## SE6PQ.txt ## list of shift operators P and Q for SE6 # parameters for E6 and parameters for SE6 are related as # e1=p+r+1, e2=p+a+c+r+2, e3= 2*a+2*c+g+p+r+3, # e4=q+r+1, e5=q+b+c+r+2, e6= 2*b+2*c+g+q+r+3, # e7=-(2*c+r+q+p+1), e8= -(a+b+2*c+p+q+r+g+2), # e9=-(2*(a+b+c)+p+q+r+g+3). # Shift operators are named as follows # Here, E denotes the operator SE6 # Pbn,Qbn: E(b-1)Pbn=Qbn E(b), # Pbp,Qbp: E(b+1)Pbp=Qbp E(b), # Ppn,Qpn: E(p-1)Ppn=Qpn E(p), # Ppp,Qpp: E(p+1)Ppp=Qpp E(p), # Pqn,Qqn: E(q-1)Pqn=Qqn E(q), # Pqp,Qqp: E(q+1)Pqp=Qqp E(q), # Prn,Qrn: E(r-1)Prn=Qrn E(r), # Prp,Qrp: E(r+1)Prp=Qrp E(r), # Pan,Qan: E(a-1)Pan=Qan E(a), # Pap,Qap: E(a+1)Pap=Qap E(a), # Pcn,Qcn: E(c-1)Pcn=Qcn E(c), # Pcp,Qcp: E(c+1)Pcp=Qcp E(c), # Pgn,Qgn: E(g-2)Pgn=Qgn E(g), # Pgp,Qgp: E(g+2)Pgp=Qgp E(g), # Pbcp,Qbcp: E(b+1,c-1,p+1)Pbcp= Qbcp E(b,c,p), # PRbcp,QRbcp: E(b-1,c+1,p-1)PRbcp= QRbcp E(b,c,p), # Pcpq,Qcpq: E(c+1,p-1,q-1)Pcpq = Qcpq E(c,p,q), # PRcpq,QRcpq: E(c-1,p+1,q+1)PRcpq = QRcpq E(c,p,q), # Paandp,Qaandp: E(a+1,p-1)Paandp = Qaandp E(a,p), # PRaandp,QRaandp: E(a-1,p+1)PRaandp = QRaandp E(a,p), # Pabpq,Qabpq: E(a-1,b+1,p+1,q-1)Pabpq = Qabpq E(a,b,p,q), # PRabpq,QRabpq: E(a+1,b-1,p-1,q+1)PRabpq = QRabpq E(a,b,p,q), # Pcg,Qcg: E(c+1,g-2)Pcg = Qcg E(c,g), # PRcg,QRcg: E(c-1,g+2)PRcg = QRcg E(c,g), # # remark Rabpq is not given here. Prp:= x^3*(x-1)^3*dx^5-x^2*(x-1)^2*(3*a*x+3*b*x+6*c*x+2*g*x+3*p*x+3*q*x+6*r* x-3*a-3*c-g-3*p-3*r-6*x+3)*dx^4+x*(x-1)*(2*a^2*x^2+4*a*b*x^2+12*a*c*x^2+3*a*g*x ^2+6*a*p*x^2+6*a*q*x^2+15*a*r*x^2+2*b^2*x^2+12*b*c*x^2+3*b*g*x^2+6*b*p*x^2+6*b* q*x^2+15*b*r*x^2+12*c^2*x^2+8*c*g*x^2+12*c*p*x^2+12*c*q*x^2+30*c*r*x^2+g^2*x^2+ 4*g*p*x^2+4*g*q*x^2+10*g*r*x^2+3*p^2*x^2+6*p*q*x^2+15*p*r*x^2+3*q^2*x^2+15*q*r* x^2+15*r^2*x^2-4*a^2*x-4*a*b*x-16*a*c*x-4*a*g*x-12*a*p*x-6*a*q*x-21*a*r*x-14*a* x^2-8*b*c*x-2*b*g*x-6*b*p*x-9*b*r*x-14*b*x^2-12*c^2*x-8*c*g*x-18*c*p*x-6*c*q*x-\ 30*c*r*x-24*c*x^2-g^2*x-6*g*p*x-2*g*q*x-10*g*r*x-9*g*x^2-6*p^2*x-6*p*q*x-21*p*r *x-12*p*x^2-9*q*r*x-12*q*x^2-15*r^2*x-15*r*x^2+2*a^2+4*a*c+a*g+6*a*p+6*a*r+19*a *x+9*b*x+2*c^2+c*g+6*c*p+6*c*r+24*c*x+2*g*p+2*g*r+9*g*x+3*p^2+6*p*r+15*p*x+9*q* x+3*r^2+15*r*x-5*a-5*c-2*g-3*p-3*r)*dx^3+(-4*a^2*c*x^3-2*a^2*p*x^3-2*a^2*q*x^3-\ 8*a^2*r*x^3-8*a*b*c*x^3-4*a*b*p*x^3-4*a*b*q*x^3-16*a*b*r*x^3-12*a*c^2*x^3-6*a*c *g*x^3-12*a*c*p*x^3-12*a*c*q*x^3-48*a*c*r*x^3-3*a*g*p*x^3-3*a*g*q*x^3-12*a*g*r* x^3-3*a*p^2*x^3-6*a*p*q*x^3-24*a*p*r*x^3-3*a*q^2*x^3-24*a*q*r*x^3-30*a*r^2*x^3-\ 4*b^2*c*x^3-2*b^2*p*x^3-2*b^2*q*x^3-8*b^2*r*x^3-12*b*c^2*x^3-6*b*c*g*x^3-12*b*c *p*x^3-12*b*c*q*x^3-48*b*c*r*x^3-3*b*g*p*x^3-3*b*g*q*x^3-12*b*g*r*x^3-3*b*p^2*x ^3-6*b*p*q*x^3-24*b*p*r*x^3-3*b*q^2*x^3-24*b*q*r*x^3-30*b*r^2*x^3-8*c^3*x^3-8*c ^2*g*x^3-12*c^2*p*x^3-12*c^2*q*x^3-48*c^2*r*x^3-2*c*g^2*x^3-8*c*g*p*x^3-8*c*g*q *x^3-32*c*g*r*x^3-6*c*p^2*x^3-12*c*p*q*x^3-48*c*p*r*x^3-6*c*q^2*x^3-48*c*q*r*x^ 3-60*c*r^2*x^3-g^2*p*x^3-g^2*q*x^3-4*g^2*r*x^3-2*g*p^2*x^3-4*g*p*q*x^3-16*g*p*r *x^3-2*g*q^2*x^3-16*g*q*r*x^3-20*g*r^2*x^3-p^3*x^3-3*p^2*q*x^3-12*p^2*r*x^3-3*p *q^2*x^3-24*p*q*r*x^3-30*p*r^2*x^3-q^3*x^3-12*q^2*r*x^3-30*q*r^2*x^3-20*r^3*x^3 +8*a^2*c*x^2+6*a^2*p*x^2+4*a^2*q*x^2+18*a^2*r*x^2+8*a^2*x^3+12*a*b*c*x^2+8*a*b* p*x^2+4*a*b*q*x^2+24*a*b*r*x^2+16*a*b*x^3+20*a*c^2*x^2+10*a*c*g*x^2+28*a*c*p*x^ 2+16*a*c*q*x^2+84*a*c*r*x^2+40*a*c*x^3+7*a*g*p*x^2+4*a*g*q*x^2+21*a*g*r*x^2+12* a*g*x^3+9*a*p^2*x^2+12*a*p*q*x^2+54*a*p*r*x^2+20*a*p*x^3+3*a*q^2*x^2+36*a*q*r*x ^2+20*a*q*x^3+54*a*r^2*x^2+26*a*r*x^3+4*b^2*c*x^2+2*b^2*p*x^2+6*b^2*r*x^2+8*b^2 *x^3+16*b*c^2*x^2+8*b*c*g*x^2+20*b*c*p*x^2+8*b*c*q*x^2+60*b*c*r*x^2+40*b*c*x^3+ 5*b*g*p*x^2+2*b*g*q*x^2+15*b*g*r*x^2+12*b*g*x^3+6*b*p^2*x^2+6*b*p*q*x^2+36*b*p* r*x^2+20*b*p*x^3+18*b*q*r*x^2+20*b*q*x^3+36*b*r^2*x^2+26*b*r*x^3+12*c^3*x^2+12* c^2*g*x^2+24*c^2*p*x^2+12*c^2*q*x^2+72*c^2*r*x^2+36*c^2*x^3+3*c*g^2*x^2+16*c*g* p*x^2+8*c*g*q*x^2+48*c*g*r*x^2+26*c*g*x^3+15*c*p^2*x^2+18*c*p*q*x^2+90*c*p*r*x^ 2+36*c*p*x^3+3*c*q^2*x^2+54*c*q*r*x^2+36*c*q*x^3+90*c*r^2*x^2+36*c*r*x^3+2*g^2* p*x^2+g^2*q*x^2+6*g^2*r*x^2+4*g^2*x^3+5*g*p^2*x^2+6*g*p*q*x^2+30*g*p*r*x^2+13*g *p*x^3+g*q^2*x^2+18*g*q*r*x^2+13*g*q*x^3+30*g*r^2*x^2+16*g*r*x^3+3*p^3*x^2+6*p^ 2*q*x^2+27*p^2*r*x^2+9*p^2*x^3+3*p*q^2*x^2+36*p*q*r*x^2+18*p*q*x^3+54*p*r^2*x^2 +18*p*r*x^3+9*q^2*r*x^2+9*q^2*x^3+36*q*r^2*x^2+18*q*r*x^3+30*r^3*x^2-4*a^2*c*x-\ 6*a^2*p*x-2*a^2*q*x-12*a^2*r*x-18*a^2*x^2-4*a*b*c*x-4*a*b*p*x-8*a*b*r*x-24*a*b* x^2-8*a*c^2*x-4*a*c*g*x-20*a*c*p*x-4*a*c*q*x-40*a*c*r*x-70*a*c*x^2-5*a*g*p*x-a* g*q*x-10*a*g*r*x-21*a*g*x^2-9*a*p^2*x-6*a*p*q*x-36*a*p*r*x-42*a*p*x^2-12*a*q*r* x-31*a*q*x^2-27*a*r^2*x-45*a*r*x^2+4*a*x^3-6*b^2*x^2-4*b*c^2*x-2*b*c*g*x-8*b*c* p*x-16*b*c*r*x-50*b*c*x^2-2*b*g*p*x-4*b*g*r*x-15*b*g*x^2-3*b*p^2*x-12*b*p*r*x-\ 29*b*p*x^2-18*b*q*x^2-9*b*r^2*x-33*b*r*x^2+4*b*x^3-4*c^3*x-4*c^2*g*x-14*c^2*p*x -2*c^2*q*x-28*c^2*r*x-54*c^2*x^2-c*g^2*x-9*c*g*p*x-c*g*q*x-18*c*g*r*x-39*c*g*x^ 2-12*c*p^2*x-6*c*p*q*x-48*c*p*r*x-63*c*p*x^2-12*c*q*r*x-45*c*q*x^2-36*c*r^2*x-\ 54*c*r*x^2+20*c*x^3-g^2*p*x-2*g^2*r*x-6*g^2*x^2-4*g*p^2*x-2*g*p*q*x-16*g*p*r*x-\ 23*g*p*x^2-4*g*q*r*x-16*g*q*x^2-12*g*r^2*x-24*g*r*x^2+4*g*x^3-3*p^3*x-3*p^2*q*x -18*p^2*r*x-18*p^2*x^2-12*p*q*r*x-27*p*q*x^2-27*p*r^2*x-27*p*r*x^2+10*p*x^3-9*q ^2*x^2-9*q*r^2*x-27*q*r*x^2+10*q*x^3-12*r^3*x+20*r*x^3+2*a^2*p+2*a^2*r+12*a^2*x +8*a*b*x+4*a*c*p+4*a*c*r+34*a*c*x+a*g*p+a*g*r+10*a*g*x+3*a*p^2+6*a*p*r+24*a*p*x +11*a*q*x+3*a*r^2+21*a*r*x-9*a*x^2+14*b*c*x+4*b*g*x+9*b*p*x+9*b*r*x-3*b*x^2+2*c ^2*p+2*c^2*r+22*c^2*x+c*g*p+c*g*r+15*c*g*x+3*c*p^2+6*c*p*r+29*c*p*x+11*c*q*x+3* c*r^2+22*c*r*x-30*c*x^2+2*g^2*x+g*p^2+2*g*p*r+11*g*p*x+4*g*q*x+g*r^2+10*g*r*x-6 *g*x^2+p^3+3*p^2*r+9*p^2*x+9*p*q*x+3*p*r^2+9*p*r*x-21*p*x^2+9*q*r*x-9*q*x^2+r^3 -30*r*x^2-2*a^2-4*a*c-a*g-2*a*p-2*a*r+6*a*x-2*c^2-c*g-2*c*p-2*c*r+12*c*x-g*p-g* r+2*g*x+12*p*x+12*r*x-a-c-p-r)*dx^2+(r-1)*(12*a^2*c*x^2+6*a^2*p*x^2+6*a^2*q*x^2 +12*a^2*r*x^2+24*a*b*c*x^2+12*a*b*p*x^2+12*a*b*q*x^2+24*a*b*r*x^2+36*a*c^2*x^2+ 18*a*c*g*x^2+36*a*c*p*x^2+36*a*c*q*x^2+72*a*c*r*x^2+9*a*g*p*x^2+9*a*g*q*x^2+18* a*g*r*x^2+9*a*p^2*x^2+18*a*p*q*x^2+36*a*p*r*x^2+9*a*q^2*x^2+36*a*q*r*x^2+30*a*r ^2*x^2+12*b^2*c*x^2+6*b^2*p*x^2+6*b^2*q*x^2+12*b^2*r*x^2+36*b*c^2*x^2+18*b*c*g* x^2+36*b*c*p*x^2+36*b*c*q*x^2+72*b*c*r*x^2+9*b*g*p*x^2+9*b*g*q*x^2+18*b*g*r*x^2 +9*b*p^2*x^2+18*b*p*q*x^2+36*b*p*r*x^2+9*b*q^2*x^2+36*b*q*r*x^2+30*b*r^2*x^2+24 *c^3*x^2+24*c^2*g*x^2+36*c^2*p*x^2+36*c^2*q*x^2+72*c^2*r*x^2+6*c*g^2*x^2+24*c*g *p*x^2+24*c*g*q*x^2+48*c*g*r*x^2+18*c*p^2*x^2+36*c*p*q*x^2+72*c*p*r*x^2+18*c*q^ 2*x^2+72*c*q*r*x^2+60*c*r^2*x^2+3*g^2*p*x^2+3*g^2*q*x^2+6*g^2*r*x^2+6*g*p^2*x^2 +12*g*p*q*x^2+24*g*p*r*x^2+6*g*q^2*x^2+24*g*q*r*x^2+20*g*r^2*x^2+3*p^3*x^2+9*p^ 2*q*x^2+18*p^2*r*x^2+9*p*q^2*x^2+36*p*q*r*x^2+30*p*r^2*x^2+3*q^3*x^2+18*q^2*r*x ^2+30*q*r^2*x^2+15*r^3*x^2-16*a^2*c*x-12*a^2*p*x-8*a^2*q*x-18*a^2*r*x-24*a*b*c* x-16*a*b*p*x-8*a*b*q*x-24*a*b*r*x-40*a*c^2*x-20*a*c*g*x-56*a*c*p*x-32*a*c*q*x-\ 84*a*c*r*x+24*a*c*x^2-14*a*g*p*x-8*a*g*q*x-21*a*g*r*x-18*a*p^2*x-24*a*p*q*x-54* a*p*r*x+12*a*p*x^2-6*a*q^2*x-36*a*q*r*x+12*a*q*x^2-36*a*r^2*x+36*a*r*x^2-8*b^2* c*x-4*b^2*p*x-6*b^2*r*x-32*b*c^2*x-16*b*c*g*x-40*b*c*p*x-16*b*c*q*x-60*b*c*r*x+ 24*b*c*x^2-10*b*g*p*x-4*b*g*q*x-15*b*g*r*x-12*b*p^2*x-12*b*p*q*x-36*b*p*r*x+12* b*p*x^2-18*b*q*r*x+12*b*q*x^2-24*b*r^2*x+36*b*r*x^2-24*c^3*x-24*c^2*g*x-48*c^2* p*x-24*c^2*q*x-72*c^2*r*x+36*c^2*x^2-6*c*g^2*x-32*c*g*p*x-16*c*g*q*x-48*c*g*r*x +18*c*g*x^2-30*c*p^2*x-36*c*p*q*x-90*c*p*r*x+36*c*p*x^2-6*c*q^2*x-54*c*q*r*x+36 *c*q*x^2-60*c*r^2*x+96*c*r*x^2-4*g^2*p*x-2*g^2*q*x-6*g^2*r*x-10*g*p^2*x-12*g*p* q*x-30*g*p*r*x+9*g*p*x^2-2*g*q^2*x-18*g*q*r*x+9*g*q*x^2-20*g*r^2*x+26*g*r*x^2-6 *p^3*x-12*p^2*q*x-27*p^2*r*x+9*p^2*x^2-6*p*q^2*x-36*p*q*r*x+18*p*q*x^2-36*p*r^2 *x+48*p*r*x^2-9*q^2*r*x+9*q^2*x^2-24*q*r^2*x+48*q*r*x^2-15*r^3*x+45*r^2*x^2+4*a ^2*c+6*a^2*p+2*a^2*q+6*a^2*r+4*a*b*c+4*a*b*p+4*a*b*r+8*a*c^2+4*a*c*g+20*a*c*p+4 *a*c*q+20*a*c*r-28*a*c*x+5*a*g*p+a*g*q+5*a*g*r+9*a*p^2+6*a*p*q+18*a*p*r-24*a*p* x+6*a*q*r-10*a*q*x+9*a*r^2-45*a*r*x+4*b*c^2+2*b*c*g+8*b*c*p+8*b*c*r-20*b*c*x+2* b*g*p+2*b*g*r+3*b*p^2+6*b*p*r-14*b*p*x+3*b*r^2-27*b*r*x+4*c^3+4*c^2*g+14*c^2*p+ 2*c^2*q+14*c^2*r-36*c^2*x+c*g^2+9*c*g*p+c*g*q+9*c*g*r-18*c*g*x+12*c*p^2+6*c*p*q +24*c*p*r-54*c*p*x+6*c*q*r-18*c*q*x+12*c*r^2-96*c*r*x+12*c*x^2+g^2*p+g^2*r+4*g* p^2+2*g*p*q+8*g*p*r-14*g*p*x+2*g*q*r-4*g*q*x+4*g*r^2-26*g*r*x+3*p^3+3*p^2*q+9*p ^2*r-18*p^2*x+6*p*q*r-18*p*q*x+9*p*r^2-63*p*r*x+6*p*x^2+3*q*r^2-33*q*r*x+6*q*x^ 2+3*r^3-45*r^2*x+30*r*x^2+6*a*c+12*a*p+a*q+12*a*r+2*b*c+3*b*p+3*b*r+6*c^2+3*c*g +19*c*p+c*q+19*c*r-12*c*x+5*g*p+5*g*r+9*p^2+3*p*q+18*p*r-12*p*x+3*q*r+9*r^2-30* r*x+2*c+6*p+6*r)*dx-r*(r-1)*(12*a^2*c*x+6*a^2*p*x+6*a^2*q*x+8*a^2*r*x+24*a*b*c* x+12*a*b*p*x+12*a*b*q*x+16*a*b*r*x+36*a*c^2*x+18*a*c*g*x+36*a*c*p*x+36*a*c*q*x+ 48*a*c*r*x+9*a*g*p*x+9*a*g*q*x+12*a*g*r*x+9*a*p^2*x+18*a*p*q*x+24*a*p*r*x+9*a*q ^2*x+24*a*q*r*x+15*a*r^2*x+12*b^2*c*x+6*b^2*p*x+6*b^2*q*x+8*b^2*r*x+36*b*c^2*x+ 18*b*c*g*x+36*b*c*p*x+36*b*c*q*x+48*b*c*r*x+9*b*g*p*x+9*b*g*q*x+12*b*g*r*x+9*b* p^2*x+18*b*p*q*x+24*b*p*r*x+9*b*q^2*x+24*b*q*r*x+15*b*r^2*x+24*c^3*x+24*c^2*g*x +36*c^2*p*x+36*c^2*q*x+48*c^2*r*x+6*c*g^2*x+24*c*g*p*x+24*c*g*q*x+32*c*g*r*x+18 *c*p^2*x+36*c*p*q*x+48*c*p*r*x+18*c*q^2*x+48*c*q*r*x+30*c*r^2*x+3*g^2*p*x+3*g^2 *q*x+4*g^2*r*x+6*g*p^2*x+12*g*p*q*x+16*g*p*r*x+6*g*q^2*x+16*g*q*r*x+10*g*r^2*x+ 3*p^3*x+9*p^2*q*x+12*p^2*r*x+9*p*q^2*x+24*p*q*r*x+15*p*r^2*x+3*q^3*x+12*q^2*r*x +15*q*r^2*x+6*r^3*x-8*a^2*c-6*a^2*p-4*a^2*q-6*a^2*r+8*a^2*x-12*a*b*c-8*a*b*p-4* a*b*q-8*a*b*r+16*a*b*x-20*a*c^2-10*a*c*g-28*a*c*p-16*a*c*q-28*a*c*r+72*a*c*x-7* a*g*p-4*a*g*q-7*a*g*r+12*a*g*x-9*a*p^2-12*a*p*q-18*a*p*r+36*a*p*x-3*a*q^2-12*a* q*r+36*a*q*x-9*a*r^2+49*a*r*x-4*b^2*c-2*b^2*p-2*b^2*r+8*b^2*x-16*b*c^2-8*b*c*g-\ 20*b*c*p-8*b*c*q-20*b*c*r+72*b*c*x-5*b*g*p-2*b*g*q-5*b*g*r+12*b*g*x-6*b*p^2-6*b *p*q-12*b*p*r+36*b*p*x-6*b*q*r+36*b*q*x-6*b*r^2+49*b*r*x-12*c^3-12*c^2*g-24*c^2 *p-12*c^2*q-24*c^2*r+84*c^2*x-3*c*g^2-16*c*g*p-8*c*g*q-16*c*g*r+50*c*g*x-15*c*p ^2-18*c*p*q-30*c*p*r+84*c*p*x-3*c*q^2-18*c*q*r+84*c*q*x-15*c*r^2+114*c*r*x-2*g^ 2*p-g^2*q-2*g^2*r+4*g^2*x-5*g*p^2-6*g*p*q-10*g*p*r+25*g*p*x-g*q^2-6*g*q*r+25*g* q*x-5*g*r^2+34*g*r*x-3*p^3-6*p^2*q-9*p^2*r+21*p^2*x-3*p*q^2-12*p*q*r+42*p*q*x-9 *p*r^2+57*p*r*x-3*q^2*r+21*q^2*x-6*q*r^2+57*q*r*x-3*r^3+36*r^2*x-6*a^2-8*a*b-42 *a*c-7*a*g-30*a*p-17*a*q-30*a*r+34*a*x-2*b^2-30*b*c-5*b*g-19*b*p-6*b*q-19*b*r+ 34*b*x-42*c^2-25*c*g-57*c*p-27*c*q-57*c*r+96*c*x-2*g^2-17*g*p-8*g*q-17*g*r+24*g *x-18*p^2-21*p*q-36*p*r+48*p*x-3*q^2-21*q*r+48*q*x-18*r^2+66*r*x-21*a-13*b-48*c -12*g-33*p-15*q-33*r+36*x-18): Prn:= dx: Qrp:= x^3*(x-1)^3*dx^5-x^2*(x-1)^2*(3*a*x+3*b*x+6*c*x+2*g*x+3*p*x+3*q*x+6*r* x-3*a-3*c-g-3*p-3*r-6*x+3)*dx^4+x*(x-1)*(2*a^2*x^2+4*a*b*x^2+12*a*c*x^2+3*a*g*x ^2+6*a*p*x^2+6*a*q*x^2+15*a*r*x^2+2*b^2*x^2+12*b*c*x^2+3*b*g*x^2+6*b*p*x^2+6*b* q*x^2+15*b*r*x^2+12*c^2*x^2+8*c*g*x^2+12*c*p*x^2+12*c*q*x^2+30*c*r*x^2+g^2*x^2+ 4*g*p*x^2+4*g*q*x^2+10*g*r*x^2+3*p^2*x^2+6*p*q*x^2+15*p*r*x^2+3*q^2*x^2+15*q*r* x^2+15*r^2*x^2-4*a^2*x-4*a*b*x-16*a*c*x-4*a*g*x-12*a*p*x-6*a*q*x-21*a*r*x-14*a* x^2-8*b*c*x-2*b*g*x-6*b*p*x-9*b*r*x-14*b*x^2-12*c^2*x-8*c*g*x-18*c*p*x-6*c*q*x-\ 30*c*r*x-24*c*x^2-g^2*x-6*g*p*x-2*g*q*x-10*g*r*x-9*g*x^2-6*p^2*x-6*p*q*x-21*p*r *x-12*p*x^2-9*q*r*x-12*q*x^2-15*r^2*x-15*r*x^2+2*a^2+4*a*c+a*g+6*a*p+6*a*r+19*a *x+9*b*x+2*c^2+c*g+6*c*p+6*c*r+24*c*x+2*g*p+2*g*r+9*g*x+3*p^2+6*p*r+15*p*x+9*q* x+3*r^2+15*r*x-5*a-5*c-2*g-3*p-3*r)*dx^3+(-4*a^2*c*x^3-2*a^2*p*x^3-2*a^2*q*x^3-\ 8*a^2*r*x^3-8*a*b*c*x^3-4*a*b*p*x^3-4*a*b*q*x^3-16*a*b*r*x^3-12*a*c^2*x^3-6*a*c *g*x^3-12*a*c*p*x^3-12*a*c*q*x^3-48*a*c*r*x^3-3*a*g*p*x^3-3*a*g*q*x^3-12*a*g*r* x^3-3*a*p^2*x^3-6*a*p*q*x^3-24*a*p*r*x^3-3*a*q^2*x^3-24*a*q*r*x^3-30*a*r^2*x^3-\ 4*b^2*c*x^3-2*b^2*p*x^3-2*b^2*q*x^3-8*b^2*r*x^3-12*b*c^2*x^3-6*b*c*g*x^3-12*b*c *p*x^3-12*b*c*q*x^3-48*b*c*r*x^3-3*b*g*p*x^3-3*b*g*q*x^3-12*b*g*r*x^3-3*b*p^2*x ^3-6*b*p*q*x^3-24*b*p*r*x^3-3*b*q^2*x^3-24*b*q*r*x^3-30*b*r^2*x^3-8*c^3*x^3-8*c ^2*g*x^3-12*c^2*p*x^3-12*c^2*q*x^3-48*c^2*r*x^3-2*c*g^2*x^3-8*c*g*p*x^3-8*c*g*q *x^3-32*c*g*r*x^3-6*c*p^2*x^3-12*c*p*q*x^3-48*c*p*r*x^3-6*c*q^2*x^3-48*c*q*r*x^ 3-60*c*r^2*x^3-g^2*p*x^3-g^2*q*x^3-4*g^2*r*x^3-2*g*p^2*x^3-4*g*p*q*x^3-16*g*p*r *x^3-2*g*q^2*x^3-16*g*q*r*x^3-20*g*r^2*x^3-p^3*x^3-3*p^2*q*x^3-12*p^2*r*x^3-3*p *q^2*x^3-24*p*q*r*x^3-30*p*r^2*x^3-q^3*x^3-12*q^2*r*x^3-30*q*r^2*x^3-20*r^3*x^3 +8*a^2*c*x^2+6*a^2*p*x^2+4*a^2*q*x^2+18*a^2*r*x^2+8*a^2*x^3+12*a*b*c*x^2+8*a*b* p*x^2+4*a*b*q*x^2+24*a*b*r*x^2+16*a*b*x^3+20*a*c^2*x^2+10*a*c*g*x^2+28*a*c*p*x^ 2+16*a*c*q*x^2+84*a*c*r*x^2+40*a*c*x^3+7*a*g*p*x^2+4*a*g*q*x^2+21*a*g*r*x^2+12* a*g*x^3+9*a*p^2*x^2+12*a*p*q*x^2+54*a*p*r*x^2+20*a*p*x^3+3*a*q^2*x^2+36*a*q*r*x ^2+20*a*q*x^3+54*a*r^2*x^2+26*a*r*x^3+4*b^2*c*x^2+2*b^2*p*x^2+6*b^2*r*x^2+8*b^2 *x^3+16*b*c^2*x^2+8*b*c*g*x^2+20*b*c*p*x^2+8*b*c*q*x^2+60*b*c*r*x^2+40*b*c*x^3+ 5*b*g*p*x^2+2*b*g*q*x^2+15*b*g*r*x^2+12*b*g*x^3+6*b*p^2*x^2+6*b*p*q*x^2+36*b*p* r*x^2+20*b*p*x^3+18*b*q*r*x^2+20*b*q*x^3+36*b*r^2*x^2+26*b*r*x^3+12*c^3*x^2+12* c^2*g*x^2+24*c^2*p*x^2+12*c^2*q*x^2+72*c^2*r*x^2+36*c^2*x^3+3*c*g^2*x^2+16*c*g* p*x^2+8*c*g*q*x^2+48*c*g*r*x^2+26*c*g*x^3+15*c*p^2*x^2+18*c*p*q*x^2+90*c*p*r*x^ 2+36*c*p*x^3+3*c*q^2*x^2+54*c*q*r*x^2+36*c*q*x^3+90*c*r^2*x^2+36*c*r*x^3+2*g^2* p*x^2+g^2*q*x^2+6*g^2*r*x^2+4*g^2*x^3+5*g*p^2*x^2+6*g*p*q*x^2+30*g*p*r*x^2+13*g *p*x^3+g*q^2*x^2+18*g*q*r*x^2+13*g*q*x^3+30*g*r^2*x^2+16*g*r*x^3+3*p^3*x^2+6*p^ 2*q*x^2+27*p^2*r*x^2+9*p^2*x^3+3*p*q^2*x^2+36*p*q*r*x^2+18*p*q*x^3+54*p*r^2*x^2 +18*p*r*x^3+9*q^2*r*x^2+9*q^2*x^3+36*q*r^2*x^2+18*q*r*x^3+30*r^3*x^2-4*a^2*c*x-\ 6*a^2*p*x-2*a^2*q*x-12*a^2*r*x-18*a^2*x^2-4*a*b*c*x-4*a*b*p*x-8*a*b*r*x-24*a*b* x^2-8*a*c^2*x-4*a*c*g*x-20*a*c*p*x-4*a*c*q*x-40*a*c*r*x-70*a*c*x^2-5*a*g*p*x-a* g*q*x-10*a*g*r*x-21*a*g*x^2-9*a*p^2*x-6*a*p*q*x-36*a*p*r*x-42*a*p*x^2-12*a*q*r* x-31*a*q*x^2-27*a*r^2*x-45*a*r*x^2+4*a*x^3-6*b^2*x^2-4*b*c^2*x-2*b*c*g*x-8*b*c* p*x-16*b*c*r*x-50*b*c*x^2-2*b*g*p*x-4*b*g*r*x-15*b*g*x^2-3*b*p^2*x-12*b*p*r*x-\ 29*b*p*x^2-18*b*q*x^2-9*b*r^2*x-33*b*r*x^2+4*b*x^3-4*c^3*x-4*c^2*g*x-14*c^2*p*x -2*c^2*q*x-28*c^2*r*x-54*c^2*x^2-c*g^2*x-9*c*g*p*x-c*g*q*x-18*c*g*r*x-39*c*g*x^ 2-12*c*p^2*x-6*c*p*q*x-48*c*p*r*x-63*c*p*x^2-12*c*q*r*x-45*c*q*x^2-36*c*r^2*x-\ 54*c*r*x^2+20*c*x^3-g^2*p*x-2*g^2*r*x-6*g^2*x^2-4*g*p^2*x-2*g*p*q*x-16*g*p*r*x-\ 23*g*p*x^2-4*g*q*r*x-16*g*q*x^2-12*g*r^2*x-24*g*r*x^2+4*g*x^3-3*p^3*x-3*p^2*q*x -18*p^2*r*x-18*p^2*x^2-12*p*q*r*x-27*p*q*x^2-27*p*r^2*x-27*p*r*x^2+10*p*x^3-9*q ^2*x^2-9*q*r^2*x-27*q*r*x^2+10*q*x^3-12*r^3*x+20*r*x^3+2*a^2*p+2*a^2*r+12*a^2*x +8*a*b*x+4*a*c*p+4*a*c*r+34*a*c*x+a*g*p+a*g*r+10*a*g*x+3*a*p^2+6*a*p*r+24*a*p*x +11*a*q*x+3*a*r^2+21*a*r*x-9*a*x^2+14*b*c*x+4*b*g*x+9*b*p*x+9*b*r*x-3*b*x^2+2*c ^2*p+2*c^2*r+22*c^2*x+c*g*p+c*g*r+15*c*g*x+3*c*p^2+6*c*p*r+29*c*p*x+11*c*q*x+3* c*r^2+22*c*r*x-30*c*x^2+2*g^2*x+g*p^2+2*g*p*r+11*g*p*x+4*g*q*x+g*r^2+10*g*r*x-6 *g*x^2+p^3+3*p^2*r+9*p^2*x+9*p*q*x+3*p*r^2+9*p*r*x-21*p*x^2+9*q*r*x-9*q*x^2+r^3 -30*r*x^2-2*a^2-4*a*c-a*g-2*a*p-2*a*r+6*a*x-2*c^2-c*g-2*c*p-2*c*r+12*c*x-g*p-g* r+2*g*x+12*p*x+12*r*x-a-c-p-r)*dx^2+(r-1)*(12*a^2*c*x^2+6*a^2*p*x^2+6*a^2*q*x^2 +12*a^2*r*x^2+24*a*b*c*x^2+12*a*b*p*x^2+12*a*b*q*x^2+24*a*b*r*x^2+36*a*c^2*x^2+ 18*a*c*g*x^2+36*a*c*p*x^2+36*a*c*q*x^2+72*a*c*r*x^2+9*a*g*p*x^2+9*a*g*q*x^2+18* a*g*r*x^2+9*a*p^2*x^2+18*a*p*q*x^2+36*a*p*r*x^2+9*a*q^2*x^2+36*a*q*r*x^2+30*a*r ^2*x^2+12*b^2*c*x^2+6*b^2*p*x^2+6*b^2*q*x^2+12*b^2*r*x^2+36*b*c^2*x^2+18*b*c*g* x^2+36*b*c*p*x^2+36*b*c*q*x^2+72*b*c*r*x^2+9*b*g*p*x^2+9*b*g*q*x^2+18*b*g*r*x^2 +9*b*p^2*x^2+18*b*p*q*x^2+36*b*p*r*x^2+9*b*q^2*x^2+36*b*q*r*x^2+30*b*r^2*x^2+24 *c^3*x^2+24*c^2*g*x^2+36*c^2*p*x^2+36*c^2*q*x^2+72*c^2*r*x^2+6*c*g^2*x^2+24*c*g *p*x^2+24*c*g*q*x^2+48*c*g*r*x^2+18*c*p^2*x^2+36*c*p*q*x^2+72*c*p*r*x^2+18*c*q^ 2*x^2+72*c*q*r*x^2+60*c*r^2*x^2+3*g^2*p*x^2+3*g^2*q*x^2+6*g^2*r*x^2+6*g*p^2*x^2 +12*g*p*q*x^2+24*g*p*r*x^2+6*g*q^2*x^2+24*g*q*r*x^2+20*g*r^2*x^2+3*p^3*x^2+9*p^ 2*q*x^2+18*p^2*r*x^2+9*p*q^2*x^2+36*p*q*r*x^2+30*p*r^2*x^2+3*q^3*x^2+18*q^2*r*x ^2+30*q*r^2*x^2+15*r^3*x^2-16*a^2*c*x-12*a^2*p*x-8*a^2*q*x-18*a^2*r*x-24*a*b*c* x-16*a*b*p*x-8*a*b*q*x-24*a*b*r*x-40*a*c^2*x-20*a*c*g*x-56*a*c*p*x-32*a*c*q*x-\ 84*a*c*r*x+24*a*c*x^2-14*a*g*p*x-8*a*g*q*x-21*a*g*r*x-18*a*p^2*x-24*a*p*q*x-54* a*p*r*x+12*a*p*x^2-6*a*q^2*x-36*a*q*r*x+12*a*q*x^2-36*a*r^2*x+36*a*r*x^2-8*b^2* c*x-4*b^2*p*x-6*b^2*r*x-32*b*c^2*x-16*b*c*g*x-40*b*c*p*x-16*b*c*q*x-60*b*c*r*x+ 24*b*c*x^2-10*b*g*p*x-4*b*g*q*x-15*b*g*r*x-12*b*p^2*x-12*b*p*q*x-36*b*p*r*x+12* b*p*x^2-18*b*q*r*x+12*b*q*x^2-24*b*r^2*x+36*b*r*x^2-24*c^3*x-24*c^2*g*x-48*c^2* p*x-24*c^2*q*x-72*c^2*r*x+36*c^2*x^2-6*c*g^2*x-32*c*g*p*x-16*c*g*q*x-48*c*g*r*x +18*c*g*x^2-30*c*p^2*x-36*c*p*q*x-90*c*p*r*x+36*c*p*x^2-6*c*q^2*x-54*c*q*r*x+36 *c*q*x^2-60*c*r^2*x+96*c*r*x^2-4*g^2*p*x-2*g^2*q*x-6*g^2*r*x-10*g*p^2*x-12*g*p* q*x-30*g*p*r*x+9*g*p*x^2-2*g*q^2*x-18*g*q*r*x+9*g*q*x^2-20*g*r^2*x+26*g*r*x^2-6 *p^3*x-12*p^2*q*x-27*p^2*r*x+9*p^2*x^2-6*p*q^2*x-36*p*q*r*x+18*p*q*x^2-36*p*r^2 *x+48*p*r*x^2-9*q^2*r*x+9*q^2*x^2-24*q*r^2*x+48*q*r*x^2-15*r^3*x+45*r^2*x^2+4*a ^2*c+6*a^2*p+2*a^2*q+6*a^2*r+4*a*b*c+4*a*b*p+4*a*b*r+8*a*c^2+4*a*c*g+20*a*c*p+4 *a*c*q+20*a*c*r-28*a*c*x+5*a*g*p+a*g*q+5*a*g*r+9*a*p^2+6*a*p*q+18*a*p*r-24*a*p* x+6*a*q*r-10*a*q*x+9*a*r^2-45*a*r*x+4*b*c^2+2*b*c*g+8*b*c*p+8*b*c*r-20*b*c*x+2* b*g*p+2*b*g*r+3*b*p^2+6*b*p*r-14*b*p*x+3*b*r^2-27*b*r*x+4*c^3+4*c^2*g+14*c^2*p+ 2*c^2*q+14*c^2*r-36*c^2*x+c*g^2+9*c*g*p+c*g*q+9*c*g*r-18*c*g*x+12*c*p^2+6*c*p*q +24*c*p*r-54*c*p*x+6*c*q*r-18*c*q*x+12*c*r^2-96*c*r*x+12*c*x^2+g^2*p+g^2*r+4*g* p^2+2*g*p*q+8*g*p*r-14*g*p*x+2*g*q*r-4*g*q*x+4*g*r^2-26*g*r*x+3*p^3+3*p^2*q+9*p ^2*r-18*p^2*x+6*p*q*r-18*p*q*x+9*p*r^2-63*p*r*x+6*p*x^2+3*q*r^2-33*q*r*x+6*q*x^ 2+3*r^3-45*r^2*x+30*r*x^2+6*a*c+12*a*p+a*q+12*a*r+2*b*c+3*b*p+3*b*r+6*c^2+3*c*g +19*c*p+c*q+19*c*r-12*c*x+5*g*p+5*g*r+9*p^2+3*p*q+18*p*r-12*p*x+3*q*r+9*r^2-30* r*x+2*c+6*p+6*r)*dx-r*(r-1)*(12*a^2*c*x+6*a^2*p*x+6*a^2*q*x+8*a^2*r*x+24*a*b*c* x+12*a*b*p*x+12*a*b*q*x+16*a*b*r*x+36*a*c^2*x+18*a*c*g*x+36*a*c*p*x+36*a*c*q*x+ 48*a*c*r*x+9*a*g*p*x+9*a*g*q*x+12*a*g*r*x+9*a*p^2*x+18*a*p*q*x+24*a*p*r*x+9*a*q ^2*x+24*a*q*r*x+15*a*r^2*x+12*b^2*c*x+6*b^2*p*x+6*b^2*q*x+8*b^2*r*x+36*b*c^2*x+ 18*b*c*g*x+36*b*c*p*x+36*b*c*q*x+48*b*c*r*x+9*b*g*p*x+9*b*g*q*x+12*b*g*r*x+9*b* p^2*x+18*b*p*q*x+24*b*p*r*x+9*b*q^2*x+24*b*q*r*x+15*b*r^2*x+24*c^3*x+24*c^2*g*x +36*c^2*p*x+36*c^2*q*x+48*c^2*r*x+6*c*g^2*x+24*c*g*p*x+24*c*g*q*x+32*c*g*r*x+18 *c*p^2*x+36*c*p*q*x+48*c*p*r*x+18*c*q^2*x+48*c*q*r*x+30*c*r^2*x+3*g^2*p*x+3*g^2 *q*x+4*g^2*r*x+6*g*p^2*x+12*g*p*q*x+16*g*p*r*x+6*g*q^2*x+16*g*q*r*x+10*g*r^2*x+ 3*p^3*x+9*p^2*q*x+12*p^2*r*x+9*p*q^2*x+24*p*q*r*x+15*p*r^2*x+3*q^3*x+12*q^2*r*x +15*q*r^2*x+6*r^3*x-8*a^2*c-6*a^2*p-4*a^2*q-6*a^2*r+8*a^2*x-12*a*b*c-8*a*b*p-4* a*b*q-8*a*b*r+16*a*b*x-20*a*c^2-10*a*c*g-28*a*c*p-16*a*c*q-28*a*c*r+72*a*c*x-7* a*g*p-4*a*g*q-7*a*g*r+12*a*g*x-9*a*p^2-12*a*p*q-18*a*p*r+36*a*p*x-3*a*q^2-12*a* q*r+36*a*q*x-9*a*r^2+49*a*r*x-4*b^2*c-2*b^2*p-2*b^2*r+8*b^2*x-16*b*c^2-8*b*c*g-\ 20*b*c*p-8*b*c*q-20*b*c*r+72*b*c*x-5*b*g*p-2*b*g*q-5*b*g*r+12*b*g*x-6*b*p^2-6*b *p*q-12*b*p*r+36*b*p*x-6*b*q*r+36*b*q*x-6*b*r^2+49*b*r*x-12*c^3-12*c^2*g-24*c^2 *p-12*c^2*q-24*c^2*r+84*c^2*x-3*c*g^2-16*c*g*p-8*c*g*q-16*c*g*r+50*c*g*x-15*c*p ^2-18*c*p*q-30*c*p*r+84*c*p*x-3*c*q^2-18*c*q*r+84*c*q*x-15*c*r^2+114*c*r*x-2*g^ 2*p-g^2*q-2*g^2*r+4*g^2*x-5*g*p^2-6*g*p*q-10*g*p*r+25*g*p*x-g*q^2-6*g*q*r+25*g* q*x-5*g*r^2+34*g*r*x-3*p^3-6*p^2*q-9*p^2*r+21*p^2*x-3*p*q^2-12*p*q*r+42*p*q*x-9 *p*r^2+57*p*r*x-3*q^2*r+21*q^2*x-6*q*r^2+57*q*r*x-3*r^3+36*r^2*x-6*a^2-8*a*b-42 *a*c-7*a*g-30*a*p-17*a*q-30*a*r+34*a*x-2*b^2-30*b*c-5*b*g-19*b*p-6*b*q-19*b*r+ 34*b*x-42*c^2-25*c*g-57*c*p-27*c*q-57*c*r+96*c*x-2*g^2-17*g*p-8*g*q-17*g*r+24*g *x-18*p^2-21*p*q-36*p*r+48*p*x-3*q^2-21*q*r+48*q*x-18*r^2+66*r*x-21*a-13*b-48*c -12*g-33*p-15*q-33*r+36*x-18): Qrn:= dx: Ppp:= x^3*(x-1)^3*dx^5-x^2*(x-1)^2*(3*a*x+3*b*x+6*c*x+2*g*x+3*p*x+3*q*x+6*r* x-3*a-3*c-g-3*p-3*r-6*x+3)*dx^4+x*(x-1)*(2*a^2*x^2+4*a*b*x^2+12*a*c*x^2+3*a*g*x ^2+6*a*p*x^2+6*a*q*x^2+15*a*r*x^2+2*b^2*x^2+12*b*c*x^2+3*b*g*x^2+6*b*p*x^2+6*b* q*x^2+15*b*r*x^2+12*c^2*x^2+8*c*g*x^2+12*c*p*x^2+12*c*q*x^2+30*c*r*x^2+g^2*x^2+ 4*g*p*x^2+4*g*q*x^2+10*g*r*x^2+3*p^2*x^2+6*p*q*x^2+15*p*r*x^2+3*q^2*x^2+15*q*r* x^2+15*r^2*x^2-4*a^2*x-4*a*b*x-16*a*c*x-4*a*g*x-12*a*p*x-6*a*q*x-21*a*r*x-14*a* x^2-8*b*c*x-2*b*g*x-6*b*p*x-9*b*r*x-14*b*x^2-12*c^2*x-8*c*g*x-18*c*p*x-6*c*q*x-\ 30*c*r*x-24*c*x^2-g^2*x-6*g*p*x-2*g*q*x-10*g*r*x-9*g*x^2-6*p^2*x-6*p*q*x-21*p*r *x-12*p*x^2-9*q*r*x-12*q*x^2-15*r^2*x-15*r*x^2+2*a^2+4*a*c+a*g+6*a*p+6*a*r+19*a *x+9*b*x+2*c^2+c*g+6*c*p+6*c*r+24*c*x+2*g*p+2*g*r+9*g*x+3*p^2+6*p*r+15*p*x+9*q* x+3*r^2+15*r*x-5*a-5*c-2*g-3*p-3*r)*dx^3+(-4*a^2*c*x^3-2*a^2*p*x^3-2*a^2*q*x^3-\ 8*a^2*r*x^3-8*a*b*c*x^3-4*a*b*p*x^3-4*a*b*q*x^3-16*a*b*r*x^3-12*a*c^2*x^3-6*a*c *g*x^3-12*a*c*p*x^3-12*a*c*q*x^3-48*a*c*r*x^3-3*a*g*p*x^3-3*a*g*q*x^3-12*a*g*r* x^3-3*a*p^2*x^3-6*a*p*q*x^3-24*a*p*r*x^3-3*a*q^2*x^3-24*a*q*r*x^3-30*a*r^2*x^3-\ 4*b^2*c*x^3-2*b^2*p*x^3-2*b^2*q*x^3-8*b^2*r*x^3-12*b*c^2*x^3-6*b*c*g*x^3-12*b*c *p*x^3-12*b*c*q*x^3-48*b*c*r*x^3-3*b*g*p*x^3-3*b*g*q*x^3-12*b*g*r*x^3-3*b*p^2*x ^3-6*b*p*q*x^3-24*b*p*r*x^3-3*b*q^2*x^3-24*b*q*r*x^3-30*b*r^2*x^3-8*c^3*x^3-8*c ^2*g*x^3-12*c^2*p*x^3-12*c^2*q*x^3-48*c^2*r*x^3-2*c*g^2*x^3-8*c*g*p*x^3-8*c*g*q *x^3-32*c*g*r*x^3-6*c*p^2*x^3-12*c*p*q*x^3-48*c*p*r*x^3-6*c*q^2*x^3-48*c*q*r*x^ 3-60*c*r^2*x^3-g^2*p*x^3-g^2*q*x^3-4*g^2*r*x^3-2*g*p^2*x^3-4*g*p*q*x^3-16*g*p*r *x^3-2*g*q^2*x^3-16*g*q*r*x^3-20*g*r^2*x^3-p^3*x^3-3*p^2*q*x^3-12*p^2*r*x^3-3*p *q^2*x^3-24*p*q*r*x^3-30*p*r^2*x^3-q^3*x^3-12*q^2*r*x^3-30*q*r^2*x^3-20*r^3*x^3 +8*a^2*c*x^2+6*a^2*p*x^2+4*a^2*q*x^2+18*a^2*r*x^2+8*a^2*x^3+12*a*b*c*x^2+8*a*b* p*x^2+4*a*b*q*x^2+24*a*b*r*x^2+16*a*b*x^3+20*a*c^2*x^2+10*a*c*g*x^2+28*a*c*p*x^ 2+16*a*c*q*x^2+84*a*c*r*x^2+40*a*c*x^3+7*a*g*p*x^2+4*a*g*q*x^2+21*a*g*r*x^2+12* a*g*x^3+9*a*p^2*x^2+12*a*p*q*x^2+54*a*p*r*x^2+20*a*p*x^3+3*a*q^2*x^2+36*a*q*r*x ^2+20*a*q*x^3+54*a*r^2*x^2+26*a*r*x^3+4*b^2*c*x^2+2*b^2*p*x^2+6*b^2*r*x^2+8*b^2 *x^3+16*b*c^2*x^2+8*b*c*g*x^2+20*b*c*p*x^2+8*b*c*q*x^2+60*b*c*r*x^2+40*b*c*x^3+ 5*b*g*p*x^2+2*b*g*q*x^2+15*b*g*r*x^2+12*b*g*x^3+6*b*p^2*x^2+6*b*p*q*x^2+36*b*p* r*x^2+20*b*p*x^3+18*b*q*r*x^2+20*b*q*x^3+36*b*r^2*x^2+26*b*r*x^3+12*c^3*x^2+12* c^2*g*x^2+24*c^2*p*x^2+12*c^2*q*x^2+72*c^2*r*x^2+36*c^2*x^3+3*c*g^2*x^2+16*c*g* p*x^2+8*c*g*q*x^2+48*c*g*r*x^2+26*c*g*x^3+15*c*p^2*x^2+18*c*p*q*x^2+90*c*p*r*x^ 2+36*c*p*x^3+3*c*q^2*x^2+54*c*q*r*x^2+36*c*q*x^3+90*c*r^2*x^2+36*c*r*x^3+2*g^2* p*x^2+g^2*q*x^2+6*g^2*r*x^2+4*g^2*x^3+5*g*p^2*x^2+6*g*p*q*x^2+30*g*p*r*x^2+13*g *p*x^3+g*q^2*x^2+18*g*q*r*x^2+13*g*q*x^3+30*g*r^2*x^2+16*g*r*x^3+3*p^3*x^2+6*p^ 2*q*x^2+27*p^2*r*x^2+9*p^2*x^3+3*p*q^2*x^2+36*p*q*r*x^2+18*p*q*x^3+54*p*r^2*x^2 +18*p*r*x^3+9*q^2*r*x^2+9*q^2*x^3+36*q*r^2*x^2+18*q*r*x^3+30*r^3*x^2-4*a^2*c*x-\ 6*a^2*p*x-2*a^2*q*x-12*a^2*r*x-18*a^2*x^2-4*a*b*c*x-4*a*b*p*x-8*a*b*r*x-24*a*b* x^2-8*a*c^2*x-4*a*c*g*x-20*a*c*p*x-4*a*c*q*x-40*a*c*r*x-70*a*c*x^2-5*a*g*p*x-a* g*q*x-10*a*g*r*x-21*a*g*x^2-9*a*p^2*x-6*a*p*q*x-36*a*p*r*x-42*a*p*x^2-12*a*q*r* x-31*a*q*x^2-27*a*r^2*x-45*a*r*x^2+4*a*x^3-6*b^2*x^2-4*b*c^2*x-2*b*c*g*x-8*b*c* p*x-16*b*c*r*x-50*b*c*x^2-2*b*g*p*x-4*b*g*r*x-15*b*g*x^2-3*b*p^2*x-12*b*p*r*x-\ 29*b*p*x^2-18*b*q*x^2-9*b*r^2*x-33*b*r*x^2+4*b*x^3-4*c^3*x-4*c^2*g*x-14*c^2*p*x -2*c^2*q*x-28*c^2*r*x-54*c^2*x^2-c*g^2*x-9*c*g*p*x-c*g*q*x-18*c*g*r*x-39*c*g*x^ 2-12*c*p^2*x-6*c*p*q*x-48*c*p*r*x-63*c*p*x^2-12*c*q*r*x-45*c*q*x^2-36*c*r^2*x-\ 54*c*r*x^2+20*c*x^3-g^2*p*x-2*g^2*r*x-6*g^2*x^2-4*g*p^2*x-2*g*p*q*x-16*g*p*r*x-\ 23*g*p*x^2-4*g*q*r*x-16*g*q*x^2-12*g*r^2*x-24*g*r*x^2+4*g*x^3-3*p^3*x-3*p^2*q*x -18*p^2*r*x-18*p^2*x^2-12*p*q*r*x-27*p*q*x^2-27*p*r^2*x-27*p*r*x^2+10*p*x^3-9*q ^2*x^2-9*q*r^2*x-27*q*r*x^2+10*q*x^3-12*r^3*x+20*r*x^3+2*a^2*p+2*a^2*r+12*a^2*x +8*a*b*x+4*a*c*p+4*a*c*r+34*a*c*x+a*g*p+a*g*r+10*a*g*x+3*a*p^2+6*a*p*r+24*a*p*x +11*a*q*x+3*a*r^2+21*a*r*x-9*a*x^2+14*b*c*x+4*b*g*x+9*b*p*x+9*b*r*x-3*b*x^2+2*c ^2*p+2*c^2*r+22*c^2*x+c*g*p+c*g*r+15*c*g*x+3*c*p^2+6*c*p*r+29*c*p*x+11*c*q*x+3* c*r^2+22*c*r*x-30*c*x^2+2*g^2*x+g*p^2+2*g*p*r+11*g*p*x+4*g*q*x+g*r^2+10*g*r*x-6 *g*x^2+p^3+3*p^2*r+9*p^2*x+9*p*q*x+3*p*r^2+9*p*r*x-21*p*x^2+9*q*r*x-9*q*x^2+r^3 -30*r*x^2-2*a^2-4*a*c-a*g-2*a*p-2*a*r+6*a*x-2*c^2-c*g-2*c*p-2*c*r+12*c*x-g*p-g* r+2*g*x+12*p*x+12*r*x-a-c-p-r)*dx^2+(r-1)*(12*a^2*c*x^2+6*a^2*p*x^2+6*a^2*q*x^2 +12*a^2*r*x^2+24*a*b*c*x^2+12*a*b*p*x^2+12*a*b*q*x^2+24*a*b*r*x^2+36*a*c^2*x^2+ 18*a*c*g*x^2+36*a*c*p*x^2+36*a*c*q*x^2+72*a*c*r*x^2+9*a*g*p*x^2+9*a*g*q*x^2+18* a*g*r*x^2+9*a*p^2*x^2+18*a*p*q*x^2+36*a*p*r*x^2+9*a*q^2*x^2+36*a*q*r*x^2+30*a*r ^2*x^2+12*b^2*c*x^2+6*b^2*p*x^2+6*b^2*q*x^2+12*b^2*r*x^2+36*b*c^2*x^2+18*b*c*g* x^2+36*b*c*p*x^2+36*b*c*q*x^2+72*b*c*r*x^2+9*b*g*p*x^2+9*b*g*q*x^2+18*b*g*r*x^2 +9*b*p^2*x^2+18*b*p*q*x^2+36*b*p*r*x^2+9*b*q^2*x^2+36*b*q*r*x^2+30*b*r^2*x^2+24 *c^3*x^2+24*c^2*g*x^2+36*c^2*p*x^2+36*c^2*q*x^2+72*c^2*r*x^2+6*c*g^2*x^2+24*c*g *p*x^2+24*c*g*q*x^2+48*c*g*r*x^2+18*c*p^2*x^2+36*c*p*q*x^2+72*c*p*r*x^2+18*c*q^ 2*x^2+72*c*q*r*x^2+60*c*r^2*x^2+3*g^2*p*x^2+3*g^2*q*x^2+6*g^2*r*x^2+6*g*p^2*x^2 +12*g*p*q*x^2+24*g*p*r*x^2+6*g*q^2*x^2+24*g*q*r*x^2+20*g*r^2*x^2+3*p^3*x^2+9*p^ 2*q*x^2+18*p^2*r*x^2+9*p*q^2*x^2+36*p*q*r*x^2+30*p*r^2*x^2+3*q^3*x^2+18*q^2*r*x ^2+30*q*r^2*x^2+15*r^3*x^2-16*a^2*c*x-12*a^2*p*x-8*a^2*q*x-18*a^2*r*x-24*a*b*c* x-16*a*b*p*x-8*a*b*q*x-24*a*b*r*x-40*a*c^2*x-20*a*c*g*x-56*a*c*p*x-32*a*c*q*x-\ 84*a*c*r*x+24*a*c*x^2-14*a*g*p*x-8*a*g*q*x-21*a*g*r*x-18*a*p^2*x-24*a*p*q*x-54* a*p*r*x+12*a*p*x^2-6*a*q^2*x-36*a*q*r*x+12*a*q*x^2-36*a*r^2*x+36*a*r*x^2-8*b^2* c*x-4*b^2*p*x-6*b^2*r*x-32*b*c^2*x-16*b*c*g*x-40*b*c*p*x-16*b*c*q*x-60*b*c*r*x+ 24*b*c*x^2-10*b*g*p*x-4*b*g*q*x-15*b*g*r*x-12*b*p^2*x-12*b*p*q*x-36*b*p*r*x+12* b*p*x^2-18*b*q*r*x+12*b*q*x^2-24*b*r^2*x+36*b*r*x^2-24*c^3*x-24*c^2*g*x-48*c^2* p*x-24*c^2*q*x-72*c^2*r*x+36*c^2*x^2-6*c*g^2*x-32*c*g*p*x-16*c*g*q*x-48*c*g*r*x +18*c*g*x^2-30*c*p^2*x-36*c*p*q*x-90*c*p*r*x+36*c*p*x^2-6*c*q^2*x-54*c*q*r*x+36 *c*q*x^2-60*c*r^2*x+96*c*r*x^2-4*g^2*p*x-2*g^2*q*x-6*g^2*r*x-10*g*p^2*x-12*g*p* q*x-30*g*p*r*x+9*g*p*x^2-2*g*q^2*x-18*g*q*r*x+9*g*q*x^2-20*g*r^2*x+26*g*r*x^2-6 *p^3*x-12*p^2*q*x-27*p^2*r*x+9*p^2*x^2-6*p*q^2*x-36*p*q*r*x+18*p*q*x^2-36*p*r^2 *x+48*p*r*x^2-9*q^2*r*x+9*q^2*x^2-24*q*r^2*x+48*q*r*x^2-15*r^3*x+45*r^2*x^2+4*a ^2*c+6*a^2*p+2*a^2*q+6*a^2*r+4*a*b*c+4*a*b*p+4*a*b*r+8*a*c^2+4*a*c*g+20*a*c*p+4 *a*c*q+20*a*c*r-28*a*c*x+5*a*g*p+a*g*q+5*a*g*r+9*a*p^2+6*a*p*q+18*a*p*r-24*a*p* x+6*a*q*r-10*a*q*x+9*a*r^2-45*a*r*x+4*b*c^2+2*b*c*g+8*b*c*p+8*b*c*r-20*b*c*x+2* b*g*p+2*b*g*r+3*b*p^2+6*b*p*r-14*b*p*x+3*b*r^2-27*b*r*x+4*c^3+4*c^2*g+14*c^2*p+ 2*c^2*q+14*c^2*r-36*c^2*x+c*g^2+9*c*g*p+c*g*q+9*c*g*r-18*c*g*x+12*c*p^2+6*c*p*q +24*c*p*r-54*c*p*x+6*c*q*r-18*c*q*x+12*c*r^2-96*c*r*x+12*c*x^2+g^2*p+g^2*r+4*g* p^2+2*g*p*q+8*g*p*r-14*g*p*x+2*g*q*r-4*g*q*x+4*g*r^2-26*g*r*x+3*p^3+3*p^2*q+9*p ^2*r-18*p^2*x+6*p*q*r-18*p*q*x+9*p*r^2-63*p*r*x+6*p*x^2+3*q*r^2-33*q*r*x+6*q*x^ 2+3*r^3-45*r^2*x+30*r*x^2+6*a*c+12*a*p+a*q+12*a*r+2*b*c+3*b*p+3*b*r+6*c^2+3*c*g +19*c*p+c*q+19*c*r-12*c*x+5*g*p+5*g*r+9*p^2+3*p*q+18*p*r-12*p*x+3*q*r+9*r^2-30* r*x+2*c+6*p+6*r)*dx-r*(r-1)*(8*a^2*c*x+4*a^2*p*x+4*a^2*q*x+6*a^2*r*x+16*a*b*c*x +8*a*b*p*x+8*a*b*q*x+12*a*b*r*x+24*a*c^2*x+12*a*c*g*x+24*a*c*p*x+24*a*c*q*x+36* a*c*r*x+6*a*g*p*x+6*a*g*q*x+9*a*g*r*x+6*a*p^2*x+12*a*p*q*x+18*a*p*r*x+6*a*q^2*x +18*a*q*r*x+12*a*r^2*x+8*b^2*c*x+4*b^2*p*x+4*b^2*q*x+6*b^2*r*x+24*b*c^2*x+12*b* c*g*x+24*b*c*p*x+24*b*c*q*x+36*b*c*r*x+6*b*g*p*x+6*b*g*q*x+9*b*g*r*x+6*b*p^2*x+ 12*b*p*q*x+18*b*p*r*x+6*b*q^2*x+18*b*q*r*x+12*b*r^2*x+16*c^3*x+16*c^2*g*x+24*c^ 2*p*x+24*c^2*q*x+36*c^2*r*x+4*c*g^2*x+16*c*g*p*x+16*c*g*q*x+24*c*g*r*x+12*c*p^2 *x+24*c*p*q*x+36*c*p*r*x+12*c*q^2*x+36*c*q*r*x+24*c*r^2*x+2*g^2*p*x+2*g^2*q*x+3 *g^2*r*x+4*g*p^2*x+8*g*p*q*x+12*g*p*r*x+4*g*q^2*x+12*g*q*r*x+8*g*r^2*x+2*p^3*x+ 6*p^2*q*x+9*p^2*r*x+6*p*q^2*x+18*p*q*r*x+12*p*r^2*x+2*q^3*x+9*q^2*r*x+12*q*r^2* x+5*r^3*x-8*a^2*c-6*a^2*p-4*a^2*q-6*a^2*r+4*a^2*x-12*a*b*c-8*a*b*p-4*a*b*q-8*a* b*r+8*a*b*x-20*a*c^2-10*a*c*g-28*a*c*p-16*a*c*q-28*a*c*r+40*a*c*x-7*a*g*p-4*a*g *q-7*a*g*r+6*a*g*x-9*a*p^2-12*a*p*q-18*a*p*r+20*a*p*x-3*a*q^2-12*a*q*r+20*a*q*x -9*a*r^2+33*a*r*x-4*b^2*c-2*b^2*p-2*b^2*r+4*b^2*x-16*b*c^2-8*b*c*g-20*b*c*p-8*b *c*q-20*b*c*r+40*b*c*x-5*b*g*p-2*b*g*q-5*b*g*r+6*b*g*x-6*b*p^2-6*b*p*q-12*b*p*r +20*b*p*x-6*b*q*r+20*b*q*x-6*b*r^2+33*b*r*x-12*c^3-12*c^2*g-24*c^2*p-12*c^2*q-\ 24*c^2*r+48*c^2*x-3*c*g^2-16*c*g*p-8*c*g*q-16*c*g*r+28*c*g*x-15*c*p^2-18*c*p*q-\ 30*c*p*r+48*c*p*x-3*c*q^2-18*c*q*r+48*c*q*x-15*c*r^2+78*c*r*x-2*g^2*p-g^2*q-2*g ^2*r+2*g^2*x-5*g*p^2-6*g*p*q-10*g*p*r+14*g*p*x-g*q^2-6*g*q*r+14*g*q*x-5*g*r^2+ 23*g*r*x-3*p^3-6*p^2*q-9*p^2*r+12*p^2*x-3*p*q^2-12*p*q*r+24*p*q*x-9*p*r^2+39*p* r*x-3*q^2*r+12*q^2*x-6*q*r^2+39*q*r*x-3*r^3+27*r^2*x-6*a^2-8*a*b-42*a*c-7*a*g-\ 30*a*p-17*a*q-30*a*r+14*a*x-2*b^2-30*b*c-5*b*g-19*b*p-6*b*q-19*b*r+14*b*x-42*c^ 2-25*c*g-57*c*p-27*c*q-57*c*r+44*c*x-2*g^2-17*g*p-8*g*q-17*g*r+10*g*x-18*p^2-21 *p*q-36*p*r+22*p*x-3*q^2-21*q*r+22*q*x-18*r^2+40*r*x-21*a-13*b-48*c-12*g-33*p-\ 15*q-33*r+12*x-18): Ppn:= x^4*(x-1)^3*dx^5-x^3*(x-1)^2*(3*a*x+3*b*x+6*c*x+2*g*x+3*p*x+3*q*x+5*r* x-3*a-3*c-g-3*p-2*r-5*x+2)*dx^4+x^2*(x-1)*(2*a^2*x^2+4*a*b*x^2+12*a*c*x^2+3*a*g *x^2+6*a*p*x^2+6*a*q*x^2+12*a*r*x^2+2*b^2*x^2+12*b*c*x^2+3*b*g*x^2+6*b*p*x^2+6* b*q*x^2+12*b*r*x^2+12*c^2*x^2+8*c*g*x^2+12*c*p*x^2+12*c*q*x^2+24*c*r*x^2+g^2*x^ 2+4*g*p*x^2+4*g*q*x^2+8*g*r*x^2+3*p^2*x^2+6*p*q*x^2+12*p*r*x^2+3*q^2*x^2+12*q*r *x^2+10*r^2*x^2-4*a^2*x-4*a*b*x-16*a*c*x-4*a*g*x-12*a*p*x-6*a*q*x-15*a*r*x-11*a *x^2-8*b*c*x-2*b*g*x-6*b*p*x-6*b*r*x-11*b*x^2-12*c^2*x-8*c*g*x-18*c*p*x-6*c*q*x -21*c*r*x-18*c*x^2-g^2*x-6*g*p*x-2*g*q*x-7*g*r*x-7*g*x^2-6*p^2*x-6*p*q*x-15*p*r *x-9*p*x^2-6*q*r*x-9*q*x^2-8*r^2*x-10*r*x^2+2*a^2+4*a*c+a*g+6*a*p+3*a*r+13*a*x+ 6*b*x+2*c^2+c*g+6*c*p+3*c*r+15*c*x+2*g*p+g*r+6*g*x+3*p^2+3*p*r+9*p*x+6*q*x+r^2+ 8*r*x-2*a-2*c-g-r)*dx^3-x*(4*a^2*c*x^3+2*a^2*p*x^3+2*a^2*q*x^3+6*a^2*r*x^3+8*a* b*c*x^3+4*a*b*p*x^3+4*a*b*q*x^3+12*a*b*r*x^3+12*a*c^2*x^3+6*a*c*g*x^3+12*a*c*p* x^3+12*a*c*q*x^3+36*a*c*r*x^3+3*a*g*p*x^3+3*a*g*q*x^3+9*a*g*r*x^3+3*a*p^2*x^3+6 *a*p*q*x^3+18*a*p*r*x^3+3*a*q^2*x^3+18*a*q*r*x^3+18*a*r^2*x^3+4*b^2*c*x^3+2*b^2 *p*x^3+2*b^2*q*x^3+6*b^2*r*x^3+12*b*c^2*x^3+6*b*c*g*x^3+12*b*c*p*x^3+12*b*c*q*x ^3+36*b*c*r*x^3+3*b*g*p*x^3+3*b*g*q*x^3+9*b*g*r*x^3+3*b*p^2*x^3+6*b*p*q*x^3+18* b*p*r*x^3+3*b*q^2*x^3+18*b*q*r*x^3+18*b*r^2*x^3+8*c^3*x^3+8*c^2*g*x^3+12*c^2*p* x^3+12*c^2*q*x^3+36*c^2*r*x^3+2*c*g^2*x^3+8*c*g*p*x^3+8*c*g*q*x^3+24*c*g*r*x^3+ 6*c*p^2*x^3+12*c*p*q*x^3+36*c*p*r*x^3+6*c*q^2*x^3+36*c*q*r*x^3+36*c*r^2*x^3+g^2 *p*x^3+g^2*q*x^3+3*g^2*r*x^3+2*g*p^2*x^3+4*g*p*q*x^3+12*g*p*r*x^3+2*g*q^2*x^3+ 12*g*q*r*x^3+12*g*r^2*x^3+p^3*x^3+3*p^2*q*x^3+9*p^2*r*x^3+3*p*q^2*x^3+18*p*q*r* x^3+18*p*r^2*x^3+q^3*x^3+9*q^2*r*x^3+18*q*r^2*x^3+10*r^3*x^3-8*a^2*c*x^2-6*a^2* p*x^2-4*a^2*q*x^2-12*a^2*r*x^2-6*a^2*x^3-12*a*b*c*x^2-8*a*b*p*x^2-4*a*b*q*x^2-\ 16*a*b*r*x^2-12*a*b*x^3-20*a*c^2*x^2-10*a*c*g*x^2-28*a*c*p*x^2-16*a*c*q*x^2-56* a*c*r*x^2-28*a*c*x^3-7*a*g*p*x^2-4*a*g*q*x^2-14*a*g*r*x^2-9*a*g*x^3-9*a*p^2*x^2 -12*a*p*q*x^2-36*a*p*r*x^2-14*a*p*x^3-3*a*q^2*x^2-24*a*q*r*x^2-14*a*q*x^3-27*a* r^2*x^2-15*a*r*x^3-4*b^2*c*x^2-2*b^2*p*x^2-4*b^2*r*x^2-6*b^2*x^3-16*b*c^2*x^2-8 *b*c*g*x^2-20*b*c*p*x^2-8*b*c*q*x^2-40*b*c*r*x^2-28*b*c*x^3-5*b*g*p*x^2-2*b*g*q *x^2-10*b*g*r*x^2-9*b*g*x^3-6*b*p^2*x^2-6*b*p*q*x^2-24*b*p*r*x^2-14*b*p*x^3-12* b*q*r*x^2-14*b*q*x^3-18*b*r^2*x^2-15*b*r*x^3-12*c^3*x^2-12*c^2*g*x^2-24*c^2*p*x ^2-12*c^2*q*x^2-48*c^2*r*x^2-24*c^2*x^3-3*c*g^2*x^2-16*c*g*p*x^2-8*c*g*q*x^2-32 *c*g*r*x^2-18*c*g*x^3-15*c*p^2*x^2-18*c*p*q*x^2-60*c*p*r*x^2-24*c*p*x^3-3*c*q^2 *x^2-36*c*q*r*x^2-24*c*q*x^3-45*c*r^2*x^2-18*c*r*x^3-2*g^2*p*x^2-g^2*q*x^2-4*g^ 2*r*x^2-3*g^2*x^3-5*g*p^2*x^2-6*g*p*q*x^2-20*g*p*r*x^2-9*g*p*x^3-g*q^2*x^2-12*g *q*r*x^2-9*g*q*x^3-15*g*r^2*x^2-9*g*r*x^3-3*p^3*x^2-6*p^2*q*x^2-18*p^2*r*x^2-6* p^2*x^3-3*p*q^2*x^2-24*p*q*r*x^2-12*p*q*x^3-27*p*r^2*x^2-9*p*r*x^3-6*q^2*r*x^2-\ 6*q^2*x^3-18*q*r^2*x^2-9*q*r*x^3-12*r^3*x^2+4*a^2*c*x+6*a^2*p*x+2*a^2*q*x+6*a^2 *r*x+12*a^2*x^2+4*a*b*c*x+4*a*b*p*x+4*a*b*r*x+16*a*b*x^2+8*a*c^2*x+4*a*c*g*x+20 *a*c*p*x+4*a*c*q*x+20*a*c*r*x+42*a*c*x^2+5*a*g*p*x+a*g*q*x+5*a*g*r*x+14*a*g*x^2 +9*a*p^2*x+6*a*p*q*x+18*a*p*r*x+24*a*p*x^2+6*a*q*r*x+19*a*q*x^2+9*a*r^2*x+21*a* r*x^2-3*a*x^3+4*b^2*x^2+4*b*c^2*x+2*b*c*g*x+8*b*c*p*x+8*b*c*r*x+30*b*c*x^2+2*b* g*p*x+2*b*g*r*x+10*b*g*x^2+3*b*p^2*x+6*b*p*r*x+17*b*p*x^2+12*b*q*x^2+3*b*r^2*x+ 16*b*r*x^2-3*b*x^3+4*c^3*x+4*c^2*g*x+14*c^2*p*x+2*c^2*q*x+14*c^2*r*x+30*c^2*x^2 +c*g^2*x+9*c*g*p*x+c*g*q*x+9*c*g*r*x+23*c*g*x^2+12*c*p^2*x+6*c*p*q*x+24*c*p*r*x +33*c*p*x^2+6*c*q*r*x+27*c*q*x^2+12*c*r^2*x+21*c*r*x^2-14*c*x^3+g^2*p*x+g^2*r*x +4*g^2*x^2+4*g*p^2*x+2*g*p*q*x+8*g*p*r*x+13*g*p*x^2+2*g*q*r*x+10*g*q*x^2+4*g*r^ 2*x+11*g*r*x^2-3*g*x^3+3*p^3*x+3*p^2*q*x+9*p^2*r*x+9*p^2*x^2+6*p*q*r*x+15*p*q*x ^2+9*p*r^2*x+9*p*r*x^2-7*p*x^3+6*q^2*x^2+3*q*r^2*x+12*q*r*x^2-7*q*x^3+3*r^3*x-\ 10*r*x^3-2*a^2*p-6*a^2*x-4*a*b*x-4*a*c*p-14*a*c*x-a*g*p-5*a*g*x-3*a*p^2-6*a*p*x -5*a*q*x-6*a*r*x+6*a*x^2-6*b*c*x-2*b*g*x-3*b*p*x-3*b*r*x+2*b*x^2-2*c^2*p-8*c^2* x-c*g*p-6*c*g*x-3*c*p^2-5*c*p*x-5*c*q*x-5*c*r*x+18*c*x^2-g^2*x-g*p^2-3*g*p*x-2* g*q*x-3*g*r*x+4*g*x^2-p^3-3*p*q*x+12*p*x^2-3*q*r*x+6*q*x^2+12*r*x^2-4*a*p-3*a*x -4*c*p-5*c*x-g*p-g*x-3*p^2-3*p*x-3*r*x-2*p)*dx^2+(r-1)*(8*a^2*c*x^3+4*a^2*p*x^3 +4*a^2*q*x^3+6*a^2*r*x^3+16*a*b*c*x^3+8*a*b*p*x^3+8*a*b*q*x^3+12*a*b*r*x^3+24*a *c^2*x^3+12*a*c*g*x^3+24*a*c*p*x^3+24*a*c*q*x^3+36*a*c*r*x^3+6*a*g*p*x^3+6*a*g* q*x^3+9*a*g*r*x^3+6*a*p^2*x^3+12*a*p*q*x^3+18*a*p*r*x^3+6*a*q^2*x^3+18*a*q*r*x^ 3+12*a*r^2*x^3+8*b^2*c*x^3+4*b^2*p*x^3+4*b^2*q*x^3+6*b^2*r*x^3+24*b*c^2*x^3+12* b*c*g*x^3+24*b*c*p*x^3+24*b*c*q*x^3+36*b*c*r*x^3+6*b*g*p*x^3+6*b*g*q*x^3+9*b*g* r*x^3+6*b*p^2*x^3+12*b*p*q*x^3+18*b*p*r*x^3+6*b*q^2*x^3+18*b*q*r*x^3+12*b*r^2*x ^3+16*c^3*x^3+16*c^2*g*x^3+24*c^2*p*x^3+24*c^2*q*x^3+36*c^2*r*x^3+4*c*g^2*x^3+ 16*c*g*p*x^3+16*c*g*q*x^3+24*c*g*r*x^3+12*c*p^2*x^3+24*c*p*q*x^3+36*c*p*r*x^3+ 12*c*q^2*x^3+36*c*q*r*x^3+24*c*r^2*x^3+2*g^2*p*x^3+2*g^2*q*x^3+3*g^2*r*x^3+4*g* p^2*x^3+8*g*p*q*x^3+12*g*p*r*x^3+4*g*q^2*x^3+12*g*q*r*x^3+8*g*r^2*x^3+2*p^3*x^3 +6*p^2*q*x^3+9*p^2*r*x^3+6*p*q^2*x^3+18*p*q*r*x^3+12*p*r^2*x^3+2*q^3*x^3+9*q^2* r*x^3+12*q*r^2*x^3+5*r^3*x^3-8*a^2*c*x^2-6*a^2*p*x^2-4*a^2*q*x^2-6*a^2*r*x^2-12 *a*b*c*x^2-8*a*b*p*x^2-4*a*b*q*x^2-8*a*b*r*x^2-20*a*c^2*x^2-10*a*c*g*x^2-28*a*c *p*x^2-16*a*c*q*x^2-28*a*c*r*x^2+16*a*c*x^3-7*a*g*p*x^2-4*a*g*q*x^2-7*a*g*r*x^2 -9*a*p^2*x^2-12*a*p*q*x^2-18*a*p*r*x^2+8*a*p*x^3-3*a*q^2*x^2-12*a*q*r*x^2+8*a*q *x^3-9*a*r^2*x^2+15*a*r*x^3-4*b^2*c*x^2-2*b^2*p*x^2-2*b^2*r*x^2-16*b*c^2*x^2-8* b*c*g*x^2-20*b*c*p*x^2-8*b*c*q*x^2-20*b*c*r*x^2+16*b*c*x^3-5*b*g*p*x^2-2*b*g*q* x^2-5*b*g*r*x^2-6*b*p^2*x^2-6*b*p*q*x^2-12*b*p*r*x^2+8*b*p*x^3-6*b*q*r*x^2+8*b* q*x^3-6*b*r^2*x^2+15*b*r*x^3-12*c^3*x^2-12*c^2*g*x^2-24*c^2*p*x^2-12*c^2*q*x^2-\ 24*c^2*r*x^2+24*c^2*x^3-3*c*g^2*x^2-16*c*g*p*x^2-8*c*g*q*x^2-16*c*g*r*x^2+12*c* g*x^3-15*c*p^2*x^2-18*c*p*q*x^2-30*c*p*r*x^2+24*c*p*x^3-3*c*q^2*x^2-18*c*q*r*x^ 2+24*c*q*x^3-15*c*r^2*x^2+42*c*r*x^3-2*g^2*p*x^2-g^2*q*x^2-2*g^2*r*x^2-5*g*p^2* x^2-6*g*p*q*x^2-10*g*p*r*x^2+6*g*p*x^3-g*q^2*x^2-6*g*q*r*x^2+6*g*q*x^3-5*g*r^2* x^2+11*g*r*x^3-3*p^3*x^2-6*p^2*q*x^2-9*p^2*r*x^2+6*p^2*x^3-3*p*q^2*x^2-12*p*q*r *x^2+12*p*q*x^3-9*p*r^2*x^2+21*p*r*x^3-3*q^2*r*x^2+6*q^2*x^3-6*q*r^2*x^2+21*q*r *x^3-3*r^3*x^2+15*r^2*x^3-14*a*c*x^2-12*a*p*x^2-5*a*q*x^2-12*a*r*x^2-10*b*c*x^2 -7*b*p*x^2-7*b*r*x^2-18*c^2*x^2-9*c*g*x^2-27*c*p*x^2-9*c*q*x^2-27*c*r*x^2+8*c*x ^3-7*g*p*x^2-2*g*q*x^2-7*g*r*x^2-9*p^2*x^2-9*p*q*x^2-18*p*r*x^2+4*p*x^3-9*q*r*x ^2+4*q*x^3-9*r^2*x^2+10*r*x^3+2*a^2*p+4*a*c*p+a*g*p+3*a*p^2+2*c^2*p+c*g*p+3*c*p ^2-6*c*x^2+g*p^2+p^3-6*p*x^2-6*r*x^2+4*a*p+4*c*p+g*p+3*p^2+2*p)*dx-r*x^2*(r-1)* (2*c+r+q+p+1)*(r+3+q+p+g+2*c+2*b+2*a)*(r+2+q+p+g+2*c+b+a): Qpp:= x^3*(x-1)^3*dx^5-x^2*(x-1)^2*(3*a*x+3*b*x+6*c*x+2*g*x+3*p*x+3*q*x+6*r* x-3*a-3*c-g-3*p-3*r-9*x+3)*dx^4+x*(x-1)*(2*a^2*x^2+4*a*b*x^2+12*a*c*x^2+3*a*g*x ^2+6*a*p*x^2+6*a*q*x^2+15*a*r*x^2+2*b^2*x^2+12*b*c*x^2+3*b*g*x^2+6*b*p*x^2+6*b* q*x^2+15*b*r*x^2+12*c^2*x^2+8*c*g*x^2+12*c*p*x^2+12*c*q*x^2+30*c*r*x^2+g^2*x^2+ 4*g*p*x^2+4*g*q*x^2+10*g*r*x^2+3*p^2*x^2+6*p*q*x^2+15*p*r*x^2+3*q^2*x^2+15*q*r* x^2+15*r^2*x^2-4*a^2*x-4*a*b*x-16*a*c*x-4*a*g*x-12*a*p*x-6*a*q*x-21*a*r*x-23*a* x^2-8*b*c*x-2*b*g*x-6*b*p*x-9*b*r*x-23*b*x^2-12*c^2*x-8*c*g*x-18*c*p*x-6*c*q*x-\ 30*c*r*x-42*c*x^2-g^2*x-6*g*p*x-2*g*q*x-10*g*r*x-15*g*x^2-6*p^2*x-6*p*q*x-21*p* r*x-21*p*x^2-9*q*r*x-21*q*x^2-15*r^2*x-30*r*x^2+2*a^2+4*a*c+a*g+6*a*p+6*a*r+28* a*x+12*b*x+2*c^2+c*g+6*c*p+6*c*r+36*c*x+2*g*p+2*g*r+13*g*x+3*p^2+6*p*r+24*p*x+ 12*q*x+3*r^2+24*r*x+6*x^2-5*a-5*c-2*g-3*p-3*r)*dx^3+(-4*a^2*c*x^3-2*a^2*p*x^3-2 *a^2*q*x^3-8*a^2*r*x^3-8*a*b*c*x^3-4*a*b*p*x^3-4*a*b*q*x^3-16*a*b*r*x^3-12*a*c^ 2*x^3-6*a*c*g*x^3-12*a*c*p*x^3-12*a*c*q*x^3-48*a*c*r*x^3-3*a*g*p*x^3-3*a*g*q*x^ 3-12*a*g*r*x^3-3*a*p^2*x^3-6*a*p*q*x^3-24*a*p*r*x^3-3*a*q^2*x^3-24*a*q*r*x^3-30 *a*r^2*x^3-4*b^2*c*x^3-2*b^2*p*x^3-2*b^2*q*x^3-8*b^2*r*x^3-12*b*c^2*x^3-6*b*c*g *x^3-12*b*c*p*x^3-12*b*c*q*x^3-48*b*c*r*x^3-3*b*g*p*x^3-3*b*g*q*x^3-12*b*g*r*x^ 3-3*b*p^2*x^3-6*b*p*q*x^3-24*b*p*r*x^3-3*b*q^2*x^3-24*b*q*r*x^3-30*b*r^2*x^3-8* c^3*x^3-8*c^2*g*x^3-12*c^2*p*x^3-12*c^2*q*x^3-48*c^2*r*x^3-2*c*g^2*x^3-8*c*g*p* x^3-8*c*g*q*x^3-32*c*g*r*x^3-6*c*p^2*x^3-12*c*p*q*x^3-48*c*p*r*x^3-6*c*q^2*x^3-\ 48*c*q*r*x^3-60*c*r^2*x^3-g^2*p*x^3-g^2*q*x^3-4*g^2*r*x^3-2*g*p^2*x^3-4*g*p*q*x ^3-16*g*p*r*x^3-2*g*q^2*x^3-16*g*q*r*x^3-20*g*r^2*x^3-p^3*x^3-3*p^2*q*x^3-12*p^ 2*r*x^3-3*p*q^2*x^3-24*p*q*r*x^3-30*p*r^2*x^3-q^3*x^3-12*q^2*r*x^3-30*q*r^2*x^3 -20*r^3*x^3+8*a^2*c*x^2+6*a^2*p*x^2+4*a^2*q*x^2+18*a^2*r*x^2+14*a^2*x^3+12*a*b* c*x^2+8*a*b*p*x^2+4*a*b*q*x^2+24*a*b*r*x^2+28*a*b*x^3+20*a*c^2*x^2+10*a*c*g*x^2 +28*a*c*p*x^2+16*a*c*q*x^2+84*a*c*r*x^2+76*a*c*x^3+7*a*g*p*x^2+4*a*g*q*x^2+21*a *g*r*x^2+21*a*g*x^3+9*a*p^2*x^2+12*a*p*q*x^2+54*a*p*r*x^2+38*a*p*x^3+3*a*q^2*x^ 2+36*a*q*r*x^2+38*a*q*x^3+54*a*r^2*x^2+62*a*r*x^3+4*b^2*c*x^2+2*b^2*p*x^2+6*b^2 *r*x^2+14*b^2*x^3+16*b*c^2*x^2+8*b*c*g*x^2+20*b*c*p*x^2+8*b*c*q*x^2+60*b*c*r*x^ 2+76*b*c*x^3+5*b*g*p*x^2+2*b*g*q*x^2+15*b*g*r*x^2+21*b*g*x^3+6*b*p^2*x^2+6*b*p* q*x^2+36*b*p*r*x^2+38*b*p*x^3+18*b*q*r*x^2+38*b*q*x^3+36*b*r^2*x^2+62*b*r*x^3+ 12*c^3*x^2+12*c^2*g*x^2+24*c^2*p*x^2+12*c^2*q*x^2+72*c^2*r*x^2+72*c^2*x^3+3*c*g ^2*x^2+16*c*g*p*x^2+8*c*g*q*x^2+48*c*g*r*x^2+50*c*g*x^3+15*c*p^2*x^2+18*c*p*q*x ^2+90*c*p*r*x^2+72*c*p*x^3+3*c*q^2*x^2+54*c*q*r*x^2+72*c*q*x^3+90*c*r^2*x^2+108 *c*r*x^3+2*g^2*p*x^2+g^2*q*x^2+6*g^2*r*x^2+7*g^2*x^3+5*g*p^2*x^2+6*g*p*q*x^2+30 *g*p*r*x^2+25*g*p*x^3+g*q^2*x^2+18*g*q*r*x^2+25*g*q*x^3+30*g*r^2*x^2+40*g*r*x^3 +3*p^3*x^2+6*p^2*q*x^2+27*p^2*r*x^2+18*p^2*x^3+3*p*q^2*x^2+36*p*q*r*x^2+36*p*q* x^3+54*p*r^2*x^2+54*p*r*x^3+9*q^2*r*x^2+18*q^2*x^3+36*q*r^2*x^2+54*q*r*x^3+30*r ^3*x^2+30*r^2*x^3-4*a^2*c*x-6*a^2*p*x-2*a^2*q*x-12*a^2*r*x-30*a^2*x^2-4*a*b*c*x -4*a*b*p*x-8*a*b*r*x-40*a*b*x^2-8*a*c^2*x-4*a*c*g*x-20*a*c*p*x-4*a*c*q*x-40*a*c *r*x-126*a*c*x^2-5*a*g*p*x-a*g*q*x-10*a*g*r*x-35*a*g*x^2-9*a*p^2*x-6*a*p*q*x-36 *a*p*r*x-78*a*p*x^2-12*a*q*r*x-55*a*q*x^2-27*a*r^2*x-99*a*r*x^2-11*a*x^3-10*b^2 *x^2-4*b*c^2*x-2*b*c*g*x-8*b*c*p*x-16*b*c*r*x-90*b*c*x^2-2*b*g*p*x-4*b*g*r*x-25 *b*g*x^2-3*b*p^2*x-12*b*p*r*x-53*b*p*x^2-30*b*q*x^2-9*b*r^2*x-69*b*r*x^2-11*b*x ^3-4*c^3*x-4*c^2*g*x-14*c^2*p*x-2*c^2*q*x-28*c^2*r*x-102*c^2*x^2-c*g^2*x-9*c*g* p*x-c*g*q*x-18*c*g*r*x-71*c*g*x^2-12*c*p^2*x-6*c*p*q*x-48*c*p*r*x-123*c*p*x^2-\ 12*c*q*r*x-81*c*q*x^2-36*c*r^2*x-144*c*r*x^2+2*c*x^3-g^2*p*x-2*g^2*r*x-10*g^2*x ^2-4*g*p^2*x-2*g*p*q*x-16*g*p*r*x-43*g*p*x^2-4*g*q*r*x-28*g*q*x^2-12*g*r^2*x-54 *g*r*x^2-5*g*x^3-3*p^3*x-3*p^2*q*x-18*p^2*r*x-36*p^2*x^2-12*p*q*r*x-51*p*q*x^2-\ 27*p*r^2*x-81*p*r*x^2+p*x^3-15*q^2*x^2-9*q*r^2*x-63*q*r*x^2+q*x^3-12*r^3*x-36*r ^2*x^2+26*r*x^3+2*a^2*p+2*a^2*r+18*a^2*x+12*a*b*x+4*a*c*p+4*a*c*r+54*a*c*x+a*g* p+a*g*r+15*a*g*x+3*a*p^2+6*a*p*r+42*a*p*x+17*a*q*x+3*a*r^2+39*a*r*x+3*a*x^2+22* b*c*x+6*b*g*x+15*b*p*x+15*b*r*x+7*b*x^2+2*c^2*p+2*c^2*r+36*c^2*x+c*g*p+c*g*r+24 *c*g*x+3*c*p^2+6*c*p*r+53*c*p*x+17*c*q*x+3*c*r^2+46*c*r*x-24*c*x^2+3*g^2*x+g*p^ 2+2*g*p*r+19*g*p*x+6*g*q*x+g*r^2+18*g*r*x+p^3+3*p^2*r+18*p^2*x+15*p*q*x+3*p*r^2 +27*p*r*x-21*p*x^2+15*q*r*x-3*q*x^2+r^3+9*r^2*x-48*r*x^2-18*x^3-2*a^2-4*a*c-a*g -2*a*p-2*a*r+9*a*x-2*c^2-c*g-2*c*p-2*c*r+19*c*x-g*p-g*r+3*g*x+21*p*x+21*r*x+18* x^2-a-c-p-r)*dx^2+(-2+r)*(12*a^2*c*x^2+6*a^2*p*x^2+6*a^2*q*x^2+12*a^2*r*x^2+24* a*b*c*x^2+12*a*b*p*x^2+12*a*b*q*x^2+24*a*b*r*x^2+36*a*c^2*x^2+18*a*c*g*x^2+36*a *c*p*x^2+36*a*c*q*x^2+72*a*c*r*x^2+9*a*g*p*x^2+9*a*g*q*x^2+18*a*g*r*x^2+9*a*p^2 *x^2+18*a*p*q*x^2+36*a*p*r*x^2+9*a*q^2*x^2+36*a*q*r*x^2+30*a*r^2*x^2+12*b^2*c*x ^2+6*b^2*p*x^2+6*b^2*q*x^2+12*b^2*r*x^2+36*b*c^2*x^2+18*b*c*g*x^2+36*b*c*p*x^2+ 36*b*c*q*x^2+72*b*c*r*x^2+9*b*g*p*x^2+9*b*g*q*x^2+18*b*g*r*x^2+9*b*p^2*x^2+18*b *p*q*x^2+36*b*p*r*x^2+9*b*q^2*x^2+36*b*q*r*x^2+30*b*r^2*x^2+24*c^3*x^2+24*c^2*g *x^2+36*c^2*p*x^2+36*c^2*q*x^2+72*c^2*r*x^2+6*c*g^2*x^2+24*c*g*p*x^2+24*c*g*q*x ^2+48*c*g*r*x^2+18*c*p^2*x^2+36*c*p*q*x^2+72*c*p*r*x^2+18*c*q^2*x^2+72*c*q*r*x^ 2+60*c*r^2*x^2+3*g^2*p*x^2+3*g^2*q*x^2+6*g^2*r*x^2+6*g*p^2*x^2+12*g*p*q*x^2+24* g*p*r*x^2+6*g*q^2*x^2+24*g*q*r*x^2+20*g*r^2*x^2+3*p^3*x^2+9*p^2*q*x^2+18*p^2*r* x^2+9*p*q^2*x^2+36*p*q*r*x^2+30*p*r^2*x^2+3*q^3*x^2+18*q^2*r*x^2+30*q*r^2*x^2+ 15*r^3*x^2-16*a^2*c*x-12*a^2*p*x-8*a^2*q*x-18*a^2*r*x-6*a^2*x^2-24*a*b*c*x-16*a *b*p*x-8*a*b*q*x-24*a*b*r*x-12*a*b*x^2-40*a*c^2*x-20*a*c*g*x-56*a*c*p*x-32*a*c* q*x-84*a*c*r*x-12*a*c*x^2-14*a*g*p*x-8*a*g*q*x-21*a*g*r*x-9*a*g*x^2-18*a*p^2*x-\ 24*a*p*q*x-54*a*p*r*x-6*a*p*x^2-6*a*q^2*x-36*a*q*r*x-6*a*q*x^2-36*a*r^2*x+12*a* r*x^2-8*b^2*c*x-4*b^2*p*x-6*b^2*r*x-6*b^2*x^2-32*b*c^2*x-16*b*c*g*x-40*b*c*p*x-\ 16*b*c*q*x-60*b*c*r*x-12*b*c*x^2-10*b*g*p*x-4*b*g*q*x-15*b*g*r*x-9*b*g*x^2-12*b *p^2*x-12*b*p*q*x-36*b*p*r*x-6*b*p*x^2-18*b*q*r*x-6*b*q*x^2-24*b*r^2*x+12*b*r*x ^2-24*c^3*x-24*c^2*g*x-48*c^2*p*x-24*c^2*q*x-72*c^2*r*x-6*c*g^2*x-32*c*g*p*x-16 *c*g*q*x-48*c*g*r*x-6*c*g*x^2-30*c*p^2*x-36*c*p*q*x-90*c*p*r*x-6*c*q^2*x-54*c*q *r*x-60*c*r^2*x+48*c*r*x^2-4*g^2*p*x-2*g^2*q*x-6*g^2*r*x-3*g^2*x^2-10*g*p^2*x-\ 12*g*p*q*x-30*g*p*r*x-3*g*p*x^2-2*g*q^2*x-18*g*q*r*x-3*g*q*x^2-20*g*r^2*x+10*g* r*x^2-6*p^3*x-12*p^2*q*x-27*p^2*r*x-6*p*q^2*x-36*p*q*r*x-36*p*r^2*x+24*p*r*x^2-\ 9*q^2*r*x-24*q*r^2*x+24*q*r*x^2-15*r^3*x+30*r^2*x^2+4*a^2*c+6*a^2*p+2*a^2*q+6*a ^2*r+6*a^2*x+4*a*b*c+4*a*b*p+4*a*b*r+8*a*b*x+8*a*c^2+4*a*c*g+20*a*c*p+4*a*c*q+ 20*a*c*r+5*a*g*p+a*g*q+5*a*g*r+7*a*g*x+9*a*p^2+6*a*p*q+18*a*p*r-6*a*p*x+6*a*q*r +2*a*q*x+9*a*r^2-27*a*r*x-21*a*x^2+2*b^2*x+4*b*c^2+2*b*c*g+8*b*c*p+8*b*c*r+2*b* g*p+2*b*g*r+5*b*g*x+3*b*p^2+6*b*p*r-2*b*p*x+6*b*q*x+3*b*r^2-15*b*r*x-21*b*x^2+4 *c^3+4*c^2*g+14*c^2*p+2*c^2*q+14*c^2*r-12*c^2*x+c*g^2+9*c*g*p+c*g*q+9*c*g*r-2*c *g*x+12*c*p^2+6*c*p*q+24*c*p*r-24*c*p*x+6*c*q*r+12*c*r^2-66*c*r*x-42*c*x^2+g^2* p+g^2*r+2*g^2*x+4*g*p^2+2*g*p*q+8*g*p*r-4*g*p*x+2*g*q*r+2*g*q*x+4*g*r^2-16*g*r* x-15*g*x^2+3*p^3+3*p^2*q+9*p^2*r-9*p^2*x+6*p*q*r-6*p*q*x+9*p*r^2-45*p*r*x-21*p* x^2+3*q^2*x+3*q*r^2-21*q*r*x-21*q*x^2+3*r^3-36*r^2*x-9*r*x^2+6*a*c+12*a*p+a*q+ 12*a*r+21*a*x+2*b*c+3*b*p+3*b*r+13*b*x+6*c^2+3*c*g+19*c*p+c*q+19*c*r+30*c*x+5*g *p+5*g*r+12*g*x+9*p^2+3*p*q+18*p*r+15*p*x+3*q*r+15*q*x+9*r^2-3*r*x-18*x^2+2*c+6 *p+6*r+18*x)*dx-(r-1)*(8*a^2*c*r*x+4*a^2*p*r*x+4*a^2*q*r*x+6*a^2*r^2*x+16*a*b*c *r*x+8*a*b*p*r*x+8*a*b*q*r*x+12*a*b*r^2*x+24*a*c^2*r*x+12*a*c*g*r*x+24*a*c*p*r* x+24*a*c*q*r*x+36*a*c*r^2*x+6*a*g*p*r*x+6*a*g*q*r*x+9*a*g*r^2*x+6*a*p^2*r*x+12* a*p*q*r*x+18*a*p*r^2*x+6*a*q^2*r*x+18*a*q*r^2*x+12*a*r^3*x+8*b^2*c*r*x+4*b^2*p* r*x+4*b^2*q*r*x+6*b^2*r^2*x+24*b*c^2*r*x+12*b*c*g*r*x+24*b*c*p*r*x+24*b*c*q*r*x +36*b*c*r^2*x+6*b*g*p*r*x+6*b*g*q*r*x+9*b*g*r^2*x+6*b*p^2*r*x+12*b*p*q*r*x+18*b *p*r^2*x+6*b*q^2*r*x+18*b*q*r^2*x+12*b*r^3*x+16*c^3*r*x+16*c^2*g*r*x+24*c^2*p*r *x+24*c^2*q*r*x+36*c^2*r^2*x+4*c*g^2*r*x+16*c*g*p*r*x+16*c*g*q*r*x+24*c*g*r^2*x +12*c*p^2*r*x+24*c*p*q*r*x+36*c*p*r^2*x+12*c*q^2*r*x+36*c*q*r^2*x+24*c*r^3*x+2* g^2*p*r*x+2*g^2*q*r*x+3*g^2*r^2*x+4*g*p^2*r*x+8*g*p*q*r*x+12*g*p*r^2*x+4*g*q^2* r*x+12*g*q*r^2*x+8*g*r^3*x+2*p^3*r*x+6*p^2*q*r*x+9*p^2*r^2*x+6*p*q^2*r*x+18*p*q *r^2*x+12*p*r^3*x+2*q^3*r*x+9*q^2*r^2*x+12*q*r^3*x+5*r^4*x-8*a^2*c*r-24*a^2*c*x -6*a^2*p*r-12*a^2*p*x-4*a^2*q*r-12*a^2*q*x-6*a^2*r^2-14*a^2*r*x-12*a*b*c*r-48*a *b*c*x-8*a*b*p*r-24*a*b*p*x-4*a*b*q*r-24*a*b*q*x-8*a*b*r^2-28*a*b*r*x-20*a*c^2* r-72*a*c^2*x-10*a*c*g*r-36*a*c*g*x-28*a*c*p*r-72*a*c*p*x-16*a*c*q*r-72*a*c*q*x-\ 28*a*c*r^2-68*a*c*r*x-7*a*g*p*r-18*a*g*p*x-4*a*g*q*r-18*a*g*q*x-7*a*g*r^2-21*a* g*r*x-9*a*p^2*r-18*a*p^2*x-12*a*p*q*r-36*a*p*q*x-18*a*p*r^2-34*a*p*r*x-3*a*q^2* r-18*a*q^2*x-12*a*q*r^2-34*a*q*r*x-9*a*r^3-3*a*r^2*x-4*b^2*c*r-24*b^2*c*x-2*b^2 *p*r-12*b^2*p*x-12*b^2*q*x-2*b^2*r^2-14*b^2*r*x-16*b*c^2*r-72*b*c^2*x-8*b*c*g*r -36*b*c*g*x-20*b*c*p*r-72*b*c*p*x-8*b*c*q*r-72*b*c*q*x-20*b*c*r^2-68*b*c*r*x-5* b*g*p*r-18*b*g*p*x-2*b*g*q*r-18*b*g*q*x-5*b*g*r^2-21*b*g*r*x-6*b*p^2*r-18*b*p^2 *x-6*b*p*q*r-36*b*p*q*x-12*b*p*r^2-34*b*p*r*x-18*b*q^2*x-6*b*q*r^2-34*b*q*r*x-6 *b*r^3-3*b*r^2*x-12*c^3*r-48*c^3*x-12*c^2*g*r-48*c^2*g*x-24*c^2*p*r-72*c^2*p*x-\ 12*c^2*q*r-72*c^2*q*x-24*c^2*r^2-60*c^2*r*x-3*c*g^2*r-12*c*g^2*x-16*c*g*p*r-48* c*g*p*x-8*c*g*q*r-48*c*g*q*x-16*c*g*r^2-44*c*g*r*x-15*c*p^2*r-36*c*p^2*x-18*c*p *q*r-72*c*p*q*x-30*c*p*r^2-60*c*p*r*x-3*c*q^2*r-36*c*q^2*x-18*c*q*r^2-60*c*q*r* x-15*c*r^3+6*c*r^2*x-2*g^2*p*r-6*g^2*p*x-g^2*q*r-6*g^2*q*x-2*g^2*r^2-7*g^2*r*x-\ 5*g*p^2*r-12*g*p^2*x-6*g*p*q*r-24*g*p*q*x-10*g*p*r^2-22*g*p*r*x-g*q^2*r-12*g*q^ 2*x-6*g*q*r^2-22*g*q*r*x-5*g*r^3-g*r^2*x-3*p^3*r-6*p^3*x-6*p^2*q*r-18*p^2*q*x-9 *p^2*r^2-15*p^2*r*x-3*p*q^2*r-18*p*q^2*x-12*p*q*r^2-30*p*q*r*x-9*p*r^3+3*p*r^2* x-6*q^3*x-3*q^2*r^2-15*q^2*r*x-6*q*r^3+3*q*r^2*x-3*r^4+12*r^3*x+16*a^2*c+12*a^2 *p+8*a^2*q+6*a^2*r-12*a^2*x+24*a*b*c+16*a*b*p+8*a*b*q+8*a*b*r-24*a*b*x+40*a*c^2 +20*a*c*g+56*a*c*p+32*a*c*q+14*a*c*r-120*a*c*x+14*a*g*p+8*a*g*q+7*a*g*r-18*a*g* x+18*a*p^2+24*a*p*q+6*a*p*r-60*a*p*x+6*a*q^2+7*a*q*r-60*a*q*x-12*a*r^2-85*a*r*x +8*b^2*c+4*b^2*p+2*b^2*r-12*b^2*x+32*b*c^2+16*b*c*g+40*b*c*p+16*b*c*q+10*b*c*r-\ 120*b*c*x+10*b*g*p+4*b*g*q+5*b*g*r-18*b*g*x+12*b*p^2+12*b*p*q+5*b*p*r-60*b*p*x+ 6*b*q*r-60*b*q*x-7*b*r^2-85*b*r*x+24*c^3+24*c^2*g+48*c^2*p+24*c^2*q+6*c^2*r-144 *c^2*x+6*c*g^2+32*c*g*p+16*c*g*q+7*c*g*r-84*c*g*x+30*c*p^2+36*c*p*q+3*c*p*r-144 *c*p*x+6*c*q^2+9*c*q*r-144*c*q*x-27*c*r^2-190*c*r*x+4*g^2*p+2*g^2*q+2*g^2*r-6*g ^2*x+10*g*p^2+12*g*p*q+3*g*p*r-42*g*p*x+2*g*q^2+4*g*q*r-42*g*q*x-7*g*r^2-59*g*r *x+6*p^3+12*p^2*q-36*p^2*x+6*p*q^2+3*p*q*r-72*p*q*x-18*p*r^2-95*p*r*x+3*q^2*r-\ 36*q^2*x-9*q*r^2-95*q*r*x-12*r^3-41*r^2*x+12*a^2+16*a*b+84*a*c+14*a*g+60*a*p+34 *a*q+39*a*r-42*a*x+4*b^2+60*b*c+10*b*g+38*b*p+12*b*q+25*b*r-42*b*x+84*c^2+50*c* g+114*c*p+54*c*q+66*c*r-132*c*x+4*g^2+34*g*p+16*g*q+22*g*r-30*g*x+36*p^2+42*p*q +39*p*r-66*p*x+6*q^2+27*q*r-66*q*x+3*r^2-108*r*x+42*a+26*b+96*c+24*g+66*p+30*q+ 48*r-36*x+36): Qpn:= x^2*(x-1)*(2*a^2*x^2+4*a*b*x^2+12*a*c*x^2+3*a*g*x^2+6*a*p*x^2+6*a*q*x^ 2+12*a*r*x^2+2*b^2*x^2+12*b*c*x^2+3*b*g*x^2+6*b*p*x^2+6*b*q*x^2+12*b*r*x^2+12*c ^2*x^2+8*c*g*x^2+12*c*p*x^2+12*c*q*x^2+24*c*r*x^2+g^2*x^2+4*g*p*x^2+4*g*q*x^2+8 *g*r*x^2+3*p^2*x^2+6*p*q*x^2+12*p*r*x^2+3*q^2*x^2+12*q*r*x^2+10*r^2*x^2-4*a^2*x -4*a*b*x-16*a*c*x-4*a*g*x-12*a*p*x-6*a*q*x-15*a*r*x-47*a*x^2-8*b*c*x-2*b*g*x-6* b*p*x-6*b*r*x-47*b*x^2-12*c^2*x-8*c*g*x-18*c*p*x-6*c*q*x-21*c*r*x-90*c*x^2-g^2* x-6*g*p*x-2*g*q*x-7*g*r*x-31*g*x^2-6*p^2*x-6*p*q*x-15*p*r*x-45*p*x^2-6*q*r*x-45 *q*x^2-8*r^2*x-70*r*x^2+2*a^2+4*a*c+a*g+6*a*p+3*a*r+76*a*x+36*b*x+2*c^2+c*g+6*c *p+3*c*r+108*c*x+2*g*p+g*r+37*g*x+3*p^2+3*p*r+72*p*x+36*q*x+r^2+80*r*x+120*x^2-\ 29*a-29*c-10*g-27*p-19*r-168*x+54)*dx^3-x^3*(x-1)^2*(3*a*x+3*b*x+6*c*x+2*g*x+3* p*x+3*q*x+5*r*x-3*a-3*c-g-3*p-2*r-20*x+14)*dx^4-48*a*b*p*x^2-144*a*c*p*x^2-36*a *g*p*x^2-72*a*p*q*x^2-144*b*c*p*x^2-72*b*p*q*x^2-96*c*g*p*x^2-144*c*p*q*x^2-48* g*p*q*x^2-36*b*g*p*x^2+36*b*p*q*x+108*c*p*q*x+36*g*p*q*x+120*b*c*p*x+30*b*g*p*x +96*c*g*p*x+48*a*b*p*x+168*a*c*p*x+42*a*g*p*x+72*a*p*q*x-14*a*g*p*r*x-8*a*g*q*r *x-24*a*p*q*r*x-16*b*c*g*r*x-40*b*c*p*r*x-16*b*c*q*r*x-10*b*g*p*r*x-4*b*g*q*r*x -12*b*p*q*r*x-32*c*g*p*r*x-16*c*g*q*r*x-36*c*p*q*r*x-12*g*p*q*r*x+28*g*p*q*r*x^ 2-24*a*b*c*r*x-16*a*b*p*r*x-8*a*b*q*r*x-20*a*c*g*r*x-56*a*c*p*r*x-32*a*c*q*r*x+ 56*c*g*p*r*x^2+56*c*g*q*r*x^2+84*c*p*q*r*x^2+21*b*g*p*r*x^2+21*b*g*q*r*x^2+42*b *p*q*r*x^2+42*b*c*g*r*x^2+84*b*c*p*r*x^2+84*b*c*q*r*x^2+21*a*g*p*r*x^2+21*a*g*q *r*x^2+42*a*p*q*r*x^2+42*a*c*g*r*x^2+84*a*c*p*r*x^2+84*a*c*q*r*x^2+56*a*b*c*r*x ^2+28*a*b*p*r*x^2+28*a*b*q*r*x^2-4*g*p*q*r^2*x^2-8*c*g*p*r^2*x^2-8*c*g*q*r^2*x^ 2-12*c*p*q*r^2*x^2-3*b*g*p*r^2*x^2-3*b*g*q*r^2*x^2-6*b*p*q*r^2*x^2-6*b*c*g*r^2* x^2-12*b*c*p*r^2*x^2-12*b*c*q*r^2*x^2-3*a*g*q*r^2*x^2-6*a*p*q*r^2*x^2-3*a*g*p*r ^2*x^2-6*a*c*g*r^2*x^2-12*a*c*p*r^2*x^2-12*a*c*q*r^2*x^2-4*a*b*q*r^2*x^2-4*a*b* p*r^2*x^2-8*a*b*c*r^2*x^2+22*r*g+18*p*b+22*p*g+58*p*c+18*p*q+18*p^2+58*r*c+18*r *q+48*p*a+48*r*a+18*r*b-x*(4*a^2*c*x^3+2*a^2*p*x^3+2*a^2*q*x^3+6*a^2*r*x^3+8*a* b*c*x^3+4*a*b*p*x^3+4*a*b*q*x^3+12*a*b*r*x^3+12*a*c^2*x^3+6*a*c*g*x^3+12*a*c*p* x^3+12*a*c*q*x^3+36*a*c*r*x^3+3*a*g*p*x^3+3*a*g*q*x^3+9*a*g*r*x^3+3*a*p^2*x^3+6 *a*p*q*x^3+18*a*p*r*x^3+3*a*q^2*x^3+18*a*q*r*x^3+18*a*r^2*x^3+4*b^2*c*x^3+2*b^2 *p*x^3+2*b^2*q*x^3+6*b^2*r*x^3+12*b*c^2*x^3+6*b*c*g*x^3+12*b*c*p*x^3+12*b*c*q*x ^3+36*b*c*r*x^3+3*b*g*p*x^3+3*b*g*q*x^3+9*b*g*r*x^3+3*b*p^2*x^3+6*b*p*q*x^3+18* b*p*r*x^3+3*b*q^2*x^3+18*b*q*r*x^3+18*b*r^2*x^3+8*c^3*x^3+8*c^2*g*x^3+12*c^2*p* x^3+12*c^2*q*x^3+36*c^2*r*x^3+2*c*g^2*x^3+8*c*g*p*x^3+8*c*g*q*x^3+24*c*g*r*x^3+ 6*c*p^2*x^3+12*c*p*q*x^3+36*c*p*r*x^3+6*c*q^2*x^3+36*c*q*r*x^3+36*c*r^2*x^3+g^2 *p*x^3+g^2*q*x^3+3*g^2*r*x^3+2*g*p^2*x^3+4*g*p*q*x^3+12*g*p*r*x^3+2*g*q^2*x^3+ 12*g*q*r*x^3+12*g*r^2*x^3+p^3*x^3+3*p^2*q*x^3+9*p^2*r*x^3+3*p*q^2*x^3+18*p*q*r* x^3+18*p*r^2*x^3+q^3*x^3+9*q^2*r*x^3+18*q*r^2*x^3+10*r^3*x^3-8*a^2*c*x^2-6*a^2* p*x^2-4*a^2*q*x^2-12*a^2*r*x^2-24*a^2*x^3-12*a*b*c*x^2-8*a*b*p*x^2-4*a*b*q*x^2-\ 16*a*b*r*x^2-48*a*b*x^3-20*a*c^2*x^2-10*a*c*g*x^2-28*a*c*p*x^2-16*a*c*q*x^2-56* a*c*r*x^2-136*a*c*x^3-7*a*g*p*x^2-4*a*g*q*x^2-14*a*g*r*x^2-36*a*g*x^3-9*a*p^2*x ^2-12*a*p*q*x^2-36*a*p*r*x^2-68*a*p*x^3-3*a*q^2*x^2-24*a*q*r*x^2-68*a*q*x^3-27* a*r^2*x^2-123*a*r*x^3-4*b^2*c*x^2-2*b^2*p*x^2-4*b^2*r*x^2-24*b^2*x^3-16*b*c^2*x ^2-8*b*c*g*x^2-20*b*c*p*x^2-8*b*c*q*x^2-40*b*c*r*x^2-136*b*c*x^3-5*b*g*p*x^2-2* b*g*q*x^2-10*b*g*r*x^2-36*b*g*x^3-6*b*p^2*x^2-6*b*p*q*x^2-24*b*p*r*x^2-68*b*p*x ^3-12*b*q*r*x^2-68*b*q*x^3-18*b*r^2*x^2-123*b*r*x^3-12*c^3*x^2-12*c^2*g*x^2-24* c^2*p*x^2-12*c^2*q*x^2-48*c^2*r*x^2-132*c^2*x^3-3*c*g^2*x^2-16*c*g*p*x^2-8*c*g* q*x^2-32*c*g*r*x^2-90*c*g*x^3-15*c*p^2*x^2-18*c*p*q*x^2-60*c*p*r*x^2-132*c*p*x^ 3-3*c*q^2*x^2-36*c*q*r*x^2-132*c*q*x^3-45*c*r^2*x^2-234*c*r*x^3-2*g^2*p*x^2-g^2 *q*x^2-4*g^2*r*x^2-12*g^2*x^3-5*g*p^2*x^2-6*g*p*q*x^2-20*g*p*r*x^2-45*g*p*x^3-g *q^2*x^2-12*g*q*r*x^2-45*g*q*x^3-15*g*r^2*x^2-81*g*r*x^3-3*p^3*x^2-6*p^2*q*x^2-\ 18*p^2*r*x^2-33*p^2*x^3-3*p*q^2*x^2-24*p*q*r*x^2-66*p*q*x^3-27*p*r^2*x^2-117*p* r*x^3-6*q^2*r*x^2-33*q^2*x^3-18*q*r^2*x^2-117*q*r*x^3-12*r^3*x^2-90*r^2*x^3+4*a ^2*c*x+6*a^2*p*x+2*a^2*q*x+6*a^2*r*x+60*a^2*x^2+4*a*b*c*x+4*a*b*p*x+4*a*b*r*x+ 80*a*b*x^2+8*a*c^2*x+4*a*c*g*x+20*a*c*p*x+4*a*c*q*x+20*a*c*r*x+266*a*c*x^2+5*a* g*p*x+a*g*q*x+5*a*g*r*x+70*a*g*x^2+9*a*p^2*x+6*a*p*q*x+18*a*p*r*x+168*a*p*x^2+6 *a*q*r*x+115*a*q*x^2+9*a*r^2*x+237*a*r*x^2+204*a*x^3+20*b^2*x^2+4*b*c^2*x+2*b*c *g*x+8*b*c*p*x+8*b*c*r*x+190*b*c*x^2+2*b*g*p*x+2*b*g*r*x+50*b*g*x^2+3*b*p^2*x+6 *b*p*r*x+113*b*p*x^2+60*b*q*x^2+3*b*r^2*x+160*b*r*x^2+204*b*x^3+4*c^3*x+4*c^2*g *x+14*c^2*p*x+2*c^2*q*x+14*c^2*r*x+222*c^2*x^2+c*g^2*x+9*c*g*p*x+c*g*q*x+9*c*g* r*x+151*c*g*x^2+12*c*p^2*x+6*c*p*q*x+24*c*p*r*x+273*c*p*x^2+6*c*q*r*x+171*c*q*x ^2+12*c*r^2*x+381*c*r*x^2+364*c*x^3+g^2*p*x+g^2*r*x+20*g^2*x^2+4*g*p^2*x+2*g*p* q*x+8*g*p*r*x+93*g*p*x^2+2*g*q*r*x+58*g*q*x^2+4*g*r^2*x+131*g*r*x^2+132*g*x^3+3 *p^3*x+3*p^2*q*x+9*p^2*r*x+81*p^2*x^2+6*p*q*r*x+111*p*q*x^2+9*p*r^2*x+225*p*r*x ^2+182*p*x^3+30*q^2*x^2+3*q*r^2*x+156*q*r*x^2+182*q*x^3+3*r^3*x+144*r^2*x^2+260 *r*x^3-2*a^2*p-48*a^2*x-32*a*b*x-4*a*c*p-154*a*c*x-a*g*p-40*a*g*x-3*a*p^2-132*a *p*x-47*a*q*x-132*a*r*x-456*a*x^2-62*b*c*x-16*b*g*x-45*b*p*x-45*b*r*x-314*b*x^2 -2*c^2*p-106*c^2*x-c*g*p-69*c*g*x-3*c*p^2-173*c*p*x-47*c*q*x-173*c*r*x-696*c*x^ 2-8*g^2*x-g*p^2-59*g*p*x-16*g*q*x-59*g*r*x-250*g*x^2-p^3-63*p^2*x-45*p*q*x-126* p*r*x-402*p*x^2-45*q*r*x-294*q*x^2-63*r^2*x-492*r*x^2-240*x^3+12*a^2+24*a*c+6*a *g+32*a*p+18*a*r+318*a*x+114*b*x+12*c^2+6*c*g+32*c*p+18*c*r+402*c*x+11*g*p+6*g* r+144*g*x+15*p^2+18*p*r+276*p*x+114*q*x+6*r^2+276*r*x+504*x^2-66*a-66*c-24*g-56 *p-42*r-324*x+60)*dx^2-24*c-12*g-12*q-8*a*b*c-8*a*b*p-8*a*c*g-8*a*c*q-2*a*g*q-\ 12*a*p*q-4*b*c*g-16*b*c*p-4*b*g*p-2*c*g*q-12*c*p*q-4*g*p*q+96*a*b*x^2-40*a*c*p-\ 10*a*g*p-18*c*g*p+120*a*c^2*x+18*a*q^2*x+102*a*r^2*x+96*b*c^2*x+70*b*r^2*x+72*c ^2*g*x+72*c^2*q*x+204*c^2*r*x+18*c*q^2*x+156*c*r^2*x+6*g*q^2*x+56*g*r^2*x+30*q^ 2*r*x+66*q*r^2*x-252*a*c*x-114*a*q*x-180*b*c*x-72*b*q*x-138*c*g*x-162*c*q*x-60* g*q*x+48*a^2*c*x+24*a^2*q*x+60*a^2*r*x+24*b^2*c*x+20*b^2*r*x+18*c*g^2*x+6*g^2*q *x+20*g^2*r*x-96*a*b*x-84*a*g*x-60*b*g*x-36*a*q^2*x^2-48*a^2*c*x^2-24*a^2*q*x^2 -52*a^2*r*x^2-144*a*c^2*x^2-144*c^2*q*x^2-228*c^2*r*x^2+192*a*c*x^2+96*a*q*x^2+ 144*c*q*x^2-48*b^2*c*x^2-24*b^2*q*x^2-52*b^2*r*x^2-144*b*c^2*x^2-36*b*q^2*x^2-\ 96*c^2*g*x^2-72*c*q^2*x^2-24*g*q^2*x^2-57*q^2*r*x^2+192*b*c*x^2+72*b*g*x^2+96*b *q*x^2+120*c*g*x^2+60*g*q*x^2-24*c*g^2*x^2-12*g^2*q*x^2-26*g^2*r*x^2+72*a*g*x^2 -80*r^2*x^2*q-96*r^2*x^2*b-96*r^2*x^2*a-160*r^2*x^2*c-61*r^2*x^2*g-222*r*x*c-90 *r*x*g-102*r*x*q-122*r*x*b+124*r*x^2*a+124*r*x^2*b+172*r*x^2*c+86*r*x^2*q+74*r* x^2*g-168*r*x*a+246*c*p*r*x+86*g*p*r*x+102*p*q*r*x-4*g^2*p*r*x-2*g^2*q*r*x-10*g *p^2*r*x-20*g*p*r^2*x-83*g*p*r*x^2-2*g*q^2*r*x-12*g*q*r^2*x-12*p^2*q*r*x-6*p*q^ 2*r*x-24*p*q*r^2*x-114*p*q*r*x^2+156*a*p*r*x+106*b*p*r*x-24*c^2*g*r*x-48*c^2*p* r*x-24*c^2*q*r*x-6*c*g^2*r*x-32*c*g*r^2*x-30*c*p^2*r*x-60*c*p*r^2*x-228*c*p*r*x ^2-6*c*q^2*r*x-36*c*q*r^2*x-4*b^2*p*r*x-32*b*c^2*r*x-40*b*c*r^2*x-10*b*g*r^2*x-\ 12*b*p^2*r*x-24*b*p*r^2*x-128*b*p*r*x^2-12*b*q*r^2*x-14*a*g*r^2*x-18*a*p^2*r*x-\ 36*a*p*r^2*x-128*a*p*r*x^2-6*a*q^2*r*x-24*a*q*r^2*x-8*b^2*c*r*x-16*a*b*r^2*x-40 *a*c^2*r*x-56*a*c*r^2*x-16*a^2*c*r*x-12*a^2*p*r*x-8*a^2*q*r*x+7*g^2*p*r*x^2+7*g ^2*q*r*x^2+14*g*p^2*r*x^2+33*g*p*r^2*x^2+14*g*q^2*r*x^2+33*g*q*r^2*x^2+21*p^2*q *r*x^2+21*p*q^2*r*x^2+48*p*q*r^2*x^2+14*c*g^2*r*x^2+66*c*g*r^2*x^2+42*c*p^2*r*x ^2+96*c*p*r^2*x^2+42*c*q^2*r*x^2+96*c*q*r^2*x^2+56*c^2*g*r*x^2+84*c^2*p*r*x^2+ 84*c^2*q*r*x^2+27*b*g*r^2*x^2+21*b*p^2*r*x^2+50*b*p*r^2*x^2+21*b*q^2*r*x^2+50*b *q*r^2*x^2+100*b*c*r^2*x^2+84*b*c^2*r*x^2+14*b^2*p*r*x^2+14*b^2*q*r*x^2+28*b^2* c*r*x^2+27*a*g*r^2*x^2+21*a*p^2*r*x^2+50*a*p*r^2*x^2+21*a*q^2*r*x^2+50*a*q*r^2* x^2+100*a*c*r^2*x^2+84*a*c^2*r*x^2+36*a*b*r^2*x^2+28*a^2*c*r*x^2+14*a^2*p*r*x^2 +14*a^2*q*r*x^2-6*p*q*r^3*x^2-4*g*q*r^3*x^2-3*p^2*q*r^2*x^2-3*p*q^2*r^2*x^2-g^2 *p*r^2*x^2-g^2*q*r^2*x^2-2*g*p^2*r^2*x^2-4*g*p*r^3*x^2-2*g*q^2*r^2*x^2-12*c*p*r ^3*x^2-6*c*q^2*r^2*x^2-12*c*q*r^3*x^2-2*c*g^2*r^2*x^2-8*c*g*r^3*x^2-6*c*p^2*r^2 *x^2-8*c^2*g*r^2*x^2-12*c^2*p*r^2*x^2-12*c^2*q*r^2*x^2-3*b*g*r^3*x^2-3*b*p^2*r^ 2*x^2-6*b*p*r^3*x^2-3*b*q^2*r^2*x^2-6*b*q*r^3*x^2-12*b*c^2*r^2*x^2-12*b*c*r^3*x ^2-2*b^2*p*r^2*x^2-2*b^2*q*r^2*x^2-3*a*q^2*r^2*x^2-6*a*q*r^3*x^2-4*b^2*c*r^2*x^ 2-3*a*g*r^3*x^2-3*a*p^2*r^2*x^2-6*a*p*r^3*x^2-12*a*c*r^3*x^2-12*a*c^2*r^2*x^2-4 *a*b*r^3*x^2-2*a^2*p*r^2*x^2-2*a^2*q*r^2*x^2-4*a^2*c*r^2*x^2+18*p^3*x-54*p^2*x-\ 12*p^3*x^2+36*p^2*x^2-96*c^3*x^2+48*a^2*x^2+144*c^2*x^2-12*q^3*x^2+48*b^2*x^2+ 36*q^2*x^2+24*g^2*x^2+72*c^3*x-180*c^2*x-36*q^2*x-72*a^2*x-24*b^2*x-24*g^2*x-12 *a^2*p-18*a*p^2-28*c^2*p-24*c*p^2-8*g*p^2+36*x*p+72*x*c+36*x*q+72*x*a+60*x*b+36 *x*g-18*a*r^2-6*b*r^2-24*c*r^2-8*g*r^2-6*q*r^2-12*a^2*r-28*c^2*r-2*g^2*r-24*a^2 *p*x^2-36*a*p^2*x^2-36*b*p^2*x^2-144*c^2*p*x^2-72*c*p^2*x^2-24*g*p^2*x^2-36*p^2 *q*x^2-36*p*q^2*x^2+96*a*p*x^2+96*b*p*x^2+144*c*p*x^2+60*g*p*x^2+72*p*q*x^2-24* b^2*p*x^2-12*g^2*p*x^2+18*p*q^2*x-102*b*p*x-198*c*p*x-90*p*q*x-78*g*p*x+12*b^2* p*x+144*c^2*p*x+36*a^2*p*x+54*a*p^2*x+36*b*p^2*x+90*c*p^2*x+12*g^2*p*x+30*g*p^2 *x+36*p^2*q*x-144*a*p*x-24*x^2*p-6*p^3-48*x^2*a-48*x^2*b-24*x^2*g-48*x^2*c-24*x ^2*q+(8*a^2*c*r*x^3+4*a^2*p*r*x^3+4*a^2*q*r*x^3+6*a^2*r^2*x^3+16*a*b*c*r*x^3+8* a*b*p*r*x^3+8*a*b*q*r*x^3+12*a*b*r^2*x^3+24*a*c^2*r*x^3+12*a*c*g*r*x^3+24*a*c*p *r*x^3+24*a*c*q*r*x^3+36*a*c*r^2*x^3+6*a*g*p*r*x^3+6*a*g*q*r*x^3+9*a*g*r^2*x^3+ 6*a*p^2*r*x^3+12*a*p*q*r*x^3+18*a*p*r^2*x^3+6*a*q^2*r*x^3+18*a*q*r^2*x^3+12*a*r ^3*x^3+8*b^2*c*r*x^3+4*b^2*p*r*x^3+4*b^2*q*r*x^3+6*b^2*r^2*x^3+24*b*c^2*r*x^3+ 12*b*c*g*r*x^3+24*b*c*p*r*x^3+24*b*c*q*r*x^3+36*b*c*r^2*x^3+6*b*g*p*r*x^3+6*b*g *q*r*x^3+9*b*g*r^2*x^3+6*b*p^2*r*x^3+12*b*p*q*r*x^3+18*b*p*r^2*x^3+6*b*q^2*r*x^ 3+18*b*q*r^2*x^3+12*b*r^3*x^3+16*c^3*r*x^3+16*c^2*g*r*x^3+24*c^2*p*r*x^3+24*c^2 *q*r*x^3+36*c^2*r^2*x^3+4*c*g^2*r*x^3+16*c*g*p*r*x^3+16*c*g*q*r*x^3+24*c*g*r^2* x^3+12*c*p^2*r*x^3+24*c*p*q*r*x^3+36*c*p*r^2*x^3+12*c*q^2*r*x^3+36*c*q*r^2*x^3+ 24*c*r^3*x^3+2*g^2*p*r*x^3+2*g^2*q*r*x^3+3*g^2*r^2*x^3+4*g*p^2*r*x^3+8*g*p*q*r* x^3+12*g*p*r^2*x^3+4*g*q^2*r*x^3+12*g*q*r^2*x^3+8*g*r^3*x^3+2*p^3*r*x^3+6*p^2*q *r*x^3+9*p^2*r^2*x^3+6*p*q^2*r*x^3+18*p*q*r^2*x^3+12*p*r^3*x^3+2*q^3*r*x^3+9*q^ 2*r^2*x^3+12*q*r^3*x^3+5*r^4*x^3-8*a^2*c*r*x^2-32*a^2*c*x^3-6*a^2*p*r*x^2-16*a^ 2*p*x^3-4*a^2*q*r*x^2-16*a^2*q*x^3-6*a^2*r^2*x^2-42*a^2*r*x^3-12*a*b*c*r*x^2-64 *a*b*c*x^3-8*a*b*p*r*x^2-32*a*b*p*x^3-4*a*b*q*r*x^2-32*a*b*q*x^3-8*a*b*r^2*x^2-\ 84*a*b*r*x^3-20*a*c^2*r*x^2-96*a*c^2*x^3-10*a*c*g*r*x^2-48*a*c*g*x^3-28*a*c*p*r *x^2-96*a*c*p*x^3-16*a*c*q*r*x^2-96*a*c*q*x^3-28*a*c*r^2*x^2-236*a*c*r*x^3-7*a* g*p*r*x^2-24*a*g*p*x^3-4*a*g*q*r*x^2-24*a*g*q*x^3-7*a*g*r^2*x^2-63*a*g*r*x^3-9* a*p^2*r*x^2-24*a*p^2*x^3-12*a*p*q*r*x^2-48*a*p*q*x^3-18*a*p*r^2*x^2-118*a*p*r*x ^3-3*a*q^2*r*x^2-24*a*q^2*x^3-12*a*q*r^2*x^2-118*a*q*r*x^3-9*a*r^3*x^2-105*a*r^ 2*x^3-4*b^2*c*r*x^2-32*b^2*c*x^3-2*b^2*p*r*x^2-16*b^2*p*x^3-16*b^2*q*x^3-2*b^2* r^2*x^2-42*b^2*r*x^3-16*b*c^2*r*x^2-96*b*c^2*x^3-8*b*c*g*r*x^2-48*b*c*g*x^3-20* b*c*p*r*x^2-96*b*c*p*x^3-8*b*c*q*r*x^2-96*b*c*q*x^3-20*b*c*r^2*x^2-236*b*c*r*x^ 3-5*b*g*p*r*x^2-24*b*g*p*x^3-2*b*g*q*r*x^2-24*b*g*q*x^3-5*b*g*r^2*x^2-63*b*g*r* x^3-6*b*p^2*r*x^2-24*b*p^2*x^3-6*b*p*q*r*x^2-48*b*p*q*x^3-12*b*p*r^2*x^2-118*b* p*r*x^3-24*b*q^2*x^3-6*b*q*r^2*x^2-118*b*q*r*x^3-6*b*r^3*x^2-105*b*r^2*x^3-12*c ^3*r*x^2-64*c^3*x^3-12*c^2*g*r*x^2-64*c^2*g*x^3-24*c^2*p*r*x^2-96*c^2*p*x^3-12* c^2*q*r*x^2-96*c^2*q*x^3-24*c^2*r^2*x^2-228*c^2*r*x^3-3*c*g^2*r*x^2-16*c*g^2*x^ 3-16*c*g*p*r*x^2-64*c*g*p*x^3-8*c*g*q*r*x^2-64*c*g*q*x^3-16*c*g*r^2*x^2-156*c*g *r*x^3-15*c*p^2*r*x^2-48*c*p^2*x^3-18*c*p*q*r*x^2-96*c*p*q*x^3-30*c*p*r^2*x^2-\ 228*c*p*r*x^3-3*c*q^2*r*x^2-48*c*q^2*x^3-18*c*q*r^2*x^2-228*c*q*r*x^3-15*c*r^3* x^2-198*c*r^2*x^3-2*g^2*p*r*x^2-8*g^2*p*x^3-g^2*q*r*x^2-8*g^2*q*x^3-2*g^2*r^2*x ^2-21*g^2*r*x^3-5*g*p^2*r*x^2-16*g*p^2*x^3-6*g*p*q*r*x^2-32*g*p*q*x^3-10*g*p*r^ 2*x^2-78*g*p*r*x^3-g*q^2*r*x^2-16*g*q^2*x^3-6*g*q*r^2*x^2-78*g*q*r*x^3-5*g*r^3* x^2-69*g*r^2*x^3-3*p^3*r*x^2-8*p^3*x^3-6*p^2*q*r*x^2-24*p^2*q*x^3-9*p^2*r^2*x^2 -57*p^2*r*x^3-3*p*q^2*r*x^2-24*p*q^2*x^3-12*p*q*r^2*x^2-114*p*q*r*x^3-9*p*r^3*x ^2-99*p*r^2*x^3-8*q^3*x^3-3*q^2*r^2*x^2-57*q^2*r*x^3-6*q*r^3*x^2-99*q*r^2*x^3-3 *r^4*x^2-50*r^3*x^3+48*a^2*c*x^2+36*a^2*p*x^2+24*a^2*q*x^2+66*a^2*r*x^2+72*a^2* x^3+72*a*b*c*x^2+48*a*b*p*x^2+24*a*b*q*x^2+88*a*b*r*x^2+144*a*b*x^3+120*a*c^2*x ^2+60*a*c*g*x^2+168*a*c*p*x^2+96*a*c*q*x^2+294*a*c*r*x^2+368*a*c*x^3+42*a*g*p*x ^2+24*a*g*q*x^2+77*a*g*r*x^2+108*a*g*x^3+54*a*p^2*x^2+72*a*p*q*x^2+186*a*p*r*x^ 2+184*a*p*x^3+18*a*q^2*x^2+127*a*q*r*x^2+184*a*q*x^3+132*a*r^2*x^2+291*a*r*x^3+ 24*b^2*c*x^2+12*b^2*p*x^2+22*b^2*r*x^2+72*b^2*x^3+96*b*c^2*x^2+48*b*c*g*x^2+120 *b*c*p*x^2+48*b*c*q*x^2+210*b*c*r*x^2+368*b*c*x^3+30*b*g*p*x^2+12*b*g*q*x^2+55* b*g*r*x^2+108*b*g*x^3+36*b*p^2*x^2+36*b*p*q*x^2+125*b*p*r*x^2+184*b*p*x^3+66*b* q*r*x^2+184*b*q*x^3+89*b*r^2*x^2+291*b*r*x^3+72*c^3*x^2+72*c^2*g*x^2+144*c^2*p* x^2+72*c^2*q*x^2+246*c^2*r*x^2+336*c^2*x^3+18*c*g^2*x^2+96*c*g*p*x^2+48*c*g*q*x ^2+167*c*g*r*x^2+240*c*g*x^3+90*c*p^2*x^2+108*c*p*q*x^2+303*c*p*r*x^2+336*c*p*x ^3+18*c*q^2*x^2+189*c*q*r*x^2+336*c*q*x^3+213*c*r^2*x^2+506*c*r*x^3+12*g^2*p*x^ 2+6*g^2*q*x^2+22*g^2*r*x^2+36*g^2*x^3+30*g*p^2*x^2+36*g*p*q*x^2+103*g*p*r*x^2+ 120*g*p*x^3+6*g*q^2*x^2+64*g*q*r*x^2+120*g*q*x^3+73*g*r^2*x^2+187*g*r*x^3+18*p^ 3*x^2+36*p^2*q*x^2+90*p^2*r*x^2+84*p^2*x^3+18*p*q^2*x^2+123*p*q*r*x^2+168*p*q*x ^3+126*p*r^2*x^2+253*p*r*x^3+33*q^2*r*x^2+84*q^2*x^3+87*q*r^2*x^2+253*q*r*x^3+ 54*r^3*x^2+175*r^2*x^3-16*a^2*c*x+2*a^2*p*r-24*a^2*p*x-8*a^2*q*x-24*a^2*r*x-144 *a^2*x^2-16*a*b*c*x-16*a*b*p*x-16*a*b*r*x-192*a*b*x^2-32*a*c^2*x-16*a*c*g*x+4*a *c*p*r-80*a*c*p*x-16*a*c*q*x-80*a*c*r*x-588*a*c*x^2+a*g*p*r-20*a*g*p*x-4*a*g*q* x-20*a*g*r*x-168*a*g*x^2+3*a*p^2*r-36*a*p^2*x-24*a*p*q*x-72*a*p*r*x-360*a*p*x^2 -24*a*q*r*x-258*a*q*x^2-36*a*r^2*x-471*a*r*x^2-252*a*x^3-48*b^2*x^2-16*b*c^2*x-\ 8*b*c*g*x-32*b*c*p*x-32*b*c*r*x-420*b*c*x^2-8*b*g*p*x-8*b*g*r*x-120*b*g*x^2-12* b*p^2*x-24*b*p*r*x-246*b*p*x^2-144*b*q*x^2-12*b*r^2*x-325*b*r*x^2-252*b*x^3-16* c^3*x-16*c^2*g*x+2*c^2*p*r-56*c^2*p*x-8*c^2*q*x-56*c^2*r*x-468*c^2*x^2-4*c*g^2* x+c*g*p*r-36*c*g*p*x-4*c*g*q*x-36*c*g*r*x-330*c*g*x^2+3*c*p^2*r-48*c*p^2*x-24*c *p*q*x-96*c*p*r*x-558*c*p*x^2-24*c*q*r*x-378*c*q*x^2-48*c*r^2*x-714*c*r*x^2-392 *c*x^3-4*g^2*p*x-4*g^2*r*x-48*g^2*x^2+g*p^2*r-16*g*p^2*x-8*g*p*q*x-32*g*p*r*x-\ 198*g*p*x^2-8*g*q*r*x-132*g*q*x^2-16*g*r^2*x-258*g*r*x^2-156*g*x^3+p^3*r-12*p^3 *x-12*p^2*q*x-36*p^2*r*x-162*p^2*x^2-24*p*q*r*x-234*p*q*x^2-36*p*r^2*x-411*p*r* x^2-196*p*x^3-72*q^2*x^2-12*q*r^2*x-303*q*r*x^2-196*q*x^3-12*r^3*x-249*r^2*x^2-\ 250*r*x^3+4*a^2*p+84*a^2*x+56*a*b*x+8*a*c*p+256*a*c*x+2*a*g*p+70*a*g*x+6*a*p^2+ 4*a*p*r+204*a*p*x+80*a*q*x+204*a*r*x+468*a*x^2+104*b*c*x+28*b*g*x+72*b*p*x+72*b *r*x+336*b*x^2+4*c^2*p+172*c^2*x+2*c*g*p+114*c*g*x+6*c*p^2+4*c*p*r+260*c*p*x+80 *c*q*x+260*c*r*x+648*c*x^2+14*g^2*x+2*g*p^2+g*p*r+92*g*p*x+28*g*q*x+92*g*r*x+ 252*g*x^2+2*p^3+3*p^2*r+90*p^2*x+72*p*q*x+180*p*r*x+360*p*x^2+72*q*r*x+288*q*x^ 2+90*r^2*x+414*r*x^2+120*x^3-12*a^2-24*a*c-6*a*g-28*a*p-18*a*r-246*a*x-96*b*x-\ 12*c^2-6*c*g-28*c*p-18*c*r-294*c*x-10*g*p-6*g*r-114*g*x-12*p^2-16*p*r-186*p*x-\ 96*q*x-6*r^2-186*r*x-216*x^2+30*a+30*c+12*g+22*p+18*r+108*x-12)*dx+110*a*q*r*x+ 48*b*c*q*x+180*b*c*r*x+60*b*q*r*x+48*c*g*q*x+142*c*g*r*x+162*c*q*r*x+56*g*q*r*x +72*a*b*c*x+24*a*b*q*x+80*a*b*r*x+60*a*c*g*x+24*a*g*q*x+70*a*g*r*x+48*b*c*g*x+ 12*b*g*q*x+50*b*g*r*x-96*a*b*c*x^2-48*a*b*q*x^2-144*a*c*q*x^2-256*a*c*r*x^2-128 *a*q*r*x^2-228*c*q*r*x^2-72*b*c*g*x^2-144*b*c*q*x^2-256*b*c*r*x^2-36*b*g*q*x^2-\ 78*b*g*r*x^2-128*b*q*r*x^2-96*c*g*q*x^2-166*c*g*r*x^2-83*g*q*r*x^2-72*a*c*g*x^2 -36*a*g*q*x^2-78*a*g*r*x^2-104*a*b*r*x^2+96*a*c*q*x+252*a*c*r*x-8*c^3-2*a^2*r^3 *x^2-3*a*r^4*x^2-2*b^2*r^3*x^2-3*b*r^4*x^2-12*p-24*a-12*b-12*r+8*b*g-18*p^2*r-\ 18*p*r^2+36*p*r-6*r^4*x+10*r^4*x^2+4*g^2-r^5*x^2+36*r*x+50*r^2*x^2-24*r*x^2+8*q *g+18*r^2-8*c^3*r^2*x^2-12*c^2*r^3*x^2-6*c*r^4*x^2-g^2*r^3*x^2-2*g*r^4*x^2-p^3* r^2*x^2-6*r^3-3*p^2*r^3*x^2-3*p*r^4*x^2-q^3*r^2*x^2-3*q^2*r^3*x^2-3*q*r^4*x^2+ 18*a^2*r^2*x^2+29*a*r^3*x^2+18*b^2*r^2*x^2+29*b*r^3*x^2+56*c^3*r*x^2+96*c^2*r^2 *x^2+54*c*r^3*x^2+9*g^2*r^2*x^2+19*g*r^3*x^2+7*p^3*r*x^2+24*p^2*r^2*x^2+27*p*r^ 3*x^2+7*q^3*r*x^2+24*q^2*r^2*x^2+27*q*r^3*x^2+x^4*(x-1)^3*dx^5-12*a^2*r^2*x-18* a*r^3*x-4*b^2*r^2*x-12*b*r^3*x-24*c^3*r*x-48*c^2*r^2*x-30*c*r^3*x-4*g^2*r^2*x-\ 10*g*r^3*x-6*p^3*r*x-18*p^2*r^2*x-57*p^2*r*x^2-18*p*r^3*x-80*p*r^2*x^2-6*q^2*r^ 2*x-12*q*r^3*x-35*r^3*x^2+36*r^3*x-66*r^2*x+24*a^2+68*a*c+16*b*a+28*b*c+44*c^2+ 22*q*a+22*q*c+20*g*a+30*g*c+72*p^2*r*x+90*p*r^2*x+86*p*r*x^2-36*a*p*r-12*b*p*r-\ 48*c*p*r-16*g*p*r-12*p*q*r-120*p*r*x-8*a*b*r-40*a*c*r-10*a*g*r-12*a*q*r-16*b*c* r-4*b*g*r-18*c*g*r-12*c*q*r-4*g*q*r-8*a^2*c-4*a^2*q-16*a*c^2-8*b*c^2-6*b*p^2-8* c^2*g-4*c^2*q-2*c*g^2-2*g^2*p-6*p^2*q: Pqp:= x^3*(x-1)^3*dx^5-x^2*(x-1)^2*(3*a*x+3*b*x+6*c*x+2*g*x+3*p*x+3*q*x+6*r* x-3*a-3*c-g-3*p-3*r-6*x+3)*dx^4+x*(x-1)*(2*a^2*x^2+4*a*b*x^2+12*a*c*x^2+3*a*g*x ^2+6*a*p*x^2+6*a*q*x^2+15*a*r*x^2+2*b^2*x^2+12*b*c*x^2+3*b*g*x^2+6*b*p*x^2+6*b* q*x^2+15*b*r*x^2+12*c^2*x^2+8*c*g*x^2+12*c*p*x^2+12*c*q*x^2+30*c*r*x^2+g^2*x^2+ 4*g*p*x^2+4*g*q*x^2+10*g*r*x^2+3*p^2*x^2+6*p*q*x^2+15*p*r*x^2+3*q^2*x^2+15*q*r* x^2+15*r^2*x^2-4*a^2*x-4*a*b*x-16*a*c*x-4*a*g*x-12*a*p*x-6*a*q*x-21*a*r*x-14*a* x^2-8*b*c*x-2*b*g*x-6*b*p*x-9*b*r*x-14*b*x^2-12*c^2*x-8*c*g*x-18*c*p*x-6*c*q*x-\ 30*c*r*x-24*c*x^2-g^2*x-6*g*p*x-2*g*q*x-10*g*r*x-9*g*x^2-6*p^2*x-6*p*q*x-21*p*r *x-12*p*x^2-9*q*r*x-12*q*x^2-15*r^2*x-15*r*x^2+2*a^2+4*a*c+a*g+6*a*p+6*a*r+19*a *x+9*b*x+2*c^2+c*g+6*c*p+6*c*r+24*c*x+2*g*p+2*g*r+9*g*x+3*p^2+6*p*r+15*p*x+9*q* x+3*r^2+15*r*x-5*a-5*c-2*g-3*p-3*r)*dx^3+(-4*a^2*c*x^3-2*a^2*p*x^3-2*a^2*q*x^3-\ 8*a^2*r*x^3-8*a*b*c*x^3-4*a*b*p*x^3-4*a*b*q*x^3-16*a*b*r*x^3-12*a*c^2*x^3-6*a*c *g*x^3-12*a*c*p*x^3-12*a*c*q*x^3-48*a*c*r*x^3-3*a*g*p*x^3-3*a*g*q*x^3-12*a*g*r* x^3-3*a*p^2*x^3-6*a*p*q*x^3-24*a*p*r*x^3-3*a*q^2*x^3-24*a*q*r*x^3-30*a*r^2*x^3-\ 4*b^2*c*x^3-2*b^2*p*x^3-2*b^2*q*x^3-8*b^2*r*x^3-12*b*c^2*x^3-6*b*c*g*x^3-12*b*c *p*x^3-12*b*c*q*x^3-48*b*c*r*x^3-3*b*g*p*x^3-3*b*g*q*x^3-12*b*g*r*x^3-3*b*p^2*x ^3-6*b*p*q*x^3-24*b*p*r*x^3-3*b*q^2*x^3-24*b*q*r*x^3-30*b*r^2*x^3-8*c^3*x^3-8*c ^2*g*x^3-12*c^2*p*x^3-12*c^2*q*x^3-48*c^2*r*x^3-2*c*g^2*x^3-8*c*g*p*x^3-8*c*g*q *x^3-32*c*g*r*x^3-6*c*p^2*x^3-12*c*p*q*x^3-48*c*p*r*x^3-6*c*q^2*x^3-48*c*q*r*x^ 3-60*c*r^2*x^3-g^2*p*x^3-g^2*q*x^3-4*g^2*r*x^3-2*g*p^2*x^3-4*g*p*q*x^3-16*g*p*r *x^3-2*g*q^2*x^3-16*g*q*r*x^3-20*g*r^2*x^3-p^3*x^3-3*p^2*q*x^3-12*p^2*r*x^3-3*p *q^2*x^3-24*p*q*r*x^3-30*p*r^2*x^3-q^3*x^3-12*q^2*r*x^3-30*q*r^2*x^3-20*r^3*x^3 +8*a^2*c*x^2+6*a^2*p*x^2+4*a^2*q*x^2+18*a^2*r*x^2+8*a^2*x^3+12*a*b*c*x^2+8*a*b* p*x^2+4*a*b*q*x^2+24*a*b*r*x^2+16*a*b*x^3+20*a*c^2*x^2+10*a*c*g*x^2+28*a*c*p*x^ 2+16*a*c*q*x^2+84*a*c*r*x^2+40*a*c*x^3+7*a*g*p*x^2+4*a*g*q*x^2+21*a*g*r*x^2+12* a*g*x^3+9*a*p^2*x^2+12*a*p*q*x^2+54*a*p*r*x^2+20*a*p*x^3+3*a*q^2*x^2+36*a*q*r*x ^2+20*a*q*x^3+54*a*r^2*x^2+26*a*r*x^3+4*b^2*c*x^2+2*b^2*p*x^2+6*b^2*r*x^2+8*b^2 *x^3+16*b*c^2*x^2+8*b*c*g*x^2+20*b*c*p*x^2+8*b*c*q*x^2+60*b*c*r*x^2+40*b*c*x^3+ 5*b*g*p*x^2+2*b*g*q*x^2+15*b*g*r*x^2+12*b*g*x^3+6*b*p^2*x^2+6*b*p*q*x^2+36*b*p* r*x^2+20*b*p*x^3+18*b*q*r*x^2+20*b*q*x^3+36*b*r^2*x^2+26*b*r*x^3+12*c^3*x^2+12* c^2*g*x^2+24*c^2*p*x^2+12*c^2*q*x^2+72*c^2*r*x^2+36*c^2*x^3+3*c*g^2*x^2+16*c*g* p*x^2+8*c*g*q*x^2+48*c*g*r*x^2+26*c*g*x^3+15*c*p^2*x^2+18*c*p*q*x^2+90*c*p*r*x^ 2+36*c*p*x^3+3*c*q^2*x^2+54*c*q*r*x^2+36*c*q*x^3+90*c*r^2*x^2+36*c*r*x^3+2*g^2* p*x^2+g^2*q*x^2+6*g^2*r*x^2+4*g^2*x^3+5*g*p^2*x^2+6*g*p*q*x^2+30*g*p*r*x^2+13*g *p*x^3+g*q^2*x^2+18*g*q*r*x^2+13*g*q*x^3+30*g*r^2*x^2+16*g*r*x^3+3*p^3*x^2+6*p^ 2*q*x^2+27*p^2*r*x^2+9*p^2*x^3+3*p*q^2*x^2+36*p*q*r*x^2+18*p*q*x^3+54*p*r^2*x^2 +18*p*r*x^3+9*q^2*r*x^2+9*q^2*x^3+36*q*r^2*x^2+18*q*r*x^3+30*r^3*x^2-4*a^2*c*x-\ 6*a^2*p*x-2*a^2*q*x-12*a^2*r*x-18*a^2*x^2-4*a*b*c*x-4*a*b*p*x-8*a*b*r*x-24*a*b* x^2-8*a*c^2*x-4*a*c*g*x-20*a*c*p*x-4*a*c*q*x-40*a*c*r*x-70*a*c*x^2-5*a*g*p*x-a* g*q*x-10*a*g*r*x-21*a*g*x^2-9*a*p^2*x-6*a*p*q*x-36*a*p*r*x-42*a*p*x^2-12*a*q*r* x-31*a*q*x^2-27*a*r^2*x-45*a*r*x^2+4*a*x^3-6*b^2*x^2-4*b*c^2*x-2*b*c*g*x-8*b*c* p*x-16*b*c*r*x-50*b*c*x^2-2*b*g*p*x-4*b*g*r*x-15*b*g*x^2-3*b*p^2*x-12*b*p*r*x-\ 29*b*p*x^2-18*b*q*x^2-9*b*r^2*x-33*b*r*x^2+4*b*x^3-4*c^3*x-4*c^2*g*x-14*c^2*p*x -2*c^2*q*x-28*c^2*r*x-54*c^2*x^2-c*g^2*x-9*c*g*p*x-c*g*q*x-18*c*g*r*x-39*c*g*x^ 2-12*c*p^2*x-6*c*p*q*x-48*c*p*r*x-63*c*p*x^2-12*c*q*r*x-45*c*q*x^2-36*c*r^2*x-\ 54*c*r*x^2+20*c*x^3-g^2*p*x-2*g^2*r*x-6*g^2*x^2-4*g*p^2*x-2*g*p*q*x-16*g*p*r*x-\ 23*g*p*x^2-4*g*q*r*x-16*g*q*x^2-12*g*r^2*x-24*g*r*x^2+4*g*x^3-3*p^3*x-3*p^2*q*x -18*p^2*r*x-18*p^2*x^2-12*p*q*r*x-27*p*q*x^2-27*p*r^2*x-27*p*r*x^2+10*p*x^3-9*q ^2*x^2-9*q*r^2*x-27*q*r*x^2+10*q*x^3-12*r^3*x+20*r*x^3+2*a^2*p+2*a^2*r+12*a^2*x +8*a*b*x+4*a*c*p+4*a*c*r+34*a*c*x+a*g*p+a*g*r+10*a*g*x+3*a*p^2+6*a*p*r+24*a*p*x +11*a*q*x+3*a*r^2+21*a*r*x-9*a*x^2+14*b*c*x+4*b*g*x+9*b*p*x+9*b*r*x-3*b*x^2+2*c ^2*p+2*c^2*r+22*c^2*x+c*g*p+c*g*r+15*c*g*x+3*c*p^2+6*c*p*r+29*c*p*x+11*c*q*x+3* c*r^2+22*c*r*x-30*c*x^2+2*g^2*x+g*p^2+2*g*p*r+11*g*p*x+4*g*q*x+g*r^2+10*g*r*x-6 *g*x^2+p^3+3*p^2*r+9*p^2*x+9*p*q*x+3*p*r^2+9*p*r*x-21*p*x^2+9*q*r*x-9*q*x^2+r^3 -30*r*x^2-2*a^2-4*a*c-a*g-2*a*p-2*a*r+6*a*x-2*c^2-c*g-2*c*p-2*c*r+12*c*x-g*p-g* r+2*g*x+12*p*x+12*r*x-a-c-p-r)*dx^2+(r-1)*(12*a^2*c*x^2+6*a^2*p*x^2+6*a^2*q*x^2 +12*a^2*r*x^2+24*a*b*c*x^2+12*a*b*p*x^2+12*a*b*q*x^2+24*a*b*r*x^2+36*a*c^2*x^2+ 18*a*c*g*x^2+36*a*c*p*x^2+36*a*c*q*x^2+72*a*c*r*x^2+9*a*g*p*x^2+9*a*g*q*x^2+18* a*g*r*x^2+9*a*p^2*x^2+18*a*p*q*x^2+36*a*p*r*x^2+9*a*q^2*x^2+36*a*q*r*x^2+30*a*r ^2*x^2+12*b^2*c*x^2+6*b^2*p*x^2+6*b^2*q*x^2+12*b^2*r*x^2+36*b*c^2*x^2+18*b*c*g* x^2+36*b*c*p*x^2+36*b*c*q*x^2+72*b*c*r*x^2+9*b*g*p*x^2+9*b*g*q*x^2+18*b*g*r*x^2 +9*b*p^2*x^2+18*b*p*q*x^2+36*b*p*r*x^2+9*b*q^2*x^2+36*b*q*r*x^2+30*b*r^2*x^2+24 *c^3*x^2+24*c^2*g*x^2+36*c^2*p*x^2+36*c^2*q*x^2+72*c^2*r*x^2+6*c*g^2*x^2+24*c*g *p*x^2+24*c*g*q*x^2+48*c*g*r*x^2+18*c*p^2*x^2+36*c*p*q*x^2+72*c*p*r*x^2+18*c*q^ 2*x^2+72*c*q*r*x^2+60*c*r^2*x^2+3*g^2*p*x^2+3*g^2*q*x^2+6*g^2*r*x^2+6*g*p^2*x^2 +12*g*p*q*x^2+24*g*p*r*x^2+6*g*q^2*x^2+24*g*q*r*x^2+20*g*r^2*x^2+3*p^3*x^2+9*p^ 2*q*x^2+18*p^2*r*x^2+9*p*q^2*x^2+36*p*q*r*x^2+30*p*r^2*x^2+3*q^3*x^2+18*q^2*r*x ^2+30*q*r^2*x^2+15*r^3*x^2-16*a^2*c*x-12*a^2*p*x-8*a^2*q*x-18*a^2*r*x-24*a*b*c* x-16*a*b*p*x-8*a*b*q*x-24*a*b*r*x-40*a*c^2*x-20*a*c*g*x-56*a*c*p*x-32*a*c*q*x-\ 84*a*c*r*x+24*a*c*x^2-14*a*g*p*x-8*a*g*q*x-21*a*g*r*x-18*a*p^2*x-24*a*p*q*x-54* a*p*r*x+12*a*p*x^2-6*a*q^2*x-36*a*q*r*x+12*a*q*x^2-36*a*r^2*x+36*a*r*x^2-8*b^2* c*x-4*b^2*p*x-6*b^2*r*x-32*b*c^2*x-16*b*c*g*x-40*b*c*p*x-16*b*c*q*x-60*b*c*r*x+ 24*b*c*x^2-10*b*g*p*x-4*b*g*q*x-15*b*g*r*x-12*b*p^2*x-12*b*p*q*x-36*b*p*r*x+12* b*p*x^2-18*b*q*r*x+12*b*q*x^2-24*b*r^2*x+36*b*r*x^2-24*c^3*x-24*c^2*g*x-48*c^2* p*x-24*c^2*q*x-72*c^2*r*x+36*c^2*x^2-6*c*g^2*x-32*c*g*p*x-16*c*g*q*x-48*c*g*r*x +18*c*g*x^2-30*c*p^2*x-36*c*p*q*x-90*c*p*r*x+36*c*p*x^2-6*c*q^2*x-54*c*q*r*x+36 *c*q*x^2-60*c*r^2*x+96*c*r*x^2-4*g^2*p*x-2*g^2*q*x-6*g^2*r*x-10*g*p^2*x-12*g*p* q*x-30*g*p*r*x+9*g*p*x^2-2*g*q^2*x-18*g*q*r*x+9*g*q*x^2-20*g*r^2*x+26*g*r*x^2-6 *p^3*x-12*p^2*q*x-27*p^2*r*x+9*p^2*x^2-6*p*q^2*x-36*p*q*r*x+18*p*q*x^2-36*p*r^2 *x+48*p*r*x^2-9*q^2*r*x+9*q^2*x^2-24*q*r^2*x+48*q*r*x^2-15*r^3*x+45*r^2*x^2+4*a ^2*c+6*a^2*p+2*a^2*q+6*a^2*r+4*a*b*c+4*a*b*p+4*a*b*r+8*a*c^2+4*a*c*g+20*a*c*p+4 *a*c*q+20*a*c*r-28*a*c*x+5*a*g*p+a*g*q+5*a*g*r+9*a*p^2+6*a*p*q+18*a*p*r-24*a*p* x+6*a*q*r-10*a*q*x+9*a*r^2-45*a*r*x+4*b*c^2+2*b*c*g+8*b*c*p+8*b*c*r-20*b*c*x+2* b*g*p+2*b*g*r+3*b*p^2+6*b*p*r-14*b*p*x+3*b*r^2-27*b*r*x+4*c^3+4*c^2*g+14*c^2*p+ 2*c^2*q+14*c^2*r-36*c^2*x+c*g^2+9*c*g*p+c*g*q+9*c*g*r-18*c*g*x+12*c*p^2+6*c*p*q +24*c*p*r-54*c*p*x+6*c*q*r-18*c*q*x+12*c*r^2-96*c*r*x+12*c*x^2+g^2*p+g^2*r+4*g* p^2+2*g*p*q+8*g*p*r-14*g*p*x+2*g*q*r-4*g*q*x+4*g*r^2-26*g*r*x+3*p^3+3*p^2*q+9*p ^2*r-18*p^2*x+6*p*q*r-18*p*q*x+9*p*r^2-63*p*r*x+6*p*x^2+3*q*r^2-33*q*r*x+6*q*x^ 2+3*r^3-45*r^2*x+30*r*x^2+6*a*c+12*a*p+a*q+12*a*r+2*b*c+3*b*p+3*b*r+6*c^2+3*c*g +19*c*p+c*q+19*c*r-12*c*x+5*g*p+5*g*r+9*p^2+3*p*q+18*p*r-12*p*x+3*q*r+9*r^2-30* r*x+2*c+6*p+6*r)*dx-r*(r-1)*(8*a^2*c*x+4*a^2*p*x+4*a^2*q*x+6*a^2*r*x+16*a*b*c*x +8*a*b*p*x+8*a*b*q*x+12*a*b*r*x+24*a*c^2*x+12*a*c*g*x+24*a*c*p*x+24*a*c*q*x+36* a*c*r*x+6*a*g*p*x+6*a*g*q*x+9*a*g*r*x+6*a*p^2*x+12*a*p*q*x+18*a*p*r*x+6*a*q^2*x +18*a*q*r*x+12*a*r^2*x+8*b^2*c*x+4*b^2*p*x+4*b^2*q*x+6*b^2*r*x+24*b*c^2*x+12*b* c*g*x+24*b*c*p*x+24*b*c*q*x+36*b*c*r*x+6*b*g*p*x+6*b*g*q*x+9*b*g*r*x+6*b*p^2*x+ 12*b*p*q*x+18*b*p*r*x+6*b*q^2*x+18*b*q*r*x+12*b*r^2*x+16*c^3*x+16*c^2*g*x+24*c^ 2*p*x+24*c^2*q*x+36*c^2*r*x+4*c*g^2*x+16*c*g*p*x+16*c*g*q*x+24*c*g*r*x+12*c*p^2 *x+24*c*p*q*x+36*c*p*r*x+12*c*q^2*x+36*c*q*r*x+24*c*r^2*x+2*g^2*p*x+2*g^2*q*x+3 *g^2*r*x+4*g*p^2*x+8*g*p*q*x+12*g*p*r*x+4*g*q^2*x+12*g*q*r*x+8*g*r^2*x+2*p^3*x+ 6*p^2*q*x+9*p^2*r*x+6*p*q^2*x+18*p*q*r*x+12*p*r^2*x+2*q^3*x+9*q^2*r*x+12*q*r^2* x+5*r^3*x-4*a^2*c-4*a^2*p-2*a^2*q-4*a^2*r+4*a^2*x-4*a*b*c-4*a*b*p-4*a*b*r+8*a*b *x-8*a*c^2-4*a*c*g-16*a*c*p-4*a*c*q-16*a*c*r+40*a*c*x-4*a*g*p-a*g*q-4*a*g*r+6*a *g*x-6*a*p^2-6*a*p*q-12*a*p*r+20*a*p*x-6*a*q*r+20*a*q*x-6*a*r^2+33*a*r*x+2*b^2* q+4*b^2*x-4*b*c^2-2*b*c*g-8*b*c*p+4*b*c*q-8*b*c*r+40*b*c*x-2*b*g*p+b*g*q-2*b*g* r+6*b*g*x-3*b*p^2-6*b*p*r+20*b*p*x+3*b*q^2+20*b*q*x-3*b*r^2+33*b*r*x-4*c^3-4*c^ 2*g-12*c^2*p-12*c^2*r+48*c^2*x-c*g^2-8*c*g*p-8*c*g*r+28*c*g*x-9*c*p^2-6*c*p*q-\ 18*c*p*r+48*c*p*x+3*c*q^2-6*c*q*r+48*c*q*x-9*c*r^2+78*c*r*x-g^2*p-g^2*r+2*g^2*x -3*g*p^2-2*g*p*q-6*g*p*r+14*g*p*x+g*q^2-2*g*q*r+14*g*q*x-3*g*r^2+23*g*r*x-2*p^3 -3*p^2*q-6*p^2*r+12*p^2*x-6*p*q*r+24*p*q*x-6*p*r^2+39*p*r*x+q^3+12*q^2*x-3*q*r^ 2+39*q*r*x-2*r^3+27*r^2*x-2*a^2-10*a*c-a*g-14*a*p-a*q-14*a*r+14*a*x+2*b^2+2*b*c +b*g-3*b*p+10*b*q-3*b*r+14*b*x-6*c^2-3*c*g-21*c*p+9*c*q-21*c*r+44*c*x-6*g*p+3*g *q-6*g*r+10*g*x-9*p^2-3*p*q-18*p*r+22*p*x+6*q^2-3*q*r+22*q*x-9*r^2+40*r*x-a+7*b +4*c+2*g-7*p+11*q-7*r+12*x+6): Pqn:= x^3*(x-1)^4*dx^5-x^2*(x-1)^3*(3*a*x+3*b*x+6*c*x+2*g*x+3*p*x+3*q*x+5*r* x-3*a-3*c-g-3*p-3*r-5*x+3)*dx^4+x*(x-1)^2*(2*a^2*x^2+4*a*b*x^2+12*a*c*x^2+3*a*g *x^2+6*a*p*x^2+6*a*q*x^2+12*a*r*x^2+2*b^2*x^2+12*b*c*x^2+3*b*g*x^2+6*b*p*x^2+6* b*q*x^2+12*b*r*x^2+12*c^2*x^2+8*c*g*x^2+12*c*p*x^2+12*c*q*x^2+24*c*r*x^2+g^2*x^ 2+4*g*p*x^2+4*g*q*x^2+8*g*r*x^2+3*p^2*x^2+6*p*q*x^2+12*p*r*x^2+3*q^2*x^2+12*q*r *x^2+10*r^2*x^2-4*a^2*x-4*a*b*x-16*a*c*x-4*a*g*x-12*a*p*x-6*a*q*x-18*a*r*x-11*a *x^2-8*b*c*x-2*b*g*x-6*b*p*x-9*b*r*x-11*b*x^2-12*c^2*x-8*c*g*x-18*c*p*x-6*c*q*x -27*c*r*x-18*c*x^2-g^2*x-6*g*p*x-2*g*q*x-9*g*r*x-7*g*x^2-6*p^2*x-6*p*q*x-18*p*r *x-9*p*x^2-9*q*r*x-9*q*x^2-12*r^2*x-10*r*x^2+2*a^2+4*a*c+a*g+6*a*p+6*a*r+16*a*x +9*b*x+2*c^2+c*g+6*c*p+6*c*r+21*c*x+2*g*p+2*g*r+8*g*x+3*p^2+6*p*r+12*p*x+9*q*x+ 3*r^2+12*r*x-5*a-5*c-2*g-3*p-3*r)*dx^3-(x-1)*(4*a^2*c*x^3+2*a^2*p*x^3+2*a^2*q*x ^3+6*a^2*r*x^3+8*a*b*c*x^3+4*a*b*p*x^3+4*a*b*q*x^3+12*a*b*r*x^3+12*a*c^2*x^3+6* a*c*g*x^3+12*a*c*p*x^3+12*a*c*q*x^3+36*a*c*r*x^3+3*a*g*p*x^3+3*a*g*q*x^3+9*a*g* r*x^3+3*a*p^2*x^3+6*a*p*q*x^3+18*a*p*r*x^3+3*a*q^2*x^3+18*a*q*r*x^3+18*a*r^2*x^ 3+4*b^2*c*x^3+2*b^2*p*x^3+2*b^2*q*x^3+6*b^2*r*x^3+12*b*c^2*x^3+6*b*c*g*x^3+12*b *c*p*x^3+12*b*c*q*x^3+36*b*c*r*x^3+3*b*g*p*x^3+3*b*g*q*x^3+9*b*g*r*x^3+3*b*p^2* x^3+6*b*p*q*x^3+18*b*p*r*x^3+3*b*q^2*x^3+18*b*q*r*x^3+18*b*r^2*x^3+8*c^3*x^3+8* c^2*g*x^3+12*c^2*p*x^3+12*c^2*q*x^3+36*c^2*r*x^3+2*c*g^2*x^3+8*c*g*p*x^3+8*c*g* q*x^3+24*c*g*r*x^3+6*c*p^2*x^3+12*c*p*q*x^3+36*c*p*r*x^3+6*c*q^2*x^3+36*c*q*r*x ^3+36*c*r^2*x^3+g^2*p*x^3+g^2*q*x^3+3*g^2*r*x^3+2*g*p^2*x^3+4*g*p*q*x^3+12*g*p* r*x^3+2*g*q^2*x^3+12*g*q*r*x^3+12*g*r^2*x^3+p^3*x^3+3*p^2*q*x^3+9*p^2*r*x^3+3*p *q^2*x^3+18*p*q*r*x^3+18*p*r^2*x^3+q^3*x^3+9*q^2*r*x^3+18*q*r^2*x^3+10*r^3*x^3-\ 8*a^2*c*x^2-6*a^2*p*x^2-4*a^2*q*x^2-14*a^2*r*x^2-6*a^2*x^3-12*a*b*c*x^2-8*a*b*p *x^2-4*a*b*q*x^2-20*a*b*r*x^2-12*a*b*x^3-20*a*c^2*x^2-10*a*c*g*x^2-28*a*c*p*x^2 -16*a*c*q*x^2-68*a*c*r*x^2-28*a*c*x^3-7*a*g*p*x^2-4*a*g*q*x^2-17*a*g*r*x^2-9*a* g*x^3-9*a*p^2*x^2-12*a*p*q*x^2-42*a*p*r*x^2-14*a*p*x^3-3*a*q^2*x^2-30*a*q*r*x^2 -14*a*q*x^3-36*a*r^2*x^2-15*a*r*x^3-4*b^2*c*x^2-2*b^2*p*x^2-6*b^2*r*x^2-6*b^2*x ^3-16*b*c^2*x^2-8*b*c*g*x^2-20*b*c*p*x^2-8*b*c*q*x^2-52*b*c*r*x^2-28*b*c*x^3-5* b*g*p*x^2-2*b*g*q*x^2-13*b*g*r*x^2-9*b*g*x^3-6*b*p^2*x^2-6*b*p*q*x^2-30*b*p*r*x ^2-14*b*p*x^3-18*b*q*r*x^2-14*b*q*x^3-27*b*r^2*x^2-15*b*r*x^3-12*c^3*x^2-12*c^2 *g*x^2-24*c^2*p*x^2-12*c^2*q*x^2-60*c^2*r*x^2-24*c^2*x^3-3*c*g^2*x^2-16*c*g*p*x ^2-8*c*g*q*x^2-40*c*g*r*x^2-18*c*g*x^3-15*c*p^2*x^2-18*c*p*q*x^2-72*c*p*r*x^2-\ 24*c*p*x^3-3*c*q^2*x^2-48*c*q*r*x^2-24*c*q*x^3-63*c*r^2*x^2-18*c*r*x^3-2*g^2*p* x^2-g^2*q*x^2-5*g^2*r*x^2-3*g^2*x^3-5*g*p^2*x^2-6*g*p*q*x^2-24*g*p*r*x^2-9*g*p* x^3-g*q^2*x^2-16*g*q*r*x^2-9*g*q*x^3-21*g*r^2*x^2-9*g*r*x^3-3*p^3*x^2-6*p^2*q*x ^2-21*p^2*r*x^2-6*p^2*x^3-3*p*q^2*x^2-30*p*q*r*x^2-12*p*q*x^3-36*p*r^2*x^2-9*p* r*x^3-9*q^2*r*x^2-6*q^2*x^3-27*q*r^2*x^2-9*q*r*x^3-18*r^3*x^2+4*a^2*c*x+6*a^2*p *x+2*a^2*q*x+10*a^2*r*x+14*a^2*x^2+4*a*b*c*x+4*a*b*p*x+8*a*b*r*x+20*a*b*x^2+8*a *c^2*x+4*a*c*g*x+20*a*c*p*x+4*a*c*q*x+36*a*c*r*x+54*a*c*x^2+5*a*g*p*x+a*g*q*x+9 *a*g*r*x+17*a*g*x^2+9*a*p^2*x+6*a*p*q*x+30*a*p*r*x+30*a*p*x^2+12*a*q*r*x+25*a*q *x^2+21*a*r^2*x+29*a*r*x^2-3*a*x^3+6*b^2*x^2+4*b*c^2*x+2*b*c*g*x+8*b*c*p*x+16*b *c*r*x+42*b*c*x^2+2*b*g*p*x+4*b*g*r*x+13*b*g*x^2+3*b*p^2*x+12*b*p*r*x+23*b*p*x^ 2+18*b*q*x^2+9*b*r^2*x+24*b*r*x^2-3*b*x^3+4*c^3*x+4*c^2*g*x+14*c^2*p*x+2*c^2*q* x+26*c^2*r*x+42*c^2*x^2+c*g^2*x+9*c*g*p*x+c*g*q*x+17*c*g*r*x+31*c*g*x^2+12*c*p^ 2*x+6*c*p*q*x+42*c*p*r*x+45*c*p*x^2+12*c*q*r*x+39*c*q*x^2+30*c*r^2*x+33*c*r*x^2 -14*c*x^3+g^2*p*x+2*g^2*r*x+5*g^2*x^2+4*g*p^2*x+2*g*p*q*x+14*g*p*r*x+17*g*p*x^2 +4*g*q*r*x+14*g*q*x^2+10*g*r^2*x+16*g*r*x^2-3*g*x^3+3*p^3*x+3*p^2*q*x+15*p^2*r* x+12*p^2*x^2+12*p*q*r*x+21*p*q*x^2+21*p*r^2*x+15*p*r*x^2-7*p*x^3+9*q^2*x^2+9*q* r^2*x+18*q*r*x^2-7*q*x^3+9*r^3*x-10*r*x^3-2*a^2*p-2*a^2*r-10*a^2*x-8*a*b*x-4*a* c*p-4*a*c*r-30*a*c*x-a*g*p-a*g*r-9*a*g*x-3*a*p^2-6*a*p*r-18*a*p*x-11*a*q*x-3*a* r^2-16*a*r*x+7*a*x^2-14*b*c*x-4*b*g*x-9*b*p*x-9*b*r*x+3*b*x^2-2*c^2*p-2*c^2*r-\ 20*c^2*x-c*g*p-c*g*r-14*c*g*x-3*c*p^2-6*c*p*r-23*c*p*x-11*c*q*x-3*c*r^2-17*c*r* x+24*c*x^2-2*g^2*x-g*p^2-2*g*p*r-9*g*p*x-4*g*q*x-g*r^2-8*g*r*x+5*g*x^2-p^3-3*p^ 2*r-6*p^2*x-9*p*q*x-3*p*r^2-6*p*r*x+15*p*x^2-9*q*r*x+9*q*x^2-r^3+18*r*x^2+2*a^2 +4*a*c+a*g+2*a*p+2*a*r-5*a*x+2*c^2+c*g+2*c*p+2*c*r-11*c*x+g*p+g*r-2*g*x-9*p*x-9 *r*x+a+c+p+r)*dx^2+(r-1)*(8*a^2*c*x^3+4*a^2*p*x^3+4*a^2*q*x^3+6*a^2*r*x^3+16*a* b*c*x^3+8*a*b*p*x^3+8*a*b*q*x^3+12*a*b*r*x^3+24*a*c^2*x^3+12*a*c*g*x^3+24*a*c*p *x^3+24*a*c*q*x^3+36*a*c*r*x^3+6*a*g*p*x^3+6*a*g*q*x^3+9*a*g*r*x^3+6*a*p^2*x^3+ 12*a*p*q*x^3+18*a*p*r*x^3+6*a*q^2*x^3+18*a*q*r*x^3+12*a*r^2*x^3+8*b^2*c*x^3+4*b ^2*p*x^3+4*b^2*q*x^3+6*b^2*r*x^3+24*b*c^2*x^3+12*b*c*g*x^3+24*b*c*p*x^3+24*b*c* q*x^3+36*b*c*r*x^3+6*b*g*p*x^3+6*b*g*q*x^3+9*b*g*r*x^3+6*b*p^2*x^3+12*b*p*q*x^3 +18*b*p*r*x^3+6*b*q^2*x^3+18*b*q*r*x^3+12*b*r^2*x^3+16*c^3*x^3+16*c^2*g*x^3+24* c^2*p*x^3+24*c^2*q*x^3+36*c^2*r*x^3+4*c*g^2*x^3+16*c*g*p*x^3+16*c*g*q*x^3+24*c* g*r*x^3+12*c*p^2*x^3+24*c*p*q*x^3+36*c*p*r*x^3+12*c*q^2*x^3+36*c*q*r*x^3+24*c*r ^2*x^3+2*g^2*p*x^3+2*g^2*q*x^3+3*g^2*r*x^3+4*g*p^2*x^3+8*g*p*q*x^3+12*g*p*r*x^3 +4*g*q^2*x^3+12*g*q*r*x^3+8*g*r^2*x^3+2*p^3*x^3+6*p^2*q*x^3+9*p^2*r*x^3+6*p*q^2 *x^3+18*p*q*r*x^3+12*p*r^2*x^3+2*q^3*x^3+9*q^2*r*x^3+12*q*r^2*x^3+5*r^3*x^3-20* a^2*c*x^2-12*a^2*p*x^2-10*a^2*q*x^2-16*a^2*r*x^2-36*a*b*c*x^2-20*a*b*p*x^2-16*a *b*q*x^2-28*a*b*r*x^2-56*a*c^2*x^2-28*a*c*g*x^2-64*a*c*p*x^2-52*a*c*q*x^2-88*a* c*r*x^2+16*a*c*x^3-16*a*g*p*x^2-13*a*g*q*x^2-22*a*g*r*x^2-18*a*p^2*x^2-30*a*p*q *x^2-48*a*p*r*x^2+8*a*p*x^3-12*a*q^2*x^2-42*a*q*r*x^2+8*a*q*x^3-30*a*r^2*x^2+15 *a*r*x^3-16*b^2*c*x^2-8*b^2*p*x^2-6*b^2*q*x^2-12*b^2*r*x^2-52*b*c^2*x^2-26*b*c* g*x^2-56*b*c*p*x^2-44*b*c*q*x^2-80*b*c*r*x^2+16*b*c*x^3-14*b*g*p*x^2-11*b*g*q*x ^2-20*b*g*r*x^2-15*b*p^2*x^2-24*b*p*q*x^2-42*b*p*r*x^2+8*b*p*x^3-9*b*q^2*x^2-36 *b*q*r*x^2+8*b*q*x^3-27*b*r^2*x^2+15*b*r*x^3-36*c^3*x^2-36*c^2*g*x^2-60*c^2*p*x ^2-48*c^2*q*x^2-84*c^2*r*x^2+24*c^2*x^3-9*c*g^2*x^2-40*c*g*p*x^2-32*c*g*q*x^2-\ 56*c*g*r*x^2+12*c*g*x^3-33*c*p^2*x^2-54*c*p*q*x^2-90*c*p*r*x^2+24*c*p*x^3-21*c* q^2*x^2-78*c*q*r*x^2+24*c*q*x^3-57*c*r^2*x^2+42*c*r*x^3-5*g^2*p*x^2-4*g^2*q*x^2 -7*g^2*r*x^2-11*g*p^2*x^2-18*g*p*q*x^2-30*g*p*r*x^2+6*g*p*x^3-7*g*q^2*x^2-26*g* q*r*x^2+6*g*q*x^3-19*g*r^2*x^2+11*g*r*x^3-6*p^3*x^2-15*p^2*q*x^2-24*p^2*r*x^2+6 *p^2*x^3-12*p*q^2*x^2-42*p*q*r*x^2+12*p*q*x^3-30*p*r^2*x^2+21*p*r*x^3-3*q^3*x^2 -18*q^2*r*x^2+6*q^2*x^3-27*q*r^2*x^2+21*q*r*x^3-12*r^3*x^2+15*r^2*x^3+16*a^2*c* x+12*a^2*p*x+8*a^2*q*x+14*a^2*r*x+24*a*b*c*x+16*a*b*p*x+8*a*b*q*x+20*a*b*r*x+40 *a*c^2*x+20*a*c*g*x+56*a*c*p*x+32*a*c*q*x+68*a*c*r*x-38*a*c*x^2+14*a*g*p*x+8*a* g*q*x+17*a*g*r*x+18*a*p^2*x+24*a*p*q*x+42*a*p*r*x-24*a*p*x^2+6*a*q^2*x+30*a*q*r *x-17*a*q*x^2+24*a*r^2*x-38*a*r*x^2+8*b^2*c*x+4*b^2*p*x+6*b^2*r*x+32*b*c^2*x+16 *b*c*g*x+40*b*c*p*x+16*b*c*q*x+52*b*c*r*x-34*b*c*x^2+10*b*g*p*x+4*b*g*q*x+13*b* g*r*x+12*b*p^2*x+12*b*p*q*x+30*b*p*r*x-19*b*p*x^2+18*b*q*r*x-12*b*q*x^2+18*b*r^ 2*x-33*b*r*x^2+24*c^3*x+24*c^2*g*x+48*c^2*p*x+24*c^2*q*x+60*c^2*r*x-54*c^2*x^2+ 6*c*g^2*x+32*c*g*p*x+16*c*g*q*x+40*c*g*r*x-27*c*g*x^2+30*c*p^2*x+36*c*p*q*x+72* c*p*r*x-63*c*p*x^2+6*c*q^2*x+48*c*q*r*x-45*c*q*x^2+42*c*r^2*x-99*c*r*x^2+8*c*x^ 3+4*g^2*p*x+2*g^2*q*x+5*g^2*r*x+10*g*p^2*x+12*g*p*q*x+24*g*p*r*x-16*g*p*x^2+2*g *q^2*x+16*g*q*r*x-11*g*q*x^2+14*g*r^2*x-26*g*r*x^2+6*p^3*x+12*p^2*q*x+21*p^2*r* x-18*p^2*x^2+6*p*q^2*x+30*p*q*r*x-27*p*q*x^2+24*p*r^2*x-54*p*r*x^2+4*p*x^3+9*q^ 2*r*x-9*q^2*x^2+18*q*r^2*x-45*q*r*x^2+4*q*x^3+9*r^3*x-36*r^2*x^2+10*r*x^3-4*a^2 *c-4*a^2*p-2*a^2*q-4*a^2*r-4*a*b*c-4*a*b*p-4*a*b*r-8*a*c^2-4*a*c*g-16*a*c*p-4*a *c*q-16*a*c*r+28*a*c*x-4*a*g*p-a*g*q-4*a*g*r-6*a*p^2-6*a*p*q-12*a*p*r+24*a*p*x-\ 6*a*q*r+10*a*q*x-6*a*r^2+31*a*r*x-4*b*c^2-2*b*c*g-8*b*c*p-8*b*c*r+20*b*c*x-2*b* g*p-2*b*g*r-3*b*p^2-6*b*p*r+14*b*p*x-3*b*r^2+21*b*r*x-4*c^3-4*c^2*g-12*c^2*p-2* c^2*q-12*c^2*r+36*c^2*x-c*g^2-8*c*g*p-c*g*q-8*c*g*r+18*c*g*x-9*c*p^2-6*c*p*q-18 *c*p*r+54*c*p*x-6*c*q*r+18*c*q*x-9*c*r^2+72*c*r*x-18*c*x^2-g^2*p-g^2*r-3*g*p^2-\ 2*g*p*q-6*g*p*r+14*g*p*x-2*g*q*r+4*g*q*x-3*g*r^2+19*g*r*x-2*p^3-3*p^2*q-6*p^2*r +18*p^2*x-6*p*q*r+18*p*q*x-6*p*r^2+45*p*r*x-12*p*x^2-3*q*r^2+27*q*r*x-6*q*x^2-2 *r^3+27*r^2*x-24*r*x^2-6*a*c-8*a*p-a*q-8*a*r-2*b*c-3*b*p-3*b*r-6*c^2-3*c*g-15*c *p-c*q-15*c*r+12*c*x-4*g*p-4*g*r-6*p^2-3*p*q-12*p*r+12*p*x-3*q*r-6*r^2+18*r*x-2 *c-4*p-4*r)*dx-r*(x-1)^2*(r-1)*(2*c+r+q+p+1)*(r+2+q+p+g+2*c+b+a)*(r+3+q+p+g+2*c +2*b+2*a): Qqp:= x^3*(x-1)^3*dx^5-x^2*(x-1)^2*(3*a*x+3*b*x+6*c*x+2*g*x+3*p*x+3*q*x+6*r* x-3*a-3*c-g-3*p-3*r-9*x+6)*dx^4+x*(x-1)*(2*a^2*x^2+4*a*b*x^2+12*a*c*x^2+3*a*g*x ^2+6*a*p*x^2+6*a*q*x^2+15*a*r*x^2+2*b^2*x^2+12*b*c*x^2+3*b*g*x^2+6*b*p*x^2+6*b* q*x^2+15*b*r*x^2+12*c^2*x^2+8*c*g*x^2+12*c*p*x^2+12*c*q*x^2+30*c*r*x^2+g^2*x^2+ 4*g*p*x^2+4*g*q*x^2+10*g*r*x^2+3*p^2*x^2+6*p*q*x^2+15*p*r*x^2+3*q^2*x^2+15*q*r* x^2+15*r^2*x^2-4*a^2*x-4*a*b*x-16*a*c*x-4*a*g*x-12*a*p*x-6*a*q*x-21*a*r*x-23*a* x^2-8*b*c*x-2*b*g*x-6*b*p*x-9*b*r*x-23*b*x^2-12*c^2*x-8*c*g*x-18*c*p*x-6*c*q*x-\ 30*c*r*x-42*c*x^2-g^2*x-6*g*p*x-2*g*q*x-10*g*r*x-15*g*x^2-6*p^2*x-6*p*q*x-21*p* r*x-21*p*x^2-9*q*r*x-21*q*x^2-15*r^2*x-30*r*x^2+2*a^2+4*a*c+a*g+6*a*p+6*a*r+34* a*x+18*b*x+2*c^2+c*g+6*c*p+6*c*r+48*c*x+2*g*p+2*g*r+17*g*x+3*p^2+6*p*r+30*p*x+ 18*q*x+3*r^2+36*r*x+6*x^2-11*a-11*c-4*g-9*p-9*r-12*x+6)*dx^3+(-4*a^2*c*x^3-2*a^ 2*p*x^3-2*a^2*q*x^3-8*a^2*r*x^3-8*a*b*c*x^3-4*a*b*p*x^3-4*a*b*q*x^3-16*a*b*r*x^ 3-12*a*c^2*x^3-6*a*c*g*x^3-12*a*c*p*x^3-12*a*c*q*x^3-48*a*c*r*x^3-3*a*g*p*x^3-3 *a*g*q*x^3-12*a*g*r*x^3-3*a*p^2*x^3-6*a*p*q*x^3-24*a*p*r*x^3-3*a*q^2*x^3-24*a*q *r*x^3-30*a*r^2*x^3-4*b^2*c*x^3-2*b^2*p*x^3-2*b^2*q*x^3-8*b^2*r*x^3-12*b*c^2*x^ 3-6*b*c*g*x^3-12*b*c*p*x^3-12*b*c*q*x^3-48*b*c*r*x^3-3*b*g*p*x^3-3*b*g*q*x^3-12 *b*g*r*x^3-3*b*p^2*x^3-6*b*p*q*x^3-24*b*p*r*x^3-3*b*q^2*x^3-24*b*q*r*x^3-30*b*r ^2*x^3-8*c^3*x^3-8*c^2*g*x^3-12*c^2*p*x^3-12*c^2*q*x^3-48*c^2*r*x^3-2*c*g^2*x^3 -8*c*g*p*x^3-8*c*g*q*x^3-32*c*g*r*x^3-6*c*p^2*x^3-12*c*p*q*x^3-48*c*p*r*x^3-6*c *q^2*x^3-48*c*q*r*x^3-60*c*r^2*x^3-g^2*p*x^3-g^2*q*x^3-4*g^2*r*x^3-2*g*p^2*x^3-\ 4*g*p*q*x^3-16*g*p*r*x^3-2*g*q^2*x^3-16*g*q*r*x^3-20*g*r^2*x^3-p^3*x^3-3*p^2*q* x^3-12*p^2*r*x^3-3*p*q^2*x^3-24*p*q*r*x^3-30*p*r^2*x^3-q^3*x^3-12*q^2*r*x^3-30* q*r^2*x^3-20*r^3*x^3+8*a^2*c*x^2+6*a^2*p*x^2+4*a^2*q*x^2+18*a^2*r*x^2+14*a^2*x^ 3+12*a*b*c*x^2+8*a*b*p*x^2+4*a*b*q*x^2+24*a*b*r*x^2+28*a*b*x^3+20*a*c^2*x^2+10* a*c*g*x^2+28*a*c*p*x^2+16*a*c*q*x^2+84*a*c*r*x^2+76*a*c*x^3+7*a*g*p*x^2+4*a*g*q *x^2+21*a*g*r*x^2+21*a*g*x^3+9*a*p^2*x^2+12*a*p*q*x^2+54*a*p*r*x^2+38*a*p*x^3+3 *a*q^2*x^2+36*a*q*r*x^2+38*a*q*x^3+54*a*r^2*x^2+62*a*r*x^3+4*b^2*c*x^2+2*b^2*p* x^2+6*b^2*r*x^2+14*b^2*x^3+16*b*c^2*x^2+8*b*c*g*x^2+20*b*c*p*x^2+8*b*c*q*x^2+60 *b*c*r*x^2+76*b*c*x^3+5*b*g*p*x^2+2*b*g*q*x^2+15*b*g*r*x^2+21*b*g*x^3+6*b*p^2*x ^2+6*b*p*q*x^2+36*b*p*r*x^2+38*b*p*x^3+18*b*q*r*x^2+38*b*q*x^3+36*b*r^2*x^2+62* b*r*x^3+12*c^3*x^2+12*c^2*g*x^2+24*c^2*p*x^2+12*c^2*q*x^2+72*c^2*r*x^2+72*c^2*x ^3+3*c*g^2*x^2+16*c*g*p*x^2+8*c*g*q*x^2+48*c*g*r*x^2+50*c*g*x^3+15*c*p^2*x^2+18 *c*p*q*x^2+90*c*p*r*x^2+72*c*p*x^3+3*c*q^2*x^2+54*c*q*r*x^2+72*c*q*x^3+90*c*r^2 *x^2+108*c*r*x^3+2*g^2*p*x^2+g^2*q*x^2+6*g^2*r*x^2+7*g^2*x^3+5*g*p^2*x^2+6*g*p* q*x^2+30*g*p*r*x^2+25*g*p*x^3+g*q^2*x^2+18*g*q*r*x^2+25*g*q*x^3+30*g*r^2*x^2+40 *g*r*x^3+3*p^3*x^2+6*p^2*q*x^2+27*p^2*r*x^2+18*p^2*x^3+3*p*q^2*x^2+36*p*q*r*x^2 +36*p*q*x^3+54*p*r^2*x^2+54*p*r*x^3+9*q^2*r*x^2+18*q^2*x^3+36*q*r^2*x^2+54*q*r* x^3+30*r^3*x^2+30*r^2*x^3-4*a^2*c*x-6*a^2*p*x-2*a^2*q*x-12*a^2*r*x-32*a^2*x^2-4 *a*b*c*x-4*a*b*p*x-8*a*b*r*x-44*a*b*x^2-8*a*c^2*x-4*a*c*g*x-20*a*c*p*x-4*a*c*q* x-40*a*c*r*x-138*a*c*x^2-5*a*g*p*x-a*g*q*x-10*a*g*r*x-38*a*g*x^2-9*a*p^2*x-6*a* p*q*x-36*a*p*r*x-84*a*p*x^2-12*a*q*r*x-61*a*q*x^2-27*a*r^2*x-117*a*r*x^2-11*a*x ^3-12*b^2*x^2-4*b*c^2*x-2*b*c*g*x-8*b*c*p*x-16*b*c*r*x-102*b*c*x^2-2*b*g*p*x-4* b*g*r*x-28*b*g*x^2-3*b*p^2*x-12*b*p*r*x-59*b*p*x^2-36*b*q*x^2-9*b*r^2*x-87*b*r* x^2-11*b*x^3-4*c^3*x-4*c^2*g*x-14*c^2*p*x-2*c^2*q*x-28*c^2*r*x-114*c^2*x^2-c*g^ 2*x-9*c*g*p*x-c*g*q*x-18*c*g*r*x-79*c*g*x^2-12*c*p^2*x-6*c*p*q*x-48*c*p*r*x-135 *c*p*x^2-12*c*q*r*x-93*c*q*x^2-36*c*r^2*x-180*c*r*x^2+2*c*x^3-g^2*p*x-2*g^2*r*x -11*g^2*x^2-4*g*p^2*x-2*g*p*q*x-16*g*p*r*x-47*g*p*x^2-4*g*q*r*x-32*g*q*x^2-12*g *r^2*x-66*g*r*x^2-5*g*x^3-3*p^3*x-3*p^2*q*x-18*p^2*r*x-39*p^2*x^2-12*p*q*r*x-57 *p*q*x^2-27*p*r^2*x-99*p*r*x^2+p*x^3-18*q^2*x^2-9*q*r^2*x-81*q*r*x^2+q*x^3-12*r ^3*x-54*r^2*x^2+26*r*x^3+2*a^2*p+2*a^2*r+22*a^2*x+16*a*b*x+4*a*c*p+4*a*c*r+70*a *c*x+a*g*p+a*g*r+19*a*g*x+3*a*p^2+6*a*p*r+54*a*p*x+23*a*q*x+3*a*r^2+63*a*r*x+26 *a*x^2+30*b*c*x+8*b*g*x+21*b*p*x+27*b*r*x+30*b*x^2+2*c^2*p+2*c^2*r+48*c^2*x+c*g *p+c*g*r+32*c*g*x+3*c*p^2+6*c*p*r+71*c*p*x+23*c*q*x+3*c*r^2+82*c*r*x+18*c*x^2+4 *g^2*x+g*p^2+2*g*p*r+25*g*p*x+8*g*q*x+g*r^2+30*g*r*x+15*g*x^2+p^3+3*p^2*r+24*p^ 2*x+21*p*q*x+3*p*r^2+51*p*r*x+27*q*r*x+18*q*x^2+r^3+27*r^2*x-30*r*x^2-18*x^3-4* a^2-8*a*c-2*a*g-8*a*p-8*a*r-19*a*x-18*b*x-4*c^2-2*c*g-8*c*p-8*c*r-23*c*x-3*g*p-\ 3*g*r-12*g*x-3*p^2-6*p*r-3*p*x-18*q*x-3*r^2+3*r*x+36*x^2+4*a+4*c+2*g+2*p+2*r-18 *x)*dx^2+(-2+r)*(12*a^2*c*x^2+6*a^2*p*x^2+6*a^2*q*x^2+12*a^2*r*x^2+24*a*b*c*x^2 +12*a*b*p*x^2+12*a*b*q*x^2+24*a*b*r*x^2+36*a*c^2*x^2+18*a*c*g*x^2+36*a*c*p*x^2+ 36*a*c*q*x^2+72*a*c*r*x^2+9*a*g*p*x^2+9*a*g*q*x^2+18*a*g*r*x^2+9*a*p^2*x^2+18*a *p*q*x^2+36*a*p*r*x^2+9*a*q^2*x^2+36*a*q*r*x^2+30*a*r^2*x^2+12*b^2*c*x^2+6*b^2* p*x^2+6*b^2*q*x^2+12*b^2*r*x^2+36*b*c^2*x^2+18*b*c*g*x^2+36*b*c*p*x^2+36*b*c*q* x^2+72*b*c*r*x^2+9*b*g*p*x^2+9*b*g*q*x^2+18*b*g*r*x^2+9*b*p^2*x^2+18*b*p*q*x^2+ 36*b*p*r*x^2+9*b*q^2*x^2+36*b*q*r*x^2+30*b*r^2*x^2+24*c^3*x^2+24*c^2*g*x^2+36*c ^2*p*x^2+36*c^2*q*x^2+72*c^2*r*x^2+6*c*g^2*x^2+24*c*g*p*x^2+24*c*g*q*x^2+48*c*g *r*x^2+18*c*p^2*x^2+36*c*p*q*x^2+72*c*p*r*x^2+18*c*q^2*x^2+72*c*q*r*x^2+60*c*r^ 2*x^2+3*g^2*p*x^2+3*g^2*q*x^2+6*g^2*r*x^2+6*g*p^2*x^2+12*g*p*q*x^2+24*g*p*r*x^2 +6*g*q^2*x^2+24*g*q*r*x^2+20*g*r^2*x^2+3*p^3*x^2+9*p^2*q*x^2+18*p^2*r*x^2+9*p*q ^2*x^2+36*p*q*r*x^2+30*p*r^2*x^2+3*q^3*x^2+18*q^2*r*x^2+30*q*r^2*x^2+15*r^3*x^2 -16*a^2*c*x-12*a^2*p*x-8*a^2*q*x-18*a^2*r*x-6*a^2*x^2-24*a*b*c*x-16*a*b*p*x-8*a *b*q*x-24*a*b*r*x-12*a*b*x^2-40*a*c^2*x-20*a*c*g*x-56*a*c*p*x-32*a*c*q*x-84*a*c *r*x-12*a*c*x^2-14*a*g*p*x-8*a*g*q*x-21*a*g*r*x-9*a*g*x^2-18*a*p^2*x-24*a*p*q*x -54*a*p*r*x-6*a*p*x^2-6*a*q^2*x-36*a*q*r*x-6*a*q*x^2-36*a*r^2*x+12*a*r*x^2-8*b^ 2*c*x-4*b^2*p*x-6*b^2*r*x-6*b^2*x^2-32*b*c^2*x-16*b*c*g*x-40*b*c*p*x-16*b*c*q*x -60*b*c*r*x-12*b*c*x^2-10*b*g*p*x-4*b*g*q*x-15*b*g*r*x-9*b*g*x^2-12*b*p^2*x-12* b*p*q*x-36*b*p*r*x-6*b*p*x^2-18*b*q*r*x-6*b*q*x^2-24*b*r^2*x+12*b*r*x^2-24*c^3* x-24*c^2*g*x-48*c^2*p*x-24*c^2*q*x-72*c^2*r*x-6*c*g^2*x-32*c*g*p*x-16*c*g*q*x-\ 48*c*g*r*x-6*c*g*x^2-30*c*p^2*x-36*c*p*q*x-90*c*p*r*x-6*c*q^2*x-54*c*q*r*x-60*c *r^2*x+48*c*r*x^2-4*g^2*p*x-2*g^2*q*x-6*g^2*r*x-3*g^2*x^2-10*g*p^2*x-12*g*p*q*x -30*g*p*r*x-3*g*p*x^2-2*g*q^2*x-18*g*q*r*x-3*g*q*x^2-20*g*r^2*x+10*g*r*x^2-6*p^ 3*x-12*p^2*q*x-27*p^2*r*x-6*p*q^2*x-36*p*q*r*x-36*p*r^2*x+24*p*r*x^2-9*q^2*r*x-\ 24*q*r^2*x+24*q*r*x^2-15*r^3*x+30*r^2*x^2+4*a^2*c+6*a^2*p+2*a^2*q+6*a^2*r+10*a^ 2*x+4*a*b*c+4*a*b*p+4*a*b*r+16*a*b*x+8*a*c^2+4*a*c*g+20*a*c*p+4*a*c*q+20*a*c*r+ 24*a*c*x+5*a*g*p+a*g*q+5*a*g*r+13*a*g*x+9*a*p^2+6*a*p*q+18*a*p*r+6*a*p*x+6*a*q* r+14*a*q*x+9*a*r^2-9*a*r*x-21*a*x^2+6*b^2*x+4*b*c^2+2*b*c*g+8*b*c*p+8*b*c*r+24* b*c*x+2*b*g*p+2*b*g*r+11*b*g*x+3*b*p^2+6*b*p*r+10*b*p*x+18*b*q*x+3*b*r^2+3*b*r* x-21*b*x^2+4*c^3+4*c^2*g+14*c^2*p+2*c^2*q+14*c^2*r+12*c^2*x+c*g^2+9*c*g*p+c*g*q +9*c*g*r+14*c*g*x+12*c*p^2+6*c*p*q+24*c*p*r+6*c*q*r+24*c*q*x+12*c*r^2-30*c*r*x-\ 42*c*x^2+g^2*p+g^2*r+4*g^2*x+4*g*p^2+2*g*p*q+8*g*p*r+4*g*p*x+2*g*q*r+10*g*q*x+4 *g*r^2-4*g*r*x-15*g*x^2+3*p^3+3*p^2*q+9*p^2*r-3*p^2*x+6*p*q*r+6*p*q*x+9*p*r^2-\ 27*p*r*x-21*p*x^2+9*q^2*x+3*q*r^2-3*q*r*x-21*q*x^2+3*r^3-24*r^2*x-9*r*x^2-4*a^2 -4*a*b-10*a*c-4*a*g-5*a*q+29*a*x-6*b*c-2*b*g-3*b*p-3*b*r+21*b*x-6*c^2-5*c*g+c*p -5*c*q+c*r+54*c*x-g^2-g*p-2*g*q-g*r+18*g*x+3*p^2-3*p*q+6*p*r+27*p*x-3*q*r+27*q* x+3*r^2+21*r*x-18*x^2-8*a-10*c-3*g-6*p-6*r+18*x)*dx-(r-1)*(8*a^2*c*r*x+4*a^2*p* r*x+4*a^2*q*r*x+6*a^2*r^2*x+16*a*b*c*r*x+8*a*b*p*r*x+8*a*b*q*r*x+12*a*b*r^2*x+ 24*a*c^2*r*x+12*a*c*g*r*x+24*a*c*p*r*x+24*a*c*q*r*x+36*a*c*r^2*x+6*a*g*p*r*x+6* a*g*q*r*x+9*a*g*r^2*x+6*a*p^2*r*x+12*a*p*q*r*x+18*a*p*r^2*x+6*a*q^2*r*x+18*a*q* r^2*x+12*a*r^3*x+8*b^2*c*r*x+4*b^2*p*r*x+4*b^2*q*r*x+6*b^2*r^2*x+24*b*c^2*r*x+ 12*b*c*g*r*x+24*b*c*p*r*x+24*b*c*q*r*x+36*b*c*r^2*x+6*b*g*p*r*x+6*b*g*q*r*x+9*b *g*r^2*x+6*b*p^2*r*x+12*b*p*q*r*x+18*b*p*r^2*x+6*b*q^2*r*x+18*b*q*r^2*x+12*b*r^ 3*x+16*c^3*r*x+16*c^2*g*r*x+24*c^2*p*r*x+24*c^2*q*r*x+36*c^2*r^2*x+4*c*g^2*r*x+ 16*c*g*p*r*x+16*c*g*q*r*x+24*c*g*r^2*x+12*c*p^2*r*x+24*c*p*q*r*x+36*c*p*r^2*x+ 12*c*q^2*r*x+36*c*q*r^2*x+24*c*r^3*x+2*g^2*p*r*x+2*g^2*q*r*x+3*g^2*r^2*x+4*g*p^ 2*r*x+8*g*p*q*r*x+12*g*p*r^2*x+4*g*q^2*r*x+12*g*q*r^2*x+8*g*r^3*x+2*p^3*r*x+6*p ^2*q*r*x+9*p^2*r^2*x+6*p*q^2*r*x+18*p*q*r^2*x+12*p*r^3*x+2*q^3*r*x+9*q^2*r^2*x+ 12*q*r^3*x+5*r^4*x-4*a^2*c*r-24*a^2*c*x-4*a^2*p*r-12*a^2*p*x-2*a^2*q*r-12*a^2*q *x-4*a^2*r^2-14*a^2*r*x-4*a*b*c*r-48*a*b*c*x-4*a*b*p*r-24*a*b*p*x-24*a*b*q*x-4* a*b*r^2-28*a*b*r*x-8*a*c^2*r-72*a*c^2*x-4*a*c*g*r-36*a*c*g*x-16*a*c*p*r-72*a*c* p*x-4*a*c*q*r-72*a*c*q*x-16*a*c*r^2-68*a*c*r*x-4*a*g*p*r-18*a*g*p*x-a*g*q*r-18* a*g*q*x-4*a*g*r^2-21*a*g*r*x-6*a*p^2*r-18*a*p^2*x-6*a*p*q*r-36*a*p*q*x-12*a*p*r ^2-34*a*p*r*x-18*a*q^2*x-6*a*q*r^2-34*a*q*r*x-6*a*r^3-3*a*r^2*x-24*b^2*c*x-12*b ^2*p*x+2*b^2*q*r-12*b^2*q*x-14*b^2*r*x-4*b*c^2*r-72*b*c^2*x-2*b*c*g*r-36*b*c*g* x-8*b*c*p*r-72*b*c*p*x+4*b*c*q*r-72*b*c*q*x-8*b*c*r^2-68*b*c*r*x-2*b*g*p*r-18*b *g*p*x+b*g*q*r-18*b*g*q*x-2*b*g*r^2-21*b*g*r*x-3*b*p^2*r-18*b*p^2*x-36*b*p*q*x-\ 6*b*p*r^2-34*b*p*r*x+3*b*q^2*r-18*b*q^2*x-34*b*q*r*x-3*b*r^3-3*b*r^2*x-4*c^3*r-\ 48*c^3*x-4*c^2*g*r-48*c^2*g*x-12*c^2*p*r-72*c^2*p*x-72*c^2*q*x-12*c^2*r^2-60*c^ 2*r*x-c*g^2*r-12*c*g^2*x-8*c*g*p*r-48*c*g*p*x-48*c*g*q*x-8*c*g*r^2-44*c*g*r*x-9 *c*p^2*r-36*c*p^2*x-6*c*p*q*r-72*c*p*q*x-18*c*p*r^2-60*c*p*r*x+3*c*q^2*r-36*c*q ^2*x-6*c*q*r^2-60*c*q*r*x-9*c*r^3+6*c*r^2*x-g^2*p*r-6*g^2*p*x-6*g^2*q*x-g^2*r^2 -7*g^2*r*x-3*g*p^2*r-12*g*p^2*x-2*g*p*q*r-24*g*p*q*x-6*g*p*r^2-22*g*p*r*x+g*q^2 *r-12*g*q^2*x-2*g*q*r^2-22*g*q*r*x-3*g*r^3-g*r^2*x-2*p^3*r-6*p^3*x-3*p^2*q*r-18 *p^2*q*x-6*p^2*r^2-15*p^2*r*x-18*p*q^2*x-6*p*q*r^2-30*p*q*r*x-6*p*r^3+3*p*r^2*x +q^3*r-6*q^3*x-15*q^2*r*x-3*q*r^3+3*q*r^2*x-2*r^4+12*r^3*x+16*a^2*c+12*a^2*p+8* a^2*q+12*a^2*r-12*a^2*x+24*a*b*c+16*a*b*p+8*a*b*q+20*a*b*r-24*a*b*x+40*a*c^2+20 *a*c*g+56*a*c*p+32*a*c*q+58*a*c*r-120*a*c*x+14*a*g*p+8*a*g*q+16*a*g*r-18*a*g*x+ 18*a*p^2+24*a*p*q+28*a*p*r-60*a*p*x+6*a*q^2+29*a*q*r-60*a*q*x+10*a*r^2-85*a*r*x +8*b^2*c+4*b^2*p+8*b^2*r-12*b^2*x+32*b*c^2+16*b*c*g+40*b*c*p+16*b*c*q+54*b*c*r-\ 120*b*c*x+10*b*g*p+4*b*g*q+14*b*g*r-18*b*g*x+12*b*p^2+12*b*p*q+27*b*p*r-60*b*p* x+28*b*q*r-60*b*q*x+15*b*r^2-85*b*r*x+24*c^3+24*c^2*g+48*c^2*p+24*c^2*q+54*c^2* r-144*c^2*x+6*c*g^2+32*c*g*p+16*c*g*q+37*c*g*r-84*c*g*x+30*c*p^2+36*c*p*q+51*c* p*r-144*c*p*x+6*c*q^2+57*c*q*r-144*c*q*x+21*c*r^2-190*c*r*x+4*g^2*p+2*g^2*q+5*g ^2*r-6*g^2*x+10*g*p^2+12*g*p*q+18*g*p*r-42*g*p*x+2*g*q^2+19*g*q*r-42*g*q*x+8*g* r^2-59*g*r*x+6*p^3+12*p^2*q+12*p^2*r-36*p^2*x+6*p*q^2+27*p*q*r-72*p*q*x+6*p*r^2 -95*p*r*x+15*q^2*r-36*q^2*x+15*q*r^2-95*q*r*x-41*r^2*x+8*a^2+8*a*b+60*a*c+8*a*g +48*a*p+22*a*q+60*a*r-42*a*x+36*b*c+4*b*g+26*b*p+46*b*r-42*b*x+60*c^2+34*c*g+90 *c*p+30*c*q+124*c*r-132*c*x+2*g^2+26*g*p+8*g*q+37*g*r-30*g*x+30*p^2+30*p*q+68*p *r-66*p*x+56*q*r-66*q*x+38*r^2-108*r*x+16*a+36*c+6*g+36*p+60*r-36*x): Qqn:= x*(x-1)^2*(2*a^2*x^2+4*a*b*x^2+12*a*c*x^2+3*a*g*x^2+6*a*p*x^2+6*a*q*x^ 2+12*a*r*x^2+2*b^2*x^2+12*b*c*x^2+3*b*g*x^2+6*b*p*x^2+6*b*q*x^2+12*b*r*x^2+12*c ^2*x^2+8*c*g*x^2+12*c*p*x^2+12*c*q*x^2+24*c*r*x^2+g^2*x^2+4*g*p*x^2+4*g*q*x^2+8 *g*r*x^2+3*p^2*x^2+6*p*q*x^2+12*p*r*x^2+3*q^2*x^2+12*q*r*x^2+10*r^2*x^2-4*a^2*x -4*a*b*x-16*a*c*x-4*a*g*x-12*a*p*x-6*a*q*x-18*a*r*x-47*a*x^2-8*b*c*x-2*b*g*x-6* b*p*x-9*b*r*x-47*b*x^2-12*c^2*x-8*c*g*x-18*c*p*x-6*c*q*x-27*c*r*x-90*c*x^2-g^2* x-6*g*p*x-2*g*q*x-9*g*r*x-31*g*x^2-6*p^2*x-6*p*q*x-18*p*r*x-45*p*x^2-9*q*r*x-45 *q*x^2-12*r^2*x-70*r*x^2+2*a^2+4*a*c+a*g+6*a*p+6*a*r+58*a*x+18*b*x+2*c^2+c*g+6* c*p+6*c*r+72*c*x+2*g*p+2*g*r+25*g*x+3*p^2+6*p*r+54*p*x+18*q*x+3*r^2+60*r*x+120* x^2-11*a-11*c-4*g-9*p-9*r-72*x+6)*dx^3-x^2*(x-1)^3*(3*a*x+3*b*x+6*c*x+2*g*x+3*p *x+3*q*x+5*r*x-3*a-3*c-g-3*p-3*r-20*x+6)*dx^4+(8*a^2*c*r*x^3+4*a^2*p*r*x^3+4*a^ 2*q*r*x^3+6*a^2*r^2*x^3+16*a*b*c*r*x^3+8*a*b*p*r*x^3+8*a*b*q*r*x^3+12*a*b*r^2*x ^3+24*a*c^2*r*x^3+12*a*c*g*r*x^3+24*a*c*p*r*x^3+24*a*c*q*r*x^3+36*a*c*r^2*x^3+6 *a*g*p*r*x^3+6*a*g*q*r*x^3+9*a*g*r^2*x^3+6*a*p^2*r*x^3+12*a*p*q*r*x^3+18*a*p*r^ 2*x^3+6*a*q^2*r*x^3+18*a*q*r^2*x^3+12*a*r^3*x^3+8*b^2*c*r*x^3+4*b^2*p*r*x^3+4*b ^2*q*r*x^3+6*b^2*r^2*x^3+24*b*c^2*r*x^3+12*b*c*g*r*x^3+24*b*c*p*r*x^3+24*b*c*q* r*x^3+36*b*c*r^2*x^3+6*b*g*p*r*x^3+6*b*g*q*r*x^3+9*b*g*r^2*x^3+6*b*p^2*r*x^3+12 *b*p*q*r*x^3+18*b*p*r^2*x^3+6*b*q^2*r*x^3+18*b*q*r^2*x^3+12*b*r^3*x^3+16*c^3*r* x^3+16*c^2*g*r*x^3+24*c^2*p*r*x^3+24*c^2*q*r*x^3+36*c^2*r^2*x^3+4*c*g^2*r*x^3+ 16*c*g*p*r*x^3+16*c*g*q*r*x^3+24*c*g*r^2*x^3+12*c*p^2*r*x^3+24*c*p*q*r*x^3+36*c *p*r^2*x^3+12*c*q^2*r*x^3+36*c*q*r^2*x^3+24*c*r^3*x^3+2*g^2*p*r*x^3+2*g^2*q*r*x ^3+3*g^2*r^2*x^3+4*g*p^2*r*x^3+8*g*p*q*r*x^3+12*g*p*r^2*x^3+4*g*q^2*r*x^3+12*g* q*r^2*x^3+8*g*r^3*x^3+2*p^3*r*x^3+6*p^2*q*r*x^3+9*p^2*r^2*x^3+6*p*q^2*r*x^3+18* p*q*r^2*x^3+12*p*r^3*x^3+2*q^3*r*x^3+9*q^2*r^2*x^3+12*q*r^3*x^3+5*r^4*x^3-20*a^ 2*c*r*x^2-32*a^2*c*x^3-12*a^2*p*r*x^2-16*a^2*p*x^3-10*a^2*q*r*x^2-16*a^2*q*x^3-\ 16*a^2*r^2*x^2-42*a^2*r*x^3-36*a*b*c*r*x^2-64*a*b*c*x^3-20*a*b*p*r*x^2-32*a*b*p *x^3-16*a*b*q*r*x^2-32*a*b*q*x^3-28*a*b*r^2*x^2-84*a*b*r*x^3-56*a*c^2*r*x^2-96* a*c^2*x^3-28*a*c*g*r*x^2-48*a*c*g*x^3-64*a*c*p*r*x^2-96*a*c*p*x^3-52*a*c*q*r*x^ 2-96*a*c*q*x^3-88*a*c*r^2*x^2-236*a*c*r*x^3-16*a*g*p*r*x^2-24*a*g*p*x^3-13*a*g* q*r*x^2-24*a*g*q*x^3-22*a*g*r^2*x^2-63*a*g*r*x^3-18*a*p^2*r*x^2-24*a*p^2*x^3-30 *a*p*q*r*x^2-48*a*p*q*x^3-48*a*p*r^2*x^2-118*a*p*r*x^3-12*a*q^2*r*x^2-24*a*q^2* x^3-42*a*q*r^2*x^2-118*a*q*r*x^3-30*a*r^3*x^2-105*a*r^2*x^3-16*b^2*c*r*x^2-32*b ^2*c*x^3-8*b^2*p*r*x^2-16*b^2*p*x^3-6*b^2*q*r*x^2-16*b^2*q*x^3-12*b^2*r^2*x^2-\ 42*b^2*r*x^3-52*b*c^2*r*x^2-96*b*c^2*x^3-26*b*c*g*r*x^2-48*b*c*g*x^3-56*b*c*p*r *x^2-96*b*c*p*x^3-44*b*c*q*r*x^2-96*b*c*q*x^3-80*b*c*r^2*x^2-236*b*c*r*x^3-14*b *g*p*r*x^2-24*b*g*p*x^3-11*b*g*q*r*x^2-24*b*g*q*x^3-20*b*g*r^2*x^2-63*b*g*r*x^3 -15*b*p^2*r*x^2-24*b*p^2*x^3-24*b*p*q*r*x^2-48*b*p*q*x^3-42*b*p*r^2*x^2-118*b*p *r*x^3-9*b*q^2*r*x^2-24*b*q^2*x^3-36*b*q*r^2*x^2-118*b*q*r*x^3-27*b*r^3*x^2-105 *b*r^2*x^3-36*c^3*r*x^2-64*c^3*x^3-36*c^2*g*r*x^2-64*c^2*g*x^3-60*c^2*p*r*x^2-\ 96*c^2*p*x^3-48*c^2*q*r*x^2-96*c^2*q*x^3-84*c^2*r^2*x^2-228*c^2*r*x^3-9*c*g^2*r *x^2-16*c*g^2*x^3-40*c*g*p*r*x^2-64*c*g*p*x^3-32*c*g*q*r*x^2-64*c*g*q*x^3-56*c* g*r^2*x^2-156*c*g*r*x^3-33*c*p^2*r*x^2-48*c*p^2*x^3-54*c*p*q*r*x^2-96*c*p*q*x^3 -90*c*p*r^2*x^2-228*c*p*r*x^3-21*c*q^2*r*x^2-48*c*q^2*x^3-78*c*q*r^2*x^2-228*c* q*r*x^3-57*c*r^3*x^2-198*c*r^2*x^3-5*g^2*p*r*x^2-8*g^2*p*x^3-4*g^2*q*r*x^2-8*g^ 2*q*x^3-7*g^2*r^2*x^2-21*g^2*r*x^3-11*g*p^2*r*x^2-16*g*p^2*x^3-18*g*p*q*r*x^2-\ 32*g*p*q*x^3-30*g*p*r^2*x^2-78*g*p*r*x^3-7*g*q^2*r*x^2-16*g*q^2*x^3-26*g*q*r^2* x^2-78*g*q*r*x^3-19*g*r^3*x^2-69*g*r^2*x^3-6*p^3*r*x^2-8*p^3*x^3-15*p^2*q*r*x^2 -24*p^2*q*x^3-24*p^2*r^2*x^2-57*p^2*r*x^3-12*p*q^2*r*x^2-24*p*q^2*x^3-42*p*q*r^ 2*x^2-114*p*q*r*x^3-30*p*r^3*x^2-99*p*r^2*x^3-3*q^3*r*x^2-8*q^3*x^3-18*q^2*r^2* x^2-57*q^2*r*x^3-27*q*r^3*x^2-99*q*r^2*x^3-12*r^4*x^2-50*r^3*x^3+16*a^2*c*r*x+ 72*a^2*c*x^2+12*a^2*p*r*x+48*a^2*p*x^2+8*a^2*q*r*x+36*a^2*q*x^2+14*a^2*r^2*x+ 104*a^2*r*x^2+72*a^2*x^3+24*a*b*c*r*x+120*a*b*c*x^2+16*a*b*p*r*x+72*a*b*p*x^2+8 *a*b*q*r*x+48*a*b*q*x^2+20*a*b*r^2*x+164*a*b*r*x^2+144*a*b*x^3+40*a*c^2*r*x+192 *a*c^2*x^2+20*a*c*g*r*x+96*a*c*g*x^2+56*a*c*p*r*x+240*a*c*p*x^2+32*a*c*q*r*x+ 168*a*c*q*x^2+68*a*c*r^2*x+498*a*c*r*x^2+368*a*c*x^3+14*a*g*p*r*x+60*a*g*p*x^2+ 8*a*g*q*r*x+42*a*g*q*x^2+17*a*g*r^2*x+134*a*g*r*x^2+108*a*g*x^3+18*a*p^2*r*x+72 *a*p^2*x^2+24*a*p*q*r*x+108*a*p*q*x^2+42*a*p*r^2*x+288*a*p*r*x^2+184*a*p*x^3+6* a*q^2*r*x+36*a*q^2*x^2+30*a*q*r^2*x+229*a*q*r*x^2+184*a*q*x^3+24*a*r^3*x+226*a* r^2*x^2+291*a*r*x^3+8*b^2*c*r*x+48*b^2*c*x^2+4*b^2*p*r*x+24*b^2*p*x^2+12*b^2*q* x^2+6*b^2*r^2*x+60*b^2*r*x^2+72*b^2*x^3+32*b*c^2*r*x+168*b*c^2*x^2+16*b*c*g*r*x +84*b*c*g*x^2+40*b*c*p*r*x+192*b*c*p*x^2+16*b*c*q*r*x+120*b*c*q*x^2+52*b*c*r^2* x+414*b*c*r*x^2+368*b*c*x^3+10*b*g*p*r*x+48*b*g*p*x^2+4*b*g*q*r*x+30*b*g*q*x^2+ 13*b*g*r^2*x+112*b*g*r*x^2+108*b*g*x^3+12*b*p^2*r*x+54*b*p^2*x^2+12*b*p*q*r*x+ 72*b*p*q*x^2+30*b*p*r^2*x+227*b*p*r*x^2+184*b*p*x^3+18*b*q^2*x^2+18*b*q*r^2*x+ 168*b*q*r*x^2+184*b*q*x^3+18*b*r^3*x+183*b*r^2*x^2+291*b*r*x^3+24*c^3*r*x+120*c ^3*x^2+24*c^2*g*r*x+120*c^2*g*x^2+48*c^2*p*r*x+216*c^2*p*x^2+24*c^2*q*r*x+144*c ^2*q*x^2+60*c^2*r^2*x+438*c^2*r*x^2+336*c^2*x^3+6*c*g^2*r*x+30*c*g^2*x^2+32*c*g *p*r*x+144*c*g*p*x^2+16*c*g*q*r*x+96*c*g*q*x^2+40*c*g*r^2*x+301*c*g*r*x^2+240*c *g*x^3+30*c*p^2*r*x+126*c*p^2*x^2+36*c*p*q*r*x+180*c*p*q*x^2+72*c*p*r^2*x+495*c *p*r*x^2+336*c*p*x^3+6*c*q^2*r*x+54*c*q^2*x^2+48*c*q*r^2*x+381*c*q*r*x^2+336*c* q*x^3+42*c*r^3*x+381*c*r^2*x^2+506*c*r*x^3+4*g^2*p*r*x+18*g^2*p*x^2+2*g^2*q*r*x +12*g^2*q*x^2+5*g^2*r^2*x+41*g^2*r*x^2+36*g^2*x^3+10*g*p^2*r*x+42*g*p^2*x^2+12* g*p*q*r*x+60*g*p*q*x^2+24*g*p*r^2*x+170*g*p*r*x^2+120*g*p*x^3+2*g*q^2*r*x+18*g* q^2*x^2+16*g*q*r^2*x+131*g*q*r*x^2+120*g*q*x^3+14*g*r^3*x+134*g*r^2*x^2+187*g*r *x^3+6*p^3*r*x+24*p^3*x^2+12*p^2*q*r*x+54*p^2*q*x^2+21*p^2*r^2*x+138*p^2*r*x^2+ 84*p^2*x^3+6*p*q^2*r*x+36*p*q^2*x^2+30*p*q*r^2*x+219*p*q*r*x^2+168*p*q*x^3+24*p *r^3*x+210*p*r^2*x^2+253*p*r*x^3+6*q^3*x^2+9*q^2*r^2*x+81*q^2*r*x^2+84*q^2*x^3+ 18*q*r^3*x+171*q*r^2*x^2+253*q*r*x^3+9*r^4*x+96*r^3*x^2+175*r^2*x^3-4*a^2*c*r-\ 48*a^2*c*x-4*a^2*p*r-48*a^2*p*x-2*a^2*q*r-24*a^2*q*x-4*a^2*r^2-82*a^2*r*x-168*a ^2*x^2-4*a*b*c*r-64*a*b*c*x-4*a*b*p*r-48*a*b*p*x-16*a*b*q*x-4*a*b*r^2-92*a*b*r* x-240*a*b*x^2-8*a*c^2*r-112*a*c^2*x-4*a*c*g*r-56*a*c*g*x-16*a*c*p*r-192*a*c*p*x -4*a*c*q*r-80*a*c*q*x-16*a*c*r^2-320*a*c*r*x-684*a*c*x^2-4*a*g*p*r-48*a*g*p*x-a *g*q*r-20*a*g*q*x-4*a*g*r^2-87*a*g*r*x-204*a*g*x^2-6*a*p^2*r-72*a*p^2*x-6*a*p*q *r-72*a*p*q*x-12*a*p*r^2-222*a*p*r*x-408*a*p*x^2-12*a*q^2*x-6*a*q*r^2-128*a*q*r *x-306*a*q*x^2-6*a*r^3-149*a*r^2*x-548*a*r*x^2-252*a*x^3-16*b^2*c*x-8*b^2*p*x-\ 18*b^2*r*x-72*b^2*x^2-4*b*c^2*r-80*b*c^2*x-2*b*c*g*r-40*b*c*g*x-8*b*c*p*r-112*b *c*p*x-32*b*c*q*x-8*b*c*r^2-200*b*c*r*x-516*b*c*x^2-2*b*g*p*r-28*b*g*p*x-8*b*g* q*x-2*b*g*r^2-55*b*g*r*x-156*b*g*x^2-3*b*p^2*r-36*b*p^2*x-24*b*p*q*x-6*b*p*r^2-\ 124*b*p*r*x-294*b*p*x^2-54*b*q*r*x-192*b*q*x^2-3*b*r^3-87*b*r^2*x-402*b*r*x^2-\ 252*b*x^3-4*c^3*r-64*c^3*x-4*c^2*g*r-64*c^2*g*x-12*c^2*p*r-152*c^2*p*x-2*c^2*q* r-56*c^2*q*x-12*c^2*r^2-248*c^2*r*x-540*c^2*x^2-c*g^2*r-16*c*g^2*x-8*c*g*p*r-\ 100*c*g*p*x-c*g*q*r-36*c*g*q*x-8*c*g*r^2-170*c*g*r*x-390*c*g*x^2-9*c*p^2*r-108* c*p^2*x-6*c*p*q*r-96*c*p*q*x-18*c*p*r^2-330*c*p*r*x-630*c*p*x^2-12*c*q^2*x-6*c* q*r^2-174*c*q*r*x-450*c*q*x^2-9*c*r^3-216*c*r^2*x-804*c*r*x^2-392*c*x^3-g^2*p*r -12*g^2*p*x-4*g^2*q*x-g^2*r^2-23*g^2*r*x-60*g^2*x^2-3*g*p^2*r-36*g*p^2*x-2*g*p* q*r-32*g*p*q*x-6*g*p*r^2-114*g*p*r*x-228*g*p*x^2-4*g*q^2*x-2*g*q*r^2-60*g*q*r*x -162*g*q*x^2-3*g*r^3-77*g*r^2*x-303*g*r*x^2-156*g*x^3-2*p^3*r-24*p^3*x-3*p^2*q* r-36*p^2*q*x-6*p^2*r^2-105*p^2*r*x-180*p^2*x^2-12*p*q^2*x-6*p*q*r^2-120*p*q*r*x -270*p*q*x^2-6*p*r^3-135*p*r^2*x-456*p*r*x^2-196*p*x^3-27*q^2*r*x-90*q^2*x^2-3* q*r^3-81*q*r^2*x-348*q*r*x^2-196*q*x^3-2*r^4-54*r^3*x-276*r^2*x^2-250*r*x^3+8*a ^2*c+16*a^2*p+4*a^2*q+20*a^2*r+120*a^2*x+8*a*b*c+8*a*b*p+12*a*b*r+104*a*b*x+16* a*c^2+8*a*c*g+48*a*c*p+8*a*c*q+58*a*c*r+368*a*c*x+12*a*g*p+2*a*g*q+16*a*g*r+112 *a*g*x+24*a*p^2+12*a*p*q+52*a*p*r+264*a*p*x+17*a*q*r+132*a*q*x+28*a*r^2+295*a*r *x+420*a*x^2+12*b^2*x+8*b*c^2+4*b*c*g+16*b*c*p+22*b*c*r+184*b*c*x+4*b*g*p+6*b*g *r+58*b*g*x+6*b*p^2+15*b*p*r+116*b*p*x+36*b*q*x+9*b*r^2+135*b*r*x+288*b*x^2+8*c ^3+8*c^2*g+32*c^2*p+4*c^2*q+38*c^2*r+244*c^2*x+2*c*g^2+20*c*g*p+2*c*g*q+25*c*g* r+174*c*g*x+30*c*p^2+12*c*p*q+63*c*p*r+332*c*p*x+17*c*q*r+152*c*q*x+33*c*r^2+ 350*c*r*x+528*c*x^2+2*g^2*p+3*g^2*r+26*g^2*x+10*g*p^2+4*g*p*q+22*g*p*r+124*g*p* x+6*g*q*r+56*g*q*x+12*g*r^2+137*g*r*x+216*g*x^2+8*p^3+6*p^2*q+24*p^2*r+108*p^2* x+15*p*q*r+108*p*q*x+24*p*r^2+225*p*r*x+300*p*x^2+18*q^2*x+9*q*r^2+117*q*r*x+ 228*q*x^2+8*r^3+117*r^2*x+336*r*x^2+120*x^3-24*a^2-8*a*b-52*a*c-16*a*g-40*a*p-\ 10*a*q-38*a*r-180*a*x-12*b*c-4*b*g-6*b*p-6*b*r-66*b*x-28*c^2-18*c*g-38*c*p-10*c *q-34*c*r-174*c*x-2*g^2-16*g*p-4*g*q-15*g*r-78*g*x-12*p^2-6*p*q-22*p*r-108*p*x-\ 6*q*r-54*q*x-10*r^2-108*r*x-144*x^2+12*a+8*c+6*g+4*p+4*r+36*x)*dx+6*q^3*x+q^3*r -48*a*b*p*x^2-144*a*c*p*x^2-36*a*g*p*x^2-72*a*p*q*x^2-144*b*c*p*x^2-72*b*p*q*x^ 2-96*c*g*p*x^2-144*c*p*q*x^2-48*g*p*q*x^2-36*b*g*p*x^2+72*b*p*q*x+180*c*p*q*x+ 60*g*p*q*x+192*b*c*p*x+48*b*g*p*x+144*c*g*p*x+72*a*b*p*x+240*a*c*p*x+60*a*g*p*x +108*a*p*q*x-38*a*g*p*r*x-32*a*g*q*r*x-72*a*p*q*r*x-64*b*c*g*r*x-136*b*c*p*r*x-\ 112*b*c*q*r*x-34*b*g*p*r*x-28*b*g*q*r*x-60*b*p*q*r*x-96*c*g*p*r*x-80*c*g*q*r*x-\ 132*c*p*q*r*x-44*g*p*q*r*x+8*g*p*q*r^2*x+28*g*p*q*r*x^2-88*a*b*c*r*x-48*a*b*p*r *x-40*a*b*q*r*x-68*a*c*g*r*x-152*a*c*p*r*x-128*a*c*q*r*x+16*c*g*p*r^2*x+56*c*g* p*r*x^2+16*c*g*q*r^2*x+56*c*g*q*r*x^2+24*c*p*q*r^2*x+84*c*p*q*r*x^2+6*b*g*p*r^2 *x+21*b*g*p*r*x^2+6*b*g*q*r^2*x+21*b*g*q*r*x^2+12*b*p*q*r^2*x+42*b*p*q*r*x^2+12 *b*c*g*r^2*x+42*b*c*g*r*x^2+24*b*c*p*r^2*x+84*b*c*p*r*x^2+24*b*c*q*r^2*x+84*b*c *q*r*x^2+6*a*g*p*r^2*x+21*a*g*p*r*x^2+6*a*g*q*r^2*x+21*a*g*q*r*x^2+12*a*p*q*r^2 *x+42*a*p*q*r*x^2+12*a*c*g*r^2*x+42*a*c*g*r*x^2+24*a*c*p*r^2*x+84*a*c*p*r*x^2+ 24*a*c*q*r^2*x+84*a*c*q*r*x^2+16*a*b*c*r^2*x+56*a*b*c*r*x^2+8*a*b*p*r^2*x+28*a* b*p*r*x^2+8*a*b*q*r^2*x+28*a*b*q*r*x^2-4*g*p*q*r^2*x^2-8*c*g*p*r^2*x^2-8*c*g*q* r^2*x^2-12*c*p*q*r^2*x^2-3*b*g*p*r^2*x^2-3*b*g*q*r^2*x^2-6*b*p*q*r^2*x^2-6*b*c* g*r^2*x^2-12*b*c*p*r^2*x^2-12*b*c*q*r^2*x^2-3*a*g*q*r^2*x^2-6*a*p*q*r^2*x^2-3*a *g*p*r^2*x^2-6*a*c*g*r^2*x^2-12*a*c*p*r^2*x^2-12*a*c*q*r^2*x^2-4*a*b*q*r^2*x^2-\ 4*a*b*p*r^2*x^2-8*a*b*c*r^2*x^2+6*r*g+4*p*b+8*p*g+4*p*c+8*r*c+2*r*q+24*p*a+20*r *a+4*r*b-32*a*b*c-24*a*b*p-8*a*b*q-28*a*c*g-40*a*c*q-10*a*g*q-36*a*p*q-20*b*c*g -56*b*c*p-16*b*c*q-14*b*g*p-4*b*g*q-12*b*p*q-18*c*g*q-48*c*p*q-16*g*p*q+96*a*b* x^2-96*a*c*p-24*a*g*p-50*c*g*p+192*a*c^2*x+36*a*q^2*x+122*a*r^2*x+168*b*c^2*x+ 90*b*r^2*x+120*c^2*g*x+144*c^2*q*x+252*c^2*r*x+54*c*q^2*x+164*c*r^2*x+18*g*q^2* x+66*g*r^2*x+42*q^2*r*x+70*q*r^2*x-204*a*c*x-90*a*q*x-132*b*c*x-48*b*q*x-102*c* g*x-90*c*q*x-42*g*q*x+72*a^2*c*x+36*a^2*q*x+84*a^2*r*x+48*b^2*c*x+44*b^2*r*x+30 *c*g^2*x+12*g^2*q*x+32*g^2*r*x-96*a*b*x-84*a*g*x-60*b*g*x-36*a*q^2*x^2-48*a^2*c *x^2-24*a^2*q*x^2-52*a^2*r*x^2-144*a*c^2*x^2-144*c^2*q*x^2-228*c^2*r*x^2+192*a* c*x^2+96*a*q*x^2+144*c*q*x^2-48*b^2*c*x^2-24*b^2*q*x^2-52*b^2*r*x^2-144*b*c^2*x ^2-36*b*q^2*x^2-96*c^2*g*x^2-72*c*q^2*x^2-24*g*q^2*x^2-57*q^2*r*x^2+192*b*c*x^2 +72*b*g*x^2+96*b*q*x^2+120*c*g*x^2+60*g*q*x^2-24*c*g^2*x^2-12*g^2*q*x^2-26*g^2* r*x^2+72*a*g*x^2-80*r^2*x^2*q-96*r^2*x^2*b-96*r^2*x^2*a-160*r^2*x^2*c-61*r^2*x^ 2*g-122*r*x*c-58*r*x*g-52*r*x*q-80*r*x*b+124*r*x^2*a+124*r*x^2*b+172*r*x^2*c+86 *r*x^2*q+74*r*x^2*g-126*r*x*a+40*c*g*p*r+24*c*g*q*r+48*c*p*q*r+294*c*p*r*x+16*g *p*q*r+110*g*p*r*x+126*p*q*r*x-(x-1)*(4*a^2*c*x^3+2*a^2*p*x^3+2*a^2*q*x^3+6*a^2 *r*x^3+8*a*b*c*x^3+4*a*b*p*x^3+4*a*b*q*x^3+12*a*b*r*x^3+12*a*c^2*x^3+6*a*c*g*x^ 3+12*a*c*p*x^3+12*a*c*q*x^3+36*a*c*r*x^3+3*a*g*p*x^3+3*a*g*q*x^3+9*a*g*r*x^3+3* a*p^2*x^3+6*a*p*q*x^3+18*a*p*r*x^3+3*a*q^2*x^3+18*a*q*r*x^3+18*a*r^2*x^3+4*b^2* c*x^3+2*b^2*p*x^3+2*b^2*q*x^3+6*b^2*r*x^3+12*b*c^2*x^3+6*b*c*g*x^3+12*b*c*p*x^3 +12*b*c*q*x^3+36*b*c*r*x^3+3*b*g*p*x^3+3*b*g*q*x^3+9*b*g*r*x^3+3*b*p^2*x^3+6*b* p*q*x^3+18*b*p*r*x^3+3*b*q^2*x^3+18*b*q*r*x^3+18*b*r^2*x^3+8*c^3*x^3+8*c^2*g*x^ 3+12*c^2*p*x^3+12*c^2*q*x^3+36*c^2*r*x^3+2*c*g^2*x^3+8*c*g*p*x^3+8*c*g*q*x^3+24 *c*g*r*x^3+6*c*p^2*x^3+12*c*p*q*x^3+36*c*p*r*x^3+6*c*q^2*x^3+36*c*q*r*x^3+36*c* r^2*x^3+g^2*p*x^3+g^2*q*x^3+3*g^2*r*x^3+2*g*p^2*x^3+4*g*p*q*x^3+12*g*p*r*x^3+2* g*q^2*x^3+12*g*q*r*x^3+12*g*r^2*x^3+p^3*x^3+3*p^2*q*x^3+9*p^2*r*x^3+3*p*q^2*x^3 +18*p*q*r*x^3+18*p*r^2*x^3+q^3*x^3+9*q^2*r*x^3+18*q*r^2*x^3+10*r^3*x^3-8*a^2*c* x^2-6*a^2*p*x^2-4*a^2*q*x^2-14*a^2*r*x^2-24*a^2*x^3-12*a*b*c*x^2-8*a*b*p*x^2-4* a*b*q*x^2-20*a*b*r*x^2-48*a*b*x^3-20*a*c^2*x^2-10*a*c*g*x^2-28*a*c*p*x^2-16*a*c *q*x^2-68*a*c*r*x^2-136*a*c*x^3-7*a*g*p*x^2-4*a*g*q*x^2-17*a*g*r*x^2-36*a*g*x^3 -9*a*p^2*x^2-12*a*p*q*x^2-42*a*p*r*x^2-68*a*p*x^3-3*a*q^2*x^2-30*a*q*r*x^2-68*a *q*x^3-36*a*r^2*x^2-123*a*r*x^3-4*b^2*c*x^2-2*b^2*p*x^2-6*b^2*r*x^2-24*b^2*x^3-\ 16*b*c^2*x^2-8*b*c*g*x^2-20*b*c*p*x^2-8*b*c*q*x^2-52*b*c*r*x^2-136*b*c*x^3-5*b* g*p*x^2-2*b*g*q*x^2-13*b*g*r*x^2-36*b*g*x^3-6*b*p^2*x^2-6*b*p*q*x^2-30*b*p*r*x^ 2-68*b*p*x^3-18*b*q*r*x^2-68*b*q*x^3-27*b*r^2*x^2-123*b*r*x^3-12*c^3*x^2-12*c^2 *g*x^2-24*c^2*p*x^2-12*c^2*q*x^2-60*c^2*r*x^2-132*c^2*x^3-3*c*g^2*x^2-16*c*g*p* x^2-8*c*g*q*x^2-40*c*g*r*x^2-90*c*g*x^3-15*c*p^2*x^2-18*c*p*q*x^2-72*c*p*r*x^2-\ 132*c*p*x^3-3*c*q^2*x^2-48*c*q*r*x^2-132*c*q*x^3-63*c*r^2*x^2-234*c*r*x^3-2*g^2 *p*x^2-g^2*q*x^2-5*g^2*r*x^2-12*g^2*x^3-5*g*p^2*x^2-6*g*p*q*x^2-24*g*p*r*x^2-45 *g*p*x^3-g*q^2*x^2-16*g*q*r*x^2-45*g*q*x^3-21*g*r^2*x^2-81*g*r*x^3-3*p^3*x^2-6* p^2*q*x^2-21*p^2*r*x^2-33*p^2*x^3-3*p*q^2*x^2-30*p*q*r*x^2-66*p*q*x^3-36*p*r^2* x^2-117*p*r*x^3-9*q^2*r*x^2-33*q^2*x^3-27*q*r^2*x^2-117*q*r*x^3-18*r^3*x^2-90*r ^2*x^3+4*a^2*c*x+6*a^2*p*x+2*a^2*q*x+10*a^2*r*x+52*a^2*x^2+4*a*b*c*x+4*a*b*p*x+ 8*a*b*r*x+64*a*b*x^2+8*a*c^2*x+4*a*c*g*x+20*a*c*p*x+4*a*c*q*x+36*a*c*r*x+218*a* c*x^2+5*a*g*p*x+a*g*q*x+9*a*g*r*x+58*a*g*x^2+9*a*p^2*x+6*a*p*q*x+30*a*p*r*x+144 *a*p*x^2+12*a*q*r*x+91*a*q*x^2+21*a*r^2*x+209*a*r*x^2+204*a*x^3+12*b^2*x^2+4*b* c^2*x+2*b*c*g*x+8*b*c*p*x+16*b*c*r*x+142*b*c*x^2+2*b*g*p*x+4*b*g*r*x+38*b*g*x^2 +3*b*p^2*x+12*b*p*r*x+89*b*p*x^2+36*b*q*x^2+9*b*r^2*x+132*b*r*x^2+204*b*x^3+4*c ^3*x+4*c^2*g*x+14*c^2*p*x+2*c^2*q*x+26*c^2*r*x+174*c^2*x^2+c*g^2*x+9*c*g*p*x+c* g*q*x+17*c*g*r*x+119*c*g*x^2+12*c*p^2*x+6*c*p*q*x+42*c*p*r*x+225*c*p*x^2+12*c*q *r*x+123*c*q*x^2+30*c*r^2*x+321*c*r*x^2+364*c*x^3+g^2*p*x+2*g^2*r*x+16*g^2*x^2+ 4*g*p^2*x+2*g*p*q*x+14*g*p*r*x+77*g*p*x^2+4*g*q*r*x+42*g*q*x^2+10*g*r^2*x+112*g *r*x^2+132*g*x^3+3*p^3*x+3*p^2*q*x+15*p^2*r*x+69*p^2*x^2+12*p*q*r*x+87*p*q*x^2+ 21*p*r^2*x+195*p*r*x^2+182*p*x^3+18*q^2*x^2+9*q*r^2*x+126*q*r*x^2+182*q*x^3+9*r ^3*x+126*r^2*x^2+260*r*x^3-2*a^2*p-2*a^2*r-32*a^2*x-16*a*b*x-4*a*c*p-4*a*c*r-90 *a*c*x-a*g*p-a*g*r-24*a*g*x-3*a*p^2-6*a*p*r-84*a*p*x-23*a*q*x-3*a*r^2-94*a*r*x-\ 298*a*x^2-30*b*c*x-8*b*g*x-21*b*p*x-27*b*r*x-156*b*x^2-2*c^2*p-2*c^2*r-58*c^2*x -c*g*p-c*g*r-37*c*g*x-3*c*p^2-6*c*p*r-101*c*p*x-23*c*q*x-3*c*r^2-113*c*r*x-396* c*x^2-4*g^2*x-g*p^2-2*g*p*r-35*g*p*x-8*g*q*x-g*r^2-40*g*r*x-146*g*x^2-p^3-3*p^2 *r-39*p^2*x-21*p*q*x-3*p*r^2-84*p*r*x-252*p*x^2-27*q*r*x-144*q*x^2-r^3-45*r^2*x -288*r*x^2-240*x^3+4*a^2+8*a*c+2*a*g+8*a*p+8*a*r+98*a*x+18*b*x+4*c^2+2*c*g+8*c* p+8*c*r+102*c*x+3*g*p+3*g*r+40*g*x+3*p^2+6*p*r+72*p*x+18*q*x+3*r^2+72*r*x+216*x ^2-4*a-4*c-2*g-2*p-2*r-36*x)*dx^2-12*g^2*p*r*x-10*g^2*q*r*x-26*g*p^2*r*x-4*g*p* q*r^2-54*g*p*r^2*x-83*g*p*r*x^2-18*g*q^2*r*x-46*g*q*r^2*x-36*p^2*q*r*x-30*p*q^2 *r*x-72*p*q*r^2*x-114*p*q*r*x^2+32*a*b*c*r+20*a*b*p*r+12*a*b*q*r+26*a*c*g*r+68* a*c*p*r+44*a*c*q*r+17*a*g*p*r+11*a*g*q*r+30*a*p*q*r+196*a*p*r*x+22*b*c*g*r+52*b *c*p*r+28*b*c*q*r+13*b*g*p*r+18*b*p*q*r+146*b*p*r*x-88*c^2*g*r*x-144*c^2*p*r*x-\ 120*c^2*q*r*x-22*c*g^2*r*x-8*c*g*p*r^2-8*c*g*q*r^2-100*c*g*r^2*x-78*c*p^2*r*x-\ 12*c*p*q*r^2-156*c*p*r^2*x-228*c*p*r*x^2-54*c*q^2*r*x-132*c*q*r^2*x-20*b^2*p*r* x-128*b*c^2*r*x-6*b*c*g*r^2-12*b*c*p*r^2-12*b*c*q*r^2-144*b*c*r^2*x-3*b*g*p*r^2 -3*b*g*q*r^2-40*b*g*r^2*x-36*b*p^2*r*x-6*b*p*q*r^2-76*b*p*r^2*x-128*b*p*r*x^2-\ 64*b*q*r^2*x-3*a*g*p*r^2-3*a*g*q*r^2-44*a*g*r^2*x-42*a*p^2*r*x-6*a*p*q*r^2-88*a *p*r^2*x-128*a*p*r*x^2-30*a*q^2*r*x-76*a*q*r^2*x-40*b^2*c*r*x-8*a*b*c*r^2-4*a*b *p*r^2-4*a*b*q*r^2-56*a*b*r^2*x-136*a*c^2*r*x-6*a*c*g*r^2-12*a*c*p*r^2-12*a*c*q *r^2-160*a*c*r^2*x-48*a^2*c*r*x-28*a^2*p*r*x-24*a^2*q*r*x+2*g^2*p*r^2*x+7*g^2*p *r*x^2+2*g^2*q*r^2*x+7*g^2*q*r*x^2+4*g*p^2*r^2*x+14*g*p^2*r*x^2+8*g*p*r^3*x+33* g*p*r^2*x^2+4*g*q^2*r^2*x+14*g*q^2*r*x^2+8*g*q*r^3*x+33*g*q*r^2*x^2+6*p^2*q*r^2 *x+21*p^2*q*r*x^2+6*p*q^2*r^2*x+21*p*q^2*r*x^2+12*p*q*r^3*x+48*p*q*r^2*x^2+4*c* g^2*r^2*x+14*c*g^2*r*x^2+16*c*g*r^3*x+66*c*g*r^2*x^2+12*c*p^2*r^2*x+42*c*p^2*r* x^2+24*c*p*r^3*x+96*c*p*r^2*x^2+12*c*q^2*r^2*x+42*c*q^2*r*x^2+24*c*q*r^3*x+96*c *q*r^2*x^2+16*c^2*g*r^2*x+56*c^2*g*r*x^2+24*c^2*p*r^2*x+84*c^2*p*r*x^2+24*c^2*q *r^2*x+84*c^2*q*r*x^2+27*b*g*r^2*x^2+6*b*p^2*r^2*x+21*b*p^2*r*x^2+12*b*p*r^3*x+ 50*b*p*r^2*x^2+6*b*q^2*r^2*x+21*b*q^2*r*x^2+12*b*q*r^3*x+50*b*q*r^2*x^2+24*b*c* r^3*x+100*b*c*r^2*x^2+6*b*g*r^3*x+24*b*c^2*r^2*x+84*b*c^2*r*x^2+4*b^2*p*r^2*x+ 14*b^2*p*r*x^2+4*b^2*q*r^2*x+14*b^2*q*r*x^2+8*b^2*c*r^2*x+28*b^2*c*r*x^2+6*a*g* r^3*x+27*a*g*r^2*x^2+6*a*p^2*r^2*x+21*a*p^2*r*x^2+12*a*p*r^3*x+50*a*p*r^2*x^2+6 *a*q^2*r^2*x+21*a*q^2*r*x^2+12*a*q*r^3*x+50*a*q*r^2*x^2+24*a*c*r^3*x+100*a*c*r^ 2*x^2+24*a*c^2*r^2*x+84*a*c^2*r*x^2+8*a*b*r^3*x+36*a*b*r^2*x^2+8*a^2*c*r^2*x+28 *a^2*c*r*x^2+4*a^2*p*r^2*x+14*a^2*p*r*x^2+4*a^2*q*r^2*x+14*a^2*q*r*x^2-6*p*q*r^ 3*x^2-4*g*q*r^3*x^2-3*p^2*q*r^2*x^2-3*p*q^2*r^2*x^2-g^2*p*r^2*x^2-g^2*q*r^2*x^2 -2*g*p^2*r^2*x^2-4*g*p*r^3*x^2-2*g*q^2*r^2*x^2-8*q^3*r*x+3*g^2*q*r+4*g*q^2*r+12 *b^2*q*x+18*b*q^2*x+2*b^2*q*r+3*b*q^2*r-16*b^2*q*r*x-24*b*q^2*r*x+7*b*g*q*r-12* c*p*r^3*x^2-6*c*q^2*r^2*x^2-12*c*q*r^3*x^2-2*c*g^2*r^2*x^2-8*c*g*r^3*x^2-6*c*p^ 2*r^2*x^2-8*c^2*g*r^2*x^2-12*c^2*p*r^2*x^2-12*c^2*q*r^2*x^2-3*b*g*r^3*x^2-3*b*p ^2*r^2*x^2-6*b*p*r^3*x^2-3*b*q^2*r^2*x^2-6*b*q*r^3*x^2-12*b*c^2*r^2*x^2-12*b*c* r^3*x^2-2*b^2*p*r^2*x^2-2*b^2*q*r^2*x^2-3*a*q^2*r^2*x^2-6*a*q*r^3*x^2-4*b^2*c*r ^2*x^2-3*a*g*r^3*x^2-3*a*p^2*r^2*x^2-6*a*p*r^3*x^2-12*a*c*r^3*x^2-12*a*c^2*r^2* x^2-4*a*b*r^3*x^2-2*a^2*p*r^2*x^2-2*a^2*q*r^2*x^2-4*a^2*c*r^2*x^2+24*p^3*x-36*p ^2*x-12*p^3*x^2+36*p^2*x^2-96*c^3*x^2+48*a^2*x^2+144*c^2*x^2-12*q^3*x^2+48*b^2* x^2+36*q^2*x^2+24*g^2*x^2+120*c^3*x-108*c^2*x-18*q^2*x-72*a^2*x-24*b^2*x-24*g^2 *x-24*a^2*p-36*a*p^2-76*c^2*p-54*c*p^2-18*g*p^2+12*x*p+24*x*c+12*x*q+36*x*a+24* x*b+12*x*g-32*a*r^2-12*b*r^2-28*c*r^2-13*g*r^2-8*q*r^2-32*a^2*r-4*b^2*r-52*c^2* r-8*g^2*r-3*q^2*r-24*a^2*p*x^2-36*a*p^2*x^2-36*b*p^2*x^2-144*c^2*p*x^2-72*c*p^2 *x^2-24*g*p^2*x^2-36*p^2*q*x^2-36*p*q^2*x^2+96*a*p*x^2+96*b*p*x^2+144*c*p*x^2+ 60*g*p*x^2+72*p*q*x^2-24*b^2*p*x^2-12*g^2*p*x^2+36*p*q^2*x-78*b*p*x-126*c*p*x-\ 54*p*q*x-60*g*p*x+24*b^2*p*x+216*c^2*p*x+48*a^2*p*x+72*a*p^2*x+54*b*p^2*x+126*c *p^2*x+18*g^2*p*x+42*g*p^2*x+54*p^2*q*x-120*a*p*x-24*x^2*p-2*a^2*r^3-3*a*r^4-2* b^2*r^3-3*b*r^4-8*c^3*r^2-12*c^2*r^3-6*c*r^4-g^2*r^3-2*g*r^4-12*p^3-48*x^2*a-48 *x^2*b-24*x^2*g-48*x^2*c-24*x^2*q+150*a*q*r*x+120*b*c*q*x+260*b*c*r*x+100*b*q*r *x+96*c*g*q*x+190*c*g*r*x+210*c*q*r*x+80*g*q*r*x+120*a*b*c*x+48*a*b*q*x+128*a*b *r*x+96*a*c*g*x+42*a*g*q*x+106*a*g*r*x+84*b*c*g*x+30*b*g*q*x+86*b*g*r*x-96*a*b* c*x^2-48*a*b*q*x^2-144*a*c*q*x^2-256*a*c*r*x^2-128*a*q*r*x^2-228*c*q*r*x^2-72*b *c*g*x^2-144*b*c*q*x^2-256*b*c*r*x^2-36*b*g*q*x^2-78*b*g*r*x^2-128*b*q*r*x^2-96 *c*g*q*x^2-166*c*g*r*x^2-83*g*q*r*x^2-72*a*c*g*x^2-36*a*g*q*x^2-78*a*g*r*x^2-\ 104*a*b*r*x^2+168*a*c*q*x+332*a*c*r*x+2*x*r^5-32*c^3-2*a^2*r^3*x^2-3*a*r^4*x^2-\ 2*b^2*r^3*x^2-3*b*r^4*x^2+8*b*g-p^3*r^2-3*p^2*r^3-3*p*r^4-q^3*r^2-3*q^2*r^3-3*q *r^4+14*a^2*r^2+17*a*r^3+6*b^2*r^2+11*b*r^3+32*c^3*r+48*c^2*r^2+24*c*r^3+5*g^2* r^2+9*g*r^3+7*p^3*r+18*p^2*r^2+15*p*r^3+6*q^2*r^2+9*q*r^3-27*p^2*r-20*p*r^2+2*p *r-14*r^4*x+10*r^4*x^2+4*g^2-r^5*x^2+12*r*x+50*r^2*x^2-24*r*x^2+4*q*g+2*r^2-8*c ^3*r^2*x^2-12*c^2*r^3*x^2-6*c*r^4*x^2-g^2*r^3*x^2-2*g*r^4*x^2-p^3*r^2*x^2-5*r^3 -3*p^2*r^3*x^2-3*p*r^4*x^2-q^3*r^2*x^2-3*q^2*r^3*x^2-3*q*r^4*x^2+4*a^2*r^3*x+18 *a^2*r^2*x^2+6*a*r^4*x+29*a*r^3*x^2+4*b^2*r^3*x+18*b^2*r^2*x^2+6*b*r^4*x+29*b*r ^3*x^2+16*c^3*r^2*x+56*c^3*r*x^2+24*c^2*r^3*x+96*c^2*r^2*x^2+12*c*r^4*x+54*c*r^ 3*x^2+2*g^2*r^3*x+9*g^2*r^2*x^2+4*g*r^4*x+19*g*r^3*x^2+2*p^3*r^2*x+7*p^3*r*x^2+ 6*p^2*r^3*x+24*p^2*r^2*x^2+6*p*r^4*x+27*p*r^3*x^2+2*q^3*r^2*x+7*q^3*r*x^2+6*q^2 *r^3*x+24*q^2*r^2*x^2+6*q*r^4*x+27*q*r^3*x^2-4*a^2*c*r^2-2*a^2*p*r^2-2*a^2*q*r^ 2-32*a^2*r^2*x-4*a*b*r^3-12*a*c^2*r^2-12*a*c*r^3-3*a*g*r^3-3*a*p^2*r^2-6*a*p*r^ 3-3*a*q^2*r^2-6*a*q*r^3-46*a*r^3*x-4*b^2*c*r^2-2*b^2*p*r^2-2*b^2*q*r^2-24*b^2*r ^2*x-12*b*c^2*r^2-12*b*c*r^3-3*b*g*r^3-3*b*p^2*r^2-6*b*p*r^3-3*b*q^2*r^2-6*b*q* r^3-40*b*r^3*x-88*c^3*r*x-8*c^2*g*r^2-12*c^2*p*r^2-12*c^2*q*r^2-144*c^2*r^2*x-2 *c*g^2*r^2-8*c*g*r^3-6*c*p^2*r^2-12*c*p*r^3-6*c*q^2*r^2-12*c*q*r^3-78*c*r^3*x-g ^2*p*r^2-g^2*q*r^2-14*g^2*r^2*x-2*g*p^2*r^2-4*g*p*r^3-2*g*q^2*r^2-4*g*q*r^3-28* g*r^3*x-14*p^3*r*x-3*p^2*q*r^2-42*p^2*r^2*x-57*p^2*r*x^2-3*p*q^2*r^2-6*p*q*r^3-\ 42*p*r^3*x-80*p*r^2*x^2-30*q^2*r^2*x-36*q*r^3*x+20*a^2*c*r+14*a^2*p*r+10*a^2*q* r+20*a*b*r^2+52*a*c^2*r+60*a*c*r^2+17*a*g*r^2+21*a*p^2*r+38*a*p*r^2+9*a*q^2*r+ 26*a*q*r^2+12*b^2*c*r+6*b^2*p*r+44*b*c^2*r+44*b*c*r^2+13*b*g*r^2+15*b*p^2*r+26* b*p*r^2+14*b*q*r^2+32*c^2*g*r+60*c^2*p*r+36*c^2*q*r+8*c*g^2*r+34*c*g*r^2+36*c*p ^2*r+60*c*p*r^2+12*c*q^2*r+36*c*q*r^2+5*g^2*p*r+12*g*p^2*r+21*g*p*r^2+4*r^4-35* r^3*x^2+34*r^3*x-34*r^2*x+24*a^2+40*a*c+16*b*a+8*b*c+8*c^2+12*q*a+4*q*c+20*g*a+ 12*g*c+x^3*(x-1)^4*dx^5+13*g*q*r^2+15*p^2*q*r+84*p^2*r*x+9*p*q^2*r+24*p*q*r^2+ 94*p*r^2*x+86*p*r*x^2-68*a*p*r-30*b*p*r-78*c*p*r-31*g*p*r-24*p*q*r-70*p*r*x-32* a*b*r-92*a*c*r-32*a*g*r-34*a*q*r-44*b*c*r-18*b*g*r-8*b*q*r-42*c*g*r-30*c*q*r-13 *g*q*r-24*a^2*c-12*a^2*q-56*a*c^2-6*a*q^2-8*b^2*c-4*b^2*p-40*b*c^2-18*b*p^2-32* c^2*g-28*c^2*q-8*c*g^2-6*c*q^2-6*g^2*p-2*g^2*q-2*g*q^2-18*p^2*q-6*p*q^2-r^5: Pbp:= (x-1)^3*x^3*(2*a^2*x+4*a*b*x+6*a*c*x+3*a*g*x+3*a*p*x+3*a*q*x+4*a*r*x+2 *b^2*x+6*b*c*x+3*b*g*x+3*b*p*x+3*b*q*x+4*b*r*x+4*c^2*x+4*c*g*x+4*c*p*x+4*c*q*x+ 6*c*r*x+g^2*x+2*g*p*x+2*g*q*x+3*g*r*x+p^2*x+2*p*q*x+3*p*r*x+q^2*x+3*q*r*x+2*r^2 *x-2*a^2-6*a*b-6*a*c-3*a*g-3*a*p-2*a*q-3*a*r+6*a*x-4*b^2-8*b*c-4*b*g-3*b*p-2*b* q-3*b*r+6*b*x-4*c^2-4*c*g-4*c*p-2*c*q-4*c*r+8*c*x-g^2-2*g*p-g*q-2*g*r+4*g*x-p^2 -p*q-2*p*r+4*p*x-q*r+4*q*x-r^2+6*r*x-6*a-8*b-8*c-4*g-4*p-2*q-4*r+4*x-4)*dx^5-(x -1)^2*x^2*(6*a^3*x^2+18*a^2*b*x^2+30*a^2*c*x^2+13*a^2*g*x^2+15*a^2*p*x^2+15*a^2 *q*x^2+22*a^2*r*x^2+18*a*b^2*x^2+60*a*b*c*x^2+26*a*b*g*x^2+30*a*b*p*x^2+30*a*b* q*x^2+44*a*b*r*x^2+48*a*c^2*x^2+42*a*c*g*x^2+48*a*c*p*x^2+48*a*c*q*x^2+72*a*c*r *x^2+9*a*g^2*x^2+21*a*g*p*x^2+21*a*g*q*x^2+32*a*g*r*x^2+12*a*p^2*x^2+24*a*p*q*x ^2+36*a*p*r*x^2+12*a*q^2*x^2+36*a*q*r*x^2+27*a*r^2*x^2+6*b^3*x^2+30*b^2*c*x^2+ 13*b^2*g*x^2+15*b^2*p*x^2+15*b^2*q*x^2+22*b^2*r*x^2+48*b*c^2*x^2+42*b*c*g*x^2+ 48*b*c*p*x^2+48*b*c*q*x^2+72*b*c*r*x^2+9*b*g^2*x^2+21*b*g*p*x^2+21*b*g*q*x^2+32 *b*g*r*x^2+12*b*p^2*x^2+24*b*p*q*x^2+36*b*p*r*x^2+12*b*q^2*x^2+36*b*q*r*x^2+27* b*r^2*x^2+24*c^3*x^2+32*c^2*g*x^2+36*c^2*p*x^2+36*c^2*q*x^2+56*c^2*r*x^2+14*c*g ^2*x^2+32*c*g*p*x^2+32*c*g*q*x^2+50*c*g*r*x^2+18*c*p^2*x^2+36*c*p*q*x^2+56*c*p* r*x^2+18*c*q^2*x^2+56*c*q*r*x^2+44*c*r^2*x^2+2*g^3*x^2+7*g^2*p*x^2+7*g^2*q*x^2+ 11*g^2*r*x^2+8*g*p^2*x^2+16*g*p*q*x^2+25*g*p*r*x^2+8*g*q^2*x^2+25*g*q*r*x^2+20* g*r^2*x^2+3*p^3*x^2+9*p^2*q*x^2+14*p^2*r*x^2+9*p*q^2*x^2+28*p*q*r*x^2+22*p*r^2* x^2+3*q^3*x^2+14*q^2*r*x^2+22*q*r^2*x^2+11*r^3*x^2-12*a^3*x-36*a^2*b*x-54*a^2*c *x-24*a^2*g*x-30*a^2*p*x-21*a^2*q*x-37*a^2*r*x+2*a^2*x^2-36*a*b^2*x-108*a*b*c*x -46*a*b*g*x-57*a*b*p*x-39*a*b*q*x-74*a*b*r*x+4*a*b*x^2-78*a*c^2*x-69*a*c*g*x-87 *a*c*p*x-57*a*c*q*x-108*a*c*r*x+12*a*c*x^2-15*a*g^2*x-39*a*g*p*x-25*a*g*q*x-49* a*g*r*x-24*a*p^2*x-33*a*p*q*x-60*a*p*r*x+6*a*p*x^2-9*a*q^2*x-39*a*q*r*x+6*a*q*x ^2-36*a*r^2*x+15*a*r*x^2-12*b^3*x-54*b^2*c*x-22*b^2*g*x-27*b^2*p*x-18*b^2*q*x-\ 37*b^2*r*x+2*b^2*x^2-78*b*c^2*x-67*b*c*g*x-81*b*c*p*x-51*b*c*q*x-102*b*c*r*x+12 *b*c*x^2-14*b*g^2*x-36*b*g*p*x-22*b*g*q*x-46*b*g*r*x-21*b*p^2*x-27*b*p*q*x-51*b *p*r*x+6*b*p*x^2-6*b*q^2*x-30*b*q*r*x+6*b*q*x^2-30*b*r^2*x+15*b*r*x^2-36*c^3*x-\ 48*c^2*g*x-60*c^2*p*x-36*c^2*q*x-74*c^2*r*x+16*c^2*x^2-21*c*g^2*x-54*c*g*p*x-32 *c*g*q*x-67*c*g*r*x+8*c*g*x^2-33*c*p^2*x-42*c*p*q*x-83*c*p*r*x+16*c*p*x^2-9*c*q ^2*x-47*c*q*r*x+16*c*q*x^2-50*c*r^2*x+26*c*r*x^2-3*g^3*x-12*g^2*p*x-7*g^2*q*x-\ 15*g^2*r*x-15*g*p^2*x-19*g*p*q*x-38*g*p*r*x+4*g*p*x^2-4*g*q^2*x-21*g*q*r*x+4*g* q*x^2-23*g*r^2*x+7*g*r*x^2-6*p^3*x-12*p^2*q*x-23*p^2*r*x+4*p^2*x^2-6*p*q^2*x-28 *p*q*r*x+8*p*q*x^2-28*p*r^2*x+13*p*r*x^2-5*q^2*r*x+4*q^2*x^2-16*q*r^2*x+13*q*r* x^2-11*r^3*x+15*r^2*x^2+6*a^3+18*a^2*b+24*a^2*c+11*a^2*g+15*a^2*p+6*a^2*q+15*a^ 2*r-14*a^2*x+12*a*b^2+42*a*b*c+18*a*b*g+27*a*b*p+6*a*b*q+27*a*b*r+2*a*b*x+30*a* c^2+27*a*c*g+39*a*c*p+12*a*c*q+39*a*c*r-36*a*c*x+6*a*g^2+18*a*g*p+5*a*g*q+18*a* g*r-9*a*g*x+12*a*p^2+9*a*p*q+24*a*p*r-27*a*p*x+9*a*q*r-12*a*q*x+12*a*r^2-42*a*r *x-36*a*x^2+12*b^2*c+4*b^2*g+12*b^2*p+12*b^2*r+16*b^2*x+24*b*c^2+20*b*c*g+33*b* c*p+6*b*c*q+33*b*c*r-6*b*c*x+4*b*g^2+15*b*g*p+2*b*g*q+15*b*g*r+8*b*g*x+9*b*p^2+ 6*b*p*q+18*b*p*r-21*b*p*x+6*b*q*r-6*b*q*x+9*b*r^2-36*b*r*x-36*b*x^2+12*c^3+16*c ^2*g+24*c^2*p+6*c^2*q+24*c^2*r-28*c^2*x+7*c*g^2+22*c*g*p+5*c*g*q+22*c*g*r-16*c* g*x+15*c*p^2+9*c*p*q+30*c*p*r-40*c*p*x+9*c*q*r-22*c*q*x+15*c*r^2-56*c*r*x-40*c* x^2+g^3+5*g^2*p+g^2*q+5*g^2*r-g^2*x+7*g*p^2+4*g*p*q+14*g*p*r-14*g*p*x+4*g*q*r-7 *g*q*x+7*g*r^2-21*g*r*x-24*g*x^2+3*p^3+3*p^2*q+9*p^2*r-13*p^2*x+6*p*q*r-17*p*q* x+9*p*r^2-37*p*r*x-20*p*x^2-4*q^2*x+3*q*r^2-16*q*r*x-20*q*x^2+3*r^3-24*r^2*x-30 *r*x^2+12*a^2+6*a*b+24*a*c+9*a*g+21*a*p+21*a*r+42*a*x-12*b^2-4*b*g+15*b*p-6*b*q +15*b*r+72*b*x+12*c^2+8*c*g+24*c*p+24*c*r+52*c*x+g^2+10*g*p-g*q+10*g*r+32*g*x+9 *p^2+3*p*q+18*p*r+20*p*x+3*q*r+14*q*x+9*r^2+18*r*x-32*x^2-6*a-24*b-12*c-8*g-6*q +44*x-12)*dx^4+(x-1)*x*(4*a^4*x^3+16*a^3*b*x^3+36*a^3*c*x^3+12*a^3*g*x^3+18*a^3 *p*x^3+18*a^3*q*x^3+32*a^3*r*x^3+24*a^2*b^2*x^3+108*a^2*b*c*x^3+36*a^2*b*g*x^3+ 54*a^2*b*p*x^3+54*a^2*b*q*x^3+96*a^2*b*r*x^3+104*a^2*c^2*x^3+78*a^2*c*g*x^3+104 *a^2*c*p*x^3+104*a^2*c*q*x^3+180*a^2*c*r*x^3+13*a^2*g^2*x^3+39*a^2*g*p*x^3+39*a ^2*g*q*x^3+70*a^2*g*r*x^3+26*a^2*p^2*x^3+52*a^2*p*q*x^3+90*a^2*p*r*x^3+26*a^2*q ^2*x^3+90*a^2*q*r*x^3+73*a^2*r^2*x^3+16*a*b^3*x^3+108*a*b^2*c*x^3+36*a*b^2*g*x^ 3+54*a*b^2*p*x^3+54*a*b^2*q*x^3+96*a*b^2*r*x^3+208*a*b*c^2*x^3+156*a*b*c*g*x^3+ 208*a*b*c*p*x^3+208*a*b*c*q*x^3+360*a*b*c*r*x^3+26*a*b*g^2*x^3+78*a*b*g*p*x^3+ 78*a*b*g*q*x^3+140*a*b*g*r*x^3+52*a*b*p^2*x^3+104*a*b*p*q*x^3+180*a*b*p*r*x^3+ 52*a*b*q^2*x^3+180*a*b*q*r*x^3+146*a*b*r^2*x^3+120*a*c^3*x^3+144*a*c^2*g*x^3+ 180*a*c^2*p*x^3+180*a*c^2*q*x^3+312*a*c^2*r*x^3+54*a*c*g^2*x^3+144*a*c*g*p*x^3+ 144*a*c*g*q*x^3+254*a*c*g*r*x^3+90*a*c*p^2*x^3+180*a*c*p*q*x^3+312*a*c*p*r*x^3+ 90*a*c*q^2*x^3+312*a*c*q*r*x^3+258*a*c*r^2*x^3+6*a*g^3*x^3+27*a*g^2*p*x^3+27*a* g^2*q*x^3+49*a*g^2*r*x^3+36*a*g*p^2*x^3+72*a*g*p*q*x^3+127*a*g*p*r*x^3+36*a*g*q ^2*x^3+127*a*g*q*r*x^3+106*a*g*r^2*x^3+15*a*p^3*x^3+45*a*p^2*q*x^3+78*a*p^2*r*x ^3+45*a*p*q^2*x^3+156*a*p*q*r*x^3+129*a*p*r^2*x^3+15*a*q^3*x^3+78*a*q^2*r*x^3+ 129*a*q*r^2*x^3+69*a*r^3*x^3+4*b^4*x^3+36*b^3*c*x^3+12*b^3*g*x^3+18*b^3*p*x^3+ 18*b^3*q*x^3+32*b^3*r*x^3+104*b^2*c^2*x^3+78*b^2*c*g*x^3+104*b^2*c*p*x^3+104*b^ 2*c*q*x^3+180*b^2*c*r*x^3+13*b^2*g^2*x^3+39*b^2*g*p*x^3+39*b^2*g*q*x^3+70*b^2*g *r*x^3+26*b^2*p^2*x^3+52*b^2*p*q*x^3+90*b^2*p*r*x^3+26*b^2*q^2*x^3+90*b^2*q*r*x ^3+73*b^2*r^2*x^3+120*b*c^3*x^3+144*b*c^2*g*x^3+180*b*c^2*p*x^3+180*b*c^2*q*x^3 +312*b*c^2*r*x^3+54*b*c*g^2*x^3+144*b*c*g*p*x^3+144*b*c*g*q*x^3+254*b*c*g*r*x^3 +90*b*c*p^2*x^3+180*b*c*p*q*x^3+312*b*c*p*r*x^3+90*b*c*q^2*x^3+312*b*c*q*r*x^3+ 258*b*c*r^2*x^3+6*b*g^3*x^3+27*b*g^2*p*x^3+27*b*g^2*q*x^3+49*b*g^2*r*x^3+36*b*g *p^2*x^3+72*b*g*p*q*x^3+127*b*g*p*r*x^3+36*b*g*q^2*x^3+127*b*g*q*r*x^3+106*b*g* r^2*x^3+15*b*p^3*x^3+45*b*p^2*q*x^3+78*b*p^2*r*x^3+45*b*p*q^2*x^3+156*b*p*q*r*x ^3+129*b*p*r^2*x^3+15*b*q^3*x^3+78*b*q^2*r*x^3+129*b*q*r^2*x^3+69*b*r^3*x^3+48* c^4*x^3+80*c^3*g*x^3+96*c^3*p*x^3+96*c^3*q*x^3+168*c^3*r*x^3+48*c^2*g^2*x^3+120 *c^2*g*p*x^3+120*c^2*g*q*x^3+212*c^2*g*r*x^3+72*c^2*p^2*x^3+144*c^2*p*q*x^3+252 *c^2*p*r*x^3+72*c^2*q^2*x^3+252*c^2*q*r*x^3+216*c^2*r^2*x^3+12*c*g^3*x^3+48*c*g ^2*p*x^3+48*c*g^2*q*x^3+86*c*g^2*r*x^3+60*c*g*p^2*x^3+120*c*g*p*q*x^3+212*c*g*p *r*x^3+60*c*g*q^2*x^3+212*c*g*q*r*x^3+182*c*g*r^2*x^3+24*c*p^3*x^3+72*c*p^2*q*x ^3+126*c*p^2*r*x^3+72*c*p*q^2*x^3+252*c*p*q*r*x^3+216*c*p*r^2*x^3+24*c*q^3*x^3+ 126*c*q^2*r*x^3+216*c*q*r^2*x^3+120*c*r^3*x^3+g^4*x^3+6*g^3*p*x^3+6*g^3*q*x^3+ 11*g^3*r*x^3+12*g^2*p^2*x^3+24*g^2*p*q*x^3+43*g^2*p*r*x^3+12*g^2*q^2*x^3+43*g^2 *q*r*x^3+37*g^2*r^2*x^3+10*g*p^3*x^3+30*g*p^2*q*x^3+53*g*p^2*r*x^3+30*g*p*q^2*x ^3+106*g*p*q*r*x^3+91*g*p*r^2*x^3+10*g*q^3*x^3+53*g*q^2*r*x^3+91*g*q*r^2*x^3+51 *g*r^3*x^3+3*p^4*x^3+12*p^3*q*x^3+21*p^3*r*x^3+18*p^2*q^2*x^3+63*p^2*q*r*x^3+54 *p^2*r^2*x^3+12*p*q^3*x^3+63*p*q^2*r*x^3+108*p*q*r^2*x^3+60*p*r^3*x^3+3*q^4*x^3 +21*q^3*r*x^3+54*q^2*r^2*x^3+60*q*r^3*x^3+24*r^4*x^3-12*a^4*x^2-44*a^3*b*x^2-92 *a^3*c*x^2-32*a^3*g*x^2-54*a^3*p*x^2-40*a^3*q*x^2-82*a^3*r*x^2-18*a^3*x^3-60*a^ 2*b^2*x^2-264*a^2*b*c*x^2-88*a^2*b*g*x^2-150*a^2*b*p*x^2-108*a^2*b*q*x^2-242*a^ 2*b*r*x^2-54*a^2*b*x^3-240*a^2*c^2*x^2-182*a^2*c*g*x^2-276*a^2*c*p*x^2-200*a^2* c*q*x^2-414*a^2*c*r*x^2-62*a^2*c*x^3-31*a^2*g^2*x^2-107*a^2*g*p*x^2-76*a^2*g*q* x^2-165*a^2*g*r*x^2-39*a^2*g*x^3-78*a^2*p^2*x^2-118*a^2*p*q*x^2-232*a^2*p*r*x^2 -31*a^2*p*x^3-40*a^2*q^2*x^2-173*a^2*q*r*x^2-31*a^2*q*x^3-163*a^2*r^2*x^2-21*a^ 2*r*x^3-36*a*b^3*x^2-252*a*b^2*c*x^2-80*a*b^2*g*x^2-138*a*b^2*p*x^2-96*a*b^2*q* x^2-238*a*b^2*r*x^2-54*a*b^2*x^3-464*a*b*c^2*x^2-346*a*b*c*g*x^2-512*a*b*c*p*x^ 2-360*a*b*c*q*x^2-808*a*b*c*r*x^2-124*a*b*c*x^3-57*a*b*g^2*x^2-196*a*b*g*p*x^2-\ 134*a*b*g*q*x^2-318*a*b*g*r*x^2-78*a*b*g*x^3-140*a*b*p^2*x^2-204*a*b*p*q*x^2-\ 431*a*b*p*r*x^2-62*a*b*p*x^3-64*a*b*q^2*x^2-313*a*b*q*r*x^2-62*a*b*q*x^3-309*a* b*r^2*x^2-42*a*b*r*x^3-256*a*c^3*x^2-308*a*c^2*g*x^2-436*a*c^2*p*x^2-304*a*c^2* q*x^2-654*a*c^2*r*x^2-72*a*c^2*x^3-116*a*c*g^2*x^2-354*a*c*g*p*x^2-244*a*c*g*q* x^2-539*a*c*g*r*x^2-90*a*c*g*x^3-244*a*c*p^2*x^2-356*a*c*p*q*x^2-729*a*c*p*r*x^ 2-72*a*c*p*x^3-112*a*c*q^2*x^2-519*a*c*q*r*x^2-72*a*c*q*x^3-515*a*c*r^2*x^2-36* a*c*r*x^3-13*a*g^3*x^2-68*a*g^2*p*x^2-46*a*g^2*q*x^2-106*a*g^2*r*x^2-27*a*g^2*x ^3-100*a*g*p^2*x^2-145*a*g*p*q*x^2-303*a*g*p*r*x^2-45*a*g*p*x^3-45*a*g*q^2*x^2-\ 214*a*g*q*r*x^2-45*a*g*q*x^3-216*a*g*r^2*x^2-39*a*g*r*x^3-45*a*p^3*x^2-102*a*p^ 2*q*x^2-201*a*p^2*r*x^2-18*a*p^2*x^3-69*a*p*q^2*x^2-297*a*p*q*r*x^2-36*a*p*q*x^ 3-285*a*p*r^2*x^2-18*a*p*r*x^3-12*a*q^3*x^2-96*a*q^2*r*x^2-18*a*q^2*x^3-204*a*q *r^2*x^2-18*a*q*r*x^3-129*a*r^3*x^2+6*a*r^2*x^3-8*b^4*x^2-80*b^3*c*x^2-24*b^3*g *x^2-42*b^3*p*x^2-28*b^3*q*x^2-78*b^3*r*x^2-18*b^3*x^3-224*b^2*c^2*x^2-164*b^2* c*g*x^2-236*b^2*c*p*x^2-160*b^2*c*q*x^2-394*b^2*c*r*x^2-62*b^2*c*x^3-26*b^2*g^2 *x^2-89*b^2*g*p*x^2-58*b^2*g*q*x^2-153*b^2*g*r*x^2-39*b^2*g*x^3-62*b^2*p^2*x^2-\ 86*b^2*p*q*x^2-199*b^2*p*r*x^2-31*b^2*p*x^3-24*b^2*q^2*x^2-140*b^2*q*r*x^2-31*b ^2*q*x^3-146*b^2*r^2*x^2-21*b^2*r*x^3-248*b*c^3*x^2-296*b*c^2*g*x^2-404*b*c^2*p *x^2-272*b*c^2*q*x^2-630*b*c^2*r*x^2-72*b*c^2*x^3-110*b*c*g^2*x^2-326*b*c*g*p*x ^2-216*b*c*g*q*x^2-517*b*c*g*r*x^2-90*b*c*g*x^3-218*b*c*p^2*x^2-304*b*c*p*q*x^2 -663*b*c*p*r*x^2-72*b*c*p*x^3-86*b*c*q^2*x^2-453*b*c*q*r*x^2-72*b*c*q*x^3-469*b *c*r^2*x^2-36*b*c*r*x^3-12*b*g^3*x^2-62*b*g^2*p*x^2-40*b*g^2*q*x^2-101*b*g^2*r* x^2-27*b*g^2*x^3-89*b*g*p^2*x^2-123*b*g*p*q*x^2-276*b*g*p*r*x^2-45*b*g*p*x^3-34 *b*g*q^2*x^2-187*b*g*q*r*x^2-45*b*g*q*x^3-197*b*g*r^2*x^2-39*b*g*r*x^3-39*b*p^3 *x^2-84*b*p^2*q*x^2-174*b*p^2*r*x^2-18*b*p^2*x^3-51*b*p*q^2*x^2-243*b*p*q*r*x^2 -36*b*p*q*x^3-243*b*p*r^2*x^2-18*b*p*r*x^3-6*b*q^3*x^2-69*b*q^2*r*x^2-18*b*q^2* x^3-162*b*q*r^2*x^2-18*b*q*r*x^3-108*b*r^3*x^2+6*b*r^2*x^3-96*c^4*x^2-160*c^3*g *x^2-216*c^3*p*x^2-144*c^3*q*x^2-324*c^3*r*x^2-24*c^3*x^3-96*c^2*g^2*x^2-272*c^ 2*g*p*x^2-180*c^2*g*q*x^2-412*c^2*g*r*x^2-48*c^2*g*x^3-180*c^2*p^2*x^2-252*c^2* p*q*x^2-540*c^2*p*r*x^2-36*c^2*p*x^3-72*c^2*q^2*x^2-360*c^2*q*r*x^2-36*c^2*q*x^ 3-384*c^2*r^2*x^2-12*c^2*r*x^3-24*c*g^3*x^2-110*c*g^2*p*x^2-72*c*g^2*q*x^2-169* c*g^2*r*x^2-30*c*g^2*x^3-152*c*g*p^2*x^2-212*c*g*p*q*x^2-460*c*g*p*r*x^2-48*c*g *p*x^3-60*c*g*q^2*x^2-306*c*g*q*r*x^2-48*c*g*q*x^3-328*c*g*r^2*x^2-36*c*g*r*x^3 -66*c*p^3*x^2-144*c*p^2*q*x^2-297*c*p^2*r*x^2-18*c*p^2*x^3-90*c*p*q^2*x^2-414*c *p*q*r*x^2-36*c*p*q*x^3-426*c*p*r^2*x^2-12*c*p*r*x^3-12*c*q^3*x^2-117*c*q^2*r*x ^2-18*c*q^2*x^3-282*c*q*r^2*x^2-12*c*q*r*x^3-195*c*r^3*x^2+18*c*r^2*x^3-2*g^4*x ^2-14*g^3*p*x^2-9*g^3*q*x^2-22*g^3*r*x^2-6*g^3*x^3-31*g^2*p^2*x^2-43*g^2*p*q*x^ 2-95*g^2*p*r*x^2-15*g^2*p*x^3-12*g^2*q^2*x^2-63*g^2*q*r*x^2-15*g^2*q*x^3-68*g^2 *r^2*x^2-15*g^2*r*x^3-28*g*p^3*x^2-61*g*p^2*q*x^2-127*g*p^2*r*x^2-12*g*p^2*x^3-\ 38*g*p*q^2*x^2-177*g*p*q*r*x^2-24*g*p*q*x^3-183*g*p*r^2*x^2-18*g*p*r*x^3-5*g*q^ 3*x^2-50*g*q^2*r*x^2-12*g*q^2*x^3-120*g*q*r^2*x^2-18*g*q*r*x^3-84*g*r^3*x^2-6*g *r^2*x^3-9*p^4*x^2-27*p^3*q*x^2-54*p^3*r*x^2-3*p^3*x^3-27*p^2*q^2*x^2-117*p^2*q *r*x^2-9*p^2*q*x^3-117*p^2*r^2*x^2-3*p^2*r*x^3-9*p*q^3*x^2-72*p*q^2*r*x^2-9*p*q ^2*x^3-162*p*q*r^2*x^2-6*p*q*r*x^3-108*p*r^3*x^2+9*p*r^2*x^3-9*q^3*r*x^2-3*q^3* x^3-45*q^2*r^2*x^2-3*q^2*r*x^3-72*q*r^3*x^2+9*q*r^2*x^3-36*r^4*x^2+15*r^3*x^3+ 12*a^4*x+40*a^3*b*x+76*a^3*c*x+28*a^3*g*x+54*a^3*p*x+26*a^3*q*x+68*a^3*r*x+34*a ^3*x^2+44*a^2*b^2*x+196*a^2*b*c*x+66*a^2*b*g*x+138*a^2*b*p*x+58*a^2*b*q*x+188*a ^2*b*r*x+136*a^2*b*x^2+172*a^2*c^2*x+132*a^2*c*g*x+240*a^2*c*p*x+108*a^2*c*q*x+ 302*a^2*c*r*x+112*a^2*c*x^2+23*a^2*g^2*x+97*a^2*g*p*x+41*a^2*g*q*x+124*a^2*g*r* x+79*a^2*g*x^2+78*a^2*p^2*x+80*a^2*p*q*x+194*a^2*p*r*x+39*a^2*p*x^2+14*a^2*q^2* x+97*a^2*q*r*x+43*a^2*q*x^2+116*a^2*r^2*x-56*a^2*x^3+16*a*b^3*x+152*a*b^2*c*x+ 46*a*b^2*g*x+108*a*b^2*p*x+32*a*b^2*q*x+156*a*b^2*r*x+170*a*b^2*x^2+296*a*b*c^2 *x+218*a*b*c*g*x+400*a*b*c*p*x+152*a*b*c*q*x+536*a*b*c*r*x+322*a*b*c*x^2+35*a*b *g^2*x+157*a*b*g*p*x+55*a*b*g*q*x+214*a*b*g*r*x+189*a*b*g*x^2+124*a*b*p^2*x+112 *a*b*p*q*x+323*a*b*p*r*x+121*a*b*p*x^2+12*a*b*q^2*x+145*a*b*q*r*x+129*a*b*q*x^2 +199*a*b*r^2*x+61*a*b*r*x^2-112*a*b*x^3+164*a*c^3*x+196*a*c^2*g*x+338*a*c^2*p*x +138*a*c^2*q*x+426*a*c^2*r*x+126*a*c^2*x^2+73*a*c*g^2*x+279*a*c*g*p*x+109*a*c*g *q*x+355*a*c*g*r*x+173*a*c*g*x^2+218*a*c*p^2*x+204*a*c*p*q*x+545*a*c*p*r*x+79*a *c*p*x^2+28*a*c*q^2*x+247*a*c*q*r*x+97*a*c*q*x^2+327*a*c*r^2*x-43*a*c*r*x^2-174 *a*c*x^3+8*a*g^3*x+55*a*g^2*p*x+20*a*g^2*q*x+71*a*g^2*r*x+55*a*g^2*x^2+92*a*g*p ^2*x+84*a*g*p*q*x+232*a*g*p*r*x+69*a*g*p*x^2+11*a*g*q^2*x+102*a*g*q*r*x+66*a*g* q*x^2+140*a*g*r^2*x+32*a*g*r*x^2-69*a*g*x^3+45*a*p^3*x+69*a*p^2*q*x+168*a*p^2*r *x+8*a*p^2*x^2+24*a*p*q^2*x+165*a*p*q*r*x+25*a*p*q*x^2+201*a*p*r^2*x-57*a*p*r*x ^2-87*a*p*x^3+27*a*q^2*r*x+17*a*q^2*x^2+96*a*q*r^2*x-24*a*q*r*x^2-87*a*q*x^3+78 *a*r^3*x-80*a*r^2*x^2-119*a*r*x^3+32*b^3*c*x+8*b^3*g*x+24*b^3*p*x+36*b^3*r*x+68 *b^3*x^2+116*b^2*c^2*x+82*b^2*c*g*x+156*b^2*c*p*x+40*b^2*c*q*x+222*b^2*c*r*x+ 210*b^2*c*x^2+12*b^2*g^2*x+58*b^2*g*p*x+12*b^2*g*q*x+84*b^2*g*r*x+110*b^2*g*x^2 +48*b^2*p^2*x+36*b^2*p*q*x+135*b^2*p*r*x+82*b^2*p*x^2+54*b^2*q*r*x+86*b^2*q*x^2 +87*b^2*r^2*x+61*b^2*r*x^2-56*b^2*x^3+140*b*c^3*x+164*b*c^2*g*x+278*b*c^2*p*x+ 94*b*c^2*q*x+370*b*c^2*r*x+194*b*c^2*x^2+59*b*c*g^2*x+225*b*c*g*p*x+71*b*c*g*q* x+303*b*c*g*r*x+221*b*c*g*x^2+170*b*c*p^2*x+140*b*c*p*q*x+439*b*c*p*r*x+127*b*c *p*x^2+12*b*c*q^2*x+185*b*c*q*r*x+145*b*c*q*x^2+269*b*c*r^2*x+5*b*c*r*x^2-174*b *c*x^3+6*b*g^3*x+43*b*g^2*p*x+12*b*g^2*q*x+59*b*g^2*r*x+62*b*g^2*x^2+71*b*g*p^2 *x+56*b*g*p*q*x+186*b*g*p*r*x+89*b*g*p*x^2+4*b*g*q^2*x+76*b*g*q*r*x+86*b*g*q*x^ 2+115*b*g*r^2*x+54*b*g*r*x^2-69*b*g*x^3+33*b*p^3*x+45*b*p^2*q*x+123*b*p^2*r*x+ 15*b*p^2*x^2+12*b*p*q^2*x+111*b*p*q*r*x+39*b*p*q*x^2+147*b*p*r^2*x-51*b*p*r*x^2 -87*b*p*x^3+18*b*q^2*r*x+24*b*q^2*x^2+66*b*q*r^2*x-18*b*q*r*x^2-87*b*q*x^3+57*b *r^3*x-75*b*r^2*x^2-119*b*r*x^3+56*c^4*x+92*c^3*g*x+152*c^3*p*x+56*c^3*q*x+192* c^3*r*x+44*c^3*x^2+54*c^2*g^2*x+192*c^2*g*p*x+68*c^2*g*q*x+244*c^2*g*r*x+92*c^2 *g*x^2+146*c^2*p^2*x+124*c^2*p*q*x+366*c^2*p*r*x+32*c^2*p*x^2+14*c^2*q^2*x+150* c^2*q*r*x+44*c^2*q*x^2+220*c^2*r^2*x-60*c^2*r*x^2-140*c^2*x^3+13*c*g^3*x+78*c*g ^2*p*x+26*c*g^2*q*x+100*c*g^2*r*x+59*c*g^2*x^2+125*c*g*p^2*x+104*c*g*p*q*x+315* c*g*p*r*x+66*c*g*p*x^2+11*c*g*q^2*x+127*c*g*q*r*x+66*c*g*q*x^2+190*c*g*r^2*x-\ 116*c*g*x^3+60*c*p^3*x+84*c*p^2*q*x+225*c*p^2*r*x-c*p^2*x^2+24*c*p*q^2*x+198*c* p*q*r*x+10*c*p*q*x^2+270*c*p*r^2*x-108*c*p*r*x^2-140*c*p*x^3+27*c*q^2*r*x+11*c* q^2*x^2+114*c*q*r^2*x-60*c*q*r*x^2-140*c*q*x^3+105*c*r^3*x-125*c*r^2*x^2-180*c* r*x^3+g^4*x+10*g^3*p*x+3*g^3*q*x+13*g^3*r*x+12*g^3*x^2+26*g^2*p^2*x+21*g^2*p*q* x+66*g^2*p*r*x+25*g^2*p*x^2+2*g^2*q^2*x+26*g^2*q*r*x+22*g^2*q*x^2+40*g^2*r^2*x+ 15*g^2*r*x^2-23*g^2*x^3+26*g*p^3*x+36*g*p^2*q*x+98*g*p^2*r*x+10*g*p^2*x^2+10*g* p*q^2*x+85*g*p*q*r*x+20*g*p*q*x^2+118*g*p*r^2*x-18*g*p*r*x^2-58*g*p*x^3+12*g*q^ 2*r*x+10*g*q^2*x^2+49*g*q*r^2*x-10*g*q*r*x^2-58*g*q*x^3+46*g*r^3*x-33*g*r^2*x^2 -74*g*r*x^3+9*p^4*x+18*p^3*q*x+45*p^3*r*x-3*p^3*x^2+9*p^2*q^2*x+63*p^2*q*r*x-6* p^2*q*x^2+81*p^2*r^2*x-39*p^2*r*x^2-35*p^2*x^3+18*p*q^2*r*x-3*p*q^2*x^2+72*p*q* r^2*x-54*p*q*r*x^2-70*p*q*x^3+63*p*r^3*x-84*p*r^2*x^2-90*p*r*x^3+9*q^2*r^2*x-15 *q^2*r*x^2-35*q^2*x^3+27*q*r^3*x-45*q*r^2*x^2-90*q*r*x^3+18*r^4*x-48*r^3*x^2-79 *r^2*x^3-4*a^4-12*a^3*b-20*a^3*c-8*a^3*g-18*a^3*p-4*a^3*q-18*a^3*r-14*a^3*x-8*a ^2*b^2-40*a^2*b*c-14*a^2*b*g-42*a^2*b*p-4*a^2*b*q-42*a^2*b*r-96*a^2*b*x-36*a^2* c^2-28*a^2*c*g-68*a^2*c*p-12*a^2*c*q-68*a^2*c*r-50*a^2*c*x-5*a^2*g^2-29*a^2*g*p -4*a^2*g*q-29*a^2*g*r-45*a^2*g*x-26*a^2*p^2-14*a^2*p*q-52*a^2*p*r+15*a^2*p*x-14 *a^2*q*r-18*a^2*q*x-26*a^2*r^2+44*a^2*r*x+142*a^2*x^2-16*a*b^2*c-4*a*b^2*g-24*a *b^2*p-24*a*b^2*r-118*a*b^2*x-44*a*b*c^2-30*a*b*c*g-96*a*b*c*p-8*a*b*c*q-96*a*b *c*r-218*a*b*c*x-4*a*b*g^2-39*a*b*g*p-2*a*b*g*q-39*a*b*g*r-129*a*b*g*x-36*a*b*p ^2-12*a*b*p*q-72*a*b*p*r-44*a*b*p*x-12*a*b*q*r-68*a*b*q*x-36*a*b*r^2+5*a*b*r*x+ 238*a*b*x^2-28*a*c^3-32*a*c^2*g-82*a*c^2*p-12*a*c^2*q-82*a*c^2*r-60*a*c^2*x-11* a*c*g^2-69*a*c*g*p-8*a*c*g*q-69*a*c*g*r-100*a*c*g*x-64*a*c*p^2-28*a*c*p*q-128*a *c*p*r+40*a*c*p*x-28*a*c*q*r-46*a*c*q*x-64*a*c*r^2+117*a*c*r*x+390*a*c*x^2-a*g^ 3-14*a*g^2*p-a*g^2*q-14*a*g^2*r-35*a*g^2*x-28*a*g*p^2-11*a*g*p*q-56*a*g*p*r-9*a *g*p*x-11*a*g*q*r-31*a*g*q*x-28*a*g*r^2+19*a*g*r*x+166*a*g*x^2-15*a*p^3-12*a*p^ 2*q-45*a*p^2*r+38*a*p^2*x-24*a*p*q*r+12*a*p*q*x-45*a*p*r^2+131*a*p*r*x+200*a*p* x^2-8*a*q^2*x-12*a*q*r^2+25*a*q*r*x+150*a*q*x^2-15*a*r^3+93*a*r^2*x+243*a*r*x^2 +18*a*x^3-36*b^3*x-8*b^2*c^2-4*b^2*c*g-24*b^2*c*p-24*b^2*c*r-140*b^2*c*x-8*b^2* g*p-8*b^2*g*r-66*b^2*g*x-12*b^2*p^2-24*b^2*p*r-63*b^2*p*x-54*b^2*q*x-12*b^2*r^2 -51*b^2*r*x+96*b^2*x^2-16*b*c^3-16*b*c^2*g-54*b*c^2*p-4*b*c^2*q-54*b*c^2*r-132* b*c^2*x-4*b*c*g^2-43*b*c*g*p-2*b*c*g*q-43*b*c*g*r-146*b*c*g*x-42*b*c*p^2-12*b*c *p*q-84*b*c*p*r-46*b*c*p*x-12*b*c*q*r-96*b*c*q*x-42*b*c*r^2+27*b*c*r*x+374*b*c* x^2-8*b*g^2*p-8*b*g^2*r-40*b*g^2*x-18*b*g*p^2-4*b*g*p*q-36*b*g*p*r-46*b*g*p*x-4 *b*g*q*r-50*b*g*q*x-18*b*g*r^2-22*b*g*r*x+138*b*g*x^2-9*b*p^3-6*b*p^2*q-27*b*p^ 2*r+18*b*p^2*x-12*b*p*q*r-18*b*p*q*x-27*b*p*r^2+90*b*p*r*x+216*b*p*x^2-18*b*q^2 *x-6*b*q*r^2+6*b*q*r*x+166*b*q*x^2-9*b*r^3+72*b*r^2*x+267*b*r*x^2+18*b*x^3-8*c^ 4-12*c^3*g-32*c^3*p-4*c^3*q-32*c^3*r-24*c^3*x-6*c^2*g^2-40*c^2*g*p-4*c^2*g*q-40 *c^2*g*r-56*c^2*g*x-38*c^2*p^2-14*c^2*p*q-76*c^2*p*r+28*c^2*p*x-14*c^2*q*r-28*c ^2*q*x-38*c^2*r^2+82*c^2*r*x+288*c^2*x^2-c*g^3-16*c*g^2*p-c*g^2*q-16*c*g^2*r-38 *c*g^2*x-33*c*g*p^2-11*c*g*p*q-66*c*g*p*r-4*c*g*p*x-11*c*g*q*r-38*c*g*q*x-33*c* g*r^2+37*c*g*r*x+244*c*g*x^2-18*c*p^3-12*c*p^2*q-54*c*p^2*r+50*c*p^2*x-24*c*p*q *r+18*c*p*q*x-54*c*p*r^2+173*c*p*r*x+292*c*p*x^2-8*c*q^2*x-12*c*q*r^2+43*c*q*r* x+228*c*q*x^2-18*c*r^3+123*c*r^2*x+326*c*r*x^2-16*c*x^3-2*g^3*p-2*g^3*r-8*g^3*x -7*g^2*p^2-2*g^2*p*q-14*g^2*p*r-9*g^2*p*x-2*g^2*q*r-12*g^2*q*x-7*g^2*r^2-2*g^2* r*x+50*g^2*x^2-8*g*p^3-5*g*p^2*q-24*g*p^2*r+14*g*p^2*x-10*g*p*q*r-24*g*p*r^2+57 *g*p*r*x+128*g*p*x^2-6*g*q^2*x-5*g*q*r^2+11*g*q*r*x+100*g*q*x^2-8*g*r^3+43*g*r^ 2*x+149*g*r*x^2+12*g*x^3-3*p^4-3*p^3*q-12*p^3*r+15*p^3*x-9*p^2*q*r+18*p^2*q*x-\ 18*p^2*r^2+69*p^2*r*x+74*p^2*x^2+3*p*q^2*x-9*p*q*r^2+48*p*q*r*x+116*p*q*x^2-12* p*r^3+93*p*r^2*x+169*p*r*x^2-8*p*x^3+9*q^2*r*x+42*q^2*x^2-3*q*r^3+30*q*r^2*x+ 101*q*r*x^2-8*q*x^3-3*r^4+39*r^3*x+101*r^2*x^2-2*a^3+14*a^2*b+5*a^2*g-23*a^2*p+ 6*a^2*q-23*a^2*r-108*a^2*x+20*a*b^2+38*a*b*c+24*a*b*g-15*a*b*p+10*a*b*q-15*a*b* r-180*a*b*x+6*a*c^2+17*a*c*g-47*a*c*p+12*a*c*q-47*a*c*r-270*a*c*x+7*a*g^2-15*a* g*p+7*a*g*q-15*a*g*r-125*a*g*x-28*a*p^2-a*p*q-56*a*p*r-127*a*p*x-a*q*r-66*a*q*x -28*a*r^2-131*a*r*x+8*a*x^2+20*b^2*c+8*b^2*g+12*b^2*p+12*b^2*r-36*b^2*x+24*b*c^ 2+28*b*c*g-9*b*c*p+10*b*c*q-9*b*c*r-236*b*c*x+8*b*g^2+2*b*g*p+4*b*g*q+2*b*g*r-\ 86*b*g*x-15*b*p^2+6*b*p*q-30*b*p*r-153*b*p*x+6*b*q*r-72*b*q*x-15*b*r^2-165*b*r* x-68*b*x^2+4*c^3+12*c^2*g-24*c^2*p+6*c^2*q-24*c^2*r-180*c^2*x+9*c*g^2-14*c*g*p+ 7*c*g*q-14*c*g*r-160*c*g*x-31*c*p^2-c*p*q-62*c*p*r-172*c*p*x-c*q*r-102*c*q*x-31 *c*r^2-170*c*r*x+60*c*x^2+2*g^3-g^2*p+2*g^2*q-g^2*r-35*g^2*x-12*g*p^2+g*p*q-24* g*p*r-82*g*p*x+g*q*r-45*g*q*x-12*g*r^2-86*g*r*x-8*g*x^2-9*p^3-3*p^2*q-27*p^2*r-\ 39*p^2*x-6*p*q*r-45*p*q*x-27*p*r^2-72*p*r*x+44*p*x^2-18*q^2*x-3*q*r^2-39*q*r*x+ 40*q*x^2-9*r^3-33*r^2*x+62*r*x^2+52*x^3+22*a^2+40*a*b+54*a*c+28*a*g+14*a*p+10*a *q+14*a*r-46*a*x+40*b*c+16*b*g+24*b*p+24*b*r+36*b*x+32*c^2+32*c*g+20*c*p+10*c*q +20*c*r-64*c*x+8*g^2+12*g*p+4*g*q+12*g*r-12*g*x+6*p*q-48*p*x+6*q*r-18*q*x-60*r* x-88*x^2+20*a+20*c+8*g+12*p+12*r+36*x)*dx^3+(-8*a^4*c*x^4-4*a^4*p*x^4-4*a^4*q*x ^4-12*a^4*r*x^4-32*a^3*b*c*x^4-16*a^3*b*p*x^4-16*a^3*b*q*x^4-48*a^3*b*r*x^4-48* a^3*c^2*x^4-24*a^3*c*g*x^4-48*a^3*c*p*x^4-48*a^3*c*q*x^4-124*a^3*c*r*x^4-12*a^3 *g*p*x^4-12*a^3*g*q*x^4-36*a^3*g*r*x^4-12*a^3*p^2*x^4-24*a^3*p*q*x^4-62*a^3*p*r *x^4-12*a^3*q^2*x^4-62*a^3*q*r*x^4-60*a^3*r^2*x^4-48*a^2*b^2*c*x^4-24*a^2*b^2*p *x^4-24*a^2*b^2*q*x^4-72*a^2*b^2*r*x^4-144*a^2*b*c^2*x^4-72*a^2*b*c*g*x^4-144*a ^2*b*c*p*x^4-144*a^2*b*c*q*x^4-372*a^2*b*c*r*x^4-36*a^2*b*g*p*x^4-36*a^2*b*g*q* x^4-108*a^2*b*g*r*x^4-36*a^2*b*p^2*x^4-72*a^2*b*p*q*x^4-186*a^2*b*p*r*x^4-36*a^ 2*b*q^2*x^4-186*a^2*b*q*r*x^4-180*a^2*b*r^2*x^4-104*a^2*c^3*x^4-104*a^2*c^2*g*x ^4-156*a^2*c^2*p*x^4-156*a^2*c^2*q*x^4-384*a^2*c^2*r*x^4-26*a^2*c*g^2*x^4-104*a ^2*c*g*p*x^4-104*a^2*c*g*q*x^4-270*a^2*c*g*r*x^4-78*a^2*c*p^2*x^4-156*a^2*c*p*q *x^4-384*a^2*c*p*r*x^4-78*a^2*c*q^2*x^4-384*a^2*c*q*r*x^4-370*a^2*c*r^2*x^4-13* a^2*g^2*p*x^4-13*a^2*g^2*q*x^4-39*a^2*g^2*r*x^4-26*a^2*g*p^2*x^4-52*a^2*g*p*q*x ^4-135*a^2*g*p*r*x^4-26*a^2*g*q^2*x^4-135*a^2*g*q*r*x^4-132*a^2*g*r^2*x^4-13*a^ 2*p^3*x^4-39*a^2*p^2*q*x^4-96*a^2*p^2*r*x^4-39*a^2*p*q^2*x^4-192*a^2*p*q*r*x^4-\ 185*a^2*p*r^2*x^4-13*a^2*q^3*x^4-96*a^2*q^2*r*x^4-185*a^2*q*r^2*x^4-107*a^2*r^3 *x^4-32*a*b^3*c*x^4-16*a*b^3*p*x^4-16*a*b^3*q*x^4-48*a*b^3*r*x^4-144*a*b^2*c^2* x^4-72*a*b^2*c*g*x^4-144*a*b^2*c*p*x^4-144*a*b^2*c*q*x^4-372*a*b^2*c*r*x^4-36*a *b^2*g*p*x^4-36*a*b^2*g*q*x^4-108*a*b^2*g*r*x^4-36*a*b^2*p^2*x^4-72*a*b^2*p*q*x ^4-186*a*b^2*p*r*x^4-36*a*b^2*q^2*x^4-186*a*b^2*q*r*x^4-180*a*b^2*r^2*x^4-208*a *b*c^3*x^4-208*a*b*c^2*g*x^4-312*a*b*c^2*p*x^4-312*a*b*c^2*q*x^4-768*a*b*c^2*r* x^4-52*a*b*c*g^2*x^4-208*a*b*c*g*p*x^4-208*a*b*c*g*q*x^4-540*a*b*c*g*r*x^4-156* a*b*c*p^2*x^4-312*a*b*c*p*q*x^4-768*a*b*c*p*r*x^4-156*a*b*c*q^2*x^4-768*a*b*c*q *r*x^4-740*a*b*c*r^2*x^4-26*a*b*g^2*p*x^4-26*a*b*g^2*q*x^4-78*a*b*g^2*r*x^4-52* a*b*g*p^2*x^4-104*a*b*g*p*q*x^4-270*a*b*g*p*r*x^4-52*a*b*g*q^2*x^4-270*a*b*g*q* r*x^4-264*a*b*g*r^2*x^4-26*a*b*p^3*x^4-78*a*b*p^2*q*x^4-192*a*b*p^2*r*x^4-78*a* b*p*q^2*x^4-384*a*b*p*q*r*x^4-370*a*b*p*r^2*x^4-26*a*b*q^3*x^4-192*a*b*q^2*r*x^ 4-370*a*b*q*r^2*x^4-214*a*b*r^3*x^4-96*a*c^4*x^4-144*a*c^3*g*x^4-192*a*c^3*p*x^ 4-192*a*c^3*q*x^4-464*a*c^3*r*x^4-72*a*c^2*g^2*x^4-216*a*c^2*g*p*x^4-216*a*c^2* g*q*x^4-536*a*c^2*g*r*x^4-144*a*c^2*p^2*x^4-288*a*c^2*p*q*x^4-696*a*c^2*p*r*x^4 -144*a*c^2*q^2*x^4-696*a*c^2*q*r*x^4-680*a*c^2*r^2*x^4-12*a*c*g^3*x^4-72*a*c*g^ 2*p*x^4-72*a*c*g^2*q*x^4-188*a*c*g^2*r*x^4-108*a*c*g*p^2*x^4-216*a*c*g*p*q*x^4-\ 536*a*c*g*p*r*x^4-108*a*c*g*q^2*x^4-536*a*c*g*q*r*x^4-526*a*c*g*r^2*x^4-48*a*c* p^3*x^4-144*a*c*p^2*q*x^4-348*a*c*p^2*r*x^4-144*a*c*p*q^2*x^4-696*a*c*p*q*r*x^4 -680*a*c*p*r^2*x^4-48*a*c*q^3*x^4-348*a*c*q^2*r*x^4-680*a*c*q*r^2*x^4-404*a*c*r ^3*x^4-6*a*g^3*p*x^4-6*a*g^3*q*x^4-18*a*g^3*r*x^4-18*a*g^2*p^2*x^4-36*a*g^2*p*q *x^4-94*a*g^2*p*r*x^4-18*a*g^2*q^2*x^4-94*a*g^2*q*r*x^4-93*a*g^2*r^2*x^4-18*a*g *p^3*x^4-54*a*g*p^2*q*x^4-134*a*g*p^2*r*x^4-54*a*g*p*q^2*x^4-268*a*g*p*q*r*x^4-\ 263*a*g*p*r^2*x^4-18*a*g*q^3*x^4-134*a*g*q^2*r*x^4-263*a*g*q*r^2*x^4-156*a*g*r^ 3*x^4-6*a*p^4*x^4-24*a*p^3*q*x^4-58*a*p^3*r*x^4-36*a*p^2*q^2*x^4-174*a*p^2*q*r* x^4-170*a*p^2*r^2*x^4-24*a*p*q^3*x^4-174*a*p*q^2*r*x^4-340*a*p*q*r^2*x^4-202*a* p*r^3*x^4-6*a*q^4*x^4-58*a*q^3*r*x^4-170*a*q^2*r^2*x^4-202*a*q*r^3*x^4-85*a*r^4 *x^4-8*b^4*c*x^4-4*b^4*p*x^4-4*b^4*q*x^4-12*b^4*r*x^4-48*b^3*c^2*x^4-24*b^3*c*g *x^4-48*b^3*c*p*x^4-48*b^3*c*q*x^4-124*b^3*c*r*x^4-12*b^3*g*p*x^4-12*b^3*g*q*x^ 4-36*b^3*g*r*x^4-12*b^3*p^2*x^4-24*b^3*p*q*x^4-62*b^3*p*r*x^4-12*b^3*q^2*x^4-62 *b^3*q*r*x^4-60*b^3*r^2*x^4-104*b^2*c^3*x^4-104*b^2*c^2*g*x^4-156*b^2*c^2*p*x^4 -156*b^2*c^2*q*x^4-384*b^2*c^2*r*x^4-26*b^2*c*g^2*x^4-104*b^2*c*g*p*x^4-104*b^2 *c*g*q*x^4-270*b^2*c*g*r*x^4-78*b^2*c*p^2*x^4-156*b^2*c*p*q*x^4-384*b^2*c*p*r*x ^4-78*b^2*c*q^2*x^4-384*b^2*c*q*r*x^4-370*b^2*c*r^2*x^4-13*b^2*g^2*p*x^4-13*b^2 *g^2*q*x^4-39*b^2*g^2*r*x^4-26*b^2*g*p^2*x^4-52*b^2*g*p*q*x^4-135*b^2*g*p*r*x^4 -26*b^2*g*q^2*x^4-135*b^2*g*q*r*x^4-132*b^2*g*r^2*x^4-13*b^2*p^3*x^4-39*b^2*p^2 *q*x^4-96*b^2*p^2*r*x^4-39*b^2*p*q^2*x^4-192*b^2*p*q*r*x^4-185*b^2*p*r^2*x^4-13 *b^2*q^3*x^4-96*b^2*q^2*r*x^4-185*b^2*q*r^2*x^4-107*b^2*r^3*x^4-96*b*c^4*x^4-\ 144*b*c^3*g*x^4-192*b*c^3*p*x^4-192*b*c^3*q*x^4-464*b*c^3*r*x^4-72*b*c^2*g^2*x^ 4-216*b*c^2*g*p*x^4-216*b*c^2*g*q*x^4-536*b*c^2*g*r*x^4-144*b*c^2*p^2*x^4-288*b *c^2*p*q*x^4-696*b*c^2*p*r*x^4-144*b*c^2*q^2*x^4-696*b*c^2*q*r*x^4-680*b*c^2*r^ 2*x^4-12*b*c*g^3*x^4-72*b*c*g^2*p*x^4-72*b*c*g^2*q*x^4-188*b*c*g^2*r*x^4-108*b* c*g*p^2*x^4-216*b*c*g*p*q*x^4-536*b*c*g*p*r*x^4-108*b*c*g*q^2*x^4-536*b*c*g*q*r *x^4-526*b*c*g*r^2*x^4-48*b*c*p^3*x^4-144*b*c*p^2*q*x^4-348*b*c*p^2*r*x^4-144*b *c*p*q^2*x^4-696*b*c*p*q*r*x^4-680*b*c*p*r^2*x^4-48*b*c*q^3*x^4-348*b*c*q^2*r*x ^4-680*b*c*q*r^2*x^4-404*b*c*r^3*x^4-6*b*g^3*p*x^4-6*b*g^3*q*x^4-18*b*g^3*r*x^4 -18*b*g^2*p^2*x^4-36*b*g^2*p*q*x^4-94*b*g^2*p*r*x^4-18*b*g^2*q^2*x^4-94*b*g^2*q *r*x^4-93*b*g^2*r^2*x^4-18*b*g*p^3*x^4-54*b*g*p^2*q*x^4-134*b*g*p^2*r*x^4-54*b* g*p*q^2*x^4-268*b*g*p*q*r*x^4-263*b*g*p*r^2*x^4-18*b*g*q^3*x^4-134*b*g*q^2*r*x^ 4-263*b*g*q*r^2*x^4-156*b*g*r^3*x^4-6*b*p^4*x^4-24*b*p^3*q*x^4-58*b*p^3*r*x^4-\ 36*b*p^2*q^2*x^4-174*b*p^2*q*r*x^4-170*b*p^2*r^2*x^4-24*b*p*q^3*x^4-174*b*p*q^2 *r*x^4-340*b*p*q*r^2*x^4-202*b*p*r^3*x^4-6*b*q^4*x^4-58*b*q^3*r*x^4-170*b*q^2*r ^2*x^4-202*b*q*r^3*x^4-85*b*r^4*x^4-32*c^5*x^4-64*c^4*g*x^4-80*c^4*p*x^4-80*c^4 *q*x^4-192*c^4*r*x^4-48*c^3*g^2*x^4-128*c^3*g*p*x^4-128*c^3*g*q*x^4-312*c^3*g*r *x^4-80*c^3*p^2*x^4-160*c^3*p*q*x^4-384*c^3*p*r*x^4-80*c^3*q^2*x^4-384*c^3*q*r* x^4-384*c^3*r^2*x^4-16*c^2*g^3*x^4-72*c^2*g^2*p*x^4-72*c^2*g^2*q*x^4-180*c^2*g^ 2*r*x^4-96*c^2*g*p^2*x^4-192*c^2*g*p*q*x^4-468*c^2*g*p*r*x^4-96*c^2*g*q^2*x^4-\ 468*c^2*g*q*r*x^4-468*c^2*g*r^2*x^4-40*c^2*p^3*x^4-120*c^2*p^2*q*x^4-288*c^2*p^ 2*r*x^4-120*c^2*p*q^2*x^4-576*c^2*p*q*r*x^4-576*c^2*p*r^2*x^4-40*c^2*q^3*x^4-\ 288*c^2*q^2*r*x^4-576*c^2*q*r^2*x^4-356*c^2*r^3*x^4-2*c*g^4*x^4-16*c*g^3*p*x^4-\ 16*c*g^3*q*x^4-42*c*g^3*r*x^4-36*c*g^2*p^2*x^4-72*c*g^2*p*q*x^4-180*c*g^2*p*r*x ^4-36*c*g^2*q^2*x^4-180*c*g^2*q*r*x^4-180*c*g^2*r^2*x^4-32*c*g*p^3*x^4-96*c*g*p ^2*q*x^4-234*c*g*p^2*r*x^4-96*c*g*p*q^2*x^4-468*c*g*p*q*r*x^4-468*c*g*p*r^2*x^4 -32*c*g*q^3*x^4-234*c*g*q^2*r*x^4-468*c*g*q*r^2*x^4-288*c*g*r^3*x^4-10*c*p^4*x^ 4-40*c*p^3*q*x^4-96*c*p^3*r*x^4-60*c*p^2*q^2*x^4-288*c*p^2*q*r*x^4-288*c*p^2*r^ 2*x^4-40*c*p*q^3*x^4-288*c*p*q^2*r*x^4-576*c*p*q*r^2*x^4-356*c*p*r^3*x^4-10*c*q ^4*x^4-96*c*q^3*r*x^4-288*c*q^2*r^2*x^4-356*c*q*r^3*x^4-156*c*r^4*x^4-g^4*p*x^4 -g^4*q*x^4-3*g^4*r*x^4-4*g^3*p^2*x^4-8*g^3*p*q*x^4-21*g^3*p*r*x^4-4*g^3*q^2*x^4 -21*g^3*q*r*x^4-21*g^3*r^2*x^4-6*g^2*p^3*x^4-18*g^2*p^2*q*x^4-45*g^2*p^2*r*x^4-\ 18*g^2*p*q^2*x^4-90*g^2*p*q*r*x^4-90*g^2*p*r^2*x^4-6*g^2*q^3*x^4-45*g^2*q^2*r*x ^4-90*g^2*q*r^2*x^4-55*g^2*r^3*x^4-4*g*p^4*x^4-16*g*p^3*q*x^4-39*g*p^3*r*x^4-24 *g*p^2*q^2*x^4-117*g*p^2*q*r*x^4-117*g*p^2*r^2*x^4-16*g*p*q^3*x^4-117*g*p*q^2*r *x^4-234*g*p*q*r^2*x^4-144*g*p*r^3*x^4-4*g*q^4*x^4-39*g*q^3*r*x^4-117*g*q^2*r^2 *x^4-144*g*q*r^3*x^4-63*g*r^4*x^4-p^5*x^4-5*p^4*q*x^4-12*p^4*r*x^4-10*p^3*q^2*x ^4-48*p^3*q*r*x^4-48*p^3*r^2*x^4-10*p^2*q^3*x^4-72*p^2*q^2*r*x^4-144*p^2*q*r^2* x^4-89*p^2*r^3*x^4-5*p*q^4*x^4-48*p*q^3*r*x^4-144*p*q^2*r^2*x^4-178*p*q*r^3*x^4 -78*p*r^4*x^4-q^5*x^4-12*q^4*r*x^4-48*q^3*r^2*x^4-89*q^2*r^3*x^4-78*q*r^4*x^4-\ 26*r^5*x^4+24*a^4*c*x^3+16*a^4*p*x^3+12*a^4*q*x^3+40*a^4*r*x^3+12*a^4*x^4+96*a^ 3*b*c*x^3+60*a^3*b*p*x^3+44*a^3*b*q*x^3+160*a^3*b*r*x^3+48*a^3*b*x^4+136*a^3*c^ 2*x^3+68*a^3*c*g*x^3+164*a^3*c*p*x^3+124*a^3*c*q*x^3+372*a^3*c*r*x^3+84*a^3*c*x ^4+44*a^3*g*p*x^3+32*a^3*g*q*x^3+112*a^3*g*r*x^3+36*a^3*g*x^4+48*a^3*p^2*x^3+76 *a^3*p*q*x^3+210*a^3*p*r*x^3+42*a^3*p*x^4+28*a^3*q^2*x^3+170*a^3*q*r*x^3+42*a^3 *q*x^4+182*a^3*r^2*x^3+42*a^3*r*x^4+144*a^2*b^2*c*x^3+84*a^2*b^2*p*x^3+60*a^2*b ^2*q*x^3+240*a^2*b^2*r*x^3+72*a^2*b^2*x^4+408*a^2*b*c^2*x^3+204*a^2*b*c*g*x^3+ 468*a^2*b*c*p*x^3+348*a^2*b*c*q*x^3+1132*a^2*b*c*r*x^3+252*a^2*b*c*x^4+124*a^2* b*g*p*x^3+88*a^2*b*g*q*x^3+336*a^2*b*g*r*x^3+108*a^2*b*g*x^4+132*a^2*b*p^2*x^3+ 204*a^2*b*p*q*x^3+614*a^2*b*p*r*x^3+126*a^2*b*p*x^4+72*a^2*b*q^2*x^3+494*a^2*b* q*r*x^3+126*a^2*b*q*x^4+558*a^2*b*r^2*x^3+126*a^2*b*r*x^4+280*a^2*c^3*x^3+280*a ^2*c^2*g*x^3+488*a^2*c^2*p*x^3+364*a^2*c^2*q*x^3+1076*a^2*c^2*r*x^3+208*a^2*c^2 *x^4+70*a^2*c*g^2*x^3+332*a^2*c*g*p*x^3+244*a^2*c*g*q*x^3+766*a^2*c*g*r*x^3+182 *a^2*c*g*x^4+278*a^2*c*p^2*x^3+432*a^2*c*p*q*x^3+1192*a^2*c*p*r*x^3+208*a^2*c*p *x^4+154*a^2*c*q^2*x^3+944*a^2*c*q*r*x^3+208*a^2*c*q*x^4+1032*a^2*c*r^2*x^3+164 *a^2*c*r*x^4+44*a^2*g^2*p*x^3+31*a^2*g^2*q*x^3+114*a^2*g^2*r*x^3+39*a^2*g^2*x^4 +96*a^2*g*p^2*x^3+148*a^2*g*p*q*x^3+429*a^2*g*p*r*x^3+91*a^2*g*p*x^4+52*a^2*g*q ^2*x^3+339*a^2*g*q*r*x^3+91*a^2*g*q*x^4+377*a^2*g*r^2*x^3+93*a^2*g*r*x^4+52*a^2 *p^3*x^3+125*a^2*p^2*q*x^3+327*a^2*p^2*r*x^3+52*a^2*p^2*x^4+94*a^2*p*q^2*x^3+ 530*a^2*p*q*r*x^3+104*a^2*p*q*x^4+562*a^2*p*r^2*x^3+82*a^2*p*r*x^4+21*a^2*q^3*x ^3+203*a^2*q^2*r*x^3+52*a^2*q^2*x^4+454*a^2*q*r^2*x^3+82*a^2*q*r*x^4+292*a^2*r^ 3*x^3+18*a^2*r^2*x^4+96*a*b^3*c*x^3+52*a*b^3*p*x^3+36*a*b^3*q*x^3+160*a*b^3*r*x ^3+48*a*b^3*x^4+408*a*b^2*c^2*x^3+204*a*b^2*c*g*x^3+444*a*b^2*c*p*x^3+324*a*b^2 *c*q*x^3+1148*a*b^2*c*r*x^3+252*a*b^2*c*x^4+116*a*b^2*g*p*x^3+80*a*b^2*g*q*x^3+ 336*a*b^2*g*r*x^3+108*a*b^2*g*x^4+120*a*b^2*p^2*x^3+180*a*b^2*p*q*x^3+598*a*b^2 *p*r*x^3+126*a*b^2*p*x^4+60*a*b^2*q^2*x^3+478*a*b^2*q*r*x^3+126*a*b^2*q*x^4+570 *a*b^2*r^2*x^3+126*a*b^2*r*x^4+560*a*b*c^3*x^3+560*a*b*c^2*g*x^3+932*a*b*c^2*p* x^3+684*a*b*c^2*q*x^3+2176*a*b*c^2*r*x^3+416*a*b*c^2*x^4+140*a*b*c*g^2*x^3+632* a*b*c*g*p*x^3+456*a*b*c*g*q*x^3+1544*a*b*c*g*r*x^3+364*a*b*c*g*x^4+512*a*b*c*p^ 2*x^3+776*a*b*c*p*q*x^3+2308*a*b*c*p*r*x^3+416*a*b*c*p*x^4+264*a*b*c*q^2*x^3+ 1812*a*b*c*q*r*x^3+416*a*b*c*q*x^4+2072*a*b*c*r^2*x^3+328*a*b*c*r*x^4+83*a*b*g^ 2*p*x^3+57*a*b*g^2*q*x^3+228*a*b*g^2*r*x^3+78*a*b*g^2*x^4+176*a*b*g*p^2*x^3+264 *a*b*g*p*q*x^3+830*a*b*g*p*r*x^3+182*a*b*g*p*x^4+88*a*b*g*q^2*x^3+650*a*b*g*q*r *x^3+182*a*b*g*q*x^4+760*a*b*g*r^2*x^3+186*a*b*g*r*x^4+93*a*b*p^3*x^3+217*a*b*p ^2*q*x^3+610*a*b*p^2*r*x^3+104*a*b*p^2*x^4+155*a*b*p*q^2*x^3+972*a*b*p*q*r*x^3+ 208*a*b*p*q*x^4+1076*a*b*p*r^2*x^3+164*a*b*p*r*x^4+31*a*b*q^3*x^3+362*a*b*q^2*r *x^3+104*a*b*q^2*x^4+860*a*b*q*r^2*x^3+164*a*b*q*r*x^4+568*a*b*r^3*x^3+36*a*b*r ^2*x^4+248*a*c^4*x^3+372*a*c^3*g*x^3+564*a*c^3*p*x^3+412*a*c^3*q*x^3+1232*a*c^3 *r*x^3+216*a*c^3*x^4+186*a*c^2*g^2*x^3+640*a*c^2*g*p*x^3+464*a*c^2*g*q*x^3+1432 *a*c^2*g*r*x^3+288*a*c^2*g*x^4+474*a*c^2*p^2*x^3+720*a*c^2*p*q*x^3+2024*a*c^2*p *r*x^3+324*a*c^2*p*x^4+246*a*c^2*q^2*x^3+1556*a*c^2*q*r*x^3+324*a*c^2*q*x^4+ 1768*a*c^2*r^2*x^3+224*a*c^2*r*x^4+31*a*c*g^3*x^3+217*a*c*g^2*p*x^3+155*a*c*g^2 *q*x^3+508*a*c*g^2*r*x^3+126*a*c*g^2*x^4+361*a*c*g*p^2*x^3+546*a*c*g*p*q*x^3+ 1576*a*c*g*p*r*x^3+288*a*c*g*p*x^4+185*a*c*g*q^2*x^3+1212*a*c*g*q*r*x^3+288*a*c *g*q*x^4+1386*a*c*g*r^2*x^3+244*a*c*g*r*x^4+175*a*c*p^3*x^3+411*a*c*p^2*q*x^3+ 1100*a*c*p^2*r*x^3+162*a*c*p^2*x^4+297*a*c*p*q^2*x^3+1732*a*c*p*q*r*x^3+324*a*c *p*q*x^4+1912*a*c*p*r^2*x^3+224*a*c*p*r*x^4+61*a*c*q^3*x^3+632*a*c*q^2*r*x^3+ 162*a*c*q^2*x^4+1492*a*c*q*r^2*x^3+224*a*c*q*r*x^4+1008*a*c*r^3*x^3+16*a*c*r^2* x^4+19*a*g^3*p*x^3+13*a*g^3*q*x^3+50*a*g^3*r*x^3+18*a*g^3*x^4+62*a*g^2*p^2*x^3+ 93*a*g^2*p*q*x^3+282*a*g^2*p*r*x^3+63*a*g^2*p*x^4+31*a*g^2*q^2*x^3+217*a*g^2*q* r*x^3+63*a*g^2*q*x^4+251*a*g^2*r^2*x^3+66*a*g^2*r*x^4+67*a*g*p^3*x^3+157*a*g*p^ 2*q*x^3+430*a*g*p^2*r*x^3+72*a*g*p^2*x^4+113*a*g*p*q^2*x^3+678*a*g*p*q*r*x^3+ 144*a*g*p*q*x^4+752*a*g*p*r^2*x^3+122*a*g*p*r*x^4+23*a*g*q^3*x^3+248*a*g*q^2*r* x^3+72*a*g*q^2*x^4+588*a*g*q*r^2*x^3+122*a*g*q*r*x^4+397*a*g*r^3*x^3+39*a*g*r^2 *x^4+24*a*p^4*x^3+77*a*p^3*q*x^3+198*a*p^3*r*x^3+27*a*p^3*x^4+87*a*p^2*q^2*x^3+ 477*a*p^2*q*r*x^3+81*a*p^2*q*x^4+514*a*p^2*r^2*x^3+56*a*p^2*r*x^4+39*a*p*q^3*x^ 3+360*a*p*q^2*r*x^3+81*a*p*q^2*x^4+818*a*p*q*r^2*x^3+112*a*p*q*r*x^4+542*a*p*r^ 3*x^3+8*a*p*r^2*x^4+5*a*q^4*x^3+81*a*q^3*r*x^3+27*a*q^3*x^4+304*a*q^2*r^2*x^3+ 56*a*q^2*r*x^4+426*a*q*r^3*x^3+8*a*q*r^2*x^4+202*a*r^4*x^3-27*a*r^3*x^4+24*b^4* c*x^3+12*b^4*p*x^3+8*b^4*q*x^3+40*b^4*r*x^3+12*b^4*x^4+136*b^3*c^2*x^3+68*b^3*c *g*x^3+140*b^3*c*p*x^3+100*b^3*c*q*x^3+388*b^3*c*r*x^3+84*b^3*c*x^4+36*b^3*g*p* x^3+24*b^3*g*q*x^3+112*b^3*g*r*x^3+36*b^3*g*x^4+36*b^3*p^2*x^3+52*b^3*p*q*x^3+ 194*b^3*p*r*x^3+42*b^3*p*x^4+16*b^3*q^2*x^3+154*b^3*q*r*x^3+42*b^3*q*x^4+194*b^ 3*r^2*x^3+42*b^3*r*x^4+280*b^2*c^3*x^3+280*b^2*c^2*g*x^3+444*b^2*c^2*p*x^3+320* b^2*c^2*q*x^3+1100*b^2*c^2*r*x^3+208*b^2*c^2*x^4+70*b^2*c*g^2*x^3+300*b^2*c*g*p *x^3+212*b^2*c*g*q*x^3+778*b^2*c*g*r*x^3+182*b^2*c*g*x^4+234*b^2*c*p^2*x^3+344* b^2*c*p*q*x^3+1116*b^2*c*p*r*x^3+208*b^2*c*p*x^4+110*b^2*c*q^2*x^3+868*b^2*c*q* r*x^3+208*b^2*c*q*x^4+1040*b^2*c*r^2*x^3+164*b^2*c*r*x^4+39*b^2*g^2*p*x^3+26*b^ 2*g^2*q*x^3+114*b^2*g^2*r*x^3+39*b^2*g^2*x^4+80*b^2*g*p^2*x^3+116*b^2*g*p*q*x^3 +401*b^2*g*p*r*x^3+91*b^2*g*p*x^4+36*b^2*g*q^2*x^3+311*b^2*g*q*r*x^3+91*b^2*g*q *x^4+383*b^2*g*r^2*x^3+93*b^2*g*r*x^4+41*b^2*p^3*x^3+92*b^2*p^2*q*x^3+283*b^2*p ^2*r*x^3+52*b^2*p^2*x^4+61*b^2*p*q^2*x^3+442*b^2*p*q*r*x^3+104*b^2*p*q*x^4+514* b^2*p*r^2*x^3+82*b^2*p*r*x^4+10*b^2*q^3*x^3+159*b^2*q^2*r*x^3+52*b^2*q^2*x^4+ 406*b^2*q*r^2*x^3+82*b^2*q*r*x^4+276*b^2*r^3*x^3+18*b^2*r^2*x^4+248*b*c^4*x^3+ 372*b*c^3*g*x^3+540*b*c^3*p*x^3+388*b*c^3*q*x^3+1240*b*c^3*r*x^3+216*b*c^3*x^4+ 186*b*c^2*g^2*x^3+612*b*c^2*g*p*x^3+436*b*c^2*g*q*x^3+1440*b*c^2*g*r*x^3+288*b* c^2*g*x^4+438*b*c^2*p^2*x^3+648*b*c^2*p*q*x^3+1948*b*c^2*p*r*x^3+324*b*c^2*p*x^ 4+210*b*c^2*q^2*x^3+1480*b*c^2*q*r*x^3+324*b*c^2*q*x^4+1744*b*c^2*r^2*x^3+224*b *c^2*r*x^4+31*b*c*g^3*x^3+207*b*c*g^2*p*x^3+145*b*c*g^2*q*x^3+510*b*c*g^2*r*x^3 +126*b*c*g^2*x^4+333*b*c*g*p^2*x^3+490*b*c*g*p*q*x^3+1518*b*c*g*p*r*x^3+288*b*c *g*p*x^4+157*b*c*g*q^2*x^3+1154*b*c*g*q*r*x^3+288*b*c*g*q*x^4+1374*b*c*g*r^2*x^ 3+244*b*c*g*r*x^4+157*b*c*p^3*x^3+357*b*c*p^2*q*x^3+1018*b*c*p^2*r*x^3+162*b*c* p^2*x^4+243*b*c*p*q^2*x^3+1568*b*c*p*q*r*x^3+324*b*c*p*q*x^4+1792*b*c*p*r^2*x^3 +224*b*c*p*r*x^4+43*b*c*q^3*x^3+550*b*c*q^2*r*x^3+162*b*c*q^2*x^4+1372*b*c*q*r^ 2*x^3+224*b*c*q*r*x^4+948*b*c*r^3*x^3+16*b*c*r^2*x^4+18*b*g^3*p*x^3+12*b*g^3*q* x^3+50*b*g^3*r*x^3+18*b*g^3*x^4+57*b*g^2*p^2*x^3+83*b*g^2*p*q*x^3+272*b*g^2*p*r *x^3+63*b*g^2*p*x^4+26*b*g^2*q^2*x^3+207*b*g^2*q*r*x^3+63*b*g^2*q*x^4+251*b*g^2 *r^2*x^3+66*b*g^2*r*x^4+60*b*g*p^3*x^3+136*b*g*p^2*q*x^3+399*b*g*p^2*r*x^3+72*b *g*p^2*x^4+92*b*g*p*q^2*x^3+616*b*g*p*q*r*x^3+144*b*g*p*q*x^4+710*b*g*p*r^2*x^3 +122*b*g*p*r*x^4+16*b*g*q^3*x^3+217*b*g*q^2*r*x^3+72*b*g*q^2*x^4+546*b*g*q*r^2* x^3+122*b*g*q*r*x^4+377*b*g*r^3*x^3+39*b*g*r^2*x^4+21*b*p^4*x^3+65*b*p^3*q*x^3+ 177*b*p^3*r*x^3+27*b*p^3*x^4+69*b*p^2*q^2*x^3+414*b*p^2*q*r*x^3+81*b*p^2*q*x^4+ 460*b*p^2*r^2*x^3+56*b*p^2*r*x^4+27*b*p*q^3*x^3+297*b*p*q^2*r*x^3+81*b*p*q^2*x^ 4+710*b*p*q*r^2*x^3+112*b*p*q*r*x^4+482*b*p*r^3*x^3+8*b*p*r^2*x^4+2*b*q^4*x^3+ 60*b*q^3*r*x^3+27*b*q^3*x^4+250*b*q^2*r^2*x^3+56*b*q^2*r*x^4+366*b*q*r^3*x^3+8* b*q*r^2*x^4+178*b*r^4*x^3-27*b*r^3*x^4+80*c^5*x^3+160*c^4*g*x^3+224*c^4*p*x^3+ 160*c^4*q*x^3+488*c^4*r*x^3+80*c^4*x^4+120*c^3*g^2*x^3+360*c^3*g*p*x^3+256*c^3* g*q*x^3+796*c^3*g*r*x^3+144*c^3*g*x^4+248*c^3*p^2*x^3+368*c^3*p*q*x^3+1060*c^3* p*r*x^3+160*c^3*p*x^4+120*c^3*q^2*x^3+788*c^3*q*r*x^3+160*c^3*q*x^4+936*c^3*r^2 *x^3+104*c^3*r*x^4+40*c^2*g^3*x^3+204*c^2*g^2*p*x^3+144*c^2*g^2*q*x^3+462*c^2*g ^2*r*x^3+96*c^2*g^2*x^4+300*c^2*g*p^2*x^3+444*c^2*g*p*q*x^3+1300*c^2*g*p*r*x^3+ 216*c^2*g*p*x^4+144*c^2*g*q^2*x^3+968*c^2*g*q*r*x^3+216*c^2*g*q*x^4+1152*c^2*g* r^2*x^3+164*c^2*g*r*x^4+136*c^2*p^3*x^3+312*c^2*p^2*q*x^3+858*c^2*p^2*r*x^3+120 *c^2*p^2*x^4+216*c^2*p*q^2*x^3+1308*c^2*p*q*r*x^3+240*c^2*p*q*x^4+1512*c^2*p*r^ 2*x^3+156*c^2*p*r*x^4+40*c^2*q^3*x^3+450*c^2*q^2*r*x^3+120*c^2*q^2*x^4+1128*c^2 *q*r^2*x^3+156*c^2*q*r*x^4+812*c^2*r^3*x^3+8*c^2*r^2*x^4+5*c*g^4*x^3+46*c*g^3*p *x^3+32*c*g^3*q*x^3+109*c*g^3*r*x^3+28*c*g^3*x^4+114*c*g^2*p^2*x^3+168*c*g^2*p* q*x^3+505*c*g^2*p*r*x^3+96*c*g^2*p*x^4+54*c*g^2*q^2*x^3+377*c*g^2*q*r*x^3+96*c* g^2*q*x^4+450*c*g^2*r^2*x^3+86*c*g^2*r*x^4+110*c*g*p^3*x^3+252*c*g*p^2*q*x^3+ 703*c*g*p^2*r*x^3+108*c*g*p^2*x^4+174*c*g*p*q^2*x^3+1074*c*g*p*q*r*x^3+216*c*g* p*q*x^4+1242*c*g*p*r^2*x^3+164*c*g*p*r*x^4+32*c*g*q^3*x^3+371*c*g*q^2*r*x^3+108 *c*g*q^2*x^4+930*c*g*q*r^2*x^3+164*c*g*q*r*x^4+666*c*g*r^3*x^3+40*c*g*r^2*x^4+ 37*c*p^4*x^3+116*c*p^3*q*x^3+307*c*p^3*r*x^3+40*c*p^3*x^4+126*c*p^2*q^2*x^3+717 *c*p^2*q*r*x^3+120*c*p^2*q*x^4+810*c*p^2*r^2*x^3+78*c*p^2*r*x^4+52*c*p*q^3*x^3+ 513*c*p*q^2*r*x^3+120*c*p*q^2*x^4+1236*c*p*q*r^2*x^3+156*c*p*q*r*x^4+872*c*p*r^ 3*x^3+8*c*p*r^2*x^4+5*c*q^4*x^3+103*c*q^3*r*x^3+40*c*q^3*x^4+426*c*q^2*r^2*x^3+ 78*c*q^2*r*x^4+652*c*q*r^3*x^3+8*c*q*r^2*x^4+332*c*r^4*x^3-50*c*r^3*x^4+3*g^4*p *x^3+2*g^4*q*x^3+8*g^4*r*x^3+3*g^4*x^4+13*g^3*p^2*x^3+19*g^3*p*q*x^3+60*g^3*p*r *x^3+14*g^3*p*x^4+6*g^3*q^2*x^3+45*g^3*q*r*x^3+14*g^3*q*x^4+54*g^3*r^2*x^3+15*g ^3*r*x^4+21*g^2*p^3*x^3+48*g^2*p^2*q*x^3+137*g^2*p^2*r*x^3+24*g^2*p^2*x^4+33*g^ 2*p*q^2*x^3+210*g^2*p*q*r*x^3+48*g^2*p*q*x^4+243*g^2*p*r^2*x^3+43*g^2*p*r*x^4+6 *g^2*q^3*x^3+73*g^2*q^2*r*x^3+24*g^2*q^2*x^4+183*g^2*q*r^2*x^3+43*g^2*q*r*x^4+ 130*g^2*r^3*x^3+18*g^2*r^2*x^4+15*g*p^4*x^3+47*g*p^3*q*x^3+126*g*p^3*r*x^3+18*g *p^3*x^4+51*g*p^2*q^2*x^3+295*g*p^2*q*r*x^3+54*g*p^2*q*x^4+333*g*p^2*r^2*x^3+41 *g*p^2*r*x^4+21*g*p*q^3*x^3+212*g*p*q^2*r*x^3+54*g*p*q^2*x^4+510*g*p*q*r^2*x^3+ 82*g*p*q*r*x^4+358*g*p*r^3*x^3+20*g*p*r^2*x^4+2*g*q^4*x^3+43*g*q^3*r*x^3+18*g*q ^3*x^4+177*g*q^2*r^2*x^3+41*g*q^2*r*x^4+268*g*q*r^3*x^3+20*g*q*r^2*x^4+136*g*r^ 4*x^3-7*g*r^3*x^4+4*p^5*x^3+16*p^4*q*x^3+41*p^4*r*x^3+5*p^4*x^4+24*p^3*q^2*x^3+ 130*p^3*q*r*x^3+20*p^3*q*x^4+144*p^3*r^2*x^3+13*p^3*r*x^4+16*p^2*q^3*x^3+144*p^ 2*q^2*r*x^3+30*p^2*q^2*x^4+336*p^2*q*r^2*x^3+39*p^2*q*r*x^4+233*p^2*r^3*x^3+2*p ^2*r^2*x^4+4*p*q^4*x^3+62*p*q^3*r*x^3+20*p*q^3*x^4+240*p*q^2*r^2*x^3+39*p*q^2*r *x^4+356*p*q*r^3*x^3+4*p*q*r^2*x^4+178*p*r^4*x^3-25*p*r^3*x^4+7*q^4*r*x^3+5*q^4 *x^4+48*q^3*r^2*x^3+13*q^3*r*x^4+123*q^2*r^3*x^3+2*q^2*r^2*x^4+134*q*r^4*x^3-25 *q*r^3*x^4+52*r^5*x^3-21*r^4*x^4-24*a^4*c*x^2-24*a^4*p*x^2-12*a^4*q*x^2-48*a^4* r*x^2-40*a^4*x^3-96*a^3*b*c*x^2-84*a^3*b*p*x^2-40*a^3*b*q*x^2-188*a^3*b*r*x^2-\ 160*a^3*b*x^3-128*a^3*c^2*x^2-64*a^3*c*g*x^2-204*a^3*c*p*x^2-104*a^3*c*q*x^2-\ 392*a^3*c*r*x^2-252*a^3*c*x^3-60*a^3*g*p*x^2-28*a^3*g*q*x^2-124*a^3*g*r*x^2-112 *a^3*g*x^3-72*a^3*p^2*x^2-84*a^3*p*q*x^2-258*a^3*p*r*x^2-124*a^3*p*x^3-20*a^3*q ^2*x^2-158*a^3*q*r*x^2-110*a^3*q*x^3-196*a^3*r^2*x^2-106*a^3*r*x^3+18*a^3*x^4-\ 136*a^2*b^2*c*x^2-104*a^2*b^2*p*x^2-44*a^2*b^2*q*x^2-256*a^2*b^2*r*x^2-240*a^2* b^2*x^3-376*a^2*b*c^2*x^2-188*a^2*b*c*g*x^2-544*a^2*b*c*p*x^2-260*a^2*b*c*q*x^2 -1160*a^2*b*c*r*x^2-804*a^2*b*c*x^3-154*a^2*b*g*p*x^2-66*a^2*b*g*q*x^2-354*a^2* b*g*r*x^2-336*a^2*b*g*x^3-180*a^2*b*p^2*x^2-196*a^2*b*p*q*x^2-718*a^2*b*p*r*x^2 -394*a^2*b*p*x^3-40*a^2*b*q^2*x^2-422*a^2*b*q*r*x^2-352*a^2*b*q*x^3-584*a^2*b*r ^2*x^2-378*a^2*b*r*x^3+54*a^2*b*x^4-248*a^2*c^3*x^2-248*a^2*c^2*g*x^2-544*a^2*c ^2*p*x^2-268*a^2*c^2*q*x^2-1040*a^2*c^2*r*x^2-592*a^2*c^2*x^3-62*a^2*c*g^2*x^2-\ 380*a^2*c*g*p*x^2-180*a^2*c*g*q*x^2-752*a^2*c*g*r*x^2-524*a^2*c*g*x^3-366*a^2*c *p^2*x^2-408*a^2*c*p*q*x^2-1320*a^2*c*p*r*x^2-572*a^2*c*p*x^3-88*a^2*c*q^2*x^2-\ 772*a^2*c*q*r*x^2-514*a^2*c*q*x^3-1008*a^2*c*r^2*x^2-368*a^2*c*r*x^3+158*a^2*c* x^4-54*a^2*g^2*p*x^2-23*a^2*g^2*q*x^2-116*a^2*g^2*r*x^2-114*a^2*g^2*x^3-132*a^2 *g*p^2*x^2-144*a^2*g*p*q*x^2-489*a^2*g*p*r*x^2-262*a^2*g*p*x^3-30*a^2*g*q^2*x^2 -283*a^2*g*q*r*x^2-229*a^2*g*q*x^3-378*a^2*g*r^2*x^2-235*a^2*g*r*x^3+39*a^2*g*x ^4-78*a^2*p^3*x^2-141*a^2*p^2*q*x^2-405*a^2*p^2*r*x^2-138*a^2*p^2*x^3-71*a^2*p* q^2*x^2-500*a^2*p*q*r*x^2-247*a^2*p*q*x^3-608*a^2*p*r^2*x^2-150*a^2*p*r*x^3+79* a^2*p*x^4-8*a^2*q^3*x^2-133*a^2*q^2*r*x^2-109*a^2*q^2*x^3-376*a^2*q*r^2*x^2-146 *a^2*q*r*x^3+79*a^2*q*x^4-281*a^2*r^3*x^2+23*a^2*r^2*x^3+113*a^2*r*x^4-80*a*b^3 *c*x^2-52*a*b^3*p*x^2-16*a*b^3*q*x^2-140*a*b^3*r*x^2-160*a*b^3*x^3-352*a*b^2*c^ 2*x^2-176*a*b^2*c*g*x^2-464*a*b^2*c*p*x^2-196*a*b^2*c*q*x^2-1084*a*b^2*c*r*x^2-\ 852*a*b^2*c*x^3-126*a*b^2*g*p*x^2-46*a*b^2*g*q*x^2-318*a*b^2*g*r*x^2-336*a*b^2* g*x^3-144*a*b^2*p^2*x^2-140*a*b^2*p*q*x^2-640*a*b^2*p*r*x^2-416*a*b^2*p*x^3-20* a*b^2*q^2*x^2-348*a*b^2*q*r*x^2-374*a*b^2*q*x^3-554*a*b^2*r^2*x^2-438*a*b^2*r*x ^3+54*a*b^2*x^4-480*a*b*c^3*x^2-480*a*b*c^2*g*x^2-968*a*b*c^2*p*x^2-444*a*b*c^2 *q*x^2-2028*a*b*c^2*r*x^2-1280*a*b*c^2*x^3-120*a*b*c*g^2*x^2-668*a*b*c*g*p*x^2-\ 292*a*b*c*g*q*x^2-1450*a*b*c*g*r*x^2-1096*a*b*c*g*x^3-610*a*b*c*p^2*x^2-632*a*b *c*p*q*x^2-2404*a*b*c*p*r*x^2-1214*a*b*c*p*x^3-114*a*b*c*q^2*x^2-1344*a*b*c*q*r *x^2-1098*a*b*c*q*x^3-1940*a*b*c*r^2*x^2-888*a*b*c*r*x^3+316*a*b*c*x^4-92*a*b*g ^2*p*x^2-35*a*b*g^2*q*x^2-218*a*b*g^2*r*x^2-228*a*b*g^2*x^3-217*a*b*g*p^2*x^2-\ 218*a*b*g*p*q*x^2-885*a*b*g*p*r*x^2-541*a*b*g*p*x^3-37*a*b*g*q^2*x^2-487*a*b*g* q*r*x^2-475*a*b*g*q*x^3-727*a*b*g*r^2*x^2-524*a*b*g*r*x^3+78*a*b*g*x^4-123*a*b* p^3*x^2-206*a*b*p^2*q*x^2-689*a*b*p^2*r*x^2-287*a*b*p^2*x^3-89*a*b*p*q^2*x^2-\ 810*a*b*p*q*r*x^2-516*a*b*p*q*x^3-1080*a*b*p*r^2*x^2-356*a*b*p*r*x^3+158*a*b*p* x^4-6*a*b*q^3*x^2-197*a*b*q^2*r*x^2-229*a*b*q^2*x^3-648*a*b*q*r^2*x^2-348*a*b*q *r*x^3+158*a*b*q*x^4-514*a*b*r^3*x^2+28*a*b*r^2*x^3+226*a*b*r*x^4-208*a*c^4*x^2 -312*a*c^3*g*x^2-580*a*c^3*p*x^2-272*a*c^3*q*x^2-1112*a*c^3*r*x^2-596*a*c^3*x^3 -156*a*c^2*g^2*x^2-664*a*c^2*g*p*x^2-304*a*c^2*g*q*x^2-1300*a*c^2*g*r*x^2-796*a *c^2*g*x^3-568*a*c^2*p^2*x^2-600*a*c^2*p*q*x^2-2070*a*c^2*p*r*x^2-856*a*c^2*p*x ^3-116*a*c^2*q^2*x^2-1138*a*c^2*q*r*x^2-760*a*c^2*q*x^3-1594*a*c^2*r^2*x^2-448* a*c^2*r*x^3+312*a*c^2*x^4-26*a*c*g^3*x^2-229*a*c*g^2*p*x^2-100*a*c*g^2*q*x^2-\ 466*a*c*g^2*r*x^2-349*a*c*g^2*x^3-440*a*c*g*p^2*x^2-458*a*c*g*p*q*x^2-1631*a*c* g*p*r*x^2-780*a*c*g*p*x^3-86*a*c*g*q^2*x^2-893*a*c*g*q*r*x^2-682*a*c*g*q*x^3-\ 1265*a*c*g*r^2*x^2-550*a*c*g*r*x^3+210*a*c*g*x^4-237*a*c*p^3*x^2-406*a*c*p^2*q* x^2-1249*a*c*p^2*r*x^2-409*a*c*p^2*x^3-185*a*c*p*q^2*x^2-1450*a*c*p*q*r*x^2-722 *a*c*p*q*x^3-1896*a*c*p*r^2*x^2-342*a*c*p*r*x^3+312*a*c*p*x^4-16*a*c*q^3*x^2-\ 345*a*c*q^2*r*x^2-313*a*c*q^2*x^3-1096*a*c*q*r^2*x^2-348*a*c*q*r*x^3+312*a*c*q* x^4-884*a*c*r^3*x^2+202*a*c*r^2*x^3+406*a*c*r*x^4-21*a*g^3*p*x^2-8*a*g^3*q*x^2-\ 47*a*g^3*r*x^2-50*a*g^3*x^3-78*a*g^2*p^2*x^2-79*a*g^2*p*q*x^2-298*a*g^2*p*r*x^2 -176*a*g^2*p*x^3-14*a*g^2*q^2*x^2-162*a*g^2*q*r*x^2-151*a*g^2*q*x^3-234*a*g^2*r ^2*x^2-163*a*g^2*r*x^3+27*a*g^2*x^4-93*a*g*p^3*x^2-158*a*g*p^2*q*x^2-497*a*g*p^ 2*r*x^2-191*a*g*p^2*x^3-71*a*g*p*q^2*x^2-576*a*g*p*q*r*x^2-333*a*g*p*q*x^3-759* a*g*p*r^2*x^2-241*a*g*p*r*x^3+105*a*g*p*x^4-6*a*g*q^3*x^2-138*a*g*q^2*r*x^2-142 *a*g*q^2*x^3-439*a*g*q*r^2*x^2-218*a*g*q*r*x^3+105*a*g*q*x^4-355*a*g*r^3*x^2-9* a*g*r^2*x^3+144*a*g*r*x^4-36*a*p^4*x^2-87*a*p^3*q*x^2-246*a*p^3*r*x^2-65*a*p^3* x^3-66*a*p^2*q^2*x^2-447*a*p^2*q*r*x^2-171*a*p^2*q*x^3-554*a*p^2*r^2*x^2-59*a*p ^2*r*x^3+78*a*p^2*x^4-15*a*p*q^3*x^2-228*a*p*q^2*r*x^2-147*a*p*q^2*x^3-664*a*p* q*r^2*x^2-121*a*p*q*r*x^3+156*a*p*q*x^4-514*a*p*r^3*x^2+152*a*p*r^2*x^3+203*a*p *r*x^4-27*a*q^3*r*x^2-41*a*q^3*x^3-167*a*q^2*r^2*x^2-62*a*q^2*r*x^3+78*a*q^2*x^ 4-304*a*q*r^3*x^2+104*a*q*r^2*x^3+203*a*q*r*x^4-170*a*r^4*x^2+155*a*r^3*x^3+133 *a*r^2*x^4-16*b^4*c*x^2-8*b^4*p*x^2-24*b^4*r*x^2-40*b^4*x^3-104*b^3*c^2*x^2-52* b^3*c*g*x^2-124*b^3*c*p*x^2-40*b^3*c*q*x^2-316*b^3*c*r*x^2-300*b^3*c*x^3-32*b^3 *g*p*x^2-8*b^3*g*q*x^2-88*b^3*g*r*x^2-112*b^3*g*x^3-36*b^3*p^2*x^2-28*b^3*p*q*x ^2-180*b^3*p*r*x^2-146*b^3*p*x^3-84*b^3*q*r*x^2-132*b^3*q*x^3-166*b^3*r^2*x^2-\ 166*b^3*r*x^3+18*b^3*x^4-224*b^2*c^3*x^2-224*b^2*c^2*g*x^2-416*b^2*c^2*p*x^2-\ 168*b^2*c^2*q*x^2-948*b^2*c^2*r*x^2-688*b^2*c^2*x^3-56*b^2*c*g^2*x^2-284*b^2*c* g*p*x^2-108*b^2*c*g*q*x^2-670*b^2*c*g*r*x^2-572*b^2*c*g*x^3-246*b^2*c*p^2*x^2-\ 228*b^2*c*p*q*x^2-1068*b^2*c*p*r*x^2-642*b^2*c*p*x^3-28*b^2*c*q^2*x^2-556*b^2*c *q*r*x^2-584*b^2*c*q*x^3-912*b^2*c*r^2*x^2-520*b^2*c*r*x^3+158*b^2*c*x^4-38*b^2 *g^2*p*x^2-12*b^2*g^2*q*x^2-98*b^2*g^2*r*x^2-114*b^2*g^2*x^3-86*b^2*g*p^2*x^2-\ 76*b^2*g*p*q*x^2-388*b^2*g*p*r*x^2-279*b^2*g*p*x^3-8*b^2*g*q^2*x^2-196*b^2*g*q* r*x^2-246*b^2*g*q*x^3-339*b^2*g*r^2*x^2-289*b^2*g*r*x^3+39*b^2*g*x^4-47*b^2*p^3 *x^2-71*b^2*p^2*q*x^2-292*b^2*p^2*r*x^2-149*b^2*p^2*x^3-24*b^2*p*q^2*x^2-326*b^ 2*p*q*r*x^2-269*b^2*p*q*x^3-484*b^2*p*r^2*x^2-206*b^2*p*r*x^3+79*b^2*p*x^4-72*b ^2*q^2*r*x^2-120*b^2*q^2*x^3-284*b^2*q*r^2*x^2-202*b^2*q*r*x^3+79*b^2*q*x^4-239 *b^2*r^3*x^2+5*b^2*r^2*x^3+113*b^2*r*x^4-200*b*c^4*x^2-300*b*c^3*g*x^2-516*b*c^ 3*p*x^2-224*b*c^3*q*x^2-1072*b*c^3*r*x^2-644*b*c^3*x^3-150*b*c^2*g^2*x^2-588*b* c^2*g*p*x^2-248*b*c^2*g*q*x^2-1248*b*c^2*g*r*x^2-844*b*c^2*g*x^3-474*b*c^2*p^2* x^2-464*b*c^2*p*q*x^2-1862*b*c^2*p*r*x^2-900*b*c^2*p*x^3-74*b*c^2*q^2*x^2-982*b *c^2*q*r*x^2-804*b*c^2*q*x^3-1498*b*c^2*r^2*x^2-520*b*c^2*r*x^3+312*b*c^2*x^4-\ 25*b*c*g^3*x^2-201*b*c*g^2*p*x^2-80*b*c*g^2*q*x^2-444*b*c*g^2*r*x^2-361*b*c*g^2 *x^3-365*b*c*g*p^2*x^2-350*b*c*g*p*q*x^2-1465*b*c*g*p*r*x^2-808*b*c*g*p*x^3-53* b*c*g*q^2*x^2-765*b*c*g*q*r*x^2-710*b*c*g*q*x^3-1193*b*c*g*r^2*x^2-610*b*c*g*r* x^3+210*b*c*g*x^4-187*b*c*p^3*x^2-296*b*c*p^2*q*x^2-1047*b*c*p^2*r*x^2-417*b*c* p^2*x^3-115*b*c*p*q^2*x^2-1162*b*c*p*q*r*x^2-738*b*c*p*q*x^3-1636*b*c*p*r^2*x^2 -364*b*c*p*r*x^3+312*b*c*p*x^4-6*b*c*q^3*x^2-259*b*c*q^2*r*x^2-321*b*c*q^2*x^3-\ 924*b*c*q*r^2*x^2-370*b*c*q*r*x^3+312*b*c*q*x^4-776*b*c*r^3*x^2+230*b*c*r^2*x^3 +406*b*c*r*x^4-18*b*g^3*p*x^2-6*b*g^3*q*x^2-44*b*g^3*r*x^2-50*b*g^3*x^3-64*b*g^ 2*p^2*x^2-59*b*g^2*p*q*x^2-267*b*g^2*p*r*x^2-179*b*g^2*p*x^3-8*b*g^2*q^2*x^2-\ 137*b*g^2*q*r*x^2-154*b*g^2*q*x^3-222*b*g^2*r^2*x^2-175*b*g^2*r*x^3+27*b*g^2*x^ 4-73*b*g*p^3*x^2-114*b*g*p^2*q*x^2-418*b*g*p^2*r*x^2-193*b*g*p^2*x^3-43*b*g*p*q ^2*x^2-462*b*g*p*q*r*x^2-337*b*g*p*q*x^3-661*b*g*p*r^2*x^2-254*b*g*p*r*x^3+105* b*g*p*x^4-2*b*g*q^3*x^2-103*b*g*q^2*r*x^2-144*b*g*q^2*x^3-375*b*g*q*r^2*x^2-231 *b*g*q*r*x^3+105*b*g*q*x^4-316*b*g*r^3*x^2+3*b*g*r^2*x^3+144*b*g*r*x^4-27*b*p^4 *x^2-60*b*p^3*q*x^2-192*b*p^3*r*x^2-64*b*p^3*x^3-39*b*p^2*q^2*x^2-330*b*p^2*q*r *x^2-168*b*p^2*q*x^3-437*b*p^2*r^2*x^2-52*b*p^2*r*x^3+78*b*p^2*x^4-6*b*p*q^3*x^ 2-156*b*p*q^2*r*x^2-144*b*p*q^2*x^3-502*b*p*q*r^2*x^2-107*b*p*q*r*x^3+156*b*p*q *x^4-406*b*p*r^3*x^2+176*b*p*r^2*x^3+203*b*p*r*x^4-18*b*q^3*r*x^2-40*b*q^3*x^3-\ 122*b*q^2*r^2*x^2-55*b*q^2*r*x^3+78*b*q^2*x^4-232*b*q*r^3*x^2+128*b*q*r^2*x^3+ 203*b*q*r*x^4-134*b*r^4*x^2+169*b*r^3*x^3+133*b*r^2*x^4-64*c^5*x^2-128*c^4*g*x^ 2-216*c^4*p*x^2-96*c^4*q*x^2-416*c^4*r*x^2-216*c^4*x^3-96*c^3*g^2*x^2-348*c^3*g *p*x^2-152*c^3*g*q*x^2-680*c^3*g*r*x^2-388*c^3*g*x^3-276*c^3*p^2*x^2-276*c^3*p* q*x^2-1016*c^3*p*r*x^2-412*c^3*p*x^3-48*c^3*q^2*x^2-524*c^3*q*r*x^2-356*c^3*q*x ^3-788*c^3*r^2*x^2-180*c^3*r*x^3+184*c^3*x^4-32*c^2*g^3*x^2-198*c^2*g^2*p*x^2-\ 84*c^2*g^2*q*x^2-396*c^2*g^2*r*x^2-258*c^2*g^2*x^3-336*c^2*g*p^2*x^2-332*c^2*g* p*q*x^2-1252*c^2*g*p*r*x^2-564*c^2*g*p*x^3-56*c^2*g*q^2*x^2-644*c^2*g*q*r*x^2-\ 484*c^2*g*q*x^3-976*c^2*g*r^2*x^2-324*c^2*g*r*x^3+208*c^2*g*x^4-170*c^2*p^3*x^2 -276*c^2*p^2*q*x^2-908*c^2*p^2*r*x^2-294*c^2*p^2*x^3-114*c^2*p*q^2*x^2-988*c^2* p*q*r*x^2-504*c^2*p*q*x^3-1392*c^2*p*r^2*x^2-196*c^2*p*r*x^3+276*c^2*p*x^4-8*c^ 2*q^3*x^2-212*c^2*q^2*r*x^2-210*c^2*q^2*x^3-744*c^2*q*r^2*x^2-184*c^2*q*r*x^3+ 276*c^2*q*x^4-654*c^2*r^3*x^2+200*c^2*r^2*x^3+336*c^2*r*x^4-4*c*g^4*x^2-45*c*g^ 3*p*x^2-18*c*g^3*q*x^2-94*c*g^3*r*x^2-75*c*g^3*x^3-129*c*g^2*p^2*x^2-125*c*g^2* p*q*x^2-490*c*g^2*p*r*x^2-255*c*g^2*p*x^3-20*c*g^2*q^2*x^2-251*c*g^2*q*r*x^2-\ 217*c*g^2*q*x^3-385*c*g^2*r^2*x^2-189*c*g^2*r*x^3+70*c*g^2*x^4-139*c*g*p^3*x^2-\ 224*c*g*p^2*q*x^2-750*c*g*p^2*r*x^2-273*c*g*p^2*x^3-91*c*g*p*q^2*x^2-816*c*g*p* q*r*x^2-466*c*g*p*q*x^3-1154*c*g*p*r^2*x^2-270*c*g*p*r*x^3+208*c*g*p*x^4-6*c*g* q^3*x^2-176*c*g*q^2*r*x^2-193*c*g*q^2*x^3-620*c*g*q*r^2*x^2-236*c*g*q*r*x^3+208 *c*g*q*x^4-543*c*g*r^3*x^2+78*c*g*r^2*x^3+260*c*g*r*x^4-51*c*p^4*x^2-117*c*p^3* q*x^2-354*c*p^3*r*x^2-93*c*p^3*x^3-81*c*p^2*q^2*x^2-603*c*p^2*q*r*x^2-237*c*p^2 *q*x^3-807*c*p^2*r^2*x^2-61*c*p^2*r*x^3+138*c*p^2*x^4-15*c*p*q^3*x^2-276*c*p*q^ 2*r*x^2-195*c*p*q^2*x^3-894*c*p*q*r^2*x^2-110*c*p*q*r*x^3+276*c*p*q*x^4-756*c*p *r^3*x^2+272*c*p*r^2*x^3+336*c*p*r*x^4-27*c*q^3*r*x^2-51*c*q^3*x^3-195*c*q^2*r^ 2*x^2-49*c*q^2*r*x^3+138*c*q^2*x^4-408*c*q*r^3*x^2+188*c*q*r^2*x^3+336*c*q*r*x^ 4-252*c*r^4*x^2+260*c*r^3*x^3+234*c*r^2*x^4-3*g^4*p*x^2-g^4*q*x^2-7*g^4*r*x^2-8 *g^4*x^3-15*g^3*p^2*x^2-14*g^3*p*q*x^2-59*g^3*p*r*x^2-38*g^3*p*x^3-2*g^3*q^2*x^ 2-30*g^3*q*r*x^2-32*g^3*q*x^3-47*g^3*r^2*x^2-36*g^3*r*x^3+6*g^3*x^4-27*g^2*p^3* x^2-43*g^2*p^2*q*x^2-148*g^2*p^2*r*x^2-63*g^2*p^2*x^3-17*g^2*p*q^2*x^2-161*g^2* p*q*r*x^2-107*g^2*p*q*x^3-229*g^2*p*r^2*x^2-86*g^2*p*r*x^3+35*g^2*p*x^4-g^2*q^3 *x^2-35*g^2*q^2*r*x^2-44*g^2*q^2*x^3-124*g^2*q*r^2*x^2-72*g^2*q*r*x^3+35*g^2*q* x^4-108*g^2*r^3*x^2-11*g^2*r^2*x^3+46*g^2*r*x^4-21*g*p^4*x^2-48*g*p^3*q*x^2-147 *g*p^3*r*x^2-44*g*p^3*x^3-33*g*p^2*q^2*x^2-251*g*p^2*q*r*x^2-112*g*p^2*q*x^3-\ 336*g*p^2*r^2*x^2-54*g*p^2*r*x^3+52*g*p^2*x^4-6*g*p*q^3*x^2-116*g*p*q^2*r*x^2-\ 92*g*p*q^2*x^3-374*g*p*q*r^2*x^2-91*g*p*q*r*x^3+104*g*p*q*x^4-315*g*p*r^3*x^2+ 64*g*p*r^2*x^3+130*g*p*r*x^4-12*g*q^3*r*x^2-24*g*q^3*x^3-84*g*q^2*r^2*x^2-37*g* q^2*r*x^3+52*g*q^2*x^4-171*g*q*r^3*x^2+48*g*q*r^2*x^3+130*g*q*r*x^4-105*g*r^4*x ^2+79*g*r^3*x^3+84*g*r^2*x^4-6*p^5*x^2-18*p^4*q*x^2-51*p^4*r*x^2-11*p^4*x^3-18* p^3*q^2*x^2-120*p^3*q*r*x^2-37*p^3*q*x^3-154*p^3*r^2*x^2-4*p^3*r*x^3+23*p^3*x^4 -6*p^2*q^3*x^2-87*p^2*q^2*r*x^2-45*p^2*q^2*x^3-264*p^2*q*r^2*x^2-9*p^2*q*r*x^3+ 69*p^2*q*x^4-216*p^2*r^3*x^2+86*p^2*r^2*x^3+84*p^2*r*x^4-18*p*q^3*r*x^2-23*p*q^ 3*x^3-120*p*q^2*r^2*x^2-6*p*q^2*r*x^3+69*p*q^2*x^4-240*p*q*r^3*x^2+130*p*q*r^2* x^3+168*p*q*r*x^4-144*p*r^4*x^2+153*p*r^3*x^3+117*p*r^2*x^4-4*q^4*x^3-10*q^3*r^ 2*x^2-q^3*r*x^3+23*q^3*x^4-51*q^2*r^3*x^2+44*q^2*r^2*x^3+84*q^2*r*x^4-78*q*r^4* x^2+107*q*r^3*x^3+117*q*r^2*x^4-37*r^5*x^2+74*r^4*x^3+64*r^3*x^4+8*a^4*c*x+16*a ^4*p*x+4*a^4*q*x+24*a^4*r*x+48*a^4*x^2+32*a^3*b*c*x+52*a^3*b*p*x+12*a^3*b*q*x+ 88*a^3*b*r*x+188*a^3*b*x^2+40*a^3*c^2*x+20*a^3*c*g*x+108*a^3*c*p*x+28*a^3*c*q*x +164*a^3*c*r*x+272*a^3*c*x^2+36*a^3*g*p*x+8*a^3*g*q*x+56*a^3*g*r*x+124*a^3*g*x^ 2+48*a^3*p^2*x+36*a^3*p*q*x+134*a^3*p*r*x+120*a^3*p*x^2+4*a^3*q^2*x+54*a^3*q*r* x+98*a^3*q*x^2+86*a^3*r^2*x+84*a^3*r*x^2-76*a^3*x^3+40*a^2*b^2*c*x+52*a^2*b^2*p *x+8*a^2*b^2*q*x+96*a^2*b^2*r*x+256*a^2*b^2*x^2+112*a^2*b*c^2*x+56*a^2*b*c*g*x+ 260*a^2*b*c*p*x+56*a^2*b*c*q*x+440*a^2*b*c*r*x+856*a^2*b*c*x^2+80*a^2*b*g*p*x+ 14*a^2*b*g*q*x+140*a^2*b*g*r*x+354*a^2*b*g*x^2+108*a^2*b*p^2*x+68*a^2*b*p*q*x+ 338*a^2*b*p*r*x+412*a^2*b*p*x^2+4*a^2*b*q^2*x+118*a^2*b*q*r*x+312*a^2*b*q*x^2+ 230*a^2*b*r^2*x+348*a^2*b*r*x^2-180*a^2*b*x^3+72*a^2*c^3*x+72*a^2*c^2*g*x+248*a ^2*c^2*p*x+60*a^2*c^2*q*x+384*a^2*c^2*r*x+596*a^2*c^2*x^2+18*a^2*c*g^2*x+180*a^ 2*c*g*p*x+40*a^2*c*g*q*x+284*a^2*c*g*r*x+530*a^2*c*g*x^2+210*a^2*c*p^2*x+144*a^ 2*c*p*q*x+600*a^2*c*p*r*x+516*a^2*c*p*x^2+12*a^2*c*q^2*x+224*a^2*c*q*r*x+434*a^ 2*c*q*x^2+390*a^2*c*r^2*x+252*a^2*c*r*x^2-512*a^2*c*x^3+28*a^2*g^2*p*x+5*a^2*g^ 2*q*x+46*a^2*g^2*r*x+116*a^2*g^2*x^2+80*a^2*g*p^2*x+52*a^2*g*p*q*x+231*a^2*g*p* r*x+252*a^2*g*p*x^2+4*a^2*g*q^2*x+83*a^2*g*q*r*x+193*a^2*g*q*x^2+151*a^2*g*r^2* x+194*a^2*g*r*x^2-142*a^2*g*x^3+52*a^2*p^3*x+63*a^2*p^2*q*x+213*a^2*p^2*r*x+102 *a^2*p^2*x^2+16*a^2*p*q^2*x+178*a^2*p*q*r*x+184*a^2*p*q*x^2+270*a^2*p*r^2*x+18* a^2*p*r*x^2-280*a^2*p*x^3+26*a^2*q^2*r*x+75*a^2*q^2*x^2+115*a^2*q*r^2*x+72*a^2* q*r*x^2-232*a^2*q*x^3+109*a^2*r^3*x-107*a^2*r^2*x^2-355*a^2*r*x^3-24*a^2*x^4+16 *a*b^3*c*x+16*a*b^3*p*x+32*a*b^3*r*x+140*a*b^3*x^2+88*a*b^2*c^2*x+44*a*b^2*c*g* x+180*a*b^2*c*p*x+24*a*b^2*c*q*x+332*a*b^2*c*r*x+844*a*b^2*c*x^2+50*a*b^2*g*p*x +4*a*b^2*g*q*x+96*a*b^2*g*r*x+318*a*b^2*g*x^2+72*a*b^2*p^2*x+32*a*b^2*p*q*x+252 *a*b^2*p*r*x+432*a*b^2*p*x^2+64*a*b^2*q*r*x+298*a*b^2*q*x^2+180*a*b^2*r^2*x+418 *a*b^2*r*x^2-132*a*b^2*x^3+128*a*b*c^3*x+128*a*b*c^2*g*x+392*a*b*c^2*p*x+76*a*b *c^2*q*x+668*a*b*c^2*r*x+1272*a*b*c^2*x^2+32*a*b*c*g^2*x+274*a*b*c*g*p*x+46*a*b *c*g*q*x+478*a*b*c*g*r*x+1072*a*b*c*g*x^2+308*a*b*c*p^2*x+176*a*b*c*p*q*x+972*a *b*c*p*r*x+1158*a*b*c*p*x^2+8*a*b*c*q^2*x+312*a*b*c*q*r*x+900*a*b*c*q*x^2+664*a *b*c*r^2*x+724*a*b*c*r*x^2-928*a*b*c*x^3+39*a*b*g^2*p*x+4*a*b*g^2*q*x+72*a*b*g^ 2*r*x+218*a*b*g^2*x^2+114*a*b*g*p^2*x+60*a*b*g*p*q*x+367*a*b*g*p*r*x+535*a*b*g* p*x^2+2*a*b*g*q^2*x+111*a*b*g*q*r*x+384*a*b*g*q*x^2+253*a*b*g*r^2*x+463*a*b*g*r *x^2-236*a*b*g*x^3+71*a*b*p^3*x+73*a*b*p^2*q*x+316*a*b*p^2*r*x+244*a*b*p^2*x^2+ 12*a*b*p*q^2*x+234*a*b*p*q*r*x+405*a*b*p*q*x^2+419*a*b*p*r^2*x+156*a*b*p*r*x^2-\ 514*a*b*p*x^3+24*a*b*q^2*r*x+147*a*b*q^2*x^2+161*a*b*q*r^2*x+230*a*b*q*r*x^2-\ 418*a*b*q*x^3+174*a*b*r^3*x-161*a*b*r^2*x^2-700*a*b*r*x^3-48*a*b*x^4+56*a*c^4*x +84*a*c^3*g*x+236*a*c^3*p*x+52*a*c^3*q*x+372*a*c^3*r*x+572*a*c^3*x^2+42*a*c^2*g ^2*x+272*a*c^2*g*p*x+56*a*c^2*g*q*x+436*a*c^2*g*r*x+760*a*c^2*g*x^2+290*a*c^2*p ^2*x+180*a*c^2*p*q*x+846*a*c^2*p*r*x+738*a*c^2*p*x^2+12*a*c^2*q^2*x+286*a*c^2*q *r*x+604*a*c^2*q*x^2+556*a*c^2*r^2*x+262*a*c^2*r*x^2-924*a*c^2*x^3+7*a*c*g^3*x+ 95*a*c*g^2*p*x+17*a*c*g^2*q*x+157*a*c*g^2*r*x+331*a*c*g^2*x^2+229*a*c*g*p^2*x+ 136*a*c*g*p*q*x+675*a*c*g*p*r*x+701*a*c*g*p*x^2+8*a*c*g*q^2*x+223*a*c*g*q*r*x+ 542*a*c*g*q*x^2+446*a*c*g*r^2*x+399*a*c*g*r*x^2-638*a*c*g*x^3+141*a*c*p^3*x+155 *a*c*p^2*q*x+590*a*c*p^2*r*x+292*a*c*p^2*x^2+32*a*c*p*q^2*x+446*a*c*p*q*r*x+509 *a*c*p*q*x^2+757*a*c*p*r^2*x-44*a*c*p*r*x^2-980*a*c*p*x^3+52*a*c*q^2*r*x+193*a* c*q^2*x^2+291*a*c*q*r^2*x+154*a*c*q*r*x^2-806*a*c*q*x^3+308*a*c*r^3*x-419*a*c*r ^2*x^2-1158*a*c*r*x^3-18*a*c*x^4+9*a*g^3*p*x+a*g^3*q*x+16*a*g^3*r*x+47*a*g^3*x^ 2+42*a*g^2*p^2*x+23*a*g^2*p*q*x+126*a*g^2*p*r*x+166*a*g^2*p*x^2+a*g^2*q^2*x+40* a*g^2*q*r*x+120*a*g^2*q*x^2+84*a*g^2*r^2*x+134*a*g^2*r*x^2-88*a*g^2*x^3+57*a*g* p^3*x+61*a*g*p^2*q*x+240*a*g*p^2*r*x+152*a*g*p^2*x^2+12*a*g*p*q^2*x+178*a*g*p*q *r*x+246*a*g*p*q*x^2+309*a*g*p*r^2*x+94*a*g*p*r*x^2-349*a*g*p*x^3+21*a*g*q^2*r* x+89*a*g*q^2*x^2+117*a*g*q*r^2*x+121*a*g*q*r*x^2-288*a*g*q*x^3+126*a*g*r^3*x-86 *a*g*r^2*x^2-438*a*g*r*x^3-27*a*g*x^4+24*a*p^4*x+39*a*p^3*q*x+130*a*p^3*r*x+33* a*p^3*x^2+15*a*p^2*q^2*x+159*a*p^2*q*r*x+95*a*p^2*q*x^2+246*a*p^2*r^2*x-98*a*p^ 2*r*x^2-259*a*p^2*x^3+42*a*p*q^2*r*x+79*a*p*q^2*x^2+201*a*p*q*r^2*x-45*a*p*q*r* x^2-431*a*p*q*x^3+198*a*p*r^3*x-347*a*p*r^2*x^2-596*a*p*r*x^3-9*a*p*x^4+17*a*q^ 3*x^2+27*a*q^2*r^2*x+17*a*q^2*r*x^2-172*a*q^2*x^3+81*a*q*r^3*x-162*a*q*r^2*x^2-\ 488*a*q*r*x^3-9*a*q*x^4+58*a*r^4*x-216*a*r^3*x^2-342*a*r^2*x^3-3*a*r*x^4+24*b^4 *x^2+16*b^3*c^2*x+8*b^3*c*g*x+32*b^3*c*p*x+64*b^3*c*r*x+260*b^3*c*x^2+8*b^3*g*p *x+16*b^3*g*r*x+88*b^3*g*x^2+12*b^3*p^2*x+48*b^3*p*r*x+140*b^3*p*x^2+84*b^3*q*x ^2+36*b^3*r^2*x+154*b^3*r*x^2-28*b^3*x^3+48*b^2*c^3*x+48*b^2*c^2*g*x+136*b^2*c^ 2*p*x+16*b^2*c^2*q*x+252*b^2*c^2*r*x+644*b^2*c^2*x^2+12*b^2*c*g^2*x+92*b^2*c*g* p*x+8*b^2*c*g*q*x+174*b^2*c*g*r*x+518*b^2*c*g*x^2+102*b^2*c*p^2*x+40*b^2*c*p*q* x+360*b^2*c*p*r*x+616*b^2*c*p*x^2+80*b^2*c*q*r*x+440*b^2*c*q*x^2+258*b^2*c*r^2* x+472*b^2*c*r*x^2-416*b^2*c*x^3+12*b^2*g^2*p*x+24*b^2*g^2*r*x+98*b^2*g^2*x^2+36 *b^2*g*p^2*x+12*b^2*g*p*q*x+130*b^2*g*p*r*x+266*b^2*g*p*x^2+24*b^2*g*q*r*x+174* b^2*g*q*x^2+94*b^2*g*r^2*x+257*b^2*g*r*x^2-94*b^2*g*x^3+23*b^2*p^3*x+18*b^2*p^2 *q*x+117*b^2*p^2*r*x+142*b^2*p^2*x^2+72*b^2*p*q*r*x+221*b^2*p*q*x^2+165*b^2*p*r ^2*x+162*b^2*p*r*x^2-234*b^2*p*x^3+72*b^2*q^2*x^2+54*b^2*q*r^2*x+182*b^2*q*r*x^ 2-186*b^2*q*x^3+71*b^2*r^3*x-28*b^2*r^2*x^2-345*b^2*r*x^3-24*b^2*x^4+48*b*c^4*x +72*b*c^3*g*x+184*b*c^3*p*x+32*b*c^3*q*x+316*b*c^3*r*x+608*b*c^3*x^2+36*b*c^2*g ^2*x+208*b*c^2*g*p*x+32*b*c^2*g*q*x+364*b*c^2*g*r*x+784*b*c^2*g*x^2+210*b*c^2*p ^2*x+108*b*c^2*p*q*x+670*b*c^2*p*r*x+808*b*c^2*p*x^2+4*b*c^2*q^2*x+194*b*c^2*q* r*x+622*b*c^2*q*x^2+460*b*c^2*r^2*x+382*b*c^2*r*x^2-876*b*c^2*x^3+6*b*c*g^3*x+ 70*b*c*g^2*p*x+8*b*c*g^2*q*x+127*b*c*g^2*r*x+328*b*c*g^2*x^2+163*b*c*g*p^2*x+78 *b*c*g*p*q*x+529*b*c*g*p*r*x+740*b*c*g*p*x^2+2*b*c*g*q^2*x+145*b*c*g*q*r*x+539* b*c*g*q*x^2+366*b*c*g*r^2*x+487*b*c*g*r*x^2-590*b*c*g*x^3+95*b*c*p^3*x+89*b*c*p ^2*q*x+428*b*c*p^2*r*x+330*b*c*p^2*x^2+12*b*c*p*q^2*x+294*b*c*p*q*r*x+549*b*c*p *q*x^2+571*b*c*p*r^2*x+60*b*c*p*r*x^2-948*b*c*p*x^3+24*b*c*q^2*r*x+195*b*c*q^2* x^2+205*b*c*q*r^2*x+246*b*c*q*r*x^2-774*b*c*q*x^3+238*b*c*r^3*x-391*b*c*r^2*x^2 -1198*b*c*r*x^3-18*b*c*x^4+6*b*g^3*p*x+12*b*g^3*r*x+44*b*g^3*x^2+29*b*g^2*p^2*x +12*b*g^2*p*q*x+97*b*g^2*p*r*x+168*b*g^2*p*x^2+24*b*g^2*q*r*x+114*b*g^2*q*x^2+ 68*b*g^2*r^2*x+148*b*g^2*r*x^2-76*b*g^2*x^3+38*b*g*p^3*x+34*b*g*p^2*q*x+174*b*g *p^2*r*x+165*b*g*p^2*x^2+4*b*g*p*q^2*x+116*b*g*p*q*r*x+256*b*g*p*q*x^2+234*b*g* p*r^2*x+138*b*g*p*r*x^2-325*b*g*p*x^3+8*b*g*q^2*r*x+86*b*g*q^2*x^2+82*b*g*q*r^2 *x+165*b*g*q*r*x^2-264*b*g*q*x^3+98*b*g*r^3*x-75*b*g*r^2*x^2-442*b*g*r*x^3-27*b *g*x^4+15*b*p^4*x+21*b*p^3*q*x+85*b*p^3*r*x+39*b*p^3*x^2+6*b*p^2*q^2*x+96*b*p^2 *q*r*x+108*b*p^2*q*x^2+165*b*p^2*r^2*x-76*b*p^2*r*x^2-255*b*p^2*x^3+24*b*p*q^2* r*x+87*b*p*q^2*x^2+129*b*p*q*r^2*x-8*b*p*q*r*x^2-423*b*p*q*x^3+135*b*p*r^3*x-\ 328*b*p*r^2*x^2-624*b*p*r*x^3-9*b*p*x^4+18*b*q^3*x^2+18*b*q^2*r^2*x+32*b*q^2*r* x^2-168*b*q^2*x^3+54*b*q*r^3*x-157*b*q*r^2*x^2-516*b*q*r*x^3-9*b*q*x^4+40*b*r^4 *x-213*b*r^3*x^2-348*b*r^2*x^3-3*b*r*x^4+16*c^5*x+32*c^4*g*x+80*c^4*p*x+16*c^4* q*x+128*c^4*r*x+200*c^4*x^2+24*c^3*g^2*x+128*c^3*g*p*x+24*c^3*g*q*x+208*c^3*g*r *x+356*c^3*g*x^2+128*c^3*p^2*x+72*c^3*p*q*x+380*c^3*p*r*x+344*c^3*p*x^2+4*c^3*q ^2*x+116*c^3*q*r*x+268*c^3*q*x^2+252*c^3*r^2*x+88*c^3*r*x^2-512*c^3*x^3+8*c^2*g ^3*x+72*c^2*g^2*p*x+12*c^2*g^2*q*x+120*c^2*g^2*r*x+234*c^2*g^2*x^2+156*c^2*g*p^ 2*x+84*c^2*g*p*q*x+468*c^2*g*p*r*x+484*c^2*g*p*x^2+4*c^2*g*q^2*x+140*c^2*g*q*r* x+364*c^2*g*q*x^2+312*c^2*g*r^2*x+204*c^2*g*r*x^2-584*c^2*g*x^3+92*c^2*p^3*x+92 *c^2*p^2*q*x+392*c^2*p^2*r*x+206*c^2*p^2*x^2+16*c^2*p*q^2*x+268*c^2*p*q*r*x+336 *c^2*p*q*x^2+508*c^2*p*r^2*x-76*c^2*p*r*x^2-804*c^2*p*x^3+26*c^2*q^2*r*x+118*c^ 2*q^2*x^2+176*c^2*q*r^2*x+58*c^2*q*r*x^2-664*c^2*q*x^3+208*c^2*r^3*x-348*c^2*r^ 2*x^2-908*c^2*r*x^3+12*c^2*x^4+c*g^4*x+16*c*g^3*p*x+2*c*g^3*q*x+28*c*g^3*r*x+67 *c*g^3*x^2+60*c*g^2*p^2*x+30*c*g^2*p*q*x+183*c*g^2*p*r*x+226*c*g^2*p*x^2+c*g^2* q^2*x+53*c*g^2*q*r*x+163*c*g^2*q*x^2+123*c*g^2*r^2*x+138*c*g^2*r*x^2-200*c*g^2* x^3+76*c*g*p^3*x+74*c*g*p^2*q*x+326*c*g*p^2*r*x+207*c*g*p^2*x^2+12*c*g*p*q^2*x+ 220*c*g*p*q*r*x+324*c*g*p*q*x^2+424*c*g*p*r^2*x+50*c*g*p*r*x^2-620*c*g*p*x^3+21 *c*g*q^2*r*x+111*c*g*q^2*x^2+146*c*g*q*r^2*x+115*c*g*q*r*x^2-512*c*g*q*x^3+174* c*g*r^3*x-208*c*g*r^2*x^2-728*c*g*r*x^3-12*c*g*x^4+31*c*p^4*x+46*c*p^3*q*x+171* c*p^3*r*x+48*c*p^3*x^2+15*c*p^2*q^2*x+189*c*p^2*q*r*x+125*c*p^2*q*x^2+327*c*p^2 *r^2*x-154*c*p^2*r*x^2-420*c*p^2*x^3+42*c*p*q^2*r*x+94*c*p*q^2*x^2+240*c*p*q*r^ 2*x-103*c*p*q*r*x^2-700*c*p*q*x^3+265*c*p*r^3*x-533*c*p*r^2*x^2-930*c*p*r*x^3+ 12*c*p*x^4+17*c*q^3*x^2+27*c*q^2*r^2*x-9*c*q^2*r*x^2-280*c*q^2*x^3+97*c*q*r^3*x -255*c*q*r^2*x^2-736*c*q*r*x^3+12*c*q*x^4+78*c*r^4*x-331*c*r^3*x^2-522*c*r^2*x^ 3+20*c*r*x^4+g^4*p*x+2*g^4*r*x+7*g^4*x^2+7*g^3*p^2*x+3*g^3*p*q*x+22*g^3*p*r*x+ 35*g^3*p*x^2+6*g^3*q*r*x+24*g^3*q*x^2+15*g^3*r^2*x+29*g^3*r*x^2-18*g^3*x^3+15*g ^2*p^3*x+14*g^2*p^2*q*x+65*g^2*p^2*r*x+52*g^2*p^2*x^2+2*g^2*p*q^2*x+43*g^2*p*q* r*x+78*g^2*p*q*x^2+85*g^2*p*r^2*x+44*g^2*p*r*x^2-109*g^2*p*x^3+4*g^2*q^2*r*x+26 *g^2*q^2*x^2+29*g^2*q*r^2*x+43*g^2*q*r*x^2-90*g^2*q*x^3+35*g^2*r^3*x-17*g^2*r^2 *x^2-137*g^2*r*x^3-9*g^2*x^4+13*g*p^4*x+19*g*p^3*q*x+72*g*p^3*r*x+27*g*p^3*x^2+ 6*g*p^2*q^2*x+79*g*p^2*q*r*x+66*g*p^2*q*x^2+138*g*p^2*r^2*x-32*g*p^2*r*x^2-164* g*p^2*x^3+18*g*p*q^2*r*x+48*g*p*q^2*x^2+101*g*p*q*r^2*x-6*g*p*q*r*x^2-274*g*p*q *x^3+112*g*p*r^3*x-175*g*p*r^2*x^2-375*g*p*r*x^3-6*g*p*x^4+9*g*q^3*x^2+12*g*q^2 *r^2*x+9*g*q^2*r*x^2-110*g*q^2*x^3+41*g*q*r^3*x-86*g*q*r^2*x^2-308*g*q*r*x^3-6* g*q*x^4+33*g*r^4*x-116*g*r^3*x^2-210*g*r^2*x^3-2*g*r*x^4+4*p^5*x+8*p^4*q*x+27*p ^4*r*x+3*p^4*x^2+4*p^3*q^2*x+42*p^3*q*r*x+12*p^3*q*x^2+68*p^3*r^2*x-47*p^3*r*x^ 2-73*p^3*x^3+15*p^2*q^2*r*x+15*p^2*q^2*x^2+78*p^2*q*r^2*x-72*p^2*q*r*x^2-184*p^ 2*q*x^3+82*p^2*r^3*x-184*p^2*r^2*x^2-238*p^2*r*x^3+3*p^2*x^4+6*p*q^3*x^2+18*p*q ^2*r^2*x-33*p*q^2*r*x^2-149*p*q^2*x^3+62*p*q*r^3*x-194*p*q*r^2*x^2-379*p*q*r*x^ 3+6*p*q*x^4+48*p*r^4*x-215*p*r^3*x^2-268*p*r^2*x^3+10*p*r*x^4-8*q^3*r*x^2-38*q^ 3*x^3+7*q^2*r^3*x-49*q^2*r^2*x^2-141*q^2*r*x^3+3*q^2*x^4+18*q*r^4*x-110*q*r^3*x ^2-188*q*r^2*x^3+10*q*r*x^4+11*r^5*x-81*r^4*x^2-105*r^3*x^3-9*r^2*x^4-4*a^4*p-4 *a^4*r-24*a^4*x-12*a^3*b*p-12*a^3*b*r-88*a^3*b*x-20*a^3*c*p-20*a^3*c*r-124*a^3* c*x-8*a^3*g*p-8*a^3*g*r-56*a^3*g*x-12*a^3*p^2-4*a^3*p*q-24*a^3*p*r-36*a^3*p*x-4 *a^3*q*r-34*a^3*q*x-12*a^3*r^2-18*a^3*r*x+112*a^3*x^2-8*a^2*b^2*p-8*a^2*b^2*r-\ 96*a^2*b^2*x-40*a^2*b*c*p-40*a^2*b*c*r-344*a^2*b*c*x-14*a^2*b*g*p-14*a^2*b*g*r-\ 140*a^2*b*g*x-24*a^2*b*p^2-4*a^2*b*p*q-48*a^2*b*p*r-146*a^2*b*p*x-4*a^2*b*q*r-\ 90*a^2*b*q*x-24*a^2*b*r^2-98*a^2*b*r*x+236*a^2*b*x^2-36*a^2*c^2*p-36*a^2*c^2*r-\ 248*a^2*c^2*x-28*a^2*c*g*p-28*a^2*c*g*r-216*a^2*c*g*x-44*a^2*c*p^2-12*a^2*c*p*q -88*a^2*c*p*r-148*a^2*c*p*x-12*a^2*c*q*r-140*a^2*c*q*x-44*a^2*c*r^2-44*a^2*c*r* x+598*a^2*c*x^2-5*a^2*g^2*p-5*a^2*g^2*r-46*a^2*g^2*x-18*a^2*g*p^2-4*a^2*g*p*q-\ 36*a^2*g*p*r-82*a^2*g*p*x-4*a^2*g*q*r-59*a^2*g*q*x-18*a^2*g*r^2-53*a^2*g*r*x+ 184*a^2*g*x^2-13*a^2*p^3-8*a^2*p^2*q-39*a^2*p^2*r+2*a^2*p^2*x-16*a^2*p*q*r-43*a ^2*p*q*x-39*a^2*p*r^2+86*a^2*p*r*x+340*a^2*p*x^2-18*a^2*q^2*x-8*a^2*q*r^2-10*a^ 2*q*r*x+225*a^2*q*x^2-13*a^2*r^3+84*a^2*r^2*x+382*a^2*r*x^2+40*a^2*x^3-32*a*b^3 *x-16*a*b^2*c*p-16*a*b^2*c*r-268*a*b^2*c*x-4*a*b^2*g*p-4*a*b^2*g*r-96*a*b^2*g*x -12*a*b^2*p^2-24*a*b^2*p*r-150*a*b^2*p*x-60*a*b^2*q*x-12*a*b^2*r^2-124*a*b^2*r* x+136*a*b^2*x^2-44*a*b*c^2*p-44*a*b*c^2*r-456*a*b*c^2*x-30*a*b*c*g*p-30*a*b*c*g *r-372*a*b*c*g*x-54*a*b*c*p^2-8*a*b*c*p*q-108*a*b*c*p*r-368*a*b*c*p*x-8*a*b*c*q *r-234*a*b*c*q*x-54*a*b*c*r^2-180*a*b*c*r*x+980*a*b*c*x^2-4*a*b*g^2*p-4*a*b*g^2 *r-72*a*b*g^2*x-21*a*b*g*p^2-2*a*b*g*p*q-42*a*b*g*p*r-185*a*b*g*p*x-2*a*b*g*q*r -96*a*b*g*q*x-21*a*b*g*r^2-137*a*b*g*r*x+264*a*b*g*x^2-15*a*b*p^3-6*a*b*p^2*q-\ 45*a*b*p^2*r-43*a*b*p^2*x-12*a*b*p*q*r-101*a*b*p*q*x-45*a*b*p*r^2+72*a*b*p*r*x+ 605*a*b*p*x^2-22*a*b*q^2*x-6*a*b*q*r^2-50*a*b*q*r*x+361*a*b*q*x^2-15*a*b*r^3+ 115*a*b*r^2*x+725*a*b*r*x^2+104*a*b*x^3-28*a*c^3*p-28*a*c^3*r-220*a*c^3*x-32*a* c^2*g*p-32*a*c^2*g*r-284*a*c^2*g*x-52*a*c^2*p^2-12*a*c^2*p*q-104*a*c^2*p*r-204* a*c^2*p*x-12*a*c^2*q*r-178*a*c^2*q*x-52*a*c^2*r^2-34*a*c^2*r*x+966*a*c^2*x^2-11 *a*c*g^2*p-11*a*c*g^2*r-119*a*c*g^2*x-42*a*c*g*p^2-8*a*c*g*p*q-84*a*c*g*p*r-214 *a*c*g*p*x-8*a*c*g*q*r-155*a*c*g*q*x-42*a*c*g*r^2-97*a*c*g*r*x+683*a*c*g*x^2-31 *a*c*p^3-16*a*c*p^2*q-93*a*c*p^2*r-5*a*c*p^2*x-32*a*c*p*q*r-115*a*c*p*q*x-93*a* c*p*r^2+242*a*c*p*r*x+1065*a*c*p*x^2-36*a*c*q^2*x-16*a*c*q*r^2-22*a*c*q*r*x+685 *a*c*q*x^2-31*a*c*r^3+247*a*c*r^2*x+1121*a*c*r*x^2-28*a*c*x^3-a*g^3*p-a*g^3*r-\ 16*a*g^3*x-8*a*g^2*p^2-a*g^2*p*q-16*a*g^2*p*r-56*a*g^2*p*x-a*g^2*q*r-33*a*g^2*q *x-8*a*g^2*r^2-40*a*g^2*r*x+100*a*g^2*x^2-13*a*g*p^3-6*a*g*p^2*q-39*a*g*p^2*r-\ 19*a*g*p^2*x-12*a*g*p*q*r-60*a*g*p*q*x-39*a*g*p*r^2+53*a*g*p*r*x+402*a*g*p*x^2-\ 17*a*g*q^2*x-6*a*g*q*r^2-24*a*g*q*r*x+257*a*g*q*x^2-13*a*g*r^3+72*a*g*r^2*x+452 *a*g*r*x^2+50*a*g*x^3-6*a*p^4-5*a*p^3*q-24*a*p^3*r+21*a*p^3*x-15*a*p^2*q*r-a*p^ 2*q*x-36*a*p^2*r^2+149*a*p^2*r*x+284*a*p^2*x^2-13*a*p*q^2*x-15*a*p*q*r^2+62*a*p *q*r*x+380*a*p*q*x^2-24*a*p*r^3+235*a*p*r^2*x+565*a*p*r*x^2-40*a*p*x^3-2*a*q^2* r*x+113*a*q^2*x^2-5*a*q*r^3+63*a*q*r^2*x+367*a*q*r*x^2-30*a*q*x^3-6*a*r^4+107*a *r^3*x+275*a*r^2*x^2-67*a*r*x^3-18*a*x^4-56*b^3*c*x-16*b^3*g*x-36*b^3*p*x-36*b^ 3*r*x+12*b^3*x^2-8*b^2*c^2*p-8*b^2*c^2*r-184*b^2*c^2*x-4*b^2*c*g*p-4*b^2*c*g*r-\ 140*b^2*c*g*x-12*b^2*c*p^2-24*b^2*c*p*r-190*b^2*c*p*x-72*b^2*c*q*x-12*b^2*c*r^2 -132*b^2*c*r*x+362*b^2*c*x^2-24*b^2*g^2*x-4*b^2*g*p^2-8*b^2*g*p*r-82*b^2*g*p*x-\ 24*b^2*g*q*x-4*b^2*g*r^2-70*b^2*g*r*x+82*b^2*g*x^2-4*b^2*p^3-12*b^2*p^2*r-45*b^ 2*p^2*x-54*b^2*p*q*x-12*b^2*p*r^2-36*b^2*p*r*x+231*b^2*p*x^2-54*b^2*q*r*x+102*b ^2*q*x^2-4*b^2*r^3+9*b^2*r^2*x+303*b^2*r*x^2+64*b^2*x^3-16*b*c^3*p-16*b*c^3*r-\ 200*b*c^3*x-16*b*c^2*g*p-16*b*c^2*g*r-248*b*c^2*g*x-30*b*c^2*p^2-4*b*c^2*p*q-60 *b*c^2*p*r-238*b*c^2*p*x-4*b*c^2*q*r-144*b*c^2*q*x-30*b*c^2*r^2-90*b*c^2*r*x+ 830*b*c^2*x^2-4*b*c*g^2*p-4*b*c*g^2*r-98*b*c*g^2*x-23*b*c*g*p^2-2*b*c*g*p*q-46* b*c*g*p*r-231*b*c*g*p*x-2*b*c*g*q*r-120*b*c*g*q*x-23*b*c*g*r^2-133*b*c*g*r*x+ 563*b*c*g*x^2-17*b*c*p^3-6*b*c*p^2*q-51*b*c*p^2*r-57*b*c*p^2*x-12*b*c*p*q*r-135 *b*c*p*q*x-51*b*c*p*r^2+120*b*c*p*r*x+983*b*c*p*x^2-22*b*c*q^2*x-6*b*c*q*r^2-76 *b*c*q*r*x+565*b*c*q*x^2-17*b*c*r^3+177*b*c*r^2*x+1115*b*c*r*x^2+44*b*c*x^3-12* b*g^3*x-4*b*g^2*p^2-8*b*g^2*p*r-56*b*g^2*p*x-24*b*g^2*q*x-4*b*g^2*r^2-44*b*g^2* r*x+74*b*g^2*x^2-7*b*g*p^3-2*b*g*p^2*q-21*b*g*p^2*r-39*b*g*p^2*x-4*b*g*p*q*r-64 *b*g*p*q*x-21*b*g*p*r^2+5*b*g*p*r*x+350*b*g*p*x^2-8*b*g*q^2*x-2*b*g*q*r^2-46*b* g*q*r*x+192*b*g*q*x^2-7*b*g*r^3+44*b*g*r^2*x+425*b*g*r*x^2+62*b*g*x^3-3*b*p^4-2 *b*p^3*q-12*b*p^3*r+6*b*p^3*x-6*b*p^2*q*r-21*b*p^2*q*x-18*b*p^2*r^2+96*b*p^2*r* x+279*b*p^2*x^2-18*b*p*q^2*x-6*b*p*q*r^2+15*b*p*q*r*x+352*b*p*q*x^2-12*b*p*r^3+ 174*b*p*r^2*x+593*b*p*r*x^2+12*b*p*x^3-18*b*q^2*r*x+90*b*q^2*x^2-2*b*q*r^3+36*b *q*r^2*x+401*b*q*r*x^2+22*b*q*x^3-3*b*r^4+84*b*r^3*x+288*b*r^2*x^2-27*b*r*x^3-\ 18*b*x^4-8*c^4*p-8*c^4*r-72*c^4*x-12*c^3*g*p-12*c^3*g*r-124*c^3*g*x-20*c^3*p^2-\ 4*c^3*p*q-40*c^3*p*r-92*c^3*p*x-4*c^3*q*r-72*c^3*q*x-20*c^3*r^2-8*c^3*r*x+492*c ^3*x^2-6*c^2*g^2*p-6*c^2*g^2*r-78*c^2*g^2*x-24*c^2*g*p^2-4*c^2*g*p*q-48*c^2*g*p *r-140*c^2*g*p*x-4*c^2*g*q*r-96*c^2*g*q*x-24*c^2*g*r^2-44*c^2*g*r*x+564*c^2*g*x ^2-18*c^2*p^3-8*c^2*p^2*q-54*c^2*p^2*r-10*c^2*p^2*x-16*c^2*p*q*r-72*c^2*p*q*x-\ 54*c^2*p*r^2+162*c^2*p*r*x+804*c^2*p*x^2-18*c^2*q^2*x-8*c^2*q*r^2-12*c^2*q*r*x+ 508*c^2*q*x^2-18*c^2*r^3+172*c^2*r^2*x+820*c^2*r*x^2-80*c^2*x^3-c*g^3*p-c*g^3*r -21*c*g^3*x-9*c*g^2*p^2-c*g^2*p*q-18*c*g^2*p*r-71*c*g^2*p*x-c*g^2*q*r-42*c*g^2* q*x-9*c*g^2*r^2-38*c*g^2*r*x+195*c*g^2*x^2-15*c*g*p^3-6*c*g*p^2*q-45*c*g*p^2*r-\ 27*c*g*p^2*x-12*c*g*p*q*r-76*c*g*p*q*x-45*c*g*p*r^2+87*c*g*p*r*x+638*c*g*p*x^2-\ 17*c*g*q^2*x-6*c*g*q*r^2-28*c*g*q*r*x+398*c*g*q*x^2-15*c*g*r^3+114*c*g*r^2*x+ 678*c*g*r*x^2-4*c*g*x^3-7*c*p^4-5*c*p^3*q-28*c*p^3*r+23*c*p^3*x-15*c*p^2*q*r-4* c*p^2*q*x-42*c*p^2*r^2+191*c*p^2*r*x+427*c*p^2*x^2-13*c*p*q^2*x-15*c*p*q*r^2+77 *c*p*q*r*x+560*c*p*q*x^2-28*c*p*r^3+313*c*p*r^2*x+824*c*p*r*x^2-116*c*p*x^3-2*c *q^2*r*x+167*c*q^2*x^2-5*c*q*r^3+81*c*q*r^2*x+528*c*q*r*x^2-92*c*q*x^3-7*c*r^4+ 145*c*r^3*x+379*c*r^2*x^2-182*c*r*x^3-48*c*x^4-2*g^4*x-g^3*p^2-2*g^3*p*r-12*g^3 *p*x-6*g^3*q*x-g^3*r^2-9*g^3*r*x+18*g^3*x^2-3*g^2*p^3-g^2*p^2*q-9*g^2*p^2*r-11* g^2*p^2*x-2*g^2*p*q*r-20*g^2*p*q*x-9*g^2*p*r^2+3*g^2*p*r*x+118*g^2*p*x^2-4*g^2* q^2*x-g^2*q*r^2-11*g^2*q*r*x+72*g^2*q*x^2-3*g^2*r^3+14*g^2*r^2*x+134*g^2*r*x^2+ 18*g^2*x^3-3*g*p^4-2*g*p^3*q-12*g*p^3*r+6*g*p^3*x-6*g*p^2*q*r-7*g*p^2*q*x-18*g* p^2*r^2+66*g*p^2*r*x+174*g*p^2*x^2-8*g*p*q^2*x-6*g*p*q*r^2+21*g*p*q*r*x+229*g*p *q*x^2-12*g*p*r^3+114*g*p*r^2*x+351*g*p*r*x^2-16*g*p*x^3-4*g*q^2*r*x+66*g*q^2*x ^2-2*g*q*r^3+28*g*q*r^2*x+232*g*q*r*x^2-8*g*q*x^3-3*g*r^4+54*g*r^3*x+171*g*r^2* x^2-37*g*r*x^3-12*g*x^4-p^5-p^4*q-5*p^4*r+7*p^4*x-4*p^3*q*r+7*p^3*q*x-10*p^3*r^ 2+54*p^3*r*x+74*p^3*x^2-6*p^2*q*r^2+48*p^2*q*r*x+149*p^2*q*x^2-10*p^2*r^3+120*p ^2*r^2*x+203*p^2*r*x^2-38*p^2*x^3+9*p*q^2*r*x+93*p*q^2*x^2-4*p*q*r^3+75*p*q*r^2 *x+256*p*q*r*x^2-64*p*q*x^3-5*p*r^4+106*p*r^3*x+174*p*r^2*x^2-103*p*r*x^3-24*p* x^4+18*q^3*x^2+9*q^2*r^2*x+82*q^2*r*x^2-26*q^2*x^3-q*r^4+34*q*r^3*x+97*q*r^2*x^ 2-109*q*r*x^3-24*q*x^4-r^5+33*r^4*x+45*r^3*x^2-55*r^2*x^3-20*r*x^4+4*a^4+12*a^3 *b+20*a^3*c+8*a^3*g-2*a^3*p+4*a^3*q-2*a^3*r-68*a^3*x+8*a^2*b^2+40*a^2*b*c+14*a^ 2*b*g+2*a^2*b*p+4*a^2*b*q+2*a^2*b*r-132*a^2*b*x+36*a^2*c^2+28*a^2*c*g-4*a^2*c*p +12*a^2*c*q-4*a^2*c*r-292*a^2*c*x+5*a^2*g^2+a^2*g*p+4*a^2*g*q+a^2*g*r-98*a^2*g* x-18*a^2*p^2+2*a^2*p*q-36*a^2*p*r-156*a^2*p*x+2*a^2*q*r-78*a^2*q*x-18*a^2*r^2-\ 157*a^2*r*x+6*a^2*x^2+16*a*b^2*c+4*a*b^2*g+8*a*b^2*p+8*a*b^2*r-56*a*b^2*x+44*a* b*c^2+30*a*b*c*g+8*a*b*c*p+8*a*b*c*q+8*a*b*c*r-408*a*b*c*x+4*a*b*g^2+9*a*b*g*p+ 2*a*b*g*q+9*a*b*g*r-116*a*b*g*x-18*a*b*p^2+4*a*b*p*q-36*a*b*p*r-274*a*b*p*x+4*a *b*q*r-100*a*b*q*x-18*a*b*r^2-273*a*b*r*x-50*a*b*x^2+28*a*c^3+32*a*c^2*g-2*a*c^ 2*p+12*a*c^2*q-2*a*c^2*r-408*a*c^2*x+11*a*c*g^2+5*a*c*g*p+8*a*c*g*q+5*a*c*g*r-\ 292*a*c*g*x-40*a*c*p^2+4*a*c*p*q-80*a*c*p*r-438*a*c*p*x+4*a*c*q*r-206*a*c*q*x-\ 40*a*c*r^2-413*a*c*r*x+140*a*c*x^2+a*g^3+3*a*g^2*p+a*g^2*q+3*a*g^2*r-44*a*g^2*x -14*a*g*p^2+3*a*g*p*q-28*a*g*p*r-177*a*g*p*x+3*a*g*q*r-78*a*g*q*x-14*a*g*r^2-\ 178*a*g*r*x-11*a*g*x^2-16*a*p^3-4*a*p^2*q-48*a*p^2*r-103*a*p^2*x-8*a*p*q*r-112* a*p*q*x-48*a*p*r^2-172*a*p*r*x+125*a*p*x^2-22*a*q^2*x-4*a*q*r^2-95*a*q*r*x+78*a *q*x^2-16*a*r^3-69*a*r^2*x+157*a*r*x^2+52*a*x^3+8*b^2*c^2+4*b^2*c*g+8*b^2*c*p+8 *b^2*c*r-104*b^2*c*x+4*b^2*g*p+4*b^2*g*r-24*b^2*g*x-80*b^2*p*x-80*b^2*r*x-36*b^ 2*x^2+16*b*c^3+16*b*c^2*g+6*b*c^2*p+4*b*c^2*q+6*b*c^2*r-288*b*c^2*x+4*b*c*g^2+ 11*b*c*g*p+2*b*c*g*q+11*b*c*g*r-192*b*c*g*x-18*b*c*p^2+4*b*c*p*q-36*b*c*p*r-374 *b*c*p*x+4*b*c*q*r-112*b*c*q*x-18*b*c*r^2-357*b*c*r*x+10*b*c*x^2+4*b*g^2*p+4*b* g^2*r-24*b*g^2*x-5*b*g*p^2+2*b*g*p*q-10*b*g*p*r-142*b*g*p*x+2*b*g*q*r-36*b*g*q* x-5*b*g*r^2-142*b*g*r*x-34*b*g*x^2-8*b*p^3-24*b*p^2*r-105*b*p^2*x-90*b*p*q*x-24 *b*p*r^2-181*b*p*r*x+37*b*p*x^2-90*b*q*r*x-12*b*q*x^2-8*b*r^3-76*b*r^2*x+71*b*r *x^2+28*b*x^3+8*c^4+12*c^3*g+4*c^3*q-184*c^3*x+6*c^2*g^2+4*c^2*g*p+4*c^2*g*q+4* c^2*g*r-208*c^2*g*x-22*c^2*p^2+2*c^2*p*q-44*c^2*p*r-300*c^2*p*x+2*c^2*q*r-128*c ^2*q*x-22*c^2*r^2-274*c^2*r*x+140*c^2*x^2+c*g^3+4*c*g^2*p+c*g^2*q+4*c*g^2*r-70* c*g^2*x-15*c*g*p^2+3*c*g*p*q-30*c*g*p*r-248*c*g*p*x+3*c*g*q*r-100*c*g*q*x-15*c* g*r^2-235*c*g*r*x+52*c*g*x^2-18*c*p^3-4*c*p^2*q-54*c*p^2*r-146*c*p^2*x-8*c*p*q* r-146*c*p*q*x-54*c*p*r^2-235*c*p*r*x+216*c*p*x^2-22*c*q^2*x-4*c*q*r^2-129*c*q*r *x+114*c*q*x^2-18*c*r^3-89*c*r^2*x+280*c*r*x^2+112*c*x^3+g^3*p+g^3*r-6*g^3*x-2* g^2*p^2+g^2*p*q-4*g^2*p*r-49*g^2*p*x+g^2*q*r-18*g^2*q*x-2*g^2*r^2-49*g^2*r*x-9* g^2*x^2-7*g*p^3-g*p^2*q-21*g*p^2*r-64*g*p^2*x-2*g*p*q*r-63*g*p*q*x-21*g*p*r^2-\ 111*g*p*r*x+58*g*p*x^2-8*g*q^2*x-g*q*r^2-57*g*q*r*x+25*g*q*x^2-7*g*r^3-47*g*r^2 *x+78*g*r*x^2+32*g*x^3-4*p^4-2*p^3*q-16*p^3*r-21*p^3*x-6*p^2*q*r-35*p^2*q*x-24* p^2*r^2-40*p^2*r*x+71*p^2*x^2-16*p*q^2*x-6*p*q*r^2-53*p*q*r*x+91*p*q*x^2-16*p*r ^3-17*p*r^2*x+168*p*r*x^2+52*p*x^3-16*q^2*r*x+18*q^2*x^2-2*q*r^3-18*q*r^2*x+121 *q*r*x^2+56*q*x^3-4*r^4+2*r^3*x+97*r^2*x^2+58*r*x^3+12*x^4+14*a^3+22*a^2*b+48*a ^2*c+17*a^2*g+17*a^2*p+6*a^2*q+17*a^2*r-36*a^2*x+4*a*b^2+46*a*b*c+12*a*b*g+25*a *b*p+2*a*b*q+25*a*b*r-16*a*b*x+54*a*c^2+37*a*c*g+41*a*c*p+12*a*c*q+41*a*c*r-124 *a*c*x+5*a*g^2+19*a*g*p+3*a*g*q+19*a*g*r-20*a*g*x+7*a*p*q-94*a*p*x+7*a*q*r-40*a *q*x-104*a*r*x-46*a*x^2+4*b^2*c+4*b^2*p+4*b^2*r+24*b*c^2+12*b*c*g+27*b*c*p+2*b* c*q+27*b*c*r-40*b*c*x+12*b*g*p+12*b*g*r+3*b*p^2+2*b*p*q+6*b*p*r-48*b*p*x+2*b*q* r+3*b*r^2-48*b*r*x-12*b*x^2+20*c^3+20*c^2*g+24*c^2*p+6*c^2*q+24*c^2*r-88*c^2*x+ 5*c*g^2+22*c*g*p+3*c*g*q+22*c*g*r-44*c*g*x+c*p^2+7*c*p*q+2*c*p*r-132*c*p*x+7*c* q*r-40*c*q*x+c*r^2-142*c*r*x-76*c*x^2+5*g^2*p+5*g^2*r+2*g*p^2+3*g*p*q+4*g*p*r-\ 44*g*p*x+3*g*q*r-12*g*q*x+2*g*r^2-48*g*r*x-28*g*x^2-3*p^3+p^2*q-9*p^2*r-40*p^2* x+2*p*q*r-34*p*q*x-9*p*r^2-82*p*r*x-28*p*x^2+q*r^2-34*q*r*x-30*q*x^2-3*r^3-42*r ^2*x-36*r*x^2-24*x^3+14*a^2+8*a*b+30*a*c+8*a*g+18*a*p+2*a*q+18*a*r+8*a*x+8*b*c+ 8*b*p+8*b*r+16*c^2+8*c*g+20*c*p+2*c*q+20*c*r+8*c*x+8*g*p+8*g*r+8*g*x+4*p^2+2*p* q+8*p*r-4*p*x+2*q*r+4*r^2-4*r*x+12*x^2+4*a+4*c+4*p+4*r)*dx^2+(r-1)*(16*a^4*c*x^ 3+8*a^4*p*x^3+8*a^4*q*x^3+12*a^4*r*x^3+64*a^3*b*c*x^3+32*a^3*b*p*x^3+32*a^3*b*q *x^3+48*a^3*b*r*x^3+96*a^3*c^2*x^3+48*a^3*c*g*x^3+96*a^3*c*p*x^3+96*a^3*c*q*x^3 +140*a^3*c*r*x^3+24*a^3*g*p*x^3+24*a^3*g*q*x^3+36*a^3*g*r*x^3+24*a^3*p^2*x^3+48 *a^3*p*q*x^3+70*a^3*p*r*x^3+24*a^3*q^2*x^3+70*a^3*q*r*x^3+48*a^3*r^2*x^3+96*a^2 *b^2*c*x^3+48*a^2*b^2*p*x^3+48*a^2*b^2*q*x^3+72*a^2*b^2*r*x^3+288*a^2*b*c^2*x^3 +144*a^2*b*c*g*x^3+288*a^2*b*c*p*x^3+288*a^2*b*c*q*x^3+420*a^2*b*c*r*x^3+72*a^2 *b*g*p*x^3+72*a^2*b*g*q*x^3+108*a^2*b*g*r*x^3+72*a^2*b*p^2*x^3+144*a^2*b*p*q*x^ 3+210*a^2*b*p*r*x^3+72*a^2*b*q^2*x^3+210*a^2*b*q*r*x^3+144*a^2*b*r^2*x^3+208*a^ 2*c^3*x^3+208*a^2*c^2*g*x^3+312*a^2*c^2*p*x^3+312*a^2*c^2*q*x^3+456*a^2*c^2*r*x ^3+52*a^2*c*g^2*x^3+208*a^2*c*g*p*x^3+208*a^2*c*g*q*x^3+306*a^2*c*g*r*x^3+156*a ^2*c*p^2*x^3+312*a^2*c*p*q*x^3+456*a^2*c*p*r*x^3+156*a^2*c*q^2*x^3+456*a^2*c*q* r*x^3+320*a^2*c*r^2*x^3+26*a^2*g^2*p*x^3+26*a^2*g^2*q*x^3+39*a^2*g^2*r*x^3+52*a ^2*g*p^2*x^3+104*a^2*g*p*q*x^3+153*a^2*g*p*r*x^3+52*a^2*g*q^2*x^3+153*a^2*g*q*r *x^3+106*a^2*g*r^2*x^3+26*a^2*p^3*x^3+78*a^2*p^2*q*x^3+114*a^2*p^2*r*x^3+78*a^2 *p*q^2*x^3+228*a^2*p*q*r*x^3+160*a^2*p*r^2*x^3+26*a^2*q^3*x^3+114*a^2*q^2*r*x^3 +160*a^2*q*r^2*x^3+73*a^2*r^3*x^3+64*a*b^3*c*x^3+32*a*b^3*p*x^3+32*a*b^3*q*x^3+ 48*a*b^3*r*x^3+288*a*b^2*c^2*x^3+144*a*b^2*c*g*x^3+288*a*b^2*c*p*x^3+288*a*b^2* c*q*x^3+420*a*b^2*c*r*x^3+72*a*b^2*g*p*x^3+72*a*b^2*g*q*x^3+108*a*b^2*g*r*x^3+ 72*a*b^2*p^2*x^3+144*a*b^2*p*q*x^3+210*a*b^2*p*r*x^3+72*a*b^2*q^2*x^3+210*a*b^2 *q*r*x^3+144*a*b^2*r^2*x^3+416*a*b*c^3*x^3+416*a*b*c^2*g*x^3+624*a*b*c^2*p*x^3+ 624*a*b*c^2*q*x^3+912*a*b*c^2*r*x^3+104*a*b*c*g^2*x^3+416*a*b*c*g*p*x^3+416*a*b *c*g*q*x^3+612*a*b*c*g*r*x^3+312*a*b*c*p^2*x^3+624*a*b*c*p*q*x^3+912*a*b*c*p*r* x^3+312*a*b*c*q^2*x^3+912*a*b*c*q*r*x^3+640*a*b*c*r^2*x^3+52*a*b*g^2*p*x^3+52*a *b*g^2*q*x^3+78*a*b*g^2*r*x^3+104*a*b*g*p^2*x^3+208*a*b*g*p*q*x^3+306*a*b*g*p*r *x^3+104*a*b*g*q^2*x^3+306*a*b*g*q*r*x^3+212*a*b*g*r^2*x^3+52*a*b*p^3*x^3+156*a *b*p^2*q*x^3+228*a*b*p^2*r*x^3+156*a*b*p*q^2*x^3+456*a*b*p*q*r*x^3+320*a*b*p*r^ 2*x^3+52*a*b*q^3*x^3+228*a*b*q^2*r*x^3+320*a*b*q*r^2*x^3+146*a*b*r^3*x^3+192*a* c^4*x^3+288*a*c^3*g*x^3+384*a*c^3*p*x^3+384*a*c^3*q*x^3+568*a*c^3*r*x^3+144*a*c ^2*g^2*x^3+432*a*c^2*g*p*x^3+432*a*c^2*g*q*x^3+640*a*c^2*g*r*x^3+288*a*c^2*p^2* x^3+576*a*c^2*p*q*x^3+852*a*c^2*p*r*x^3+288*a*c^2*q^2*x^3+852*a*c^2*q*r*x^3+616 *a*c^2*r^2*x^3+24*a*c*g^3*x^3+144*a*c*g^2*p*x^3+144*a*c*g^2*q*x^3+214*a*c*g^2*r *x^3+216*a*c*g*p^2*x^3+432*a*c*g*p*q*x^3+640*a*c*g*p*r*x^3+216*a*c*g*q^2*x^3+ 640*a*c*g*q*r*x^3+458*a*c*g*r^2*x^3+96*a*c*p^3*x^3+288*a*c*p^2*q*x^3+426*a*c*p^ 2*r*x^3+288*a*c*p*q^2*x^3+852*a*c*p*q*r*x^3+616*a*c*p*r^2*x^3+96*a*c*q^3*x^3+ 426*a*c*q^2*r*x^3+616*a*c*q*r^2*x^3+292*a*c*r^3*x^3+12*a*g^3*p*x^3+12*a*g^3*q*x ^3+18*a*g^3*r*x^3+36*a*g^2*p^2*x^3+72*a*g^2*p*q*x^3+107*a*g^2*p*r*x^3+36*a*g^2* q^2*x^3+107*a*g^2*q*r*x^3+75*a*g^2*r^2*x^3+36*a*g*p^3*x^3+108*a*g*p^2*q*x^3+160 *a*g*p^2*r*x^3+108*a*g*p*q^2*x^3+320*a*g*p*q*r*x^3+229*a*g*p*r^2*x^3+36*a*g*q^3 *x^3+160*a*g*q^2*r*x^3+229*a*g*q*r^2*x^3+107*a*g*r^3*x^3+12*a*p^4*x^3+48*a*p^3* q*x^3+71*a*p^3*r*x^3+72*a*p^2*q^2*x^3+213*a*p^2*q*r*x^3+154*a*p^2*r^2*x^3+48*a* p*q^3*x^3+213*a*p*q^2*r*x^3+308*a*p*q*r^2*x^3+146*a*p*r^3*x^3+12*a*q^4*x^3+71*a *q^3*r*x^3+154*a*q^2*r^2*x^3+146*a*q*r^3*x^3+51*a*r^4*x^3+16*b^4*c*x^3+8*b^4*p* x^3+8*b^4*q*x^3+12*b^4*r*x^3+96*b^3*c^2*x^3+48*b^3*c*g*x^3+96*b^3*c*p*x^3+96*b^ 3*c*q*x^3+140*b^3*c*r*x^3+24*b^3*g*p*x^3+24*b^3*g*q*x^3+36*b^3*g*r*x^3+24*b^3*p ^2*x^3+48*b^3*p*q*x^3+70*b^3*p*r*x^3+24*b^3*q^2*x^3+70*b^3*q*r*x^3+48*b^3*r^2*x ^3+208*b^2*c^3*x^3+208*b^2*c^2*g*x^3+312*b^2*c^2*p*x^3+312*b^2*c^2*q*x^3+456*b^ 2*c^2*r*x^3+52*b^2*c*g^2*x^3+208*b^2*c*g*p*x^3+208*b^2*c*g*q*x^3+306*b^2*c*g*r* x^3+156*b^2*c*p^2*x^3+312*b^2*c*p*q*x^3+456*b^2*c*p*r*x^3+156*b^2*c*q^2*x^3+456 *b^2*c*q*r*x^3+320*b^2*c*r^2*x^3+26*b^2*g^2*p*x^3+26*b^2*g^2*q*x^3+39*b^2*g^2*r *x^3+52*b^2*g*p^2*x^3+104*b^2*g*p*q*x^3+153*b^2*g*p*r*x^3+52*b^2*g*q^2*x^3+153* b^2*g*q*r*x^3+106*b^2*g*r^2*x^3+26*b^2*p^3*x^3+78*b^2*p^2*q*x^3+114*b^2*p^2*r*x ^3+78*b^2*p*q^2*x^3+228*b^2*p*q*r*x^3+160*b^2*p*r^2*x^3+26*b^2*q^3*x^3+114*b^2* q^2*r*x^3+160*b^2*q*r^2*x^3+73*b^2*r^3*x^3+192*b*c^4*x^3+288*b*c^3*g*x^3+384*b* c^3*p*x^3+384*b*c^3*q*x^3+568*b*c^3*r*x^3+144*b*c^2*g^2*x^3+432*b*c^2*g*p*x^3+ 432*b*c^2*g*q*x^3+640*b*c^2*g*r*x^3+288*b*c^2*p^2*x^3+576*b*c^2*p*q*x^3+852*b*c ^2*p*r*x^3+288*b*c^2*q^2*x^3+852*b*c^2*q*r*x^3+616*b*c^2*r^2*x^3+24*b*c*g^3*x^3 +144*b*c*g^2*p*x^3+144*b*c*g^2*q*x^3+214*b*c*g^2*r*x^3+216*b*c*g*p^2*x^3+432*b* c*g*p*q*x^3+640*b*c*g*p*r*x^3+216*b*c*g*q^2*x^3+640*b*c*g*q*r*x^3+458*b*c*g*r^2 *x^3+96*b*c*p^3*x^3+288*b*c*p^2*q*x^3+426*b*c*p^2*r*x^3+288*b*c*p*q^2*x^3+852*b *c*p*q*r*x^3+616*b*c*p*r^2*x^3+96*b*c*q^3*x^3+426*b*c*q^2*r*x^3+616*b*c*q*r^2*x ^3+292*b*c*r^3*x^3+12*b*g^3*p*x^3+12*b*g^3*q*x^3+18*b*g^3*r*x^3+36*b*g^2*p^2*x^ 3+72*b*g^2*p*q*x^3+107*b*g^2*p*r*x^3+36*b*g^2*q^2*x^3+107*b*g^2*q*r*x^3+75*b*g^ 2*r^2*x^3+36*b*g*p^3*x^3+108*b*g*p^2*q*x^3+160*b*g*p^2*r*x^3+108*b*g*p*q^2*x^3+ 320*b*g*p*q*r*x^3+229*b*g*p*r^2*x^3+36*b*g*q^3*x^3+160*b*g*q^2*r*x^3+229*b*g*q* r^2*x^3+107*b*g*r^3*x^3+12*b*p^4*x^3+48*b*p^3*q*x^3+71*b*p^3*r*x^3+72*b*p^2*q^2 *x^3+213*b*p^2*q*r*x^3+154*b*p^2*r^2*x^3+48*b*p*q^3*x^3+213*b*p*q^2*r*x^3+308*b *p*q*r^2*x^3+146*b*p*r^3*x^3+12*b*q^4*x^3+71*b*q^3*r*x^3+154*b*q^2*r^2*x^3+146* b*q*r^3*x^3+51*b*r^4*x^3+64*c^5*x^3+128*c^4*g*x^3+160*c^4*p*x^3+160*c^4*q*x^3+ 240*c^4*r*x^3+96*c^3*g^2*x^3+256*c^3*g*p*x^3+256*c^3*g*q*x^3+384*c^3*g*r*x^3+ 160*c^3*p^2*x^3+320*c^3*p*q*x^3+480*c^3*p*r*x^3+160*c^3*q^2*x^3+480*c^3*q*r*x^3 +360*c^3*r^2*x^3+32*c^2*g^3*x^3+144*c^2*g^2*p*x^3+144*c^2*g^2*q*x^3+216*c^2*g^2 *r*x^3+192*c^2*g*p^2*x^3+384*c^2*g*p*q*x^3+576*c^2*g*p*r*x^3+192*c^2*g*q^2*x^3+ 576*c^2*g*q*r*x^3+428*c^2*g*r^2*x^3+80*c^2*p^3*x^3+240*c^2*p^2*q*x^3+360*c^2*p^ 2*r*x^3+240*c^2*p*q^2*x^3+720*c^2*p*q*r*x^3+540*c^2*p*r^2*x^3+80*c^2*q^3*x^3+ 360*c^2*q^2*r*x^3+540*c^2*q*r^2*x^3+268*c^2*r^3*x^3+4*c*g^4*x^3+32*c*g^3*p*x^3+ 32*c*g^3*q*x^3+48*c*g^3*r*x^3+72*c*g^2*p^2*x^3+144*c*g^2*p*q*x^3+216*c*g^2*p*r* x^3+72*c*g^2*q^2*x^3+216*c*g^2*q*r*x^3+158*c*g^2*r^2*x^3+64*c*g*p^3*x^3+192*c*g *p^2*q*x^3+288*c*g*p^2*r*x^3+192*c*g*p*q^2*x^3+576*c*g*p*q*r*x^3+428*c*g*p*r^2* x^3+64*c*g*q^3*x^3+288*c*g*q^2*r*x^3+428*c*g*q*r^2*x^3+210*c*g*r^3*x^3+20*c*p^4 *x^3+80*c*p^3*q*x^3+120*c*p^3*r*x^3+120*c*p^2*q^2*x^3+360*c*p^2*q*r*x^3+270*c*p ^2*r^2*x^3+80*c*p*q^3*x^3+360*c*p*q^2*r*x^3+540*c*p*q*r^2*x^3+268*c*p*r^3*x^3+ 20*c*q^4*x^3+120*c*q^3*r*x^3+270*c*q^2*r^2*x^3+268*c*q*r^3*x^3+98*c*r^4*x^3+2*g ^4*p*x^3+2*g^4*q*x^3+3*g^4*r*x^3+8*g^3*p^2*x^3+16*g^3*p*q*x^3+24*g^3*p*r*x^3+8* g^3*q^2*x^3+24*g^3*q*r*x^3+17*g^3*r^2*x^3+12*g^2*p^3*x^3+36*g^2*p^2*q*x^3+54*g^ 2*p^2*r*x^3+36*g^2*p*q^2*x^3+108*g^2*p*q*r*x^3+79*g^2*p*r^2*x^3+12*g^2*q^3*x^3+ 54*g^2*q^2*r*x^3+79*g^2*q*r^2*x^3+38*g^2*r^3*x^3+8*g*p^4*x^3+32*g*p^3*q*x^3+48* g*p^3*r*x^3+48*g*p^2*q^2*x^3+144*g*p^2*q*r*x^3+107*g*p^2*r^2*x^3+32*g*p*q^3*x^3 +144*g*p*q^2*r*x^3+214*g*p*q*r^2*x^3+105*g*p*r^3*x^3+8*g*q^4*x^3+48*g*q^3*r*x^3 +107*g*q^2*r^2*x^3+105*g*q*r^3*x^3+38*g*r^4*x^3+2*p^5*x^3+10*p^4*q*x^3+15*p^4*r *x^3+20*p^3*q^2*x^3+60*p^3*q*r*x^3+45*p^3*r^2*x^3+20*p^2*q^3*x^3+90*p^2*q^2*r*x ^3+135*p^2*q*r^2*x^3+67*p^2*r^3*x^3+10*p*q^4*x^3+60*p*q^3*r*x^3+135*p*q^2*r^2*x ^3+134*p*q*r^3*x^3+49*p*r^4*x^3+2*q^5*x^3+15*q^4*r*x^3+45*q^3*r^2*x^3+67*q^2*r^ 3*x^3+49*q*r^4*x^3+14*r^5*x^3-40*a^4*c*x^2-24*a^4*p*x^2-20*a^4*q*x^2-32*a^4*r*x ^2-176*a^3*b*c*x^2-100*a^3*b*p*x^2-84*a^3*b*q*x^2-140*a^3*b*r*x^2-232*a^3*c^2*x ^2-116*a^3*c*g*x^2-260*a^3*c*p*x^2-212*a^3*c*q*x^2-344*a^3*c*r*x^2+48*a^3*c*x^3 -68*a^3*g*p*x^2-56*a^3*g*q*x^2-92*a^3*g*r*x^2-72*a^3*p^2*x^2-120*a^3*p*q*x^2-\ 188*a^3*p*r*x^2+24*a^3*p*x^3-48*a^3*q^2*x^2-158*a^3*q*r*x^2+24*a^3*q*x^3-118*a^ 3*r^2*x^2+42*a^3*r*x^3-288*a^2*b^2*c*x^2-156*a^2*b^2*p*x^2-132*a^2*b^2*q*x^2-\ 228*a^2*b^2*r*x^2-760*a^2*b*c^2*x^2-380*a^2*b*c*g*x^2-812*a^2*b*c*p*x^2-668*a^2 *b*c*q*x^2-1132*a^2*b*c*r*x^2+144*a^2*b*c*x^3-212*a^2*b*g*p*x^2-176*a^2*b*g*q*x ^2-300*a^2*b*g*r*x^2-216*a^2*b*p^2*x^2-360*a^2*b*p*q*x^2-592*a^2*b*p*r*x^2+72*a ^2*b*p*x^3-144*a^2*b*q^2*x^2-502*a^2*b*q*r*x^2+72*a^2*b*q*x^3-390*a^2*b*r^2*x^2 +126*a^2*b*r*x^3-488*a^2*c^3*x^2-488*a^2*c^2*g*x^2-800*a^2*c^2*p*x^2-636*a^2*c^ 2*q*x^2-1064*a^2*c^2*r*x^2+208*a^2*c^2*x^3-122*a^2*c*g^2*x^2-540*a^2*c*g*p*x^2-\ 432*a^2*c*g*q*x^2-724*a^2*c*g*r*x^2+104*a^2*c*g*x^3-434*a^2*c*p^2*x^2-704*a^2*c *p*q*x^2-1144*a^2*c*p*r*x^2+208*a^2*c*p*x^3-270*a^2*c*q^2*x^2-928*a^2*c*q*r*x^2 +208*a^2*c*q*x^3-728*a^2*c*r^2*x^2+338*a^2*c*r*x^3-70*a^2*g^2*p*x^2-57*a^2*g^2* q*x^2-96*a^2*g^2*r*x^2-148*a^2*g*p^2*x^2-242*a^2*g*p*q*x^2-392*a^2*g*p*r*x^2+52 *a^2*g*p*x^3-94*a^2*g*q^2*x^2-323*a^2*g*q*r*x^2+52*a^2*g*q*x^3-249*a^2*g*r^2*x^ 2+91*a^2*g*r*x^3-78*a^2*p^3*x^2-193*a^2*p^2*q*x^2-306*a^2*p^2*r*x^2+52*a^2*p^2* x^3-152*a^2*p*q^2*x^2-504*a^2*p*q*r*x^2+104*a^2*p*q*x^3-388*a^2*p*r^2*x^2+169*a ^2*p*r*x^3-37*a^2*q^3*x^2-198*a^2*q^2*r*x^2+52*a^2*q^2*x^3-318*a^2*q*r^2*x^2+ 169*a^2*q*r*x^3-160*a^2*r^3*x^2+123*a^2*r^2*x^3-208*a*b^3*c*x^2-108*a*b^3*p*x^2 -92*a*b^3*q*x^2-164*a*b^3*r*x^2-824*a*b^2*c^2*x^2-412*a*b^2*c*g*x^2-844*a*b^2*c *p*x^2-700*a*b^2*c*q*x^2-1232*a*b^2*c*r*x^2+144*a*b^2*c*x^3-220*a*b^2*g*p*x^2-\ 184*a*b^2*g*q*x^2-324*a*b^2*g*r*x^2-216*a*b^2*p^2*x^2-360*a*b^2*p*q*x^2-620*a*b ^2*p*r*x^2+72*a*b^2*p*x^3-144*a*b^2*q^2*x^2-530*a*b^2*q*r*x^2+72*a*b^2*q*x^3-\ 426*a*b^2*r^2*x^2+126*a*b^2*r*x^3-1056*a*b*c^3*x^2-1056*a*b*c^2*g*x^2-1652*a*b* c^2*p*x^2-1324*a*b*c^2*q*x^2-2304*a*b*c^2*r*x^2+416*a*b*c^2*x^3-264*a*b*c*g^2*x ^2-1116*a*b*c*g*p*x^2-900*a*b*c*g*q*x^2-1566*a*b*c*g*r*x^2+208*a*b*c*g*x^3-860* a*b*c*p^2*x^2-1392*a*b*c*p*q*x^2-2356*a*b*c*p*r*x^2+416*a*b*c*p*x^3-532*a*b*c*q ^2*x^2-1924*a*b*c*q*r*x^2+416*a*b*c*q*x^3-1552*a*b*c*r^2*x^2+676*a*b*c*r*x^3-\ 145*a*b*g^2*p*x^2-119*a*b*g^2*q*x^2-207*a*b*g^2*r*x^2-294*a*b*g*p^2*x^2-480*a*b *g*p*q*x^2-812*a*b*g*p*r*x^2+104*a*b*g*p*x^3-186*a*b*g*q^2*x^2-674*a*b*g*q*r*x^ 2+104*a*b*g*q*x^3-538*a*b*g*r^2*x^2+182*a*b*g*r*x^3-149*a*b*p^3*x^2-365*a*b*p^2 *q*x^2-602*a*b*p^2*r*x^2+104*a*b*p^2*x^3-283*a*b*p*q^2*x^2-988*a*b*p*q*r*x^2+ 208*a*b*p*q*x^3-782*a*b*p*r^2*x^2+338*a*b*p*r*x^3-67*a*b*q^3*x^2-386*a*b*q^2*r* x^2+104*a*b*q^2*x^3-642*a*b*q*r^2*x^2+338*a*b*q*r*x^3-329*a*b*r^3*x^2+246*a*b*r ^2*x^3-440*a*c^4*x^2-660*a*c^3*g*x^2-948*a*c^3*p*x^2-732*a*c^3*q*x^2-1272*a*c^3 *r*x^2+288*a*c^3*x^3-330*a*c^2*g^2*x^2-1072*a*c^2*g*p*x^2-832*a*c^2*g*q*x^2-\ 1444*a*c^2*g*r*x^2+288*a*c^2*g*x^3-762*a*c^2*p^2*x^2-1200*a*c^2*p*q*x^2-2032*a* c^2*p*r*x^2+432*a*c^2*p*x^3-438*a*c^2*q^2*x^2-1584*a*c^2*q*r*x^2+432*a*c^2*q*x^ 3-1312*a*c^2*r^2*x^2+680*a*c^2*r*x^3-55*a*c*g^3*x^2-361*a*c*g^2*p*x^2-283*a*c*g ^2*q*x^2-490*a*c*g^2*r*x^2+72*a*c*g^2*x^3-577*a*c*g*p^2*x^2-914*a*c*g*p*q*x^2-\ 1542*a*c*g*p*r*x^2+288*a*c*g*p*x^3-337*a*c*g*q^2*x^2-1216*a*c*g*q*r*x^2+288*a*c *g*q*x^3-994*a*c*g*r^2*x^2+466*a*c*g*r*x^3-271*a*c*p^3*x^2-651*a*c*p^2*q*x^2-\ 1078*a*c*p^2*r*x^2+216*a*c*p^2*x^3-489*a*c*p*q^2*x^2-1708*a*c*p*q*r*x^2+432*a*c *p*q*x^3-1390*a*c*p*r^2*x^2+680*a*c*p*r*x^3-109*a*c*q^3*x^2-630*a*c*q^2*r*x^2+ 216*a*c*q^2*x^3-1086*a*c*q*r^2*x^2+680*a*c*q*r*x^3-583*a*c*r^3*x^2+502*a*c*r^2* x^3-31*a*g^3*p*x^2-25*a*g^3*q*x^2-43*a*g^3*r*x^2-98*a*g^2*p^2*x^2-157*a*g^2*p*q *x^2-263*a*g^2*p*r*x^2+36*a*g^2*p*x^3-59*a*g^2*q^2*x^2-212*a*g^2*q*r*x^2+36*a*g ^2*q*x^3-169*a*g^2*r^2*x^2+63*a*g^2*r*x^3-103*a*g*p^3*x^2-249*a*g*p^2*q*x^2-410 *a*g*p^2*r*x^2+72*a*g*p^2*x^3-189*a*g*p*q^2*x^2-657*a*g*p*q*r*x^2+144*a*g*p*q*x ^3-527*a*g*p*r^2*x^2+233*a*g*p*r*x^3-43*a*g*q^3*x^2-247*a*g*q^2*r*x^2+72*a*g*q^ 2*x^3-418*a*g*q*r^2*x^2+233*a*g*q*r*x^3-220*a*g*r^3*x^2+170*a*g*r^2*x^3-36*a*p^ 4*x^2-117*a*p^3*q*x^2-190*a*p^3*r*x^2+36*a*p^3*x^3-135*a*p^2*q^2*x^2-458*a*p^2* q*r*x^2+108*a*p^2*q*x^3-367*a*p^2*r^2*x^2+170*a*p^2*r*x^3-63*a*p*q^3*x^2-346*a* p*q^2*r*x^2+108*a*p*q^2*x^3-582*a*p*q*r^2*x^2+340*a*p*q*r*x^3-308*a*p*r^3*x^2+ 251*a*p*r^2*x^3-9*a*q^4*x^2-78*a*q^3*r*x^2+36*a*q^3*x^3-215*a*q^2*r^2*x^2+170*a *q^2*r*x^3-241*a*q*r^3*x^2+251*a*q*r^2*x^3-95*a*r^4*x^2+120*a*r^3*x^3-56*b^4*c* x^2-28*b^4*p*x^2-24*b^4*q*x^2-44*b^4*r*x^2-296*b^3*c^2*x^2-148*b^3*c*g*x^2-292* b^3*c*p*x^2-244*b^3*c*q*x^2-444*b^3*c*r*x^2+48*b^3*c*x^3-76*b^3*g*p*x^2-64*b^3* g*q*x^2-116*b^3*g*r*x^2-72*b^3*p^2*x^2-120*b^3*p*q*x^2-216*b^3*p*r*x^2+24*b^3*p *x^3-48*b^3*q^2*x^2-186*b^3*q*r*x^2+24*b^3*q*x^3-154*b^3*r^2*x^2+42*b^3*r*x^3-\ 568*b^2*c^3*x^2-568*b^2*c^2*g*x^2-852*b^2*c^2*p*x^2-688*b^2*c^2*q*x^2-1240*b^2* c^2*r*x^2+208*b^2*c^2*x^3-142*b^2*c*g^2*x^2-576*b^2*c*g*p*x^2-468*b^2*c*g*q*x^2 -842*b^2*c*g*r*x^2+104*b^2*c*g*x^3-426*b^2*c*p^2*x^2-688*b^2*c*p*q*x^2-1212*b^2 *c*p*r*x^2+208*b^2*c*p*x^3-262*b^2*c*q^2*x^2-996*b^2*c*q*r*x^2+208*b^2*c*q*x^3-\ 824*b^2*c*r^2*x^2+338*b^2*c*r*x^3-75*b^2*g^2*p*x^2-62*b^2*g^2*q*x^2-111*b^2*g^2 *r*x^2-146*b^2*g*p^2*x^2-238*b^2*g*p*q*x^2-420*b^2*g*p*r*x^2+52*b^2*g*p*x^3-92* b^2*g*q^2*x^2-351*b^2*g*q*r*x^2+52*b^2*g*q*x^3-289*b^2*g*r^2*x^2+91*b^2*g*r*x^3 -71*b^2*p^3*x^2-172*b^2*p^2*q*x^2-296*b^2*p^2*r*x^2+52*b^2*p^2*x^3-131*b^2*p*q^ 2*x^2-484*b^2*p*q*r*x^2+104*b^2*p*q*x^3-394*b^2*p*r^2*x^2+169*b^2*p*r*x^3-30*b^ 2*q^3*x^2-188*b^2*q^2*r*x^2+52*b^2*q^2*x^3-324*b^2*q*r^2*x^2+169*b^2*q*r*x^3-\ 169*b^2*r^3*x^2+123*b^2*r^2*x^3-472*b*c^4*x^2-708*b*c^3*g*x^2-972*b*c^3*p*x^2-\ 756*b*c^3*q*x^2-1360*b*c^3*r*x^2+288*b*c^3*x^3-354*b*c^2*g^2*x^2-1100*b*c^2*g*p *x^2-860*b*c^2*g*q*x^2-1544*b*c^2*g*r*x^2+288*b*c^2*g*x^3-750*b*c^2*p^2*x^2-\ 1176*b*c^2*p*q*x^2-2060*b*c^2*p*r*x^2+432*b*c^2*p*x^3-426*b*c^2*q^2*x^2-1612*b* c^2*q*r*x^2+432*b*c^2*q*x^3-1360*b*c^2*r^2*x^2+680*b*c^2*r*x^3-59*b*c*g^3*x^2-\ 371*b*c*g^2*p*x^2-293*b*c*g^2*q*x^2-524*b*c*g^2*r*x^2+72*b*c*g^2*x^3-569*b*c*g* p^2*x^2-898*b*c*g*p*q*x^2-1570*b*c*g*p*r*x^2+288*b*c*g*p*x^3-329*b*c*g*q^2*x^2-\ 1244*b*c*g*q*r*x^2+288*b*c*g*q*x^3-1040*b*c*g*r^2*x^2+466*b*c*g*r*x^3-257*b*c*p ^3*x^2-609*b*c*p^2*q*x^2-1040*b*c*p^2*r*x^2+216*b*c*p^2*x^3-447*b*c*p*q^2*x^2-\ 1632*b*c*p*q*r*x^2+432*b*c*p*q*x^3-1354*b*c*p*r^2*x^2+680*b*c*p*r*x^3-95*b*c*q^ 3*x^2-592*b*c*q^2*r*x^2+216*b*c*q^2*x^3-1050*b*c*q*r^2*x^2+680*b*c*q*r*x^3-571* b*c*r^3*x^2+502*b*c*r^2*x^3-32*b*g^3*p*x^2-26*b*g^3*q*x^2-46*b*g^3*r*x^2-97*b*g ^2*p^2*x^2-155*b*g^2*p*q*x^2-270*b*g^2*p*r*x^2+36*b*g^2*p*x^3-58*b*g^2*q^2*x^2-\ 219*b*g^2*q*r*x^2+36*b*g^2*q*x^3-180*b*g^2*r^2*x^2+63*b*g^2*r*x^3-98*b*g*p^3*x^ 2-234*b*g*p^2*q*x^2-399*b*g*p^2*r*x^2+72*b*g*p^2*x^3-174*b*g*p*q^2*x^2-635*b*g* p*q*r*x^2+144*b*g*p*q*x^3-521*b*g*p*r^2*x^2+233*b*g*p*r*x^3-38*b*g*q^3*x^2-236* b*g*q^2*r*x^2+72*b*g*q^2*x^3-412*b*g*q*r^2*x^2+233*b*g*q*r*x^3-220*b*g*r^3*x^2+ 170*b*g*r^2*x^3-33*b*p^4*x^2-105*b*p^3*q*x^2-175*b*p^3*r*x^2+36*b*p^3*x^3-117*b *p^2*q^2*x^2-413*b*p^2*q*r*x^2+108*b*p^2*q*x^3-337*b*p^2*r^2*x^2+170*b*p^2*r*x^ 3-51*b*p*q^3*x^2-301*b*p*q^2*r*x^2+108*b*p*q^2*x^3-522*b*p*q*r^2*x^2+340*b*p*q* r*x^3-281*b*p*r^3*x^2+251*b*p*r^2*x^3-6*b*q^4*x^2-63*b*q^3*r*x^2+36*b*q^3*x^3-\ 185*b*q^2*r^2*x^2+170*b*q^2*r*x^3-214*b*q*r^3*x^2+251*b*q*r^2*x^3-86*b*r^4*x^2+ 120*b*r^3*x^3-144*c^5*x^2-288*c^4*g*x^2-384*c^4*p*x^2-288*c^4*q*x^2-520*c^4*r*x ^2+128*c^4*x^3-216*c^3*g^2*x^2-616*c^3*g*p*x^2-464*c^3*g*q*x^2-836*c^3*g*r*x^2+ 192*c^3*g*x^3-408*c^3*p^2*x^2-624*c^3*p*q*x^2-1100*c^3*p*r*x^2+256*c^3*p*x^3-\ 216*c^3*q^2*x^2-820*c^3*q*r*x^2+256*c^3*q*x^3-720*c^3*r^2*x^2+392*c^3*r*x^3-72* c^2*g^3*x^2-348*c^2*g^2*p*x^2-264*c^2*g^2*q*x^2-474*c^2*g^2*r*x^2+96*c^2*g^2*x^ 3-492*c^2*g*p^2*x^2-756*c^2*g*p*q*x^2-1328*c^2*g*p*r*x^2+288*c^2*g*p*x^3-264*c^ 2*g*q^2*x^2-1000*c^2*g*q*r*x^2+288*c^2*g*q*x^3-868*c^2*g*r^2*x^2+448*c^2*g*r*x^ 3-216*c^2*p^3*x^2-504*c^2*p^2*q*x^2-870*c^2*p^2*r*x^2+192*c^2*p^2*x^3-360*c^2*p *q^2*x^2-1320*c^2*p*q*r*x^2+384*c^2*p*q*x^3-1140*c^2*p*r^2*x^2+588*c^2*p*r*x^3-\ 72*c^2*q^3*x^2-450*c^2*q^2*r*x^2+192*c^2*q^2*x^3-840*c^2*q*r^2*x^2+588*c^2*q*r* x^3-486*c^2*r^3*x^2+440*c^2*r^2*x^3-9*c*g^4*x^2-78*c*g^3*p*x^2-60*c*g^3*q*x^2-\ 107*c*g^3*r*x^2+16*c*g^3*x^3-186*c*g^2*p^2*x^2-288*c*g^2*p*q*x^2-503*c*g^2*p*r* x^2+96*c*g^2*p*x^3-102*c*g^2*q^2*x^2-385*c*g^2*q*r*x^2+96*c*g^2*q*x^3-328*c*g^2 *r^2*x^2+154*c*g^2*r*x^3-174*c*g*p^3*x^2-408*c*g*p^2*q*x^2-701*c*g*p^2*r*x^2+ 144*c*g*p^2*x^3-294*c*g*p*q^2*x^2-1074*c*g*p*q*r*x^2+288*c*g*p*q*x^3-916*c*g*p* r^2*x^2+448*c*g*p*r*x^3-60*c*g*q^3*x^2-373*c*g*q^2*r*x^2+144*c*g*q^2*x^3-684*c* g*q*r^2*x^2+448*c*g*q*r*x^3-389*c*g*r^3*x^2+332*c*g*r^2*x^3-57*c*p^4*x^2-180*c* p^3*q*x^2-305*c*p^3*r*x^2+64*c*p^3*x^3-198*c*p^2*q^2*x^2-705*c*p^2*q*r*x^2+192* c*p^2*q*x^3-600*c*p^2*r^2*x^2+294*c*p^2*r*x^3-84*c*p*q^3*x^2-495*c*p*q^2*r*x^2+ 192*c*p*q^2*x^3-900*c*p*q*r^2*x^2+588*c*p*q*r*x^3-513*c*p*r^3*x^2+440*c*p*r^2*x ^3-9*c*q^4*x^2-95*c*q^3*r*x^2+64*c*q^3*x^3-300*c*q^2*r^2*x^2+294*c*q^2*r*x^3-\ 375*c*q*r^3*x^2+440*c*q*r^2*x^3-161*c*r^4*x^2+220*c*r^3*x^3-5*g^4*p*x^2-4*g^4*q *x^2-7*g^4*r*x^2-21*g^3*p^2*x^2-33*g^3*p*q*x^2-57*g^3*p*r*x^2+8*g^3*p*x^3-12*g^ 3*q^2*x^2-45*g^3*q*r*x^2+8*g^3*q*x^3-37*g^3*r^2*x^2+14*g^3*r*x^3-33*g^2*p^3*x^2 -78*g^2*p^2*q*x^2-133*g^2*p^2*r*x^2+24*g^2*p^2*x^3-57*g^2*p*q^2*x^2-207*g^2*p*q *r*x^2+48*g^2*p*q*x^3-173*g^2*p*r^2*x^2+77*g^2*p*r*x^3-12*g^2*q^3*x^2-74*g^2*q^ 2*r*x^2+24*g^2*q^2*x^3-132*g^2*q*r^2*x^2+77*g^2*q*r*x^3-73*g^2*r^3*x^2+56*g^2*r ^2*x^3-23*g*p^4*x^2-73*g*p^3*q*x^2-123*g*p^3*r*x^2+24*g*p^3*x^3-81*g*p^2*q^2*x^ 2-287*g*p^2*q*r*x^2+72*g*p^2*q*x^3-241*g*p^2*r^2*x^2+112*g*p^2*r*x^3-35*g*p*q^3 *x^2-205*g*p*q^2*r*x^2+72*g*p*q^2*x^3-366*g*p*q*r^2*x^2+224*g*p*q*r*x^3-205*g*p *r^3*x^2+166*g*p*r^2*x^3-4*g*q^4*x^2-41*g*q^3*r*x^2+24*g*q^3*x^3-125*g*q^2*r^2* x^2+112*g*q^2*r*x^3-152*g*q*r^3*x^2+166*g*q*r^2*x^3-64*g*r^4*x^2+81*g*r^3*x^3-6 *p^5*x^2-24*p^4*q*x^2-40*p^4*r*x^2+8*p^4*x^3-36*p^3*q^2*x^2-125*p^3*q*r*x^2+32* p^3*q*x^3-105*p^3*r^2*x^2+49*p^3*r*x^3-24*p^2*q^3*x^2-135*p^2*q^2*r*x^2+48*p^2* q^2*x^3-240*p^2*q*r^2*x^2+147*p^2*q*r*x^3-135*p^2*r^3*x^2+110*p^2*r^2*x^3-6*p*q ^4*x^2-55*p*q^3*r*x^2+32*p*q^3*x^3-165*p*q^2*r^2*x^2+147*p*q^2*r*x^3-201*p*q*r^ 3*x^2+220*p*q*r^2*x^3-85*p*r^4*x^2+110*p*r^3*x^3-5*q^4*r*x^2+8*q^4*x^3-30*q^3*r ^2*x^2+49*q^3*r*x^3-66*q^2*r^3*x^2+110*q^2*r^2*x^3-62*q*r^4*x^2+110*q*r^3*x^3-\ 21*r^5*x^2+41*r^4*x^3+32*a^4*c*x+24*a^4*p*x+16*a^4*q*x+28*a^4*r*x+144*a^3*b*c*x +104*a^3*b*p*x+64*a^3*b*q*x+128*a^3*b*r*x+176*a^3*c^2*x+88*a^3*c*g*x+232*a^3*c* p*x+144*a^3*c*q*x+272*a^3*c*r*x-124*a^3*c*x^2+64*a^3*g*p*x+40*a^3*g*q*x+76*a^3* g*r*x+72*a^3*p^2*x+96*a^3*p*q*x+166*a^3*p*r*x-80*a^3*p*x^2+28*a^3*q^2*x+112*a^3 *q*r*x-62*a^3*q*x^2+94*a^3*r^2*x-116*a^3*r*x^2+224*a^2*b^2*c*x+152*a^2*b^2*p*x+ 80*a^2*b^2*q*x+188*a^2*b^2*r*x+576*a^2*b*c^2*x+288*a^2*b*c*g*x+728*a^2*b*c*p*x+ 416*a^2*b*c*q*x+896*a^2*b*c*r*x-372*a^2*b*c*x^2+200*a^2*b*g*p*x+112*a^2*b*g*q*x +246*a^2*b*g*r*x+216*a^2*b*p^2*x+272*a^2*b*p*q*x+526*a^2*b*p*r*x-226*a^2*b*p*x^ 2+68*a^2*b*q^2*x+332*a^2*b*q*r*x-172*a^2*b*q*x^2+310*a^2*b*r^2*x-354*a^2*b*r*x^ 2+352*a^2*c^3*x+352*a^2*c^2*g*x+664*a^2*c^2*p*x+384*a^2*c^2*q*x+784*a^2*c^2*r*x -512*a^2*c^2*x^2+88*a^2*c*g^2*x+456*a^2*c*g*p*x+264*a^2*c*g*q*x+542*a^2*c*g*r*x -256*a^2*c*g*x^2+400*a^2*c*p^2*x+496*a^2*c*p*q*x+932*a^2*c*p*r*x-604*a^2*c*p*x^ 2+128*a^2*c*q^2*x+580*a^2*c*q*r*x-462*a^2*c*q*x^2+532*a^2*c*r^2*x-864*a^2*c*r*x ^2+32*a^2*c*x^3+62*a^2*g^2*p*x+36*a^2*g^2*q*x+75*a^2*g^2*r*x+140*a^2*g*p^2*x+ 176*a^2*g*p*q*x+327*a^2*g*p*r*x-160*a^2*g*p*x^2+46*a^2*g*q^2*x+208*a^2*g*q*r*x-\ 121*a^2*g*q*x^2+187*a^2*g*r^2*x-238*a^2*g*r*x^2+78*a^2*p^3*x+152*a^2*p^2*q*x+ 270*a^2*p^2*r*x-174*a^2*p^2*x^2+86*a^2*p*q^2*x+350*a^2*p*q*r*x-277*a^2*p*q*x^2+ 306*a^2*p*r^2*x-484*a^2*p*r*x^2+16*a^2*p*x^3+12*a^2*q^3*x+99*a^2*q^2*r*x-103*a^ 2*q^2*x^2+198*a^2*q*r^2*x-393*a^2*q*r*x^2+16*a^2*q*x^3+114*a^2*r^3*x-317*a^2*r^ 2*x^2+44*a^2*r*x^3+144*a*b^3*c*x+88*a*b^3*p*x+32*a*b^3*q*x+104*a*b^3*r*x+592*a* b^2*c^2*x+296*a*b^2*c*g*x+712*a*b^2*c*p*x+352*a*b^2*c*q*x+892*a*b^2*c*r*x-372*a *b^2*c*x^2+192*a*b^2*g*p*x+88*a*b^2*g*q*x+234*a*b^2*g*r*x+204*a*b^2*p^2*x+232*a *b^2*p*q*x+514*a*b^2*p*r*x-212*a*b^2*p*x^2+40*a*b^2*q^2*x+288*a*b^2*q*r*x-158*a *b^2*q*x^2+310*a*b^2*r^2*x-360*a*b^2*r*x^2+752*a*b*c^3*x+752*a*b*c^2*g*x+1352*a *b*c^2*p*x+720*a*b*c^2*q*x+1664*a*b*c^2*r*x-1040*a*b*c^2*x^2+188*a*b*c*g^2*x+ 928*a*b*c*g*p*x+488*a*b*c*g*q*x+1142*a*b*c*g*r*x-520*a*b*c*g*x^2+772*a*b*c*p^2* x+904*a*b*c*p*q*x+1876*a*b*c*p*r*x-1178*a*b*c*p*x^2+196*a*b*c*q^2*x+1100*a*b*c* q*r*x-894*a*b*c*q*x^2+1104*a*b*c*r^2*x-1810*a*b*c*r*x^2+64*a*b*c*x^3+126*a*b*g^ 2*p*x+64*a*b*g^2*q*x+155*a*b*g^2*r*x+272*a*b*g*p^2*x+320*a*b*g*p*q*x+664*a*b*g* p*r*x-307*a*b*g*p*x^2+68*a*b*g*q^2*x+390*a*b*g*q*r*x-229*a*b*g*q*x^2+392*a*b*g* r^2*x-489*a*b*g*r*x^2+142*a*b*p^3*x+264*a*b*p^2*q*x+509*a*b*p^2*r*x-329*a*b*p^2 *x^2+134*a*b*p*q^2*x+632*a*b*p*q*r*x-516*a*b*p*q*x^2+592*a*b*p*r^2*x-976*a*b*p* r*x^2+32*a*b*p*x^3+12*a*b*q^3*x+161*a*b*q^2*r*x-187*a*b*q^2*x^2+368*a*b*q*r^2*x -794*a*b*q*r*x^2+32*a*b*q*x^3+225*a*b*r^3*x-679*a*b*r^2*x^2+88*a*b*r*x^3+304*a* c^4*x+456*a*c^3*g*x+744*a*c^3*p*x+400*a*c^3*q*x+884*a*c^3*r*x-684*a*c^3*x^2+228 *a*c^2*g^2*x+848*a*c^2*g*p*x+456*a*c^2*g*q*x+1012*a*c^2*g*r*x-684*a*c^2*g*x^2+ 660*a*c^2*p^2*x+760*a*c^2*p*q*x+1552*a*c^2*p*r*x-1168*a*c^2*p*x^2+172*a*c^2*q^2 *x+888*a*c^2*q*r*x-880*a*c^2*q*x^2+892*a*c^2*r^2*x-1664*a*c^2*r*x^2+96*a*c^2*x^ 3+38*a*c*g^3*x+290*a*c*g^2*p*x+156*a*c*g^2*q*x+349*a*c*g^2*r*x-171*a*c*g^2*x^2+ 506*a*c*g*p^2*x+588*a*c*g*p*q*x+1192*a*c*g*p*r*x-792*a*c*g*p*x^2+134*a*c*g*q^2* x+692*a*c*g*q*r*x-594*a*c*g*q*x^2+686*a*c*g*r^2*x-1148*a*c*g*r*x^2+48*a*c*g*x^3 +254*a*c*p^3*x+460*a*c*p^2*q*x+889*a*c*p^2*r*x-655*a*c*p^2*x^2+230*a*c*p*q^2*x+ 1060*a*c*p*q*r*x-1022*a*c*p*q*x^2+1016*a*c*p*r^2*x-1828*a*c*p*r*x^2+96*a*c*p*x^ 3+24*a*c*q^3*x+261*a*c*q^2*r*x-367*a*c*q^2*x^2+600*a*c*q*r^2*x-1430*a*c*q*r*x^2 +96*a*c*q*x^3+381*a*c*r^3*x-1213*a*c*r^2*x^2+202*a*c*r*x^3+26*a*g^3*p*x+14*a*g^ 3*q*x+32*a*g^3*r*x+88*a*g^2*p^2*x+104*a*g^2*p*q*x+208*a*g^2*p*r*x-104*a*g^2*p*x ^2+24*a*g^2*q^2*x+124*a*g^2*q*r*x-77*a*g^2*q*x^2+120*a*g^2*r^2*x-158*a*g^2*r*x^ 2+98*a*g*p^3*x+180*a*g*p^2*q*x+343*a*g*p^2*r*x-225*a*g*p^2*x^2+92*a*g*p*q^2*x+ 417*a*g*p*q*r*x-351*a*g*p*q*x^2+392*a*g*p*r^2*x-635*a*g*p*r*x^2+24*a*g*p*x^3+10 *a*g*q^3*x+106*a*g*q^2*r*x-126*a*g*q^2*x^2+237*a*g*q*r^2*x-505*a*g*q*r*x^2+24*a *g*q*x^3+147*a*g*r^3*x-421*a*g*r^2*x^2+63*a*g*r*x^3+36*a*p^4*x+90*a*p^3*q*x+167 *a*p^3*r*x-121*a*p^3*x^2+72*a*p^2*q^2*x+308*a*p^2*q*r*x-291*a*p^2*q*x^2+285*a*p ^2*r^2*x-498*a*p^2*r*x^2+24*a*p^2*x^3+18*a*p*q^3*x+160*a*p*q^2*r*x-219*a*p*q^2* x^2+346*a*p*q*r^2*x-797*a*p*q*r*x^2+48*a*p*q*x^3+213*a*p*r^3*x-656*a*p*r^2*x^2+ 101*a*p*r*x^3+19*a*q^3*r*x-49*a*q^3*x^2+88*a*q^2*r^2*x-299*a*q^2*r*x^2+24*a*q^2 *x^3+128*a*q*r^3*x-520*a*q*r^2*x^2+101*a*q*r*x^3+59*a*r^4*x-279*a*r^3*x^2+81*a* r^2*x^3+32*b^4*c*x+16*b^4*p*x+16*b^4*r*x+192*b^3*c^2*x+96*b^3*c*g*x+216*b^3*c*p *x+80*b^3*c*q*x+268*b^3*c*r*x-124*b^3*c*x^2+56*b^3*g*p*x+16*b^3*g*q*x+64*b^3*g* r*x+60*b^3*p^2*x+56*b^3*p*q*x+154*b^3*p*r*x-66*b^3*p*x^2+68*b^3*q*r*x-48*b^3*q* x^2+94*b^3*r^2*x-122*b^3*r*x^2+384*b^2*c^3*x+384*b^2*c^2*g*x+656*b^2*c^2*p*x+ 304*b^2*c^2*q*x+824*b^2*c^2*r*x-528*b^2*c^2*x^2+96*b^2*c*g^2*x+448*b^2*c*g*p*x+ 200*b^2*c*g*q*x+556*b^2*c*g*r*x-264*b^2*c*g*x^2+360*b^2*c*p^2*x+384*b^2*c*p*q*x +904*b^2*c*p*r*x-574*b^2*c*p*x^2+56*b^2*c*q^2*x+480*b^2*c*q*r*x-432*b^2*c*q*x^2 +544*b^2*c*r^2*x-946*b^2*c*r*x^2+32*b^2*c*x^3+60*b^2*g^2*p*x+24*b^2*g^2*q*x+72* b^2*g^2*r*x+126*b^2*g*p^2*x+132*b^2*g*p*q*x+317*b^2*g*p*r*x-147*b^2*g*p*x^2+16* b^2*g*q^2*x+162*b^2*g*q*r*x-108*b^2*g*q*x^2+191*b^2*g*r^2*x-251*b^2*g*r*x^2+64* b^2*p^3*x+112*b^2*p^2*q*x+239*b^2*p^2*r*x-155*b^2*p^2*x^2+48*b^2*p*q^2*x+282*b^ 2*p*q*r*x-239*b^2*p*q*x^2+286*b^2*p*r^2*x-492*b^2*p*r*x^2+16*b^2*p*x^3+62*b^2*q ^2*r*x-84*b^2*q^2*x^2+170*b^2*q*r^2*x-401*b^2*q*r*x^2+16*b^2*q*x^3+111*b^2*r^3* x-362*b^2*r^2*x^2+44*b^2*r*x^3+320*b*c^4*x+480*b*c^3*g*x+744*b*c^3*p*x+368*b*c^ 3*q*x+916*b*c^3*r*x-700*b*c^3*x^2+240*b*c^2*g^2*x+848*b*c^2*g*p*x+416*b*c^2*g*q *x+1044*b*c^2*g*r*x-700*b*c^2*g*x^2+624*b*c^2*p^2*x+680*b*c^2*p*q*x+1516*b*c^2* p*r*x-1156*b*c^2*p*x^2+128*b*c^2*q^2*x+828*b*c^2*q*r*x-868*b*c^2*q*x^2+892*b*c^ 2*r^2*x-1764*b*c^2*r*x^2+96*b*c^2*x^3+40*b*c*g^3*x+290*b*c*g^2*p*x+140*b*c*g^2* q*x+357*b*c*g^2*r*x-175*b*c*g^2*x^2+480*b*c*g*p^2*x+524*b*c*g*p*q*x+1170*b*c*g* p*r*x-780*b*c*g*p*x^2+96*b*c*g*q^2*x+638*b*c*g*q*r*x-582*b*c*g*q*x^2+690*b*c*g* r^2*x-1208*b*c*g*r*x^2+48*b*c*g*x^3+226*b*c*p^3*x+392*b*c*p^2*q*x+809*b*c*p^2*r *x-631*b*c*p^2*x^2+178*b*c*p*q^2*x+936*b*c*p*q*r*x-974*b*c*p*q*x^2+940*b*c*p*r^ 2*x-1864*b*c*p*r*x^2+96*b*c*p*x^3+12*b*c*q^3*x+217*b*c*q^2*r*x-343*b*c*q^2*x^2+ 544*b*c*q*r^2*x-1466*b*c*q*r*x^2+96*b*c*q*x^3+357*b*c*r^3*x-1291*b*c*r^2*x^2+ 202*b*c*r*x^3+26*b*g^3*p*x+12*b*g^3*q*x+32*b*g^3*r*x+84*b*g^2*p^2*x+92*b*g^2*p* q*x+206*b*g^2*p*r*x-101*b*g^2*p*x^2+16*b*g^2*q^2*x+112*b*g^2*q*r*x-74*b*g^2*q*x ^2+122*b*g^2*r^2*x-163*b*g^2*r*x^2+88*b*g*p^3*x+154*b*g*p^2*q*x+317*b*g*p^2*r*x -215*b*g*p^2*x^2+70*b*g*p*q^2*x+371*b*g*p*q*r*x-331*b*g*p*q*x^2+370*b*g*p*r^2*x -645*b*g*p*r*x^2+24*b*g*p*x^3+4*b*g*q^3*x+86*b*g*q^2*r*x-116*b*g*q^2*x^2+217*b* g*q*r^2*x-515*b*g*q*r*x^2+24*b*g*q*x^3+141*b*g*r^3*x-452*b*g*r^2*x^2+63*b*g*r*x ^3+30*b*p^4*x+72*b*p^3*q*x+140*b*p^3*r*x-114*b*p^3*x^2+54*b*p^2*q^2*x+251*b*p^2 *q*r*x-270*b*p^2*q*x^2+240*b*p^2*r^2*x-491*b*p^2*r*x^2+24*b*p^2*x^3+12*b*p*q^3* x+127*b*p*q^2*r*x-198*b*p*q^2*x^2+286*b*p*q*r^2*x-783*b*p*q*r*x^2+48*b*p*q*x^3+ 180*b*p*r^3*x-665*b*p*r^2*x^2+101*b*p*r*x^3+16*b*q^3*r*x-42*b*q^3*x^2+73*b*q^2* r^2*x-292*b*q^2*r*x^2+24*b*q^2*x^3+107*b*q*r^3*x-529*b*q*r^2*x^2+101*b*q*r*x^3+ 50*b*r^4*x-288*b*r^3*x^2+81*b*r^2*x^3+96*c^5*x+192*c^4*g*x+288*c^4*p*x+144*c^4* q*x+344*c^4*r*x-296*c^4*x^2+144*c^3*g^2*x+464*c^3*g*p*x+232*c^3*g*q*x+556*c^3*g *r*x-444*c^3*g*x^2+336*c^3*p^2*x+360*c^3*p*q*x+796*c^3*p*r*x-660*c^3*p*x^2+72*c ^3*q^2*x+420*c^3*q*r*x-492*c^3*q*x^2+460*c^3*r^2*x-940*c^3*r*x^2+64*c^3*x^3+48* c^2*g^3*x+264*c^2*g^2*p*x+132*c^2*g^2*q*x+318*c^2*g^2*r*x-222*c^2*g^2*x^2+408*c ^2*g*p^2*x+440*c^2*g*p*q*x+968*c^2*g*p*r*x-748*c^2*g*p*x^2+88*c^2*g*q^2*x+516*c ^2*g*q*r*x-556*c^2*g*q*x^2+560*c^2*g*r^2*x-1076*c^2*g*r*x^2+64*c^2*g*x^3+192*c^ 2*p^3*x+324*c^2*p^2*q*x+678*c^2*p^2*r*x-546*c^2*p^2*x^2+144*c^2*p*q^2*x+744*c^2 *p*q*r*x-840*c^2*p*q*x^2+780*c^2*p*r^2*x-1528*c^2*p*r*x^2+96*c^2*p*x^3+12*c^2*q ^3*x+162*c^2*q^2*r*x-294*c^2*q^2*x^2+420*c^2*q*r^2*x-1160*c^2*q*r*x^2+96*c^2*q* x^3+294*c^2*r^3*x-1022*c^2*r^2*x^2+180*c^2*r*x^3+6*c*g^4*x+60*c*g^3*p*x+30*c*g^ 3*q*x+73*c*g^3*r*x-37*c*g^3*x^2+156*c*g^2*p^2*x+170*c*g^2*p*q*x+371*c*g^2*p*r*x -253*c*g^2*p*x^2+34*c*g^2*q^2*x+201*c*g^2*q*r*x-187*c*g^2*q*x^2+215*c*g^2*r^2*x -371*c*g^2*r*x^2+16*c*g^2*x^3+156*c*g*p^3*x+266*c*g*p^2*q*x+551*c*g*p^2*r*x-415 *c*g*p^2*x^2+120*c*g*p*q^2*x+614*c*g*p*q*r*x-638*c*g*p*q*x^2+634*c*g*p*r^2*x-\ 1170*c*g*p*r*x^2+64*c*g*p*x^3+10*c*g*q^3*x+137*c*g*q^2*r*x-223*c*g*q^2*x^2+348* c*g*q*r^2*x-898*c*g*q*r*x^2+64*c*g*q*x^3+239*c*g*r^3*x-783*c*g*r^2*x^2+132*c*g* r*x^3+54*c*p^4*x+126*c*p^3*q*x+253*c*p^3*r*x-199*c*p^3*x^2+90*c*p^2*q^2*x+429*c *p^2*q*r*x-471*c*p^2*q*x^2+435*c*p^2*r^2*x-823*c*p^2*r*x^2+48*c*p^2*x^3+18*c*p* q^3*x+195*c*p*q^2*r*x-345*c*p*q^2*x^2+480*c*p*q*r^2*x-1278*c*p*q*r*x^2+96*c*p*q *x^3+327*c*p*r^3*x-1097*c*p*r^2*x^2+180*c*p*r*x^3+19*c*q^3*r*x-73*c*q^3*x^2+105 *c*q^2*r^2*x-455*c*q^2*r*x^2+48*c*q^2*x^3+177*c*q*r^3*x-825*c*q*r^2*x^2+180*c*q *r*x^3+91*c*r^4*x-473*c*r^3*x^2+136*c*r^2*x^3+4*g^4*p*x+2*g^4*q*x+5*g^4*r*x+18* g^3*p^2*x+20*g^3*p*q*x+43*g^3*p*r*x-22*g^3*p*x^2+4*g^3*q^2*x+24*g^3*q*r*x-16*g^ 3*q*x^2+25*g^3*r^2*x-34*g^3*r*x^2+30*g^2*p^3*x+52*g^2*p^2*q*x+106*g^2*p^2*r*x-\ 71*g^2*p^2*x^2+24*g^2*p*q^2*x+121*g^2*p*q*r*x-109*g^2*p*q*x^2+122*g^2*p*r^2*x-\ 203*g^2*p*r*x^2+8*g^2*p*x^3+2*g^2*q^3*x+28*g^2*q^2*r*x-38*g^2*q^2*x^2+69*g^2*q* r^2*x-159*g^2*q*r*x^2+8*g^2*q*x^3+46*g^2*r^3*x-136*g^2*r^2*x^2+21*g^2*r*x^3+22* g*p^4*x+52*g*p^3*q*x+103*g*p^3*r*x-76*g*p^3*x^2+38*g*p^2*q^2*x+178*g*p^2*q*r*x-\ 180*g*p^2*q*x^2+177*g*p^2*r^2*x-316*g*p^2*r*x^2+16*g*p^2*x^3+8*g*p*q^3*x+84*g*p *q^2*r*x-132*g*p*q^2*x^2+200*g*p*q*r^2*x-496*g*p*q*r*x^2+32*g*p*q*x^3+133*g*p*r ^3*x-420*g*p*r^2*x^2+66*g*p*r*x^3+9*g*q^3*r*x-28*g*q^3*x^2+46*g*q^2*r^2*x-180*g *q^2*r*x^2+16*g*q^2*x^3+74*g*q*r^3*x-323*g*q*r^2*x^2+66*g*q*r*x^3+37*g*r^4*x-\ 180*g*r^3*x^2+52*g*r^2*x^3+6*p^5*x+18*p^4*q*x+35*p^4*r*x-27*p^4*x^2+18*p^3*q^2* x+81*p^3*q*r*x-87*p^3*q*x^2+80*p^3*r^2*x-147*p^3*r*x^2+8*p^3*x^3+6*p^2*q^3*x+57 *p^2*q^2*r*x-99*p^2*q^2*x^2+135*p^2*q*r^2*x-349*p^2*q*r*x^2+24*p^2*q*x^3+90*p^2 *r^3*x-293*p^2*r^2*x^2+45*p^2*r*x^3+11*p*q^3*r*x-45*p*q^3*x^2+60*p*q^2*r^2*x-\ 257*p*q^2*r*x^2+24*p*q^2*x^3+99*p*q*r^3*x-450*p*q*r^2*x^2+90*p*q*r*x^3+50*p*r^4 *x-253*p*r^3*x^2+68*p*r^2*x^3-6*q^4*x^2+5*q^3*r^2*x-55*q^3*r*x^2+8*q^3*x^3+21*q ^2*r^3*x-157*q^2*r^2*x^2+45*q^2*r*x^3+27*q*r^4*x-188*q*r^3*x^2+68*q*r^2*x^3+11* r^5*x-80*r^4*x^2+33*r^3*x^3-8*a^4*c-8*a^4*p-4*a^4*q-8*a^4*r-32*a^3*b*c-36*a^3*b *p-12*a^3*b*q-36*a^3*b*r-40*a^3*c^2-20*a^3*c*g-68*a^3*c*p-28*a^3*c*q-68*a^3*c*r +104*a^3*c*x-20*a^3*g*p-8*a^3*g*q-20*a^3*g*r-24*a^3*p^2-24*a^3*p*q-48*a^3*p*r+ 88*a^3*p*x-4*a^3*q^2-24*a^3*q*r+52*a^3*q*x-24*a^3*r^2+106*a^3*r*x-40*a^2*b^2*c-\ 44*a^2*b^2*p-8*a^2*b^2*q-44*a^2*b^2*r-112*a^2*b*c^2-56*a^2*b*c*g-204*a^2*b*c*p-\ 56*a^2*b*c*q-204*a^2*b*c*r+304*a^2*b*c*x-60*a^2*b*g*p-14*a^2*b*g*q-60*a^2*b*g*r -72*a^2*b*p^2-56*a^2*b*p*q-144*a^2*b*p*r+252*a^2*b*p*x-4*a^2*b*q^2-56*a^2*b*q*r +124*a^2*b*q*x-72*a^2*b*r^2+328*a^2*b*r*x-72*a^2*c^3-72*a^2*c^2*g-176*a^2*c^2*p -60*a^2*c^2*q-176*a^2*c^2*r+400*a^2*c^2*x-18*a^2*c*g^2-124*a^2*c*g*p-40*a^2*c*g *q-124*a^2*c*g*r+200*a^2*c*g*x-122*a^2*c*p^2-104*a^2*c*p*q-244*a^2*c*p*r+584*a^ 2*c*p*x-12*a^2*c*q^2-104*a^2*c*q*r+312*a^2*c*q*x-122*a^2*c*r^2+712*a^2*c*r*x-92 *a^2*c*x^2-18*a^2*g^2*p-5*a^2*g^2*q-18*a^2*g^2*r-44*a^2*g*p^2-38*a^2*g*p*q-88*a ^2*g*p*r+164*a^2*g*p*x-4*a^2*g*q^2-38*a^2*g*q*r+86*a^2*g*q*x-44*a^2*g*r^2+203*a ^2*g*r*x-26*a^2*p^3-37*a^2*p^2*q-78*a^2*p^2*r+192*a^2*p^2*x-12*a^2*p*q^2-74*a^2 *p*q*r+234*a^2*p*q*x-78*a^2*p*r^2+455*a^2*p*r*x-74*a^2*p*x^2-12*a^2*q^2*r+56*a^ 2*q^2*x-37*a^2*q*r^2+283*a^2*q*r*x-46*a^2*q*x^2-26*a^2*r^3+263*a^2*r^2*x-130*a^ 2*r*x^2-16*a*b^3*c-16*a*b^3*p-16*a*b^3*r-88*a*b^2*c^2-44*a*b^2*c*g-164*a*b^2*c* p-24*a*b^2*c*q-164*a*b^2*c*r+280*a*b^2*c*x-46*a*b^2*g*p-4*a*b^2*g*q-46*a*b^2*g* r-60*a*b^2*p^2-32*a*b^2*p*q-120*a*b^2*p*r+220*a*b^2*p*x-32*a*b^2*q*r+72*a*b^2*q *x-60*a*b^2*r^2+290*a*b^2*r*x-128*a*b*c^3-128*a*b*c^2*g-328*a*b*c^2*p-76*a*b*c^ 2*q-328*a*b*c^2*r+784*a*b*c^2*x-32*a*b*c*g^2-230*a*b*c*g*p-46*a*b*c*g*q-230*a*b *c*g*r+392*a*b*c*g*x-224*a*b*c*p^2-152*a*b*c*p*q-448*a*b*c*p*r+1120*a*b*c*p*x-8 *a*b*c*q^2-152*a*b*c*q*r+508*a*b*c*q*x-224*a*b*c*r^2+1454*a*b*c*r*x-168*a*b*c*x ^2-33*a*b*g^2*p-4*a*b*g^2*q-33*a*b*g^2*r-82*a*b*g*p^2-54*a*b*g*p*q-164*a*b*g*p* r+310*a*b*g*p*x-2*a*b*g*q^2-54*a*b*g*q*r+128*a*b*g*q*x-82*a*b*g*r^2+403*a*b*g*r *x-45*a*b*p^3-55*a*b*p^2*q-135*a*b*p^2*r+358*a*b*p^2*x-12*a*b*p*q^2-110*a*b*p*q *r+398*a*b*p*q*x-135*a*b*p*r^2+907*a*b*p*r*x-126*a*b*p*x^2-12*a*b*q^2*r+68*a*b* q^2*x-55*a*b*q*r^2+509*a*b*q*r*x-70*a*b*q*x^2-45*a*b*r^3+549*a*b*r^2*x-254*a*b* r*x^2-56*a*c^4-84*a*c^3*g-180*a*c^3*p-52*a*c^3*q-180*a*c^3*r+504*a*c^3*x-42*a*c ^2*g^2-208*a*c^2*g*p-56*a*c^2*g*q-208*a*c^2*g*r+504*a*c^2*g*x-186*a*c^2*p^2-136 *a*c^2*p*q-372*a*c^2*p*r+1040*a*c^2*p*x-12*a*c^2*q^2-136*a*c^2*q*r+516*a*c^2*q* x-186*a*c^2*r^2+1278*a*c^2*r*x-252*a*c^2*x^2-7*a*c*g^3-73*a*c*g^2*p-17*a*c*g^2* q-73*a*c*g^2*r+126*a*c*g^2*x-145*a*c*g*p^2-106*a*c*g*p*q-290*a*c*g*p*r+720*a*c* g*p*x-8*a*c*g*q^2-106*a*c*g*q*r+350*a*c*g*q*x-145*a*c*g*r^2+893*a*c*g*r*x-126*a *c*g*x^2-79*a*c*p^3-97*a*c*p^2*q-237*a*c*p^2*r+662*a*c*p^2*x-24*a*c*p*q^2-194*a *c*p*q*r+746*a*c*p*q*x-237*a*c*p*r^2+1589*a*c*p*r*x-344*a*c*p*x^2-24*a*c*q^2*r+ 156*a*c*q^2*x-97*a*c*q*r^2+897*a*c*q*r*x-230*a*c*q*x^2-79*a*c*r^3+927*a*c*r^2*x -572*a*c*r*x^2-7*a*g^3*p-a*g^3*q-7*a*g^3*r-26*a*g^2*p^2-19*a*g^2*p*q-52*a*g^2*p *r+100*a*g^2*p*x-a*g^2*q^2-19*a*g^2*q*r+46*a*g^2*q*x-26*a*g^2*r^2+127*a*g^2*r*x -31*a*g*p^3-39*a*g*p^2*q-93*a*g*p^2*r+234*a*g*p^2*x-10*a*g*p*q^2-78*a*g*p*q*r+ 266*a*g*p*q*x-93*a*g*p*r^2+563*a*g*p*r*x-95*a*g*p*x^2-10*a*g*q^2*r+54*a*g*q^2*x -39*a*g*q*r^2+326*a*g*q*r*x-56*a*g*q*x^2-31*a*g*r^3+329*a*g*r^2*x-173*a*g*r*x^2 -12*a*p^4-21*a*p^3*q-48*a*p^3*r+134*a*p^3*x-9*a*p^2*q^2-63*a*p^2*q*r+244*a*p^2* q*x-72*a*p^2*r^2+475*a*p^2*r*x-109*a*p^2*x^2-18*a*p*q^2*r+122*a*p*q^2*x-63*a*p* q*r^2+571*a*p*q*r*x-161*a*p*q*x^2-48*a*p*r^3+548*a*p*r^2*x-336*a*p*r*x^2+12*a*q ^3*x-9*a*q^2*r^2+141*a*q^2*r*x-52*a*q^2*x^2-21*a*q*r^3+327*a*q*r^2*x-261*a*q*r* x^2-12*a*r^4+207*a*r^3*x-234*a*r^2*x^2+18*a*r*x^3-16*b^3*c^2-8*b^3*c*g-32*b^3*c *p-32*b^3*c*r+80*b^3*c*x-8*b^3*g*p-8*b^3*g*r-12*b^3*p^2-24*b^3*p*r+56*b^3*p*x-\ 12*b^3*r^2+68*b^3*r*x-48*b^2*c^3-48*b^2*c^2*g-128*b^2*c^2*p-16*b^2*c^2*q-128*b^ 2*c^2*r+368*b^2*c^2*x-12*b^2*c*g^2-88*b^2*c*g*p-8*b^2*c*g*q-88*b^2*c*g*r+184*b^ 2*c*g*x-90*b^2*c*p^2-40*b^2*c*p*q-180*b^2*c*p*r+500*b^2*c*p*x-40*b^2*c*q*r+160* b^2*c*q*x-90*b^2*c*r^2+666*b^2*c*r*x-76*b^2*c*x^2-12*b^2*g^2*p-12*b^2*g^2*r-32* b^2*g*p^2-12*b^2*g*p*q-64*b^2*g*p*r+136*b^2*g*p*x-12*b^2*g*q*r+32*b^2*g*q*x-32* b^2*g*r^2+174*b^2*g*r*x-19*b^2*p^3-18*b^2*p^2*q-57*b^2*p^2*r+154*b^2*p^2*x-36*b ^2*p*q*r+140*b^2*p*q*x-57*b^2*p*r^2+412*b^2*p*r*x-52*b^2*p*x^2-18*b^2*q*r^2+186 *b^2*q*r*x-24*b^2*q*x^2-19*b^2*r^3+258*b^2*r^2*x-124*b^2*r*x^2-48*b*c^4-72*b*c^ 3*g-160*b*c^3*p-32*b*c^3*q-160*b*c^3*r+496*b*c^3*x-36*b*c^2*g^2-184*b*c^2*g*p-\ 32*b*c^2*g*q-184*b*c^2*g*r+496*b*c^2*g*x-162*b*c^2*p^2-96*b*c^2*p*q-324*b*c^2*p *r+996*b*c^2*p*x-4*b*c^2*q^2-96*b*c^2*q*r+416*b*c^2*q*x-162*b*c^2*r^2+1294*b*c^ 2*r*x-236*b*c^2*x^2-6*b*c*g^3-64*b*c*g^2*p-8*b*c*g^2*q-64*b*c*g^2*r+124*b*c*g^2 *x-127*b*c*g*p^2-72*b*c*g*p*q-254*b*c*g*p*r+686*b*c*g*p*x-2*b*c*g*q^2-72*b*c*g* q*r+272*b*c*g*q*x-127*b*c*g*r^2+891*b*c*g*r*x-118*b*c*g*x^2-65*b*c*p^3-71*b*c*p ^2*q-195*b*c*p^2*r+614*b*c*p^2*x-12*b*c*p*q^2-142*b*c*p*q*r+626*b*c*p*q*x-195*b *c*p*r^2+1557*b*c*p*r*x-304*b*c*p*x^2-12*b*c*q^2*r+84*b*c*q^2*x-71*b*c*q*r^2+ 805*b*c*q*r*x-190*b*c*q*x^2-65*b*c*r^3+943*b*c*r^2*x-584*b*c*r*x^2-6*b*g^3*p-6* b*g^3*r-23*b*g^2*p^2-12*b*g^2*p*q-46*b*g^2*p*r+94*b*g^2*p*x-12*b*g^2*q*r+32*b*g ^2*q*x-23*b*g^2*r^2+122*b*g^2*r*x-26*b*g*p^3-28*b*g*p^2*q-78*b*g*p^2*r+216*b*g* p^2*x-4*b*g*p*q^2-56*b*g*p*q*r+218*b*g*p*q*x-78*b*g*p*r^2+551*b*g*p*r*x-83*b*g* p*x^2-4*b*g*q^2*r+24*b*g*q^2*x-28*b*g*q*r^2+280*b*g*q*r*x-44*b*g*q*x^2-26*b*g*r ^3+335*b*g*r^2*x-171*b*g*r*x^2-9*b*p^4-15*b*p^3*q-36*b*p^3*r+120*b*p^3*x-6*b*p^ 2*q^2-45*b*p^2*q*r+204*b*p^2*q*x-54*b*p^2*r^2+444*b*p^2*r*x-93*b*p^2*x^2-12*b*p *q^2*r+84*b*p*q^2*x-45*b*p*q*r^2+509*b*p*q*r*x-129*b*p*q*x^2-36*b*p*r^3+528*b*p *r^2*x-328*b*p*r*x^2-6*b*q^2*r^2+110*b*q^2*r*x-36*b*q^2*x^2-15*b*q*r^3+305*b*q* r^2*x-253*b*q*r*x^2-9*b*r^4+204*b*r^3*x-252*b*r^2*x^2+18*b*r*x^3-16*c^5-32*c^4* g-64*c^4*p-16*c^4*q-64*c^4*r+208*c^4*x-24*c^3*g^2-104*c^3*g*p-24*c^3*g*q-104*c^ 3*g*r+312*c^3*g*x-88*c^3*p^2-56*c^3*p*q-176*c^3*p*r+552*c^3*p*x-4*c^3*q^2-56*c^ 3*q*r+256*c^3*q*x-88*c^3*r^2+684*c^3*r*x-160*c^3*x^2-8*c^2*g^3-60*c^2*g^2*p-12* c^2*g^2*q-60*c^2*g^2*r+156*c^2*g^2*x-108*c^2*g*p^2-68*c^2*g*p*q-216*c^2*g*p*r+ 632*c^2*g*p*x-4*c^2*g*q^2-68*c^2*g*q*r+288*c^2*g*q*x-108*c^2*g*r^2+788*c^2*g*r* x-160*c^2*g*x^2-56*c^2*p^3-60*c^2*p^2*q-168*c^2*p^2*r+516*c^2*p^2*x-12*c^2*p*q^ 2-120*c^2*p*q*r+544*c^2*p*q*x-168*c^2*p*r^2+1252*c^2*p*r*x-308*c^2*p*x^2-12*c^2 *q^2*r+100*c^2*q^2*x-60*c^2*q*r^2+656*c^2*q*r*x-208*c^2*q*x^2-56*c^2*r^3+736*c^ 2*r^2*x-508*c^2*r*x^2-c*g^4-14*c*g^3*p-2*c*g^3*q-14*c*g^3*r+26*c*g^3*x-42*c*g^2 *p^2-26*c*g^2*p*q-84*c*g^2*p*r+218*c*g^2*p*x-c*g^2*q^2-26*c*g^2*q*r+96*c*g^2*q* x-42*c*g^2*r^2+275*c*g^2*r*x-40*c*g^2*x^2-46*c*g*p^3-50*c*g*p^2*q-138*c*g*p^2*r +398*c*g*p^2*x-10*c*g*p*q^2-100*c*g*p*q*r+420*c*g*p*q*x-138*c*g*p*r^2+968*c*g*p *r*x-212*c*g*p*x^2-10*c*g*q^2*r+74*c*g*q^2*x-50*c*g*q*r^2+512*c*g*q*r*x-136*c*g *q*x^2-46*c*g*r^3+570*c*g*r^2*x-364*c*g*r*x^2-17*c*p^4-26*c*p^3*q-68*c*p^3*r+ 206*c*p^3*x-9*c*p^2*q^2-78*c*p^2*q*r+352*c*p^2*q*x-102*c*p^2*r^2+739*c*p^2*r*x-\ 188*c*p^2*x^2-18*c*p*q^2*r+158*c*p*q^2*x-78*c*p*q*r^2+822*c*p*q*r*x-276*c*p*q*x ^2-68*c*p*r^3+860*c*p*r^2*x-580*c*p*r*x^2+12*c*q^3*x-9*c*q^2*r^2+185*c*q^2*r*x-\ 88*c*q^2*x^2-26*c*q*r^3+470*c*q*r^2*x-448*c*q*r*x^2-17*c*r^4+327*c*r^3*x-406*c* r^2*x^2+32*c*r*x^3-g^4*p-g^4*r-5*g^3*p^2-3*g^3*p*q-10*g^3*p*r+20*g^3*p*x-3*g^3* q*r+8*g^3*q*x-5*g^3*r^2+26*g^3*r*x-9*g^2*p^3-10*g^2*p^2*q-27*g^2*p^2*r+70*g^2*p ^2*x-2*g^2*p*q^2-20*g^2*p*q*r+74*g^2*p*q*x-27*g^2*p*r^2+171*g^2*p*r*x-29*g^2*p* x^2-2*g^2*q^2*r+12*g^2*q^2*x-10*g^2*q*r^2+92*g^2*q*r*x-16*g^2*q*x^2-9*g^2*r^3+ 101*g^2*r^2*x-55*g^2*r*x^2-7*g*p^4-11*g*p^3*q-28*g*p^3*r+80*g*p^3*x-4*g*p^2*q^2 -33*g*p^2*q*r+138*g*p^2*q*x-42*g*p^2*r^2+287*g*p^2*r*x-66*g*p^2*x^2-8*g*p*q^2*r +62*g*p*q^2*x-33*g*p*q*r^2+326*g*p*q*r*x-94*g*p*q*x^2-28*g*p*r^3+334*g*p*r^2*x-\ 210*g*p*r*x^2+4*g*q^3*x-4*g*q^2*r^2+74*g*q^2*r*x-28*g*q^2*x^2-11*g*q*r^3+188*g* q*r^2*x-160*g*q*r*x^2-7*g*r^4+127*g*r^3*x-149*g*r^2*x^2+12*g*r*x^3-2*p^5-4*p^4* q-10*p^4*r+30*p^4*x-2*p^3*q^2-16*p^3*q*r+72*p^3*q*x-20*p^3*r^2+142*p^3*r*x-37*p ^3*x^2-6*p^2*q^2*r+54*p^2*q^2*x-24*p^2*q*r^2+247*p^2*q*r*x-86*p^2*q*x^2-20*p^2* r^3+246*p^2*r^2*x-163*p^2*r*x^2+12*p*q^3*x-6*p*q^2*r^2+119*p*q^2*r*x-61*p*q^2*x ^2-16*p*q*r^3+278*p*q*r^2*x-260*p*q*r*x^2-10*p*r^4+186*p*r^3*x-224*p*r^2*x^2+16 *p*r*x^3+14*q^3*r*x-12*q^3*x^2-2*q^2*r^3+65*q^2*r^2*x-97*q^2*r*x^2-4*q*r^4+103* q*r^3*x-177*q*r^2*x^2+16*q*r*x^3-2*r^5+52*r^4*x-98*r^3*x^2+16*r^2*x^3-28*a^3*c-\ 32*a^3*p-14*a^3*q-32*a^3*r-72*a^2*b*c-98*a^2*b*p-22*a^2*b*q-98*a^2*b*r-96*a^2*c ^2-48*a^2*c*g-188*a^2*c*p-60*a^2*c*q-188*a^2*c*r+88*a^2*c*x-56*a^2*g*p-17*a^2*g *q-56*a^2*g*r-70*a^2*p^2-61*a^2*p*q-140*a^2*p*r+100*a^2*p*x-6*a^2*q^2-61*a^2*q* r+44*a^2*q*x-70*a^2*r^2+128*a^2*r*x-52*a*b^2*c-74*a*b^2*p-4*a*b^2*q-74*a*b^2*r-\ 160*a*b*c^2-80*a*b*c*g-352*a*b*c*p-62*a*b*c*q-352*a*b*c*r+152*a*b*c*x-105*a*b*g *p-12*a*b*g*q-105*a*b*g*r-133*a*b*p^2-87*a*b*p*q-266*a*b*p*r+176*a*b*p*x-2*a*b* q^2-87*a*b*q*r+48*a*b*q*x-133*a*b*r^2+252*a*b*r*x-108*a*c^3-108*a*c^2*g-304*a*c ^2*p-78*a*c^2*q-304*a*c^2*r+216*a*c^2*x-27*a*c*g^2-216*a*c*g*p-49*a*c*g*q-216*a *c*g*r+108*a*c*g*x-223*a*c*p^2-161*a*c*p*q-446*a*c*p*r+400*a*c*p*x-12*a*c*q^2-\ 161*a*c*q*r+164*a*c*q*x-223*a*c*r^2+518*a*c*r*x-8*a*c*x^2-32*a*g^2*p-5*a*g^2*q-\ 32*a*g^2*r-81*a*g*p^2-60*a*g*p*q-162*a*g*p*r+118*a*g*p*x-3*a*g*q^2-60*a*g*q*r+ 40*a*g*q*x-81*a*g*r^2+157*a*g*r*x-49*a*p^3-61*a*p^2*q-147*a*p^2*r+146*a*p^2*x-\ 15*a*p*q^2-122*a*p*q*r+160*a*p*q*x-147*a*p*r^2+358*a*p*r*x-22*a*p*x^2-15*a*q^2* r+28*a*q^2*x-61*a*q*r^2+202*a*q*r*x-4*a*q*x^2-49*a*r^3+212*a*r^2*x-58*a*r*x^2-8 *b^3*c-12*b^3*p-12*b^3*r-56*b^2*c^2-28*b^2*c*g-130*b^2*c*p-8*b^2*c*q-130*b^2*c* r+64*b^2*c*x-38*b^2*g*p-38*b^2*g*r-51*b^2*p^2-18*b^2*p*q-102*b^2*p*r+72*b^2*p*x -18*b^2*q*r-51*b^2*r^2+104*b^2*r*x-88*b*c^3-88*b*c^2*g-270*b*c^2*p-40*b*c^2*q-\ 270*b*c^2*r+192*b*c^2*x-22*b*c*g^2-191*b*c*g*p-20*b*c*g*q-191*b*c*g*r+96*b*c*g* x-199*b*c*p^2-109*b*c*p*q-398*b*c*p*r+352*b*c*p*x-2*b*c*q^2-109*b*c*q*r+88*b*c* q*x-199*b*c*r^2+504*b*c*r*x-8*b*c*x^2-28*b*g^2*p-28*b*g^2*r-73*b*g*p^2-38*b*g*p *q-146*b*g*p*r+104*b*g*p*x-38*b*g*q*r+16*b*g*q*x-73*b*g*r^2+148*b*g*r*x-42*b*p^ 3-45*b*p^2*q-126*b*p^2*r+126*b*p^2*x-6*b*p*q^2-90*b*p*q*r+112*b*p*q*x-126*b*p*r ^2+342*b*p*r*x-18*b*p*x^2-6*b*q^2*r-45*b*q*r^2+158*b*q*r*x-42*b*r^3+216*b*r^2*x -58*b*r*x^2-40*c^4-60*c^3*g-148*c^3*p-32*c^3*q-148*c^3*r+128*c^3*x-30*c^2*g^2-\ 172*c^2*g*p-32*c^2*g*q-172*c^2*g*r+128*c^2*g*x-162*c^2*p^2-100*c^2*p*q-324*c^2* p*r+328*c^2*p*x-6*c^2*q^2-100*c^2*q*r+120*c^2*q*x-162*c^2*r^2+432*c^2*r*x-8*c^2 *x^2-5*c*g^3-61*c*g^2*p-8*c*g^2*q-61*c*g^2*r+32*c*g^2*x-127*c*g*p^2-78*c*g*p*q-\ 254*c*g*p*r+232*c*g*p*x-3*c*g*q^2-78*c*g*q*r+76*c*g*q*x-127*c*g*r^2+310*c*g*r*x -4*c*g*x^2-71*c*p^3-76*c*p^2*q-213*c*p^2*r+232*c*p^2*x-15*c*p*q^2-152*c*p*q*r+ 232*c*p*q*x-213*c*p*r^2+580*c*p*r*x-36*c*p*x^2-15*c*q^2*r+28*c*q^2*x-76*c*q*r^2 +296*c*q*r*x-4*c*q*x^2-71*c*r^3+348*c*r^2*x-100*c*r*x^2-6*g^3*p-6*g^3*r-23*g^2* p^2-14*g^2*p*q-46*g^2*p*r+34*g^2*p*x-14*g^2*q*r+8*g^2*q*x-23*g^2*r^2+47*g^2*r*x -28*g*p^3-31*g*p^2*q-84*g*p^2*r+84*g*p^2*x-6*g*p*q^2-62*g*p*q*r+82*g*p*q*x-84*g *p*r^2+211*g*p*r*x-12*g*p*x^2-6*g*q^2*r+8*g*q^2*x-31*g*q*r^2+107*g*q*r*x-28*g*r ^3+127*g*r^2*x-36*g*r*x^2-11*p^4-17*p^3*q-44*p^3*r+50*p^3*x-6*p^2*q^2-51*p^2*q* r+86*p^2*q*x-66*p^2*r^2+182*p^2*r*x-16*p^2*x^2-12*p*q^2*r+36*p*q^2*x-51*p*q*r^2 +206*p*q*r*x-16*p*q*x^2-44*p*r^3+214*p*r^2*x-64*p*r*x^2-6*q^2*r^2+44*q^2*r*x-17 *q*r^3+120*q*r^2*x-44*q*r*x^2-11*r^4+82*r^3*x-50*r^2*x^2+4*r*x^3-28*a^2*c-42*a^ 2*p-14*a^2*q-42*a^2*r-44*a*b*c-84*a*b*p-8*a*b*q-84*a*b*r-60*a*c^2-30*a*c*g-152* a*c*p-34*a*c*q-152*a*c*r+16*a*c*x-47*a*g*p-8*a*g*q-47*a*g*r-61*a*p^2-46*a*p*q-\ 122*a*p*r+44*a*p*x-2*a*q^2-46*a*q*r+8*a*q*x-61*a*r^2+62*a*r*x-16*b^2*c-32*b^2*p -32*b^2*r-48*b*c^2-24*b*c*g-140*b*c*p-12*b*c*q-140*b*c*r+16*b*c*x-44*b*g*p-44*b *g*r-57*b*p^2-30*b*p*q-114*b*p*r+40*b*p*x-30*b*q*r-57*b*r^2+64*b*r*x-32*c^3-32* c^2*g-116*c^2*p-20*c^2*q-116*c^2*r+16*c^2*x-8*c*g^2-84*c*g*p-10*c*g*q-84*c*g*r+ 8*c*g*x-92*c*p^2-56*c*p*q-184*c*p*r+72*c*p*x-2*c*q^2-56*c*q*r+8*c*q*x-92*c*r^2+ 104*c*r*x-13*g^2*p-13*g^2*r-34*g*p^2-21*g*p*q-68*g*p*r+24*g*p*x-21*g*q*r-34*g*r ^2+36*g*r*x-21*p^3-23*p^2*q-63*p^2*r+32*p^2*x-4*p*q^2-46*p*q*r+28*p*q*x-63*p*r^ 2+82*p*r*x-4*p*x^2-4*q^2*r-23*q*r^2+38*q*r*x-21*r^3+50*r^2*x-12*r*x^2-8*a*c-22* a*p-4*a*q-22*a*r-8*b*c-24*b*p-24*b*r-8*c^2-4*c*g-36*c*p-4*c*q-36*c*r-12*g*p-12* g*r-16*p^2-10*p*q-32*p*r+8*p*x-10*q*r-16*r^2+12*r*x-4*p-4*r)*dx-(r-1)*r*(8*a^4* c*x^2+4*a^4*p*x^2+4*a^4*q*x^2+4*a^4*r*x^2+32*a^3*b*c*x^2+16*a^3*b*p*x^2+16*a^3* b*q*x^2+16*a^3*b*r*x^2+48*a^3*c^2*x^2+24*a^3*c*g*x^2+48*a^3*c*p*x^2+48*a^3*c*q* x^2+52*a^3*c*r*x^2+12*a^3*g*p*x^2+12*a^3*g*q*x^2+12*a^3*g*r*x^2+12*a^3*p^2*x^2+ 24*a^3*p*q*x^2+26*a^3*p*r*x^2+12*a^3*q^2*x^2+26*a^3*q*r*x^2+14*a^3*r^2*x^2+48*a ^2*b^2*c*x^2+24*a^2*b^2*p*x^2+24*a^2*b^2*q*x^2+24*a^2*b^2*r*x^2+144*a^2*b*c^2*x ^2+72*a^2*b*c*g*x^2+144*a^2*b*c*p*x^2+144*a^2*b*c*q*x^2+156*a^2*b*c*r*x^2+36*a^ 2*b*g*p*x^2+36*a^2*b*g*q*x^2+36*a^2*b*g*r*x^2+36*a^2*b*p^2*x^2+72*a^2*b*p*q*x^2 +78*a^2*b*p*r*x^2+36*a^2*b*q^2*x^2+78*a^2*b*q*r*x^2+42*a^2*b*r^2*x^2+104*a^2*c^ 3*x^2+104*a^2*c^2*g*x^2+156*a^2*c^2*p*x^2+156*a^2*c^2*q*x^2+176*a^2*c^2*r*x^2+ 26*a^2*c*g^2*x^2+104*a^2*c*g*p*x^2+104*a^2*c*g*q*x^2+114*a^2*c*g*r*x^2+78*a^2*c *p^2*x^2+156*a^2*c*p*q*x^2+176*a^2*c*p*r*x^2+78*a^2*c*q^2*x^2+176*a^2*c*q*r*x^2 +100*a^2*c*r^2*x^2+13*a^2*g^2*p*x^2+13*a^2*g^2*q*x^2+13*a^2*g^2*r*x^2+26*a^2*g* p^2*x^2+52*a^2*g*p*q*x^2+57*a^2*g*p*r*x^2+26*a^2*g*q^2*x^2+57*a^2*g*q*r*x^2+31* a^2*g*r^2*x^2+13*a^2*p^3*x^2+39*a^2*p^2*q*x^2+44*a^2*p^2*r*x^2+39*a^2*p*q^2*x^2 +88*a^2*p*q*r*x^2+50*a^2*p*r^2*x^2+13*a^2*q^3*x^2+44*a^2*q^2*r*x^2+50*a^2*q*r^2 *x^2+19*a^2*r^3*x^2+32*a*b^3*c*x^2+16*a*b^3*p*x^2+16*a*b^3*q*x^2+16*a*b^3*r*x^2 +144*a*b^2*c^2*x^2+72*a*b^2*c*g*x^2+144*a*b^2*c*p*x^2+144*a*b^2*c*q*x^2+156*a*b ^2*c*r*x^2+36*a*b^2*g*p*x^2+36*a*b^2*g*q*x^2+36*a*b^2*g*r*x^2+36*a*b^2*p^2*x^2+ 72*a*b^2*p*q*x^2+78*a*b^2*p*r*x^2+36*a*b^2*q^2*x^2+78*a*b^2*q*r*x^2+42*a*b^2*r^ 2*x^2+208*a*b*c^3*x^2+208*a*b*c^2*g*x^2+312*a*b*c^2*p*x^2+312*a*b*c^2*q*x^2+352 *a*b*c^2*r*x^2+52*a*b*c*g^2*x^2+208*a*b*c*g*p*x^2+208*a*b*c*g*q*x^2+228*a*b*c*g *r*x^2+156*a*b*c*p^2*x^2+312*a*b*c*p*q*x^2+352*a*b*c*p*r*x^2+156*a*b*c*q^2*x^2+ 352*a*b*c*q*r*x^2+200*a*b*c*r^2*x^2+26*a*b*g^2*p*x^2+26*a*b*g^2*q*x^2+26*a*b*g^ 2*r*x^2+52*a*b*g*p^2*x^2+104*a*b*g*p*q*x^2+114*a*b*g*p*r*x^2+52*a*b*g*q^2*x^2+ 114*a*b*g*q*r*x^2+62*a*b*g*r^2*x^2+26*a*b*p^3*x^2+78*a*b*p^2*q*x^2+88*a*b*p^2*r *x^2+78*a*b*p*q^2*x^2+176*a*b*p*q*r*x^2+100*a*b*p*r^2*x^2+26*a*b*q^3*x^2+88*a*b *q^2*r*x^2+100*a*b*q*r^2*x^2+38*a*b*r^3*x^2+96*a*c^4*x^2+144*a*c^3*g*x^2+192*a* c^3*p*x^2+192*a*c^3*q*x^2+224*a*c^3*r*x^2+72*a*c^2*g^2*x^2+216*a*c^2*g*p*x^2+ 216*a*c^2*g*q*x^2+248*a*c^2*g*r*x^2+144*a*c^2*p^2*x^2+288*a*c^2*p*q*x^2+336*a*c ^2*p*r*x^2+144*a*c^2*q^2*x^2+336*a*c^2*q*r*x^2+200*a*c^2*r^2*x^2+12*a*c*g^3*x^2 +72*a*c*g^2*p*x^2+72*a*c*g^2*q*x^2+80*a*c*g^2*r*x^2+108*a*c*g*p^2*x^2+216*a*c*g *p*q*x^2+248*a*c*g*p*r*x^2+108*a*c*g*q^2*x^2+248*a*c*g*q*r*x^2+144*a*c*g*r^2*x^ 2+48*a*c*p^3*x^2+144*a*c*p^2*q*x^2+168*a*c*p^2*r*x^2+144*a*c*p*q^2*x^2+336*a*c* p*q*r*x^2+200*a*c*p*r^2*x^2+48*a*c*q^3*x^2+168*a*c*q^2*r*x^2+200*a*c*q*r^2*x^2+ 80*a*c*r^3*x^2+6*a*g^3*p*x^2+6*a*g^3*q*x^2+6*a*g^3*r*x^2+18*a*g^2*p^2*x^2+36*a* g^2*p*q*x^2+40*a*g^2*p*r*x^2+18*a*g^2*q^2*x^2+40*a*g^2*q*r*x^2+22*a*g^2*r^2*x^2 +18*a*g*p^3*x^2+54*a*g*p^2*q*x^2+62*a*g*p^2*r*x^2+54*a*g*p*q^2*x^2+124*a*g*p*q* r*x^2+72*a*g*p*r^2*x^2+18*a*g*q^3*x^2+62*a*g*q^2*r*x^2+72*a*g*q*r^2*x^2+28*a*g* r^3*x^2+6*a*p^4*x^2+24*a*p^3*q*x^2+28*a*p^3*r*x^2+36*a*p^2*q^2*x^2+84*a*p^2*q*r *x^2+50*a*p^2*r^2*x^2+24*a*p*q^3*x^2+84*a*p*q^2*r*x^2+100*a*p*q*r^2*x^2+40*a*p* r^3*x^2+6*a*q^4*x^2+28*a*q^3*r*x^2+50*a*q^2*r^2*x^2+40*a*q*r^3*x^2+12*a*r^4*x^2 +8*b^4*c*x^2+4*b^4*p*x^2+4*b^4*q*x^2+4*b^4*r*x^2+48*b^3*c^2*x^2+24*b^3*c*g*x^2+ 48*b^3*c*p*x^2+48*b^3*c*q*x^2+52*b^3*c*r*x^2+12*b^3*g*p*x^2+12*b^3*g*q*x^2+12*b ^3*g*r*x^2+12*b^3*p^2*x^2+24*b^3*p*q*x^2+26*b^3*p*r*x^2+12*b^3*q^2*x^2+26*b^3*q *r*x^2+14*b^3*r^2*x^2+104*b^2*c^3*x^2+104*b^2*c^2*g*x^2+156*b^2*c^2*p*x^2+156*b ^2*c^2*q*x^2+176*b^2*c^2*r*x^2+26*b^2*c*g^2*x^2+104*b^2*c*g*p*x^2+104*b^2*c*g*q *x^2+114*b^2*c*g*r*x^2+78*b^2*c*p^2*x^2+156*b^2*c*p*q*x^2+176*b^2*c*p*r*x^2+78* b^2*c*q^2*x^2+176*b^2*c*q*r*x^2+100*b^2*c*r^2*x^2+13*b^2*g^2*p*x^2+13*b^2*g^2*q *x^2+13*b^2*g^2*r*x^2+26*b^2*g*p^2*x^2+52*b^2*g*p*q*x^2+57*b^2*g*p*r*x^2+26*b^2 *g*q^2*x^2+57*b^2*g*q*r*x^2+31*b^2*g*r^2*x^2+13*b^2*p^3*x^2+39*b^2*p^2*q*x^2+44 *b^2*p^2*r*x^2+39*b^2*p*q^2*x^2+88*b^2*p*q*r*x^2+50*b^2*p*r^2*x^2+13*b^2*q^3*x^ 2+44*b^2*q^2*r*x^2+50*b^2*q*r^2*x^2+19*b^2*r^3*x^2+96*b*c^4*x^2+144*b*c^3*g*x^2 +192*b*c^3*p*x^2+192*b*c^3*q*x^2+224*b*c^3*r*x^2+72*b*c^2*g^2*x^2+216*b*c^2*g*p *x^2+216*b*c^2*g*q*x^2+248*b*c^2*g*r*x^2+144*b*c^2*p^2*x^2+288*b*c^2*p*q*x^2+ 336*b*c^2*p*r*x^2+144*b*c^2*q^2*x^2+336*b*c^2*q*r*x^2+200*b*c^2*r^2*x^2+12*b*c* g^3*x^2+72*b*c*g^2*p*x^2+72*b*c*g^2*q*x^2+80*b*c*g^2*r*x^2+108*b*c*g*p^2*x^2+ 216*b*c*g*p*q*x^2+248*b*c*g*p*r*x^2+108*b*c*g*q^2*x^2+248*b*c*g*q*r*x^2+144*b*c *g*r^2*x^2+48*b*c*p^3*x^2+144*b*c*p^2*q*x^2+168*b*c*p^2*r*x^2+144*b*c*p*q^2*x^2 +336*b*c*p*q*r*x^2+200*b*c*p*r^2*x^2+48*b*c*q^3*x^2+168*b*c*q^2*r*x^2+200*b*c*q *r^2*x^2+80*b*c*r^3*x^2+6*b*g^3*p*x^2+6*b*g^3*q*x^2+6*b*g^3*r*x^2+18*b*g^2*p^2* x^2+36*b*g^2*p*q*x^2+40*b*g^2*p*r*x^2+18*b*g^2*q^2*x^2+40*b*g^2*q*r*x^2+22*b*g^ 2*r^2*x^2+18*b*g*p^3*x^2+54*b*g*p^2*q*x^2+62*b*g*p^2*r*x^2+54*b*g*p*q^2*x^2+124 *b*g*p*q*r*x^2+72*b*g*p*r^2*x^2+18*b*g*q^3*x^2+62*b*g*q^2*r*x^2+72*b*g*q*r^2*x^ 2+28*b*g*r^3*x^2+6*b*p^4*x^2+24*b*p^3*q*x^2+28*b*p^3*r*x^2+36*b*p^2*q^2*x^2+84* b*p^2*q*r*x^2+50*b*p^2*r^2*x^2+24*b*p*q^3*x^2+84*b*p*q^2*r*x^2+100*b*p*q*r^2*x^ 2+40*b*p*r^3*x^2+6*b*q^4*x^2+28*b*q^3*r*x^2+50*b*q^2*r^2*x^2+40*b*q*r^3*x^2+12* b*r^4*x^2+32*c^5*x^2+64*c^4*g*x^2+80*c^4*p*x^2+80*c^4*q*x^2+96*c^4*r*x^2+48*c^3 *g^2*x^2+128*c^3*g*p*x^2+128*c^3*g*q*x^2+152*c^3*g*r*x^2+80*c^3*p^2*x^2+160*c^3 *p*q*x^2+192*c^3*p*r*x^2+80*c^3*q^2*x^2+192*c^3*q*r*x^2+120*c^3*r^2*x^2+16*c^2* g^3*x^2+72*c^2*g^2*p*x^2+72*c^2*g^2*q*x^2+84*c^2*g^2*r*x^2+96*c^2*g*p^2*x^2+192 *c^2*g*p*q*x^2+228*c^2*g*p*r*x^2+96*c^2*g*q^2*x^2+228*c^2*g*q*r*x^2+140*c^2*g*r ^2*x^2+40*c^2*p^3*x^2+120*c^2*p^2*q*x^2+144*c^2*p^2*r*x^2+120*c^2*p*q^2*x^2+288 *c^2*p*q*r*x^2+180*c^2*p*r^2*x^2+40*c^2*q^3*x^2+144*c^2*q^2*r*x^2+180*c^2*q*r^2 *x^2+76*c^2*r^3*x^2+2*c*g^4*x^2+16*c*g^3*p*x^2+16*c*g^3*q*x^2+18*c*g^3*r*x^2+36 *c*g^2*p^2*x^2+72*c*g^2*p*q*x^2+84*c*g^2*p*r*x^2+36*c*g^2*q^2*x^2+84*c*g^2*q*r* x^2+50*c*g^2*r^2*x^2+32*c*g*p^3*x^2+96*c*g*p^2*q*x^2+114*c*g*p^2*r*x^2+96*c*g*p *q^2*x^2+228*c*g*p*q*r*x^2+140*c*g*p*r^2*x^2+32*c*g*q^3*x^2+114*c*g*q^2*r*x^2+ 140*c*g*q*r^2*x^2+58*c*g*r^3*x^2+10*c*p^4*x^2+40*c*p^3*q*x^2+48*c*p^3*r*x^2+60* c*p^2*q^2*x^2+144*c*p^2*q*r*x^2+90*c*p^2*r^2*x^2+40*c*p*q^3*x^2+144*c*p*q^2*r*x ^2+180*c*p*q*r^2*x^2+76*c*p*r^3*x^2+10*c*q^4*x^2+48*c*q^3*r*x^2+90*c*q^2*r^2*x^ 2+76*c*q*r^3*x^2+24*c*r^4*x^2+g^4*p*x^2+g^4*q*x^2+g^4*r*x^2+4*g^3*p^2*x^2+8*g^3 *p*q*x^2+9*g^3*p*r*x^2+4*g^3*q^2*x^2+9*g^3*q*r*x^2+5*g^3*r^2*x^2+6*g^2*p^3*x^2+ 18*g^2*p^2*q*x^2+21*g^2*p^2*r*x^2+18*g^2*p*q^2*x^2+42*g^2*p*q*r*x^2+25*g^2*p*r^ 2*x^2+6*g^2*q^3*x^2+21*g^2*q^2*r*x^2+25*g^2*q*r^2*x^2+10*g^2*r^3*x^2+4*g*p^4*x^ 2+16*g*p^3*q*x^2+19*g*p^3*r*x^2+24*g*p^2*q^2*x^2+57*g*p^2*q*r*x^2+35*g*p^2*r^2* x^2+16*g*p*q^3*x^2+57*g*p*q^2*r*x^2+70*g*p*q*r^2*x^2+29*g*p*r^3*x^2+4*g*q^4*x^2 +19*g*q^3*r*x^2+35*g*q^2*r^2*x^2+29*g*q*r^3*x^2+9*g*r^4*x^2+p^5*x^2+5*p^4*q*x^2 +6*p^4*r*x^2+10*p^3*q^2*x^2+24*p^3*q*r*x^2+15*p^3*r^2*x^2+10*p^2*q^3*x^2+36*p^2 *q^2*r*x^2+45*p^2*q*r^2*x^2+19*p^2*r^3*x^2+5*p*q^4*x^2+24*p*q^3*r*x^2+45*p*q^2* r^2*x^2+38*p*q*r^3*x^2+12*p*r^4*x^2+q^5*x^2+6*q^4*r*x^2+15*q^3*r^2*x^2+19*q^2*r ^3*x^2+12*q*r^4*x^2+3*r^5*x^2-16*a^4*c*x-8*a^4*p*x-8*a^4*q*x-8*a^4*r*x+4*a^4*x^ 2-80*a^3*b*c*x-40*a^3*b*p*x-40*a^3*b*q*x-40*a^3*b*r*x+16*a^3*b*x^2-96*a^3*c^2*x -48*a^3*c*g*x-96*a^3*c*p*x-88*a^3*c*q*x-100*a^3*c*r*x+60*a^3*c*x^2-24*a^3*g*p*x -24*a^3*g*q*x-24*a^3*g*r*x+12*a^3*g*x^2-24*a^3*p^2*x-44*a^3*p*q*x-50*a^3*p*r*x+ 30*a^3*p*x^2-20*a^3*q^2*x-46*a^3*q*r*x+30*a^3*q*x^2-26*a^3*r^2*x+32*a^3*r*x^2-\ 144*a^2*b^2*c*x-72*a^2*b^2*p*x-72*a^2*b^2*q*x-72*a^2*b^2*r*x+24*a^2*b^2*x^2-352 *a^2*b*c^2*x-176*a^2*b*c*g*x-344*a^2*b*c*p*x-320*a^2*b*c*q*x-372*a^2*b*c*r*x+ 180*a^2*b*c*x^2-88*a^2*b*g*p*x-88*a^2*b*g*q*x-88*a^2*b*g*r*x+36*a^2*b*g*x^2-84* a^2*b*p^2*x-156*a^2*b*p*q*x-182*a^2*b*p*r*x+90*a^2*b*p*x^2-72*a^2*b*q^2*x-170*a ^2*b*q*r*x+90*a^2*b*q*x^2-98*a^2*b*r^2*x+96*a^2*b*r*x^2-208*a^2*c^3*x-208*a^2*c ^2*g*x-312*a^2*c^2*p*x-272*a^2*c^2*q*x-332*a^2*c^2*r*x+208*a^2*c^2*x^2-52*a^2*c *g^2*x-208*a^2*c*g*p*x-188*a^2*c*g*q*x-218*a^2*c*g*r*x+130*a^2*c*g*x^2-156*a^2* c*p^2*x-272*a^2*c*p*q*x-332*a^2*c*p*r*x+208*a^2*c*p*x^2-116*a^2*c*q^2*x-288*a^2 *c*q*r*x+208*a^2*c*q*x^2-176*a^2*c*r^2*x+230*a^2*c*r*x^2-26*a^2*g^2*p*x-26*a^2* g^2*q*x-26*a^2*g^2*r*x+13*a^2*g^2*x^2-52*a^2*g*p^2*x-94*a^2*g*p*q*x-109*a^2*g*p *r*x+65*a^2*g*p*x^2-42*a^2*g*q^2*x-99*a^2*g*q*r*x+65*a^2*g*q*x^2-57*a^2*g*r^2*x +70*a^2*g*r*x^2-26*a^2*p^3*x-68*a^2*p^2*q*x-83*a^2*p^2*r*x+52*a^2*p^2*x^2-58*a^ 2*p*q^2*x-144*a^2*p*q*r*x+104*a^2*p*q*x^2-88*a^2*p*r^2*x+115*a^2*p*r*x^2-16*a^2 *q^3*x-61*a^2*q^2*r*x+52*a^2*q^2*x^2-76*a^2*q*r^2*x+115*a^2*q*r*x^2-31*a^2*r^3* x+64*a^2*r^2*x^2-112*a*b^3*c*x-56*a*b^3*p*x-56*a*b^3*q*x-56*a*b^3*r*x+16*a*b^3* x^2-416*a*b^2*c^2*x-208*a*b^2*c*g*x-400*a*b^2*c*p*x-376*a*b^2*c*q*x-444*a*b^2*c *r*x+180*a*b^2*c*x^2-104*a*b^2*g*p*x-104*a*b^2*g*q*x-104*a*b^2*g*r*x+36*a*b^2*g *x^2-96*a*b^2*p^2*x-180*a*b^2*p*q*x-214*a*b^2*p*r*x+90*a*b^2*p*x^2-84*a*b^2*q^2 *x-202*a*b^2*q*r*x+90*a*b^2*q*x^2-118*a*b^2*r^2*x+96*a*b^2*r*x^2-496*a*b*c^3*x-\ 496*a*b*c^2*g*x-720*a*b*c^2*p*x-640*a*b*c^2*q*x-800*a*b*c^2*r*x+416*a*b*c^2*x^2 -124*a*b*c*g^2*x-484*a*b*c*g*p*x-444*a*b*c*g*q*x-524*a*b*c*g*r*x+260*a*b*c*g*x^ 2-348*a*b*c*p^2*x-616*a*b*c*p*q*x-768*a*b*c*p*r*x+416*a*b*c*p*x^2-268*a*b*c*q^2 *x-680*a*b*c*q*r*x+416*a*b*c*q*x^2-420*a*b*c*r^2*x+460*a*b*c*r*x^2-62*a*b*g^2*p *x-62*a*b*g^2*q*x-62*a*b*g^2*r*x+26*a*b*g^2*x^2-118*a*b*g*p^2*x-216*a*b*g*p*q*x -256*a*b*g*p*r*x+130*a*b*g*p*x^2-98*a*b*g*q^2*x-236*a*b*g*q*r*x+130*a*b*g*q*x^2 -138*a*b*g*r^2*x+140*a*b*g*r*x^2-56*a*b*p^3*x-148*a*b*p^2*q*x-184*a*b*p^2*r*x+ 104*a*b*p^2*x^2-128*a*b*p*q^2*x-324*a*b*p*q*r*x+208*a*b*p*q*x^2-200*a*b*p*r^2*x +230*a*b*p*r*x^2-36*a*b*q^3*x-140*a*b*q^2*r*x+104*a*b*q^2*x^2-176*a*b*q*r^2*x+ 230*a*b*q*r*x^2-72*a*b*r^3*x+128*a*b*r^2*x^2-192*a*c^4*x-288*a*c^3*g*x-384*a*c^ 3*p*x-320*a*c^3*q*x-416*a*c^3*r*x+264*a*c^3*x^2-144*a*c^2*g^2*x-432*a*c^2*g*p*x -368*a*c^2*g*q*x-464*a*c^2*g*r*x+288*a*c^2*g*x^2-288*a*c^2*p^2*x-480*a*c^2*p*q* x-624*a*c^2*p*r*x+396*a*c^2*p*x^2-192*a*c^2*q^2*x-512*a*c^2*q*r*x+396*a*c^2*q*x ^2-336*a*c^2*r^2*x+448*a*c^2*r*x^2-24*a*c*g^3*x-144*a*c*g^2*p*x-128*a*c*g^2*q*x -152*a*c*g^2*r*x+90*a*c*g^2*x^2-216*a*c*g*p^2*x-368*a*c*g*p*q*x-464*a*c*g*p*r*x +288*a*c*g*p*x^2-152*a*c*g*q^2*x-392*a*c*g*q*r*x+288*a*c*g*q*x^2-248*a*c*g*r^2* x+322*a*c*g*r*x^2-96*a*c*p^3*x-240*a*c*p^2*q*x-312*a*c*p^2*r*x+198*a*c*p^2*x^2-\ 192*a*c*p*q^2*x-512*a*c*p*q*r*x+396*a*c*p*q*x^2-336*a*c*p*r^2*x+448*a*c*p*r*x^2 -48*a*c*q^3*x-200*a*c*q^2*r*x+198*a*c*q^2*x^2-272*a*c*q*r^2*x+448*a*c*q*r*x^2-\ 120*a*c*r^3*x+260*a*c*r^2*x^2-12*a*g^3*p*x-12*a*g^3*q*x-12*a*g^3*r*x+6*a*g^3*x^ 2-36*a*g^2*p^2*x-64*a*g^2*p*q*x-76*a*g^2*p*r*x+45*a*g^2*p*x^2-28*a*g^2*q^2*x-68 *a*g^2*q*r*x+45*a*g^2*q*x^2-40*a*g^2*r^2*x+49*a*g^2*r*x^2-36*a*g*p^3*x-92*a*g*p ^2*q*x-116*a*g*p^2*r*x+72*a*g*p^2*x^2-76*a*g*p*q^2*x-196*a*g*p*q*r*x+144*a*g*p* q*x^2-124*a*g*p*r^2*x+161*a*g*p*r*x^2-20*a*g*q^3*x-80*a*g*q^2*r*x+72*a*g*q^2*x^ 2-104*a*g*q*r^2*x+161*a*g*q*r*x^2-44*a*g*r^3*x+91*a*g*r^2*x^2-12*a*p^4*x-40*a*p ^3*q*x-52*a*p^3*r*x+33*a*p^3*x^2-48*a*p^2*q^2*x-128*a*p^2*q*r*x+99*a*p^2*q*x^2-\ 84*a*p^2*r^2*x+112*a*p^2*r*x^2-24*a*p*q^3*x-100*a*p*q^2*r*x+99*a*p*q^2*x^2-136* a*p*q*r^2*x+224*a*p*q*r*x^2-60*a*p*r^3*x+130*a*p*r^2*x^2-4*a*q^4*x-24*a*q^3*r*x +33*a*q^3*x^2-52*a*q^2*r^2*x+112*a*q^2*r*x^2-48*a*q*r^3*x+130*a*q*r^2*x^2-16*a* r^4*x+51*a*r^3*x^2-32*b^4*c*x-16*b^4*p*x-16*b^4*q*x-16*b^4*r*x+4*b^4*x^2-160*b^ 3*c^2*x-80*b^3*c*g*x-152*b^3*c*p*x-144*b^3*c*q*x-172*b^3*c*r*x+60*b^3*c*x^2-40* b^3*g*p*x-40*b^3*g*q*x-40*b^3*g*r*x+12*b^3*g*x^2-36*b^3*p^2*x-68*b^3*p*q*x-82*b ^3*p*r*x+30*b^3*p*x^2-32*b^3*q^2*x-78*b^3*q*r*x+30*b^3*q*x^2-46*b^3*r^2*x+32*b^ 3*r*x^2-288*b^2*c^3*x-288*b^2*c^2*g*x-408*b^2*c^2*p*x-368*b^2*c^2*q*x-468*b^2*c ^2*r*x+208*b^2*c^2*x^2-72*b^2*c*g^2*x-276*b^2*c*g*p*x-256*b^2*c*g*q*x-306*b^2*c *g*r*x+130*b^2*c*g*x^2-192*b^2*c*p^2*x-344*b^2*c*p*q*x-436*b^2*c*p*r*x+208*b^2* c*p*x^2-152*b^2*c*q^2*x-392*b^2*c*q*r*x+208*b^2*c*q*x^2-244*b^2*c*r^2*x+230*b^2 *c*r*x^2-36*b^2*g^2*p*x-36*b^2*g^2*q*x-36*b^2*g^2*r*x+13*b^2*g^2*x^2-66*b^2*g*p ^2*x-122*b^2*g*p*q*x-147*b^2*g*p*r*x+65*b^2*g*p*x^2-56*b^2*g*q^2*x-137*b^2*g*q* r*x+65*b^2*g*q*x^2-81*b^2*g*r^2*x+70*b^2*g*r*x^2-30*b^2*p^3*x-80*b^2*p^2*q*x-\ 101*b^2*p^2*r*x+52*b^2*p^2*x^2-70*b^2*p*q^2*x-180*b^2*p*q*r*x+104*b^2*p*q*x^2-\ 112*b^2*p*r^2*x+115*b^2*p*r*x^2-20*b^2*q^3*x-79*b^2*q^2*r*x+52*b^2*q^2*x^2-100* b^2*q*r^2*x+115*b^2*q*r*x^2-41*b^2*r^3*x+64*b^2*r^2*x^2-224*b*c^4*x-336*b*c^3*g *x-432*b*c^3*p*x-368*b*c^3*q*x-488*b*c^3*r*x+264*b*c^3*x^2-168*b*c^2*g^2*x-488* b*c^2*g*p*x-424*b*c^2*g*q*x-544*b*c^2*g*r*x+288*b*c^2*g*x^2-312*b*c^2*p^2*x-528 *b*c^2*p*q*x-696*b*c^2*p*r*x+396*b*c^2*p*x^2-216*b*c^2*q^2*x-584*b*c^2*q*r*x+ 396*b*c^2*q*x^2-384*b*c^2*r^2*x+448*b*c^2*r*x^2-28*b*c*g^3*x-164*b*c*g^2*p*x-\ 148*b*c*g^2*q*x-178*b*c*g^2*r*x+90*b*c*g^2*x^2-236*b*c*g*p^2*x-408*b*c*g*p*q*x-\ 522*b*c*g*p*r*x+288*b*c*g*p*x^2-172*b*c*g*q^2*x-450*b*c*g*q*r*x+288*b*c*g*q*x^2 -286*b*c*g*r^2*x+322*b*c*g*r*x^2-100*b*c*p^3*x-252*b*c*p^2*q*x-330*b*c*p^2*r*x+ 198*b*c*p^2*x^2-204*b*c*p*q^2*x-548*b*c*p*q*r*x+396*b*c*p*q*x^2-360*b*c*p*r^2*x +448*b*c*p*r*x^2-52*b*c*q^3*x-218*b*c*q^2*r*x+198*b*c*q^2*x^2-296*b*c*q*r^2*x+ 448*b*c*q*r*x^2-130*b*c*r^3*x+260*b*c*r^2*x^2-14*b*g^3*p*x-14*b*g^3*q*x-14*b*g^ 3*r*x+6*b*g^3*x^2-40*b*g^2*p^2*x-72*b*g^2*p*q*x-87*b*g^2*p*r*x+45*b*g^2*p*x^2-\ 32*b*g^2*q^2*x-79*b*g^2*q*r*x+45*b*g^2*q*x^2-47*b*g^2*r^2*x+49*b*g^2*r*x^2-38*b *g*p^3*x-98*b*g*p^2*q*x-125*b*g*p^2*r*x+72*b*g*p^2*x^2-82*b*g*p*q^2*x-214*b*g*p *q*r*x+144*b*g*p*q*x^2-136*b*g*p*r^2*x+161*b*g*p*r*x^2-22*b*g*q^3*x-89*b*g*q^2* r*x+72*b*g*q^2*x^2-116*b*g*q*r^2*x+161*b*g*q*r*x^2-49*b*g*r^3*x+91*b*g*r^2*x^2-\ 12*b*p^4*x-40*b*p^3*q*x-52*b*p^3*r*x+33*b*p^3*x^2-48*b*p^2*q^2*x-128*b*p^2*q*r* x+99*b*p^2*q*x^2-84*b*p^2*r^2*x+112*b*p^2*r*x^2-24*b*p*q^3*x-100*b*p*q^2*r*x+99 *b*p*q^2*x^2-136*b*p*q*r^2*x+224*b*p*q*r*x^2-60*b*p*r^3*x+130*b*p*r^2*x^2-4*b*q ^4*x-24*b*q^3*r*x+33*b*q^3*x^2-52*b*q^2*r^2*x+112*b*q^2*r*x^2-48*b*q*r^3*x+130* b*q*r^2*x^2-16*b*r^4*x+51*b*r^3*x^2-64*c^5*x-128*c^4*g*x-160*c^4*p*x-128*c^4*q* x-176*c^4*r*x+112*c^4*x^2-96*c^3*g^2*x-256*c^3*g*p*x-208*c^3*g*q*x-280*c^3*g*r* x+176*c^3*g*x^2-160*c^3*p^2*x-256*c^3*p*q*x-352*c^3*p*r*x+224*c^3*p*x^2-96*c^3* q^2*x-272*c^3*q*r*x+224*c^3*q*x^2-192*c^3*r^2*x+256*c^3*r*x^2-32*c^2*g^3*x-144* c^2*g^2*p*x-120*c^2*g^2*q*x-156*c^2*g^2*r*x+96*c^2*g^2*x^2-192*c^2*g*p^2*x-312* c^2*g*p*q*x-420*c^2*g*p*r*x+264*c^2*g*p*x^2-120*c^2*g*q^2*x-332*c^2*g*q*r*x+264 *c^2*g*q*x^2-228*c^2*g*r^2*x+300*c^2*g*r*x^2-80*c^2*p^3*x-192*c^2*p^2*q*x-264*c ^2*p^2*r*x+168*c^2*p^2*x^2-144*c^2*p*q^2*x-408*c^2*p*q*r*x+336*c^2*p*q*x^2-288* c^2*p*r^2*x+384*c^2*p*r*x^2-32*c^2*q^3*x-144*c^2*q^2*r*x+168*c^2*q^2*x^2-216*c^ 2*q*r^2*x+384*c^2*q*r*x^2-104*c^2*r^3*x+232*c^2*r^2*x^2-4*c*g^4*x-32*c*g^3*p*x-\ 28*c*g^3*q*x-34*c*g^3*r*x+20*c*g^3*x^2-72*c*g^2*p^2*x-120*c*g^2*p*q*x-156*c*g^2 *p*r*x+96*c*g^2*p*x^2-48*c*g^2*q^2*x-128*c*g^2*q*r*x+96*c*g^2*q*x^2-84*c*g^2*r^ 2*x+108*c*g^2*r*x^2-64*c*g*p^3*x-156*c*g*p^2*q*x-210*c*g*p^2*r*x+132*c*g*p^2*x^ 2-120*c*g*p*q^2*x-332*c*g*p*q*r*x+264*c*g*p*q*x^2-228*c*g*p*r^2*x+300*c*g*p*r*x ^2-28*c*g*q^3*x-122*c*g*q^2*r*x+132*c*g*q^2*x^2-176*c*g*q*r^2*x+300*c*g*q*r*x^2 -82*c*g*r^3*x+178*c*g*r^2*x^2-20*c*p^4*x-64*c*p^3*q*x-88*c*p^3*r*x+56*c*p^3*x^2 -72*c*p^2*q^2*x-204*c*p^2*q*r*x+168*c*p^2*q*x^2-144*c*p^2*r^2*x+192*c*p^2*r*x^2 -32*c*p*q^3*x-144*c*p*q^2*r*x+168*c*p*q^2*x^2-216*c*p*q*r^2*x+384*c*p*q*r*x^2-\ 104*c*p*r^3*x+232*c*p*r^2*x^2-4*c*q^4*x-28*c*q^3*r*x+56*c*q^3*x^2-72*c*q^2*r^2* x+192*c*q^2*r*x^2-76*c*q*r^3*x+232*c*q*r^2*x^2-28*c*r^4*x+96*c*r^3*x^2-2*g^4*p* x-2*g^4*q*x-2*g^4*r*x+g^4*x^2-8*g^3*p^2*x-14*g^3*p*q*x-17*g^3*p*r*x+10*g^3*p*x^ 2-6*g^3*q^2*x-15*g^3*q*r*x+10*g^3*q*x^2-9*g^3*r^2*x+11*g^3*r*x^2-12*g^2*p^3*x-\ 30*g^2*p^2*q*x-39*g^2*p^2*r*x+24*g^2*p^2*x^2-24*g^2*p*q^2*x-64*g^2*p*q*r*x+48*g ^2*p*q*x^2-42*g^2*p*r^2*x+54*g^2*p*r*x^2-6*g^2*q^3*x-25*g^2*q^2*r*x+24*g^2*q^2* x^2-34*g^2*q*r^2*x+54*g^2*q*r*x^2-15*g^2*r^3*x+31*g^2*r^2*x^2-8*g*p^4*x-26*g*p^ 3*q*x-35*g*p^3*r*x+22*g*p^3*x^2-30*g*p^2*q^2*x-83*g*p^2*q*r*x+66*g*p^2*q*x^2-57 *g*p^2*r^2*x+75*g*p^2*r*x^2-14*g*p*q^3*x-61*g*p*q^2*r*x+66*g*p*q^2*x^2-88*g*p*q *r^2*x+150*g*p*q*r*x^2-41*g*p*r^3*x+89*g*p*r^2*x^2-2*g*q^4*x-13*g*q^3*r*x+22*g* q^3*x^2-31*g*q^2*r^2*x+75*g*q^2*r*x^2-31*g*q*r^3*x+89*g*q*r^2*x^2-11*g*r^4*x+36 *g*r^3*x^2-2*p^5*x-8*p^4*q*x-11*p^4*r*x+7*p^4*x^2-12*p^3*q^2*x-34*p^3*q*r*x+28* p^3*q*x^2-24*p^3*r^2*x+32*p^3*r*x^2-8*p^2*q^3*x-36*p^2*q^2*r*x+42*p^2*q^2*x^2-\ 54*p^2*q*r^2*x+96*p^2*q*r*x^2-26*p^2*r^3*x+58*p^2*r^2*x^2-2*p*q^4*x-14*p*q^3*r* x+28*p*q^3*x^2-36*p*q^2*r^2*x+96*p*q^2*r*x^2-38*p*q*r^3*x+116*p*q*r^2*x^2-14*p* r^4*x+48*p*r^3*x^2-q^4*r*x+7*q^4*x^2-6*q^3*r^2*x+32*q^3*r*x^2-12*q^2*r^3*x+58*q ^2*r^2*x^2-10*q*r^4*x+48*q*r^3*x^2-3*r^5*x+15*r^4*x^2+8*a^4*c+4*a^4*p+4*a^4*q+4 *a^4*r-8*a^4*x+8*a^3*b^2+48*a^3*b*c+4*a^3*b*g+24*a^3*b*p+24*a^3*b*q+24*a^3*b*r-\ 40*a^3*b*x+48*a^3*c^2+24*a^3*c*g+48*a^3*c*p+40*a^3*c*q+48*a^3*c*r-120*a^3*c*x+ 12*a^3*g*p+12*a^3*g*q+12*a^3*g*r-24*a^3*g*x+12*a^3*p^2+20*a^3*p*q+24*a^3*p*r-60 *a^3*p*x+8*a^3*q^2+20*a^3*q*r-56*a^3*q*x+12*a^3*r^2-62*a^3*r*x+18*a^3*x^2+24*a^ 2*b^3+120*a^2*b^2*c+28*a^2*b^2*g+52*a^2*b^2*p+52*a^2*b^2*q+52*a^2*b^2*r-72*a^2* b^2*x+200*a^2*b*c^2+116*a^2*b*c*g+196*a^2*b*c*p+156*a^2*b*c*q+196*a^2*b*c*r-432 *a^2*b*c*x+8*a^2*b*g^2+54*a^2*b*g*p+54*a^2*b*g*q+54*a^2*b*g*r-88*a^2*b*g*x+48*a ^2*b*p^2+76*a^2*b*p*q+96*a^2*b*p*r-212*a^2*b*p*x+28*a^2*b*q^2+76*a^2*b*q*r-200* a^2*b*q*x+48*a^2*b*r^2-226*a^2*b*r*x+54*a^2*b*x^2+104*a^2*c^3+104*a^2*c^2*g+156 *a^2*c^2*p+116*a^2*c^2*q+156*a^2*c^2*r-416*a^2*c^2*x+26*a^2*c*g^2+104*a^2*c*g*p +84*a^2*c*g*q+104*a^2*c*g*r-260*a^2*c*g*x+78*a^2*c*p^2+116*a^2*c*p*q+156*a^2*c* p*r-416*a^2*c*p*x+40*a^2*c*q^2+116*a^2*c*q*r-368*a^2*c*q*x+78*a^2*c*r^2-440*a^2 *c*r*x+134*a^2*c*x^2+13*a^2*g^2*p+13*a^2*g^2*q+13*a^2*g^2*r-26*a^2*g^2*x+26*a^2 *g*p^2+42*a^2*g*p*q+52*a^2*g*p*r-130*a^2*g*p*x+16*a^2*g*q^2+42*a^2*g*q*r-120*a^ 2*g*q*x+26*a^2*g*r^2-135*a^2*g*r*x+39*a^2*g*x^2+13*a^2*p^3+29*a^2*p^2*q+39*a^2* p^2*r-104*a^2*p^2*x+20*a^2*p*q^2+58*a^2*p*q*r-184*a^2*p*q*x+39*a^2*p*r^2-220*a^ 2*p*r*x+67*a^2*p*x^2+4*a^2*q^3+20*a^2*q^2*r-80*a^2*q^2*x+29*a^2*q*r^2-194*a^2*q *r*x+67*a^2*q*x^2+13*a^2*r^3-116*a^2*r^2*x+73*a^2*r*x^2+24*a*b^4+128*a*b^3*c+44 *a*b^3*g+48*a*b^3*p+48*a*b^3*q+48*a*b^3*r-56*a*b^3*x+280*a*b^2*c^2+192*a*b^2*c* g+252*a*b^2*c*p+196*a*b^2*c*q+252*a*b^2*c*r-504*a*b^2*c*x+26*a*b^2*g^2+78*a*b^2 *g*p+78*a*b^2*g*q+78*a*b^2*g*r-104*a*b^2*g*x+58*a*b^2*p^2+88*a*b^2*p*q+116*a*b^ 2*p*r-244*a*b^2*p*x+30*a*b^2*q^2+88*a*b^2*q*r-232*a*b^2*q*x+58*a*b^2*r^2-266*a* b^2*r*x+54*a*b^2*x^2+272*a*b*c^3+292*a*b*c^2*g+396*a*b*c^2*p+276*a*b*c^2*q+396* a*b*c^2*r-976*a*b*c^2*x+88*a*b*c*g^2+276*a*b*c*g*p+216*a*b*c*g*q+276*a*b*c*g*r-\ 612*a*b*c*g*x+190*a*b*c*p^2+268*a*b*c*p*q+380*a*b*c*p*r-952*a*b*c*p*x+82*a*b*c* q^2+268*a*b*c*q*r-856*a*b*c*q*x+190*a*b*c*r^2-1056*a*b*c*r*x+268*a*b*c*x^2+5*a* b*g^3+39*a*b*g^2*p+39*a*b*g^2*q+39*a*b*g^2*r-62*a*b*g^2*x+66*a*b*g*p^2+102*a*b* g*p*q+132*a*b*g*p*r-300*a*b*g*p*x+36*a*b*g*q^2+102*a*b*g*q*r-280*a*b*g*q*x+66*a *b*g*r^2-320*a*b*g*r*x+78*a*b*g*x^2+30*a*b*p^3+64*a*b*p^2*q+90*a*b*p^2*r-232*a* b*p^2*x+40*a*b*p*q^2+128*a*b*p*q*r-416*a*b*p*q*x+90*a*b*p*r^2-512*a*b*p*r*x+134 *a*b*p*x^2+6*a*b*q^3+40*a*b*q^2*r-184*a*b*q^2*x+64*a*b*q*r^2-460*a*b*q*r*x+134* a*b*q*x^2+30*a*b*r^3-280*a*b*r^2*x+146*a*b*r*x^2+96*a*c^4+144*a*c^3*g+192*a*c^3 *p+128*a*c^3*q+192*a*c^3*r-528*a*c^3*x+72*a*c^2*g^2+216*a*c^2*g*p+152*a*c^2*g*q +216*a*c^2*g*r-576*a*c^2*g*x+144*a*c^2*p^2+192*a*c^2*p*q+288*a*c^2*p*r-792*a*c^ 2*p*x+56*a*c^2*q^2+192*a*c^2*q*r-672*a*c^2*q*x+144*a*c^2*r^2-852*a*c^2*r*x+264* a*c^2*x^2+12*a*c*g^3+72*a*c*g^2*p+56*a*c*g^2*q+72*a*c*g^2*r-180*a*c*g^2*x+108*a *c*g*p^2+152*a*c*g*p*q+216*a*c*g*p*r-576*a*c*g*p*x+48*a*c*g*q^2+152*a*c*g*q*r-\ 500*a*c*g*q*x+108*a*c*g*r^2-614*a*c*g*r*x+186*a*c*g*x^2+48*a*c*p^3+96*a*c*p^2*q +144*a*c*p^2*r-396*a*c*p^2*x+56*a*c*p*q^2+192*a*c*p*q*r-672*a*c*p*q*x+144*a*c*p *r^2-852*a*c*p*r*x+264*a*c*p*x^2+8*a*c*q^3+56*a*c*q^2*r-276*a*c*q^2*x+96*a*c*q* r^2-712*a*c*q*r*x+264*a*c*q*x^2+48*a*c*r^3-456*a*c*r^2*x+290*a*c*r*x^2+6*a*g^3* p+6*a*g^3*q+6*a*g^3*r-12*a*g^3*x+18*a*g^2*p^2+28*a*g^2*p*q+36*a*g^2*p*r-90*a*g^ 2*p*x+10*a*g^2*q^2+28*a*g^2*q*r-82*a*g^2*q*x+18*a*g^2*r^2-94*a*g^2*r*x+27*a*g^2 *x^2+18*a*g*p^3+38*a*g*p^2*q+54*a*g*p^2*r-144*a*g*p^2*x+24*a*g*p*q^2+76*a*g*p*q *r-250*a*g*p*q*x+54*a*g*p*r^2-307*a*g*p*r*x+93*a*g*p*x^2+4*a*g*q^3+24*a*g*q^2*r -106*a*g*q^2*x+38*a*g*q*r^2-265*a*g*q*r*x+93*a*g*q*x^2+18*a*g*r^3-163*a*g*r^2*x +102*a*g*r*x^2+6*a*p^4+16*a*p^3*q+24*a*p^3*r-66*a*p^3*x+14*a*p^2*q^2+48*a*p^2*q *r-168*a*p^2*q*x+36*a*p^2*r^2-213*a*p^2*r*x+66*a*p^2*x^2+4*a*p*q^3+28*a*p*q^2*r -138*a*p*q^2*x+48*a*p*q*r^2-356*a*p*q*r*x+132*a*p*q*x^2+24*a*p*r^3-228*a*p*r^2* x+145*a*p*r*x^2+4*a*q^3*r-36*a*q^3*x+14*a*q^2*r^2-143*a*q^2*r*x+66*a*q^2*x^2+16 *a*q*r^3-188*a*q*r^2*x+145*a*q*r*x^2+6*a*r^4-81*a*r^3*x+82*a*r^2*x^2+8*b^5+48*b ^4*c+20*b^4*g+16*b^4*p+16*b^4*q+16*b^4*r-16*b^4*x+128*b^3*c^2+100*b^3*c*g+104*b ^3*c*p+80*b^3*c*q+104*b^3*c*r-192*b^3*c*x+18*b^3*g^2+36*b^3*g*p+36*b^3*g*q+36*b ^3*g*r-40*b^3*g*x+22*b^3*p^2+32*b^3*p*q+44*b^3*p*r-92*b^3*p*x+10*b^3*q^2+32*b^3 *q*r-88*b^3*q*x+22*b^3*r^2-102*b^3*r*x+18*b^3*x^2+176*b^2*c^3+204*b^2*c^2*g+240 *b^2*c^2*p+160*b^2*c^2*q+240*b^2*c^2*r-560*b^2*c^2*x+72*b^2*c*g^2+176*b^2*c*g*p +136*b^2*c*g*q+176*b^2*c*g*r-352*b^2*c*g*x+110*b^2*c*p^2+148*b^2*c*p*q+220*b^2* c*p*r-536*b^2*c*p*x+40*b^2*c*q^2+148*b^2*c*q*r-488*b^2*c*q*x+110*b^2*c*r^2-616* b^2*c*r*x+134*b^2*c*x^2+7*b^2*g^3+28*b^2*g^2*p+28*b^2*g^2*q+28*b^2*g^2*r-36*b^2 *g^2*x+39*b^2*g*p^2+58*b^2*g*p*q+78*b^2*g*p*r-170*b^2*g*p*x+19*b^2*g*q^2+58*b^2 *g*q*r-160*b^2*g*q*x+39*b^2*g*r^2-185*b^2*g*r*x+39*b^2*g*x^2+17*b^2*p^3+35*b^2* p^2*q+51*b^2*p^2*r-128*b^2*p^2*x+20*b^2*p*q^2+70*b^2*p*q*r-232*b^2*p*q*x+51*b^2 *p*r^2-292*b^2*p*r*x+67*b^2*p*x^2+2*b^2*q^3+20*b^2*q^2*r-104*b^2*q^2*x+35*b^2*q *r^2-266*b^2*q*r*x+67*b^2*q*x^2+17*b^2*r^3-164*b^2*r^2*x+73*b^2*r*x^2+120*b*c^4 +188*b*c^3*g+232*b*c^3*p+144*b*c^3*q+232*b*c^3*r-608*b*c^3*x+102*b*c^2*g^2+268* b*c^2*g*p+180*b*c^2*g*q+268*b*c^2*g*r-664*b*c^2*g*x+166*b*c^2*p^2+212*b*c^2*p*q +332*b*c^2*p*r-888*b*c^2*p*x+54*b*c^2*q^2+212*b*c^2*q*r-768*b*c^2*q*x+166*b*c^2 *r^2-1004*b*c^2*r*x+264*b*c^2*x^2+21*b*c*g^3+94*b*c*g^2*p+72*b*c*g^2*q+94*b*c*g ^2*r-208*b*c*g^2*x+127*b*c*g*p^2+172*b*c*g*p*q+254*b*c*g*p*r-648*b*c*g*p*x+49*b *c*g*q^2+172*b*c*g*q*r-572*b*c*g*q*x+127*b*c*g*r^2-720*b*c*g*r*x+186*b*c*g*x^2+ 52*b*c*p^3+102*b*c*p^2*q+156*b*c*p^2*r-432*b*c*p^2*x+56*b*c*p*q^2+204*b*c*p*q*r -744*b*c*p*q*x+156*b*c*p*r^2-964*b*c*p*r*x+264*b*c*p*x^2+6*b*c*q^3+56*b*c*q^2*r -312*b*c*q^2*x+102*b*c*q*r^2-824*b*c*q*r*x+264*b*c*q*x^2+52*b*c*r^3-532*b*c*r^2 *x+290*b*c*r*x^2+b*g^4+9*b*g^3*p+9*b*g^3*q+9*b*g^3*r-14*b*g^3*x+22*b*g^2*p^2+33 *b*g^2*p*q+44*b*g^2*p*r-102*b*g^2*p*x+11*b*g^2*q^2+33*b*g^2*q*r-94*b*g^2*q*x+22 *b*g^2*r^2-109*b*g^2*r*x+27*b*g^2*x^2+20*b*g*p^3+41*b*g*p^2*q+60*b*g*p^2*r-158* b*g*p^2*x+24*b*g*p*q^2+82*b*g*p*q*r-278*b*g*p*q*x+60*b*g*p*r^2-349*b*g*p*r*x+93 *b*g*p*x^2+3*b*g*q^3+24*b*g*q^2*r-120*b*g*q^2*x+41*b*g*q*r^2-307*b*g*q*r*x+93*b *g*q*x^2+20*b*g*r^3-191*b*g*r^2*x+102*b*g*r*x^2+6*b*p^4+16*b*p^3*q+24*b*p^3*r-\ 70*b*p^3*x+14*b*p^2*q^2+48*b*p^2*q*r-180*b*p^2*q*x+36*b*p^2*r^2-231*b*p^2*r*x+ 66*b*p^2*x^2+4*b*p*q^3+28*b*p*q^2*r-150*b*p*q^2*x+48*b*p*q*r^2-392*b*p*q*r*x+ 132*b*p*q*x^2+24*b*p*r^3-252*b*p*r^2*x+145*b*p*r*x^2+4*b*q^3*r-40*b*q^3*x+14*b* q^2*r^2-161*b*q^2*r*x+66*b*q^2*x^2+16*b*q*r^3-212*b*q*r^2*x+145*b*q*r*x^2+6*b*r ^4-91*b*r^3*x+82*b*r^2*x^2+32*c^5+64*c^4*g+80*c^4*p+48*c^4*q+80*c^4*r-224*c^4*x +48*c^3*g^2+128*c^3*g*p+80*c^3*g*q+128*c^3*g*r-352*c^3*g*x+80*c^3*p^2+96*c^3*p* q+160*c^3*p*r-448*c^3*p*x+24*c^3*q^2+96*c^3*q*r-368*c^3*q*x+80*c^3*r^2-488*c^3* r*x+152*c^3*x^2+16*c^2*g^3+72*c^2*g^2*p+48*c^2*g^2*q+72*c^2*g^2*r-192*c^2*g^2*x +96*c^2*g*p^2+120*c^2*g*p*q+192*c^2*g*p*r-528*c^2*g*p*x+32*c^2*g*q^2+120*c^2*g* q*r-440*c^2*g*q*x+96*c^2*g*r^2-572*c^2*g*r*x+176*c^2*g*x^2+40*c^2*p^3+72*c^2*p^ 2*q+120*c^2*p^2*r-336*c^2*p^2*x+36*c^2*p*q^2+144*c^2*p*q*r-552*c^2*p*q*x+120*c^ 2*p*r^2-732*c^2*p*r*x+228*c^2*p*x^2+4*c^2*q^3+36*c^2*q^2*r-216*c^2*q^2*x+72*c^2 *q*r^2-580*c^2*q*r*x+228*c^2*q*x^2+40*c^2*r^3-396*c^2*r^2*x+248*c^2*r*x^2+2*c*g ^4+16*c*g^3*p+12*c*g^3*q+16*c*g^3*r-40*c*g^3*x+36*c*g^2*p^2+48*c*g^2*p*q+72*c*g ^2*p*r-192*c*g^2*p*x+14*c*g^2*q^2+48*c*g^2*q*r-164*c*g^2*q*x+36*c*g^2*r^2-206*c *g^2*r*x+62*c*g^2*x^2+32*c*g*p^3+60*c*g*p^2*q+96*c*g*p^2*r-264*c*g*p^2*x+32*c*g *p*q^2+120*c*g*p*q*r-440*c*g*p*q*x+96*c*g*p*r^2-572*c*g*p*r*x+176*c*g*p*x^2+4*c *g*q^3+32*c*g*q^2*r-176*c*g*q^2*x+60*c*g*q*r^2-464*c*g*q*r*x+176*c*g*q*x^2+32*c *g*r^3-308*c*g*r^2*x+192*c*g*r*x^2+10*c*p^4+24*c*p^3*q+40*c*p^3*r-112*c*p^3*x+ 18*c*p^2*q^2+72*c*p^2*q*r-276*c*p^2*q*x+60*c*p^2*r^2-366*c*p^2*r*x+114*c*p^2*x^ 2+4*c*p*q^3+36*c*p*q^2*r-216*c*p*q^2*x+72*c*p*q*r^2-580*c*p*q*r*x+228*c*p*q*x^2 +40*c*p*r^3-396*c*p*r^2*x+248*c*p*r*x^2+4*c*q^3*r-52*c*q^3*x+18*c*q^2*r^2-214*c *q^2*r*x+114*c*q^2*x^2+24*c*q*r^3-304*c*q*r^2*x+248*c*q*r*x^2+10*c*r^4-142*c*r^ 3*x+144*c*r^2*x^2+g^4*p+g^4*q+g^4*r-2*g^4*x+4*g^3*p^2+6*g^3*p*q+8*g^3*p*r-20*g^ 3*p*x+2*g^3*q^2+6*g^3*q*r-18*g^3*q*x+4*g^3*r^2-21*g^3*r*x+6*g^3*x^2+6*g^2*p^3+ 12*g^2*p^2*q+18*g^2*p^2*r-48*g^2*p^2*x+7*g^2*p*q^2+24*g^2*p*q*r-82*g^2*p*q*x+18 *g^2*p*r^2-103*g^2*p*r*x+31*g^2*p*x^2+g^2*q^3+7*g^2*q^2*r-34*g^2*q^2*x+12*g^2*q *r^2-87*g^2*q*r*x+31*g^2*q*x^2+6*g^2*r^3-55*g^2*r^2*x+34*g^2*r*x^2+4*g*p^4+10*g *p^3*q+16*g*p^3*r-44*g*p^3*x+8*g*p^2*q^2+30*g*p^2*q*r-110*g*p^2*q*x+24*g*p^2*r^ 2-143*g*p^2*r*x+44*g*p^2*x^2+2*g*p*q^3+16*g*p*q^2*r-88*g*p*q^2*x+30*g*p*q*r^2-\ 232*g*p*q*r*x+88*g*p*q*x^2+16*g*p*r^3-154*g*p*r^2*x+96*g*p*r*x^2+2*g*q^3*r-22*g *q^3*x+8*g*q^2*r^2-89*g*q^2*r*x+44*g*q^2*x^2+10*g*q*r^3-122*g*q*r^2*x+96*g*q*r* x^2+4*g*r^4-55*g*r^3*x+55*g*r^2*x^2+p^5+3*p^4*q+5*p^4*r-14*p^4*x+3*p^3*q^2+12*p ^3*q*r-46*p^3*q*x+10*p^3*r^2-61*p^3*r*x+19*p^3*x^2+p^2*q^3+9*p^2*q^2*r-54*p^2*q ^2*x+18*p^2*q*r^2-145*p^2*q*r*x+57*p^2*q*x^2+10*p^2*r^3-99*p^2*r^2*x+62*p^2*r*x ^2+2*p*q^3*r-26*p*q^3*x+9*p*q^2*r^2-107*p*q^2*r*x+57*p*q^2*x^2+12*p*q*r^3-152*p *q*r^2*x+124*p*q*r*x^2+5*p*r^4-71*p*r^3*x+72*p*r^2*x^2-4*q^4*x+q^3*r^2-23*q^3*r *x+19*q^3*x^2+3*q^2*r^3-53*q^2*r^2*x+62*q^2*r*x^2+3*q*r^4-53*q*r^3*x+72*q*r^2*x ^2+r^5-19*r^4*x+29*r^3*x^2+4*a^4+24*a^3*b+60*a^3*c+12*a^3*g+30*a^3*p+26*a^3*q+ 30*a^3*r-36*a^3*x+72*a^2*b^2+252*a^2*b*c+64*a^2*b*g+124*a^2*b*p+104*a^2*b*q+124 *a^2*b*r-128*a^2*b*x+208*a^2*c^2+130*a^2*c*g+208*a^2*c*p+158*a^2*c*q+208*a^2*c* r-268*a^2*c*x+13*a^2*g^2+65*a^2*g*p+55*a^2*g*q+65*a^2*g*r-78*a^2*g*x+52*a^2*p^2 +79*a^2*p*q+104*a^2*p*r-134*a^2*p*x+28*a^2*q^2+79*a^2*q*r-120*a^2*q*x+52*a^2*r^ 2-141*a^2*r*x+28*a^2*x^2+88*a*b^3+372*a*b^2*c+124*a*b^2*g+164*a*b^2*p+136*a*b^2 *q+164*a*b^2*r-148*a*b^2*x+548*a*b*c^2+378*a*b*c*g+536*a*b*c*p+380*a*b*c*q+536* a*b*c*r-620*a*b*c*x+52*a*b*g^2+177*a*b*g*p+147*a*b*g*q+177*a*b*g*r-182*a*b*g*x+ 130*a*b*p^2+186*a*b*p*q+260*a*b*p*r-304*a*b*p*x+58*a*b*q^2+186*a*b*q*r-276*a*b* q*x+130*a*b*r^2-336*a*b*r*x+56*a*b*x^2+264*a*c^3+288*a*c^2*g+396*a*c^2*p+268*a* c^2*q+396*a*c^2*r-528*a*c^2*x+90*a*c*g^2+288*a*c*g*p+208*a*c*g*q+288*a*c*g*r-\ 372*a*c*g*x+198*a*c*p^2+268*a*c*p*q+396*a*c*p*r-528*a*c*p*x+80*a*c*q^2+268*a*c* q*r-456*a*c*q*x+198*a*c*r^2-564*a*c*r*x+114*a*c*x^2+6*a*g^3+45*a*g^2*p+37*a*g^2 *q+45*a*g^2*r-54*a*g^2*x+72*a*g*p^2+104*a*g*p*q+144*a*g*p*r-186*a*g*p*x+34*a*g* q^2+104*a*g*q*r-164*a*g*q*x+72*a*g*r^2-197*a*g*r*x+39*a*g*x^2+33*a*p^3+67*a*p^2 *q+99*a*p^2*r-132*a*p^2*x+40*a*p*q^2+134*a*p*q*r-228*a*p*q*x+99*a*p*r^2-282*a*p *r*x+57*a*p*x^2+6*a*q^3+40*a*q^2*r-96*a*q^2*x+67*a*q*r^2-240*a*q*r*x+57*a*q*x^2 +33*a*r^3-150*a*r^2*x+61*a*r*x^2+36*b^4+180*b^3*c+72*b^3*g+70*b^3*p+58*b^3*q+70 *b^3*r-56*b^3*x+364*b^2*c^2+280*b^2*c*g+330*b^2*c*p+224*b^2*c*q+330*b^2*c*r-352 *b^2*c*x+49*b^2*g^2+117*b^2*g*p+97*b^2*g*q+117*b^2*g*r-104*b^2*g*x+76*b^2*p^2+ 103*b^2*p*q+152*b^2*p*r-170*b^2*p*x+28*b^2*q^2+103*b^2*q*r-156*b^2*q*x+76*b^2*r ^2-195*b^2*r*x+28*b^2*x^2+332*b*c^3+384*b*c^2*g+486*b*c^2*p+302*b*c^2*q+486*b*c ^2*r-600*b*c^2*x+135*b*c*g^2+365*b*c*g*p+251*b*c*g*q+365*b*c*g*r-424*b*c*g*x+ 234*b*c*p^2+300*b*c*p*q+468*b*c*p*r-588*b*c*p*x+76*b*c*q^2+300*b*c*q*r-516*b*c* q*x+234*b*c*r^2-666*b*c*r*x+114*b*c*x^2+13*b*g^3+61*b*g^2*p+50*b*g^2*q+61*b*g^2 *r-62*b*g^2*x+87*b*g*p^2+120*b*g*p*q+174*b*g*p*r-208*b*g*p*x+35*b*g*q^2+120*b*g *q*r-186*b*g*q*x+87*b*g*r^2-230*b*g*r*x+39*b*g*x^2+37*b*p^3+73*b*p^2*q+111*b*p^ 2*r-144*b*p^2*x+40*b*p*q^2+146*b*p*q*r-252*b*p*q*x+111*b*p*r^2-322*b*p*r*x+57*b *p*x^2+4*b*q^3+40*b*q^2*r-108*b*q^2*x+73*b*q*r^2-280*b*q*r*x+57*b*q*x^2+37*b*r^ 3-178*b*r^2*x+61*b*r*x^2+112*c^4+176*c^3*g+224*c^3*p+136*c^3*q+224*c^3*r-304*c^ 3*x+96*c^2*g^2+264*c^2*g*p+168*c^2*g*q+264*c^2*g*r-352*c^2*g*x+168*c^2*p^2+204* c^2*p*q+336*c^2*p*r-456*c^2*p*x+52*c^2*q^2+204*c^2*q*r-384*c^2*q*x+168*c^2*r^2-\ 492*c^2*r*x+100*c^2*x^2+20*c*g^3+96*c*g^2*p+66*c*g^2*q+96*c*g^2*r-124*c*g^2*x+ 132*c*g*p^2+168*c*g*p*q+264*c*g*p*r-352*c*g*p*x+46*c*g*q^2+168*c*g*q*r-300*c*g* q*x+132*c*g*r^2-378*c*g*r*x+76*c*g*x^2+56*c*p^3+102*c*p^2*q+168*c*p^2*r-228*c*p ^2*x+52*c*p*q^2+204*c*p*q*r-384*c*p*q*x+168*c*p*r^2-492*c*p*r*x+100*c*p*x^2+6*c *q^3+52*c*q^2*r-156*c*q^2*x+102*c*q*r^2-400*c*q*r*x+100*c*q*x^2+56*c*r^3-264*c* r^2*x+104*c*r*x^2+g^4+10*g^3*p+8*g^3*q+10*g^3*r-12*g^3*x+24*g^2*p^2+33*g^2*p*q+ 48*g^2*p*r-62*g^2*p*x+10*g^2*q^2+33*g^2*q*r-54*g^2*q*x+24*g^2*r^2-66*g^2*r*x+13 *g^2*x^2+22*g*p^3+42*g*p^2*q+66*g*p^2*r-88*g*p^2*x+23*g*p*q^2+84*g*p*q*r-150*g* p*q*x+66*g*p*r^2-189*g*p*r*x+38*g*p*x^2+3*g*q^3+23*g*q^2*r-62*g*q^2*x+42*g*q*r^ 2-157*g*q*r*x+38*g*q*x^2+22*g*r^3-101*g*r^2*x+40*g*r*x^2+7*p^4+17*p^3*q+28*p^3* r-38*p^3*x+13*p^2*q^2+51*p^2*q*r-96*p^2*q*x+42*p^2*r^2-123*p^2*r*x+25*p^2*x^2+3 *p*q^3+26*p*q^2*r-78*p*q^2*x+51*p*q*r^2-200*p*q*r*x+50*p*q*x^2+28*p*r^3-132*p*r ^2*x+52*p*r*x^2+3*q^3*r-20*q^3*x+13*q^2*r^2-77*q^2*r*x+25*q^2*x^2+17*q*r^3-104* q*r^2*x+52*q*r*x^2+7*r^4-47*r^3*x+29*r^2*x^2+18*a^3+76*a^2*b+134*a^2*c+39*a^2*g +67*a^2*p+52*a^2*q+67*a^2*r-56*a^2*x+122*a*b^2+358*a*b*c+119*a*b*g+176*a*b*p+ 128*a*b*q+176*a*b*r-128*a*b*x+264*a*c^2+186*a*c*g+264*a*c*p+182*a*c*q+264*a*c*r -228*a*c*x+27*a*g^2+93*a*g*p+69*a*g*q+93*a*g*r-78*a*g*x+66*a*p^2+91*a*p*q+132*a *p*r-114*a*p*x+28*a*q^2+91*a*q*r-100*a*q*x+66*a*r^2-121*a*r*x+18*a*x^2+64*b^3+ 248*b^2*c+96*b^2*g+111*b^2*p+78*b^2*q+111*b^2*r-72*b^2*x+336*b*c^2+256*b*c*g+ 330*b*c*p+206*b*c*q+330*b*c*r-256*b*c*x+44*b*g^2+121*b*g*p+86*b*g*q+121*b*g*r-\ 88*b*g*x+80*b*p^2+103*b*p*q+160*b*p*r-126*b*p*x+26*b*q^2+103*b*q*r-112*b*q*x+80 *b*r^2-143*b*r*x+18*b*x^2+152*c^3+176*c^2*g+228*c^2*p+140*c^2*q+228*c^2*r-200*c ^2*x+62*c*g^2+176*c*g*p+114*c*g*q+176*c*g*r-152*c*g*x+114*c*p^2+140*c*p*q+228*c *p*r-200*c*p*x+36*c*q^2+140*c*q*r-172*c*q*x+114*c*r^2-214*c*r*x+32*c*x^2+6*g^3+ 31*g^2*p+22*g^2*q+31*g^2*r-26*g^2*x+44*g*p^2+57*g*p*q+88*g*p*r-76*g*p*x+16*g*q^ 2+57*g*q*r-66*g*q*x+44*g*r^2-81*g*r*x+12*g*x^2+19*p^3+35*p^2*q+57*p^2*r-50*p^2* x+18*p*q^2+70*p*q*r-86*p*q*x+57*p*r^2-107*p*r*x+16*p*x^2+2*q^3+18*q^2*r-36*q^2* x+35*q*r^2-89*q*r*x+16*q*x^2+19*r^3-57*r^2*x+16*r*x^2+28*a^2+76*a*b+114*a*c+39* a*g+57*a*p+40*a*q+57*a*r-36*a*x+56*b^2+148*b*c+56*b*g+73*b*p+46*b*q+73*b*r-40*b *x+100*c^2+76*c*g+100*c*p+62*c*q+100*c*r-64*c*x+13*g^2+38*g*p+25*g*q+38*g*r-24* g*x+25*p^2+31*p*q+50*p*r-32*p*x+8*q^2+31*q*r-28*q*x+25*r^2-34*r*x+4*x^2+18*a+24 *b+32*c+12*g+16*p+10*q+16*r-8*x+4): Pbn:= (x-1)^3*x^3*(2*a*b*x+a*g*x+2*b^2*x+3*b*g*x-b*p*x-b*q*x-2*c^2*x+c*g*x-c *p*x-3*c*q*x+g^2*x-p*q*x-q^2*x-2*a*b-a*g-4*b^2-4*b*c-4*b*g+b*p-2*b*q+b*r-2*c*g+ c*p+c*r-4*c*x-g^2-g*q+g*x+p*q-p*x+q*r-3*q*x-4*b-2*g+p+r-2*x)*dx^5-(x-1)^2*x^2*( 6*a^2*b*x^2+3*a^2*g*x^2+12*a*b^2*x^2+12*a*b*c*x^2+16*a*b*g*x^2+3*a*b*p*x^2+3*a* b*q*x^2+10*a*b*r*x^2-6*a*c^2*x^2+9*a*c*g*x^2-3*a*c*p*x^2-9*a*c*q*x^2+5*a*g^2*x^ 2+3*a*g*p*x^2+3*a*g*q*x^2+5*a*g*r*x^2-3*a*p*q*x^2-3*a*q^2*x^2+6*b^3*x^2+12*b^2* c*x^2+13*b^2*g*x^2+3*b^2*p*x^2+3*b^2*q*x^2+10*b^2*r*x^2-6*b*c^2*x^2+21*b*c*g*x^ 2-9*b*c*p*x^2-15*b*c*q*x^2+9*b*g^2*x^2+7*b*g*p*x^2+7*b*g*q*x^2+15*b*g*r*x^2-3*b *p^2*x^2-9*b*p*q*x^2-5*b*p*r*x^2-6*b*q^2*x^2-5*b*q*r*x^2-12*c^3*x^2+2*c^2*g*x^2 -12*c^2*p*x^2-24*c^2*q*x^2-10*c^2*r*x^2+8*c*g^2*x^2+c*g*p*x^2-3*c*g*q*x^2+5*c*g *r*x^2-3*c*p^2*x^2-18*c*p*q*x^2-5*c*p*r*x^2-15*c*q^2*x^2-15*c*q*r*x^2+2*g^3*x^2 +3*g^2*p*x^2+3*g^2*q*x^2+5*g^2*r*x^2-2*g*p*q*x^2-2*g*q^2*x^2-3*p^2*q*x^2-6*p*q^ 2*x^2-5*p*q*r*x^2-3*q^3*x^2-5*q^2*r*x^2-12*a^2*b*x-6*a^2*g*x-24*a*b^2*x-30*a*b* c*x-30*a*b*g*x-6*a*b*p*x-9*a*b*q*x-13*a*b*r*x-10*a*b*x^2+6*a*c^2*x-18*a*c*g*x+6 *a*c*p*x+9*a*c*q*x+3*a*c*r*x-12*a*c*x^2-9*a*g^2*x-6*a*g*p*x-6*a*g*q*x-8*a*g*r*x -2*a*g*x^2+6*a*p*q*x-3*a*p*x^2+3*a*q^2*x+3*a*q*r*x-9*a*q*x^2-12*b^3*x-42*b^2*c* x-22*b^2*g*x-15*b^2*p*x-18*b^2*q*x-25*b^2*r*x-10*b^2*x^2-24*b*c^2*x-47*b*c*g*x-\ 21*b*c*q*x-15*b*c*r*x-12*b*c*x^2-14*b*g^2*x-18*b*g*p*x-18*b*g*q*x-28*b*g*r*x-12 *b*g*x^2+6*b*p^2*x+3*b*p*q*x+11*b*p*r*x+2*b*p*x^2-6*b*q^2*x-4*b*q*r*x-4*b*q*x^2 +5*b*r^2*x+6*c^3*x-13*c^2*g*x+15*c^2*p*x+9*c^2*q*x+10*c^2*r*x-14*c^2*x^2-14*c*g ^2*x-6*c*g*p*x-9*c*g*q*x-12*c*g*r*x-7*c*g*x^2+6*c*p^2*x+21*c*p*q*x+11*c*p*r*x-\ 13*c*p*x^2+3*c*q^2*x+15*c*q*r*x-15*c*q*x^2+5*c*r^2*x-20*c*r*x^2-3*g^3*x-6*g^2*p *x-5*g^2*q*x-8*g^2*r*x-3*g^2*x^2+g*p*x^2-2*g*q^2*x-4*g*q*r*x-3*g*q*x^2+5*g*r*x^ 2+6*p^2*q*x-3*p^2*x^2+6*p*q^2*x+11*p*q*r*x-7*p*q*x^2-5*p*r*x^2+5*q^2*r*x-4*q^2* x^2+5*q*r^2*x-15*q*r*x^2+6*a^2*b+3*a^2*g+12*a*b^2+18*a*b*c+14*a*b*g+3*a*b*p+6*a *b*q+3*a*b*r+4*a*b*x+9*a*c*g-3*a*c*p-3*a*c*r+12*a*c*x+4*a*g^2+3*a*g*p+3*a*g*q+3 *a*g*r-a*g*x-3*a*p*q+6*a*p*x-3*a*q*r+9*a*q*x+3*a*r*x-6*a*x^2+12*b^2*c+4*b^2*g+ 12*b^2*p+12*b^2*r+16*b^2*x+12*b*c^2+16*b*c*g+9*b*c*p+6*b*c*q+9*b*c*r+4*b*g^2+11 *b*g*p+2*b*g*q+11*b*g*r+16*b*g*x-3*b*p^2+6*b*p*q-6*b*p*r-17*b*p*x+6*b*q*r-2*b*q *x-3*b*r^2-26*b*r*x-6*b*x^2+6*c^2*g-3*c^2*p-3*c^2*r+8*c^2*x+5*c*g^2+5*c*g*p+3*c *g*q+5*c*g*r+3*c*g*x-3*c*p^2-3*c*p*q-6*c*p*r+13*c*p*x-3*c*q*r+3*c*q*x-3*c*r^2+9 *c*r*x+8*c*x^2+g^3+3*g^2*p+g^2*q+3*g^2*r+3*g^2*x+2*g*p*q-6*g*p*x+2*g*q*r+3*g*q* x-12*g*r*x-9*g*x^2-3*p^2*q+6*p^2*x-6*p*q*r+4*p*q*x+11*p*r*x-p*x^2-2*q^2*x-3*q*r ^2+4*q*r*x+9*q*x^2+5*r^2*x-10*r*x^2+6*a*b+3*a*g-3*a*p-3*a*r+6*a*x-12*b^2-8*b*g+ 15*b*p-6*b*q+15*b*r+24*b*x-2*c*x-g^2+5*g*p-3*g*q+5*g*r+16*g*x-3*p^2+3*p*q-6*p*r -2*p*x+3*q*r-6*q*x-3*r^2-r*x+10*x^2-12*b-6*g+3*p+3*r-4*x)*dx^4+(x-1)*x*(4*a^3*b *x^3+2*a^3*g*x^3+12*a^2*b^2*x^3+24*a^2*b*c*x^3+16*a^2*b*g*x^3+10*a^2*b*p*x^3+10 *a^2*b*q*x^3+24*a^2*b*r*x^3-4*a^2*c^2*x^3+14*a^2*c*g*x^3-2*a^2*c*p*x^3-6*a^2*c* q*x^3+5*a^2*g^2*x^3+6*a^2*g*p*x^3+6*a^2*g*q*x^3+12*a^2*g*r*x^3-2*a^2*p*q*x^3-2* a^2*q^2*x^3+12*a*b^3*x^3+48*a*b^2*c*x^3+26*a*b^2*g*x^3+20*a*b^2*p*x^3+20*a*b^2* q*x^3+48*a*b^2*r*x^3+16*a*b*c^2*x^3+68*a*b*c*g*x^3+8*a*b*c*p*x^3+48*a*b*c*r*x^3 +18*a*b*g^2*x^3+29*a*b*g*p*x^3+29*a*b*g*q*x^3+64*a*b*g*r*x^3-4*a*b*p*q*x^3+12*a *b*p*r*x^3-4*a*b*q^2*x^3+12*a*b*q*r*x^3+20*a*b*r^2*x^3-24*a*c^3*x^3+18*a*c^2*g* x^3-24*a*c^2*p*x^3-48*a*c^2*q*x^3-24*a*c^2*r*x^3+23*a*c*g^2*x^3+15*a*c*g*p*x^3+ 9*a*c*g*q*x^3+36*a*c*g*r*x^3-6*a*c*p^2*x^3-36*a*c*p*q*x^3-12*a*c*p*r*x^3-30*a*c *q^2*x^3-36*a*c*q*r*x^3+4*a*g^3*x^3+10*a*g^2*p*x^3+10*a*g^2*q*x^3+20*a*g^2*r*x^ 3+3*a*g*p^2*x^3+3*a*g*p*q*x^3+12*a*g*p*r*x^3+12*a*g*q*r*x^3+10*a*g*r^2*x^3-6*a* p^2*q*x^3-12*a*p*q^2*x^3-12*a*p*q*r*x^3-6*a*q^3*x^3-12*a*q^2*r*x^3+4*b^4*x^3+24 *b^3*c*x^3+12*b^3*g*x^3+10*b^3*p*x^3+10*b^3*q*x^3+24*b^3*r*x^3+20*b^2*c^2*x^3+ 54*b^2*c*g*x^3+10*b^2*c*p*x^3+6*b^2*c*q*x^3+48*b^2*c*r*x^3+13*b^2*g^2*x^3+23*b^ 2*g*p*x^3+23*b^2*g*q*x^3+52*b^2*g*r*x^3-2*b^2*p*q*x^3+12*b^2*p*r*x^3-2*b^2*q^2* x^3+12*b^2*q*r*x^3+20*b^2*r^2*x^3-24*b*c^3*x^3+42*b*c^2*g*x^3-36*b*c^2*p*x^3-60 *b*c^2*q*x^3-24*b*c^2*r*x^3+39*b*c*g^2*x^3+31*b*c*g*p*x^3+25*b*c*g*q*x^3+84*b*c *g*r*x^3-18*b*c*p^2*x^3-60*b*c*p*q*x^3-36*b*c*p*r*x^3-42*b*c*q^2*x^3-60*b*c*q*r *x^3+6*b*g^3*x^3+17*b*g^2*p*x^3+17*b*g^2*q*x^3+36*b*g^2*r*x^3+5*b*g*p^2*x^3+7*b *g*p*q*x^3+28*b*g*p*r*x^3+2*b*g*q^2*x^3+28*b*g*q*r*x^3+30*b*g*r^2*x^3-3*b*p^3*x ^3-15*b*p^2*q*x^3-12*b*p^2*r*x^3-21*b*p*q^2*x^3-36*b*p*q*r*x^3-10*b*p*r^2*x^3-9 *b*q^3*x^3-24*b*q^2*r*x^3-10*b*q*r^2*x^3-24*c^4*x^3-4*c^3*g*x^3-36*c^3*p*x^3-60 *c^3*q*x^3-48*c^3*r*x^3+18*c^2*g^2*x^3-4*c^2*g*p*x^3-20*c^2*g*q*x^3+8*c^2*g*r*x ^3-18*c^2*p^2*x^3-72*c^2*p*q*x^3-48*c^2*p*r*x^3-54*c^2*q^2*x^3-96*c^2*q*r*x^3-\ 20*c^2*r^2*x^3+9*c*g^3*x^3+15*c*g^2*p*x^3+13*c*g^2*q*x^3+32*c*g^2*r*x^3-c*g*p^2 *x^3-18*c*g*p*q*x^3+4*c*g*p*r*x^3-17*c*g*q^2*x^3-12*c*g*q*r*x^3+10*c*g*r^2*x^3-\ 3*c*p^3*x^3-27*c*p^2*q*x^3-12*c*p^2*r*x^3-45*c*p*q^2*x^3-72*c*p*q*r*x^3-10*c*p* r^2*x^3-21*c*q^3*x^3-60*c*q^2*r*x^3-30*c*q*r^2*x^3+g^4*x^3+4*g^3*p*x^3+4*g^3*q* x^3+8*g^3*r*x^3+3*g^2*p^2*x^3+5*g^2*p*q*x^3+12*g^2*p*r*x^3+2*g^2*q^2*x^3+12*g^2 *q*r*x^3+10*g^2*r^2*x^3-4*g*p^2*q*x^3-8*g*p*q^2*x^3-8*g*p*q*r*x^3-4*g*q^3*x^3-8 *g*q^2*r*x^3-3*p^3*q*x^3-9*p^2*q^2*x^3-12*p^2*q*r*x^3-9*p*q^3*x^3-24*p*q^2*r*x^ 3-10*p*q*r^2*x^3-3*q^4*x^3-12*q^3*r*x^3-10*q^2*r^2*x^3-12*a^3*b*x^2-6*a^3*g*x^2 -32*a^2*b^2*x^2-64*a^2*b*c*x^2-42*a^2*b*g*x^2-30*a^2*b*p*x^2-24*a^2*b*q*x^2-58* a^2*b*r*x^2-22*a^2*b*x^3+8*a^2*c^2*x^2-36*a^2*c*g*x^2+6*a^2*c*p*x^2+12*a^2*c*q* x^2+2*a^2*c*r*x^2-8*a^2*c*x^3-13*a^2*g^2*x^2-18*a^2*g*p*x^2-14*a^2*g*q*x^2-30*a ^2*g*r*x^2-9*a^2*g*x^3+6*a^2*p*q*x^2-2*a^2*p*x^3+4*a^2*q^2*x^2+2*a^2*q*r*x^2-6* a^2*q*x^3-28*a*b^3*x^2-136*a*b^2*c*x^2-60*a*b^2*g*x^2-64*a*b^2*p*x^2-52*a*b^2*q *x^2-128*a*b^2*r*x^2-44*a*b^2*x^3-88*a*b*c^2*x^2-172*a*b*c*g*x^2-48*a*b*c*p*x^2 -56*a*b*c*q*x^2-146*a*b*c*r*x^2-52*a*b*c*x^3-41*a*b*g^2*x^2-85*a*b*g*p*x^2-66*a *b*g*q*x^2-157*a*b*g*r*x^2-54*a*b*g*x^3-4*a*b*p*q*x^2-24*a*b*p*r*x^2-11*a*b*p*x ^3-8*a*b*q^2*x^2-47*a*b*q*r*x^2-19*a*b*q*x^3-32*a*b*r^2*x^2-20*a*b*r*x^3+32*a*c ^3*x^2-56*a*c^2*g*x^2+52*a*c^2*p*x^2+60*a*c^2*q*x^2+42*a*c^2*r*x^2-26*a*c^2*x^3 -54*a*c*g^2*x^2-47*a*c*g*p*x^2-36*a*c*g*q*x^2-93*a*c*g*r*x^2-29*a*c*g*x^3+18*a* c*p^2*x^2+76*a*c*p*q*x^2+36*a*c*p*r*x^2-25*a*c*p*x^3+34*a*c*q^2*x^2+63*a*c*q*r* x^2-27*a*c*q*x^3+12*a*c*r^2*x^2-48*a*c*r*x^3-9*a*g^3*x^2-28*a*g^2*p*x^2-21*a*g^ 2*q*x^2-47*a*g^2*r*x^2-15*a*g^2*x^3-9*a*g*p^2*x^2-11*a*g*p*q*x^2-30*a*g*p*r*x^2 -6*a*g*p*x^3-5*a*g*q^2*x^2-33*a*g*q*r*x^2-12*a*g*q*x^3-22*a*g*r^2*x^2+2*a*g*r*x ^3+18*a*p^2*q*x^2-6*a*p^2*x^3+24*a*p*q^2*x^2+36*a*p*q*r*x^2-13*a*p*q*x^3-12*a*p *r*x^3+6*a*q^3*x^2+21*a*q^2*r*x^2-7*a*q^2*x^3+12*a*q*r^2*x^2-36*a*q*r*x^3-8*b^4 *x^2-72*b^3*c*x^2-24*b^3*g*x^2-34*b^3*p*x^2-28*b^3*q*x^2-70*b^3*r*x^2-22*b^3*x^ 3-120*b^2*c^2*x^2-136*b^2*c*g*x^2-86*b^2*c*p*x^2-100*b^2*c*q*x^2-208*b^2*c*r*x^ 2-44*b^2*c*x^3-26*b^2*g^2*x^2-65*b^2*g*p*x^2-50*b^2*g*q*x^2-129*b^2*g*r*x^2-45* b^2*g*x^3-12*b^2*p^2*x^2-34*b^2*p*q*x^2-63*b^2*p*r*x^2-9*b^2*p*x^3-24*b^2*q^2*x ^2-88*b^2*q*r*x^2-13*b^2*q*x^3-60*b^2*r^2*x^2-20*b^2*r*x^3-32*b*c^3*x^2-144*b*c ^2*g*x^2+8*b*c^2*p*x^2-36*b*c^2*q*x^2-84*b*c^2*r*x^2-26*b*c^2*x^3-88*b*c*g^2*x^ 2-115*b*c*g*p*x^2-108*b*c*g*q*x^2-248*b*c*g*r*x^2-65*b*c*g*x^3+30*b*c*p^2*x^2+ 32*b*c*p*q*x^2+30*b*c*p*r*x^2-7*b*c*p*x^3-22*b*c*q^2*x^2-51*b*c*q*r*x^2-9*b*c*q *x^3-20*b*c*r^2*x^2-48*b*c*r*x^3-12*b*g^3*x^2-44*b*g^2*p*x^2-32*b*g^2*q*x^2-81* b*g^2*r*x^2-29*b*g^2*x^3-20*b*g*p^2*x^2-39*b*g*p*q*x^2-84*b*g*p*r*x^2-17*b*g*p* x^3-22*b*g*q^2*x^2-99*b*g*q*r*x^2-23*b*g*q*x^3-72*b*g*r^2*x^2-18*b*g*r*x^3+9*b* p^3*x^2+24*b*p^2*q*x^2+33*b*p^2*r*x^2+3*b*p^2*x^3+9*b*p*q^2*x^2+39*b*p*q*r*x^2+ 5*b*p*q*x^3+34*b*p*r^2*x^2-2*b*p*r*x^3-6*b*q^3*x^2-9*b*q^2*r*x^2+2*b*q^2*x^3+4* b*q*r^2*x^2-26*b*q*r*x^3+10*b*r^3*x^2+24*c^4*x^2-20*c^3*g*x^2+60*c^3*p*x^2+48*c ^3*q*x^2+54*c^3*r*x^2-12*c^3*x^3-46*c^2*g^2*x^2-14*c^2*g*p*x^2-14*c^2*g*q*x^2-\ 59*c^2*g*r*x^2-24*c^2*g*x^3+42*c^2*p^2*x^2+108*c^2*p*q*x^2+93*c^2*p*r*x^2-24*c^ 2*p*x^3+30*c^2*q^2*x^2+99*c^2*q*r*x^2-12*c^2*q*x^3+40*c^2*r^2*x^2-76*c^2*r*x^3-\ 19*c*g^3*x^2-42*c*g^2*p*x^2-33*c*g^2*q*x^2-77*c*g^2*r*x^2-21*c*g^2*x^3-2*c*g*p^ 2*x^2+10*c*g*p*q*x^2-24*c*g*p*r*x^2-14*c*g*p*x^3-4*c*g*q^2*x^2-33*c*g*q*r*x^2-\ 16*c*g*q*x^3-28*c*g*r^2*x^2-18*c*g*r*x^3+9*c*p^3*x^2+60*c*p^2*q*x^2+33*c*p^2*r* x^2-15*c*p^2*x^3+57*c*p*q^2*x^2+135*c*p*q*r*x^2-18*c*p*q*x^3+34*c*p*r^2*x^2-62* c*p*r*x^3+6*c*q^3*x^2+54*c*q^2*r*x^2-3*c*q^2*x^3+60*c*q*r^2*x^2-90*c*q*r*x^3+10 *c*r^3*x^2-40*c*r^2*x^3-2*g^4*x^2-10*g^3*p*x^2-7*g^3*q*x^2-17*g^3*r*x^2-6*g^3*x ^3-9*g^2*p^2*x^2-14*g^2*p*q*x^2-30*g^2*p*r*x^2-6*g^2*p*x^3-6*g^2*q^2*x^2-30*g^2 *q*r*x^2-8*g^2*q*x^3-22*g^2*r^2*x^2-2*g^2*r*x^3+7*g*p^2*q*x^2-g*p^2*x^3+6*g*p*q ^2*x^2+6*g*p*q*r*x^2-3*g*p*q*x^3+4*g*p*r*x^3-g*q^3*x^2-4*g*q^2*r*x^2-2*g*q^2*x^ 3-6*g*q*r^2*x^2-12*g*q*r*x^3+10*g*r^2*x^3+9*p^3*q*x^2-3*p^3*x^3+18*p^2*q^2*x^2+ 33*p^2*q*r*x^2-6*p^2*q*x^3-12*p^2*r*x^3+9*p*q^3*x^2+42*p*q^2*r*x^2-3*p*q^2*x^3+ 34*p*q*r^2*x^2-38*p*q*r*x^3-10*p*r^2*x^3+9*q^3*r*x^2+20*q^2*r^2*x^2-26*q^2*r*x^ 3+10*q*r^3*x^2-30*q*r^2*x^3+12*a^3*b*x+6*a^3*g*x+28*a^2*b^2*x+56*a^2*b*c*x+36*a ^2*b*g*x+30*a^2*b*p*x+18*a^2*b*q*x+44*a^2*b*r*x+46*a^2*b*x^2-4*a^2*c^2*x+30*a^2 *c*g*x-6*a^2*c*p*x-6*a^2*c*q*x-4*a^2*c*r*x+16*a^2*c*x^2+11*a^2*g^2*x+18*a^2*g*p *x+10*a^2*g*q*x+24*a^2*g*r*x+19*a^2*g*x^2-6*a^2*p*q*x+6*a^2*p*x^2-2*a^2*q^2*x-4 *a^2*q*r*x+12*a^2*q*x^2+2*a^2*r*x^2-4*a^2*x^3+16*a*b^3*x+104*a*b^2*c*x+38*a*b^2 *g*x+68*a*b^2*p*x+32*a*b^2*q*x+104*a*b^2*r*x+106*a*b^2*x^2+92*a*b*c^2*x+126*a*b *c*g*x+72*a*b*c*p*x+64*a*b*c*q*x+130*a*b*c*r*x+102*a*b*c*x^2+27*a*b*g^2*x+83*a* b*g*p*x+39*a*b*g*q*x+120*a*b*g*r*x+121*a*b*g*x^2+20*a*b*p*q*x+12*a*b*p*r*x-a*b* p*x^2+12*a*b*q^2*x+47*a*b*q*r*x+39*a*b*q*x^2+12*a*b*r^2*x-23*a*b*r*x^2-8*a*b*x^ 3-8*a*c^3*x+48*a*c^2*g*x-32*a*c^2*p*x-12*a*c^2*q*x-22*a*c^2*r*x+38*a*c^2*x^2+38 *a*c*g^2*x+49*a*c*g*p*x+31*a*c*g*q*x+74*a*c*g*r*x+56*a*c*g*x^2-18*a*c*p^2*x-44* a*c*p*q*x-36*a*c*p*r*x+49*a*c*p*x^2-4*a*c*q^2*x-31*a*c*q*r*x+33*a*c*q*x^2-18*a* c*r^2*x+61*a*c*r*x^2+20*a*c*x^3+6*a*g^3*x+26*a*g^2*p*x+12*a*g^2*q*x+35*a*g^2*r* x+32*a*g^2*x^2+9*a*g*p^2*x+13*a*g*p*q*x+24*a*g*p*r*x+4*a*g*p*x^2+5*a*g*q^2*x+26 *a*g*q*r*x+26*a*g*q*x^2+15*a*g*r^2*x-20*a*g*r*x^2-17*a*g*x^3-18*a*p^2*q*x+18*a* p^2*x^2-12*a*p*q^2*x-36*a*p*q*r*x+21*a*p*q*x^2+36*a*p*r*x^2-a*p*x^3-9*a*q^2*r*x +5*a*q^2*x^2-18*a*q*r^2*x+40*a*q*r*x^2+21*a*q*x^3+12*a*r^2*x^2-24*a*r*x^3+32*b^ 3*c*x+8*b^3*g*x+24*b^3*p*x+36*b^3*r*x+60*b^3*x^2+84*b^2*c^2*x+74*b^2*c*g*x+100* b^2*c*p*x+40*b^2*c*q*x+154*b^2*c*r*x+134*b^2*c*x^2+12*b^2*g^2*x+50*b^2*g*p*x+12 *b^2*g*q*x+76*b^2*g*r*x+106*b^2*g*x^2+24*b^2*p^2*x+36*b^2*p*q*x+75*b^2*p*r*x+24 *b^2*p*x^2+54*b^2*q*r*x+58*b^2*q*x^2+51*b^2*r^2*x+3*b^2*r*x^2-4*b^2*x^3+48*b*c^ 3*x+102*b*c^2*g*x+50*b*c^2*p*x+46*b*c^2*q*x+100*b*c^2*r*x+68*b*c^2*x^2+51*b*c*g ^2*x+115*b*c*g*p*x+55*b*c*g*q*x+177*b*c*g*r*x+155*b*c*g*x^2-6*b*c*p^2*x+40*b*c* p*q*x+18*b*c*p*r*x-15*b*c*p*x^2+12*b*c*q^2*x+79*b*c*q*r*x+39*b*c*q*x^2+24*b*c*r ^2*x-57*b*c*r*x^2+20*b*c*x^3+6*b*g^3*x+35*b*g^2*p*x+12*b*g^2*q*x+51*b*g^2*r*x+ 62*b*g^2*x^2+25*b*g*p^2*x+36*b*g*p*q*x+76*b*g*p*r*x+31*b*g*p*x^2+4*b*g*q^2*x+60 *b*g*q*r*x+70*b*g*q*x^2+51*b*g*r^2*x-17*b*g*x^3-9*b*p^3*x-3*b*p^2*q*x-30*b*p^2* r*x-21*b*p^2*x^2+12*b*p*q^2*x+9*b*p*q*r*x-23*b*p*q*x^2-33*b*p*r^2*x-64*b*p*r*x^ 2-b*p*x^3+18*b*q^2*r*x+12*b*q*r^2*x-36*b*q*r*x^2+21*b*q*x^3-12*b*r^3*x-54*b*r^2 *x^2-24*b*r*x^3-4*c^4*x+24*c^3*g*x-26*c^3*p*x-6*c^3*q*x-18*c^3*r*x+18*c^3*x^2+ 31*c^2*g^2*x+29*c^2*g*p*x+21*c^2*g*q*x+53*c^2*g*r*x+47*c^2*g*x^2-30*c^2*p^2*x-\ 38*c^2*p*q*x-57*c^2*p*r*x+39*c^2*p*x^2-2*c^2*q^2*x-27*c^2*q*r*x+3*c^2*q*x^2-27* c^2*r^2*x+62*c^2*r*x^2+48*c^2*x^3+11*c*g^3*x+37*c*g^2*p*x+18*c*g^2*q*x+53*c*g^2 *r*x+43*c*g^2*x^2+7*c*g*p^2*x+13*c*g*p*q*x+28*c*g*p*r*x+16*c*g*p*x^2+5*c*g*q^2* x+35*c*g*q*r*x+38*c*g*q*x^2+21*c*g*r^2*x-16*c*g*r*x^2-6*c*g*x^3-9*c*p^3*x-39*c* p^2*q*x-30*c*p^2*r*x+33*c*p^2*x^2-12*c*p*q^2*x-75*c*p*q*r*x+12*c*p*q*x^2-33*c*p *r^2*x+92*c*p*r*x^2+30*c*p*x^3-9*c*q^2*r*x-15*c*q^2*x^2-36*c*q*r^2*x+48*c*q*r*x ^2+66*c*q*x^3-12*c*r^3*x+46*c*r^2*x^2-8*c*r*x^3+g^4*x+8*g^3*p*x+3*g^3*q*x+11*g^ 3*r*x+12*g^3*x^2+9*g^2*p^2*x+11*g^2*p*q*x+24*g^2*p*r*x+9*g^2*p*x^2+2*g^2*q^2*x+ 18*g^2*q*r*x+20*g^2*q*x^2+15*g^2*r^2*x-4*g^2*r*x^2-9*g^2*x^3-2*g*p^2*q*x-2*g*p^ 2*x^2+2*g*p*q^2*x+4*g*p*q*r*x+3*g*p*q*x^2-24*g*p*r*x^2-10*g*p*x^3+6*g*q^2*r*x+6 *g*q^2*x^2+6*g*q*r^2*x-4*g*q*r*x^2+4*g*q*x^3-28*g*r^2*x^2-26*g*r*x^3-9*p^3*q*x+ 9*p^3*x^2-9*p^2*q^2*x-30*p^2*q*r*x+9*p^2*q*x^2+33*p^2*r*x^2+3*p^2*x^3-18*p*q^2* r*x-6*p*q^2*x^2-33*p*q*r^2*x+41*p*q*r*x^2+24*p*q*x^3+34*p*r^2*x^2-14*p*r*x^3-6* q^3*x^2-9*q^2*r^2*x+4*q^2*r*x^2+21*q^2*x^3-12*q*r^3*x+26*q*r^2*x^2+6*q*r*x^3+10 *r^3*x^2-20*r^2*x^3-4*a^3*b-2*a^3*g-8*a^2*b^2-16*a^2*b*c-10*a^2*b*g-10*a^2*b*p-\ 4*a^2*b*q-10*a^2*b*r-26*a^2*b*x-8*a^2*c*g+2*a^2*c*p+2*a^2*c*r-8*a^2*c*x-3*a^2*g ^2-6*a^2*g*p-2*a^2*g*q-6*a^2*g*r-11*a^2*g*x+2*a^2*p*q-6*a^2*p*x+2*a^2*q*r-6*a^2 *q*x-4*a^2*r*x+8*a^2*x^2-16*a*b^2*c-4*a*b^2*g-24*a*b^2*p-24*a*b^2*r-82*a*b^2*x-\ 20*a*b*c^2-22*a*b*c*g-32*a*b*c*p-8*a*b*c*q-32*a*b*c*r-64*a*b*c*x-4*a*b*g^2-27*a *b*g*p-2*a*b*g*q-27*a*b*g*r-87*a*b*g*x-12*a*b*p*q+35*a*b*p*x-12*a*b*q*r-30*a*b* q*x+66*a*b*r*x+64*a*b*x^2-10*a*c^2*g+4*a*c^2*p+4*a*c^2*r-12*a*c^2*x-7*a*c*g^2-\ 17*a*c*g*p-4*a*c*g*q-17*a*c*g*r-34*a*c*g*x+6*a*c*p^2+4*a*c*p*q+12*a*c*p*r-23*a* c*p*x+4*a*c*q*r-6*a*c*q*x+6*a*c*r^2-12*a*c*r*x-20*a*c*x^2-a*g^3-8*a*g^2*p-a*g^2 *q-8*a*g^2*r-22*a*g^2*x-3*a*g*p^2-5*a*g*p*q-6*a*g*p*r+10*a*g*p*x-5*a*g*q*r-19*a *g*q*x-3*a*g*r^2+26*a*g*r*x+49*a*g*x^2+6*a*p^2*q-18*a*p^2*x+12*a*p*q*r-3*a*p*q* x-36*a*p*r*x-3*a*p*x^2+2*a*q^2*x+6*a*q*r^2+a*q*r*x-27*a*q*x^2-18*a*r^2*x+19*a*r *x^2+22*a*x^3-36*b^3*x-8*b^2*c^2-4*b^2*c*g-24*b^2*c*p-24*b^2*c*r-104*b^2*c*x-8* b^2*g*p-8*b^2*g*r-66*b^2*g*x-12*b^2*p^2-24*b^2*p*r-27*b^2*p*x-54*b^2*q*x-12*b^2 *r^2-15*b^2*r*x+56*b^2*x^2-8*b*c^3-12*b*c^2*g-22*b*c^2*p-4*b*c^2*q-22*b*c^2*r-\ 48*b*c^2*x-4*b*c*g^2-31*b*c*g*p-2*b*c*g*q-31*b*c*g*r-108*b*c*g*x-6*b*c*p^2-12*b *c*p*q-12*b*c*p*r+39*b*c*p*x-12*b*c*q*r-58*b*c*q*x-6*b*c*r^2+82*b*c*r*x+88*b*c* x^2-8*b*g^2*p-8*b*g^2*r-40*b*g^2*x-10*b*g*p^2-4*b*g*p*q-20*b*g*p*r-16*b*g*p*x-4 *b*g*q*r-54*b*g*q*x-10*b*g*r^2+4*b*g*r*x+74*b*g*x^2+3*b*p^3-6*b*p^2*q+9*b*p^2*r +33*b*p^2*x-12*b*p*q*r+12*b*p*q*x+9*b*p*r^2+96*b*p*r*x+40*b*p*x^2-18*b*q^2*x-6* b*q*r^2+24*b*q*r*x+30*b*q*x^2+3*b*r^3+63*b*r^2*x+57*b*r*x^2+22*b*x^3-4*c^3*g+2* c^3*p+2*c^3*r-4*c^3*x-4*c^2*g^2-11*c^2*g*p-2*c^2*g*q-11*c^2*g*r-26*c^2*g*x+6*c^ 2*p^2+2*c^2*p*q+12*c^2*p*r-12*c^2*p*x+2*c^2*q*r+6*c^2*r^2-3*c^2*r*x-36*c^2*x^2- c*g^3-10*c*g^2*p-c*g^2*q-10*c*g^2*r-28*c*g^2*x-4*c*g*p^2-5*c*g*p*q-8*c*g*p*r+5* c*g*p*x-5*c*g*q*r-30*c*g*q*x-4*c*g*r^2+29*c*g*r*x+55*c*g*x^2+3*c*p^3+6*c*p^2*q+ 9*c*p^2*r-21*c*p^2*x+12*c*p*q*r+11*c*p*q*x+9*c*p*r^2-36*c*p*r*x-39*c*p*x^2+2*c* q^2*x+6*c*q*r^2+15*c*q*r*x-57*c*q*x^2+3*c*r^3-15*c*r^2*x-8*c*r*x^2+36*c*x^3-2*g ^3*p-2*g^3*r-8*g^3*x-3*g^2*p^2-2*g^2*p*q-6*g^2*p*r-2*g^2*p*x-2*g^2*q*r-14*g^2*q *x-3*g^2*r^2+5*g^2*r*x+26*g^2*x^2-g*p^2*q+7*g*p^2*x-2*g*p*q*r-g*p*q*x+28*g*p*r* x+30*g*p*x^2-8*g*q^2*x-g*q*r^2+6*g*q*r*x+16*g*q*x^2+21*g*r^2*x+43*g*r*x^2+14*g* x^3+3*p^3*q-9*p^3*x+9*p^2*q*r-30*p^2*r*x-9*p^2*x^2+9*p*q^2*x+9*p*q*r^2+3*p*q*r* x-33*p*q*x^2-33*p*r^2*x-p*r*x^2+18*p*x^3+9*q^2*r*x-18*q^2*x^2+3*q*r^3+3*q*r^2*x -21*q*r*x^2+18*q*x^3-12*r^3*x+6*r^2*x^2+20*r*x^3+2*a^2*b+a^2*g+2*a^2*p+2*a^2*r-\ 4*a^2*x+20*a*b^2+14*a*b*c+20*a*b*g-23*a*b*p+10*a*b*q-23*a*b*r-76*a*b*x+7*a*c*g- a*c*p-a*c*r+5*a*g^2-8*a*g*p+5*a*g*q-8*a*g*r-42*a*g*x+6*a*p^2-5*a*p*q+12*a*p*r+9 *a*p*x-5*a*q*r+6*a*q*x+6*a*r^2+10*a*r*x-26*a*x^2+20*b^2*c+8*b^2*g+12*b^2*p+12*b ^2*r-36*b^2*x+12*b*c^2+24*b*c*g-17*b*c*p+10*b*c*q-17*b*c*r-96*b*c*x+8*b*g^2+2*b *g*p+4*b*g*q+2*b*g*r-54*b*g*x-15*b*p^2+6*b*p*q-30*b*p*r-51*b*p*x+6*b*q*r-36*b*q *x-15*b*r^2-51*b*r*x-12*b*x^2+6*c^2*g-3*c^2*p-3*c^2*r+4*c^2*x+7*c*g^2-7*c*g*p+5 *c*g*q-7*c*g*r-48*c*g*x+3*c*p^2-5*c*p*q+6*c*p*r+14*c*p*x-5*c*q*r+6*c*q*x+3*c*r^ 2+15*c*r*x-30*c*x^2+2*g^3-g^2*p+2*g^2*q-g^2*r-19*g^2*x-4*g*p^2+g*p*q-8*g*p*r-24 *g*p*x+g*q*r-15*g*q*x-4*g*r^2-24*g*r*x-12*g*x^2+3*p^3-3*p^2*q+9*p^2*r+9*p^2*x-6 *p*q*r+9*p*q*x+9*p*r^2+21*p*r*x-18*p*x^2-3*q*r^2+9*q*r*x-12*q*x^2+3*r^3+12*r^2* x-16*r*x^2+20*a*b+10*a*g-5*a*p-5*a*r+4*a*x+20*b*c+8*b*g+12*b*p+12*b*r+10*c*g-5* c*p-5*c*r+4*c*x+4*g^2+4*g*p+4*g*r+2*g*x-3*p^2-6*p*r-3*r^2)*dx^3+(-8*a^3*b*c*x^4 -4*a^3*b*p*x^4-4*a^3*b*q*x^4-12*a^3*b*r*x^4-4*a^3*c*g*x^4-2*a^3*g*p*x^4-2*a^3*g *q*x^4-6*a^3*g*r*x^4-24*a^2*b^2*c*x^4-12*a^2*b^2*p*x^4-12*a^2*b^2*q*x^4-36*a^2* b^2*r*x^4-24*a^2*b*c^2*x^4-32*a^2*b*c*g*x^4-20*a^2*b*c*p*x^4-20*a^2*b*c*q*x^4-\ 72*a^2*b*c*r*x^4-16*a^2*b*g*p*x^4-16*a^2*b*g*q*x^4-48*a^2*b*g*r*x^4-4*a^2*b*p^2 *x^4-8*a^2*b*p*q*x^4-30*a^2*b*p*r*x^4-4*a^2*b*q^2*x^4-30*a^2*b*q*r*x^4-36*a^2*b *r^2*x^4+8*a^2*c^3*x^4-16*a^2*c^2*g*x^4+8*a^2*c^2*p*x^4+16*a^2*c^2*q*x^4+12*a^2 *c^2*r*x^4-10*a^2*c*g^2*x^4-14*a^2*c*g*p*x^4-14*a^2*c*g*q*x^4-42*a^2*c*g*r*x^4+ 2*a^2*c*p^2*x^4+12*a^2*c*p*q*x^4+6*a^2*c*p*r*x^4+10*a^2*c*q^2*x^4+18*a^2*c*q*r* x^4-5*a^2*g^2*p*x^4-5*a^2*g^2*q*x^4-15*a^2*g^2*r*x^4-3*a^2*g*p^2*x^4-6*a^2*g*p* q*x^4-18*a^2*g*p*r*x^4-3*a^2*g*q^2*x^4-18*a^2*g*q*r*x^4-18*a^2*g*r^2*x^4+2*a^2* p^2*q*x^4+4*a^2*p*q^2*x^4+6*a^2*p*q*r*x^4+2*a^2*q^3*x^4+6*a^2*q^2*r*x^4-24*a*b^ 3*c*x^4-12*a*b^3*p*x^4-12*a*b^3*q*x^4-36*a*b^3*r*x^4-48*a*b^2*c^2*x^4-52*a*b^2* c*g*x^4-40*a*b^2*c*p*x^4-40*a*b^2*c*q*x^4-144*a*b^2*c*r*x^4-26*a*b^2*g*p*x^4-26 *a*b^2*g*q*x^4-78*a*b^2*g*r*x^4-8*a*b^2*p^2*x^4-16*a*b^2*p*q*x^4-60*a*b^2*p*r*x ^4-8*a*b^2*q^2*x^4-60*a*b^2*q*r*x^4-72*a*b^2*r^2*x^4-72*a*b*c^2*g*x^4+4*a*b*c^2 *p*x^4+20*a*b*c^2*q*x^4-48*a*b*c^2*r*x^4-36*a*b*c*g^2*x^4-62*a*b*c*g*p*x^4-62*a *b*c*g*q*x^4-204*a*b*c*g*r*x^4+4*a*b*c*p^2*x^4+24*a*b*c*p*q*x^4-24*a*b*c*p*r*x^ 4+20*a*b*c*q^2*x^4-72*a*b*c*r^2*x^4-18*a*b*g^2*p*x^4-18*a*b*g^2*q*x^4-54*a*b*g^ 2*r*x^4-13*a*b*g*p^2*x^4-26*a*b*g*p*q*x^4-87*a*b*g*p*r*x^4-13*a*b*g*q^2*x^4-87* a*b*g*q*r*x^4-96*a*b*g*r^2*x^4+a*b*p^3*x^4+7*a*b*p^2*q*x^4+11*a*b*p*q^2*x^4+12* a*b*p*q*r*x^4-18*a*b*p*r^2*x^4+5*a*b*q^3*x^4+12*a*b*q^2*r*x^4-18*a*b*q*r^2*x^4-\ 20*a*b*r^3*x^4+24*a*c^4*x^4-8*a*c^3*g*x^4+36*a*c^3*p*x^4+60*a*c^3*q*x^4+72*a*c^ 3*r*x^4-26*a*c^2*g^2*x^4-12*a*c^2*g*p*x^4-54*a*c^2*g*r*x^4+18*a*c^2*p^2*x^4+72* a*c^2*p*q*x^4+72*a*c^2*p*r*x^4+54*a*c^2*q^2*x^4+144*a*c^2*q*r*x^4+36*a*c^2*r^2* x^4-8*a*c*g^3*x^4-23*a*c*g^2*p*x^4-23*a*c*g^2*q*x^4-69*a*c*g^2*r*x^4-6*a*c*g*p^ 2*x^4-45*a*c*g*p*r*x^4+6*a*c*g*q^2*x^4-27*a*c*g*q*r*x^4-54*a*c*g*r^2*x^4+3*a*c* p^3*x^4+27*a*c*p^2*q*x^4+18*a*c*p^2*r*x^4+45*a*c*p*q^2*x^4+108*a*c*p*q*r*x^4+18 *a*c*p*r^2*x^4+21*a*c*q^3*x^4+90*a*c*q^2*r*x^4+54*a*c*q*r^2*x^4-4*a*g^3*p*x^4-4 *a*g^3*q*x^4-12*a*g^3*r*x^4-5*a*g^2*p^2*x^4-10*a*g^2*p*q*x^4-30*a*g^2*p*r*x^4-5 *a*g^2*q^2*x^4-30*a*g^2*q*r*x^4-30*a*g^2*r^2*x^4-a*g*p^3*x^4-9*a*g*p^2*r*x^4+3* a*g*p*q^2*x^4-9*a*g*p*q*r*x^4-18*a*g*p*r^2*x^4+2*a*g*q^3*x^4-18*a*g*q*r^2*x^4-\ 10*a*g*r^3*x^4+3*a*p^3*q*x^4+9*a*p^2*q^2*x^4+18*a*p^2*q*r*x^4+9*a*p*q^3*x^4+36* a*p*q^2*r*x^4+18*a*p*q*r^2*x^4+3*a*q^4*x^4+18*a*q^3*r*x^4+18*a*q^2*r^2*x^4-8*b^ 4*c*x^4-4*b^4*p*x^4-4*b^4*q*x^4-12*b^4*r*x^4-24*b^3*c^2*x^4-24*b^3*c*g*x^4-20*b ^3*c*p*x^4-20*b^3*c*q*x^4-72*b^3*c*r*x^4-12*b^3*g*p*x^4-12*b^3*g*q*x^4-36*b^3*g *r*x^4-4*b^3*p^2*x^4-8*b^3*p*q*x^4-30*b^3*p*r*x^4-4*b^3*q^2*x^4-30*b^3*q*r*x^4-\ 36*b^3*r^2*x^4-8*b^2*c^3*x^4-56*b^2*c^2*g*x^4-4*b^2*c^2*p*x^4+4*b^2*c^2*q*x^4-\ 60*b^2*c^2*r*x^4-26*b^2*c*g^2*x^4-48*b^2*c*g*p*x^4-48*b^2*c*g*q*x^4-162*b^2*c*g *r*x^4+2*b^2*c*p^2*x^4+12*b^2*c*p*q*x^4-30*b^2*c*p*r*x^4+10*b^2*c*q^2*x^4-18*b^ 2*c*q*r*x^4-72*b^2*c*r^2*x^4-13*b^2*g^2*p*x^4-13*b^2*g^2*q*x^4-39*b^2*g^2*r*x^4 -10*b^2*g*p^2*x^4-20*b^2*g*p*q*x^4-69*b^2*g*p*r*x^4-10*b^2*g*q^2*x^4-69*b^2*g*q *r*x^4-78*b^2*g*r^2*x^4+b^2*p^3*x^4+5*b^2*p^2*q*x^4+7*b^2*p*q^2*x^4+6*b^2*p*q*r *x^4-18*b^2*p*r^2*x^4+3*b^2*q^3*x^4+6*b^2*q^2*r*x^4-18*b^2*q*r^2*x^4-20*b^2*r^3 *x^4+24*b*c^4*x^4-24*b*c^3*g*x^4+44*b*c^3*p*x^4+68*b*c^3*q*x^4+72*b*c^3*r*x^4-\ 42*b*c^2*g^2*x^4-28*b*c^2*g*p*x^4-16*b*c^2*g*q*x^4-126*b*c^2*g*r*x^4+30*b*c^2*p ^2*x^4+96*b*c^2*p*q*x^4+108*b*c^2*p*r*x^4+66*b*c^2*q^2*x^4+180*b*c^2*q*r*x^4+36 *b*c^2*r^2*x^4-12*b*c*g^3*x^4-37*b*c*g^2*p*x^4-37*b*c*g^2*q*x^4-117*b*c*g^2*r*x ^4-10*b*c*g*p^2*x^4-8*b*c*g*p*q*x^4-93*b*c*g*p*r*x^4+2*b*c*g*q^2*x^4-75*b*c*g*q *r*x^4-126*b*c*g*r^2*x^4+9*b*c*p^3*x^4+45*b*c*p^2*q*x^4+54*b*c*p^2*r*x^4+63*b*c *p*q^2*x^4+180*b*c*p*q*r*x^4+54*b*c*p*r^2*x^4+27*b*c*q^3*x^4+126*b*c*q^2*r*x^4+ 90*b*c*q*r^2*x^4-6*b*g^3*p*x^4-6*b*g^3*q*x^4-18*b*g^3*r*x^4-8*b*g^2*p^2*x^4-16* b*g^2*p*q*x^4-51*b*g^2*p*r*x^4-8*b*g^2*q^2*x^4-51*b*g^2*q*r*x^4-54*b*g^2*r^2*x^ 4-b*g*p^3*x^4-15*b*g*p^2*r*x^4+3*b*g*p*q^2*x^4-21*b*g*p*q*r*x^4-42*b*g*p*r^2*x^ 4+2*b*g*q^3*x^4-6*b*g*q^2*r*x^4-42*b*g*q*r^2*x^4-30*b*g*r^3*x^4+b*p^4*x^4+7*b*p ^3*q*x^4+9*b*p^3*r*x^4+15*b*p^2*q^2*x^4+45*b*p^2*q*r*x^4+18*b*p^2*r^2*x^4+13*b* p*q^3*x^4+63*b*p*q^2*r*x^4+54*b*p*q*r^2*x^4+10*b*p*r^3*x^4+4*b*q^4*x^4+27*b*q^3 *r*x^4+36*b*q^2*r^2*x^4+10*b*q*r^3*x^4+16*c^5*x^4+8*c^4*g*x^4+32*c^4*p*x^4+48*c ^4*q*x^4+72*c^4*r*x^4-12*c^3*g^2*x^4+12*c^3*g*p*x^4+28*c^3*g*q*x^4+12*c^3*g*r*x ^4+24*c^3*p^2*x^4+80*c^3*p*q*x^4+108*c^3*p*r*x^4+56*c^3*q^2*x^4+180*c^3*q*r*x^4 +72*c^3*r^2*x^4-10*c^2*g^3*x^4-16*c^2*g^2*p*x^4-12*c^2*g^2*q*x^4-54*c^2*g^2*r*x ^4+6*c^2*g*p^2*x^4+36*c^2*g*p*q*x^4+12*c^2*g*p*r*x^4+30*c^2*g*q^2*x^4+60*c^2*g* q*r*x^4-12*c^2*g*r^2*x^4+8*c^2*p^3*x^4+48*c^2*p^2*q*x^4+54*c^2*p^2*r*x^4+72*c^2 *p*q^2*x^4+216*c^2*p*q*r*x^4+72*c^2*p*r^2*x^4+32*c^2*q^3*x^4+162*c^2*q^2*r*x^4+ 144*c^2*q*r^2*x^4+20*c^2*r^3*x^4-2*c*g^4*x^4-9*c*g^3*p*x^4-9*c*g^3*q*x^4-27*c*g ^3*r*x^4-7*c*g^2*p^2*x^4-10*c*g^2*p*q*x^4-45*c*g^2*p*r*x^4-3*c*g^2*q^2*x^4-39*c *g^2*q*r*x^4-48*c*g^2*r^2*x^4+c*g*p^3*x^4+15*c*g*p^2*q*x^4+3*c*g*p^2*r*x^4+27*c *g*p*q^2*x^4+54*c*g*p*q*r*x^4-6*c*g*p*r^2*x^4+13*c*g*q^3*x^4+51*c*g*q^2*r*x^4+ 18*c*g*q*r^2*x^4-10*c*g*r^3*x^4+c*p^4*x^4+12*c*p^3*q*x^4+9*c*p^3*r*x^4+30*c*p^2 *q^2*x^4+81*c*p^2*q*r*x^4+18*c*p^2*r^2*x^4+28*c*p*q^3*x^4+135*c*p*q^2*r*x^4+108 *c*p*q*r^2*x^4+10*c*p*r^3*x^4+9*c*q^4*x^4+63*c*q^3*r*x^4+90*c*q^2*r^2*x^4+30*c* q*r^3*x^4-g^4*p*x^4-g^4*q*x^4-3*g^4*r*x^4-2*g^3*p^2*x^4-4*g^3*p*q*x^4-12*g^3*p* r*x^4-2*g^3*q^2*x^4-12*g^3*q*r*x^4-12*g^3*r^2*x^4-g^2*p^3*x^4-2*g^2*p^2*q*x^4-9 *g^2*p^2*r*x^4-g^2*p*q^2*x^4-15*g^2*p*q*r*x^4-18*g^2*p*r^2*x^4-6*g^2*q^2*r*x^4-\ 18*g^2*q*r^2*x^4-10*g^2*r^3*x^4+2*g*p^3*q*x^4+6*g*p^2*q^2*x^4+12*g*p^2*q*r*x^4+ 6*g*p*q^3*x^4+24*g*p*q^2*r*x^4+12*g*p*q*r^2*x^4+2*g*q^4*x^4+12*g*q^3*r*x^4+12*g *q^2*r^2*x^4+p^4*q*x^4+4*p^3*q^2*x^4+9*p^3*q*r*x^4+6*p^2*q^3*x^4+27*p^2*q^2*r*x ^4+18*p^2*q*r^2*x^4+4*p*q^4*x^4+27*p*q^3*r*x^4+36*p*q^2*r^2*x^4+10*p*q*r^3*x^4+ q^5*x^4+9*q^4*r*x^4+18*q^3*r^2*x^4+10*q^2*r^3*x^4+24*a^3*b*c*x^3+16*a^3*b*p*x^3 +12*a^3*b*q*x^3+40*a^3*b*r*x^3+12*a^3*b*x^4+12*a^3*c*g*x^3+8*a^3*g*p*x^3+6*a^3* g*q*x^3+20*a^3*g*r*x^3+6*a^3*g*x^4+72*a^2*b^2*c*x^3+44*a^2*b^2*p*x^3+32*a^2*b^2 *q*x^3+120*a^2*b^2*r*x^3+36*a^2*b^2*x^4+80*a^2*b*c^2*x^3+92*a^2*b*c*g*x^3+76*a^ 2*b*c*p*x^3+64*a^2*b*c*q*x^3+236*a^2*b*c*r*x^3+56*a^2*b*c*x^4+58*a^2*b*g*p*x^3+ 42*a^2*b*g*q*x^3+152*a^2*b*g*r*x^3+48*a^2*b*g*x^4+16*a^2*b*p^2*x^3+28*a^2*b*p*q *x^3+98*a^2*b*p*r*x^3+22*a^2*b*p*x^4+12*a^2*b*q^2*x^3+98*a^2*b*q*r*x^3+22*a^2*b *q*x^4+102*a^2*b*r^2*x^3+30*a^2*b*r*x^4-16*a^2*c^3*x^3+48*a^2*c^2*g*x^3-24*a^2* c^2*p*x^3-32*a^2*c^2*q*x^3-28*a^2*c^2*r*x^3+4*a^2*c^2*x^4+28*a^2*c*g^2*x^3+50*a ^2*c*g*p*x^3+40*a^2*c*g*q*x^3+132*a^2*c*g*r*x^3+30*a^2*c*g*x^4-8*a^2*c*p^2*x^3-\ 36*a^2*c*p*q*x^3-22*a^2*c*p*r*x^3+6*a^2*c*p*x^4-20*a^2*c*q^2*x^3-42*a^2*c*q*r*x ^3+2*a^2*c*q*x^4-6*a^2*c*r^2*x^3+24*a^2*c*r*x^4+18*a^2*g^2*p*x^3+13*a^2*g^2*q*x ^3+46*a^2*g^2*r*x^3+15*a^2*g^2*x^4+12*a^2*g*p^2*x^3+20*a^2*g*p*q*x^3+60*a^2*g*p *r*x^3+12*a^2*g*p*x^4+8*a^2*g*q^2*x^3+56*a^2*g*q*r*x^3+12*a^2*g*q*x^4+54*a^2*g* r^2*x^3+9*a^2*g*r*x^4-8*a^2*p^2*q*x^3+2*a^2*p^2*x^4-12*a^2*p*q^2*x^3-22*a^2*p*q *r*x^3+2*a^2*p*q*x^4+6*a^2*p*r*x^4-4*a^2*q^3*x^3-14*a^2*q^2*r*x^3-6*a^2*q*r^2*x ^3+18*a^2*q*r*x^4+72*a*b^3*c*x^3+40*a*b^3*p*x^3+28*a*b^3*q*x^3+120*a*b^3*r*x^3+ 36*a*b^3*x^4+176*a*b^2*c^2*x^3+148*a*b^2*c*g*x^3+164*a*b^2*c*p*x^3+140*a*b^2*c* q*x^3+536*a*b^2*c*r*x^3+112*a*b^2*c*x^4+86*a*b^2*g*p*x^3+60*a*b^2*g*q*x^3+244*a *b^2*g*r*x^3+78*a*b^2*g*x^4+36*a*b^2*p^2*x^3+64*a*b^2*p*q*x^3+228*a*b^2*p*r*x^3 +44*a*b^2*p*x^4+28*a*b^2*q^2*x^3+228*a*b^2*q*r*x^3+44*a*b^2*q*x^4+240*a*b^2*r^2 *x^3+60*a*b^2*r*x^4+64*a*b*c^3*x^3+228*a*b*c^2*g*x^3+52*a*b*c^2*p*x^3+56*a*b*c^ 2*q*x^3+332*a*b*c^2*r*x^3+56*a*b*c^2*x^4+98*a*b*c*g^2*x^3+224*a*b*c*g*p*x^3+182 *a*b*c*g*q*x^3+666*a*b*c*g*r*x^3+152*a*b*c*g*x^4+2*a*b*c*p^2*x^3+160*a*b*c*p*r* x^3+32*a*b*c*p*x^4+14*a*b*c*q^2*x^3+232*a*b*c*q*r*x^3+24*a*b*c*q*x^4+258*a*b*c* r^2*x^3+84*a*b*c*r*x^4+59*a*b*g^2*p*x^3+41*a*b*g^2*q*x^3+160*a*b*g^2*r*x^3+54*a *b*g^2*x^4+52*a*b*g*p^2*x^3+88*a*b*g*p*q*x^3+295*a*b*g*p*r*x^3+61*a*b*g*p*x^4+ 36*a*b*g*q^2*x^3+283*a*b*g*q*r*x^3+61*a*b*g*q*x^4+291*a*b*g*r^2*x^3+66*a*b*g*r* x^4-4*a*b*p^3*x^3-15*a*b*p^2*q*x^3-3*a*b*p^2*r*x^3+2*a*b*p^2*x^4-10*a*b*p*q^2*x ^3+18*a*b*p*q*r*x^3+36*a*b*p*r^2*x^3+15*a*b*p*r*x^4+a*b*q^3*x^3+37*a*b*q^2*r*x^ 3-2*a*b*q^2*x^4+87*a*b*q*r^2*x^3+39*a*b*q*r*x^4+38*a*b*r^3*x^3-40*a*c^4*x^3+44* a*c^3*g*x^3-88*a*c^3*p*x^3-92*a*c^3*q*x^3-124*a*c^3*r*x^3-8*a*c^3*x^4+74*a*c^2* g^2*x^3+58*a*c^2*g*p*x^3+38*a*c^2*g*q*x^3+214*a*c^2*g*r*x^3+46*a*c^2*g*x^4-58*a *c^2*p^2*x^3-168*a*c^2*p*q*x^3-188*a*c^2*p*r*x^3+4*a*c^2*p*x^4-74*a*c^2*q^2*x^3 -240*a*c^2*q*r*x^3-28*a*c^2*q*x^4-90*a*c^2*r^2*x^3+114*a*c^2*r*x^4+21*a*c*g^3*x ^3+77*a*c*g^2*p*x^3+60*a*c*g^2*q*x^3+206*a*c*g^2*r*x^3+49*a*c*g^2*x^4+26*a*c*g* p^2*x^3+22*a*c*g*p*q*x^3+163*a*c*g*p*r*x^3+35*a*c*g*p*x^4+8*a*c*g*q^2*x^3+153*a *c*g*q*r*x^3+29*a*c*g*q*x^4+171*a*c*g*r^2*x^3+33*a*c*g*r*x^4-12*a*c*p^3*x^3-85* a*c*p^2*q*x^3-63*a*c*p^2*r*x^3+10*a*c*p^2*x^4-98*a*c*p*q^2*x^3-278*a*c*p*q*r*x^ 3-12*a*c*p*q*x^4-72*a*c*p*r^2*x^3+93*a*c*p*r*x^4-25*a*c*q^3*x^3-143*a*c*q^2*r*x ^3-22*a*c*q^2*x^4-135*a*c*q*r^2*x^3+135*a*c*q*r*x^4-18*a*c*r^3*x^3+72*a*c*r^2*x ^4+13*a*g^3*p*x^3+9*a*g^3*q*x^3+34*a*g^3*r*x^3+12*a*g^3*x^4+19*a*g^2*p^2*x^3+31 *a*g^2*p*q*x^3+96*a*g^2*p*r*x^3+20*a*g^2*p*x^4+12*a*g^2*q^2*x^3+88*a*g^2*q*r*x^ 3+20*a*g^2*q*x^4+87*a*g^2*r^2*x^3+15*a*g^2*r*x^4+4*a*g*p^3*x^3+2*a*g*p^2*q*x^3+ 30*a*g*p^2*r*x^3+6*a*g*p^2*x^4-2*a*g*p*q^2*x^3+43*a*g*p*q*r*x^3+9*a*g*p*q*x^4+ 54*a*g*p*r^2*x^3+25*a*g*q^2*r*x^3+3*a*g*q^2*x^4+63*a*g*q*r^2*x^3+18*a*g*q*r*x^4 +28*a*g*r^3*x^3-18*a*g*r^2*x^4-12*a*p^3*q*x^3+3*a*p^3*x^4-27*a*p^2*q^2*x^3-63*a *p^2*q*r*x^3+a*p^2*q*x^4+18*a*p^2*r*x^4-18*a*p*q^3*x^3-90*a*p*q^2*r*x^3-7*a*p*q ^2*x^4-72*a*p*q*r^2*x^3+57*a*p*q*r*x^4+18*a*p*r^2*x^4-3*a*q^4*x^3-27*a*q^3*r*x^ 3-5*a*q^3*x^4-45*a*q^2*r^2*x^3+39*a*q^2*r*x^4-18*a*q*r^3*x^3+54*a*q*r^2*x^4+24* b^4*c*x^3+12*b^4*p*x^3+8*b^4*q*x^3+40*b^4*r*x^3+12*b^4*x^4+96*b^3*c^2*x^3+68*b^ 3*c*g*x^3+88*b^3*c*p*x^3+76*b^3*c*q*x^3+300*b^3*c*r*x^3+56*b^3*c*x^4+36*b^3*g*p *x^3+24*b^3*g*q*x^3+112*b^3*g*r*x^3+36*b^3*g*x^4+20*b^3*p^2*x^3+36*b^3*p*q*x^3+ 130*b^3*p*r*x^3+22*b^3*p*x^4+16*b^3*q^2*x^3+130*b^3*q*r*x^3+22*b^3*q*x^4+138*b^ 3*r^2*x^3+30*b^3*r*x^4+96*b^2*c^3*x^3+188*b^2*c^2*g*x^3+104*b^2*c^2*p*x^3+116*b ^2*c^2*q*x^3+456*b^2*c^2*r*x^3+52*b^2*c^2*x^4+70*b^2*c*g^2*x^3+176*b^2*c*g*p*x^ 3+144*b^2*c*g*q*x^3+566*b^2*c*g*r*x^3+122*b^2*c*g*x^4+30*b^2*c*p^2*x^3+76*b^2*c *p*q*x^3+294*b^2*c*p*r*x^3+26*b^2*c*p*x^4+54*b^2*c*q^2*x^3+386*b^2*c*q*r*x^3+22 *b^2*c*q*x^4+372*b^2*c*r^2*x^3+60*b^2*c*r*x^4+39*b^2*g^2*p*x^3+26*b^2*g^2*q*x^3 +114*b^2*g^2*r*x^3+39*b^2*g^2*x^4+40*b^2*g*p^2*x^3+68*b^2*g*p*q*x^3+247*b^2*g*p *r*x^3+49*b^2*g*p*x^4+28*b^2*g*q^2*x^3+239*b^2*g*q*r*x^3+49*b^2*g*q*x^4+255*b^2 *g*r^2*x^3+57*b^2*g*r*x^4+b^2*p^3*x^3+8*b^2*p^2*q*x^3+33*b^2*p^2*r*x^3+17*b^2*p *q^2*x^3+112*b^2*p*q*r*x^3-2*b^2*p*q*x^4+99*b^2*p*r^2*x^3+9*b^2*p*r*x^4+10*b^2* q^3*x^3+87*b^2*q^2*r*x^3-2*b^2*q^2*x^4+156*b^2*q*r^2*x^3+21*b^2*q*r*x^4+70*b^2* r^3*x^3+124*b*c^3*g*x^3-40*b*c^3*p*x^3-12*b*c^3*q*x^3+92*b*c^3*r*x^3-8*b*c^3*x^ 4+124*b*c^2*g^2*x^3+152*b*c^2*g*p*x^3+136*b*c^2*g*q*x^3+566*b*c^2*g*r*x^3+94*b* c^2*g*x^4-56*b*c^2*p^2*x^3-96*b*c^2*p*q*x^3-64*b*c^2*p*r*x^3-20*b*c^2*p*x^4-4*b *c^2*q^2*x^3+60*b*c^2*q*r*x^3-52*b*c^2*q*x^4+108*b*c^2*r^2*x^3+114*b*c^2*r*x^4+ 31*b*c*g^3*x^3+122*b*c*g^2*p*x^3+95*b*c*g^2*q*x^3+360*b*c*g^2*r*x^3+85*b*c*g^2* x^4+57*b*c*g*p^2*x^3+98*b*c*g*p*q*x^3+411*b*c*g*p*r*x^3+65*b*c*g*p*x^4+53*b*c*g *q^2*x^3+457*b*c*g*q*r*x^3+59*b*c*g*q*x^4+462*b*c*g*r^2*x^3+69*b*c*g*r*x^4-26*b *c*p^3*x^3-83*b*c*p^2*q*x^3-117*b*c*p^2*r*x^3-14*b*c*p^2*x^4-52*b*c*p*q^2*x^3-\ 178*b*c*p*q*r*x^3-60*b*c*p*q*x^4-90*b*c*p*r^2*x^3+75*b*c*p*r*x^4+5*b*c*q^3*x^3+ 11*b*c*q^2*r*x^3-46*b*c*q^2*x^4+27*b*c*q*r^2*x^3+117*b*c*q*r*x^4+10*b*c*r^3*x^3 +72*b*c*r^2*x^4+18*b*g^3*p*x^3+12*b*g^3*q*x^3+50*b*g^3*r*x^3+18*b*g^3*x^4+29*b* g^2*p^2*x^3+47*b*g^2*p*q*x^3+163*b*g^2*p*r*x^3+35*b*g^2*p*x^4+18*b*g^2*q^2*x^3+ 151*b*g^2*q*r*x^3+35*b*g^2*q*x^4+159*b*g^2*r^2*x^3+33*b*g^2*r*x^4+6*b*g*p^3*x^3 +14*b*g*p^2*q*x^3+64*b*g*p^2*r*x^3+9*b*g*p^2*x^4+16*b*g*p*q^2*x^3+147*b*g*p*q*r *x^3+15*b*g*p*q*x^4+144*b*g*p*r^2*x^3+9*b*g*p*r*x^4+8*b*g*q^3*x^3+95*b*g*q^2*r* x^3+6*b*g*q^2*x^4+189*b*g*q*r^2*x^3+27*b*g*q*r*x^4+88*b*g*r^3*x^3-18*b*g*r^2*x^ 4-4*b*p^4*x^3-19*b*p^3*q*x^3-31*b*p^3*r*x^3-3*b*p^3*x^4-24*b*p^2*q^2*x^3-96*b*p ^2*q*r*x^3-17*b*p^2*q*x^4-63*b*p^2*r^2*x^3+9*b*p^2*r*x^4-7*b*p*q^3*x^3-63*b*p*q ^2*r*x^3-25*b*p*q^2*x^4-99*b*p*q*r^2*x^3+39*b*p*q*r*x^4-46*b*p*r^3*x^3+18*b*p*r ^2*x^4+2*b*q^4*x^3+2*b*q^3*r*x^3-11*b*q^3*x^4-9*b*q^2*r^2*x^3+30*b*q^2*r*x^4-16 *b*q*r^3*x^3+54*b*q*r^2*x^4-10*b*r^4*x^3-24*c^5*x^3+4*c^4*g*x^3-68*c^4*p*x^3-60 *c^4*q*x^3-104*c^4*r*x^3-16*c^4*x^4+42*c^3*g^2*x^3-4*c^3*g*p*x^3-8*c^3*g*q*x^3+ 72*c^3*g*r*x^3+12*c^3*g*x^4-66*c^3*p^2*x^3-152*c^3*p*q*x^3-228*c^3*p*r*x^3-16*c ^3*p*x^4-54*c^3*q^2*x^3-236*c^3*q*r*x^3-48*c^3*q*x^4-126*c^3*r^2*x^3+108*c^3*r* x^4+27*c^2*g^3*x^3+59*c^2*g^2*p*x^3+45*c^2*g^2*q*x^3+182*c^2*g^2*r*x^3+36*c^2*g ^2*x^4-7*c^2*g*p^2*x^3-42*c^2*g*p*q*x^3+44*c^2*g*p*r*x^3+16*c^2*g*p*x^4-11*c^2* g*q^2*x^3+44*c^2*g*q*r*x^3-4*c^2*g*q*x^4+99*c^2*g*r^2*x^3+60*c^2*g*r*x^4-27*c^2 *p^3*x^3-123*c^2*p^2*q*x^3-150*c^2*p^2*r*x^3-117*c^2*p*q^2*x^3-432*c^2*p*q*r*x^ 3-48*c^2*p*q*x^4-189*c^2*p*r^2*x^3+144*c^2*p*r*x^4-21*c^2*q^3*x^3-186*c^2*q^2*r *x^3-48*c^2*q^2*x^4-243*c^2*q*r^2*x^3+180*c^2*q*r*x^4-60*c^2*r^3*x^3+144*c^2*r^ 2*x^4+5*c*g^4*x^3+28*c*g^3*p*x^3+21*c*g^3*q*x^3+76*c*g^3*r*x^3+19*c*g^3*x^4+27* c*g^2*p^2*x^3+39*c*g^2*p*q*x^3+151*c*g^2*p*r*x^3+28*c*g^2*p*x^4+16*c*g^2*q^2*x^ 3+145*c*g^2*q*r*x^3+26*c*g^2*q*x^4+147*c*g^2*r^2*x^3+15*c*g^2*r*x^4-2*c*g*p^3*x ^3-31*c*g*p^2*q*x^3+4*c*g*p^2*r*x^3+7*c*g*p^2*x^4-32*c*g*p*q^2*x^3-44*c*g*p*q*r *x^3-6*c*g*p*q*x^4+36*c*g*p*r^2*x^3+36*c*g*p*r*x^4-3*c*g*q^3*x^3-13*c*g*q^2*x^4 +45*c*g*q*r^2*x^3+66*c*g*q*r*x^4+32*c*g*r^3*x^3+12*c*g*r^2*x^4-4*c*p^4*x^3-39*c *p^3*q*x^3-31*c*p^3*r*x^3+4*c*p^3*x^4-69*c*p^2*q^2*x^3-219*c*p^2*q*r*x^3-12*c*p ^2*q*x^4-63*c*p^2*r^2*x^3+63*c*p^2*r*x^4-37*c*p*q^3*x^3-249*c*p*q^2*r*x^3-36*c* p*q^2*x^4-279*c*p*q*r^2*x^3+162*c*p*q*r*x^4-46*c*p*r^3*x^3+108*c*p*r^2*x^4-3*c* q^4*x^3-61*c*q^3*r*x^3-20*c*q^3*x^4-144*c*q^2*r^2*x^3+99*c*q^2*r*x^4-90*c*q*r^3 *x^3+180*c*q*r^2*x^4-10*c*r^4*x^3+40*c*r^3*x^4+3*g^4*p*x^3+2*g^4*q*x^3+8*g^4*r* x^3+3*g^4*x^4+7*g^3*p^2*x^3+11*g^3*p*q*x^3+36*g^3*p*r*x^3+8*g^3*p*x^4+4*g^3*q^2 *x^3+32*g^3*q*r*x^3+8*g^3*q*x^4+33*g^3*r^2*x^3+6*g^3*r*x^4+4*g^2*p^3*x^3+8*g^2* p^2*q*x^3+30*g^2*p^2*r*x^3+5*g^2*p^2*x^4+6*g^2*p*q^2*x^3+55*g^2*p*q*r*x^3+9*g^2 *p*q*x^4+54*g^2*p*r^2*x^3+2*g^2*q^3*x^3+29*g^2*q^2*r*x^3+4*g^2*q^2*x^4+60*g^2*q *r^2*x^3+6*g^2*q*r*x^4+28*g^2*r^3*x^3-12*g^2*r^2*x^4-6*g*p^3*q*x^3+g*p^3*x^4-12 *g*p^2*q^2*x^3-26*g*p^2*q*r*x^3-2*g*p^2*q*x^4+3*g*p^2*r*x^4-6*g*p*q^3*x^3-28*g* p*q^2*r*x^3-7*g*p*q^2*x^4-18*g*p*q*r^2*x^3+21*g*p*q*r*x^4-6*g*p*r^2*x^4-2*g*q^3 *r*x^3-4*g*q^3*x^4+18*g*q^2*r*x^4+4*g*q*r^3*x^3+18*g*q*r^2*x^4-10*g*r^3*x^4-4*p ^4*q*x^3+p^4*x^4-12*p^3*q^2*x^3-31*p^3*q*r*x^3+9*p^3*r*x^4-12*p^2*q^3*x^3-69*p^ 2*q^2*r*x^3-6*p^2*q^2*x^4-63*p^2*q*r^2*x^3+36*p^2*q*r*x^4+18*p^2*r^2*x^4-4*p*q^ 4*x^3-45*p*q^3*r*x^3-8*p*q^3*x^4-90*p*q^2*r^2*x^3+45*p*q^2*r*x^4-46*p*q*r^3*x^3 +72*p*q*r^2*x^4+10*p*r^3*x^4-7*q^4*r*x^3-3*q^4*x^4-27*q^3*r^2*x^3+18*q^3*r*x^4-\ 30*q^2*r^3*x^3+54*q^2*r^2*x^4-10*q*r^4*x^3+30*q*r^3*x^4-24*a^3*b*c*x^2-24*a^3*b *p*x^2-12*a^3*b*q*x^2-48*a^3*b*r*x^2-40*a^3*b*x^3-12*a^3*c*g*x^2-12*a^3*g*p*x^2 -6*a^3*g*q*x^2-24*a^3*g*r*x^2-20*a^3*g*x^3-72*a^2*b^2*c*x^2-60*a^2*b^2*p*x^2-28 *a^2*b^2*q*x^2-140*a^2*b^2*r*x^2-120*a^2*b^2*x^3-88*a^2*b*c^2*x^2-88*a^2*b*c*g* x^2-108*a^2*b*c*p*x^2-68*a^2*b*c*q*x^2-272*a^2*b*c*r*x^2-180*a^2*b*c*x^3-78*a^2 *b*g*p*x^2-36*a^2*b*g*q*x^2-170*a^2*b*g*r*x^2-152*a^2*b*g*x^3-24*a^2*b*p^2*x^2-\ 36*a^2*b*p*q*x^2-114*a^2*b*p*r*x^2-60*a^2*b*p*x^3-12*a^2*b*q^2*x^2-110*a^2*b*q* r*x^2-74*a^2*b*q*x^3-100*a^2*b*r^2*x^2-50*a^2*b*r*x^3+6*a^2*b*x^4+8*a^2*c^3*x^2 -48*a^2*c^2*g*x^2+24*a^2*c^2*p*x^2+16*a^2*c^2*q*x^2+20*a^2*c^2*r*x^2-8*a^2*c^2* x^3-26*a^2*c*g^2*x^2-66*a^2*c*g*p*x^2-38*a^2*c*g*q*x^2-146*a^2*c*g*r*x^2-94*a^2 *c*g*x^3+12*a^2*c*p^2*x^2+36*a^2*c*p*q*x^2+30*a^2*c*p*r*x^2-16*a^2*c*p*x^3+10*a ^2*c*q^2*x^2+30*a^2*c*q*r*x^2-4*a^2*c*q*x^3+14*a^2*c*r^2*x^2-46*a^2*c*r*x^3-16* a^2*c*x^4-24*a^2*g^2*p*x^2-11*a^2*g^2*q*x^2-50*a^2*g^2*r*x^2-46*a^2*g^2*x^3-18* a^2*g*p^2*x^2-24*a^2*g*p*q*x^2-72*a^2*g*p*r*x^2-34*a^2*g*p*x^3-7*a^2*g*q^2*x^2-\ 60*a^2*g*q*r*x^2-39*a^2*g*q*x^3-57*a^2*g*r^2*x^2-16*a^2*g*r*x^3+9*a^2*g*x^4+12* a^2*p^2*q*x^2-8*a^2*p^2*x^3+12*a^2*p*q^2*x^2+30*a^2*p*q*r*x^2-4*a^2*p*q*x^3-22* a^2*p*r*x^3-2*a^2*p*x^4+2*a^2*q^3*x^2+10*a^2*q^2*r*x^2+14*a^2*q*r^2*x^2-32*a^2* q*r*x^3-14*a^2*q*x^4-6*a^2*r^2*x^3+12*a^2*r*x^4-64*a*b^3*c*x^2-44*a*b^3*p*x^2-\ 16*a*b^3*q*x^2-116*a*b^3*r*x^2-120*a*b^3*x^3-184*a*b^2*c^2*x^2-132*a*b^2*c*g*x^ 2-224*a*b^2*c*p*x^2-124*a*b^2*c*q*x^2-596*a*b^2*c*r*x^2-416*a*b^2*c*x^3-98*a*b^ 2*g*p*x^2-38*a*b^2*g*q*x^2-242*a*b^2*g*r*x^2-244*a*b^2*g*x^3-60*a*b^2*p^2*x^2-\ 80*a*b^2*p*q*x^2-300*a*b^2*p*r*x^2-154*a*b^2*p*x^3-20*a*b^2*q^2*x^2-232*a*b^2*q *r*x^2-182*a*b^2*q*x^3-268*a*b^2*r^2*x^2-136*a*b^2*r*x^3+12*a*b^2*x^4-104*a*b*c ^3*x^2-224*a*b*c^2*g*x^2-136*a*b*c^2*p*x^2-112*a*b*c^2*q*x^2-468*a*b*c^2*r*x^2-\ 260*a*b*c^2*x^3-86*a*b*c*g^2*x^2-284*a*b*c*g*p*x^2-154*a*b*c*g*q*x^2-704*a*b*c* g*r*x^2-498*a*b*c*g*x^3-30*a*b*c*p^2*x^2-80*a*b*c*p*q*x^2-276*a*b*c*p*r*x^2-108 *a*b*c*p*x^3-42*a*b*c*q^2*x^2-368*a*b*c*q*r*x^2-200*a*b*c*q*x^3-302*a*b*c*r^2*x ^2-34*a*b*c*r*x^3-4*a*b*c*x^4-68*a*b*g^2*p*x^2-27*a*b*g^2*q*x^2-158*a*b*g^2*r*x ^2-160*a*b*g^2*x^3-78*a*b*g*p^2*x^2-100*a*b*g*p*q*x^2-355*a*b*g*p*r*x^2-187*a*b *g*p*x^3-25*a*b*g*q^2*x^2-277*a*b*g*q*r*x^2-217*a*b*g*q*x^3-303*a*b*g*r^2*x^2-\ 139*a*b*g*r*x^3+30*a*b*g*x^4+6*a*b*p^3*x^2+3*a*b*p^2*q*x^2+9*a*b*p^2*r*x^2+8*a* b*p^2*x^3-13*a*b*p*q^2*x^2-84*a*b*p*q*r*x^2-19*a*b*p*q*x^3-15*a*b*p*r^2*x^2+70* a*b*p*r*x^3+7*a*b*p*x^4-6*a*b*q^3*x^2-73*a*b*q^2*r*x^2-35*a*b*q^2*x^3-118*a*b*q *r^2*x^2-9*a*b*q*r*x^3-17*a*b*q*x^4-18*a*b*r^3*x^2+111*a*b*r^2*x^3+44*a*b*r*x^4 +16*a*c^4*x^2-56*a*c^3*g*x^2+68*a*c^3*p*x^2+32*a*c^3*q*x^2+60*a*c^3*r*x^2+4*a*c ^3*x^3-68*a*c^2*g^2*x^2-90*a*c^2*g*p*x^2-56*a*c^2*g*q*x^2-254*a*c^2*g*r*x^2-156 *a*c^2*g*x^3+66*a*c^2*p^2*x^2+120*a*c^2*p*q*x^2+168*a*c^2*p*r*x^2-14*a*c^2*p*x^ 3+20*a*c^2*q^2*x^2+108*a*c^2*q*r*x^2+40*a*c^2*q*x^3+80*a*c^2*r^2*x^2-166*a*c^2* r*x^3-94*a*c^2*x^4-18*a*c*g^3*x^2-92*a*c*g^2*p*x^2-48*a*c*g^2*q*x^2-208*a*c*g^2 *r*x^2-147*a*c*g^2*x^3-42*a*c*g*p^2*x^2-48*a*c*g*p*q*x^2-207*a*c*g*p*r*x^2-99*a *c*g*p*x^3-18*a*c*g*q^2*x^2-193*a*c*g*q*r*x^2-126*a*c*g*q*x^3-184*a*c*g*r^2*x^2 -19*a*c*g*r*x^3+21*a*c*g*x^4+18*a*c*p^3*x^2+93*a*c*p^2*q*x^2+81*a*c*p^2*r*x^2-\ 32*a*c*p^2*x^3+61*a*c*p*q^2*x^2+240*a*c*p*q*r*x^2+33*a*c*p*q*x^3+99*a*c*p*r^2*x ^2-202*a*c*p*r*x^3-63*a*c*p*x^4+4*a*c*q^3*x^2+57*a*c*q^2*r*x^2+39*a*c*q^2*x^3+ 116*a*c*q*r^2*x^2-171*a*c*q*r*x^3-125*a*c*q*x^4+36*a*c*r^3*x^2-129*a*c*r^2*x^3+ 12*a*c*r*x^4-15*a*g^3*p*x^2-6*a*g^3*q*x^2-33*a*g^3*r*x^2-34*a*g^3*x^3-27*a*g^2* p^2*x^2-33*a*g^2*p*q*x^2-110*a*g^2*p*r*x^2-57*a*g^2*p*x^3-8*a*g^2*q^2*x^2-83*a* g^2*q*r*x^2-64*a*g^2*q*x^3-88*a*g^2*r^2*x^2-31*a*g^2*r*x^3+15*a*g^2*x^4-6*a*g*p ^3*x^2-6*a*g*p^2*q*x^2-36*a*g*p^2*r*x^2-13*a*g*p^2*x^3-5*a*g*p*q^2*x^2-63*a*g*p *q*r*x^2-31*a*g*p*q*x^3-57*a*g*p*r^2*x^2+31*a*g*p*r*x^3+18*a*g*p*x^4-2*a*g*q^3* x^2-36*a*g*q^2*r*x^2-24*a*g*q^2*x^3-70*a*g*q*r^2*x^2-14*a*g*q*r*x^3-27*a*g*r^3* x^2+72*a*g*r^2*x^3+43*a*g*r*x^4+18*a*p^3*q*x^2-12*a*p^3*x^3+27*a*p^2*q^2*x^2+81 *a*p^2*q*r*x^2-a*p^2*q*x^3-63*a*p^2*r*x^3-8*a*p^2*x^4+9*a*p*q^3*x^2+72*a*p*q^2* r*x^2+21*a*p*q^2*x^3+99*a*p*q*r^2*x^2-104*a*p*q*r*x^3-47*a*p*q*x^4-72*a*p*r^2*x ^3+21*a*p*r*x^4+9*a*q^3*r*x^2+10*a*q^3*x^3+36*a*q^2*r^2*x^2-40*a*q^2*r*x^3-39*a *q^2*x^4+36*a*q*r^3*x^2-84*a*q*r^2*x^3-9*a*q*r*x^4-18*a*r^3*x^3+36*a*r^2*x^4-16 *b^4*c*x^2-8*b^4*p*x^2-24*b^4*r*x^2-40*b^4*x^3-88*b^3*c^2*x^2-52*b^3*c*g*x^2-\ 100*b^3*c*p*x^2-40*b^3*c*q*x^2-276*b^3*c*r*x^2-236*b^3*c*x^3-32*b^3*g*p*x^2-8*b ^3*g*q*x^2-88*b^3*g*r*x^2-112*b^3*g*x^3-28*b^3*p^2*x^2-28*b^3*p*q*x^2-148*b^3*p *r*x^2-94*b^3*p*x^3-84*b^3*q*r*x^2-108*b^3*q*x^3-134*b^3*r^2*x^2-86*b^3*r*x^3+6 *b^3*x^4-120*b^2*c^3*x^2-172*b^2*c^2*g*x^2-180*b^2*c^2*p*x^2-112*b^2*c^2*q*x^2-\ 536*b^2*c^2*r*x^2-324*b^2*c^2*x^3-56*b^2*c*g^2*x^2-200*b^2*c*g*p*x^2-92*b^2*c*g *q*x^2-538*b^2*c*g*r*x^2-432*b^2*c*g*x^3-78*b^2*c*p^2*x^2-128*b^2*c*p*q*x^2-456 *b^2*c*p*r*x^2-176*b^2*c*p*x^3-28*b^2*c*q^2*x^2-400*b^2*c*q*r*x^2-280*b^2*c*q*x ^3-434*b^2*c*r^2*x^2-48*b^2*c*r*x^3+12*b^2*c*x^4-38*b^2*g^2*p*x^2-12*b^2*g^2*q* x^2-98*b^2*g^2*r*x^2-114*b^2*g^2*x^3-54*b^2*g*p^2*x^2-60*b^2*g*p*q*x^2-276*b^2* g*p*r*x^2-169*b^2*g*p*x^3-8*b^2*g*q^2*x^2-180*b^2*g*q*r*x^2-194*b^2*g*q*x^3-247 *b^2*g*r^2*x^2-141*b^2*g*r*x^3+21*b^2*g*x^4-9*b^2*p^3*x^2-31*b^2*p^2*q*x^2-78*b ^2*p^2*r*x^2-9*b^2*p^2*x^3-24*b^2*p*q^2*x^2-190*b^2*p*q*r*x^2-65*b^2*p*q*x^3-\ 150*b^2*p*r^2*x^2+57*b^2*p*r*x^3+9*b^2*p*x^4-72*b^2*q^2*r*x^2-60*b^2*q^2*x^3-\ 184*b^2*q*r^2*x^2-12*b^2*q*r*x^3-3*b^2*q*x^4-81*b^2*r^3*x^2+117*b^2*r^2*x^3+32* b^2*r*x^4-40*b*c^4*x^2-140*b*c^3*g*x^2-44*b*c^3*p*x^2-56*b*c^3*q*x^2-244*b*c^3* r*x^2-116*b*c^3*x^3-110*b*c^2*g^2*x^2-220*b*c^2*g*p*x^2-132*b*c^2*g*q*x^2-626*b *c^2*g*r*x^2-388*b*c^2*g*x^3+12*b*c^2*p^2*x^2-40*b*c^2*p*q*x^2-150*b*c^2*p*r*x^ 2-34*b*c^2*p*x^3-30*b*c^2*q^2*x^2-286*b*c^2*q*r*x^2-104*b*c^2*q*x^3-224*b*c^2*r ^2*x^2-16*b*c^2*r*x^3-94*b*c^2*x^4-25*b*c*g^3*x^2-135*b*c*g^2*p*x^2-64*b*c*g^2* q*x^2-340*b*c*g^2*r*x^2-265*b*c*g^2*x^3-99*b*c*g*p^2*x^2-142*b*c*g*p*q*x^2-535* b*c*g*p*r*x^2-239*b*c*g*p*x^3-37*b*c*g*q^2*x^2-465*b*c*g*q*r*x^2-336*b*c*g*q*x^ 3-493*b*c*g*r^2*x^2-56*b*c*g*r*x^3+49*b*c*g*x^4+24*b*c*p^3*x^2+25*b*c*p^2*q*x^2 +69*b*c*p^2*r*x^2+38*b*c*p^2*x^3-23*b*c*p*q^2*x^2-92*b*c*p*q*r*x^2+49*b*c*p*q*x ^3+27*b*c*p*r^2*x^2+64*b*c*p*r*x^3-77*b*c*p*x^4-6*b*c*q^3*x^2-119*b*c*q^2*r*x^2 -15*b*c*q^2*x^3-178*b*c*q*r^2*x^2+27*b*c*q*r*x^3-139*b*c*q*x^4-18*b*c*r^3*x^2+ 141*b*c*r^2*x^3+12*b*c*r*x^4-18*b*g^3*p*x^2-6*b*g^3*q*x^2-44*b*g^3*r*x^2-50*b*g ^3*x^3-38*b*g^2*p^2*x^2-43*b*g^2*p*q*x^2-177*b*g^2*p*r*x^2-105*b*g^2*p*x^3-8*b* g^2*q^2*x^2-121*b*g^2*q*r*x^2-118*b*g^2*q*x^3-152*b*g^2*r^2*x^2-75*b*g^2*r*x^3+ 21*b*g^2*x^4-12*b*g*p^3*x^2-30*b*g*p^2*q*x^2-92*b*g*p^2*r*x^2-25*b*g*p^2*x^3-23 *b*g*p*q^2*x^2-202*b*g*p*q*r*x^2-91*b*g*p*q*x^3-167*b*g*p*r^2*x^2+58*b*g*p*r*x^ 3+29*b*g*p*x^4-2*b*g*q^3*x^2-83*b*g*q^2*r*x^2-72*b*g*q^2*x^3-201*b*g*q*r^2*x^2-\ 27*b*g*q*r*x^3+11*b*g*q*x^4-87*b*g*r^3*x^2+144*b*g*r^2*x^3+63*b*g*r*x^4+6*b*p^4 *x^2+15*b*p^3*q*x^2+39*b*p^3*r*x^2+13*b*p^3*x^3+3*b*p^2*q^2*x^2+51*b*p^2*q*r*x^ 2+43*b*p^2*q*x^3+78*b*p^2*r^2*x^2+27*b*p^2*r*x^3-15*b*p^2*x^4-6*b*p*q^3*x^2-24* b*p*q^2*r*x^2+34*b*p*q^2*x^3+36*b*p*q*r^2*x^2+53*b*p*q*r*x^3-61*b*p*q*x^4+63*b* p*r^3*x^2+54*b*p*r^2*x^3+11*b*p*r*x^4-18*b*q^3*r*x^2+4*b*q^3*x^3-40*b*q^2*r^2*x ^2+27*b*q^2*r*x^3-46*b*q^2*x^4+60*b*q*r^2*x^3-19*b*q*r*x^4+18*b*r^4*x^2+46*b*r^ 3*x^3+36*b*r^2*x^4+8*c^5*x^2-20*c^4*g*x^2+44*c^4*p*x^2+16*c^4*q*x^2+40*c^4*r*x^ 2+12*c^4*x^3-42*c^3*g^2*x^2-28*c^3*g*p*x^2-24*c^3*g*q*x^2-128*c^3*g*r*x^2-76*c^ 3*g*x^3+62*c^3*p^2*x^2+84*c^3*p*q*x^2+158*c^3*p*r*x^2+16*c^3*p*x^3+10*c^3*q^2*x ^2+78*c^3*q*r*x^2+60*c^3*q*x^3+76*c^3*r^2*x^2-134*c^3*r*x^3-108*c^3*x^4-23*c^2* g^3*x^2-73*c^2*g^2*p*x^2-40*c^2*g^2*q*x^2-186*c^2*g^2*r*x^2-117*c^2*g^2*x^3-9*c ^2*g*p^2*x^2-10*c^2*g*p*q*x^2-115*c^2*g*p*r*x^2-66*c^2*g*p*x^3-11*c^2*g*q^2*x^2 -135*c^2*g*q*r*x^2-78*c^2*g*q*x^3-132*c^2*g*r^2*x^2-33*c^2*g*r*x^3-24*c^2*g*x^4 +33*c^2*p^3*x^2+104*c^2*p^2*q*x^2+147*c^2*p^2*r*x^2-9*c^2*p^2*x^3+49*c^2*p*q^2* x^2+272*c^2*p*q*r*x^2+90*c^2*p*q*x^3+177*c^2*p*r^2*x^2-255*c^2*p*r*x^3-124*c^2* p*x^4+2*c^2*q^3*x^2+47*c^2*q^2*r*x^2+75*c^2*q^2*x^3+134*c^2*q*r^2*x^2-165*c^2*q *r*x^3-200*c^2*q*x^4+63*c^2*r^3*x^2-198*c^2*r^2*x^3-20*c^2*r*x^4-4*c*g^4*x^2-30 *c*g^3*p*x^2-14*c*g^3*q*x^2-70*c*g^3*r*x^2-54*c*g^3*x^3-38*c*g^2*p^2*x^2-46*c*g ^2*p*q*x^2-173*c*g^2*p*r*x^2-81*c*g^2*p*x^3-12*c*g^2*q^2*x^2-139*c*g^2*q*r*x^2-\ 102*c*g^2*q*x^3-147*c*g^2*r^2*x^2-9*c*g^2*r*x^3+27*c*g^2*x^4+15*c*g*p^2*q*x^2-\ 20*c*g*p^2*r*x^2-18*c*g*p^2*x^3+c*g*p*q^2*x^2-45*c*g*p*q*r*x^2-22*c*g*p*q*x^3-\ 53*c*g*p*r^2*x^2-c*g*p*r*x^3-10*c*g*p*x^4-2*c*g*q^3*x^2-48*c*g*q^2*r*x^2-20*c*g *q^2*x^3-91*c*g*q*r^2*x^2-32*c*g*q*r*x^3-52*c*g*q*x^4-33*c*g*r^3*x^2+78*c*g*r^2 *x^3+40*c*g*r*x^4+6*c*p^4*x^2+45*c*p^3*q*x^2+39*c*p^3*r*x^2-15*c*p^3*x^3+48*c*p ^2*q^2*x^2+204*c*p^2*q*r*x^2+30*c*p^2*q*x^3+78*c*p^2*r^2*x^2-156*c*p^2*r*x^3-43 *c*p^2*x^4+9*c*p*q^3*x^2+132*c*p*q^2*r*x^2+81*c*p*q^2*x^3+249*c*p*q*r^2*x^2-231 *c*p*q*r*x^3-162*c*p*q*x^4+63*c*p*r^3*x^2-234*c*p*r^2*x^3+8*c*p*r*x^4+9*c*q^3*r *x^2+36*c*q^3*x^3+68*c*q^2*r^2*x^2-51*c*q^2*r*x^3-119*c*q^2*x^4+90*c*q*r^3*x^2-\ 216*c*q*r^2*x^3-48*c*q*r*x^4+18*c*r^4*x^2-84*c*r^3*x^3+72*c*r^2*x^4-3*g^4*p*x^2 -g^4*q*x^2-7*g^4*r*x^2-8*g^4*x^3-9*g^3*p^2*x^2-10*g^3*p*q*x^2-38*g^3*p*r*x^2-22 *g^3*p*x^3-2*g^3*q^2*x^2-26*g^3*q*r*x^2-24*g^3*q*x^3-31*g^3*r^2*x^2-13*g^3*r*x^ 3+6*g^3*x^4-6*g^2*p^3*x^2-11*g^2*p^2*q*x^2-36*g^2*p^2*r*x^2-12*g^2*p^2*x^3-7*g^ 2*p*q^2*x^2-63*g^2*p*q*r*x^2-32*g^2*p*q*x^3-57*g^2*p*r^2*x^2+19*g^2*p*r*x^3+15* g^2*p*x^4-g^2*q^3*x^2-25*g^2*q^2*r*x^2-22*g^2*q^2*x^3-59*g^2*q*r^2*x^2-7*g^2*q* r*x^3+9*g^2*q*x^4-27*g^2*r^3*x^2+48*g^2*r^2*x^3+25*g^2*r*x^4+6*g*p^3*q*x^2-2*g* p^3*x^3+6*g*p^2*q^2*x^2+16*g*p^2*q*r*x^2+4*g*p^2*q*x^3+4*g*p^2*r*x^3+g*p^2*x^4-\ 2*g*p*q^2*r*x^2+6*g*p*q^2*x^3+4*g*p*q*r^2*x^2-g*p*q*r*x^3-19*g*p*q*x^4+36*g*p*r ^2*x^3+24*g*p*r*x^4-6*g*q^3*r*x^2-16*g*q^2*r^2*x^2-3*g*q^2*r*x^3-20*g*q^2*x^4-6 *g*q*r^3*x^2+24*g*q*r^2*x^3+6*g*q*r*x^4+32*g*r^3*x^3+24*g*r^2*x^4+6*p^4*q*x^2-4 *p^4*x^3+12*p^3*q^2*x^2+39*p^3*q*r*x^2-31*p^3*r*x^3-4*p^3*x^4+6*p^2*q^3*x^2+57* p^2*q^2*r*x^2+18*p^2*q^2*x^3+78*p^2*q*r^2*x^2-75*p^2*q*r*x^3-31*p^2*q*x^4-63*p^ 2*r^2*x^3+9*p^2*r*x^4+18*p*q^3*r*x^2+20*p*q^3*x^3+72*p*q^2*r^2*x^2-45*p*q^2*r*x ^3-50*p*q^2*x^4+63*p*q*r^3*x^2-135*p*q*r^2*x^3-10*p*q*r*x^4-46*p*r^3*x^3+36*p*r ^2*x^4+6*q^4*x^3+10*q^3*r^2*x^2-q^3*r*x^3-23*q^3*x^4+27*q^2*r^3*x^2-54*q^2*r^2* x^3-19*q^2*r*x^4+18*q*r^4*x^2-54*q*r^3*x^3+36*q*r^2*x^4-10*r^4*x^3+20*r^3*x^4+8 *a^3*b*c*x+16*a^3*b*p*x+4*a^3*b*q*x+24*a^3*b*r*x+48*a^3*b*x^2+4*a^3*c*g*x+8*a^3 *g*p*x+2*a^3*g*q*x+12*a^3*g*r*x+24*a^3*g*x^2+24*a^2*b^2*c*x+36*a^2*b^2*p*x+8*a^ 2*b^2*q*x+64*a^2*b^2*r*x+140*a^2*b^2*x^2+32*a^2*b*c^2*x+28*a^2*b*c*g*x+68*a^2*b *c*p*x+24*a^2*b*c*q*x+124*a^2*b*c*r*x+208*a^2*b*c*x^2+46*a^2*b*g*p*x+10*a^2*b*g *q*x+76*a^2*b*g*r*x+170*a^2*b*g*x^2+16*a^2*b*p^2*x+20*a^2*b*p*q*x+54*a^2*b*p*r* x+48*a^2*b*p*x^2+4*a^2*b*q^2*x+46*a^2*b*q*r*x+86*a^2*b*q*x^2+38*a^2*b*r^2*x+4*a ^2*b*r*x^2-52*a^2*b*x^3+16*a^2*c^2*g*x-8*a^2*c^2*p*x-4*a^2*c^2*r*x+4*a^2*c^2*x^ 2+8*a^2*c*g^2*x+38*a^2*c*g*p*x+12*a^2*c*g*q*x+64*a^2*c*g*r*x+106*a^2*c*g*x^2-8* a^2*c*p^2*x-12*a^2*c*p*q*x-18*a^2*c*p*r*x+12*a^2*c*p*x^2-6*a^2*c*q*r*x+2*a^2*c* q*x^2-10*a^2*c*r^2*x+18*a^2*c*r*x^2+32*a^2*c*x^3+14*a^2*g^2*p*x+3*a^2*g^2*q*x+ 22*a^2*g^2*r*x+50*a^2*g^2*x^2+12*a^2*g*p^2*x+12*a^2*g*p*q*x+36*a^2*g*p*r*x+30*a ^2*g*p*x^2+2*a^2*g*q^2*x+24*a^2*g*q*r*x+44*a^2*g*q*x^2+24*a^2*g*r^2*x+3*a^2*g*r *x^2-38*a^2*g*x^3-8*a^2*p^2*q*x+12*a^2*p^2*x^2-4*a^2*p*q^2*x-18*a^2*p*q*r*x+30* a^2*p*r*x^2+8*a^2*p*x^3-2*a^2*q^2*r*x-10*a^2*q*r^2*x+8*a^2*q*r*x^2+28*a^2*q*x^3 +14*a^2*r^2*x^2-18*a^2*r*x^3-12*a^2*x^4+16*a*b^3*c*x+16*a*b^3*p*x+32*a*b^3*r*x+ 116*a*b^3*x^2+56*a*b^2*c^2*x+36*a*b^2*c*g*x+116*a*b^2*c*p*x+24*a*b^2*c*q*x+220* a*b^2*c*r*x+468*a*b^2*c*x^2+42*a*b^2*g*p*x+4*a*b^2*g*q*x+80*a*b^2*g*r*x+242*a*b ^2*g*x^2+44*a*b^2*p^2*x+32*a*b^2*p*q*x+156*a*b^2*p*r*x+184*a*b^2*p*x^2+64*a*b^2 *q*r*x+198*a*b^2*q*x^2+112*a*b^2*r^2*x+124*a*b^2*r*x^2-104*a*b^2*x^3+40*a*b*c^3 *x+68*a*b*c^2*g*x+100*a*b*c^2*p*x+36*a*b*c^2*q*x+204*a*b*c^2*r*x+332*a*b*c^2*x^ 2+24*a*b*c*g^2*x+144*a*b*c*g*p*x+34*a*b*c*g*q*x+264*a*b*c*g*r*x+536*a*b*c*g*x^2 +38*a*b*c*p^2*x+64*a*b*c*p*q*x+168*a*b*c*p*r*x+112*a*b*c*p*x^2+8*a*b*c*q^2*x+ 144*a*b*c*q*r*x+286*a*b*c*q*x^2+130*a*b*c*r^2*x-114*a*b*c*r*x^2-212*a*b*c*x^3+ 31*a*b*g^2*p*x+4*a*b*g^2*q*x+56*a*b*g^2*r*x+158*a*b*g^2*x^2+52*a*b*g*p^2*x+40*a *b*g*p*q*x+173*a*b*g*p*r*x+196*a*b*g*p*x^2+2*a*b*g*q^2*x+83*a*b*g*q*r*x+230*a*b *g*q*x^2+121*a*b*g*r^2*x+105*a*b*g*r*x^2-152*a*b*g*x^3-4*a*b*p^3*x+11*a*b*p^2*q *x-9*a*b*p^2*r*x-36*a*b*p^2*x^2+12*a*b*p*q^2*x+66*a*b*p*q*r*x+42*a*b*p*q*x^2-6* a*b*p*r^2*x-213*a*b*p*r*x^2-98*a*b*p*x^3+24*a*b*q^2*r*x+59*a*b*q^2*x^2+55*a*b*q *r^2*x-38*a*b*q*r*x^2-74*a*b*q*x^3-a*b*r^3*x-213*a*b*r^2*x^2-165*a*b*r*x^3-24*a *b*x^4+20*a*c^3*g*x-16*a*c^3*p*x-8*a*c^3*r*x+4*a*c^3*x^2+20*a*c^2*g^2*x+54*a*c^ 2*g*p*x+18*a*c^2*g*q*x+104*a*c^2*g*r*x+174*a*c^2*g*x^2-30*a*c^2*p^2*x-24*a*c^2* p*q*x-60*a*c^2*p*r*x+12*a*c^2*p*x^2-12*a*c^2*q*r*x-12*a*c^2*q*x^2-30*a*c^2*r^2* x+40*a*c^2*r*x^2+140*a*c^2*x^3+5*a*c*g^3*x+45*a*c*g^2*p*x+11*a*c*g^2*q*x+78*a*c *g^2*r*x+152*a*c*g^2*x^2+30*a*c*g*p^2*x+30*a*c*g*p*q*x+105*a*c*g*p*r*x+90*a*c*g *p*x^2+4*a*c*g*q^2*x+71*a*c*g*q*r*x+152*a*c*g*q*x^2+75*a*c*g*r^2*x-38*a*c*g*r*x ^2-138*a*c*g*x^3-12*a*c*p^3*x-39*a*c*p^2*q*x-45*a*c*p^2*r*x+36*a*c*p^2*x^2-8*a* c*p*q^2*x-78*a*c*p*q*r*x-34*a*c*p*q*x^2-54*a*c*p*r^2*x+129*a*c*p*r*x^2+132*a*c* p*x^3-4*a*c*q^2*r*x-17*a*c*q^2*x^2-39*a*c*q*r^2*x+12*a*c*q*r*x^2+188*a*c*q*x^3-\ 21*a*c*r^3*x+63*a*c*r^2*x^2+3*a*c*r*x^3-68*a*c*x^4+7*a*g^3*p*x+a*g^3*q*x+12*a*g ^3*r*x+33*a*g^3*x^2+17*a*g^2*p^2*x+13*a*g^2*p*q*x+52*a*g^2*p*r*x+55*a*g^2*p*x^2 +a*g^2*q^2*x+26*a*g^2*q*r*x+66*a*g^2*q*x^2+35*a*g^2*r^2*x+22*a*g^2*r*x^2-56*a*g ^2*x^3+4*a*g*p^3*x+6*a*g*p^2*q*x+18*a*g*p^2*r*x+3*a*g*p^2*x^2+4*a*g*p*q^2*x+33* a*g*p*q*r*x+36*a*g*p*q*x^2+24*a*g*p*r^2*x-72*a*g*p*r*x^2-74*a*g*p*x^3+11*a*g*q^ 2*r*x+32*a*g*q^2*x^2+27*a*g*q*r^2*x-7*a*g*q*r*x^2-45*a*g*q*x^3+10*a*g*r^3*x-91* a*g*r^2*x^2-114*a*g*r*x^3-15*a*g*x^4-12*a*p^3*q*x+18*a*p^3*x^2-9*a*p^2*q^2*x-45 *a*p^2*q*r*x-3*a*p^2*q*x^2+81*a*p^2*r*x^2+26*a*p^2*x^3-18*a*p*q^2*r*x-21*a*p*q^ 2*x^2-54*a*p*q*r^2*x+33*a*p*q*r*x^2+97*a*p*q*x^3+99*a*p*r^2*x^2-14*a*p*r*x^3-31 *a*p*x^4-5*a*q^3*x^2-9*a*q^2*r^2*x-7*a*q^2*r*x^2+57*a*q^2*x^3-21*a*q*r^3*x+19*a *q*r^2*x^2+32*a*q*r*x^3-37*a*q*x^4+36*a*r^3*x^2-39*a*r^2*x^3-30*a*r*x^4+24*b^4* x^2+16*b^3*c^2*x+8*b^3*c*g*x+32*b^3*c*p*x+64*b^3*c*r*x+220*b^3*c*x^2+8*b^3*g*p* x+16*b^3*g*r*x+88*b^3*g*x^2+12*b^3*p^2*x+48*b^3*p*r*x+108*b^3*p*x^2+84*b^3*q*x^ 2+36*b^3*r^2*x+98*b^3*r*x^2-52*b^3*x^3+32*b^2*c^3*x+40*b^2*c^2*g*x+88*b^2*c^2*p *x+16*b^2*c^2*q*x+172*b^2*c^2*r*x+368*b^2*c^2*x^2+12*b^2*c*g^2*x+76*b^2*c*g*p*x +8*b^2*c*g*q*x+150*b^2*c*g*r*x+418*b^2*c*g*x^2+58*b^2*c*p^2*x+40*b^2*c*p*q*x+ 216*b^2*c*p*r*x+240*b^2*c*p*x^2+80*b^2*c*q*r*x+324*b^2*c*q*x^2+158*b^2*c*r^2*x+ 38*b^2*c*r*x^2-284*b^2*c*x^3+12*b^2*g^2*p*x+24*b^2*g^2*r*x+98*b^2*g^2*x^2+28*b^ 2*g*p^2*x+12*b^2*g*p*q*x+106*b^2*g*p*r*x+182*b^2*g*p*x^2+24*b^2*g*q*r*x+166*b^2 *g*q*x^2+78*b^2*g*r^2*x+137*b^2*g*r*x^2-114*b^2*g*x^3+11*b^2*p^3*x+18*b^2*p^2*q *x+57*b^2*p^2*r*x+18*b^2*p^2*x^2+72*b^2*p*q*r*x+121*b^2*p*q*x^2+81*b^2*p*r^2*x-\ 102*b^2*p*r*x^2-130*b^2*p*x^3+72*b^2*q^2*x^2+54*b^2*q*r^2*x+70*b^2*q*r*x^2-126* b^2*q*x^3+35*b^2*r^3*x-152*b^2*r^2*x^2-179*b^2*r*x^3-12*b^2*x^4+16*b*c^4*x+40*b *c^3*g*x+48*b*c^3*p*x+16*b*c^3*q*x+104*b*c^3*r*x+172*b*c^3*x^2+28*b*c^2*g^2*x+ 108*b*c^2*g*p*x+24*b*c^2*g*q*x+210*b*c^2*g*r*x+422*b*c^2*g*x^2+24*b*c^2*p^2*x+ 44*b*c^2*p*q*x+126*b*c^2*p*r*x+84*b*c^2*p*x^2+4*b*c^2*q^2*x+98*b*c^2*q*r*x+226* b*c^2*q*x^2+102*b*c^2*r^2*x-132*b*c^2*r*x^2-132*b*c^2*x^3+6*b*c*g^3*x+54*b*c*g^ 2*p*x+8*b*c*g^2*q*x+103*b*c*g^2*r*x+256*b*c*g^2*x^2+67*b*c*g*p^2*x+54*b*c*g*p*q *x+247*b*c*g*p*r*x+264*b*c*g*p*x^2+2*b*c*g*q^2*x+113*b*c*g*q*r*x+369*b*c*g*q*x^ 2+180*b*c*g*r^2*x+3*b*c*g*r*x^2-350*b*c*g*x^3-6*b*c*p^3*x+19*b*c*p^2*q*x-3*b*c* p^2*r*x-48*b*c*p^2*x^2+12*b*c*p*q^2*x+102*b*c*p*q*r*x+56*b*c*p*q*x^2+12*b*c*p*r ^2*x-303*b*c*p*r*x^2-42*b*c*p*x^3+24*b*c*q^2*r*x+103*b*c*q^2*x^2+83*b*c*q*r^2*x -88*b*c*q*r*x^2-78*b*c*q*x^3+9*b*c*r^3*x-333*b*c*r^2*x^2-155*b*c*r*x^3-68*b*c*x ^4+6*b*g^3*p*x+12*b*g^3*r*x+44*b*g^3*x^2+21*b*g^2*p^2*x+12*b*g^2*p*q*x+73*b*g^2 *p*r*x+106*b*g^2*p*x^2+24*b*g^2*q*r*x+106*b*g^2*q*x^2+52*b*g^2*r^2*x+66*b*g^2*r *x^2-84*b*g^2*x^3+10*b*g*p^3*x+18*b*g*p^2*q*x+52*b*g*p^2*r*x+18*b*g*p^2*x^2+4*b *g*p*q^2*x+80*b*g*p*q*r*x+126*b*g*p*q*x^2+74*b*g*p*r^2*x-130*b*g*p*r*x^2-165*b* g*p*x^3+8*b*g*q^2*r*x+78*b*g*q^2*x^2+62*b*g*q*r^2*x+53*b*g*q*r*x^2-144*b*g*q*x^ 3+32*b*g*r^3*x-184*b*g*r^2*x^2-226*b*g*r*x^3-15*b*g*x^4-4*b*p^4*x-b*p^3*q*x-21* b*p^3*r*x-21*b*p^3*x^2+6*b*p^2*q^2*x+6*b*p^2*q*r*x-35*b*p^2*q*x^2-39*b*p^2*r^2* x-93*b*p^2*r*x^2+11*b*p^2*x^3+24*b*p*q^2*r*x+9*b*p*q^2*x^2+15*b*p*q*r^2*x-155*b *p*q*r*x^2+13*b*p*q*x^3-31*b*p*r^3*x-153*b*p*r^2*x^2-20*b*p*r*x^3-31*b*p*x^4+18 *b*q^3*x^2+18*b*q^2*r^2*x-14*b*q^2*r*x^2-12*b*q^2*x^3+8*b*q*r^3*x-155*b*q*r^2*x ^2-32*b*q*r*x^3-37*b*q*x^4-9*b*r^4*x-81*b*r^3*x^2-11*b*r^2*x^3-30*b*r*x^4+8*c^4 *g*x-8*c^4*p*x-4*c^4*r*x+12*c^3*g^2*x+24*c^3*g*p*x+8*c^3*g*q*x+52*c^3*g*r*x+92* c^3*g*x^2-22*c^3*p^2*x-12*c^3*p*q*x-42*c^3*p*r*x-6*c^3*q*r*x-14*c^3*q*x^2-20*c^ 3*r^2*x+24*c^3*r*x^2+132*c^3*x^3+6*c^2*g^3*x+34*c^2*g^2*p*x+8*c^2*g^2*q*x+63*c^ 2*g^2*r*x+120*c^2*g^2*x^2+15*c^2*g*p^2*x+18*c^2*g*p*q*x+69*c^2*g*p*r*x+70*c^2*g *p*x^2+2*c^2*g*q^2*x+47*c^2*g*q*r*x+117*c^2*g*q*x^2+54*c^2*g*r^2*x-46*c^2*g*r*x ^2-84*c^2*g*x^3-17*c^2*p^3*x-31*c^2*p^2*q*x-60*c^2*p^2*r*x+18*c^2*p^2*x^2-4*c^2 *p*q^2*x-60*c^2*p*q*r*x-53*c^2*p*q*x^2-69*c^2*p*r^2*x+117*c^2*p*r*x^2+212*c^2*p *x^3-2*c^2*q^2*r*x-17*c^2*q^2*x^2-29*c^2*q*r^2*x-8*c^2*q*r*x^2+240*c^2*q*x^3-26 *c^2*r^3*x+61*c^2*r^2*x^2+50*c^2*r*x^3-104*c^2*x^4+c*g^4*x+12*c*g^3*p*x+2*c*g^3 *q*x+22*c*g^3*r*x+51*c*g^3*x^2+23*c*g^2*p^2*x+18*c*g^2*p*q*x+77*c*g^2*p*r*x+77* c*g^2*p*x^2+c*g^2*q^2*x+37*c*g^2*q*r*x+106*c*g^2*q*x^2+54*c*g^2*r^2*x-7*c*g^2*r *x^2-115*c*g^2*x^3+2*c*g*p^3*x+3*c*g*p^2*q*x+16*c*g*p^2*r*x+9*c*g*p^2*x^2+4*c*g *p*q^2*x+39*c*g*p*q*r*x+50*c*g*p*q*x^2+26*c*g*p*r^2*x-95*c*g*p*r*x^2-60*c*g*p*x ^3+11*c*g*q^2*r*x+48*c*g*q^2*x^2+36*c*g*q*r^2*x-20*c*g*q*r*x^2-40*c*g*q*x^3+12* c*g*r^3*x-141*c*g*r^2*x^2-124*c*g*r*x^3-34*c*g*x^4-4*c*p^4*x-21*c*p^3*q*x-21*c* p^3*r*x+21*c*p^3*x^2-9*c*p^2*q^2*x-75*c*p^2*q*r*x-26*c*p^2*q*x^2-39*c*p^2*r^2*x +132*c*p^2*r*x^2+97*c*p^2*x^3-18*c*p*q^2*r*x-52*c*p*q^2*x^2-87*c*p*q*r^2*x+40*c *p*q*r*x^2+276*c*p*q*x^3-31*c*p*r^3*x+174*c*p*r^2*x^2+26*c*p*r*x^3-90*c*p*x^4-5 *c*q^3*x^2-9*c*q^2*r^2*x-31*c*q^2*r*x^2+135*c*q^2*x^3-33*c*q*r^3*x+28*c*q*r^2*x ^2+120*c*q*r*x^3-118*c*q*x^4-9*c*r^4*x+63*c*r^3*x^2-62*c*r^2*x^3-76*c*r*x^4+g^4 *p*x+2*g^4*r*x+7*g^4*x^2+5*g^3*p^2*x+3*g^3*p*q*x+16*g^3*p*r*x+21*g^3*p*x^2+6*g^ 3*q*r*x+22*g^3*q*x^2+11*g^3*r^2*x+11*g^3*r*x^2-20*g^3*x^3+4*g^2*p^3*x+6*g^2*p^2 *q*x+18*g^2*p^2*r*x+7*g^2*p^2*x^2+2*g^2*p*q^2*x+25*g^2*p*q*r*x+36*g^2*p*q*x^2+ 24*g^2*p*r^2*x-38*g^2*p*r*x^2-57*g^2*p*x^3+4*g^2*q^2*r*x+22*g^2*q^2*x^2+19*g^2* q*r^2*x+10*g^2*q*r*x^2-46*g^2*q*x^3+10*g^2*r^3*x-54*g^2*r^2*x^2-72*g^2*r*x^3-3* g^2*x^4-2*g*p^3*q*x-2*g*p^2*q*r*x-3*g*p^2*q*x^2-20*g*p^2*r*x^2-11*g*p^2*x^3+6*g *p*q^2*r*x+7*g*p*q^2*x^2+2*g*p*q*r^2*x-45*g*p*q*r*x^2-3*g*p*q*x^3-53*g*p*r^2*x^ 2-45*g*p*r*x^3-14*g*p*x^4+7*g*q^3*x^2+6*g*q^2*r^2*x-g*q^2*r*x^2-2*g*q^2*x^3+2*g *q*r^3*x-61*g*q*r^2*x^2-37*g*q*r*x^3-20*g*q*x^4-33*g*r^3*x^2-21*g*r^2*x^3-8*g*r *x^4-4*p^4*q*x+6*p^4*x^2-4*p^3*q^2*x-21*p^3*q*r*x+39*p^3*r*x^2+12*p^3*x^3-15*p^ 2*q^2*r*x-18*p^2*q^2*x^2-39*p^2*q*r^2*x+42*p^2*q*r*x^2+70*p^2*q*x^3+78*p^2*r^2* x^2-6*p^2*r*x^3-19*p^2*x^4-12*p*q^3*x^2-18*p*q^2*r^2*x-15*p*q^2*r*x^2+82*p*q^2* x^3-31*p*q*r^3*x+69*p*q*r^2*x^2+53*p*q*r*x^3-52*p*q*x^4+63*p*r^3*x^2-45*p*r^2*x ^3-28*p*r*x^4-10*q^3*r*x^2+24*q^3*x^3-7*q^2*r^3*x-5*q^2*r^2*x^2+49*q^2*r*x^3-33 *q^2*x^4-9*q*r^4*x+27*q*r^3*x^2-17*q*r^2*x^3-48*q*r*x^4+18*r^4*x^2-24*r^3*x^3-4 *a^3*b*p-4*a^3*b*r-24*a^3*b*x-2*a^3*g*p-2*a^3*g*r-12*a^3*g*x-8*a^2*b^2*p-8*a^2* b^2*r-64*a^2*b^2*x-16*a^2*b*c*p-16*a^2*b*c*r-100*a^2*b*c*x-10*a^2*b*g*p-10*a^2* b*g*r-76*a^2*b*g*x-4*a^2*b*p^2-4*a^2*b*p*q-8*a^2*b*p*r-4*a^2*b*p*x-4*a^2*b*q*r-\ 38*a^2*b*q*x-4*a^2*b*r^2+22*a^2*b*r*x+96*a^2*b*x^2-8*a^2*c*g*p-8*a^2*c*g*r-50*a ^2*c*g*x+2*a^2*c*p^2+4*a^2*c*p*r+2*a^2*c*r^2+6*a^2*c*r*x-16*a^2*c*x^2-3*a^2*g^2 *p-3*a^2*g^2*r-22*a^2*g^2*x-3*a^2*g*p^2-2*a^2*g*p*q-6*a^2*g*p*r-6*a^2*g*p*x-2*a ^2*g*q*r-19*a^2*g*q*x-3*a^2*g*r^2+6*a^2*g*r*x+54*a^2*g*x^2+2*a^2*p^2*q-8*a^2*p^ 2*x+4*a^2*p*q*r+4*a^2*p*q*x-18*a^2*p*r*x-12*a^2*p*x^2+2*a^2*q*r^2+8*a^2*q*r*x-\ 14*a^2*q*x^2-10*a^2*r^2*x-2*a^2*r*x^2+24*a^2*x^3-32*a*b^3*x-16*a*b^2*c*p-16*a*b ^2*c*r-180*a*b^2*c*x-4*a*b^2*g*p-4*a*b^2*g*r-80*a*b^2*g*x-12*a*b^2*p^2-24*a*b^2 *p*r-82*a*b^2*p*x-60*a*b^2*q*x-12*a*b^2*r^2-56*a*b^2*r*x+144*a*b^2*x^2-20*a*b*c ^2*p-20*a*b*c^2*r-148*a*b*c^2*x-22*a*b*c*g*p-22*a*b*c*g*r-212*a*b*c*g*x-14*a*b* c*p^2-8*a*b*c*p*q-28*a*b*c*p*r-28*a*b*c*p*x-8*a*b*c*q*r-118*a*b*c*q*x-14*a*b*c* r^2+72*a*b*c*r*x+378*a*b*c*x^2-4*a*b*g^2*p-4*a*b*g^2*r-56*a*b*g^2*x-13*a*b*g*p^ 2-2*a*b*g*p*q-26*a*b*g*p*r-75*a*b*g*p*x-2*a*b*g*q*r-76*a*b*g*q*x-13*a*b*g*r^2-\ 37*a*b*g*r*x+198*a*b*g*x^2+a*b*p^3-6*a*b*p^2*q+3*a*b*p^2*r+40*a*b*p^2*x-12*a*b* p*q*r-27*a*b*p*q*x+3*a*b*p*r^2+156*a*b*p*r*x+184*a*b*p*x^2-22*a*b*q^2*x-6*a*b*q *r^2+4*a*b*q*r*x+145*a*b*q*x^2+a*b*r^3+116*a*b*r^2*x+203*a*b*r*x^2+16*a*b*x^3-\ 10*a*c^2*g*p-10*a*c^2*g*r-74*a*c^2*g*x+4*a*c^2*p^2+8*a*c^2*p*r+2*a*c^2*p*x+4*a* c^2*r^2+16*a*c^2*r*x-46*a*c^2*x^2-7*a*c*g^2*p-7*a*c*g^2*r-61*a*c*g^2*x-8*a*c*g* p^2-4*a*c*g*p*q-16*a*c*g*p*r-23*a*c*g*p*x-4*a*c*g*q*r-59*a*c*g*q*x-8*a*c*g*r^2+ 27*a*c*g*r*x+198*a*c*g*x^2+3*a*c*p^3+4*a*c*p^2*q+9*a*c*p^2*r-16*a*c*p^2*x+8*a*c *p*q*r+17*a*c*p*q*x+9*a*c*p*r^2-24*a*c*p*r*x-80*a*c*p*x^2+4*a*c*q*r^2+28*a*c*q* r*x-63*a*c*q*x^2+3*a*c*r^3-8*a*c*r^2*x-33*a*c*r*x^2+108*a*c*x^3-a*g^3*p-a*g^3*r -12*a*g^3*x-4*a*g^2*p^2-a*g^2*p*q-8*a*g^2*p*r-19*a*g^2*p*x-a*g^2*q*r-23*a*g^2*q *x-4*a*g^2*r^2-7*a*g^2*r*x+66*a*g^2*x^2-a*g*p^3-2*a*g*p^2*q-3*a*g*p^2*r+9*a*g*p ^2*x-4*a*g*p*q*r-15*a*g*p*q*x-3*a*g*p*r^2+51*a*g*p*r*x+98*a*g*p*x^2-11*a*g*q^2* x-2*a*g*q*r^2+2*a*g*q*r*x+72*a*g*q*x^2-a*g*r^3+42*a*g*r^2*x+107*a*g*r*x^2+14*a* g*x^3+3*a*p^3*q-12*a*p^3*x+9*a*p^2*q*r+5*a*p^2*q*x-45*a*p^2*r*x-30*a*p^2*x^2+7* a*p*q^2*x+9*a*p*q*r^2+18*a*p*q*r*x-54*a*p*q*x^2-54*a*p*r^2*x-39*a*p*r*x^2+58*a* p*x^3+8*a*q^2*r*x-18*a*q^2*x^2+3*a*q*r^3+13*a*q*r^2*x-29*a*q*r*x^2+56*a*q*x^3-\ 21*a*r^3*x-17*a*r^2*x^2+45*a*r*x^3-6*a*x^4-56*b^3*c*x-16*b^3*g*x-36*b^3*p*x-36* b^3*r*x+36*b^3*x^2-8*b^2*c^2*p-8*b^2*c^2*r-128*b^2*c^2*x-4*b^2*c*g*p-4*b^2*c*g* r-124*b^2*c*g*x-12*b^2*c*p^2-24*b^2*c*p*r-98*b^2*c*p*x-72*b^2*c*q*x-12*b^2*c*r^ 2-40*b^2*c*r*x+342*b^2*c*x^2-24*b^2*g^2*x-4*b^2*g*p^2-8*b^2*g*p*r-66*b^2*g*p*x-\ 24*b^2*g*q*x-4*b^2*g*r^2-54*b^2*g*r*x+110*b^2*g*x^2-4*b^2*p^3-12*b^2*p^2*r-9*b^ 2*p^2*x-54*b^2*p*q*x-12*b^2*p*r^2+36*b^2*p*r*x+197*b^2*p*x^2-54*b^2*q*r*x+114*b ^2*q*x^2-4*b^2*r^3+45*b^2*r^2*x+221*b^2*r*x^2-8*b^2*x^3-8*b*c^3*p-8*b*c^3*r-72* b*c^3*x-12*b*c^2*g*p-12*b*c^2*g*r-152*b*c^2*g*x-10*b*c^2*p^2-4*b*c^2*p*q-20*b*c ^2*p*r-28*b*c^2*p*x-4*b*c^2*q*r-80*b*c^2*q*x-10*b*c^2*r^2+54*b*c^2*r*x+320*b*c^ 2*x^2-4*b*c*g^2*p-4*b*c*g^2*r-82*b*c*g^2*x-15*b*c*g*p^2-2*b*c*g*p*q-30*b*c*g*p* r-97*b*c*g*p*x-2*b*c*g*q*r-100*b*c*g*q*x-15*b*c*g*r^2-17*b*c*g*r*x+423*b*c*g*x^ 2-b*c*p^3-6*b*c*p^2*q-3*b*c*p^2*r+38*b*c*p^2*x-12*b*c*p*q*r-49*b*c*p*q*x-3*b*c* p*r^2+192*b*c*p*r*x+246*b*c*p*x^2-22*b*c*q^2*x-6*b*c*q*r^2-10*b*c*q*r*x+253*b*c *q*x^2-b*c*r^3+154*b*c*r^2*x+239*b*c*r*x^2-12*b*c*x^3-12*b*g^3*x-4*b*g^2*p^2-8* b*g^2*p*r-40*b*g^2*p*x-24*b*g^2*q*x-4*b*g^2*r^2-28*b*g^2*r*x+86*b*g^2*x^2-3*b*g *p^3-2*b*g*p^2*q-9*b*g*p^2*r+3*b*g*p^2*x-4*b*g*p*q*r-52*b*g*p*q*x-9*b*g*p*r^2+ 73*b*g*p*r*x+226*b*g*p*x^2-8*b*g*q^2*x-2*b*g*q*r^2-42*b*g*q*r*x+144*b*g*q*x^2-3 *b*g*r^3+70*b*g*r^2*x+245*b*g*r*x^2-6*b*g*x^3+b*p^4-2*b*p^3*q+4*b*p^3*r+15*b*p^ 3*x-6*b*p^2*q*r+9*b*p^2*q*x+6*b*p^2*r^2+69*b*p^2*r*x+22*b*p^2*x^2-18*b*p*q^2*x-\ 6*b*p*q*r^2+63*b*p*q*r*x+108*b*p*q*x^2+4*b*p*r^3+93*b*p*r^2*x+10*b*p*r*x^2-18*b *q^2*r*x+54*b*q^2*x^2-2*b*q*r^3+54*b*q*r^2*x+119*b*q*r*x^2-10*b*q*x^3+b*r^4+39* b*r^3*x-34*b*r^2*x^2-29*b*r*x^3-6*b*x^4-4*c^3*g*p-4*c^3*g*r-36*c^3*g*x+2*c^3*p^ 2+4*c^3*p*r+2*c^3*p*x+2*c^3*r^2+10*c^3*r*x-34*c^3*x^2-4*c^2*g^2*p-4*c^2*g^2*r-\ 44*c^2*g^2*x-5*c^2*g*p^2-2*c^2*g*p*q-10*c^2*g*p*r-19*c^2*g*p*x-2*c^2*g*q*r-40*c ^2*g*q*x-5*c^2*g*r^2+23*c^2*g*r*x+163*c^2*g*x^2+3*c^2*p^3+2*c^2*p^2*q+9*c^2*p^2 *r-9*c^2*p^2*x+4*c^2*p*q*r+13*c^2*p*q*x+9*c^2*p*r^2-6*c^2*p*r*x-95*c^2*p*x^2+2* c^2*q*r^2+20*c^2*q*r*x-55*c^2*q*x^2+3*c^2*r^3+3*c^2*r^2*x-44*c^2*r*x^2+132*c^2* x^3-c*g^3*p-c*g^3*r-17*c*g^3*x-5*c*g^2*p^2-c*g^2*p*q-10*c*g^2*p*r-26*c*g^2*p*x- c*g^2*q*r-32*c*g^2*q*x-5*c*g^2*r^2-c*g^2*r*x+130*c*g^2*x^2-c*g*p^3-2*c*g*p^2*q-\ 3*c*g*p^2*r+8*c*g*p^2*x-4*c*g*p*q*r-23*c*g*p*q*x-3*c*g*p*r^2+72*c*g*p*r*x+130*c *g*p*x^2-11*c*g*q^2*x-2*c*g*q*r^2-2*c*g*q*r*x+116*c*g*q*x^2-c*g*r^3+64*c*g*r^2* x+126*c*g*r*x^2+4*c*g*x^3+c*p^4+3*c*p^3*q+4*c*p^3*r-13*c*p^3*x+9*c*p^2*q*r+10*c *p^2*q*x+6*c*p^2*r^2-48*c*p^2*r*x-68*c*p^2*x^2+7*c*p*q^2*x+9*c*p*q*r^2+33*c*p*q *r*x-118*c*p*q*x^2+4*c*p*r^3-57*c*p*r^2*x-77*c*p*r*x^2+152*c*p*x^3+8*c*q^2*r*x-\ 20*c*q^2*x^2+3*c*q*r^3+23*c*q*r^2*x-70*c*q*r*x^2+132*c*q*x^3+c*r^4-22*c*r^3*x-\ 31*c*r^2*x^2+104*c*r*x^3-28*c*x^4-2*g^4*x-g^3*p^2-2*g^3*p*r-8*g^3*p*x-6*g^3*q*x -g^3*r^2-5*g^3*r*x+20*g^3*x^2-g^2*p^3-g^2*p^2*q-3*g^2*p^2*r+2*g^2*p^2*x-2*g^2*p *q*r-14*g^2*p*q*x-3*g^2*p*r^2+23*g^2*p*r*x+68*g^2*p*x^2-4*g^2*q^2*x-g^2*q*r^2-9 *g^2*q*r*x+46*g^2*q*x^2-g^2*r^3+21*g^2*r^2*x+70*g^2*r*x^2-4*g^2*x^3+2*g*p^3*x+2 *g*p^2*q*x+16*g*p^2*r*x+18*g*p^2*x^2-6*g*p*q^2*x+27*g*p*q*r*x+48*g*p*q*x^2+26*g *p*r^2*x+20*g*p*r*x^2+2*g*p*x^3-6*g*q^2*r*x+20*g*q^2*x^2+25*g*q*r^2*x+58*g*q*r* x^2+6*g*q*x^3+12*g*r^3*x-9*g*r^2*x^2-19*g*r*x^3-6*g*x^4+p^4*q-4*p^4*x+4*p^3*q*r -21*p^3*r*x-12*p^3*x^2+6*p^2*q^2*x+6*p^2*q*r^2-3*p^2*q*r*x-48*p^2*q*x^2-39*p^2* r^2*x-15*p^2*r*x^2+40*p^2*x^3+15*p*q^2*r*x-30*p*q^2*x^2+4*p*q*r^3-6*p*q*r^2*x-\ 69*p*q*r*x^2+82*p*q*x^3-31*p*r^3*x-3*p*r^2*x^2+53*p*r*x^3-14*p*x^4+9*q^2*r^2*x-\ 22*q^2*r*x^2+30*q^2*x^3+q*r^4-3*q*r^3*x-31*q*r^2*x^2+67*q*r*x^3-14*q*x^4-9*r^4* x+10*r^2*x^3-20*r*x^4+4*a^3*b+2*a^3*g+8*a^2*b^2+16*a^2*b*c+10*a^2*b*g-6*a^2*b*p +4*a^2*b*q-6*a^2*b*r-60*a^2*b*x+8*a^2*c*g-2*a^2*c*p-2*a^2*c*r+3*a^2*g^2-2*a^2*g *p+2*a^2*g*q-2*a^2*g*r-30*a^2*g*x+2*a^2*p^2-2*a^2*p*q+4*a^2*p*r+8*a^2*p*x-2*a^2 *q*r+2*a^2*r^2+10*a^2*r*x-12*a^2*x^2+16*a*b^2*c+4*a*b^2*g+8*a*b^2*p+8*a*b^2*r-\ 56*a*b^2*x+20*a*b*c^2+22*a*b*c*g-8*a*b*c*p+8*a*b*c*q-8*a*b*c*r-184*a*b*c*x+4*a* b*g^2+5*a*b*g*p+2*a*b*g*q+5*a*b*g*r-84*a*b*g*x-14*a*b*p^2+4*a*b*p*q-28*a*b*p*r-\ 102*a*b*p*x+4*a*b*q*r-56*a*b*q*x-14*a*b*r^2-91*a*b*r*x+28*a*b*x^2+10*a*c^2*g-4* a*c^2*p-4*a*c^2*r+7*a*c*g^2-3*a*c*g*p+4*a*c*g*q-3*a*c*g*r-92*a*c*g*x+2*a*c*p^2-\ 4*a*c*p*q+4*a*c*p*r+16*a*c*p*x-4*a*c*q*r+2*a*c*r^2+23*a*c*r*x-40*a*c*x^2+a*g^3+ a*g^2*p+a*g^2*q+a*g^2*r-28*a*g^2*x-5*a*g*p^2+a*g*p*q-10*a*g*p*r-46*a*g*p*x+a*g* q*r-28*a*g*q*x-5*a*g*r^2-40*a*g*r*x+11*a*g*x^2+3*a*p^3-2*a*p^2*q+9*a*p^2*r+14*a *p^2*x-4*a*p*q*r+5*a*p*q*x+9*a*p*r^2+36*a*p*r*x-24*a*p*x^2-2*a*q*r^2+7*a*q*r*x-\ 19*a*q*x^2+3*a*r^3+22*a*r^2*x-13*a*r*x^2+12*a*x^3+8*b^2*c^2+4*b^2*c*g+8*b^2*c*p +8*b^2*c*r-104*b^2*c*x+4*b^2*g*p+4*b^2*g*r-24*b^2*g*x-80*b^2*p*x-80*b^2*r*x+12* b^2*x^2+8*b*c^3+12*b*c^2*g-2*b*c^2*p+4*b*c^2*q-2*b*c^2*r-136*b*c^2*x+4*b*c*g^2+ 7*b*c*g*p+2*b*c*g*q+7*b*c*g*r-144*b*c*g*x-14*b*c*p^2+4*b*c*p*q-28*b*c*p*r-138*b *c*p*x+4*b*c*q*r-68*b*c*q*x-14*b*c*r^2-111*b*c*r*x+108*b*c*x^2+4*b*g^2*p+4*b*g^ 2*r-24*b*g^2*x-5*b*g*p^2+2*b*g*p*q-10*b*g*p*r-98*b*g*p*x+2*b*g*q*r-20*b*g*q*x-5 *b*g*r^2-94*b*g*r*x+26*b*g*x^2-4*b*p^3-12*b*p^2*r-17*b*p^2*x-62*b*p*q*x-12*b*p* r^2+b*p*r*x+75*b*p*x^2-62*b*q*r*x+36*b*q*x^2-4*b*r^3+18*b*r^2*x+97*b*r*x^2+4*b* x^3+4*c^3*g-2*c^3*p-2*c^3*r+4*c^2*g^2-c^2*g*p+2*c^2*g*q-c^2*g*r-68*c^2*g*x-2*c^ 2*p*q+10*c^2*p*x-2*c^2*q*r+15*c^2*r*x-36*c^2*x^2+c*g^3+2*c*g^2*p+c*g^2*q+2*c*g^ 2*r-46*c*g^2*x-6*c*g*p^2+c*g*p*q-12*c*g*p*r-65*c*g*p*x+c*g*q*r-34*c*g*q*x-6*c*g *r^2-51*c*g*r*x+49*c*g*x^2+3*c*p^3-2*c*p^2*q+9*c*p^2*r+17*c*p^2*x-4*c*p*q*r+5*c *p*q*x+9*c*p*r^2+49*c*p*r*x-57*c*p*x^2-2*c*q*r^2+7*c*q*r*x-25*c*q*x^2+3*c*r^3+ 32*c*r^2*x-30*c*r*x^2+36*c*x^3+g^3*p+g^3*r-6*g^3*x-2*g^2*p^2+g^2*p*q-4*g^2*p*r-\ 29*g^2*p*x+g^2*q*r-10*g^2*q*x-2*g^2*r^2-27*g^2*r*x+11*g^2*x^2-g*p^3-g*p^2*q-3*g *p^2*r-7*g*p^2*x-2*g*p*q*r-27*g*p*q*x-3*g*p*r^2+3*g*p*r*x+32*g*p*x^2-g*q*r^2-27 *g*q*r*x+11*g*q*x^2-g*r^3+10*g*r^2*x+44*g*r*x^2+8*g*x^3+p^4+4*p^3*r+4*p^3*x+10* p^2*q*x+6*p^2*r^2+12*p^2*r*x-24*p^2*x^2-2*p*q^2*x+28*p*q*r*x-24*p*q*x^2+4*p*r^3 +12*p*r^2*x-36*p*r*x^2+24*p*x^3-2*q^2*r*x+18*q*r^2*x-14*q*r*x^2+12*q*x^3+r^4+4* r^3*x-16*r^2*x^2+24*r*x^3+10*a^2*b+5*a^2*g-2*a^2*p-2*a^2*r+4*a*b^2+22*a*b*c+8*a *b*g+9*a*b*p+2*a*b*q+9*a*b*r-24*a*b*x+11*a*c*g-5*a*c*p-5*a*c*r+3*a*g^2+4*a*g*p+ a*g*q+4*a*g*r-12*a*g*x-2*a*p^2-a*p*q-4*a*p*r-2*a*p*x-a*q*r-2*a*r^2-a*r*x-6*a*x^ 2+4*b^2*c+4*b^2*p+4*b^2*r+12*b*c^2+8*b*c*g+11*b*c*p+2*b*c*q+11*b*c*r-48*b*c*x+8 *b*g*p+8*b*g*r-8*b*g*x-b*p^2+2*b*p*q-2*b*p*r-48*b*p*x+2*b*q*r-b*r^2-48*b*r*x+6* c^2*g-3*c^2*p-3*c^2*r+3*c*g^2+5*c*g*p+c*g*q+5*c*g*r-24*c*g*x-3*c*p^2-c*p*q-6*c* p*r-4*c*p*x-c*q*r-3*c*r^2-3*c*r*x-10*c*x^2+3*g^2*p+3*g^2*r-4*g^2*x-g*p^2+g*p*q-\ 2*g*p*r-22*g*p*x+g*q*r-g*r^2-22*g*r*x-2*g*x^2-p^2*q+4*p^2*x-2*p*q*r-6*p*q*x+13* p*r*x-6*p*x^2-q*r^2-6*q*r*x+9*r^2*x-2*r*x^2+4*a*b+2*a*g-a*p-a*r+4*b*c+4*b*p+4*b *r+2*c*g-c*p-c*r+2*g*p+2*g*r-p^2-2*p*r-4*p*x-r^2-4*r*x)*dx^2+(r-1)*(16*a^3*b*c* x^3+8*a^3*b*p*x^3+8*a^3*b*q*x^3+12*a^3*b*r*x^3+8*a^3*c*g*x^3+4*a^3*g*p*x^3+4*a^ 3*g*q*x^3+6*a^3*g*r*x^3+48*a^2*b^2*c*x^3+24*a^2*b^2*p*x^3+24*a^2*b^2*q*x^3+36*a ^2*b^2*r*x^3+48*a^2*b*c^2*x^3+64*a^2*b*c*g*x^3+40*a^2*b*c*p*x^3+40*a^2*b*c*q*x^ 3+72*a^2*b*c*r*x^3+32*a^2*b*g*p*x^3+32*a^2*b*g*q*x^3+48*a^2*b*g*r*x^3+8*a^2*b*p ^2*x^3+16*a^2*b*p*q*x^3+30*a^2*b*p*r*x^3+8*a^2*b*q^2*x^3+30*a^2*b*q*r*x^3+24*a^ 2*b*r^2*x^3-16*a^2*c^3*x^3+32*a^2*c^2*g*x^3-16*a^2*c^2*p*x^3-32*a^2*c^2*q*x^3-\ 12*a^2*c^2*r*x^3+20*a^2*c*g^2*x^3+28*a^2*c*g*p*x^3+28*a^2*c*g*q*x^3+42*a^2*c*g* r*x^3-4*a^2*c*p^2*x^3-24*a^2*c*p*q*x^3-6*a^2*c*p*r*x^3-20*a^2*c*q^2*x^3-18*a^2* c*q*r*x^3+10*a^2*g^2*p*x^3+10*a^2*g^2*q*x^3+15*a^2*g^2*r*x^3+6*a^2*g*p^2*x^3+12 *a^2*g*p*q*x^3+18*a^2*g*p*r*x^3+6*a^2*g*q^2*x^3+18*a^2*g*q*r*x^3+12*a^2*g*r^2*x ^3-4*a^2*p^2*q*x^3-8*a^2*p*q^2*x^3-6*a^2*p*q*r*x^3-4*a^2*q^3*x^3-6*a^2*q^2*r*x^ 3+48*a*b^3*c*x^3+24*a*b^3*p*x^3+24*a*b^3*q*x^3+36*a*b^3*r*x^3+96*a*b^2*c^2*x^3+ 104*a*b^2*c*g*x^3+80*a*b^2*c*p*x^3+80*a*b^2*c*q*x^3+144*a*b^2*c*r*x^3+52*a*b^2* g*p*x^3+52*a*b^2*g*q*x^3+78*a*b^2*g*r*x^3+16*a*b^2*p^2*x^3+32*a*b^2*p*q*x^3+60* a*b^2*p*r*x^3+16*a*b^2*q^2*x^3+60*a*b^2*q*r*x^3+48*a*b^2*r^2*x^3+144*a*b*c^2*g* x^3-8*a*b*c^2*p*x^3-40*a*b*c^2*q*x^3+48*a*b*c^2*r*x^3+72*a*b*c*g^2*x^3+124*a*b* c*g*p*x^3+124*a*b*c*g*q*x^3+204*a*b*c*g*r*x^3-8*a*b*c*p^2*x^3-48*a*b*c*p*q*x^3+ 24*a*b*c*p*r*x^3-40*a*b*c*q^2*x^3+48*a*b*c*r^2*x^3+36*a*b*g^2*p*x^3+36*a*b*g^2* q*x^3+54*a*b*g^2*r*x^3+26*a*b*g*p^2*x^3+52*a*b*g*p*q*x^3+87*a*b*g*p*r*x^3+26*a* b*g*q^2*x^3+87*a*b*g*q*r*x^3+64*a*b*g*r^2*x^3-2*a*b*p^3*x^3-14*a*b*p^2*q*x^3-22 *a*b*p*q^2*x^3-12*a*b*p*q*r*x^3+12*a*b*p*r^2*x^3-10*a*b*q^3*x^3-12*a*b*q^2*r*x^ 3+12*a*b*q*r^2*x^3+10*a*b*r^3*x^3-48*a*c^4*x^3+16*a*c^3*g*x^3-72*a*c^3*p*x^3-\ 120*a*c^3*q*x^3-72*a*c^3*r*x^3+52*a*c^2*g^2*x^3+24*a*c^2*g*p*x^3+54*a*c^2*g*r*x ^3-36*a*c^2*p^2*x^3-144*a*c^2*p*q*x^3-72*a*c^2*p*r*x^3-108*a*c^2*q^2*x^3-144*a* c^2*q*r*x^3-24*a*c^2*r^2*x^3+16*a*c*g^3*x^3+46*a*c*g^2*p*x^3+46*a*c*g^2*q*x^3+ 69*a*c*g^2*r*x^3+12*a*c*g*p^2*x^3+45*a*c*g*p*r*x^3-12*a*c*g*q^2*x^3+27*a*c*g*q* r*x^3+36*a*c*g*r^2*x^3-6*a*c*p^3*x^3-54*a*c*p^2*q*x^3-18*a*c*p^2*r*x^3-90*a*c*p *q^2*x^3-108*a*c*p*q*r*x^3-12*a*c*p*r^2*x^3-42*a*c*q^3*x^3-90*a*c*q^2*r*x^3-36* a*c*q*r^2*x^3+8*a*g^3*p*x^3+8*a*g^3*q*x^3+12*a*g^3*r*x^3+10*a*g^2*p^2*x^3+20*a* g^2*p*q*x^3+30*a*g^2*p*r*x^3+10*a*g^2*q^2*x^3+30*a*g^2*q*r*x^3+20*a*g^2*r^2*x^3 +2*a*g*p^3*x^3+9*a*g*p^2*r*x^3-6*a*g*p*q^2*x^3+9*a*g*p*q*r*x^3+12*a*g*p*r^2*x^3 -4*a*g*q^3*x^3+12*a*g*q*r^2*x^3+5*a*g*r^3*x^3-6*a*p^3*q*x^3-18*a*p^2*q^2*x^3-18 *a*p^2*q*r*x^3-18*a*p*q^3*x^3-36*a*p*q^2*r*x^3-12*a*p*q*r^2*x^3-6*a*q^4*x^3-18* a*q^3*r*x^3-12*a*q^2*r^2*x^3+16*b^4*c*x^3+8*b^4*p*x^3+8*b^4*q*x^3+12*b^4*r*x^3+ 48*b^3*c^2*x^3+48*b^3*c*g*x^3+40*b^3*c*p*x^3+40*b^3*c*q*x^3+72*b^3*c*r*x^3+24*b ^3*g*p*x^3+24*b^3*g*q*x^3+36*b^3*g*r*x^3+8*b^3*p^2*x^3+16*b^3*p*q*x^3+30*b^3*p* r*x^3+8*b^3*q^2*x^3+30*b^3*q*r*x^3+24*b^3*r^2*x^3+16*b^2*c^3*x^3+112*b^2*c^2*g* x^3+8*b^2*c^2*p*x^3-8*b^2*c^2*q*x^3+60*b^2*c^2*r*x^3+52*b^2*c*g^2*x^3+96*b^2*c* g*p*x^3+96*b^2*c*g*q*x^3+162*b^2*c*g*r*x^3-4*b^2*c*p^2*x^3-24*b^2*c*p*q*x^3+30* b^2*c*p*r*x^3-20*b^2*c*q^2*x^3+18*b^2*c*q*r*x^3+48*b^2*c*r^2*x^3+26*b^2*g^2*p*x ^3+26*b^2*g^2*q*x^3+39*b^2*g^2*r*x^3+20*b^2*g*p^2*x^3+40*b^2*g*p*q*x^3+69*b^2*g *p*r*x^3+20*b^2*g*q^2*x^3+69*b^2*g*q*r*x^3+52*b^2*g*r^2*x^3-2*b^2*p^3*x^3-10*b^ 2*p^2*q*x^3-14*b^2*p*q^2*x^3-6*b^2*p*q*r*x^3+12*b^2*p*r^2*x^3-6*b^2*q^3*x^3-6*b ^2*q^2*r*x^3+12*b^2*q*r^2*x^3+10*b^2*r^3*x^3-48*b*c^4*x^3+48*b*c^3*g*x^3-88*b*c ^3*p*x^3-136*b*c^3*q*x^3-72*b*c^3*r*x^3+84*b*c^2*g^2*x^3+56*b*c^2*g*p*x^3+32*b* c^2*g*q*x^3+126*b*c^2*g*r*x^3-60*b*c^2*p^2*x^3-192*b*c^2*p*q*x^3-108*b*c^2*p*r* x^3-132*b*c^2*q^2*x^3-180*b*c^2*q*r*x^3-24*b*c^2*r^2*x^3+24*b*c*g^3*x^3+74*b*c* g^2*p*x^3+74*b*c*g^2*q*x^3+117*b*c*g^2*r*x^3+20*b*c*g*p^2*x^3+16*b*c*g*p*q*x^3+ 93*b*c*g*p*r*x^3-4*b*c*g*q^2*x^3+75*b*c*g*q*r*x^3+84*b*c*g*r^2*x^3-18*b*c*p^3*x ^3-90*b*c*p^2*q*x^3-54*b*c*p^2*r*x^3-126*b*c*p*q^2*x^3-180*b*c*p*q*r*x^3-36*b*c *p*r^2*x^3-54*b*c*q^3*x^3-126*b*c*q^2*r*x^3-60*b*c*q*r^2*x^3+12*b*g^3*p*x^3+12* b*g^3*q*x^3+18*b*g^3*r*x^3+16*b*g^2*p^2*x^3+32*b*g^2*p*q*x^3+51*b*g^2*p*r*x^3+ 16*b*g^2*q^2*x^3+51*b*g^2*q*r*x^3+36*b*g^2*r^2*x^3+2*b*g*p^3*x^3+15*b*g*p^2*r*x ^3-6*b*g*p*q^2*x^3+21*b*g*p*q*r*x^3+28*b*g*p*r^2*x^3-4*b*g*q^3*x^3+6*b*g*q^2*r* x^3+28*b*g*q*r^2*x^3+15*b*g*r^3*x^3-2*b*p^4*x^3-14*b*p^3*q*x^3-9*b*p^3*r*x^3-30 *b*p^2*q^2*x^3-45*b*p^2*q*r*x^3-12*b*p^2*r^2*x^3-26*b*p*q^3*x^3-63*b*p*q^2*r*x^ 3-36*b*p*q*r^2*x^3-5*b*p*r^3*x^3-8*b*q^4*x^3-27*b*q^3*r*x^3-24*b*q^2*r^2*x^3-5* b*q*r^3*x^3-32*c^5*x^3-16*c^4*g*x^3-64*c^4*p*x^3-96*c^4*q*x^3-72*c^4*r*x^3+24*c ^3*g^2*x^3-24*c^3*g*p*x^3-56*c^3*g*q*x^3-12*c^3*g*r*x^3-48*c^3*p^2*x^3-160*c^3* p*q*x^3-108*c^3*p*r*x^3-112*c^3*q^2*x^3-180*c^3*q*r*x^3-48*c^3*r^2*x^3+20*c^2*g ^3*x^3+32*c^2*g^2*p*x^3+24*c^2*g^2*q*x^3+54*c^2*g^2*r*x^3-12*c^2*g*p^2*x^3-72*c ^2*g*p*q*x^3-12*c^2*g*p*r*x^3-60*c^2*g*q^2*x^3-60*c^2*g*q*r*x^3+8*c^2*g*r^2*x^3 -16*c^2*p^3*x^3-96*c^2*p^2*q*x^3-54*c^2*p^2*r*x^3-144*c^2*p*q^2*x^3-216*c^2*p*q *r*x^3-48*c^2*p*r^2*x^3-64*c^2*q^3*x^3-162*c^2*q^2*r*x^3-96*c^2*q*r^2*x^3-10*c^ 2*r^3*x^3+4*c*g^4*x^3+18*c*g^3*p*x^3+18*c*g^3*q*x^3+27*c*g^3*r*x^3+14*c*g^2*p^2 *x^3+20*c*g^2*p*q*x^3+45*c*g^2*p*r*x^3+6*c*g^2*q^2*x^3+39*c*g^2*q*r*x^3+32*c*g^ 2*r^2*x^3-2*c*g*p^3*x^3-30*c*g*p^2*q*x^3-3*c*g*p^2*r*x^3-54*c*g*p*q^2*x^3-54*c* g*p*q*r*x^3+4*c*g*p*r^2*x^3-26*c*g*q^3*x^3-51*c*g*q^2*r*x^3-12*c*g*q*r^2*x^3+5* c*g*r^3*x^3-2*c*p^4*x^3-24*c*p^3*q*x^3-9*c*p^3*r*x^3-60*c*p^2*q^2*x^3-81*c*p^2* q*r*x^3-12*c*p^2*r^2*x^3-56*c*p*q^3*x^3-135*c*p*q^2*r*x^3-72*c*p*q*r^2*x^3-5*c* p*r^3*x^3-18*c*q^4*x^3-63*c*q^3*r*x^3-60*c*q^2*r^2*x^3-15*c*q*r^3*x^3+2*g^4*p*x ^3+2*g^4*q*x^3+3*g^4*r*x^3+4*g^3*p^2*x^3+8*g^3*p*q*x^3+12*g^3*p*r*x^3+4*g^3*q^2 *x^3+12*g^3*q*r*x^3+8*g^3*r^2*x^3+2*g^2*p^3*x^3+4*g^2*p^2*q*x^3+9*g^2*p^2*r*x^3 +2*g^2*p*q^2*x^3+15*g^2*p*q*r*x^3+12*g^2*p*r^2*x^3+6*g^2*q^2*r*x^3+12*g^2*q*r^2 *x^3+5*g^2*r^3*x^3-4*g*p^3*q*x^3-12*g*p^2*q^2*x^3-12*g*p^2*q*r*x^3-12*g*p*q^3*x ^3-24*g*p*q^2*r*x^3-8*g*p*q*r^2*x^3-4*g*q^4*x^3-12*g*q^3*r*x^3-8*g*q^2*r^2*x^3-\ 2*p^4*q*x^3-8*p^3*q^2*x^3-9*p^3*q*r*x^3-12*p^2*q^3*x^3-27*p^2*q^2*r*x^3-12*p^2* q*r^2*x^3-8*p*q^4*x^3-27*p*q^3*r*x^3-24*p*q^2*r^2*x^3-5*p*q*r^3*x^3-2*q^5*x^3-9 *q^4*r*x^3-12*q^3*r^2*x^3-5*q^2*r^3*x^3-40*a^3*b*c*x^2-24*a^3*b*p*x^2-20*a^3*b* q*x^2-32*a^3*b*r*x^2-20*a^3*c*g*x^2-12*a^3*g*p*x^2-10*a^3*g*q*x^2-16*a^3*g*r*x^ 2-136*a^2*b^2*c*x^2-76*a^2*b^2*p*x^2-64*a^2*b^2*q*x^2-108*a^2*b^2*r*x^2-160*a^2 *b*c^2*x^2-164*a^2*b*c*g*x^2-132*a^2*b*c*p*x^2-144*a^2*b*c*q*x^2-208*a^2*b*c*r* x^2+32*a^2*b*c*x^3-94*a^2*b*g*p*x^2-78*a^2*b*g*q*x^2-130*a^2*b*g*r*x^2-24*a^2*b *p^2*x^2-56*a^2*b*p*q*x^2-76*a^2*b*p*r*x^2+16*a^2*b*p*x^3-32*a^2*b*q^2*x^2-94*a ^2*b*q*r*x^2+16*a^2*b*q*x^3-54*a^2*b*r^2*x^2+30*a^2*b*r*x^3+16*a^2*c^3*x^2-88*a ^2*c^2*g*x^2+32*a^2*c^2*p*x^2+32*a^2*c^2*q*x^2+20*a^2*c^2*r*x^2-32*a^2*c^2*x^3-\ 48*a^2*c*g^2*x^2-82*a^2*c*g*p*x^2-80*a^2*c*g*q*x^2-114*a^2*c*g*r*x^2+24*a^2*c*g *x^3+12*a^2*c*p^2*x^2+48*a^2*c*p*q*x^2+20*a^2*c*p*r*x^2-24*a^2*c*p*x^3+20*a^2*c *q^2*x^2+30*a^2*c*q*r*x^2-40*a^2*c*q*x^3+6*a^2*c*r^2*x^2-24*a^2*c*r*x^3-28*a^2* g^2*p*x^2-23*a^2*g^2*q*x^2-38*a^2*g^2*r*x^2-18*a^2*g*p^2*x^2-36*a^2*g*p*q*x^2-\ 48*a^2*g*p*r*x^2+12*a^2*g*p*x^3-18*a^2*g*q^2*x^2-52*a^2*g*q*r*x^2+12*a^2*g*q*x^ 3-30*a^2*g*r^2*x^2+21*a^2*g*r*x^3+12*a^2*p^2*q*x^2-4*a^2*p^2*x^3+16*a^2*p*q^2*x ^2+20*a^2*p*q*r*x^2-16*a^2*p*q*x^3-6*a^2*p*r*x^3+4*a^2*q^3*x^2+10*a^2*q^2*r*x^2 -12*a^2*q^2*x^3+6*a^2*q*r^2*x^2-18*a^2*q*r*x^3-152*a*b^3*c*x^2-80*a*b^3*p*x^2-\ 68*a*b^3*q*x^2-120*a*b^3*r*x^2-384*a*b^2*c^2*x^2-292*a*b^2*c*g*x^2-324*a*b^2*c* p*x^2-348*a*b^2*c*q*x^2-520*a*b^2*c*r*x^2+64*a*b^2*c*x^3-158*a*b^2*g*p*x^2-132* a*b^2*g*q*x^2-230*a*b^2*g*r*x^2-64*a*b^2*p^2*x^2-144*a*b^2*p*q*x^2-204*a*b^2*p* r*x^2+32*a*b^2*p*x^3-80*a*b^2*q^2*x^2-240*a*b^2*q*r*x^2+32*a*b^2*q*x^3-144*a*b^ 2*r^2*x^2+60*a*b^2*r*x^3-192*a*b*c^3*x^2-460*a*b*c^2*g*x^2-156*a*b*c^2*p*x^2-\ 248*a*b*c^2*q*x^2-352*a*b*c^2*r*x^2-16*a*b*c^2*x^3-182*a*b*c*g^2*x^2-404*a*b*c* g*p*x^2-414*a*b*c*g*q*x^2-612*a*b*c*g*r*x^2+104*a*b*c*g*x^3-18*a*b*c*p^2*x^2-96 *a*b*c*p*q*x^2-152*a*b*c*p*r*x^2-16*a*b*c*p*x^3-110*a*b*c*q^2*x^2-296*a*b*c*q*r *x^2-48*a*b*c*q*x^3-150*a*b*c*r^2*x^2+36*a*b*c*r*x^3-101*a*b*g^2*p*x^2-83*a*b*g ^2*q*x^2-143*a*b*g^2*r*x^2-84*a*b*g*p^2*x^2-178*a*b*g*p*q*x^2-248*a*b*g*p*r*x^2 +52*a*b*g*p*x^3-94*a*b*g*q^2*x^2-281*a*b*g*q*r*x^2+52*a*b*g*q*x^3-167*a*b*g*r^2 *x^2+94*a*b*g*r*x^3+6*a*b*p^3*x^2+11*a*b*p^2*q*x^2+6*a*b*p^2*r*x^2-4*a*b*p^2*x^ 3-12*a*b*p*q^2*x^2-36*a*b*p*q*r*x^2-24*a*b*p*q*x^3-12*a*b*p*r^2*x^2+15*a*b*p*r* x^3-17*a*b*q^3*x^2-62*a*b*q^2*r*x^2-20*a*b*q^2*x^3-57*a*b*q*r^2*x^2-9*a*b*q*r*x ^3-12*a*b*r^3*x^2+30*a*b*r^2*x^3+40*a*c^4*x^2-108*a*c^3*g*x^2+112*a*c^3*p*x^2+ 92*a*c^3*q*x^2+80*a*c^3*r*x^2-128*a*c^3*x^3-138*a*c^2*g^2*x^2-118*a*c^2*g*p*x^2 -134*a*c^2*g*q*x^2-206*a*c^2*g*r*x^2+16*a*c^2*g*x^3+82*a*c^2*p^2*x^2+216*a*c^2* p*q*x^2+148*a*c^2*p*r*x^2-152*a*c^2*p*x^3+74*a*c^2*q^2*x^2+156*a*c^2*q*r*x^2-\ 232*a*c^2*q*x^3+54*a*c^2*r^2*x^2-174*a*c^2*r*x^3-37*a*c*g^3*x^2-129*a*c*g^2*p*x ^2-124*a*c*g^2*q*x^2-181*a*c*g^2*r*x^2+40*a*c*g^2*x^3-44*a*c*g*p^2*x^2-76*a*c*g *p*q*x^2-140*a*c*g*p*r*x^2+20*a*c*g*p*x^3-56*a*c*g*q^2*x^2-171*a*c*g*q*r*x^2-4* a*c*g*q*x^3-99*a*c*g*r^2*x^2+57*a*c*g*r*x^3+18*a*c*p^3*x^2+121*a*c*p^2*q*x^2+54 *a*c*p^2*r*x^2-56*a*c*p^2*x^3+128*a*c*p*q^2*x^2+220*a*c*p*q*r*x^2-192*a*c*p*q*x ^3+48*a*c*p*r^2*x^2-123*a*c*p*r*x^3+25*a*c*q^3*x^2+94*a*c*q^2*r*x^2-136*a*c*q^2 *x^3+81*a*c*q*r^2*x^2-225*a*c*q*r*x^3+12*a*c*r^3*x^2-48*a*c*r^2*x^3-21*a*g^3*p* x^2-17*a*g^3*q*x^2-29*a*g^3*r*x^2-29*a*g^2*p^2*x^2-57*a*g^2*p*q*x^2-78*a*g^2*p* r*x^2+20*a*g^2*p*x^3-28*a*g^2*q^2*x^2-83*a*g^2*q*r*x^2+20*a*g^2*q*x^3-49*a*g^2* r^2*x^2+35*a*g^2*r*x^3-6*a*g*p^3*x^2-8*a*g*p^2*q*x^2-24*a*g*p^2*r*x^2+6*a*g*p^2 *x^3-10*a*g*p*q^2*x^2-44*a*g*p*q*r*x^2-30*a*g*p*r^2*x^2+30*a*g*p*r*x^3-8*a*g*q^ 3*x^2-35*a*g*q^2*r*x^2-6*a*g*q^2*x^3-39*a*g*q*r^2*x^2+12*a*g*q*r*x^3-12*a*g*r^3 *x^2+27*a*g*r^2*x^3+18*a*p^3*q*x^2-6*a*p^3*x^3+39*a*p^2*q^2*x^2+54*a*p^2*q*r*x^ 2-38*a*p^2*q*x^3-18*a*p^2*r*x^3+24*a*p*q^3*x^2+72*a*p*q^2*r*x^2-58*a*p*q^2*x^3+ 48*a*p*q*r^2*x^2-87*a*p*q*r*x^3-12*a*p*r^2*x^3+3*a*q^4*x^2+18*a*q^3*r*x^2-26*a* q^3*x^3+27*a*q^2*r^2*x^2-69*a*q^2*r*x^3+12*a*q*r^3*x^2-36*a*q*r^2*x^3-56*b^4*c* x^2-28*b^4*p*x^2-24*b^4*q*x^2-44*b^4*r*x^2-224*b^3*c^2*x^2-148*b^3*c*g*x^2-192* b^3*c*p*x^2-204*b^3*c*q*x^2-312*b^3*c*r*x^2+32*b^3*c*x^3-76*b^3*g*p*x^2-64*b^3* g*q*x^2-116*b^3*g*r*x^2-40*b^3*p^2*x^2-88*b^3*p*q*x^2-128*b^3*p*r*x^2+16*b^3*p* x^3-48*b^3*q^2*x^2-146*b^3*q*r*x^2+16*b^3*q*x^3-90*b^3*r^2*x^2+30*b^3*r*x^3-256 *b^2*c^3*x^2-412*b^2*c^2*g*x^2-264*b^2*c^2*p*x^2-356*b^2*c^2*q*x^2-492*b^2*c^2* r*x^2+16*b^2*c^2*x^3-142*b^2*c*g^2*x^2-356*b^2*c*g*p*x^2-368*b^2*c*g*q*x^2-562* b^2*c*g*r*x^2+80*b^2*c*g*x^3-74*b^2*c*p^2*x^2-232*b^2*c*p*q*x^2-300*b^2*c*p*r*x ^2+8*b^2*c*p*x^3-174*b^2*c*q^2*x^2-454*b^2*c*q*r*x^2-8*b^2*c*q*x^3-240*b^2*c*r^ 2*x^2+60*b^2*c*r*x^3-75*b^2*g^2*p*x^2-62*b^2*g^2*q*x^2-111*b^2*g^2*r*x^2-74*b^2 *g*p^2*x^2-158*b^2*g*p*q*x^2-230*b^2*g*p*r*x^2+40*b^2*g*p*x^3-84*b^2*g*q^2*x^2-\ 259*b^2*g*q*r*x^2+40*b^2*g*q*x^3-159*b^2*g*r^2*x^2+73*b^2*g*r*x^3-3*b^2*p^3*x^2 -28*b^2*p^2*q*x^2-30*b^2*p^2*r*x^2-55*b^2*p*q^2*x^2-128*b^2*p*q*r*x^2-8*b^2*p*q *x^3-57*b^2*p*r^2*x^2+21*b^2*p*r*x^3-30*b^2*q^3*x^2-108*b^2*q^2*r*x^2-8*b^2*q^2 *x^3-108*b^2*q*r^2*x^2+9*b^2*q*r*x^3-30*b^2*r^3*x^2+30*b^2*r^2*x^3-64*b*c^4*x^2 -300*b*c^3*g*x^2-16*b*c^3*p*x^2-116*b*c^3*q*x^2-160*b*c^3*r*x^2-128*b*c^3*x^3-\ 252*b*c^2*g^2*x^2-332*b*c^2*g*p*x^2-400*b*c^2*g*q*x^2-574*b*c^2*g*r*x^2+64*b*c^ 2*g*x^3+56*b*c^2*p^2*x^2+24*b*c^2*p*q*x^2-4*b*c^2*p*r*x^2-176*b*c^2*p*x^3-92*b* c^2*q^2*x^2-192*b*c^2*q*r*x^2-256*b*c^2*q*x^3-84*b*c^2*r^2*x^2-174*b*c^2*r*x^3-\ 59*b*c*g^3*x^2-226*b*c*g^2*p*x^2-223*b*c*g^2*q*x^2-339*b*c*g^2*r*x^2+64*b*c*g^2 *x^3-111*b*c*g*p^2*x^2-272*b*c*g*p*q*x^2-384*b*c*g*p*r*x^2+56*b*c*g*p*x^3-185*b *c*g*q^2*x^2-515*b*c*g*q*r*x^2+32*b*c*g*q*x^3-284*b*c*g*r^2*x^2+141*b*c*g*r*x^3 +36*b*c*p^3*x^2+95*b*c*p^2*q*x^2+90*b*c*p^2*r*x^2-80*b*c*p^2*x^3+22*b*c*p*q^2*x ^2+80*b*c*p*q*r*x^2-240*b*c*p*q*x^3+54*b*c*p*r^2*x^2-165*b*c*p*r*x^3-37*b*c*q^3 *x^2-82*b*c*q^2*r*x^2-160*b*c*q^2*x^3-45*b*c*q*r^2*x^2-267*b*c*q*r*x^3-48*b*c*r ^2*x^3-32*b*g^3*p*x^2-26*b*g^3*q*x^2-46*b*g^3*r*x^2-49*b*g^2*p^2*x^2-99*b*g^2*p *q*x^2-143*b*g^2*p*r*x^2+32*b*g^2*p*x^3-50*b*g^2*q^2*x^2-155*b*g^2*q*r*x^2+32*b *g^2*q*x^3-95*b*g^2*r^2*x^2+57*b*g^2*r*x^3-10*b*g*p^3*x^2-38*b*g*p^2*q*x^2-53*b *g*p^2*r*x^2+12*b*g*p^2*x^3-58*b*g*p*q^2*x^2-156*b*g*p*q*r*x^2+12*b*g*p*q*x^3-\ 80*b*g*p*r^2*x^2+61*b*g*p*r*x^3-30*b*g*q^3*x^2-118*b*g*q^2*r*x^2-125*b*g*q*r^2* x^2+43*b*g*q*r*x^3-37*b*g*r^3*x^2+57*b*g*r^2*x^3+6*b*p^4*x^2+27*b*p^3*q*x^2+26* b*p^3*r*x^2-12*b*p^3*x^3+30*b*p^2*q^2*x^2+75*b*p^2*q*r*x^2-56*b*p^2*q*x^3+39*b* p^2*r^2*x^2-39*b*p^2*r*x^3+3*b*p*q^3*x^2+36*b*p*q^2*r*x^2-76*b*p*q^2*x^3+57*b*p *q*r^2*x^2-129*b*p*q*r*x^3+24*b*p*r^3*x^2-27*b*p*r^2*x^3-6*b*q^4*x^2-13*b*q^3*r *x^2-32*b*q^3*x^3-3*b*q^2*r^2*x^2-90*b*q^2*r*x^3+9*b*q*r^3*x^2-51*b*q*r^2*x^3+5 *b*r^4*x^2+24*c^5*x^2-36*c^4*g*x^2+84*c^4*p*x^2+60*c^4*q*x^2+64*c^4*r*x^2-112*c ^4*x^3-90*c^3*g^2*x^2-28*c^3*g*p*x^2-56*c^3*g*q*x^2-96*c^3*g*r*x^2-48*c^3*g*x^3 +90*c^3*p^2*x^2+192*c^3*p*q*x^2+168*c^3*p*r*x^2-184*c^3*p*x^3+54*c^3*q^2*x^2+ 148*c^3*q*r*x^2-264*c^3*q*x^3+66*c^3*r^2*x^2-228*c^3*r*x^3-51*c^2*g^3*x^2-111*c ^2*g^2*p*x^2-117*c^2*g^2*q*x^2-172*c^2*g^2*r*x^2+36*c^2*g^2*x^3-c^2*g*p^2*x^2+2 *c^2*g*p*q*x^2-58*c^2*g*p*r*x^2-56*c^2*g*p*x^3-37*c^2*g*q^2*x^2-106*c^2*g*q*r*x ^2-112*c^2*g*q*x^3-65*c^2*g*r^2*x^2-40*c^2*g*r*x^3+39*c^2*p^3*x^2+171*c^2*p^2*q *x^2+120*c^2*p^2*r*x^2-108*c^2*p^2*x^3+153*c^2*p*q^2*x^2+324*c^2*p*q*r*x^2-336* c^2*p*q*x^3+111*c^2*p*r^2*x^2-264*c^2*p*r*x^3+21*c^2*q^3*x^2+120*c^2*q^2*r*x^2-\ 228*c^2*q^2*x^3+129*c^2*q*r^2*x^2-420*c^2*q*r*x^3+30*c^2*r^3*x^2-126*c^2*r^2*x^ 3-9*c*g^4*x^2-48*c*g^3*p*x^2-45*c*g^3*q*x^2-68*c*g^3*r*x^2+16*c*g^3*x^3-45*c*g^ 2*p^2*x^2-89*c*g^2*p*q*x^2-131*c*g^2*p*r*x^2+34*c*g^2*p*x^3-52*c*g^2*q^2*x^2-\ 152*c*g^2*q*r*x^2+26*c*g^2*q*x^3-87*c*g^2*r^2*x^2+65*c*g^2*r*x^3+2*c*g*p^3*x^2+ 31*c*g*p^2*q*x^2-5*c*g*p^2*r*x^2-20*c*g*p^2*x^3+16*c*g*p*q^2*x^2+4*c*g*p*q*r*x^ 2-96*c*g*p*q*x^3-20*c*g*p*r^2*x^2-26*c*g*p*r*x^3-13*c*g*q^3*x^2-39*c*g*q^2*r*x^ 2-76*c*g*q^2*x^3-39*c*g*q*r^2*x^2-96*c*g*q*r*x^3-13*c*g*r^3*x^2+7*c*g*r^2*x^3+6 *c*p^4*x^2+57*c*p^3*q*x^2+26*c*p^3*r*x^2-26*c*p^3*x^3+99*c*p^2*q^2*x^2+177*c*p^ 2*q*r*x^2-138*c*p^2*q*x^3+39*c*p^2*r^2*x^2-93*c*p^2*r*x^3+51*c*p*q^3*x^2+192*c* p*q^2*r*x^2-198*c*p*q^2*x^3+165*c*p*q*r^2*x^2-342*c*p*q*r*x^3+24*c*p*r^3*x^2-87 *c*p*r^2*x^3+3*c*q^4*x^2+41*c*q^3*r*x^2-86*c*q^3*x^3+78*c*q^2*r^2*x^2-249*c*q^2 *r*x^3+45*c*q*r^3*x^2-165*c*q*r^2*x^3+5*c*r^4*x^2-20*c*r^3*x^3-5*g^4*p*x^2-4*g^ 4*q*x^2-7*g^4*r*x^2-11*g^3*p^2*x^2-21*g^3*p*q*x^2-30*g^3*p*r*x^2+8*g^3*p*x^3-10 *g^3*q^2*x^2-31*g^3*q*r*x^2+8*g^3*q*x^3-19*g^3*r^2*x^2+14*g^3*r*x^3-6*g^2*p^3*x ^2-16*g^2*p^2*q*x^2-24*g^2*p^2*r*x^2+8*g^2*p^2*x^3-18*g^2*p*q^2*x^2-53*g^2*p*q* r*x^2+12*g^2*p*q*x^3-30*g^2*p*r^2*x^2+30*g^2*p*r*x^3-8*g^2*q^3*x^2-34*g^2*q^2*r *x^2+4*g^2*q^2*x^3-38*g^2*q*r^2*x^2+24*g^2*q*r*x^3-12*g^2*r^3*x^2+23*g^2*r^2*x^ 3+8*g*p^3*q*x^2-2*g*p^3*x^3+14*g*p^2*q^2*x^2+19*g*p^2*q*r*x^2-20*g*p^2*q*x^3-3* g*p^2*r*x^3+4*g*p*q^3*x^2+14*g*p*q^2*r*x^2-34*g*p*q^2*x^3+10*g*p*q*r^2*x^2-41*g *p*q*r*x^3+4*g*p*r^2*x^3-2*g*q^4*x^2-5*g*q^3*r*x^2-16*g*q^3*x^3-4*g*q^2*r^2*x^2 -38*g*q^2*r*x^3-g*q*r^3*x^2-12*g*q*r^2*x^3+5*g*r^3*x^3+6*p^4*q*x^2-2*p^4*x^3+18 *p^3*q^2*x^2+26*p^3*q*r*x^2-18*p^3*q*x^3-9*p^3*r*x^3+18*p^2*q^3*x^2+57*p^2*q^2* r*x^2-42*p^2*q^2*x^3+39*p^2*q*r^2*x^2-66*p^2*q*r*x^3-12*p^2*r^2*x^3+6*p*q^4*x^2 +36*p*q^3*r*x^2-38*p*q^3*x^3+54*p*q^2*r^2*x^2-105*p*q^2*r*x^3+24*p*q*r^3*x^2-63 *p*q*r^2*x^3-5*p*r^3*x^3+5*q^4*r*x^2-12*q^4*x^3+15*q^3*r^2*x^2-48*q^3*r*x^3+15* q^2*r^3*x^2-51*q^2*r^2*x^3+5*q*r^4*x^2-15*q*r^3*x^3+32*a^3*b*c*x+24*a^3*b*p*x+ 16*a^3*b*q*x+28*a^3*b*r*x+16*a^3*c*g*x+12*a^3*g*p*x+8*a^3*g*q*x+14*a^3*g*r*x+ 112*a^2*b^2*c*x+80*a^2*b^2*p*x+48*a^2*b^2*q*x+100*a^2*b^2*r*x+144*a^2*b*c^2*x+ 128*a^2*b*c*g*x+144*a^2*b*c*p*x+128*a^2*b*c*q*x+188*a^2*b*c*r*x-124*a^2*b*c*x^2 +92*a^2*b*g*p*x+56*a^2*b*g*q*x+112*a^2*b*g*r*x+24*a^2*b*p^2*x+64*a^2*b*p*q*x+62 *a^2*b*p*r*x-72*a^2*b*p*x^2+28*a^2*b*q^2*x+88*a^2*b*q*r*x-58*a^2*b*q*x^2+38*a^2 *b*r^2*x-116*a^2*b*r*x^2+72*a^2*c^2*g*x-16*a^2*c^2*p*x-8*a^2*c^2*r*x+32*a^2*c^2 *x^2+36*a^2*c*g^2*x+80*a^2*c*g*p*x+64*a^2*c*g*q*x+98*a^2*c*g*r*x-70*a^2*c*g*x^2 -12*a^2*c*p^2*x-24*a^2*c*p*q*x-22*a^2*c*p*r*x+44*a^2*c*p*x^2-12*a^2*c*q*r*x+40* a^2*c*q*x^2-10*a^2*c*r^2*x+32*a^2*c*r*x^2-16*a^2*c*x^3+26*a^2*g^2*p*x+16*a^2*g^ 2*q*x+31*a^2*g^2*r*x+18*a^2*g*p^2*x+36*a^2*g*p*q*x+42*a^2*g*p*r*x-42*a^2*g*p*x^ 2+14*a^2*g*q^2*x+46*a^2*g*q*r*x-33*a^2*g*q*x^2+24*a^2*g*r^2*x-64*a^2*g*r*x^2-12 *a^2*p^2*q*x+12*a^2*p^2*x^2-8*a^2*p*q^2*x-22*a^2*p*q*r*x+28*a^2*p*q*x^2+20*a^2* p*r*x^2-8*a^2*p*x^3-4*a^2*q^2*r*x+12*a^2*q^2*x^2-10*a^2*q*r^2*x+22*a^2*q*r*x^2-\ 8*a^2*q*x^3+6*a^2*r^2*x^2-12*a^2*r*x^3+112*a*b^3*c*x+72*a*b^3*p*x+32*a*b^3*q*x+ 88*a*b^3*r*x+320*a*b^2*c^2*x+216*a*b^2*c*g*x+344*a*b^2*c*p*x+240*a*b^2*c*q*x+ 440*a*b^2*c*r*x-288*a*b^2*c*x^2+144*a*b^2*g*p*x+72*a*b^2*g*q*x+178*a*b^2*g*r*x+ 80*a*b^2*p^2*x+144*a*b^2*p*q*x+208*a*b^2*p*r*x-158*a*b^2*p*x^2+40*a*b^2*q^2*x+ 188*a*b^2*q*r*x-130*a*b^2*q*x^2+128*a*b^2*r^2*x-274*a*b^2*r*x^2+208*a*b*c^3*x+ 368*a*b*c^2*g*x+256*a*b*c^2*p*x+256*a*b*c^2*q*x+360*a*b*c^2*r*x-300*a*b*c^2*x^2 +132*a*b*c*g^2*x+396*a*b*c*g*p*x+288*a*b*c*g*q*x+500*a*b*c*g*r*x-358*a*b*c*g*x^ 2+60*a*b*c*p^2*x+216*a*b*c*p*q*x+196*a*b*c*p*r*x-212*a*b*c*p*x^2+100*a*b*c*q^2* x+320*a*b*c*q*r*x-264*a*b*c*q*x^2+136*a*b*c*r^2*x-478*a*b*c*r*x^2-16*a*b*c*x^3+ 90*a*b*g^2*p*x+48*a*b*g^2*q*x+111*a*b*g^2*r*x+90*a*b*g*p^2*x+168*a*b*g*p*q*x+ 225*a*b*g*p*r*x-203*a*b*g*p*x^2+52*a*b*g*q^2*x+218*a*b*g*q*r*x-161*a*b*g*q*x^2+ 135*a*b*g*r^2*x-333*a*b*g*r*x^2-6*a*b*p^3*x+20*a*b*p^2*q*x-12*a*b*p^2*r*x-28*a* b*p^2*x^2+46*a*b*p*q^2*x+82*a*b*p*q*r*x-81*a*b*p*q*x^2-6*a*b*p*r^2*x-146*a*b*p* r*x^2-8*a*b*p*x^3+12*a*b*q^3*x+71*a*b*q^2*r*x-61*a*b*q^2*x^2+62*a*b*q*r^2*x-210 *a*b*q*r*x^2-8*a*b*q*x^3-129*a*b*r^2*x^2-4*a*b*r*x^3+104*a*c^3*g*x-40*a*c^3*p*x -20*a*c^3*r*x+108*a*c^3*x^2+104*a*c^2*g^2*x+140*a*c^2*g*p*x+128*a*c^2*g*q*x+186 *a*c^2*g*r*x-168*a*c^2*g*x^2-56*a*c^2*p^2*x-72*a*c^2*p*q*x-96*a*c^2*p*r*x+230*a *c^2*p*x^2-36*a*c^2*q*r*x+176*a*c^2*q*x^2-40*a*c^2*r^2*x+176*a*c^2*r*x^2-112*a* c^2*x^3+26*a*c*g^3*x+116*a*c*g^2*p*x+84*a*c*g^2*q*x+142*a*c*g^2*r*x-111*a*c*g^2 *x^2+52*a*c*g*p^2*x+112*a*c*g*p*q*x+135*a*c*g*p*r*x-143*a*c*g*p*x^2+50*a*c*g*q^ 2*x+162*a*c*g*q*r*x-140*a*c*g*q*x^2+83*a*c*g*r^2*x-271*a*c*g*r*x^2-18*a*c*p^3*x -80*a*c*p^2*q*x-54*a*c*p^2*r*x+124*a*c*p^2*x^2-38*a*c*p*q^2*x-138*a*c*p*q*r*x+ 275*a*c*p*q*x^2-54*a*c*p*r^2*x+230*a*c*p*r*x^2-96*a*c*p*x^3-19*a*c*q^2*r*x+89*a *c*q^2*x^2-58*a*c*q*r^2*x+216*a*c*q*r*x^2-128*a*c*q*x^3-18*a*c*r^3*x+87*a*c*r^2 *x^2-132*a*c*r*x^3+18*a*g^3*p*x+10*a*g^3*q*x+22*a*g^3*r*x+28*a*g^2*p^2*x+50*a*g ^2*p*q*x+66*a*g^2*p*r*x-65*a*g^2*p*x^2+16*a*g^2*q^2*x+63*a*g^2*q*r*x-50*a*g^2*q *x^2+38*a*g^2*r^2*x-101*a*g^2*r*x^2+6*a*g*p^3*x+16*a*g*p^2*q*x+21*a*g*p^2*r*x-\ 29*a*g*p^2*x^2+22*a*g*p*q^2*x+51*a*g*p*q*r*x-53*a*g*p*q*x^2+24*a*g*p*r^2*x-104* a*g*p*r*x^2+6*a*g*q^3*x+35*a*g*q^2*r*x-30*a*g*q^2*x^2+35*a*g*q*r^2*x-116*a*g*q* r*x^2+9*a*g*r^3*x-78*a*g*r^2*x^2+7*a*g*r*x^3-18*a*p^3*q*x+18*a*p^3*x^2-24*a*p^2 *q^2*x-54*a*p^2*q*r*x+81*a*p^2*q*x^2+54*a*p^2*r*x^2-20*a*p^2*x^3-6*a*p*q^3*x-42 *a*p*q^2*r*x+77*a*p*q^2*x^2-54*a*p*q*r^2*x+154*a*p*q*r*x^2-56*a*p*q*x^3+48*a*p* r^2*x^2-51*a*p*r*x^3-3*a*q^3*r*x+14*a*q^3*x^2-18*a*q^2*r^2*x+62*a*q^2*r*x^2-36* a*q^2*x^3-18*a*q*r^3*x+60*a*q*r^2*x^2-81*a*q*r*x^3+12*a*r^3*x^2-24*a*r^2*x^3+32 *b^4*c*x+16*b^4*p*x+16*b^4*r*x+160*b^3*c^2*x+96*b^3*c*g*x+168*b^3*c*p*x+80*b^3* c*q*x+204*b^3*c*r*x-164*b^3*c*x^2+56*b^3*g*p*x+16*b^3*g*q*x+64*b^3*g*r*x+44*b^3 *p^2*x+56*b^3*p*q*x+114*b^3*p*r*x-86*b^3*p*x^2+68*b^3*q*r*x-72*b^3*q*x^2+70*b^3 *r^2*x-158*b^3*r*x^2+224*b^2*c^3*x+304*b^2*c^2*g*x+312*b^2*c^2*p*x+224*b^2*c^2* q*x+404*b^2*c^2*r*x-404*b^2*c^2*x^2+96*b^2*c*g^2*x+320*b^2*c*g*p*x+184*b^2*c*g* q*x+396*b^2*c*g*r*x-316*b^2*c*g*x^2+124*b^2*c*p^2*x+248*b^2*c*p*q*x+338*b^2*c*p *r*x-332*b^2*c*p*x^2+56*b^2*c*q^2*x+324*b^2*c*q*r*x-380*b^2*c*q*x^2+214*b^2*c*r ^2*x-654*b^2*c*r*x^2+60*b^2*g^2*p*x+24*b^2*g^2*q*x+72*b^2*g^2*r*x+78*b^2*g*p^2* x+116*b^2*g*p*q*x+201*b^2*g*p*r*x-169*b^2*g*p*x^2+16*b^2*g*q^2*x+146*b^2*g*q*r* x-136*b^2*g*q*x^2+123*b^2*g*r^2*x-297*b^2*g*r*x^2+12*b^2*p^3*x+56*b^2*p^2*q*x+ 51*b^2*p^2*r*x-63*b^2*p^2*x^2+48*b^2*p*q^2*x+154*b^2*p*q*r*x-155*b^2*p*q*x^2+66 *b^2*p*r^2*x-243*b^2*p*r*x^2+62*b^2*q^2*r*x-96*b^2*q^2*x^2+98*b^2*q*r^2*x-309*b ^2*q*r*x^2+27*b^2*r^3*x-189*b^2*r^2*x^2+8*b^2*r*x^3+96*b*c^4*x+256*b*c^3*g*x+ 136*b*c^3*p*x+144*b*c^3*q*x+204*b*c^3*r*x-156*b*c^3*x^2+184*b*c^2*g^2*x+360*b*c ^2*g*p*x+272*b*c^2*g*q*x+464*b*c^2*g*r*x-480*b*c^2*g*x^2+32*b*c^2*p^2*x+168*b*c ^2*p*q*x+144*b*c^2*p*r*x-54*b*c^2*p*x^2+72*b*c^2*q^2*x+260*b*c^2*q*r*x-232*b*c^ 2*q*x^2+112*b*c^2*r^2*x-370*b*c^2*r*x^2-112*b*c^2*x^3+40*b*c*g^3*x+198*b*c*g^2* p*x+124*b*c*g^2*q*x+245*b*c*g^2*r*x-201*b*c*g^2*x^2+142*b*c*g*p^2*x+284*b*c*g*p *q*x+377*b*c*g*p*r*x-407*b*c*g*p*x^2+80*b*c*g*q^2*x+378*b*c*g*q*r*x-426*b*c*g*q *x^2+235*b*c*g*r^2*x-760*b*c*g*r*x^2+16*b*c*g*x^3-18*b*c*p^3*x+20*b*c*p^2*q*x-\ 36*b*c*p^2*r*x+54*b*c*p^2*x^2+74*b*c*p*q^2*x+118*b*c*p*q*r*x-21*b*c*p*q*x^2-18* b*c*p*r^2*x-68*b*c*p*r*x^2-104*b*c*p*x^3+12*b*c*q^3*x+111*b*c*q^2*r*x-137*b*c*q ^2*x^2+98*b*c*q*r^2*x-324*b*c*q*r*x^2-136*b*c*q*x^3-159*b*c*r^2*x^2-132*b*c*r*x ^3+26*b*g^3*p*x+12*b*g^3*q*x+32*b*g^3*r*x+48*b*g^2*p^2*x+76*b*g^2*p*q*x+120*b*g ^2*p*r*x-111*b*g^2*p*x^2+16*b*g^2*q^2*x+96*b*g^2*q*r*x-86*b*g^2*q*x^2+72*b*g^2* r^2*x-185*b*g^2*r*x^2+14*b*g*p^3*x+58*b*g*p^2*q*x+56*b*g*p^2*r*x-81*b*g*p^2*x^2 +54*b*g*p*q^2*x+163*b*g*p*q*r*x-175*b*g*p*q*x^2+70*b*g*p*r^2*x-292*b*g*p*r*x^2+ 8*b*g*p*x^3+4*b*g*q^3*x+74*b*g*q^2*r*x-100*b*g*q^2*x^2+105*b*g*q*r^2*x-347*b*g* q*r*x^2+8*b*g*q*x^3+28*b*g*r^3*x-219*b*g*r^2*x^2+27*b*g*r*x^3-6*b*p^4*x-12*b*p^ 3*q*x-25*b*p^3*r*x+21*b*p^3*x^2+6*b*p^2*q^2*x-27*b*p^2*q*r*x+43*b*p^2*q*x^2-39* b*p^2*r^2*x+48*b*p^2*r*x^2-24*b*p^2*x^3+12*b*p*q^3*x+29*b*p*q^2*r*x-8*b*p*q^2*x ^2-18*b*p*q*r^2*x+8*b*p*q*r*x^2-64*b*p*q*x^3-27*b*p*r^3*x+18*b*p*r^2*x^2-61*b*p *r*x^3+16*b*q^3*r*x-30*b*q^3*x^2+23*b*q^2*r^2*x-78*b*q^2*r*x^2-40*b*q^2*x^3-3*b *q*r^3*x-57*b*q*r^2*x^2-91*b*q*r*x^3-7*b*r^4*x-9*b*r^3*x^2-24*b*r^2*x^3+48*c^4* g*x-24*c^4*p*x-12*c^4*r*x+84*c^4*x^2+72*c^3*g^2*x+72*c^3*g*p*x+72*c^3*g*q*x+104 *c^3*g*r*x-84*c^3*g*x^2-48*c^3*p^2*x-48*c^3*p*q*x-80*c^3*p*r*x+240*c^3*p*x^2-24 *c^3*q*r*x+156*c^3*q*x^2-32*c^3*r^2*x+190*c^3*r*x^2-144*c^3*x^3+36*c^2*g^3*x+ 106*c^2*g^2*p*x+80*c^2*g^2*q*x+133*c^2*g^2*r*x-147*c^2*g^2*x^2+28*c^2*g*p^2*x+ 80*c^2*g*p*q*x+92*c^2*g*p*r*x-54*c^2*g*p*x^2+36*c^2*g*q^2*x+128*c^2*g*q*r*x-102 *c^2*g*q*x^2+64*c^2*g*r^2*x-209*c^2*g*r*x^2-48*c^2*g*x^3-30*c^2*p^3*x-84*c^2*p^ 2*q*x-87*c^2*p^2*r*x+201*c^2*p^2*x^2-30*c^2*p*q^2*x-142*c^2*p*q*r*x+390*c^2*p*q *x^2-84*c^2*p*r^2*x+387*c^2*p*r*x^2-184*c^2*p*x^3-15*c^2*q^2*r*x+93*c^2*q^2*x^2 -58*c^2*q*r^2*x+315*c^2*q*r*x^2-248*c^2*q*x^3-27*c^2*r^3*x+156*c^2*r^2*x^2-260* c^2*r*x^3+6*c*g^4*x+40*c*g^3*p*x+26*c*g^3*q*x+49*c*g^3*r*x-42*c*g^3*x^2+46*c*g^ 2*p^2*x+84*c*g^2*p*q*x+114*c*g^2*p*r*x-135*c*g^2*p*x^2+26*c*g^2*q^2*x+110*c*g^2 *q*r*x-126*c*g^2*q*x^2+68*c*g^2*r^2*x-228*c*g^2*r*x^2+12*c*g^2*x^3+2*c*g*p^3*x+ 10*c*g*p^2*q*x+14*c*g*p^2*r*x-2*c*g*p^2*x^2+30*c*g*p*q^2*x+60*c*g*p*q*r*x-8*c*g *p*q*x^2+22*c*g*p*r^2*x-96*c*g*p*r*x^2-40*c*g*p*x^3+6*c*g*q^3*x+52*c*g*q^2*r*x-\ 50*c*g*q^2*x^2+50*c*g*q*r^2*x-164*c*g*q*r*x^2-64*c*g*q*x^3+10*c*g*r^3*x-107*c*g *r^2*x^2-40*c*g*r*x^3-6*c*p^4*x-42*c*p^3*q*x-25*c*p^3*r*x+63*c*p^3*x^2-42*c*p^2 *q^2*x-123*c*p^2*q*r*x+240*c*p^2*q*x^2-39*c*p^2*r^2*x+198*c*p^2*r*x^2-76*c*p^2* x^3-6*c*p*q^3*x-73*c*p*q^2*r*x+195*c*p*q^2*x^2-120*c*p*q*r^2*x+474*c*p*q*r*x^2-\ 216*c*p*q*x^3-27*c*p*r^3*x+186*c*p*r^2*x^2-208*c*p*r*x^3-3*c*q^3*r*x+18*c*q^3*x ^2-31*c*q^2*r^2*x+162*c*q^2*r*x^2-140*c*q^2*x^3-39*c*q*r^3*x+195*c*q*r^2*x^2-\ 312*c*q*r*x^3-7*c*r^4*x+51*c*r^3*x^2-108*c*r^2*x^3+4*g^4*p*x+2*g^4*q*x+5*g^4*r* x+10*g^3*p^2*x+16*g^3*p*q*x+24*g^3*p*r*x-24*g^3*p*x^2+4*g^3*q^2*x+20*g^3*q*r*x-\ 18*g^3*q*x^2+14*g^3*r^2*x-38*g^3*r*x^2+6*g^2*p^3*x+18*g^2*p^2*q*x+21*g^2*p^2*r* x-30*g^2*p^2*x^2+16*g^2*p*q^2*x+48*g^2*p*q*r*x-56*g^2*p*q*x^2+24*g^2*p*r^2*x-95 *g^2*p*r*x^2+6*g^2*p*x^3+2*g^2*q^3*x+22*g^2*q^2*r*x-28*g^2*q^2*x^2+30*g^2*q*r^2 *x-102*g^2*q*r*x^2+6*g^2*q*x^3+9*g^2*r^3*x-66*g^2*r^2*x^2+15*g^2*r*x^3-4*g*p^3* q*x+2*g*p^3*x^2-7*g*p^2*q*r*x+16*g*p^2*q*x^2-5*g*p^2*r*x^2-8*g*p^2*x^3+4*g*p*q^ 3*x+10*g*p*q^2*r*x+4*g*p*q^2*x^2-2*g*p*q*r^2*x-12*g*p*q*r*x^2-28*g*p*q*x^3-20*g *p*r^2*x^2-14*g*p*r*x^3+7*g*q^3*r*x-10*g*q^3*x^2+10*g*q^2*r^2*x-34*g*q^2*r*x^2-\ 20*g*q^2*x^3+g*q*r^3*x-37*g*q*r^2*x^2-36*g*q*r*x^3-13*g*r^3*x^2-g*r^2*x^3-6*p^4 *q*x+6*p^4*x^2-12*p^3*q^2*x-25*p^3*q*r*x+42*p^3*q*x^2+26*p^3*r*x^2-10*p^3*x^3-6 *p^2*q^3*x-36*p^2*q^2*r*x+66*p^2*q^2*x^2-39*p^2*q*r^2*x+135*p^2*q*r*x^2-46*p^2* q*x^3+39*p^2*r^2*x^2-39*p^2*r*x^3-11*p*q^3*r*x+30*p*q^3*x^2-36*p*q^2*r^2*x+135* p*q^2*r*x^2-62*p*q^2*x^3-27*p*q*r^3*x+129*p*q*r^2*x^2-130*p*q*r*x^3+24*p*r^3*x^ 2-39*p*r^2*x^3-5*q^3*r^2*x+26*q^3*r*x^2-26*q^3*x^3-12*q^2*r^3*x+57*q^2*r^2*x^2-\ 91*q^2*r*x^3-7*q*r^4*x+36*q*r^3*x^2-69*q*r^2*x^3+5*r^4*x^2-10*r^3*x^3-8*a^3*b*c -8*a^3*b*p-4*a^3*b*q-8*a^3*b*r-4*a^3*c*g-4*a^3*g*p-2*a^3*g*q-4*a^3*g*r-24*a^2*b ^2*c-28*a^2*b^2*p-8*a^2*b^2*q-28*a^2*b^2*r-32*a^2*b*c^2-28*a^2*b*c*g-52*a^2*b*c *p-24*a^2*b*c*q-52*a^2*b*c*r+120*a^2*b*c*x-30*a^2*b*g*p-10*a^2*b*g*q-30*a^2*b*g *r-8*a^2*b*p^2-24*a^2*b*p*q-16*a^2*b*p*r+96*a^2*b*p*x-4*a^2*b*q^2-24*a^2*b*q*r+ 52*a^2*b*q*x-8*a^2*b*r^2+126*a^2*b*r*x-16*a^2*c^2*g-8*a^2*c*g^2-26*a^2*c*g*p-12 *a^2*c*g*q-26*a^2*c*g*r+60*a^2*c*g*x+4*a^2*c*p^2+8*a^2*c*p*r-16*a^2*c*p*x+4*a^2 *c*r^2-4*a^2*c*r*x+16*a^2*c*x^2-8*a^2*g^2*p-3*a^2*g^2*q-8*a^2*g^2*r-6*a^2*g*p^2 -12*a^2*g*p*q-12*a^2*g*p*r+48*a^2*g*p*x-2*a^2*g*q^2-12*a^2*g*q*r+26*a^2*g*q*x-6 *a^2*g*r^2+61*a^2*g*r*x+4*a^2*p^2*q-12*a^2*p^2*x+8*a^2*p*q*r-8*a^2*p*q*x-22*a^2 *p*r*x+12*a^2*p*x^2+4*a^2*q*r^2+8*a^2*q*x^2-10*a^2*r^2*x+12*a^2*r*x^2-16*a*b^3* c-16*a*b^3*p-16*a*b^3*r-56*a*b^2*c^2-36*a*b^2*c*g-100*a*b^2*c*p-24*a*b^2*c*q-\ 100*a*b^2*c*r+248*a*b^2*c*x-38*a*b^2*g*p-4*a*b^2*g*q-38*a*b^2*g*r-32*a*b^2*p^2-\ 32*a*b^2*p*q-64*a*b^2*p*r+188*a*b^2*p*x-32*a*b^2*q*r+72*a*b^2*q*x-32*a*b^2*r^2+ 246*a*b^2*r*x-40*a*b*c^3-68*a*b*c^2*g-92*a*b*c^2*p-36*a*b*c^2*q-92*a*b*c^2*r+ 344*a*b*c^2*x-24*a*b*c*g^2-116*a*b*c*g*p-34*a*b*c*g*q-116*a*b*c*g*r+296*a*b*c*g *x-34*a*b*c*p^2-72*a*b*c*p*q-68*a*b*c*p*r+376*a*b*c*p*x-8*a*b*c*q^2-72*a*b*c*q* r+260*a*b*c*q*x-34*a*b*c*r^2+530*a*b*c*r*x-108*a*b*c*x^2-25*a*b*g^2*p-4*a*b*g^2 *q-25*a*b*g^2*r-32*a*b*g*p^2-42*a*b*g*p*q-64*a*b*g*p*r+226*a*b*g*p*x-2*a*b*g*q^ 2-42*a*b*g*q*r+96*a*b*g*q*x-32*a*b*g*r^2+293*a*b*g*r*x+2*a*b*p^3-17*a*b*p^2*q+6 *a*b*p^2*r+68*a*b*p^2*x-12*a*b*p*q^2-34*a*b*p*q*r+162*a*b*p*q*x+6*a*b*p*r^2+203 *a*b*p*r*x-56*a*b*p*x^2-12*a*b*q^2*r+44*a*b*q^2*x-17*a*b*q*r^2+237*a*b*q*r*x-52 *a*b*q*x^2+2*a*b*r^3+135*a*b*r^2*x-136*a*b*r*x^2-20*a*c^3*g-20*a*c^2*g^2-46*a*c ^2*g*p-18*a*c^2*g*q-46*a*c^2*g*r+172*a*c^2*g*x+10*a*c^2*p^2+20*a*c^2*p*r-68*a*c ^2*p*x+10*a*c^2*r^2-22*a*c^2*r*x+96*a*c^2*x^2-5*a*c*g^3-33*a*c*g^2*p-11*a*c*g^2 *q-33*a*c*g^2*r+86*a*c*g^2*x-20*a*c*g*p^2-36*a*c*g*p*q-40*a*c*g*p*r+194*a*c*g*p *x-4*a*c*g*q^2-36*a*c*g*q*r+130*a*c*g*q*x-20*a*c*g*r^2+264*a*c*g*r*x-60*a*c*g*x ^2+6*a*c*p^3+13*a*c*p^2*q+18*a*c*p^2*r-80*a*c*p^2*x+26*a*c*p*q*r-70*a*c*p*q*x+ 18*a*c*p*r^2-131*a*c*p*r*x+142*a*c*p*x^2+13*a*c*q*r^2-17*a*c*q*r*x+94*a*c*q*x^2 +6*a*c*r^3-51*a*c*r^2*x+120*a*c*r*x^2-32*a*c*x^3-5*a*g^3*p-a*g^3*q-5*a*g^3*r-9* a*g^2*p^2-13*a*g^2*p*q-18*a*g^2*p*r+66*a*g^2*p*x-a*g^2*q^2-13*a*g^2*q*r+30*a*g^ 2*q*x-9*a*g^2*r^2+84*a*g^2*r*x-2*a*g*p^3-8*a*g*p^2*q-6*a*g*p^2*r+40*a*g*p^2*x-6 *a*g*p*q^2-16*a*g*p*q*r+82*a*g*p*q*x-6*a*g*p*r^2+108*a*g*p*r*x-34*a*g*p*x^2-6*a *g*q^2*r+22*a*g*q^2*x-8*a*g*q*r^2+118*a*g*q*r*x-27*a*g*q*x^2-2*a*g*r^3+68*a*g*r ^2*x-74*a*g*r*x^2+6*a*p^3*q-18*a*p^3*x+3*a*p^2*q^2+18*a*p^2*q*r-48*a*p^2*q*x-54 *a*p^2*r*x+42*a*p^2*x^2+6*a*p*q^2*r-16*a*p*q^2*x+18*a*p*q*r^2-77*a*p*q*r*x+77*a *p*q*x^2-54*a*p*r^2*x+82*a*p*r*x^2-16*a*p*x^3+3*a*q^2*r^2-2*a*q^2*r*x+21*a*q^2* x^2+6*a*q*r^3-29*a*q*r^2*x+68*a*q*r*x^2-16*a*q*x^3-18*a*r^3*x+33*a*r^2*x^2-30*a *r*x^3-16*b^3*c^2-8*b^3*c*g-32*b^3*c*p-32*b^3*c*r+112*b^3*c*x-8*b^3*g*p-8*b^3*g *r-12*b^3*p^2-24*b^3*p*r+72*b^3*p*x-12*b^3*r^2+84*b^3*r*x-32*b^2*c^3-40*b^2*c^2 *g-80*b^2*c^2*p-16*b^2*c^2*q-80*b^2*c^2*r+352*b^2*c^2*x-12*b^2*c*g^2-72*b^2*c*g *p-8*b^2*c*g*q-72*b^2*c*g*r+232*b^2*c*g*x-46*b^2*c*p^2-40*b^2*c*p*q-92*b^2*c*p* r+404*b^2*c*p*x-40*b^2*c*q*r+176*b^2*c*q*x-46*b^2*c*r^2+526*b^2*c*r*x-148*b^2*c *x^2-12*b^2*g^2*p-12*b^2*g^2*r-24*b^2*g*p^2-12*b^2*g*p*q-48*b^2*g*p*r+160*b^2*g *p*x-12*b^2*g*q*r+32*b^2*g*q*x-24*b^2*g*r^2+198*b^2*g*r*x-7*b^2*p^3-18*b^2*p^2* q-21*b^2*p^2*r+102*b^2*p^2*x-36*b^2*p*q*r+148*b^2*p*q*x-21*b^2*p*r^2+280*b^2*p* r*x-80*b^2*p*x^2-18*b^2*q*r^2+194*b^2*q*r*x-72*b^2*q*x^2-7*b^2*r^3+178*b^2*r^2* x-184*b^2*r*x^2-16*b*c^4-40*b*c^3*g-48*b*c^3*p-16*b*c^3*q-48*b*c^3*r+240*b*c^3* x-28*b*c^2*g^2-96*b*c^2*g*p-24*b*c^2*g*q-96*b*c^2*g*r+416*b*c^2*g*x-28*b*c^2*p^ 2-48*b*c^2*p*q-56*b*c^2*p*r+320*b*c^2*p*x-4*b*c^2*q^2-48*b*c^2*q*r+240*b*c^2*q* x-28*b*c^2*r^2+476*b*c^2*r*x-120*b*c^2*x^2-6*b*c*g^3-48*b*c*g^2*p-8*b*c*g^2*q-\ 48*b*c*g^2*r+148*b*c*g^2*x-51*b*c*g*p^2-56*b*c*g*p*q-102*b*c*g*p*r+474*b*c*g*p* x-2*b*c*g*q^2-56*b*c*g*q*r+240*b*c*g*q*x-51*b*c*g*r^2+621*b*c*g*r*x-180*b*c*g*x ^2-25*b*c*p^2*q+84*b*c*p^2*x-12*b*c*p*q^2-50*b*c*p*q*r+270*b*c*p*q*x+309*b*c*p* r*x-48*b*c*p*x^2-12*b*c*q^2*r+60*b*c*q^2*x-25*b*c*q*r^2+405*b*c*q*r*x-140*b*c*q *x^2+225*b*c*r^2*x-268*b*c*r*x^2-32*b*c*x^3-6*b*g^3*p-6*b*g^3*r-15*b*g^2*p^2-12 *b*g^2*p*q-30*b*g^2*p*r+106*b*g^2*p*x-12*b*g^2*q*r+32*b*g^2*q*x-15*b*g^2*r^2+ 134*b*g^2*r*x-6*b*g*p^3-20*b*g*p^2*q-18*b*g*p^2*r+112*b*g*p^2*x-4*b*g*p*q^2-40* b*g*p*q*r+178*b*g*p*q*x-18*b*g*p*r^2+303*b*g*p*r*x-99*b*g*p*x^2-4*b*g*q^2*r+16* b*g*q^2*x-20*b*g*q*r^2+240*b*g*q*r*x-80*b*g*q*x^2-6*b*g*r^3+191*b*g*r^2*x-215*b *g*r*x^2+2*b*p^4-b*p^3*q+8*b*p^3*r-6*b*p^3*x-6*b*p^2*q^2-3*b*p^2*q*r+40*b*p^2*q *x+12*b*p^2*r^2+7*b*p^2*x^2-12*b*p*q^2*r+60*b*p*q^2*x-3*b*p*q*r^2+149*b*p*q*r*x -27*b*p*q*x^2+8*b*p*r^3+18*b*p*r^2*x-51*b*p*r*x^2-16*b*p*x^3-6*b*q^2*r^2+86*b*q ^2*r*x-48*b*q^2*x^2-b*q*r^3+109*b*q*r^2*x-129*b*q*r*x^2-16*b*q*x^3+2*b*r^4+12*b *r^3*x-71*b*r^2*x^2-30*b*r*x^3-8*c^4*g-12*c^3*g^2-24*c^3*g*p-8*c^3*g*q-24*c^3*g *r+120*c^3*g*x+6*c^3*p^2+12*c^3*p*r-60*c^3*p*x+6*c^3*r^2-22*c^3*r*x+108*c^3*x^2 -6*c^2*g^3-28*c^2*g^2*p-8*c^2*g^2*q-28*c^2*g^2*r+120*c^2*g^2*x-15*c^2*g*p^2-24* c^2*g*p*q-30*c^2*g*p*r+162*c^2*g*p*x-2*c^2*g*q^2-24*c^2*g*q*r+120*c^2*g*q*x-15* c^2*g*r^2+237*c^2*g*r*x-60*c^2*g*x^2+7*c^2*p^3+9*c^2*p^2*q+21*c^2*p^2*r-102*c^2 *p^2*x+18*c^2*p*q*r-78*c^2*p*q*x+21*c^2*p*r^2-161*c^2*p*r*x+240*c^2*p*x^2+9*c^2 *q*r^2-23*c^2*q*r*x+132*c^2*q*x^2+7*c^2*r^3-59*c^2*r^2*x+200*c^2*r*x^2-80*c^2*x ^3-c*g^4-10*c*g^3*p-2*c*g^3*q-10*c*g^3*r+30*c*g^3*x-15*c*g^2*p^2-18*c*g^2*p*q-\ 30*c*g^2*p*r+140*c*g^2*p*x-c*g^2*q^2-18*c*g^2*q*r+76*c*g^2*q*x-15*c*g^2*r^2+180 *c*g^2*r*x-57*c*g^2*x^2-2*c*g*p^3-11*c*g*p^2*q-6*c*g*p^2*r+50*c*g*p^2*x-6*c*g*p *q^2-22*c*g*p*q*r+124*c*g*p*q*x-6*c*g*p*r^2+164*c*g*p*r*x-30*c*g*p*x^2-6*c*g*q^ 2*r+30*c*g*q^2*x-11*c*g*q*r^2+196*c*g*q*r*x-54*c*g*q*x^2-2*c*g*r^3+114*c*g*r^2* x-141*c*g*r*x^2-16*c*g*x^3+2*c*p^4+9*c*p^3*q+8*c*p^3*r-48*c*p^3*x+3*c*p^2*q^2+ 27*c*p^2*q*r-108*c*p^2*q*x+12*c*p^2*r^2-138*c*p^2*r*x+141*c*p^2*x^2+6*c*p*q^2*r -24*c*p*q^2*x+27*c*p*q*r^2-170*c*p*q*r*x+240*c*p*q*x^2+8*c*p*r^3-132*c*p*r^2*x+ 283*c*p*r*x^2-72*c*p*x^3+3*c*q^2*r^2-2*c*q^2*r*x+39*c*q^2*x^2+9*c*q*r^3-62*c*q* r^2*x+207*c*q*r*x^2-88*c*q*x^3+2*c*r^4-42*c*r^3*x+118*c*r^2*x^2-124*c*r*x^3-g^4 *p-g^4*r-3*g^3*p^2-3*g^3*p*q-6*g^3*p*r+22*g^3*p*x-3*g^3*q*r+8*g^3*q*x-3*g^3*r^2 +28*g^3*r*x-2*g^2*p^3-6*g^2*p^2*q-6*g^2*p^2*r+34*g^2*p^2*x-2*g^2*p*q^2-12*g^2*p *q*r+54*g^2*p*q*x-6*g^2*p*r^2+87*g^2*p*r*x-33*g^2*p*x^2-2*g^2*q^2*r+8*g^2*q^2*x -6*g^2*q*r^2+72*g^2*q*r*x-24*g^2*q*x^2-2*g^2*r^3+53*g^2*r^2*x-65*g^2*r*x^2+2*g* p^3*x-2*g*p^2*q^2+16*g*p^2*q*x+14*g*p^2*r*x-g*p^2*x^2-4*g*p*q^2*r+24*g*p*q^2*x+ 67*g*p*q*r*x-7*g*p*q*x^2+22*g*p*r^2*x-38*g*p*r*x^2-8*g*p*x^3-2*g*q^2*r^2+40*g*q ^2*r*x-16*g*q^2*x^2+51*g*q*r^2*x-60*g*q*r*x^2-8*g*q*x^3+10*g*r^3*x-42*g*r^2*x^2 -12*g*r*x^3+2*p^4*q-6*p^4*x+2*p^3*q^2+8*p^3*q*r-30*p^3*q*x-25*p^3*r*x+24*p^3*x^ 2+6*p^2*q^2*r-24*p^2*q^2*x+12*p^2*q*r^2-87*p^2*q*r*x+78*p^2*q*x^2-39*p^2*r^2*x+ 78*p^2*r*x^2-16*p^2*x^3+6*p*q^2*r^2-38*p*q^2*r*x+54*p*q^2*x^2+8*p*q*r^3-84*p*q* r^2*x+163*p*q*r*x^2-40*p*q*x^3-27*p*r^3*x+75*p*r^2*x^2-52*p*r*x^3+2*q^3*r*x+2*q ^2*r^3-14*q^2*r^2*x+49*q^2*r*x^2-24*q^2*x^3+2*q*r^4-27*q*r^3*x+70*q*r^2*x^2-72* q*r*x^3-7*r^4*x+21*r^3*x^2-30*r^2*x^3-28*a^2*b*c-40*a^2*b*p-10*a^2*b*q-40*a^2*b *r-14*a^2*c*g-4*a^2*c*p-4*a^2*c*r-18*a^2*g*p-5*a^2*g*q-18*a^2*g*r+4*a^2*p^2-4*a ^2*p*q+8*a^2*p*r-4*a^2*q*r+4*a^2*r^2+4*a^2*r*x-44*a*b^2*c-62*a*b^2*p-4*a*b^2*q-\ 62*a*b^2*r-68*a*b*c^2-56*a*b*c*g-148*a*b*c*p-34*a*b*c*q-148*a*b*c*r+136*a*b*c*x -75*a*b*g*p-8*a*b*g*q-75*a*b*g*r-36*a*b*p^2-57*a*b*p*q-72*a*b*p*r+120*a*b*p*x-2 *a*b*q^2-57*a*b*q*r+40*a*b*q*x-36*a*b*r^2+172*a*b*r*x-34*a*c^2*g-10*a*c^2*p-10* a*c^2*r-17*a*c*g^2-71*a*c*g*p-17*a*c*g*q-71*a*c*g*r+68*a*c*g*x+12*a*c*p^2-13*a* c*p*q+24*a*c*p*r-28*a*c*p*x-13*a*c*q*r+12*a*c*r^2+6*a*c*r*x+28*a*c*x^2-21*a*g^2 *p-3*a*g^2*q-21*a*g^2*r-17*a*g*p^2-29*a*g*p*q-34*a*g*p*r+60*a*g*p*x-a*g*q^2-29* a*g*q*r+20*a*g*q*x-17*a*g*r^2+84*a*g*r*x+6*a*p^3+5*a*p^2*q+18*a*p^2*r-24*a*p^2* x-3*a*p*q^2+10*a*p*q*r-10*a*p*q*x+18*a*p*r^2-35*a*p*r*x+24*a*p*x^2-3*a*q^2*r+5* a*q*r^2+9*a*q*r*x+10*a*q*x^2+6*a*r^3-11*a*r^2*x+24*a*r*x^2-8*b^3*c-12*b^3*p-12* b^3*r-48*b^2*c^2-28*b^2*c*g-110*b^2*c*p-8*b^2*c*q-110*b^2*c*r+128*b^2*c*x-38*b^ 2*g*p-38*b^2*g*r-39*b^2*p^2-18*b^2*p*q-78*b^2*p*r+104*b^2*p*x-18*b^2*q*r-39*b^2 *r^2+136*b^2*r*x-40*b*c^3-64*b*c^2*g-120*b*c^2*p-24*b*c^2*q-120*b*c^2*r+192*b*c ^2*x-22*b*c*g^2-137*b*c*g*p-16*b*c*g*q-137*b*c*g*r+160*b*c*g*x-58*b*c*p^2-75*b* c*p*q-116*b*c*p*r+232*b*c*p*x-2*b*c*q^2-75*b*c*q*r+96*b*c*q*x-58*b*c*r^2+344*b* c*r*x-28*b*c*x^2-28*b*g^2*p-28*b*g^2*r-43*b*g*p^2-34*b*g*p*q-86*b*g*p*r+132*b*g *p*x-34*b*g*q*r+16*b*g*q*x-43*b*g*r^2+176*b*g*r*x-3*b*p^3-27*b*p^2*q-9*b*p^2*r+ 46*b*p^2*x-6*b*p*q^2-54*b*p*q*r+96*b*p*q*x-9*b*p*r^2+154*b*p*r*x-10*b*p*x^2-6*b *q^2*r-27*b*q*r^2+142*b*q*r*x-24*b*q*x^2-3*b*r^3+108*b*r^2*x-58*b*r*x^2-20*c^3* g-6*c^3*p-6*c^3*r-20*c^2*g^2-59*c^2*g*p-12*c^2*g*q-59*c^2*g*r+96*c^2*g*x+9*c^2* p^2-9*c^2*p*q+18*c^2*p*r-48*c^2*p*x-9*c^2*q*r+9*c^2*r^2-4*c^2*r*x+60*c^2*x^2-5* c*g^3-40*c*g^2*p-6*c*g^2*q-40*c*g^2*r+48*c*g^2*x-28*c*g*p^2-39*c*g*p*q-56*c*g*p *r+114*c*g*p*x-c*g*q^2-39*c*g*q*r+48*c*g*q*x-28*c*g*r^2+169*c*g*r*x-12*c*g*x^2+ 11*c*p^3+6*c*p^2*q+33*c*p^2*r-66*c*p^2*x-3*c*p*q^2+12*c*p*q*r-30*c*p*q*x+33*c*p *r^2-93*c*p*r*x+96*c*p*x^2-3*c*q^2*r+6*c*q*r^2+11*c*q*r*x+36*c*q*x^2+11*c*r^3-\ 27*c*r^2*x+86*c*r*x^2-16*c*x^3-6*g^3*p-6*g^3*r-12*g^2*p^2-12*g^2*p*q-24*g^2*p*r +40*g^2*p*x-12*g^2*q*r+8*g^2*q*x-12*g^2*r^2+53*g^2*r*x-2*g*p^3-12*g*p^2*q-6*g*p ^2*r+22*g*p^2*x-4*g*p*q^2-24*g*p*q*r+44*g*p*q*x-6*g*p*r^2+72*g*p*r*x-4*g*p*x^2-\ 4*g*q^2*r-12*g*q*r^2+69*g*q*r*x-8*g*q*x^2-2*g*r^3+50*g*r^2*x-28*g*r*x^2+2*p^4+6 *p^3*q+8*p^3*r-18*p^3*x+18*p^2*q*r-30*p^2*q*x+12*p^2*r^2-51*p^2*r*x+30*p^2*x^2+ 18*p*q*r^2-39*p*q*r*x+42*p*q*x^2+8*p*r^3-48*p*r^2*x+64*p*r*x^2-8*p*x^3+8*q^2*r* x+6*q*r^3-9*q*r^2*x+40*q*r*x^2-8*q*x^3+2*r^4-15*r^3*x+28*r^2*x^2-20*r*x^3-4*a^2 *p-4*a^2*r-28*a*b*c-56*a*b*p-4*a*b*q-56*a*b*r-14*a*c*g-18*a*c*p-18*a*c*r-26*a*g *p-2*a*g*q-26*a*g*r+2*a*p^2-11*a*p*q+4*a*p*r-11*a*q*r+2*a*r^2+8*a*r*x-16*b^2*c-\ 32*b^2*p-32*b^2*r-32*b*c^2-24*b*c*g-96*b*c*p-8*b*c*q-96*b*c*r+48*b*c*x-44*b*g*p -44*b*g*r-29*b*p^2-26*b*p*q-58*b*p*r+48*b*p*x-26*b*q*r-29*b*r^2+72*b*r*x-16*c^2 *g-16*c^2*p-16*c^2*r-8*c*g^2-47*c*g*p-4*c*g*q-47*c*g*r+24*c*g*x+c*p^2-15*c*p*q+ 2*c*p*r-12*c*p*x-15*c*q*r+c*r^2+10*c*r*x+12*c*x^2-13*g^2*p-13*g^2*r-13*g*p^2-15 *g*p*q-26*g*p*r+24*g*p*x-15*g*q*r-13*g*r^2+36*g*r*x+4*p^3-2*p^2*q+12*p^2*r-12*p ^2*x-2*p*q^2-4*p*q*r+12*p*r^2-12*p*r*x+12*p*x^2-2*q^2*r-2*q*r^2+10*q*r*x+4*r^3+ 12*r*x^2-8*a*p-8*a*r-8*b*c-24*b*p-24*b*r-4*c*g-14*c*p-14*c*r-12*g*p-12*g*r-2*p^ 2-6*p*q-4*p*r-6*q*r-2*r^2+4*r*x-4*p-4*r)*dx-(r-1)*(r+2+q+p+g+2*c+b+a)*(r+3+q+p+ g+2*c+2*b+2*a)*r*(4*a*b*c*x^2+2*a*b*p*x^2+2*a*b*q*x^2+2*a*b*r*x^2+2*a*c*g*x^2+a *g*p*x^2+a*g*q*x^2+a*g*r*x^2+4*b^2*c*x^2+2*b^2*p*x^2+2*b^2*q*x^2+2*b^2*r*x^2+6* b*c*g*x^2-2*b*c*p*x^2-2*b*c*q*x^2+3*b*g*p*x^2+3*b*g*q*x^2+3*b*g*r*x^2-b*p^2*x^2 -2*b*p*q*x^2-b*p*r*x^2-b*q^2*x^2-b*q*r*x^2-4*c^3*x^2+2*c^2*g*x^2-4*c^2*p*x^2-8* c^2*q*x^2-2*c^2*r*x^2+2*c*g^2*x^2+c*g*p*x^2+c*g*q*x^2+c*g*r*x^2-c*p^2*x^2-6*c*p *q*x^2-c*p*r*x^2-5*c*q^2*x^2-3*c*q*r*x^2+g^2*p*x^2+g^2*q*x^2+g^2*r*x^2-p^2*q*x^ 2-2*p*q^2*x^2-p*q*r*x^2-q^3*x^2-q^2*r*x^2-8*a*b*c*x-4*a*b*p*x-4*a*b*q*x-4*a*b*r *x+2*a*b*x^2-4*a*c*g*x-2*a*g*p*x-2*a*g*q*x-2*a*g*r*x+a*g*x^2-16*b^2*c*x-8*b^2*p *x-8*b^2*q*x-8*b^2*r*x+2*b^2*x^2-16*b*c^2*x-16*b*c*g*x-4*b*c*p*x-16*b*c*q*x-6*b *c*r*x-8*b*g*p*x-8*b*g*q*x-8*b*g*r*x+3*b*g*x^2+2*b*p^2*x-2*b*p*q*x+3*b*p*r*x-b* p*x^2-4*b*q^2*x-3*b*q*r*x-b*q*x^2+b*r^2*x-8*c^2*g*x+4*c^2*p*x+2*c^2*r*x-10*c^2* x^2-4*c*g^2*x-4*c*g*p*x-8*c*g*q*x-4*c*g*r*x+3*c*g*x^2+2*c*p^2*x+6*c*p*q*x+3*c*p *r*x-7*c*p*x^2+3*c*q*r*x-13*c*q*x^2+c*r^2*x-4*c*r*x^2-2*g^2*p*x-2*g^2*q*x-2*g^2 *r*x+g^2*x^2-2*g*p*q*x+g*p*x^2-2*g*q^2*x-2*g*q*r*x+g*q*x^2+g*r*x^2+2*p^2*q*x-p^ 2*x^2+2*p*q^2*x+3*p*q*r*x-5*p*q*x^2-p*r*x^2+q^2*r*x-4*q^2*x^2+q*r^2*x-3*q*r*x^2 +4*a*b*c+2*a*b*p+2*a*b*q+2*a*b*r-4*a*b*x+2*a*c*g+a*g*p+a*g*q+a*g*r-2*a*g*x-4*b^ 3-4*b^2*g+6*b^2*p-2*b^2*q+6*b^2*r-8*b^2*x+4*b*c^2+2*b*c*g+6*b*c*p+2*b*c*q+6*b*c *r-24*b*c*x-b*g^2+5*b*g*p-b*g*q+5*b*g*r-8*b*g*x-b*p^2+4*b*p*q-2*b*p*r-6*b*p*x+4 *b*q*r-12*b*q*x-b*r^2-7*b*r*x+2*c^2*g+c*g^2+3*c*g*p+c*g*q+3*c*g*r-12*c*g*x-c*p^ 2-2*c*p*r+6*c*p*x-c*r^2+3*c*r*x-8*c*x^2+g^2*p+g^2*r-2*g^2*x+2*g*p*q-4*g*p*x+2*g *q*r-6*g*q*x-4*g*r*x+g*x^2-p^2*q+2*p^2*x-2*p*q*r+4*p*q*x+3*p*r*x-3*p*x^2-q*r^2+ 2*q*r*x-5*q*x^2+r^2*x-2*r*x^2+2*a*b+a*g-4*b^2+4*b*c-2*b*g+7*b*p+7*b*r-8*b*x+2*c *g+c*p+c*r+3*g*p+3*g*r-4*g*x-p^2+p*q-2*p*r+2*p*x+q*r-r^2+r*x-2*x^2+p+r): Qbp:= (-8*a^4*c*x^4-4*a^4*p*x^4-4*a^4*q*x^4-12*a^4*r*x^4-32*a^3*b*c*x^4-16*a ^3*b*p*x^4-16*a^3*b*q*x^4-48*a^3*b*r*x^4-48*a^3*c^2*x^4-24*a^3*c*g*x^4-48*a^3*c *p*x^4-48*a^3*c*q*x^4-124*a^3*c*r*x^4-12*a^3*g*p*x^4-12*a^3*g*q*x^4-36*a^3*g*r* x^4-12*a^3*p^2*x^4-24*a^3*p*q*x^4-62*a^3*p*r*x^4-12*a^3*q^2*x^4-62*a^3*q*r*x^4-\ 60*a^3*r^2*x^4-48*a^2*b^2*c*x^4-24*a^2*b^2*p*x^4-24*a^2*b^2*q*x^4-72*a^2*b^2*r* x^4-144*a^2*b*c^2*x^4-72*a^2*b*c*g*x^4-144*a^2*b*c*p*x^4-144*a^2*b*c*q*x^4-372* a^2*b*c*r*x^4-36*a^2*b*g*p*x^4-36*a^2*b*g*q*x^4-108*a^2*b*g*r*x^4-36*a^2*b*p^2* x^4-72*a^2*b*p*q*x^4-186*a^2*b*p*r*x^4-36*a^2*b*q^2*x^4-186*a^2*b*q*r*x^4-180*a ^2*b*r^2*x^4-104*a^2*c^3*x^4-104*a^2*c^2*g*x^4-156*a^2*c^2*p*x^4-156*a^2*c^2*q* x^4-384*a^2*c^2*r*x^4-26*a^2*c*g^2*x^4-104*a^2*c*g*p*x^4-104*a^2*c*g*q*x^4-270* a^2*c*g*r*x^4-78*a^2*c*p^2*x^4-156*a^2*c*p*q*x^4-384*a^2*c*p*r*x^4-78*a^2*c*q^2 *x^4-384*a^2*c*q*r*x^4-370*a^2*c*r^2*x^4-13*a^2*g^2*p*x^4-13*a^2*g^2*q*x^4-39*a ^2*g^2*r*x^4-26*a^2*g*p^2*x^4-52*a^2*g*p*q*x^4-135*a^2*g*p*r*x^4-26*a^2*g*q^2*x ^4-135*a^2*g*q*r*x^4-132*a^2*g*r^2*x^4-13*a^2*p^3*x^4-39*a^2*p^2*q*x^4-96*a^2*p ^2*r*x^4-39*a^2*p*q^2*x^4-192*a^2*p*q*r*x^4-185*a^2*p*r^2*x^4-13*a^2*q^3*x^4-96 *a^2*q^2*r*x^4-185*a^2*q*r^2*x^4-107*a^2*r^3*x^4-32*a*b^3*c*x^4-16*a*b^3*p*x^4-\ 16*a*b^3*q*x^4-48*a*b^3*r*x^4-144*a*b^2*c^2*x^4-72*a*b^2*c*g*x^4-144*a*b^2*c*p* x^4-144*a*b^2*c*q*x^4-372*a*b^2*c*r*x^4-36*a*b^2*g*p*x^4-36*a*b^2*g*q*x^4-108*a *b^2*g*r*x^4-36*a*b^2*p^2*x^4-72*a*b^2*p*q*x^4-186*a*b^2*p*r*x^4-36*a*b^2*q^2*x ^4-186*a*b^2*q*r*x^4-180*a*b^2*r^2*x^4-208*a*b*c^3*x^4-208*a*b*c^2*g*x^4-312*a* b*c^2*p*x^4-312*a*b*c^2*q*x^4-768*a*b*c^2*r*x^4-52*a*b*c*g^2*x^4-208*a*b*c*g*p* x^4-208*a*b*c*g*q*x^4-540*a*b*c*g*r*x^4-156*a*b*c*p^2*x^4-312*a*b*c*p*q*x^4-768 *a*b*c*p*r*x^4-156*a*b*c*q^2*x^4-768*a*b*c*q*r*x^4-740*a*b*c*r^2*x^4-26*a*b*g^2 *p*x^4-26*a*b*g^2*q*x^4-78*a*b*g^2*r*x^4-52*a*b*g*p^2*x^4-104*a*b*g*p*q*x^4-270 *a*b*g*p*r*x^4-52*a*b*g*q^2*x^4-270*a*b*g*q*r*x^4-264*a*b*g*r^2*x^4-26*a*b*p^3* x^4-78*a*b*p^2*q*x^4-192*a*b*p^2*r*x^4-78*a*b*p*q^2*x^4-384*a*b*p*q*r*x^4-370*a *b*p*r^2*x^4-26*a*b*q^3*x^4-192*a*b*q^2*r*x^4-370*a*b*q*r^2*x^4-214*a*b*r^3*x^4 -96*a*c^4*x^4-144*a*c^3*g*x^4-192*a*c^3*p*x^4-192*a*c^3*q*x^4-464*a*c^3*r*x^4-\ 72*a*c^2*g^2*x^4-216*a*c^2*g*p*x^4-216*a*c^2*g*q*x^4-536*a*c^2*g*r*x^4-144*a*c^ 2*p^2*x^4-288*a*c^2*p*q*x^4-696*a*c^2*p*r*x^4-144*a*c^2*q^2*x^4-696*a*c^2*q*r*x ^4-680*a*c^2*r^2*x^4-12*a*c*g^3*x^4-72*a*c*g^2*p*x^4-72*a*c*g^2*q*x^4-188*a*c*g ^2*r*x^4-108*a*c*g*p^2*x^4-216*a*c*g*p*q*x^4-536*a*c*g*p*r*x^4-108*a*c*g*q^2*x^ 4-536*a*c*g*q*r*x^4-526*a*c*g*r^2*x^4-48*a*c*p^3*x^4-144*a*c*p^2*q*x^4-348*a*c* p^2*r*x^4-144*a*c*p*q^2*x^4-696*a*c*p*q*r*x^4-680*a*c*p*r^2*x^4-48*a*c*q^3*x^4-\ 348*a*c*q^2*r*x^4-680*a*c*q*r^2*x^4-404*a*c*r^3*x^4-6*a*g^3*p*x^4-6*a*g^3*q*x^4 -18*a*g^3*r*x^4-18*a*g^2*p^2*x^4-36*a*g^2*p*q*x^4-94*a*g^2*p*r*x^4-18*a*g^2*q^2 *x^4-94*a*g^2*q*r*x^4-93*a*g^2*r^2*x^4-18*a*g*p^3*x^4-54*a*g*p^2*q*x^4-134*a*g* p^2*r*x^4-54*a*g*p*q^2*x^4-268*a*g*p*q*r*x^4-263*a*g*p*r^2*x^4-18*a*g*q^3*x^4-\ 134*a*g*q^2*r*x^4-263*a*g*q*r^2*x^4-156*a*g*r^3*x^4-6*a*p^4*x^4-24*a*p^3*q*x^4-\ 58*a*p^3*r*x^4-36*a*p^2*q^2*x^4-174*a*p^2*q*r*x^4-170*a*p^2*r^2*x^4-24*a*p*q^3* x^4-174*a*p*q^2*r*x^4-340*a*p*q*r^2*x^4-202*a*p*r^3*x^4-6*a*q^4*x^4-58*a*q^3*r* x^4-170*a*q^2*r^2*x^4-202*a*q*r^3*x^4-85*a*r^4*x^4-8*b^4*c*x^4-4*b^4*p*x^4-4*b^ 4*q*x^4-12*b^4*r*x^4-48*b^3*c^2*x^4-24*b^3*c*g*x^4-48*b^3*c*p*x^4-48*b^3*c*q*x^ 4-124*b^3*c*r*x^4-12*b^3*g*p*x^4-12*b^3*g*q*x^4-36*b^3*g*r*x^4-12*b^3*p^2*x^4-\ 24*b^3*p*q*x^4-62*b^3*p*r*x^4-12*b^3*q^2*x^4-62*b^3*q*r*x^4-60*b^3*r^2*x^4-104* b^2*c^3*x^4-104*b^2*c^2*g*x^4-156*b^2*c^2*p*x^4-156*b^2*c^2*q*x^4-384*b^2*c^2*r *x^4-26*b^2*c*g^2*x^4-104*b^2*c*g*p*x^4-104*b^2*c*g*q*x^4-270*b^2*c*g*r*x^4-78* b^2*c*p^2*x^4-156*b^2*c*p*q*x^4-384*b^2*c*p*r*x^4-78*b^2*c*q^2*x^4-384*b^2*c*q* r*x^4-370*b^2*c*r^2*x^4-13*b^2*g^2*p*x^4-13*b^2*g^2*q*x^4-39*b^2*g^2*r*x^4-26*b ^2*g*p^2*x^4-52*b^2*g*p*q*x^4-135*b^2*g*p*r*x^4-26*b^2*g*q^2*x^4-135*b^2*g*q*r* x^4-132*b^2*g*r^2*x^4-13*b^2*p^3*x^4-39*b^2*p^2*q*x^4-96*b^2*p^2*r*x^4-39*b^2*p *q^2*x^4-192*b^2*p*q*r*x^4-185*b^2*p*r^2*x^4-13*b^2*q^3*x^4-96*b^2*q^2*r*x^4-\ 185*b^2*q*r^2*x^4-107*b^2*r^3*x^4-96*b*c^4*x^4-144*b*c^3*g*x^4-192*b*c^3*p*x^4-\ 192*b*c^3*q*x^4-464*b*c^3*r*x^4-72*b*c^2*g^2*x^4-216*b*c^2*g*p*x^4-216*b*c^2*g* q*x^4-536*b*c^2*g*r*x^4-144*b*c^2*p^2*x^4-288*b*c^2*p*q*x^4-696*b*c^2*p*r*x^4-\ 144*b*c^2*q^2*x^4-696*b*c^2*q*r*x^4-680*b*c^2*r^2*x^4-12*b*c*g^3*x^4-72*b*c*g^2 *p*x^4-72*b*c*g^2*q*x^4-188*b*c*g^2*r*x^4-108*b*c*g*p^2*x^4-216*b*c*g*p*q*x^4-\ 536*b*c*g*p*r*x^4-108*b*c*g*q^2*x^4-536*b*c*g*q*r*x^4-526*b*c*g*r^2*x^4-48*b*c* p^3*x^4-144*b*c*p^2*q*x^4-348*b*c*p^2*r*x^4-144*b*c*p*q^2*x^4-696*b*c*p*q*r*x^4 -680*b*c*p*r^2*x^4-48*b*c*q^3*x^4-348*b*c*q^2*r*x^4-680*b*c*q*r^2*x^4-404*b*c*r ^3*x^4-6*b*g^3*p*x^4-6*b*g^3*q*x^4-18*b*g^3*r*x^4-18*b*g^2*p^2*x^4-36*b*g^2*p*q *x^4-94*b*g^2*p*r*x^4-18*b*g^2*q^2*x^4-94*b*g^2*q*r*x^4-93*b*g^2*r^2*x^4-18*b*g *p^3*x^4-54*b*g*p^2*q*x^4-134*b*g*p^2*r*x^4-54*b*g*p*q^2*x^4-268*b*g*p*q*r*x^4-\ 263*b*g*p*r^2*x^4-18*b*g*q^3*x^4-134*b*g*q^2*r*x^4-263*b*g*q*r^2*x^4-156*b*g*r^ 3*x^4-6*b*p^4*x^4-24*b*p^3*q*x^4-58*b*p^3*r*x^4-36*b*p^2*q^2*x^4-174*b*p^2*q*r* x^4-170*b*p^2*r^2*x^4-24*b*p*q^3*x^4-174*b*p*q^2*r*x^4-340*b*p*q*r^2*x^4-202*b* p*r^3*x^4-6*b*q^4*x^4-58*b*q^3*r*x^4-170*b*q^2*r^2*x^4-202*b*q*r^3*x^4-85*b*r^4 *x^4-32*c^5*x^4-64*c^4*g*x^4-80*c^4*p*x^4-80*c^4*q*x^4-192*c^4*r*x^4-48*c^3*g^2 *x^4-128*c^3*g*p*x^4-128*c^3*g*q*x^4-312*c^3*g*r*x^4-80*c^3*p^2*x^4-160*c^3*p*q *x^4-384*c^3*p*r*x^4-80*c^3*q^2*x^4-384*c^3*q*r*x^4-384*c^3*r^2*x^4-16*c^2*g^3* x^4-72*c^2*g^2*p*x^4-72*c^2*g^2*q*x^4-180*c^2*g^2*r*x^4-96*c^2*g*p^2*x^4-192*c^ 2*g*p*q*x^4-468*c^2*g*p*r*x^4-96*c^2*g*q^2*x^4-468*c^2*g*q*r*x^4-468*c^2*g*r^2* x^4-40*c^2*p^3*x^4-120*c^2*p^2*q*x^4-288*c^2*p^2*r*x^4-120*c^2*p*q^2*x^4-576*c^ 2*p*q*r*x^4-576*c^2*p*r^2*x^4-40*c^2*q^3*x^4-288*c^2*q^2*r*x^4-576*c^2*q*r^2*x^ 4-356*c^2*r^3*x^4-2*c*g^4*x^4-16*c*g^3*p*x^4-16*c*g^3*q*x^4-42*c*g^3*r*x^4-36*c *g^2*p^2*x^4-72*c*g^2*p*q*x^4-180*c*g^2*p*r*x^4-36*c*g^2*q^2*x^4-180*c*g^2*q*r* x^4-180*c*g^2*r^2*x^4-32*c*g*p^3*x^4-96*c*g*p^2*q*x^4-234*c*g*p^2*r*x^4-96*c*g* p*q^2*x^4-468*c*g*p*q*r*x^4-468*c*g*p*r^2*x^4-32*c*g*q^3*x^4-234*c*g*q^2*r*x^4-\ 468*c*g*q*r^2*x^4-288*c*g*r^3*x^4-10*c*p^4*x^4-40*c*p^3*q*x^4-96*c*p^3*r*x^4-60 *c*p^2*q^2*x^4-288*c*p^2*q*r*x^4-288*c*p^2*r^2*x^4-40*c*p*q^3*x^4-288*c*p*q^2*r *x^4-576*c*p*q*r^2*x^4-356*c*p*r^3*x^4-10*c*q^4*x^4-96*c*q^3*r*x^4-288*c*q^2*r^ 2*x^4-356*c*q*r^3*x^4-156*c*r^4*x^4-g^4*p*x^4-g^4*q*x^4-3*g^4*r*x^4-4*g^3*p^2*x ^4-8*g^3*p*q*x^4-21*g^3*p*r*x^4-4*g^3*q^2*x^4-21*g^3*q*r*x^4-21*g^3*r^2*x^4-6*g ^2*p^3*x^4-18*g^2*p^2*q*x^4-45*g^2*p^2*r*x^4-18*g^2*p*q^2*x^4-90*g^2*p*q*r*x^4-\ 90*g^2*p*r^2*x^4-6*g^2*q^3*x^4-45*g^2*q^2*r*x^4-90*g^2*q*r^2*x^4-55*g^2*r^3*x^4 -4*g*p^4*x^4-16*g*p^3*q*x^4-39*g*p^3*r*x^4-24*g*p^2*q^2*x^4-117*g*p^2*q*r*x^4-\ 117*g*p^2*r^2*x^4-16*g*p*q^3*x^4-117*g*p*q^2*r*x^4-234*g*p*q*r^2*x^4-144*g*p*r^ 3*x^4-4*g*q^4*x^4-39*g*q^3*r*x^4-117*g*q^2*r^2*x^4-144*g*q*r^3*x^4-63*g*r^4*x^4 -p^5*x^4-5*p^4*q*x^4-12*p^4*r*x^4-10*p^3*q^2*x^4-48*p^3*q*r*x^4-48*p^3*r^2*x^4-\ 10*p^2*q^3*x^4-72*p^2*q^2*r*x^4-144*p^2*q*r^2*x^4-89*p^2*r^3*x^4-5*p*q^4*x^4-48 *p*q^3*r*x^4-144*p*q^2*r^2*x^4-178*p*q*r^3*x^4-78*p*r^4*x^4-q^5*x^4-12*q^4*r*x^ 4-48*q^3*r^2*x^4-89*q^2*r^3*x^4-78*q*r^4*x^4-26*r^5*x^4+24*a^4*c*x^3+16*a^4*p*x ^3+12*a^4*q*x^3+40*a^4*r*x^3+44*a^4*x^4+96*a^3*b*c*x^3+60*a^3*b*p*x^3+44*a^3*b* q*x^3+160*a^3*b*r*x^3+176*a^3*b*x^4+136*a^3*c^2*x^3+68*a^3*c*g*x^3+164*a^3*c*p* x^3+124*a^3*c*q*x^3+372*a^3*c*r*x^3+356*a^3*c*x^4+44*a^3*g*p*x^3+32*a^3*g*q*x^3 +112*a^3*g*r*x^3+132*a^3*g*x^4+48*a^3*p^2*x^3+76*a^3*p*q*x^3+210*a^3*p*r*x^3+ 178*a^3*p*x^4+28*a^3*q^2*x^3+170*a^3*q*r*x^3+178*a^3*q*x^4+182*a^3*r^2*x^3+262* a^3*r*x^4+144*a^2*b^2*c*x^3+84*a^2*b^2*p*x^3+60*a^2*b^2*q*x^3+240*a^2*b^2*r*x^3 +264*a^2*b^2*x^4+408*a^2*b*c^2*x^3+204*a^2*b*c*g*x^3+468*a^2*b*c*p*x^3+348*a^2* b*c*q*x^3+1132*a^2*b*c*r*x^3+1068*a^2*b*c*x^4+124*a^2*b*g*p*x^3+88*a^2*b*g*q*x^ 3+336*a^2*b*g*r*x^3+396*a^2*b*g*x^4+132*a^2*b*p^2*x^3+204*a^2*b*p*q*x^3+614*a^2 *b*p*r*x^3+534*a^2*b*p*x^4+72*a^2*b*q^2*x^3+494*a^2*b*q*r*x^3+534*a^2*b*q*x^4+ 558*a^2*b*r^2*x^3+786*a^2*b*r*x^4+280*a^2*c^3*x^3+280*a^2*c^2*g*x^3+488*a^2*c^2 *p*x^3+364*a^2*c^2*q*x^3+1076*a^2*c^2*r*x^3+968*a^2*c^2*x^4+70*a^2*c*g^2*x^3+ 332*a^2*c*g*p*x^3+244*a^2*c*g*q*x^3+766*a^2*c*g*r*x^3+770*a^2*c*g*x^4+278*a^2*c *p^2*x^3+432*a^2*c*p*q*x^3+1192*a^2*c*p*r*x^3+968*a^2*c*p*x^4+154*a^2*c*q^2*x^3 +944*a^2*c*q*r*x^3+968*a^2*c*q*x^4+1032*a^2*c*r^2*x^3+1368*a^2*c*r*x^4+44*a^2*g ^2*p*x^3+31*a^2*g^2*q*x^3+114*a^2*g^2*r*x^3+143*a^2*g^2*x^4+96*a^2*g*p^2*x^3+ 148*a^2*g*p*q*x^3+429*a^2*g*p*r*x^3+385*a^2*g*p*x^4+52*a^2*g*q^2*x^3+339*a^2*g* q*r*x^3+385*a^2*g*q*x^4+377*a^2*g*r^2*x^3+573*a^2*g*r*x^4+52*a^2*p^3*x^3+125*a^ 2*p^2*q*x^3+327*a^2*p^2*r*x^3+242*a^2*p^2*x^4+94*a^2*p*q^2*x^3+530*a^2*p*q*r*x^ 3+484*a^2*p*q*x^4+562*a^2*p*r^2*x^3+684*a^2*p*r*x^4+21*a^2*q^3*x^3+203*a^2*q^2* r*x^3+242*a^2*q^2*x^4+454*a^2*q*r^2*x^3+684*a^2*q*r*x^4+292*a^2*r^3*x^3+478*a^2 *r^2*x^4+96*a*b^3*c*x^3+52*a*b^3*p*x^3+36*a*b^3*q*x^3+160*a*b^3*r*x^3+176*a*b^3 *x^4+408*a*b^2*c^2*x^3+204*a*b^2*c*g*x^3+444*a*b^2*c*p*x^3+324*a*b^2*c*q*x^3+ 1148*a*b^2*c*r*x^3+1068*a*b^2*c*x^4+116*a*b^2*g*p*x^3+80*a*b^2*g*q*x^3+336*a*b^ 2*g*r*x^3+396*a*b^2*g*x^4+120*a*b^2*p^2*x^3+180*a*b^2*p*q*x^3+598*a*b^2*p*r*x^3 +534*a*b^2*p*x^4+60*a*b^2*q^2*x^3+478*a*b^2*q*r*x^3+534*a*b^2*q*x^4+570*a*b^2*r ^2*x^3+786*a*b^2*r*x^4+560*a*b*c^3*x^3+560*a*b*c^2*g*x^3+932*a*b*c^2*p*x^3+684* a*b*c^2*q*x^3+2176*a*b*c^2*r*x^3+1936*a*b*c^2*x^4+140*a*b*c*g^2*x^3+632*a*b*c*g *p*x^3+456*a*b*c*g*q*x^3+1544*a*b*c*g*r*x^3+1540*a*b*c*g*x^4+512*a*b*c*p^2*x^3+ 776*a*b*c*p*q*x^3+2308*a*b*c*p*r*x^3+1936*a*b*c*p*x^4+264*a*b*c*q^2*x^3+1812*a* b*c*q*r*x^3+1936*a*b*c*q*x^4+2072*a*b*c*r^2*x^3+2736*a*b*c*r*x^4+83*a*b*g^2*p*x ^3+57*a*b*g^2*q*x^3+228*a*b*g^2*r*x^3+286*a*b*g^2*x^4+176*a*b*g*p^2*x^3+264*a*b *g*p*q*x^3+830*a*b*g*p*r*x^3+770*a*b*g*p*x^4+88*a*b*g*q^2*x^3+650*a*b*g*q*r*x^3 +770*a*b*g*q*x^4+760*a*b*g*r^2*x^3+1146*a*b*g*r*x^4+93*a*b*p^3*x^3+217*a*b*p^2* q*x^3+610*a*b*p^2*r*x^3+484*a*b*p^2*x^4+155*a*b*p*q^2*x^3+972*a*b*p*q*r*x^3+968 *a*b*p*q*x^4+1076*a*b*p*r^2*x^3+1368*a*b*p*r*x^4+31*a*b*q^3*x^3+362*a*b*q^2*r*x ^3+484*a*b*q^2*x^4+860*a*b*q*r^2*x^3+1368*a*b*q*r*x^4+568*a*b*r^3*x^3+956*a*b*r ^2*x^4+248*a*c^4*x^3+372*a*c^3*g*x^3+564*a*c^3*p*x^3+412*a*c^3*q*x^3+1232*a*c^3 *r*x^3+1072*a*c^3*x^4+186*a*c^2*g^2*x^3+640*a*c^2*g*p*x^3+464*a*c^2*g*q*x^3+ 1432*a*c^2*g*r*x^3+1336*a*c^2*g*x^4+474*a*c^2*p^2*x^3+720*a*c^2*p*q*x^3+2024*a* c^2*p*r*x^3+1608*a*c^2*p*x^4+246*a*c^2*q^2*x^3+1556*a*c^2*q*r*x^3+1608*a*c^2*q* x^4+1768*a*c^2*r^2*x^3+2264*a*c^2*r*x^4+31*a*c*g^3*x^3+217*a*c*g^2*p*x^3+155*a* c*g^2*q*x^3+508*a*c*g^2*r*x^3+532*a*c*g^2*x^4+361*a*c*g*p^2*x^3+546*a*c*g*p*q*x ^3+1576*a*c*g*p*r*x^3+1336*a*c*g*p*x^4+185*a*c*g*q^2*x^3+1212*a*c*g*q*r*x^3+ 1336*a*c*g*q*x^4+1386*a*c*g*r^2*x^3+1934*a*c*g*r*x^4+175*a*c*p^3*x^3+411*a*c*p^ 2*q*x^3+1100*a*c*p^2*r*x^3+804*a*c*p^2*x^4+297*a*c*p*q^2*x^3+1732*a*c*p*q*r*x^3 +1608*a*c*p*q*x^4+1912*a*c*p*r^2*x^3+2264*a*c*p*r*x^4+61*a*c*q^3*x^3+632*a*c*q^ 2*r*x^3+804*a*c*q^2*x^4+1492*a*c*q*r^2*x^3+2264*a*c*q*r*x^4+1008*a*c*r^3*x^3+ 1606*a*c*r^2*x^4+19*a*g^3*p*x^3+13*a*g^3*q*x^3+50*a*g^3*r*x^3+66*a*g^3*x^4+62*a *g^2*p^2*x^3+93*a*g^2*p*q*x^3+282*a*g^2*p*r*x^3+266*a*g^2*p*x^4+31*a*g^2*q^2*x^ 3+217*a*g^2*q*r*x^3+266*a*g^2*q*x^4+251*a*g^2*r^2*x^3+401*a*g^2*r*x^4+67*a*g*p^ 3*x^3+157*a*g*p^2*q*x^3+430*a*g*p^2*r*x^3+334*a*g*p^2*x^4+113*a*g*p*q^2*x^3+678 *a*g*p*q*r*x^3+668*a*g*p*q*x^4+752*a*g*p*r^2*x^3+967*a*g*p*r*x^4+23*a*g*q^3*x^3 +248*a*g*q^2*r*x^3+334*a*g*q^2*x^4+588*a*g*q*r^2*x^3+967*a*g*q*r*x^4+397*a*g*r^ 3*x^3+703*a*g*r^2*x^4+24*a*p^4*x^3+77*a*p^3*q*x^3+198*a*p^3*r*x^3+134*a*p^3*x^4 +87*a*p^2*q^2*x^3+477*a*p^2*q*r*x^3+402*a*p^2*q*x^4+514*a*p^2*r^2*x^3+566*a*p^2 *r*x^4+39*a*p*q^3*x^3+360*a*p*q^2*r*x^3+402*a*p*q^2*x^4+818*a*p*q*r^2*x^3+1132* a*p*q*r*x^4+542*a*p*r^3*x^3+803*a*p*r^2*x^4+5*a*q^4*x^3+81*a*q^3*r*x^3+134*a*q^ 3*x^4+304*a*q^2*r^2*x^3+566*a*q^2*r*x^4+426*a*q*r^3*x^3+803*a*q*r^2*x^4+202*a*r ^4*x^3+380*a*r^3*x^4+24*b^4*c*x^3+12*b^4*p*x^3+8*b^4*q*x^3+40*b^4*r*x^3+44*b^4* x^4+136*b^3*c^2*x^3+68*b^3*c*g*x^3+140*b^3*c*p*x^3+100*b^3*c*q*x^3+388*b^3*c*r* x^3+356*b^3*c*x^4+36*b^3*g*p*x^3+24*b^3*g*q*x^3+112*b^3*g*r*x^3+132*b^3*g*x^4+ 36*b^3*p^2*x^3+52*b^3*p*q*x^3+194*b^3*p*r*x^3+178*b^3*p*x^4+16*b^3*q^2*x^3+154* b^3*q*r*x^3+178*b^3*q*x^4+194*b^3*r^2*x^3+262*b^3*r*x^4+280*b^2*c^3*x^3+280*b^2 *c^2*g*x^3+444*b^2*c^2*p*x^3+320*b^2*c^2*q*x^3+1100*b^2*c^2*r*x^3+968*b^2*c^2*x ^4+70*b^2*c*g^2*x^3+300*b^2*c*g*p*x^3+212*b^2*c*g*q*x^3+778*b^2*c*g*r*x^3+770*b ^2*c*g*x^4+234*b^2*c*p^2*x^3+344*b^2*c*p*q*x^3+1116*b^2*c*p*r*x^3+968*b^2*c*p*x ^4+110*b^2*c*q^2*x^3+868*b^2*c*q*r*x^3+968*b^2*c*q*x^4+1040*b^2*c*r^2*x^3+1368* b^2*c*r*x^4+39*b^2*g^2*p*x^3+26*b^2*g^2*q*x^3+114*b^2*g^2*r*x^3+143*b^2*g^2*x^4 +80*b^2*g*p^2*x^3+116*b^2*g*p*q*x^3+401*b^2*g*p*r*x^3+385*b^2*g*p*x^4+36*b^2*g* q^2*x^3+311*b^2*g*q*r*x^3+385*b^2*g*q*x^4+383*b^2*g*r^2*x^3+573*b^2*g*r*x^4+41* b^2*p^3*x^3+92*b^2*p^2*q*x^3+283*b^2*p^2*r*x^3+242*b^2*p^2*x^4+61*b^2*p*q^2*x^3 +442*b^2*p*q*r*x^3+484*b^2*p*q*x^4+514*b^2*p*r^2*x^3+684*b^2*p*r*x^4+10*b^2*q^3 *x^3+159*b^2*q^2*r*x^3+242*b^2*q^2*x^4+406*b^2*q*r^2*x^3+684*b^2*q*r*x^4+276*b^ 2*r^3*x^3+478*b^2*r^2*x^4+248*b*c^4*x^3+372*b*c^3*g*x^3+540*b*c^3*p*x^3+388*b*c ^3*q*x^3+1240*b*c^3*r*x^3+1072*b*c^3*x^4+186*b*c^2*g^2*x^3+612*b*c^2*g*p*x^3+ 436*b*c^2*g*q*x^3+1440*b*c^2*g*r*x^3+1336*b*c^2*g*x^4+438*b*c^2*p^2*x^3+648*b*c ^2*p*q*x^3+1948*b*c^2*p*r*x^3+1608*b*c^2*p*x^4+210*b*c^2*q^2*x^3+1480*b*c^2*q*r *x^3+1608*b*c^2*q*x^4+1744*b*c^2*r^2*x^3+2264*b*c^2*r*x^4+31*b*c*g^3*x^3+207*b* c*g^2*p*x^3+145*b*c*g^2*q*x^3+510*b*c*g^2*r*x^3+532*b*c*g^2*x^4+333*b*c*g*p^2*x ^3+490*b*c*g*p*q*x^3+1518*b*c*g*p*r*x^3+1336*b*c*g*p*x^4+157*b*c*g*q^2*x^3+1154 *b*c*g*q*r*x^3+1336*b*c*g*q*x^4+1374*b*c*g*r^2*x^3+1934*b*c*g*r*x^4+157*b*c*p^3 *x^3+357*b*c*p^2*q*x^3+1018*b*c*p^2*r*x^3+804*b*c*p^2*x^4+243*b*c*p*q^2*x^3+ 1568*b*c*p*q*r*x^3+1608*b*c*p*q*x^4+1792*b*c*p*r^2*x^3+2264*b*c*p*r*x^4+43*b*c* q^3*x^3+550*b*c*q^2*r*x^3+804*b*c*q^2*x^4+1372*b*c*q*r^2*x^3+2264*b*c*q*r*x^4+ 948*b*c*r^3*x^3+1606*b*c*r^2*x^4+18*b*g^3*p*x^3+12*b*g^3*q*x^3+50*b*g^3*r*x^3+ 66*b*g^3*x^4+57*b*g^2*p^2*x^3+83*b*g^2*p*q*x^3+272*b*g^2*p*r*x^3+266*b*g^2*p*x^ 4+26*b*g^2*q^2*x^3+207*b*g^2*q*r*x^3+266*b*g^2*q*x^4+251*b*g^2*r^2*x^3+401*b*g^ 2*r*x^4+60*b*g*p^3*x^3+136*b*g*p^2*q*x^3+399*b*g*p^2*r*x^3+334*b*g*p^2*x^4+92*b *g*p*q^2*x^3+616*b*g*p*q*r*x^3+668*b*g*p*q*x^4+710*b*g*p*r^2*x^3+967*b*g*p*r*x^ 4+16*b*g*q^3*x^3+217*b*g*q^2*r*x^3+334*b*g*q^2*x^4+546*b*g*q*r^2*x^3+967*b*g*q* r*x^4+377*b*g*r^3*x^3+703*b*g*r^2*x^4+21*b*p^4*x^3+65*b*p^3*q*x^3+177*b*p^3*r*x ^3+134*b*p^3*x^4+69*b*p^2*q^2*x^3+414*b*p^2*q*r*x^3+402*b*p^2*q*x^4+460*b*p^2*r ^2*x^3+566*b*p^2*r*x^4+27*b*p*q^3*x^3+297*b*p*q^2*r*x^3+402*b*p*q^2*x^4+710*b*p *q*r^2*x^3+1132*b*p*q*r*x^4+482*b*p*r^3*x^3+803*b*p*r^2*x^4+2*b*q^4*x^3+60*b*q^ 3*r*x^3+134*b*q^3*x^4+250*b*q^2*r^2*x^3+566*b*q^2*r*x^4+366*b*q*r^3*x^3+803*b*q *r^2*x^4+178*b*r^4*x^3+380*b*r^3*x^4+80*c^5*x^3+160*c^4*g*x^3+224*c^4*p*x^3+160 *c^4*q*x^3+488*c^4*r*x^3+416*c^4*x^4+120*c^3*g^2*x^3+360*c^3*g*p*x^3+256*c^3*g* q*x^3+796*c^3*g*r*x^3+712*c^3*g*x^4+248*c^3*p^2*x^3+368*c^3*p*q*x^3+1060*c^3*p* r*x^3+832*c^3*p*x^4+120*c^3*q^2*x^3+788*c^3*q*r*x^3+832*c^3*q*x^4+936*c^3*r^2*x ^3+1184*c^3*r*x^4+40*c^2*g^3*x^3+204*c^2*g^2*p*x^3+144*c^2*g^2*q*x^3+462*c^2*g^ 2*r*x^3+444*c^2*g^2*x^4+300*c^2*g*p^2*x^3+444*c^2*g*p*q*x^3+1300*c^2*g*p*r*x^3+ 1068*c^2*g*p*x^4+144*c^2*g*q^2*x^3+968*c^2*g*q*r*x^3+1068*c^2*g*q*x^4+1152*c^2* g*r^2*x^3+1544*c^2*g*r*x^4+136*c^2*p^3*x^3+312*c^2*p^2*q*x^3+858*c^2*p^2*r*x^3+ 624*c^2*p^2*x^4+216*c^2*p*q^2*x^3+1308*c^2*p*q*r*x^3+1248*c^2*p*q*x^4+1512*c^2* p*r^2*x^3+1776*c^2*p*r*x^4+40*c^2*q^3*x^3+450*c^2*q^2*r*x^3+624*c^2*q^2*x^4+ 1128*c^2*q*r^2*x^3+1776*c^2*q*r*x^4+812*c^2*r^3*x^3+1316*c^2*r^2*x^4+5*c*g^4*x^ 3+46*c*g^3*p*x^3+32*c*g^3*q*x^3+109*c*g^3*r*x^3+118*c*g^3*x^4+114*c*g^2*p^2*x^3 +168*c*g^2*p*q*x^3+505*c*g^2*p*r*x^3+444*c*g^2*p*x^4+54*c*g^2*q^2*x^3+377*c*g^2 *q*r*x^3+444*c*g^2*q*x^4+450*c*g^2*r^2*x^3+656*c*g^2*r*x^4+110*c*g*p^3*x^3+252* c*g*p^2*q*x^3+703*c*g*p^2*r*x^3+534*c*g*p^2*x^4+174*c*g*p*q^2*x^3+1074*c*g*p*q* r*x^3+1068*c*g*p*q*x^4+1242*c*g*p*r^2*x^3+1544*c*g*p*r*x^4+32*c*g*q^3*x^3+371*c *g*q^2*r*x^3+534*c*g*q^2*x^4+930*c*g*q*r^2*x^3+1544*c*g*q*r*x^4+666*c*g*r^3*x^3 +1156*c*g*r^2*x^4+37*c*p^4*x^3+116*c*p^3*q*x^3+307*c*p^3*r*x^3+208*c*p^3*x^4+ 126*c*p^2*q^2*x^3+717*c*p^2*q*r*x^3+624*c*p^2*q*x^4+810*c*p^2*r^2*x^3+888*c*p^2 *r*x^4+52*c*p*q^3*x^3+513*c*p*q^2*r*x^3+624*c*p*q^2*x^4+1236*c*p*q*r^2*x^3+1776 *c*p*q*r*x^4+872*c*p*r^3*x^3+1316*c*p*r^2*x^4+5*c*q^4*x^3+103*c*q^3*r*x^3+208*c *q^3*x^4+426*c*q^2*r^2*x^3+888*c*q^2*r*x^4+652*c*q*r^3*x^3+1316*c*q*r^2*x^4+332 *c*r^4*x^3+646*c*r^3*x^4+3*g^4*p*x^3+2*g^4*q*x^3+8*g^4*r*x^3+11*g^4*x^4+13*g^3* p^2*x^3+19*g^3*p*q*x^3+60*g^3*p*r*x^3+59*g^3*p*x^4+6*g^3*q^2*x^3+45*g^3*q*r*x^3 +59*g^3*q*x^4+54*g^3*r^2*x^3+90*g^3*r*x^4+21*g^2*p^3*x^3+48*g^2*p^2*q*x^3+137*g ^2*p^2*r*x^3+111*g^2*p^2*x^4+33*g^2*p*q^2*x^3+210*g^2*p*q*r*x^3+222*g^2*p*q*x^4 +243*g^2*p*r^2*x^3+328*g^2*p*r*x^4+6*g^2*q^3*x^3+73*g^2*q^2*r*x^3+111*g^2*q^2*x ^4+183*g^2*q*r^2*x^3+328*g^2*q*r*x^4+130*g^2*r^3*x^3+249*g^2*r^2*x^4+15*g*p^4*x ^3+47*g*p^3*q*x^3+126*g*p^3*r*x^3+89*g*p^3*x^4+51*g*p^2*q^2*x^3+295*g*p^2*q*r*x ^3+267*g*p^2*q*x^4+333*g*p^2*r^2*x^3+386*g*p^2*r*x^4+21*g*p*q^3*x^3+212*g*p*q^2 *r*x^3+267*g*p*q^2*x^4+510*g*p*q*r^2*x^3+772*g*p*q*r*x^4+358*g*p*r^3*x^3+578*g* p*r^2*x^4+2*g*q^4*x^3+43*g*q^3*r*x^3+89*g*q^3*x^4+177*g*q^2*r^2*x^3+386*g*q^2*r *x^4+268*g*q*r^3*x^3+578*g*q*r^2*x^4+136*g*r^4*x^3+292*g*r^3*x^4+4*p^5*x^3+16*p ^4*q*x^3+41*p^4*r*x^3+26*p^4*x^4+24*p^3*q^2*x^3+130*p^3*q*r*x^3+104*p^3*q*x^4+ 144*p^3*r^2*x^3+148*p^3*r*x^4+16*p^2*q^3*x^3+144*p^2*q^2*r*x^3+156*p^2*q^2*x^4+ 336*p^2*q*r^2*x^3+444*p^2*q*r*x^4+233*p^2*r^3*x^3+329*p^2*r^2*x^4+4*p*q^4*x^3+ 62*p*q^3*r*x^3+104*p*q^3*x^4+240*p*q^2*r^2*x^3+444*p*q^2*r*x^4+356*p*q*r^3*x^3+ 658*p*q*r^2*x^4+178*p*r^4*x^3+323*p*r^3*x^4+7*q^4*r*x^3+26*q^4*x^4+48*q^3*r^2*x ^3+148*q^3*r*x^4+123*q^2*r^3*x^3+329*q^2*r^2*x^4+134*q*r^4*x^3+323*q*r^3*x^4+52 *r^5*x^3+114*r^4*x^4-24*a^4*c*x^2-24*a^4*p*x^2-12*a^4*q*x^2-48*a^4*r*x^2-140*a^ 4*x^3-96*a^3*b*c*x^2-84*a^3*b*p*x^2-40*a^3*b*q*x^2-188*a^3*b*r*x^2-520*a^3*b*x^ 3-128*a^3*c^2*x^2-64*a^3*c*g*x^2-204*a^3*c*p*x^2-104*a^3*c*q*x^2-392*a^3*c*r*x^ 2-1000*a^3*c*x^3-60*a^3*g*p*x^2-28*a^3*g*q*x^2-124*a^3*g*r*x^2-384*a^3*g*x^3-72 *a^3*p^2*x^2-84*a^3*p*q*x^2-258*a^3*p*r*x^2-550*a^3*p*x^3-20*a^3*q^2*x^2-158*a^ 3*q*r*x^2-452*a^3*q*x^3-196*a^3*r^2*x^2-714*a^3*r*x^3-146*a^3*x^4-136*a^2*b^2*c *x^2-104*a^2*b^2*p*x^2-44*a^2*b^2*q*x^2-256*a^2*b^2*r*x^2-720*a^2*b^2*x^3-376*a ^2*b*c^2*x^2-188*a^2*b*c*g*x^2-544*a^2*b*c*p*x^2-260*a^2*b*c*q*x^2-1160*a^2*b*c *r*x^2-2872*a^2*b*c*x^3-154*a^2*b*g*p*x^2-66*a^2*b*g*q*x^2-354*a^2*b*g*r*x^2-\ 1072*a^2*b*g*x^3-180*a^2*b*p^2*x^2-196*a^2*b*p*q*x^2-718*a^2*b*p*r*x^2-1552*a^2 *b*p*x^3-40*a^2*b*q^2*x^2-422*a^2*b*q*r*x^2-1258*a^2*b*q*x^3-584*a^2*b*r^2*x^2-\ 2074*a^2*b*r*x^3-438*a^2*b*x^4-248*a^2*c^3*x^2-248*a^2*c^2*g*x^2-544*a^2*c^2*p* x^2-268*a^2*c^2*q*x^2-1040*a^2*c^2*r*x^2-2512*a^2*c^2*x^3-62*a^2*c*g^2*x^2-380* a^2*c*g*p*x^2-180*a^2*c*g*q*x^2-752*a^2*c*g*r*x^2-2022*a^2*c*g*x^3-366*a^2*c*p^ 2*x^2-408*a^2*c*p*q*x^2-1320*a^2*c*p*r*x^2-2724*a^2*c*p*x^3-88*a^2*c*q^2*x^2-\ 772*a^2*c*q*r*x^2-2238*a^2*c*q*x^3-1008*a^2*c*r^2*x^2-3420*a^2*c*r*x^3-406*a^2* c*x^4-54*a^2*g^2*p*x^2-23*a^2*g^2*q*x^2-116*a^2*g^2*r*x^2-383*a^2*g^2*x^3-132*a ^2*g*p^2*x^2-144*a^2*g*p*q*x^2-489*a^2*g*p*r*x^2-1115*a^2*g*p*x^3-30*a^2*g*q^2* x^2-283*a^2*g*q*r*x^2-898*a^2*g*q*x^3-378*a^2*g*r^2*x^2-1469*a^2*g*r*x^3-309*a^ 2*g*x^4-78*a^2*p^3*x^2-141*a^2*p^2*q*x^2-405*a^2*p^2*r*x^2-734*a^2*p^2*x^3-71*a ^2*p*q^2*x^2-500*a^2*p*q*r*x^2-1225*a^2*p*q*x^3-608*a^2*p*r^2*x^2-1832*a^2*p*r* x^3-203*a^2*p*x^4-8*a^2*q^3*x^2-133*a^2*q^2*r*x^2-491*a^2*q^2*x^3-376*a^2*q*r^2 *x^2-1528*a^2*q*r*x^3-203*a^2*q*x^4-281*a^2*r^3*x^2-1137*a^2*r^2*x^3-133*a^2*r* x^4-80*a*b^3*c*x^2-52*a*b^3*p*x^2-16*a*b^3*q*x^2-140*a*b^3*r*x^2-440*a*b^3*x^3-\ 352*a*b^2*c^2*x^2-176*a*b^2*c*g*x^2-464*a*b^2*c*p*x^2-196*a*b^2*c*q*x^2-1084*a* b^2*c*r*x^2-2744*a*b^2*c*x^3-126*a*b^2*g*p*x^2-46*a*b^2*g*q*x^2-318*a*b^2*g*r*x ^2-992*a*b^2*g*x^3-144*a*b^2*p^2*x^2-140*a*b^2*p*q*x^2-640*a*b^2*p*r*x^2-1454*a *b^2*p*x^3-20*a*b^2*q^2*x^2-348*a*b^2*q*r*x^2-1160*a*b^2*q*x^3-554*a*b^2*r^2*x^ 2-2006*a*b^2*r*x^3-438*a*b^2*x^4-480*a*b*c^3*x^2-480*a*b*c^2*g*x^2-968*a*b*c^2* p*x^2-444*a*b*c^2*q*x^2-2028*a*b*c^2*r*x^2-4848*a*b*c^2*x^3-120*a*b*c*g^2*x^2-\ 668*a*b*c*g*p*x^2-292*a*b*c*g*q*x^2-1450*a*b*c*g*r*x^2-3856*a*b*c*g*x^3-610*a*b *c*p^2*x^2-632*a*b*c*p*q*x^2-2404*a*b*c*p*r*x^2-5134*a*b*c*p*x^3-114*a*b*c*q^2* x^2-1344*a*b*c*q*r*x^2-4162*a*b*c*q*x^3-1940*a*b*c*r^2*x^2-6536*a*b*c*r*x^3-812 *a*b*c*x^4-92*a*b*g^2*p*x^2-35*a*b*g^2*q*x^2-218*a*b*g^2*r*x^2-716*a*b*g^2*x^3-\ 217*a*b*g*p^2*x^2-218*a*b*g*p*q*x^2-885*a*b*g*p*r*x^2-2081*a*b*g*p*x^3-37*a*b*g *q^2*x^2-487*a*b*g*q*r*x^2-1647*a*b*g*q*x^3-727*a*b*g*r^2*x^2-2796*a*b*g*r*x^3-\ 618*a*b*g*x^4-123*a*b*p^3*x^2-206*a*b*p^2*q*x^2-689*a*b*p^2*r*x^2-1355*a*b*p^2* x^3-89*a*b*p*q^2*x^2-810*a*b*p*q*r*x^2-2224*a*b*p*q*x^3-1080*a*b*p*r^2*x^2-3400 *a*b*p*r*x^3-406*a*b*p*x^4-6*a*b*q^3*x^2-197*a*b*q^2*r*x^2-869*a*b*q^2*x^3-648* a*b*q*r^2*x^2-2792*a*b*q*r*x^3-406*a*b*q*x^4-514*a*b*r^3*x^2-2068*a*b*r^2*x^3-\ 266*a*b*r*x^4-208*a*c^4*x^2-312*a*c^3*g*x^2-580*a*c^3*p*x^2-272*a*c^3*q*x^2-\ 1112*a*c^3*r*x^2-2620*a*c^3*x^3-156*a*c^2*g^2*x^2-664*a*c^2*g*p*x^2-304*a*c^2*g *q*x^2-1300*a*c^2*g*r*x^2-3280*a*c^2*g*x^3-568*a*c^2*p^2*x^2-600*a*c^2*p*q*x^2-\ 2070*a*c^2*p*r*x^2-4224*a*c^2*p*x^3-116*a*c^2*q^2*x^2-1138*a*c^2*q*r*x^2-3428*a *c^2*q*x^3-1594*a*c^2*r^2*x^2-5252*a*c^2*r*x^3-320*a*c^2*x^4-26*a*c*g^3*x^2-229 *a*c*g^2*p*x^2-100*a*c*g^2*q*x^2-466*a*c*g^2*r*x^2-1315*a*c*g^2*x^3-440*a*c*g*p ^2*x^2-458*a*c*g*p*q*x^2-1631*a*c*g*p*r*x^2-3560*a*c*g*p*x^3-86*a*c*g*q^2*x^2-\ 893*a*c*g*q*r*x^2-2854*a*c*g*q*x^3-1265*a*c*g*r^2*x^2-4554*a*c*g*r*x^3-576*a*c* g*x^4-237*a*c*p^3*x^2-406*a*c*p^2*q*x^2-1249*a*c*p^2*r*x^2-2259*a*c*p^2*x^3-185 *a*c*p*q^2*x^2-1450*a*c*p*q*r*x^2-3722*a*c*p*q*x^3-1896*a*c*p*r^2*x^2-5610*a*c* p*r*x^3-320*a*c*p*x^4-16*a*c*q^3*x^2-345*a*c*q^2*r*x^2-1463*a*c*q^2*x^3-1096*a* c*q*r^2*x^2-4612*a*c*q*r*x^3-320*a*c*q*x^4-884*a*c*r^3*x^2-3498*a*c*r^2*x^3-130 *a*c*r*x^4-21*a*g^3*p*x^2-8*a*g^3*q*x^2-47*a*g^3*r*x^2-165*a*g^3*x^3-78*a*g^2*p ^2*x^2-79*a*g^2*p*q*x^2-298*a*g^2*p*r*x^2-724*a*g^2*p*x^3-14*a*g^2*q^2*x^2-162* a*g^2*q*r*x^2-570*a*g^2*q*x^3-234*a*g^2*r^2*x^2-964*a*g^2*r*x^3-208*a*g^2*x^4-\ 93*a*g*p^3*x^2-158*a*g*p^2*q*x^2-497*a*g*p^2*r*x^2-960*a*g*p^2*x^3-71*a*g*p*q^2 *x^2-576*a*g*p*q*r*x^2-1567*a*g*p*q*x^3-759*a*g*p*r^2*x^2-2451*a*g*p*r*x^3-288* a*g*p*x^4-6*a*g*q^3*x^2-138*a*g*q^2*r*x^2-607*a*g*q^2*x^3-439*a*g*q*r^2*x^2-\ 1986*a*g*q*r*x^3-288*a*g*q*x^4-355*a*g*r^3*x^2-1566*a*g*r^2*x^3-255*a*g*r*x^4-\ 36*a*p^4*x^2-87*a*p^3*q*x^2-246*a*p^3*r*x^2-401*a*p^3*x^3-66*a*p^2*q^2*x^2-447* a*p^2*q*r*x^2-1004*a*p^2*q*x^3-554*a*p^2*r^2*x^2-1492*a*p^2*r*x^3-80*a*p^2*x^4-\ 15*a*p*q^3*x^2-228*a*p*q^2*r*x^2-805*a*p*q^2*x^3-664*a*p*q*r^2*x^2-2485*a*p*q*r *x^3-160*a*p*q*x^4-514*a*p*r^3*x^2-1864*a*p*r^2*x^3-65*a*p*r*x^4-27*a*q^3*r*x^2 -202*a*q^3*x^3-167*a*q^2*r^2*x^2-993*a*q^2*r*x^3-80*a*q^2*x^4-304*a*q*r^3*x^2-\ 1552*a*q*r^2*x^3-65*a*q*r*x^4-170*a*r^4*x^2-779*a*r^3*x^3+35*a*r^2*x^4-16*b^4*c *x^2-8*b^4*p*x^2-24*b^4*r*x^2-100*b^4*x^3-104*b^3*c^2*x^2-52*b^3*c*g*x^2-124*b^ 3*c*p*x^2-40*b^3*c*q*x^2-316*b^3*c*r*x^2-872*b^3*c*x^3-32*b^3*g*p*x^2-8*b^3*g*q *x^2-88*b^3*g*r*x^2-304*b^3*g*x^3-36*b^3*p^2*x^2-28*b^3*p*q*x^2-180*b^3*p*r*x^2 -452*b^3*p*x^3-84*b^3*q*r*x^2-354*b^3*q*x^3-166*b^3*r^2*x^2-646*b^3*r*x^3-146*b ^3*x^4-224*b^2*c^3*x^2-224*b^2*c^2*g*x^2-416*b^2*c^2*p*x^2-168*b^2*c^2*q*x^2-\ 948*b^2*c^2*r*x^2-2336*b^2*c^2*x^3-56*b^2*c*g^2*x^2-284*b^2*c*g*p*x^2-108*b^2*c *g*q*x^2-670*b^2*c*g*r*x^2-1834*b^2*c*g*x^3-246*b^2*c*p^2*x^2-228*b^2*c*p*q*x^2 -1068*b^2*c*p*r*x^2-2410*b^2*c*p*x^3-28*b^2*c*q^2*x^2-556*b^2*c*q*r*x^2-1924*b^ 2*c*q*x^3-912*b^2*c*r^2*x^2-3116*b^2*c*r*x^3-406*b^2*c*x^4-38*b^2*g^2*p*x^2-12* b^2*g^2*q*x^2-98*b^2*g^2*r*x^2-333*b^2*g^2*x^3-86*b^2*g*p^2*x^2-76*b^2*g*p*q*x^ 2-388*b^2*g*p*r*x^2-966*b^2*g*p*x^3-8*b^2*g*q^2*x^2-196*b^2*g*q*r*x^2-749*b^2*g *q*x^3-339*b^2*g*r^2*x^2-1327*b^2*g*r*x^3-309*b^2*g*x^4-47*b^2*p^3*x^2-71*b^2*p ^2*q*x^2-292*b^2*p^2*r*x^2-621*b^2*p^2*x^3-24*b^2*p*q^2*x^2-326*b^2*p*q*r*x^2-\ 999*b^2*p*q*x^3-484*b^2*p*r^2*x^2-1568*b^2*p*r*x^3-203*b^2*p*x^4-72*b^2*q^2*r*x ^2-378*b^2*q^2*x^3-284*b^2*q*r^2*x^2-1264*b^2*q*r*x^3-203*b^2*q*x^4-239*b^2*r^3 *x^2-931*b^2*r^2*x^3-133*b^2*r*x^4-200*b*c^4*x^2-300*b*c^3*g*x^2-516*b*c^3*p*x^ 2-224*b*c^3*q*x^2-1072*b*c^3*r*x^2-2532*b*c^3*x^3-150*b*c^2*g^2*x^2-588*b*c^2*g *p*x^2-248*b*c^2*g*q*x^2-1248*b*c^2*g*r*x^2-3152*b*c^2*g*x^3-474*b*c^2*p^2*x^2-\ 464*b*c^2*p*q*x^2-1862*b*c^2*p*r*x^2-3980*b*c^2*p*x^3-74*b*c^2*q^2*x^2-982*b*c^ 2*q*r*x^2-3184*b*c^2*q*x^3-1498*b*c^2*r^2*x^2-4948*b*c^2*r*x^3-320*b*c^2*x^4-25 *b*c*g^3*x^2-201*b*c*g^2*p*x^2-80*b*c*g^2*q*x^2-444*b*c*g^2*r*x^2-1253*b*c*g^2* x^3-365*b*c*g*p^2*x^2-350*b*c*g*p*q*x^2-1465*b*c*g*p*r*x^2-3338*b*c*g*p*x^3-53* b*c*g*q^2*x^2-765*b*c*g*q*r*x^2-2632*b*c*g*q*x^3-1193*b*c*g*r^2*x^2-4294*b*c*g* r*x^3-576*b*c*g*x^4-187*b*c*p^3*x^2-296*b*c*p^2*q*x^2-1047*b*c*p^2*r*x^2-2081*b *c*p^2*x^3-115*b*c*p*q^2*x^2-1162*b*c*p*q*r*x^2-3366*b*c*p*q*x^3-1636*b*c*p*r^2 *x^2-5112*b*c*p*r*x^3-320*b*c*p*x^4-6*b*c*q^3*x^2-259*b*c*q^2*r*x^2-1285*b*c*q^ 2*x^3-924*b*c*q*r^2*x^2-4114*b*c*q*r*x^3-320*b*c*q*x^4-776*b*c*r^3*x^2-3074*b*c *r^2*x^3-130*b*c*r*x^4-18*b*g^3*p*x^2-6*b*g^3*q*x^2-44*b*g^3*r*x^2-155*b*g^3*x^ 3-64*b*g^2*p^2*x^2-59*b*g^2*p*q*x^2-267*b*g^2*p*r*x^2-674*b*g^2*p*x^3-8*b*g^2*q ^2*x^2-137*b*g^2*q*r*x^2-520*b*g^2*q*x^3-222*b*g^2*r^2*x^2-910*b*g^2*r*x^3-208* b*g^2*x^4-73*b*g*p^3*x^2-114*b*g*p^2*q*x^2-418*b*g*p^2*r*x^2-881*b*g*p^2*x^3-43 *b*g*p*q^2*x^2-462*b*g*p*q*r*x^2-1409*b*g*p*q*x^3-661*b*g*p*r^2*x^2-2240*b*g*p* r*x^3-288*b*g*p*x^4-2*b*g*q^3*x^2-103*b*g*q^2*r*x^2-528*b*g*q^2*x^3-375*b*g*q*r ^2*x^2-1775*b*g*q*r*x^3-288*b*g*q*x^4-316*b*g*r^3*x^2-1380*b*g*r^2*x^3-255*b*g* r*x^4-27*b*p^4*x^2-60*b*p^3*q*x^2-192*b*p^3*r*x^2-362*b*p^3*x^3-39*b*p^2*q^2*x^ 2-330*b*p^2*q*r*x^2-887*b*p^2*q*x^3-437*b*p^2*r^2*x^2-1319*b*p^2*r*x^3-80*b*p^2 *x^4-6*b*p*q^3*x^2-156*b*p*q^2*r*x^2-688*b*p*q^2*x^3-502*b*p*q*r^2*x^2-2139*b*p *q*r*x^3-160*b*p*q*x^4-406*b*p*r^3*x^2-1588*b*p*r^2*x^3-65*b*p*r*x^4-18*b*q^3*r *x^2-163*b*q^3*x^3-122*b*q^2*r^2*x^2-820*b*q^2*r*x^3-80*b*q^2*x^4-232*b*q*r^3*x ^2-1276*b*q*r^2*x^3-65*b*q*r*x^4-134*b*r^4*x^2-641*b*r^3*x^3+35*b*r^2*x^4-64*c^ 5*x^2-128*c^4*g*x^2-216*c^4*p*x^2-96*c^4*q*x^2-416*c^4*r*x^2-968*c^4*x^3-96*c^3 *g^2*x^2-348*c^3*g*p*x^2-152*c^3*g*q*x^2-680*c^3*g*r*x^2-1660*c^3*g*x^3-276*c^3 *p^2*x^2-276*c^3*p*q*x^2-1016*c^3*p*r*x^2-2068*c^3*p*x^3-48*c^3*q^2*x^2-524*c^3 *q*r*x^2-1652*c^3*q*x^3-788*c^3*r^2*x^2-2564*c^3*r*x^3-24*c^3*x^4-32*c^2*g^3*x^ 2-198*c^2*g^2*p*x^2-84*c^2*g^2*q*x^2-396*c^2*g^2*r*x^2-1038*c^2*g^2*x^3-336*c^2 *g*p^2*x^2-332*c^2*g*p*q*x^2-1252*c^2*g*p*r*x^2-2676*c^2*g*p*x^3-56*c^2*g*q^2*x ^2-644*c^2*g*q*r*x^2-2120*c^2*g*q*x^3-976*c^2*g*r^2*x^2-3380*c^2*g*r*x^3-204*c^ 2*g*x^4-170*c^2*p^3*x^2-276*c^2*p^2*q*x^2-908*c^2*p^2*r*x^2-1650*c^2*p^2*x^3-\ 114*c^2*p*q^2*x^2-988*c^2*p*q*r*x^2-2676*c^2*p*q*x^3-1392*c^2*p*r^2*x^2-4104*c^ 2*p*r*x^3-36*c^2*p*x^4-8*c^2*q^3*x^2-212*c^2*q^2*r*x^2-1026*c^2*q^2*x^3-744*c^2 *q*r^2*x^2-3288*c^2*q*r*x^3-36*c^2*q*x^4-654*c^2*r^3*x^2-2620*c^2*r^2*x^3+48*c^ 2*r*x^4-4*c*g^4*x^2-45*c*g^3*p*x^2-18*c*g^3*q*x^2-94*c*g^3*r*x^2-277*c*g^3*x^3-\ 129*c*g^2*p^2*x^2-125*c*g^2*p*q*x^2-490*c*g^2*p*r*x^2-1125*c*g^2*p*x^3-20*c*g^2 *q^2*x^2-251*c*g^2*q*r*x^2-881*c*g^2*q*x^3-385*c*g^2*r^2*x^2-1457*c*g^2*r*x^3-\ 186*c*g^2*x^4-139*c*g*p^3*x^2-224*c*g*p^2*q*x^2-750*c*g*p^2*r*x^2-1431*c*g*p^2* x^3-91*c*g*p*q^2*x^2-816*c*g*p*q*r*x^2-2306*c*g*p*q*x^3-1154*c*g*p*r^2*x^2-3622 *c*g*p*r*x^3-204*c*g*p*x^4-6*c*g*q^3*x^2-176*c*g*q^2*r*x^2-875*c*g*q^2*x^3-620* c*g*q*r^2*x^2-2876*c*g*q*r*x^3-204*c*g*q*x^4-543*c*g*r^3*x^2-2334*c*g*r^2*x^3-\ 176*c*g*r*x^4-51*c*p^4*x^2-117*c*p^3*q*x^2-354*c*p^3*r*x^2-583*c*p^3*x^3-81*c*p ^2*q^2*x^2-603*c*p^2*q*r*x^2-1437*c*p^2*q*x^3-807*c*p^2*r^2*x^2-2181*c*p^2*r*x^ 3-18*c*p^2*x^4-15*c*p*q^3*x^2-276*c*p*q^2*r*x^2-1125*c*p*q^2*x^3-894*c*p*q*r^2* x^2-3546*c*p*q*r*x^3-36*c*p*q*x^4-756*c*p*r^3*x^2-2800*c*p*r^2*x^3+48*c*p*r*x^4 -27*c*q^3*r*x^2-271*c*q^3*x^3-195*c*q^2*r^2*x^2-1365*c*q^2*r*x^3-18*c*q^2*x^4-\ 408*c*q*r^3*x^2-2284*c*q*r^2*x^3+48*c*q*r*x^4-252*c*r^4*x^2-1212*c*r^3*x^3+126* c*r^2*x^4-3*g^4*p*x^2-g^4*q*x^2-7*g^4*r*x^2-26*g^4*x^3-15*g^3*p^2*x^2-14*g^3*p* q*x^2-59*g^3*p*r*x^2-152*g^3*p*x^3-2*g^3*q^2*x^2-30*g^3*q*r*x^2-117*g^3*q*x^3-\ 47*g^3*r^2*x^2-204*g^3*r*x^3-45*g^3*x^4-27*g^2*p^3*x^2-43*g^2*p^2*q*x^2-148*g^2 *p^2*r*x^2-303*g^2*p^2*x^3-17*g^2*p*q^2*x^2-161*g^2*p*q*r*x^2-484*g^2*p*q*x^3-\ 229*g^2*p*r^2*x^2-785*g^2*p*r*x^3-93*g^2*p*x^4-g^2*q^3*x^2-35*g^2*q^2*r*x^2-181 *g^2*q^2*x^3-124*g^2*q*r^2*x^2-616*g^2*q*r*x^3-93*g^2*q*x^4-108*g^2*r^3*x^2-512 *g^2*r^2*x^3-100*g^2*r*x^4-21*g*p^4*x^2-48*g*p^3*q*x^2-147*g*p^3*r*x^2-254*g*p^ 3*x^3-33*g*p^2*q^2*x^2-251*g*p^2*q*r*x^2-623*g*p^2*q*x^3-336*g*p^2*r^2*x^2-966* g*p^2*r*x^3-51*g*p^2*x^4-6*g*p*q^3*x^2-116*g*p*q^2*r*x^2-484*g*p*q^2*x^3-374*g* p*q*r^2*x^2-1559*g*p*q*r*x^3-102*g*p*q*x^4-315*g*p*r^3*x^2-1256*g*p*r^2*x^3-88* g*p*r*x^4-12*g*q^3*r*x^2-115*g*q^3*x^3-84*g*q^2*r^2*x^2-593*g*q^2*r*x^3-51*g*q^ 2*x^4-171*g*q*r^3*x^2-1002*g*q*r^2*x^3-88*g*q*r*x^4-105*g*r^4*x^2-554*g*r^3*x^3 -49*g*r^2*x^4-6*p^5*x^2-18*p^4*q*x^2-51*p^4*r*x^2-77*p^4*x^3-18*p^3*q^2*x^2-120 *p^3*q*r*x^2-256*p^3*q*x^3-154*p^3*r^2*x^2-385*p^3*r*x^3-3*p^3*x^4-6*p^2*q^3*x^ 2-87*p^2*q^2*r*x^2-306*p^2*q^2*x^3-264*p^2*q*r^2*x^2-951*p^2*q*r*x^3-9*p^2*q*x^ 4-216*p^2*r^3*x^2-745*p^2*r^2*x^3+12*p^2*r*x^4-18*p*q^3*r*x^2-152*p*q^3*x^3-120 *p*q^2*r^2*x^2-747*p*q^2*r*x^3-9*p*q^2*x^4-240*p*q*r^3*x^2-1232*p*q*r^2*x^3+24* p*q*r*x^4-144*p*r^4*x^2-645*p*r^3*x^3+63*p*r^2*x^4-25*q^4*x^3-10*q^3*r^2*x^2-\ 181*q^3*r*x^3-3*q^3*x^4-51*q^2*r^3*x^2-487*q^2*r^2*x^3+12*q^2*r*x^4-78*q*r^4*x^ 2-547*q*r^3*x^3+63*q*r^2*x^4-37*r^5*x^2-208*r^4*x^3+86*r^3*x^4+8*a^4*c*x+16*a^4 *p*x+4*a^4*q*x+24*a^4*r*x+156*a^4*x^2+32*a^3*b*c*x+52*a^3*b*p*x+12*a^3*b*q*x+88 *a^3*b*r*x+536*a^3*b*x^2+40*a^3*c^2*x+20*a^3*c*g*x+108*a^3*c*p*x+28*a^3*c*q*x+ 164*a^3*c*r*x+972*a^3*c*x^2+36*a^3*g*p*x+8*a^3*g*q*x+56*a^3*g*r*x+388*a^3*g*x^2 +48*a^3*p^2*x+36*a^3*p*q*x+134*a^3*p*r*x+582*a^3*p*x^2+4*a^3*q^2*x+54*a^3*q*r*x +378*a^3*q*x^2+86*a^3*r^2*x+658*a^3*r*x^2+278*a^3*x^3+40*a^2*b^2*c*x+52*a^2*b^2 *p*x+8*a^2*b^2*q*x+96*a^2*b^2*r*x+652*a^2*b^2*x^2+112*a^2*b*c^2*x+56*a^2*b*c*g* x+260*a^2*b*c*p*x+56*a^2*b*c*q*x+440*a^2*b*c*r*x+2600*a^2*b*c*x^2+80*a^2*b*g*p* x+14*a^2*b*g*q*x+140*a^2*b*g*r*x+978*a^2*b*g*x^2+108*a^2*b*p^2*x+68*a^2*b*p*q*x +338*a^2*b*p*r*x+1546*a^2*b*p*x^2+4*a^2*b*q^2*x+118*a^2*b*q*r*x+948*a^2*b*q*x^2 +230*a^2*b*r^2*x+1826*a^2*b*r*x^2+942*a^2*b*x^3+72*a^2*c^3*x+72*a^2*c^2*g*x+248 *a^2*c^2*p*x+60*a^2*c^2*q*x+384*a^2*c^2*r*x+2212*a^2*c^2*x^2+18*a^2*c*g^2*x+180 *a^2*c*g*p*x+40*a^2*c*g*q*x+284*a^2*c*g*r*x+1800*a^2*c*g*x^2+210*a^2*c*p^2*x+ 144*a^2*c*p*q*x+600*a^2*c*p*r*x+2608*a^2*c*p*x^2+12*a^2*c*q^2*x+224*a^2*c*q*r*x +1678*a^2*c*q*x^2+390*a^2*c*r^2*x+2860*a^2*c*r*x^2+654*a^2*c*x^3+28*a^2*g^2*p*x +5*a^2*g^2*q*x+46*a^2*g^2*r*x+347*a^2*g^2*x^2+80*a^2*g*p^2*x+52*a^2*g*p*q*x+231 *a^2*g*p*r*x+1105*a^2*g*p*x^2+4*a^2*g*q^2*x+83*a^2*g*q*r*x+675*a^2*g*q*x^2+151* a^2*g*r^2*x+1267*a^2*g*r*x^2+633*a^2*g*x^3+52*a^2*p^3*x+63*a^2*p^2*q*x+213*a^2* p^2*r*x+750*a^2*p^2*x^2+16*a^2*p*q^2*x+178*a^2*p*q*r*x+1014*a^2*p*q*x^2+270*a^2 *p*r^2*x+1628*a^2*p*r*x^2+209*a^2*p*x^3+26*a^2*q^2*r*x+301*a^2*q^2*x^2+115*a^2* q*r^2*x+1098*a^2*q*r*x^2+343*a^2*q*x^3+109*a^2*r^3*x+881*a^2*r^2*x^2+9*a^2*r*x^ 3-566*a^2*x^4+16*a*b^3*c*x+16*a*b^3*p*x+32*a*b^3*r*x+320*a*b^3*x^2+88*a*b^2*c^2 *x+44*a*b^2*c*g*x+180*a*b^2*c*p*x+24*a*b^2*c*q*x+332*a*b^2*c*r*x+2240*a*b^2*c*x ^2+50*a*b^2*g*p*x+4*a*b^2*g*q*x+96*a*b^2*g*r*x+786*a*b^2*g*x^2+72*a*b^2*p^2*x+ 32*a*b^2*p*q*x+252*a*b^2*p*r*x+1322*a*b^2*p*x^2+64*a*b^2*q*r*x+738*a*b^2*q*x^2+ 180*a*b^2*r^2*x+1652*a*b^2*r*x^2+1050*a*b^2*x^3+128*a*b*c^3*x+128*a*b*c^2*g*x+ 392*a*b*c^2*p*x+76*a*b*c^2*q*x+668*a*b*c^2*r*x+3992*a*b*c^2*x^2+32*a*b*c*g^2*x+ 274*a*b*c*g*p*x+46*a*b*c*g*q*x+478*a*b*c*g*r*x+3158*a*b*c*g*x^2+308*a*b*c*p^2*x +176*a*b*c*p*q*x+972*a*b*c*p*r*x+4578*a*b*c*p*x^2+8*a*b*c*q^2*x+312*a*b*c*q*r*x +2784*a*b*c*q*x^2+664*a*b*c*r^2*x+5128*a*b*c*r*x^2+1528*a*b*c*x^3+39*a*b*g^2*p* x+4*a*b*g^2*q*x+72*a*b*g^2*r*x+581*a*b*g^2*x^2+114*a*b*g*p^2*x+60*a*b*g*p*q*x+ 367*a*b*g*p*r*x+1899*a*b*g*p*x^2+2*a*b*g*q^2*x+111*a*b*g*q*r*x+1088*a*b*g*q*x^2 +253*a*b*g*r^2*x+2249*a*b*g*r*x^2+1316*a*b*g*x^3+71*a*b*p^3*x+73*a*b*p^2*q*x+ 316*a*b*p^2*r*x+1276*a*b*p^2*x^2+12*a*b*p*q^2*x+234*a*b*p*q*r*x+1635*a*b*p*q*x^ 2+419*a*b*p*r^2*x+2762*a*b*p*r*x^2+558*a*b*p*x^3+24*a*b*q^2*r*x+433*a*b*q^2*x^2 +161*a*b*q*r^2*x+1796*a*b*q*r*x^2+826*a*b*q*x^3+174*a*b*r^3*x+1439*a*b*r^2*x^2+ 108*a*b*r*x^3-1132*a*b*x^4+56*a*c^4*x+84*a*c^3*g*x+236*a*c^3*p*x+52*a*c^3*q*x+ 372*a*c^3*r*x+2140*a*c^3*x^2+42*a*c^2*g^2*x+272*a*c^2*g*p*x+56*a*c^2*g*q*x+436* a*c^2*g*r*x+2676*a*c^2*g*x^2+290*a*c^2*p^2*x+180*a*c^2*p*q*x+846*a*c^2*p*r*x+ 3734*a*c^2*p*x^2+12*a*c^2*q^2*x+286*a*c^2*q*r*x+2328*a*c^2*q*x^2+556*a*c^2*r^2* x+4022*a*c^2*r*x^2+308*a*c^2*x^3+7*a*c*g^3*x+95*a*c*g^2*p*x+17*a*c*g^2*q*x+157* a*c*g^2*r*x+1071*a*c*g^2*x^2+229*a*c*g*p^2*x+136*a*c*g*p*q*x+675*a*c*g*p*r*x+ 3201*a*c*g*p*x^2+8*a*c*g*q^2*x+223*a*c*g*q*r*x+1930*a*c*g*q*x^2+446*a*c*g*r^2*x +3549*a*c*g*r*x^2+1008*a*c*g*x^3+141*a*c*p^3*x+155*a*c*p^2*q*x+590*a*c*p^2*r*x+ 2130*a*c*p^2*x^2+32*a*c*p*q^2*x+446*a*c*p*q*r*x+2783*a*c*p*q*x^2+757*a*c*p*r^2* x+4574*a*c*p*r*x^2+2*a*c*p*x^3+52*a*c*q^2*r*x+771*a*c*q^2*x^2+291*a*c*q*r^2*x+ 2972*a*c*q*r*x^2+506*a*c*q*x^3+308*a*c*r^3*x+2453*a*c*r^2*x^2-432*a*c*r*x^3-\ 1504*a*c*x^4+9*a*g^3*p*x+a*g^3*q*x+16*a*g^3*r*x+134*a*g^3*x^2+42*a*g^2*p^2*x+23 *a*g^2*p*q*x+126*a*g^2*p*r*x+667*a*g^2*p*x^2+a*g^2*q^2*x+40*a*g^2*q*r*x+383*a*g ^2*q*x^2+84*a*g^2*r^2*x+769*a*g^2*r*x^2+427*a*g^2*x^3+57*a*g*p^3*x+61*a*g*p^2*q *x+240*a*g*p^2*r*x+932*a*g*p^2*x^2+12*a*g*p*q^2*x+178*a*g*p*q*r*x+1187*a*g*p*q* x^2+309*a*g*p*r^2*x+2060*a*g*p*r*x^2+385*a*g*p*x^3+21*a*g*q^2*r*x+318*a*g*q^2*x ^2+117*a*g*q*r^2*x+1290*a*g*q*r*x^2+531*a*g*q*x^3+126*a*g*r^3*x+1136*a*g*r^2*x^ 2+262*a*g*r*x^3-688*a*g*x^4+24*a*p^4*x+39*a*p^3*q*x+130*a*p^3*r*x+399*a*p^3*x^2 +15*a*p^2*q^2*x+159*a*p^2*q*r*x+810*a*p^2*q*x^2+246*a*p^2*r^2*x+1283*a*p^2*r*x^ 2-76*a*p^2*x^3+42*a*p*q^2*r*x+482*a*p*q^2*x^2+201*a*p*q*r^2*x+1731*a*p*q*r*x^2+ 100*a*p*q*x^3+198*a*p*r^3*x+1379*a*p*r^2*x^2-411*a*p*r*x^3-752*a*p*x^4+71*a*q^3 *x^2+27*a*q^2*r^2*x+504*a*q^2*r*x^2+176*a*q^2*x^3+81*a*q*r^3*x+928*a*q*r^2*x^2-\ 19*a*q*r*x^3-752*a*q*x^4+58*a*r^4*x+495*a*r^3*x^2-343*a*r^2*x^3-938*a*r*x^4+48* b^4*x^2+16*b^3*c^2*x+8*b^3*c*g*x+32*b^3*c*p*x+64*b^3*c*r*x+612*b^3*c*x^2+8*b^3* g*p*x+16*b^3*g*r*x+196*b^3*g*x^2+12*b^3*p^2*x+48*b^3*p*r*x+358*b^3*p*x^2+168*b^ 3*q*x^2+36*b^3*r^2*x+484*b^3*r*x^2+386*b^3*x^3+48*b^2*c^3*x+48*b^2*c^2*g*x+136* b^2*c^2*p*x+16*b^2*c^2*q*x+252*b^2*c^2*r*x+1756*b^2*c^2*x^2+12*b^2*c*g^2*x+92*b ^2*c*g*p*x+8*b^2*c*g*q*x+174*b^2*c*g*r*x+1350*b^2*c*g*x^2+102*b^2*c*p^2*x+40*b^ 2*c*p*q*x+360*b^2*c*p*r*x+1964*b^2*c*p*x^2+80*b^2*c*q*r*x+1100*b^2*c*q*x^2+258* b^2*c*r^2*x+2292*b^2*c*r*x^2+874*b^2*c*x^3+12*b^2*g^2*p*x+24*b^2*g^2*r*x+236*b^ 2*g^2*x^2+36*b^2*g*p^2*x+12*b^2*g*p*q*x+130*b^2*g*p*r*x+787*b^2*g*p*x^2+24*b^2* g*q*r*x+406*b^2*g*q*x^2+94*b^2*g*r^2*x+982*b^2*g*r*x^2+683*b^2*g*x^3+23*b^2*p^3 *x+18*b^2*p^2*q*x+117*b^2*p^2*r*x+538*b^2*p^2*x^2+72*b^2*p*q*r*x+645*b^2*p*q*x^ 2+165*b^2*p*r^2*x+1194*b^2*p*r*x^2+349*b^2*p*x^3+144*b^2*q^2*x^2+54*b^2*q*r^2*x +758*b^2*q*r*x^2+483*b^2*q*x^3+71*b^2*r^3*x+608*b^2*r^2*x^2+99*b^2*r*x^3-566*b^ 2*x^4+48*b*c^4*x+72*b*c^3*g*x+184*b*c^3*p*x+32*b*c^3*q*x+316*b*c^3*r*x+1936*b*c ^3*x^2+36*b*c^2*g^2*x+208*b*c^2*g*p*x+32*b*c^2*g*q*x+364*b*c^2*g*r*x+2388*b*c^2 *g*x^2+210*b*c^2*p^2*x+108*b*c^2*p*q*x+670*b*c^2*p*r*x+3264*b*c^2*p*x^2+4*b*c^2 *q^2*x+194*b*c^2*q*r*x+1926*b*c^2*q*x^2+460*b*c^2*r^2*x+3526*b*c^2*r*x^2+460*b* c^2*x^3+6*b*c*g^3*x+70*b*c*g^2*p*x+8*b*c*g^2*q*x+127*b*c*g^2*r*x+936*b*c*g^2*x^ 2+163*b*c*g*p^2*x+78*b*c*g*p*q*x+529*b*c*g*p*r*x+2760*b*c*g*p*x^2+2*b*c*g*q^2*x +145*b*c*g*q*r*x+1565*b*c*g*q*x^2+366*b*c*g*r^2*x+3103*b*c*g*r*x^2+1080*b*c*g*x ^3+95*b*c*p^3*x+89*b*c*p^2*q*x+428*b*c*p^2*r*x+1794*b*c*p^2*x^2+12*b*c*p*q^2*x+ 294*b*c*p*q*r*x+2227*b*c*p*q*x^2+571*b*c*p*r^2*x+3746*b*c*p*r*x^2+182*b*c*p*x^3 +24*b*c*q^2*r*x+551*b*c*q^2*x^2+205*b*c*q*r^2*x+2356*b*c*q*r*x^2+686*b*c*q*x^3+ 238*b*c*r^3*x+1865*b*c*r^2*x^2-392*b*c*r*x^3-1504*b*c*x^4+6*b*g^3*p*x+12*b*g^3* r*x+113*b*g^3*x^2+29*b*g^2*p^2*x+12*b*g^2*p*q*x+97*b*g^2*p*r*x+564*b*g^2*p*x^2+ 24*b*g^2*q*r*x+301*b*g^2*q*x^2+68*b*g^2*r^2*x+670*b*g^2*r*x^2+425*b*g^2*x^3+38* b*g*p^3*x+34*b*g*p^2*q*x+174*b*g*p^2*r*x+778*b*g*p^2*x^2+4*b*g*p*q^2*x+116*b*g* p*q*r*x+935*b*g*p*q*x^2+234*b*g*p*r^2*x+1694*b*g*p*r*x^2+445*b*g*p*x^3+8*b*g*q^ 2*r*x+220*b*g*q^2*x^2+82*b*g*q*r^2*x+1032*b*g*q*r*x^2+591*b*g*q*x^3+98*b*g*r^3* x+875*b*g*r^2*x^2+242*b*g*r*x^3-688*b*g*x^4+15*b*p^4*x+21*b*p^3*q*x+85*b*p^3*r* x+323*b*p^3*x^2+6*b*p^2*q^2*x+96*b*p^2*q*r*x+623*b*p^2*q*x^2+165*b*p^2*r^2*x+ 981*b*p^2*r*x^2-24*b*p^2*x^3+24*b*p*q^2*r*x+336*b*p*q^2*x^2+129*b*p*q*r^2*x+ 1254*b*p*q*r*x^2+204*b*p*q*x^3+135*b*p*r^3*x+964*b*p*r^2*x^2-353*b*p*r*x^3-752* b*p*x^4+36*b*q^3*x^2+18*b*q^2*r^2*x+329*b*q^2*r*x^2+228*b*q^2*x^3+54*b*q*r^3*x+ 587*b*q*r^2*x^2+39*b*q*r*x^3-752*b*q*x^4+40*b*r^4*x+306*b*r^3*x^2-249*b*r^2*x^3 -938*b*r*x^4+16*c^5*x+32*c^4*g*x+80*c^4*p*x+16*c^4*q*x+128*c^4*r*x+744*c^4*x^2+ 24*c^3*g^2*x+128*c^3*g*p*x+24*c^3*g*q*x+208*c^3*g*r*x+1268*c^3*g*x^2+128*c^3*p^ 2*x+72*c^3*p*q*x+380*c^3*p*r*x+1712*c^3*p*x^2+4*c^3*q^2*x+116*c^3*q*r*x+1028*c^ 3*q*x^2+252*c^3*r^2*x+1816*c^3*r*x^2-120*c^3*x^3+8*c^2*g^3*x+72*c^2*g^2*p*x+12* c^2*g^2*q*x+120*c^2*g^2*r*x+786*c^2*g^2*x^2+156*c^2*g*p^2*x+84*c^2*g*p*q*x+468* c^2*g*p*r*x+2232*c^2*g*p*x^2+4*c^2*g*q^2*x+140*c^2*g*q*r*x+1308*c^2*g*q*x^2+312 *c^2*g*r^2*x+2416*c^2*g*r*x^2+240*c^2*g*x^3+92*c^2*p^3*x+92*c^2*p^2*q*x+392*c^2 *p^2*r*x+1454*c^2*p^2*x^2+16*c^2*p*q^2*x+268*c^2*p*q*r*x+1828*c^2*p*q*x^2+508*c ^2*p*r^2*x+3092*c^2*p*r*x^2-396*c^2*p*x^3+26*c^2*q^2*r*x+470*c^2*q^2*x^2+176*c^ 2*q*r^2*x+1898*c^2*q*r*x^2+52*c^2*q*x^3+208*c^2*r^3*x+1652*c^2*r^2*x^2-552*c^2* r*x^3-1064*c^2*x^4+c*g^4*x+16*c*g^3*p*x+2*c*g^3*q*x+28*c*g^3*r*x+207*c*g^3*x^2+ 60*c*g^2*p^2*x+30*c*g^2*p*q*x+183*c*g^2*p*r*x+948*c*g^2*p*x^2+c*g^2*q^2*x+53*c* g^2*q*r*x+537*c*g^2*q*x^2+123*c*g^2*r^2*x+1054*c*g^2*r*x^2+330*c*g^2*x^3+76*c*g *p^3*x+74*c*g*p^2*q*x+326*c*g*p^2*r*x+1283*c*g*p^2*x^2+12*c*g*p*q^2*x+220*c*g*p *q*r*x+1584*c*g*p*q*x^2+424*c*g*p*r^2*x+2782*c*g*p*r*x^2+72*c*g*p*x^3+21*c*g*q^ 2*r*x+397*c*g*q^2*x^2+146*c*g*q*r^2*x+1673*c*g*q*r*x^2+384*c*g*q*x^3+174*c*g*r^ 3*x+1508*c*g*r^2*x^2-28*c*g*r*x^3-976*c*g*x^4+31*c*p^4*x+46*c*p^3*q*x+171*c*p^3 *r*x+542*c*p^3*x^2+15*c*p^2*q^2*x+189*c*p^2*q*r*x+1059*c*p^2*q*x^2+327*c*p^2*r^ 2*x+1736*c*p^2*r*x^2-306*c*p^2*x^3+42*c*p*q^2*r*x+588*c*p*q^2*x^2+240*c*p*q*r^2 *x+2215*c*p*q*r*x^2-164*c*p*q*x^3+265*c*p*r^3*x+1877*c*p*r^2*x^2-804*c*p*r*x^3-\ 1064*c*p*x^4+71*c*q^3*x^2+27*c*q^2*r^2*x+569*c*q^2*r*x^2+142*c*q^2*x^3+97*c*q*r ^3*x+1175*c*q*r^2*x^2-144*c*q*r*x^3-1064*c*q*x^4+78*c*r^4*x+683*c*r^3*x^2-488*c *r^2*x^3-1296*c*r*x^4+g^4*p*x+2*g^4*r*x+19*g^4*x^2+7*g^3*p^2*x+3*g^3*p*q*x+22*g ^3*p*r*x+130*g^3*p*x^2+6*g^3*q*r*x+70*g^3*q*x^2+15*g^3*r^2*x+150*g^3*r*x^2+90*g ^3*x^3+15*g^2*p^3*x+14*g^2*p^2*q*x+65*g^2*p^2*r*x+278*g^2*p^2*x^2+2*g^2*p*q^2*x +43*g^2*p*q*r*x+335*g^2*p*q*x^2+85*g^2*p*r^2*x+618*g^2*p*r*x^2+135*g^2*p*x^3+4* g^2*q^2*r*x+81*g^2*q^2*x^2+29*g^2*q*r^2*x+362*g^2*q*r*x^2+179*g^2*q*x^3+35*g^2* r^3*x+341*g^2*r^2*x^2+124*g^2*r*x^3-222*g^2*x^4+13*g*p^4*x+19*g*p^3*q*x+72*g*p^ 3*r*x+242*g*p^3*x^2+6*g*p^2*q^2*x+79*g*p^2*q*r*x+466*g*p^2*q*x^2+138*g*p^2*r^2* x+790*g*p^2*r*x^2-24*g*p^2*x^3+18*g*p*q^2*r*x+254*g*p*q^2*x^2+101*g*p*q*r^2*x+ 986*g*p*q*r*x^2+108*g*p*q*x^3+112*g*p*r^3*x+870*g*p*r^2*x^2-104*g*p*r*x^3-488*g *p*x^4+30*g*q^3*x^2+12*g*q^2*r^2*x+251*g*q^2*r*x^2+132*g*q^2*x^3+41*g*q*r^3*x+ 519*g*q*r^2*x^2+116*g*q*r*x^3-488*g*q*x^4+33*g*r^4*x+322*g*r^3*x^2-18*g*r^2*x^3 -568*g*r*x^4+4*p^5*x+8*p^4*q*x+27*p^4*r*x+75*p^4*x^2+4*p^3*q^2*x+42*p^3*q*r*x+ 201*p^3*q*x^2+68*p^3*r^2*x+322*p^3*r*x^2-69*p^3*x^3+15*p^2*q^2*r*x+177*p^2*q^2* x^2+78*p^2*q*r^2*x+636*p^2*q*r*x^2-95*p^2*q*x^3+82*p^2*r^3*x+527*p^2*r^2*x^2-\ 264*p^2*r*x^3-266*p^2*x^4+51*p*q^3*x^2+18*p*q^2*r^2*x+351*p*q^2*r*x^2+17*p*q^2* x^3+62*p*q*r^3*x+694*p*q*r^2*x^2-198*p*q*r*x^3-532*p*q*x^4+48*p*r^4*x+388*p*r^3 *x^2-355*p*r^2*x^3-648*p*r*x^4+37*q^3*r*x^2+43*q^3*x^3+7*q^2*r^3*x+176*q^2*r^2* x^2+66*q^2*r*x^3-266*q^2*x^4+18*q*r^4*x+259*q*r^3*x^2-53*q*r^2*x^3-648*q*r*x^4+ 11*r^5*x+108*r^4*x^2-192*r^3*x^3-566*r^2*x^4-4*a^4*p-4*a^4*r-68*a^4*x-12*a^3*b* p-12*a^3*b*r-216*a^3*b*x-20*a^3*c*p-20*a^3*c*r-368*a^3*c*x-8*a^3*g*p-8*a^3*g*r-\ 152*a^3*g*x-12*a^3*p^2-4*a^3*p*q-24*a^3*p*r-226*a^3*p*x-4*a^3*q*r-112*a^3*q*x-\ 12*a^3*r^2-222*a^3*r*x-102*a^3*x^2-8*a^2*b^2*p-8*a^2*b^2*r-212*a^2*b^2*x-40*a^2 *b*c*p-40*a^2*b*c*r-876*a^2*b*c*x-14*a^2*b*g*p-14*a^2*b*g*r-330*a^2*b*g*x-24*a^ 2*b*p^2-4*a^2*b*p*q-48*a^2*b*p*r-572*a^2*b*p*x-4*a^2*b*q*r-232*a^2*b*q*x-24*a^2 *b*r^2-582*a^2*b*r*x-600*a^2*b*x^2-36*a^2*c^2*p-36*a^2*c^2*r-740*a^2*c^2*x-28*a ^2*c*g*p-28*a^2*c*g*r-604*a^2*c*g*x-44*a^2*c*p^2-12*a^2*c*p*q-88*a^2*c*p*r-916* a^2*c*p*x-12*a^2*c*q*r-432*a^2*c*q*x-44*a^2*c*r^2-872*a^2*c*r*x-116*a^2*c*x^2-5 *a^2*g^2*p-5*a^2*g^2*r-117*a^2*g^2*x-18*a^2*g*p^2-4*a^2*g*p*q-36*a^2*g*p*r-405* a^2*g*p*x-4*a^2*g*q*r-170*a^2*g*q*x-18*a^2*g*r^2-401*a^2*g*r*x-355*a^2*g*x^2-13 *a^2*p^3-8*a^2*p^2*q-39*a^2*p^2*r-266*a^2*p^2*x-16*a^2*p*q*r-289*a^2*p*q*x-39*a ^2*p*r^2-496*a^2*p*r*x+231*a^2*p*x^2-52*a^2*q^2*x-8*a^2*q*r^2-270*a^2*q*r*x-153 *a^2*q*x^2-13*a^2*r^3-230*a^2*r^2*x+357*a^2*r*x^2+1454*a^2*x^3-64*a*b^3*x-16*a* b^2*c*p-16*a*b^2*c*r-612*a*b^2*c*x-4*a*b^2*g*p-4*a*b^2*g*r-202*a*b^2*g*x-12*a*b ^2*p^2-24*a*b^2*p*r-434*a*b^2*p*x-124*a*b^2*q*x-12*a*b^2*r^2-476*a*b^2*r*x-810* a*b^2*x^2-44*a*b*c^2*p-44*a*b*c^2*r-1176*a*b*c^2*x-30*a*b*c*g*p-30*a*b*c*g*r-\ 906*a*b*c*g*x-54*a*b*c*p^2-8*a*b*c*p*q-108*a*b*c*p*r-1484*a*b*c*p*x-8*a*b*c*q*r -582*a*b*c*q*x-54*a*b*c*r^2-1440*a*b*c*r*x-802*a*b*c*x^2-4*a*b*g^2*p-4*a*b*g^2* r-159*a*b*g^2*x-21*a*b*g*p^2-2*a*b*g*p*q-42*a*b*g*p*r-636*a*b*g*p*x-2*a*b*g*q*r -219*a*b*g*q*x-21*a*b*g*r^2-651*a*b*g*r*x-889*a*b*g*x^2-15*a*b*p^3-6*a*b*p^2*q-\ 45*a*b*p^2*r-423*a*b*p^2*x-12*a*b*p*q*r-395*a*b*p*q*x-45*a*b*p*r^2-766*a*b*p*r* x+67*a*b*p*x^2-46*a*b*q^2*x-6*a*b*q*r^2-384*a*b*q*r*x-535*a*b*q*x^2-15*a*b*r^3-\ 343*a*b*r^2*x+427*a*b*r*x^2+2616*a*b*x^3-28*a*c^3*p-28*a*c^3*r-648*a*c^3*x-32*a *c^2*g*p-32*a*c^2*g*r-796*a*c^2*g*x-52*a*c^2*p^2-12*a*c^2*p*q-104*a*c^2*p*r-\ 1198*a*c^2*p*x-12*a*c^2*q*r-528*a*c^2*q*x-52*a*c^2*r^2-1110*a*c^2*r*x+230*a*c^2 *x^2-11*a*c*g^2*p-11*a*c*g^2*r-310*a*c*g^2*x-42*a*c*g*p^2-8*a*c*g*p*q-84*a*c*g* p*r-1051*a*c*g*p*x-8*a*c*g*q*r-426*a*c*g*q*x-42*a*c*g*r^2-1001*a*c*g*r*x-433*a* c*g*x^2-31*a*c*p^3-16*a*c*p^2*q-93*a*c*p^2*r-699*a*c*p^2*x-32*a*c*p*q*r-701*a*c *p*q*x-93*a*c*p*r^2-1276*a*c*p*r*x+933*a*c*p*x^2-104*a*c*q^2*x-16*a*c*q*r^2-640 *a*c*q*r*x-199*a*c*q*x^2-31*a*c*r^3-577*a*c*r^2*x+1117*a*c*r*x^2+3492*a*c*x^3-a *g^3*p-a*g^3*r-37*a*g^3*x-8*a*g^2*p^2-a*g^2*p*q-16*a*g^2*p*r-226*a*g^2*p*x-a*g^ 2*q*r-81*a*g^2*q*x-8*a*g^2*r^2-223*a*g^2*r*x-274*a*g^2*x^2-13*a*g*p^3-6*a*g*p^2 *q-39*a*g*p^2*r-320*a*g*p^2*x-12*a*g*p*q*r-302*a*g*p*q*x-39*a*g*p*r^2-604*a*g*p *r*x+86*a*g*p*x^2-42*a*g*q^2*x-6*a*g*q*r^2-279*a*g*q*r*x-297*a*g*q*x^2-13*a*g*r ^3-284*a*g*r^2*x+156*a*g*r*x^2+1672*a*g*x^3-6*a*p^4-5*a*p^3*q-24*a*p^3*r-131*a* p^3*x-15*a*p^2*q*r-216*a*p^2*q*x-36*a*p^2*r^2-354*a*p^2*r*x+420*a*p^2*x^2-79*a* p*q^2*x-15*a*p*q*r^2-394*a*p*q*r*x+165*a*p*q*x^2-24*a*p*r^3-315*a*p*r^2*x+968*a *p*r*x^2+1802*a*p*x^3-68*a*q^2*r*x-125*a*q^2*x^2-5*a*q*r^3-178*a*q*r^2*x+153*a* q*r*x^2+1526*a*q*x^3-6*a*r^4-92*a*r^3*x+534*a*r^2*x^2+2044*a*r*x^3-16*a*x^4-120 *b^3*c*x-32*b^3*g*x-84*b^3*p*x-108*b^3*r*x-312*b^3*x^2-8*b^2*c^2*p-8*b^2*c^2*r-\ 428*b^2*c^2*x-4*b^2*c*g*p-4*b^2*c*g*r-310*b^2*c*g*x-12*b^2*c*p^2-24*b^2*c*p*r-\ 554*b^2*c*p*x-152*b^2*c*q*x-12*b^2*c*r^2-584*b^2*c*r*x-614*b^2*c*x^2-48*b^2*g^2 *x-4*b^2*g*p^2-8*b^2*g*p*r-218*b^2*g*p*x-48*b^2*g*q*x-4*b^2*g*r^2-246*b^2*g*r*x -478*b^2*g*x^2-4*b^2*p^3-12*b^2*p^2*r-171*b^2*p^2*x-126*b^2*p*q*x-12*b^2*p*r^2-\ 330*b^2*p*r*x-178*b^2*p*x^2-162*b^2*q*r*x-396*b^2*q*x^2-4*b^2*r^3-159*b^2*r^2*x +54*b^2*r*x^2+1162*b^2*x^3-16*b*c^3*p-16*b*c^3*r-516*b*c^3*x-16*b*c^2*g*p-16*b* c^2*g*r-612*b*c^2*g*x-30*b*c^2*p^2-4*b*c^2*p*q-60*b*c^2*p*r-952*b*c^2*p*x-4*b*c ^2*q*r-350*b*c^2*q*x-30*b*c^2*r^2-894*b*c^2*r*x-118*b*c^2*x^2-4*b*c*g^2*p-4*b*c *g^2*r-225*b*c*g^2*x-23*b*c*g*p^2-2*b*c*g*p*q-46*b*c*g*p*r-812*b*c*g*p*x-2*b*c* g*q*r-271*b*c*g*q*x-23*b*c*g*r^2-795*b*c*g*r*x-625*b*c*g*x^2-17*b*c*p^3-6*b*c*p ^2*q-51*b*c*p^2*r-541*b*c*p^2*x-12*b*c*p*q*r-477*b*c*p*q*x-51*b*c*p*r^2-938*b*c *p*r*x+443*b*c*p*x^2-46*b*c*q^2*x-6*b*c*q*r^2-474*b*c*q*r*x-505*b*c*q*x^2-17*b* c*r^3-397*b*c*r^2*x+893*b*c*r*x^2+3196*b*c*x^3-24*b*g^3*x-4*b*g^2*p^2-8*b*g^2*p *r-168*b*g^2*p*x-48*b*g^2*q*x-4*b*g^2*r^2-174*b*g^2*r*x-283*b*g^2*x^2-7*b*g*p^3 -2*b*g*p^2*q-21*b*g*p^2*r-244*b*g*p^2*x-4*b*g*p*q*r-198*b*g*p*q*x-21*b*g*p*r^2-\ 445*b*g*p*r*x-110*b*g*p*x^2-16*b*g*q^2*x-2*b*g*q*r^2-210*b*g*q*r*x-397*b*g*q*x^ 2-7*b*g*r^3-201*b*g*r^2*x+102*b*g*r*x^2+1448*b*g*x^3-3*b*p^4-2*b*p^3*q-12*b*p^3 *r-96*b*p^3*x-6*b*p^2*q*r-144*b*p^2*q*x-18*b*p^2*r^2-231*b*p^2*r*x+269*b*p^2*x^ 2-42*b*p*q^2*x-6*b*p*q*r^2-243*b*p*q*r*x-41*b*p*q*x^2-12*b*p*r^3-174*b*p*r^2*x+ 742*b*p*r*x^2+1714*b*p*x^3-54*b*q^2*r*x-180*b*q^2*x^2-2*b*q*r^3-99*b*q*r^2*x+ 119*b*q*r*x^2+1438*b*q*x^3-3*b*r^4-39*b*r^3*x+381*b*r^2*x^2+1788*b*r*x^3-16*b*x ^4-8*c^4*p-8*c^4*r-208*c^4*x-12*c^3*g*p-12*c^3*g*r-344*c^3*g*x-20*c^3*p^2-4*c^3 *p*q-40*c^3*p*r-508*c^3*p*x-4*c^3*q*r-208*c^3*q*x-20*c^3*r^2-460*c^3*r*x+260*c^ 3*x^2-6*c^2*g^2*p-6*c^2*g^2*r-204*c^2*g^2*x-24*c^2*g*p^2-4*c^2*g*p*q-48*c^2*g*p *r-668*c^2*g*p*x-4*c^2*g*q*r-256*c^2*g*q*x-24*c^2*g*r^2-616*c^2*g*r*x+16*c^2*g* x^2-18*c^2*p^3-8*c^2*p^2*q-54*c^2*p^2*r-444*c^2*p^2*x-16*c^2*p*q*r-412*c^2*p*q* x-54*c^2*p*r^2-792*c^2*p*r*x+840*c^2*p*x^2-52*c^2*q^2*x-8*c^2*q*r^2-370*c^2*q*r *x-12*c^2*q*x^2-18*c^2*r^3-348*c^2*r^2*x+864*c^2*r*x^2+2264*c^2*x^3-c*g^3*p-c*g ^3*r-50*c*g^3*x-9*c*g^2*p^2-c*g^2*p*q-18*c*g^2*p*r-287*c*g^2*p*x-c*g^2*q*r-100* c*g^2*q*x-9*c*g^2*r^2-271*c*g^2*r*x-179*c*g^2*x^2-15*c*g*p^3-6*c*g*p^2*q-45*c*g *p^2*r-404*c*g*p^2*x-12*c*g*p*q*r-358*c*g*p*q*x-45*c*g*p*r^2-738*c*g*p*r*x+394* c*g*p*x^2-42*c*g*q^2*x-6*c*g*q*r^2-327*c*g*q*r*x-230*c*g*q*x^2-15*c*g*r^3-334*c *g*r^2*x+430*c*g*r*x^2+2116*c*g*x^3-7*c*p^4-5*c*p^3*q-28*c*p^3*r-167*c*p^3*x-15 *c*p^2*q*r-254*c*p^2*q*x-42*c*p^2*r^2-443*c*p^2*r*x+661*c*p^2*x^2-79*c*p*q^2*x-\ 15*c*p*q*r^2-445*c*p*q*r*x+326*c*p*q*x^2-28*c*p*r^3-385*c*p*r^2*x+1342*c*p*r*x^ 2+2324*c*p*x^3-68*c*q^2*r*x-143*c*q^2*x^2-5*c*q*r^3-191*c*q*r^2*x+232*c*q*r*x^2 +2052*c*q*x^3-7*c*r^4-109*c*r^3*x+623*c*r^2*x^2+2516*c*r*x^3-232*c*x^4-4*g^4*x- g^3*p^2-2*g^3*p*r-40*g^3*p*x-12*g^3*q*x-g^3*r^2-39*g^3*r*x-61*g^3*x^2-3*g^2*p^3 -g^2*p^2*q-9*g^2*p^2*r-91*g^2*p^2*x-2*g^2*p*q*r-76*g^2*p*q*x-9*g^2*p*r^2-171*g^ 2*p*r*x-13*g^2*p*x^2-8*g^2*q^2*x-g^2*q*r^2-71*g^2*q*r*x-112*g^2*q*x^2-3*g^2*r^3 -80*g^2*r^2*x-g^2*r*x^2+492*g^2*x^3-3*g*p^4-2*g*p^3*q-12*g*p^3*r-78*g*p^3*x-6*g *p^2*q*r-114*g*p^2*q*x-18*g*p^2*r^2-213*g*p^2*r*x+201*g*p^2*x^2-34*g*p*q^2*x-6* g*p*q*r^2-201*g*p*q*r*x+22*g*p*q*x^2-12*g*p*r^3-192*g*p*r^2*x+408*g*p*r*x^2+ 1116*g*p*x^3-32*g*q^2*r*x-95*g*q^2*x^2-2*g*q*r^3-87*g*q*r^2*x+14*g*q*r*x^2+936* g*q*x^3-3*g*r^4-57*g*r^3*x+161*g*r^2*x^2+1136*g*r*x^3+4*g*x^4-p^5-p^4*q-5*p^4*r -23*p^4*x-4*p^3*q*r-50*p^3*q*x-10*p^3*r^2-81*p^3*r*x+153*p^3*x^2-27*p^2*q^2*x-6 *p^2*q*r^2-132*p^2*q*r*x+174*p^2*q*x^2-10*p^2*r^3-105*p^2*r^2*x+469*p^2*r*x^2+ 596*p^2*x^3-39*p*q^2*r*x-15*p*q^2*x^2-4*p*q*r^3-114*p*q*r^2*x+266*p*q*r*x^2+ 1056*p*q*x^3-5*p*r^4-59*p*r^3*x+481*p*r^2*x^2+1348*p*r*x^3-116*p*x^4-36*q^3*x^2 -12*q^2*r^2*x-53*q^2*r*x^2+460*q^2*x^3-q*r^4-32*q*r^3*x+28*q*r^2*x^2+1088*q*r*x ^3-116*q*x^4-r^5-12*r^4*x+165*r^3*x^2+1052*r^2*x^3+32*r*x^4+8*a^4+24*a^3*b+40*a ^3*c+16*a^3*g+16*a^3*p+8*a^3*q+16*a^3*r-46*a^3*x+16*a^2*b^2+80*a^2*b*c+28*a^2*b *g+44*a^2*b*p+8*a^2*b*q+44*a^2*b*r+88*a^2*b*x+72*a^2*c^2+56*a^2*c*g+64*a^2*c*p+ 24*a^2*c*q+64*a^2*c*r-180*a^2*c*x+10*a^2*g^2+30*a^2*g*p+8*a^2*g*q+30*a^2*g*r+19 *a^2*g*x+8*a^2*p^2+16*a^2*p*q+16*a^2*p*r-277*a^2*p*x+16*a^2*q*r+13*a^2*q*x+8*a^ 2*r^2-273*a^2*r*x-1182*a^2*x^2+32*a*b^2*c+8*a*b^2*g+32*a*b^2*p+32*a*b^2*r+222*a *b^2*x+88*a*b*c^2+60*a*b*c*g+104*a*b*c*p+16*a*b*c*q+104*a*b*c*r+86*a*b*c*x+8*a* b*g^2+48*a*b*g*p+4*a*b*g*q+48*a*b*g*r+207*a*b*g*x+18*a*b*p^2+16*a*b*p*q+36*a*b* p*r-259*a*b*p*x+16*a*b*q*r+123*a*b*q*x+18*a*b*r^2-309*a*b*r*x-1982*a*b*x^2+56*a *c^3+64*a*c^2*g+80*a*c^2*p+24*a*c^2*q+80*a*c^2*r-266*a*c^2*x+22*a*c*g^2+74*a*c* g*p+16*a*c*g*q+74*a*c*g*r-19*a*c*g*x+24*a*c*p^2+32*a*c*p*q+48*a*c*p*r-703*a*c*p *x+32*a*c*q*r+9*a*c*q*x+24*a*c*r^2-647*a*c*r*x-2610*a*c*x^2+2*a*g^3+17*a*g^2*p+ 2*a*g^2*q+17*a*g^2*r+57*a*g^2*x+14*a*g*p^2+14*a*g*p*q+28*a*g*p*r-217*a*g*p*x+14 *a*g*q*r+56*a*g*q*x+14*a*g*r^2-199*a*g*r*x-1330*a*g*x^2-a*p^3+8*a*p^2*q-3*a*p^2 *r-292*a*p^2*x+16*a*p*q*r-113*a*p*q*x-3*a*p*r^2-548*a*p*r*x-1290*a*p*x^2+27*a*q ^2*x+8*a*q*r^2-81*a*q*r*x-960*a*q*x^2-a*r^3-256*a*r^2*x-1366*a*r*x^2+316*a*x^3+ 72*b^3*x+16*b^2*c^2+8*b^2*c*g+32*b^2*c*p+32*b^2*c*r+162*b^2*c*x+12*b^2*g*p+12*b ^2*g*r+116*b^2*g*x+12*b^2*p^2+24*b^2*p*r+40*b^2*p*x+108*b^2*q*x+12*b^2*r^2-20*b ^2*r*x-696*b^2*x^2+32*b*c^3+32*b*c^2*g+60*b*c^2*p+8*b*c^2*q+60*b*c^2*r-22*b*c^2 *x+8*b*c*g^2+54*b*c*g*p+4*b*c*g*q+54*b*c*g*r+141*b*c*g*x+24*b*c*p^2+16*b*c*p*q+ 48*b*c*p*r-341*b*c*p*x+16*b*c*q*r+139*b*c*q*x+24*b*c*r^2-415*b*c*r*x-2158*b*c*x ^2+12*b*g^2*p+12*b*g^2*r+76*b*g^2*x+13*b*g*p^2+6*b*g*p*q+26*b*g*p*r-57*b*g*p*x+ 6*b*g*q*r+92*b*g*q*x+13*b*g*r^2-105*b*g*r*x-970*b*g*x^2+b*p^3+6*b*p^2*q+3*b*p^2 *r-183*b*p^2*x+12*b*p*q*r-3*b*p*q*x+3*b*p*r^2-364*b*p*r*x-1246*b*p*x^2+36*b*q^2 *x+6*b*q*r^2-81*b*q*r*x-816*b*q*x^2+b*r^3-181*b*r^2*x-1054*b*r*x^2-44*b*x^3+16* c^4+24*c^3*g+32*c^3*p+8*c^3*q+32*c^3*r-132*c^3*x+12*c^2*g^2+44*c^2*g*p+8*c^2*g* q+44*c^2*g*r-60*c^2*g*x+16*c^2*p^2+16*c^2*p*q+32*c^2*p*r-456*c^2*p*x+16*c^2*q*r -4*c^2*q*x+16*c^2*r^2-408*c^2*r*x-1536*c^2*x^2+2*c*g^3+20*c*g^2*p+2*c*g^2*q+20* c*g^2*r+39*c*g^2*x+18*c*g*p^2+14*c*g*p*q+36*c*g*p*r-298*c*g*p*x+14*c*g*q*r+50*c *g*q*x+18*c*g*r^2-266*c*g*r*x-1496*c*g*x^2+8*c*p^2*q-369*c*p^2*x+16*c*p*q*r-138 *c*p*q*x-654*c*p*r*x-1532*c*p*x^2+27*c*q^2*x+8*c*q*r^2-128*c*q*r*x-1208*c*q*x^2 -285*c*r^2*x-1476*c*r*x^2+616*c*x^3+3*g^3*p+3*g^3*r+18*g^3*x+5*g^2*p^2+3*g^2*p* q+10*g^2*p*r-35*g^2*p*x+3*g^2*q*r+26*g^2*q*x+5*g^2*r^2-31*g^2*r*x-364*g^2*x^2+g *p^3+4*g*p^2*q+3*g*p^2*r-140*g*p^2*x+8*g*p*q*r-32*g*p*q*x+3*g*p*r^2-246*g*p*r*x -792*g*p*x^2+16*g*q^2*x+4*g*q*r^2-40*g*q*r*x-548*g*q*x^2+g*r^3-106*g*r^2*x-712* g*r*x^2+56*g*x^3-p^4+p^3*q-4*p^3*r-87*p^3*x+3*p^2*q*r-74*p^2*q*x-6*p^2*r^2-235* p^2*r*x-372*p^2*x^2+5*p*q^2*x+3*p*q*r^2-104*p*q*r*x-636*p*q*x^2-4*p*r^3-209*p*r ^2*x-812*p*r*x^2+428*p*x^3-13*q^2*r*x-216*q^2*x^2+q*r^3-30*q*r^2*x-488*q*r*x^2+ 188*q*x^3-r^4-61*r^3*x-560*r^2*x^2+16*r*x^3+360*x^4+16*a^3+8*a^2*b+48*a^2*c+12* a^2*g+40*a^2*p+40*a^2*r+302*a^2*x-16*a*b^2+8*a*b*c-12*a*b*g+40*a*b*p-8*a*b*q+40 *a*b*r+530*a*b*x+48*a*c^2+20*a*c*g+88*a*c*p+88*a*c*r+646*a*c*x-2*a*g^2+34*a*g*p -4*a*g*q+34*a*g*r+366*a*g*x+28*a*p^2+8*a*p*q+56*a*p*r+236*a*p*x+8*a*q*r+194*a*q *x+28*a*r^2+256*a*r*x-492*a*x^2-16*b^2*c-8*b^2*g-8*b^2*p-8*b^2*r+108*b^2*x-16*b *c*g+36*b*c*p-8*b*c*q+36*b*c*r+506*b*c*x-8*b*g^2+10*b*g*p-4*b*g*q+10*b*g*r+230* b*g*x+18*b*p^2-4*b*p*q+36*b*p*r+300*b*p*x-4*b*q*r+126*b*q*x+18*b*r^2+216*b*r*x+ 96*b*x^2+16*c^3+8*c^2*g+48*c^2*p+48*c^2*r+352*c^2*x-4*c*g^2+36*c*g*p-4*c*g*q+36 *c*g*r+380*c*g*x+32*c*p^2+8*c*p*q+64*c*p*r+272*c*p*x+8*c*q*r+220*c*q*x+32*c*r^2 +248*c*r*x-556*c*x^2-2*g^3+6*g^2*p-2*g^2*q+6*g^2*r+102*g^2*x+14*g*p^2+2*g*p*q+ 28*g*p*r+168*g*p*x+2*g*q*r+100*g*q*x+14*g*r^2+144*g*r*x-116*g*x^2+6*p^3+4*p^2*q +18*p^2*r+38*p^2*x+8*p*q*r+116*p*q*x+18*p*r^2+104*p*r*x-444*p*x^2+18*q^2*x+4*q* r^2+44*q*r*x-72*q*x^2+6*r^3+66*r^2*x-108*r*x^2-720*x^3-8*a^2-32*a*b-24*a*c-20*a *g+4*a*p-8*a*q+4*a*r+208*a*x-32*b*c-16*b*g-16*b*p-16*b*r-36*b*x-16*c^2-24*c*g-8 *c*q+188*c*x-8*g^2-4*g*p-4*g*q-4*g*r+64*g*x+4*p^2-4*p*q+8*p*r+140*p*x-4*q*r+4*r ^2+68*r*x+432*x^2-16*a-16*c-8*g-8*p-8*r-72*x)*dx^2+(16*a^4*c*r*x^3+8*a^4*p*r*x^ 3+8*a^4*q*r*x^3+12*a^4*r^2*x^3+64*a^3*b*c*r*x^3+32*a^3*b*p*r*x^3+32*a^3*b*q*r*x ^3+48*a^3*b*r^2*x^3+96*a^3*c^2*r*x^3+48*a^3*c*g*r*x^3+96*a^3*c*p*r*x^3+96*a^3*c *q*r*x^3+140*a^3*c*r^2*x^3+24*a^3*g*p*r*x^3+24*a^3*g*q*r*x^3+36*a^3*g*r^2*x^3+ 24*a^3*p^2*r*x^3+48*a^3*p*q*r*x^3+70*a^3*p*r^2*x^3+24*a^3*q^2*r*x^3+70*a^3*q*r^ 2*x^3+48*a^3*r^3*x^3+96*a^2*b^2*c*r*x^3+48*a^2*b^2*p*r*x^3+48*a^2*b^2*q*r*x^3+ 72*a^2*b^2*r^2*x^3+288*a^2*b*c^2*r*x^3+144*a^2*b*c*g*r*x^3+288*a^2*b*c*p*r*x^3+ 288*a^2*b*c*q*r*x^3+420*a^2*b*c*r^2*x^3+72*a^2*b*g*p*r*x^3+72*a^2*b*g*q*r*x^3+ 108*a^2*b*g*r^2*x^3+72*a^2*b*p^2*r*x^3+144*a^2*b*p*q*r*x^3+210*a^2*b*p*r^2*x^3+ 72*a^2*b*q^2*r*x^3+210*a^2*b*q*r^2*x^3+144*a^2*b*r^3*x^3+208*a^2*c^3*r*x^3+208* a^2*c^2*g*r*x^3+312*a^2*c^2*p*r*x^3+312*a^2*c^2*q*r*x^3+456*a^2*c^2*r^2*x^3+52* a^2*c*g^2*r*x^3+208*a^2*c*g*p*r*x^3+208*a^2*c*g*q*r*x^3+306*a^2*c*g*r^2*x^3+156 *a^2*c*p^2*r*x^3+312*a^2*c*p*q*r*x^3+456*a^2*c*p*r^2*x^3+156*a^2*c*q^2*r*x^3+ 456*a^2*c*q*r^2*x^3+320*a^2*c*r^3*x^3+26*a^2*g^2*p*r*x^3+26*a^2*g^2*q*r*x^3+39* a^2*g^2*r^2*x^3+52*a^2*g*p^2*r*x^3+104*a^2*g*p*q*r*x^3+153*a^2*g*p*r^2*x^3+52*a ^2*g*q^2*r*x^3+153*a^2*g*q*r^2*x^3+106*a^2*g*r^3*x^3+26*a^2*p^3*r*x^3+78*a^2*p^ 2*q*r*x^3+114*a^2*p^2*r^2*x^3+78*a^2*p*q^2*r*x^3+228*a^2*p*q*r^2*x^3+160*a^2*p* r^3*x^3+26*a^2*q^3*r*x^3+114*a^2*q^2*r^2*x^3+160*a^2*q*r^3*x^3+73*a^2*r^4*x^3+ 64*a*b^3*c*r*x^3+32*a*b^3*p*r*x^3+32*a*b^3*q*r*x^3+48*a*b^3*r^2*x^3+288*a*b^2*c ^2*r*x^3+144*a*b^2*c*g*r*x^3+288*a*b^2*c*p*r*x^3+288*a*b^2*c*q*r*x^3+420*a*b^2* c*r^2*x^3+72*a*b^2*g*p*r*x^3+72*a*b^2*g*q*r*x^3+108*a*b^2*g*r^2*x^3+72*a*b^2*p^ 2*r*x^3+144*a*b^2*p*q*r*x^3+210*a*b^2*p*r^2*x^3+72*a*b^2*q^2*r*x^3+210*a*b^2*q* r^2*x^3+144*a*b^2*r^3*x^3+416*a*b*c^3*r*x^3+416*a*b*c^2*g*r*x^3+624*a*b*c^2*p*r *x^3+624*a*b*c^2*q*r*x^3+912*a*b*c^2*r^2*x^3+104*a*b*c*g^2*r*x^3+416*a*b*c*g*p* r*x^3+416*a*b*c*g*q*r*x^3+612*a*b*c*g*r^2*x^3+312*a*b*c*p^2*r*x^3+624*a*b*c*p*q *r*x^3+912*a*b*c*p*r^2*x^3+312*a*b*c*q^2*r*x^3+912*a*b*c*q*r^2*x^3+640*a*b*c*r^ 3*x^3+52*a*b*g^2*p*r*x^3+52*a*b*g^2*q*r*x^3+78*a*b*g^2*r^2*x^3+104*a*b*g*p^2*r* x^3+208*a*b*g*p*q*r*x^3+306*a*b*g*p*r^2*x^3+104*a*b*g*q^2*r*x^3+306*a*b*g*q*r^2 *x^3+212*a*b*g*r^3*x^3+52*a*b*p^3*r*x^3+156*a*b*p^2*q*r*x^3+228*a*b*p^2*r^2*x^3 +156*a*b*p*q^2*r*x^3+456*a*b*p*q*r^2*x^3+320*a*b*p*r^3*x^3+52*a*b*q^3*r*x^3+228 *a*b*q^2*r^2*x^3+320*a*b*q*r^3*x^3+146*a*b*r^4*x^3+192*a*c^4*r*x^3+288*a*c^3*g* r*x^3+384*a*c^3*p*r*x^3+384*a*c^3*q*r*x^3+568*a*c^3*r^2*x^3+144*a*c^2*g^2*r*x^3 +432*a*c^2*g*p*r*x^3+432*a*c^2*g*q*r*x^3+640*a*c^2*g*r^2*x^3+288*a*c^2*p^2*r*x^ 3+576*a*c^2*p*q*r*x^3+852*a*c^2*p*r^2*x^3+288*a*c^2*q^2*r*x^3+852*a*c^2*q*r^2*x ^3+616*a*c^2*r^3*x^3+24*a*c*g^3*r*x^3+144*a*c*g^2*p*r*x^3+144*a*c*g^2*q*r*x^3+ 214*a*c*g^2*r^2*x^3+216*a*c*g*p^2*r*x^3+432*a*c*g*p*q*r*x^3+640*a*c*g*p*r^2*x^3 +216*a*c*g*q^2*r*x^3+640*a*c*g*q*r^2*x^3+458*a*c*g*r^3*x^3+96*a*c*p^3*r*x^3+288 *a*c*p^2*q*r*x^3+426*a*c*p^2*r^2*x^3+288*a*c*p*q^2*r*x^3+852*a*c*p*q*r^2*x^3+ 616*a*c*p*r^3*x^3+96*a*c*q^3*r*x^3+426*a*c*q^2*r^2*x^3+616*a*c*q*r^3*x^3+292*a* c*r^4*x^3+12*a*g^3*p*r*x^3+12*a*g^3*q*r*x^3+18*a*g^3*r^2*x^3+36*a*g^2*p^2*r*x^3 +72*a*g^2*p*q*r*x^3+107*a*g^2*p*r^2*x^3+36*a*g^2*q^2*r*x^3+107*a*g^2*q*r^2*x^3+ 75*a*g^2*r^3*x^3+36*a*g*p^3*r*x^3+108*a*g*p^2*q*r*x^3+160*a*g*p^2*r^2*x^3+108*a *g*p*q^2*r*x^3+320*a*g*p*q*r^2*x^3+229*a*g*p*r^3*x^3+36*a*g*q^3*r*x^3+160*a*g*q ^2*r^2*x^3+229*a*g*q*r^3*x^3+107*a*g*r^4*x^3+12*a*p^4*r*x^3+48*a*p^3*q*r*x^3+71 *a*p^3*r^2*x^3+72*a*p^2*q^2*r*x^3+213*a*p^2*q*r^2*x^3+154*a*p^2*r^3*x^3+48*a*p* q^3*r*x^3+213*a*p*q^2*r^2*x^3+308*a*p*q*r^3*x^3+146*a*p*r^4*x^3+12*a*q^4*r*x^3+ 71*a*q^3*r^2*x^3+154*a*q^2*r^3*x^3+146*a*q*r^4*x^3+51*a*r^5*x^3+16*b^4*c*r*x^3+ 8*b^4*p*r*x^3+8*b^4*q*r*x^3+12*b^4*r^2*x^3+96*b^3*c^2*r*x^3+48*b^3*c*g*r*x^3+96 *b^3*c*p*r*x^3+96*b^3*c*q*r*x^3+140*b^3*c*r^2*x^3+24*b^3*g*p*r*x^3+24*b^3*g*q*r *x^3+36*b^3*g*r^2*x^3+24*b^3*p^2*r*x^3+48*b^3*p*q*r*x^3+70*b^3*p*r^2*x^3+24*b^3 *q^2*r*x^3+70*b^3*q*r^2*x^3+48*b^3*r^3*x^3+208*b^2*c^3*r*x^3+208*b^2*c^2*g*r*x^ 3+312*b^2*c^2*p*r*x^3+312*b^2*c^2*q*r*x^3+456*b^2*c^2*r^2*x^3+52*b^2*c*g^2*r*x^ 3+208*b^2*c*g*p*r*x^3+208*b^2*c*g*q*r*x^3+306*b^2*c*g*r^2*x^3+156*b^2*c*p^2*r*x ^3+312*b^2*c*p*q*r*x^3+456*b^2*c*p*r^2*x^3+156*b^2*c*q^2*r*x^3+456*b^2*c*q*r^2* x^3+320*b^2*c*r^3*x^3+26*b^2*g^2*p*r*x^3+26*b^2*g^2*q*r*x^3+39*b^2*g^2*r^2*x^3+ 52*b^2*g*p^2*r*x^3+104*b^2*g*p*q*r*x^3+153*b^2*g*p*r^2*x^3+52*b^2*g*q^2*r*x^3+ 153*b^2*g*q*r^2*x^3+106*b^2*g*r^3*x^3+26*b^2*p^3*r*x^3+78*b^2*p^2*q*r*x^3+114*b ^2*p^2*r^2*x^3+78*b^2*p*q^2*r*x^3+228*b^2*p*q*r^2*x^3+160*b^2*p*r^3*x^3+26*b^2* q^3*r*x^3+114*b^2*q^2*r^2*x^3+160*b^2*q*r^3*x^3+73*b^2*r^4*x^3+192*b*c^4*r*x^3+ 288*b*c^3*g*r*x^3+384*b*c^3*p*r*x^3+384*b*c^3*q*r*x^3+568*b*c^3*r^2*x^3+144*b*c ^2*g^2*r*x^3+432*b*c^2*g*p*r*x^3+432*b*c^2*g*q*r*x^3+640*b*c^2*g*r^2*x^3+288*b* c^2*p^2*r*x^3+576*b*c^2*p*q*r*x^3+852*b*c^2*p*r^2*x^3+288*b*c^2*q^2*r*x^3+852*b *c^2*q*r^2*x^3+616*b*c^2*r^3*x^3+24*b*c*g^3*r*x^3+144*b*c*g^2*p*r*x^3+144*b*c*g ^2*q*r*x^3+214*b*c*g^2*r^2*x^3+216*b*c*g*p^2*r*x^3+432*b*c*g*p*q*r*x^3+640*b*c* g*p*r^2*x^3+216*b*c*g*q^2*r*x^3+640*b*c*g*q*r^2*x^3+458*b*c*g*r^3*x^3+96*b*c*p^ 3*r*x^3+288*b*c*p^2*q*r*x^3+426*b*c*p^2*r^2*x^3+288*b*c*p*q^2*r*x^3+852*b*c*p*q *r^2*x^3+616*b*c*p*r^3*x^3+96*b*c*q^3*r*x^3+426*b*c*q^2*r^2*x^3+616*b*c*q*r^3*x ^3+292*b*c*r^4*x^3+12*b*g^3*p*r*x^3+12*b*g^3*q*r*x^3+18*b*g^3*r^2*x^3+36*b*g^2* p^2*r*x^3+72*b*g^2*p*q*r*x^3+107*b*g^2*p*r^2*x^3+36*b*g^2*q^2*r*x^3+107*b*g^2*q *r^2*x^3+75*b*g^2*r^3*x^3+36*b*g*p^3*r*x^3+108*b*g*p^2*q*r*x^3+160*b*g*p^2*r^2* x^3+108*b*g*p*q^2*r*x^3+320*b*g*p*q*r^2*x^3+229*b*g*p*r^3*x^3+36*b*g*q^3*r*x^3+ 160*b*g*q^2*r^2*x^3+229*b*g*q*r^3*x^3+107*b*g*r^4*x^3+12*b*p^4*r*x^3+48*b*p^3*q *r*x^3+71*b*p^3*r^2*x^3+72*b*p^2*q^2*r*x^3+213*b*p^2*q*r^2*x^3+154*b*p^2*r^3*x^ 3+48*b*p*q^3*r*x^3+213*b*p*q^2*r^2*x^3+308*b*p*q*r^3*x^3+146*b*p*r^4*x^3+12*b*q ^4*r*x^3+71*b*q^3*r^2*x^3+154*b*q^2*r^3*x^3+146*b*q*r^4*x^3+51*b*r^5*x^3+64*c^5 *r*x^3+128*c^4*g*r*x^3+160*c^4*p*r*x^3+160*c^4*q*r*x^3+240*c^4*r^2*x^3+96*c^3*g ^2*r*x^3+256*c^3*g*p*r*x^3+256*c^3*g*q*r*x^3+384*c^3*g*r^2*x^3+160*c^3*p^2*r*x^ 3+320*c^3*p*q*r*x^3+480*c^3*p*r^2*x^3+160*c^3*q^2*r*x^3+480*c^3*q*r^2*x^3+360*c ^3*r^3*x^3+32*c^2*g^3*r*x^3+144*c^2*g^2*p*r*x^3+144*c^2*g^2*q*r*x^3+216*c^2*g^2 *r^2*x^3+192*c^2*g*p^2*r*x^3+384*c^2*g*p*q*r*x^3+576*c^2*g*p*r^2*x^3+192*c^2*g* q^2*r*x^3+576*c^2*g*q*r^2*x^3+428*c^2*g*r^3*x^3+80*c^2*p^3*r*x^3+240*c^2*p^2*q* r*x^3+360*c^2*p^2*r^2*x^3+240*c^2*p*q^2*r*x^3+720*c^2*p*q*r^2*x^3+540*c^2*p*r^3 *x^3+80*c^2*q^3*r*x^3+360*c^2*q^2*r^2*x^3+540*c^2*q*r^3*x^3+268*c^2*r^4*x^3+4*c *g^4*r*x^3+32*c*g^3*p*r*x^3+32*c*g^3*q*r*x^3+48*c*g^3*r^2*x^3+72*c*g^2*p^2*r*x^ 3+144*c*g^2*p*q*r*x^3+216*c*g^2*p*r^2*x^3+72*c*g^2*q^2*r*x^3+216*c*g^2*q*r^2*x^ 3+158*c*g^2*r^3*x^3+64*c*g*p^3*r*x^3+192*c*g*p^2*q*r*x^3+288*c*g*p^2*r^2*x^3+ 192*c*g*p*q^2*r*x^3+576*c*g*p*q*r^2*x^3+428*c*g*p*r^3*x^3+64*c*g*q^3*r*x^3+288* c*g*q^2*r^2*x^3+428*c*g*q*r^3*x^3+210*c*g*r^4*x^3+20*c*p^4*r*x^3+80*c*p^3*q*r*x ^3+120*c*p^3*r^2*x^3+120*c*p^2*q^2*r*x^3+360*c*p^2*q*r^2*x^3+270*c*p^2*r^3*x^3+ 80*c*p*q^3*r*x^3+360*c*p*q^2*r^2*x^3+540*c*p*q*r^3*x^3+268*c*p*r^4*x^3+20*c*q^4 *r*x^3+120*c*q^3*r^2*x^3+270*c*q^2*r^3*x^3+268*c*q*r^4*x^3+98*c*r^5*x^3+2*g^4*p *r*x^3+2*g^4*q*r*x^3+3*g^4*r^2*x^3+8*g^3*p^2*r*x^3+16*g^3*p*q*r*x^3+24*g^3*p*r^ 2*x^3+8*g^3*q^2*r*x^3+24*g^3*q*r^2*x^3+17*g^3*r^3*x^3+12*g^2*p^3*r*x^3+36*g^2*p ^2*q*r*x^3+54*g^2*p^2*r^2*x^3+36*g^2*p*q^2*r*x^3+108*g^2*p*q*r^2*x^3+79*g^2*p*r ^3*x^3+12*g^2*q^3*r*x^3+54*g^2*q^2*r^2*x^3+79*g^2*q*r^3*x^3+38*g^2*r^4*x^3+8*g* p^4*r*x^3+32*g*p^3*q*r*x^3+48*g*p^3*r^2*x^3+48*g*p^2*q^2*r*x^3+144*g*p^2*q*r^2* x^3+107*g*p^2*r^3*x^3+32*g*p*q^3*r*x^3+144*g*p*q^2*r^2*x^3+214*g*p*q*r^3*x^3+ 105*g*p*r^4*x^3+8*g*q^4*r*x^3+48*g*q^3*r^2*x^3+107*g*q^2*r^3*x^3+105*g*q*r^4*x^ 3+38*g*r^5*x^3+2*p^5*r*x^3+10*p^4*q*r*x^3+15*p^4*r^2*x^3+20*p^3*q^2*r*x^3+60*p^ 3*q*r^2*x^3+45*p^3*r^3*x^3+20*p^2*q^3*r*x^3+90*p^2*q^2*r^2*x^3+135*p^2*q*r^3*x^ 3+67*p^2*r^4*x^3+10*p*q^4*r*x^3+60*p*q^3*r^2*x^3+135*p*q^2*r^3*x^3+134*p*q*r^4* x^3+49*p*r^5*x^3+2*q^5*r*x^3+15*q^4*r^2*x^3+45*q^3*r^3*x^3+67*q^2*r^4*x^3+49*q* r^5*x^3+14*r^6*x^3-40*a^4*c*r*x^2-64*a^4*c*x^3-24*a^4*p*r*x^2-32*a^4*p*x^3-20*a ^4*q*r*x^2-32*a^4*q*x^3-32*a^4*r^2*x^2-76*a^4*r*x^3-176*a^3*b*c*r*x^2-256*a^3*b *c*x^3-100*a^3*b*p*r*x^2-128*a^3*b*p*x^3-84*a^3*b*q*r*x^2-128*a^3*b*q*x^3-140*a ^3*b*r^2*x^2-304*a^3*b*r*x^3-232*a^3*c^2*r*x^2-384*a^3*c^2*x^3-116*a^3*c*g*r*x^ 2-192*a^3*c*g*x^3-260*a^3*c*p*r*x^2-384*a^3*c*p*x^3-212*a^3*c*q*r*x^2-384*a^3*c *q*x^3-344*a^3*c*r^2*x^2-732*a^3*c*r*x^3-68*a^3*g*p*r*x^2-96*a^3*g*p*x^3-56*a^3 *g*q*r*x^2-96*a^3*g*q*x^3-92*a^3*g*r^2*x^2-228*a^3*g*r*x^3-72*a^3*p^2*r*x^2-96* a^3*p^2*x^3-120*a^3*p*q*r*x^2-192*a^3*p*q*x^3-188*a^3*p*r^2*x^2-366*a^3*p*r*x^3 -48*a^3*q^2*r*x^2-96*a^3*q^2*x^3-158*a^3*q*r^2*x^2-366*a^3*q*r*x^3-118*a^3*r^3* x^2-290*a^3*r^2*x^3-288*a^2*b^2*c*r*x^2-384*a^2*b^2*c*x^3-156*a^2*b^2*p*r*x^2-\ 192*a^2*b^2*p*x^3-132*a^2*b^2*q*r*x^2-192*a^2*b^2*q*x^3-228*a^2*b^2*r^2*x^2-456 *a^2*b^2*r*x^3-760*a^2*b*c^2*r*x^2-1152*a^2*b*c^2*x^3-380*a^2*b*c*g*r*x^2-576*a ^2*b*c*g*x^3-812*a^2*b*c*p*r*x^2-1152*a^2*b*c*p*x^3-668*a^2*b*c*q*r*x^2-1152*a^ 2*b*c*q*x^3-1132*a^2*b*c*r^2*x^2-2196*a^2*b*c*r*x^3-212*a^2*b*g*p*r*x^2-288*a^2 *b*g*p*x^3-176*a^2*b*g*q*r*x^2-288*a^2*b*g*q*x^3-300*a^2*b*g*r^2*x^2-684*a^2*b* g*r*x^3-216*a^2*b*p^2*r*x^2-288*a^2*b*p^2*x^3-360*a^2*b*p*q*r*x^2-576*a^2*b*p*q *x^3-592*a^2*b*p*r^2*x^2-1098*a^2*b*p*r*x^3-144*a^2*b*q^2*r*x^2-288*a^2*b*q^2*x ^3-502*a^2*b*q*r^2*x^2-1098*a^2*b*q*r*x^3-390*a^2*b*r^3*x^2-870*a^2*b*r^2*x^3-\ 488*a^2*c^3*r*x^2-832*a^2*c^3*x^3-488*a^2*c^2*g*r*x^2-832*a^2*c^2*g*x^3-800*a^2 *c^2*p*r*x^2-1248*a^2*c^2*p*x^3-636*a^2*c^2*q*r*x^2-1248*a^2*c^2*q*x^3-1064*a^2 *c^2*r^2*x^2-2200*a^2*c^2*r*x^3-122*a^2*c*g^2*r*x^2-208*a^2*c*g^2*x^3-540*a^2*c *g*p*r*x^2-832*a^2*c*g*p*x^3-432*a^2*c*g*q*r*x^2-832*a^2*c*g*q*x^3-724*a^2*c*g* r^2*x^2-1594*a^2*c*g*r*x^3-434*a^2*c*p^2*r*x^2-624*a^2*c*p^2*x^3-704*a^2*c*p*q* r*x^2-1248*a^2*c*p*q*x^3-1144*a^2*c*p*r^2*x^2-2200*a^2*c*p*r*x^3-270*a^2*c*q^2* r*x^2-624*a^2*c*q^2*x^3-928*a^2*c*q*r^2*x^2-2200*a^2*c*q*r*x^3-728*a^2*c*r^3*x^ 2-1694*a^2*c*r^2*x^3-70*a^2*g^2*p*r*x^2-104*a^2*g^2*p*x^3-57*a^2*g^2*q*r*x^2-\ 104*a^2*g^2*q*x^3-96*a^2*g^2*r^2*x^2-247*a^2*g^2*r*x^3-148*a^2*g*p^2*r*x^2-208* a^2*g*p^2*x^3-242*a^2*g*p*q*r*x^2-416*a^2*g*p*q*x^3-392*a^2*g*p*r^2*x^2-797*a^2 *g*p*r*x^3-94*a^2*g*q^2*r*x^2-208*a^2*g*q^2*x^3-323*a^2*g*q*r^2*x^2-797*a^2*g*q *r*x^3-249*a^2*g*r^3*x^2-639*a^2*g*r^2*x^3-78*a^2*p^3*r*x^2-104*a^2*p^3*x^3-193 *a^2*p^2*q*r*x^2-312*a^2*p^2*q*x^3-306*a^2*p^2*r^2*x^2-550*a^2*p^2*r*x^3-152*a^ 2*p*q^2*r*x^2-312*a^2*p*q^2*x^3-504*a^2*p*q*r^2*x^2-1100*a^2*p*q*r*x^3-388*a^2* p*r^3*x^2-847*a^2*p*r^2*x^3-37*a^2*q^3*r*x^2-104*a^2*q^3*x^3-198*a^2*q^2*r^2*x^ 2-550*a^2*q^2*r*x^3-318*a^2*q*r^3*x^2-847*a^2*q*r^2*x^3-160*a^2*r^4*x^2-414*a^2 *r^3*x^3-208*a*b^3*c*r*x^2-256*a*b^3*c*x^3-108*a*b^3*p*r*x^2-128*a*b^3*p*x^3-92 *a*b^3*q*r*x^2-128*a*b^3*q*x^3-164*a*b^3*r^2*x^2-304*a*b^3*r*x^3-824*a*b^2*c^2* r*x^2-1152*a*b^2*c^2*x^3-412*a*b^2*c*g*r*x^2-576*a*b^2*c*g*x^3-844*a*b^2*c*p*r* x^2-1152*a*b^2*c*p*x^3-700*a*b^2*c*q*r*x^2-1152*a*b^2*c*q*x^3-1232*a*b^2*c*r^2* x^2-2196*a*b^2*c*r*x^3-220*a*b^2*g*p*r*x^2-288*a*b^2*g*p*x^3-184*a*b^2*g*q*r*x^ 2-288*a*b^2*g*q*x^3-324*a*b^2*g*r^2*x^2-684*a*b^2*g*r*x^3-216*a*b^2*p^2*r*x^2-\ 288*a*b^2*p^2*x^3-360*a*b^2*p*q*r*x^2-576*a*b^2*p*q*x^3-620*a*b^2*p*r^2*x^2-\ 1098*a*b^2*p*r*x^3-144*a*b^2*q^2*r*x^2-288*a*b^2*q^2*x^3-530*a*b^2*q*r^2*x^2-\ 1098*a*b^2*q*r*x^3-426*a*b^2*r^3*x^2-870*a*b^2*r^2*x^3-1056*a*b*c^3*r*x^2-1664* a*b*c^3*x^3-1056*a*b*c^2*g*r*x^2-1664*a*b*c^2*g*x^3-1652*a*b*c^2*p*r*x^2-2496*a *b*c^2*p*x^3-1324*a*b*c^2*q*r*x^2-2496*a*b*c^2*q*x^3-2304*a*b*c^2*r^2*x^2-4400* a*b*c^2*r*x^3-264*a*b*c*g^2*r*x^2-416*a*b*c*g^2*x^3-1116*a*b*c*g*p*r*x^2-1664*a *b*c*g*p*x^3-900*a*b*c*g*q*r*x^2-1664*a*b*c*g*q*x^3-1566*a*b*c*g*r^2*x^2-3188*a *b*c*g*r*x^3-860*a*b*c*p^2*r*x^2-1248*a*b*c*p^2*x^3-1392*a*b*c*p*q*r*x^2-2496*a *b*c*p*q*x^3-2356*a*b*c*p*r^2*x^2-4400*a*b*c*p*r*x^3-532*a*b*c*q^2*r*x^2-1248*a *b*c*q^2*x^3-1924*a*b*c*q*r^2*x^2-4400*a*b*c*q*r*x^3-1552*a*b*c*r^3*x^2-3388*a* b*c*r^2*x^3-145*a*b*g^2*p*r*x^2-208*a*b*g^2*p*x^3-119*a*b*g^2*q*r*x^2-208*a*b*g ^2*q*x^3-207*a*b*g^2*r^2*x^2-494*a*b*g^2*r*x^3-294*a*b*g*p^2*r*x^2-416*a*b*g*p^ 2*x^3-480*a*b*g*p*q*r*x^2-832*a*b*g*p*q*x^3-812*a*b*g*p*r^2*x^2-1594*a*b*g*p*r* x^3-186*a*b*g*q^2*r*x^2-416*a*b*g*q^2*x^3-674*a*b*g*q*r^2*x^2-1594*a*b*g*q*r*x^ 3-538*a*b*g*r^3*x^2-1278*a*b*g*r^2*x^3-149*a*b*p^3*r*x^2-208*a*b*p^3*x^3-365*a* b*p^2*q*r*x^2-624*a*b*p^2*q*x^3-602*a*b*p^2*r^2*x^2-1100*a*b*p^2*r*x^3-283*a*b* p*q^2*r*x^2-624*a*b*p*q^2*x^3-988*a*b*p*q*r^2*x^2-2200*a*b*p*q*r*x^3-782*a*b*p* r^3*x^2-1694*a*b*p*r^2*x^3-67*a*b*q^3*r*x^2-208*a*b*q^3*x^3-386*a*b*q^2*r^2*x^2 -1100*a*b*q^2*r*x^3-642*a*b*q*r^3*x^2-1694*a*b*q*r^2*x^3-329*a*b*r^4*x^2-828*a* b*r^3*x^3-440*a*c^4*r*x^2-768*a*c^4*x^3-660*a*c^3*g*r*x^2-1152*a*c^3*g*x^3-948* a*c^3*p*r*x^2-1536*a*c^3*p*x^3-732*a*c^3*q*r*x^2-1536*a*c^3*q*x^3-1272*a*c^3*r^ 2*x^2-2616*a*c^3*r*x^3-330*a*c^2*g^2*r*x^2-576*a*c^2*g^2*x^3-1072*a*c^2*g*p*r*x ^2-1728*a*c^2*g*p*x^3-832*a*c^2*g*q*r*x^2-1728*a*c^2*g*q*x^3-1444*a*c^2*g*r^2*x ^2-3072*a*c^2*g*r*x^3-762*a*c^2*p^2*r*x^2-1152*a*c^2*p^2*x^3-1200*a*c^2*p*q*r*x ^2-2304*a*c^2*p*q*x^3-2032*a*c^2*p*r^2*x^2-3924*a*c^2*p*r*x^3-438*a*c^2*q^2*r*x ^2-1152*a*c^2*q^2*x^3-1584*a*c^2*q*r^2*x^2-3924*a*c^2*q*r*x^3-1312*a*c^2*r^3*x^ 2-3032*a*c^2*r^2*x^3-55*a*c*g^3*r*x^2-96*a*c*g^3*x^3-361*a*c*g^2*p*r*x^2-576*a* c*g^2*p*x^3-283*a*c*g^2*q*r*x^2-576*a*c*g^2*q*x^3-490*a*c*g^2*r^2*x^2-1110*a*c* g^2*r*x^3-577*a*c*g*p^2*r*x^2-864*a*c*g*p^2*x^3-914*a*c*g*p*q*r*x^2-1728*a*c*g* p*q*x^3-1542*a*c*g*p*r^2*x^2-3072*a*c*g*p*r*x^3-337*a*c*g*q^2*r*x^2-864*a*c*g*q ^2*x^3-1216*a*c*g*q*r^2*x^2-3072*a*c*g*q*r*x^3-994*a*c*g*r^3*x^2-2418*a*c*g*r^2 *x^3-271*a*c*p^3*r*x^2-384*a*c*p^3*x^3-651*a*c*p^2*q*r*x^2-1152*a*c*p^2*q*x^3-\ 1078*a*c*p^2*r^2*x^2-1962*a*c*p^2*r*x^3-489*a*c*p*q^2*r*x^2-1152*a*c*p*q^2*x^3-\ 1708*a*c*p*q*r^2*x^2-3924*a*c*p*q*r*x^3-1390*a*c*p*r^3*x^2-3032*a*c*p*r^2*x^3-\ 109*a*c*q^3*r*x^2-384*a*c*q^3*x^3-630*a*c*q^2*r^2*x^2-1962*a*c*q^2*r*x^3-1086*a *c*q*r^3*x^2-3032*a*c*q*r^2*x^3-583*a*c*r^4*x^2-1506*a*c*r^3*x^3-31*a*g^3*p*r*x ^2-48*a*g^3*p*x^3-25*a*g^3*q*r*x^2-48*a*g^3*q*x^3-43*a*g^3*r^2*x^2-114*a*g^3*r* x^3-98*a*g^2*p^2*r*x^2-144*a*g^2*p^2*x^3-157*a*g^2*p*q*r*x^2-288*a*g^2*p*q*x^3-\ 263*a*g^2*p*r^2*x^2-555*a*g^2*p*r*x^3-59*a*g^2*q^2*r*x^2-144*a*g^2*q^2*x^3-212* a*g^2*q*r^2*x^2-555*a*g^2*q*r*x^3-169*a*g^2*r^3*x^2-451*a*g^2*r^2*x^3-103*a*g*p ^3*r*x^2-144*a*g*p^3*x^3-249*a*g*p^2*q*r*x^2-432*a*g*p^2*q*x^3-410*a*g*p^2*r^2* x^2-768*a*g*p^2*r*x^3-189*a*g*p*q^2*r*x^2-432*a*g*p*q^2*x^3-657*a*g*p*q*r^2*x^2 -1536*a*g*p*q*r*x^3-527*a*g*p*r^3*x^2-1209*a*g*p*r^2*x^3-43*a*g*q^3*r*x^2-144*a *g*q^3*x^3-247*a*g*q^2*r^2*x^2-768*a*g*q^2*r*x^3-418*a*g*q*r^3*x^2-1209*a*g*q*r ^2*x^3-220*a*g*r^4*x^2-611*a*g*r^3*x^3-36*a*p^4*r*x^2-48*a*p^4*x^3-117*a*p^3*q* r*x^2-192*a*p^3*q*x^3-190*a*p^3*r^2*x^2-327*a*p^3*r*x^3-135*a*p^2*q^2*r*x^2-288 *a*p^2*q^2*x^3-458*a*p^2*q*r^2*x^2-981*a*p^2*q*r*x^3-367*a*p^2*r^3*x^2-758*a*p^ 2*r^2*x^3-63*a*p*q^3*r*x^2-192*a*p*q^3*x^3-346*a*p*q^2*r^2*x^2-981*a*p*q^2*r*x^ 3-582*a*p*q*r^3*x^2-1516*a*p*q*r^2*x^3-308*a*p*r^4*x^2-753*a*p*r^3*x^3-9*a*q^4* r*x^2-48*a*q^4*x^3-78*a*q^3*r^2*x^2-327*a*q^3*r*x^3-215*a*q^2*r^3*x^2-758*a*q^2 *r^2*x^3-241*a*q*r^4*x^2-753*a*q*r^3*x^3-95*a*r^5*x^2-274*a*r^4*x^3-56*b^4*c*r* x^2-64*b^4*c*x^3-28*b^4*p*r*x^2-32*b^4*p*x^3-24*b^4*q*r*x^2-32*b^4*q*x^3-44*b^4 *r^2*x^2-76*b^4*r*x^3-296*b^3*c^2*r*x^2-384*b^3*c^2*x^3-148*b^3*c*g*r*x^2-192*b ^3*c*g*x^3-292*b^3*c*p*r*x^2-384*b^3*c*p*x^3-244*b^3*c*q*r*x^2-384*b^3*c*q*x^3-\ 444*b^3*c*r^2*x^2-732*b^3*c*r*x^3-76*b^3*g*p*r*x^2-96*b^3*g*p*x^3-64*b^3*g*q*r* x^2-96*b^3*g*q*x^3-116*b^3*g*r^2*x^2-228*b^3*g*r*x^3-72*b^3*p^2*r*x^2-96*b^3*p^ 2*x^3-120*b^3*p*q*r*x^2-192*b^3*p*q*x^3-216*b^3*p*r^2*x^2-366*b^3*p*r*x^3-48*b^ 3*q^2*r*x^2-96*b^3*q^2*x^3-186*b^3*q*r^2*x^2-366*b^3*q*r*x^3-154*b^3*r^3*x^2-\ 290*b^3*r^2*x^3-568*b^2*c^3*r*x^2-832*b^2*c^3*x^3-568*b^2*c^2*g*r*x^2-832*b^2*c ^2*g*x^3-852*b^2*c^2*p*r*x^2-1248*b^2*c^2*p*x^3-688*b^2*c^2*q*r*x^2-1248*b^2*c^ 2*q*x^3-1240*b^2*c^2*r^2*x^2-2200*b^2*c^2*r*x^3-142*b^2*c*g^2*r*x^2-208*b^2*c*g ^2*x^3-576*b^2*c*g*p*r*x^2-832*b^2*c*g*p*x^3-468*b^2*c*g*q*r*x^2-832*b^2*c*g*q* x^3-842*b^2*c*g*r^2*x^2-1594*b^2*c*g*r*x^3-426*b^2*c*p^2*r*x^2-624*b^2*c*p^2*x^ 3-688*b^2*c*p*q*r*x^2-1248*b^2*c*p*q*x^3-1212*b^2*c*p*r^2*x^2-2200*b^2*c*p*r*x^ 3-262*b^2*c*q^2*r*x^2-624*b^2*c*q^2*x^3-996*b^2*c*q*r^2*x^2-2200*b^2*c*q*r*x^3-\ 824*b^2*c*r^3*x^2-1694*b^2*c*r^2*x^3-75*b^2*g^2*p*r*x^2-104*b^2*g^2*p*x^3-62*b^ 2*g^2*q*r*x^2-104*b^2*g^2*q*x^3-111*b^2*g^2*r^2*x^2-247*b^2*g^2*r*x^3-146*b^2*g *p^2*r*x^2-208*b^2*g*p^2*x^3-238*b^2*g*p*q*r*x^2-416*b^2*g*p*q*x^3-420*b^2*g*p* r^2*x^2-797*b^2*g*p*r*x^3-92*b^2*g*q^2*r*x^2-208*b^2*g*q^2*x^3-351*b^2*g*q*r^2* x^2-797*b^2*g*q*r*x^3-289*b^2*g*r^3*x^2-639*b^2*g*r^2*x^3-71*b^2*p^3*r*x^2-104* b^2*p^3*x^3-172*b^2*p^2*q*r*x^2-312*b^2*p^2*q*x^3-296*b^2*p^2*r^2*x^2-550*b^2*p ^2*r*x^3-131*b^2*p*q^2*r*x^2-312*b^2*p*q^2*x^3-484*b^2*p*q*r^2*x^2-1100*b^2*p*q *r*x^3-394*b^2*p*r^3*x^2-847*b^2*p*r^2*x^3-30*b^2*q^3*r*x^2-104*b^2*q^3*x^3-188 *b^2*q^2*r^2*x^2-550*b^2*q^2*r*x^3-324*b^2*q*r^3*x^2-847*b^2*q*r^2*x^3-169*b^2* r^4*x^2-414*b^2*r^3*x^3-472*b*c^4*r*x^2-768*b*c^4*x^3-708*b*c^3*g*r*x^2-1152*b* c^3*g*x^3-972*b*c^3*p*r*x^2-1536*b*c^3*p*x^3-756*b*c^3*q*r*x^2-1536*b*c^3*q*x^3 -1360*b*c^3*r^2*x^2-2616*b*c^3*r*x^3-354*b*c^2*g^2*r*x^2-576*b*c^2*g^2*x^3-1100 *b*c^2*g*p*r*x^2-1728*b*c^2*g*p*x^3-860*b*c^2*g*q*r*x^2-1728*b*c^2*g*q*x^3-1544 *b*c^2*g*r^2*x^2-3072*b*c^2*g*r*x^3-750*b*c^2*p^2*r*x^2-1152*b*c^2*p^2*x^3-1176 *b*c^2*p*q*r*x^2-2304*b*c^2*p*q*x^3-2060*b*c^2*p*r^2*x^2-3924*b*c^2*p*r*x^3-426 *b*c^2*q^2*r*x^2-1152*b*c^2*q^2*x^3-1612*b*c^2*q*r^2*x^2-3924*b*c^2*q*r*x^3-\ 1360*b*c^2*r^3*x^2-3032*b*c^2*r^2*x^3-59*b*c*g^3*r*x^2-96*b*c*g^3*x^3-371*b*c*g ^2*p*r*x^2-576*b*c*g^2*p*x^3-293*b*c*g^2*q*r*x^2-576*b*c*g^2*q*x^3-524*b*c*g^2* r^2*x^2-1110*b*c*g^2*r*x^3-569*b*c*g*p^2*r*x^2-864*b*c*g*p^2*x^3-898*b*c*g*p*q* r*x^2-1728*b*c*g*p*q*x^3-1570*b*c*g*p*r^2*x^2-3072*b*c*g*p*r*x^3-329*b*c*g*q^2* r*x^2-864*b*c*g*q^2*x^3-1244*b*c*g*q*r^2*x^2-3072*b*c*g*q*r*x^3-1040*b*c*g*r^3* x^2-2418*b*c*g*r^2*x^3-257*b*c*p^3*r*x^2-384*b*c*p^3*x^3-609*b*c*p^2*q*r*x^2-\ 1152*b*c*p^2*q*x^3-1040*b*c*p^2*r^2*x^2-1962*b*c*p^2*r*x^3-447*b*c*p*q^2*r*x^2-\ 1152*b*c*p*q^2*x^3-1632*b*c*p*q*r^2*x^2-3924*b*c*p*q*r*x^3-1354*b*c*p*r^3*x^2-\ 3032*b*c*p*r^2*x^3-95*b*c*q^3*r*x^2-384*b*c*q^3*x^3-592*b*c*q^2*r^2*x^2-1962*b* c*q^2*r*x^3-1050*b*c*q*r^3*x^2-3032*b*c*q*r^2*x^3-571*b*c*r^4*x^2-1506*b*c*r^3* x^3-32*b*g^3*p*r*x^2-48*b*g^3*p*x^3-26*b*g^3*q*r*x^2-48*b*g^3*q*x^3-46*b*g^3*r^ 2*x^2-114*b*g^3*r*x^3-97*b*g^2*p^2*r*x^2-144*b*g^2*p^2*x^3-155*b*g^2*p*q*r*x^2-\ 288*b*g^2*p*q*x^3-270*b*g^2*p*r^2*x^2-555*b*g^2*p*r*x^3-58*b*g^2*q^2*r*x^2-144* b*g^2*q^2*x^3-219*b*g^2*q*r^2*x^2-555*b*g^2*q*r*x^3-180*b*g^2*r^3*x^2-451*b*g^2 *r^2*x^3-98*b*g*p^3*r*x^2-144*b*g*p^3*x^3-234*b*g*p^2*q*r*x^2-432*b*g*p^2*q*x^3 -399*b*g*p^2*r^2*x^2-768*b*g*p^2*r*x^3-174*b*g*p*q^2*r*x^2-432*b*g*p*q^2*x^3-\ 635*b*g*p*q*r^2*x^2-1536*b*g*p*q*r*x^3-521*b*g*p*r^3*x^2-1209*b*g*p*r^2*x^3-38* b*g*q^3*r*x^2-144*b*g*q^3*x^3-236*b*g*q^2*r^2*x^2-768*b*g*q^2*r*x^3-412*b*g*q*r ^3*x^2-1209*b*g*q*r^2*x^3-220*b*g*r^4*x^2-611*b*g*r^3*x^3-33*b*p^4*r*x^2-48*b*p ^4*x^3-105*b*p^3*q*r*x^2-192*b*p^3*q*x^3-175*b*p^3*r^2*x^2-327*b*p^3*r*x^3-117* b*p^2*q^2*r*x^2-288*b*p^2*q^2*x^3-413*b*p^2*q*r^2*x^2-981*b*p^2*q*r*x^3-337*b*p ^2*r^3*x^2-758*b*p^2*r^2*x^3-51*b*p*q^3*r*x^2-192*b*p*q^3*x^3-301*b*p*q^2*r^2*x ^2-981*b*p*q^2*r*x^3-522*b*p*q*r^3*x^2-1516*b*p*q*r^2*x^3-281*b*p*r^4*x^2-753*b *p*r^3*x^3-6*b*q^4*r*x^2-48*b*q^4*x^3-63*b*q^3*r^2*x^2-327*b*q^3*r*x^3-185*b*q^ 2*r^3*x^2-758*b*q^2*r^2*x^3-214*b*q*r^4*x^2-753*b*q*r^3*x^3-86*b*r^5*x^2-274*b* r^4*x^3-144*c^5*r*x^2-256*c^5*x^3-288*c^4*g*r*x^2-512*c^4*g*x^3-384*c^4*p*r*x^2 -640*c^4*p*x^3-288*c^4*q*r*x^2-640*c^4*q*x^3-520*c^4*r^2*x^2-1072*c^4*r*x^3-216 *c^3*g^2*r*x^2-384*c^3*g^2*x^3-616*c^3*g*p*r*x^2-1024*c^3*g*p*x^3-464*c^3*g*q*r *x^2-1024*c^3*g*q*x^3-836*c^3*g*r^2*x^2-1760*c^3*g*r*x^3-408*c^3*p^2*r*x^2-640* c^3*p^2*x^3-624*c^3*p*q*r*x^2-1280*c^3*p*q*x^3-1100*c^3*p*r^2*x^2-2144*c^3*p*r* x^3-216*c^3*q^2*r*x^2-640*c^3*q^2*x^3-820*c^3*q*r^2*x^2-2144*c^3*q*r*x^3-720*c^ 3*r^3*x^2-1696*c^3*r^2*x^3-72*c^2*g^3*r*x^2-128*c^2*g^3*x^3-348*c^2*g^2*p*r*x^2 -576*c^2*g^2*p*x^3-264*c^2*g^2*q*r*x^2-576*c^2*g^2*q*x^3-474*c^2*g^2*r^2*x^2-\ 1032*c^2*g^2*r*x^3-492*c^2*g*p^2*r*x^2-768*c^2*g*p^2*x^3-756*c^2*g*p*q*r*x^2-\ 1536*c^2*g*p*q*x^3-1328*c^2*g*p*r^2*x^2-2640*c^2*g*p*r*x^3-264*c^2*g*q^2*r*x^2-\ 768*c^2*g*q^2*x^3-1000*c^2*g*q*r^2*x^2-2640*c^2*g*q*r*x^3-868*c^2*g*r^3*x^2-\ 2104*c^2*g*r^2*x^3-216*c^2*p^3*r*x^2-320*c^2*p^3*x^3-504*c^2*p^2*q*r*x^2-960*c^ 2*p^2*q*x^3-870*c^2*p^2*r^2*x^2-1608*c^2*p^2*r*x^3-360*c^2*p*q^2*r*x^2-960*c^2* p*q^2*x^3-1320*c^2*p*q*r^2*x^2-3216*c^2*p*q*r*x^3-1140*c^2*p*r^3*x^2-2544*c^2*p *r^2*x^3-72*c^2*q^3*r*x^2-320*c^2*q^3*x^3-450*c^2*q^2*r^2*x^2-1608*c^2*q^2*r*x^ 3-840*c^2*q*r^3*x^2-2544*c^2*q*r^2*x^3-486*c^2*r^4*x^2-1316*c^2*r^3*x^3-9*c*g^4 *r*x^2-16*c*g^4*x^3-78*c*g^3*p*r*x^2-128*c*g^3*p*x^3-60*c*g^3*q*r*x^2-128*c*g^3 *q*x^3-107*c*g^3*r^2*x^2-248*c*g^3*r*x^3-186*c*g^2*p^2*r*x^2-288*c*g^2*p^2*x^3-\ 288*c*g^2*p*q*r*x^2-576*c*g^2*p*q*x^3-503*c*g^2*p*r^2*x^2-1032*c*g^2*p*r*x^3-\ 102*c*g^2*q^2*r*x^2-288*c*g^2*q^2*x^3-385*c*g^2*q*r^2*x^2-1032*c*g^2*q*r*x^3-\ 328*c*g^2*r^3*x^2-832*c*g^2*r^2*x^3-174*c*g*p^3*r*x^2-256*c*g*p^3*x^3-408*c*g*p ^2*q*r*x^2-768*c*g*p^2*q*x^3-701*c*g*p^2*r^2*x^2-1320*c*g*p^2*r*x^3-294*c*g*p*q ^2*r*x^2-768*c*g*p*q^2*x^3-1074*c*g*p*q*r^2*x^2-2640*c*g*p*q*r*x^3-916*c*g*p*r^ 3*x^2-2104*c*g*p*r^2*x^3-60*c*g*q^3*r*x^2-256*c*g*q^3*x^3-373*c*g*q^2*r^2*x^2-\ 1320*c*g*q^2*r*x^3-684*c*g*q*r^3*x^2-2104*c*g*q*r^2*x^3-389*c*g*r^4*x^2-1096*c* g*r^3*x^3-57*c*p^4*r*x^2-80*c*p^4*x^3-180*c*p^3*q*r*x^2-320*c*p^3*q*x^3-305*c*p ^3*r^2*x^2-536*c*p^3*r*x^3-198*c*p^2*q^2*r*x^2-480*c*p^2*q^2*x^3-705*c*p^2*q*r^ 2*x^2-1608*c*p^2*q*r*x^3-600*c*p^2*r^3*x^2-1272*c*p^2*r^2*x^3-84*c*p*q^3*r*x^2-\ 320*c*p*q^3*x^3-495*c*p*q^2*r^2*x^2-1608*c*p*q^2*r*x^3-900*c*p*q*r^3*x^2-2544*c *p*q*r^2*x^3-513*c*p*r^4*x^2-1316*c*p*r^3*x^3-9*c*q^4*r*x^2-80*c*q^4*x^3-95*c*q ^3*r^2*x^2-536*c*q^3*r*x^3-300*c*q^2*r^3*x^2-1272*c*q^2*r^2*x^3-375*c*q*r^4*x^2 -1316*c*q*r^3*x^3-161*c*r^5*x^2-496*c*r^4*x^3-5*g^4*p*r*x^2-8*g^4*p*x^3-4*g^4*q *r*x^2-8*g^4*q*x^3-7*g^4*r^2*x^2-19*g^4*r*x^3-21*g^3*p^2*r*x^2-32*g^3*p^2*x^3-\ 33*g^3*p*q*r*x^2-64*g^3*p*q*x^3-57*g^3*p*r^2*x^2-124*g^3*p*r*x^3-12*g^3*q^2*r*x ^2-32*g^3*q^2*x^3-45*g^3*q*r^2*x^2-124*g^3*q*r*x^3-37*g^3*r^3*x^2-102*g^3*r^2*x ^3-33*g^2*p^3*r*x^2-48*g^2*p^3*x^3-78*g^2*p^2*q*r*x^2-144*g^2*p^2*q*x^3-133*g^2 *p^2*r^2*x^2-258*g^2*p^2*r*x^3-57*g^2*p*q^2*r*x^2-144*g^2*p*q^2*x^3-207*g^2*p*q *r^2*x^2-516*g^2*p*q*r*x^3-173*g^2*p*r^3*x^2-416*g^2*p*r^2*x^3-12*g^2*q^3*r*x^2 -48*g^2*q^3*x^3-74*g^2*q^2*r^2*x^2-258*g^2*q^2*r*x^3-132*g^2*q*r^3*x^2-416*g^2* q*r^2*x^3-73*g^2*r^4*x^2-219*g^2*r^3*x^3-23*g*p^4*r*x^2-32*g*p^4*x^3-73*g*p^3*q *r*x^2-128*g*p^3*q*x^3-123*g*p^3*r^2*x^2-220*g*p^3*r*x^3-81*g*p^2*q^2*r*x^2-192 *g*p^2*q^2*x^3-287*g*p^2*q*r^2*x^2-660*g*p^2*q*r*x^3-241*g*p^2*r^3*x^2-526*g*p^ 2*r^2*x^3-35*g*p*q^3*r*x^2-128*g*p*q^3*x^3-205*g*p*q^2*r^2*x^2-660*g*p*q^2*r*x^ 3-366*g*p*q*r^3*x^2-1052*g*p*q*r^2*x^3-205*g*p*r^4*x^2-548*g*p*r^3*x^3-4*g*q^4* r*x^2-32*g*q^4*x^3-41*g*q^3*r^2*x^2-220*g*q^3*r*x^3-125*g*q^2*r^3*x^2-526*g*q^2 *r^2*x^3-152*g*q*r^4*x^2-548*g*q*r^3*x^3-64*g*r^5*x^2-210*g*r^4*x^3-6*p^5*r*x^2 -8*p^5*x^3-24*p^4*q*r*x^2-40*p^4*q*x^3-40*p^4*r^2*x^2-67*p^4*r*x^3-36*p^3*q^2*r *x^2-80*p^3*q^2*x^3-125*p^3*q*r^2*x^2-268*p^3*q*r*x^3-105*p^3*r^3*x^2-212*p^3*r ^2*x^3-24*p^2*q^3*r*x^2-80*p^2*q^3*x^3-135*p^2*q^2*r^2*x^2-402*p^2*q^2*r*x^3-\ 240*p^2*q*r^3*x^2-636*p^2*q*r^2*x^3-135*p^2*r^4*x^2-329*p^2*r^3*x^3-6*p*q^4*r*x ^2-40*p*q^4*x^3-55*p*q^3*r^2*x^2-268*p*q^3*r*x^3-165*p*q^2*r^3*x^2-636*p*q^2*r^ 2*x^3-201*p*q*r^4*x^2-658*p*q*r^3*x^3-85*p*r^5*x^2-248*p*r^4*x^3-8*q^5*x^3-5*q^ 4*r^2*x^2-67*q^4*r*x^3-30*q^3*r^3*x^2-212*q^3*r^2*x^3-66*q^2*r^4*x^2-329*q^2*r^ 3*x^3-62*q*r^5*x^2-248*q*r^4*x^3-21*r^6*x^2-72*r^5*x^3+32*a^4*c*r*x+144*a^4*c*x ^2+24*a^4*p*r*x+96*a^4*p*x^2+16*a^4*q*r*x+72*a^4*q*x^2+28*a^4*r^2*x+188*a^4*r*x ^2+112*a^4*x^3+144*a^3*b*c*r*x+576*a^3*b*c*x^2+104*a^3*b*p*r*x+360*a^3*b*p*x^2+ 64*a^3*b*q*r*x+264*a^3*b*q*x^2+128*a^3*b*r^2*x+740*a^3*b*r*x^2+448*a^3*b*x^3+ 176*a^3*c^2*r*x+816*a^3*c^2*x^2+88*a^3*c*g*r*x+408*a^3*c*g*x^2+232*a^3*c*p*r*x+ 984*a^3*c*p*x^2+144*a^3*c*q*r*x+744*a^3*c*q*x^2+272*a^3*c*r^2*x+1604*a^3*c*r*x^ 2+688*a^3*c*x^3+64*a^3*g*p*r*x+264*a^3*g*p*x^2+40*a^3*g*q*r*x+192*a^3*g*q*x^2+ 76*a^3*g*r^2*x+524*a^3*g*r*x^2+336*a^3*g*x^3+72*a^3*p^2*r*x+288*a^3*p^2*x^2+96* a^3*p*q*r*x+456*a^3*p*q*x^2+166*a^3*p*r^2*x+908*a^3*p*r*x^2+344*a^3*p*x^3+28*a^ 3*q^2*r*x+168*a^3*q^2*x^2+112*a^3*q*r^2*x+732*a^3*q*r*x^2+344*a^3*q*x^3+94*a^3* r^3*x+626*a^3*r^2*x^2+354*a^3*r*x^3+224*a^2*b^2*c*r*x+864*a^2*b^2*c*x^2+152*a^2 *b^2*p*r*x+504*a^2*b^2*p*x^2+80*a^2*b^2*q*r*x+360*a^2*b^2*q*x^2+188*a^2*b^2*r^2 *x+1092*a^2*b^2*r*x^2+672*a^2*b^2*x^3+576*a^2*b*c^2*r*x+2448*a^2*b*c^2*x^2+288* a^2*b*c*g*r*x+1224*a^2*b*c*g*x^2+728*a^2*b*c*p*r*x+2808*a^2*b*c*p*x^2+416*a^2*b *c*q*r*x+2088*a^2*b*c*q*x^2+896*a^2*b*c*r^2*x+4768*a^2*b*c*r*x^2+2064*a^2*b*c*x ^3+200*a^2*b*g*p*r*x+744*a^2*b*g*p*x^2+112*a^2*b*g*q*r*x+528*a^2*b*g*q*x^2+246* a^2*b*g*r^2*x+1548*a^2*b*g*r*x^2+1008*a^2*b*g*x^3+216*a^2*b*p^2*r*x+792*a^2*b*p ^2*x^2+272*a^2*b*p*q*r*x+1224*a^2*b*p*q*x^2+526*a^2*b*p*r^2*x+2598*a^2*b*p*r*x^ 2+1032*a^2*b*p*x^3+68*a^2*b*q^2*r*x+432*a^2*b*q^2*x^2+332*a^2*b*q*r^2*x+2070*a^ 2*b*q*r*x^2+1032*a^2*b*q*x^3+310*a^2*b*r^3*x+1836*a^2*b*r^2*x^2+1062*a^2*b*r*x^ 3+352*a^2*c^3*r*x+1680*a^2*c^3*x^2+352*a^2*c^2*g*r*x+1680*a^2*c^2*g*x^2+664*a^2 *c^2*p*r*x+2928*a^2*c^2*p*x^2+384*a^2*c^2*q*r*x+2184*a^2*c^2*q*x^2+784*a^2*c^2* r^2*x+4436*a^2*c^2*r*x^2+1504*a^2*c^2*x^3+88*a^2*c*g^2*r*x+420*a^2*c*g^2*x^2+ 456*a^2*c*g*p*r*x+1992*a^2*c*g*p*x^2+264*a^2*c*g*q*r*x+1464*a^2*c*g*q*x^2+542*a ^2*c*g*r^2*x+3280*a^2*c*g*r*x^2+1480*a^2*c*g*x^3+400*a^2*c*p^2*r*x+1668*a^2*c*p ^2*x^2+496*a^2*c*p*q*r*x+2592*a^2*c*p*q*x^2+932*a^2*c*p*r^2*x+4948*a^2*c*p*r*x^ 2+1504*a^2*c*p*x^3+128*a^2*c*q^2*r*x+924*a^2*c*q^2*x^2+580*a^2*c*q*r^2*x+3902*a ^2*c*q*r*x^2+1504*a^2*c*q*x^3+532*a^2*c*r^3*x+3280*a^2*c*r^2*x^2+1358*a^2*c*r*x ^3+62*a^2*g^2*p*r*x+264*a^2*g^2*p*x^2+36*a^2*g^2*q*r*x+186*a^2*g^2*q*x^2+75*a^2 *g^2*r^2*x+531*a^2*g^2*r*x^2+364*a^2*g^2*x^3+140*a^2*g*p^2*r*x+576*a^2*g*p^2*x^ 2+176*a^2*g*p*q*r*x+888*a^2*g*p*q*x^2+327*a^2*g*p*r^2*x+1844*a^2*g*p*r*x^2+740* a^2*g*p*x^3+46*a^2*g*q^2*r*x+312*a^2*g*q^2*x^2+208*a^2*g*q*r^2*x+1448*a^2*g*q*r *x^2+740*a^2*g*q*x^3+187*a^2*g*r^3*x+1283*a^2*g*r^2*x^2+773*a^2*g*r*x^3+78*a^2* p^3*r*x+312*a^2*p^3*x^2+152*a^2*p^2*q*r*x+750*a^2*p^2*q*x^2+270*a^2*p^2*r^2*x+ 1365*a^2*p^2*r*x^2+376*a^2*p^2*x^3+86*a^2*p*q^2*r*x+564*a^2*p*q^2*x^2+350*a^2*p *q*r^2*x+2207*a^2*p*q*r*x^2+752*a^2*p*q*x^3+306*a^2*p*r^3*x+1808*a^2*p*r^2*x^2+ 679*a^2*p*r*x^3+12*a^2*q^3*r*x+126*a^2*q^3*x^2+99*a^2*q^2*r^2*x+842*a^2*q^2*r*x ^2+376*a^2*q^2*x^3+198*a^2*q*r^3*x+1451*a^2*q*r^2*x^2+679*a^2*q*r*x^3+114*a^2*r ^4*x+761*a^2*r^3*x^2+319*a^2*r^2*x^3+144*a*b^3*c*r*x+576*a*b^3*c*x^2+88*a*b^3*p *r*x+312*a*b^3*p*x^2+32*a*b^3*q*r*x+216*a*b^3*q*x^2+104*a*b^3*r^2*x+716*a*b^3*r *x^2+448*a*b^3*x^3+592*a*b^2*c^2*r*x+2448*a*b^2*c^2*x^2+296*a*b^2*c*g*r*x+1224* a*b^2*c*g*x^2+712*a*b^2*c*p*r*x+2664*a*b^2*c*p*x^2+352*a*b^2*c*q*r*x+1944*a*b^2 *c*q*x^2+892*a*b^2*c*r^2*x+4724*a*b^2*c*r*x^2+2064*a*b^2*c*x^3+192*a*b^2*g*p*r* x+696*a*b^2*g*p*x^2+88*a*b^2*g*q*r*x+480*a*b^2*g*q*x^2+234*a*b^2*g*r^2*x+1524*a *b^2*g*r*x^2+1008*a*b^2*g*x^3+204*a*b^2*p^2*r*x+720*a*b^2*p^2*x^2+232*a*b^2*p*q *r*x+1080*a*b^2*p*q*x^2+514*a*b^2*p*r^2*x+2472*a*b^2*p*r*x^2+1032*a*b^2*p*x^3+ 40*a*b^2*q^2*r*x+360*a*b^2*q^2*x^2+288*a*b^2*q*r^2*x+1944*a*b^2*q*r*x^2+1032*a* b^2*q*x^3+310*a*b^2*r^3*x+1794*a*b^2*r^2*x^2+1062*a*b^2*r*x^3+752*a*b*c^3*r*x+ 3360*a*b*c^3*x^2+752*a*b*c^2*g*r*x+3360*a*b*c^2*g*x^2+1352*a*b*c^2*p*r*x+5592*a *b*c^2*p*x^2+720*a*b*c^2*q*r*x+4104*a*b*c^2*q*x^2+1664*a*b*c^2*r^2*x+8736*a*b*c ^2*r*x^2+3008*a*b*c^2*x^3+188*a*b*c*g^2*r*x+840*a*b*c*g^2*x^2+928*a*b*c*g*p*r*x +3792*a*b*c*g*p*x^2+488*a*b*c*g*q*r*x+2736*a*b*c*g*q*x^2+1142*a*b*c*g*r^2*x+ 6462*a*b*c*g*r*x^2+2960*a*b*c*g*x^3+772*a*b*c*p^2*r*x+3072*a*b*c*p^2*x^2+904*a* b*c*p*q*r*x+4656*a*b*c*p*q*x^2+1876*a*b*c*p*r^2*x+9342*a*b*c*p*r*x^2+3008*a*b*c *p*x^3+196*a*b*c*q^2*r*x+1584*a*b*c*q^2*x^2+1100*a*b*c*q*r^2*x+7250*a*b*c*q*r*x ^2+3008*a*b*c*q*x^3+1104*a*b*c*r^3*x+6194*a*b*c*r^2*x^2+2716*a*b*c*r*x^3+126*a* b*g^2*p*r*x+498*a*b*g^2*p*x^2+64*a*b*g^2*q*r*x+342*a*b*g^2*q*x^2+155*a*b*g^2*r^ 2*x+1047*a*b*g^2*r*x^2+728*a*b*g^2*x^3+272*a*b*g*p^2*r*x+1056*a*b*g*p^2*x^2+320 *a*b*g*p*q*r*x+1584*a*b*g*p*q*x^2+664*a*b*g*p*r^2*x+3491*a*b*g*p*r*x^2+1480*a*b *g*p*x^3+68*a*b*g*q^2*r*x+528*a*b*g*q^2*x^2+390*a*b*g*q*r^2*x+2699*a*b*g*q*r*x^ 2+1480*a*b*g*q*x^3+392*a*b*g*r^3*x+2473*a*b*g*r^2*x^2+1546*a*b*g*r*x^3+142*a*b* p^3*r*x+558*a*b*p^3*x^2+264*a*b*p^2*q*r*x+1302*a*b*p^2*q*x^2+509*a*b*p^2*r^2*x+ 2487*a*b*p^2*r*x^2+752*a*b*p^2*x^3+134*a*b*p*q^2*r*x+930*a*b*p*q^2*x^2+632*a*b* p*q*r^2*x+3928*a*b*p*q*r*x^2+1504*a*b*p*q*x^3+592*a*b*p*r^3*x+3264*a*b*p*r^2*x^ 2+1358*a*b*p*r*x^3+12*a*b*q^3*r*x+186*a*b*q^3*x^2+161*a*b*q^2*r^2*x+1441*a*b*q^ 2*r*x^2+752*a*b*q^2*x^3+368*a*b*q*r^3*x+2550*a*b*q*r^2*x^2+1358*a*b*q*r*x^3+225 *a*b*r^4*x+1318*a*b*r^3*x^2+638*a*b*r^2*x^3+304*a*c^4*r*x+1488*a*c^4*x^2+456*a* c^3*g*r*x+2232*a*c^3*g*x^2+744*a*c^3*p*r*x+3384*a*c^3*p*x^2+400*a*c^3*q*r*x+ 2472*a*c^3*q*x^2+884*a*c^3*r^2*x+4932*a*c^3*r*x^2+1376*a*c^3*x^3+228*a*c^2*g^2* r*x+1116*a*c^2*g^2*x^2+848*a*c^2*g*p*r*x+3840*a*c^2*g*p*x^2+456*a*c^2*g*q*r*x+ 2784*a*c^2*g*q*x^2+1012*a*c^2*g*r^2*x+5860*a*c^2*g*r*x^2+2048*a*c^2*g*x^3+660*a *c^2*p^2*r*x+2844*a*c^2*p^2*x^2+760*a*c^2*p*q*r*x+4320*a*c^2*p*q*x^2+1552*a*c^2 *p*r^2*x+8176*a*c^2*p*r*x^2+2064*a*c^2*p*x^3+172*a*c^2*q^2*r*x+1476*a*c^2*q^2*x ^2+888*a*c^2*q*r^2*x+6256*a*c^2*q*r*x^2+2064*a*c^2*q*x^3+892*a*c^2*r^3*x+5336*a *c^2*r^2*x^2+1712*a*c^2*r*x^3+38*a*c*g^3*r*x+186*a*c*g^3*x^2+290*a*c*g^2*p*r*x+ 1302*a*c*g^2*p*x^2+156*a*c*g^2*q*r*x+930*a*c*g^2*q*x^2+349*a*c*g^2*r^2*x+2161*a *c*g^2*r*x^2+1016*a*c*g^2*x^3+506*a*c*g*p^2*r*x+2166*a*c*g*p^2*x^2+588*a*c*g*p* q*r*x+3276*a*c*g*p*q*x^2+1192*a*c*g*p*r^2*x+6498*a*c*g*p*r*x^2+2048*a*c*g*p*x^3 +134*a*c*g*q^2*r*x+1110*a*c*g*q^2*x^2+692*a*c*g*q*r^2*x+4966*a*c*g*q*r*x^2+2048 *a*c*g*q*x^3+686*a*c*g*r^3*x+4358*a*c*g*r^2*x^2+1936*a*c*g*r*x^3+254*a*c*p^3*r* x+1050*a*c*p^3*x^2+460*a*c*p^2*q*r*x+2466*a*c*p^2*q*x^2+889*a*c*p^2*r^2*x+4477* a*c*p^2*r*x^2+1032*a*c*p^2*x^3+230*a*c*p*q^2*r*x+1782*a*c*p*q^2*x^2+1060*a*c*p* q*r^2*x+7034*a*c*p*q*r*x^2+2064*a*c*p*q*x^3+1016*a*c*p*r^3*x+5864*a*c*p*r^2*x^2 +1712*a*c*p*r*x^3+24*a*c*q^3*r*x+366*a*c*q^3*x^2+261*a*c*q^2*r^2*x+2557*a*c*q^2 *r*x^2+1032*a*c*q^2*x^3+600*a*c*q*r^3*x+4562*a*c*q*r^2*x^2+1712*a*c*q*r*x^3+381 *a*c*r^4*x+2454*a*c*r^3*x^2+730*a*c*r^2*x^3+26*a*g^3*p*r*x+114*a*g^3*p*x^2+14*a *g^3*q*r*x+78*a*g^3*q*x^2+32*a*g^3*r^2*x+232*a*g^3*r*x^2+168*a*g^3*x^3+88*a*g^2 *p^2*r*x+372*a*g^2*p^2*x^2+104*a*g^2*p*q*r*x+558*a*g^2*p*q*x^2+208*a*g^2*p*r^2* x+1205*a*g^2*p*r*x^2+508*a*g^2*p*x^3+24*a*g^2*q^2*r*x+186*a*g^2*q^2*x^2+124*a*g ^2*q*r^2*x+919*a*g^2*q*r*x^2+508*a*g^2*q*x^3+120*a*g^2*r^3*x+845*a*g^2*r^2*x^2+ 540*a*g^2*r*x^3+98*a*g*p^3*r*x+402*a*g*p^3*x^2+180*a*g*p^2*q*r*x+942*a*g*p^2*q* x^2+343*a*g*p^2*r^2*x+1784*a*g*p^2*r*x^2+512*a*g*p^2*x^3+92*a*g*p*q^2*r*x+678*a *g*p*q^2*x^2+417*a*g*p*q*r^2*x+2802*a*g*p*q*r*x^2+1024*a*g*p*q*x^3+392*a*g*p*r^ 3*x+2398*a*g*p*r^2*x^2+968*a*g*p*r*x^3+10*a*g*q^3*r*x+138*a*g*q^3*x^2+106*a*g*q ^2*r^2*x+1018*a*g*q^2*r*x^2+512*a*g*q^2*x^3+237*a*g*q*r^3*x+1856*a*g*q*r^2*x^2+ 968*a*g*q*r*x^3+147*a*g*r^4*x+1026*a*g*r^3*x^2+510*a*g*r^2*x^3+36*a*p^4*r*x+144 *a*p^4*x^2+90*a*p^3*q*r*x+462*a*p^3*q*x^2+167*a*p^3*r^2*x+811*a*p^3*r*x^2+172*a *p^3*x^3+72*a*p^2*q^2*r*x+522*a*p^2*q^2*x^2+308*a*p^2*q*r^2*x+1953*a*p^2*q*r*x^ 2+516*a*p^2*q*x^3+285*a*p^2*r^3*x+1598*a*p^2*r^2*x^2+428*a*p^2*r*x^3+18*a*p*q^3 *r*x+234*a*p*q^3*x^2+160*a*p*q^2*r^2*x+1473*a*p*q^2*r*x^2+516*a*p*q^2*x^3+346*a *p*q*r^3*x+2545*a*p*q*r^2*x^2+856*a*p*q*r*x^3+213*a*p*r^4*x+1350*a*p*r^3*x^2+ 365*a*p*r^2*x^3+30*a*q^4*x^2+19*a*q^3*r^2*x+331*a*q^3*r*x^2+172*a*q^3*x^3+88*a* q^2*r^3*x+947*a*q^2*r^2*x^2+428*a*q^2*r*x^3+128*a*q*r^4*x+1065*a*q*r^3*x^2+365* a*q*r^2*x^3+59*a*r^5*x+419*a*r^4*x^2+95*a*r^3*x^3+32*b^4*c*r*x+144*b^4*c*x^2+16 *b^4*p*r*x+72*b^4*p*x^2+48*b^4*q*x^2+16*b^4*r^2*x+176*b^4*r*x^2+112*b^4*x^3+192 *b^3*c^2*r*x+816*b^3*c^2*x^2+96*b^3*c*g*r*x+408*b^3*c*g*x^2+216*b^3*c*p*r*x+840 *b^3*c*p*x^2+80*b^3*c*q*r*x+600*b^3*c*q*x^2+268*b^3*c*r^2*x+1560*b^3*c*r*x^2+ 688*b^3*c*x^3+56*b^3*g*p*r*x+216*b^3*g*p*x^2+16*b^3*g*q*r*x+144*b^3*g*q*x^2+64* b^3*g*r^2*x+500*b^3*g*r*x^2+336*b^3*g*x^3+60*b^3*p^2*r*x+216*b^3*p^2*x^2+56*b^3 *p*q*r*x+312*b^3*p*q*x^2+154*b^3*p*r^2*x+782*b^3*p*r*x^2+344*b^3*p*x^3+96*b^3*q ^2*x^2+68*b^3*q*r^2*x+606*b^3*q*r*x^2+344*b^3*q*x^3+94*b^3*r^3*x+584*b^3*r^2*x^ 2+354*b^3*r*x^3+384*b^2*c^3*r*x+1680*b^2*c^3*x^2+384*b^2*c^2*g*r*x+1680*b^2*c^2 *g*x^2+656*b^2*c^2*p*r*x+2664*b^2*c^2*p*x^2+304*b^2*c^2*q*r*x+1920*b^2*c^2*q*x^ 2+824*b^2*c^2*r^2*x+4300*b^2*c^2*r*x^2+1504*b^2*c^2*x^3+96*b^2*c*g^2*r*x+420*b^ 2*c*g^2*x^2+448*b^2*c*g*p*r*x+1800*b^2*c*g*p*x^2+200*b^2*c*g*q*r*x+1272*b^2*c*g *q*x^2+556*b^2*c*g*r^2*x+3182*b^2*c*g*r*x^2+1480*b^2*c*g*x^3+360*b^2*c*p^2*r*x+ 1404*b^2*c*p^2*x^2+384*b^2*c*p*q*r*x+2064*b^2*c*p*q*x^2+904*b^2*c*p*r^2*x+4394* b^2*c*p*r*x^2+1504*b^2*c*p*x^3+56*b^2*c*q^2*r*x+660*b^2*c*q^2*x^2+480*b^2*c*q*r ^2*x+3348*b^2*c*q*r*x^2+1504*b^2*c*q*x^3+544*b^2*c*r^3*x+2914*b^2*c*r^2*x^2+ 1358*b^2*c*r*x^3+60*b^2*g^2*p*r*x+234*b^2*g^2*p*x^2+24*b^2*g^2*q*r*x+156*b^2*g^ 2*q*x^2+72*b^2*g^2*r^2*x+516*b^2*g^2*r*x^2+364*b^2*g^2*x^3+126*b^2*g*p^2*r*x+ 480*b^2*g*p^2*x^2+132*b^2*g*p*q*r*x+696*b^2*g*p*q*x^2+317*b^2*g*p*r^2*x+1647*b^ 2*g*p*r*x^2+740*b^2*g*p*x^3+16*b^2*g*q^2*r*x+216*b^2*g*q^2*x^2+162*b^2*g*q*r^2* x+1251*b^2*g*q*r*x^2+740*b^2*g*q*x^3+191*b^2*g*r^3*x+1190*b^2*g*r^2*x^2+773*b^2 *g*r*x^3+64*b^2*p^3*r*x+246*b^2*p^3*x^2+112*b^2*p^2*q*r*x+552*b^2*p^2*q*x^2+239 *b^2*p^2*r^2*x+1122*b^2*p^2*r*x^2+376*b^2*p^2*x^3+48*b^2*p*q^2*r*x+366*b^2*p*q^ 2*x^2+282*b^2*p*q*r^2*x+1721*b^2*p*q*r*x^2+752*b^2*p*q*x^3+286*b^2*p*r^3*x+1456 *b^2*p*r^2*x^2+679*b^2*p*r*x^3+60*b^2*q^3*x^2+62*b^2*q^2*r^2*x+599*b^2*q^2*r*x^ 2+376*b^2*q^2*x^3+170*b^2*q*r^3*x+1099*b^2*q*r^2*x^2+679*b^2*q*r*x^3+111*b^2*r^ 4*x+557*b^2*r^3*x^2+319*b^2*r^2*x^3+320*b*c^4*r*x+1488*b*c^4*x^2+480*b*c^3*g*r* x+2232*b*c^3*g*x^2+744*b*c^3*p*r*x+3240*b*c^3*p*x^2+368*b*c^3*q*r*x+2328*b*c^3* q*x^2+916*b*c^3*r^2*x+4828*b*c^3*r*x^2+1376*b*c^3*x^3+240*b*c^2*g^2*r*x+1116*b* c^2*g^2*x^2+848*b*c^2*g*p*r*x+3672*b*c^2*g*p*x^2+416*b*c^2*g*q*r*x+2616*b*c^2*g *q*x^2+1044*b*c^2*g*r^2*x+5744*b*c^2*g*r*x^2+2048*b*c^2*g*x^3+624*b*c^2*p^2*r*x +2628*b*c^2*p^2*x^2+680*b*c^2*p*q*r*x+3888*b*c^2*p*q*x^2+1516*b*c^2*p*r^2*x+ 7660*b*c^2*p*r*x^2+2064*b*c^2*p*x^3+128*b*c^2*q^2*r*x+1260*b*c^2*q^2*x^2+828*b* c^2*q*r^2*x+5740*b*c^2*q*r*x^2+2064*b*c^2*q*x^3+892*b*c^2*r^3*x+4892*b*c^2*r^2* x^2+1712*b*c^2*r*x^3+40*b*c*g^3*r*x+186*b*c*g^3*x^2+290*b*c*g^2*p*r*x+1242*b*c* g^2*p*x^2+140*b*c*g^2*q*r*x+870*b*c*g^2*q*x^2+357*b*c*g^2*r^2*x+2123*b*c*g^2*r* x^2+1016*b*c*g^2*x^3+480*b*c*g*p^2*r*x+1998*b*c*g*p^2*x^2+524*b*c*g*p*q*r*x+ 2940*b*c*g*p*q*x^2+1170*b*c*g*p*r^2*x+6106*b*c*g*p*r*x^2+2048*b*c*g*p*x^3+96*b* c*g*q^2*r*x+942*b*c*g*q^2*x^2+638*b*c*g*q*r^2*x+4574*b*c*g*q*r*x^2+2048*b*c*g*q *x^3+690*b*c*g*r^3*x+4064*b*c*g*r^2*x^2+1936*b*c*g*r*x^3+226*b*c*p^3*r*x+942*b* c*p^3*x^2+392*b*c*p^2*q*r*x+2142*b*c*p^2*q*x^2+809*b*c*p^2*r^2*x+4039*b*c*p^2*r *x^2+1032*b*c*p^2*x^3+178*b*c*p*q^2*r*x+1458*b*c*p*q^2*x^2+936*b*c*p*q*r^2*x+ 6158*b*c*p*q*r*x^2+2064*b*c*p*q*x^3+940*b*c*p*r^3*x+5136*b*c*p*r^2*x^2+1712*b*c *p*r*x^3+12*b*c*q^3*r*x+258*b*c*q^3*x^2+217*b*c*q^2*r^2*x+2119*b*c*q^2*r*x^2+ 1032*b*c*q^2*x^3+544*b*c*q*r^3*x+3834*b*c*q*r^2*x^2+1712*b*c*q*r*x^3+357*b*c*r^ 4*x+2016*b*c*r^3*x^2+730*b*c*r^2*x^3+26*b*g^3*p*r*x+108*b*g^3*p*x^2+12*b*g^3*q* r*x+72*b*g^3*q*x^2+32*b*g^3*r^2*x+229*b*g^3*r*x^2+168*b*g^3*x^3+84*b*g^2*p^2*r* x+342*b*g^2*p^2*x^2+92*b*g^2*p*q*r*x+498*b*g^2*p*q*x^2+206*b*g^2*p*r^2*x+1138*b *g^2*p*r*x^2+508*b*g^2*p*x^3+16*b*g^2*q^2*r*x+156*b*g^2*q^2*x^2+112*b*g^2*q*r^2 *x+852*b*g^2*q*r*x^2+508*b*g^2*q*x^3+122*b*g^2*r^3*x+809*b*g^2*r^2*x^2+540*b*g^ 2*r*x^3+88*b*g*p^3*r*x+360*b*g*p^3*x^2+154*b*g*p^2*q*r*x+816*b*g*p^2*q*x^2+317* b*g*p^2*r^2*x+1617*b*g*p^2*r*x^2+512*b*g*p^2*x^3+70*b*g*p*q^2*r*x+552*b*g*p*q^2 *x^2+371*b*g*p*q*r^2*x+2468*b*g*p*q*r*x^2+1024*b*g*p*q*x^3+370*b*g*p*r^3*x+2132 *b*g*p*r^2*x^2+968*b*g*p*r*x^3+4*b*g*q^3*r*x+96*b*g*q^3*x^2+86*b*g*q^2*r^2*x+ 851*b*g*q^2*r*x^2+512*b*g*q^2*x^3+217*b*g*q*r^3*x+1590*b*g*q*r^2*x^2+968*b*g*q* r*x^3+141*b*g*r^4*x+863*b*g*r^3*x^2+510*b*g*r^2*x^3+30*b*p^4*r*x+126*b*p^4*x^2+ 72*b*p^3*q*r*x+390*b*p^3*q*x^2+140*b*p^3*r^2*x+708*b*p^3*r*x^2+172*b*p^3*x^3+54 *b*p^2*q^2*r*x+414*b*p^2*q^2*x^2+251*b*p^2*q*r^2*x+1644*b*p^2*q*r*x^2+516*b*p^2 *q*x^3+240*b*p^2*r^3*x+1345*b*p^2*r^2*x^2+428*b*p^2*r*x^3+12*b*p*q^3*r*x+162*b* p*q^3*x^2+127*b*p*q^2*r^2*x+1164*b*p*q^2*r*x^2+516*b*p*q^2*x^3+286*b*p*q*r^3*x+ 2039*b*p*q*r^2*x^2+856*b*p*q*r*x^3+180*b*p*r^4*x+1068*b*p*r^3*x^2+365*b*p*r^2*x ^3+12*b*q^4*x^2+16*b*q^3*r^2*x+228*b*q^3*r*x^2+172*b*q^3*x^3+73*b*q^2*r^3*x+694 *b*q^2*r^2*x^2+428*b*q^2*r*x^3+107*b*q*r^4*x+783*b*q*r^3*x^2+365*b*q*r^2*x^3+50 *b*r^5*x+305*b*r^4*x^2+95*b*r^3*x^3+96*c^5*r*x+480*c^5*x^2+192*c^4*g*r*x+960*c^ 4*g*x^2+288*c^4*p*r*x+1344*c^4*p*x^2+144*c^4*q*r*x+960*c^4*q*x^2+344*c^4*r^2*x+ 1912*c^4*r*x^2+448*c^4*x^3+144*c^3*g^2*r*x+720*c^3*g^2*x^2+464*c^3*g*p*r*x+2160 *c^3*g*p*x^2+232*c^3*g*q*r*x+1536*c^3*g*q*x^2+556*c^3*g*r^2*x+3164*c^3*g*r*x^2+ 896*c^3*g*x^3+336*c^3*p^2*r*x+1488*c^3*p^2*x^2+360*c^3*p*q*r*x+2208*c^3*p*q*x^2 +796*c^3*p*r^2*x+4196*c^3*p*r*x^2+896*c^3*p*x^3+72*c^3*q^2*r*x+720*c^3*q^2*x^2+ 420*c^3*q*r^2*x+3100*c^3*q*r*x^2+896*c^3*q*x^3+460*c^3*r^3*x+2724*c^3*r^2*x^2+ 712*c^3*r*x^3+48*c^2*g^3*r*x+240*c^2*g^3*x^2+264*c^2*g^2*p*r*x+1224*c^2*g^2*p*x ^2+132*c^2*g^2*q*r*x+864*c^2*g^2*q*x^2+318*c^2*g^2*r^2*x+1878*c^2*g^2*r*x^2+672 *c^2*g^2*x^3+408*c^2*g*p^2*r*x+1800*c^2*g*p^2*x^2+440*c^2*g*p*q*r*x+2664*c^2*g* p*q*x^2+968*c^2*g*p*r^2*x+5216*c^2*g*p*r*x^2+1344*c^2*g*p*x^3+88*c^2*g*q^2*r*x+ 864*c^2*g*q^2*x^2+516*c^2*g*q*r^2*x+3856*c^2*g*q*r*x^2+1344*c^2*g*q*x^3+560*c^2 *g*r^3*x+3444*c^2*g*r^2*x^2+1196*c^2*g*r*x^3+192*c^2*p^3*r*x+816*c^2*p^3*x^2+ 324*c^2*p^2*q*r*x+1872*c^2*p^2*q*x^2+678*c^2*p^2*r^2*x+3426*c^2*p^2*r*x^2+672*c ^2*p^2*x^3+144*c^2*p*q^2*r*x+1296*c^2*p*q^2*x^2+744*c^2*p*q*r^2*x+5208*c^2*p*q* r*x^2+1344*c^2*p*q*x^3+780*c^2*p*r^3*x+4488*c^2*p*r^2*x^2+1068*c^2*p*r*x^3+12*c ^2*q^3*r*x+240*c^2*q^3*x^2+162*c^2*q^2*r^2*x+1782*c^2*q^2*r*x^2+672*c^2*q^2*x^3 +420*c^2*q*r^3*x+3344*c^2*q*r^2*x^2+1068*c^2*q*r*x^3+294*c^2*r^4*x+1900*c^2*r^3 *x^2+472*c^2*r^2*x^3+6*c*g^4*r*x+30*c*g^4*x^2+60*c*g^3*p*r*x+276*c*g^3*p*x^2+30 *c*g^3*q*r*x+192*c*g^3*q*x^2+73*c*g^3*r^2*x+461*c*g^3*r*x^2+224*c*g^3*x^3+156*c *g^2*p^2*r*x+684*c*g^2*p^2*x^2+170*c*g^2*p*q*r*x+1008*c*g^2*p*q*x^2+371*c*g^2*p *r^2*x+2069*c*g^2*p*r*x^2+672*c*g^2*p*x^3+34*c*g^2*q^2*r*x+324*c*g^2*q^2*x^2+ 201*c*g^2*q*r^2*x+1531*c*g^2*q*r*x^2+672*c*g^2*q*x^3+215*c*g^2*r^3*x+1401*c*g^2 *r^2*x^2+662*c*g^2*r*x^3+156*c*g*p^3*r*x+660*c*g*p^3*x^2+266*c*g*p^2*q*r*x+1512 *c*g*p^2*q*x^2+551*c*g*p^2*r^2*x+2843*c*g*p^2*r*x^2+672*c*g*p^2*x^3+120*c*g*p*q ^2*r*x+1044*c*g*p*q^2*x^2+614*c*g*p*q*r^2*x+4326*c*g*p*q*r*x^2+1344*c*g*p*q*x^3 +634*c*g*p*r^3*x+3780*c*g*p*r^2*x^2+1196*c*g*p*r*x^3+10*c*g*q^3*r*x+192*c*g*q^3 *x^2+137*c*g*q^2*r^2*x+1483*c*g*q^2*r*x^2+672*c*g*q^2*x^3+348*c*g*q*r^3*x+2810* c*g*q*r^2*x^2+1196*c*g*q*r*x^3+239*c*g*r^4*x+1616*c*g*r^3*x^2+630*c*g*r^2*x^3+ 54*c*p^4*r*x+222*c*p^4*x^2+126*c*p^3*q*r*x+696*c*p^3*q*x^2+253*c*p^3*r^2*x+1235 *c*p^3*r*x^2+224*c*p^3*x^3+90*c*p^2*q^2*r*x+756*c*p^2*q^2*x^2+429*c*p^2*q*r^2*x +2883*c*p^2*q*r*x^2+672*c*p^2*q*x^3+435*c*p^2*r^3*x+2445*c*p^2*r^2*x^2+534*c*p^ 2*r*x^3+18*c*p*q^3*r*x+312*c*p*q^3*x^2+195*c*p*q^2*r^2*x+2061*c*p*q^2*r*x^2+672 *c*p*q^2*x^3+480*c*p*q*r^3*x+3746*c*p*q*r^2*x^2+1068*c*p*q*r*x^3+327*c*p*r^4*x+ 2098*c*p*r^3*x^2+472*c*p*r^2*x^3+30*c*q^4*x^2+19*c*q^3*r^2*x+413*c*q^3*r*x^2+ 224*c*q^3*x^3+105*c*q^2*r^3*x+1301*c*q^2*r^2*x^2+534*c*q^2*r*x^3+177*c*q*r^4*x+ 1596*c*q*r^3*x^2+472*c*q*r^2*x^3+91*c*r^5*x+666*c*r^4*x^2+102*c*r^3*x^3+4*g^4*p *r*x+18*g^4*p*x^2+2*g^4*q*r*x+12*g^4*q*x^2+5*g^4*r^2*x+37*g^4*r*x^2+28*g^4*x^3+ 18*g^3*p^2*r*x+78*g^3*p^2*x^2+20*g^3*p*q*r*x+114*g^3*p*q*x^2+43*g^3*p*r^2*x+255 *g^3*p*r*x^2+112*g^3*p*x^3+4*g^3*q^2*r*x+36*g^3*q^2*x^2+24*g^3*q*r^2*x+189*g^3* q*r*x^2+112*g^3*q*x^3+25*g^3*r^3*x+180*g^3*r^2*x^2+121*g^3*r*x^3+30*g^2*p^3*r*x +126*g^2*p^3*x^2+52*g^2*p^2*q*r*x+288*g^2*p^2*q*x^2+106*g^2*p^2*r^2*x+565*g^2*p ^2*r*x^2+168*g^2*p^2*x^3+24*g^2*p*q^2*r*x+198*g^2*p*q^2*x^2+121*g^2*p*q*r^2*x+ 861*g^2*p*q*r*x^2+336*g^2*p*q*x^3+122*g^2*p*r^3*x+768*g^2*p*r^2*x^2+331*g^2*p*r *x^3+2*g^2*q^3*r*x+36*g^2*q^3*x^2+28*g^2*q^2*r^2*x+296*g^2*q^2*r*x^2+168*g^2*q^ 2*x^3+69*g^2*q*r^3*x+569*g^2*q*r^2*x^2+331*g^2*q*r*x^3+46*g^2*r^4*x+333*g^2*r^3 *x^2+197*g^2*r^2*x^3+22*g*p^4*r*x+90*g*p^4*x^2+52*g*p^3*q*r*x+282*g*p^3*q*x^2+ 103*g*p^3*r^2*x+513*g*p^3*r*x^2+112*g*p^3*x^3+38*g*p^2*q^2*r*x+306*g*p^2*q^2*x^ 2+178*g*p^2*q*r^2*x+1199*g*p^2*q*r*x^2+336*g*p^2*q*x^3+177*g*p^2*r^3*x+1029*g*p ^2*r^2*x^2+299*g*p^2*r*x^3+8*g*p*q^3*r*x+126*g*p*q^3*x^2+84*g*p*q^2*r^2*x+859*g *p*q^2*r*x^2+336*g*p*q^2*x^3+200*g*p*q*r^3*x+1573*g*p*q*r^2*x^2+598*g*p*q*r*x^3 +133*g*p*r^4*x+892*g*p*r^3*x^2+315*g*p*r^2*x^3+12*g*q^4*x^2+9*g*q^3*r^2*x+173*g *q^3*r*x^2+112*g*q^3*x^3+46*g*q^2*r^3*x+544*g*q^2*r^2*x^2+299*g*q^2*r*x^3+74*g* q*r^4*x+669*g*q*r^3*x^2+315*g*q*r^2*x^3+37*g*r^5*x+286*g*r^4*x^2+118*g*r^3*x^3+ 6*p^5*r*x+24*p^5*x^2+18*p^4*q*r*x+96*p^4*q*x^2+35*p^4*r^2*x+166*p^4*r*x^2+28*p^ 4*x^3+18*p^3*q^2*r*x+144*p^3*q^2*x^2+81*p^3*q*r^2*x+527*p^3*q*r*x^2+112*p^3*q*x ^3+80*p^3*r^3*x+441*p^3*r^2*x^2+89*p^3*r*x^3+6*p^2*q^3*r*x+96*p^2*q^3*x^2+57*p^ 2*q^2*r^2*x+585*p^2*q^2*r*x^2+168*p^2*q^2*x^3+135*p^2*q*r^3*x+1037*p^2*q*r^2*x^ 2+267*p^2*q*r*x^3+90*p^2*r^4*x+574*p^2*r^3*x^2+118*p^2*r^2*x^3+24*p*q^4*x^2+11* p*q^3*r^2*x+253*p*q^3*r*x^2+112*p*q^3*x^3+60*p*q^2*r^3*x+751*p*q^2*r^2*x^2+267* p*q^2*r*x^3+99*p*q*r^4*x+897*p*q*r^3*x^2+236*p*q*r^2*x^3+50*p*r^5*x+369*p*r^4*x ^2+51*p*r^3*x^3+29*q^4*r*x^2+28*q^4*x^3+5*q^3*r^3*x+155*q^3*r^2*x^2+89*q^3*r*x^ 3+21*q^2*r^4*x+323*q^2*r^3*x^2+118*q^2*r^2*x^3+27*q*r^5*x+291*q*r^4*x^2+51*q*r^ 3*x^3+11*r^6*x+94*r^5*x^2-10*r^4*x^3-8*a^4*c*r-96*a^4*c*x-8*a^4*p*r-96*a^4*p*x-\ 4*a^4*q*r-48*a^4*q*x-8*a^4*r^2-148*a^4*r*x-264*a^4*x^2-32*a^3*b*c*r-384*a^3*b*c *x-36*a^3*b*p*r-336*a^3*b*p*x-12*a^3*b*q*r-160*a^3*b*q*x-36*a^3*b*r^2-568*a^3*b *r*x-960*a^3*b*x^2-40*a^3*c^2*r-512*a^3*c^2*x-20*a^3*c*g*r-256*a^3*c*g*x-68*a^3 *c*p*r-816*a^3*c*p*x-28*a^3*c*q*r-416*a^3*c*q*x-68*a^3*c*r^2-1088*a^3*c*r*x-\ 1392*a^3*c*x^2-20*a^3*g*p*r-240*a^3*g*p*x-8*a^3*g*q*r-112*a^3*g*q*x-20*a^3*g*r^ 2-380*a^3*g*r*x-720*a^3*g*x^2-24*a^3*p^2*r-288*a^3*p^2*x-24*a^3*p*q*r-336*a^3*p *q*x-48*a^3*p*r^2-718*a^3*p*r*x-708*a^3*p*x^2-4*a^3*q^2*r-80*a^3*q^2*x-24*a^3*q *r^2-436*a^3*q*r*x-624*a^3*q*x^2-24*a^3*r^3-416*a^3*r^2*x-610*a^3*r*x^2+152*a^3 *x^3-40*a^2*b^2*c*r-544*a^2*b^2*c*x-44*a^2*b^2*p*r-416*a^2*b^2*p*x-8*a^2*b^2*q* r-176*a^2*b^2*q*x-44*a^2*b^2*r^2-756*a^2*b^2*r*x-1296*a^2*b^2*x^2-112*a^2*b*c^2 *r-1504*a^2*b*c^2*x-56*a^2*b*c*g*r-752*a^2*b*c*g*x-204*a^2*b*c*p*r-2176*a^2*b*c *p*x-56*a^2*b*c*q*r-1040*a^2*b*c*q*x-204*a^2*b*c*r^2-3112*a^2*b*c*r*x-3840*a^2* b*c*x^2-60*a^2*b*g*p*r-616*a^2*b*g*p*x-14*a^2*b*g*q*r-264*a^2*b*g*q*x-60*a^2*b* g*r^2-1062*a^2*b*g*r*x-1968*a^2*b*g*x^2-72*a^2*b*p^2*r-720*a^2*b*p^2*x-56*a^2*b *p*q*r-784*a^2*b*p*q*x-144*a^2*b*p*r^2-1906*a^2*b*p*r*x-1968*a^2*b*p*x^2-4*a^2* b*q^2*r-160*a^2*b*q^2*x-56*a^2*b*q*r^2-1128*a^2*b*q*r*x-1716*a^2*b*q*x^2-72*a^2 *b*r^3-1146*a^2*b*r^2*x-1644*a^2*b*r*x^2+456*a^2*b*x^3-72*a^2*c^3*r-992*a^2*c^3 *x-72*a^2*c^2*g*r-992*a^2*c^2*g*x-176*a^2*c^2*p*r-2176*a^2*c^2*p*x-60*a^2*c^2*q *r-1072*a^2*c^2*q*x-176*a^2*c^2*r^2-2712*a^2*c^2*r*x-2688*a^2*c^2*x^2-18*a^2*c* g^2*r-248*a^2*c*g^2*x-124*a^2*c*g*p*r-1520*a^2*c*g*p*x-40*a^2*c*g*q*r-720*a^2*c *g*q*x-124*a^2*c*g*r^2-2062*a^2*c*g*r*x-2772*a^2*c*g*x^2-122*a^2*c*p^2*r-1464*a ^2*c*p^2*x-104*a^2*c*p*q*r-1632*a^2*c*p*q*x-244*a^2*c*p*r^2-3476*a^2*c*p*r*x-\ 2664*a^2*c*p*x^2-12*a^2*c*q^2*r-352*a^2*c*q^2*x-104*a^2*c*q*r^2-2028*a^2*c*q*r* x-2484*a^2*c*q*x^2-122*a^2*c*r^3-1912*a^2*c*r^2*x-1918*a^2*c*r*x^2+1192*a^2*c*x ^3-18*a^2*g^2*p*r-216*a^2*g^2*p*x-5*a^2*g^2*q*r-92*a^2*g^2*q*x-18*a^2*g^2*r^2-\ 353*a^2*g^2*r*x-714*a^2*g^2*x^2-44*a^2*g*p^2*r-528*a^2*g*p^2*x-38*a^2*g*p*q*r-\ 576*a^2*g*p*q*x-88*a^2*g*p*r^2-1343*a^2*g*p*r*x-1434*a^2*g*p*x^2-4*a^2*g*q^2*r-\ 120*a^2*g*q^2*x-38*a^2*g*q*r^2-774*a^2*g*q*r*x-1248*a^2*g*q*x^2-44*a^2*g*r^3-\ 784*a^2*g*r^2*x-1253*a^2*g*r*x^2+348*a^2*g*x^3-26*a^2*p^3*r-312*a^2*p^3*x-37*a^ 2*p^2*q*r-564*a^2*p^2*q*x-78*a^2*p^2*r^2-1080*a^2*p^2*r*x-660*a^2*p^2*x^2-12*a^ 2*p*q^2*r-284*a^2*p*q^2*x-74*a^2*p*q*r^2-1324*a^2*p*q*r*x-1230*a^2*p*q*x^2-78*a ^2*p*r^3-1179*a^2*p*r^2*x-913*a^2*p*r*x^2+596*a^2*p*x^3-32*a^2*q^3*x-12*a^2*q^2 *r^2-353*a^2*q^2*r*x-570*a^2*q^2*x^2-37*a^2*q*r^3-719*a^2*q*r^2*x-916*a^2*q*r*x ^2+596*a^2*q*x^3-26*a^2*r^4-411*a^2*r^3*x-311*a^2*r^2*x^2+758*a^2*r*x^3-16*a*b^ 3*c*r-320*a*b^3*c*x-16*a*b^3*p*r-208*a*b^3*p*x-64*a*b^3*q*x-16*a*b^3*r^2-400*a* b^3*r*x-768*a*b^3*x^2-88*a*b^2*c^2*r-1408*a*b^2*c^2*x-44*a*b^2*c*g*r-704*a*b^2* c*g*x-164*a*b^2*c*p*r-1856*a*b^2*c*p*x-24*a*b^2*c*q*r-784*a*b^2*c*q*x-164*a*b^2 *c*r^2-2812*a*b^2*c*r*x-3504*a*b^2*c*x^2-46*a*b^2*g*p*r-504*a*b^2*g*p*x-4*a*b^2 *g*q*r-184*a*b^2*g*q*x-46*a*b^2*g*r^2-930*a*b^2*g*r*x-1776*a*b^2*g*x^2-60*a*b^2 *p^2*r-576*a*b^2*p^2*x-32*a*b^2*p*q*r-560*a*b^2*p*q*x-120*a*b^2*p*r^2-1638*a*b^ 2*p*r*x-1812*a*b^2*p*x^2-80*a*b^2*q^2*x-32*a*b^2*q*r^2-928*a*b^2*q*r*x-1560*a*b ^2*q*x^2-60*a*b^2*r^3-1056*a*b^2*r^2*x-1458*a*b^2*r*x^2+456*a*b^2*x^3-128*a*b*c ^3*r-1920*a*b*c^3*x-128*a*b*c^2*g*r-1920*a*b*c^2*g*x-328*a*b*c^2*p*r-3872*a*b*c ^2*p*x-76*a*b*c^2*q*r-1776*a*b*c^2*q*x-328*a*b*c^2*r^2-5080*a*b*c^2*r*x-4896*a* b*c^2*x^2-32*a*b*c*g^2*r-480*a*b*c*g^2*x-230*a*b*c*g*p*r-2672*a*b*c*g*p*x-46*a* b*c*g*q*r-1168*a*b*c*g*q*x-230*a*b*c*g*r^2-3838*a*b*c*g*r*x-5064*a*b*c*g*x^2-\ 224*a*b*c*p^2*r-2440*a*b*c*p^2*x-152*a*b*c*p*q*r-2528*a*b*c*p*q*x-448*a*b*c*p*r ^2-6004*a*b*c*p*r*x-4884*a*b*c*p*x^2-8*a*b*c*q^2*r-456*a*b*c*q^2*x-152*a*b*c*q* r^2-3416*a*b*c*q*r*x-4524*a*b*c*q*x^2-224*a*b*c*r^3-3326*a*b*c*r^2*x-3082*a*b*c *r*x^2+2384*a*b*c*x^3-33*a*b*g^2*p*r-368*a*b*g^2*p*x-4*a*b*g^2*q*r-140*a*b*g^2* q*x-33*a*b*g^2*r^2-649*a*b*g^2*r*x-1308*a*b*g^2*x^2-82*a*b*g*p^2*r-868*a*b*g*p^ 2*x-54*a*b*g*p*q*r-872*a*b*g*p*q*x-164*a*b*g*p*r^2-2322*a*b*g*p*r*x-2622*a*b*g* p*x^2-2*a*b*g*q^2*r-148*a*b*g*q^2*x-54*a*b*g*q*r^2-1298*a*b*g*q*r*x-2250*a*b*g* q*x^2-82*a*b*g*r^3-1407*a*b*g*r^2*x-2175*a*b*g*r*x^2+696*a*b*g*x^3-45*a*b*p^3*r -492*a*b*p^3*x-55*a*b*p^2*q*r-824*a*b*p^2*q*x-135*a*b*p^2*r^2-1729*a*b*p^2*r*x-\ 1218*a*b*p^2*x^2-12*a*b*p*q^2*r-356*a*b*p*q^2*x-110*a*b*p*q*r^2-2026*a*b*p*q*r* x-2256*a*b*p*q*x^2-135*a*b*p*r^3-1833*a*b*p*r^2*x-1484*a*b*p*r*x^2+1192*a*b*p*x ^3-24*a*b*q^3*x-12*a*b*q^2*r^2-515*a*b*q^2*r*x-1038*a*b*q^2*x^2-55*a*b*q*r^3-\ 1119*a*b*q*r^2*x-1490*a*b*q*r*x^2+1192*a*b*q*x^3-45*a*b*r^4-596*a*b*r^3*x-259*a *b*r^2*x^2+1516*a*b*r*x^3-56*a*c^4*r-832*a*c^4*x-84*a*c^3*g*r-1248*a*c^3*g*x-\ 180*a*c^3*p*r-2320*a*c^3*p*x-52*a*c^3*q*r-1088*a*c^3*q*x-180*a*c^3*r^2-2772*a*c ^3*r*x-2184*a*c^3*x^2-42*a*c^2*g^2*r-624*a*c^2*g^2*x-208*a*c^2*g*p*r-2656*a*c^2 *g*p*x-56*a*c^2*g*q*r-1216*a*c^2*g*q*x-208*a*c^2*g*r^2-3340*a*c^2*g*r*x-3408*a* c^2*g*x^2-186*a*c^2*p^2*r-2272*a*c^2*p^2*x-136*a*c^2*p*q*r-2400*a*c^2*p*q*x-372 *a*c^2*p*r^2-5232*a*c^2*p*r*x-3168*a*c^2*p*x^2-12*a*c^2*q^2*r-464*a*c^2*q^2*x-\ 136*a*c^2*q*r^2-2884*a*c^2*q*r*x-3144*a*c^2*q*x^2-186*a*c^2*r^3-2778*a*c^2*r^2* x-1856*a*c^2*r*x^2+2240*a*c^2*x^3-7*a*c*g^3*r-104*a*c*g^3*x-73*a*c*g^2*p*r-916* a*c*g^2*p*x-17*a*c*g^2*q*r-400*a*c*g^2*q*x-73*a*c*g^2*r^2-1261*a*c*g^2*r*x-1770 *a*c*g^2*x^2-145*a*c*g*p^2*r-1760*a*c*g*p^2*x-106*a*c*g*p*q*r-1832*a*c*g*p*q*x-\ 290*a*c*g*p*r^2-4228*a*c*g*p*r*x-3432*a*c*g*p*x^2-8*a*c*g*q^2*r-344*a*c*g*q^2*x -106*a*c*g*q*r^2-2318*a*c*g*q*r*x-3156*a*c*g*q*x^2-145*a*c*g*r^3-2333*a*c*g*r^2 *x-2544*a*c*g*r*x^2+1632*a*c*g*x^3-79*a*c*p^3*r-948*a*c*p^3*x-97*a*c*p^2*q*r-\ 1624*a*c*p^2*q*x-237*a*c*p^2*r^2-3205*a*c*p^2*r*x-1530*a*c*p^2*x^2-24*a*c*p*q^2 *r-740*a*c*p*q^2*x-194*a*c*p*q*r^2-3714*a*c*p*q*r*x-3036*a*c*p*q*x^2-237*a*c*p* r^3-3399*a*c*p*r^2*x-1674*a*c*p*r*x^2+2240*a*c*p*x^3-64*a*c*q^3*x-24*a*c*q^2*r^ 2-895*a*c*q^2*r*x-1506*a*c*q^2*x^2-97*a*c*q*r^3-1963*a*c*q*r^2*x-2042*a*c*q*r*x ^2+2240*a*c*q*x^3-79*a*c*r^4-1142*a*c*r^3*x-377*a*c*r^2*x^2+2556*a*c*r*x^3-7*a* g^3*p*r-84*a*g^3*p*x-a*g^3*q*r-32*a*g^3*q*x-7*a*g^3*r^2-142*a*g^3*r*x-306*a*g^3 *x^2-26*a*g^2*p^2*r-312*a*g^2*p^2*x-19*a*g^2*p*q*r-316*a*g^2*p*q*x-52*a*g^2*p*r ^2-806*a*g^2*p*r*x-924*a*g^2*p*x^2-a*g^2*q^2*r-56*a*g^2*q^2*x-19*a*g^2*q*r^2-\ 438*a*g^2*q*r*x-792*a*g^2*q*x^2-26*a*g^2*r^3-472*a*g^2*r^2*x-808*a*g^2*r*x^2+ 256*a*g^2*x^3-31*a*g*p^3*r-372*a*g*p^3*x-39*a*g*p^2*q*r-632*a*g*p^2*q*x-93*a*g* p^2*r^2-1305*a*g*p^2*r*x-864*a*g*p^2*x^2-10*a*g*p*q^2*r-284*a*g*p*q^2*x-78*a*g* p*q*r^2-1503*a*g*p*q*r*x-1590*a*g*p*q*x^2-93*a*g*p*r^3-1434*a*g*p*r^2*x-1263*a* g*p*r*x^2+816*a*g*p*x^3-24*a*g*q^3*x-10*a*g*q^2*r^2-364*a*g*q^2*r*x-726*a*g*q^2 *x^2-39*a*g*q*r^3-819*a*g*q*r^2*x-1235*a*g*q*r*x^2+816*a*g*q*x^3-31*a*g*r^4-501 *a*g*r^3*x-511*a*g*r^2*x^2+974*a*g*r*x^3-12*a*p^4*r-144*a*p^4*x-21*a*p^3*q*r-\ 348*a*p^3*q*x-48*a*p^3*r^2-641*a*p^3*r*x-246*a*p^3*x^2-9*a*p^2*q^2*r-264*a*p^2* q^2*x-63*a*p^2*q*r^2-1162*a*p^2*q*r*x-732*a*p^2*q*x^2-72*a*p^2*r^3-1023*a*p^2*r ^2*x-373*a*p^2*r*x^2+560*a*p^2*x^3-60*a*p*q^3*x-18*a*p*q^2*r^2-594*a*p*q^2*r*x-\ 726*a*p*q^2*x^2-63*a*p*q*r^3-1223*a*p*q*r^2*x-930*a*p*q*r*x^2+1120*a*p*q*x^3-48 *a*p*r^4-699*a*p*r^3*x-111*a*p*r^2*x^2+1278*a*p*r*x^3-73*a*q^3*r*x-240*a*q^3*x^ 2-9*a*q^2*r^3-309*a*q^2*r^2*x-557*a*q^2*r*x^2+560*a*q^2*x^3-21*a*q*r^4-409*a*q* r^3*x-335*a*q*r^2*x^2+1278*a*q*r*x^3-12*a*r^5-173*a*r^4*x+18*a*r^3*x^2+804*a*r^ 2*x^3-64*b^4*c*x-32*b^4*p*x-64*b^4*r*x-168*b^4*x^2-16*b^3*c^2*r-416*b^3*c^2*x-8 *b^3*c*g*r-208*b^3*c*g*x-32*b^3*c*p*r-496*b^3*c*p*x-160*b^3*c*q*x-32*b^3*c*r^2-\ 788*b^3*c*r*x-1056*b^3*c*x^2-8*b^3*g*p*r-128*b^3*g*p*x-32*b^3*g*q*x-8*b^3*g*r^2 -248*b^3*g*r*x-528*b^3*g*x^2-12*b^3*p^2*r-144*b^3*p^2*x-112*b^3*p*q*x-24*b^3*p* r^2-450*b^3*p*r*x-552*b^3*p*x^2-236*b^3*q*r*x-468*b^3*q*x^2-12*b^3*r^3-326*b^3* r^2*x-424*b^3*r*x^2+152*b^3*x^3-48*b^2*c^3*r-896*b^2*c^3*x-48*b^2*c^2*g*r-896*b ^2*c^2*g*x-128*b^2*c^2*p*r-1664*b^2*c^2*p*x-16*b^2*c^2*q*r-672*b^2*c^2*q*x-128* b^2*c^2*r^2-2280*b^2*c^2*r*x-2208*b^2*c^2*x^2-12*b^2*c*g^2*r-224*b^2*c*g^2*x-88 *b^2*c*g*p*r-1136*b^2*c*g*p*x-8*b^2*c*g*q*r-432*b^2*c*g*q*x-88*b^2*c*g*r^2-1708 *b^2*c*g*r*x-2292*b^2*c*g*x^2-90*b^2*c*p^2*r-984*b^2*c*p^2*x-40*b^2*c*p*q*r-912 *b^2*c*p*q*x-180*b^2*c*p*r^2-2548*b^2*c*p*r*x-2220*b^2*c*p*x^2-112*b^2*c*q^2*x-\ 40*b^2*c*q*r^2-1408*b^2*c*q*r*x-2040*b^2*c*q*x^2-90*b^2*c*r^3-1478*b^2*c*r^2*x-\ 1164*b^2*c*r*x^2+1192*b^2*c*x^3-12*b^2*g^2*p*r-152*b^2*g^2*p*x-48*b^2*g^2*q*x-\ 12*b^2*g^2*r^2-284*b^2*g^2*r*x-594*b^2*g^2*x^2-32*b^2*g*p^2*r-344*b^2*g*p^2*x-\ 12*b^2*g*p*q*r-304*b^2*g*p*q*x-64*b^2*g*p*r^2-981*b^2*g*p*r*x-1188*b^2*g*p*x^2-\ 32*b^2*g*q^2*x-12*b^2*g*q*r^2-526*b^2*g*q*r*x-1002*b^2*g*q*x^2-32*b^2*g*r^3-643 *b^2*g*r^2*x-922*b^2*g*r*x^2+348*b^2*g*x^3-19*b^2*p^3*r-188*b^2*p^3*x-18*b^2*p^ 2*q*r-284*b^2*p^2*q*x-57*b^2*p^2*r^2-693*b^2*p^2*r*x-558*b^2*p^2*x^2-96*b^2*p*q ^2*x-36*b^2*p*q*r^2-790*b^2*p*q*r*x-1026*b^2*p*q*x^2-57*b^2*p*r^3-742*b^2*p*r^2 *x-571*b^2*p*r*x^2+596*b^2*p*x^3-206*b^2*q^2*r*x-468*b^2*q^2*x^2-18*b^2*q*r^3-\ 488*b^2*q*r^2*x-574*b^2*q*r*x^2+596*b^2*q*x^3-19*b^2*r^4-237*b^2*r^3*x+52*b^2*r ^2*x^2+758*b^2*r*x^3-48*b*c^4*r-800*b*c^4*x-72*b*c^3*g*r-1200*b*c^3*g*x-160*b*c ^3*p*r-2064*b*c^3*p*x-32*b*c^3*q*r-896*b*c^3*q*x-160*b*c^3*r^2-2556*b*c^3*r*x-\ 1944*b*c^3*x^2-36*b*c^2*g^2*r-600*b*c^2*g^2*x-184*b*c^2*g*p*r-2352*b*c^2*g*p*x-\ 32*b*c^2*g*q*r-992*b*c^2*g*q*x-184*b*c^2*g*r^2-3076*b*c^2*g*r*x-3072*b*c^2*g*x^ 2-162*b*c^2*p^2*r-1896*b*c^2*p^2*x-96*b*c^2*p*q*r-1856*b*c^2*p*q*x-324*b*c^2*p* r^2-4448*b*c^2*p*r*x-2856*b*c^2*p*x^2-4*b*c^2*q^2*r-296*b*c^2*q^2*x-96*b*c^2*q* r^2-2412*b*c^2*q*r*x-2832*b*c^2*q*x^2-162*b*c^2*r^3-2314*b*c^2*r^2*x-1188*b*c^2 *r*x^2+2240*b*c^2*x^3-6*b*c*g^3*r-100*b*c*g^3*x-64*b*c*g^2*p*r-804*b*c*g^2*p*x-\ 8*b*c*g^2*q*r-320*b*c*g^2*q*x-64*b*c*g^2*r^2-1159*b*c*g^2*r*x-1614*b*c*g^2*x^2-\ 127*b*c*g*p^2*r-1460*b*c*g*p^2*x-72*b*c*g*p*q*r-1400*b*c*g*p*q*x-254*b*c*g*p*r^ 2-3608*b*c*g*p*r*x-3108*b*c*g*p*x^2-2*b*c*g*q^2*r-212*b*c*g*q^2*x-72*b*c*g*q*r^ 2-1934*b*c*g*q*r*x-2832*b*c*g*q*x^2-127*b*c*g*r^3-2005*b*c*g*r^2*x-1972*b*c*g*r *x^2+1632*b*c*g*x^3-65*b*c*p^3*r-748*b*c*p^3*x-71*b*c*p^2*q*r-1184*b*c*p^2*q*x-\ 195*b*c*p^2*r^2-2521*b*c*p^2*r*x-1398*b*c*p^2*x^2-12*b*c*p*q^2*r-460*b*c*p*q^2* x-142*b*c*p*q*r^2-2806*b*c*p*q*r*x-2772*b*c*p*q*x^2-195*b*c*p*r^3-2519*b*c*p*r^ 2*x-1112*b*c*p*r*x^2+2240*b*c*p*x^3-24*b*c*q^3*x-12*b*c*q^2*r^2-671*b*c*q^2*r*x -1374*b*c*q^2*x^2-71*b*c*q*r^3-1463*b*c*q*r^2*x-1480*b*c*q*r*x^2+2240*b*c*q*x^3 -65*b*c*r^4-746*b*c*r^3*x+161*b*c*r^2*x^2+2556*b*c*r*x^3-6*b*g^3*p*r-72*b*g^3*p *x-24*b*g^3*q*x-6*b*g^3*r^2-130*b*g^3*r*x-282*b*g^3*x^2-23*b*g^2*p^2*r-256*b*g^ 2*p^2*x-12*b*g^2*p*q*r-236*b*g^2*p*q*x-46*b*g^2*p*r^2-692*b*g^2*p*r*x-840*b*g^2 *p*x^2-32*b*g^2*q^2*x-12*b*g^2*q*r^2-364*b*g^2*q*r*x-708*b*g^2*q*x^2-23*b*g^2*r ^3-424*b*g^2*r^2*x-689*b*g^2*r*x^2+256*b*g^2*x^3-26*b*g*p^3*r-292*b*g*p^3*x-28* b*g*p^2*q*r-456*b*g*p^2*q*x-78*b*g*p^2*r^2-1035*b*g*p^2*r*x-786*b*g*p^2*x^2-4*b *g*p*q^2*r-172*b*g*p*q^2*x-56*b*g*p*q*r^2-1145*b*g*p*q*r*x-1434*b*g*p*q*x^2-78* b*g*p*r^3-1096*b*g*p*r^2*x-986*b*g*p*r*x^2+816*b*g*p*x^3-8*b*g*q^3*x-4*b*g*q^2* r^2-276*b*g*q^2*r*x-648*b*g*q^2*x^2-28*b*g*q*r^3-643*b*g*q*r^2*x-958*b*g*q*r*x^ 2+816*b*g*q*x^3-26*b*g*r^4-353*b*g*r^3*x-208*b*g*r^2*x^2+974*b*g*r*x^3-9*b*p^4* r-108*b*p^4*x-15*b*p^3*q*r-240*b*p^3*q*x-36*b*p^3*r^2-468*b*p^3*r*x-228*b*p^3*x ^2-6*b*p^2*q^2*r-156*b*p^2*q^2*x-45*b*p^2*q*r^2-795*b*p^2*q*r*x-678*b*p^2*q*x^2 -54*b*p^2*r^3-683*b*p^2*r^2*x-259*b*p^2*r*x^2+560*b*p^2*x^3-24*b*p*q^3*x-12*b*p *q^2*r^2-379*b*p*q^2*r*x-672*b*p*q^2*x^2-45*b*p*q*r^3-765*b*p*q*r^2*x-702*b*p*q *r*x^2+1120*b*p*q*x^3-36*b*p*r^4-394*b*p*r^3*x+68*b*p*r^2*x^2+1278*b*p*r*x^3-52 *b*q^3*r*x-222*b*q^3*x^2-6*b*q^2*r^3-191*b*q^2*r^2*x-443*b*q^2*r*x^2+560*b*q^2* x^3-15*b*q*r^4-210*b*q*r^3*x-156*b*q*r^2*x^2+1278*b*q*r*x^3-9*b*r^5-71*b*r^4*x+ 69*b*r^3*x^2+804*b*r^2*x^3-16*c^5*r-256*c^5*x-32*c^4*g*r-512*c^4*g*x-64*c^4*p*r -864*c^4*p*x-16*c^4*q*r-384*c^4*q*x-64*c^4*r^2-1000*c^4*r*x-624*c^4*x^2-24*c^3* g^2*r-384*c^3*g^2*x-104*c^3*g*p*r-1392*c^3*g*p*x-24*c^3*g*q*r-608*c^3*g*q*x-104 *c^3*g*r^2-1668*c^3*g*r*x-1320*c^3*g*x^2-88*c^3*p^2*r-1104*c^3*p^2*x-56*c^3*p*q *r-1104*c^3*p*q*x-176*c^3*p*r^2-2484*c^3*p*r*x-1176*c^3*p*x^2-4*c^3*q^2*r-192*c ^3*q^2*x-56*c^3*q*r^2-1292*c^3*q*r*x-1272*c^3*q*x^2-88*c^3*r^3-1280*c^3*r^2*x-\ 504*c^3*r*x^2+1248*c^3*x^3-8*c^2*g^3*r-128*c^2*g^3*x-60*c^2*g^2*p*r-792*c^2*g^2 *p*x-12*c^2*g^2*q*r-336*c^2*g^2*q*x-60*c^2*g^2*r^2-1002*c^2*g^2*r*x-1044*c^2*g^ 2*x^2-108*c^2*g*p^2*r-1344*c^2*g*p^2*x-68*c^2*g*p*q*r-1328*c^2*g*p*q*x-216*c^2* g*p*r^2-3112*c^2*g*p*r*x-1944*c^2*g*p*x^2-4*c^2*g*q^2*r-224*c^2*g*q^2*x-68*c^2* g*q*r^2-1612*c^2*g*q*r*x-1920*c^2*g*q*x^2-108*c^2*g*r^3-1648*c^2*g*r^2*x-1172*c ^2*g*r*x^2+1488*c^2*g*x^3-56*c^2*p^3*r-680*c^2*p^3*x-60*c^2*p^2*q*r-1104*c^2*p^ 2*q*x-168*c^2*p^2*r^2-2258*c^2*p^2*r*x-828*c^2*p^2*x^2-12*c^2*p*q^2*r-456*c^2*p *q^2*x-120*c^2*p*q*r^2-2464*c^2*p*q*r*x-1800*c^2*p*q*x^2-168*c^2*p*r^3-2340*c^2 *p*r^2*x-624*c^2*p*r*x^2+1872*c^2*p*x^3-32*c^2*q^3*x-12*c^2*q^2*r^2-542*c^2*q^2 *r*x-972*c^2*q^2*x^2-60*c^2*q*r^3-1256*c^2*q*r^2*x-1100*c^2*q*r*x^2+1872*c^2*q* x^3-56*c^2*r^4-762*c^2*r^3*x-70*c^2*r^2*x^2+1984*c^2*r*x^3-c*g^4*r-16*c*g^4*x-\ 14*c*g^3*p*r-180*c*g^3*p*x-2*c*g^3*q*r-72*c*g^3*q*x-14*c*g^3*r^2-251*c*g^3*r*x-\ 366*c*g^3*x^2-42*c*g^2*p^2*r-516*c*g^2*p^2*x-26*c*g^2*p*q*r-500*c*g^2*p*q*x-84* c*g^2*p*r^2-1249*c*g^2*p*r*x-1062*c*g^2*p*x^2-c*g^2*q^2*r-80*c*g^2*q^2*x-26*c*g ^2*q*r^2-643*c*g^2*q*r*x-966*c*g^2*q*x^2-42*c*g^2*r^3-688*c*g^2*r^2*x-794*c*g^2 *r*x^2+552*c*g^2*x^3-46*c*g*p^3*r-556*c*g*p^3*x-50*c*g*p^2*q*r-896*c*g*p^2*q*x-\ 138*c*g*p^2*r^2-1893*c*g*p^2*r*x-954*c*g*p^2*x^2-10*c*g*p*q^2*r-364*c*g*p*q^2*x -100*c*g*p*q*r^2-2058*c*g*p*q*r*x-1884*c*g*p*q*x^2-138*c*g*p*r^3-2008*c*g*p*r^2 *x-1120*c*g*p*r*x^2+1488*c*g*p*x^3-24*c*g*q^3*x-10*c*g*q^2*r^2-455*c*g*q^2*r*x-\ 930*c*g*q^2*x^2-50*c*g*q*r^3-1076*c*g*q*r^2*x-1320*c*g*q*r*x^2+1488*c*g*q*x^3-\ 46*c*g*r^4-671*c*g*r^3*x-395*c*g*r^2*x^2+1608*c*g*r*x^3-17*c*p^4*r-204*c*p^4*x-\ 26*c*p^3*q*r-468*c*p^3*q*x-68*c*p^3*r^2-895*c*p^3*r*x-258*c*p^3*x^2-9*c*p^2*q^2 *r-324*c*p^2*q^2*x-78*c*p^2*q*r^2-1527*c*p^2*q*r*x-846*c*p^2*q*x^2-102*c*p^2*r^ 3-1404*c*p^2*r^2*x-246*c*p^2*r*x^2+936*c*p^2*x^3-60*c*p*q^3*x-18*c*p*q^2*r^2-\ 705*c*p*q^2*r*x-918*c*p*q^2*x^2-78*c*p*q*r^3-1562*c*p*q*r^2*x-968*c*p*q*r*x^2+ 1872*c*p*q*x^3-68*c*p*r^4-939*c*p*r^3*x+35*c*p*r^2*x^2+1984*c*p*r*x^3-73*c*q^3* r*x-330*c*q^3*x^2-9*c*q^2*r^3-338*c*q^2*r^2*x-722*c*q^2*r*x^2+936*c*q^2*x^3-26* c*q*r^4-503*c*q*r^3*x-473*c*q*r^2*x^2+1984*c*q*r*x^3-17*c*r^5-226*c*r^4*x+37*c* r^3*x^2+1280*c*r^2*x^3-g^4*p*r-12*g^4*p*x-4*g^4*q*x-g^4*r^2-21*g^4*r*x-48*g^4*x ^2-5*g^3*p^2*r-60*g^3*p^2*x-3*g^3*p*q*r-56*g^3*p*q*x-10*g^3*p*r^2-157*g^3*p*r*x -192*g^3*p*x^2-8*g^3*q^2*x-3*g^3*q*r^2-80*g^3*q*r*x-162*g^3*q*x^2-5*g^3*r^3-92* g^3*r^2*x-167*g^3*r*x^2+60*g^3*x^3-9*g^2*p^3*r-108*g^2*p^3*x-10*g^2*p^2*q*r-172 *g^2*p^2*q*x-27*g^2*p^2*r^2-382*g^2*p^2*r*x-270*g^2*p^2*x^2-2*g^2*p*q^2*r-68*g^ 2*p*q^2*x-20*g^2*p*q*r^2-413*g^2*p*q*r*x-492*g^2*p*q*x^2-27*g^2*p*r^3-419*g^2*p *r^2*x-404*g^2*p*r*x^2+276*g^2*p*x^3-4*g^2*q^3*x-2*g^2*q^2*r^2-92*g^2*q^2*r*x-\ 222*g^2*q^2*x^2-10*g^2*q*r^3-224*g^2*q*r^2*x-385*g^2*q*r*x^2+276*g^2*q*x^3-9*g^ 2*r^4-145*g^2*r^3*x-180*g^2*r^2*x^2+308*g^2*r*x^3-7*g*p^4*r-84*g*p^4*x-11*g*p^3 *q*r-192*g*p^3*q*x-28*g*p^3*r^2-377*g*p^3*r*x-156*g*p^3*x^2-4*g*p^2*q^2*r-132*g *p^2*q^2*x-33*g*p^2*q*r^2-642*g*p^2*q*r*x-462*g*p^2*q*x^2-42*g*p^2*r^3-604*g*p^ 2*r^2*x-267*g*p^2*r*x^2+372*g*p^2*x^3-24*g*p*q^3*x-8*g*p*q^2*r^2-298*g*p*q^2*r* x-456*g*p*q^2*x^2-33*g*p*q*r^3-667*g*p*q*r^2*x-634*g*p*q*r*x^2+744*g*p*q*x^3-28 *g*p*r^4-413*g*p*r^3*x-185*g*p*r^2*x^2+804*g*p*r*x^3-33*g*q^3*r*x-150*g*q^3*x^2 -4*g*q^2*r^3-148*g*q^2*r^2*x-367*g*q^2*r*x^2+372*g*q^2*x^3-11*g*q*r^4-217*g*q*r ^3*x-313*g*q*r^2*x^2+804*g*q*r*x^3-7*g*r^5-102*g*r^4*x-80*g*r^3*x^2+490*g*r^2*x ^3-2*p^5*r-24*p^5*x-4*p^4*q*r-72*p^4*q*x-10*p^4*r^2-131*p^4*r*x-30*p^4*x^2-2*p^ 3*q^2*r-72*p^3*q^2*x-16*p^3*q*r^2-309*p^3*q*r*x-132*p^3*q*x^2-20*p^3*r^3-277*p^ 3*r^2*x-30*p^3*r*x^2+156*p^3*x^3-24*p^2*q^3*x-6*p^2*q^2*r^2-225*p^2*q^2*r*x-216 *p^2*q^2*x^2-24*p^2*q*r^3-479*p^2*q*r^2*x-209*p^2*q*r*x^2+468*p^2*q*x^3-20*p^2* r^4-285*p^2*r^3*x+35*p^2*r^2*x^2+496*p^2*r*x^3-47*p*q^3*r*x-156*p*q^3*x^2-6*p*q ^2*r^3-217*p*q^2*r^2*x-328*p*q^2*r*x^2+468*p*q^2*x^3-16*p*q*r^4-319*p*q*r^3*x-\ 184*p*q*r^2*x^2+992*p*q*r*x^3-10*p*r^5-143*p*r^4*x+56*p*r^3*x^2+640*p*r^2*x^3-\ 42*q^4*x^2-15*q^3*r^2*x-149*q^3*r*x^2+156*q^3*x^3-2*q^2*r^4-64*q^2*r^3*x-219*q^ 2*r^2*x^2+496*q^2*r*x^3-4*q*r^5-77*q*r^4*x-103*q*r^3*x^2+640*q*r^2*x^3-2*r^6-28 *r^5*x+21*r^4*x^2+340*r^3*x^3+16*a^4*c+32*a^4*p+8*a^4*q+36*a^4*r+192*a^4*x+64*a ^3*b*c+104*a^3*b*p+24*a^3*b*q+132*a^3*b*r+632*a^3*b*x+80*a^3*c^2+40*a^3*c*g+216 *a^3*c*p+56*a^3*c*q+216*a^3*c*r+864*a^3*c*x+72*a^3*g*p+16*a^3*g*q+84*a^3*g*r+ 472*a^3*g*x+96*a^3*p^2+72*a^3*p*q+176*a^3*p*r+384*a^3*p*x+8*a^3*q^2+70*a^3*q*r+ 324*a^3*q*x+80*a^3*r^2+262*a^3*r*x-492*a^3*x^2+80*a^2*b^2*c+104*a^2*b^2*p+16*a^ 2*b^2*q+144*a^2*b^2*r+736*a^2*b^2*x+224*a^2*b*c^2+112*a^2*b*c*g+520*a^2*b*c*p+ 112*a^2*b*c*q+576*a^2*b*c*r+2120*a^2*b*c*x+160*a^2*b*g*p+28*a^2*b*g*q+210*a^2*b *g*r+1140*a^2*b*g*x+216*a^2*b*p^2+136*a^2*b*p*q+406*a^2*b*p*r+1000*a^2*b*p*x+8* a^2*b*q^2+158*a^2*b*q*r+804*a^2*b*q*x+190*a^2*b*r^2+596*a^2*b*r*x-1188*a^2*b*x^ 2+144*a^2*c^3+144*a^2*c^2*g+496*a^2*c^2*p+120*a^2*c^2*q+468*a^2*c^2*r+1432*a^2* c^2*x+36*a^2*c*g^2+360*a^2*c*g*p+80*a^2*c*g*q+372*a^2*c*g*r+1548*a^2*c*g*x+420* a^2*c*p^2+288*a^2*c*p*q+728*a^2*c*p*r+1144*a^2*c*p*x+24*a^2*c*q^2+280*a^2*c*q*r +1168*a^2*c*q*x+308*a^2*c*r^2+532*a^2*c*r*x-2700*a^2*c*x^2+56*a^2*g^2*p+10*a^2* g^2*q+69*a^2*g^2*r+416*a^2*g^2*x+160*a^2*g*p^2+104*a^2*g*p*q+296*a^2*g*p*r+748* a^2*g*p*x+8*a^2*g*q^2+111*a^2*g*q*r+594*a^2*g*q*x+136*a^2*g*r^2+511*a^2*g*r*x-\ 906*a^2*g*x^2+104*a^2*p^3+126*a^2*p^2*q+265*a^2*p^2*r+192*a^2*p^2*x+32*a^2*p*q^ 2+217*a^2*p*q*r+492*a^2*p*q*x+218*a^2*p*r^2+63*a^2*p*r*x-1554*a^2*p*x^2+34*a^2* q^2*r+232*a^2*q^2*x+91*a^2*q*r^2+259*a^2*q*r*x-1146*a^2*q*x^2+57*a^2*r^3-73*a^2 *r^2*x-1580*a^2*r*x^2-328*a^2*x^3+32*a*b^3*c+32*a*b^3*p+48*a*b^3*r+344*a*b^3*x+ 176*a*b^2*c^2+88*a*b^2*c*g+360*a*b^2*c*p+48*a*b^2*c*q+436*a*b^2*c*r+1688*a*b^2* c*x+100*a*b^2*g*p+8*a*b^2*g*q+144*a*b^2*g*r+876*a*b^2*g*x+144*a*b^2*p^2+64*a*b^ 2*p*q+294*a*b^2*p*r+860*a*b^2*p*x+92*a*b^2*q*r+648*a*b^2*q*x+150*a*b^2*r^2+518* a*b^2*r*x-900*a*b^2*x^2+256*a*b*c^3+256*a*b*c^2*g+784*a*b*c^2*p+152*a*b*c^2*q+ 812*a*b*c^2*r+2288*a*b*c^2*x+64*a*b*c*g^2+548*a*b*c*g*p+92*a*b*c*g*q+622*a*b*c* g*r+2480*a*b*c*g*x+616*a*b*c*p^2+352*a*b*c*p*q+1080*a*b*c*p*r+1896*a*b*c*p*x+16 *a*b*c*q^2+406*a*b*c*q*r+1920*a*b*c*q*x+464*a*b*c*r^2+426*a*b*c*r*x-4728*a*b*c* x^2+78*a*b*g^2*p+8*a*b*g^2*q+108*a*b*g^2*r+668*a*b*g^2*x+228*a*b*g*p^2+120*a*b* g*p*q+435*a*b*g*p*r+1242*a*b*g*p*x+4*a*b*g*q^2+156*a*b*g*q*r+950*a*b*g*q*x+207* a*b*g*r^2+725*a*b*g*r*x-1524*a*b*g*x^2+142*a*b*p^3+146*a*b*p^2*q+342*a*b*p^2*r+ 352*a*b*p^2*x+24*a*b*p*q^2+267*a*b*p*q*r+852*a*b*p*q*x+258*a*b*p*r^2-101*a*b*p* r*x-2700*a*b*p*x^2+34*a*b*q^2*r+364*a*b*q^2*x+121*a*b*q*r^2+281*a*b*q*r*x-1884* a*b*q*x^2+58*a*b*r^3-423*a*b*r^2*x-2746*a*b*r*x^2-656*a*b*x^3+112*a*c^4+168*a*c ^3*g+472*a*c^3*p+104*a*c^3*q+432*a*c^3*r+1000*a*c^3*x+84*a*c^2*g^2+544*a*c^2*g* p+112*a*c^2*g*q+528*a*c^2*g*r+1632*a*c^2*g*x+580*a*c^2*p^2+360*a*c^2*p*q+968*a* c^2*p*r+1004*a*c^2*p*x+24*a*c^2*q^2+350*a*c^2*q*r+1356*a*c^2*q*x+388*a*c^2*r^2+ 90*a*c^2*r*x-4344*a*c^2*x^2+14*a*c*g^3+190*a*c*g^2*p+34*a*c*g^2*q+204*a*c*g^2*r +882*a*c*g^2*x+458*a*c*g*p^2+272*a*c*g*p*q+796*a*c*g*p*r+1410*a*c*g*p*x+16*a*c* g*q^2+287*a*c*g*q*r+1366*a*c*g*q*x+338*a*c*g*r^2+637*a*c*g*r*x-3312*a*c*g*x^2+ 282*a*c*p^3+310*a*c*p^2*q+690*a*c*p^2*r+204*a*c*p^2*x+64*a*c*p*q^2+525*a*c*p*q* r+1052*a*c*p*q*x+534*a*c*p*r^2-507*a*c*p*r*x-4812*a*c*p*x^2+68*a*c*q^2*r+564*a* c*q^2*x+215*a*c*q*r^2+401*a*c*q*r*x-3660*a*c*q*x^2+126*a*c*r^3-505*a*c*r^2*x-\ 4440*a*c*r*x^2-272*a*c*x^3+18*a*g^3*p+2*a*g^3*q+24*a*g^3*r+158*a*g^3*x+84*a*g^2 *p^2+46*a*g^2*p*q+156*a*g^2*p*r+454*a*g^2*p*x+2*a*g^2*q^2+56*a*g^2*q*r+344*a*g^ 2*q*x+72*a*g^2*r^2+296*a*g^2*r*x-570*a*g^2*x^2+114*a*g*p^3+122*a*g*p^2*q+289*a* g*p^2*r+272*a*g*p^2*x+24*a*g*p*q^2+214*a*g*p*q*r+626*a*g*p*q*x+236*a*g*p*r^2+ 162*a*g*p*r*x-1902*a*g*p*x^2+29*a*g*q^2*r+264*a*g*q^2*x+92*a*g*q*r^2+332*a*g*q* r*x-1362*a*g*q*x^2+61*a*g*r^3-30*a*g*r^2*x-1804*a*g*r*x^2-344*a*g*x^3+48*a*p^4+ 78*a*p^3*q+157*a*p^3*r-24*a*p^3*x+30*a*p^2*q^2+190*a*p^2*q*r+162*a*p^2*q*x+183* a*p^2*r^2-306*a*p^2*r*x-1320*a*p^2*x^2+51*a*p*q^2*r+254*a*p*q^2*x+146*a*p*q*r^2 +27*a*p*q*r*x-2064*a*p*q*x^2+87*a*p*r^3-438*a*p*r^2*x-2488*a*p*r*x^2-136*a*p*x^ 3+68*a*q^3*x+21*a*q^2*r^2+141*a*q^2*r*x-744*a*q^2*x^2+34*a*q*r^3-53*a*q*r^2*x-\ 1866*a*q*r*x^2-136*a*q*x^3+13*a*r^4-156*a*r^3*x-1282*a*r^2*x^2-164*a*r*x^3+48*b ^4*x+32*b^3*c^2+16*b^3*c*g+64*b^3*c*p+88*b^3*c*r+432*b^3*c*x+16*b^3*g*p+24*b^3* g*r+208*b^3*g*x+24*b^3*p^2+60*b^3*p*r+244*b^3*p*x+168*b^3*q*x+36*b^3*r^2+184*b^ 3*r*x-204*b^3*x^2+96*b^2*c^3+96*b^2*c^2*g+272*b^2*c^2*p+32*b^2*c^2*q+312*b^2*c^ 2*r+904*b^2*c^2*x+24*b^2*c*g^2+184*b^2*c*g*p+16*b^2*c*g*q+228*b^2*c*g*r+972*b^2 *c*g*x+204*b^2*c*p^2+80*b^2*c*p*q+390*b^2*c*p*r+800*b^2*c*p*x+112*b^2*c*q*r+800 *b^2*c*q*x+186*b^2*c*r^2+98*b^2*c*r*x-2028*b^2*c*x^2+24*b^2*g^2*p+36*b^2*g^2*r+ 260*b^2*g^2*x+72*b^2*g*p^2+24*b^2*g*p*q+152*b^2*g*p*r+502*b^2*g*p*x+36*b^2*g*q* r+364*b^2*g*q*x+80*b^2*g*r^2+288*b^2*g*r*x-618*b^2*g*x^2+46*b^2*p^3+36*b^2*p^2* q+117*b^2*p^2*r+172*b^2*p^2*x+90*b^2*p*q*r+384*b^2*p*q*x+96*b^2*p*r^2-84*b^2*p* r*x-1146*b^2*p*x^2+144*b^2*q^2*x+54*b^2*q*r^2+102*b^2*q*r*x-738*b^2*q*x^2+25*b^ 2*r^3-310*b^2*r^2*x-1166*b^2*r*x^2-328*b^2*x^3+96*b*c^4+144*b*c^3*g+368*b*c^3*p +64*b*c^3*q+368*b*c^3*r+760*b*c^3*x+72*b*c^2*g^2+416*b*c^2*g*p+64*b*c^2*g*q+440 *b*c^2*g*r+1272*b*c^2*g*x+420*b*c^2*p^2+216*b*c^2*p*q+706*b*c^2*p*r+780*b*c^2*p *x+8*b*c^2*q^2+248*b*c^2*q*r+1116*b*c^2*q*x+286*b*c^2*r^2-366*b*c^2*r*x-3864*b* c^2*x^2+12*b*c*g^3+140*b*c*g^2*p+16*b*c*g^2*q+164*b*c*g^2*r+702*b*c*g^2*x+326*b *c*g*p^2+156*b*c*g*p*q+579*b*c*g*p*r+1122*b*c*g*p*x+4*b*c*g*q^2+196*b*c*g*q*r+ 1094*b*c*g*q*x+253*b*c*g*r^2+225*b*c*g*r*x-2928*b*c*g*x^2+190*b*c*p^3+178*b*c*p ^2*q+436*b*c*p^2*r+192*b*c*p^2*x+24*b*c*p*q^2+329*b*c*p*q*r+916*b*c*p*q*x+302*b *c*p*r^2-823*b*c*p*r*x-4236*b*c*p*x^2+34*b*c*q^2*r+440*b*c*q^2*x+151*b*c*q*r^2+ 29*b*c*q*r*x-3084*b*c*q*x^2+56*b*c*r^3-913*b*c*r^2*x-3748*b*c*r*x^2-272*b*c*x^3 +12*b*g^3*p+18*b*g^3*r+128*b*g^3*x+58*b*g^2*p^2+24*b*g^2*p*q+113*b*g^2*p*r+366* b*g^2*p*x+36*b*g^2*q*r+268*b*g^2*q*x+55*b*g^2*r^2+204*b*g^2*r*x-498*b*g^2*x^2+ 76*b*g*p^3+68*b*g*p^2*q+184*b*g*p^2*r+232*b*g*p^2*x+8*b*g*p*q^2+136*b*g*p*q*r+ 518*b*g*p*q*x+140*b*g*p*r^2-34*b*g*p*r*x-1650*b*g*p*x^2+12*b*g*q^2*r+196*b*g*q^ 2*x+68*b*g*q*r^2+164*b*g*q*r*x-1110*b*g*q*x^2+32*b*g*r^3-270*b*g*r^2*x-1578*b*g *r*x^2-344*b*g*x^3+30*b*p^4+42*b*p^3*q+87*b*p^3*r-4*b*p^3*x+12*b*p^2*q^2+99*b*p ^2*q*r+170*b*p^2*q*x+81*b*p^2*r^2-315*b*p^2*r*x-1152*b*p^2*x^2+30*b*p*q^2*r+210 *b*p*q^2*x+72*b*p*q*r^2-113*b*p*q*r*x-1728*b*p*q*x^2+21*b*p*r^3-512*b*p*r^2*x-\ 2046*b*p*r*x^2-136*b*p*x^3+36*b*q^3*x+18*b*q^2*r^2+10*b*q^2*r*x-576*b*q^2*x^2+ 15*b*q*r^3-261*b*q*r^2*x-1424*b*q*r*x^2-136*b*q*x^3-3*b*r^4-201*b*r^3*x-820*b*r ^2*x^2-164*b*r*x^3+32*c^5+64*c^4*g+160*c^4*p+32*c^4*q+144*c^4*r+240*c^4*x+48*c^ 3*g^2+256*c^3*g*p+48*c^3*g*q+240*c^3*g*r+536*c^3*g*x+256*c^3*p^2+144*c^3*p*q+ 416*c^3*p*r+224*c^3*p*x+8*c^3*q^2+140*c^3*q*r+512*c^3*q*x+160*c^3*r^2-204*c^3*r *x-2160*c^3*x^2+16*c^2*g^3+144*c^2*g^2*p+24*c^2*g^2*q+144*c^2*g^2*r+444*c^2*g^2 *x+312*c^2*g*p^2+168*c^2*g*p*q+520*c^2*g*p*r+576*c^2*g*p*x+8*c^2*g*q^2+176*c^2* g*q*r+768*c^2*g*q*x+208*c^2*g*r^2+8*c^2*g*r*x-2640*c^2*g*x^2+184*c^2*p^3+184*c^ 2*p^2*q+436*c^2*p^2*r-52*c^2*p^2*x+32*c^2*p*q^2+308*c^2*p*q*r+544*c^2*p*q*x+320 *c^2*p*r^2-724*c^2*p*r*x-3528*c^2*p*x^2+34*c^2*q^2*r+332*c^2*q^2*x+124*c^2*q*r^ 2+76*c^2*q*r*x-2712*c^2*q*x^2+68*c^2*r^3-488*c^2*r^2*x-2952*c^2*r*x^2+128*c^2*x ^3+2*c*g^4+32*c*g^3*p+4*c*g^3*q+36*c*g^3*r+162*c*g^3*x+120*c*g^2*p^2+60*c*g^2*p *q+208*c*g^2*p*r+408*c*g^2*p*x+2*c*g^2*q^2+71*c*g^2*q*r+384*c*g^2*q*x+88*c*g^2* r^2+161*c*g^2*r*x-1020*c*g^2*x^2+152*c*g*p^3+148*c*g*p^2*q+368*c*g*p^2*r+146*c* g*p^2*x+24*c*g*p*q^2+256*c*g*p*q*r+648*c*g*p*q*x+280*c*g*p*r^2-256*c*g*p*r*x-\ 2928*c*g*p*x^2+29*c*g*q^2*r+310*c*g*q^2*x+108*c*g*q*r^2+224*c*g*q*r*x-2160*c*g* q*x^2+64*c*g*r^3-262*c*g*r^2*x-2512*c*g*r*x^2-128*c*g*x^3+62*c*p^4+92*c*p^3*q+ 196*c*p^3*r-100*c*p^3*x+30*c*p^2*q^2+219*c*p^2*q*r+132*c*p^2*q*x+216*c*p^2*r^2-\ 601*c*p^2*r*x-1908*c*p^2*x^2+51*c*p*q^2*r+300*c*p*q^2*x+162*c*p*q*r^2-132*c*p*q *r*x-3000*c*p*q*x^2+92*c*p*r^3-710*c*p*r^2*x-3288*c*p*r*x^2+128*c*p*x^3+68*c*q^ 3*x+21*c*q^2*r^2+109*c*q^2*r*x-1092*c*q^2*x^2+35*c*q*r^3-112*c*q*r^2*x-2428*c*q *r*x^2+128*c*q*x^3+10*c*r^4-209*c*r^3*x-1626*c*r^2*x^2+8*c*r*x^3+2*g^4*p+3*g^4* r+22*g^4*x+14*g^3*p^2+6*g^3*p*q+26*g^3*p*r+88*g^3*p*x+9*g^3*q*r+64*g^3*q*x+12*g ^3*r^2+53*g^3*r*x-120*g^3*x^2+30*g^2*p^3+28*g^2*p^2*q+75*g^2*p^2*r+86*g^2*p^2*x +4*g^2*p*q^2+51*g^2*p*q*r+188*g^2*p*q*x+60*g^2*p*r^2+53*g^2*p*r*x-582*g^2*p*x^2 +6*g^2*q^2*r+72*g^2*q^2*x+23*g^2*q*r^2+93*g^2*q*r*x-402*g^2*q*x^2+15*g^2*r^3-9* g^2*r^2*x-518*g^2*r*x^2-96*g^2*x^3+26*g*p^4+38*g*p^3*q+84*g*p^3*r-4*g*p^3*x+12* g*p^2*q^2+92*g*p^2*q*r+118*g*p^2*q*x+96*g*p^2*r^2-145*g*p^2*r*x-804*g*p^2*x^2+ 22*g*p*q^2*r+152*g*p*q^2*x+70*g*p*q*r^2+47*g*p*q*r*x-1224*g*p*q*x^2+44*g*p*r^3-\ 196*g*p*r^2*x-1408*g*p*r*x^2-64*g*p*x^3+30*g*q^3*x+10*g*q^2*r^2+62*g*q^2*r*x-\ 420*g*q^2*x^2+16*g*q*r^3-21*g*q*r^2*x-1002*g*q*r*x^2-64*g*q*x^3+6*g*r^4-55*g*r^ 3*x-634*g*r^2*x^2-84*g*r*x^3+8*p^5+16*p^4*q+32*p^4*r-24*p^4*x+8*p^3*q^2+50*p^3* q*r-6*p^3*q*x+48*p^3*r^2-145*p^3*r*x-342*p^3*x^2+18*p^2*q^2*r+60*p^2*q^2*x+54*p ^2*q*r^2-100*p^2*q*r*x-822*p^2*q*x^2+32*p^2*r^3-245*p^2*r^2*x-906*p^2*r*x^2+32* p^2*x^3+42*p*q^3*x+12*p*q^2*r^2+55*p*q^2*r*x-618*p*q^2*x^2+22*p*q*r^3-92*p*q*r^ 2*x-1382*p*q*r*x^2+64*p*q*x^3+8*p*r^4-151*p*r^3*x-954*p*r^2*x^2+4*p*r*x^3+10*q^ 3*r*x-138*q^3*x^2+2*q^2*r^3+27*q^2*r^2*x-476*q^2*r*x^2+32*q^2*x^3+2*q*r^4+2*q*r ^3*x-668*q*r^2*x^2+4*q*r*x^3-27*r^4*x-426*r^3*x^2-144*r^2*x^3-40*a^4-120*a^3*b-\ 160*a^3*c-88*a^3*g-20*a^3*p-44*a^3*q-6*a^3*r+456*a^3*x-112*a^2*b^2-336*a^2*b*c-\ 180*a^2*b*g-64*a^2*b*p-92*a^2*b*q+6*a^2*b*r+912*a^2*b*x-232*a^2*c^2-248*a^2*c*g +16*a^2*c*p-144*a^2*c*q+64*a^2*c*r+1876*a^2*c*x-66*a^2*g^2-54*a^2*g*p-70*a^2*g* q-19*a^2*g*r+704*a^2*g*x+92*a^2*p^2-14*a^2*p*q+171*a^2*p*r+1140*a^2*p*x-20*a^2* q^2+10*a^2*q*r+630*a^2*q*x+79*a^2*r^2+958*a^2*r*x+372*a^2*x^2-32*a*b^3-216*a*b^ 2*c-104*a*b^2*g-76*a*b^2*p-56*a*b^2*q-24*a*b^2*r+504*a*b^2*x-312*a*b*c^2-324*a* b*c*g+8*a*b*c*p-204*a*b*c*q+194*a*b*c*r+2768*a*b*c*x-84*a*b*g^2-96*a*b*g*p-96*a *b*g*q-8*a*b*g*r+956*a*b*g*x+114*a*b*p^2-46*a*b*p*q+269*a*b*p*r+1726*a*b*p*x-20 *a*b*q^2+20*a*b*q*r+830*a*b*q*x+155*a*b*r^2+1414*a*b*r*x+792*a*b*x^2-144*a*c^3-\ 224*a*c^2*g+124*a*c^2*p-156*a*c^2*q+186*a*c^2*r+2540*a*c^2*x-116*a*c*g^2-14*a*c *g*p-150*a*c*g*q+73*a*c*g*r+1994*a*c*g*x+294*a*c*p^2-10*a*c*p*q+527*a*c*p*r+ 2922*a*c*p*x-40*a*c*q^2+60*a*c*q*r+1706*a*c*q*x+233*a*c*r^2+2182*a*c*r*x-72*a*c *x^2-20*a*g^3-38*a*g^2*p-36*a*g^2*q-10*a*g^2*r+362*a*g^2*x+80*a*g*p^2-34*a*g*p* q+153*a*g*p*r+1262*a*g*p*x-18*a*g*q^2+9*a*g*q*r+642*a*g*q*x+73*a*g*r^2+958*a*g* r*x+384*a*g*x^2+98*a*p^3+54*a*p^2*q+251*a*p^2*r+816*a*p^2*x-14*a*p*q^2+101*a*p* q*r+1038*a*p*q*x+208*a*p*r^2+1290*a*p*r*x-204*a*p*x^2+238*a*q^2*x+47*a*q*r^2+ 706*a*q*r*x+84*a*q*x^2+55*a*r^3+538*a*r^2*x+16*a*r*x^2-368*a*x^3-48*b^3*c-16*b^ 3*g-24*b^3*p-24*b^3*r+48*b^3*x-112*b^2*c^2-104*b^2*c*g-28*b^2*c*p-64*b^2*c*q+48 *b^2*c*r+964*b^2*c*x-24*b^2*g^2-40*b^2*g*p-24*b^2*g*q-16*b^2*g*r+296*b^2*g*x+18 *b^2*p^2-36*b^2*p*q+76*b^2*p*r+602*b^2*p*x-36*b^2*q*r+216*b^2*q*x+58*b^2*r^2+ 556*b^2*r*x+420*b^2*x^2-96*b*c^3-144*b*c^2*g+88*b*c^2*p-112*b*c^2*q+212*b*c^2*r +1940*b*c^2*x-72*b*c*g^2-16*b*c*g*p-104*b*c*g*q+98*b*c*g*r+1490*b*c*g*x+190*b*c *p^2-42*b*c*p*q+427*b*c*p*r+2222*b*c*p*x-20*b*c*q^2+32*b*c*q*r+1166*b*c*q*x+237 *b*c*r^2+1550*b*c*r*x+24*b*c*x^2-12*b*g^3-30*b*g^2*p-24*b*g^2*q-4*b*g^2*r+260*b *g^2*x+46*b*g*p^2-36*b*g*p*q+128*b*g*p*r+928*b*g*p*x-8*b*g*q^2-8*b*g*q*r+404*b* g*q*x+82*b*g*r^2+738*b*g*r*x+360*b*g*x^2+60*b*p^3+18*b*p^2*q+168*b*p^2*r+626*b* p^2*x-12*b*p*q^2+78*b*p*q*r+718*b*p*q*x+156*b*p*r^2+820*b*p*r*x-84*b*p*x^2-12*b *q^2*r+108*b*q^2*x+60*b*q*r^2+424*b*q*r*x+204*b*q*x^2+48*b*r^3+130*b*r^2*x-32*b *r*x^2-368*b*x^3-32*c^4-64*c^3*g+88*c^3*p-56*c^3*q+116*c^3*r+1112*c^3*x-48*c^2* g^2+56*c^2*g*p-80*c^2*g*q+112*c^2*g*r+1360*c^2*g*x+216*c^2*p^2+4*c^2*p*q+384*c^ 2*p*r+1848*c^2*p*x-20*c^2*q^2+50*c^2*q*r+1104*c^2*q*x+168*c^2*r^2+1204*c^2*r*x-\ 528*c^2*x^2-16*c*g^3-10*c*g^2*p-38*c*g^2*q+25*c*g^2*r+526*c*g^2*x+140*c*g*p^2-\ 26*c*g*p*q+260*c*g*p*r+1612*c*g*p*x-18*c*g*q^2+27*c*g*q*r+868*c*g*q*x+120*c*g*r ^2+1078*c*g*r*x-72*c*g*x^2+134*c*p^3+68*c*p^2*q+335*c*p^2*r+1006*c*p^2*x-14*c*p *q^2+137*c*p*q*r+1304*c*p*q*x+268*c*p*r^2+1382*c*p*r*x-744*c*p*x^2+274*c*q^2*x+ 69*c*q*r^2+726*c*q*r*x-216*c*q*x^2+67*c*r^3+468*c*r^2*x-272*c*r*x^2-416*c*x^3-2 *g^4-8*g^3*p-6*g^3*q-g^3*r+62*g^3*x+16*g^2*p^2-14*g^2*p*q+34*g^2*p*r+344*g^2*p* x-4*g^2*q^2+g^2*q*r+158*g^2*q*x+18*g^2*r^2+238*g^2*r*x+96*g^2*x^2+48*g*p^3+18*g *p^2*q+121*g*p^2*r+462*g*p^2*x-8*g*p*q^2+45*g*p*q*r+550*g*p*q*x+98*g*p*r^2+650* g*p*r*x-120*g*p*x^2-2*g*q^2*r+100*g*q^2*x+27*g*q*r^2+322*g*q*r*x+72*g*q*x^2+25* g*r^3+200*g*r^2*x-12*g*r*x^2-208*g*x^3+26*p^4+26*p^3*q+86*p^3*r+180*p^3*x+64*p^ 2*q*r+372*p^2*q*x+102*p^2*r^2+392*p^2*r*x-240*p^2*x^2+8*p*q^2*r+192*p*q^2*x+50* p*q*r^2+456*p*q*r*x-216*p*q*x^2+50*p*r^3+324*p*r^2*x-208*p*r*x^2-208*p*x^3+8*q^ 2*r^2+52*q^2*r*x+24*q^2*x^2+12*q*r^3+92*q*r^2*x+8*q*r*x^2-208*q*x^3+8*r^4+112*r ^3*x+212*r^2*x^2-128*r*x^3-116*a^3-196*a^2*b-384*a^2*c-154*a^2*g-182*a^2*p-88*a ^2*q-144*a^2*r+24*a^2*x-72*a*b^2-452*a*b*c-156*a*b*g-242*a*b*p-84*a*b*q-166*a*b *r-152*a*b*x-436*a*c^2-338*a*c*g-374*a*c*p-204*a*c*q-252*a*c*r+468*a*c*x-60*a*g ^2-188*a*g*p-74*a*g*q-124*a*g*r-28*a*g*x-56*a*p^2-106*a*p*q-92*a*p*r+456*a*p*x-\ 12*a*q^2-52*a*q*r+48*a*q*x-36*a*r^2+188*a*r*x+600*a*x^2-120*b^2*c-32*b^2*g-64*b ^2*p-64*b^2*r-120*b^2*x-272*b*c^2-192*b*c*g-238*b*c*p-100*b*c*q-138*b*c*r+260*b *c*x-28*b*g^2-114*b*g*p-32*b*g*q-80*b*g*r-52*b*g*x-42*b*p^2-60*b*p*q-30*b*p*r+ 236*b*p*x-60*b*q*r-60*b*q*x+12*b*r^2+212*b*r*x+456*b*x^2-168*c^3-192*c^2*g-192* c^2*p-116*c^2*q-104*c^2*r+480*c^2*x-66*c*g^2-188*c*g*p-86*c*g*q-100*c*g*r+208*c *g*x-42*c*p^2-114*c*p*q-44*c*p*r+712*c*p*x-12*c*q^2-56*c*q*r+136*c*q*x-2*c*r^2+ 312*c*r*x+528*c*x^2-6*g^3-46*g^2*p-14*g^2*q-24*g^2*r-16*g^2*x-34*g*p^2-52*g*p*q -42*g*p*r+216*g*p*x-4*g*q^2-28*g*q*r-8*g*q*x-8*g*r^2+96*g*r*x+288*g*x^2+6*p^3-\ 22*p^2*q+14*p^2*r+240*p^2*x-8*p*q^2-12*p*q*r+156*p*q*x+10*p*r^2+220*p*r*x+264*p *x^2-8*q^2*r-36*q^2*x+10*q*r^2+28*q*r*x+264*q*x^2+2*r^3-68*r^2*x+120*r*x^2-68*a ^2-32*a*b-172*a*c-36*a*g-116*a*p-20*a*q-64*a*r-240*a*x-80*b*c-8*b*g-48*b*p-48*b *r-120*b*x-112*c^2-56*c*g-128*c*p-28*c*q-68*c*r-136*c*x-48*g*p-4*g*q-24*g*r-104 *g*x-32*p^2-20*p*q-32*p*r-48*p*x-20*q*r-72*q*x+8*a-8*c+8*g-8*p-8*r)*dx+24*p^5*x -48*q^4*x^2-72*a^4*x+72*a^4*q*x+816*a^3*c^2*x-48*a^3*c*x^2+288*a^3*p^2*x-24*a^3 *p*x^2+168*a^3*q^2*x-24*a^3*q*x^2+312*a^2*p^3*x+144*a*p^4*x+1488*b*c^4*x-192*b* p^3*x^2-192*b*q^3*x^2+90*g*p^4*x+12*g*q^4*x+144*a^3*c*x+156*a^3*p*x+72*a^3*q*x+ 246*g^2*p^2*x-(x-1)^2*x^2*(6*a^3*x^2+18*a^2*b*x^2+30*a^2*c*x^2+13*a^2*g*x^2+15* a^2*p*x^2+15*a^2*q*x^2+22*a^2*r*x^2+18*a*b^2*x^2+60*a*b*c*x^2+26*a*b*g*x^2+30*a *b*p*x^2+30*a*b*q*x^2+44*a*b*r*x^2+48*a*c^2*x^2+42*a*c*g*x^2+48*a*c*p*x^2+48*a* c*q*x^2+72*a*c*r*x^2+9*a*g^2*x^2+21*a*g*p*x^2+21*a*g*q*x^2+32*a*g*r*x^2+12*a*p^ 2*x^2+24*a*p*q*x^2+36*a*p*r*x^2+12*a*q^2*x^2+36*a*q*r*x^2+27*a*r^2*x^2+6*b^3*x^ 2+30*b^2*c*x^2+13*b^2*g*x^2+15*b^2*p*x^2+15*b^2*q*x^2+22*b^2*r*x^2+48*b*c^2*x^2 +42*b*c*g*x^2+48*b*c*p*x^2+48*b*c*q*x^2+72*b*c*r*x^2+9*b*g^2*x^2+21*b*g*p*x^2+ 21*b*g*q*x^2+32*b*g*r*x^2+12*b*p^2*x^2+24*b*p*q*x^2+36*b*p*r*x^2+12*b*q^2*x^2+ 36*b*q*r*x^2+27*b*r^2*x^2+24*c^3*x^2+32*c^2*g*x^2+36*c^2*p*x^2+36*c^2*q*x^2+56* c^2*r*x^2+14*c*g^2*x^2+32*c*g*p*x^2+32*c*g*q*x^2+50*c*g*r*x^2+18*c*p^2*x^2+36*c *p*q*x^2+56*c*p*r*x^2+18*c*q^2*x^2+56*c*q*r*x^2+44*c*r^2*x^2+2*g^3*x^2+7*g^2*p* x^2+7*g^2*q*x^2+11*g^2*r*x^2+8*g*p^2*x^2+16*g*p*q*x^2+25*g*p*r*x^2+8*g*q^2*x^2+ 25*g*q*r*x^2+20*g*r^2*x^2+3*p^3*x^2+9*p^2*q*x^2+14*p^2*r*x^2+9*p*q^2*x^2+28*p*q *r*x^2+22*p*r^2*x^2+3*q^3*x^2+14*q^2*r*x^2+22*q*r^2*x^2+11*r^3*x^2-12*a^3*x-36* a^2*b*x-54*a^2*c*x-24*a^2*g*x-30*a^2*p*x-21*a^2*q*x-37*a^2*r*x-16*a^2*x^2-36*a* b^2*x-108*a*b*c*x-46*a*b*g*x-57*a*b*p*x-39*a*b*q*x-74*a*b*r*x-32*a*b*x^2-78*a*c ^2*x-69*a*c*g*x-87*a*c*p*x-57*a*c*q*x-108*a*c*r*x-42*a*c*x^2-15*a*g^2*x-39*a*g* p*x-25*a*g*q*x-49*a*g*r*x-27*a*g*x^2-24*a*p^2*x-33*a*p*q*x-60*a*p*r*x-21*a*p*x^ 2-9*a*q^2*x-39*a*q*r*x-21*a*q*x^2-36*a*r^2*x-21*a*r*x^2-12*b^3*x-54*b^2*c*x-22* b^2*g*x-27*b^2*p*x-18*b^2*q*x-37*b^2*r*x-16*b^2*x^2-78*b*c^2*x-67*b*c*g*x-81*b* c*p*x-51*b*c*q*x-102*b*c*r*x-42*b*c*x^2-14*b*g^2*x-36*b*g*p*x-22*b*g*q*x-46*b*g *r*x-27*b*g*x^2-21*b*p^2*x-27*b*p*q*x-51*b*p*r*x-21*b*p*x^2-6*b*q^2*x-30*b*q*r* x-21*b*q*x^2-30*b*r^2*x-21*b*r*x^2-36*c^3*x-48*c^2*g*x-60*c^2*p*x-36*c^2*q*x-74 *c^2*r*x-20*c^2*x^2-21*c*g^2*x-54*c*g*p*x-32*c*g*q*x-67*c*g*r*x-28*c*g*x^2-33*c *p^2*x-42*c*p*q*x-83*c*p*r*x-20*c*p*x^2-9*c*q^2*x-47*c*q*r*x-20*c*q*x^2-50*c*r^ 2*x-28*c*r*x^2-3*g^3*x-12*g^2*p*x-7*g^2*q*x-15*g^2*r*x-9*g^2*x^2-15*g*p^2*x-19* g*p*q*x-38*g*p*r*x-14*g*p*x^2-4*g*q^2*x-21*g*q*r*x-14*g*q*x^2-23*g*r^2*x-20*g*r *x^2-6*p^3*x-12*p^2*q*x-23*p^2*r*x-5*p^2*x^2-6*p*q^2*x-28*p*q*r*x-10*p*q*x^2-28 *p*r^2*x-14*p*r*x^2-5*q^2*r*x-5*q^2*x^2-16*q*r^2*x-14*q*r*x^2-11*r^3*x-3*r^2*x^ 2+6*a^3+18*a^2*b+24*a^2*c+11*a^2*g+15*a^2*p+6*a^2*q+15*a^2*r+10*a^2*x+12*a*b^2+ 42*a*b*c+18*a*b*g+27*a*b*p+6*a*b*q+27*a*b*r+56*a*b*x+30*a*c^2+27*a*c*g+39*a*c*p +12*a*c*q+39*a*c*r+36*a*c*x+6*a*g^2+18*a*g*p+5*a*g*q+18*a*g*r+27*a*g*x+12*a*p^2 +9*a*p*q+24*a*p*r+9*a*p*x+9*a*q*r+21*a*q*x+12*a*r^2+3*a*r*x-90*a*x^2+12*b^2*c+4 *b^2*g+12*b^2*p+12*b^2*r+46*b^2*x+24*b*c^2+20*b*c*g+33*b*c*p+6*b*c*q+33*b*c*r+ 72*b*c*x+4*b*g^2+15*b*g*p+2*b*g*q+15*b*g*r+47*b*g*x+9*b*p^2+6*b*p*q+18*b*p*r+15 *b*p*x+6*b*q*r+27*b*q*x+9*b*r^2+9*b*r*x-90*b*x^2+12*c^3+16*c^2*g+24*c^2*p+6*c^2 *q+24*c^2*r+20*c^2*x+7*c*g^2+22*c*g*p+5*c*g*q+22*c*g*r+32*c*g*x+15*c*p^2+9*c*p* q+30*c*p*r+8*c*p*x+9*c*q*r+20*c*q*x+15*c*r^2+10*c*r*x-112*c*x^2+g^3+5*g^2*p+g^2 *q+5*g^2*r+11*g^2*x+7*g*p^2+4*g*p*q+14*g*p*r+10*g*p*x+4*g*q*r+14*g*q*x+7*g*r^2+ 12*g*r*x-60*g*x^2+3*p^3+3*p^2*q+9*p^2*r-p^2*x+6*p*q*r+4*p*q*x+9*p*r^2-4*p*r*x-\ 56*p*x^2+5*q^2*x+3*q*r^2+14*q*r*x-56*q*x^2+3*r^3-3*r^2*x-84*r*x^2+6*a^2-12*a*b+ 6*a*c+12*a*p-6*a*q+12*a*r+114*a*x-24*b^2-24*b*c-16*b*g+6*b*p-12*b*q+6*b*r+150*b *x-4*c*g+12*c*p-6*c*q+12*c*r+148*c*x-2*g^2+4*g*p-4*g*q+4*g*r+80*g*x+6*p^2+12*p* r+68*p*x+56*q*x+6*r^2+84*r*x-68*x^2-24*a-48*b-36*c-20*g-12*p-12*q-12*r+92*x-24) *dx^4+(x-1)*x*(4*a^4*x^3+16*a^3*b*x^3+36*a^3*c*x^3+12*a^3*g*x^3+18*a^3*p*x^3+18 *a^3*q*x^3+32*a^3*r*x^3+24*a^2*b^2*x^3+108*a^2*b*c*x^3+36*a^2*b*g*x^3+54*a^2*b* p*x^3+54*a^2*b*q*x^3+96*a^2*b*r*x^3+104*a^2*c^2*x^3+78*a^2*c*g*x^3+104*a^2*c*p* x^3+104*a^2*c*q*x^3+180*a^2*c*r*x^3+13*a^2*g^2*x^3+39*a^2*g*p*x^3+39*a^2*g*q*x^ 3+70*a^2*g*r*x^3+26*a^2*p^2*x^3+52*a^2*p*q*x^3+90*a^2*p*r*x^3+26*a^2*q^2*x^3+90 *a^2*q*r*x^3+73*a^2*r^2*x^3+16*a*b^3*x^3+108*a*b^2*c*x^3+36*a*b^2*g*x^3+54*a*b^ 2*p*x^3+54*a*b^2*q*x^3+96*a*b^2*r*x^3+208*a*b*c^2*x^3+156*a*b*c*g*x^3+208*a*b*c *p*x^3+208*a*b*c*q*x^3+360*a*b*c*r*x^3+26*a*b*g^2*x^3+78*a*b*g*p*x^3+78*a*b*g*q *x^3+140*a*b*g*r*x^3+52*a*b*p^2*x^3+104*a*b*p*q*x^3+180*a*b*p*r*x^3+52*a*b*q^2* x^3+180*a*b*q*r*x^3+146*a*b*r^2*x^3+120*a*c^3*x^3+144*a*c^2*g*x^3+180*a*c^2*p*x ^3+180*a*c^2*q*x^3+312*a*c^2*r*x^3+54*a*c*g^2*x^3+144*a*c*g*p*x^3+144*a*c*g*q*x ^3+254*a*c*g*r*x^3+90*a*c*p^2*x^3+180*a*c*p*q*x^3+312*a*c*p*r*x^3+90*a*c*q^2*x^ 3+312*a*c*q*r*x^3+258*a*c*r^2*x^3+6*a*g^3*x^3+27*a*g^2*p*x^3+27*a*g^2*q*x^3+49* a*g^2*r*x^3+36*a*g*p^2*x^3+72*a*g*p*q*x^3+127*a*g*p*r*x^3+36*a*g*q^2*x^3+127*a* g*q*r*x^3+106*a*g*r^2*x^3+15*a*p^3*x^3+45*a*p^2*q*x^3+78*a*p^2*r*x^3+45*a*p*q^2 *x^3+156*a*p*q*r*x^3+129*a*p*r^2*x^3+15*a*q^3*x^3+78*a*q^2*r*x^3+129*a*q*r^2*x^ 3+69*a*r^3*x^3+4*b^4*x^3+36*b^3*c*x^3+12*b^3*g*x^3+18*b^3*p*x^3+18*b^3*q*x^3+32 *b^3*r*x^3+104*b^2*c^2*x^3+78*b^2*c*g*x^3+104*b^2*c*p*x^3+104*b^2*c*q*x^3+180*b ^2*c*r*x^3+13*b^2*g^2*x^3+39*b^2*g*p*x^3+39*b^2*g*q*x^3+70*b^2*g*r*x^3+26*b^2*p ^2*x^3+52*b^2*p*q*x^3+90*b^2*p*r*x^3+26*b^2*q^2*x^3+90*b^2*q*r*x^3+73*b^2*r^2*x ^3+120*b*c^3*x^3+144*b*c^2*g*x^3+180*b*c^2*p*x^3+180*b*c^2*q*x^3+312*b*c^2*r*x^ 3+54*b*c*g^2*x^3+144*b*c*g*p*x^3+144*b*c*g*q*x^3+254*b*c*g*r*x^3+90*b*c*p^2*x^3 +180*b*c*p*q*x^3+312*b*c*p*r*x^3+90*b*c*q^2*x^3+312*b*c*q*r*x^3+258*b*c*r^2*x^3 +6*b*g^3*x^3+27*b*g^2*p*x^3+27*b*g^2*q*x^3+49*b*g^2*r*x^3+36*b*g*p^2*x^3+72*b*g *p*q*x^3+127*b*g*p*r*x^3+36*b*g*q^2*x^3+127*b*g*q*r*x^3+106*b*g*r^2*x^3+15*b*p^ 3*x^3+45*b*p^2*q*x^3+78*b*p^2*r*x^3+45*b*p*q^2*x^3+156*b*p*q*r*x^3+129*b*p*r^2* x^3+15*b*q^3*x^3+78*b*q^2*r*x^3+129*b*q*r^2*x^3+69*b*r^3*x^3+48*c^4*x^3+80*c^3* g*x^3+96*c^3*p*x^3+96*c^3*q*x^3+168*c^3*r*x^3+48*c^2*g^2*x^3+120*c^2*g*p*x^3+ 120*c^2*g*q*x^3+212*c^2*g*r*x^3+72*c^2*p^2*x^3+144*c^2*p*q*x^3+252*c^2*p*r*x^3+ 72*c^2*q^2*x^3+252*c^2*q*r*x^3+216*c^2*r^2*x^3+12*c*g^3*x^3+48*c*g^2*p*x^3+48*c *g^2*q*x^3+86*c*g^2*r*x^3+60*c*g*p^2*x^3+120*c*g*p*q*x^3+212*c*g*p*r*x^3+60*c*g *q^2*x^3+212*c*g*q*r*x^3+182*c*g*r^2*x^3+24*c*p^3*x^3+72*c*p^2*q*x^3+126*c*p^2* r*x^3+72*c*p*q^2*x^3+252*c*p*q*r*x^3+216*c*p*r^2*x^3+24*c*q^3*x^3+126*c*q^2*r*x ^3+216*c*q*r^2*x^3+120*c*r^3*x^3+g^4*x^3+6*g^3*p*x^3+6*g^3*q*x^3+11*g^3*r*x^3+ 12*g^2*p^2*x^3+24*g^2*p*q*x^3+43*g^2*p*r*x^3+12*g^2*q^2*x^3+43*g^2*q*r*x^3+37*g ^2*r^2*x^3+10*g*p^3*x^3+30*g*p^2*q*x^3+53*g*p^2*r*x^3+30*g*p*q^2*x^3+106*g*p*q* r*x^3+91*g*p*r^2*x^3+10*g*q^3*x^3+53*g*q^2*r*x^3+91*g*q*r^2*x^3+51*g*r^3*x^3+3* p^4*x^3+12*p^3*q*x^3+21*p^3*r*x^3+18*p^2*q^2*x^3+63*p^2*q*r*x^3+54*p^2*r^2*x^3+ 12*p*q^3*x^3+63*p*q^2*r*x^3+108*p*q*r^2*x^3+60*p*r^3*x^3+3*q^4*x^3+21*q^3*r*x^3 +54*q^2*r^2*x^3+60*q*r^3*x^3+24*r^4*x^3-12*a^4*x^2-44*a^3*b*x^2-92*a^3*c*x^2-32 *a^3*g*x^2-54*a^3*p*x^2-40*a^3*q*x^2-82*a^3*r*x^2-70*a^3*x^3-60*a^2*b^2*x^2-264 *a^2*b*c*x^2-88*a^2*b*g*x^2-150*a^2*b*p*x^2-108*a^2*b*q*x^2-242*a^2*b*r*x^2-210 *a^2*b*x^3-240*a^2*c^2*x^2-182*a^2*c*g*x^2-276*a^2*c*p*x^2-200*a^2*c*q*x^2-414* a^2*c*r*x^2-314*a^2*c*x^3-31*a^2*g^2*x^2-107*a^2*g*p*x^2-76*a^2*g*q*x^2-165*a^2 *g*r*x^2-151*a^2*g*x^3-78*a^2*p^2*x^2-118*a^2*p*q*x^2-232*a^2*p*r*x^2-157*a^2*p *x^3-40*a^2*q^2*x^2-173*a^2*q*r*x^2-157*a^2*q*x^3-163*a^2*r^2*x^2-197*a^2*r*x^3 -36*a*b^3*x^2-252*a*b^2*c*x^2-80*a*b^2*g*x^2-138*a*b^2*p*x^2-96*a*b^2*q*x^2-238 *a*b^2*r*x^2-210*a*b^2*x^3-464*a*b*c^2*x^2-346*a*b*c*g*x^2-512*a*b*c*p*x^2-360* a*b*c*q*x^2-808*a*b*c*r*x^2-628*a*b*c*x^3-57*a*b*g^2*x^2-196*a*b*g*p*x^2-134*a* b*g*q*x^2-318*a*b*g*r*x^2-302*a*b*g*x^3-140*a*b*p^2*x^2-204*a*b*p*q*x^2-431*a*b *p*r*x^2-314*a*b*p*x^3-64*a*b*q^2*x^2-313*a*b*q*r*x^2-314*a*b*q*x^3-309*a*b*r^2 *x^2-394*a*b*r*x^3-256*a*c^3*x^2-308*a*c^2*g*x^2-436*a*c^2*p*x^2-304*a*c^2*q*x^ 2-654*a*c^2*r*x^2-464*a*c^2*x^3-116*a*c*g^2*x^2-354*a*c*g*p*x^2-244*a*c*g*q*x^2 -539*a*c*g*r*x^2-440*a*c*g*x^3-244*a*c*p^2*x^2-356*a*c*p*q*x^2-729*a*c*p*r*x^2-\ 464*a*c*p*x^3-112*a*c*q^2*x^2-519*a*c*q*r*x^2-464*a*c*q*x^3-515*a*c*r^2*x^2-600 *a*c*r*x^3-13*a*g^3*x^2-68*a*g^2*p*x^2-46*a*g^2*q*x^2-106*a*g^2*r*x^2-104*a*g^2 *x^3-100*a*g*p^2*x^2-145*a*g*p*q*x^2-303*a*g*p*r*x^2-220*a*g*p*x^3-45*a*g*q^2*x ^2-214*a*g*q*r*x^2-220*a*g*q*x^3-216*a*g*r^2*x^2-293*a*g*r*x^3-45*a*p^3*x^2-102 *a*p^2*q*x^2-201*a*p^2*r*x^2-116*a*p^2*x^3-69*a*p*q^2*x^2-297*a*p*q*r*x^2-232*a *p*q*x^3-285*a*p*r^2*x^2-300*a*p*r*x^3-12*a*q^3*x^2-96*a*q^2*r*x^2-116*a*q^2*x^ 3-204*a*q*r^2*x^2-300*a*q*r*x^3-129*a*r^3*x^2-199*a*r^2*x^3-8*b^4*x^2-80*b^3*c* x^2-24*b^3*g*x^2-42*b^3*p*x^2-28*b^3*q*x^2-78*b^3*r*x^2-70*b^3*x^3-224*b^2*c^2* x^2-164*b^2*c*g*x^2-236*b^2*c*p*x^2-160*b^2*c*q*x^2-394*b^2*c*r*x^2-314*b^2*c*x ^3-26*b^2*g^2*x^2-89*b^2*g*p*x^2-58*b^2*g*q*x^2-153*b^2*g*r*x^2-151*b^2*g*x^3-\ 62*b^2*p^2*x^2-86*b^2*p*q*x^2-199*b^2*p*r*x^2-157*b^2*p*x^3-24*b^2*q^2*x^2-140* b^2*q*r*x^2-157*b^2*q*x^3-146*b^2*r^2*x^2-197*b^2*r*x^3-248*b*c^3*x^2-296*b*c^2 *g*x^2-404*b*c^2*p*x^2-272*b*c^2*q*x^2-630*b*c^2*r*x^2-464*b*c^2*x^3-110*b*c*g^ 2*x^2-326*b*c*g*p*x^2-216*b*c*g*q*x^2-517*b*c*g*r*x^2-440*b*c*g*x^3-218*b*c*p^2 *x^2-304*b*c*p*q*x^2-663*b*c*p*r*x^2-464*b*c*p*x^3-86*b*c*q^2*x^2-453*b*c*q*r*x ^2-464*b*c*q*x^3-469*b*c*r^2*x^2-600*b*c*r*x^3-12*b*g^3*x^2-62*b*g^2*p*x^2-40*b *g^2*q*x^2-101*b*g^2*r*x^2-104*b*g^2*x^3-89*b*g*p^2*x^2-123*b*g*p*q*x^2-276*b*g *p*r*x^2-220*b*g*p*x^3-34*b*g*q^2*x^2-187*b*g*q*r*x^2-220*b*g*q*x^3-197*b*g*r^2 *x^2-293*b*g*r*x^3-39*b*p^3*x^2-84*b*p^2*q*x^2-174*b*p^2*r*x^2-116*b*p^2*x^3-51 *b*p*q^2*x^2-243*b*p*q*r*x^2-232*b*p*q*x^3-243*b*p*r^2*x^2-300*b*p*r*x^3-6*b*q^ 3*x^2-69*b*q^2*r*x^2-116*b*q^2*x^3-162*b*q*r^2*x^2-300*b*q*r*x^3-108*b*r^3*x^2-\ 199*b*r^2*x^3-96*c^4*x^2-160*c^3*g*x^2-216*c^3*p*x^2-144*c^3*q*x^2-324*c^3*r*x^ 2-216*c^3*x^3-96*c^2*g^2*x^2-272*c^2*g*p*x^2-180*c^2*g*q*x^2-412*c^2*g*r*x^2-\ 308*c^2*g*x^3-180*c^2*p^2*x^2-252*c^2*p*q*x^2-540*c^2*p*r*x^2-324*c^2*p*x^3-72* c^2*q^2*x^2-360*c^2*q*r*x^2-324*c^2*q*x^3-384*c^2*r^2*x^2-444*c^2*r*x^3-24*c*g^ 3*x^2-110*c*g^2*p*x^2-72*c*g^2*q*x^2-169*c*g^2*r*x^2-146*c*g^2*x^3-152*c*g*p^2* x^2-212*c*g*p*q*x^2-460*c*g*p*r*x^2-308*c*g*p*x^3-60*c*g*q^2*x^2-306*c*g*q*r*x^ 2-308*c*g*q*x^3-328*c*g*r^2*x^2-426*c*g*r*x^3-66*c*p^3*x^2-144*c*p^2*q*x^2-297* c*p^2*r*x^2-162*c*p^2*x^3-90*c*p*q^2*x^2-414*c*p*q*r*x^2-324*c*p*q*x^3-426*c*p* r^2*x^2-444*c*p*r*x^3-12*c*q^3*x^2-117*c*q^2*r*x^2-162*c*q^2*x^3-282*c*q*r^2*x^ 2-444*c*q*r*x^3-195*c*r^3*x^2-312*c*r^2*x^3-2*g^4*x^2-14*g^3*p*x^2-9*g^3*q*x^2-\ 22*g^3*r*x^2-23*g^3*x^3-31*g^2*p^2*x^2-43*g^2*p*q*x^2-95*g^2*p*r*x^2-73*g^2*p*x ^3-12*g^2*q^2*x^2-63*g^2*q*r*x^2-73*g^2*q*x^3-68*g^2*r^2*x^2-102*g^2*r*x^3-28*g *p^3*x^2-61*g*p^2*q*x^2-127*g*p^2*r*x^2-77*g*p^2*x^3-38*g*p*q^2*x^2-177*g*p*q*r *x^2-154*g*p*q*x^3-183*g*p*r^2*x^2-213*g*p*r*x^3-5*g*q^3*x^2-50*g*q^2*r*x^2-77* g*q^2*x^3-120*g*q*r^2*x^2-213*g*q*r*x^3-84*g*r^3*x^2-157*g*r^2*x^3-9*p^4*x^2-27 *p^3*q*x^2-54*p^3*r*x^2-27*p^3*x^3-27*p^2*q^2*x^2-117*p^2*q*r*x^2-81*p^2*q*x^3-\ 117*p^2*r^2*x^2-111*p^2*r*x^3-9*p*q^3*x^2-72*p*q^2*r*x^2-81*p*q^2*x^3-162*p*q*r ^2*x^2-222*p*q*r*x^3-108*p*r^3*x^2-156*p*r^2*x^3-9*q^3*r*x^2-27*q^3*x^3-45*q^2* r^2*x^2-111*q^2*r*x^3-72*q*r^3*x^2-156*q*r^2*x^3-36*r^4*x^2-66*r^3*x^3+12*a^4*x +40*a^3*b*x+76*a^3*c*x+28*a^3*g*x+54*a^3*p*x+26*a^3*q*x+68*a^3*r*x+150*a^3*x^2+ 44*a^2*b^2*x+196*a^2*b*c*x+66*a^2*b*g*x+138*a^2*b*p*x+58*a^2*b*q*x+188*a^2*b*r* x+460*a^2*b*x^2+172*a^2*c^2*x+132*a^2*c*g*x+240*a^2*c*p*x+108*a^2*c*q*x+302*a^2 *c*r*x+630*a^2*c*x^2+23*a^2*g^2*x+97*a^2*g*p*x+41*a^2*g*q*x+124*a^2*g*r*x+313*a ^2*g*x^2+78*a^2*p^2*x+80*a^2*p*q*x+194*a^2*p*r*x+321*a^2*p*x^2+14*a^2*q^2*x+97* a^2*q*r*x+272*a^2*q*x^2+116*a^2*r^2*x+353*a^2*r*x^2-82*a^2*x^3+16*a*b^3*x+152*a *b^2*c*x+46*a*b^2*g*x+108*a*b^2*p*x+32*a*b^2*q*x+156*a*b^2*r*x+470*a*b^2*x^2+ 296*a*b*c^2*x+218*a*b*c*g*x+400*a*b*c*p*x+152*a*b*c*q*x+536*a*b*c*r*x+1278*a*b* c*x^2+35*a*b*g^2*x+157*a*b*g*p*x+55*a*b*g*q*x+214*a*b*g*r*x+613*a*b*g*x^2+124*a *b*p^2*x+112*a*b*p*q*x+323*a*b*p*r*x+634*a*b*p*x^2+12*a*b*q^2*x+145*a*b*q*r*x+ 536*a*b*q*x^2+199*a*b*r^2*x+705*a*b*r*x^2-164*a*b*x^3+164*a*c^3*x+196*a*c^2*g*x +338*a*c^2*p*x+138*a*c^2*q*x+426*a*c^2*r*x+868*a*c^2*x^2+73*a*c*g^2*x+279*a*c*g *p*x+109*a*c*g*q*x+355*a*c*g*r*x+840*a*c*g*x^2+218*a*c*p^2*x+204*a*c*p*q*x+545* a*c*p*r*x+890*a*c*p*x^2+28*a*c*q^2*x+247*a*c*q*r*x+742*a*c*q*x^2+327*a*c*r^2*x+ 1001*a*c*r*x^2-280*a*c*x^3+8*a*g^3*x+55*a*g^2*p*x+20*a*g^2*q*x+71*a*g^2*r*x+203 *a*g^2*x^2+92*a*g*p^2*x+84*a*g*p*q*x+232*a*g*p*r*x+437*a*g*p*x^2+11*a*g*q^2*x+ 102*a*g*q*r*x+353*a*g*q*x^2+140*a*g*r^2*x+506*a*g*r*x^2-80*a*g*x^3+45*a*p^3*x+ 69*a*p^2*q*x+168*a*p^2*r*x+228*a*p^2*x^2+24*a*p*q^2*x+165*a*p*q*r*x+382*a*p*q*x ^2+201*a*p*r^2*x+511*a*p*r*x^2-140*a*p*x^3+27*a*q^2*r*x+154*a*q^2*x^2+96*a*q*r^ 2*x+434*a*q*r*x^2-140*a*q*x^3+78*a*r^3*x+289*a*r^2*x^2-222*a*r*x^3+32*b^3*c*x+8 *b^3*g*x+24*b^3*p*x+36*b^3*r*x+160*b^3*x^2+116*b^2*c^2*x+82*b^2*c*g*x+156*b^2*c *p*x+40*b^2*c*q*x+222*b^2*c*r*x+648*b^2*c*x^2+12*b^2*g^2*x+58*b^2*g*p*x+12*b^2* g*q*x+84*b^2*g*r*x+300*b^2*g*x^2+48*b^2*p^2*x+36*b^2*p*q*x+135*b^2*p*r*x+313*b^ 2*p*x^2+54*b^2*q*r*x+264*b^2*q*x^2+87*b^2*r^2*x+352*b^2*r*x^2-82*b^2*x^3+140*b* c^3*x+164*b*c^2*g*x+278*b*c^2*p*x+94*b*c^2*q*x+370*b*c^2*r*x+880*b*c^2*x^2+59*b *c*g^2*x+225*b*c*g*p*x+71*b*c*g*q*x+303*b*c*g*r*x+828*b*c*g*x^2+170*b*c*p^2*x+ 140*b*c*p*q*x+439*b*c*p*r*x+864*b*c*p*x^2+12*b*c*q^2*x+185*b*c*q*r*x+716*b*c*q* x^2+269*b*c*r^2*x+941*b*c*r*x^2-280*b*c*x^3+6*b*g^3*x+43*b*g^2*p*x+12*b*g^2*q*x +59*b*g^2*r*x+194*b*g^2*x^2+71*b*g*p^2*x+56*b*g*p*q*x+186*b*g*p*r*x+420*b*g*p*x ^2+4*b*g*q^2*x+76*b*g*q*r*x+336*b*g*q*x^2+115*b*g*r^2*x+474*b*g*r*x^2-80*b*g*x^ 3+33*b*p^3*x+45*b*p^2*q*x+123*b*p^2*r*x+212*b*p^2*x^2+12*b*p*q^2*x+111*b*p*q*r* x+350*b*p*q*x^2+147*b*p*r^2*x+448*b*p*r*x^2-140*b*p*x^3+18*b*q^2*r*x+138*b*q^2* x^2+66*b*q*r^2*x+371*b*q*r*x^2-140*b*q*x^3+57*b*r^3*x+248*b*r^2*x^2-222*b*r*x^3 +56*c^4*x+92*c^3*g*x+152*c^3*p*x+56*c^3*q*x+192*c^3*r*x+384*c^3*x^2+54*c^2*g^2* x+192*c^2*g*p*x+68*c^2*g*q*x+244*c^2*g*r*x+552*c^2*g*x^2+146*c^2*p^2*x+124*c^2* p*q*x+366*c^2*p*r*x+588*c^2*p*x^2+14*c^2*q^2*x+150*c^2*q*r*x+480*c^2*q*x^2+220* c^2*r^2*x+678*c^2*r*x^2-264*c^2*x^3+13*c*g^3*x+78*c*g^2*p*x+26*c*g^2*q*x+100*c* g^2*r*x+264*c*g^2*x^2+125*c*g*p^2*x+104*c*g*p*q*x+315*c*g*p*r*x+572*c*g*p*x^2+ 11*c*g*q^2*x+127*c*g*q*r*x+456*c*g*q*x^2+190*c*g*r^2*x+667*c*g*r*x^2-184*c*g*x^ 3+60*c*p^3*x+84*c*p^2*q*x+225*c*p^2*r*x+300*c*p^2*x^2+24*c*p*q^2*x+198*c*p*q*r* x+492*c*p*q*x^2+270*c*p*r^2*x+699*c*p*r*x^2-264*c*p*x^3+27*c*q^2*r*x+192*c*q^2* x^2+114*c*q*r^2*x+573*c*q*r*x^2-264*c*q*x^3+105*c*r^3*x+423*c*r^2*x^2-348*c*r*x ^3+g^4*x+10*g^3*p*x+3*g^3*q*x+13*g^3*r*x+42*g^3*x^2+26*g^2*p^2*x+21*g^2*p*q*x+ 66*g^2*p*r*x+139*g^2*p*x^2+2*g^2*q^2*x+26*g^2*q*r*x+108*g^2*q*x^2+40*g^2*r^2*x+ 164*g^2*r*x^2-26*g^2*x^3+26*g*p^3*x+36*g*p^2*q*x+98*g*p^2*r*x+148*g*p^2*x^2+10* g*p*q^2*x+85*g*p*q*r*x+238*g*p*q*x^2+118*g*p*r^2*x+350*g*p*r*x^2-92*g*p*x^3+12* g*q^2*r*x+90*g*q^2*x^2+49*g*q*r^2*x+273*g*q*r*x^2-92*g*q*x^3+46*g*r^3*x+218*g*r ^2*x^2-116*g*r*x^3+9*p^4*x+18*p^3*q*x+45*p^3*r*x+51*p^3*x^2+9*p^2*q^2*x+63*p^2* q*r*x+126*p^2*q*x^2+81*p^2*r^2*x+180*p^2*r*x^2-66*p^2*x^3+18*p*q^2*r*x+99*p*q^2 *x^2+72*p*q*r^2*x+297*p*q*r*x^2-132*p*q*x^3+63*p*r^3*x+213*p*r^2*x^2-174*p*r*x^ 3+24*q^3*x^2+9*q^2*r^2*x+117*q^2*r*x^2-66*q^2*x^3+27*q*r^3*x+195*q*r^2*x^2-174* q*r*x^3+18*r^4*x+84*r^3*x^2-174*r^2*x^3-4*a^4-12*a^3*b-20*a^3*c-8*a^3*g-18*a^3* p-4*a^3*q-18*a^3*r-90*a^3*x-8*a^2*b^2-40*a^2*b*c-14*a^2*b*g-42*a^2*b*p-4*a^2*b* q-42*a^2*b*r-300*a^2*b*x-36*a^2*c^2-28*a^2*c*g-68*a^2*c*p-12*a^2*c*q-68*a^2*c*r -364*a^2*c*x-5*a^2*g^2-29*a^2*g*p-4*a^2*g*q-29*a^2*g*r-189*a^2*g*x-26*a^2*p^2-\ 14*a^2*p*q-52*a^2*p*r-171*a^2*p*x-14*a^2*q*r-133*a^2*q*x-26*a^2*r^2-163*a^2*r*x +270*a^2*x^2-16*a*b^2*c-4*a*b^2*g-24*a*b^2*p-24*a*b^2*r-282*a*b^2*x-44*a*b*c^2-\ 30*a*b*c*g-96*a*b*c*p-8*a*b*c*q-96*a*b*c*r-750*a*b*c*x-4*a*b*g^2-39*a*b*g*p-2*a *b*g*q-39*a*b*g*r-363*a*b*g*x-36*a*b*p^2-12*a*b*p*q-72*a*b*p*r-359*a*b*p*x-12*a *b*q*r-237*a*b*q*x-36*a*b*r^2-343*a*b*r*x+350*a*b*x^2-28*a*c^3-32*a*c^2*g-82*a* c^2*p-12*a*c^2*q-82*a*c^2*r-470*a*c^2*x-11*a*c*g^2-69*a*c*g*p-8*a*c*g*q-69*a*c* g*r-471*a*c*g*x-64*a*c*p^2-28*a*c*p*q-128*a*c*p*r-457*a*c*p*x-28*a*c*q*r-325*a* c*q*x-64*a*c*r^2-443*a*c*r*x+704*a*c*x^2-a*g^3-14*a*g^2*p-a*g^2*q-14*a*g^2*r-\ 118*a*g^2*x-28*a*g*p^2-11*a*g*p*q-56*a*g*p*r-238*a*g*p*x-11*a*g*q*r-154*a*g*q*x -28*a*g*r^2-238*a*g*r*x+248*a*g*x^2-15*a*p^3-12*a*p^2*q-45*a*p^2*r-108*a*p^2*x-\ 24*a*p*q*r-167*a*p*q*x-45*a*p*r^2-203*a*p*r*x+426*a*p*x^2-47*a*q^2*x-12*a*q*r^2 -169*a*q*r*x+242*a*q*x^2-15*a*r^3-95*a*r^2*x+524*a*r*x^2+304*a*x^3-72*b^3*x-8*b ^2*c^2-4*b^2*c*g-24*b^2*c*p-24*b^2*c*r-342*b^2*c*x-8*b^2*g*p-8*b^2*g*r-148*b^2* g*x-12*b^2*p^2-24*b^2*p*r-192*b^2*p*x-108*b^2*q*x-12*b^2*r^2-192*b^2*r*x+80*b^2 *x^2-16*b*c^3-16*b*c^2*g-54*b*c^2*p-4*b*c^2*q-54*b*c^2*r-470*b*c^2*x-4*b*c*g^2-\ 43*b*c*g*p-2*b*c*g*q-43*b*c*g*r-439*b*c*g*x-42*b*c*p^2-12*b*c*p*q-84*b*c*p*r-\ 457*b*c*p*x-12*b*c*q*r-293*b*c*q*x-42*b*c*r^2-417*b*c*r*x+512*b*c*x^2-8*b*g^2*p -8*b*g^2*r-102*b*g^2*x-18*b*g*p^2-4*b*g*p*q-36*b*g*p*r-232*b*g*p*x-4*b*g*q*r-\ 132*b*g*q*x-18*b*g*r^2-221*b*g*r*x+128*b*g*x^2-9*b*p^3-6*b*p^2*q-27*b*p^2*r-99* b*p^2*x-12*b*p*q*r-147*b*p*q*x-27*b*p*r^2-165*b*p*r*x+368*b*p*x^2-36*b*q^2*x-6* b*q*r^2-117*b*q*r*x+184*b*q*x^2-9*b*r^3-66*b*r^2*x+440*b*r*x^2+304*b*x^3-8*c^4-\ 12*c^3*g-32*c^3*p-4*c^3*q-32*c^3*r-196*c^3*x-6*c^2*g^2-40*c^2*g*p-4*c^2*g*q-40* c^2*g*r-288*c^2*g*x-38*c^2*p^2-14*c^2*p*q-76*c^2*p*r-288*c^2*p*x-14*c^2*q*r-192 *c^2*q*x-38*c^2*r^2-276*c^2*r*x+528*c^2*x^2-c*g^3-16*c*g^2*p-c*g^2*q-16*c*g^2*r -141*c*g^2*x-33*c*g*p^2-11*c*g*p*q-66*c*g*p*r-294*c*g*p*x-11*c*g*q*r-182*c*g*q* x-33*c*g*r^2-288*c*g*r*x+384*c*g*x^2-18*c*p^3-12*c*p^2*q-54*c*p^2*r-137*c*p^2*x -24*c*p*q*r-196*c*p*q*x-54*c*p*r^2-264*c*p*r*x+624*c*p*x^2-47*c*q^2*x-12*c*q*r^ 2-180*c*q*r*x+384*c*q*x^2-18*c*r^3-127*c*r^2*x+666*c*r*x^2+312*c*x^3-2*g^3*p-2* g^3*r-23*g^3*x-7*g^2*p^2-2*g^2*p*q-14*g^2*p*r-75*g^2*p*x-2*g^2*q*r-43*g^2*q*x-7 *g^2*r^2-75*g^2*r*x+60*g^2*x^2-8*g*p^3-5*g*p^2*q-24*g*p^2*r-73*g*p^2*x-10*g*p*q *r-97*g*p*q*x-24*g*p*r^2-145*g*p*r*x+244*g*p*x^2-22*g*q^2*x-5*g*q*r^2-87*g*q*r* x+132*g*q*x^2-8*g*r^3-72*g*r^2*x+248*g*r*x^2+204*g*x^3-3*p^4-3*p^3*q-12*p^3*r-\ 21*p^3*x-9*p^2*q*r-48*p^2*q*x-18*p^2*r^2-60*p^2*r*x+180*p^2*x^2-27*p*q^2*x-9*p* q*r^2-99*p*q*r*x+240*p*q*x^2-12*p*r^3-57*p*r^2*x+408*p*r*x^2+156*p*x^3-15*q^2*r *x+60*q^2*x^2-3*q*r^3-51*q*r^2*x+198*q*r*x^2+156*q*x^3-3*r^4-18*r^3*x+276*r^2*x ^2+264*r*x^3+10*a^3+50*a^2*b+48*a^2*c+27*a^2*g+7*a^2*p+18*a^2*q+7*a^2*r-234*a^2 *x+44*a*b^2+122*a*b*c+60*a*b*g+39*a*b*p+22*a*b*q+39*a*b*r-250*a*b*x+66*a*c^2+71 *a*c*g+31*a*c*p+36*a*c*q+31*a*c*r-526*a*c*x+19*a*g^2+21*a*g*p+17*a*g*q+21*a*g*r -214*a*g*x-4*a*p^2+17*a*p*q-8*a*p*r-342*a*p*x+17*a*q*r-106*a*q*x-4*a*r^2-352*a* r*x-420*a*x^2+44*b^2*c+16*b^2*g+36*b^2*p+36*b^2*r+36*b^2*x+72*b*c^2+68*b*c*g+57 *b*c*p+22*b*c*q+57*b*c*r-262*b*c*x+16*b*g^2+32*b*g*p+8*b*g*q+32*b*g*r-54*b*g*x+ 3*b*p^2+18*b*p*q+6*b*p*r-282*b*p*x+18*b*q*r-30*b*q*x+3*b*r^2-270*b*r*x-616*b*x^ 2+28*c^3+44*c^2*g+24*c^2*p+18*c^2*q+24*c^2*r-320*c^2*x+23*c*g^2+30*c*g*p+17*c*g *q+30*c*g*r-248*c*g*x-c*p^2+17*c*p*q-2*c*p*r-428*c*p*x+17*c*q*r-140*c*q*x-c*r^2 -396*c*r*x-480*c*x^2+4*g^3+9*g^2*p+4*g^2*q+9*g^2*r-44*g^2*x+2*g*p^2+9*g*p*q+4*g *p*r-184*g*p*x+9*g*q*r-44*g*q*x+2*g*r^2-166*g*r*x-328*g*x^2-3*p^3+3*p^2*q-9*p^2 *r-132*p^2*x+6*p*q*r-114*p*q*x-9*p*r^2-264*p*r*x-180*p*x^2-6*q^2*x+3*q*r^2-60*q *r*x-240*q*x^2-3*r^3-132*r^2*x-336*r*x^2+312*x^3+46*a^2+52*a*b+102*a*c+46*a*g+ 56*a*p+10*a*q+56*a*r+108*a*x-24*b^2+40*b*c+8*b*g+54*b*p-12*b*q+54*b*r+348*b*x+ 56*c^2+48*c*g+68*c*p+10*c*q+68*c*r+172*c*x+10*g^2+32*g*p+2*g*q+32*g*r+132*g*x+ 18*p^2+12*p*q+36*p*r+12*p*x+12*q*r+108*q*x+18*r^2+72*r*x-528*x^2+8*a-48*b-4*c-8 *g+12*p-12*q+12*r+240*x-24)*dx^3+2298*b*c*p^2*x+984*a^3*c*p*x+744*a^3*c*q*x+456 *a^3*p*q*x+138*a*g*q^3*x-576*b*p^2*q*x^2-576*b*p*q^2*x^2+4656*a*b*c*p*q*x+(x-1) ^3*x^3*(2*a^2*x+4*a*b*x+6*a*c*x+3*a*g*x+3*a*p*x+3*a*q*x+4*a*r*x+2*b^2*x+6*b*c*x +3*b*g*x+3*b*p*x+3*b*q*x+4*b*r*x+4*c^2*x+4*c*g*x+4*c*p*x+4*c*q*x+6*c*r*x+g^2*x+ 2*g*p*x+2*g*q*x+3*g*r*x+p^2*x+2*p*q*x+3*p*r*x+q^2*x+3*q*r*x+2*r^2*x-2*a^2-6*a*b -6*a*c-3*a*g-3*a*p-2*a*q-3*a*r+6*a*x-4*b^2-8*b*c-4*b*g-3*b*p-2*b*q-3*b*r+6*b*x-\ 4*c^2-4*c*g-4*c*p-2*c*q-4*c*r+8*c*x-g^2-2*g*p-g*q-2*g*r+4*g*x-p^2-p*q-2*p*r+4*p *x-q*r+4*q*x-r^2+6*r*x-6*a-8*b-8*c-4*g-4*p-2*q-4*r+4*x-4)*dx^5-252*a^3*x+168*a^ 3*x^2-576*a^3*c*p*x^2-576*a^3*c*q*x^2-288*a^3*p*q*x^2-2496*a*b*c^3*x^2+96*a^4*p *x-48*a^4*q*x^2-144*a^3*q^2*x^2-72*g^2*q^3*x^2-576*a^3*c^2*x^2-48*a^4*p*x^2-48* g*p^4*x^2-156*a^2*p^3*x^2-96*a^4*c*x^2-144*a^3*p^2*x^2-72*a*p^4*x^2+144*a^4*c*x -2592*a*c^2*g*q*x^2-648*a*g*p^2*q*x^2-648*b*g*p^2*q*x^2-2592*a*c*g*p*q*x^2+920* c^3*g*r*x-54*g*p^4*r*x-202*g*p^3*r^2*x-30*g*p*q*r^4-60*g*q^3*r^2*x+756*a^3*c*r* x+446*a^3*p*r*x+342*a^3*q*r*x-4*c*p*q^3*r^2-1032*c*g*p*r^3*x-84*a*p^4*r*x-4*a*p *q^3*r^2-8*a*c*q^3*r^2-56*a*c*q^2*r^3-470*a*c*r^4*x-30*a*b^2*q^2*r^2-182*a^2*p^ 3*r*x-168*a^3*p^2*r*x-316*a^3*p*r^2*x-298*a^3*p*r*x^2-116*a^3*q^2*r*x-260*a^3*q *r^2*x-298*a^3*q*r*x^2-560*a^3*c^2*r*x-568*a^3*c*r^2*x-596*a^3*c*r*x^2+28*g*p^4 *r*x^2+35*g*p^3*r^3*x+57*g*p^2*r^4*x+41*g*p*r^5*x+31*g*q*r^5*x-96*a^4*c*r*x-56* a^4*p*r*x-48*a^4*q*r*x+42*g^2*q^3*r*x^2+8*g*p^4*r^2*x+4*c*q^4*r^2*x+420*c*q*r^4 *x^2-284*a^3*p*q*r*x-616*a^3*c*p*r*x-512*a^3*c*q*r*x+61*g*p*q^2*r^3*x+64*c*g*p^ 3*r^2*x+312*b*c^2*p^2*r^2*x+32*c^2*q^3*r^2*x+96*c^3*q^2*r^2*x+128*c^4*q*r^2*x+ 156*c*g*p^2*q*r^2*x+378*b*g*p^2*q*r*x^2+378*a*g*p^2*q*r*x^2+1512*a*c*g*p*q*r*x^ 2+48*a*c*q^3*r^2*x+192*a*c^2*q^2*r^2*x+320*a*c^3*q*r^2*x+1512*a*c^2*g*q*r*x^2+ 200*a*b*p*r^4*x+1456*a*b*c^3*r*x^2+116*a^2*c*q^2*r^2*x+272*a^2*c^2*q*r^2*x+12*a *p^4*r^2*x+42*a*p^4*r*x^2+52*a*p^3*r^3*x+84*a*p^2*r^4*x+60*a*p*r^5*x+4*a*q^4*r^ 2*x+192*a*c^4*r^2*x+26*a^2*p^3*r^2*x+91*a^2*p^3*r*x^2+83*a^2*p^2*r^3*x+88*a^2*p *r^4*x+16*a^2*q^3*r^2*x+208*a^2*c^3*r^2*x+24*a^3*p^2*r^2*x+84*a^3*p^2*r*x^2+50* a^3*p*r^3*x+180*a^3*p*r^2*x^2+20*a^3*q^2*r^2*x+84*a^3*q^2*r*x^2+46*a^3*q*r^3*x+ 180*a^3*q*r^2*x^2+360*a^3*c*r^2*x^2+44*a^3*p*q*r^2*x+168*a^3*p*q*r*x^2+96*a^3*c *p*r^2*x+336*a^3*c*p*r*x^2+88*a^3*c*q*r^2*x+336*a^3*c*q*r*x^2+96*a^3*c^2*r^2*x+ 336*a^3*c^2*r*x^2+100*a^3*c*r^3*x+8*a^4*p*r^2*x+28*a^4*p*r*x^2+8*a^4*q*r^2*x+28 *a^4*q*r*x^2+16*a^4*c*r^2*x+56*a^4*c*r*x^2-4*g*p^4*r^2*x^2-19*g*p^3*r^3*x^2-35* g*p^2*r^4*x^2-29*g*p*r^5*x^2-29*g*q*r^5*x^2-6*g^2*q^3*r^2*x^2-54*b*g*p^2*q*r^2* x^2-80*b*c*r^5*x^2-62*a*g*q^2*r^3*x^2-44*b^2*p^2*r^3*x^2-40*a*q*r^5*x^2-6*a*p^4 *r^2*x^2-28*a*p^3*r^3*x^2-50*a*p^2*r^4*x^2-40*a*p*r^5*x^2-80*a*c*r^5*x^2-54*a*g *p^2*q*r^2*x^2-216*a*c*g*p*q*r^2*x^2-216*a*c^2*g*q*r^2*x^2-88*a*b*p^2*r^3*x^2-\ 352*a*b*c*q*r^3*x^2-208*a*b*c^3*r^2*x^2-13*a^2*p^3*r^2*x^2-44*a^2*p^2*r^3*x^2-\ 50*a^2*p*r^4*x^2-50*a^2*q*r^4*x^2-100*a^2*c*r^4*x^2-26*a^3*p*r^3*x^2-12*a^3*q^2 *r^2*x^2-26*a^3*q*r^3*x^2-12*a^3*p^2*r^2*x^2-48*a^3*c^2*r^2*x^2-52*a^3*c*r^3*x^ 2-24*a^3*p*q*r^2*x^2-48*a^3*c*p*r^2*x^2-48*a^3*c*q*r^2*x^2-4*a^4*p*r^2*x^2-4*a^ 4*q*r^2*x^2-8*a^4*c*r^2*x^2-48*b^4*c*r^2-128*b^3*c^2*r^2+20*b^4*g*r+16*b^4*q*r+ 3*g^2*q^3*r+80*b^4*c*r+32*b^4*p*r+10*b^3*q^2*r+2*b^2*q^3*r+1056*a*b*g*p^2*x-624 *a*b*g*p^2*x^2+52*b^3*g*q*r+80*b^3*a*q*r+35*b^2*g*q^2*r+7*b*g*q^3*r-20*b^4*r^2+ 8*b^5*r-8*b^5*r^2-44*b^3*a*g*r^2+44*b^3*a*g*r+7*b^2*g^3*r-20*b^4*g*r^2-24*b^3*a ^2*r^2+24*b^4*a*r-b*g^4*r^2+b*g^4*r+18*b^3*g^2*r-7*b^2*g^3*r^2-24*b^4*a*r^2+24* b^3*a^2*r-18*b^3*g^2*r^2+222*a^2*q^2*x-216*a^2*q^2*x^2-192*p^3*q*x^2+336*p^3*q* x+522*a*p^2*q^2*x-576*a*p^2*q*x^2-576*a*p*q^2*x^2+942*b*c*p^3*x+108*b*g^3*p*x+ 360*b*g*p^3*x+390*b*p^3*q*x+276*c*g^3*p*x+660*c*g*p^3*x+696*c*p^3*q*x+282*g*p^3 *q*x+480*a^2*b*p*x+1896*a^2*c*p*x+318*a^2*g*p*x+810*a^2*p*q*x+1086*a*b*p^2*x+ 2478*a*c*p^2*x+768*a*g*p^2*x+1032*a*p^2*q*x+642*a*p*q^2*x-576*b*c*p^3*x^2-72*b* g^3*p*x^2-216*b*g*p^3*x^2-288*b*p^3*q*x^2-192*c*g^3*p*x^2-384*c*g*p^3*x^2-480*c *p^3*q*x^2-192*g*p^3*q*x^2+576*a^3*b*c*x+264*a^3*b*q*x+408*a^3*c*g*x+192*a^3*g* q*x+864*a^2*b^2*c*x+504*a^2*b^2*p*x-72*a^2*b*p*x^2+432*a^2*b*q^2*x+1680*a^2*c^2 *g*x+2928*a^2*c^2*p*x-864*a^2*c*p*x^2+264*a^2*g^2*p*x-60*a^2*g*p*x^2+564*a^2*p* q^2*x-432*a^2*p*q*x^2+720*a*b^2*p^2*x-432*a*b*p^2*x^2+2844*a*c^2*p^2*x-1152*a*c *p^2*x^2+114*a*g^3*p*x+372*a*g^2*p^2*x-312*a*g*p^2*x^2+360*g*p*q^2*x-192*a^3*b* q*x^2-288*a^3*c*g*x^2-144*a^3*g*q*x^2-576*a^2*b^2*c*x^2-288*a^2*b^2*p*x^2-432*a ^2*b*q^2*x^2-1248*a^2*c^2*g*x^2-1872*a^2*c^2*p*x^2-156*a^2*g^2*p*x^2-468*a^2*p* q^2*x^2-432*a*b^2*p^2*x^2-1728*a*c^2*p^2*x^2-72*a*g^3*p*x^2-216*a*g^2*p^2*x^2-\ 432*a*p^2*q^2*x^2+198*g^2*p*q^2*x-216*g^2*p*q*x^2+306*g*p^2*q^2*x-396*g*p^2*q*x ^2+126*g*p*q^3*x-396*g*p*q^2*x^2+624*a^2*b*c*x-480*a^2*b*g*x+228*a^2*b*q*x+348* a^2*c*g*x+1164*a^2*c*q*x+132*a^2*g*q*x+816*a*b^2*c*x-384*a*b^2*g*x+492*a*b^2*p* x+240*a*b^2*q*x+3168*a*b*c^2*x-312*a*b*g^2*x+354*a*b*q^2*x+2016*a*c^2*g*x+4224* a*c^2*p*x+2664*a*c^2*q*x+270*a*c*g^2*x+918*a*c*q^2*x+216*a*g^2*p*x+84*a*g^2*q*x +246*a*g*q^2*x+612*b^2*c*g*x+1860*b^2*c*p*x+1128*b^2*c*q*x+348*b^2*g*p*x+162*b^ 2*g*q*x+630*b^2*p*q*x+2208*b*c^2*g*x+4152*b*c^2*p*x+2592*b*c^2*q*x+354*b*c*g^2* x+738*b*c*q^2*x+228*b*g^2*p*x+96*b*g^2*q*x+714*b*g*p^2*x+192*b*g*q^2*x+870*b*p^ 2*q*x+480*b*p*q^2*x+2760*c^2*g*p*x+1680*c^2*g*q*x+2952*c^2*p*q*x+834*c*g^2*p*x+ 474*c*g^2*q*x+1590*c*g*p^2*x+510*c*g*q^2*x+1746*c*p^2*q*x+1026*c*p*q^2*x+312*g^ 2*p*q*x+630*g*p^2*q*x+366*b^2*p*q^2*x-432*b^2*p*q*x^2+61*b^2*q^2*r*x+2232*b*c^3 *g*x+3240*b*c^3*p*x+2328*b*c^3*q*x+1116*b*c^2*g^2*x-1248*b*c^2*g*x^2+2628*b*c^2 *p^2*x-2304*b*c^2*p*x^2+1260*b*c^2*q^2*x-2304*b*c^2*q*x^2+186*b*c*g^3*x-96*b*c* g^2*x^2-1152*b*c*p^2*x^2+258*b*c*q^3*x-1152*b*c*q^2*x^2+72*b*g^3*q*x+342*b*g^2* p^2*x-48*b*g^2*p*x^2+156*b*g^2*q^2*x-48*b*g^2*q*x^2-312*b*g*p^2*x^2+96*b*g*q^3* x-312*b*g*q^2*x^2+414*b*p^2*q^2*x+162*b*p*q^3*x+32*b*q^3*r*x+2160*c^3*g*p*x+ 1536*c^3*g*q*x+2208*c^3*p*q*x+1224*c^2*g^2*p*x+864*c^2*g^2*q*x+1800*c^2*g*p^2*x -1584*c^2*g*p*x^2+864*c^2*g*q^2*x-1584*c^2*g*q*x^2+1872*c^2*p^2*q*x+1296*c^2*p* q^2*x-2304*c^2*p*q*x^2+192*c*g^3*q*x+684*c*g^2*p^2*x-432*c*g^2*p*x^2+324*c*g^2* q^2*x-432*c*g^2*q*x^2-792*c*g*p^2*x^2+192*c*g*q^3*x-792*c*g*q^2*x^2+756*c*p^2*q ^2*x-1152*c*p^2*q*x^2+312*c*p*q^3*x-1152*c*p*q^2*x^2+114*g^3*p*q*x+288*g^2*p^2* q*x+576*a*b^3*c*x+312*a*b^3*p*x+216*a*b^3*q*x+2448*a*b^2*c^2*x-144*a*b^2*c*x^2+ 432*a*b^2*g*x^2-72*a*b^2*p*x^2+360*a*b^2*q^2*x-72*a*b^2*q*x^2+3360*a*b*c^3*x-\ 1728*a*b*c^2*x^2+312*a*b*g^2*x^2+186*a*b*q^3*x-432*a*b*q^2*x^2+2232*a*c^3*g*x+ 3384*a*c^3*p*x+2472*a*c^3*q*x+1116*a*c^2*g^2*x-1248*a*c^2*g*x^2-2304*a*c^2*p*x^ 2+1476*a*c^2*q^2*x-2304*a*c^2*q*x^2+186*a*c*g^3*x-96*a*c*g^2*x^2+366*a*c*q^3*x-\ 1152*a*c*q^2*x^2+78*a*g^3*q*x-48*a*g^2*p*x^2+186*a*g^2*q^2*x-48*a*g^2*q*x^2-312 *a*g*q^2*x^2+234*a*p*q^3*x+408*b^3*c*g*x+840*b^3*c*p*x+600*b^3*c*q*x+216*b^3*g* p*x+144*b^3*g*q*x+312*b^3*p*q*x+122*b^3*q*r*x+1680*b^2*c^2*g*x+2664*b^2*c^2*p*x +1920*b^2*c^2*q*x+420*b^2*c*g^2*x-120*b^2*c*g*x^2+1404*b^2*c*p^2*x-864*b^2*c*p* x^2+660*b^2*c*q^2*x-864*b^2*c*q*x^2+234*b^2*g^2*p*x+156*b^2*g^2*q*x+480*b^2*g*p ^2*x-60*b^2*g*p*x^2+216*b^2*g*q^2*x-60*b^2*g*q*x^2+552*b^2*p^2*q*x-312*b^2*c*g^ 2*x^2-936*b^2*c*p^2*x^2-936*b^2*c*q^2*x^2-156*b^2*g^2*p*x^2-156*b^2*g^2*q*x^2-\ 312*b^2*g*p^2*x^2-312*b^2*g*q^2*x^2-468*b^2*p^2*q*x^2-468*b^2*p*q^2*x^2-1728*b* c^3*g*x^2-2304*b*c^3*p*x^2-2304*b*c^3*q*x^2-864*b*c^2*g^2*x^2-1728*b*c^2*p^2*x^ 2-1728*b*c^2*q^2*x^2-144*b*c*g^3*x^2-576*b*c*q^3*x^2-72*b*g^3*q*x^2-216*b*g^2*p ^2*x^2-216*b*g^2*q^2*x^2-216*b*g*q^3*x^2-432*b*p^2*q^2*x^2-288*b*p*q^3*x^2-1536 *c^3*g*p*x^2-1536*c^3*g*q*x^2-1920*c^3*p*q*x^2-864*c^2*g^2*p*x^2-864*c^2*g^2*q* x^2-1152*c^2*g*p^2*x^2-1152*c^2*g*q^2*x^2-1440*c^2*p^2*q*x^2-1440*c^2*p*q^2*x^2 -192*c*g^3*q*x^2-432*c*g^2*p^2*x^2-432*c*g^2*q^2*x^2-384*c*g*q^3*x^2-720*c*p^2* q^2*x^2-480*c*p*q^3*x^2-96*g^3*p*q*x^2-216*g^2*p^2*q*x^2-216*g^2*p*q^2*x^2-288* g*p^2*q^2*x^2-192*g*p*q^3*x^2+360*a^2*b^2*q*x+2448*a^2*b*c^2*x-144*a^2*b*c*x^2+ 432*a^2*b*g*x^2-72*a^2*b*q*x^2+2184*a^2*c^2*q*x+420*a^2*c*g^2*x-120*a^2*c*g*x^2 +924*a^2*c*q^2*x-864*a^2*c*q*x^2+186*a^2*g^2*q*x+312*a^2*g*q^2*x-60*a^2*g*q*x^2 -288*a^2*b^2*q*x^2-1728*a^2*b*c^2*x^2-1872*a^2*c^2*q*x^2-312*a^2*c*g^2*x^2-936* a^2*c*q^2*x^2-156*a^2*g^2*q*x^2-312*a^2*g*q^2*x^2-384*a*b^3*c*x^2-192*a*b^3*p*x ^2-192*a*b^3*q*x^2-1728*a*b^2*c^2*x^2-432*a*b^2*q^2*x^2-312*a*b*q^3*x^2-1728*a* c^3*g*x^2-2304*a*c^3*p*x^2-2304*a*c^3*q*x^2-864*a*c^2*g^2*x^2-1728*a*c^2*q^2*x^ 2-144*a*c*g^3*x^2-576*a*c*q^3*x^2-72*a*g^3*q*x^2-216*a*g^2*q^2*x^2-216*a*g*q^3* x^2-288*a*p*q^3*x^2-288*b^3*c*g*x^2-576*b^3*c*p*x^2-576*b^3*c*q*x^2-144*b^3*g*p *x^2-144*b^3*g*q*x^2-288*b^3*p*q*x^2-1248*b^2*c^2*g*x^2-1872*b^2*c^2*p*x^2-1872 *b^2*c^2*q*x^2-384*c^5*x^2-12*q^5*x^2+48*b^4*x^2+480*c^5*x-768*c^4*x^2+12*g^4*x ^2-24*b^4*x+1104*c^4*x-12*g^4*x-6*q^4*x-480*c^2*p^3*x^2-12*g^4*p*x^2-48*g^3*p^2 *x^2-120*p^3*q^2*x^2+192*a^3*b*x^2+144*a^3*g*x^2+48*b^4*q*x+246*b^2*p^3*x+816*c ^2*p^3*x-384*c*p^3*x^2+18*g^4*p*x+78*g^3*p^2*x-132*g*p^3*x^2+144*p^3*q^2*x-288* p^2*q^2*x^2-192*p*q^3*x^2-240*a^3*b*x-192*a^3*g*x+420*b*p^3*x+822*c*p^3*x+300*g *p^3*x+324*p^2*q^2*x+96*p*q^3*x+30*c*g^4*x-24*c*g^3*x^2+30*c*q^4*x-384*c*q^3*x^ 2+12*g^4*q*x-12*g^3*p*x^2+36*g^3*q^2*x-12*g^3*q*x^2-108*g^2*p^2*x^2+36*g^2*q^3* x-108*g^2*q^2*x^2-132*g*q^3*x^2+96*p^2*q^3*x+24*p*q^4*x+11*q^4*r*x-288*a^2*b^2* x+1440*a^2*c^2*x-186*a^2*g^2*x-144*a*b^3*x+2328*a*c^3*x-78*a*g^3*x+84*a*q^3*x+ 336*b^3*c*x-96*b^3*g*x+168*b^3*p*x+84*b^3*q*x+1728*b^2*c^2*x-126*b^2*g^2*x+498* b^2*p^2*x+132*b^2*q^2*x+2472*b*c^3*x-66*b*g^3*x+30*b*q^3*x+1560*c^3*g*x+2568*c^ 3*p*x+1608*c^3*q*x+684*c^2*g^2*x+2196*c^2*p^2*x+756*c^2*q^2*x+66*c*g^3*x+102*c* q^3*x+48*g^3*p*x+18*g^3*q*x+66*g^2*q^2*x+30*g*q^3*x-48*b^4*q*x^2-156*b^2*p^3*x^ 2-1152*a*c^4*x^2-72*a*q^4*x^2-96*b^4*c*x^2-48*b^4*p*x^2-576*b^3*c^2*x^2-144*b^3 *p^2*x^2-144*b^3*q^2*x^2-1248*b^2*c^3*x^2-156*b^2*q^3*x^2-1152*b*c^4*x^2-72*b*q ^4*x^2-768*c^4*g*x^2-960*c^4*p*x^2-960*c^4*q*x^2-576*c^3*g^2*x^2-960*c^3*p^2*x^ 2-960*c^3*q^2*x^2-192*c^2*g^3*x^2-480*c^2*q^3*x^2-24*c*g^4*x^2-120*c*q^4*x^2-12 *g^4*q*x^2-48*g^3*q^2*x^2-48*g*q^4*x^2-120*p^2*q^3*x^2-60*p*q^4*x^2+288*a^2*b^2 *x^2+1680*a^2*c^3*x-864*a^2*c^2*x^2+156*a^2*g^2*x^2+126*a^2*q^3*x+192*a*b^3*x^2 +1488*a*c^4*x-1536*a*c^3*x^2+72*a*g^3*x^2+30*a*q^4*x-192*a*q^3*x^2+144*b^4*c*x+ 72*b^4*p*x+80*b^4*r*x+816*b^3*c^2*x-48*b^3*c*x^2+144*b^3*g*x^2+216*b^3*p^2*x-24 *b^3*p*x^2+96*b^3*q^2*x-24*b^3*q*x^2+1680*b^2*c^3*x-864*b^2*c^2*x^2+156*b^2*g^2 *x^2-216*b^2*p^2*x^2+60*b^2*q^3*x-216*b^2*q^2*x^2-1536*b*c^3*x^2+72*b*g^3*x^2+ 12*b*q^4*x+960*c^4*g*x+1344*c^4*p*x+960*c^4*q*x+720*c^3*g^2*x-1056*c^3*g*x^2+ 1488*c^3*p^2*x-1536*c^3*p*x^2+720*c^3*q^2*x-1536*c^3*q*x^2+240*c^2*g^3*x-432*c^ 2*g^2*x^2-1152*c^2*p^2*x^2+240*c^2*q^3*x-1152*c^2*q^2*x^2-1248*a^2*c^3*x^2-156* a^2*q^3*x^2-384*a^3*b*c*x^2-192*a^3*b*p*x^2-8*a^2*b*g^2*r^2-4*a^3*b*g*r^2-26*a* b^2*g^2*r^2+26*a*b^2*g^2*r-8*b*q^3*r-12*q^3*b*c-12*q^3*b*p+204*a^3*r*x-16*q^2*b ^2*g-12*q^3*b*a-56*q^2*b^2*c-48*q^2*b^2*p-40*q^2*b^2*a-80*b^3*c*q-4*q^3*g*b-248 *b^3*c*p-16*q*b^3*g-56*q*b^3*p-32*q*b^3*a+22*b^3*q*r-14*b^2*q^2*r-g^4*q*r^2-2*g ^3*q^2*r^2-g^2*q^3*r^2-16*g*p*r^5-10*g*q*r^5-14*p^5*r*x+120*a^4*r*x+170*a^3*r^2 *x-98*a^3*r*x^2-4*c*q^3*r^3+8*a^3*b^2*r+2592*a^2*c*p*q*x+1996*a^2*c*p*r*x+888*a ^2*g*p*q*x+906*a^2*p*q*r*x+1224*a*b^2*c*g*x+3072*a*b*c*p^2*x+1302*a*b*p^2*q*x+ 2166*a*c*g*p^2*x+2466*a*c*p^2*q*x+558*a*g^2*p*q*x+942*a*g*p^2*q*x+294*a*b*g*q*x +1440*a*b*p*q*x+2544*a*c*g*p*x+1500*a*c*g*q*x+3396*a*c*p*q*x+1014*a*g*p*q*x+ 2532*b*c*g*p*x+1488*b*c*g*q*x+3036*b*c*p*q*x+906*b*g*p*q*x+2100*c*g*p*q*x-1728* a^2*b*c*p*x^2-432*a^2*b*g*p*x^2-864*a^2*b*p*q*x^2-1248*a^2*c*g*p*x^2-1872*a^2*c *p*q*x^2-624*a^2*g*p*q*x^2-864*a*b^2*c*g*x^2-1872*a*b*c*p^2*x^2-936*a*b*p^2*q*x ^2-1296*a*c*g*p^2*x^2-1728*a*c*p^2*q*x^2-432*a*g^2*p*q*x^2+2808*a^2*b*c*p*x+744 *a^2*b*g*p*x+1224*a^2*b*p*q*x+1992*a^2*c*g*p*x-120*a*b*g*p*x^2+528*a*b*g*q^2*x-\ 120*a*b*g*q*x^2+930*a*b*p*q^2*x-864*a*b*p*q*x^2+3840*a*c^2*g*p*x+2784*a*c^2*g*q *x+4320*a*c^2*p*q*x+1302*a*c*g^2*p*x+930*a*c*g^2*q*x-1248*a*c*g*p*x^2+1110*a*c* g*q^2*x-1248*a*c*g*q*x^2+1782*a*c*p*q^2*x-2304*a*c*p*q*x^2+678*a*g*p*q^2*x-624* a*g*p*q*x^2+1800*b^2*c*g*p*x+1272*b^2*c*g*q*x+2064*b^2*c*p*q*x+696*b^2*g*p*q*x+ 3672*b*c^2*g*p*x+2616*b*c^2*g*q*x+3888*b*c^2*p*q*x+1242*b*c*g^2*p*x+870*b*c*g^2 *q*x+1998*b*c*g*p^2*x-1248*b*c*g*p*x^2+942*b*c*g*q^2*x-1248*b*c*g*q*x^2+2142*b* c*p^2*q*x+1458*b*c*p*q^2*x-2304*b*c*p*q*x^2+498*b*g^2*p*q*x+816*b*g*p^2*q*x+552 *b*g*p*q^2*x-624*b*g*p*q*x^2+2664*c^2*g*p*q*x+1008*c*g^2*p*q*x+1512*c*g*p^2*q*x +1044*c*g*p*q^2*x-1584*c*g*p*q*x^2+960*a*b*c*g*x+3756*a*b*c*p*x+2292*a*b*c*q*x+ 666*a*b*g*p*x-3456*a*c^2*p*q*x^2-864*a*c*g^2*p*x^2-864*a*c*g^2*q*x^2-1296*a*c*g *q^2*x^2-1728*a*c*p*q^2*x^2-648*a*g*p*q^2*x^2-1248*b^2*c*g*p*x^2-1248*b^2*c*g*q *x^2-1872*b^2*c*p*q*x^2-624*b^2*g*p*q*x^2-2592*b*c^2*g*p*x^2-2592*b*c^2*g*q*x^2 -3456*b*c^2*p*q*x^2-864*b*c*g^2*p*x^2-864*b*c*g^2*q*x^2-1296*b*c*g*p^2*x^2-1296 *b*c*g*q^2*x^2-1728*b*c*p^2*q*x^2-1728*b*c*p*q^2*x^2-432*b*g^2*p*q*x^2-648*b*g* p*q^2*x^2-2304*c^2*g*p*q*x^2-864*c*g^2*p*q*x^2-1152*c*g*p^2*q*x^2-1152*c*g*p*q^ 2*x^2+1224*a^2*b*c*g*x+2088*a^2*b*c*q*x+528*a^2*b*g*q*x+1464*a^2*c*g*q*x+2664*a *b^2*c*p*x+1944*a*b^2*c*q*x+696*a*b^2*g*p*x+480*a*b^2*g*q*x+1080*a*b^2*p*q*x+ 3360*a*b*c^2*g*x+5592*a*b*c^2*p*x+4104*a*b*c^2*q*x+2640*a*b*c^2*r*x+840*a*b*c*g ^2*x-240*a*b*c*g*x^2-1728*a*b*c*p*x^2+1584*a*b*c*q^2*x-1728*a*b*c*q*x^2+498*a*b *g^2*p*x+342*a*b*g^2*q*x-864*a^2*b*c*g*x^2-1728*a^2*b*c*q*x^2-432*a^2*b*g*q*x^2 -1248*a^2*c*g*q*x^2-1728*a*b^2*c*p*x^2-1728*a*b^2*c*q*x^2-432*a*b^2*g*p*x^2-432 *a*b^2*g*q*x^2-864*a*b^2*p*q*x^2-2496*a*b*c^2*g*x^2-3744*a*b*c^2*p*x^2-3744*a*b *c^2*q*x^2-624*a*b*c*g^2*x^2-1872*a*b*c*q^2*x^2-312*a*b*g^2*p*x^2-312*a*b*g^2*q *x^2-624*a*b*g*q^2*x^2-936*a*b*p*q^2*x^2-2592*a*c^2*g*p*x^2-32*b^4*c-72*b^3*p^2 -2*q^3*g^2-208*b^3*c^2-16*b^4*p+36*b^4*r+48*a^4*x^2-120*b^3*c-76*b^3*p+4*a^3*b* g*r+28*a^2*b^2*g*r-28*b^2*r^2*a^2*g+5*a*b*g^3*r-4*c^2*q^3*r^2-36*c^2*q^2*r^3-8* a^3*b^2*r^2-24*a*p*r^5-4*a*q^3*r^3-16*b^4*p*r^2+21*b*g^3*q*r+27*q^2*b*r*g^2-56* a^4*r^2*x-76*a^4*r*x^2-4*q^3*r*g-148*a^3*r^3*x-154*a^3*r^2*x^2-4*a^2*q^3*r^2-20 *a^2*q^2*r^3+3*g^4*q*r+11*g*r^6*x+2*p^5*r^2*x+7*p^5*r*x^2+11*p^4*r^3*x+24*p^3*r ^4*x+26*p^2*r^5*x+14*p*r^6*x+6*q^2*g^3*r-1248*a*b*g*p*q*x^2-2592*b*c*g*p*q*x^2+ 3792*a*b*c*g*p*x+2736*a*b*c*g*q*x+1584*a*b*g*p*q*x+3276*a*c*g*p*q*x+2940*b*c*g* p*q*x-2496*a*b*c*g*p*x^2-2496*a*b*c*g*q*x^2-3744*a*b*c*p*q*x^2+8*a^2*b*g^2*r-5* a*b*g^3*r^2+52*b^2*q*r*g^2+64*c^5*r^2*x+66*b*r^5*x^2+16*b^3*a*r-200*q*b^2*c-104 *b^3*p*a-46*q^2*b*a-60*q*b^2*a-160*b^3*c*a-80*q^2*a^2*b+36*b^3*r*g-16*b*g^2*q^2 -78*b*p^2*q^2+16*a*r^6*x+66*a*r^5*x^2-174*b^2*p*q-28*b^2*g*q-104*b^3*g*c-148*q^ 2*b*c^2+26*a^3*r^4*x+98*a^3*r^3*x^2-272*a^2*b^2*c-36*c*g^3*q-12*b*g^3*q-16*q^2* g*b-142*b^2*p^2*q-336*q*c^2*b^2-448*c^2*g*b^2+31*a^2*r^5*x+117*a^2*r^4*x^2-84*q ^2*b*p-288*p^2*a*b^2-32*q^3*a*c-30*q^3*p*c-30*q^3*a*p-5*q^2*r*g^2-74*q^2*g*b*a+ 21*b^2*q*r*g-228*q^2*c*b*a-118*q*b*p*g^2-280*b^2*p*q*a-392*b^2*c*q*a-376*a^2*c* g*b-92*q*b^2*g*a-230*q^2*b*p*c-11*q^2*b*r*g-152*b^2*p*q*g-456*q*c*b^2*p-216*q*g *b^2*c-1176*b*p*c^2*g-240*b*g^2*a*c-1220*p^2*c*b*a-132*q*a^2*b*g-1200*q*c^2*p*a -1088*a^2*c*b*p-458*a*c*g^2*p-434*p^2*g*b*a-730*b*p^2*c*g-402*b*g^2*p*c-178*q^2 *p*b*a-496*q*g*b*c^2-928*q*p*b*c^2-608*a*c^2*g*q-1328*a*c^2*g*p-200*a*c*g^2*q-\ 664*c^2*g*q*p-370*q^2*a*p*c-1936*p*a*b*c^2-928*p*a*b^2*c-182*q^2*p*c*g-172*q^2* a*c*g-70*b*a*q*g^2-160*c*g^2*q*b-888*b*c^2*q*a-760*a^2*c*g*p-360*a^2*c*g*q-448* p^2*c*q*g-592*p^2*c*q*b-250*p*c*g^2*q-308*p*a^2*b*g-812*p^2*a*q*c-316*p^2*a*q*g -880*p^2*a*c*g-412*p^2*a*q*b-816*a^2*c*q*p-520*a^2*c*q*b-288*p*a^2*q*g-392*p*a^ 2*q*b-352*a*g*b^2*c-252*a*g*b^2*p-874*p*c*q*b-522*p*a*q*b-576*q*c*b*a-228*p^2*g *q*b-142*p*a*q^2*g-960*c^2*g*b*a-184*b*a*p*g^2-624*q*g*p*c-1154*p*a*q*c-374*p*a *q*g-1194*a*c*g*p-1788*p*c*b*a-376*c*g*q*a-452*c*g*b*a-1092*b*p*c*g-438*b*g*p*a -64*b^3*g*p-86*b*p*q^2*g-24*q*b^2*g^2-12*q^3*a*g-12*q^3*p*g-106*q^2*b*c*g-12*q^ 3*c*g-128*p^2*g^2*b-11*b^2*r*g^2-300*b*g^2*c^2-7*q*b*r*g^2-568*b^2*p*c*g-124*a^ 2*g^2*c-6*q*g^3*r-76*g^2*b^2*p-112*g^2*b^2*c-158*q*a*p*g^2-22*b*g^2*q-156*p^2*a *g^2-314*c*g*q*b-92*q*g*b*a-278*b*p*q*g-102*q*g^2*c-98*q*g^2*p-6*q^3*p-2*q^3*a-\ 16*q^3*c^2-2*q^3*c-2*g^4*q-48*p*a^4-12*q^3*p^2+8*b^3*g+16*b^3*a-4*g^3*q^2-432*p *c^4-192*c^3*g^2-6*q^2*g^2-54*p^4*b-36*q*p^4-416*c^4*a-48*a^4*c-6*g^4*p-192*c^4 *q-256*c^4*g-40*a^3*q^2-144*p^2*a^3-36*q^2*p^3-16*q^3*a^2-448*b^2*c^3-54*p^3*g^ 2-42*p^4*g-72*p^4*a-156*p^3*a^2-496*a^2*c^3-102*p^4*c-256*a^3*c^2-96*q^2*c^3-\ 340*p^3*c^2-24*a^4*q-8*g^4*c-400*c^4*b-552*p^2*c^3-5*g^4*r-30*g^3*c+56*b^2*a^2+ 16*g^3*a-568*b^2*c^2-46*q^2*a^2-92*q^2*c^2+10*g^3*b-344*c^3*q-992*c^3*p-488*c^3 *g-132*p*a^3-138*q*p^3-784*b*c^3-520*a^2*c^2-28*p*g^3-218*b*p^3-128*p^2*g^2-72* a^3*c-164*p^3*g-282*p^3*a-428*p^3*c-372*p^2*a^2+56*a^3*g+46*g^2*a^2-228*c^2*g^2 -1004*p^2*c^2-760*c^3*a-36*a^3*q+64*a^3*b-78*q^2*p^2-94*b^2*p^3-30*p^2*g^3-64*g ^3*c^2-4*g^3*q+16*b^2*g^2-244*b^2*p^2-26*a*g^2*q-30*q^3*x-4*q^3*r-17*g^3*r-60*g ^3*x+56*b^3*r+168*b^3*x^2+60*g^3*x^2+144*a^2*b+130*a^2*g+60*a*b^2+64*a*g^2+28*b ^2*g+34*b*g^2-84*b^3*x-1264*p*b*a*q*c-436*p*b*a*q*g-584*a*c*g*q*b-916*a*c*g*q*p -700*p*c*g*q*b-1336*b*p*a*c*g-128*c^5-12*p^5+24*a^4+2*g^4-66*p^4+84*a^3+10*g^3-\ 336*c^4+408*a*b*p*x^2+264*a*g*p*x^2-48*c*g*p*x^2-432*c*p*q*x^2-24*g*p*q*x^2+264 *b*g*p*x^2+288*b*p*q*x+888*c*p*q*x+192*g*p*q*x+1068*b*c*p*x+30*b*g*p*x+672*c*g* p*x-36*a*b*p*x+900*a*c*p*x-66*a*g*p*x+288*a*p*q*x-3*r^7*x^2+3*r^7*x+15*r^6*x^2-\ 13*a^2*r^5-6*a*r^6-16*b^4*r^3-4*g*r^6-10*p^2*r^5-5*p*r^6-r^7+16*b^4*p*r^2*x-144 *a^3*g*p*x^2-432*a^2*b*p^2*x^2-936*a^2*c*p^2*x^2-312*a^2*g*p^2*x^2-468*a^2*p^2* q*x^2-312*a*b*p^3*x^2-576*a*c*p^3*x^2-216*a*g*p^3*x^2-288*a*p^3*q*x^2+360*a^3*b *p*x+264*a^3*g*p*x+792*a^2*b*p^2*x+1668*a^2*c*p^2*x+576*a^2*g*p^2*x+750*a^2*p^2 *q*x+558*a*b*p^3*x+1050*a*c*p^3*x+402*a*g*p^3*x+462*a*p^3*q*x+32*b^4*c*r^2*x-48 *p^4*x^2+114*p^4*x-15*p^3*r^4*x^2-19*p^2*r^5*x^2-12*p*r^6*x^2-12*q*r^6*x^2-171* a*g*p*q*r+1243*a*g*p*r*x+729*a*g*q*r*x+1458*a*p*q*r*x-59*b*c*g*p*r+19*b*c*g*q*r +1886*b*c*g*r*x+22*b*c*p*q*r+3136*b*c*p*r*x+1728*b*c*q*r*x-19*b*g*p*q*r+1103*b* g*p*r*x+589*b*g*q*r*x+1074*b*p*q*r*x-138*c*g*p*q*r+2212*c*g*p*r*x+1244*c*g*q*r* x+2176*c*p*q*r*x+824*g*p*q*r*x+316*g^2*p*q*r*x+435*g*p^2*q*r*x+297*g*p*q^2*r*x+ 148*g*p*q*r^2*x-802*g*p*q*r*x^2-284*a*b*c*g*r-280*a*b*c*p*r-80*a*b*c*q*r+2924*a *b*c*r*x-243*a*b*g*p*r+794*a*b*g*r*x-92*a*b*p*q*r+1752*a*b*p*r*x+1028*a*b*q*r*x -462*a*c*g*p*r-172*a*c*g*q*r+1970*a*c*g*r*x-354*a*c*p*q*r+3612*a*c*p*r*x+2204*a *c*q*r*x+218*c*g^2*p*q*r+760*c*g^2*p*r*x+508*c*g^2*q*r*x+326*c*g*p^2*q*r+994*c* g*p^2*r*x+152*c*g*p*q^2*r+446*c*g*p*q*r^2+232*c*g*p*r^2*x-1604*c*g*p*r*x^2+442* c*g*q^2*r*x+164*c*g*q*r^2*x-1604*c*g*q*r*x^2+984*c*p^2*q*r*x+684*c*p*q^2*r*x+ 244*c*p*q*r^2*x-2196*c*p*q*r*x^2+125*b*g^2*p*q*r+455*b*g^2*p*r*x+289*b*g^2*q*r* x+195*b*g*p^2*q*r+557*b*g*p^2*r*x+94*b*g*p*q^2*r+251*b*g*p*q*r^2+76*b*g*p*r^2*x -754*b*g*p*r*x^2+191*b*g*q^2*r*x-26*b*g*q*r^2*x-754*b*g*q*r*x^2+496*b*p^2*q*r*x +296*b*p*q^2*r*x-66*b*p*q*r^2*x-1200*b*p*q*r*x^2+560*c^2*g*p*q*r+1684*c^2*g*p*r *x+1132*c^2*g*q*r*x+1608*c^2*p*q*r*x+384*b*c*g^2*p*r+212*b*c*g^2*q*r+800*b*c*g^ 2*r*x+607*b*c*g*p^2*r+805*b*c*g*p*r^2+145*b*c*g*q^2*r+387*b*c*g*q*r^2+22*b*c*g* r^2*x-1508*b*c*g*r*x^2+494*b*c*p^2*q*r+1208*b*c*p^2*r*x+234*b*c*p*q^2*r+636*b*c *p*q*r^2-252*b*c*p*r^2*x-2400*b*c*p*r*x^2+408*b*c*q^2*r*x-344*b*c*q*r^2*x-2400* b*c*q*r*x^2+624*b^2*c*g*p*r+336*b^2*c*g*q*r+1038*b^2*c*g*r*x+532*b^2*c*p*q*r+ 1120*b^2*c*p*r*x+608*b^2*c*q*r*x+190*b^2*g*p*q*r+571*b^2*g*p*r*x+339*b^2*g*q*r* x+378*b^2*p*q*r*x+1116*b*c^2*g*p*r+596*b*c^2*g*q*r+1640*b*c^2*g*r*x+892*b*c^2*p *q*r+2048*b*c^2*p*r*x+1248*b*c^2*q*r*x+132*a*g^2*p*q*r+552*a*g^2*p*r*x+386*a*g^ 2*q*r*x+218*a*g*p^2*q*r+728*a*g*p^2*r*x+116*a*g*p*q^2*r+313*a*g*p*q*r^2+346*a*g *p*r^2*x-754*a*g*p*r*x^2+362*a*g*q^2*r*x+244*a*g*q*r^2*x-754*a*g*q*r*x^2+748*a* p^2*q*r*x+548*a*p*q^2*r*x+274*a*p*q*r^2*x-1200*a*p*q*r*x^2+1064*a*c^2*g*p*r+608 *a*c^2*g*q*r+2088*a*c^2*g*r*x+952*a*c^2*p*q*r+2792*a*c^2*p*r*x+1992*a*c^2*q*r*x +362*a*c*g^2*p*r+212*a*c*g^2*q*r+942*a*c*g^2*r*x+614*a*c*g*p^2*r+904*a*c*g*p*r^ 2+182*a*c*g*q^2*r+484*a*c*g*q*r^2+524*a*c*g*r^2*x-1508*a*c*g*r*x^2+556*a*c*p^2* q*r+1646*a*c*p^2*r*x+286*a*c*p*q^2*r+792*a*c*p*q*r^2+448*a*c*p*r^2*x-2400*a*c*p *r*x^2+846*a*c*q^2*r*x+356*a*c*q*r^2*x-2400*a*c*q*r*x^2+720*a*b*c*q*r^2+156*a*b *c*r^2*x-2156*a*b*c*r*x^2+165*a*b*g^2*p*r+103*a*b*g^2*q*r+602*a*b*g^2*r*x+338*a *b*g*p^2*r+487*a*b*g*p*r^2+104*a*b*g*q^2*r+243*a*b*g*q*r^2+430*a*b*g*r^2*x-434* a*b*g*r*x^2+328*a*b*p^2*q*r+898*a*b*p^2*r*x+174*a*b*p*q^2*r+446*a*b*p*q*r^2+176 *a*b*p*r^2*x-1078*a*b*p*r*x^2+386*a*b*q^2*r*x+40*a*b*q*r^2*x-1078*a*b*q*r*x^2+ 218*a^2*g*p*q*r+875*a^2*g*p*r*x+643*a^2*g*q*r*x+488*a*b^2*c*g*r+964*a*b^2*c*p*r +548*a*b^2*c*q*r+1612*a*b^2*c*r*x+270*a*b^2*g*p*r+166*a*b^2*g*q*r+824*a*b^2*g*r *x+320*a*b^2*p*q*r+898*a*b^2*p*r*x+586*a*b^2*q*r*x+1044*a*b*c^2*g*r+1748*a*b*c^ 2*p*r+996*a*b*c^2*q*r+276*a*b*c*g^2*r+764*a*b*c*g*r^2+962*a*b*c*p^2*r+1340*a*b* c*p*r^2+278*a*b*c*q^2*r+404*a^2*b*c*g*r+924*a^2*b*c*p*r+572*a^2*b*c*q*r+1940*a^ 2*b*c*r*x+254*a^2*b*g*p*r+166*a^2*b*g*q*r+904*a^2*b*g*r*x+348*a^2*b*p*q*r+1118* a^2*b*p*r*x+806*a^2*b*q*r*x+560*a^2*c*g*p*r+348*a^2*c*g*q*r+1486*a^2*c*g*r*x+ 612*a^2*c*p*q*r+1484*a^2*c*q*r*x-80*g^3*p*q*r*x-186*g^2*p^2*q*r*x-138*g^2*p*q^2 *r*x-332*g^2*p*q*r^2*x-378*g^2*p*q*r*x^2-172*g*p^3*q*r*x-192*g*p^2*q^2*r*x-464* g*p^2*q*r^2*x-453*g*p^2*q*r*x^2-84*g*p*q^3*r*x-322*g*p*q^2*r^2*x-453*g*p*q^2*r* x^2-412*g*p*q*r^3*x-366*g*p*q*r^2*x^2-732*c*g*p*r^2*x^2-148*c*g*q^3*r*x-570*c*g *q^2*r^2*x-906*c*g*q^2*r*x^2-728*c*g*q*r^3*x-732*c*g*q*r^2*x^2-424*c*p^3*q*r*x-\ 468*c*p^2*q^2*r*x-1134*c*p^2*q*r^2*x-1056*c*p^2*q*r*x^2-200*c*p*q^3*r*x-774*c*p *q^2*r^2*x-1056*c*p*q^2*r*x^2-1004*c*p*q*r^3*x-768*c*p*q*r^2*x^2-188*c*g^3*p*r* x-148*c*g^3*q*r*x-444*c*g^2*p^2*r*x-48*c*g^2*p*q*r^2-814*c*g^2*p*r^2*x-756*c*g^ 2*p*r*x^2-252*c*g^2*q^2*r*x-606*c*g^2*q*r^2*x-756*c*g^2*q*r*x^2-412*c*g*p^3*r*x -60*c*g*p^2*q*r^2-1138*c*g*p^2*r^2*x-906*c*g*p^2*r*x^2-32*c*g*p*q^2*r^2-120*c*g *p*q*r^3-840*c^2*g^2*p*r*x-648*c^2*g^2*q*r*x-1176*c^2*g*p^2*r*x-120*c^2*g*p*q*r ^2-2128*c^2*g*p*r^2*x-1812*c^2*g*p*r*x^2-648*c^2*g*q^2*r*x-1560*c^2*g*q*r^2*x-\ 1812*c^2*g*q*r*x^2-1200*c^2*p^2*q*r*x-864*c^2*p*q^2*r*x-2088*c^2*p*q*r^2*x-2112 *c^2*p*q*r*x^2-41*b*g*p^2*q*r^2-640*b*g*p^2*r^2*x-562*b*g*p^2*r*x^2-24*b*g*p*q^ 2*r^2-82*b*g*p*q*r^3-557*b*g*p*r^3*x-492*b*g*p*r^2*x^2-98*b*g*q^3*r*x-352*b*g*q ^2*r^2*x-562*b*g*q^2*r*x^2-401*b*g*q*r^3*x-492*b*g*q*r^2*x^2-250*b*p^3*q*r*x-\ 282*b*p^2*q^2*r*x-646*b*p^2*q*r^2*x-672*b*p^2*q*r*x^2-126*b*p*q^3*r*x-452*b*p*q ^2*r^2*x-672*b*p*q^2*r*x^2-516*b*p*q*r^3*x-500*b*p*q*r^2*x^2-1488*c^3*g*p*r*x-\ 1136*c^3*g*q*r*x-1504*c^3*p*q*r*x-78*b*g^3*p*r*x-66*b*g^3*q*r*x-234*b*g^2*p^2*r *x-33*b*g^2*p*q*r^2-438*b*g^2*p*r^2*x-452*b*g^2*p*r*x^2-148*b*g^2*q^2*r*x-344*b *g^2*q*r^2*x-452*b*g^2*q*r*x^2-127*b*c*g*p^2*r^2-254*b*c*g*p*r^3-49*b*c*g*q^2*r ^2-172*b*c*g*q*r^3-1074*b*c*g*r^3*x-984*b*c*g*r^2*x^2-614*b*c*p^3*r*x-102*b*c*p ^2*q*r^2-1648*b*c*p^2*r^2*x-1344*b*c*p^2*r*x^2-56*b*c*p*q^2*r^2-204*b*c*p*q*r^3 -1384*b*c*p*r^3*x-1000*b*c*p*r^2*x^2-242*b*c*q^3*r*x-872*b*c*q^2*r^2*x-1344*b*c *q^2*r*x^2-980*b*c*q*r^3*x-1000*b*c*q*r^2*x^2-268*b*c^2*g*p*r^2-180*b*c^2*g*q*r ^2-2424*b*c^2*g*r^2*x-2248*b*c^2*g*r*x^2-1812*b*c^2*p^2*r*x-212*b*c^2*p*q*r^2-\ 3232*b*c^2*p*r^2*x-2688*b*c^2*p*r*x^2-1068*b*c^2*q^2*r*x-2456*b*c^2*q*r^2*x-\ 2688*b*c^2*q*r*x^2-146*b*c*g^3*r*x-94*b*c*g^2*p*r^2-72*b*c*g^2*q*r^2-840*b*c*g^ 2*r^2*x-904*b*c*g^2*r*x^2-240*b^2*g*q^2*r*x-542*b^2*g*q*r^2*x-649*b^2*g*q*r*x^2 -424*b^2*p^2*q*r*x-332*b^2*p*q^2*r*x-736*b^2*p*q*r^2*x-804*b^2*p*q*r*x^2-1752*b *c^3*g*r*x-2376*b*c^3*p*r*x-1880*b*c^3*q*r*x-876*b*c^2*g^2*r*x-356*b^2*c*g^2*r* x-176*b^2*c*g*p*r^2-136*b^2*c*g*q*r^2-1332*b^2*c*g*r^2*x-1298*b^2*c*g*r*x^2-\ 1044*b^2*c*p^2*r*x-148*b^2*c*p*q*r^2-1888*b^2*c*p*r^2*x-1608*b^2*c*p*r*x^2-676* b^2*c*q^2*r*x-1504*b^2*c*q*r^2*x-1608*b^2*c*q*r*x^2-186*b^2*g^2*p*r*x-160*b^2*g ^2*q*r*x-358*b^2*g*p^2*r*x-58*b^2*g*p*q*r^2-670*b^2*g*p*r^2*x-649*b^2*g*p*r*x^2 -388*a*g*q^2*r^2*x-562*a*g*q^2*r*x^2-467*a*g*q*r^3*x-492*a*g*q*r^2*x^2-274*a*p^ 3*q*r*x-318*a*p^2*q^2*r*x-748*a*p^2*q*r^2*x-672*a*p^2*q*r*x^2-150*a*p*q^3*r*x-\ 554*a*p*q^2*r^2*x-672*a*p*q^2*r*x^2-672*a*p*q*r^3*x-500*a*p*q*r^2*x^2-376*b^3*c *g*r*x-736*b^3*c*p*r*x-632*b^3*c*q*r*x-192*b^3*g*p*r*x-168*b^3*g*q*r*x-308*b^3* p*q*r*x-1424*b^2*c^2*g*r*x-2112*b^2*c^2*p*r*x-1744*b^2*c^2*q*r*x-2204*b*c*g*p*q *r*x-74*a*g^3*p*r*x-62*a*g^3*q*r*x-232*a*g^2*p^2*r*x-28*a*g^2*p*q*r^2-436*a*g^2 *p*r^2*x-452*a*g^2*p*r*x^2-146*a*g^2*q^2*r*x-342*a*g^2*q*r^2*x-452*a*g^2*q*r*x^ 2-242*a*g*p^3*r*x-38*a*g*p^2*q*r^2-676*a*g*p^2*r^2*x-562*a*g*p^2*r*x^2-24*a*g*p *q^2*r^2-76*a*g*p*q*r^3-623*a*g*p*r^3*x-492*a*g*p*r^2*x^2-106*a*g*q^3*r*x-134*a *c*g^3*r*x-72*a*c*g^2*p*r^2-56*a*c*g^2*q*r^2-800*a*c*g^2*r^2*x-904*a*c*g^2*r*x^ 2-108*a*c*g*p^2*r^2-216*a*c*g*p*r^3-48*a*c*g*q^2*r^2-152*a*c*g*q*r^3-1126*a*c*g *r^3*x-984*a*c*g*r^2*x^2-638*a*c*p^3*r*x-96*a*c*p^2*q*r^2-1760*a*c*p^2*r^2*x-\ 1344*a*c*p^2*r*x^2-56*a*c*p*q^2*r^2-192*a*c*p*q*r^3-1592*a*c*p*r^3*x-1000*a*c*p *r^2*x^2-266*a*c*q^3*r*x-984*a*c*q^2*r^2*x-1344*a*c*q^2*r*x^2-1188*a*c*q*r^3*x-\ 1000*a*c*q*r^2*x^2-804*a*c^2*g^2*r*x-216*a*c^2*g*p*r^2-152*a*c^2*g*q*r^2-2312*a *c^2*g*r^2*x-2248*a*c^2*g*r*x^2-1812*a*c^2*p^2*r*x-192*a*c^2*p*q*r^2-3272*a*c^2 *p*r^2*x-2688*a*c^2*p*r*x^2-1068*a*c^2*q^2*r*x-2496*a*c^2*q*r^2*x-2688*a*c^2*q* r*x^2-170*a*b*q^3*r*x-588*a*b*q^2*r^2*x-804*a*b*q^2*r*x^2-648*a*b*q*r^3*x-676*a *b*q*r^2*x^2-1608*a*c^3*g*r*x-2280*a*c^3*p*r*x-1784*a*c^3*q*r*x-39*a*b*g^2*p*r^ 2-39*a*b*g^2*q*r^2-352*a*b*g^2*r^2*x-494*a*b*g^2*r*x^2-66*a*b*g*p^2*r^2-132*a*b *g*p*r^3-36*a*b*g*q^2*r^2-102*a*b*g*q*r^3-618*a*b*g*r^3*x-682*a*b*g*r^2*x^2-354 *a*b*p^3*r*x-64*a*b*p^2*q*r^2-972*a*b*p^2*r^2*x-804*a*b*p^2*r*x^2-40*a*b*p*q^2* r^2-128*a*b*p*q*r^3-852*a*b*p*r^3*x-676*a*b*p*r^2*x^2-528*a*b^2*p^2*r*x-88*a*b^ 2*p*q*r^2-996*a*b^2*p*r^2*x-894*a*b^2*p*r*x^2-372*a*b^2*q^2*r*x-828*a*b^2*q*r^2 *x-894*a*b^2*q*r*x^2-2608*a*b*c^3*r*x-292*a*b*c^2*g*r^2-396*a*b*c^2*p*r^2-276*a *b*c^2*q*r^2-3632*a*b*c^2*r^2*x-3216*a*b*c^2*r*x^2-88*a*b*c*g^2*r^2-276*a*b*c*g *r^3-190*a*b*c*p^2*r^2-380*a*b*c*p*r^3-82*a*b*c*q^2*r^2-268*a*b*c*q*r^3-1628*a* b*c*r^3*x-1352*a*b*c*r^2*x^2-649*a^2*g*p*r*x^2-230*a^2*g*q^2*r*x-526*a^2*g*q*r^ 2*x-649*a^2*g*q*r*x^2-454*a^2*p^2*q*r*x-362*a^2*p*q^2*r*x-824*a^2*p*q*r^2*x-804 *a^2*p*q*r*x^2-528*a*b^3*c*r*x-272*a*b^3*p*r*x-240*a*b^3*q*r*x-2064*a*b^2*c^2*r *x-192*a*b^2*c*g*r^2-252*a*b^2*c*p*r^2-196*a*b^2*c*q*r^2-1960*a*b^2*c*r^2*x-\ 1788*a*b^2*c*r*x^2-78*a*b^2*g*p*r^2-78*a*b^2*g*q*r^2-544*a*b^2*g*r^2*x-684*a*b^ 2*g*r*x^2-166*a^2*g^2*p*r*x-140*a^2*g^2*q*r*x-348*a^2*g*p^2*r*x-42*a^2*g*p*q*r^ 2-654*a^2*g*p*r^2*x-1912*a^2*c^2*p*r*x-1544*a^2*c^2*q*r*x-296*a^2*c*g^2*r*x-104 *a^2*c*g*p*r^2-84*a^2*c*g*q*r^2-1188*a^2*c*g*r^2*x-1298*a^2*c*g*r*x^2-1024*a^2* c*p^2*r*x-116*a^2*c*p*q*r^2-1872*a^2*c*p*r^2*x-1608*a^2*c*p*r*x^2-656*a^2*c*q^2 *r*x-1488*a^2*c*q*r^2*x-1608*a^2*c*q*r*x^2-1832*a^2*b*c*r^2*x-1788*a^2*b*c*r*x^ 2-54*a^2*b*g*p*r^2-54*a^2*b*g*q*r^2-512*a^2*b*g*r^2*x-684*a^2*b*g*r*x^2-516*a^2 *b*p^2*r*x-76*a^2*b*p*q*r^2-972*a^2*b*p*r^2*x-894*a^2*b*p*r*x^2-360*a^2*b*q^2*r *x-804*a^2*b*q*r^2*x-894*a^2*b*q*r*x^2-1184*a^2*c^2*g*r*x-280*a^3*c*g*r*x-160*a ^3*g*p*r*x-136*a^3*g*q*r*x-720*a^2*b^2*c*r*x-384*a^2*b^2*p*r*x-336*a^2*b^2*q*r* x-1872*a^2*b*c^2*r*x-116*a^2*b*c*g*r^2-196*a^2*b*c*p*r^2-156*a^2*b*c*q*r^2+64*g ^2*p*q*r^3*x+276*g^2*p*q*r^2*x^2+26*g*p^3*q*r^2*x+112*g*p^3*q*r*x^2+30*g*p^2*q^ 2*r^2*x+168*g*p^2*q^2*r*x^2+83*g*p^2*q*r^3*x+366*g*p^2*q*r^2*x^2+14*g*p*q^3*r^2 *x+112*g*p*q^3*r*x^2+366*g*p*q^2*r^2*x^2+88*g*p*q*r^4*x+422*g*p*q*r^3*x^2-432*a ^3*b*c*r*x-240*a^3*b*p*r*x-208*a^3*b*q*r*x+14*g^3*p*q*r^2*x+56*g^3*p*q*r*x^2+30 *g^2*p^2*q*r^2*x+126*g^2*p^2*q*r*x^2+24*g^2*p*q^2*r^2*x+126*g^2*p*q^2*r*x^2+ 1090*a*g*p*q*r*x+696*b*c*g*p*q*r+1934*b*c*g*p*r*x+1202*b*c*g*q*r*x+1616*b*c*p*q *r*x+748*b*g*p*q*r*x+1436*c*g*p*q*r*x+1204*a*b*c*g*p*r+704*a*b*c*g*q*r+2524*a*b *c*g*r*x+1172*a*b*c*p*q*r+3116*a*b*c*p*r*x+2092*a*b*c*q*r*x+422*a*b*g*p*q*r+ 1446*a*b*g*p*r*x+982*a*b*g*q*r*x+1284*a*b*p*q*r*x+740*a*c*g*p*q*r+2500*a*c*g*p* r*x+1768*a*c*g*q*r*x+2492*a*c*p*q*r*x-696*c*g^2*p*q*r*x-972*c*g*p^2*q*r*x-708*c *g*p*q^2*r*x-1708*c*g*p*q*r^2*x-1812*c*g*p*q*r*x^2-2248*b*c*g*p*r*x^2-830*b*c*g *q^2*r*x-1916*b*c*g*q*r^2*x-2248*b*c*g*q*r*x^2-1470*b*c*p^2*q*r*x-1098*b*c*p*q^ 2*r*x-2520*b*c*p*q*r^2*x-2688*b*c*p*q*r*x^2-382*b*g^2*p*q*r*x-566*b*g*p^2*q*r*x -430*b*g*p*q^2*r*x-992*b*g*p*q*r^2*x-1124*b*g*p*q*r*x^2-1824*c^2*g*p*q*r*x-906* b*c*g^2*p*r*x-734*b*c*g^2*q*r*x-1374*b*c*g*p^2*r*x-172*b*c*g*p*q*r^2-2492*b*c*g *p*r^2*x-378*a*g^2*p*q*r*x-590*a*g*p^2*q*r*x-454*a*g*p*q^2*r*x-1064*a*g*p*q*r^2 *x-1124*a*g*p*q*r*x^2-1428*b^2*c*g*p*r*x-1192*b^2*c*g*q*r*x-1720*b^2*c*p*q*r*x-\ 598*b^2*g*p*q*r*x-2688*b*c^2*g*p*r*x-2144*b*c^2*g*q*r*x-2880*b*c^2*p*q*r*x-866* a*c*g^2*p*r*x-694*a*c*g^2*q*r*x-1370*a*c*g*p^2*r*x-152*a*c*g*p*q*r^2-2508*a*c*g *p*r^2*x-2248*a*c*g*p*r*x^2-826*a*c*g*q^2*r*x-1932*a*c*g*q*r^2*x-2248*a*c*g*q*r *x^2-1542*a*c*p^2*q*r*x-1170*a*c*p*q^2*r*x-2744*a*c*p*q*r^2*x-2688*a*c*p*q*r*x^ 2-2576*a*c^2*g*p*r*x-2032*a*c^2*g*q*r*x-2880*a*c^2*p*q*r*x-352*a*b*g^2*p*r*x-\ 300*a*b*g^2*q*r*x-706*a*b*g*p^2*r*x-102*a*b*g*p*q*r^2-1324*a*b*g*p*r^2*x-1298*a *b*g*p*r*x^2-470*a*b*g*q^2*r*x-1068*a*b*g*q*r^2*x-1298*a*b*g*q*r*x^2-878*a*b*p^ 2*q*r*x-694*a*b*p*q^2*r*x-1560*a*b*p*q*r^2*x-1608*a*b*p*q*r*x^2-652*a*b*c*g^2*r *x-276*a*b*c*g*p*r^2-216*a*b*c*g*q*r^2-2520*a*b*c*g*r^2*x-2596*a*b*c*g*r*x^2-\ 2068*a*b*c*p^2*r*x-268*a*b*c*p*q*r^2-3760*a*b*c*p*r^2*x-3216*a*b*c*p*r*x^2-1332 *a*b*c*q^2*r*x-2992*a*b*c*q*r^2*x-3216*a*b*c*q*r*x^2-544*a*b^2*g*p*r*x-472*a*b^ 2*g*q*r*x-900*a*b^2*p*q*r*x-2608*a*b*c^2*g*r*x-4024*a*b*c^2*p*r*x-3288*a*b*c^2* q*r*x-512*a^2*b*g*p*r*x-440*a^2*b*g*q*r*x-876*a^2*b*p*q*r*x-1288*a^2*c*g*p*r*x-\ 1052*a^2*c*g*q*r*x-1680*a^2*c*p*q*r*x-578*a^2*g*p*q*r*x-1032*a*b^2*c*g*r*x-2088 *a*b^2*c*p*r*x-1776*a*b^2*c*q*r*x-936*a^2*b*c*g*r*x-1968*a^2*b*c*p*r*x-1656*a^2 *b*c*q*r*x+120*c*g^2*p*q*r^2*x+504*c*g^2*p*q*r*x^2+672*c*g*p^2*q*r*x^2+120*c*g* p*q^2*r^2*x+672*c*g*p*q^2*r*x^2+332*c*g*p*q*r^3*x+1464*c*g*p*q*r^2*x^2+252*c*g^ 2*q^2*r*x^2+128*c*g^2*q*r^3*x+552*c*g^2*q*r^2*x^2+224*c*g*p^3*r*x^2+210*c*g*p^2 *r^3*x+732*c*g*p^2*r^2*x^2+228*c*g*p*r^4*x+844*c*g*p*r^3*x^2+28*c*g*q^3*r^2*x+ 224*c*g*q^3*r*x^2+122*c*g*q^2*r^3*x+732*c*g*q^2*r^2*x^2+176*c*g*q*r^4*x+844*c*g *q*r^3*x^2+64*c*p^3*q*r^2*x+280*c*p^3*q*r*x^2+72*c*p^2*q^2*r^2*x+420*c*p^2*q^2* r*x^2+204*c*p^2*q*r^3*x+912*c*p^2*q*r^2*x^2+32*c*p*q^3*r^2*x+280*c*p*q^3*r*x^2+ 144*c*p*q^2*r^3*x+912*c*p*q^2*r^2*x^2+216*c*p*q*r^4*x+1056*c*p*q*r^3*x^2+32*c*g ^3*p*r^2*x+112*c*g^3*p*r*x^2+28*c*g^3*q*r^2*x+112*c*g^3*q*r*x^2+72*c*g^2*p^2*r^ 2*x+252*c*g^2*p^2*r*x^2+156*c*g^2*p*r^3*x+552*c*g^2*p*r^2*x^2+48*c*g^2*q^2*r^2* x+144*c^2*g^2*p*r^2*x+504*c^2*g^2*p*r*x^2+120*c^2*g^2*q*r^2*x+504*c^2*g^2*q*r*x ^2+192*c^2*g*p^2*r^2*x+672*c^2*g*p^2*r*x^2+420*c^2*g*p*r^3*x+1464*c^2*g*p*r^2*x ^2+120*c^2*g*q^2*r^2*x+672*c^2*g*q^2*r*x^2+332*c^2*g*q*r^3*x+1464*c^2*g*q*r^2*x ^2+192*c^2*p^2*q*r^2*x+840*c^2*p^2*q*r*x^2+144*c^2*p*q^2*r^2*x+408*c^2*p*q*r^3* x+1824*c^2*p*q*r^2*x^2+256*c^3*g*p*r^2*x+896*c^3*g*p*r*x^2+208*c^3*g*q*r^2*x+ 896*c^3*g*q*r*x^2+256*c^3*p*q*r^2*x+1120*c^3*p*q*r*x^2+128*b*p^2*q*r^3*x+540*b* p^2*q*r^2*x^2+24*b*p*q^3*r^2*x+168*b*p*q^3*r*x^2+100*b*p*q^2*r^3*x+540*b*p*q^2* r^2*x^2+136*b*p*q*r^4*x+600*b*p*q*r^3*x^2+14*b*g^3*p*r^2*x+42*b*g^3*p*r*x^2+14* b*g^3*q*r^2*x+42*b*g^3*q*r*x^2+40*b*g^2*p^2*r^2*x+126*b*g^2*p^2*r*x^2+87*b*g^2* p*r^3*x+276*b*g^2*p*r^2*x^2+32*b*g^2*q^2*r^2*x+126*b*g^2*q^2*r*x^2+79*b*g^2*q*r ^3*x+276*b*g^2*q*r^2*x^2+38*b*g*p^3*r^2*x+126*b*g*p^3*r*x^2+125*b*g*p^2*r^3*x+ 408*b*g*p^2*r^2*x^2+136*b*g*p*r^4*x+454*b*g*p*r^3*x^2+22*b*g*q^3*r^2*x+126*b*g* q^3*r*x^2+89*b*g*q^2*r^3*x+408*b*g*q^2*r^2*x^2+116*b*g*q*r^4*x+454*b*g*q*r^3*x^ 2+40*b*p^3*q*r^2*x+168*b*p^3*q*r*x^2+48*b*p^2*q^2*r^2*x+252*b*p^2*q^2*r*x^2+28* b*c*g^3*r^2*x+84*b*c*g^3*r*x^2+178*b*c*g^2*r^3*x+552*b*c*g^2*r^2*x^2+286*b*c*g* r^4*x+908*b*c*g*r^3*x^2+100*b*c*p^3*r^2*x+336*b*c*p^3*r*x^2+330*b*c*p^2*r^3*x+ 1080*b*c*p^2*r^2*x^2+360*b*c*p*r^4*x+1200*b*c*p*r^3*x^2+52*b*c*q^3*r^2*x+336*b* c*q^3*r*x^2+218*b*c*q^2*r^3*x+1080*b*c*q^2*r^2*x^2+296*b*c*q*r^4*x+1200*b*c*q*r ^3*x^2+1008*b*c^2*p^2*r*x^2+696*b*c^2*p*r^3*x+2160*b*c^2*p*r^2*x^2+216*b*c^2*q^ 2*r^2*x+1008*b*c^2*q^2*r*x^2+584*b*c^2*q*r^3*x+2160*b*c^2*q*r^2*x^2+368*b*c^3*q *r^2*x+1344*b*c^3*q*r*x^2+168*b*c^2*g^2*r^2*x+504*b*c^2*g^2*r*x^2+544*b*c^2*g*r ^3*x+1632*b*c^2*g*r^2*x^2+80*b^2*p^2*q*r^2*x+273*b^2*p^2*q*r*x^2+70*b^2*p*q^2*r ^2*x+273*b^2*p*q^2*r*x^2+180*b^2*p*q*r^3*x+580*b^2*p*q*r^2*x^2+336*b*c^3*g*r^2* x+1008*b*c^3*g*r*x^2+432*b*c^3*p*r^2*x+1344*b*c^3*p*r*x^2+36*b^2*g^2*p*r^2*x+91 *b^2*g^2*p*r*x^2+36*b^2*g^2*q*r^2*x+91*b^2*g^2*q*r*x^2+66*b^2*g*p^2*r^2*x+182*b ^2*g*p^2*r*x^2+147*b^2*g*p*r^3*x+394*b^2*g*p*r^2*x^2+56*b^2*g*q^2*r^2*x+182*b^2 *g*q^2*r*x^2+137*b^2*g*q*r^3*x+394*b^2*g*q*r^2*x^2+312*c^2*g*p*q*r^2*x+1344*c^2 *g*p*q*r*x^2+72*b*g^2*p*q*r^2*x+252*b*g^2*p*q*r*x^2+98*b*g*p^2*q*r^2*x+82*b*g*p *q^2*r^2*x+378*b*g*p*q^2*r*x^2+214*b*g*p*q*r^3*x+816*b*g*p*q*r^2*x^2+252*b*c*p^ 2*q*r^2*x+1008*b*c*p^2*q*r*x^2+204*b*c*p*q^2*r^2*x+1008*b*c*p*q^2*r*x^2+548*b*c *p*q*r^3*x+2160*b*c*p*q*r^2*x^2+164*b*c*g^2*p*r^2*x+504*b*c*g^2*p*r*x^2+148*b*c *g^2*q*r^2*x+504*b*c*g^2*q*r*x^2+236*b*c*g*p^2*r^2*x+756*b*c*g*p^2*r*x^2+522*b* c*g*p*r^3*x+1632*b*c*g*p*r^2*x^2+172*b*c*g*q^2*r^2*x+756*b*c*g*q^2*r*x^2+450*b* c*g*q*r^3*x+1632*b*c*g*q*r^2*x^2+488*b*c^2*g*p*r^2*x+424*b*c^2*g*q*r^2*x+1512*b *c^2*g*q*r*x^2+528*b*c^2*p*q*r^2*x+2016*b*c^2*p*q*r*x^2+122*b^2*g*p*q*r^2*x+364 *b^2*g*p*q*r*x^2+276*b^2*c*g*p*r^2*x+728*b^2*c*g*p*r*x^2+256*b^2*c*g*q*r^2*x+ 728*b^2*c*g*q*r*x^2+344*b^2*c*p*q*r^2*x+1092*b^2*c*p*q*r*x^2+64*a*g^2*p*q*r^2*x +252*a*g^2*p*q*r*x^2+92*a*g*p^2*q*r^2*x+76*a*g*p*q^2*r^2*x+378*a*g*p*q^2*r*x^2+ 196*a*g*p*q*r^3*x+816*a*g*p*q*r^2*x^2+216*a*c*g*p^2*r^2*x+756*a*c*g*p^2*r*x^2+ 464*a*c*g*p*r^3*x+1632*a*c*g*p*r^2*x^2+152*a*c*g*q^2*r^2*x+756*a*c*g*q^2*r*x^2+ 392*a*c*g*q*r^3*x+1632*a*c*g*q*r^2*x^2+240*a*c*p^2*q*r^2*x+1008*a*c*p^2*q*r*x^2 +192*a*c*p*q^2*r^2*x+1008*a*c*p*q^2*r*x^2+512*a*c*p*q*r^3*x+2160*a*c*p*q*r^2*x^ 2+144*a*c*g^2*p*r^2*x+504*a*c*g^2*p*r*x^2+128*a*c*g^2*q*r^2*x+504*a*c*g^2*q*r*x ^2+432*a*c^2*g*p*r^2*x+1512*a*c^2*g*p*r*x^2+368*a*c^2*g*q*r^2*x+480*a*c^2*p*q*r ^2*x+2016*a*c^2*p*q*r*x^2+148*a*b*p^2*q*r^2*x+546*a*b*p^2*q*r*x^2+128*a*b*p*q^2 *r^2*x+546*a*b*p*q^2*r*x^2+324*a*b*p*q*r^3*x+1160*a*b*p*q*r^2*x^2+72*b^2*c*g^2* r^2*x+182*b^2*c*g^2*r*x^2+306*b^2*c*g*r^3*x+788*b^2*c*g*r^2*x^2+192*b^2*c*p^2*r ^2*x+546*b^2*c*p^2*r*x^2+436*b^2*c*p*r^3*x+1160*b^2*c*p*r^2*x^2+152*b^2*c*q^2*r ^2*x+546*b^2*c*q^2*r*x^2+392*b^2*c*q*r^3*x+1160*b^2*c*q*r^2*x^2+40*b^3*g*p*r^2* x+84*b^3*g*p*r*x^2+40*b^3*g*q*r^2*x+84*b^3*g*q*r*x^2+68*b^3*p*q*r^2*x+168*b^3*p *q*r*x^2+288*b^2*c^2*g*r^2*x+728*b^2*c^2*g*r*x^2+408*b^2*c^2*p*r^2*x+1092*b^2*c ^2*p*r*x^2+368*b^2*c^2*q*r^2*x+1092*b^2*c^2*q*r*x^2+168*a*p^3*q*r*x^2+48*a*p^2* q^2*r^2*x+252*a*p^2*q^2*r*x^2+128*a*p^2*q*r^3*x+540*a*p^2*q*r^2*x^2+24*a*p*q^3* r^2*x+168*a*p*q^3*r*x^2+100*a*p*q^2*r^3*x+540*a*p*q^2*r^2*x^2+136*a*p*q*r^4*x+ 600*a*p*q*r^3*x^2+80*b^3*c*g*r^2*x+168*b^3*c*g*r*x^2+152*b^3*c*p*r^2*x+336*b^3* c*p*r*x^2+144*b^3*c*q*r^2*x+336*b^3*c*q*r*x^2+42*a*g^3*p*r*x^2+12*a*g^3*q*r^2*x +42*a*g^3*q*r*x^2+36*a*g^2*p^2*r^2*x+126*a*g^2*p^2*r*x^2+76*a*g^2*p*r^3*x+276*a *g^2*p*r^2*x^2+28*a*g^2*q^2*r^2*x+126*a*g^2*q^2*r*x^2+68*a*g^2*q*r^3*x+276*a*g^ 2*q*r^2*x^2+36*a*g*p^3*r^2*x+126*a*g*p^3*r*x^2+116*a*g*p^2*r^3*x+408*a*g*p^2*r^ 2*x^2+124*a*g*p*r^4*x+454*a*g*p*r^3*x^2+20*a*g*q^3*r^2*x+126*a*g*q^3*r*x^2+80*a *g*q^2*r^3*x+408*a*g*q^2*r^2*x^2+104*a*g*q*r^4*x+454*a*g*q*r^3*x^2+40*a*p^3*q*r ^2*x+12*a*g^3*p*r^2*x+336*a*c*p*r^4*x+1200*a*c*p*r^3*x^2+336*a*c*q^3*r*x^2+200* a*c*q^2*r^3*x+1080*a*c*q^2*r^2*x^2+272*a*c*q*r^4*x+1200*a*c*q*r^3*x^2+24*a*c*g^ 3*r^2*x+84*a*c*g^3*r*x^2+152*a*c*g^2*r^3*x+552*a*c*g^2*r^2*x^2+248*a*c*g*r^4*x+ 908*a*c*g*r^3*x^2+96*a*c*p^3*r^2*x+336*a*c*p^3*r*x^2+312*a*c*p^2*r^3*x+1080*a*c *p^2*r^2*x^2+464*a*c^2*g*r^3*x+1632*a*c^2*g*r^2*x^2+288*a*c^2*p^2*r^2*x+1008*a* c^2*p^2*r*x^2+624*a*c^2*p*r^3*x+2160*a*c^2*p*r^2*x^2+1008*a*c^2*q^2*r*x^2+512*a *c^2*q*r^3*x+2160*a*c^2*q*r^2*x^2+144*a*c^2*g^2*r^2*x+504*a*c^2*g^2*r*x^2+140*a *b*q^2*r^3*x+580*a*b*q^2*r^2*x^2+176*a*b*q*r^4*x+630*a*b*q*r^3*x^2+288*a*c^3*g* r^2*x+1008*a*c^3*g*r*x^2+384*a*c^3*p*r^2*x+1344*a*c^3*p*r*x^2+1344*a*c^3*q*r*x^ 2+62*a*b*g^2*r^3*x+208*a*b*g^2*r^2*x^2+138*a*b*g*r^4*x+434*a*b*g*r^3*x^2+56*a*b *p^3*r^2*x+182*a*b*p^3*r*x^2+184*a*b*p^2*r^3*x+580*a*b*p^2*r^2*x^2+630*a*b*p*r^ 3*x^2+36*a*b*q^3*r^2*x+182*a*b*q^3*r*x^2+800*a*b*c^2*r^3*x+2320*a*b*c^2*r^2*x^2 +420*a*b*c*r^4*x+1260*a*b*c*r^3*x^2+104*a*b^2*g*r^3*x+288*a*b^2*g*r^2*x^2+96*a* b^2*p^2*r^2*x+252*a*b^2*p^2*r*x^2+214*a*b^2*p*r^3*x+540*a*b^2*p*r^2*x^2+84*a*b^ 2*q^2*r^2*x+252*a*b^2*q^2*r*x^2+202*a*b^2*q*r^3*x+540*a*b^2*q*r^2*x^2+496*a*b*c ^3*r^2*x+68*a^2*p^2*q*r^2*x+273*a^2*p^2*q*r*x^2+58*a^2*p*q^2*r^2*x+273*a^2*p*q^ 2*r*x^2+144*a^2*p*q*r^3*x+580*a^2*p*q*r^2*x^2+112*a*b^3*c*r^2*x+224*a*b^3*c*r*x ^2+56*a*b^3*p*r^2*x+112*a*b^3*p*r*x^2+56*a*b^3*q*r^2*x+112*a*b^3*q*r*x^2+416*a* b^2*c^2*r^2*x+1008*a*b^2*c^2*r*x^2+444*a*b^2*c*r^3*x+1080*a*b^2*c*r^2*x^2+26*a^ 2*g^2*p*r^2*x+91*a^2*g^2*p*r*x^2+26*a^2*g^2*q*r^2*x+91*a^2*g^2*q*r*x^2+52*a^2*g *p^2*r^2*x+182*a^2*g*p^2*r*x^2+109*a^2*g*p*r^3*x+394*a^2*g*p*r^2*x^2+42*a^2*g*q ^2*r^2*x+182*a^2*g*q^2*r*x^2+99*a^2*g*q*r^3*x+394*a^2*g*q*r^2*x^2+52*a^2*c*g^2* r^2*x+182*a^2*c*g^2*r*x^2+218*a^2*c*g*r^3*x+788*a^2*c*g*r^2*x^2+156*a^2*c*p^2*r ^2*x+546*a^2*c*p^2*r*x^2+332*a^2*c*p*r^3*x+1160*a^2*c*p*r^2*x^2+546*a^2*c*q^2*r *x^2+288*a^2*c*q*r^3*x+1160*a^2*c*q*r^2*x^2+208*a^2*c^2*g*r^2*x+728*a^2*c^2*g*r *x^2+312*a^2*c^2*p*r^2*x+1092*a^2*c^2*p*r*x^2+1092*a^2*c^2*q*r*x^2+88*a^2*b*g*r ^3*x+288*a^2*b*g*r^2*x^2+84*a^2*b*p^2*r^2*x+252*a^2*b*p^2*r*x^2+182*a^2*b*p*r^3 *x+540*a^2*b*p*r^2*x^2+72*a^2*b*q^2*r^2*x+252*a^2*b*q^2*r*x^2+170*a^2*b*q*r^3*x +540*a^2*b*q*r^2*x^2+72*a^2*b^2*p*r^2*x+168*a^2*b^2*p*r*x^2+72*a^2*b^2*q*r^2*x+ 168*a^2*b^2*q*r*x^2+352*a^2*b*c^2*r^2*x+1008*a^2*b*c^2*r*x^2+372*a^2*b*c*r^3*x+ 1080*a^2*b*c*r^2*x^2+24*a^3*g*p*r^2*x+84*a^3*g*p*r*x^2+24*a^3*g*q*r^2*x+84*a^3* g*q*r*x^2+144*a^2*b^2*c*r^2*x+336*a^2*b^2*c*r*x^2+48*a^3*c*g*r^2*x+168*a^3*c*g* r*x^2+80*a^3*b*c*r^2*x+224*a^3*b*c*r*x^2+40*a^3*b*p*r^2*x+112*a^3*b*p*r*x^2+40* a^3*b*q*r^2*x+112*a^3*b*q*r*x^2-8*g^3*p*q*r^2*x^2-18*g^2*p^2*q*r^2*x^2-18*g^2*p *q^2*r^2*x^2-42*g^2*p*q*r^3*x^2-16*g*p^3*q*r^2*x^2-24*g*p^2*q^2*r^2*x^2-57*g*p^ 2*q*r^3*x^2-16*g*p*q^3*r^2*x^2-57*g*p*q^2*r^3*x^2-70*g*p*q*r^4*x^2-144*c*p^2*q* r^3*x^2-40*c*p*q^3*r^2*x^2-144*c*p*q^2*r^3*x^2-180*c*p*q*r^4*x^2-36*c*g^2*p^2*r ^2*x^2-84*c*g^2*p*r^3*x^2-36*c*g^2*q^2*r^2*x^2-84*c*g^2*q*r^3*x^2-32*c*g*p^3*r^ 2*x^2-114*c*g*p^2*r^3*x^2-140*c*g*p*r^4*x^2-32*c*g*q^3*r^2*x^2-114*c*g*q^2*r^3* x^2-140*c*g*q*r^4*x^2-40*c*p^3*q*r^2*x^2-60*c*p^2*q^2*r^2*x^2-16*c*g^3*p*r^2*x^ 2-16*c*g^3*q*r^2*x^2+62*a*b*g^2*p*r^2*x+182*a*b*g^2*p*r*x^2+62*a*b*g^2*q*r^2*x+ 182*a*b*g^2*q*r*x^2+118*a*b*g*p^2*r^2*x+364*a*b*g*p^2*r*x^2+256*a*b*g*p*r^3*x+ 788*a*b*g*p*r^2*x^2+98*a*b*g*q^2*r^2*x+364*a*b*g*q^2*r*x^2+236*a*b*g*q*r^3*x+ 788*a*b*g*q*r^2*x^2+124*a*b*c*g^2*r^2*x+364*a*b*c*g^2*r*x^2+524*a*b*c*g*r^3*x+ 1576*a*b*c*g*r^2*x^2+348*a*b*c*p^2*r^2*x+1092*a*b*c*p^2*r*x^2+768*a*b*c*p*r^3*x +2320*a*b*c*p*r^2*x^2+268*a*b*c*q^2*r^2*x+1092*a*b*c*q^2*r*x^2+680*a*b*c*q*r^3* x+2320*a*b*c*q*r^2*x^2+496*a*b*c^2*g*r^2*x+1456*a*b*c^2*g*r*x^2+720*a*b*c^2*p*r ^2*x+2184*a*b*c^2*p*r*x^2+640*a*b*c^2*q*r^2*x+2184*a*b*c^2*q*r*x^2+104*a*b^2*g* p*r^2*x+252*a*b^2*g*p*r*x^2+104*a*b^2*g*q*r^2*x+252*a*b^2*g*q*r*x^2+180*a*b^2*p *q*r^2*x+504*a*b^2*p*q*r*x^2+208*a*b^2*c*g*r^2*x+504*a*b^2*c*g*r*x^2+400*a*b^2* c*p*r^2*x+1008*a*b^2*c*p*r*x^2+376*a*b^2*c*q*r^2*x+1008*a*b^2*c*q*r*x^2+728*a^2 *c*g*q*r*x^2+272*a^2*c*p*q*r^2*x+1092*a^2*c*p*q*r*x^2+94*a^2*g*p*q*r^2*x+364*a^ 2*g*p*q*r*x^2+208*a^2*c*g*p*r^2*x+728*a^2*c*g*p*r*x^2+188*a^2*c*g*q*r^2*x+88*a^ 2*b*g*p*r^2*x+252*a^2*b*g*p*r*x^2+88*a^2*b*g*q*r^2*x+252*a^2*b*g*q*r*x^2+156*a^ 2*b*p*q*r^2*x+504*a^2*b*p*q*r*x^2+176*a^2*b*c*g*r^2*x+504*a^2*b*c*g*r*x^2+344*a ^2*b*c*p*r^2*x+1008*a^2*b*c*p*r*x^2+320*a^2*b*c*q*r^2*x+1008*a^2*b*c*q*r*x^2-72 *c*g^2*p*q*r^2*x^2-96*c*g*p^2*q*r^2*x^2-96*c*g*p*q^2*r^2*x^2-228*c*g*p*q*r^3*x^ 2-72*c^2*g^2*p*r^2*x^2-72*c^2*g^2*q*r^2*x^2-96*c^2*g*p^2*r^2*x^2-228*c^2*g*p*r^ 3*x^2-96*c^2*g*q^2*r^2*x^2-228*c^2*g*q*r^3*x^2-120*c^2*p^2*q*r^2*x^2-120*c^2*p* q^2*r^2*x^2-288*c^2*p*q*r^3*x^2-128*c^3*g*p*r^2*x^2-128*c^3*g*q*r^2*x^2-160*c^3 *p*q*r^2*x^2-100*b*p*q*r^4*x^2-40*b*g^2*q*r^3*x^2-18*b*g*p^3*r^2*x^2-62*b*g*p^2 *r^3*x^2-72*b*g*p*r^4*x^2-18*b*g*q^3*r^2*x^2-62*b*g*q^2*r^3*x^2-72*b*g*q*r^4*x^ 2-24*b*p^3*q*r^2*x^2-36*b*p^2*q^2*r^2*x^2-84*b*p^2*q*r^3*x^2-24*b*p*q^3*r^2*x^2 -84*b*p*q^2*r^3*x^2-6*b*g^3*p*r^2*x^2-6*b*g^3*q*r^2*x^2-18*b*g^2*p^2*r^2*x^2-40 *b*g^2*p*r^3*x^2-18*b*g^2*q^2*r^2*x^2-80*b*c*g^2*r^3*x^2-144*b*c*g*r^4*x^2-48*b *c*p^3*r^2*x^2-168*b*c*p^2*r^3*x^2-200*b*c*p*r^4*x^2-48*b*c*q^3*r^2*x^2-168*b*c *q^2*r^3*x^2-200*b*c*q*r^4*x^2-336*b*c^2*q*r^3*x^2-12*b*c*g^3*r^2*x^2-72*b*c^2* g^2*r^2*x^2-248*b*c^2*g*r^3*x^2-144*b*c^2*p^2*r^2*x^2-336*b*c^2*p*r^3*x^2-144*b *c^2*q^2*r^2*x^2-192*c^2*g*p*q*r^2*x^2-54*b*g*p*q^2*r^2*x^2-124*b*g*p*q*r^3*x^2 -36*b*g^2*p*q*r^2*x^2-336*b*c*p*q*r^3*x^2-72*b*c*g^2*p*r^2*x^2-72*b*c*g^2*q*r^2 *x^2-108*b*c*g*p^2*r^2*x^2-248*b*c*g*p*r^3*x^2-108*b*c*g*q^2*r^2*x^2-248*b*c*g* q*r^3*x^2-144*b*c*p^2*q*r^2*x^2-144*b*c*p*q^2*r^2*x^2-216*b*c^2*g*p*r^2*x^2-216 *b*c^2*g*q*r^2*x^2-288*b*c^2*p*q*r^2*x^2-52*b^2*g*p*q*r^2*x^2-104*b^2*c*g*p*r^2 *x^2-104*b^2*c*g*q*r^2*x^2-156*b^2*c*p*q*r^2*x^2-124*a*g*p*q*r^3*x^2-144*b*c^3* g*r^2*x^2-192*b*c^3*p*r^2*x^2-192*b*c^3*q*r^2*x^2-26*b^2*g*p^2*r^2*x^2-57*b^2*g *p*r^3*x^2-26*b^2*g*q^2*r^2*x^2-57*b^2*g*q*r^3*x^2-39*b^2*p^2*q*r^2*x^2-39*b^2* p*q^2*r^2*x^2-88*b^2*p*q*r^3*x^2-13*b^2*g^2*p*r^2*x^2-13*b^2*g^2*q*r^2*x^2-114* b^2*c*g*r^3*x^2-78*b^2*c*p^2*r^2*x^2-176*b^2*c*p*r^3*x^2-78*b^2*c*q^2*r^2*x^2-\ 176*b^2*c*q*r^3*x^2-104*b^2*c^2*g*r^2*x^2-156*b^2*c^2*p*r^2*x^2-156*b^2*c^2*q*r ^2*x^2-26*b^2*c*g^2*r^2*x^2-12*b^3*g*p*r^2*x^2-12*b^3*g*q*r^2*x^2-24*b^3*p*q*r^ 2*x^2-24*b^3*c*g*r^2*x^2-48*b^3*c*p*r^2*x^2-48*b^3*c*q*r^2*x^2-72*a*g*q*r^4*x^2 -24*a*p^3*q*r^2*x^2-36*a*p^2*q^2*r^2*x^2-84*a*p^2*q*r^3*x^2-24*a*p*q^3*r^2*x^2-\ 84*a*p*q^2*r^3*x^2-100*a*p*q*r^4*x^2-6*a*g^3*p*r^2*x^2-6*a*g^3*q*r^2*x^2-18*a*g ^2*p^2*r^2*x^2-40*a*g^2*p*r^3*x^2-18*a*g^2*q^2*r^2*x^2-40*a*g^2*q*r^3*x^2-18*a* g*p^3*r^2*x^2-62*a*g*p^2*r^3*x^2-72*a*g*p*r^4*x^2-18*a*g*q^3*r^2*x^2-48*a*c*p^3 *r^2*x^2-168*a*c*p^2*r^3*x^2-200*a*c*p*r^4*x^2-48*a*c*q^3*r^2*x^2-168*a*c*q^2*r ^3*x^2-200*a*c*q*r^4*x^2-12*a*c*g^3*r^2*x^2-80*a*c*g^2*r^3*x^2-144*a*c*g*r^4*x^ 2-72*a*c^2*g^2*r^2*x^2-248*a*c^2*g*r^3*x^2-144*a*c^2*p^2*r^2*x^2-336*a*c^2*p*r^ 3*x^2-144*a*c^2*q^2*r^2*x^2-336*a*c^2*q*r^3*x^2-144*a*c^3*g*r^2*x^2-192*a*c^3*p *r^2*x^2-192*a*c^3*q*r^2*x^2-2716*a*b*c*g*p*r*x-2244*a*b*c*g*q*r*x-3400*a*b*c*p *q*r*x-1176*a*b*g*p*q*r*x-2196*a*c*g*p*q*r*x+408*b*c*g*p*q*r^2*x+1512*b*c*g*p*q *r*x^2+368*a*c*g*p*q*r^2*x+216*a*b*g*p*q*r^2*x+728*a*b*g*p*q*r*x^2+484*a*b*c*g* p*r^2*x+1456*a*b*c*g*p*r*x^2+444*a*b*c*g*q*r^2*x+1456*a*b*c*g*q*r*x^2+616*a*b*c *p*q*r^2*x+2184*a*b*c*p*q*r*x^2-216*b*c*g*p*q*r^2*x^2-104*a*b*g*p*q*r^2*x^2-36* a*g^2*p*q*r^2*x^2-54*a*g*p*q^2*r^2*x^2-144*a*c*p^2*q*r^2*x^2-144*a*c*p*q^2*r^2* x^2-336*a*c*p*q*r^3*x^2-72*a*c*g^2*p*r^2*x^2-72*a*c*g^2*q*r^2*x^2-108*a*c*g*p^2 *r^2*x^2-248*a*c*g*p*r^3*x^2-108*a*c*g*q^2*r^2*x^2-248*a*c*g*q*r^3*x^2-288*a*c^ 2*p*q*r^2*x^2-216*a*c^2*g*p*r^2*x^2-78*a*b*p^2*q*r^2*x^2-78*a*b*p*q^2*r^2*x^2-\ 176*a*b*p*q*r^3*x^2-26*a*b*g^2*p*r^2*x^2-26*a*b*g^2*q*r^2*x^2-52*a*b*g*p^2*r^2* x^2-114*a*b*g*p*r^3*x^2-52*a*b*g*q^2*r^2*x^2-114*a*b*g*q*r^3*x^2-52*a*b*c*g^2*r ^2*x^2-228*a*b*c*g*r^3*x^2-156*a*b*c*p^2*r^2*x^2-156*a*b*c*q^2*r^2*x^2-208*a*b* c^2*g*r^2*x^2-312*a*b*c^2*p*r^2*x^2-312*a*b*c^2*q*r^2*x^2-26*a*b*g^2*r^3*x^2-62 *a*b*g*r^4*x^2-26*a*b*p^3*r^2*x^2-100*a*b*p*r^4*x^2-26*a*b*q^3*r^2*x^2-88*a*b*q ^2*r^3*x^2-100*a*b*q*r^4*x^2-12*b*r^6*x^2-352*a*b*c^2*r^3*x^2-200*a*b*c*r^4*x^2 -4*r*g-92*p*b-48*p*g-232*p*c-48*p*q-96*p^2-60*r*c-16*r*q-60*p*a+4*r*a+8*r*b-8*c +8*g-72*a*b^2*p*q*r^2*x^2-164*a*b*c-262*a*b*p-2*a*b*q-38*a*c*g-122*a*c*q+18*a*g *q-210*a*p*q-158*b*c*g-758*b*c*p-134*b*c*q-172*b*g*p-2*b*g*q-166*b*p*q-76*c*g*q -380*c*p*q-112*g*p*q+336*a*b*x^2-762*a*c*p-152*a*g*p-484*c*g*p+552*a*c^2*x-24*a *q^2*x+82*a*r^2*x+888*b*c^2*x+134*b*r^2*x+480*c^2*g*x+600*c^2*q*x+824*c^2*r*x+ 60*c*q^2*x+188*c*r^2*x-24*g*q^2*x+60*g*r^2*x-14*q^2*r*x-6*q*r^2*x-360*a*c*x-180 *a*q*x-120*b*c*x-84*b*q*x-168*c*g*x-72*c*q*x-96*g*q*x-348*a^2*c*x-174*a^2*q*x-\ 78*a^2*r*x+108*b^2*c*x+58*b^2*r*x-60*c*g^2*x-54*g^2*q*x+2*g^2*r*x-336*a*b*x-312 *a*g*x-216*b*g*x+408*a^2*c*x^2+204*a^2*q*x^2+154*a^2*r*x^2-432*c^2*q*x^2-448*c^ 2*r*x^2+432*a*c*x^2+216*a*q*x^2+192*c*q*x^2+408*b^2*c*x^2+204*b^2*q*x^2+154*b^2 *r*x^2-48*c^2*g*x^2-216*c*q^2*x^2-12*g*q^2*x^2-112*q^2*r*x^2+432*b*c*x^2+264*b* g*x^2+216*b*q*x^2+288*c*g*x^2+144*g*q*x^2+168*c*g^2*x^2+84*g^2*q*x^2+52*g^2*r*x ^2+264*a*g*x^2-88*r^2*x^2*q-26*r^2*x^2*b-216*a^2*p^2*x^2-192*a*p^3*x^2+126*b*p^ 4*x+222*c*p^4*x+126*g^2*p^3*x+96*p^4*q*x+588*a^2*p^2*x+474*a*p^3*x-72*b*p^4*x^2 -120*c*p^4*x^2-72*g^2*p^3*x^2-60*p^4*q*x^2-26*r^2*x^2*a-176*r^2*x^2*c-20*r^2*x^ 2*g+64*r*x*c-56*r*x*g-28*r*x*q-52*r*x*b+188*r*x^2*a+188*r*x^2*b+136*r*x^2*c+68* r*x^2*q+116*r*x^2*g-132*r*x*a-22*b^3*r^4-g^4*r^3-5*p^4*r^3-3*q*r^6+2*b^3*r^3+ 232*c^4*r^2+4*g^4*r^2-36*b^3*r^2-12*p^5*x^2-634*c*g*p*r-182*c*g*q*r-474*c*p*q*r +1088*c*p*r*x-182*g*p*q*r+300*g*p*r*x+324*p*q*r*x-208*a*b*c*g*p*r^2*x^2-208*a*b *c*g*q*r^2*x^2-312*a*b*c*p*q*r^2*x^2-34*g^2*p*q*r+383*g^2*p*r*x+207*g^2*q*r*x-\ 68*g*p^2*q*r+654*g*p^2*r*x-27*g*p*q^2*r+54*g*p*q*r^2+430*g*p*r^2*x-60*g*p*r*x^2 +170*g*q^2*r*x+204*g*q*r^2*x+673*p^2*q*r*x+365*p*q^2*r*x+402*p*q*r^2*x-224*p*q* r*x^2-682*a*b*c*r-219*a*b*g*r-575*a*b*p*r-185*a*b*q*r-515*a*c*g*r-1207*a*c*p*r-\ 401*a*c*q*r-457*a*g*p*r-141*a*g*q*r-390*a*p*q*r+430*a*p*r*x-313*b*c*g*r-749*b*c *p*r-247*b*c*q*r-295*b*g*p*r-200*b*p*q*r+458*b*p*r*x-152*c^2*g*p*r-36*c^2*g*q*r +1808*c^2*g*r*x-140*c^2*p*q*r+2892*c^2*p*r*x+1660*c^2*q*r*x-101*c*g^2*p*r-27*c* g^2*q*r+620*c*g^2*r*x-165*c*g*p^2*r+220*c*g*p*r^2-25*c*g*q^2*r+110*c*g*q*r^2+ 654*c*g*r^2*x-147*c*p^2*q*r+1704*c*p^2*r*x-65*c*p*q^2*r+158*c*p*q*r^2+1058*c*p* r^2*x-448*c*p*r*x^2+472*c*q^2*r*x+522*c*q*r^2*x+756*b^2*p*r*x+72*b*c^2*g*r+94*b *c^2*p*r+66*b*c^2*q*r+2716*b*c^2*r*x-42*b*c*g^2*r+252*b*c*g*r^2-37*b*c*p^2*r+ 579*b*c*p*r^2-21*b*c*q^2*r+281*b*c*q*r^2+782*b*c*r^2*x-53*b*g^2*p*r+264*b*g^2*r *x-52*b*g*p^2*r+165*b*g*p*r^2+62*b*g*q*r^2+391*b*g*r^2*x-14*b*p^2*q*r+889*b*p^2 *r*x+b*p*q^2*r+184*b*p*q*r^2+490*b*p*r^2*x-54*b*p*r*x^2+164*b*q*r^2*x-129*a*g^2 *p*r-49*a*g^2*q*r+260*a*g^2*r*x-185*a*g*p^2*r+45*a*g*p*r^2-30*a*g*q^2*r+28*a*g* q*r^2+473*a*g*r^2*x-153*a*p^2*q*r+1081*a*p^2*r*x-70*a*p*q^2*r+62*a*p*q*r^2+792* a*p*r^2*x-54*a*p*r*x^2+377*a*q^2*r*x+466*a*q*r^2*x+88*b^2*c*g*r+76*b^2*c*q*r+ 1380*b^2*c*r*x-10*b^2*g*p*r+396*b^2*g*r*x+35*b^2*p*q*r-8*a*b^2*q*r+572*a*b^2*r* x-80*a*b*c^2*r+386*a*b*c*r^2-122*a*b*g^2*r-6*a*b*g*r^2-131*a*b*p^2*r+241*a*b*p* r^2-23*a*b*q^2*r+113*a*b*q*r^2+674*a*b*r^2*x-236*a*c^2*g*r-408*a*c^2*p*r-148*a* c^2*q*r+2900*a*c^2*r*x-167*a*c*g^2*r+119*a*c*g*r^2-365*a*c*p^2*r+273*a*c*p*r^2-\ 69*a*c*q^2*r+143*a*c*q*r^2+1214*a*c*r^2*x-250*a^2*b*p*r-104*a^2*b*q*r+592*a^2*b *r*x-324*a^2*c*g*r-472*a^2*c*p*r-210*a^2*c*q*r+1544*a^2*c*r*x-248*a^2*g*p*r-111 *a^2*g*q*r+398*a^2*g*r*x-187*a^2*p*q*r+996*a^2*p*r*x+634*a^2*q*r*x-92*a*b^2*g*r -78*a*b^2*p*r+26*g^3*p*q*r+113*g^3*p*r*x+75*g^3*q*r*x+64*g^2*p^2*q*r+221*g^2*p^ 2*r*x+31*g^2*p*q^2*r+88*g^2*p*q*r^2+98*g^2*p*r^2*x-253*g^2*p*r*x^2+95*g^2*q^2*r *x+60*g^2*q*r^2*x-253*g^2*q*r*x^2+62*g*p^3*q*r+191*g*p^3*r*x+46*g*p^2*q^2*r+136 *g*p^2*q*r^2+91*g*p^2*r^2*x-401*g*p^2*r*x^2+10*g*p*q^3*r+61*g*p*q^2*r^2+86*g*p* q*r^3-21*g*p*r^3*x-422*g*p*r^2*x^2+53*g*q^3*r*x+57*g*q^2*r^2*x-401*g*q^2*r*x^2+ 9*g*q*r^3*x-422*g*q*r^2*x^2+194*p^3*q*r*x+216*p^2*q^2*r*x+100*p^2*q*r^2*x-549*p ^2*q*r*x^2+94*p*q^3*r*x+104*p*q^2*r^2*x-549*p*q^2*r*x^2+10*p*q*r^3*x-566*p*q*r^ 2*x^2-344*a^2*b*c*r-236*a^2*b*g*r+275*c*g^2*p*r^2+48*c*g^2*q^2*r+135*c*g^2*q*r^ 2+142*c*g^2*r^2*x-506*c*g^2*r*x^2+188*c*g*p^3*r+419*c*g*p^2*r^2+274*c*g*p*r^3+ 14*c*g*q^3*r+91*c*g*q^2*r^2+120*c*g*q*r^3-78*c*g*r^3*x-844*c*g*r^2*x^2+428*c*p^ 3*r*x+108*c*p^2*q^2*r+327*c*p^2*q*r^2+114*c*p^2*r^2*x-1098*c*p^2*r*x^2+22*c*p*q ^3*r+143*c*p*q^2*r^2+204*c*p*q*r^3-148*c*p*r^3*x-1132*c*p*r^2*x^2+128*c*q^3*r*x +130*c*q^2*r^2*x-1098*c*q^2*r*x^2-16*c*q*r^3*x-1132*c*q*r^2*x^2+180*c^2*g^2*q*r +636*c^2*g^2*r*x+504*c^2*g*p^2*r+704*c^2*g*p*r^2+120*c^2*g*q^2*r+348*c^2*g*q*r^ 2+100*c^2*g*r^2*x-1604*c^2*g*r*x^2+396*c^2*p^2*q*r+1104*c^2*p^2*r*x+180*c^2*p*q ^2*r+540*c^2*p*q*r^2+72*c^2*p*r^2*x-2196*c^2*p*r*x^2+504*c^2*q^2*r*x+88*c^2*q*r ^2*x-2196*c^2*q*r*x^2+76*c*g^3*p*r+42*c*g^3*q*r+194*c*g^3*r*x+192*c*g^2*p^2*r-\ 438*b*g*r^2*x^2+88*b*p^3*q*r+232*b*p^3*r*x+68*b*p^2*q^2*r+178*b*p^2*q*r^2-10*b* p^2*r^2*x-600*b*p^2*r*x^2+87*b*p*q^2*r^2+92*b*p*q*r^3-182*b*p*r^3*x-648*b*p*r^2 *x^2-56*b*q^2*r^2*x-600*b*q^2*r*x^2-138*b*q*r^3*x-648*b*q*r^2*x^2+592*c^3*g*p*r +312*c^3*g*q*r+456*c^3*p*q*r+1232*c^3*p*r*x+832*c^3*q*r*x+336*c^2*g^2*p*r-458*b *c*r^3*x-1296*b*c*r^2*x^2+130*b*g^3*r*x+106*b*g^2*p^2*r+145*b*g^2*p*r^2+62*b*g^ 2*q*r^2+127*b*g^2*r^2*x-154*b*g^2*r*x^2+108*b*g*p^3*r+230*b*g*p^2*r^2+136*b*g*p *r^3+51*b*g*q^2*r^2+56*b*g*q*r^3-115*b*g*r^3*x-464*b*c^2*r^2*x-2400*b*c^2*r*x^2 +222*b*c*g^2*r^2+198*b*c*g*r^3+278*b*c*p^3*r+575*b*c*p^2*r^2+316*b*c*p*r^3+141* b*c*q^2*r^2+142*b*c*q*r^3+200*b^2*g*p*r^2+65*b^2*g*q*r^2+105*b^2*g*r^2*x-217*b^ 2*g*r*x^2+147*b^2*p^2*q*r+317*b^2*p^2*r*x+179*b^2*p*q*r^2-114*b^2*p*r^2*x-539*b ^2*p*r*x^2-182*b^2*q*r^2*x-539*b^2*q*r*x^2+668*b*c^3*g*r+976*b*c^3*p*r+512*b*c^ 3*q*r+1120*b*c^3*r*x+342*b*c^2*g^2*r+660*b*c^2*g*r^2+790*b*c^2*p^2*r+1030*b*c^2 *p*r^2+182*b*c^2*q^2*r+526*b*c^2*q*r^2+276*b^2*c*g*r^2+470*b^2*c*p^2*r+574*b^2* c*p*r^2+256*b^2*c*q*r^2-304*b^2*c*r^2*x-1078*b^2*c*r*x^2+276*b^2*g^2*r*x+165*b^ 2*g*p^2*r+32*a*g^3*p*r+20*a*g^3*q*r+140*a*g^3*r*x+106*a*g^2*p^2*r+34*a*g^2*q^2* r+87*a*g^2*q*r^2+198*a*g^2*r^2*x-154*a*g^2*r*x^2+116*a*g*p^3*r+271*a*g*p^2*r^2+ 194*a*g*p*r^3+14*a*g*q^3*r+72*a*g*q^2*r^2+95*a*g*q*r^3+30*a*g*r^3*x-438*a*g*r^2 *x^2+106*a*p^3*q*r+316*a*p^3*r*x+86*a*p^2*q^2*r+241*a*p^2*q*r^2+160*a*p^2*r^2*x -600*a*p^2*r*x^2+22*a*p*q^3*r+164*a*p*q*r^3-42*a*p*r^3*x-648*a*p*r^2*x^2+116*a* q^3*r*x+114*a*q^2*r^2*x-600*a*q^2*r*x^2+2*a*q*r^3*x-648*a*q*r^2*x^2+428*b^3*c*r *x+248*b^3*g*r*x+226*b^3*p*r*x+588*b^2*c^2*g*r+896*b^2*c^2*p*r+464*b^2*c^2*q*r+ 972*b^2*c^2*r*x+50*a*c*g^3*r+259*a*c*g^2*r^2+290*a*c*g*r^3+302*a*c*p^3*r+691*a* c*p^2*r^2+476*a*c*p*r^3+32*a*c*q^3*r+181*a*c*q^2*r^2+236*a*c*q*r^3-120*a*c*r^3* x-1296*a*c*r^2*x^2+1156*a*c^2*p*r^2+228*a*c^2*q^2*r+620*a*c^2*q*r^2+256*a*c^2*r ^2*x-2400*a*c^2*r*x^2+300*a*c^2*g^2*r+724*a*c^2*g*r^2+804*a*c^2*p^2*r+600*a*c^3 *g*r+936*a*c^3*p*r+528*a*c^3*q*r+1528*a*c^3*r*x-36*a*b^2*p^2*r^2*x^2-78*a*b^2*p *r^3*x^2-36*a*b^2*q^2*r^2*x^2-78*a*b^2*q*r^3*x^2-16*a*b^3*q*r^2*x^2-144*a*b^2*c ^2*r^2*x^2-156*a*b^2*c*r^3*x^2-36*a*b^2*g*r^3*x^2-32*a*b^3*c*r^2*x^2-16*a*b^3*p *r^2*x^2-88*a^2*p*q*r^3*x^2-39*a^2*p*q^2*r^2*x^2-57*a^2*g*q*r^3*x^2-39*a^2*p^2* q*r^2*x^2-13*a^2*g^2*p*r^2*x^2-13*a^2*g^2*q*r^2*x^2-26*a^2*g*p^2*r^2*x^2-57*a^2 *g*p*r^3*x^2-26*a^2*g*q^2*r^2*x^2+103*a*b*g^2*r^2+149*a*b*g*r^3+172*a*b*p^3*r+ 379*a*b*p^2*r^2+242*a*b*p*r^3+103*a*b*q^2*r^2+118*a*b*q*r^3-156*a*b*r^3*x-650*a *b*r^2*x^2+350*a*b^2*p*r^2+152*a*b^2*q*r^2+198*a*b^2*r^2*x-294*a*b^2*r*x^2+1024 *a*b*c^3*r+1116*a*b*c^2*r^2+378*a*b*c*r^3+478*a^2*c*p^2*r+724*a^2*c*p*r^2+168*a ^2*c*q^2*r+460*a^2*c*r^2*x-1078*a^2*c*r*x^2+75*a^2*g^2*p*r+49*a^2*g^2*q*r+326*a ^2*g^2*r*x+166*a^2*g*p^2*r+262*a^2*g*p*r^2+62*a^2*g*q^2*r+153*a^2*g*q*r^2+325*a ^2*g*r^2*x-217*a^2*g*r*x^2+181*a^2*p^2*q*r+581*a^2*p^2*r*x+106*a^2*p*q^2*r+271* a^2*p*q*r^2+290*a^2*p*r^2*x-539*a^2*p*r*x^2+325*a^2*q^2*r*x+222*a^2*q*r^2*x-539 *a^2*q*r*x^2+360*a*b^3*r*x+872*a*b^2*c^2*r+520*a*b^2*c*r^2+110*a*b^2*g*r^2+262* a*b^2*p^2*r+182*a^2*b*g*r^2+264*a^2*b*p^2*r+402*a^2*b*p*r^2+96*a^2*b*q^2*r+228* a^2*b*q*r^2+354*a^2*b*r^2*x-294*a^2*b*r*x^2+456*a^2*c^2*g*r+820*a^2*c^2*p*r+500 *a^2*c^2*q*r+1668*a^2*c^2*r*x+114*a^2*c*g^2*r+412*a^2*c*g*r^2+76*a^3*g*p*r+52*a ^3*g*q*r+328*a^3*g*r*x+116*a^3*p*q*r+344*a^2*b^2*c*r+204*a^2*b^2*p*r+132*a^2*b^ 2*q*r+600*a^2*b^2*r*x+776*a^2*b*c^2*r+644*a^2*b*c*r^2+192*a^3*b*c*r+128*a^3*b*p *r+88*a^3*b*q*r+440*a^3*b*r*x+112*a^3*c*g*r+280*a^3*c*p*r+184*a^3*c*q*r-174*p*q *r^4*x-78*p*q*r^3*x^2-120*g*q*r^4*x-101*g*q*r^3*x^2-56*p^4*q*r*x-204*p^3*q*r^2* x-176*p^3*q*r*x^2-56*p^2*q^3*r*x-216*p^2*q^2*r^2*x-264*p^2*q^2*r*x^2-281*p^2*q* r^3*x-192*p^2*q*r^2*x^2-14*p*q^4*r*x-84*p*q^3*r^2*x-176*p*q^3*r*x^2-187*p*q^2*r ^3*x-192*p*q^2*r^2*x^2-50*g^3*p^2*r*x-6*g^3*p*q*r^2-94*g^3*p*r^2*x-101*g^3*p*r* x^2-30*g^3*q^2*r*x-72*g^3*q*r^2*x-101*g^3*q*r*x^2-78*g^2*p^3*r*x-12*g^2*p^2*q*r ^2-218*g^2*p^2*r^2*x-189*g^2*p^2*r*x^2-7*g^2*p*q^2*r^2-24*g^2*p*q*r^3-201*g^2*p *r^3*x-174*g^2*p*r^2*x^2-30*g^2*q^3*r*x-189*g^2*q^2*r*x^2-143*g^2*q*r^3*x-174*g ^2*q*r^2*x^2-10*g*p^3*q*r^2-151*g*p^3*r*x^2-8*g*p^2*q^2*r^2-30*g*p^2*q*r^3-282* g*p^2*r^3*x-183*g*p^2*r^2*x^2-2*g*p*q^3*r^2-16*g*p*q^2*r^3-174*g*p*r^4*x-101*g* p*r^3*x^2-10*g*q^4*r*x-151*g*q^3*r*x^2-130*g*q^2*r^3*x-183*g*q^2*r^2*x^2-12*g^4 *p*r*x-10*g^4*q*r*x+142*a*b*g+19*q^3*r*x+184*b^3*r*x-2*b^2*g*r-49*b*g^2*r-30*g^ 2*q*r-21*g*q^2*r-420*a*b^2*x-270*b^2*g*x-30*b^2*q*x-234*b*g^2*x-24*b*q^2*x-34*b ^2*q*r-46*b*q^2*r-588*a^2*b*x-474*a^2*g*x-294*a*g^2*x+504*a*b^2*x^2+372*b^2*g*x ^2+264*b*g^2*x^2+264*a*g^2*x^2+504*a^2*b*x^2+372*a^2*g*x^2-26*a^2*c*g^2*r^2*x^2 -114*a^2*c*g*r^3*x^2-78*a^2*c*p^2*r^2*x^2-176*a^2*c*p*r^3*x^2-78*a^2*c*q^2*r^2* x^2-176*a^2*c*q*r^3*x^2-156*a^2*c^2*p*r^2*x^2-156*a^2*c^2*q*r^2*x^2-104*a^2*c^2 *g*r^2*x^2-36*a^2*b*g*r^3*x^2-36*a^2*b*p^2*r^2*x^2-78*a^2*b*p*r^3*x^2-36*a^2*b* q^2*r^2*x^2-78*a^2*b*q*r^3*x^2+394*b^2*q*r*x+185*b*q^2*r*x-75*b*g*q*r-744*a*b*g *x+744*a*b*g*x^2-144*a^2*b*c^2*r^2*x^2-156*a^2*b*c*r^3*x^2-48*a^2*b^2*c*r^2*x^2 -24*a^2*b^2*p*r^2*x^2-24*a^2*b^2*q*r^2*x^2-12*a^3*g*p*r^2*x^2-12*a^3*g*q*r^2*x^ 2-24*a^3*c*g*r^2*x^2-16*a^3*b*p*r^2*x^2-16*a^3*b*q*r^2*x^2-32*a^3*b*c*r^2*x^2-\ 422*c*p*r^4*x-156*c*p*r^3*x^2-22*c*q^4*r*x-138*c*q^3*r^2*x-352*c*q^3*r*x^2-314* c*q^2*r^3*x-384*c*q^2*r^2*x^2-294*c*q*r^4*x-156*c*q*r^3*x^2-16*c*g^3*p*r^2-12*c *g^3*q*r^2-174*c*g^3*r^2*x-202*c*g^3*r*x^2-36*c*g^2*p^2*r^2-72*c*g^2*p*r^3-14*c *g^2*q^2*r^2-48*c*g^2*q*r^3-366*c*g^2*r^3*x-348*c*g^2*r^2*x^2-32*c*g*p^3*r^2-96 *c*g*p^2*r^3-96*c*g*p*r^4-4*c*g*q^3*r^2-32*c*g*q^2*r^3-60*c*g*q*r^4-306*c*g*r^4 *x-202*c*g*r^3*x^2-134*c*p^4*r*x-24*c*p^3*q*r^2-498*c*p^3*r^2*x-352*c*p^3*r*x^2 -18*c*p^2*q^2*r^2-72*c*p^2*q*r^3-690*c*p^2*r^3*x-384*c*p^2*r^2*x^2-36*c*p*q^2*r ^3-72*c*p*q*r^4-96*c^2*g*p^2*r^2-192*c^2*g*p*r^3-32*c^2*g*q^2*r^2-120*c^2*g*q*r ^3-936*c^2*g*r^3*x-732*c^2*g*r^2*x^2-512*c^2*p^3*r*x-72*c^2*p^2*q*r^2-1404*c^2* p^2*r^2*x-1056*c^2*p^2*r*x^2-36*c^2*p*q^2*r^2-144*c^2*p*q*r^3-1260*c^2*p*r^3*x-\ 768*c^2*p*r^2*x^2-176*c^2*q^3*r*x-684*c^2*q^2*r^2*x-1056*c^2*q^2*r*x^2-884*c^2* q*r^3*x-768*c^2*q*r^2*x^2-176*c^2*g^3*r*x-72*c^2*g^2*p*r^2-48*c^2*g^2*q*r^2-756 *c^2*g^2*r^2*x-756*c^2*g^2*r*x^2-1408*c^3*q*r*x^2-704*c^4*g*r*x-928*c^4*p*r*x-\ 704*c^4*q*r*x-528*c^3*g^2*r*x-128*c^3*g*p*r^2-80*c^3*g*q*r^2-1320*c^3*g*r^2*x-\ 1208*c^3*g*r*x^2-976*c^3*p^2*r*x-96*c^3*p*q*r^2-1752*c^3*p*r^2*x-1408*c^3*p*r*x ^2-528*c^3*q^2*r*x-1272*c^3*q*r^2*x-20*b*g*p^3*r^2-60*b*g*p^2*r^3-60*b*g*p*r^4-\ 24*b*g*q^2*r^3-41*b*g*q*r^4-151*b*g*r^4*x-154*b*g*r^3*x^2-78*b*p^4*r*x-16*b*p^3 *q*r^2-280*b*p^3*r^2*x-224*b*p^3*r*x^2-14*b*p^2*q^2*r^2-48*b*p^2*q*r^3-359*b*p^ 2*r^3*x-250*b*p^2*r^2*x^2-28*b*p*q^2*r^3-48*b*p*q*r^4-190*b*p*r^4*x-110*b*p*r^3 *x^2-86*b*q^3*r^2*x-224*b*q^3*r*x^2-157*b*q^2*r^3*x-250*b*q^2*r^2*x^2-120*b*q*r ^4*x-110*b*q*r^3*x^2-78*b*g^3*r^2*x-114*b*g^3*r*x^2-22*b*g^2*p^2*r^2-44*b*g^2*p *r^3-33*b*g^2*q*r^3-204*b*g^2*r^3*x-242*b*g^2*r^2*x^2-1168*b*c^4*r*x-188*b*c^3* g*r^2-232*b*c^3*p*r^2-144*b*c^3*q*r^2-2112*b*c^3*r^2*x-1792*b*c^3*r*x^2-102*b*c ^2*g^2*r^2-268*b*c^2*g*r^3-166*b*c^2*p^2*r^2-332*b*c^2*p*r^3-54*b*c^2*q^2*r^2-\ 212*b*c^2*q*r^3-1332*b*c^2*r^3*x-1000*b*c^2*r^2*x^2-94*b*c*g^2*r^3-127*b*c*g*r^ 4-52*b*c*p^3*r^2-156*b*c*p^2*r^3-156*b*c*p*r^4-56*b*c*q^2*r^3-102*b*c*q*r^4-350 *b*c*r^4*x-220*b*c*r^3*x^2-186*b^2*g^2*r^2*x-247*b^2*g^2*r*x^2-39*b^2*g*p^2*r^2 -78*b^2*g*p*r^3-58*b^2*g*q*r^3-312*b^2*g*r^3*x-341*b^2*g*r^2*x^2-172*b^2*p^3*r* x-35*b^2*p^2*q*r^2-464*b^2*p^2*r^2*x-402*b^2*p^2*r*x^2-70*b^2*p*q*r^3-384*b^2*p *r^3*x-338*b^2*p*r^2*x^2-272*b^2*q^2*r^2*x-402*b^2*q^2*r*x^2-282*b^2*q*r^3*x-\ 338*b^2*q*r^2*x^2-235*a*q^2*r^3*x-250*a*q^2*r^2*x^2-198*a*q*r^4*x-110*a*q*r^3*x ^2-752*b^3*c^2*r*x-696*b^3*c*r^2*x-596*b^3*c*r*x^2-192*b^3*g*r^2*x-228*b^3*g*r* x^2-180*b^3*p^2*r*x-340*b^3*p*r^2*x-298*b^3*p*r*x^2-284*b^3*q*r^2*x-298*b^3*q*r *x^2-1424*b^2*c^3*r*x-204*b^2*c^2*g*r^2-240*b^2*c^2*p*r^2-160*b^2*c^2*q*r^2-\ 1920*b^2*c^2*r^2*x-1608*b^2*c^2*r*x^2-176*b^2*c*g*r^3-110*b^2*c*p^2*r^2-220*b^2 *c*p*r^3-148*b^2*c*q*r^3-788*b^2*c*r^3*x-676*b^2*c*r^2*x^2-6*a*g^3*p*r^2-6*a*g^ 3*q*r^2-74*a*g^3*r^2*x-114*a*g^3*r*x^2-18*a*g^2*p^2*r^2-36*a*g^2*p*r^3-10*a*g^2 *q^2*r^2-28*a*g^2*q*r^3-204*a*g^2*r^3*x-242*a*g^2*r^2*x^2-18*a*g*p^3*r^2-54*a*g *p^2*r^3-54*a*g*p*r^4-4*a*g*q^3*r^2-24*a*g*q^2*r^3-38*a*g*q*r^4-189*a*g*r^4*x-\ 154*a*g*r^3*x^2-16*a*p^3*q*r^2-314*a*p^3*r^2*x-224*a*p^3*r*x^2-14*a*p^2*q^2*r^2 -48*a*p^2*q*r^3-437*a*p^2*r^3*x-250*a*p^2*r^2*x^2-28*a*p*q^2*r^3-48*a*p*q*r^4-\ 268*a*p*r^4*x-110*a*p*r^3*x^2-22*a*q^4*r*x-120*a*q^3*r^2*x-224*a*q^3*r*x^2-96*a *c*q*r^4-220*a*c*r^3*x^2-72*a*c^2*g^2*r^2-216*a*c^2*g*r^3-144*a*c^2*p^2*r^2-288 *a*c^2*p*r^3-56*a*c^2*q^2*r^2-192*a*c^2*q*r^3-1436*a*c^2*r^3*x-1000*a*c^2*r^2*x ^2-12*a*c*g^3*r^2-72*a*c*g^2*r^3-108*a*c*g*r^4-48*a*c*p^3*r^2-144*a*c*p^2*r^3-\ 144*a*c*p*r^4-30*a*b*p^3*r^2-90*a*b*p^2*r^3-90*a*b*p*r^4-40*a*b*q^2*r^3-64*a*b* q*r^4-234*a*b*r^4*x-190*a*b*r^3*x^2-1072*a*c^4*r*x-144*a*c^3*g*r^2-192*a*c^3*p* r^2-128*a*c^3*q*r^2-2016*a*c^3*r^2*x-1792*a*c^3*r*x^2-396*a*b*c^2*r^3-190*a*b*c *r^4-39*a*b*g^2*r^3-66*a*b*g*r^4-116*a*b^2*p*r^3-88*a*b^2*q*r^3-468*a*b^2*r^3*x -462*a*b^2*r^2*x^2-272*a*b*c^3*r^2-128*b^3*q^2*r*x-80*b^2*q^3*r*x-16*b*q^4*r*x-\ 22*c*g^4*r*x-64*b^4*q*r*x+56*b^4*c*r*x^2+28*b^4*p*r*x^2-13*a^2*g^2*p*r^2-13*a^2 *g^2*q*r^2-166*a^2*g^2*r^2*x-247*a^2*g^2*r*x^2-26*a^2*g*p^2*r^2-52*a^2*g*p*r^3-\ 16*a^2*g*q^2*r^2-42*a^2*g*q*r^3-306*a^2*g*r^3*x-341*a^2*g*r^2*x^2-29*a^2*p^2*q* r^2-508*a^2*p^2*r^2*x-402*a^2*p^2*r*x^2-20*a^2*p*q^2*r^2-58*a^2*p*q*r^3-468*a^2 *p*r^3*x-338*a^2*p*r^2*x^2-90*a^2*q^3*r*x-316*a^2*q^2*r^2*x-402*a^2*q^2*r*x^2-\ 366*a^2*q*r^3*x-338*a^2*q*r^2*x^2-272*a*b^3*r^2*x-304*a*b^3*r*x^2-280*a*b^2*c^2 *r^2-252*a*b^2*c*r^3-78*a*b^2*g*r^3-58*a*b^2*p^2*r^2-116*a^2*c*q*r^3-840*a^2*c* r^3*x-676*a^2*c*r^2*x^2-52*a^2*b^2*p*r^2-52*a^2*b^2*q*r^2-384*a^2*b^2*r^2*x-456 *a^2*b^2*r*x^2-200*a^2*b*c^2*r^2-196*a^2*b*c*r^3-54*a^2*b*g*r^3-48*a^2*b*p^2*r^ 2-96*a^2*b*p*r^3-28*a^2*b*q^2*r^2-76*a^2*b*q*r^3-456*a^2*b*r^3*x-462*a^2*b*r^2* x^2-1184*a^2*c^3*r*x-104*a^2*c^2*g*r^2-156*a^2*c^2*p*r^2-116*a^2*c^2*q*r^2-1712 *a^2*c^2*r^2*x-1608*a^2*c^2*r*x^2-26*a^2*c*g^2*r^2-104*a^2*c*g*r^3-78*a^2*c*p^2 *r^2-156*a^2*c*p*r^3-40*a^2*c*q^2*r^2-352*a*b*c*p*r^3*x^2-24*a^3*c*g*r^2-48*a^3 *c*p*r^2-40*a^3*c*q*r^2-12*a^3*g*p*r^2-12*a^3*g*q*r^2-160*a^3*g*r^2*x-228*a^3*g *r*x^2-20*a^3*p*q*r^2-120*a^2*b^2*c*r^2-24*a^3*b*p*r^2-24*a^3*b*q*r^2-240*a^3*b *r^2*x-304*a^3*b*r*x^2-48*a^3*b*c*r^2+35*p*q^4*r*x^2+14*p*q^3*r^3*x+152*p*q^3*r ^2*x^2+36*p*q^2*r^4*x+264*p*q^2*r^3*x^2+38*p*q*r^5*x+210*p*q*r^4*x^2+211*g*q^2* r^3*x^2+168*g*q*r^4*x^2+8*p^4*q*r^2*x+35*p^4*q*r*x^2+12*p^3*q^2*r^2*x+70*p^3*q^ 2*r*x^2+34*p^3*q*r^3*x+152*p^3*q*r^2*x^2+8*p^2*q^3*r^2*x+36*p^2*q^2*r^3*x+228*p ^2*q^2*r^2*x^2+54*p^2*q*r^4*x+264*p^2*q*r^3*x^2+2*p*q^4*r^2*x+168*g*p*r^4*x^2+2 *g*q^4*r^2*x+28*g*q^4*r*x^2+13*g*q^3*r^3*x+122*g*q^3*r^2*x^2+31*g*q^2*r^4*x+211 *g*p^2*r^3*x^2+122*g*p^3*r^2*x^2+34*g^2*q*r^4*x+158*g^2*q*r^3*x^2+25*g^2*q^2*r^ 3*x+138*g^2*q^2*r^2*x^2+138*g^2*p^2*r^2*x^2+42*g^2*p*r^4*x+158*g^2*p*r^3*x^2+6* g^2*q^3*r^2*x+28*g^3*p^2*r*x^2+17*g^3*p*r^3*x+62*g^3*p*r^2*x^2+6*g^3*q^2*r^2*x+ 28*g^3*q^2*r*x^2+15*g^3*q*r^3*x+62*g^3*q*r^2*x^2+12*g^2*p^3*r^2*x+42*g^2*p^3*r* x^2+39*g^2*p^2*r^3*x+2*g^4*p*r^2*x+7*g^4*p*r*x^2+2*g^4*q*r^2*x+7*g^4*q*r*x^2+8* g^3*p^2*r^2*x+16*b*r^6*x+224*c^5*r*x^2+176*c^4*r^3*x+608*c^4*r^2*x^2+192*c^3*r^ 4*x+704*c^3*r^3*x^2+104*c^2*r^5*x+420*c^2*r^4*x^2+32*b^4*r^2*x^2+46*b^3*r^4*x+ 98*b^3*r^3*x^2+117*b^2*r^4*x^2-q^5*r^2*x^2-6*q^4*r^3*x^2-15*q^3*r^4*x^2-19*q^2* r^5*x^2-g^4*r^3*x^2-5*g^3*r^4*x^2-10*g^2*r^5*x^2-4*b^4*r^3*x^2-14*b^3*r^4*x^2-\ 19*b^2*r^5*x^2-32*c^5*r^2*x^2-96*c^4*r^3*x^2-120*c^3*r^4*x^2-76*c^2*r^5*x^2+88* c*p^3*r^3*x+304*c*p^3*r^2*x^2+144*c*p^2*r^4*x+528*c*p^2*r^3*x^2+104*c*p*r^5*x+ 420*c*p*r^4*x^2+70*c*q^4*r*x^2+28*c*q^3*r^3*x+304*c*q^3*r^2*x^2+72*c*q^2*r^4*x+ 528*c*q^2*r^3*x^2+76*c*q*r^5*x+34*c*g^3*r^3*x+124*c*g^3*r^2*x^2+84*c*g^2*r^4*x+ 316*c*g^2*r^3*x^2+82*c*g*r^5*x+336*c*g*r^4*x^2+20*c*p^4*r^2*x+70*c*p^4*r*x^2+4* c*g^4*r^2*x+14*c*g^4*r*x^2+162*p^3*x+48*p^2*x-36*p^3*x^2+48*p^2*x^2-288*c^3*x^2 +168*a^2*x^2+192*c^2*x^2-36*q^3*x^2+168*b^2*x^2+48*q^2*x^2+96*g^2*x^2+720*c^3*x +48*c^2*x-48*q^2*x-252*a^2*x-84*b^2*x-96*g^2*x-114*a^2*p-312*a*p^2-768*c^2*p-\ 562*c*p^2-186*g*p^2+16*b^4*r^3*x+41*b^2*r^5*x-48*a*b^3*r^3-16*b^4*q*r^2-72*b^4* r^2*x-104*b^3*c*r^3-36*b^3*g*r^3-22*b^3*p^2*r^2-24*x*p-48*x*c-24*x*q-72*x*a-24* x*b-48*x*g-38*a*r^2-64*b*r^2-38*c*r^2-22*g*r^2-4*q*r^2-28*a^2*r+36*b^2*r-240*c^ 2*r-16*g^2*r-16*q^2*r-44*b^3*p*r^3-10*b^3*q^2*r^2-32*b^3*q*r^3-28*b^2*g^2*r^3-2 *b^2*q^3*r^2-20*b^2*q^2*r^3-9*b*g^3*r^3-4*b*q^3*r^3-2*c*g^4*r^2-g^4*p*r^2-24*c* r^6*x^2+16*a*b^3*r^2+320*b^3*c^2*r+88*b^3*c*r^2-8*b^3*g*r^2+82*b^3*p^2*r+84*b^3 *p*r^2+10*b^3*q*r^2+23*b^2*g^2*r^2+1512*b*c^2*g*p*r*x^2+844*c^2*g*r^3*x^2+80*c^ 2*p^3*r^2*x+280*c^2*p^3*r*x^2+264*c^2*p^2*r^3*x+912*c^2*p^2*r^2*x^2+288*c^2*p*r ^4*x+1056*c^2*p*r^3*x^2+280*c^2*q^3*r*x^2+144*c^2*q^2*r^3*x+912*c^2*q^2*r^2*x^2 +216*c^2*q*r^4*x+1056*c^2*q*r^3*x^2+840*c^2*p*q^2*r*x^2+32*c^2*g^3*r^2*x+112*c^ 2*g^3*r*x^2+156*c^2*g^2*r^3*x+552*c^2*g^2*r^2*x^2+228*c^2*g*r^4*x+1216*c^3*p*r^ 2*x^2+560*c^3*q^2*r*x^2+272*c^3*q*r^3*x+1216*c^3*q*r^2*x^2+34*b^2*q^2*r^2+19*b* g^3*r^2+12*b*q^3*r^2+8*c*g^4*r+35*c*q^2*r^3+5*g^4*p*r+128*b^3*c*r+24*b^3*p*r-30 *c^2*q^2*r-90*a*g^2*r-168*a^2*c*g-360*q*c^2*g-856*q*c^2*p+204*a^2*p*x^2-432*c^2 *p*x^2-216*c*p^2*x^2-12*g*p^2*x^2-108*p^2*q*x^2-108*p*q^2*x^2+216*a*p*x^2+216*b *p*x^2+192*c*p*x^2+144*g*p*x^2+96*p*q*x^2+204*b^2*p*x^2+84*g^2*p*x^2+102*p*q^2* x-60*b*p*x+120*c*p*x-72*g*p*x+54*b^2*p*x+1368*c^2*p*x-90*a^2*p*x+312*a*p^2*x+ 312*b*p^2*x+828*c*p^2*x-6*g^2*p*x+216*g*p^2*x+294*p^2*q*x-156*a*p*x-54*a^2*q*g+ 58*g^2*b*a+108*a^2*g*b-238*a^2*g*p-618*p^2*c*q-1104*p*c^2*g-1284*p^2*a*c-432*p^ 2*a*q-1656*p*b*c^2-1136*a*b*c^2-696*c^2*g*a-348*p*a^2*q-364*p*a^2*b-616*b*p^2*a -126*a*c*g^2-340*a^2*c*q-320*a^2*c*b-744*c^2*g*b-364*p^2*g*b-1068*b*p^2*c-156*b *g^2*c-758*p^2*c*g-1820*a*c^2*p-232*q*g*p^2-360*c*g^2*p-142*a*p*g^2-648*q*c^2*a -440*p^2*g*a-976*a^2*c*p-58*q^2*c*g-68*q^2*g*p-192*q^2*c*p-776*p*b^2*c-308*a*b^ 2*p-368*a*b^2*c-152*q^2*a*p-138*q^2*c*a-36*a*q^2*g+60*b^2*g*a-540*q*c^2*b-302*b *p^2*q-190*g*b^2*p-132*b*p*g^2-252*g*b^2*c-96*q*a^2*b+96*c^3*g^2*r^2*x+336*c^3* g^2*r*x^2+280*c^3*g*r^3*x+976*c^3*g*r^2*x^2+160*c^3*p^2*r^2*x+560*c^3*p^2*r*x^2 +352*c^3*p*r^3*x+48*x^2*p+8*a^4*r^3*x+32*a^4*r^2*x^2-4*a^4*r^3-12*a^3*r^4-17*b^ 2*r^5-6*b*r^6-32*c^5*r^2-80*c^4*r^3-80*c^3*r^4-40*c^2*r^5-10*c*r^6-4*g^3*r^4-6* g^2*r^5-p^5*r^2-10*p^3*r^4-q^3*r^4-3*q^2*r^5-11*r^6*x+24*a^4*r^2+52*a^3*r^3+36* a^2*r^4+8*a*r^5+b^2*r^4-5*b*r^5+128*c^5*r+156*c^3*r^3+46*c^2*r^4+5*c*r^5+11*g^3 *r^3+10*g^2*r^4+3*g*r^5+7*p^5*r+28*p^4*r^2+42*p^3*r^3+28*p^2*r^4+7*p*r^5+q^3*r^ 3+2*q^2*r^4+q*r^5-44*a^4*r-30*a^3*r^2+32*a^2*r^3+23*a*r^4+54*b^2*r^3+31*b*r^4+ 24*c^4*r+224*c^3*r^2+150*c^2*r^3+32*c*r^4+16*g^2*r^3+12*g*r^4-126*p^3+16*b^4*q* r^2*x+48*x^2*a+48*x^2*b+48*x^2*g+96*x^2*c+48*x^2*q+128*c^4*g*r^2*x+448*c^4*g*r* x^2+160*c^4*p*r^2*x+560*c^4*p*r*x^2+52*b*p^3*r^3*x+180*b*p^3*r^2*x^2+84*b*p^2*r ^4*x+300*b*p^2*r^3*x^2+60*b*p*r^5*x+228*b*p*r^4*x^2+42*b*q^4*r*x^2+24*b*q^3*r^3 *x+180*b*q^3*r^2*x^2+52*b*q^2*r^4*x+300*b*q^2*r^3*x^2+48*b*q*r^5*x+228*b*q*r^4* x^2+32*b^3*q^2*r^2*x+20*b^2*q^3*r^2*x+4*b*q^4*r^2*x+560*c^4*q*r*x^2+70*p^2*q^3* r*x^2-12*a*r^6*x^2-128*a*b^3*c*r^2-48*a*b^3*p*r^2-48*a*b^3*q*r^2-6*a*b*q^3*r^2-\ 144*b^4*c*r*x-72*b^4*p*r*x-100*b^3*c*g*r^2-104*b^3*c*p*r^2-80*b^3*c*q*r^2-36*b^ 3*g*p*r^2-36*b^3*g*q*r^2-32*b^3*p*q*r^2-72*b^2*c*g^2*r^2-40*b^2*c*q^2*r^2-28*b^ 2*g^2*p*r^2-28*b^2*g^2*q*r^2-19*b^2*g*q^2*r^2-20*b^2*p*q^2*r^2-21*b*c*g^3*r^2-6 *b*c*q^3*r^2-9*b*g^3*p*r^2-9*b*g^3*q*r^2-11*b*g^2*q^2*r^2-3*b*g*q^3*r^2-4*b*p*q ^3*r^2-114*g^2*q^2*r^2*x-84*p^3*q^2*r*x+422*a^2*c*q*r^2+272*a*b^3*c*r+136*a*b^3 *p*r+70*a*b^2*q^2*r+18*a*b*q^3*r+163*a*g^2*p*r^2+120*a*p*q^2*r^2+196*b^3*c*g*r+ 320*b^3*c*p*r+160*b^3*c*q*r+92*b^3*g*p*r+88*b^3*p*q*r+168*b^2*c*g^2*r+96*b^2*c* q^2*r+88*b^2*g^2*p*r+68*b^2*p*q^2*r+61*b*c*g^3*r+18*b*c*q^3*r+35*b*g^3*p*r+16*b *p*q^3*r+150*c*p^3*q*r-20*a*b^2*c*r+138*b^2*c*p*r-234*b*g*p^3*r*x-75*a*b*g*q*r+ 102*a*q*r*x+396*b*c*q*x+736*b*c*r*x+47*b*g^2*r^4*x+154*b*g^2*r^3*x^2+130*b*q*r* x+192*c*g*q*x+416*c*g*r*x+384*c*q*r*x+68*g*q*r*x-240*a*b*c*x-204*a*b*q*x-20*a*b *r*x-312*a*c*g*x+49*b*g*r^5*x-198*a*g*q*x-46*a*g*r*x-24*b*c*g*x+174*b*g*r^4*x^2 -102*b*g*q*x+42*b*g*r*x+816*a*b*c*x^2+408*a*b*q*x^2+12*b*p^4*r^2*x+42*b*p^4*r*x ^2-108*a*c*r*x^2-54*a*q*r*x^2-448*c*q*r*x^2+528*b*c*g*x^2-108*b*c*r*x^2+264*b*g *q*x^2+182*b*g*r*x^2-54*b*q*r*x^2-48*c*g*q*x^2-120*c*g*r*x^2-60*g*q*r*x^2+528*a *c*g*x^2+264*a*g*q*x^2+182*a*g*r*x^2+14*b*g^3*r^3*x+48*b*g^3*r^2*x^2+308*a*b*r* x^2+228*a*c*q*x+528*a*c*r*x+384*b*c^2*r^4*x+1200*b*c^2*r^3*x^2+130*b*c*r^5*x+ 456*b*c*r^4*x^2+36*b^2*g^2*r^3*x+104*b^2*g^2*r^2*x^2+81*b^2*g*r^4*x+217*b^2*g*r ^3*x^2+30*b^2*p^3*r^2*x+91*b^2*p^3*r*x^2+101*b^2*p^2*r^3*x+290*b^2*p^2*r^2*x^2+ 112*b^2*p*r^4*x+315*b^2*p*r^3*x^2+91*b^2*q^3*r*x^2+79*b^2*q^2*r^3*x+290*b^2*q^2 *r^2*x^2+100*b^2*q*r^4*x+315*b^2*q*r^3*x^2+224*b*c^4*r^2*x+672*b*c^4*r*x^2+488* b*c^3*r^3*x+1440*b*c^3*r^2*x^2+78*b^3*q*r^3*x+180*b^3*q*r^2*x^2+288*b^2*c^3*r^2 *x+728*b^2*c^3*r*x^2+468*b^2*c^2*r^3*x+1160*b^2*c^2*r^2*x^2+244*b^2*c*r^4*x+630 *b^2*c*r^3*x^2+42*a*q^4*r*x^2+24*a*q^3*r^3*x+180*a*q^3*r^2*x^2+52*a*q^2*r^4*x+ 300*a*q^2*r^3*x^2+48*a*q*r^5*x+228*a*q*r^4*x^2+28*b^4*q*r*x^2+160*b^3*c^2*r^2*x +336*b^3*c^2*r*x^2+172*b^3*c*r^3*x+360*b^3*c*r^2*x^2+40*b^3*g*r^3*x+96*b^3*g*r^ 2*x^2+36*b^3*p^2*r^2*x+84*b^3*p^2*r*x^2+82*b^3*p*r^3*x+180*b^3*p*r^2*x^2+84*b^3 *q^2*r*x^2-5*x*r^5-296*c^3-19*a^2*r^5*x^2-14*a^3*r^4*x^2-4*a^4*r^3*x^2+44*a*g*r ^5*x+174*a*g*r^4*x^2+180*a*p^3*r^2*x^2+300*a*p^2*r^3*x^2+228*a*p*r^4*x^2+12*a*g ^3*r^3*x+48*a*g^3*r^2*x^2+40*a*g^2*r^4*x+154*a*g^2*r^3*x^2+336*a*c^2*r^4*x+1200 *a*c^2*r^3*x^2+120*a*c*r^5*x+456*a*c*r^4*x^2+118*a*b^2*r^4*x+294*a*b^2*r^3*x^2+ 72*a*b*r^5*x+234*a*b*r^4*x^2+672*a*c^4*r*x^2+416*a*c^3*r^3*x+1440*a*c^3*r^2*x^2 +57*a^2*g*r^4*x+217*a^2*g*r^3*x^2+290*a^2*p^2*r^2*x^2+315*a^2*p*r^3*x^2+91*a^2* q^3*r*x^2+61*a^2*q^2*r^3*x+290*a^2*q^2*r^2*x^2+76*a^2*q*r^4*x+315*a^2*q*r^3*x^2 +56*a*b^3*r^3*x+128*a*b^3*r^2*x^2+26*a^2*g^2*r^3*x+104*a^2*g^2*r^2*x^2+176*a^2* c*r^4*x+630*a^2*c*r^3*x^2+98*a^2*b*r^4*x+294*a^2*b*r^3*x^2+728*a^2*c^3*r*x^2+ 332*a^2*c^2*r^3*x+1160*a^2*c^2*r^2*x^2+24*a^3*g*r^3*x+96*a^3*g*r^2*x^2+72*a^2*b ^2*r^3*x+192*a^2*b^2*r^2*x^2+40*a^3*b*r^3*x+128*a^3*b*r^2*x^2-45*p*q^2*r^4*x^2-\ 38*p*q*r^5*x^2-4*g*q^4*r^2*x^2-19*g*q^3*r^3*x^2-35*g*q^2*r^4*x^2-5*p^4*q*r^2*x^ 2-10*p^3*q^2*r^2*x^2-24*p^3*q*r^3*x^2-10*p^2*q^3*r^2*x^2-36*p^2*q^2*r^3*x^2-45* p^2*q*r^4*x^2-5*p*q^4*r^2*x^2-24*p*q^3*r^3*x^2-21*g^2*q^2*r^3*x^2-25*g^2*q*r^4* x^2-4*g^3*p^2*r^2*x^2-9*g^3*p*r^3*x^2-4*g^3*q^2*r^2*x^2-9*g^3*q*r^3*x^2-6*g^2*p ^3*r^2*x^2-21*g^2*p^2*r^3*x^2-25*g^2*p*r^4*x^2-g^4*p*r^2*x^2-g^4*q*r^2*x^2-48*c *q^3*r^3*x^2-90*c*q^2*r^4*x^2-76*c*q*r^5*x^2-48*c*p^3*r^3*x^2-90*c*p^2*r^4*x^2-\ 76*c*p*r^5*x^2-10*c*q^4*r^2*x^2-58*c*g*r^5*x^2-10*c*p^4*r^2*x^2-2*c*g^4*r^2*x^2 -18*c*g^3*r^3*x^2-50*c*g^2*r^4*x^2-40*c^2*q^3*r^2*x^2-144*c^2*q^2*r^3*x^2-180*c ^2*q*r^4*x^2-84*c^2*g^2*r^3*x^2-140*c^2*g*r^4*x^2-40*c^2*p^3*r^2*x^2-144*c^2*p^ 2*r^3*x^2-180*c^2*p*r^4*x^2-16*c^2*g^3*r^2*x^2-80*c^3*p^2*r^2*x^2-192*c^3*p*r^3 *x^2-80*c^3*q^2*r^2*x^2-192*c^3*q*r^3*x^2-48*c^3*g^2*r^2*x^2-152*c^3*g*r^3*x^2-\ 80*c^4*p*r^2*x^2-80*c^4*q*r^2*x^2-64*c^4*g*r^2*x^2-88*q*b^2*a^2-16*g^3*a*q-74*q ^2*c*b-552*p^2*c^2*q-672*p^2*c^2*g-234*p^3*c*q-552*q*c^3*p-112*q^2*c^2*g-228*q^ 2*c^2*p-396*p*c^2*g^2-146*p^3*g*b-960*a*c^3*b-544*q*c^3*a-172*b^2*p^2*g-28*q*g^ 3*p-1160*p*c^3*a-474*p^3*a*c-174*p^3*a*q-90*c*g^3*p-86*p^2*g^2*q-278*p^3*g*c-\ 948*b*c^2*p^2-258*p^2*g^2*c-96*p^3*g*q-536*a^2*c^2*q-1088*a^2*c^2*p-496*a^2*c^2 *g-66*q^2*p^2*g-374*b*p^3*c-1136*p^2*c^2*a-492*b^2*p^2*c-448*q*c^3*b-600*c^3*g* b-1032*p*c^3*b-832*p*c^2*b^2-304*c^3*g*q-168*c^2*g^2*q-696*c^3*g*p-162*q^2*p^2* c-40*c*g^2*q^2-704*b^2*c^2*a-264*p^2*a^2*g-132*p^2*a*q^2-142*p*a^2*q^2-42*a*g^3 *p-108*a^2*p*g^2-246*p^3*a*b-732*p^2*a^2*c-50*c*g^3*b-232*q^2*c^2*a-624*a*c^3*g -176*a^2*c*q^2-282*p^2*a^2*q-360*p^2*a^2*b-408*a^3*c*p-186*p^3*g*a-192*a^3*c*b-\ 208*a^3*c*q-208*a^2*b^2*p-120*p*a^3*g-52*g^3*a*c-28*g^2*q^2*a-168*p*a^3*q-168*p *a^3*b-60*a^2*g*q^2-128*a^3*c*g-20*b*g^3*r-120*p^3*b*q-312*a*c^2*g^2-80*q*a^3*b -34*q^2*g^2*p-752*b*a^2*c^2-36*b*g^3*p-46*g^2*q*a^2-56*a^3*g*q-36*a*b^2*g*p*r^2 *x^2-36*a*b^2*g*q*r^2*x^2-72*a*b^2*c*g*r^2*x^2-144*a*b^2*c*p*r^2*x^2-144*a*b^2* c*q*r^2*x^2-52*a^2*g*p*q*r^2*x^2-156*a^2*c*p*q*r^2*x^2-104*a^2*c*g*p*r^2*x^2-\ 104*a^2*c*g*q*r^2*x^2-36*a^2*b*g*p*r^2*x^2-36*a^2*b*g*q*r^2*x^2-72*a^2*b*p*q*r^ 2*x^2-144*a^2*b*c*p*r^2*x^2-144*a^2*b*c*q*r^2*x^2-72*a^2*b*c*g*r^2*x^2-9*g*r^6* x^2-p^5*r^2*x^2-6*p^4*r^3*x^2+28*c*r^6*x+126*c*r^5*x^2+2*g^4*r^3*x+8*g^4*r^2*x^ 2+9*g^3*r^4*x+35*g^3*r^3*x^2+15*g^2*r^5*x+63*g^2*r^4*x^2+51*g*r^5*x^2+38*p^4*r^ 2*x^2+88*p^3*r^3*x^2+105*p^2*r^4*x^2+63*p*r^5*x^2+7*q^5*r*x^2+q^4*r^3*x+38*q^4* r^2*x^2+6*q^3*r^4*x+88*q^3*r^3*x^2+12*q^2*r^5*x+105*q^2*r^4*x^2+10*q*r^6*x+63*q *r^5*x^2-8*a^4*c*r^2-4*a^4*p*r^2-4*a^4*q*r^2-24*a^3*b*r^3-48*a^3*c^2*r^2-48*a^3 *c*r^3-12*a^3*g*r^3-12*a^3*p^2*r^2-24*a^3*p*r^3-8*a^3*q^2*r^2-20*a^3*q*r^3-52*a ^2*b^2*r^3-48*a^2*b*r^4-104*a^2*c^3*r^2-156*a^2*c^2*r^3-78*a^2*c*r^4-13*a^2*g^2 *r^3-26*a^2*g*r^4-13*a^2*p^3*r^2-39*a^2*p^2*r^3-39*a^2*p*r^4-29*a^2*q*r^4-142*a ^2*r^4*x-95*a^2*r^3*x^2-58*a*b^2*r^4-30*a*b*r^5-96*a*c^4*r^2-192*a*c^3*r^3-144* a*c^2*r^4-48*a*c*r^5-6*a*g^3*r^3-18*a*g^2*r^4-18*a*g*r^5-6*a*p^4*r^2-24*a*p^3*r ^3-36*a*p^2*r^4-14*a*q^2*r^4-16*a*q*r^5-61*a*r^5*x-10*a*r^4*x^2-76*b^4*r*x^2-\ 160*b^3*r^3*x-154*b^3*r^2*x^2-176*b^2*c^3*r^2-240*b^2*c^2*r^3-110*b^2*c*r^4-39* b^2*g*r^4-17*b^2*p^3*r^2-51*b^2*p^2*r^3-51*b^2*p*r^4-35*b^2*q*r^4-92*b^2*r^4*x-\ 95*b^2*r^3*x^2-120*b*c^4*r^2-232*b*c^3*r^3-166*b*c^2*r^4-52*b*c*r^5-22*b*g^2*r^ 4-20*b*g*r^5-6*b*p^4*r^2-24*b*p^3*r^3-36*b*p^2*r^4-24*b*p*r^5-14*b*q^2*r^4-16*b *q*r^5-33*b*r^5*x-10*b*r^4*x^2-352*c^5*r*x-24*p+24*a-17*p^4*r+28*b*g+22*p^3*r^2 +48*p^2*r^3+22*p*r^4+4*q^3*r^2+7*q^2*r^3+4*q*r^4-94*a^3*r-111*a^2*r^2-15*a*r^3-\ 74*b^2*r^2+36*b*r^3-284*c^3*r-20*c^2*r^2+31*c*r^3-20*g^2*r^2+7*g*r^3-138*p^3*r-\ 74*p^2*r^2+2*p*r^3+10*q^2*r^2+18*q*r^3-196*p^2*r-58*p*r^2-88*p*r+39*r^4*x-75*r^ 4*x^2+16*g^2+7*r^5*x^2-24*r*x+20*r^2*x^2+48*r*x^2+8*q*g-16*r^2-64*c^4*g*r^2-80* c^4*p*r^2-48*c^4*q*r^2-816*c^4*r^2*x-704*c^4*r*x^2-48*c^3*g^2*r^2-128*c^3*g*r^3 -80*c^3*p^2*r^2-160*c^3*p*r^3-24*c^3*q^2*r^2-96*c^3*q*r^3-760*c^3*r^3*x-512*c^3 *r^2*x^2-16*c^2*g^3*r^2-72*c^2*g^2*r^3-96*c^2*g*r^4-40*c^2*p^3*r^2-120*c^2*p^2* r^3-120*c^2*p*r^4-72*c^2*q*r^4-368*c^2*r^4*x-156*c^2*r^3*x^2-16*c*g^3*r^3-36*c* g^2*r^4-32*c*g*r^5-10*c*p^4*r^2-40*c*p^3*r^3-60*c*p^2*r^4-40*c*p*r^5-18*c*q^2*r ^4-24*c*q*r^5-96*c*r^5*x-12*g^4*r^2*x-19*g^4*r*x^2-4*g^3*p^2*r^2-8*g^3*p*r^3-6* g^3*q*r^3-44*g^3*r^3*x-55*g^3*r^2*x^2-6*g^2*p^3*r^2-18*g^2*p^2*r^3-18*g^2*p*r^4 -7*g^2*q^2*r^3-12*g^2*q*r^4-61*g^2*r^4*x-62*g^2*r^3*x^2-4*g*p^4*r^2-16*g*p^3*r^ 3-24*g*p^2*r^4-2*g*q^3*r^3-8*g*q^2*r^4-40*g*r^5*x-19*g*r^4*x^2-3*p^4*q*r^2-66*p ^4*r^2*x-44*p^4*r*x^2-3*p^3*q^2*r^2-12*p^3*q*r^3-125*p^3*r^3*x-64*p^3*r^2*x^2-p ^2*q^3*r^2-9*p^2*q^2*r^3-18*p^2*q*r^4+12*r^3-119*p^2*r^4*x-39*p^2*r^3*x^2-2*p*q ^3*r^3-9*p*q^2*r^4-12*p*q*r^5-57*p*r^5*x-6*q^4*r^2*x-44*q^4*r*x^2-31*q^3*r^3*x-\ 64*q^3*r^2*x^2-55*q^2*r^4*x-39*q^2*r^3*x^2-41*q*r^5*x+40*a^4*c*r+28*a^4*p*r+20* a^4*q*r+104*a^3*b*r^2+224*a^3*c^2*r+212*a^3*c*r^2+64*a^3*g*r^2+84*a^3*p^2*r+136 *a^3*p*r^2+36*a^3*q^2*r+86*a^3*q*r^2+116*a^2*b^2*r^2+138*a^2*b*r^3+456*a^2*c^3* r+576*a^2*c^2*r^2+246*a^2*c*r^3+62*a^2*g^2*r^2+96*a^2*g*r^3+91*a^2*p^3*r+218*a^ 2*p^2*r^2+163*a^2*p*r^3+16*a^2*q^3*r+71*a^2*q^2*r^2+90*a^2*q*r^3+27*a^2*r^3*x-\ 325*a^2*r^2*x^2+88*a*b^2*r^3+35*a*b*r^4+400*a*c^4*r+620*a*c^3*r^2+352*a*c^2*r^3 +87*a*c*r^4+26*a*g^3*r^2+57*a*g^2*r^3+39*a*g*r^4+42*a*p^4*r+134*a*p^3*r^2+150*a *p^2*r^3+66*a*p*r^4+13*a*q^3*r^2+34*a*q^2*r^3+29*a*q*r^4-30*a*r^4*x-254*a*r^3*x ^2+14*b^3*r^2*x-98*b^3*r*x^2+560*b^2*c^3*r+460*b^2*c^2*r^2+104*b^2*c*r^3+35*b^2 *g*r^3+81*b^2*p^3*r+163*b^2*p^2*r^2+83*b^2*p*r^3+32*b^2*q*r^3-183*b^2*r^3*x-325 *b^2*r^2*x^2+440*b*c^4*r+584*b*c^3*r^2+240*b*c^2*r^3+19*b*c*r^4+39*b*g^2*r^3+14 *b*g*r^4+36*b*p^4*r+103*b*p^3*r^2+93*b*p^2*r^3+21*b*p*r^4+19*b*q^2*r^3+2*b*q*r^ 4-66*b*r^4*x-254*b*r^3*x^2+256*c^4*g*r+368*c^4*p*r+192*c^4*q*r+496*c^4*r*x+192* c^3*g^2*r+380*c^3*g*r^2+416*c^3*p^2*r+572*c^3*p*r^2+96*c^3*q^2*r+284*c^3*q*r^2-\ 56*c^3*r^2*x-1464*c^3*r*x^2+64*c^2*g^3*r+222*c^2*g^2*r^2+200*c^2*g*r^3+232*c^2* p^3*r+510*c^2*p^2*r^2+324*c^2*p*r^3+16*c^2*q^3*r+110*c^2*q^2*r^2+144*c^2*q*r^3-\ 184*c^2*r^3*x-1132*c^2*r^2*x^2+53*c*g^3*r^2+83*c*g^2*r^3+43*c*g*r^4+64*c*p^4*r+ 197*c*p^3*r^2+207*c*p^2*r^3+79*c*p*r^4+13*c*q^3*r^2+27*c*q*r^4-56*c*r^4*x-446*c *r^3*x^2+22*g^4*r*x+22*g^3*p^2*r+33*g^3*p*r^2+16*g^3*q*r^2+39*g^3*r^2*x-35*g^3* r*x^2+36*g^2*p^3*r+82*g^2*p^2*r^2+56*g^2*p*r^3+18*g^2*q^2*r^2+24*g^2*q*r^3+7*g^ 2*r^3*x-139*g^2*r^2*x^2+26*g*p^4*r+81*g*p^3*r^2+87*g*p^2*r^3+35*g*p*r^4+6*g*q^3 *r^2+15*g*q^2*r^3+12*g*q*r^4-11*g*r^4*x-167*g*r^3*x^2+21*p^4*q*r+61*p^4*r*x+21* p^3*q^2*r+64*p^3*q*r^2+32*p^3*r^2*x-183*p^3*r*x^2+7*p^2*q^3*r+44*p^2*q^2*r^2+66 *p^2*q*r^3-28*p^2*r^3*x-283*p^2*r^2*x^2+8*p*q^3*r^2+25*p*q^2*r^3+24*p*q*r^4-28* p*r^4*x-223*p*r^3*x^2+36*q^3*r^2*x-183*q^3*r*x^2+38*q^2*r^3*x-283*q^2*r^2*x^2+8 *q*r^4*x-223*q*r^3*x^2-144*a^3*b*r-196*a^3*c*r-108*a^3*g*r-148*a^3*p*r-74*a^3*q *r-120*a^2*b^2*r-6*a^2*b*r^2-268*a^2*c^2*r+48*a^2*c*r^2-95*a^2*g^2*r-41*a^2*g*r ^2-179*a^2*p^2*r+9*a^2*p*r^2-39*a^2*q^2*r+10*a^2*q*r^2+414*a^2*r^2*x-12*a*b^2*r ^2+126*a*b*r^3-92*a*c^3*r+290*a*c^2*r^2+164*a*c*r^3-36*a*g^3*r-13*a*g^2*r^2+44* a*g*r^3-92*a*p^3*r+55*a*p^2*r^2+98*a*p*r^3-9*a*q^3*r+11*a*q^2*r^2+41*a*q*r^3+ 197*a*r^3*x+220*b^2*c^2*r+208*b^2*c*r^2-22*b^2*g*r^2+18*b^2*p^2*r+166*b^2*p*r^2 +37*b^2*q*r^2+260*b^2*r^2*x+152*b*c^3*r+512*b*c^2*r^2+242*b*c*r^3-2*b*g^2*r^2+ 71*b*g*r^3-23*b*p^3*r+147*b*p^2*r^2+147*b*p*r^3+41*b*q^2*r^2+78*b*q*r^3+25*b*r^ 3*x-4*c^3*g*r-68*c^3*p*r-12*c^3*q*r+1584*c^3*r*x-42*c^2*g^2*r+224*c^2*g*r^2-154 *c^2*p^2*r+336*c^2*p*r^2+164*c^2*q*r^2+776*c^2*r^2*x-27*c*g^3*r+56*c*g^2*r^2+ 107*c*g*r^3-91*c*p^3*r+156*c*p^2*r^2+177*c*p*r^3-9*c*q^3*r+34*c*q^2*r^2+71*c*q* r^3+208*c*r^3*x-21*g^3*p*r+56*g^3*r*x-44*g^2*p^2*r+26*g^2*p*r^2+14*g^2*q*r^2+ 133*g^2*r^2*x-45*g*p^3*r+48*g*p^2*r^2+63*g*p*r^3+12*g*q^2*r^2+26*g*q*r^3+84*g*r ^3*x-40*p^3*q*r+327*p^3*r*x-29*p^2*q^2*r+32*p^2*q*r^2+335*p^2*r^2*x-112*p^2*r*x ^2-6*p*q^3*r+14*p*q^2*r^2+40*p*q*r^3+161*p*r^3*x-88*p*r^2*x^2+67*q^2*r^2*x+81*q *r^3*x-228*a^2*b*r-472*a^2*c*r-159*a^2*g*r-427*a^2*p*r-157*a^2*q*r-78*a*b^2*r-\ 139*a*b*r^2-670*a*c^2*r-179*a*c*r^2-97*a*g*r^2-457*a*p^2*r-190*a*p*r^2-47*a*q^2 *r-50*a*q*r^2-102*b^2*c*r-154*b^2*p*r-430*b*c^2*r-25*b*c*r^2-77*b*g*r^2-268*b*p ^2*r-14*b*p*r^2-8*b*q*r^2-352*c^2*g*r-788*c^2*p*r-244*c^2*q*r-139*c*g^2*r-50*c* g*r^2-599*c*p^2*r-140*c*p*r^2-59*c*q^2*r+2*c*q*r^2-120*g^2*p*r-241*g*p^2*r-70*g *p*r^2+4*r^4-12*r^3*x^2-22*r^3*x+20*r^2*x+84*a^2+36*a*c+68*b*a-68*b*c-96*c^2+24 *q*a-16*q*c+76*g*a-16*g*c-16*a^3*b*r^3*x^2-8*g*q*r^2-188*p^2*q*r+338*p^2*r*x-54 *p*q^2*r-32*p*q*r^2+154*p*r^2*x+68*p*r*x^2-298*a*p*r-230*b*p*r-496*c*p*r-168*g* p*r-128*p*q*r+68*p*r*x-60*a*b*r-244*a*c*r-44*a*g*r-52*a*q*r-204*b*c*r-16*b*g*r-\ 56*b*q*r-152*c*g*r-112*c*q*r-28*g*q*r-12*a^3*g*r^3*x^2+32*a^2*c+18*a^2*q-332*a* c^2+2*a*q^2-148*b^2*c-128*b^2*p-452*b*c^2-266*b*p^2-256*c^2*g-168*c^2*q-34*c*g^ 2-10*c*q^2-50*g^2*p+4*g^2*q+2*g*q^2-156*p^2*q-30*p*q^2-24*a^2*b^2*r^3*x^2-42*a^ 2*b*r^4*x^2-104*a^2*c^3*r^2*x^2-176*a^2*c^2*r^3*x^2+r^5-13*a^2*g^2*r^3*x^2-31*a ^2*g*r^4*x^2-13*a^2*q^3*r^2*x^2-44*a^2*q^2*r^3*x^2-16*a*b^3*r^3*x^2-42*a*b^2*r^ 4*x^2-38*a*b*r^5*x^2-96*a*c^4*r^2*x^2-224*a*c^3*r^3*x^2-200*a*c^2*r^4*x^2-6*a*g ^3*r^3*x^2-22*a*g^2*r^4*x^2-28*a*g*r^5*x^2-6*a*q^4*r^2*x^2-28*a*q^3*r^3*x^2-50* a*q^2*r^4*x^2-8*b^4*c*r^2*x^2-4*b^4*p*r^2*x^2-4*b^4*q*r^2*x^2-48*b^3*c^2*r^2*x^ 2-52*b^3*c*r^3*x^2-12*b^3*g*r^3*x^2-12*b^3*p^2*r^2*x^2-26*b^3*p*r^3*x^2-12*b^3* q^2*r^2*x^2-26*b^3*q*r^3*x^2-104*b^2*c^3*r^2*x^2-176*b^2*c^2*r^3*x^2-100*b^2*c* r^4*x^2-13*b^2*g^2*r^3*x^2-31*b^2*g*r^4*x^2-13*b^2*p^3*r^2*x^2-50*b^2*p*r^4*x^2 -13*b^2*q^3*r^2*x^2-44*b^2*q^2*r^3*x^2-50*b^2*q*r^4*x^2-96*b*c^4*r^2*x^2-224*b* c^3*r^3*x^2-200*b*c^2*r^4*x^2-6*b*g^3*r^3*x^2-22*b*g^2*r^4*x^2-28*b*g*r^5*x^2-6 *b*p^4*r^2*x^2-28*b*p^3*r^3*x^2-50*b*p^2*r^4*x^2-40*b*p*r^5*x^2-6*b*q^4*r^2*x^2 -28*b*q^3*r^3*x^2-50*b*q^2*r^4*x^2-40*b*q*r^5*x^2: Qbn:= 24*b^4*c*r^2+8*b^3*c^2*r^2-20*b^4*g*r-16*b^4*q*r+2*g^2*q^3*r+8*b^4*c*r +16*b^4*p*r-10*b^3*q^2*r-2*b^2*q^3*r+312*a*b*g*p^2*x-156*a*b*g*p^2*x^2-12*b^3*g *q*r+16*b^3*a*q*r+5*b^2*g*q^2*r+3*b*g*q^3*r+36*b^4*r^2-8*b^5*r+8*b^5*r^2+(x-1)^ 3*x^3*(2*a*b*x+a*g*x+2*b^2*x+3*b*g*x-b*p*x-b*q*x-2*c^2*x+c*g*x-c*p*x-3*c*q*x+g^ 2*x-p*q*x-q^2*x-2*a*b-a*g-4*b^2-4*b*c-4*b*g+b*p-2*b*q+b*r-2*c*g+c*p+c*r-4*c*x-g ^2-g*q+g*x+p*q-p*x+q*r-3*q*x-4*b-2*g+p+r-2*x)*dx^5+28*b^3*a*g*r^2-28*b^3*a*g*r-\ 7*b^2*g^3*r+20*b^4*g*r^2+8*b^3*a^2*r^2-16*b^4*a*r+b*g^4*r^2-b*g^4*r-18*b^3*g^2* r+7*b^2*g^3*r^2+16*b^4*a*r^2-8*b^3*a^2*r+18*b^3*g^2*r^2-36*a^2*q^2*x+48*a^2*q^2 *x^2+36*p^3*q*x^2-72*p^3*q*x-162*a*p^2*q^2*x+108*a*p^2*q*x^2+108*a*p*q^2*x^2-\ 156*b*c*p^3*x+108*b*g^3*p*x+36*b*g*p^3*x-114*b*p^3*q*x+168*c*g^3*p*x-12*c*g*p^3 *x-234*c*p^3*q*x-36*g*p^3*q*x-84*a^2*b*p*x-180*a^2*c*p*x-24*a^2*g*p*x-108*a^2*p *q*x+12*a*b*p^2*x-372*a*c*p^2*x-6*a*g*p^2*x-186*a*p^2*q*x-102*a*p*q^2*x+108*b*c *p^3*x^2-72*b*g^3*p*x^2-12*b*g*p^3*x^2+84*b*p^3*q*x^2-108*c*g^3*p*x^2+12*c*g*p^ 3*x^2+144*c*p^3*q*x^2+24*g*p^3*q*x^2+144*a^3*b*c*x+72*a^3*b*q*x+72*a^3*c*g*x+36 *a^3*g*q*x+432*a^2*b^2*c*x+264*a^2*b^2*p*x+120*a^2*b*p*x^2+72*a^2*b*q^2*x+288*a ^2*c^2*g*x-144*a^2*c^2*p*x+120*a^2*c*p*x^2+108*a^2*g^2*p*x+48*a^2*g*p*x^2-72*a^ 2*p*q^2*x+72*a^2*p*q*x^2+216*a*b^2*p^2*x+48*a*b*p^2*x^2-348*a*c^2*p^2*x+216*a*c *p^2*x^2+78*a*g^3*p*x+114*a*g^2*p^2*x+36*a*g*p^2*x^2+12*g*p*q^2*x-48*a^3*b*q*x^ 2-48*a^3*c*g*x^2-24*a^3*g*q*x^2-288*a^2*b^2*c*x^2-144*a^2*b^2*p*x^2-48*a^2*b*q^ 2*x^2-192*a^2*c^2*g*x^2+96*a^2*c^2*p*x^2-60*a^2*g^2*p*x^2+48*a^2*p*q^2*x^2-96*a *b^2*p^2*x^2+216*a*c^2*p^2*x^2-48*a*g^3*p*x^2-60*a*g^2*p^2*x^2+108*a*p^2*q^2*x^ 2+36*g^2*p*q^2*x+60*g^2*p*q*x^2-72*g*p^2*q^2*x+36*g*p^2*q*x^2-36*g*p*q^3*x+36*g *p*q^2*x^2-216*a^2*b*c*x-240*a^2*b*g*x-48*a^2*b*q*x-96*a^2*c*g*x-132*a^2*c*q*x-\ 18*a^2*g*q*x-336*a*b^2*c*x-300*a*b^2*g*x-132*a*b^2*p*x-60*a*b^2*q*x-168*a*b*c^2 *x-228*a*b*g^2*x+78*a*b*q^2*x-180*a*c^2*g*x-540*a*c^2*p*x-144*a*c^2*q*x-156*a*c *g^2*x-6*a*c*q^2*x-54*a*g^2*p*x-42*a*g^2*q*x+6*a*g*q^2*x-300*b^2*c*g*x+36*b^2*c *p*x+156*b^2*c*q*x-120*b^2*g*p*x-54*b^2*g*q*x+90*b^2*p*q*x-204*b*c^2*g*x-12*b*c ^2*p*x+336*b*c^2*q*x-240*b*c*g^2*x+318*b*c*q^2*x-96*b*g^2*p*x-60*b*g^2*q*x+12*b *g*p^2*x+60*b*g*q^2*x+36*b*p^2*q*x+108*b*p*q^2*x-168*c^2*g*p*x+48*c^2*g*q*x-252 *c^2*p*q*x-60*c*g^2*p*x-36*c*g^2*q*x-90*c*g*p^2*x+102*c*g*q^2*x-294*c*p^2*q*x-\ 30*c*p*q^2*x-6*g^2*p*q*x-30*g*p^2*q*x+102*b^2*p*q^2*x+72*b^2*p*q*x^2+17*b^2*q^2 *r*x+744*b*c^3*g*x-240*b*c^3*p*x-72*b*c^3*q*x+744*b*c^2*g^2*x+648*b*c^2*g*x^2-\ 336*b*c^2*p^2*x+288*b*c^2*p*x^2-24*b*c^2*q^2*x+288*b*c^2*q*x^2+186*b*c*g^3*x+ 396*b*c*g^2*x^2+72*b*c*p^2*x^2+30*b*c*q^3*x+72*b*c*q^2*x^2+72*b*g^3*q*x+174*b*g ^2*p^2*x+168*b*g^2*p*x^2+108*b*g^2*q^2*x+168*b*g^2*q*x^2+60*b*g*p^2*x^2+48*b*g* q^3*x+96*b*g*q^2*x^2-144*b*p^2*q^2*x-42*b*p*q^3*x-80*b*q^3*r*x-24*c^3*g*p*x-48* c^3*g*q*x-912*c^3*p*q*x+354*c^2*g^2*p*x+270*c^2*g^2*q*x-42*c^2*g*p^2*x+288*c^2* g*p*x^2-66*c^2*g*q^2*x+288*c^2*g*q*x^2-738*c^2*p^2*q*x-702*c^2*p*q^2*x+288*c^2* p*q*x^2+126*c*g^3*q*x+162*c*g^2*p^2*x+156*c*g^2*p*x^2+96*c*g^2*q^2*x+180*c*g^2* q*x^2+108*c*g*p^2*x^2-18*c*g*q^3*x+108*c*g*q^2*x^2-414*c*p^2*q^2*x+180*c*p^2*q* x^2-222*c*p*q^3*x+108*c*p*q^2*x^2+66*g^3*p*q*x+48*g^2*p^2*q*x+432*a*b^3*c*x+240 *a*b^3*p*x+168*a*b^3*q*x+1056*a*b^2*c^2*x+576*a*b^2*c*x^2+312*a*b^2*g*x^2+240*a *b^2*p*x^2+168*a*b^2*q^2*x+240*a*b^2*q*x^2+384*a*b*c^3*x+576*a*b*c^2*x^2+216*a* b*g^2*x^2+6*a*b*q^3*x+96*a*b*q^2*x^2+264*a*c^3*g*x-528*a*c^3*p*x-552*a*c^3*q*x+ 444*a*c^2*g^2*x+360*a*c^2*g*x^2+432*a*c^2*p*x^2-444*a*c^2*q^2*x+432*a*c^2*q*x^2 +126*a*c*g^3*x+204*a*c*g^2*x^2-150*a*c*q^3*x+216*a*c*q^2*x^2+54*a*g^3*q*x+84*a* g^2*p*x^2+72*a*g^2*q^2*x+84*a*g^2*q*x^2+72*a*g*q^2*x^2-108*a*p*q^3*x+408*b^3*c* g*x+528*b^3*c*p*x+456*b^3*c*q*x+216*b^3*g*p*x+144*b^3*g*q*x+216*b^3*p*q*x+178*b ^3*q*r*x+1128*b^2*c^2*g*x+624*b^2*c^2*p*x+696*b^2*c^2*q*x+420*b^2*c*g^2*x+600*b ^2*c*g*x^2+180*b^2*c*p^2*x+264*b^2*c*p*x^2+324*b^2*c*q^2*x+312*b^2*c*q*x^2+234* b^2*g^2*p*x+156*b^2*g^2*q*x+240*b^2*g*p^2*x+252*b^2*g*p*x^2+168*b^2*g*q^2*x+252 *b^2*g*q*x^2+48*b^2*p^2*q*x-312*b^2*c*g^2*x^2+24*b^2*c*p^2*x^2+120*b^2*c*q^2*x^ 2-156*b^2*g^2*p*x^2-156*b^2*g^2*q*x^2-120*b^2*g*p^2*x^2-120*b^2*g*q^2*x^2+60*b^ 2*p^2*q*x^2+84*b^2*p*q^2*x^2-288*b*c^3*g*x^2+528*b*c^3*p*x^2+816*b*c^3*q*x^2-\ 504*b*c^2*g^2*x^2+360*b*c^2*p^2*x^2+792*b*c^2*q^2*x^2-144*b*c*g^3*x^2+324*b*c*q ^3*x^2-72*b*g^3*q*x^2-96*b*g^2*p^2*x^2-96*b*g^2*q^2*x^2+24*b*g*q^3*x^2+180*b*p^ 2*q^2*x^2+156*b*p*q^3*x^2+144*c^3*g*p*x^2+336*c^3*g*q*x^2+960*c^3*p*q*x^2-192*c ^2*g^2*p*x^2-144*c^2*g^2*q*x^2+72*c^2*g*p^2*x^2+360*c^2*g*q^2*x^2+576*c^2*p^2*q *x^2+864*c^2*p*q^2*x^2-108*c*g^3*q*x^2-84*c*g^2*p^2*x^2-36*c*g^2*q^2*x^2+156*c* g*q^3*x^2+360*c*p^2*q^2*x^2+336*c*p*q^3*x^2-48*g^3*p*q*x^2-24*g^2*p^2*q*x^2-12* g^2*p*q^2*x^2+72*g*p^2*q^2*x^2+72*g*p*q^3*x^2+192*a^2*b^2*q*x+480*a^2*b*c^2*x+ 288*a^2*b*c*x^2+192*a^2*b*g*x^2+120*a^2*b*q*x^2-192*a^2*c^2*q*x+168*a^2*c*g^2*x +120*a^2*c*g*x^2-120*a^2*c*q^2*x+168*a^2*c*q*x^2+78*a^2*g^2*q*x+48*a^2*g*q^2*x+ 48*a^2*g*q*x^2-144*a^2*b^2*q*x^2-288*a^2*b*c^2*x^2+192*a^2*c^2*q*x^2-120*a^2*c* g^2*x^2+120*a^2*c*q^2*x^2-60*a^2*g^2*q*x^2-36*a^2*g*q^2*x^2-288*a*b^3*c*x^2-144 *a*b^3*p*x^2-144*a*b^3*q*x^2-576*a*b^2*c^2*x^2-96*a*b^2*q^2*x^2+60*a*b*q^3*x^2-\ 96*a*c^3*g*x^2+432*a*c^3*p*x^2+720*a*c^3*q*x^2-312*a*c^2*g^2*x^2+648*a*c^2*q^2* x^2-96*a*c*g^3*x^2+252*a*c*q^3*x^2-48*a*g^3*q*x^2-60*a*g^2*q^2*x^2+24*a*g*q^3*x ^2+108*a*p*q^3*x^2-288*b^3*c*g*x^2-240*b^3*c*p*x^2-240*b^3*c*q*x^2-144*b^3*g*p* x^2-144*b^3*g*q*x^2-96*b^3*p*q*x^2-672*b^2*c^2*g*x^2-48*b^2*c^2*p*x^2+48*b^2*c^ 2*q*x^2+192*c^5*x^2+12*q^5*x^2+48*b^4*x^2-144*c^5*x+96*c^4*x^2+12*g^4*x^2-24*b^ 4*x-24*c^4*x-12*g^4*x+18*q^4*x+96*c^2*p^3*x^2-12*g^4*p*x^2-24*g^3*p^2*x^2+48*p^ 3*q^2*x^2+48*a^3*b*x^2+24*a^3*g*x^2+48*b^4*q*x+6*b^2*p^3*x-162*c^2*p^3*x+84*c*p ^3*x^2+18*g^4*p*x+42*g^3*p^2*x+12*g*p^3*x^2-72*p^3*q^2*x+36*p^2*q^2*x^2+12*p*q^ 3*x^2-72*a^3*b*x-36*a^3*g*x+6*b*p^3*x-162*c*p^3*x-12*g*p^3*x-54*p^2*q^2*x+12*p* q^3*x+30*c*g^4*x+84*c*g^3*x^2-18*c*q^4*x+12*c*q^3*x^2+12*g^4*q*x+36*g^3*p*x^2+ 24*g^3*q^2*x+36*g^3*q*x^2+24*g^2*p^2*x^2+12*g^2*q^3*x+36*g^2*q^2*x^2+12*g*q^3*x ^2-72*p^2*q^3*x-24*p*q^4*x-27*q^4*r*x-168*a^2*b^2*x-120*a^2*c^2*x-78*a^2*g^2*x-\ 120*a*b^3*x-168*a*c^3*x-54*a*g^3*x+12*a*q^3*x-120*b^3*c*x-96*b^3*g*x-48*b^3*p*x -12*b^3*q*x-48*b^2*c^2*x-126*b^2*g^2*x+30*b^2*p^2*x+84*b^2*q^2*x+24*b*c^3*x-66* b*g^3*x+78*b*q^3*x-72*c^3*g*x-288*c^3*p*x+96*c^3*q*x-102*c^2*g^2*x-366*c^2*p^2* x+186*c^2*q^2*x-60*c*g^3*x+102*c*q^3*x-24*g^3*p*x-18*g^3*q*x+6*g^2*q^2*x+30*g*q ^3*x-48*b^4*q*x^2+12*b^2*p^3*x^2+288*a*c^4*x^2+36*a*q^4*x^2-96*b^4*c*x^2-48*b^4 *p*x^2-288*b^3*c^2*x^2-48*b^3*p^2*x^2-48*b^3*q^2*x^2-96*b^2*c^3*x^2+36*b^2*q^3* x^2+288*b*c^4*x^2+48*b*q^4*x^2+96*c^4*g*x^2+384*c^4*p*x^2+576*c^4*q*x^2-144*c^3 *g^2*x^2+288*c^3*p^2*x^2+672*c^3*q^2*x^2-120*c^2*g^3*x^2+384*c^2*q^3*x^2-24*c*g ^4*x^2+108*c*q^4*x^2-12*g^4*q*x^2-24*g^3*q^2*x^2+24*g*q^4*x^2+72*p^2*q^3*x^2+48 *p*q^4*x^2+144*a^2*b^2*x^2-96*a^2*c^3*x+144*a^2*c^2*x^2+60*a^2*g^2*x^2-24*a^2*q ^3*x+144*a*b^3*x^2-240*a*c^4*x+288*a*c^3*x^2+48*a*g^3*x^2-18*a*q^4*x+36*a*q^3*x ^2+144*b^4*c*x+72*b^4*p*x+80*b^4*r*x+576*b^3*c^2*x+288*b^3*c*x^2+144*b^3*g*x^2+ 120*b^3*p^2*x+120*b^3*p*x^2+96*b^3*q^2*x+120*b^3*q*x^2+576*b^2*c^3*x+432*b^2*c^ 2*x^2+156*b^2*g^2*x^2+24*b^2*p^2*x^2+60*b^2*q^3*x+48*b^2*q^2*x^2+288*b*c^3*x^2+ 72*b*g^3*x^2+12*b*q^4*x+24*c^4*g*x-408*c^4*p*x-360*c^4*q*x+252*c^3*g^2*x+240*c^ 3*g*x^2-396*c^3*p^2*x+240*c^3*p*x^2-324*c^3*q^2*x+144*c^3*q*x^2+162*c^2*g^3*x+ 216*c^2*g^2*x^2+216*c^2*p^2*x^2-126*c^2*q^3*x+72*c^2*q^2*x^2+96*a^2*c^3*x^2+24* a^2*q^3*x^2-96*a^3*b*c*x^2-48*a^3*b*p*x^2+2*a^2*b*g^2*r^2+16*a*b^2*g^2*r^2-16*a *b^2*g^2*r-12*b*q^3*r-12*q^3*b*c-12*q^3*b*p-16*q^2*b^2*g-12*q^3*b*a-56*q^2*b^2* c-48*q^2*b^2*p-40*q^2*b^2*a-80*b^3*c*q-4*q^3*g*b-200*b^3*c*p-16*q*b^3*g-56*q*b^ 3*p-32*q*b^3*a-82*b^3*q*r-56*b^2*q^2*r-216*a^2*c*p*q*x+30*a^2*c*p*r*x+120*a^2*g *p*q*x-6*a^2*p*q*r*x+888*a*b^2*c*g*x+12*a*b*c*p^2*x-90*a*b*p^2*q*x+156*a*c*g*p^ 2*x-510*a*c*p^2*q*x+186*a*g^2*p*q*x+12*a*g*p^2*q*x-120*a*b*g*q*x+42*a*b*p*q*x-\ 132*a*c*g*p*x-78*a*c*g*q*x-486*a*c*p*q*x-36*a*g*p*q*x-96*b*c*g*p*x+30*b*c*g*q*x +210*b*c*p*q*x+36*b*g*p*q*x-60*c*g*p*q*x-240*a^2*b*c*p*x^2-192*a^2*b*g*p*x^2-96 *a^2*b*p*q*x^2-168*a^2*c*g*p*x^2+144*a^2*c*p*q*x^2-72*a^2*g*p*q*x^2-624*a*b^2*c *g*x^2+48*a*b*c*p^2*x^2+84*a*b*p^2*q*x^2-72*a*c*g*p^2*x^2+324*a*c*p^2*q*x^2-120 *a*g^2*p*q*x^2+456*a^2*b*c*p*x+348*a^2*b*g*p*x+168*a^2*b*p*q*x+300*a^2*c*g*p*x+ 300*a*b*g*p*x^2+216*a*b*g*q^2*x+300*a*b*g*q*x^2-60*a*b*p*q^2*x+144*a*b*p*q*x^2+ 348*a*c^2*g*p*x+228*a*c^2*g*q*x-1008*a*c^2*p*q*x+462*a*c*g^2*p*x+360*a*c*g^2*q* x+252*a*c*g*p*x^2+48*a*c*g*q^2*x+324*a*c*g*q*x^2-588*a*c*p*q^2*x+432*a*c*p*q*x^ 2-12*a*g*p*q^2*x+108*a*g*p*q*x^2+1056*b^2*c*g*p*x+864*b^2*c*g*q*x+456*b^2*c*p*q *x+408*b^2*g*p*q*x+912*b*c^2*g*p*x+816*b*c^2*g*q*x-576*b*c^2*p*q*x+732*b*c*g^2* p*x+570*b*c*g^2*q*x+342*b*c*g*p^2*x+444*b*c*g*p*x^2+318*b*c*g*q^2*x+516*b*c*g*q *x^2-498*b*c*p^2*q*x-312*b*c*p*q^2*x+144*b*c*p*q*x^2+282*b*g^2*p*q*x+84*b*g*p^2 *q*x+96*b*g*p*q^2*x+156*b*g*p*q*x^2-252*c^2*g*p*q*x+234*c*g^2*p*q*x-186*c*g*p^2 *q*x-192*c*g*p*q^2*x+216*c*g*p*q*x^2-492*a*b*c*g*x-96*a*b*c*p*x+72*a*b*c*q*x-\ 192*a*b*g*p*x+864*a*c^2*p*q*x^2-276*a*c*g^2*p*x^2-276*a*c*g^2*q*x^2+72*a*c*g*q^ 2*x^2+540*a*c*p*q^2*x^2+36*a*g*p*q^2*x^2-576*b^2*c*g*p*x^2-576*b^2*c*g*q*x^2+ 144*b^2*c*p*q*x^2-240*b^2*g*p*q*x^2-336*b*c^2*g*p*x^2-192*b*c^2*g*q*x^2+1152*b* c^2*p*q*x^2-444*b*c*g^2*p*x^2-444*b*c*g^2*q*x^2-120*b*c*g*p^2*x^2+24*b*c*g*q^2* x^2+540*b*c*p^2*q*x^2+756*b*c*p*q^2*x^2-192*b*g^2*p*q*x^2+36*b*g*p*q^2*x^2+432* c^2*g*p*q*x^2-120*c*g^2*p*q*x^2+180*c*g*p^2*q*x^2+324*c*g*p*q^2*x^2+552*a^2*b*c *g*x+384*a^2*b*c*q*x+252*a^2*b*g*q*x+240*a^2*c*g*q*x+984*a*b^2*c*p*x+840*a*b^2* c*q*x+516*a*b^2*g*p*x+360*a*b^2*g*q*x+384*a*b^2*p*q*x+1368*a*b*c^2*g*x+312*a*b* c^2*p*x+336*a*b*c^2*q*x+332*a*b*c^2*r*x+588*a*b*c*g^2*x+720*a*b*c*g*x^2+384*a*b *c*p*x^2+84*a*b*c*q^2*x+480*a*b*c*q*x^2+354*a*b*g^2*p*x+246*a*b*g^2*q*x-384*a^2 *b*c*g*x^2-240*a^2*b*c*q*x^2-192*a^2*b*g*q*x^2-168*a^2*c*g*q*x^2-480*a*b^2*c*p* x^2-480*a*b^2*c*q*x^2-312*a*b^2*g*p*x^2-312*a*b^2*g*q*x^2-192*a*b^2*p*q*x^2-864 *a*b*c^2*g*x^2+48*a*b*c^2*p*x^2+240*a*b*c^2*q*x^2-432*a*b*c*g^2*x^2+240*a*b*c*q ^2*x^2-216*a*b*g^2*p*x^2-216*a*b*g^2*q*x^2-156*a*b*g*q^2*x^2+132*a*b*p*q^2*x^2-\ 144*a*c^2*g*p*x^2-32*b^4*c-56*b^3*p^2-2*q^3*g^2-176*b^3*c^2-16*b^4*p-36*b^4*r-\ 24*b^3*c-28*b^3*p-8*a^2*b^2*g*r+8*b^2*r^2*a^2*g-3*a*b*g^3*r+9*b*g^3*q*r+13*q^2* b*r*g^2-q^3*r*g+2*g^4*q*r+4*q^2*g^3*r-312*a*b*g*p*q*x^2-96*b*c*g*p*q*x^2+1344*a *b*c*g*p*x+1092*a*b*c*g*q*x+528*a*b*g*p*q*x+132*a*c*g*p*q*x+588*b*c*g*p*q*x-744 *a*b*c*g*p*x^2-744*a*b*c*g*q*x^2+288*a*b*c*p*q*x^2-2*a^2*b*g^2*r+3*a*b*g^3*r^2+ 8*b^2*q*r*g^2-112*b^3*a*r-72*q*b^2*c-88*b^3*p*a-46*q^2*b*a-28*q*b^2*a-128*b^3*c *a-24*q^2*a^2*b-100*b^3*r*g-16*b*g^2*q^2+6*b*p^2*q^2-78*b^2*p*q-12*b^2*g*q-104* b^3*g*c-60*q^2*b*c^2-144*a^2*b^2*c-28*c*g^3*q-12*b*g^3*q-16*q^2*g*b-62*b^2*p^2* q-224*q*c^2*b^2-344*c^2*g*b^2-48*q^2*b*p-120*p^2*a*b^2+8*q^3*a*c+18*q^3*p*c+18* q^3*a*p-11*q^2*r*g^2-50*q^2*g*b*a-135*b^2*q*r*g-84*q^2*c*b*a-86*q*b*p*g^2-160*b ^2*p*q*a-248*b^2*c*q*a-176*a^2*c*g*b-76*q*b^2*g*a-46*q^2*b*p*c-45*q^2*b*r*g-120 *b^2*p*q*g-256*q*c*b^2*p-184*q*g*b^2*c-440*b*p*c^2*g-172*b*g^2*a*c-60*p^2*c*b*a -72*q*a^2*b*g+240*q*c^2*p*a-216*a^2*c*b*p-184*a*c*g^2*p-156*p^2*g*b*a-198*b*p^2 *c*g-270*b*g^2*p*c-26*q^2*p*b*a-264*q*g*b*c^2-80*q*p*b*c^2-112*a*c^2*g*q-180*a* c^2*g*p-96*a*c*g^2*q-20*c^2*g*q*p+122*q^2*a*p*c-272*p*a*b*c^2-448*p*a*b^2*c+2*q ^2*p*c*g-36*q^2*a*c*g-54*b*a*q*g^2-128*c*g^2*q*b-224*b*c^2*q*a-132*a^2*c*g*p-76 *a^2*c*g*q+30*p^2*c*q*g+50*p^2*c*q*b-92*p*c*g^2*q-156*p*a^2*b*g+186*p^2*a*q*c-\ 12*p^2*a*q*g-84*p^2*a*c*g+6*p^2*a*q*b+72*a^2*c*q*p-136*a^2*c*q*b-48*p*a^2*q*g-\ 72*p*a^2*q*b-264*a*g*b^2*c-196*a*g*b^2*p-192*p*c*q*b-116*p*a*q*b-164*q*c*b*a-60 *p^2*g*q*b-10*p*a*q^2*g-448*c^2*g*b*a-136*b*a*p*g^2-64*q*g*p*c+108*p*a*q*c-38*p *a*q*g-78*a*c*g*p-208*p*c*b*a-60*c*g*q*a-206*b*p*c*g-66*b*g*p*a-64*b^3*g*p-46*b *p*q^2*g-24*q*b^2*g^2-4*q^3*a*g-74*q^2*b*c*g-4*q^3*c*g-76*p^2*g^2*b-97*b^2*r*g^ 2-220*b*g^2*c^2-79*q*b*r*g^2-400*b^2*p*c*g-52*a^2*g^2*c-16*q*g^3*r-76*g^2*b^2*p -112*g^2*b^2*c-66*q*a*p*g^2-6*b*g^2*q-54*p^2*a*g^2-98*c*g*q*b-28*q*g*b*a-94*b*p *q*g-24*q*g^2*c-26*q*g^2*p-6*q^3*p-10*q^3*a+4*q^3*c^2-10*q^3*c-2*g^4*q+12*q^3*p ^2+8*b^3*g+16*b^3*a-4*g^3*q^2+88*p*c^4-84*c^3*g^2-6*q^2*g^2+12*p^4*b+12*q*p^4+ 32*c^4*a-6*g^4*p+32*c^4*q-40*c^4*g+24*q^2*p^3+4*q^3*a^2-240*b^2*c^3-12*p^3*g^2+ 16*a^2*c^3+12*p^4*c+20*q^2*c^3+66*p^3*c^2-8*g^4*c-80*c^4*b+124*p^2*c^3-6*g^4*r+ 2*g^3*c+40*b^2*a^2+12*g^3*a-112*b^2*c^2-42*q^2*c^2+10*g^3*b-52*c^3*q+72*c^3*p-\ 40*c^3*g+36*q*p^3-104*b*c^3+8*a^2*c^2-4*p*g^3-6*b*p^3-22*p^2*g^2+36*p^3*a+78*p^ 3*c+24*p^2*a^2+12*a^3*g+22*g^2*a^2-20*c^2*g^2+148*p^2*c^2-8*c^3*a+24*a^3*b+18*q ^2*p^2-18*b^2*p^3-18*p^2*g^3-46*g^3*c^2-4*q^3*g+16*b^2*g^2-56*b^2*p^2-6*a*g^2*q +36*q^3*x-6*q^3*r-4*g^3*r+6*g^3*x-44*b^3*r-72*b^3*x^2-12*g^3*x^2-4*a^2*b+10*a^2 *g-4*a*b^2+6*a*g^2-4*b^2*g-2*b*g^2+36*b^3*x-160*p*b*a*q*c-200*p*b*a*q*g-308*a*c *g*q*b-96*a*c*g*q*p-284*p*c*g*q*b-568*b*p*a*c*g+16*c^5+2*g^4+12*p^4-16*c^4+12*a *b*p*x^2-108*a*c*p*x^2+72*a*g*p*x^2-108*a*p*q*x^2-36*b*c*p*x^2-36*b*p*q*x^2+36* c*g*p*x^2-360*c*p*q*x^2+24*b*g*p*x^2+66*b*p*q*x+378*c*p*q*x+36*g*p*q*x+18*b*c*p *x-30*b*g*p*x-42*c*g*p*x-30*a*b*p*x+126*a*c*p*x-102*a*g*p*x+144*a*p*q*x+(-8*a^3 *b*c*x^4-4*a^3*b*p*x^4-4*a^3*b*q*x^4-12*a^3*b*r*x^4-4*a^3*c*g*x^4-2*a^3*g*p*x^4 -2*a^3*g*q*x^4-6*a^3*g*r*x^4-24*a^2*b^2*c*x^4-12*a^2*b^2*p*x^4-12*a^2*b^2*q*x^4 -36*a^2*b^2*r*x^4-24*a^2*b*c^2*x^4-32*a^2*b*c*g*x^4-20*a^2*b*c*p*x^4-20*a^2*b*c *q*x^4-72*a^2*b*c*r*x^4-16*a^2*b*g*p*x^4-16*a^2*b*g*q*x^4-48*a^2*b*g*r*x^4-4*a^ 2*b*p^2*x^4-8*a^2*b*p*q*x^4-30*a^2*b*p*r*x^4-4*a^2*b*q^2*x^4-30*a^2*b*q*r*x^4-\ 36*a^2*b*r^2*x^4+8*a^2*c^3*x^4-16*a^2*c^2*g*x^4+8*a^2*c^2*p*x^4+16*a^2*c^2*q*x^ 4+12*a^2*c^2*r*x^4-10*a^2*c*g^2*x^4-14*a^2*c*g*p*x^4-14*a^2*c*g*q*x^4-42*a^2*c* g*r*x^4+2*a^2*c*p^2*x^4+12*a^2*c*p*q*x^4+6*a^2*c*p*r*x^4+10*a^2*c*q^2*x^4+18*a^ 2*c*q*r*x^4-5*a^2*g^2*p*x^4-5*a^2*g^2*q*x^4-15*a^2*g^2*r*x^4-3*a^2*g*p^2*x^4-6* a^2*g*p*q*x^4-18*a^2*g*p*r*x^4-3*a^2*g*q^2*x^4-18*a^2*g*q*r*x^4-18*a^2*g*r^2*x^ 4+2*a^2*p^2*q*x^4+4*a^2*p*q^2*x^4+6*a^2*p*q*r*x^4+2*a^2*q^3*x^4+6*a^2*q^2*r*x^4 -24*a*b^3*c*x^4-12*a*b^3*p*x^4-12*a*b^3*q*x^4-36*a*b^3*r*x^4-48*a*b^2*c^2*x^4-\ 52*a*b^2*c*g*x^4-40*a*b^2*c*p*x^4-40*a*b^2*c*q*x^4-144*a*b^2*c*r*x^4-26*a*b^2*g *p*x^4-26*a*b^2*g*q*x^4-78*a*b^2*g*r*x^4-8*a*b^2*p^2*x^4-16*a*b^2*p*q*x^4-60*a* b^2*p*r*x^4-8*a*b^2*q^2*x^4-60*a*b^2*q*r*x^4-72*a*b^2*r^2*x^4-72*a*b*c^2*g*x^4+ 4*a*b*c^2*p*x^4+20*a*b*c^2*q*x^4-48*a*b*c^2*r*x^4-36*a*b*c*g^2*x^4-62*a*b*c*g*p *x^4-62*a*b*c*g*q*x^4-204*a*b*c*g*r*x^4+4*a*b*c*p^2*x^4+24*a*b*c*p*q*x^4-24*a*b *c*p*r*x^4+20*a*b*c*q^2*x^4-72*a*b*c*r^2*x^4-18*a*b*g^2*p*x^4-18*a*b*g^2*q*x^4-\ 54*a*b*g^2*r*x^4-13*a*b*g*p^2*x^4-26*a*b*g*p*q*x^4-87*a*b*g*p*r*x^4-13*a*b*g*q^ 2*x^4-87*a*b*g*q*r*x^4-96*a*b*g*r^2*x^4+a*b*p^3*x^4+7*a*b*p^2*q*x^4+11*a*b*p*q^ 2*x^4+12*a*b*p*q*r*x^4-18*a*b*p*r^2*x^4+5*a*b*q^3*x^4+12*a*b*q^2*r*x^4-18*a*b*q *r^2*x^4-20*a*b*r^3*x^4+24*a*c^4*x^4-8*a*c^3*g*x^4+36*a*c^3*p*x^4+60*a*c^3*q*x^ 4+72*a*c^3*r*x^4-26*a*c^2*g^2*x^4-12*a*c^2*g*p*x^4-54*a*c^2*g*r*x^4+18*a*c^2*p^ 2*x^4+72*a*c^2*p*q*x^4+72*a*c^2*p*r*x^4+54*a*c^2*q^2*x^4+144*a*c^2*q*r*x^4+36*a *c^2*r^2*x^4-8*a*c*g^3*x^4-23*a*c*g^2*p*x^4-23*a*c*g^2*q*x^4-69*a*c*g^2*r*x^4-6 *a*c*g*p^2*x^4-45*a*c*g*p*r*x^4+6*a*c*g*q^2*x^4-27*a*c*g*q*r*x^4-54*a*c*g*r^2*x ^4+3*a*c*p^3*x^4+27*a*c*p^2*q*x^4+18*a*c*p^2*r*x^4+45*a*c*p*q^2*x^4+108*a*c*p*q *r*x^4+18*a*c*p*r^2*x^4+21*a*c*q^3*x^4+90*a*c*q^2*r*x^4+54*a*c*q*r^2*x^4-4*a*g^ 3*p*x^4-4*a*g^3*q*x^4-12*a*g^3*r*x^4-5*a*g^2*p^2*x^4-10*a*g^2*p*q*x^4-30*a*g^2* p*r*x^4-5*a*g^2*q^2*x^4-30*a*g^2*q*r*x^4-30*a*g^2*r^2*x^4-a*g*p^3*x^4-9*a*g*p^2 *r*x^4+3*a*g*p*q^2*x^4-9*a*g*p*q*r*x^4-18*a*g*p*r^2*x^4+2*a*g*q^3*x^4-18*a*g*q* r^2*x^4-10*a*g*r^3*x^4+3*a*p^3*q*x^4+9*a*p^2*q^2*x^4+18*a*p^2*q*r*x^4+9*a*p*q^3 *x^4+36*a*p*q^2*r*x^4+18*a*p*q*r^2*x^4+3*a*q^4*x^4+18*a*q^3*r*x^4+18*a*q^2*r^2* x^4-8*b^4*c*x^4-4*b^4*p*x^4-4*b^4*q*x^4-12*b^4*r*x^4-24*b^3*c^2*x^4-24*b^3*c*g* x^4-20*b^3*c*p*x^4-20*b^3*c*q*x^4-72*b^3*c*r*x^4-12*b^3*g*p*x^4-12*b^3*g*q*x^4-\ 36*b^3*g*r*x^4-4*b^3*p^2*x^4-8*b^3*p*q*x^4-30*b^3*p*r*x^4-4*b^3*q^2*x^4-30*b^3* q*r*x^4-36*b^3*r^2*x^4-8*b^2*c^3*x^4-56*b^2*c^2*g*x^4-4*b^2*c^2*p*x^4+4*b^2*c^2 *q*x^4-60*b^2*c^2*r*x^4-26*b^2*c*g^2*x^4-48*b^2*c*g*p*x^4-48*b^2*c*g*q*x^4-162* b^2*c*g*r*x^4+2*b^2*c*p^2*x^4+12*b^2*c*p*q*x^4-30*b^2*c*p*r*x^4+10*b^2*c*q^2*x^ 4-18*b^2*c*q*r*x^4-72*b^2*c*r^2*x^4-13*b^2*g^2*p*x^4-13*b^2*g^2*q*x^4-39*b^2*g^ 2*r*x^4-10*b^2*g*p^2*x^4-20*b^2*g*p*q*x^4-69*b^2*g*p*r*x^4-10*b^2*g*q^2*x^4-69* b^2*g*q*r*x^4-78*b^2*g*r^2*x^4+b^2*p^3*x^4+5*b^2*p^2*q*x^4+7*b^2*p*q^2*x^4+6*b^ 2*p*q*r*x^4-18*b^2*p*r^2*x^4+3*b^2*q^3*x^4+6*b^2*q^2*r*x^4-18*b^2*q*r^2*x^4-20* b^2*r^3*x^4+24*b*c^4*x^4-24*b*c^3*g*x^4+44*b*c^3*p*x^4+68*b*c^3*q*x^4+72*b*c^3* r*x^4-42*b*c^2*g^2*x^4-28*b*c^2*g*p*x^4-16*b*c^2*g*q*x^4-126*b*c^2*g*r*x^4+30*b *c^2*p^2*x^4+96*b*c^2*p*q*x^4+108*b*c^2*p*r*x^4+66*b*c^2*q^2*x^4+180*b*c^2*q*r* x^4+36*b*c^2*r^2*x^4-12*b*c*g^3*x^4-37*b*c*g^2*p*x^4-37*b*c*g^2*q*x^4-117*b*c*g ^2*r*x^4-10*b*c*g*p^2*x^4-8*b*c*g*p*q*x^4-93*b*c*g*p*r*x^4+2*b*c*g*q^2*x^4-75*b *c*g*q*r*x^4-126*b*c*g*r^2*x^4+9*b*c*p^3*x^4+45*b*c*p^2*q*x^4+54*b*c*p^2*r*x^4+ 63*b*c*p*q^2*x^4+180*b*c*p*q*r*x^4+54*b*c*p*r^2*x^4+27*b*c*q^3*x^4+126*b*c*q^2* r*x^4+90*b*c*q*r^2*x^4-6*b*g^3*p*x^4-6*b*g^3*q*x^4-18*b*g^3*r*x^4-8*b*g^2*p^2*x ^4-16*b*g^2*p*q*x^4-51*b*g^2*p*r*x^4-8*b*g^2*q^2*x^4-51*b*g^2*q*r*x^4-54*b*g^2* r^2*x^4-b*g*p^3*x^4-15*b*g*p^2*r*x^4+3*b*g*p*q^2*x^4-21*b*g*p*q*r*x^4-42*b*g*p* r^2*x^4+2*b*g*q^3*x^4-6*b*g*q^2*r*x^4-42*b*g*q*r^2*x^4-30*b*g*r^3*x^4+b*p^4*x^4 +7*b*p^3*q*x^4+9*b*p^3*r*x^4+15*b*p^2*q^2*x^4+45*b*p^2*q*r*x^4+18*b*p^2*r^2*x^4 +13*b*p*q^3*x^4+63*b*p*q^2*r*x^4+54*b*p*q*r^2*x^4+10*b*p*r^3*x^4+4*b*q^4*x^4+27 *b*q^3*r*x^4+36*b*q^2*r^2*x^4+10*b*q*r^3*x^4+16*c^5*x^4+8*c^4*g*x^4+32*c^4*p*x^ 4+48*c^4*q*x^4+72*c^4*r*x^4-12*c^3*g^2*x^4+12*c^3*g*p*x^4+28*c^3*g*q*x^4+12*c^3 *g*r*x^4+24*c^3*p^2*x^4+80*c^3*p*q*x^4+108*c^3*p*r*x^4+56*c^3*q^2*x^4+180*c^3*q *r*x^4+72*c^3*r^2*x^4-10*c^2*g^3*x^4-16*c^2*g^2*p*x^4-12*c^2*g^2*q*x^4-54*c^2*g ^2*r*x^4+6*c^2*g*p^2*x^4+36*c^2*g*p*q*x^4+12*c^2*g*p*r*x^4+30*c^2*g*q^2*x^4+60* c^2*g*q*r*x^4-12*c^2*g*r^2*x^4+8*c^2*p^3*x^4+48*c^2*p^2*q*x^4+54*c^2*p^2*r*x^4+ 72*c^2*p*q^2*x^4+216*c^2*p*q*r*x^4+72*c^2*p*r^2*x^4+32*c^2*q^3*x^4+162*c^2*q^2* r*x^4+144*c^2*q*r^2*x^4+20*c^2*r^3*x^4-2*c*g^4*x^4-9*c*g^3*p*x^4-9*c*g^3*q*x^4-\ 27*c*g^3*r*x^4-7*c*g^2*p^2*x^4-10*c*g^2*p*q*x^4-45*c*g^2*p*r*x^4-3*c*g^2*q^2*x^ 4-39*c*g^2*q*r*x^4-48*c*g^2*r^2*x^4+c*g*p^3*x^4+15*c*g*p^2*q*x^4+3*c*g*p^2*r*x^ 4+27*c*g*p*q^2*x^4+54*c*g*p*q*r*x^4-6*c*g*p*r^2*x^4+13*c*g*q^3*x^4+51*c*g*q^2*r *x^4+18*c*g*q*r^2*x^4-10*c*g*r^3*x^4+c*p^4*x^4+12*c*p^3*q*x^4+9*c*p^3*r*x^4+30* c*p^2*q^2*x^4+81*c*p^2*q*r*x^4+18*c*p^2*r^2*x^4+28*c*p*q^3*x^4+135*c*p*q^2*r*x^ 4+108*c*p*q*r^2*x^4+10*c*p*r^3*x^4+9*c*q^4*x^4+63*c*q^3*r*x^4+90*c*q^2*r^2*x^4+ 30*c*q*r^3*x^4-g^4*p*x^4-g^4*q*x^4-3*g^4*r*x^4-2*g^3*p^2*x^4-4*g^3*p*q*x^4-12*g ^3*p*r*x^4-2*g^3*q^2*x^4-12*g^3*q*r*x^4-12*g^3*r^2*x^4-g^2*p^3*x^4-2*g^2*p^2*q* x^4-9*g^2*p^2*r*x^4-g^2*p*q^2*x^4-15*g^2*p*q*r*x^4-18*g^2*p*r^2*x^4-6*g^2*q^2*r *x^4-18*g^2*q*r^2*x^4-10*g^2*r^3*x^4+2*g*p^3*q*x^4+6*g*p^2*q^2*x^4+12*g*p^2*q*r *x^4+6*g*p*q^3*x^4+24*g*p*q^2*r*x^4+12*g*p*q*r^2*x^4+2*g*q^4*x^4+12*g*q^3*r*x^4 +12*g*q^2*r^2*x^4+p^4*q*x^4+4*p^3*q^2*x^4+9*p^3*q*r*x^4+6*p^2*q^3*x^4+27*p^2*q^ 2*r*x^4+18*p^2*q*r^2*x^4+4*p*q^4*x^4+27*p*q^3*r*x^4+36*p*q^2*r^2*x^4+10*p*q*r^3 *x^4+q^5*x^4+9*q^4*r*x^4+18*q^3*r^2*x^4+10*q^2*r^3*x^4+24*a^3*b*c*x^3+16*a^3*b* p*x^3+12*a^3*b*q*x^3+40*a^3*b*r*x^3+44*a^3*b*x^4+12*a^3*c*g*x^3+8*a^3*g*p*x^3+6 *a^3*g*q*x^3+20*a^3*g*r*x^3+22*a^3*g*x^4+72*a^2*b^2*c*x^3+44*a^2*b^2*p*x^3+32*a ^2*b^2*q*x^3+120*a^2*b^2*r*x^3+132*a^2*b^2*x^4+80*a^2*b*c^2*x^3+92*a^2*b*c*g*x^ 3+76*a^2*b*c*p*x^3+64*a^2*b*c*q*x^3+236*a^2*b*c*r*x^3+264*a^2*b*c*x^4+58*a^2*b* g*p*x^3+42*a^2*b*g*q*x^3+152*a^2*b*g*r*x^3+176*a^2*b*g*x^4+16*a^2*b*p^2*x^3+28* a^2*b*p*q*x^3+98*a^2*b*p*r*x^3+110*a^2*b*p*x^4+12*a^2*b*q^2*x^3+98*a^2*b*q*r*x^ 3+110*a^2*b*q*x^4+102*a^2*b*r^2*x^3+234*a^2*b*r*x^4-16*a^2*c^3*x^3+48*a^2*c^2*g *x^3-24*a^2*c^2*p*x^3-32*a^2*c^2*q*x^3-28*a^2*c^2*r*x^3-28*a^2*c^2*x^4+28*a^2*c *g^2*x^3+50*a^2*c*g*p*x^3+40*a^2*c*g*q*x^3+132*a^2*c*g*r*x^3+150*a^2*c*g*x^4-8* a^2*c*p^2*x^3-36*a^2*c*p*q*x^3-22*a^2*c*p*r*x^3-10*a^2*c*p*x^4-20*a^2*c*q^2*x^3 -42*a^2*c*q*r*x^3-46*a^2*c*q*x^4-6*a^2*c*r^2*x^3+24*a^2*c*r*x^4+18*a^2*g^2*p*x^ 3+13*a^2*g^2*q*x^3+46*a^2*g^2*r*x^3+55*a^2*g^2*x^4+12*a^2*g*p^2*x^3+20*a^2*g*p* q*x^3+60*a^2*g*p*r*x^3+64*a^2*g*p*x^4+8*a^2*g*q^2*x^3+56*a^2*g*q*r*x^3+64*a^2*g *q*x^4+54*a^2*g*r^2*x^3+111*a^2*g*r*x^4-8*a^2*p^2*q*x^3+2*a^2*p^2*x^4-12*a^2*p* q^2*x^3-22*a^2*p*q*r*x^3-14*a^2*p*q*x^4+6*a^2*p*r*x^4-4*a^2*q^3*x^3-14*a^2*q^2* r*x^3-16*a^2*q^2*x^4-6*a^2*q*r^2*x^3+18*a^2*q*r*x^4+72*a*b^3*c*x^3+40*a*b^3*p*x ^3+28*a*b^3*q*x^3+120*a*b^3*r*x^3+132*a*b^3*x^4+176*a*b^2*c^2*x^3+148*a*b^2*c*g *x^3+164*a*b^2*c*p*x^3+140*a*b^2*c*q*x^3+536*a*b^2*c*r*x^3+528*a*b^2*c*x^4+86*a *b^2*g*p*x^3+60*a*b^2*g*q*x^3+244*a*b^2*g*r*x^3+286*a*b^2*g*x^4+36*a*b^2*p^2*x^ 3+64*a*b^2*p*q*x^3+228*a*b^2*p*r*x^3+220*a*b^2*p*x^4+28*a*b^2*q^2*x^3+228*a*b^2 *q*r*x^3+220*a*b^2*q*x^4+240*a*b^2*r^2*x^3+468*a*b^2*r*x^4+64*a*b*c^3*x^3+228*a *b*c^2*g*x^3+52*a*b*c^2*p*x^3+56*a*b*c^2*q*x^3+332*a*b*c^2*r*x^3+208*a*b*c^2*x^ 4+98*a*b*c*g^2*x^3+224*a*b*c*g*p*x^3+182*a*b*c*g*q*x^3+666*a*b*c*g*r*x^3+740*a* b*c*g*x^4+2*a*b*c*p^2*x^3+160*a*b*c*p*r*x^3+112*a*b*c*p*x^4+14*a*b*c*q^2*x^3+ 232*a*b*c*q*r*x^3+40*a*b*c*q*x^4+258*a*b*c*r^2*x^3+516*a*b*c*r*x^4+59*a*b*g^2*p *x^3+41*a*b*g^2*q*x^3+160*a*b*g^2*r*x^3+198*a*b*g^2*x^4+52*a*b*g*p^2*x^3+88*a*b *g*p*q*x^3+295*a*b*g*p*r*x^3+315*a*b*g*p*x^4+36*a*b*g*q^2*x^3+283*a*b*g*q*r*x^3 +315*a*b*g*q*x^4+291*a*b*g*r^2*x^3+612*a*b*g*r*x^4-4*a*b*p^3*x^3-15*a*b*p^2*q*x ^3-3*a*b*p^2*r*x^3+4*a*b*p^2*x^4-10*a*b*p*q^2*x^3+18*a*b*p*q*r*x^3-28*a*b*p*q*x ^4+36*a*b*p*r^2*x^3+129*a*b*p*r*x^4+a*b*q^3*x^3+37*a*b*q^2*r*x^3-32*a*b*q^2*x^4 +87*a*b*q*r^2*x^3+153*a*b*q*r*x^4+38*a*b*r^3*x^3+180*a*b*r^2*x^4-40*a*c^4*x^3+ 44*a*c^3*g*x^3-88*a*c^3*p*x^3-92*a*c^3*q*x^3-124*a*c^3*r*x^3-216*a*c^3*x^4+74*a *c^2*g^2*x^3+58*a*c^2*g*p*x^3+38*a*c^2*g*q*x^3+214*a*c^2*g*r*x^3+210*a*c^2*g*x^ 4-58*a*c^2*p^2*x^3-168*a*c^2*p*q*x^3-188*a*c^2*p*r*x^3-204*a*c^2*p*x^4-74*a*c^2 *q^2*x^3-240*a*c^2*q*r*x^3-444*a*c^2*q*x^4-90*a*c^2*r^2*x^3-90*a*c^2*r*x^4+21*a *c*g^3*x^3+77*a*c*g^2*p*x^3+60*a*c*g^2*q*x^3+206*a*c*g^2*r*x^3+247*a*c*g^2*x^4+ 26*a*c*g*p^2*x^3+22*a*c*g*p*q*x^3+163*a*c*g*p*r*x^3+171*a*c*g*p*x^4+8*a*c*g*q^2 *x^3+153*a*c*g*q*r*x^3+117*a*c*g*q*x^4+171*a*c*g*r^2*x^3+351*a*c*g*r*x^4-12*a*c *p^3*x^3-85*a*c*p^2*q*x^3-63*a*c*p^2*r*x^3-42*a*c*p^2*x^4-98*a*c*p*q^2*x^3-278* a*c*p*q*r*x^3-324*a*c*p*q*x^4-72*a*c*p*r^2*x^3-9*a*c*p*r*x^4-25*a*c*q^3*x^3-143 *a*c*q^2*r*x^3-282*a*c*q^2*x^4-135*a*c*q*r^2*x^3-171*a*c*q*r*x^4-18*a*c*r^3*x^3 +72*a*c*r^2*x^4+13*a*g^3*p*x^3+9*a*g^3*q*x^3+34*a*g^3*r*x^3+44*a*g^3*x^4+19*a*g ^2*p^2*x^3+31*a*g^2*p*q*x^3+96*a*g^2*p*r*x^3+107*a*g^2*p*x^4+12*a*g^2*q^2*x^3+ 88*a*g^2*q*r*x^3+107*a*g^2*q*x^4+87*a*g^2*r^2*x^3+186*a*g^2*r*x^4+4*a*g*p^3*x^3 +2*a*g*p^2*q*x^3+30*a*g*p^2*r*x^3+33*a*g*p^2*x^4-2*a*g*p*q^2*x^3+43*a*g*p*q*r*x ^3+39*a*g*p*q*x^4+54*a*g*p*r^2*x^3+108*a*g*p*r*x^4+25*a*g*q^2*r*x^3+6*a*g*q^2*x ^4+63*a*g*q*r^2*x^3+126*a*g*q*r*x^4+28*a*g*r^3*x^3+72*a*g*r^2*x^4-12*a*p^3*q*x^ 3+3*a*p^3*x^4-27*a*p^2*q^2*x^3-63*a*p^2*q*r*x^3-51*a*p^2*q*x^4+18*a*p^2*r*x^4-\ 18*a*p*q^3*x^3-90*a*p*q^2*r*x^3-111*a*p*q^2*x^4-72*a*p*q*r^2*x^3-45*a*p*q*r*x^4 +18*a*p*r^2*x^4-3*a*q^4*x^3-27*a*q^3*r*x^3-57*a*q^3*x^4-45*a*q^2*r^2*x^3-63*a*q ^2*r*x^4-18*a*q*r^3*x^3+54*a*q*r^2*x^4+24*b^4*c*x^3+12*b^4*p*x^3+8*b^4*q*x^3+40 *b^4*r*x^3+44*b^4*x^4+96*b^3*c^2*x^3+68*b^3*c*g*x^3+88*b^3*c*p*x^3+76*b^3*c*q*x ^3+300*b^3*c*r*x^3+264*b^3*c*x^4+36*b^3*g*p*x^3+24*b^3*g*q*x^3+112*b^3*g*r*x^3+ 132*b^3*g*x^4+20*b^3*p^2*x^3+36*b^3*p*q*x^3+130*b^3*p*r*x^3+110*b^3*p*x^4+16*b^ 3*q^2*x^3+130*b^3*q*r*x^3+110*b^3*q*x^4+138*b^3*r^2*x^3+234*b^3*r*x^4+96*b^2*c^ 3*x^3+188*b^2*c^2*g*x^3+104*b^2*c^2*p*x^3+116*b^2*c^2*q*x^3+456*b^2*c^2*r*x^3+ 236*b^2*c^2*x^4+70*b^2*c*g^2*x^3+176*b^2*c*g*p*x^3+144*b^2*c*g*q*x^3+566*b^2*c* g*r*x^3+590*b^2*c*g*x^4+30*b^2*c*p^2*x^3+76*b^2*c*p*q*x^3+294*b^2*c*p*r*x^3+122 *b^2*c*p*x^4+54*b^2*c*q^2*x^3+386*b^2*c*q*r*x^3+86*b^2*c*q*x^4+372*b^2*c*r^2*x^ 3+492*b^2*c*r*x^4+39*b^2*g^2*p*x^3+26*b^2*g^2*q*x^3+114*b^2*g^2*r*x^3+143*b^2*g ^2*x^4+40*b^2*g*p^2*x^3+68*b^2*g*p*q*x^3+247*b^2*g*p*r*x^3+251*b^2*g*p*x^4+28*b ^2*g*q^2*x^3+239*b^2*g*q*r*x^3+251*b^2*g*q*x^4+255*b^2*g*r^2*x^3+501*b^2*g*r*x^ 4+b^2*p^3*x^3+8*b^2*p^2*q*x^3+33*b^2*p^2*r*x^3+2*b^2*p^2*x^4+17*b^2*p*q^2*x^3+ 112*b^2*p*q*r*x^3-14*b^2*p*q*x^4+99*b^2*p*r^2*x^3+123*b^2*p*r*x^4+10*b^2*q^3*x^ 3+87*b^2*q^2*r*x^3-16*b^2*q^2*x^4+156*b^2*q*r^2*x^3+135*b^2*q*r*x^4+70*b^2*r^3* x^3+180*b^2*r^2*x^4+124*b*c^3*g*x^3-40*b*c^3*p*x^3-12*b*c^3*q*x^3+92*b*c^3*r*x^ 3-216*b*c^3*x^4+124*b*c^2*g^2*x^3+152*b*c^2*g*p*x^3+136*b*c^2*g*q*x^3+566*b*c^2 *g*r*x^3+474*b*c^2*g*x^4-56*b*c^2*p^2*x^3-96*b*c^2*p*q*x^3-64*b*c^2*p*r*x^3-336 *b*c^2*p*x^4-4*b*c^2*q^2*x^3+60*b*c^2*q*r*x^3-576*b*c^2*q*x^4+108*b*c^2*r^2*x^3 -90*b*c^2*r*x^4+31*b*c*g^3*x^3+122*b*c*g^2*p*x^3+95*b*c*g^2*q*x^3+360*b*c*g^2*r *x^3+423*b*c*g^2*x^4+57*b*c*g*p^2*x^3+98*b*c*g*p*q*x^3+411*b*c*g*p*r*x^3+347*b* c*g*p*x^4+53*b*c*g*q^2*x^3+457*b*c*g*q*r*x^3+293*b*c*g*q*x^4+462*b*c*g*r^2*x^3+ 819*b*c*g*r*x^4-26*b*c*p^3*x^3-83*b*c*p^2*q*x^3-117*b*c*p^2*r*x^3-174*b*c*p^2*x ^4-52*b*c*p*q^2*x^3-178*b*c*p*q*r*x^3-588*b*c*p*q*x^4-90*b*c*p*r^2*x^3-243*b*c* p*r*x^4+5*b*c*q^3*x^3+11*b*c*q^2*r*x^3-414*b*c*q^2*x^4+27*b*c*q*r^2*x^3-405*b*c *q*r*x^4+10*b*c*r^3*x^3+72*b*c*r^2*x^4+18*b*g^3*p*x^3+12*b*g^3*q*x^3+50*b*g^3*r *x^3+66*b*g^3*x^4+29*b*g^2*p^2*x^3+47*b*g^2*p*q*x^3+163*b*g^2*p*r*x^3+184*b*g^2 *p*x^4+18*b*g^2*q^2*x^3+151*b*g^2*q*r*x^3+184*b*g^2*q*x^4+159*b*g^2*r^2*x^3+342 *b*g^2*r*x^4+6*b*g*p^3*x^3+14*b*g*p^2*q*x^3+64*b*g*p^2*r*x^3+55*b*g*p^2*x^4+16* b*g*p*q^2*x^3+147*b*g*p*q*r*x^3+83*b*g*p*q*x^4+144*b*g*p*r^2*x^3+264*b*g*p*r*x^ 4+8*b*g*q^3*x^3+95*b*g*q^2*r*x^3+28*b*g*q^2*x^4+189*b*g*q*r^2*x^3+282*b*g*q*r*x ^4+88*b*g*r^3*x^3+252*b*g*r^2*x^4-4*b*p^4*x^3-19*b*p^3*q*x^3-31*b*p^3*r*x^3-30* b*p^3*x^4-24*b*p^2*q^2*x^3-96*b*p^2*q*r*x^3-150*b*p^2*q*x^4-63*b*p^2*r^2*x^3-99 *b*p^2*r*x^4-7*b*p*q^3*x^3-63*b*p*q^2*r*x^3-210*b*p*q^2*x^4-99*b*p*q*r^2*x^3-\ 279*b*p*q*r*x^4-46*b*p*r^3*x^3-72*b*p*r^2*x^4+2*b*q^4*x^3+2*b*q^3*r*x^3-90*b*q^ 3*x^4-9*b*q^2*r^2*x^3-180*b*q^2*r*x^4-16*b*q*r^3*x^3-36*b*q*r^2*x^4-10*b*r^4*x^ 3-24*c^5*x^3+4*c^4*g*x^3-68*c^4*p*x^3-60*c^4*q*x^3-104*c^4*r*x^3-232*c^4*x^4+42 *c^3*g^2*x^3-4*c^3*g*p*x^3-8*c^3*g*q*x^3+72*c^3*g*r*x^3-20*c^3*g*x^4-66*c^3*p^2 *x^3-152*c^3*p*q*x^3-228*c^3*p*r*x^3-340*c^3*p*x^4-54*c^3*q^2*x^3-236*c^3*q*r*x ^3-588*c^3*q*x^4-126*c^3*r^2*x^3-324*c^3*r*x^4+27*c^2*g^3*x^3+59*c^2*g^2*p*x^3+ 45*c^2*g^2*q*x^3+182*c^2*g^2*r*x^3+198*c^2*g^2*x^4-7*c^2*g*p^2*x^3-42*c^2*g*p*q *x^3+44*c^2*g*p*r*x^3-16*c^2*g*p*x^4-11*c^2*g*q^2*x^3+44*c^2*g*q*r*x^3-176*c^2* g*q*x^4+99*c^2*g*r^2*x^3+138*c^2*g*r*x^4-27*c^2*p^3*x^3-123*c^2*p^2*q*x^3-150*c ^2*p^2*r*x^3-162*c^2*p^2*x^4-117*c^2*p*q^2*x^3-432*c^2*p*q*r*x^3-696*c^2*p*q*x^ 4-189*c^2*p*r^2*x^3-288*c^2*p*r*x^4-21*c^2*q^3*x^3-186*c^2*q^2*r*x^3-534*c^2*q^ 2*x^4-243*c^2*q*r^2*x^3-684*c^2*q*r*x^4-60*c^2*r^3*x^3-36*c^2*r^2*x^4+5*c*g^4*x ^3+28*c*g^3*p*x^3+21*c*g^3*q*x^3+76*c*g^3*r*x^3+97*c*g^3*x^4+27*c*g^2*p^2*x^3+ 39*c*g^2*p*q*x^3+151*c*g^2*p*r*x^3+163*c*g^2*p*x^4+16*c*g^2*q^2*x^3+145*c*g^2*q *r*x^3+145*c*g^2*q*x^4+147*c*g^2*r^2*x^3+300*c*g^2*r*x^4-2*c*g*p^3*x^3-31*c*g*p ^2*q*x^3+4*c*g*p^2*r*x^3-c*g*p^2*x^4-32*c*g*p*q^2*x^3-44*c*g*p*q*r*x^3-162*c*g* p*q*x^4+36*c*g*p*r^2*x^3+75*c*g*p*r*x^4-3*c*g*q^3*x^3-161*c*g*q^2*x^4+45*c*g*q* r^2*x^3-33*c*g*q*r*x^4+32*c*g*r^3*x^3+102*c*g*r^2*x^4-4*c*p^4*x^3-39*c*p^3*q*x^ 3-31*c*p^3*r*x^3-23*c*p^3*x^4-69*c*p^2*q^2*x^3-219*c*p^2*q*r*x^3-255*c*p^2*q*x^ 4-63*c*p^2*r^2*x^3-45*c*p^2*r*x^4-37*c*p*q^3*x^3-249*c*p*q^2*r*x^3-441*c*p*q^2* x^4-279*c*p*q*r^2*x^3-486*c*p*q*r*x^4-46*c*p*r^3*x^3+18*c*p*r^2*x^4-3*c*q^4*x^3 -61*c*q^3*r*x^3-209*c*q^3*x^4-144*c*q^2*r^2*x^3-441*c*q^2*r*x^4-90*c*q*r^3*x^3-\ 90*c*q*r^2*x^4-10*c*r^4*x^3+40*c*r^3*x^4+3*g^4*p*x^3+2*g^4*q*x^3+8*g^4*r*x^3+11 *g^4*x^4+7*g^3*p^2*x^3+11*g^3*p*q*x^3+36*g^3*p*r*x^3+43*g^3*p*x^4+4*g^3*q^2*x^3 +32*g^3*q*r*x^3+43*g^3*q*x^4+33*g^3*r^2*x^3+75*g^3*r*x^4+4*g^2*p^3*x^3+8*g^2*p^ 2*q*x^3+30*g^2*p^2*r*x^3+32*g^2*p^2*x^4+6*g^2*p*q^2*x^3+55*g^2*p*q*r*x^3+55*g^2 *p*q*x^4+54*g^2*p*r^2*x^3+108*g^2*p*r*x^4+2*g^2*q^3*x^3+29*g^2*q^2*r*x^3+23*g^2 *q^2*x^4+60*g^2*q*r^2*x^3+114*g^2*q*r*x^4+28*g^2*r^3*x^3+78*g^2*r^2*x^4-6*g*p^3 *q*x^3+g*p^3*x^4-12*g*p^2*q^2*x^3-26*g*p^2*q*r*x^3-37*g*p^2*q*x^4+3*g*p^2*r*x^4 -6*g*p*q^3*x^3-28*g*p*q^2*r*x^3-77*g*p*q^2*x^4-18*g*p*q*r^2*x^3-48*g*p*q*r*x^4-\ 6*g*p*r^2*x^4-2*g*q^3*r*x^3-39*g*q^3*x^4-51*g*q^2*r*x^4+4*g*q*r^3*x^3+18*g*q*r^ 2*x^4-10*g*r^3*x^4-4*p^4*q*x^3+p^4*x^4-12*p^3*q^2*x^3-31*p^3*q*r*x^3-27*p^3*q*x ^4+9*p^3*r*x^4-12*p^2*q^3*x^3-69*p^2*q^2*r*x^3-87*p^2*q^2*x^4-63*p^2*q*r^2*x^3-\ 72*p^2*q*r*x^4+18*p^2*r^2*x^4-4*p*q^4*x^3-45*p*q^3*r*x^3-89*p*q^3*x^4-90*p*q^2* r^2*x^3-171*p*q^2*r*x^4-46*p*q*r^3*x^3-18*p*q*r^2*x^4+10*p*r^3*x^4-7*q^4*r*x^3-\ 30*q^4*x^4-27*q^3*r^2*x^3-90*q^3*r*x^4-30*q^2*r^3*x^3-36*q^2*r^2*x^4-10*q*r^4*x ^3+30*q*r^3*x^4-24*a^3*b*c*x^2-24*a^3*b*p*x^2-12*a^3*b*q*x^2-48*a^3*b*r*x^2-140 *a^3*b*x^3-12*a^3*c*g*x^2-12*a^3*g*p*x^2-6*a^3*g*q*x^2-24*a^3*g*r*x^2-70*a^3*g* x^3-72*a^2*b^2*c*x^2-60*a^2*b^2*p*x^2-28*a^2*b^2*q*x^2-140*a^2*b^2*r*x^2-380*a^ 2*b^2*x^3-88*a^2*b*c^2*x^2-88*a^2*b*c*g*x^2-108*a^2*b*c*p*x^2-68*a^2*b*c*q*x^2-\ 272*a^2*b*c*r*x^2-740*a^2*b*c*x^3-78*a^2*b*g*p*x^2-36*a^2*b*g*q*x^2-170*a^2*b*g *r*x^2-504*a^2*b*g*x^3-24*a^2*b*p^2*x^2-36*a^2*b*p*q*x^2-114*a^2*b*p*r*x^2-334* a^2*b*p*x^3-12*a^2*b*q^2*x^2-110*a^2*b*q*r*x^2-280*a^2*b*q*x^3-100*a^2*b*r^2*x^ 2-586*a^2*b*r*x^3-366*a^2*b*x^4+8*a^2*c^3*x^2-48*a^2*c^2*g*x^2+24*a^2*c^2*p*x^2 +16*a^2*c^2*q*x^2+20*a^2*c^2*r*x^2+76*a^2*c^2*x^3-26*a^2*c*g^2*x^2-66*a^2*c*g*p *x^2-38*a^2*c*g*q*x^2-146*a^2*c*g*r*x^2-416*a^2*c*g*x^3+12*a^2*c*p^2*x^2+36*a^2 *c*p*q*x^2+30*a^2*c*p*r*x^2+34*a^2*c*p*x^3+10*a^2*c*q^2*x^2+30*a^2*c*q*r*x^2+ 122*a^2*c*q*x^3+14*a^2*c*r^2*x^2-38*a^2*c*r*x^3-80*a^2*c*x^4-24*a^2*g^2*p*x^2-\ 11*a^2*g^2*q*x^2-50*a^2*g^2*r*x^2-157*a^2*g^2*x^3-18*a^2*g*p^2*x^2-24*a^2*g*p*q *x^2-72*a^2*g*p*r*x^2-196*a^2*g*p*x^3-7*a^2*g*q^2*x^2-60*a^2*g*q*r*x^2-163*a^2* g*q*x^3-57*a^2*g*r^2*x^2-288*a^2*g*r*x^3-161*a^2*g*x^4+12*a^2*p^2*q*x^2-8*a^2*p ^2*x^3+12*a^2*p*q^2*x^2+30*a^2*p*q*r*x^2+46*a^2*p*q*x^3-22*a^2*p*r*x^3-18*a^2*p *x^4+2*a^2*q^3*x^2+10*a^2*q^2*r*x^2+42*a^2*q^2*x^3+14*a^2*q*r^2*x^2-24*a^2*q*r* x^3-62*a^2*q*x^4-6*a^2*r^2*x^3+12*a^2*r*x^4-64*a*b^3*c*x^2-44*a*b^3*p*x^2-16*a* b^3*q*x^2-116*a*b^3*r*x^2-340*a*b^3*x^3-184*a*b^2*c^2*x^2-132*a*b^2*c*g*x^2-224 *a*b^2*c*p*x^2-124*a*b^2*c*q*x^2-596*a*b^2*c*r*x^2-1528*a*b^2*c*x^3-98*a*b^2*g* p*x^2-38*a*b^2*g*q*x^2-242*a*b^2*g*r*x^2-738*a*b^2*g*x^3-60*a*b^2*p^2*x^2-80*a* b^2*p*q*x^2-300*a*b^2*p*r*x^2-694*a*b^2*p*x^3-20*a*b^2*q^2*x^2-232*a*b^2*q*r*x^ 2-586*a*b^2*q*x^3-268*a*b^2*r^2*x^2-1224*a*b^2*r*x^3-732*a*b^2*x^4-104*a*b*c^3* x^2-224*a*b*c^2*g*x^2-136*a*b*c^2*p*x^2-112*a*b*c^2*q*x^2-468*a*b*c^2*r*x^2-860 *a*b*c^2*x^3-86*a*b*c*g^2*x^2-284*a*b*c*g*p*x^2-154*a*b*c*g*q*x^2-704*a*b*c*g*r *x^2-2002*a*b*c*g*x^3-30*a*b*c*p^2*x^2-80*a*b*c*p*q*x^2-276*a*b*c*p*r*x^2-464*a *b*c*p*x^3-42*a*b*c*q^2*x^2-368*a*b*c*q*r*x^2-436*a*b*c*q*x^3-302*a*b*c*r^2*x^2 -1282*a*b*c*r*x^3-892*a*b*c*x^4-68*a*b*g^2*p*x^2-27*a*b*g^2*q*x^2-158*a*b*g^2*r *x^2-510*a*b*g^2*x^3-78*a*b*g*p^2*x^2-100*a*b*g*p*q*x^2-355*a*b*g*p*r*x^2-944*a *b*g*p*x^3-25*a*b*g*q^2*x^2-277*a*b*g*q*r*x^2-780*a*b*g*q*x^3-303*a*b*g*r^2*x^2 -1547*a*b*g*r*x^3-932*a*b*g*x^4+6*a*b*p^3*x^2+3*a*b*p^2*q*x^2+9*a*b*p^2*r*x^2+2 *a*b*p^2*x^3-13*a*b*p*q^2*x^2-84*a*b*p*q*r*x^2+7*a*b*p*q*x^3-15*a*b*p*r^2*x^2-\ 206*a*b*p*r*x^3-219*a*b*p*x^4-6*a*b*q^3*x^2-73*a*b*q^2*r*x^2-19*a*b*q^2*x^3-118 *a*b*q*r^2*x^2-353*a*b*q*r*x^3-307*a*b*q*x^4-18*a*b*r^3*x^2-264*a*b*r^2*x^3-502 *a*b*r*x^4+16*a*c^4*x^2-56*a*c^3*g*x^2+68*a*c^3*p*x^2+32*a*c^3*q*x^2+60*a*c^3*r *x^2+420*a*c^3*x^3-68*a*c^2*g^2*x^2-90*a*c^2*g*p*x^2-56*a*c^2*g*q*x^2-254*a*c^2 *g*r*x^2-622*a*c^2*g*x^3+66*a*c^2*p^2*x^2+120*a*c^2*p*q*x^2+168*a*c^2*p*r*x^2+ 518*a*c^2*p*x^3+20*a*c^2*q^2*x^2+108*a*c^2*q*r*x^2+840*a*c^2*q*x^3+80*a*c^2*r^2 *x^2+282*a*c^2*r*x^3-138*a*c^2*x^4-18*a*c*g^3*x^2-92*a*c*g^2*p*x^2-48*a*c*g^2*q *x^2-208*a*c*g^2*r*x^2-642*a*c*g^2*x^3-42*a*c*g*p^2*x^2-48*a*c*g*p*q*x^2-207*a* c*g*p*r*x^2-518*a*c*g*p*x^3-18*a*c*g*q^2*x^2-193*a*c*g*q*r*x^2-373*a*c*g*q*x^3-\ 184*a*c*g*r^2*x^2-863*a*c*g*r*x^3-537*a*c*g*x^4+18*a*c*p^3*x^2+93*a*c*p^2*q*x^2 +81*a*c*p^2*r*x^2+130*a*c*p^2*x^3+61*a*c*p*q^2*x^2+240*a*c*p*q*r*x^2+815*a*c*p* q*x^3+99*a*c*p*r^2*x^2+98*a*c*p*r*x^3-189*a*c*p*x^4+4*a*c*q^3*x^2+57*a*c*q^2*r* x^2+511*a*c*q^2*x^3+116*a*c*q*r^2*x^2+501*a*c*q*r*x^3-87*a*c*q*x^4+36*a*c*r^3*x ^2-72*a*c*r^2*x^3-396*a*c*r*x^4-15*a*g^3*p*x^2-6*a*g^3*q*x^2-33*a*g^3*r*x^2-113 *a*g^3*x^3-27*a*g^2*p^2*x^2-33*a*g^2*p*q*x^2-110*a*g^2*p*r*x^2-313*a*g^2*p*x^3-\ 8*a*g^2*q^2*x^2-83*a*g^2*q*r*x^2-255*a*g^2*q*x^3-88*a*g^2*r^2*x^2-465*a*g^2*r*x ^3-272*a*g^2*x^4-6*a*g*p^3*x^2-6*a*g*p^2*q*x^2-36*a*g*p^2*r*x^2-97*a*g*p^2*x^3-\ 5*a*g*p*q^2*x^2-63*a*g*p*q*r*x^2-118*a*g*p*q*x^3-57*a*g*p*r^2*x^2-257*a*g*p*r*x ^3-144*a*g*p*x^4-2*a*g*q^3*x^2-36*a*g*q^2*r*x^2-39*a*g*q^2*x^3-70*a*g*q*r^2*x^2 -294*a*g*q*r*x^3-210*a*g*q*x^4-27*a*g*r^3*x^2-144*a*g*r^2*x^3-128*a*g*r*x^4+18* a*p^3*q*x^2-12*a*p^3*x^3+27*a*p^2*q^2*x^2+81*a*p^2*q*r*x^2+161*a*p^2*q*x^3-63*a *p^2*r*x^3-60*a*p^2*x^4+9*a*p*q^3*x^2+72*a*p*q^2*r*x^2+271*a*p*q^2*x^3+99*a*p*q *r^2*x^2+196*a*p*q*r*x^3-69*a*p*q*x^4-72*a*p*r^2*x^3-81*a*p*r*x^4+9*a*q^3*r*x^2 +98*a*q^3*x^3+36*a*q^2*r^2*x^2+184*a*q^2*r*x^3-9*a*q^2*x^4+36*a*q*r^3*x^2-27*a* q*r^2*x^3-315*a*q*r*x^4-18*a*r^3*x^3+36*a*r^2*x^4-16*b^4*c*x^2-8*b^4*p*x^2-24*b ^4*r*x^2-100*b^4*x^3-88*b^3*c^2*x^2-52*b^3*c*g*x^2-100*b^3*c*p*x^2-40*b^3*c*q*x ^2-276*b^3*c*r*x^2-788*b^3*c*x^3-32*b^3*g*p*x^2-8*b^3*g*q*x^2-88*b^3*g*r*x^2-\ 304*b^3*g*x^3-28*b^3*p^2*x^2-28*b^3*p*q*x^2-148*b^3*p*r*x^2-360*b^3*p*x^3-84*b^ 3*q*r*x^2-306*b^3*q*x^3-134*b^3*r^2*x^2-638*b^3*r*x^3-366*b^3*x^4-120*b^2*c^3*x ^2-172*b^2*c^2*g*x^2-180*b^2*c^2*p*x^2-112*b^2*c^2*q*x^2-536*b^2*c^2*r*x^2-1128 *b^2*c^2*x^3-56*b^2*c*g^2*x^2-200*b^2*c*g*p*x^2-92*b^2*c*g*q*x^2-538*b^2*c*g*r* x^2-1570*b^2*c*g*x^3-78*b^2*c*p^2*x^2-128*b^2*c*p*q*x^2-456*b^2*c*p*r*x^2-762*b ^2*c*p*x^3-28*b^2*c*q^2*x^2-400*b^2*c*q*r*x^2-822*b^2*c*q*x^3-434*b^2*c*r^2*x^2 -1640*b^2*c*r*x^3-812*b^2*c*x^4-38*b^2*g^2*p*x^2-12*b^2*g^2*q*x^2-98*b^2*g^2*r* x^2-333*b^2*g^2*x^3-54*b^2*g*p^2*x^2-60*b^2*g*p*q*x^2-276*b^2*g*p*r*x^2-724*b^2 *g*p*x^3-8*b^2*g*q^2*x^2-180*b^2*g*q*r*x^2-593*b^2*g*q*x^3-247*b^2*g*r^2*x^2-\ 1245*b^2*g*r*x^3-771*b^2*g*x^4-9*b^2*p^3*x^2-31*b^2*p^2*q*x^2-78*b^2*p^2*r*x^2-\ 91*b^2*p^2*x^3-24*b^2*p*q^2*x^2-190*b^2*p*q*r*x^2-241*b^2*p*q*x^3-150*b^2*p*r^2 *x^2-455*b^2*p*r*x^3-201*b^2*p*x^4-72*b^2*q^2*r*x^2-162*b^2*q^2*x^3-184*b^2*q*r ^2*x^2-600*b^2*q*r*x^3-245*b^2*q*x^4-81*b^2*r^3*x^2-420*b^2*r^2*x^3-514*b^2*r*x ^4-40*b*c^4*x^2-140*b*c^3*g*x^2-44*b*c^3*p*x^2-56*b*c^3*q*x^2-244*b*c^3*r*x^2-\ 60*b*c^3*x^3-110*b*c^2*g^2*x^2-220*b*c^2*g*p*x^2-132*b*c^2*g*q*x^2-626*b*c^2*g* r*x^2-1522*b*c^2*g*x^3+12*b*c^2*p^2*x^2-40*b*c^2*p*q*x^2-150*b*c^2*p*r*x^2+350* b*c^2*p*x^3-30*b*c^2*q^2*x^2-286*b*c^2*q*r*x^2+248*b*c^2*q*x^3-224*b*c^2*r^2*x^ 2-316*b*c^2*r*x^3-138*b*c^2*x^4-25*b*c*g^3*x^2-135*b*c*g^2*p*x^2-64*b*c*g^2*q*x ^2-340*b*c*g^2*r*x^2-1056*b*c*g^2*x^3-99*b*c*g*p^2*x^2-142*b*c*g*p*q*x^2-535*b* c*g*p*r*x^2-1184*b*c*g*p*x^3-37*b*c*g*q^2*x^2-465*b*c*g*q*r*x^2-1059*b*c*g*q*x^ 3-493*b*c*g*r^2*x^2-2186*b*c*g*r*x^3-1269*b*c*g*x^4+24*b*c*p^3*x^2+25*b*c*p^2*q *x^2+69*b*c*p^2*r*x^2+384*b*c*p^2*x^3-23*b*c*p*q^2*x^2-92*b*c*p*q*r*x^2+771*b*c *p*q*x^3+27*b*c*p*r^2*x^2+528*b*c*p*r*x^3+177*b*c*p*x^4-6*b*c*q^3*x^2-119*b*c*q ^2*r*x^2+213*b*c*q^2*x^3-178*b*c*q*r^2*x^2+223*b*c*q*r*x^3+279*b*c*q*x^4-18*b*c *r^3*x^2-396*b*c*r*x^4-18*b*g^3*p*x^2-6*b*g^3*q*x^2-44*b*g^3*r*x^2-155*b*g^3*x^ 3-38*b*g^2*p^2*x^2-43*b*g^2*p*q*x^2-177*b*g^2*p*r*x^2-504*b*g^2*p*x^3-8*b*g^2*q ^2*x^2-121*b*g^2*q*r*x^2-402*b*g^2*q*x^3-152*b*g^2*r^2*x^2-813*b*g^2*r*x^3-516* b*g^2*x^4-12*b*g*p^3*x^2-30*b*g*p^2*q*x^2-92*b*g*p^2*r*x^2-198*b*g*p^2*x^3-23*b *g*p*q^2*x^2-202*b*g*p*q*r*x^2-362*b*g*p*q*x^3-167*b*g*p*r^2*x^2-709*b*g*p*r*x^ 3-388*b*g*p*x^4-2*b*g*q^3*x^2-83*b*g*q^2*r*x^2-182*b*g*q^2*x^3-201*b*g*q*r^2*x^ 2-798*b*g*q*r*x^3-454*b*g*q*x^4-87*b*g*r^3*x^2-546*b*g*r^2*x^3-654*b*g*r*x^4+6* b*p^4*x^2+15*b*p^3*q*x^2+39*b*p^3*r*x^2+97*b*p^3*x^3+3*b*p^2*q^2*x^2+51*b*p^2*q *r*x^2+318*b*p^2*q*x^3+78*b*p^2*r^2*x^2+330*b*p^2*r*x^3+123*b*p^2*x^4-6*b*p*q^3 *x^2-24*b*p*q^2*r*x^2+258*b*p*q^2*x^3+36*b*p*q*r^2*x^2+567*b*p*q*r*x^3+297*b*p* q*x^4+63*b*p*r^3*x^2+333*b*p*r^2*x^3+182*b*p*r*x^4-18*b*q^3*r*x^2+37*b*q^3*x^3-\ 40*b*q^2*r^2*x^2+162*b*q^2*r*x^3+174*b*q^2*x^4+153*b*q*r^2*x^3-52*b*q*r*x^4+18* b*r^4*x^2+100*b*r^3*x^3+36*b*r^2*x^4+8*c^5*x^2-20*c^4*g*x^2+44*c^4*p*x^2+16*c^4 *q*x^2+40*c^4*r*x^2+380*c^4*x^3-42*c^3*g^2*x^2-28*c^3*g*p*x^2-24*c^3*g*q*x^2-\ 128*c^3*g*r*x^2-140*c^3*g*x^3+62*c^3*p^2*x^2+84*c^3*p*q*x^2+158*c^3*p*r*x^2+720 *c^3*p*x^3+10*c^3*q^2*x^2+78*c^3*q*r*x^2+880*c^3*q*x^3+76*c^3*r^2*x^2+606*c^3*r *x^3+220*c^3*x^4-23*c^2*g^3*x^2-73*c^2*g^2*p*x^2-40*c^2*g^2*q*x^2-186*c^2*g^2*r *x^2-529*c^2*g^2*x^3-9*c^2*g*p^2*x^2-10*c^2*g*p*q*x^2-115*c^2*g*p*r*x^2-108*c^2 *g*p*x^3-11*c^2*g*q^2*x^2-135*c^2*g*q*r*x^2+56*c^2*g*q*x^3-132*c^2*g*r^2*x^2-\ 451*c^2*g*r*x^3-326*c^2*g*x^4+33*c^2*p^3*x^2+104*c^2*p^2*q*x^2+147*c^2*p^2*r*x^ 2+419*c^2*p^2*x^3+49*c^2*p*q^2*x^2+272*c^2*p*q*r*x^2+1398*c^2*p*q*x^3+177*c^2*p *r^2*x^2+721*c^2*p*r*x^3+96*c^2*p*x^4+2*c^2*q^3*x^2+47*c^2*q^2*r*x^2+703*c^2*q^ 2*x^3+134*c^2*q*r^2*x^2+1239*c^2*q*r*x^3+564*c^2*q*x^4+63*c^2*r^3*x^2+198*c^2*r ^2*x^3-338*c^2*r*x^4-4*c*g^4*x^2-30*c*g^3*p*x^2-14*c*g^3*q*x^2-70*c*g^3*r*x^2-\ 234*c*g^3*x^3-38*c*g^2*p^2*x^2-46*c*g^2*p*q*x^2-173*c*g^2*p*r*x^2-466*c*g^2*p*x ^3-12*c*g^2*q^2*x^2-139*c*g^2*q*r*x^2-374*c*g^2*q*x^3-147*c*g^2*r^2*x^2-727*c*g ^2*r*x^3-440*c*g^2*x^4+15*c*g*p^2*q*x^2-20*c*g*p^2*r*x^2-23*c*g*p^2*x^3+c*g*p*q ^2*x^2-45*c*g*p*q*r*x^2+214*c*g*p*q*x^3-53*c*g*p*r^2*x^2-192*c*g*p*r*x^3-177*c* g*p*x^4-2*c*g*q^3*x^2-48*c*g*q^2*r*x^2+121*c*g*q^2*x^3-91*c*g*q*r^2*x^2-113*c*g *q*r*x^3-109*c*g*q*x^4-33*c*g*r^3*x^2-180*c*g*r^2*x^3-293*c*g*r*x^4+6*c*p^4*x^2 +45*c*p^3*q*x^2+39*c*p^3*r*x^2+69*c*p^3*x^3+48*c*p^2*q^2*x^2+204*c*p^2*q*r*x^2+ 647*c*p^2*q*x^3+78*c*p^2*r^2*x^2+147*c*p^2*r*x^3-69*c*p^2*x^4+9*c*p*q^3*x^2+132 *c*p*q^2*r*x^2+811*c*p*q^2*x^3+249*c*p*q*r^2*x^2+1195*c*p*q*r*x^3+330*c*p*q*x^4 +63*c*p*r^3*x^2+45*c*p*r^2*x^3-367*c*p*r*x^4+9*c*q^3*r*x^2+233*c*q^3*x^3+68*c*q ^2*r^2*x^2+760*c*q^2*r*x^3+399*c*q^2*x^4+90*c*q*r^3*x^2+378*c*q*r^2*x^3-309*c*q *r*x^4+18*c*r^4*x^2-30*c*r^3*x^3-288*c*r^2*x^4-3*g^4*p*x^2-g^4*q*x^2-7*g^4*r*x^ 2-26*g^4*x^3-9*g^3*p^2*x^2-10*g^3*p*q*x^2-38*g^3*p*r*x^2-116*g^3*p*x^3-2*g^3*q^ 2*x^2-26*g^3*q*r*x^2-91*g^3*q*x^3-31*g^3*r^2*x^2-175*g^3*r*x^3-111*g^3*x^4-6*g^ 2*p^3*x^2-11*g^2*p^2*q*x^2-36*g^2*p^2*r*x^2-96*g^2*p^2*x^3-7*g^2*p*q^2*x^2-63*g ^2*p*q*r*x^2-153*g^2*p*q*x^3-57*g^2*p*r^2*x^2-269*g^2*p*r*x^3-148*g^2*p*x^4-g^2 *q^3*x^2-25*g^2*q^2*r*x^2-63*g^2*q^2*x^3-59*g^2*q*r^2*x^2-271*g^2*q*r*x^3-170*g ^2*q*x^4-27*g^2*r^3*x^2-168*g^2*r^2*x^3-179*g^2*r*x^4+6*g*p^3*q*x^2-2*g*p^3*x^3 +6*g*p^2*q^2*x^2+16*g*p^2*q*r*x^2+83*g*p^2*q*x^3+4*g*p^2*r*x^3-7*g*p^2*x^4-2*g* p*q^2*r*x^2+114*g*p*q^2*x^3+4*g*p*q*r^2*x^2+96*g*p*q*r*x^3+20*g*p*q*x^4+36*g*p* r^2*x^3+63*g*p*r*x^4-6*g*q^3*r*x^2+29*g*q^3*x^3-16*g*q^2*r^2*x^2+42*g*q^2*r*x^3 +27*g*q^2*x^4-6*g*q*r^3*x^2-18*g*q*r^2*x^3-93*g*q*r*x^4+32*g*r^3*x^3+114*g*r^2* x^4+6*p^4*q*x^2-4*p^4*x^3+12*p^3*q^2*x^2+39*p^3*q*r*x^2+84*p^3*q*x^3-31*p^3*r*x ^3-31*p^3*x^4+6*p^2*q^3*x^2+57*p^2*q^2*r*x^2+207*p^2*q^2*x^3+78*p^2*q*r^2*x^2+ 228*p^2*q*r*x^3+24*p^2*q*x^4-63*p^2*r^2*x^3-99*p^2*r*x^4+18*p*q^3*r*x^2+146*p*q ^3*x^3+72*p*q^2*r^2*x^2+405*p*q^2*r*x^3+141*p*q^2*x^4+63*p*q*r^3*x^2+144*p*q*r^ 2*x^3-169*p*q*r*x^4-46*p*r^3*x^3-54*p*r^2*x^4+27*q^4*x^3+10*q^3*r^2*x^2+146*q^3 *r*x^3+86*q^3*x^4+27*q^2*r^3*x^2+144*q^2*r^2*x^3-70*q^2*r*x^4+18*q*r^4*x^2-234* q*r^2*x^4-10*r^4*x^3+20*r^3*x^4+8*a^3*b*c*x+16*a^3*b*p*x+4*a^3*b*q*x+24*a^3*b*r *x+156*a^3*b*x^2+4*a^3*c*g*x+8*a^3*g*p*x+2*a^3*g*q*x+12*a^3*g*r*x+78*a^3*g*x^2+ 24*a^2*b^2*c*x+36*a^2*b^2*p*x+8*a^2*b^2*q*x+64*a^2*b^2*r*x+380*a^2*b^2*x^2+32*a ^2*b*c^2*x+28*a^2*b*c*g*x+68*a^2*b*c*p*x+24*a^2*b*c*q*x+124*a^2*b*c*r*x+720*a^2 *b*c*x^2+46*a^2*b*g*p*x+10*a^2*b*g*q*x+76*a^2*b*g*r*x+500*a^2*b*g*x^2+16*a^2*b* p^2*x+20*a^2*b*p*q*x+54*a^2*b*p*r*x+342*a^2*b*p*x^2+4*a^2*b*q^2*x+46*a^2*b*q*r* x+238*a^2*b*q*x^2+38*a^2*b*r^2*x+474*a^2*b*r*x^2+842*a^2*b*x^3+16*a^2*c^2*g*x-8 *a^2*c^2*p*x-4*a^2*c^2*r*x-68*a^2*c^2*x^2+8*a^2*c*g^2*x+38*a^2*c*g*p*x+12*a^2*c *g*q*x+64*a^2*c*g*r*x+398*a^2*c*g*x^2-8*a^2*c*p^2*x-12*a^2*c*p*q*x-18*a^2*c*p*r *x-42*a^2*c*p*x^2-6*a^2*c*q*r*x-106*a^2*c*q*x^2-10*a^2*c*r^2*x+200*a^2*c*x^3+14 *a^2*g^2*p*x+3*a^2*g^2*q*x+22*a^2*g^2*r*x+155*a^2*g^2*x^2+12*a^2*g*p^2*x+12*a^2 *g*p*q*x+36*a^2*g*p*r*x+204*a^2*g*p*x^2+2*a^2*g*q^2*x+24*a^2*g*q*r*x+138*a^2*g* q*x^2+24*a^2*g*r^2*x+247*a^2*g*r*x^2+367*a^2*g*x^3-8*a^2*p^2*q*x+12*a^2*p^2*x^2 -4*a^2*p*q^2*x-18*a^2*p*q*r*x-54*a^2*p*q*x^2+30*a^2*p*r*x^2+58*a^2*p*x^3-2*a^2* q^2*r*x-36*a^2*q^2*x^2-10*a^2*q*r^2*x-10*a^2*q*r*x^2+154*a^2*q*x^3+14*a^2*r^2*x ^2-10*a^2*r*x^3-44*a^2*x^4+16*a*b^3*c*x+16*a*b^3*p*x+32*a*b^3*r*x+272*a*b^3*x^2 +56*a*b^2*c^2*x+36*a*b^2*c*g*x+116*a*b^2*c*p*x+24*a*b^2*c*q*x+220*a*b^2*c*r*x+ 1428*a*b^2*c*x^2+42*a*b^2*g*p*x+4*a*b^2*g*q*x+80*a*b^2*g*r*x+614*a*b^2*g*x^2+44 *a*b^2*p^2*x+32*a*b^2*p*q*x+156*a*b^2*p*r*x+760*a*b^2*p*x^2+64*a*b^2*q*r*x+490* a*b^2*q*x^2+112*a*b^2*r^2*x+1092*a*b^2*r*x^2+1600*a*b^2*x^3+40*a*b*c^3*x+68*a*b *c^2*g*x+100*a*b*c^2*p*x+36*a*b*c^2*q*x+204*a*b*c^2*r*x+1020*a*b*c^2*x^2+24*a*b *c*g^2*x+144*a*b*c*g*p*x+34*a*b*c*g*q*x+264*a*b*c*g*r*x+1788*a*b*c*g*x^2+38*a*b *c*p^2*x+64*a*b*c*p*q*x+168*a*b*c*p*r*x+616*a*b*c*p*x^2+8*a*b*c*q^2*x+144*a*b*c *q*r*x+638*a*b*c*q*x^2+130*a*b*c*r^2*x+1078*a*b*c*r*x^2+1776*a*b*c*x^3+31*a*b*g ^2*p*x+4*a*b*g^2*q*x+56*a*b*g^2*r*x+431*a*b*g^2*x^2+52*a*b*g*p^2*x+40*a*b*g*p*q *x+173*a*b*g*p*r*x+975*a*b*g*p*x^2+2*a*b*g*q^2*x+83*a*b*g*q*r*x+616*a*b*g*q*x^2 +121*a*b*g*r^2*x+1318*a*b*g*r*x^2+2064*a*b*g*x^3-4*a*b*p^3*x+11*a*b*p^2*q*x-9*a *b*p^2*r*x-30*a*b*p^2*x^2+12*a*b*p*q^2*x+66*a*b*p*q*r*x+86*a*b*p*q*x^2-6*a*b*p* r^2*x-3*a*b*p*r*x^2+315*a*b*p*x^3+24*a*b*q^2*r*x+97*a*b*q^2*x^2+55*a*b*q*r^2*x+ 302*a*b*q*r*x^2+469*a*b*q*x^3-a*b*r^3*x+28*a*b*r^2*x^2+642*a*b*r*x^3+414*a*b*x^ 4+20*a*c^3*g*x-16*a*c^3*p*x-8*a*c^3*r*x-244*a*c^3*x^2+20*a*c^2*g^2*x+54*a*c^2*g *p*x+18*a*c^2*g*q*x+104*a*c^2*g*r*x+606*a*c^2*g*x^2-30*a*c^2*p^2*x-24*a*c^2*p*q *x-60*a*c^2*p*r*x-432*a*c^2*p*x^2-12*a*c^2*q*r*x-456*a*c^2*q*x^2-30*a*c^2*r^2*x -280*a*c^2*r*x^2+222*a*c^2*x^3+5*a*c*g^3*x+45*a*c*g^2*p*x+11*a*c*g^2*q*x+78*a*c *g^2*r*x+556*a*c*g^2*x^2+30*a*c*g*p^2*x+30*a*c*g*p*q*x+105*a*c*g*p*r*x+537*a*c* g*p*x^2+4*a*c*g*q^2*x+71*a*c*g*q*r*x+372*a*c*g*q*x^2+75*a*c*g*r^2*x+709*a*c*g*r *x^2+1107*a*c*g*x^3-12*a*c*p^3*x-39*a*c*p^2*q*x-45*a*c*p^2*r*x-138*a*c*p^2*x^2-\ 8*a*c*p*q^2*x-78*a*c*p*q*r*x-666*a*c*p*q*x^2-54*a*c*p*r^2*x-177*a*c*p*r*x^2+469 *a*c*p*x^3-4*a*c*q^2*r*x-249*a*c*q^2*x^2-39*a*c*q*r^2*x-460*a*c*q*r*x^2+39*a*c* q*x^3-21*a*c*r^3*x-38*a*c*r^2*x^2+774*a*c*r*x^3+468*a*c*x^4+7*a*g^3*p*x+a*g^3*q *x+12*a*g^3*r*x+96*a*g^3*x^2+17*a*g^2*p^2*x+13*a*g^2*p*q*x+52*a*g^2*p*r*x+314*a *g^2*p*x^2+a*g^2*q^2*x+26*a*g^2*q*r*x+195*a*g^2*q*x^2+35*a*g^2*r^2*x+391*a*g^2* r*x^2+605*a*g^2*x^3+4*a*g*p^3*x+6*a*g*p^2*q*x+18*a*g*p^2*r*x+93*a*g*p^2*x^2+4*a *g*p*q^2*x+33*a*g*p*q*r*x+125*a*g*p*q*x^2+24*a*g*p*r^2*x+186*a*g*p*r*x^2+255*a* g*p*x^3+11*a*g*q^2*r*x+51*a*g*q^2*x^2+27*a*g*q*r^2*x+230*a*g*q*r*x^2+389*a*g*q* x^3+10*a*g*r^3*x+80*a*g*r^2*x^2+132*a*g*r*x^3+2*a*g*x^4-12*a*p^3*q*x+18*a*p^3*x ^2-9*a*p^2*q^2*x-45*a*p^2*q*r*x-177*a*p^2*q*x^2+81*a*p^2*r*x^2+188*a*p^2*x^3-18 *a*p*q^2*r*x-209*a*p*q^2*x^2-54*a*p*q*r^2*x-273*a*p*q*r*x^2+152*a*p*q*x^3+99*a* p*r^2*x^2+286*a*p*r*x^3+51*a*p*x^4-41*a*q^3*x^2-9*a*q^2*r^2*x-159*a*q^2*r*x^2-\ 54*a*q^2*x^3-21*a*q*r^3*x-82*a*q*r^2*x^2+579*a*q*r*x^3+417*a*q*x^4+36*a*r^3*x^2 +18*a*r^2*x^3-234*a*r*x^4+48*b^4*x^2+16*b^3*c^2*x+8*b^3*c*g*x+32*b^3*c*p*x+64*b ^3*c*r*x+612*b^3*c*x^2+8*b^3*g*p*x+16*b^3*g*r*x+196*b^3*g*x^2+12*b^3*p^2*x+48*b ^3*p*r*x+334*b^3*p*x^2+168*b^3*q*x^2+36*b^3*r^2*x+500*b^3*r*x^2+758*b^3*x^3+32* b^2*c^3*x+40*b^2*c^2*g*x+88*b^2*c^2*p*x+16*b^2*c^2*q*x+172*b^2*c^2*r*x+1168*b^2 *c^2*x^2+12*b^2*c*g^2*x+76*b^2*c*g*p*x+8*b^2*c*g*q*x+150*b^2*c*g*r*x+1242*b^2*c *g*x^2+58*b^2*c*p^2*x+40*b^2*c*p*q*x+216*b^2*c*p*r*x+1022*b^2*c*p*x^2+80*b^2*c* q*r*x+804*b^2*c*q*x^2+158*b^2*c*r^2*x+1564*b^2*c*r*x^2+1912*b^2*c*x^3+12*b^2*g^ 2*p*x+24*b^2*g^2*r*x+236*b^2*g^2*x^2+28*b^2*g*p^2*x+12*b^2*g*p*q*x+106*b^2*g*p* r*x+663*b^2*g*p*x^2+24*b^2*g*q*r*x+366*b^2*g*q*x^2+78*b^2*g*r^2*x+966*b^2*g*r*x ^2+1557*b^2*g*x^3+11*b^2*p^3*x+18*b^2*p^2*q*x+57*b^2*p^2*r*x+188*b^2*p^2*x^2+72 *b^2*p*q*r*x+381*b^2*p*q*x^2+81*b^2*p*r^2*x+542*b^2*p*r*x^2+551*b^2*p*x^3+144*b ^2*q^2*x^2+54*b^2*q*r^2*x+610*b^2*q*r*x^2+609*b^2*q*x^3+35*b^2*r^3*x+358*b^2*r^ 2*x^2+910*b^2*r*x^3+458*b^2*x^4+16*b*c^4*x+40*b*c^3*g*x+48*b*c^3*p*x+16*b*c^3*q *x+104*b*c^3*r*x+428*b*c^3*x^2+28*b*c^2*g^2*x+108*b*c^2*g*p*x+24*b*c^2*g*q*x+ 210*b*c^2*g*r*x+1422*b*c^2*g*x^2+24*b*c^2*p^2*x+44*b*c^2*p*q*x+126*b*c^2*p*r*x+ 160*b*c^2*p*x^2+4*b*c^2*q^2*x+98*b*c^2*q*r*x+418*b*c^2*q*x^2+102*b*c^2*r^2*x+ 600*b*c^2*r*x^2+482*b*c^2*x^3+6*b*c*g^3*x+54*b*c*g^2*p*x+8*b*c*g^2*q*x+103*b*c* g^2*r*x+830*b*c*g^2*x^2+67*b*c*g*p^2*x+54*b*c*g*p*q*x+247*b*c*g*p*r*x+1277*b*c* g*p*x^2+2*b*c*g*q^2*x+113*b*c*g*q*r*x+929*b*c*g*q*x^2+180*b*c*g*r^2*x+1852*b*c* g*r*x^2+2681*b*c*g*x^3-6*b*c*p^3*x+19*b*c*p^2*q*x-3*b*c*p^2*r*x-254*b*c*p^2*x^2 +12*b*c*p*q^2*x+102*b*c*p*q*r*x-48*b*c*p*q*x^2+12*b*c*p*r^2*x-389*b*c*p*r*x^2-\ 501*b*c*p*x^3+24*b*c*q^2*r*x+179*b*c*q^2*x^2+83*b*c*q*r^2*x+344*b*c*q*r*x^2-319 *b*c*q*x^3+9*b*c*r^3*x-118*b*c*r^2*x^2+106*b*c*r*x^3+468*b*c*x^4+6*b*g^3*p*x+12 *b*g^3*r*x+113*b*g^3*x^2+21*b*g^2*p^2*x+12*b*g^2*p*q*x+73*b*g^2*p*r*x+460*b*g^2 *p*x^2+24*b*g^2*q*r*x+261*b*g^2*q*x^2+52*b*g^2*r^2*x+630*b*g^2*r*x^2+1047*b*g^2 *x^3+10*b*g*p^3*x+18*b*g*p^2*q*x+52*b*g*p^2*r*x+236*b*g*p^2*x^2+4*b*g*p*q^2*x+ 80*b*g*p*q*r*x+403*b*g*p*q*x^2+74*b*g*p*r^2*x+628*b*g*p*r*x^2+859*b*g*p*x^3+8*b *g*q^2*r*x+148*b*g*q^2*x^2+62*b*g*q*r^2*x+670*b*g*q*r*x^2+907*b*g*q*x^3+32*b*g* r^3*x+388*b*g*r^2*x^2+1142*b*g*r*x^3+504*b*g*x^4-4*b*p^4*x-b*p^3*q*x-21*b*p^3*r *x-111*b*p^3*x^2+6*b*p^2*q^2*x+6*b*p^2*q*r*x-180*b*p^2*q*x^2-39*b*p^2*r^2*x-384 *b*p^2*r*x^2-391*b*p^2*x^3+24*b*p*q^2*r*x-6*b*p*q^2*x^2+15*b*p*q*r^2*x-309*b*p* q*r*x^2-625*b*p*q*x^3-31*b*p*r^3*x-435*b*p*r^2*x^2-779*b*p*r*x^3-200*b*p*x^4+36 *b*q^3*x^2+18*b*q^2*r^2*x+67*b*q^2*r*x^2-252*b*q^2*x^3+8*b*q*r^3*x-113*b*q*r^2* x^2-245*b*q*r*x^3+166*b*q*x^4-9*b*r^4*x-162*b*r^3*x^2-380*b*r^2*x^3-234*b*r*x^4 +8*c^4*g*x-8*c^4*p*x-4*c^4*r*x-176*c^4*x^2+12*c^3*g^2*x+24*c^3*g*p*x+8*c^3*g*q* x+52*c^3*g*r*x+244*c^3*g*x^2-22*c^3*p^2*x-12*c^3*p*q*x-42*c^3*p*r*x-480*c^3*p*x ^2-6*c^3*q*r*x-350*c^3*q*x^2-20*c^3*r^2*x-368*c^3*r*x^2-392*c^3*x^3+6*c^2*g^3*x +34*c^2*g^2*p*x+8*c^2*g^2*q*x+63*c^2*g^2*r*x+452*c^2*g^2*x^2+15*c^2*g*p^2*x+18* c^2*g*p*q*x+69*c^2*g*p*r*x+230*c^2*g*p*x^2+2*c^2*g*q^2*x+47*c^2*g*q*r*x+173*c^2 *g*q*x^2+54*c^2*g*r^2*x+430*c^2*g*r*x^2+676*c^2*g*x^3-17*c^2*p^3*x-31*c^2*p^2*q *x-60*c^2*p^2*r*x-358*c^2*p^2*x^2-4*c^2*p*q^2*x-60*c^2*p*q*r*x-855*c^2*p*q*x^2-\ 69*c^2*p*r^2*x-613*c^2*p*r*x^2-170*c^2*p*x^3-2*c^2*q^2*r*x-213*c^2*q^2*x^2-29*c ^2*q*r^2*x-686*c^2*q*r*x^2-1060*c^2*q*x^3-26*c^2*r^3*x-234*c^2*r^2*x^2+450*c^2* r*x^3+698*c^2*x^4+c*g^4*x+12*c*g^3*p*x+2*c*g^3*q*x+22*c*g^3*r*x+181*c*g^3*x^2+ 23*c*g^2*p^2*x+18*c*g^2*p*q*x+77*c*g^2*p*r*x+447*c*g^2*p*x^2+c*g^2*q^2*x+37*c*g ^2*q*r*x+294*c*g^2*q*x^2+54*c*g^2*r^2*x+579*c*g^2*r*x^2+894*c*g^2*x^3+2*c*g*p^3 *x+3*c*g*p^2*q*x+16*c*g*p^2*r*x+47*c*g*p^2*x^2+4*c*g*p*q^2*x+39*c*g*p*q*r*x-14* c*g*p*q*x^2+26*c*g*p*r^2*x+147*c*g*p*r*x^2+329*c*g*p*x^3+11*c*g*q^2*r*x+36*c*g* q^2*x^2+36*c*g*q*r^2*x+210*c*g*q*r*x^2+234*c*g*q*x^3+12*c*g*r^3*x+89*c*g*r^2*x^ 2+358*c*g*r*x^3+197*c*g*x^4-4*c*p^4*x-21*c*p^3*q*x-21*c*p^3*r*x-69*c*p^3*x^2-9* c*p^2*q^2*x-75*c*p^2*q*r*x-537*c*p^2*q*x^2-39*c*p^2*r^2*x-159*c*p^2*r*x^2+205*c *p^2*x^3-18*c*p*q^2*r*x-419*c*p*q^2*x^2-87*c*p*q*r^2*x-972*c*p*q*r*x^2-733*c*p* q*x^3-31*c*p*r^3*x-108*c*p*r^2*x^2+755*c*p*r*x^3+583*c*p*x^4-41*c*q^3*x^2-9*c*q ^2*r^2*x-362*c*q^2*r*x^2-756*c*q^2*x^3-33*c*q*r^3*x-393*c*q*r^2*x^2+198*c*q*r*x ^3+813*c*q*x^4-9*c*r^4*x-18*c*r^3*x^2+502*c*r^2*x^3+584*c*r*x^4+g^4*p*x+2*g^4*r *x+19*g^4*x^2+5*g^3*p^2*x+3*g^3*p*q*x+16*g^3*p*r*x+106*g^3*p*x^2+6*g^3*q*r*x+60 *g^3*q*x^2+11*g^3*r^2*x+136*g^3*r*x^2+229*g^3*x^3+4*g^2*p^3*x+6*g^2*p^2*q*x+18* g^2*p^2*r*x+97*g^2*p^2*x^2+2*g^2*p*q^2*x+25*g^2*p*q*r*x+137*g^2*p*q*x^2+24*g^2* p*r^2*x+220*g^2*p*r*x^2+306*g^2*p*x^3+4*g^2*q^2*r*x+45*g^2*q^2*x^2+19*g^2*q*r^2 *x+205*g^2*q*r*x^2+317*g^2*q*x^3+10*g^2*r^3*x+117*g^2*r^2*x^2+300*g^2*r*x^3+107 *g^2*x^4-2*g*p^3*q*x-2*g*p^2*q*r*x-55*g*p^2*q*x^2-20*g*p^2*r*x^2-16*g*p^2*x^3+6 *g*p*q^2*r*x-33*g*p*q^2*x^2+2*g*p*q*r^2*x-61*g*p*q*r*x^2-42*g*p*q*x^3-53*g*p*r^ 2*x^2-236*g*p*r*x^3-149*g*p*x^4+4*g*q^3*x^2+6*g*q^2*r^2*x+19*g*q^2*r*x^2-38*g*q ^2*x^3+2*g*q*r^3*x-2*g*q*r^2*x^2+110*g*q*r*x^3+95*g*q*x^4-33*g*r^3*x^2-279*g*r^ 2*x^3-419*g*r*x^4-4*p^4*q*x+6*p^4*x^2-4*p^3*q^2*x-21*p^3*q*r*x-90*p^3*q*x^2+39* p^3*r*x^2+96*p^3*x^3-15*p^2*q^2*r*x-153*p^2*q^2*x^2-39*p^2*q*r^2*x-249*p^2*q*r* x^2-61*p^2*q*x^3+78*p^2*r^2*x^2+297*p^2*r*x^3+117*p^2*x^4-57*p*q^3*x^2-18*p*q^2 *r^2*x-297*p*q^2*r*x^2-319*p*q^2*x^3-31*p*q*r^3*x-213*p*q*r^2*x^2+256*p*q*r*x^3 +349*p*q*x^4+63*p*r^3*x^2+234*p*r^2*x^3+29*p*r*x^4-55*q^3*r*x^2-162*q^3*x^3-7*q ^2*r^3*x-131*q^2*r^2*x^2-50*q^2*r*x^3+232*q^2*x^4-9*q*r^4*x-54*q*r^3*x^2+349*q* r^2*x^3+555*q*r*x^4+18*r^4*x^2+30*r^3*x^3-180*r^2*x^4-4*a^3*b*p-4*a^3*b*r-68*a^ 3*b*x-2*a^3*g*p-2*a^3*g*r-34*a^3*g*x-8*a^2*b^2*p-8*a^2*b^2*r-148*a^2*b^2*x-16*a ^2*b*c*p-16*a^2*b*c*r-276*a^2*b*c*x-10*a^2*b*g*p-10*a^2*b*g*r-192*a^2*b*g*x-4*a ^2*b*p^2-4*a^2*b*p*q-8*a^2*b*p*r-122*a^2*b*p*x-4*a^2*b*q*r-76*a^2*b*q*x-4*a^2*b *r^2-126*a^2*b*r*x-578*a^2*b*x^2+20*a^2*c^2*x-8*a^2*c*g*p-8*a^2*c*g*r-148*a^2*c *g*x+2*a^2*c*p^2+4*a^2*c*p*r+22*a^2*c*p*x+30*a^2*c*q*x+2*a^2*c*r^2+18*a^2*c*r*x -160*a^2*c*x^2-3*a^2*g^2*p-3*a^2*g^2*r-59*a^2*g^2*x-3*a^2*g*p^2-2*a^2*g*p*q-6*a ^2*g*p*r-76*a^2*g*p*x-2*a^2*g*q*r-43*a^2*g*q*x-3*a^2*g*r^2-74*a^2*g*r*x-247*a^2 *g*x^2+2*a^2*p^2*q-8*a^2*p^2*x+4*a^2*p*q*r+26*a^2*p*q*x-18*a^2*p*r*x-66*a^2*p*x ^2+10*a^2*q^2*x+2*a^2*q*r^2+20*a^2*q*r*x-122*a^2*q*x^2-10*a^2*r^2*x-20*a^2*r*x^ 2+108*a^2*x^3-64*a*b^3*x-16*a*b^2*c*p-16*a*b^2*c*r-460*a*b^2*c*x-4*a*b^2*g*p-4* a*b^2*g*r-170*a*b^2*g*x-12*a*b^2*p^2-24*a*b^2*p*r-318*a*b^2*p*x-124*a*b^2*q*x-\ 12*a*b^2*r^2-368*a*b^2*r*x-1130*a*b^2*x^2-20*a*b*c^2*p-20*a*b*c^2*r-408*a*b*c^2 *x-22*a*b*c*g*p-22*a*b*c*g*r-570*a*b*c*g*x-14*a*b*c*p^2-8*a*b*c*p*q-28*a*b*c*p* r-288*a*b*c*p*x-8*a*b*c*q*r-258*a*b*c*q*x-14*a*b*c*r^2-336*a*b*c*r*x-1038*a*b*c *x^2-4*a*b*g^2*p-4*a*b*g^2*r-127*a*b*g^2*x-13*a*b*g*p^2-2*a*b*g*p*q-26*a*b*g*p* r-378*a*b*g*p*x-2*a*b*g*q*r-155*a*b*g*q*x-13*a*b*g*r^2-415*a*b*g*r*x-1453*a*b*g *x^2+a*b*p^3-6*a*b*p^2*q+3*a*b*p^2*r+38*a*b*p^2*x-12*a*b*p*q*r-81*a*b*p*q*x+3*a *b*p*r^2+108*a*b*p*r*x+59*a*b*p*x^2-46*a*b*q^2*x-6*a*b*q*r^2-118*a*b*q*r*x-177* a*b*q*x^2+a*b*r^3+70*a*b*r^2*x+43*a*b*r*x^2-466*a*b*x^3+40*a*c^3*x-10*a*c^2*g*p -10*a*c^2*g*r-214*a*c^2*g*x+4*a*c^2*p^2+8*a*c^2*p*r+126*a*c^2*p*x+60*a*c^2*q*x+ 4*a*c^2*r^2+96*a*c^2*r*x-90*a*c^2*x^2-7*a*c*g^2*p-7*a*c*g^2*r-175*a*c*g^2*x-8*a *c*g*p^2-4*a*c*g*p*q-16*a*c*g*p*r-204*a*c*g*p*x-4*a*c*g*q*r-124*a*c*g*q*x-8*a*c *g*r^2-211*a*c*g*r*x-684*a*c*g*x^2+3*a*c*p^3+4*a*c*p^2*q+9*a*c*p^2*r+54*a*c*p^2 *x+8*a*c*p*q*r+183*a*c*p*q*x+9*a*c*p*r^2+96*a*c*p*r*x-375*a*c*p*x^2+20*a*c*q^2* x+4*a*c*q*r^2+138*a*c*q*r*x+99*a*c*q*x^2+3*a*c*r^3+42*a*c*r^2*x-461*a*c*r*x^2-\ 976*a*c*x^3-a*g^3*p-a*g^3*r-29*a*g^3*x-4*a*g^2*p^2-a*g^2*p*q-8*a*g^2*p*r-117*a* g^2*p*x-a*g^2*q*r-49*a*g^2*q*x-4*a*g^2*r^2-121*a*g^2*r*x-423*a*g^2*x^2-a*g*p^3-\ 2*a*g*p^2*q-3*a*g*p^2*r-27*a*g*p^2*x-4*a*g*p*q*r-52*a*g*p*q*x-3*a*g*p*r^2-33*a* g*p*r*x-66*a*g*p*x^2-18*a*g*q^2*x-2*a*g*q*r^2-68*a*g*q*r*x-220*a*g*q*x^2-a*g*r^ 3-6*a*g*r^2*x+72*a*g*r*x^2+190*a*g*x^3+3*a*p^3*q-12*a*p^3*x+9*a*p^2*q*r+75*a*p^ 2*q*x-45*a*p^2*r*x-204*a*p^2*x^2+49*a*p*q^2*x+9*a*p*q*r^2+138*a*p*q*r*x-93*a*p* q*x^2-54*a*p*r^2*x-345*a*p*r*x^2-137*a*p*x^3+38*a*q^2*r*x+100*a*q^2*x^2+3*a*q*r ^3+63*a*q*r^2*x-289*a*q*r*x^2-893*a*q*x^3-21*a*r^3*x-118*a*r^2*x^2+368*a*r*x^3+ 366*a*x^4-120*b^3*c*x-32*b^3*g*x-84*b^3*p*x-108*b^3*r*x-456*b^3*x^2-8*b^2*c^2*p -8*b^2*c^2*r-340*b^2*c^2*x-4*b^2*c*g*p-4*b^2*c*g*r-294*b^2*c*g*x-12*b^2*c*p^2-\ 24*b^2*c*p*r-414*b^2*c*p*x-152*b^2*c*q*x-12*b^2*c*r^2-484*b^2*c*r*x-1390*b^2*c* x^2-48*b^2*g^2*x-4*b^2*g*p^2-8*b^2*g*p*r-202*b^2*g*p*x-48*b^2*g*q*x-4*b^2*g*r^2 -246*b^2*g*r*x-950*b^2*g*x^2-4*b^2*p^3-12*b^2*p^2*r-111*b^2*p^2*x-126*b^2*p*q*x -12*b^2*p*r^2-234*b^2*p*r*x-478*b^2*p*x^2-162*b^2*q*r*x-468*b^2*q*x^2-4*b^2*r^3 -123*b^2*r^2*x-538*b^2*r*x^2-710*b^2*x^3-8*b*c^3*p-8*b*c^3*r-200*b*c^3*x-12*b*c ^2*g*p-12*b*c^2*g*r-422*b*c^2*g*x-10*b*c^2*p^2-4*b*c^2*p*q-20*b*c^2*p*r-194*b*c ^2*p*x-4*b*c^2*q*r-182*b*c^2*q*x-10*b*c^2*r^2-250*b*c^2*r*x-408*b*c^2*x^2-4*b*c *g^2*p-4*b*c*g^2*r-209*b*c*g^2*x-15*b*c*g*p^2-2*b*c*g*p*q-30*b*c*g*p*r-478*b*c* g*p*x-2*b*c*g*q*r-215*b*c*g*q*x-15*b*c*g*r^2-547*b*c*g*r*x-1743*b*c*g*x^2-b*c*p ^3-6*b*c*p^2*q-3*b*c*p^2*r+52*b*c*p^2*x-12*b*c*p*q*r-151*b*c*p*q*x-3*b*c*p*r^2+ 120*b*c*p*r*x+557*b*c*p*x^2-46*b*c*q^2*x-6*b*c*q*r^2-212*b*c*q*r*x-39*b*c*q*x^2 -b*c*r^3+68*b*c*r^2*x+499*b*c*r*x^2-216*b*c*x^3-24*b*g^3*x-4*b*g^2*p^2-8*b*g^2* p*r-152*b*g^2*p*x-48*b*g^2*q*x-4*b*g^2*r^2-174*b*g^2*r*x-661*b*g^2*x^2-3*b*g*p^ 3-2*b*g*p^2*q-9*b*g*p^2*r-98*b*g*p^2*x-4*b*g*p*q*r-130*b*g*p*q*x-9*b*g*p*r^2-\ 193*b*g*p*r*x-552*b*g*p*x^2-16*b*g*q^2*x-2*b*g*q*r^2-174*b*g*q*r*x-545*b*g*q*x^ 2-3*b*g*r^3-95*b*g*r^2*x-561*b*g*r*x^2-762*b*g*x^3+b*p^4-2*b*p^3*q+4*b*p^3*r+51 *b*p^3*x-6*b*p^2*q*r+6*b*p^2*q*x+6*b*p^2*r^2+174*b*p^2*r*x+427*b*p^2*x^2-42*b*p *q^2*x-6*b*p*q*r^2+9*b*p*q*r*x+391*b*p*q*x^2+4*b*p*r^3+195*b*p*r^2*x+931*b*p*r* x^2+692*b*p*x^3-54*b*q^2*r*x+36*b*q^2*x^2-2*b*q*r^3+3*b*q*r^2*x+323*b*q*r*x^2-\ 16*b*q*x^3+b*r^4+72*b*r^3*x+506*b*r^2*x^2+790*b*r*x^3+366*b*x^4+20*c^4*x-4*c^3* g*p-4*c^3*g*r-100*c^3*g*x+2*c^3*p^2+4*c^3*p*r+104*c^3*p*x+30*c^3*q*x+2*c^3*r^2+ 78*c^3*r*x+214*c^3*x^2-4*c^2*g^2*p-4*c^2*g^2*r-131*c^2*g^2*x-5*c^2*g*p^2-2*c^2* g*p*q-10*c^2*g*p*r-116*c^2*g*p*x-2*c^2*g*q*r-81*c^2*g*q*x-5*c^2*g*r^2-139*c^2*g *r*x-405*c^2*g*x^2+3*c^2*p^3+2*c^2*p^2*q+9*c^2*p^2*r+107*c^2*p^2*x+4*c^2*p*q*r+ 157*c^2*p*q*x+9*c^2*p*r^2+192*c^2*p*r*x+81*c^2*p*x^2+10*c^2*q^2*x+2*c^2*q*r^2+ 118*c^2*q*r*x+581*c^2*q*x^2+3*c^2*r^3+85*c^2*r^2*x-139*c^2*r*x^2-1210*c^2*x^3-c *g^3*p-c*g^3*r-46*c*g^3*x-5*c*g^2*p^2-c*g^2*p*q-10*c*g^2*p*r-156*c*g^2*p*x-c*g^ 2*q*r-72*c*g^2*q*x-5*c*g^2*r^2-167*c*g^2*r*x-556*c*g^2*x^2-c*g*p^3-2*c*g*p^2*q-\ 3*c*g*p^2*r-21*c*g*p^2*x-4*c*g*p*q*r-44*c*g*p*q*x-3*c*g*p*r^2-26*c*g*p*r*x-119* c*g*p*x^2-18*c*g*q^2*x-2*c*g*q*r^2-84*c*g*q*r*x-156*c*g*q*x^2-c*g*r^3-5*c*g*r^2 *x-13*c*g*r*x^2-135*c*g*x^3+c*p^4+3*c*p^3*q+4*c*p^3*r+23*c*p^3*x+9*c*p^2*q*r+ 153*c*p^2*q*x+6*c*p^2*r^2+57*c*p^2*r*x-209*c*p^2*x^2+49*c*p*q^2*x+9*c*p*q*r^2+ 279*c*p*q*r*x+516*c*p*q*x^2+4*c*p*r^3+45*c*p*r^2*x-530*c*p*r*x^2-1189*c*p*x^3+ 38*c*q^2*r*x+388*c*q^2*x^2+3*c*q*r^3+126*c*q*r^2*x+148*c*q*r*x^2-1271*c*q*x^3+c *r^4+11*c*r^3*x-296*c*r^2*x^2-1058*c*r*x^3-272*c*x^4-4*g^4*x-g^3*p^2-2*g^3*p*r-\ 36*g^3*p*x-12*g^3*q*x-g^3*r^2-39*g^3*r*x-150*g^3*x^2-g^2*p^3-g^2*p^2*q-3*g^2*p^ 2*r-34*g^2*p^2*x-2*g^2*p*q*r-42*g^2*p*q*x-3*g^2*p*r^2-61*g^2*p*r*x-173*g^2*p*x^ 2-8*g^2*q^2*x-g^2*q*r^2-53*g^2*q*r*x-175*g^2*q*x^2-g^2*r^3-27*g^2*r^2*x-126*g^2 *r*x^2-118*g^2*x^3+2*g*p^3*x+9*g*p^2*q*x+16*g*p^2*r*x+56*g*p^2*x^2-4*g*p*q^2*x+ 13*g*p*q*r*x+26*g*p*q*x^2+26*g*p*r^2*x+262*g*p*r*x^2+433*g*p*x^3-14*g*q^2*r*x+7 *g*q^2*x^2+4*g*q*r^2*x-21*g*q*r*x^2-170*g*q*x^3+12*g*r^3*x+221*g*r^2*x^2+881*g* r*x^3+495*g*x^4+p^4*q-4*p^4*x+4*p^3*q*r+36*p^3*q*x-21*p^3*r*x-102*p^3*x^2+33*p^ 2*q^2*x+6*p^2*q*r^2+102*p^2*q*r*x+52*p^2*q*x^2-39*p^2*r^2*x-306*p^2*r*x^2-280*p ^2*x^3+63*p*q^2*r*x+225*p*q^2*x^2+4*p*q*r^3+96*p*q*r^2*x-74*p*q*r*x^2-700*p*q*x ^3-31*p*r^3*x-285*p*r^2*x^2-194*p*r*x^3+115*p*x^4+72*q^3*x^2+30*q^2*r^2*x+140*q ^2*r*x^2-270*q^2*x^3+q*r^4+30*q*r^3*x-127*q*r^2*x^2-1001*q*r*x^3-387*q*x^4-9*r^ 4*x-81*r^3*x^2+178*r^2*x^3+526*r*x^4+8*a^3*b+4*a^3*g+16*a^2*b^2+32*a^2*b*c+20*a ^2*b*g+4*a^2*b*p+8*a^2*b*q+4*a^2*b*r+94*a^2*b*x+16*a^2*c*g-4*a^2*c*p-4*a^2*c*r+ 40*a^2*c*x+6*a^2*g^2+4*a^2*g*p+4*a^2*g*q+4*a^2*g*r+37*a^2*g*x+2*a^2*p^2-4*a^2*p *q+4*a^2*p*r+30*a^2*p*x-4*a^2*q*r+30*a^2*q*x+2*a^2*r^2+22*a^2*r*x-84*a^2*x^2+32 *a*b^2*c+8*a*b^2*g+32*a*b^2*p+32*a*b^2*r+278*a*b^2*x+40*a*b*c^2+44*a*b*c*g+24*a *b*c*p+16*a*b*c*q+24*a*b*c*r+146*a*b*c*x+8*a*b*g^2+32*a*b*g*p+4*a*b*g*q+32*a*b* g*r+333*a*b*g*x-14*a*b*p^2+16*a*b*p*q-28*a*b*p*r-187*a*b*p*x+16*a*b*q*r+23*a*b* q*x-14*a*b*r^2-215*a*b*r*x-92*a*b*x^2+20*a*c^2*g-8*a*c^2*p-8*a*c^2*r+6*a*c^2*x+ 14*a*c*g^2+14*a*c*g*p+8*a*c*g*q+14*a*c*g*r+110*a*c*g*x-4*a*c*p^2-8*a*c*p*q-8*a* c*p*r+99*a*c*p*x-8*a*c*q*r-51*a*c*q*x-4*a*c*r^2+87*a*c*r*x+616*a*c*x^2+2*a*g^3+ 9*a*g^2*p+2*a*g^2*q+9*a*g^2*r+92*a*g^2*x-2*a*g*p^2+6*a*g*p*q-4*a*g*p*r-57*a*g*p *x+6*a*g*q*r+45*a*g*q*x-2*a*g*r^2-88*a*g*r*x-311*a*g*x^2+3*a*p^3-8*a*p^2*q+9*a* p^2*r+84*a*p^2*x-16*a*p*q*r+6*a*p*q*x+9*a*p*r^2+156*a*p*r*x+125*a*p*x^2-37*a*q^ 2*x-8*a*q*r^2+21*a*q*r*x+587*a*q*x^2+3*a*r^3+72*a*r^2*x-121*a*r*x^2-738*a*x^3+ 72*b^3*x+16*b^2*c^2+8*b^2*c*g+32*b^2*c*p+32*b^2*c*r+330*b^2*c*x+12*b^2*g*p+12*b ^2*g*r+180*b^2*g*x+12*b^2*p^2+24*b^2*p*r+136*b^2*p*x+108*b^2*q*x+12*b^2*r^2+124 *b^2*r*x+312*b^2*x^2+16*b*c^3+24*b*c^2*g+20*b*c^2*p+8*b*c^2*q+20*b*c^2*r+88*b*c ^2*x+8*b*c*g^2+38*b*c*g*p+4*b*c*g*q+38*b*c*g*r+363*b*c*g*x-8*b*c*p^2+16*b*c*p*q -16*b*c*p*r-261*b*c*p*x+16*b*c*q*r+95*b*c*q*x-8*b*c*r^2-289*b*c*r*x-420*b*c*x^2 +12*b*g^2*p+12*b*g^2*r+140*b*g^2*x+5*b*g*p^2+6*b*g*p*q+10*b*g*p*r+75*b*g*p*x+6* b*g*q*r+100*b*g*q*x+5*b*g*r^2+51*b*g*r*x+260*b*g*x^2-7*b*p^3+6*b*p^2*q-21*b*p^2 *r-173*b*p^2*x+12*b*p*q*r-59*b*p*q*x-21*b*p*r^2-362*b*p*r*x-682*b*p*x^2+36*b*q^ 2*x+6*b*q*r^2-65*b*q*r*x-168*b*q*x^2-7*b*r^3-189*b*r^2*x-728*b*r*x^2-758*b*x^3+ 8*c^3*g-4*c^3*p-4*c^3*r-34*c^3*x+8*c^2*g^2+10*c^2*g*p+4*c^2*g*q+10*c^2*g*r+63*c ^2*g*x-6*c^2*p^2-4*c^2*p*q-12*c^2*p*r-7*c^2*p*x-4*c^2*q*r-81*c^2*q*x-6*c^2*r^2+ c^2*r*x+628*c^2*x^2+2*c*g^3+12*c*g^2*p+2*c*g^2*q+12*c*g^2*r+108*c*g^2*x-2*c*g*p ^2+6*c*g*p*q-4*c*g*p*r-45*c*g*p*x+6*c*g*q*r+39*c*g*q*x-2*c*g*r^2-80*c*g*r*x-127 *c*g*x^2-8*c*p^2*q+79*c*p^2*x-16*c*p*q*r-117*c*p*q*x+154*c*p*r*x+743*c*p*x^2-37 *c*q^2*x-8*c*q*r^2-84*c*q*r*x+551*c*q*x^2+75*c*r^2*x+603*c*r*x^2+396*c*x^3+3*g^ 3*p+3*g^3*r+34*g^3*x+g^2*p^2+3*g^2*p*q+2*g^2*p*r+11*g^2*p*x+3*g^2*q*r+30*g^2*q* x+g^2*r^2-3*g^2*r*x-15*g^2*x^2-g*p^3-3*g*p^2*r-36*g*p^2*x-4*g*p*q*x-3*g*p*r^2-\ 95*g*p*r*x-377*g*p*x^2+4*g*q^2*x-4*g*q*r*x+107*g*q*x^2-g*r^3-59*g*r^2*x-571*g*r *x^2-955*g*x^3+p^4-3*p^3*q+4*p^3*r+40*p^3*x-9*p^2*q*r-17*p^2*q*x+6*p^2*r^2+117* p^2*r*x+211*p^2*x^2-47*p*q^2*x-9*p*q*r^2-17*p*q*r*x+420*p*q*x^2+4*p*r^3+114*p*r ^2*x+241*p*r*x^2-231*p*x^3-41*q^2*r*x+36*q^2*x^2-3*q*r^3+529*q*r*x^2+729*q*x^3+ r^4+37*r^3*x+14*r^2*x^2-798*r*x^3-502*x^4+8*a^2*b+4*a^2*g-4*a^2*p-4*a^2*r+20*a^ 2*x-16*a*b^2+8*a*b*c-12*a*b*g+32*a*b*p-8*a*b*q+32*a*b*r+160*a*b*x+4*a*c*g-4*a*c *p-4*a*c*r-108*a*c*x-2*a*g^2+12*a*g*p-4*a*g*q+12*a*g*r+127*a*g*x-8*a*p^2+4*a*p* q-16*a*p*r-43*a*p*x+4*a*q*r-111*a*q*x-8*a*r^2-17*a*r*x+446*a*x^2-16*b^2*c-8*b^2 *g-8*b^2*p-8*b^2*r-36*b^2*x-16*b*c*g+28*b*c*p-8*b*c*q+28*b*c*r+232*b*c*x-8*b*g^ 2+6*b*g*p-4*b*g*q+6*b*g*r+22*b*g*x+14*b*p^2-4*b*p*q+28*b*p*r+198*b*p*x-4*b*q*r+ 54*b*q*x+14*b*r^2+198*b*r*x+456*b*x^2-92*c^2*x-4*c*g^2+12*c*g*p-4*c*g*q+12*c*g* r+89*c*g*x-6*c*p^2+4*c*p*q-12*c*p*r-141*c*p*x+4*c*q*r-57*c*q*x-6*c*r^2-115*c*r* x-130*c*x^2-2*g^3+4*g^2*p-2*g^2*q+4*g^2*r+34*g^2*x+3*g*p^2+6*g*p*r+95*g*p*x-24* g*q*x+3*g*r^2+111*g*r*x+542*g*x^2-3*p^3+2*p^2*q-9*p^2*r-50*p^2*x+4*p*q*r-69*p*q *x-9*p*r^2-80*p*r*x+138*p*x^2+18*q^2*x+2*q*r^2-75*q*r*x-396*q*x^2-3*r^3-30*r^2* x+334*r*x^2+810*x^3-16*a*b-8*a*g+4*a*p+4*a*r-74*a*x-16*b*c-8*b*g-8*b*p-8*b*r-72 *b*x-8*c*g+4*c*p+4*c*r-2*c*x-4*g^2-2*g*p-2*g*r-82*g*x+2*p^2+4*p*r-22*p*x+54*q*x +2*r^2-34*r*x-360*x^2+36*x)*dx^2-(x-1)^2*x^2*(6*a^2*b*x^2+3*a^2*g*x^2+12*a*b^2* x^2+12*a*b*c*x^2+16*a*b*g*x^2+3*a*b*p*x^2+3*a*b*q*x^2+10*a*b*r*x^2-6*a*c^2*x^2+ 9*a*c*g*x^2-3*a*c*p*x^2-9*a*c*q*x^2+5*a*g^2*x^2+3*a*g*p*x^2+3*a*g*q*x^2+5*a*g*r *x^2-3*a*p*q*x^2-3*a*q^2*x^2+6*b^3*x^2+12*b^2*c*x^2+13*b^2*g*x^2+3*b^2*p*x^2+3* b^2*q*x^2+10*b^2*r*x^2-6*b*c^2*x^2+21*b*c*g*x^2-9*b*c*p*x^2-15*b*c*q*x^2+9*b*g^ 2*x^2+7*b*g*p*x^2+7*b*g*q*x^2+15*b*g*r*x^2-3*b*p^2*x^2-9*b*p*q*x^2-5*b*p*r*x^2-\ 6*b*q^2*x^2-5*b*q*r*x^2-12*c^3*x^2+2*c^2*g*x^2-12*c^2*p*x^2-24*c^2*q*x^2-10*c^2 *r*x^2+8*c*g^2*x^2+c*g*p*x^2-3*c*g*q*x^2+5*c*g*r*x^2-3*c*p^2*x^2-18*c*p*q*x^2-5 *c*p*r*x^2-15*c*q^2*x^2-15*c*q*r*x^2+2*g^3*x^2+3*g^2*p*x^2+3*g^2*q*x^2+5*g^2*r* x^2-2*g*p*q*x^2-2*g*q^2*x^2-3*p^2*q*x^2-6*p*q^2*x^2-5*p*q*r*x^2-3*q^3*x^2-5*q^2 *r*x^2-12*a^2*b*x-6*a^2*g*x-24*a*b^2*x-30*a*b*c*x-30*a*b*g*x-6*a*b*p*x-9*a*b*q* x-13*a*b*r*x-40*a*b*x^2+6*a*c^2*x-18*a*c*g*x+6*a*c*p*x+9*a*c*q*x+3*a*c*r*x-12*a *c*x^2-9*a*g^2*x-6*a*g*p*x-6*a*g*q*x-8*a*g*r*x-17*a*g*x^2+6*a*p*q*x-3*a*p*x^2+3 *a*q^2*x+3*a*q*r*x-9*a*q*x^2-12*b^3*x-42*b^2*c*x-22*b^2*g*x-15*b^2*p*x-18*b^2*q *x-25*b^2*r*x-40*b^2*x^2-24*b*c^2*x-47*b*c*g*x-21*b*c*q*x-15*b*c*r*x-12*b*c*x^2 -14*b*g^2*x-18*b*g*p*x-18*b*g*q*x-28*b*g*r*x-57*b*g*x^2+6*b*p^2*x+3*b*p*q*x+11* b*p*r*x+17*b*p*x^2-6*b*q^2*x-4*b*q*r*x+11*b*q*x^2+5*b*r^2*x+6*c^3*x-13*c^2*g*x+ 15*c^2*p*x+9*c^2*q*x+10*c^2*r*x+16*c^2*x^2-14*c*g^2*x-6*c*g*p*x-9*c*g*q*x-12*c* g*r*x-22*c*g*x^2+6*c*p^2*x+21*c*p*q*x+11*c*p*r*x+2*c*p*x^2+3*c*q^2*x+15*c*q*r*x +30*c*q*x^2+5*c*r^2*x-20*c*r*x^2-3*g^3*x-6*g^2*p*x-5*g^2*q*x-8*g^2*r*x-18*g^2*x ^2+g*p*x^2-2*g*q^2*x-4*g*q*r*x-3*g*q*x^2+5*g*r*x^2+6*p^2*q*x-3*p^2*x^2+6*p*q^2* x+11*p*q*r*x+8*p*q*x^2-5*p*r*x^2+5*q^2*r*x+11*q^2*x^2+5*q*r^2*x-15*q*r*x^2+6*a^ 2*b+3*a^2*g+12*a*b^2+18*a*b*c+14*a*b*g+3*a*b*p+6*a*b*q+3*a*b*r+40*a*b*x+9*a*c*g -3*a*c*p-3*a*c*r+12*a*c*x+4*a*g^2+3*a*g*p+3*a*g*q+3*a*g*r+17*a*g*x-3*a*p*q+6*a* p*x-3*a*q*r+9*a*q*x+3*a*r*x-6*a*x^2+12*b^2*c+4*b^2*g+12*b^2*p+12*b^2*r+70*b^2*x +12*b*c^2+16*b*c*g+9*b*c*p+6*b*c*q+9*b*c*r+36*b*c*x+4*b*g^2+11*b*g*p+2*b*g*q+11 *b*g*r+79*b*g*x-3*b*p^2+6*b*p*q-6*b*p*r-35*b*p*x+6*b*q*r+7*b*q*x-3*b*r^2-35*b*r *x-6*b*x^2+6*c^2*g-3*c^2*p-3*c^2*r-10*c^2*x+5*c*g^2+5*c*g*p+3*c*g*q+5*c*g*r+30* c*g*x-3*c*p^2-3*c*p*q-6*c*p*r-5*c*p*x-3*c*q*r-24*c*q*x-3*c*r^2+68*c*x^2+g^3+3*g ^2*p+g^2*q+3*g^2*r+21*g^2*x+2*g*p*q-6*g*p*x+2*g*q*r+12*g*q*x-12*g*r*x-24*g*x^2-\ 3*p^2*q+6*p^2*x-6*p*q*r-14*p*q*x+11*p*r*x+14*p*x^2-11*q^2*x-3*q*r^2-5*q*r*x+54* q*x^2+5*r^2*x-10*r*x^2-3*a*p-3*a*r+6*a*x-24*b^2-12*b*c-20*b*g+18*b*p-12*b*q+18* b*r+60*b*x-6*c*g+3*c*p+3*c*r-38*c*x-4*g^2+5*g*p-6*g*q+5*g*r+43*g*x-3*p^2+6*p*q-\ 6*p*r-20*p*x+6*q*r-33*q*x-3*r^2-10*r*x+40*x^2-24*b-12*g+6*p+6*r-22*x)*dx^4+(x-1 )*x*(4*a^3*b*x^3+2*a^3*g*x^3+12*a^2*b^2*x^3+24*a^2*b*c*x^3+16*a^2*b*g*x^3+10*a^ 2*b*p*x^3+10*a^2*b*q*x^3+24*a^2*b*r*x^3-4*a^2*c^2*x^3+14*a^2*c*g*x^3-2*a^2*c*p* x^3-6*a^2*c*q*x^3+5*a^2*g^2*x^3+6*a^2*g*p*x^3+6*a^2*g*q*x^3+12*a^2*g*r*x^3-2*a^ 2*p*q*x^3-2*a^2*q^2*x^3+12*a*b^3*x^3+48*a*b^2*c*x^3+26*a*b^2*g*x^3+20*a*b^2*p*x ^3+20*a*b^2*q*x^3+48*a*b^2*r*x^3+16*a*b*c^2*x^3+68*a*b*c*g*x^3+8*a*b*c*p*x^3+48 *a*b*c*r*x^3+18*a*b*g^2*x^3+29*a*b*g*p*x^3+29*a*b*g*q*x^3+64*a*b*g*r*x^3-4*a*b* p*q*x^3+12*a*b*p*r*x^3-4*a*b*q^2*x^3+12*a*b*q*r*x^3+20*a*b*r^2*x^3-24*a*c^3*x^3 +18*a*c^2*g*x^3-24*a*c^2*p*x^3-48*a*c^2*q*x^3-24*a*c^2*r*x^3+23*a*c*g^2*x^3+15* a*c*g*p*x^3+9*a*c*g*q*x^3+36*a*c*g*r*x^3-6*a*c*p^2*x^3-36*a*c*p*q*x^3-12*a*c*p* r*x^3-30*a*c*q^2*x^3-36*a*c*q*r*x^3+4*a*g^3*x^3+10*a*g^2*p*x^3+10*a*g^2*q*x^3+ 20*a*g^2*r*x^3+3*a*g*p^2*x^3+3*a*g*p*q*x^3+12*a*g*p*r*x^3+12*a*g*q*r*x^3+10*a*g *r^2*x^3-6*a*p^2*q*x^3-12*a*p*q^2*x^3-12*a*p*q*r*x^3-6*a*q^3*x^3-12*a*q^2*r*x^3 +4*b^4*x^3+24*b^3*c*x^3+12*b^3*g*x^3+10*b^3*p*x^3+10*b^3*q*x^3+24*b^3*r*x^3+20* b^2*c^2*x^3+54*b^2*c*g*x^3+10*b^2*c*p*x^3+6*b^2*c*q*x^3+48*b^2*c*r*x^3+13*b^2*g ^2*x^3+23*b^2*g*p*x^3+23*b^2*g*q*x^3+52*b^2*g*r*x^3-2*b^2*p*q*x^3+12*b^2*p*r*x^ 3-2*b^2*q^2*x^3+12*b^2*q*r*x^3+20*b^2*r^2*x^3-24*b*c^3*x^3+42*b*c^2*g*x^3-36*b* c^2*p*x^3-60*b*c^2*q*x^3-24*b*c^2*r*x^3+39*b*c*g^2*x^3+31*b*c*g*p*x^3+25*b*c*g* q*x^3+84*b*c*g*r*x^3-18*b*c*p^2*x^3-60*b*c*p*q*x^3-36*b*c*p*r*x^3-42*b*c*q^2*x^ 3-60*b*c*q*r*x^3+6*b*g^3*x^3+17*b*g^2*p*x^3+17*b*g^2*q*x^3+36*b*g^2*r*x^3+5*b*g *p^2*x^3+7*b*g*p*q*x^3+28*b*g*p*r*x^3+2*b*g*q^2*x^3+28*b*g*q*r*x^3+30*b*g*r^2*x ^3-3*b*p^3*x^3-15*b*p^2*q*x^3-12*b*p^2*r*x^3-21*b*p*q^2*x^3-36*b*p*q*r*x^3-10*b *p*r^2*x^3-9*b*q^3*x^3-24*b*q^2*r*x^3-10*b*q*r^2*x^3-24*c^4*x^3-4*c^3*g*x^3-36* c^3*p*x^3-60*c^3*q*x^3-48*c^3*r*x^3+18*c^2*g^2*x^3-4*c^2*g*p*x^3-20*c^2*g*q*x^3 +8*c^2*g*r*x^3-18*c^2*p^2*x^3-72*c^2*p*q*x^3-48*c^2*p*r*x^3-54*c^2*q^2*x^3-96*c ^2*q*r*x^3-20*c^2*r^2*x^3+9*c*g^3*x^3+15*c*g^2*p*x^3+13*c*g^2*q*x^3+32*c*g^2*r* x^3-c*g*p^2*x^3-18*c*g*p*q*x^3+4*c*g*p*r*x^3-17*c*g*q^2*x^3-12*c*g*q*r*x^3+10*c *g*r^2*x^3-3*c*p^3*x^3-27*c*p^2*q*x^3-12*c*p^2*r*x^3-45*c*p*q^2*x^3-72*c*p*q*r* x^3-10*c*p*r^2*x^3-21*c*q^3*x^3-60*c*q^2*r*x^3-30*c*q*r^2*x^3+g^4*x^3+4*g^3*p*x ^3+4*g^3*q*x^3+8*g^3*r*x^3+3*g^2*p^2*x^3+5*g^2*p*q*x^3+12*g^2*p*r*x^3+2*g^2*q^2 *x^3+12*g^2*q*r*x^3+10*g^2*r^2*x^3-4*g*p^2*q*x^3-8*g*p*q^2*x^3-8*g*p*q*r*x^3-4* g*q^3*x^3-8*g*q^2*r*x^3-3*p^3*q*x^3-9*p^2*q^2*x^3-12*p^2*q*r*x^3-9*p*q^3*x^3-24 *p*q^2*r*x^3-10*p*q*r^2*x^3-3*q^4*x^3-12*q^3*r*x^3-10*q^2*r^2*x^3-12*a^3*b*x^2-\ 6*a^3*g*x^2-32*a^2*b^2*x^2-64*a^2*b*c*x^2-42*a^2*b*g*x^2-30*a^2*b*p*x^2-24*a^2* b*q*x^2-58*a^2*b*r*x^2-90*a^2*b*x^3+8*a^2*c^2*x^2-36*a^2*c*g*x^2+6*a^2*c*p*x^2+ 12*a^2*c*q*x^2+2*a^2*c*r*x^2-8*a^2*c*x^3-13*a^2*g^2*x^2-18*a^2*g*p*x^2-14*a^2*g *q*x^2-30*a^2*g*r*x^2-43*a^2*g*x^3+6*a^2*p*q*x^2-2*a^2*p*x^3+4*a^2*q^2*x^2+2*a^ 2*q*r*x^2-6*a^2*q*x^3-28*a*b^3*x^2-136*a*b^2*c*x^2-60*a*b^2*g*x^2-64*a*b^2*p*x^ 2-52*a*b^2*q*x^2-128*a*b^2*r*x^2-180*a*b^2*x^3-88*a*b*c^2*x^2-172*a*b*c*g*x^2-\ 48*a*b*c*p*x^2-56*a*b*c*q*x^2-146*a*b*c*r*x^2-196*a*b*c*x^3-41*a*b*g^2*x^2-85*a *b*g*p*x^2-66*a*b*g*q*x^2-157*a*b*g*r*x^2-236*a*b*g*x^3-4*a*b*p*q*x^2-24*a*b*p* r*x^2-49*a*b*p*x^3-8*a*b*q^2*x^2-47*a*b*q*r*x^2-57*a*b*q*x^3-32*a*b*r^2*x^2-140 *a*b*r*x^3+32*a*c^3*x^2-56*a*c^2*g*x^2+52*a*c^2*p*x^2+60*a*c^2*q*x^2+42*a*c^2*r *x^2+42*a*c^2*x^3-54*a*c*g^2*x^2-47*a*c*g*p*x^2-36*a*c*g*q*x^2-93*a*c*g*r*x^2-\ 135*a*c*g*x^3+18*a*c*p^2*x^2+76*a*c*p*q*x^2+36*a*c*p*r*x^2+9*a*c*p*x^3+34*a*c*q ^2*x^2+63*a*c*q*r*x^2+75*a*c*q*x^3+12*a*c*r^2*x^2-48*a*c*r*x^3-9*a*g^3*x^2-28*a *g^2*p*x^2-21*a*g^2*q*x^2-47*a*g^2*r*x^2-72*a*g^2*x^3-9*a*g*p^2*x^2-11*a*g*p*q* x^2-30*a*g*p*r*x^2-42*a*g*p*x^3-5*a*g*q^2*x^2-33*a*g*q*r*x^2-48*a*g*q*x^3-22*a* g*r^2*x^2-58*a*g*r*x^3+18*a*p^2*q*x^2-6*a*p^2*x^3+24*a*p*q^2*x^2+36*a*p*q*r*x^2 +21*a*p*q*x^3-12*a*p*r*x^3+6*a*q^3*x^2+21*a*q^2*r*x^2+27*a*q^2*x^3+12*a*q*r^2*x ^2-36*a*q*r*x^3-8*b^4*x^2-72*b^3*c*x^2-24*b^3*g*x^2-34*b^3*p*x^2-28*b^3*q*x^2-\ 70*b^3*r*x^2-90*b^3*x^3-120*b^2*c^2*x^2-136*b^2*c*g*x^2-86*b^2*c*p*x^2-100*b^2* c*q*x^2-208*b^2*c*r*x^2-188*b^2*c*x^3-26*b^2*g^2*x^2-65*b^2*g*p*x^2-50*b^2*g*q* x^2-129*b^2*g*r*x^2-193*b^2*g*x^3-12*b^2*p^2*x^2-34*b^2*p*q*x^2-63*b^2*p*r*x^2-\ 47*b^2*p*x^3-24*b^2*q^2*x^2-88*b^2*q*r*x^2-51*b^2*q*x^3-60*b^2*r^2*x^2-140*b^2* r*x^3-32*b*c^3*x^2-144*b*c^2*g*x^2+8*b*c^2*p*x^2-36*b*c^2*q*x^2-84*b*c^2*r*x^2+ 42*b*c^2*x^3-88*b*c*g^2*x^2-115*b*c*g*p*x^2-108*b*c*g*q*x^2-248*b*c*g*r*x^2-315 *b*c*g*x^3+30*b*c*p^2*x^2+32*b*c*p*q*x^2+30*b*c*p*r*x^2+99*b*c*p*x^3-22*b*c*q^2 *x^2-51*b*c*q*r*x^2+165*b*c*q*x^3-20*b*c*r^2*x^2-48*b*c*r*x^3-12*b*g^3*x^2-44*b *g^2*p*x^2-32*b*g^2*q*x^2-81*b*g^2*r*x^2-132*b*g^2*x^3-20*b*g*p^2*x^2-39*b*g*p* q*x^2-84*b*g*p*r*x^2-102*b*g*p*x^3-22*b*g*q^2*x^2-99*b*g*q*r*x^2-108*b*g*q*x^3-\ 72*b*g*r^2*x^2-198*b*g*r*x^3+9*b*p^3*x^2+24*b*p^2*q*x^2+33*b*p^2*r*x^2+39*b*p^2 *x^3+9*b*p*q^2*x^2+39*b*p*q*r*x^2+111*b*p*q*x^3+34*b*p*r^2*x^2+58*b*p*r*x^3-6*b *q^3*x^2-9*b*q^2*r*x^2+72*b*q^2*x^3+4*b*q*r^2*x^2+34*b*q*r*x^3+10*b*r^3*x^2+24* c^4*x^2-20*c^3*g*x^2+60*c^3*p*x^2+48*c^3*q*x^2+54*c^3*r*x^2+132*c^3*x^3-46*c^2* g^2*x^2-14*c^2*g*p*x^2-14*c^2*g*q*x^2-59*c^2*g*r*x^2-50*c^2*g*x^3+42*c^2*p^2*x^ 2+108*c^2*p*q*x^2+93*c^2*p*r*x^2+120*c^2*p*x^3+30*c^2*q^2*x^2+99*c^2*q*r*x^2+ 276*c^2*q*x^3+40*c^2*r^2*x^2+44*c^2*r*x^3-19*c*g^3*x^2-42*c*g^2*p*x^2-33*c*g^2* q*x^2-77*c*g^2*r*x^2-116*c*g^2*x^3-2*c*g*p^2*x^2+10*c*g*p*q*x^2-24*c*g*p*r*x^2-\ 27*c*g*p*x^3-4*c*g*q^2*x^2-33*c*g*q*r*x^2+17*c*g*q*x^3-28*c*g*r^2*x^2-78*c*g*r* x^3+9*c*p^3*x^2+60*c*p^2*q*x^2+33*c*p^2*r*x^2+21*c*p^2*x^3+57*c*p*q^2*x^2+135*c *p*q*r*x^2+198*c*p*q*x^3+34*c*p*r^2*x^2-2*c*p*r*x^3+6*c*q^3*x^2+54*c*q^2*r*x^2+ 177*c*q^2*x^3+60*c*q*r^2*x^2+90*c*q*r*x^3+10*c*r^3*x^2-40*c*r^2*x^3-2*g^4*x^2-\ 10*g^3*p*x^2-7*g^3*q*x^2-17*g^3*r*x^2-29*g^3*x^3-9*g^2*p^2*x^2-14*g^2*p*q*x^2-\ 30*g^2*p*r*x^2-42*g^2*p*x^3-6*g^2*q^2*x^2-30*g^2*q*r*x^2-44*g^2*q*x^3-22*g^2*r^ 2*x^2-62*g^2*r*x^3+7*g*p^2*q*x^2-g*p^2*x^3+6*g*p*q^2*x^2+6*g*p*q*r*x^2+20*g*p*q *x^3+4*g*p*r*x^3-g*q^3*x^2-4*g*q^2*r*x^2+21*g*q^2*x^3-6*g*q*r^2*x^2-12*g*q*r*x^ 3+10*g*r^2*x^3+9*p^3*q*x^2-3*p^3*x^3+18*p^2*q^2*x^2+33*p^2*q*r*x^2+30*p^2*q*x^3 -12*p^2*r*x^3+9*p*q^3*x^2+42*p*q^2*r*x^2+69*p*q^2*x^3+34*p*q*r^2*x^2+22*p*q*r*x ^3-10*p*r^2*x^3+9*q^3*r*x^2+36*q^3*x^3+20*q^2*r^2*x^2+34*q^2*r*x^3+10*q*r^3*x^2 -30*q*r^2*x^3+12*a^3*b*x+6*a^3*g*x+28*a^2*b^2*x+56*a^2*b*c*x+36*a^2*b*g*x+30*a^ 2*b*p*x+18*a^2*b*q*x+44*a^2*b*r*x+194*a^2*b*x^2-4*a^2*c^2*x+30*a^2*c*g*x-6*a^2* c*p*x-6*a^2*c*q*x-4*a^2*c*r*x+16*a^2*c*x^2+11*a^2*g^2*x+18*a^2*g*p*x+10*a^2*g*q *x+24*a^2*g*r*x+93*a^2*g*x^2-6*a^2*p*q*x+6*a^2*p*x^2-2*a^2*q^2*x-4*a^2*q*r*x+12 *a^2*q*x^2+2*a^2*r*x^2-4*a^2*x^3+16*a*b^3*x+104*a*b^2*c*x+38*a*b^2*g*x+68*a*b^2 *p*x+32*a*b^2*q*x+104*a*b^2*r*x+378*a*b^2*x^2+92*a*b*c^2*x+126*a*b*c*g*x+72*a*b *c*p*x+64*a*b*c*q*x+130*a*b*c*r*x+428*a*b*c*x^2+27*a*b*g^2*x+83*a*b*g*p*x+39*a* b*g*q*x+120*a*b*g*r*x+485*a*b*g*x^2+20*a*b*p*q*x+12*a*b*p*r*x+81*a*b*p*x^2+12*a *b*q^2*x+47*a*b*q*r*x+112*a*b*q*x^2+12*a*b*r^2*x+174*a*b*r*x^2+234*a*b*x^3-8*a* c^3*x+48*a*c^2*g*x-32*a*c^2*p*x-12*a*c^2*q*x-22*a*c^2*r*x-72*a*c^2*x^2+38*a*c*g ^2*x+49*a*c*g*p*x+31*a*c*g*q*x+74*a*c*g*r*x+274*a*c*g*x^2-18*a*c*p^2*x-44*a*c*p *q*x-36*a*c*p*r*x-25*a*c*p*x^2-4*a*c*q^2*x-31*a*c*q*r*x-132*a*c*q*x^2-18*a*c*r^ 2*x+42*a*c*r*x^2+156*a*c*x^3+6*a*g^3*x+26*a*g^2*p*x+12*a*g^2*q*x+35*a*g^2*r*x+ 146*a*g^2*x^2+9*a*g*p^2*x+13*a*g*p*q*x+24*a*g*p*r*x+82*a*g*p*x^2+5*a*g*q^2*x+26 *a*g*q*r*x+90*a*g*q*x^2+15*a*g*r^2*x+88*a*g*r*x^2+70*a*g*x^3-18*a*p^2*q*x+18*a* p^2*x^2-12*a*p*q^2*x-36*a*p*q*r*x-53*a*p*q*x^2+36*a*p*r*x^2+33*a*p*x^3-9*a*q^2* r*x-50*a*q^2*x^2-18*a*q*r^2*x+21*a*q*r*x^2+123*a*q*x^3+12*a*r^2*x^2-24*a*r*x^3+ 32*b^3*c*x+8*b^3*g*x+24*b^3*p*x+36*b^3*r*x+184*b^3*x^2+84*b^2*c^2*x+74*b^2*c*g* x+100*b^2*c*p*x+40*b^2*c*q*x+154*b^2*c*r*x+544*b^2*c*x^2+12*b^2*g^2*x+50*b^2*g* p*x+12*b^2*g*q*x+76*b^2*g*r*x+360*b^2*g*x^2+24*b^2*p^2*x+36*b^2*p*q*x+75*b^2*p* r*x+179*b^2*p*x^2+54*b^2*q*r*x+204*b^2*q*x^2+51*b^2*r^2*x+290*b^2*r*x^2+238*b^2 *x^3+48*b*c^3*x+102*b*c^2*g*x+50*b*c^2*p*x+46*b*c^2*q*x+100*b*c^2*r*x+188*b*c^2 *x^2+51*b*c*g^2*x+115*b*c*g*p*x+55*b*c*g*q*x+177*b*c*g*r*x+686*b*c*g*x^2-6*b*c* p^2*x+40*b*c*p*q*x+18*b*c*p*r*x-99*b*c*p*x^2+12*b*c*q^2*x+79*b*c*q*r*x+52*b*c*q *x^2+24*b*c*r^2*x+62*b*c*r*x^2+156*b*c*x^3+6*b*g^3*x+35*b*g^2*p*x+12*b*g^2*q*x+ 51*b*g^2*r*x+238*b*g^2*x^2+25*b*g*p^2*x+36*b*g*p*q*x+76*b*g*p*r*x+246*b*g*p*x^2 +4*b*g*q^2*x+60*b*g*q*r*x+244*b*g*q*x^2+51*b*g*r^2*x+356*b*g*r*x^2+312*b*g*x^3-\ 9*b*p^3*x-3*b*p^2*q*x-30*b*p^2*r*x-99*b*p^2*x^2+12*b*p*q^2*x+9*b*p*q*r*x-126*b* p*q*x^2-33*b*p*r^2*x-193*b*p*r*x^2-88*b*p*x^3+18*b*q^2*r*x-6*b*q^2*x^2+12*b*q*r ^2*x-49*b*q*r*x^2+2*b*q*x^3-12*b*r^3*x-90*b*r^2*x^2-24*b*r*x^3-4*c^4*x+24*c^3*g *x-26*c^3*p*x-6*c^3*q*x-18*c^3*r*x-148*c^3*x^2+31*c^2*g^2*x+29*c^2*g*p*x+21*c^2 *g*q*x+53*c^2*g*r*x+160*c^2*g*x^2-30*c^2*p^2*x-38*c^2*p*q*x-57*c^2*p*r*x-200*c^ 2*p*x^2-2*c^2*q^2*x-27*c^2*q*r*x-294*c^2*q*x^2-27*c^2*r^2*x-106*c^2*r*x^2+94*c^ 2*x^3+11*c*g^3*x+37*c*g^2*p*x+18*c*g^2*q*x+53*c*g^2*r*x+221*c*g^2*x^2+7*c*g*p^2 *x+13*c*g*p*q*x+28*c*g*p*r*x+75*c*g*p*x^2+5*c*g*q^2*x+35*c*g*q*r*x+65*c*g*q*x^2 +21*c*g*r^2*x+124*c*g*r*x^2+135*c*g*x^3-9*c*p^3*x-39*c*p^2*q*x-30*c*p^2*r*x-45* c*p^2*x^2-12*c*p*q^2*x-75*c*p*q*r*x-329*c*p*q*x^2-33*c*p*r^2*x-37*c*p*r*x^2+125 *c*p*x^3-9*c*q^2*r*x-170*c*q^2*x^2-36*c*q*r^2*x-204*c*q*r*x^2+63*c*q*x^3-12*c*r ^3*x+10*c*r^2*x^2+232*c*r*x^3+g^4*x+8*g^3*p*x+3*g^3*q*x+11*g^3*r*x+52*g^3*x^2+9 *g^2*p^2*x+11*g^2*p*q*x+24*g^2*p*r*x+87*g^2*p*x^2+2*g^2*q^2*x+18*g^2*q*r*x+78*g ^2*q*x^2+15*g^2*r^2*x+104*g^2*r*x^2+89*g^2*x^3-2*g*p^2*q*x-2*g*p^2*x^2+2*g*p*q^ 2*x+4*g*p*q*r*x-16*g*p*q*x^2-24*g*p*r*x^2-23*g*p*x^3+6*g*q^2*r*x+6*g*q*r^2*x+28 *g*q*r*x^2+37*g*q*x^3-28*g*r^2*x^2-86*g*r*x^3-9*p^3*q*x+9*p^3*x^2-9*p^2*q^2*x-\ 30*p^2*q*r*x-69*p^2*q*x^2+33*p^2*r*x^2+39*p^2*x^3-18*p*q^2*r*x-108*p*q^2*x^2-33 *p*q*r^2*x-88*p*q*r*x^2+47*p*q*x^3+34*p*r^2*x^2+46*p*r*x^3-30*q^3*x^2-9*q^2*r^2 *x-80*q^2*r*x^2+8*q^2*x^3-12*q*r^3*x-10*q*r^2*x^2+186*q*r*x^3+10*r^3*x^2-20*r^2 *x^3-4*a^3*b-2*a^3*g-8*a^2*b^2-16*a^2*b*c-10*a^2*b*g-10*a^2*b*p-4*a^2*b*q-10*a^ 2*b*r-118*a^2*b*x-8*a^2*c*g+2*a^2*c*p+2*a^2*c*r-8*a^2*c*x-3*a^2*g^2-6*a^2*g*p-2 *a^2*g*q-6*a^2*g*r-57*a^2*g*x+2*a^2*p*q-6*a^2*p*x+2*a^2*q*r-6*a^2*q*x-4*a^2*r*x +8*a^2*x^2-16*a*b^2*c-4*a*b^2*g-24*a*b^2*p-24*a*b^2*r-242*a*b^2*x-20*a*b*c^2-22 *a*b*c*g-32*a*b*c*p-8*a*b*c*q-32*a*b*c*r-282*a*b*c*x-4*a*b*g^2-27*a*b*g*p-2*a*b *g*q-27*a*b*g*r-297*a*b*g*x-12*a*b*p*q-15*a*b*p*x-12*a*b*q*r-77*a*b*q*x-17*a*b* r*x-246*a*b*x^2-10*a*c^2*g+4*a*c^2*p+4*a*c^2*r+30*a*c^2*x-7*a*c*g^2-17*a*c*g*p-\ 4*a*c*g*q-17*a*c*g*r-164*a*c*g*x+6*a*c*p^2+4*a*c*p*q+12*a*c*p*r+23*a*c*p*x+4*a* c*q*r+57*a*c*q*x+6*a*c*r^2+13*a*c*r*x-240*a*c*x^2-a*g^3-8*a*g^2*p-a*g^2*q-8*a*g ^2*r-87*a*g^2*x-3*a*g*p^2-5*a*g*p*q-6*a*g*p*r-38*a*g*p*x-5*a*g*q*r-53*a*g*q*x-3 *a*g*r^2-28*a*g*r*x-51*a*g*x^2+6*a*p^2*q-18*a*p^2*x+12*a*p*q*r+43*a*p*q*x-36*a* p*r*x-77*a*p*x^2+23*a*q^2*x+6*a*q*r^2+26*a*q*r*x-192*a*q*x^2-18*a*r^2*x+90*a*x^ 3-72*b^3*x-8*b^2*c^2-4*b^2*c*g-24*b^2*c*p-24*b^2*c*r-334*b^2*c*x-8*b^2*g*p-8*b^ 2*g*r-164*b^2*g*x-12*b^2*p^2-24*b^2*p*r-168*b^2*p*x-108*b^2*q*x-12*b^2*r^2-192* b^2*r*x-376*b^2*x^2-8*b*c^3-12*b*c^2*g-22*b*c^2*p-4*b*c^2*q-22*b*c^2*r-200*b*c^ 2*x-4*b*c*g^2-31*b*c*g*p-2*b*c*g*q-31*b*c*g*r-389*b*c*g*x-6*b*c*p^2-12*b*c*p*q-\ 12*b*c*p*r-b*c*p*x-12*b*c*q*r-149*b*c*q*x-6*b*c*r^2-27*b*c*r*x-84*b*c*x^2-8*b*g ^2*p-8*b*g^2*r-118*b*g^2*x-10*b*g*p^2-4*b*g*p*q-20*b*g*p*r-168*b*g*p*x-4*b*g*q* r-116*b*g*q*x-10*b*g*r^2-185*b*g*r*x-452*b*g*x^2+3*b*p^3-6*b*p^2*q+9*b*p^2*r+81 *b*p^2*x-12*b*p*q*r-3*b*p*q*x+9*b*p*r^2+177*b*p*r*x+274*b*p*x^2-36*b*q^2*x-6*b* q*r^2-21*b*q*r*x+52*b*q*x^2+3*b*r^3+96*b*r^2*x+270*b*r*x^2+90*b*x^3-4*c^3*g+2*c ^3*p+2*c^3*r+38*c^3*x-4*c^2*g^2-11*c^2*g*p-2*c^2*g*q-11*c^2*g*r-109*c^2*g*x+6*c ^2*p^2+2*c^2*p*q+12*c^2*p*r+89*c^2*p*x+2*c^2*q*r+63*c^2*q*x+6*c^2*r^2+65*c^2*r* x-104*c^2*x^2-c*g^3-10*c*g^2*p-c*g^2*q-10*c*g^2*r-118*c*g^2*x-4*c*g*p^2-5*c*g*p *q-8*c*g*p*r-51*c*g*p*x-5*c*g*q*r-65*c*g*q*x-4*c*g*r^2-52*c*g*r*x-140*c*g*x^2+3 *c*p^3+6*c*p^2*q+9*c*p^2*r+27*c*p^2*x+12*c*p*q*r+142*c*p*q*x+9*c*p*r^2+45*c*p*r *x-199*c*p*x^2+23*c*q^2*x+6*c*q*r^2+107*c*q*r*x-6*c*q*x^2+3*c*r^3+18*c*r^2*x-\ 250*c*r*x^2-304*c*x^3-2*g^3*p-2*g^3*r-27*g^3*x-3*g^2*p^2-2*g^2*p*q-6*g^2*p*r-50 *g^2*p*x-2*g^2*q*r-35*g^2*q*x-3*g^2*r^2-49*g^2*r*x-114*g^2*x^2-g*p^2*q+7*g*p^2* x-2*g*p*q*r-9*g*p*q*x+28*g*p*r*x+89*g*p*x^2-10*g*q^2*x-g*q*r^2-21*g*q*r*x-60*g* q*x^2+21*g*r^2*x+183*g*r*x^2+181*g*x^3+3*p^3*q-9*p^3*x+9*p^2*q*r+48*p^2*q*x-30* p^2*r*x-87*p^2*x^2+39*p*q^2*x+9*p*q*r^2+84*p*q*r*x-56*p*q*x^2-33*p*r^2*x-130*p* r*x^2-31*p*x^3+33*q^2*r*x+42*q^2*x^2+3*q*r^3+36*q*r^2*x-179*q*r*x^2-273*q*x^3-\ 12*r^3*x-30*r^2*x^2+140*r*x^3+14*a^2*b+7*a^2*g+2*a^2*p+2*a^2*r-4*a^2*x+44*a*b^2 +50*a*b*c+48*a*b*g-17*a*b*p+22*a*b*q-17*a*b*r-20*a*b*x+25*a*c*g-7*a*c*p-7*a*c*r +84*a*c*x+13*a*g^2-2*a*g*p+11*a*g*q-2*a*g*r-35*a*g*x+6*a*p^2-11*a*p*q+12*a*p*r+ 55*a*p*x-11*a*q*r+69*a*q*x+6*a*r^2+35*a*r*x-136*a*x^2+44*b^2*c+16*b^2*g+36*b^2* p+36*b^2*r+180*b^2*x+36*b*c^2+56*b*c*g+b*c*p+22*b*c*q+b*c*r-56*b*c*x+16*b*g^2+ 24*b*g*p+8*b*g*q+24*b*g*r+162*b*g*x-21*b*p^2+18*b*p*q-42*b*p*r-228*b*p*x+18*b*q *r-6*b*q*x-21*b*r^2-240*b*r*x-304*b*x^2+18*c^2*g-9*c^2*p-9*c^2*r+28*c^2*x+17*c* g^2+3*c*g*p+11*c*g*q+3*c*g*r+9*c*g*x-3*c*p^2-11*c*p*q-6*c*p*r+79*c*p*x-11*c*q*r -21*c*q*x-3*c*r^2+71*c*r*x+332*c*x^2+4*g^3+5*g^2*p+4*g^2*q+5*g^2*r+28*g^2*x-4*g *p^2+5*g*p*q-8*g*p*r-80*g*p*x+5*g*q*r+36*g*q*x-4*g*r^2-105*g*r*x-320*g*x^2+3*p^ 3-9*p^2*q+9*p^2*r+57*p^2*x-18*p*q*r+3*p*q*x+9*p*r^2+102*p*r*x+61*p*x^2-30*q^2*x -9*q*r^2+21*q*r*x+336*q*x^2+3*r^3+45*r^2*x-90*r*x^2-242*x^3+32*a*b+16*a*g-11*a* p-11*a*r+46*a*x-24*b^2+20*b*c-8*b*g+42*b*p-12*b*q+42*b*r+192*b*x+10*c*g-5*c*p-5 *c*r-74*c*x+2*g^2+14*g*p-6*g*q+14*g*r+142*g*x-9*p^2+6*p*q-18*p*r-36*p*x+6*q*r-\ 90*q*x-9*r^2-12*r*x+264*x^2-24*b-12*g+6*p+6*r-60*x)*dx^3+16*b^4*p*r^2*x-24*a^3* g*p*x^2-48*a^2*b*p^2*x^2+24*a^2*c*p^2*x^2-36*a^2*g*p^2*x^2+24*a^2*p^2*q*x^2+12* a*b*p^3*x^2+36*a*c*p^3*x^2-12*a*g*p^3*x^2+36*a*p^3*q*x^2+96*a^3*b*p*x+48*a^3*g* p*x+96*a^2*b*p^2*x-48*a^2*c*p^2*x+72*a^2*g*p^2*x-48*a^2*p^2*q*x-24*a*b*p^3*x-72 *a*c*p^3*x+24*a*g*p^3*x-72*a*p^3*q*x+32*b^4*c*r^2*x+(16*a^3*b*c*r*x^3+8*a^3*b*p *r*x^3+8*a^3*b*q*r*x^3+12*a^3*b*r^2*x^3+8*a^3*c*g*r*x^3+4*a^3*g*p*r*x^3+4*a^3*g *q*r*x^3+6*a^3*g*r^2*x^3+48*a^2*b^2*c*r*x^3+24*a^2*b^2*p*r*x^3+24*a^2*b^2*q*r*x ^3+36*a^2*b^2*r^2*x^3+48*a^2*b*c^2*r*x^3+64*a^2*b*c*g*r*x^3+40*a^2*b*c*p*r*x^3+ 40*a^2*b*c*q*r*x^3+72*a^2*b*c*r^2*x^3+32*a^2*b*g*p*r*x^3+32*a^2*b*g*q*r*x^3+48* a^2*b*g*r^2*x^3+8*a^2*b*p^2*r*x^3+16*a^2*b*p*q*r*x^3+30*a^2*b*p*r^2*x^3+8*a^2*b *q^2*r*x^3+30*a^2*b*q*r^2*x^3+24*a^2*b*r^3*x^3-16*a^2*c^3*r*x^3+32*a^2*c^2*g*r* x^3-16*a^2*c^2*p*r*x^3-32*a^2*c^2*q*r*x^3-12*a^2*c^2*r^2*x^3+20*a^2*c*g^2*r*x^3 +28*a^2*c*g*p*r*x^3+28*a^2*c*g*q*r*x^3+42*a^2*c*g*r^2*x^3-4*a^2*c*p^2*r*x^3-24* a^2*c*p*q*r*x^3-6*a^2*c*p*r^2*x^3-20*a^2*c*q^2*r*x^3-18*a^2*c*q*r^2*x^3+10*a^2* g^2*p*r*x^3+10*a^2*g^2*q*r*x^3+15*a^2*g^2*r^2*x^3+6*a^2*g*p^2*r*x^3+12*a^2*g*p* q*r*x^3+18*a^2*g*p*r^2*x^3+6*a^2*g*q^2*r*x^3+18*a^2*g*q*r^2*x^3+12*a^2*g*r^3*x^ 3-4*a^2*p^2*q*r*x^3-8*a^2*p*q^2*r*x^3-6*a^2*p*q*r^2*x^3-4*a^2*q^3*r*x^3-6*a^2*q ^2*r^2*x^3+48*a*b^3*c*r*x^3+24*a*b^3*p*r*x^3+24*a*b^3*q*r*x^3+36*a*b^3*r^2*x^3+ 96*a*b^2*c^2*r*x^3+104*a*b^2*c*g*r*x^3+80*a*b^2*c*p*r*x^3+80*a*b^2*c*q*r*x^3+ 144*a*b^2*c*r^2*x^3+52*a*b^2*g*p*r*x^3+52*a*b^2*g*q*r*x^3+78*a*b^2*g*r^2*x^3+16 *a*b^2*p^2*r*x^3+32*a*b^2*p*q*r*x^3+60*a*b^2*p*r^2*x^3+16*a*b^2*q^2*r*x^3+60*a* b^2*q*r^2*x^3+48*a*b^2*r^3*x^3+144*a*b*c^2*g*r*x^3-8*a*b*c^2*p*r*x^3-40*a*b*c^2 *q*r*x^3+48*a*b*c^2*r^2*x^3+72*a*b*c*g^2*r*x^3+124*a*b*c*g*p*r*x^3+124*a*b*c*g* q*r*x^3+204*a*b*c*g*r^2*x^3-8*a*b*c*p^2*r*x^3-48*a*b*c*p*q*r*x^3+24*a*b*c*p*r^2 *x^3-40*a*b*c*q^2*r*x^3+48*a*b*c*r^3*x^3+36*a*b*g^2*p*r*x^3+36*a*b*g^2*q*r*x^3+ 54*a*b*g^2*r^2*x^3+26*a*b*g*p^2*r*x^3+52*a*b*g*p*q*r*x^3+87*a*b*g*p*r^2*x^3+26* a*b*g*q^2*r*x^3+87*a*b*g*q*r^2*x^3+64*a*b*g*r^3*x^3-2*a*b*p^3*r*x^3-14*a*b*p^2* q*r*x^3-22*a*b*p*q^2*r*x^3-12*a*b*p*q*r^2*x^3+12*a*b*p*r^3*x^3-10*a*b*q^3*r*x^3 -12*a*b*q^2*r^2*x^3+12*a*b*q*r^3*x^3+10*a*b*r^4*x^3-48*a*c^4*r*x^3+16*a*c^3*g*r *x^3-72*a*c^3*p*r*x^3-120*a*c^3*q*r*x^3-72*a*c^3*r^2*x^3+52*a*c^2*g^2*r*x^3+24* a*c^2*g*p*r*x^3+54*a*c^2*g*r^2*x^3-36*a*c^2*p^2*r*x^3-144*a*c^2*p*q*r*x^3-72*a* c^2*p*r^2*x^3-108*a*c^2*q^2*r*x^3-144*a*c^2*q*r^2*x^3-24*a*c^2*r^3*x^3+16*a*c*g ^3*r*x^3+46*a*c*g^2*p*r*x^3+46*a*c*g^2*q*r*x^3+69*a*c*g^2*r^2*x^3+12*a*c*g*p^2* r*x^3+45*a*c*g*p*r^2*x^3-12*a*c*g*q^2*r*x^3+27*a*c*g*q*r^2*x^3+36*a*c*g*r^3*x^3 -6*a*c*p^3*r*x^3-54*a*c*p^2*q*r*x^3-18*a*c*p^2*r^2*x^3-90*a*c*p*q^2*r*x^3-108*a *c*p*q*r^2*x^3-12*a*c*p*r^3*x^3-42*a*c*q^3*r*x^3-90*a*c*q^2*r^2*x^3-36*a*c*q*r^ 3*x^3+8*a*g^3*p*r*x^3+8*a*g^3*q*r*x^3+12*a*g^3*r^2*x^3+10*a*g^2*p^2*r*x^3+20*a* g^2*p*q*r*x^3+30*a*g^2*p*r^2*x^3+10*a*g^2*q^2*r*x^3+30*a*g^2*q*r^2*x^3+20*a*g^2 *r^3*x^3+2*a*g*p^3*r*x^3+9*a*g*p^2*r^2*x^3-6*a*g*p*q^2*r*x^3+9*a*g*p*q*r^2*x^3+ 12*a*g*p*r^3*x^3-4*a*g*q^3*r*x^3+12*a*g*q*r^3*x^3+5*a*g*r^4*x^3-6*a*p^3*q*r*x^3 -18*a*p^2*q^2*r*x^3-18*a*p^2*q*r^2*x^3-18*a*p*q^3*r*x^3-36*a*p*q^2*r^2*x^3-12*a *p*q*r^3*x^3-6*a*q^4*r*x^3-18*a*q^3*r^2*x^3-12*a*q^2*r^3*x^3+16*b^4*c*r*x^3+8*b ^4*p*r*x^3+8*b^4*q*r*x^3+12*b^4*r^2*x^3+48*b^3*c^2*r*x^3+48*b^3*c*g*r*x^3+40*b^ 3*c*p*r*x^3+40*b^3*c*q*r*x^3+72*b^3*c*r^2*x^3+24*b^3*g*p*r*x^3+24*b^3*g*q*r*x^3 +36*b^3*g*r^2*x^3+8*b^3*p^2*r*x^3+16*b^3*p*q*r*x^3+30*b^3*p*r^2*x^3+8*b^3*q^2*r *x^3+30*b^3*q*r^2*x^3+24*b^3*r^3*x^3+16*b^2*c^3*r*x^3+112*b^2*c^2*g*r*x^3+8*b^2 *c^2*p*r*x^3-8*b^2*c^2*q*r*x^3+60*b^2*c^2*r^2*x^3+52*b^2*c*g^2*r*x^3+96*b^2*c*g *p*r*x^3+96*b^2*c*g*q*r*x^3+162*b^2*c*g*r^2*x^3-4*b^2*c*p^2*r*x^3-24*b^2*c*p*q* r*x^3+30*b^2*c*p*r^2*x^3-20*b^2*c*q^2*r*x^3+18*b^2*c*q*r^2*x^3+48*b^2*c*r^3*x^3 +26*b^2*g^2*p*r*x^3+26*b^2*g^2*q*r*x^3+39*b^2*g^2*r^2*x^3+20*b^2*g*p^2*r*x^3+40 *b^2*g*p*q*r*x^3+69*b^2*g*p*r^2*x^3+20*b^2*g*q^2*r*x^3+69*b^2*g*q*r^2*x^3+52*b^ 2*g*r^3*x^3-2*b^2*p^3*r*x^3-10*b^2*p^2*q*r*x^3-14*b^2*p*q^2*r*x^3-6*b^2*p*q*r^2 *x^3+12*b^2*p*r^3*x^3-6*b^2*q^3*r*x^3-6*b^2*q^2*r^2*x^3+12*b^2*q*r^3*x^3+10*b^2 *r^4*x^3-48*b*c^4*r*x^3+48*b*c^3*g*r*x^3-88*b*c^3*p*r*x^3-136*b*c^3*q*r*x^3-72* b*c^3*r^2*x^3+84*b*c^2*g^2*r*x^3+56*b*c^2*g*p*r*x^3+32*b*c^2*g*q*r*x^3+126*b*c^ 2*g*r^2*x^3-60*b*c^2*p^2*r*x^3-192*b*c^2*p*q*r*x^3-108*b*c^2*p*r^2*x^3-132*b*c^ 2*q^2*r*x^3-180*b*c^2*q*r^2*x^3-24*b*c^2*r^3*x^3+24*b*c*g^3*r*x^3+74*b*c*g^2*p* r*x^3+74*b*c*g^2*q*r*x^3+117*b*c*g^2*r^2*x^3+20*b*c*g*p^2*r*x^3+16*b*c*g*p*q*r* x^3+93*b*c*g*p*r^2*x^3-4*b*c*g*q^2*r*x^3+75*b*c*g*q*r^2*x^3+84*b*c*g*r^3*x^3-18 *b*c*p^3*r*x^3-90*b*c*p^2*q*r*x^3-54*b*c*p^2*r^2*x^3-126*b*c*p*q^2*r*x^3-180*b* c*p*q*r^2*x^3-36*b*c*p*r^3*x^3-54*b*c*q^3*r*x^3-126*b*c*q^2*r^2*x^3-60*b*c*q*r^ 3*x^3+12*b*g^3*p*r*x^3+12*b*g^3*q*r*x^3+18*b*g^3*r^2*x^3+16*b*g^2*p^2*r*x^3+32* b*g^2*p*q*r*x^3+51*b*g^2*p*r^2*x^3+16*b*g^2*q^2*r*x^3+51*b*g^2*q*r^2*x^3+36*b*g ^2*r^3*x^3+2*b*g*p^3*r*x^3+15*b*g*p^2*r^2*x^3-6*b*g*p*q^2*r*x^3+21*b*g*p*q*r^2* x^3+28*b*g*p*r^3*x^3-4*b*g*q^3*r*x^3+6*b*g*q^2*r^2*x^3+28*b*g*q*r^3*x^3+15*b*g* r^4*x^3-2*b*p^4*r*x^3-14*b*p^3*q*r*x^3-9*b*p^3*r^2*x^3-30*b*p^2*q^2*r*x^3-45*b* p^2*q*r^2*x^3-12*b*p^2*r^3*x^3-26*b*p*q^3*r*x^3-63*b*p*q^2*r^2*x^3-36*b*p*q*r^3 *x^3-5*b*p*r^4*x^3-8*b*q^4*r*x^3-27*b*q^3*r^2*x^3-24*b*q^2*r^3*x^3-5*b*q*r^4*x^ 3-32*c^5*r*x^3-16*c^4*g*r*x^3-64*c^4*p*r*x^3-96*c^4*q*r*x^3-72*c^4*r^2*x^3+24*c ^3*g^2*r*x^3-24*c^3*g*p*r*x^3-56*c^3*g*q*r*x^3-12*c^3*g*r^2*x^3-48*c^3*p^2*r*x^ 3-160*c^3*p*q*r*x^3-108*c^3*p*r^2*x^3-112*c^3*q^2*r*x^3-180*c^3*q*r^2*x^3-48*c^ 3*r^3*x^3+20*c^2*g^3*r*x^3+32*c^2*g^2*p*r*x^3+24*c^2*g^2*q*r*x^3+54*c^2*g^2*r^2 *x^3-12*c^2*g*p^2*r*x^3-72*c^2*g*p*q*r*x^3-12*c^2*g*p*r^2*x^3-60*c^2*g*q^2*r*x^ 3-60*c^2*g*q*r^2*x^3+8*c^2*g*r^3*x^3-16*c^2*p^3*r*x^3-96*c^2*p^2*q*r*x^3-54*c^2 *p^2*r^2*x^3-144*c^2*p*q^2*r*x^3-216*c^2*p*q*r^2*x^3-48*c^2*p*r^3*x^3-64*c^2*q^ 3*r*x^3-162*c^2*q^2*r^2*x^3-96*c^2*q*r^3*x^3-10*c^2*r^4*x^3+4*c*g^4*r*x^3+18*c* g^3*p*r*x^3+18*c*g^3*q*r*x^3+27*c*g^3*r^2*x^3+14*c*g^2*p^2*r*x^3+20*c*g^2*p*q*r *x^3+45*c*g^2*p*r^2*x^3+6*c*g^2*q^2*r*x^3+39*c*g^2*q*r^2*x^3+32*c*g^2*r^3*x^3-2 *c*g*p^3*r*x^3-30*c*g*p^2*q*r*x^3-3*c*g*p^2*r^2*x^3-54*c*g*p*q^2*r*x^3-54*c*g*p *q*r^2*x^3+4*c*g*p*r^3*x^3-26*c*g*q^3*r*x^3-51*c*g*q^2*r^2*x^3-12*c*g*q*r^3*x^3 +5*c*g*r^4*x^3-2*c*p^4*r*x^3-24*c*p^3*q*r*x^3-9*c*p^3*r^2*x^3-60*c*p^2*q^2*r*x^ 3-81*c*p^2*q*r^2*x^3-12*c*p^2*r^3*x^3-56*c*p*q^3*r*x^3-135*c*p*q^2*r^2*x^3-72*c *p*q*r^3*x^3-5*c*p*r^4*x^3-18*c*q^4*r*x^3-63*c*q^3*r^2*x^3-60*c*q^2*r^3*x^3-15* c*q*r^4*x^3+2*g^4*p*r*x^3+2*g^4*q*r*x^3+3*g^4*r^2*x^3+4*g^3*p^2*r*x^3+8*g^3*p*q *r*x^3+12*g^3*p*r^2*x^3+4*g^3*q^2*r*x^3+12*g^3*q*r^2*x^3+8*g^3*r^3*x^3+2*g^2*p^ 3*r*x^3+4*g^2*p^2*q*r*x^3+9*g^2*p^2*r^2*x^3+2*g^2*p*q^2*r*x^3+15*g^2*p*q*r^2*x^ 3+12*g^2*p*r^3*x^3+6*g^2*q^2*r^2*x^3+12*g^2*q*r^3*x^3+5*g^2*r^4*x^3-4*g*p^3*q*r *x^3-12*g*p^2*q^2*r*x^3-12*g*p^2*q*r^2*x^3-12*g*p*q^3*r*x^3-24*g*p*q^2*r^2*x^3-\ 8*g*p*q*r^3*x^3-4*g*q^4*r*x^3-12*g*q^3*r^2*x^3-8*g*q^2*r^3*x^3-2*p^4*q*r*x^3-8* p^3*q^2*r*x^3-9*p^3*q*r^2*x^3-12*p^2*q^3*r*x^3-27*p^2*q^2*r^2*x^3-12*p^2*q*r^3* x^3-8*p*q^4*r*x^3-27*p*q^3*r^2*x^3-24*p*q^2*r^3*x^3-5*p*q*r^4*x^3-2*q^5*r*x^3-9 *q^4*r^2*x^3-12*q^3*r^3*x^3-5*q^2*r^4*x^3-40*a^3*b*c*r*x^2-64*a^3*b*c*x^3-24*a^ 3*b*p*r*x^2-32*a^3*b*p*x^3-20*a^3*b*q*r*x^2-32*a^3*b*q*x^3-32*a^3*b*r^2*x^2-76* a^3*b*r*x^3-20*a^3*c*g*r*x^2-32*a^3*c*g*x^3-12*a^3*g*p*r*x^2-16*a^3*g*p*x^3-10* a^3*g*q*r*x^2-16*a^3*g*q*x^3-16*a^3*g*r^2*x^2-38*a^3*g*r*x^3-136*a^2*b^2*c*r*x^ 2-192*a^2*b^2*c*x^3-76*a^2*b^2*p*r*x^2-96*a^2*b^2*p*x^3-64*a^2*b^2*q*r*x^2-96*a ^2*b^2*q*x^3-108*a^2*b^2*r^2*x^2-228*a^2*b^2*r*x^3-160*a^2*b*c^2*r*x^2-192*a^2* b*c^2*x^3-164*a^2*b*c*g*r*x^2-256*a^2*b*c*g*x^3-132*a^2*b*c*p*r*x^2-160*a^2*b*c *p*x^3-144*a^2*b*c*q*r*x^2-160*a^2*b*c*q*x^3-208*a^2*b*c*r^2*x^2-456*a^2*b*c*r* x^3-94*a^2*b*g*p*r*x^2-128*a^2*b*g*p*x^3-78*a^2*b*g*q*r*x^2-128*a^2*b*g*q*x^3-\ 130*a^2*b*g*r^2*x^2-304*a^2*b*g*r*x^3-24*a^2*b*p^2*r*x^2-32*a^2*b*p^2*x^3-56*a^ 2*b*p*q*r*x^2-64*a^2*b*p*q*x^3-76*a^2*b*p*r^2*x^2-190*a^2*b*p*r*x^3-32*a^2*b*q^ 2*r*x^2-32*a^2*b*q^2*x^3-94*a^2*b*q*r^2*x^2-190*a^2*b*q*r*x^3-54*a^2*b*r^3*x^2-\ 198*a^2*b*r^2*x^3+16*a^2*c^3*r*x^2+64*a^2*c^3*x^3-88*a^2*c^2*g*r*x^2-128*a^2*c^ 2*g*x^3+32*a^2*c^2*p*r*x^2+64*a^2*c^2*p*x^3+32*a^2*c^2*q*r*x^2+128*a^2*c^2*q*x^ 3+20*a^2*c^2*r^2*x^2+44*a^2*c^2*r*x^3-48*a^2*c*g^2*r*x^2-80*a^2*c*g^2*x^3-82*a^ 2*c*g*p*r*x^2-112*a^2*c*g*p*x^3-80*a^2*c*g*q*r*x^2-112*a^2*c*g*q*x^3-114*a^2*c* g*r^2*x^2-258*a^2*c*g*r*x^3+12*a^2*c*p^2*r*x^2+16*a^2*c*p^2*x^3+48*a^2*c*p*q*r* x^2+96*a^2*c*p*q*x^3+20*a^2*c*p*r^2*x^2+14*a^2*c*p*r*x^3+20*a^2*c*q^2*r*x^2+80* a^2*c*q^2*x^3+30*a^2*c*q*r^2*x^2+74*a^2*c*q*r*x^3+6*a^2*c*r^3*x^2-24*a^2*c*r^2* x^3-28*a^2*g^2*p*r*x^2-40*a^2*g^2*p*x^3-23*a^2*g^2*q*r*x^2-40*a^2*g^2*q*x^3-38* a^2*g^2*r^2*x^2-95*a^2*g^2*r*x^3-18*a^2*g*p^2*r*x^2-24*a^2*g*p^2*x^3-36*a^2*g*p *q*r*x^2-48*a^2*g*p*q*x^3-48*a^2*g*p*r^2*x^2-110*a^2*g*p*r*x^3-18*a^2*g*q^2*r*x ^2-24*a^2*g*q^2*x^3-52*a^2*g*q*r^2*x^2-110*a^2*g*q*r*x^3-30*a^2*g*r^3*x^2-93*a^ 2*g*r^2*x^3+12*a^2*p^2*q*r*x^2+16*a^2*p^2*q*x^3-4*a^2*p^2*r*x^3+16*a^2*p*q^2*r* x^2+32*a^2*p*q^2*x^3+20*a^2*p*q*r^2*x^2+22*a^2*p*q*r*x^3-6*a^2*p*r^2*x^3+4*a^2* q^3*r*x^2+16*a^2*q^3*x^3+10*a^2*q^2*r^2*x^2+26*a^2*q^2*r*x^3+6*a^2*q*r^3*x^2-18 *a^2*q*r^2*x^3-152*a*b^3*c*r*x^2-192*a*b^3*c*x^3-80*a*b^3*p*r*x^2-96*a*b^3*p*x^ 3-68*a*b^3*q*r*x^2-96*a*b^3*q*x^3-120*a*b^3*r^2*x^2-228*a*b^3*r*x^3-384*a*b^2*c ^2*r*x^2-384*a*b^2*c^2*x^3-292*a*b^2*c*g*r*x^2-416*a*b^2*c*g*x^3-324*a*b^2*c*p* r*x^2-320*a*b^2*c*p*x^3-348*a*b^2*c*q*r*x^2-320*a*b^2*c*q*x^3-520*a*b^2*c*r^2*x ^2-912*a*b^2*c*r*x^3-158*a*b^2*g*p*r*x^2-208*a*b^2*g*p*x^3-132*a*b^2*g*q*r*x^2-\ 208*a*b^2*g*q*x^3-230*a*b^2*g*r^2*x^2-494*a*b^2*g*r*x^3-64*a*b^2*p^2*r*x^2-64*a *b^2*p^2*x^3-144*a*b^2*p*q*r*x^2-128*a*b^2*p*q*x^3-204*a*b^2*p*r^2*x^2-380*a*b^ 2*p*r*x^3-80*a*b^2*q^2*r*x^2-64*a*b^2*q^2*x^3-240*a*b^2*q*r^2*x^2-380*a*b^2*q*r *x^3-144*a*b^2*r^3*x^2-396*a*b^2*r^2*x^3-192*a*b*c^3*r*x^2-460*a*b*c^2*g*r*x^2-\ 576*a*b*c^2*g*x^3-156*a*b*c^2*p*r*x^2+32*a*b*c^2*p*x^3-248*a*b*c^2*q*r*x^2+160* a*b*c^2*q*x^3-352*a*b*c^2*r^2*x^2-368*a*b*c^2*r*x^3-182*a*b*c*g^2*r*x^2-288*a*b *c*g^2*x^3-404*a*b*c*g*p*r*x^2-496*a*b*c*g*p*x^3-414*a*b*c*g*q*r*x^2-496*a*b*c* g*q*x^3-612*a*b*c*g*r^2*x^2-1276*a*b*c*g*r*x^3-18*a*b*c*p^2*r*x^2+32*a*b*c*p^2* x^3-96*a*b*c*p*q*r*x^2+192*a*b*c*p*q*x^3-152*a*b*c*p*r^2*x^2-200*a*b*c*p*r*x^3-\ 110*a*b*c*q^2*r*x^2+160*a*b*c*q^2*x^3-296*a*b*c*q*r^2*x^2-80*a*b*c*q*r*x^3-150* a*b*c*r^3*x^2-444*a*b*c*r^2*x^3-101*a*b*g^2*p*r*x^2-144*a*b*g^2*p*x^3-83*a*b*g^ 2*q*r*x^2-144*a*b*g^2*q*x^3-143*a*b*g^2*r^2*x^2-342*a*b*g^2*r*x^3-84*a*b*g*p^2* r*x^2-104*a*b*g*p^2*x^3-178*a*b*g*p*q*r*x^2-208*a*b*g*p*q*x^3-248*a*b*g*p*r^2*x ^2-543*a*b*g*p*r*x^3-94*a*b*g*q^2*r*x^2-104*a*b*g*q^2*x^3-281*a*b*g*q*r^2*x^2-\ 543*a*b*g*q*r*x^3-167*a*b*g*r^3*x^2-516*a*b*g*r^2*x^3+6*a*b*p^3*r*x^2+8*a*b*p^3 *x^3+11*a*b*p^2*q*r*x^2+56*a*b*p^2*q*x^3+6*a*b*p^2*r^2*x^2-8*a*b*p^2*r*x^3-12*a *b*p*q^2*r*x^2+88*a*b*p*q^2*x^3-36*a*b*p*q*r^2*x^2+44*a*b*p*q*r*x^3-12*a*b*p*r^ 3*x^2-111*a*b*p*r^2*x^3-17*a*b*q^3*r*x^2+40*a*b*q^3*x^3-62*a*b*q^2*r^2*x^2+52*a *b*q^2*r*x^3-57*a*b*q*r^3*x^2-135*a*b*q*r^2*x^3-12*a*b*r^4*x^2-100*a*b*r^3*x^3+ 40*a*c^4*r*x^2+192*a*c^4*x^3-108*a*c^3*g*r*x^2-64*a*c^3*g*x^3+112*a*c^3*p*r*x^2 +288*a*c^3*p*x^3+92*a*c^3*q*r*x^2+480*a*c^3*q*x^3+80*a*c^3*r^2*x^2+360*a*c^3*r* x^3-138*a*c^2*g^2*r*x^2-208*a*c^2*g^2*x^3-118*a*c^2*g*p*r*x^2-96*a*c^2*g*p*x^3-\ 134*a*c^2*g*q*r*x^2-206*a*c^2*g*r^2*x^2-366*a*c^2*g*r*x^3+82*a*c^2*p^2*r*x^2+ 144*a*c^2*p^2*x^3+216*a*c^2*p*q*r*x^2+576*a*c^2*p*q*x^3+148*a*c^2*p*r^2*x^2+336 *a*c^2*p*r*x^3+74*a*c^2*q^2*r*x^2+432*a*c^2*q^2*x^3+156*a*c^2*q*r^2*x^2+744*a*c ^2*q*r*x^3+54*a*c^2*r^3*x^2+54*a*c^2*r^2*x^3-37*a*c*g^3*r*x^2-64*a*c*g^3*x^3-\ 129*a*c*g^2*p*r*x^2-184*a*c*g^2*p*x^3-124*a*c*g^2*q*r*x^2-184*a*c*g^2*q*x^3-181 *a*c*g^2*r^2*x^2-425*a*c*g^2*r*x^3-44*a*c*g*p^2*r*x^2-48*a*c*g*p^2*x^3-76*a*c*g *p*q*r*x^2-140*a*c*g*p*r^2*x^2-297*a*c*g*p*r*x^3-56*a*c*g*q^2*r*x^2+48*a*c*g*q^ 2*x^3-171*a*c*g*q*r^2*x^2-207*a*c*g*q*r*x^3-99*a*c*g*r^3*x^2-297*a*c*g*r^2*x^3+ 18*a*c*p^3*r*x^2+24*a*c*p^3*x^3+121*a*c*p^2*q*r*x^2+216*a*c*p^2*q*x^3+54*a*c*p^ 2*r^2*x^2+66*a*c*p^2*r*x^3+128*a*c*p*q^2*r*x^2+360*a*c*p*q^2*x^3+220*a*c*p*q*r^ 2*x^2+540*a*c*p*q*r*x^3+48*a*c*p*r^3*x^2-9*a*c*p*r^2*x^3+25*a*c*q^3*r*x^2+168*a *c*q^3*x^3+94*a*c*q^2*r^2*x^2+474*a*c*q^2*r*x^3+81*a*c*q*r^3*x^2+117*a*c*q*r^2* x^3+12*a*c*r^4*x^2-48*a*c*r^3*x^3-21*a*g^3*p*r*x^2-32*a*g^3*p*x^3-17*a*g^3*q*r* x^2-32*a*g^3*q*x^3-29*a*g^3*r^2*x^2-76*a*g^3*r*x^3-29*a*g^2*p^2*r*x^2-40*a*g^2* p^2*x^3-57*a*g^2*p*q*r*x^2-80*a*g^2*p*q*x^3-78*a*g^2*p*r^2*x^2-184*a*g^2*p*r*x^ 3-28*a*g^2*q^2*r*x^2-40*a*g^2*q^2*x^3-83*a*g^2*q*r^2*x^2-184*a*g^2*q*r*x^3-49*a *g^2*r^3*x^2-156*a*g^2*r^2*x^3-6*a*g*p^3*r*x^2-8*a*g*p^3*x^3-8*a*g*p^2*q*r*x^2-\ 24*a*g*p^2*r^2*x^2-57*a*g*p^2*r*x^3-10*a*g*p*q^2*r*x^2+24*a*g*p*q^2*x^3-44*a*g* p*q*r^2*x^2-69*a*g*p*q*r*x^3-30*a*g*p*r^3*x^2-90*a*g*p*r^2*x^3-8*a*g*q^3*r*x^2+ 16*a*g*q^3*x^3-35*a*g*q^2*r^2*x^2-12*a*g*q^2*r*x^3-39*a*g*q*r^3*x^2-108*a*g*q*r ^2*x^3-12*a*g*r^4*x^2-38*a*g*r^3*x^3+18*a*p^3*q*r*x^2+24*a*p^3*q*x^3-6*a*p^3*r* x^3+39*a*p^2*q^2*r*x^2+72*a*p^2*q^2*x^3+54*a*p^2*q*r^2*x^2+84*a*p^2*q*r*x^3-18* a*p^2*r^2*x^3+24*a*p*q^3*r*x^2+72*a*p*q^3*x^3+72*a*p*q^2*r^2*x^2+186*a*p*q^2*r* x^3+48*a*p*q*r^3*x^2+27*a*p*q*r^2*x^3-12*a*p*r^3*x^3+3*a*q^4*r*x^2+24*a*q^4*x^3 +18*a*q^3*r^2*x^2+96*a*q^3*r*x^3+27*a*q^2*r^3*x^2+45*a*q^2*r^2*x^3+12*a*q*r^4*x ^2-36*a*q*r^3*x^3-56*b^4*c*r*x^2-64*b^4*c*x^3-28*b^4*p*r*x^2-32*b^4*p*x^3-24*b^ 4*q*r*x^2-32*b^4*q*x^3-44*b^4*r^2*x^2-76*b^4*r*x^3-224*b^3*c^2*r*x^2-192*b^3*c^ 2*x^3-148*b^3*c*g*r*x^2-192*b^3*c*g*x^3-192*b^3*c*p*r*x^2-160*b^3*c*p*x^3-204*b ^3*c*q*r*x^2-160*b^3*c*q*x^3-312*b^3*c*r^2*x^2-456*b^3*c*r*x^3-76*b^3*g*p*r*x^2 -96*b^3*g*p*x^3-64*b^3*g*q*r*x^2-96*b^3*g*q*x^3-116*b^3*g*r^2*x^2-228*b^3*g*r*x ^3-40*b^3*p^2*r*x^2-32*b^3*p^2*x^3-88*b^3*p*q*r*x^2-64*b^3*p*q*x^3-128*b^3*p*r^ 2*x^2-190*b^3*p*r*x^3-48*b^3*q^2*r*x^2-32*b^3*q^2*x^3-146*b^3*q*r^2*x^2-190*b^3 *q*r*x^3-90*b^3*r^3*x^2-198*b^3*r^2*x^3-256*b^2*c^3*r*x^2-64*b^2*c^3*x^3-412*b^ 2*c^2*g*r*x^2-448*b^2*c^2*g*x^3-264*b^2*c^2*p*r*x^2-32*b^2*c^2*p*x^3-356*b^2*c^ 2*q*r*x^2+32*b^2*c^2*q*x^3-492*b^2*c^2*r^2*x^2-412*b^2*c^2*r*x^3-142*b^2*c*g^2* r*x^2-208*b^2*c*g^2*x^3-356*b^2*c*g*p*r*x^2-384*b^2*c*g*p*x^3-368*b^2*c*g*q*r*x ^2-384*b^2*c*g*q*x^3-562*b^2*c*g*r^2*x^2-1018*b^2*c*g*r*x^3-74*b^2*c*p^2*r*x^2+ 16*b^2*c*p^2*x^3-232*b^2*c*p*q*r*x^2+96*b^2*c*p*q*x^3-300*b^2*c*p*r^2*x^2-214*b ^2*c*p*r*x^3-174*b^2*c*q^2*r*x^2+80*b^2*c*q^2*x^3-454*b^2*c*q*r^2*x^2-154*b^2*c *q*r*x^3-240*b^2*c*r^3*x^2-420*b^2*c*r^2*x^3-75*b^2*g^2*p*r*x^2-104*b^2*g^2*p*x ^3-62*b^2*g^2*q*r*x^2-104*b^2*g^2*q*x^3-111*b^2*g^2*r^2*x^2-247*b^2*g^2*r*x^3-\ 74*b^2*g*p^2*r*x^2-80*b^2*g*p^2*x^3-158*b^2*g*p*q*r*x^2-160*b^2*g*p*q*x^3-230*b ^2*g*p*r^2*x^2-433*b^2*g*p*r*x^3-84*b^2*g*q^2*r*x^2-80*b^2*g*q^2*x^3-259*b^2*g* q*r^2*x^2-433*b^2*g*q*r*x^3-159*b^2*g*r^3*x^2-423*b^2*g*r^2*x^3-3*b^2*p^3*r*x^2 +8*b^2*p^3*x^3-28*b^2*p^2*q*r*x^2+40*b^2*p^2*q*x^3-30*b^2*p^2*r^2*x^2-4*b^2*p^2 *r*x^3-55*b^2*p*q^2*r*x^2+56*b^2*p*q^2*x^3-128*b^2*p*q*r^2*x^2+22*b^2*p*q*r*x^3 -57*b^2*p*r^3*x^2-105*b^2*p*r^2*x^3-30*b^2*q^3*r*x^2+24*b^2*q^3*x^3-108*b^2*q^2 *r^2*x^2+26*b^2*q^2*r*x^3-108*b^2*q*r^3*x^2-117*b^2*q*r^2*x^3-30*b^2*r^4*x^2-\ 100*b^2*r^3*x^3-64*b*c^4*r*x^2+192*b*c^4*x^3-300*b*c^3*g*r*x^2-192*b*c^3*g*x^3-\ 16*b*c^3*p*r*x^2+352*b*c^3*p*x^3-116*b*c^3*q*r*x^2+544*b*c^3*q*x^3-160*b*c^3*r^ 2*x^2+360*b*c^3*r*x^3-252*b*c^2*g^2*r*x^2-336*b*c^2*g^2*x^3-332*b*c^2*g*p*r*x^2 -224*b*c^2*g*p*x^3-400*b*c^2*g*q*r*x^2-128*b*c^2*g*q*x^3-574*b*c^2*g*r^2*x^2-\ 822*b*c^2*g*r*x^3+56*b*c^2*p^2*r*x^2+240*b*c^2*p^2*x^3+24*b*c^2*p*q*r*x^2+768*b *c^2*p*q*x^3-4*b*c^2*p*r^2*x^2+564*b*c^2*p*r*x^3-92*b*c^2*q^2*r*x^2+528*b*c^2*q ^2*x^3-192*b*c^2*q*r^2*x^2+972*b*c^2*q*r*x^3-84*b*c^2*r^3*x^2+54*b*c^2*r^2*x^3-\ 59*b*c*g^3*r*x^2-96*b*c*g^3*x^3-226*b*c*g^2*p*r*x^2-296*b*c*g^2*p*x^3-223*b*c*g ^2*q*r*x^2-296*b*c*g^2*q*x^3-339*b*c*g^2*r^2*x^2-729*b*c*g^2*r*x^3-111*b*c*g*p^ 2*r*x^2-80*b*c*g*p^2*x^3-272*b*c*g*p*q*r*x^2-64*b*c*g*p*q*x^3-384*b*c*g*p*r^2*x ^2-601*b*c*g*p*r*x^3-185*b*c*g*q^2*r*x^2+16*b*c*g*q^2*x^3-515*b*c*g*q*r^2*x^2-\ 511*b*c*g*q*r*x^3-284*b*c*g*r^3*x^2-693*b*c*g*r^2*x^3+36*b*c*p^3*r*x^2+72*b*c*p ^3*x^3+95*b*c*p^2*q*r*x^2+360*b*c*p^2*q*x^3+90*b*c*p^2*r^2*x^2+294*b*c*p^2*r*x^ 3+22*b*c*p*q^2*r*x^2+504*b*c*p*q^2*x^3+80*b*c*p*q*r^2*x^2+996*b*c*p*q*r*x^3+54* b*c*p*r^3*x^2+189*b*c*p*r^2*x^3-37*b*c*q^3*r*x^2+216*b*c*q^3*x^3-82*b*c*q^2*r^2 *x^2+702*b*c*q^2*r*x^3-45*b*c*q*r^3*x^2+315*b*c*q*r^2*x^3-48*b*c*r^3*x^3-32*b*g ^3*p*r*x^2-48*b*g^3*p*x^3-26*b*g^3*q*r*x^2-48*b*g^3*q*x^3-46*b*g^3*r^2*x^2-114* b*g^3*r*x^3-49*b*g^2*p^2*r*x^2-64*b*g^2*p^2*x^3-99*b*g^2*p*q*r*x^2-128*b*g^2*p* q*x^3-143*b*g^2*p*r^2*x^2-317*b*g^2*p*r*x^3-50*b*g^2*q^2*r*x^2-64*b*g^2*q^2*x^3 -155*b*g^2*q*r^2*x^2-317*b*g^2*q*r*x^3-95*b*g^2*r^3*x^2-288*b*g^2*r^2*x^3-10*b* g*p^3*r*x^2-8*b*g*p^3*x^3-38*b*g*p^2*q*r*x^2-53*b*g*p^2*r^2*x^2-95*b*g*p^2*r*x^ 3-58*b*g*p*q^2*r*x^2+24*b*g*p*q^2*x^3-156*b*g*p*q*r^2*x^2-145*b*g*p*q*r*x^3-80* b*g*p*r^3*x^2-222*b*g*p*r^2*x^3-30*b*g*q^3*r*x^2+16*b*g*q^3*x^3-118*b*g*q^2*r^2 *x^2-50*b*g*q^2*r*x^3-125*b*g*q*r^3*x^2-240*b*g*q*r^2*x^3-37*b*g*r^4*x^2-138*b* g*r^3*x^3+6*b*p^4*r*x^2+8*b*p^4*x^3+27*b*p^3*q*r*x^2+56*b*p^3*q*x^3+26*b*p^3*r^ 2*x^2+51*b*p^3*r*x^3+30*b*p^2*q^2*r*x^2+120*b*p^2*q^2*x^3+75*b*p^2*q*r^2*x^2+ 255*b*p^2*q*r*x^3+39*b*p^2*r^3*x^2+81*b*p^2*r^2*x^3+3*b*p*q^3*r*x^2+104*b*p*q^3 *x^3+36*b*p*q^2*r^2*x^2+357*b*p*q^2*r*x^3+57*b*p*q*r^3*x^2+225*b*p*q*r^2*x^3+24 *b*p*r^4*x^2+38*b*p*r^3*x^3-6*b*q^4*r*x^2+32*b*q^4*x^3-13*b*q^3*r^2*x^2+153*b*q ^3*r*x^3-3*b*q^2*r^3*x^2+144*b*q^2*r^2*x^3+9*b*q*r^4*x^2+14*b*q*r^3*x^3+5*b*r^5 *x^2+24*c^5*r*x^2+128*c^5*x^3-36*c^4*g*r*x^2+64*c^4*g*x^3+84*c^4*p*r*x^2+256*c^ 4*p*x^3+60*c^4*q*r*x^2+384*c^4*q*x^3+64*c^4*r^2*x^2+392*c^4*r*x^3-90*c^3*g^2*r* x^2-96*c^3*g^2*x^3-28*c^3*g*p*r*x^2+96*c^3*g*p*x^3-56*c^3*g*q*r*x^2+224*c^3*g*q *x^3-96*c^3*g*r^2*x^2+28*c^3*g*r*x^3+90*c^3*p^2*r*x^2+192*c^3*p^2*x^3+192*c^3*p *q*r*x^2+640*c^3*p*q*x^3+168*c^3*p*r^2*x^2+572*c^3*p*r*x^3+54*c^3*q^2*r*x^2+448 *c^3*q^2*x^3+148*c^3*q*r^2*x^2+996*c^3*q*r*x^3+66*c^3*r^3*x^2+252*c^3*r^2*x^3-\ 51*c^2*g^3*r*x^2-80*c^2*g^3*x^3-111*c^2*g^2*p*r*x^2-128*c^2*g^2*p*x^3-117*c^2*g ^2*q*r*x^2-96*c^2*g^2*q*x^3-172*c^2*g^2*r^2*x^2-342*c^2*g^2*r*x^3-c^2*g*p^2*r*x ^2+48*c^2*g*p^2*x^3+2*c^2*g*p*q*r*x^2+288*c^2*g*p*q*x^3-58*c^2*g*p*r^2*x^2+20*c ^2*g*p*r*x^3-37*c^2*g*q^2*r*x^2+240*c^2*g*q^2*x^3-106*c^2*g*q*r^2*x^2+292*c^2*g *q*r*x^3-65*c^2*g*r^3*x^2-126*c^2*g*r^2*x^3+39*c^2*p^3*r*x^2+64*c^2*p^3*x^3+171 *c^2*p^2*q*r*x^2+384*c^2*p^2*q*x^3+120*c^2*p^2*r^2*x^2+270*c^2*p^2*r*x^3+153*c^ 2*p*q^2*r*x^2+576*c^2*p*q^2*x^3+324*c^2*p*q*r^2*x^2+1176*c^2*p*q*r*x^3+111*c^2* p*r^3*x^2+216*c^2*p*r^2*x^3+21*c^2*q^3*r*x^2+256*c^2*q^3*x^3+120*c^2*q^2*r^2*x^ 2+906*c^2*q^2*r*x^3+129*c^2*q*r^3*x^2+540*c^2*q*r^2*x^3+30*c^2*r^4*x^2+4*c^2*r^ 3*x^3-9*c*g^4*r*x^2-16*c*g^4*x^3-48*c*g^3*p*r*x^2-72*c*g^3*p*x^3-45*c*g^3*q*r*x ^2-72*c*g^3*q*x^3-68*c*g^3*r^2*x^2-167*c*g^3*r*x^3-45*c*g^2*p^2*r*x^2-56*c*g^2* p^2*x^3-89*c*g^2*p*q*r*x^2-80*c*g^2*p*q*x^3-131*c*g^2*p*r^2*x^2-281*c*g^2*p*r*x ^3-52*c*g^2*q^2*r*x^2-24*c*g^2*q^2*x^3-152*c*g^2*q*r^2*x^2-251*c*g^2*q*r*x^3-87 *c*g^2*r^3*x^2-252*c*g^2*r^2*x^3+2*c*g*p^3*r*x^2+8*c*g*p^3*x^3+31*c*g*p^2*q*r*x ^2+120*c*g*p^2*q*x^3-5*c*g*p^2*r^2*x^2-c*g*p^2*r*x^3+16*c*g*p*q^2*r*x^2+216*c*g *p*q^2*x^3+4*c*g*p*q*r^2*x^2+270*c*g*p*q*r*x^3-20*c*g*p*r^3*x^2-69*c*g*p*r^2*x^ 3-13*c*g*q^3*r*x^2+104*c*g*q^3*x^3-39*c*g*q^2*r^2*x^2+271*c*g*q^2*r*x^3-39*c*g* q*r^3*x^2+15*c*g*q*r^2*x^3-13*c*g*r^4*x^2-58*c*g*r^3*x^3+6*c*p^4*r*x^2+8*c*p^4* x^3+57*c*p^3*q*r*x^2+96*c*p^3*q*x^3+26*c*p^3*r^2*x^2+37*c*p^3*r*x^3+99*c*p^2*q^ 2*r*x^2+240*c*p^2*q^2*x^3+177*c*p^2*q*r^2*x^2+429*c*p^2*q*r*x^3+39*c*p^2*r^3*x^ 2+27*c*p^2*r^2*x^3+51*c*p*q^3*r*x^2+224*c*p*q^3*x^3+192*c*p*q^2*r^2*x^2+747*c*p *q^2*r*x^3+165*c*p*q*r^3*x^2+378*c*p*q*r^2*x^3+24*c*p*r^4*x^2-22*c*p*r^3*x^3+3* c*q^4*r*x^2+72*c*q^4*x^3+41*c*q^3*r^2*x^2+355*c*q^3*r*x^3+78*c*q^2*r^3*x^2+351* c*q^2*r^2*x^3+45*c*q*r^4*x^2+30*c*q*r^3*x^3+5*c*r^5*x^2-20*c*r^4*x^3-5*g^4*p*r* x^2-8*g^4*p*x^3-4*g^4*q*r*x^2-8*g^4*q*x^3-7*g^4*r^2*x^2-19*g^4*r*x^3-11*g^3*p^2 *r*x^2-16*g^3*p^2*x^3-21*g^3*p*q*r*x^2-32*g^3*p*q*x^3-30*g^3*p*r^2*x^2-74*g^3*p *r*x^3-10*g^3*q^2*r*x^2-16*g^3*q^2*x^3-31*g^3*q*r^2*x^2-74*g^3*q*r*x^3-19*g^3*r ^3*x^2-63*g^3*r^2*x^3-6*g^2*p^3*r*x^2-8*g^2*p^3*x^3-16*g^2*p^2*q*r*x^2-16*g^2*p ^2*q*x^3-24*g^2*p^2*r^2*x^2-55*g^2*p^2*r*x^3-18*g^2*p*q^2*r*x^2-8*g^2*p*q^2*x^3 -53*g^2*p*q*r^2*x^2-95*g^2*p*q*r*x^3-30*g^2*p*r^3*x^2-90*g^2*p*r^2*x^3-8*g^2*q^ 3*r*x^2-34*g^2*q^2*r^2*x^2-40*g^2*q^2*r*x^3-38*g^2*q*r^3*x^2-96*g^2*q*r^2*x^3-\ 12*g^2*r^4*x^2-42*g^2*r^3*x^3+8*g*p^3*q*r*x^2+16*g*p^3*q*x^3-2*g*p^3*r*x^3+14*g *p^2*q^2*r*x^2+48*g*p^2*q^2*x^3+19*g*p^2*q*r^2*x^2+62*g*p^2*q*r*x^3-3*g*p^2*r^2 *x^3+4*g*p*q^3*r*x^2+48*g*p*q^3*x^3+14*g*p*q^2*r^2*x^2+130*g*p*q^2*r*x^3+10*g*p *q*r^3*x^2+36*g*p*q*r^2*x^3+4*g*p*r^3*x^3-2*g*q^4*r*x^2+16*g*q^4*x^3-5*g*q^3*r^ 2*x^2+66*g*q^3*r*x^3-4*g*q^2*r^3*x^2+39*g*q^2*r^2*x^3-g*q*r^4*x^2-12*g*q*r^3*x^ 3+5*g*r^4*x^3+6*p^4*q*r*x^2+8*p^4*q*x^3-2*p^4*r*x^3+18*p^3*q^2*r*x^2+32*p^3*q^2 *x^3+26*p^3*q*r^2*x^2+45*p^3*q*r*x^3-9*p^3*r^2*x^3+18*p^2*q^3*r*x^2+48*p^2*q^3* x^3+57*p^2*q^2*r^2*x^2+147*p^2*q^2*r*x^3+39*p^2*q*r^3*x^2+54*p^2*q*r^2*x^3-12*p ^2*r^3*x^3+6*p*q^4*r*x^2+32*p*q^4*x^3+36*p*q^3*r^2*x^2+151*p*q^3*r*x^3+54*p*q^2 *r^3*x^2+135*p*q^2*r^2*x^3+24*p*q*r^4*x^2+2*p*q*r^3*x^3-5*p*r^4*x^3+8*q^5*x^3+5 *q^4*r^2*x^2+51*q^4*r*x^3+15*q^3*r^3*x^2+72*q^3*r^2*x^3+15*q^2*r^4*x^2+14*q^2*r ^3*x^3+5*q*r^5*x^2-15*q*r^4*x^3+32*a^3*b*c*r*x+144*a^3*b*c*x^2+24*a^3*b*p*r*x+ 96*a^3*b*p*x^2+16*a^3*b*q*r*x+72*a^3*b*q*x^2+28*a^3*b*r^2*x+188*a^3*b*r*x^2+112 *a^3*b*x^3+16*a^3*c*g*r*x+72*a^3*c*g*x^2+12*a^3*g*p*r*x+48*a^3*g*p*x^2+8*a^3*g* q*r*x+36*a^3*g*q*x^2+14*a^3*g*r^2*x+94*a^3*g*r*x^2+56*a^3*g*x^3+112*a^2*b^2*c*r *x+432*a^2*b^2*c*x^2+80*a^2*b^2*p*r*x+264*a^2*b^2*p*x^2+48*a^2*b^2*q*r*x+192*a^ 2*b^2*q*x^2+100*a^2*b^2*r^2*x+552*a^2*b^2*r*x^2+336*a^2*b^2*x^3+144*a^2*b*c^2*r *x+480*a^2*b*c^2*x^2+128*a^2*b*c*g*r*x+552*a^2*b*c*g*x^2+144*a^2*b*c*p*r*x+456* a^2*b*c*p*x^2+128*a^2*b*c*q*r*x+384*a^2*b*c*q*x^2+188*a^2*b*c*r^2*x+1032*a^2*b* c*r*x^2+672*a^2*b*c*x^3+92*a^2*b*g*p*r*x+348*a^2*b*g*p*x^2+56*a^2*b*g*q*r*x+252 *a^2*b*g*q*x^2+112*a^2*b*g*r^2*x+706*a^2*b*g*r*x^2+448*a^2*b*g*x^3+24*a^2*b*p^2 *r*x+96*a^2*b*p^2*x^2+64*a^2*b*p*q*r*x+168*a^2*b*p*q*x^2+62*a^2*b*p*r^2*x+428*a ^2*b*p*r*x^2+280*a^2*b*p*x^3+28*a^2*b*q^2*r*x+72*a^2*b*q^2*x^2+88*a^2*b*q*r^2*x +416*a^2*b*q*r*x^2+280*a^2*b*q*x^3+38*a^2*b*r^3*x+362*a^2*b*r^2*x^2+510*a^2*b*r *x^3-96*a^2*c^3*x^2+72*a^2*c^2*g*r*x+288*a^2*c^2*g*x^2-16*a^2*c^2*p*r*x-144*a^2 *c^2*p*x^2-192*a^2*c^2*q*x^2-8*a^2*c^2*r^2*x-108*a^2*c^2*r*x^2+16*a^2*c^2*x^3+ 36*a^2*c*g^2*r*x+168*a^2*c*g^2*x^2+80*a^2*c*g*p*r*x+300*a^2*c*g*p*x^2+64*a^2*c* g*q*r*x+240*a^2*c*g*q*x^2+98*a^2*c*g*r^2*x+578*a^2*c*g*r*x^2+360*a^2*c*g*x^3-12 *a^2*c*p^2*r*x-48*a^2*c*p^2*x^2-24*a^2*c*p*q*r*x-216*a^2*c*p*q*x^2-22*a^2*c*p*r ^2*x-60*a^2*c*p*r*x^2+40*a^2*c*p*x^3-120*a^2*c*q^2*x^2-12*a^2*c*q*r^2*x-170*a^2 *c*q*r*x^2-8*a^2*c*q*x^3-10*a^2*c*r^3*x+10*a^2*c*r^2*x^2+136*a^2*c*r*x^3+26*a^2 *g^2*p*r*x+108*a^2*g^2*p*x^2+16*a^2*g^2*q*r*x+78*a^2*g^2*q*x^2+31*a^2*g^2*r^2*x +215*a^2*g^2*r*x^2+140*a^2*g^2*x^3+18*a^2*g*p^2*r*x+72*a^2*g*p^2*x^2+36*a^2*g*p *q*r*x+120*a^2*g*p*q*x^2+42*a^2*g*p*r^2*x+260*a^2*g*p*r*x^2+152*a^2*g*p*x^3+14* a^2*g*q^2*r*x+48*a^2*g*q^2*x^2+46*a^2*g*q*r^2*x+239*a^2*g*q*r*x^2+152*a^2*g*q*x ^3+24*a^2*g*r^3*x+186*a^2*g*r^2*x^2+217*a^2*g*r*x^3-12*a^2*p^2*q*r*x-48*a^2*p^2 *q*x^2+12*a^2*p^2*r*x^2+16*a^2*p^2*x^3-8*a^2*p*q^2*r*x-72*a^2*p*q^2*x^2-22*a^2* p*q*r^2*x-76*a^2*p*q*r*x^2+8*a^2*p*q*x^3+20*a^2*p*r^2*x^2+30*a^2*p*r*x^3-24*a^2 *q^3*x^2-4*a^2*q^2*r^2*x-58*a^2*q^2*r*x^2-8*a^2*q^2*x^3-10*a^2*q*r^3*x+106*a^2* q*r*x^3+6*a^2*r^3*x^2-12*a^2*r^2*x^3+112*a*b^3*c*r*x+432*a*b^3*c*x^2+72*a*b^3*p *r*x+240*a*b^3*p*x^2+32*a*b^3*q*r*x+168*a*b^3*q*x^2+88*a*b^3*r^2*x+540*a*b^3*r* x^2+336*a*b^3*x^3+320*a*b^2*c^2*r*x+1056*a*b^2*c^2*x^2+216*a*b^2*c*g*r*x+888*a* b^2*c*g*x^2+344*a*b^2*c*p*r*x+984*a*b^2*c*p*x^2+240*a*b^2*c*q*r*x+840*a*b^2*c*q *x^2+440*a*b^2*c*r^2*x+2312*a*b^2*c*r*x^2+1344*a*b^2*c*x^3+144*a*b^2*g*p*r*x+ 516*a*b^2*g*p*x^2+72*a*b^2*g*q*r*x+360*a*b^2*g*q*x^2+178*a*b^2*g*r^2*x+1112*a*b ^2*g*r*x^2+728*a*b^2*g*x^3+80*a*b^2*p^2*r*x+216*a*b^2*p^2*x^2+144*a*b^2*p*q*r*x +384*a*b^2*p*q*x^2+208*a*b^2*p*r^2*x+982*a*b^2*p*r*x^2+560*a*b^2*p*x^3+40*a*b^2 *q^2*r*x+168*a*b^2*q^2*x^2+188*a*b^2*q*r^2*x+958*a*b^2*q*r*x^2+560*a*b^2*q*x^3+ 128*a*b^2*r^3*x+822*a*b^2*r^2*x^2+1020*a*b^2*r*x^3+208*a*b*c^3*r*x+384*a*b*c^3* x^2+368*a*b*c^2*g*r*x+1368*a*b*c^2*g*x^2+256*a*b*c^2*p*r*x+312*a*b*c^2*p*x^2+ 256*a*b*c^2*q*r*x+336*a*b*c^2*q*x^2+360*a*b*c^2*r^2*x+1344*a*b*c^2*r*x^2+704*a* b*c^2*x^3+132*a*b*c*g^2*r*x+588*a*b*c*g^2*x^2+396*a*b*c*g*p*r*x+1344*a*b*c*g*p* x^2+288*a*b*c*g*q*r*x+1092*a*b*c*g*q*x^2+500*a*b*c*g*r^2*x+2900*a*b*c*g*r*x^2+ 1840*a*b*c*g*x^3+60*a*b*c*p^2*r*x+12*a*b*c*p^2*x^2+216*a*b*c*p*q*r*x+196*a*b*c* p*r^2*x+616*a*b*c*p*r*x^2+416*a*b*c*p*x^3+100*a*b*c*q^2*r*x+84*a*b*c*q^2*x^2+ 320*a*b*c*q*r^2*x+852*a*b*c*q*r*x^2+320*a*b*c*q*x^3+136*a*b*c*r^3*x+758*a*b*c*r ^2*x^2+1292*a*b*c*r*x^3+90*a*b*g^2*p*r*x+354*a*b*g^2*p*x^2+48*a*b*g^2*q*r*x+246 *a*b*g^2*q*x^2+111*a*b*g^2*r^2*x+737*a*b*g^2*r*x^2+504*a*b*g^2*x^3+90*a*b*g*p^2 *r*x+312*a*b*g*p^2*x^2+168*a*b*g*p*q*r*x+528*a*b*g*p*q*x^2+225*a*b*g*p*r^2*x+ 1283*a*b*g*p*r*x^2+780*a*b*g*p*x^3+52*a*b*g*q^2*r*x+216*a*b*g*q^2*x^2+218*a*b*g *q*r^2*x+1204*a*b*g*q*r*x^2+780*a*b*g*q*x^3+135*a*b*g*r^3*x+1012*a*b*g*r^2*x^2+ 1284*a*b*g*r*x^3-6*a*b*p^3*r*x-24*a*b*p^3*x^2+20*a*b*p^2*q*r*x-90*a*b*p^2*q*x^2 -12*a*b*p^2*r^2*x-33*a*b*p^2*r*x^2+32*a*b*p^2*x^3+46*a*b*p*q^2*r*x-60*a*b*p*q^2 *x^2+82*a*b*p*q*r^2*x+15*a*b*p*q*r*x^2+16*a*b*p*q*x^3-6*a*b*p*r^3*x+58*a*b*p*r^ 2*x^2+315*a*b*p*r*x^3+12*a*b*q^3*r*x+6*a*b*q^3*x^2+71*a*b*q^2*r^2*x+108*a*b*q^2 *r*x^2-16*a*b*q^2*x^3+62*a*b*q*r^3*x+202*a*b*q*r^2*x^2+467*a*b*q*r*x^3+66*a*b*r ^3*x^2+332*a*b*r^2*x^3-240*a*c^4*x^2+104*a*c^3*g*r*x+264*a*c^3*g*x^2-40*a*c^3*p *r*x-528*a*c^3*p*x^2-552*a*c^3*q*x^2-20*a*c^3*r^2*x-536*a*c^3*r*x^2-288*a*c^3*x ^3+104*a*c^2*g^2*r*x+444*a*c^2*g^2*x^2+140*a*c^2*g*p*r*x+348*a*c^2*g*p*x^2+128* a*c^2*g*q*r*x+228*a*c^2*g*q*x^2+186*a*c^2*g*r^2*x+906*a*c^2*g*r*x^2+600*a*c^2*g *x^3-56*a*c^2*p^2*r*x-348*a*c^2*p^2*x^2-72*a*c^2*p*q*r*x-1008*a*c^2*p*q*x^2-96* a*c^2*p*r^2*x-726*a*c^2*p*r*x^2-192*a*c^2*p*x^3-444*a*c^2*q^2*x^2-36*a*c^2*q*r^ 2*x-1068*a*c^2*q*r*x^2-672*a*c^2*q*x^3-40*a*c^2*r^3*x-240*a*c^2*r^2*x^2+354*a*c ^2*r*x^3+26*a*c*g^3*r*x+126*a*c*g^3*x^2+116*a*c*g^2*p*r*x+462*a*c*g^2*p*x^2+84* a*c*g^2*q*r*x+360*a*c*g^2*q*x^2+142*a*c*g^2*r^2*x+903*a*c*g^2*r*x^2+596*a*c*g^2 *x^3+52*a*c*g*p^2*r*x+156*a*c*g*p^2*x^2+112*a*c*g*p*q*r*x+132*a*c*g*p*q*x^2+135 *a*c*g*p*r^2*x+697*a*c*g*p*r*x^2+468*a*c*g*p*x^3+50*a*c*g*q^2*r*x+48*a*c*g*q^2* x^2+162*a*c*g*q*r^2*x+613*a*c*g*q*r*x^2+396*a*c*g*q*x^3+83*a*c*g*r^3*x+544*a*c* g*r^2*x^2+741*a*c*g*r*x^3-18*a*c*p^3*r*x-72*a*c*p^3*x^2-80*a*c*p^2*q*r*x-510*a* c*p^2*q*x^2-54*a*c*p^2*r^2*x-193*a*c*p^2*r*x^2+24*a*c*p^2*x^3-38*a*c*p*q^2*r*x-\ 588*a*c*p*q^2*x^2-138*a*c*p*q*r^2*x-1137*a*c*p*q*r*x^2-432*a*c*p*q*x^3-54*a*c*p *r^3*x-94*a*c*p*r^2*x^2+381*a*c*p*r*x^3-150*a*c*q^3*x^2-19*a*c*q^2*r^2*x-650*a* c*q^2*r*x^2-456*a*c*q^2*x^3-58*a*c*q*r^3*x-408*a*c*q*r^2*x^2+327*a*c*q*r*x^3-18 *a*c*r^4*x+18*a*c*r^3*x^2+324*a*c*r^2*x^3+18*a*g^3*p*r*x+78*a*g^3*p*x^2+10*a*g^ 3*q*r*x+54*a*g^3*q*x^2+22*a*g^3*r^2*x+158*a*g^3*r*x^2+112*a*g^3*x^3+28*a*g^2*p^ 2*r*x+114*a*g^2*p^2*x^2+50*a*g^2*p*q*r*x+186*a*g^2*p*q*x^2+66*a*g^2*p*r^2*x+419 *a*g^2*p*r*x^2+256*a*g^2*p*x^3+16*a*g^2*q^2*r*x+72*a*g^2*q^2*x^2+63*a*g^2*q*r^2 *x+378*a*g^2*q*r*x^2+256*a*g^2*q*x^3+38*a*g^2*r^3*x+303*a*g^2*r^2*x^2+368*a*g^2 *r*x^3+6*a*g*p^3*r*x+24*a*g*p^3*x^2+16*a*g*p^2*q*r*x+12*a*g*p^2*q*x^2+21*a*g*p^ 2*r^2*x+127*a*g*p^2*r*x^2+84*a*g*p^2*x^3+22*a*g*p*q^2*r*x-12*a*g*p*q^2*x^2+51*a *g*p*q*r^2*x+171*a*g*p*q*r*x^2+132*a*g*p*q*x^3+24*a*g*p*r^3*x+160*a*g*p*r^2*x^2 +186*a*g*p*r*x^3+6*a*g*q^3*r*x+35*a*g*q^2*r^2*x+89*a*g*q^2*r*x^2+48*a*g*q^2*x^3 +35*a*g*q*r^3*x+183*a*g*q*r^2*x^2+300*a*g*q*r*x^3+9*a*g*r^4*x+54*a*g*r^3*x^2+61 *a*g*r^2*x^3-18*a*p^3*q*r*x-72*a*p^3*q*x^2+18*a*p^3*r*x^2+24*a*p^3*x^3-24*a*p^2 *q^2*r*x-162*a*p^2*q^2*x^2-54*a*p^2*q*r^2*x-236*a*p^2*q*r*x^2-48*a*p^2*q*x^3+54 *a*p^2*r^2*x^2+102*a*p^2*r*x^3-6*a*p*q^3*r*x-108*a*p*q^3*x^2-42*a*p*q^2*r^2*x-\ 379*a*p*q^2*r*x^2-168*a*p*q^2*x^3-54*a*p*q*r^3*x-170*a*p*q*r^2*x^2+177*a*p*q*r* x^3+48*a*p*r^3*x^2+63*a*p*r^2*x^3-18*a*q^4*x^2-3*a*q^3*r^2*x-125*a*q^3*r*x^2-96 *a*q^3*x^3-18*a*q^2*r^3*x-146*a*q^2*r^2*x^2+75*a*q^2*r*x^3-18*a*q*r^4*x-9*a*q*r ^3*x^2+261*a*q*r^2*x^3+12*a*r^4*x^2-24*a*r^3*x^3+32*b^4*c*r*x+144*b^4*c*x^2+16* b^4*p*r*x+72*b^4*p*x^2+48*b^4*q*x^2+16*b^4*r^2*x+176*b^4*r*x^2+112*b^4*x^3+160* b^3*c^2*r*x+576*b^3*c^2*x^2+96*b^3*c*g*r*x+408*b^3*c*g*x^2+168*b^3*c*p*r*x+528* b^3*c*p*x^2+80*b^3*c*q*r*x+456*b^3*c*q*x^2+204*b^3*c*r^2*x+1280*b^3*c*r*x^2+672 *b^3*c*x^3+56*b^3*g*p*r*x+216*b^3*g*p*x^2+16*b^3*g*q*r*x+144*b^3*g*q*x^2+64*b^3 *g*r^2*x+500*b^3*g*r*x^2+336*b^3*g*x^3+44*b^3*p^2*r*x+120*b^3*p^2*x^2+56*b^3*p* q*r*x+216*b^3*p*q*x^2+114*b^3*p*r^2*x+554*b^3*p*r*x^2+280*b^3*p*x^3+96*b^3*q^2* x^2+68*b^3*q*r^2*x+542*b^3*q*r*x^2+280*b^3*q*x^3+70*b^3*r^3*x+460*b^3*r^2*x^2+ 510*b^3*r*x^3+224*b^2*c^3*r*x+576*b^2*c^3*x^2+304*b^2*c^2*g*r*x+1128*b^2*c^2*g* x^2+312*b^2*c^2*p*r*x+624*b^2*c^2*p*x^2+224*b^2*c^2*q*r*x+696*b^2*c^2*q*x^2+404 *b^2*c^2*r^2*x+1860*b^2*c^2*r*x^2+688*b^2*c^2*x^3+96*b^2*c*g^2*r*x+420*b^2*c*g^ 2*x^2+320*b^2*c*g*p*r*x+1056*b^2*c*g*p*x^2+184*b^2*c*g*q*r*x+864*b^2*c*g*q*x^2+ 396*b^2*c*g*r^2*x+2434*b^2*c*g*r*x^2+1480*b^2*c*g*x^3+124*b^2*c*p^2*r*x+180*b^2 *c*p^2*x^2+248*b^2*c*p*q*r*x+456*b^2*c*p*q*x^2+338*b^2*c*p*r^2*x+1164*b^2*c*p*r *x^2+376*b^2*c*p*x^3+56*b^2*c*q^2*r*x+324*b^2*c*q^2*x^2+324*b^2*c*q*r^2*x+1510* b^2*c*q*r*x^2+328*b^2*c*q*x^3+214*b^2*c*r^3*x+1108*b^2*c*r^2*x^2+1156*b^2*c*r*x ^3+60*b^2*g^2*p*r*x+234*b^2*g^2*p*x^2+24*b^2*g^2*q*r*x+156*b^2*g^2*q*x^2+72*b^2 *g^2*r^2*x+516*b^2*g^2*r*x^2+364*b^2*g^2*x^3+78*b^2*g*p^2*r*x+240*b^2*g*p^2*x^2 +116*b^2*g*p*q*r*x+408*b^2*g*p*q*x^2+201*b^2*g*p*r^2*x+1061*b^2*g*p*r*x^2+628*b ^2*g*p*x^3+16*b^2*g*q^2*r*x+168*b^2*g*q^2*x^2+146*b^2*g*q*r^2*x+1003*b^2*g*q*r* x^2+628*b^2*g*q*x^3+123*b^2*g*r^3*x+864*b^2*g*r^2*x^2+1067*b^2*g*r*x^3+12*b^2*p ^3*r*x+6*b^2*p^3*x^2+56*b^2*p^2*q*r*x+48*b^2*p^2*q*x^2+51*b^2*p^2*r^2*x+116*b^2 *p^2*r*x^2+16*b^2*p^2*x^3+48*b^2*p*q^2*r*x+102*b^2*p*q^2*x^2+154*b^2*p*q*r^2*x+ 413*b^2*p*q*r*x^2+8*b^2*p*q*x^3+66*b^2*p*r^3*x+259*b^2*p*r^2*x^2+285*b^2*p*r*x^ 3+60*b^2*q^3*x^2+62*b^2*q^2*r^2*x+327*b^2*q^2*r*x^2-8*b^2*q^2*x^3+98*b^2*q*r^3* x+423*b^2*q*r^2*x^2+361*b^2*q*r*x^3+27*b^2*r^4*x+150*b^2*r^3*x^2+344*b^2*r^2*x^ 3+96*b*c^4*r*x+256*b*c^3*g*r*x+744*b*c^3*g*x^2+136*b*c^3*p*r*x-240*b*c^3*p*x^2+ 144*b*c^3*q*r*x-72*b*c^3*q*x^2+204*b*c^3*r^2*x+288*b*c^3*r*x^2-288*b*c^3*x^3+ 184*b*c^2*g^2*r*x+744*b*c^2*g^2*x^2+360*b*c^2*g*p*r*x+912*b*c^2*g*p*x^2+272*b*c ^2*g*q*r*x+816*b*c^2*g*q*x^2+464*b*c^2*g*r^2*x+2358*b*c^2*g*r*x^2+1272*b*c^2*g* x^3+32*b*c^2*p^2*r*x-336*b*c^2*p^2*x^2+168*b*c^2*p*q*r*x-576*b*c^2*p*q*x^2+144* b*c^2*p*r^2*x-394*b*c^2*p*r*x^2-528*b*c^2*p*x^3+72*b*c^2*q^2*r*x-24*b*c^2*q^2*x ^2+260*b*c^2*q*r^2*x+28*b*c^2*q*r*x^2-1008*b*c^2*q*x^3+112*b*c^2*r^3*x+158*b*c^ 2*r^2*x^2+354*b*c^2*r*x^3+40*b*c*g^3*r*x+186*b*c*g^3*x^2+198*b*c*g^2*p*r*x+732* b*c*g^2*p*x^2+124*b*c*g^2*q*r*x+570*b*c*g^2*q*x^2+245*b*c*g^2*r^2*x+1565*b*c*g^ 2*r*x^2+1044*b*c*g^2*x^3+142*b*c*g*p^2*r*x+342*b*c*g*p^2*x^2+284*b*c*g*p*q*r*x+ 588*b*c*g*p*q*x^2+377*b*c*g*p*r^2*x+1695*b*c*g*p*r*x^2+916*b*c*g*p*x^3+80*b*c*g *q^2*r*x+318*b*c*g*q^2*x^2+378*b*c*g*q*r^2*x+1827*b*c*g*q*r*x^2+844*b*c*g*q*x^3 +235*b*c*g*r^3*x+1441*b*c*g*r^2*x^2+1761*b*c*g*r*x^3-18*b*c*p^3*r*x-156*b*c*p^3 *x^2+20*b*c*p^2*q*r*x-498*b*c*p^2*q*x^2-36*b*c*p^2*r^2*x-549*b*c*p^2*r*x^2-312* b*c*p^2*x^3+74*b*c*p*q^2*r*x-312*b*c*p*q^2*x^2+118*b*c*p*q*r^2*x-941*b*c*p*q*r* x^2-1104*b*c*p*q*x^3-18*b*c*p*r^3*x-480*b*c*p*r^2*x^2-129*b*c*p*r*x^3+12*b*c*q^ 3*r*x+30*b*c*q^3*x^2+111*b*c*q^2*r^2*x-98*b*c*q^2*r*x^2-792*b*c*q^2*x^3+98*b*c* q*r^3*x-188*b*c*q*r^2*x^2-183*b*c*q*r*x^3-90*b*c*r^3*x^2+324*b*c*r^2*x^3+26*b*g ^3*p*r*x+108*b*g^3*p*x^2+12*b*g^3*q*r*x+72*b*g^3*q*x^2+32*b*g^3*r^2*x+229*b*g^3 *r*x^2+168*b*g^3*x^3+48*b*g^2*p^2*r*x+174*b*g^2*p^2*x^2+76*b*g^2*p*q*r*x+282*b* g^2*p*q*x^2+120*b*g^2*p*r^2*x+708*b*g^2*p*r*x^2+452*b*g^2*p*x^3+16*b*g^2*q^2*r* x+108*b*g^2*q^2*x^2+96*b*g^2*q*r^2*x+642*b*g^2*q*r*x^2+452*b*g^2*q*x^3+72*b*g^2 *r^3*x+549*b*g^2*r^2*x^2+708*b*g^2*r*x^3+14*b*g*p^3*r*x+36*b*g*p^3*x^2+58*b*g*p ^2*q*r*x+84*b*g*p^2*q*x^2+56*b*g*p^2*r^2*x+255*b*g*p^2*r*x^2+140*b*g*p^2*x^3+54 *b*g*p*q^2*r*x+96*b*g*p*q^2*x^2+163*b*g*p*q*r^2*x+571*b*g*p*q*r*x^2+244*b*g*p*q *x^3+70*b*g*p*r^3*x+422*b*g*p*r^2*x^2+526*b*g*p*r*x^3+4*b*g*q^3*r*x+48*b*g*q^3* x^2+74*b*g*q^2*r^2*x+361*b*g*q^2*r*x^2+104*b*g*q^2*x^3+105*b*g*q*r^3*x+543*b*g* q*r^2*x^2+640*b*g*q*r*x^3+28*b*g*r^4*x+202*b*g*r^3*x^2+417*b*g*r^2*x^3-6*b*p^4* r*x-24*b*p^4*x^2-12*b*p^3*q*r*x-114*b*p^3*q*x^2-25*b*p^3*r^2*x-140*b*p^3*r*x^2-\ 60*b*p^3*x^3+6*b*p^2*q^2*r*x-144*b*p^2*q^2*x^2-27*b*p^2*q*r^2*x-447*b*p^2*q*r*x ^2-300*b*p^2*q*x^3-39*b*p^2*r^3*x-255*b*p^2*r^2*x^2-153*b*p^2*r*x^3+12*b*p*q^3* r*x-42*b*p*q^3*x^2+29*b*p*q^2*r^2*x-327*b*p*q^2*r*x^2-420*b*p*q^2*x^3-18*b*p*q* r^3*x-450*b*p*q*r^2*x^2-333*b*p*q*r*x^3-27*b*p*r^4*x-189*b*p*r^3*x^2-115*b*p*r^ 2*x^3+12*b*q^4*x^2+16*b*q^3*r^2*x-20*b*q^3*r*x^2-180*b*q^3*x^3+23*b*q^2*r^3*x-\ 117*b*q^2*r^2*x^2-180*b*q^2*r*x^3-3*b*q*r^4*x-117*b*q*r^3*x^2+83*b*q*r^2*x^3-7* b*r^5*x-50*b*r^4*x^2-24*b*r^3*x^3-144*c^5*x^2+48*c^4*g*r*x+24*c^4*g*x^2-24*c^4* p*r*x-408*c^4*p*x^2-360*c^4*q*x^2-12*c^4*r^2*x-468*c^4*r*x^2-416*c^4*x^3+72*c^3 *g^2*r*x+252*c^3*g^2*x^2+72*c^3*g*p*r*x-24*c^3*g*p*x^2+72*c^3*g*q*r*x-48*c^3*g* q*x^2+104*c^3*g*r^2*x+276*c^3*g*r*x^2+80*c^3*g*x^3-48*c^3*p^2*r*x-396*c^3*p^2*x ^2-48*c^3*p*q*r*x-912*c^3*p*q*x^2-80*c^3*p*r^2*x-956*c^3*p*r*x^2-560*c^3*p*x^3-\ 324*c^3*q^2*x^2-24*c^3*q*r^2*x-1088*c^3*q*r*x^2-1104*c^3*q*x^3-32*c^3*r^3*x-426 *c^3*r^2*x^2-140*c^3*r*x^3+36*c^2*g^3*r*x+162*c^2*g^3*x^2+106*c^2*g^2*p*r*x+354 *c^2*g^2*p*x^2+80*c^2*g^2*q*r*x+270*c^2*g^2*q*x^2+133*c^2*g^2*r^2*x+775*c^2*g^2 *r*x^2+504*c^2*g^2*x^3+28*c^2*g*p^2*r*x-42*c^2*g*p^2*x^2+80*c^2*g*p*q*r*x-252*c ^2*g*p*q*x^2+92*c^2*g*p*r^2*x+174*c^2*g*p*r*x^2+112*c^2*g*p*x^3+36*c^2*g*q^2*r* x-66*c^2*g*q^2*x^2+128*c^2*g*q*r^2*x+98*c^2*g*q*r*x^2-208*c^2*g*q*x^3+64*c^2*g* r^3*x+275*c^2*g*r^2*x^2+518*c^2*g*r*x^3-30*c^2*p^3*r*x-162*c^2*p^3*x^2-84*c^2*p ^2*q*r*x-738*c^2*p^2*q*x^2-87*c^2*p^2*r^2*x-581*c^2*p^2*r*x^2-216*c^2*p^2*x^3-\ 30*c^2*p*q^2*r*x-702*c^2*p*q^2*x^2-142*c^2*p*q*r^2*x-1866*c^2*p*q*r*x^2-1248*c^ 2*p*q*x^3-84*c^2*p*r^3*x-527*c^2*p*r^2*x^2+72*c^2*p*r*x^3-126*c^2*q^3*x^2-15*c^ 2*q^2*r^2*x-877*c^2*q^2*r*x^2-1032*c^2*q^2*x^3-58*c^2*q*r^3*x-867*c^2*q*r^2*x^2 -492*c^2*q*r*x^3-27*c^2*r^4*x-114*c^2*r^3*x^2+364*c^2*r^2*x^3+6*c*g^4*r*x+30*c* g^4*x^2+40*c*g^3*p*r*x+168*c*g^3*p*x^2+26*c*g^3*q*r*x+126*c*g^3*q*x^2+49*c*g^3* r^2*x+334*c*g^3*r*x^2+236*c*g^3*x^3+46*c*g^2*p^2*r*x+162*c*g^2*p^2*x^2+84*c*g^2 *p*q*r*x+234*c*g^2*p*q*x^2+114*c*g^2*p*r^2*x+642*c*g^2*p*r*x^2+404*c*g^2*p*x^3+ 26*c*g^2*q^2*r*x+96*c*g^2*q^2*x^2+110*c*g^2*q*r^2*x+597*c*g^2*q*r*x^2+380*c*g^2 *q*x^3+68*c*g^2*r^3*x+476*c*g^2*r^2*x^2+596*c*g^2*r*x^3+2*c*g*p^3*r*x-12*c*g*p^ 3*x^2+10*c*g*p^2*q*r*x-186*c*g*p^2*q*x^2+14*c*g*p^2*r^2*x+22*c*g*p^2*r*x^2+52*c *g*p^2*x^3+30*c*g*p*q^2*r*x-192*c*g*p*q^2*x^2+60*c*g*p*q*r^2*x-238*c*g*p*q*r*x^ 2-216*c*g*p*q*x^3+22*c*g*p*r^3*x+90*c*g*p*r^2*x^2+281*c*g*p*r*x^3+6*c*g*q^3*r*x -18*c*g*q^3*x^2+52*c*g*q^2*r^2*x-64*c*g*q^2*r*x^2-268*c*g*q^2*x^3+50*c*g*q*r^3* x+55*c*g*q*r^2*x^2+245*c*g*q*r*x^3+10*c*g*r^4*x+50*c*g*r^3*x^2+196*c*g*r^2*x^3-\ 6*c*p^4*r*x-24*c*p^4*x^2-42*c*p^3*q*r*x-234*c*p^3*q*x^2-25*c*p^3*r^2*x-98*c*p^3 *r*x^2-4*c*p^3*x^3-42*c*p^2*q^2*r*x-414*c*p^2*q^2*x^2-123*c*p^2*q*r^2*x-899*c*p ^2*q*r*x^2-420*c*p^2*q*x^3-39*c*p^2*r^3*x-105*c*p^2*r^2*x^2+177*c*p^2*r*x^3-6*c *p*q^3*r*x-222*c*p*q^3*x^2-73*c*p*q^2*r^2*x-1096*c*p*q^2*r*x^2-828*c*p*q^2*x^3-\ 120*c*p*q*r^3*x-872*c*p*q*r^2*x^2-210*c*p*q*r*x^3-27*c*p*r^4*x-21*c*p*r^3*x^2+ 344*c*p*r^2*x^3-18*c*q^4*x^2-3*c*q^3*r^2*x-295*c*q^3*r*x^2-412*c*q^3*x^3-31*c*q ^2*r^3*x-533*c*q^2*r^2*x^2-387*c*q^2*r*x^3-39*c*q*r^4*x-210*c*q*r^3*x^2+384*c*q *r^2*x^3-7*c*r^5*x+10*c*r^4*x^2+152*c*r^3*x^3+4*g^4*p*r*x+18*g^4*p*x^2+2*g^4*q* r*x+12*g^4*q*x^2+5*g^4*r^2*x+37*g^4*r*x^2+28*g^4*x^3+10*g^3*p^2*r*x+42*g^3*p^2* x^2+16*g^3*p*q*r*x+66*g^3*p*q*x^2+24*g^3*p*r^2*x+158*g^3*p*r*x^2+104*g^3*p*x^3+ 4*g^3*q^2*r*x+24*g^3*q^2*x^2+20*g^3*q*r^2*x+138*g^3*q*r*x^2+104*g^3*q*x^3+14*g^ 3*r^3*x+116*g^3*r^2*x^2+151*g^3*r*x^3+6*g^2*p^3*r*x+24*g^2*p^3*x^2+18*g^2*p^2*q *r*x+48*g^2*p^2*q*x^2+21*g^2*p^2*r^2*x+126*g^2*p^2*r*x^2+76*g^2*p^2*x^3+16*g^2* p*q^2*r*x+36*g^2*p*q^2*x^2+48*g^2*p*q*r^2*x+225*g^2*p*q*r*x^2+140*g^2*p*q*x^3+ 24*g^2*p*r^3*x+169*g^2*p*r^2*x^2+194*g^2*p*r*x^3+2*g^2*q^3*r*x+12*g^2*q^3*x^2+ 22*g^2*q^2*r^2*x+114*g^2*q^2*r*x^2+64*g^2*q^2*x^3+30*g^2*q*r^3*x+182*g^2*q*r^2* x^2+232*g^2*q*r*x^3+9*g^2*r^4*x+66*g^2*r^3*x^2+106*g^2*r^2*x^3-4*g*p^3*q*r*x-36 *g*p^3*q*x^2+2*g*p^3*r*x^2+8*g*p^3*x^3-72*g*p^2*q^2*x^2-7*g*p^2*q*r^2*x-116*g*p ^2*q*r*x^2-56*g*p^2*q*x^3-5*g*p^2*r^2*x^2+11*g*p^2*r*x^3+4*g*p*q^3*r*x-36*g*p*q ^3*x^2+10*g*p*q^2*r^2*x-140*g*p*q^2*r*x^2-136*g*p*q^2*x^3-2*g*p*q*r^3*x-90*g*p* q*r^2*x^2+4*g*p*q*r*x^3-20*g*p*r^3*x^2-57*g*p*r^2*x^3+7*g*q^3*r^2*x-22*g*q^3*r* x^2-72*g*q^3*x^3+10*g*q^2*r^3*x-33*g*q^2*r^2*x^2-7*g*q^2*r*x^3+g*q*r^4*x-12*g*q *r^3*x^2+75*g*q*r^2*x^3-13*g*r^4*x^2-66*g*r^3*x^3-6*p^4*q*r*x-24*p^4*q*x^2+6*p^ 4*r*x^2+8*p^4*x^3-12*p^3*q^2*r*x-72*p^3*q^2*x^2-25*p^3*q*r^2*x-119*p^3*q*r*x^2-\ 36*p^3*q*x^3+26*p^3*r^2*x^2+53*p^3*r*x^3-6*p^2*q^3*r*x-72*p^2*q^3*x^2-36*p^2*q^ 2*r^2*x-291*p^2*q^2*r*x^2-156*p^2*q^2*x^3-39*p^2*q*r^3*x-168*p^2*q*r^2*x^2+18*p ^2*q*r*x^3+39*p^2*r^3*x^2+81*p^2*r^2*x^3-24*p*q^4*x^2-11*p*q^3*r^2*x-201*p*q^3* r*x^2-172*p*q^3*x^3-36*p*q^2*r^3*x-297*p*q^2*r^2*x^2-123*p*q^2*r*x^3-27*p*q*r^4 *x-78*p*q*r^3*x^2+182*p*q*r^2*x^3+24*p*r^4*x^2+26*p*r^3*x^3-35*q^4*r*x^2-60*q^4 *x^3-5*q^3*r^3*x-103*q^3*r^2*x^2-88*q^3*r*x^3-12*q^2*r^4*x-78*q^2*r^3*x^2+101*q ^2*r^2*x^3-7*q*r^5*x-5*q*r^4*x^2+126*q*r^3*x^3+5*r^5*x^2-10*r^4*x^3-8*a^3*b*c*r -96*a^3*b*c*x-8*a^3*b*p*r-96*a^3*b*p*x-4*a^3*b*q*r-48*a^3*b*q*x-8*a^3*b*r^2-148 *a^3*b*r*x-264*a^3*b*x^2-4*a^3*c*g*r-48*a^3*c*g*x-4*a^3*g*p*r-48*a^3*g*p*x-2*a^ 3*g*q*r-24*a^3*g*q*x-4*a^3*g*r^2-74*a^3*g*r*x-132*a^3*g*x^2-24*a^2*b^2*c*r-288* a^2*b^2*c*x-28*a^2*b^2*p*r-240*a^2*b^2*p*x-8*a^2*b^2*q*r-112*a^2*b^2*q*x-28*a^2 *b^2*r^2-420*a^2*b^2*r*x-696*a^2*b^2*x^2-32*a^2*b*c^2*r-352*a^2*b*c^2*x-28*a^2* b*c*g*r-352*a^2*b*c*g*x-52*a^2*b*c*p*r-432*a^2*b*c*p*x-24*a^2*b*c*q*r-272*a^2*b *c*q*x-52*a^2*b*c*r^2-740*a^2*b*c*r*x-1272*a^2*b*c*x^2-30*a^2*b*g*p*r-312*a^2*b *g*p*x-10*a^2*b*g*q*r-144*a^2*b*g*q*x-30*a^2*b*g*r^2-516*a^2*b*g*r*x-936*a^2*b* g*x^2-8*a^2*b*p^2*r-96*a^2*b*p^2*x-24*a^2*b*p*q*r-144*a^2*b*p*q*x-16*a^2*b*p*r^ 2-286*a^2*b*p*r*x-564*a^2*b*p*x^2-4*a^2*b*q^2*r-48*a^2*b*q^2*x-24*a^2*b*q*r^2-\ 284*a^2*b*q*r*x-456*a^2*b*q*x^2-8*a^2*b*r^3-180*a^2*b*r^2*x-806*a^2*b*r*x^2-408 *a^2*b*x^3+32*a^2*c^3*x-16*a^2*c^2*g*r-192*a^2*c^2*g*x+96*a^2*c^2*p*x+64*a^2*c^ 2*q*x+72*a^2*c^2*r*x+24*a^2*c^2*x^2-8*a^2*c*g^2*r-104*a^2*c*g^2*x-26*a^2*c*g*p* r-264*a^2*c*g*p*x-12*a^2*c*g*q*r-152*a^2*c*g*q*x-26*a^2*c*g*r^2-406*a^2*c*g*r*x -696*a^2*c*g*x^2+4*a^2*c*p^2*r+48*a^2*c*p^2*x+144*a^2*c*p*q*x+8*a^2*c*p*r^2+78* a^2*c*p*r*x-84*a^2*c*p*x^2+40*a^2*c*q^2*x+108*a^2*c*q*r*x+84*a^2*c*q*x^2+4*a^2* c*r^3+30*a^2*c*r^2*x-228*a^2*c*r*x^2-160*a^2*c*x^3-8*a^2*g^2*p*r-96*a^2*g^2*p*x -3*a^2*g^2*q*r-44*a^2*g^2*q*x-8*a^2*g^2*r^2-153*a^2*g^2*r*x-294*a^2*g^2*x^2-6*a ^2*g*p^2*r-72*a^2*g*p^2*x-12*a^2*g*p*q*r-96*a^2*g*p*q*x-12*a^2*g*p*r^2-190*a^2* g*p*r*x-312*a^2*g*p*x^2-2*a^2*g*q^2*r-28*a^2*g*q^2*x-12*a^2*g*q*r^2-160*a^2*g*q *r*x-258*a^2*g*q*x^2-6*a^2*g*r^3-109*a^2*g*r^2*x-351*a^2*g*r*x^2-148*a^2*g*x^3+ 4*a^2*p^2*q*r+48*a^2*p^2*q*x-12*a^2*p^2*r*x-48*a^2*p^2*x^2+48*a^2*p*q^2*x+8*a^2 *p*q*r^2+86*a^2*p*q*r*x-12*a^2*p*q*x^2-22*a^2*p*r^2*x-92*a^2*p*r*x^2-24*a^2*p*x ^3+8*a^2*q^3*x+36*a^2*q^2*r*x+36*a^2*q^2*x^2+4*a^2*q*r^3+34*a^2*q*r^2*x-166*a^2 *q*r*x^2-136*a^2*q*x^3-10*a^2*r^3*x-10*a^2*r^2*x^2+76*a^2*r*x^3-16*a*b^3*c*r-\ 256*a*b^3*c*x-16*a*b^3*p*r-176*a*b^3*p*x-64*a*b^3*q*x-16*a*b^3*r^2-336*a*b^3*r* x-600*a*b^3*x^2-56*a*b^2*c^2*r-736*a*b^2*c^2*x-36*a*b^2*c*g*r-528*a*b^2*c*g*x-\ 100*a*b^2*c*p*r-896*a*b^2*c*p*x-24*a*b^2*c*q*r-496*a*b^2*c*q*x-100*a*b^2*c*r^2-\ 1624*a*b^2*c*r*x-2544*a*b^2*c*x^2-38*a*b^2*g*p*r-392*a*b^2*g*p*x-4*a*b^2*g*q*r-\ 152*a*b^2*g*q*x-38*a*b^2*g*r^2-714*a*b^2*g*r*x-1332*a*b^2*g*x^2-32*a*b^2*p^2*r-\ 240*a*b^2*p^2*x-32*a*b^2*p*q*r-320*a*b^2*p*q*x-64*a*b^2*p*r^2-788*a*b^2*p*r*x-\ 1140*a*b^2*p*x^2-80*a*b^2*q^2*x-32*a*b^2*q*r^2-628*a*b^2*q*r*x-924*a*b^2*q*x^2-\ 32*a*b^2*r^3-538*a*b^2*r^2*x-1566*a*b^2*r*x^2-816*a*b^2*x^3-40*a*b*c^3*r-416*a* b*c^3*x-68*a*b*c^2*g*r-896*a*b*c^2*g*x-92*a*b*c^2*p*r-544*a*b*c^2*p*x-36*a*b*c^ 2*q*r-448*a*b*c^2*q*x-92*a*b*c^2*r^2-1152*a*b*c^2*r*x-1416*a*b*c^2*x^2-24*a*b*c *g^2*r-344*a*b*c*g^2*x-116*a*b*c*g*p*r-1136*a*b*c*g*p*x-34*a*b*c*g*q*r-616*a*b* c*g*q*x-116*a*b*c*g*r^2-1936*a*b*c*g*r*x-3372*a*b*c*g*x^2-34*a*b*c*p^2*r-120*a* b*c*p^2*x-72*a*b*c*p*q*r-320*a*b*c*p*q*x-68*a*b*c*p*r^2-540*a*b*c*p*r*x-768*a*b *c*p*x^2-8*a*b*c*q^2*r-168*a*b*c*q^2*x-72*a*b*c*q*r^2-868*a*b*c*q*r*x-600*a*b*c *q*x^2-34*a*b*c*r^3-398*a*b*c*r^2*x-1472*a*b*c*r*x^2-1136*a*b*c*x^3-25*a*b*g^2* p*r-272*a*b*g^2*p*x-4*a*b*g^2*q*r-108*a*b*g^2*q*x-25*a*b*g^2*r^2-473*a*b*g^2*r* x-936*a*b*g^2*x^2-32*a*b*g*p^2*r-312*a*b*g*p^2*x-42*a*b*g*p*q*r-400*a*b*g*p*q*x -64*a*b*g*p*r^2-943*a*b*g*p*r*x-1560*a*b*g*p*x^2-2*a*b*g*q^2*r-100*a*b*g*q^2*x-\ 42*a*b*g*q*r^2-750*a*b*g*q*r*x-1260*a*b*g*q*x^2-32*a*b*g*r^3-608*a*b*g*r^2*x-\ 2009*a*b*g*r*x^2-976*a*b*g*x^3+2*a*b*p^3*r+24*a*b*p^3*x-17*a*b*p^2*q*r+12*a*b*p ^2*q*x+6*a*b*p^2*r^2+90*a*b*p^2*r*x+12*a*b*p^2*x^2-12*a*b*p*q^2*r-52*a*b*p*q^2* x-34*a*b*p*q*r^2-104*a*b*p*q*r*x+42*a*b*p*q*x^2+6*a*b*p*r^3+127*a*b*p*r^2*x-137 *a*b*p*r*x^2-252*a*b*p*x^3-24*a*b*q^3*x-12*a*b*q^2*r^2-169*a*b*q^2*r*x+30*a*b*q ^2*x^2-17*a*b*q*r^3-113*a*b*q*r^2*x-302*a*b*q*r*x^2-476*a*b*q*x^3+2*a*b*r^4+61* a*b*r^3*x-166*a*b*r^2*x^2-386*a*b*r*x^3+64*a*c^4*x-20*a*c^3*g*r-224*a*c^3*g*x+ 272*a*c^3*p*x+128*a*c^3*q*x+220*a*c^3*r*x+504*a*c^3*x^2-20*a*c^2*g^2*r-272*a*c^ 2*g^2*x-46*a*c^2*g*p*r-360*a*c^2*g*p*x-18*a*c^2*g*q*r-224*a*c^2*g*q*x-46*a*c^2* g*r^2-650*a*c^2*g*r*x-1068*a*c^2*g*x^2+10*a*c^2*p^2*r+264*a*c^2*p^2*x+480*a*c^2 *p*q*x+20*a*c^2*p*r^2+500*a*c^2*p*r*x+372*a*c^2*p*x^2+80*a*c^2*q^2*x+396*a*c^2* q*r*x+1152*a*c^2*q*x^2+10*a*c^2*r^3+214*a*c^2*r^2*x-288*a*c^2*r*x^2-744*a*c^2*x ^3-5*a*c*g^3*r-72*a*c*g^3*x-33*a*c*g^2*p*r-368*a*c*g^2*p*x-11*a*c*g^2*q*r-192*a *c*g^2*q*x-33*a*c*g^2*r^2-580*a*c*g^2*r*x-1080*a*c*g^2*x^2-20*a*c*g*p^2*r-168*a *c*g*p^2*x-36*a*c*g*p*q*r-192*a*c*g*p*q*x-40*a*c*g*p*r^2-501*a*c*g*p*r*x-876*a* c*g*p*x^2-4*a*c*g*q^2*r-72*a*c*g*q^2*x-36*a*c*g*q*r^2-468*a*c*g*q*r*x-618*a*c*g *q*x^2-20*a*c*g*r^3-301*a*c*g*r^2*x-994*a*c*g*r*x^2-516*a*c*g*x^3+6*a*c*p^3*r+ 72*a*c*p^3*x+13*a*c*p^2*q*r+372*a*c*p^2*q*x+18*a*c*p^2*r^2+188*a*c*p^2*r*x-84*a *c*p^2*x^2+244*a*c*p*q^2*x+26*a*c*p*q*r^2+740*a*c*p*q*r*x+858*a*c*p*q*x^2+18*a* c*p*r^3+153*a*c*p*r^2*x-663*a*c*p*r*x^2-612*a*c*p*x^3+16*a*c*q^3*x+209*a*c*q^2* r*x+762*a*c*q^2*x^2+13*a*c*q*r^3+325*a*c*q*r^2*x-72*a*c*q*r*x^2-876*a*c*q*x^3+6 *a*c*r^4+37*a*c*r^3*x-498*a*c*r^2*x^2-564*a*c*r*x^3-5*a*g^3*p*r-60*a*g^3*p*x-a* g^3*q*r-24*a*g^3*q*x-5*a*g^3*r^2-100*a*g^3*r*x-210*a*g^3*x^2-9*a*g^2*p^2*r-108* a*g^2*p^2*x-13*a*g^2*p*q*r-132*a*g^2*p*q*x-18*a*g^2*p*r^2-298*a*g^2*p*r*x-510*a *g^2*p*x^2-a*g^2*q^2*r-32*a*g^2*q^2*x-13*a*g^2*q*r^2-227*a*g^2*q*r*x-414*a*g^2* q*x^2-9*a*g^2*r^3-179*a*g^2*r^2*x-587*a*g^2*r*x^2-256*a*g^2*x^3-2*a*g*p^3*r-24* a*g*p^3*x-8*a*g*p^2*q*r-24*a*g*p^2*q*x-6*a*g*p^2*r^2-83*a*g*p^2*r*x-150*a*g*p^2 *x^2-6*a*g*p*q^2*r-20*a*g*p*q^2*x-16*a*g*p*q*r^2-125*a*g*p*q*r*x-204*a*g*p*q*x^ 2-6*a*g*p*r^3-72*a*g*p*r^2*x-202*a*g*p*r*x^2-72*a*g*p*x^3-8*a*g*q^3*x-6*a*g*q^2 *r^2-83*a*g*q^2*r*x-54*a*g*q^2*x^2-8*a*g*q*r^3-93*a*g*q*r^2*x-326*a*g*q*r*x^2-\ 240*a*g*q*x^3-2*a*g*r^4-13*a*g*r^3*x+a*g*r^2*x^2+100*a*g*r*x^3+6*a*p^3*q*r+72*a *p^3*q*x-18*a*p^3*r*x-72*a*p^3*x^2+3*a*p^2*q^2*r+108*a*p^2*q^2*x+18*a*p^2*q*r^2 +220*a*p^2*q*r*x+102*a*p^2*q*x^2-54*a*p^2*r^2*x-275*a*p^2*r*x^2-120*a*p^2*x^3+ 36*a*p*q^3*x+6*a*p*q^2*r^2+226*a*p*q^2*r*x+330*a*p*q^2*x^2+18*a*p*q*r^3+207*a*p *q*r^2*x-228*a*p*q*r*x^2-372*a*p*q*x^3-54*a*p*r^3*x-242*a*p*r^2*x^2-27*a*p*r*x^ 3+33*a*q^3*r*x+156*a*q^3*x^2+3*a*q^2*r^3+104*a*q^2*r^2*x+56*a*q^2*r*x^2-252*a*q ^2*x^3+6*a*q*r^4+59*a*q*r^3*x-342*a*q*r^2*x^2-537*a*q*r*x^3-18*a*r^4*x-36*a*r^3 *x^2+198*a*r^2*x^3-64*b^4*c*x-32*b^4*p*x-64*b^4*r*x-168*b^4*x^2-16*b^3*c^2*r-\ 352*b^3*c^2*x-8*b^3*c*g*r-208*b^3*c*g*x-32*b^3*c*p*r-400*b^3*c*p*x-160*b^3*c*q* x-32*b^3*c*r^2-740*b^3*c*r*x-1272*b^3*c*x^2-8*b^3*g*p*r-128*b^3*g*p*x-32*b^3*g* q*x-8*b^3*g*r^2-248*b^3*g*r*x-528*b^3*g*x^2-12*b^3*p^2*r-112*b^3*p^2*x-112*b^3* p*q*x-24*b^3*p*r^2-394*b^3*p*r*x-576*b^3*p*x^2-236*b^3*q*r*x-468*b^3*q*x^2-12*b ^3*r^3-286*b^3*r^2*x-760*b^3*r*x^2-408*b^3*x^3-32*b^2*c^3*r-480*b^2*c^3*x-40*b^ 2*c^2*g*r-688*b^2*c^2*g*x-80*b^2*c^2*p*r-720*b^2*c^2*p*x-16*b^2*c^2*q*r-448*b^2 *c^2*q*x-80*b^2*c^2*r^2-1372*b^2*c^2*r*x-1728*b^2*c^2*x^2-12*b^2*c*g^2*r-224*b^ 2*c*g^2*x-72*b^2*c*g*p*r-800*b^2*c*g*p*x-8*b^2*c*g*q*r-368*b^2*c*g*q*x-72*b^2*c *g*r^2-1452*b^2*c*g*r*x-2580*b^2*c*g*x^2-46*b^2*c*p^2*r-312*b^2*c*p^2*x-40*b^2* c*p*q*r-512*b^2*c*p*q*x-92*b^2*c*p*r^2-1102*b^2*c*p*r*x-1116*b^2*c*p*x^2-112*b^ 2*c*q^2*x-40*b^2*c*q*r^2-1052*b^2*c*q*r*x-1116*b^2*c*q*x^2-46*b^2*c*r^3-780*b^2 *c*r^2*x-1664*b^2*c*r*x^2-976*b^2*c*x^3-12*b^2*g^2*p*r-152*b^2*g^2*p*x-48*b^2*g ^2*q*x-12*b^2*g^2*r^2-284*b^2*g^2*r*x-594*b^2*g^2*x^2-24*b^2*g*p^2*r-216*b^2*g* p^2*x-12*b^2*g*p*q*r-240*b^2*g*p*q*x-48*b^2*g*p*r^2-729*b^2*g*p*r*x-1176*b^2*g* p*x^2-32*b^2*g*q^2*x-12*b^2*g*q*r^2-494*b^2*g*q*r*x-930*b^2*g*q*x^2-24*b^2*g*r^ 3-511*b^2*g*r^2*x-1542*b^2*g*r*x^2-828*b^2*g*x^3-7*b^2*p^3*r-36*b^2*p^3*x-18*b^ 2*p^2*q*r-124*b^2*p^2*q*x-21*b^2*p^2*r^2-169*b^2*p^2*r*x-114*b^2*p^2*x^2-96*b^2 *p*q^2*x-36*b^2*p*q*r^2-462*b^2*p*q*r*x-294*b^2*p*q*x^2-21*b^2*p*r^3-210*b^2*p* r^2*x-383*b^2*p*r*x^2-228*b^2*p*x^3-206*b^2*q^2*r*x-180*b^2*q^2*x^2-18*b^2*q*r^ 3-336*b^2*q*r^2*x-474*b^2*q*r*x^2-340*b^2*q*x^3-7*b^2*r^4-77*b^2*r^3*x-298*b^2* r^2*x^2-462*b^2*r*x^3-16*b*c^4*r-160*b*c^4*x-40*b*c^3*g*r-560*b*c^3*g*x-48*b*c^ 3*p*r-176*b*c^3*p*x-16*b*c^3*q*r-224*b*c^3*q*x-48*b*c^3*r^2-548*b*c^3*r*x-72*b* c^3*x^2-28*b*c^2*g^2*r-440*b*c^2*g^2*x-96*b*c^2*g*p*r-880*b*c^2*g*p*x-24*b*c^2* g*q*r-528*b*c^2*g*q*x-96*b*c^2*g*r^2-1616*b*c^2*g*r*x-2436*b*c^2*g*x^2-28*b*c^2 *p^2*r+48*b*c^2*p^2*x-48*b*c^2*p*q*r-160*b*c^2*p*q*x-56*b*c^2*p*r^2-168*b*c^2*p *r*x+516*b*c^2*p*x^2-4*b*c^2*q^2*r-120*b*c^2*q^2*x-48*b*c^2*q*r^2-644*b*c^2*q*r *x+624*b*c^2*q*x^2-28*b*c^2*r^3-220*b*c^2*r^2*x-160*b*c^2*r*x^2-744*b*c^2*x^3-6 *b*c*g^3*r-100*b*c*g^3*x-48*b*c*g^2*p*r-540*b*c*g^2*p*x-8*b*c*g^2*q*r-256*b*c*g ^2*q*x-48*b*c*g^2*r^2-931*b*c*g^2*r*x-1764*b*c*g^2*x^2-51*b*c*g*p^2*r-396*b*c*g *p^2*x-56*b*c*g*p*q*r-568*b*c*g*p*q*x-102*b*c*g*p*r^2-1307*b*c*g*p*r*x-1848*b*c *g*p*x^2-2*b*c*g*q^2*r-148*b*c*g*q^2*x-56*b*c*g*q*r^2-1202*b*c*g*q*r*x-1566*b*c *g*q*x^2-51*b*c*g*r^3-880*b*c*g*r^2*x-2412*b*c*g*r*x^2-1332*b*c*g*x^3+96*b*c*p^ 3*x-25*b*c*p^2*q*r+100*b*c*p^2*q*x+318*b*c*p^2*r*x+576*b*c*p^2*x^2-12*b*c*p*q^2 *r-92*b*c*p*q^2*x-50*b*c*p*q*r^2-16*b*c*p*q*r*x+1314*b*c*p*q*x^2+365*b*c*p*r^2* x+831*b*c*p*r*x^2-204*b*c*p*x^3-24*b*c*q^3*x-12*b*c*q^2*r^2-293*b*c*q^2*r*x+558 *b*c*q^2*x^2-25*b*c*q*r^3-133*b*c*q*r^2*x+696*b*c*q*r*x^2-468*b*c*q*x^3+143*b*c *r^3*x+218*b*c*r^2*x^2-564*b*c*r*x^3-6*b*g^3*p*r-72*b*g^3*p*x-24*b*g^3*q*x-6*b* g^3*r^2-130*b*g^3*r*x-282*b*g^3*x^2-15*b*g^2*p^2*r-152*b*g^2*p^2*x-12*b*g^2*p*q *r-172*b*g^2*p*q*x-30*b*g^2*p*r^2-474*b*g^2*p*r*x-828*b*g^2*p*x^2-32*b*g^2*q^2* x-12*b*g^2*q*r^2-332*b*g^2*q*r*x-648*b*g^2*q*x^2-15*b*g^2*r^3-314*b*g^2*r^2*x-\ 1033*b*g^2*r*x^2-528*b*g^2*x^3-6*b*g*p^3*r-48*b*g*p^3*x-20*b*g*p^2*q*r-120*b*g* p^2*q*x-18*b*g*p^2*r^2-204*b*g*p^2*r*x-288*b*g*p^2*x^2-4*b*g*p*q^2*r-92*b*g*p*q ^2*x-40*b*g*p*q*r^2-473*b*g*p*q*r*x-516*b*g*p*q*x^2-18*b*g*p*r^3-234*b*g*p*r^2* x-686*b*g*p*r*x^2-344*b*g*p*x^3-8*b*g*q^3*x-4*b*g*q^2*r^2-224*b*g*q^2*r*x-228*b *g*q^2*x^2-20*b*g*q*r^3-347*b*g*q*r^2*x-762*b*g*q*r*x^2-512*b*g*q*x^3-6*b*g*r^4 -78*b*g*r^3*x-395*b*g*r^2*x^2-438*b*g*r*x^3+2*b*p^4*r+24*b*p^4*x-b*p^3*q*r+60*b *p^3*q*x+8*b*p^3*r^2+127*b*p^3*r*x+150*b*p^3*x^2-6*b*p^2*q^2*r+12*b*p^2*q^2*x-3 *b*p^2*q*r^2+207*b*p^2*q*r*x+504*b*p^2*q*x^2+12*b*p^2*r^3+240*b*p^2*r^2*x+466*b *p^2*r*x^2+84*b*p^2*x^3-24*b*p*q^3*x-12*b*p*q^2*r^2-17*b*p*q^2*r*x+468*b*p*q^2* x^2-3*b*p*q*r^3+235*b*p*q*r^2*x+820*b*p*q*r*x^2+36*b*p*q*x^3+8*b*p*r^4+195*b*p* r^3*x+495*b*p*r^2*x^2+242*b*p*r*x^3-52*b*q^3*r*x+114*b*q^3*x^2-6*b*q^2*r^3-33*b *q^2*r^2*x+363*b*q^2*r*x^2-48*b*q^2*x^3-b*q*r^4+88*b*q*r^3*x+264*b*q*r^2*x^2-\ 268*b*q*r*x^3+2*b*r^5+58*b*r^4*x+181*b*r^3*x^2+198*b*r^2*x^3+32*c^5*x-8*c^4*g*r -80*c^4*g*x+176*c^4*p*x+64*c^4*q*x+148*c^4*r*x+552*c^4*x^2-12*c^3*g^2*r-168*c^3 *g^2*x-24*c^3*g*p*r-112*c^3*g*p*x-8*c^3*g*q*r-96*c^3*g*q*x-24*c^3*g*r^2-296*c^3 *g*r*x-264*c^3*g*x^2+6*c^3*p^2*r+248*c^3*p^2*x+336*c^3*p*q*x+12*c^3*p*r^2+492*c ^3*p*r*x+864*c^3*p*x^2+40*c^3*q^2*x+288*c^3*q*r*x+1392*c^3*q*x^2+6*c^3*r^3+218* c^3*r^2*x+368*c^3*r*x^2-400*c^3*x^3-6*c^2*g^3*r-92*c^2*g^3*x-28*c^2*g^2*p*r-292 *c^2*g^2*p*x-8*c^2*g^2*q*r-160*c^2*g^2*q*x-28*c^2*g^2*r^2-491*c^2*g^2*r*x-870*c ^2*g^2*x^2-15*c^2*g*p^2*r-36*c^2*g*p^2*x-24*c^2*g*p*q*r-40*c^2*g*p*q*x-30*c^2*g *p*r^2-222*c^2*g*p*r*x-288*c^2*g*p*x^2-2*c^2*g*q^2*r-44*c^2*g*q^2*x-24*c^2*g*q* r^2-292*c^2*g*q*r*x+120*c^2*g*q*x^2-15*c^2*g*r^3-175*c^2*g*r^2*x-562*c^2*g*r*x^ 2-568*c^2*g*x^3+7*c^2*p^3*r+132*c^2*p^3*x+9*c^2*p^2*q*r+416*c^2*p^2*q*x+21*c^2* p^2*r^2+403*c^2*p^2*r*x+354*c^2*p^2*x^2+196*c^2*p*q^2*x+18*c^2*p*q*r^2+864*c^2* p*q*r*x+1908*c^2*p*q*x^2+21*c^2*p*r^3+385*c^2*p*r^2*x+10*c^2*p*r*x^2-672*c^2*p* x^3+8*c^2*q^3*x+173*c^2*q^2*r*x+1194*c^2*q^2*x^2+9*c^2*q*r^3+395*c^2*q*r^2*x+ 1078*c^2*q*r*x^2-528*c^2*q*x^3+7*c^2*r^4+114*c^2*r^3*x-342*c^2*r^2*x^2-1046*c^2 *r*x^3-c*g^4*r-16*c*g^4*x-10*c*g^3*p*r-120*c*g^3*p*x-2*c*g^3*q*r-56*c*g^3*q*x-\ 10*c*g^3*r^2-195*c*g^3*r*x-396*c*g^3*x^2-15*c*g^2*p^2*r-152*c*g^2*p^2*x-18*c*g^ 2*p*q*r-184*c*g^2*p*q*x-30*c*g^2*p*r^2-442*c*g^2*p*r*x-744*c*g^2*p*x^2-c*g^2*q^ 2*r-48*c*g^2*q^2*x-18*c*g^2*q*r^2-362*c*g^2*q*r*x-588*c*g^2*q*x^2-15*c*g^2*r^3-\ 272*c*g^2*r^2*x-825*c*g^2*r*x^2-400*c*g^2*x^3-2*c*g*p^3*r-11*c*g*p^2*q*r+60*c*g *p^2*q*x-6*c*g*p^2*r^2-20*c*g*p^2*r*x-102*c*g*p^2*x^2-6*c*g*p*q^2*r+4*c*g*p*q^2 *x-22*c*g*p*q*r^2-12*c*g*p*q*r*x+276*c*g*p*q*x^2-6*c*g*p*r^3-13*c*g*p*r^2*x-247 *c*g*p*r*x^2-276*c*g*p*x^3-8*c*g*q^3*x-6*c*g*q^2*r^2-104*c*g*q^2*r*x+258*c*g*q^ 2*x^2-11*c*g*q*r^3-78*c*g*q*r^2*x-94*c*g*q*r*x^2-452*c*g*q*x^3-2*c*g*r^4+7*c*g* r^3*x-74*c*g*r^2*x^2-135*c*g*r*x^3+2*c*p^4*r+24*c*p^4*x+9*c*p^3*q*r+180*c*p^3*q *x+8*c*p^3*r^2+85*c*p^3*r*x-18*c*p^3*x^2+3*c*p^2*q^2*r+192*c*p^2*q^2*x+27*c*p^2 *q*r^2+589*c*p^2*q*r*x+750*c*p^2*q*x^2+12*c*p^2*r^3+102*c*p^2*r^2*x-361*c*p^2*r *x^2-372*c*p^2*x^3+36*c*p*q^3*x+6*c*p*q^2*r^2+425*c*p*q^2*r*x+1194*c*p*q^2*x^2+ 27*c*p*q*r^3+592*c*p*q*r^2*x+636*c*p*q*r*x^2-600*c*p*q*x^3+8*c*p*r^4+45*c*p*r^3 *x-587*c*p*r^2*x^2-805*c*p*r*x^3+33*c*q^3*r*x+426*c*q^3*x^2+3*c*q^2*r^3+205*c*q ^2*r^2*x+797*c*q^2*r*x^2-228*c*q^2*x^3+9*c*q*r^4+183*c*q*r^3*x-198*c*q*r^2*x^2-\ 1287*c*q*r*x^3+2*c*r^5+4*c*r^4*x-239*c*r^3*x^2-316*c*r^2*x^3-g^4*p*r-12*g^4*p*x -4*g^4*q*x-g^4*r^2-21*g^4*r*x-48*g^4*x^2-3*g^3*p^2*r-36*g^3*p^2*x-3*g^3*p*q*r-\ 40*g^3*p*q*x-6*g^3*p*r^2-104*g^3*p*r*x-192*g^3*p*x^2-8*g^3*q^2*x-3*g^3*q*r^2-72 *g^3*q*r*x-150*g^3*q*x^2-3*g^3*r^3-65*g^3*r^2*x-226*g^3*r*x^2-108*g^3*x^3-2*g^2 *p^3*r-24*g^2*p^3*x-6*g^2*p^2*q*r-44*g^2*p^2*q*x-6*g^2*p^2*r^2-89*g^2*p^2*r*x-\ 144*g^2*p^2*x^2-2*g^2*p*q^2*r-28*g^2*p*q^2*x-12*g^2*p*q*r^2-152*g^2*p*q*r*x-234 *g^2*p*q*x^2-6*g^2*p*r^3-93*g^2*p*r^2*x-264*g^2*p*r*x^2-104*g^2*p*x^3-4*g^2*q^3 *x-2*g^2*q^2*r^2-66*g^2*q^2*r*x-90*g^2*q^2*x^2-6*g^2*q*r^3-103*g^2*q*r^2*x-280* g^2*q*r*x^2-160*g^2*q*x^3-2*g^2*r^4-28*g^2*r^3*x-101*g^2*r^2*x^2-61*g^2*r*x^3+ 24*g*p^3*q*x+2*g*p^3*r*x-12*g*p^3*x^2-2*g*p^2*q^2*r+24*g*p^2*q^2*x+69*g*p^2*q*r *x+102*g*p^2*q*x^2+14*g*p^2*r^2*x+23*g*p^2*r*x^2+4*g*p^2*x^3-4*g*p*q^2*r^2+22*g *p*q^2*r*x+180*g*p*q^2*x^2+70*g*p*q*r^2*x+98*g*p*q*r*x^2-80*g*p*q*x^3+22*g*p*r^ 3*x+148*g*p*r^2*x^2+237*g*p*r*x^3-15*g*q^3*r*x+66*g*q^3*x^2-2*g*q^2*r^3-6*g*q^2 *r^2*x+81*g*q^2*r*x^2-84*g*q^2*x^3+25*g*q*r^3*x-2*g*q*r^2*x^2-103*g*q*r*x^3+10* g*r^4*x+115*g*r^3*x^2+310*g*r^2*x^3+2*p^4*q*r+24*p^4*q*x-6*p^4*r*x-24*p^4*x^2+2 *p^3*q^2*r+48*p^3*q^2*x+8*p^3*q*r^2+103*p^3*q*r*x+72*p^3*q*x^2-25*p^3*r^2*x-137 *p^3*r*x^2-68*p^3*x^3+24*p^2*q^3*x+6*p^2*q^2*r^2+168*p^2*q^2*r*x+270*p^2*q^2*x^ 2+12*p^2*q*r^3+153*p^2*q*r^2*x+p^2*q*r*x^2-168*p^2*q*x^3-39*p^2*r^3*x-225*p^2*r ^2*x^2-141*p^2*r*x^3+59*p*q^3*r*x+228*p*q^3*x^2+6*p*q^2*r^3+178*p*q^2*r^2*x+313 *p*q^2*r*x^2-132*p*q^2*x^3+8*p*q*r^4+93*p*q*r^3*x-225*p*q*r^2*x^2-523*p*q*r*x^3 -27*p*r^4*x-132*p*r^3*x^2+20*p*r^2*x^3+54*q^4*x^2+31*q^3*r^2*x+175*q^3*r*x^2-32 *q^3*x^3+2*q^2*r^4+58*q^2*r^3*x+7*q^2*r^2*x^2-382*q^2*r*x^3+2*q*r^5+19*q*r^4*x-\ 152*q*r^3*x^2-336*q*r^2*x^3-7*r^5*x-20*r^4*x^2+100*r^3*x^3+16*a^3*b*c+32*a^3*b* p+8*a^3*b*q+36*a^3*b*r+192*a^3*b*x+8*a^3*c*g+16*a^3*g*p+4*a^3*g*q+18*a^3*g*r+96 *a^3*g*x+48*a^2*b^2*c+72*a^2*b^2*p+16*a^2*b^2*q+96*a^2*b^2*r+440*a^2*b^2*x+64*a ^2*b*c^2+56*a^2*b*c*g+136*a^2*b*c*p+48*a^2*b*c*q+164*a^2*b*c*r+720*a^2*b*c*x+92 *a^2*b*g*p+20*a^2*b*g*q+114*a^2*b*g*r+596*a^2*b*g*x+32*a^2*b*p^2+40*a^2*b*p*q+ 48*a^2*b*p*r+288*a^2*b*p*x+8*a^2*b*q^2+58*a^2*b*q*r+196*a^2*b*q*x+16*a^2*b*r^2+ 282*a^2*b*r*x+588*a^2*b*x^2+32*a^2*c^2*g-16*a^2*c^2*p-8*a^2*c^2*r-56*a^2*c^2*x+ 16*a^2*c*g^2+76*a^2*c*g*p+24*a^2*c*g*q+86*a^2*c*g*r+404*a^2*c*g*x-16*a^2*c*p^2-\ 24*a^2*c*p*q-32*a^2*c*p*r+48*a^2*c*p*x-12*a^2*c*q*r-100*a^2*c*q*x-16*a^2*c*r^2+ 92*a^2*c*r*x+336*a^2*c*x^2+28*a^2*g^2*p+6*a^2*g^2*q+33*a^2*g^2*r+188*a^2*g^2*x+ 24*a^2*g*p^2+24*a^2*g*p*q+40*a^2*g*p*r+168*a^2*g*p*x+4*a^2*g*q^2+31*a^2*g*q*r+ 120*a^2*g*q*x+16*a^2*g*r^2+131*a^2*g*r*x+186*a^2*g*x^2-16*a^2*p^2*q+4*a^2*p^2*r +48*a^2*p^2*x-8*a^2*p*q^2-32*a^2*p*q*r+8*a^2*p*r^2+94*a^2*p*r*x+60*a^2*p*x^2-4* a^2*q^2*r-36*a^2*q^2*x-16*a^2*q*r^2+56*a^2*q*r*x+276*a^2*q*x^2+4*a^2*r^3+38*a^2 *r^2*x-104*a^2*r*x^2-112*a^2*x^3+32*a*b^3*c+32*a*b^3*p+48*a*b^3*r+296*a*b^3*x+ 112*a*b^2*c^2+72*a*b^2*c*g+232*a*b^2*c*p+48*a*b^2*c*q+300*a*b^2*c*r+1392*a*b^2* c*x+84*a*b^2*g*p+8*a*b^2*g*q+120*a*b^2*g*r+692*a*b^2*g*x+88*a*b^2*p^2+64*a*b^2* p*q+186*a*b^2*p*r+664*a*b^2*p*x+92*a*b^2*q*r+448*a*b^2*q*x+98*a*b^2*r^2+670*a*b ^2*r*x+1032*a*b^2*x^2+80*a*b*c^3+136*a*b*c^2*g+200*a*b*c^2*p+72*a*b*c^2*q+256*a *b*c^2*r+840*a*b*c^2*x+48*a*b*c*g^2+288*a*b*c*g*p+68*a*b*c*g*q+358*a*b*c*g*r+ 1788*a*b*c*g*x+76*a*b*c*p^2+128*a*b*c*p*q+124*a*b*c*p*r+304*a*b*c*p*x+16*a*b*c* q^2+186*a*b*c*q*r+392*a*b*c*q*x+48*a*b*c*r^2+210*a*b*c*r*x+1152*a*b*c*x^2+62*a* b*g^2*p+8*a*b*g^2*q+84*a*b*g^2*r+500*a*b*g^2*x+104*a*b*g*p^2+80*a*b*g*p*q+203*a *b*g*p*r+876*a*b*g*p*x+4*a*b*g*q^2+116*a*b*g*q*r+574*a*b*g*q*x+99*a*b*g*r^2+843 *a*b*g*r*x+1308*a*b*g*x^2-8*a*b*p^3+22*a*b*p^2*q-49*a*b*p^2*r-120*a*b*p^2*x+24* a*b*p*q^2+45*a*b*p*q*r-88*a*b*p*q*x-74*a*b*p*r^2-343*a*b*p*r*x+90*a*b*p*x^2+34* a*b*q^2*r+28*a*b*q^2*x+23*a*b*q*r^2-115*a*b*q*r*x+330*a*b*q*x^2-33*a*b*r^3-219* a*b*r^2*x+154*a*b*r*x^2+72*a*b*x^3+40*a*c^3*g-32*a*c^3*p-16*a*c^3*r-256*a*c^3*x +40*a*c^2*g^2+108*a*c^2*g*p+36*a*c^2*g*q+132*a*c^2*g*r+552*a*c^2*g*x-60*a*c^2*p ^2-48*a*c^2*p*q-110*a*c^2*p*r-216*a*c^2*p*x-24*a*c^2*q*r-528*a*c^2*q*x-50*a*c^2 *r^2-34*a*c^2*r*x+1116*a*c^2*x^2+10*a*c*g^3+90*a*c*g^2*p+22*a*c*g^2*q+106*a*c*g ^2*r+568*a*c*g^2*x+60*a*c*g*p^2+60*a*c*g*p*q+101*a*c*g*p*r+420*a*c*g*p*x+8*a*c* g*q^2+91*a*c*g*q*r+282*a*c*g*q*x+41*a*c*g*r^2+278*a*c*g*r*x+558*a*c*g*x^2-24*a* c*p^3-78*a*c*p^2*q-61*a*c*p^2*r+96*a*c*p^2*x-16*a*c*p*q^2-143*a*c*p*q*r-504*a*c *p*q*x-50*a*c*p*r^2+355*a*c*p*r*x+1158*a*c*p*x^2-8*a*c*q^2*r-312*a*c*q^2*x-65*a *c*q*r^2-229*a*c*q*r*x+1206*a*c*q*x^2-13*a*c*r^3+227*a*c*r^2*x+1012*a*c*r*x^2+ 144*a*c*x^3+14*a*g^3*p+2*a*g^3*q+18*a*g^3*r+114*a*g^3*x+34*a*g^2*p^2+26*a*g^2*p *q+63*a*g^2*p*r+284*a*g^2*p*x+2*a*g^2*q^2+36*a*g^2*q*r+186*a*g^2*q*x+29*a*g^2*r ^2+249*a*g^2*r*x+342*a*g^2*x^2+8*a*g*p^3+12*a*g*p^2*q+13*a*g*p^2*r+48*a*g*p^2*x +8*a*g*p*q^2+23*a*g*p*q*r+68*a*g*p*q*x+2*a*g*p*r^2-32*a*g*p*r*x-54*a*g*p*x^2+15 *a*g*q^2*r+24*a*g*q^2*x+11*a*g*q*r^2+46*a*g*q*r*x+246*a*g*q*x^2-3*a*g*r^3-87*a* g*r^2*x-337*a*g*r*x^2-224*a*g*x^3-24*a*p^3*q+6*a*p^3*r+72*a*p^3*x-18*a*p^2*q^2-\ 68*a*p^2*q*r-60*a*p^2*q*x+18*a*p^2*r^2+244*a*p^2*r*x+264*a*p^2*x^2-33*a*p*q^2*r -188*a*p*q^2*x-64*a*p*q*r^2+47*a*p*q*r*x+696*a*p*q*x^2+18*a*p*r^3+249*a*p*r^2*x +175*a*p*r*x^2-132*a*p*x^3-56*a*q^3*x-15*a*q^2*r^2-118*a*q^2*r*x+288*a*q^2*x^2-\ 20*a*q*r^3+100*a*q*r^2*x+908*a*q*r*x^2+276*a*q*x^3+6*a*r^4+77*a*r^3*x-178*a*r^2 *x^2-510*a*r*x^3+48*b^4*x+32*b^3*c^2+16*b^3*c*g+64*b^3*c*p+88*b^3*c*r+576*b^3*c *x+16*b^3*g*p+24*b^3*g*r+208*b^3*g*x+24*b^3*p^2+60*b^3*p*r+292*b^3*p*x+168*b^3* q*x+36*b^3*r^2+312*b^3*r*x+444*b^3*x^2+64*b^2*c^3+80*b^2*c^2*g+176*b^2*c^2*p+32 *b^2*c^2*q+224*b^2*c^2*r+1000*b^2*c^2*x+24*b^2*c*g^2+152*b^2*c*g*p+16*b^2*c*g*q +204*b^2*c*g*r+1188*b^2*c*g*x+116*b^2*c*p^2+80*b^2*c*p*q+242*b^2*c*p*r+740*b^2* c*p*x+112*b^2*c*q*r+696*b^2*c*q*x+126*b^2*c*r^2+674*b^2*c*r*x+960*b^2*c*x^2+24* b^2*g^2*p+36*b^2*g^2*r+260*b^2*g^2*x+56*b^2*g*p^2+24*b^2*g*p*q+128*b^2*g*p*r+ 582*b^2*g*p*x+36*b^2*g*q*r+348*b^2*g*q*x+72*b^2*g*r^2+600*b^2*g*r*x+954*b^2*g*x ^2+22*b^2*p^3+36*b^2*p^2*q+57*b^2*p^2*r+104*b^2*p^2*x+90*b^2*p*q*r+264*b^2*p*q* x+48*b^2*p*r^2+120*b^2*p*r*x+210*b^2*p*x^2+144*b^2*q^2*x+54*b^2*q*r^2+238*b^2*q *r*x+234*b^2*q*x^2+13*b^2*r^3+18*b^2*r^2*x+352*b^2*r*x^2+184*b^2*x^3+32*b*c^4+ 80*b*c^3*g+96*b*c^3*p+32*b*c^3*q+128*b*c^3*r+272*b*c^3*x+56*b*c^2*g^2+216*b*c^2 *g*p+48*b*c^2*g*q+272*b*c^2*g*r+1260*b*c^2*g*x+48*b*c^2*p^2+88*b*c^2*p*q+88*b*c ^2*p*r-116*b*c^2*p*x+8*b*c^2*q^2+128*b*c^2*q*r+196*b*c^2*q*x+40*b*c^2*r^2-164*b *c^2*r*x+516*b*c^2*x^2+12*b*c*g^3+108*b*c*g^2*p+16*b*c*g^2*q+140*b*c*g^2*r+818* b*c*g^2*x+134*b*c*g*p^2+108*b*c*g*p*q+267*b*c*g*p*r+968*b*c*g*p*x+4*b*c*g*q^2+ 156*b*c*g*q*r+782*b*c*g*q*x+133*b*c*g*r^2+835*b*c*g*r*x+1410*b*c*g*x^2-12*b*c*p ^3+38*b*c*p^2*q-63*b*c*p^2*r-368*b*c*p^2*x+24*b*c*p*q^2+87*b*c*p*q*r-336*b*c*p* q*x-90*b*c*p*r^2-877*b*c*p*r*x-198*b*c*p*x^2+34*b*c*q^2*r+104*b*c*q^2*x+49*b*c* q*r^2-359*b*c*q*r*x-6*b*c*q*x^2-39*b*c*r^3-509*b*c*r^2*x-40*b*c*r*x^2+144*b*c*x ^3+12*b*g^3*p+18*b*g^3*r+128*b*g^3*x+42*b*g^2*p^2+24*b*g^2*p*q+89*b*g^2*p*r+418 *b*g^2*p*x+36*b*g^2*q*r+252*b*g^2*q*x+47*b*g^2*r^2+408*b*g^2*r*x+642*b*g^2*x^2+ 20*b*g*p^3+36*b*g*p^2*q+44*b*g*p^2*r+134*b*g*p^2*x+8*b*g*p*q^2+88*b*g*p*q*r+262 *b*g*p*q*x+28*b*g*p*r^2+134*b*g*p*r*x+306*b*g*p*x^2+12*b*g*q^2*r+124*b*g*q^2*x+ 52*b*g*q*r^2+236*b*g*q*r*x+450*b*g*q*x^2+4*b*g*r^3+308*b*g*r*x^2+72*b*g*x^3-8*b *p^4-2*b*p^3*q-38*b*p^3*r-120*b*p^3*x+12*b*p^2*q^2-15*b*p^2*q*r-234*b*p^2*q*x-\ 66*b*p^2*r^2-401*b*p^2*r*x-258*b*p^2*x^2+30*b*p*q^2*r-78*b*p*q^2*x-24*b*p*q*r^2 -513*b*p*q*r*x-258*b*p*q*x^2-50*b*p*r^3-440*b*p*r^2*x-642*b*p*r*x^2-280*b*p*x^3 +36*b*q^3*x+18*b*q^2*r^2-98*b*q^2*r*x-144*b*q^2*x^2-11*b*q*r^3-273*b*q*r^2*x-24 *b*q*r*x^2+128*b*q*x^3-14*b*r^4-159*b*r^3*x-410*b*r^2*x^2-510*b*r*x^3+16*c^4*g-\ 16*c^4*p-8*c^4*r-200*c^4*x+24*c^3*g^2+48*c^3*g*p+16*c^3*g*q+64*c^3*g*r+184*c^3* g*x-44*c^3*p^2-24*c^3*p*q-78*c^3*p*r-372*c^3*p*x-12*c^3*q*r-428*c^3*q*x-34*c^3* r^2-230*c^3*r*x+528*c^3*x^2+12*c^2*g^3+68*c^2*g^2*p+16*c^2*g^2*q+82*c^2*g^2*r+ 422*c^2*g^2*x+30*c^2*g*p^2+36*c^2*g*p*q+55*c^2*g*p*r+146*c^2*g*p*x+4*c^2*g*q^2+ 60*c^2*g*q*r+62*c^2*g*q*x+25*c^2*g*r^2+85*c^2*g*r*x+576*c^2*g*x^2-34*c^2*p^3-62 *c^2*p^2*q-92*c^2*p^2*r-136*c^2*p^2*x-8*c^2*p*q^2-111*c^2*p*q*r-792*c^2*p*q*x-\ 82*c^2*p*r^2-47*c^2*p*r*x+1140*c^2*p*x^2-4*c^2*q^2*r-276*c^2*q^2*x-49*c^2*q*r^2 -559*c^2*q*r*x+480*c^2*q*x^2-24*c^2*r^3+67*c^2*r^2*x+1420*c^2*r*x^2+664*c^2*x^3 +2*c*g^4+24*c*g^3*p+4*c*g^3*q+30*c*g^3*r+184*c*g^3*x+46*c*g^2*p^2+36*c*g^2*p*q+ 87*c*g^2*p*r+366*c*g^2*p*x+2*c*g^2*q^2+51*c*g^2*q*r+258*c*g^2*q*x+41*c*g^2*r^2+ 286*c*g^2*r*x+432*c*g^2*x^2+4*c*g*p^3+6*c*g*p^2*q-c*g*p^2*r+26*c*g*p^2*x+8*c*g* p*q^2+21*c*g*p*q*r-110*c*g*p*q*x-14*c*g*p*r^2-77*c*g*p*r*x+222*c*g*p*x^2+15*c*g *q^2*r-18*c*g*q^2*x+15*c*g*q*r^2-86*c*g*q*r*x+396*c*g*q*x^2-9*c*g*r^3-118*c*g*r ^2*x-60*c*g*r*x^2-164*c*g*x^3-8*c*p^4-42*c*p^3*q-24*c*p^3*r+48*c*p^3*x-18*c*p^2 *q^2-119*c*p^2*q*r-366*c*p^2*q*x-24*c*p^2*r^2+263*c*p^2*r*x+726*c*p^2*x^2-33*c* p*q^2*r-434*c*p*q^2*x-112*c*p*q*r^2-440*c*p*q*r*x+894*c*p*q*x^2-8*c*p*r^3+349*c *p*r^2*x+1373*c*p*r*x^2+404*c*p*x^3-56*c*q^3*x-15*c*q^2*r^2-350*c*q^2*r*x+36*c* q^2*x^2-35*c*q*r^3-79*c*q*r^2*x+1562*c*q*r*x^2+924*c*q*x^3+134*c*r^3*x+540*c*r^ 2*x^2+56*c*r*x^3+2*g^4*p+3*g^4*r+22*g^4*x+10*g^3*p^2+6*g^3*p*q+20*g^3*p*r+100*g ^3*p*x+9*g^3*q*r+60*g^3*q*x+10*g^3*r^2+93*g^3*r*x+138*g^3*x^2+8*g^2*p^3+12*g^2* p^2*q+18*g^2*p^2*r+64*g^2*p^2*x+4*g^2*p*q^2+27*g^2*p*q*r+98*g^2*p*q*x+12*g^2*p* r^2+61*g^2*p*r*x+72*g^2*p*x^2+6*g^2*q^2*r+36*g^2*q^2*x+15*g^2*q*r^2+79*g^2*q*r* x+150*g^2*q*x^2+2*g^2*r^3-5*g^2*r^2*x-19*g^2*r*x^2-44*g^2*x^3-4*g*p^3*q-2*g*p^3 *r-15*g*p^2*q*r-58*g*p^2*q*x-6*g*p^2*r^2-48*g*p^2*r*x-60*g*p^2*x^2+4*g*p*q^2*r-\ 60*g*p*q^2*x-18*g*p*q*r^2-118*g*p*q*r*x+84*g*p*q*x^2-6*g*p*r^3-105*g*p*r^2*x-\ 449*g*p*r*x^2-292*g*p*x^3-2*g*q^3*x+4*g*q^2*r^2-48*g*q^2*r*x+48*g*q^2*x^2-7*g*q *r^3-62*g*q*r^2*x+117*g*q*r*x^2-20*g*q*x^3-2*g*r^4-57*g*r^3*x-445*g*r^2*x^2-609 *g*r*x^3-8*p^4*q+2*p^4*r+24*p^4*x-8*p^3*q^2-29*p^3*q*r-36*p^3*q*x+8*p^3*r^2+115 *p^3*r*x+144*p^3*x^2-24*p^2*q^2*r-126*p^2*q^2*x-39*p^2*q*r^2-14*p^2*q*r*x+318*p ^2*q*x^2+12*p^2*r^3+189*p^2*r^2*x+310*p^2*r*x^2+36*p^2*x^3-66*p*q^3*x-24*p*q^2* r^2-190*p*q^2*r*x+138*p*q^2*x^2-23*p*q*r^3+73*p*q*r^2*x+843*p*q*r*x^2+332*p*q*x ^3+8*p*r^4+129*p*r^3*x+108*p*r^2*x^2-241*p*r*x^3-62*q^3*r*x-36*q^3*x^2-8*q^2*r^ 3-62*q^2*r^2*x+362*q^2*r*x^2+296*q^2*x^3-5*q*r^4+51*q*r^3*x+507*q*r^2*x^2+297*q *r*x^3+2*r^5+31*r^4*x-59*r^3*x^2-356*r^2*x^3-40*a^3*b-20*a^3*g-80*a^2*b^2-120*a ^2*b*c-108*a^2*b*g-4*a^2*b*p-20*a^2*b*q+14*a^2*b*r-152*a^2*b*x+16*a^2*c^2-68*a^ 2*c*g-4*a^2*c*p+24*a^2*c*q-208*a^2*c*x-34*a^2*g^2-8*a^2*g*p-14*a^2*g*q+3*a^2*g* r-16*a^2*g*x-16*a^2*p^2+4*a^2*p*q-32*a^2*p*r-48*a^2*p*x+8*a^2*q^2+4*a^2*q*r-164 *a^2*q*x-16*a^2*r^2+20*a^2*r*x+216*a^2*x^2-32*a*b^3-200*a*b^2*c-88*a*b^2*g-84*a *b^2*p-56*a*b^2*q-64*a*b^2*r-272*a*b^2*x-144*a*b*c^2-252*a*b*c*g+48*a*b*c*p-84* a*b*c*q+98*a*b*c*r-12*a*b*c*x-68*a*b*g^2-96*a*b*g*p-64*a*b*g*q-64*a*b*g*r-376*a *b*g*x+76*a*b*p^2+30*a*b*p*q+165*a*b*p*r+236*a*b*p*x-20*a*b*q^2+44*a*b*q*r+102* a*b*q*x+89*a*b*r^2+226*a*b*r*x+84*a*b*x^2+32*a*c^3-80*a*c^2*g+36*a*c^2*p+48*a*c ^2*q+36*a*c^2*r-468*a*c^2*x-80*a*c*g^2-12*a*c*g*p-38*a*c*g*q+23*a*c*g*r-36*a*c* g*x-36*a*c*p^2+78*a*c*p*q-73*a*c*p*r-636*a*c*p*x+16*a*c*q^2+66*a*c*q*r-414*a*c* q*x-37*a*c*r^2-530*a*c*r*x-240*a*c*x^2-16*a*g^3-30*a*g^2*p-20*a*g^2*q-18*a*g^2* r-90*a*g^2*x+18*a*g*p^2+4*a*g*p*q+48*a*g*p*r+168*a*g*p*x-6*a*g*q^2+13*a*g*q*r-\ 34*a*g*q*x+30*a*g*r^2+261*a*g*r*x+456*a*g*x^2-24*a*p^3+6*a*p^2*q-71*a*p^2*r-168 *a*p^2*x+26*a*p*q^2+4*a*p*q*r-372*a*p*q*x-70*a*p*r^2-185*a*p*r*x+258*a*p*x^2+22 *a*q^2*r-50*a*q^2*x-2*a*q*r^2-427*a*q*r*x-498*a*q*x^2-23*a*r^3-7*a*r^2*x+724*a* r*x^2+408*a*x^3-48*b^3*c-16*b^3*g-24*b^3*p-24*b^3*r-96*b^3*x-128*b^2*c^2-120*b^ 2*c*g-84*b^2*c*p-64*b^2*c*q-56*b^2*c*r-124*b^2*c*x-24*b^2*g^2-56*b^2*g*p-24*b^2 *g*q-48*b^2*g*r-224*b^2*g*x-6*b^2*p^2-36*b^2*p*q+4*b^2*p*r+14*b^2*p*x-36*b^2*q* r+10*b^2*r^2+8*b^2*r*x-156*b^2*x^2-64*b*c^3-160*b*c^2*g+44*b*c^2*p-64*b*c^2*q+ 76*b*c^2*r+168*b*c^2*x-88*b*c*g^2-80*b*c*g*p-88*b*c*g*q-38*b*c*g*r-198*b*c*g*x+ 104*b*c*p^2+10*b*c*p*q+227*b*c*p*r+464*b*c*p*x-20*b*c*q^2+24*b*c*q*r+294*b*c*q* x+123*b*c*r^2+458*b*c*r*x+144*b*c*x^2-12*b*g^3-46*b*g^2*p-24*b*g^2*q-36*b*g^2*r -172*b*g^2*x+14*b*g*p^2-20*b*g*p*q+48*b*g*p*r+60*b*g*p*x-8*b*g*q^2-16*b*g*q*r-\ 20*b*g*q*x+34*b*g*r^2+78*b*g*r*x+12*b*g*x^2+30*b*p^3+30*b*p^2*q+88*b*p^2*r+196* b*p^2*x-12*b*p*q^2+70*b*p*q*r+214*b*p*q*x+86*b*p*r^2+396*b*p*r*x+480*b*p*x^2-12 *b*q^2*r+108*b*q^2*x+40*b*q*r^2+176*b*q*r*x-96*b*q*x^2+28*b*r^3+204*b*r^2*x+664 *b*r*x^2+408*b*x^3+16*c^4-32*c^3*g+40*c^3*p+24*c^3*q+36*c^3*r-188*c^3*x-52*c^2* g^2+8*c^2*g*p-24*c^2*g*q+28*c^2*g*r-42*c^2*g*x-2*c^2*p^2+74*c^2*p*q-9*c^2*p*r-\ 558*c^2*p*x+8*c^2*q^2+62*c^2*q*r-70*c^2*q*x-7*c^2*r^2-558*c^2*r*x-852*c^2*x^2-\ 20*c*g^3-30*c*g^2*p-30*c*g^2*q-13*c*g^2*r-58*c*g^2*x+24*c*g*p^2+20*c*g*p*q+65*c *g*p*r+64*c*g*p*x-6*c*g*q^2+23*c*g*q*r-12*c*g*q*x+41*c*g*r^2+163*c*g*r*x+330*c* g*x^2-26*c*p^3+36*c*p^2*q-79*c*p^2*r-404*c*p^2*x+26*c*p*q^2+58*c*p*q*r-366*c*p* q*x-80*c*p*r^2-697*c*p*r*x-510*c*p*x^2+22*c*q^2*r+94*c*q^2*x+22*c*q*r^2-495*c*q *r*x-1182*c*q*x^2-27*c*r^3-279*c*r^2*x-64*c*r*x^2+224*c*x^3-2*g^4-12*g^3*p-6*g^ 3*q-9*g^3*r-42*g^3*x+4*g^2*p^2-6*g^2*p*q+16*g^2*p*r+46*g^2*p*x-4*g^2*q^2-3*g^2* q*r-10*g^2*q*x+12*g^2*r^2+78*g^2*r*x+120*g^2*x^2+4*g*p^3+12*g*p^2*q+14*g*p^2*r+ 62*g*p^2*x+4*g*p*q^2+27*g*p*q*r-22*g*p*q*x+16*g*p*r^2+217*g*p*r*x+486*g*p*x^2+2 *g*q^2*r+16*g*q^2*x+15*g*q*r^2-38*g*q*r*x-48*g*q*x^2+6*g*r^3+161*g*r^2*x+814*g* r*x^2+420*g*x^3-8*p^4-31*p^3*r-84*p^3*x+12*p^2*q^2-5*p^2*q*r-170*p^2*q*x-45*p^2 *r^2-188*p^2*r*x-24*p^2*x^2+22*p*q^2*r-18*p*q^2*x-10*p*q*r^2-383*p*q*r*x-492*p* q*x^2-29*p*r^3-116*p*r^2*x+323*p*r*x^2+260*p*x^3+36*q^3*x+10*q^2*r^2-56*q^2*r*x -324*q^2*x^2-5*q*r^3-209*q*r^2*x-472*q*r*x^2-36*q*x^3-7*r^4-12*r^3*x+392*r^2*x^ 2+538*r*x^3-28*a^2*b+32*a^2*c-22*a^2*g+12*a^2*p+24*a^2*q+8*a^2*r-120*a^2*x-8*a* b^2-116*a*b*c-12*a*b*g-74*a*b*p-44*a*b*q-66*a*b*r-116*a*b*x+48*a*c^2-50*a*c*g+ 90*a*c*p+24*a*c*q+78*a*c*r+88*a*c*x-8*a*g^2-42*a*g*p-6*a*g*q-42*a*g*r-236*a*g*x +24*a*p^2+48*a*p*q+37*a*p*r-148*a*p*x-8*a*q^2+48*a*q*r+242*a*q*x+13*a*r^2-276*a *r*x-612*a*x^2-24*b^2*c-16*b^2*p-16*b^2*r+24*b^2*x-88*b*c^2-48*b*c*g-102*b*c*p-\ 44*b*c*q-94*b*c*r-168*b*c*x+4*b*g^2-42*b*g*p-16*b*g*q-40*b*g*r-52*b*g*x-22*b*p^ 2-28*b*p*q-38*b*p*r-172*b*p*x-28*b*q*r+12*b*q*x-16*b*r^2-192*b*r*x-444*b*x^2+16 *c^3-36*c^2*g+70*c^2*p+62*c^2*r+280*c^2*x-18*c*g^2-30*c*g*p-18*c*g*q-32*c*g*r-\ 142*c*g*x+50*c*p^2+36*c*p*q+87*c*p*r+128*c*p*x-8*c*q^2+36*c*q*r+386*c*q*x+37*c* r^2-4*c*r*x-360*c*x^2+2*g^3-20*g^2*p-6*g^2*q-20*g^2*r-72*g^2*x-6*g*p^2+4*g*p*q-\ 14*g*p*r-194*g*p*x-4*g*q^2+4*g*q*r+68*g*q*x-8*g*r^2-266*g*r*x-534*g*x^2+8*p^3+ 20*p^2*q+19*p^2*r-20*p^2*x-4*p*q^2+40*p*q*r+186*p*q*x+14*p*r^2-134*p*r*x-378*p* x^2-4*q^2*r+72*q^2*x+20*q*r^2+182*q*r*x+90*q*x^2+3*r^3-116*r^2*x-624*r*x^2-296* x^3+16*a^2+8*a*b+20*a*g+22*a*p-24*a*q+26*a*r+236*a*x+8*b*c+8*b*g+96*b*x-16*c^2+ 4*c*g+6*c*p-24*c*q+10*c*r+164*c*x+8*g^2+10*g*p-12*g*q+12*g*r+164*g*x+8*p^2-12*p *q+18*p*r+138*p*x-12*q*r-36*q*x+10*r^2+176*r*x+324*x^2-16*a-16*c-8*g-8*p-8*r-72 *x)*dx+12*p^4*x^2-24*p^4*x+37*a*g*p*q*r+73*a*g*p*r*x-55*a*g*q*r*x-414*a*p*q*r*x -65*b*c*g*p*r-183*b*c*g*q*r-176*b*c*g*r*x+279*b*c*p*q*r-42*b*c*p*r*x-42*b*c*q*r *x+11*b*g*p*q*r+25*b*g*p*r*x-31*b*g*q*r*x-4*b*p*q*r*x+134*c*g*p*q*r-94*c*g*p*r* x-174*c*g*q*r*x-762*c*p*q*r*x-72*g*p*q*r*x+71*g^2*p*q*r*x-74*g*p^2*q*r*x-124*g* p*q^2*r*x-52*g*p*q*r^2*x+72*g*p*q*r*x^2-392*a*b*c*g*r+152*a*b*c*p*r-18*a*b*c*q* r-252*a*b*c*r*x-139*a*b*g*p*r-266*a*b*g*r*x+135*a*b*p*q*r+10*a*b*p*r*x-70*a*b*q *r*x-15*a*c*g*p*r-25*a*c*g*q*r-86*a*c*g*r*x+251*a*c*p*q*r-666*a*c*p*r*x-726*a*c *q*r*x+106*c*g^2*p*q*r+275*c*g^2*p*r*x+183*c*g^2*q*r*x+19*c*g*p^2*q*r+6*c*g*p^2 *r*x+43*c*g*p*q^2*r+22*c*g*p*q*r^2+147*c*g*p*r*x^2-214*c*g*q^2*r*x-100*c*g*q*r^ 2*x+327*c*g*q*r*x^2-379*c*p^2*q*r*x-611*c*p*q^2*r*x-76*c*p*q*r^2*x+642*c*p*q*r* x^2+95*b*g^2*p*q*r+335*b*g^2*p*r*x+251*b*g^2*q*r*x+76*b*g*p^2*q*r+74*b*g*p^2*r* x+71*b*g*p*q^2*r+119*b*g*p*q*r^2+34*b*g*p*r^2*x+118*b*g*p*r*x^2+25*b*g*q^2*r*x+ 15*b*g*q*r^2*x+232*b*g*q*r*x^2-300*b*p^2*q*r*x-297*b*p*q^2*r*x-258*b*p*q*r^2*x+ 93*b*p*q*r*x^2+108*c^2*g*p*q*r-4*c^2*g*p*r*x-244*c^2*g*q*r*x-996*c^2*p*q*r*x+ 242*b*c*g^2*p*r+128*b*c*g^2*q*r+716*b*c*g^2*r*x+178*b*c*g*p^2*r+277*b*c*g*p*r^2 +85*b*c*g*q^2*r+365*b*c*g*q*r^2+233*b*c*g*r^2*x+567*b*c*g*r*x^2+37*b*c*p^2*q*r-\ 387*b*c*p^2*r*x+100*b*c*p*q^2*r+41*b*c*p*q*r^2-330*b*c*p*r^2*x+237*b*c*p*r*x^2-\ 433*b*c*q^2*r*x-412*b*c*q*r^2*x+507*b*c*q*r*x^2+388*b^2*c*g*p*r+168*b^2*c*g*q*r +1030*b^2*c*g*r*x+312*b^2*c*p*q*r+258*b^2*c*p*r*x+242*b^2*c*q*r*x+144*b^2*g*p*q *r+463*b^2*g*p*r*x+351*b^2*g*q*r*x+6*b^2*p*q*r*x+444*b*c^2*g*p*r+304*b*c^2*g*q* r+806*b*c^2*g*r*x+224*b*c^2*p*q*r-548*b*c^2*p*r*x-652*b*c^2*q*r*x+63*a*g^2*p*q* r+210*a*g^2*p*r*x+164*a*g^2*q*r*x+22*a*g*p^2*q*r+56*a*g*p^2*r*x+31*a*g*p*q^2*r+ 27*a*g*p*q*r^2+14*a*g*p*r^2*x-6*a*g*p*r*x^2-17*a*g*q^2*r*x+15*a*g*q*r^2*x+108*a *g*q*r*x^2-55*a*p^2*q*r*x-182*a*p*q^2*r*x+86*a*p*q*r^2*x+279*a*p*q*r*x^2+176*a* c^2*g*p*r+152*a*c^2*g*q*r+342*a*c^2*g*r*x-72*a*c^2*p*q*r-240*a*c^2*p*r*x-672*a* c^2*q*r*x+142*a*c*g^2*p*r+98*a*c*g^2*q*r+442*a*c*g^2*r*x+64*a*c*g*p^2*r+87*a*c* g*p*r^2+59*a*c*g*q^2*r+141*a*c*g*q*r^2+113*a*c*g*r^2*x+195*a*c*g*r*x^2-89*a*c*p ^2*q*r+43*a*c*p^2*r*x-38*a*c*p*q^2*r-147*a*c*p*q*r^2+226*a*c*p*r^2*x+423*a*c*p* r*x^2-427*a*c*q^2*r*x+12*a*c*q*r^2*x+693*a*c*q*r*x^2+278*a*b*c*q*r^2+80*a*b*c*r ^2*x+564*a*b*c*r*x^2+111*a*b*g^2*p*r+47*a*b*g^2*q*r+430*a*b*g^2*r*x+109*a*b*g*p ^2*r+169*a*b*g*p*r^2+56*a*b*g*q^2*r+213*a*b*g*q*r^2+321*a*b*g*r^2*x+420*a*b*g*r *x^2+31*a*b*p^2*q*r-61*a*b*p^2*r*x+64*a*b*p*q^2*r+33*a*b*p*q*r^2-54*a*b*p*r^2*x +113*a*b*p*r*x^2-95*a*b*q^2*r*x-60*a*b*q*r^2*x+265*a*b*q*r*x^2+46*a^2*g*p*q*r+ 128*a^2*g*p*r*x+102*a^2*g*q*r*x+216*a*b^2*c*g*r+428*a*b^2*c*p*r+260*a*b^2*c*q*r +1000*a*b^2*c*r*x+178*a*b^2*g*p*r+58*a*b^2*g*q*r+616*a*b^2*g*r*x+184*a*b^2*p*q* r+440*a*b^2*p*r*x+344*a*b^2*q*r*x+428*a*b*c^2*g*r+328*a*b*c^2*p*r+304*a*b*c^2*q *r+146*a*b*c*g^2*r+458*a*b*c*g*r^2+80*a*b*c*p^2*r+96*a*b*c*p*r^2+118*a*b*c*q^2* r+152*a^2*b*c*g*r+180*a^2*b*c*p*r+156*a^2*b*c*q*r+492*a^2*b*c*r*x+112*a^2*b*g*p *r+64*a^2*b*g*q*r+428*a^2*b*g*r*x+84*a^2*b*p*q*r+214*a^2*b*p*r*x+166*a^2*b*q*r* x+98*a^2*c*g*p*r+78*a^2*c*g*q*r+284*a^2*c*g*r*x-24*a^2*c*p*q*r-82*a^2*c*q*r*x-\ 52*g^3*p*q*r*x-40*g^2*p^2*q*r*x-48*g^2*p*q^2*r*x-74*g^2*p*q*r^2*x-95*g^2*p*q*r* x^2+18*g*p^3*q*r*x+30*g*p^2*q^2*r*x+40*g*p^2*q*r^2*x+27*g*p^2*q*r*x^2+6*g*p*q^3 *r*x+40*g*p*q^2*r^2*x+75*g*p*q^2*r*x^2+30*g*p*q*r^3*x-18*g*p*q*r^2*x^2-107*c*g* p*r^2*x^2-42*c*g*q^3*r*x-18*c*g*q^2*r^2*x+141*c*g*q^2*r*x^2+10*c*g*q*r^3*x-127* c*g*q*r^2*x^2+132*c*p^3*q*r*x+228*c*p^2*q^2*r*x+294*c*p^2*q*r^2*x+219*c*p^2*q*r *x^2+116*c*p*q^3*r*x+342*c*p*q^2*r^2*x+477*c*p*q^2*r*x^2+204*c*p*q*r^3*x-66*c*p *q*r^2*x^2-116*c*g^3*p*r*x-114*c*g^3*q*r*x-108*c*g^2*p^2*r*x-22*c*g^2*p*q*r^2-\ 196*c*g^2*p*r^2*x-271*c*g^2*p*r*x^2-140*c*g^2*q^2*r*x-216*c*g^2*q*r^2*x-261*c*g ^2*q*r*x^2+4*c*g*p^3*r*x-9*c*g*p^2*q*r^2+2*c*g*p^2*r^2*x-51*c*g*p^2*r*x^2-13*c* g*p*q^2*r^2-18*c*g*p*q*r^3-274*c^2*g^2*p*r*x-306*c^2*g^2*q*r*x-10*c^2*g*p^2*r*x -28*c^2*g*p*q*r^2-52*c^2*g*p*r^2*x-120*c^2*g*p*r*x^2-122*c^2*g*q^2*r*x-92*c^2*g *q*r^2*x+72*c^2*g*q*r*x^2+390*c^2*p^2*q*r*x+342*c^2*p*q^2*r*x+576*c^2*p*q*r^2*x +696*c^2*p*q*r*x^2-18*b*g*p^2*q*r^2-68*b*g*p^2*r^2*x-95*b*g*p^2*r*x^2-17*b*g*p* q^2*r^2-36*b*g*p*q*r^3-61*b*g*p*r^3*x-159*b*g*p*r^2*x^2-82*b*g*q^3*r*x-156*b*g* q^2*r^2*x-80*b*g*q^2*r*x^2-97*b*g*q*r^3*x-207*b*g*q*r^2*x^2+62*b*p^3*q*r*x+66*b *p^2*q^2*r*x+150*b*p^2*q*r^2*x+180*b*p^2*q*r*x^2+2*b*p*q^3*r*x+96*b*p*q^2*r^2*x +252*b*p*q^2*r*x^2+120*b*p*q*r^3*x+63*b*p*q*r^2*x^2-88*c^3*g*p*r*x-176*c^3*g*q* r*x+424*c^3*p*q*r*x-78*b*g^3*p*r*x-66*b*g^3*q*r*x-118*b*g^2*p^2*r*x-19*b*g^2*p* q*r^2-224*b*g^2*p*r^2*x-302*b*g^2*p*r*x^2-132*b*g^2*q^2*r*x-236*b*g^2*q*r^2*x-\ 302*b*g^2*q*r*x^2-36*b*c*g*p^2*r^2-72*b*c*g*p*r^3-5*b*c*g*q^2*r^2-76*b*c*g*q*r^ 3-256*b*c*g*r^3*x-555*b*c*g*r^2*x^2+82*b*c*p^3*r*x-17*b*c*p^2*q*r^2+192*b*c*p^2 *r^2*x+174*b*c*p^2*r*x^2-26*b*c*p*q^2*r^2-34*b*c*p*q*r^3+150*b*c*p*r^3*x-21*b*c *p*r^2*x^2-106*b*c*q^3*r*x-44*b*c*q^2*r^2*x+462*b*c*q^2*r*x^2+78*b*c*q*r^3*x-51 *b*c*q*r^2*x^2-84*b*c^2*g*p*r^2-32*b*c^2*g*q*r^2-828*b*c^2*g*r^2*x-882*b*c^2*g* r*x^2+112*b*c^2*p^2*r*x-56*b*c^2*p*q*r^2+112*b*c^2*p*r^2*x+264*b*c^2*p*r*x^2-\ 280*b*c^2*q^2*r*x-144*b*c^2*q*r^2*x+552*b*c^2*q*r*x^2-146*b*c*g^3*r*x-44*b*c*g^ 2*p*r^2-4*b*c*g^2*q*r^2-530*b*c*g^2*r^2*x-699*b*c*g^2*r*x^2-224*b^2*g*q^2*r*x-\ 390*b^2*g*q*r^2*x-423*b^2*g*q*r*x^2-76*b^2*p^2*q*r*x-148*b^2*p*q^2*r*x-156*b^2* p*q*r^2*x-18*b^2*p*q*r*x^2-776*b*c^3*g*r*x-88*b*c^3*p*r*x-360*b*c^3*q*r*x-632*b *c^2*g^2*r*x-356*b^2*c*g^2*r*x-68*b^2*c*g*p*r^2+16*b^2*c*g*q*r^2-868*b^2*c*g*r^ 2*x-998*b^2*c*g*r*x^2-192*b^2*c*p^2*r*x-64*b^2*c*p*q*r^2-396*b^2*c*p*r^2*x-274* b^2*c*p*r*x^2-468*b^2*c*q^2*r*x-620*b^2*c*q*r^2*x-254*b^2*c*q*r*x^2-186*b^2*g^2 *p*r*x-160*b^2*g^2*q*r*x-182*b^2*g*p^2*r*x-28*b^2*g*p*q*r^2-354*b^2*g*p*r^2*x-\ 423*b^2*g*p*r*x^2-40*a*g*q^2*r^2*x-42*a*g*q^2*r*x^2-27*a*g*q*r^3*x-99*a*g*q*r^2 *x^2+42*a*p^3*q*r*x+90*a*p^2*q^2*r*x+84*a*p^2*q*r^2*x+9*a*p^2*q*r*x^2+54*a*p*q^ 3*r*x+126*a*p*q^2*r^2*x+81*a*p*q^2*r*x^2+48*a*p*q*r^3*x-99*a*p*q*r^2*x^2-376*b^ 3*c*g*r*x-488*b^3*c*p*r*x-536*b^3*c*q*r*x-192*b^3*g*p*r*x-168*b^3*g*q*r*x-228*b ^3*p*q*r*x-1048*b^2*c^2*g*r*x-688*b^2*c^2*p*r*x-952*b^2*c^2*q*r*x-718*b*c*g*p*q *r*x-50*a*g^3*p*r*x-42*a*g^3*q*r*x-68*a*g^2*p^2*r*x-13*a*g^2*p*q*r^2-124*a*g^2* p*r^2*x-169*a*g^2*p*r*x^2-72*a*g^2*q^2*r*x-128*a*g^2*q*r^2*x-169*a*g^2*q*r*x^2-\ 14*a*g*p^3*r*x-6*a*g*p^2*q*r^2-36*a*g*p^2*r^2*x-57*a*g*p^2*r*x^2-9*a*g*p*q^2*r^ 2-12*a*g*p*q*r^3-27*a*g*p*r^3*x-51*a*g*p*r^2*x^2-24*a*g*q^3*r*x-90*a*c*g^3*r*x-\ 26*a*c*g^2*p*r^2-14*a*c*g^2*q*r^2-286*a*c*g^2*r^2*x-395*a*c*g^2*r*x^2-12*a*c*g* p^2*r^2-24*a*c*g*p*r^3-9*a*c*g*q^2*r^2-36*a*c*g*q*r^3-90*a*c*g*r^3*x-231*a*c*g* r^2*x^2+42*a*c*p^3*r*x+9*a*c*p^2*q*r^2+72*a*c*p^2*r^2*x-54*a*c*p^2*r*x^2+18*a*c *p*q*r^3+30*a*c*p*r^3*x-183*a*c*p*r^2*x^2+50*a*c*q^3*r*x+188*a*c*q^2*r^2*x+234* a*c*q^2*r*x^2+114*a*c*q*r^3*x-213*a*c*q*r^2*x^2-340*a*c^2*g^2*r*x-36*a*c^2*g*p* r^2-24*a*c^2*g*q*r^2-292*a*c^2*g*r^2*x-426*a*c^2*g*r*x^2+188*a*c^2*p^2*r*x+248* a*c^2*p*r^2*x+36*a*c^2*p*r*x^2+148*a*c^2*q^2*r*x+312*a*c^2*q*r^2*x+324*a*c^2*q* r*x^2-50*a*b*q^3*r*x-64*a*b*q^2*r^2*x-8*a*b*q^2*r*x^2-18*a*b*q*r^3*x-169*a*b*q* r^2*x^2-280*a*c^3*g*r*x+248*a*c^3*p*r*x+184*a*c^3*q*r*x-21*a*b*g^2*p*r^2+a*b*g^ 2*q*r^2-244*a*b*g^2*r^2*x-342*a*b*g^2*r*x^2-19*a*b*g*p^2*r^2-38*a*b*g*p*r^3-4*a *b*g*q^2*r^2-46*a*b*g*q*r^3-186*a*b*g*r^3*x-400*a*b*g*r^2*x^2+14*a*b*p^3*r*x-11 *a*b*p^2*q*r^2+28*a*b*p^2*r^2*x-28*a*b*p^2*r*x^2-18*a*b*p*q^2*r^2-22*a*b*p*q*r^ 3+18*a*b*p*r^3*x-105*a*b*p*r^2*x^2-156*a*b^2*p^2*r*x-40*a*b^2*p*q*r^2-312*a*b^2 *p*r^2*x-380*a*b^2*p*r*x^2-212*a*b^2*q^2*r*x-360*a*b^2*q*r^2*x-380*a*b^2*q*r*x^ 2-512*a*b*c^3*r*x-60*a*b*c^2*g*r^2-72*a*b*c^2*p*r^2-48*a*b*c^2*q*r^2-464*a*b*c^ 2*r^2*x-528*a*b*c^2*r*x^2-14*a*b*c*g^2*r^2-94*a*b*c*g*r^3-20*a*b*c*p^2*r^2-40*a *b*c*p*r^3-18*a*b*c*q^2*r^2-72*a*b*c*q*r^3-100*a*b*c*r^3*x-436*a*b*c*r^2*x^2-\ 100*a^2*g*p*r*x^2-46*a^2*g*q^2*r*x-80*a^2*g*q*r^2*x-100*a^2*g*q*r*x^2+28*a^2*p^ 2*q*r*x+36*a^2*p*q^2*r*x+32*a^2*p*q*r^2*x-18*a^2*p*q*r*x^2-384*a*b^3*c*r*x-200* a*b^3*p*r*x-176*a*b^3*q*r*x-976*a*b^2*c^2*r*x-84*a*b^2*c*p*r^2-20*a*b^2*c*q*r^2 -800*a*b^2*c*r^2*x-912*a*b^2*c*r*x^2-34*a*b^2*g*p*r^2+14*a*b^2*g*q*r^2-388*a*b^ 2*g*r^2*x-494*a*b^2*g*r*x^2-66*a^2*g^2*p*r*x-56*a^2*g^2*q*r*x-42*a^2*g*p^2*r*x-\ 10*a^2*g*p*q*r^2-76*a^2*g*p*r^2*x+72*a^2*c^2*p*r*x+64*a^2*c^2*q*r*x-116*a^2*c*g ^2*r*x-18*a^2*c*g*p*r^2-14*a^2*c*g*q*r^2-180*a^2*c*g*r^2*x-238*a^2*c*g*r*x^2+28 *a^2*c*p^2*r*x+28*a^2*c*p*r^2*x-46*a^2*c*p*r*x^2+40*a^2*c*q^2*r*x+60*a^2*c*q*r^ 2*x-26*a^2*c*q*r*x^2-320*a^2*b*c*r^2*x-456*a^2*b*c*r*x^2-20*a^2*b*g*p*r^2-8*a^2 *b*g*q*r^2-224*a^2*b*g*r^2*x-304*a^2*b*g*r*x^2-56*a^2*b*p^2*r*x-20*a^2*b*p*q*r^ 2-116*a^2*b*p*r^2*x-190*a^2*b*p*r*x^2-84*a^2*b*q^2*r*x-140*a^2*b*q*r^2*x-190*a^ 2*b*q*r*x^2-216*a^2*c^2*g*r*x-48*a^3*c*g*r*x-28*a^3*g*p*r*x-24*a^3*g*q*r*x-336* a^2*b^2*c*r*x-184*a^2*b^2*p*r*x-160*a^2*b^2*q*r*x-400*a^2*b*c^2*r*x-24*a^2*b*c* g*r^2-36*a^2*b*c*p*r^2-28*a^2*b*c*q*r^2+17*g^2*p*q*r^3*x+40*g^2*p*q*r^2*x^2-2*g *p^3*q*r^2*x-14*g*p^3*q*r*x^2-2*g*p^2*q^2*r^2*x-42*g*p^2*q^2*r*x^2-4*g*p^2*q*r^ 3*x-25*g*p^2*q*r^2*x^2+2*g*p*q^3*r^2*x-42*g*p*q^3*r*x^2-53*g*p*q^2*r^2*x^2-2*g* p*q*r^4*x-8*g*p*q*r^3*x^2-96*a^3*b*c*r*x-56*a^3*b*p*r*x-48*a^3*b*q*r*x+10*g^3*p *q*r^2*x+28*g^3*p*q*r*x^2+8*g^2*p^2*q*r^2*x+14*g^2*p^2*q*r*x^2+12*g^2*p*q^2*r^2 *x+7*g^2*p*q^2*r*x^2+33*a*g*p*q*r*x+360*b*c*g*p*q*r+575*b*c*g*p*r*x+401*b*c*g*q *r*x-928*b*c*p*q*r*x+93*b*g*p*q*r*x-280*c*g*p*q*r*x+490*a*b*c*g*p*r+326*a*b*c*g *q*r+1346*a*b*c*g*r*x+288*a*b*c*p*q*r+80*a*b*c*p*r*x-48*a*b*c*q*r*x+214*a*b*g*p *q*r+619*a*b*g*p*r*x+481*a*b*g*q*r*x-164*a*b*p*q*r*x+148*a*c*g*p*q*r+299*a*c*g* p*r*x+125*a*c*g*q*r*x-492*a*c*p*q*r*x-228*c*g^2*p*q*r*x+62*c*g*p^2*q*r*x+16*c*g *p*q^2*r*x+64*c*g*p*q*r^2*x+90*c*g*p*q*r*x^2-631*b*c*g*p*r*x^2-502*b*c*g*q^2*r* x-710*b*c*g*q*r^2*x-601*b*c*g*q*r*x^2+202*b*c*p^2*q*r*x+14*b*c*p*q^2*r*x+268*b* c*p*q*r^2*x+636*b*c*p*q*r*x^2-250*b*g^2*p*q*r*x-100*b*g*p^2*q*r*x-158*b*g*p*q^2 *r*x-200*b*g*p*q*r^2*x-175*b*g*p*q*r*x^2-36*c^2*g*p*q*r*x-556*b*c*g^2*p*r*x-574 *b*c*g^2*q*r*x-276*b*c*g*p^2*r*x-76*b*c*g*p*q*r^2-538*b*c*g*p*r^2*x-140*a*g^2*p *q*r*x-22*a*g*p^2*q*r*x-32*a*g*p*q^2*r*x-52*a*g*p*q*r^2*x-99*a*g*p*q*r*x^2-892* b^2*c*g*p*r*x-960*b^2*c*g*q*r*x-620*b^2*c*p*q*r*x-406*b^2*g*p*q*r*x-844*b*c^2*g *p*r*x-1064*b*c^2*g*q*r*x-24*b*c^2*p*q*r*x-310*a*c*g^2*p*r*x-312*a*c*g^2*q*r*x-\ 106*a*c*g*p^2*r*x-36*a*c*g*p*q*r^2-202*a*c*g*p*r^2*x-327*a*c*g*p*r*x^2-160*a*c* g*q^2*r*x-222*a*c*g*q*r^2*x-297*a*c*g*q*r*x^2+278*a*c*p^2*q*r*x+286*a*c*p*q^2*r *x+380*a*c*p*q*r^2*x+180*a*c*p*q*r*x^2-296*a*c^2*g*p*r*x-364*a*c^2*g*q*r*x+480* a*c^2*p*q*r*x-244*a*b*g^2*p*r*x-208*a*b*g^2*q*r*x-200*a*b*g*p^2*r*x-46*a*b*g*p* q*r^2-386*a*b*g*p*r^2*x-523*a*b*g*p*r*x^2-246*a*b*g*q^2*r*x-426*a*b*g*q*r^2*x-\ 523*a*b*g*q*r*x^2+18*a*b*p^2*q*r*x-46*a*b*p*q^2*r*x-4*a*b*p*q*r^2*x-36*a*b*p*q* r*x^2-448*a*b*c*g^2*r*x-94*a*b*c*g*p*r^2-38*a*b*c*g*q*r^2-952*a*b*c*g*r^2*x-\ 1236*a*b*c*g*r*x^2-52*a*b*c*p^2*r*x-72*a*b*c*p*q*r^2-160*a*b*c*p*r^2*x-320*a*b* c*p*r*x^2-316*a*b*c*q^2*r*x-352*a*b*c*q*r^2*x-280*a*b*c*q*r*x^2-388*a*b^2*g*p*r *x-336*a*b^2*g*q*r*x-368*a*b^2*p*q*r*x-1152*a*b*c^2*g*r*x-416*a*b*c^2*p*r*x-688 *a*b*c^2*q*r*x-224*a^2*b*g*p*r*x-192*a^2*b*g*q*r*x-140*a^2*b*p*q*r*x-196*a^2*c* g*p*r*x-200*a^2*c*g*q*r*x+108*a^2*c*p*q*r*x-88*a^2*g*p*q*r*x-728*a*b^2*c*g*r*x-\ 808*a*b^2*c*p*r*x-904*a*b^2*c*q*r*x-400*a^2*b*c*g*r*x-320*a^2*b*c*p*r*x-368*a^2 *b*c*q*r*x+50*c*g^2*p*q*r^2*x+70*c*g^2*p*q*r*x^2-105*c*g*p^2*q*r*x^2+16*c*g*p*q ^2*r^2*x-189*c*g*p*q^2*r*x^2+12*c*g*p*q*r^3*x-108*c*g*p*q*r^2*x^2+21*c*g^2*q^2* r*x^2+53*c*g^2*q*r^3*x+106*c*g^2*q*r^2*x^2-7*c*g*p^3*r*x^2+2*c*g*p^2*r^3*x+2*c* g*p^2*r^2*x^2+4*c*g*p*r^4*x+21*c*g*p*r^3*x^2+16*c*g*q^3*r^2*x-91*c*g*q^3*r*x^2+ 26*c*g*q^2*r^3*x-110*c*g*q^2*r^2*x^2+12*c*g*q*r^4*x+c*g*q*r^3*x^2-18*c*p^3*q*r^ 2*x-84*c*p^3*q*r*x^2-30*c*p^2*q^2*r^2*x-210*c*p^2*q^2*r*x^2-45*c*p^2*q*r^3*x-\ 174*c*p^2*q*r^2*x^2-14*c*p*q^3*r^2*x-196*c*p*q^3*r*x^2-45*c*p*q^2*r^3*x-306*c*p *q^2*r^2*x^2-36*c*p*q*r^4*x-90*c*p*q*r^3*x^2+20*c*g^3*p*r^2*x+63*c*g^3*p*r*x^2+ 24*c*g^3*q*r^2*x+63*c*g^3*q*r*x^2+18*c*g^2*p^2*r^2*x+49*c*g^2*p^2*r*x^2+37*c*g^ 2*p*r^3*x+118*c*g^2*p*r^2*x^2+36*c*g^2*q^2*r^2*x+52*c^2*g^2*p*r^2*x+112*c^2*g^2 *p*r*x^2+72*c^2*g^2*q*r^2*x+84*c^2*g^2*q*r*x^2+8*c^2*g*p^2*r^2*x-42*c^2*g*p^2*r *x^2+24*c^2*g*p*r^3*x-4*c^2*g*p*r^2*x^2+48*c^2*g*q^2*r^2*x-210*c^2*g*q^2*r*x^2+ 56*c^2*g*q*r^3*x-116*c^2*g*q*r^2*x^2-48*c^2*p^2*q*r^2*x-336*c^2*p^2*q*r*x^2-36* c^2*p*q^2*r^2*x-72*c^2*p*q*r^3*x-480*c^2*p*q*r^2*x^2+32*c^3*g*p*r^2*x-84*c^3*g* p*r*x^2+64*c^3*g*q*r^2*x-196*c^3*g*q*r*x^2-40*c^3*p*q*r^2*x-560*c^3*p*q*r*x^2-\ 18*b*p^2*q*r^3*x-105*b*p^2*q*r^2*x^2+4*b*p*q^3*r^2*x-91*b*p*q^3*r*x^2-3*b*p*q^2 *r^3*x-147*b*p*q^2*r^2*x^2-12*b*p*q*r^4*x-57*b*p*q*r^3*x^2+14*b*g^3*p*r^2*x+42* b*g^3*p*r*x^2+14*b*g^3*q*r^2*x+42*b*g^3*q*r*x^2+20*b*g^2*p^2*r^2*x+56*b*g^2*p^2 *r*x^2+41*b*g^2*p*r^3*x+133*b*g^2*p*r^2*x^2+32*b*g^2*q^2*r^2*x+56*b*g^2*q^2*r*x ^2+53*b*g^2*q*r^3*x+133*b*g^2*q*r^2*x^2+4*b*g*p^3*r^2*x+7*b*g*p^3*r*x^2+14*b*g* p^2*r^3*x+40*b*g*p^2*r^2*x^2+16*b*g*p*r^4*x+60*b*g*p*r^3*x^2+22*b*g*q^3*r^2*x-\ 14*b*g*q^3*r*x^2+47*b*g*q^2*r^3*x+22*b*g*q^2*r^2*x^2+31*b*g*q*r^4*x+66*b*g*q*r^ 3*x^2-8*b*p^3*q*r^2*x-49*b*p^3*q*r*x^2-6*b*p^2*q^2*r^2*x-105*b*p^2*q^2*r*x^2+28 *b*c*g^3*r^2*x+84*b*c*g^3*r*x^2+106*b*c*g^2*r^3*x+306*b*c*g^2*r^2*x^2+65*b*c*g* r^4*x+189*b*c*g*r^3*x^2-10*b*c*p^3*r^2*x-63*b*c*p^3*r*x^2-21*b*c*p^2*r^3*x-120* b*c*p^2*r^2*x^2-12*b*c*p*r^4*x-45*b*c*p*r^3*x^2+32*b*c*q^3*r^2*x-189*b*c*q^3*r* x^2+51*b*c*q^2*r^3*x-288*b*c*q^2*r^2*x^2+18*b*c*q*r^4*x-75*b*c*q*r^3*x^2-210*b* c^2*p^2*r*x^2+24*b*c^2*p*r^3*x-228*b*c^2*p*r^2*x^2+96*b*c^2*q^2*r^2*x-462*b*c^2 *q^2*r*x^2+108*b*c^2*q*r^3*x-396*b*c^2*q*r^2*x^2+128*b*c^3*q*r^2*x-476*b*c^3*q* r*x^2+128*b*c^2*g^2*r^2*x+294*b*c^2*g^2*r*x^2+194*b*c^2*g*r^3*x+348*b*c^2*g*r^2 *x^2+20*b^2*p^2*q*r^2*x-35*b^2*p^2*q*r*x^2+38*b^2*p*q^2*r^2*x-49*b^2*p*q^2*r*x^ 2+48*b^2*p*q*r^3*x-8*b^2*p*q*r^2*x^2+176*b*c^3*g*r^2*x+168*b*c^3*g*r*x^2+56*b*c ^3*p*r^2*x-308*b*c^3*p*r*x^2+36*b^2*g^2*p*r^2*x+91*b^2*g^2*p*r*x^2+36*b^2*g^2*q *r^2*x+91*b^2*g^2*q*r*x^2+34*b^2*g*p^2*r^2*x+70*b^2*g*p^2*r*x^2+71*b^2*g*p*r^3* x+182*b^2*g*p*r^2*x^2+56*b^2*g*q^2*r^2*x+70*b^2*g*q^2*r*x^2+93*b^2*g*q*r^3*x+ 182*b^2*g*q*r^2*x^2+40*c^2*g*p*q*r^2*x-252*c^2*g*p*q*r*x^2+52*b*g^2*p*q*r^2*x+ 112*b*g^2*p*q*r*x^2+24*b*g*p^2*q*r^2*x+42*b*g*p*q^2*r^2*x-21*b*g*p*q^2*r*x^2+55 *b*g*p*q*r^3*x+62*b*g*p*q*r^2*x^2-12*b*c*p^2*q*r^2*x-315*b*c*p^2*q*r*x^2+30*b*c *p*q^2*r^2*x-441*b*c*p*q^2*r*x^2+6*b*c*p*q*r^3*x-408*b*c*p*q*r^2*x^2+104*b*c*g^ 2*p*r^2*x+259*b*c*g^2*p*r*x^2+128*b*c*g^2*q*r^2*x+259*b*c*g^2*q*r*x^2+54*b*c*g* p^2*r^2*x+70*b*c*g*p^2*r*x^2+119*b*c*g*p*r^3*x+254*b*c*g*p*r^2*x^2+132*b*c*g*q^ 2*r^2*x-14*b*c*g*q^2*r*x^2+191*b*c*g*q*r^3*x+218*b*c*g*q*r^2*x^2+180*b*c^2*g*p* r^2*x+264*b*c^2*g*q*r^2*x+112*b*c^2*g*q*r*x^2+72*b*c^2*p*q*r^2*x-672*b*c^2*p*q* r*x^2+90*b^2*g*p*q*r^2*x+140*b^2*g*p*q*r*x^2+180*b^2*c*g*p*r^2*x+336*b^2*c*g*p* r*x^2+224*b^2*c*g*q*r^2*x+336*b^2*c*g*q*r*x^2+156*b^2*c*p*q*r^2*x-84*b^2*c*p*q* r*x^2+26*a*g^2*p*q*r^2*x+70*a*g^2*p*q*r*x^2+6*a*g*p^2*q*r^2*x+12*a*g*p*q^2*r^2* x-21*a*g*p*q^2*r*x^2+15*a*g*p*q*r^3*x+30*a*g*p*q*r^2*x^2+18*a*c*g*p^2*r^2*x+42* a*c*g*p^2*r*x^2+39*a*c*g*p*r^3*x+126*a*c*g*p*r^2*x^2+48*a*c*g*q^2*r^2*x-42*a*c* g*q^2*r*x^2+63*a*c*g*q*r^3*x+90*a*c*g*q*r^2*x^2-36*a*c*p^2*q*r^2*x-189*a*c*p^2* q*r*x^2-30*a*c*p*q^2*r^2*x-315*a*c*p*q^2*r*x^2-54*a*c*p*q*r^3*x-216*a*c*p*q*r^2 *x^2+52*a*c*g^2*p*r^2*x+161*a*c*g^2*p*r*x^2+64*a*c*g^2*q*r^2*x+161*a*c*g^2*q*r* x^2+60*a*c^2*g*p*r^2*x+84*a*c^2*g*p*r*x^2+96*a*c^2*g*q*r^2*x-48*a*c^2*p*q*r^2*x -504*a*c^2*p*q*r*x^2+4*a*b*p^2*q*r^2*x-49*a*b*p^2*q*r*x^2+22*a*b*p*q^2*r^2*x-77 *a*b*p*q^2*r*x^2+18*a*b*p*q*r^3*x-16*a*b*p*q*r^2*x^2+72*b^2*c*g^2*r^2*x+182*b^2 *c*g^2*r*x^2+186*b^2*c*g*r^3*x+428*b^2*c*g*r^2*x^2+44*b^2*c*p^2*r^2*x-14*b^2*c* p^2*r*x^2+102*b^2*c*p*r^3*x+92*b^2*c*p*r^2*x^2+120*b^2*c*q^2*r^2*x-70*b^2*c*q^2 *r*x^2+174*b^2*c*q*r^3*x+68*b^2*c*q*r^2*x^2+40*b^3*g*p*r^2*x+84*b^3*g*p*r*x^2+ 40*b^3*g*q*r^2*x+84*b^3*g*q*r*x^2+52*b^3*p*q*r^2*x+56*b^3*p*q*r*x^2+224*b^2*c^2 *g*r^2*x+392*b^2*c^2*g*r*x^2+160*b^2*c^2*p*r^2*x+28*b^2*c^2*p*r*x^2+240*b^2*c^2 *q*r^2*x-28*b^2*c^2*q*r*x^2-21*a*p^3*q*r*x^2-12*a*p^2*q^2*r^2*x-63*a*p^2*q^2*r* x^2-15*a*p^2*q*r^3*x-33*a*p^2*q*r^2*x^2-6*a*p*q^3*r^2*x-63*a*p*q^3*r*x^2-18*a*p *q^2*r^3*x-75*a*p*q^2*r^2*x^2-12*a*p*q*r^4*x-3*a*p*q*r^3*x^2+80*b^3*c*g*r^2*x+ 168*b^3*c*g*r*x^2+104*b^3*c*p*r^2*x+140*b^3*c*p*r*x^2+128*b^3*c*q*r^2*x+140*b^3 *c*q*r*x^2+28*a*g^3*p*r*x^2+8*a*g^3*q*r^2*x+28*a*g^3*q*r*x^2+10*a*g^2*p^2*r^2*x +35*a*g^2*p^2*r*x^2+20*a*g^2*p*r^3*x+77*a*g^2*p*r^2*x^2+16*a*g^2*q^2*r^2*x+35*a *g^2*q^2*r*x^2+26*a*g^2*q*r^3*x+77*a*g^2*q*r^2*x^2+2*a*g*p^3*r^2*x+7*a*g*p^3*r* x^2+6*a*g*p^2*r^3*x+24*a*g*p^2*r^2*x^2+6*a*g*p*r^4*x+24*a*g*p*r^3*x^2+8*a*g*q^3 *r^2*x-14*a*g*q^3*r*x^2+15*a*g*q^2*r^3*x+6*a*g*q^2*r^2*x^2+9*a*g*q*r^4*x+30*a*g *q*r^3*x^2-6*a*p^3*q*r^2*x+8*a*g^3*p*r^2*x-12*a*c*p*r^4*x+9*a*c*p*r^3*x^2-147*a *c*q^3*r*x^2-15*a*c*q^2*r^3*x-192*a*c*q^2*r^2*x^2-18*a*c*q*r^4*x-21*a*c*q*r^3*x ^2+16*a*c*g^3*r^2*x+56*a*c*g^3*r*x^2+52*a*c*g^2*r^3*x+178*a*c*g^2*r^2*x^2+21*a* c*g*r^4*x+81*a*c*g*r^3*x^2-6*a*c*p^3*r^2*x-21*a*c*p^3*r*x^2-15*a*c*p^2*r^3*x-24 *a*c*p^2*r^2*x^2+66*a*c^2*g*r^3*x+156*a*c^2*g*r^2*x^2-24*a*c^2*p^2*r^2*x-126*a* c^2*p^2*r*x^2-36*a*c^2*p*r^3*x-132*a*c^2*p*r^2*x^2-378*a*c^2*q^2*r*x^2-24*a*c^2 *q*r^3*x-300*a*c^2*q*r^2*x^2+64*a*c^2*g^2*r^2*x+182*a*c^2*g^2*r*x^2+29*a*b*q^2* r^3*x-20*a*b*q^2*r^2*x^2+14*a*b*q*r^4*x+39*a*b*q*r^3*x^2+64*a*c^3*g*r^2*x+56*a* c^3*g*r*x^2-24*a*c^3*p*r^2*x-252*a*c^3*p*r*x^2-420*a*c^3*q*r*x^2+42*a*b*g^2*r^3 *x+144*a*b*g^2*r^2*x^2+35*a*b*g*r^4*x+140*a*b*g*r^3*x^2-2*a*b*p^3*r^2*x-7*a*b*p ^3*r*x^2-3*a*b*p^2*r^3*x+4*a*b*p^2*r^2*x^2+31*a*b*p*r^3*x^2+16*a*b*q^3*r^2*x-35 *a*b*q^3*r*x^2+124*a*b*c^2*r^3*x+160*a*b*c^2*r^2*x^2+32*a*b*c*r^4*x+124*a*b*c*r ^3*x^2+72*a*b^2*g*r^3*x+208*a*b^2*g*r^2*x^2+28*a*b^2*p^2*r^2*x+56*a*b^2*p^2*r*x ^2+60*a*b^2*p*r^3*x+160*a*b^2*p*r^2*x^2+52*a*b^2*q^2*r^2*x+56*a*b^2*q^2*r*x^2+ 84*a*b^2*q*r^3*x+160*a*b^2*q*r^2*x^2+128*a*b*c^3*r^2*x-4*a^2*p^2*q*r^2*x-14*a^2 *p^2*q*r*x^2-4*a^2*p*q^2*r^2*x-28*a^2*p*q^2*r*x^2-6*a^2*p*q*r^3*x-8*a^2*p*q*r^2 *x^2+80*a*b^3*c*r^2*x+168*a*b^3*c*r*x^2+40*a*b^3*p*r^2*x+84*a*b^3*p*r*x^2+40*a* b^3*q*r^2*x+84*a*b^3*q*r*x^2+208*a*b^2*c^2*r^2*x+336*a*b^2*c^2*r*x^2+168*a*b^2* c*r^3*x+384*a*b^2*c*r^2*x^2+10*a^2*g^2*p*r^2*x+35*a^2*g^2*p*r*x^2+10*a^2*g^2*q* r^2*x+35*a^2*g^2*q*r*x^2+6*a^2*g*p^2*r^2*x+21*a^2*g*p^2*r*x^2+12*a^2*g*p*r^3*x+ 46*a^2*g*p*r^2*x^2+10*a^2*g*q^2*r^2*x+21*a^2*g*q^2*r*x^2+16*a^2*g*q*r^3*x+46*a^ 2*g*q*r^2*x^2+20*a^2*c*g^2*r^2*x+70*a^2*c*g^2*r*x^2+32*a^2*c*g*r^3*x+108*a^2*c* g*r^2*x^2-4*a^2*c*p^2*r^2*x-14*a^2*c*p^2*r*x^2-6*a^2*c*p*r^3*x-4*a^2*c*p*r^2*x^ 2-70*a^2*c*q^2*r*x^2-6*a^2*c*q*r^3*x-28*a^2*c*q*r^2*x^2+40*a^2*c^2*g*r^2*x+112* a^2*c^2*g*r*x^2-8*a^2*c^2*p*r^2*x-56*a^2*c^2*p*r*x^2-112*a^2*c^2*q*r*x^2+36*a^2 *b*g*r^3*x+128*a^2*b*g*r^2*x^2+8*a^2*b*p^2*r^2*x+28*a^2*b*p^2*r*x^2+18*a^2*b*p* r^3*x+80*a^2*b*p*r^2*x^2+20*a^2*b*q^2*r^2*x+28*a^2*b*q^2*r*x^2+30*a^2*b*q*r^3*x +80*a^2*b*q*r^2*x^2+32*a^2*b^2*p*r^2*x+84*a^2*b^2*p*r*x^2+32*a^2*b^2*q*r^2*x+84 *a^2*b^2*q*r*x^2+80*a^2*b*c^2*r^2*x+168*a^2*b*c^2*r*x^2+60*a^2*b*c*r^3*x+192*a^ 2*b*c*r^2*x^2+4*a^3*g*p*r^2*x+14*a^3*g*p*r*x^2+4*a^3*g*q*r^2*x+14*a^3*g*q*r*x^2 +64*a^2*b^2*c*r^2*x+168*a^2*b^2*c*r*x^2+8*a^3*c*g*r^2*x+28*a^3*c*g*r*x^2+16*a^3 *b*c*r^2*x+56*a^3*b*c*r*x^2+8*a^3*b*p*r^2*x+28*a^3*b*p*r*x^2+8*a^3*b*q*r^2*x+28 *a^3*b*q*r*x^2-4*g^3*p*q*r^2*x^2-2*g^2*p^2*q*r^2*x^2-g^2*p*q^2*r^2*x^2-5*g^2*p* q*r^3*x^2+2*g*p^3*q*r^2*x^2+6*g*p^2*q^2*r^2*x^2+4*g*p^2*q*r^3*x^2+6*g*p*q^3*r^2 *x^2+8*g*p*q^2*r^3*x^2+2*g*p*q*r^4*x^2+27*c*p^2*q*r^3*x^2+28*c*p*q^3*r^2*x^2+45 *c*p*q^2*r^3*x^2+18*c*p*q*r^4*x^2-7*c*g^2*p^2*r^2*x^2-15*c*g^2*p*r^3*x^2-3*c*g^ 2*q^2*r^2*x^2-13*c*g^2*q*r^3*x^2+c*g*p^3*r^2*x^2+c*g*p^2*r^3*x^2-c*g*p*r^4*x^2+ 13*c*g*q^3*r^2*x^2+17*c*g*q^2*r^3*x^2+3*c*g*q*r^4*x^2+12*c*p^3*q*r^2*x^2+30*c*p ^2*q^2*r^2*x^2-9*c*g^3*p*r^2*x^2-9*c*g^3*q*r^2*x^2+42*a*b*g^2*p*r^2*x+126*a*b*g ^2*p*r*x^2+42*a*b*g^2*q*r^2*x+126*a*b*g^2*q*r*x^2+32*a*b*g*p^2*r^2*x+91*a*b*g*p ^2*r*x^2+67*a*b*g*p*r^3*x+228*a*b*g*p*r^2*x^2+58*a*b*g*q^2*r^2*x+91*a*b*g*q^2*r *x^2+93*a*b*g*q*r^3*x+228*a*b*g*q*r^2*x^2+84*a*b*c*g^2*r^2*x+252*a*b*c*g^2*r*x^ 2+186*a*b*c*g*r^3*x+536*a*b*c*g*r^2*x^2+16*a*b*c*p^2*r^2*x-28*a*b*c*p^2*r*x^2+ 48*a*b*c*p*r^3*x+88*a*b*c*p*r^2*x^2+96*a*b*c*q^2*r^2*x-140*a*b*c*q^2*r*x^2+120* a*b*c*q*r^3*x+40*a*b*c*q*r^2*x^2+232*a*b*c^2*g*r^2*x+504*a*b*c^2*g*r*x^2+104*a* b*c^2*p*r^2*x-28*a*b*c^2*p*r*x^2+192*a*b*c^2*q*r^2*x-140*a*b*c^2*q*r*x^2+72*a*b ^2*g*p*r^2*x+182*a*b^2*g*p*r*x^2+72*a*b^2*g*q*r^2*x+182*a*b^2*g*q*r*x^2+80*a*b^ 2*p*q*r^2*x+112*a*b^2*p*q*r*x^2+144*a*b^2*c*g*r^2*x+364*a*b^2*c*g*r*x^2+160*a*b ^2*c*p*r^2*x+280*a*b^2*c*p*r*x^2+208*a*b^2*c*q*r^2*x+280*a*b^2*c*q*r*x^2+98*a^2 *c*g*q*r*x^2-12*a^2*c*p*q*r^2*x-84*a^2*c*p*q*r*x^2+16*a^2*g*p*q*r^2*x+42*a^2*g* p*q*r*x^2+32*a^2*c*g*p*r^2*x+98*a^2*c*g*p*r*x^2+40*a^2*c*g*q*r^2*x+36*a^2*b*g*p *r^2*x+112*a^2*b*g*p*r*x^2+36*a^2*b*g*q*r^2*x+112*a^2*b*g*q*r*x^2+28*a^2*b*p*q* r^2*x+56*a^2*b*p*q*r*x^2+72*a^2*b*c*g*r^2*x+224*a^2*b*c*g*r*x^2+56*a^2*b*c*p*r^ 2*x+140*a^2*b*c*p*r*x^2+80*a^2*b*c*q*r^2*x+140*a^2*b*c*q*r*x^2-10*c*g^2*p*q*r^2 *x^2+15*c*g*p^2*q*r^2*x^2+27*c*g*p*q^2*r^2*x^2+18*c*g*p*q*r^3*x^2-16*c^2*g^2*p* r^2*x^2-12*c^2*g^2*q*r^2*x^2+6*c^2*g*p^2*r^2*x^2+4*c^2*g*p*r^3*x^2+30*c^2*g*q^2 *r^2*x^2+20*c^2*g*q*r^3*x^2+48*c^2*p^2*q*r^2*x^2+72*c^2*p*q^2*r^2*x^2+72*c^2*p* q*r^3*x^2+12*c^3*g*p*r^2*x^2+28*c^3*g*q*r^2*x^2+80*c^3*p*q*r^2*x^2+9*b*p*q*r^4* x^2-17*b*g^2*q*r^3*x^2-b*g*p^3*r^2*x^2-5*b*g*p^2*r^3*x^2-7*b*g*p*r^4*x^2+2*b*g* q^3*r^2*x^2-2*b*g*q^2*r^3*x^2-7*b*g*q*r^4*x^2+7*b*p^3*q*r^2*x^2+15*b*p^2*q^2*r^ 2*x^2+15*b*p^2*q*r^3*x^2+13*b*p*q^3*r^2*x^2+21*b*p*q^2*r^3*x^2-6*b*g^3*p*r^2*x^ 2-6*b*g^3*q*r^2*x^2-8*b*g^2*p^2*r^2*x^2-17*b*g^2*p*r^3*x^2-8*b*g^2*q^2*r^2*x^2-\ 39*b*c*g^2*r^3*x^2-21*b*c*g*r^4*x^2+9*b*c*p^3*r^2*x^2+18*b*c*p^2*r^3*x^2+9*b*c* p*r^4*x^2+27*b*c*q^3*r^2*x^2+42*b*c*q^2*r^3*x^2+15*b*c*q*r^4*x^2+60*b*c^2*q*r^3 *x^2-12*b*c*g^3*r^2*x^2-42*b*c^2*g^2*r^2*x^2-42*b*c^2*g*r^3*x^2+30*b*c^2*p^2*r^ 2*x^2+36*b*c^2*p*r^3*x^2+66*b*c^2*q^2*r^2*x^2+36*c^2*g*p*q*r^2*x^2+3*b*g*p*q^2* r^2*x^2-7*b*g*p*q*r^3*x^2-16*b*g^2*p*q*r^2*x^2+60*b*c*p*q*r^3*x^2-37*b*c*g^2*p* r^2*x^2-37*b*c*g^2*q*r^2*x^2-10*b*c*g*p^2*r^2*x^2-31*b*c*g*p*r^3*x^2+2*b*c*g*q^ 2*r^2*x^2-25*b*c*g*q*r^3*x^2+45*b*c*p^2*q*r^2*x^2+63*b*c*p*q^2*r^2*x^2-28*b*c^2 *g*p*r^2*x^2-16*b*c^2*g*q*r^2*x^2+96*b*c^2*p*q*r^2*x^2-20*b^2*g*p*q*r^2*x^2-48* b^2*c*g*p*r^2*x^2-48*b^2*c*g*q*r^2*x^2+12*b^2*c*p*q*r^2*x^2-3*a*g*p*q*r^3*x^2-\ 24*b*c^3*g*r^2*x^2+44*b*c^3*p*r^2*x^2+68*b*c^3*q*r^2*x^2-10*b^2*g*p^2*r^2*x^2-\ 23*b^2*g*p*r^3*x^2-10*b^2*g*q^2*r^2*x^2-23*b^2*g*q*r^3*x^2+5*b^2*p^2*q*r^2*x^2+ 7*b^2*p*q^2*r^2*x^2+2*b^2*p*q*r^3*x^2-13*b^2*g^2*p*r^2*x^2-13*b^2*g^2*q*r^2*x^2 -54*b^2*c*g*r^3*x^2+2*b^2*c*p^2*r^2*x^2-10*b^2*c*p*r^3*x^2+10*b^2*c*q^2*r^2*x^2 -6*b^2*c*q*r^3*x^2-56*b^2*c^2*g*r^2*x^2-4*b^2*c^2*p*r^2*x^2+4*b^2*c^2*q*r^2*x^2 -26*b^2*c*g^2*r^2*x^2-12*b^3*g*p*r^2*x^2-12*b^3*g*q*r^2*x^2-8*b^3*p*q*r^2*x^2-\ 24*b^3*c*g*r^2*x^2-20*b^3*c*p*r^2*x^2-20*b^3*c*q*r^2*x^2-3*a*g*q*r^4*x^2+3*a*p^ 3*q*r^2*x^2+9*a*p^2*q^2*r^2*x^2+6*a*p^2*q*r^3*x^2+9*a*p*q^3*r^2*x^2+12*a*p*q^2* r^3*x^2+3*a*p*q*r^4*x^2-4*a*g^3*p*r^2*x^2-4*a*g^3*q*r^2*x^2-5*a*g^2*p^2*r^2*x^2 -10*a*g^2*p*r^3*x^2-5*a*g^2*q^2*r^2*x^2-10*a*g^2*q*r^3*x^2-a*g*p^3*r^2*x^2-3*a* g*p^2*r^3*x^2-3*a*g*p*r^4*x^2+2*a*g*q^3*r^2*x^2+3*a*c*p^3*r^2*x^2+6*a*c*p^2*r^3 *x^2+3*a*c*p*r^4*x^2+21*a*c*q^3*r^2*x^2+30*a*c*q^2*r^3*x^2+9*a*c*q*r^4*x^2-8*a* c*g^3*r^2*x^2-23*a*c*g^2*r^3*x^2-9*a*c*g*r^4*x^2-26*a*c^2*g^2*r^2*x^2-18*a*c^2* g*r^3*x^2+18*a*c^2*p^2*r^2*x^2+24*a*c^2*p*r^3*x^2+54*a*c^2*q^2*r^2*x^2+48*a*c^2 *q*r^3*x^2-8*a*c^3*g*r^2*x^2+36*a*c^3*p*r^2*x^2+60*a*c^3*q*r^2*x^2-988*a*b*c*g* p*r*x-1060*a*b*c*g*q*r*x-288*a*b*c*p*q*r*x-446*a*b*g*p*q*r*x-206*a*c*g*p*q*r*x+ 174*b*c*g*p*q*r^2*x+56*b*c*g*p*q*r*x^2+54*a*c*g*p*q*r^2*x+90*a*b*g*p*q*r^2*x+ 182*a*b*g*p*q*r*x^2+180*a*b*c*g*p*r^2*x+434*a*b*c*g*p*r*x^2+232*a*b*c*g*q*r^2*x +434*a*b*c*g*q*r*x^2+96*a*b*c*p*q*r^2*x-168*a*b*c*p*q*r*x^2-8*b*c*g*p*q*r^2*x^2 -26*a*b*g*p*q*r^2*x^2-10*a*g^2*p*q*r^2*x^2+3*a*g*p*q^2*r^2*x^2+27*a*c*p^2*q*r^2 *x^2+45*a*c*p*q^2*r^2*x^2+36*a*c*p*q*r^3*x^2-23*a*c*g^2*p*r^2*x^2-23*a*c*g^2*q* r^2*x^2-6*a*c*g*p^2*r^2*x^2-15*a*c*g*p*r^3*x^2+6*a*c*g*q^2*r^2*x^2-9*a*c*g*q*r^ 3*x^2+72*a*c^2*p*q*r^2*x^2-12*a*c^2*g*p*r^2*x^2+7*a*b*p^2*q*r^2*x^2+11*a*b*p*q^ 2*r^2*x^2+4*a*b*p*q*r^3*x^2-18*a*b*g^2*p*r^2*x^2-18*a*b*g^2*q*r^2*x^2-13*a*b*g* p^2*r^2*x^2-29*a*b*g*p*r^3*x^2-13*a*b*g*q^2*r^2*x^2-29*a*b*g*q*r^3*x^2-36*a*b*c *g^2*r^2*x^2-68*a*b*c*g*r^3*x^2+4*a*b*c*p^2*r^2*x^2+20*a*b*c*q^2*r^2*x^2-72*a*b *c^2*g*r^2*x^2+4*a*b*c^2*p*r^2*x^2+20*a*b*c^2*q*r^2*x^2-18*a*b*g^2*r^3*x^2-16*a *b*g*r^4*x^2+a*b*p^3*r^2*x^2-3*a*b*p*r^4*x^2+5*a*b*q^3*r^2*x^2+4*a*b*q^2*r^3*x^ 2-3*a*b*q*r^4*x^2-16*a*b*c^2*r^3*x^2-12*a*b*c*r^4*x^2-24*r*g-20*p*b-22*p*g-50*p *c-12*p*q-10*p^2-52*r*c-12*r*q-38*p*a-40*r*a-20*r*b+4*c+4*g-16*a*b^2*p*q*r^2*x^ 2-36*a*b*c-26*a*b*p-30*a*b*q-126*a*c*q-20*a*g*q-42*a*p*q-18*b*c*g-62*b*c*p-42*b *c*q-24*b*g*p-10*b*g*q-46*b*p*q-48*c*g*q-84*c*p*q-32*g*p*q-72*a*b*x^2-30*a*c*p+ 12*a*g*p-22*c*g*p+324*a*c^2*x+132*a*q^2*x-164*a*r^2*x+204*b*c^2*x-108*b*r^2*x+ 96*c^2*g*x+480*c^2*q*x+188*c^2*r*x+240*c*q^2*x-96*c*r^2*x+60*g*q^2*x-136*g*r^2* x+106*q^2*r*x+24*q*r^2*x+192*a*c*x+42*a*q*x+144*b*c*x+24*b*q*x+150*c*g*x+6*c*q* x+36*g*q*x+48*a^2*c*x+60*a^2*q*x-96*a^2*r*x+96*b^2*c*x+20*b^2*r*x-12*c*g^2*x+6* g^2*q*x-60*g^2*r*x+84*a*b*x+108*a*g*x+60*b*g*x-108*a*q^2*x^2-24*a^2*q*x^2+76*a^ 2*r*x^2-216*a*c^2*x^2-432*c^2*q*x^2-202*c^2*r*x^2-144*a*c*x^2-36*a*q*x^2+36*c*q *x^2-144*b^2*c*x^2-60*b^2*q*x^2-10*b^2*r*x^2-216*b*c^2*x^2-72*b*q^2*x^2-72*c^2* g*x^2-252*c*q^2*x^2-36*g*q^2*x^2-122*q^2*r*x^2-144*b*c*x^2-72*b*g*x^2-48*b*q*x^ 2-156*c*g*x^2-60*g*q*x^2+57*g^2*r*x^2-96*a*g*x^2-12*r^2*x^2*q+162*r^2*x^2*b+24* a^2*p^2*x^2+36*a*p^3*x^2-24*b*p^4*x-24*c*p^4*x+24*g^2*p^3*x-24*p^4*q*x-48*a^2*p ^2*x-72*a*p^3*x+12*b*p^4*x^2+12*c*p^4*x^2-12*g^2*p^3*x^2+12*p^4*q*x^2+162*r^2*x ^2*a+92*r^2*x^2*c+166*r^2*x^2*g+204*r*x*c+134*r*x*g+42*r*x*q+120*r*x*b-186*r*x^ 2*a-186*r*x^2*b-200*r*x^2*c-57*r*x^2*q-167*r*x^2*g+188*r*x*a-12*b^3*r^4-g^4*r^3 +q*r^6+46*b^3*r^3-12*c^4*r^2+5*g^4*r^2+10*b^3*r^2+c*g*p*r-46*c*g*q*r+228*c*p*q* r-4*c*p*r*x+20*g*p*q*r-178*g*p*r*x+94*p*q*r*x-62*a*b*c*g*p*r^2*x^2-62*a*b*c*g*q *r^2*x^2+24*a*b*c*p*q*r^2*x^2-3*g^2*p*q*r+27*g^2*p*r*x-11*g^2*q*r*x+45*g*p^2*q* r+16*g*p^2*r*x+39*g*p*q^2*r+50*g*p*q*r^2+84*g*p*r^2*x+183*g*p*r*x^2-32*g*q^2*r* x-36*g*q*r^2*x-229*p^2*q*r*x-169*p*q^2*r*x-232*p*q*r^2*x-101*p*q*r*x^2-146*a*b* c*r-55*a*b*g*r-53*a*b*p*r-89*a*b*q*r-66*a*c*g*r+265*a*c*p*r+127*a*c*q*r-44*a*g* p*r-27*a*g*q*r+152*a*p*q*r-178*a*p*r*x-175*b*c*g*r-55*b*c*p*r-163*b*c*q*r-74*b* g*p*r-20*b*p*q*r-146*b*p*r*x+68*c^2*g*p*r+22*c^2*g*q*r-194*c^2*g*r*x+312*c^2*p* q*r-790*c^2*p*r*x-538*c^2*q*r*x-47*c*g^2*p*r-54*c*g^2*q*r-44*c*g^2*r*x+39*c*g*p ^2*r+71*c*g*p*r^2+9*c*g*q^2*r+108*c*g*q*r^2+20*c*g*r^2*x+159*c*p^2*q*r-440*c*p^ 2*r*x+156*c*p*q^2*r+66*c*p*q*r^2-356*c*p*r^2*x-59*c*p*r*x^2-194*c*q^2*r*x-456*c *q*r^2*x+18*b^2*p*r*x-238*b*c^2*g*r+250*b*c^2*p*r+16*b*c^2*q*r-188*b*c^2*r*x-\ 202*b*c*g^2*r+134*b*c*g*r^2+211*b*c*p^2*r+257*b*c*p*r^2-21*b*c*q^2*r+230*b*c*q* r^2-28*b*c*r^2*x-75*b*g^2*p*r-122*b*g^2*r*x+15*b*g*p^2*r+82*b*g*p*r^2+78*b*g*q* r^2+17*b*g*r^2*x+119*b*p^2*q*r+41*b*p^2*r*x+57*b*p*q^2*r+136*b*p*q*r^2+74*b*p*r ^2*x+178*b*p*r*x^2-40*b*q*r^2*x-52*a*g^2*p*r-44*a*g^2*q*r-56*a*g^2*r*x+a*g*p^2* r+30*a*g*p*r^2+a*g*q^2*r+50*a*g*q*r^2+93*a*g*r^2*x+46*a*p^2*q*r-145*a*p^2*r*x+ 79*a*p*q^2*r-6*a*p*q*r^2-46*a*p*r^2*x+135*a*p*r*x^2-185*a*q^2*r*x-216*a*q*r^2*x -330*b^2*c*g*r-194*b^2*c*q*r-80*b^2*c*r*x-105*b^2*g*p*r-176*b^2*g*r*x-13*b^2*p* q*r-130*a*b^2*q*r-212*a*b^2*r*x-84*a*b*c^2*r+202*a*b*c*r^2-140*a*b*g^2*r+16*a*b *g*r^2+89*a*b*p^2*r+123*a*b*p*r^2+a*b*q^2*r+128*a*b*q*r^2+4*a*b*r^2*x-76*a*c^2* g*r+158*a*c^2*p*r+180*a*c^2*q*r-648*a*c^2*r*x-121*a*c*g^2*r+67*a*c*g*r^2+11*a*c *p^2*r-63*a*c*p*r^2+95*a*c*q^2*r+84*a*c*q*r^2-252*a*c*r^2*x-24*a^2*b*p*r-32*a^2 *b*q*r-140*a^2*b*r*x-80*a^2*c*g*r+16*a^2*c*p*r+48*a^2*c*q*r-172*a^2*c*r*x-28*a^ 2*g*p*r-24*a^2*g*q*r-22*a^2*g*r*x+24*a^2*p*q*r-42*a^2*p*r*x-134*a^2*q*r*x-220*a *b^2*g*r-102*a*b^2*p*r+20*g^3*p*q*r+80*g^3*p*r*x+60*g^3*q*r*x+23*g^2*p^2*q*r+54 *g^2*p^2*r*x+21*g^2*p*q^2*r+35*g^2*p*q*r^2+28*g^2*p*r^2*x+22*g^2*p*r*x^2+19*g^2 *q^2*r*x+21*g^2*q*r^2*x+60*g^2*q*r*x^2-4*g*p^3*q*r+4*g*p^3*r*x+2*g*p^2*q^2*r-15 *g*p^2*q*r^2-6*g*p^2*r^2*x-9*g*p^2*r*x^2+6*g*p*q^3*r+g*p*q^2*r^2-18*g*p*q*r^3-\ 24*g*p*r^3*x-91*g*p*r^2*x^2-46*g*q^3*r*x-50*g*q^2*r^2*x+81*g*q^2*r*x^2-14*g*q*r ^3*x+17*g*q*r^2*x^2-33*p^3*q*r*x-135*p^2*q^2*r*x+33*p^2*q*r^2*x+150*p^2*q*r*x^2 -115*p*q^3*r*x-54*p*q^2*r^2*x+171*p*q^2*r*x^2+69*p*q*r^3*x+170*p*q*r^2*x^2-128* a^2*b*c*r-150*a^2*b*g*r+85*c*g^2*p*r^2+29*c*g^2*q^2*r+102*c*g^2*q*r^2+103*c*g^2 *r^2*x+144*c*g^2*r*x^2+3*c*g*p^3*r-2*c*g*p^2*r^2-13*c*g*p*r^3+7*c*g*q^3*r+48*c* g*q^2*r^2+3*c*g*q*r^3-18*c*g*r^3*x-16*c*g*r^2*x^2+15*c*p^3*r*x-47*c*p^2*q^2*r-\ 119*c*p^2*q*r^2+147*c*p^2*r^2*x+279*c*p^2*r*x^2-6*c*p*q^3*r-78*c*p*q^2*r^2-94*c *p*q*r^3+153*c*p*r^3*x+236*c*p*r^2*x^2-217*c*q^3*r*x-187*c*q^2*r^2*x+363*c*q^2* r*x^2+69*c*q*r^3*x+444*c*q*r^2*x^2+92*c^2*g^2*q*r+316*c^2*g^2*r*x+38*c^2*g*p^2* r+52*c^2*g*p*r^2+42*c^2*g*q^2*r+112*c^2*g*q*r^2+12*c^2*g*r^2*x+330*c^2*g*r*x^2-\ 92*c^2*p^2*q*r-184*c^2*p^2*r*x-30*c^2*p*q^2*r-150*c^2*p*q*r^2+68*c^2*p*r^2*x+ 600*c^2*p*r*x^2-620*c^2*q^2*r*x-252*c^2*q*r^2*x+684*c^2*q*r*x^2+49*c*g^3*p*r+29 *c*g^3*q*r+164*c*g^3*r*x+56*c*g^2*p^2*r+45*b*g*r^2*x^2-13*b*p^3*q*r-83*b*p^3*r* x+10*b*p^2*q^2*r-44*b*p^2*q*r^2-117*b*p^2*r^2*x-21*b*p^2*r*x^2+11*b*p*q^2*r^2-\ 49*b*p*q*r^3-81*b*p*r^3*x-73*b*p*r^2*x^2-147*b*q^2*r^2*x+114*b*q^2*r*x^2-72*b*q *r^3*x+89*b*q*r^2*x^2+92*c^3*g*p*r+84*c^3*g*q*r-48*c^3*p*q*r-468*c^3*p*r*x-740* c^3*q*r*x+130*c^2*g^2*p*r-99*b*c*r^3*x+132*b*c*r^2*x^2+130*b*g^3*r*x+59*b*g^2*p ^2*r+97*b*g^2*p*r^2+104*b*g^2*q*r^2+165*b*g^2*r^2*x+222*b*g^2*r*x^2+17*b*g*p^3* r+30*b*g*p^2*r^2+9*b*g*p*r^3+78*b*g*q^2*r^2+43*b*g*q*r^3-4*b*g*r^3*x-212*b*c^2* r^2*x+558*b*c^2*r*x^2+240*b*c*g^2*r^2+99*b*c*g*r^3-19*b*c*p^3*r-70*b*c*p^2*r^2-\ 83*b*c*p*r^3+103*b*c*q^2*r^2+4*b*c*q*r^3+169*b^2*g*p*r^2+175*b^2*g*q*r^2+233*b^ 2*g*r^2*x+365*b^2*g*r*x^2+73*b^2*p^2*q*r-7*b^2*p^2*r*x+119*b^2*p*q*r^2-26*b^2*p *r^2*x+103*b^2*p*r*x^2-34*b^2*q*r^2*x+179*b^2*q*r*x^2+292*b*c^3*g*r+176*b*c^3*p *r+168*b*c^3*q*r-212*b*c^3*r*x+204*b*c^2*g^2*r+422*b*c^2*g*r^2+50*b*c^2*p^2*r+ 62*b*c^2*p*r^2+84*b*c^2*q^2*r+228*b*c^2*q*r^2+418*b^2*c*g*r^2+158*b^2*c*p^2*r+ 256*b^2*c*p*r^2+330*b^2*c*q*r^2+94*b^2*c*r^2*x+468*b^2*c*r*x^2+276*b^2*g^2*r*x+ 98*b^2*g*p^2*r+22*a*g^3*p*r+11*a*g^3*q*r+96*a*g^3*r*x+33*a*g^2*p^2*r+18*a*g^2*q ^2*r+59*a*g^2*q*r^2+96*a*g^2*r^2*x+98*a*g^2*r*x^2+7*a*g*p^3*r+12*a*g*p^2*r^2+3* a*g*p*r^3+7*a*g*q^3*r+32*a*g*q^2*r^2+5*a*g*q*r^3-18*a*g*r^3*x-71*a*g*r^2*x^2-21 *a*p^3*q*r+42*a*p^3*r*x-27*a*p^2*q^2*r-51*a*p^2*q*r^2+96*a*p^2*r^2*x+72*a*p^2*r *x^2-6*a*p*q^3*r-39*a*p*q*r^3+66*a*p*r^3*x-15*a*p*r^2*x^2-85*a*q^3*r*x-16*a*q^2 *r^2*x+207*a*q^2*r*x^2+69*a*q*r^3*x+147*a*q*r^2*x^2+508*b^3*c*r*x+248*b^3*g*r*x +226*b^3*p*r*x+316*b^2*c^2*g*r+384*b^2*c^2*p*r+240*b^2*c^2*q*r+520*b^2*c^2*r*x+ 31*a*c*g^3*r+125*a*c*g^2*r^2+23*a*c*g*r^3-21*a*c*p^3*r-48*a*c*p^2*r^2-33*a*c*p* r^3-19*a*c*q^2*r^2-58*a*c*q*r^3+111*a*c*r^3*x+132*a*c*r^2*x^2-102*a*c^2*p*r^2-\ 36*a*c^2*q*r^2+72*a*c^2*r^2*x+558*a*c^2*r*x^2+124*a*c^2*g^2*r+156*a*c^2*g*r^2-\ 62*a*c^2*p^2*r+124*a*c^3*g*r-40*a*c^3*p*r-316*a*c^3*r*x-8*a*b^2*p^2*r^2*x^2-20* a*b^2*p*r^3*x^2-8*a*b^2*q^2*r^2*x^2-20*a*b^2*q*r^3*x^2-12*a*b^3*q*r^2*x^2-48*a* b^2*c^2*r^2*x^2-48*a*b^2*c*r^3*x^2-26*a*b^2*g*r^3*x^2-24*a*b^3*c*r^2*x^2-12*a*b ^3*p*r^2*x^2+2*a^2*p*q*r^3*x^2+4*a^2*p*q^2*r^2*x^2-6*a^2*g*q*r^3*x^2+2*a^2*p^2* q*r^2*x^2-5*a^2*g^2*p*r^2*x^2-5*a^2*g^2*q*r^2*x^2-3*a^2*g*p^2*r^2*x^2-6*a^2*g*p *r^3*x^2-3*a^2*g*q^2*r^2*x^2+115*a*b*g^2*r^2+60*a*b*g*r^3-7*a*b*p^3*r-32*a*b*p^ 2*r^2-43*a*b*p*r^3+65*a*b*q^2*r^2+2*a*b*q*r^3-17*a*b*r^3*x+52*a*b*r^2*x^2+162*a *b^2*p*r^2+194*a*b^2*q*r^2+240*a*b^2*r^2*x+372*a*b^2*r*x^2+248*a*b*c^3*r+300*a* b*c^2*r^2+16*a*b*c*r^3-14*a^2*c*p^2*r-24*a^2*c*p*r^2+58*a^2*c*r^2*x+96*a^2*c*r* x^2+31*a^2*g^2*p*r+19*a^2*g^2*q*r+134*a^2*g^2*r*x+21*a^2*g*p^2*r+30*a^2*g*p*r^2 +17*a^2*g*q^2*r+40*a^2*g*q*r^2+56*a^2*g*r^2*x+55*a^2*g*r*x^2-14*a^2*p^2*q*r+28* a^2*p^2*r*x-8*a^2*p*q^2*r-24*a^2*p*q*r^2+36*a^2*p*r^2*x+10*a^2*p*r*x^2-30*a^2*q ^2*r*x+38*a^2*q*r^2*x+86*a^2*q*r*x^2+280*a*b^3*r*x+360*a*b^2*c^2*r+424*a*b^2*c* r^2+202*a*b^2*g*r^2+100*a*b^2*p^2*r+106*a^2*b*g*r^2+28*a^2*b*p^2*r+36*a^2*b*p*r ^2+34*a^2*b*q^2*r+76*a^2*b*q*r^2+130*a^2*b*r^2*x+186*a^2*b*r*x^2+88*a^2*c^2*g*r -16*a^2*c^2*p*r-44*a^2*c^2*r*x+44*a^2*c*g^2*r+82*a^2*c*g*r^2+14*a^3*g*p*r+10*a^ 3*g*q*r+60*a^3*g*r*x+128*a^2*b^2*c*r+100*a^2*b^2*p*r+52*a^2*b^2*q*r+320*a^2*b^2 *r*x+176*a^2*b*c^2*r+156*a^2*b*c*r^2+40*a^3*b*c*r+28*a^3*b*p*r+20*a^3*b*q*r+120 *a^3*b*r*x+20*a^3*c*g*r+14*p*q*r^4*x-60*p*q*r^3*x^2+8*g*q*r^4*x-19*g*q*r^3*x^2+ 14*p^4*q*r*x+40*p^3*q*r^2*x+15*p^3*q*r*x^2+42*p^2*q^3*r*x+96*p^2*q^2*r^2*x+87*p ^2*q^2*r*x^2+39*p^2*q*r^3*x-33*p^2*q*r^2*x^2+14*p*q^4*r*x+64*p*q^3*r^2*x+101*p* q^3*r*x^2+69*p*q^2*r^3*x-26*g^3*p^2*r*x-4*g^3*p*q*r^2-48*g^3*p*r^2*x-69*g^3*p*r *x^2-26*g^3*q^2*r*x-48*g^3*q*r^2*x-69*g^3*q*r*x^2-14*g^2*p^3*r*x-5*g^2*p^2*q*r^ 2-36*g^2*p^2*r^2*x-50*g^2*p^2*r*x^2-5*g^2*p*q^2*r^2-10*g^2*p*q*r^3-29*g^2*p*r^3 *x-55*g^2*p*r^2*x^2-22*g^2*q^3*r*x-45*g^2*q^2*r*x^2-33*g^2*q*r^3*x-71*g^2*q*r^2 *x^2-7*g*p^3*r*x^2-2*g*p^2*q^2*r^2+2*g*p^2*r^3*x-4*g*p^2*r^2*x^2-2*g*p*q^3*r^2-\ 4*g*p*q^2*r^3+4*g*p*r^4*x+17*g*p*r^3*x^2-6*g*q^4*r*x+41*g*q^3*r*x^2+12*g*q^2*r^ 3*x-14*g*q^2*r^2*x^2-12*g^4*p*r*x-10*g^4*q*r*x-2*a*b*g-15*q^3*r*x-72*b^3*r*x-68 *b^2*g*r-31*b*g^2*r-25*g^2*q*r-15*g*q^2*r+96*a*b^2*x+78*b^2*g*x+54*b^2*q*x+42*b *g^2*x+72*b*q^2*x-88*b^2*q*r-48*b*q^2*r+60*a^2*b*x-6*a^2*g*x+6*a*g^2*x-144*a*b^ 2*x^2-132*b^2*g*x^2-72*b*g^2*x^2-24*a*g^2*x^2-72*a^2*b*x^2-12*a^2*g*x^2-10*a^2* c*g^2*r^2*x^2-14*a^2*c*g*r^3*x^2+2*a^2*c*p^2*r^2*x^2+2*a^2*c*p*r^3*x^2+10*a^2*c *q^2*r^2*x^2+6*a^2*c*q*r^3*x^2+8*a^2*c^2*p*r^2*x^2+16*a^2*c^2*q*r^2*x^2-16*a^2* c^2*g*r^2*x^2-16*a^2*b*g*r^3*x^2-4*a^2*b*p^2*r^2*x^2-10*a^2*b*p*r^3*x^2-4*a^2*b *q^2*r^2*x^2-10*a^2*b*q*r^3*x^2+30*b^2*q*r*x+39*b*q^2*r*x-93*b*g*q*r+96*a*b*g*x -144*a*b*g*x^2-24*a^2*b*c^2*r^2*x^2-24*a^2*b*c*r^3*x^2-24*a^2*b^2*c*r^2*x^2-12* a^2*b^2*p*r^2*x^2-12*a^2*b^2*q*r^2*x^2-2*a^3*g*p*r^2*x^2-2*a^3*g*q*r^2*x^2-4*a^ 3*c*g*r^2*x^2-4*a^3*b*p*r^2*x^2-4*a^3*b*q*r^2*x^2-8*a^3*b*c*r^2*x^2+2*c*p*r^4*x -102*c*p*r^3*x^2+6*c*q^4*r*x+82*c*q^3*r^2*x+245*c*q^3*r*x^2+120*c*q^2*r^3*x+33* c*q^2*r^2*x^2+42*c*q*r^4*x-138*c*q*r^3*x^2-9*c*g^3*p*r^2-3*c*g^3*q*r^2-108*c*g^ 3*r^2*x-157*c*g^3*r*x^2-10*c*g^2*p^2*r^2-20*c*g^2*p*r^3-3*c*g^2*q^2*r^2-22*c*g^ 2*q*r^3-86*c*g^2*r^3*x-180*c*g^2*r^2*x^2-c*g*p^3*r^2-3*c*g*p^2*r^3-3*c*g*p*r^4- c*g*q^3*r^2-13*c*g*q^2*r^3-9*c*g*q*r^4+2*c*g*r^4*x-38*c*g*r^3*x^2+14*c*p^4*r*x+ 6*c*p^3*q*r^2+34*c*p^3*r^2*x-13*c*p^3*r*x^2+5*c*p^2*q^2*r^2+18*c*p^2*q*r^3+24*c *p^2*r^3*x-99*c*p^2*r^2*x^2+10*c*p*q^2*r^3+18*c*p*q*r^4-10*c^2*g*p^2*r^2-20*c^2 *g*p*r^3-6*c^2*g*q^2*r^2-28*c^2*g*q*r^3-34*c^2*g*r^3*x-198*c^2*g*r^2*x^2+90*c^2 *p^3*r*x+8*c^2*p^2*q*r^2+192*c^2*p^2*r^2*x+90*c^2*p^2*r*x^2+16*c^2*p*q*r^3+126* c^2*p*r^3*x-132*c^2*p*r^2*x^2+42*c^2*q^3*r*x+240*c^2*q^2*r^2*x+606*c^2*q^2*r*x^ 2+198*c^2*q*r^3*x-126*c^2*g^3*r*x-24*c^2*g^2*p*r^2-12*c^2*g^2*q*r^2-256*c^2*g^2 *r^2*x-342*c^2*g^2*r*x^2+636*c^3*q*r*x^2-104*c^4*g*r*x+184*c^4*p*r*x+120*c^4*q* r*x-228*c^3*g^2*r*x-20*c^3*g*p*r^2-12*c^3*g*q*r^2-112*c^3*g*r^2*x-92*c^3*g*r*x^ 2+204*c^3*p^2*r*x+296*c^3*p*r^2*x+292*c^3*p*r*x^2+108*c^3*q^2*r*x+296*c^3*q*r^2 *x-3*b*g*p^3*r^2-9*b*g*p^2*r^3-9*b*g*p*r^4-17*b*g*q^2*r^3-18*b*g*q*r^4-17*b*g*r ^4*x-75*b*g*r^3*x^2+14*b*p^4*r*x+b*p^3*q*r^2+48*b*p^3*r^2*x+36*b*p^3*r*x^2-4*b* p^2*q^2*r^2+3*b*p^2*q*r^3+63*b*p^2*r^3*x+39*b*p^2*r^2*x^2-8*b*p*q^2*r^3+3*b*p*q *r^4+38*b*p*r^4*x+21*b*p*r^3*x^2-6*b*q^3*r^2*x+108*b*q^3*r*x^2+33*b*q^2*r^3*x+ 24*b*q^2*r^2*x^2+32*b*q*r^4*x-33*b*q*r^3*x^2-78*b*g^3*r^2*x-114*b*g^3*r*x^2-11* b*g^2*p^2*r^2-22*b*g^2*p*r^3-19*b*g^2*q*r^3-106*b*g^2*r^3*x-219*b*g^2*r^2*x^2-\ 192*b*c^4*r*x-36*b*c^3*g*r^2-40*b*c^3*p*r^2-24*b*c^3*q*r^2-160*b*c^3*r^2*x+120* b*c^3*r*x^2-20*b*c^2*g^2*r^2-84*b*c^2*g*r^3-18*b*c^2*p^2*r^2-36*b*c^2*p*r^3-12* b*c^2*q^2*r^2-56*b*c^2*q*r^3+12*b*c^2*r^3*x-198*b*c^2*r^2*x^2-44*b*c*g^2*r^3-36 *b*c*g*r^4+b*c*p^3*r^2+3*b*c*p^2*r^3+3*b*c*p*r^4-26*b*c*q^2*r^3-17*b*c*q*r^4+40 *b*c*r^4*x-84*b*c*r^3*x^2-186*b^2*g^2*r^2*x-247*b^2*g^2*r*x^2-20*b^2*g*p^2*r^2-\ 40*b^2*g*p*r^3-28*b^2*g*q*r^3-172*b^2*g*r^3*x-335*b^2*g*r^2*x^2-8*b^2*p^3*r*x-\ 17*b^2*p^2*q*r^2-28*b^2*p^2*r^2*x-14*b^2*p^2*r*x^2-34*b^2*p*q*r^3-30*b^2*p*r^3* x-93*b^2*p*r^2*x^2-144*b^2*q^2*r^2*x-4*b^2*q^2*r*x^2-78*b^2*q*r^3*x-125*b^2*q*r ^2*x^2+39*a*q^2*r^3*x-57*a*q^2*r^2*x^2+6*a*q*r^4*x-69*a*q*r^3*x^2-576*b^3*c^2*r *x-480*b^3*c*r^2*x-456*b^3*c*r*x^2-192*b^3*g*r^2*x-228*b^3*g*r*x^2-100*b^3*p^2* r*x-196*b^3*p*r^2*x-190*b^3*p*r*x^2-220*b^3*q*r^2*x-190*b^3*q*r*x^2-672*b^2*c^3 *r*x-12*b^2*c^2*g*r^2-72*b^2*c^2*p*r^2-16*b^2*c^2*q*r^2-696*b^2*c^2*r^2*x-492*b ^2*c^2*r*x^2-68*b^2*c*g*r^3-34*b^2*c*p^2*r^2-68*b^2*c*p*r^3-64*b^2*c*q*r^3-200* b^2*c*r^3*x-380*b^2*c*r^2*x^2-4*a*g^3*p*r^2-a*g^3*q*r^2-50*a*g^3*r^2*x-76*a*g^3 *r*x^2-5*a*g^2*p^2*r^2-10*a*g^2*p*r^3-2*a*g^2*q^2*r^2-13*a*g^2*q*r^3-56*a*g^2*r ^3*x-111*a*g^2*r^2*x^2-a*g*p^3*r^2-3*a*g*p^2*r^3-3*a*g*p*r^4-a*g*q^3*r^2-9*a*g* q^2*r^3-6*a*g*q*r^4-5*a*g*r^4*x-3*a*g*r^3*x^2+3*a*p^3*q*r^2-6*a*p^3*r^2*x-21*a* p^3*r*x^2+3*a*p^2*q^2*r^2+9*a*p^2*q*r^3-15*a*p^2*r^3*x-42*a*p^2*r^2*x^2+6*a*p*q ^2*r^3+9*a*p*q*r^4-12*a*p*r^4*x-15*a*p*r^3*x^2+6*a*q^4*r*x+36*a*q^3*r^2*x+51*a* q^3*r*x^2+9*a*c*q*r^4-84*a*c*r^3*x^2-20*a*c^2*g^2*r^2-36*a*c^2*g*r^3+6*a*c^2*p^ 2*r^2+12*a*c^2*p*r^3+72*a*c^2*r^3*x-198*a*c^2*r^2*x^2-5*a*c*g^3*r^2-26*a*c*g^2* r^3-12*a*c*g*r^4+3*a*c*p^3*r^2+9*a*c*p^2*r^3+9*a*c*p*r^4+a*b*p^3*r^2+3*a*b*p^2* r^3+3*a*b*p*r^4-18*a*b*q^2*r^3-11*a*b*q*r^4+4*a*b*r^4*x-64*a*b*r^3*x^2+80*a*c^4 *r*x-20*a*c^3*g*r^2+160*a*c^3*r^2*x+120*a*c^3*r*x^2-72*a*b*c^2*r^3-20*a*b*c*r^4 -21*a*b*g^2*r^3-19*a*b*g*r^4-40*a*b^2*p*r^3-40*a*b^2*q*r^3-156*a*b^2*r^3*x-324* a*b^2*r^2*x^2-40*a*b*c^3*r^2-128*b^3*q^2*r*x-80*b^2*q^3*r*x-16*b*q^4*r*x-22*c*g ^4*r*x-64*b^4*q*r*x+56*b^4*c*r*x^2+28*b^4*p*r*x^2-5*a^2*g^2*p*r^2-3*a^2*g^2*q*r ^2-66*a^2*g^2*r^2*x-95*a^2*g^2*r*x^2-3*a^2*g*p^2*r^2-6*a^2*g*p*r^3-3*a^2*g*q^2* r^2-10*a^2*g*q*r^3-34*a^2*g*r^3*x-65*a^2*g*r^2*x^2+2*a^2*p^2*q*r^2-4*a^2*p^2*r^ 2*x-14*a^2*p^2*r*x^2+4*a^2*p*q*r^3-6*a^2*p*r^3*x-12*a^2*p*r^2*x^2+8*a^2*q^3*r*x +20*a^2*q^2*r^2*x-4*a^2*q^2*r*x^2+6*a^2*q*r^3*x-44*a^2*q*r^2*x^2-200*a*b^3*r^2* x-228*a*b^3*r*x^2-40*a*b^2*c^2*r^2-84*a*b^2*c*r^3-34*a*b^2*g*r^3-20*a*b^2*p^2*r ^2+4*a^2*c*r^3*x-56*a^2*c*r^2*x^2-20*a^2*b^2*p*r^2-4*a^2*b^2*q*r^2-184*a^2*b^2* r^2*x-228*a^2*b^2*r*x^2-32*a^2*b*c^2*r^2-36*a^2*b*c*r^3-20*a^2*b*g*r^3-4*a^2*b* p^2*r^2-8*a^2*b*p*r^3-6*a^2*b*q^2*r^2-20*a^2*b*q*r^3-60*a^2*b*r^3*x-162*a^2*b*r ^2*x^2+32*a^2*c^3*r*x-16*a^2*c^2*g*r^2+40*a^2*c^2*r^2*x-36*a^2*c^2*r*x^2-8*a^2* c*g^2*r^2-18*a^2*c*g*r^3+2*a^2*c*p^2*r^2+4*a^2*c*p*r^3-8*a*b*c*p*r^3*x^2-4*a^3* c*g*r^2-2*a^3*g*p*r^2-2*a^3*g*q*r^2-28*a^3*g*r^2*x-38*a^3*g*r*x^2-16*a^2*b^2*c* r^2-4*a^3*b*p*r^2-4*a^3*b*q*r^2-56*a^3*b*r^2*x-76*a^3*b*r*x^2-8*a^3*b*c*r^2-28* p*q^4*r*x^2-9*p*q^3*r^3*x-62*p*q^3*r^2*x^2-12*p*q^2*r^4*x-33*p*q^2*r^3*x^2-5*p* q*r^5*x+2*p*q*r^4*x^2-9*g*q^2*r^3*x^2+3*g*q*r^4*x^2-2*p^4*q*r^2*x-7*p^4*q*r*x^2 -6*p^3*q^2*r^2*x-28*p^3*q^2*r*x^2-7*p^3*q*r^3*x-18*p^3*q*r^2*x^2-6*p^2*q^3*r^2* x-15*p^2*q^2*r^3*x-60*p^2*q^2*r^2*x^2-9*p^2*q*r^4*x-12*p^2*q*r^3*x^2-2*p*q^4*r^ 2*x-g*p*r^4*x^2+2*g*q^4*r^2*x-14*g*q^4*r*x^2+4*g*q^3*r^3*x-27*g*q^3*r^2*x^2+2*g *q^2*r^4*x+g*p^2*r^3*x^2+g*p^3*r^2*x^2+9*g^2*q*r^4*x+26*g^2*q*r^3*x^2+13*g^2*q^ 2*r^3*x+17*g^2*q^2*r^2*x^2+23*g^2*p^2*r^2*x^2+6*g^2*p*r^4*x+24*g^2*p*r^3*x^2+6* g^2*q^3*r^2*x+14*g^3*p^2*r*x^2+8*g^3*p*r^3*x+31*g^3*p*r^2*x^2+6*g^3*q^2*r^2*x+ 14*g^3*q^2*r*x^2+10*g^3*q*r^3*x+31*g^3*q*r^2*x^2+2*g^2*p^3*r^2*x+7*g^2*p^3*r*x^ 2+6*g^2*p^2*r^3*x+2*g^4*p*r^2*x+7*g^4*p*r*x^2+2*g^4*q*r^2*x+7*g^4*q*r*x^2+4*g^3 *p^2*r^2*x-b*r^6*x-112*c^5*r*x^2-8*c^4*r^3*x-160*c^4*r^2*x^2-12*c^3*r^4*x-60*c^ 3*r^3*x^2-6*c^2*r^5*x+4*c^2*r^4*x^2+32*b^4*r^2*x^2+22*b^3*r^4*x+54*b^3*r^3*x^2+ 20*b^2*r^4*x^2+q^5*r^2*x^2+3*q^4*r^3*x^2+3*q^3*r^4*x^2+q^2*r^5*x^2-g^4*r^3*x^2-\ 2*g^3*r^4*x^2-g^2*r^5*x^2-4*b^4*r^3*x^2-6*b^3*r^4*x^2-2*b^2*r^5*x^2+16*c^5*r^2* x^2+24*c^4*r^3*x^2+12*c^3*r^4*x^2+2*c^2*r^5*x^2-7*c*p^3*r^3*x-14*c*p^3*r^2*x^2-\ 9*c*p^2*r^4*x-3*c*p^2*r^3*x^2-5*c*p*r^5*x+8*c*p*r^4*x^2-63*c*q^4*r*x^2-7*c*q^3* r^3*x-146*c*q^3*r^2*x^2-15*c*q^2*r^4*x-87*c*q^2*r^3*x^2-9*c*q*r^5*x+20*c*g^3*r^ 3*x+70*c*g^3*r^2*x^2+19*c*g^2*r^4*x+68*c*g^2*r^3*x^2+2*c*g*r^5*x+12*c*g*r^4*x^2 -2*c*p^4*r^2*x-7*c*p^4*r*x^2+4*c*g^4*r^2*x+14*c*g^4*r*x^2+48*p^2*x-12*p^3*x^2-\ 36*p^2*x^2-240*c^3*x^2-48*a^2*x^2-24*c^2*x^2-48*q^3*x^2-24*b^2*x^2+24*q^2*x^2-\ 36*g^2*x^2+288*c^3*x+84*c^2*x-12*q^2*x+72*a^2*x+12*b^2*x+36*g^2*x+12*a^2*p+24*a *p^2-66*c^2*p+14*c*p^2+4*g*p^2+16*b^4*r^3*x+5*b^2*r^5*x+r^6-16*a*b^3*r^3+16*b^4 *q*r^2-72*b^4*r^2*x-32*b^3*c*r^3-8*b^3*g*r^3-12*b^3*p^2*r^2-42*x*p-72*x*c-18*x* q-60*x*a-36*x*b-42*x*g+43*a*r^2+10*b*r^2+37*c*r^2+21*g*r^2+q*r^2+24*a^2*r-36*b^ 2*r-46*c^2*r+4*g^2*r-18*q^2*r-24*b^3*p*r^3+10*b^3*q^2*r^2-12*b^3*q*r^3-12*b^2*g ^2*r^3+2*b^2*q^3*r^2-14*b^2*q^2*r^3-6*b*g^3*r^3-4*b*q^3*r^3-c*g^4*r^2-g^4*p*r^2 +112*a*b^3*r^2+152*b^3*c^2*r+236*b^3*c*r^2+100*b^3*g*r^2+56*b^3*p^2*r+102*b^3*p *r^2+94*b^3*q*r^2+93*b^2*g^2*r^2+196*b*c^2*g*p*r*x^2+38*c^2*g*r^3*x^2-12*c^2*p^ 3*r^2*x-56*c^2*p^3*r*x^2-30*c^2*p^2*r^3*x-108*c^2*p^2*r^2*x^2-24*c^2*p*r^4*x-48 *c^2*p*r^3*x^2-224*c^2*q^3*r*x^2-18*c^2*q^2*r^3*x-372*c^2*q^2*r^2*x^2-24*c^2*q* r^4*x-132*c^2*q*r^3*x^2-504*c^2*p*q^2*r*x^2+24*c^2*g^3*r^2*x+70*c^2*g^3*r*x^2+ 54*c^2*g^2*r^3*x+144*c^2*g^2*r^2*x^2+16*c^2*g*r^4*x-232*c^3*p*r^2*x^2-392*c^3*q ^2*r*x^2-20*c^3*q*r^3*x-408*c^3*q*r^2*x^2+70*b^2*q^2*r^2+36*b*g^3*r^2+16*b*q^3* r^2+7*c*g^4*r-31*c*q^2*r^3+5*g^4*p*r-188*b^3*c*r-62*b^3*p*r+79*c^2*q^2*r-18*a*g ^2*r+4*a^2*c*g-74*q*c^2*g+42*q*c^2*p+24*a^2*p*x^2+36*b*p^2*x^2-288*c^2*p*x^2-\ 108*c*p^2*x^2+36*g*p^2*x^2-72*p^2*q*x^2-108*p*q^2*x^2-108*a*p*x^2-120*b*p*x^2-\ 84*c*p*x^2-108*g*p*x^2-12*p*q*x^2-12*b^2*p*x^2+24*g^2*p*x^2+102*p*q^2*x+96*b*p* x+138*c*p*x+24*p*q*x+102*g*p*x+18*b^2*p*x+300*c^2*p*x-36*a^2*p*x-24*a*p^2*x-42* b*p^2*x+78*c*p^2*x-36*g^2*p*x-48*g*p^2*x+66*p^2*q*x+138*a*p*x-12*a^2*q*g+46*g^2 *b*a+64*a^2*g*b-24*a^2*g*p+114*p^2*c*q-56*p*c^2*g+156*p^2*a*c+78*p^2*a*q-184*p* b*c^2-120*a*b*c^2-36*c^2*g*a+36*p*a^2*q-36*p*a^2*b-60*b*p^2*a+8*a*c*g^2+4*a^2*c *q-108*c^2*g*b-68*p^2*g*b-76*b*p^2*c-8*b*g^2*c-14*p^2*c*g+144*a*c^2*p-2*q*g*p^2 -54*c*g^2*p-20*a*p*g^2-48*q*c^2*a-30*p^2*g*a+60*a^2*c*p-36*q^2*c*g-18*q^2*g*p-\ 10*q^2*c*p-188*p*b^2*c-64*a*b^2*p-24*a*b^2*c+14*q^2*a*p-42*q^2*c*a-18*a*q^2*g+ 52*b^2*g*a-148*q*c^2*b-36*b*p^2*q-54*g*b^2*p-28*b*p*g^2-36*g*b^2*c-28*q*a^2*b+ 48*c^3*g^2*r^2*x+84*c^3*g^2*r*x^2+40*c^3*g*r^3*x-8*c^3*g*r^2*x^2-24*c^3*p^2*r^2 *x-168*c^3*p^2*r*x^2-36*c^3*p*r^3*x+60*x^2*p-3*b^2*r^5+b*r^6+4*c^3*r^4+4*c^2*r^ 5+c*r^6-2*g^3*r^4-g^2*r^5+q^3*r^4+2*q^2*r^5-r^6*x+2*a^2*r^4+3*a*r^5-3*b^2*r^4-6 *b*r^5-32*c^3*r^3-15*c^2*r^4+c*r^5+7*g^3*r^3-g*r^5+p^4*r^2+4*p^3*r^3+6*p^2*r^4+ 4*p*r^5-5*q^3*r^3-7*q^2*r^4-q*r^5-10*a^2*r^3-12*a*r^4+40*b^2*r^3+7*b*r^4+68*c^4 *r+62*c^3*r^2-16*c^2*r^3-21*c*r^4-g^3*r^2+11*g^2*r^3+2*g*r^4+12*p^3+16*b^4*q*r^ 2*x+72*x^2*a+72*x^2*b+60*x^2*g+96*x^2*c+36*x^2*q+32*c^4*g*r^2*x-56*c^4*g*r*x^2-\ 16*c^4*p*r^2*x-224*c^4*p*r*x^2-7*b*p^3*r^3*x-21*b*p^3*r^2*x^2-9*b*p^2*r^4*x-21* b*p^2*r^3*x^2-5*b*p*r^5*x-7*b*p*r^4*x^2-28*b*q^4*r*x^2+8*b*q^3*r^3*x-63*b*q^3*r ^2*x^2+3*b*q^2*r^4*x-36*b*q^2*r^3*x^2-2*b*q*r^5*x-b*q*r^4*x^2+32*b^3*q^2*r^2*x+ 20*b^2*q^3*r^2*x+4*b*q^4*r^2*x-336*c^4*q*r*x^2-42*p^2*q^3*r*x^2+16*a*b^3*c*r^2-\ 16*a*b^3*p*r^2+16*a*b^3*q*r^2-2*a*b*q^3*r^2-144*b^4*c*r*x-72*b^4*p*r*x+36*b^3*c *g*r^2-32*b^3*c*p*r^2+24*b^3*c*q*r^2-8*b^3*g*p*r^2+28*b^3*g*q*r^2-12*b^3*p*q*r^ 2+14*b^2*c*g^2*r^2+2*b^2*c*q^2*r^2-12*b^2*g^2*p*r^2+16*b^2*g^2*q*r^2+11*b^2*g*q ^2*r^2-14*b^2*p*q^2*r^2-b*c*g^3*r^2-2*b*c*q^3*r^2-6*b*g^3*p*r^2+3*b*g^3*q*r^2+3 *b*g^2*q^2*r^2+b*g*q^3*r^2-4*b*p*q^3*r^2-46*g^2*q^2*r^2*x+42*p^3*q^2*r*x-12*a^2 *c*q*r^2+96*a*b^3*c*r+88*a*b^3*p*r+40*a*b^2*q^2*r+14*a*b*q^3*r+50*a*g^2*p*r^2-\ 45*a*p*q^2*r^2+60*b^3*c*g*r+200*b^3*c*p*r+56*b^3*c*q*r+64*b^3*g*p*r+68*b^3*p*q* r+82*b^2*c*g^2*r+54*b^2*c*q^2*r+72*b^2*g^2*p*r+62*b^2*p*q^2*r+41*b*c*g^3*r+14*b *c*q^3*r+32*b*g^3*p*r+16*b*p*q^3*r-48*c*p^3*q*r-332*a*b^2*c*r-40*b^2*c*p*r-24*b *g*p^3*r*x-145*a*b*g*q*r+94*a*q*r*x+270*b*c*q*x-72*b*c*r*x+21*b*g^2*r^4*x+78*b* g^2*r^3*x^2+58*b*q*r*x+180*c*g*q*x-164*c*g*r*x+340*c*q*r*x+6*g*q*r*x+144*a*b*c* x+102*a*b*q*x-76*a*b*r*x-30*a*c*g*x+6*b*g*r^5*x+30*a*g*q*x-180*a*g*r*x+78*b*c*g *x+27*b*g*r^4*x^2+66*b*g*q*x-62*b*g*r*x-144*a*b*c*x^2-84*a*b*q*x^2-2*b*p^4*r^2* x-7*b*p^4*r*x^2-324*a*c*q*x^2+84*a*c*r*x^2-51*a*q*r*x^2-345*c*q*r*x^2-108*b*c*g *x^2-252*b*c*q*x^2+84*b*c*r*x^2-48*b*g*q*x^2+78*b*g*r*x^2-8*b*q*r*x^2-108*c*g*q *x^2+199*c*g*r*x^2+59*g*q*r*x^2+36*a*c*g*x^2+164*a*g*r*x^2+14*b*g^3*r^3*x+48*b* g^3*r^2*x^2+66*a*b*r*x^2+450*a*c*q*x-64*a*c*r*x+24*b*c^2*r^4*x-6*b*c^2*r^3*x^2- b*c*r^5*x+12*b*c*r^4*x^2+36*b^2*g^2*r^3*x+104*b^2*g^2*r^2*x^2+37*b^2*g*r^4*x+ 115*b^2*g*r^3*x^2+2*b^2*p^3*r^2*x-7*b^2*p^3*r*x^2+9*b^2*p^2*r^3*x+2*b^2*p^2*r^2 *x^2+12*b^2*p*r^4*x+29*b^2*p*r^3*x^2-21*b^2*q^3*r*x^2+43*b^2*q^2*r^3*x-10*b^2*q ^2*r^2*x^2+28*b^2*q*r^4*x+33*b^2*q*r^3*x^2+64*b*c^4*r^2*x-168*b*c^4*r*x^2+76*b* c^3*r^3*x-144*b*c^3*r^2*x^2+54*b^3*q*r^3*x+80*b^3*q*r^2*x^2+160*b^2*c^3*r^2*x+ 56*b^2*c^3*r*x^2+176*b^2*c^2*r^3*x+176*b^2*c^2*r^2*x^2+58*b^2*c*r^4*x+116*b^2*c *r^3*x^2-21*a*q^4*r*x^2-3*a*q^3*r^3*x-39*a*q^3*r^2*x^2-6*a*q^2*r^4*x-9*a*q^2*r^ 3*x^2-3*a*q*r^5*x+9*a*q*r^4*x^2+28*b^4*q*r*x^2+128*b^3*c^2*r^2*x+168*b^3*c^2*r* x^2+108*b^3*c*r^3*x+192*b^3*c*r^2*x^2+40*b^3*g*r^3*x+96*b^3*g*r^2*x^2+20*b^3*p^ 2*r^2*x+28*b^3*p^2*r*x^2+42*b^3*p*r^3*x+80*b^3*p*r^2*x^2+28*b^3*q^2*r*x^2+4*x*r ^5-76*c^3+2*a*g*r^5*x+7*a*g*r^4*x^2+3*a*p^3*r^2*x^2+6*a*p^2*r^3*x^2+3*a*p*r^4*x ^2+8*a*g^3*r^3*x+32*a*g^3*r^2*x^2+10*a*g^2*r^4*x+42*a*g^2*r^3*x^2-12*a*c^2*r^4* x-6*a*c^2*r^3*x^2-3*a*c*r^5*x+12*a*c*r^4*x^2+32*a*b^2*r^4*x+108*a*b^2*r^3*x^2+a *b*r^5*x+20*a*b*r^4*x^2-168*a*c^4*r*x^2-12*a*c^3*r^3*x-144*a*c^3*r^2*x^2+6*a^2* g*r^4*x+25*a^2*g*r^3*x^2+2*a^2*p^2*r^2*x^2+2*a^2*p*r^3*x^2-14*a^2*q^3*r*x^2-2*a ^2*q^2*r^3*x-10*a^2*q^2*r^2*x^2-2*a^2*q*r^4*x+6*a^2*q*r^3*x^2+40*a*b^3*r^3*x+96 *a*b^3*r^2*x^2+10*a^2*g^2*r^3*x+40*a^2*g^2*r^2*x^2-2*a^2*c*r^4*x+8*a^2*c*r^3*x^ 2+10*a^2*b*r^4*x+54*a^2*b*r^3*x^2-56*a^2*c^3*r*x^2-4*a^2*c^2*r^3*x-16*a^2*c^2*r ^2*x^2+4*a^3*g*r^3*x+16*a^3*g*r^2*x^2+32*a^2*b^2*r^3*x+96*a^2*b^2*r^2*x^2+8*a^3 *b*r^3*x+32*a^3*b*r^2*x^2+6*p*q^2*r^4*x^2+p*q*r^5*x^2+2*g*q^4*r^2*x^2+4*g*q^3*r ^3*x^2+2*g*q^2*r^4*x^2+p^4*q*r^2*x^2+4*p^3*q^2*r^2*x^2+3*p^3*q*r^3*x^2+6*p^2*q^ 3*r^2*x^2+9*p^2*q^2*r^3*x^2+3*p^2*q*r^4*x^2+4*p*q^4*r^2*x^2+9*p*q^3*r^3*x^2-2*g ^2*q^2*r^3*x^2-3*g^2*q*r^4*x^2-2*g^3*p^2*r^2*x^2-4*g^3*p*r^3*x^2-2*g^3*q^2*r^2* x^2-4*g^3*q*r^3*x^2-g^2*p^3*r^2*x^2-3*g^2*p^2*r^3*x^2-3*g^2*p*r^4*x^2-g^4*p*r^2 *x^2-g^4*q*r^2*x^2+21*c*q^3*r^3*x^2+15*c*q^2*r^4*x^2+3*c*q*r^5*x^2+3*c*p^3*r^3* x^2+3*c*p^2*r^4*x^2+c*p*r^5*x^2+9*c*q^4*r^2*x^2-c*g*r^5*x^2+c*p^4*r^2*x^2-2*c*g ^4*r^2*x^2-9*c*g^3*r^3*x^2-8*c*g^2*r^4*x^2+32*c^2*q^3*r^2*x^2+54*c^2*q^2*r^3*x^ 2+24*c^2*q*r^4*x^2-18*c^2*g^2*r^3*x^2-2*c^2*g*r^4*x^2+8*c^2*p^3*r^2*x^2+18*c^2* p^2*r^3*x^2+12*c^2*p*r^4*x^2-10*c^2*g^3*r^2*x^2+24*c^3*p^2*r^2*x^2+36*c^3*p*r^3 *x^2+56*c^3*q^2*r^2*x^2+60*c^3*q*r^3*x^2-12*c^3*g^2*r^2*x^2+4*c^3*g*r^3*x^2+32* c^4*p*r^2*x^2+48*c^4*q*r^2*x^2+8*c^4*g*r^2*x^2-56*q*b^2*a^2-12*g^3*a*q-50*q^2*c *b+208*p^2*c^2*q-18*p^2*c^2*g+90*p^3*c*q+168*q*c^3*p-22*q^2*c^2*g+98*q^2*c^2*p-\ 146*p*c^2*g^2-24*p^3*g*b-208*a*c^3*b+64*q*c^3*a-108*b^2*p^2*g-20*q*g^3*p+136*p* c^3*a+36*p^3*a*c+36*p^3*a*q-60*c*g^3*p-22*p^2*g^2*q+24*b*c^2*p^2-76*p^2*g^2*c+ 12*p^3*g*q+32*a^2*c^2*q+48*a^2*c^2*p-96*a^2*c^2*g+12*q^2*p^2*g+48*b*p^3*c+132*p ^2*c^2*a-156*b^2*p^2*c-112*q*c^3*b-280*c^3*g*b-88*p*c^3*b-360*p*c^2*b^2-48*c^3* g*q-80*c^2*g^2*q-56*c^3*g*p+96*q^2*p^2*c-24*c*g^2*q^2-368*b^2*c^2*a-36*p^2*a^2* g+54*p^2*a*q^2+24*p*a^2*q^2-30*a*g^3*p-48*a^2*p*g^2+12*p^3*a*b+24*p^2*a^2*c-50* c*g^3*b+40*q^2*c^2*a-112*a*c^3*g+20*a^2*c*q^2+24*p^2*a^2*q-48*p^2*a^2*b-12*p^3* g*a-48*a^3*c*b-120*a^2*b^2*p-24*p*a^3*g-36*g^3*a*c-16*g^2*q^2*a-48*p*a^3*b-14*a ^2*g*q^2-24*a^3*c*g-40*b*g^3*r+30*p^3*b*q-136*a*c^2*g^2-24*q*a^3*b-14*q^2*g^2*p -176*b*a^2*c^2-36*b*g^3*p-22*g^2*q*a^2-12*a^3*g*q-26*a*b^2*g*p*r^2*x^2-26*a*b^2 *g*q*r^2*x^2-52*a*b^2*c*g*r^2*x^2-40*a*b^2*c*p*r^2*x^2-40*a*b^2*c*q*r^2*x^2-6*a ^2*g*p*q*r^2*x^2+12*a^2*c*p*q*r^2*x^2-14*a^2*c*g*p*r^2*x^2-14*a^2*c*g*q*r^2*x^2 -16*a^2*b*g*p*r^2*x^2-16*a^2*b*g*q*r^2*x^2-8*a^2*b*p*q*r^2*x^2-20*a^2*b*c*p*r^2 *x^2-20*a^2*b*c*q*r^2*x^2-32*a^2*b*c*g*r^2*x^2-c*r^6*x+4*c*r^5*x^2+2*g^4*r^3*x+ 8*g^4*r^2*x^2+4*g^3*r^4*x+17*g^3*r^3*x^2+2*g^2*r^5*x+8*g^2*r^4*x^2-g*r^5*x^2+p^ 4*r^2*x^2+3*p^3*r^3*x^2+3*p^2*r^4*x^2+p*r^5*x^2-7*q^5*r*x^2-q^4*r^3*x-21*q^4*r^ 2*x^2-3*q^3*r^4*x-18*q^3*r^3*x^2-3*q^2*r^5*x-q^2*r^4*x^2-q*r^6*x+3*q*r^5*x^2-4* a^3*b*r^3-2*a^3*g*r^3-20*a^2*b^2*r^3-4*a^2*b*r^4+2*a^2*c*r^4-5*a^2*g^2*r^3-3*a^ 2*g*r^4+2*a^2*q*r^4-2*a^2*r^4*x+4*a^2*r^3*x^2-20*a*b^2*r^4+a*b*r^5+6*a*c^2*r^4+ 3*a*c*r^5-4*a*g^3*r^3-5*a*g^2*r^4-a*g*r^5+3*a*q^2*r^4+3*a*q*r^5-3*a*r^5*x+6*a*r ^4*x^2-76*b^4*r*x^2-96*b^3*r^3*x-162*b^3*r^2*x^2-24*b^2*c^3*r^2-72*b^2*c^2*r^3-\ 34*b^2*c*r^4-20*b^2*g*r^4-3*b^2*p^3*r^2-9*b^2*p^2*r^3-9*b^2*p*r^4-17*b^2*q*r^4-\ 10*b^2*r^4*x-68*b^2*r^3*x^2-16*b*c^4*r^2-40*b*c^3*r^3-18*b*c^2*r^4+b*c*r^5-11*b *g^2*r^4-3*b*g*r^5+b*p^4*r^2+4*b*p^3*r^3+6*b*p^2*r^4+4*b*p*r^5-4*b*q^2*r^4+b*q* r^5+9*b*r^5*x+6*b*r^4*x^2+48*c^5*r*x+12*x+4*a-7*p^4*r-8*b*g-24*p^3*r^2-30*p^2*r ^3-16*p*r^4+10*q^3*r^2+2*q^2*r^3-10*q*r^4+8*a^2*r^2+2*a*r^3+2*b^2*r^2+8*b*r^3+ 74*c^3*r+121*c^2*r^2+30*c*r^3-8*g^2*r^2-2*g*r^3+32*p^3*r+26*p^2*r^2+4*p*r^3+21* q^2*r^2+21*q*r^3+38*p^2*r+40*p*r^2-20*p*r+9*r^4*x-20*r^4*x^2-6*g^2+2*r^5*x^2-52 *r*x-116*r^2*x^2+86*r*x^2-2*q*g-24*x^2-10*r^2-8*c^4*g*r^2+128*c^4*r^2*x+232*c^4 *r*x^2-12*c^3*g^2*r^2-20*c^3*g*r^3+4*c^3*p^2*r^2+8*c^3*p*r^3+100*c^3*r^3*x-44*c ^3*r^2*x^2-6*c^2*g^3*r^2-24*c^2*g^2*r^3-10*c^2*g*r^4+4*c^2*p^3*r^2+12*c^2*p^2*r ^3+12*c^2*p*r^4+8*c^2*q*r^4+24*c^2*r^4*x-120*c^2*r^3*x^2-9*c*g^3*r^3-10*c*g^2*r ^4-c*g*r^5+c*p^4*r^2+4*c*p^3*r^3+6*c*p^2*r^4+4*c*p*r^5+5*c*q^2*r^4+6*c*q*r^5-2* c*r^5*x-28*c*r^4*x^2-12*g^4*r^2*x-19*g^4*r*x^2-2*g^3*p^2*r^2-4*g^3*p*r^3-4*g^3* q*r^3-22*g^3*r^3*x-46*g^3*r^2*x^2-g^2*p^3*r^2-3*g^2*p^2*r^3-3*g^2*p*r^4-5*g^2*q ^2*r^3-5*g^2*q*r^4-7*g^2*r^4*x-16*g^2*r^3*x^2-2*g*q^3*r^3-2*g*q^2*r^4+2*g*r^5*x +14*g*r^4*x^2+p^4*q*r^2-2*p^4*r^2*x-7*p^4*r*x^2+2*p^3*q^2*r^2+4*p^3*q*r^3-7*p^3 *r^3*x-22*p^3*r^2*x^2+p^2*q^3*r^2+6*p^2*q^2*r^3+6*p^2*q*r^4+14*r^3-9*p^2*r^4*x-\ 21*p^2*r^3*x^2+2*p*q^3*r^3+6*p*q^2*r^4+4*p*q*r^5-5*p*r^5*x-4*p*r^4*x^2+10*q^4*r ^2*x+36*q^4*r*x^2+23*q^3*r^3*x+11*q^3*r^2*x^2+15*q^2*r^4*x-39*q^2*r^3*x^2+q*r^5 *x-24*q*r^4*x^2+24*a^3*b*r^2+12*a^3*g*r^2+100*a^2*b^2*r^2+8*a^2*b*r^3-8*a^2*c^2 *r^2-10*a^2*c*r^3+28*a^2*g^2*r^2+9*a^2*g*r^3+2*a^2*p^2*r^2+4*a^2*p*r^3-4*a^2*q^ 2*r^2-10*a^2*q*r^3+8*a^2*r^3*x-32*a^2*r^2*x^2+62*a*b^2*r^3-18*a*b*r^4-20*a*c^3* r^2-40*a*c^2*r^3-6*a*c*r^4+21*a*g^3*r^2+17*a*g^2*r^3-2*a*g*r^4+3*a*p^3*r^2+9*a* p^2*r^3+9*a*p*r^4-3*a*q^3*r^2-18*a*q^2*r^3-9*a*q*r^4+12*a*r^4*x-54*a*r^3*x^2+ 110*b^3*r^2*x+186*b^3*r*x^2+248*b^2*c^3*r+384*b^2*c^2*r^2+98*b^2*c*r^3+71*b^2*g *r^3+15*b^2*p^3*r+27*b^2*p^2*r^2+9*b^2*p*r^3+46*b^2*q*r^3-13*b^2*r^3*x+84*b^2*r ^2*x^2+112*b*c^4*r+172*b*c^3*r^2+12*b*c^2*r^3-32*b*c*r^4+38*b*g^2*r^3-4*b*g*r^4 -7*b*p^4*r-27*b*p^3*r^2-39*b*p^2*r^3-25*b*p*r^4+b*q^2*r^3-18*b*q*r^4-23*b*r^4*x -54*b*r^3*x^2+56*c^4*g*r-24*c^4*p*r-304*c^4*r*x+84*c^3*g^2*r+88*c^3*g*r^2-52*c^ 3*p^2*r-84*c^3*p*r^2-24*c^3*q*r^2-84*c^3*r^2*x+428*c^3*r*x^2+42*c^2*g^3*r+117*c ^2*g^2*r^2+14*c^2*g*r^3-34*c^2*p^3*r-83*c^2*p^2*r^2-64*c^2*p*r^3-15*c^2*q^2*r^2 -58*c^2*q*r^3+90*c^2*r^3*x+340*c^2*r^2*x^2+45*c*g^3*r^2+29*c*g^2*r^3-8*c*g*r^4-\ 7*c*p^4*r-20*c*p^3*r^2-18*c*p^2*r^3-4*c*p*r^4-3*c*q^3*r^2-23*c*q*r^4+45*c*r^4*x +36*c*r^3*x^2+22*g^4*r*x+12*g^3*p^2*r+19*g^3*p*r^2+20*g^3*q*r^2+38*g^3*r^2*x+43 *g^3*r*x^2+7*g^2*p^3*r+14*g^2*p^2*r^2+7*g^2*p*r^3+22*g^2*q^2*r^2+12*g^2*q*r^3-2 *g^2*r^3*x-12*g^2*r^2*x^2-g*p^3*r^2-3*g*p^2*r^3-3*g*p*r^4+7*g*q^3*r^2-g*q^2*r^3 -7*g*q*r^4-14*g*r^4*x-72*g*r^3*x^2-7*p^4*q*r+14*p^4*r*x-14*p^3*q^2*r-22*p^3*q*r ^2+46*p^3*r^2*x+43*p^3*r*x^2-7*p^2*q^3*r-35*p^2*q^2*r^2-24*p^2*q*r^3+54*p^2*r^3 *x+33*p^2*r^2*x^2-12*p*q^3*r^2-28*p*q^2*r^3-10*p*q*r^4+26*p*r^4*x-18*p*r^3*x^2-\ 41*q^3*r^2*x+64*q^3*r*x^2+9*q^2*r^3*x+137*q^2*r^2*x^2+27*q*r^4*x+54*q*r^3*x^2-\ 44*a^3*b*r-22*a^3*g*r-120*a^2*b^2*r+18*a^2*b*r^2+32*a^2*c^2*r-45*a^2*g^2*r+5*a^ 2*g*r^2-14*a^2*p^2*r-24*a^2*p*r^2+16*a^2*q^2*r+4*a^2*q*r^2+18*a^2*r^2*x+24*a*b^ 2*r^2+46*a*b*r^3+100*a*c^3*r+48*a*c^2*r^2-38*a*c*r^3-29*a*g^3*r+17*a*g*r^3-21*a *p^3*r-54*a*p^2*r^2-45*a*p*r^3+15*a*q^3*r+29*a*q^2*r^2-16*a*q*r^3+27*a*r^3*x-\ 208*b^2*c^2*r+126*b^2*c*r^2+21*b^2*g*r^2+20*b^2*p^2*r+78*b^2*p*r^2+59*b^2*q*r^2 -14*b^2*r^2*x+12*b*c^3*r+226*b*c^2*r^2+94*b*c*r^3+6*b*g^2*r^2+43*b*g*r^3+47*b*p ^3*r+65*b*p^2*r^2+37*b*p*r^3+51*b*q^2*r^2+47*b*q*r^3+39*b*r^3*x-4*c^3*g*r+172*c ^3*p*r+132*c^3*q*r-420*c^3*r*x-79*c^2*g^2*r+89*c^2*g*r^2+93*c^2*p^2*r+11*c^2*p* r^2+119*c^2*q*r^2-396*c^2*r^2*x-42*c*g^3*r+27*c*g^2*r^2+32*c*g*r^3-2*c*p^3*r-61 *c*p^2*r^2-68*c*p*r^3+15*c*q^3*r+64*c*q^2*r^2-3*c*q*r^3-78*c*r^3*x-19*g^3*p*r-\ 26*g^3*r*x-7*g^2*p^2*r+16*g^2*p*r^2+20*g^2*q*r^2+31*g^2*r^2*x+3*g*p^3*r+8*g*p^2 *r^2+7*g*p*r^3+28*g*q^2*r^2+17*g*q*r^3+56*g*r^3*x+18*p^3*q*r-75*p^3*r*x+47*p^2* q^2*r-10*p^2*q*r^2-69*p^2*r^2*x+21*p^2*r*x^2+22*p*q^3*r+25*p*q^2*r^2-26*p*q*r^3 -9*p*r^3*x+104*p*r^2*x^2-115*q^2*r^2*x-75*q*r^3*x-18*a^2*b*r+56*a^2*c*r-21*a^2* g*r+32*a^2*p*r+40*a^2*q*r-62*a*b^2*r+5*a*b*r^2+142*a*c^2*r+111*a*c*r^2-15*a*g*r ^2+73*a*p^2*r+39*a*p*r^2+20*a*q^2*r+75*a*q*r^2-170*b^2*c*r-58*b^2*p*r-140*b*c^2 *r+19*b*c*r^2-4*b*g*r^2+2*b*p^2*r+16*b*p*r^2+16*b*q*r^2-43*c^2*g*r+267*c^2*p*r+ 57*c^2*q*r-48*c*g^2*r+14*c*g*r^2+183*c*p^2*r+135*c*p*r^2-4*c*q^2*r+115*c*q*r^2-\ 30*g^2*p*r+g*p^2*r-g*p*r^2-2*r^4+72*r^3*x^2-60*r^3*x+88*r^2*x-24*a^2-64*a*c-16* b*a-24*b*c-40*c^2-14*q*a-14*q*c-22*g*a-26*g*c-4*a^3*b*r^3*x^2+22*g*q*r^2+92*p^2 *q*r-52*p^2*r*x+39*p*q^2*r+77*p*q*r^2-112*p*r^2*x-143*p*r*x^2+67*a*p*r+51*c*p*r +25*g*p*r-3*p*q*r+134*p*r*x-18*a*b*r+2*a*c*r+23*a*g*r-35*a*q*r-50*b*c*r-24*b*g* r-46*b*q*r-7*c*g*r-77*c*q*r-30*g*q*r-2*a^3*g*r^3*x^2-32*a^2*c-28*a^2*q-108*a*c^ 2-28*a*q^2-20*b^2*c-32*b^2*p-48*b*c^2-10*b*p^2-30*c^2*g-98*c^2*q+4*c*g^2-28*c*q ^2+2*g^2*p-2*g^2*q-10*g*q^2-4*p^2*q-18*p*q^2-12*a^2*b^2*r^3*x^2-6*a^2*b*r^4*x^2 +8*a^2*c^3*r^2*x^2+4*a^2*c^2*r^3*x^2-3*r^5-5*a^2*g^2*r^3*x^2-3*a^2*g*r^4*x^2+2* a^2*q^3*r^2*x^2+2*a^2*q^2*r^3*x^2-12*a*b^3*r^3*x^2-12*a*b^2*r^4*x^2-2*a*b*r^5*x ^2+24*a*c^4*r^2*x^2+24*a*c^3*r^3*x^2+6*a*c^2*r^4*x^2-4*a*g^3*r^3*x^2-5*a*g^2*r^ 4*x^2-a*g*r^5*x^2+3*a*q^4*r^2*x^2+6*a*q^3*r^3*x^2+3*a*q^2*r^4*x^2-8*b^4*c*r^2*x ^2-4*b^4*p*r^2*x^2-4*b^4*q*r^2*x^2-24*b^3*c^2*r^2*x^2-24*b^3*c*r^3*x^2-12*b^3*g *r^3*x^2-4*b^3*p^2*r^2*x^2-10*b^3*p*r^3*x^2-4*b^3*q^2*r^2*x^2-10*b^3*q*r^3*x^2-\ 8*b^2*c^3*r^2*x^2-20*b^2*c^2*r^3*x^2-12*b^2*c*r^4*x^2-13*b^2*g^2*r^3*x^2-13*b^2 *g*r^4*x^2+b^2*p^3*r^2*x^2-3*b^2*p*r^4*x^2+3*b^2*q^3*r^2*x^2+2*b^2*q^2*r^3*x^2-\ 3*b^2*q*r^4*x^2+24*b*c^4*r^2*x^2+24*b*c^3*r^3*x^2+6*b*c^2*r^4*x^2-6*b*g^3*r^3*x ^2-9*b*g^2*r^4*x^2-3*b*g*r^5*x^2+b*p^4*r^2*x^2+3*b*p^3*r^3*x^2+3*b*p^2*r^4*x^2+ b*p*r^5*x^2+4*b*q^4*r^2*x^2+9*b*q^3*r^3*x^2+6*b*q^2*r^4*x^2+b*q*r^5*x^2: Pan:=2*x^3*(x-1)^3*((a^2+b*a-c^2+1/2*g^2+3/2*a*g-1/2*p*a-1/2*p^2-1/2*q*a+1/2*c*g-3/2*p*c-1/2*q*c-1/2*q*p+1/2*b*g-1-2*c+1/2*g-3/2*p-1/2*q)*x+1/2*(a+c+p+1)*(2*a+2*c+g+p-r+2))*dx^5+2*x^2*(x-1)^2*(1/2*(a+c+p+1)*(6*a^2+12*a*c+5*a*g+9*p*a+3*a*r+6*c^2+5*c*g+9*p*c+3*c*r+g^2+4*p*g+2*r*g+3*p^2-2*r^2-g+3*p+8*r-6)+(8+6*p+6*a-13/2*q*c-2*q*g-27/2*p*c-11/2*c*g-5*q*p-3*b*c^2-5/2*a*c*g-9/2*c^2*g-5*p*a-21/2*r-3*b-13/2*q*a-8*b*a-9/2*b*p-5/2*b*g-27/2*p^2*c+5/2*r^2*c-g-5/2*p^2*r-9/2*q*c^2-5*c^2*r-15/2*p*c*g-12*a*c+5/2*r^2+2*a^2*g-9*p^2*a-5/2*a^2*r-3*p^2*g-9*a^2*c-3/2*p*g+r*g^2+3/2*b*r+1/2*p*g^2-r*g-18*a*c^2-31/2*c*r-6*b*c-13*a*r-5*p^2-3/2*g^2+7*c-2*q+5/2*r^2*p-39/2*p*c^2-6*p*a^2-4*a*g+5/2*r^2*a-2*a^2-10*c^2+1/2*q*r-13*p*r-3*q*p^2-3/2*p^2*b-15/2*q*p*a-2*q*p*g-3/2*p*b*a-9/2*q*a^2+2*a*g^2+c*g^2-9*q*c*a-15/2*q*c*p+1/2*q*c*r-2*q*c*g+7/2*b*r*a+3/2*b*r*c+3/2*b*r*p+b*r*g-3*b*c*a-9/2*b*c*p+1/2*q*r*a+1/2*q*r*p-2*a*q*g+a*b*g+1/2*g^3+1/2*b*g^2-15/2*p*c*r-2*p*a*g-7*p*a*r-15/2*a*c*r-c*r*g+a*r*g-2*p*r*g-51/2*p*c*a-3*p^3-9*c^3)*x-1/2*(2*a^2+2*b*a+3*a*g-p*a-q*a+b*g-2*c^2+c*g-3*p*c-q*c+g^2-p^2-q*p-4*c+g-3*p-q-2)*(-5+5*r+3*a+3*p+3*b+2*g+3*q+6*c)*x^2)*dx^4+2*x*(x-1)*(1/2*(a+c+p+1)*(-6*p-10*a+p*c-7*c*g+8*a*c*g+4*c^2*g+p*a-4*r+12*p^2*c+r^2*c-4*g+3*p^2*r+10*c^2*r+11*p*c*g-12*a*c+5*r^2+4*a^2*g+12*p^2*a+10*a^2*r+5*p^2*g+12*a^2*c-p*g+2*r*g^2+2*p*g^2+3*r*g+12*a*c^2+10*c*r+10*a*r+3*p^2-2*g^2-10*c-r^2*p+14*p*c^2+14*p*a^2-7*a*g+r^2*a-6*a^2+r^2*g-6*c^2+10*p*r+a*g^2+c*g^2+12*p*c*r+11*p*a*g+12*p*a*r+20*a*c*r+9*c*r*g+9*a*r*g+6*p*r*g+28*p*c*a-r^3+3*p^3+4*a^3+4*c^3)+(-18*a^2*c*g-11/2*q*c^2*g-19*q*c^2*p+15*p-7*c^3*q+21*a-45*c^3*p+13*q*c-14*c^3*g-13*p*a^3+3*q*g+45*p*c-16*a^3*r+22*c*g+1/2*r*g^3+15/2*q*p-7*b*c^2+5/2*r^2*q+7/2*a*c*g-9/2*q*p^3-2*c^2*g+87/2*p*a+14*r+9*b+3*r^2*b+13*q*a+14*b*a+15/2*b*p+5/2*b*g-37/2*p^2*c-43/2*r^2*c+10*g-8*b*c^3-61/2*p^2*r-3*q*c^2-107/2*c^2*r-p*c*g+70*a*c-18*r^2+11/2*a^2*g-6*p^2*a-69/2*a^2*r-p^2*g+16*a^2*c+29/2*p*g-9/2*r*g^2-12*b*r+p*g^2-8*r*g+5*a*c^2-25/2*c*r+10*b*c-9/2*a*r+27/2*p^2+3*g^2+26*c+9*q-35/2*r^2*p-15*p*c^2+23/2*p*a^2+43/2*a*g-45/2*r^2*a+32*a^2-5/2*r^2*g+38*c^2-48*a^2*c^2-23/2*q*r-15/2*p*r-6*q*p^2-9/2*p^2*b-19/2*q*p*a-2*q*p*g-9/2*p*b*a-3/2*p*b*g-3*q*a^2-b*a^2-3/2*a*g^2-5/2*c*g^2-6*q*c*a-19/2*q*c*p-19*q*c*r-5/2*q*c*g-20*b*r*a-17*b*r*c-27/2*b*r*p-4*b*r*g-8*b*c*a-21/2*b*c*p-9/2*b*c*g-19*q*r*a-29/2*q*r*p-4*q*r*g-5/2*a*q*g-7/2*a*b*g-g^3-3/2*b*g^2-q*g^2-159/2*p*c*r+17/2*p*a*g-63*p*a*r-88*a*c*r-57/2*c*r*g-25*a*r*g-19*p*r*g-7/2*p*c*a+1/2*p*g^3+4*r^3-6*p^3+9*a^3-2*c^3-11/2*a^2*q*g-a*g^2*q-67/2*r*a*c*g-67/2*r*p*c*g-21/2*r*q*p*a-4*r*q*p*g-11/2*r*p*b*a-2*r*p*b*g-15*r*q*c*a-21/2*r*q*c*p-4*r*q*c*g-9*r*b*c*a-13/2*r*b*c*p-2*r*b*c*g-4*r*a*q*g-27*r*p*a*g-203/2*r*p*c*a+5/2*q*c*r^2+4*r^3*c+1/2*p^2*r^2-7/2*c^2*r^2-9/2*a^2*r^2+1/2*r^2*g^2+4*b*r^2*a+3*b*r^2*c+3*b*r^2*p+1/2*b*r^2*g+5/2*q*r^2*a+5/2*q*r^2*p-3*p*c*r^2-5*p*a*r^2-8*a*c*r^2-5/2*c*r^2*g-3/2*a*r^2*g-3*p*r^2*g-5*r*b*c^2-41/2*r*c^2*g-81/2*r*p^2*c-15/2*r*q*c^2-36*r*p^2*a-13*r*p^2*g-59*r*a^2*c-3*r*p*g^2-70*r*a*c^2+4*r^3*p+4*r^3*a-9*r*p^3-27*r*c^3-117/2*r*p*c^2-43*r*p*a^2-3*r*q*p^2-3/2*r*p^2*b-15/2*r*q*a^2-5/2*r*c*g^2-14*c^4-3*b*p^3-3/2*a*r*g^2-13*g*a^2*r-2*p^2*g^2-21/2*q*g*p*c-20*a^3*c-7*p^3*g-39/2*p^3*a-1/2*g^2*b*a-38*p*a*q*c-21/2*p*a*q*g-2*a^2*g*b-19/2*a^2*g*p-43*a*c*g*p-24*p*c*b*a-11*c*g*q*a+1/2*b*g^2*r-7*c*g*b*a-51/2*p^3*c-q*g^2*c-27*p^2*a^2-33/2*p^2*c*q-67/2*p*c^2*g-2*a^3*g-79*p^2*a*c-7*b*p*c*g-33/2*p^2*a*q-1/2*g^2*a^2-18*p*b*c^2-18*a*b*c^2-4*b*a^2*r-30*c^2*g*a-9/2*p^4-7/2*c^2*g^2-52*p^2*c^2-b*g*a*r-19*p*a^2*q-3*b*g*p*a-6*p*a^2*b-8*b*p^2*a-4*a*c*g^2-21*a^2*c*q-12*a^2*c*b-5*c^2*g*b-5/2*p^2*g*b-44*c^3*a-13*b*p^2*c-1/2*b*g^2*c-7*a^3*q-2*a^3*b-27*p^2*c*g-103*a*c^2*p-2*a^4-q*g^2*p-5*q*g*p^2-9/2*c*g^2*p-1/2*a*p*g^2-21*q*c^2*a-17*p^2*g*a-71*a^2*c*p)*x+(9/2*q^2*p^2-13*a^2*c*g+13*q*c^2*g+54*q*c^2*p+5/2*q^2*c*g-3*r*q*g^2-21*p+24*c^3*q-27*a+66*c^3*p-51/2*q*c+16*c^3*g+4*b^2*g+3*b^2*p-p*a^3+10*b^2*a-141/2*p*c-a^3*r-37/2*c*g+3*q*b-7/2*r*g^3-39/2*q*p+4*b^2*c+20*b*c^2-2*r^2*q-b^2*r+20*a*c*g+9*q*p^3+25/2*c^2*g-93/2*p*a+6*q^2*a+9/2*q^2*p+3/2*q^2*r-22*r-20*b+5/2*q^2*g-6*r^2*b-37/2*q*a-20*b*a-18*b*p+b*g+12*p^2*c+37*r^2*c-15*g+20*b*c^3+37*p^2*r+33/2*q*c^2+6*q^2*c+83*c^2*r+5*p*c*g-74*a*c+27*r^2+29/2*a^2*g-4*g^3*c-3*p^2*a+57/2*a^2*r-g^3*q-a^2*c-14*p*g+5*r*g^2+53/2*b*r+2*p*g^2+35/2*r*g+5*a*c^2+16*c*r-20*b*c+15/2*a*r-45/2*p^2+1/2*g^2-39*c-18*q+2*b^2+32*r^2*p+33/2*p*c^2-19/2*p*a^2-23/2*a*g+27*r^2*a-22*a^2-r^2*g-54*c^2+30*a^2*c^2+43/2*q*r+3/2*p*r+15/2*q*p^2+8*p^2*b+4*q*p*a+3*q*p*g+9*p*b*a+5*p*b*g+3/2*q*a^2+13*b*a^2+25/2*a*g^2+10*c*g^2+18*q*c*a+13*q*c*b+21*q*c*p+47*q*c*r+13*q*c*g+17*q*b*a+9*q*b*p+7*q*b*g+83/2*b*r*a+83/2*b*r*c+34*b*r*p+7*b*r*g+27*b*c*a+24*b*c*p+31/2*b*c*g+35*q*r*a+73/2*q*r*p+6*q*r*g+10*a*q*g+41/2*a*b*g+3*g^3+13/2*b*g^2+9/2*q*g^2+111*p*c*r-1/2*p*a*g+57*p*a*r+201/2*a*c*r+35*c*r*g+27*a*r*g+20*p*r*g-6*p*c*a-5/2*p*g^3-5*r^3+3*p^3+3*a^3+9*c^3-2*a^2*q*g-7/2*a*g^2*q-2*r*a*c*g+69/2*r*p*c*g+69/2*r*q*p*a+9*r*q*p*g+11/2*r*p*b*a-3/2*r*p*b*g+39*r*q*c*a+81/2*r*q*c*p+6*r*q*c*g-6*r*q*b*a-3*r*q*b*g+r*b*c*a+45/2*r*b*c*p-15/2*r*b*c*g+15/2*r*p*a*g+231/2*r*p*c*a-2*q*c*r^2-5*r^3*c+5*p^2*r^2+10*c^2*r^2-4*r^2*g^2-14*b*r^2*a-6*b*r^2*c-6*b*r^2*p-4*b*r^2*g-2*q*r^2*a-2*q*r^2*p+15*p*c*r^2+13*p*a*r^2+10*a*c*r^2-c*r^2*g-9*a*r^2*g+3*p*r^2*g-r*b^2*p-r*b^2*c+15*r*b*c^2+35/2*r*c^2*g+3/2*r*q^2*a+3/2*r*q^2*p+63*r*p^2*c+51/2*r*q*c^2+3/2*r*q^2*c+81/2*r*p^2*a+14*r*p^2*g+32*r*a^2*c-3*r*p*g^2+78*r*a*c^2-5*r^3*p-5*r^3*a+27/2*r*p^3+45*r*c^3+189/2*r*p*c^2+26*r*p*a^2+15*r*q*p^2+15/2*r*p^2*b+27/2*r*q*a^2-19/2*r*c*g^2+24*c^4+6*b*p^3-2*b^2*a^2-27/2*a*r*g^2-27/2*g*a^2*r+22*q*g*p*c+16*p*c*q*b+c*g*q*b+13/2*p^3*g+33/2*p^3*a-13/2*g^2*b*a+74*p*a*q*c+9*p*a*q*g-9*a^2*g*b-19/2*a^2*g*p+8*p*a*q*b+33/2*a*c*g*p+12*q*c*b*a-q*g*b*a+28*p*c*b*a+11*c*g*q*a-13/2*b*g^2*r-16*c*g*b*a+57/2*p^3*c-1/2*g^4+5/2*q^2*g*p-3/2*q*g^2*c+21/2*q^2*c*p+15*p^2*a^2+39*p^2*c*q+37*p*c^2*g-6*a^3*g+b*p*q*g+74*p^2*a*c+9/2*b*p*c*g+27*p^2*a*q-13/2*g^2*a^2-3*g^3*a+3*p*b^2*c+42*p*b*c^2-3*a*b^2*p+2*b^2*c^2-4*a*b^2*c+20*a*b*c^2-8*b*a^2*r+21/2*q^2*a*p+9*c^2*g*a+6*q^2*a^2+12*q^2*c*a-b^2*g^2+9/2*p^4-4*c^2*g^2+66*p^2*c^2-35/2*b*g*a*r+6*q^2*c^2+b^2*p^2-3*b^2*r*g+20*p*a^2*q-7*b^2*a*r-21/2*b*g*p*a-4*p*a^2*b+5/2*a*q^2*g+10*b*p^2*a-3*b^2*g*a-29/2*a*c*g^2+28*a^2*c*q-4*a^2*c*b+c^2*g*b+10*q*c^2*b+5/2*p^2*g*b+52*c^3*a+28*b*p^2*c-3/2*g^3*b+6*b*p^2*q-15/2*b*g^2*c-b*g^2*q+2*a^3*q-4*a^3*b+55/2*p^2*c*g+108*a*c^2*p-2*a^4-1/2*q*g^2*p+9*q*g*p^2-3*c*g^2*p-19/2*a*p*g^2-2*g*b^2*p-9/2*b*p*g^2-3*g*b^2*c+50*q*c^2*a+8*p^2*g*a+41*a^2*c*p+2*q*a^2*b)*x^2+1/2*(2*a^2+2*b*a+3*a*g-p*a-q*a+b*g-2*c^2+c*g-3*p*c-q*c+g^2-p^2-q*p-4*c+g-3*p-q-2)*(-9*p-11*a+12*q*c+4*q*g+12*p*c+8*c*g+6*q*b+6*q*p+6*p*a-10*r-11*b+6*q*a+4*b*a+6*b*p+3*b*g-7*g+3*q^2+12*a*c+10*r^2+4*p*g+12*b*r+8*r*g+24*c*r+12*b*c+12*a*r+3*p^2+g^2-18*c-9*q+2*b^2+3*a*g+2*a^2+12*c^2+12*q*r+12*p*r)*x^3)*dx^3+2*(1/2*(p+r-1)*(a+c+p+1)*(a+c+p+r)*(p+2+g+2*c+2*a)*(p+1+g+2*c+2*a)-1/2*(a+c+p+1)*(12*a^2*c*g+4*q*c^2*g+16*q*c^2*p+4*r*q*g^2-20*p+4*c^3*q-12*a+36*c^3*p-22*q*c+12*c^3*g+8*p*a^3-8*q*g-82*p*c+24*a^3*r-46*c*g+2*r*g^3-16*q*p-20*b*c^2+15*r^2*q-76*a*c*g+4*q*p^3-44*c^2*g-74*p*a-16*r+15*r^2*b-22*q*a-16*b*a-18*b*p-8*b*g-7*p^2*c+65*r^2*c-4*g+8*b*c^3+34*p^2*r-18*q*c^2+36*c^2*r-48*p*c*g-104*a*c+7*r^2-32*a^2*g+g^3*c-16*p^2*a-2*a^2*r-10*p^2*g-84*a^2*c-36*p*g-3*r*g^2-12*b*r-14*p*g^2-23*r*g-96*a*c^2-39*c*r-28*b*c-45*a*r-22*p^2-6*g^2-24*c+42*r^2*p-40*p*c^2-52*p*a^2-30*a*g+54*r^2*a-36*a^2+25*r^2*g-68*c^2+24*a^2*c^2-12*q*r-9*p*r-3*p^2*b-13*q*p*a-8*q*p*g-22*p*b*a-11*p*b*g-18*q*a^2-16*b*a^2-14*a*g^2-17*c*g^2-36*q*c*a-13*q*c*p+17*q*c*r-17*q*c*g+8*b*r*a+26*b*r*c+21*b*r*p+4*b*r*g-36*b*c*a-16*b*c*p-18*b*c*g+17*q*r*a+21*q*r*p+4*q*r*g-17*a*q*g-16*a*b*g-2*g^3-4*b*g^2-4*q*g^2+83*p*c*r-54*p*a*g+58*p*a*r+34*a*c*r+12*c*r*g-7*a*r*g+25*p*r*g-92*p*c*a+12*r^3+2*p^3-24*a^3-36*c^3+4*a^2*q*g+a*g^2*q-3*r^4+92*r*a*c*g+89*r*p*c*g+30*r*q*p*a+14*r*q*p*g+28*r*p*b*a+14*r*p*b*g+44*r*q*c*a+30*r*q*c*p+19*r*q*c*g+44*r*b*c*a+32*r*b*c*p+22*r*b*c*g+19*r*a*q*g+73*r*p*a*g+188*r*p*c*a+6*q*c*r^2-3*r^3*q-3*r^3*b+11*p^2*r^2+42*c^2*r^2+38*a^2*r^2+9*r^2*g^2+8*b*r^2*a+4*b*r^2*c+4*b*r^2*g+6*q*r^2*a+4*q*r^2*g+44*p*c*r^2+44*p*a*r^2+80*a*c*r^2+39*c*r^2*g+37*a*r^2*g+22*p*r^2*g+28*r*b*c^2+60*r*c^2*g+72*r*p^2*c+22*r*q*c^2+63*r*p^2*a+30*r*p^2*g+100*r*a^2*c+17*r*p*g^2+128*r*a*c^2-3*r^3*p+3*r^3*a+2*r^3*g+15*r*p^3+52*r*c^3+110*r*p*c^2+78*r*p*a^2+9*r*q*p^2+9*r*p^2*b+22*r*q*a^2+21*r*c*g^2+8*c^4+3*b*p^3+14*a*r*g^2+32*g*a^2*r+4*p^2*g^2+12*q*g*p*c+8*a^3*c+8*p^3*g+18*p^3*a+32*p*a*q*c+12*p*a*q*g+8*a^2*g*p+44*a*c*g*p+24*p*c*b*a+8*c*g*q*a+4*b*g^2*r+8*c*g*b*a+23*p^3*c+q*g^2*c+24*p^2*a^2+15*p^2*c*q+36*p*c^2*g+70*p^2*a*c+12*b*p*c*g+15*p^2*a*q+20*p*b*c^2+16*a*b*c^2+16*b*a^2*r+24*c^2*g*a+4*p^4+6*c^2*g^2+46*p^2*c^2+16*b*g*a*r+16*p*a^2*q+4*b*g*p*a+4*p*a^2*b+8*b*p^2*a+6*a*c*g^2+12*a^2*c*q+8*a^2*c*b+8*c^2*g*b+4*p^2*g*b+24*c^3*a+14*b*p^2*c+2*b*g^2*c+4*a^3*q+31*p^2*c*g+80*a*c^2*p+2*q*g^2*p+6*q*g*p^2+9*c*g^2*p+2*a*p*g^2+b*p*g^2+12*q*c^2*a+20*p^2*g*a+52*a^2*c*p)*x+(-p^2*a*g^2+136*q*c^2*p*r+7/2*p^2*g*q*b+5*a*c^2*g^2-73*a^2*c*g+91*q*a^2*p*r-1/2*g^4*c-16*q*c^2*g-71/2*q*c^2*p-3/2*q^2*c*g+2*q*a^3*b+6*p*a*q^2*g+14*c^2*g*b*a+236*a^2*c^2*r+225*p*c^3*r+19/2*r*q*g^2+20*c^4*b-24*p-24*c^3*q-12*a-61*c^3*p-141/2*q*c-32*c^3*g+1/2*q^2*g^2*p+12*a^4*r-3*b^2*g+80*c^4*r-7*b^2*p+92*p^2*c^3-54*p*a^3-1/2*g^4*r-23*q*g-12*b^2*a+33/2*p^4*r-337/2*p*c-2*g^3*r^2+10*a^3*r+6*q*b*p*r*g+6*q*b*c*r*g-143/2*c*g-18*q*b+4*r*g^3-45*q*p+4*b^2*c^3-8*b^2*c-95*b*c^2+39*r^2*q+8*b^2*r-333/2*a*c*g-233/2*c^2*g-108*p*a-35/2*q^2*a-12*q^2*p+21/2*q^2*r-25*r-3*b-9/2*q^2*g+41*r^2*b-111/2*q*a+q*a*p*g^2-6*b*a*p*g^2-34*b*a-73/2*b*p-37/2*b*g-329/2*p^2*c+215/2*r^2*c-7*g-16*b*c^3+11/2*p^2*r-9*q^2+28*b*a^2*c^2-203/2*q*c^2-35/2*q^2*c-7*c^2*r-158*p*c*g-168*a*c+7*r^2-3/2*b*g^3*p-53*a^2*g+3/2*g^3*c-129*p^2*a-62*a^2*r+b^2*p^3+3/2*g^3*q-53*p^2*g-219*a^2*c-91/2*p*g+1/2*g^2*q*a^2+2*r*g^2-29*b*r-19*p*g^2-61/2*r*g-320*a*c^2-87*c*r+21*q*b*p*a*r-62*b*c-85*a*r-54*p^2-19/2*g^2+5/2*p^3*g^2+6*p^4*g-35*c-9*q-6*b^2+2*a^3*g*q+67*r^2*p+227*q*c*p*a*r-535/2*p*c^2+5*q^2*c*r*g-141*p*a^2+5*q^2*p*r*g-41*a*g+149/2*r^2*a-42*a^2+15*p^4*a+36*r^2*g-132*c^2+33/2*q^2*p*a*r-146*a^2*c^2+27*q*b*p*c*r+24*p^3*a^2+60*a^2*c^3+70*q*c*a*r*g-45/2*q*r-101/2*p*r+33/2*q^2*p*c*r-42*q*p^2-81/2*p^2*b-219/2*q*p*a-75/2*q*p*g-179/2*p*b*a-63/2*p*b*g-139/2*q*a^2-48*b*a^2-20*a*g^2-53/2*c*g^2-171*q*c*a-31*q*c*b-131*q*c*p+49/2*q*c*r-55*q*c*g-34*q*b*a-45/2*q*b*p+45/2*q*b*r-8*q*b*g-14*b*r*a+24*b*r*c+13/2*b*r*p+23/2*b*r*g-141*b*c*a-249/2*b*c*p-45*b*c*g+8*q*r*a+15*q*r*p+29/2*q*r*g+74*b*a^2*c*r+60*b*c^3*r+46*b*p*a^2*r-95/2*a*q*g-39*a*b*g-2*g^3-6*b*g^2-13/2*q*g^2+4*q*b*a*r*g+p*c*r-111*p*a*g-91/2*p*a*r-77*a*c*r-3*c*r*g-55/2*a*r*g-17/2*p*r*g-815/2*p*c*a-p*g^3+24*r^3+5*q^2*a*r*g+55*b*p^2*a*r-33*p^3-42*a^3-143*c^3+32*a^3*r^2-g^2*b^2*p+12*p*a^2*q*g-g^2*b^2*c+8*p*a^2*q*b-31/2*a^2*q*g-2*a*g*b^2*c+18*q*b*c^2*r-3*a*g*b^2*p+1/2*a*g^2*q-6*r^4+249/2*r*a*c*g+140*r*p*c*g+119*r*q*p*a+39*r*q*p*g+169/2*r*p*b*a+59/2*r*p*b*g+339/2*r*q*c*a+81/2*r*q*c*b+319/2*r*q*c*p+59*r*q*c*g+87/2*r*q*b*a+63/2*r*q*b*p+21/2*r*q*b*g+144*r*b*c*a+309/2*r*b*c*p+103/2*r*b*c*g+49*r*a*q*g+67*r*p*a*g+695/2*r*p*c*a+137/2*r^2*a*c*g+76*r^2*p*c*g+63/2*r^2*q*p*a+11*r^2*q*p*g+35/2*r^2*p*b*a+11/2*r^2*p*b*g+81/2*r^2*q*c*a-9/2*r^2*q*c*b+30*r^2*q*c*p+19/2*r^2*q*c*g-15/2*r^2*q*b*a-9/2*r^2*q*b*p-3/2*r^2*q*b*g+20*r^2*b*c*a+35/2*r^2*b*c*p+5/2*r^2*b*c*g+13/2*r^2*a*q*g+57*r^2*p*a*g+443/2*r^2*p*c*a+60*q*c*r^2-15/2*r^3*q-2*b^2*r^2-3/2*q^2*r^2+35*b*g*a*c*r-9*r^3*b+51/2*r^3*c+157/2*p^2*r^2+45/2*p^4*c+331/2*c^2*r^2+199/2*a^2*r^2+9*r^2*g^2-9/2*q*b*r^2+60*b*r^2*a+54*b*r^2*c+91/2*b*r^2*p+17/2*b*r^2*g+117/2*q*r^2*a+48*q*r^2*p+19/2*q*r^2*g+230*p*c*r^2+349/2*p*a*r^2+261*a*c*r^2+165/2*c*r^2*g+70*a*r^2*g+119/2*p*r^2*g+10*r*b^2*p+12*r*b^2*c+113*r*b*c^2+215/2*r*c^2*g+21*r*q^2*a+33/2*r*q^2*p+5*r*q^2*g+205*r*p^2*c+108*r*q*c^2+21*r*q^2*c+247/2*r*p^2*a+49*r*p^2*g+127*r*a^2*c+25/2*r*p*g^2+252*r*a*c^2+45/2*r^3*p+57/2*r^3*a+3/2*r^3*g+95/2*r*p^3+135*r*c^3+577/2*r*p*c^2+80*r*p*a^2+60*r*q*p^2+107/2*r*p^2*b+123/2*r*q*a^2+28*r*c*g^2-6*r^4*c-3/2*r^3*p^2+3/2*r^3*c^2+9/2*r^3*a^2-3/2*r^3*g^2-6*r^4*p-6*r^4*a+37/2*r^2*p^3+65*r^2*c^3-2*r^2*b^2*p-2*r^2*b^2*c+13*r^2*b*c^2+93/2*r^2*c^2*g-3/2*r^2*q^2*a-3/2*r^2*q^2*p+88*r^2*p^2*c+21*r^2*q*c^2-3/2*r^2*q^2*c+149/2*r^2*p^2*a+28*r^2*p^2*g+125*r^2*a^2*c+13/2*r^2*p*g^2+158*r^2*a*c^2+269/2*r^2*p*c^2+88*r^2*p*a^2+9*r^2*q*p^2+9/2*r^2*p^2*b+39/2*r^2*q*a^2+3*r^2*c*g^2-15/2*r^3*q*c-12*r^3*b*a-9*r^3*b*c-9*r^3*b*p-3/2*r^3*b*g-15/2*r^3*q*a-15/2*r^3*q*p-3/2*r^2*q*g^2+6*r^3*p*a+6*r^3*a*c+3/2*r^3*c*g-3/2*r^3*a*g+3*r^3*p*g-2*a^2*b^2*p+25*a^2*g*r^2+9*q*b*p^2*r+228*p*a*c*r*g-q*b*r*g^2+13*p^2*r*g^2-30*c^4-5/2*b*p^3+335*p^2*c*a*r+25*b*g*p*a*r+129*p^2*c*r*g+84*p^2*c*b*r-2*b^2*a^2+28*a^3*c^2-p*r*g^3+52*b*g*p*c*r+39/2*a*r*g^2+30*g*p^3*r-b^2*p*c*g+195/2*p^2*c*q*r+28*g*a^2*r-10*p^2*g^2-4*p*a^3*g-26*q*g*p*c+6*q*g*b*c^2-7/2*p*c*q*b+24*q*p*b*c^2-76*a^3*c+3/2*c*g*q*b+31*q*a^3*r+34*a*c^2*g*q-17/2*p^3*g+30*q*b*a*c*r-18*p^3*a-2*g^3*a*c+1/2*g^2*q^2*a+90*a*c^2*g*p+9/2*a*c*g^2*q+g^2*b*a+40*c^2*g*q*p-157/2*p*a*q*c+16*p*a^3*q-2*p*a^3*b-a^2*g^2*c-57/2*p*a*q*g+61*q*c^3*r-11*a^2*g*b+23*q^2*a*p*c+88*p*a*b*c^2+2*p*a*b^2*c-61*a^2*g*p+3*a^2*g*q^2-15/2*p*a*q*b+6*q^2*p*c*g+4*a^3*c*g+6*q^2*a*c*g-2*c*g^3*r-285/2*a*c*g*p+164*b*p*a*c*r-10*q*c*b*a+4*q^2*c^3+1/2*q*g*b*a-85*p*c*b*a-63/2*c*g*q*a+19/2*b*g^2*r-23*c*g*b*a+1/2*g^2*r^2*a-7/2*b*g^2*r^2-3/2*b*g^3*r+9/2*p^3*b*q+1/2*b*a*q*g^2-q*g^3*r+32*p*b*a*q*c+75*p^3*a*r+4*p*b*a*q*g+16*a^3*g*r+63*p*a^3*r+131/2*p^3*c^2-17/2*p^3*c+1/2*c*g^2*q*b+1/2*g^4+22*b*c^2*q*a+96*a^3*c*r-g^3*a*r+113/2*q*p*g*a*r+5*g^2*a^2*r+225/2*p^2*a^2*r+18*c^2*g^2*r+80*c^3*g*r+26*a^2*c*g*p+165/2*q*a*p^2*r+232*c^3*r*a+3*q*a*r*g^2+20*a^2*c*g*q+18*b*p^3*r-3/2*q^2*g*p+q*g^2*c+5*b^2*p^2*c+10*q*c^3*b-4*q^2*c*p+14*c^3*g*b-60*p^2*a^2+58*p*c^3*b+8*p*c^2*b^2-25/2*p^2*c*q-141/2*p*c^2*g+5*q*c*r*g^2+2*a^4*q-16*a^3*g+16*c^3*g*q+4*c^2*g^2*q+21/2*q^2*c^2*r+51/2*q*a^2*r*g-3/2*b*p*q*g+6*q^2*p^2*r+60*c^3*g*p-109*p^2*a*c-26*b*p*c*g-39/2*p^2*a*q-5*g^2*a^2+g^3*a+67/2*p^2*c*q*g+21/2*q^2*p^2*c+37/2*p^2*c*q*b+62*p*c^4+2*b^2*a*c*r+p*b^2*c-30*p*b*c^2-2*a*b^2*p+2*b^2*c^2+2*a*b^2*c+11/2*p*c*g^2*q-56*a*b*c^2+38*b*a^2*r+153*q*c^2*a*r-4*q^2*a*p-89*c^2*g*a+2*b^2*p*a*r-9/2*q^2*a^2+10*b*a^2*r^2+89/2*q*c^2*r*g-7*p*a^2*b*g-b^2*c*r*g-9*q^2*c*a+b^2*g^2+6*c^3*g^2+199/2*p^2*a*q*c+43/2*p^2*a*q*g+67*p^2*a*c*g+6*q*p*g^2*r+23/2*p^2*a*q*b+147/2*q*p*g*c*r+31*c*g^2*p*r+1/2*c*g^2*q^2-15/2*c^2*g^2-40*p^2*c^2+86*a^2*c*q*p+1/2*q^2*g^2+14*a^2*c*q*b+42*b*g*a*r+123*q*c*a^2*r-9/2*q^2*c^2+94*c*g*a^2*r+19*c*g^2*a*r+32*b*g*c^2*r+4*b^2*c^2*a-3*b*g*r^2*a-b^2*a*r*g+487*p*a*c^2*r+8*p^2*a^2*g+6*b^2*p*c*r+29*b*p*c^2*g+21/2*p^2*a*q^2+23/2*p*a^2*q^2+21/2*q^2*a^2*r-3*a*g^3*p+39/2*b*g*p^2*r+9/2*b^2*r*g-43*p*a^2*q+4*b^2*c^2*r+17*b^2*a*r+102*p^3*c*r+13*p*a*r*g^2-55/2*b*g*p*a-6*a^2*p*g^2-4*b*g^2*a*c-42*p*a^2*b+2*b^2*p^2*r+14*b*a^3*r-3/2*b^2*r^2*g-5*b^2*r^2*a-b^2*r*g^2+29*q*p^2*g*r+9/2*p^4*b+6*q*p^4+12*q*b*a^2*r+60*p^2*c*b*a+27/2*p^3*a*b+52*c^4*a+8*a*c*g*q*b+52*a*c*g*q*p+4*a^4*c+45/2*q*p^3*r-3/2*a*q^2*g+9*p*c*g*q*b+97*p^2*a^2*c-3/2*c*g^3*b+10*b*p*a*c*g-b*g^2*c^2-29*b*p^2*a+2*q*a^2*b*g+b^2*g*a-29/2*a*c*g^2+120*b*a*c^2*r+325*p*a^2*c*r+12*q^2*c^2*a-1/2*g^4*p+44*a*c^3*g+12*a^2*c*q^2-66*a^2*c*q-54*a^2*c*b+69/2*p^2*a^2*q+124*q*c^2*p*a+8*p^2*a^2*b+83*p^2*a*r*g+34*a^3*c*p+17*p^3*g*a+4*a^3*c*b+22*a^3*c*q-9*c^2*g*b-p^2*g^3-3*q*c^2*b+1/2*b*g^2*p*r-2*b*g^2*c*r-11*p^2*g*b-112*c^3*a+16*c^4*q+461/2*p^2*c^2*r-16*b*p^2*c+3/2*g^3*b+123/2*p*a^2*r*g+5/2*b*g^2*c+2*b*g^2*q+158*c^2*g*a*r+65*p^2*c^2*q+68*p^2*c^2*g+33*p^3*c*q+16*c^5+54*q*c^3*p+3*q^2*c^2*g+23/2*q^2*c^2*p+20*c^4*g-21*a^3*q-14*a^3*b+4*a^3*q^2-b*g^2*a*r+12*p^2*a^3+126*b*p*c^2*r+11*b*g*a^2*r+357/2*c^2*g*p*r-g^3*c^2-45*p^2*c*g+23/2*p*c^2*g^2-199*a*c^2*p+5*p^3*g*b-p^2*g^2*b+44*a*c^3*b-12*a^4+50*q*c^3*a+3*p^5-1/2*b^2*p^2*g-3*q*g^2*p+2*b^2*a^2*r-1/2*q*g^3*p-17/2*q*g*p^2+158*p*c^3*a+171/2*p^3*a*c-22*c*g^2*p+51/2*p^3*a*q-5/2*c*g^3*p+5/2*p^2*g^2*q+67/2*p^3*g*c+61*b*c^2*p^2+9*p^2*g^2*c+9*p^3*g*q+54*a^2*c^2*q+130*a^2*c^2*p+28*a^2*c^2*g+28*a^2*c*b*p-1/2*a*c*g^2*p+3*q^2*p^3+3*q^2*p^2*g+5/2*p^2*g*b*a-19*a*p*g^2-1/2*g*b^2*p-3*b*p*g^2+2*g*b^2*c-69*q*c^2*a+55/2*b*p^3*c+21*b*p^2*c*g-3*b*g^2*p*c-51*p^2*g*a+177*p^2*c^2*a-192*a^2*c*p+21*q^2*a*c*r-7*q*a^2*b)*x^2+(7*p^2*a*g^2-216*q*c^2*p*r+3*q^2*p^2-5*p^2*g*q*b+22*a*c^2*g^2-28*a^2*c*g-68*q*a^2*p*r+3/2*g^4*c+2*q*b^2*a^2+3*g^3*a*q-4*q^2*c*b+q*c^2*g+51*q*c^2*p-5*q^2*c*g-13/2*q^2*p*b*a-5/2*q^3*a^2+4*q*a^3*b-7*p*a*q^2*g+30*c^2*g*b*a-108*a^2*c^2*r-242*p*c^3*r-19/2*r*q*g^2-28*c^4*b+22*p+24*c^3*q+10*a+66*c^3*p+104*q*c+14*c^3*g+4*a^4*r+b^2*g-92*c^4*r+14*b^2*p-85*p^2*c^3+10*p*a^3+2*g^4*r+27*q*g+14*b^2*a-29/2*p^4*r+170*p*c+15/2*g^3*r^2-17*a^3*r-7/2*q*b*p*r*g+17/2*q*b*c*r*g+66*c*g+33*q*b-11/2*r*g^3+63*q*p-8*b^2*c^3+16*b^2*c+118*b*c^2-99/2*r^2*q-15*b^2*r+77*a*c*g+6*q*p^3+90*c^2*g+79*p*a+49/2*q^2*a+27*q^2*p-15*q^2*r+28*r+6*b+7/2*q^2*g-105/2*r^2*b+62*q*a+17/2*q*a*p*g^2+31/2*b*a*p*g^2+40*b*a+46*b*p+23*b*g+341/2*p^2*c-113*r^2*c+3*q^2*b+8*g+14*b*c^3+27/2*p^2*r+18*q^2+8*b*a^2*c^2+142*q*c^2+75/2*q^2*c+15*c^2*r+124*p*c*g+142*a*c-5*r^2+7/2*b*g^3*p+15*a^2*g-11*g^3*c+98*p^2*a+51/2*a^2*r-2*b^2*p^3-5*g^3*q+41*p^2*g+118*a^2*c+37*p*g+13/2*g^2*q*a^2-14*r*g^2+75/2*b*r+5*p*g^2+51/2*r*g+254*a*c^2+100*c*r-33*q*b*p*a*r+82*b*c+149/2*a*r+51*p^2+8*g^2-p^3*g^2-4*p^4*g+38*c+16*q+12*b^2+6*a^3*g*q-127/2*r^2*p-271*q*c*p*a*r+280*p*c^2-8*q^2*c*r*g+69*p*a^2-11*q^2*p*r*g+33*a*g-133/2*r^2*a+28*a^2-9*p^4*a-75/2*r^2*g+142*c^2-42*q^2*p*a*r+58*a^2*c^2-77*q*b*p*c*r-11*p^3*a^2-32*a^2*c^3-39/2*q*c*a*r*g+59/2*q*r+125/2*p*r-105/2*q^2*p*c*r-9/2*q^2*b*r*p+59*q*p^2+99/2*p^2*b+231/2*q*p*a+79/2*q*p*g+71*p*b*a+45/2*p*b*g+47*q*a^2+28*b*a^2+7/2*c*g^2-9/2*q^2*b*r*c+175*q*c*a+2*q^3+60*q*c*b+186*q*c*p-29*q*c*r+50*q*c*g+35*q*b*a+91/2*q*b*p-35*q*b*r+q*b*g-11/2*b*r*a-51/2*b*r*c+2*b*r*p-29*b*r*g+114*b*c*a+156*b*c*p+27*b*c*g-12*q*r*a-13/2*q*r*p-51/2*q*r*g+20*b*a^2*c*r-82*b*c^3*r+6*b*p*a^2*r+49/2*a*q*g+16*a*b*g-2*g^3-2*b*g^2-3/2*q*g^2+53/2*q*b*a*r*g-1/2*q^3*a+36*p*c*r+50*p*a*g+54*p*a*r+107/2*a*c*r-18*c*r*g-13*a*r*g+13/2*p*r*g+317*p*c*a-4*p*g^3-28*r^3-2*q^2*a*r*g+3/2*q^2*a*r*b-85/2*b*p^2*a*r+34*p^3+14*a^3+150*c^3+3*a^3*r^2+7/2*g^2*b^2*p+6*p*a^2*q*g+6*g^2*b^2*c-27/2*a^2*q*g+18*a*g*b^2*c-50*q*b*c^2*r+11*a*g*b^2*p-35/2*a*g^2*q+5*r^4-110*r*a*c*g-116*r*p*c*g-209/2*r*q*p*a-83/2*r*q*p*g-147/2*r*p*b*a-29*r*p*b*g-182*r*q*c*a-85*r*q*c*b-417/2*r*q*c*p-143/2*r*q*c*g-65*r*q*b*a-62*r*q*b*p-31/2*r*q*b*g-151*r*b*c*a-369/2*r*b*c*p-113/2*r*b*c*g-47*r*a*q*g-81/2*r*p*a*g-495/2*r*p*c*a+21*r^2*a*c*g-117/2*r^2*p*c*g-117/2*r^2*q*p*a-15*r^2*q*p*g-15/2*r^2*p*b*a+9/2*r^2*p*b*g-63*r^2*q*c*a-153/2*r^2*q*c*p-6*r^2*q*c*g+18*r^2*q*b*a+9*r^2*q*b*g+15*r^2*b*c*a-81/2*r^2*b*c*p+45/2*r^2*b*c*g+12*r^2*a*q*g-21/2*r^2*p*a*g-387/2*r^2*p*c*a-99*q*c*r^2+3*r^3*q+3*b^2*r^2-9/2*q^2*r^2+75*b*g*a*c*r+9*r^3*b-38*r^3*c-81*p^2*r^2-33/2*p^4*c-189*c^2*r^2-117/2*a^2*r^2-111/2*b*r^2*a-159/2*b*r^2*c-66*b*r^2*p-63*q*r^2*a-153/2*q*r^2*p-6*q*r^2*g-252*p*c*r^2-138*p*a*r^2-429/2*a*c*r^2-63*c*r^2*g-36*a*r^2*g-48*p*r^2*g-20*r*b^2*p-25*r*b^2*c-145*r*b*c^2-207/2*r*c^2*g-63/2*r*q^2*a-69/2*r*q^2*p-8*r*q^2*g-345/2*r*p^2*c-9/2*r*q^2*b-321/2*r*q*c^2-48*r*q^2*c-r*q*b^2-147/2*r*p^2*a-69/2*r*p^2*g-96*r*a^2*c-17/2*r*p*g^2-220*r*a*c^2-33*r^3*p-23*r^3*a+4*r^3*g-5/2*r*q^3-71/2*r*p^3-149*r*c^3-555/2*r*p*c^2-36*r*p*a^2-135/2*r*q*p^2-58*r*p^2*b-93/2*r*q*a^2-51/2*r*c*g^2+5*r^4*c-5*r^3*p^2-10*r^3*c^2+5*r^3*a^2+6*r^3*g^2+5*r^4*p+5*r^4*a-45/2*r^2*p^3-81*r^2*c^3+3*r^2*b^2*p+3*r^2*b^2*c-27*r^2*b*c^2-51/2*r^2*c^2*g-9/2*r^2*q^2*a-9/2*r^2*q^2*p-108*r^2*p^2*c-99/2*r^2*q*c^2-9/2*r^2*q^2*c-135/2*r^2*p^2*a-24*r^2*p^2*g-42*r^2*a^2*c+6*r^2*p*g^2-126*r^2*a*c^2-333/2*r^2*p*c^2-42*r^2*p*a^2-27*r^2*q*p^2-27/2*r^2*p^2*b-27/2*r^2*q*a^2+45/2*r^2*c*g^2+3*r^3*q*c+21*r^3*b*a+9*r^3*b*c+9*r^3*b*p+6*r^3*b*g+3*r^3*q*a+3*r^3*q*p+9*r^2*q*g^2-15*r^3*p*c-12*r^3*p*a-5*r^3*a*c+4*r^3*c*g+16*r^3*a*g-2*r^3*p*g+8*a^2*b^2*p+57/2*a^2*g*r^2-27*q*b*p^2*r-157/2*p*a*c*r*g+12*q*b*r*g^2-5/2*p^2*r*g^2+12*a^2*b^2*c+26*c^4+5*b*p^3-515/2*p^2*c*a*r+65/2*b*g*p*a*r-102*p^2*c*r*g-217/2*p^2*c*b*r-12*b^2*a^2+8*p*r*g^3-45/2*b*g*p*c*r-57/2*a*r*g^2-23*g*p^3*r+8*b^2*p*c*g+2*b^2*p*q*g-6*q*c*b^2*p-291/2*p^2*c*q*r-87/2*g*a^2*r+3*p^2*g^2+12*p*a^3*g+23*q*g*p*c-5*q*g*b*c^2+3*q*g*b^2*c+15/2*p*c*q*b-60*q*p*b*c^2+6*a^3*c-41/2*c*g*q*b-5*q*a^3*r-20*a*c^2*g*q+8*p^3*g-32*q*b*a*c*r+20*p^3*a+17/2*g^3*a*c+3/2*g^2*q^2*a-36*a*c^2*g*p+13*a*c*g^2*q-28*g^2*b*a-51*c^2*g*q*p+191/2*p*a*q*c-2*p*a^3*q+10*p*a^3*b+17*a^2*g^2*c+31/2*p*a*q*g-102*q*c^3*r-34*a^2*g*b-97/2*q^2*a*p*c-68*p*a*b*c^2+8*p*a*b^2*c-a^2*g*p+19/2*p*a*q*b-5/2*q^3*c^2-29/2*q^2*p*c*g+14*a^3*c*g-17/2*q^2*a*c*g+16*c*g^3*r+50*a*c*g*p-116*b*p*a*c*r+2*b^2*p*q*a-10*q*c*b*a-15*q^2*c^3-57/2*q*g*b*a+52*p*c*b*a-q^3*g-1/2*q^3*c-21/2*c*g*q*a-29/2*b*g^2*r-55*c*g*b*a+57/2*g^2*r^2*a+33/2*b*g^2*r^2+7*b*g^3*r-9*p^3*b*q+13/2*b*a*q*g^2+6*q*g^3*r-48*p*b*a*q*c-55*p^3*a*r+8*p*b*a*q*g+16*a^3*g*r-5*p*a^3*r-107/2*p^3*c^2+4*c*g^3*q+22*p^3*c+1/2*g^4*q+2*b^2*c*q*a+15/2*c*g^2*q*b-2*g^4-34*b*c^2*q*a-6*a^3*c*r+11*g^3*a*r-63/2*q*p*g*a*r+21*g^2*a^2*r-111/2*p^2*a^2*r+17*c^2*g^2*r-60*c^3*g*r+24*a^2*c*g*p-189/2*q*a*p^2*r-190*c^3*r*a+41/2*q*a*r*g^2+30*a^2*c*g*b+8*a^2*c*g*q-45/2*b*p^3*r+3/2*b*g^3*q+2*q^2*g*p-11/2*q^2*g*b-31/2*q*g^2*c-2*b^2*p^2*q-10*b^2*p^2*c-28*q*c^3*b-4*q*c^2*b^2+9*q^2*c*p-6*c^3*g*b+8*c^2*g*b^2+34*p^2*a^2-74*p*c^3*b-16*p*c^2*b^2+63/2*p^2*c*q+47*p*c^2*g+29/2*q*c*r*g^2+2*a^4*q-3/2*q^2*b*p-16*a^3*g+4*p*a^4-22*c^3*g*q+5/2*c^2*g^2*q-33*q^2*c^2*r+29/2*q*a^2*r*g-5/2*b*p*q*g+3*q*b^2*g*a-39/2*q^2*p^2*r-52*c^3*g*p+199/2*p^2*a*c+2*p^2*a*b^2-q^3*a*g+5*b*p*c*g-5*q^3*a*c+33*p^2*a*q-9/2*q^3*p*c-9/2*q^3*a*p+3*q^2*r*g^2-21*g^2*a^2-q^3*p*g-11*g^3*a-38*p^2*c*q*g-51/2*q^2*p^2*c-41*p^2*c*q*b-66*p*c^4-q^2*b*c*g+26*b^2*a*c*r-23/2*q^2*b*p*c-2*p*b^2*c+36*p*b*c^2-7*a*b^2*p-4*b^2*c^2-22*a*b^2*c+1/2*p*c*g^2*q+18*a*b*c^2-52*b*a^2*r-184*q*c^2*a*r+25/2*q^2*a*p+6*c^2*g*a-2*q^3*p^2+11*b^2*p*a*r+9/2*q^2*a^2-b^2*q*r*p+24*b*a^2*r^2-46*q*c^2*r*g-q^3*c*g+22*p*a^2*b*g+18*b^2*c*r*g+9*q^2*c*a-7*b^2*g^2+3*c^3*g^2+8*b^2*p*r*g-100*p^2*a*q*c-14*p^2*a*q*g+2*b^3*p*a-61/2*p^2*a*c*g+5/2*q*p*g^2*r-17*p^2*a*q*b-86*q*p*g*c*r+11/2*c*g^2*p*r+3*p^4+1/2*c*g^2*q^2-27/2*c^2*g^2+117/2*p^2*c^2-8*q^2*b*a-62*a^2*c*q*p-4*q^2*g^2-2*a^2*c*q*b-14*q*b^2*a-125/2*b*g*a*r-87*q*c*a^2*r+9/2*q^2*c^2+4*b^3*c*a-5/2*q^3*r*p+41*c*g*a^2*r+54*c*g^2*a*r-5/2*q^3*r*a+b*g*c^2*r+8*b^2*c^2*a+3*q^2*b*r*g+93/2*b*g*r^2*a+20*b^2*a*r*g-390*p*a*c^2*r+6*p^2*a^2*g-15*b^2*p*c*r-19*b*p*c^2*g-18*p^2*a*q^2-14*p*a^2*q^2-33/2*q^2*a^2*r+6*a*g^3*p-25/2*b*g*p^2*r-5/2*q^3*c*r-10*b^2*r*g+73/2*p*a^2*q-b*p*q^2*g-10*b^2*c^2*r+11*b^2*q*r*a-35*b^2*a*r-191/2*p^3*c*r+53/2*p*a*r*g^2-27/2*b*g*p*a+13*a^2*p*g^2+23*b*g^2*a*c+3*p*a^2*b-5*b^2*p^2*r-2*q^2*a^2*b+12*b*a^3*r+6*b^2*q*r*g+9*b^2*r^2*g+21*b^2*r^2*a+7*b^2*r*g^2-34*q*p^2*g*r-9/2*p^4*b-6*q*p^4+2*b^3*r*g+6*q*b*a^2*r-47*p^2*c*b*a-21/2*p^3*a*b-48*c^4*a+12*a*c*g*q*b-33*a*c*g*q*p+4*a^4*c-63/2*q*p^3*r-11/2*a*q^2*g-11*p*c*g*q*b-47*p^2*a^2*c+11/2*c*g^3*b+33*b*p*a*c*g+15*b*g^2*c^2+1/2*b*g^2*q^2-9/2*b*p^2*q^2+43/2*b*p^2*a+9*q*a^2*b*g-20*b^2*g*a-75/2*a*c*g^2-70*b*a*c^2*r-157*p*a^2*c*r-32*q^2*c^2*a+g^4*p-14*a*c^3*g-19*a^2*c*q^2+36*a^2*c*q-16*a^2*c*b-45/2*p^2*a^2*q-144*q*c^2*p*a+2*p^2*a^2*b-71/2*p^2*a*r*g+2*a^3*c*p-8*p^3*g*a+12*a^3*c*b-4*a^3*c*q-14*c^2*g*b+2*p^2*g^3-q*c^2*b+16*b*g^2*p*r+35*b*g^2*c*r+6*p^2*g*b+q*b^2*g^2+74*c^3*a-30*c^4*q-2*b^3*g-231*p^2*c^2*r-9*q^2*c*b*a+49/2*b*p^2*c-7*g^3*b-2*b^2*p*q+7/2*b*p^2*q+37/2*p*a^2*r*g-49/2*b*g^2*c-23/2*b*g^2*q+b^3*g*p-7*b^2*g*q-31*c^2*g*a*r+2*b^3*g*c-171/2*p^2*c^2*q-109/2*p^2*c^2*g-75/2*p^3*c*q-b^2*q*c*r-20*c^5-7*q^2*b*c^2-84*q*c^3*p-17/2*q^2*c^2*g-69/2*q^2*c^2*p-18*c^4*g+3*a^3*q-12*a^3*b-2*a^3*q^2+28*b*g^2*a*r-4*b^3*a-168*b*p*c^2*r+34*b*g*a^2*r+4*b^3*a*r-142*c^2*g*p*r+1/2*g^3*q^2+13/2*g^3*c^2+36*p^2*c*g+3/2*p*c^2*g^2+156*a*c^2*p-4*p^3*g*b+4*p^2*g^2*b-32*a*c^3*b-4*a^4-68*q*c^3*a-2*p^5+2*b^2*p^2*g-2*q*g^2*p+12*b^2*a^2*r+5/2*q*g^3*p+11*q*g*p^2-130*p*c^3*a-113/2*p^3*a*c-c*g^2*p-45/2*p^3*a*q+15/2*c*g^3*p-4*q*b^2*c+9/2*q*b*p*g^2-p^2*g^2*q-49/2*p^3*g*c-71*b*c^2*p^2-2*p^2*g^2*c-9*p^3*g*q-44*a^2*c^2*q-66*a^2*c^2*p+18*a^2*c^2*g+10*a^2*c*b*p+53/2*a*c*g^2*p-6*q^2*p^3-6*q^2*p^2*g+8*p^2*g*b*a-11*a*p*g^2-9/2*g*b^2*p-8*b*p*g^2-13*g*b^2*c+57*q*c^2*a-59/2*b*p^3*c-16*b*p^2*c*g+16*b*g^2*p*c+24*p^2*g*a-130*p^2*c^2*a+96*a^2*c*p-99/2*q^2*a*c*r-11*q*a^2*b)*x^3-1/2*(2*a^2+2*b*a+3*a*g-p*a-q*a+b*g-2*c^2+c*g-3*p*c-q*c+g^2-p^2-q*p-4*c+g-3*p-q-2)*(-7*p-3*a-24*q*c+2*b^2*p-9*q*g-24*p*c-18*c*g-14*q*b-12*q*p+4*b^2*c+12*b*c^2+18*r^2*q+6*b^2*r+6*a*c*g+8*c^2*g-14*p*a+3*q^2*a+3*q^2*p+9*q^2*r-10*r-3*b+2*q^2*g+18*r^2*b-14*q*a-12*b*a-14*b*p-9*b*g+6*p^2*c+36*r^2*c+3*q^2*b-3*g+9*p^2*r-6*q^2+12*q*c^2+6*q^2*c+36*c^2*r+8*p*c*g+2*q*b^2-28*a*c+3*p^2*a+6*a^2*r+2*p^2*g+4*a^2*c-9*p*g+3*r*g^2-15*b*r+p*g^2-9*r*g+12*a*c^2-18*c*r-28*b*c-15*a*r-6*p^2-3*g^2-14*c-7*q-6*b^2+18*r^2*p+12*p*c^2+2*p*a^2-9*a*g+18*r^2*a-6*a^2+12*r^2*g-24*c^2-9*q*r-9*p*r+3*q*p^2+3*p^2*b+6*q*p*a+4*q*p*g+4*p*b*a+3*p*b*g+2*q*a^2+2*c*g^2+12*q*c*a+q^3+12*q*c*b+12*q*c*p+36*q*c*r+8*q*c*g+4*q*b*a+6*q*b*p+18*q*b*r+3*q*b*g+12*b*r*a+36*b*r*c+18*b*r*p+9*b*r*g+8*b*c*a+12*b*c*p+6*b*c*g+18*q*r*a+18*q*r*p+12*q*r*g+3*a*q*g+q*g^2+36*p*c*r+3*p*a*g+18*p*a*r+36*a*c*r+24*c*r*g+9*a*r*g+12*p*r*g+12*p*c*a+10*r^3+p^3+8*c^3)*x^4)*dx^2+2*(1/2*(a+c+p+1)*(p+2+g+2*c+2*a)*(p+1+g+2*c+2*a)*(r-1)*(2*a*c+4*p*a+q*a+4*a*r+2*b*c+3*b*p+3*b*r+2*c^2+c*g+5*p*c+q*c+5*c*r+2*p*g+2*r*g+2*p^2+2*q*p+4*p*r+2*q*r+2*r^2+2*c+4*p+4*r)-1/2*(r-1)*(a+c+p+1)*(6*q^2*p^2+56*a^2*c*g+56*q*c^2*g+96*q*c^2*p+10*q^2*c*g+13*r*q*g^2+24*p+48*c^3*q+120*c^3*p+36*q*c+72*c^3*g+8*b^2*p+24*p*a^3+8*q*g+144*p*c+36*a^3*r+48*c*g+6*r*g^3+36*q*p+16*b^2*c+104*b*c^2+15*r^2*q+8*b^2*r+104*a*c*g+12*q*p^3+120*c^2*g+72*p*a+12*q^2*a+12*q^2*p+12*q^2*r+32*r+4*q^2*g+17*r^2*b+20*q*a+28*b*p+150*p^2*c+81*r^2*c+64*b*c^3+73*p^2*r+84*q*c^2+12*q^2*c+226*c^2*r+164*p*c*g+80*a*c+34*r^2+6*g^3*c+96*p^2*a+106*a^2*r+2*g^3*q+52*p^2*g+88*a^2*c+40*p*g+32*r*g^2+34*b*r+22*p*g^2+56*r*g+208*a*c^2+158*c*r+40*b*c+102*a*r+48*p^2+24*c+42*r^2*p+240*p*c^2+72*p*a^2+72*r^2*a+37*r^2*g+96*c^2+112*a^2*c^2+40*q*r+94*p*r+42*q*p^2+38*p^2*b+94*q*p*a+46*q*p*g+60*p*b*a+34*p*b*g+36*q*a^2+30*c*g^2+120*q*c*a+32*q*c*b+126*q*c*p+111*q*c*r+58*q*c*g+16*q*b*a+24*q*b*p+24*q*b*r+8*q*b*g+78*b*r*a+116*b*r*c+64*b*r*p+43*b*r*g+88*b*c*a+128*b*c*p+52*b*c*g+91*q*r*a+63*q*r*p+46*q*r*g+34*a*q*g+8*q*g^2+259*p*c*r+80*p*a*g+193*p*a*r+328*a*c*r+177*c*r*g+117*a*r*g+103*p*r*g+296*p*c*a+4*p*g^3+3*r^3+30*p^3+120*c^3+24*a^2*q*g+12*a*g^2*q-3*r^4+182*r*a*c*g+140*r*p*c*g+68*r*q*p*a+34*r*q*p*g+68*r*p*b*a+35*r*p*b*g+120*r*q*c*a+16*r*q*c*b+74*r*q*c*p+60*r*q*c*g+20*r*q*b*a+6*r*q*b*p+10*r*q*b*g+124*r*b*c*a+80*r*b*c*p+64*r*b*c*g+52*r*a*q*g+105*r*p*a*g+264*r*p*c*a+6*q*c*r^2-6*r^3*q-2*b^2*r^2-3*q^2*r^2-6*r^3*b-3*r^3*c+11*p^2*r^2+44*c^2*r^2+38*a^2*r^2+10*r^2*g^2-6*q*b*r^2+16*b*r^2*a+4*b*r^2*c+7*b*r^2*g+12*q*r^2*a+6*q*r^2*g+44*p*c*r^2+44*p*a*r^2+84*a*c*r^2+42*c*r^2*g+39*a*r^2*g+22*p*r^2*g+2*r*b^2*p+4*r*b^2*c+76*r*b*c^2+124*r*c^2*g+9*r*q^2*a+3*r*q^2*p+5*r*q^2*g+93*r*p^2*c+68*r*q*c^2+9*r*q^2*c+74*r*p^2*a+39*r*p^2*g+168*r*a^2*c+28*r*p*g^2+232*r*a*c^2-3*r^3*p+3*r^3*a+r^3*g+17*r*p^3+100*r*c^3+168*r*p*c^2+98*r*p*a^2+20*r*q*p^2+21*r*p^2*b+52*r*q*a^2+49*r*c*g^2+48*c^4+12*b*p^3+33*a*r*g^2+60*g*a^2*r+14*p^2*g^2+76*q*g*p*c+40*p*c*q*b+32*a^3*c+24*c*g*q*b+16*p^3*g+30*p^3*a+152*p*a*q*c+56*p*a*q*g+40*a^2*g*p+32*p*a*q*b+168*a*c*g*p+48*q*c*b*a+16*q*g*b*a+136*p*c*b*a+80*c*g*q*a+13*b*g^2*r+56*c*g*b*a+42*p^3*c+8*q^2*g*p+20*q*g^2*c+18*q^2*c*p+48*p^2*a^2+60*p^2*c*q+136*p*c^2*g+16*b*p*q*g+152*p^2*a*c+76*b*p*c*g+48*p^2*a*q+16*p*b^2*c+112*p*b*c^2+8*a*b^2*p+16*b^2*c^2+16*a*b^2*c+112*a*b*c^2+44*b*a^2*r+18*q^2*a*p+128*c^2*g*a+12*q^2*a^2+24*q^2*c*a+6*p^4+36*c^2*g^2+108*p^2*c^2+2*q^2*g^2+48*b*g*a*r+12*q^2*c^2+4*b^2*p^2+4*b^2*r*g+56*p*a^2*q+8*b^2*a*r+36*b*g*p*a+32*p*a^2*b+10*a*q^2*g+40*b*p^2*a+32*a*c*g^2+80*a^2*c*q+48*a^2*c*b+64*c^2*g*b+32*q*c^2*b+22*p^2*g*b+128*c^3*a+64*b*p^2*c+12*b*p^2*q+16*b*g^2*c+4*b*g^2*q+16*a^3*q+82*p^2*c*g+248*a*c^2*p+14*q*g^2*p+24*q*g*p^2+46*c*g^2*p+22*a*p*g^2+4*g*b^2*p+10*b*p*g^2+8*g*b^2*c+112*q*c^2*a+52*p^2*g*a+152*a^2*c*p+16*q*a^2*b)*x+1/2*(r-1)*(2*p^2*a*g^2+324*q*c^2*p*r+60*q^2*p^2+28*p^2*g*q*b+76*a^2*c*g+146*q*a^2*p*r-3*g^4*c+4*q*b^2*a^2-4*g^3*a*q+44*q^2*c*b+222*q*c^2*g+618*q*c^2*p+62*q^2*c*g+31*q^2*p*b*a+9*q^3*a^2+8*q*a^3*b+38*p*a*q^2*g+28*c^2*g*b*a+312*a^2*c^2*r+392*p*c^3*r+5*r*q*g^2+104*c^4*b+24*p+312*c^3*q+636*c^3*p+120*q*c+228*c^3*g+4*q^2*g^2*p+8*a^4*r+152*c^4*r+16*b^2*p+282*p^2*c^3+24*p*a^3-2*g^4*r+28*q*g+22*p^4*r+228*p*c-5*g^3*r^2+68*a^3*r+17*q*b*p*r*g+5*q*b*c*r*g+60*c*g+24*q*b-4*r*g^3+78*q*p+32*b^2*c^3+32*b^2*c+240*b*c^2+42*r^2*q+24*b^2*r+132*a*c*g+84*q*p^3+204*c^2*g+72*p*a+65*q^2*a+60*q^2*p+39*q^2*r+48*r+25*q^2*g+39*r^2*b+58*q*a+3*q*a*p*g^2-25*b*a*p*g^2+38*b*p+381*p^2*c+206*r^2*c+18*q^2*b+276*b*c^3+224*p^2*r+18*q^2+96*b*a^2*c^2+312*q*c^2+87*q^2*c+580*c^2*r+246*p*c*g+12*q*b^2+124*a*c+62*r^2-7*b*g^3*p-6*g^3*c+168*p^2*a+160*a^2*r+8*b^2*p^3+76*p^2*g+148*a^2*c+32*p*g-3*g^2*q*a^2+20*r*g^2+66*b*r+6*p*g^2+64*r*g+456*a*c^2+286*c*r+72*q*b*p*a*r+68*b*c+148*a*r+72*p^2+8*p^3*g^2+14*p^4*g+36*c+12*q+4*a^3*g*q+137*r^2*p+460*q*c*p*a*r+612*p*c^2+14*q^2*c*r*g+72*p*a^2+17*q^2*p*r*g+143*r^2*a+30*p^4*a+45*r^2*g+180*c^2+60*q^2*p*a*r+356*a^2*c^2+104*q*b*p*c*r+48*p^3*a^2+208*a^2*c^3+105*q*c*a*r*g+92*q*r+176*p*r+66*q^2*p*c*r+132*q*p^2+87*p^2*b+219*q*p*a+91*q*p*g+76*p*b*a+27*p*b*g+80*q*a^2+21*c*g^2+360*q*c*a+6*q^3+146*q*c*b+408*q*c*p+341*q*c*r+150*q*c*g+80*q*b*a+91*q*b*p+71*q*b*r+34*q*b*g+148*b*r*a+276*b*r*c+175*b*r*p+53*b*r*g+156*b*c*a+290*b*c*p+60*b*c*g+234*q*r*a+227*q*r*p+80*q*r*g+88*b*a^2*c*r+136*b*c^3*r+60*b*p*a^2*r+75*a*q*g+15*q*g^2-13*q*b*a*r*g+15*q^3*a+729*p*c*r+56*p*a*g+402*p*a*r+664*a*c*r+261*c*r*g+134*a*r*g+168*p*r*g+548*p*c*a-6*p*g^3+9*r^3+8*q^2*a*r*g-6*q^2*a*r*b+98*b*p^2*a*r+78*p^3+324*c^3+18*a^3*r^2-7*g^2*b^2*p+38*p*a^2*q*g-12*g^2*b^2*c+48*p*a^2*q*b+49*a^2*q*g-28*a*g*b^2*c+68*q*b*c^2*r-18*a*g*b^2*p+15*a*g^2*q-5*r^4+337*r*a*c*g+452*r*p*c*g+379*r*q*p*a+135*r*q*p*g+237*r*p*b*a+80*r*p*b*g+563*r*q*c*a+139*r*q*c*b+552*r*q*c*p+174*r*q*c*g+101*r*q*b*a+107*r*q*b*p+14*r*q*b*g+370*r*b*c*a+459*r*b*c*p+100*r*b*c*g+109*r*a*q*g+218*r*p*a*g+1125*r*p*c*a+32*r^2*a*c*g+75*r^2*p*c*g+51*r^2*q*p*a+14*r^2*q*p*g+21*r^2*p*b*a+3*r^2*p*b*g+54*r^2*q*c*a-12*r^2*q*c*b+51*r^2*q*c*p+8*r^2*q*c*g-24*r^2*q*b*a-12*r^2*q*b*p-6*r^2*q*b*g+6*r^2*b*c*a+27*r^2*b*c*p-9*r^2*b*c*g-4*r^2*a*q*g+41*r^2*p*a*g+225*r^2*p*c*a+75*q*c*r^2-9*r^3*q-6*b^2*r^2-3*q^2*r^2-12*r^3*b+9*r^3*c+96*p^2*r^2+51*p^4*c+222*c^2*r^2+99*a^2*r^2-3*r^2*g^2-12*q*b*r^2+39*b*r^2*a+57*b*r^2*c+48*b*r^2*p-3*b*r^2*g+63*q*r^2*a+60*q*r^2*p+8*q*r^2*g+300*p*c*r^2+210*p*a*r^2+303*a*c*r^2+86*c*r^2*g+48*a*r^2*g+73*p*r^2*g+32*r*b^2*p+40*r*b^2*c+346*r*b*c^2+329*r*c^2*g+69*r*q^2*a+63*r*q^2*p+14*r*q^2*g+585*r*p^2*c+405*r*q*c^2+81*r*q^2*c-2*r*q*b^2+348*r*p^2*a+148*r*p^2*g+474*r*a^2*c+30*r*p*g^2+892*r*a*c^2+9*r^3*p+9*r^3*a-2*r^3*g+r*q^3+118*r*p^3+494*r*c^3+945*r*p*c^2+282*r*p*a^2+180*r*q*p^2+145*r*p^2*b+180*r*q*a^2+33*r*c*g^2-5*r^4*c-3*r^3*g^2-5*r^4*p-5*r^4*a+21*r^2*p^3+78*r^2*c^3-6*r^2*b^2*p-6*r^2*b^2*c+18*r^2*b*c^2+41*r^2*c^2*g-3*r^2*q^2*a-3*r^2*q^2*p+102*r^2*p^2*c+33*r^2*q*c^2-3*r^2*q^2*c+75*r^2*p^2*a+28*r^2*p^2*g+96*r^2*a^2*c+2*r^2*p*g^2+156*r^2*a*c^2+159*r^2*p*c^2+72*r^2*p*a^2+18*r^2*q*p^2+9*r^2*p^2*b+21*r^2*q*a^2-9*r^2*c*g^2-9*r^3*q*c-18*r^3*b*a-12*r^3*b*c-12*r^3*b*p-3*r^3*b*g-9*r^3*q*a-9*r^3*q*p-6*r^2*q*g^2+6*r^3*p*a-2*r^3*c*g-8*r^3*a*g+r^3*p*g-8*a^2*b^2*p+3*a^2*g*r^2+36*q*b*p^2*r+290*p*a*c*r*g-12*q*b*r*g^2+16*p^2*r*g^2-8*a^2*b^2*c+252*c^4+64*b*p^3+460*p^2*c*a*r+20*b*g*p*a*r+192*p^2*c*r*g+176*p^2*c*b*r+80*a^3*c^2-5*p*r*g^3+90*b*g*p*c*r+14*a*r*g^2+41*g*p^3*r-4*b^2*p*c*g+24*q*c*b^2*p+213*p^2*c*q*r+78*g*a^2*r+16*p^2*g^2-8*p*a^3*g+296*q*g*p*c+46*q*g*b*c^2-2*q*g*b^2*c+301*p*c*q*b+216*q*p*b*c^2+68*a^3*c+83*c*g*q*b+38*q*a^3*r+164*a*c^2*g*q+58*p^3*g+80*q*b*a*c*r+126*p^3*a-13*g^3*a*c+g^2*q^2*a+304*a*c^2*g*p+4*a*c*g^2*q+214*c^2*g*q*p+741*p*a*q*c+40*p*a^3*q-4*p*a^3*b-14*a^2*g^2*c+139*p*a*q*g+156*q*c^3*r+175*q^2*a*p*c+368*p*a*b*c^2+24*p*a*b^2*c+16*a^2*g*p+14*a^2*g*q^2+153*p*a*q*b+9*q^3*c^2+59*q^2*p*c*g+4*a^3*c*g+51*q^2*a*c*g-13*c*g^3*r+330*a*c*g*p+296*b*p*a*c*r+8*b^2*p*q*a+260*q*c*b*a+54*q^2*c^3+47*q*g*b*a+408*p*c*b*a+12*q^3*p+4*q^3*g+15*q^3*c+239*c*g*q*a-4*b*g^2*r+46*c*g*b*a-13*g^2*r^2*a-11*b*g^2*r^2-7*b*g^3*r+30*p^3*b*q-7*b*a*q*g^2-6*q*g^3*r+240*p*b*a*q*c+94*p^3*a*r+22*p*b*a*q*g+8*a^3*g*r+56*p*a^3*r+171*p^3*c^2-6*c*g^3*q+240*p^3*c-g^4*q+12*b^2*c*q*a-9*c*g^2*q*b+180*b*c^2*q*a+96*a^3*c*r-8*g^3*a*r+93*q*p*g*a*r-6*g^2*a^2*r+126*p^2*a^2*r+10*c^2*g^2*r+132*c^3*g*r+80*a^2*c*g*p+153*q*a*p^2*r+376*c^3*r*a-10*q*a*r*g^2-20*a^2*c*g*b+68*a^2*c*g*q+36*b*p^3*r-3*b*g^3*q+44*q^2*g*p+11*q^2*g*b+33*q*g^2*c+8*b^2*p^2*q+40*b^2*p^2*c+104*q*c^3*b+16*q*c^2*b^2+174*q^2*c*p+60*c^3*g*b-8*c^2*g*b^2+120*p^2*a^2+268*p*c^3*b+64*p*c^2*b^2+399*p^2*c*q+438*p*c^2*g-4*q*c*r*g^2+4*a^4*q+33*q^2*b*p+100*c^3*g*q+15*c^2*g^2*q+42*q^2*c^2*r+23*q*a^2*r*g+53*b*p*q*g-2*q*b^2*g*a+24*q^2*p^2*r+224*c^3*g*p+617*p^2*a*c+8*p^2*a*b^2+4*q^3*a*g+152*b*p*c*g+18*q^3*a*c+236*p^2*a*q+15*q^3*p*c+15*q^3*a*p-3*q^2*r*g^2+4*q^3*p*g+146*p^2*c*q*g+81*q^2*p^2*c+142*p^2*c*q*b+228*p*c^4+8*q^2*b*c*g-8*b^2*a*c*r+41*q^2*b*p*c+80*p*b^2*c+520*p*b*c^2+10*a*b^2*p+64*b^2*c^2+28*a*b^2*c+29*p*c*g^2*q+348*a*b*c^2+94*b*a^2*r+328*q*c^2*a*r+125*q^2*a*p+288*c^2*g*a+6*q^3*p^2+4*b^2*p*a*r+63*q^2*a^2-2*b^2*q*r*p+94*q*c^2*r*g+4*q^3*c*g-24*p*a^2*b*g-12*b^2*c*r*g+186*q^2*c*a+18*c^3*g^2-2*b^2*p*r*g+356*p^2*a*q*c+76*p^2*a*q*g-4*b^3*p*a+197*p^2*a*c*g+8*q*p*g^2*r+78*p^2*a*q*b+158*q*p*g*c*r+35*c*g^2*p*r+36*p^4+3*c*g^2*q^2+39*c^2*g^2+591*p^2*c^2+40*q^2*b*a+304*a^2*c*q*p+6*q^2*g^2+84*a^2*c*q*b+24*q*b^2*a+51*b*g*a*r+210*q*c*a^2*r+123*q^2*c^2-8*b^3*c*a+6*q^2*g*b*a+q^3*r*p+76*c*g*a^2*r-12*c*g^2*a*r+q^3*r*a+44*b*g*c^2*r+16*b^2*c^2*a-3*q^2*b*r*g-25*b*g*r^2*a-14*b^2*a*r*g+24*b^2*p^2+732*p*a*c^2*r+24*p^2*a^2*g+24*b^2*p*c*r+134*b*p*c^2*g+60*p^2*a*q^2+58*p*a^2*q^2+30*q^2*a^2*r-10*a*g^3*p+35*b*g*p^2*r+q^3*c*r+b^2*r*g+179*p*a^2*q+8*b*p*q^2*g+16*b^2*c^2*r-14*b^2*q*r*a+26*b^2*a*r+148*p^3*c*r+2*p*a*r*g^2+5*b*g*p*a-16*a^2*p*g^2-34*b*g^2*a*c+34*p*a^2*b+8*b^2*p^2*r+16*q^2*a^2*b+12*b*a^3*r-6*b^2*q*r*g-6*b^2*r^2*g-18*b^2*r^2*a-7*b^2*r*g^2+58*q*p^2*g*r+15*p^4*b+18*q*p^4-2*b^3*r*g+24*q*b*a^2*r+230*p^2*c*b*a+47*p^3*a*b+208*c^4*a+32*a*c*g*q*b+224*a*c*g*q*p+8*a^4*c+45*q*p^3*r+45*a*q^2*g+76*p*c*g*q*b+234*p^2*a^2*c-11*c*g^3*b+42*b*p*a*c*g-18*b*g^2*c^2-b*g^2*q^2+15*b*p^2*q^2+121*b*p^2*a+2*q*a^2*b*g+9*a*c*g^2+208*b*a*c^2*r+400*p*a^2*c*r+124*q^2*c^2*a-2*g^4*p+156*a*c^3*g+86*a^2*c*q^2+308*a^2*c*q+96*a^2*c*b+97*p^2*a^2*q+552*q*c^2*p*a+32*p^2*a^2*b+100*p^2*a*r*g+84*a^3*c*p+42*p^3*g*a+8*a^3*c*b+72*a^3*c*q+120*c^2*g*b-2*p^2*g^3+226*q*c^2*b-7*b*g^2*p*r-26*b*g^2*c*r+48*p^2*g*b-2*q*b^2*g^2+540*c^3*a+108*c^4*q+366*p^2*c^2*r+42*q^2*c*b*a+319*b*p^2*c+20*b^2*p*q+97*b*p^2*q+52*p*a^2*r*g-9*b*g^2*c+5*b*g^2*q-2*b^3*g*p+6*b^2*g*q+196*c^2*g*a*r-4*b^3*g*c+279*p^2*c^2*q+217*p^2*c^2*g+117*p^3*c*q-2*b^2*q*c*r+72*c^5+26*q^2*b*c^2+288*q*c^3*p+37*q^2*c^2*g+117*q^2*c^2*p+84*c^4*g+38*a^3*q+16*a^3*q^2-19*b*g^2*a*r+24*p^2*a^3+276*b*p*c^2*r-4*b*g*a^2*r-4*b^3*a*r+286*c^2*g*p*r-g^3*q^2-9*g^3*c^2+278*p^2*c*g+45*p*c^2*g^2+1000*a*c^2*p+20*p^3*g*b-2*p^2*g^2*b+192*a*c^3*b+280*q*c^3*a+6*p^5+20*q*g^2*p-3*q*g^3*p+98*q*g*p^2+524*p*c^3*a+199*p^3*a*c+48*c*g^2*p+75*p^3*a*q-9*c*g^3*p+28*q*b^2*c-3*q*b*p*g^2+12*p^2*g^2*q+91*p^3*g*c+250*b*c^2*p^2+34*p^2*g^2*c+32*p^3*g*q+240*a^2*c^2*q+380*a^2*c^2*p+76*a^2*c^2*g+108*a^2*c*b*p+a*c*g^2*p+18*q^2*p^3+22*q^2*p^2*g+16*p^2*g*b*a-10*a*p*g^2-3*g*b^2*p-10*b*p*g^2-2*g*b^2*c+582*q*c^2*a+101*b*p^3*c+92*b*p^2*c*g-14*b*g^2*p*c+100*p^2*g*a+488*p^2*c^2*a+404*a^2*c*p+72*q^2*a*c*r+62*q*a^2*b)*x^2+1/2*(r-1)*(2*a^2+2*b*a+3*a*g-p*a-q*a+b*g-2*c^2+c*g-3*p*c-q*c+g^2-p^2-q*p-4*c+g-3*p-q-2)*(4*p+24*q*c+4*b^2*p+6*q*g+24*p*c+12*c*g+8*q*b+12*q*p+8*b^2*c+24*b*c^2+12*r^2*q+6*b^2*r+12*a*c*g+16*c^2*g+8*p*a+6*q^2*a+6*q^2*p+9*q^2*r+10*r+4*q^2*g+12*r^2*b+8*q*a+8*b*p+12*p^2*c+24*r^2*c+6*q^2*b+9*p^2*r+6*q^2+24*q*c^2+12*q^2*c+36*c^2*r+16*p*c*g+4*q*b^2+16*a*c+15*r^2+6*p^2*a+6*a^2*r+4*p^2*g+8*a^2*c+6*p*g+3*r*g^2+15*b*r+2*p*g^2+11*r*g+24*a*c^2+42*c*r+16*b*c+15*a*r+6*p^2+8*c+4*q+12*r^2*p+24*p*c^2+4*p*a^2+12*r^2*a+8*r^2*g+24*c^2+21*q*r+21*p*r+6*q*p^2+6*p^2*b+12*q*p*a+8*q*p*g+8*p*b*a+6*p*b*g+4*q*a^2+4*c*g^2+24*q*c*a+2*q^3+24*q*c*b+24*q*c*p+36*q*c*r+16*q*c*g+8*q*b*a+12*q*b*p+18*q*b*r+6*q*b*g+12*b*r*a+36*b*r*c+18*b*r*p+9*b*r*g+16*b*c*a+24*b*c*p+12*b*c*g+18*q*r*a+18*q*r*p+12*q*r*g+6*a*q*g+2*q*g^2+36*p*c*r+6*p*a*g+18*p*a*r+36*a*c*r+24*c*r*g+9*a*r*g+12*p*r*g+24*p*c*a+5*r^3+2*p^3+16*c^3)*x^3)*dx+(a+c+p+1)*(p+2+g+2*c+2*a)*(p+1+g+2*c+2*a)*(r-1)*(a+b+2*c+p+q+r+g+2)*(2*a+2*b+2*c+p+q+r+g+3)*r-(r-1)*(2*c+r+q+p+1)*(a+c+p+1)*(4*a+4*c+2*g+2*p-r+4)*(a+b+2*c+p+q+r+g+2)*(2*a+2*b+2*c+p+q+r+g+3)*r*x-(r-1)*(2*c+r+q+p+1)*(2*a^2+2*b*a+3*a*g-p*a-q*a+b*g-2*c^2+c*g-3*p*c-q*c+g^2-p^2-q*p-4*c+g-3*p-q-2)*(2*a+2*b+2*c+p+q+r+g+3)*(a+b+2*c+p+q+r+g+2)*r*x^2: Qan:= -4*p^2*a*g^2-48*q^2*c^2*r*a+132*r^2*a^3*c*p+12*q*c^2*p*r+14*p^2*g*q*b-32*q*c^2*r*g^2+8*b*r^2*a^3+39*r^2*p*g^2*a^2+20*a*c^2*g^2+264*a^2*c*g+3*r^2*p*g^3*b+r^2*p*g^2*q+25*r^2*p^3*a^2-8*r^2*p*g^2*c-25*q*a^2*p*r+16*p*c^2*r^3*q+r^2*p*g^2*a-2*g^4*c-16*b^2*p*a*r*g-53*r^2*p^3*a+24*p*c^2*r^3*b+10*p^2*c*r^3*q+64*q*c^2*g+15*p^2*c*r^3*b+78*q*c^2*p+4*q^2*c*g+31*r^2*p^2*a^2*q+8*q*a^3*b-84*r^2*p^2*a^2+24*p*a*q^2*g+98*r^2*p^2*a*b*c-192*p^2*c^2*q*r-484*p^2*c*a^2*r+56*c^2*g*b*a-15*r*g^3*p*a+48*r^2*c^2*g*q*p+4*a^3*r^2*g+72*r^2*c^2*g*b*p-180*a^2*c^2*r+57*r^2*p^3*a*c-6*r^2*p^3*b+4*r^2*p^4*g+6*r^3*p^3*g+28*p*c^3*r-12+19*r*q*g^2+80*c^4*b+18*p+24*c^3*q+36*a+188*c^3*p+4*q*c+128*c^3*g+2*q^2*g^2*p-32*a^4*r-8*b^2*g-4*a^4*r^2+12*a^2*r^4*c-364*b*p*a^2*c*r+4*r^4*c^3-4*c^4*r+8*b^2*p+368*p^2*c^3+108*p*a^3-3*g^4*r-28*q*g-16*b^2*a+4*a^2*r^4*g+p^5*r^2+2*r^3*g^3+9*p^4*r+28*p*c-9*g^3*r^2+70*a^3*r+2*p^4*r^3+4*a^3*r^4-29*q*b*p*r*g-43*q*b*c*r*g+7*r^2*c*g^2*q-32*c*g-8*q*b+13*r*g^3-7*p^5*r+16*b^2*c^3+16*b^2*c+p^3*r^4-11*p^4*r^2+32*r^2*q+4*b^2*r-48*a*c*g+18*q*p^3-6*c^2*g-24*p*a-64*c^5*r-368*a^2*c^3*r-16*q^2*a-10*q^2*p+7*q^2*r+34*r+16*b-8*q^2*g+41*r^2*b-44*q*a+4*q*a*p*g^2+6*p*a*r^4*g-24*b*a*p*g^2-4*b*a-8*b*p-300*b*g*a*c*r*p-10*b*g-40*p^2*c+33*r^2*c+164*r^2*b*c^2*p*a+22*g+112*b*c^3+90*p*a*r^3*c*g-34*p^2*r+2*q^2+112*b*a^2*c^2-54*q*c^2+32*p*a*r^3*q*c-16*q^2*c-60*c^2*r+12*p*a*r^3*q*g+48*p*a*r^3*b*c+24*p*c*g-24*a*c-38*r^2+18*p*c*r^3*b*g-6*b*g^3*p-58*a^2*g+26*g^3*c-26*a^2*r+4*b^2*p^3+8*g^3*q+14*p^2*g-68*a^2*c-26*p*g+2*g^2*q*a^2+r*g^2-338*p^2*c*a*r*b-327*p^2*c*q*r*a-431*p^2*c*a*r*g-38*b*r+4*p*g^2+90*r^2*q*p*g*a*c+132*r^2*p*b*a*c*g-57*r*g-60*a*c^2-29*q^2*p^2*r*c+12*p*c*r^3*q*g-99*q*c*p*a*r^2+112*r^2*a*c^2*q*p-48*c*r-65*q*b*p*a*r-10*q^2*p^2*r*g-16*b*c-86*a*r+12*p^2+2*q^2*a*r^2*g-6*g^2+10*p^3*g^2+24*p^4*g+28*c-472*q*c^2*a*r*p+18*q+87*r^2*p*g^2*a*c+q^2*r^2*c*g^2+24*b*r^3*g*a*c-3*q^2*a*r*g^2-204*q*c^2*a*r*g+8*a^3*g*q+13*r^2*p-13*q*c*p*a*r-50*p*c^2+r^2*g^4-43*q*p*g^2*a*r-6*q^2*c*r*g-76*q^2*a*c*r*p-6*p*a^2-2*q^2*p*r*g-20*a*g+64*r^2*a-12*a^2-28*q^2*a*c*r*g+60*p^4*a+17*p*a*r^3*g^2-7*q*b*p*r*g^2-143*p^2*c*b*r*g-90*p^2*c*r*g^2+51*r^2*g+20*c^2-q^2*p*a*r-61*a^2*r*p*g^2-168*q*c*a^2*r*g-24*q^2*c*r*g*p+272*a^2*c^2+17*r^2*p*g^2*q*a+27*r^2*p*g^2*b*c-61*q*b*p*c*r-7*q*b*c*r*g^2+25*r^2*p*g^2*a*b+96*p^3*a^2+240*a^2*c^3-121*q*c*a*r*g+18*r^2*p*g^2*q*c-392*q*c*p*a^2*r-20*a^4*g*r-72*q*b*p*a^2*r-29*q*r+16*q*r^3*g*a*c-88*b*c^4*r-27*p*r+2*g^3*r^3*a-24*q^2*p*r*g*a-q^2*p*c*r+92*r^2*a^2*c*b*g-24*q*p^2-4*p^2*b-16*q*p*a+4*q*p*g-12*p*b*a+10*p*b*g-26*q*a^2-52*b*a^2-32*a*g^2-8*c*g^2-42*r^2*p^2*c*q-80*q*c*a-12*q*c*b-66*q*c*p-12*q*c*r-28*q*c*g-44*q*b*a-6*q*b*p+24*q*b*r-18*q*b*g-28*b*r*a+22*b*r*c+8*b*r*p+7*b*r*g-36*b*c*a-134*c^2*g^2*a*r+6*b*c*g+32*q*r*a-10*q*r*p+30*q*r*g+15*r^2*p*b*a*g-340*c^2*g*a^2*r+56*r^2*p*a^3*g+44*r^2*p*a^3*b-280*b*a^2*c^2*r+16*r^2*c^5+40*r^2*q*c^3*p+4*r^2*q^2*a^3-60*c^3*g^2*r-23*r^2*p^2*c*b+38*r^2*p^2*a^3-288*c^3*g*p*r+9*b*g*p*c*r^2+24*r^2*c^3*g^2-3*q^2*c*r*g^2-3*q^2*p*r*g^2+32*p*a^3*r^3+8*r^2*p^4*a-244*b*a^2*c*r+31*p^2*a^2*r^3-96*b*c^3*r-16*q^2*a^3*r-100*q*b*a^2*c*r-7*b*g^2*q*r*a+24*q*r^3*a*c^2-166*b*p*a^2*r-30*a*q*g-50*a*b*g-6*g^3-12*b*g^2-10*q*g^2+48*r^2*p*c^4-43*q*b*a*r*g-82*p*c*r+8*p*a*g+4*p*a*r-38*a*c*r+28*c*r*g-8*a*r*g+35*p*r*g-24*p*c*a+18*p*g^3-116*b*p^2*a^2*r+12*r^2*q*a^3*b+26*r^3-34*r^2*p*b*a*c-127*p*a*c*r^2*g+2*r^2*c*g^3*q+12*r^2*c^2*g^2*q+20*r^2*q*a^3*g+42*b*g*a*c*r^2-6*q^2*a*r*g+23*r^2*c*g^2*q*a-48*q^2*a^2*c*r-38*q^2*p*a^2*r+11*b*g*q*r^2*a+80*r^2*c^3*g*p-136*r^2*p*c^3-102*b*p^2*a*r-316*c^3*g*a*r-12*p^3-36*a^3-28*c^3+15*r^2*c*g^3*a+34*r^2*c*g^2*a*b-42*a^3*r^2-14*r^2*q*a^3-19*r^2*p^2*a*b+72*r^2*a*c^4-4*g^2*b^2*p-136*r^2*a^2*c^2-212*b*g*c^2*r*p-220*b*g*c^2*r*a+112*p*a*r^3*c^2+48*p*a^2*q*g-21*c*g^3*a*r-4*g^2*b^2*c+48*r^2*c^2*g^2*p-14*q^2*a^2*r*g-132*r^2*a*c^3+88*r^2*b*c^3*a+52*a^3*r^3*c+32*p*a^2*q*b+78*a^2*q*g+20*b^2*p*c*r^2-8*a*g*b^2*c+6*q*b*p^2*r^2-46*q*b*c^2*r-12*a*g*b^2*p+44*a*g^2*q+10*r^2*q*a^2*b+16*b^2*p*a*r^2-13*r^4+2*x^3*(x-1)^3*((a^2+b*a-c^2+1/2*g^2+3/2*a*g-1/2*p*a-1/2*p^2-1/2*q*a+1/2*c*g-3/2*p*c-1/2*q*c-1/2*q*p+1/2*b*g-1-2*c+1/2*g-3/2*p-1/2*q)*x+1/2*(a+c+p+1)*(2*a+2*c+g+p-r+2))*dx^5+216*r*a*c*g+107*r*p*c*g+69*r*q*p*a+20*r*q*p*g+106*r*p*b*a+26*r*p*b*g+140*r*q*c*a+22*r*q*c*b+108*r*q*c*p+54*r*q*c*g+70*r*q*b*a+17*r*q*b*p+23*r*q*b*g+166*r*b*c*a+94*r*b*c*p+43*r*b*c*g+69*r*a*q*g+108*r*p*a*g+302*r*p*c*a-188*r^2*a*c*g-119*r^2*p*c*g-59*r^2*q*p*a-20*r^2*q*p*g-101*r^2*p*b*a-34*r^2*p*b*g-94*r^2*q*c*a-20*r^2*q*c*b-76*r^2*q*c*p-36*r^2*q*c*g-36*r^2*q*b*a-19*r^2*q*b*p-7*r^2*q*b*g-154*r^2*b*c*a-117*r^2*b*c*p-51*r^2*b*c*g-43*r^2*a*q*g-114*r^2*p*a*g-233*r^2*p*c*a+15*q*c*r^2-99*b*g*p^2*r*a-23*r^3*q-6*b^2*r^2-10*q^2*r^2-282*b*g*a*c*r-25*r^3*b-12*r^3*c+43*p^2*r^2+90*p^4*c+65*c^2*r^2+72*a^2*r^2+11*r^2*g^2-22*q*b*r^2+61*b*r^2*a-9*b*r^2*c+6*b*r^2*p+7*b*r^2*g+17*q*r^2*a+15*q*r^2*p-8*q*r^2*g+103*p*c*r^2+65*p*a*r^2+123*a*c*r^2+18*c*r^2*g+58*a*r^2*g+3*p*r^2*g-8*r*b^2*p-20*r*b^2*c+52*r*b*c^2+93*r*c^2*g+22*r*q^2*a+13*r*q^2*p+8*r*q^2*g+165*r*p^2*c+77*r*q*c^2+22*r*q^2*c+105*r*p^2*a+34*r*p^2*g+218*r*a^2*c+24*r*p*g^2+230*r*a*c^2+3*b*g^2*r^2*a*q-7*r^3*a-18*r^3*g+43*r*p^3+82*r*c^3+203*r*p*c^2+121*r*p*a^2+41*r*q*p^2+42*r*p^2*b+63*r*q*a^2+52*r*c*g^2+3*r^5+6*r^4*q+2*r^3*b^2+3*r^3*q^2+6*r^4*b-4*r^4*c-28*r^3*p^2-46*r^3*c^2-41*r^3*a^2-7*r^3*g^2-7*r^4*p-10*r^4*a+2*r^4*g-20*r^2*p^3-66*r^2*c^3-2*r^2*b^2*p+2*r^2*b^2*c-78*r^2*b*c^2-97*r^2*c^2*g-13*r^2*q^2*a-10*r^2*q^2*p-2*r^2*q^2*g-90*r^2*p^2*c-53*r^2*q*c^2-13*r^2*q^2*c-72*r^2*p^2*a-36*r^2*p^2*g-160*r^2*a^2*c-30*r^2*p*g^2-184*r^2*a*c^2-133*r^2*p*c^2-100*r^2*p*a^2-29*r^2*q*p^2-44*r^2*p^2*b-41*r^2*q*a^2-50*r^2*c*g^2-17*r^3*q*c+6*r^3*q*b-35*r^3*b*a-11*r^3*b*c-16*r^3*b*p-4*r^3*b*g-23*r^3*q*a-17*r^3*q*p-11*r^2*q*g^2-72*r^3*p*c-58*r^3*p*a-89*r^3*a*c-24*r^3*c*g-36*r^3*a*g-16*r^3*p*g+2*r^3*b^2*c+26*r^3*b*c^2+3*r^5*c+7*r^4*p^2+13*r^4*c^2+7*r^4*a^2+r^4*g^2+3*r^5*p+3*r^5*a+8*r^3*c^3-648*p*a*c^2*r*g+2*r^3*b^2*p-3*r^2*q*a^2*g+32*r^3*a*c*g+14*r^3*p*c*g+14*r^3*q*p*a+4*r^3*q*p*g+23*r^3*p*b*a+8*r^3*p*b*g+22*r^3*q*c*a+6*r^3*q*c*b+20*r^3*q*c*p+8*r^3*q*c*g+6*r^3*q*b*a+6*r^3*q*b*p+40*r^3*b*c*a+35*r^3*b*c*p+14*r^3*b*c*g+8*r^3*a*q*g+12*r^3*p*a*g+7*r^3*p*c*a+18*r^3*c^2*g+3*r^3*q^2*a+3*r^3*q^2*p+2*r^3*p^2*c+14*r^3*q*c^2+3*r^3*q^2*c-2*r^3*p^2*a+2*r^3*p^2*g+14*r^3*a^2*c+5*r^3*p*g^2+18*r^3*a*c^2+8*r^3*p*c^2+r^3*p*a^2+8*r^3*q*p^2+12*r^3*p^2*b+8*r^3*q*a^2+11*r^3*c*g^2+6*r^4*q*c+6*r^4*b*a+6*r^4*b*c+6*r^4*b*p+6*r^4*q*a+6*r^4*q*p+2*r^3*q*g^2+19*r^4*p*c+13*r^4*p*a+20*r^4*a*c+6*r^4*c*g+6*r^4*a*g+4*r^4*p*g-15*q*b*p^3*r+60*r^3*a*c^3-8*a^2*b^2*p-81*a^2*g*r^2-22*q*b*p^2*r-92*c*g^2*a^2*r-383*p*a*c*r*g-16*a^2*b*g^2*r-11*q*b*r*g^2+10*b^2*r^2*p^2*c-37*p^2*r*g^2+14*q*b*c^2*r^2+116*r^2*c^3*g*a+40*p*c^3*r^3-44*q*b*c^3*r+12*r^3*c^2*g^2-45*r^2*q*a^2*p+4*b^2*r^2*p^2*g+14*p^3*c*r^3+60*r^2*p*a^2*b*g+17*q*b*p*c*r^2+5*p^2*c*r^4+13*q*b*p*a*r^2+10*b^2*r^2*p^2*a+104*p*a^2*r^3*c+192*r^2*a^2*c*p*g+3*a*b*g^3*r^2+56*c^4+28*b^2*a*c*r^2+24*b^2*r^2*a*c^2+2*b^2*r^2*p*g^2+24*b^2*r^2*a^2*c+216*r^2*c^2*g*p*a+2*(-6*p^2*a*g^2-63/2*q*c^2*p*r+1/2*q*c^2*r*g^2+6*b*r^2*a^3-12*a*c^2*g^2+16*a^2*c*g+r^2*p*g^2*q+21/2*r^2*p*g^2*c-63/2*q*a^2*p*r+10*r^2*p*g^2*a+12*r^2*p^3*a+11*q*c^2*g+29*q*c^2*p+26*r^2*p^2*a^2+21/2*p^2*c^2*q*r+69*p^2*c*a^2*r-16*c^2*g*b*a+r*g^3*p*a+12*a^3*r^2*g-150*a^2*c^2*r+3/2*r^2*p^3*b-92*p*c^3*r+22-7/2*r*q*g^2-8*c^4*b-9*p+14*c^3*q-30*a+58*c^3*p-14*q*c+16*c^3*g-18*a^4*r+8*a^4*r^2+26*b*p*a^2*c*r-32*c^4*r-82*p^2*c^3+10*p*a^3-5*q*g-8*p^4*r-52*p*c+g^3*r^2-19*a^3*r+r^2*c*g^2*q-14*c*g-9/2*r*g^3-7*q*p+p^5*r+24*b*c^2+2*p^4*r^2-13*r^2*q+84*a*c*g+5*q*p^3+35*c^2*g-22*p*a+4*c^5*r+24*a^2*c^3*r-41*r-8*b-13*r^2*b-14*q*a-3*q*a*p*g^2-b*a*p*g^2-24*b*a+2*b*p+18*b*g*a*c*r*p-8*b*g+53*p^2*c+9*r^2*c-21*g+4*b*c^3+40*p^2*r-24*b*a^2*c^2+10*q*c^2+61*c^2*r+43*p*c*g-64*a*c+35*r^2+49*a^2*g-2*g^3*c+42*p^2*a+59*a^2*r+12*p^2*g+82*a^2*c+6*p*g-g^2*q*a^2+11*r*g^2+29*p^2*c*a*r*b+21*p^2*c*q*r*a+111/2*p^2*c*a*r*g+18*b*r+13*p*g^2+49/2*r*g+74*a*c^2+16*q*c*p*a*r^2+c*r+4*b*c+19*a*r-22*p^2-6*g^2-4*p^3*g^2-8*p^4*g-6*c+24*q*c^2*a*r*p-6*q+6*q*c^2*a*r*g-4*a^3*g*q+9*r^2*p-63*q*c*p*a*r+59*p*c^2+3/2*q*p*g^2*a*r+53*p*a^2-20*a*g+12*r^2*a-26*a^2-22*p^4*a+11*p^2*c*b*r*g+21/2*p^2*c*r*g^2-9*r^2*g-38*c^2+6*a^2*r*p*g^2+6*q*c*a^2*r*g+84*a^2*c^2-42*p^3*a^2-48*a^2*c^3-27*q*c*a*r*g+24*q*c*p*a^2*r+17*q*r+4*b*c^4*r+5/2*p*r+8*q*p^2+11*p^2*b+18*q*p*a+7*q*p*g+44*p*b*a+17*p*b*g+10*q*a^2+32*b*a^2+27*a*g^2+22*c*g^2+5*r^2*p^2*c*q+20*q*c*a+18*q*c*p+21*q*c*r+10*q*c*g+36*b*r*a+2*b*r*c+4*b*r*p+9*b*r*g+56*b*c*a+30*b*c*p+6*c^2*g^2*a*r+22*b*c*g+21*q*r*a+23/2*q*r*p+9/2*q*r*g+9*r^2*p*b*a*g+18*c^2*g*a^2*r+12*b*a^2*c^2*r+3*c^3*g^2*r+15/2*r^2*p^2*c*b+24*c^3*g*p*r+9*b*g*p*c*r^2-38*b*a^2*c*r-14*b*c^3*r-21*b*p*a^2*r+10*a*q*g+28*a*b*g+5*g^3+6*b*g^2+3*q*g^2+92*p*c*r+49*p*a*g+72*p*a*r+120*a*c*r+32*c*r*g+46*a*r*g+10*p*r*g+112*p*c*a-4*p*g^3+12*b*p^2*a^2*r-16*r^3+24*r^2*p*b*a*c+59*p*a*c*r^2*g+12*b*g*a*c*r^2+28*r^2*p*c^3-25/2*b*p^2*a*r+18*c^3*g*a*r+16*p^3+30*a^3+22*c^3-6*a^3*r^2+4*r^2*q*a^3+15/2*r^2*p^2*a*b+54*r^2*a^2*c^2+12*b*g*c^2*r*p+8*b*g*c^2*r*a-16*p*a^2*q*g+1/2*c*g^3*a*r+38*r^2*a*c^3+11*a^2*q*g+2*a*g^2*q+3*r^4-73*r*a*c*g-44*r*p*c*g-22*r*q*p*a-11/2*r*q*p*g-47*r*p*b*a-33/2*r*p*b*g-26*r*q*c*a-22*r*q*c*p-11*r*q*c*g-64*r*b*c*a-46*r*b*c*p-24*r*b*c*g-11*r*a*q*g-49*r*p*a*g-89*r*p*c*a-1/2*r^2*a*c*g-7/2*r^2*p*c*g+7*r^2*q*p*a+r^2*q*p*g+23/2*r^2*p*b*a+7/2*r^2*p*b*g+8*r^2*q*c*a+7*r^2*q*c*p+3*r^2*q*c*g+18*r^2*b*c*a+31/2*r^2*b*c*p+13/2*r^2*b*c*g+3*r^2*a*q*g-4*r^2*p*a*g-43/2*r^2*p*c*a-13*q*c*r^2+9*b*g*p^2*r*a+3*r^3*q-23*b*g*a*c*r+3*r^3*b-10*r^3*c-28*p^2*r^2-27*p^4*c-41*c^2*r^2-37*a^2*r^2-6*r^2*g^2-18*b*r^2*a-8*b*r^2*c-17/2*b*r^2*p-5/2*b*r^2*g-13*q*r^2*a-10*q*r^2*p-q*r^2*g-129/2*p*c*r^2-57*p*a*r^2-78*a*c*r^2-45/2*c*r^2*g-28*a*r^2*g-13*p*r^2*g-34*r*b*c^2-69/2*r*c^2*g-41*r*p^2*c-13*r*q*c^2-73/2*r*p^2*a-14*r*p^2*g-55*r*a^2*c-14*r*p*g^2-53*r*a*c^2-10*r^3*p-13*r^3*a+r^3*g-25/2*r*p^3-17*r*c^3-89/2*r*p*c^2-89/2*r*p*a^2-11*r*q*p^2-35/2*r*p^2*b-13*r*q*a^2-22*r*c*g^2+3*r^4*c+7*r^3*p^2+10*r^3*c^2+7*r^3*a^2+r^3*g^2+3*r^4*p+3*r^4*a-5*r^2*c^3+11*r^2*b*c^2+1/2*r^2*c^2*g-4*r^2*p^2*c+4*r^2*q*c^2-6*r^2*p^2*a-2*r^2*p^2*g-17*r^2*a^2*c+r^2*p*g^2-16*r^2*a*c^2-19/2*r^2*p*c^2-12*r^2*p*a^2+4*r^2*q*p^2+6*r^2*p^2*b+4*r^2*q*a^2+7/2*r^2*c*g^2+3*r^3*q*c+3*r^3*b*a+3*r^3*b*c+3*r^3*b*p+3*r^3*q*a+3*r^3*q*p+r^2*q*g^2+16*r^3*p*c+13*r^3*p*a+17*r^3*a*c+5*r^3*c*g+5*r^3*a*g+3*r^3*p*g+r^3*p^3+4*r^3*c^3+60*p*a*c^2*r*g+4*r^2*q*a^2*g+8*r^3*a*c*g+6*r^3*p*c*g+6*r^3*p*a*g+16*r^3*p*c*a+4*r^3*c^2*g+5*r^3*p^2*c+5*r^3*p^2*a+2*r^3*p^2*g+12*r^3*a^2*c+r^3*p*g^2+12*r^3*a*c^2+8*r^3*p*c^2+8*r^3*p*a^2+r^3*c*g^2-a^2*g*r^2+3*c*g^2*a^2*r-135*p*a*c*r*g-7*p^2*r*g^2+8*r^2*q*a^2*p+24*c^4+(42*p^2*a*g^2+62*q^2*c^2*r*a+2*q^3*r*g*a+15/2*q^3*r*p*c-831*q*c^2*p*r+99*q^2*p^2-30*p^2*g*q*b+15/2*q*c^2*r*g^2+6*b*r^2*a^3+132*a*c^2*g^2-930*a^2*c*g+4*r^2*p*g^2*q+35/2*r^2*p*g^2*c-479/2*q*a^2*p*r+r^2*p*g^2*a+9*g^4*c-9*b^2*p*a*r*g+47*r^2*p^3*a+12*q*b^2*a^2+18*g^3*a*q+6*q^2*c*b-24*q*c^2*g+918*q*c^2*p-27*q^2*c*g-39*q^2*p*b*a-15*q^3*a^2+24*q*a^3*b+63*r^2*p^2*a^2-42*p*a*q^2*g+279/2*p^2*c^2*q*r+117*p^2*c*a^2*r+180*c^2*g*b*a-5*r*g^3*p*a+4*a^3*r^2*g-312*a^2*c^2*r+18*r^2*p^3*b-2*b^3*r*a*p-950*p*c^3*r-1/2*q^2*g^3*r+282-159*r*q*g^2-168*c^4*b+9*p+408*c^3*q-390*a+960*c^3*p-351*q*c+12*c^3*g+26*a^4*r+129*b^2*g+4*a^4*r^2+54*b*p*a^2*c*r-354*c^4*r+66*b^2*p-510*p^2*c^3-186*p*a^3+10*g^4*r+195*q*g+318*b^2*a-5/2*r^3*g^3-59*p^4*r-795*p*c+73/2*g^3*r^2-385*a^3*r+18*q*b*p*r*g+97*q*b*c*r*g-2*r^2*c*g^2*q+81*c*g+69*q*b-227/2*r*g^3-252*q*p+3*p^5*r-48*b^2*c^3+72*b^2*c+558*b*c^2+11*p^4*r^2-84*r^2*q-62*b^2*r+1293*a*c*g+144*q*p^3+564*c^2*g-144*p*a+36*c^5*r+104*a^2*c^3*r+3*q^2*a+93*q^2*p+113/2*q^2*r-495*r-306*b+24*q^2*g-208*r^2*b+180*q*a+51*q*a*p*g^2+93*b*a*p*g^2-150*b*a-165*b*p+21*b*g*a*c*r*p+108*b*g+324*p^2*c+204*r^2*c+48*q^2*b-363*g+180*b*c^3+392*p^2*r-42*q^2+48*b*a^2*c^2+438*q*c^2+195*q^2*c+859*c^2*r+480*p*c*g+6*q*b^2-288*a*c+338*r^2+21*b*g^3*p+765*a^2*g-156*g^3*c+144*p^2*a+517*a^2*r-12*b^2*p^3-60*g^3*q+102*p^2*g+984*a^2*c+54*p*g-3*q^2*a*r^2*b+39*g^2*q*a^2+101*r*g^2+115*p^2*c*a*r*b+178*p^2*c*q*r*a+197/2*p^2*c*a*r*g+403*b*r+165*p*g^2+15/2*q^2*p^2*r*b+1013/2*r*g+858*a*c^2+81/2*q^2*p^2*r*c+230*q*c*p*a*r^2-52*c*r-147/2*q*b*p*a*r+11*q^2*p^2*r*g-96*b*c+433*a*r-282*p^2+4*q^2*a*r^2*g+6*g^2-6*p^3*g^2-24*p^4*g-156*c+276*q*c^2*a*r*p-201*q+60*b^2+1/2*q^2*a*r*g^2+82*q*c^2*a*r*g+36*a^3*g*q+501/2*r^2*p-2047/2*q*c*p*a*r+552*p*c^2+3*q^2*a*b*r*g-r^2*g^4+3/2*q*p*g^2*a*r-19/2*q^2*c*r*g+175/2*q^2*a*c*r*p+393*p*a^2-35*q^2*p*r*g-114*a*g-92*r^2*a+9*q^3*a*c*r+21*q^2*a*c*r*b-198*a^2+51/2*q^2*a*c*r*g-54*p^4*a-3/2*q*b*p*r*g^2+46*p^2*c*b*r*g+17*p^2*c*r*g^2+4*q^2*c*r*g*b+15/2*q^3*p*a*r+2*q^3*c*r*g-485/2*r^2*g-570*c^2-159*q^2*p*a*r-8*a^2*r*p*g^2+34*q*c*a^2*r*g+59/2*q^2*c*r*g*p-168*a^2*c^2+2*q^3*p*r*g-483/2*q*b*p*c*r-9/2*q*b*c*r*g^2+31/2*q^2*p*a*r*b-66*p^3*a^2-192*a^2*c^3+54*q*c*a*r*g+152*q*c*p*a^2*r+24*q*b*p*a^2*r+200*q*r+52*b*c^4*r-419/2*p*r+4*q^2*p*r*g*b+19*q^2*p*r*g*a-194*q^2*p*c*r-8*q^2*b*r*p+129*q*p^2+234*p^2*b+75*q*p*a+78*q*p*g+549*p*b*a+237*p*b*g+237*q*a^2+708*b*a^2+471*a*g^2+384*c*g^2+213/2*r^2*p^2*c*q-5/2*q^2*b*r*c+405*q*c*a+30*q^3+339*q*c*b+453*q*c*p+521*q*c*r+303*q*c*g+333*q*b*a+210*q*b*p-47*q*b*r+135*q*b*g+502*b*r*a+340*b*r*c+703/2*b*r*p+37/2*b*r*g+1128*b*c*a+711*b*c*p+495*b*c*g-42*q*r*a+363*q*r*p-131*q*r*g+10*r^2*p*b*a*g+38*c^2*g*a^2*r+48*b*a^2*c^2*r+9*c^3*g^2*r+88*r^2*p^2*c*b+112*c^3*g*p*r+45*b*g*p*c*r^2+3/2*q^2*c*r*g^2+2*q^2*p*r*g^2+212*b*a^2*c*r-272*b*c^3*r+8*q^2*a^3*r+42*q*b*a^2*c*r-7/2*b*g^2*q*r*a+91*b*p*a^2*r+363*a*q*g+810*a*b*g+93*g^3+213*b*g^2+120*q*g^2+173*q*b*a*r*g+15*q^3*a+2299/2*p*c*r+543*p*a*g+414*p*a*r+866*a*c*r+465/2*c*r*g+503*a*r*g+96*p*r*g+705*p*c*a-81*p*g^3+16*b*p^2*a^2*r-241/2*r^3+148*r^2*p*b*a*c+145*p*a*c*r^2*g+15*q^2*a*r*g+57/2*q^2*a*r*b+43*q^2*a^2*c*r+29*q^2*p*a^2*r-13/2*b*g*q*r^2*a+196*r^2*p*c^3-132*b*p^2*a*r+78*c^3*g*a*r+66*p^3+390*a^3+336*c^3+67*a^3*r^2+19*r^2*q*a^3+49*r^2*p^2*a*b+21*g^2*b^2*p+156*r^2*a^2*c^2+67*b*g*c^2*r*p+14*b*g*c^2*r*a+8*q^2*a^2*r*b+36*p*a^2*q*g-13/2*c*g^3*a*r+36*g^2*b^2*c+7*q^2*a^2*r*g+188*r^2*a*c^3-354*a^2*q*g+12*b^2*p*c*r^2+108*a*g*b^2*c+18*q*b*p^2*r^2-141*q*b*c^2*r+66*a*g*b^2*p-264*a*g^2*q+12*r^2*q*a^2*b+2*b^2*p*a*r^2+25*r^4-2871/2*r*a*c*g-641/2*r*p*c*g+179/2*r*q*p*a-55*r*q*p*g-1099/2*r*p*b*a-287*r*p*b*g-222*r*q*c*a-240*r*q*c*b-3*r*q*c*p-298*r*q*c*g-404*r*q*b*a-303/2*r*q*b*p-178*r*q*b*g-1202*r*b*c*a-909/2*r*b*c*p-1229/2*r*b*c*g-446*r*a*q*g-579*r*p*a*g-147/2*r*p*c*a+319*r^2*a*c*g-50*r^2*p*c*g-225/2*r^2*q*p*a-9*r^2*q*p*g+203/2*r^2*p*b*a+141/2*r^2*p*b*g-87/2*r^2*q*c*a+121/2*r^2*q*c*b-131*r^2*q*c*p+117/2*r^2*q*c*g+275/2*r^2*q*b*a+89/2*r^2*q*b*p+55*r^2*q*b*g+287*r^2*b*c*a+57/2*r^2*b*c*p+347/2*r^2*b*c*g+122*r^2*a*q*g+177/2*r^2*p*a*g-757/2*r^2*p*c*a-445/2*q*c*r^2+8*b*g*p^2*r*a+27*r^3*q+23*b^2*r^2-9*q^2*r^2+464*b*g*a*c*r+54*r^3*b-217/2*r^3*c-155*p^2*r^2-99*p^4*c-375*c^2*r^2-367*a^2*r^2-217/2*r^2*g^2+53/2*q*b*r^2-415*b*r^2*a-237*b*r^2*c-441/2*b*r^2*p-92*b*r^2*g-75*q*r^2*a-321/2*q*r^2*p+23/2*q*r^2*g-477*p*c*r^2-513/2*p*a*r^2-595*a*c*r^2-257*c*r^2*g-428*a*r^2*g-223/2*p*r^2*g-76*r*b^2*p-90*r*b^2*c-387*r*b*c^2-496*r*c^2*g-7/2*r*q^2*a-55/2*r*q^2*p-28*r*q^2*g+182*r*p^2*c-31/2*r*q^2*b-113*r*q*c^2-85*r*q^2*c+r*q*b^2+177/2*r*p^2*a-30*r*p^2*g-902*r*a^2*c-208*r*p*g^2-451*r*a*c^2-113*r^3*p-109/2*r^3*a+83/2*r^3*g-11*r*q^3+89/2*r*p^3+26*r*c^3+199*r*p*c^2-609/2*r*p*a^2+28*r*q*p^2-281/2*r*p^2*b-236*r*q*a^2-963/2*r*c*g^2-5/2*r^5-9/2*r^4*q-3*r^3*b^2-3/2*r^3*q^2-6*r^4*b+25*r^4*c+18*r^3*p^2+51*r^3*c^2+75*r^3*a^2+30*r^3*g^2+25*r^4*p+25*r^4*a-r^4*g+1/2*r^2*q^3-113/2*r^2*p^3-165*r^2*c^3+27*r^2*b^2*p+31*r^2*b^2*c+39*r^2*b*c^2+103/2*r^2*c^2*g+6*r^2*q^2*a+3*r^2*q^2*p+7*r^2*q^2*g-260*r^2*p^2*c-121/2*r^2*q*c^2+12*r^2*q^2*c-r^2*q*b^2-315/2*r^2*p^2*a-42*r^2*p^2*g+76*r^2*a^2*c+53*r^2*p*g^2-160*r^2*a*c^2-753/2*r^2*p*c^2-36*r^2*p*a^2-54*r^2*q*p^2+11/2*r^2*p^2*b+28*r^2*q*a^2+140*r^2*c*g^2+87/2*r^3*q*c-6*r^3*q*b+117*r^3*b*a+63*r^3*b*c+117/2*r^3*b*p+30*r^3*b*g+75/2*r^3*q*a+36*r^3*q*p+4*r^3*q*g+101/2*r^2*q*g^2+60*r^3*p*c+75/2*r^3*p*a+117*r^3*a*c+62*r^3*c*g+106*r^3*a*g+24*r^3*p*g-3*r^3*b^2*c+9*r^3*b*c^2-5/2*r^5*c-3/2*r^4*g^2-5/2*r^5*p-5/2*r^5*a+21/2*r^3*p^3+39*r^3*c^3+152*p*a*c^2*r*g-3*r^3*b^2*p+23/2*r^2*q*a^2*g+16*r^3*a*c*g+75/2*r^3*p*c*g+51/2*r^3*q*p*a+7*r^3*q*p*g+21/2*r^3*p*b*a+3/2*r^3*p*b*g+27*r^3*q*c*a-6*r^3*q*c*b+51/2*r^3*q*c*p+4*r^3*q*c*g-12*r^3*q*b*a-6*r^3*q*b*p-3*r^3*q*b*g+3*r^3*b*c*a+27/2*r^3*b*c*p-9/2*r^3*b*c*g-2*r^3*a*q*g+41/2*r^3*p*a*g+225/2*r^3*p*c*a+41/2*r^3*c^2*g-3/2*r^3*q^2*a-3/2*r^3*q^2*p+51*r^3*p^2*c+33/2*r^3*q*c^2-3/2*r^3*q^2*c+75/2*r^3*p^2*a+14*r^3*p^2*g+48*r^3*a^2*c+r^3*p*g^2+78*r^3*a*c^2+159/2*r^3*p*c^2+36*r^3*p*a^2+9*r^3*q*p^2+9/2*r^3*p^2*b+21/2*r^3*q*a^2-9/2*r^3*c*g^2-9/2*r^4*q*c-9*r^4*b*a-6*r^4*b*c-6*r^4*b*p-3/2*r^4*b*g-9/2*r^4*q*a-9/2*r^4*q*p-3*r^3*q*g^2+3*r^4*p*a-r^4*c*g-4*r^4*a*g+1/2*r^4*p*g+15*q*b*p^3*r+48*a^2*b^2*p+405/2*a^2*g*r^2-179/2*q*b*p^2*r-7*c*g^2*a^2*r-147*p*a*c*r*g+133/2*q*b*r*g^2+3*p^2*r*g^2+34*q*b*c^2*r^2+72*a^2*b^2*c+52*q*b*c^3*r+73*r^2*q*a^2*p+52*q*b*p*c*r^2+36*q*b*p*a*r^2+348*c^4-4*b^2*a*c*r^2-b^2*q*r*g*a+12*b^2*q*r*p*c+40*p*a^2*c*r*g+66*b*p^3-7*b*g^2*c*r*p+2*a^3*g*c*r-17*b*g^2*a*c*r-1004*p^2*c*a*r+40*q*b*a*c*r^2+425/2*b*g*p*a*r+66*r^2*c^3*g-6*b^2*c*r^2*g-b^2*p*r^2*g-b^2*q*r^2*p+1/2*p*a*c*r*g^2-749/2*p^2*c*r*g+4*b*a^3*c*r-386*p^2*c*b*r+5/2*q*b*c*r^2*g+4*b*a^3*q*r-7*b^2*q*r^2*a+17/2*q*b*p*r^2*g-156*b^2*a^2+5*r^2*c^2*g^2+42*p*r*g^3+4*b*g*p*c*r+8*b^2*c^2*r*a+32*b^2*c^2*r*p+8*b^2*c^2*r*q-1091/2*a*r*g^2-88*g*p^3*r+b*g*q*r*a^2-10*b*g*a^2*c*r+48*b^2*p*c*g+12*b^2*p*q*g+90*q*b*c^2*r*a+108*q*b*c^2*r*p-36*q*c*b^2*p-1145/2*p^2*c*q*r-1659/2*g*a^2*r-51*p^2*g^2+72*p*a^3*g-3/2*q^2*b*r^2*g+186*q*g*p*c-30*q*g*b*c^2+18*q*g*b^2*c+9*a^3*r^3-b^3*r^2*g-3*b^2*q*r^2*g+219*p*c*q*b-360*q*p*b*c^2+14*q*b*p^2*r*g+71*q*b*p^2*r*c+39*q*b*p^2*r*a-372*a^3*c-264*c*g*q*b+2*q*c*a*r*g^2+8*q*a^3*r+171/2*p^3*c^2*r-7/2*b^2*r^2*g^2-7/2*b*r^2*g^3+23*q*b*c^2*r*g-120*a*c^2*g*q+105/2*q*c*a*r^2*g+75*p^3*g-8*q*b*a*c*r+213*p^3*a+51*g^3*a*c+9*g^2*q^2*a-2*b^3*r^2*a-216*a*c^2*g*p+78*a*c*g^2*q-288*g^2*b*a-306*c^2*g*q*p-3/2*q^2*r^2*g^2+184*b*p*c^2*r*a+999*p*a*q*c-12*p*a^3*q+60*p*a^3*b+102*a^2*g^2*c-108*p*a*q*g-380*q*c^3*r-426*a^2*g*b-291*q^2*a*p*c-408*p*a*b*c^2+48*p*a*b^2*c-477*a^2*g*p-45*p*a*q*b+93/2*r^2*q*p*g*a-15*q^3*c^2-87*q^2*p*c*g+84*a^3*c*g-51*q^2*a*c*g+45/2*r^2*q*p^3+167/2*c*g^3*r-5/2*r^2*p*g^3+47/2*b*p^3*r*a+7*p^4*r*g+54*q*c^4*r-483*a*c*g*p+4*p^3*r*g^2+8*r^2*p^2*g^2-306*b*p*a*c*r+12*b^2*p*q*a-240*q*c*b*a-90*q^2*c^3-390*q*g*b*a-3*q*r^2*g^3+153/2*r^2*p^2*a*q-180*p*c*b*a+18*q^3*p-6*q^3*g+15*q^3*c-4*r^2*g^3*a-450*c*g*q*a-3*r^2*g^2*a^2-11/2*b*r^3*g^2-517/2*b*g^2*r-13/2*r^3*g^2*a+48*r^2*a^3*c-1074*c*g*b*a+315/2*g^2*r^2*a+15*p^4*a*r+165/2*b*g^2*r^2+35*b*g^3*r-54*p^3*b*q+39*b*a*q*g^2+32*q*g^3*r-288*p*b*a*q*c+79*r^2*q*p*g*c-439/2*p^3*a*r+2*q*a^4*r+48*p*b*a*q*g+92*a^3*g*r+14*p*a^3*r+40*a^3*c^2*r+28*r^2*p*a^3-321*p^3*c^2+24*c*g^3*q-g^3*p^2*r+405*p^3*c+3*g^4*q+12*b^2*c*q*a+45*c*g^2*q*b+143*r^2*c^2*g*p+24*p^3*a^2*r-18*g^4-1/2*g^4*q*r+15/2*b*p^4*r-204*b*c^2*q*a+19*q*p*g*a^2*r+44*a^3*c*r+120*q*b*a*c*r*p+366*r^2*a*c^2*p+164*r^2*a*c^2*q+113/2*g^3*a*r-68*q*p*g*a*r+47*r^2*c^2*g*q+22*r^2*c^2*g*b+45/2*c^2*g^2*p*r+225/2*g^2*a^2*r-405/2*p^2*a^2*r+98*r^2*c^2*g*a+12*p^2*a^3*r+251/2*c^2*g^2*r+244*p^2*c^2*a*r+41/2*r^2*p^3*g-180*c^3*g*r+42*c^4*g*r-b^3*r*g*p+144*a^2*c*g*p+217/2*p^2*c^2*r*g+75/2*q*a*p^3*r-372*q*a*p^2*r-684*c^3*r*a+117/2*p^3*c*q*r+101/2*p^3*c*b*r+199/2*p^3*c*a*r+243/2*q*a*r*g^2+91/2*p^3*c*r*g+114*p*c^4*r-9/2*c^2*g^3*r+180*a^2*c*g*b+48*a^2*c*g*q-163/2*b*p^3*r+9*b*g^3*q+3*q^3*p^2*r+125*p^2*c^2*b*r+33*q^2*g*p-51*q^2*g*b-234*q*g^2*c-12*b^2*p^2*q-60*b^2*p^2*c-168*q*c^3*b-24*q*c^2*b^2+255*q^2*c*p-36*c^3*g*b+48*c^2*g*b^2+102*p^2*a^2-444*p*c^3*b-96*p*c^2*b^2+645*p^2*c*q+252*p*c^2*g+201/2*q*c*r*g^2+12*a^4*q+21*q^2*b*p+97/2*q*a^2*p^2*r-7/2*r^2*p*g^2*b-240*a^3*g+24*p*a^4-132*c^3*g*q+68*r^2*b*c^3+15*c^2*g^2*q-229/2*q^2*c^2*r+12*q^2*p^2*r^2-3/2*c*g^4*r+20*q*a^3*p*r+78*r^2*q*c^3+9*q^2*p^3*r+4*a^4*c*r-7*b^2*r^2*g*a+119*q*a^2*r*g-19/2*b*r^2*g^2*a-96*b*p*q*g+18*q*b^2*g*a-75*q^2*p^2*r+41/2*q^2*b*r*p*c+112*q*p*g*a*c*r-312*c^3*g*p+909*p^2*a*c+12*p^2*a*b^2+144*q*c^3*r*p-6*q^3*a*g-285*b*p*c*g+21*q^2*c^2*r^2-30*q^3*a*c+396*p^2*a*q-27*q^3*p*c-27*q^3*a*p+140*q*c^3*r*a-2*b*r^2*g*a^2+27*q^2*c^3*r+39/2*q^2*r*g^2-249*g^2*a^2-6*q^3*p*g-111*g^3*a-228*p^2*c*q*g-153*q^2*p^2*c+104*r^2*b*c^2*a-246*p^2*c*q*b-4*b^2*c^2*r*g-396*p*c^4-b^2*q*c*r^2-6*q^2*b*c*g+168*b^2*a*c*r-69*q^2*b*p*c+4*b^2*p^2*r*a+20*b^2*p^2*r*c+4*b^2*p^2*r*q-30*p*b^2*c+107*q*p*g*c^2*r+432*p*b*c^2-192*a*b^2*p+1/2*q^3*r^2*p-36*b^2*c^2-372*a*b^2*c+3*p*c*g^2*q-348*a*b*c^2-747*b*a^2*r+1/2*q^3*r^2*a+9/2*q^3*c^2*r+50*q*c^3*r*g-649*q*c^2*a*r+198*q^2*a*p-690*c^2*g*a-12*q^3*p^2+77*b^2*p*a*r+33*q^2*a^2+5*b^2*q*r*p-2*b^3*c*r*g-b^2*c*r*g*q+4*b^2*p*a*r*q+183*b*a^2*r^2+6*b^2*a*c*r*q-117*q*c^2*r*g-6*q^3*c*g-14*b^2*a*c*r*g+132*p*a^2*b*g+98*b^2*c*r*g-2*b^2*c*r*g*p+180*q^2*c*a+6*q*p^2*g^2*r-63*b^2*g^2+18*c^3*g^2+91/2*b^2*p*r*g-600*p^2*a*q*c-4*b^3*a*c*r-84*p^2*a*q*g+12*b^2*a*c*r*p+12*b^3*p*a-183*p^2*a*c*g+30*q*p*g^2*r-102*p^2*a*q*b+29/2*q*p*g^2*c*r-286*q*p*g*c*r+78*c*g^2*p*r+63*p^4+1/2*q^3*c*r^2-4*a^2*r*b^2*p+3*c*g^2*q^2-r*g^4*p-321*c^2*g^2+951*p^2*c^2-54*q^2*b*a-372*a^2*c*q*p-42*q^2*g^2-12*a^2*c*q*b-138*q*b^2*a-9/2*c*g^3*p*r+162*r^2*q*c^2*p-1843/2*b*g*a*r-261*q*c*a^2*r-3*c*g^3*q*r+120*q*c^2*a^2*r+147*q^2*c^2+44*r^2*a^2*c*b+24*b^3*c*a-8*q^3*r*p-1/2*q^2*b*r*g^2+310*c*g*a^2*r+2*q^3*r*g+311*c*g^2*a*r+38*r^2*a^2*c*g-13/2*q^3*r*a+96*b*g*c^2*r+48*b^2*c^2*a+10*b*g*p^3*r+16*q*p^3*g*r+183*r^2*p^2*c^2+22*q^2*b*r*g+74*r^2*p^3*c+9*q*p^4*r+16*q*b*a*c*r*g+200*r^2*a^2*c*p+105*r^2*a^2*c*q+2*b^2*q*r*a^2+33*q^2*p*c*r^2+268*b*g*r^2*a+30*q^2*p*a*r^2+103*b^2*a*r*g+9/2*q^3*r*a^2-6*b^2*p^2-6*b^2*c*r*g^2-4*b^2*a^2*c*r-1472*p*a*c^2*r+36*p^2*a^2*g-26*b^2*p*c*r-114*b*p*c^2*g-108*p^2*a*q^2-84*p*a^2*q^2-52*q^2*a^2*r+36*a*g^3*p-53/2*b*g*p^2*r-13/2*q^3*c*r-150*b^2*r*g+135*p*a^2*q-6*b*p*q^2*g-12*b^2*c^2*r+71*b^2*q*r*a+4*b^2*p^2*r^2-362*b^2*a*r-385*p^3*c*r+4*b^2*p^3*r+309/2*p*a*r*g^2-540*b*g*p*a+78*a^2*p*g^2+30*b*g*c^3*r-b^2*q*r*g^2+138*b*g^2*a*c-378*p*a^2*b-10*b^2*p^2*r-12*q^2*a^2*b-3*b^2*r^3*g-9*b^2*r^3*a+72*b*a^3*r+35*b^2*q*r*g+93/2*b^2*r^2*g+116*b^2*r^2*a+8*b^2*c^2*r^2+35*b^2*r*g^2-125*q*p^2*g*r-27*p^4*b+16*b^2*c^3*r-36*q*p^4+262*p*a*c^3*r+10*b^3*r*g-3/2*q*p*g^3*r+79*q*b*a^2*r-282*p^2*c*b*a-63*p^3*a*b-288*c^4*a+72*a*c*g*q*b-198*a*c*g*q*p+30*r^2*p*a^2*b+190*p*a^2*c^2*r+26*r^2*p*a^2*g+24*a^4*c-25/2*b*r^3*g*a-126*q*p^3*r-66*a*q^2*g-66*p*c*g*q*b-282*p^2*a^2*c-4*a^3*r*p*g+33*c*g^3*b+198*b*p*a*c*g+90*b*g^2*c^2+3*b*g^2*q^2-27*b*p^2*q^2+9*b*p^2*a+54*q*a^2*b*g-204*b^2*g*a-684*a*c*g^2-120*b*a*c^2*r-524*p*a^2*c*r+21*p^3*a*r*g-192*q^2*c^2*a-6*b*g^2*q*r^2+6*g^4*p-84*a*c^3*g-114*a^2*c*q^2-6*a^2*c*q-744*a^2*c*b-b*g^2*p^2*r-135*p^2*a^2*q-864*q*c^2*p*a+12*p^2*a^2*b-9*b*g^2*c^2*r-211/2*p^2*a*r*g+12*a^3*c*p-48*p^3*g*a-5*a*q*g^2*r^2+72*a^3*c*b-24*a^3*c*q-366*c^2*g*b+38*q*p^2*g*a*r+12*p^2*g^3+102*q*c^2*b-2*a*q*g^3*r+87*b*g^2*p*r+186*b*g^2*c*r+36*q^2*a*c*r^2-6*r^2*c*g^2*a-13/2*r^2*c*g^3-45*p^2*g*b+6*q*b^2*g^2+468*c^3*a+12*p^2*a^2*r*g-180*c^4*q-18*b^3*g+17/2*q^2*p*r^2*g+7*q^2*c*r^2*g-1841/2*p^2*c^2*r+51/2*p^4*c*r+p^2*a*r*g^2-54*q^2*c*b*a+35/2*r^2*p^2*g*b+42*p*a^3*c*r+303*b*p^2*c+50*r^2*p^2*g*a-63*g^3*b-6*b^2*p*q+29*r^2*p^2*g*q+87*b*p^2*q+148*p*a^2*r*g-354*b*g^2*c-129*b*g^2*q+96*r^2*p^2*g*c+6*b^3*g*p-72*b^2*g*q+54*c^2*g*a*r+12*b^3*g*c-513*p^2*c^2*q-327*p^2*c^2*g-11/2*b*g^3*c*r-225*p^3*c*q+9*b^2*q*c*r-120*c^5+38*q*b*c*r*g*p-2*p*b*a^3*r-42*q^2*b*c^2-25/2*p*b*a*r*g^2-504*q*c^3*p-51*q^2*c^2*g-12*p*b*g*a^2*r-7/2*p*b*g^3*r+11*q*b*p*r*g*a-207*q^2*c^2*p+36*q*c*a^3*r-13*r^2*c*g^2*b+141*p^2*c^3*r-108*c^4*g-132*a^3*q-204*a^3*b-12*a^3*q^2-3/2*b*g^3*q*r+289/2*b*g^2*a*r-36*b^3*a+138*r^2*b*c^2*p-582*b*p*c^2*r+185*b*g*a^2*r+117/2*q^2*c^2*r*p+20*b^3*a*r+13*q^2*c^2*r*b-487*c^2*g*p*r+3*g^3*q^2+96*b*a*c^3*r+39*g^3*c^2+273*p^2*c*g+9*p*c^2*g^2+104*a*c^4*r+1200*a*c^2*p-24*p^3*g*b+24*p^2*g^2*b-192*a*c^3*b-84*a^4+73*q*p^2*g*c*r-408*q*c^3*a-12*p^5-7/2*b^2*p*r*g^2+12*b^2*p^2*g-93*q*g^2*p+134*b*p*c^3*r+66*b^2*a^2*r+15*q*g^3*p+114*q*g*p^2-780*p*c^3*a-339*p^3*a*c-276*c*g^2*p-135*p^3*a*q+45*c*g^3*p-18*q*b^2*c+27*q*b*p*g^2-6*p^2*g^2*q-147*p^3*g*c-426*b*c^2*p^2-12*p^2*g^2*c-54*p^3*g*q-264*a^2*c^2*q-396*a^2*c^2*p+108*a^2*c^2*g+60*a^2*c*b*p+159*a*c*g^2*p-36*q^2*p^3-36*q^2*p^2*g+48*p^2*g*b*a-354*a*p*g^2-99*g*b^2*p-177*b*p*g^2+15*q^2*a^2*r^2-192*g*b^2*c+534*q*c^2*a+76*r^2*c^4-177*b*p^3*c-96*b*p^2*c*g+96*b*g^2*p*c-42*p^2*g*a-780*p^2*c^2*a+66*a^2*c*p+37/2*q^2*c^2*r*g-333/2*q^2*a*c*r-3/2*a^2*q*g^2*r+2*a^3*q*g*r+230*r^2*p^2*a*c+30*q^2*p^2*r*a-270*q*a^2*b+3/2*a^2*r^3*g)*x^2+(-4*p^2*a*g^2-18*q^2*c^2*r*a+330*q*c^2*p*r-27*q^2*p^2+14*p^2*g*q*b-10*q*c^2*r*g^2-22*b*r^2*a^3+20*a*c^2*g^2+234*a^2*c*g-13/2*r^2*p*g^2*q-77/2*r^2*p*g^2*c+215*q*a^2*p*r-61/2*r^2*p*g^2*a-2*g^4*c-2*b^2*p*a*r*g-91/2*r^2*p^3*a-47*q*c^2*g-360*q*c^2*p-11*q^2*c*g+8*q*a^3*b-86*r^2*p^2*a^2+24*p*a*q^2*g-78*p^2*c^2*q*r-176*p^2*c*a^2*r+56*c^2*g*b*a-2*r*g^3*p*a-30*a^3*r^2*g+556*a^2*c^2*r-21/2*r^2*p^3*b+550*p*c^3*r-156+115/2*r*q*g^2+80*c^4*b+18*p-162*c^3*q+216*a-478*c^3*p+160*q*c-52*c^3*g+2*q^2*g^2*p+30*a^4*r-44*b^2*g-18*a^4*r^2-108*b*p*a^2*c*r+194*c^4*r-10*b^2*p+368*p^2*c^3+36*p*a^3-2*g^4*r-49*q*g-100*b^2*a+83/2*p^4*r+397*p*c-11*g^3*r^2+161*a^3*r+5*q*b*p*r*g+q*b*c*r*g-13/2*r^2*c*g^2*q+13*c*g-14*q*b+47*r*g^3+99*q*p-3*p^5*r+16*b^2*c^3-8*b^2*c-234*b*c^2-17/2*p^4*r^2+80*r^2*q+20*b^2*r-687*a*c*g-63*q*p^3-297*c^2*g+102*p*a-24*c^5*r-120*a^2*c^3*r-34*q^2*a-19*q^2*p+9/2*q^2*r+271*r+118*b-23*q^2*g+231/2*r^2*b-26*q*a+4*q*a*p*g^2-24*b*a*p*g^2+134*b*a+37*b*p-84*b*g*a*c*r*p+2*b*g-259*p^2*c-147/2*r^2*c+178*g-56*b*c^3-239*p^2*r+20*q^2+112*b*a^2*c^2-147*q*c^2-34*q^2*c-428*c^2*r-288*p*c*g+276*a*c-200*r^2-6*b*g^3*p-400*a^2*g+50*g^3*c-162*p^2*a-337*a^2*r+4*b^2*p^3+14*g^3*q-70*p^2*g-566*a^2*c-44*p*g+2*g^2*q*a^2-143/2*r*g^2-120*p^2*c*a*r*b-130*p^2*c*q*r*a-151*p^2*c*a*r*g-179*b*r-95*p*g^2-465/2*r*g-516*a*c^2-12*q^2*p^2*r*c-131*q*c*p*a*r^2+18*c*r+29*q*b*p*a*r-4*q^2*p^2*r*g+20*b*c-197*a*r+156*p^2-5/2*q^2*a*r^2*g+18*g^2+10*p^3*g^2+24*p^4*g+58*c-180*q*c^2*a*r*p+81*q-12*b^2-q^2*a*r*g^2-68*q*c^2*a*r*g+8*a^3*g*q-203/2*r^2*p+545*q*c*p*a*r-347*p*c^2-13*q*p*g^2*a*r+21/2*q^2*c*r*g-30*q^2*a*c*r*p-276*p*a^2+23/2*q^2*p*r*g+94*a*g-11*r^2*a+132*a^2-10*q^2*a*c*r*g+60*p^4*a-2*q*b*p*r*g^2-49*p^2*c*b*r*g-30*p^2*c*r*g^2+201/2*r^2*g+284*c^2+39*q^2*p*a*r-11*a^2*r*p*g^2-52*q*c*a^2*r*g-9*q^2*c*r*g*p-196*a^2*c^2+43*q*b*p*c*r-2*q*b*c*r*g^2+96*p^3*a^2+240*a^2*c^3+140*q*c*a*r*g-144*q*c*p*a^2*r-24*q*b*p*a^2*r-211/2*q*r-32*b*c^4*r+129/2*p*r-9*q^2*p*r*g*a+39*q^2*p*c*r-69*q*p^2-115*p^2*b-97*q*p*a-47*q*p*g-333*p*b*a-131*p*b*g-125*q*a^2-328*b*a^2-236*a*g^2-197*c*g^2-47*r^2*p^2*c*q-272*q*c*a-78*q*c*b-189*q*c*p-183*q*c*r-160*q*c*g-170*q*b*a-48*q*b*p+42*q*b*r-78*q*b*g-312*b*r*a-99*b*r*c-111*b*r*p-113/2*b*r*g-558*b*c*a-315*b*c*p-34*c^2*g^2*a*r-234*b*c*g-81*q*r*a-133*q*r*p+15*q*r*g-83/2*r^2*p*b*a*g-92*c^2*g*a^2*r-80*b*a^2*c^2*r-18*c^3*g^2*r-101/2*r^2*p^2*c*b-104*c^3*g*p*r-99/2*b*g*p*c*r^2-q^2*c*r*g^2-q^2*p*r*g^2+132*b*a^2*c*r+114*b*c^3*r-6*q^2*a^3*r-32*q*b*a^2*c*r-2*b*g^2*q*r*a+74*b*p*a^2*r-180*a*q*g-344*a*b*g-45*g^3-87*b*g^2-61*q*g^2-3*q*b*a*r*g-616*p*c*r-328*p*a*g-338*p*a*r-657*a*c*r-181*c*r*g-310*a*r*g-113/2*p*r*g-561*p*c*a+36*p*g^3-36*b*p^2*a^2*r+85*r^3-136*r^2*p*b*a*c-427/2*p*a*c*r^2*g-56*b*g*a*c*r^2+21/2*q^2*a*r*g-18*q^2*a^2*c*r-15*q^2*p*a^2*r-5*b*g*q*r^2*a-134*r^2*p*c^3+203/2*b*p^2*a*r-100*c^3*g*a*r-66*p^3-216*a^3-166*c^3+20*a^3*r^2-26*r^2*q*a^3-89/2*r^2*p^2*a*b-4*g^2*b^2*p-200*r^2*a^2*c^2-70*b*g*c^2*r*p-60*b*g*c^2*r*a+48*p*a^2*q*g-3*c*g^3*a*r-4*g^2*b^2*c-5*q^2*a^2*r*g-166*r^2*a*c^3+32*p*a^2*q*b+57*a^2*q*g-3*b^2*p*c*r^2-8*a*g*b^2*c-3*q*b*p^2*r^2+28*q*b*c^2*r-12*a*g*b^2*p+59*a*g^2*q-10*r^2*q*a^2*b-5*b^2*p*a*r^2-39/2*r^4+647*r*a*c*g+461/2*r*p*c*g+64*r*q*p*a+45*r*q*p*g+341*r*p*b*a+147*r*p*b*g+199*r*q*c*a+86*r*q*c*b+101*r*q*c*p+136*r*q*c*g+164*r*q*b*a+61*r*q*b*p+61*r*q*b*g+571*r*b*c*a+304*r*b*c*p+513/2*r*b*c*g+170*r*a*q*g+316*r*p*a*g+242*r*p*c*a-77/2*r^2*a*c*g+77/2*r^2*p*c*g+5*r^2*q*p*a-r^2*q*p*g-57*r^2*p*b*a-51/2*r^2*p*b*g-14*r^2*q*c*a-31*r^2*q*c*b-9*r^2*q*c*p-20*r^2*q*c*g-45*r^2*q*b*a-26*r^2*q*b*p-11*r^2*q*b*g-107*r^2*b*c*a-70*r^2*b*c*p-52*r^2*b*c*g-28*r^2*a*q*g+19/2*r^2*p*a*g+218*r^2*p*c*a+207/2*q*c*r^2-29*b*g*p^2*r*a-57/2*r^3*q-9*b^2*r^2-9*q^2*r^2+18*b*g*a*c*r-67/2*r^3*b+56*r^3*c+255/2*p^2*r^2+90*p^4*c+475/2*c^2*r^2+227*a^2*r^2+111/2*r^2*g^2-23*q*b*r^2+445/2*b*r^2*a+203/2*b*r^2*c+199/2*b*r^2*p+49*b*r^2*g+205/2*q*r^2*a+169/2*q*r^2*p+10*q*r^2*g+677/2*p*c*r^2+252*p*a*r^2+899/2*a*c*r^2+161*c*r^2*g+461/2*a*r^2*g+159/2*p*r^2*g+21*r*b^2*p+22*r*b^2*c+226*r*b*c^2+515/2*r*c^2*g+36*r*q^2*a+21*r*q^2*p+31/2*r*q^2*g+83/2*r*p^2*c+189/2*r*q*c^2+36*r*q^2*c+44*r*p^2*a+93/2*r*p^2*g+407*r*a^2*c+215/2*r*p*g^2+289*r*a*c^2+125/2*r^3*p+131/2*r^3*a-25/2*r^3*g+12*r*p^3+43*r*c^3+121/2*r*p*c^2+373/2*r*p*a^2+67/2*r*q*p^2+219/2*r*p^2*b+209/2*r*q*a^2+212*r*c*g^2+3/2*r^5+3*r^4*q+r^3*b^2+3/2*r^3*q^2+3*r^4*b-18*r^4*c-28*r^3*p^2-51*r^3*c^2-77/2*r^3*a^2-11*r^3*g^2-18*r^4*p-21*r^4*a-1/2*r^4*g+41/2*r^2*p^3+61*r^2*c^3-10*r^2*b^2*p-11*r^2*b^2*c-52*r^2*b*c^2-3/2*r^2*c^2*g-27/2*r^2*q^2*a-21/2*r^2*q^2*p-5/2*r^2*q^2*g+96*r^2*p^2*c-21/2*r^2*q*c^2-27/2*r^2*q^2*c+165/2*r^2*p^2*a+45/2*r^2*p^2*g+88*r^2*a^2*c-27/2*r^2*p*g^2+129*r^2*a*c^2+281/2*r^2*p*c^2+159/2*r^2*p*a^2-11/2*r^2*q*p^2-53/2*r^2*p^2*b-7/2*r^2*q*a^2-38*r^2*c*g^2-63/2*r^3*q*c+3*r^3*q*b-107/2*r^3*b*a-71/2*r^3*b*c-67/2*r^3*b*p-19/2*r^3*b*g-69/2*r^3*q*a-57/2*r^3*q*p-3*r^3*q*g-25/2*r^2*q*g^2-147/2*r^3*p*c-52*r^3*p*a-181/2*r^3*a*c-67/2*r^3*c*g-44*r^3*a*g-35/2*r^3*p*g+r^3*b^2*c-2*r^3*b*c^2+3/2*r^5*c+3/2*r^4*p^2+3/2*r^4*c^2-3/2*r^4*a^2+3/2*r^5*p+3/2*r^5*a-11/2*r^3*p^3-22*r^3*c^3-216*p*a*c^2*r*g+r^3*b^2*p-26*r^2*q*a^2*g-81/2*r^3*a*c*g-32*r^3*p*c*g-6*r^3*q*p*a-3*r^3*q*p*g-8*r^3*p*b*a-7/2*r^3*p*b*g-9*r^3*q*c*a+3*r^3*q*c*b-3*r^3*q*c*p-3*r^3*q*c*g+3*r^3*q*b*a+3*r^3*q*b*p-10*r^3*b*c*a-2*r^3*b*c*p-7/2*r^3*b*c*g-3*r^3*a*q*g-61/2*r^3*p*a*g-86*r^3*p*c*a-21*r^3*c^2*g+3/2*r^3*q^2*a+3/2*r^3*q^2*p-55/2*r^3*p^2*c-3*r^3*q*c^2+3/2*r^3*q^2*c-55/2*r^3*p^2*a-11*r^3*p^2*g-61*r^3*a^2*c-5*r^3*p*g^2-64*r^3*a*c^2-44*r^3*p*c^2-41*r^3*p*a^2-6*r^3*q*a^2-5*r^3*c*g^2+3*r^4*q*c+3*r^4*b*a+3*r^4*b*c+3*r^4*b*p+3*r^4*q*a+3*r^4*q*p+3*r^4*p*c-1/2*r^4*c*g-1/2*r^4*a*g-1/2*r^4*p*g-6*q*b*p^3*r-8*a^2*b^2*p-26*a^2*g*r^2+13*q*b*p^2*r-16*c*g^2*a^2*r+919/2*p*a*c*r*g-6*q*b*r*g^2+21*p^2*r*g^2-8*q*b*c^2*r^2-16*q*b*c^3*r-60*r^2*q*a^2*p-11*q*b*p*c*r^2-13*q*b*p*a*r^2-172*c^4-6*b^2*a*c*r^2-132*p*a^2*c*r*g-16*b*p^3-13*b*g^2*c*r*p-28*a^3*g*c*r-8*b*g^2*a*c*r+1617/2*p^2*c*a*r-18*q*b*a*c*r^2+29/2*b*g*p*a*r-62*r^2*c^3*g-2*b^2*c*r^2*g-2*b^2*p*r^2*g-50*p*a*c*r*g^2+581/2*p^2*c*r*g-24*b*a^3*c*r+331/2*p^2*c*b*r-5*q*b*c*r^2*g-8*b*a^3*q*r-5*q*b*p*r^2*g+28*b^2*a^2+112*a^3*c^2-49/2*r^2*c^2*g^2-9*p*r*g^3+137/2*b*g*p*c*r-16*b^2*c^2*r*a-16*b^2*c^2*r*p+233*a*r*g^2+139/2*g*p^3*r-8*b*g*q*r*a^2-28*b*g*a^2*c*r-4*b^2*p*c*g-40*q*b*c^2*r*a-36*q*b*c^2*r*p+237*p^2*c*q*r+717/2*g*a^2*r+24*p^2*g^2-16*p*a^3*g-103*q*g*p*c+24*q*g*b*c^2-19*a^3*r^3-42*p*c*q*b+96*q*p*b*c^2-8*q*b*p^2*r*g-26*q*b*p^2*r*c-22*q*b*p^2*r*a+24*a^3*c+36*c*g*q*b-16*q*c*a*r*g^2+72*q*a^3*r-75*p^3*c^2*r-12*q*b*c^2*r*g+136*a*c^2*g*q-56*q*c*a*r^2*g-43*p^3*g+46*q*b*a*c*r-138*p^3*a-8*g^3*a*c+2*g^2*q^2*a+360*a*c^2*g*p+18*a*c*g^2*q+70*g^2*b*a+160*c^2*g*q*p-180*b*p*c^2*r*a-510*p*a*q*c+64*p*a^3*q-8*p*a^3*b-4*a^2*g^2*c-19*p*a*q*g+148*q*c^3*r+106*a^2*g*b+92*q^2*a*p*c+352*p*a*b*c^2+8*p*a*b^2*c+186*a^2*g*p+12*a^2*g*q^2+22*p*a*q*b-43*r^2*q*p*g*a+24*q^2*p*c*g+16*a^3*c*g+24*q^2*a*c*g-10*r^2*q*p^3-14*c*g^3*r-3*r^2*p*g^3-26*b*p^3*r*a-8*p^4*r*g-24*q*c^4*r+91*a*c*g*p-7*p^3*r*g^2-14*r^2*p^2*g^2+298*b*p*a*c*r+8*q*c*b*a+16*q^2*c^3+48*q*g*b*a-44*r^2*p^2*a*q+76*p*c*b*a-3*r^2*g^3*a+10*c*g*q*a-33/2*r^2*g^2*a^2+179/2*b*g^2*r-5*r^3*g^2*a-102*r^2*a^3*c+282*c*g*b*a-40*g^2*r^2*a-18*p^4*a*r-41/2*b*g^2*r^2-6*b*g^3*r+18*p^3*b*q+2*b*a*q*g^2-5*q*g^3*r+128*p*b*a*q*c-47*r^2*q*p*g*c+367/2*p^3*a*r-8*q*a^4*r+16*p*b*a*q*g+34*a^3*g*r+139*p*a^3*r-72*a^3*c^2*r-67*r^2*p*a^3+262*p^3*c^2-2*g^3*p^2*r-220*p^3*c+2*c*g^2*q*b-132*r^2*c^2*g*p-39*p^3*a^2*r+5*g^4-6*b*p^4*r+88*b*c^2*q*a-40*q*p*g*a^2*r+226*a^3*c*r-60*q*b*a*c*r*p-332*r^2*a*c^2*p-94*r^2*a*c^2*q-7*g^3*a*r+117*q*p*g*a*r-30*r^2*c^2*g*q-32*r^2*c^2*g*b-41*c^2*g^2*p*r+7/2*g^2*a^2*r+263*p^2*a^2*r-153*r^2*c^2*g*a-36*p^2*a^3*r+33/2*c^2*g^2*r-254*p^2*c^2*a*r-39/2*r^2*p^3*g+170*c^3*g*r-36*c^4*g*r+104*a^2*c*g*p-109*p^2*c^2*r*g-30*q*a*p^3*r+200*q*a*p^2*r+554*c^3*r*a-36*p^3*c*q*r-38*p^3*c*b*r-112*p^3*c*a*r-9/2*q*a*r*g^2-49*p^3*c*r*g-84*p*c^4*r-3*c^2*g^3*r+80*a^2*c*g*q+71/2*b*p^3*r-88*p^2*c^2*b*r-11*q^2*g*p+45*q*g^2*c+20*b^2*p^2*c+40*q*c^3*b-63*q^2*c*p+56*c^3*g*b-120*p^2*a^2+232*p*c^3*b+32*p*c^2*b^2-265*p^2*c*q-161*p*c^2*g-1/2*q*c*r*g^2+8*a^4*q-52*q*a^2*p^2*r-13/2*r^2*p*g^2*b+80*a^3*g+64*c^3*g*q-38*r^2*b*c^3+16*c^2*g^2*q+51/2*q^2*c^2*r-3/2*q^2*p^2*r^2-36*q*a^3*p*r-34*r^2*q*c^3-3*q^2*p^3*r-16*a^4*c*r-2*b^2*r^2*g*a+47*q*a^2*r*g-13/2*b*r^2*g^2*a+28*b*p*q*g+27/2*q^2*p^2*r-106*q*p*g*a*c*r+240*c^3*g*p-578*p^2*a*c-72*q*c^3*r*p+117*b*p*c*g-9/2*q^2*c^2*r^2-201*p^2*a*q-80*q*c^3*r*a-24*b*r^2*g*a^2-6*q^2*c^3*r-q^2*r*g^2+82*g^2*a^2+34*g^3*a+134*p^2*c*q*g+42*q^2*p^2*c-100*r^2*b*c^2*a+74*p^2*c*q*b-4*b^2*c^2*r*g+248*p*c^4-22*b^2*a*c*r-6*b^2*p^2*r*a-10*b^2*p^2*r*c+22*p*b^2*c-66*q*p*g*c^2*r-120*p*b*c^2-2*b^2*p^2*r*g+62*a*b^2*p+20*b^2*c^2+96*a*b^2*c+22*p*c*g^2*q+60*a*b*c^2+299*b*a^2*r-28*q*c^3*r*g+368*q*c^2*a*r-63*q^2*a*p+102*c^2*g*a-11*b^2*p*a*r-38*q^2*a^2-41*b*a^2*r^2+93*q*c^2*r*g-4*b^2*a*c*r*g-28*p*a^2*b*g-12*b^2*c*r*g-6*b^2*c*r*g*p-76*q^2*c*a-7*q*p^2*g^2*r+10*b^2*g^2+24*c^3*g^2-6*b^2*p*r*g+398*p^2*a*q*c+86*p^2*a*q*g-20*b^2*a*c*r*p+268*p^2*a*c*g+13/2*q*p*g^2*r+46*p^2*a*q*b-17*q*p*g^2*c*r+161*q*p*g*c*r+79/2*c*g^2*p*r-36*p^4-4*a^2*r*b^2*p+2*c*g^2*q^2+97*c^2*g^2-492*p^2*c^2+344*a^2*c*q*p+2*q^2*g^2+56*a^2*c*q*b-5*c*g^3*p*r-71*r^2*q*c^2*p+677/2*b*g*a*r+292*q*c*a^2*r-c*g^3*q*r-96*q*c^2*a^2*r-38*q^2*c^2-84*r^2*a^2*c*b+181*c*g*a^2*r+6*c*g^2*a*r-121*r^2*a^2*c*g+32*b*g*c^2*r+16*b^2*c^2*a-11*b*g*p^3*r-12*q*p^3*g*r-261/2*r^2*p^2*c^2-4*b^2*r^2*a^2-55*r^2*p^3*c-6*q*p^4*r-20*q*b*a*c*r*g-265*r^2*a^2*c*p-86*r^2*a^2*c*q-6*q^2*p*c*r^2-66*b*g*r^2*a-6*q^2*p*a*r^2-8*b^2*a*r*g+6*b^2*p^2-8*b^2*a^2*c*r+1164*p*a*c^2*r+32*p^2*a^2*g-5*b^2*p*c*r+116*b*p*c^2*g-12*p*a^4*r+42*p^2*a*q^2+46*p*a^2*q^2+51/2*q^2*a^2*r-12*a*g^3*p+59/2*b*g*p^2*r+40*b^2*r*g-150*p*a^2*q-6*b^2*c^2*r-b^2*p^2*r^2+100*b^2*a*r+254*p^3*c*r-2*b^2*p^3*r+1/2*p*a*r*g^2+197*b*g*p*a-24*a^2*p*g^2-32*b*g*c^3*r-16*b*g^2*a*c+140*p*a^2*b-b^2*p^2*r+b^2*r^3*a+30*b*a^3*r-8*b^2*r^2*g-25*b^2*r^2*a-2*b^2*c^2*r^2-4*b^2*r*g^2+66*q*p^2*g*r+18*p^4*b-8*b^2*c^3*r+24*q*p^4-248*p*a*c^3*r-q*p*g^3*r+18*q*b*a^2*r+240*p^2*c*b*a+54*p^3*a*b+208*c^4*a+32*a*c*g*q*b+208*a*c*g*q*p-56*r^2*p*a^2*b-256*p*a^2*c^2*r-165/2*r^2*p*a^2*g+16*a^4*c-7/2*b*r^3*g*a+55*q*p^3*r-11*a*q^2*g+36*p*c*g*q*b+388*p^2*a^2*c-20*a^3*r*p*g-6*c*g^3*b+40*b*p*a*c*g-4*b*g^2*c^2+20*b*p^2*a+8*q*a^2*b*g+34*b^2*g*a+211*a*c*g^2+216*b*a*c^2*r+753*p*a^2*c*r-34*p^3*a*r*g+48*q^2*c^2*a-2*g^4*p+176*a*c^3*g+48*a^2*c*q^2-182*a^2*c*q+168*a^2*c*b-5*b*g^2*p^2*r+138*p^2*a^2*q+496*q*c^2*p*a+32*p^2*a^2*b-8*b*g^2*c^2*r+174*p^2*a*r*g+136*a^3*c*p+68*p^3*g*a-13/2*a*q*g^2*r^2+16*a^3*c*b+88*a^3*c*q+108*c^2*g*b-40*q*p^2*g*a*r-4*p^2*g^3-24*q*c^2*b-a*q*g^3*r-23/2*b*g^2*p*r-49/2*b*g^2*c*r-9*q^2*a*c*r^2-41*r^2*c*g^2*a-3*r^2*c*g^3+30*p^2*g*b-368*c^3*a-46*p^2*a^2*r*g+64*c^4*q-5/2*q^2*p*r^2*g-5/2*q^2*c*r^2*g+1137/2*p^2*c^2*r-24*p^4*c*r-18*p^2*a*r*g^2-35/2*r^2*p^2*g*b-104*p*a^3*c*r-78*b*p^2*c-72*r^2*p^2*g*a+15*g^3*b-17*r^2*p^2*g*q-16*b*p^2*q+213/2*p*a^2*r*g+98*b*g^2*c+16*b*g^2*q-179/2*r^2*p^2*g*c+317*c^2*g*a*r+260*p^2*c^2*q+272*p^2*c^2*g+132*p^3*c*q+64*c^5-20*q*b*c*r*g*p-16*p*b*a^3*r-5*p*b*a*r*g^2+216*q*c^3*p+12*q^2*c^2*g-18*p*b*g*a^2*r-16*q*b*p*r*g*a+46*q^2*c^2*p-48*q*c*a^3*r-13/2*r^2*c*g^2*b-114*p^2*c^3*r+80*c^4*g-10*a^3*q+52*a^3*b+16*a^3*q^2-25/2*b*g^2*a*r+48*p^2*a^3-78*r^2*b*c^2*p+246*b*p*c^2*r+14*b*g*a^2*r-15*q^2*c^2*r*p+390*c^2*g*p*r-88*b*a*c^3*r-4*g^3*c^2-153*p^2*c*g+46*p*c^2*g^2-88*a*c^4*r-790*a*c^2*p+20*p^3*g*b-4*p^2*g^2*b+176*a*c^3*b+24*a^4-50*q*p^2*g*c*r+200*q*c^3*a+12*p^5-2*b^2*p^2*g+25*q*g^2*p-88*b*p*c^3*r-2*q*g^3*p-54*q*g*p^2+632*p*c^3*a+342*p^3*a*c+111*c*g^2*p+102*p^3*a*q-10*c*g^3*p+10*p^2*g^2*q+134*p^3*g*c+244*b*c^2*p^2+36*p^2*g^2*c+36*p^3*g*q+216*a^2*c^2*q+520*a^2*c^2*p+112*a^2*c^2*g+112*a^2*c*b*p-2*a*c*g^2*p+12*q^2*p^3+12*q^2*p^2*g+10*p^2*g*b*a+156*a*p*g^2+30*g*b^2*p+63*b*p*g^2-9/2*q^2*a^2*r^2+46*g*b^2*c-334*q*c^2*a-50*r^2*c^4+110*b*p^3*c+84*b*p^2*c*g-12*b*g^2*p*c-10*p^2*g*a+708*p^2*c^2*a-276*a^2*c*p-5*q^2*c^2*r*g+51*q^2*a*c*r-6*a^2*q*g^2*r-12*a^3*q*g*r-8*a^2*r^3*b-431/2*r^2*p^2*a*c-12*q^2*p^2*r*a+32*q*a^2*b-39/2*a^2*r^3*g)*x+48*p*a^2*c*r*g-2*b*p^3+5/2*b*g^2*c*r*p+6*a^3*g*c*r+b*g^2*a*c*r-345/2*p^2*c*a*r-27/2*b*g*p*a*r+14*r^2*c^3*g+33/2*p*a*c*r*g^2-59*p^2*c*r*g+4*b*a^3*c*r-25/2*p^2*c*b*r-32*a^3*c^2+13/2*r^2*c^2*g^2-1/2*p*r*g^3-29/2*b*g*p*c*r-47/2*a*r*g^2-29/2*g*p^3*r+4*b*g*a^2*c*r-43/2*p^2*c*q*r-77/2*g*a^2*r-3*p^2*g^2-8*p*a^3*g+15*q*g*p*c+4*a^3*r^3+36*a^3*c+q*c*a*r*g^2-15*q*a^3*r+43/2*p^3*c^2*r-12*a*c^2*g*q+8*q*c*a*r^2*g+4*p^3*g+15*p^3*a-g^3*a*c-104*a*c^2*g*p-2*a*c*g^2*q-16*c^2*g*q*p+34*b*p*c^2*r*a+58*p*a*q*c-20*p*a^3*q-4*p*a^3*b-6*a^2*g^2*c+1/2*(r-4)*(2*a^2+2*b*a+3*a*g-p*a-q*a+b*g-2*c^2+c*g-3*p*c-q*c+g^2-p^2-q*p-4*c+g-3*p-q-2)*(-37+51*p+51*a-84*q*c+4*b^2*p-28*q*g-84*p*c-56*c*g-42*q*b-42*q*p+8*b^2*c+24*b*c^2+12*r^2*q+6*b^2*r+12*a*c*g+16*c^2*g-42*p*a+6*q^2*a+6*q^2*p+9*q^2*r+58*r+51*b+4*q^2*g+12*r^2*b-42*q*a-28*b*a-42*b*p-21*b*g+12*p^2*c+24*r^2*c+6*q^2*b+34*g+9*p^2*r-21*q^2+24*q*c^2+12*q^2*c+36*c^2*r+16*p*c*g+4*q*b^2-84*a*c-30*r^2+6*p^2*a+6*a^2*r+4*p^2*g+8*a^2*c-28*p*g+3*r*g^2-51*b*r+2*p*g^2-34*r*g+24*a*c^2-102*c*r-84*b*c-51*a*r-21*p^2-7*g^2+102*c+51*q-14*b^2+12*r^2*p+24*p*c^2+4*p*a^2-21*a*g+12*r^2*a-14*a^2+8*r^2*g-84*c^2-51*q*r-51*p*r+6*q*p^2+6*p^2*b+12*q*p*a+8*q*p*g+8*p*b*a+6*p*b*g+4*q*a^2+4*c*g^2+24*q*c*a+2*q^3+24*q*c*b+24*q*c*p+36*q*c*r+16*q*c*g+8*q*b*a+12*q*b*p+18*q*b*r+6*q*b*g+12*b*r*a+36*b*r*c+18*b*r*p+9*b*r*g+16*b*c*a+24*b*c*p+12*b*c*g+18*q*r*a+18*q*r*p+12*q*r*g+6*a*q*g+2*q*g^2+36*p*c*r+6*p*a*g+18*p*a*r+36*a*c*r+24*c*r*g+9*a*r*g+12*p*r*g+24*p*c*a+5*r^3+2*p^3+16*c^3)*x^3+15*p*a*q*g-15*q*c^3*r-60*p*a*b*c^2-11*a^2*g*p+6*r^2*q*p*g*a-12*a^3*c*g+r^2*q*p^3-c*g^3*r+r^2*p*g^3+15/2*b*p^3*r*a+3*p^4*r*g+2*q*c^4*r+14*a*c*g*p+3*p^3*r*g^2+4*r^2*p^2*g^2-45*b*p*a*c*r+5*r^2*p^2*a*q-14*p*c*b*a+r^2*g^3*a+22*c*g*q*a+6*r^2*g^2*a^2-6*b*g^2*r+r^3*g^2*a+34*r^2*a^3*c-2*c*g*b*a+3*g^2*r^2*a+7*p^4*a*r+3/2*b*g^2*r^2+6*r^2*q*p*g*c-81/2*p^3*a*r+2*q*a^4*r-24*a^3*g*r-58*p*a^3*r+16*a^3*c^2*r+24*r^2*p*a^3-69*p^3*c^2+g^3*p^2*r+21*p^3*c+31*r^2*c^2*g*p+18*p^3*a^2*r+3/2*b*p^4*r+7*q*p*g*a^2*r-86*a^3*c*r+80*r^2*a*c^2*p+12*r^2*a*c^2*q-3/2*g^3*a*r-41/2*q*p*g*a*r+4*r^2*c^2*g*q+6*r^2*c^2*g*b+21/2*c^2*g^2*p*r-21/2*g^2*a^2*r-147/2*p^2*a^2*r+40*r^2*c^2*g*a+20*p^2*a^3*r-12*c^2*g^2*r+78*p^2*c^2*a*r+5*r^2*p^3*g-36*c^3*g*r+6*c^4*g*r-64*a^2*c*g*p+63/2*p^2*c^2*r*g+11/2*q*a*p^3*r-43/2*q*a*p^2*r-114*c^3*r*a+11/2*p^3*c*q*r+17/2*p^3*c*b*r+79/2*p^3*c*a*r-3*q*a*r*g^2+33/2*p^3*c*r*g+18*p*c^4*r+1/2*c^2*g^3*r-8*a^2*c*g*b-12*a^2*c*g*q-2*b*p^3*r+17*p^2*c^2*b*r+2*q*g^2*c-8*c^3*g*b+22*p^2*a^2-28*p*c^3*b+21*p^2*c*q+25*p*c^2*g-3*q*c*r*g^2-4*a^4*q+21/2*q*a^2*p^2*r+3/2*r^2*p*g^2*b-8*p*a^4-4*c^3*g*q+6*r^2*b*c^3-c^2*g^2*q+8*q*a^3*p*r+4*r^2*q*c^3+4*a^4*c*r-27/2*q*a^2*r*g+3/2*b*r^2*g^2*a+14*q*p*g*a*c*r-48*c^3*g*p+75*p^2*a*c+8*q*c^3*r*p-11*b*p*c*g+21*p^2*a*q+8*q*c^3*r*a+6*b*r^2*g*a^2-3*g^2*a^2-g^3*a-18*p^2*c*q*g+18*r^2*b*c^2*a-44*p*c^4+7*q*p*g*c^2*r-3*p*c*g^2*q+8*a*b*c^2-30*b*a^2*r+2*q*c^3*r*g-45*q*c^2*a*r+32*c^2*g*a+7*b*a^2*r^2-27/2*q*c^2*r*g-4*p*a^2*b*g+q*p^2*g^2*r-6*c^3*g^2-62*p^2*a*q*c-18*p^2*a*q*g-95*p^2*a*c*g-5/2*q*p*g^2*r+3/2*q*p*g^2*c*r-41/2*q*p*g*c*r-35/2*c*g^2*p*r+3*p^4-2*c^2*g^2+53*p^2*c^2-60*a^2*c*q*p+3/2*c*g^3*p*r+8*r^2*q*c^2*p-27*b*g*a*r-45*q*c*a^2*r+12*q*c^2*a^2*r+18*r^2*a^2*c*b-84*c*g*a^2*r-45/2*c*g^2*a*r+38*r^2*a^2*c*g-11*b*g*c^2*r+3*b*g*p^3*r+2*q*p^3*g*r+57/2*r^2*p^2*c^2+25/2*r^2*p^3*c+q*p^4*r+76*r^2*a^2*c*p+12*r^2*a^2*c*q+13/2*b*g*r^2*a-242*p*a*c^2*r-28*p^2*a^2*g-20*b*p*c^2*g+8*p*a^4*r-9/2*b*g*p^2*r+29*p*a^2*q-93/2*p^3*c*r-29/2*p*a*r*g^2-15*b*g*p*a-2*a^2*p*g^2+4*b*g*c^3*r-2*b*g^2*a*c-14*p*a^2*b-12*b*a^3*r-8*q*p^2*g*r-3*p^4*b-4*q*p^4+62*p*a*c^3*r-46*p^2*c*b*a-11*p^3*a*b-32*c^4*a-32*a*c*g*q*p+12*r^2*p*a^2*b+78*p*a^2*c^2*r+28*r^2*p*a^2*g-8*a^4*c-9/2*q*p^3*r-146*p^2*a^2*c+12*a^3*r*p*g-24*b*p*a*c*g-2*b*g^2*c^2-11*b*p^2*a-5*a*c*g^2-40*b*a*c^2*r-208*p*a^2*c*r+15*p^3*a*r*g-36*a*c^3*g+42*a^2*c*q+4*a^2*c*b+3/2*b*g^2*p^2*r-31*p^2*a^2*q-60*q*c^2*p*a-12*p^2*a^2*b+b*g^2*c^2*r-99/2*p^2*a*r*g-68*a^3*c*p-28*p^3*g*a+a*q*g^2*r^2-8*a^3*c*b-16*a^3*c*q-2*c^2*g*b+7*q*p^2*g*a*r-3/2*b*g^2*p*r-2*b*g^2*c*r+25/2*r^2*c*g^2*a+r^2*c*g^3-6*p^2*g*b+76*c^3*a+24*p^2*a^2*r*g-4*c^4*q-99*p^2*c^2*r+15/2*p^4*c*r+9*p^2*a*r*g^2+3*r^2*p^2*g*b+42*p*a^3*c*r-5*b*p^2*c+21*r^2*p^2*g*a+2*r^2*p^2*g*q-56*p*a^2*r*g-2*b*g^2*c+22*r^2*p^2*g*c-96*c^2*g*a*r-31*p^2*c^2*q-67*p^2*c^2*g-19*p^3*c*q-8*c^5+6*p*b*a^3*r+3/2*p*b*a*r*g^2-20*q*c^3*p+6*p*b*g*a^2*r+8*q*c*a^3*r+3/2*r^2*c*g^2*b+29*p^2*c^3*r-12*c^4*g+14*a^3*q-3*b*g^2*a*r-32*p^2*a^3+12*r^2*b*c^2*p-24*b*p*c^2*r-12*b*g*a^2*r-79*c^2*g*p*r+12*b*a*c^3*r-g^3*c^2+17*p^2*c*g-15*p*c^2*g^2+16*a*c^4*r+126*a*c^2*p-4*p^3*g*b-p^2*g^2*b-24*a*c^3*b+4*a^4+7*q*p^2*g*c*r-16*q*c^3*a-4*p^5+q*g^2*p+14*b*p*c^3*r+6*q*g*p^2-140*p*c^3*a-111*p^3*a*c-10*c*g^2*p-19*p^3*a*q-c*g^3*p-2*p^2*g^2*q-39*p^3*g*c-34*b*c^2*p^2-13*p^2*g^2*c-6*p^3*g*q-24*a^2*c^2*q-156*a^2*c^2*p-36*a^2*c^2*g-36*a^2*c*b*p-17*a*c*g^2*p-8*p^2*g*b*a-16*a*p*g^2-4*b*p*g^2+42*q*c^2*a+10*r^2*c^4-17*b*p^3*c-16*b*p^2*c*g-3*b*g^2*p*c+4*p^2*g*a-196*p^2*c^2*a+78*a^2*c*p+1/2*a^2*q*g^2*r+2*a^3*q*g*r+109/2*r^2*p^2*a*c+4*a^2*r^3*g)*dx+2*(1/2*(p+r-2)*(a+c+p+1)*(a+c+p+r-2)*(4*a^2+8*a*c+4*a*g+4*p*a+4*c^2+4*c*g+4*p*c+g^2+2*p*g+p^2+3*r-4)+(-3*p^2*a*g^2-26*q*c^2*p*r-6*a*c^2*g^2+80*a^2*c*g-26*q*a^2*p*r+22*q*c^2*g+143/2*q*c^2*p-8*c^2*g*b*a-114*a^2*c^2*r-81*p*c^3*r+131-2*r*q*g^2-4*c^4*b+99/2*p+28*c^3*q-15*a+191*c^3*p-55*q*c+56*c^3*g-12*a^4*r-26*c^4*r-41*p^2*c^3+71*p*a^3-22*q*g-15/2*p^4*r-242*p*c+43*a^3*r-109*c*g-4*r*g^3-67/2*q*p+30*b*c^2-15*r^2*q+78*a*c*g+16*q*p^3+23/2*c^2*g-167*p*a-172*r-34*b-17*r^2*b-55*q*a-3/2*q*a*p*g^2-1/2*b*a*p*g^2-117*b*a-26*b*p-83/2*b*g-67/2*p^2*c+163/2*r^2*c-117/2*g+26*b*c^3+191/2*p^2*r-12*b*a^2*c^2-29/2*q*c^2+279/2*c^2*r+7/2*p*c*g-308*a*c+94*r^2+133/2*a^2*g-g^3*c-24*p^2*a+139*a^2*r-6*p^2*g-19*a^2*c-30*p*g-1/2*g^2*q*a^2+71/2*r*g^2+91/2*b*r+49/2*p*g^2+32*r*g-83*a*c^2-253/2*c*r-34*b*c-88*a*r-104*p^2-39*g^2-2*p^3*g^2-4*p^4*g+81*c-21/2*q-2*a^3*g*q+143/2*r^2*p-52*q*c*p*a*r-157/2*p*c^2-19/2*p*a^2-136*a*g+173/2*r^2*a-145*a^2-11*p^4*a-r^2*g-163*c^2+222*a^2*c^2-21*p^3*a^2-24*a^2*c^3-19*q*c*a*r*g+32*q*r-100*p*r-5*q*p^2+35/2*p^2*b-18*q*p*a-q*p*g+76*p*b*a+34*p*b*g-29/2*q*a^2+55*b*a^2+105/2*a*g^2+41*c*g^2-29*q*c*a-18*q*c*p+109/2*q*c*r+2*q*c*g+211/2*b*r*a+97/2*b*r*c+40*b*r*p+30*b*r*g+85*b*c*a+42*b*c*p+85/2*b*c*g+109/2*q*r*a+73/2*q*r*p+27/2*q*r*g-30*b*a^2*c*r-14*b*c^3*r-22*b*p*a^2*r+2*a*q*g+109/2*a*b*g+23/2*g^3+27/2*b*g^2+9/2*q*g^2+215*p*c*r+85/2*p*a*g+181*p*a*r+557/2*a*c*r+102*c*r*g+261/2*a*r*g+44*p*r*g-88*p*c*a-7/2*p*g^3-45/2*r^3-37/2*b*p^2*a*r-p^3+15*a^3-49*c^3-19*a^3*r^2-8*p*a^2*q*g+22*a^2*q*g+4*a*g^2*q+3/2*r^4+125/2*r*a*c*g+135/2*r*p*c*g+12*r*q*p*a+13/2*r*q*p*g-39/2*r*p*b*a-7*r*p*b*g+23*r*q*c*a+12*r*q*c*p+4*r*q*c*g-19*r*b*c*a-37/2*r*b*c*p-11*r*b*c*g+4*r*a*q*g+50*r*p*a*g+475/2*r*p*c*a-38*r^2*a*c*g-61/2*r^2*p*c*g-3*r^2*q*p*a-2*r^2*q*p*g-4*r^2*p*b*a-2*r^2*p*b*g-6*r^2*q*c*a-3*r^2*q*c*p-2*r^2*q*c*g-6*r^2*b*c*a-2*r^2*b*c*p-2*r^2*b*c*g-2*r^2*a*q*g-59/2*r^2*p*a*g-84*r^2*p*c*a-18*q*c*r^2+3/2*r^3*q-19*b*g*a*c*r+3/2*r^3*b-45/2*r^3*c-28*p^2*r^2-27/2*p^4*c-67/2*c^2*r^2-53/2*a^2*r^2-15/2*r^2*g^2-27*b*r^2*a-19*b*r^2*c-17*b*r^2*p-5*b*r^2*g-18*q*r^2*a-15*q*r^2*p-2*q*r^2*g-57*p*c*r^2-46*p*a*r^2-60*a*c*r^2-41/2*c*r^2*g-51/2*a*r^2*g-9*p*r^2*g-11*r*b*c^2+40*r*c^2*g+85*r*p^2*c+23/2*r*q*c^2+77*r*p^2*a+27*r*p^2*g+154*r*a^2*c+179*r*a*c^2-21*r^3*p-24*r^3*a-r^3*g+16*r*p^3+68*r*c^3+273/2*r*p*c^2+101*r*p*a^2-10*r*p^2*b+23/2*r*q*a^2-5*r*c*g^2+3/2*r^4*c+3/2*r^3*p^2-3/2*r^3*a^2+3/2*r^4*p+3/2*r^4*a-11/2*r^2*p^3-21*r^2*c^3-2*r^2*b*c^2-39/2*r^2*c^2*g-55/2*r^2*p^2*c-3*r^2*q*c^2-55/2*r^2*p^2*a-11*r^2*p^2*g-59*r^2*a^2*c-9/2*r^2*p*g^2-61*r^2*a*c^2-43*r^2*p*c^2-41*r^2*p*a^2-3*r^2*q*a^2-9/2*r^2*c*g^2+3/2*r^3*q*c+3/2*r^3*b*a+3/2*r^3*b*c+3/2*r^3*b*p+3/2*r^3*q*a+3/2*r^3*q*p+3/2*r^3*p*c-3/2*r^3*a*c-r^3*c*g-r^3*a*g-r^3*p*g-37/2*a^2*g*r^2-127*p*a*c*r*g-17/2*p^2*r*g^2+60*c^4+8*b*p^3-323/2*p^2*c*a*r-15*b*g*p*a*r-119/2*p^2*c*r*g-41/2*p^2*c*b*r-16*a^3*c^2-p*r*g^3-18*b*g*p*c*r-15/2*a*r*g^2-15*g*p^3*r-39/2*p^2*c*q*r+45/2*g*a^2*r+15/2*p^2*g^2-4*p*a^3*g+39*q*g*p*c+102*a^3*c-11*q*a^3*r-6*a*c^2*g*q+61/2*p^3*g+177/2*p^3*a-1/2*g^3*a*c-52*a*c^2*g*p-a*c*g^2*q+3/2*g^2*b*a-8*c^2*g*q*p+143*p*a*q*c-10*p*a^3*q-2*p*a^3*b-3*a^2*g^2*c+39*p*a*q*g-11*q*c^3*r+6*a^2*g*b-30*p*a*b*c^2+91/2*a^2*g*p-6*a^3*c*g-c*g^3*r+181*a*c*g*p-52*b*p*a*c*r+65*p*c*b*a+44*c*g*q*a-5*b*g^2*r+20*c*g*b*a-9/2*g^2*r^2*a-39*p^3*a*r-16*a^3*g*r-51*p*a^3*r-69/2*p^3*c^2+219/2*p^3*c-62*a^3*c*r-g^3*a*r-33/2*q*p*g*a*r-7*g^2*a^2*r-141/2*p^2*a^2*r-21/2*c^2*g^2*r-30*c^3*g*r-32*a^2*c*g*p-39/2*q*a*p^2*r-90*c^3*r*a-2*q*a*r*g^2-4*a^2*c*g*b-6*a^2*c*g*q-9/2*b*p^3*r+4*q*g^2*c-4*c^3*g*b+131*p^2*a^2-14*p*c^3*b+60*p^2*c*q+271/2*p*c^2*g-2*q*c*r*g^2-2*a^4*q+12*a^3*g-4*p*a^4-2*c^3*g*q-1/2*c^2*g^2*q-19/2*q*a^2*r*g-24*c^3*g*p+705/2*p^2*a*c+31/2*b*p*c*g+60*p^2*a*q+3/2*g^2*a^2-1/2*g^3*a-9*p^2*c*q*g-22*p*c^4+54*p*b*c^2-3/2*p*c*g^2*q+58*a*b*c^2-8*b*a^2*r-33*q*c^2*a*r+124*c^2*g*a-4*b*a^2*r^2-19/2*q*c^2*r*g-2*p*a^2*b*g-3*c^3*g^2-31*p^2*a*q*c-9*p^2*a*q*g-95/2*p^2*a*c*g-2*q*p*g^2*r-33/2*q*p*g*c*r-19*c*g^2*p*r+39/2*p^4+11*c^2*g^2+443/2*p^2*c^2-30*a^2*c*q*p-14*b*g*a*r-33*q*c*a^2*r-62*c*g*a^2*r-35/2*c*g^2*a*r-11*b*g*c^2*r-2*b*g*r^2*a-213*p*a*c^2*r-14*p^2*a^2*g-10*b*p*c^2*g-7*b*g*p^2*r+143/2*p*a^2*q-87/2*p^3*c*r-31/2*p*a*r*g^2+3/2*b*g*p*a-a^2*p*g^2-b*g^2*a*c+11*p*a^2*b-8*b*a^3*r-7*q*p^2*g*r-3/2*p^4*b-2*q*p^4-23*p^2*c*b*a-11/2*p^3*a*b-16*c^4*a-16*a*c*g*q*p-4*a^4*c-9/2*q*p^3*r-73*p^2*a^2*c-12*b*p*a*c*g-b*g^2*c^2+37/2*b*p^2*a+25/2*a*c*g^2-36*b*a*c^2*r-183*p*a^2*c*r-18*a*c^3*g+84*a^2*c*q+38*a^2*c*b-31/2*p^2*a^2*q-30*q*c^2*p*a-6*p^2*a^2*b-103/2*p^2*a*r*g-34*a^3*c*p-14*p^3*g*a-4*a^3*c*b-8*a^3*c*q+14*c^2*g*b-2*b*g^2*p*r-2*b*g^2*c*r+9/2*p^2*g*b+194*c^3*a-2*c^4*q-91*p^2*c^2*r+73/2*b*p^2*c-105/2*p*a^2*r*g+1/2*b*g^2*c-76*c^2*g*a*r-31/2*p^2*c^2*q-67/2*p^2*c^2*g-19/2*p^3*c*q-4*c^5-10*q*c^3*p-6*c^4*g+28*a^3*q+6*a^3*b-2*b*g^2*a*r-16*p^2*a^3-30*b*p*c^2*r-8*b*g*a^2*r-149/2*c^2*g*p*r-1/2*g^3*c^2+227/2*p^2*c*g-15/2*p*c^2*g^2+453*a*c^2*p-2*p^3*g*b-1/2*p^2*g^2*b-12*a*c^3*b+14*a^4-8*q*c^3*a-2*p^5+7/2*q*g^2*p+18*q*g*p^2-70*p*c^3*a-111/2*p^3*a*c+13*c*g^2*p-19/2*p^3*a*q-1/2*c*g^3*p-p^2*g^2*q-39/2*p^3*g*c-17*b*c^2*p^2-13/2*p^2*g^2*c-3*p^3*g*q-12*a^2*c^2*q-78*a^2*c^2*p-18*a^2*c^2*g-18*a^2*c*b*p-17/2*a*c*g^2*p-4*p^2*g*b*a-2*a*p*g^2-2*b*p*g^2+84*q*c^2*a-17/2*b*p^3*c-8*b*p^2*c*g-3/2*b*g^2*p*c+77*p^2*g*a-98*p^2*c^2*a+333*a^2*c*p)*x+(-p^2*a*g^2+136*q*c^2*p*r-27*q^2*p^2+7/2*p^2*g*q*b+5*a*c^2*g^2+36*a^2*c*g+91*q*a^2*p*r-1/2*g^4*c-95*q*c^2*g-837/2*q*c^2*p-14*q^2*c*g+2*q*a^3*b+6*p*a*q^2*g+14*c^2*g*b*a+236*a^2*c^2*r+225*p*c^3*r-471+61/2*r*q*g^2+20*c^4*b-531/2*p-180*c^3*q+189*a-619*c^3*p+337*q*c-148*c^3*g+1/2*q^2*g^2*p+12*a^4*r-56*b^2*g+80*c^4*r-16*b^2*p+92*p^2*c^3-45*p*a^3-1/2*g^4*r+14*q*g-124*b^2*a+33/2*p^4*r+808*p*c-2*g^3*r^2-5*a^3*r+6*q*b*p*r*g+6*q*b*c*r*g+325*c*g+10*q*b+61/2*r*g^3+207*q*p+4*b^2*c^3-20*b^2*c-126*b*c^2+93/2*r^2*q+11*b^2*r-657*a*c*g-153/2*q*p^3-333/2*c^2*g+390*p*a-4*q^2*a+13/2*q^2*p-9/2*q^2*r+548*r+214*b-17*q^2*g+76*r^2*b+97*q*a+q*a*p*g^2-6*b*a*p*g^2+497*b*a+205*b*p+271/2*b*g+257*p^2*c-259*r^2*c+647/2*g-140*b*c^3-215*p^2*r+73/2*q^2+28*b*a^2*c^2+147/2*q*c^2-4*q^2*c-817/2*c^2*r-54*p*c*g+870*a*c-266*r^2-3/2*b*g^3*p-905/2*a^2*g+61/2*g^3*c+162*p^2*a-446*a^2*r+b^2*p^3+8*g^3*q+55/2*p^2*g-263*a^2*c+167/2*p*g+1/2*g^2*q*a^2-150*r*g^2-421/2*b*r-122*p*g^2-221*r*g+105*a*c^2+933/2*c*r+21*q*b*p*a*r+248*b*c+119*a*r+309*p^2+273/2*g^2+5/2*p^3*g^2+6*p^4*g-287*c+135/2*q-12*b^2+2*a^3*g*q-242*r^2*p+227*q*c*p*a*r+785/2*p*c^2+5*q^2*c*r*g-111/2*p*a^2+5*q^2*p*r*g+499*a*g-209*r^2*a+465*a^2+15*p^4*a+34*r^2*g+593*c^2+33/2*q^2*p*a*r-400*a^2*c^2+27*q*b*p*c*r+24*p^3*a^2+60*a^2*c^3+70*q*c*a*r*g-167/2*q*r+428*p*r+33/2*q^2*p*c*r+57*q*p^2-58*p^2*b+149*q*p*a+10*q*p*g-306*p*b*a-313/2*p*b*g-31/2*q*a^2-361*b*a^2-308*a*g^2-257*c*g^2+58*q*c*a-51*q*c*b+297/2*q*c*p-467/2*q*c*r-97*q*c*g-155*q*b*a-51/2*q*b*p+27/2*q*b*r-165/2*q*b*g-1043/2*b*r*a-515/2*b*r*c-221*b*r*p-150*b*r*g-531*b*c*a-153*b*c*p-585/2*b*c*g-157*q*r*a-160*q*r*p-34*q*r*g+74*b*a^2*c*r+60*b*c^3*r+46*b*p*a^2*r-303/2*a*q*g-853/2*a*b*g-129/2*g^3-120*b*g^2-143/2*q*g^2+4*q*b*a*r*g-556*p*c*r-274*p*a*g-362*p*a*r-1559/2*a*c*r-697/2*c*r*g-1059/2*a*r*g-249/2*p*r*g+339*p*c*a+45/2*p*g^3+129/2*r^3+5*q^2*a*r*g+55*b*p^2*a*r+51*p^3-189*a^3+179*c^3+32*a^3*r^2-g^2*b^2*p+12*p*a^2*q*g-g^2*b^2*c+8*p*a^2*q*b-3/2*a^2*q*g-2*a*g*b^2*c+18*q*b*c^2*r-3*a*g*b^2*p+26*a*g^2*q-6*r^4+104*r*a*c*g-327/2*r*p*c*g-141*r*q*p*a-61/2*r*q*p*g+161/2*r*p*b*a+52*r*p*b*g-263/2*r*q*c*a+63/2*r*q*c*b-303/2*r*q*c*p+21/2*r*q*c*g+153/2*r*q*b*a+45/2*r*q*b*p+63/2*r*q*b*g+164*r*b*c*a+17/2*r*b*c*p+113*r*b*c*g+85/2*r*a*q*g-16*r*p*a*g-1417/2*r*p*c*a+137/2*r^2*a*c*g+76*r^2*p*c*g+63/2*r^2*q*p*a+11*r^2*q*p*g+35/2*r^2*p*b*a+11/2*r^2*p*b*g+81/2*r^2*q*c*a-9/2*r^2*q*c*b+30*r^2*q*c*p+19/2*r^2*q*c*g-15/2*r^2*q*b*a-9/2*r^2*q*b*p-3/2*r^2*q*b*g+20*r^2*b*c*a+35/2*r^2*b*c*p+5/2*r^2*b*c*g+13/2*r^2*a*q*g+57*r^2*p*a*g+443/2*r^2*p*c*a+135/2*q*c*r^2-15/2*r^3*q-2*b^2*r^2-3/2*q^2*r^2+35*b*g*a*c*r-9*r^3*b+66*r^3*c+85/2*p^2*r^2+45/2*p^4*c+72*c^2*r^2+89*a^2*r^2+81/2*r^2*g^2-9/2*q*b*r^2+158*b*r^2*a+89*b*r^2*c+161/2*b*r^2*p+40*b*r^2*g+66*q*r^2*a+111/2*q*r^2*p+19/2*q*r^2*g+201/2*p*c*r^2+65*p*a*r^2+157*a*c*r^2+161/2*c*r^2*g+131*a*r^2*g+26*p*r^2*g+13*r*b^2*p+15*r*b^2*c+13*r*b*c^2-95/2*r*c^2*g+6*r*q^2*a+3/2*r*q^2*p+5*r*q^2*g-364*r*p^2*c-89*r*q*c^2+6*r*q^2*c-527/2*r*p^2*a-161/2*r*p^2*g-202*r*a^2*c+38*r*p*g^2-444*r*a*c^2+63*r^3*p+69*r^3*a+3/2*r^3*g-157/2*r*p^3-247*r*c^3-1073/2*r*p*c^2-190*r*p*a^2-54*r*q*p^2+15/2*r*p^2*b-85/2*r*q*a^2+99*r*c*g^2-6*r^4*c-3/2*r^3*p^2+3/2*r^3*c^2+9/2*r^3*a^2-3/2*r^3*g^2-6*r^4*p-6*r^4*a+37/2*r^2*p^3+65*r^2*c^3-2*r^2*b^2*p-2*r^2*b^2*c+13*r^2*b*c^2+93/2*r^2*c^2*g-3/2*r^2*q^2*a-3/2*r^2*q^2*p+88*r^2*p^2*c+21*r^2*q*c^2-3/2*r^2*q^2*c+149/2*r^2*p^2*a+28*r^2*p^2*g+125*r^2*a^2*c+13/2*r^2*p*g^2+158*r^2*a*c^2+269/2*r^2*p*c^2+88*r^2*p*a^2+9*r^2*q*p^2+9/2*r^2*p^2*b+39/2*r^2*q*a^2+3*r^2*c*g^2-15/2*r^3*q*c-12*r^3*b*a-9*r^3*b*c-9*r^3*b*p-3/2*r^3*b*g-15/2*r^3*q*a-15/2*r^3*q*p-3/2*r^2*q*g^2+6*r^3*p*a+6*r^3*a*c+3/2*r^3*c*g-3/2*r^3*a*g+3*r^3*p*g-2*a^2*b^2*p+25*a^2*g*r^2+9*q*b*p^2*r+228*p*a*c*r*g-q*b*r*g^2+13*p^2*r*g^2-214*c^4-89/2*b*p^3+335*p^2*c*a*r+25*b*g*p*a*r+129*p^2*c*r*g+84*p^2*c*b*r+16*b^2*a^2+28*a^3*c^2-p*r*g^3+52*b*g*p*c*r+243/2*a*r*g^2+30*g*p^3*r-b^2*p*c*g+195/2*p^2*c*q*r+237/2*g*a^2*r-3*p^2*g^2-4*p*a^3*g-172*q*g*p*c+6*q*g*b*c^2-165/2*p*c*q*b+24*q*p*b*c^2-84*a^3*c+9/2*c*g*q*b+31*q*a^3*r+34*a*c^2*g*q-143/2*p^3*g+30*q*b*a*c*r-393/2*p^3*a-2*g^3*a*c+1/2*g^2*q^2*a+90*a*c^2*g*p+9/2*a*c*g^2*q+89/2*g^2*b*a+40*c^2*g*q*p-1263/2*p*a*q*c+16*p*a^3*q-2*p*a^3*b-a^2*g^2*c-185/2*p*a*q*g+61*q*c^3*r+58*a^2*g*b+23*q^2*a*p*c+88*p*a*b*c^2+2*p*a*b^2*c+93/2*a^2*g*p+3*a^2*g*q^2-61/2*p*a*q*b+6*q^2*p*c*g+4*a^3*c*g+6*q^2*a*c*g-2*c*g^3*r-245*a*c*g*p+164*b*p*a*c*r-52*q*c*b*a+4*q^2*c^3+33/2*q*g*b*a-215*p*c*b*a-193/2*c*g*q*a+56*b*g^2*r+111*c*g*b*a+1/2*g^2*r^2*a-7/2*b*g^2*r^2-3/2*b*g^3*r+9/2*p^3*b*q+1/2*b*a*q*g^2-q*g^3*r+32*p*b*a*q*c+75*p^3*a*r+4*p*b*a*q*g+16*a^3*g*r+63*p*a^3*r+131/2*p^3*c^2-298*p^3*c+1/2*c*g^2*q*b+7/2*g^4+22*b*c^2*q*a+96*a^3*c*r-g^3*a*r+113/2*q*p*g*a*r+5*g^2*a^2*r+225/2*p^2*a^2*r+18*c^2*g^2*r+80*c^3*g*r+26*a^2*c*g*p+165/2*q*a*p^2*r+232*c^3*r*a+3*q*a*r*g^2+20*a^2*c*g*q+18*b*p^3*r-14*q^2*g*p+27/2*q*g^2*c+5*b^2*p^2*c+10*q*c^3*b-63*q^2*c*p+14*c^3*g*b-219*p^2*a^2+58*p*c^3*b+8*p*c^2*b^2-316*p^2*c*q-715/2*p*c^2*g+5*q*c*r*g^2+2*a^4*q+38*a^3*g+16*c^3*g*q+4*c^2*g^2*q+21/2*q^2*c^2*r+51/2*q*a^2*r*g+5/2*b*p*q*g+6*q^2*p^2*r+60*c^3*g*p-833*p^2*a*c-45/2*b*p*c*g-246*p^2*a*q+95/2*g^2*a^2+22*g^3*a+67/2*p^2*c*q*g+21/2*q^2*p^2*c+37/2*p^2*c*q*b+62*p*c^4+2*b^2*a*c*r-8*p*b^2*c-300*p*b*c^2+29*a*b^2*p-4*b^2*c^2+42*a*b^2*c+11/2*p*c*g^2*q-156*a*b*c^2+114*b*a^2*r+153*q*c^2*a*r-63*q^2*a*p-150*c^2*g*a+2*b^2*p*a*r-73/2*q^2*a^2+10*b*a^2*r^2+89/2*q*c^2*r*g-7*p*a^2*b*g-b^2*c*r*g-73*q^2*c*a+7*b^2*g^2+6*c^3*g^2+199/2*p^2*a*q*c+43/2*p^2*a*q*g+67*p^2*a*c*g+6*q*p*g^2*r+23/2*p^2*a*q*b+147/2*q*p*g*c*r+31*c*g^2*p*r-99/2*p^4+1/2*c*g^2*q^2+53/2*c^2*g^2-654*p^2*c^2+86*a^2*c*q*p+1/2*q^2*g^2+14*a^2*c*q*b+349/2*b*g*a*r+123*q*c*a^2*r-73/2*q^2*c^2+94*c*g*a^2*r+19*c*g^2*a*r+32*b*g*c^2*r+4*b^2*c^2*a-3*b*g*r^2*a-b^2*a*r*g-3*b^2*p^2+487*p*a*c^2*r+8*p^2*a^2*g+6*b^2*p*c*r+29*b*p*c^2*g+21/2*p^2*a*q^2+23/2*p*a^2*q^2+21/2*q^2*a^2*r-3*a*g^3*p+39/2*b*g*p^2*r+49/2*b^2*r*g-213*p*a^2*q+4*b^2*c^2*r+60*b^2*a*r+102*p^3*c*r+13*p*a*r*g^2+83*b*g*p*a-6*a^2*p*g^2-4*b*g^2*a*c+26*p*a^2*b+2*b^2*p^2*r+14*b*a^3*r-3/2*b^2*r^2*g-5*b^2*r^2*a-b^2*r*g^2+29*q*p^2*g*r+9/2*p^4*b+6*q*p^4+12*q*b*a^2*r+60*p^2*c*b*a+27/2*p^3*a*b+52*c^4*a+8*a*c*g*q*b+52*a*c*g*q*p+4*a^4*c+45/2*q*p^3*r-14*a*q^2*g+9*p*c*g*q*b+97*p^2*a^2*c-3/2*c*g^3*b+10*b*p*a*c*g-b*g^2*c^2-76*b*p^2*a+2*q*a^2*b*g+22*b^2*g*a+100*a*c*g^2+120*b*a*c^2*r+325*p*a^2*c*r+12*q^2*c^2*a-1/2*g^4*p+44*a*c^3*g+12*a^2*c*q^2-266*a^2*c*q+6*a^2*c*b+69/2*p^2*a^2*q+124*q*c^2*p*a+8*p^2*a^2*b+83*p^2*a*r*g+34*a^3*c*p+17*p^3*g*a+4*a^3*c*b+22*a^3*c*q-p^2*g^3-51*q*c^2*b+1/2*b*g^2*p*r-2*b*g^2*c*r-15*p^2*g*b-524*c^3*a+16*c^4*q+461/2*p^2*c^2*r-204*b*p^2*c+21/2*g^3*b-31*b*p^2*q+123/2*p*a^2*r*g+56*b*g^2*c+17/2*b*g^2*q+158*c^2*g*a*r+65*p^2*c^2*q+68*p^2*c^2*g+33*p^3*c*q+16*c^5+54*q*c^3*p+3*q^2*c^2*g+23/2*q^2*c^2*p+20*c^4*g-43*a^3*q+22*a^3*b+4*a^3*q^2-b*g^2*a*r+12*p^2*a^3+126*b*p*c^2*r+11*b*g*a^2*r+357/2*c^2*g*p*r-g^3*c^2-567/2*p^2*c*g+23/2*p*c^2*g^2-1147*a*c^2*p+5*p^3*g*b-p^2*g^2*b+44*a*c^3*b+6*a^4+50*q*c^3*a+3*p^5-1/2*b^2*p^2*g+4*q*g^2*p+2*b^2*a^2*r-1/2*q*g^3*p-153/2*q*g*p^2+158*p*c^3*a+171/2*p^3*a*c+21*c*g^2*p+51/2*p^3*a*q-5/2*c*g^3*p+5/2*p^2*g^2*q+67/2*p^3*g*c+61*b*c^2*p^2+9*p^2*g^2*c+9*p^3*g*q+54*a^2*c^2*q+130*a^2*c^2*p+28*a^2*c^2*g+28*a^2*c*b*p-1/2*a*c*g^2*p+3*q^2*p^3+3*q^2*p^2*g+5/2*p^2*g*b*a+159/2*a*p*g^2+33/2*g*b^2*p+36*b*p*g^2+25*g*b^2*c-403*q*c^2*a+55/2*b*p^3*c+21*b*p^2*c*g-3*b*g^2*p*c-115*p^2*g*a+177*p^2*c^2*a-573*a^2*c*p+21*q^2*a*c*r-q*a^2*b)*x^2+(7*p^2*a*g^2-216*q*c^2*p*r+141/2*q^2*p^2-5*p^2*g*q*b+22*a*c^2*g^2-395*a^2*c*g-68*q*a^2*p*r+3/2*g^4*c+2*q*b^2*a^2+3*g^3*a*q+19*q^2*c*b+86*q*c^2*g+693*q*c^2*p+27/2*q^2*c*g-13/2*q^2*p*b*a-5/2*q^3*a^2+4*q*a^3*b-7*p*a*q^2*g+30*c^2*g*b*a-108*a^2*c^2*r-242*p*c^3*r+599-163/2*r*q*g^2-28*c^4*b+819/2*p+320*c^3*q-353*a+736*c^3*p-1143/2*q*c+110*c^3*g+4*a^4*r+277/2*b^2*g-92*c^4*r+47*b^2*p-85*p^2*c^3-67*p*a^3+2*g^4*r+163/2*q*g+311*b^2*a-29/2*p^4*r-1981/2*p*c+15/2*g^3*r^2-149*a^3*r-7/2*q*b*p*r*g+17/2*q*b*c*r*g-653/2*c*g-67/2*q*b-125/2*r*g^3-348*q*p-8*b^2*c^3+60*b^2*c+165*b*c^2-9*r^2*q-19*b^2*r+2395/2*a*c*g+105*q*p^3+314*c^2*g-324*p*a-101/2*q^2*a-35/2*q^2*p+99/2*q^2*r-653*r-363*b+22*q^2*g-81*r^2*b+54*q*a+17/2*q*a*p*g^2+31/2*b*a*p*g^2-595*b*a-775/2*b*p-99*b*g-420*p^2*c+325*r^2*c+26*q^2*b-1025/2*g+222*b*c^3+165*p^2*r-94*q^2+8*b*a^2*c^2-107*q*c^2+71/2*q^2*c+451*c^2*r+101*p*c*g+7*q*b^2-828*a*c+271*r^2+7/2*b*g^3*p+1527/2*a^2*g-77*g^3*c-222*p^2*a+573*a^2*r-2*b^2*p^3-28*g^3*q-35*p^2*g+668*a^2*c-105*p*g+13/2*g^2*q*a^2+208*r*g^2+284*b*r+363/2*p*g^2+795/2*r*g+35*a*c^2-639*c*r-33*q*b*p*a*r-448*b*c+73*a*r-329*p^2-155*g^2-p^3*g^2-4*p^4*g+346*c-229/2*q+34*b^2+6*a^3*g*q+587/2*r^2*p-271*q*c*p*a*r-598*p*c^2-8*q^2*c*r*g+371/2*p*a^2-11*q^2*p*r*g-627*a*g+118*r^2*a-561*a^2-9*p^4*a-177/2*r^2*g-791*c^2-42*q^2*p*a*r+92*a^2*c^2-77*q*b*p*c*r-11*p^3*a^2-32*a^2*c^3-39/2*q*c*a*r*g+39*q*r-1219/2*p*r-105/2*q^2*p*c*r-9/2*q^2*b*r*p-245/2*q*p^2+45*p^2*b-563/2*q*p*a-19*q*p*g+759/2*p*b*a+451/2*p*b*g+253/2*q*a^2+664*b*a^2+1017/2*a*g^2+433*c*g^2-9/2*q^2*b*r*c-207/2*q*c*a+14*q^3+287/2*q*c*b-587/2*q*c*p+713/2*q*c*r+379/2*q*c*g+561/2*q*b*a+62*q*b*p+19*q*b*r+321/2*q*b*g+683*b*r*a+405*b*r*c+681/2*b*r*p+190*b*r*g+896*b*c*a+309/2*b*c*p+1041/2*b*c*g+51/2*q*r*a+210*q*r*p-8*q*r*g+20*b*a^2*c*r-82*b*c^3*r+6*b*p*a^2*r+693/2*a*q*g+832*a*b*g+215/2*g^3+483/2*b*g^2+143*q*g^2+53/2*q*b*a*r*g+23/2*q^3*a+519*p*c*r+909/2*p*a*g+453/2*p*a*r+739*a*c*r+407*c*r*g+737*a*r*g+131*p*r*g-797/2*p*c*a-81/2*p*g^3-55*r^3-2*q^2*a*r*g+3/2*q^2*a*r*b-85/2*b*p^2*a*r-91*p^3+353*a^3-244*c^3+3*a^3*r^2+7/2*g^2*b^2*p+6*p*a^2*q*g+6*g^2*b^2*c-140*a^2*q*g+18*a*g*b^2*c-50*q*b*c^2*r+11*a*g*b^2*p-116*a*g^2*q+5*r^4-545*r*a*c*g+245/2*r*p*c*g+549/2*r*q*p*a+48*r*q*p*g-259/2*r*p*b*a-105*r*p*b*g+222*r*q*c*a-31*r*q*c*b+749/2*r*q*c*p-54*r*q*c*g-155*r*q*b*a-8*r*q*b*p-175/2*r*q*b*g-391*r*b*c*a+183/2*r*b*c*p-541/2*r*b*c*g-347/2*r*a*q*g-165*r*p*a*g+1397/2*r*p*c*a+21*r^2*a*c*g-117/2*r^2*p*c*g-117/2*r^2*q*p*a-15*r^2*q*p*g-15/2*r^2*p*b*a+9/2*r^2*p*b*g-63*r^2*q*c*a-153/2*r^2*q*c*p-6*r^2*q*c*g+18*r^2*q*b*a+9*r^2*q*b*g+15*r^2*b*c*a-81/2*r^2*b*c*p+45/2*r^2*b*c*g+12*r^2*a*q*g-21/2*r^2*p*a*g-387/2*r^2*p*c*a-117/2*q*c*r^2+3*r^3*q+3*b^2*r^2-9/2*q^2*r^2+75*b*g*a*c*r+9*r^3*b-65*r^3*c-33/2*p^4*c-27*c^2*r^2-150*a^2*r^2-72*r^2*g^2-228*b*r^2*a-108*b*r^2*c-189/2*b*r^2*p-72*b*r^2*g-45/2*q*r^2*a-36*q*r^2*p-6*q*r^2*g-9*p*c*r^2-9/2*p*a*r^2-144*a*c*r^2-114*c*r^2*g-231*a*r^2*g-27*p*r^2*g-24*r*b^2*p-29*r*b^2*c+39*r*b*c^2-101/2*r*c^2*g+33*r*q^2*a+30*r*q^2*p-8*r*q^2*g+502*r*p^2*c-9/2*r*q^2*b+431/2*r*q*c^2+33/2*r*q^2*c-r*q*b^2+279*r*p^2*a+81*r*p^2*g-164*r*a^2*c-185/2*r*p*g^2+338*r*a*c^2-60*r^3*p-50*r^3*a+4*r^3*g-5/2*r*q^3+107*r*p^3+345*r*c^3+1497/2*r*p*c^2+30*r*p*a^2+279/2*r*q*p^2+34*r*p^2*b-37/2*r*q*a^2-473/2*r*c*g^2+5*r^4*c-5*r^3*p^2-10*r^3*c^2+5*r^3*a^2+6*r^3*g^2+5*r^4*p+5*r^4*a-45/2*r^2*p^3-81*r^2*c^3+3*r^2*b^2*p+3*r^2*b^2*c-27*r^2*b*c^2-51/2*r^2*c^2*g-9/2*r^2*q^2*a-9/2*r^2*q^2*p-108*r^2*p^2*c-99/2*r^2*q*c^2-9/2*r^2*q^2*c-135/2*r^2*p^2*a-24*r^2*p^2*g-42*r^2*a^2*c+6*r^2*p*g^2-126*r^2*a*c^2-333/2*r^2*p*c^2-42*r^2*p*a^2-27*r^2*q*p^2-27/2*r^2*p^2*b-27/2*r^2*q*a^2+45/2*r^2*c*g^2+3*r^3*q*c+21*r^3*b*a+9*r^3*b*c+9*r^3*b*p+6*r^3*b*g+3*r^3*q*a+3*r^3*q*p+9*r^2*q*g^2-15*r^3*p*c-12*r^3*p*a-5*r^3*a*c+4*r^3*c*g+16*r^3*a*g-2*r^3*p*g+8*a^2*b^2*p+57/2*a^2*g*r^2-27*q*b*p^2*r-157/2*p*a*c*r*g+12*q*b*r*g^2-5/2*p^2*r*g^2+12*a^2*b^2*c+274*c^4+65*b*p^3-515/2*p^2*c*a*r+65/2*b*g*p*a*r-102*p^2*c*r*g-217/2*p^2*c*b*r-74*b^2*a^2+8*p*r*g^3-45/2*b*g*p*c*r-555/2*a*r*g^2-23*g*p^3*r+8*b^2*p*c*g+2*b^2*p*q*g-6*q*c*b^2*p-291/2*p^2*c*q*r-759/2*g*a^2*r-29/2*p^2*g^2+12*p*a^3*g+217*q*g*p*c-5*q*g*b*c^2+3*q*g*b^2*c+481/2*p*c*q*b-60*q*p*b*c^2-134*a^3*c-83*c*g*q*b-5*q*a^3*r-20*a*c^2*g*q+127/2*p^3*g-32*q*b*a*c*r+323/2*p^3*a+17/2*g^3*a*c+3/2*g^2*q^2*a-36*a*c^2*g*p+13*a*c*g^2*q-141*g^2*b*a-51*c^2*g*q*p+1581/2*p*a*q*c-2*p*a^3*q+10*p*a^3*b+17*a^2*g^2*c+15*p*a*q*g-102*q*c^3*r-203*a^2*g*b-97/2*q^2*a*p*c-68*p*a*b*c^2+8*p*a*b^2*c-411/2*a^2*g*p+105/2*p*a*q*b-5/2*q^3*c^2-29/2*q^2*p*c*g+14*a^3*c*g-17/2*q^2*a*c*g+16*c*g^3*r-113/2*a*c*g*p-116*b*p*a*c*r+2*b^2*p*q*a+8*q*c*b*a-15*q^2*c^3-158*q*g*b*a+138*p*c*b*a+12*q^3*p-q^3*g+23/2*q^3*c-102*c*g*q*a-279/2*b*g^2*r-479*c*g*b*a+57/2*g^2*r^2*a+33/2*b*g^2*r^2+7*b*g^3*r-9*p^3*b*q+13/2*b*a*q*g^2+6*q*g^3*r-48*p*b*a*q*c-55*p^3*a*r+8*p*b*a*q*g+16*a^3*g*r-5*p*a^3*r-107/2*p^3*c^2+4*c*g^3*q+603/2*p^3*c+1/2*g^4*q+2*b^2*c*q*a+15/2*c*g^2*q*b-9*g^4-34*b*c^2*q*a-6*a^3*c*r+11*g^3*a*r-63/2*q*p*g*a*r+21*g^2*a^2*r-111/2*p^2*a^2*r+17*c^2*g^2*r-60*c^3*g*r+24*a^2*c*g*p-189/2*q*a*p^2*r-190*c^3*r*a+41/2*q*a*r*g^2+30*a^2*c*g*b+8*a^2*c*g*q-45/2*b*p^3*r+3/2*b*g^3*q+65/2*q^2*g*p-35/2*q^2*g*b-93*q*g^2*c-2*b^2*p^2*q-10*b^2*p^2*c-28*q*c^3*b-4*q*c^2*b^2+373/2*q^2*c*p-6*c^3*g*b+8*c^2*g*b^2+113*p^2*a^2-74*p*c^3*b-16*p*c^2*b^2+953/2*p^2*c*q+324*p*c^2*g+29/2*q*c*r*g^2+2*a^4*q+43/2*q^2*b*p-112*a^3*g+4*p*a^4-22*c^3*g*q+5/2*c^2*g^2*q-33*q^2*c^2*r+29/2*q*a^2*r*g-19*b*p*q*g+3*q*b^2*g*a-39/2*q^2*p^2*r-52*c^3*g*p+1443/2*p^2*a*c+2*p^2*a*b^2-q^3*a*g-95/2*b*p*c*g-5*q^3*a*c+291*p^2*a*q-9/2*q^3*p*c-9/2*q^3*a*p+3*q^2*r*g^2-239/2*g^2*a^2-q^3*p*g-109/2*g^3*a-38*p^2*c*q*g-51/2*q^2*p^2*c-41*p^2*c*q*b-66*p*c^4-q^2*b*c*g+26*b^2*a*c*r-23/2*q^2*b*p*c+31*p*b^2*c+468*p*b*c^2-80*a*b^2*p+18*b^2*c^2-158*a*b^2*c+1/2*p*c*g^2*q+14*a*b*c^2-324*b*a^2*r-184*q*c^2*a*r+141*q^2*a*p-187*c^2*g*a-2*q^3*p^2+11*b^2*p*a*r+83/2*q^2*a^2-b^2*q*r*p+24*b*a^2*r^2-46*q*c^2*r*g-q^3*c*g+22*p*a^2*b*g+18*b^2*c*r*g+156*q^2*c*a-63/2*b^2*g^2+3*c^3*g^2+8*b^2*p*r*g-100*p^2*a*q*c-14*p^2*a*q*g+2*b^3*p*a-61/2*p^2*a*c*g+5/2*q*p*g^2*r-17*p^2*a*q*b-86*q*p*g*c*r+11/2*c*g^2*p*r+93/2*p^4+1/2*c*g^2*q^2-263/2*c^2*g^2+1433/2*p^2*c^2-9*q^2*b*a-62*a^2*c*q*p-16*q^2*g^2-2*a^2*c*q*b-53*q*b^2*a-901/2*b*g*a*r-87*q*c*a^2*r+229/2*q^2*c^2+4*b^3*c*a-5/2*q^3*r*p+41*c*g*a^2*r+54*c*g^2*a*r-5/2*q^3*r*a+b*g*c^2*r+8*b^2*c^2*a+3*q^2*b*r*g+93/2*b*g*r^2*a+20*b^2*a*r*g+11*b^2*p^2-390*p*a*c^2*r+6*p^2*a^2*g-15*b^2*p*c*r-19*b*p*c^2*g-18*p^2*a*q^2-14*p*a^2*q^2-33/2*q^2*a^2*r+6*a*g^3*p-25/2*b*g*p^2*r-5/2*q^3*c*r-78*b^2*r*g+297/2*p*a^2*q-b*p*q^2*g-10*b^2*c^2*r+11*b^2*q*r*a-175*b^2*a*r-191/2*p^3*c*r+53/2*p*a*r*g^2-240*b*g*p*a+13*a^2*p*g^2+23*b*g^2*a*c-147*p*a^2*b-5*b^2*p^2*r-2*q^2*a^2*b+12*b*a^3*r+6*b^2*q*r*g+9*b^2*r^2*g+21*b^2*r^2*a+7*b^2*r*g^2-34*q*p^2*g*r-9/2*p^4*b-6*q*p^4+2*b^3*r*g+6*q*b*a^2*r-47*p^2*c*b*a-21/2*p^3*a*b-48*c^4*a+12*a*c*g*q*b-33*a*c*g*q*p+4*a^4*c-63/2*q*p^3*r-11*a*q^2*g-11*p*c*g*q*b-47*p^2*a^2*c+11/2*c*g^3*b+33*b*p*a*c*g+15*b*g^2*c^2+1/2*b*g^2*q^2-9/2*b*p^2*q^2+147/2*b*p^2*a+9*q*a^2*b*g-100*b^2*g*a-318*a*c*g^2-70*b*a*c^2*r-157*p*a^2*c*r-32*q^2*c^2*a+g^4*p-14*a*c^3*g-19*a^2*c*q^2+137*a^2*c*q-292*a^2*c*b-45/2*p^2*a^2*q-144*q*c^2*p*a+2*p^2*a^2*b-71/2*p^2*a*r*g+2*a^3*c*p-8*p^3*g*a+12*a^3*c*b-4*a^3*c*q-109*c^2*g*b+2*p^2*g^3+149*q*c^2*b+16*b*g^2*p*r+35*b*g^2*c*r+15/2*p^2*g*b+q*b^2*g^2+462*c^3*a-30*c^4*q-9*b^3*g-231*p^2*c^2*r-9*q^2*c*b*a+617/2*b*p^2*c-63/2*g^3*b+5*b^2*p*q+173/2*b*p^2*q+37/2*p*a^2*r*g-173*b*g^2*c-115/2*b*g^2*q+b^3*g*p-30*b^2*g*q-31*c^2*g*a*r+2*b^3*g*c-171/2*p^2*c^2*q-109/2*p^2*c^2*g-75/2*p^3*c*q-b^2*q*c*r-20*c^5-7*q^2*b*c^2-84*q*c^3*p-17/2*q^2*c^2*g-69/2*q^2*c^2*p-18*c^4*g-40*a^3*q-94*a^3*b-2*a^3*q^2+28*b*g^2*a*r-18*b^3*a-168*b*p*c^2*r+34*b*g*a^2*r+4*b^3*a*r-142*c^2*g*p*r+1/2*g^3*q^2+13/2*g^3*c^2+523/2*p^2*c*g+3/2*p*c^2*g^2+1028*a*c^2*p-4*p^3*g*b+4*p^2*g^2*b-32*a*c^3*b-38*a^4-68*q*c^3*a-2*p^5+2*b^2*p^2*g-67/2*q*g^2*p+12*b^2*a^2*r+5/2*q*g^3*p+97*q*g*p^2-130*p*c^3*a-113/2*p^3*a*c-103*c*g^2*p-45/2*p^3*a*q+15/2*c*g^3*p+3*q*b^2*c+9/2*q*b*p*g^2-p^2*g^2*q-49/2*p^3*g*c-71*b*c^2*p^2-2*p^2*g^2*c-9*p^3*g*q-44*a^2*c^2*q-66*a^2*c^2*p+18*a^2*c^2*g+10*a^2*c*b*p+53/2*a*c*g^2*p-6*q^2*p^3-6*q^2*p^2*g+8*p^2*g*b*a-167*a*p*g^2-93/2*g*b^2*p-173/2*b*p*g^2-92*g*b^2*c+497*q*c^2*a-59/2*b*p^3*c-16*b*p^2*c*g+16*b*g^2*p*c+35*p^2*g*a-130*p^2*c^2*a+239*a^2*c*p-99/2*q^2*a*c*r-93*q*a^2*b)*x^3-1/2*(2*a^2+2*b*a+3*a*g-p*a-q*a+b*g-2*c^2+c*g-3*p*c-q*c+g^2-p^2-q*p-4*c+g-3*p-q-2)*(-251+183*p+183*a-132*q*c+2*b^2*p-44*q*g-132*p*c-88*c*g-66*q*b-66*q*p+4*b^2*c+12*b*c^2+18*r^2*q+6*b^2*r+6*a*c*g+8*c^2*g-66*p*a+3*q^2*a+3*q^2*p+9*q^2*r+263*r+183*b+2*q^2*g+18*r^2*b-66*q*a-44*b*a-66*b*p-33*b*g+6*p^2*c+36*r^2*c+3*q^2*b+122*g+9*p^2*r-33*q^2+12*q*c^2+6*q^2*c+36*c^2*r+8*p*c*g+2*q*b^2-132*a*c-90*r^2+3*p^2*a+6*a^2*r+2*p^2*g+4*a^2*c-44*p*g+3*r*g^2-117*b*r+p*g^2-78*r*g+12*a*c^2-234*c*r-132*b*c-117*a*r-33*p^2-11*g^2+366*c+183*q-22*b^2+18*r^2*p+12*p*c^2+2*p*a^2-33*a*g+18*r^2*a-22*a^2+12*r^2*g-132*c^2-117*q*r-117*p*r+3*q*p^2+3*p^2*b+6*q*p*a+4*q*p*g+4*p*b*a+3*p*b*g+2*q*a^2+2*c*g^2+12*q*c*a+q^3+12*q*c*b+12*q*c*p+36*q*c*r+8*q*c*g+4*q*b*a+6*q*b*p+18*q*b*r+3*q*b*g+12*b*r*a+36*b*r*c+18*b*r*p+9*b*r*g+8*b*c*a+12*b*c*p+6*b*c*g+18*q*r*a+18*q*r*p+12*q*r*g+3*a*q*g+q*g^2+36*p*c*r+3*p*a*g+18*p*a*r+36*a*c*r+24*c*r*g+9*a*r*g+12*p*r*g+12*p*c*a+10*r^3+p^3+8*c^3)*x^4)*dx^2-456*p*a^2*c*r*g+15*q*b*r^2*p^2*c+36*r^2*c^3*g*b+148*r^2*a^2*c*b*p+38*b*p^3+11*r^2*q*a^2*g^2+8*r^2*c^2*g^3-53*b*g^2*c*r*p-148*a^3*g*c*r-50*b*g^2*a*c*r+68*r^2*c^2*g*q*a+15*q*b*r^2*p^2*a+8*p^2*c*a*r+64*r^2*a^2*c*q*g+104*r^2*a^2*c*q*p+36*q*b*r^2*a^2*c+6*q*b*r^2*p^2*g+28*p^2*a*r^3*g+8*p*c^2*r^4+24*q*b*a*c*r^2+24*r^3*c^3*g-187*b*g*p*a*r+36*q*b*r^2*a*c^2+3*q*b*r^2*p*g^2-32*r^2*c^3*g+10*b^2*c*r^2*g+6*b^2*p*r^2*g-187*p*a*c*r*g^2-64*p^2*c*r*g-7*a^2*g^3*r+20*a^4*g*r^2+8*a^3*b^2*r^2-16*a^4*b*r+8*b^2*r^2*c^2*g-120*b*a^3*c*r-98*p^2*c*b*r+11*q*b*c*r^2*g-28*b*a^3*q*r+5*q*b*p*r^2*g+60*r^2*b*c^3*p+16*b^2*a^2+16*b^2*r^2*a*c*g+12*q*b*r^2*c^2*g+112*a^3*c^2+5*r^2*c^2*g^2-25*p*r*g^3-197*b*g*p*c*r-56*b^2*c^2*r*a-48*b^2*c^2*r*p+69*a*r*g^2-6*g*p^3*r+32*r^2*c^4*g-28*b*g*q*r*a^2-148*b*g*a^2*c*r+24*q*b*r^2*a*c*g+36*p^2*c^2*r^3+2*x^2*(x-1)^2*(1/2*(a+c+p+1)*(6*a^2+12*a*c+5*a*g+9*p*a+3*a*r+6*c^2+5*c*g+9*p*c+3*c*r+g^2+4*p*g+2*r*g+3*p^2-2*r^2-12*a-12*c-7*g-3*p+14*r-18)+(29+75/2*p+24*a-1/2*q*c-2*q*g+18*p*c-7*c*g+q*p-3*b*c^2-5/2*a*c*g-9/2*c^2*g+29/2*p*a-15*r-3*b-1/2*q*a-20*b*a-9/2*b*p-17/2*b*g-27/2*p^2*c+5/2*r^2*c-5/2*g-5/2*p^2*r-9/2*q*c^2-5*c^2*r-15/2*p*c*g+6*a*c+5/2*r^2+2*a^2*g-9*p^2*a-5/2*a^2*r-3*p^2*g-9*a^2*c+3*p*g+r*g^2+3/2*b*r+1/2*p*g^2-r*g-18*a*c^2-20*c*r-6*b*c-35/2*a*r+11/2*p^2-15/2*g^2+49*c+4*q+5/2*r^2*p-39/2*p*c^2-6*p*a^2-35/2*a*g+5/2*r^2*a-5*a^2+11*c^2+1/2*q*r-35/2*p*r-3*q*p^2-3/2*p^2*b-15/2*q*p*a-2*q*p*g-3/2*p*b*a-9/2*q*a^2+2*a*g^2+c*g^2-9*q*c*a-15/2*q*c*p+1/2*q*c*r-2*q*c*g+7/2*b*r*a+3/2*b*r*c+3/2*b*r*p+b*r*g-3*b*c*a-9/2*b*c*p+1/2*q*r*a+1/2*q*r*p-2*a*q*g+a*b*g+1/2*g^3+1/2*b*g^2-15/2*p*c*r-2*p*a*g-7*p*a*r-15/2*a*c*r-c*r*g+a*r*g-2*p*r*g-51/2*p*c*a-3*p^3-9*c^3)*x-1/2*(-20+5*r+3*a+3*p+3*b+2*g+3*q+6*c)*(2*a^2+2*b*a+3*a*g-p*a-q*a+b*g-2*c^2+c*g-3*p*c-q*c+g^2-p^2-q*p-4*c+g-3*p-q-2)*x^2)*dx^4+2*x*(x-1)*(1/2*(a+c+p+1)*(38-11*p+8*a-33*p*c-23*c*g+8*a*c*g+4*c^2*g-33*p*a-44*r+12*p^2*c+r^2*c+9*g+3*p^2*r+10*c^2*r+11*p*c*g-52*a*c+14*r^2+4*a^2*g+12*p^2*a+10*a^2*r+5*p^2*g+12*a^2*c-16*p*g+2*r*g^2+2*p*g^2-6*r*g+12*a*c^2-4*c*r-4*a*r-9*p^2-5*g^2+8*c-r^2*p+14*p*c^2+14*p*a^2-23*a*g+r^2*a-26*a^2+r^2*g-26*c^2+10*p*r+a*g^2+c*g^2+12*p*c*r+11*p*a*g+12*p*a*r+20*a*c*r+9*c*r*g+9*a*r*g+6*p*r*g+28*p*c*a-r^3+3*p^3+4*a^3+4*c^3)+(-18*a^2*c*g-11/2*q*c^2*g-19*q*c^2*p-129-237/2*p-7*c^3*q-73*a-45*c^3*p+28*q*c-14*c^3*g-13*p*a^3+29/2*q*g+78*p*c-16*a^3*r+67*c*g+1/2*r*g^3+16*q*p+6*b*c^2+5/2*r^2*q+19*a*c*g-9/2*q*p^3+61/2*c^2*g+52*p*a+114*r+22*b+3*r^2*b+28*q*a+95*b*a+27*b*p+73/2*b*g+107*p^2*c-41*r^2*c+45/2*g-8*b*c^3-25/2*p^2*r+49/2*q*c^2-15/2*c^2*r+58*p*c*g+122*a*c-75/2*r^2-23/2*a^2*g+84*p^2*a-16*a^2*r+53/2*p^2*g+95*a^2*c+27/2*p*g-27/2*r*g^2-37/2*b*r-11/2*p*g^2+3/2*r*g+151*a*c^2+267/2*c*r+36*b*c+114*a*r+39*p^2+67/2*g^2-161*c-7/2*q-37*r^2*p+303/2*p*c^2+147/2*p*a^2+97*a*g-42*r^2*a+71*a^2-5/2*r^2*g+51*c^2-48*a^2*c^2-10*q*r+221/2*p*r+15*q*p^2+2*p^2*b+39*q*p*a+19/2*q*p*g-12*p*b*a-17/2*p*b*g+49/2*q*a^2-13*b*a^2-19*a*g^2-12*c*g^2+49*q*c*a+39*q*c*p-35/2*q*c*r+9*q*c*g-89/2*b*r*a-47/2*b*r*c-20*b*r*p-13*b*r*g-7*b*c*a+9*b*c*p-21/2*b*c*g-35/2*q*r*a-13*q*r*p-4*q*r*g+9*a*q*g-35/2*a*b*g-5*g^3-11/2*b*g^2-q*g^2-31/2*p*c*r+24*p*a*g-17/2*p*a*r-47/2*a*c*r-19*c*r*g-67/2*a*r*g-1/2*p*r*g+225*p*c*a+1/2*p*g^3+4*r^3+24*p^3+13*a^3+69*c^3-11/2*a^2*q*g-a*g^2*q-67/2*r*a*c*g-67/2*r*p*c*g-21/2*r*q*p*a-4*r*q*p*g-11/2*r*p*b*a-2*r*p*b*g-15*r*q*c*a-21/2*r*q*c*p-4*r*q*c*g-9*r*b*c*a-13/2*r*b*c*p-2*r*b*c*g-4*r*a*q*g-27*r*p*a*g-203/2*r*p*c*a+5/2*q*c*r^2+4*r^3*c+1/2*p^2*r^2-7/2*c^2*r^2-9/2*a^2*r^2+1/2*r^2*g^2+4*b*r^2*a+3*b*r^2*c+3*b*r^2*p+1/2*b*r^2*g+5/2*q*r^2*a+5/2*q*r^2*p-3*p*c*r^2-5*p*a*r^2-8*a*c*r^2-5/2*c*r^2*g-3/2*a*r^2*g-3*p*r^2*g-5*r*b*c^2-41/2*r*c^2*g-81/2*r*p^2*c-15/2*r*q*c^2-36*r*p^2*a-13*r*p^2*g-59*r*a^2*c-3*r*p*g^2-70*r*a*c^2+4*r^3*p+4*r^3*a-9*r*p^3-27*r*c^3-117/2*r*p*c^2-43*r*p*a^2-3*r*q*p^2-3/2*r*p^2*b-15/2*r*q*a^2-5/2*r*c*g^2-14*c^4-3*b*p^3-3/2*a*r*g^2-13*g*a^2*r-2*p^2*g^2-21/2*q*g*p*c-20*a^3*c-7*p^3*g-39/2*p^3*a-1/2*g^2*b*a-38*p*a*q*c-21/2*p*a*q*g-2*a^2*g*b-19/2*a^2*g*p-43*a*c*g*p-24*p*c*b*a-11*c*g*q*a+1/2*b*g^2*r-7*c*g*b*a-51/2*p^3*c-q*g^2*c-27*p^2*a^2-33/2*p^2*c*q-67/2*p*c^2*g-2*a^3*g-79*p^2*a*c-7*b*p*c*g-33/2*p^2*a*q-1/2*g^2*a^2-18*p*b*c^2-18*a*b*c^2-4*b*a^2*r-30*c^2*g*a-9/2*p^4-7/2*c^2*g^2-52*p^2*c^2-b*g*a*r-19*p*a^2*q-3*b*g*p*a-6*p*a^2*b-8*b*p^2*a-4*a*c*g^2-21*a^2*c*q-12*a^2*c*b-5*c^2*g*b-5/2*p^2*g*b-44*c^3*a-13*b*p^2*c-1/2*b*g^2*c-7*a^3*q-2*a^3*b-27*p^2*c*g-103*a*c^2*p-2*a^4-q*g^2*p-5*q*g*p^2-9/2*c*g^2*p-1/2*a*p*g^2-21*q*c^2*a-17*p^2*g*a-71*a^2*c*p)*x+(9/2*q^2*p^2-13*a^2*c*g+13*q*c^2*g+54*q*c^2*p+5/2*q^2*c*g+231-3*r*q*g^2+483/2*p+24*c^3*q+17*a+66*c^3*p-88*q*c+16*c^3*g+18*b^2*g+3*b^2*p-p*a^3-10*q*g+38*b^2*a-183/2*p*c-a^3*r-265/2*c*g-11*q*b-7/2*r*g^3-85/2*q*p+4*b^2*c-27*b*c^2-2*r^2*q-b^2*r+259/2*a*c*g+9*q*p^3-5*c^2*g-29*p*a-9*q^2*a-21/2*q^2*p+3/2*q^2*r-165*r-67*b+5/2*q^2*g-6*r^2*b-5*q*a-228*b*a-177/2*b*p-159/2*b*g-361/2*p^2*c+55*r^2*c-223/2*g+20*b*c^3-11*p^2*r-15*q^2-80*q*c^2-9*q^2*c-13*c^2*r-58*p*c*g-192*a*c+45*r^2+219/2*a^2*g-4*g^3*c-105*p^2*a+65*a^2*r-g^3*q-63/2*p^2*g+10*a^2*c-51/2*p*g+41*r*g^2+36*b*r+27*p*g^2+75/2*r*g-157*a*c^2-223*c*r-114*b*c-99*a*r-33*p^2-153/2*g^2+290*c+16*q+2*b^2+50*r^2*p-267*p*c^2-51/2*p*a^2-242*a*g+45*r^2*a-169*a^2-r^2*g-89*c^2+30*a^2*c^2-4*q*r-379/2*p*r-99/2*q*p^2-31/2*p^2*b-207/2*q*p*a-22*q*p*g+59/2*p*b*a+27*p*b*g-19*q*a^2+81*b*a^2+79*a*g^2+127/2*c*g^2-99*q*c*a-q*c*b-265/2*q*c*p+43/2*q*c*r+3*q*c*g+33*q*b*a-5*q*b*p+22*q*b*g+123*b*r*a+51*b*r*c+87/2*b*r*p+43*b*r*g+80*b*c*a-93/2*b*c*p+131/2*b*c*g+19/2*q*r*a+11*q*r*p+6*q*r*g+30*a*q*g+223/2*a*b*g+35/2*g^3+35*b*g^2+39/2*q*g^2-33*p*c*r+40*p*a*g-53/2*p*a*r+41*a*c*r+55*c*r*g+119*a*r*g+4*p*r*g-547/2*p*c*a-5/2*p*g^3-5*r^3-39*p^3+43*a^3-124*c^3-2*a^2*q*g-7/2*a*g^2*q-2*r*a*c*g+69/2*r*p*c*g+69/2*r*q*p*a+9*r*q*p*g+11/2*r*p*b*a-3/2*r*p*b*g+39*r*q*c*a+81/2*r*q*c*p+6*r*q*c*g-6*r*q*b*a-3*r*q*b*g+r*b*c*a+45/2*r*b*c*p-15/2*r*b*c*g+15/2*r*p*a*g+231/2*r*p*c*a-2*q*c*r^2-5*r^3*c+5*p^2*r^2+10*c^2*r^2-4*r^2*g^2-14*b*r^2*a-6*b*r^2*c-6*b*r^2*p-4*b*r^2*g-2*q*r^2*a-2*q*r^2*p+15*p*c*r^2+13*p*a*r^2+10*a*c*r^2-c*r^2*g-9*a*r^2*g+3*p*r^2*g-r*b^2*p-r*b^2*c+15*r*b*c^2+35/2*r*c^2*g+3/2*r*q^2*a+3/2*r*q^2*p+63*r*p^2*c+51/2*r*q*c^2+3/2*r*q^2*c+81/2*r*p^2*a+14*r*p^2*g+32*r*a^2*c-3*r*p*g^2+78*r*a*c^2-5*r^3*p-5*r^3*a+27/2*r*p^3+45*r*c^3+189/2*r*p*c^2+26*r*p*a^2+15*r*q*p^2+15/2*r*p^2*b+27/2*r*q*a^2-19/2*r*c*g^2+24*c^4+6*b*p^3-2*b^2*a^2-27/2*a*r*g^2-27/2*g*a^2*r+22*q*g*p*c+16*p*c*q*b+c*g*q*b+13/2*p^3*g+33/2*p^3*a-13/2*g^2*b*a+74*p*a*q*c+9*p*a*q*g-9*a^2*g*b-19/2*a^2*g*p+8*p*a*q*b+33/2*a*c*g*p+12*q*c*b*a-q*g*b*a+28*p*c*b*a+11*c*g*q*a-13/2*b*g^2*r-16*c*g*b*a+57/2*p^3*c-1/2*g^4+5/2*q^2*g*p-3/2*q*g^2*c+21/2*q^2*c*p+15*p^2*a^2+39*p^2*c*q+37*p*c^2*g-6*a^3*g+b*p*q*g+74*p^2*a*c+9/2*b*p*c*g+27*p^2*a*q-13/2*g^2*a^2-3*g^3*a+3*p*b^2*c+42*p*b*c^2-3*a*b^2*p+2*b^2*c^2-4*a*b^2*c+20*a*b*c^2-8*b*a^2*r+21/2*q^2*a*p+9*c^2*g*a+6*q^2*a^2+12*q^2*c*a-b^2*g^2+9/2*p^4-4*c^2*g^2+66*p^2*c^2-35/2*b*g*a*r+6*q^2*c^2+b^2*p^2-3*b^2*r*g+20*p*a^2*q-7*b^2*a*r-21/2*b*g*p*a-4*p*a^2*b+5/2*a*q^2*g+10*b*p^2*a-3*b^2*g*a-29/2*a*c*g^2+28*a^2*c*q-4*a^2*c*b+c^2*g*b+10*q*c^2*b+5/2*p^2*g*b+52*c^3*a+28*b*p^2*c-3/2*g^3*b+6*b*p^2*q-15/2*b*g^2*c-b*g^2*q+2*a^3*q-4*a^3*b+55/2*p^2*c*g+108*a*c^2*p-2*a^4-1/2*q*g^2*p+9*q*g*p^2-3*c*g^2*p-19/2*a*p*g^2-2*g*b^2*p-9/2*b*p*g^2-3*g*b^2*c+50*q*c^2*a+8*p^2*g*a+41*a^2*c*p+2*q*a^2*b)*x^2+1/2*(2*a^2+2*b*a+3*a*g-p*a-q*a+b*g-2*c^2+c*g-3*p*c-q*c+g^2-p^2-q*p-4*c+g-3*p-q-2)*(121-45*p-45*a+12*q*c+4*q*g+12*p*c+8*c*g+6*q*b+6*q*p+6*p*a-70*r-45*b+6*q*a+4*b*a+6*b*p+3*b*g-30*g+3*q^2+12*a*c+10*r^2+4*p*g+12*b*r+8*r*g+24*c*r+12*b*c+12*a*r+3*p^2+g^2-90*c-45*q+2*b^2+3*a*g+2*a^2+12*c^2+12*q*r+12*p*r)*x^3)*dx^3-4*b^2*p*c*g+12*b^2*r^2*p*c*g+18*q*b*r^2*p*c*g-116*q*b*c^2*r*a-96*q*b*c^2*r*p+22*p^2*c*q*r+121*g*a^2*r+36*p^2*g^2+10*p^2*a*r^3*q+15*p^2*a*r^3*b+16*p*a^2*r^3*q+42*p*a^2*r^3*g+24*p*a^2*r^3*b+12*r^2*q*a^2*b*g-16*p*a^3*g+120*r^2*b*c^2*a^2+67*p^2*a*r^3*c+92*q*g*p*c+129*r^2*p^2*g*a*c+42*r^2*q*a^2*p*g+24*q*g*b*c^2+18*q*b*r^2*p*a*g+4*a^3*r^3+54*p*c*q*b+96*q*p*b*c^2-22*q*b*p^2*r*g-67*q*b*p^2*r*c-59*q*b*p^2*r*a+144*a^3*c+48*q*b*r^2*p*c*a+42*c*g*q*b-55*q*c*a*r*g^2+12*r^4*a*c^2+64*a^2*r^3*c*g-26*q*a^3*r-182*p^3*c^2*r+2*b^2*r^2*g^2+3*b*r^2*g^3-36*q*b*c^2*r*g+24*q*b*r^2*p*a^2+136*a*c^2*g*q-7*q*c*a*r^2*g+38*p^3*g+24*q*b*r^2*p*c^2-88*q*b*a*c*r+78*p^3*a+3*q*b*r^2*c*g^2-8*g^3*a*c+2*g^2*q^2*a+45*r^2*p^2*g*b*c+360*a*c^2*g*p+128*r^2*a^2*c^3+18*a*c*g^2*q+34*g^2*b*a+160*c^2*g*q*p+q^2*r^2*g^2+28*r^2*p^2*g*q*a-524*b*p*c^2*r*a+41*r^2*p^2*g*a*b-(r-3)*(28*p^2*a*g^2+60*q^2*c^2*r*a+2*q^3*r*g*a+6*q^3*r*p*c-168*q*c^2*p*r-6*q^2*p^2-20*p^2*g*q*b+20*q*c^2*r*g^2+16*b*r^2*a^3+88*a*c^2*g^2-300*a^2*c*g+7*r^2*p*g^2*q+27*r^2*p*g^2*c-16*q*a^2*p*r+19*r^2*p*g^2*a+6*g^4*c+4*b^2*p*a*r*g+26*r^2*p^3*a+8*q*b^2*a^2+12*g^3*a*q-20*q^2*c*b-136*q*c^2*g-108*q*c^2*p-42*q^2*c*g-26*q^2*p*b*a-10*q^3*a^2+16*q*a^3*b+47*r^2*p^2*a^2-28*p*a*q^2*g+108*p^2*c^2*q*r+140*p^2*c*a^2*r+120*c^2*g*b*a+2*r*g^3*p*a+16*a^3*r^2*g+64*a^2*c^2*r+9*r^2*p^3*b-220*p*c^3*r+12-25*r*q*g^2-112*c^4*b-18*p-64*c^3*q-36*a-128*c^3*p+10*q*c-136*c^3*g+16*a^4*r+10*b^2*g+8*a^4*r^2+128*b*p*a^2*c*r-72*c^4*r-4*b^2*p-340*p^2*c^3-76*p*a^3+4*g^4*r+38*q*g+28*b^2*a-17*p^4*r-26*p*c+12*g^3*r^2-88*a^3*r+35*q*b*p*r*g+77*q*b*c*r*g+7*r^2*c*g^2*q+54*c*g+26*q*b-18*r*g^3+2*p^5*r-32*b^2*c^3-16*b^2*c+36*b*c^2+5*p^4*r^2-18*r^2*q-16*b^2*r+46*a*c*g-12*q*p^3+16*c^2*g+24*p*a+32*c^5*r+144*a^2*c^3*r-10*q^2*a+26*q^2*p+6*q^2*r-36*r-28*b-8*q^2*g-36*r^2*b+48*q*a+34*q*a*p*g^2+62*b*a*p*g^2+20*b*a+10*b*p+108*b*g*a*c*r*p+28*b*g+88*p^2*c-12*r^2*c+8*q^2*b-26*g-136*b*c^3+42*p^2*r+8*q^2+32*b*a^2*c^2+92*q*c^2+46*q^2*c+68*c^2*r+12*p*c*g-4*q*b^2+48*a*c+36*r^2+14*b*g^3*p+62*a^2*g-36*g^3*c+24*p^2*a+4*a^2*r-8*b^2*p^3-16*g^3*q+4*p^2*g+64*a^2*c+28*p*g-3*q^2*a*r^2*b+26*g^2*q*a^2-14*r*g^2+136*p^2*c*a*r*b+156*p^2*c*q*r*a+136*p^2*c*a*r*g+52*b*r-2*p*g^2+6*q^2*p^2*r*b+58*r*g+76*a*c^2+30*q^2*p^2*r*c+126*q*c*p*a*r^2+52*c*r+42*q*b*p*a*r+10*q^2*p^2*r*g+32*b*c+72*a*r-12*p^2+4*q^2*a*r^2*g+12*g^2-4*p^3*g^2-16*p^4*g-40*c+264*q*c^2*a*r*p-26*q+8*b^2+4*q^2*a*r*g^2+124*q*c^2*a*r*g+24*a^3*g*q+6*r^2*p-170*q*c*p*a*r+128*p*c^2+6*q^2*a*b*r*g+20*q*p*g^2*a*r+18*q^2*c*r*g+78*q^2*a*c*r*p+22*p*a^2+2*q^2*p*r*g+28*a*g-48*r^2*a+8*q^3*a*c*r+24*q^2*a*c*r*b+12*a^2+34*q^2*a*c*r*g-36*p^4*a+6*q*b*p*r*g^2+60*p^2*c*b*r*g+30*p^2*c*r*g^2+6*q^2*c*r*g*b+6*q^3*p*a*r+2*q^3*c*r*g-46*r^2*g-12*c^2-24*q^2*p*a*r+10*a^2*r*p*g^2+84*q*c*a^2*r*g+30*q^2*c*r*g*p-272*a^2*c^2+2*q^3*p*r*g+2*q*b*p*c*r+6*q*b*c*r*g^2+18*q^2*p*a*r*b-44*p^3*a^2-128*a^2*c^3+141*q*c*a*r*g+180*q*c*p*a^2*r+48*q*b*p*a^2*r+42*q*r+48*b*c^4*r+18*p*r+6*q^2*p*r*g*b+24*q^2*p*r*g*a-27*q^2*p*c*r+9*q^2*b*r*p+38*q*p^2+28*p^2*b+2*q*p*a-12*q*p*g+22*p*b*a-10*p*b*g+2*q*a^2+64*b*a^2+34*a*g^2+4*c*g^2+45*r^2*p^2*c*q+15*q^2*b*r*c+18*q*c*a+8*q^3+30*q*c*b+114*q*c*p+44*q*c*r-10*q*c*g+2*q*b*a+24*q*b*p-22*q*b*r-14*q*b*g-12*b*r*a-24*b*r*c+6*b*r*p-40*b*r*g+48*b*c*a+66*b*c*p+44*c^2*g^2*a*r-14*b*c*g-54*q*r*a+36*q*r*p-50*q*r*g+35*r^2*p*b*a*g+112*c^2*g*a^2*r+112*b*a^2*c^2*r+24*c^3*g^2*r+45*r^2*p^2*c*b+120*c^3*g*p*r+45*b*g*p*c*r^2+4*q^2*c*r*g^2+4*q^2*p*r*g^2+184*b*a^2*c*r-20*b*c^3*r+12*q^2*a^3*r+80*q*b*a^2*c*r+6*b*g^2*q*r*a+92*b*p*a^2*r-6*a*q*g+64*a*b*g+6*g^3+14*b*g^2-4*q*g^2+97*q*b*a*r*g-2*q^3*a+108*p*c*r+10*p*a*g-6*p*a*r-16*a*c*r-60*c*r*g-22*a*r*g-32*p*r*g+78*p*c*a-18*p*g^3+36*b*p^2*a^2*r-16*r^3+120*r^2*p*b*a*c+141*p*a*c*r^2*g+50*b*g*a*c*r^2+24*q^2*a*r*g+27*q^2*a*r*b+48*q^2*a^2*c*r+30*q^2*p*a^2*r+9*b*g*q*r^2*a+100*r^2*p*c^3+7*b*p^2*a*r+128*c^3*g*a*r+20*p^3+36*a^3+64*c^3+42*a^3*r^2+22*r^2*q*a^3+37*r^2*p^2*a*b+14*g^2*b^2*p+136*r^2*a^2*c^2+96*b*g*c^2*r*p+88*b*g*c^2*r*a+12*q^2*a^2*r*b+24*p*a^2*q*g+4*c*g^3*a*r+24*g^2*b^2*c+14*q^2*a^2*r*g+124*r^2*a*c^3-128*a^2*q*g+6*b^2*p*c*r^2+72*a*g*b^2*c+6*q*b*p^2*r^2+20*q*b*c^2*r+44*a*g*b^2*p-80*a*g^2*q+20*r^2*q*a^2*b+10*b^2*p*a*r^2+5*r^4-304*r*a*c*g-156*r*p*c*g-60*r*q*p*a-28*r*q*p*g-146*r*p*b*a-57*r*p*b*g-138*r*q*c*a-50*r*q*c*b-136*r*q*c*p-70*r*q*c*g-78*r*q*b*a-40*r*q*b*p-25*r*q*b*g-276*r*b*c*a-198*r*b*c*p-106*r*b*c*g-89*r*a*q*g-141*r*p*a*g-298*r*p*c*a+191*r^2*a*c*g+66*r^2*p*c*g+24*r^2*q*p*a+20*r^2*q*p*g+84*r^2*p*b*a+42*r^2*p*b*g+78*r^2*q*c*a+30*r^2*q*c*b+24*r^2*q*c*p+48*r^2*q*c*g+62*r^2*q*b*a+24*r^2*q*b*p+21*r^2*q*b*g+172*r^2*b*c*a+72*r^2*b*c*p+81*r^2*b*c*g+65*r^2*a*q*g+86*r^2*p*a*g+72*r^2*p*c*a-24*q*c*r^2+32*b*g*p^2*r*a+9*r^3*q+10*b^2*r^2+3*q^2*r^2+270*b*g*a*c*r+15*r^3*b-2*r^3*c-39*p^2*r^2-66*p^4*c-72*c^2*r^2-50*a^2*r^2-7*r^2*g^2+18*q*b*r^2-40*b*r^2*a-12*b*r^2*c-24*b*r^2*p+3*b*r^2*g+6*q*r^2*a-24*q*r^2*p+16*q*r^2*g-108*p*c*r^2-48*p*a*r^2-84*a*c*r^2-16*c*r^2*g-43*a*r^2*g-10*p*r^2*g-14*r*b^2*p-12*r*b^2*c-144*r*b*c^2-150*r*c^2*g-3*r*q^2*a-15*r*q^2*p-2*r*q^2*g-148*r*p^2*c+3*r*q^2*b-106*r*q*c^2-24*r*q^2*c+6*r*q*b^2-81*r*p^2*a-42*r*p^2*g-264*r*a^2*c-37*r*p*g^2-284*r*a*c^2-9*r^3*p+7*r^3*a+14*r^3*g-r*q^3-31*r*p^3-124*r*c^3-234*r*p*c^2-122*r*p*a^2-45*r*q*p^2-67*r*p^2*b-74*r*q*a^2-80*r*c*g^2-r^5-3*r^4*q-2*r^3*b^2-3*r^3*q^2-3*r^4*b+3*r^4*c+10*r^3*p^2+26*r^3*c^2+33*r^3*a^2+9*r^3*g^2+4*r^4*p+6*r^4*a-r^2*q^3-4*r^2*p^3+16*r^2*c^3+12*r^2*b^2*p+14*r^2*b^2*c+60*r^2*b*c^2+78*r^2*c^2*g+12*r^2*q^2*a+6*r^2*q^2*p+4*r^2*q^2*g-9*r^2*p^2*c-3*r^2*q^2*b+30*r^2*q*c^2+9*r^2*q^2*c-2*r^2*q*b^2+6*r^2*p^2*a+12*r^2*p^2*g+134*r^2*a^2*c+28*r^2*p*g^2+108*r^2*a*c^2+6*r^2*p*c^2+54*r^2*p*a^2+3*r^2*q*p^2+21*r^2*p^2*b+46*r^2*q*a^2+59*r^2*c*g^2+9*r^3*q*c-6*r^3*q*b+35*r^3*b*a+15*r^3*b*c+15*r^3*b*p+9*r^3*b*g+15*r^3*q*a+9*r^3*q*p+2*r^3*q*g+19*r^2*q*g^2+33*r^3*p*c+30*r^3*p*a+61*r^3*a*c+26*r^3*c*g+37*r^3*a*g+14*r^3*p*g-2*r^3*b^2*c-r^5*c-r^4*p^2-2*r^4*c^2+r^4*a^2-r^5*p-r^5*a+3*r^3*p^3+12*r^3*c^3+232*p*a*c^2*r*g-2*r^3*b^2*p+25*r^2*q*a^2*g+23*r^3*a*c*g+18*r^3*p*c*g+6*r^3*q*p*a+2*r^3*q*p*g+8*r^3*p*b*a+3*r^3*p*b*g+6*r^3*q*c*a-6*r^3*q*c*b+2*r^3*q*c*g-6*r^3*q*b*a-6*r^3*q*b*p+8*r^3*b*c*a+3*r^3*b*c*g+2*r^3*a*q*g+17*r^3*p*a*g+48*r^3*p*c*a+12*r^3*c^2*g-3*r^3*q^2*a-3*r^3*q^2*p+15*r^3*p^2*c-3*r^3*q^2*c+15*r^3*p^2*a+6*r^3*p^2*g+34*r^3*a^2*c+3*r^3*p*g^2+36*r^3*a*c^2+24*r^3*p*c^2+22*r^3*p*a^2+6*r^3*q*a^2+3*r^3*c*g^2-3*r^4*q*c-3*r^4*b*a-3*r^4*b*c-3*r^4*b*p-3*r^4*q*a-3*r^4*q*p-3*r^4*p*c-r^4*a*c+12*q*b*p^3*r+32*a^2*b^2*p+91*a^2*g*r^2-6*q*b*p^2*r+20*c*g^2*a^2*r+149*p*a*c*r*g+30*q*b*r*g^2+15*p^2*r*g^2+12*q*b*c^2*r^2+48*a^2*b^2*c+48*q*b*c^3*r+52*r^2*q*a^2*p+18*q*b*p*c*r^2+26*q*b*p*a*r^2-56*c^4+12*b^2*a*c*r^2+4*b^2*q*r*g*a+12*b^2*q*r*p*c+128*p*a^2*c*r*g-28*b*p^3+18*b*g^2*c*r*p+32*a^3*g*c*r+12*b*g^2*a*c*r-215*p^2*c*a*r+32*q*b*a*c*r^2+135*b*g*p*a*r+48*r^2*c^3*g+4*b^2*c*r^2*g+4*b^2*p*r^2*g-2*b^2*q*r^2*p+54*p*a*c*r*g^2-58*p^2*c*r*g+32*b*a^3*c*r-61*p^2*c*b*r+9*q*b*c*r^2*g+16*b*a^3*q*r-2*b^2*q*r^2*a+9*q*b*p*r^2*g-40*b^2*a^2+18*r^2*c^2*g^2+20*p*r*g^3+93*b*g*p*c*r+32*b^2*c^2*r*a+32*b^2*c^2*r*p+8*b^2*c^2*r*q-96*a*r*g^2-18*g*p^3*r+20*b*g*q*r*a^2+40*b*g*a^2*c*r+32*b^2*p*c*g+8*b^2*p*q*g+112*q*b*c^2*r*a+96*q*b*c^2*r*p-24*q*c*b^2*p-135*p^2*c*q*r-164*g*a^2*r-26*p^2*g^2+48*p*a^3*g-124*q*g*p*c-20*q*g*b*c^2+12*q*g*b^2*c+10*a^3*r^3-126*p*c*q*b-240*q*p*b*c^2+18*q*b*p^2*r*g+60*q*b*p^2*r*c+44*q*b*p^2*r*a-152*a^3*c-124*c*g*q*b+30*q*c*a*r*g^2+30*q*a^3*r+64*p^3*c^2*r+36*q*b*c^2*r*g-80*a*c^2*g*q+57*q*c*a*r^2*g-18*p^3*g+112*q*b*a*c*r-26*p^3*a+34*g^3*a*c+6*g^2*q^2*a-144*a*c^2*g*p+52*a*c*g^2*q-68*g^2*b*a-204*c^2*g*q*p+232*b*p*c^2*r*a-166*p*a*q*c-8*p*a^3*q+40*p*a^3*b+68*a^2*g^2*c-116*p*a*q*g-60*q*c^3*r-108*a^2*g*b-194*q^2*a*p*c-272*p*a*b*c^2+32*p*a*b^2*c-150*a^2*g*p-110*p*a*q*b+41*r^2*q*p*g*a-10*q^3*c^2-58*q^2*p*c*g+56*a^3*c*g-34*q^2*a*c*g+9*r^2*q*p^3+38*c*g^3*r+2*r^2*p*g^3+26*b*p^3*r*a+6*p^4*r*g+48*q*c^4*r-354*a*c*g*p+6*p^3*r*g^2+9*r^2*p^2*g^2+88*b*p*a*c*r+8*b^2*p*q*a-224*q*c*b*a-60*q^2*c^3-136*q*g*b*a+39*r^2*p^2*a*q-344*p*c*b*a-4*q^3*g-2*q^3*c+2*r^2*g^3*a-264*c*g*q*a+10*r^2*g^2*a^2-42*b*g^2*r+3*r^3*g^2*a+60*r^2*a^3*c-316*c*g*b*a+59*g^2*r^2*a+12*p^4*a*r+28*b*g^2*r^2+14*b*g^3*r-36*p^3*b*q+26*b*a*q*g^2+14*q*g^3*r-192*p*b*a*q*c+48*r^2*q*p*g*c-54*p^3*a*r+8*q*a^4*r+32*p*b*a*q*g+48*a^3*g*r+42*p*a^3*r+80*a^3*c^2*r+34*r^2*p*a^3-214*p^3*c^2+16*c*g^3*q+2*g^3*p^2*r-42*p^3*c+2*g^4*q+8*b^2*c*q*a+30*c*g^2*q*b+96*r^2*c^2*g*p+26*p^3*a^2*r-4*g^4+6*b*p^4*r-136*b*c^2*q*a+50*q*p*g*a^2*r+84*a^3*c*r+144*q*b*a*c*r*p+228*r^2*a*c^2*p+96*r^2*a*c^2*q+24*g^3*a*r+47*q*p*g*a*r+32*r^2*c^2*g*q+30*r^2*c^2*g*b+48*c^2*g^2*p*r+52*g^2*a^2*r-23*p^2*a^2*r+110*r^2*c^2*g*a+24*p^2*a^3*r+86*c^2*g^2*r+228*p^2*c^2*a*r+12*r^2*p^3*g+16*c^3*g*r+48*c^4*g*r+96*a^2*c*g*p+108*p^2*c^2*r*g+30*q*a*p^3*r-81*q*a*p^2*r-76*c^3*r*a+42*p^3*c*q*r+42*p^3*c*b*r+86*p^3*c*a*r+63*q*a*r*g^2+42*p^3*c*r*g+96*p*c^4*r+4*c^2*g^3*r+120*a^2*c*g*b+32*a^2*c*g*q-15*b*p^3*r+6*b*g^3*q+2*q^3*p^2*r+108*p^2*c^2*b*r-14*q^2*g*p-22*q^2*g*b-84*q*g^2*c-8*b^2*p^2*q-40*b^2*p^2*c-112*q*c^3*b-16*q*c^2*b^2-22*q^2*c*p-24*c^3*g*b+32*c^2*g*b^2-60*p^2*a^2-296*p*c^3*b-64*p*c^2*b^2-62*p^2*c*q-208*p*c^2*g+61*q*c*r*g^2+8*a^4*q-10*q^2*b*p+52*q*a^2*p^2*r+6*r^2*p*g^2*b-64*a^3*g+16*p*a^4-88*c^3*g*q+36*r^2*b*c^3+10*c^2*g^2*q-6*q^2*c^2*r+3*q^2*p^2*r^2+36*q*a^3*p*r+36*r^2*q*c^3+6*q^2*p^3*r+16*a^4*c*r+4*b^2*r^2*g*a+85*q*a^2*r*g+6*b*r^2*g^2*a-60*b*p*q*g+12*q*b^2*g*a-15*q^2*p^2*r+18*q^2*b*r*p*c+158*q*p*g*a*c*r-208*c^3*g*p-154*p^2*a*c+8*p^2*a*b^2+120*q*c^3*r*p-4*q^3*a*g-190*b*p*c*g+6*q^2*c^2*r^2-20*q^3*a*c-36*p^2*a*q-18*q^3*p*c-18*q^3*a*p+144*q*c^3*r*a+20*b*r^2*g*a^2+24*q^2*c^3*r+10*q^2*r*g^2-62*g^2*a^2-4*q^3*p*g-26*g^3*a-152*p^2*c*q*g-102*q^2*p^2*c+92*r^2*b*c^2*a-164*p^2*c*q*b+8*b^2*c^2*r*g-264*p*c^4-2*b^2*q*c*r^2-4*q^2*b*c*g+100*b^2*a*c*r-46*q^2*b*p*c+12*b^2*p^2*r*a+20*b^2*p^2*r*c+4*b^2*p^2*r*q-68*p*b^2*c+112*q*p*g*c^2*r-240*p*b*c^2+4*b^2*p^2*r*g-64*a*b^2*p-q^3*r^2*p-56*b^2*c^2-120*a*b^2*c+2*p*c*g^2*q-328*a*b*c^2-156*b*a^2*r-q^3*r^2*a+4*q^3*c^2*r+56*q*c^3*r*g-56*q*c^2*a*r-12*q^2*a*p-364*c^2*g*a-8*q^3*p^2+50*b^2*p*a*r-26*q^2*a^2+10*b^2*q*r*p+4*b^2*p*r*g*q+4*b^2*c*r*g*q+12*b^2*p*a*r*q+84*b*a^2*r^2+16*b^2*a*c*r*q+36*q*c^2*r*g-4*q^3*c*g+8*b^2*a*c*r*g+88*p*a^2*b*g+48*b^2*c*r*g+12*b^2*c*r*g*p-48*q^2*c*a+10*q*p^2*g^2*r-14*b^2*g^2+12*c^3*g^2+24*b^2*p*r*g-400*p^2*a*q*c-56*p^2*a*q*g+40*b^2*a*c*r*p+8*b^3*p*a-122*p^2*a*c*g+27*q*p*g^2*r-68*p^2*a*q*b+30*q*p*g^2*c*r-8*q*p*g*c*r+77*c*g^2*p*r-6*p^4-q^3*c*r^2+8*a^2*r*b^2*p+2*c*g^2*q^2-110*c^2*g^2-110*p^2*c^2-36*q^2*b*a-248*a^2*c*q*p-16*q^2*g^2-8*a^2*c*q*b-52*q*b^2*a+6*c*g^3*p*r+72*r^2*q*c^2*p-170*b*g*a*r+34*q*c*a^2*r+2*c*g^3*q*r+152*q*c^2*a^2*r-22*q^2*c^2+72*r^2*a^2*c*b+16*b^3*c*a+q^3*r*p+222*c*g*a^2*r+2*q^3*r*g+166*c*g^2*a*r+78*r^2*a^2*c*g+3*q^3*r*a+110*b*g*c^2*r+32*b^2*c^2*a+12*b*g*p^3*r+14*q*p^3*g*r+90*r^2*p^2*c^2+8*b^2*r^2*a^2+12*q^2*b*r*g+35*r^2*p^3*c+6*q*p^4*r+56*q*b*a*c*r*g+162*r^2*a^2*c*p+82*r^2*a^2*c*q+8*b^2*q*r*a^2+9*q^2*p*c*r^2+103*b*g*r^2*a+12*q^2*p*a*r^2+44*b^2*a*r*g+4*q^3*r*a^2-20*b^2*p^2+16*b^2*a^2*c*r-252*p*a*c^2*r+24*p^2*a^2*g+22*b^2*p*c*r-76*b*p*c^2*g+8*p*a^4*r-72*p^2*a*q^2-56*p*a^2*q^2+3*q^2*a^2*r+24*a*g^3*p+17*b*g*p^2*r+3*q^3*c*r-26*b^2*r*g-78*p*a^2*q-4*b*p*q^2*g+20*b^2*c^2*r+38*b^2*q*r*a+2*b^2*p^2*r^2-68*b^2*a*r-105*p^3*c*r+4*b^2*p^3*r+87*p*a*r*g^2-160*b*g*p*a+52*a^2*p*g^2+48*b*g*c^3*r+92*b*g^2*a*c-140*p*a^2*b+6*b^2*p^2*r-8*q^2*a^2*b-2*b^2*r^3*a+40*b*a^3*r+16*b^2*q*r*g+16*b^2*r^2*g+42*b^2*r^2*a+4*b^2*c^2*r^2+14*b^2*r*g^2-18*q*p^2*g*r-18*p^4*b+16*b^2*c^3*r-24*q*p^4+264*p*a*c^3*r+4*b^3*r*g+2*q*p*g^3*r+68*q*b*a^2*r-188*p^2*c*b*a-42*p^3*a*b-192*c^4*a+48*a*c*g*q*b-132*a*c*g*q*p+44*r^2*p*a^2*b+248*p*a^2*c^2*r+47*r^2*p*a^2*g+16*a^4*c+3*b*r^3*g*a-33*q*p^3*r-44*a*q^2*g-44*p*c*g*q*b-188*p^2*a^2*c+16*a^3*r*p*g+22*c*g^3*b+132*b*p*a*c*g+60*b*g^2*c^2+2*b*g^2*q^2-18*b*p^2*q^2-90*b*p^2*a+36*q*a^2*b*g-48*b^2*g*a-184*a*c*g^2+132*b*a*c^2*r+2*p*a^2*c*r+26*p^3*a*r*g-128*q^2*c^2*a+4*g^4*p-56*a*c^3*g-76*a^2*c*q^2-188*a^2*c*q-272*a^2*c*b+6*b*g^2*p^2*r-90*p^2*a^2*q-576*q*c^2*p*a+8*p^2*a^2*b+12*b*g^2*c^2*r+17*p^2*a*r*g+8*a^3*c*p-32*p^3*g*a+7*a*q*g^2*r^2+48*a^3*c*b-16*a^3*c*q-180*c^2*g*b+48*q*p^2*g*a*r+8*p^2*g^3-108*q*c^2*b+2*a*q*g^3*r+44*b*g^2*p*r+88*b*g^2*c*r+15*q^2*a*c*r^2+28*r^2*c*g^2*a+2*r^2*c*g^3-50*p^2*g*b+4*q*b^2*g^2-200*c^3*a+36*p^2*a^2*r*g-120*c^4*q-4*b^3*g+4*q^2*p*r^2*g+4*q^2*c*r^2*g-234*p^2*c^2*r-3*q^2*b*r^2*p+18*p^4*c*r+16*p^2*a*r*g^2-36*q^2*c*b*a+15*r^2*p^2*g*b+88*p*a^3*c*r-142*b*p^2*c+43*r^2*p^2*g*a-14*g^3*b-12*b^2*p*q+16*r^2*p^2*g*q-38*b*p^2*q+115*p*a^2*r*g-84*b*g^2*c-38*b*g^2*q+60*r^2*p^2*g*c+4*b^3*g*p-24*b^2*g*q+198*c^2*g*a*r+8*b^3*g*c-342*p^2*c^2*q-218*p^2*c^2*g-150*p^3*c*q+14*b^2*q*c*r-80*c^5+54*q*b*c*r*g*p+16*p*b*a^3*r-28*q^2*b*c^2+6*p*b*a*r*g^2-336*q*c^3*p-34*q^2*c^2*g+20*p*b*g*a^2*r+38*q*b*p*r*g*a-138*q^2*c^2*p+64*q*c*a^3*r+6*r^2*c*g^2*b+112*p^2*c^3*r-72*c^4*g-64*a^3*q-56*a^3*b-8*a^3*q^2+62*b*g^2*a*r-8*b^3*a+72*r^2*b*c^2*p-72*b*p*c^2*r+88*b*g*a^2*r+48*q^2*c^2*r*p+8*b^3*a*r+12*q^2*c^2*r*b-36*c^2*g*p*r+2*g^3*q^2+128*b*a*c^3*r+26*g^3*c^2-106*p^2*c*g+6*p*c^2*g^2+112*a*c^4*r-304*a*c^2*p-16*p^3*g*b+16*p^2*g^2*b-3*q^2*b*r^2*c-128*a*c^3*b-24*a^4+70*q*p^2*g*c*r-272*q*c^3*a-8*p^5+8*b^2*p^2*g-38*q*g^2*p+120*b*p*c^3*r+32*b^2*a^2*r+10*q*g^3*p-28*q*g*p^2-520*p*c^3*a-226*p^3*a*c-108*c*g^2*p-90*p^3*a*q+30*c*g^3*p-20*q*b^2*c+18*q*b*p*g^2-4*p^2*g^2*q-98*p^3*g*c-284*b*c^2*p^2-8*p^2*g^2*c-36*p^3*g*q-176*a^2*c^2*q-264*a^2*c^2*p+72*a^2*c^2*g+40*a^2*c*b*p+106*a*c*g^2*p-24*q^2*p^3-24*q^2*p^2*g+32*p^2*g*b*a-92*a*p*g^2-26*g*b^2*p-42*b*p*g^2+9*q^2*a^2*r^2-48*g*b^2*c-188*q*c^2*a+40*r^2*c^4-118*b*p^3*c-64*b*p^2*c*g+64*b*g^2*p*c-84*p^2*g*a-520*p^2*c^2*a-260*a^2*c*p+20*q^2*c^2*r*g-3*q^2*a*c*r+10*a^2*q*g^2*r+16*a^3*q*g*r+8*a^2*r^3*b+135*r^2*p^2*a*c+24*q^2*p^2*r*a-116*q*a^2*b+11*a^2*r^3*g)*x+162*p*a*q*c+64*p*a^3*q-8*p*a^3*b-4*a^2*g^2*c+98*p*a*q*g+12*b*r^3*c^3-4*q*c^3*r+64*a^2*g*b+92*q^2*a*p*c+352*p*a*b*c^2+8*p*a*b^2*c+186*a^2*g*p+12*a^2*g*q^2+70*p*a*q*b+30*r^2*p^2*g*q*c-19*r^2*q*p*g*a+24*q^2*p*c*g+112*r^2*a^3*c^2+16*a^3*c*g+24*q^2*a*c*g-10*r^2*q*p^3-35*c*g^3*r+2*r^2*q*p^4+6*r^2*p^3*g^2+6*r^3*p^2*g^2+3*r^2*p*g^3+32*b^2*r^2*p*c*a-71*b*p^3*r*a-20*p^4*r*g+12*b^2*r^2*p*a*g-64*q*c^4*r+448*a*c*g*p-20*p^3*r*g^2+r^2*p*g^4+2*r^3*p*g^3-7*r^2*p^2*g^2-346*b*p*a*c*r+4*r^2*p^2*g^3+3*b*r^3*p^3+80*q*c*b*a+16*q^2*c^3+42*q*g*b*a+2*q*r^2*g^3-40*r^2*p^2*a*q+388*p*c*b*a+3*b*r^3*g^2*a+6*r^2*g^3*a-a*g^4*r+142*c*g*q*a+11*r^2*g^2*a^2+3*b*r^3*g^2+24*b*g^2*r+10*r^3*g^2*a-52*r^2*a^3*c+228*c*g*b*a-48*g^2*r^2*a-44*p^4*a*r-15*b*g^2*r^2+36*a^2*r^3*b*c-9*b*g^3*r+150*r^2*a*c^2*p^2+18*p^3*b*q+2*b*a*q*g^2-8*q*g^3*r+128*p*b*a*q*c-22*r^2*q*p*g*c+8*a^3*r^3*q-3*a*b*g^3*r-8*a^5*r+16*p^3*a*r-28*q*a^4*r+16*p*b*a*q*g-80*a^3*g*r-94*p*a^3*r-(r-3)*(r-4)*(r+2*c+p+q-1)*(2*a^2+2*b*a+3*a*g-p*a-q*a+b*g-2*c^2+c*g-3*p*c-q*c+g^2-p^2-q*p-4*c+g-3*p-q-2)*(p+2*a+2*b+2*c-1+q+r+g)*(g+a+b+2*c-1+p+q+r)*x^2-256*a^3*c^2*r-18*a^3*g^2*r+7*a^2*g^3*r^2-46*r^2*p*a^3+24*a^2*r^3*q*c+4*r^4*g*c^2+262*p^3*c^2-8*g^3*p^2*r+104*p^3*c+2*c*g^2*q*b+2*q*r^3*p^3-96*r^2*c^2*g*p+48*r^2*a^4*c+a*g^4*r^2-103*p^3*a^2*r+2*r^4*g*p^2+2*g^4-15*b*p^4*r+18*r^2*c^2*g^2*b+6*p*c*r^4*g+88*b*c^2*q*a-122*q*p*g*a^2*r-136*a^3*c*r+68*r^3*c^2*g*a-168*q*b*a*c*r*p-312*r^2*a*c^2*p-54*r^2*a*c^2*q-24*g^3*a*r-71*q*p*g*a*r-4*r^2*c^2*g*q+72*r^2*c^2*g*p^2+20*r^2*c^2*g*b-130*c^2*g^2*p*r+18*p*c*r^3*g^2-68*g^2*a^2*r-43*p^2*a^2*r-58*r^2*c^2*g*a-110*p^2*a^3*r-105*c^2*g^2*r+3*r^2*p^4*b+18*p*a*r^3*b*g-658*p^2*c^2*a*r-20*r^2*p^3*g-96*c^3*g*r-104*c^4*g*r+13*r^2*p^3*a*q+28*r^2*p*a^4+104*a^2*c*g*p-290*p^2*c^2*r*g+36*b*r^3*c^2*a-73*q*a*p^3*r+19*r^2*p^3*a*b+12*q*a*p^2*r-80*c^3*r*a-86*p^3*c*q*r-97*p^3*c*b*r-281*p^3*c*a*r-42*q*a*r*g^2-126*p^3*c*r*g-216*p*c^4*r-14*c^2*g^3*r+80*a^2*c*g*q-19*b*p^3*r-230*p^2*c^2*b*r+30*p^2*c*r^3*g+48*p*c^2*r^3*g+4*q^2*g*p+42*q*g^2*c+20*b^2*p^2*c+40*q*c^3*b+228*r^2*a^2*c^2*p+44*r^2*p^2*a^2*b+56*c^3*g*b+132*p^2*a^2+232*p*c^3*b+32*p*c^2*b^2+68*p^2*c*q+262*p*c^2*g+67*r^2*p^2*a*q*c-43*q*c*r*g^2+8*a^4*q+84*r^2*a^2*c^2*q+172*r^2*a*c^3*p-135*q*a^2*p^2*r+8*r^2*p*g^2*b+q^2*a*r^2*g^2+60*r^2*a*c^3*q+8*q*r^3*g*c^2+56*a^3*g+64*c^3*g*q-4*r^2*b*c^3+16*c^2*g^2*q-q^2*c^2*r+q^2*p^2*r^2-c*g^4*r-104*q*a^3*p*r+8*r^3*q*c^3-20*r^2*q*c^3-7*q^2*p^3*r+16*r^2*q*c^4-80*a^4*c*r+10*b^2*r^2*g*a-65*q*a^2*r*g+15*b*r^2*g^2*a+34*b*p*q*g-q^2*p^2*r+8*a^5*r^2-302*q*p*g*a*c*r+240*c^3*g*p+340*p^2*a*c-184*q*c^3*r*p+186*b*p*c*g+q^2*c^2*r^2+60*p^2*a*q+32*r^2*q*a^3*p-220*q*c^3*r*a+4*q*r^3*g*p^2+22*b*r^2*g*a^2+16*b^2*r^2*p*a^2-16*q^2*c^3*r-3*q^2*r*g^2+8*b^2*r^2*a^2*g+46*g^2*a^2+16*g^3*a+134*p^2*c*q*g+42*q^2*p^2*c-4*r^2*b*c^2*a+2*b^2*r^2*c*g^2+74*p^2*c*q*b-16*b^2*c^2*r*g+248*p*c^4+16*b^2*r^2*p*c^2-92*b^2*a*c*r-22*b^2*p^2*r*a+16*a^4*b*r^2-8*a^3*b^2*r+18*a^3*g^2*r^2-30*b^2*p^2*r*c+40*p*b^2*c-180*q*p*g*c^2*r+24*r^2*b*c^4+240*p*b*c^2-8*b^2*p^2*r*g+44*a*b^2*p+36*r^2*q*c^2*p^2+32*b^2*c^2+72*a*b^2*c+22*p*c*g^2*q+288*a*b*c^2-28*a^3*b*g*r-8*a^2*b^2*g*r+98*b*a^2*r-80*q*c^3*r*g-34*q*c^2*a*r+336*c^2*g*a-56*b^2*p*a*r+8*r^4*g*a*c-2*q^2*a^2+3*b*r^3*g^2*p+3*b*r^3*g^2*c-60*b*a^2*r^2-56*q*c^2*r*g-24*b^2*a*c*r*g-28*p*a^2*b*g-34*b^2*c*r*g-24*b^2*c*r*g*p-4*q^2*c*a+12*r^2*p*g^3*c-20*q*p^2*g^2*r+4*b^2*g^2+r^4*g^2*p+24*c^3*g^2-22*b^2*p*r*g+398*p^2*a*q*c+86*p^2*a*q*g-72*b^2*a*c*r*p+r^4*g^2*c+268*p^2*a*c*g+6*r^2*p^2*g^2*q+9*r^2*p^2*g^2*b-27*q*p*g^2*r+46*p^2*a*q*b+27*r^2*p^2*g^2*a-52*q*p*g^2*c*r-56*q*p*g*c*r-132*c*g^2*p*r+18*p^4+2*r^2*p*g^3*q+11*r^2*p*g^3*a+30*r^2*p^2*g^2*c-24*a^2*r*b^2*p+2*c*g^2*q^2-r*g^4*p+94*c^2*g^2+216*p^2*c^2+344*a^2*c*q*p+2*q^2*g^2+56*a^2*c*q*b-22*c*g^3*p*r-54*r^2*q*c^2*p+99*b*g*a*r-56*q*c*a^2*r-4*c*g^3*q*r-276*q*c^2*a^2*r-2*q^2*c^2+8*r^2*a^2*c*b+6*b*r^3*g*p^2-298*c*g*a^2*r-185*c*g^2*a*r+132*r^2*a^2*c*p^2-22*r^2*a^2*c*g-160*b*g*c^2*r+16*b^2*c^2*a-31*b*g*p^3*r+56*r^2*p^2*c^3-30*q*p^3*g*r-147*r^2*p^2*c^2+12*b*r^3*g*c^2+12*b^2*r^2*a^2-67*r^2*p^3*c+9*r^2*p^4*c+60*r^2*a^2*c*g^2-14*q*p^4*r-64*q*b*a*c*r*g-222*r^2*a^2*c*p-48*r^2*a^2*c*q+2*q*r^3*g^2*p+2*q*r^3*g^2*c+q^2*p*c*r^2+q^2*r^2*p^3-63*b*g*r^2*a+q^2*p*a*r^2-26*b^2*a*r*g+4*q^2*r^2*c^3+5*q^2*r^2*p^2*c+12*b^2*p^2-2*b^2*c*r*g^2-40*b^2*a^2*c*r-84*p*a*c^2*r+32*p^2*a^2*g-60*b^2*p*c*r+116*b*p*c^2*g-52*p*a^4*r+42*p^2*a*q^2+46*p*a^2*q^2-q^2*a^2*r-12*a*g^3*p-58*b*g*p^2*r+12*b^2*r*g+84*p*a^2*q+11*a^2*r^3*g^2-48*b^2*c^2*r+6*b^2*p^2*r^2+28*b^2*a*r+43*p^3*c*r-6*b^2*p^3*r-130*p*a*r*g^2+152*b*g*p*a-24*a^2*p*g^2-100*b*g*c^3*r-16*b*g^2*a*c+152*p*a^2*b-18*b^2*p^2*r+2*b^2*r^3*a-60*b*a^3*r-4*b^2*r^2*g-14*b^2*r^2*a+16*b^2*c^2*r^2-6*b^2*r*g^2+12*a^2*r^3*b*g-10*q*p^2*g*r+18*p^4*b-24*b^2*c^3*r+24*q*p^4+r^4*g^2*a-668*p*a*c^3*r+2*q*r^3*g^2*a-4*q*p*g^3*r-42*q*b*a^2*r+12*q*b*r^2*c^3+3*q*b*r^2*p^3+240*p^2*c*b*a+8*q*r^3*g*a^2+54*p^3*a*b+208*c^4*a+32*a*c*g*q*b+208*a*c*g*q*p-6*r^2*p*a^2*b-740*p*a^2*c^2*r-33*r^2*p*a^2*g+5*q^2*r^2*p^2*a+16*a^4*c+q^2*r^2*p*g^2+12*q^2*r^2*a^2*c+2*q^2*r^2*p^2*g+14*b*r^3*g*a+8*q*p^3*r+4*a*q^2*g+2*g^3*r^2*a*q+36*p*c*g*q*b+388*p^2*a^2*c-96*a^3*r*p*g-6*c*g^3*b+40*b*p*a*c*g-4*b*g^2*c^2+128*b*p^2*a+8*q*a^2*b*g+16*b^2*g*a+148*a*c*g^2-280*b*a*c^2*r-206*p*a^2*c*r-93*p^3*a*r*g+4*r^2*q^2*a^2*g+48*q^2*c^2*a+3*b*g^2*q*r^2-2*g^4*p+176*a*c^3*g+48*a^2*c*q^2+112*a^2*c*q+216*a^2*c*b-19*b*g^2*p^2*r+138*p^2*a^2*q+496*q*c^2*p*a+32*p^2*a^2*b-34*b*g^2*c^2*r-100*p^2*a*r*g+136*a^3*c*p+68*p^3*g*a+6*a*q*g^2*r^2+16*a^3*c*b+88*a^3*c*q+156*r^2*c^2*g*a^2+144*c^2*g*b-108*q*p^2*g*a*r+24*r^2*c^3*g*q-4*p^2*g^3+36*q*c^2*b+12*q^2*r^2*a*c^2-4*a*q*g^3*r-49*b*g^2*p*r-74*b*g^2*c*r+2*q^2*a*c*r^2+16*r^2*c*g^2*a+7*r^2*c*g^3+60*p^2*g*b+208*c^3*a-149*p^2*a^2*r*g+64*c^4*q+2*q^2*c*r^2*g+65*p^2*c^2*r-57*p^4*c*r-63*p^2*a*r*g^2+92*r^2*a^3*c*g+72*r^2*a^3*c*b+52*r^2*a^3*c*q-2*r^2*p^2*g*b-340*p*a^3*c*r+168*b*p^2*c-56*r^2*p^2*g*a+6*g^3*b-12*r^2*p^2*g*q+20*b*p^2*q-207*p*a^2*r*g+56*b*g^2*c+10*b*g^2*q-80*r^2*p^2*g*c-314*c^2*g*a*r+12*r^2*q*a^4+260*p^2*c^2*q+272*p^2*c^2*g-3*b*g^3*c*r+132*p^3*c*q+5*p^2*a*r^4+16*r^3*c^4+64*c^5+4*q^2*r^2*c^2*g-58*q*b*c*r*g*p+21*r^2*p^3*c*b+8*q^2*r^2*a*c*g-76*p*b*a^3*r-35*p*b*a*r*g^2+216*q*c^3*p+12*q^2*c^2*g-96*p*b*g*a^2*r-3*p*b*g^3*r-50*q*b*p*r*g*a+46*q^2*c^2*p-148*q*c*a^3*r+12*a^4*r^3+14*r^2*p^3*c*q+17*r^2*c*g^2*b-284*p^2*c^3*r+80*c^4*g+44*a^3*q+40*a^3*b+13*p^3*a*r^3+16*a^3*q^2-52*b*g^2*a*r+48*p^2*a^3-24*r^2*b*c^2*p+2*b^2*r^2*p^3+8*b^2*r^2*c^3-168*b*p*c^2*r-98*b*g*a^2*r-38*q^2*c^2*r*p-150*c^2*g*p*r+23*r^3*c*g^2*a+2*r^3*c*g^3-264*b*a*c^3*r-4*g^3*c^2+174*p^2*c*g+46*p*c^2*g^2+12*a^3*r^3*b+16*a^2*b*g^2*r^2-248*a*c^4*r+32*r^2*p^3*c^2+r^2*c*g^4+476*a*c^2*p+20*p^3*g*b-4*p^2*g^2*b+176*a*c^3*b+24*a^4+6*q^2*r^2*p*c*g-130*q*p^2*g*c*r+3*r^2*c*g^3*b+200*q*c^3*a+12*p^5-2*b^2*p*r*g^2+20*a^3*r^3*g-2*b^2*p^2*g+28*q*g^2*p-236*b*p*c^3*r-28*b^2*a^2*r-2*q*g^3*p+30*q*g*p^2+54*r^2*b*c^2*p^2+632*p*c^3*a+342*p^3*a*c+120*c*g^2*p+102*p^3*a*q+16*p*a*r^4*c-10*c*g^3*p+100*r^2*c^2*g*a*b+10*p^2*g^2*q+134*p^3*g*c+244*b*c^2*p^2+66*r^2*c^2*g^2*a+36*p^2*g^2*c+36*p^3*g*q+216*a^2*c^2*q+28*a^3*b*g*r^2+520*a^2*c^2*p+2*a*b^2*g^2*r^2+112*a^2*c^2*g+84*a^2*r^3*c^2+112*a^2*c*b*p-2*a*c*g^2*p+25*r^2*p^3*g*a+12*q^2*p^3+12*q^2*p^2*g+10*p^2*g*b*a+9*r^2*p^3*g*b+6*r^2*p^3*g*q+102*a*p*g^2+18*g*b^2*p+36*b*p*g^2+8*p*a^2*r^4+q^2*a^2*r^2+28*g*b^2*c-2*a*b^2*g^2*r+92*q*c^2*a-44*r^2*c^4+110*b*p^3*c+84*b*p^2*c*g+6*q^2*r^2*p*a*g+16*q^2*r^2*p*c*a-12*b*g^2*p*c+140*p^2*g*a+708*p^2*c^2*a+396*a^2*c*p-14*q^2*c^2*r*g-2*q^2*a*c*r+8*q^2*r^2*p*c^2+28*r^2*p^3*g*c-23*a^2*q*g^2*r-44*a^3*q*g*r+57*r^2*p^2*g*a^2+14*a^2*r^3*b-229*r^2*p^2*a*c+8*q^2*r^2*p*a^2-29*q^2*p^2*r*a+44*q*a^2*b+14*a^2*r^3*g: Pap:= x^3*(x-1)^3*((2*r+2+q+p+g+2*c+2*b+2*a)*(a+b+2*c+p+q+r+g+2)*x+2*a^2+2*b*a+2*a*c+a*g-p*a-a*r-b*p-b*r-2*p*c-2*c*r-p*g-r*g-p^2-q*p-2*p*r-q*r-r^2+2*a-2*p-2*r)*dx^5+x^2*(x-1)^2*((3*a+3*c+g+3*p+3*r-6)*(2*a^2+2*b*a+2*a*c+a*g-p*a-a*r-b*p-b*r-2*p*c-2*c*r-p*g-r*g-p^2-q*p-2*p*r-q*r-r^2+2*a-2*p-2*r)+(-20-26*p+9*q*c*b+17*a*c*g+15*q*b*p+36*b*r*c+15*q*c*a+32*p*c*g+17*p*b*g+29*p*r*g+42*p*a*r+33*b*r*p+12*b*c*a+10*b*a+15*b*r*g+6*a*b*g+33*c*r*g+18*a*r*g-30*b-28*c-16*g-20*q-42*r+20*a^2+4*c^2+6*r^2+6*p^3+12*c^3+11*r^3+7*r*g^2+7*c*g^2+17*r^2*g+7*b^2*r+2*q*g^2-10*b^2-5*q^2-g^2+4*p^2-8*q*c+10*p*c-q*p-9*b*g+8*a*g-9*q*a+6*p*a+18*a*c-6*a*r-4*c*r+p*g-7*r*g-6*q*g+18*b*c^2+16*c^2*g+27*p^2*c+38*r^2*c+23*p^2*r+12*q*c^2+38*c^2*r+4*a^2*g+18*p^2*a+7*a^2*r+12*p^2*g+6*a^2*c-12*b*r+7*p*g^2+18*a*c^2-12*b*c+28*r^2*p+36*p*c^2+12*p*a^2+24*r^2*a-11*q*r+10*p*r+12*q*p^2+15*p^2*b+3*q*a^2+4*a*g^2+3*b*g^2+21*q*p*a+13*q*p*g+21*p*b*a+30*q*c*p+29*q*c*r+10*q*c*g+14*b*r*a+39*b*c*p+21*q*r*a+28*q*r*p+6*a*q*g+65*p*c*r+20*p*a*g+42*a*c*r+45*p*c*a+g^3+16*r^2*q+18*r^2*b+15*b*c*g+12*q*r*g+2*b^2*g+9*b^2*p-15*q*b+6*b^2*c+3*q^2*a+6*q^2*p+5*q^2*r+q^2*g+3*q^2*c+3*q*b*a+3*q*b*g+12*q*b*r)*x-(a+b+2*c+p+q+r+g+2)*(-16-2*p-10*a+12*b*a-10*b-4*c-4*g-2*q-7*r+6*a^2+12*c^2+11*r^2+6*b^2+3*q^2+2*g^2+3*p^2+12*q*c+12*p*c+6*q*p+7*b*g+10*c*g+7*a*g+9*q*a+9*p*a+18*a*c+16*a*r+22*c*r+5*p*g+9*r*g+5*q*g+9*b*p+16*b*r+18*b*c+11*q*r+11*p*r+9*q*b)*x^2)*dx^4+x*(x-1)*((2*a^2+4*a*c+a*g+6*p*a+6*a*r+2*c^2+c*g+6*p*c+6*c*r+2*p*g+2*r*g+3*p^2+6*p*r+3*r^2-9*a-9*c-3*g-9*p-9*r+7)*(2*a^2+2*b*a+2*a*c+a*g-p*a-a*r-b*p-b*r-2*p*c-2*c*r-p*g-r*g-p^2-q*p-2*p*r-q*r-r^2+2*a-2*p-2*r)+(16+20*r*c*g^2+129*p*a*r^2+38*p+75*b*r^2*p+63*r*q*p^2-8*b^2*a*r-46*a+45*p^2*a*q+19*b*r^2*a+44*r*p*a^2-18*q*c*b+71*b*r^2*c+26*a*c*g+4*a*b^2*p+25*q*r^2*g+4*q^2*g*p-6*a^2*g*b-46*q*b*p-77*b*r*c-8*q*c*a+186*r*p*c^2-50*p*c*g+13*a*p*g^2+5*r*q*g^2+39*a*r^2*g-34*p*b*g+66*q*c*r^2+48*q*r^2*a-63*p*r*g-84*p*a*r+a*c*g^2+68*p*c^2*g+13*a^2*g*p+18*q*b*r^2+74*b*p^2*c+20*p*a^2*q+9*r*q^2*a+a*q^2*g+69*r*p^2*b+12*c^2*g*b+29*r*p*g^2+56*r*c^2*g+26*b*r^2*g+4*c^2*g*a+4*q^2*c*a-3*a^2*q*g+2*g*b^2*c-77*b*r*p+54*b*c*a+110*p^2*a*c-40*b*a+21*b*p^2*q+46*r*a*c^2-8*a*b^2*c+3*r*q^2*g-34*b*r*g+15*a*b*g-71*c*r*g-31*a*r*g+24*b+8*c+8*g+16*q+64*r-12*a^2-24*c^2-68*r^2-9*p^3-8*c^3-12*r^3+46*a^3-17*r*g^2-10*c*g^2-41*r^2*g+60*b*a^2-19*b^2*r+12*b^2*p^2-4*q*g^2+2*q*g^2*c+7*q*g^2*p+8*c^4-4*a^4+8*b^2-2*b*g*a*r+4*q^2+3*c*g*q*b-q*g*b*a+10*b*p*q*g+21*r*b^2*p+14*r*b^2*c+18*r^4+31*r*a*c*g+151*r*p*c*g+93*r*q*p*a-4*g^2-39*p^2-8*q*c-66*p*c-23*q*p-20*c*g-17*a*g+18*q*a-p*a-10*a*c+12*a*r-58*c*r-19*p*g-10*r*g-24*b*c^2-16*c^2*g-27*b*p-40*p^2*c-73*r^2*c-30*p^2*r-16*q*c^2-74*c^2*r+37*a^2*g-24*p^2*a+8*a^2*r-22*p^2*g+94*a^2*c-2*b*r-13*p*g^2+40*a*c^2-12*b*c-33*r^2*p-48*p*c^2+25*p*a^2-60*r^2*a-4*q*r-107*p*r-30*q*p^2-28*p^2*b+8*q*a^2+3*a*g^2-6*b*g^2+8*c^3*q+56*c^3*p-48*q*p*a-32*q*p*g+4*p*b*a-70*q*c*p-79*q*c*r-16*q*c*g+b*r*a-68*b*c*p-66*q*r*a-78*q*r*p-3*a*q*g-113*p*c*r-13*p*a*g-71*a*c*r-22*p*c*a-12*a^2*c*g+8*q*c^2*g+52*q*c^2*p-2*g^3+12*c^3*g-2*p*a^3-24*a^3*r+2*r*g^3-48*r^2*q+18*q*p^3-49*r^2*b+12*b*c^3-20*a^2*c^2+3*p*g^3+75*r^3*c+81*p^2*r^2+100*c^2*r^2+14*a^2*r^2+15*r^2*g^2+63*r^3*p+48*r^3*a+45*r*p^3+48*r*c^3+21*b*p^3+14*p^2*g^2-20*a^3*c+20*p^3*g+33*p^3*a+48*p^3*c+30*p^2*a^2-4*a^3*g-g^2*a^2+6*c^2*g^2+86*p^2*c^2+4*c^3*a-6*a^3*q-8*a^3*b+9*q^2*p^2-24*b*c*g-33*q*r*g+72*q*r^2*p+198*p*c*r^2+105*a*c*r^2+80*c*r^2*g+82*p*r^2*g+54*r*b*c^2+171*r*p^2*c+42*r*q*c^2+114*r*p^2*a+71*r*p^2*g-26*r*a^2*c+7*r*q*a^2+4*a*r*g^2-12*g*a^2*r-g^2*b*a+6*b*g^2*r+60*p^2*c*q+70*p*b*c^2-8*a*b*c^2-32*b*a^2*r+2*p*a^2*b+40*b*p^2*a-4*a^2*c*q-28*a^2*c*b+29*p^2*g*b+3*b*g^2*c+71*p^2*c*g+90*a*c^2*p+24*q*g*p^2+26*c*g^2*p+10*q*c^2*a+44*p^2*g*a+32*a^2*c*p+q^2*c*g+49*r*q*p*g+59*r*p*b*a+55*r*p*b*g+49*r*q*c*a+126*r*q*c*p+31*r*q*c*g+145*r*b*c*p+39*r*b*c*g+15*r*a*q*g+83*r*p*a*g+215*r*p*c*a+40*q*g*p*c+72*p*a*q*c+26*p*a*q*g+71*a*c*g*p+56*p*c*b*a+5*c*g*q*a-6*c*g*b*a+53*b*p*c*g+21*b*g*p*a+r*q*b*a+7*r*q*b*g+32*p*c*q*b+16*p*a*q*b+9*p^4-4*b^2*g-25*b^2*p+14*b^2*a+12*q*b-12*b^2*c-6*q^2*a-21*q^2*p-18*q^2*r-2*q^2*g-6*q^2*c+g^3*c-4*b^2*a^2+4*b^2*c^2+2*q^2*a^2+12*q*b*a-6*q*b*g+18*r*q^2*p+9*r*q^2*c+12*q^2*c*p+20*p*b^2*c+12*q^2*a*p+4*b^2*r*g-2*b^2*g*a+6*q*c^2*b+6*g*b^2*p+9*b*p*g^2-6*q*a^2*b+2*q^2*c^2+27*r^3*q+27*r^3*b+31*r^3*g-37*q*b*r+9*b^2*r^2+9*q^2*r^2+23*r*q*c*b+39*r*q*b*p)*x+(-68-89*r*c*g^2-225*p*a*r^2-16*p-183*b*r^2*p-117*r*q*p^2-8*q^2*g*b-46*b^2*a*r+14*a-84*p^2*a*q-129*b*r^2*a-26*q^2*c*b-130*r*p*a^2+137*q*c*b-259*b*r^2*c+49*a*c*g-54*a*b^2*p-90*q*r^2*g-29*q^2*g*p-28*a^2*g*b+83*q*b*p+151*b*r*c+89*q*c*a-396*r*p*c^2+78*p*c*g-41*a*p*g^2-34*r*q*g^2-121*a*r^2*g+69*p*b*g-222*q*c*r^2-144*q*r^2*a+64*p*r*g+72*p*a*r-52*a*c*g^2-180*p*c^2*g-12*q*b^2*a-59*a^2*g*p-102*q*b*r^2-158*b*p^2*c-70*p*a^2*q-60*r*q^2*a-19*a*q^2*g-138*r*p^2*b-124*c^2*g*b-66*r*p*g^2-224*r*c^2*g-102*b*r^2*g-136*c^2*g*a-52*q^2*c*a-28*a^2*q*g-52*g*b^2*c+78*b*r*p+50*b*c*a-184*p^2*a*c+98*b*a-66*b*p^2*q-16*q^2*b*a-306*r*a*c^2-60*a*b^2*c-38*b^2*p*q-32*r*q^2*g+85*b*r*g+45*a*b*g+108*c*r*g+63*a*r*g-62*b-12*c-28*g-20*q-62*r+72*a^2+132*c^2+136*r^2+9*p^3+28*c^3+3*r^3-14*a^3+30*r*g^2+31*c*g^2+51*r^2*g-8*b*a^2+63*b^2*r-8*b^2*g^2-38*b^2*p^2-19*a*g^2*q+20*q*g^2-34*q*g^2*c-29*q*g^2*p-48*c^4-4*a^4+26*b^2-102*b*g*a*r+31*q^2-4*g^3*q-78*c*g*q*b-38*q*g*b*a-71*b*p*q*g-97*r*b^2*p-126*r*b^2*c-13*b*g^2*q-36*r^4-2*q^3*g+12*q^3-38*r*q*b^2+20*b^3-245*r*a*c*g-330*r*p*c*g-225*r*q*p*a+19*g^2+63*p^2+128*q*c+192*p*c+94*q*p+41*b*g+104*c*g+69*a*g+45*q*a+95*p*a+148*a*c+90*a*r+214*c*r+74*p*g+73*r*g+46*q*g+90*b*c^2+52*c^2*g+111*b*p+43*p^2*c+71*r^2*c+24*p^2*r+76*q*c^2+96*c^2*r+7*a^2*g+30*p^2*a+2*a^2*r+26*p^2*g-24*a^2*c+114*b*r+23*p*g^2+22*a*c^2+132*b*c+18*r^2*p+64*p*c^2+7*p*a^2+57*r^2*a+101*q*r+169*p*r+30*q*p^2+37*p^2*b+11*q*a^2+19*a*g^2+26*b*g^2-72*c^3*q-144*c^3*p+69*q*p*a+52*q*p*g+57*p*b*a+98*q*c*p+144*q*c*r+78*q*c*g+65*b*r*a+119*b*c*p+105*q*r*a+72*q*r*p+46*a*q*g+96*p*c*r+49*p*a*g+103*a*c*r+71*p*c*a-70*a^2*c*g-88*q*c^2*g-180*q*c^2*p+6*g^3-80*c^3*g-26*p*a^3-18*a^3*r-11*r*g^3+57*r^2*q-27*q*p^3+62*r^2*b-104*b*c^3-88*a^2*c^2-9*p*g^3-165*r^3*c-117*p^2*r^2-264*c^2*r^2-73*a^2*r^2-43*r^2*g^2-108*r^3*p-99*r^3*a-54*r*p^3-180*r*c^3-33*b*p^3-24*p^2*g^2-28*a^3*c-25*p^3*g-39*p^3*a-60*p^3*c-54*p^2*a^2-12*a^3*g-13*g^2*a^2-48*c^2*g^2-144*p^2*c^2-112*c^3*a-12*a^3*q-12*a^3*b-27*q^2*p^2+97*b*c*g+72*q*r*g-162*q*r^2*p-366*p*c*r^2-305*a*c*r^2-218*c*r^2*g-153*p*r^2*g-282*r*b*c^2-261*r*p^2*c-216*r*q*c^2-165*r*p^2*a-109*r*p^2*g-146*r*a^2*c-71*r*q*a^2-46*a*r*g^2-57*g*a^2*r-21*g^2*b*a-41*b*g^2*r-126*p^2*c*q-236*p*b*c^2-160*a*b*c^2-50*b*a^2*r-66*p*a^2*b-92*b*p^2*a-76*a^2*c*q-72*a^2*c*b-63*p^2*g*b-46*b*g^2*c-120*p^2*c*g-268*a*c^2*p-52*q*g*p^2-72*c*g^2*p-136*q*c^2*a-74*p^2*g*a-152*a^2*c*p-28*q^2*c*g-141*r*q*p*g-227*r*p*b*a-167*r*p*b*g-273*r*q*c*a-342*r*q*c*p-176*r*q*c*g-272*r*b*c*a-417*r*b*c*p-223*r*b*c*g-105*r*a*q*g-194*r*p*a*g-483*r*p*c*a-148*q*g*p*c-236*p*a*q*c-93*p*a*q*g-216*a*c*g*p-264*p*c*b*a-106*c*g*q*a-122*c*g*b*a-188*b*p*c*g-100*b*g*p*a-109*r*q*b*a-78*r*q*b*g-184*p*c*q*b-108*p*a*q*b-112*q*c*b*a-9*p^4+38*b^2*g+50*b^2*p+26*b^2*a+61*q*b+74*b^2*c+39*q^2*a+33*q^2*p+48*q^2*r+26*q^2*g+55*q^2*c-12*g^3*c-12*b^2*a^2-6*g^3*a-72*b^2*c^2-16*q^2*a^2+65*q*b*a+66*q*b*g-72*r*q^2*p-81*r*q^2*c-72*q^2*c*p-112*p*b^2*c-g^4-51*q^2*a*p-45*b^2*r*g-20*b^2*g*a-104*q*c^2*b-41*g*b^2*p-35*b*p*g^2-24*q*a^2*b-36*q^2*c^2-5*g^3*b-72*r^3*q-78*r^3*b-69*r^3*g+111*q*b*r-56*b^2*r^2-45*q^2*r^2-207*r*q*c*b-171*r*q*b*p-36*q*b^2*c-5*q^2*g^2-33*r*q^2*b+46*q^2*b-6*q^3*a-9*r*q^3-6*q^3*c-4*b^3*g-4*b^3*a+54*q*b^2-33*q^2*b*p-10*b^2*g*q-9*q^3*p-14*b^3*r-16*b^3*c-14*b^3*p)*x^2+(a+b+2*c+p+q+r+g+2)*(26-17*p-4*a+48*q*c*b+34*a*c*g+24*q*b*p+96*b*r*c+48*q*c*a+28*p*c*g+17*p*b*g+28*p*r*g+48*p*a*r+48*b*r*p+56*b*c*a-52*b*a+34*b*r*g+16*a*b*g+56*c*r*g+34*a*r*g-4*b-34*c-7*g-17*q-13*r-26*a^2-36*c^2-33*r^2+3*p^3+24*c^3+24*r^3+4*a^3+10*r*g^2+10*c*g^2+27*r^2*g+12*b*a^2+28*b^2*r+5*q*g^2-26*b^2-9*q^2+3*q^3+4*b^3-8*g^2-9*p^2-36*q*c-36*p*c-18*q*p-29*b*g-34*c*g-29*a*g-33*q*a-33*p*a-66*a*c-51*a*r-60*c*r-17*p*g-27*r*g-17*q*g+48*b*c^2+28*c^2*g-33*b*p+18*p^2*c+72*r^2*c+18*p^2*r+36*q*c^2+72*c^2*r+8*a^2*g+12*p^2*a+28*a^2*r+7*p^2*g+28*a^2*c-51*b*r+5*p*g^2+48*a*c^2-66*b*c+36*r^2*p+36*p*c^2+14*p*a^2+45*r^2*a-30*q*r-30*p*r+9*q*p^2+12*p^2*b+14*q*a^2+5*a*g^2+5*b*g^2+24*q*p*a+14*q*p*g+28*p*b*a+36*q*c*p+72*q*c*r+28*q*c*g+56*b*r*a+48*b*c*p+48*q*r*a+36*q*r*p+17*a*q*g+72*p*c*r+17*p*a*g+96*a*c*r+48*p*c*a+g^3+36*r^2*q+45*r^2*b+34*b*c*g+28*q*r*g+8*b^2*g+14*b^2*p+12*b^2*a-33*q*b+28*b^2*c+12*q^2*a+9*q^2*p+18*q^2*r+7*q^2*g+18*q^2*c+28*q*b*a+17*q*b*g+48*q*b*r+12*q^2*b+14*q*b^2)*x^3)*dx^3+((p+r-1)*(p+a+c+r-1)*(2*a+2*c+g+p+r-1)*(2*a^2+2*b*a+2*a*c+a*g-p*a-a*r-b*p-b*r-2*p*c-2*c*r-p*g-r*g-p^2-q*p-2*p*r-q*r-r^2+2*a-2*p-2*r)+(-15*r*c*g^2-12*a^3*c*q+60*p^2*c^2*g+c*g^3*r+6*c^2*g^2*r-138*p*a*r^2-12*p-83*b*r^2*p-81*r*q*p^2+56*r^2*c^2*g+24*r^2*a*c^2+32*b^2*a*r+12*p^2*a^2*g+12*a-48*p^2*a*q+66*r^3*c*g-12*a^2*c^2*q-32*a^3*g*r+38*p^2*a^2*c-21*b*r^2*a+9*p^2*a*q^2+51*g*p^3*r-32*r*p*a^2+44*p^2*c^2*q-79*b*r^2*c+104*p*c^3*r-4*a*c*g+10*r^2*b^2*c+18*a*b^2*p-36*q*r^2*g+28*p^3*g*a+232*r^2*p*c^2-5*q^2*g*p+36*a^2*g*b-8*b^2*c^2*a+17*r^2*c*g^2+21*q*b*p+12*b*c^3*r+4*b^2*c^2*r+36*r^2*p*a^2+2*c*g^3*p+200*p^2*c^2*r+21*b*r*c+88*p^3*a*r-4*a^2*b^2*p+120*r^3*p*a+4*q*c*a-16*b^2*r^2*a-176*r*p*c^2+8*p*c*g+6*a*p*g^2+12*c^3*g*r+15*b^2*p^2*r+2*q^2*a^2*r-5*r*q*g^2-100*a^3*c*r-32*b*a^2*c^2+44*r^2*q*c^2-59*a*r^2*g-22*q*a^3*r+4*p^2*a^2*b+8*p*b*g-4*q*a^3*b+30*r^2*p*g^2+24*c^3*g*p-95*q*c*r^2-78*q*r^2*a+15*q^2*p^2*r+43*b*p^3*r+39*r^3*q*a-3*p*r*g+24*p*a*r+13*p^3*g*q+21*a*c*g^2+55*r^3*q*c-44*p*c^2*g+57*r^3*b*p-8*a^2*b^2*c-4*a^3*g*q+50*a^2*g*p-12*a*c^3*g+48*r^2*b*c^2-29*q*b*r^2+187*r^3*p*c+237*r^2*p^2*c+4*q^2*c^2*p+23*p^3*a*b-59*b*p^2*c+15*p^3*g*b+4*r^2*q*g^2+18*r^2*q^2*p+3*p*a^2*q-12*r*q^2*a-70*r*p^2*b-120*a^2*c^2*r+4*p*a^2*q^2-31*r*p*g^2-48*r*c^2*g+2*b^2*r^2*g+8*p*c^2*b^2-29*b*r^2*g+60*c^2*g*a+12*p*c^2*g^2-16*a*c^3*b+23*a^2*q*g+13*b*r*p-32*b*c*a+42*q*p^3*r-28*a^3*c*p-53*p^2*a*c-4*b*a-37*a^2*g*r^2-28*b*p^2*q+17*r^3*b*g-10*r*a*c^2+51*p^2*a^2*r+36*a*b^2*c-62*b*a^2*r^2+15*r^2*b^2*p-4*r*q^2*g+16*p*c^4+12*b*r*g-16*a*b*g+23*c*r*g+42*a*r*g-18*r-24*a^2+49*r^2-14*p^3-33*r^3-12*a^3+8*r*g^2-r^2*g-36*b*a^2+6*b^2*r-13*b^2*p^2+5*a*g^2*q-7*q*g^2*p+24*a^4+39*b*g*a*r+10*q*g*b*a-9*b*p*q*g-24*r*b^2*p-12*r*b^2*c+10*p^2*a*g^2-9*r^4+5*b^2*p^3+2*p^2*g^3+q*a*p*g^2+3*p*r*g^3-6*a^2*g^2*c-2*g^3*a*r+6*p^2*g^2*b+4*b^2*p*c*g+2*b^2*c*r*g-8*b^2*a*r*g+4*p^5-8*b*g^2*a*r+13*r*a*c*g-150*r*p*c*g-126*r*q*p*a+30*p^2+40*p*c+20*q*p-10*a*g-26*q*a-6*p*a-40*a*c-a*r+48*c*r+10*p*g+11*r*g+10*b*p-24*p^2*c-39*r^2*c-61*p^2*r+14*c^2*r-14*a^2*g+12*p^2*a+57*a^2*r-2*p^2*g-4*a^2*c+3*b*r+4*p*g^2+8*a*c^2-80*r^2*p+38*p*a^2+12*r^2*a+15*q*r+79*p*r+q*p^2+4*q*a^2-4*a*g^2-36*c^3*p+31*q*p*a+11*q*p*g+22*q*c*p+33*q*c*r+19*b*r*a+6*b*c*p+55*q*r*a+6*q*r*p-3*a*q*g-63*p*c*r+24*p*a*g+97*a*c*r+56*p*c*a+92*a^2*c*g-48*q*c^2*p+60*p*a^3+58*a^3*r-r*g^3+5*r^2*q-23*q*p^3+13*r^2*b+128*a^2*c^2-2*p*g^3-63*r^3*c-51*p^2*r^2-108*c^2*r^2-40*a^2*r^2-19*r^2*g^2-35*r^3*p-57*r^3*a-33*r*p^3-44*r*c^3-19*b*p^3-12*p^2*g^2+100*a^3*c-18*p^3*g-24*p^3*a-41*p^3*c+8*p^2*a^2+32*a^3*g+14*g^2*a^2-68*p^2*c^2+52*c^3*a+26*a^3*q+40*a^3*b-15*q^2*p^2+14*q*r*g-93*q*r^2*p-167*p*c*r^2-149*a*c*r^2-92*c*r^2*g-80*p*r^2*g-42*r*b*c^2-145*r*p^2*c-46*r*q*c^2-105*r*p^2*a-67*r*p^2*g+92*r*a^2*c+2*r*q*a^2+9*a*r*g^2+51*g*a^2*r+8*g^2*b*a-3*b*g^2*r-70*p^2*c*q-46*p*b*c^2+88*a*b*c^2+98*b*a^2*r+82*p*a^2*b-b*p^2*a+52*a^2*c*q+128*a^2*c*b-23*p^2*g*b-58*p^2*c*g+16*a*c^2*p-28*q*g*p^2-17*c*g^2*p+26*q*c^2*a-20*p^2*g*a+112*a^2*c*p-64*r*q*p*g-22*r*p*b*a-52*r*p*b*g-44*r*q*c*a-165*r*q*c*p-33*r*q*c*g+84*r*b*c*a-138*r*b*c*p-27*r*b*c*g-7*r*a*q*g-79*r*p*a*g-202*r*p*c*a-38*q*g*p*c-45*p*a*q*c-13*p*a*q*g+20*a*c*g*p+64*p*c*b*a+23*c*g*q*a+60*c*g*b*a-35*b*p*c*g+25*b*g*p*a+28*r*q*b*a-6*r*q*b*g-33*p*c*q*b+7*p*a*q*b+30*q*c*b*a+88*q*c^2*p*r+7*p^2*g*q*b+22*q*a^2*p*r+2*p*a*q^2*g-16*c^2*g*b*a-b*a*p*g^2-8*p^4+8*b^2*p-16*b^2*a+13*q^2*p+12*q^2*r+16*b^2*a^2+2*g^3*a-26*q*b*a-33*r*q^2*p-12*r*q^2*c-15*q^2*c*p-18*p*b^2*c-15*q^2*a*p-2*b^2*r*g+8*b^2*g*a-4*g*b^2*p-6*b*p*g^2+30*q*a^2*b-g^2*q*a^2-35*r^3*q-32*r^3*b-31*r^3*g-24*a^4*r+8*c^4*r+52*p^2*c^3+27*p^4*r+g^3*r^2-6*a*c^2*g^2+18*q*b*r+12*q*b*p*r*g+3*q*b*c*r*g+8*p^3*g^2+10*p^4*g+18*p^4*a+22*p^3*a^2-24*a^2*c^3-46*a^3*r^2-11*b^2*r^2-18*q^2*r^2+25*p^4*c+6*q*b*p*a*r+110*q*c*p*a*r+q^2*c*r*g+6*q^2*p*r*g+18*q^2*p*a*r+18*q^2*p*c*r-120*b*a^2*c*r-58*b*p*a^2*r+q^2*a*r*g+52*b*p^2*a*r-4*p*a^2*q*b-4*a*g*b^2*c+6*q*b*c^2*r-2*a*g*b^2*p-24*r*q*c*b-57*r*q*b*p+2*r^2*a*c*g+176*r^2*p*c*g+105*r^2*q*p*a+53*r^2*q*p*g+35*r^2*p*b*a+49*r^2*p*b*g+45*r^2*q*c*a+19*r^2*q*c*b+144*r^2*q*c*p+30*r^2*q*c*g-7*r^2*q*b*a+33*r^2*q*b*p+5*r^2*q*b*g-40*r^2*b*c*a+145*r^2*b*c*p+30*r^2*b*c*g+10*r^2*a*q*g+82*r^2*p*a*g+247*r^2*p*c*a+30*q*b*p^2*r+236*p^2*c*a*r+154*p^2*c*r*g+134*p^2*c*b*r+123*p^2*c*q*r+12*q*p*b*c^2-4*a*c^2*g*q+20*a*c^2*g*p-a*c*g^2*q+16*c^2*g*q*p+8*q^2*a*p*c+8*p*a*b*c^2-4*p*a*b^2*c+2*q^2*p*c*g+42*q*b*p*c*r-9*q*c*a*r*g-7*q*b*a*r*g+9*r^2*q^2*a+9*r^2*q^2*c+156*r^2*p^2*a+93*r^2*p^2*g-74*r^2*a^2*c+78*r^2*q*p^2+75*r^2*p^2*b+r^2*q*a^2+6*r^3*b*a+52*r^3*b*c+62*r^3*q*p+86*r^3*a*c+27*r^3*a*g+73*r^3*p*g+27*p^2*r*g^2-8*p*a^3*g-50*b*g*a*c*r+54*r^4*c+82*r^3*p^2+88*r^3*c^2+7*r^3*a^2+11*r^3*g^2+48*r^4*p+34*r^4*a+68*r^2*p^3+52*r^2*c^3-24*a^3*c^2+56*p^3*c^2-4*a^4*q+9*p^4*b+8*q*p^4-8*c^4*a-8*a^4*c+4*q^2*p^3+67*p*a*c*r*g-7*b*g*p*a*r+71*b*g*p*c*r-16*q*b*a*c*r-g^3*a*c-4*p*a^3*q-12*p*a^3*b+8*q*c^3*r-12*a^3*c*g-5*g^2*r^2*a+3*b*g^2*r^2+9*p^3*b*q-46*p*a^3*r-14*g^2*a^2*r-36*c^3*r*a+14*b^2*p^2*c+24*p*c^3*b+2*q^2*c^2*r+9*q^2*p^2*c+129*p^3*c*r-2*a^2*p*g^2-40*b*a^3*r+21*p^2*a^2*q-16*a^3*c*b+34*p^3*c*q+16*q*c^3*p+12*b*p*a*c*r+8*p*b*a*q*c-4*b*c^2*q*a-12*a^2*c*g*p+93*q*a*p^2*r-3*q*a*r*g^2-8*a^2*c*g*q+2*q*c*r*g^2-17*q*a^2*r*g+32*p^2*c*q*g+23*p^2*c*q*b-28*b^2*a*c*r+4*p*c*g^2*q-6*q*c^2*a*r-12*b^2*p*a*r+8*q*c^2*r*g-8*p*a^2*b*g+65*p^2*a*q*c+22*p^2*a*q*g+65*p^2*a*c*g+9*q*p*g^2*r+13*p^2*a*q*b+38*c*g^2*p*r+8*a^2*c*q*p-8*a^2*c*q*b-36*q*c*a^2*r-88*c*g*a^2*r-17*c*g^2*a*r+12*b*g*c^2*r-23*b*g*r^2*a+114*p*a*c^2*r+24*b^2*p*c*r+24*b*p*c^2*g+47*b*g*p^2*r+5*p*a*r*g^2-4*b*g^2*a*c+46*q*p^2*g*r-22*q*b*a^2*r+52*p^2*c*b*a-2*q*a^2*b*g-68*b*a*c^2*r-36*p*a^2*c*r+28*q*c^2*p*a+83*p^2*a*r*g+9*b*g^2*p*r+3*b*g^2*c*r-25*p*a^2*r*g-44*c^2*g*a*r+106*b*p*c^2*r-36*b*g*a^2*r+116*c^2*g*p*r-28*a^2*c*b*p+5*a*c*g^2*p+16*p^2*g*b*a+41*b*p^2*c*g+6*b*g^2*p*c+4*q^2*a*c*r+32*q*p*g*a*r+62*q*p*g*c*r-2*a*c*g*q*b+16*a*c*g*q*p+6*p*c*g*q*b+2*b*p*a*c*g-4*q*c^3*a+4*b^2*p^2*g-16*b^2*a^2*r+20*p*c^3*a+75*p^3*a*c+27*p^3*a*q+5*p^2*g^2*q+44*p^3*g*c+58*b*c^2*p^2+21*p^2*g^2*c-16*a^2*c^2*p-24*a^2*c^2*g+3*q^2*p^2*g+41*b*p^3*c+90*p^2*c^2*a-16*a^2*c*g*b-8*p*a^4+4*p^2*a*b^2+6*b^2*p*r*g+11*r^5+18*r^4*q+5*r^3*b^2+7*r^3*q^2+16*r^4*b+21*r^4*g+3*r^2*q^2*g+12*r^3*q*b+20*r^3*q*g)*x+(12+87*r*c*g^2+8*a^3*c*q-200*p^2*c^2*g-19*c*g^3*r-90*c^2*g^2*r+275*p*a*r^2-6*p+198*b*r^2*p+183*r*q*p^2-24*q^2*c^2*a-328*r^2*c^2*g+11*q^2*g*b-346*r^2*a*c^2-30*b^2*a*r-56*p^2*a^2*g-36*a+141*p^2*a*q-18*q^3*r*p-273*r^3*c*g-4*b^3*p*a-36*c^3*g*q-20*a^2*c^2*q+32*a^3*g*r-166*p^2*a^2*c+139*b*r^2*a-48*p^2*a*q^2-117*g*p^3*r+37*q^2*c*b+68*r*p*a^2-3*q*c*b+4*b^3*a*r-186*p^2*c^2*q+283*b*r^2*c-464*p*c^3*r+53*a*c*g-132*r^2*b^2*c+12*a*b^2*p+137*q*r^2*g-9*q^3*r*a-62*p^3*g*a-816*r^2*p*c^2+54*q^2*g*p-42*a^2*g*b-16*b^2*c^2*a-115*r^2*c*g^2+23*q*b*p-200*b*c^3*r-116*b^2*c^2*r-176*r^2*p*a^2-18*c*g^3*p-590*p^2*c^2*r+83*b*r*c-186*p^3*a*r-8*a^2*b^2*p-346*r^3*p*a+11*q*c*a-4*q^3*a*c+10*b^2*r^2*a+442*r*p*c^2+110*p*c*g+30*a*p*g^2-164*c^3*g*r-100*b^2*p^2*r-19*q^2*a^2*r-3*q^3*r*g+44*r*q*g^2+104*a^3*c*r+8*b*a^2*c^2-312*r^2*q*c^2+168*a*r^2*g+30*q*a^3*r-56*p^2*a^2*b+23*p*b*g-5*b*g^3*p+8*q*a^3*b-115*r^2*p*g^2-152*c^3*g*p-5*q*g^3*p+331*q*c*r^2+248*q*r^2*a-7*q^2*g^2*p-87*q^2*p^2*r-132*b*p^3*r-172*r^3*q*a+88*p*r*g+4*q*b^2*a^2+71*p*a*r-39*p^3*g*q+a*c*g^2-276*r^3*q*c+208*p*c^2*g-14*q*b^2*a-238*r^3*b*p+8*a^2*b^2*c+4*a^3*g*q-18*a^2*g*p-48*a*c^3*g-4*b^3*g*c-21*b*p^2*q^2-370*r^2*b*c^2+157*q*b*r^2-588*r^3*p*c-645*r^2*p^2*c-12*a^2*c*q^2-60*q^2*c^2*p-69*p^3*a*b+226*b*p^2*c-45*p^3*g*b-40*r^2*q*g^2-120*r^2*q^2*p+38*p*a^2*q+104*r*q^2*a+18*a*q^2*g+167*r*p^2*b+100*c^2*g*b+48*a^2*c^2*r-29*p*a^2*q^2+85*r*p*g^2+216*r*c^2*g-39*b^2*r^2*g-112*p*c^2*b^2+121*b*r^2*g-40*q*c^3*b-20*c^2*g*a-84*p*c^2*g^2-48*a*c^3*b+51*q^2*c*a-25*a^2*q*g+50*g*b^2*c+121*b*r*p+92*b*c*a-120*q*p^3*r-28*a^3*c*p-6*a*g^3*p+204*p^2*a*c-7*q^2*r*g^2-26*b*a+18*a^2*g*r^2+124*b*p^2*q-100*r^3*b*g+7*q^2*b*a+166*r*a*c^2-171*p^2*a^2*r-44*a*b^2*c+76*b*a^2*r^2+67*b^2*p*q-124*r^2*b^2*p+52*r*q^2*g-96*p*c^4+2*b*r*g+24*a*b*g+54*c*r*g-37*a*r*g+2*b-28*c-4*g-16*q+18*r+12*a^2-28*c^2-122*r^2+42*p^3+60*c^3+114*r^3+36*a^3-r*g^2+15*c*g^2+45*r^2*g+64*b*a^2-5*b^2*r+8*b^2*g^2+60*b^2*p^2+9*a*g^2*q+q*g^2+37*q*g^2*c+45*q*g^2*p+32*c^4-24*a^4-18*b^2+7*b*g*a*r-25*q^2+5*g^3*q+89*c*g*q*b+4*q*g*b*a+111*b*p*q*g+126*r*b^2*p+132*r*b^2*c+16*b*g^2*q-38*p^2*a*g^2+15*r^4-23*b^2*p^3-8*p^2*g^3-8*g^3*c^2+3*q^3*g-26*q*a*p*g^2-8*g^2*b^2*p-8*g^2*b^2*c-21*p*r*g^3-2*a^2*g^2*c-5*q*g^3*r-2*g^3*a*r-8*b^2*r*g^2-30*b*g^2*c^2-29*p^2*g^2*b-16*q*b*r*g^2-72*b^2*p*c*g-74*b^2*c*r*g+6*b^2*a*r*g-16*c^5-6*p^5-7*q^3-2*b*g^2*a*r+60*r*q*b^2-q^3*a*g-3*q^3*p*g-q^3*c*g-4*b^3*g*p-5*q^2*b*c*g-62*b^2*q*r*p-8*b^3-11*b*p*q^2*g-48*b^2*q*c*r+121*r*a*c*g+391*r*p*c*g+343*r*q*p*a-9*g^2-42*p^2-60*q*c-90*p*c-65*q*p-23*b*g-32*c*g-10*a*g+19*q*a+34*a*c-28*a*r-146*c*r-35*p*g-45*r*g-26*q*g+66*b*c^2+60*c^2*g-66*b*p+155*p^2*c+217*r^2*c+163*p^2*r+48*q*c^2+112*c^2*r+34*a^2*g+54*p^2*a-54*a^2*r+48*p^2*g+62*a^2*c-62*b*r+12*p*g^2+74*a*c^2-52*b*c+235*r^2*p+172*p*c^2+18*p*a^2+42*r^2*a-81*q*r-146*p*r+60*q*p^2+65*p^2*b+3*q*a^2+8*a*g^2-2*b*g^2+68*c^3*q+160*c^3*p+19*q*p*a+31*q*p*g+55*p*b*a+116*q*c*p+50*q*c*r+26*q*c*g-19*b*r*a+139*b*c*p-61*q*r*a+127*q*r*p+5*a*q*g+336*p*c*r+30*p*a*g-43*a*c*r+115*p*c*a-106*a^2*c*g+88*q*c^2*g+264*q*c^2*p-9*q^3*c*r+56*c^3*g-60*p*a^3-92*a^3*r+11*r*g^3+72*r^2*q+57*q*p^3+47*r^2*b+80*b*c^3-172*a^2*c^2+12*p*g^3+149*r^3*c+95*p^2*r^2+300*c^2*r^2+95*a^2*r^2+58*r^2*g^2+61*r^3*p+132*r^3*a+67*r*p^3+172*r*c^3+56*b*p^3+38*p^2*g^2-136*a^3*c+45*p^3*g+60*p^3*a+104*p^3*c+24*p^2*a^2-32*a^3*g-10*g^2*a^2+36*c^2*g^2+208*p^2*c^2-28*c^3*a-46*a^3*q-52*a^3*b+60*q^2*p^2+29*b*c*g+6*q*r*g+220*q*r^2*p+357*p*c*r^2+395*a*c*r^2+266*c*r^2*g+178*p*r^2*g+262*r*b*c^2+312*r*p^2*c+272*r*q*c^2+203*r*p^2*a+144*r*p^2*g-104*r*a^2*c+36*r*q*a^2+19*a*r*g^2-52*g*a^2*r+2*g^2*b*a+41*b*g^2*r+229*p^2*c*q+268*p*b*c^2-72*a*b*c^2-140*b*a^2*r-68*p*a^2*b+84*b*p^2*a-62*a^2*c*q-200*a^2*c*b+95*p^2*g*b+40*b*g^2*c+180*p^2*c*g+154*a*c^2*p+96*q*g*p^2+88*c*g^2*p+52*q*c^2*a+86*p^2*g*a-64*a^2*c*p+36*q^2*c*g+213*r*q*p*g+170*r*p*b*a+199*r*p*b*g+312*r*q*c*a+503*r*q*c*p+224*r*q*c*g+28*r*b*c*a+454*r*b*c*p+213*r*b*c*g+108*r*a*q*g+204*r*p*a*g+480*r*p*c*a+222*q*g*p*c+279*p*a*q*c+109*p*a*q*g+137*a*c*g*p+102*p*c*b*a+44*c*g*q*a-32*c*g*b*a+224*b*p*c*g+51*b*g*p*a+72*r*q*b*a+103*r*q*b*g+287*p*c*q*b+105*p*a*q*b+12*q*c*b*a-520*q*c^2*p*r-56*p^2*g*q*b-152*q*a^2*p*r-30*p*a*q^2*g-48*c^2*g*b*a-20*b*a*p*g^2+18*p^4-8*b^2*g+3*b^2*p+20*b^2*a-49*q*b+10*b^2*c-18*q^2*a+11*q^2*p-7*q^2*r-6*q^2*g-5*q^2*c+10*g^3*c-32*b^2*a^2+2*g^3*a+68*b^2*c^2+7*q^2*a^2+11*q*b*a-15*q*b*g+135*r*q^2*p+131*r*q^2*c+134*q^2*c*p+140*p*b^2*c+g^4+90*q^2*a*p+47*b^2*r*g-6*b^2*g*a+114*q*c^2*b+52*g*b^2*p+45*b*p*g^2-60*q*a^2*b+g^2*q*a^2-10*q^2*b*c^2+44*q^2*c^2+5*g^3*b+94*r^3*q+87*r^3*b+79*r^3*g-g^4*c-40*c^4*b+24*a^4*r-104*c^4*r-168*p^2*c^3-g^4*r-51*p^4*r-11*g^3*r^2-32*b^2*c^3-24*a*c^2*g^2-5*q*b*r-150*q*b*p*r*g-119*q*b*c*r*g-19*p^3*g^2-18*p^4*g-30*p^4*a-48*p^3*a^2-8*a^2*c^3+56*a^3*r^2+70*b^2*r^2+86*q^2*r^2-45*p^4*c-198*q*b*p*a*r-634*q*c*p*a*r-45*q^2*c*r*g-68*q^2*p*r*g-132*q^2*p*a*r-180*q^2*p*c*r+128*b*a^2*c*r-30*b*p*a^2*r-25*q^2*a*r*g-263*b*p^2*a*r-40*p*a^2*q*g-32*p*a^2*q*b-8*a*g*b^2*c-174*q*b*c^2*r-18*a*g*b^2*p+274*r*q*c*b+264*r*q*b*p-227*r^2*a*c*g-638*r^2*p*c*g-412*r^2*q*p*a-248*r^2*q*p*g-288*r^2*p*b*a-253*r^2*p*b*g-340*r^2*q*c*a-240*r^2*q*c*b-642*r^2*q*c*p-236*r^2*q*c*g-72*r^2*q*b*a-250*r^2*q*b*p-81*r^2*q*b*g-164*r^2*b*c*a-700*r^2*b*c*p-263*r^2*b*c*g-109*r^2*a*q*g-315*r^2*p*a*g-888*r^2*p*c*a-192*q*b*p^2*r-697*p^2*c*a*r-467*p^2*c*r*g-537*p^2*c*b*r-465*p^2*c*q*r-40*q*g*b*c^2-168*q*p*b*c^2-48*a*c^2*g*q-236*a*c^2*g*p-12*a*c*g^2*q-152*c^2*g*q*p-89*q^2*a*p*c-264*p*a*b*c^2-80*p*a*b^2*c-44*q^2*p*c*g-14*q^2*a*c*g+b*a*q*g^2-10*c*g^2*q*b-430*q*b*p*c*r-127*q*c*a*r*g-15*q*b*a*r*g+48*q*b^2*c-77*r^2*q^2*a-105*r^2*q^2*c-392*r^2*p^2*a-255*r^2*p^2*g-12*r^2*a^2*c-264*r^2*q*p^2-275*r^2*p^2*b-52*r^2*q*a^2-94*r^3*b*a-284*r^3*b*c-240*r^3*q*p-356*r^3*a*c-121*r^3*a*g-231*r^3*p*g-86*p^2*r*g^2-8*p*a^3*g-58*b*g*a*c*r-192*r^4*c-216*r^3*p^2-354*r^3*c^2-53*r^3*a^2-48*r^3*g^2-144*r^4*p-110*r^4*a-154*r^2*p^3-284*r^2*c^3+16*a^3*c^2-12*q^2*c^3-128*p^3*c^2+4*a^4*q-24*c^3*g^2+7*q^2*g^2-21*p^4*b-18*q*p^4-32*c^4*a+8*a^4*c-g^4*p-24*c^4*q-32*c^4*g-24*p^2*a^3-18*q^2*p^3-2*q^3*a^2-519*p*a*c*r*g-157*b*g*p*a*r-473*b*g*p*c*r-88*q*b*a*c*r-4*g^3*a*c-g^2*q^2*a-16*p*a^3*q-4*p*a^3*b-140*q*c^3*r-2*a^2*g*q^2+8*a^3*c*g-27*g^2*r^2*a-39*b*g^2*r^2-5*b*g^3*r-42*p^3*b*q+6*p*a^3*r+10*g^2*a^2*r-136*c^3*r*a-94*b^2*p^2*c-60*c^3*g*b-188*p*c^3*b-18*c^2*g^2*q-62*q^2*c^2*r-63*q^2*p^2*c-3*c*g^2*q^2-294*p^3*c*r-12*a^2*p*g^2+52*b*a^3*r-5*c*g^3*b-75*p^2*a^2*q+16*a^3*c*b-99*p^3*c*q-132*q*c^3*p-12*q^2*c^2*g-516*b*p*a*c*r-176*p*b*a*q*c-50*p*b*a*q*g-44*b*c^2*q*a-96*a^2*c*g*p-309*q*a*p^2*r-15*q*a*r*g^2-8*a^2*c*g*q-55*q*c*r*g^2+5*q*a^2*r*g-145*p^2*c*q*g-158*p^2*c*q*b+4*b^2*a*c*r-53*p*c*g^2*q-194*q*c^2*a*r-56*b^2*p*a*r-160*q*c^2*r*g-22*p*a^2*b*g-250*p^2*a*q*c-91*p^2*a*q*g-230*p^2*a*c*g-71*q*p*g^2*r-92*p^2*a*q*b-200*c*g^2*p*r-132*a^2*c*q*p+4*a^2*c*q*b-24*q*c*a^2*r+44*c*g*a^2*r-42*c*g^2*a*r-220*b*g*c^2*r-31*b*g*r^2*a-718*p*a*c^2*r-244*b^2*p*c*r-208*b*p*c^2*g-198*b*g*p^2*r-80*p*a*r*g^2-12*b*g^2*a*c-182*q*p^2*g*r+38*q*b*a^2*r-258*p^2*c*b*a+6*q*a^2*b*g-108*b*a*c^2*r-256*p*a^2*c*r-248*q*c^2*p*a-256*p^2*a*r*g-75*b*g^2*p*r-70*b*g^2*c*r-73*p*a^2*r*g-144*c^2*g*a*r-646*b*p*c^2*r+42*b*g*a^2*r-548*c^2*g*p*r-88*a^2*c*b*p-77*a*c*g^2*p-85*p^2*g*b*a-179*b*p^2*c*g-67*b*g^2*p*c-81*q^2*a*c*r-23*q^2*p*b*a-60*q^2*b*r*p-37*q^2*b*r*c-11*q^2*a*r*b-222*q*p*g*a*r-402*q*p*g*c*r-20*a*c*g*q*b-176*a*c*g*q*p-116*p*c*g*q*b-172*b*p*a*c*g-48*q*c^3*a-30*b^2*p^2*g+32*b^2*a^2*r-212*p*c^3*a-165*p^3*a*c-69*p^3*a*q-26*p^2*g^2*q-102*p^3*g*c-242*b*c^2*p^2-74*p^2*g^2*c-144*a^2*c^2*p-8*a^2*c^2*g-24*q^2*p^2*g-121*b*p^3*c-308*p^2*c^2*a+61*r*q^2*b-25*q^2*b+9*q^3*a+19*r*q^3-12*b^2*p*q*g-48*q*c*b^2*p-8*q*g*b^2*c-16*b^2*p*q*a-4*b^2*c*q*a+4*a^2*c*g*b-2*q^3*c^2+9*q^3*c-6*q^3*p^2+4*b^3*g-4*b^3*a-26*q*b^2-3*c*g^3*q-23*b^2*p^2*q-16*q*c^2*b^2-32*c^2*g*b^2+68*q^2*b*p-40*p^2*a*b^2+2*q*b^2*g*a-37*q^2*b*p*c-76*b^2*p*r*g-11*q^2*b*r*g+8*b^2*q*r*a-12*b^2*q*r*g-10*q^2*c*b*a-16*q*b*p*g^2-9*q^3*p*c-9*q^3*a*p-4*b^3*r*g+12*b^2*g*q+21*q^3*p-q^2*g*b*a-37*r^5-32*r^2*q*b^2-8*b^3*p^2-78*r^4*q-47*r^3*b^2-51*r^3*q^2-74*r^4*b-75*r^4*g-39*r^2*q^2*g-100*r^3*q*b-10*r^2*q^3-105*r^3*q*g-32*r^2*q^2*b+18*b^3*r-8*b^3*c^2-20*b^3*c*p-20*b^3*r*p+20*b^3*c+20*b^3*p-10*b^3*r^2-20*b^3*c*r)*x^2+(-8*b^4+17*q^3*c*b-24-155*r*c*g^2+52*a^3*c*q+240*p^2*c^2*g+59*c*g^3*r+258*c^2*g^2*r-160*p*a*r^2+40*p-136*b*r^2*p-150*r*q*p^2+138*q^2*c^2*a+720*r^2*c^2*g-97*q^2*g*b+976*r^2*a*c^2-126*b^2*a*r+32*b^3*c*a+68*p^2*a^2*g+44*a-180*p^2*a*q+62*q^3*r*p+486*r^3*c*g+20*b^3*p*a+152*c^3*g*q+180*a^2*c^2*q+32*a^3*g*r+202*p^2*a^2*c-172*b*r^2*a+75*p^2*a*q^2+113*g*p^3*r-239*q^2*c*b-126*r*p*a^2-268*q*c*b+32*b^3*a*r+264*p^2*c^2*q-266*b*r^2*c+748*p*c^3*r-250*a*c*g+448*r^2*b^2*c-152*a*b^2*p-144*q*r^2*g+55*q^3*r*a+56*p^3*g*a+1176*r^2*p*c^2-104*q^2*g*p-96*a^2*g*b+168*b^2*c^2*a+270*r^2*c*g^2-193*q*b*p+624*b*c^3*r+460*b^2*c^2*r+334*r^2*p*a^2+32*c*g^3*p+702*p^2*c^2*r-466*b*r*c+172*p^3*a*r+36*a^2*b^2*p+442*r^3*p*a-300*q*c*a+35*q^3*a*c+162*b^2*r^2*a-440*r*p*c^2-320*p*c*g-98*a*p*g^2+452*c^3*g*r+181*b^2*p^2*r+101*q^2*a^2*r+30*q^3*r*g-86*r*q*g^2+108*a^3*c*r+168*b*a^2*c^2+792*r^2*q*c^2-159*a*r^2*g+54*q*a^3*r+84*p^2*a^2*b-132*p*b*g+11*b*g^3*p+12*q*a^3*b+177*r^2*p*g^2+256*c^3*g*p+13*q*g^3*p-304*q*c*r^2-208*q*r^2*a+24*q^2*g^2*p+144*q^2*p^2*r+151*b*p^3*r+326*r^3*q*a-212*p*r*g+12*q*b^2*a^2-296*p*a*r+43*p^3*g*q-143*a*c*g^2+552*r^3*q*c-380*p*c^2*g+20*b^3*p*q-110*q*b^2*a+382*r^3*b*p+48*a^2*b^2*c+12*a^3*g*q-118*a^2*g*p+204*a*c^3*g+28*b^3*g*c+57*b*p^2*q^2+952*r^2*b*c^2-184*q*b*r^2+772*r^3*p*c+726*r^2*p^2*c+78*a^2*c*q^2+168*q^2*c^2*p+73*p^3*a*b-335*b*p^2*c+49*p^3*g*b+117*r^2*q*g^2+240*r^2*q^2*p-147*p*a^2*q-172*r*q^2*a-95*a*q^2*g-162*r*p^2*b-356*c^2*g*b+436*a^2*c^2*r+64*p*a^2*q^2-100*r*p*g^2-332*r*c^2*g+151*b^2*r^2*g+6*g^3*a*q+260*p*c^2*b^2-147*b*r^2*g+204*q*c^3*b-308*c^2*g*a+144*p*c^2*g^2+272*a*c^3*b-231*q^2*c*a-85*a^2*q*g-204*g*b^2*c-324*b*r*p-336*b*c*a+130*q*p^3*r+92*a^3*c*p+12*a*g^3*p-327*p^2*a*c+43*q^2*r*g^2+88*b*a+145*a^2*g*r^2-177*b*p^2*q+227*r^3*b*g-129*q^2*b*a-376*r*a*c^2+225*p^2*a^2*r-204*a*b^2*c+150*b*a^2*r^2-169*b^2*p*q+286*r^2*b^2*p-110*r*q^2*g+11*q^3*a*b+34*r*q^3*b+19*q^3*p*b+160*p*c^4-138*b*r*g-76*a*b*g-312*c*r*g-134*a*r*g+20*b+80*c+16*g+44*q+22*r+32*a^2+32*c^2+91*r^2-54*p^3-224*c^3-151*r^3-44*a^3-47*r*g^2-80*c*g^2-126*r^2*g-84*b*a^2-97*b^2*r-42*b^2*g^2-99*b^2*p^2-73*a*g^2*q-31*q*g^2-129*q*g^2*c-85*q*g^2*p-104*c^4-8*a^4+56*b^2-220*b*g*a*r+26*q^2-18*g^3*q-372*c*g*q*b-187*q*g*b*a-243*b*p*q*g-182*r*b^2*p-288*r*b^2*c-76*b*g^2*q+46*p^2*a*g^2+10*r^4+31*b^2*p^3+10*p^2*g^3+24*g^3*c^2-28*q^3*g+61*q*a*p*g^2+21*g^2*b^2*p+34*g^2*b^2*c+39*p*r*g^3+34*a^2*g^2*c+24*q*g^3*r+22*g^3*a*r+42*b^2*r*g^2+102*b*g^2*c^2+41*p^2*g^2*b+94*q*b*r*g^2+172*b^2*p*c*g+314*b^2*c*r*g+96*b^2*a*r*g+48*c^5+4*p^5-19*q^3+84*b*g^2*a*r-178*r*q*b^2+12*q^3*a*g+17*q^3*p*g+18*q^3*c*g+8*q*b^2*g^2+16*b^3*g*p+71*q^2*b*c*g+238*b^2*q*r*p+4*b^3+59*b*p*q^2*g+344*b^2*q*c*r-366*r*a*c*g-420*r*p*c*g-341*r*q*p*a+18*g^2+14*p^2+68*q*c+44*p*c+40*q*p+58*b*g+52*c*g+46*a*g+24*q*a+14*p*a+28*a*c+39*a*r+102*c*r+32*p*g+45*r*g+40*q*g-324*b*c^2-248*c^2*g+66*b*p-272*p^2*c-414*r^2*c-195*p^2*r-300*q*c^2-436*c^2*r-62*a^2*g-144*p^2*a-107*a^2*r-98*p^2*g-216*a^2*c+79*b*r-50*p*g^2-372*a*c^2+100*b*c-280*r^2*p-440*p*c^2-130*p*a^2-184*r^2*a+63*q*r+69*p*r-127*q*p^2-140*p^2*b-82*q*a^2-32*a*g^2-20*b*g^2-228*c^3*q-284*c^3*p-201*q*p*a-142*q*p*g-214*p*b*a-404*q*c*p-414*q*c*r-212*q*c*g-204*b*r*a-442*b*c*p-188*q*r*a-293*q*r*p-95*a*q*g-608*p*c*r-156*p*a*g-426*a*c*r-474*p*c*a-156*a^2*c*g-300*q*c^2*g-456*q*c^2*p+77*q^3*c*r-6*g^3-188*c^3*g-36*p*a^3-2*a^3*r-24*r*g^3-200*r^2*q-57*q*p^3-190*r^2*b-268*b*c^3-144*a^2*c^2-24*p*g^3-60*r^3*c-52*p^2*r^2-232*c^2*r^2-77*a^2*r^2-61*r^2*g^2-7*r^3*p-61*r^3*a-51*r*p^3-236*r*c^3-67*b*p^3-52*p^2*g^2-36*a^3*c-48*p^3*g-68*p^3*a-109*p^3*c-88*p^2*a^2-32*a^3*g-42*g^2*a^2-126*c^2*g^2-270*p^2*c^2-220*c^3*a-22*a^3*q-32*a^3*b-75*q^2*p^2-202*b*c*g-145*q*r*g-146*q*r^2*p-220*p*c*r^2-294*a*c*r^2-238*c*r^2*g-128*p*r^2*g-448*r*b*c^2-263*r*p^2*c-428*r*q*c^2-169*r*p^2*a-127*r*p^2*g-136*r*a^2*c-122*r*q*a^2-89*a*r*g^2-83*g*a^2*r-84*g^2*b*a-101*b*g^2*r-285*p^2*c*q-536*p*b*c^2-384*a*b*c^2-66*b*a^2*r-130*p*a^2*b-187*b*p^2*a-190*a^2*c*q-156*a^2*c*b-146*p^2*g*b-155*b*g^2*c-239*p^2*c*g-492*a*c^2*p-124*q*g*p^2-167*c*g^2*p-396*q*c^2*a-144*p^2*g*a-248*a^2*c*p-159*q^2*c*g-237*r*q*p*g-308*r*p*b*a-270*r*p*b*g-532*r*q*c*a-514*r*q*c*p-386*r*q*c*g-424*r*b*c*a-548*r*b*c*p-426*r*b*c*g-234*r*a*q*g-257*r*p*a*g-526*r*p*c*a-398*q*g*p*c-558*p*a*q*c-239*p*a*q*g-442*a*c*g*p-566*p*c*b*a-344*c*g*q*a-360*c*g*b*a-470*b*p*c*g-253*b*g*p*a-300*r*q*b*a-247*r*q*b*g-574*p*c*q*b-316*p*a*q*b-450*q*c*b*a+996*q*c^2*p*r+103*p^2*g*q*b+326*q*a^2*p*r+80*p*a*q^2*g+272*c^2*g*b*a+47*b*a*p*g^2-16*p^4-14*b^2*g-84*b^2*p-36*b^2*a+76*q*b-120*b^2*c-57*q^2*a-92*q^2*p-98*q^2*r-44*q^2*g-132*q^2*c-37*g^3*c-48*b^2*a^2-22*g^3*a-240*b^2*c^2-59*q^2*a^2-118*q*b*a-71*q*b*g-147*r*q^2*p-251*r*q^2*c-243*q^2*c*p-318*p*b^2*c-4*g^4-156*q^2*a*p-137*b^2*r*g-96*b^2*g*a-440*q*c^2*b-135*g*b^2*p-101*b*p*g^2-88*q*a^2*b+13*g^2*q*a^2+102*q^2*b*c^2-186*q^2*c^2-22*g^3*b-53*r^3*q-47*r^3*b-51*r^3*g+3*g^4*c+136*c^4*b+8*a^4*r+280*c^4*r+200*p^2*c^3+4*g^4*r+41*p^4*r+30*g^3*r^2+136*b^2*c^3+102*a*c^2*g^2-216*q*b*r+394*q*b*p*r*g+568*q*b*c*r*g+18*p^3*g^2+14*p^4*g+22*p^4*a+42*p^3*a^2+136*a^2*c^3+46*a^3*r^2-95*b^2*r^2-94*q^2*r^2+35*p^4*c+564*q*b*p*a*r+1216*q*c*p*a*r+233*q^2*c*r*g+173*q^2*p*r*g+282*q^2*p*a*r+435*q^2*p*c*r+340*b*a^2*c*r+266*b*p*a^2*r+137*q^2*a*r*g+406*b*p^2*a*r+92*p*a^2*q*g+108*p*a^2*q*b+84*a*g*b^2*c+760*q*b*c^2*r+56*a*g*b^2*p-554*r*q*c*b-327*r*q*b*p+730*r^2*a*c*g+942*r^2*p*c*g+650*r^2*q*p*a+426*r^2*q*p*g+620*r^2*p*b*a+464*r^2*p*b*g+928*r^2*q*c*a+808*r^2*q*c*b+1068*r^2*q*c*p+630*r^2*q*c*g+404*r^2*q*b*a+542*r^2*q*b*p+300*r^2*q*b*g+888*r^2*b*c*a+1228*r^2*b*c*p+718*r^2*b*c*g+342*r^2*a*q*g+506*r^2*p*a*g+1348*r^2*p*c*a+336*q*b*p^2*r+842*p^2*c*a*r+565*p^2*c*r*g+760*p^2*c*b*r+639*p^2*c*q*r+224*q*g*b*c^2+432*q*p*b*c^2+252*a*c^2*g*q+428*a*c^2*g*p+81*a*c*g^2*q+324*c^2*g*q*p+219*q^2*a*p*c+564*p*a*b*c^2+228*p*a*b^2*c+132*q^2*p*c*g+99*q^2*a*c*g+21*b*a*q*g^2+71*c*g^2*q*b+1052*q*b*p*c*r+626*q*c*a*r*g+250*q*b*a*r*g-260*q*b^2*c+220*r^2*q^2*a+342*r^2*q^2*c+430*r^2*p^2*a+291*r^2*p^2*g+440*r^2*a^2*c+336*r^2*q*p^2+376*r^2*p^2*b+226*r^2*q*a^2+288*r^3*b*a+608*r^3*b*c+356*r^3*q*p+668*r^3*a*c+247*r^3*a*g+308*r^3*p*g+107*p^2*r*g^2+24*p*a^3*g+616*b*g*a*c*r+292*r^4*c+233*r^3*p^2+612*r^3*c^2+152*r^3*a^2+90*r^3*g^2+178*r^4*p+162*r^4*a+144*r^2*p^3+600*r^2*c^3+56*a^3*c^2+72*q^2*c^3+120*p^3*c^2+4*a^4*q+72*c^3*g^2-33*q^2*g^2+19*p^4*b+16*q*p^4+136*c^4*a+8*a^4*c+2*g^4*p+96*c^4*q+96*c^4*g+12*a^3*q^2+32*p^2*a^3+24*q^2*p^3+11*q^3*a^2+990*p*a*c*r*g+430*b*g*p*a*r+932*b*g*p*c*r+764*q*b*a*c*r+17*g^3*a*c+15*g^2*q^2*a+44*p*a^3*q+28*p*a^3*b+476*q*c^3*r+24*a^2*g*q^2+28*a^3*c*g+121*g^2*r^2*a+121*b*g^2*r^2+22*b*g^3*r+57*p^3*b*q+94*p*a^3*r+42*g^2*a^2*r+616*c^3*r*a+158*b^2*p^2*c+204*c^3*g*b+356*p*c^3*b+84*c^2*g^2*q+294*q^2*c^2*r+114*q^2*p^2*c+30*c*g^2*q^2+281*p^3*c*r+26*a^2*p*g^2+32*b*a^3*r+17*c*g^3*b+95*p^2*a^2*q+32*a^3*c*b+108*p^3*c*q+272*q*c^3*p+84*q^2*c^2*g+1260*b*p*a*c*r+472*p*b*a*q*c+152*p*b*a*q*g+316*b*c^2*q*a+204*a^2*c*g*p+399*q*a*p^2*r+104*q*a*r*g^2+116*a^2*c*g*q+215*q*c*r*g^2+139*q*a^2*r*g+210*p^2*c*q*g+279*p^2*c*q*b+356*b^2*a*c*r+120*p*c*g^2*q+836*q*c^2*a*r+250*b^2*p*a*r+572*q*c^2*r*g+64*p*a^2*b*g+333*p^2*a*q*c+124*p^2*a*q*g+275*p^2*a*c*g+150*q*p*g^2*r+157*p^2*a*q*b+343*c*g^2*p*r+280*a^2*c*q*p+132*a^2*c*q*b+420*q*c*a^2*r+302*c*g*a^2*r+242*c*g^2*a*r+712*b*g*c^2*r+296*b*g*r^2*a+1304*p*a*c^2*r+592*b^2*p*c*r+400*b*p*c^2*g+288*b*g*p^2*r+169*p*a*r*g^2+68*b*g^2*a*c+256*q*p^2*g*r+146*q*b*a^2*r+360*p^2*c*b*a+28*q*a^2*b*g+896*b*a*c^2*r+668*p*a^2*c*r+504*q*c^2*p*a+319*p^2*a*r*g+159*b*g^2*p*r+244*b*g^2*c*r+229*p*a^2*r*g+704*c^2*g*a*r+1228*b*p*c^2*r+96*b*g*a^2*r+904*c^2*g*p*r+252*a^2*c*b*p+143*a*c*g^2*p+120*p^2*g*b*a+247*b*p^2*c*g+133*b*g^2*p*c+374*q^2*a*c*r+95*q^2*p*b*a+219*q^2*b*r*p+292*q^2*b*r*c+158*q^2*a*r*b+456*q*p*g*a*r+798*q*p*g*c*r+200*a*c*g*q*b+374*a*c*g*q*p+318*p*c*g*q*b+376*b*p*a*c*g+228*q*c^3*a+52*b^2*p^2*g+48*b^2*a^2*r+380*p*c^3*a+149*p^3*a*c+69*p^3*a*q+39*p^2*g^2*q+96*p^3*g*c+330*b*c^2*p^2+90*p^2*g^2*c+304*a^2*c^2*p+136*a^2*c^2*g+45*q^2*p^2*g+131*b*p^3*c+366*p^2*c^2*a-165*r*q^2*b-53*q^2*b-44*q^3*a-48*r*q^3+60*b^2*p*q*g+192*q*c*b^2*p+84*q*g*b^2*c+84*b^2*p*q*a+108*b^2*c*q*a+84*a^2*c*g*b+24*q^3*c^2-67*q^3*c+g^4*q+8*p*a^4+16*q^3*p^2-32*b^3*g-32*b^3*a+3*g^3*q^2-36*q*b^2+18*c*g^3*q+5*b*g^3*q+62*b^2*p^2*q+136*q*c^2*b^2+136*c^2*g*b^2-153*q^2*b*p+72*p^2*a*b^2+20*q*b^2*g*a+165*q^2*b*p*c+201*b^2*p*r*g+106*q^2*b*r*g+130*b^2*q*r*a+111*b^2*q*r*g+112*q^2*c*b*a+51*q*b*p*g^2+44*q^3*p*c+31*q^3*a*p+24*q^2*a^2*b+32*b^3*r*g+10*b*g^2*q^2-102*b^2*g*q-43*q^3*p+32*q^2*g*b*a+52*r^5+178*r^2*q*b^2+28*b^3*c*q+20*b^3*p^2+134*r^4*q+136*r^3*b^2+123*r^3*q^2+138*r^4*b+116*r^4*g+135*r^2*q^2*g+266*r^3*q*b+48*r^2*q^3+218*r^3*q*g-70*q^2*b^2+166*r^2*q^2*b+57*r*q^2*b^2+31*q^2*b^2*p+4*b^3*g*q-62*b^3*r+56*b^3*c^2+68*b^3*c*p+78*b^3*r*p-84*b^3*c+4*q*b^3*a-58*b^3*p+g*q^4-9*q^4+3*q^4*a+7*r*q^4+3*q^4*c+4*q^4*p-43*q^3*b+8*b^4*r+5*q^3*g*b+8*q^2*g*b^2+34*q^2*c*b^2+12*q^2*b^2*a+4*b^4*p+3*q^3*g^2+8*b^4*c+58*b^3*r^2-44*b^3*q+124*b^3*c*r+38*b^3*r*q)*x^3-(a+b+2*c+p+q+r+g+2)*(-6+34*r*c*g^2+91*p*a*r^2+15*p+91*b*r^2*p+33*r*q*p^2+10*q^2*g*b+36*b^2*a*r+12*a+15*p^2*a*q+96*b*r^2*a+30*q^2*c*b+46*r*p*a^2-120*q*c*b+182*b*r^2*c-90*a*c*g+12*a*b^2*p+55*q*r^2*g+9*q^2*g*p-60*q*b*p-164*b*r*c-120*q*c*a+132*r*p*c^2-68*p*c*g+5*a*p*g^2+17*r*q*g^2+60*a*r^2*g-45*p*b*g+148*q*c*r^2+91*q*r^2*a-46*p*r*g-82*p*a*r+10*a*c*g^2+36*p*c^2*g+12*q*b^2*a+8*a^2*g*p+91*q*b*r^2+30*b*p^2*c+16*p*a^2*q+42*r*q^2*a+10*a*q^2*g+42*r*p^2*b+40*c^2*g*b+17*r*p*g^2+100*r*c^2*g+60*b*r^2*g+40*c^2*g*a+30*q^2*c*a+8*a^2*q*g+16*g*b^2*c-82*b*r*p-152*b*c*a+30*p^2*a*c+12*b*a+15*b*p^2*q+16*q^2*b*a+168*r*a*c^2+24*a*b^2*c+16*b^2*p*q+25*r*q^2*g-63*b*r*g-48*a*b*g-92*c*r*g-63*a*r*g+12*b+30*c+9*g+15*q+13*r+6*a^2-36*c^2-2*r^2-7*p^3-56*c^3-31*r^3-12*a^3-18*r*g^2-26*c*g^2-36*r^2*g-36*b*a^2-54*b^2*r+8*b^2*p^2+5*a*g^2*q-13*q*g^2+12*q*g^2*c+6*q*g^2*p+16*c^4+6*b^2+48*b*g*a*r-9*q^2+g^3*q+40*c*g*q*b+16*q*g*b*a+20*b*p*q*g+46*r*b^2*p+92*r*b^2*c+5*b*g^2*q+26*r^4+3*q^3*g-7*q^3+46*r*q*b^2-12*b^3+114*r*a*c*g+100*r*p*c*g+84*r*q*p*a-9*p^2-36*q*c-36*p*c-18*q*p+3*b*g-18*c*g+3*a*g-9*q*a-9*p*a-18*a*c-11*a*r-38*c*r-9*p*g-10*r*g-9*q*g-120*b*c^2-68*c^2*g-9*b*p-42*p^2*c-96*r^2*c-28*p^2*r-84*q*c^2-112*c^2*r-24*a^2*g-30*p^2*a-54*a^2*r-17*p^2*g-76*a^2*c-11*b*r-13*p*g^2-120*a*c^2-18*b*c-48*r^2*p-84*p*c^2-38*p*a^2-60*r^2*a-19*q*r-19*p*r-21*q*p^2-30*p^2*b-38*q*a^2-15*a*g^2-15*b*g^2+32*c^3*q+32*c^3*p-60*q*p*a-34*q*p*g-76*p*b*a-84*q*c*p-112*q*c*r-68*q*c*g-108*b*r*a-120*b*c*p-82*q*r*a-56*q*r*p-45*a*q*g-112*p*c*r-45*p*a*g-164*a*c*r-120*p*c*a+16*a^2*c*g+36*q*c^2*g+48*q*c^2*p-3*g^3+24*c^3*g+4*p*a^3+12*a^3*r+3*r*g^3-48*r^2*q+4*q*p^3-60*r^2*b+40*b*c^3+32*a^2*c^2+p*g^3+104*r^3*c+37*p^2*r^2+148*c^2*r^2+48*a^2*r^2+18*r^2*g^2+52*r^3*p+59*r^3*a+11*r*p^3+88*r*c^3+5*b*p^3+3*p^2*g^2+8*a^3*c+3*p^3*g+5*p^3*a+8*p^3*c+8*p^2*a^2+12*c^2*g^2+24*p^2*c^2+40*c^3*a+4*a^3*q+6*q^2*p^2-90*b*c*g-46*q*r*g+74*q*r^2*p+148*p*c*r^2+182*a*c*r^2+110*c*r^2*g+55*p*r^2*g+168*r*b*c^2+66*r*p^2*c+132*r*q*c^2+42*r*p^2*a+25*r*p^2*g+92*r*a^2*c+46*r*q*a^2+15*a*r*g^2+24*g*a^2*r+15*b*g^2*r+24*p^2*c*q+60*p*b*c^2+64*a*b*c^2+36*b*a^2*r+12*p*a^2*b+16*b*p^2*a+32*a^2*c*q+24*a^2*c*b+10*p^2*g*b+10*b*g^2*c+18*p^2*c*g+60*a*c^2*p+9*q*g*p^2+12*c*g^2*p+60*q*c^2*a+10*p^2*g*a+32*a^2*c*p+18*q^2*c*g+50*r*q*p*g+92*r*p*b*a+57*r*p*b*g+168*r*q*c*a+132*r*q*c*p+100*r*q*c*g+184*r*b*c*a+168*r*b*c*p+114*r*b*c*g+57*r*a*q*g+57*r*p*a*g+168*r*p*c*a+36*q*g*p*c+60*p*a*q*c+20*p*a*q*g+40*a*c*g*p+64*p*c*b*a+40*c*g*q*a+32*c*g*b*a+40*b*p*c*g+16*b*g*p*a+92*r*q*b*a+57*r*q*b*g+60*p*c*q*b+32*p*a*q*b+64*q*c*b*a+p^4-24*b^2*g-38*b^2*p-36*b^2*a-9*q*b-76*b^2*c-30*q^2*a-21*q^2*p-28*q^2*r-17*q^2*g-42*q^2*c+2*g^3*c+32*b^2*c^2+8*q^2*a^2-76*q*b*a-45*q*b*g+33*r*q^2*p+66*r*q^2*c+24*q^2*c*p+32*p*b^2*c+15*q^2*a*p+24*b^2*r*g+60*q*c^2*b+8*g*b^2*p+5*b*p*g^2+12*q*a^2*b+24*q^2*c^2+52*r^3*q+59*r^3*b+37*r^3*g-82*q*b*r+48*b^2*r^2+37*q^2*r^2+168*r*q*c*b+84*r*q*b*p+32*q*b^2*c+3*q^2*g^2+42*r*q^2*b-30*q^2*b+5*q^3*a+11*r*q^3+8*q^3*c-38*q*b^2+15*q^2*b*p+8*b^2*g*q+4*q^3*p+8*q^2*b^2+12*b^3*r+8*b^3*c+4*b^3*p+q^4+5*q^3*b+4*b^3*q)*x^4)*dx^2+((r-1)*(3*r*c*g^2+12*a^3*c*q-12*p^2*c^2*g+18*p*a*r^2+3*b*r^2*p+3*r*q*p^2-12*r^2*c^2*g+14*r^2*a*c^2-2*b^2*a*r+24*p^2*a^2*g+12*p^2*a*q-14*r^3*c*g+12*a^2*c^2*q+24*a^3*g*r+50*p^2*a^2*c+17*b*r^2*a-3*p^2*a*q^2-16*g*p^3*r+64*r*p*a^2-12*p^2*c^2*q+7*b*r^2*c-24*p*c^3*r-2*a*c*g-2*r^2*b^2*c-2*a*b^2*p+4*q*r^2*g-2*p^3*g*a-60*r^2*p*c^2+q^2*g*p+8*b^2*c^2*a-3*r^2*c*g^2-q*b*p+12*r^2*p*a^2-60*p^2*c^2*r+4*b*r*c-24*p^3*a*r+12*a^2*b^2*p-24*r^3*p*a-4*q*c*a+8*b^2*r^2*a+16*r*p*c^2+6*p*c*g+6*a*p*g^2-3*b^2*p^2*r+r*q*g^2+68*a^3*c*r+32*b*a^2*c^2-12*r^2*q*c^2+20*a*r^2*g+16*q*a^3*r+32*p^2*a^2*b+4*q*a^3*b-6*r^2*p*g^2+10*q*c*r^2+12*q*r^2*a-6*q^2*p^2*r-12*b*p^3*r-9*r^3*q*a+8*p*r*g+24*p*a*r-5*p^3*g*q+a*c*g^2-14*r^3*q*c+12*p*c^2*g-12*r^3*b*p+8*a^2*b^2*c+4*a^3*g*q+24*a^2*g*p+12*a*c^3*g-10*r^2*b*c^2+4*q*b*r^2-44*r^3*p*c-66*r^2*p^2*c+3*p^3*a*b+7*b*p^2*c-3*p^3*g*b-r^2*q*g^2-6*r^2*q^2*p+13*p*a^2*q+3*r*q^2*a+3*r*p^2*b+88*a^2*c^2*r+4*r*p*g^2+12*r*c^2*g+3*b*r^2*g+4*c^2*g*a+16*a*c^3*b-3*a^2*q*g+4*b*r*p-4*b*c*a-16*q*p^3*r+68*a^3*c*p+2*a*g^3*p+45*p^2*a*c+24*a^2*g*r^2+4*b*p^2*q-3*r^3*b*g+60*r*a*c^2+12*p^2*a^2*r-4*a*b^2*c+32*b*a^2*r^2-3*r^2*b^2*p+r*q^2*g+6*c*r*g+4*a*r*g+4*p^3+4*r^3+4*r^2*g+b^2*p^2-a*g^2*q+q*g^2*p+9*b*g*a*r-2*q*g*b*a+b*p*q*g+2*r*b^2*p+2*r*b^2*c+6*p^2*a*g^2-2*r^4-b^2*p^3+3*q*a*p*g^2+6*a^2*g^2*c+2*g^3*a*r+6*b^2*a*r*g-2*p^5+7*b*g^2*a*r+42*r*a*c*g+16*r*p*c*g+24*r*q*p*a-2*q*p+2*q*a+14*p^2*c+14*r^2*c+12*p^2*r+12*c^2*r+12*p^2*a+8*a^2*r+4*p^2*g-4*a^2*c-4*a*c^2+12*r^2*p+12*p*c^2+8*p*a^2+12*r^2*a-2*q*r+5*q*p^2+2*p^2*b-4*q*a^2+12*c^3*p-q*p*a+q*p*g-2*p*b*a+4*q*c*p+4*q*c*r-2*b*r*a+4*b*c*p-q*r*a+10*q*r*p-a*q*g+28*p*c*r+4*p*a*g+18*a*c*r+18*p*c*a+4*a^2*c*g+12*q*c^2*p+24*p*a^3+24*a^3*r+5*r^2*q+q*p^3+2*r^2*b+8*a^2*c^2-3*r^3*c-12*p^2*r^2+8*c^2*r^2+32*a^2*r^2+2*r^2*g^2-8*r^3*p+6*r^3*a-8*r*p^3+12*r*c^3+b*p^3+2*p^2*g^2+4*a^3*c+6*p^3*a-3*p^3*c+32*p^2*a^2+8*p^2*c^2+4*c^3*a-2*a^3*q+3*q^2*p^2+q*r*g+3*q*r^2*p-9*p*c*r^2+45*a*c*r^2+8*c*r^2*g+10*r*b*c^2-9*r*p^2*c+12*r*q*c^2+18*r*p^2*a+72*r*a^2*c+13*r*q*a^2+6*a*r*g^2+24*g*a^2*r+10*p^2*c*q+10*p*b*c^2+18*b*a^2*r+18*p*a^2*b+17*b*p^2*a-4*a^2*c*q+3*p^2*g*b+8*p^2*c*g+60*a*c^2*p+4*q*g*p^2+3*c*g^2*p-2*q*c^2*a+20*p^2*g*a+72*a^2*c*p+8*r*q*p*g+34*r*p*b*a+6*r*p*b*g+25*r*q*c*a+20*r*q*c*p+8*r*q*c*g+32*r*b*c*a+14*r*b*c*p+5*r*b*c*g+7*r*a*q*g+40*r*p*a*g+90*r*p*c*a+8*q*g*p*c+25*p*a*q*c+7*p*a*q*g+42*a*c*g*p+32*p*c*b*a-3*c*g*q*a+5*b*p*c*g+9*b*g*p*a-3*r*q*b*a+r*q*b*g+5*p*c*q*b-3*p*a*q*b-6*q*c*b*a-24*q*c^2*p*r-p^2*g*q*b+10*q*a^2*p*r+16*c^2*g*b*a+7*b*a*p*g^2-2*p^4-q^2*p-q^2*r+2*q*b*a+6*r*q^2*p+3*r*q^2*c+3*q^2*c*p+2*p*b^2*c+3*q^2*a*p-6*q*a^2*b+g^2*q*a^2+r^3*q+r^3*b+16*a^4*r-12*p^2*c^3-10*p^4*r+6*a*c^2*g^2-q*b*r-2*q*b*p*r*g-2*p^3*g^2-4*p^4*g-6*p^4*a+4*p^3*a^2+24*a^2*c^3+24*a^3*r^2+b^2*r^2+3*q^2*r^2-11*p^4*c+10*q*b*p*a*r-14*q*c*p*a*r-2*q^2*p*r*g-6*q^2*p*a*r-6*q^2*p*c*r+84*b*a^2*c*r+64*b*p*a^2*r+9*b*p^2*a*r+14*p*a^2*q*g+16*p*a^2*q*b+4*a*g*b^2*c+6*a*g*b^2*p+5*r*q*c*b+8*r*q*b*p+19*r^2*a*c*g-42*r^2*p*c*g-27*r^2*q*p*a-15*r^2*q*p*g+9*r^2*p*b*a-9*r^2*p*b*g-7*r^2*q*c*a-5*r^2*q*c*b-42*r^2*q*c*p-8*r^2*q*c*g+5*r^2*q*b*a-9*r^2*q*b*p-r^2*q*b*g+32*r^2*b*c*a-33*r^2*b*c*p-5*r^2*b*c*g-6*r^2*p*a*g-39*r^2*p*c*a-9*q*b*p^2*r-39*p^2*c*a*r-42*p^2*c*r*g-33*p^2*c*b*r-42*p^2*c*q*r+4*a*c^2*g*q+44*a*c^2*g*p+a*c*g^2*q+56*p*a*b*c^2+20*p*a*b^2*c-10*q*b*p*c*r+14*q*c*a*r*g+6*q*b*a*r*g-3*r^2*q^2*a-3*r^2*q^2*c-36*r^2*p^2*a-24*r^2*p^2*g+50*r^2*a^2*c-24*r^2*q*p^2-18*r^2*p^2*b+5*r^2*q*a^2+3*r^3*b*a-11*r^3*b*c-16*r^3*q*p-13*r^3*a*c-2*r^3*a*g-16*r^3*p*g-6*p^2*r*g^2+24*p*a^3*g+42*b*g*a*c*r-11*r^4*c-20*r^3*p^2-20*r^3*c^2+4*r^3*a^2-2*r^3*g^2-10*r^4*p-6*r^4*a-20*r^2*p^3-12*r^2*c^3+24*a^3*c^2-20*p^3*c^2+4*a^4*q-3*p^4*b-4*q*p^4+8*c^4*a+8*a^4*c+24*p^2*a^3-2*q^2*p^3+38*p*a*c*r*g+32*b*g*p*a*r-10*b*g*p*c*r+16*q*b*a*c*r+g^3*a*c+16*p*a^3*q+28*p*a^3*b+12*a^3*c*g+6*g^2*r^2*a-3*p^3*b*q+48*p*a^3*r+12*g^2*a^2*r+36*c^3*r*a-2*b^2*p^2*c-3*q^2*p^2*c-44*p^3*c*r+12*a^2*p*g^2+28*b*a^3*r+5*p^2*a^2*q+16*a^3*c*b-14*p^3*c*q+64*b*p*a*c*r+16*p*b*a*q*c+6*p*b*a*q*g+4*b*c^2*q*a+68*a^2*c*g*p-27*q*a*p^2*r+3*q*a*r*g^2+8*a^2*c*g*q+14*q*a^2*r*g-8*p^2*c*q*g-5*p^2*c*q*b+20*b^2*a*c*r+16*q*c^2*a*r+16*b^2*p*a*r+28*p*a^2*b*g-7*p^2*a*q*c+19*p^2*a*c*g-2*q*p*g^2*r+5*p^2*a*q*b-6*c*g^2*p*r+32*a^2*c*q*p+8*a^2*c*q*b+32*q*c*a^2*r+68*c*g*a^2*r+17*c*g^2*a*r+16*b*g*r^2*a+28*p*a*c^2*r-4*b^2*p*c*r-9*b*g*p^2*r+12*p*a*r*g^2+4*b*g^2*a*c-15*q*p^2*g*r+16*q*b*a^2*r+32*p^2*c*b*a+2*q*a^2*b*g+56*b*a*c^2*r+100*p*a^2*c*r+16*q*c^2*p*a-6*p^2*a*r*g+48*p*a^2*r*g+44*c^2*g*a*r-20*b*p*c^2*r+28*b*g*a^2*r-24*c^2*g*p*r+84*a^2*c*b*p+17*a*c*g^2*p+16*p^2*g*b*a-5*b*p^2*c*g-16*q*p*g*c*r+2*a*c*g*q*b+14*a*c*g*q*p+42*b*p*a*c*g+4*q*c^3*a+12*b^2*a^2*r+36*p*c^3*a-13*p^3*a*c-9*p^3*a*q-p^2*g^2*q-14*p^3*g*c-10*b*c^2*p^2-3*p^2*g^2*c+88*a^2*c^2*p+24*a^2*c^2*g-q^2*p^2*g-11*b*p^3*c+14*p^2*c^2*a+16*a^2*c*g*b+16*p*a^4+8*p^2*a*b^2-2*r^5-4*r^4*q-r^3*b^2-2*r^3*q^2-3*r^4*b-4*r^4*g-r^2*q^2*g-3*r^3*q*b-5*r^3*q*g)-(r-1)*(5*r*c*g^2+80*a^3*c*q-136*p^2*c^2*g-3*c*g^3*r-18*c^2*g^2*r-40*b*r^2*p-46*r*q*p^2+12*q^2*c^2*a-108*r^2*c^2*g-20*r^2*a*c^2+2*b^2*a*r+16*b^3*c*a+12*p^2*a^2*g-12*p^2*a*q-11*q^3*r*p-91*r^3*c*g+8*b^3*p*a+112*a^2*c^2*q+60*a^3*g*r+71*b*r^2*a-36*p^2*a*q^2-71*g*p^3*r+109*r*p*a^2+8*b^3*a*r-144*p^2*c^2*q-7*b*r^2*c-220*p*c^3*r-4*a*c*g-36*r^2*b^2*c+4*a*b^2*p+8*q*r^2*g-3*q^3*r*a-36*p^3*g*a-360*r^2*p*c^2+6*q^2*g*p+80*b^2*c^2*a-33*r^2*c*g^2+18*q*b*p-44*b*c^3*r-24*b^2*c^2*r-2*r^2*p*a^2-6*c*g^3*p-342*p^2*c^2*r+20*b*r*c-103*p^3*a*r+40*a^2*b^2*p-117*r^3*p*a-32*q*c*a+38*b^2*r^2*a-100*r*p*c^2+4*p*c*g+8*a*p*g^2-36*c^3*g*r-45*b^2*p^2*r+11*q^2*a^2*r-q^3*r*g+4*r*q*g^2+200*a^3*c*r+192*b*a^2*c^2-120*r^2*q*c^2+59*a*r^2*g+68*q*a^3*r+32*p^2*a^2*b+32*q*a^3*b-42*r^2*p*g^2-72*c^3*g*p-2*q*g^3*p+14*q*c*r^2+49*q*r^2*a-4*q^2*g^2*p-57*q^2*p^2*r-76*b*p^3*r-56*r^3*q*a+15*p*r*g+16*q*b^2*a^2+45*p*a*r-34*p^3*g*q+10*a*c*g^2-105*r^3*q*c-40*p*c^2*g-16*q*b^2*a-84*r^3*b*p+64*a^2*b^2*c+24*a^3*g*q+28*a^2*g*p+72*a*c^3*g-18*b*p^2*q^2-116*r^2*b*c^2+11*q*b*r^2-231*r^3*p*c-315*r^2*p^2*c+24*a^2*c*q^2-36*q^2*c^2*p-34*p^3*a*b-70*b*p^2*c-32*p^3*g*b-13*r^2*q*g^2-60*r^2*q^2*p+26*p*a^2*q+28*r*q^2*a-2*a*q^2*g-53*r*p^2*b+288*a^2*c^2*r-2*p*a^2*q^2-5*r*p*g^2+20*r*c^2*g-7*b^2*r^2*g+2*g^3*a*q-48*p*c^2*b^2+3*b*r^2*g+40*c^2*g*a-36*p*c^2*g^2+112*a*c^3*b+2*a^2*q*g+17*b*r*p-8*b*c*a-81*q*p^3*r+120*a^3*c*p+4*a*g^3*p-46*p^2*a*c-2*q^2*r*g^2+69*a^2*g*r^2-8*b*p^2*q-28*r^3*b*g-12*q^2*b*a+194*r*a*c^2-28*p^2*a^2*r+8*a*b^2*c+110*b*a^2*r^2+8*b^2*p*q-42*r^2*b^2*p+9*r*q^2*g-48*p*c^4+22*c*r*g+5*a*r*g+2*r^2+15*r^3+15*r^2*g-6*b^2*p^2+29*b*g*a*r-8*q*g*b*a+4*b*p*q*g-4*r*b^2*p+2*r*b^2*c-8*p^2*a*g^2-15*r^4-16*b^2*p^3-4*p^2*g^3+2*q*a*p*g^2-6*p*r*g^3+32*a^2*g^2*c-q*g^3*r+6*g^3*a*r-14*p^2*g^2*b-3*q*b*r*g^2-24*b^2*p*c*g-12*b^2*c*r*g+30*b^2*a*r*g-6*p^5+25*b*g^2*a*r+6*r*q*b^2-2*q^3*p*g-26*b^2*q*r*p-6*b*p*q^2*g-12*b^2*q*c*r+127*r*a*c*g-60*r*p*c*g+37*r*q*p*a+4*q*p-4*q*a-2*a*r+4*p^2*c+56*r^2*c+15*p^2*r+44*c^2*r+12*a^2*r-8*a^2*c-8*a*c^2+30*r^2*p+8*p*c^2+45*r^2*a-2*q*r+2*p*r+14*q*p^2+4*p^2*b-16*q*a^2-40*c^3*p+2*q*p*a+10*q*p*g-4*p*b*a+32*q*c*p+40*q*c*r-8*b*r*a+8*b*c*p+11*q*r*a+44*q*r*p-10*a*q*g+60*p*c*r+58*a*c*r+4*p*c*a+32*a^2*c*g-16*q*c^2*p-3*q^3*c*r+24*p*a^3+50*a^3*r+30*r^2*q-18*q*p^3+13*r^2*b+64*a^2*c^2-41*r^3*c-81*p^2*r^2-12*c^2*r^2+97*a^2*r^2+3*r^2*g^2-57*r^3*p+12*r^3*a-51*r*p^3+20*r*c^3-22*b*p^3-8*p^2*g^2+24*a^3*c-20*p^3*g-24*p^3*a-58*p^3*c+12*p^2*a^2-88*p^2*c^2+40*c^3*a+4*a^3*q+11*q*r*g-38*q*r^2*p-140*p*c*r^2+133*a*c*r^2-40*p*r^2*g+10*r*b*c^2-157*r*p^2*c+40*r*q*c^2-36*r*p^2*a-50*r*p^2*g+212*r*a^2*c+65*r*q*a^2+15*a*r*g^2+55*g*a^2*r-44*p^2*c*q-52*p*b*c^2+48*a*b*c^2+52*b*a^2*r+28*p*a^2*b-6*b*p^2*a+24*a^2*c*q+32*a^2*c*b-18*p^2*g*b-60*p^2*c*g+24*a*c^2*p-14*q*g*p^2-10*c*g^2*p+20*q*c^2*a-8*p^2*g*a+80*a^2*c*p-6*r*q*p*g+65*r*p*b*a-15*r*p*b*g+131*r*q*c*a-30*r*q*c*p+28*r*q*c*g+138*r*b*c*a-77*r*b*c*p+5*r*b*c*g+40*r*a*q*g+51*r*p*a*g+87*r*p*c*a-8*q*g*p*c+26*p*a*q*c+12*p*a*q*g+28*a*c*g*p+32*p*c*b*a+10*c*g*q*a+24*c*g*b*a-26*b*p*c*g+18*b*g*p*a+31*r*q*b*a+8*r*q*b*g+2*p*c*q*b+10*p*a*q*b-12*q*c*b*a-264*q*c^2*p*r-38*p^2*g*q*b+2*q*a^2*p*r-10*p*a*q^2*g+112*c^2*g*b*a+18*b*a*p*g^2-12*p^4-12*q^2*a+14*q^2*p+9*q^2*r-20*q*b*a+10*r*q^2*p+25*r*q^2*c+14*q^2*c*p-12*p*b^2*c+12*q^2*a*p-12*q*a^2*b+12*g^2*q*a^2-10*r^3*q-9*r^3*b-10*r^3*g+36*a^4*r-24*c^4*r-120*p^2*c^3-35*p^4*r-2*g^3*r^2+36*a*c^2*g^2+11*q*b*r-63*q*b*p*r*g-28*q*b*c*r*g-14*p^3*g^2-16*p^4*g-24*p^4*a-18*p^3*a^2+128*a^2*c^3+70*a^3*r^2+2*b^2*r^2+10*q^2*r^2-42*p^4*c-24*q*b*p*a*r-228*q*c*p*a*r-13*q^2*c*r*g-36*q^2*p*r*g-64*q^2*p*a*r-99*q^2*p*c*r+312*b*a^2*c*r+142*b*p*a^2*r+q^2*a*r*g-73*b*p^2*a*r+32*p*a^2*q*g+56*p*a^2*q*b+40*a*g*b^2*c-44*q*b*c^2*r+24*a*g*b^2*p+27*r*q*c*b+3*r*q*b*p+16*r^2*a*c*g-264*r^2*p*c*g-166*r^2*q*p*a-110*r^2*q*p*g-44*r^2*p*b*a-88*r^2*p*b*g-80*r^2*q*c*a-84*r^2*q*c*b-300*r^2*q*c*p-86*r^2*q*c*g+12*r^2*q*b*a-106*r^2*q*b*p-25*r^2*q*b*g+80*r^2*b*c*a-276*r^2*b*c*p-72*r^2*b*c*g-15*r^2*a*q*g-80*r^2*p*a*g-292*r^2*p*c*a-107*q*b*p^2*r-311*p^2*c*a*r-255*p^2*c*r*g-279*p^2*c*b*r-285*p^2*c*q*r-88*q*p*b*c^2+56*a*c^2*g*q+8*a*c^2*g*p+20*a*c*g^2*q-80*c^2*g*q*p-38*q^2*a*p*c+56*p*a*b*c^2+56*p*a*b^2*c-26*q^2*p*c*g+10*q^2*a*c*g+8*b*a*q*g^2-200*q*b*p*c*r+50*q*c*a*r*g+42*q*b*a*r*g-28*r^2*q^2*a-45*r^2*q^2*c-165*r^2*p^2*a-117*r^2*p^2*g+144*r^2*a^2*c-135*r^2*q*p^2-120*r^2*p^2*b+22*r^2*q*a^2-5*r^3*b*a-91*r^3*b*c-99*r^3*q*p-91*r^3*a*c-22*r^3*a*g-85*r^3*p*g-42*p^2*r*g^2+40*p*a^3*g+154*b*g*a*c*r-63*r^4*c-90*r^3*p^2-126*r^3*c^2+8*r^3*a^2-14*r^3*g^2-50*r^4*p-31*r^4*a-80*r^2*p^3-100*r^2*c^3+112*a^3*c^2-108*p^3*c^2+16*a^4*q-18*p^4*b-18*q*p^4+48*c^4*a+32*a^4*c+12*a^3*q^2+24*p^2*a^3-18*q^2*p^3-70*p*a*c*r*g+40*b*g*p*a*r-180*b*g*p*c*r+100*q*b*a*c*r+6*g^3*a*c+2*g^2*q^2*a+40*p*a^3*q+56*p*a^3*b-36*q*c^3*r+10*a^2*g*q^2+56*a^3*c*g+13*g^2*r^2*a-7*b*g^2*r^2-36*p^3*b*q+94*p*a^3*r+33*g^2*a^2*r+100*c^3*r*a-56*b^2*p^2*c-88*p*c^3*b-18*q^2*c^2*r-54*q^2*p^2*c-189*p^3*c*r+22*a^2*p*g^2+80*b*a^3*r-20*p^2*a^2*q+80*a^3*c*b-90*p^3*c*q-72*q*c^3*p+12*b*p*a*c*r+8*p*b*a*q*c+16*p*b*a*q*g+80*b*c^2*q*a+112*a^2*c*g*p-164*q*a*p^2*r+13*q*a*r*g^2+80*a^2*c*g*q-13*q*c*r*g^2+64*q*a^2*r*g-108*p^2*c*q*g-116*p^2*c*q*b+108*b^2*a*c*r-26*p*c*g^2*q+48*q*c^2*a*r+42*b^2*p*a*r-40*q*c^2*r*g+64*p*a^2*b*g-148*p^2*a*q*c-46*p^2*a*q*g-86*p^2*a*c*g-31*q*p*g^2*r-36*p^2*a*q*b-79*c*g^2*p*r+56*a^2*c*q*p+112*a^2*c*q*b+152*q*c*a^2*r+210*c*g*a^2*r+49*c*g^2*a*r-44*b*g*c^2*r+48*b*g*r^2*a-160*p*a*c^2*r-92*b^2*p*c*r-88*b*p*c^2*g-92*b*g*p^2*r+5*p*a*r*g^2+28*b*g^2*a*c-106*q*p^2*g*r+96*q*b*a^2*r-68*p^2*c*b*a+32*q*a^2*b*g+208*b*a*c^2*r+144*p*a^2*c*r-56*q*c^2*p*a-94*p^2*a*r*g-21*b*g^2*p*r-11*b*g^2*c*r+81*p*a^2*r*g+124*c^2*g*a*r-276*b*p*c^2*r+90*b*g*a^2*r-244*c^2*g*p*r+184*a^2*c*b*p+14*a*c*g^2*p-8*p^2*g*b*a-108*b*p^2*c*g-22*b*g^2*p*c-7*q^2*a*c*r-2*q^2*p*b*a-31*q^2*b*r*p-11*q^2*b*r*c+11*q^2*a*r*b-61*q*p*g*a*r-194*q*p*g*c*r+56*a*c*g*q*b-24*a*c*g*q*p-56*p*c*g*q*b+64*b*p*a*c*g+48*q*c^3*a-14*b^2*p^2*g+52*b^2*a^2*r-8*p*c^3*a-110*p^3*a*c-54*p^3*a*q-18*p^2*g^2*q-82*p^3*g*c-160*b*c^2*p^2-46*p^2*g^2*c+136*a^2*c^2*p+128*a^2*c^2*g-20*q^2*p^2*g-94*b*p^3*c-140*p^2*c^2*a+11*r*q^2*b+5*r*q^3-4*b^2*p*q*g-24*q*c*b^2*p+16*b^2*p*q*a+32*b^2*c*q*a+96*a^2*c*g*b+24*p*a^4-6*q^3*p^2-16*b^2*p^2*q+14*q^2*b*p+4*p^2*a*b^2+8*q*b^2*g*a-22*q^2*b*p*c-21*b^2*p*r*g-3*q^2*b*r*g+28*b^2*q*r*a-2*b^2*q*r*g+12*q^2*c*b*a-6*q*b*p*g^2-6*q^3*p*c-6*q^3*a*p+12*q^2*a^2*b+6*q^3*p+4*q^2*g*b*a-11*r^5-10*r^2*q*b^2-4*b^3*p^2-27*r^4*q-13*r^3*b^2-21*r^3*q^2-22*r^4*b-23*r^4*g-16*r^2*q^2*g-35*r^3*q*b-5*r^2*q^3-38*r^3*q*g-13*r^2*q^2*b-8*b^3*c*p-6*b^3*r*p-2*b^3*r^2-4*b^3*c*r)*x+(r-1)*(-17*q^3*c*b-91*r*c*g^2+4*a^3*c*q-312*p^2*c^2*g-37*c*g^3*r-174*c^2*g^2*r-224*p*a*r^2-233*b*r^2*p-184*r*q*p^2-114*q^2*c^2*a-416*r^2*c^2*g+9*q^2*g*b-488*r^2*a*c^2-24*b^2*a*r-16*b^3*c*a-64*p^2*a^2*g-126*p^2*a*q-55*q^3*r*p-241*r^3*c*g-12*b^3*p*a-152*c^3*g*q-84*a^2*c^2*q+8*a^3*g*r-206*p^2*a^2*c-59*b*r^2*a-99*p^2*a*q^2-103*g*p^3*r+7*q^2*c*b-106*r*p*a^2+56*q*c*b-4*b^3*a*r-360*p^2*c^2*q-293*b*r^2*c-620*p*c^3*r-26*a*c*g-232*r^2*b^2*c-44*a*b^2*p-78*q*r^2*g-38*q^3*r*a-70*p^3*g*a-780*r^2*p*c^2-36*q^2*g*p-104*b^2*c^2*a-146*r^2*c*g^2+17*q*b*p-432*b*c^3*r-304*b^2*c^2*r-156*r^2*p*a^2-36*c*g^3*p-630*p^2*c^2*r-34*b*r*c-150*p^3*a*r-12*a^2*b^2*p-224*r^3*p*a+16*q*c*a-31*q^3*a*c-42*b^2*r^2*a-604*r*p*c^2-56*p*c*g-34*a*p*g^2-316*c^3*g*r-144*b^2*p^2*r-46*q^2*a^2*r-21*q^3*r*g-28*r*q*g^2+24*a^3*c*r-40*b*a^2*c^2-480*r^2*q*c^2-58*a*r^2*g+6*q*a^3*r-72*p^2*a^2*b-16*p*b*g-11*b*g^3*p+12*q*a^3*b-105*r^2*p*g^2-304*c^3*g*p-15*q*g^3*p-223*q*c*r^2-88*q*r^2*a-30*q^2*g^2*p-135*q^2*p^2*r-135*b*p^3*r-157*r^3*q*a-38*p*r*g+12*q*b^2*a^2-50*p*a*r-61*p^3*g*q-41*a*c*g^2-291*r^3*q*c-308*p*c^2*g-24*b^3*p*q+10*q*b^2*a-197*r^3*b*p+4*a^3*g*q-48*a^2*g*p-156*a*c^3*g-28*b^3*g*c-81*b*p^2*q^2-536*r^2*b*c^2-97*q*b*r^2-429*r^3*p*c-510*r^2*p^2*c-42*a^2*c*q^2-216*q^2*c^2*p-89*p^3*a*b-281*b*p^2*c-65*p^3*g*b-64*r^2*q*g^2-165*r^2*q^2*p-73*p*a^2*q-19*r*q^2*a-a*q^2*g-211*r*p^2*b-180*c^2*g*b-128*a^2*c^2*r-62*p*a^2*q^2-72*r*p*g^2-268*r*c^2*g-69*b^2*r^2*g-4*g^3*a*q-300*p*c^2*b^2-89*b*r^2*g-204*q*c^3*b-164*c^2*g*a-168*p*c^2*g^2-192*a*c^3*b-17*q^2*c*a-9*a^2*q*g-56*g*b^2*c-42*b*r*p-24*b*c*a-125*q*p^3*r-44*a^3*c*p-10*a*g^3*p-305*p^2*a*c-29*q^2*r*g^2-29*a^2*g*r^2-105*b*p^2*q-101*r^3*b*g+17*q^2*b*a-276*r*a*c^2-154*p^2*a^2*r-60*a*b^2*c-6*b*a^2*r^2-35*b^2*p*q-162*r^2*b^2*p-20*r*q^2*g-7*q^3*a*b-23*r*q^3*b-27*q^3*p*b-192*p*c^4-16*b*r*g-32*c*r*g-18*a*r*g+4*q+8*c^2+2*r^2-12*p^3-32*c^3-r^3-8*r*g^2-8*c*g^2-7*r^2*g-2*b^2*r-53*b^2*p^2-7*a*g^2*q+5*q*g^2-35*q*g^2*c-35*q*g^2*p-88*c^4-57*b*g*a*r+16*q^2-2*g^3*q-72*c*g*q*b-5*q*g*b*a-81*b*p*q*g-114*r*b^2*p-150*r*b^2*c-4*b*g^2*q-50*p^2*a*g^2-43*r^4-41*b^2*p^3-12*p^2*g^3-24*g^3*c^2+4*q^3*g-61*q*a*p*g^2-21*g^2*b^2*p-34*g^2*b^2*c-27*p*r*g^3-14*a^2*g^2*c-15*q*g^3*r-8*g^3*a*r-21*b^2*r*g^2-102*b*g^2*c^2-49*p^2*g^2*b-58*q*b*r*g^2-192*b^2*p*c*g-194*b^2*c*r*g-24*b^2*a*r*g-48*c^5-6*p^5+13*q^3-27*b*g^2*a*r-23*r*q*b^2-10*q^3*a*g-23*q^3*p*g-18*q^3*c*g-8*q*b^2*g^2-16*b^3*g*p-71*q^2*b*c*g-180*b^2*q*r*p-75*b*p*q^2*g-224*b^2*q*c*r-190*r*a*c*g-446*r*p*c*g-237*r*q*p*a+36*q*c+4*p*c+16*q*p+4*c*g+18*q*a+8*a*c+4*a*r+4*c*r+12*q*g-36*b*c^2-32*c^2*g+4*b*p-56*p^2*c-2*r^2*c-38*p^2*r+20*q*c^2-32*c^2*r-36*p^2*a-8*a^2*r-20*p^2*g-20*a^2*c+4*b*r-8*p*g^2-52*a*c^2+8*b*c-27*r^2*p-80*p*c^2-24*p*a^2+9*r^2*a+16*q*r-4*p*r-11*q*p^2-20*p^2*b+4*q*a^2-108*c^3*q-276*c^3*p-15*q*p*a-2*q*p*g-26*p*b*a-12*q*c*p+40*q*c*r+20*q*c*g-10*b*r*a-58*b*c*p+25*q*r*a-10*q*r*p+11*a*q*g-92*p*c*r-28*p*a*g-22*a*c*r-98*p*c*a-48*a^2*c*g-116*q*c^2*g-312*q*c^2*p-55*q^3*c*r-132*c^3*g-24*p*a^3-4*a^3*r-8*r*g^3+20*r^2*q-51*q*p^3-9*r^2*b-180*b*c^3-96*a^2*c^2-8*p*g^3-187*r^3*c-173*p^2*r^2-298*c^2*r^2-7*a^2*r^2-32*r^2*g^2-142*r^3*p-72*r^3*a-92*r*p^3-236*r*c^3-59*b*p^3-34*p^2*g^2-20*a^3*c-44*p^3*g-66*p^3*a-119*p^3*c-72*p^2*a^2-66*c^2*g^2-282*p^2*c^2-164*c^3*a-6*a^3*q-45*q^2*p^2-18*b*c*g+12*q*r*g-210*q*r^2*p-495*p*c*r^2-215*a*c*r^2-213*c*r^2*g-175*p*r^2*g-376*r*b*c^2-427*r*p^2*c-236*r*q*c^2-218*r*p^2*a-156*r*p^2*g-68*r*a^2*c-15*r*q*a^2-26*a*r*g^2-22*g*a^2*r-31*b*g^2*r-231*p^2*c*q-416*p*b*c^2-208*a*b*c^2-18*b*a^2*r-58*p*a^2*b-125*b*p^2*a-50*a^2*c*q-60*a^2*c*b-90*p^2*g*b-45*b*g^2*c-209*p^2*c*g-428*a*c^2*p-84*q*g*p^2-101*c*g^2*p-140*q*c^2*a-100*p^2*g*a-192*a^2*c*p-17*q^2*c*g-176*r*q*p*g-220*r*p*b*a-194*r*p*b*g-176*r*q*c*a-486*r*q*c*p-174*r*q*c*g-218*r*b*c*a-610*r*b*c*p-250*r*b*c*g-54*r*a*q*g-184*r*p*a*g-574*r*p*c*a-226*q*g*p*c-322*p*a*q*c-101*p*a*q*g-282*a*c*g*p-354*p*c*b*a-84*c*g*q*a-104*c*g*b*a-270*b*p*c*g-83*b*g*p*a-38*r*q*b*a-64*r*q*b*g-274*p*c*q*b-108*p*a*q*b-70*q*c*b*a-840*q*c^2*p*r-135*p^2*g*q*b-200*q*a^2*p*r-90*p*a*q^2*g-192*c^2*g*b*a-37*b*a*p*g^2-18*p^4-2*b^2*p+22*q*b-4*b^2*c+21*q^2*a+14*q^2*p+28*q^2*r+18*q^2*g+44*q^2*c-11*g^3*c-112*b^2*c^2-q^2*a^2+30*q*b*a+23*q*b*g-92*r*q^2*p-59*r*q^2*c-105*q^2*c*p-162*p*b^2*c-54*q^2*a*p-35*b^2*r*g-128*q*c^2*b-35*g*b^2*p-31*b*p*g^2-4*q*a^2*b-3*g^2*q*a^2-102*q^2*b*c^2-30*q^2*c^2-77*r^3*q-81*r^3*b-63*r^3*g-3*g^4*c-136*c^4*b+8*a^4*r-200*c^4*r-264*p^2*c^3-2*g^4*r-40*p^4*r-14*g^3*r^2-136*b^2*c^3-78*a*c^2*g^2+33*q*b*r-303*q*b*p*r*g-378*q*b*c*r*g-24*p^3*g^2-20*p^4*g-30*p^4*a-48*p^3*a^2-56*a^2*c^3+10*a^3*r^2-52*b^2*r^2-37*q^2*r^2-51*p^4*c-380*q*b*p*a*r-924*q*c*p*a*r-163*q^2*c*r*g-145*q^2*p*r*g-226*q^2*p*a*r-375*q^2*p*c*r-28*b*a^2*c*r-100*b*p*a^2*r-81*q^2*a*r*g-298*b*p^2*a*r-74*p*a^2*q*g-72*p*a^2*q*b-52*a*g*b^2*c-524*q*b*c^2*r-40*a*g*b^2*p-212*r*q*c*b-223*r*q*b*p-334*r^2*a*c*g-600*r^2*p*c*g-402*r^2*q*p*a-276*r^2*q*p*g-318*r^2*p*b*a-269*r^2*p*b*g-494*r^2*q*c*a-458*r^2*q*c*b-720*r^2*q*c*p-368*r^2*q*c*g-178*r^2*q*b*a-342*r^2*q*b*p-160*r^2*q*b*g-368*r^2*b*c*a-762*r^2*b*c*p-380*r^2*b*c*g-166*r^2*a*q*g-275*r^2*p*a*g-798*r^2*p*c*a-293*q*b*p^2*r-686*p^2*c*a*r-491*p^2*c*r*g-648*p^2*c*b*r-585*p^2*c*q*r-224*q*g*b*c^2-528*q*p*b*c^2-196*a*c^2*g*q-436*a*c^2*g*p-61*a*c*g^2*q-396*c^2*g*q*p-255*q^2*a*p*c-548*p*a*b*c^2-196*p*a*b^2*c-168*q^2*p*c*g-79*q^2*a*c*g-11*b*a*q*g^2-71*c*g^2*q*b-848*q*b*p*c*r-350*q*c*a*r*g-106*q*b*a*r*g-20*q*b^2*c-125*r^2*q^2*a-210*r^2*q^2*c-277*r^2*p^2*a-196*r^2*p^2*g-136*r^2*a^2*c-240*r^2*q*p^2-247*r^2*p^2*b-86*r^2*q*a^2-109*r^3*b*a-293*r^3*b*c-201*r^3*q*p-305*r^3*a*c-101*r^3*a*g-163*r^3*p*g-88*p^2*r*g^2-8*p*a^3*g-270*b*g*a*c*r-133*r^4*c-135*r^3*p^2-318*r^3*c^2-50*r^3*a^2-41*r^3*g^2-85*r^4*p-67*r^4*a-105*r^2*p^3-360*r^2*c^3+8*a^3*c^2-72*q^2*c^3-168*p^3*c^2+4*a^4*q-72*c^3*g^2-q^2*g^2-27*p^4*b-24*q*p^4-104*c^4*a+8*a^4*c-2*g^4*p-96*c^4*q-96*c^4*g-24*p^2*a^3-36*q^2*p^3-7*q^3*a^2-676*p*a*c*r*g-244*b*g*p*a*r-704*b*g*p*c*r-380*q*b*a*c*r-13*g^3*a*c-11*g^2*q^2*a-24*p*a^3*q-4*p*a^3*b-340*q*c^3*r-10*a^2*g*q^2+4*a^3*c*g-45*g^2*r^2*a-56*b*g^2*r^2-11*b*g^3*r-81*p^3*b*q-24*p*a^3*r-6*g^2*a^2*r-344*c^3*r*a-198*b^2*p^2*c-204*c^3*g*b-420*p*c^3*b-84*c^2*g^2*q-210*q^2*c^2*r-162*q^2*p^2*c-30*c*g^2*q^2-265*p^3*c*r-16*a^2*p*g^2+20*b*a^3*r-17*c*g^3*b-103*p^2*a^2*q+16*a^3*c*b-156*p^3*c*q-336*q*c^3*p-84*q^2*c^2*g-812*b*p*a*c*r-480*p*b*a*q*c-144*p*b*a*q*g-220*b*c^2*q*a-156*a^2*c*g*p-338*q*a*p^2*r-51*q*a*r*g^2-48*a^2*c*g*q-145*q*c*r*g^2-39*q*a^2*r*g-282*p^2*c*q*g-375*p^2*c*q*b-128*b^2*a*c*r-144*p*c*g^2*q-496*q*c^2*a*r-128*b^2*p*a*r-400*q*c^2*r*g-32*p*a^2*b*g-417*p^2*a*q*c-150*p^2*a*q*g-319*p^2*a*c*g-117*q*p*g^2*r-185*p^2*a*q*b-263*c*g^2*p*r-248*a^2*c*q*p-20*a^2*c*q*b-156*q*c*a^2*r-76*c*g*a^2*r-118*c*g^2*a*r-476*b*g*c^2*r-98*b*g*r^2*a-944*p*a*c^2*r-440*b^2*p*c*r-464*b*p*c^2*g-233*b*g*p^2*r-102*p*a*r*g^2-48*b*g^2*a*c-227*q*p^2*g*r-10*q*b*a^2*r-404*p^2*c*b*a+4*q*a^2*b*g-432*b*a*c^2*r-372*p*a^2*c*r-552*q*c^2*p*a-244*p^2*a*r*g-109*b*g^2*p*r-152*b*g^2*c*r-108*p*a^2*r*g-376*c^2*g*a*r-972*b*p*c^2*r-728*c^2*g*p*r-164*a^2*c*b*p-139*a*c*g^2*p-126*p^2*g*b*a-311*b*p^2*c*g-149*b*g^2*p*c-238*q^2*a*c*r-103*q^2*p*b*a-181*q^2*b*r*p-200*q^2*b*r*c-82*q^2*a*r*b-325*q*p*g*a*r-654*q*p*g*c*r-132*a*c*g*q*b-398*a*c*g*q*p-382*p*c*g*q*b-348*b*p*a*c*g-180*q*c^3*a-62*b^2*p^2*g+12*b^2*a^2*r-396*p*c^3*a-193*p^3*a*c-93*p^3*a*q-51*p^2*g^2*q-132*p^3*g*c-426*b*c^2*p^2-114*p^2*g^2*c-248*a^2*c^2*p-56*a^2*c^2*g-63*q^2*p^2*g-179*b*p^3*c-438*p^2*c^2*a-12*r*q^2*b+37*q^2*b+6*q^3*a-70*b^2*p*q*g-232*q*c*b^2*p-84*q*g*b^2*c-72*b^2*p*q*a-52*b^2*c*q*a-20*a^2*c*g*b-24*q^3*c^2+7*q^3*c-g^4*q-24*q^3*p^2-3*g^3*q^2+26*q*b^2-18*c*g^3*q-5*b*g^3*q-82*b^2*p^2*q-136*q*c^2*b^2-136*c^2*g*b^2-33*q^2*b*p-72*p^2*a*b^2-4*q*b^2*g*a-213*q^2*b*p*c-136*b^2*p*r*g-70*q^2*b*r*g-38*b^2*q*r*a-67*b^2*q*r*g-76*q^2*c*b*a-59*q*b*p*g^2-60*q^3*p*c-39*q^3*a*p-16*b^3*r*g-10*b*g^2*q^2+4*b^2*g*q-9*q^3*p-18*q^2*g*b*a-21*r^5-92*r^2*q*b^2-28*b^3*c*q-24*b^3*p^2-62*r^4*q-59*r^3*b^2-66*r^3*q^2-58*r^4*b-50*r^4*g-80*r^2*q^2*g-130*r^3*q*b-30*r^2*q^3-110*r^3*q*g+18*q^2*b^2-95*r^2*q^2*b-36*r*q^2*b^2-41*q^2*b^2*p-4*b^3*g*q-10*b^3*r-56*b^3*c^2-76*b^3*c*p-52*b^3*r*p-20*b^3*c+4*q*b^3*a-10*b^3*p-g*q^4+3*q^4-3*q^4*a-5*r*q^4-3*q^4*c-6*q^4*p+13*q^3*b-4*b^4*r-5*q^3*g*b-8*q^2*g*b^2-34*q^2*c*b^2-4*b^4*p-3*q^3*g^2-8*b^4*c-26*b^3*r^2+8*b^3*q-76*b^3*c*r-22*b^3*r*q)*x^2+(r-1)*(a+b+2*c+p+q+r+g+2)*(38*r*c*g^2+74*p*a*r^2+74*b*r^2*p+39*r*q*p^2+20*q^2*g*b+36*b^2*a*r+30*p^2*a*q+72*b*r^2*a+60*q^2*c*b+50*r*p*a^2+48*q*c*b+148*b*r^2*c+24*a*c*g+24*a*b^2*p+46*q*r^2*g+18*q^2*g*p+24*q*b*p+86*b*r*c+48*q*c*a+156*r*p*c^2+32*p*c*g+10*a*p*g^2+19*r*q*g^2+46*a*r^2*g+12*p*b*g+128*q*c*r^2+74*q*r^2*a+27*p*r*g+43*p*a*r+20*a*c*g^2+72*p*c^2*g+24*q*b^2*a+16*a^2*g*p+74*q*b*r^2+60*b*p^2*c+32*p*a^2*q+48*r*q^2*a+20*a*q^2*g+48*r*p^2*b+80*c^2*g*b+19*r*p*g^2+116*r*c^2*g+46*b*r^2*g+80*c^2*g*a+60*q^2*c*a+16*a^2*q*g+32*g*b^2*c+43*b*r*p+32*b*c*a+60*p^2*a*c+30*b*p^2*q+32*q^2*b*a+192*r*a*c^2+48*a*b^2*c+32*b^2*p*q+29*r*q^2*g+25*b*r*g+54*c*r*g+25*a*r*g+2*r+7*r^2+4*p^3+32*c^3+13*r^3+8*r*g^2+8*c*g^2+20*r^2*g+18*b^2*r+16*b^2*p^2+10*a*g^2*q+4*q*g^2+24*q*g^2*c+12*q*g^2*p+32*c^4+48*b*g*a*r+2*g^3*q+80*c*g*q*b+32*q*g*b*a+40*b*p*q*g+50*r*b^2*p+100*r*b^2*c+10*b*g^2*q+14*r^4+6*q^3*g+4*q^3+50*r*q*b^2+126*r*a*c*g+116*r*p*c*g+96*r*q*p*a+8*a*r+14*c*r+5*r*g+48*b*c^2+32*c^2*g+24*p^2*c+54*r^2*c+19*p^2*r+48*q*c^2+76*c^2*r+12*p^2*a+18*a^2*r+8*p^2*g+16*a^2*c+8*b*r+4*p*g^2+48*a*c^2+27*r^2*p+48*p*c^2+8*p*a^2+33*r^2*a+7*q*r+7*p*r+12*q*p^2+12*p^2*b+8*q*a^2+64*c^3*q+64*c^3*p+24*q*p*a+16*q*p*g+16*p*b*a+48*q*c*p+76*q*c*r+32*q*c*g+36*b*r*a+48*b*c*p+43*q*r*a+38*q*r*p+12*a*q*g+76*p*c*r+12*p*a*g+86*a*c*r+48*p*c*a+32*a^2*c*g+72*q*c^2*g+96*q*c^2*p+48*c^3*g+8*p*a^3+12*a^3*r+3*r*g^3+27*r^2*q+8*q*p^3+33*r^2*b+80*b*c^3+64*a^2*c^2+2*p*g^3+70*r^3*c+32*p^2*r^2+128*c^2*r^2+36*a^2*r^2+14*r^2*g^2+35*r^3*p+37*r^3*a+13*r*p^3+104*r*c^3+10*b*p^3+6*p^2*g^2+16*a^3*c+6*p^3*g+10*p^3*a+16*p^3*c+16*p^2*a^2+24*c^2*g^2+48*p^2*c^2+80*c^3*a+8*a^3*q+12*q^2*p^2+24*b*c*g+27*q*r*g+64*q*r^2*p+128*p*c*r^2+148*a*c*r^2+92*c*r^2*g+46*p*r^2*g+192*r*b*c^2+78*r*p^2*c+156*r*q*c^2+48*r*p^2*a+29*r*p^2*g+100*r*a^2*c+50*r*q*a^2+15*a*r*g^2+24*g*a^2*r+15*b*g^2*r+48*p^2*c*q+120*p*b*c^2+128*a*b*c^2+36*b*a^2*r+24*p*a^2*b+32*b*p^2*a+64*a^2*c*q+48*a^2*c*b+20*p^2*g*b+20*b*g^2*c+36*p^2*c*g+120*a*c^2*p+18*q*g*p^2+24*c*g^2*p+120*q*c^2*a+20*p^2*g*a+64*a^2*c*p+36*q^2*c*g+58*r*q*p*g+100*r*p*b*a+63*r*p*b*g+192*r*q*c*a+156*r*q*c*p+116*r*q*c*g+200*r*b*c*a+192*r*b*c*p+126*r*b*c*g+63*r*a*q*g+63*r*p*a*g+192*r*p*c*a+72*q*g*p*c+120*p*a*q*c+40*p*a*q*g+80*a*c*g*p+128*p*c*b*a+80*c*g*q*a+64*c*g*b*a+80*b*p*c*g+32*b*g*p*a+100*r*q*b*a+63*r*q*b*g+120*p*c*q*b+64*p*a*q*b+128*q*c*b*a+2*p^4+8*b^2*p+16*b^2*c+12*q^2*a+12*q^2*p+19*q^2*r+8*q^2*g+24*q^2*c+4*g^3*c+64*b^2*c^2+16*q^2*a^2+16*q*b*a+12*q*b*g+39*r*q^2*p+78*r*q^2*c+48*q^2*c*p+64*p*b^2*c+30*q^2*a*p+24*b^2*r*g+120*q*c^2*b+16*g*b^2*p+10*b*p*g^2+24*q*a^2*b+48*q^2*c^2+35*r^3*q+37*r^3*b+24*r^3*g+43*q*b*r+36*b^2*r^2+32*q^2*r^2+192*r*q*c*b+96*r*q*b*p+64*q*b^2*c+6*q^2*g^2+48*r*q^2*b+12*q^2*b+10*q^3*a+13*r*q^3+16*q^3*c+8*q*b^2+30*q^2*b*p+16*b^2*g*q+8*q^3*p+16*q^2*b^2+12*b^3*r+16*b^3*c+8*b^3*p+2*q^4+10*q^3*b+8*b^3*q)*x^3)*dx-(r-1)*(-2*r*c*g^2+8*p^2*c^2*g-9*p*a*r^2-2*p+9*b*r^2*p+15*r*q*p^2-2*q^2*c^2*a+8*r^2*c^2*g+26*a^2*g^2*b-18*r^2*a*c^2-6*b^2*a*r-11*p^2*a^2*g+2*a-11*p^2*a*q+2*q^3*r*p+8*r^3*c*g-12*a^2*c^2*q+8*a^3*g*r-34*p^2*a^2*c-22*b*r^2*a+2*p^2*a*q^2+8*g*p^3*r-48*r*p*a^2+12*p^2*c^2*q+2*b*r^2*c+16*p*c^3*r+18*a*c*g+2*r^2*b^2*c-6*a*b^2*p+q*r^2*g-p^3*g*a+36*r^2*p*c^2-2*q^2*g*p+56*a^2*g*b-8*b^2*c^2*a+2*r^2*c*g^2-5*q*b*p-15*r^2*p*a^2+36*p^2*c^2*r-10*b*r*c+8*p^3*a*r+4*a^2*b^2*p+8*r^3*p*a+6*q*c*a-8*b^2*r^2*a+8*r*p*c^2-10*p*c*g+a*p*g^2+3*b^2*p^2*r-6*q^2*a^2*r-r*q*g^2-16*a^3*c*r+8*b*a^2*c^2+12*r^2*q*c^2-13*a*r^2*g-12*q*a^3*r-18*p^2*a^2*b-2*p*b*g+8*q*a^3*b+3*r^2*p*g^2+4*q*c*r^2-11*q*r^2*a+9*q^2*p^2*r+8*b*p^3*r+4*r^3*q*a-4*p*r*g+4*q*b^2*a^2-32*p*a*r+4*p^3*g*q+17*a*c*g^2+12*r^3*q*c-8*p*c^2*g+2*q*b^2*a+8*r^3*b*p+24*a^2*b^2*c+8*a^3*g*q+2*a^2*g*p-4*a*c^3*g+2*b*p^2*q^2+8*r^2*b*c^2+q*b*r^2+24*r^3*p*c+36*r^2*p^2*c-4*a^2*c*q^2-4*p^3*a*b+2*b*p^2*c+2*p^3*g*b+r^2*q*g^2+9*r^2*q^2*p-25*p*a^2*q-8*r*q^2*a+a*q^2*g+9*r*p^2*b-52*a^2*c^2*r-6*p*a^2*q^2-8*r*c^2*g+g^3*a*q+8*c^2*g*a-16*a*c^3*b+12*a^2*q*g-4*b*r*p+6*b*c*a+12*q*p^3*r-16*a^3*c*p+a*g^3*p-38*p^2*a*c+4*b*a-11*a^2*g*r^2+b*p^2*q+2*r^3*b*g+2*q^2*b*a-70*r*a*c^2-15*p^2*a^2*r-18*b*a^2*r^2-b^2*p*q+3*r^2*b^2*p-2*r*q^2*g-2*b*r*g+15*a*b*g-10*c*r*g-7*a*r*g-2*r+12*a^2-3*r^2+p^3+r^3+26*a^3-r*g^2-2*r^2*g+28*b*a^2-b^2*r+4*a*g^2*q-q*g^2*p+24*a^4-3*b*g*a*r+7*q*g*b*a-2*b*p*q*g-2*r*b^2*c-3*p^2*a*g^2+3*r^4+b^2*p^3-3*q*a*p*g^2+26*a^2*g^2*c+g^3*a*r+2*b^2*a*r*g+p^5+3*b*g^2*a*r-r*q*b^2+2*b^2*q*r*p-33*r*a*c*g+4*r*p*c*g-22*r*q*p*a-3*p^2-10*p*c-5*q*p+7*a*g+4*q*a-9*p*a+6*a*c-9*a*r-10*c*r-3*p*g-3*r*g-3*b*p-6*p^2*c-6*r^2*c+3*p^2*r-16*c^2*r+31*a^2*g-16*p^2*a-11*a^2*r-2*p^2*g+30*a^2*c-3*b*r-p*g^2+3*r^2*p-16*p*c^2-11*p*a^2-16*r^2*a-5*q*r-6*p*r-3*q*p^2-2*p^2*b+8*q*a^2+9*a*g^2-8*c^3*p-17*q*p*a-5*q*p*g-14*p*b*a-16*q*c*p-16*q*c*r-14*b*r*a-10*b*c*p-17*q*r*a-6*q*r*p+6*a*q*g-12*p*c*r-7*p*a*g-46*a*c*r-46*p*c*a+58*a^2*c*g-12*q*c^2*p-3*r^2*q+5*q*p^3-2*r^2*b+12*a^2*c^2+10*r^3*c+18*p^2*r^2+4*c^2*r^2-24*a^2*r^2+12*r^3*p-3*r^3*a+12*r*p^3-8*r*c^3+3*b*p^3+48*a^3*c+3*p^3*g-3*p^3*a+10*p^3*c-24*p^2*a^2+44*a^3*g+26*g^2*a^2+4*p^2*c^2-12*c^3*a+8*a^3*q+48*a^3*b+q^2*p^2-5*q*r*g+15*q*r^2*p+30*p*c*r^2-38*a*c*r^2+2*c*r^2*g+9*p*r^2*g-8*r*b*c^2+30*r*p^2*c-12*r*q*c^2-9*r*p^2*a+9*r*p^2*g-56*r*a^2*c-25*r*q*a^2+a*r*g^2+2*g*a^2*r+16*g^2*b*a+4*p^2*c*q-8*p*b*c^2-12*a*b*c^2-6*b*a^2*r-6*p*a^2*b-22*b*p^2*a+2*a^2*c*q+48*a^2*c*b+2*p^2*c*g-70*a*c^2*p+q*g*p^2-2*c*g^2*p-6*q*c^2*a-13*p^2*g*a-56*a^2*c*p+2*r*q*p*g-44*r*p*b*a-48*r*q*c*a+8*r*q*c*p-8*r*q*c*g-60*r*b*c*a+4*r*b*c*p-4*r*b*c*g-14*r*a*q*g-26*r*p*a*g-76*r*p*c*a-8*q*g*p*c-48*p*a*q*c-14*p*a*q*g-33*a*c*g*p-60*p*c*b*a+5*c*g*q*a+26*c*g*b*a-4*b*p*c*g-3*b*g*p*a-22*r*q*b*a-2*r*q*b*g-8*p*c*q*b-22*p*a*q*b+24*q*c^2*p*r+2*p^2*g*q*b-22*q*a^2*p*r-3*p*a*q^2*g+4*c^2*g*b*a+3*b*a*p*g^2+3*p^4-b^2*p+2*b^2*a+2*q^2*a-4*q^2*p-4*q^2*r+24*b^2*a^2+5*g^3*a+6*q*b*a+2*r*q^2*p-6*r*q^2*c-6*q^2*c*p-2*p*b^2*c-8*q^2*a*p+12*b^2*g*a+10*q*a^2*b+5*g^2*q*a^2+5*r^3*q+3*r^3*b+3*r^3*g+4*a^4*r+8*p^2*c^3+5*p^4*r+6*a*c^2*g^2-5*q*b*r+4*q*b*p*r*g+p^3*g^2+2*p^4*g+2*p^4*a-5*p^3*a^2-8*a^2*c^3-10*a^3*r^2+q^2*r^2+6*p^4*c-20*q*b*p*a*r-8*q*c*p*a*r+4*q^2*p*r*g+4*q^2*p*a*r+12*q^2*p*c*r-36*b*a^2*c*r-36*b*p*a^2*r-3*q^2*a*r*g-12*b*p^2*a*r-12*p*a^2*q*g-20*p*a^2*q*b+12*a*g*b^2*c+2*a*g*b^2*p-8*r*q*c*b+2*r*q*b*p-15*r^2*a*c*g+24*r^2*p*c*g+12*r^2*q*p*a+12*r^2*q*p*g-12*r^2*p*b*a+6*r^2*p*b*g-4*r^2*q*c*a+8*r^2*q*c*b+36*r^2*q*c*p+8*r^2*q*c*g-10*r^2*q*b*a+12*r^2*q*b*p+2*r^2*q*b*g-30*r^2*b*c*a+24*r^2*b*c*p+4*r^2*b*c*g-4*r^2*a*q*g-3*r^2*p*a*g+6*r^2*p*c*a+12*q*b*p^2*r+6*p^2*c*a*r+24*p^2*c*r*g+24*p^2*c*b*r+36*p^2*c*q*r-4*a*c^2*g*q-28*a*c^2*g*p+2*a*c*g^2*q-6*q^2*a*p*c-52*p*a*b*c^2-20*p*a*b^2*c-q^2*a*c*g+3*b*a*q*g^2+16*q*b*p*c*r-20*q*c*a*r*g-10*q*b*a*r*g+2*r^2*q^2*a+6*r^2*q^2*c+12*r^2*p^2*a+12*r^2*p^2*g-34*r^2*a^2*c+18*r^2*q*p^2+12*r^2*p^2*b-11*r^2*q*a^2-4*r^3*b*a+8*r^3*b*c+12*r^3*q*p+2*r^3*a*c-r^3*a*g+8*r^3*p*g+3*p^2*r*g^2+8*p*a^3*g-20*b*g*a*c*r+6*r^4*c+10*r^3*p^2+12*r^3*c^2-5*r^3*a^2+r^3*g^2+5*r^4*p+2*r^4*a+10*r^2*p^3+8*r^2*c^3+16*a^3*c^2+12*p^3*c^2+4*a^4*q+2*p^4*b+3*q*p^4-8*c^4*a+24*a^4*c-2*a^3*q^2-10*p^2*a^3+3*q^2*p^3-30*p*a*c*r*g-20*b*g*p*a*r+8*b*g*p*c*r-36*q*b*a*c*r+5*g^3*a*c-12*p*a^3*q+8*p*a^3*b-a^2*g*q^2+44*a^3*c*g-3*g^2*r^2*a+4*p^3*b*q-20*p*a^3*r+5*g^2*a^2*r-32*c^3*r*a+2*b^2*p^2*c+6*q^2*p^2*c+24*p^3*c*r+5*a^2*p*g^2+8*b*a^3*r-11*p^2*a^2*q+48*a^3*c*b+12*p^3*c*q-60*b*p*a*c*r-36*p*b*a*q*c-10*p*b*a*q*g-12*b*c^2*q*a-16*a^2*c*g*p+12*q*a*p^2*r-3*q*a*r*g^2+4*a^2*c*g*q-12*q*a^2*r*g+8*p^2*c*q*g+8*p^2*c*q*b-20*b^2*a*c*r-28*q*c^2*a*r-16*b^2*p*a*r+10*p*a^2*b*g-4*p^2*a*q*c-4*p^2*a*q*g-15*p^2*a*c*g+2*q*p*g^2*r-10*p^2*a*q*b+4*c*g^2*p*r-40*a^2*c*q*p-4*a^2*c*q*b-40*q*c*a^2*r-16*c*g*a^2*r-4*c*g^2*a*r-10*b*g*r^2*a-36*p*a*c^2*r+4*b^2*p*c*r+6*b*g*p^2*r-6*p*a*r*g^2+16*b*g^2*a*c+12*q*p^2*g*r-20*q*b*a^2*r-30*p^2*c*b*a+10*q*a^2*b*g-52*b*a*c^2*r-68*p*a^2*c*r-28*q*c^2*p*a-3*p^2*a*r*g-22*p*a^2*r*g-28*c^2*g*a*r+16*b*p*c^2*r+10*b*g*a^2*r+16*c^2*g*p*r-36*a^2*c*b*p-4*a*c*g^2*p-10*p^2*g*b*a+4*b*p^2*c*g-6*q^2*a*c*r-6*q^2*p*b*a+4*q^2*b*r*p-6*q^2*a*r*b-8*q*p*g*a*r+16*q*p*g*c*r-20*a*c*g*q*p-20*b*p*a*c*g-8*q*c^3*a+4*b^2*a^2*r-32*p*c^3*a+2*p^3*a*c+4*p^3*a*q+p^2*g^2*q+8*p^3*g*c+8*b*c^2*p^2+2*p^2*g^2*c-52*a^2*c^2*p+20*a^2*c^2*g+2*q^2*p^2*g+8*b*p^3*c-18*p^2*c^2*a-2*r*q^2*b-r*q^3-8*b^2*p*q*a-4*b^2*c*q*a+56*a^2*c*g*b+4*p*a^4+q^3*p^2+b^2*p^2*q-2*q^2*b*p-8*p^2*a*b^2+2*q*b^2*g*a-8*b^2*q*r*a-2*q^2*c*b*a-2*q^2*a^2*b-q^3*p+r^5+r^2*q*b^2+4*a*b^3*g+3*r^4*q+r^3*b^2+3*r^3*q^2+2*r^4*b+2*r^4*g+2*r^2*q^2*g+4*r^3*q*b+r^2*q^3+4*r^3*q*g+a*g^4+2*r^2*q^2*b+5*g^3*a*b+8*g^2*b^2*a+28*a^2*g*b^2+44*a^3*g*b+8*a^2*b^3+24*a^4*b+7*g^3*a^2+8*a^5+20*a^4*g+18*g^2*a^3+24*a^3*b^2)*r-(r-1)*(2*c+r+q+p+1)*(-6*r*c*g^2-24*p*a*r^2-4*p-24*b*r^2*p-19*r*q*p^2+14*b^2*a*r+4*a-16*p^2*a*q-4*b*r^2*a-3*r*p*a^2-24*b*r^2*c+32*a*c*g-10*q*r^2*g-6*q^2*g*p+32*a^2*g*b-22*q*b*p-14*b*r*c+24*q*c*a-44*r*p*c^2-32*p*c*g-4*a*p*g^2-3*r*q*g^2-7*a*r^2*g-22*p*b*g-20*q*c*r^2-12*q*r^2*a-26*p*r*g-21*p*a*r+12*a*c*g^2-24*p*c^2*g+12*q*b^2*a+4*a^2*g*p-12*q*b*r^2-32*b*p^2*c-2*p*a^2*q-4*r*q^2*a+2*a*q^2*g-24*r*p^2*b-11*r*p*g^2-12*r*c^2*g-12*b*r^2*g+24*c^2*g*a+4*q^2*c*a+14*a^2*q*g-35*b*r*p+52*b*c*a-28*p^2*a*c+16*b*a-16*b*p^2*q+4*q^2*b*a+12*r*a*c^2+32*a*b^2*c-10*b^2*p*q-3*r*q^2*g-7*b*r*g+26*a*b*g-8*c*r*g+16*a*r*g+2*r+16*a^2-3*r^2-8*p^3-8*r^3+20*a^3-2*r*g^2-10*r^2*g+40*b*a^2-5*b^2*r-10*b^2*p^2+4*a*g^2*q-6*q*g^2*p+8*a^4+14*b*g*a*r+14*q*g*b*a-16*b*p*q*g-17*r*b^2*p-10*r*b^2*c-3*r^4-5*r*q*b^2+12*r*a*c*g-44*r*p*c*g-28*r*q*p*a-10*p^2-20*p*c-10*q*p+10*a*g+8*q*a-6*p*a+20*a*c+17*a*r+2*c*r-10*p*g+r*g-14*b*p-32*p^2*c-20*r^2*c-24*p^2*r-8*c^2*r+26*a^2*g-18*p^2*a+33*a^2*r-16*p^2*g+52*a^2*c-b*r-8*p*g^2+32*a*c^2-24*r^2*p-32*p*c^2+6*p*a^2-3*r^2*a+q*r-13*p*r-16*q*p^2-22*p^2*b+20*q*a^2+8*a*g^2-16*c^3*p-14*q*p*a-16*q*p*g-8*p*b*a-32*q*c*p-8*q*c*r+28*b*r*a-44*b*c*p+7*q*r*a-26*q*r*p+12*a*q*g-52*p*c*r-10*p*a*g+32*a*c*r-20*p*c*a+40*a^2*c*g-24*q*c^2*p+8*p*a^3+18*a^3*r-r*g^3-10*r^2*q-6*q*p^3-13*r^2*b+40*a^2*c^2-2*p*g^3-14*r^3*c-15*p^2*r^2-20*c^2*r^2+3*a^2*r^2-5*r^2*g^2-11*r^3*p-8*r^3*a-9*r*p^3-8*r*c^3-8*b*p^3-6*p^2*g^2+32*a^3*c-6*p^3*g-8*p^3*a-12*p^3*c-6*p^2*a^2+16*a^3*g+10*g^2*a^2-24*p^2*c^2+16*c^3*a+12*a^3*q+24*a^3*b-6*q^2*p^2-4*q*r*g-20*q*r^2*p-40*p*c*r^2-14*a*c*r^2-20*c*r^2*g-20*p*r^2*g-16*r*b*c^2-38*r*p^2*c-12*r*q*c^2-24*r*p^2*a-19*r*p^2*g+38*r*a^2*c+9*r*q*a^2+3*a*r*g^2+19*g*a^2*r+10*g^2*b*a-4*b*g^2*r-24*p^2*c*q-32*p*b*c^2+40*a*b*c^2+34*b*a^2*r+12*p*a^2*b-16*b*p^2*a+28*a^2*c*q+64*a^2*c*b-16*p^2*g*b-24*p^2*c*g-16*a*c^2*p-12*q*g*p^2-12*c*g^2*p+16*q*c^2*a-14*p^2*g*a+8*a^2*c*p-22*r*q*p*g-20*r*p*b*a-28*r*p*b*g-2*r*q*c*a-44*r*q*c*p-12*r*q*c*g+28*r*b*c*a-56*r*b*c*p-16*r*b*c*g-r*a*q*g-21*r*p*a*g-42*r*p*c*a-24*q*g*p*c-24*p*a*q*c-12*p*a*q*g-16*a*c*g*p-12*p*c*b*a+16*c*g*q*a+40*c*g*b*a-32*b*p*c*g-6*b*g*p*a+4*r*q*b*a-8*r*q*b*g-32*p*c*q*b-12*p*a*q*b+28*q*c*b*a-2*p^4-14*b^2*p+20*b^2*a+4*q^2*a-8*q^2*p-2*q^2*r+24*b^2*a^2+2*g^3*a+4*q^2*a^2+20*q*b*a-11*r*q^2*p-6*r*q^2*c-12*q^2*c*p-20*p*b^2*c-8*q^2*a*p-5*b^2*r*g+16*b^2*g*a-10*g*b^2*p-8*b*p*g^2+24*q*a^2*b-7*r^3*q-8*r^3*b-7*r^3*g-7*q*b*r-7*b^2*r^2-5*q^2*r^2-16*r*q*c*b-28*r*q*b*p-4*r*q^2*b-r*q^3+8*b^3*a-8*q^2*b*p-2*q^3*p-2*b^3*r-4*b^3*p)*r*x-(r-1)*(2*c+r+q+p+1)*(a+b+2*c+p+q+r+g+2)*(r+1+q+p+g+2*c+b+a)*(2+3*p+6*a+8*b*a+6*b+6*c+3*g+3*q+3*r+4*a^2+4*c^2+3*r^2+4*b^2+q^2+g^2+p^2+4*q*c+4*p*c+2*q*p+4*b*g+4*c*g+4*a*g+4*q*a+4*p*a+8*a*c+6*a*r+6*c*r+2*p*g+3*r*g+2*q*g+4*b*p+6*b*r+8*b*c+3*q*r+3*p*r+4*q*b)*r*x^2: Qap:= -12*a*p*q*r^4-4*b^2*c*p*r^3-2*b^2*p*q*r^3-4*b*c*g*r^4-24*b*c*p*r^4-8*b*c*q*r^4-6*b*g*p*r^4-2*b*g*q*r^4-8*c*g*q*r^4-12*c*p*q^2*r^3-36*c*p*q*r^4+g*q^3*r^2+x^3*(x-1)^3*((2*r+2+q+p+g+2*c+2*b+2*a)*(a+b+2*c+p+q+r+g+2)*x+2*a^2+2*b*a+2*a*c+a*g-p*a-a*r-b*p-b*r-2*p*c-2*c*r-p*g-r*g-p^2-q*p-2*p*r-q*r-r^2+2*a-2*p-2*r)*dx^5+16*g*q^2*r^3+29*g*q*r^4-2*b*p^2*q^2*r^2-12*b*p^2*q*r^3-4*b*p*q^2*r^3-12*b*p*q*r^4-104*a^3*r^2*g-25*r*c*g^2-6*r^2*p^4*c+16*a^3*c*q-400*p^2*c^2*g+42*r^2*p^2*g^2-35*c*g^3*r+18*q^2*c^2*r^2-162*c^2*g^2*r+249*r^3*p^2*c-492*p*a*r^2+128*p^2*c^3*r+16*a^3*r^3*c+24*p-232*b*r^2*p-238*r*q*p^2-48*q^2*c^2*a-56*a*c^4*r-408*r^2*c^2*g+16*q^2*g*b-952*r^2*a*c^2-8*a^3*r^3*b+70*b^2*a*r+48*p^4*c*r+36*r^2*c^3*g+56*q^2*p^2*r^2-112*p^2*a^2*g+24*a-180*p^2*a*q-22*q^3*r*p+18*r^4*a*c^2+18*r^2*c^2*g^2-8*b^3*r^2*a-173*r^3*c*g-8*b^3*p*a-24*r^2*a^4*c-72*c^3*g*q+20*a^4*g*r-40*a^2*c^2*q+56*a^3*g*r-332*p^2*a^2*c-115*b*r^2*a+11*a^2*r^4*g-96*p^2*a*q^2-94*r^2*p*a^3-102*g*p^3*r+42*q^2*c*b-179*r*p*a^2+138*q*c*b-8*b^3*a*r-372*p^2*c^2*q-261*b*r^2*c-588*p*c^3*r+20*b*p^4*r+13*p^3*a^2*r-4*r^2*p*a^4-36*p^2*c*r^4+346*a*c*g-36*p^2*c^2*r^3-168*r^2*b^2*c+60*a*b^2*p-62*q*r^2*g-15*q^3*r*a+14*r^3*q*a^2+21*q*p^4*r-124*p^3*g*a-516*r^2*p*c^2+2*q^2*g*p+108*a^2*g*b+7*a^2*g^3*r-32*b^2*c^2*a+20*p*a^3*r^3-150*r^2*c*g^2+78*q*b*p-356*b*c^3*r-208*b^2*c^2*r+10*r^2*p^2*a^3-483*r^2*p*a^2+44*r^2*b*c^3+35*r^4*b*a-36*c*g^3*p+106*r^2*p^3*a+2*r^2*q^2*a^3-582*p^2*c^2*r+73*r^2*p^3*b+176*b*r*c-200*p^3*a*r-16*a^2*b^2*p-170*r^3*p*a+39*r^3*b^2*p+310*q*c*a-60*a^2*r^3*g-8*q^3*a*c-114*b^2*r^2*a-780*r*p*c^2+33*r^3*c*g^2+68*p*c*g+26*a*p*g^2-292*c^3*g*r-116*b^2*p^2*r-67*q^2*a^2*r-5*q^3*r*g-76*r^2*q*a^3+10*r*q*g^2+21*q^2*p^3*r-76*b^2*r^2*a^2-40*a^3*c*r+16*b*a^2*c^2-360*r^2*q*c^2-124*a*r^2*g-48*q*a^3*r-112*p^2*a^2*b+84*p*b*g-10*b*g^3*p+16*q*a^3*b-100*r^2*p*g^2-304*c^3*g*p-10*q*g^3*p-214*q*c*r^2-172*q*r^2*a-14*q^2*g^2*p-77*q^2*p^2*r-117*b*p^3*r-145*r^3*q*a-20*p*r*g+8*q*b^2*a^2+20*p*a*r-78*p^3*g*q+102*a*c*g^2-12*q*a^4*r-127*r^3*q*c-36*p*c^2*r^4-128*b*r^2*a^3-264*p*c^2*g+49*r^3*q^2*p+44*q*b^2*a+99*r^3*p^2*b+34*a^2*r^4*c-67*r^3*b*p+16*a^2*b^2*c+162*r^3*p^2*a+8*a^3*g*q+76*r^2*q*p^3+74*a^2*g*p-96*a*c^3*g+60*r^4*p*g+15*p^2*a^2*r^3-8*b^3*g*c+6*r^2*p*g^3+12*q^3*r^2*p-24*a^3*b^2*r^2+5*r^2*p^3*a^2-24*a^4*b*r^2-42*b*p^2*q^2-454*r^2*b*c^2-46*q*b*r^2-101*r^3*p*c-220*r^2*p^2*c-24*a^2*c*q^2-120*q^2*c^2*p+6*q^2*p*r*g*b-138*p^3*a*b-372*b*p^2*c-90*p^3*g*b-50*r^2*q*g^2+102*r^3*q*p^2+120*p^3*c^2*r+73*r^4*c*g-60*r^2*q^2*p+24*p*a^2*q+45*r^3*q^2*c+21*r*q^2*a+38*a*q^2*g-270*r*p^2*b-2*b*g*p^2*r*a+72*c^2*g*b-416*a^2*c^2*r-58*p*a^2*q^2-8*a^3*r^3*g-76*r*p*g^2-18*p*a*c*r*g^2+2*q^2*r^2*g^2-148*r*c^2*g+3*q^3*c*r^2-57*b^2*r^2*g-224*p*c^2*b^2-62*b*r^2*g+7*b^2*r^3*g-80*q*c^3*b-11*r^2*g^3*a+12*a^3*r^3*q+216*c^2*g*a-168*p*c^2*g^2-88*r^2*a*c^3-34*p^2*a^3*r-96*a*c^3*b+78*q^2*c*a+98*a^2*q*g+8*r^2*a^2*c^3+60*g*b^2*c+3*r^2*c*g^3+34*r^3*q^2*a-4*a^4*r^3+24*a^4*b*r-4*b*r*p+73*r^4*b*c+412*b*c*a-88*q*p^3*r-56*a^3*c*p-40*b*g*a^2*c*r-3*b*r^3*g^2*a-12*a*g^3*p+120*r^3*q*c^2+184*b*g*p*c*r^2-488*p^2*a*c-2*r^2*p^4*b+110*r^4*p*a-12*q^2*r*g^2+68*b*a-258*a^2*g*r^2-86*b*p^2*q-80*r^3*b*g-59*r^2*g^2*a^2+38*q^2*b*a-2*r^2*p^4*a+6*q^2*r^2*p*c*a+80*q*p*g*c^2*r-114*r*a*c^2-355*p^2*a^2*r-g^3*r^3*a-300*r^2*a^2*c^2+160*a*b^2*c-276*b*a^2*r^2+12*q*b*r^2*a*c^2+153*r^4*p*c+108*r^3*c^2*g-3*r^3*p^2*g^2+30*b^2*p*q+3*q^2*r^2*p*a*g+q^2*r^2*a*c*g-106*r^2*b^2*p+12*r*q^2*g-10*r^2*q*a^2*b*g-192*p*c^4+125*r^4*a*c+92*b*r*g+142*a*b*g+144*c*r*g+208*a*r*g+40*c+8*g+24*r+84*a^2+144*c^2+24*r^2-66*p^3+136*c^3-22*r^3+84*a^3+38*r*g^2+74*c*g^2+18*r^2*g+144*b*a^2+48*b^2*r+16*b^2*g^2-40*b^2*p^2+48*a*g^2*q+28*q*g^2+42*q*g^2*c-2*q*g^2*p+24*a^4+141*b*g*a*r+8*g^3*q+102*c*g*q*b+108*q*g*b*a+16*b*p*q*g-62*r*b^2*p-6*r*b^2*c+26*b*g^2*q-76*p^2*a*g^2-32*r^4-46*b^2*p^3-16*p^2*g^3-16*g^3*c^2+4*q^3*g-52*q*a*p*g^2-16*g^2*b^2*p-16*g^2*b^2*c-32*p*r*g^3-4*a^2*g^2*c-9*q*g^3*r-4*g^3*a*r-16*b^2*r*g^2-60*b*g^2*c^2-58*p^2*g^2*b-29*q*b*r*g^2-144*b^2*p*c*g-136*b^2*c*r*g-16*b^2*a*r*g-32*c^5-12*p^5-14*b*g^2*a*r+30*r*q*b^2-2*q^3*a*g-6*q^3*p*g-2*q^3*c*g-8*b^3*g*p-10*q^2*b*c*g-85*b^2*q*r*p-22*b*p*q^2*g-84*b^2*q*c*r+6*a^2*q^2*r^3+11*a^2*q*r^4+8*a*b^2*r^4+65*r*a*c*g-542*r*p*c*g-326*r*q*p*a+16*g^2+80*q*c+104*p*c+48*q*p+28*b*g+104*c*g+76*a*g+64*q*a+132*p*a+244*a*c+144*a*r+140*c*r+56*p*g+56*r*g+24*q*g+220*b*c^2+176*c^2*g+60*b*p-166*p^2*c-26*r^2*c-142*p^2*r+168*q*c^2+136*c^2*r+130*a^2*g-24*p^2*a+248*a^2*r-34*p^2*g+368*a^2*c+60*b*r+34*p*g^2+436*a*c^2+108*b*c-98*r^2*p+174*p*a^2+44*r^2*a+48*q*r+24*p*r-36*q*p^2-22*p^2*b+130*q*a^2+64*a*g^2+34*b*g^2+40*c^3*q-272*c^3*p+122*q*p*a+56*q*p*g+202*p*b*a+76*q*c*p+144*q*c*r+140*q*c*g+228*b*r*a+106*b*c*p+174*q*r*a-28*q*r*p+122*a*q*g+q*r^2*g^3-176*p*c*r+160*p*a*g+424*a*c*r+262*p*c*a+240*a^2*c*g+72*q*c^2*g-208*q*c^2*p-15*q^3*c*r-136*a^2*c^3*r+10*g^3+16*c^3*g+60*p*a^3+142*a^3*r+4*r*g^3+8*r^2*q-102*q*p^3+18*r^2*b+32*b*c^3+296*a^2*c^2+2*p*g^3-207*r^3*c-206*p^2*r^2-376*c^2*r^2-139*a^2*r^2-26*r^2*g^2-124*r^3*p-193*r^3*a-168*r*p^3-164*r*c^3-110*b*p^3-48*p^2*g^2+168*a^3*c-102*p^3*g-162*p^3*a-284*p^3*c-84*p^2*a^2+56*a^3*g+46*g^2*a^2+24*c^2*g^2-488*p^2*c^2+152*c^3*a+68*a^3*q+64*a^3*b-42*q^2*p^2+178*b*c*g-11*r^3*g^2*a+72*q*r*g-196*q*r^2*p-608*p*c*r^2-539*a*c*r^2-240*c*r^2*g-226*p*r^2*g-170*r*b*c^2-685*r*p^2*c-92*r*q*c^2-461*r*p^2*a-252*r*p^2*g+200*r*a^2*c+63*r*q*a^2+61*a*r*g^2+177*g*a^2*r+58*g^2*b*a+16*b*g^2*r-318*p^2*c*q-288*p*b*c^2+304*a*b*c^2+200*b*a^2*r+108*p*a^2*b-124*b*p^2*a+220*a^2*c*q+304*a^2*c*b-102*p^2*g*b+48*b*g^2*c+8*r^2*a*c^4-340*p^2*c*g-252*a*c^2*p-104*q*g*p^2-60*c*g^2*p+192*q*c^2*a-136*p^2*g*a+64*a^2*c*p+40*q^2*c*g-160*r*q*p*g-235*r*p*b*a-166*r*p*b*g-13*r*q*c*a-494*r*q*c*p-26*r*q*c*g+86*r*b*c*a-597*r*b*c*p-53*r*b*c*g+54*r*a*q*g-240*r*p*a*g-919*r*p*c*a-108*q*g*p*c-142*p*a*q*c+4*p*a*q*g-74*a*c*g*p-12*p*c*b*a+192*c*g*q*a+268*c*g*b*a-124*b*p*c*g+82*b*g*p*a+99*r*q*b*a+32*r*q*b*g-62*p*c*q*b+54*p*a*q*b+240*q*c*b*a-644*q*c^2*p*r-112*p^2*g*q*b-391*q*a^2*p*r-60*p*a*q^2*g-96*c^2*g*b*a-40*b*a*p*g^2-54*p^4+42*q*p^2*g*a*r+28*b^2*g+48*b^2*p+60*b^2*a+92*b^2*c+46*q^2*a+30*q^2*p+30*q^2*r+18*q^2*g+50*q^2*c+12*g^3*c+56*b^2*a^2+16*g^3*a+56*b^2*c^2+38*q^2*a^2+110*q*b*a+46*q*b*g+36*r^2*q*c^3+338*r^2*p^2*c^2-64*r*q^2*p+7*r*q^2*c-24*q^2*c*p-40*p*b^2*c+((p+r-2)*(p+a+c+r-1)*(2*a+2*c+g+p+r)*(2*a^2+2*b*a+2*a*c+a*g-p*a-a*r-b*p-b*r-2*p*c-2*c*r-p*g-r*g-p^2-q*p-2*p*r-q*r-r^2+2*a-2*p-2*r)+(-72-90*r*c*g^2-12*a^3*c*q+60*p^2*c^2*g+c*g^3*r+6*c^2*g^2*r-459*p*a*r^2+44*p-234*b*r^2*p-198*r*q*p^2+56*r^2*c^2*g+24*r^2*a*c^2+8*b^2*a*r+12*p^2*a^2*g+40*a-174*p^2*a*q+66*r^3*c*g-12*a^2*c^2*q-32*a^3*g*r+38*p^2*a^2*c-155*b*r^2*a+9*p^2*a*q^2+51*g*p^3*r-298*r*p*a^2+111*q*c*b+44*p^2*c^2*q-259*b*r^2*c+104*p*c^3*r+173*a*c*g+10*r^2*b^2*c-26*a*b^2*p-92*q*r^2*g+28*p^3*g*a+232*r^2*p*c^2-17*q^2*g*p+22*a^2*g*b-8*b^2*c^2*a+17*r^2*c*g^2+123*q*b*p+12*b*c^3*r+4*b^2*c^2*r+36*r^2*p*a^2+2*c*g^3*p+200*p^2*c^2*r+229*b*r*c+88*p^3*a*r-4*a^2*b^2*p+120*r^3*p*a+189*q*c*a-16*b^2*r^2*a-666*r*p*c^2+74*p*c*g-58*a*p*g^2+12*c^3*g*r+15*b^2*p^2*r+2*q^2*a^2*r-22*r*q*g^2-100*a^3*c*r-32*b*a^2*c^2+44*r^2*q*c^2-221*a*r^2*g-22*q*a^3*r+4*p^2*a^2*b+97*p*b*g-4*q*a^3*b+30*r^2*p*g^2+24*c^3*g*p-233*q*c*r^2-202*q*r^2*a+15*q^2*p^2*r+43*b*p^3*r+39*r^3*q*a+16*p*r*g-14*p*a*r+13*p^3*g*q-16*a*c*g^2+55*r^3*q*c-272*p*c^2*g+57*r^3*b*p-8*a^2*b^2*c-4*a^3*g*q-57*a^2*g*p-12*a*c^3*g+48*r^2*b*c^2-63*q*b*r^2+187*r^3*p*c+237*r^2*p^2*c+4*q^2*c^2*p+23*p^3*a*b-265*b*p^2*c+15*p^3*g*b+4*r^2*q*g^2+18*r^2*q^2*p-103*p*a^2*q-38*r*q^2*a-5*a*q^2*g-225*r*p^2*b-60*c^2*g*b-120*a^2*c^2*r+4*p*a^2*q^2-117*r*p*g^2-252*r*c^2*g+2*b^2*r^2*g+8*p*c^2*b^2-102*b*r^2*g-52*c^2*g*a+12*p*c^2*g^2-16*a*c^3*b-20*q^2*c*a+2*a^2*q*g-10*g*b^2*c+92*b*r*p+182*b*c*a+42*q*p^3*r-28*a^3*c*p-417*p^2*a*c+114*b*a-37*a^2*g*r^2-78*b*p^2*q+17*r^3*b*g-370*r*a*c^2+51*p^2*a^2*r+20*a*b^2*c-62*b*a^2*r^2+15*r^2*b^2*p-13*r*q^2*g+16*p*c^4+121*b*r*g+95*a*b*g+194*c*r*g+195*a*r*g-108*b+4*c-16*g-72*q-28*r+62*a^2+184*c^2+162*r^2-45*p^3+68*c^3-37*r^3-22*a^3+61*r*g^2+73*c*g^2+34*r^2*g+64*b^2*r-45*b^2*p^2-2*a*g^2*q+28*q*g^2-10*q*g^2*c-30*q*g^2*p-40*c^4+28*a^4-36*b^2-43*b*g*a*r-18*q^2-15*c*g*q*b+q*g*b*a-43*b*p*q*g-78*r*b^2*p-60*r*b^2*c+10*p^2*a*g^2-36*r^4+5*b^2*p^3+2*p^2*g^3+q*a*p*g^2+3*p*r*g^3-6*a^2*g^2*c-2*g^3*a*r+6*p^2*g^2*b+4*b^2*p*c*g+2*b^2*c*r*g-8*b^2*a*r*g+4*p^5-8*b*g^2*a*r-265*r*a*c*g-567*r*p*c*g-376*r*q*p*a+38*g^2+98*p^2+76*q*c+296*p*c+116*q*p+30*b*g+168*c*g+118*a*g+58*q*a+200*p*a+238*a*c+280*a*r+340*c*r+140*p*g+144*r*g+20*q*g+162*b*c^2+124*c^2*g+156*b*p-95*p^2*c-r^2*c-127*p^2*r+108*q*c^2+144*c^2*r+27*a^2*g-40*p^2*a+147*a^2*r-18*p^2*g+68*a^2*c+96*b*r+33*p*g^2+158*a*c^2+114*b*c-119*r^2*p+16*p*c^2+47*p*a^2+26*r^2*a+68*q*r+260*p*r+10*q*p^2+15*p^2*b+81*q*a^2+47*a*g^2+42*b*g^2-40*c^3*q-220*c^3*p+113*q*p*a+72*q*p*g+93*p*b*a+122*q*c*p+190*q*c*r+110*q*c*g+195*b*r*a+151*b*c*p+199*q*r*a+70*q*r*p+94*a*q*g-96*p*c*r+81*p*a*g+325*a*c*r+93*p*c*a+32*a^2*c*g-40*q*c^2*g-208*q*c^2*p+14*g^3-60*c^3*g+14*p*a^3+30*a^3*r-9*r*g^3+60*r^2*q-62*q*p^3+77*r^2*b-60*b*c^3+52*a^2*c^2-13*p*g^3-205*r^3*c-195*p^2*r^2-360*c^2*r^2-176*a^2*r^2-62*r^2*g^2-137*r^3*p-170*r^3*a-123*r*p^3-216*r*c^3-72*b*p^3-55*p^2*g^2+88*a^3*c-71*p^3*g-119*p^3*a-161*p^3*c-122*p^2*a^2+24*a^3*g+3*g^2*a^2-30*c^2*g^2-306*p^2*c^2-48*c^3*a+12*a^3*q+40*a^3*b-33*q^2*p^2+165*b*c*g+94*q*r*g-210*q*r^2*p-571*p*c*r^2-535*a*c*r^2-304*c*r^2*g-257*p*r^2*g-234*r*b*c^2-527*r*p^2*c-184*r*q*c^2-408*r*p^2*a-235*r*p^2*g-124*r*a^2*c-90*r*q*a^2-40*a*r*g^2-29*g*a^2*r+g^2*b*a-27*b*g^2*r-218*p^2*c*q-276*p*b*c^2-8*a*b*c^2+46*b*a^2*r-8*p*a^2*b-149*b*p^2*a-16*a^2*c*q+92*a^2*c*b-109*p^2*g*b-15*b*g^2*c-263*p^2*c*g-382*a*c^2*p-90*q*g*p^2-107*c*g^2*p-68*q*c^2*a-176*p^2*g*a-148*a^2*c*p-5*q^2*c*g-182*r*q*p*g-304*r*p*b*a-211*r*p*b*g-274*r*q*c*a-451*r*q*c*p-136*r*q*c*g-152*r*b*c*a-524*r*b*c*p-171*r*b*c*g-91*r*a*q*g-397*r*p*a*g-952*r*p*c*a-164*q*g*p*c-311*p*a*q*c-117*p*a*q*g-307*a*c*g*p-244*p*c*b*a-38*c*g*q*a-2*c*g*b*a-216*b*p*c*g-96*b*g*p*a-30*r*q*b*a-31*r*q*b*g-131*p*c*q*b-75*p*a*q*b-14*q*c*b*a+88*q*c^2*p*r+7*p^2*g*q*b+22*q*a^2*p*r+2*p*a*q^2*g-16*c^2*g*b*a-b*a*p*g^2-29*p^4+28*b^2*g+76*b^2*p+38*b^2*a-54*q*b+74*b^2*c+37*q^2*a+47*q^2*p+41*q^2*r+14*q^2*g+37*q^2*c-5*g^3*c+12*b^2*a^2-g^3*a-20*b^2*c^2-10*q^2*a^2+75*q*b*a+42*q*b*g-63*r*q^2*p-38*r*q^2*c-49*q^2*c*p-82*p*b^2*c-49*q^2*a*p-18*b^2*r*g+6*b^2*g*a-30*q*c^2*b-26*g*b^2*p-39*b*p*g^2+16*q*a^2*b-g^2*q*a^2-10*q^2*c^2-74*r^3*q-81*r^3*b-93*r^3*g-24*a^4*r+8*c^4*r+52*p^2*c^3+27*p^4*r+g^3*r^2-6*a*c^2*g^2+105*q*b*r+12*q*b*p*r*g+3*q*b*c*r*g+8*p^3*g^2+10*p^4*g+18*p^4*a+22*p^3*a^2-24*a^2*c^3-46*a^3*r^2-33*b^2*r^2-30*q^2*r^2+25*p^4*c+6*q*b*p*a*r+110*q*c*p*a*r+q^2*c*r*g+6*q^2*p*r*g+18*q^2*p*a*r+18*q^2*p*c*r-120*b*a^2*c*r-58*b*p*a^2*r+q^2*a*r*g+52*b*p^2*a*r-4*p*a^2*q*b-4*a*g*b^2*c+6*q*b*c^2*r-2*a*g*b^2*p-98*r*q*c*b-141*r*q*b*p+2*r^2*a*c*g+176*r^2*p*c*g+105*r^2*q*p*a+53*r^2*q*p*g+35*r^2*p*b*a+49*r^2*p*b*g+45*r^2*q*c*a+19*r^2*q*c*b+144*r^2*q*c*p+30*r^2*q*c*g-7*r^2*q*b*a+33*r^2*q*b*p+5*r^2*q*b*g-40*r^2*b*c*a+145*r^2*b*c*p+30*r^2*b*c*g+10*r^2*a*q*g+82*r^2*p*a*g+247*r^2*p*c*a+30*q*b*p^2*r+236*p^2*c*a*r+154*p^2*c*r*g+134*p^2*c*b*r+123*p^2*c*q*r+12*q*p*b*c^2-4*a*c^2*g*q+20*a*c^2*g*p-a*c*g^2*q+16*c^2*g*q*p+8*q^2*a*p*c+8*p*a*b*c^2-4*p*a*b^2*c+2*q^2*p*c*g+42*q*b*p*c*r-9*q*c*a*r*g-7*q*b*a*r*g+9*r^2*q^2*a+9*r^2*q^2*c+156*r^2*p^2*a+93*r^2*p^2*g-74*r^2*a^2*c+78*r^2*q*p^2+75*r^2*p^2*b+r^2*q*a^2+6*r^3*b*a+52*r^3*b*c+62*r^3*q*p+86*r^3*a*c+27*r^3*a*g+73*r^3*p*g+27*p^2*r*g^2-8*p*a^3*g-50*b*g*a*c*r+54*r^4*c+82*r^3*p^2+88*r^3*c^2+7*r^3*a^2+11*r^3*g^2+48*r^4*p+34*r^4*a+68*r^2*p^3+52*r^2*c^3-24*a^3*c^2+56*p^3*c^2-4*a^4*q+9*p^4*b+8*q*p^4-8*c^4*a-8*a^4*c+4*q^2*p^3+67*p*a*c*r*g-7*b*g*p*a*r+71*b*g*p*c*r-16*q*b*a*c*r-g^3*a*c-4*p*a^3*q-12*p*a^3*b+8*q*c^3*r-12*a^3*c*g-5*g^2*r^2*a+3*b*g^2*r^2+9*p^3*b*q-46*p*a^3*r-14*g^2*a^2*r-36*c^3*r*a+14*b^2*p^2*c+24*p*c^3*b+2*q^2*c^2*r+9*q^2*p^2*c+129*p^3*c*r-2*a^2*p*g^2-40*b*a^3*r+21*p^2*a^2*q-16*a^3*c*b+34*p^3*c*q+16*q*c^3*p+12*b*p*a*c*r+8*p*b*a*q*c-4*b*c^2*q*a-12*a^2*c*g*p+93*q*a*p^2*r-3*q*a*r*g^2-8*a^2*c*g*q+2*q*c*r*g^2-17*q*a^2*r*g+32*p^2*c*q*g+23*p^2*c*q*b-28*b^2*a*c*r+4*p*c*g^2*q-6*q*c^2*a*r-12*b^2*p*a*r+8*q*c^2*r*g-8*p*a^2*b*g+65*p^2*a*q*c+22*p^2*a*q*g+65*p^2*a*c*g+9*q*p*g^2*r+13*p^2*a*q*b+38*c*g^2*p*r+8*a^2*c*q*p-8*a^2*c*q*b-36*q*c*a^2*r-88*c*g*a^2*r-17*c*g^2*a*r+12*b*g*c^2*r-23*b*g*r^2*a+114*p*a*c^2*r+24*b^2*p*c*r+24*b*p*c^2*g+47*b*g*p^2*r+5*p*a*r*g^2-4*b*g^2*a*c+46*q*p^2*g*r-22*q*b*a^2*r+52*p^2*c*b*a-2*q*a^2*b*g-68*b*a*c^2*r-36*p*a^2*c*r+28*q*c^2*p*a+83*p^2*a*r*g+9*b*g^2*p*r+3*b*g^2*c*r-25*p*a^2*r*g-44*c^2*g*a*r+106*b*p*c^2*r-36*b*g*a^2*r+116*c^2*g*p*r-28*a^2*c*b*p+5*a*c*g^2*p+16*p^2*g*b*a+41*b*p^2*c*g+6*b*g^2*p*c+4*q^2*a*c*r+32*q*p*g*a*r+62*q*p*g*c*r-2*a*c*g*q*b+16*a*c*g*q*p+6*p*c*g*q*b+2*b*p*a*c*g-4*q*c^3*a+4*b^2*p^2*g-16*b^2*a^2*r+20*p*c^3*a+75*p^3*a*c+27*p^3*a*q+5*p^2*g^2*q+44*p^3*g*c+58*b*c^2*p^2+21*p^2*g^2*c-16*a^2*c^2*p-24*a^2*c^2*g+3*q^2*p^2*g+41*b*p^3*c+90*p^2*c^2*a-16*a^2*c*g*b-8*p*a^4+4*p^2*a*b^2+6*b^2*p*r*g+11*r^5+18*r^4*q+5*r^3*b^2+7*r^3*q^2+16*r^4*b+21*r^4*g+3*r^2*q^2*g+12*r^3*q*b+20*r^3*q*g)*x+(432+619*r*c*g^2+8*a^3*c*q-200*p^2*c^2*g-19*c*g^3*r-90*c^2*g^2*r+1577*p*a*r^2-204*p+1090*b*r^2*p+774*r*q*p^2-24*q^2*c^2*a-328*r^2*c^2*g+56*q^2*g*b-346*r^2*a*c^2+320*b^2*a*r-56*p^2*a^2*g-132*a+684*p^2*a*q-18*q^3*r*p-273*r^3*c*g-4*b^3*p*a-36*c^3*g*q-20*a^2*c^2*q+32*a^3*g*r-166*p^2*a^2*c+971*b*r^2*a-48*p^2*a*q^2-117*g*p^3*r+177*q^2*c*b+1070*r*p*a^2-981*q*c*b+4*b^3*a*r-186*p^2*c^2*q+1595*b*r^2*c-464*p*c^3*r-841*a*c*g-132*r^2*b^2*c+378*a*b^2*p+570*q*r^2*g-9*q^3*r*a-62*p^3*g*a-816*r^2*p*c^2+199*q^2*g*p+186*a^2*g*b-16*b^2*c^2*a-115*r^2*c*g^2-495*q*b*p-200*b*c^3*r-116*b^2*c^2*r-176*r^2*p*a^2-18*c*g^3*p-590*p^2*c^2*r-959*b*r*c-186*p^3*a*r-8*a^2*b^2*p-346*r^3*p*a-931*q*c*a-4*q^3*a*c+10*b^2*r^2*a+2690*r*p*c^2-302*p*c*g+337*a*p*g^2-164*c^3*g*r-100*b^2*p^2*r-19*q^2*a^2*r-3*q^3*r*g+231*r*q*g^2+104*a^3*c*r+8*b*a^2*c^2-312*r^2*q*c^2+953*a*r^2*g+30*q*a^3*r-56*p^2*a^2*b-432*p*b*g-5*b*g^3*p+8*q*a^3*b-115*r^2*p*g^2-152*c^3*g*p-5*q*g^3*p+1373*q*c*r^2+1018*q*r^2*a-7*q^2*g^2*p-87*q^2*p^2*r-132*b*p^3*r-172*r^3*q*a-166*p*r*g+4*q*b^2*a^2-154*p*a*r-39*p^3*g*q+369*a*c*g^2-276*r^3*q*c+1356*p*c^2*g+94*q*b^2*a-238*r^3*b*p+8*a^2*b^2*c+4*a^3*g*q+469*a^2*g*p-48*a*c^3*g-4*b^3*g*c-21*b*p^2*q^2-370*r^2*b*c^2+605*q*b*r^2-588*r^3*p*c-645*r^2*p^2*c-12*a^2*c*q^2-60*q^2*c^2*p-69*p^3*a*b+1206*b*p^2*c-45*p^3*g*b-40*r^2*q*g^2-120*r^2*q^2*p+552*p*a^2*q+420*r*q^2*a+139*a*q^2*g+921*r*p^2*b+852*c^2*g*b+48*a^2*c^2*r-29*p*a^2*q^2+482*r*p*g^2+1540*r*c^2*g-39*b^2*r^2*g-112*p*c^2*b^2+656*b*r^2*g-40*q*c^3*b+948*c^2*g*a-84*p*c^2*g^2-48*a*c^3*b+375*q^2*c*a+199*a^2*q*g+354*g*b^2*c-294*b*r*p-1090*b*c*a-120*q*p^3*r-28*a^3*c*p-6*a*g^3*p+1520*p^2*a*c-7*q^2*r*g^2-926*b*a+18*a^2*g*r^2+479*b*p^2*q-100*r^3*b*g+115*q^2*b*a+2266*r*a*c^2-171*p^2*a^2*r+392*a*b^2*c+76*b*a^2*r^2+243*b^2*p*q-124*r^2*b^2*p+208*r*q^2*g-96*p*c^4-588*b*r*g-649*a*b*g-710*c*r*g-702*a*r*g+360*b-100*c+76*g+144*q+132*r-606*a^2-1128*c^2-800*r^2+75*p^3-244*c^3+105*r^3-30*a^3-229*r*g^2-305*c*g^2-187*r^2*g-288*b*a^2-414*b^2*r+56*b^2*g^2+280*b^2*p^2+138*a*g^2*q-166*q*g^2+237*q*g^2*c+215*q*g^2*p+336*c^4+12*a^4-216*b^2+737*b*g*a*r-180*q^2+28*g^3*q+537*c*g*q*b+276*q*g*b*a+494*b*p*q*g+618*r*b^2*p+808*r*b^2*c+91*b*g^2*q-38*p^2*a*g^2+168*r^4-23*b^2*p^3-8*p^2*g^3-8*g^3*c^2+14*q^3*g-26*q*a*p*g^2-8*g^2*b^2*p-8*g^2*b^2*c-21*p*r*g^3-2*a^2*g^2*c-5*q*g^3*r-2*g^3*a*r-8*b^2*r*g^2-30*b*g^2*c^2-29*p^2*g^2*b-16*q*b*r*g^2-72*b^2*p*c*g-74*b^2*c*r*g+6*b^2*a*r*g-16*c^5-6*p^5-72*q^3-2*b*g^2*a*r+236*r*q*b^2-q^3*a*g-3*q^3*p*g-q^3*c*g-4*b^3*g*p-5*q^2*b*c*g-62*b^2*q*r*p-144*b^3-11*b*p*q^2*g-48*b^2*q*c*r+1825*r*a*c*g+2309*r*p*c*g+1629*r*q*p*a-220*g^2-432*p^2-944*q*c-1436*p*c-660*q*p-442*b*g-1004*c*g-754*a*g-616*q*a-1014*p*a-1594*a*c-1318*a*r-1704*c*r-668*p*g-712*r*g-372*q*g-766*b*c^2-488*c^2*g-894*b*p+175*p^2*c-85*r^2*c+217*p^2*r-564*q*c^2-504*c^2*r-283*a^2*g+24*p^2*a-447*a^2*r-5*p^2*g-428*a^2*c-862*b*r-133*p*g^2-658*a*c^2-1158*b*c+247*r^2*p-72*p*c^2-165*p*a^2-156*r^2*a-656*q*r-1112*p*r-18*q*p^2-77*p^2*b-349*q*a^2-256*a*g^2-241*b*g^2+500*c^3*q+1064*c^3*p-389*q*p*a-266*q*p*g-493*p*b*a-382*q*c*p-782*q*c*r-614*q*c*g-845*b*r*a-601*b*c*p-707*q*r*a-184*q*r*p-503*a*q*g+88*p*c*r-352*p*a*g-1063*a*c*r-367*p*c*a+468*a^2*c*g+612*q*c^2*g+1288*q*c^2*p-9*q^3*c*r-61*g^3+560*c^3*g+174*p*a^3+118*a^3*r+78*r*g^3-206*r^2*q+219*q*p^3-285*r^2*b+712*b*c^3+556*a^2*c^2+73*p*g^3+923*r^3*c+689*p^2*r^2+1688*c^2*r^2+683*a^2*r^2+299*r^2*g^2+556*r^3*p+663*r^3*a+382*r*p^3+1228*r*c^3+269*b*p^3+204*p^2*g^2+132*a^3*c+219*p^3*g+351*p^3*a+506*p^3*c+462*p^2*a^2+76*a^3*g+95*g^2*a^2+336*c^2*g^2+1136*p^2*c^2+772*c^3*a+70*a^3*q+56*a^3*b+195*q^2*p^2-865*b*c*g-432*q*r*g+946*q*r^2*p+2219*p*c*r^2+2279*a*c*r^2+1442*c*r^2*g+981*p*r^2*g+1850*r*b*c^2+1802*r*p^2*c+1436*r*q*c^2+1265*r*p^2*a+788*r*p^2*g+1152*r*a^2*c+594*r*q*a^2+346*a*r*g^2+439*g*a^2*r+149*g^2*b*a+283*b*g^2*r+957*p^2*c*q+1692*p*b*c^2+1064*a*b*c^2+350*b*a^2*r+462*p*a^2*b+730*b*p^2*a+542*a^2*c*q+416*a^2*c*b+501*p^2*g*b+318*b*g^2*c+976*p^2*c*g+2022*a*c^2*p+404*q*g*p^2+558*c*g^2*p+972*q*c^2*a+640*p^2*g*a+1136*a^2*c*p+194*q^2*c*g+941*r*q*p*g+1628*r*p*b*a+1134*r*p*b*g+1994*r*q*c*a+2233*r*q*c*p+1180*r*q*c*g+1936*r*b*c*a+2720*r*b*c*p+1491*r*b*c*g+776*r*a*q*g+1509*r*p*a*g+3598*r*p*c*a+1074*q*g*p*c+1777*p*a*q*c+716*p*a*q*g+1685*a*c*g*p+1914*p*c*b*a+762*c*g*q*a+830*c*g*b*a+1384*b*p*c*g+767*b*g*p*a+770*r*q*b*a+509*r*q*b*g+1265*p*c*q*b+771*p*a*q*b+792*q*c*b*a-520*q*c^2*p*r-56*p^2*g*q*b-152*q*a^2*p*r-30*p*a*q^2*g-48*c^2*g*b*a-20*b*a*p*g^2+81*p^4-310*b^2*g-342*b^2*p-402*b^2*a-396*q*b-590*b^2*c-283*q^2*a-165*q^2*p-251*q^2*r-177*q^2*g-365*q^2*c+84*g^3*c+76*b^2*a^2+44*g^3*a+484*b^2*c^2+127*q^2*a^2-695*q*b*a-487*q*b*g+447*r*q^2*p+521*r*q^2*c+492*q^2*c*p+772*p*b^2*c+7*g^4+374*q^2*a*p+298*b^2*r*g+138*b^2*g*a+710*q*c^2*b+291*g*b^2*p+269*b*p*g^2+164*q*a^2*b+g^2*q*a^2-10*q^2*b*c^2+248*q^2*c^2+35*g^3*b+391*r^3*q+438*r^3*b+412*r^3*g-g^4*c-40*c^4*b+24*a^4*r-104*c^4*r-168*p^2*c^3-g^4*r-51*p^4*r-11*g^3*r^2-32*b^2*c^3-24*a*c^2*g^2-655*q*b*r-150*q*b*p*r*g-119*q*b*c*r*g-19*p^3*g^2-18*p^4*g-30*p^4*a-48*p^3*a^2-8*a^2*c^3+56*a^3*r^2+338*b^2*r^2+266*q^2*r^2-45*p^4*c-198*q*b*p*a*r-634*q*c*p*a*r-45*q^2*c*r*g-68*q^2*p*r*g-132*q^2*p*a*r-180*q^2*p*c*r+128*b*a^2*c*r-30*b*p*a^2*r-25*q^2*a*r*g-263*b*p^2*a*r-40*p*a^2*q*g-32*p*a^2*q*b-8*a*g*b^2*c-174*q*b*c^2*r-18*a*g*b^2*p+1328*r*q*c*b+1068*r*q*b*p-227*r^2*a*c*g-638*r^2*p*c*g-412*r^2*q*p*a-248*r^2*q*p*g-288*r^2*p*b*a-253*r^2*p*b*g-340*r^2*q*c*a-240*r^2*q*c*b-642*r^2*q*c*p-236*r^2*q*c*g-72*r^2*q*b*a-250*r^2*q*b*p-81*r^2*q*b*g-164*r^2*b*c*a-700*r^2*b*c*p-263*r^2*b*c*g-109*r^2*a*q*g-315*r^2*p*a*g-888*r^2*p*c*a-192*q*b*p^2*r-697*p^2*c*a*r-467*p^2*c*r*g-537*p^2*c*b*r-465*p^2*c*q*r-40*q*g*b*c^2-168*q*p*b*c^2-48*a*c^2*g*q-236*a*c^2*g*p-12*a*c*g^2*q-152*c^2*g*q*p-89*q^2*a*p*c-264*p*a*b*c^2-80*p*a*b^2*c-44*q^2*p*c*g-14*q^2*a*c*g+b*a*q*g^2-10*c*g^2*q*b-430*q*b*p*c*r-127*q*c*a*r*g-15*q*b*a*r*g+244*q*b^2*c-77*r^2*q^2*a-105*r^2*q^2*c-392*r^2*p^2*a-255*r^2*p^2*g-12*r^2*a^2*c-264*r^2*q*p^2-275*r^2*p^2*b-52*r^2*q*a^2-94*r^3*b*a-284*r^3*b*c-240*r^3*q*p-356*r^3*a*c-121*r^3*a*g-231*r^3*p*g-86*p^2*r*g^2-8*p*a^3*g-58*b*g*a*c*r-192*r^4*c-216*r^3*p^2-354*r^3*c^2-53*r^3*a^2-48*r^3*g^2-144*r^4*p-110*r^4*a-154*r^2*p^3-284*r^2*c^3+16*a^3*c^2-12*q^2*c^3-128*p^3*c^2+4*a^4*q-24*c^3*g^2+35*q^2*g^2-21*p^4*b-18*q*p^4-32*c^4*a+8*a^4*c-g^4*p-24*c^4*q-32*c^4*g-24*p^2*a^3-18*q^2*p^3-2*q^3*a^2-519*p*a*c*r*g-157*b*g*p*a*r-473*b*g*p*c*r-88*q*b*a*c*r-4*g^3*a*c-g^2*q^2*a-16*p*a^3*q-4*p*a^3*b-140*q*c^3*r-2*a^2*g*q^2+8*a^3*c*g-27*g^2*r^2*a-39*b*g^2*r^2-5*b*g^3*r-42*p^3*b*q+6*p*a^3*r+10*g^2*a^2*r-136*c^3*r*a-94*b^2*p^2*c-60*c^3*g*b-188*p*c^3*b-18*c^2*g^2*q-62*q^2*c^2*r-63*q^2*p^2*c-3*c*g^2*q^2-294*p^3*c*r-12*a^2*p*g^2+52*b*a^3*r-5*c*g^3*b-75*p^2*a^2*q+16*a^3*c*b-99*p^3*c*q-132*q*c^3*p-12*q^2*c^2*g-516*b*p*a*c*r-176*p*b*a*q*c-50*p*b*a*q*g-44*b*c^2*q*a-96*a^2*c*g*p-309*q*a*p^2*r-15*q*a*r*g^2-8*a^2*c*g*q-55*q*c*r*g^2+5*q*a^2*r*g-145*p^2*c*q*g-158*p^2*c*q*b+4*b^2*a*c*r-53*p*c*g^2*q-194*q*c^2*a*r-56*b^2*p*a*r-160*q*c^2*r*g-22*p*a^2*b*g-250*p^2*a*q*c-91*p^2*a*q*g-230*p^2*a*c*g-71*q*p*g^2*r-92*p^2*a*q*b-200*c*g^2*p*r-132*a^2*c*q*p+4*a^2*c*q*b-24*q*c*a^2*r+44*c*g*a^2*r-42*c*g^2*a*r-220*b*g*c^2*r-31*b*g*r^2*a-718*p*a*c^2*r-244*b^2*p*c*r-208*b*p*c^2*g-198*b*g*p^2*r-80*p*a*r*g^2-12*b*g^2*a*c-182*q*p^2*g*r+38*q*b*a^2*r-258*p^2*c*b*a+6*q*a^2*b*g-108*b*a*c^2*r-256*p*a^2*c*r-248*q*c^2*p*a-256*p^2*a*r*g-75*b*g^2*p*r-70*b*g^2*c*r-73*p*a^2*r*g-144*c^2*g*a*r-646*b*p*c^2*r+42*b*g*a^2*r-548*c^2*g*p*r-88*a^2*c*b*p-77*a*c*g^2*p-85*p^2*g*b*a-179*b*p^2*c*g-67*b*g^2*p*c-81*q^2*a*c*r-23*q^2*p*b*a-60*q^2*b*r*p-37*q^2*b*r*c-11*q^2*a*r*b-222*q*p*g*a*r-402*q*p*g*c*r-20*a*c*g*q*b-176*a*c*g*q*p-116*p*c*g*q*b-172*b*p*a*c*g-48*q*c^3*a-30*b^2*p^2*g+32*b^2*a^2*r-212*p*c^3*a-165*p^3*a*c-69*p^3*a*q-26*p^2*g^2*q-102*p^3*g*c-242*b*c^2*p^2-74*p^2*g^2*c-144*a^2*c^2*p-8*a^2*c^2*g-24*q^2*p^2*g-121*b*p^3*c-308*p^2*c^2*a+203*r*q^2*b-288*q^2*b+41*q^3*a+55*r*q^3-12*b^2*p*q*g-48*q*c*b^2*p-8*q*g*b^2*c-16*b^2*p*q*a-4*b^2*c*q*a+4*a^2*c*g*b-2*q^3*c^2+41*q^3*c-6*q^3*p^2+28*b^3*g+32*b^3*a-360*q*b^2-3*c*g^3*q-23*b^2*p^2*q-16*q*c^2*b^2-32*c^2*g*b^2+210*q^2*b*p-40*p^2*a*b^2+2*q*b^2*g*a-37*q^2*b*p*c-76*b^2*p*r*g-11*q^2*b*r*g+8*b^2*q*r*a-12*b^2*q*r*g-10*q^2*c*b*a-16*q*b*p*g^2-9*q^3*p*c-9*q^3*a*p-4*b^3*r*g+70*b^2*g*q+57*q^3*p-q^2*g*b*a-37*r^5-32*r^2*q*b^2-8*b^3*p^2-78*r^4*q-47*r^3*b^2-51*r^3*q^2-74*r^4*b-75*r^4*g-39*r^2*q^2*g-100*r^3*q*b-10*r^2*q^3-105*r^3*q*g-32*r^2*q^2*b+88*b^3*r-8*b^3*c^2-20*b^3*c*p-20*b^3*r*p+108*b^3*c+90*b^3*p-10*b^3*r^2-20*b^3*c*r)*x^2+(-36*b^4+17*q^3*c*b-720-1167*r*c*g^2+52*a^3*c*q+240*p^2*c^2*g+59*c*g^3*r+258*c^2*g^2*r-1936*p*a*r^2+276*p-1660*b*r^2*p-1029*r*q*p^2+138*q^2*c^2*a+720*r^2*c^2*g-376*q^2*g*b+976*r^2*a*c^2-1070*b^2*a*r+32*b^3*c*a+68*p^2*a^2*g+108*a-920*p^2*a*q+62*q^3*r*p+486*r^3*c*g+20*b^3*p*a+152*c^3*g*q+180*a^2*c^2*q+32*a^3*g*r+202*p^2*a^2*c-1756*b*r^2*a+75*p^2*a*q^2+113*g*p^3*r-957*q^2*c*b-1472*r*p*a^2+1278*q*c*b+32*b^3*a*r+264*p^2*c^2*q-2926*b*r^2*c+748*p*c^3*r+1224*a*c*g+448*r^2*b^2*c-878*a*b^2*p-1056*q*r^2*g+55*q^3*r*a+56*p^3*g*a+1176*r^2*p*c^2-445*q^2*g*p-592*a^2*g*b+168*b^2*c^2*a+270*r^2*c*g^2+540*q*b*p+624*b*c^3*r+460*b^2*c^2*r+334*r^2*p*a^2+32*c*g^3*p+702*p^2*c^2*r+952*b*r*c+172*p^3*a*r+36*a^2*b^2*p+442*r^3*p*a+1098*q*c*a+35*q^3*a*c+162*b^2*r^2*a-3816*r*p*c^2+432*p*c*g-544*a*p*g^2+452*c^3*g*r+181*b^2*p^2*r+101*q^2*a^2*r+30*q^3*r*g-527*r*q*g^2+108*a^3*c*r+168*b*a^2*c^2+792*r^2*q*c^2-1432*a*r^2*g+54*q*a^3*r+84*p^2*a^2*b+621*p*b*g+11*b*g^3*p+12*q*a^3*b+177*r^2*p*g^2+256*c^3*g*p+13*q*g^3*p-2464*q*c*r^2-1624*q*r^2*a+24*q^2*g^2*p+144*q^2*p^2*r+151*b*p^3*r+326*r^3*q*a+236*p*r*g+12*q*b^2*a^2+221*p*a*r+43*p^3*g*q-875*a*c*g^2+552*r^3*q*c-2152*p*c^2*g+20*b^3*p*q-584*q*b^2*a+382*r^3*b*p+48*a^2*b^2*c+12*a^3*g*q-791*a^2*g*p+204*a*c^3*g+28*b^3*g*c+57*b*p^2*q^2+952*r^2*b*c^2-1348*q*b*r^2+772*r^3*p*c+726*r^2*p^2*c+78*a^2*c*q^2+168*q^2*c^2*p+73*p^3*a*b-1753*b*p^2*c+49*p^3*g*b+117*r^2*q*g^2+240*r^2*q^2*p-937*p*a^2*q-945*r*q^2*a-455*a*q^2*g-1271*r*p^2*b-2064*c^2*g*b+436*a^2*c^2*r+64*p*a^2*q^2-696*r*p*g^2-2796*r*c^2*g+151*b^2*r^2*g+6*g^3*a*q+260*p*c^2*b^2-1246*b*r^2*g+204*q*c^3*b-2192*c^2*g*a+144*p*c^2*g^2+272*a*c^3*b-1135*q^2*c*a-574*a^2*q*g-1058*g*b^2*c+279*b*r*p+1720*b*c*a+130*q*p^3*r+92*a^3*c*p+12*a*g^3*p-1931*p^2*a*c+43*q^2*r*g^2+1912*b*a+145*a^2*g*r^2-803*b*p^2*q+227*r^3*b*g-581*q^2*b*a-4108*r*a*c^2+225*p^2*a^2*r-1400*a*b^2*c+150*b*a^2*r^2-711*b^2*p*q+286*r^2*b^2*p-578*r*q^2*g+11*q^3*a*b+34*r*q^3*b+19*q^3*p*b+160*p*c^4+758*b*r*g+1156*a*b*g+732*c*r*g+778*a*r*g-252*b+312*c-72*g+36*q-144*r+1102*a^2+1992*c^2+1212*r^2-31*p^3+216*c^3-152*r^3+198*a^3+276*r*g^2+414*c*g^2+214*r^2*g+702*b*a^2+523*b^2*r-189*b^2*g^2-477*b^2*p^2-390*a*g^2*q+237*q*g^2-651*q*g^2*c-404*q*g^2*p-696*c^4-76*a^4+810*b^2-1788*b*g*a*r+468*q^2-84*g^3*q-1784*c*g*q*b-999*q*g*b*a-1105*b*p*q*g-1208*r*b^2*p-2052*r*b^2*c-340*b*g^2*q+46*p^2*a*g^2-248*r^4+31*b^2*p^3+10*p^2*g^3+24*g^3*c^2-102*q^3*g+61*q*a*p*g^2+21*g^2*b^2*p+34*g^2*b^2*c+39*p*r*g^3+34*a^2*g^2*c+24*q*g^3*r+22*g^3*a*r+42*b^2*r*g^2+102*b*g^2*c^2+41*p^2*g^2*b+94*q*b*r*g^2+172*b^2*p*c*g+314*b^2*c*r*g+96*b^2*a*r*g+48*c^5+4*p^5+81*q^3+84*b*g^2*a*r-904*r*q*b^2+12*q^3*a*g+17*q^3*p*g+18*q^3*c*g+8*q*b^2*g^2+16*b^3*g*p+71*q^2*b*c*g+238*b^2*q*r*p+306*b^3+59*b*p*q^2*g+344*b^2*q*c*r-3442*r*a*c*g-3300*r*p*c*g-2389*r*q*p*a+396*g^2+604*p^2+1932*q*c+2204*p*c+1072*q*p+1080*b*g+1788*c*g+1304*a*g+1294*q*a+1570*p*a+2820*a*c+1964*a*r+2668*c*r+1016*p*g+1136*r*g+836*q*g+972*b*c^2+576*c^2*g+1482*b*p-70*p^2*c-16*r^2*c-114*p^2*r+540*q*c^2+360*c^2*r+553*a^2*g+92*p^2*a+433*a^2*r+72*p^2*g+750*a^2*c+1708*b*r+193*p*g^2+820*a*c^2+2524*b*c-199*r^2*p+92*p*c^2+329*p*a^2+109*r^2*a+1244*q*r+1504*p*r+19*q*p^2+144*p^2*b+463*q*a^2+407*a*g^2+405*b*g^2-1260*c^3*q-1676*c^3*p+436*q*p*a+300*q*p*g+798*p*b*a+308*q*c*p+612*q*c*r+744*q*c*g+956*b*r*a+774*b*c*p+613*q*r*a+102*q*r*p+707*a*q*g-48*p*c*r+561*p*a*g+912*a*c*r+594*p*c*a-1246*a^2*c*g-1596*q*c^2*g-2316*q*c^2*p+77*q^3*c*r+90*g^3-1188*c^3*g-358*p*a^3-402*a^3*r-156*r*g^3+103*r^2*q-264*q*p^3+203*r^2*b-1668*b*c^3-1536*a^2*c^2-119*p*g^3-1372*r^3*c-829*p^2*r^2-2644*c^2*r^2-981*a^2*r^2-484*r^2*g^2-745*r^3*p-879*r^3*a-411*r*p^3-2172*r*c^3-334*b*p^3-263*p^2*g^2-552*a^3*c-241*p^3*g-373*p^3*a-561*p^3*c-590*p^2*a^2-224*a^3*g-239*g^2*a^2-738*c^2*g^2-1470*p^2*c^2-1756*c^3*a-260*a^3*q-264*a^3*b-318*q^2*p^2+1296*b*c*g+456*q*r*g-1400*q*r^2*p-2980*p*c*r^2-3350*a*c*r^2-2290*c*r^2*g-1310*p*r^2*g-3804*r*b*c^2-2187*r*p^2*c-3000*r*q*c^2-1444*r*p^2*a-951*r*p^2*g-2356*r*a^2*c-1168*r*q*a^2-694*a*r*g^2-965*g*a^2*r-428*g^2*b*a-640*b*g^2*r-1371*p^2*c*q-3004*p*b*c^2-2896*a*b*c^2-1138*b*a^2*r-976*p*a^2*b-1067*b*p^2*a-1462*a^2*c*q-1528*a^2*c*b-729*p^2*g*b-813*b*g^2*c-1261*p^2*c*g-3248*a*c^2*p-584*q*g*p^2-895*c*g^2*p-2452*q*c^2*a-808*p^2*g*a-1948*a^2*c*p-705*q^2*c*g-1529*r*q*p*g-2680*r*p*b*a-1882*r*p*b*g-3944*r*q*c*a-3558*r*q*c*p-2554*r*q*c*g-4408*r*b*c*a-4444*r*b*c*p-3182*r*b*c*g-1628*r*a*q*g-2093*r*p*a*g-4942*r*p*c*a-1966*q*g*p*c-3066*p*a*q*c-1263*p*a*q*g-2712*a*c*g*p-3582*p*c*b*a-2006*c*g*q*a-2304*c*g*b*a-2490*b*p*c*g-1433*b*g*p*a-2072*r*q*b*a-1417*r*q*b*g-2710*p*c*q*b-1648*p*a*q*b-2610*q*c*b*a+996*q*c^2*p*r+103*p^2*g*q*b+326*q*a^2*p*r+80*p*a*q^2*g+272*c^2*g*b*a+47*b*a*p*g^2-79*p^4+603*b^2*g+469*b^2*p+810*b^2*a+1206*q*b+970*b^2*c+344*q^2*a+131*q^2*p+216*q^2*r+228*q^2*g+378*q^2*c-195*g^3*c-336*b^2*a^2-109*g^3*a-1360*b^2*c^2-347*q^2*a^2+1066*q*b*a+767*q*b*g-825*r*q^2*p-1371*r*q^2*c-1059*q^2*c*p-1634*p*b^2*c-18*g^4-721*q^2*a*p-823*b^2*r*g-512*b^2*g*a-2208*q*c^2*b-642*g*b^2*p-494*b*p*g^2-682*q*a^2*b+13*g^2*q*a^2+102*q^2*b*c^2-846*q^2*c^2-99*g^3*b-647*r^3*q-741*r^3*b-614*r^3*g+3*g^4*c+136*c^4*b+8*a^4*r+280*c^4*r+200*p^2*c^3+4*g^4*r+41*p^4*r+30*g^3*r^2+136*b^2*c^3+102*a*c^2*g^2+671*q*b*r+394*q*b*p*r*g+568*q*b*c*r*g+18*p^3*g^2+14*p^4*g+22*p^4*a+42*p^3*a^2+136*a^2*c^3+46*a^3*r^2-775*b^2*r^2-571*q^2*r^2+35*p^4*c+564*q*b*p*a*r+1216*q*c*p*a*r+233*q^2*c*r*g+173*q^2*p*r*g+282*q^2*p*a*r+435*q^2*p*c*r+340*b*a^2*c*r+266*b*p*a^2*r+137*q^2*a*r*g+406*b*p^2*a*r+92*p*a^2*q*g+108*p*a^2*q*b+84*a*g*b^2*c+760*q*b*c^2*r+56*a*g*b^2*p-3446*r*q*c*b-2043*r*q*b*p+730*r^2*a*c*g+942*r^2*p*c*g+650*r^2*q*p*a+426*r^2*q*p*g+620*r^2*p*b*a+464*r^2*p*b*g+928*r^2*q*c*a+808*r^2*q*c*b+1068*r^2*q*c*p+630*r^2*q*c*g+404*r^2*q*b*a+542*r^2*q*b*p+300*r^2*q*b*g+888*r^2*b*c*a+1228*r^2*b*c*p+718*r^2*b*c*g+342*r^2*a*q*g+506*r^2*p*a*g+1348*r^2*p*c*a+336*q*b*p^2*r+842*p^2*c*a*r+565*p^2*c*r*g+760*p^2*c*b*r+639*p^2*c*q*r+224*q*g*b*c^2+432*q*p*b*c^2+252*a*c^2*g*q+428*a*c^2*g*p+81*a*c*g^2*q+324*c^2*g*q*p+219*q^2*a*p*c+564*p*a*b*c^2+228*p*a*b^2*c+132*q^2*p*c*g+99*q^2*a*c*g+21*b*a*q*g^2+71*c*g^2*q*b+1052*q*b*p*c*r+626*q*c*a*r*g+250*q*b*a*r*g-1148*q*b^2*c+220*r^2*q^2*a+342*r^2*q^2*c+430*r^2*p^2*a+291*r^2*p^2*g+440*r^2*a^2*c+336*r^2*q*p^2+376*r^2*p^2*b+226*r^2*q*a^2+288*r^3*b*a+608*r^3*b*c+356*r^3*q*p+668*r^3*a*c+247*r^3*a*g+308*r^3*p*g+107*p^2*r*g^2+24*p*a^3*g+616*b*g*a*c*r+292*r^4*c+233*r^3*p^2+612*r^3*c^2+152*r^3*a^2+90*r^3*g^2+178*r^4*p+162*r^4*a+144*r^2*p^3+600*r^2*c^3+56*a^3*c^2+72*q^2*c^3+120*p^3*c^2+4*a^4*q+72*c^3*g^2-141*q^2*g^2+19*p^4*b+16*q*p^4+136*c^4*a+8*a^4*c+2*g^4*p+96*c^4*q+96*c^4*g+12*a^3*q^2+32*p^2*a^3+24*q^2*p^3+11*q^3*a^2+990*p*a*c*r*g+430*b*g*p*a*r+932*b*g*p*c*r+764*q*b*a*c*r+17*g^3*a*c+15*g^2*q^2*a+44*p*a^3*q+28*p*a^3*b+476*q*c^3*r+24*a^2*g*q^2+28*a^3*c*g+121*g^2*r^2*a+121*b*g^2*r^2+22*b*g^3*r+57*p^3*b*q+94*p*a^3*r+42*g^2*a^2*r+616*c^3*r*a+158*b^2*p^2*c+204*c^3*g*b+356*p*c^3*b+84*c^2*g^2*q+294*q^2*c^2*r+114*q^2*p^2*c+30*c*g^2*q^2+281*p^3*c*r+26*a^2*p*g^2+32*b*a^3*r+17*c*g^3*b+95*p^2*a^2*q+32*a^3*c*b+108*p^3*c*q+272*q*c^3*p+84*q^2*c^2*g+1260*b*p*a*c*r+472*p*b*a*q*c+152*p*b*a*q*g+316*b*c^2*q*a+204*a^2*c*g*p+399*q*a*p^2*r+104*q*a*r*g^2+116*a^2*c*g*q+215*q*c*r*g^2+139*q*a^2*r*g+210*p^2*c*q*g+279*p^2*c*q*b+356*b^2*a*c*r+120*p*c*g^2*q+836*q*c^2*a*r+250*b^2*p*a*r+572*q*c^2*r*g+64*p*a^2*b*g+333*p^2*a*q*c+124*p^2*a*q*g+275*p^2*a*c*g+150*q*p*g^2*r+157*p^2*a*q*b+343*c*g^2*p*r+280*a^2*c*q*p+132*a^2*c*q*b+420*q*c*a^2*r+302*c*g*a^2*r+242*c*g^2*a*r+712*b*g*c^2*r+296*b*g*r^2*a+1304*p*a*c^2*r+592*b^2*p*c*r+400*b*p*c^2*g+288*b*g*p^2*r+169*p*a*r*g^2+68*b*g^2*a*c+256*q*p^2*g*r+146*q*b*a^2*r+360*p^2*c*b*a+28*q*a^2*b*g+896*b*a*c^2*r+668*p*a^2*c*r+504*q*c^2*p*a+319*p^2*a*r*g+159*b*g^2*p*r+244*b*g^2*c*r+229*p*a^2*r*g+704*c^2*g*a*r+1228*b*p*c^2*r+96*b*g*a^2*r+904*c^2*g*p*r+252*a^2*c*b*p+143*a*c*g^2*p+120*p^2*g*b*a+247*b*p^2*c*g+133*b*g^2*p*c+374*q^2*a*c*r+95*q^2*p*b*a+219*q^2*b*r*p+292*q^2*b*r*c+158*q^2*a*r*b+456*q*p*g*a*r+798*q*p*g*c*r+200*a*c*g*q*b+374*a*c*g*q*p+318*p*c*g*q*b+376*b*p*a*c*g+228*q*c^3*a+52*b^2*p^2*g+48*b^2*a^2*r+380*p*c^3*a+149*p^3*a*c+69*p^3*a*q+39*p^2*g^2*q+96*p^3*g*c+330*b*c^2*p^2+90*p^2*g^2*c+304*a^2*c^2*p+136*a^2*c^2*g+45*q^2*p^2*g+131*b*p^3*c+366*p^2*c^2*a-772*r*q^2*b+396*q^2*b-174*q^3*a-207*r*q^3+60*b^2*p*q*g+192*q*c*b^2*p+84*q*g*b^2*c+84*b^2*p*q*a+108*b^2*c*q*a+84*a^2*c*g*b+24*q^3*c^2-249*q^3*c+g^4*q+8*p*a^4+16*q^3*p^2-144*b^3*g-184*b^3*a+3*g^3*q^2+603*q*b^2+18*c*g^3*q+5*b*g^3*q+62*b^2*p^2*q+136*q*c^2*b^2+136*c^2*g*b^2-604*q^2*b*p+72*p^2*a*b^2+20*q*b^2*g*a+165*q^2*b*p*c+201*b^2*p*r*g+106*q^2*b*r*g+130*b^2*q*r*a+111*b^2*q*r*g+112*q^2*c*b*a+51*q*b*p*g^2+44*q^3*p*c+31*q^3*a*p+24*q^2*a^2*b+32*b^3*r*g+10*b*g^2*q^2-425*b^2*g*q-160*q^3*p+32*q^2*g*b*a+52*r^5+178*r^2*q*b^2+28*b^3*c*q+20*b^3*p^2+134*r^4*q+136*r^3*b^2+123*r^3*q^2+138*r^4*b+116*r^4*g+135*r^2*q^2*g+266*r^3*q*b+48*r^2*q^3+218*r^3*q*g-234*q^2*b^2+166*r^2*q^2*b+57*r*q^2*b^2+31*q^2*b^2*p+4*b^3*g*q-334*b^3*r+56*b^3*c^2+68*b^3*c*p+78*b^3*r*p-424*b^3*c+4*q*b^3*a-260*b^3*p+g*q^4-27*q^4+3*q^4*a+7*r*q^4+3*q^4*c+4*q^4*p-135*q^3*b+8*b^4*r+5*q^3*g*b+8*q^2*g*b^2+34*q^2*c*b^2+12*q^2*b^2*a+4*b^4*p+3*q^3*g^2+8*b^4*c+58*b^3*r^2-162*b^3*q+124*b^3*c*r+38*b^3*r*q)*x^3-(a+b+2*c+p+q+r+g+2)*(-180+34*r*c*g^2+91*p*a*r^2+148*p+91*b*r^2*p+33*r*q*p^2+10*q^2*g*b+36*b^2*a*r+98*a+15*p^2*a*q+96*b*r^2*a+30*q^2*c*b+46*r*p*a^2-464*q*c*b+182*b*r^2*c-342*a*c*g+12*a*b^2*p+55*q*r^2*g+9*q^2*g*p-232*q*b*p-784*b*r*c-464*q*c*a+132*r*p*c^2-268*p*c*g+5*a*p*g^2+17*r*q*g^2+60*a*r^2*g-171*p*b*g+148*q*c*r^2+91*q*r^2*a-227*p*r*g-392*p*a*r+10*a*c*g^2+36*p*c^2*g+12*q*b^2*a+8*a^2*g*p+91*q*b*r^2+30*b*p^2*c+16*p*a^2*q+42*r*q^2*a+10*a*q^2*g+42*r*p^2*b+40*c^2*g*b+17*r*p*g^2+100*r*c^2*g+60*b*r^2*g+40*c^2*g*a+30*q^2*c*a+8*a^2*q*g+16*g*b^2*c-392*b*r*p-568*b*c*a+30*p^2*a*c+468*b*a+15*b*p^2*q+16*q^2*b*a+168*r*a*c^2+24*a*b^2*c+16*b^2*p*q+25*r*q^2*g-291*b*r*g-176*a*b*g-454*c*r*g-291*a*r*g+98*b+296*c+88*g+148*q+74*r+234*a^2+236*c^2+246*r^2-28*p^3-224*c^3-166*r^3-44*a^3-85*r*g^2-100*c*g^2-200*r^2*g-132*b*a^2-242*b^2*r+8*b^2*p^2+5*a*g^2*q-50*q*g^2+12*q*g^2*c+6*q*g^2*p+16*c^4+234*b^2+48*b*g*a*r+59*q^2+g^3*q+40*c*g*q*b+16*q*g*b*a+20*b*p*q*g+46*r*b^2*p+92*r*b^2*c+5*b*g^2*q+26*r^4+3*q^3*g-28*q^3+46*r*q*b^2-44*b^3+114*r*a*c*g+100*r*p*c*g+84*r*q*p*a+67*g^2+59*p^2+236*q*c+236*p*c+118*q*p+251*b*g+252*c*g+251*a*g+253*q*a+253*p*a+506*a*c+383*a*r+426*c*r+126*p*g+203*r*g+126*q*g-464*b*c^2-268*c^2*g+253*b*p-168*p^2*c-522*r^2*c-142*p^2*r-336*q*c^2-568*c^2*r-88*a^2*g-116*p^2*a-242*a^2*r-67*p^2*g-284*a^2*c+383*b*r-50*p*g^2-464*a*c^2+506*b*c-261*r^2*p-336*p*c^2-142*p*a^2-332*r^2*a+213*q*r+213*p*r-84*q*p^2-116*p^2*b-142*q*a^2-55*a*g^2-55*b*g^2+32*c^3*q+32*c^3*p-232*q*p*a-134*q*p*g-284*p*b*a-336*q*c*p-568*q*c*r-268*q*c*g-484*b*r*a-464*b*c*p-392*q*r*a-284*q*r*p-171*a*q*g-568*p*c*r-171*p*a*g-784*a*c*r-464*p*c*a+16*a^2*c*g+36*q*c^2*g+48*q*c^2*p-11*g^3+24*c^3*g+4*p*a^3+12*a^3*r+3*r*g^3-261*r^2*q+4*q*p^3-332*r^2*b+40*b*c^3+32*a^2*c^2+p*g^3+104*r^3*c+37*p^2*r^2+148*c^2*r^2+48*a^2*r^2+18*r^2*g^2+52*r^3*p+59*r^3*a+11*r*p^3+88*r*c^3+5*b*p^3+3*p^2*g^2+8*a^3*c+3*p^3*g+5*p^3*a+8*p^3*c+8*p^2*a^2+12*c^2*g^2+24*p^2*c^2+40*c^3*a+4*a^3*q+6*q^2*p^2-342*b*c*g-227*q*r*g+74*q*r^2*p+148*p*c*r^2+182*a*c*r^2+110*c*r^2*g+55*p*r^2*g+168*r*b*c^2+66*r*p^2*c+132*r*q*c^2+42*r*p^2*a+25*r*p^2*g+92*r*a^2*c+46*r*q*a^2+15*a*r*g^2+24*g*a^2*r+15*b*g^2*r+24*p^2*c*q+60*p*b*c^2+64*a*b*c^2+36*b*a^2*r+12*p*a^2*b+16*b*p^2*a+32*a^2*c*q+24*a^2*c*b+10*p^2*g*b+10*b*g^2*c+18*p^2*c*g+60*a*c^2*p+9*q*g*p^2+12*c*g^2*p+60*q*c^2*a+10*p^2*g*a+32*a^2*c*p+18*q^2*c*g+50*r*q*p*g+92*r*p*b*a+57*r*p*b*g+168*r*q*c*a+132*r*q*c*p+100*r*q*c*g+184*r*b*c*a+168*r*b*c*p+114*r*b*c*g+57*r*a*q*g+57*r*p*a*g+168*r*p*c*a+36*q*g*p*c+60*p*a*q*c+20*p*a*q*g+40*a*c*g*p+64*p*c*b*a+40*c*g*q*a+32*c*g*b*a+40*b*p*c*g+16*b*g*p*a+92*r*q*b*a+57*r*q*b*g+60*p*c*q*b+32*p*a*q*b+64*q*c*b*a+p^4-88*b^2*g-142*b^2*p-132*b^2*a+253*q*b-284*b^2*c-116*q^2*a-84*q^2*p-142*q^2*r-67*q^2*g-168*q^2*c+2*g^3*c+32*b^2*c^2+8*q^2*a^2-284*q*b*a-171*q*b*g+33*r*q^2*p+66*r*q^2*c+24*q^2*c*p+32*p*b^2*c+15*q^2*a*p+24*b^2*r*g+60*q*c^2*b+8*g*b^2*p+5*b*p*g^2+12*q*a^2*b+24*q^2*c^2+52*r^3*q+59*r^3*b+37*r^3*g-392*q*b*r+48*b^2*r^2+37*q^2*r^2+168*r*q*c*b+84*r*q*b*p+32*q*b^2*c+3*q^2*g^2+42*r*q^2*b-116*q^2*b+5*q^3*a+11*r*q^3+8*q^3*c-142*q*b^2+15*q^2*b*p+8*b^2*g*q+4*q^3*p+8*q^2*b^2+12*b^3*r+8*b^3*c+4*b^3*p+q^4+5*q^3*b+4*b^3*q)*x^4)*dx^2+(-g*q^2*r^3-5*g*q*r^4+24*a^3*r^2*g-54*r*c*g^2-24*a^3*c*q+120*p^2*c^2*g-6*r^2*p^2*g^2+2*c*g^3*r+12*c^2*g^2*r-66*r^3*p^2*c-8*p*a*r^2-12*p^2*c^3*r+16*p-24*b*r^2*p-2*r*q*p^2+8*a*c^4*r+100*r^2*c^2*g+168*r^2*a*c^2-20*b^2*a*r-11*p^4*c*r-6*q^2*p^2*r^2+24*p^2*a^2*g+32*a-42*p^2*a*q+87*r^3*c*g-24*a^2*c^2*q-48*a^3*g*r+76*p^2*a^2*c-111*b*r^2*a+18*p^2*a*q^2+48*r^2*p*a^3+80*g*p^3*r-171*r*p*a^2+24*q*c*b+88*p^2*c^2*q-81*b*r^2*c+196*p*c^3*r-3*b*p^4*r+4*p^3*a^2*r-2*a*c*g+18*r^2*b^2*c-28*a*b^2*p-32*q*r^2*g+5*r^3*q*a^2-4*q*p^4*r+56*p^3*g*a+332*r^2*p*c^2-10*q^2*g*p-4*a^2*g*b-16*b^2*c^2*a+31*r^2*c*g^2+12*q*b*p+24*b*c^3*r+8*b^2*c^2*r+182*r^2*p*a^2+3*r^4*b*a+4*c*g^3*p-24*r^2*p^3*a+334*p^2*c^2*r-12*r^2*p^3*b-46*b*r*c+151*p^3*a*r-8*a^2*b^2*p+165*r^3*p*a-3*r^3*b^2*p+12*q*c*a+24*a^2*r^3*g-10*b^2*r^2*a-94*r*p*c^2-3*r^3*c*g^2-110*p*c*g-44*a*p*g^2+24*c^3*g*r+27*b^2*p^2*r+4*q^2*a^2*r+16*r^2*q*a^3-14*r*q*g^2-2*q^2*p^3*r+12*b^2*r^2*a^2-128*a^3*c*r-64*b*a^2*c^2+76*r^2*q*c^2-114*a*r^2*g-26*q*a^3*r+8*p^2*a^2*b-22*p*b*g-8*q*a^3*b+48*r^2*p*g^2+48*c^3*g*p-65*q*c*r^2-77*q*r^2*a+24*q^2*p^2*r+69*b*p^3*r+58*r^3*q*a-96*p*r*g-218*p*a*r+26*p^3*g*q-32*a*c*g^2+4*q*a^4*r+65*r^3*q*c+28*b*r^2*a^3-112*p*c^2*g-6*r^3*q^2*p-18*r^3*p^2*b+63*r^3*b*p-16*a^2*b^2*c-36*r^3*p^2*a-8*a^3*g*q-16*r^2*q*p^3-78*a^2*g*p-24*a*c^3*g-16*r^4*p*g+86*r^2*b*c^2-24*q*b*r^2+188*r^3*p*c+288*r^2*p^2*c+8*q^2*c^2*p+46*p^3*a*b-50*b*p^2*c+30*p^3*g*b+7*r^2*q*g^2-24*r^3*q*p^2-20*p^3*c^2*r-14*r^4*c*g+24*r^2*q^2*p-74*p*a^2*q-3*r^3*q^2*c-22*r*q^2*a-4*a*q^2*g-12*r*p^2*b+16*b*g*p^2*r*a-48*c^2*g*b-132*a^2*c^2*r+8*p*a^2*q^2-40*r*p*g^2+17*p*a*c*r*g^2-144*r*c^2*g+4*b^2*r^2*g+16*p*c^2*b^2-42*b*r^2*g+2*r^2*g^3*a-104*c^2*g*a+24*p*c^2*g^2+36*r^2*a*c^3+24*p^2*a^3*r-32*a*c^3*b-16*q^2*c*a-14*a^2*q*g-8*g*b^2*c-3*r^3*q^2*a-66*b*r*p-11*r^4*b*c+28*b*c*a+62*q*p^3*r-56*a^3*c*p+16*b*g*a^2*c*r-12*r^3*q*c^2-10*b*g*p*c*r^2-78*p^2*a*c-24*r^4*p*a+48*b*a+12*a^2*g*r^2-30*b*p^2*q+25*r^3*b*g+12*r^2*g^2*a^2-370*r*a*c^2+157*p^2*a^2*r+88*r^2*a^2*c^2-8*a*b^2*c-18*b*a^2*r^2-44*r^4*p*c-12*r^3*c^2*g+24*r^2*b^2*p-8*r*q^2*g+32*p*c^4-13*r^4*a*c-4*b*r*g+28*a*b*g-74*c*r*g-54*a*r*g+32*c+16*g+16*r+28*a^2+32*c^2-18*p^3-32*c^3-28*r^3+4*a^3-4*r*g^2+8*c*g^2-48*r^2*g+12*b*a^2+8*b^2*r-18*b^2*p^2-4*a*g^2*q+8*q*g^2-8*q*g^2*c-18*q*g^2*p-32*c^4+8*a^4-88*b*g*a*r-12*c*g*q*b-4*q*g*b*a-26*b*p*q*g-32*r*b^2*p-36*r*b^2*c+20*p^2*a*g^2+8*r^4+10*b^2*p^3+4*p^2*g^3+2*q*a*p*g^2+6*p*r*g^3-12*a^2*g^2*c-3*g^3*a*r+12*p^2*g^2*b+8*b^2*p*c*g+4*b^2*c*r*g-12*b^2*a*r*g+8*p^5-12*b*g^2*a*r-287*r*a*c*g-127*r*p*c*g-119*r*q*p*a+16*g^2-20*p^2+32*q*c-20*p*c+16*q*p+24*b*g+48*c*g+44*a*g+32*q*a-8*p*a+68*a*c+32*a*r+20*c*r+4*p*g+24*r*g+16*q*g-16*c^2*g+24*b*p-106*p^2*c-120*r^2*c-64*p^2*r-132*c^2*r+6*a^2*g-92*p^2*a-84*a^2*r-48*p^2*g-8*a^2*c+24*b*r-18*p*g^2-44*a*c^2+48*b*c-74*r^2*p-148*p*c^2-74*p*a^2-126*r^2*a+16*q*r-20*p*r-34*q*p^2-42*p^2*b+12*q*a^2+10*a*g^2+12*b*g^2-32*c^3*q-80*c^3*p-50*q*p*a-18*q*p*g-54*p*b*a-62*q*c*p-34*q*c*r+16*q*c*g-18*b*r*a-82*b*c*p-22*q*r*a-54*q*r*p+20*a*q*g-226*p*c*r-78*p*a*g-220*a*c*r-222*p*c*a-56*a^2*c*g-32*q*c^2*g-92*q*c^2*p+24*a^2*c^3*r+4*g^3-48*c^3*g-44*p*a^3-90*a^3*r-6*r*g^3-20*r^2*q+2*q*p^3-24*r^2*b-48*b*c^3-88*a^2*c^2-8*p*g^3+3*r^3*c+66*p^2*r^2-82*c^2*r^2-119*a^2*r^2-26*r^2*g^2+38*r^3*p-11*r^3*a+50*r*p^3-120*r*c^3-14*p^2*g^2-16*a^3*c+8*p^3*g+14*p^3*a+38*p^3*c-52*p^2*a^2-6*g^2*a^2-24*c^2*g^2-12*p^2*c^2-96*c^3*a-12*a^3*q+8*a^3*b-12*q^2*p^2+24*b*c*g+6*r^3*g^2*a-4*q*r*g-10*q*r^2*p+44*p*c*r^2-215*a*c*r^2-93*c*r^2*g-8*p*r^2*g-132*r*b*c^2+79*r*p^2*c-104*r*q*c^2+17*r*p^2*a+8*r*p^2*g-340*r*a^2*c-100*r*q*a^2-51*a*r*g^2-123*g*a^2*r-4*g^2*b*a-18*b*g^2*r-40*p^2*c*q-120*p*b*c^2-88*a*b*c^2-98*b*a^2*r-64*p*a^2*b-58*b*p^2*a-56*a^2*c*q-32*a^2*c*b-32*p^2*g*b-12*b*g^2*c-34*p^2*c*g-236*a*c^2*p-24*q*g*p^2-52*c*g^2*p-76*q*c^2*a-52*p^2*g*a-200*a^2*c*p-4*q^2*c*g-56*r*q*p*g-169*r*p*b*a-74*r*p*b*g-204*r*q*c*a-105*r*q*c*p-80*r*q*c*g-254*r*b*c*a-131*r*b*c*p-102*r*b*c*g-76*r*a*q*g-166*r*p*a*g-293*r*p*c*a-82*q*g*p*c-166*p*a*q*c-72*p*a*q*g-206*a*c*g*p-200*p*c*b*a-46*c*g*q*a-52*c*g*b*a-108*b*p*c*g-84*b*g*p*a-42*r*q*b*a-20*r*q*b*g-70*p*c*q*b-54*p*a*q*b-28*q*c*b*a+164*q*c^2*p*r+14*p^2*g*q*b+79*q*a^2*p*r+4*p*a*q^2*g-32*c^2*g*b*a-2*b*a*p*g^2+14*p^4+8*b^2*g+8*b^2*p+16*b^2*a+16*b^2*c+8*q^2*a+4*q^2*p+4*q^2*r+4*q^2*g+8*q^2*c-4*g^3*c-2*g^3*a-16*b^2*c^2-8*q^2*a^2+24*q*b*a+12*q*b*g-60*r^2*p^2*c^2-22*r*q^2*p-22*r*q^2*c-26*q^2*c*p-44*p*b^2*c+(g*q^3*r^2+16*g*q^2*r^3+38*g*q*r^4-60*a^3*r^2*g+559*r*c*g^2+32*a^3*c*q-800*p^2*c^2*g+42*r^2*p^2*g^2-73*c*g^3*r+18*q^2*c^2*r^2-342*c^2*g^2*r+315*r^3*p^2*c+522*p*a*r^2+120*p^2*c^3*r-168*p+372*b*r^2*p+200*r*q*p^2-96*q^2*c^2*a-48*a*c^4*r-1072*r^2*c^2*g+80*q^2*g*b-1626*r^2*a*c^2+494*b^2*a*r+42*p^4*c*r+36*r^2*c^3*g+57*q^2*p^2*r^2-224*p^2*a^2*g-312*a+414*p^2*a*q-59*q^3*r*p+18*r^2*c^2*g^2-8*b^3*r^2*a-727*r^3*c*g-16*b^3*p*a-144*c^3*g*q-80*a^2*c^2*q+68*a^3*g*r-664*p^2*a^2*c+973*b*r^2*a-192*p^2*a*q^2-94*r^2*p*a^3-347*g*p^3*r+240*q^2*c*b+991*r*p*a^2+18*q*c*b-744*p^2*c^2*q+931*b*r^2*c-1524*p*c^3*r+18*b*p^4*r+18*p^3*a^2*r+530*a*c*g-434*r^2*b^2*c+468*a*b^2*p+379*q*r^2*g-33*q^3*r*a-22*r^3*q*a^2+18*q*p^4*r-248*p^3*g*a-2200*r^2*p*c^2+202*q^2*g*p+348*a^2*g*b-64*b^2*c^2*a-382*r^2*c*g^2+270*q*b*p-756*b*c^3*r-440*b^2*c^2*r-831*r^2*p*a^2+44*r^2*b*c^3+5*r^4*b*a-72*c*g^3*p+103*r^2*p^3*a-1802*p^2*c^2*r+76*r^2*p^3*b+970*b*r*c-577*p^3*a*r-32*a^2*b^2*p-903*r^3*p*a+42*r^3*b^2*p+470*q*c*a-69*a^2*r^3*g-16*q^3*a*c-84*b^2*r^2*a+1080*r*p*c^2+33*r^3*c*g^2+1012*p*c*g+376*a*p*g^2-620*c^3*g*r-319*b^2*p^2*r-99*q^2*a^2*r-11*q^3*r*g-68*r^2*q*a^3+238*r*q*g^2+18*q^2*p^3*r-52*b^2*r^2*a^2+136*a^3*c*r+32*b*a^2*c^2-996*r^2*q*c^2+844*a*r^2*g+16*q*a^3*r-224*p^2*a^2*b+366*p*b*g-20*b*g^3*p+32*q*a^3*b-334*r^2*p*g^2-608*c^3*g*p-20*q*g^3*p+776*q*c*r^2+719*q*r^2*a-28*q^2*g^2*p-261*q^2*p^2*r-392*b*p^3*r-517*r^3*q*a+730*p*r*g+16*q*b^2*a^2+1410*p*a*r-156*p^3*g*q+522*a*c*g^2-16*q*a^4*r-691*r^3*q*c-80*b*r^2*a^3+960*p*c^2*g+60*r^3*q^2*p+160*q*b^2*a+120*r^3*p^2*b-538*r^3*b*p+32*a^2*b^2*c+165*r^3*p^2*a+16*a^3*g*q+81*r^2*q*p^3+580*a^2*g*p-192*a*c^3*g+85*r^4*p*g-16*b^3*g*c+6*r^2*p*g^3+11*q^3*r^2*p-84*b*p^2*q^2-1202*r^2*b*c^2+435*q*b*r^2-1259*r^3*p*c-1552*r^2*p^2*c-48*a^2*c*q^2-240*q^2*c^2*p+6*q^2*p*r*g*b-276*p^3*a*b+648*b*p^2*c-180*p^3*g*b-131*r^2*q*g^2+135*r^3*q*p^2+108*p^3*c^2*r+91*r^4*c*g-313*r^2*q^2*p+588*p*a^2*q+45*r^3*q^2*c+451*r*q^2*a+196*a*q^2*g+311*r*p^2*b+8*b*g*p^2*r*a+960*c^2*g*b-280*a^2*c^2*r-116*p*a^2*q^2+316*r*p*g^2-14*p*a*c*r*g^2+2*q^2*r^2*g^2+1252*r*c^2*g+3*q^3*c*r^2-135*b^2*r^2*g-448*p*c^2*b^2+478*b*r^2*g+7*b^2*r^3*g-160*q*c^3*b-6*r^2*g^3*a+1272*c^2*g*a-336*p*c^2*g^2-100*r^2*a*c^3-24*p^2*a^3*r-192*a*c^3*b+492*q^2*c*a+346*a^2*q*g+444*g*b^2*c+3*r^2*c*g^3+28*r^3*q^2*a+808*b*r*p+91*r^4*b*c+464*b*c*a-345*q*p^3*r-112*a^3*c*p-96*b*g*a^2*c*r-24*a*g^3*p+120*r^3*q*c^2+180*b*g*p*c*r^2+788*p^2*a*c+117*r^4*p*a-26*q^2*r*g^2-536*b*a-180*a^2*g*r^2+350*b*p^2*q-282*r^3*b*g-33*r^2*g^2*a^2+172*q^2*b*a+80*q*p*g*c^2*r+2394*r*a*c^2-658*p^2*a^2*r-288*r^2*a^2*c^2+632*a*b^2*c-78*b*a^2*r^2+231*r^4*p*c+108*r^3*c^2*g+288*b^2*p*q-358*r^2*b^2*p+218*r*q^2*g-384*p*c^4+91*r^4*a*c+272*b*r*g-4*a*b*g+878*c*r*g+504*a*r*g-144*b-328*c-152*g-144*q-144*r-264*a^2-192*c^2-76*r^2+192*p^3+536*c^3+280*r^3+96*a^3+126*r*g^2+142*c*g^2+402*r^2*g+72*b*a^2+72*b^2*r+80*b^2*g^2+220*b^2*p^2+210*a*g^2*q+8*q*g^2+300*q*g^2*c+212*q*g^2*p+336*c^4+48*a^4-216*b^2+1013*b*g*a*r-144*q^2+40*g^3*q+690*c*g*q*b+438*q*g*b*a+518*b*p*q*g+464*r*b^2*p+770*r*b^2*c+130*b*g^2*q-152*p^2*a*g^2-15*r^4-92*b^2*p^3-32*p^2*g^3-32*g^3*c^2+20*q^3*g-104*q*a*p*g^2-32*g^2*b^2*p-32*g^2*b^2*c-74*p*r*g^3-8*a^2*g^2*c-19*q*g^3*r-14*g^3*a*r-32*b^2*r*g^2-120*b*g^2*c^2-116*p^2*g^2*b-61*q*b*r*g^2-288*b^2*p*c*g-284*b^2*c*r*g-18*b^2*a*r*g-64*c^5-24*p^5-36*q^3-37*b*g^2*a*r+274*r*q*b^2-4*q^3*a*g-12*q^3*p*g-4*q^3*c*g-16*b^3*g*p-20*q^2*b*c*g-210*b^2*q*r*p-72*b^3-44*b*p*q^2*g-180*b^2*q*c*r+2089*r*a*c*g+1172*r*p*c*g+1051*r*q*p*a-112*g^2+108*p^2-392*q*c+88*p*c-84*q*p-292*b*g-320*c*g-364*a*g-340*q*a-60*p*a-508*a*c-344*a*r-208*c*r-56*p*g-180*r*g-216*q*g+572*b*c^2+544*c^2*g-192*b*p+898*p^2*c+1056*r^2*c+588*p^2*r+408*q*c^2+1252*c^2*r+104*a^2*g+636*p^2*a+498*a^2*r+376*p^2*g+484*a^2*c-272*b*r+182*p*g^2+932*a*c^2-492*b*c+676*r^2*p+1296*p*c^2+528*p*a^2+902*r^2*a-184*q*r+56*p*r+360*q*p^2+430*p^2*b+98*q*a^2+32*a*g^2-10*b*g^2+560*c^3*q+656*c^3*p+622*q*p*a+334*q*p*g+638*p*b*a+920*q*c*p+758*q*c*r+220*q*c*g+470*b*r*a+1106*b*c*p+562*q*r*a+668*q*r*p+76*a*q*g+q*r^2*g^3+1822*p*c*r+632*p*a*g+1722*a*c*r+1718*p*c*a+828*a^2*c*g+720*q*c^2*g+976*q*c^2*p-33*q^3*c*r-128*a^2*c^3*r+2*g^3+584*c^3*g+264*p*a^3+398*a^3*r+82*r*g^3+336*r^2*q+66*q*p^3+386*r^2*b+760*b*c^3+1000*a^2*c^2+76*p*g^3+171*r^3*c-57*p^2*r^2+788*c^2*r^2+751*a^2*r^2+222*r^2*g^2-51*r^3*p+222*r^3*a-21*r*p^3+924*r*c^3+104*b*p^3+132*p^2*g^2+384*a^3*c+66*p^3*g+108*p^3*a+80*p^3*c+336*p^2*a^2+160*a^3*g+164*g^2*a^2+372*c^2*g^2+404*p^2*c^2+1000*c^3*a+172*a^3*q+152*a^3*b+132*q^2*p^2+266*b*c*g-13*r^3*g^2*a+246*q*r*g+248*q*r^2*p+358*p*c*r^2+1599*a*c*r^2+838*c*r^2*g+298*p*r^2*g+1514*r*b*c^2+267*r*p^2*c+1232*r*q*c^2+408*r*p^2*a+225*r*p^2*g+1844*r*a^2*c+811*r*q*a^2+446*a*r*g^2+763*g*a^2*r+236*g^2*b*a+300*b*g^2*r+480*p^2*c*q+1260*p*b*c^2+1520*a*b*c^2+788*b*a^2*r+624*p*a^2*b+544*b*p^2*a+872*a^2*c*q+872*a^2*c*b+348*p^2*g*b+390*b*g^2*c+466*p^2*c*g+1644*a*c^2*p+248*q*g*p^2+468*c*g^2*p+1260*q*c^2*a+436*p^2*g*a+1232*a^2*c*p+254*q^2*c*g+573*r*q*p*g+1375*r*p*b*a+766*r*p*b*g+2089*r*q*c*a+1136*r*q*c*p+1092*r*q*c*g+2410*r*b*c*a+1453*r*b*c*p+1357*r*b*c*g+898*r*a*q*g+1152*r*p*a*g+2205*r*p*c*a+912*q*g*p*c+1564*p*a*q*c+722*p*a*q*g+1574*a*c*g*p+1896*p*c*b*a+1050*c*g*q*a+1232*c*g*b*a+1198*b*p*c*g+890*b*g*p*a+1005*r*q*b*a+540*r*q*b*g+1172*p*c*q*b+852*p*a*q*b+1152*q*c*b*a-1696*q*c^2*p*r-224*p^2*g*q*b-648*q*a^2*p*r-120*p*a*q^2*g-192*c^2*g*b*a-80*b*a*p*g^2+46*q*p^2*g*a*r-64*b^2*g+126*b^2*p-96*b^2*a-360*q*b+52*b^2*c+2*q^2*a+132*q^2*p+68*q^2*r-30*q^2*g-2*q^2*c+102*g^3*c+160*b^2*a^2+68*g^3*a+568*b^2*c^2+184*q^2*a^2-98*q*b*a-94*q*b*g+36*r^2*q*c^3+342*r^2*p^2*c^2+283*r*q^2*p+509*r*q^2*c+456*q^2*c*p+712*p*b^2*c+10*g^4+362*q^2*a*p+324*b^2*r*g+228*b^2*g*a+860*q*c^2*b+318*g*b^2*p+284*b*p*g^2+332*q*a^2*b+4*g^2*q*a^2-40*q^2*b*c^2+308*q^2*c^2+50*g^3*b+114*r^3*q+165*r^3*b+139*r^3*g-4*g^4*c-160*c^4*b+60*a^4*r-392*c^4*r-672*p^2*c^3-4*g^4*r-143*p^4*r-38*g^3*r^2-128*b^2*c^3-96*a*c^2*g^2+148*q*b*r-507*q*b*p*r*g-448*q*b*c*r*g-76*p^3*g^2-72*p^4*g-120*p^4*a-192*p^3*a^2-32*a^2*c^3-28*a^3*r^2+262*b^2*r^2+179*q^2*r^2-180*p^4*c-770*q*b*p*a*r-2262*q*c*p*a*r-167*q^2*c*r*g-224*q^2*p*r*g-450*q^2*p*a*r-585*q^2*p*c*r+48*b*a^2*c*r-334*b*p*a^2*r-105*q^2*a*r*g-933*b*p^2*a*r-160*p*a^2*q*g-128*p*a^2*q*b-32*a*g*b^2*c-652*q*b*c^2*r-72*a*g*b^2*p+1281*r*q*c*b+735*r*q*b*p-1131*r^2*a*c*g-1768*r^2*p*c*g-1235*r^2*q*p*a-677*r^2*q*p*g-1101*r^2*p*b*a-734*r^2*p*b*g-1343*r^2*q*c*a-767*r^2*q*c*b-1702*r^2*q*c*p-760*r^2*q*c*g-387*r^2*q*b*a-681*r^2*q*b*p-265*r^2*q*b*g-1102*r^2*b*c*a-1935*r^2*b*c*p-871*r^2*b*c*g-459*r^2*a*q*g-1090*r^2*p*a*g-2891*r^2*p*c*a-591*q*b*p^2*r-2319*p^2*c*a*r-1449*p^2*c*r*g-1667*p^2*c*b*r-1407*p^2*c*q*r-160*q*g*b*c^2-672*q*p*b*c^2-192*a*c^2*g*q-944*a*c^2*g*p-48*a*c*g^2*q-608*c^2*g*q*p-356*q^2*a*p*c-1056*p*a*b*c^2-320*p*a*b^2*c-176*q^2*p*c*g-56*q^2*a*c*g+4*b*a*q*g^2-40*c*g^2*q*b-1418*q*b*p*c*r-612*q*c*a*r*g-122*q*b*a*r*g+220*r^2*p*c^3+16*p^4*r*g+48*p*c^4*r+328*q*b^2*c-267*r^2*q^2*a-330*r^2*q^2*c-1077*r^2*p^2*a-638*r^2*p^2*g-732*r^2*a^2*c-623*r^2*q*p^2-689*r^2*p^2*b-371*r^2*q*a^2-444*r^3*b*a-752*r^3*b*c-499*r^3*q*p-1232*r^3*a*c-460*r^3*a*g-523*r^3*p*g-274*p^2*r*g^2-32*p*a^3*g-478*b*g*a*c*r-382*r^4*c-405*r^3*p^2-910*r^3*c^2-365*r^3*a^2-136*r^3*g^2-239*r^4*p-283*r^4*a-341*r^2*p^3-920*r^2*c^3+64*a^3*c^2-48*q^2*c^3-512*p^3*c^2+16*a^4*q-96*c^3*g^2+50*q^2*g^2-84*p^4*b-72*q*p^4-128*c^4*a+32*a^4*c-4*g^4*p-96*c^4*q-128*c^4*g-96*p^2*a^3-72*q^2*p^3-8*q^3*a^2-2002*p*a*c*r*g-682*b*g*p*a*r-1602*b*g*p*c*r-520*q*b*a*c*r-16*g^3*a*c-4*g^2*q^2*a-64*p*a^3*q-16*p*a^3*b-524*q*c^3*r-8*a^2*g*q^2+32*a^3*c*g-159*g^2*r^2*a-135*b*g^2*r^2-20*b*g^3*r-168*p^3*b*q-122*p*a^3*r+7*g^2*a^2*r-748*c^3*r*a-376*b^2*p^2*c-240*c^3*g*b-752*p*c^3*b-72*c^2*g^2*q-230*q^2*c^2*r-252*q^2*p^2*c-12*c*g^2*q^2-855*p^3*c*r-48*a^2*p*g^2+120*b*a^3*r-20*c*g^3*b-300*p^2*a^2*q+64*a^3*c*b-396*p^3*c*q-528*q*c^3*p-48*q^2*c^2*g-2116*b*p*a*c*r-704*p*b*a*q*c-200*p*b*a*q*g-176*b*c^2*q*a-384*a^2*c*g*p-994*q*a*p^2*r-81*q*a*r*g^2-32*a^2*c*g*q-207*q*c*r*g^2-78*q*a^2*r*g-580*p^2*c*q*g-632*p^2*c*q*b-164*b^2*a*c*r-212*p*c*g^2*q-900*q*c^2*a*r-282*b^2*p*a*r-600*q*c^2*r*g-88*p*a^2*b*g-1000*p^2*a*q*c-364*p^2*a*q*g-920*p^2*a*c*g-239*q*p*g^2*r-368*p^2*a*q*b-677*c*g^2*p*r-528*a^2*c*q*p+16*a^2*c*q*b-360*q*c*a^2*r-126*c*g*a^2*r-243*c*g^2*a*r-836*b*g*c^2*r-295*b*g*r^2*a-2704*p*a*c^2*r-824*b^2*p*c*r-832*b*p*c^2*g-632*b*g*p^2*r-325*p*a*r*g^2-48*b*g^2*a*c-560*q*p^2*g*r+12*q*b*a^2*r-1032*p^2*c*b*a+24*q*a^2*b*g-808*b*a*c^2*r-1312*p*a^2*c*r-992*q*c^2*p*a-878*p^2*a*r*g-265*b*g^2*p*r-269*b*g^2*c*r-415*p*a^2*r*g-804*c^2*g*a*r-2144*b*p*c^2*r+66*b*g*a^2*r-1820*c^2*g*p*r-352*a^2*c*b*p-308*a*c*g^2*p-340*p^2*g*b*a-716*b*p^2*c*g-268*b*g^2*p*c-329*q^2*a*c*r-92*q^2*p*b*a-199*q^2*b*r*p-137*q^2*b*r*c-55*q^2*a*r*b-817*q*p*g*a*r-1326*q*p*g*c*r-80*a*c*g*q*b-704*a*c*g*q*p-464*p*c*g*q*b-688*b*p*a*c*g-192*q*c^3*a-120*b^2*p^2*g+60*b^2*a^2*r+116*r^3*b*c^2-848*p*c^3*a-660*p^3*a*c-276*p^3*a*q-104*p^2*g^2*q-408*p^3*g*c-968*b*c^2*p^2-296*p^2*g^2*c-576*a^2*c^2*p-32*a^2*c^2*g-96*q^2*p^2*g-484*b*p^3*c-1232*p^2*c^2*a+232*r*q^2*b-144*q^2*b+56*q^3*a+62*r*q^3-48*b^2*p*q*g-192*q*c*b^2*p-32*q*g*b^2*c-64*b^2*p*q*a-16*b^2*c*q*a+16*a^2*c*g*b-8*q^3*c^2+56*q^3*c-24*q^3*p^2+40*b^3*g+56*b^3*a-180*q*b^2-12*c*g^3*q-92*b^2*p^2*q-64*q*c^2*b^2-128*c^2*g*b^2+246*q^2*b*p-160*p^2*a*b^2+8*q*b^2*g*a-148*q^2*b*p*c-269*b^2*p*r*g-41*q^2*b*r*g-4*b^2*q*r*a-46*b^2*q*r*g-40*q^2*c*b*a-64*q*b*p*g^2-36*q^3*p*c-36*q^3*a*p-16*b^3*r*g+100*b^2*g*q+6*q^3*p^2*r+7*b*r^3*g^2+66*q^3*p-4*q^2*g*b*a+31*r^2*p*g^2*q-5*r^2*p*g^2*a+4*b^2*p*r*g*q+80*r^3*p^3+14*r^4*g^2+2*r^3*p*a^2-56*r^5-104*r^2*q*b^2+4*g^3*p^2*r+21*b^2*p*r^2*g+26*b^2*q*r^2*p+12*b^2*q*c*r^2-8*b^2*q*r*g*a-32*b*g*q*r*a^2+14*b*g^2*p^2*r+8*p^2*a*r*g^2-32*b^3*p^2+28*r^2*p^2*a^2-12*q^2*a^3*r-12*q^2*c^2*r*a+79*r^2*p*g^2*c+144*p^2*c^2*q*r-4*r*g^3*p*a+13*r^2*c*g^2*q+54*q^2*p^2*r*c+20*q^2*p^2*r*g-q^2*a*r^2*g-2*q^2*a*r*g^2+46*p^2*c*r*g^2-22*a^2*r*p*g^2+285*r^2*p^2*c*q-36*c^2*g^2*a*r-128*c^2*g*a^2*r-192*b*a^2*c^2*r+279*r^2*p^2*c*b+72*c^3*g*p*r+4*q^2*p*r*g^2-32*b*p^2*a^2*r-24*q^2*a^2*c*r+2*q^2*p*a^2*r-72*c^3*g*a*r+73*r^2*p^2*a*b-6*c*g^3*a*r-10*q^2*a^2*r*g+92*b^2*p*c*r^2+107*q*b*p^2*r^2-24*b^2*p*a*r*g-36*a^4*r^2+2*r^3*g^3+6*p^5*r+35*p^4*r^2-184*b*p*a^2*c*r-64*b*g*a*c*r*p+68*p^2*c*a*r*b+148*p^2*c*q*r*a+86*p^2*c*a*r*g+228*q*c*p*a*r^2+56*q*c^2*a*r*p-56*q*c^2*a*r*g-2*q*p*g^2*a*r+38*q^2*a*c*r*p-10*q^2*a*c*r*g+6*q*b*p*r*g^2+108*p^2*c*b*r*g-80*q*c*a^2*r*g+26*q^2*c*r*g*p-56*q*c*p*a^2*r-56*q*b*p*a^2*r+10*q^2*p*r*g*a-40*r^2*p*b*a*g-112*q*b*a^2*c*r-8*b*g^2*q*r*a-12*r^2*p*b*a*c+70*p*a*c*r^2*g-154*b*g*a*c*r^2-42*b*g*q*r^2*a-149*r^4*q-131*r^3*b^2-124*r^3*q^2-157*r^4*b-160*r^4*g+63*r^5*c+90*r^4*p^2+126*r^4*c^2-8*r^4*a^2+50*r^5*p+31*r^5*a+100*r^3*c^3+88*b*g*c^2*r*p-112*b*g*c^2*r*a-96*r^2*q*a^2*b-42*b^2*p*a*r^2-64*r^2*q*a^2*g-16*r^3*a*c*g+264*r^3*p*c*g+166*r^3*q*p*a+110*r^3*q*p*g+44*r^3*p*b*a+88*r^3*p*b*g+80*r^3*q*c*a+84*r^3*q*c*b+300*r^3*q*c*p+86*r^3*q*c*g-12*r^3*q*b*a+106*r^3*q*b*p-80*r^3*b*c*a+276*r^3*b*c*p+72*r^3*b*c*g+15*r^3*a*q*g+80*r^3*p*a*g+292*r^3*p*c*a+36*q*b*p^3*r-32*c*g^2*a^2*r+44*q*b*c^2*r^2-2*r^2*q*a^2*p-108*b^2*a*c*r^2-124*r^2*q^2*g-258*r^3*q*b+36*r^3*b^2*c+117*r^3*p^2*g-144*r^3*a^2*c+42*r^3*p*g^2+20*r^3*a*c^2+360*r^3*p*c^2+105*r^4*q*c+84*r^4*b*p+56*r^4*q*a+99*r^4*q*p+13*r^3*q*g^2+22*r^4*a*g-8*p*a*c^2*r*g+200*q*b*p*c*r^2+24*q*b*p*a*r^2+6*q^3*r*p*c-8*b^3*r*a*p-11*q^2*a*r^2*b+18*q^2*p^2*r*b+6*q^3*p*a*r+2*q^3*p*r*g-12*q^2*a^2*r*b-4*q^2*a*b*r*g-12*q^2*a*c*r*b+2*q^2*p*a*r*b+25*r^3*q*b*g-56*a^3*g*c*r+12*b^2*c*r^2*g-80*b*a^3*c*r-32*b*a^3*q*r-28*b^2*q*r^2*a-80*b^2*c^2*r*a+48*b^2*c^2*r*p+3*q^2*b*r^2*g+2*b^2*q*r^2*g+34*b*p^3*r*a+164*r^2*p^2*a*q+244*r^2*c^2*g*p+160*r^2*a*c^2*p-48*r^2*a*c^2*q+40*r^2*c^2*g*q-31*r^2*q^3-70*a^3*r^3+24*r^2*c^4-273*r^3*q*g+28*r^4*b*g+14*p^3*r*g^2-200*r^2*a^3*c+24*p^4*a*r-112*a^3*c^2*r+71*r^2*p^3*g-32*a^4*c*r+3*q^3*r^2*a+24*b^2*q*r*p*c-112*p*a^2*c*r*g+22*b*g^2*c*r*p-28*b*g^2*a*c*r-100*q*b*a*c*r^2+28*q*b*c*r^2*g+63*q*b*p*r^2*g-80*q*b*c^2*r*a+88*q*b*c^2*r*p+38*q*b*p^2*r*g+116*q*b*p^2*r*c+36*q*b*p^2*r*a-20*q*c*a*r*g^2-50*q*c*a*r^2*g-56*b*p*c^2*r*a+61*r^2*q*p*g*a+194*r^2*q*p*g*c-32*q*p*g*a^2*r-8*q*b*a*c*r*p+44*r^2*c^2*g*b+36*c^2*g^2*p*r-124*r^2*c^2*g*a+140*p^2*c^2*a*r+136*p^2*c^2*r*g+54*q*a*p^3*r+90*p^3*c*q*r+94*p^3*c*b*r+110*p^3*c*a*r+82*p^3*c*r*g+160*p^2*c^2*b*r+20*q*a^2*p^2*r+21*r^2*p*g^2*b-40*q*a^3*p*r-30*b^2*r^2*g*a-25*b*r^2*g^2*a+72*q*c^3*r*p-48*q*c^3*r*a-90*b*r^2*g*a^2-208*r^2*b*c^2*a-4*b^2*p^2*r*a+56*b^2*p^2*r*c+16*b^2*p^2*r*q+18*q*p^2*g^2*r-16*b^3*a*c*r-40*a^2*r*b^2*p+6*c*g^3*p*r+264*r^2*q*c^2*p-112*q*c^2*a^2*r-312*r^2*a^2*c*b-210*r^2*a^2*c*g+32*b*g*p^3*r+34*q*p^3*g*r-144*r^2*a^2*c*p-152*r^2*a^2*c*q-16*b^2*q*r*a^2+99*q^2*p*c*r^2+64*q^2*p*a*r^2-64*b^2*a^2*c*r+8*p*a*c^3*r+2*q*p*g^3*r-142*r^2*p*a^2*b-136*p*a^2*c^2*r-81*r^2*p*a^2*g-48*b*r^3*g*a+22*q^2*b*r*p*c+24*q*p*g*a*c*r+189*r^2*p^3*c+45*b^2*p^2*r^2+16*b^2*p^3*r-38*b^2*r^3*a+24*b^2*c^2*r^2-11*q^2*a^2*r^2-16*b^2*p*a*r*q-32*b^2*a*c*r*q-40*b^2*a*c*r*g+24*b^2*c*r*g*p-56*b^2*a*c*r*p+26*q*p*g^2*c*r-56*q*b*a*c*r*g-40*a^3*r*p*g+36*p^3*a*r*g+3*b*g^2*q*r^2-13*a*q*g^2*r^2-2*a*q*g^3*r+7*q^2*a*c*r^2-49*r^2*c*g^2*a-12*p^2*a^2*r*g+36*q^2*p*r^2*g+13*q^2*c*r^2*g+92*r^2*p^2*g*b-120*p*a^3*c*r+94*r^2*p^2*g*a+106*r^2*p^2*g*q+255*r^2*p^2*g*c-56*p*b*a^3*r-80*q*c*a^3*r+11*r^2*c*g^2*b+276*r^2*b*c^2*p+36*q^2*c^2*r*p-112*b*a*c^3*r+88*b*p*c^3*r-12*a^2*q*g^2*r-24*a^3*q*g*r+311*r^2*p^2*a*c+36*q^2*p^2*r*a+56*q*b*c*r*g*p-18*p*b*a*r*g^2-64*p*b*g*a^2*r-16*q*b*p*r*g*a+108*q*p^2*g*c*r-24*p*a^4*r+14*b^2*p^2*r*g-110*a^2*r^3*b+23*g*r^5-101*r^2*q^2*b+31*q^2*b*r^2*p+11*q^2*b*r^2*c+22*b*r^5+4*b^3*p^2*r+6*b^3*p*r^2+2*b^3*r^3+104*b^3*r-32*b^3*c^2-80*b^3*c*p+10*b^2*q*r^3+13*b*q^2*r^3+35*b*q*r^4+13*b^2*r^4-70*b^3*r*p+144*b^3*c+27*q*r^5+21*q^2*r^4+5*q^3*r^3+108*b^3*p+4*b^3*c*r^2+8*b^3*c*p*r-34*b^3*r^2-76*b^3*c*r+11*r^6)*x+(-72*b^4+102*q^3*c*b-3*q^4*r*a-36*b^2*q^2*r^2-23*b*q^3*r^2-8*b^4*c*r-4*b^4*p*r-56*b^3*c^2*r-4*b^4*r^2-21*g*q^3*r^2-80*g*q^2*r^3-110*g*q*r^4-41*q^2*b^2*r*p-34*q^2*b^2*r*c-8*q^2*b^2*r*g+4*b^3*q*r*a-4*b^3*q*r*g+8*a^3*r^2*g-1192*r*c*g^2+312*a^3*c*q+1440*p^2*c^2*g-88*r^2*p^2*g^2+283*c*g^3*r-210*q^2*c^2*r^2+1218*c^2*g^2*r-510*r^3*p^2*c-939*p*a*r^2-264*p^2*c^3*r+360*p-760*b*r^2*p-473*r*q*p^2+828*q^2*c^2*a-104*a*c^4*r+2868*r^2*c^2*g-672*q^2*g*b+4204*r^2*a*c^2-1542*b^2*a*r+192*b^3*c*a-51*p^4*c*r-316*r^2*c^3*g-135*q^2*p^2*r^2+408*p^2*a^2*g+648*a-876*p^2*a*q+277*q^3*r*p-174*r^2*c^2*g^2-4*b^3*r^2*a+1672*r^3*c*g+120*b^3*p*a+912*c^3*g*q+1080*a^2*c^2*q+184*a^3*g*r+1212*p^2*a^2*c-1655*b*r^2*a+450*p^2*a*q^2-24*r^2*p*a^3+487*g*p^3*r-1566*q^2*c*b-1463*r*p*a^2-1908*q*c*b+172*b^3*a*r-21*b^2*r^2*g^2+1584*p^2*c^2*q-1813*b*r^2*c+3332*p*c^3*r-27*b*p^4*r-48*p^3*a^2*r-1968*a*c*g+1802*r^2*b^2*c-1380*a*b^2*p-760*q*r^2*g+273*q^3*r*a-86*r^3*q*a^2-24*q*p^4*r+336*p^3*g*a+4288*r^2*p*c^2-546*q^2*g*p-1248*a^2*g*b+1008*b^2*c^2*a+1095*r^2*c*g^2-1296*q*b*p+2916*b*c^3*r+2164*b^2*c^2*r+1442*r^2*p*a^2-432*r^2*b*c^3-109*r^4*b*a+192*c*g^3*p-150*r^2*p^3*a-136*b*c^4*r+3042*p^2*c^2*r-135*r^2*p^3*b-3228*b*r*c+753*p^3*a*r+216*a^2*b^2*p+1476*r^3*p*a-162*r^3*b^2*p-2484*q*c*a-29*a^2*r^3*g+210*q^3*a*c+774*b^2*r^2*a-2104*r*p*c^2-146*r^3*c*g^2-2304*p*c*g-816*a*p*g^2+2116*c^3*g*r+808*b^2*p^2*r+528*q^2*a^2*r+147*q^3*r*g+6*r^2*q*a^3-589*r*q*g^2-36*q^2*p^3*r+12*b^2*r^2*a^2+636*a^3*c*r+1008*b*a^2*c^2+3144*r^2*q*c^2-1322*a*r^2*g+316*q*a^3*r+504*p^2*a^2*b-1086*p*b*g+66*b*g^3*p+72*q*a^3*b+679*r^2*p*g^2+1536*c^3*g*p+78*q*g^3*p-1451*q*c*r^2-1163*q*r^2*a+144*q^2*g^2*p+621*q^2*p^2*r+650*b*p^3*r+1191*r^3*q*a-1410*p*r*g+72*q*b^2*a^2-2410*p*a*r+258*p^3*g*q-1434*a*c*g^2+4*q*a^4*r+1850*r^3*q*c+20*b*r^2*a^3-2112*p*c^2*g-165*r^3*q^2*p+120*b^3*p*q-1128*q*b^2*a-247*r^3*p^2*b+1194*r^3*b*p+288*a^2*b^2*c-277*r^3*p^2*a+72*a^3*g*q-125*r^2*q*p^3-1218*a^2*g*p+1224*a*c^3*g-163*r^4*p*g+168*b^3*g*c-27*r^2*p*g^3-55*q^3*r^2*p+342*b*p^2*q^2-24*c^2*g^3*r+3760*r^2*b*c^2-984*q*b*r^2+2352*r^3*p*c+2515*r^2*p^2*c+468*a^2*c*q^2+1008*q^2*c^2*p-75*q^2*p*r*g*b+438*p^3*a*b-1590*b*p^2*c+294*p^3*g*b+480*r^2*q*g^2-240*r^3*q*p^2-168*p^3*c^2*r-241*r^4*c*g+871*r^2*q^2*p-96*c^4*g*r-1230*p*a^2*q-210*r^3*q^2*c-g^4*q*r-1025*r*q^2*a-750*a*q^2*g-727*r*p^2*b-126*b*g*p^2*r*a-2736*c^2*g*b+2300*a^2*c^2*r+384*p*a^2*q^2-608*r*p*g^2-139*p*a*c*r*g^2-29*q^2*r^2*g^2-2416*r*c^2*g-55*q^3*c*r^2+634*b^2*r^2*g+36*g^3*a*q+1560*p*c^2*b^2-1019*b*r^2*g-69*b^2*r^3*g+1224*q*c^3*b-72*c^3*g^2*r-8*r^2*g^3*a-3072*c^2*g*a+864*p*c^2*g^2-344*r^2*a*c^3-24*p^2*a^3*r+1632*a*c^3*b-1698*q^2*c*a-1032*a^2*q*g-1668*g*b^2*c-37*r^2*c*g^3-125*r^3*q^2*a-1968*b*r*p-3*c*g^4*r-293*r^4*b*c-72*q^2*c^3*r-2424*b*c*a+551*q*p^3*r+552*a^3*c*p-20*b*g*a^2*c*r+72*a*g^3*p-480*r^3*q*c^2-704*b*g*p*c*r^2-1722*p^2*a*c-224*r^4*p*a+209*q^2*r*g^2+1176*b*a+727*a^2*g*r^2-822*b*p^2*q+807*r^3*b*g-6*r^2*g^2*a^2-1038*q^2*b*a-11*b*r^2*g^3-396*q*p*g*c^2*r-3948*r*a*c^2+1051*p^2*a^2*r-128*r^2*a^2*c^2-2352*a*b^2*c+816*b*a^2*r^2-429*r^4*p*c-416*r^3*c^2*g-1026*b^2*p*q+1090*r^2*b^2*p-630*r*q^2*g-24*q^3*c^2*r-152*q*c^3*r*g+66*q^3*a*b+170*r*q^3*b+114*q^3*p*b+960*p*c^4-305*r^4*a*c-1118*b*r*g-564*a*b*g-2312*c*r*g-1344*a*r*g+504*b+720*c+336*g+360*q+264*r+564*a^2+144*c^2+220*r^2-330*p^3-1584*c^3-594*r^3-252*a^3-406*r*g^2-636*c*g^2-836*r^2*g-468*b*a^2-694*b^2*r-378*b^2*g^2-558*b^2*p^2-684*a*g^2*q-246*q*g^2-954*q*g^2*c-516*q*g^2*p-720*c^4-168*a^4+612*b^2-2463*b*g*a*r+144*q^2-144*g^3*q-2712*c*g*q*b-1818*q*g*b*a-1482*b*p*q*g-1121*r*b^2*p-2156*r*b^2*c-600*b*g^2*q+276*p^2*a*g^2+9*r^4+186*b^2*p^3+60*p^2*g^3+144*g^3*c^2-180*q^3*g+366*q*a*p*g^2+126*g^2*b^2*p+204*g^2*b^2*c+183*p*r*g^3+204*a^2*g^2*c+117*q*g^3*r+113*g^3*a*r+210*b^2*r*g^2+612*b*g^2*c^2+246*p^2*g^2*b+460*q*b*r*g^2+1032*b^2*p*c*g+1502*b^2*c*r*g+504*b^2*a*r*g+288*c^5+24*p^5-126*q^3+435*b*g^2*a*r-1124*r*q*b^2+72*q^3*a*g+102*q^3*p*g+108*q^3*c*g+48*q*b^2*g^2+96*b^3*g*p+426*q^2*b*c*g+1093*b^2*q*r*p+36*b^3+354*b*p*q^2*g+1652*b^2*q*c*r-3836*r*a*c*g-2268*r*p*c*g-1866*r*q*p*a+192*g^2-120*p^2+360*q*c-168*p*c+24*q*p+648*b*g+456*c*g+672*a*g+492*q*a+204*p*a+792*a*c+524*a*r+248*c*r+120*p*g+264*r*g+312*q*g-2376*b*c^2-1824*c^2*g+324*b*p-1716*p^2*c-2214*r^2*c-1012*p^2*r-2088*q*c^2-3000*c^2*r-426*a^2*g-1104*p^2*a-1108*a^2*r-696*p^2*g-1548*a^2*c+476*b*r-426*p*g^2-2856*a*c^2+888*b*c-1252*r^2*p-2904*p*c^2-1050*p*a^2-1592*r^2*a+196*q*r-20*p*r-786*q*p^2-936*p^2*b-642*q*a^2-270*a*g^2-198*b*g^2-1512*c^3*q-1416*c^3*p-1632*q*p*a-1008*q*p*g-1692*p*b*a-2616*q*c*p-2664*q*c*r-1536*q*c*g-1802*b*r*a-3060*b*c*p-1788*q*r*a-1594*q*r*p-798*a*q*g-15*q*r^2*g^3-3524*p*c*r-1338*p*a*g-3920*a*c*r-3636*p*c*a-2148*a^2*c*g-2088*q*c^2*g-2232*q*c^2*p+373*q^3*c*r-56*a^2*c^3*r-60*g^3-1368*c^3*g-564*p*a^3-638*a^3*r-196*r*g^3-966*r^2*q-180*q*p^3-1130*r^2*b-1944*b*c^3-2304*a^2*c^2-174*p*g^3-343*r^3*c-135*p^2*r^2-1346*c^2*r^2-1009*a^2*r^2-411*r^2*g^2-50*r^3*p-354*r^3*a-118*r*p^3-1632*r*c^3-276*b*p^3-282*p^2*g^2-1008*a^3*c-186*p^3*g-294*p^3*a-342*p^3*c-660*p^2*a^2-480*a^3*g-498*g^2*a^2-972*c^2*g^2-1044*p^2*c^2-2184*c^3*a-480*a^3*q-576*a^3*b-288*q^2*p^2-1584*b*c*g-45*r^3*g^2*a-1004*q*r*g-524*q*r^2*p-943*p*c*r^2-2351*a*c*r^2-1495*c*r^2*g-632*p*r^2*g-3280*r*b*c^2-880*r*p^2*c-2580*r*q*c^2-841*r*p^2*a-530*r*p^2*g-2910*r*a^2*c-1466*r*q*a^2-931*a*r*g^2-1397*g*a^2*r-876*g^2*b*a-812*b*g^2*r-1098*p^2*c*q-3048*p*b*c^2-4128*a*b*c^2-1728*b*a^2*r-1536*p*a^2*b-1218*b*p^2*a-2292*a^2*c*q-2688*a^2*c*b-810*p^2*g*b-1278*b*g^2*c-1086*p^2*c*g-3360*a*c^2*p-552*q*g*p^2-1050*c*g^2*p-3336*q*c^2*a-888*p^2*g*a-2472*a^2*c*p-1062*q^2*c*g-1160*r*q*p*g-2584*r*p*b*a-1669*r*p*b*g-4024*r*q*c*a-2236*r*q*c*p-2468*r*q*c*g-5066*r*b*c*a-3094*r*b*c*p-3264*r*b*c*g-1918*r*a*q*g-1946*r*p*a*g-3656*r*p*c*a-2148*q*g*p*c-3420*p*a*q*c-1638*p*a*q*g-3312*a*c*g*p-4500*p*c*b*a-3036*c*g*q*a-3816*c*g*b*a-2988*b*p*c*g-2190*b*g*p*a-2590*r*q*b*a-1641*r*q*b*g-3156*p*c*q*b-2256*p*a*q*b-4140*q*c*b*a+4440*q*c^2*p*r+618*p^2*g*q*b+1579*q*a^2*p*r+480*p*a*q^2*g+1632*c^2*g*b*a+282*b*a*p*g^2-42*p^4-150*q*p^2*g*a*r-138*b^2*g-642*b^2*p-180*b^2*a+612*q*b-876*b^2*c-528*q^2*a-582*q^2*p-582*q^2*r-312*q^2*g-900*q^2*c-306*g^3*c-720*b^2*a^2-222*g^3*a-1824*b^2*c^2-570*q^2*a^2-876*q*b*a-546*q*b*g-340*r^2*q*c^3-630*r^2*p^2*c^2-592*r*q^2*p-1356*r*q^2*c-1170*q^2*c*p-2028*p*b^2*c-36*g^4-870*q^2*a*p-1066*b^2*r*g-1056*b^2*g*a-3024*q*c^2*b-972*g*b^2*p-732*b*p*g^2-1284*q*a^2*b+78*g^2*q*a^2+612*q^2*b*c^2-1188*q^2*c^2-198*g^3*b-209*r^3*q-303*r^3*b-274*r^3*g+18*g^4*c+816*c^4*b+52*a^4*r+1304*c^4*r+1200*p^2*c^3+20*g^4*r+172*p^4*r+126*g^3*r^2+816*b^2*c^3+612*a*c^2*g^2-1346*q*b*r+1806*q*b*p*r*g+2718*q*b*c*r*g+108*p^3*g^2+84*p^4*g+132*p^4*a+252*p^3*a^2+816*a^2*c^3+286*a^3*r^2-646*b^2*r^2-389*q^2*r^2+210*p^4*c+2672*q*b*p*a*r+5614*q*c*p*a*r+1117*q^2*c*r*g+781*q^2*p*r*g+1299*q^2*p*a*r+1941*q^2*p*c*r+1864*b*a^2*c*r+1350*b*p*a^2*r+687*q^2*a*r*g+1859*b*p^2*a*r+552*p*a^2*q*g+648*p*a^2*q*b+504*a*g*b^2*c+3596*q*b*c^2*r+336*a*g*b^2*p-3462*r*q*c*b-1638*r*q*b*p+3190*r^2*a*c*g+3502*r^2*p*c*g+2509*r^2*q*p*a+1583*r^2*q*p*g+2532*r^2*p*b*a+1771*r^2*p*b*g+3960*r^2*q*c*a+3232*r^2*q*c*b+3886*r^2*q*c*p+2532*r^2*q*c*g+1818*r^2*q*b*a+2003*r^2*q*b*p+1229*r^2*q*b*g+3970*r^2*b*c*a+4534*r^2*b*c*p+2896*r^2*b*c*g+1495*r^2*a*q*g+2037*r^2*p*a*g+5262*r^2*p*c*a+1470*q*b*p^2*r+3767*p^2*c*a*r+2477*p^2*c*r*g+3329*p^2*c*b*r+2763*p^2*c*q*r+1344*q*g*b*c^2+2592*q*p*b*c^2+1512*a*c^2*g*q+2568*a*c^2*g*p+486*a*c*g^2*q+1944*c^2*g*q*p+1314*q^2*a*p*c+3384*p*a*b*c^2+1368*p*a*b^2*c+792*q^2*p*c*g+594*q^2*a*c*g+126*b*a*q*g^2+426*c*g^2*q*b+4738*q*b*p*c*r+3110*q*c*a*r*g+1291*q*b*a*r*g-620*r^2*p*c^3-20*p^4*r*g-192*p*c^4*r-1848*q*b^2*c+929*r^2*q^2*a+1371*r^2*q^2*c+1580*r^2*p^2*a+1034*r^2*p^2*g+2168*r^2*a^2*c+1157*r^2*q*p^2+1327*r^2*p^2*b+1085*r^2*q*a^2+1166*r^3*b*a+2064*r^3*b*c+1077*r^3*q*p+2502*r^3*a*c+970*r^3*a*g+975*r^3*p*g+478*p^2*r*g^2+144*p*a^3*g+3102*b*g*a*c*r+822*r^4*c+664*r^3*p^2+2048*r^3*c^2+685*r^3*a^2+324*r^3*g^2+453*r^4*p+517*r^4*a+481*r^2*p^3+2364*r^2*c^3+336*a^3*c^2+432*q^2*c^3+720*p^3*c^2+24*a^4*q+432*c^3*g^2-234*q^2*g^2+114*p^4*b+96*q*p^4+816*c^4*a+48*a^4*c+12*g^4*p+576*c^4*q+576*c^4*g+72*a^3*q^2+192*p^2*a^3+144*q^2*p^3+66*q^3*a^2+4642*p*a*c*r*g+2083*b*g*p*a*r+4250*b*g*p*c*r+3858*q*b*a*c*r+102*g^3*a*c+90*g^2*q^2*a+264*p*a^3*q+168*p*a^3*b+2236*q*c^3*r+144*a^2*g*q^2+168*a^3*c*g+544*g^2*r^2*a+508*b*g^2*r^2+110*b*g^3*r+342*p^3*b*q+492*p*a^3*r+225*g^2*a^2*r+3020*c^3*r*a+948*b^2*p^2*c+1224*c^3*g*b+2136*p*c^3*b+504*c^2*g^2*q+1398*q^2*c^2*r+684*q^2*p^2*c+180*c*g^2*q^2+1195*p^3*c*r+156*a^2*p*g^2+196*b*a^3*r+102*c*g^3*b+570*p^2*a^2*q+192*a^3*c*b+648*p^3*c*q+1632*q*c^3*p+504*q^2*c^2*g+5950*b*p*a*c*r+2832*p*b*a*q*c+912*p*b*a*q*g+1896*b*c^2*q*a+1224*a^2*c*g*p+1779*q*a*p^2*r+527*q*a*r*g^2+696*a^2*c*g*q+1027*q*c*r*g^2+744*q*a^2*r*g+1260*p^2*c*q*g+1674*p^2*c*q*b+1820*b^2*a*c*r+720*p*c*g^2*q+4112*q*c^2*a*r+1224*b^2*p*a*r+2704*q*c^2*r*g+384*p*a^2*b*g+1998*p^2*a*q*c+744*p^2*a*q*g+1650*p^2*a*c*g+687*q*p*g^2*r+942*p^2*a*q*b+1565*c*g^2*p*r+1680*a^2*c*q*p+792*a^2*c*q*b+2206*q*c*a^2*r+1600*c*g*a^2*r+1207*c*g^2*a*r+3356*b*g*c^2*r+1361*b*g*r^2*a+6032*p*a*c^2*r+2698*b^2*p*c*r+2400*b*p*c^2*g+1286*b*g*p^2*r+813*p*a*r*g^2+408*b*g^2*a*c+1121*q*p^2*g*r+822*q*b*a^2*r+2160*p^2*c*b*a+168*q*a^2*b*g+4464*b*a*c^2*r+3252*p*a^2*c*r+3024*q*c^2*p*a+1453*p^2*a*r*g+746*b*g^2*p*r+1169*b*g^2*c*r+1140*p*a^2*r*g+3472*c^2*g*a*r+5516*b*p*c^2*r+528*b*g*a^2*r+4064*c^2*g*p*r+1512*a^2*c*b*p+858*a*c*g^2*p+720*p^2*g*b*a+1482*b*p^2*c*g+798*b*g^2*p*c+1847*q^2*a*c*r+570*q^2*p*b*a+990*q^2*b*r*p+1409*q^2*b*r*c+813*q^2*a*r*b+2140*q*p*g*a*r+3594*q*p*g*c*r+1200*a*c*g*q*b+2244*a*c*g*q*p+1908*p*c*g*q*b+2256*b*p*a*c*g+1368*q*c^3*a+312*b^2*p^2*g+276*b^2*a^2*r-536*r^3*b*c^2+2280*p*c^3*a+894*p^3*a*c+414*p^3*a*q+234*p^2*g^2*q+576*p^3*g*c+1980*b*c^2*p^2+540*p^2*g^2*c+1824*a^2*c^2*p+816*a^2*c^2*g+270*q^2*p^2*g+786*b*p^3*c+2196*p^2*c^2*a-911*r*q^2*b-7*q^3*r*a^2-360*q^2*b-288*q^3*a-237*r*q^3+360*b^2*p*q*g+1152*q*c*b^2*p+504*q*g*b^2*c+504*b^2*p*q*a+648*b^2*c*q*a+504*a^2*c*g*b+144*q^3*c^2-414*q^3*c+6*g^4*q+48*p*a^4+96*q^3*p^2-288*b^3*g-384*b^3*a+18*g^3*q^2-234*q*b^2-136*b^2*c^3*r+108*c*g^3*q+30*b*g^3*q+372*b^2*p^2*q+816*q*c^2*b^2+816*c^2*g*b^2-816*q^2*b*p+432*p^2*a*b^2+120*q*b^2*g*a+990*q^2*b*p*c+943*b^2*p*r*g+520*q^2*b*r*g+696*b^2*q*r*a+547*b^2*q*r*g+672*q^2*c*b*a+306*q*b*p*g^2+264*q^3*p*c+186*q^3*a*p+144*q^2*a^2*b+160*b^3*r*g+60*b*g^2*q^2-786*b^2*g*q-24*q^3*p^2*r-56*b*r^3*g^2-204*q^3*p+192*q^2*g*b*a-117*r^2*p*g^2*q-102*r^2*p*g^2*a-70*b^2*p*r*g*q-2*r^2*g^4-105*r^3*p^3-41*r^4*g^2-156*r^3*p*a^2+122*r^5+733*r^2*q*b^2-16*b^3*r^2*g-12*g^3*p^2*r-136*b^2*p*r^2*g-180*b^2*q*r^2*p-16*b^3*r*g*p-224*b^2*q*c*r^2-4*b^2*q*r*g*a+4*b*g*q*r*a^2-8*b^2*q*r*g^2-49*b*g^2*p^2*r-50*p^2*a*r*g^2-2*r*g^4*p-84*b^2*c*r*g*q+168*b^3*c*q+120*b^3*p^2-154*r^2*p^2*a^2-114*q^2*c^2*r*a-84*q*c^2*r*g^2-263*r^2*p*g^2*c-360*p^2*c^2*q*r-206*p^2*c*a^2*r-10*r*g^3*p*a-145*r^2*c*g^2*q-162*q^2*p^2*r*c-63*q^2*p^2*r*g-81*q^2*a*r^2*g-11*q^2*a*r*g^2-114*p^2*c*r*g^2-16*a^2*r*p*g^2-585*r^2*p^2*c*q-78*c^2*g^2*a*r-56*c^2*g*a^2*r-40*b*a^2*c^2*r-648*r^2*p^2*c*b-304*c^3*g*p*r-30*q^2*c*r*g^2-30*q^2*p*r*g^2-72*b*p^2*a^2*r-42*q^2*a^2*c*r-62*q^2*p*a^2*r-156*c^3*g*a*r-298*r^2*p^2*a*b-13*c*g^3*a*r-10*q^2*a^2*r*g-440*b^2*p*c*r^2-293*q*b*p^2*r^2-40*b^2*p*a*r*g+8*a^4*r^2-14*r^3*g^3-6*p^5*r-40*p^4*r^2-48*c^5*r-164*b*p*a^2*c*r-348*b*g*a*c*r*p-404*p^2*c*a*r*b-417*p^2*c*q*r*a-319*p^2*c*a*r*g-924*q*c*p*a*r^2-552*q*c^2*a*r*p-196*q*c^2*a*r*g-61*q*p*g^2*a*r-255*q^2*a*c*r*p-79*q^2*a*c*r*g-59*q*b*p*r*g^2-311*p^2*c*b*r*g-48*q*c*a^2*r*g-168*q^2*c*r*g*p-71*q*b*c*r*g^2-248*q*c*p*a^2*r-72*q*b*p*a^2*r-90*q^2*p*r*g*a-244*r^2*p*b*a*g-20*q*b*a^2*c*r-11*b*g^2*q*r*a-812*r^2*p*b*a*c-676*p*a*c*r^2*g-270*b*g*a*c*r^2-106*b*g*q*r^2*a+375*r^4*q+481*r^3*b^2+413*r^3*q^2+403*r^4*b+344*r^4*g-133*r^5*c-135*r^4*p^2-318*r^4*c^2-50*r^4*a^2-85*r^5*p-67*r^5*a-360*r^3*c^3-464*b*g*c^2*r*p-192*b*g*c^2*r*a-10*r^2*q*a^2*b-128*b^2*p*a*r^2-39*r^2*q*a^2*g-334*r^3*a*c*g-600*r^3*p*c*g-402*r^3*q*p*a-276*r^3*q*p*g-318*r^3*p*b*a-269*r^3*p*b*g-494*r^3*q*c*a-458*r^3*q*c*b-720*r^3*q*c*p-368*r^3*q*c*g-178*r^3*q*b*a-342*r^3*q*b*p-368*r^3*b*c*a-762*r^3*b*c*p-380*r^3*b*c*g-166*r^3*a*q*g-275*r^3*p*a*g-798*r^3*p*c*a-81*q*b*p^3*r-14*c*g^2*a^2*r-524*q*b*c^2*r^2-204*q*b*c^3*r-200*r^2*q*a^2*p-128*b^2*a*c*r^2+549*r^2*q^2*g+909*r^3*q*b-232*r^3*b^2*c-196*r^3*p^2*g-136*r^3*a^2*c-105*r^3*p*g^2-488*r^3*a*c^2-780*r^3*p*c^2-291*r^4*q*c-197*r^4*b*p-157*r^4*q*a-201*r^4*q*p-64*r^3*q*g^2-101*r^4*a*g-436*p*a*c^2*r*g-848*q*b*p*c*r^2-380*q*b*p*a*r^2-10*q^3*r*g*a-60*q^3*r*p*c-12*b^3*r*a*p-82*q^2*a*r^2*b-81*q^2*p^2*r*b-3*q^2*g^3*r-31*q^3*a*c*r-39*q^3*p*a*r-18*q^3*c*r*g-23*q^3*p*r*g-18*q^2*a*b*r*g-76*q^2*a*c*r*b-71*q^2*c*r*g*b-103*q^2*p*a*r*b-160*r^3*q*b*g+4*a^3*g*c*r-194*b^2*c*r^2*g+16*b*a^3*c*r+12*b*a^3*q*r-38*b^2*q*r^2*a-104*b^2*c^2*r*a-300*b^2*c^2*r*p-136*b^2*c^2*r*q-70*q^2*b*r^2*g-67*b^2*q*r^2*g-89*b*p^3*r*a-338*r^2*p^2*a*q-728*r^2*c^2*g*p-944*r^2*a*c^2*p-496*r^2*a*c^2*q-400*r^2*c^2*g*q+195*r^2*q^3+10*a^3*r^3-200*r^2*c^4+752*r^3*q*g-101*r^4*b*g-96*q*c^4*r-24*p^3*r*g^2+24*r^2*a^3*c-30*p^4*a*r+8*a^3*c^2*r-103*r^2*p^3*g+8*a^4*c*r-38*q^3*r^2*a-232*b^2*q*r*p*c-156*p*a^2*c*r*g-149*b*g^2*c*r*p-48*b*g^2*a*c*r-380*q*b*a*c*r^2-378*q*b*c*r^2*g-303*q*b*p*r^2*g-220*q*b*c^2*r*a-528*q*b*c^2*r*p-468*q^2*b^2-135*q*b*p^2*r*g-375*q*b*p^2*r*c-185*q*b*p^2*r*a-61*q*c*a*r*g^2-224*q*b*c^2*r*g-350*q*c*a*r^2*g-548*b*p*c^2*r*a-325*r^2*q*p*g*a-654*r^2*q*p*g*c-74*q*p*g*a^2*r-480*q*b*a*c*r*p-476*r^2*c^2*g*b-168*c^2*g^2*p*r-376*r^2*c^2*g*a-438*p^2*c^2*a*r-312*p^2*c^2*r*g-93*q*a*p^3*r-156*p^3*c*q*r-179*p^3*c*b*r-193*p^3*c*a*r-132*p^3*c*r*g-426*p^2*c^2*b*r-103*q*a^2*p^2*r-109*r^2*p*g^2*b-24*q*a^3*p*r-24*b^2*r^2*g*a-27*b*r^2*g^2*a-336*q*c^3*r*p-180*q*c^3*r*a-432*r^2*b*c^2*a-136*b^2*c^2*r*g-72*b^2*p^2*r*a-198*b^2*p^2*r*c-82*b^2*p^2*r*q-28*b^3*c*r*g-51*q*p^2*g^2*r-16*b^3*a*c*r-12*a^2*r*b^2*p-36*c*g^3*p*r-840*r^2*q*c^2*p-18*c*g^3*q*r-84*q*c^2*a^2*r-28*r^2*a^2*c*b-10*q^2*b*r*g^2-76*r^2*a^2*c*g-65*b*g*p^3*r-61*q*p^3*g*r-372*r^2*a^2*c*p-156*r^2*a^2*c*q+12*b^2*q*r*a^2-375*q^2*p*c*r^2-226*q^2*p*a*r^2-34*b^2*c*r*g^2-204*b*g*c^3*r-396*p*a*c^3*r-15*q*p*g^3*r-100*r^2*p*a^2*b-248*p*a^2*c^2*r-108*r^2*p*a^2*g-98*b*r^3*g*a-213*q^2*b*r*p*c-398*q*p*g*a*c*r-265*r^2*p^3*c-144*b^2*p^2*r^2-41*b^2*p^3*r-42*b^2*r^3*a-304*b^2*c^2*r^2-46*q^2*a^2*r^2-72*b^2*p*a*r*q-52*b^2*a*c*r*q-52*b^2*a*c*r*g-192*b^2*c*r*g*p-196*b^2*a*c*r*p-144*q*p*g^2*c*r-132*q*b*a*c*r*g-8*a^3*r*p*g-70*p^3*a*r*g-58*b*g^2*q*r^2-102*b*g^2*c^2*r-51*a*q*g^2*r^2-4*a*q*g^3*r-238*q^2*a*c*r^2-118*r^2*c*g^2*a-64*p^2*a^2*r*g-145*q^2*p*r^2*g-163*q^2*c*r^2*g-233*r^2*p^2*g*b-44*p*a^3*c*r-244*r^2*p^2*g*a-227*r^2*p^2*g*q-491*r^2*p^2*g*c-17*b*g^3*c*r-4*p*b*a^3*r-11*p*b*g^3*r+4*q*c*a^3*r-152*r^2*c*g^2*b-5*b*g^3*q*r-972*r^2*b*c^2*p-216*q^2*c^2*r*p-102*q^2*c^2*r*b-192*b*a*c^3*r-21*b^2*p*r*g^2-420*b*p*c^3*r-84*q^2*c^2*r*g-3*a^2*q*g^2*r+4*a^3*q*g*r-686*r^2*p^2*a*c-99*q^2*p^2*r*a-382*q*b*c*r*g*p-37*p*b*a*r*g^2-32*p*b*g*a^2*r-144*q*b*p*r*g*a-282*q*p^2*g*c*r-62*b^2*p^2*r*g-6*a^2*r^3*b-17*q^3*c*r*b-50*g*r^5+676*r^2*q^2*b-181*q^2*b*r^2*p-200*q^2*b*r^2*c-5*q^4*r^2+285*r*q^2*b^2+186*q^2*b^2*p+24*b^3*g*q-58*b*r^5-24*b^3*p^2*r-52*b^3*p*r^2-26*b^3*r^3-452*b^3*r+336*b^3*c^2+408*b^3*c*p-92*b^2*q*r^3-95*b*q^2*r^3-130*b*q*r^4-59*b^2*r^4+366*b^3*r*p-672*b^3*c-62*q*r^5-66*q^2*r^4-30*q^3*r^3+24*q*b^3*a-408*b^3*p+6*g*q^4-g*q^4*r-3*q^3*r*g^2-76*b^3*c*r^2-3*q^4*c*r-54*q^4-7*q^3*r*a*b-27*q^3*r*p*b+18*q^4*a+35*r*q^4+18*q^4*c+24*q^4*p-76*b^3*c*p*r-270*q^3*b+40*b^4*r+30*q^3*g*b-6*q^4*r*p+48*q^2*g*b^2+204*q^2*c*b^2+72*q^2*b^2*a-5*q^3*b*r*g+24*b^4*p-28*b^3*c*q*r+18*q^3*g^2-22*b^3*q*r^2-24*b^3*p*q*r+48*b^4*c+244*b^3*r^2-324*b^3*q+592*b^3*c*r-21*r^6+190*b^3*r*q)*x^2-26*q^2*a*p-12*b^2*r*g-24*q*c^2*b-16*g*b^2*p-24*b*p*g^2-4*q*a^2*b-2*g^2*q*a^2-8*q^2*c^2-6*r^3*q-12*r^3*b-8*r^3*g-36*a^4*r+16*c^4*r+104*p^2*c^3+38*p^4*r+2*g^3*r^2-12*a*c^2*g^2+12*q*b*r+23*q*b*p*r*g+6*q*b*c*r*g+16*p^3*g^2+20*p^4*g+36*p^4*a+44*p^3*a^2-48*a^2*c^3-4*a^3*r^2-14*b^2*r^2-10*q^2*r^2+50*p^4*c+31*q*b*p*a*r+243*q*c*p*a*r+2*q^2*c*r*g+11*q^2*p*r*g+33*q^2*p*a*r+33*q^2*p*c*r-152*b*a^2*c*r-10*b*p*a^2*r+2*q^2*a*r*g+140*b*p^2*a*r-8*p*a^2*q*b-8*a*g*b^2*c+12*q*b*c^2*r-4*a*g*b^2*p-58*r*q*c*b-54*r*q*b*p+106*r^2*a*c*g+262*r^2*p*c*g+170*r^2*q*p*a+76*r^2*q*p*g+142*r^2*p*b*a+80*r^2*p*b*g+113*r^2*q*c*a+33*r^2*q*c*b+198*r^2*q*c*p+52*r^2*q*c*g+5*r^2*q*b*a+48*r^2*q*b*p+9*r^2*q*b*g+56*r^2*b*c*a+218*r^2*b*c*p+55*r^2*b*c*g+33*r^2*a*q*g+194*r^2*p*a*g+510*r^2*p*c*a+51*q*b*p^2*r+480*p^2*c*a*r+263*p^2*c*r*g+232*p^2*c*b*r+201*p^2*c*q*r+24*q*p*b*c^2-8*a*c^2*g*q+40*a*c^2*g*p-2*a*c*g^2*q+32*c^2*g*q*p+16*q^2*a*p*c+16*p*a*b*c^2-8*p*a*b^2*c+4*q^2*p*c*g+79*q*b*p*c*r-5*q*c*a*r*g-10*q*b*a*r*g-24*r^2*p*c^3-4*p^4*r*g+15*r^2*q^2*a+15*r^2*q^2*c+237*r^2*p^2*a+120*r^2*p^2*g+72*r^2*a^2*c+90*r^2*q*p^2+99*r^2*p^2*b+37*r^2*q*a^2+48*r^3*b*a+68*r^3*b*c+58*r^3*q*p+180*r^3*a*c+69*r^3*a*g+80*r^3*p*g+48*p^2*r*g^2-16*p*a^3*g-58*b*g*a*c*r+46*r^4*c+68*r^3*p^2+110*r^3*c^2+69*r^3*a^2+16*r^3*g^2+32*r^4*p+43*r^4*a+72*r^2*p^3+92*r^2*c^3-48*a^3*c^2+112*p^3*c^2-8*a^4*q+18*p^4*b+16*q*p^4-16*c^4*a-16*a^4*c+8*q^2*p^3+236*p*a*c*r*g+37*b*g*p*a*r+137*b*g*p*c*r-18*q*b*a*c*r-2*g^3*a*c-8*p*a^3*q-24*p*a^3*b+16*q*c^3*r-24*a^3*c*g+11*g^2*r^2*a+6*b*g^2*r^2+18*p^3*b*q-4*p*a^3*r-21*g^2*a^2*r-24*c^3*r*a+28*b^2*p^2*c+48*p*c^3*b+4*q^2*c^2*r+18*q^2*p^2*c+196*p^3*c*r-4*a^2*p*g^2-60*b*a^3*r+42*p^2*a^2*q-32*a^3*c*b+68*p^3*c*q+32*q*c^3*p+160*b*p*a*c*r+16*p*b*a*q*c-8*b*c^2*q*a-24*a^2*c*g*p+166*q*a*p^2*r-4*q*a*r*g^2-16*a^2*c*g*q+4*q*c*r*g^2-21*q*a^2*r*g+64*p^2*c*q*g+46*p^2*c*q*b-36*b^2*a*c*r+8*p*c*g^2*q+6*q*c^2*a*r-2*b^2*p*a*r+16*q*c^2*r*g-16*p*a^2*b*g+130*p^2*a*q*c+44*p^2*a*q*g+130*p^2*a*c*g+17*q*p*g^2*r+26*p^2*a*q*b+73*c*g^2*p*r+16*a^2*c*q*p-16*a^2*c*q*b-36*q*c*a^2*r-108*c*g*a^2*r-18*c*g^2*a*r+24*b*g*c^2*r+5*b*g*r^2*a+348*p*a*c^2*r+46*b^2*p*c*r+48*b*p*c^2*g+85*b*g*p^2*r+31*p*a*r*g^2-8*b*g^2*a*c+77*q*p^2*g*r-30*q*b*a^2*r+104*p^2*c*b*a-4*q*a^2*b*g-68*b*a*c^2*r+148*p*a^2*c*r+56*q*c^2*p*a+181*p^2*a*r*g+18*b*g^2*p*r+6*b*g^2*c*r+36*p*a^2*r*g-36*c^2*g*a*r+202*b*p*c^2*r-54*b*g*a^2*r+220*c^2*g*p*r-56*a^2*c*b*p+10*a*c*g^2*p+32*p^2*g*b*a+82*b*p^2*c*g+12*b*g^2*p*c+8*q^2*a*c*r+77*q*p*g*a*r+116*q*p*g*c*r-4*a*c*g*q*b+32*a*c*g*q*p+12*p*c*g*q*b+4*b*p*a*c*g-8*q*c^3*a+8*b^2*p^2*g-24*b^2*a^2*r-10*r^3*b*c^2+40*p*c^3*a+150*p^3*a*c+54*p^3*a*q+10*p^2*g^2*q+88*p^3*g*c+116*b*c^2*p^2+42*p^2*g^2*c-32*a^2*c^2*p-48*a^2*c^2*g+6*q^2*p^2*g+82*b*p^3*c+180*p^2*c^2*a-32*a^2*c*g*b-16*p*a^4+8*p^2*a*b^2+12*b^2*p*r*g+(r-4)*(a+b+2*c+p+q+r+g+2)*(38*r*c*g^2+74*p*a*r^2+26*p+74*b*r^2*p+39*r*q*p^2+20*q^2*g*b+36*b^2*a*r+46*a+30*p^2*a*q+72*b*r^2*a+60*q^2*c*b+50*r*p*a^2-208*q*c*b+148*b*r^2*c-174*a*c*g+24*a*b^2*p+46*q*r^2*g+18*q^2*g*p-104*q*b*p-278*b*r*c-208*q*c*a+156*r*p*c^2-116*p*c*g+10*a*p*g^2+19*r*q*g^2+46*a*r^2*g-87*p*b*g+128*q*c*r^2+74*q*r^2*a-80*p*r*g-139*p*a*r+20*a*c*g^2+72*p*c^2*g+24*q*b^2*a+16*a^2*g*p+74*q*b*r^2+60*b*p^2*c+32*p*a^2*q+48*r*q^2*a+20*a*q^2*g+48*r*p^2*b+80*c^2*g*b+19*r*p*g^2+116*r*c^2*g+46*b*r^2*g+80*c^2*g*a+60*q^2*c*a+16*a^2*q*g+32*g*b^2*c-139*b*r*p-296*b*c*a+60*p^2*a*c+36*b*a+30*b*p^2*q+32*q^2*b*a+192*r*a*c^2+48*a*b^2*c+32*b^2*p*q+29*r*q^2*g-113*b*r*g-112*a*b*g-160*c*r*g-113*a*r*g+46*b+52*c+26*g+26*q+16*r+18*a^2-68*c^2+14*r^2-11*p^3-88*c^3-44*r^3-28*a^3-33*r*g^2-50*c*g^2-62*r^2*g-84*b*a^2-94*b^2*r+16*b^2*p^2+10*a*g^2*q-25*q*g^2+24*q*g^2*c+12*q*g^2*p+32*c^4+18*b^2+48*b*g*a*r-17*q^2+2*g^3*q+80*c*g*q*b+32*q*g*b*a+40*b*p*q*g+50*r*b^2*p+100*r*b^2*c+10*b*g^2*q+14*r^4+6*q^3*g-11*q^3+50*r*q*b^2-28*b^3+126*r*a*c*g+116*r*p*c*g+96*r*q*p*a-g^2-17*p^2-68*q*c-68*p*c-34*q*p+7*b*g-36*c*g+7*a*g-19*q*a-19*p*a-38*a*c+a*r-30*c*r-18*p*g-4*r*g-18*q*g-208*b*c^2-116*c^2*g-19*b*p-66*p^2*c-156*r^2*c-47*p^2*r-132*q*c^2-188*c^2*r-56*a^2*g-52*p^2*a-94*a^2*r-29*p^2*g-148*a^2*c+b*r-25*p*g^2-208*a*c^2-38*b*c-78*r^2*p-132*p*c^2-74*p*a^2-100*r^2*a-15*q*r-15*p*r-33*q*p^2-52*p^2*b-74*q*a^2-35*a*g^2-35*b*g^2+64*c^3*q+64*c^3*p-104*q*p*a-58*q*p*g-148*p*b*a-132*q*c*p-188*q*c*r-116*q*c*g-188*b*r*a-208*b*c*p-139*q*r*a-94*q*r*p-87*a*q*g-188*p*c*r-87*p*a*g-278*a*c*r-208*p*c*a+32*a^2*c*g+72*q*c^2*g+96*q*c^2*p-7*g^3+48*c^3*g+8*p*a^3+12*a^3*r+3*r*g^3-78*r^2*q+8*q*p^3-100*r^2*b+80*b*c^3+64*a^2*c^2+2*p*g^3+70*r^3*c+32*p^2*r^2+128*c^2*r^2+36*a^2*r^2+14*r^2*g^2+35*r^3*p+37*r^3*a+13*r*p^3+104*r*c^3+10*b*p^3+6*p^2*g^2+16*a^3*c+6*p^3*g+10*p^3*a+16*p^3*c+16*p^2*a^2+24*c^2*g^2+48*p^2*c^2+80*c^3*a+8*a^3*q+12*q^2*p^2-174*b*c*g-80*q*r*g+64*q*r^2*p+128*p*c*r^2+148*a*c*r^2+92*c*r^2*g+46*p*r^2*g+192*r*b*c^2+78*r*p^2*c+156*r*q*c^2+48*r*p^2*a+29*r*p^2*g+100*r*a^2*c+50*r*q*a^2+15*a*r*g^2+24*g*a^2*r+15*b*g^2*r+48*p^2*c*q+120*p*b*c^2+128*a*b*c^2+36*b*a^2*r+24*p*a^2*b+32*b*p^2*a+64*a^2*c*q+48*a^2*c*b+20*p^2*g*b+20*b*g^2*c+36*p^2*c*g+120*a*c^2*p+18*q*g*p^2+24*c*g^2*p+120*q*c^2*a+20*p^2*g*a+64*a^2*c*p+36*q^2*c*g+58*r*q*p*g+100*r*p*b*a+63*r*p*b*g+192*r*q*c*a+156*r*q*c*p+116*r*q*c*g+200*r*b*c*a+192*r*b*c*p+126*r*b*c*g+63*r*a*q*g+63*r*p*a*g+192*r*p*c*a+72*q*g*p*c+120*p*a*q*c+40*p*a*q*g+80*a*c*g*p+128*p*c*b*a+80*c*g*q*a+64*c*g*b*a+80*b*p*c*g+32*b*g*p*a+100*r*q*b*a+63*r*q*b*g+120*p*c*q*b+64*p*a*q*b+128*q*c*b*a+2*p^4-56*b^2*g-74*b^2*p-84*b^2*a-19*q*b-148*b^2*c-52*q^2*a-33*q^2*p-47*q^2*r-29*q^2*g-66*q^2*c+4*g^3*c+64*b^2*c^2+16*q^2*a^2-148*q*b*a-87*q*b*g+39*r*q^2*p+78*r*q^2*c+48*q^2*c*p+64*p*b^2*c+30*q^2*a*p+24*b^2*r*g+120*q*c^2*b+16*g*b^2*p+10*b*p*g^2+24*q*a^2*b+48*q^2*c^2+35*r^3*q+37*r^3*b+24*r^3*g-139*q*b*r+36*b^2*r^2+32*q^2*r^2+192*r*q*c*b+96*r*q*b*p+64*q*b^2*c+6*q^2*g^2+48*r*q^2*b-52*q^2*b+10*q^3*a+13*r*q^3+16*q^3*c-74*q*b^2+30*q^2*b*p+16*b^2*g*q+8*q^3*p+16*q^2*b^2+12*b^3*r+16*b^3*c+8*b^3*p+2*q^4+10*q^3*b+8*b^3*q)*x^3-2*r^2*p*g^2*q+12*r^2*p*g^2*a-20*r^3*p^3-2*r^4*g^2+12*r^3*p*a^2+6*r^5+2*b*g*q*r*a^2+6*p^2*a*r*g^2+12*r^2*p^2*a^2-6*r^2*p*g^2*c-12*p^2*c^2*q*r+50*p^2*c*a^2*r+2*r*g^3*p*a-3*q^2*p^2*r*c-q^2*p^2*r*g-3*p^2*c*r*g^2+12*a^2*r*p*g^2-42*r^2*p^2*c*q+6*c^2*g^2*a*r+24*c^2*g*a^2*r+32*b*a^2*c^2*r-33*r^2*p^2*c*b+32*b*p^2*a^2*r+12*c^3*g*a*r+9*r^2*p^2*a*b+c*g^3*a*r-4*b^2*p*c*r^2-9*q*b*p^2*r^2+6*b^2*p*a*r*g+16*a^4*r^2-2*p^5*r-10*p^4*r^2+84*b*p*a^2*c*r+42*b*g*a*c*r*p+32*p^2*c*a*r*b-7*p^2*c*q*r*a+19*p^2*c*a*r*g-14*q*c*p*a*r^2+16*q*c^2*a*r*p+4*q*c^2*a*r*g+3*q*p*g^2*a*r-5*p^2*c*b*r*g+8*q*c*a^2*r*g+32*q*c*p*a^2*r+16*q*b*p*a^2*r+32*r^2*p*b*a*g+8*q*b*a^2*c*r+64*r^2*p*b*a*c+38*p*a*c*r^2*g+42*b*g*a*c*r^2+6*b*g*q*r^2*a+14*r^4*q+7*r^3*b^2+8*r^3*q^2+15*r^4*b+20*r^4*g-11*r^5*c-20*r^4*p^2-20*r^4*c^2+4*r^4*a^2-10*r^5*p-6*r^5*a-12*r^3*c^3+16*b*g*c^2*r*a+16*r^2*q*a^2*b+16*b^2*p*a*r^2+14*r^2*q*a^2*g+19*r^3*a*c*g-42*r^3*p*c*g-27*r^3*q*p*a-15*r^3*q*p*g+9*r^3*p*b*a-9*r^3*p*b*g-7*r^3*q*c*a-5*r^3*q*c*b-42*r^3*q*c*p-8*r^3*q*c*g+5*r^3*q*b*a-9*r^3*q*b*p+32*r^3*b*c*a-33*r^3*b*c*p-5*r^3*b*c*g-6*r^3*p*a*g-39*r^3*p*c*a-3*q*b*p^3*r+6*c*g^2*a^2*r+10*r^2*q*a^2*p+20*b^2*a*c*r^2+5*r^2*q^2*g+15*r^3*q*b-2*r^3*b^2*c-24*r^3*p^2*g+50*r^3*a^2*c-6*r^3*p*g^2+14*r^3*a*c^2-60*r^3*p*c^2-14*r^4*q*c-12*r^4*b*p-9*r^4*q*a-16*r^4*q*p-r^3*q*g^2-2*r^4*a*g+44*p*a*c^2*r*g-10*q*b*p*c*r^2+10*q*b*p*a*r^2-r^3*q*b*g+12*a^3*g*c*r+16*b*a^3*c*r+4*b*a^3*q*r+8*b^2*c^2*r*a+3*b*p^3*r*a-27*r^2*p^2*a*q-24*r^2*c^2*g*p+28*r^2*a*c^2*p+16*r^2*a*c^2*q+24*a^3*r^3+25*r^3*q*g-3*r^4*b*g-2*p^3*r*g^2+68*r^2*a^3*c-6*p^4*a*r+24*a^3*c^2*r-16*r^2*p^3*g+8*a^4*c*r+68*p*a^2*c*r*g+4*b*g^2*a*c*r+16*q*b*a*c*r^2-2*q*b*p*r^2*g+4*q*b*c^2*r*a-q*b*p^2*r*g-5*q*b*p^2*r*c+5*q*b*p^2*r*a+q*c*a*r*g^2+14*q*c*a*r^2*g+56*b*p*c^2*r*a-16*r^2*q*p*g*c+14*q*p*g*a^2*r+16*q*b*a*c*r*p+44*r^2*c^2*g*a+14*p^2*c^2*a*r-12*p^2*c^2*r*g-9*q*a*p^3*r-14*p^3*c*q*r-11*p^3*c*b*r-13*p^3*c*a*r-14*p^3*c*r*g-10*p^2*c^2*b*r+5*q*a^2*p^2*r+16*q*a^3*p*r+6*b^2*r^2*g*a+7*b*r^2*g^2*a+4*q*c^3*r*a+28*b*r^2*g*a^2+56*r^2*b*c^2*a+8*b^2*p^2*r*a-2*b^2*p^2*r*c-q*p^2*g^2*r+12*a^2*r*b^2*p-24*r^2*q*c^2*p+12*q*c^2*a^2*r+84*r^2*a^2*c*b+68*r^2*a^2*c*g-3*b*g*p^3*r-5*q*p^3*g*r+100*r^2*a^2*c*p+32*r^2*a^2*c*q-6*q^2*p*c*r^2-6*q^2*p*a*r^2+8*b^2*a^2*c*r+36*p*a*c^3*r+64*r^2*p*a^2*b+88*p*a^2*c^2*r+48*r^2*p*a^2*g+16*b*r^3*g*a+14*q*p*g*a*c*r-44*r^2*p^3*c-3*b^2*p^2*r^2-b^2*p^3*r+8*b^2*r^3*a+4*b^2*a*c*r*g+20*b^2*a*c*r*p+2*q*b*a*c*r*g+24*a^3*r*p*g-2*p^3*a*r*g+3*a*q*g^2*r^2+17*r^2*c*g^2*a+24*p^2*a^2*r*g-2*q^2*p*r^2*g-9*r^2*p^2*g*b+68*p*a^3*c*r-6*r^2*p^2*g*a-15*r^2*p^2*g*q-42*r^2*p^2*g*c+28*p*b*a^3*r+12*q*c*a^3*r-20*r^2*b*c^2*p+16*b*a*c^3*r+a^2*q*g^2*r+4*a^3*q*g*r-39*r^2*p^2*a*c-3*q^2*p^2*r*a+7*p*b*a*r*g^2+28*p*b*g*a^2*r+6*q*b*p*r*g*a-8*q*p^2*g*c*r+16*p*a^4*r+32*a^2*r^3*b-4*g*r^5-3*b*r^5-3*b*q*r^4-b^2*r^4-4*q*r^5-2*q^2*r^4-2*r^6)*dx+2*g^4-8*q^2*a*p+22*b^2*r*g+60*b^2*g*a+100*q*c^2*b+18*g*b^2*p+10*b*p*g^2+112*q*a^2*b+2*g^2*q*a^2-20*q^2*b*c^2+40*q^2*c^2+10*g^3*b-60*r^3*q-72*r^3*b-76*r^3*g-2*g^4*c-80*c^4*b+40*a^4*r-184*c^4*r-336*p^2*c^3-2*g^4*r-33*p^4*r-16*g^3*r^2-64*b^2*c^3-48*a*c^2*g^2+78*q*b*r-205*q*b*p*r*g-210*q*b*c*r*g-38*p^3*g^2-36*p^4*g-60*p^4*a-96*p^3*a^2-16*a^2*c^3-176*a^3*r^2-22*b^2*r^2-22*q^2*r^2-90*p^4*c-416*q*b*p*a*r-1050*q*c*p*a*r-77*q^2*c*r*g-86*q^2*p*r*g-190*q^2*p*a*r-219*q^2*p*c*r-196*b*a^2*c*r-316*b*p*a^2*r-57*q^2*a*r*g-441*b*p^2*a*r-80*p*a^2*q*g-64*p*a^2*q*b-16*a*g*b^2*c-304*q*b*c^2*r-36*a*g*b^2*p+5*r*q*c*b-132*r*q*b*p-710*r^2*a*c*g-458*r^2*p*c*g-382*r^2*q*p*a-164*r^2*q*p*g-523*r^2*p*b*a-220*r^2*p*b*g-673*r^2*q*c*a-279*r^2*q*c*b-366*r^2*q*c*p-280*r^2*q*c*g-259*r^2*q*b*a-164*r^2*q*b*p-101*r^2*q*b*g-810*r^2*b*c*a-501*r^2*b*c*p-341*r^2*b*c*g-251*r^2*a*q*g-456*r^2*p*a*g-1063*r^2*p*c*a-194*q*b*p^2*r-957*p^2*c*a*r-489*p^2*c*r*g-567*p^2*c*b*r-437*p^2*c*q*r-80*q*g*b*c^2-336*q*p*b*c^2-96*a*c^2*g*q-472*a*c^2*g*p-24*a*c*g^2*q-304*c^2*g*q*p-178*q^2*a*p*c-528*p*a*b*c^2-160*p*a*b^2*c-88*q^2*p*c*g-28*q^2*a*c*g+2*b*a*q*g^2-20*c*g^2*q*b-550*q*b*p*c*r-373*q*c*a*r*g-95*q*b*a*r*g+228*r^2*p*c^3+18*p^4*r*g+48*p*c^4*r+56*q*b^2*c-113*r^2*q^2*a-114*r^2*q^2*c-265*r^2*p^2*a-114*r^2*p^2*g-772*r^2*a^2*c-74*r^2*q*p^2-125*r^2*p^2*b-286*r^2*q*a^2-220*r^3*b*a-176*r^3*b*c-28*r^3*q*p-436*r^3*a*c-198*r^3*a*g-66*r^3*p*g-99*p^2*r*g^2-16*p*a^3*g-356*b*g*a*c*r-24*r^4*c+6*r^3*p^2-190*r^3*c^2-224*r^3*a^2-39*r^3*g^2+12*r^4*p-45*r^4*a-24*r^2*p^3-344*r^2*c^3+32*a^3*c^2-24*q^2*c^3-256*p^3*c^2+8*a^4*q-48*c^3*g^2+10*q^2*g^2-42*p^4*b-36*q*p^4-64*c^4*a+16*a^4*c-2*g^4*p-48*c^4*q-64*c^4*g-48*p^2*a^3-36*q^2*p^3-4*q^3*a^2-1027*p*a*c*r*g-391*b*g*p*a*r-652*b*g*p*c*r-380*q*b*a*c*r-8*g^3*a*c-2*g^2*q^2*a-32*p*a^3*q-8*p*a^3*b-244*q*c^3*r-4*a^2*g*q^2+16*a^3*c*g-117*g^2*r^2*a-57*b*g^2*r^2-10*b*g^3*r-84*p^3*b*q-154*p*a^3*r+18*g^2*a^2*r-520*c^3*r*a-188*b^2*p^2*c-120*c^3*g*b-376*p*c^3*b-36*c^2*g^2*q-106*q^2*c^2*r-126*q^2*p^2*c-6*c*g^2*q^2-233*p^3*c*r-24*a^2*p*g^2+72*b*a^3*r-10*c*g^3*b-150*p^2*a^2*q+32*a^3*c*b-198*p^3*c*q-264*q*c^3*p-24*q^2*c^2*g-1204*b*p*a*c*r-352*p*b*a*q*c-100*p*b*a*q*g-88*b*c^2*q*a-192*a^2*c*g*p-375*q*a*p^2*r-50*q*a*r*g^2-16*a^2*c*g*q-97*q*c*r*g^2-88*q*a^2*r*g-290*p^2*c*q*g-316*p^2*c*q*b-192*b^2*a*c*r-106*p*c*g^2*q-546*q*c^2*a*r-192*b^2*p*a*r-280*q*c^2*r*g-44*p*a^2*b*g-500*p^2*a*q*c-182*p^2*a*q*g-460*p^2*a*c*g-96*q*p*g^2*r-184*p^2*a*q*b-275*c*g^2*p*r-264*a^2*c*q*p+8*a^2*c*q*b-350*q*c*a^2*r-172*c*g*a^2*r-146*c*g^2*a*r-396*b*g*c^2*r-258*b*g*r^2*a-1374*p*a*c^2*r-334*b^2*p*c*r-416*b*p*c^2*g-230*b*g*p^2*r-170*p*a*r*g^2-24*b*g^2*a*c-183*q*p^2*g*r-74*q*b*a^2*r-516*p^2*c*b*a+12*q*a^2*b*g-656*b*a*c^2*r-924*p*a^2*c*r-496*q*c^2*p*a-382*p^2*a*r*g-115*b*g^2*p*r-129*b*g^2*c*r-289*p*a^2*r*g-536*c^2*g*a*r-844*b*p*c^2*r+48*b*g*a^2*r-716*c^2*g*p*r-176*a^2*c*b*p-154*a*c*g^2*p-170*p^2*g*b*a-358*b*p^2*c*g-134*b*g^2*p*c-173*q^2*a*c*r-46*q^2*p*b*a-77*q^2*b*r*p-63*q^2*b*r*c-37*q^2*a*r*b-395*q*p*g*a*r-514*q*p*g*c*r-40*a*c*g*q*b-352*a*c*g*q*p-232*p*c*g*q*b-344*b*p*a*c*g+8*a^5*r-96*q*c^3*a-60*b^2*p^2*g+24*b^2*a^2*r+116*r^3*b*c^2-424*p*c^3*a-330*p^3*a*c-138*p^3*a*q-52*p^2*g^2*q-204*p^3*g*c-484*b*c^2*p^2-148*p^2*g^2*c-288*a^2*c^2*p-16*a^2*c^2*g-48*q^2*p^2*g-242*b*p^3*c-616*p^2*c^2*a+24*r*q^2*b+10*q^3*a+6*r*q^3-24*b^2*p*q*g-96*q*c*b^2*p-16*q*g*b^2*c-32*b^2*p*q*a-8*b^2*c*q*a+8*a^2*c*g*b-4*q^3*c^2+10*q^3*c-12*q^3*p^2+8*b^3*g+16*b^3*a-8*r^3*p^3*g-6*c*g^3*q-46*b^2*p^2*q-32*q*c^2*b^2-64*c^2*g*b^2+24*q^2*b*p-80*p^2*a*b^2+4*q*b^2*g*a-74*q^2*b*p*c-117*b^2*p*r*g-19*q^2*b*r*g-26*b^2*q*r*a-22*b^2*q*r*g-20*q^2*c*b*a-32*q*b*p*g^2-18*q^3*p*c-18*q^3*a*p+24*a^3*b^2*r-8*b^3*r*g+20*b^2*g*q+7*q^3*p^2*r+7*b*r^3*g^2-(r-3)*(r-4)*(r+2*c+p+q-1)*(a+b+2*c+p+q+r+g+2)*(r+q+p+g+2*c+b+a)*(2+3*p+6*a+8*b*a+6*b+6*c+3*g+3*q+3*r+4*a^2+4*c^2+3*r^2+4*b^2+q^2+g^2+p^2+4*q*c+4*p*c+2*q*p+4*b*g+4*c*g+4*a*g+4*q*a+4*p*a+8*a*c+6*a*r+6*c*r+2*p*g+3*r*g+2*q*g+4*b*p+6*b*r+8*b*c+3*q*r+3*p*r+4*q*b)*x^2+6*q^3*p-20*a^4*g*r^2-2*q^2*g*b*a+32*r^2*p*g^2*q-6*r^2*p*g^2*a+4*b^2*p*r*g*q+58*r^3*p^3-p^5*r^2-10*p^3*r^4+12*r^4*g^2+65*r^3*p*a^2+3*r^5-39*r^2*q*b^2+4*g^3*p^2*r+21*b^2*p*r^2*g+27*b^2*q*r^2*p+12*b^2*q*c*r^2-6*b^2*q*r*g*a-22*b*g*q*r*a^2+14*b*g^2*p^2*r+5*p^2*a*r*g^2-a*g^4*r^2+a*g^4*r-16*b^3*p^2-3*r^4*g^2*p-2*r^4*g^2*c-3*q^2*r^2*p^3+3*r^4*g^2*a+52*r^2*p^2*a^2-2*r^2*p^4*g-14*q^2*a^3*r-8*r^2*p^2*c^3-14*q^2*c^2*r*a+16*r^2*a^3*c*p-5*r^2*p*g^2*a^2+81*r^2*p*g^2*c-24*p*c^2*r^3*q-16*p*c^2*r^3*b-36*p^2*c*r^3*q-24*p^2*c*r^3*b+11*r^2*p^2*a^2*q+156*p^2*c^2*q*r-34*p^2*c*a^2*r-3*r*g^3*p*a-2*r^2*p^3*a*c+13*r^2*c*g^2*q+3*p*a*r^4*g+60*q^2*p^2*r*c+22*q^2*p^2*r*g-2*q^2*a*r^2*g-2*q^2*a*r*g^2+6*p*a*r^3*g^2+48*p^2*c*r*g^2-17*a^2*r*p*g^2+281*r^2*p^2*c*q-30*c^2*g^2*a*r-108*c^2*g*a^2*r-8*r^2*p*a^3*g-8*r^2*p*a^3*b-184*b*a^2*c^2*r+277*r^2*p^2*c*b+72*c^3*g*p*r+4*q^2*p*r*g^2+28*q*r^3*a*c^2-50*b*p^2*a^2*r-8*r^2*q*a^3*b-8*r^2*q*a^3*g-28*q^2*a^2*c*r-4*q^2*p*a^2*r-76*c^3*g*a*r-5*r^2*c*g^3*a+95*r^2*p^2*a*b+36*p*a*r^3*c^2-c*g^3*a*r-11*q^2*a^2*r*g+16*r^2*b*c^3*a+94*b^2*p*c*r^2+106*q*b*p^2*r^2-22*b^2*p*a*r*g+30*r^2*p^2*a*b*c-60*a^4*r^2-8*r^4*c^3+2*r^3*g^3-5*p^4*r^3+10*a^3*r^4+7*p^5*r+32*p^4*r^2-220*b*p*a^2*c*r-84*b*g*a*c*r*p+52*r^2*b*c^2*p*a+30*p*a*r^3*c*g+8*p*a*r^3*q*c+8*p*a*r^3*q*g+60*p*a*r^3*b*c-8*p*c*r^3*b*g+38*p^2*c*a*r*b+144*p^2*c*q*r*a+71*p^2*c*a*r*g+20*r^2*q*p*g*a*c+20*r^2*p*b*a*c*g-16*p*c*r^3*q*g+276*q*c*p*a*r^2+28*r^2*a*c^2*q*p+28*q*c^2*a*r*p+4*r^2*p*g^2*a*c+20*b*r^3*g*a*c-60*q*c^2*a*r*g-5*q*p*g^2*a*r+32*q^2*a*c*r*p-11*q^2*a*c*r*g+6*q*b*p*r*g^2+112*p^2*c*b*r*g-76*q*c*a^2*r*g+26*q^2*c*r*g*p+3*r^2*p*g^2*q*a-3*r^2*p*g^2*a*b-96*q*c*p*a^2*r-76*q*b*p*a^2*r+20*q*r^3*g*a*c+7*q^2*p*r*g*a-56*r^2*a^2*c*b*g-37*r^2*p*b*a*g-116*q*b*a^2*c*r-5*b*g^2*q*r*a+48*r^2*p*b*a*c+103*p*a*c*r^2*g-180*b*g*a*c*r^2-2*r^2*c*g^2*q*a-49*b*g*q*r^2*a-16*r^2*c*g^2*a*b-6*r^4*q-36*r^3*b^2-19*r^3*q^2-17*r^4*b-18*r^4*g+35*r^5*c+52*r^4*p^2+98*r^4*c^2+26*r^4*a^2+23*r^5*p+28*r^5*a+100*r^3*c^3+12*r^2*q*a^2*p*g+88*b*g*c^2*r*p-108*b*g*c^2*r*a-106*r^2*q*a^2*b-36*b^2*p*a*r^2-76*r^2*q*a^2*g+32*r^3*a*c*g+236*r^3*p*c*g+176*r^3*q*p*a+96*r^3*q*p*g+100*r^3*p*b*a+82*r^3*p*b*g+132*r^3*q*c*a+84*r^3*q*c*b+256*r^3*q*c*p+86*r^3*q*c*g+20*r^3*q*b*a+92*r^3*q*b*p+10*r^3*b*c*a+248*r^3*b*c*p+72*r^3*b*c*g+33*r^3*a*q*g+109*r^3*p*a*g+362*r^3*p*c*a+40*q*b*p^3*r-6*c*g^2*a^2*r+26*a^2*b*g^2*r-2*b^2*r^2*p^2*c+44*q*b*c^2*r^2+4*r^2*c^3*g*a+23*r^2*q*a^2*p+8*b^2*r^2*p^2*a+68*p*a^2*r^3*c-5*a*b*g^3*r^2-108*b^2*a*c*r^2+8*b^2*r^2*a*c^2-24*b^2*r^2*a^2*c-44*r^2*q^2*g-54*r^3*q*b+36*r^3*b^2*c+96*r^3*p^2*g-54*r^3*a^2*c+39*r^3*p*g^2+108*r^3*a*c^2+316*r^3*p*c^2+77*r^4*q*c+59*r^4*b*p+59*r^4*q*a+60*r^4*q*p+13*r^3*q*g^2+37*r^4*a*g+32*r^3*a*c^3-16*p*c^3*r^3-24*p^3*c*r^3-3*b*g^2*r^2*a*q-36*p*a*c^2*r*g-10*r^2*p*a^2*b*g+208*q*b*p*c*r^2+46*q*b*p*a*r^2+16*r^2*a^2*c*p*g+28*r^2*c^2*g*p*a+6*q^3*r*p*c-8*b^3*r*a*p-13*q^2*a*r^2*b+20*q^2*p^2*r*b+6*q^3*p*a*r+2*q^3*p*r*g-14*q^2*a^2*r*b-4*q^2*a*b*r*g-14*q^2*a*c*r*b-4*q^2*p*a*r*b+25*r^3*q*b*g-12*a^3*g*c*r+12*b^2*c*r^2*g-32*b*a^3*c*r-24*b*a^3*q*r-30*b^2*q*r^2*a-88*b^2*c^2*r*a+48*b^2*c^2*r*p+3*q^2*b*r^2*g+2*b^2*q*r^2*g+30*b*p^3*r*a+175*r^2*p^2*a*q+252*r^2*c^2*g*p+230*r^2*a*c^2*p-42*r^2*a*c^2*q+40*r^2*c^2*g*q-10*r^2*q^3-60*a^3*r^3+24*r^2*c^4-59*r^3*q*g+24*r^4*b*g+15*p^3*r*g^2-248*r^2*a^3*c+26*p^4*a*r-96*a^3*c^2*r+68*r^2*p^3*g-8*a^4*c*r+3*q^3*r^2*a+24*b^2*q*r*p*c-128*p*a^2*c*r*g+22*b*g^2*c*r*p-12*b*g^2*a*c*r-100*q*b*a*c*r^2+28*q*b*c*r^2*g+65*q*b*p*r^2*g-92*q*b*c^2*r*a+88*q*b*c^2*r*p+40*q*b*p^2*r*g+124*q*b*p^2*r*c+26*q*b*p^2*r*a-18*q*c*a*r*g^2-55*q*c*a*r^2*g-108*b*p*c^2*r*a+75*r^2*q*p*g*a+202*r^2*q*p*g*c-44*q*p*g*a^2*r-44*q*b*a*c*r*p+44*r^2*c^2*g*b+36*c^2*g^2*p*r-132*r^2*c^2*g*a+122*p^2*c^2*a*r+144*p^2*c^2*r*g+58*q*a*p^3*r+102*p^3*c*q*r+102*p^3*c*b*r+112*p^3*c*a*r+90*p^3*c*r*g+168*p^2*c^2*b*r+9*q*a^2*p^2*r+21*r^2*p*g^2*b-52*q*a^3*p*r-42*b^2*r^2*g*a-41*b*r^2*g^2*a+72*q*c^3*r*p-56*q*c^3*r*a-146*b*r^2*g*a^2-196*r^2*b*c^2*a-12*b^2*p^2*r*a+58*b^2*p^2*r*c+17*b^2*p^2*r*q+19*q*p^2*g^2*r-16*b^3*a*c*r-36*a^2*r*b^2*p+6*c*g^3*p*r+276*r^2*q*c^2*p-124*q*c^2*a^2*r-360*r^2*a^2*c*b-268*r^2*a^2*c*g+34*b*g*p^3*r+38*q*p^3*g*r-88*r^2*a^2*c*p-154*r^2*a^2*c*q-12*b^2*q*r*a^2+105*q^2*p*c*r^2+72*q^2*p*a*r^2-40*b^2*a^2*c*r-24*p*a*c^3*r+2*q*p*g^3*r-136*r^2*p*a^2*b-188*p*a^2*c^2*r-83*r^2*p*a^2*g-35*b*r^3*g*a+22*q^2*b*r*p*c+4*q*p*g*a*c*r+179*r^2*p^3*c+45*b^2*p^2*r^2+17*b^2*p^3*r-24*b^2*r^3*a+24*b^2*c^2*r^2-11*q^2*a^2*r^2-24*b^2*p*a*r*q-36*b^2*a*c*r*q-28*b^2*a*c*r*g+24*b^2*c*r*g*p-76*b^2*a*c*r*p+26*q*p*g^2*c*r-56*q*b*a*c*r*g-32*a^3*r*p*g+35*p^3*a*r*g+3*b*g^2*q*r^2-17*a*q*g^2*r^2-a*q*g^3*r+7*q^2*a*c*r^2-66*r^2*c*g^2*a-23*p^2*a^2*r*g+38*q^2*p*r^2*g+13*q^2*c*r^2*g+92*r^2*p^2*g*b-136*p*a^3*c*r+107*r^2*p^2*g*a+105*r^2*p^2*g*q+253*r^2*p^2*g*c-48*p*b*a^3*r-80*q*c*a^3*r+11*r^2*c*g^2*b+284*r^2*b*c^2*p+36*q^2*c^2*r*p-128*b*a*c^3*r+88*b*p*c^3*r-7*a^2*q*g^2*r-16*a^3*q*g*r+349*r^2*p^2*a*c+38*q^2*p^2*r*a+56*q*b*c*r*g*p-15*p*b*a*r*g^2-54*p*b*g*a^2*r-26*q*b*p*r*g*a+116*q*p^2*g*c*r-20*p*a^4*r+14*b^2*p^2*r*g-86*a^2*r^3*b-5*r^2*q*a^2*g^2+3*p^2*a*r^3*g-8*q*b*r^2*p^2*c+36*r^2*a^2*c*b*p+4*r^2*c^2*g*q*a+10*q*b*r^2*p^2*a-4*r^2*a^2*c*q*g+40*r^2*a^2*c*q*p+4*q*b*r^2*a^2*c-2*q*b*r^2*p^2*g-12*b^2*r^2*a*c*g-12*p^2*a*r^3*q+12*p^2*a*r^3*b+22*p*a^2*r^3*q+22*p*a^2*r^3*g+36*p*a^2*r^3*b-8*r^2*b*c^2*a^2-6*p^2*a*r^3*c+16*a^2*r^3*c*g+14*g*r^5+15*r^2*p^2*g*a*c+10*q*b*r^2*p*a*g+36*q*b*r^2*p*c*a+20*q*b*r^2*p*a^2-4*r^2*p^2*g*b*c+4*r^2*p^2*g*q*a+10*r^2*p^2*g*a*b-8*a^5*r^2-35*r^2*q^2*b+33*q^2*b*r^2*p+11*q^2*b*r^2*c-16*r^2*a^3*c^2-3*r^2*q*p^4-r^2*p^3*g^2-8*b*r^3*p^3+18*a^3*g^2*r-7*a^2*g^3*r^2-8*r^4*g*c^2-12*q*r^3*p^3-12*r^4*g*p^2-18*a^3*g^2*r^2-5*a^2*r^3*g^2-8*r^2*p^2*g*q*c+20*b^2*r^2*p*c*a-2*b^2*r^2*p*a*g+36*a^2*r^3*b*c+18*r^2*a*c^2*p^2+5*a*b*g^3*r+40*a^2*r^3*q*c-24*p*c*r^4*g+28*r^3*c^2*g*a-8*r^2*c^2*g*p^2-4*p*c*r^3*g^2-4*r^2*p^3*a*q+52*b*r^3*c^2*a+4*r^2*p^3*a*b-24*p^2*c*r^3*g-16*p*c^2*r^3*g+52*r^2*a^2*c^2*p+18*r^2*p^2*a^2*b+12*r^2*a^2*c^2*q+32*r^2*a*c^3*p+8*r^2*a*c^3*q+12*r^2*q*a^3*p-12*q*r^3*g*p^2-4*b^2*r^2*p*a^2-28*b^2*r^2*a^2*g-12*r^2*q*c^2*p^2+44*a^3*b*g*r+28*a^2*b^2*g*r+15*r^4*g*a*c+20*p*a*r^3*b*g+4*r^2*p^2*a*q*c-r^2*p^2*g^2*q+3*r^2*p^2*g^2*a-r^2*p*g^3*a-2*r^2*p^2*g^2*c-6*b*r^3*g*p^2+34*r^2*a^2*c*p^2-26*r^2*a^2*c*g^2-2*q*r^3*g^2*p-6*q^2*r^2*p^2*c-10*a^2*r^3*b*g+3*q*r^3*g^2*a-4*q*b*r^2*p^3+12*q*r^3*g*a^2-2*q^2*r^2*p^2*a+4*q^2*r^2*a^2*c-2*q^2*r^2*p^2*g-g^3*r^2*a*q+r^2*q^2*a^2*g-4*r^2*q*a^4-12*p^2*a*r^4-8*p^3*a*r^3-b^2*r^2*p^3-12*r^2*p^3*c^2+52*a^2*r^3*c^2+15*p*a^2*r^4-20*r^2*c^2*g*a^2+2*q^2*r^2*a*c^2-44*r^2*a^3*c*g-48*r^2*a^3*c*b-8*r^2*p^3*c*b-12*r^2*p^3*c*q+4*r^3*c*g^2*a-26*a^2*b*g^2*r^2-8*r^2*b*c^2*p^2-6*p*a*r^4*c-6*r^2*c^2*g^2*a-44*a^3*b*g*r^2-8*a*b^2*g^2*r^2+r^2*p^3*g*a-2*r^2*p^3*g*b-4*r^2*p^3*g*q+8*a*b^2*g^2*r-8*r^2*p^3*g*c+11*r^2*p^2*g*a^2+6*q^2*r^2*p*a^2-4*r^2*c^2*g*a*b-4*a^2*b^2*q*r^2+13*b*r^5+4*b^3*p^2*r+6*b^3*p*r^2+2*b^3*r^3+8*a*b^2*p*q*r^2-2*g*r^6+2*a*b*c*q^2*r^2+36*a*b*c*q*r^3+12*b^3*r-16*b^3*c^2-40*b^3*c*p+10*b^2*q*r^3+13*b*q^2*r^3+26*b*q*r^4+11*b^2*r^4+10*a*b*g*q*r^3+6*a*b*p*q^2*r^2+20*a*b*p*q*r^3+4*a*b*r^5-2*a*c*r^5-30*b^3*r*p-2*b*r^6+24*b^3*c+13*q*r^5+14*q^2*r^4+5*q^3*r^3-3*q*r^6-3*q^2*r^5+18*a^2*b*r^4+12*b^3*p-b^2*p^2*q*r^2-6*c*r^6-9*p^2*q^2*r^3-18*p^2*q*r^4-2*p*q^3*r^3-9*p*q^2*r^4-12*p*q*r^5+4*a*b^2*c*q*r^2+20*a*b^2*c*r^3-4*b*g*p*q*r^3-2*b*g*r^5-4*a*b^3*g*r^2+4*a*b^3*g*r+4*b^3*c*r^2-2*a*b^2*g*q*r^2+8*b^3*c*p*r-8*a^2*b^3*r^2-4*a^2*b^2*r^3-q^3*r^4-16*b*c*p*q*r^3+x^2*(x-1)^2*((3*a+3*c+g+3*p+3*r-6)*(2*a^2+2*b*a+2*a*c+a*g-p*a-a*r-b*p-b*r-2*p*c-2*c*r-p*g-r*g-p^2-q*p-2*p*r-q*r-r^2+2*a-2*p-2*r)+(-44-56*p-30*a+9*q*c*b+17*a*c*g+15*q*b*p+36*b*r*c+15*q*c*a+32*p*c*g+17*p*b*g+29*p*r*g+42*p*a*r+33*b*r*p+12*b*c*a-8*b*a+15*b*r*g+6*a*b*g+33*c*r*g+18*a*r*g-66*b-76*c-40*g-44*q-84*r+14*a^2-20*c^2-9*r^2+6*p^3+12*c^3+11*r^3+7*r*g^2+7*c*g^2+17*r^2*g+7*b^2*r+2*q*g^2-22*b^2-11*q^2-7*g^2-5*p^2-32*q*c-20*p*c-16*q*p-27*b*g-24*c*g-7*a*g-27*q*a-15*p*a-12*a*c-33*a*r-46*c*r-14*p*g-28*r*g-18*q*g+18*b*c^2+16*c^2*g-21*b*p+27*p^2*c+38*r^2*c+23*p^2*r+12*q*c^2+38*c^2*r+4*a^2*g+18*p^2*a+7*a^2*r+12*p^2*g+6*a^2*c-39*b*r+7*p*g^2+18*a*c^2-48*b*c+28*r^2*p+36*p*c^2+12*p*a^2+24*r^2*a-32*q*r-14*p*r+12*q*p^2+15*p^2*b+3*q*a^2+4*a*g^2+3*b*g^2+21*q*p*a+13*q*p*g+21*p*b*a+30*q*c*p+29*q*c*r+10*q*c*g+14*b*r*a+39*b*c*p+21*q*r*a+28*q*r*p+6*a*q*g+65*p*c*r+20*p*a*g+42*a*c*r+45*p*c*a+g^3+16*r^2*q+18*r^2*b+15*b*c*g+12*q*r*g+2*b^2*g+9*b^2*p-33*q*b+6*b^2*c+3*q^2*a+6*q^2*p+5*q^2*r+q^2*g+3*q^2*c+3*q*b*a+3*q*b*g+12*q*b*r)*x-(a+b+2*c+p+q+r+g+2)*(-34-11*p-28*a+12*b*a-28*b-22*c-13*g-11*q-25*r+6*a^2+12*c^2+11*r^2+6*b^2+3*q^2+2*g^2+3*p^2+12*q*c+12*p*c+6*q*p+7*b*g+10*c*g+7*a*g+9*q*a+9*p*a+18*a*c+16*a*r+22*c*r+5*p*g+9*r*g+5*q*g+9*b*p+16*b*r+18*b*c+11*q*r+11*p*r+9*q*b)*x^2)*dx^4+x*(x-1)*((2*a^2+4*a*c+a*g+6*p*a+6*a*r+2*c^2+c*g+6*p*c+6*c*r+2*p*g+2*r*g+3*p^2+6*p*r+3*r^2-11*a-11*c-4*g-9*p-9*r+6)*(2*a^2+2*b*a+2*a*c+a*g-p*a-a*r-b*p-b*r-2*p*c-2*c*r-p*g-r*g-p^2-q*p-2*p*r-q*r-r^2+2*a-2*p-2*r)+(120+20*r*c*g^2+129*p*a*r^2+96*p+75*b*r^2*p+63*r*q*p^2-8*b^2*a*r+28*a+45*p^2*a*q+19*b*r^2*a+44*r*p*a^2-69*q*c*b+71*b*r^2*c-103*a*c*g+4*a*b^2*p+25*q*r^2*g+4*q^2*g*p-6*a^2*g*b-99*q*b*p-241*b*r*c-121*q*c*a+186*r*p*c^2-194*p*c*g+13*a*p*g^2+5*r*q*g^2+39*a*r^2*g-108*p*b*g+66*q*c*r^2+48*q*r^2*a-180*p*r*g-275*p*a*r+a*c*g^2+68*p*c^2*g+13*a^2*g*p+18*q*b*r^2+74*b*p^2*c+20*p*a^2*q+9*r*q^2*a+a*q^2*g+69*r*p^2*b+12*c^2*g*b+29*r*p*g^2+56*r*c^2*g+26*b*r^2*g+4*c^2*g*a+4*q^2*c*a-3*a^2*q*g+2*g*b^2*c-201*b*r*p-78*b*c*a+110*p^2*a*c-42*b*a+21*b*p^2*q+46*r*a*c^2-8*a*b^2*c+3*r*q^2*g-105*b*r*g-43*a*b*g-232*c*r*g-152*a*r*g+180*b+148*c+88*g+120*q+192*r-50*a^2-56*c^2-102*r^2-33*p^3-76*c^3-48*r^3+38*a^3-53*r*g^2-51*c*g^2-107*r^2*g+28*b*a^2-48*b^2*r+12*b^2*p^2-16*q*g^2+2*q*g^2*c+7*q*g^2*p+8*c^4-4*a^4+60*b^2-2*b*g*a*r+30*q^2+3*c*g*q*b-q*g*b*a+10*b*p*q*g+21*r*b^2*p+14*r*b^2*c+18*r^4+31*r*a*c*g+151*r*p*c*g+93*r*q*p*a-2*g^2-84*p^2+28*q*c-164*p*c-30*q*p+42*b*g-32*c*g-38*a*g+34*q*a-82*p*a-78*a*c-56*a*r-108*c*r-56*p*g-18*r*g+28*q*g-126*b*c^2-108*c^2*g-42*b*p-149*p^2*c-217*r^2*c-114*p^2*r-84*q*c^2-252*c^2*r-a^2*g-108*p^2*a-79*a^2*r-73*p^2*g+12*a^2*c+30*b*r-46*p*g^2-102*a*c^2+42*b*c-129*r^2*p-204*p*c^2-51*p*a^2-167*r^2*a+30*q*r-186*p*r-72*q*p^2-87*p^2*b-37*q*a^2-26*a*g^2-24*b*g^2+8*c^3*q+56*c^3*p-143*q*p*a-83*q*p*g-107*p*b*a-184*q*c*p-198*q*c*r-74*q*c*g-115*b*r*a-233*b*c*p-169*q*r*a-171*q*r*p-52*a*q*g-366*p*c*r-120*p*a*g-335*a*c*r-253*p*c*a-12*a^2*c*g+8*q*c^2*g+52*q*c^2*p-8*g^3+12*c^3*g-2*p*a^3-24*a^3*r+2*r*g^3-99*r^2*q+18*q*p^3-114*r^2*b+12*b*c^3-20*a^2*c^2+3*p*g^3+75*r^3*c+81*p^2*r^2+100*c^2*r^2+14*a^2*r^2+15*r^2*g^2+63*r^3*p+48*r^3*a+45*r*p^3+48*r*c^3+21*b*p^3+14*p^2*g^2-20*a^3*c+20*p^3*g+33*p^3*a+48*p^3*c+30*p^2*a^2-4*a^3*g-g^2*a^2+6*c^2*g^2+86*p^2*c^2+4*c^3*a-6*a^3*q-8*a^3*b+9*q^2*p^2-111*b*c*g-84*q*r*g+72*q*r^2*p+198*p*c*r^2+105*a*c*r^2+80*c*r^2*g+82*p*r^2*g+54*r*b*c^2+171*r*p^2*c+42*r*q*c^2+114*r*p^2*a+71*r*p^2*g-26*r*a^2*c+7*r*q*a^2+4*a*r*g^2-12*g*a^2*r-g^2*b*a+6*b*g^2*r+60*p^2*c*q+70*p*b*c^2-8*a*b*c^2-32*b*a^2*r+2*p*a^2*b+40*b*p^2*a-4*a^2*c*q-28*a^2*c*b+29*p^2*g*b+3*b*g^2*c+71*p^2*c*g+90*a*c^2*p+24*q*g*p^2+26*c*g^2*p+10*q*c^2*a+44*p^2*g*a+32*a^2*c*p+q^2*c*g+49*r*q*p*g+59*r*p*b*a+55*r*p*b*g+49*r*q*c*a+126*r*q*c*p+31*r*q*c*g+145*r*b*c*p+39*r*b*c*g+15*r*a*q*g+83*r*p*a*g+215*r*p*c*a+40*q*g*p*c+72*p*a*q*c+26*p*a*q*g+71*a*c*g*p+56*p*c*b*a+5*c*g*q*a-6*c*g*b*a+53*b*p*c*g+21*b*g*p*a+r*q*b*a+7*r*q*b*g+32*p*c*q*b+16*p*a*q*b+9*p^4-16*b^2*g-60*b^2*p-10*b^2*a+90*q*b-46*b^2*c-23*q^2*a-39*q^2*p-33*q^2*r-8*q^2*g-23*q^2*c+g^3*c-4*b^2*a^2+4*b^2*c^2+2*q^2*a^2-33*q*b*a-24*q*b*g+18*r*q^2*p+9*r*q^2*c+12*q^2*c*p+20*p*b^2*c+12*q^2*a*p+4*b^2*r*g-2*b^2*g*a+6*q*c^2*b+6*g*b^2*p+9*b*p*g^2-6*q*a^2*b+2*q^2*c^2+27*r^3*q+27*r^3*b+31*r^3*g-81*q*b*r+9*b^2*r^2+9*q^2*r^2+23*r*q*c*b+39*r*q*b*p)*x+(-408-89*r*c*g^2-225*p*a*r^2-228*p-183*b*r^2*p-117*r*q*p^2-8*q^2*g*b-46*b^2*a*r-296*a-84*p^2*a*q-129*b*r^2*a-26*q^2*c*b-130*r*p*a^2+502*q*c*b-259*b*r^2*c+492*a*c*g-54*a*b^2*p-90*q*r^2*g-29*q^2*g*p-28*a^2*g*b+314*q*b*p+799*b*r*c+528*q*c*a-396*r*p*c^2+468*p*c*g-41*a*p*g^2-34*r*q*g^2-121*a*r^2*g+307*p*b*g-222*q*c*r^2-144*q*r^2*a+366*p*r*g+529*p*a*r-52*a*c*g^2-180*p*c^2*g-12*q*b^2*a-59*a^2*g*p-102*q*b*r^2-158*b*p^2*c-70*p*a^2*q-60*r*q^2*a-19*a*q^2*g-138*r*p^2*b-124*c^2*g*b-66*r*p*g^2-224*r*c^2*g-102*b*r^2*g-136*c^2*g*a-52*q^2*c*a-28*a^2*q*g-52*g*b^2*c+466*b*r*p+606*b*c*a-184*p^2*a*c+142*b*a-66*b*p^2*q-16*q^2*b*a-306*r*a*c^2-60*a*b^2*c-38*b^2*p*q-32*r*q^2*g+373*b*r*g+293*a*b*g+611*c*r*g+405*a*r*g-492*b-456*c-284*g-288*q-456*r+166*a^2+264*c^2+246*r^2+57*p^3+264*c^3+114*r^3+50*a^3+142*r*g^2+174*c*g^2+253*r^2*g+160*b*a^2+238*b^2*r-8*b^2*g^2-38*b^2*p^2-19*a*g^2*q+80*q*g^2-34*q*g^2*c-29*q*g^2*p-48*c^4-4*a^4-24*b^2-102*b*g*a*r+18*q^2-4*g^3*q-78*c*g*q*b-38*q*g*b*a-71*b*p*q*g-97*r*b^2*p-126*r*b^2*c-13*b*g^2*q-36*r^4-2*q^3*g+30*q^3-38*r*q*b^2+60*b^3-245*r*a*c*g-330*r*p*c*g-225*r*q*p*a+18*g^2+138*p^2+168*q*c+408*p*c+156*q*p-8*b*g+168*c*g+112*a*g+52*q*a+236*p*a+328*a*c+226*a*r+378*c*r+144*p*g+100*r*g+32*q*g+524*b*c^2+372*c^2*g+178*b*p+294*p^2*c+513*r^2*c+216*p^2*r+384*q*c^2+654*c^2*r+153*a^2*g+210*p^2*a+239*a^2*r+141*p^2*g+294*a^2*c+142*b*r+111*p*g^2+512*a*c^2+136*b*c+273*r^2*p+492*p*c^2+207*p*a^2+349*r^2*a+114*q*r+324*p*r+144*q*p^2+194*p^2*b+158*q*a^2+118*a*g^2+109*b*g^2-72*c^3*q-144*c^3*p+346*q*p*a+224*q*p*g+406*p*b*a+480*q*c*p+633*q*c*r+352*q*c*g+477*b*r*a+650*b*c*p+452*q*r*a+369*q*r*p+240*a*q*g+759*p*c*r+324*p*a*g+859*a*c*r+676*p*c*a-70*a^2*c*g-88*q*c^2*g-180*q*c^2*p+27*g^3-80*c^3*g-26*p*a^3-18*a^3*r-11*r*g^3+255*r^2*q-27*q*p^3+308*r^2*b-104*b*c^3-88*a^2*c^2-9*p*g^3-165*r^3*c-117*p^2*r^2-264*c^2*r^2-73*a^2*r^2-43*r^2*g^2-108*r^3*p-99*r^3*a-54*r*p^3-180*r*c^3-33*b*p^3-24*p^2*g^2-28*a^3*c-25*p^3*g-39*p^3*a-60*p^3*c-54*p^2*a^2-12*a^3*g-13*g^2*a^2-48*c^2*g^2-144*p^2*c^2-112*c^3*a-12*a^3*q-12*a^3*b-27*q^2*p^2+480*b*c*g+289*q*r*g-162*q*r^2*p-366*p*c*r^2-305*a*c*r^2-218*c*r^2*g-153*p*r^2*g-282*r*b*c^2-261*r*p^2*c-216*r*q*c^2-165*r*p^2*a-109*r*p^2*g-146*r*a^2*c-71*r*q*a^2-46*a*r*g^2-57*g*a^2*r-21*g^2*b*a-41*b*g^2*r-126*p^2*c*q-236*p*b*c^2-160*a*b*c^2-50*b*a^2*r-66*p*a^2*b-92*b*p^2*a-76*a^2*c*q-72*a^2*c*b-63*p^2*g*b-46*b*g^2*c-120*p^2*c*g-268*a*c^2*p-52*q*g*p^2-72*c*g^2*p-136*q*c^2*a-74*p^2*g*a-152*a^2*c*p-28*q^2*c*g-141*r*q*p*g-227*r*p*b*a-167*r*p*b*g-273*r*q*c*a-342*r*q*c*p-176*r*q*c*g-272*r*b*c*a-417*r*b*c*p-223*r*b*c*g-105*r*a*q*g-194*r*p*a*g-483*r*p*c*a-148*q*g*p*c-236*p*a*q*c-93*p*a*q*g-216*a*c*g*p-264*p*c*b*a-106*c*g*q*a-122*c*g*b*a-188*b*p*c*g-100*b*g*p*a-109*r*q*b*a-78*r*q*b*g-184*p*c*q*b-108*p*a*q*b-112*q*c*b*a-9*p^4+140*b^2*g+199*b^2*p+170*b^2*a-6*q*b+312*b^2*c+136*q^2*a+117*q^2*p+153*q^2*r+83*q^2*g+186*q^2*c-12*g^3*c-12*b^2*a^2-6*g^3*a-72*b^2*c^2-16*q^2*a^2+308*q*b*a+223*q*b*g-72*r*q^2*p-81*r*q^2*c-72*q^2*c*p-112*p*b^2*c-g^4-51*q^2*a*p-45*b^2*r*g-20*b^2*g*a-104*q*c^2*b-41*g*b^2*p-35*b*p*g^2-24*q*a^2*b-36*q^2*c^2-5*g^3*b-72*r^3*q-78*r^3*b-69*r^3*g+389*q*b*r-56*b^2*r^2-45*q^2*r^2-207*r*q*c*b-171*r*q*b*p-36*q*b^2*c-5*q^2*g^2-33*r*q^2*b+120*q^2*b-6*q^3*a-9*r*q^3-6*q^3*c-4*b^3*g-4*b^3*a+150*q*b^2-33*q^2*b*p-10*b^2*g*q-9*q^3*p-14*b^3*r-16*b^3*c-14*b^3*p)*x^2+(a+b+2*c+p+q+r+g+2)*(156+74*a+48*q*c*b+34*a*c*g+24*q*b*p+96*b*r*c+48*q*c*a+28*p*c*g+17*p*b*g+28*p*r*g+48*p*a*r+48*b*r*p+56*b*c*a-156*b*a+34*b*r*g+16*a*b*g+56*c*r*g+34*a*r*g+74*b+24*g+54*r-78*a^2-132*c^2-114*r^2+3*p^3+24*c^3+24*r^3+4*a^3+10*r*g^2+10*c*g^2+27*r^2*g+12*b*a^2+28*b^2*r+5*q*g^2-78*b^2-33*q^2+3*q^3+4*b^3-25*g^2-33*p^2-132*q*c-132*p*c-66*q*p-89*b*g-116*c*g-89*a*g-107*q*a-107*p*a-214*a*c-175*a*r-228*c*r-58*p*g-97*r*g-58*q*g+48*b*c^2+28*c^2*g-107*b*p+18*p^2*c+72*r^2*c+18*p^2*r+36*q*c^2+72*c^2*r+8*a^2*g+12*p^2*a+28*a^2*r+7*p^2*g+28*a^2*c-175*b*r+5*p*g^2+48*a*c^2-214*b*c+36*r^2*p+36*p*c^2+14*p*a^2+45*r^2*a-114*q*r-114*p*r+9*q*p^2+12*p^2*b+14*q*a^2+5*a*g^2+5*b*g^2+24*q*p*a+14*q*p*g+28*p*b*a+36*q*c*p+72*q*c*r+28*q*c*g+56*b*r*a+48*b*c*p+48*q*r*a+36*q*r*p+17*a*q*g+72*p*c*r+17*p*a*g+96*a*c*r+48*p*c*a+g^3+36*r^2*q+45*r^2*b+34*b*c*g+28*q*r*g+8*b^2*g+14*b^2*p+12*b^2*a-107*q*b+28*b^2*c+12*q^2*a+9*q^2*p+18*q^2*r+7*q^2*g+18*q^2*c+28*q*b*a+17*q*b*g+48*q*b*r+12*q^2*b+14*q*b^2)*x^3)*dx^3-4*g*p*q^2*r^3-12*g*p*q*r^4-4*g*q*r^5-g^2*q*r^4-12*c^2*q*r^4-8*c*g*r^5-24*c*p*r^5-6*c*q^2*r^4-12*c*q*r^5-8*g*p*r^5-2*g*q^2*r^4-12*c^2*r^5-b^2*r^5-p^2*q^3*r^2+6*a*c*q^2*r^3+4*a*c*q*r^4+3*a*g*q^2*r^3+4*a*g*q*r^4-4*a*p*q^2*r^3-b^2*q*r^4-2*a*r^6-5*p*r^6+2*a^2*b*q^2*r^2+20*a^2*b*q*r^3-10*p^2*r^5+a*g*r^5-g^2*r^5-8*a*p*r^5-2*a*q^2*r^4-4*a*q*r^5-2*b^2*c*r^4-3*b^2*p^2*r^3-3*b^2*p*r^4-8*b*c^2*r^4-8*b*c*r^5-12*b*p^2*r^4-8*b*p*r^5-2*b*q^2*r^4-4*b*q*r^5+5*a^2*r^5-2*a*b^2*g*r^3+16*a*b^2*p*r^3+8*a*b^2*q*r^3+30*a*b*c*r^4+10*a*b*g*r^4+12*a*b*p*r^4+6*a*b*q^2*r^3+10*a*b*q*r^4+8*a^2*b^3*r-14*b^3*r^2-(r-3)*(-8*b^4+34*q^3*c*b-5*b^2*q^2*r^2-4*b*q^3*r^2-3*g*q^3*r^2-13*g*q^2*r^3-17*g*q*r^4-10*q^2*b^2*r*p+8*b^3*q*r*a+16*a^3*r^2*g+100*r*c*g^2+104*a^3*c*q+480*p^2*c^2*g-17*r^2*p^2*g^2+68*c*g^3*r-24*q^2*c^2*r^2+312*c^2*g^2*r-108*r^3*p^2*c+362*p*a*r^2-64*p^2*c^3*r-24*p+268*b*r^2*p+257*r*q*p^2+276*q^2*c^2*a+32*a*c^4*r+596*r^2*c^2*g-48*q^2*g*b+1020*r^2*a*c^2-48*b^2*a*r+64*b^3*c*a-16*p^4*c*r-24*r^2*c^3*g-36*q^2*p^2*r^2+136*p^2*a^2*g-24*a+224*p^2*a*q+58*q^3*r*p-12*r^2*c^2*g^2+8*b^3*r^2*a+264*r^3*c*g+40*b^3*p*a+304*c^3*g*q+360*a^2*c^2*q+48*a^3*g*r+404*p^2*a^2*c+130*b*r^2*a+150*p^2*a*q^2+26*r^2*p*a^3+109*g*p^3*r-58*q^2*c*b+186*r*p*a^2-300*q*c*b+40*b^3*a*r+528*p^2*c^2*q+406*b*r^2*c+824*p*c^3*r-8*b*p^4*r-6*p^3*a^2*r-344*a*c*g+348*r^2*b^2*c-28*a*b^2*p+110*q*r^2*g+68*q^3*r*a+12*r^3*q*a^2-8*q*p^4*r+112*p^3*g*a+796*r^2*p*c^2+54*q^2*g*p-160*a^2*g*b+336*b^2*c^2*a+218*r^2*c*g^2-96*q*b*p+768*b*c^3*r+548*b^2*c^2*r+348*r^2*p*a^2-32*r^2*b*c^3-4*r^4*b*a+64*c*g^3*p-32*r^2*p^3*a+708*p^2*c^2*r-32*r^2*p^3*b-160*b*r*c+178*p^3*a*r+72*a^2*b^2*p+240*r^3*p*a-24*r^3*b^2*p-356*q*c*a+19*a^2*r^3*g+70*q^3*a*c+174*b^2*r^2*a+940*r*p*c^2-16*r^3*c*g^2-32*p*c*g+560*c^3*g*r+183*b^2*p^2*r+155*q^2*a^2*r+33*q^3*r*g+30*r^2*q*a^3+23*r*q*g^2-12*q^2*p^3*r+24*b^2*r^2*a^2+228*a^3*c*r+336*b*a^2*c^2+636*r^2*q*c^2+105*a*r^2*g+110*q*a^3*r+168*p^2*a^2*b-110*p*b*g+22*b*g^3*p+24*q*a^3*b+125*r^2*p*g^2+512*c^3*g*p+26*q*g^3*p+362*q*c*r^2+216*q*r^2*a+48*q^2*g^2*p+132*q^2*p^2*r+144*b*p^3*r+206*r^3*q*a-4*p*r*g+24*q*b^2*a^2-46*p*a*r+86*p^3*g*q-54*a*c*g^2+8*q*a^4*r+274*r^3*q*c+24*b*r^2*a^3+496*p*c^2*g-36*r^3*q^2*p+40*b^3*p*q-112*q*b^2*a-48*r^3*p^2*b+162*r^3*b*p+96*a^2*b^2*c-48*r^3*p^2*a+24*a^3*g*q-34*r^2*q*p^3-14*a^2*g*p+408*a*c^3*g-27*r^4*p*g+56*b^3*g*c-3*r^2*p*g^3-14*q^3*r^2*p+114*b*p^2*q^2+772*r^2*b*c^2+122*q*b*r^2+318*r^3*p*c+418*r^2*p^2*c+156*a^2*c*q^2+336*q^2*c^2*p-16*q^2*p*r*g*b+146*p^3*a*b+462*b*p^2*c+98*p^3*g*b+91*r^2*q*g^2-54*r^3*q*p^2-48*p^3*c^2*r-34*r^4*c*g+139*r^2*q^2*p+78*p*a^2*q-36*r^3*q^2*c+69*r*q^2*a-30*a*q^2*g+277*r*p^2*b-6*b*g*p^2*r*a+160*c^2*g*b+748*a^2*c^2*r+128*p*a^2*q^2+87*r*p*g^2+4*p*a*c*r*g^2-3*q^2*r^2*g^2+424*r*c^2*g-8*q^3*c*r^2+113*b^2*r^2*g+12*g^3*a*q+520*p*c^2*b^2+91*b*r^2*g-5*b^2*r^3*g+408*q*c^3*b+2*r^2*g^3*a+96*c^2*g*a+288*p*c^2*g^2+40*r^2*a*c^3+8*p^2*a^3*r+544*a*c^3*b+2*q^2*c*a-76*a^2*q*g-36*g*b^2*c-2*r^2*c*g^3-16*r^3*q^2*a-26*b*r*p-40*r^4*b*c-464*b*c*a+118*q*p^3*r+184*a^3*c*p+64*b*g*a^2*c*r+24*a*g^3*p-72*r^3*q*c^2-104*b*g*p*c*r^2+522*p^2*a*c-32*r^4*p*a+49*q^2*r*g^2-112*b*a+179*a^2*g*r^2+170*b*p^2*q+123*r^3*b*g+10*r^2*g^2*a^2-74*q^2*b*a-72*q*p*g*c^2*r+596*r*a*c^2+281*p^2*a^2*r+116*r^2*a^2*c^2-112*a*b^2*c+222*b*a^2*r^2-76*r^4*p*c-52*r^3*c^2*g+18*b^2*p*q+192*r^2*b^2*p+28*r*q^2*g+22*q^3*a*b+34*r*q^3*b+38*q^3*p*b+320*p*c^4-30*r^4*a*c-130*b*r*g-248*a*b*g-104*c*r*g-170*a*r*g-8*b-48*c-16*g-24*q-24*r-84*a^2-144*c^2-28*r^2+34*p^3-48*c^3+6*r^3-84*a^3-46*r*g^2-92*c*g^2-28*r^2*g-196*b*a^2-86*b^2*r-42*b^2*g^2+70*b^2*p^2-44*a*g^2*q-54*q*g^2+10*q*g^2*c+40*q*g^2*p+144*c^4-24*a^4-28*b^2-58*b*g*a*r-48*q^2-8*g^3*q-16*c*g*q*b-142*q*g*b*a+78*b*p*q*g+122*r*b^2*p+152*r*b^2*c-40*b*g^2*q+92*p^2*a*g^2+39*r^4+62*b^2*p^3+20*p^2*g^3+48*g^3*c^2-12*q^3*g+122*q*a*p*g^2+42*g^2*b^2*p+68*g^2*b^2*c+43*p*r*g^3+68*a^2*g^2*c+27*q*g^3*r+24*g^3*a*r+42*b^2*r*g^2+204*b*g^2*c^2+82*p^2*g^2*b+104*q*b*r*g^2+344*b^2*p*c*g+358*b^2*c*r*g+112*b^2*a*r*g+96*c^5+8*p^5-30*q^3+94*b*g^2*a*r-8*r*q*b^2+24*q^3*a*g+34*q^3*p*g+36*q^3*c*g+16*q*b^2*g^2+32*b^3*g*p+142*q^2*b*c*g+240*b^2*q*r*p-28*b^3+118*b*p*q^2*g+388*b^2*q*c*r+262*r*a*c*g+644*r*p*c*g+410*r*q*p*a-32*g^2-16*p^2-168*q*c-104*p*c-64*q*p-72*b*g-136*c*g-104*a*g-124*q*a-116*p*a-248*a*c-116*a*r-128*c*r-64*p*g-64*r*g-72*q*g-184*b*c^2-128*c^2*g-84*b*p+124*p^2*c+12*r^2*c+74*p^2*r-168*q*c^2-24*c^2*r-158*a^2*g+8*p^2*a-150*a^2*r+16*p^2*g-308*a^2*c-84*b*r-38*p*g^2-296*a*c^2-168*b*c+46*r^2*p+88*p*c^2-126*p*a^2-66*r^2*a-76*q*r-44*p*r+38*q*p^2+8*p^2*b-154*q*a^2-98*a*g^2-78*b*g^2+168*c^3*q+488*c^3*p-96*q*p*a-48*q*p*g-204*p*b*a-8*q*c*p-120*q*c*r-192*q*c*g-236*b*r*a-76*b*c*p-158*q*r*a+20*q*r*p-186*a*q*g-q*r^2*g^3+136*p*c*r-142*p*a*g-256*a*c*r-132*p*c*a-124*a^2*c*g+136*q*c^2*g+552*q*c^2*p+86*q^3*c*r+80*a^2*c^3*r-20*g^3+184*c^3*g-12*p*a^3-24*a^3*r-2*r*g^3-18*r^2*q+96*q*p^3-38*r^2*b+248*b*c^3+2*p*g^3+232*r^3*c+191*p^2*r^2+488*c^2*r^2+80*a^2*r^2+33*r^2*g^2+137*r^3*p+139*r^3*a+127*r*p^3+432*r*c^3+100*b*p^3+50*p^2*g^2-80*a^3*c+78*p^3*g+118*p^3*a+222*p^3*c+100*p^2*a^2-64*a^3*g-62*g^2*a^2+60*c^2*g^2+516*p^2*c^2+200*c^3*a-40*a^3*q-80*a^3*b+84*q^2*p^2-248*b*c*g+3*r^3*g^2*a-84*q*r*g+250*q*r^2*p+626*p*c*r^2+518*a*c*r^2+310*c*r^2*g+212*p*r^2*g+572*r*b*c^2+616*r*p^2*c+444*r*q*c^2+341*r*p^2*a+216*r*p^2*g+156*r*a^2*c+56*r*q*a^2-18*a*r*g^2-40*g*a^2*r-104*g^2*b*a-10*b*g^2*r+426*p^2*c*q+648*p*b*c^2+96*a*b*c^2-60*b*a^2*r-32*p*a^2*b+170*b*p^2*a-44*a^2*c*q-176*a^2*c*b+126*p^2*g*b-26*b*g^2*c+358*p^2*c*g+672*a*c^2*p+144*q*g*p^2+130*c*g^2*p+152*q*c^2*a+144*p^2*g*a+200*a^2*c*p-2*q^2*c*g+244*r*q*p*g+308*r*p*b*a+223*r*p*b*g+436*r*q*c*a+736*r*q*c*p+268*r*q*c*g+308*r*b*c*a+840*r*b*c*p+266*r*b*c*g+73*r*a*q*g+259*r*p*a*g+980*r*p*c*a+356*q*g*p*c+524*p*a*q*c+114*p*a*q*g+336*a*c*g*p+388*p*c*b*a-12*c*g*q*a-160*c*g*b*a+332*b*p*c*g-18*b*g*p*a+48*r*q*b*a+37*r*q*b*g+404*p*c*q*b+96*p*a*q*b-100*q*c*b*a+1056*q*c^2*p*r+206*p^2*g*q*b+436*q*a^2*p*r+160*p*a*q^2*g+544*c^2*g*b*a+94*b*a*p*g^2+34*p^4-26*q*p^2*g*a*r-90*b^2*g-78*b^2*p-140*b^2*a-92*q*b-156*b^2*c-104*q^2*a-26*q^2*p-54*q^2*r-64*q^2*g-132*q^2*c-6*g^3*c-96*b^2*a^2-26*g^3*a+96*b^2*c^2-22*q^2*a^2-260*q*b*a-154*q*b*g-32*r^2*q*c^3-144*r^2*p^2*c^2+133*r*q^2*p+120*r*q^2*c+186*q^2*c*p+188*p*b^2*c-4*g^4+94*q^2*a*p-18*b^2*r*g-128*b^2*g*a+128*q*c^2*b-4*g*b^2*p+4*b*p*g^2-116*q*a^2*b+26*g^2*q*a^2+204*q^2*b*c^2+36*q^2*c^2-22*g^3*b+89*r^3*q+91*r^3*b+74*r^3*g+6*g^4*c+272*c^4*b+16*a^4*r+352*c^4*r+400*p^2*c^3+4*g^4*r+37*p^4*r+23*g^3*r^2+272*b^2*c^3+204*a*c^2*g^2-138*q*b*r+412*q*b*p*r*g+660*q*b*c*r*g+36*p^3*g^2+28*p^4*g+44*p^4*a+84*p^3*a^2+272*a^2*c^3+90*a^3*r^2+50*b^2*r^2+59*q^2*r^2+70*p^4*c+676*q*b*p*a*r+1428*q*c*p*a*r+272*q^2*c*r*g+175*q^2*p*r*g+314*q^2*p*a*r+438*q^2*p*c*r+596*b*a^2*c*r+390*b*p*a^2*r+179*q^2*a*r*g+464*b*p^2*a*r+184*p*a^2*q*g+216*p*a^2*q*b+168*a*g*b^2*c+904*q*b*c^2*r+112*a*g*b^2*p+296*r*q*c*b+282*r*q*b*p+736*r^2*a*c*g+648*r^2*p*c*g+492*r^2*q*p*a+276*r^2*q*p*g+540*r^2*p*b*a+321*r^2*p*b*g+896*r^2*q*c*a+616*r^2*q*c*b+676*r^2*q*c*p+500*r^2*q*c*g+408*r^2*q*b*a+336*r^2*q*b*p+225*r^2*q*b*g+952*r^2*b*c*a+828*r^2*b*c*p+570*r^2*b*c*g+327*r^2*a*q*g+423*r^2*p*a*g+1108*r^2*p*c*a+322*q*b*p^2*r+934*p^2*c*a*r+576*p^2*c*r*g+768*p^2*c*b*r+618*p^2*c*q*r+448*q*g*b*c^2+864*q*p*b*c^2+504*a*c^2*g*q+856*a*c^2*g*p+162*a*c*g^2*q+648*c^2*g*q*p+438*q^2*a*p*c+1128*p*a*b*c^2+456*p*a*b^2*c+264*q^2*p*c*g+198*q^2*a*c*g+42*b*a*q*g^2+142*c*g^2*q*b+1096*q*b*p*c*r+850*q*c*a*r*g+336*q*b*a*r*g-112*r^2*p*c^3-6*p^4*r*g-32*p*c^4*r-56*q*b^2*c+193*r^2*q^2*a+258*r^2*q^2*c+299*r^2*p^2*a+175*r^2*p^2*g+604*r^2*a^2*c+179*r^2*q*p^2+221*r^2*p^2*b+282*r^2*q*a^2+222*r^3*b*a+322*r^3*b*c+132*r^3*q*p+472*r^3*a*c+176*r^3*a*g+135*r^3*p*g+111*p^2*r*g^2+48*p*a^3*g+836*b*g*a*c*r+96*r^4*c+77*r^3*p^2+328*r^3*c^2+151*r^3*a^2+50*r^3*g^2+43*r^4*p+75*r^4*a+73*r^2*p^3+504*r^2*c^3+112*a^3*c^2+144*q^2*c^3+240*p^3*c^2+8*a^4*q+144*c^3*g^2-10*q^2*g^2+38*p^4*b+32*q*p^4+272*c^4*a+16*a^4*c+4*g^4*p+192*c^4*q+192*c^4*g+24*a^3*q^2+64*p^2*a^3+48*q^2*p^3+22*q^3*a^2+1210*p*a*c*r*g+532*b*g*p*a*r+1020*b*g*p*c*r+1072*q*b*a*c*r+34*g^3*a*c+30*g^2*q^2*a+88*p*a^3*q+56*p*a^3*b+584*q*c^3*r+48*a^2*g*q^2+56*a^3*c*g+113*g^2*r^2*a+92*b*g^2*r^2+22*b*g^3*r+114*p^3*b*q+154*p*a^3*r+52*g^2*a^2*r+888*c^3*r*a+316*b^2*p^2*c+408*c^3*g*b+712*p*c^3*b+168*c^2*g^2*q+348*q^2*c^2*r+228*q^2*p^2*c+60*c*g^2*q^2+266*p^3*c*r+52*a^2*p*g^2+56*b*a^3*r+34*c*g^3*b+190*p^2*a^2*q+64*a^3*c*b+216*p^3*c*q+544*q*c^3*p+168*q^2*c^2*g+1576*b*p*a*c*r+944*p*b*a*q*c+304*p*b*a*q*g+632*b*c^2*q*a+408*a^2*c*g*p+424*q*a*p^2*r+135*q*a*r*g^2+232*a^2*c*g*q+254*q*c*r*g^2+217*q*a^2*r*g+420*p^2*c*q*g+558*p^2*c*q*b+508*b^2*a*c*r+240*p*c*g^2*q+1160*q*c^2*a*r+318*b^2*p*a*r+692*q*c^2*r*g+128*p*a^2*b*g+666*p^2*a*q*c+248*p^2*a*q*g+550*p^2*a*c*g+160*q*p*g^2*r+314*p^2*a*q*b+378*c*g^2*p*r+560*a^2*c*q*p+264*a^2*c*q*b+684*q*c*a^2*r+478*c*g*a^2*r+318*c*g^2*a*r+856*b*g*c^2*r+292*b*g*r^2*a+1600*p*a*c^2*r+640*b^2*p*c*r+800*b*p*c^2*g+296*b*g*p^2*r+205*p*a*r*g^2+136*b*g^2*a*c+251*q*p^2*g*r+258*q*b*a^2*r+720*p^2*c*b*a+56*q*a^2*b*g+1296*b*a*c^2*r+936*p*a^2*c*r+1008*q*c^2*p*a+359*p^2*a*r*g+174*b*g^2*p*r+280*b*g^2*c*r+315*p*a^2*r*g+984*c^2*g*a*r+1344*b*p*c^2*r+128*b*g*a^2*r+996*c^2*g*p*r+504*a^2*c*b*p+286*a*c*g^2*p+240*p^2*g*b*a+494*b*p^2*c*g+266*b*g^2*p*c+494*q^2*a*c*r+190*q^2*p*b*a+212*q^2*b*r*p+328*q^2*b*r*c+212*q^2*a*r*b+538*q*p*g*a*r+848*q*p*g*c*r+400*a*c*g*q*b+748*a*c*g*q*p+636*p*c*g*q*b+752*b*p*a*c*g+456*q*c^3*a+104*b^2*p^2*g+72*b^2*a^2*r-64*r^3*b*c^2+760*p*c^3*a+298*p^3*a*c+138*p^3*a*q+78*p^2*g^2*q+192*p^3*g*c+660*b*c^2*p^2+180*p^2*g^2*c+608*a^2*c^2*p+272*a^2*c^2*g+90*q^2*p^2*g+262*b*p^3*c+732*p^2*c^2*a+5*r*q^2*b+4*q^3*r*a^2-104*q^2*b-12*q^3*a+3*r*q^3+120*b^2*p*q*g+384*q*c*b^2*p+168*q*g*b^2*c+168*b^2*p*q*a+216*b^2*c*q*a+168*a^2*c*g*b+48*q^3*c^2-18*q^3*c+2*g^4*q+16*p*a^4+32*q^3*p^2-32*b^3*g-48*b^3*a+6*g^3*q^2-106*q*b^2+36*c*g^3*q+10*b*g^3*q+124*b^2*p^2*q+272*q*c^2*b^2+272*c^2*g*b^2+40*q^2*b*p+144*p^2*a*b^2+40*q*b^2*g*a+330*q^2*b*p*c+217*b^2*p*r*g+116*q^2*b*r*g+186*b^2*q*r*a+119*b^2*q*r*g+224*q^2*c*b*a+102*q*b*p*g^2+88*q^3*p*c+62*q^3*a*p+48*q^2*a^2*b+32*b^3*r*g+20*b*g^2*q^2-66*b^2*g*q-8*q^3*p^2*r-4*b*r^3*g^2+16*q^3*p+64*q^2*g*b*a-20*r^2*p*g^2*q-r^2*p*g^2*a-10*b^2*p*r*g*q-24*r^3*p^3-5*r^4*g^2+10*r^5+126*r^2*q*b^2-2*g^3*p^2*r-15*b^2*p*r^2*g-32*b^2*q*r^2*p-20*b^2*q*c*r^2+16*b^2*q*r*g*a+32*b*g*q*r*a^2-8*b*g^2*p^2*r-4*p^2*a*r*g^2+56*b^3*c*q+40*b^3*p^2-9*r^2*p^2*a^2+12*q^2*a^3*r+24*q^2*c^2*r*a-40*r^2*p*g^2*c-96*p^2*c^2*q*r-4*p^2*c*a^2*r+2*r*g^3*p*a-12*r^2*c*g^2*q-48*q^2*p^2*r*c-18*q^2*p^2*r*g+q^2*a*r^2*g+4*q^2*a*r*g^2-24*p^2*c*r*g^2+10*a^2*r*p*g^2-144*r^2*p^2*c*q+24*c^2*g^2*a*r+80*c^2*g*a^2*r+128*b*a^2*c^2*r-136*r^2*p^2*c*b-48*c^3*g*p*r-6*q^2*p*r*g^2+12*b*p^2*a^2*r+36*q^2*a^2*c*r+2*q^2*p*a^2*r+48*c^3*g*a*r-36*r^2*p^2*a*b+4*c*g^3*a*r+14*q^2*a^2*r*g-64*b^2*p*c*r^2-68*q*b*p^2*r^2+16*b^2*p*a*r*g+8*a^4*r^2-r^3*g^3-2*p^5*r-11*p^4*r^2+88*b*p*a^2*c*r+28*b*g*a*c*r*p-44*p^2*c*a*r*b-84*p^2*c*q*r*a-44*p^2*c*a*r*g-124*q*c*p*a*r^2-48*q*c^2*a*r*p+56*q*c^2*a*r*g-36*q^2*a*c*r*p+20*q^2*a*c*r*g-8*q*b*p*r*g^2-64*p^2*c*b*r*g+68*q*c*a^2*r*g-36*q^2*c*r*g*p+32*q*c*p*a^2*r+36*q*b*p*a^2*r-10*q^2*p*r*g*a+8*r^2*p*b*a*g+112*q*b*a^2*c*r+10*b*g^2*q*r*a-24*r^2*p*b*a*c-46*p*a*c*r^2*g+68*b*g*a*c*r^2+28*b*g*q*r^2*a+39*r^4*q+71*r^3*b^2+55*r^3*q^2+47*r^4*b+41*r^4*g-20*r^5*c-26*r^4*p^2-48*r^4*c^2+3*r^4*a^2-14*r^5*p-8*r^5*a-48*r^3*c^3-64*b*g*c^2*r*p+80*b*g*c^2*r*a+58*r^2*q*a^2*b+14*b^2*p*a*r^2+33*r^2*q*a^2*g-2*r^3*a*c*g-104*r^3*p*c*g-64*r^3*q*p*a-52*r^3*q*p*g-24*r^3*p*b*a-40*r^3*p*b*g-40*r^3*q*c*a-64*r^3*q*c*b-144*r^3*q*c*p-52*r^3*q*c*g-64*r^3*q*b*p+20*r^3*b*c*a-128*r^3*b*c*p-40*r^3*b*c*g-8*r^3*a*q*g-28*r^3*p*a*g-104*r^3*p*c*a-24*q*b*p^3*r+20*c*g^2*a^2*r-48*q*b*c^2*r^2+4*r^2*q*a^2*p+60*b^2*a*c*r^2+101*r^2*q^2*g+128*r^3*q*b-24*r^3*b^2*c-39*r^3*p^2*g+44*r^3*a^2*c-16*r^3*p*g^2-16*r^3*a*c^2-144*r^3*p*c^2-48*r^4*q*c-32*r^4*b*p-20*r^4*q*a-38*r^4*q*p-8*r^3*q*g^2-7*r^4*a*g-8*p*a*c^2*r*g-160*q*b*p*c*r^2-28*q*b*p*a*r^2+2*q^3*r*g*a-16*q^3*r*p*c+8*b^3*r*a*p+8*q^2*a*r^2*b-24*q^2*p^2*r*b+4*q^3*a*c*r-8*q^3*p*a*r-6*q^3*p*r*g+24*q^2*a^2*r*b+14*q^2*a*b*r*g+36*q^2*a*c*r*b-8*q^2*p*a*r*b-20*r^3*q*b*g+32*a^3*g*c*r-10*b^2*c*r^2*g+48*b*a^3*c*r+24*b*a^3*q*r+26*b^2*q*r^2*a+64*b^2*c^2*r*a-40*b^2*c^2*r*p-8*q^2*b*r^2*g-5*b^2*q*r^2*g-16*b*p^3*r*a-68*r^2*p^2*a*q-124*r^2*c^2*g*p-88*r^2*a*c^2*p+24*r^2*a*c^2*q-36*r^2*c^2*g*q+33*r^2*q^3+18*a^3*r^3-16*r^2*c^4+111*r^3*q*g-12*r^4*b*g-6*p^3*r*g^2+68*r^2*a^3*c-8*p^4*a*r+64*a^3*c^2*r-25*r^2*p^3*g+16*a^4*c*r-4*q^3*r^2*a-40*b^2*q*r*p*c+48*p*a^2*c*r*g-16*b*g^2*c*r*p+20*b*g^2*a*c*r+64*q*b*a*c*r^2-32*q*b*c*r^2*g-52*q*b*p*r^2*g+96*q*b*c^2*r*a-96*q*b*c^2*r*p-52*q^2*b^2-32*q*b*p^2*r*g-96*q*b*p^2*r*c-28*q*b*p^2*r*a+20*q*c*a*r*g^2+26*q*c*a*r^2*g+16*b*p*c^2*r*a-34*r^2*q*p*g*a-124*r^2*q*p*g*c+18*q*p*g*a^2*r-8*q*b*a*c*r*p-32*r^2*c^2*g*b-24*c^2*g^2*p*r+48*r^2*c^2*g*a-72*p^2*c^2*a*r-72*p^2*c^2*r*g-24*q*a*p^3*r-48*p^3*c*q*r-48*p^3*c*b*r-44*p^3*c*a*r-36*p^3*c*r*g-96*p^2*c^2*b*r-8*q*a^2*p^2*r-12*r^2*p*g^2*b+20*q*a^3*p*r+16*b^2*r^2*g*a+10*b*r^2*g^2*a-64*q*c^3*r*p+48*q*c^3*r*a+32*b*r^2*g*a^2+96*r^2*b*c^2*a-40*b^2*p^2*r*c-20*b^2*p^2*r*q-12*q*p^2*g^2*r+16*b^3*a*c*r+24*a^2*r*b^2*p-4*c*g^3*p*r-168*r^2*q*c^2*p+96*q*c^2*a^2*r+132*r^2*a^2*c*b+78*r^2*a^2*c*g-16*b*g*p^3*r-18*q*p^3*g*r+40*r^2*a^2*c*p+84*r^2*a^2*c*q+24*b^2*q*r*a^2-84*q^2*p*c*r^2-40*q^2*p*a*r^2+48*b^2*a^2*c*r-16*p*a*c^3*r-2*q*p*g^3*r+46*r^2*p*a^2*b+56*p*a^2*c^2*r+23*r^2*p*a^2*g+14*b*r^3*g*a-48*q^2*b*r*p*c-24*q*p*g*a*c*r-68*r^2*p^3*c-27*b^2*p^2*r^2-10*b^2*p^3*r+14*b^2*r^3*a-20*b^2*c^2*r^2+13*q^2*a^2*r^2+12*b^2*p*a*r*q+56*b^2*a*c*r*q+32*b^2*a*c*r*g-20*b^2*c*r*g*p+32*b^2*a*c*r*p-24*q*p*g^2*c*r+68*q*b*a*c*r*g+16*a^3*r*p*g-14*p^3*a*r*g-4*b*g^2*q*r^2+7*a*q*g^2*r^2+2*a*q*g^3*r-6*q^2*a*c*r^2+18*r^2*c*g^2*a+4*p^2*a^2*r*g-31*q^2*p*r^2*g-18*q^2*c*r^2*g-44*r^2*p^2*g*b+48*p*a^3*c*r-35*r^2*p^2*g*a-53*r^2*p^2*g*q-106*r^2*p^2*g*c+24*p*b*a^3*r+56*q*c*a^3*r-8*r^2*c*g^2*b-160*r^2*b*c^2*p-48*q^2*c^2*r*p+80*b*a*c^3*r-64*b*p*c^3*r+10*a^2*q*g^2*r+16*a^3*q*g*r-118*r^2*p^2*a*c-24*q^2*p^2*r*a-64*q*b*c*r*g*p+10*p*b*a*r*g^2+32*p*b*g*a^2*r+8*q*b*p*r*g*a-72*q*p^2*g*c*r+8*p*a^4*r-10*b^2*p^2*r*g+34*a^2*r^3*b-7*g*r^5+115*r^2*q^2*b-40*q^2*b*r^2*p-24*q^2*b*r^2*c-q^4*r^2+57*r*q^2*b^2+62*q^2*b^2*p+8*b^3*g*q-8*b*r^5-4*b^3*p^2*r-6*b^3*p*r^2-2*b^3*r^3-12*b^3*r+112*b^3*c^2+136*b^3*c*p-12*b^2*q*r^3-16*b*q^2*r^3-20*b*q*r^4-7*b^2*r^4+82*b^3*r*p-16*b^3*c-10*q*r^5-12*q^2*r^4-6*q^3*r^3+8*q*b^3*a-8*b^3*p+2*g*q^4-4*b^3*c*r^2-6*q^4+4*q^3*r*a*b-8*q^3*r*p*b+6*q^4*a+7*r*q^4+6*q^4*c+8*q^4*p-8*b^3*c*p*r-30*q^3*b+8*b^4*r+10*q^3*g*b-2*q^4*r*p+16*q^2*g*b^2+68*q^2*c*b^2+24*q^2*b^2*a+12*b^2*q^2*r*a+8*b^4*p+6*q^3*g^2-2*b^3*q*r^2-4*b^3*p*q*r+16*b^4*c+42*b^3*r^2-36*b^3*q+140*b^3*c*r-3*r^6+38*b^3*r*q)*x-36*b^3*c*r-r^7+4*r^6: # cf5Pcn:=coeff(Pcn,dx,5): cf5Pcn:= x^3*(x-1)^3*(8*a^4*b*x+16*a^4*c*x+4*a^4*g*x+8*a^4*q*x+24*a^3*b^2*x+ 88*a^3*b*c*x+28*a^3*b*g*x+20*a^3*b*p*x+36*a^3*b*q*x+88*a^3*c^2*x+56*a^3*c*g*x+ 36*a^3*c*p*x+68*a^3*c*q*x+8*a^3*g^2*x+8*a^3*g*p*x+24*a^3*g*q*x+20*a^3*p*q*x+12* a^3*q^2*x+24*a^2*b^3*x+144*a^2*b^2*c*x+48*a^2*b^2*g*x+48*a^2*b^2*p*x+48*a^2*b^2 *q*x+288*a^2*b*c^2*x+188*a^2*b*c*g*x+172*a^2*b*c*p*x+204*a^2*b*c*q*x+28*a^2*b*g ^2*x+56*a^2*b*g*p*x+72*a^2*b*g*q*x+18*a^2*b*p^2*x+72*a^2*b*p*q*x+30*a^2*b*q^2*x +192*a^2*c^3*x+192*a^2*c^2*g*x+156*a^2*c^2*p*x+204*a^2*c^2*q*x+58*a^2*c*g^2*x+ 100*a^2*c*g*p*x+144*a^2*c*g*q*x+28*a^2*c*p^2*x+132*a^2*c*p*q*x+66*a^2*c*q^2*x+5 *a^2*g^3*x+14*a^2*g^2*p*x+24*a^2*g^2*q*x+5*a^2*g*p^2*x+48*a^2*g*p*q*x+24*a^2*g* q^2*x+18*a^2*p^2*q*x+24*a^2*p*q^2*x+6*a^2*q^3*x+8*a*b^4*x+88*a*b^3*c*x+28*a*b^3 *g*x+36*a*b^3*p*x+20*a*b^3*q*x+288*a*b^2*c^2*x+188*a*b^2*c*g*x+204*a*b^2*c*p*x+ 172*a*b^2*c*q*x+28*a*b^2*g^2*x+72*a*b^2*g*p*x+56*a*b^2*g*q*x+30*a*b^2*p^2*x+72* a*b^2*p*q*x+18*a*b^2*q^2*x+400*a*b*c^3*x+392*a*b*c^2*g*x+392*a*b*c^2*p*x+392*a* b*c^2*q*x+116*a*b*c*g^2*x+268*a*b*c*g*p*x+268*a*b*c*g*q*x+106*a*b*c*p^2*x+288*a *b*c*p*q*x+106*a*b*c*q^2*x+10*a*b*g^3*x+42*a*b*g^2*p*x+42*a*b*g^2*q*x+35*a*b*g* p^2*x+108*a*b*g*p*q*x+35*a*b*g*q^2*x+7*a*b*p^3*x+45*a*b*p^2*q*x+45*a*b*p*q^2*x+ 7*a*b*q^3*x+200*a*c^4*x+268*a*c^3*g*x+240*a*c^3*p*x+272*a*c^3*q*x+122*a*c^2*g^2 *x+248*a*c^2*g*p*x+284*a*c^2*g*q*x+86*a*c^2*p^2*x+276*a*c^2*p*q*x+124*a*c^2*q^2 *x+21*a*c*g^3*x+78*a*c*g^2*p*x+92*a*c*g^2*q*x+54*a*c*g*p^2*x+204*a*c*g*p*q*x+87 *a*c*g*q^2*x+9*a*c*p^3*x+81*a*c*p^2*q*x+93*a*c*p*q^2*x+21*a*c*q^3*x+a*g^4*x+7*a *g^3*p*x+9*a*g^3*q*x+7*a*g^2*p^2*x+36*a*g^2*p*q*x+14*a*g^2*q^2*x+a*g*p^3*x+30*a *g*p^2*q*x+36*a*g*p*q^2*x+7*a*g*q^3*x+7*a*p^3*q*x+15*a*p^2*q^2*x+9*a*p*q^3*x+a* q^4*x+16*b^4*c*x+4*b^4*g*x+8*b^4*p*x+88*b^3*c^2*x+56*b^3*c*g*x+68*b^3*c*p*x+36* b^3*c*q*x+8*b^3*g^2*x+24*b^3*g*p*x+8*b^3*g*q*x+12*b^3*p^2*x+20*b^3*p*q*x+192*b^ 2*c^3*x+192*b^2*c^2*g*x+204*b^2*c^2*p*x+156*b^2*c^2*q*x+58*b^2*c*g^2*x+144*b^2* c*g*p*x+100*b^2*c*g*q*x+66*b^2*c*p^2*x+132*b^2*c*p*q*x+28*b^2*c*q^2*x+5*b^2*g^3 *x+24*b^2*g^2*p*x+14*b^2*g^2*q*x+24*b^2*g*p^2*x+48*b^2*g*p*q*x+5*b^2*g*q^2*x+6* b^2*p^3*x+24*b^2*p^2*q*x+18*b^2*p*q^2*x+200*b*c^4*x+268*b*c^3*g*x+272*b*c^3*p*x +240*b*c^3*q*x+122*b*c^2*g^2*x+284*b*c^2*g*p*x+248*b*c^2*g*q*x+124*b*c^2*p^2*x+ 276*b*c^2*p*q*x+86*b*c^2*q^2*x+21*b*c*g^3*x+92*b*c*g^2*p*x+78*b*c*g^2*q*x+87*b* c*g*p^2*x+204*b*c*g*p*q*x+54*b*c*g*q^2*x+21*b*c*p^3*x+93*b*c*p^2*q*x+81*b*c*p*q ^2*x+9*b*c*q^3*x+b*g^4*x+9*b*g^3*p*x+7*b*g^3*q*x+14*b*g^2*p^2*x+36*b*g^2*p*q*x+ 7*b*g^2*q^2*x+7*b*g*p^3*x+36*b*g*p^2*q*x+30*b*g*p*q^2*x+b*g*q^3*x+b*p^4*x+9*b*p ^3*q*x+15*b*p^2*q^2*x+7*b*p*q^3*x+80*c^5*x+136*c^4*g*x+128*c^4*p*x+128*c^4*q*x+ 84*c^3*g^2*x+180*c^3*g*p*x+180*c^3*g*q*x+70*c^3*p^2*x+184*c^3*p*q*x+70*c^3*q^2* x+22*c^2*g^3*x+88*c^2*g^2*p*x+88*c^2*g^2*q*x+73*c^2*g*p^2*x+204*c^2*g*p*q*x+73* c^2*g*q^2*x+15*c^2*p^3*x+87*c^2*p^2*q*x+87*c^2*p*q^2*x+15*c^2*q^3*x+2*c*g^4*x+ 17*c*g^3*p*x+17*c*g^3*q*x+23*c*g^2*p^2*x+72*c*g^2*p*q*x+23*c*g^2*q^2*x+9*c*g*p^ 3*x+66*c*g*p^2*q*x+66*c*g*p*q^2*x+9*c*g*q^3*x+c*p^4*x+16*c*p^3*q*x+30*c*p^2*q^2 *x+16*c*p*q^3*x+c*q^4*x+g^4*p*x+g^4*q*x+2*g^3*p^2*x+8*g^3*p*q*x+2*g^3*q^2*x+g^2 *p^3*x+12*g^2*p^2*q*x+12*g^2*p*q^2*x+g^2*q^3*x+6*g*p^3*q*x+12*g*p^2*q^2*x+6*g*p *q^3*x+p^4*q*x+3*p^3*q^2*x+3*p^2*q^3*x+p*q^4*x-8*a^4*b-16*a^4*c-4*a^4*g-8*a^4*q +8*a^4*x-16*a^3*b^2-72*a^3*b*c-24*a^3*b*g-20*a^3*b*p-24*a^3*b*q-4*a^3*b*r+68*a^ 3*b*x-80*a^3*c^2-52*a^3*c*g-36*a^3*c*p-56*a^3*c*q-4*a^3*c*r+128*a^3*c*x-8*a^3*g ^2-8*a^3*g*p-20*a^3*g*q+38*a^3*g*x-20*a^3*p*q+20*a^3*p*x-8*a^3*q^2-4*a^3*q*r+56 *a^3*q*x-8*a^2*b^3-72*a^2*b^2*c-24*a^2*b^2*g-32*a^2*b^2*p-16*a^2*b^2*q+120*a^2* b^2*x-192*a^2*b*c^2-128*a^2*b*c*g-140*a^2*b*c*p-104*a^2*b*c*q-12*a^2*b*c*r+464* a^2*b*c*x-20*a^2*b*g^2-48*a^2*b*g*p-36*a^2*b*g*q-4*a^2*b*g*r+154*a^2*b*g*x-18*a ^2*b*p^2-48*a^2*b*p*q-8*a^2*b*p*r+132*a^2*b*p*x-10*a^2*b*q^2+168*a^2*b*q*x-152* a^2*c^3-156*a^2*c^2*g-140*a^2*c^2*p-136*a^2*c^2*q-12*a^2*c^2*r+456*a^2*c^2*x-50 *a^2*c*g^2-92*a^2*c*g*p-96*a^2*c*g*q-4*a^2*c*g*r+300*a^2*c*g*x-28*a^2*c*p^2-108 *a^2*c*p*q-8*a^2*c*p*r+234*a^2*c*p*x-34*a^2*c*q^2-12*a^2*c*q*r+336*a^2*c*q*x-5* a^2*g^3-14*a^2*g^2*p-16*a^2*g^2*q+45*a^2*g^2*x-5*a^2*g*p^2-40*a^2*g*p*q+69*a^2* g*p*x-12*a^2*g*q^2-4*a^2*g*q*r+120*a^2*g*q*x-18*a^2*p^2*q+18*a^2*p^2*x-16*a^2*p *q^2-8*a^2*p*q*r+108*a^2*p*q*x-2*a^2*q^3+54*a^2*q^2*x-16*a*b^3*c-4*a*b^3*g-12*a *b^3*p+4*a*b^3*r+68*a*b^3*x-96*a*b^2*c^2-60*a*b^2*c*g-100*a*b^2*c*p-32*a*b^2*c* q+12*a*b^2*c*r+464*a*b^2*c*x-8*a*b^2*g^2-36*a*b^2*g*p-8*a*b^2*g*q+4*a*b^2*g*r+ 154*a*b^2*g*x-20*a*b^2*p^2-24*a*b^2*p*q+168*a*b^2*p*x+8*a*b^2*q*r+132*a*b^2*q*x -200*a*b*c^3-196*a*b*c^2*g-256*a*b*c^2*p-136*a*b*c^2*q+968*a*b*c^2*x-58*a*b*c*g ^2-180*a*b*c*g*p-88*a*b*c*g*q+644*a*b*c*g*x-86*a*b*c*p^2-144*a*b*c*p*q-16*a*b*c *p*r+626*a*b*c*p*x-20*a*b*c*q^2+16*a*b*c*q*r+626*a*b*c*q*x-5*a*b*g^3-30*a*b*g^2 *p-12*a*b*g^2*q+98*a*b*g^2*x-30*a*b*g*p^2-54*a*b*g*p*q-6*a*b*g*p*r+217*a*b*g*p* x-5*a*b*g*q^2+6*a*b*g*q*r+217*a*b*g*q*x-7*a*b*p^3-30*a*b*p^2*q-5*a*b*p^2*r+81*a *b*p^2*x-15*a*b*p*q^2+234*a*b*p*q*x+5*a*b*q^2*r+81*a*b*q^2*x-128*a*c^4-176*a*c^ 3*g-184*a*c^3*p-136*a*c^3*q-8*a*c^3*r+648*a*c^3*x-84*a*c^2*g^2-196*a*c^2*g*p-\ 140*a*c^2*g*q-4*a*c^2*g*r+654*a*c^2*g*x-76*a*c^2*p^2-180*a*c^2*p*q-16*a*c^2*p*r +576*a*c^2*p*x-44*a*c^2*q^2-4*a*c^2*q*r+662*a*c^2*q*x-16*a*c*g^3-66*a*c*g^2*p-\ 44*a*c*g^2*q+201*a*c*g^2*x-49*a*c*g*p^2-134*a*c*g*p*q-6*a*c*g*p*r+390*a*c*g*p*x -29*a*c*g*q^2-2*a*c*g*q*r+467*a*c*g*q*x-9*a*c*p^3-66*a*c*p^2*q-5*a*c*p^2*r+135* a*c*p^2*x-47*a*c*p*q^2-16*a*c*p*q*r+450*a*c*p*q*x-4*a*c*q^3+5*a*c*q^2*r+197*a*c *q^2*x-a*g^4-7*a*g^3*p-4*a*g^3*q+18*a*g^3*x-7*a*g^2*p^2-24*a*g^2*p*q+60*a*g^2*p *x-4*a*g^2*q^2+77*a*g^2*q*x-a*g*p^3-25*a*g*p^2*q+39*a*g*p^2*x-18*a*g*p*q^2-6*a* g*p*q*r+168*a*g*p*q*x-a*g*q^3+2*a*g*q^2*r+70*a*g*q^2*x-7*a*p^3*q+7*a*p^3*x-10*a *p^2*q^2-5*a*p^2*q*r+66*a*p^2*q*x-3*a*p*q^3+75*a*p*q^2*x+a*q^3*r+16*a*q^3*x+8*b ^4*x-8*b^3*c^2-4*b^3*c*g-12*b^3*c*p+4*b^3*c*r+128*b^3*c*x-4*b^3*g*p+38*b^3*g*x-\ 4*b^3*p^2+4*b^3*p*r+56*b^3*p*x+20*b^3*q*x-40*b^2*c^3-36*b^2*c^2*g-68*b^2*c^2*p-\ 16*b^2*c^2*q+12*b^2*c^2*r+456*b^2*c^2*x-8*b^2*c*g^2-48*b^2*c*g*p-8*b^2*c*g*q+4* b^2*c*g*r+300*b^2*c*g*x-32*b^2*c*p^2-24*b^2*c*p*q+12*b^2*c*p*r+336*b^2*c*p*x+8* b^2*c*q*r+234*b^2*c*q*x-8*b^2*g^2*p+45*b^2*g^2*x-12*b^2*g*p^2-8*b^2*g*p*q+4*b^2 *g*p*r+120*b^2*g*p*x+69*b^2*g*q*x-4*b^2*p^3-8*b^2*p^2*q+54*b^2*p^2*x+8*b^2*p*q* r+108*b^2*p*q*x+18*b^2*q^2*x-72*b*c^4-92*b*c^3*g-136*b*c^3*p-56*b*c^3*q+8*b*c^3 *r+648*b*c^3*x-38*b*c^2*g^2-144*b*c^2*g*p-52*b*c^2*g*q+4*b*c^2*g*r+654*b*c^2*g* x-80*b*c^2*p^2-96*b*c^2*p*q+4*b*c^2*p*r+662*b*c^2*p*x-10*b*c^2*q^2+16*b*c^2*q*r +576*b*c^2*q*x-5*b*c*g^3-48*b*c*g^2*p-12*b*c*g^2*q+201*b*c*g^2*x-58*b*c*g*p^2-\ 70*b*c*g*p*q+2*b*c*g*p*r+467*b*c*g*p*x-5*b*c*g*q^2+6*b*c*g*q*r+390*b*c*g*q*x-17 *b*c*p^3-46*b*c*p^2*q-5*b*c*p^2*r+197*b*c*p^2*x-15*b*c*p*q^2+16*b*c*p*q*r+450*b *c*p*q*x+5*b*c*q^2*r+135*b*c*q^2*x-5*b*g^3*p+18*b*g^3*x-10*b*g^2*p^2-12*b*g^2*p *q+77*b*g^2*p*x+60*b*g^2*q*x-6*b*g*p^3-18*b*g*p^2*q-2*b*g*p^2*r+70*b*g*p^2*x-5* b*g*p*q^2+6*b*g*p*q*r+168*b*g*p*q*x+39*b*g*q^2*x-b*p^4-6*b*p^3*q-b*p^3*r+16*b*p ^3*x-5*b*p^2*q^2+75*b*p^2*q*x+5*b*p*q^2*r+66*b*p*q^2*x+7*b*q^3*x-40*c^5-68*c^4* g-80*c^4*p-48*c^4*q+328*c^4*x-42*c^3*g^2-116*c^3*g*p-64*c^3*g*q+448*c^3*g*x-52* c^3*p^2-92*c^3*p*q-4*c^3*p*r+418*c^3*p*x-18*c^3*q^2+4*c^3*q*r+418*c^3*q*x-11*c^ 2*g^3-60*c^2*g^2*p-28*c^2*g^2*q+210*c^2*g^2*x-56*c^2*g*p^2-102*c^2*g*p*q-2*c^2* g*p*r+441*c^2*g*p*x-17*c^2*g*q^2+2*c^2*g*q*r+441*c^2*g*q*x-13*c^2*p^3-56*c^2*p^ 2*q-5*c^2*p^2*r+171*c^2*p^2*x-31*c^2*p*q^2+450*c^2*p*q*x-2*c^2*q^3+5*c^2*q^2*r+ 171*c^2*q^2*x-c*g^4-13*c*g^3*p-4*c*g^3*q+38*c*g^3*x-19*c*g^2*p^2-36*c*g^2*p*q+ 144*c*g^2*p*x-4*c*g^2*q^2+144*c*g^2*q*x-8*c*g*p^3-43*c*g*p^2*q-2*c*g*p^2*r+117* c*g*p^2*x-23*c*g*p*q^2+336*c*g*p*q*x-c*g*q^3+2*c*g*q^2*r+117*c*g*q^2*x-c*p^4-13 *c*p^3*q-c*p^3*r+25*c*p^3*x-15*c*p^2*q^2-5*c*p^2*q*r+141*c*p^2*q*x-3*c*p*q^3+5* c*p*q^2*r+141*c*p*q^2*x+c*q^3*r+25*c*q^3*x-g^4*p+2*g^4*x-2*g^3*p^2-4*g^3*p*q+14 *g^3*p*x+14*g^3*q*x-g^2*p^3-8*g^2*p^2*q+18*g^2*p^2*x-4*g^2*p*q^2+60*g^2*p*q*x+ 18*g^2*q^2*x-5*g*p^3*q+7*g*p^3*x-6*g*p^2*q^2-2*g*p^2*q*r+54*g*p^2*q*x-g*p*q^3+2 *g*p*q^2*r+54*g*p*q^2*x+7*g*q^3*x-p^4*q+p^4*x-2*p^3*q^2-p^3*q*r+13*p^3*q*x-p^2* q^3+24*p^2*q^2*x+p*q^3*r+13*p*q^3*x+q^4*x-8*a^4-52*a^3*b-112*a^3*c-34*a^3*g-20* a^3*p-44*a^3*q-4*a^3*r+44*a^3*x-60*a^2*b^2-296*a^2*b*c-100*a^2*b*g-100*a^2*b*p-\ 86*a^2*b*q-10*a^2*b*r+184*a^2*b*x-348*a^2*c^2-234*a^2*c*g-202*a^2*c*p-218*a^2*c *q-22*a^2*c*r+352*a^2*c*x-37*a^2*g^2-61*a^2*g*p-78*a^2*g*q-4*a^2*g*r+114*a^2*g* x-18*a^2*p^2-84*a^2*p*q-8*a^2*p*r+84*a^2*p*x-28*a^2*q^2-10*a^2*q*r+136*a^2*q*x-\ 16*a*b^3-168*a*b^2*c-54*a*b^2*g-82*a*b^2*p-32*a*b^2*q+10*a*b^2*r+184*a*b^2*x-\ 484*a*b*c^2-322*a*b*c*g-390*a*b*c*p-236*a*b*c*q+768*a*b*c*x-49*a*b*g^2-138*a*b* g*p-79*a*b*g*q+260*a*b*g*x-61*a*b*p^2-117*a*b*p*q-13*a*b*p*r+246*a*b*p*x-20*a*b *q^2+13*a*b*q*r+246*a*b*q*x-408*a*c^3-420*a*c^2*g-426*a*c^2*p-336*a*c^2*q-22*a* c^2*r+772*a*c^2*x-134*a*c*g^2-295*a*c*g*p-235*a*c*g*q-8*a*c*g*r+522*a*c*g*x-115 *a*c*p^2-285*a*c*p*q-29*a*c*p*r+450*a*c*p*x-76*a*c*q^2-7*a*c*q*r+528*a*c*q*x-13 *a*g^3-48*a*g^2*p-38*a*g^2*q+81*a*g^2*x-34*a*g*p^2-107*a*g*p*q-6*a*g*p*r+150*a* g*p*x-26*a*g*q^2-2*a*g*q*r+189*a*g*q*x-7*a*p^3-51*a*p^2*q-5*a*p^2*r+51*a*p^2*x-\ 38*a*p*q^2-13*a*p*q*r+180*a*p*q*x-4*a*q^3+4*a*q^2*r+77*a*q^2*x-16*b^3*c-4*b^3*g -12*b^3*p+4*b^3*r+44*b^3*x-108*b^2*c^2-66*b^2*c*g-118*b^2*c*p-32*b^2*c*q+22*b^2 *c*r+352*b^2*c*x-8*b^2*g^2-42*b^2*g*p-8*b^2*g*q+4*b^2*g*r+114*b^2*g*x-26*b^2*p^ 2-24*b^2*p*q+10*b^2*p*r+136*b^2*p*x+8*b^2*q*r+84*b^2*q*x-240*b*c^3-234*b*c^2*g-\ 326*b*c^2*p-150*b*c^2*q+22*b*c^2*r+772*b*c^2*x-67*b*c*g^2-232*b*c*g*p-95*b*c*g* q+8*b*c*g*r+522*b*c*g*x-121*b*c*p^2-165*b*c*p*q+7*b*c*p*r+528*b*c*p*x-20*b*c*q^ 2+29*b*c*q*r+450*b*c*q*x-5*b*g^3-39*b*g^2*p-12*b*g^2*q+81*b*g^2*x-44*b*g*p^2-61 *b*g*p*q+2*b*g*p*r+189*b*g*p*x-5*b*g*q^2+6*b*g*q*r+150*b*g*q*x-12*b*p^3-37*b*p^ 2*q-4*b*p^2*r+77*b*p^2*x-15*b*p*q^2+13*b*p*q*r+180*b*p*q*x+5*b*q^2*r+51*b*q^2*x -164*c^4-224*c^3*g-256*c^3*p-162*c^3*q+528*c^3*x-105*c^2*g^2-276*c^2*g*p-165*c^ 2*g*q+544*c^2*g*x-123*c^2*p^2-225*c^2*p*q-11*c^2*p*r+502*c^2*p*x-48*c^2*q^2+11* c^2*q*r+502*c^2*q*x-19*c*g^3-94*c*g^2*p-50*c*g^2*q+172*c*g^2*x-86*c*g*p^2-168*c *g*p*q-4*c*g*p*r+354*c*g*p*x-31*c*g*q^2+4*c*g*q*r+354*c*g*q*x-21*c*p^3-88*c*p^2 *q-9*c*p^2*r+136*c*p^2*x-53*c*p*q^2+360*c*p*q*x-4*c*q^3+9*c*q^2*r+136*c*q^2*x-g ^4-10*g^3*p-4*g^3*q+16*g^3*x-14*g^2*p^2-30*g^2*p*q+58*g^2*p*x-4*g^2*q^2+58*g^2* q*x-6*g*p^3-34*g*p^2*q-2*g*p^2*r+46*g*p^2*x-20*g*p*q^2+136*g*p*q*x-g*q^3+2*g*q^ 2*r+46*g*q^2*x-p^4-10*p^3*q-p^3*r+10*p^3*x-12*p^2*q^2-4*p^2*q*r+56*p^2*q*x-3*p* q^3+4*p*q^2*r+56*p*q^2*x+q^3*r+10*q^3*x-36*a^3-112*a^2*b-256*a^2*c-84*a^2*g-68* a^2*p-86*a^2*q-10*a^2*r+88*a^2*x-72*a*b^2-384*a*b*c-130*a*b*g-146*a*b*p-100*a*b *q+200*a*b*x-476*a*c^2-326*a*c*g-318*a*c*p-272*a*c*q-20*a*c*r+400*a*c*x-52*a*g^ 2-107*a*g*p-97*a*g*q-4*a*g*r+136*a*g*x-41*a*p^2-111*a*p*q-13*a*p*r+114*a*p*x-32 *a*q^2-3*a*q*r+138*a*q*x-8*b^3-96*b^2*c-30*b^2*g-50*b^2*p-16*b^2*q+10*b^2*r+88* b^2*x-296*b*c^2-196*b*c*g-256*b*c*p-132*b*c*q+20*b*c*r+400*b*c*x-29*b*g^2-92*b* g*p-43*b*g*q+4*b*g*r+136*b*g*x-45*b*p^2-69*b*p*q+3*b*p*r+138*b*p*x-10*b*q^2+13* b*q*r+114*b*q*x-264*c^3-272*c^2*g-300*c^2*p-202*c^2*q+416*c^2*x-86*c*g^2-214*c* g*p-140*c*g*q+288*c*g*x-94*c*p^2-180*c*p*q-10*c*p*r+262*c*p*x-42*c*q^2+10*c*q*r +262*c*q*x-8*g^3-36*g^2*p-22*g^2*q+46*g^2*x-32*g*p^2-68*g*p*q-2*g*p*r+93*g*p*x-\ 14*g*q^2+2*g*q*r+93*g*q*x-8*p^3-34*p^2*q-4*p^2*r+35*p^2*x-22*p*q^2+94*p*q*x-2*q ^3+4*q^2*r+35*q^2*x-60*a^2-100*a*b-240*a*c-82*a*g-76*a*p-72*a*q-6*a*r+76*a*x-28 *b^2-160*b*c-54*b*g-66*b*p-38*b*q+6*b*r+76*b*x-208*c^2-144*c*g-152*c*p-110*c*q+ 160*c*x-23*g^2-54*g*p-39*g*q+56*g*x-23*p^2-47*p*q-3*p*r+50*p*x-12*q^2+3*q*r+50* q*x-44*a-32*b-80*c-28*g-28*p-22*q+24*x-12): Pcn:= x^3*(x-1)^3*(8*a^4*b*x+16*a^4*c*x+4*a^4*g*x+8*a^4*q*x+24*a^3*b^2*x+88* a^3*b*c*x+28*a^3*b*g*x+20*a^3*b*p*x+36*a^3*b*q*x+88*a^3*c^2*x+56*a^3*c*g*x+36*a ^3*c*p*x+68*a^3*c*q*x+8*a^3*g^2*x+8*a^3*g*p*x+24*a^3*g*q*x+20*a^3*p*q*x+12*a^3* q^2*x+24*a^2*b^3*x+144*a^2*b^2*c*x+48*a^2*b^2*g*x+48*a^2*b^2*p*x+48*a^2*b^2*q*x +288*a^2*b*c^2*x+188*a^2*b*c*g*x+172*a^2*b*c*p*x+204*a^2*b*c*q*x+28*a^2*b*g^2*x +56*a^2*b*g*p*x+72*a^2*b*g*q*x+18*a^2*b*p^2*x+72*a^2*b*p*q*x+30*a^2*b*q^2*x+192 *a^2*c^3*x+192*a^2*c^2*g*x+156*a^2*c^2*p*x+204*a^2*c^2*q*x+58*a^2*c*g^2*x+100*a ^2*c*g*p*x+144*a^2*c*g*q*x+28*a^2*c*p^2*x+132*a^2*c*p*q*x+66*a^2*c*q^2*x+5*a^2* g^3*x+14*a^2*g^2*p*x+24*a^2*g^2*q*x+5*a^2*g*p^2*x+48*a^2*g*p*q*x+24*a^2*g*q^2*x +18*a^2*p^2*q*x+24*a^2*p*q^2*x+6*a^2*q^3*x+8*a*b^4*x+88*a*b^3*c*x+28*a*b^3*g*x+ 36*a*b^3*p*x+20*a*b^3*q*x+288*a*b^2*c^2*x+188*a*b^2*c*g*x+204*a*b^2*c*p*x+172*a *b^2*c*q*x+28*a*b^2*g^2*x+72*a*b^2*g*p*x+56*a*b^2*g*q*x+30*a*b^2*p^2*x+72*a*b^2 *p*q*x+18*a*b^2*q^2*x+400*a*b*c^3*x+392*a*b*c^2*g*x+392*a*b*c^2*p*x+392*a*b*c^2 *q*x+116*a*b*c*g^2*x+268*a*b*c*g*p*x+268*a*b*c*g*q*x+106*a*b*c*p^2*x+288*a*b*c* p*q*x+106*a*b*c*q^2*x+10*a*b*g^3*x+42*a*b*g^2*p*x+42*a*b*g^2*q*x+35*a*b*g*p^2*x +108*a*b*g*p*q*x+35*a*b*g*q^2*x+7*a*b*p^3*x+45*a*b*p^2*q*x+45*a*b*p*q^2*x+7*a*b *q^3*x+200*a*c^4*x+268*a*c^3*g*x+240*a*c^3*p*x+272*a*c^3*q*x+122*a*c^2*g^2*x+ 248*a*c^2*g*p*x+284*a*c^2*g*q*x+86*a*c^2*p^2*x+276*a*c^2*p*q*x+124*a*c^2*q^2*x+ 21*a*c*g^3*x+78*a*c*g^2*p*x+92*a*c*g^2*q*x+54*a*c*g*p^2*x+204*a*c*g*p*q*x+87*a* c*g*q^2*x+9*a*c*p^3*x+81*a*c*p^2*q*x+93*a*c*p*q^2*x+21*a*c*q^3*x+a*g^4*x+7*a*g^ 3*p*x+9*a*g^3*q*x+7*a*g^2*p^2*x+36*a*g^2*p*q*x+14*a*g^2*q^2*x+a*g*p^3*x+30*a*g* p^2*q*x+36*a*g*p*q^2*x+7*a*g*q^3*x+7*a*p^3*q*x+15*a*p^2*q^2*x+9*a*p*q^3*x+a*q^4 *x+16*b^4*c*x+4*b^4*g*x+8*b^4*p*x+88*b^3*c^2*x+56*b^3*c*g*x+68*b^3*c*p*x+36*b^3 *c*q*x+8*b^3*g^2*x+24*b^3*g*p*x+8*b^3*g*q*x+12*b^3*p^2*x+20*b^3*p*q*x+192*b^2*c ^3*x+192*b^2*c^2*g*x+204*b^2*c^2*p*x+156*b^2*c^2*q*x+58*b^2*c*g^2*x+144*b^2*c*g *p*x+100*b^2*c*g*q*x+66*b^2*c*p^2*x+132*b^2*c*p*q*x+28*b^2*c*q^2*x+5*b^2*g^3*x+ 24*b^2*g^2*p*x+14*b^2*g^2*q*x+24*b^2*g*p^2*x+48*b^2*g*p*q*x+5*b^2*g*q^2*x+6*b^2 *p^3*x+24*b^2*p^2*q*x+18*b^2*p*q^2*x+200*b*c^4*x+268*b*c^3*g*x+272*b*c^3*p*x+ 240*b*c^3*q*x+122*b*c^2*g^2*x+284*b*c^2*g*p*x+248*b*c^2*g*q*x+124*b*c^2*p^2*x+ 276*b*c^2*p*q*x+86*b*c^2*q^2*x+21*b*c*g^3*x+92*b*c*g^2*p*x+78*b*c*g^2*q*x+87*b* c*g*p^2*x+204*b*c*g*p*q*x+54*b*c*g*q^2*x+21*b*c*p^3*x+93*b*c*p^2*q*x+81*b*c*p*q ^2*x+9*b*c*q^3*x+b*g^4*x+9*b*g^3*p*x+7*b*g^3*q*x+14*b*g^2*p^2*x+36*b*g^2*p*q*x+ 7*b*g^2*q^2*x+7*b*g*p^3*x+36*b*g*p^2*q*x+30*b*g*p*q^2*x+b*g*q^3*x+b*p^4*x+9*b*p ^3*q*x+15*b*p^2*q^2*x+7*b*p*q^3*x+80*c^5*x+136*c^4*g*x+128*c^4*p*x+128*c^4*q*x+ 84*c^3*g^2*x+180*c^3*g*p*x+180*c^3*g*q*x+70*c^3*p^2*x+184*c^3*p*q*x+70*c^3*q^2* x+22*c^2*g^3*x+88*c^2*g^2*p*x+88*c^2*g^2*q*x+73*c^2*g*p^2*x+204*c^2*g*p*q*x+73* c^2*g*q^2*x+15*c^2*p^3*x+87*c^2*p^2*q*x+87*c^2*p*q^2*x+15*c^2*q^3*x+2*c*g^4*x+ 17*c*g^3*p*x+17*c*g^3*q*x+23*c*g^2*p^2*x+72*c*g^2*p*q*x+23*c*g^2*q^2*x+9*c*g*p^ 3*x+66*c*g*p^2*q*x+66*c*g*p*q^2*x+9*c*g*q^3*x+c*p^4*x+16*c*p^3*q*x+30*c*p^2*q^2 *x+16*c*p*q^3*x+c*q^4*x+g^4*p*x+g^4*q*x+2*g^3*p^2*x+8*g^3*p*q*x+2*g^3*q^2*x+g^2 *p^3*x+12*g^2*p^2*q*x+12*g^2*p*q^2*x+g^2*q^3*x+6*g*p^3*q*x+12*g*p^2*q^2*x+6*g*p *q^3*x+p^4*q*x+3*p^3*q^2*x+3*p^2*q^3*x+p*q^4*x-8*a^4*b-16*a^4*c-4*a^4*g-8*a^4*q +8*a^4*x-16*a^3*b^2-72*a^3*b*c-24*a^3*b*g-20*a^3*b*p-24*a^3*b*q-4*a^3*b*r+68*a^ 3*b*x-80*a^3*c^2-52*a^3*c*g-36*a^3*c*p-56*a^3*c*q-4*a^3*c*r+128*a^3*c*x-8*a^3*g ^2-8*a^3*g*p-20*a^3*g*q+38*a^3*g*x-20*a^3*p*q+20*a^3*p*x-8*a^3*q^2-4*a^3*q*r+56 *a^3*q*x-8*a^2*b^3-72*a^2*b^2*c-24*a^2*b^2*g-32*a^2*b^2*p-16*a^2*b^2*q+120*a^2* b^2*x-192*a^2*b*c^2-128*a^2*b*c*g-140*a^2*b*c*p-104*a^2*b*c*q-12*a^2*b*c*r+464* a^2*b*c*x-20*a^2*b*g^2-48*a^2*b*g*p-36*a^2*b*g*q-4*a^2*b*g*r+154*a^2*b*g*x-18*a ^2*b*p^2-48*a^2*b*p*q-8*a^2*b*p*r+132*a^2*b*p*x-10*a^2*b*q^2+168*a^2*b*q*x-152* a^2*c^3-156*a^2*c^2*g-140*a^2*c^2*p-136*a^2*c^2*q-12*a^2*c^2*r+456*a^2*c^2*x-50 *a^2*c*g^2-92*a^2*c*g*p-96*a^2*c*g*q-4*a^2*c*g*r+300*a^2*c*g*x-28*a^2*c*p^2-108 *a^2*c*p*q-8*a^2*c*p*r+234*a^2*c*p*x-34*a^2*c*q^2-12*a^2*c*q*r+336*a^2*c*q*x-5* a^2*g^3-14*a^2*g^2*p-16*a^2*g^2*q+45*a^2*g^2*x-5*a^2*g*p^2-40*a^2*g*p*q+69*a^2* g*p*x-12*a^2*g*q^2-4*a^2*g*q*r+120*a^2*g*q*x-18*a^2*p^2*q+18*a^2*p^2*x-16*a^2*p *q^2-8*a^2*p*q*r+108*a^2*p*q*x-2*a^2*q^3+54*a^2*q^2*x-16*a*b^3*c-4*a*b^3*g-12*a *b^3*p+4*a*b^3*r+68*a*b^3*x-96*a*b^2*c^2-60*a*b^2*c*g-100*a*b^2*c*p-32*a*b^2*c* q+12*a*b^2*c*r+464*a*b^2*c*x-8*a*b^2*g^2-36*a*b^2*g*p-8*a*b^2*g*q+4*a*b^2*g*r+ 154*a*b^2*g*x-20*a*b^2*p^2-24*a*b^2*p*q+168*a*b^2*p*x+8*a*b^2*q*r+132*a*b^2*q*x -200*a*b*c^3-196*a*b*c^2*g-256*a*b*c^2*p-136*a*b*c^2*q+968*a*b*c^2*x-58*a*b*c*g ^2-180*a*b*c*g*p-88*a*b*c*g*q+644*a*b*c*g*x-86*a*b*c*p^2-144*a*b*c*p*q-16*a*b*c *p*r+626*a*b*c*p*x-20*a*b*c*q^2+16*a*b*c*q*r+626*a*b*c*q*x-5*a*b*g^3-30*a*b*g^2 *p-12*a*b*g^2*q+98*a*b*g^2*x-30*a*b*g*p^2-54*a*b*g*p*q-6*a*b*g*p*r+217*a*b*g*p* x-5*a*b*g*q^2+6*a*b*g*q*r+217*a*b*g*q*x-7*a*b*p^3-30*a*b*p^2*q-5*a*b*p^2*r+81*a *b*p^2*x-15*a*b*p*q^2+234*a*b*p*q*x+5*a*b*q^2*r+81*a*b*q^2*x-128*a*c^4-176*a*c^ 3*g-184*a*c^3*p-136*a*c^3*q-8*a*c^3*r+648*a*c^3*x-84*a*c^2*g^2-196*a*c^2*g*p-\ 140*a*c^2*g*q-4*a*c^2*g*r+654*a*c^2*g*x-76*a*c^2*p^2-180*a*c^2*p*q-16*a*c^2*p*r +576*a*c^2*p*x-44*a*c^2*q^2-4*a*c^2*q*r+662*a*c^2*q*x-16*a*c*g^3-66*a*c*g^2*p-\ 44*a*c*g^2*q+201*a*c*g^2*x-49*a*c*g*p^2-134*a*c*g*p*q-6*a*c*g*p*r+390*a*c*g*p*x -29*a*c*g*q^2-2*a*c*g*q*r+467*a*c*g*q*x-9*a*c*p^3-66*a*c*p^2*q-5*a*c*p^2*r+135* a*c*p^2*x-47*a*c*p*q^2-16*a*c*p*q*r+450*a*c*p*q*x-4*a*c*q^3+5*a*c*q^2*r+197*a*c *q^2*x-a*g^4-7*a*g^3*p-4*a*g^3*q+18*a*g^3*x-7*a*g^2*p^2-24*a*g^2*p*q+60*a*g^2*p *x-4*a*g^2*q^2+77*a*g^2*q*x-a*g*p^3-25*a*g*p^2*q+39*a*g*p^2*x-18*a*g*p*q^2-6*a* g*p*q*r+168*a*g*p*q*x-a*g*q^3+2*a*g*q^2*r+70*a*g*q^2*x-7*a*p^3*q+7*a*p^3*x-10*a *p^2*q^2-5*a*p^2*q*r+66*a*p^2*q*x-3*a*p*q^3+75*a*p*q^2*x+a*q^3*r+16*a*q^3*x+8*b ^4*x-8*b^3*c^2-4*b^3*c*g-12*b^3*c*p+4*b^3*c*r+128*b^3*c*x-4*b^3*g*p+38*b^3*g*x-\ 4*b^3*p^2+4*b^3*p*r+56*b^3*p*x+20*b^3*q*x-40*b^2*c^3-36*b^2*c^2*g-68*b^2*c^2*p-\ 16*b^2*c^2*q+12*b^2*c^2*r+456*b^2*c^2*x-8*b^2*c*g^2-48*b^2*c*g*p-8*b^2*c*g*q+4* b^2*c*g*r+300*b^2*c*g*x-32*b^2*c*p^2-24*b^2*c*p*q+12*b^2*c*p*r+336*b^2*c*p*x+8* b^2*c*q*r+234*b^2*c*q*x-8*b^2*g^2*p+45*b^2*g^2*x-12*b^2*g*p^2-8*b^2*g*p*q+4*b^2 *g*p*r+120*b^2*g*p*x+69*b^2*g*q*x-4*b^2*p^3-8*b^2*p^2*q+54*b^2*p^2*x+8*b^2*p*q* r+108*b^2*p*q*x+18*b^2*q^2*x-72*b*c^4-92*b*c^3*g-136*b*c^3*p-56*b*c^3*q+8*b*c^3 *r+648*b*c^3*x-38*b*c^2*g^2-144*b*c^2*g*p-52*b*c^2*g*q+4*b*c^2*g*r+654*b*c^2*g* x-80*b*c^2*p^2-96*b*c^2*p*q+4*b*c^2*p*r+662*b*c^2*p*x-10*b*c^2*q^2+16*b*c^2*q*r +576*b*c^2*q*x-5*b*c*g^3-48*b*c*g^2*p-12*b*c*g^2*q+201*b*c*g^2*x-58*b*c*g*p^2-\ 70*b*c*g*p*q+2*b*c*g*p*r+467*b*c*g*p*x-5*b*c*g*q^2+6*b*c*g*q*r+390*b*c*g*q*x-17 *b*c*p^3-46*b*c*p^2*q-5*b*c*p^2*r+197*b*c*p^2*x-15*b*c*p*q^2+16*b*c*p*q*r+450*b *c*p*q*x+5*b*c*q^2*r+135*b*c*q^2*x-5*b*g^3*p+18*b*g^3*x-10*b*g^2*p^2-12*b*g^2*p *q+77*b*g^2*p*x+60*b*g^2*q*x-6*b*g*p^3-18*b*g*p^2*q-2*b*g*p^2*r+70*b*g*p^2*x-5* b*g*p*q^2+6*b*g*p*q*r+168*b*g*p*q*x+39*b*g*q^2*x-b*p^4-6*b*p^3*q-b*p^3*r+16*b*p ^3*x-5*b*p^2*q^2+75*b*p^2*q*x+5*b*p*q^2*r+66*b*p*q^2*x+7*b*q^3*x-40*c^5-68*c^4* g-80*c^4*p-48*c^4*q+328*c^4*x-42*c^3*g^2-116*c^3*g*p-64*c^3*g*q+448*c^3*g*x-52* c^3*p^2-92*c^3*p*q-4*c^3*p*r+418*c^3*p*x-18*c^3*q^2+4*c^3*q*r+418*c^3*q*x-11*c^ 2*g^3-60*c^2*g^2*p-28*c^2*g^2*q+210*c^2*g^2*x-56*c^2*g*p^2-102*c^2*g*p*q-2*c^2* g*p*r+441*c^2*g*p*x-17*c^2*g*q^2+2*c^2*g*q*r+441*c^2*g*q*x-13*c^2*p^3-56*c^2*p^ 2*q-5*c^2*p^2*r+171*c^2*p^2*x-31*c^2*p*q^2+450*c^2*p*q*x-2*c^2*q^3+5*c^2*q^2*r+ 171*c^2*q^2*x-c*g^4-13*c*g^3*p-4*c*g^3*q+38*c*g^3*x-19*c*g^2*p^2-36*c*g^2*p*q+ 144*c*g^2*p*x-4*c*g^2*q^2+144*c*g^2*q*x-8*c*g*p^3-43*c*g*p^2*q-2*c*g*p^2*r+117* c*g*p^2*x-23*c*g*p*q^2+336*c*g*p*q*x-c*g*q^3+2*c*g*q^2*r+117*c*g*q^2*x-c*p^4-13 *c*p^3*q-c*p^3*r+25*c*p^3*x-15*c*p^2*q^2-5*c*p^2*q*r+141*c*p^2*q*x-3*c*p*q^3+5* c*p*q^2*r+141*c*p*q^2*x+c*q^3*r+25*c*q^3*x-g^4*p+2*g^4*x-2*g^3*p^2-4*g^3*p*q+14 *g^3*p*x+14*g^3*q*x-g^2*p^3-8*g^2*p^2*q+18*g^2*p^2*x-4*g^2*p*q^2+60*g^2*p*q*x+ 18*g^2*q^2*x-5*g*p^3*q+7*g*p^3*x-6*g*p^2*q^2-2*g*p^2*q*r+54*g*p^2*q*x-g*p*q^3+2 *g*p*q^2*r+54*g*p*q^2*x+7*g*q^3*x-p^4*q+p^4*x-2*p^3*q^2-p^3*q*r+13*p^3*q*x-p^2* q^3+24*p^2*q^2*x+p*q^3*r+13*p*q^3*x+q^4*x-8*a^4-52*a^3*b-112*a^3*c-34*a^3*g-20* a^3*p-44*a^3*q-4*a^3*r+44*a^3*x-60*a^2*b^2-296*a^2*b*c-100*a^2*b*g-100*a^2*b*p-\ 86*a^2*b*q-10*a^2*b*r+184*a^2*b*x-348*a^2*c^2-234*a^2*c*g-202*a^2*c*p-218*a^2*c *q-22*a^2*c*r+352*a^2*c*x-37*a^2*g^2-61*a^2*g*p-78*a^2*g*q-4*a^2*g*r+114*a^2*g* x-18*a^2*p^2-84*a^2*p*q-8*a^2*p*r+84*a^2*p*x-28*a^2*q^2-10*a^2*q*r+136*a^2*q*x-\ 16*a*b^3-168*a*b^2*c-54*a*b^2*g-82*a*b^2*p-32*a*b^2*q+10*a*b^2*r+184*a*b^2*x-\ 484*a*b*c^2-322*a*b*c*g-390*a*b*c*p-236*a*b*c*q+768*a*b*c*x-49*a*b*g^2-138*a*b* g*p-79*a*b*g*q+260*a*b*g*x-61*a*b*p^2-117*a*b*p*q-13*a*b*p*r+246*a*b*p*x-20*a*b *q^2+13*a*b*q*r+246*a*b*q*x-408*a*c^3-420*a*c^2*g-426*a*c^2*p-336*a*c^2*q-22*a* c^2*r+772*a*c^2*x-134*a*c*g^2-295*a*c*g*p-235*a*c*g*q-8*a*c*g*r+522*a*c*g*x-115 *a*c*p^2-285*a*c*p*q-29*a*c*p*r+450*a*c*p*x-76*a*c*q^2-7*a*c*q*r+528*a*c*q*x-13 *a*g^3-48*a*g^2*p-38*a*g^2*q+81*a*g^2*x-34*a*g*p^2-107*a*g*p*q-6*a*g*p*r+150*a* g*p*x-26*a*g*q^2-2*a*g*q*r+189*a*g*q*x-7*a*p^3-51*a*p^2*q-5*a*p^2*r+51*a*p^2*x-\ 38*a*p*q^2-13*a*p*q*r+180*a*p*q*x-4*a*q^3+4*a*q^2*r+77*a*q^2*x-16*b^3*c-4*b^3*g -12*b^3*p+4*b^3*r+44*b^3*x-108*b^2*c^2-66*b^2*c*g-118*b^2*c*p-32*b^2*c*q+22*b^2 *c*r+352*b^2*c*x-8*b^2*g^2-42*b^2*g*p-8*b^2*g*q+4*b^2*g*r+114*b^2*g*x-26*b^2*p^ 2-24*b^2*p*q+10*b^2*p*r+136*b^2*p*x+8*b^2*q*r+84*b^2*q*x-240*b*c^3-234*b*c^2*g-\ 326*b*c^2*p-150*b*c^2*q+22*b*c^2*r+772*b*c^2*x-67*b*c*g^2-232*b*c*g*p-95*b*c*g* q+8*b*c*g*r+522*b*c*g*x-121*b*c*p^2-165*b*c*p*q+7*b*c*p*r+528*b*c*p*x-20*b*c*q^ 2+29*b*c*q*r+450*b*c*q*x-5*b*g^3-39*b*g^2*p-12*b*g^2*q+81*b*g^2*x-44*b*g*p^2-61 *b*g*p*q+2*b*g*p*r+189*b*g*p*x-5*b*g*q^2+6*b*g*q*r+150*b*g*q*x-12*b*p^3-37*b*p^ 2*q-4*b*p^2*r+77*b*p^2*x-15*b*p*q^2+13*b*p*q*r+180*b*p*q*x+5*b*q^2*r+51*b*q^2*x -164*c^4-224*c^3*g-256*c^3*p-162*c^3*q+528*c^3*x-105*c^2*g^2-276*c^2*g*p-165*c^ 2*g*q+544*c^2*g*x-123*c^2*p^2-225*c^2*p*q-11*c^2*p*r+502*c^2*p*x-48*c^2*q^2+11* c^2*q*r+502*c^2*q*x-19*c*g^3-94*c*g^2*p-50*c*g^2*q+172*c*g^2*x-86*c*g*p^2-168*c *g*p*q-4*c*g*p*r+354*c*g*p*x-31*c*g*q^2+4*c*g*q*r+354*c*g*q*x-21*c*p^3-88*c*p^2 *q-9*c*p^2*r+136*c*p^2*x-53*c*p*q^2+360*c*p*q*x-4*c*q^3+9*c*q^2*r+136*c*q^2*x-g ^4-10*g^3*p-4*g^3*q+16*g^3*x-14*g^2*p^2-30*g^2*p*q+58*g^2*p*x-4*g^2*q^2+58*g^2* q*x-6*g*p^3-34*g*p^2*q-2*g*p^2*r+46*g*p^2*x-20*g*p*q^2+136*g*p*q*x-g*q^3+2*g*q^ 2*r+46*g*q^2*x-p^4-10*p^3*q-p^3*r+10*p^3*x-12*p^2*q^2-4*p^2*q*r+56*p^2*q*x-3*p* q^3+4*p*q^2*r+56*p*q^2*x+q^3*r+10*q^3*x-36*a^3-112*a^2*b-256*a^2*c-84*a^2*g-68* a^2*p-86*a^2*q-10*a^2*r+88*a^2*x-72*a*b^2-384*a*b*c-130*a*b*g-146*a*b*p-100*a*b *q+200*a*b*x-476*a*c^2-326*a*c*g-318*a*c*p-272*a*c*q-20*a*c*r+400*a*c*x-52*a*g^ 2-107*a*g*p-97*a*g*q-4*a*g*r+136*a*g*x-41*a*p^2-111*a*p*q-13*a*p*r+114*a*p*x-32 *a*q^2-3*a*q*r+138*a*q*x-8*b^3-96*b^2*c-30*b^2*g-50*b^2*p-16*b^2*q+10*b^2*r+88* b^2*x-296*b*c^2-196*b*c*g-256*b*c*p-132*b*c*q+20*b*c*r+400*b*c*x-29*b*g^2-92*b* g*p-43*b*g*q+4*b*g*r+136*b*g*x-45*b*p^2-69*b*p*q+3*b*p*r+138*b*p*x-10*b*q^2+13* b*q*r+114*b*q*x-264*c^3-272*c^2*g-300*c^2*p-202*c^2*q+416*c^2*x-86*c*g^2-214*c* g*p-140*c*g*q+288*c*g*x-94*c*p^2-180*c*p*q-10*c*p*r+262*c*p*x-42*c*q^2+10*c*q*r +262*c*q*x-8*g^3-36*g^2*p-22*g^2*q+46*g^2*x-32*g*p^2-68*g*p*q-2*g*p*r+93*g*p*x-\ 14*g*q^2+2*g*q*r+93*g*q*x-8*p^3-34*p^2*q-4*p^2*r+35*p^2*x-22*p*q^2+94*p*q*x-2*q ^3+4*q^2*r+35*q^2*x-60*a^2-100*a*b-240*a*c-82*a*g-76*a*p-72*a*q-6*a*r+76*a*x-28 *b^2-160*b*c-54*b*g-66*b*p-38*b*q+6*b*r+76*b*x-208*c^2-144*c*g-152*c*p-110*c*q+ 160*c*x-23*g^2-54*g*p-39*g*q+56*g*x-23*p^2-47*p*q-3*p*r+50*p*x-12*q^2+3*q*r+50* q*x-44*a-32*b-80*c-28*g-28*p-22*q+24*x-12)*dx^5-x^2*(x-1)^2*(24*a^5*b*x^2+48*a^ 5*c*x^2+12*a^5*g*x^2+24*a^5*q*x^2+96*a^4*b^2*x^2+360*a^4*b*c*x^2+112*a^4*b*g*x^ 2+84*a^4*b*p*x^2+156*a^4*b*q*x^2+40*a^4*b*r*x^2+360*a^4*c^2*x^2+224*a^4*c*g*x^2 +156*a^4*c*p*x^2+300*a^4*c*q*x^2+80*a^4*c*r*x^2+32*a^4*g^2*x^2+36*a^4*g*p*x^2+ 100*a^4*g*q*x^2+20*a^4*g*r*x^2+84*a^4*p*q*x^2+60*a^4*q^2*x^2+40*a^4*q*r*x^2+144 *a^3*b^3*x^2+840*a^3*b^2*c*x^2+276*a^3*b^2*g*x^2+276*a^3*b^2*p*x^2+324*a^3*b^2* q*x^2+120*a^3*b^2*r*x^2+1656*a^3*b*c^2*x^2+1076*a^3*b*c*g*x^2+1008*a^3*b*c*p*x^ 2+1296*a^3*b*c*q*x^2+440*a^3*b*c*r*x^2+164*a^3*b*g^2*x^2+316*a^3*b*g*p*x^2+444* a^3*b*g*q*x^2+140*a^3*b*g*r*x^2+114*a^3*b*p^2*x^2+444*a^3*b*p*q*x^2+100*a^3*b*p *r*x^2+234*a^3*b*q^2*x^2+180*a^3*b*q*r*x^2+1104*a^3*c^3*x^2+1088*a^3*c^2*g*x^2+ 948*a^3*c^2*p*x^2+1284*a^3*c^2*q*x^2+440*a^3*c^2*r*x^2+334*a^3*c*g^2*x^2+588*a^ 3*c*g*p*x^2+880*a^3*c*g*q*x^2+280*a^3*c*g*r*x^2+192*a^3*c*p^2*x^2+828*a^3*c*p*q *x^2+180*a^3*c*p*r*x^2+474*a^3*c*q^2*x^2+340*a^3*c*q*r*x^2+31*a^3*g^3*x^2+82*a^ 3*g^2*p*x^2+144*a^3*g^2*q*x^2+40*a^3*g^2*r*x^2+39*a^3*g*p^2*x^2+280*a^3*g*p*q*x ^2+40*a^3*g*p*r*x^2+168*a^3*g*q^2*x^2+120*a^3*g*q*r*x^2+114*a^3*p^2*q*x^2+168*a ^3*p*q^2*x^2+100*a^3*p*q*r*x^2+54*a^3*q^3*x^2+60*a^3*q^2*r*x^2+96*a^2*b^4*x^2+ 840*a^2*b^3*c*x^2+276*a^2*b^3*g*x^2+324*a^2*b^3*p*x^2+276*a^2*b^3*q*x^2+120*a^2 *b^3*r*x^2+2592*a^2*b^2*c^2*x^2+1704*a^2*b^2*c*g*x^2+1848*a^2*b^2*c*p*x^2+1848* a^2*b^2*c*q*x^2+720*a^2*b^2*c*r*x^2+264*a^2*b^2*g^2*x^2+624*a^2*b^2*g*p*x^2+624 *a^2*b^2*g*q*x^2+240*a^2*b^2*g*r*x^2+288*a^2*b^2*p^2*x^2+720*a^2*b^2*p*q*x^2+ 240*a^2*b^2*p*r*x^2+288*a^2*b^2*q^2*x^2+240*a^2*b^2*q*r*x^2+3504*a^2*b*c^3*x^2+ 3456*a^2*b*c^2*g*x^2+3540*a^2*b*c^2*p*x^2+3876*a^2*b*c^2*q*x^2+1440*a^2*b*c^2*r *x^2+1066*a^2*b*c*g^2*x^2+2348*a^2*b*c*g*p*x^2+2640*a^2*b*c*g*q*x^2+940*a^2*b*c *g*r*x^2+1026*a^2*b*c*p^2*x^2+2820*a^2*b*c*p*q*x^2+860*a^2*b*c*p*r*x^2+1308*a^2 *b*c*q^2*x^2+1020*a^2*b*c*q*r*x^2+101*a^2*b*g^3*x^2+364*a^2*b*g^2*p*x^2+426*a^2 *b*g^2*q*x^2+140*a^2*b*g^2*r*x^2+324*a^2*b*g*p^2*x^2+996*a^2*b*g*p*q*x^2+280*a^ 2*b*g*p*r*x^2+453*a^2*b*g*q^2*x^2+360*a^2*b*g*q*r*x^2+75*a^2*b*p^3*x^2+459*a^2* b*p^2*q*x^2+90*a^2*b*p^2*r*x^2+513*a^2*b*p*q^2*x^2+360*a^2*b*p*q*r*x^2+129*a^2* b*q^3*x^2+150*a^2*b*q^2*r*x^2+1752*a^2*c^4*x^2+2340*a^2*c^3*g*x^2+2232*a^2*c^3* p*x^2+2616*a^2*c^3*q*x^2+960*a^2*c^3*r*x^2+1098*a^2*c^2*g^2*x^2+2232*a^2*c^2*g* p*x^2+2700*a^2*c^2*g*q*x^2+960*a^2*c^2*g*r*x^2+894*a^2*c^2*p^2*x^2+2700*a^2*c^2 *p*q*x^2+780*a^2*c^2*p*r*x^2+1380*a^2*c^2*q^2*x^2+1020*a^2*c^2*q*r*x^2+209*a^2* c*g^3*x^2+692*a^2*c*g^2*p*x^2+882*a^2*c*g^2*q*x^2+290*a^2*c*g^2*r*x^2+548*a^2*c *g*p^2*x^2+1896*a^2*c*g*p*q*x^2+500*a^2*c*g*p*r*x^2+969*a^2*c*g*q^2*x^2+720*a^2 *c*g*q*r*x^2+111*a^2*c*p^3*x^2+831*a^2*c*p^2*q*x^2+140*a^2*c*p^2*r*x^2+1017*a^2 *c*p*q^2*x^2+660*a^2*c*p*q*r*x^2+297*a^2*c*q^3*x^2+330*a^2*c*q^2*r*x^2+13*a^2*g ^4*x^2+64*a^2*g^3*p*x^2+90*a^2*g^3*q*x^2+25*a^2*g^3*r*x^2+73*a^2*g^2*p^2*x^2+ 318*a^2*g^2*p*q*x^2+70*a^2*g^2*p*r*x^2+162*a^2*g^2*q^2*x^2+120*a^2*g^2*q*r*x^2+ 18*a^2*g*p^3*x^2+285*a^2*g*p^2*q*x^2+25*a^2*g*p^2*r*x^2+372*a^2*g*p*q^2*x^2+240 *a^2*g*p*q*r*x^2+105*a^2*g*q^3*x^2+120*a^2*g*q^2*r*x^2+75*a^2*p^3*q*x^2+171*a^2 *p^2*q^2*x^2+90*a^2*p^2*q*r*x^2+117*a^2*p*q^3*x^2+120*a^2*p*q^2*r*x^2+21*a^2*q^ 4*x^2+30*a^2*q^3*r*x^2+24*a*b^5*x^2+360*a*b^4*c*x^2+112*a*b^4*g*x^2+156*a*b^4*p *x^2+84*a*b^4*q*x^2+40*a*b^4*r*x^2+1656*a*b^3*c^2*x^2+1076*a*b^3*c*g*x^2+1296*a *b^3*c*p*x^2+1008*a*b^3*c*q*x^2+440*a*b^3*c*r*x^2+164*a*b^3*g^2*x^2+444*a*b^3*g *p*x^2+316*a*b^3*g*q*x^2+140*a*b^3*g*r*x^2+234*a*b^3*p^2*x^2+444*a*b^3*p*q*x^2+ 180*a*b^3*p*r*x^2+114*a*b^3*q^2*x^2+100*a*b^3*q*r*x^2+3504*a*b^2*c^3*x^2+3456*a *b^2*c^2*g*x^2+3876*a*b^2*c^2*p*x^2+3540*a*b^2*c^2*q*x^2+1440*a*b^2*c^2*r*x^2+ 1066*a*b^2*c*g^2*x^2+2640*a*b^2*c*g*p*x^2+2348*a*b^2*c*g*q*x^2+940*a*b^2*c*g*r* x^2+1308*a*b^2*c*p^2*x^2+2820*a*b^2*c*p*q*x^2+1020*a*b^2*c*p*r*x^2+1026*a*b^2*c *q^2*x^2+860*a*b^2*c*q*r*x^2+101*a*b^2*g^3*x^2+426*a*b^2*g^2*p*x^2+364*a*b^2*g^ 2*q*x^2+140*a*b^2*g^2*r*x^2+453*a*b^2*g*p^2*x^2+996*a*b^2*g*p*q*x^2+360*a*b^2*g *p*r*x^2+324*a*b^2*g*q^2*x^2+280*a*b^2*g*q*r*x^2+129*a*b^2*p^3*x^2+513*a*b^2*p^ 2*q*x^2+150*a*b^2*p^2*r*x^2+459*a*b^2*p*q^2*x^2+360*a*b^2*p*q*r*x^2+75*a*b^2*q^ 3*x^2+90*a*b^2*q^2*r*x^2+3600*a*b*c^4*x^2+4760*a*b*c^3*g*x^2+5088*a*b*c^3*p*x^2 +5088*a*b*c^3*q*x^2+2000*a*b*c^3*r*x^2+2212*a*b*c^2*g^2*x^2+5164*a*b*c^2*g*p*x^ 2+5164*a*b*c^2*g*q*x^2+1960*a*b*c^2*g*r*x^2+2442*a*b*c^2*p^2*x^2+5736*a*b*c^2*p *q*x^2+1960*a*b*c^2*p*r*x^2+2442*a*b*c^2*q^2*x^2+1960*a*b*c^2*q*r*x^2+418*a*b*c *g^3*x^2+1646*a*b*c*g^2*p*x^2+1646*a*b*c*g^2*q*x^2+580*a*b*c*g^2*r*x^2+1649*a*b *c*g*p^2*x^2+4056*a*b*c*g*p*q*x^2+1340*a*b*c*g*p*r*x^2+1649*a*b*c*g*q^2*x^2+ 1340*a*b*c*g*q*r*x^2+450*a*b*c*p^3*x^2+1974*a*b*c*p^2*q*x^2+530*a*b*c*p^2*r*x^2 +1974*a*b*c*p*q^2*x^2+1440*a*b*c*p*q*r*x^2+450*a*b*c*q^3*x^2+530*a*b*c*q^2*r*x^ 2+26*a*b*g^4*x^2+162*a*b*g^3*p*x^2+162*a*b*g^3*q*x^2+50*a*b*g^3*r*x^2+259*a*b*g ^2*p^2*x^2+684*a*b*g^2*p*q*x^2+210*a*b*g^2*p*r*x^2+259*a*b*g^2*q^2*x^2+210*a*b* g^2*q*r*x^2+143*a*b*g*p^3*x^2+717*a*b*g*p^2*q*x^2+175*a*b*g*p^2*r*x^2+717*a*b*g *p*q^2*x^2+540*a*b*g*p*q*r*x^2+143*a*b*g*q^3*x^2+175*a*b*g*q^2*r*x^2+24*a*b*p^4 *x^2+204*a*b*p^3*q*x^2+35*a*b*p^3*r*x^2+360*a*b*p^2*q^2*x^2+225*a*b*p^2*q*r*x^2 +204*a*b*p*q^3*x^2+225*a*b*p*q^2*r*x^2+24*a*b*q^4*x^2+35*a*b*q^3*r*x^2+1440*a*c ^5*x^2+2416*a*c^4*g*x^2+2424*a*c^4*p*x^2+2616*a*c^4*q*x^2+1000*a*c^4*r*x^2+1520 *a*c^3*g^2*x^2+3312*a*c^3*g*p*x^2+3592*a*c^3*g*q*x^2+1340*a*c^3*g*r*x^2+1446*a* c^3*p^2*x^2+3744*a*c^3*p*q*x^2+1200*a*c^3*p*r*x^2+1770*a*c^3*q^2*x^2+1360*a*c^3 *q*r*x^2+436*a*c^2*g^3*x^2+1594*a*c^2*g^2*p*x^2+1750*a*c^2*g^2*q*x^2+610*a*c^2* g^2*r*x^2+1459*a*c^2*g*p^2*x^2+3984*a*c^2*g*p*q*x^2+1240*a*c^2*g*p*r*x^2+1841*a *c^2*g*q^2*x^2+1420*a*c^2*g*q*r*x^2+357*a*c^2*p^3*x^2+1833*a*c^2*p^2*q*x^2+430* a*c^2*p^2*r*x^2+2019*a*c^2*p*q^2*x^2+1380*a*c^2*p*q*r*x^2+543*a*c^2*q^3*x^2+620 *a*c^2*q^2*r*x^2+54*a*c*g^4*x^2+312*a*c*g^3*p*x^2+352*a*c*g^3*q*x^2+105*a*c*g^3 *r*x^2+453*a*c*g^2*p^2*x^2+1350*a*c*g^2*p*q*x^2+390*a*c*g^2*p*r*x^2+603*a*c*g^2 *q^2*x^2+460*a*c*g^2*q*r*x^2+213*a*c*g*p^3*x^2+1314*a*c*g*p^2*q*x^2+270*a*c*g*p ^2*r*x^2+1473*a*c*g*p*q^2*x^2+1020*a*c*g*p*q*r*x^2+372*a*c*g*q^3*x^2+435*a*c*g* q^2*r*x^2+30*a*c*p^4*x^2+360*a*c*p^3*q*x^2+45*a*c*p^3*r*x^2+702*a*c*p^2*q^2*x^2 +405*a*c*p^2*q*r*x^2+444*a*c*p*q^3*x^2+465*a*c*p*q^2*r*x^2+72*a*c*q^4*x^2+105*a *c*q^3*r*x^2+2*a*g^5*x^2+20*a*g^4*p*x^2+24*a*g^4*q*x^2+5*a*g^4*r*x^2+41*a*g^3*p ^2*x^2+144*a*g^3*p*q*x^2+35*a*g^3*p*r*x^2+61*a*g^3*q^2*x^2+45*a*g^3*q*r*x^2+26* a*g^2*p^3*x^2+225*a*g^2*p^2*q*x^2+35*a*g^2*p^2*r*x^2+258*a*g^2*p*q^2*x^2+180*a* g^2*p*q*r*x^2+59*a*g^2*q^3*x^2+70*a*g^2*q^2*r*x^2+3*a*g*p^4*x^2+125*a*g*p^3*q*x ^2+5*a*g*p^3*r*x^2+264*a*g*p^2*q^2*x^2+150*a*g*p^2*q*r*x^2+165*a*g*p*q^3*x^2+ 180*a*g*p*q^2*r*x^2+23*a*g*q^4*x^2+35*a*g*q^3*r*x^2+24*a*p^4*q*x^2+75*a*p^3*q^2 *x^2+35*a*p^3*q*r*x^2+81*a*p^2*q^3*x^2+75*a*p^2*q^2*r*x^2+33*a*p*q^4*x^2+45*a*p *q^3*r*x^2+3*a*q^5*x^2+5*a*q^4*r*x^2+48*b^5*c*x^2+12*b^5*g*x^2+24*b^5*p*x^2+360 *b^4*c^2*x^2+224*b^4*c*g*x^2+300*b^4*c*p*x^2+156*b^4*c*q*x^2+80*b^4*c*r*x^2+32* b^4*g^2*x^2+100*b^4*g*p*x^2+36*b^4*g*q*x^2+20*b^4*g*r*x^2+60*b^4*p^2*x^2+84*b^4 *p*q*x^2+40*b^4*p*r*x^2+1104*b^3*c^3*x^2+1088*b^3*c^2*g*x^2+1284*b^3*c^2*p*x^2+ 948*b^3*c^2*q*x^2+440*b^3*c^2*r*x^2+334*b^3*c*g^2*x^2+880*b^3*c*g*p*x^2+588*b^3 *c*g*q*x^2+280*b^3*c*g*r*x^2+474*b^3*c*p^2*x^2+828*b^3*c*p*q*x^2+340*b^3*c*p*r* x^2+192*b^3*c*q^2*x^2+180*b^3*c*q*r*x^2+31*b^3*g^3*x^2+144*b^3*g^2*p*x^2+82*b^3 *g^2*q*x^2+40*b^3*g^2*r*x^2+168*b^3*g*p^2*x^2+280*b^3*g*p*q*x^2+120*b^3*g*p*r*x ^2+39*b^3*g*q^2*x^2+40*b^3*g*q*r*x^2+54*b^3*p^3*x^2+168*b^3*p^2*q*x^2+60*b^3*p^ 2*r*x^2+114*b^3*p*q^2*x^2+100*b^3*p*q*r*x^2+1752*b^2*c^4*x^2+2340*b^2*c^3*g*x^2 +2616*b^2*c^3*p*x^2+2232*b^2*c^3*q*x^2+960*b^2*c^3*r*x^2+1098*b^2*c^2*g^2*x^2+ 2700*b^2*c^2*g*p*x^2+2232*b^2*c^2*g*q*x^2+960*b^2*c^2*g*r*x^2+1380*b^2*c^2*p^2* x^2+2700*b^2*c^2*p*q*x^2+1020*b^2*c^2*p*r*x^2+894*b^2*c^2*q^2*x^2+780*b^2*c^2*q *r*x^2+209*b^2*c*g^3*x^2+882*b^2*c*g^2*p*x^2+692*b^2*c*g^2*q*x^2+290*b^2*c*g^2* r*x^2+969*b^2*c*g*p^2*x^2+1896*b^2*c*g*p*q*x^2+720*b^2*c*g*p*r*x^2+548*b^2*c*g* q^2*x^2+500*b^2*c*g*q*r*x^2+297*b^2*c*p^3*x^2+1017*b^2*c*p^2*q*x^2+330*b^2*c*p^ 2*r*x^2+831*b^2*c*p*q^2*x^2+660*b^2*c*p*q*r*x^2+111*b^2*c*q^3*x^2+140*b^2*c*q^2 *r*x^2+13*b^2*g^4*x^2+90*b^2*g^3*p*x^2+64*b^2*g^3*q*x^2+25*b^2*g^3*r*x^2+162*b^ 2*g^2*p^2*x^2+318*b^2*g^2*p*q*x^2+120*b^2*g^2*p*r*x^2+73*b^2*g^2*q^2*x^2+70*b^2 *g^2*q*r*x^2+105*b^2*g*p^3*x^2+372*b^2*g*p^2*q*x^2+120*b^2*g*p^2*r*x^2+285*b^2* g*p*q^2*x^2+240*b^2*g*p*q*r*x^2+18*b^2*g*q^3*x^2+25*b^2*g*q^2*r*x^2+21*b^2*p^4* x^2+117*b^2*p^3*q*x^2+30*b^2*p^3*r*x^2+171*b^2*p^2*q^2*x^2+120*b^2*p^2*q*r*x^2+ 75*b^2*p*q^3*x^2+90*b^2*p*q^2*r*x^2+1440*b*c^5*x^2+2416*b*c^4*g*x^2+2616*b*c^4* p*x^2+2424*b*c^4*q*x^2+1000*b*c^4*r*x^2+1520*b*c^3*g^2*x^2+3592*b*c^3*g*p*x^2+ 3312*b*c^3*g*q*x^2+1340*b*c^3*g*r*x^2+1770*b*c^3*p^2*x^2+3744*b*c^3*p*q*x^2+ 1360*b*c^3*p*r*x^2+1446*b*c^3*q^2*x^2+1200*b*c^3*q*r*x^2+436*b*c^2*g^3*x^2+1750 *b*c^2*g^2*p*x^2+1594*b*c^2*g^2*q*x^2+610*b*c^2*g^2*r*x^2+1841*b*c^2*g*p^2*x^2+ 3984*b*c^2*g*p*q*x^2+1420*b*c^2*g*p*r*x^2+1459*b*c^2*g*q^2*x^2+1240*b*c^2*g*q*r *x^2+543*b*c^2*p^3*x^2+2019*b*c^2*p^2*q*x^2+620*b*c^2*p^2*r*x^2+1833*b*c^2*p*q^ 2*x^2+1380*b*c^2*p*q*r*x^2+357*b*c^2*q^3*x^2+430*b*c^2*q^2*r*x^2+54*b*c*g^4*x^2 +352*b*c*g^3*p*x^2+312*b*c*g^3*q*x^2+105*b*c*g^3*r*x^2+603*b*c*g^2*p^2*x^2+1350 *b*c*g^2*p*q*x^2+460*b*c*g^2*p*r*x^2+453*b*c*g^2*q^2*x^2+390*b*c*g^2*q*r*x^2+ 372*b*c*g*p^3*x^2+1473*b*c*g*p^2*q*x^2+435*b*c*g*p^2*r*x^2+1314*b*c*g*p*q^2*x^2 +1020*b*c*g*p*q*r*x^2+213*b*c*g*q^3*x^2+270*b*c*g*q^2*r*x^2+72*b*c*p^4*x^2+444* b*c*p^3*q*x^2+105*b*c*p^3*r*x^2+702*b*c*p^2*q^2*x^2+465*b*c*p^2*q*r*x^2+360*b*c *p*q^3*x^2+405*b*c*p*q^2*r*x^2+30*b*c*q^4*x^2+45*b*c*q^3*r*x^2+2*b*g^5*x^2+24*b *g^4*p*x^2+20*b*g^4*q*x^2+5*b*g^4*r*x^2+61*b*g^3*p^2*x^2+144*b*g^3*p*q*x^2+45*b *g^3*p*r*x^2+41*b*g^3*q^2*x^2+35*b*g^3*q*r*x^2+59*b*g^2*p^3*x^2+258*b*g^2*p^2*q *x^2+70*b*g^2*p^2*r*x^2+225*b*g^2*p*q^2*x^2+180*b*g^2*p*q*r*x^2+26*b*g^2*q^3*x^ 2+35*b*g^2*q^2*r*x^2+23*b*g*p^4*x^2+165*b*g*p^3*q*x^2+35*b*g*p^3*r*x^2+264*b*g* p^2*q^2*x^2+180*b*g*p^2*q*r*x^2+125*b*g*p*q^3*x^2+150*b*g*p*q^2*r*x^2+3*b*g*q^4 *x^2+5*b*g*q^3*r*x^2+3*b*p^5*x^2+33*b*p^4*q*x^2+5*b*p^4*r*x^2+81*b*p^3*q^2*x^2+ 45*b*p^3*q*r*x^2+75*b*p^2*q^3*x^2+75*b*p^2*q^2*r*x^2+24*b*p*q^4*x^2+35*b*p*q^3* r*x^2+480*c^6*x^2+976*c^5*g*x^2+1008*c^5*p*x^2+1008*c^5*q*x^2+400*c^5*r*x^2+776 *c^4*g^2*x^2+1744*c^4*g*p*x^2+1744*c^4*g*q*x^2+680*c^4*g*r*x^2+804*c^4*p^2*x^2+ 1872*c^4*p*q*x^2+640*c^4*p*r*x^2+804*c^4*q^2*x^2+640*c^4*q*r*x^2+300*c^3*g^3*x^ 2+1140*c^3*g^2*p*x^2+1140*c^3*g^2*q*x^2+420*c^3*g^2*r*x^2+1118*c^3*g*p^2*x^2+ 2672*c^3*g*p*q*x^2+900*c^3*g*p*r*x^2+1118*c^3*g*q^2*x^2+900*c^3*g*q*r*x^2+300*c ^3*p^3*x^2+1284*c^3*p^2*q*x^2+350*c^3*p^2*r*x^2+1284*c^3*p*q^2*x^2+920*c^3*p*q* r*x^2+300*c^3*q^3*x^2+350*c^3*q^2*r*x^2+56*c^2*g^4*x^2+344*c^2*g^3*p*x^2+344*c^ 2*g^3*q*x^2+110*c^2*g^3*r*x^2+548*c^2*g^2*p^2*x^2+1368*c^2*g^2*p*q*x^2+440*c^2* g^2*p*r*x^2+548*c^2*g^2*q^2*x^2+440*c^2*g^2*q*r*x^2+303*c^2*g*p^3*x^2+1401*c^2* g*p^2*q*x^2+365*c^2*g*p^2*r*x^2+1401*c^2*g*p*q^2*x^2+1020*c^2*g*p*q*r*x^2+303*c ^2*g*q^3*x^2+365*c^2*g*q^2*r*x^2+51*c^2*p^4*x^2+402*c^2*p^3*q*x^2+75*c^2*p^3*r* x^2+702*c^2*p^2*q^2*x^2+435*c^2*p^2*q*r*x^2+402*c^2*p*q^3*x^2+435*c^2*p*q^2*r*x ^2+51*c^2*q^4*x^2+75*c^2*q^3*r*x^2+4*c*g^5*x^2+46*c*g^4*p*x^2+46*c*g^4*q*x^2+10 *c*g^4*r*x^2+109*c*g^3*p^2*x^2+294*c*g^3*p*q*x^2+85*c*g^3*p*r*x^2+109*c*g^3*q^2 *x^2+85*c*g^3*q*r*x^2+93*c*g^2*p^3*x^2+489*c*g^2*p^2*q*x^2+115*c*g^2*p^2*r*x^2+ 489*c*g^2*p*q^2*x^2+360*c*g^2*p*q*r*x^2+93*c*g^2*q^3*x^2+115*c*g^2*q^2*r*x^2+29 *c*g*p^4*x^2+293*c*g*p^3*q*x^2+45*c*g*p^3*r*x^2+528*c*g*p^2*q^2*x^2+330*c*g*p^2 *q*r*x^2+293*c*g*p*q^3*x^2+330*c*g*p*q^2*r*x^2+29*c*g*q^4*x^2+45*c*g*q^3*r*x^2+ 3*c*p^5*x^2+57*c*p^4*q*x^2+5*c*p^4*r*x^2+156*c*p^3*q^2*x^2+80*c*p^3*q*r*x^2+156 *c*p^2*q^3*x^2+150*c*p^2*q^2*r*x^2+57*c*p*q^4*x^2+80*c*p*q^3*r*x^2+3*c*q^5*x^2+ 5*c*q^4*r*x^2+2*g^5*p*x^2+2*g^5*q*x^2+7*g^4*p^2*x^2+22*g^4*p*q*x^2+5*g^4*p*r*x^ 2+7*g^4*q^2*x^2+5*g^4*q*r*x^2+8*g^3*p^3*x^2+54*g^3*p^2*q*x^2+10*g^3*p^2*r*x^2+ 54*g^3*p*q^2*x^2+40*g^3*p*q*r*x^2+8*g^3*q^3*x^2+10*g^3*q^2*r*x^2+3*g^2*p^4*x^2+ 51*g^2*p^3*q*x^2+5*g^2*p^3*r*x^2+96*g^2*p^2*q^2*x^2+60*g^2*p^2*q*r*x^2+51*g^2*p *q^3*x^2+60*g^2*p*q^2*r*x^2+3*g^2*q^4*x^2+5*g^2*q^3*r*x^2+20*g*p^4*q*x^2+60*g*p ^3*q^2*x^2+30*g*p^3*q*r*x^2+60*g*p^2*q^3*x^2+60*g*p^2*q^2*r*x^2+20*g*p*q^4*x^2+ 30*g*p*q^3*r*x^2+3*p^5*q*x^2+12*p^4*q^2*x^2+5*p^4*q*r*x^2+18*p^3*q^3*x^2+15*p^3 *q^2*r*x^2+12*p^2*q^4*x^2+15*p^2*q^3*r*x^2+3*p*q^5*x^2+5*p*q^4*r*x^2-48*a^5*b*x -96*a^5*c*x-24*a^5*g*x-48*a^5*q*x+24*a^5*x^2-144*a^4*b^2*x-600*a^4*b*c*x-192*a^ 4*b*g*x-168*a^4*b*p*x-228*a^4*b*q*x-76*a^4*b*r*x+188*a^4*b*x^2-648*a^4*c^2*x-\ 408*a^4*c*g*x-312*a^4*c*p*x-492*a^4*c*q*x-140*a^4*c*r*x+352*a^4*c*x^2-60*a^4*g^ 2*x-72*a^4*g*p*x-168*a^4*g*q*x-32*a^4*g*r*x+110*a^4*g*x^2-168*a^4*p*q*x+84*a^4* p*x^2-84*a^4*q^2*x-76*a^4*q*r*x+152*a^4*q*x^2+40*a^4*r*x^2-144*a^3*b^3*x-1032*a ^3*b^2*c*x-344*a^3*b^2*g*x-420*a^3*b^2*p*x-312*a^3*b^2*q*x-156*a^3*b^2*r*x+444* a^3*b^2*x^2-2376*a^3*b*c^2*x-1564*a^3*b*c*g*x-1704*a^3*b*c*p*x-1560*a^3*b*c*q*x -680*a^3*b*c*r*x+1744*a^3*b*c*x^2-244*a^3*b*g^2*x-552*a^3*b*g*p*x-540*a^3*b*g*q *x-220*a^3*b*g*r*x+572*a^3*b*g*x^2-228*a^3*b*p^2*x-660*a^3*b*p*q*x-196*a^3*b*p* r*x+560*a^3*b*p*x^2-216*a^3*b*q^2*x-240*a^3*b*q*r*x+696*a^3*b*q*x^2-20*a^3*b*r^ 2*x+340*a^3*b*r*x^2-1776*a^3*c^3*x-1772*a^3*c^2*g*x-1716*a^3*c^2*p*x-1800*a^3*c ^2*q*x-716*a^3*c^2*r*x+1696*a^3*c^2*x^2-556*a^3*c*g^2*x-1080*a^3*c*g*p*x-1248*a ^3*c*g*q*x-444*a^3*c*g*r*x+1104*a^3*c*g*x^2-384*a^3*c*p^2*x-1380*a^3*c*p*q*x-\ 324*a^3*c*p*r*x+1026*a^3*c*p*x^2-552*a^3*c*q^2*x-544*a^3*c*q*r*x+1388*a^3*c*q*x ^2-20*a^3*c*r^2*x+640*a^3*c*r*x^2-54*a^3*g^3*x-156*a^3*g^2*p*x-208*a^3*g^2*q*x-\ 64*a^3*g^2*r*x+171*a^3*g^2*x^2-78*a^3*g*p^2*x-480*a^3*g*p*q*x-64*a^3*g*p*r*x+ 321*a^3*g*p*x^2-196*a^3*g*q^2*x-188*a^3*g*q*r*x+466*a^3*g*q*x^2+190*a^3*g*r*x^2 -228*a^3*p^2*q*x+114*a^3*p^2*x^2-240*a^3*p*q^2*x-196*a^3*p*q*r*x+452*a^3*p*q*x^ 2+100*a^3*p*r*x^2-48*a^3*q^3*x-84*a^3*q^2*r*x+270*a^3*q^2*x^2-20*a^3*q*r^2*x+ 280*a^3*q*r*x^2-48*a^2*b^4*x-648*a^2*b^3*c*x-208*a^2*b^3*g*x-336*a^2*b^3*p*x-\ 132*a^2*b^3*q*x-84*a^2*b^3*r*x+444*a^2*b^3*x^2-2592*a^2*b^2*c^2*x-1704*a^2*b^2* c*g*x-2316*a^2*b^2*c*p*x-1380*a^2*b^2*c*q*x-720*a^2*b^2*c*r*x+2784*a^2*b^2*c*x^ 2-264*a^2*b^2*g^2*x-796*a^2*b^2*g*p*x-452*a^2*b^2*g*q*x-240*a^2*b^2*g*r*x+924*a ^2*b^2*g*x^2-444*a^2*b^2*p^2*x-720*a^2*b^2*p*q*x-312*a^2*b^2*p*r*x+1020*a^2*b^2 *p*x^2-132*a^2*b^2*q^2*x-168*a^2*b^2*q*r*x+1020*a^2*b^2*q*x^2+600*a^2*b^2*r*x^2 -4272*a^2*b*c^3*x-4236*a^2*b*c^2*g*x-5160*a^2*b*c^2*p*x-3804*a^2*b*c^2*q*x-1836 *a^2*b*c^2*r*x+5616*a^2*b*c^2*x^2-1320*a^2*b*c*g^2*x-3476*a^2*b*c*g*p*x-2584*a^ 2*b*c*g*q*x-1204*a^2*b*c*g*r*x+3744*a^2*b*c*g*x^2-1758*a^2*b*c*p^2*x-3468*a^2*b *c*p*q*x-1340*a^2*b*c*p*r*x+3904*a^2*b*c*p*x^2-942*a^2*b*c*q^2*x-1056*a^2*b*c*q *r*x+4266*a^2*b*c*q*x^2-60*a^2*b*c*r^2*x+2320*a^2*b*c*r*x^2-128*a^2*b*g^3*x-554 *a^2*b*g^2*p*x-414*a^2*b*g^2*q*x-184*a^2*b*g^2*r*x+597*a^2*b*g^2*x^2-576*a^2*b* g*p^2*x-1242*a^2*b*g*p*q*x-446*a^2*b*g*p*r*x+1304*a^2*b*g*p*x^2-314*a^2*b*g*q^2 *x-366*a^2*b*g*q*r*x+1449*a^2*b*g*q*x^2-20*a^2*b*g*r^2*x+770*a^2*b*g*r*x^2-150* a^2*b*p^3*x-693*a^2*b*p^2*q*x-183*a^2*b*p^2*r*x+603*a^2*b*p^2*x^2-492*a^2*b*p*q ^2*x-480*a^2*b*p*q*r*x+1566*a^2*b*p*q*x^2-40*a^2*b*p*r^2*x+660*a^2*b*p*r*x^2-57 *a^2*b*q^3*x-105*a^2*b*q^2*r*x+759*a^2*b*q^2*x^2+840*a^2*b*q*r*x^2-2472*a^2*c^4 *x-3340*a^2*c^3*g*x-3612*a^2*c^3*p*x-3108*a^2*c^3*q*x-1392*a^2*c^3*r*x+3720*a^2 *c^3*x^2-1596*a^2*c^2*g^2*x-3664*a^2*c^2*g*p*x-3224*a^2*c^2*g*q*x-1380*a^2*c^2* g*r*x+3714*a^2*c^2*g*x^2-1626*a^2*c^2*p^2*x-3852*a^2*c^2*p*q*x-1284*a^2*c^2*p*r *x+3720*a^2*c^2*p*x^2-1314*a^2*c^2*q^2*x-1344*a^2*c^2*q*r*x+4350*a^2*c^2*q*x^2-\ 60*a^2*c^2*r^2*x+2280*a^2*c^2*r*x^2-314*a^2*c*g^3*x-1166*a^2*c*g^2*p*x-1062*a^2 *c*g^2*q*x-424*a^2*c*g^2*r*x+1183*a^2*c*g^2*x^2-1014*a^2*c*g*p^2*x-2742*a^2*c*g *p*q*x-798*a^2*c*g*p*r*x+2452*a^2*c*g*p*x^2-914*a^2*c*g*q^2*x-930*a^2*c*g*q*r*x +2973*a^2*c*g*q*x^2-20*a^2*c*g*r^2*x+1500*a^2*c*g*r*x^2-222*a^2*c*p^3*x-1407*a^ 2*c*p^2*q*x-263*a^2*c*p^2*r*x+1075*a^2*c*p^2*x^2-1212*a^2*c*p*q^2*x-1068*a^2*c* p*q*r*x+3048*a^2*c*p*q*x^2-40*a^2*c*p*r^2*x+1170*a^2*c*p*r*x^2-207*a^2*c*q^3*x-\ 357*a^2*c*q^2*r*x+1593*a^2*c*q^2*x^2-60*a^2*c*q*r^2*x+1680*a^2*c*q*r*x^2-21*a^2 *g^4*x-114*a^2*g^3*p*x-110*a^2*g^3*q*x-40*a^2*g^3*r*x+119*a^2*g^3*x^2-141*a^2*g ^2*p^2*x-470*a^2*g^2*p*q*x-112*a^2*g^2*p*r*x+383*a^2*g^2*p*x^2-150*a^2*g^2*q^2* x-152*a^2*g^2*q*r*x+486*a^2*g^2*q*x^2+225*a^2*g^2*r*x^2-36*a^2*g*p^3*x-498*a^2* g*p^2*q*x-40*a^2*g*p^2*r*x+335*a^2*g*p^2*x^2-446*a^2*g*p*q^2*x-382*a^2*g*p*q*r* x+1047*a^2*g*p*q*x^2+345*a^2*g*p*r*x^2-70*a^2*g*q^3*x-126*a^2*g*q^2*r*x+558*a^2 *g*q^2*x^2-20*a^2*g*q*r^2*x+600*a^2*g*q*r*x^2-150*a^2*p^3*q*x+75*a^2*p^3*x^2-\ 249*a^2*p^2*q^2*x-183*a^2*p^2*q*r*x+486*a^2*p^2*q*x^2+90*a^2*p^2*r*x^2-108*a^2* p*q^3*x-168*a^2*p*q^2*r*x+591*a^2*p*q^2*x^2-40*a^2*p*q*r^2*x+540*a^2*p*q*r*x^2-\ 9*a^2*q^4*x-21*a^2*q^3*r*x+180*a^2*q^3*x^2+270*a^2*q^2*r*x^2-120*a*b^4*c*x-32*a *b^4*g*x-84*a*b^4*p*x-4*a*b^4*r*x+188*a*b^4*x^2-936*a*b^3*c^2*x-588*a*b^3*c*g*x -1032*a*b^3*c*p*x-312*a*b^3*c*q*x-200*a*b^3*c*r*x+1744*a*b^3*c*x^2-84*a*b^3*g^2 *x-348*a*b^3*g*p*x-80*a*b^3*g*q*x-60*a*b^3*g*r*x+572*a*b^3*g*x^2-252*a*b^3*p^2* x-228*a*b^3*p*q*x-120*a*b^3*p*r*x+696*a*b^3*p*x^2-4*a*b^3*q*r*x+560*a*b^3*q*x^2 +20*a*b^3*r^2*x+340*a*b^3*r*x^2-2736*a*b^2*c^3*x-2676*a*b^2*c^2*g*x-3948*a*b^2* c^2*p*x-1920*a*b^2*c^2*q*x-1044*a*b^2*c^2*r*x+5616*a*b^2*c^2*x^2-812*a*b^2*c*g^ 2*x-2696*a*b^2*c*g*p*x-1220*a*b^2*c*g*q*x-676*a*b^2*c*g*r*x+3744*a*b^2*c*g*x^2-\ 1674*a*b^2*c*p^2*x-2172*a*b^2*c*p*q*x-984*a*b^2*c*p*r*x+4266*a*b^2*c*p*x^2-294* a*b^2*c*q^2*x-380*a*b^2*c*q*r*x+3904*a*b^2*c*q*x^2+60*a*b^2*c*r^2*x+2320*a*b^2* c*r*x^2-74*a*b^2*g^3*x-438*a*b^2*g^2*p*x-174*a*b^2*g^2*q*x-96*a*b^2*g^2*r*x+597 *a*b^2*g^2*x^2-592*a*b^2*g*p^2*x-750*a*b^2*g*p*q*x-354*a*b^2*g*p*r*x+1449*a*b^2 *g*p*x^2-72*a*b^2*g*q^2*x-114*a*b^2*g*q*r*x+1304*a*b^2*g*q*x^2+20*a*b^2*g*r^2*x +770*a*b^2*g*r*x^2-201*a*b^2*p^3*x-534*a*b^2*p^2*q*x-195*a*b^2*p^2*r*x+759*a*b^ 2*p^2*x^2-225*a*b^2*p*q^2*x-240*a*b^2*p*q*r*x+1566*a*b^2*p*q*x^2+840*a*b^2*p*r* x^2+3*a*b^2*q^2*r*x+603*a*b^2*q^2*x^2+40*a*b^2*q*r^2*x+660*a*b^2*q*r*x^2-3600*a *b*c^4*x-4760*a*b*c^3*g*x-6288*a*b*c^3*p*x-3888*a*b*c^3*q*x-2000*a*b*c^3*r*x+ 7696*a*b*c^3*x^2-2212*a*b*c^2*g^2*x-6424*a*b*c^2*g*p*x-3904*a*b*c^2*g*q*x-1960* a*b*c^2*g*r*x+7764*a*b*c^2*g*x^2-3618*a*b*c^2*p^2*x-5736*a*b*c^2*p*q*x-2452*a*b *c^2*p*r*x+8414*a*b*c^2*p*x^2-1266*a*b*c^2*q^2*x-1468*a*b*c^2*q*r*x+8414*a*b*c^ 2*q*x^2+4840*a*b*c^2*r*x^2-418*a*b*c*g^3*x-2074*a*b*c*g^2*p*x-1218*a*b*c*g^2*q* x-580*a*b*c*g^2*r*x+2502*a*b*c*g^2*x^2-2489*a*b*c*g*p^2*x-4056*a*b*c*g*p*q*x-\ 1696*a*b*c*g*p*r*x+5717*a*b*c*g*p*x^2-809*a*b*c*g*q^2*x-984*a*b*c*g*q*r*x+5717* a*b*c*g*q*x^2+3220*a*b*c*g*r*x^2-780*a*b*c*p^3*x-2484*a*b*c*p^2*q*x-836*a*b*c*p ^2*r*x+2830*a*b*c*p^2*x^2-1464*a*b*c*p*q^2*x-1440*a*b*c*p*q*r*x+6420*a*b*c*p*q* x^2-80*a*b*c*p*r^2*x+3130*a*b*c*p*r*x^2-120*a*b*c*q^3*x-224*a*b*c*q^2*r*x+2830* a*b*c*q^2*x^2+80*a*b*c*q*r^2*x+3130*a*b*c*q*r*x^2-26*a*b*g^4*x-210*a*b*g^3*p*x-\ 114*a*b*g^3*q*x-50*a*b*g^3*r*x+254*a*b*g^3*x^2-404*a*b*g^2*p^2*x-684*a*b*g^2*p* q*x-276*a*b*g^2*p*r*x+929*a*b*g^2*p*x^2-114*a*b*g^2*q^2*x-144*a*b*g^2*q*r*x+929 *a*b*g^2*q*x^2+490*a*b*g^2*r*x^2-258*a*b*g*p^3*x-918*a*b*g*p^2*q*x-284*a*b*g*p^ 2*r*x+965*a*b*g*p^2*x^2-516*a*b*g*p*q^2*x-540*a*b*g*p*q*r*x+2238*a*b*g*p*q*x^2-\ 30*a*b*g*p*r^2*x+1085*a*b*g*p*r*x^2-28*a*b*g*q^3*x-66*a*b*g*q^2*r*x+965*a*b*g*q ^2*x^2+30*a*b*g*q*r^2*x+1085*a*b*g*q*r*x^2-48*a*b*p^4*x-312*a*b*p^3*q*x-74*a*b* p^3*r*x+277*a*b*p^3*x^2-360*a*b*p^2*q^2*x-300*a*b*p^2*q*r*x+1143*a*b*p^2*q*x^2-\ 25*a*b*p^2*r^2*x+405*a*b*p^2*r*x^2-96*a*b*p*q^3*x-150*a*b*p*q^2*r*x+1143*a*b*p* q^2*x^2+1170*a*b*p*q*r*x^2+4*a*b*q^3*r*x+277*a*b*q^3*x^2+25*a*b*q^2*r^2*x+405*a *b*q^2*r*x^2-1728*a*c^5*x-2928*a*c^4*g*x-3432*a*c^4*p*x-2544*a*c^4*q*x-1216*a*c ^4*r*x+3872*a*c^4*x^2-1868*a*c^3*g^2*x-4748*a*c^3*g*p*x-3496*a*c^3*g*q*x-1632*a *c^3*g*r*x+5224*a*c^3*g*x^2-2352*a*c^3*p^2*x-4512*a*c^3*p*q*x-1716*a*c^3*p*r*x+ 5454*a*c^3*p*x^2-1308*a*c^3*q^2*x-1396*a*c^3*q*r*x+5810*a*c^3*q*x^2-40*a*c^3*r^ 2*x+3240*a*c^3*r*x^2-548*a*c^2*g^3*x-2332*a*c^2*g^2*p*x-1704*a*c^2*g^2*q*x-756* a*c^2*g^2*r*x+2534*a*c^2*g^2*x^2-2413*a*c^2*g*p^2*x-4830*a*c^2*g*p*q*x-1758*a*c ^2*g*p*r*x+5537*a*c^2*g*p*x^2-1337*a*c^2*g*q^2*x-1434*a*c^2*g*q*r*x+5991*a*c^2* g*q*x^2-20*a*c^2*g*r^2*x+3270*a*c^2*g*r*x^2-651*a*c^2*p^3*x-2664*a*c^2*p^2*q*x-\ 721*a*c^2*p^2*r*x+2621*a*c^2*p^2*x^2-1959*a*c^2*p*q^2*x-1788*a*c^2*p*q*r*x+6384 *a*c^2*p*q*x^2-80*a*c^2*p*r^2*x+2880*a*c^2*p*r*x^2-270*a*c^2*q^3*x-479*a*c^2*q^ 2*r*x+3061*a*c^2*q^2*x^2-20*a*c^2*q*r^2*x+3310*a*c^2*q*r*x^2-71*a*c*g^4*x-474*a *c*g^3*p*x-342*a*c*g^3*q*x-138*a*c*g^3*r*x+519*a*c*g^3*x^2-773*a*c*g^2*p^2*x-\ 1654*a*c*g^2*p*q*x-564*a*c*g^2*p*r*x+1785*a*c*g^2*p*x^2-424*a*c*g^2*q^2*x-452*a *c*g^2*q*r*x+1971*a*c*g^2*q*x^2+1005*a*c*g^2*r*x^2-396*a*c*g*p^3*x-1941*a*c*g*p ^2*q*x-436*a*c*g*p^2*r*x+1755*a*c*g*p^2*x^2-1420*a*c*g*p*q^2*x-1304*a*c*g*p*q*r *x+4467*a*c*g*p*q*x^2-30*a*c*g*p*r^2*x+1950*a*c*g*p*r*x^2-173*a*c*g*q^3*x-326*a *c*g*q^2*r*x+2131*a*c*g*q^2*x^2-10*a*c*g*q*r^2*x+2335*a*c*g*q*r*x^2-60*a*c*p^4* x-618*a*c*p^3*q*x-90*a*c*p^3*r*x+477*a*c*p^3*x^2-858*a*c*p^2*q^2*x-666*a*c*p^2* q*r*x+2169*a*c*p^2*q*x^2-25*a*c*p^2*r^2*x+675*a*c*p^2*r*x^2-318*a*c*p*q^3*x-486 *a*c*p*q^2*r*x+2349*a*c*p*q^2*x^2-80*a*c*p*q*r^2*x+2250*a*c*p*q*r*x^2-18*a*c*q^ 4*x-42*a*c*q^3*r*x+657*a*c*q^3*x^2+25*a*c*q^2*r^2*x+985*a*c*q^2*r*x^2-3*a*g^5*x -33*a*g^4*p*x-23*a*g^4*q*x-8*a*g^4*r*x+37*a*g^4*x^2-75*a*g^3*p^2*x-180*a*g^3*p* q*x-56*a*g^3*p*r*x+181*a*g^3*p*x^2-40*a*g^3*q^2*x-42*a*g^3*q*r*x+205*a*g^3*q*x^ 2+90*a*g^3*r*x^2-51*a*g^2*p^3*x-341*a*g^2*p^2*q*x-56*a*g^2*p^2*r*x+277*a*g^2*p^ 2*x^2-246*a*g^2*p*q^2*x-228*a*g^2*p*q*r*x+747*a*g^2*p*q*x^2+300*a*g^2*p*r*x^2-\ 24*a*g^2*q^3*x-48*a*g^2*q^2*r*x+355*a*g^2*q^2*x^2+385*a*g^2*q*r*x^2-6*a*g*p^4*x -222*a*g*p^3*q*x-8*a*g*p^3*r*x+147*a*g*p^3*x^2-326*a*g*p^2*q^2*x-244*a*g*p^2*q* r*x+765*a*g*p^2*q*x^2+195*a*g*p^2*r*x^2-114*a*g*p*q^3*x-186*a*g*p*q^2*r*x+846*a *g*p*q^2*x^2-30*a*g*p*q*r^2*x+840*a*g*p*q*r*x^2-4*a*g*q^4*x-12*a*g*q^3*r*x+228* a*g*q^3*x^2+10*a*g*q^2*r^2*x+350*a*g*q^2*r*x^2-48*a*p^4*q*x+24*a*p^4*x^2-111*a* p^3*q^2*x-74*a*p^3*q*r*x+223*a*p^3*q*x^2+35*a*p^3*r*x^2-78*a*p^2*q^3*x-105*a*p^ 2*q^2*r*x+420*a*p^2*q^2*x^2-25*a*p^2*q*r^2*x+330*a*p^2*q*r*x^2-15*a*p*q^4*x-30* a*p*q^3*r*x+267*a*p*q^3*x^2+375*a*p*q^2*r*x^2+a*q^4*r*x+46*a*q^4*x^2+5*a*q^3*r^ 2*x+80*a*q^3*r*x^2+24*b^5*x^2-72*b^4*c^2*x-40*b^4*c*g*x-108*b^4*c*p*x-20*b^4*c* r*x+352*b^4*c*x^2-4*b^4*g^2*x-32*b^4*g*p*x-8*b^4*g*r*x+110*b^4*g*x^2-36*b^4*p^2 *x-4*b^4*p*r*x+152*b^4*p*x^2+84*b^4*q*x^2+40*b^4*r*x^2-432*b^3*c^3*x-404*b^3*c^ 2*g*x-768*b^3*c^2*p*x-180*b^3*c^2*q*x-164*b^3*c^2*r*x+1696*b^3*c^2*x^2-112*b^3* c*g^2*x-512*b^3*c*g*p*x-96*b^3*c*g*q*x-116*b^3*c*g*r*x+1104*b^3*c*g*x^2-396*b^3 *c*p^2*x-276*b^3*c*p*q*x-136*b^3*c*p*r*x+1388*b^3*c*p*x^2-36*b^3*c*q*r*x+1026*b ^3*c*q*x^2+20*b^3*c*r^2*x+640*b^3*c*r*x^2-8*b^3*g^3*x-80*b^3*g^2*p*x-8*b^3*g^2* q*x-16*b^3*g^2*r*x+171*b^3*g^2*x^2-140*b^3*g*p^2*x-80*b^3*g*p*q*x-52*b^3*g*p*r* x+466*b^3*g*p*x^2-16*b^3*g*q*r*x+321*b^3*g*q*x^2+190*b^3*g*r*x^2-60*b^3*p^3*x-\ 96*b^3*p^2*q*x-36*b^3*p^2*r*x+270*b^3*p^2*x^2-4*b^3*p*q*r*x+452*b^3*p*q*x^2+20* b^3*p*r^2*x+280*b^3*p*r*x^2+114*b^3*q^2*x^2+100*b^3*q*r*x^2-1032*b^2*c^4*x-1340 *b^2*c^3*g*x-2124*b^2*c^3*p*x-852*b^2*c^3*q*x-528*b^2*c^3*r*x+3720*b^2*c^3*x^2-\ 600*b^2*c^2*g^2*x-2176*b^2*c^2*g*p*x-800*b^2*c^2*g*q*x-540*b^2*c^2*g*r*x+3714*b ^2*c^2*g*x^2-1446*b^2*c^2*p^2*x-1548*b^2*c^2*p*q*x-696*b^2*c^2*p*r*x+4350*b^2*c ^2*p*x^2-162*b^2*c^2*q^2*x-276*b^2*c^2*q*r*x+3720*b^2*c^2*q*x^2+60*b^2*c^2*r^2* x+2280*b^2*c^2*r*x^2-104*b^2*c*g^3*x-702*b^2*c*g^2*p*x-218*b^2*c*g^2*q*x-156*b^ 2*c*g^2*r*x+1183*b^2*c*g^2*x^2-1024*b^2*c*g*p^2*x-1050*b^2*c*g*p*q*x-510*b^2*c* g*p*r*x+2973*b^2*c*g*p*x^2-82*b^2*c*g*q^2*x-202*b^2*c*g*q*r*x+2452*b^2*c*g*q*x^ 2+20*b^2*c*g*r^2*x+1500*b^2*c*g*r*x^2-387*b^2*c*p^3*x-822*b^2*c*p^2*q*x-303*b^2 *c*p^2*r*x+1593*b^2*c*p^2*x^2-255*b^2*c*p*q^2*x-252*b^2*c*p*q*r*x+3048*b^2*c*p* q*x^2+60*b^2*c*p*r^2*x+1680*b^2*c*p*r*x^2-17*b^2*c*q^2*r*x+1075*b^2*c*q^2*x^2+ 40*b^2*c*q*r^2*x+1170*b^2*c*q*r*x^2-5*b^2*g^4*x-70*b^2*g^3*p*x-14*b^2*g^3*q*x-\ 10*b^2*g^3*r*x+119*b^2*g^3*x^2-174*b^2*g^2*p^2*x-166*b^2*g^2*p*q*x-88*b^2*g^2*p *r*x+486*b^2*g^2*p*x^2-5*b^2*g^2*q^2*x-28*b^2*g^2*q*r*x+383*b^2*g^2*q*x^2+225*b ^2*g^2*r*x^2-140*b^2*g*p^3*x-298*b^2*g*p^2*q*x-114*b^2*g*p^2*r*x+558*b^2*g*p^2* x^2-72*b^2*g*p*q^2*x-98*b^2*g*p*q*r*x+1047*b^2*g*p*q*x^2+20*b^2*g*p*r^2*x+600*b ^2*g*p*r*x^2-10*b^2*g*q^2*r*x+335*b^2*g*q^2*x^2+345*b^2*g*q*r*x^2-33*b^2*p^4*x-\ 126*b^2*p^3*q*x-39*b^2*p^3*r*x+180*b^2*p^3*x^2-93*b^2*p^2*q^2*x-72*b^2*p^2*q*r* x+591*b^2*p^2*q*x^2+270*b^2*p^2*r*x^2+3*b^2*p*q^2*r*x+486*b^2*p*q^2*x^2+40*b^2* p*q*r^2*x+540*b^2*p*q*r*x^2+75*b^2*q^3*x^2+90*b^2*q^2*r*x^2-1152*b*c^5*x-1904*b *c^4*g*x-2688*b*c^4*p*x-1416*b*c^4*q*x-784*b*c^4*r*x+3872*b*c^4*x^2-1172*b*c^3* g^2*x-3688*b*c^3*g*p*x-1876*b*c^3*g*q*x-1048*b*c^3*g*r*x+5224*b*c^3*g*x^2-2232* b*c^3*p^2*x-2976*b*c^3*p*q*x-1324*b*c^3*p*r*x+5810*b*c^3*p*x^2-540*b*c^3*q^2*x-\ 684*b*c^3*q*r*x+5454*b*c^3*q*x^2+40*b*c^3*r^2*x+3240*b*c^3*r*x^2-324*b*c^2*g^3* x-1796*b*c^2*g^2*p*x-856*b*c^2*g^2*q*x-464*b*c^2*g^2*r*x+2534*b*c^2*g^2*x^2-\ 2345*b*c^2*g*p^2*x-3138*b*c^2*g*p*q*x-1406*b*c^2*g*p*r*x+5991*b*c^2*g*p*x^2-505 *b*c^2*g*q^2*x-722*b*c^2*g*q*r*x+5537*b*c^2*g*q*x^2+20*b*c^2*g*r^2*x+3270*b*c^2 *g*r*x^2-816*b*c^2*p^3*x-2079*b*c^2*p^2*q*x-761*b*c^2*p^2*r*x+3061*b*c^2*p^2*x^ 2-1002*b*c^2*p*q^2*x-972*b*c^2*p*q*r*x+6384*b*c^2*p*q*x^2+20*b*c^2*p*r^2*x+3310 *b*c^2*p*r*x^2-63*b*c^2*q^3*x-139*b*c^2*q^2*r*x+2621*b*c^2*q^2*x^2+80*b*c^2*q*r ^2*x+2880*b*c^2*q*r*x^2-37*b*c*g^4*x-362*b*c*g^3*p*x-150*b*c*g^3*q*x-72*b*c*g^3 *r*x+519*b*c*g^3*x^2-782*b*c*g^2*p^2*x-1046*b*c*g^2*p*q*x-468*b*c*g^2*p*r*x+ 1971*b*c*g^2*p*x^2-133*b*c*g^2*q^2*x-216*b*c*g^2*q*r*x+1785*b*c*g^2*q*x^2+1005* b*c*g^2*r*x^2-571*b*c*g*p^3*x-1526*b*c*g*p^2*q*x-544*b*c*g*p^2*r*x+2131*b*c*g*p ^2*x^2-687*b*c*g*p*q^2*x-736*b*c*g*p*q*r*x+4467*b*c*g*p*q*x^2+10*b*c*g*p*r^2*x+ 2335*b*c*g*p*r*x^2-30*b*c*g*q^3*x-104*b*c*g*q^2*r*x+1755*b*c*g*q^2*x^2+30*b*c*g *q*r^2*x+1950*b*c*g*q*r*x^2-126*b*c*p^4*x-570*b*c*p^3*q*x-168*b*c*p^3*r*x+657*b *c*p^3*x^2-546*b*c*p^2*q^2*x-444*b*c*p^2*q*r*x+2349*b*c*p^2*q*x^2-25*b*c*p^2*r^ 2*x+985*b*c*p^2*r*x^2-102*b*c*p*q^3*x-144*b*c*p*q^2*r*x+2169*b*c*p*q^2*x^2+80*b *c*p*q*r^2*x+2250*b*c*p*q*r*x^2+477*b*c*q^3*x^2+25*b*c*q^2*r^2*x+675*b*c*q^2*r* x^2-b*g^5*x-25*b*g^4*p*x-7*b*g^4*q*x-2*b*g^4*r*x+37*b*g^4*x^2-82*b*g^3*p^2*x-\ 108*b*g^3*p*q*x-48*b*g^3*p*r*x+205*b*g^3*p*x^2-7*b*g^3*q^2*x-14*b*g^3*q*r*x+181 *b*g^3*q*x^2+90*b*g^3*r*x^2-94*b*g^2*p^3*x-270*b*g^2*p^2*q*x-92*b*g^2*p^2*r*x+ 355*b*g^2*p^2*x^2-109*b*g^2*p*q^2*x-132*b*g^2*p*q*r*x+747*b*g^2*p*q*x^2+385*b*g ^2*p*r*x^2-b*g^2*q^3*x-14*b*g^2*q^2*r*x+277*b*g^2*q^2*x^2+300*b*g^2*q*r*x^2-42* b*g*p^4*x-216*b*g*p^3*q*x-58*b*g*p^3*r*x+228*b*g*p^3*x^2-202*b*g*p^2*q^2*x-174* b*g*p^2*q*r*x+846*b*g*p^2*q*x^2-10*b*g*p^2*r^2*x+350*b*g*p^2*r*x^2-28*b*g*p*q^3 *x-56*b*g*p*q^2*r*x+765*b*g*p*q^2*x^2+30*b*g*p*q*r^2*x+840*b*g*p*q*r*x^2-2*b*g* q^3*r*x+147*b*g*q^3*x^2+195*b*g*q^2*r*x^2-6*b*p^5*x-51*b*p^4*q*x-11*b*p^4*r*x+ 46*b*p^4*x^2-84*b*p^3*q^2*x-60*b*p^3*q*r*x+267*b*p^3*q*x^2-5*b*p^3*r^2*x+80*b*p ^3*r*x^2-39*b*p^2*q^3*x-45*b*p^2*q^2*r*x+420*b*p^2*q^2*x^2+375*b*p^2*q*r*x^2+4* b*p*q^3*r*x+223*b*p*q^3*x^2+25*b*p*q^2*r^2*x+330*b*p*q^2*r*x^2+24*b*q^4*x^2+35* b*q^3*r*x^2-480*c^6*x-976*c^5*g*x-1224*c^5*p*x-792*c^5*q*x-400*c^5*r*x+1568*c^5 *x^2-776*c^4*g^2*x-2136*c^4*g*p*x-1352*c^4*g*q*x-680*c^4*g*r*x+2664*c^4*g*x^2-\ 1146*c^4*p^2*x-1872*c^4*p*q*x-760*c^4*p*r*x+2852*c^4*p*x^2-462*c^4*q^2*x-520*c^ 4*q*r*x+2852*c^4*q*x^2+1640*c^4*r*x^2-300*c^3*g^3*x-1414*c^3*g^2*p*x-866*c^3*g^ 2*q*x-420*c^3*g^2*r*x+1736*c^3*g^2*x^2-1617*c^3*g*p^2*x-2672*c^3*g*p*q*x-1076*c ^3*g*p*r*x+3926*c^3*g*p*x^2-619*c^3*g*q^2*x-724*c^3*g*q*r*x+3926*c^3*g*q*x^2+ 2240*c^3*g*r*x^2-489*c^3*p^3*x-1581*c^3*p^2*q*x-494*c^3*p^2*r*x+1930*c^3*p^2*x^ 2-987*c^3*p*q^2*x-920*c^3*p*q*r*x+4288*c^3*p*q*x^2-20*c^3*p*r^2*x+2090*c^3*p*r* x^2-111*c^3*q^3*x-206*c^3*q^2*r*x+1930*c^3*q^2*x^2+20*c^3*q*r^2*x+2090*c^3*q*r* x^2-56*c^2*g^4*x-436*c^2*g^3*p*x-252*c^2*g^3*q*x-110*c^2*g^3*r*x+538*c^2*g^3*x^ 2-812*c^2*g^2*p^2*x-1368*c^2*g^2*p*q*x-540*c^2*g^2*p*r*x+1936*c^2*g^2*p*x^2-284 *c^2*g^2*q^2*x-340*c^2*g^2*q*r*x+1936*c^2*g^2*q*x^2+1050*c^2*g^2*r*x^2-503*c^2* g*p^3*x-1741*c^2*g*p^2*q*x-510*c^2*g*p^2*r*x+2002*c^2*g*p^2*x^2-1061*c^2*g*p*q^ 2*x-1020*c^2*g*p*q*r*x+4542*c^2*g*p*q*x^2-10*c^2*g*p*r^2*x+2205*c^2*g*p*r*x^2-\ 103*c^2*g*q^3*x-220*c^2*g*q^2*r*x+2002*c^2*g*q^2*x^2+10*c^2*g*q*r^2*x+2205*c^2* g*q*r*x^2-93*c^2*p^4*x-594*c^2*p^3*q*x-129*c^2*p^3*r*x+588*c^2*p^3*x^2-702*c^2* p^2*q^2*x-555*c^2*p^2*q*r*x+2274*c^2*p^2*q*x^2-25*c^2*p^2*r^2*x+855*c^2*p^2*r*x ^2-210*c^2*p*q^3*x-315*c^2*p*q^2*r*x+2274*c^2*p*q^2*x^2+2250*c^2*p*q*r*x^2-9*c^ 2*q^4*x-21*c^2*q^3*r*x+588*c^2*q^3*x^2+25*c^2*q^2*r^2*x+855*c^2*q^2*r*x^2-4*c*g ^5*x-61*c*g^4*p*x-31*c*g^4*q*x-10*c*g^4*r*x+78*c*g^4*x^2-169*c*g^3*p^2*x-294*c* g^3*p*q*x-112*c*g^3*p*r*x+401*c*g^3*p*x^2-49*c*g^3*q^2*x-58*c*g^3*q*r*x+401*c*g ^3*q*x^2+190*c*g^3*r*x^2-160*c*g^2*p^3*x-617*c*g^2*p^2*q*x-164*c*g^2*p^2*r*x+ 659*c*g^2*p^2*x^2-361*c*g^2*p*q^2*x-360*c*g^2*p*q*r*x+1536*c*g^2*p*q*x^2+720*c* g^2*p*r*x^2-26*c*g^2*q^3*x-66*c*g^2*q^2*r*x+659*c*g^2*q^2*x^2+720*c*g^2*q*r*x^2 -54*c*g*p^4*x-441*c*g*p^3*q*x-74*c*g*p^3*r*x+398*c*g*p^3*x^2-528*c*g*p^2*q^2*x-\ 418*c*g*p^2*q*r*x+1635*c*g*p^2*q*x^2-10*c*g*p^2*r^2*x+585*c*g*p^2*r*x^2-145*c*g *p*q^3*x-242*c*g*p*q^2*r*x+1635*c*g*p*q^2*x^2+1680*c*g*p*q*r*x^2-4*c*g*q^4*x-16 *c*g*q^3*r*x+398*c*g*q^3*x^2+10*c*g*q^2*r^2*x+585*c*g*q^2*r*x^2-6*c*p^5*x-99*c* p^4*q*x-11*c*p^4*r*x+76*c*p^4*x^2-195*c*p^3*q^2*x-134*c*p^3*q*r*x+496*c*p^3*q*x ^2-5*c*p^3*r^2*x+125*c*p^3*r*x^2-117*c*p^2*q^3*x-150*c*p^2*q^2*r*x+840*c*p^2*q^ 2*x^2-25*c*p^2*q*r^2*x+705*c*p^2*q*r*x^2-15*c*p*q^4*x-26*c*p*q^3*r*x+496*c*p*q^ 3*x^2+25*c*p*q^2*r^2*x+705*c*p*q^2*r*x^2+c*q^4*r*x+76*c*q^4*x^2+5*c*q^3*r^2*x+ 125*c*q^3*r*x^2-3*g^5*p*x-g^5*q*x+4*g^5*x^2-12*g^4*p^2*x-22*g^4*p*q*x-8*g^4*p*r *x+29*g^4*p*x^2-2*g^4*q^2*x-2*g^4*q*r*x+29*g^4*q*x^2+10*g^4*r*x^2-15*g^3*p^3*x-\ 70*g^3*p^2*q*x-16*g^3*p^2*r*x+68*g^3*p^2*x^2-38*g^3*p*q^2*x-40*g^3*p*q*r*x+164* g^3*p*q*x^2+70*g^3*p*r*x^2-g^3*q^3*x-4*g^3*q^2*r*x+68*g^3*q^2*x^2+70*g^3*q*r*x^ 2-6*g^2*p^4*x-79*g^2*p^3*q*x-8*g^2*p^3*r*x+63*g^2*p^3*x^2-96*g^2*p^2*q^2*x-76*g ^2*p^2*q*r*x+282*g^2*p^2*q*x^2+90*g^2*p^2*r*x^2-23*g^2*p*q^3*x-44*g^2*p*q^2*r*x +282*g^2*p*q^2*x^2+300*g^2*p*q*r*x^2-2*g^2*q^3*r*x+63*g^2*q^3*x^2+90*g^2*q^2*r* x^2-36*g*p^4*q*x+23*g*p^4*x^2-76*g*p^3*q^2*x-50*g*p^3*q*r*x+179*g*p^3*q*x^2+35* g*p^3*r*x^2-44*g*p^2*q^3*x-60*g*p^2*q^2*r*x+312*g*p^2*q^2*x^2-10*g*p^2*q*r^2*x+ 270*g*p^2*q*r*x^2-4*g*p*q^4*x-10*g*p*q^3*r*x+179*g*p*q^3*x^2+10*g*p*q^2*r^2*x+ 270*g*p*q^2*r*x^2+23*g*q^4*x^2+35*g*q^3*r*x^2-6*p^5*q*x+3*p^5*x^2-18*p^4*q^2*x-\ 11*p^4*q*r*x+37*p^4*q*x^2+5*p^4*r*x^2-18*p^3*q^3*x-21*p^3*q^2*r*x+96*p^3*q^2*x^ 2-5*p^3*q*r^2*x+65*p^3*q*r*x^2-6*p^2*q^4*x-9*p^2*q^3*r*x+96*p^2*q^3*x^2+120*p^2 *q^2*r*x^2+p*q^4*r*x+37*p*q^4*x^2+5*p*q^3*r^2*x+65*p*q^3*r*x^2+3*q^5*x^2+5*q^4* r*x^2+24*a^5*b+48*a^5*c+12*a^5*g+24*a^5*q-48*a^5*x+48*a^4*b^2+240*a^4*b*c+80*a^ 4*b*g+84*a^4*b*p+72*a^4*b*q+36*a^4*b*r-320*a^4*b*x+288*a^4*c^2+184*a^4*c*g+156* a^4*c*p+192*a^4*c*q+60*a^4*c*r-664*a^4*c*x+28*a^4*g^2+36*a^4*g*p+68*a^4*g*q+12* a^4*g*r-208*a^4*g*x+84*a^4*p*q-168*a^4*p*x+24*a^4*q^2+36*a^4*q*r-260*a^4*q*x-76 *a^4*r*x+92*a^4*x^2+24*a^3*b^3+264*a^3*b^2*c+88*a^3*b^2*g+144*a^3*b^2*p+48*a^3* b^2*q+48*a^3*b^2*r-552*a^3*b^2*x+792*a^3*b*c^2+528*a^3*b*c*g+696*a^3*b*c*p+384* a^3*b*c*q+264*a^3*b*c*r-2524*a^3*b*c*x+84*a^3*b*g^2+236*a^3*b*g*p+132*a^3*b*g*q +88*a^3*b*g*r-836*a^3*b*g*x+114*a^3*b*p^2+216*a^3*b*p*q+96*a^3*b*p*r-956*a^3*b* p*x+30*a^3*b*q^2+72*a^3*b*q*r-834*a^3*b*q*x+12*a^3*b*r^2-470*a^3*b*r*x+344*a^3* b*x^2+696*a^3*c^3+704*a^3*c^2*g+768*a^3*c^2*p+576*a^3*c^2*q+288*a^3*c^2*r-2812* a^3*c^2*x+226*a^3*c*g^2+492*a^3*c*g*p+404*a^3*c*g*q+172*a^3*c*g*r-1848*a^3*c*g* x+192*a^3*c*p^2+552*a^3*c*p*q+144*a^3*c*p*r-1920*a^3*c*p*x+126*a^3*c*q^2+216*a^ 3*c*q*r-1958*a^3*c*q*x+12*a^3*c*r^2-998*a^3*c*r*x+680*a^3*c*x^2+23*a^3*g^3+74*a ^3*g^2*p+68*a^3*g^2*q+24*a^3*g^2*r-288*a^3*g^2*x+39*a^3*g*p^2+200*a^3*g*p*q+24* a^3*g*p*r-602*a^3*g*p*x+44*a^3*g*q^2+76*a^3*g*q*r-672*a^3*g*q*x-300*a^3*g*r*x+ 240*a^3*g*x^2+114*a^3*p^2*q-228*a^3*p^2*x+72*a^3*p*q^2+96*a^3*p*q*r-776*a^3*p*q *x-196*a^3*p*r*x+284*a^3*p*x^2+6*a^3*q^3+24*a^3*q^2*r-306*a^3*q^2*x+12*a^3*q*r^ 2-398*a^3*q*r*x+260*a^3*q*x^2-20*a^3*r^2*x+220*a^3*r*x^2+72*a^2*b^3*c+20*a^2*b^ 3*g+60*a^2*b^3*p+12*a^2*b^3*r-336*a^2*b^3*x+504*a^2*b^2*c^2+324*a^2*b^2*c*g+612 *a^2*b^2*c*p+144*a^2*b^2*c*q+180*a^2*b^2*c*r-2784*a^2*b^2*c*x+48*a^2*b^2*g^2+ 212*a^2*b^2*g*p+40*a^2*b^2*g*q+60*a^2*b^2*g*r-924*a^2*b^2*g*x+156*a^2*b^2*p^2+ 120*a^2*b^2*p*q+96*a^2*b^2*p*r-1302*a^2*b^2*p*x+24*a^2*b^2*q*r-738*a^2*b^2*q*x-\ 600*a^2*b^2*r*x+504*a^2*b^2*x^2+1176*a^2*b*c^3+1164*a^2*b*c^2*g+1764*a^2*b*c^2* p+720*a^2*b*c^2*q+612*a^2*b*c^2*r-6840*a^2*b*c^2*x+362*a^2*b*c*g^2+1208*a^2*b*c *g*p+476*a^2*b*c*g*q+408*a^2*b*c*g*r-4574*a^2*b*c*g*x+732*a^2*b*c*p^2+888*a^2*b *c*p*q+528*a^2*b*c*p*r-5746*a^2*b*c*p*x+90*a^2*b*c*q^2+264*a^2*b*c*q*r-4116*a^2 *b*c*q*x+36*a^2*b*c*r^2-2770*a^2*b*c*r*x+2144*a^2*b*c*x^2+35*a^2*b*g^3+198*a^2* b*g^2*p+72*a^2*b*g^2*q+64*a^2*b*g^2*r-730*a^2*b*g^2*x+252*a^2*b*g*p^2+318*a^2*b *g*p*q+182*a^2*b*g*p*r-1942*a^2*b*g*p*x+25*a^2*b*g*q^2+90*a^2*b*g*q*r-1402*a^2* b*g*q*x+12*a^2*b*g*r^2-920*a^2*b*g*r*x+720*a^2*b*g*x^2+75*a^2*b*p^3+234*a^2*b*p ^2*q+93*a^2*b*p^2*r-1032*a^2*b*p^2*x+75*a^2*b*p*q^2+144*a^2*b*p*q*r-1935*a^2*b* p*q*x+24*a^2*b*p*r^2-917*a^2*b*p*r*x+882*a^2*b*p*x^2+15*a^2*b*q^2*r-525*a^2*b*q ^2*x-873*a^2*b*q*r*x+858*a^2*b*q*x^2-50*a^2*b*r^2*x+920*a^2*b*r*x^2+840*a^2*c^4 +1148*a^2*c^3*g+1428*a^2*c^3*p+816*a^2*c^3*q+516*a^2*c^3*r-5328*a^2*c^3*x+558*a ^2*c^2*g^2+1472*a^2*c^2*g*p+844*a^2*c^2*g*q+504*a^2*c^2*g*r-5358*a^2*c^2*g*x+ 732*a^2*c^2*p^2+1272*a^2*c^2*p*q+528*a^2*c^2*p*r-6180*a^2*c^2*p*x+234*a^2*c^2*q ^2+456*a^2*c^2*q*r-5130*a^2*c^2*q*x+36*a^2*c^2*r^2-3138*a^2*c^2*r*x+2148*a^2*c^ 2*x^2+113*a^2*c*g^3+482*a^2*c*g^2*p+276*a^2*c*g^2*q+154*a^2*c*g^2*r-1714*a^2*c* g^2*x+466*a^2*c*g*p^2+918*a^2*c*g*p*q+314*a^2*c*g*p*r-4116*a^2*c*g*p*x+157*a^2* c*g*q^2+318*a^2*c*g*q*r-3544*a^2*c*g*q*x+12*a^2*c*g*r^2-2076*a^2*c*g*r*x+1454*a ^2*c*g*x^2+111*a^2*c*p^3+576*a^2*c*p^2*q+123*a^2*c*p^2*r-1996*a^2*c*p^2*x+291*a ^2*c*p*q^2+432*a^2*c*p*q*r-4389*a^2*c*p*q*x+24*a^2*c*p*r^2-1841*a^2*c*p*r*x+ 1740*a^2*c*p*x^2+18*a^2*c*q^3+87*a^2*c*q^2*r-1467*a^2*c*q^2*x+36*a^2*c*q*r^2-\ 2067*a^2*c*q*r*x+1776*a^2*c*q*x^2-110*a^2*c*r^2*x+1760*a^2*c*r*x^2+8*a^2*g^4+50 *a^2*g^3*p+28*a^2*g^3*q+15*a^2*g^3*r-172*a^2*g^3*x+68*a^2*g^2*p^2+160*a^2*g^2*p *q+42*a^2*g^2*p*r-649*a^2*g^2*p*x+24*a^2*g^2*q^2+52*a^2*g^2*q*r-588*a^2*g^2*q*x -320*a^2*g^2*r*x+246*a^2*g^2*x^2+18*a^2*g*p^3+213*a^2*g*p^2*q+15*a^2*g*p^2*r-\ 623*a^2*g*p^2*x+106*a^2*g*p*q^2+158*a^2*g*p*q*r-1542*a^2*g*p*q*x-550*a^2*g*p*r* x+615*a^2*g*p*x^2+5*a^2*g*q^3+30*a^2*g*q^2*r-512*a^2*g*q^2*x+12*a^2*g*q*r^2-726 *a^2*g*q*r*x+581*a^2*g*q*x^2-20*a^2*g*r^2*x+570*a^2*g*r*x^2+75*a^2*p^3*q-150*a^ 2*p^3*x+78*a^2*p^2*q^2+93*a^2*p^2*q*r-837*a^2*p^2*q*x-183*a^2*p^2*r*x+315*a^2*p ^2*x^2+15*a^2*p*q^3+48*a^2*p*q^2*r-693*a^2*p*q^2*x+24*a^2*p*q*r^2-773*a^2*p*q*r *x+660*a^2*p*q*x^2-40*a^2*p*r^2*x+420*a^2*p*r*x^2+3*a^2*q^3*r-120*a^2*q^3*x-294 *a^2*q^2*r*x+369*a^2*q^2*x^2-50*a^2*q*r^2*x+680*a^2*q*r*x^2-56*a*b^4*x+72*a*b^3 *c^2+40*a*b^3*c*g+120*a*b^3*c*p+24*a*b^3*c*r-964*a*b^3*c*x+4*a*b^3*g^2+36*a*b^3 *g*p+8*a*b^3*g*r-308*a*b^3*g*x+48*a*b^3*p^2+12*a*b^3*p*r-558*a*b^3*p*x-164*a*b^ 3*q*x-8*a*b^3*r^2-210*a*b^3*r*x+344*a*b^3*x^2+408*a*b^2*c^3+384*a*b^2*c^2*g+792 *a*b^2*c^2*p+144*a*b^2*c^2*q+216*a*b^2*c^2*r-4392*a*b^2*c^2*x+108*a*b^2*c*g^2+ 532*a*b^2*c*g*p+80*a*b^2*c*g*q+144*a*b^2*c*g*r-2914*a*b^2*c*g*x+456*a*b^2*c*p^2 +240*a*b^2*c*p*q+228*a*b^2*c*p*r-4416*a*b^2*c*p*x+48*a*b^2*c*q*r-2062*a*b^2*c*q *x-24*a*b^2*c*r^2-1870*a*b^2*c*r*x+2144*a*b^2*c*x^2+8*a*b^2*g^3+84*a*b^2*g^2*p+ 8*a*b^2*g^2*q+20*a*b^2*g^2*r-464*a*b^2*g^2*x+164*a*b^2*g*p^2+72*a*b^2*g*p*q+84* a*b^2*g*p*r-1496*a*b^2*g*p*x+16*a*b^2*g*q*r-666*a*b^2*g*q*x-8*a*b^2*g*r^2-620*a *b^2*g*r*x+720*a*b^2*g*x^2+72*a*b^2*p^3+96*a*b^2*p^2*q+60*a*b^2*p^2*r-993*a*b^2 *p^2*x+24*a*b^2*p*q*r-1197*a*b^2*p*q*x-807*a*b^2*p*r*x+858*a*b^2*p*x^2-174*a*b^ 2*q^2*x-16*a*b^2*q*r^2-403*a*b^2*q*r*x+882*a*b^2*q*x^2+50*a*b^2*r^2*x+920*a*b^2 *r*x^2+816*a*b*c^4+1064*a*b*c^3*g+1776*a*b*c^3*p+576*a*b*c^3*q+576*a*b*c^3*r-\ 7696*a*b*c^3*x+484*a*b*c^2*g^2+1816*a*b*c^2*g*p+556*a*b*c^2*g*q+576*a*b*c^2*g*r -7764*a*b*c^2*g*x+1266*a*b*c^2*p^2+1128*a*b*c^2*p*q+804*a*b*c^2*p*r-10496*a*b*c ^2*p*x+90*a*b*c^2*q^2+312*a*b*c^2*q*r-6332*a*b*c^2*q*x+12*a*b*c^2*r^2-4840*a*b* c^2*r*x+4400*a*b*c^2*x^2+88*a*b*c*g^3+588*a*b*c*g^2*p+160*a*b*c*g^2*q+174*a*b*c *g^2*r-2502*a*b*c*g^2*x+890*a*b*c*g*p^2+780*a*b*c*g*p*q+568*a*b*c*g*p*r-7149*a* b*c*g*p*x+50*a*b*c*g*q^2+212*a*b*c*g*q*r-4285*a*b*c*g*q*x+8*a*b*c*g*r^2-3220*a* b*c*g*r*x+3008*a*b*c*g*x^2+330*a*b*c*p^3+660*a*b*c*p^2*q+336*a*b*c*p^2*r-4228*a *b*c*p^2*x+150*a*b*c*p*q^2+336*a*b*c*p*q*r-6420*a*b*c*p*q*x+48*a*b*c*p*r^2-3656 *a*b*c*p*r*x+3584*a*b*c*p*x^2+30*a*b*c*q^2*r-1432*a*b*c*q^2*x-32*a*b*c*q*r^2-\ 2604*a*b*c*q*r*x+3584*a*b*c*q*x^2+3840*a*b*c*r*x^2+5*a*b*g^4+60*a*b*g^3*p+12*a* b*g^3*q+15*a*b*g^3*r-254*a*b*g^3*x+150*a*b*g^2*p^2+126*a*b*g^2*p*q+96*a*b*g^2*p *r-1162*a*b*g^2*p*x+5*a*b*g^2*q^2+30*a*b*g^2*q*r-696*a*b*g^2*q*x+a*b*g^2*r^2-\ 490*a*b*g^2*r*x+516*a*b*g^2*x^2+115*a*b*g*p^3+246*a*b*g*p^2*q+119*a*b*g*p^2*r-\ 1462*a*b*g*p^2*x+45*a*b*g*p*q^2+126*a*b*g*p*q*r-2238*a*b*g*p*q*x+18*a*b*g*p*r^2 -1270*a*b*g*p*r*x+1204*a*b*g*p*x^2+10*a*b*g*q^2*r-468*a*b*g*q^2*x-12*a*b*g*q*r^ 2-900*a*b*g*q*r*x+1204*a*b*g*q*x^2+1300*a*b*g*r*x^2+24*a*b*p^4+108*a*b*p^3*q+39 *a*b*p^3*r-475*a*b*p^3*x+60*a*b*p^2*q^2+90*a*b*p^2*q*r-1455*a*b*p^2*q*x+15*a*b* p^2*r^2-569*a*b*p^2*r*x+717*a*b*p^2*x^2+15*a*b*p*q^2*r-831*a*b*p*q^2*x-1170*a*b *p*q*r*x+1386*a*b*p*q*x^2-65*a*b*p*r^2*x+1230*a*b*p*r*x^2-79*a*b*q^3*x-10*a*b*q ^2*r^2-241*a*b*q^2*r*x+717*a*b*q^2*x^2+65*a*b*q*r^2*x+1230*a*b*q*r*x^2+504*a*c^ 5+860*a*c^4*g+1176*a*c^4*p+552*a*c^4*q+408*a*c^4*r-4700*a*c^4*x+554*a*c^3*g^2+ 1648*a*c^3*g*p+748*a*c^3*g*q+548*a*c^3*g*r-6370*a*c^3*g*x+936*a*c^3*p^2+1224*a* c^3*p*q+636*a*c^3*p*r-7890*a*c^3*p*x+186*a*c^3*q^2+408*a*c^3*q*r-5606*a*c^3*q*x +28*a*c^3*r^2-3836*a*c^3*r*x+2976*a*c^3*x^2+165*a*c^2*g^3+826*a*c^2*g^2*p+356*a *c^2*g^2*q+256*a*c^2*g^2*r-3098*a*c^2*g^2*x+979*a*c^2*g*p^2+1308*a*c^2*g*p*q+ 640*a*c^2*g*p*r-8069*a*c^2*g*p*x+182*a*c^2*g*q^2+424*a*c^2*g*q*r-5815*a*c^2*g*q *x+16*a*c^2*g*r^2-3900*a*c^2*g*r*x+3038*a*c^2*g*x^2+294*a*c^2*p^3+906*a*c^2*p^2 *q+306*a*c^2*p^2*r-4355*a*c^2*p^2*x+366*a*c^2*p*q^2+600*a*c^2*p*q*r-7725*a*c^2* p*q*x+48*a*c^2*p*r^2-3901*a*c^2*p*r*x+3642*a*c^2*p*x^2+18*a*c^2*q^3+102*a*c^2*q ^2*r-2200*a*c^2*q^2*x+20*a*c^2*q*r^2-3395*a*c^2*q*r*x+3680*a*c^2*q*x^2-110*a*c^ 2*r^2*x+3860*a*c^2*r*x^2+22*a*c*g^4+174*a*c*g^3*p+68*a*c*g^3*q+48*a*c*g^3*r-634 *a*c*g^3*x+325*a*c*g^2*p^2+446*a*c*g^2*p*q+204*a*c*g^2*p*r-2615*a*c*g^2*p*x+53* a*c*g^2*q^2+134*a*c*g^2*q*r-1932*a*c*g^2*q*x+a*c*g^2*r^2-1222*a*c*g^2*r*x+1041* a*c*g^2*x^2+183*a*c*g*p^3+672*a*c*g*p^2*q+176*a*c*g*p^2*r-2948*a*c*g*p^2*x+257* a*c*g*p*q^2+442*a*c*g*p*q*r-5457*a*c*g*p*q*x+18*a*c*g*p*r^2-2650*a*c*g*p*r*x+ 2478*a*c*g*p*x^2+10*a*c*g*q^3+70*a*c*g*q^2*r-1516*a*c*g*q^2*x+12*a*c*g*q*r^2-\ 2372*a*c*g*q*r*x+2483*a*c*g*q*x^2-40*a*c*g*r^2*x+2610*a*c*g*r*x^2+30*a*c*p^4+ 258*a*c*p^3*q+45*a*c*p^3*r-879*a*c*p^3*x+216*a*c*p^2*q^2+276*a*c*p^2*q*r-3183*a *c*p^2*q*x+15*a*c*p^2*r^2-1079*a*c*p^2*r*x+1389*a*c*p^2*x^2+30*a*c*p*q^3+111*a* c*p*q^2*r-2241*a*c*p*q^2*x+48*a*c*p*q*r^2-2716*a*c*p*q*r*x+2844*a*c*p*q*x^2-145 *a*c*p*r^2*x+2250*a*c*p*r*x^2+6*a*c*q^3*r-321*a*c*q^3*x-10*a*c*q^2*r^2-845*a*c* q^2*r*x+1469*a*c*q^2*x^2-35*a*c*q*r^2*x+2640*a*c*q*r*x^2+a*g^5+13*a*g^4*p+4*a*g ^4*q+3*a*g^4*r-45*a*g^4*x+34*a*g^3*p^2+48*a*g^3*p*q+21*a*g^3*p*r-265*a*g^3*p*x+ 4*a*g^3*q^2+12*a*g^3*q*r-204*a*g^3*q*x-114*a*g^3*r*x+120*a*g^3*x^2+25*a*g^2*p^3 +121*a*g^2*p^2*q+21*a*g^2*p^2*r-471*a*g^2*p^2*x+42*a*g^2*p*q^2+78*a*g^2*p*q*r-\ 925*a*g^2*p*q*x-420*a*g^2*p*r*x+417*a*g^2*p*x^2+a*g^2*q^3+10*a*g^2*q^2*r-250*a* g^2*q^2*x+a*g^2*q*r^2-386*a*g^2*q*r*x+410*a*g^2*q*x^2+405*a*g^2*r*x^2+3*a*g*p^4 +97*a*g*p^3*q+3*a*g*p^3*r-271*a*g*p^3*x+82*a*g*p^2*q^2+104*a*g*p^2*q*r-1149*a*g *p^2*q*x-316*a*g*p^2*r*x+495*a*g*p^2*x^2+9*a*g*p*q^3+42*a*g*p*q^2*r-802*a*g*p*q ^2*x+18*a*g*p*q*r^2-998*a*g*p*q*r*x+945*a*g*p*q*x^2-30*a*g*p*r^2*x+750*a*g*p*r* x^2+2*a*g*q^3*r-106*a*g*q^3*x-4*a*g*q^2*r^2-298*a*g*q^2*r*x+509*a*g*q^2*x^2-10* a*g*q*r^2*x+945*a*g*q*r*x^2+24*a*p^4*q-48*a*p^4*x+36*a*p^3*q^2+39*a*p^3*q*r-385 *a*p^3*q*x-74*a*p^3*r*x+148*a*p^3*x^2+12*a*p^2*q^3+30*a*p^2*q^2*r-510*a*p^2*q^2 *x+15*a*p^2*q*r^2-479*a*p^2*q*r*x+531*a*p^2*q*x^2-25*a*p^2*r^2*x+255*a*p^2*r*x^ 2+3*a*p*q^3*r-186*a*p*q^3*x-393*a*p*q^2*r*x+564*a*p*q^2*x^2-65*a*p*q*r^2*x+900* a*p*q*r*x^2-13*a*q^4*x-2*a*q^3*r^2-46*a*q^3*r*x+181*a*q^3*x^2+20*a*q^2*r^2*x+ 385*a*q^2*r*x^2-40*b^4*c*x-12*b^4*g*x-44*b^4*p*x-4*b^4*r*x+92*b^4*x^2+24*b^3*c^ 3+20*b^3*c^2*g+60*b^3*c^2*p+12*b^3*c^2*r-580*b^3*c^2*x+4*b^3*c*g^2+36*b^3*c*g*p +8*b^3*c*g*r-360*b^3*c*g*x+48*b^3*c*p^2+12*b^3*c*p*r-818*b^3*c*p*x-132*b^3*c*q* x-8*b^3*c*r^2-282*b^3*c*r*x+680*b^3*c*x^2+4*b^3*g^2*p-54*b^3*g^2*x+16*b^3*g*p^2 +8*b^3*g*p*r-260*b^3*g*p*x-40*b^3*g*q*x-80*b^3*g*r*x+240*b^3*g*x^2+12*b^3*p^3-\ 234*b^3*p^2*x-128*b^3*p*q*x-8*b^3*p*r^2-162*b^3*p*r*x+260*b^3*p*x^2-4*b^3*q*r*x +284*b^3*q*x^2+20*b^3*r^2*x+220*b^3*r*x^2+120*b^2*c^4+148*b^2*c^3*g+324*b^2*c^3 *p+48*b^2*c^3*q+84*b^2*c^3*r-2112*b^2*c^3*x+60*b^2*c^2*g^2+320*b^2*c^2*g*p+40*b ^2*c^2*g*q+84*b^2*c^2*g*r-2070*b^2*c^2*g*x+300*b^2*c^2*p^2+120*b^2*c^2*p*q+132* b^2*c^2*p*r-3570*b^2*c^2*p*x+24*b^2*c^2*q*r-1260*b^2*c^2*q*x-24*b^2*c^2*r^2-\ 1422*b^2*c^2*r*x+2148*b^2*c^2*x^2+8*b^2*c*g^3+96*b^2*c*g^2*p+8*b^2*c*g^2*q+20*b ^2*c*g^2*r-652*b^2*c*g^2*x+212*b^2*c*g*p^2+72*b^2*c*g*p*q+108*b^2*c*g*p*r-2402* b^2*c*g*p*x+16*b^2*c*g*q*r-788*b^2*c*g*q*x-8*b^2*c*g*r^2-924*b^2*c*g*r*x+1454*b ^2*c*g*x^2+108*b^2*c*p^3+96*b^2*c*p^2*q+60*b^2*c*p^2*r-1719*b^2*c*p^2*x+24*b^2* c*p*q*r-1707*b^2*c*p*q*x-24*b^2*c*p*r^2-1293*b^2*c*p*r*x+1776*b^2*c*p*x^2-154*b ^2*c*q^2*x-16*b^2*c*q*r^2-499*b^2*c*q*r*x+1740*b^2*c*q*x^2+110*b^2*c*r^2*x+1760 *b^2*c*r*x^2+8*b^2*g^3*p-66*b^2*g^3*x+36*b^2*g^2*p^2+8*b^2*g^2*p*q+20*b^2*g^2*p *r-384*b^2*g^2*p*x-117*b^2*g^2*q*x-130*b^2*g^2*r*x+246*b^2*g^2*x^2+40*b^2*g*p^3 +32*b^2*g*p^2*q+24*b^2*g*p^2*r-604*b^2*g*p^2*x+16*b^2*g*p*q*r-552*b^2*g*p*q*x-8 *b^2*g*p*r^2-474*b^2*g*p*r*x+581*b^2*g*p*x^2-47*b^2*g*q^2*x-140*b^2*g*q*r*x+615 *b^2*g*q*x^2+20*b^2*g*r^2*x+570*b^2*g*r*x^2+12*b^2*p^4+24*b^2*p^3*q+12*b^2*p^3* r-240*b^2*p^3*x-489*b^2*p^2*q*x-246*b^2*p^2*r*x+369*b^2*p^2*x^2-135*b^2*p*q^2*x -16*b^2*p*q*r^2-307*b^2*p*q*r*x+660*b^2*p*q*x^2+50*b^2*p*r^2*x+680*b^2*p*r*x^2+ 3*b^2*q^2*r*x+315*b^2*q^2*x^2+40*b^2*q*r^2*x+420*b^2*q*r*x^2+216*b*c^5+348*b*c^ 4*g+624*b*c^4*p+168*b*c^4*q+192*b*c^4*r-3044*b*c^4*x+206*b*c^3*g^2+844*b*c^3*g* p+212*b*c^3*g*q+256*b*c^3*g*r-4078*b*c^3*g*x+648*b*c^3*p^2+456*b*c^3*p*q+372*b* c^3*p*r-6014*b*c^3*p*x+30*b*c^3*q^2+120*b*c^3*q*r-3018*b*c^3*q*x-12*b*c^3*r^2-\ 2644*b*c^3*r*x+2976*b*c^3*x^2+53*b*c^2*g^3+402*b*c^2*g^2*p+88*b*c^2*g^2*q+110*b *c^2*g^2*r-1970*b*c^2*g^2*x+686*b*c^2*g*p^2+462*b*c^2*g*p*q+410*b*c^2*g*p*r-\ 6167*b*c^2*g*p*x+25*b*c^2*g*q^2+122*b*c^2*g*q*r-3005*b*c^2*g*q*x-4*b*c^2*g*r^2-\ 2640*b*c^2*g*r*x+3038*b*c^2*g*x^2+291*b*c^2*p^3+426*b*c^2*p^2*q+243*b*c^2*p^2*r -3922*b*c^2*p^2*x+75*b*c^2*p*q^2+192*b*c^2*p*q*r-5043*b*c^2*p*q*x-3225*b*c^2*p* r*x+3680*b*c^2*p*x^2+15*b*c^2*q^2*r-887*b*c^2*q^2*x-32*b*c^2*q*r^2-1859*b*c^2*q *r*x+3642*b*c^2*q*x^2+110*b*c^2*r^2*x+3860*b*c^2*r*x^2+5*b*c*g^4+78*b*c*g^3*p+ 12*b*c*g^3*q+15*b*c*g^3*r-404*b*c*g^3*x+232*b*c*g^2*p^2+142*b*c*g^2*p*q+142*b*c *g^2*p*r-2010*b*c*g^2*p*x+5*b*c*g^2*q^2+30*b*c*g^2*q*r-955*b*c*g^2*q*x+b*c*g^2* r^2-788*b*c*g^2*r*x+1041*b*c*g^2*x^2+209*b*c*g*p^3+310*b*c*g*p^2*q+179*b*c*g*p^ 2*r-2746*b*c*g*p^2*x+45*b*c*g*p*q^2+158*b*c*g*p*q*r-3477*b*c*g*p*q*x+2*b*c*g*p* r^2-2298*b*c*g*p*r*x+2483*b*c*g*p*x^2+10*b*c*g*q^2*r-562*b*c*g*q^2*x-12*b*c*g*q *r^2-1250*b*c*g*q*r*x+2478*b*c*g*q*x^2+40*b*c*g*r^2*x+2610*b*c*g*r*x^2+54*b*c*p ^4+156*b*c*p^3*q+69*b*c*p^3*r-993*b*c*p^3*x+60*b*c*p^2*q^2+90*b*c*p^2*q*r-2457* b*c*p^2*q*x+15*b*c*p^2*r^2-1125*b*c*p^2*r*x+1469*b*c*p^2*x^2+15*b*c*p*q^2*r-\ 1155*b*c*p*q^2*x-32*b*c*p*q*r^2-1784*b*c*p*q*r*x+2844*b*c*p*q*x^2+35*b*c*p*r^2* x+2640*b*c*p*r*x^2-75*b*c*q^3*x-10*b*c*q^2*r^2-271*b*c*q^2*r*x+1389*b*c*q^2*x^2 +145*b*c*q*r^2*x+2250*b*c*q*r*x^2+5*b*g^4*p-29*b*g^4*x+25*b*g^3*p^2+12*b*g^3*p* q+15*b*g^3*p*r-206*b*g^3*p*x-97*b*g^3*q*x-66*b*g^3*r*x+120*b*g^3*x^2+36*b*g^2*p ^3+54*b*g^2*p^2*q+32*b*g^2*p^2*r-460*b*g^2*p^2*x+5*b*g^2*p*q^2+30*b*g^2*p*q*r-\ 569*b*g^2*p*q*x+b*g^2*p*r^2-384*b*g^2*p*r*x+410*b*g^2*p*x^2-83*b*g^2*q^2*x-180* b*g^2*q*r*x+417*b*g^2*q*x^2+405*b*g^2*r*x^2+19*b*g*p^4+60*b*g*p^3*q+25*b*g*p^3* r-350*b*g*p^3*x+20*b*g*p^2*q^2+36*b*g*p^2*q*r-890*b*g*p^2*q*x+6*b*g*p^2*r^2-402 *b*g*p^2*r*x+509*b*g*p^2*x^2+10*b*g*p*q^2*r-381*b*g*p*q^2*x-12*b*g*p*q*r^2-682* b*g*p*q*r*x+945*b*g*p*q*x^2+10*b*g*p*r^2*x+945*b*g*p*r*x^2-23*b*g*q^3*x-74*b*g* q^2*r*x+495*b*g*q^2*x^2+30*b*g*q*r^2*x+750*b*g*q*r*x^2+3*b*p^5+18*b*p^4*q+6*b*p ^4*r-79*b*p^4*x+15*b*p^3*q^2+18*b*p^3*q*r-348*b*p^3*q*x+3*b*p^3*r^2-114*b*p^3*r *x+181*b*p^3*x^2-330*b*p^2*q^2*x-357*b*p^2*q*r*x+564*b*p^2*q*x^2-20*b*p^2*r^2*x +385*b*p^2*r*x^2-61*b*p*q^3*x-10*b*p*q^2*r^2-181*b*p*q^2*r*x+531*b*p*q^2*x^2+65 *b*p*q*r^2*x+900*b*p*q*r*x^2+4*b*q^3*r*x+148*b*q^3*x^2+25*b*q^2*r^2*x+255*b*q^2 *r*x^2+120*c^6+244*c^5*g+360*c^5*p+144*c^5*q+120*c^5*r-1568*c^5*x+194*c^4*g^2+ 632*c^4*g*p+240*c^4*g*q+204*c^4*g*r-2664*c^4*g*x+396*c^4*p^2+420*c^4*p*q+252*c^ 4*p*r-3530*c^4*p*x+54*c^4*q^2+132*c^4*q*r-2174*c^4*q*x+4*c^4*r^2-1640*c^4*r*x+ 1528*c^4*x^2+75*c^3*g^3+422*c^3*g^2*p+148*c^3*g^2*q+126*c^3*g^2*r-1736*c^3*g^2* x+568*c^3*g*p^2+590*c^3*g*p*q+358*c^3*g*p*r-4869*c^3*g*p*x+69*c^3*g*q^2+182*c^3 *g*q*r-2983*c^3*g*q*x+4*c^3*g*r^2-2240*c^3*g*r*x+2080*c^3*g*x^2+195*c^3*p^3+444 *c^3*p^2*q+183*c^3*p^2*r-2821*c^3*p^2*x+147*c^3*p*q^2+264*c^3*p*q*r-4288*c^3*p* q*x+16*c^3*p*r^2-2418*c^3*p*r*x+2506*c^3*p*x^2+6*c^3*q^3+39*c^3*q^2*r-1039*c^3* q^2*x-4*c^3*q*r^2-1762*c^3*q*r*x+2506*c^3*q*x^2+2640*c^3*r*x^2+14*c^2*g^4+132*c ^2*g^3*p+40*c^2*g^3*q+33*c^2*g^3*r-538*c^2*g^3*x+293*c^2*g^2*p^2+294*c^2*g^2*p* q+182*c^2*g^2*p*r-2398*c^2*g^2*p*x+29*c^2*g^2*q^2+82*c^2*g^2*q*r-1474*c^2*g^2*q *x+c^2*g^2*r^2-1050*c^2*g^2*r*x+1070*c^2*g^2*x^2+205*c^2*g*p^3+491*c^2*g*p^2*q+ 185*c^2*g*p^2*r-2953*c^2*g*p^2*x+151*c^2*g*p*q^2+300*c^2*g*p*q*r-4542*c^2*g*p*q *x+10*c^2*g*p*r^2-2574*c^2*g*p*r*x+2555*c^2*g*p*x^2+5*c^2*g*q^3+40*c^2*g*q^2*r-\ 1051*c^2*g*q^2*x-1836*c^2*g*q*r*x+2555*c^2*g*q*x^2+2720*c^2*g*r*x^2+42*c^2*p^4+ 207*c^2*p^3*q+57*c^2*p^3*r-975*c^2*p^3*x+138*c^2*p^2*q^2+183*c^2*p^2*q*r-2835*c ^2*p^2*q*x+15*c^2*p^2*r^2-1142*c^2*p^2*r*x+1467*c^2*p^2*x^2+15*c^2*p*q^3+63*c^2 *p*q^2*r-1713*c^2*p*q^2*x+8*c^2*p*q*r^2-2250*c^2*p*q*r*x+2922*c^2*p*q*x^2-55*c^ 2*p*r^2*x+2510*c^2*p*r*x^2+3*c^2*q^3*r-201*c^2*q^3*x-10*c^2*q^2*r^2-568*c^2*q^2 *r*x+1467*c^2*q^2*x^2+55*c^2*q*r^2*x+2510*c^2*q*r*x^2+c*g^5+19*c*g^4*p+4*c*g^4* q+3*c*g^4*r-78*c*g^4*x+64*c*g^3*p^2+60*c*g^3*p*q+39*c*g^3*p*r-493*c*g^3*p*x+4*c *g^3*q^2+12*c*g^3*q*r-309*c*g^3*q*x-190*c*g^3*r*x+250*c*g^3*x^2+68*c*g^2*p^3+ 175*c*g^2*p^2*q+59*c*g^2*p^2*r-981*c*g^2*p^2*x+47*c*g^2*p*q^2+108*c*g^2*p*q*r-\ 1536*c*g^2*p*q*x+c*g^2*p*r^2-860*c*g^2*p*r*x+852*c*g^2*p*x^2+c*g^2*q^3+10*c*g^2 *q^2*r-337*c*g^2*q^2*x+c*g^2*q*r^2-580*c*g^2*q*r*x+852*c*g^2*q*x^2+860*c*g^2*r* x^2+25*c*g*p^4+157*c*g*p^3*q+31*c*g*p^3*r-667*c*g*p^3*x+102*c*g*p^2*q^2+140*c*g *p^2*q*r-2063*c*g*p^2*q*x+6*c*g*p^2*r^2-782*c*g*p^2*r*x+1025*c*g*p^2*x^2+9*c*g* p*q^3+52*c*g*p*q^2*r-1207*c*g*p*q^2*x+6*c*g*p*q*r^2-1680*c*g*p*q*r*x+1980*c*g*p *q*x^2-20*c*g*p*r^2*x+1770*c*g*p*r*x^2+2*c*g*q^3*r-129*c*g*q^3*x-4*c*g*q^2*r^2-\ 388*c*g*q^2*r*x+1025*c*g*q^2*x^2+20*c*g*q*r^2*x+1770*c*g*q*r*x^2+3*c*p^5+42*c*p ^4*q+6*c*p^4*r-139*c*p^4*x+51*c*p^3*q^2+57*c*p^3*q*r-739*c*p^3*q*x+3*c*p^3*r^2-\ 204*c*p^3*r*x+343*c*p^3*x^2+12*c*p^2*q^3+30*c*p^2*q^2*r-840*c*p^2*q^2*x+15*c*p^ 2*q*r^2-836*c*p^2*q*r*x+1119*c*p^2*q*x^2-45*c*p^2*r^2*x+680*c*p^2*r*x^2+3*c*p*q ^3*r-253*c*p*q^3*x-10*c*p*q^2*r^2-574*c*p*q^2*r*x+1119*c*p*q^2*x^2+1800*c*p*q*r *x^2-13*c*q^4*x-2*c*q^3*r^2-46*c*q^3*r*x+343*c*q^3*x^2+45*c*q^2*r^2*x+680*c*q^2 *r*x^2+g^5*p-4*g^5*x+5*g^4*p^2+4*g^4*p*q+3*g^4*p*r-35*g^4*p*x-23*g^4*q*x-10*g^4 *r*x+22*g^4*x^2+7*g^3*p^3+20*g^3*p^2*q+6*g^3*p^2*r-102*g^3*p^2*x+4*g^3*p*q^2+12 *g^3*p*q*r-164*g^3*p*q*x-88*g^3*p*r*x+94*g^3*p*x^2-34*g^3*q^2*x-52*g^3*q*r*x+94 *g^3*q*x^2+80*g^3*r*x^2+3*g^2*p^4+29*g^2*p^3*q+3*g^2*p^3*r-107*g^2*p^3*x+18*g^2 *p^2*q^2+26*g^2*p^2*q*r-362*g^2*p^2*q*x-124*g^2*p^2*r*x+176*g^2*p^2*x^2+g^2*p*q ^3+10*g^2*p*q^2*r-202*g^2*p*q^2*x+g^2*p*q*r^2-300*g^2*p*q*r*x+320*g^2*p*q*x^2+ 290*g^2*p*r*x^2-19*g^2*q^3*x-56*g^2*q^2*r*x+176*g^2*q^2*x^2+290*g^2*q*r*x^2+16* g*p^4*q-42*g*p^4*x+20*g*p^3*q^2+22*g*p^3*q*r-273*g*p^3*q*x-58*g*p^3*r*x+123*g*p ^3*x^2+4*g*p^2*q^3+12*g*p^2*q^2*r-312*g*p^2*q^2*x+6*g*p^2*q*r^2-316*g*p^2*q*r*x +388*g*p^2*q*x^2-10*g*p^2*r^2*x+230*g*p^2*r*x^2+2*g*p*q^3*r-85*g*p*q^3*x-4*g*p* q^2*r^2-224*g*p*q^2*r*x+388*g*p*q^2*x^2+680*g*p*q*r*x^2-4*g*q^4*x-12*g*q^3*r*x+ 123*g*q^3*x^2+10*g*q^2*r^2*x+230*g*q^2*r*x^2+3*p^5*q-6*p^5*x+6*p^4*q^2+6*p^4*q* r-64*p^4*q*x-11*p^4*r*x+25*p^4*x^2+3*p^3*q^3+6*p^3*q^2*r-120*p^3*q^2*x+3*p^3*q* r^2-96*p^3*q*r*x+133*p^3*q*x^2-5*p^3*r^2*x+50*p^3*r*x^2-72*p^2*q^3*x-120*p^2*q^ 2*r*x+216*p^2*q^2*x^2-20*p^2*q*r^2*x+280*p^2*q*r*x^2-10*p*q^4*x-2*p*q^3*r^2-34* p*q^3*r*x+133*p*q^3*x^2+20*p*q^2*r^2*x+280*p*q^2*r*x^2+q^4*r*x+25*q^4*x^2+5*q^3 *r^2*x+50*q^3*r*x^2+24*a^5+132*a^4*b+312*a^4*c+98*a^4*g+84*a^4*p+108*a^4*q+36*a ^4*r-176*a^4*x+132*a^3*b^2+828*a^3*b*c+280*a^3*b*g+396*a^3*b*p+186*a^3*b*q+174* a^3*b*r-548*a^3*b*x+1140*a^3*c^2+760*a^3*c*g+894*a^3*c*p+618*a^3*c*q+402*a^3*c* r-1244*a^3*c*x+121*a^3*g^2+281*a^3*g*p+218*a^3*g*q+118*a^3*g*r-430*a^3*g*x+114* a^3*p^2+324*a^3*p*q+96*a^3*p*r-536*a^3*p*x+60*a^3*q^2+150*a^3*q*r-398*a^3*q*x+ 12*a^3*r^2-314*a^3*r*x+44*a^3*x^2+24*a^2*b^3+468*a^2*b^2*c+150*a^2*b^2*g+330*a^ 2*b^2*p+48*a^2*b^2*q+150*a^2*b^2*r-504*a^2*b^2*x+1764*a^2*b*c^2+1178*a^2*b*c*g+ 1938*a^2*b*c*p+654*a^2*b*c*q+882*a^2*b*c*r-2744*a^2*b*c*x+187*a^2*b*g^2+670*a^2 *b*g*p+215*a^2*b*g*q+298*a^2*b*g*r-922*a^2*b*g*x+429*a^2*b*p^2+465*a^2*b*p*q+ 345*a^2*b*p*r-1404*a^2*b*p*x+30*a^2*b*q^2+219*a^2*b*q*r-780*a^2*b*q*x+30*a^2*b* r^2-1020*a^2*b*r*x-56*a^2*b*x^2+1812*a^2*c^3+1842*a^2*c^2*g+2508*a^2*c^2*p+1254 *a^2*c^2*q+1140*a^2*c^2*r-3336*a^2*c^2*x+597*a^2*c*g^2+1696*a^2*c*g*p+869*a^2*c *g*q+748*a^2*c*g*r-2250*a^2*c*g*x+921*a^2*c*p^2+1437*a^2*c*p*q+759*a^2*c*p*r-\ 3108*a^2*c*p*x+210*a^2*c*q^2+669*a^2*c*q*r-2112*a^2*c*q*x+66*a^2*c*r^2-2250*a^2 *c*r*x-32*a^2*c*x^2+61*a^2*g^3+274*a^2*g^2*p+144*a^2*g^2*q+115*a^2*g^2*r-369*a^ 2*g^2*x+288*a^2*g*p^2+519*a^2*g*p*q+221*a^2*g*p*r-1081*a^2*g*p*x+70*a^2*g*q^2+ 238*a^2*g*q*r-710*a^2*g*q*x+12*a^2*g*r^2-744*a^2*g*r*x+14*a^2*g*x^2+75*a^2*p^3+ 351*a^2*p^2*q+93*a^2*p^2*r-588*a^2*p^2*x+150*a^2*p*q^2+297*a^2*p*q*r-1023*a^2*p *q*x+24*a^2*p*r^2-605*a^2*p*r*x+186*a^2*p*x^2+6*a^2*q^3+72*a^2*q^2*r-309*a^2*q^ 2*x+30*a^2*q*r^2-777*a^2*q*r*x-2*a^2*q*x^2-50*a^2*r^2*x+440*a^2*r*x^2+48*a*b^3* c+16*a*b^3*g+48*a*b^3*p+44*a*b^3*r-140*a*b^3*x+540*a*b^2*c^2+348*a*b^2*c*g+804* a*b^2*c*p+96*a*b^2*c*q+432*a*b^2*c*r-1544*a*b^2*c*x+54*a*b^2*g^2+262*a*b^2*g*p+ 32*a*b^2*g*q+148*a*b^2*g*r-518*a*b^2*g*x+264*a*b^2*p^2+96*a*b^2*p*q+186*a*b^2*p *r-936*a*b^2*p*x+88*a*b^2*q*r-360*a*b^2*q*x-20*a*b^2*r^2-820*a*b^2*r*x-56*a*b^2 *x^2+1572*a*b*c^3+1564*a*b*c^2*g+2832*a*b*c^2*p+750*a*b*c^2*q+1374*a*b*c^2*r-\ 4400*a*b*c^2*x+496*a*b*c*g^2+1926*a*b*c*g*p+494*a*b*c*g*q+934*a*b*c*g*r-3008*a* b*c*g*x+1458*a*b*c*p^2+1122*a*b*c*p*q+1140*a*b*c*p*r-4784*a*b*c*p*x+60*a*b*c*q^ 2+614*a*b*c*q*r-2384*a*b*c*q*x+20*a*b*c*r^2-3840*a*b*c*r*x-240*a*b*c*x^2+49*a*b *g^3+312*a*b*g^2*p+79*a*b*g^2*q+146*a*b*g^2*r-516*a*b*g^2*x+517*a*b*g*p^2+375*a *b*g*p*q+403*a*b*g*p*r-1610*a*b*g*p*x+20*a*b*g*q^2+218*a*b*g*q*r-798*a*b*g*q*x+ 7*a*b*g*r^2-1300*a*b*g*r*x-84*a*b*g*x^2+198*a*b*p^3+372*a*b*p^2*q+219*a*b*p^2*r -1137*a*b*p^2*x+60*a*b*p*q^2+273*a*b*p*q*r-1386*a*b*p*q*x+39*a*b*p*r^2-1333*a*b *p*r*x+126*a*b*p*x^2+55*a*b*q^2*r-297*a*b*q^2*x-26*a*b*q*r^2-1127*a*b*q*r*x+126 *a*b*q*x^2+1000*a*b*r*x^2+1332*a*c^4+1812*a*c^3*g+2718*a*c^3*p+1086*a*c^3*q+ 1262*a*c^3*r-3804*a*c^3*x+885*a*c^2*g^2+2811*a*c^2*g*p+1116*a*c^2*g*q+1290*a*c^ 2*g*r-3866*a*c^2*g*x+1764*a*c^2*p^2+1998*a*c^2*p*q+1416*a*c^2*p*r-5700*a*c^2*p* x+240*a*c^2*q^2+976*a*c^2*q*r-3416*a*c^2*q*x+76*a*c^2*r^2-4410*a*c^2*r*x-212*a* c^2*x^2+182*a*c*g^3+925*a*c*g^2*p+367*a*c*g^2*q+409*a*c*g^2*r-1297*a*c*g^2*x+ 1213*a*c*g*p^2+1413*a*c*g*p*q+950*a*c*g*p*r-3876*a*c*g*p*x+160*a*c*g*q^2+694*a* c*g*q*r-2337*a*c*g*q*x+31*a*c*g*r^2-3024*a*c*g*r*x-130*a*c*g*x^2+402*a*c*p^3+ 1074*a*c*p^2*q+459*a*c*p^2*r-2433*a*c*p^2*x+360*a*c*p*q^2+867*a*c*p*q*r-3570*a* c*p*q*x+87*a*c*p*r^2-2831*a*c*p*r*x+420*a*c*p*x^2+12*a*c*q^3+199*a*c*q^2*r-923* a*c*q^2*x+34*a*c*q*r^2-2701*a*c*q*r*x+174*a*c*q*x^2-100*a*c*r^2*x+2000*a*c*r*x^ 2+13*a*g^4+96*a*g^3*p+38*a*g^3*q+39*a*g^3*r-143*a*g^3*x+199*a*g^2*p^2+239*a*g^2 *p*q+150*a*g^2*p*r-637*a*g^2*p*x+26*a*g^2*q^2+115*a*g^2*q*r-397*a*g^2*q*x+a*g^2 *r^2-482*a*g^2*r*x+5*a*g^2*x^2+124*a*g*p^3+399*a*g*p^2*q+131*a*g*p^2*r-856*a*g* p^2*x+122*a*g*p*q^2+322*a*g*p*q*r-1215*a*g*p*q*x+18*a*g*p*r^2-956*a*g*p*r*x+165 *a*g*p*x^2+4*a*g*q^3+72*a*g*q^2*r-316*a*g*q^2*x+11*a*g*q*r^2-962*a*g*q*r*x+18*a *g*q*x^2-20*a*g*r^2*x+680*a*g*r*x^2+24*a*p^4+162*a*p^3*q+39*a*p^3*r-274*a*p^3*x +120*a*p^2*q^2+189*a*p^2*q*r-828*a*p^2*q*x+15*a*p^2*r^2-374*a*p^2*r*x+192*a*p^2 *x^2+12*a*p*q^3+90*a*p*q^2*r-516*a*p*q^2*x+39*a*p*q*r^2-1009*a*p*q*r*x+138*a*p* q*x^2-65*a*p*r^2*x+570*a*p*r*x^2+11*a*q^3*r-76*a*q^3*x-8*a*q^2*r^2-363*a*q^2*r* x+134*a*q^2*x^2-15*a*q*r^2*x+690*a*q*r*x^2-8*b^4*x+24*b^3*c^2+16*b^3*c*g+48*b^3 *c*p+44*b^3*c*r-116*b^3*c*x+4*b^3*g^2+12*b^3*g*p+8*b^3*g*r-50*b^3*g*x+24*b^3*p^ 2+32*b^3*p*r-122*b^3*p*x-32*b^3*q*x-8*b^3*r^2-126*b^3*r*x+44*b^3*x^2+204*b^2*c^ 3+198*b^2*c^2*g+474*b^2*c^2*p+48*b^2*c^2*q+282*b^2*c^2*r-960*b^2*c^2*x+66*b^2*c *g^2+298*b^2*c*g*p+32*b^2*c*g*q+172*b^2*c*g*r-658*b^2*c*g*x+336*b^2*c*p^2+96*b^ 2*c*p*q+282*b^2*c*p*r-1440*b^2*c*p*x+88*b^2*c*q*r-372*b^2*c*q*x-44*b^2*c*r^2-\ 1270*b^2*c*r*x-32*b^2*c*x^2+8*b^2*g^3+42*b^2*g^2*p+8*b^2*g^2*q+20*b^2*g^2*r-123 *b^2*g^2*x+116*b^2*g*p^2+24*b^2*g*p*q+112*b^2*g*p*r-452*b^2*g*p*x+16*b^2*g*q*r-\ 149*b^2*g*q*x-8*b^2*g*r^2-396*b^2*g*r*x+14*b^2*g*x^2+66*b^2*p^3+48*b^2*p^2*q+48 *b^2*p^2*r-429*b^2*p^2*x+64*b^2*p*q*r-297*b^2*p*q*x-20*b^2*p*r^2-583*b^2*p*r*x-\ 2*b^2*p*x^2-42*b^2*q^2*x-16*b^2*q*r^2-235*b^2*q*r*x+186*b^2*q*x^2+50*b^2*r^2*x+ 440*b^2*r*x^2+504*b*c^4+666*b*c^3*g+1290*b*c^3*p+282*b*c^3*q+666*b*c^3*r-2148*b *c^3*x+321*b*c^2*g^2+1292*b*c^2*g*p+279*b*c^2*g*q+660*b*c^2*g*r-2210*b*c^2*g*x+ 1101*b*c^2*p^2+657*b*c^2*p*q+891*b*c^2*p*r-3944*b*c^2*p*x+30*b*c^2*q^2+395*b*c^ 2*q*r-1584*b*c^2*q*x-34*b*c^2*r^2-3310*b*c^2*r*x-212*b*c^2*x^2+67*b*c*g^3+406*b *c*g^2*p+95*b*c*g^2*q+192*b*c*g^2*r-785*b*c*g^2*x+775*b*c*g*p^2+423*b*c*g*p*q+ 657*b*c*g*p*r-2629*b*c*g*p*x+20*b*c*g*q^2+250*b*c*g*q*r-1080*b*c*g*q*x-9*b*c*g* r^2-2196*b*c*g*r*x-130*b*c*g*x^2+348*b*c*p^3+468*b*c*p^2*q+339*b*c*p^2*r-2015*b *c*p^2*x+60*b*c*p*q^2+401*b*c*p*q*r-2118*b*c*p*q*x-b*c*p*r^2-2579*b*c*p*r*x+174 *b*c*p*x^2+55*b*c*q^2*r-345*b*c*q^2*x-58*b*c*q*r^2-1669*b*c*q*r*x+420*b*c*q*x^2 +100*b*c*r^2*x+2000*b*c*r*x^2+5*b*g^4+39*b*g^3*p+12*b*g^3*q+15*b*g^3*r-97*b*g^3 *x+131*b*g^2*p^2+61*b*g^2*p*q+114*b*g^2*p*r-423*b*g^2*p*x+5*b*g^2*q^2+30*b*g^2* q*r-197*b*g^2*q*x+b*g^2*r^2-328*b*g^2*r*x+5*b*g^2*x^2+126*b*g*p^3+166*b*g*p^2*q +124*b*g*p^2*r-702*b*g*p^2*x+15*b*g*p*q^2+164*b*g*p*q*r-675*b*g*p*q*x+b*g*p*r^2 -928*b*g*p*r*x+18*b*g*p*x^2+10*b*g*q^2*r-134*b*g*q^2*x-12*b*g*q*r^2-544*b*g*q*r *x+165*b*g*q*x^2+20*b*g*r^2*x+680*b*g*r*x^2+33*b*p^4+93*b*p^3*q+45*b*p^3*r-286* b*p^3*x+30*b*p^2*q^2+72*b*p^2*q*r-612*b*p^2*q*x+12*b*p^2*r^2-407*b*p^2*r*x+134* b*p^2*x^2+40*b*p*q^2*r-234*b*p*q^2*x-26*b*p*q*r^2-791*b*p*q*r*x+138*b*p*q*x^2+ 15*b*p*r^2*x+690*b*p*r*x^2-22*b*q^3*x-10*b*q^2*r^2-136*b*q^2*r*x+192*b*q^2*x^2+ 65*b*q*r^2*x+570*b*q*r*x^2+372*c^5+632*c^4*g+1020*c^4*p+342*c^4*q+488*c^4*r-\ 1528*c^4*x+413*c^3*g^2+1408*c^3*g*p+465*c^3*g*q+668*c^3*g*r-2080*c^3*g*x+981*c^ 3*p^2+885*c^3*p*q+785*c^3*p*r-3310*c^3*p*x+90*c^3*q^2+457*c^3*q*r-1702*c^3*q*x+ 14*c^3*r^2-2640*c^3*r*x-144*c^3*x^2+129*c^2*g^3+693*c^2*g^2*p+231*c^2*g^2*q+314 *c^2*g^2*r-1070*c^2*g^2*x+1041*c^2*g*p^2+918*c^2*g*p*q+841*c^2*g*p*r-3358*c^2*g *p*x+90*c^2*g*q^2+472*c^2*g*q*r-1752*c^2*g*q*x+11*c^2*g*r^2-2720*c^2*g*r*x-160* c^2*g*x^2+393*c^2*p^3+771*c^2*p^2*q+414*c^2*p^2*r-2298*c^2*p^2*x+210*c^2*p*q^2+ 634*c^2*p*q*r-2922*c^2*p*q*x+43*c^2*p*r^2-2809*c^2*p*r*x+310*c^2*p*x^2+6*c^2*q^ 3+127*c^2*q^2*r-636*c^2*q^2*x-12*c^2*q*r^2-2211*c^2*q*r*x+310*c^2*q*x^2+2080*c^ 2*r*x^2+19*c*g^4+142*c*g^3*p+50*c*g^3*q+57*c*g^3*r-250*c*g^3*x+353*c*g^2*p^2+ 300*c*g^2*p*q+285*c*g^2*p*r-1094*c*g^2*p*x+31*c*g^2*q^2+145*c*g^2*q*r-610*c*g^2 *q*x+2*c*g^2*r^2-860*c*g^2*r*x-8*c*g^2*x^2+273*c*g*p^3+565*c*g*p^2*q+279*c*g*p^ 2*r-1608*c*g*p^2*x+137*c*g*p*q^2+486*c*g*p*q*r-1980*c*g*p*q*x+19*c*g*p*r^2-2004 *c*g*p*r*x+176*c*g*p*x^2+4*c*g*q^3+82*c*g*q^2*r-442*c*g*q^2*x-c*g*q*r^2-1536*c* g*q*r*x+176*c*g*q*x^2+1440*c*g*r*x^2+63*c*p^4+255*c*p^3*q+90*c*p^3*r-592*c*p^3* x+150*c*p^2*q^2+261*c*p^2*q*r-1464*c*p^2*q*x+27*c*p^2*r^2-845*c*p^2*r*x+316*c*p ^2*x^2+12*c*p*q^3+130*c*p*q^2*r-774*c*p*q^2*x+13*c*p*q*r^2-1800*c*p*q*r*x+336*c *p*q*x^2-50*c*p*r^2*x+1310*c*p*r*x^2+11*c*q^3*r-94*c*q^3*x-18*c*q^2*r^2-515*c*q ^2*r*x+316*c*q^2*x^2+50*c*q*r^2*x+1310*c*q*r*x^2+g^5+10*g^4*p+4*g^4*q+3*g^4*r-\ 22*g^4*x+38*g^3*p^2+30*g^3*p*q+30*g^3*p*r-114*g^3*p*x+4*g^3*q^2+12*g^3*q*r-74*g ^3*q*x-80*g^3*r*x+12*g^3*x^2+45*g^2*p^3+100*g^2*p^2*q+44*g^2*p^2*r-272*g^2*p^2* x+20*g^2*p*q^2+89*g^2*p*q*r-320*g^2*p*q*x+g^2*p*r^2-336*g^2*p*r*x+34*g^2*p*x^2+ g^2*q^3+10*g^2*q^2*r-80*g^2*q^2*x+g^2*q*r^2-244*g^2*q*r*x+34*g^2*q*x^2+230*g^2* r*x^2+19*g*p^4+97*g*p^3*q+25*g*p^3*r-210*g*p^3*x+54*g*p^2*q^2+100*g*p^2*q*r-520 *g*p^2*q*x+6*g*p^2*r^2-288*g*p^2*r*x+119*g*p^2*x^2+3*g*p*q^3+54*g*p*q^2*r-256*g *p*q^2*x+5*g*p*q*r^2-680*g*p*q*r*x+66*g*p*q*x^2-10*g*p*r^2*x+465*g*p*r*x^2+2*g* q^3*r-36*g*q^3*x-4*g*q^2*r^2-172*g*q^2*r*x+119*g*q^2*x^2+10*g*q*r^2*x+465*g*q*r *x^2+3*p^5+27*p^4*q+6*p^4*r-46*p^4*x+30*p^3*q^2+39*p^3*q*r-208*p^3*q*x+3*p^3*r^ 2-75*p^3*r*x+55*p^3*x^2+6*p^2*q^3+24*p^2*q^2*r-216*p^2*q^2*x+12*p^2*q*r^2-308*p ^2*q*r*x+107*p^2*q*x^2-20*p^2*r^2*x+175*p^2*r*x^2+8*p*q^3*r-58*p*q^3*x-8*p*q^2* r^2-252*p*q^2*r*x+107*p*q^2*x^2+470*p*q*r*x^2-4*q^4*x-2*q^3*r^2-25*q^3*r*x+55*q ^3*x^2+20*q^2*r^2*x+175*q^2*r*x^2+84*a^4+180*a^3*b+540*a^3*c+186*a^3*g+252*a^3* p+126*a^3*q+126*a^3*r-140*a^3*x+36*a^2*b^2+600*a^2*b*c+202*a^2*b*g+474*a^2*b*p+ 42*a^2*b*q+306*a^2*b*r-40*a^2*b*x+1152*a^2*c^2+784*a^2*c*g+1320*a^2*c*p+420*a^2 *c*q+792*a^2*c*r-304*a^2*c*x+129*a^2*g^2+458*a^2*g*p+143*a^2*g*q+262*a^2*g*r-\ 130*a^2*g*x+273*a^2*p^2+339*a^2*p*q+249*a^2*p*r-438*a^2*p*x+12*a^2*q^2+237*a^2* q*r-22*a^2*q*x+30*a^2*r^2-504*a^2*r*x-212*a^2*x^2-24*a*b^3+120*a*b^2*p-48*a*b^2 *q+206*a*b^2*r+152*a*b^2*x+588*a*b*c^2+396*a*b*c*g+1188*a*b*c*p-12*a*b*c*q+1072 *a*b*c*r+240*a*b*c*x+70*a*b*g^2+398*a*b*g*p-8*a*b*g*q+371*a*b*g*r+84*a*b*g*x+ 390*a*b*p^2+156*a*b*p*q+390*a*b*p*r-372*a*b*p*x-30*a*b*q^2+287*a*b*q*r+120*a*b* q*x+8*a*b*r^2-1000*a*b*r*x-544*a*b*x^2+996*a*c^3+1010*a*c^2*g+2004*a*c^2*p+414* a*c^2*q+1412*a*c^2*r-112*a*c^2*x+338*a*c*g^2+1374*a*c*g*p+278*a*c*g*q+979*a*c*g *r-76*a*c*g*x+1014*a*c*p^2+834*a*c*p*q+996*a*c*p*r-1152*a*c*p*x-6*a*c*q^2+761*a *c*q*r+6*a*c*q*x+68*a*c*r^2-2176*a*c*r*x-1064*a*c*x^2+37*a*g^3+227*a*g^2*p+49*a *g^2*q+159*a*g^2*r-33*a*g^2*x+356*a*g*p^2+285*a*g*p*q+334*a*g*p*r-419*a*g*p*x-4 *a*g*q^2+277*a*g*q*r+36*a*g*q*x+15*a*g*r^2-756*a*g*r*x-360*a*g*x^2+126*a*p^3+ 282*a*p^2*q+159*a*p^2*r-396*a*p^2*x+48*a*p*q^2+303*a*p*q*r-255*a*p*q*x+39*a*p*r ^2-646*a*p*r*x-192*a*p*x^2-6*a*q^3+92*a*q^2*r-11*a*q^2*x+14*a*q*r^2-702*a*q*r*x -312*a*q*x^2-30*a*r^2*x+380*a*r*x^2-24*b^3*c-4*b^3*g-12*b^3*p+32*b^3*r+52*b^3*x -36*b^2*c^2-12*b^2*c*g+84*b^2*c*p-48*b^2*c*q+302*b^2*c*r+368*b^2*c*x+6*b^2*g^2+ 14*b^2*g*p-8*b^2*g*q+88*b^2*g*r+102*b^2*g*x+72*b^2*p^2-24*b^2*p*q+140*b^2*p*r+ 26*b^2*p*x+64*b^2*q*r+66*b^2*q*x-20*b^2*r^2-376*b^2*r*x-212*b^2*x^2+168*b*c^3+ 182*b*c^2*g+678*b*c^2*p-54*b*c^2*q+862*b*c^2*r+536*b*c^2*x+82*b*c*g^2+424*b*c*g *p-24*b*c*g*q+565*b*c*g*r+336*b*c*g*x+540*b*c*p^2+108*b*c*p*q+700*b*c*p*r-354*b *c*p*x-30*b*c*q^2+415*b*c*q*r+312*b*c*q*x-32*b*c*r^2-1824*b*c*r*x-1064*b*c*x^2+ 14*b*g^3+62*b*g^2*p+7*b*g^2*q+82*b*g^2*r+23*b*g^2*x+189*b*g*p^2+15*b*g*p*q+260* b*g*p*r-72*b*g*p*x-5*b*g*q^2+128*b*g*q*r+89*b*g*q*x-5*b*g*r^2-604*b*g*r*x-360*b *g*x^2+99*b*p^3+96*b*p^2*q+114*b*p^2*r-257*b*p^2*x-15*b*p*q^2+194*b*p*q*r-21*b* p*q*x-b*p*r^2-678*b*p*r*x-312*b*p*x^2+40*b*q^2*r+12*b*q^2*x-26*b*q*r^2-494*b*q* r*x-192*b*q*x^2+30*b*r^2*x+380*b*r*x^2+300*c^4+408*c^3*g+924*c^3*p+120*c^3*q+ 778*c^3*r+144*c^3*x+215*c^2*g^2+930*c^2*g*p+127*c^2*g*q+805*c^2*g*r+160*c^2*g*x +813*c^2*p^2+471*c^2*p*q+887*c^2*p*r-766*c^2*p*x-18*c^2*q^2+588*c^2*q*r+146*c^2 *q*x+18*c^2*r^2-2080*c^2*r*x-1120*c^2*x^2+53*c*g^3+298*c*g^2*p+56*c*g^2*q+256*c *g^2*r+8*c*g^2*x+574*c*g*p^2+300*c*g*p*q+639*c*g*p*r-473*c*g*p*x-9*c*g*q^2+405* c*g*q*r+121*c*g*q*x+10*c*g*r^2-1440*c*g*r*x-784*c*g*x^2+243*c*p^3+378*c*p^2*q+ 297*c*p^2*r-649*c*p^2*x+33*c*p*q^2+497*c*p*q*r-336*c*p*q*x+38*c*p*r^2-1404*c*p* r*x-530*c*p*x^2-6*c*q^3+132*c*q^2*r+17*c*q^2*x-12*c*q*r^2-1216*c*q*r*x-530*c*q* x^2+800*c*r*x^2+5*g^4+30*g^3*p+10*g^3*q+24*g^3*r-12*g^3*x+98*g^2*p^2+44*g^2*p*q +109*g^2*p*r-76*g^2*p*x+2*g^2*q^2+63*g^2*q*r+8*g^2*q*x+g^2*r^2-230*g^2*r*x-118* g^2*x^2+86*g*p^3+136*g*p^2*q+100*g*p^2*r-238*g*p^2*x+4*g*p*q^2+193*g*p*q*r-66*g *p*q*x+9*g*p*r^2-506*g*p*r*x-197*g*p*x^2-g*q^3+42*g*q^2*r-g*q*r^2-424*g*q*r*x-\ 197*g*q*x^2+280*g*r*x^2+21*p^4+72*p^3*q+33*p^3*r-106*p^3*x+30*p^2*q^2+90*p^2*q* r-176*p^2*q*x+12*p^2*r^2-197*p^2*r*x-25*p^2*x^2-3*p*q^3+62*p*q^2*r-38*p*q^2*x+5 *p*q*r^2-470*p*q*r*x-170*p*q*x^2-15*p*r^2*x+250*p*r*x^2+8*q^3*r-4*q^3*x-8*q^2*r ^2-153*q^2*r*x-25*q^2*x^2+15*q*r^2*x+250*q*r*x^2+72*a^3-36*a^2*b+132*a^2*c+54*a ^2*g+204*a^2*p-42*a^2*q+168*a^2*r+176*a^2*x-132*a*b^2-372*a*b*c-128*a*b*g+60*a* b*p-186*a*b*q+274*a*b*r+544*a*b*x-84*a*c^2-60*a*c*g+450*a*c*p-270*a*c*q+670*a*c *r+1028*a*c*x-5*a*g^2+163*a*g*p-102*a*g*q+237*a*g*r+348*a*g*x+174*a*p^2+24*a*p* q+216*a*p*r+90*a*p*x-60*a*q^2+193*a*q*r+360*a*q*x+20*a*r^2-386*a*r*x-308*a*x^2-\ 24*b^3-204*b^2*c-62*b^2*g-66*b^2*p-48*b^2*q+104*b^2*r+248*b^2*x-408*b*c^2-266*b *c*g-90*b*c*p-282*b*c*q+494*b*c*r+1100*b*c*x-33*b*g^2-48*b*g*p-91*b*g*q+161*b*g *r+372*b*g*x+63*b*p^2-93*b*p*q+181*b*p*r+264*b*p*x-30*b*q^2+140*b*q*r+294*b*q*x -10*b*r^2-374*b*r*x-308*b*x^2-168*c^3-176*c^2*g+180*c^2*p-276*c^2*q+606*c^2*r+ 1120*c^2*x-45*c*g^2+104*c*g*p-193*c*g*q+422*c*g*r+784*c*g*x+243*c*p^2-69*c*p*q+ 427*c*p*r+398*c*p*x-90*c*q^2+333*c*q*r+662*c*q*x+10*c*r^2-800*c*r*x-656*c*x^2-g ^3+15*g^2*p-27*g^2*q+68*g^2*r+118*g^2*x+89*g*p^2-40*g*p*q+156*g*p*r+152*g*p*x-\ 30*g*q^2+115*g*q*r+242*g*q*x+3*g*r^2-280*g*r*x-232*g*x^2+45*p^3+39*p^2*q+66*p^2 *r-26*p^2*x-30*p*q^2+127*p*q*r+170*p*q*x+11*p*r^2-253*p*r*x-178*p*x^2-6*q^3+44* q^2*r+76*q^2*x-4*q*r^2-247*q*r*x-178*q*x^2+120*r*x^2-48*a^2-204*a*b-348*a*c-118 *a*g-12*a*p-150*a*q+112*a*r+308*a*x-84*b^2-384*b*c-130*b*g-102*b*p-114*b*q+106* b*r+308*b*x-384*c^2-268*c*g-132*c*p-264*c*q+230*c*r+656*c*x-41*g^2-50*g*p-95*g* q+81*g*r+232*g*x+15*p^2-75*p*q+73*p*r+160*p*x-36*q^2+70*q*r+196*q*x+2*r^2-120*r *x-120*x^2-96*a-96*b-204*c-72*g-48*p-66*q+34*r+120*x-36)*dx^4+x*(x-1)*(16*a^6*b *x^3+32*a^6*c*x^3+8*a^6*g*x^3+16*a^6*q*x^3+80*a^5*b^2*x^3+336*a^5*b*c*x^3+96*a^ 5*b*g*x^3+88*a^5*b*p*x^3+152*a^5*b*q*x^3+96*a^5*b*r*x^3+368*a^5*c^2*x^3+208*a^5 *c*g*x^3+168*a^5*c*p*x^3+328*a^5*c*q*x^3+192*a^5*c*r*x^3+28*a^5*g^2*x^3+40*a^5* g*p*x^3+96*a^5*g*q*x^3+48*a^5*g*r*x^3+88*a^5*p*q*x^3+72*a^5*q^2*x^3+96*a^5*q*r* x^3+160*a^4*b^3*x^3+1056*a^4*b^2*c*x^3+312*a^4*b^2*g*x^3+368*a^4*b^2*p*x^3+448* a^4*b^2*q*x^3+384*a^4*b^2*r*x^3+2272*a^4*b*c^2*x^3+1360*a^4*b*c*g*x^3+1448*a^4* b*c*p*x^3+1928*a^4*b*c*q*x^3+1440*a^4*b*c*r*x^3+192*a^4*b*g^2*x^3+428*a^4*b*g*p *x^3+596*a^4*b*g*q*x^3+448*a^4*b*g*r*x^3+180*a^4*b*p^2*x^3+656*a^4*b*p*q*x^3+ 336*a^4*b*p*r*x^3+396*a^4*b*q^2*x^3+624*a^4*b*q*r*x^3+80*a^4*b*r^2*x^3+1632*a^4 *c^3*x^3+1496*a^4*c^2*g*x^3+1464*a^4*c^2*p*x^3+2040*a^4*c^2*q*x^3+1440*a^4*c^2* r*x^3+428*a^4*c*g^2*x^3+852*a^4*c*g*p*x^3+1292*a^4*c*g*q*x^3+896*a^4*c*g*r*x^3+ 320*a^4*c*p^2*x^3+1320*a^4*c*p*q*x^3+624*a^4*c*p*r*x^3+828*a^4*c*q^2*x^3+1200*a ^4*c*q*r*x^3+160*a^4*c*r^2*x^3+38*a^4*g^3*x^3+116*a^4*g^2*p*x^3+192*a^4*g^2*q*x ^3+128*a^4*g^2*r*x^3+70*a^4*g*p^2*x^3+404*a^4*g*p*q*x^3+144*a^4*g*p*r*x^3+272*a ^4*g*q^2*x^3+400*a^4*g*q*r*x^3+40*a^4*g*r^2*x^3+180*a^4*p^2*q*x^3+288*a^4*p*q^2 *x^3+336*a^4*p*q*r*x^3+108*a^4*q^3*x^3+240*a^4*q^2*r*x^3+80*a^4*q*r^2*x^3+160*a ^3*b^4*x^3+1504*a^3*b^3*c*x^3+448*a^3*b^3*g*x^3+592*a^3*b^3*p*x^3+592*a^3*b^3*q *x^3+576*a^3*b^3*r*x^3+4976*a^3*b^2*c^2*x^3+3040*a^3*b^2*c*g*x^3+3664*a^3*b^2*c *p*x^3+3984*a^3*b^2*c*q*x^3+3360*a^3*b^2*c*r*x^3+436*a^3*b^2*g^2*x^3+1140*a^3*b ^2*g*p*x^3+1252*a^3*b^2*g*q*x^3+1104*a^3*b^2*g*r*x^3+612*a^3*b^2*p^2*x^3+1528*a ^3*b^2*p*q*x^3+1104*a^3*b^2*p*r*x^3+756*a^3*b^2*q^2*x^3+1296*a^3*b^2*q*r*x^3+ 240*a^3*b^2*r^2*x^3+7136*a^3*b*c^3*x^3+6648*a^3*b*c^2*g*x^3+7456*a^3*b*c^2*p*x^ 3+8608*a^3*b*c^2*q*x^3+6624*a^3*b*c^2*r*x^3+1940*a^3*b*c*g^2*x^3+4640*a^3*b*c*g *p*x^3+5520*a^3*b*c*g*q*x^3+4304*a^3*b*c*g*r*x^3+2292*a^3*b*c*p^2*x^3+6288*a^3* b*c*p*q*x^3+4032*a^3*b*c*p*r*x^3+3308*a^3*b*c*q^2*x^3+5184*a^3*b*c*q*r*x^3+880* a^3*b*c*r^2*x^3+176*a^3*b*g^3*x^3+680*a^3*b*g^2*p*x^3+832*a^3*b*g^2*q*x^3+656*a ^3*b*g^2*r*x^3+692*a^3*b*g*p^2*x^3+2036*a^3*b*g*p*q*x^3+1264*a^3*b*g*p*r*x^3+ 1096*a^3*b*g*q^2*x^3+1776*a^3*b*g*q*r*x^3+280*a^3*b*g*r^2*x^3+182*a^3*b*p^3*x^3 +1050*a^3*b*p^2*q*x^3+456*a^3*b*p^2*r*x^3+1266*a^3*b*p*q^2*x^3+1776*a^3*b*p*q*r *x^3+200*a^3*b*p*r^2*x^3+398*a^3*b*q^3*x^3+936*a^3*b*q^2*r*x^3+360*a^3*b*q*r^2* x^3+3760*a^3*c^4*x^3+4792*a^3*c^3*g*x^3+4992*a^3*c^3*p*x^3+6016*a^3*c^3*q*x^3+ 4416*a^3*c^3*r*x^3+2148*a^3*c^2*g^2*x^3+4724*a^3*c^2*g*p*x^3+5916*a^3*c^2*g*q*x ^3+4352*a^3*c^2*g*r*x^3+2140*a^3*c^2*p^2*x^3+6312*a^3*c^2*p*q*x^3+3792*a^3*c^2* p*r*x^3+3488*a^3*c^2*q^2*x^3+5136*a^3*c^2*q*r*x^3+880*a^3*c^2*r^2*x^3+396*a^3*c *g^3*x^3+1392*a^3*c*g^2*p*x^3+1832*a^3*c*g^2*q*x^3+1336*a^3*c*g^2*r*x^3+1260*a^ 3*c*g*p^2*x^3+4140*a^3*c*g*p*q*x^3+2352*a^3*c*g*p*r*x^3+2348*a^3*c*g*q^2*x^3+ 3520*a^3*c*g*q*r*x^3+560*a^3*c*g*r^2*x^3+294*a^3*c*p^3*x^3+1998*a^3*c*p^2*q*x^3 +768*a^3*c*p^2*r*x^3+2562*a^3*c*p*q^2*x^3+3312*a^3*c*p*q*r*x^3+360*a^3*c*p*r^2* x^3+858*a^3*c*q^3*x^3+1896*a^3*c*q^2*r*x^3+680*a^3*c*q*r^2*x^3+25*a^3*g^4*x^3+ 126*a^3*g^3*p*x^3+176*a^3*g^3*q*x^3+124*a^3*g^3*r*x^3+169*a^3*g^2*p^2*x^3+640*a ^3*g^2*p*q*x^3+328*a^3*g^2*p*r*x^3+376*a^3*g^2*q^2*x^3+576*a^3*g^2*q*r*x^3+80*a ^3*g^2*r^2*x^3+56*a^3*g*p^3*x^3+632*a^3*g*p^2*q*x^3+156*a^3*g*p^2*r*x^3+872*a^3 *g*p*q^2*x^3+1120*a^3*g*p*q*r*x^3+80*a^3*g*p*r^2*x^3+296*a^3*g*q^3*x^3+672*a^3* g*q^2*r*x^3+240*a^3*g*q*r^2*x^3+182*a^3*p^3*q*x^3+438*a^3*p^2*q^2*x^3+456*a^3*p ^2*q*r*x^3+330*a^3*p*q^3*x^3+672*a^3*p*q^2*r*x^3+200*a^3*p*q*r^2*x^3+74*a^3*q^4 *x^3+216*a^3*q^3*r*x^3+120*a^3*q^2*r^2*x^3+80*a^2*b^5*x^3+1056*a^2*b^4*c*x^3+ 312*a^2*b^4*g*x^3+448*a^2*b^4*p*x^3+368*a^2*b^4*q*x^3+384*a^2*b^4*r*x^3+4976*a^ 2*b^3*c^2*x^3+3040*a^2*b^3*c*g*x^3+3984*a^2*b^3*c*p*x^3+3664*a^2*b^3*c*q*x^3+ 3360*a^2*b^3*c*r*x^3+436*a^2*b^3*g^2*x^3+1252*a^2*b^3*g*p*x^3+1140*a^2*b^3*g*q* x^3+1104*a^2*b^3*g*r*x^3+756*a^2*b^3*p^2*x^3+1528*a^2*b^3*p*q*x^3+1296*a^2*b^3* p*r*x^3+612*a^2*b^3*q^2*x^3+1104*a^2*b^3*q*r*x^3+240*a^2*b^3*r^2*x^3+11008*a^2* b^2*c^3*x^3+10304*a^2*b^2*c^2*g*x^3+12560*a^2*b^2*c^2*p*x^3+12560*a^2*b^2*c^2*q *x^3+10368*a^2*b^2*c^2*r*x^3+3024*a^2*b^2*c*g^2*x^3+8016*a^2*b^2*c*g*p*x^3+8016 *a^2*b^2*c*g*q*x^3+6816*a^2*b^2*c*g*r*x^3+4452*a^2*b^2*c*p^2*x^3+9936*a^2*b^2*c *p*q*x^3+7392*a^2*b^2*c*p*r*x^3+4452*a^2*b^2*c*q^2*x^3+7392*a^2*b^2*c*q*r*x^3+ 1440*a^2*b^2*c*r^2*x^3+276*a^2*b^2*g^3*x^3+1204*a^2*b^2*g^2*p*x^3+1204*a^2*b^2* g^2*q*x^3+1056*a^2*b^2*g^2*r*x^3+1446*a^2*b^2*g*p^2*x^3+3264*a^2*b^2*g*p*q*x^3+ 2496*a^2*b^2*g*p*r*x^3+1446*a^2*b^2*g*q^2*x^3+2496*a^2*b^2*g*q*r*x^3+480*a^2*b^ 2*g*r^2*x^3+472*a^2*b^2*p^3*x^3+1848*a^2*b^2*p^2*q*x^3+1152*a^2*b^2*p^2*r*x^3+ 1848*a^2*b^2*p*q^2*x^3+2880*a^2*b^2*p*q*r*x^3+480*a^2*b^2*p*r^2*x^3+472*a^2*b^2 *q^3*x^3+1152*a^2*b^2*q^2*r*x^3+480*a^2*b^2*q*r^2*x^3+11760*a^2*b*c^4*x^3+14952 *a^2*b*c^3*g*x^3+17152*a^2*b*c^3*p*x^3+18176*a^2*b*c^3*q*x^3+14016*a^2*b*c^3*r* x^3+6700*a^2*b*c^2*g^2*x^3+16580*a^2*b*c^2*g*p*x^3+17772*a^2*b*c^2*g*q*x^3+ 13824*a^2*b*c^2*g*r*x^3+8632*a^2*b*c^2*p^2*x^3+20664*a^2*b*c^2*p*q*x^3+14160*a^ 2*b*c^2*p*r*x^3+9980*a^2*b*c^2*q^2*x^3+15504*a^2*b*c^2*q*r*x^3+2880*a^2*b*c^2*r ^2*x^3+1240*a^2*b*c*g^3*x^3+5024*a^2*b*c*g^2*p*x^3+5464*a^2*b*c*g^2*q*x^3+4264* a^2*b*c*g^2*r*x^3+5548*a^2*b*c*g*p^2*x^3+13780*a^2*b*c*g*p*q*x^3+9392*a^2*b*c*g *p*r*x^3+6636*a^2*b*c*g*q^2*x^3+10560*a^2*b*c*g*q*r*x^3+1880*a^2*b*c*g*r^2*x^3+ 1698*a^2*b*c*p^3*x^3+7314*a^2*b*c*p^2*q*x^3+4104*a^2*b*c*p^2*r*x^3+7878*a^2*b*c *p*q^2*x^3+11280*a^2*b*c*p*q*r*x^3+1720*a^2*b*c*p*r^2*x^3+2262*a^2*b*c*q^3*x^3+ 5232*a^2*b*c*q^2*r*x^3+2040*a^2*b*c*q*r^2*x^3+79*a^2*b*g^4*x^3+472*a^2*b*g^3*p* x^3+522*a^2*b*g^3*q*x^3+404*a^2*b*g^3*r*x^3+838*a^2*b*g^2*p^2*x^3+2168*a^2*b*g^ 2*p*q*x^3+1456*a^2*b*g^2*p*r*x^3+1045*a^2*b*g^2*q^2*x^3+1704*a^2*b*g^2*q*r*x^3+ 280*a^2*b*g^2*r^2*x^3+519*a^2*b*g*p^3*x^3+2469*a^2*b*g*p^2*q*x^3+1296*a^2*b*g*p ^2*r*x^3+2709*a^2*b*g*p*q^2*x^3+3984*a^2*b*g*p*q*r*x^3+560*a^2*b*g*p*r^2*x^3+ 759*a^2*b*g*q^3*x^3+1812*a^2*b*g*q^2*r*x^3+720*a^2*b*g*q*r^2*x^3+98*a^2*b*p^4*x ^3+790*a^2*b*p^3*q*x^3+300*a^2*b*p^3*r*x^3+1458*a^2*b*p^2*q^2*x^3+1836*a^2*b*p^ 2*q*r*x^3+180*a^2*b*p^2*r^2*x^3+938*a^2*b*p*q^3*x^3+2052*a^2*b*p*q^2*r*x^3+720* a^2*b*p*q*r^2*x^3+172*a^2*b*q^4*x^3+516*a^2*b*q^3*r*x^3+300*a^2*b*q^2*r^2*x^3+ 4864*a^2*c^5*x^3+7928*a^2*c^4*g*x^3+8512*a^2*c^4*p*x^3+9472*a^2*c^4*q*x^3+7008* a^2*c^4*r*x^3+4860*a^2*c^3*g^2*x^3+11184*a^2*c^3*g*p*x^3+12624*a^2*c^3*g*q*x^3+ 9360*a^2*c^3*g*r*x^3+5396*a^2*c^3*p^2*x^3+13808*a^2*c^3*p*q*x^3+8928*a^2*c^3*p* r*x^3+7076*a^2*c^3*q^2*x^3+10464*a^2*c^3*q*r*x^3+1920*a^2*c^3*r^2*x^3+1378*a^2* c^2*g^3*x^3+5176*a^2*c^2*g^2*p*x^3+5972*a^2*c^2*g^2*q*x^3+4392*a^2*c^2*g^2*r*x^ 3+5224*a^2*c^2*g*p^2*x^3+14028*a^2*c^2*g*p*q*x^3+8928*a^2*c^2*g*p*r*x^3+7202*a^ 2*c^2*g*q^2*x^3+10800*a^2*c^2*g*q*r*x^3+1920*a^2*c^2*g*r^2*x^3+1458*a^2*c^2*p^3 *x^3+7002*a^2*c^2*p^2*q*x^3+3576*a^2*c^2*p^2*r*x^3+8046*a^2*c^2*p*q^2*x^3+10800 *a^2*c^2*p*q*r*x^3+1560*a^2*c^2*p*r^2*x^3+2502*a^2*c^2*q^3*x^3+5520*a^2*c^2*q^2 *r*x^3+2040*a^2*c^2*q*r^2*x^3+177*a^2*c*g^4*x^3+982*a^2*c*g^3*p*x^3+1172*a^2*c* g^3*q*x^3+836*a^2*c*g^3*r*x^3+1570*a^2*c*g^2*p^2*x^3+4504*a^2*c*g^2*p*q*x^3+ 2768*a^2*c*g^2*p*r*x^3+2323*a^2*c*g^2*q^2*x^3+3528*a^2*c*g^2*q*r*x^3+580*a^2*c* g^2*r^2*x^3+853*a^2*c*g*p^3*x^3+4735*a^2*c*g*p^2*q*x^3+2192*a^2*c*g*p^2*r*x^3+ 5601*a^2*c*g*p*q^2*x^3+7584*a^2*c*g*p*q*r*x^3+1000*a^2*c*g*p*r^2*x^3+1719*a^2*c *g*q^3*x^3+3876*a^2*c*g*q^2*r*x^3+1440*a^2*c*g*q*r^2*x^3+140*a^2*c*p^4*x^3+1436 *a^2*c*p^3*q*x^3+444*a^2*c*p^3*r*x^3+2862*a^2*c*p^2*q^2*x^3+3324*a^2*c*p^2*q*r* x^3+280*a^2*c*p^2*r^2*x^3+1976*a^2*c*p*q^3*x^3+4068*a^2*c*p*q^2*r*x^3+1320*a^2* c*p*q*r^2*x^3+410*a^2*c*q^4*x^3+1188*a^2*c*q^3*r*x^3+660*a^2*c*q^2*r^2*x^3+8*a^ 2*g^5*x^3+63*a^2*g^4*p*x^3+79*a^2*g^4*q*x^3+52*a^2*g^4*r*x^3+143*a^2*g^3*p^2*x^ 3+450*a^2*g^3*p*q*x^3+256*a^2*g^3*p*r*x^3+235*a^2*g^3*q^2*x^3+360*a^2*g^3*q*r*x ^3+50*a^2*g^3*r^2*x^3+109*a^2*g^2*p^3*x^3+758*a^2*g^2*p^2*q*x^3+292*a^2*g^2*p^2 *r*x^3+930*a^2*g^2*p*q^2*x^3+1272*a^2*g^2*p*q*r*x^3+140*a^2*g^2*p*r^2*x^3+281*a ^2*g^2*q^3*x^3+648*a^2*g^2*q^2*r*x^3+240*a^2*g^2*q*r^2*x^3+21*a^2*g*p^4*x^3+465 *a^2*g*p^3*q*x^3+72*a^2*g*p^3*r*x^3+1008*a^2*g*p^2*q^2*x^3+1140*a^2*g*p^2*q*r*x ^3+50*a^2*g*p^2*r^2*x^3+705*a^2*g*p*q^3*x^3+1488*a^2*g*p*q^2*r*x^3+480*a^2*g*p* q*r^2*x^3+141*a^2*g*q^4*x^3+420*a^2*g*q^3*r*x^3+240*a^2*g*q^2*r^2*x^3+98*a^2*p^ 4*q*x^3+318*a^2*p^3*q^2*x^3+300*a^2*p^3*q*r*x^3+366*a^2*p^2*q^3*x^3+684*a^2*p^2 *q^2*r*x^3+180*a^2*p^2*q*r^2*x^3+170*a^2*p*q^4*x^3+468*a^2*p*q^3*r*x^3+240*a^2* p*q^2*r^2*x^3+24*a^2*q^5*x^3+84*a^2*q^4*r*x^3+60*a^2*q^3*r^2*x^3+16*a*b^6*x^3+ 336*a*b^5*c*x^3+96*a*b^5*g*x^3+152*a*b^5*p*x^3+88*a*b^5*q*x^3+96*a*b^5*r*x^3+ 2272*a*b^4*c^2*x^3+1360*a*b^4*c*g*x^3+1928*a*b^4*c*p*x^3+1448*a*b^4*c*q*x^3+ 1440*a*b^4*c*r*x^3+192*a*b^4*g^2*x^3+596*a*b^4*g*p*x^3+428*a*b^4*g*q*x^3+448*a* b^4*g*r*x^3+396*a*b^4*p^2*x^3+656*a*b^4*p*q*x^3+624*a*b^4*p*r*x^3+180*a*b^4*q^2 *x^3+336*a*b^4*q*r*x^3+80*a*b^4*r^2*x^3+7136*a*b^3*c^3*x^3+6648*a*b^3*c^2*g*x^3 +8608*a*b^3*c^2*p*x^3+7456*a*b^3*c^2*q*x^3+6624*a*b^3*c^2*r*x^3+1940*a*b^3*c*g^ 2*x^3+5520*a*b^3*c*g*p*x^3+4640*a*b^3*c*g*q*x^3+4304*a*b^3*c*g*r*x^3+3308*a*b^3 *c*p^2*x^3+6288*a*b^3*c*p*q*x^3+5184*a*b^3*c*p*r*x^3+2292*a*b^3*c*q^2*x^3+4032* a*b^3*c*q*r*x^3+880*a*b^3*c*r^2*x^3+176*a*b^3*g^3*x^3+832*a*b^3*g^2*p*x^3+680*a *b^3*g^2*q*x^3+656*a*b^3*g^2*r*x^3+1096*a*b^3*g*p^2*x^3+2036*a*b^3*g*p*q*x^3+ 1776*a*b^3*g*p*r*x^3+692*a*b^3*g*q^2*x^3+1264*a*b^3*g*q*r*x^3+280*a*b^3*g*r^2*x ^3+398*a*b^3*p^3*x^3+1266*a*b^3*p^2*q*x^3+936*a*b^3*p^2*r*x^3+1050*a*b^3*p*q^2* x^3+1776*a*b^3*p*q*r*x^3+360*a*b^3*p*r^2*x^3+182*a*b^3*q^3*x^3+456*a*b^3*q^2*r* x^3+200*a*b^3*q*r^2*x^3+11760*a*b^2*c^4*x^3+14952*a*b^2*c^3*g*x^3+18176*a*b^2*c ^3*p*x^3+17152*a*b^2*c^3*q*x^3+14016*a*b^2*c^3*r*x^3+6700*a*b^2*c^2*g^2*x^3+ 17772*a*b^2*c^2*g*p*x^3+16580*a*b^2*c^2*g*q*x^3+13824*a*b^2*c^2*g*r*x^3+9980*a* b^2*c^2*p^2*x^3+20664*a*b^2*c^2*p*q*x^3+15504*a*b^2*c^2*p*r*x^3+8632*a*b^2*c^2* q^2*x^3+14160*a*b^2*c^2*q*r*x^3+2880*a*b^2*c^2*r^2*x^3+1240*a*b^2*c*g^3*x^3+ 5464*a*b^2*c*g^2*p*x^3+5024*a*b^2*c*g^2*q*x^3+4264*a*b^2*c*g^2*r*x^3+6636*a*b^2 *c*g*p^2*x^3+13780*a*b^2*c*g*p*q*x^3+10560*a*b^2*c*g*p*r*x^3+5548*a*b^2*c*g*q^2 *x^3+9392*a*b^2*c*g*q*r*x^3+1880*a*b^2*c*g*r^2*x^3+2262*a*b^2*c*p^3*x^3+7878*a* b^2*c*p^2*q*x^3+5232*a*b^2*c*p^2*r*x^3+7314*a*b^2*c*p*q^2*x^3+11280*a*b^2*c*p*q *r*x^3+2040*a*b^2*c*p*r^2*x^3+1698*a*b^2*c*q^3*x^3+4104*a*b^2*c*q^2*r*x^3+1720* a*b^2*c*q*r^2*x^3+79*a*b^2*g^4*x^3+522*a*b^2*g^3*p*x^3+472*a*b^2*g^3*q*x^3+404* a*b^2*g^3*r*x^3+1045*a*b^2*g^2*p^2*x^3+2168*a*b^2*g^2*p*q*x^3+1704*a*b^2*g^2*p* r*x^3+838*a*b^2*g^2*q^2*x^3+1456*a*b^2*g^2*q*r*x^3+280*a*b^2*g^2*r^2*x^3+759*a* b^2*g*p^3*x^3+2709*a*b^2*g*p^2*q*x^3+1812*a*b^2*g*p^2*r*x^3+2469*a*b^2*g*p*q^2* x^3+3984*a*b^2*g*p*q*r*x^3+720*a*b^2*g*p*r^2*x^3+519*a*b^2*g*q^3*x^3+1296*a*b^2 *g*q^2*r*x^3+560*a*b^2*g*q*r^2*x^3+172*a*b^2*p^4*x^3+938*a*b^2*p^3*q*x^3+516*a* b^2*p^3*r*x^3+1458*a*b^2*p^2*q^2*x^3+2052*a*b^2*p^2*q*r*x^3+300*a*b^2*p^2*r^2*x ^3+790*a*b^2*p*q^3*x^3+1836*a*b^2*p*q^2*r*x^3+720*a*b^2*p*q*r^2*x^3+98*a*b^2*q^ 4*x^3+300*a*b^2*q^3*r*x^3+180*a*b^2*q^2*r^2*x^3+9920*a*b*c^5*x^3+16080*a*b*c^4* g*x^3+18560*a*b*c^4*p*x^3+18560*a*b*c^4*q*x^3+14400*a*b*c^4*r*x^3+9800*a*b*c^3* g^2*x^3+24512*a*b*c^3*g*p*x^3+24512*a*b*c^3*g*q*x^3+19040*a*b*c^3*g*r*x^3+13048 *a*b*c^3*p^2*x^3+28768*a*b*c^3*p*q*x^3+20352*a*b*c^3*p*r*x^3+13048*a*b*c^3*q^2* x^3+20352*a*b*c^3*q*r*x^3+4000*a*b*c^3*r^2*x^3+2764*a*b*c^2*g^3*x^3+11452*a*b*c ^2*g^2*p*x^3+11452*a*b*c^2*g^2*q*x^3+8848*a*b*c^2*g^2*r*x^3+13034*a*b*c^2*g*p^2 *x^3+29272*a*b*c^2*g*p*q*x^3+20656*a*b*c^2*g*p*r*x^3+13034*a*b*c^2*g*q^2*x^3+ 20656*a*b*c^2*g*q*r*x^3+3920*a*b*c^2*g*r^2*x^3+4212*a*b*c^2*p^3*x^3+15804*a*b*c ^2*p^2*q*x^3+9768*a*b*c^2*p^2*r*x^3+15804*a*b*c^2*p*q^2*x^3+22944*a*b*c^2*p*q*r *x^3+3920*a*b*c^2*p*r^2*x^3+4212*a*b*c^2*q^3*x^3+9768*a*b*c^2*q^2*r*x^3+3920*a* b*c^2*q*r^2*x^3+354*a*b*c*g^4*x^3+2210*a*b*c*g^3*p*x^3+2210*a*b*c*g^3*q*x^3+ 1672*a*b*c*g^3*r*x^3+4097*a*b*c*g^2*p^2*x^3+9416*a*b*c*g^2*p*q*x^3+6584*a*b*c*g ^2*p*r*x^3+4097*a*b*c*g^2*q^2*x^3+6584*a*b*c*g^2*q*r*x^3+1160*a*b*c*g^2*r^2*x^3 +2772*a*b*c*g*p^3*x^3+10936*a*b*c*g*p^2*q*x^3+6596*a*b*c*g*p^2*r*x^3+10936*a*b* c*g*p*q^2*x^3+16224*a*b*c*g*p*q*r*x^3+2680*a*b*c*g*p*r^2*x^3+2772*a*b*c*g*q^3*x ^3+6596*a*b*c*g*q^2*r*x^3+2680*a*b*c*g*q*r^2*x^3+598*a*b*c*p^4*x^3+3604*a*b*c*p ^3*q*x^3+1800*a*b*c*p^3*r*x^3+6012*a*b*c*p^2*q^2*x^3+7896*a*b*c*p^2*q*r*x^3+ 1060*a*b*c*p^2*r^2*x^3+3604*a*b*c*p*q^3*x^3+7896*a*b*c*p*q^2*r*x^3+2880*a*b*c*p *q*r^2*x^3+598*a*b*c*q^4*x^3+1800*a*b*c*q^3*r*x^3+1060*a*b*c*q^2*r^2*x^3+16*a*b *g^5*x^3+146*a*b*g^4*p*x^3+146*a*b*g^4*q*x^3+104*a*b*g^4*r*x^3+400*a*b*g^3*p^2* x^3+944*a*b*g^3*p*q*x^3+648*a*b*g^3*p*r*x^3+400*a*b*g^3*q^2*x^3+648*a*b*g^3*q*r *x^3+100*a*b*g^3*r^2*x^3+427*a*b*g^2*p^3*x^3+1799*a*b*g^2*p^2*q*x^3+1036*a*b*g^ 2*p^2*r*x^3+1799*a*b*g^2*p*q^2*x^3+2736*a*b*g^2*p*q*r*x^3+420*a*b*g^2*p*r^2*x^3 +427*a*b*g^2*q^3*x^3+1036*a*b*g^2*q^2*r*x^3+420*a*b*g^2*q*r^2*x^3+184*a*b*g*p^4 *x^3+1258*a*b*g*p^3*q*x^3+572*a*b*g*p^3*r*x^3+2148*a*b*g*p^2*q^2*x^3+2868*a*b*g *p^2*q*r*x^3+350*a*b*g*p^2*r^2*x^3+1258*a*b*g*p*q^3*x^3+2868*a*b*g*p*q^2*r*x^3+ 1080*a*b*g*p*q*r^2*x^3+184*a*b*g*q^4*x^3+572*a*b*g*q^3*r*x^3+350*a*b*g*q^2*r^2* x^3+27*a*b*p^5*x^3+283*a*b*p^4*q*x^3+96*a*b*p^4*r*x^3+714*a*b*p^3*q^2*x^3+816*a *b*p^3*q*r*x^3+70*a*b*p^3*r^2*x^3+714*a*b*p^2*q^3*x^3+1440*a*b*p^2*q^2*r*x^3+ 450*a*b*p^2*q*r^2*x^3+283*a*b*p*q^4*x^3+816*a*b*p*q^3*r*x^3+450*a*b*p*q^2*r^2*x ^3+27*a*b*q^5*x^3+96*a*b*q^4*r*x^3+70*a*b*q^3*r^2*x^3+3360*a*c^6*x^3+6688*a*c^5 *g*x^3+7296*a*c^5*p*x^3+7680*a*c^5*q*x^3+5760*a*c^5*r*x^3+5224*a*c^4*g^2*x^3+ 12272*a*c^4*g*p*x^3+12960*a*c^4*g*q*x^3+9664*a*c^4*g*r*x^3+6120*a*c^4*p^2*x^3+ 14400*a*c^4*p*q*x^3+9696*a*c^4*p*r*x^3+6960*a*c^4*q^2*x^3+10464*a*c^4*q*r*x^3+ 2000*a*c^4*r^2*x^3+2012*a*c^3*g^3*x^3+7796*a*c^3*g^2*p*x^3+8284*a*c^3*g^2*q*x^3 +6080*a*c^3*g^2*r*x^3+8242*a*c^3*g*p^2*x^3+19856*a*c^3*g*p*q*x^3+13248*a*c^3*g* p*r*x^3+9502*a*c^3*g*q^2*x^3+14368*a*c^3*g*q*r*x^3+2680*a*c^3*g*r^2*x^3+2460*a* c^3*p^3*x^3+10140*a*c^3*p^2*q*x^3+5784*a*c^3*p^2*r*x^3+10836*a*c^3*p*q^2*x^3+ 14976*a*c^3*p*q*r*x^3+2400*a*c^3*p*r^2*x^3+3156*a*c^3*q^3*x^3+7080*a*c^3*q^2*r* x^3+2720*a*c^3*q*r^2*x^3+392*a*c^2*g^4*x^3+2296*a*c^2*g^3*p*x^3+2468*a*c^2*g^3* q*x^3+1744*a*c^2*g^3*r*x^3+3919*a*c^2*g^2*p^2*x^3+9772*a*c^2*g^2*p*q*x^3+6376*a *c^2*g^2*p*r*x^3+4617*a*c^2*g^2*q^2*x^3+7000*a*c^2*g^2*q*r*x^3+1220*a*c^2*g^2*r ^2*x^3+2411*a*c^2*g*p^3*x^3+10607*a*c^2*g*p^2*q*x^3+5836*a*c^2*g*p^2*r*x^3+ 11431*a*c^2*g*p*q^2*x^3+15936*a*c^2*g*p*q*r*x^3+2480*a*c^2*g*p*r^2*x^3+3235*a*c ^2*g*q^3*x^3+7364*a*c^2*g*q^2*r*x^3+2840*a*c^2*g*q*r^2*x^3+468*a*c^2*p^4*x^3+ 3312*a*c^2*p^3*q*x^3+1428*a*c^2*p^3*r*x^3+5958*a*c^2*p^2*q^2*x^3+7332*a*c^2*p^2 *q*r*x^3+860*a*c^2*p^2*r^2*x^3+3852*a*c^2*p*q^3*x^3+8076*a*c^2*p*q^2*r*x^3+2760 *a*c^2*p*q*r^2*x^3+738*a*c^2*q^4*x^3+2172*a*c^2*q^3*r*x^3+1240*a*c^2*q^2*r^2*x^ 3+35*a*c*g^5*x^3+305*a*c*g^4*p*x^3+335*a*c*g^4*q*x^3+216*a*c*g^4*r*x^3+764*a*c* g^3*p^2*x^3+2006*a*c*g^3*p*q*x^3+1248*a*c*g^3*p*r*x^3+933*a*c*g^3*q^2*x^3+1408* a*c*g^3*q*r*x^3+210*a*c*g^3*r^2*x^3+728*a*c*g^2*p^3*x^3+3525*a*c*g^2*p^2*q*x^3+ 1812*a*c*g^2*p^2*r*x^3+3843*a*c*g^2*p*q^2*x^3+5400*a*c*g^2*p*q*r*x^3+780*a*c*g^ 2*p*r^2*x^3+1046*a*c*g^2*q^3*x^3+2412*a*c*g^2*q^2*r*x^3+920*a*c*g^2*q*r^2*x^3+ 267*a*c*g*p^4*x^3+2294*a*c*g*p^3*q*x^3+852*a*c*g*p^3*r*x^3+4281*a*c*g*p^2*q^2*x ^3+5256*a*c*g*p^2*q*r*x^3+540*a*c*g*p^2*r^2*x^3+2748*a*c*g*p*q^3*x^3+5892*a*c*g *p*q^2*r*x^3+2040*a*c*g*p*q*r^2*x^3+494*a*c*g*q^4*x^3+1488*a*c*g*q^3*r*x^3+870* a*c*g*q^2*r^2*x^3+33*a*c*p^5*x^3+495*a*c*p^4*q*x^3+120*a*c*p^4*r*x^3+1368*a*c*p ^3*q^2*x^3+1440*a*c*p^3*q*r*x^3+90*a*c*p^3*r^2*x^3+1464*a*c*p^2*q^3*x^3+2808*a* c*p^2*q^2*r*x^3+810*a*c*p^2*q*r^2*x^3+639*a*c*p*q^4*x^3+1776*a*c*p*q^3*r*x^3+ 930*a*c*p*q^2*r^2*x^3+81*a*c*q^5*x^3+288*a*c*q^4*r*x^3+210*a*c*q^3*r^2*x^3+a*g^ 6*x^3+14*a*g^5*p*x^3+16*a*g^5*q*x^3+8*a*g^5*r*x^3+50*a*g^4*p^2*x^3+142*a*g^4*p* q*x^3+80*a*g^4*p*r*x^3+65*a*g^4*q^2*x^3+96*a*g^4*q*r*x^3+10*a*g^4*r^2*x^3+65*a* g^3*p^3*x^3+367*a*g^3*p^2*q*x^3+164*a*g^3*p^2*r*x^3+407*a*g^3*p*q^2*x^3+576*a*g ^3*p*q*r*x^3+70*a*g^3*p*r^2*x^3+105*a*g^3*q^3*x^3+244*a*g^3*q^2*r*x^3+90*a*g^3* q*r^2*x^3+31*a*g^2*p^4*x^3+377*a*g^2*p^3*q*x^3+104*a*g^2*p^3*r*x^3+738*a*g^2*p^ 2*q^2*x^3+900*a*g^2*p^2*q*r*x^3+70*a*g^2*p^2*r^2*x^3+469*a*g^2*p*q^3*x^3+1032*a *g^2*p*q^2*r*x^3+360*a*g^2*p*q*r^2*x^3+77*a*g^2*q^4*x^3+236*a*g^2*q^3*r*x^3+140 *a*g^2*q^2*r^2*x^3+3*a*g*p^5*x^3+163*a*g*p^4*q*x^3+12*a*g*p^4*r*x^3+496*a*g*p^3 *q^2*x^3+500*a*g*p^3*q*r*x^3+10*a*g*p^3*r^2*x^3+540*a*g*p^2*q^3*x^3+1056*a*g*p^ 2*q^2*r*x^3+300*a*g*p^2*q*r^2*x^3+229*a*g*p*q^4*x^3+660*a*g*p*q^3*r*x^3+360*a*g *p*q^2*r^2*x^3+25*a*g*q^5*x^3+92*a*g*q^4*r*x^3+70*a*g*q^3*r^2*x^3+27*a*p^5*q*x^ 3+111*a*p^4*q^2*x^3+96*a*p^4*q*r*x^3+174*a*p^3*q^3*x^3+300*a*p^3*q^2*r*x^3+70*a *p^3*q*r^2*x^3+126*a*p^2*q^4*x^3+324*a*p^2*q^3*r*x^3+150*a*p^2*q^2*r^2*x^3+39*a *p*q^5*x^3+132*a*p*q^4*r*x^3+90*a*p*q^3*r^2*x^3+3*a*q^6*x^3+12*a*q^5*r*x^3+10*a *q^4*r^2*x^3+32*b^6*c*x^3+8*b^6*g*x^3+16*b^6*p*x^3+368*b^5*c^2*x^3+208*b^5*c*g* x^3+328*b^5*c*p*x^3+168*b^5*c*q*x^3+192*b^5*c*r*x^3+28*b^5*g^2*x^3+96*b^5*g*p*x ^3+40*b^5*g*q*x^3+48*b^5*g*r*x^3+72*b^5*p^2*x^3+88*b^5*p*q*x^3+96*b^5*p*r*x^3+ 1632*b^4*c^3*x^3+1496*b^4*c^2*g*x^3+2040*b^4*c^2*p*x^3+1464*b^4*c^2*q*x^3+1440* b^4*c^2*r*x^3+428*b^4*c*g^2*x^3+1292*b^4*c*g*p*x^3+852*b^4*c*g*q*x^3+896*b^4*c* g*r*x^3+828*b^4*c*p^2*x^3+1320*b^4*c*p*q*x^3+1200*b^4*c*p*r*x^3+320*b^4*c*q^2*x ^3+624*b^4*c*q*r*x^3+160*b^4*c*r^2*x^3+38*b^4*g^3*x^3+192*b^4*g^2*p*x^3+116*b^4 *g^2*q*x^3+128*b^4*g^2*r*x^3+272*b^4*g*p^2*x^3+404*b^4*g*p*q*x^3+400*b^4*g*p*r* x^3+70*b^4*g*q^2*x^3+144*b^4*g*q*r*x^3+40*b^4*g*r^2*x^3+108*b^4*p^3*x^3+288*b^4 *p^2*q*x^3+240*b^4*p^2*r*x^3+180*b^4*p*q^2*x^3+336*b^4*p*q*r*x^3+80*b^4*p*r^2*x ^3+3760*b^3*c^4*x^3+4792*b^3*c^3*g*x^3+6016*b^3*c^3*p*x^3+4992*b^3*c^3*q*x^3+ 4416*b^3*c^3*r*x^3+2148*b^3*c^2*g^2*x^3+5916*b^3*c^2*g*p*x^3+4724*b^3*c^2*g*q*x ^3+4352*b^3*c^2*g*r*x^3+3488*b^3*c^2*p^2*x^3+6312*b^3*c^2*p*q*x^3+5136*b^3*c^2* p*r*x^3+2140*b^3*c^2*q^2*x^3+3792*b^3*c^2*q*r*x^3+880*b^3*c^2*r^2*x^3+396*b^3*c *g^3*x^3+1832*b^3*c*g^2*p*x^3+1392*b^3*c*g^2*q*x^3+1336*b^3*c*g^2*r*x^3+2348*b^ 3*c*g*p^2*x^3+4140*b^3*c*g*p*q*x^3+3520*b^3*c*g*p*r*x^3+1260*b^3*c*g*q^2*x^3+ 2352*b^3*c*g*q*r*x^3+560*b^3*c*g*r^2*x^3+858*b^3*c*p^3*x^3+2562*b^3*c*p^2*q*x^3 +1896*b^3*c*p^2*r*x^3+1998*b^3*c*p*q^2*x^3+3312*b^3*c*p*q*r*x^3+680*b^3*c*p*r^2 *x^3+294*b^3*c*q^3*x^3+768*b^3*c*q^2*r*x^3+360*b^3*c*q*r^2*x^3+25*b^3*g^4*x^3+ 176*b^3*g^3*p*x^3+126*b^3*g^3*q*x^3+124*b^3*g^3*r*x^3+376*b^3*g^2*p^2*x^3+640*b ^3*g^2*p*q*x^3+576*b^3*g^2*p*r*x^3+169*b^3*g^2*q^2*x^3+328*b^3*g^2*q*r*x^3+80*b ^3*g^2*r^2*x^3+296*b^3*g*p^3*x^3+872*b^3*g*p^2*q*x^3+672*b^3*g*p^2*r*x^3+632*b^ 3*g*p*q^2*x^3+1120*b^3*g*p*q*r*x^3+240*b^3*g*p*r^2*x^3+56*b^3*g*q^3*x^3+156*b^3 *g*q^2*r*x^3+80*b^3*g*q*r^2*x^3+74*b^3*p^4*x^3+330*b^3*p^3*q*x^3+216*b^3*p^3*r* x^3+438*b^3*p^2*q^2*x^3+672*b^3*p^2*q*r*x^3+120*b^3*p^2*r^2*x^3+182*b^3*p*q^3*x ^3+456*b^3*p*q^2*r*x^3+200*b^3*p*q*r^2*x^3+4864*b^2*c^5*x^3+7928*b^2*c^4*g*x^3+ 9472*b^2*c^4*p*x^3+8512*b^2*c^4*q*x^3+7008*b^2*c^4*r*x^3+4860*b^2*c^3*g^2*x^3+ 12624*b^2*c^3*g*p*x^3+11184*b^2*c^3*g*q*x^3+9360*b^2*c^3*g*r*x^3+7076*b^2*c^3*p ^2*x^3+13808*b^2*c^3*p*q*x^3+10464*b^2*c^3*p*r*x^3+5396*b^2*c^3*q^2*x^3+8928*b^ 2*c^3*q*r*x^3+1920*b^2*c^3*r^2*x^3+1378*b^2*c^2*g^3*x^3+5972*b^2*c^2*g^2*p*x^3+ 5176*b^2*c^2*g^2*q*x^3+4392*b^2*c^2*g^2*r*x^3+7202*b^2*c^2*g*p^2*x^3+14028*b^2* c^2*g*p*q*x^3+10800*b^2*c^2*g*p*r*x^3+5224*b^2*c^2*g*q^2*x^3+8928*b^2*c^2*g*q*r *x^3+1920*b^2*c^2*g*r^2*x^3+2502*b^2*c^2*p^3*x^3+8046*b^2*c^2*p^2*q*x^3+5520*b^ 2*c^2*p^2*r*x^3+7002*b^2*c^2*p*q^2*x^3+10800*b^2*c^2*p*q*r*x^3+2040*b^2*c^2*p*r ^2*x^3+1458*b^2*c^2*q^3*x^3+3576*b^2*c^2*q^2*r*x^3+1560*b^2*c^2*q*r^2*x^3+177*b ^2*c*g^4*x^3+1172*b^2*c*g^3*p*x^3+982*b^2*c*g^3*q*x^3+836*b^2*c*g^3*r*x^3+2323* b^2*c*g^2*p^2*x^3+4504*b^2*c*g^2*p*q*x^3+3528*b^2*c*g^2*p*r*x^3+1570*b^2*c*g^2* q^2*x^3+2768*b^2*c*g^2*q*r*x^3+580*b^2*c*g^2*r^2*x^3+1719*b^2*c*g*p^3*x^3+5601* b^2*c*g*p^2*q*x^3+3876*b^2*c*g*p^2*r*x^3+4735*b^2*c*g*p*q^2*x^3+7584*b^2*c*g*p* q*r*x^3+1440*b^2*c*g*p*r^2*x^3+853*b^2*c*g*q^3*x^3+2192*b^2*c*g*q^2*r*x^3+1000* b^2*c*g*q*r^2*x^3+410*b^2*c*p^4*x^3+1976*b^2*c*p^3*q*x^3+1188*b^2*c*p^3*r*x^3+ 2862*b^2*c*p^2*q^2*x^3+4068*b^2*c*p^2*q*r*x^3+660*b^2*c*p^2*r^2*x^3+1436*b^2*c* p*q^3*x^3+3324*b^2*c*p*q^2*r*x^3+1320*b^2*c*p*q*r^2*x^3+140*b^2*c*q^4*x^3+444*b ^2*c*q^3*r*x^3+280*b^2*c*q^2*r^2*x^3+8*b^2*g^5*x^3+79*b^2*g^4*p*x^3+63*b^2*g^4* q*x^3+52*b^2*g^4*r*x^3+235*b^2*g^3*p^2*x^3+450*b^2*g^3*p*q*x^3+360*b^2*g^3*p*r* x^3+143*b^2*g^3*q^2*x^3+256*b^2*g^3*q*r*x^3+50*b^2*g^3*r^2*x^3+281*b^2*g^2*p^3* x^3+930*b^2*g^2*p^2*q*x^3+648*b^2*g^2*p^2*r*x^3+758*b^2*g^2*p*q^2*x^3+1272*b^2* g^2*p*q*r*x^3+240*b^2*g^2*p*r^2*x^3+109*b^2*g^2*q^3*x^3+292*b^2*g^2*q^2*r*x^3+ 140*b^2*g^2*q*r^2*x^3+141*b^2*g*p^4*x^3+705*b^2*g*p^3*q*x^3+420*b^2*g*p^3*r*x^3 +1008*b^2*g*p^2*q^2*x^3+1488*b^2*g*p^2*q*r*x^3+240*b^2*g*p^2*r^2*x^3+465*b^2*g* p*q^3*x^3+1140*b^2*g*p*q^2*r*x^3+480*b^2*g*p*q*r^2*x^3+21*b^2*g*q^4*x^3+72*b^2* g*q^3*r*x^3+50*b^2*g*q^2*r^2*x^3+24*b^2*p^5*x^3+170*b^2*p^4*q*x^3+84*b^2*p^4*r* x^3+366*b^2*p^3*q^2*x^3+468*b^2*p^3*q*r*x^3+60*b^2*p^3*r^2*x^3+318*b^2*p^2*q^3* x^3+684*b^2*p^2*q^2*r*x^3+240*b^2*p^2*q*r^2*x^3+98*b^2*p*q^4*x^3+300*b^2*p*q^3* r*x^3+180*b^2*p*q^2*r^2*x^3+3360*b*c^6*x^3+6688*b*c^5*g*x^3+7680*b*c^5*p*x^3+ 7296*b*c^5*q*x^3+5760*b*c^5*r*x^3+5224*b*c^4*g^2*x^3+12960*b*c^4*g*p*x^3+12272* b*c^4*g*q*x^3+9664*b*c^4*g*r*x^3+6960*b*c^4*p^2*x^3+14400*b*c^4*p*q*x^3+10464*b *c^4*p*r*x^3+6120*b*c^4*q^2*x^3+9696*b*c^4*q*r*x^3+2000*b*c^4*r^2*x^3+2012*b*c^ 3*g^3*x^3+8284*b*c^3*g^2*p*x^3+7796*b*c^3*g^2*q*x^3+6080*b*c^3*g^2*r*x^3+9502*b *c^3*g*p^2*x^3+19856*b*c^3*g*p*q*x^3+14368*b*c^3*g*p*r*x^3+8242*b*c^3*g*q^2*x^3 +13248*b*c^3*g*q*r*x^3+2680*b*c^3*g*r^2*x^3+3156*b*c^3*p^3*x^3+10836*b*c^3*p^2* q*x^3+7080*b*c^3*p^2*r*x^3+10140*b*c^3*p*q^2*x^3+14976*b*c^3*p*q*r*x^3+2720*b*c ^3*p*r^2*x^3+2460*b*c^3*q^3*x^3+5784*b*c^3*q^2*r*x^3+2400*b*c^3*q*r^2*x^3+392*b *c^2*g^4*x^3+2468*b*c^2*g^3*p*x^3+2296*b*c^2*g^3*q*x^3+1744*b*c^2*g^3*r*x^3+ 4617*b*c^2*g^2*p^2*x^3+9772*b*c^2*g^2*p*q*x^3+7000*b*c^2*g^2*p*r*x^3+3919*b*c^2 *g^2*q^2*x^3+6376*b*c^2*g^2*q*r*x^3+1220*b*c^2*g^2*r^2*x^3+3235*b*c^2*g*p^3*x^3 +11431*b*c^2*g*p^2*q*x^3+7364*b*c^2*g*p^2*r*x^3+10607*b*c^2*g*p*q^2*x^3+15936*b *c^2*g*p*q*r*x^3+2840*b*c^2*g*p*r^2*x^3+2411*b*c^2*g*q^3*x^3+5836*b*c^2*g*q^2*r *x^3+2480*b*c^2*g*q*r^2*x^3+738*b*c^2*p^4*x^3+3852*b*c^2*p^3*q*x^3+2172*b*c^2*p ^3*r*x^3+5958*b*c^2*p^2*q^2*x^3+8076*b*c^2*p^2*q*r*x^3+1240*b*c^2*p^2*r^2*x^3+ 3312*b*c^2*p*q^3*x^3+7332*b*c^2*p*q^2*r*x^3+2760*b*c^2*p*q*r^2*x^3+468*b*c^2*q^ 4*x^3+1428*b*c^2*q^3*r*x^3+860*b*c^2*q^2*r^2*x^3+35*b*c*g^5*x^3+335*b*c*g^4*p*x ^3+305*b*c*g^4*q*x^3+216*b*c*g^4*r*x^3+933*b*c*g^3*p^2*x^3+2006*b*c*g^3*p*q*x^3 +1408*b*c*g^3*p*r*x^3+764*b*c*g^3*q^2*x^3+1248*b*c*g^3*q*r*x^3+210*b*c*g^3*r^2* x^3+1046*b*c*g^2*p^3*x^3+3843*b*c*g^2*p^2*q*x^3+2412*b*c*g^2*p^2*r*x^3+3525*b*c *g^2*p*q^2*x^3+5400*b*c*g^2*p*q*r*x^3+920*b*c*g^2*p*r^2*x^3+728*b*c*g^2*q^3*x^3 +1812*b*c*g^2*q^2*r*x^3+780*b*c*g^2*q*r^2*x^3+494*b*c*g*p^4*x^3+2748*b*c*g*p^3* q*x^3+1488*b*c*g*p^3*r*x^3+4281*b*c*g*p^2*q^2*x^3+5892*b*c*g*p^2*q*r*x^3+870*b* c*g*p^2*r^2*x^3+2294*b*c*g*p*q^3*x^3+5256*b*c*g*p*q^2*r*x^3+2040*b*c*g*p*q*r^2* x^3+267*b*c*g*q^4*x^3+852*b*c*g*q^3*r*x^3+540*b*c*g*q^2*r^2*x^3+81*b*c*p^5*x^3+ 639*b*c*p^4*q*x^3+288*b*c*p^4*r*x^3+1464*b*c*p^3*q^2*x^3+1776*b*c*p^3*q*r*x^3+ 210*b*c*p^3*r^2*x^3+1368*b*c*p^2*q^3*x^3+2808*b*c*p^2*q^2*r*x^3+930*b*c*p^2*q*r ^2*x^3+495*b*c*p*q^4*x^3+1440*b*c*p*q^3*r*x^3+810*b*c*p*q^2*r^2*x^3+33*b*c*q^5* x^3+120*b*c*q^4*r*x^3+90*b*c*q^3*r^2*x^3+b*g^6*x^3+16*b*g^5*p*x^3+14*b*g^5*q*x^ 3+8*b*g^5*r*x^3+65*b*g^4*p^2*x^3+142*b*g^4*p*q*x^3+96*b*g^4*p*r*x^3+50*b*g^4*q^ 2*x^3+80*b*g^4*q*r*x^3+10*b*g^4*r^2*x^3+105*b*g^3*p^3*x^3+407*b*g^3*p^2*q*x^3+ 244*b*g^3*p^2*r*x^3+367*b*g^3*p*q^2*x^3+576*b*g^3*p*q*r*x^3+90*b*g^3*p*r^2*x^3+ 65*b*g^3*q^3*x^3+164*b*g^3*q^2*r*x^3+70*b*g^3*q*r^2*x^3+77*b*g^2*p^4*x^3+469*b* g^2*p^3*q*x^3+236*b*g^2*p^3*r*x^3+738*b*g^2*p^2*q^2*x^3+1032*b*g^2*p^2*q*r*x^3+ 140*b*g^2*p^2*r^2*x^3+377*b*g^2*p*q^3*x^3+900*b*g^2*p*q^2*r*x^3+360*b*g^2*p*q*r ^2*x^3+31*b*g^2*q^4*x^3+104*b*g^2*q^3*r*x^3+70*b*g^2*q^2*r^2*x^3+25*b*g*p^5*x^3 +229*b*g*p^4*q*x^3+92*b*g*p^4*r*x^3+540*b*g*p^3*q^2*x^3+660*b*g*p^3*q*r*x^3+70* b*g*p^3*r^2*x^3+496*b*g*p^2*q^3*x^3+1056*b*g*p^2*q^2*r*x^3+360*b*g*p^2*q*r^2*x^ 3+163*b*g*p*q^4*x^3+500*b*g*p*q^3*r*x^3+300*b*g*p*q^2*r^2*x^3+3*b*g*q^5*x^3+12* b*g*q^4*r*x^3+10*b*g*q^3*r^2*x^3+3*b*p^6*x^3+39*b*p^5*q*x^3+12*b*p^5*r*x^3+126* b*p^4*q^2*x^3+132*b*p^4*q*r*x^3+10*b*p^4*r^2*x^3+174*b*p^3*q^3*x^3+324*b*p^3*q^ 2*r*x^3+90*b*p^3*q*r^2*x^3+111*b*p^2*q^4*x^3+300*b*p^2*q^3*r*x^3+150*b*p^2*q^2* r^2*x^3+27*b*p*q^5*x^3+96*b*p*q^4*r*x^3+70*b*p*q^3*r^2*x^3+960*c^7*x^3+2272*c^6 *g*x^3+2496*c^6*p*x^3+2496*c^6*q*x^3+1920*c^6*r*x^3+2176*c^5*g^2*x^3+5136*c^5*g *p*x^3+5136*c^5*g*q*x^3+3904*c^5*g*r*x^3+2616*c^5*p^2*x^3+5760*c^5*p*q*x^3+4032 *c^5*p*r*x^3+2616*c^5*q^2*x^3+4032*c^5*q*r*x^3+800*c^5*r^2*x^3+1072*c^4*g^3*x^3 +4176*c^4*g^2*p*x^3+4176*c^4*g^2*q*x^3+3104*c^4*g^2*r*x^3+4516*c^4*g*p^2*x^3+ 10080*c^4*g*p*q*x^3+6976*c^4*g*p*r*x^3+4516*c^4*g*q^2*x^3+6976*c^4*g*q*r*x^3+ 1360*c^4*g*r^2*x^3+1404*c^4*p^3*x^3+5244*c^4*p^2*q*x^3+3216*c^4*p^2*r*x^3+5244* c^4*p*q^2*x^3+7488*c^4*p*q*r*x^3+1280*c^4*p*r^2*x^3+1404*c^4*q^3*x^3+3216*c^4*q ^2*r*x^3+1280*c^4*q*r^2*x^3+284*c^3*g^4*x^3+1688*c^3*g^3*p*x^3+1688*c^3*g^3*q*x ^3+1200*c^3*g^3*r*x^3+2958*c^3*g^2*p^2*x^3+6736*c^3*g^2*p*q*x^3+4560*c^3*g^2*p* r*x^3+2958*c^3*g^2*q^2*x^3+4560*c^3*g^2*q*r*x^3+840*c^3*g^2*r^2*x^3+1924*c^3*g* p^3*x^3+7448*c^3*g*p^2*q*x^3+4472*c^3*g*p^2*r*x^3+7448*c^3*g*p*q^2*x^3+10688*c^ 3*g*p*q*r*x^3+1800*c^3*g*p*r^2*x^3+1924*c^3*g*q^3*x^3+4472*c^3*g*q^2*r*x^3+1800 *c^3*g*q*r^2*x^3+402*c^3*p^4*x^3+2388*c^3*p^3*q*x^3+1200*c^3*p^3*r*x^3+3972*c^3 *p^2*q^2*x^3+5136*c^3*p^2*q*r*x^3+700*c^3*p^2*r^2*x^3+2388*c^3*p*q^3*x^3+5136*c ^3*p*q^2*r*x^3+1840*c^3*p*q*r^2*x^3+402*c^3*q^4*x^3+1200*c^3*q^3*r*x^3+700*c^3* q^2*r^2*x^3+38*c^2*g^5*x^3+348*c^2*g^4*p*x^3+348*c^2*g^4*q*x^3+224*c^2*g^4*r*x^ 3+903*c^2*g^3*p^2*x^3+2120*c^2*g^3*p*q*x^3+1376*c^2*g^3*p*r*x^3+903*c^2*g^3*q^2 *x^3+1376*c^2*g^3*q*r*x^3+220*c^2*g^3*r^2*x^3+931*c^2*g^2*p^3*x^3+3799*c^2*g^2* p^2*q*x^3+2192*c^2*g^2*p^2*r*x^3+3799*c^2*g^2*p*q^2*x^3+5472*c^2*g^2*p*q*r*x^3+ 880*c^2*g^2*p*r^2*x^3+931*c^2*g^2*q^3*x^3+2192*c^2*g^2*q^2*r*x^3+880*c^2*g^2*q* r^2*x^3+395*c^2*g*p^4*x^3+2558*c^2*g*p^3*q*x^3+1212*c^2*g*p^3*r*x^3+4326*c^2*g* p^2*q^2*x^3+5604*c^2*g*p^2*q*r*x^3+730*c^2*g*p^2*r^2*x^3+2558*c^2*g*p*q^3*x^3+ 5604*c^2*g*p*q^2*r*x^3+2040*c^2*g*p*q*r^2*x^3+395*c^2*g*q^4*x^3+1212*c^2*g*q^3* r*x^3+730*c^2*g*q^2*r^2*x^3+57*c^2*p^5*x^3+567*c^2*p^4*q*x^3+204*c^2*p^4*r*x^3+ 1416*c^2*p^3*q^2*x^3+1608*c^2*p^3*q*r*x^3+150*c^2*p^3*r^2*x^3+1416*c^2*p^2*q^3* x^3+2808*c^2*p^2*q^2*r*x^3+870*c^2*p^2*q*r^2*x^3+567*c^2*p*q^4*x^3+1608*c^2*p*q ^3*r*x^3+870*c^2*p*q^2*r^2*x^3+57*c^2*q^5*x^3+204*c^2*q^4*r*x^3+150*c^2*q^3*r^2 *x^3+2*c*g^6*x^3+33*c*g^5*p*x^3+33*c*g^5*q*x^3+16*c*g^5*r*x^3+125*c*g^4*p^2*x^3 +308*c*g^4*p*q*x^3+184*c*g^4*p*r*x^3+125*c*g^4*q^2*x^3+184*c*g^4*q*r*x^3+20*c*g ^4*r^2*x^3+184*c*g^3*p^3*x^3+815*c*g^3*p^2*q*x^3+436*c*g^3*p^2*r*x^3+815*c*g^3* p*q^2*x^3+1176*c*g^3*p*q*r*x^3+170*c*g^3*p*r^2*x^3+184*c*g^3*q^3*x^3+436*c*g^3* q^2*r*x^3+170*c*g^3*q*r^2*x^3+118*c*g^2*p^4*x^3+874*c*g^2*p^3*q*x^3+372*c*g^2*p ^3*r*x^3+1512*c*g^2*p^2*q^2*x^3+1956*c*g^2*p^2*q*r*x^3+230*c*g^2*p^2*r^2*x^3+ 874*c*g^2*p*q^3*x^3+1956*c*g^2*p*q^2*r*x^3+720*c*g^2*p*q*r^2*x^3+118*c*g^2*q^4* x^3+372*c*g^2*q^3*r*x^3+230*c*g^2*q^2*r^2*x^3+31*c*g*p^5*x^3+400*c*g*p^4*q*x^3+ 116*c*g*p^4*r*x^3+1045*c*g*p^3*q^2*x^3+1172*c*g*p^3*q*r*x^3+90*c*g*p^3*r^2*x^3+ 1045*c*g*p^2*q^3*x^3+2112*c*g*p^2*q^2*r*x^3+660*c*g*p^2*q*r^2*x^3+400*c*g*p*q^4 *x^3+1172*c*g*p*q^3*r*x^3+660*c*g*p*q^2*r^2*x^3+31*c*g*q^5*x^3+116*c*g*q^4*r*x^ 3+90*c*g*q^3*r^2*x^3+3*c*p^6*x^3+66*c*p^5*q*x^3+12*c*p^5*r*x^3+237*c*p^4*q^2*x^ 3+228*c*p^4*q*r*x^3+10*c*p^4*r^2*x^3+348*c*p^3*q^3*x^3+624*c*p^3*q^2*r*x^3+160* c*p^3*q*r^2*x^3+237*c*p^2*q^4*x^3+624*c*p^2*q^3*r*x^3+300*c*p^2*q^2*r^2*x^3+66* c*p*q^5*x^3+228*c*p*q^4*r*x^3+160*c*p*q^3*r^2*x^3+3*c*q^6*x^3+12*c*q^5*r*x^3+10 *c*q^4*r^2*x^3+g^6*p*x^3+g^6*q*x^3+6*g^5*p^2*x^3+16*g^5*p*q*x^3+8*g^5*p*r*x^3+6 *g^5*q^2*x^3+8*g^5*q*r*x^3+12*g^4*p^3*x^3+61*g^4*p^2*q*x^3+28*g^4*p^2*r*x^3+61* g^4*p*q^2*x^3+88*g^4*p*q*r*x^3+10*g^4*p*r^2*x^3+12*g^4*q^3*x^3+28*g^4*q^2*r*x^3 +10*g^4*q*r^2*x^3+10*g^3*p^4*x^3+94*g^3*p^3*q*x^3+32*g^3*p^3*r*x^3+168*g^3*p^2* q^2*x^3+216*g^3*p^2*q*r*x^3+20*g^3*p^2*r^2*x^3+94*g^3*p*q^3*x^3+216*g^3*p*q^2*r *x^3+80*g^3*p*q*r^2*x^3+10*g^3*q^4*x^3+32*g^3*q^3*r*x^3+20*g^3*q^2*r^2*x^3+3*g^ 2*p^5*x^3+67*g^2*p^4*q*x^3+12*g^2*p^4*r*x^3+186*g^2*p^3*q^2*x^3+204*g^2*p^3*q*r *x^3+10*g^2*p^3*r^2*x^3+186*g^2*p^2*q^3*x^3+384*g^2*p^2*q^2*r*x^3+120*g^2*p^2*q *r^2*x^3+67*g^2*p*q^4*x^3+204*g^2*p*q^3*r*x^3+120*g^2*p*q^2*r^2*x^3+3*g^2*q^5*x ^3+12*g^2*q^4*r*x^3+10*g^2*q^3*r^2*x^3+22*g*p^5*q*x^3+88*g*p^4*q^2*x^3+80*g*p^4 *q*r*x^3+132*g*p^3*q^3*x^3+240*g*p^3*q^2*r*x^3+60*g*p^3*q*r^2*x^3+88*g*p^2*q^4* x^3+240*g*p^2*q^3*r*x^3+120*g*p^2*q^2*r^2*x^3+22*g*p*q^5*x^3+80*g*p*q^4*r*x^3+ 60*g*p*q^3*r^2*x^3+3*p^6*q*x^3+15*p^5*q^2*x^3+12*p^5*q*r*x^3+30*p^4*q^3*x^3+48* p^4*q^2*r*x^3+10*p^4*q*r^2*x^3+30*p^3*q^4*x^3+72*p^3*q^3*r*x^3+30*p^3*q^2*r^2*x ^3+15*p^2*q^5*x^3+48*p^2*q^4*r*x^3+30*p^2*q^3*r^2*x^3+3*p*q^6*x^3+12*p*q^5*r*x^ 3+10*p*q^4*r^2*x^3-48*a^6*b*x^2-96*a^6*c*x^2-24*a^6*g*x^2-48*a^6*q*x^2+16*a^6*x ^3-192*a^5*b^2*x^2-848*a^5*b*c*x^2-248*a^5*b*g*x^2-264*a^5*b*p*x^2-352*a^5*b*q* x^2-248*a^5*b*r*x^2+80*a^5*b*x^3-960*a^5*c^2*x^2-552*a^5*c*g*x^2-504*a^5*c*p*x^ 2-800*a^5*c*q*x^2-488*a^5*c*r*x^2+176*a^5*c*x^3-76*a^5*g^2*x^2-120*a^5*g*p*x^2-\ 240*a^5*g*q*x^2-120*a^5*g*r*x^2+56*a^5*g*x^3-264*a^5*p*q*x^2+88*a^5*p*x^3-160*a ^5*q^2*x^2-248*a^5*q*r*x^2+72*a^5*q*x^3+96*a^5*r*x^3-288*a^4*b^3*x^2-2128*a^4*b ^2*c*x^2-640*a^4*b^2*g*x^2-896*a^4*b^2*p*x^2-768*a^4*b^2*q*x^2-784*a^4*b^2*r*x^ 2+176*a^4*b^2*x^3-4992*a^4*b*c^2*x^2-3032*a^4*b*c*g*x^2-3736*a^4*b*c*p*x^2-3744 *a^4*b*c*q*x^2-3232*a^4*b*c*r*x^2+1064*a^4*b*c*x^3-436*a^4*b*g^2*x^2-1132*a^4*b *g*p*x^2-1176*a^4*b*g*q*x^2-1020*a^4*b*g*r*x^2+280*a^4*b*g*x^3-540*a^4*b*p^2*x^ 2-1552*a^4*b*p*q*x^2-880*a^4*b*p*r*x^2+508*a^4*b*p*x^3-652*a^4*b*q^2*x^2-1276*a ^4*b*q*r*x^2+460*a^4*b*q*x^3-224*a^4*b*r^2*x^2+832*a^4*b*r*x^3-3824*a^4*c^3*x^2 -3544*a^4*c^2*g*x^2-3928*a^4*c^2*p*x^2-4336*a^4*c^2*q*x^2-3408*a^4*c^2*r*x^2+ 1288*a^4*c^2*x^3-1032*a^4*c*g^2*x^2-2324*a^4*c*g*p*x^2-2776*a^4*c*g*q*x^2-2116* a^4*c*g*r*x^2+704*a^4*c*g*x^3-960*a^4*c*p^2*x^2-3320*a^4*c*p*q*x^2-1600*a^4*c*p *r*x^2+1032*a^4*c*p*x^3-1556*a^4*c*q^2*x^2-2700*a^4*c*q*r*x^2+1172*a^4*c*q*x^3-\ 400*a^4*c*r^2*x^2+1568*a^4*c*r*x^3-94*a^4*g^3*x^2-324*a^4*g^2*p*x^2-420*a^4*g^2 *q*x^2-308*a^4*g^2*r*x^2+96*a^4*g^2*x^3-210*a^4*g*p^2*x^2-1044*a^4*g*p*q*x^2-\ 360*a^4*g*p*r*x^2+334*a^4*g*p*x^3-516*a^4*g*q^2*x^2-900*a^4*g*q*r*x^2+312*a^4*g *q*x^3-88*a^4*g*r^2*x^2+480*a^4*g*r*x^3-540*a^4*p^2*q*x^2+180*a^4*p^2*x^3-656*a ^4*p*q^2*x^2-880*a^4*p*q*r*x^2+428*a^4*p*q*x^3+336*a^4*p*r*x^3-172*a^4*q^3*x^2-\ 492*a^4*q^2*r*x^2+264*a^4*q^2*x^3-224*a^4*q*r^2*x^2+688*a^4*q*r*x^3+80*a^4*r^2* x^3-192*a^3*b^4*x^2-2256*a^3*b^3*c*x^2-672*a^3*b^3*g*x^2-1104*a^3*b^3*p*x^2-672 *a^3*b^3*q*x^2-864*a^3*b^3*r*x^2+224*a^3*b^3*x^3-8640*a^3*b^2*c^2*x^2-5312*a^3* b^2*c*g*x^2-7632*a^3*b^2*c*p*x^2-5696*a^3*b^2*c*q*x^2-5912*a^3*b^2*c*r*x^2+2312 *a^3*b^2*c*x^3-768*a^3*b^2*g^2*x^2-2420*a^3*b^2*g*p*x^2-1784*a^3*b^2*g*q*x^2-\ 1956*a^3*b^2*g*r*x^2+560*a^3*b^2*g*x^3-1504*a^3*b^2*p^2*x^2-2728*a^3*b^2*p*q*x^ 2-2276*a^3*b^2*p*r*x^2+1068*a^3*b^2*p*x^3-824*a^3*b^2*q^2*x^2-1936*a^3*b^2*q*r* x^2+1036*a^3*b^2*q*x^3-464*a^3*b^2*r^2*x^2+2016*a^3*b^2*r*x^3-13872*a^3*b*c^3*x ^2-13016*a^3*b*c^2*g*x^2-16960*a^3*b*c^2*p*x^2-14400*a^3*b*c^2*q*x^2-13224*a^3* b*c^2*r*x^2+5960*a^3*b*c^2*x^3-3840*a^3*b*c*g^2*x^2-10720*a^3*b*c*g*p*x^2-9264* a^3*b*c*g*q*x^2-8644*a^3*b*c*g*r*x^2+3308*a^3*b*c*g*x^3-6004*a^3*b*c*p^2*x^2-\ 12688*a^3*b*c*p*q*x^2-9160*a^3*b*c*p*r*x^2+4940*a^3*b*c*p*x^3-4560*a^3*b*c*q^2* x^2-9160*a^3*b*c*q*r*x^2+5220*a^3*b*c*q*x^3-2000*a^3*b*c*r^2*x^2+7856*a^3*b*c*r *x^3-354*a^3*b*g^3*x^2-1604*a^3*b*g^2*p*x^2-1404*a^3*b*g^2*q*x^2-1340*a^3*b*g^2 *r*x^2+428*a^3*b*g^2*x^3-1862*a^3*b*g*p^2*x^2-4184*a^3*b*g*p*q*x^2-2924*a^3*b*g *p*r*x^2+1494*a^3*b*g*p*x^3-1500*a^3*b*g*q^2*x^2-3140*a^3*b*g*q*r*x^2+1450*a^3* b*g*q*x^3-640*a^3*b*g*r^2*x^2+2568*a^3*b*g*r*x^3-546*a^3*b*p^3*x^2-2520*a^3*b*p ^2*q*x^2-1210*a^3*b*p^2*r*x^2+972*a^3*b*p^2*x^3-2170*a^3*b*p*q^2*x^2-3668*a^3*b *p*q*r*x^2+2048*a^3*b*p*q*x^3-584*a^3*b*p*r^2*x^2+2440*a^3*b*p*r*x^3-420*a^3*b* q^3*x^2-1394*a^3*b*q^2*r*x^2+1140*a^3*b*q^2*x^3-720*a^3*b*q*r^2*x^2+3144*a^3*b* q*r*x^3-40*a^3*b*r^3*x^2+680*a^3*b*r^2*x^3-7968*a^3*c^4*x^2-10232*a^3*c^3*g*x^2 -12128*a^3*c^3*p*x^2-11296*a^3*c^3*q*x^2-9616*a^3*c^3*r*x^2+4608*a^3*c^3*x^3-\ 4644*a^3*c^2*g^2*x^2-11620*a^3*c^2*g*p*x^2-11160*a^3*c^2*g*q*x^2-9496*a^3*c^2*g *r*x^2+4020*a^3*c^2*g*x^3-5840*a^3*c^2*p^2*x^2-13944*a^3*c^2*p*q*x^2-9044*a^3*c ^2*p*r*x^2+5316*a^3*c^2*p*x^3-5648*a^3*c^2*q^2*x^2-10256*a^3*c^2*q*r*x^2+6040*a ^3*c^2*q*x^3-2064*a^3*c^2*r^2*x^2+7664*a^3*c^2*r*x^3-874*a^3*c*g^3*x^2-3492*a^3 *c*g^2*p*x^2-3484*a^3*c*g^2*q*x^2-2956*a^3*c*g^2*r*x^2+1100*a^3*c*g^2*x^3-3494* a^3*c*g*p^2*x^2-9272*a^3*c*g*p*q*x^2-5596*a^3*c*g*p*r*x^2+3238*a^3*c*g*p*x^3-\ 3800*a^3*c*g*q^2*x^2-7016*a^3*c*g*q*r*x^2+3602*a^3*c*g*q*x^3-1256*a^3*c*g*r^2*x ^2+4976*a^3*c*g*r*x^3-882*a^3*c*p^3*x^2-5136*a^3*c*p^2*q*x^2-1990*a^3*c*p^2*r*x ^2+1882*a^3*c*p^2*x^3-5002*a^3*c*p*q^2*x^2-7556*a^3*c*p*q*r*x^2+4548*a^3*c*p*q* x^3-936*a^3*c*p*r^2*x^2+4464*a^3*c*p*r*x^3-1148*a^3*c*q^3*x^2-3362*a^3*c*q^2*r* x^2+2560*a^3*c*q^2*x^3-1616*a^3*c*q*r^2*x^2+6232*a^3*c*q*r*x^3-40*a^3*c*r^3*x^2 +1280*a^3*c*r^2*x^3-57*a^3*g^4*x^2-326*a^3*g^3*p*x^2-340*a^3*g^3*q*x^2-286*a^3* g^3*r*x^2+98*a^3*g^3*x^3-481*a^3*g^2*p^2*x^2-1464*a^3*g^2*p*q*x^2-796*a^3*g^2*p *r*x^2+487*a^3*g^2*p*x^3-608*a^3*g^2*q^2*x^2-1152*a^3*g^2*q*r*x^2+488*a^3*g^2*q *x^3-176*a^3*g^2*r^2*x^2+764*a^3*g^2*r*x^3-168*a^3*g*p^3*x^2-1672*a^3*g*p^2*q*x ^2-390*a^3*g*p^2*r*x^2+613*a^3*g*p^2*x^3-1724*a^3*g*p*q^2*x^2-2564*a^3*g*p*q*r* x^2+1370*a^3*g*p*q*x^3-176*a^3*g*p*r^2*x^2+1364*a^3*g*p*r*x^3-392*a^3*g*q^3*x^2 -1184*a^3*g*q^2*r*x^2+796*a^3*g*q^2*x^3-552*a^3*g*q*r^2*x^2+2104*a^3*g*q*r*x^3+ 380*a^3*g*r^2*x^3-546*a^3*p^3*q*x^2+182*a^3*p^3*x^3-1016*a^3*p^2*q^2*x^2-1210*a ^3*p^2*q*r*x^2+798*a^3*p^2*q*x^3+456*a^3*p^2*r*x^3-546*a^3*p*q^3*x^2-1392*a^3*p *q^2*r*x^2+966*a^3*p*q^2*x^3-584*a^3*p*q*r^2*x^2+2008*a^3*p*q*r*x^3+200*a^3*p*r ^2*x^3-76*a^3*q^4*x^2-322*a^3*q^3*r*x^2+350*a^3*q^3*x^3-256*a^3*q^2*r^2*x^2+ 1200*a^3*q^2*r*x^3-40*a^3*q*r^3*x^2+560*a^3*q*r^2*x^3-48*a^2*b^5*x^2-1040*a^2*b ^4*c*x^2-296*a^2*b^4*g*x^2-576*a^2*b^4*p*x^2-208*a^2*b^4*q*x^2-368*a^2*b^4*r*x^ 2+176*a^2*b^4*x^3-6288*a^2*b^3*c^2*x^2-3808*a^2*b^3*c*g*x^2-6256*a^2*b^3*c*p*x^ 2-3360*a^2*b^3*c*q*x^2-4168*a^2*b^3*c*r*x^2+2312*a^2*b^3*c*x^3-540*a^2*b^3*g^2* x^2-1972*a^2*b^3*g*p*x^2-1000*a^2*b^3*g*q*x^2-1356*a^2*b^3*g*r*x^2+560*a^2*b^3* g*x^3-1444*a^2*b^3*p^2*x^2-1856*a^2*b^3*p*q*x^2-1952*a^2*b^3*p*r*x^2+1036*a^2*b ^3*p*x^3-332*a^2*b^3*q^2*x^2-1036*a^2*b^3*q*r*x^2+1068*a^2*b^3*q*x^3-256*a^2*b^ 3*r^2*x^2+2016*a^2*b^3*r*x^3-16512*a^2*b^2*c^3*x^2-15456*a^2*b^2*c^2*g*x^2-\ 22672*a^2*b^2*c^2*p*x^2-15008*a^2*b^2*c^2*q*x^2-15552*a^2*b^2*c^2*r*x^2+9344*a^ 2*b^2*c^2*x^3-4536*a^2*b^2*c*g^2*x^2-14592*a^2*b^2*c*g*p*x^2-9456*a^2*b^2*c*g*q *x^2-10224*a^2*b^2*c*g*r*x^2+5208*a^2*b^2*c*g*x^3-9480*a^2*b^2*c*p^2*x^2-14904* a^2*b^2*c*p*q*x^2-13052*a^2*b^2*c*p*r*x^2+7956*a^2*b^2*c*p*x^3-3876*a^2*b^2*c*q ^2*x^2-9124*a^2*b^2*c*q*r*x^2+7956*a^2*b^2*c*q*x^3-2160*a^2*b^2*c*r^2*x^2+12576 *a^2*b^2*c*r*x^3-414*a^2*b^2*g^3*x^2-2216*a^2*b^2*g^2*p*x^2-1396*a^2*b^2*g^2*q* x^2-1584*a^2*b^2*g^2*r*x^2+664*a^2*b^2*g^2*x^3-3140*a^2*b^2*g*p^2*x^2-4896*a^2* b^2*g*p*q*x^2-4452*a^2*b^2*g*p*r*x^2+2298*a^2*b^2*g*p*x^3-1198*a^2*b^2*g*q^2*x^ 2-3036*a^2*b^2*g*q*r*x^2+2298*a^2*b^2*g*q*x^3-720*a^2*b^2*g*r^2*x^2+4176*a^2*b^ 2*g*r*x^3-1168*a^2*b^2*p^3*x^2-3400*a^2*b^2*p^2*q*x^2-2396*a^2*b^2*p^2*r*x^2+ 1668*a^2*b^2*p^2*x^3-2144*a^2*b^2*p*q^2*x^2-4320*a^2*b^2*p*q*r*x^2+3240*a^2*b^2 *p*q*x^3-928*a^2*b^2*p*r^2*x^2+4560*a^2*b^2*p*r*x^3-248*a^2*b^2*q^3*x^2-1060*a^ 2*b^2*q^2*r*x^2+1668*a^2*b^2*q^2*x^3-512*a^2*b^2*q*r^2*x^2+4560*a^2*b^2*q*r*x^3 +1200*a^2*b^2*r^2*x^3-20176*a^2*b*c^4*x^2-25736*a^2*b*c^3*g*x^2-34624*a^2*b*c^3 *p*x^2-26112*a^2*b*c^3*q*x^2-24544*a^2*b*c^3*r*x^2+14848*a^2*b*c^3*x^3-11596*a^ 2*b*c^2*g^2*x^2-33748*a^2*b*c^2*g*p*x^2-25464*a^2*b*c^2*g*q*x^2-24272*a^2*b*c^2 *g*r*x^2+13260*a^2*b*c^2*g*x^3-20120*a^2*b*c^2*p^2*x^2-36048*a^2*b*c^2*p*q*x^2-\ 28424*a^2*b*c^2*p*r*x^2+17928*a^2*b*c^2*p*x^3-11420*a^2*b*c^2*q^2*x^2-23348*a^2 *b*c^2*q*r*x^2+18652*a^2*b*c^2*q*x^3-5424*a^2*b*c^2*r^2*x^2+25344*a^2*b*c^2*r*x ^3-2166*a^2*b*c*g^3*x^2-10356*a^2*b*c*g^2*p*x^2-7804*a^2*b*c*g^2*q*x^2-7548*a^2 *b*c*g^2*r*x^2+3716*a^2*b*c*g^2*x^3-13142*a^2*b*c*g*p^2*x^2-24184*a^2*b*c*g*p*q *x^2-19008*a^2*b*c*g*p*r*x^2+10978*a^2*b*c*g*p*x^3-7468*a^2*b*c*g*q^2*x^2-15832 *a^2*b*c*g*q*r*x^2+11342*a^2*b*c*g*q*x^3-3536*a^2*b*c*g*r^2*x^2+16856*a^2*b*c*g *r*x^3-4502*a^2*b*c*p^3*x^2-15176*a^2*b*c*p^2*q*x^2-9432*a^2*b*c*p^2*r*x^2+6912 *a^2*b*c*p^2*x^3-11366*a^2*b*c*p*q^2*x^2-20012*a^2*b*c*p*q*r*x^2+14820*a^2*b*c* p*q*x^3-3960*a^2*b*c*p*r^2*x^2+17336*a^2*b*c*p*r*x^3-1892*a^2*b*c*q^3*x^2-6432* a^2*b*c*q^2*r*x^2+7590*a^2*b*c*q^2*x^3-3184*a^2*b*c*q*r^2*x^2+19104*a^2*b*c*q*r *x^3-120*a^2*b*c*r^3*x^2+4640*a^2*b*c*r^2*x^3-140*a^2*b*g^4*x^2-992*a^2*b*g^3*p *x^2-744*a^2*b*g^3*q*x^2-730*a^2*b*g^3*r*x^2+330*a^2*b*g^3*x^3-2031*a^2*b*g^2*p ^2*x^2-3838*a^2*b*g^2*p*q*x^2-3008*a^2*b*g^2*p*r*x^2+1598*a^2*b*g^2*p*x^3-1147* a^2*b*g^2*q^2*x^2-2536*a^2*b*g^2*q*r*x^2+1599*a^2*b*g^2*q*x^3-536*a^2*b*g^2*r^2 *x^2+2668*a^2*b*g^2*r*x^3-1417*a^2*b*g*p^3*x^2-5224*a^2*b*g*p^2*q*x^2-3045*a^2* b*g*p^2*r*x^2+2229*a^2*b*g*p^2*x^3-3893*a^2*b*g*p*q^2*x^2-7094*a^2*b*g*p*q*r*x^ 2+4524*a^2*b*g*p*q*x^3-1304*a^2*b*g*p*r^2*x^2+5776*a^2*b*g*p*r*x^3-602*a^2*b*g* q^3*x^2-2183*a^2*b*g*q^2*r*x^2+2412*a^2*b*g*q^2*x^3-1104*a^2*b*g*q*r^2*x^2+6516 *a^2*b*g*q*r*x^3-40*a^2*b*g*r^3*x^2+1540*a^2*b*g*r^2*x^3-294*a^2*b*p^4*x^2-1916 *a^2*b*p^3*q*x^2-806*a^2*b*p^3*r*x^2+811*a^2*b*p^3*x^3-2582*a^2*b*p^2*q^2*x^2-\ 3827*a^2*b*p^2*q*r*x^2+2853*a^2*b*p^2*q*x^3-552*a^2*b*p^2*r^2*x^2+2592*a^2*b*p^ 2*r*x^3-1048*a^2*b*p*q^3*x^2-3068*a^2*b*p*q^2*r*x^2+3021*a^2*b*p*q^2*x^3-1440*a ^2*b*p*q*r^2*x^2+6984*a^2*b*p*q*r*x^3-80*a^2*b*p*r^3*x^2+1320*a^2*b*p*r^2*x^3-\ 88*a^2*b*q^4*x^2-467*a^2*b*q^3*r*x^2+979*a^2*b*q^3*x^3-320*a^2*b*q^2*r^2*x^2+ 3336*a^2*b*q^2*r*x^3+1680*a^2*b*q*r^2*x^3-9264*a^2*c^5*x^2-15192*a^2*c^4*g*x^2-\ 18720*a^2*c^4*p*x^2-15616*a^2*c^4*q*x^2-13752*a^2*c^4*r*x^2+8248*a^2*c^4*x^3-\ 9404*a^2*c^3*g^2*x^2-24816*a^2*c^3*g*p*x^2-20848*a^2*c^3*g*q*x^2-18452*a^2*c^3* g*r*x^2+10188*a^2*c^3*g*x^3-13424*a^2*c^3*p^2*x^2-26984*a^2*c^3*p*q*x^2-19484*a ^2*c^3*p*r*x^2+12740*a^2*c^3*p*x^3-9788*a^2*c^3*q^2*x^2-18292*a^2*c^3*q*r*x^2+ 13780*a^2*c^3*q*x^3-4048*a^2*c^3*r^2*x^2+16800*a^2*c^3*r*x^3-2710*a^2*c^2*g^3*x ^2-11648*a^2*c^2*g^2*p*x^2-9896*a^2*c^2*g^2*q*x^2-8768*a^2*c^2*g^2*r*x^2+4460*a ^2*c^2*g^2*x^3-13168*a^2*c^2*g*p^2*x^2-27600*a^2*c^2*g*p*q*x^2-19540*a^2*c^2*g* p*r*x^2+11990*a^2*c^2*g*p*x^3-9906*a^2*c^2*g*q^2*x^2-18840*a^2*c^2*g*q*r*x^2+ 13076*a^2*c^2*g*q*x^3-3960*a^2*c^2*g*r^2*x^2+16776*a^2*c^2*g*r*x^3-4022*a^2*c^2 *p^3*x^2-15928*a^2*c^2*p^2*q*x^2-8596*a^2*c^2*p^2*r*x^2+6956*a^2*c^2*p^2*x^3-\ 13574*a^2*c^2*p*q^2*x^2-21708*a^2*c^2*p*q*r*x^2+15948*a^2*c^2*p*q*x^3-3736*a^2* c^2*p*r^2*x^2+16440*a^2*c^2*p*r*x^3-2764*a^2*c^2*q^3*x^2-8324*a^2*c^2*q^2*r*x^2 +8338*a^2*c^2*q^2*x^3-4016*a^2*c^2*q*r^2*x^2+19440*a^2*c^2*q*r*x^3-120*a^2*c^2* r^3*x^2+4560*a^2*c^2*r^2*x^3-358*a^2*c*g^4*x^2-2262*a^2*c*g^3*p*x^2-1956*a^2*c* g^3*q*x^2-1720*a^2*c*g^3*r*x^2+828*a^2*c*g^3*x^3-4043*a^2*c*g^2*p^2*x^2-8958*a^ 2*c*g^2*p*q*x^2-6156*a^2*c*g^2*p*r*x^2+3578*a^2*c*g^2*p*x^3-3169*a^2*c*g^2*q^2* x^2-6156*a^2*c*g^2*q*r*x^2+3881*a^2*c*g^2*q*x^3-1196*a^2*c*g^2*r^2*x^2+5312*a^2 *c*g^2*r*x^3-2391*a^2*c*g*p^3*x^2-10940*a^2*c*g*p^2*q*x^2-5255*a^2*c*g*p^2*r*x^ 2+4475*a^2*c*g*p^2*x^3-9469*a^2*c*g*p*q^2*x^2-15246*a^2*c*g*p*q*r*x^2+10164*a^2 *c*g*p*q*x^3-2272*a^2*c*g*p*r^2*x^2+10808*a^2*c*g*p*r*x^3-1862*a^2*c*g*q^3*x^2-\ 5787*a^2*c*g*q^2*r*x^2+5436*a^2*c*g*q^2*x^3-2760*a^2*c*g*q*r^2*x^2+13332*a^2*c* g*q*r*x^3-40*a^2*c*g*r^3*x^2+3000*a^2*c*g*r^2*x^3-420*a^2*c*p^4*x^2-3754*a^2*c* p^3*q*x^2-1166*a^2*c*p^3*r*x^2+1511*a^2*c*p^3*x^3-5760*a^2*c*p^2*q^2*x^2-7687*a ^2*c*p^2*q*r*x^2+5853*a^2*c*p^2*q*x^3-772*a^2*c*p^2*r^2*x^2+4580*a^2*c*p^2*r*x^ 3-2758*a^2*c*p*q^3*x^2-7244*a^2*c*p*q^2*r*x^2+6489*a^2*c*p*q^2*x^3-3192*a^2*c*p *q*r^2*x^2+13512*a^2*c*p*q*r*x^3-80*a^2*c*p*r^3*x^2+2340*a^2*c*p*r^2*x^3-332*a^ 2*c*q^4*x^2-1459*a^2*c*q^3*r*x^2+2147*a^2*c*q^3*x^3-1088*a^2*c*q^2*r^2*x^2+7032 *a^2*c*q^2*r*x^3-120*a^2*c*q*r^3*x^2+3360*a^2*c*q*r^2*x^3-17*a^2*g^5*x^2-151*a^ 2*g^4*p*x^2-134*a^2*g^4*q*x^2-115*a^2*g^4*r*x^2+57*a^2*g^4*x^3-382*a^2*g^3*p^2* x^2-912*a^2*g^3*p*q*x^2-598*a^2*g^3*p*r*x^2+345*a^2*g^3*p*x^3-317*a^2*g^3*q^2*x ^2-632*a^2*g^3*q*r*x^2+355*a^2*g^3*q*x^3-110*a^2*g^3*r^2*x^2+526*a^2*g^3*r*x^3-\ 315*a^2*g^2*p^3*x^2-1793*a^2*g^2*p^2*q*x^2-715*a^2*g^2*p^2*r*x^2+704*a^2*g^2*p^ 2*x^3-1576*a^2*g^2*p*q^2*x^2-2572*a^2*g^2*p*q*r*x^2+1506*a^2*g^2*p*q*x^3-308*a^ 2*g^2*p*r^2*x^2+1672*a^2*g^2*p*r*x^3-295*a^2*g^2*q^3*x^2-952*a^2*g^2*q^2*r*x^2+ 839*a^2*g^2*q^2*x^3-448*a^2*g^2*q*r^2*x^2+2184*a^2*g^2*q*r*x^3+450*a^2*g^2*r^2* x^3-63*a^2*g*p^4*x^2-1253*a^2*g*p^3*q*x^2-180*a^2*g*p^3*r*x^2+492*a^2*g*p^3*x^3 -2059*a^2*g*p^2*q^2*x^2-2655*a^2*g*p^2*q*r*x^2+1893*a^2*g*p^2*q*x^3-110*a^2*g*p ^2*r^2*x^2+1390*a^2*g*p^2*r*x^3-977*a^2*g*p*q^3*x^2-2642*a^2*g*p*q^2*r*x^2+2124 *a^2*g*p*q^2*x^3-1128*a^2*g*p*q*r^2*x^2+4668*a^2*g*p*q*r*x^3+690*a^2*g*p*r^2*x^ 3-108*a^2*g*q^4*x^2-503*a^2*g*q^3*r*x^2+723*a^2*g*q^3*x^3-384*a^2*g*q^2*r^2*x^2 +2472*a^2*g*q^2*r*x^3-40*a^2*g*q*r^3*x^2+1200*a^2*g*q*r^2*x^3-294*a^2*p^4*q*x^2 +98*a^2*p^4*x^3-748*a^2*p^3*q^2*x^2-806*a^2*p^3*q*r*x^2+657*a^2*p^3*q*x^3+300*a ^2*p^3*r*x^3-626*a^2*p^2*q^3*x^2-1431*a^2*p^2*q^2*r*x^2+1215*a^2*p^2*q^2*x^3-\ 552*a^2*p^2*q*r^2*x^2+2124*a^2*p^2*q*r*x^3+180*a^2*p^2*r^2*x^3-184*a^2*p*q^4*x^ 2-700*a^2*p*q^3*r*x^2+851*a^2*p*q^3*x^3-512*a^2*p*q^2*r^2*x^2+2604*a^2*p*q^2*r* x^3-80*a^2*p*q*r^3*x^2+1080*a^2*p*q*r^2*x^3-12*a^2*q^5*x^2-75*a^2*q^4*r*x^2+195 *a^2*q^4*x^3-64*a^2*q^3*r^2*x^2+780*a^2*q^3*r*x^3+540*a^2*q^2*r^2*x^3-160*a*b^5 *c*x^2-40*a*b^5*g*x^2-104*a*b^5*p*x^2-40*a*b^5*r*x^2+80*a*b^5*x^3-1824*a*b^4*c^ 2*x^2-1048*a*b^4*c*g*x^2-2040*a*b^4*c*p*x^2-608*a*b^4*c*q*x^2-1088*a*b^4*c*r*x^ 2+1064*a*b^4*c*x^3-140*a*b^4*g^2*x^2-612*a*b^4*g*p*x^2-152*a*b^4*g*q*x^2-324*a* b^4*g*r*x^2+280*a*b^4*g*x^3-536*a*b^4*p^2*x^2-416*a*b^4*p*q*x^2-596*a*b^4*p*r*x ^2+460*a*b^4*p*x^3-128*a*b^4*q*r*x^2+508*a*b^4*q*x^3-16*a*b^4*r^2*x^2+832*a*b^4 *r*x^3-7536*a*b^3*c^3*x^2-6928*a*b^3*c^2*g*x^2-11424*a*b^3*c^2*p*x^2-5408*a*b^3 *c^2*q*x^2-6648*a*b^3*c^2*r*x^2+5960*a*b^3*c^2*x^3-1980*a*b^3*c*g^2*x^2-7296*a* b^3*c*g*p*x^2-3200*a*b^3*c*g*q*x^2-4268*a*b^3*c*g*r*x^2+3308*a*b^3*c*g*x^3-5364 *a*b^3*c*p^2*x^2-6176*a*b^3*c*p*q*x^2-6392*a*b^3*c*p*r*x^2+5220*a*b^3*c*p*x^3-\ 872*a*b^3*c*q^2*x^2-2936*a*b^3*c*q*r*x^2+4940*a*b^3*c*q*x^3-640*a*b^3*c*r^2*x^2 +7856*a*b^3*c*r*x^3-174*a*b^3*g^3*x^2-1092*a*b^3*g^2*p*x^2-436*a*b^3*g^2*q*x^2-\ 628*a*b^3*g^2*r*x^2+428*a*b^3*g^2*x^3-1788*a*b^3*g*p^2*x^2-1924*a*b^3*g*p*q*x^2 -2188*a*b^3*g*p*r*x^2+1450*a*b^3*g*p*x^3-214*a*b^3*g*q^2*x^2-868*a*b^3*g*q*r*x^ 2+1494*a*b^3*g*q*x^3-200*a*b^3*g*r^2*x^2+2568*a*b^3*g*r*x^3-774*a*b^3*p^3*x^2-\ 1628*a*b^3*p^2*q*x^2-1414*a*b^3*p^2*r*x^2+1140*a*b^3*p^2*x^3-630*a*b^3*p*q^2*x^ 2-1660*a*b^3*p*q*r*x^2+2048*a*b^3*p*q*x^3-360*a*b^3*p*r^2*x^2+3144*a*b^3*p*r*x^ 3-158*a*b^3*q^2*r*x^2+972*a*b^3*q^2*x^3-16*a*b^3*q*r^2*x^2+2440*a*b^3*q*r*x^3+ 40*a*b^3*r^3*x^2+680*a*b^3*r^2*x^3-15104*a*b^2*c^4*x^2-19120*a*b^2*c^3*g*x^2-\ 28416*a*b^2*c^3*p*x^2-16832*a*b^2*c^3*q*x^2-17504*a*b^2*c^3*r*x^2+14848*a*b^2*c ^3*x^3-8504*a*b^2*c^2*g^2*x^2-27852*a*b^2*c^2*g*p*x^2-15992*a*b^2*c^2*g*q*x^2-\ 17200*a*b^2*c^2*g*r*x^2+13260*a*b^2*c^2*g*x^3-18520*a*b^2*c^2*p^2*x^2-25944*a*b ^2*c^2*p*q*x^2-23164*a*b^2*c^2*p*r*x^2+18652*a*b^2*c^2*p*x^3-5776*a*b^2*c^2*q^2 *x^2-14056*a*b^2*c^2*q*r*x^2+17928*a*b^2*c^2*q*x^3-3216*a*b^2*c^2*r^2*x^2+25344 *a*b^2*c^2*r*x^3-1554*a*b^2*c*g^3*x^2-8588*a*b^2*c*g^2*p*x^2-4716*a*b^2*c*g^2*q *x^2-5244*a*b^2*c*g^2*r*x^2+3716*a*b^2*c*g^2*x^3-12440*a*b^2*c*g*p^2*x^2-17156* a*b^2*c*g*p*q*x^2-15848*a*b^2*c*g*p*r*x^2+11342*a*b^2*c*g*p*x^3-3502*a*b^2*c*g* q^2*x^2-9168*a*b^2*c*g*q*r*x^2+10978*a*b^2*c*g*q*x^3-2104*a*b^2*c*g*r^2*x^2+ 16856*a*b^2*c*g*r*x^3-4894*a*b^2*c*p^3*x^2-12268*a*b^2*c*p^2*q*x^2-9264*a*b^2*c *p^2*r*x^2+7590*a*b^2*c*p^2*x^3-6766*a*b^2*c*p*q^2*x^2-13828*a*b^2*c*p*q*r*x^2+ 14820*a*b^2*c*p*q*x^3-2936*a*b^2*c*p*r^2*x^2+19104*a*b^2*c*p*r*x^3-592*a*b^2*c* q^3*x^2-2880*a*b^2*c*q^2*r*x^2+6912*a*b^2*c*q^2*x^3-1200*a*b^2*c*q*r^2*x^2+ 17336*a*b^2*c*q*r*x^3+120*a*b^2*c*r^3*x^2+4640*a*b^2*c*r^2*x^3-97*a*b^2*g^4*x^2 -822*a*b^2*g^3*p*x^2-424*a*b^2*g^3*q*x^2-482*a*b^2*g^3*r*x^2+330*a*b^2*g^3*x^3-\ 1988*a*b^2*g^2*p^2*x^2-2666*a*b^2*g^2*p*q*x^2-2576*a*b^2*g^2*p*r*x^2+1599*a*b^2 *g^2*p*x^3-483*a*b^2*g^2*q^2*x^2-1360*a*b^2*g^2*q*r*x^2+1598*a*b^2*g^2*q*x^3-\ 304*a*b^2*g^2*r^2*x^2+2668*a*b^2*g^2*r*x^3-1675*a*b^2*g*p^3*x^2-4234*a*b^2*g*p^ 2*q*x^2-3253*a*b^2*g*p^2*r*x^2+2412*a*b^2*g*p^2*x^3-2183*a*b^2*g*p*q^2*x^2-4858 *a*b^2*g*p*q*r*x^2+4524*a*b^2*g*p*q*x^3-1056*a*b^2*g*p*r^2*x^2+6516*a*b^2*g*p*r *x^3-140*a*b^2*g*q^3*x^2-843*a*b^2*g*q^2*r*x^2+2229*a*b^2*g*q^2*x^3-376*a*b^2*g *q*r^2*x^2+5776*a*b^2*g*q*r*x^3+40*a*b^2*g*r^3*x^2+1540*a*b^2*g*r^2*x^3-428*a*b ^2*p^4*x^2-1766*a*b^2*p^3*q*x^2-1081*a*b^2*p^3*r*x^2+979*a*b^2*p^3*x^3-1792*a*b ^2*p^2*q^2*x^2-3088*a*b^2*p^2*q*r*x^2+3021*a*b^2*p^2*q*x^3-580*a*b^2*p^2*r^2*x^ 2+3336*a*b^2*p^2*r*x^3-454*a*b^2*p*q^3*x^2-1681*a*b^2*p*q^2*r*x^2+2853*a*b^2*p* q^2*x^3-720*a*b^2*p*q*r^2*x^2+6984*a*b^2*p*q*r*x^3+1680*a*b^2*p*r^2*x^3-94*a*b^ 2*q^3*r*x^2+811*a*b^2*q^3*x^3+12*a*b^2*q^2*r^2*x^2+2592*a*b^2*q^2*r*x^3+80*a*b^ 2*q*r^3*x^2+1320*a*b^2*q*r^2*x^3-14880*a*b*c^5*x^2-24120*a*b*c^4*g*x^2-33120*a* b*c^4*p*x^2-22560*a*b*c^4*q*x^2-21600*a*b*c^4*r*x^2+16880*a*b*c^4*x^3-14700*a*b *c^3*g^2*x^2-43920*a*b*c^3*g*p*x^2-29616*a*b*c^3*g*q*x^2-28560*a*b*c^3*g*r*x^2+ 21096*a*b*c^3*g*x^3-27088*a*b*c^3*p^2*x^2-43152*a*b*c^3*p*q*x^2-35584*a*b*c^3*p *r*x^2+27144*a*b*c^3*p*x^3-12056*a*b*c^3*q^2*x^2-25472*a*b*c^3*q*r*x^2+27144*a* b*c^3*q*x^3-6000*a*b*c^3*r^2*x^2+34784*a*b*c^3*r*x^3-4146*a*b*c^2*g^3*x^2-20652 *a*b*c^2*g^2*p*x^2-13704*a*b*c^2*g^2*q*x^2-13272*a*b*c^2*g^2*r*x^2+9368*a*b*c^2 *g^2*x^3-27312*a*b*c^2*g*p^2*x^2-43908*a*b*c^2*g*p*q*x^2-36292*a*b*c^2*g*p*r*x^ 2+25874*a*b*c^2*g*p*x^3-11790*a*b*c^2*g*q^2*x^2-25676*a*b*c^2*g*q*r*x^2+25874*a *b*c^2*g*q*x^3-5880*a*b*c^2*g*r^2*x^2+34976*a*b*c^2*g*r*x^3-10000*a*b*c^2*p^3*x ^2-28484*a*b*c^2*p^2*q*x^2-19706*a*b*c^2*p^2*r*x^2+15738*a*b*c^2*p^2*x^3-18928* a*b*c^2*p*q^2*x^2-34416*a*b*c^2*p*q*r*x^2+32784*a*b*c^2*p*q*x^3-7248*a*b*c^2*p* r^2*x^2+37576*a*b*c^2*p*r*x^3-2636*a*b*c^2*q^3*x^2-9598*a*b*c^2*q^2*r*x^2+15738 *a*b*c^2*q^2*x^3-4512*a*b*c^2*q*r^2*x^2+37576*a*b*c^2*q*r*x^3+9680*a*b*c^2*r^2* x^3-531*a*b*c*g^4*x^2-4026*a*b*c*g^3*p*x^2-2604*a*b*c*g^3*q*x^2-2508*a*b*c*g^3* r*x^2+1764*a*b*c*g^3*x^3-8711*a*b*c*g^2*p^2*x^2-14124*a*b*c*g^2*p*q*x^2-11702*a *b*c*g^2*p*r*x^2+7771*a*b*c*g^2*p*x^3-3580*a*b*c*g^2*q^2*x^2-8050*a*b*c*g^2*q*r *x^2+7771*a*b*c*g^2*q*x^3-1740*a*b*c*g^2*r^2*x^2+11168*a*b*c*g^2*r*x^3-6692*a*b *c*g*p^3*x^2-19880*a*b*c*g*p^2*q*x^2-13453*a*b*c*g*p^2*r*x^2+10267*a*b*c*g*p^2* x^3-12928*a*b*c*g*p*q^2*x^2-24336*a*b*c*g*p*q*r*x^2+21040*a*b*c*g*p*q*x^3-4984* a*b*c*g*p*r^2*x^2+25548*a*b*c*g*p*r*x^3-1624*a*b*c*g*q^3*x^2-6335*a*b*c*g*q^2*r *x^2+10267*a*b*c*g*q^2*x^3-3056*a*b*c*g*q*r^2*x^2+25548*a*b*c*g*q*r*x^3+6440*a* b*c*g*r^2*x^3-1602*a*b*c*p^4*x^2-7636*a*b*c*p^3*q*x^2-4180*a*b*c*p^3*r*x^2+3808 *a*b*c*p^3*x^3-9018*a*b*c*p^2*q^2*x^2-14060*a*b*c*p^2*q*r*x^2+12792*a*b*c*p^2*q *x^3-2484*a*b*c*p^2*r^2*x^2+12380*a*b*c*p^2*r*x^3-3176*a*b*c*p*q^3*x^2-9628*a*b *c*p*q^2*r*x^2+12792*a*b*c*p*q^2*x^3-4320*a*b*c*p*q*r^2*x^2+28560*a*b*c*p*q*r*x ^3-160*a*b*c*p*r^3*x^2+6260*a*b*c*p*r^2*x^3-192*a*b*c*q^4*x^2-1220*a*b*c*q^3*r* x^2+3808*a*b*c*q^3*x^3-696*a*b*c*q^2*r^2*x^2+12380*a*b*c*q^2*r*x^3+160*a*b*c*q* r^3*x^2+6260*a*b*c*q*r^2*x^3-24*a*b*g^5*x^2-270*a*b*g^4*p*x^2-168*a*b*g^4*q*x^2 -156*a*b*g^4*r*x^2+122*a*b*g^4*x^3-871*a*b*g^3*p^2*x^2-1416*a*b*g^3*p*q*x^2-\ 1182*a*b*g^3*p*r*x^2+732*a*b*g^3*p*x^3-329*a*b*g^3*q^2*x^2-762*a*b*g^3*q*r*x^2+ 732*a*b*g^3*q*x^3-150*a*b*g^3*r^2*x^2+1116*a*b*g^3*r*x^3-1057*a*b*g^2*p^3*x^2-\ 3312*a*b*g^2*p^2*q*x^2-2167*a*b*g^2*p^2*r*x^2+1610*a*b*g^2*p^2*x^3-2085*a*b*g^2 *p*q^2*x^2-4104*a*b*g^2*p*q*r*x^2+3146*a*b*g^2*p*q*x^3-804*a*b*g^2*p*r^2*x^2+ 4136*a*b*g^2*p*r*x^3-224*a*b*g^2*q^3*x^2-941*a*b*g^2*q^2*r*x^2+1610*a*b*g^2*q^2 *x^3-456*a*b*g^2*q*r^2*x^2+4136*a*b*g^2*q*r*x^3+980*a*b*g^2*r^2*x^3-509*a*b*g*p ^4*x^2-2719*a*b*g*p^3*q*x^2-1363*a*b*g*p^3*r*x^2+1274*a*b*g*p^3*x^3-3222*a*b*g* p^2*q^2*x^2-5143*a*b*g*p^2*q*r*x^2+4194*a*b*g*p^2*q*x^3-836*a*b*g*p^2*r^2*x^2+ 4210*a*b*g*p^2*r*x^3-1055*a*b*g*p*q^3*x^2-3461*a*b*g*p*q^2*r*x^2+4194*a*b*g*p*q ^2*x^3-1620*a*b*g*p*q*r^2*x^2+10032*a*b*g*p*q*r*x^3-60*a*b*g*p*r^3*x^2+2170*a*b *g*p*r^2*x^3-43*a*b*g*q^4*x^2-353*a*b*g*q^3*r*x^2+1274*a*b*g*q^3*x^3-214*a*b*g* q^2*r^2*x^2+4210*a*b*g*q^2*r*x^3+60*a*b*g*q*r^3*x^2+2170*a*b*g*q*r^2*x^3-81*a*b *p^5*x^2-692*a*b*p^4*q*x^2-261*a*b*p^4*r*x^2+311*a*b*p^4*x^3-1298*a*b*p^3*q^2*x ^2-1714*a*b*p^3*q*r*x^2+1580*a*b*p^3*q*x^3-226*a*b*p^3*r^2*x^2+1178*a*b*p^3*r*x ^3-844*a*b*p^2*q^3*x^2-2160*a*b*p^2*q^2*r*x^2+2538*a*b*p^2*q^2*x^3-900*a*b*p^2* q*r^2*x^2+5022*a*b*p^2*q*r*x^3-50*a*b*p^2*r^3*x^2+810*a*b*p^2*r^2*x^3-157*a*b*p *q^4*x^2-734*a*b*p*q^3*r*x^2+1580*a*b*p*q^3*x^3-450*a*b*p*q^2*r^2*x^2+5022*a*b* p*q^2*r*x^3+2340*a*b*p*q*r^2*x^3-27*a*b*q^4*r*x^2+311*a*b*q^4*x^3+16*a*b*q^3*r^ 2*x^2+1178*a*b*q^3*r*x^3+50*a*b*q^2*r^3*x^2+810*a*b*q^2*r^2*x^3-5696*a*c^6*x^2-\ 11384*a*c^5*g*x^2-14432*a*c^5*p*x^2-10976*a*c^5*q*x^2-9936*a*c^5*r*x^2+7232*a*c ^5*x^3-8948*a*c^4*g^2*x^2-24432*a*c^4*g*p*x^2-18512*a*c^4*g*q*x^2-16760*a*c^4*g *r*x^2+11672*a*c^4*g*x^3-13816*a*c^4*p^2*x^2-24736*a*c^4*p*q*x^2-18936*a*c^4*p* r*x^2+14144*a*c^4*p*x^3-8056*a*c^4*q^2*x^2-15648*a*c^4*q*r*x^2+14600*a*c^4*q*x^ 3-3584*a*c^4*r^2*x^2+17488*a*c^4*r*x^3-3482*a*c^3*g^3*x^2-15676*a*c^3*g^2*p*x^2 -11824*a*c^3*g^2*q*x^2-10648*a*c^3*g^2*r*x^2+7160*a*c^3*g^2*x^3-18792*a*c^3*g*p ^2*x^2-34212*a*c^3*g*p*q*x^2-26024*a*c^3*g*p*r*x^2+18426*a*c^3*g*p*x^3-10906*a* c^3*g*q^2*x^2-21436*a*c^3*g*q*r*x^2+19166*a*c^3*g*q*x^3-4768*a*c^3*g*r^2*x^2+ 23576*a*c^3*g*r*x^3-6216*a*c^3*p^3*x^2-20460*a*c^3*p^2*q*x^2-12636*a*c^3*p^2*r* x^2+10558*a*c^3*p^2*x^3-15624*a*c^3*p*q^2*x^2-26136*a*c^3*p*q*r*x^2+22960*a*c^3 *p*q*x^3-5024*a*c^3*p*r^2*x^2+24216*a*c^3*p*r*x^3-2772*a*c^3*q^3*x^2-8844*a*c^3 *q^2*r*x^2+11362*a*c^3*q^2*x^3-4224*a*c^3*q*r^2*x^2+25960*a*c^3*q*r*x^3-80*a*c^ 3*r^3*x^2+6480*a*c^3*r^2*x^3-691*a*c^2*g^4*x^2-4692*a*c^2*g^3*p*x^2-3520*a*c^2* g^3*q*x^2-3114*a*c^2*g^3*r*x^2+2090*a*c^2*g^3*x^3-9078*a*c^2*g^2*p^2*x^2-16922* a*c^2*g^2*p*q*x^2-12710*a*c^2*g^2*p*r*x^2+8549*a*c^2*g^2*p*x^3-5227*a*c^2*g^2*q ^2*x^2-10402*a*c^2*g^2*q*r*x^2+8951*a*c^2*g^2*q*x^3-2184*a*c^2*g^2*r^2*x^2+ 11356*a*c^2*g^2*r*x^3-6175*a*c^2*g*p^3*x^2-21590*a*c^2*g*p^2*q*x^2-12800*a*c^2* g*p^2*r*x^2+10448*a*c^2*g*p^2*x^3-16425*a*c^2*g*p*q^2*x^2-27814*a*c^2*g*p*q*r*x ^2+22814*a*c^2*g*p*q*x^3-5072*a*c^2*g*p*r^2*x^2+24628*a*c^2*g*p*r*x^3-2772*a*c^ 2*g*q^3*x^2-9096*a*c^2*g*q^2*r*x^2+11400*a*c^2*g*q^2*x^3-4336*a*c^2*g*q*r^2*x^2 +26804*a*c^2*g*q*r*x^3-40*a*c^2*g*r^3*x^2+6540*a*c^2*g*r^2*x^3-1300*a*c^2*p^4*x ^2-7708*a*c^2*p^3*q*x^2-3459*a*c^2*p^3*r*x^2+3657*a*c^2*p^3*x^3-10404*a*c^2*p^2 *q^2*x^2-14832*a*c^2*p^2*q*r*x^2+12999*a*c^2*p^2*q*x^3-2124*a*c^2*p^2*r^2*x^2+ 11344*a*c^2*p^2*r*x^3-4432*a*c^2*p*q^3*x^2-12123*a*c^2*p*q^2*r*x^2+13551*a*c^2* p*q^2*x^3-5352*a*c^2*p*q*r^2*x^2+28296*a*c^2*p*q*r*x^3-160*a*c^2*p*r^3*x^2+5760 *a*c^2*p*r^2*x^3-436*a*c^2*q^4*x^2-2118*a*c^2*q^3*r*x^2+4209*a*c^2*q^3*x^3-1476 *a*c^2*q^2*r^2*x^2+13484*a*c^2*q^2*r*x^3-40*a*c^2*q*r^3*x^2+6620*a*c^2*q*r^2*x^ 3-64*a*c*g^5*x^2-641*a*c*g^4*p*x^2-478*a*c*g^4*q*x^2-403*a*c*g^4*r*x^2+296*a*c* g^4*x^3-1818*a*c*g^3*p^2*x^2-3504*a*c*g^3*p*q*x^2-2574*a*c*g^3*p*r*x^2+1670*a*c *g^3*p*x^3-1032*a*c*g^3*q^2*x^2-2076*a*c*g^3*q*r*x^2+1749*a*c*g^3*q*x^3-392*a*c *g^3*r^2*x^2+2286*a*c*g^3*r*x^3-1908*a*c*g^2*p^3*x^2-7274*a*c*g^2*p^2*q*x^2-\ 4050*a*c*g^2*p^2*r*x^2+3302*a*c*g^2*p^2*x^3-5493*a*c*g^2*p*q^2*x^2-9458*a*c*g^2 *p*q*r*x^2+7130*a*c*g^2*p*q*x^3-1596*a*c*g^2*p*r^2*x^2+7920*a*c*g^2*p*r*x^3-860 *a*c*g^2*q^3*x^2-2911*a*c*g^2*q^2*r*x^2+3641*a*c*g^2*q^2*x^3-1368*a*c*g^2*q*r^2 *x^2+8804*a*c*g^2*q*r*x^3+2010*a*c*g^2*r^2*x^3-754*a*c*g*p^4*x^2-5429*a*c*g*p^3 *q*x^2-2057*a*c*g*p^3*r*x^2+2429*a*c*g*p^3*x^3-7513*a*c*g*p^2*q^2*x^2-10660*a*c *g*p^2*q*r*x^2+8727*a*c*g*p^2*q*x^3-1254*a*c*g*p^2*r^2*x^2+7560*a*c*g*p^2*r*x^3 -3109*a*c*g*p*q^3*x^2-8797*a*c*g*p*q^2*r*x^2+9161*a*c*g*p*q^2*x^3-3876*a*c*g*p* q*r^2*x^2+19908*a*c*g*p*q*r*x^3-60*a*c*g*p*r^3*x^2+3900*a*c*g*p*r^2*x^3-271*a*c *g*q^4*x^2-1410*a*c*g*q^3*r*x^2+2863*a*c*g*q^3*x^3-1014*a*c*g*q^2*r^2*x^2+9394* a*c*g*q^2*r*x^3-20*a*c*g*q*r^3*x^2+4670*a*c*g*q*r^2*x^3-99*a*c*p^5*x^2-1312*a*c *p^4*q*x^2-321*a*c*p^4*r*x^2+559*a*c*p^4*x^3-2820*a*c*p^3*q^2*x^2-3372*a*c*p^3* q*r*x^2+3076*a*c*p^3*q*x^3-270*a*c*p^3*r^2*x^2+1998*a*c*p^3*r*x^3-2124*a*c*p^2* q^3*x^2-5022*a*c*p^2*q^2*r*x^2+5202*a*c*p^2*q^2*x^3-2004*a*c*p^2*q*r^2*x^2+9486 *a*c*p^2*q*r*x^3-50*a*c*p^2*r^3*x^2+1350*a*c*p^2*r^2*x^3-541*a*c*p*q^4*x^2-2160 *a*c*p*q^3*r*x^2+3412*a*c*p*q^3*x^3-1474*a*c*p*q^2*r^2*x^2+10326*a*c*p*q^2*r*x^ 3-160*a*c*p*q*r^3*x^2+4500*a*c*p*q*r^2*x^3-24*a*c*q^5*x^2-189*a*c*q^4*r*x^2+727 *a*c*q^4*x^3-128*a*c*q^3*r^2*x^2+2838*a*c*q^3*r*x^3+50*a*c*q^2*r^3*x^2+1970*a*c *q^2*r^2*x^3-2*a*g^6*x^2-31*a*g^5*p*x^2-23*a*g^5*q*x^2-17*a*g^5*r*x^2+17*a*g^5* x^3-125*a*g^4*p^2*x^2-252*a*g^4*p*q*x^2-179*a*g^4*p*r*x^2+117*a*g^4*p*x^3-69*a* g^4*q^2*x^2-139*a*g^4*q*r*x^2+120*a*g^4*q*x^3-22*a*g^4*r^2*x^2+158*a*g^4*r*x^3-\ 178*a*g^3*p^3*x^2-775*a*g^3*p^2*q*x^2-389*a*g^3*p^2*r*x^2+337*a*g^3*p^2*x^3-577 *a*g^3*p*q^2*x^2-1020*a*g^3*p*q*r*x^2+688*a*g^3*p*q*x^3-154*a*g^3*p*r^2*x^2+794 *a*g^3*p*r*x^3-80*a*g^3*q^3*x^2-280*a*g^3*q^2*r*x^2+369*a*g^3*q^2*x^3-128*a*g^3 *q*r^2*x^2+910*a*g^3*q*r*x^3+180*a*g^3*r^2*x^3-91*a*g^2*p^4*x^2-915*a*g^2*p^3*q *x^2-257*a*g^2*p^3*r*x^2+391*a*g^2*p^3*x^3-1304*a*g^2*p^2*q^2*x^2-1842*a*g^2*p^ 2*q*r*x^2+1386*a*g^2*p^2*q*x^3-154*a*g^2*p^2*r^2*x^2+1178*a*g^2*p^2*r*x^3-517*a *g^2*p*q^3*x^2-1528*a*g^2*p*q^2*r*x^2+1465*a*g^2*p*q^2*x^3-672*a*g^2*p*q*r^2*x^ 2+3348*a*g^2*p*q*r*x^3+600*a*g^2*p*r^2*x^3-37*a*g^2*q^4*x^2-209*a*g^2*q^3*r*x^2 +470*a*g^2*q^3*x^3-152*a*g^2*q^2*r^2*x^2+1560*a*g^2*q^2*r*x^3+770*a*g^2*q*r^2*x ^3-9*a*g*p^5*x^2-446*a*g*p^4*q*x^2-30*a*g*p^4*r*x^2+181*a*g*p^4*x^3-1039*a*g*p^ 3*q^2*x^2-1183*a*g*p^3*q*r*x^2+1041*a*g*p^3*q*x^3-22*a*g*p^3*r^2*x^2+598*a*g*p^ 3*r*x^3-781*a*g*p^2*q^3*x^2-1890*a*g*p^2*q^2*r*x^2+1788*a*g*p^2*q^2*x^3-726*a*g *p^2*q*r^2*x^2+3360*a*g*p^2*q*r*x^3+390*a*g*p^2*r^2*x^3-184*a*g*p*q^4*x^2-791*a *g*p*q^3*r*x^2+1177*a*g*p*q^3*x^3-564*a*g*p*q^2*r^2*x^2+3744*a*g*p*q^2*r*x^3-60 *a*g*p*q*r^3*x^2+1680*a*g*p*q*r^2*x^3-5*a*g*q^5*x^2-54*a*g*q^4*r*x^2+249*a*g*q^ 4*x^3-38*a*g*q^3*r^2*x^2+982*a*g*q^3*r*x^3+20*a*g*q^2*r^3*x^2+700*a*g*q^2*r^2*x ^3-81*a*p^5*q*x^2+27*a*p^5*x^3-264*a*p^4*q^2*x^2-261*a*p^4*q*r*x^2+250*a*p^4*q* x^3+96*a*p^4*r*x^3-306*a*p^3*q^3*x^2-633*a*p^3*q^2*r*x^2+633*a*p^3*q^2*x^3-226* a*p^3*q*r^2*x^2+962*a*p^3*q*r*x^3+70*a*p^3*r^2*x^3-144*a*p^2*q^4*x^2-486*a*p^2* q^3*r*x^2+669*a*p^2*q^3*x^3-320*a*p^2*q^2*r^2*x^2+1830*a*p^2*q^2*r*x^3-50*a*p^2 *q*r^3*x^2+660*a*p^2*q*r^2*x^3-21*a*p*q^5*x^2-117*a*p*q^4*r*x^2+304*a*p*q^4*x^3 -90*a*p*q^3*r^2*x^2+1158*a*p*q^3*r*x^3+750*a*p*q^2*r^2*x^3-3*a*q^5*r*x^2+45*a*q ^5*x^3+4*a*q^4*r^2*x^2+194*a*q^4*r*x^3+10*a*q^3*r^3*x^2+160*a*q^3*r^2*x^3+16*b^ 6*x^3-144*b^5*c^2*x^2-72*b^5*c*g*x^2-184*b^5*c*p*x^2-88*b^5*c*r*x^2+176*b^5*c*x ^3-8*b^5*g^2*x^2-48*b^5*g*p*x^2-24*b^5*g*r*x^2+56*b^5*g*x^3-56*b^5*p^2*x^2-40*b ^5*p*r*x^2+72*b^5*p*x^3+88*b^5*q*x^3+96*b^5*r*x^3-1072*b^4*c^3*x^2-944*b^4*c^2* g*x^2-1784*b^4*c^2*p*x^2-464*b^4*c^2*q*x^2-912*b^4*c^2*r*x^2+1288*b^4*c^2*x^3-\ 252*b^4*c*g^2*x^2-1100*b^4*c*g*p*x^2-232*b^4*c*g*q*x^2-572*b^4*c*g*r*x^2+704*b^ 4*c*g*x^3-928*b^4*c*p^2*x^2-640*b^4*c*p*q*x^2-900*b^4*c*p*r*x^2+1172*b^4*c*p*x^ 3-272*b^4*c*q*r*x^2+1032*b^4*c*q*x^3-80*b^4*c*r^2*x^2+1568*b^4*c*r*x^3-20*b^4*g ^3*x^2-156*b^4*g^2*p*x^2-24*b^4*g^2*q*x^2-76*b^4*g^2*r*x^2+96*b^4*g^2*x^3-300*b ^4*g*p^2*x^2-168*b^4*g*p*q*x^2-300*b^4*g*p*r*x^2+312*b^4*g*p*x^3-72*b^4*g*q*r*x ^2+334*b^4*g*q*x^3-32*b^4*g*r^2*x^2+480*b^4*g*r*x^3-152*b^4*p^3*x^2-208*b^4*p^2 *q*x^2-228*b^4*p^2*r*x^2+264*b^4*p^2*x^3-128*b^4*p*q*r*x^2+428*b^4*p*q*x^3-16*b ^4*p*r^2*x^2+688*b^4*p*r*x^3+180*b^4*q^2*x^3+336*b^4*q*r*x^3+80*b^4*r^2*x^3-\ 3312*b^3*c^4*x^2-4144*b^3*c^3*g*x^2-6752*b^3*c^3*p*x^2-2848*b^3*c^3*q*x^2-3632* b^3*c^3*r*x^2+4608*b^3*c^3*x^3-1800*b^3*c^2*g^2*x^2-6588*b^3*c^2*g*p*x^2-2552*b ^3*c^2*g*q*x^2-3560*b^3*c^2*g*r*x^2+4020*b^3*c^2*g*x^3-4816*b^3*c^2*p^2*x^2-\ 4992*b^3*c^2*p*q*x^2-5152*b^3*c^2*p*r*x^2+6040*b^3*c^2*p*x^3-580*b^3*c^2*q^2*x^ 2-2332*b^3*c^2*q*r*x^2+5316*b^3*c^2*q*x^3-576*b^3*c^2*r^2*x^2+7664*b^3*c^2*r*x^ 3-314*b^3*c*g^3*x^2-2012*b^3*c*g^2*p*x^2-684*b^3*c*g^2*q*x^2-1052*b^3*c*g^2*r*x ^2+1100*b^3*c*g^2*x^3-3244*b^3*c*g*p^2*x^2-3148*b^3*c*g*p*q*x^2-3544*b^3*c*g*p* r*x^2+3602*b^3*c*g*p*x^3-286*b^3*c*g*q^2*x^2-1460*b^3*c*g*q*r*x^2+3238*b^3*c*g* q*x^3-424*b^3*c*g*r^2*x^2+4976*b^3*c*g*r*x^3-1426*b^3*c*p^3*x^2-2684*b^3*c*p^2* q*x^2-2326*b^3*c*p^2*r*x^2+2560*b^3*c*p^2*x^3-858*b^3*c*p*q^2*x^2-2380*b^3*c*p* q*r*x^2+4548*b^3*c*p*q*x^3-424*b^3*c*p*r^2*x^2+6232*b^3*c*p*r*x^3-314*b^3*c*q^2 *r*x^2+1882*b^3*c*q^2*x^3-144*b^3*c*q*r^2*x^2+4464*b^3*c*q*r*x^3+40*b^3*c*r^3*x ^2+1280*b^3*c*r^2*x^3-18*b^3*g^4*x^2-188*b^3*g^3*p*x^2-52*b^3*g^3*q*x^2-86*b^3* g^3*r*x^2+98*b^3*g^3*x^3-520*b^3*g^2*p^2*x^2-456*b^3*g^2*p*q*x^2-576*b^3*g^2*p* r*x^2+488*b^3*g^2*p*x^3-26*b^3*g^2*q^2*x^2-188*b^3*g^2*q*r*x^2+487*b^3*g^2*q*x^ 3-64*b^3*g^2*r^2*x^2+764*b^3*g^2*r*x^3-496*b^3*g*p^3*x^2-892*b^3*g*p^2*q*x^2-\ 832*b^3*g*p^2*r*x^2+796*b^3*g*p^2*x^3-224*b^3*g*p*q^2*x^2-796*b^3*g*p*q*r*x^2+ 1370*b^3*g*p*q*x^3-168*b^3*g*p*r^2*x^2+2104*b^3*g*p*r*x^3-78*b^3*g*q^2*r*x^2+ 613*b^3*g*q^2*x^3-64*b^3*g*q*r^2*x^2+1364*b^3*g*q*r*x^3+380*b^3*g*r^2*x^3-146*b ^3*p^4*x^2-444*b^3*p^3*q*x^2-326*b^3*p^3*r*x^2+350*b^3*p^3*x^3-298*b^3*p^2*q^2* x^2-624*b^3*p^2*q*r*x^2+966*b^3*p^2*q*x^3-104*b^3*p^2*r^2*x^2+1200*b^3*p^2*r*x^ 3-158*b^3*p*q^2*r*x^2+798*b^3*p*q^2*x^3-16*b^3*p*q*r^2*x^2+2008*b^3*p*q*r*x^3+ 40*b^3*p*r^3*x^2+560*b^3*p*r^2*x^3+182*b^3*q^3*x^3+456*b^3*q^2*r*x^3+200*b^3*q* r^2*x^3-5328*b^2*c^5*x^2-8592*b^2*c^4*g*x^2-12800*b^2*c^4*p*x^2-6816*b^2*c^4*q* x^2-7272*b^2*c^4*r*x^2+8248*b^2*c^4*x^3-5176*b^2*c^3*g^2*x^2-17024*b^2*c^3*g*p* x^2-8736*b^2*c^3*g*q*x^2-9628*b^2*c^3*g*r*x^2+10188*b^2*c^3*g*x^3-11440*b^2*c^3 *p^2*x^2-14440*b^2*c^3*p*q*x^2-13100*b^2*c^3*p*r*x^2+13780*b^2*c^3*p*x^3-2764*b ^2*c^3*q^2*x^2-7300*b^2*c^3*q*r*x^2+12740*b^2*c^3*q*x^3-1712*b^2*c^3*r^2*x^2+ 16800*b^2*c^3*r*x^3-1424*b^2*c^2*g^3*x^2-8020*b^2*c^2*g^2*p*x^2-3880*b^2*c^2*g^ 2*q*x^2-4408*b^2*c^2*g^2*r*x^2+4460*b^2*c^2*g^2*x^3-11700*b^2*c^2*g*p^2*x^2-\ 14484*b^2*c^2*g*p*q*x^2-13560*b^2*c^2*g*p*r*x^2+13076*b^2*c^2*g*p*x^3-2504*b^2* c^2*g*q^2*x^2-7244*b^2*c^2*g*q*r*x^2+11990*b^2*c^2*g*q*x^3-1800*b^2*c^2*g*r^2*x ^2+16776*b^2*c^2*g*r*x^3-4742*b^2*c^2*p^3*x^2-10564*b^2*c^2*p^2*q*x^2-8236*b^2* c^2*p^2*r*x^2+8338*b^2*c^2*p^2*x^3-5078*b^2*c^2*p*q^2*x^2-10692*b^2*c^2*p*q*r*x ^2+15948*b^2*c^2*p*q*x^3-2104*b^2*c^2*p*r^2*x^2+19440*b^2*c^2*p*r*x^3-352*b^2*c ^2*q^3*x^2-2132*b^2*c^2*q^2*r*x^2+6956*b^2*c^2*q^2*x^3-944*b^2*c^2*q*r^2*x^2+ 16440*b^2*c^2*q*r*x^3+120*b^2*c^2*r^3*x^2+4560*b^2*c^2*r^2*x^3-173*b^2*c*g^4*x^ 2-1560*b^2*c*g^3*p*x^2-684*b^2*c*g^3*q*x^2-788*b^2*c*g^3*r*x^2+828*b^2*c*g^3*x^ 3-3800*b^2*c*g^2*p^2*x^2-4554*b^2*c*g^2*p*q*x^2-4428*b^2*c*g^2*p*r*x^2+3881*b^2 *c*g^2*p*x^3-667*b^2*c*g^2*q^2*x^2-2148*b^2*c*g^2*q*r*x^2+3578*b^2*c*g^2*q*x^3-\ 544*b^2*c*g^2*r^2*x^2+5312*b^2*c*g^2*r*x^3-3295*b^2*c*g*p^3*x^2-7334*b^2*c*g*p^ 2*q*x^2-5841*b^2*c*g*p^2*r*x^2+5436*b^2*c*g*p^2*x^3-3265*b^2*c*g*p*q^2*x^2-7506 *b^2*c*g*p*q*r*x^2+10164*b^2*c*g*p*q*x^3-1560*b^2*c*g*p*r^2*x^2+13332*b^2*c*g*p *r*x^3-168*b^2*c*g*q^3*x^2-1321*b^2*c*g*q^2*r*x^2+4475*b^2*c*g*q^2*x^3-728*b^2* c*g*q*r^2*x^2+10808*b^2*c*g*q*r*x^3+40*b^2*c*g*r^3*x^2+3000*b^2*c*g*r^2*x^3-898 *b^2*c*p^4*x^2-3170*b^2*c*p^3*q*x^2-2105*b^2*c*p^3*r*x^2+2147*b^2*c*p^3*x^3-\ 2826*b^2*c*p^2*q^2*x^2-4960*b^2*c*p^2*q*r*x^2+6489*b^2*c*p^2*q*x^3-892*b^2*c*p^ 2*r^2*x^2+7032*b^2*c*p^2*r*x^3-554*b^2*c*p*q^3*x^2-2285*b^2*c*p*q^2*r*x^2+5853* b^2*c*p*q^2*x^3-768*b^2*c*p*q*r^2*x^2+13512*b^2*c*p*q*r*x^3+120*b^2*c*p*r^3*x^2 +3360*b^2*c*p*r^2*x^3-166*b^2*c*q^3*r*x^2+1511*b^2*c*q^3*x^3-68*b^2*c*q^2*r^2*x ^2+4580*b^2*c*q^2*r*x^3+80*b^2*c*q*r^3*x^2+2340*b^2*c*q*r^2*x^3-7*b^2*g^5*x^2-\ 103*b^2*g^4*p*x^2-38*b^2*g^4*q*x^2-41*b^2*g^4*r*x^2+57*b^2*g^4*x^3-388*b^2*g^3* p^2*x^2-438*b^2*g^3*p*q*x^2-448*b^2*g^3*p*r*x^2+355*b^2*g^3*p*x^3-47*b^2*g^3*q^ 2*x^2-170*b^2*g^3*q*r*x^2+345*b^2*g^3*q*x^3-40*b^2*g^3*r^2*x^2+526*b^2*g^3*r*x^ 3-548*b^2*g^2*p^3*x^2-1214*b^2*g^2*p^2*q*x^2-992*b^2*g^2*p^2*r*x^2+839*b^2*g^2* p^2*x^3-481*b^2*g^2*p*q^2*x^2-1244*b^2*g^2*p*q*r*x^2+1506*b^2*g^2*p*q*x^3-272*b ^2*g^2*p*r^2*x^2+2184*b^2*g^2*p*r*x^3-12*b^2*g^2*q^3*x^2-161*b^2*g^2*q^2*r*x^2+ 704*b^2*g^2*q^2*x^3-112*b^2*g^2*q*r^2*x^2+1672*b^2*g^2*q*r*x^3+450*b^2*g^2*r^2* x^3-315*b^2*g*p^4*x^2-1138*b^2*g*p^3*q*x^2-757*b^2*g*p^3*r*x^2+723*b^2*g*p^3*x^ 3-965*b^2*g*p^2*q^2*x^2-1822*b^2*g*p^2*q*r*x^2+2124*b^2*g*p^2*q*x^3-336*b^2*g*p ^2*r^2*x^2+2472*b^2*g*p^2*r*x^3-142*b^2*g*p*q^3*x^2-765*b^2*g*p*q^2*r*x^2+1893* b^2*g*p*q^2*x^3-312*b^2*g*p*q*r^2*x^2+4668*b^2*g*p*q*r*x^3+40*b^2*g*p*r^3*x^2+ 1200*b^2*g*p*r^2*x^3-36*b^2*g*q^3*r*x^2+492*b^2*g*q^3*x^3-40*b^2*g*q^2*r^2*x^2+ 1390*b^2*g*q^2*r*x^3+690*b^2*g*q*r^2*x^3-60*b^2*p^5*x^2-326*b^2*p^4*q*x^2-177*b ^2*p^4*r*x^2+195*b^2*p^4*x^3-472*b^2*p^3*q^2*x^2-704*b^2*p^3*q*r*x^2+851*b^2*p^ 3*q*x^3-116*b^2*p^3*r^2*x^2+780*b^2*p^3*r*x^3-206*b^2*p^2*q^3*x^2-621*b^2*p^2*q ^2*r*x^2+1215*b^2*p^2*q^2*x^3-208*b^2*p^2*q*r^2*x^2+2604*b^2*p^2*q*r*x^3+540*b^ 2*p^2*r^2*x^3-94*b^2*p*q^3*r*x^2+657*b^2*p*q^3*x^3+12*b^2*p*q^2*r^2*x^2+2124*b^ 2*p*q^2*r*x^3+80*b^2*p*q*r^3*x^2+1080*b^2*p*q*r^2*x^3+98*b^2*q^4*x^3+300*b^2*q^ 3*r*x^3+180*b^2*q^2*r^2*x^3-4384*b*c^6*x^2-8680*b*c^5*g*x^2-12064*b*c^5*p*x^2-\ 7456*b*c^5*q*x^2-7344*b*c^5*r*x^2+7232*b*c^5*x^3-6724*b*c^4*g^2*x^2-20368*b*c^4 *g*p*x^2-12384*b*c^4*g*q*x^2-12232*b*c^4*g*r*x^2+11672*b*c^4*g*x^3-12824*b*c^4* p^2*x^2-18464*b*c^4*p*q*x^2-15744*b*c^4*p*r*x^2+14600*b*c^4*p*x^3-4544*b*c^4*q^ 2*x^2-10152*b*c^4*q*r*x^2+14144*b*c^4*q*x^3-2416*b*c^4*r^2*x^2+17488*b*c^4*r*x^ 3-2554*b*c^3*g^3*x^2-13028*b*c^3*g^2*p*x^2-7712*b*c^3*g^2*q*x^2-7592*b*c^3*g^2* r*x^2+7160*b*c^3*g^2*x^3-17600*b*c^3*g*p^2*x^2-25356*b*c^3*g*p*q*x^2-21668*b*c^ 3*g*p*r*x^2+19166*b*c^3*g*p*x^3-5934*b*c^3*g*q^2*x^2-13720*b*c^3*g*q*r*x^2+ 18426*b*c^3*g*q*x^3-3272*b*c^3*g*r^2*x^2+23576*b*c^3*g*r*x^3-6696*b*c^3*p^3*x^2 -16884*b*c^3*p^2*q*x^2-12396*b*c^3*p^2*r*x^2+11362*b*c^3*p^2*x^3-9960*b*c^3*p*q ^2*x^2-18792*b*c^3*p*q*r*x^2+22960*b*c^3*p*q*x^3-3936*b*c^3*p*r^2*x^2+25960*b*c ^3*p*r*x^3-1164*b*c^3*q^3*x^2-4716*b*c^3*q^2*r*x^2+10558*b*c^3*q^2*x^3-2176*b*c ^3*q*r^2*x^2+24216*b*c^3*q*r*x^3+80*b*c^3*r^3*x^2+6480*b*c^3*r^2*x^3-485*b*c^2* g^4*x^2-3884*b*c^2*g^3*p*x^2-2196*b*c^2*g^3*q*x^2-2118*b*c^2*g^3*r*x^2+2090*b*c ^2*g^3*x^3-8624*b*c^2*g^2*p^2*x^2-12394*b*c^2*g^2*p*q*x^2-10598*b*c^2*g^2*p*r*x ^2+8951*b*c^2*g^2*p*x^3-2679*b*c^2*g^2*q^2*x^2-6418*b*c^2*g^2*q*r*x^2+8549*b*c^ 2*g^2*q*x^3-1476*b*c^2*g^2*r^2*x^2+11356*b*c^2*g^2*r*x^3-6933*b*c^2*g*p^3*x^2-\ 17868*b*c^2*g*p^2*q*x^2-12996*b*c^2*g*p^2*r*x^2+11400*b*c^2*g*p^2*x^3-10231*b*c ^2*g*p*q^2*x^2-19994*b*c^2*g*p*q*r*x^2+22814*b*c^2*g*p*q*x^3-4184*b*c^2*g*p*r^2 *x^2+26804*b*c^2*g*p*r*x^3-1058*b*c^2*g*q^3*x^2-4708*b*c^2*g*q^2*r*x^2+10448*b* c^2*g*q^2*x^3-2368*b*c^2*g*q*r^2*x^2+24628*b*c^2*g*q*r*x^3+40*b*c^2*g*r^3*x^2+ 6540*b*c^2*g*r^2*x^3-1778*b*c^2*p^4*x^2-7124*b*c^2*p^3*q*x^2-4398*b*c^2*p^3*r*x ^2+4209*b*c^2*p^3*x^3-7470*b*c^2*p^2*q^2*x^2-12105*b*c^2*p^2*q*r*x^2+13551*b*c^ 2*p^2*q*x^3-2244*b*c^2*p^2*r^2*x^2+13484*b*c^2*p^2*r*x^3-2228*b*c^2*p*q^3*x^2-\ 7164*b*c^2*p*q^2*r*x^2+12999*b*c^2*p*q^2*x^3-2928*b*c^2*p*q*r^2*x^2+28296*b*c^2 *p*q*r*x^3+40*b*c^2*p*r^3*x^2+6620*b*c^2*p*r^2*x^3-104*b*c^2*q^4*x^2-825*b*c^2* q^3*r*x^2+3657*b*c^2*q^3*x^3-456*b*c^2*q^2*r^2*x^2+11344*b*c^2*q^2*r*x^3+160*b* c^2*q*r^3*x^2+5760*b*c^2*q*r^2*x^3-41*b*c*g^5*x^2-527*b*c*g^4*p*x^2-274*b*c*g^4 *q*x^2-245*b*c*g^4*r*x^2+296*b*c*g^4*x^3-1767*b*c*g^3*p^2*x^2-2514*b*c*g^3*p*q* x^2-2148*b*c*g^3*p*r*x^2+1749*b*c*g^3*p*x^3-474*b*c*g^3*q^2*x^2-1170*b*c*g^3*q* r*x^2+1670*b*c*g^3*q*x^3-238*b*c*g^3*r^2*x^2+2286*b*c*g^3*r*x^3-2278*b*c*g^2*p^ 3*x^2-6036*b*c*g^2*p^2*q*x^2-4325*b*c*g^2*p^2*r*x^2+3641*b*c*g^2*p^2*x^3-3301*b *c*g^2*p*q^2*x^2-6742*b*c*g^2*p*q*r*x^2+7130*b*c*g^2*p*q*x^3-1392*b*c*g^2*p*r^2 *x^2+8804*b*c*g^2*p*r*x^3-276*b*c*g^2*q^3*x^2-1386*b*c*g^2*q^2*r*x^2+3302*b*c*g ^2*q^2*x^3-744*b*c*g^2*q*r^2*x^2+7920*b*c*g^2*q*r*x^3+2010*b*c*g^2*r^2*x^3-1211 *b*c*g*p^4*x^2-5135*b*c*g*p^3*q*x^2-3054*b*c*g*p^3*r*x^2+2863*b*c*g*p^3*x^3-\ 5330*b*c*g*p^2*q^2*x^2-8879*b*c*g*p^2*q*r*x^2+9161*b*c*g*p^2*q*x^3-1596*b*c*g*p ^2*r^2*x^2+9394*b*c*g*p^2*r*x^3-1453*b*c*g*p*q^3*x^2-5108*b*c*g*p*q^2*r*x^2+ 8727*b*c*g*p*q^2*x^3-2244*b*c*g*p*q*r^2*x^2+19908*b*c*g*p*q*r*x^3+20*b*c*g*p*r^ 3*x^2+4670*b*c*g*p*r^2*x^3-47*b*c*g*q^4*x^2-499*b*c*g*q^3*r*x^2+2429*b*c*g*q^3* x^3-366*b*c*g*q^2*r^2*x^2+7560*b*c*g*q^2*r*x^3+60*b*c*g*q*r^3*x^2+3900*b*c*g*q* r^2*x^3-219*b*c*p^5*x^2-1376*b*c*p^4*q*x^2-675*b*c*p^4*r*x^2+727*b*c*p^4*x^3-\ 2268*b*c*p^3*q^2*x^2-3168*b*c*p^3*q*r*x^2+3412*b*c*p^3*q*x^3-502*b*c*p^3*r^2*x^ 2+2838*b*c*p^3*r*x^3-1284*b*c*p^2*q^3*x^2-3402*b*c*p^2*q^2*r*x^2+5202*b*c*p^2*q ^2*x^3-1316*b*c*p^2*q*r^2*x^2+10326*b*c*p^2*q*r*x^3-50*b*c*p^2*r^3*x^2+1970*b*c *p^2*r^2*x^3-173*b*c*p*q^4*x^2-948*b*c*p*q^3*r*x^2+3076*b*c*p*q^3*x^3-426*b*c*p *q^2*r^2*x^2+9486*b*c*p*q^2*r*x^3+160*b*c*p*q*r^3*x^2+4500*b*c*p*q*r^2*x^3-39*b *c*q^4*r*x^2+559*b*c*q^4*x^3+1998*b*c*q^3*r*x^3+50*b*c*q^2*r^3*x^2+1350*b*c*q^2 *r^2*x^3-b*g^6*x^2-25*b*g^5*p*x^2-11*b*g^5*q*x^2-7*b*g^5*r*x^2+17*b*g^5*x^3-126 *b*g^4*p^2*x^2-174*b*g^4*p*q*x^2-149*b*g^4*p*r*x^2+120*b*g^4*p*x^3-25*b*g^4*q^2 *x^2-61*b*g^4*q*r*x^2+117*b*g^4*q*x^3-8*b*g^4*r^2*x^2+158*b*g^4*r*x^3-235*b*g^3 *p^3*x^2-644*b*g^3*p^2*q*x^2-452*b*g^3*p^2*r*x^2+369*b*g^3*p^2*x^3-326*b*g^3*p* q^2*x^2-708*b*g^3*p*q*r*x^2+688*b*g^3*p*q*x^3-142*b*g^3*p*r^2*x^2+910*b*g^3*p*r *x^3-17*b*g^3*q^3*x^2-103*b*g^3*q^2*r*x^2+337*b*g^3*q^2*x^3-56*b*g^3*q*r^2*x^2+ 794*b*g^3*q*r*x^3+180*b*g^3*r^2*x^3-194*b*g^2*p^4*x^2-890*b*g^2*p^3*q*x^2-499*b *g^2*p^3*r*x^2+470*b*g^2*p^3*x^3-910*b*g^2*p^2*q^2*x^2-1568*b*g^2*p^2*q*r*x^2+ 1465*b*g^2*p^2*q*x^3-268*b*g^2*p^2*r^2*x^2+1560*b*g^2*p^2*r*x^3-216*b*g^2*p*q^3 *x^2-858*b*g^2*p*q^2*r*x^2+1386*b*g^2*p*q^2*x^3-408*b*g^2*p*q*r^2*x^2+3348*b*g^ 2*p*q*r*x^3+770*b*g^2*p*r^2*x^3-2*b*g^2*q^4*x^2-55*b*g^2*q^3*r*x^2+391*b*g^2*q^ 3*x^3-56*b*g^2*q^2*r^2*x^2+1178*b*g^2*q^2*r*x^3+600*b*g^2*q*r^2*x^3-70*b*g*p^5* x^2-503*b*g*p^4*q*x^2-222*b*g*p^4*r*x^2+249*b*g*p^4*x^3-839*b*g*p^3*q^2*x^2-\ 1189*b*g*p^3*q*r*x^2+1177*b*g*p^3*q*x^3-172*b*g*p^3*r^2*x^2+982*b*g*p^3*r*x^3-\ 449*b*g*p^2*q^3*x^2-1278*b*g*p^2*q^2*r*x^2+1788*b*g*p^2*q^2*x^3-516*b*g*p^2*q*r ^2*x^2+3744*b*g*p^2*q*r*x^3-20*b*g*p^2*r^3*x^2+700*b*g*p^2*r^2*x^3-43*b*g*p*q^4 *x^2-317*b*g*p*q^3*r*x^2+1041*b*g*p*q^3*x^3-174*b*g*p*q^2*r^2*x^2+3360*b*g*p*q^ 2*r*x^3+60*b*g*p*q*r^3*x^2+1680*b*g*p*q*r^2*x^3-6*b*g*q^4*r*x^2+181*b*g*q^4*x^3 -8*b*g*q^3*r^2*x^2+598*b*g*q^3*r*x^3+390*b*g*q^2*r^2*x^3-9*b*p^6*x^2-96*b*p^5*q *x^2-33*b*p^5*r*x^2+45*b*p^5*x^3-234*b*p^4*q^2*x^2-279*b*p^4*q*r*x^2+304*b*p^4* q*x^3-34*b*p^4*r^2*x^2+194*b*p^4*r*x^3-216*b*p^3*q^3*x^2-486*b*p^3*q^2*r*x^2+ 669*b*p^3*q^2*x^3-180*b*p^3*q*r^2*x^2+1158*b*p^3*q*r*x^3-10*b*p^3*r^3*x^2+160*b *p^3*r^2*x^3-69*b*p^2*q^4*x^2-267*b*p^2*q^3*r*x^2+633*b*p^2*q^3*x^3-130*b*p^2*q ^2*r^2*x^2+1830*b*p^2*q^2*r*x^3+750*b*p^2*q*r^2*x^3-27*b*p*q^4*r*x^2+250*b*p*q^ 4*x^3+16*b*p*q^3*r^2*x^2+962*b*p*q^3*r*x^3+50*b*p*q^2*r^3*x^2+660*b*p*q^2*r^2*x ^3+27*b*q^5*x^3+96*b*q^4*r*x^3+70*b*q^3*r^2*x^3-1440*c^7*x^2-3408*c^6*g*x^2-\ 4416*c^6*p*x^2-3072*c^6*q*x^2-2880*c^6*r*x^2+2496*c^6*x^3-3264*c^5*g^2*x^2-9120 *c^5*g*p*x^2-6288*c^5*g*q*x^2-5856*c^5*g*r*x^2+4992*c^5*g*x^3-5328*c^5*p^2*x^2-\ 8640*c^5*p*q*x^2-6936*c^5*p*r*x^2+5928*c^5*p*x^3-2520*c^5*q^2*x^2-5160*c^5*q*r* x^2+5928*c^5*q*x^3-1200*c^5*r^2*x^2+7072*c^5*r*x^3-1608*c^4*g^3*x^2-7456*c^4*g^ 2*p*x^2-5072*c^4*g^2*q*x^2-4656*c^4*g^2*r*x^2+3968*c^4*g^2*x^3-9264*c^4*g*p^2*x ^2-15120*c^4*g*p*q*x^2-12072*c^4*g*p*r*x^2+9964*c^4*g*p*x^3-4284*c^4*g*q^2*x^2-\ 8856*c^4*g*q*r*x^2+9964*c^4*g*q*x^3-2040*c^4*g*r^2*x^2+12016*c^4*g*r*x^3-3228*c ^4*p^3*x^2-9336*c^4*p^2*q*x^2-6258*c^4*p^2*r*x^2+5640*c^4*p^2*x^3-6396*c^4*p*q^ 2*x^2-11232*c^4*p*q*r*x^2+11784*c^4*p*q*x^3-2240*c^4*p*r^2*x^2+12688*c^4*p*r*x^ 3-984*c^4*q^3*x^2-3390*c^4*q^2*r*x^2+5640*c^4*q^2*x^3-1600*c^4*q*r^2*x^2+12688* c^4*q*r*x^3+3280*c^4*r^2*x^3-426*c^3*g^4*x^2-3040*c^3*g^3*p*x^2-2024*c^3*g^3*q* x^2-1800*c^3*g^3*r*x^2+1600*c^3*g^3*x^3-6136*c^3*g^2*p^2*x^2-10104*c^3*g^2*p*q* x^2-7978*c^3*g^2*p*r*x^2+6386*c^3*g^2*p*x^3-2738*c^3*g^2*q^2*x^2-5702*c^3*g^2*q *r*x^2+6386*c^3*g^2*q*x^3-1260*c^3*g^2*r^2*x^2+7784*c^3*g^2*r*x^3-4470*c^3*g*p^ 3*x^2-13326*c^3*g*p^2*q*x^2-8767*c^3*g*p^2*r*x^2+7656*c^3*g*p^2*x^3-9018*c^3*g* p*q^2*x^2-16032*c^3*g*p*q*r*x^2+16048*c^3*g*p*q*x^3-3144*c^3*g*p*r^2*x^2+17504* c^3*g*p*r*x^3-1302*c^3*g*q^3*x^2-4649*c^3*g*q^2*r*x^2+7656*c^3*g*q^2*x^3-2256*c ^3*g*q*r^2*x^2+17504*c^3*g*q*r*x^3+4480*c^3*g*r^2*x^3-1026*c^3*p^4*x^2-4944*c^3 *p^3*q*x^2-2619*c^3*p^3*r*x^2+2706*c^3*p^3*x^3-5958*c^3*p^2*q^2*x^2-8979*c^3*p^ 2*q*r*x^2+9054*c^3*p^2*q*x^3-1456*c^3*p^2*r^2*x^2+8420*c^3*p^2*r*x^3-2220*c^3*p *q^3*x^2-6429*c^3*p*q^2*r*x^2+9054*c^3*p*q^2*x^3-2760*c^3*p*q*r^2*x^2+18992*c^3 *p*q*r*x^3-40*c^3*p*r^3*x^2+4180*c^3*p*r^2*x^3-180*c^3*q^4*x^2-981*c^3*q^3*r*x^ 2+2706*c^3*q^3*x^3-644*c^3*q^2*r^2*x^2+8420*c^3*q^2*r*x^3+40*c^3*q*r^3*x^2+4180 *c^3*q*r^2*x^3-57*c^2*g^5*x^2-636*c^2*g^4*p*x^2-408*c^2*g^4*q*x^2-336*c^2*g^4*r *x^2+348*c^2*g^4*x^3-1908*c^2*g^3*p^2*x^2-3180*c^2*g^3*p*q*x^2-2460*c^2*g^3*p*r *x^2+1937*c^2*g^3*p*x^3-801*c^2*g^3*q^2*x^2-1668*c^2*g^3*q*r*x^2+1937*c^2*g^3*q *x^3-330*c^2*g^3*r^2*x^2+2372*c^2*g^3*r*x^3-2200*c^2*g^2*p^3*x^2-6851*c^2*g^2*p ^2*q*x^2-4373*c^2*g^2*p^2*r*x^2+3728*c^2*g^2*p^2*x^3-4546*c^2*g^2*p*q^2*x^2-\ 8208*c^2*g^2*p*q*r*x^2+7794*c^2*g^2*p*q*x^3-1560*c^2*g^2*p*r^2*x^2+8624*c^2*g^2 *p*r*x^3-593*c^2*g^2*q^3*x^2-2203*c^2*g^2*q^2*r*x^2+3728*c^2*g^2*q^2*x^3-1080*c ^2*g^2*q*r^2*x^2+8624*c^2*g^2*q*r*x^3+2100*c^2*g^2*r^2*x^3-1022*c^2*g*p^4*x^2-\ 5350*c^2*g*p^3*q*x^2-2657*c^2*g*p^3*r*x^2+2771*c^2*g*p^3*x^3-6489*c^2*g*p^2*q^2 *x^2-9827*c^2*g*p^2*q*r*x^2+9375*c^2*g*p^2*q*x^3-1480*c^2*g*p^2*r^2*x^2+8738*c^ 2*g*p^2*r*x^3-2324*c^2*g*p*q^3*x^2-6985*c^2*g*p*q^2*r*x^2+9375*c^2*g*p*q^2*x^3-\ 3060*c^2*g*p*q*r^2*x^2+20208*c^2*g*p*q*r*x^3-20*c^2*g*p*r^3*x^2+4410*c^2*g*p*r^ 2*x^3-163*c^2*g*q^4*x^2-979*c^2*g*q^3*r*x^2+2771*c^2*g*q^3*x^3-710*c^2*g*q^2*r^ 2*x^2+8738*c^2*g*q^2*r*x^3+20*c^2*g*q*r^3*x^2+4410*c^2*g*q*r^2*x^3-159*c^2*p^5* x^2-1344*c^2*p^4*q*x^2-498*c^2*p^4*r*x^2+672*c^2*p^4*x^3-2544*c^2*p^3*q^2*x^2-\ 3270*c^2*p^3*q*r*x^2+3318*c^2*p^3*q*x^3-386*c^2*p^3*r^2*x^2+2502*c^2*p^3*r*x^3-\ 1704*c^2*p^2*q^3*x^2-4212*c^2*p^2*q^2*r*x^2+5292*c^2*p^2*q^2*x^3-1660*c^2*p^2*q *r^2*x^2+9966*c^2*p^2*q*r*x^3-50*c^2*p^2*r^3*x^2+1710*c^2*p^2*r^2*x^3-357*c^2*p *q^4*x^2-1554*c^2*p*q^3*r*x^2+3318*c^2*p*q^3*x^3-950*c^2*p*q^2*r^2*x^2+9966*c^2 *p*q^2*r*x^3+4500*c^2*p*q*r^2*x^3-12*c^2*q^5*x^2-114*c^2*q^4*r*x^2+672*c^2*q^4* x^3-64*c^2*q^3*r^2*x^2+2502*c^2*q^3*r*x^3+50*c^2*q^2*r^3*x^2+1710*c^2*q^2*r^2*x ^3-3*c*g^6*x^2-62*c*g^5*p*x^2-37*c*g^5*q*x^2-24*c*g^5*r*x^2+40*c*g^5*x^3-273*c* g^4*p^2*x^2-462*c*g^4*p*q*x^2-345*c*g^4*p*r*x^2+277*c*g^4*p*x^3-102*c*g^4*q^2*x ^2-207*c*g^4*q*r*x^2+277*c*g^4*q*x^3-30*c*g^4*r^2*x^2+332*c*g^4*r*x^3-448*c*g^3 *p^3*x^2-1489*c*g^3*p^2*q*x^2-905*c*g^3*p^2*r*x^2+769*c*g^3*p^2*x^3-956*c*g^3*p *q^2*x^2-1764*c*g^3*p*q*r*x^2+1578*c*g^3*p*q*x^3-318*c*g^3*p*r^2*x^2+1774*c*g^3 *p*r*x^3-104*c*g^3*q^3*x^2-403*c*g^3*q^2*r*x^2+769*c*g^3*q^2*x^3-192*c*g^3*q*r^ 2*x^2+1774*c*g^3*q*r*x^3+380*c*g^3*r^2*x^3-313*c*g^2*p^4*x^2-1857*c*g^2*p^3*q*x ^2-833*c*g^2*p^3*r*x^2+909*c*g^2*p^3*x^3-2268*c*g^2*p^2*q^2*x^2-3456*c*g^2*p^2* q*r*x^2+3084*c*g^2*p^2*q*x^3-466*c*g^2*p^2*r^2*x^2+2866*c*g^2*p^2*r*x^3-765*c*g ^2*p*q^3*x^2-2412*c*g^2*p*q^2*r*x^2+3084*c*g^2*p*q^2*x^3-1080*c*g^2*p*q*r^2*x^2 +6864*c*g^2*p*q*r*x^3+1440*c*g^2*p*r^2*x^3-41*c*g^2*q^4*x^2-283*c*g^2*q^3*r*x^2 +909*c*g^2*q^3*x^3-224*c*g^2*q^2*r^2*x^2+2866*c*g^2*q^2*r*x^3+1440*c*g^2*q*r^2* x^3-88*c*g*p^5*x^2-965*c*g*p^4*q*x^2-282*c*g*p^4*r*x^2+455*c*g*p^4*x^3-1891*c*g *p^3*q^2*x^2-2395*c*g*p^3*q*r*x^2+2315*c*g*p^3*q*x^3-216*c*g*p^3*r^2*x^2+1682*c *g*p^3*r*x^3-1244*c*g*p^2*q^3*x^2-3168*c*g*p^2*q^2*r*x^2+3720*c*g*p^2*q^2*x^3-\ 1242*c*g*p^2*q*r^2*x^2+7200*c*g*p^2*q*r*x^3-20*c*g*p^2*r^3*x^2+1170*c*g*p^2*r^2 *x^3-235*c*g*p*q^4*x^2-1121*c*g*p*q^3*r*x^2+2315*c*g*p*q^3*x^3-738*c*g*p*q^2*r^ 2*x^2+7200*c*g*p*q^2*r*x^3+3360*c*g*p*q*r^2*x^3-5*c*g*q^5*x^2-66*c*g*q^4*r*x^2+ 455*c*g*q^4*x^3-54*c*g*q^3*r^2*x^2+1682*c*g*q^3*r*x^3+20*c*g*q^2*r^3*x^2+1170*c *g*q^2*r^2*x^3-9*c*p^6*x^2-177*c*p^5*q*x^2-33*c*p^5*r*x^2+78*c*p^5*x^3-498*c*p^ 4*q^2*x^2-540*c*p^4*q*r*x^2+570*c*p^4*q*x^3-34*c*p^4*r^2*x^2+314*c*p^4*r*x^3-\ 522*c*p^3*q^3*x^2-1119*c*p^3*q^2*r*x^2+1320*c*p^3*q^2*x^3-406*c*p^3*q*r^2*x^2+ 2144*c*p^3*q*r*x^3-10*c*p^3*r^3*x^2+250*c*p^3*r^2*x^3-213*c*p^2*q^4*x^2-753*c*p ^2*q^3*r*x^2+1320*c*p^2*q^3*x^3-450*c*p^2*q^2*r^2*x^2+3660*c*p^2*q^2*r*x^3-50*c *p^2*q*r^3*x^2+1410*c*p^2*q*r^2*x^3-21*c*p*q^5*x^2-144*c*p*q^4*r*x^2+570*c*p*q^ 4*x^3-74*c*p*q^3*r^2*x^2+2144*c*p*q^3*r*x^3+50*c*p*q^2*r^3*x^2+1410*c*p*q^2*r^2 *x^3-3*c*q^5*r*x^2+78*c*q^5*x^3+4*c*q^4*r^2*x^2+314*c*q^4*r*x^3+10*c*q^3*r^3*x^ 2+250*c*q^3*r^2*x^3-2*g^6*p*x^2-g^6*q*x^2+2*g^6*x^3-14*g^5*p^2*x^2-24*g^5*p*q*x ^2-17*g^5*p*r*x^2+15*g^5*p*x^3-4*g^5*q^2*x^2-7*g^5*q*r*x^2+15*g^5*q*x^3+16*g^5* r*x^3-31*g^4*p^3*x^2-114*g^4*p^2*q*x^2-64*g^4*p^2*r*x^2+57*g^4*p^2*x^3-69*g^4*p *q^2*x^2-132*g^4*p*q*r*x^2+110*g^4*p*q*x^3-22*g^4*p*r^2*x^2+126*g^4*p*r*x^3-5*g ^4*q^3*x^2-20*g^4*q^2*r*x^2+57*g^4*q^2*x^3-8*g^4*q*r^2*x^2+126*g^4*q*r*x^3+20*g ^4*r^2*x^3-28*g^3*p^4*x^2-205*g^3*p^3*q*x^2-77*g^3*p^3*r*x^2+96*g^3*p^3*x^3-252 *g^3*p^2*q^2*x^2-388*g^3*p^2*q*r*x^2+318*g^3*p^2*q*x^3-44*g^3*p^2*r^2*x^2+292*g ^3*p^2*r*x^3-77*g^3*p*q^3*x^2-260*g^3*p*q^2*r*x^2+318*g^3*p*q^2*x^3-120*g^3*p*q *r^2*x^2+736*g^3*p*q*r*x^3+140*g^3*p*r^2*x^3-2*g^3*q^4*x^2-19*g^3*q^3*r*x^2+96* g^3*q^3*x^3-16*g^3*q^2*r^2*x^2+292*g^3*q^2*r*x^3+140*g^3*q*r^2*x^3-9*g^2*p^5*x^ 2-166*g^2*p^4*q*x^2-30*g^2*p^4*r*x^2+74*g^2*p^4*x^3-340*g^2*p^3*q^2*x^2-422*g^2 *p^3*q*r*x^2+386*g^2*p^3*q*x^3-22*g^2*p^3*r^2*x^2+262*g^2*p^3*r*x^3-218*g^2*p^2 *q^3*x^2-576*g^2*p^2*q^2*r*x^2+624*g^2*p^2*q^2*x^3-224*g^2*p^2*q*r^2*x^2+1248*g ^2*p^2*q*r*x^3+180*g^2*p^2*r^2*x^3-35*g^2*p*q^4*x^2-190*g^2*p*q^3*r*x^2+386*g^2 *p*q^3*x^3-136*g^2*p*q^2*r^2*x^2+1248*g^2*p*q^2*r*x^3+600*g^2*p*q*r^2*x^3-6*g^2 *q^4*r*x^2+74*g^2*q^4*x^3-8*g^2*q^3*r^2*x^2+262*g^2*q^3*r*x^3+180*g^2*q^2*r^2*x ^3-61*g*p^5*q*x^2+25*g*p^5*x^3-188*g*p^4*q^2*x^2-192*g*p^4*q*r*x^2+199*g*p^4*q* x^3+92*g*p^4*r*x^3-198*g*p^3*q^3*x^2-432*g*p^3*q^2*r*x^2+472*g*p^3*q^2*x^3-150* g*p^3*q*r^2*x^2+776*g*p^3*q*r*x^3+70*g*p^3*r^2*x^3-76*g*p^2*q^4*x^2-288*g*p^2*q ^3*r*x^2+472*g*p^2*q^3*x^3-180*g*p^2*q^2*r^2*x^2+1368*g*p^2*q^2*r*x^3-20*g*p^2* q*r^3*x^2+540*g*p^2*q*r^2*x^3-5*g*p*q^5*x^2-48*g*p*q^4*r*x^2+199*g*p*q^4*x^3-30 *g*p*q^3*r^2*x^2+776*g*p*q^3*r*x^3+20*g*p*q^2*r^3*x^2+540*g*p*q^2*r^2*x^3+25*g* q^5*x^3+92*g*q^4*r*x^3+70*g*q^3*r^2*x^3-9*p^6*q*x^2+3*p^6*x^3-36*p^5*q^2*x^2-33 *p^5*q*r*x^2+36*p^5*q*x^3+12*p^5*r*x^3-54*p^4*q^3*x^2-102*p^4*q^2*r*x^2+117*p^4 *q^2*x^3-34*p^4*q*r^2*x^2+158*p^4*q*r*x^3+10*p^4*r^2*x^3-36*p^3*q^4*x^2-108*p^3 *q^3*r*x^2+168*p^3*q^3*x^3-64*p^3*q^2*r^2*x^2+414*p^3*q^2*r*x^3-10*p^3*q*r^3*x^ 2+130*p^3*q*r^2*x^3-9*p^2*q^5*x^2-42*p^2*q^4*r*x^2+117*p^2*q^4*x^3-26*p^2*q^3*r ^2*x^2+414*p^2*q^3*r*x^3+240*p^2*q^2*r^2*x^3-3*p*q^5*r*x^2+36*p*q^5*x^3+4*p*q^4 *r^2*x^2+158*p*q^4*r*x^3+10*p*q^3*r^3*x^2+130*p*q^3*r^2*x^3+3*q^6*x^3+12*q^5*r* x^3+10*q^4*r^2*x^3+48*a^6*b*x+96*a^6*c*x+24*a^6*g*x+48*a^6*q*x-48*a^6*x^2+144*a ^5*b^2*x+688*a^5*b*c*x+208*a^5*b*g*x+264*a^5*b*p*x+248*a^5*b*q*x+208*a^5*b*r*x-\ 224*a^5*b*x^2+816*a^5*c^2*x+480*a^5*c*g*x+504*a^5*c*p*x+616*a^5*c*q*x+400*a^5*c *r*x-528*a^5*c*x^2+68*a^5*g^2*x+120*a^5*g*p*x+192*a^5*g*q*x+96*a^5*g*r*x-168*a^ 5*g*x^2+264*a^5*p*q*x-264*a^5*p*x^2+104*a^5*q^2*x+208*a^5*q*r*x-192*a^5*q*x^2-\ 248*a^5*r*x^2+144*a^4*b^3*x+1280*a^4*b^2*c*x+392*a^4*b^2*g*x+688*a^4*b^2*p*x+ 352*a^4*b^2*q*x+496*a^4*b^2*r*x-400*a^4*b^2*x^2+3408*a^4*b*c^2*x+2104*a^4*b*c*g *x+3128*a^4*b*c*p*x+2120*a^4*b*c*q*x+2312*a^4*b*c*r*x-2496*a^4*b*c*x^2+308*a^4* b*g^2*x+980*a^4*b*g*p*x+676*a^4*b*g*q*x+744*a^4*b*g*r*x-672*a^4*b*g*x^2+540*a^4 *b*p^2*x+1136*a^4*b*p*q*x+752*a^4*b*p*r*x-1404*a^4*b*p*x^2+276*a^4*b*q^2*x+796* a^4*b*q*r*x-904*a^4*b*q*x^2+192*a^4*b*r^2*x-1784*a^4*b*r*x^2-292*a^4*b*x^3+2848 *a^4*c^3*x+2672*a^4*c^2*g*x+3464*a^4*c^2*p*x+2808*a^4*c^2*q*x+2584*a^4*c^2*r*x-\ 3216*a^4*c^2*x^2+792*a^4*c*g^2*x+2092*a^4*c*g*p*x+1820*a^4*c*g*q*x+1600*a^4*c*g *r*x-1808*a^4*c*g*x^2+960*a^4*c*p^2*x+2680*a^4*c*p*q*x+1328*a^4*c*p*r*x-3040*a^ 4*c*p*x^2+828*a^4*c*q^2*x+1924*a^4*c*q*r*x-2520*a^4*c*q*x^2+312*a^4*c*r^2*x-\ 3704*a^4*c*r*x^2-320*a^4*c*x^3+74*a^4*g^3*x+300*a^4*g^2*p*x+280*a^4*g^2*q*x+236 *a^4*g^2*r*x-248*a^4*g^2*x^2+210*a^4*g*p^2*x+876*a^4*g*p*q*x+288*a^4*g*p*r*x-\ 978*a^4*g*p*x^2+276*a^4*g*q^2*x+648*a^4*g*q*r*x-688*a^4*g*q*x^2+60*a^4*g*r^2*x-\ 1148*a^4*g*r*x^2-114*a^4*g*x^3+540*a^4*p^2*q*x-540*a^4*p^2*x^2+448*a^4*p*q^2*x+ 752*a^4*p*q*r*x-1164*a^4*p*q*x^2-880*a^4*p*r*x^2+140*a^4*p*x^3+68*a^4*q^3*x+300 *a^4*q^2*r*x-484*a^4*q^2*x^2+192*a^4*q*r^2*x-1492*a^4*q*r*x^2-152*a^4*q*x^3-224 *a^4*r^2*x^2+448*a^4*r*x^3+48*a^3*b^4*x+880*a^3*b^3*c*x+256*a^3*b^3*g*x+584*a^3 *b^3*p*x+152*a^3*b^3*q*x+368*a^3*b^3*r*x-336*a^3*b^3*x^2+4272*a^3*b^2*c^2*x+ 2624*a^3*b^2*c*g*x+4824*a^3*b^2*c*p*x+2056*a^3*b^2*c*q*x+3176*a^3*b^2*c*r*x-\ 4104*a^3*b^2*c*x^2+376*a^3*b^2*g^2*x+1560*a^3*b^2*g*p*x+624*a^3*b^2*g*q*x+1056* a^3*b^2*g*r*x-1008*a^3*b^2*g*x^2+1172*a^3*b^2*p^2*x+1344*a^3*b^2*p*q*x+1460*a^3 *b^2*p*r*x-2444*a^3*b^2*p*x^2+172*a^3*b^2*q^2*x+808*a^3*b^2*q*r*x-1352*a^3*b^2* q*x^2+276*a^3*b^2*r^2*x-3456*a^3*b^2*r*x^2-876*a^3*b^2*x^3+8112*a^3*b*c^3*x+ 7632*a^3*b*c^2*g*x+12200*a^3*b*c^2*p*x+6744*a^3*b*c^2*q*x+8360*a^3*b*c^2*r*x-\ 11712*a^3*b*c^2*x^2+2256*a^3*b*c*g^2*x+7848*a^3*b*c*g*p*x+4312*a^3*b*c*g*q*x+ 5500*a^3*b*c*g*r*x-6556*a^3*b*c*g*x^2+5132*a^3*b*c*p^2*x+7648*a^3*b*c*p*q*x+ 6680*a^3*b*c*p*r*x-12020*a^3*b*c*p*x^2+1540*a^3*b*c*q^2*x+4888*a^3*b*c*q*r*x-\ 8344*a^3*b*c*q*x^2+1440*a^3*b*c*r^2*x-15132*a^3*b*c*r*x^2-2056*a^3*b*c*x^3+208* a^3*b*g^3*x+1200*a^3*b*g^2*p*x+644*a^3*b*g^2*q*x+864*a^3*b*g^2*r*x-844*a^3*b*g^ 2*x^2+1648*a^3*b*g*p^2*x+2568*a^3*b*g*p*q*x+2184*a^3*b*g*p*r*x-3688*a^3*b*g*p*x ^2+488*a^3*b*g*q^2*x+1676*a^3*b*g*q*r*x-2312*a^3*b*g*q*x^2+468*a^3*b*g*r^2*x-\ 4970*a^3*b*g*r*x^2-928*a^3*b*g*x^3+546*a^3*b*p^3*x+1890*a^3*b*p^2*q*x+1052*a^3* b*p^2*r*x-2672*a^3*b*p^2*x^2+994*a^3*b*p*q^2*x+2324*a^3*b*p*q*r*x-4322*a^3*b*p* q*x^2+516*a^3*b*p*r^2*x-5278*a^3*b*p*r*x^2-88*a^3*b*p*x^3+82*a^3*b*q^3*x+568*a^ 3*b*q^2*r*x-1418*a^3*b*q^2*x^2+432*a^3*b*q*r^2*x-5388*a^3*b*q*r*x^2-672*a^3*b*q *x^3+48*a^3*b*r^3*x-1400*a^3*b*r^2*x^2+2056*a^3*b*r*x^3+5248*a^3*c^4*x+6768*a^3 *c^3*g*x+9528*a^3*c^3*p*x+6280*a^3*c^3*q*x+6704*a^3*c^3*r*x-9896*a^3*c^3*x^2+ 3092*a^3*c^2*g^2*x+9256*a^3*c^2*g*p*x+6200*a^3*c^2*g*q*x+6628*a^3*c^2*g*r*x-\ 8700*a^3*c^2*g*x^2+5260*a^3*c^2*p^2*x+9616*a^3*c^2*p*q*x+6948*a^3*c^2*p*r*x-\ 13868*a^3*c^2*p*x^2+2504*a^3*c^2*q^2*x+6424*a^3*c^2*q*r*x-11040*a^3*c^2*q*x^2+ 1524*a^3*c^2*r^2*x-16436*a^3*c^2*r*x^2-1024*a^3*c^2*x^3+588*a^3*c*g^3*x+2840*a^ 3*c*g^2*p*x+1932*a^3*c*g^2*q*x+2084*a^3*c*g^2*r*x-2384*a^3*c*g^2*x^2+3208*a^3*c *g*p^2*x+6496*a^3*c*g*p*q*x+4280*a^3*c*g*p*r*x-8592*a^3*c*g*p*x^2+1664*a^3*c*g* q^2*x+4400*a^3*c*g*q*r*x-6608*a^3*c*g*q*x^2+888*a^3*c*g*r^2*x-10758*a^3*c*g*r*x ^2-1060*a^3*c*g*x^3+882*a^3*c*p^3*x+4278*a^3*c*p^2*q*x+1676*a^3*c*p^2*r*x-5486* a^3*c*p^2*x^2+2850*a^3*c*p*q^2*x+5508*a^3*c*p*q*r*x-10458*a^3*c*p*q*x^2+756*a^3 *c*p*r^2*x-10578*a^3*c*p*r*x^2+462*a^3*c*p*x^3+366*a^3*c*q^3*x+1768*a^3*c*q^2*r *x-3878*a^3*c*q^2*x^2+1200*a^3*c*q*r^2*x-12000*a^3*c*q*r*x^2-528*a^3*c*q*x^3+48 *a^3*c*r^3*x-2912*a^3*c*r^2*x^2+4000*a^3*c*r*x^3+39*a^3*g^4*x+274*a^3*g^3*p*x+ 188*a^3*g^3*q*x+208*a^3*g^3*r*x-206*a^3*g^3*x^2+455*a^3*g^2*p^2*x+1048*a^3*g^2* p*q*x+616*a^3*g^2*p*r*x-1295*a^3*g^2*p*x^2+260*a^3*g^2*q^2*x+724*a^3*g^2*q*r*x-\ 898*a^3*g^2*q*x^2+120*a^3*g^2*r^2*x-1676*a^3*g^2*r*x^2-213*a^3*g^2*x^3+168*a^3* g*p^3*x+1448*a^3*g*p^2*q*x+312*a^3*g*p^2*r*x-1771*a^3*g*p^2*x^2+992*a^3*g*p*q^2 *x+1896*a^3*g*p*q*r*x-3238*a^3*g*p*q*x^2+120*a^3*g*p*r^2*x-3270*a^3*g*p*r*x^2+ 171*a^3*g*p*x^3+120*a^3*g*q^3*x+620*a^3*g*q^2*r*x-1202*a^3*g*q^2*x^2+408*a^3*g* q*r^2*x-4070*a^3*g*q*r*x^2-408*a^3*g*q*x^3-860*a^3*g*r^2*x^2+1340*a^3*g*r*x^3+ 546*a^3*p^3*q*x-546*a^3*p^3*x^2+718*a^3*p^2*q^2*x+1052*a^3*p^2*q*r*x-2184*a^3*p ^2*q*x^2-1210*a^3*p^2*r*x^2+360*a^3*p^2*x^3+234*a^3*p*q^3*x+864*a^3*p*q^2*r*x-\ 1904*a^3*p*q^2*x^2+516*a^3*p*q*r^2*x-4394*a^3*p*q*r*x^2+72*a^3*p*q*x^3-584*a^3* p*r^2*x^2+1336*a^3*p*r*x^3+14*a^3*q^4*x+128*a^3*q^3*r*x-422*a^3*q^3*x^2+156*a^3 *q^2*r^2*x-2046*a^3*q^2*r*x^2+4*a^3*q^2*x^3+48*a^3*q*r^3*x-1192*a^3*q*r^2*x^2+ 1600*a^3*q*r*x^3-40*a^3*r^3*x^2+440*a^3*r^2*x^3+192*a^2*b^4*c*x+48*a^2*b^4*g*x+ 160*a^2*b^4*p*x+80*a^2*b^4*r*x-128*a^2*b^4*x^2+1920*a^2*b^3*c^2*x+1120*a^2*b^3* c*g*x+2616*a^2*b^3*c*p*x+552*a^2*b^3*c*q*x+1432*a^2*b^3*c*r*x-2832*a^2*b^3*c*x^ 2+148*a^2*b^3*g^2*x+812*a^2*b^3*g*p*x+140*a^2*b^3*g*q*x+456*a^2*b^3*g*r*x-672*a ^2*b^3*g*x^2+792*a^2*b^3*p^2*x+472*a^2*b^3*p*q*x+824*a^2*b^3*p*r*x-1756*a^2*b^3 *p*x^2+220*a^2*b^3*q*r*x-760*a^2*b^3*q*x^2+68*a^2*b^3*r^2*x-2592*a^2*b^3*r*x^2-\ 876*a^2*b^3*x^3+6720*a^2*b^2*c^3*x+6208*a^2*b^2*c^2*g*x+11912*a^2*b^2*c^2*p*x+ 4248*a^2*b^2*c^2*q*x+7056*a^2*b^2*c^2*r*x-14016*a^2*b^2*c^2*x^2+1776*a^2*b^2*c* g^2*x+7692*a^2*b^2*c*g*p*x+2556*a^2*b^2*c*g*q*x+4632*a^2*b^2*c*g*r*x-7812*a^2*b ^2*c*g*x^2+6180*a^2*b^2*c*p^2*x+5832*a^2*b^2*c*p*q*x+7028*a^2*b^2*c*p*r*x-15300 *a^2*b^2*c*p*x^2+576*a^2*b^2*c*q^2*x+3100*a^2*b^2*c*q*r*x-8568*a^2*b^2*c*q*x^2+ 1032*a^2*b^2*c*r^2*x-18864*a^2*b^2*c*r*x^2-3472*a^2*b^2*c*x^3+154*a^2*b^2*g^3*x +1168*a^2*b^2*g^2*p*x+348*a^2*b^2*g^2*q*x+712*a^2*b^2*g^2*r*x-996*a^2*b^2*g^2*x ^2+2090*a^2*b^2*g*p^2*x+1872*a^2*b^2*g*p*q*x+2420*a^2*b^2*g*p*r*x-4500*a^2*b^2* g*p*x^2+148*a^2*b^2*g*q^2*x+1004*a^2*b^2*g*q*r*x-2394*a^2*b^2*g*q*x^2+344*a^2*b ^2*g*r^2*x-6264*a^2*b^2*g*r*x^2-1628*a^2*b^2*g*x^3+920*a^2*b^2*p^3*x+1760*a^2*b ^2*p^2*q*x+1556*a^2*b^2*p^2*r*x-3826*a^2*b^2*p^2*x^2+504*a^2*b^2*p*q^2*x+1792*a ^2*b^2*p*q*r*x-4860*a^2*b^2*p*q*x^2+552*a^2*b^2*p*r^2*x-7870*a^2*b^2*p*r*x^2-\ 748*a^2*b^2*p*x^3+220*a^2*b^2*q^2*r*x-1178*a^2*b^2*q^2*x^2+136*a^2*b^2*q*r^2*x-\ 5810*a^2*b^2*q*r*x^2-748*a^2*b^2*q*x^3-1800*a^2*b^2*r^2*x^2+3216*a^2*b^2*r*x^3+ 10096*a^2*b*c^4*x+12800*a^2*b*c^3*g*x+21528*a^2*b*c^3*p*x+10088*a^2*b*c^3*q*x+ 13632*a^2*b*c^3*r*x-25328*a^2*b*c^3*x^2+5712*a^2*b*c^2*g^2*x+21092*a^2*b*c^2*g* p*x+9660*a^2*b*c^2*g*q*x+13508*a^2*b*c^2*g*r*x-22640*a^2*b*c^2*g*x^2+14980*a^2* b*c^2*p^2*x+18120*a^2*b*c^2*p*q*x+18176*a^2*b*c^2*p*r*x-37920*a^2*b*c^2*p*x^2+ 3024*a^2*b*c^2*q^2*x+10580*a^2*b*c^2*q*r*x-25216*a^2*b*c^2*q*x^2+3372*a^2*b*c^2 *r^2*x-43448*a^2*b*c^2*r*x^2-3736*a^2*b*c^2*x^3+1050*a^2*b*c*g^3*x+6516*a^2*b*c *g^2*p*x+2868*a^2*b*c*g^2*q*x+4220*a^2*b*c*g^2*r*x-6326*a^2*b*c*g^2*x^2+9966*a^ 2*b*c*g*p^2*x+12144*a^2*b*c*g*p*q*x+12268*a^2*b*c*g*p*r*x-23488*a^2*b*c*g*p*x^2 +1876*a^2*b*c*g*q^2*x+7136*a^2*b*c*g*q*r*x-15188*a^2*b*c*g*q*x^2+2212*a^2*b*c*g *r^2*x-28956*a^2*b*c*g*r*x^2-3952*a^2*b*c*g*x^3+3910*a^2*b*c*p^3*x+9538*a^2*b*c *p^2*q*x+7002*a^2*b*c*p^2*r*x-17062*a^2*b*c*p^2*x^2+4174*a^2*b*c*p*q^2*x+10732* a^2*b*c*p*q*r*x-26166*a^2*b*c*p*q*x^2+2892*a^2*b*c*p*r^2*x-33600*a^2*b*c*p*r*x^ 2-268*a^2*b*c*p*x^3+258*a^2*b*c*q^3*x+2154*a^2*b*c*q^2*r*x-7692*a^2*b*c*q^2*x^2 +1568*a^2*b*c*q*r^2*x-28582*a^2*b*c*q*r*x^2-1258*a^2*b*c*q*x^3+144*a^2*b*c*r^3* x-8240*a^2*b*c*r^2*x^2+13216*a^2*b*c*r*x^3+66*a^2*b*g^4*x+630*a^2*b*g^3*p*x+258 *a^2*b*g^3*q*x+412*a^2*b*g^3*r*x-552*a^2*b*g^3*x^2+1579*a^2*b*g^2*p^2*x+1916*a^ 2*b*g^2*p*q*x+1978*a^2*b*g^2*p*r*x-3433*a^2*b*g^2*p*x^2+263*a^2*b*g^2*q^2*x+ 1126*a^2*b*g^2*q*r*x-2123*a^2*b*g^2*q*x^2+341*a^2*b*g^2*r^2*x-4598*a^2*b*g^2*r* x^2-859*a^2*b*g^2*x^3+1277*a^2*b*g*p^3*x+3349*a^2*b*g*p^2*q*x+2326*a^2*b*g*p^2* r*x-5560*a^2*b*g*p^2*x^2+1387*a^2*b*g*p*q^2*x+3818*a^2*b*g*p*q*r*x-8087*a^2*b*g *p*q*x^2+972*a^2*b*g*p*r^2*x-11257*a^2*b*g*p*r*x^2-508*a^2*b*g*p*x^3+67*a^2*b*g *q^3*x+708*a^2*b*g*q^2*r*x-2379*a^2*b*g*q^2*x^2+534*a^2*b*g*q*r^2*x-9747*a^2*b* g*q*r*x^2-1087*a^2*b*g*q*x^3+48*a^2*b*g*r^3*x-2720*a^2*b*g*r^2*x^2+4420*a^2*b*g *r*x^3+294*a^2*b*p^4*x+1462*a^2*b*p^3*q*x+712*a^2*b*p^3*r*x-2223*a^2*b*p^3*x^2+ 1254*a^2*b*p^2*q^2*x+2459*a^2*b*p^2*q*r*x-6209*a^2*b*p^2*q*x^2+504*a^2*b*p^2*r^ 2*x-5649*a^2*b*p^2*r*x^2+613*a^2*b*p^2*x^3+230*a^2*b*p*q^3*x+1246*a^2*b*p*q^2*r *x-4203*a^2*b*p*q^2*x^2+864*a^2*b*p*q*r^2*x-12061*a^2*b*p*q*r*x^2-6*a^2*b*p*q*x ^3+96*a^2*b*p*r^3*x-2748*a^2*b*p*r^2*x^2+4848*a^2*b*p*r*x^3+95*a^2*b*q^3*r*x-\ 685*a^2*b*q^3*x^2+85*a^2*b*q^2*r^2*x-4218*a^2*b*q^2*r*x^2+257*a^2*b*q^2*x^3-\ 2632*a^2*b*q*r^2*x^2+5112*a^2*b*q*r*x^3-100*a^2*b*r^3*x^2+1840*a^2*b*r^2*x^3+ 5376*a^2*c^5*x+8808*a^2*c^4*g*x+13096*a^2*c^4*p*x+7432*a^2*c^4*q*x+8696*a^2*c^4 *r*x-15632*a^2*c^4*x^2+5448*a^2*c^3*g^2*x+17484*a^2*c^3*g*p*x+9836*a^2*c^3*g*q* x+11708*a^2*c^3*g*r*x-19308*a^2*c^3*g*x^2+10892*a^2*c^3*p^2*x+16072*a^2*c^3*p*q *x+13700*a^2*c^3*p*r*x-29404*a^2*c^3*p*x^2+3584*a^2*c^3*q^2*x+10044*a^2*c^3*q*r *x-21776*a^2*c^3*q*x^2+2768*a^2*c^3*r^2*x-32416*a^2*c^3*r*x^2-792*a^2*c^3*x^3+ 1570*a^2*c^2*g^3*x+8296*a^2*c^2*g^2*p*x+4608*a^2*c^2*g^2*q*x+5616*a^2*c^2*g^2*r *x-8422*a^2*c^2*g^2*x^2+10842*a^2*c^2*g*p^2*x+16488*a^2*c^2*g*p*q*x+13752*a^2*c ^2*g*p*r*x-27958*a^2*c^2*g*p*x^2+3544*a^2*c^2*g*q^2*x+10328*a^2*c^2*g*q*r*x-\ 20618*a^2*c^2*g*q*x^2+2648*a^2*c^2*g*r^2*x-32568*a^2*c^2*g*r*x^2-1934*a^2*c^2*g *x^3+3670*a^2*c^2*p^3*x+11474*a^2*c^2*p^2*q*x+6694*a^2*c^2*p^2*r*x-18428*a^2*c^ 2*p^2*x^2+6486*a^2*c^2*p*q^2*x+13804*a^2*c^2*p*q*r*x-31698*a^2*c^2*p*q*x^2+2820 *a^2*c^2*p*r^2*x-35290*a^2*c^2*p*r*x^2+1616*a^2*c^2*p*x^3+690*a^2*c^2*q^3*x+ 3734*a^2*c^2*q^2*r*x-10602*a^2*c^2*q^2*x^2+2584*a^2*c^2*q*r^2*x-33196*a^2*c^2*q *r*x^2+394*a^2*c^2*q*x^3+144*a^2*c^2*r^3*x-9192*a^2*c^2*r^2*x^2+13152*a^2*c^2*r *x^3+208*a^2*c*g^4*x+1640*a^2*c*g^3*p*x+892*a^2*c*g^3*q*x+1126*a^2*c*g^3*r*x-\ 1540*a^2*c*g^3*x^2+3407*a^2*c*g^2*p^2*x+5372*a^2*c*g^2*p*q*x+4382*a^2*c*g^2*p*r *x-8393*a^2*c*g^2*p*x^2+1091*a^2*c*g^2*q^2*x+3366*a^2*c*g^2*q*r*x-6103*a^2*c*g^ 2*q*x^2+791*a^2*c*g^2*r^2*x-10406*a^2*c*g^2*r*x^2-975*a^2*c*g^2*x^3+2223*a^2*c* g*p^3*x+8023*a^2*c*g*p^2*q*x+4068*a^2*c*g*p^2*r*x-11976*a^2*c*g*p^2*x^2+4491*a^ 2*c*g*p*q^2*x+9726*a^2*c*g*p*q*r*x-20453*a^2*c*g*p*q*x^2+1632*a^2*c*g*p*r^2*x-\ 23391*a^2*c*g*p*r*x^2+568*a^2*c*g*p*x^3+439*a^2*c*g*q^3*x+2572*a^2*c*g*q^2*r*x-\ 6845*a^2*c*g*q^2*x^2+1758*a^2*c*g*q*r^2*x-22823*a^2*c*g*q*r*x^2-793*a^2*c*g*q*x ^3+48*a^2*c*g*r^3*x-6004*a^2*c*g*r^2*x^2+8816*a^2*c*g*r*x^3+420*a^2*c*p^4*x+ 3200*a^2*c*p^3*q*x+1000*a^2*c*p^3*r*x-4367*a^2*c*p^3*x^2+3448*a^2*c*p^2*q^2*x+ 5725*a^2*c*p^2*q*r*x-13913*a^2*c*p^2*q*x^2+654*a^2*c*p^2*r^2*x-10879*a^2*c*p^2* r*x^2+1733*a^2*c*p^2*x^3+956*a^2*c*p*q^3*x+3838*a^2*c*p*q^2*r*x-10749*a^2*c*p*q ^2*x^2+2412*a^2*c*p*q*r^2*x-26209*a^2*c*p*q*r*x^2+1476*a^2*c*p*q*x^3+96*a^2*c*p *r^3*x-5424*a^2*c*p*r^2*x^2+9300*a^2*c*p*r*x^3+42*a^2*c*q^4*x+481*a^2*c*q^3*r*x -2093*a^2*c*q^3*x^2+553*a^2*c*q^2*r^2*x-10460*a^2*c*q^2*r*x^2+889*a^2*c*q^2*x^3 +144*a^2*c*q*r^3*x-6208*a^2*c*q*r^2*x^2+10464*a^2*c*q*r*x^3-220*a^2*c*r^3*x^2+ 3520*a^2*c*r^2*x^3+10*a^2*g^5*x+113*a^2*g^4*p*x+59*a^2*g^4*q*x+79*a^2*g^4*r*x-\ 101*a^2*g^4*x^2+335*a^2*g^3*p^2*x+550*a^2*g^3*p*q*x+442*a^2*g^3*p*r*x-798*a^2*g ^3*p*x^2+102*a^2*g^3*q^2*x+344*a^2*g^3*q*r*x-557*a^2*g^3*q*x^2+75*a^2*g^3*r^2*x -1044*a^2*g^3*r*x^2-124*a^2*g^3*x^3+303*a^2*g^2*p^3*x+1348*a^2*g^2*p^2*q*x+559* a^2*g^2*p^2*r*x-1883*a^2*g^2*p^2*x^2+736*a^2*g^2*p*q^2*x+1650*a^2*g^2*p*q*r*x-\ 3079*a^2*g^2*p*q*x^2+210*a^2*g^2*p*r^2*x-3677*a^2*g^2*p*r*x^2+44*a^2*g^2*p*x^3+ 63*a^2*g^2*q^3*x+414*a^2*g^2*q^2*r*x-1047*a^2*g^2*q^2*x^2+281*a^2*g^2*q*r^2*x-\ 3758*a^2*g^2*q*r*x^2-331*a^2*g^2*q*x^3-910*a^2*g^2*r^2*x^2+1434*a^2*g^2*r*x^3+ 63*a^2*g*p^4*x+1111*a^2*g*p^3*q*x+144*a^2*g*p^3*r*x-1406*a^2*g*p^3*x^2+1249*a^2 *g*p^2*q^2*x+2014*a^2*g*p^2*q*r*x-4611*a^2*g*p^2*q*x^2+75*a^2*g*p^2*r^2*x-3340* a^2*g*p^2*r*x^2+647*a^2*g*p^2*x^3+327*a^2*g*p*q^3*x+1398*a^2*g*p*q^2*r*x-3539*a ^2*g*p*q^2*x^2+852*a^2*g*p*q*r^2*x-9101*a^2*g*p*q*r*x^2+105*a^2*g*p*q*x^3-1590* a^2*g*p*r^2*x^2+3150*a^2*g*p*r*x^3+11*a^2*g*q^4*x+160*a^2*g*q^3*r*x-689*a^2*g*q ^3*x^2+190*a^2*g*q^2*r^2*x-3662*a^2*g*q^2*r*x^2+115*a^2*g*q^2*x^3+48*a^2*g*q*r^ 3*x-2164*a^2*g*q*r^2*x^2+3524*a^2*g*q*r*x^3-40*a^2*g*r^3*x^2+1140*a^2*g*r^2*x^3 +294*a^2*p^4*q*x-294*a^2*p^4*x^2+542*a^2*p^3*q^2*x+712*a^2*p^3*q*r*x-1803*a^2*p ^3*q*x^2-806*a^2*p^3*r*x^2+339*a^2*p^3*x^3+286*a^2*p^2*q^3*x+903*a^2*p^2*q^2*r* x-2497*a^2*p^2*q^2*x^2+504*a^2*p^2*q*r^2*x-4684*a^2*p^2*q*r*x^2+550*a^2*p^2*q*x ^3-552*a^2*p^2*r^2*x^2+1440*a^2*p^2*r*x^3+38*a^2*p*q^4*x+278*a^2*p*q^3*r*x-1123 *a^2*p*q^3*x^2+312*a^2*p*q^2*r^2*x-4475*a^2*p*q^2*r*x^2+439*a^2*p*q^2*x^3+96*a^ 2*p*q*r^3*x-2332*a^2*p*q*r^2*x^2+3720*a^2*p*q*r*x^3-80*a^2*p*r^3*x^2+840*a^2*p* r^2*x^3+15*a^2*q^4*r*x-135*a^2*q^4*x^2+17*a^2*q^3*r^2*x-983*a^2*q^3*r*x^2+228*a ^2*q^3*x^3-896*a^2*q^2*r^2*x^2+2016*a^2*q^2*r*x^3-100*a^2*q*r^3*x^2+1360*a^2*q* r^2*x^3-16*a*b^5*x^2+240*a*b^4*c^2*x+120*a*b^4*c*g*x+416*a*b^4*c*p*x+168*a*b^4* c*r*x-696*a*b^4*c*x^2+12*a*b^4*g^2*x+112*a*b^4*g*p*x+48*a*b^4*g*r*x-168*a*b^4*g *x^2+160*a*b^4*p^2*x+116*a*b^4*p*r*x-476*a*b^4*p*x^2-120*a*b^4*q*x^2-16*a*b^4*r ^2*x-712*a*b^4*r*x^2-292*a*b^4*x^3+1776*a*b^3*c^3*x+1544*a*b^3*c^2*g*x+3768*a*b ^3*c^2*p*x+648*a*b^3*c^2*q*x+1784*a*b^3*c^2*r*x-6168*a*b^3*c^2*x^2+396*a*b^3*c* g^2*x+2344*a*b^3*c*g*p*x+328*a*b^3*c*g*q*x+1124*a*b^3*c*g*r*x-3368*a*b^3*c*g*x^ 2+2344*a*b^3*c*p^2*x+1136*a*b^3*c*p*q*x+2120*a*b^3*c*p*r*x-7316*a*b^3*c*p*x^2+ 456*a*b^3*c*q*r*x-2800*a*b^3*c*q*x^2+80*a*b^3*c*r^2*x-8436*a*b^3*c*r*x^2-2056*a *b^3*c*x^3+28*a*b^3*g^3*x+332*a*b^3*g^2*p*x+32*a*b^3*g^2*q*x+152*a*b^3*g^2*r*x-\ 440*a*b^3*g^2*x^2+776*a*b^3*g*p^2*x+308*a*b^3*g*p*q*x+724*a*b^3*g*p*r*x-2038*a* b^3*g*p*x^2+128*a*b^3*g*q*r*x-794*a*b^3*g*q*x^2+28*a*b^3*g*r^2*x-2734*a*b^3*g*r *x^2-928*a*b^3*g*x^3+436*a*b^3*p^3*x+452*a*b^3*p^2*q*x+588*a*b^3*p^2*r*x-2002*a *b^3*p^2*x^2+316*a*b^3*p*q*r*x-1822*a*b^3*p*q*x^2+72*a*b^3*p*r^2*x-4044*a*b^3*p *r*x^2-672*a*b^3*p*x^3-244*a*b^3*q^2*x^2-52*a*b^3*q*r^2*x-2042*a*b^3*q*r*x^2-88 *a*b^3*q*x^3-32*a*b^3*r^3*x-640*a*b^3*r^2*x^2+2056*a*b^3*r*x^3+5024*a*b^2*c^4*x +6184*a*b^2*c^3*g*x+12392*a*b^2*c^3*p*x+3736*a*b^2*c^3*q*x+6592*a*b^2*c^3*r*x-\ 19216*a*b^2*c^3*x^2+2620*a*b^2*c^2*g^2*x+12048*a*b^2*c^2*g*p*x+3336*a*b^2*c^2*g *q*x+6436*a*b^2*c^2*g*r*x-17140*a*b^2*c^2*g*x^2+10124*a*b^2*c^2*p^2*x+8016*a*b^ 2*c^2*p*q*x+10396*a*b^2*c^2*p*r*x-30740*a*b^2*c^2*p*x^2+636*a*b^2*c^2*q^2*x+ 3808*a*b^2*c^2*q*r*x-15864*a*b^2*c^2*q*x^2+1164*a*b^2*c^2*r^2*x-32584*a*b^2*c^2 *r*x^2-3736*a*b^2*c^2*x^3+438*a*b^2*c*g^3*x+3652*a*b^2*c*g^2*p*x+876*a*b^2*c*g^ 2*q*x+1916*a*b^2*c*g^2*r*x-4822*a*b^2*c*g^2*x^2+6848*a*b^2*c*g*p^2*x+5116*a*b^2 *c*g*p*q*x+7152*a*b^2*c*g*p*r*x-18838*a*b^2*c*g*p*x^2+326*a*b^2*c*g*q^2*x+2428* a*b^2*c*g*q*r*x-9446*a*b^2*c*g*q*x^2+780*a*b^2*c*g*r^2*x-21612*a*b^2*c*g*r*x^2-\ 3952*a*b^2*c*g*x^3+3260*a*b^2*c*p^3*x+5076*a*b^2*c*p^2*q*x+4986*a*b^2*c*p^2*r*x -15078*a*b^2*c*p^2*x^2+1128*a*b^2*c*p*q^2*x+4548*a*b^2*c*p*q*r*x-18294*a*b^2*c* p*q*x^2+1320*a*b^2*c*p*r^2*x-28730*a*b^2*c*p*r*x^2-1258*a*b^2*c*p*x^3+450*a*b^2 *c*q^2*r*x-3674*a*b^2*c*q^2*x^2+132*a*b^2*c*q*r^2*x-18408*a*b^2*c*q*r*x^2-268*a *b^2*c*q*x^3-96*a*b^2*c*r^3*x-5680*a*b^2*c*r^2*x^2+13216*a*b^2*c*r*x^3+23*a*b^2 *g^4*x+336*a*b^2*g^3*p*x+62*a*b^2*g^3*q*x+164*a*b^2*g^3*r*x-438*a*b^2*g^3*x^2+ 1104*a*b^2*g^2*p^2*x+744*a*b^2*g^2*p*q*x+1166*a*b^2*g^2*p*r*x-2674*a*b^2*g^2*p* x^2+31*a*b^2*g^2*q^2*x+330*a*b^2*g^2*q*r*x-1361*a*b^2*g^2*q*x^2+109*a*b^2*g^2*r ^2*x-3406*a*b^2*g^2*r*x^2-859*a*b^2*g^2*x^3+1140*a*b^2*g*p^3*x+1728*a*b^2*g*p^2 *q*x+1778*a*b^2*g*p^2*r*x-4857*a*b^2*g*p^2*x^2+308*a*b^2*g*p*q^2*x+1582*a*b^2*g *p*q*r*x-5485*a*b^2*g*p*q*x^2+486*a*b^2*g*p*r^2*x-9801*a*b^2*g*p*r*x^2-1087*a*b ^2*g*p*x^3+124*a*b^2*g*q^2*r*x-1127*a*b^2*g*q^2*x^2+44*a*b^2*g*q*r^2*x-6071*a*b ^2*g*q*r*x^2-508*a*b^2*g*q*x^3-32*a*b^2*g*r^3*x-1900*a*b^2*g*r^2*x^2+4420*a*b^2 *g*r*x^3+340*a*b^2*p^4*x+948*a*b^2*p^3*q*x+709*a*b^2*p^3*r*x-2252*a*b^2*p^3*x^2 +464*a*b^2*p^2*q^2*x+1266*a*b^2*p^2*q*r*x-4860*a*b^2*p^2*q*x^2+345*a*b^2*p^2*r^ 2*x-5790*a*b^2*p^2*r*x^2+257*a*b^2*p^2*x^3+313*a*b^2*p*q^2*r*x-2350*a*b^2*p*q^2 *x^2+144*a*b^2*p*q*r^2*x-8891*a*b^2*p*q*r*x^2-6*a*b^2*p*q*x^3-2408*a*b^2*p*r^2* x^2+5112*a*b^2*p*r*x^3-210*a*b^2*q^3*x^2-60*a*b^2*q^2*r^2*x-2127*a*b^2*q^2*r*x^ 2+613*a*b^2*q^2*x^3-64*a*b^2*q*r^3*x-1212*a*b^2*q*r^2*x^2+4848*a*b^2*q*r*x^3+ 100*a*b^2*r^3*x^2+1840*a*b^2*r^2*x^3+6336*a*b*c^5*x+10104*a*b*c^4*g*x+17744*a*b *c^4*p*x+7184*a*b*c^4*q*x+10400*a*b*c^4*r*x-25320*a*b*c^4*x^2+6012*a*b*c^3*g^2* x+23440*a*b*c^3*g*p*x+9136*a*b*c^3*g*q*x+13728*a*b*c^3*g*r*x-31644*a*b*c^3*g*x^ 2+17564*a*b*c^3*p^2*x+18032*a*b*c^3*p*q*x+19808*a*b*c^3*p*r*x-50416*a*b*c^3*p*x ^2+2532*a*b*c^3*q^2*x+9696*a*b*c^3*q*r*x-31016*a*b*c^3*q*x^2+3152*a*b*c^3*r^2*x -52176*a*b*c^3*r*x^2-1824*a*b*c^3*x^3+1634*a*b*c^2*g^3*x+10956*a*b*c^2*g^2*p*x+ 4008*a*b*c^2*g^2*q*x+6352*a*b*c^2*g^2*r*x-14052*a*b*c^2*g^2*x^2+17840*a*b*c^2*g *p^2*x+18116*a*b*c^2*g*p*q*x+20304*a*b*c^2*g*p*r*x-48308*a*b*c^2*g*p*x^2+2318*a *b*c^2*g*q^2*x+9688*a*b*c^2*g*q*r*x-29314*a*b*c^2*g*q*x^2+3120*a*b*c^2*g*r^2*x-\ 52464*a*b*c^2*g*r*x^2-4156*a*b*c^2*g*x^3+7634*a*b*c^2*p^3*x+15042*a*b*c^2*p^2*q *x+12722*a*b*c^2*p^2*r*x-34498*a*b*c^2*p^2*x^2+5486*a*b*c^2*p*q^2*x+15472*a*b*c ^2*p*q*r*x-49176*a*b*c^2*p*q*x^2+4452*a*b*c^2*p*r^2*x-64616*a*b*c^2*p*r*x^2+ 1578*a*b*c^2*p*x^3+270*a*b*c^2*q^3*x+2614*a*b*c^2*q^2*r*x-12716*a*b*c^2*q^2*x^2 +1716*a*b*c^2*q*r^2*x-48112*a*b*c^2*q*r*x^2+1578*a*b*c^2*q*x^3+48*a*b*c^2*r^3*x -14520*a*b*c^2*r^2*x^2+27280*a*b*c^2*r*x^3+197*a*b*c*g^4*x+2114*a*b*c*g^3*p*x+ 692*a*b*c*g^3*q*x+1188*a*b*c*g^3*r*x-2646*a*b*c*g^3*x^2+5754*a*b*c*g^2*p^2*x+ 5692*a*b*c*g^2*p*q*x+6606*a*b*c*g^2*p*r*x-14543*a*b*c*g^2*p*x^2+623*a*b*c*g^2*q ^2*x+2954*a*b*c*g^2*q*r*x-8770*a*b*c*g^2*q*x^2+932*a*b*c*g^2*r^2*x-16752*a*b*c* g^2*r*x^2-2082*a*b*c*g^2*x^3+5208*a*b*c*g*p^3*x+10538*a*b*c*g*p^2*q*x+8801*a*b* c*g*p^2*r*x-22716*a*b*c*g*p^2*x^2+3586*a*b*c*g*p*q^2*x+10944*a*b*c*g*p*q*r*x-\ 31560*a*b*c*g*p*q*x^2+3096*a*b*c*g*p*r^2*x-44025*a*b*c*g*p*r*x^2-669*a*b*c*g*p* x^3+140*a*b*c*g*q^3*x+1683*a*b*c*g*q^2*r*x-8085*a*b*c*g*q^2*x^2+1168*a*b*c*g*q* r^2*x-32619*a*b*c*g*q*r*x^2-669*a*b*c*g*q*x^3+32*a*b*c*g*r^3*x-9660*a*b*c*g*r^2 *x^2+18472*a*b*c*g*r*x^3+1410*a*b*c*p^4*x+4944*a*b*c*p^3*q*x+3152*a*b*c*p^3*r*x -9480*a*b*c*p^3*x^2+3526*a*b*c*p^2*q^2*x+7560*a*b*c*p^2*q*r*x-23846*a*b*c*p^2*q *x^2+1848*a*b*c*p^2*r^2*x-24112*a*b*c*p^2*r*x^2+2460*a*b*c*p^2*x^3+484*a*b*c*p* q^3*x+3128*a*b*c*p*q^2*r*x-14530*a*b*c*p*q^2*x^2+2016*a*b*c*p*q*r^2*x-42840*a*b *c*p*q*r*x^2+2628*a*b*c*p*q*x^3+192*a*b*c*p*r^3*x-10884*a*b*c*p*r^2*x^2+20596*a *b*c*p*r*x^3+192*a*b*c*q^3*r*x-1944*a*b*c*q^3*x^2+60*a*b*c*q^2*r^2*x-13028*a*b* c*q^2*r*x^2+2460*a*b*c*q^2*x^3-128*a*b*c*q*r^3*x-7896*a*b*c*q*r^2*x^2+20596*a*b *c*q*r*x^3+7680*a*b*c*r^2*x^3+8*a*b*g^5*x+139*a*b*g^4*p*x+37*a*b*g^4*q*x+72*a*b *g^4*r*x-183*a*b*g^4*x^2+586*a*b*g^3*p^2*x+544*a*b*g^3*p*q*x+678*a*b*g^3*p*r*x-\ 1357*a*b*g^3*p*x^2+44*a*b*g^3*q^2*x+258*a*b*g^3*q*r*x-839*a*b*g^3*q*x^2+80*a*b* g^3*r^2*x-1674*a*b*g^3*r*x^2-272*a*b*g^3*x^3+846*a*b*g^2*p^3*x+1762*a*b*g^2*p^2 *q*x+1455*a*b*g^2*p^2*r*x-3577*a*b*g^2*p^2*x^2+535*a*b*g^2*p*q^2*x+1836*a*b*g^2 *p*q*r*x-4719*a*b*g^2*p*q*x^2+513*a*b*g^2*p*r^2*x-7151*a*b*g^2*p*r*x^2-401*a*b* g^2*p*x^3+13*a*b*g^2*q^3*x+229*a*b*g^2*q^2*r*x-1253*a*b*g^2*q^2*x^2+165*a*b*g^2 *q*r^2*x-5257*a*b*g^2*q*r*x^2-401*a*b*g^2*q*x^3+4*a*b*g^2*r^3*x-1470*a*b*g^2*r^ 2*x^2+3044*a*b*g^2*r*x^3+466*a*b*g*p^4*x+1797*a*b*g*p^3*q*x+1062*a*b*g*p^3*r*x-\ 3200*a*b*g*p^3*x^2+1234*a*b*g*p^2*q^2*x+2788*a*b*g*p^2*q*r*x-7935*a*b*g*p^2*q*x ^2+639*a*b*g*p^2*r^2*x-8256*a*b*g*p^2*r*x^2+647*a*b*g*p^2*x^3+133*a*b*g*p*q^3*x +1106*a*b*g*p*q^2*r*x-4647*a*b*g*p*q^2*x^2+756*a*b*g*p*q*r^2*x-15048*a*b*g*p*q* r*x^2-20*a*b*g*p*q*x^3+72*a*b*g*p*r^3*x-3760*a*b*g*p*r^2*x^2+6986*a*b*g*p*r*x^3 +52*a*b*g*q^3*r*x-622*a*b*g*q^3*x^2+17*a*b*g*q^2*r^2*x-4374*a*b*g*q^2*r*x^2+647 *a*b*g*q^2*x^3-48*a*b*g*q*r^3*x-2750*a*b*g*q*r^2*x^2+6986*a*b*g*q*r*x^3+2600*a* b*g*r^2*x^3+81*a*b*p^5*x+535*a*b*p^4*q*x+234*a*b*p^4*r*x-851*a*b*p^4*x^2+659*a* b*p^3*q^2*x+1114*a*b*p^3*q*r*x-3501*a*b*p^3*q*x^2+213*a*b*p^3*r^2*x-2584*a*b*p^ 3*r*x^2+564*a*b*p^3*x^3+205*a*b*p^2*q^3*x+870*a*b*p^2*q^2*r*x-3807*a*b*p^2*q^2* x^2+540*a*b*p^2*q*r^2*x-8736*a*b*p^2*q*r*x^2+980*a*b*p^2*q*x^3+60*a*b*p^2*r^3*x -1716*a*b*p^2*r^2*x^2+3678*a*b*p^2*r*x^3+134*a*b*p*q^3*r*x-1239*a*b*p*q^3*x^2+ 90*a*b*p*q^2*r^2*x-6330*a*b*p*q^2*r*x^2+980*a*b*p*q^2*x^3-3510*a*b*p*q*r^2*x^2+ 7884*a*b*p*q*r*x^3-130*a*b*p*r^3*x^2+2460*a*b*p*r^2*x^3-82*a*b*q^4*x^2-29*a*b*q ^3*r^2*x-950*a*b*q^3*r*x^2+564*a*b*q^3*x^3-40*a*b*q^2*r^3*x-714*a*b*q^2*r^2*x^2 +3678*a*b*q^2*r*x^3+130*a*b*q*r^3*x^2+2460*a*b*q*r^2*x^3+2896*a*c^6*x+5744*a*c^ 5*g*x+8944*a*c^5*p*x+4464*a*c^5*q*x+5616*a*c^5*r*x-12216*a*c^5*x^2+4472*a*c^4*g ^2*x+15160*a*c^4*g*p*x+7392*a*c^4*g*q*x+9512*a*c^4*g*r*x-19680*a*c^4*g*x^2+ 10044*a*c^4*p^2*x+12696*a*c^4*p*q*x+11992*a*c^4*p*r*x-29128*a*c^4*p*x^2+2448*a* c^4*q^2*x+7472*a*c^4*q*r*x-19928*a*c^4*q*x^2+2204*a*c^4*r^2*x-29956*a*c^4*r*x^2 +328*a*c^4*x^3+1720*a*c^3*g^3*x+9748*a*c^3*g^2*p*x+4596*a*c^3*g^2*q*x+6088*a*c^ 3*g^2*r*x-12034*a*c^3*g^2*x^2+13788*a*c^3*g*p^2*x+17460*a*c^3*g*p*q*x+16548*a*c ^3*g*p*r*x-38088*a*c^3*g*p*x^2+3200*a*c^3*g*q^2*x+10200*a*c^3*g*q*r*x-26094*a*c ^3*g*q*x^2+2908*a*c^3*g*r^2*x-40566*a*c^3*g*r*x^2-684*a*c^3*g*x^3+5146*a*c^3*p^ 3*x+12806*a*c^3*p^2*q*x+8948*a*c^3*p^2*r*x-25236*a*c^3*p^2*x^2+6214*a*c^3*p*q^2 *x+14424*a*c^3*p*q*r*x-39736*a*c^3*p*q*x^2+3444*a*c^3*p*r^2*x-46670*a*c^3*p*r*x ^2+3058*a*c^3*p*x^3+554*a*c^3*q^3*x+3364*a*c^3*q^2*r*x-11954*a*c^3*q^2*x^2+2300 *a*c^3*q*r^2*x-38726*a*c^3*q*r*x^2+2446*a*c^3*q*x^3+112*a*c^3*r^3*x-11344*a*c^3 *r^2*x^2+18384*a*c^3*r*x^3+337*a*c^2*g^4*x+2930*a*c^2*g^3*p*x+1312*a*c^2*g^3*q* x+1806*a*c^2*g^3*r*x-3490*a*c^2*g^3*x^2+6759*a*c^2*g^2*p^2*x+8560*a*c^2*g^2*p*q *x+8172*a*c^2*g^2*p*r*x-17686*a*c^2*g^2*p*x^2+1448*a*c^2*g^2*q^2*x+4908*a*c^2*g ^2*q*r*x-12173*a*c^2*g^2*q*x^2+1333*a*c^2*g^2*r^2*x-19650*a*c^2*g^2*r*x^2-890*a *c^2*g^2*x^3+5190*a*c^2*g*p^3*x+13598*a*c^2*g*p^2*q*x+9077*a*c^2*g*p^2*r*x-\ 25182*a*c^2*g*p^2*x^2+6414*a*c^2*g*p*q^2*x+15358*a*c^2*g*p*q*r*x-39645*a*c^2*g* p*q*x^2+3390*a*c^2*g*p*r^2*x-47760*a*c^2*g*p*r*x^2+1981*a*c^2*g*p*x^3+518*a*c^2 *g*q^3*x+3423*a*c^2*g*q^2*r*x-11882*a*c^2*g*q^2*x^2+2348*a*c^2*g*q*r^2*x-40038* a*c^2*g*q*r*x^2+1085*a*c^2*g*q*x^3+64*a*c^2*g*r^3*x-11440*a*c^2*g*r^2*x^2+18692 *a*c^2*g*r*x^3+1196*a*c^2*p^4*x+5734*a*c^2*p^3*q*x+2731*a*c^2*p^3*r*x-9740*a*c^ 2*p^3*x^2+5256*a*c^2*p^2*q^2*x+9560*a*c^2*p^2*q*r*x-27146*a*c^2*p^2*q*x^2+1653* a*c^2*p^2*r^2*x-24332*a*c^2*p^2*r*x^2+3477*a*c^2*p^2*x^3+1210*a*c^2*p*q^3*x+ 5407*a*c^2*p*q^2*r*x-18934*a*c^2*p*q^2*x^2+3420*a*c^2*p*q*r^2*x-48465*a*c^2*p*q *r*x^2+4680*a*c^2*p*q*x^3+192*a*c^2*p*r^3*x-11504*a*c^2*p*r^2*x^2+20328*a*c^2*p *r*x^3+42*a*c^2*q^4*x+578*a*c^2*q^3*r*x-3198*a*c^2*q^3*x^2+588*a*c^2*q^2*r^2*x-\ 17143*a*c^2*q^2*r*x^2+2835*a*c^2*q^2*x^3+80*a*c^2*q*r^3*x-10260*a*c^2*q*r^2*x^2 +21340*a*c^2*q*r*x^3-220*a*c^2*r^3*x^2+7720*a*c^2*r^2*x^3+31*a*c*g^5*x+404*a*c* g^4*p*x+166*a*c*g^4*q*x+241*a*c*g^4*r*x-487*a*c*g^4*x^2+1388*a*c*g^3*p^2*x+1746 *a*c*g^3*p*q*x+1698*a*c*g^3*p*r*x-3424*a*c*g^3*p*x^2+258*a*c*g^3*q^2*x+960*a*c* g^3*q*r*x-2390*a*c*g^3*q*x^2+245*a*c*g^3*r^2*x-3986*a*c*g^3*r*x^2-271*a*c*g^3*x ^3+1645*a*c*g^2*p^3*x+4624*a*c*g^2*p^2*q*x+2912*a*c*g^2*p^2*r*x-7995*a*c*g^2*p^ 2*x^2+2079*a*c*g^2*p*q^2*x+5226*a*c*g^2*p*q*r*x-12447*a*c*g^2*p*q*x^2+1053*a*c* g^2*p*r^2*x-15506*a*c*g^2*p*r*x^2+297*a*c*g^2*p*x^3+142*a*c*g^2*q^3*x+1063*a*c* g^2*q^2*r*x-3772*a*c*g^2*q^2*x^2+729*a*c*g^2*q*r^2*x-13179*a*c*g^2*q*r*x^2-158* a*c*g^2*q*x^3+4*a*c*g^2*r^3*x-3548*a*c*g^2*r^2*x^2+6174*a*c*g^2*r*x^3+707*a*c*g *p^4*x+4117*a*c*g*p^3*q*x+1612*a*c*g*p^3*r*x-6507*a*c*g*p^3*x^2+3788*a*c*g*p^2* q^2*x+6915*a*c*g*p^2*q*r*x-18485*a*c*g*p^2*q*x^2+924*a*c*g*p^2*r^2*x-16352*a*c* g*p^2*r*x^2+2214*a*c*g*p^2*x^3+807*a*c*g*p*q^3*x+3906*a*c*g*p*q^2*r*x-12736*a*c *g*p*q^2*x^2+2460*a*c*g*p*q*r^2*x-34185*a*c*g*p*q*r*x^2+1929*a*c*g*p*q*x^3+72*a *c*g*p*r^3*x-7710*a*c*g*p*r^2*x^2+13812*a*c*g*p*r*x^3+22*a*c*g*q^4*x+375*a*c*g* q^3*r*x-2127*a*c*g*q^3*x^2+401*a*c*g*q^2*r^2*x-11878*a*c*g*q^2*r*x^2+1517*a*c*g *q^2*x^3+48*a*c*g*q*r^3*x-7158*a*c*g*q*r^2*x^2+14602*a*c*g*q*r*x^3-80*a*c*g*r^3 *x^2+5220*a*c*g*r^2*x^3+99*a*c*p^5*x+1139*a*c*p^4*q*x+282*a*c*p^4*r*x-1603*a*c* p^4*x^2+1751*a*c*p^3*q^2*x+2560*a*c*p^3*q*r*x-7459*a*c*p^3*q*x^2+243*a*c*p^3*r^ 2*x-4756*a*c*p^3*r*x^2+1282*a*c*p^3*x^3+787*a*c*p^2*q^3*x+2676*a*c*p^2*q^2*r*x-\ 9147*a*c*p^2*q^2*x^2+1548*a*c*p^2*q*r^2*x-18518*a*c*p^2*q*r*x^2+2700*a*c*p^2*q* x^3+60*a*c*p^2*r^3*x-3216*a*c*p^2*r^2*x^2+6906*a*c*p^2*r*x^3+76*a*c*p*q^4*x+692 *a*c*p*q^3*r*x-3651*a*c*p*q^3*x^2+714*a*c*p*q^2*r^2*x-15384*a*c*p*q^2*r*x^2+ 2526*a*c*p*q^2*x^3+192*a*c*p*q*r^3*x-8174*a*c*p*q*r^2*x^2+15876*a*c*p*q*r*x^3-\ 290*a*c*p*r^3*x^2+4500*a*c*p*r^2*x^3+30*a*c*q^4*r*x-360*a*c*q^4*x^2+7*a*c*q^3*r ^2*x-2970*a*c*q^3*r*x^2+1108*a*c*q^3*x^3-40*a*c*q^2*r^3*x-2570*a*c*q^2*r^2*x^2+ 7846*a*c*q^2*r*x^3-70*a*c*q*r^3*x^2+5280*a*c*q*r^2*x^3+a*g^6*x+20*a*g^5*p*x+7*a *g^5*q*x+11*a*g^5*r*x-27*a*g^5*x^2+100*a*g^4*p^2*x+122*a*g^4*p*q*x+125*a*g^4*p* r*x-231*a*g^4*p*x^2+14*a*g^4*q^2*x+61*a*g^4*q*r*x-168*a*g^4*q*x^2+15*a*g^4*r^2* x-279*a*g^4*r*x^2-19*a*g^4*x^3+161*a*g^3*p^3*x+500*a*g^3*p^2*q*x+293*a*g^3*p^2* r*x-808*a*g^3*p^2*x^2+206*a*g^3*p*q^2*x+564*a*g^3*p*q*r*x-1206*a*g^3*p*q*x^2+ 105*a*g^3*p*r^2*x-1577*a*g^3*p*r*x^2+8*a*g^3*p*x^3+10*a*g^3*q^3*x+94*a*g^3*q^2* r*x-385*a*g^3*q^2*x^2+65*a*g^3*q*r^2*x-1366*a*g^3*q*r*x^2-72*a*g^3*q*x^3-326*a* g^3*r^2*x^2+660*a*g^3*r*x^3+89*a*g^2*p^4*x+713*a*g^2*p^3*q*x+203*a*g^2*p^3*r*x-\ 1045*a*g^2*p^3*x^2+654*a*g^2*p^2*q^2*x+1208*a*g^2*p^2*q*r*x-2990*a*g^2*p^2*q*x^ 2+105*a*g^2*p^2*r^2*x-2594*a*g^2*p^2*r*x^2+369*a*g^2*p^2*x^3+123*a*g^2*p*q^3*x+ 670*a*g^2*p*q^2*r*x-2023*a*g^2*p*q^2*x^2+423*a*g^2*p*q*r^2*x-5780*a*g^2*p*q*r*x ^2+57*a*g^2*p*q*x^3-1200*a*g^2*p*r^2*x^2+2268*a*g^2*p*r*x^3+2*a*g^2*q^4*x+51*a* g^2*q^3*r*x-345*a*g^2*q^3*x^2+56*a*g^2*q^2*r^2*x-1956*a*g^2*q^2*r*x^2+181*a*g^2 *q^2*x^3+4*a*g^2*q*r^3*x-1164*a*g^2*q*r^2*x^2+2410*a*g^2*q*r*x^3+810*a*g^2*r^2* x^3+9*a*g*p^5*x+403*a*g*p^4*q*x+24*a*g*p^4*r*x-512*a*g*p^4*x^2+655*a*g*p^3*q^2* x+918*a*g*p^3*q*r*x-2580*a*g*p^3*q*x^2+15*a*g*p^3*r^2*x-1440*a*g*p^3*r*x^2+483* a*g*p^3*x^3+282*a*g*p^2*q^3*x+1010*a*g*p^2*q^2*r*x-3176*a*g*p^2*q^2*x^2+564*a*g *p^2*q*r^2*x-6598*a*g*p^2*q*r*x^2+732*a*g*p^2*q*x^3-924*a*g*p^2*r^2*x^2+2370*a* g*p^2*r*x^3+21*a*g*p*q^4*x+248*a*g*p*q^3*r*x-1226*a*g*p*q^3*x^2+270*a*g*p*q^2*r ^2*x-5556*a*g*p*q^2*r*x^2+611*a*g*p*q^2*x^3+72*a*g*p*q*r^3*x-2982*a*g*p*q*r^2*x ^2+5460*a*g*p*q*r*x^3-60*a*g*p*r^3*x^2+1500*a*g*p*r^2*x^3+8*a*g*q^4*r*x-118*a*g *q^4*x^2+a*g*q^3*r^2*x-1012*a*g*q^3*r*x^2+362*a*g*q^3*x^3-16*a*g*q^2*r^3*x-912* a*g*q^2*r^2*x^2+2736*a*g*q^2*r*x^3-20*a*g*q*r^3*x^2+1890*a*g*q*r^2*x^3+81*a*p^5 *q*x-81*a*p^5*x^2+195*a*p^4*q^2*x+234*a*p^4*q*r*x-687*a*p^4*q*x^2-261*a*p^4*r*x ^2+139*a*p^4*x^3+147*a*p^3*q^3*x+405*a*p^3*q^2*r*x-1337*a*p^3*q^2*x^2+213*a*p^3 *q*r^2*x-2136*a*p^3*q*r*x^2+442*a*p^3*q*x^3-226*a*p^3*r^2*x^2+662*a*p^3*r*x^3+ 33*a*p^2*q^4*x+192*a*p^2*q^3*r*x-949*a*p^2*q^3*x^2+195*a*p^2*q^2*r^2*x-3172*a*p ^2*q^2*r*x^2+603*a*p^2*q^2*x^3+60*a*p^2*q*r^3*x-1456*a*p^2*q*r^2*x^2+2784*a*p^2 *q*r*x^3-50*a*p^2*r^3*x^2+510*a*p^2*r^2*x^3+21*a*p*q^4*r*x-230*a*p*q^4*x^2+18*a *p*q^3*r^2*x-1451*a*p*q^3*r*x^2+436*a*p*q^3*x^3-1192*a*p*q^2*r^2*x^2+3006*a*p*q ^2*r*x^3-130*a*p*q*r^3*x^2+1800*a*p*q*r^2*x^3-12*a*q^5*x^2-5*a*q^4*r^2*x-154*a* q^4*r*x^2+136*a*q^4*x^3-8*a*q^3*r^3*x-134*a*q^3*r^2*x^2+884*a*q^3*r*x^3+40*a*q^ 2*r^3*x^2+770*a*q^2*r^2*x^3-24*b^5*p*x^2-40*b^5*r*x^2+96*b^4*c^3*x+72*b^4*c^2*g *x+256*b^4*c^2*p*x+88*b^4*c^2*r*x-648*b^4*c^2*x^2+12*b^4*c*g^2*x+144*b^4*c*g*p* x+56*b^4*c*g*r*x-304*b^4*c*g*x^2+200*b^4*c*p^2*x+124*b^4*c*p*r*x-996*b^4*c*p*x^ 2-56*b^4*c*q*x^2-8*b^4*c*r^2*x-1000*b^4*c*r*x^2-320*b^4*c*x^3+16*b^4*g^2*p*x+4* b^4*g^2*r*x-40*b^4*g^2*x^2+60*b^4*g*p^2*x+48*b^4*g*p*r*x-248*b^4*g*p*x^2-24*b^4 *g*q*x^2+4*b^4*g*r^2*x-292*b^4*g*r*x^2-114*b^4*g*x^3+48*b^4*p^3*x+36*b^4*p^2*r* x-308*b^4*p^2*x^2-120*b^4*p*q*x^2-16*b^4*p*r^2*x-572*b^4*p*r*x^2-152*b^4*p*x^3-\ 128*b^4*q*r*x^2+140*b^4*q*x^3-16*b^4*r^2*x^2+448*b^4*r*x^3+592*b^3*c^4*x+680*b^ 3*c^3*g*x+1736*b^3*c^3*p*x+248*b^3*c^3*q*x+720*b^3*c^3*r*x-3928*b^3*c^3*x^2+248 *b^3*c^2*g^2*x+1628*b^3*c^2*g*p*x+188*b^3*c^2*g*q*x+692*b^3*c^2*g*r*x-3360*b^3* c^2*g*x^2+1672*b^3*c^2*p^2*x+664*b^3*c^2*p*q*x+1320*b^3*c^2*p*r*x-7080*b^3*c^2* p*x^2+236*b^3*c^2*q*r*x-2080*b^3*c^2*q*x^2+36*b^3*c^2*r^2*x-6556*b^3*c^2*r*x^2-\ 1024*b^3*c^2*x^3+28*b^3*c*g^3*x+460*b^3*c*g^2*p*x+32*b^3*c*g^2*q*x+180*b^3*c*g^ 2*r*x-916*b^3*c*g^2*x^2+1108*b^3*c*g*p^2*x+372*b^3*c*g*p*q*x+928*b^3*c*g*p*r*x-\ 4198*b^3*c*g*p*x^2+144*b^3*c*g*q*r*x-1122*b^3*c*g*q*x^2+56*b^3*c*g*r^2*x-4170*b ^3*c*g*r*x^2-1060*b^3*c*g*x^3+644*b^3*c*p^3*x+532*b^3*c*p^2*q*x+732*b^3*c*p^2*r *x-3802*b^3*c*p^2*x^2+332*b^3*c*p*q*r*x-3186*b^3*c*p*q*x^2+8*b^3*c*p*r^2*x-6696 *b^3*c*p*r*x^2-528*b^3*c*p*x^3-160*b^3*c*q^2*x^2-36*b^3*c*q*r^2*x-2814*b^3*c*q* r*x^2+462*b^3*c*q*x^3-32*b^3*c*r^3*x-928*b^3*c*r^2*x^2+4000*b^3*c*r*x^3+36*b^3* g^3*p*x+8*b^3*g^3*r*x-88*b^3*g^3*x^2+172*b^3*g^2*p^2*x+40*b^3*g^2*p*q*x+148*b^3 *g^2*p*r*x-566*b^3*g^2*p*x^2+8*b^3*g^2*q*r*x-166*b^3*g^2*q*x^2+8*b^3*g^2*r^2*x-\ 616*b^3*g^2*r*x^2-213*b^3*g^2*x^3+224*b^3*g*p^3*x+160*b^3*g*p^2*q*x+268*b^3*g*p ^2*r*x-1186*b^3*g*p^2*x^2+128*b^3*g*p*q*r*x-872*b^3*g*p*q*x^2+24*b^3*g*p*r^2*x-\ 2242*b^3*g*p*r*x^2-408*b^3*g*p*x^3-68*b^3*g*q^2*x^2+8*b^3*g*q*r^2*x-822*b^3*g*q *r*x^2+171*b^3*g*q*x^3-280*b^3*g*r^2*x^2+1340*b^3*g*r*x^3+84*b^3*p^4*x+132*b^3* p^3*q*x+132*b^3*p^3*r*x-628*b^3*p^3*x^2+96*b^3*p^2*q*r*x-994*b^3*p^2*q*x^2+4*b^ 3*p^2*r^2*x-1554*b^3*p^2*r*x^2+4*b^3*p^2*x^3-210*b^3*p*q^2*x^2-52*b^3*p*q*r^2*x -1630*b^3*p*q*r*x^2+72*b^3*p*q*x^3-32*b^3*p*r^3*x-488*b^3*p*r^2*x^2+1600*b^3*p* r*x^3-158*b^3*q^2*r*x^2+360*b^3*q^2*x^3-16*b^3*q*r^2*x^2+1336*b^3*q*r*x^3+40*b^ 3*r^3*x^2+440*b^3*r^2*x^3+1440*b^2*c^5*x+2208*b^2*c^4*g*x+4616*b^2*c^4*p*x+1192 *b^2*c^4*q*x+2216*b^2*c^4*r*x-9112*b^2*c^4*x^2+1220*b^2*c^3*g^2*x+6012*b^2*c^3* g*p*x+1404*b^2*c^3*g*q*x+2884*b^2*c^3*g*r*x-11256*b^2*c^3*g*x^2+5236*b^2*c^3*p^ 2*x+3528*b^2*c^3*p*q*x+4852*b^2*c^3*p*r*x-19564*b^2*c^3*p*x^2+232*b^2*c^3*q^2*x +1516*b^2*c^3*q*r*x-8816*b^2*c^3*q*x^2+432*b^2*c^3*r^2*x-17984*b^2*c^3*r*x^2-\ 792*b^2*c^3*x^3+284*b^2*c^2*g^3*x+2732*b^2*c^2*g^2*p*x+528*b^2*c^2*g^2*q*x+1256 *b^2*c^2*g^2*r*x-4958*b^2*c^2*g^2*x^2+5338*b^2*c^2*g*p^2*x+3372*b^2*c^2*g*p*q*x +5048*b^2*c^2*g*p*r*x-18610*b^2*c^2*g*p*x^2+178*b^2*c^2*g*q^2*x+1456*b^2*c^2*g* q*r*x-8012*b^2*c^2*g*q*x^2+488*b^2*c^2*g*r^2*x-17760*b^2*c^2*g*r*x^2-1934*b^2*c ^2*g*x^3+2668*b^2*c^2*p^3*x+3476*b^2*c^2*p^2*q*x+3646*b^2*c^2*p^2*r*x-14412*b^2 *c^2*p^2*x^2+624*b^2*c^2*p*q^2*x+2788*b^2*c^2*p*q*r*x-16146*b^2*c^2*p*q*x^2+672 *b^2*c^2*p*r^2*x-25124*b^2*c^2*p*r*x^2+394*b^2*c^2*p*x^3+230*b^2*c^2*q^2*r*x-\ 2440*b^2*c^2*q^2*x^2+28*b^2*c^2*q*r^2*x-14030*b^2*c^2*q*r*x^2+1616*b^2*c^2*q*x^ 3-96*b^2*c^2*r^3*x-4488*b^2*c^2*r^2*x^2+13152*b^2*c^2*r*x^3+23*b^2*c*g^4*x+496* b^2*c*g^3*p*x+62*b^2*c*g^3*q*x+194*b^2*c*g^3*r*x-944*b^2*c*g^3*x^2+1722*b^2*c*g ^2*p^2*x+968*b^2*c*g^2*p*q*x+1638*b^2*c*g^2*p*r*x-5540*b^2*c*g^2*p*x^2+31*b^2*c *g^2*q^2*x+374*b^2*c*g^2*q*r*x-2341*b^2*c*g^2*q*x^2+139*b^2*c*g^2*r^2*x-5530*b^ 2*c*g^2*r*x^2-975*b^2*c*g^2*x^3+1872*b^2*c*g*p^3*x+2356*b^2*c*g*p^2*q*x+2626*b^ 2*c*g*p^2*r*x-9463*b^2*c*g*p^2*x^2+348*b^2*c*g*p*q^2*x+1986*b^2*c*g*p*q*r*x-\ 10039*b^2*c*g*p*q*x^2+558*b^2*c*g*p*r^2*x-17173*b^2*c*g*p*r*x^2-793*b^2*c*g*p*x ^3+134*b^2*c*g*q^2*r*x-1449*b^2*c*g*q^2*x^2+88*b^2*c*g*q*r^2*x-9033*b^2*c*g*q*r *x^2+568*b^2*c*g*q*x^3-32*b^2*c*g*r^3*x-2996*b^2*c*g*r^2*x^2+8816*b^2*c*g*r*x^3 +608*b^2*c*p^4*x+1368*b^2*c*p^3*q*x+1127*b^2*c*p^3*r*x-4348*b^2*c*p^3*x^2+514*b ^2*c*p^2*q^2*x+1554*b^2*c*p^2*q*r*x-8718*b^2*c*p^2*q*x^2+357*b^2*c*p^2*r^2*x-\ 10636*b^2*c*p^2*r*x^2+889*b^2*c*p^2*x^3+323*b^2*c*p*q^2*r*x-3646*b^2*c*p*q^2*x^ 2-12*b^2*c*p*q*r^2*x-14327*b^2*c*p*q*r*x^2+1476*b^2*c*p*q*x^3-96*b^2*c*p*r^3*x-\ 3872*b^2*c*p*r^2*x^2+10464*b^2*c*p*r*x^3-166*b^2*c*q^3*x^2-50*b^2*c*q^2*r^2*x-\ 2861*b^2*c*q^2*r*x^2+1733*b^2*c*q^2*x^3-64*b^2*c*q*r^3*x-1596*b^2*c*q*r^2*x^2+ 9300*b^2*c*q*r*x^3+220*b^2*c*r^3*x^2+3520*b^2*c*r^2*x^3+28*b^2*g^4*p*x+5*b^2*g^ 4*r*x-70*b^2*g^4*x^2+173*b^2*g^3*p^2*x+76*b^2*g^3*p*q*x+160*b^2*g^3*p*r*x-508*b ^2*g^3*p*x^2+14*b^2*g^3*q*r*x-237*b^2*g^3*q*x^2+5*b^2*g^3*r^2*x-534*b^2*g^3*r*x ^2-124*b^2*g^3*x^3+316*b^2*g^2*p^3*x+374*b^2*g^2*p^2*q*x+454*b^2*g^2*p^2*r*x-\ 1470*b^2*g^2*p^2*x^2+36*b^2*g^2*p*q^2*x+322*b^2*g^2*p*q*r*x-1439*b^2*g^2*p*q*x^ 2+105*b^2*g^2*p*r^2*x-2794*b^2*g^2*p*r*x^2-331*b^2*g^2*p*x^3+5*b^2*g^2*q^2*r*x-\ 229*b^2*g^2*q^2*x^2+14*b^2*g^2*q*r^2*x-1339*b^2*g^2*q*r*x^2+44*b^2*g^2*q*x^3-\ 440*b^2*g^2*r^2*x^2+1434*b^2*g^2*r*x^3+218*b^2*g*p^4*x+488*b^2*g*p^3*q*x+414*b^ 2*g*p^3*r*x-1480*b^2*g*p^3*x^2+155*b^2*g*p^2*q^2*x+578*b^2*g*p^2*q*r*x-2833*b^2 *g*p^2*q*x^2+142*b^2*g*p^2*r^2*x-3754*b^2*g*p^2*r*x^2+115*b^2*g*p^2*x^3+124*b^2 *g*p*q^2*r*x-1068*b^2*g*p*q^2*x^2+36*b^2*g*p*q*r^2*x-4903*b^2*g*p*q*r*x^2+105*b ^2*g*p*q*x^3-32*b^2*g*p*r^3*x-1436*b^2*g*p*r^2*x^2+3524*b^2*g*p*r*x^3-70*b^2*g* q^3*x^2+5*b^2*g*q^2*r^2*x-830*b^2*g*q^2*r*x^2+647*b^2*g*q^2*x^3-480*b^2*g*q*r^2 *x^2+3150*b^2*g*q*r*x^3+40*b^2*g*r^3*x^2+1140*b^2*g*r^2*x^3+48*b^2*p^5*x+180*b^ 2*p^4*q*x+117*b^2*p^4*r*x-450*b^2*p^4*x^2+132*b^2*p^3*q^2*x+282*b^2*p^3*q*r*x-\ 1430*b^2*p^3*q*x^2+69*b^2*p^3*r^2*x-1357*b^2*p^3*r*x^2+228*b^2*p^3*x^3+93*b^2*p ^2*q^2*r*x-1148*b^2*p^2*q^2*x^2+8*b^2*p^2*q*r^2*x-3337*b^2*p^2*q*r*x^2+439*b^2* p^2*q*x^3-724*b^2*p^2*r^2*x^2+2016*b^2*p^2*r*x^3-168*b^2*p*q^3*x^2-60*b^2*p*q^2 *r^2*x-1688*b^2*p*q^2*r*x^2+550*b^2*p*q^2*x^3-64*b^2*p*q*r^3*x-908*b^2*p*q*r^2* x^2+3720*b^2*p*q*r*x^3+100*b^2*p*r^3*x^2+1360*b^2*p*r^2*x^3-94*b^2*q^3*r*x^2+ 339*b^2*q^3*x^3+12*b^2*q^2*r^2*x^2+1440*b^2*q^2*r*x^3+80*b^2*q*r^3*x^2+840*b^2* q*r^2*x^3+1584*b*c^6*x+3040*b*c^5*g*x+5552*b*c^5*p*x+1968*b*c^5*q*x+3024*b*c^5* r*x-9480*b*c^5*x^2+2248*b*c^4*g^2*x+9248*b*c^4*g*p*x+3112*b*c^4*g*q*x+4984*b*c^ 4*g*r*x-15336*b*c^4*g*x^2+7216*b*c^4*p^2*x+6424*b*c^4*p*q*x+7568*b*c^4*p*r*x-\ 23872*b*c^4*p*x^2+772*b*c^4*q^2*x+3208*b*c^4*q*r*x-13304*b*c^4*q*x^2+1036*b*c^4 *r^2*x-22508*b*c^4*r*x^2+328*b*c^4*x^3+792*b*c^3*g^3*x+5800*b*c^3*g^2*p*x+1784* b*c^3*g^2*q*x+3032*b*c^3*g^2*r*x-9446*b*c^3*g^2*x^2+9894*b*c^3*g*p^2*x+8604*b*c ^3*g*p*q*x+10432*b*c^3*g*p*r*x-31404*b*c^3*g*p*x^2+930*b*c^3*g*q^2*x+4244*b*c^3 *g*q*r*x-17190*b*c^3*g*q*x^2+1412*b*c^3*g*r^2*x-30162*b*c^3*g*r*x^2-684*b*c^3*g *x^3+4478*b*c^3*p^3*x+7474*b*c^3*p^2*q*x+6916*b*c^3*p^2*r*x-22132*b*c^3*p^2*x^2 +2306*b*c^3*p*q^2*x+7080*b*c^3*p*q*r*x-29144*b*c^3*p*q*x^2+2012*b*c^3*p*r^2*x-\ 39154*b*c^3*p*r*x^2+2446*b*c^3*p*x^3+94*b*c^3*q^3*x+1028*b*c^3*q^2*r*x-6438*b*c ^3*q^2*x^2+596*b*c^3*q*r^2*x-25978*b*c^3*q*r*x^2+3058*b*c^3*q*x^3-48*b*c^3*r^3* x-8096*b*c^3*r^2*x^2+18384*b*c^3*r*x^3+131*b*c^2*g^4*x+1676*b*c^2*g^3*p*x+434*b *c^2*g^3*q*x+810*b*c^2*g^3*r*x-2780*b*c^2*g^3*x^2+4845*b*c^2*g^2*p^2*x+4032*b*c ^2*g^2*p*q*x+5104*b*c^2*g^2*p*r*x-14680*b*c^2*g^2*p*x^2+360*b*c^2*g^2*q^2*x+ 1880*b*c^2*g^2*q*r*x-7961*b*c^2*g^2*q*x^2+625*b*c^2*g^2*r^2*x-14418*b*c^2*g^2*r *x^2-890*b*c^2*g^2*x^3+4679*b*c^2*g*p^3*x+7857*b*c^2*g*p^2*q*x+7323*b*c^2*g*p^2 *r*x-22318*b*c^2*g*p^2*x^2+2239*b*c^2*g*p*q^2*x+7538*b*c^2*g*p*q*r*x-28797*b*c^ 2*g*p*q*x^2+2196*b*c^2*g*p*r^2*x-40374*b*c^2*g*p*r*x^2+1085*b*c^2*g*p*x^3+73*b* c^2*g*q^3*x+985*b*c^2*g*q^2*r*x-6162*b*c^2*g*q^2*x^2+686*b*c^2*g*q*r^2*x-26124* b*c^2*g*q*r*x^2+1981*b*c^2*g*q*x^3-16*b*c^2*g*r^3*x-8180*b*c^2*g*r^2*x^2+18692* b*c^2*g*r*x^3+1384*b*c^2*p^4*x+3902*b*c^2*p^3*q*x+2858*b*c^2*p^3*r*x-9429*b*c^2 *p^3*x^2+2322*b*c^2*p^2*q^2*x+5389*b*c^2*p^2*q*r*x-21719*b*c^2*p^2*q*x^2+1356*b *c^2*p^2*r^2*x-23309*b*c^2*p^2*r*x^2+2835*b*c^2*p^2*x^3+254*b*c^2*p*q^3*x+1892* b*c^2*p*q^2*r*x-11851*b*c^2*p*q^2*x^2+996*b*c^2*p*q*r^2*x-36423*b*c^2*p*q*r*x^2 +4680*b*c^2*p*q*x^3-9600*b*c^2*p*r^2*x^2+21340*b*c^2*p*r*x^3+97*b*c^2*q^3*r*x-\ 1231*b*c^2*q^3*x^2-15*b*c^2*q^2*r^2*x-9700*b*c^2*q^2*r*x^2+3477*b*c^2*q^2*x^3-\ 128*b*c^2*q*r^3*x-5776*b*c^2*q*r^2*x^2+20328*b*c^2*q*r*x^3+220*b*c^2*r^3*x^2+ 7720*b*c^2*r^2*x^3+8*b*c*g^5*x+215*b*c*g^4*p*x+37*b*c*g^4*q*x+83*b*c*g^4*r*x-\ 401*b*c*g^4*x^2+993*b*c*g^3*p^2*x+756*b*c*g^3*p*q*x+1032*b*c*g^3*p*r*x-2857*b*c *g^3*p*x^2+44*b*c*g^3*q^2*x+294*b*c*g^3*q*r*x-1586*b*c*g^3*q*x^2+91*b*c*g^3*r^2 *x-2872*b*c*g^3*r*x^2-271*b*c*g^3*x^3+1560*b*c*g^2*p^3*x+2622*b*c*g^2*p^2*q*x+ 2477*b*c*g^2*p^2*r*x-7151*b*c*g^2*p^2*x^2+651*b*c*g^2*p*q^2*x+2510*b*c*g^2*p*q* r*x-8943*b*c*g^2*p*q*x^2+753*b*c*g^2*p*r^2*x-13233*b*c*g^2*p*r*x^2-158*b*c*g^2* p*x^3+13*b*c*g^2*q^3*x+248*b*c*g^2*q^2*r*x-1911*b*c*g^2*q^2*x^2+201*b*c*g^2*q*r ^2*x-8254*b*c*g^2*q*r*x^2+297*b*c*g^2*q*x^3+4*b*c*g^2*r^3*x-2482*b*c*g^2*r^2*x^ 2+6174*b*c*g^2*r*x^3+962*b*c*g*p^4*x+2833*b*c*g*p^3*q*x+2019*b*c*g*p^3*r*x-6462 *b*c*g*p^3*x^2+1605*b*c*g*p^2*q^2*x+3988*b*c*g*p^2*q*r*x-14747*b*c*g*p^2*q*x^2+ 983*b*c*g*p^2*r^2*x-16304*b*c*g*p^2*r*x^2+1517*b*c*g*p^2*x^3+141*b*c*g*p*q^3*x+ 1363*b*c*g*p*q^2*r*x-7696*b*c*g*p*q^2*x^2+828*b*c*g*p*q*r^2*x-25539*b*c*g*p*q*r *x^2+1929*b*c*g*p*q*x^3+8*b*c*g*p*r^3*x-6852*b*c*g*p*r^2*x^2+14602*b*c*g*p*r*x^ 3+54*b*c*g*q^3*r*x-780*b*c*g*q^3*x^2+36*b*c*g*q^2*r^2*x-6328*b*c*g*q^2*r*x^2+ 2214*b*c*g*q^2*x^3-48*b*c*g*q*r^3*x-3990*b*c*g*q*r^2*x^2+13812*b*c*g*q*r*x^3+80 *b*c*g*r^3*x^2+5220*b*c*g*r^2*x^3+195*b*c*p^5*x+911*b*c*p^4*q*x+516*b*c*p^4*r*x -1821*b*c*p^4*x^2+931*b*c*p^3*q^2*x+1700*b*c*p^3*q*r*x-6585*b*c*p^3*q*x^2+381*b *c*p^3*r^2*x-5544*b*c*p^3*r*x^2+1108*b*c*p^3*x^3+215*b*c*p^2*q^3*x+1056*b*c*p^2 *q^2*r*x-6459*b*c*p^2*q^2*x^2+556*b*c*p^2*q*r^2*x-15594*b*c*p^2*q*r*x^2+2526*b* c*p^2*q*x^3+60*b*c*p^2*r^3*x-3340*b*c*p^2*r^2*x^2+7846*b*c*p^2*r*x^3+136*b*c*p* q^3*r*x-1769*b*c*p*q^3*x^2-30*b*c*p*q^2*r^2*x-9940*b*c*p*q^2*r*x^2+2700*b*c*p*q ^2*x^3-128*b*c*p*q*r^3*x-5326*b*c*p*q*r^2*x^2+15876*b*c*p*q*r*x^3+70*b*c*p*r^3* x^2+5280*b*c*p*r^2*x^3-74*b*c*q^4*x^2-27*b*c*q^3*r^2*x-1238*b*c*q^3*r*x^2+1282* b*c*q^3*x^3-40*b*c*q^2*r^3*x-834*b*c*q^2*r^2*x^2+6906*b*c*q^2*r*x^3+290*b*c*q*r ^3*x^2+4500*b*c*q*r^2*x^3+9*b*g^5*p*x+b*g^5*r*x-24*b*g^5*x^2+71*b*g^4*p^2*x+44* b*g^4*p*q*x+71*b*g^4*p*r*x-192*b*g^4*p*x^2+7*b*g^4*q*r*x-120*b*g^4*q*x^2+b*g^4* r^2*x-195*b*g^4*r*x^2-19*b*g^4*x^3+165*b*g^3*p^3*x+273*b*g^3*p^2*q*x+266*b*g^3* p^2*r*x-722*b*g^3*p^2*x^2+51*b*g^3*p*q^2*x+252*b*g^3*p*q*r*x-858*b*g^3*p*q*x^2+ 79*b*g^3*p*r^2*x-1364*b*g^3*p*r*x^2-72*b*g^3*p*x^3+7*b*g^3*q^2*r*x-203*b*g^3*q^ 2*x^2+7*b*g^3*q*r^2*x-805*b*g^3*q*r*x^2+8*b*g^3*q*x^3-214*b*g^3*r^2*x^2+660*b*g ^3*r*x^3+159*b*g^2*p^4*x+496*b*g^2*p^3*q*x+341*b*g^2*p^3*r*x-1065*b*g^2*p^3*x^2 +260*b*g^2*p^2*q^2*x+710*b*g^2*p^2*q*r*x-2372*b*g^2*p^2*q*x^2+172*b*g^2*p^2*r^2 *x-2724*b*g^2*p^2*r*x^2+181*b*g^2*p^2*x^3+14*b*g^2*p*q^3*x+224*b*g^2*p*q^2*r*x-\ 1168*b*g^2*p*q^2*x^2+159*b*g^2*p*q*r^2*x-4264*b*g^2*p*q*r*x^2+57*b*g^2*p*q*x^3+ 4*b*g^2*p*r^3*x-1146*b*g^2*p*r^2*x^2+2410*b*g^2*p*r*x^3+b*g^2*q^3*r*x-128*b*g^2 *q^3*x^2+7*b*g^2*q^2*r^2*x-940*b*g^2*q^2*r*x^2+369*b*g^2*q^2*x^3-600*b*g^2*q*r^ 2*x^2+2268*b*g^2*q*r*x^3+810*b*g^2*r^2*x^3+65*b*g*p^5*x+340*b*g*p^4*q*x+176*b*g *p^4*r*x-629*b*g*p^4*x^2+340*b*g*p^3*q^2*x+646*b*g*p^3*q*r*x-2305*b*g*p^3*q*x^2 +135*b*g*p^3*r^2*x-1934*b*g*p^3*r*x^2+362*b*g*p^3*x^3+65*b*g*p^2*q^3*x+398*b*g* p^2*q^2*r*x-2188*b*g*p^2*q^2*x^2+222*b*g*p^2*q*r^2*x-5676*b*g*p^2*q*r*x^2+611*b *g*p^2*q*x^3+24*b*g*p^2*r^3*x-1188*b*g*p^2*r^2*x^2+2736*b*g*p^2*r*x^3+52*b*g*p* q^3*r*x-543*b*g*p*q^3*x^2+12*b*g*p*q^2*r^2*x-3482*b*g*p*q^2*r*x^2+732*b*g*p*q^2 *x^3-48*b*g*p*q*r^3*x-2058*b*g*p*q*r^2*x^2+5460*b*g*p*q*r*x^3+20*b*g*p*r^3*x^2+ 1890*b*g*p*r^2*x^3-31*b*g*q^4*x^2+b*g*q^3*r^2*x-354*b*g*q^3*r*x^2+483*b*g*q^3*x ^3-246*b*g*q^2*r^2*x^2+2370*b*g*q^2*r*x^3+60*b*g*q*r^3*x^2+1500*b*g*q*r^2*x^3+9 *b*p^6*x+75*b*p^5*q*x+30*b*p^5*r*x-123*b*p^5*x^2+123*b*p^4*q^2*x+183*b*p^4*q*r* x-682*b*p^4*q*x^2+33*b*p^4*r^2*x-428*b*p^4*r*x^2+136*b*p^4*x^3+57*b*p^3*q^3*x+ 192*b*p^3*q^2*r*x-1058*b*p^3*q^2*x^2+108*b*p^3*q*r^2*x-2023*b*p^3*q*r*x^2+436*b *p^3*q*x^3+12*b*p^3*r^3*x-346*b*p^3*r^2*x^2+884*b*p^3*r*x^3+39*b*p^2*q^3*r*x-\ 562*b*p^2*q^3*x^2+5*b*p^2*q^2*r^2*x-2318*b*p^2*q^2*r*x^2+603*b*p^2*q^2*x^3-1058 *b*p^2*q*r^2*x^2+3006*b*p^2*q*r*x^3-40*b*p^2*r^3*x^2+770*b*p^2*r^2*x^3-63*b*p*q ^4*x^2-29*b*p*q^3*r^2*x-750*b*p*q^3*r*x^2+442*b*p*q^3*x^3-40*b*p*q^2*r^3*x-524* b*p*q^2*r^2*x^2+2784*b*p*q^2*r*x^3+130*b*p*q*r^3*x^2+1800*b*p*q*r^2*x^3-27*b*q^ 4*r*x^2+139*b*q^4*x^3+16*b*q^3*r^2*x^2+662*b*q^3*r*x^3+50*b*q^2*r^3*x^2+510*b*q ^2*r^2*x^3+640*c^7*x+1488*c^6*g*x+2416*c^6*p*x+1072*c^6*q*x+1440*c^6*r*x-3744*c ^6*x^2+1392*c^5*g^2*x+4960*c^5*g*p*x+2128*c^5*g*q*x+2928*c^5*g*r*x-7488*c^5*g*x ^2+3452*c^5*p^2*x+3824*c^5*p*q*x+3912*c^5*p*r*x-10920*c^5*p*x^2+644*c^5*q^2*x+ 2136*c^5*q*r*x-6864*c^5*q*x^2+648*c^5*r^2*x-10608*c^5*r*x^2+432*c^5*x^3+664*c^4 *g^3*x+4024*c^4*g^2*p*x+1640*c^4*g^2*q*x+2328*c^4*g^2*r*x-5952*c^4*g^2*x^2+6024 *c^4*g*p^2*x+6592*c^4*g*p*q*x+6840*c^4*g*p*r*x-18360*c^4*g*p*x^2+1044*c^4*g*q^2 *x+3624*c^4*g*q*r*x-11532*c^4*g*q*x^2+1096*c^4*g*r^2*x-18024*c^4*g*r*x^2+392*c^ 4*g*x^3+2406*c^4*p^3*x+5070*c^4*p^2*q*x+3966*c^4*p^2*r*x-12174*c^4*p^2*x^2+2130 *c^4*p*q^2*x+5376*c^4*p*q*r*x-17676*c^4*p*q*x^2+1364*c^4*p*r^2*x-21754*c^4*p*r* x^2+1884*c^4*p*x^3+162*c^4*q^3*x+1098*c^4*q^2*r*x-4746*c^4*q^2*x^2+724*c^4*q*r^ 2*x-16310*c^4*q*r*x^2+1884*c^4*q*x^3+16*c^4*r^3*x-4920*c^4*r^2*x^2+9392*c^4*r*x ^3+168*c^3*g^4*x+1624*c^3*g^3*p*x+608*c^3*g^3*q*x+900*c^3*g^3*r*x-2400*c^3*g^3* x^2+4015*c^3*g^2*p^2*x+4308*c^3*g^2*p*q*x+4558*c^3*g^2*p*r*x-11746*c^3*g^2*p*x^ 2+617*c^3*g^2*q^2*x+2282*c^3*g^2*q*r*x-7412*c^3*g^2*q*x^2+674*c^3*g^2*r^2*x-\ 11676*c^3*g^2*r*x^2+28*c^3*g^2*x^3+3367*c^3*g*p^3*x+7223*c^3*g*p^2*q*x+5589*c^3 *g*p^2*r*x-16591*c^3*g*p^2*x^2+2915*c^3*g*p*q^2*x+7664*c^3*g*p*q*r*x-24072*c^3* g*p*q*x^2+1902*c^3*g*p*r^2*x-30115*c^3*g*p*r*x^2+2008*c^3*g*p*x^3+199*c^3*g*q^3 *x+1471*c^3*g*q^2*r*x-6377*c^3*g*q^2*x^2+1014*c^3*g*q*r^2*x-22397*c^3*g*q*r*x^2 +2008*c^3*g*q*x^3+16*c^3*g*r^3*x-6720*c^3*g*r^2*x^2+12800*c^3*g*r*x^3+860*c^3*p ^4*x+3212*c^3*p^3*q*x+1863*c^3*p^3*r*x-6591*c^3*p^3*x^2+2526*c^3*p^2*q^2*x+4983 *c^3*p^2*q*r*x-16635*c^3*p^2*q*x^2+1003*c^3*p^2*r^2*x-16217*c^3*p^2*r*x^2+2400* c^3*p^2*x^3+488*c^3*p*q^3*x+2433*c^3*p*q^2*r*x-10527*c^3*p*q^2*x^2+1472*c^3*p*q *r^2*x-28488*c^3*p*q*r*x^2+3912*c^3*p*q*x^3+64*c^3*p*r^3*x-7152*c^3*p*r^2*x^2+ 14204*c^3*p*r*x^3+14*c^3*q^4*x+225*c^3*q^3*r*x-1527*c^3*q^3*x^2+191*c^3*q^2*r^2 *x-9043*c^3*q^2*r*x^2+2400*c^3*q^2*x^3-16*c^3*q*r^3*x-5388*c^3*q*r^2*x^2+14204* c^3*q*r*x^3+5280*c^3*r^2*x^3+21*c^2*g^5*x+335*c^2*g^4*p*x+107*c^2*g^4*q*x+168*c ^2*g^4*r*x-522*c^2*g^4*x^2+1263*c^2*g^3*p^2*x+1308*c^2*g^3*p*q*x+1428*c^2*g^3*p *r*x-3536*c^2*g^3*p*x^2+156*c^2*g^3*q^2*x+636*c^2*g^3*q*r*x-2275*c^2*g^3*q*x^2+ 176*c^2*g^3*r^2*x-3558*c^2*g^3*r*x^2-42*c^2*g^3*x^3+1686*c^2*g^2*p^3*x+3704*c^2 *g^2*p^2*q*x+2829*c^2*g^2*p^2*r*x-8092*c^2*g^2*p^2*x^2+1399*c^2*g^2*p*q^2*x+ 3904*c^2*g^2*p*q*r*x-11691*c^2*g^2*p*q*x^2+948*c^2*g^2*p*r^2*x-14901*c^2*g^2*p* r*x^2+701*c^2*g^2*p*x^3+79*c^2*g^2*q^3*x+659*c^2*g^2*q^2*r*x-3092*c^2*g^2*q^2*x ^2+468*c^2*g^2*q*r^2*x-10971*c^2*g^2*q*r*x^2+701*c^2*g^2*q*x^3+4*c^2*g^2*r^3*x-\ 3150*c^2*g^2*r^2*x^2+6380*c^2*g^2*r*x^3+870*c^2*g*p^4*x+3506*c^2*g*p^3*q*x+1893 *c^2*g*p^3*r*x-6791*c^2*g*p^3*x^2+2719*c^2*g*p^2*q^2*x+5479*c^2*g*p^2*q*r*x-\ 17345*c^2*g*p^2*q*x^2+991*c^2*g*p^2*r^2*x-16950*c^2*g*p^2*r*x^2+2256*c^2*g*p^2* x^3+480*c^2*g*p*q^3*x+2637*c^2*g*p*q^2*r*x-10780*c^2*g*p*q^2*x^2+1644*c^2*g*p*q *r^2*x-30312*c^2*g*p*q*r*x^2+3152*c^2*g*p*q*x^3+40*c^2*g*p*r^3*x-7556*c^2*g*p*r ^2*x^2+14630*c^2*g*p*r*x^3+11*c^2*g*q^4*x+215*c^2*g*q^3*r*x-1522*c^2*g*q^3*x^2+ 221*c^2*g*q^2*r^2*x-9264*c^2*g*q^2*r*x^2+2256*c^2*g*q^2*x^3-5674*c^2*g*q*r^2*x^ 2+14630*c^2*g*q*r*x^3+5440*c^2*g*r^2*x^3+147*c^2*p^5*x+1025*c^2*p^4*q*x+399*c^2 *p^4*r*x-1791*c^2*p^4*x^2+1341*c^2*p^3*q^2*x+2130*c^2*p^3*q*r*x-7158*c^2*p^3*q* x^2+312*c^2*p^3*r^2*x-5353*c^2*p^3*r*x^2+1269*c^2*p^3*x^3+501*c^2*p^2*q^3*x+ 1866*c^2*p^2*q^2*r*x-7938*c^2*p^2*q^2*x^2+1052*c^2*p^2*q*r^2*x-17171*c^2*p^2*q* r*x^2+3015*c^2*p^2*q*x^3+60*c^2*p^2*r^3*x-3388*c^2*p^2*r^2*x^2+7578*c^2*p^2*r*x ^3+38*c^2*p*q^4*x+414*c^2*p*q^3*r*x-2796*c^2*p*q^3*x^2+342*c^2*p*q^2*r^2*x-\ 12727*c^2*p*q^2*r*x^2+3015*c^2*p*q^2*x^3+32*c^2*p*q*r^3*x-6750*c^2*p*q*r^2*x^2+ 16188*c^2*p*q*r*x^3-110*c^2*p*r^3*x^2+5020*c^2*p*r^2*x^3+15*c^2*q^4*r*x-225*c^2 *q^4*x^2-10*c^2*q^3*r^2*x-2153*c^2*q^3*r*x^2+1269*c^2*q^3*x^3-40*c^2*q^2*r^3*x-\ 1742*c^2*q^2*r^2*x^2+7578*c^2*q^2*r*x^3+110*c^2*q*r^3*x^2+5020*c^2*q*r^2*x^3+c* g^6*x+32*c*g^5*p*x+7*c*g^5*q*x+12*c*g^5*r*x-60*c*g^5*x^2+185*c*g^4*p^2*x+178*c* g^4*p*q*x+207*c*g^4*p*r*x-494*c*g^4*p*x^2+14*c*g^4*q^2*x+69*c*g^4*q*r*x-337*c*g ^4*q*x^2+16*c*g^4*r^2*x-498*c*g^4*r*x^2-2*c*g^4*x^3+354*c*g^3*p^3*x+802*c*g^3*p ^2*q*x+605*c*g^3*p^2*r*x-1660*c*g^3*p^2*x^2+269*c*g^3*p*q^2*x+828*c*g^3*p*q*r*x -2367*c*g^3*p*q*x^2+199*c*g^3*p*r^2*x-3083*c*g^3*p*r*x^2+96*c*g^3*p*x^3+10*c*g^ 3*q^3*x+103*c*g^3*q^2*r*x-647*c*g^3*q^2*x^2+73*c*g^3*q*r^2*x-2239*c*g^3*q*r*x^2 +96*c*g^3*q*x^3-570*c*g^3*r^2*x^2+1380*c*g^3*r*x^3+274*c*g^2*p^4*x+1233*c*g^2*p ^3*q*x+603*c*g^2*p^3*r*x-2234*c*g^2*p^3*x^2+932*c*g^2*p^2*q^2*x+1940*c*g^2*p^2* q*r*x-5756*c*g^2*p^2*q*x^2+307*c*g^2*p^2*r^2*x-5624*c*g^2*p^2*r*x^2+693*c*g^2*p ^2*x^3+141*c*g^2*p*q^3*x+896*c*g^2*p*q^2*r*x-3496*c*g^2*p*q^2*x^2+582*c*g^2*p*q *r^2*x-10296*c*g^2*p*q*r*x^2+680*c*g^2*p*q*x^3+4*c*g^2*p*r^3*x-2500*c*g^2*p*r^2 *x^2+4848*c*g^2*p*r*x^3+2*c*g^2*q^4*x+53*c*g^2*q^3*r*x-493*c*g^2*q^3*x^2+65*c*g ^2*q^2*r^2*x-2974*c*g^2*q^2*r*x^2+693*c*g^2*q^2*x^3+4*c*g^2*q*r^3*x-1820*c*g^2* q*r^2*x^2+4848*c*g^2*q*r*x^3+1720*c*g^2*r^2*x^3+83*c*g*p^5*x+751*c*g*p^4*q*x+ 224*c*g*p^4*r*x-1216*c*g*p^4*x^2+999*c*g*p^3*q^2*x+1575*c*g*p^3*q*r*x-5065*c*g* p^3*q*x^2+165*c*g*p^3*r^2*x-3628*c*g*p^3*r*x^2+884*c*g*p^3*x^3+352*c*g*p^2*q^3* x+1408*c*g*p^2*q^2*r*x-5580*c*g*p^2*q^2*x^2+786*c*g*p^2*q*r^2*x-12458*c*g*p^2*q *r*x^2+1766*c*g*p^2*q*x^3+24*c*g*p^2*r^3*x-2288*c*g*p^2*r^2*x^2+5270*c*g*p^2*r* x^3+21*c*g*p*q^4*x+301*c*g*p*q^3*r*x-1880*c*g*p*q^3*x^2+282*c*g*p*q^2*r^2*x-\ 9142*c*g*p*q^2*r*x^2+1766*c*g*p*q^2*x^3+24*c*g*p*q*r^3*x-5040*c*g*p*q*r^2*x^2+ 11280*c*g*p*q*r*x^3-40*c*g*p*r^3*x^2+3540*c*g*p*r^2*x^3+8*c*g*q^4*r*x-149*c*g*q ^4*x^2+3*c*g*q^3*r^2*x-1418*c*g*q^3*r*x^2+884*c*g*q^3*x^3-16*c*g*q^2*r^3*x-1222 *c*g*q^2*r^2*x^2+5270*c*g*q^2*r*x^3+40*c*g*q*r^3*x^2+3540*c*g*q*r^2*x^3+9*c*p^6 *x+156*c*p^5*q*x+30*c*p^5*r*x-222*c*p^5*x^2+318*c*p^4*q^2*x+417*c*p^4*q*r*x-\ 1401*c*p^4*q*x^2+33*c*p^4*r^2*x-749*c*p^4*r*x^2+285*c*p^4*x^3+204*c*p^3*q^3*x+ 597*c*p^3*q^2*r*x-2421*c*p^3*q^2*x^2+321*c*p^3*q*r^2*x-4205*c*p^3*q*r*x^2+960*c *p^3*q*x^3+12*c*p^3*r^3*x-616*c*p^3*r^2*x^2+1622*c*p^3*r*x^3+33*c*p^2*q^4*x+231 *c*p^2*q^3*r*x-1539*c*p^2*q^3*x^2+200*c*p^2*q^2*r^2*x-5490*c*p^2*q^2*r*x^2+1350 *c*p^2*q^2*x^3+60*c*p^2*q*r^3*x-2514*c*p^2*q*r^2*x^2+5886*c*p^2*q*r*x^3-90*c*p^ 2*r^3*x^2+1360*c*p^2*r^2*x^3+21*c*p*q^4*r*x-309*c*p*q^4*x^2-11*c*p*q^3*r^2*x-\ 2227*c*p*q^3*r*x^2+960*c*p*q^3*x^3-40*c*p*q^2*r^3*x-1716*c*p*q^2*r^2*x^2+5886*c *p*q^2*r*x^3+3600*c*p*q*r^2*x^3-12*c*q^5*x^2-5*c*q^4*r^2*x-193*c*q^4*r*x^2+285* c*q^4*x^3-8*c*q^3*r^3*x-134*c*q^3*r^2*x^2+1622*c*q^3*r*x^3+90*c*q^2*r^3*x^2+ 1360*c*q^2*r^2*x^3+g^6*p*x-3*g^6*x^2+10*g^5*p^2*x+8*g^5*p*q*x+11*g^5*p*r*x-25*g ^5*p*x^2+g^5*q*r*x-20*g^5*q*x^2-24*g^5*r*x^2+2*g^5*x^3+26*g^4*p^3*x+61*g^4*p^2* q*x+46*g^4*p^2*r*x-120*g^4*p^2*x^2+16*g^4*p*q^2*x+60*g^4*p*q*r*x-165*g^4*p*q*x^ 2+15*g^4*p*r^2*x-221*g^4*p*r*x^2+6*g^4*p*x^3+2*g^4*q^2*r*x-51*g^4*q^2*x^2+g^4*q *r^2*x-157*g^4*q*r*x^2+6*g^4*q*x^3-30*g^4*r^2*x^2+108*g^4*r*x^3+26*g^3*p^4*x+ 139*g^3*p^3*q*x+59*g^3*p^3*r*x-234*g^3*p^3*x^2+100*g^3*p^2*q^2*x+220*g^3*p^2*q* r*x-600*g^3*p^2*q*x^2+30*g^3*p^2*r^2*x-584*g^3*p^2*r*x^2+74*g^3*p^2*x^3+11*g^3* p*q^3*x+92*g^3*p*q^2*r*x-354*g^3*p*q^2*x^2+64*g^3*p*q*r^2*x-1104*g^3*p*q*r*x^2+ 24*g^3*p*q*x^3-252*g^3*p*r^2*x^2+516*g^3*p*r*x^3+g^3*q^3*r*x-54*g^3*q^3*x^2+2*g ^3*q^2*r^2*x-292*g^3*q^2*r*x^2+74*g^3*q^2*x^3-168*g^3*q*r^2*x^2+516*g^3*q*r*x^3 +160*g^3*r^2*x^3+9*g^2*p^5*x+133*g^2*p^4*q*x+24*g^2*p^4*r*x-197*g^2*p^4*x^2+180 *g^2*p^3*q^2*x+282*g^2*p^3*q*r*x-860*g^2*p^3*q*x^2+15*g^2*p^3*r^2*x-576*g^2*p^3 *r*x^2+157*g^2*p^3*x^3+58*g^2*p^2*q^3*x+256*g^2*p^2*q^2*r*x-936*g^2*p^2*q^2*x^2 +142*g^2*p^2*q*r^2*x-2176*g^2*p^2*q*r*x^2+226*g^2*p^2*q*x^3-356*g^2*p^2*r^2*x^2 +884*g^2*p^2*r*x^3+2*g^2*p*q^4*x+50*g^2*p*q^3*r*x-298*g^2*p*q^3*x^2+54*g^2*p*q^ 2*r^2*x-1568*g^2*p*q^2*r*x^2+226*g^2*p*q^2*x^3+4*g^2*p*q*r^3*x-900*g^2*p*q*r^2* x^2+1880*g^2*p*q*r*x^3+580*g^2*p*r^2*x^3-25*g^2*q^4*x^2+g^2*q^3*r^2*x-210*g^2*q ^3*r*x^2+157*g^2*q^3*x^3-184*g^2*q^2*r^2*x^2+884*g^2*q^2*r*x^3+580*g^2*q*r^2*x^ 3+56*g*p^5*q*x-70*g*p^5*x^2+122*g*p^4*q^2*x+152*g*p^4*q*r*x-499*g*p^4*q*x^2-222 *g*p^4*r*x^2+108*g*p^4*x^3+76*g*p^3*q^3*x+232*g*p^3*q^2*r*x-876*g*p^3*q^2*x^2+ 120*g*p^3*q*r^2*x-1532*g*p^3*q*r*x^2+308*g*p^3*q*x^3-172*g*p^3*r^2*x^2+562*g*p^ 3*r*x^3+10*g*p^2*q^4*x+88*g*p^2*q^3*r*x-540*g*p^2*q^3*x^2+80*g*p^2*q^2*r^2*x-\ 2052*g*p^2*q^2*r*x^2+400*g*p^2*q^2*x^3+24*g*p^2*q*r^3*x-944*g*p^2*q*r^2*x^2+ 2092*g*p^2*q*r*x^3-20*g*p^2*r^3*x^2+460*g*p^2*r^2*x^3+8*g*p*q^4*r*x-98*g*p*q^4* x^2-796*g*p*q^3*r*x^2+308*g*p*q^3*x^3-16*g*p*q^2*r^3*x-676*g*p*q^2*r^2*x^2+2092 *g*p*q^2*r*x^3+1360*g*p*q*r^2*x^3-5*g*q^5*x^2-54*g*q^4*r*x^2+108*g*q^4*x^3-38*g *q^3*r^2*x^2+562*g*q^3*r*x^3+20*g*q^2*r^3*x^2+460*g*q^2*r^2*x^3+9*p^6*q*x-9*p^6 *x^2+27*p^5*q^2*x+30*p^5*q*r*x-99*p^5*q*x^2-33*p^5*r*x^2+21*p^5*x^3+27*p^4*q^3* x+66*p^4*q^2*r*x-252*p^4*q^2*x^2+33*p^4*q*r^2*x-353*p^4*q*r*x^2+102*p^4*q*x^3-\ 34*p^4*r^2*x^2+110*p^4*r*x^3+9*p^3*q^4*x+42*p^3*q^3*r*x-252*p^3*q^3*x^2+39*p^3* q^2*r^2*x-722*p^3*q^2*r*x^2+201*p^3*q^2*x^3+12*p^3*q*r^3*x-294*p^3*q*r^2*x^2+ 662*p^3*q*r*x^3-10*p^3*r^3*x^2+100*p^3*r^2*x^3+6*p^2*q^4*r*x-99*p^2*q^4*x^2+p^2 *q^3*r^2*x-520*p^2*q^3*r*x^2+201*p^2*q^3*x^3-360*p^2*q^2*r^2*x^2+1104*p^2*q^2*r *x^3-40*p^2*q*r^3*x^2+560*p^2*q*r^2*x^3-9*p*q^5*x^2-5*p*q^4*r^2*x-121*p*q^4*r*x ^2+102*p*q^4*x^3-8*p*q^3*r^3*x-96*p*q^3*r^2*x^2+662*p*q^3*r*x^3+40*p*q^2*r^3*x^ 2+560*p*q^2*r^2*x^3-3*q^5*r*x^2+21*q^5*x^3+4*q^4*r^2*x^2+110*q^4*r*x^3+10*q^3*r ^3*x^2+100*q^3*r^2*x^3-16*a^6*b-32*a^6*c-8*a^6*g-16*a^6*q+48*a^6*x-32*a^5*b^2-\ 176*a^5*b*c-56*a^5*b*g-88*a^5*b*p-48*a^5*b*q-56*a^5*b*r+208*a^5*b*x-224*a^5*c^2 -136*a^5*c*g-168*a^5*c*p-144*a^5*c*q-104*a^5*c*r+528*a^5*c*x-20*a^5*g^2-40*a^5* g*p-48*a^5*g*q-24*a^5*g*r+168*a^5*g*x-88*a^5*p*q+264*a^5*p*x-16*a^5*q^2-56*a^5* q*r+168*a^5*q*x+208*a^5*r*x-32*a^5*x^2-16*a^4*b^3-208*a^4*b^2*c-64*a^4*b^2*g-\ 160*a^4*b^2*p-32*a^4*b^2*q-96*a^4*b^2*r+264*a^4*b^2*x-688*a^4*b*c^2-432*a^4*b*c *g-840*a^4*b*c*p-304*a^4*b*c*q-520*a^4*b*c*r+1832*a^4*b*c*x-64*a^4*b*g^2-276*a^ 4*b*g*p-96*a^4*b*g*q-172*a^4*b*g*r+508*a^4*b*g*x-180*a^4*b*p^2-240*a^4*b*p*q-\ 208*a^4*b*p*r+1284*a^4*b*p*x-20*a^4*b*q^2-144*a^4*b*q*r+496*a^4*b*q*x-48*a^4*b* r^2+1240*a^4*b*r*x+492*a^4*b*x^2-656*a^4*c^3-624*a^4*c^2*g-1000*a^4*c^2*p-512*a ^4*c^2*q-616*a^4*c^2*r+2608*a^4*c^2*x-188*a^4*c*g^2-620*a^4*c*g*p-336*a^4*c*g*q -380*a^4*c*g*r+1516*a^4*c*g*x-320*a^4*c*p^2-680*a^4*c*p*q-352*a^4*c*p*r+2984*a^ 4*c*p*x-100*a^4*c*q^2-424*a^4*c*q*r+1640*a^4*c*q*x-72*a^4*c*r^2+2848*a^4*c*r*x+ 488*a^4*c*x^2-18*a^4*g^3-92*a^4*g^2*p-52*a^4*g^2*q-56*a^4*g^2*r+212*a^4*g^2*x-\ 70*a^4*g*p^2-236*a^4*g*p*q-72*a^4*g*p*r+954*a^4*g*p*x-32*a^4*g*q^2-148*a^4*g*q* r+460*a^4*g*q*x-12*a^4*g*r^2+888*a^4*g*r*x+182*a^4*g*x^2-180*a^4*p^2*q+540*a^4* p^2*x-80*a^4*p*q^2-208*a^4*p*q*r+1044*a^4*p*q*x+752*a^4*p*r*x-508*a^4*p*x^2-4*a ^4*q^3-48*a^4*q^2*r+236*a^4*q^2*x-48*a^4*q*r^2+1044*a^4*q*r*x+292*a^4*q*x^2+192 *a^4*r^2*x-1000*a^4*r*x^2-308*a^4*x^3-64*a^3*b^3*c-16*a^3*b^3*g-72*a^3*b^3*p-40 *a^3*b^3*r+96*a^3*b^3*x-512*a^3*b^2*c^2-304*a^3*b^2*c*g-856*a^3*b^2*c*p-128*a^3 *b^2*c*q-504*a^3*b^2*c*r+1904*a^3*b^2*c*x-40*a^3*b^2*g^2-280*a^3*b^2*g*p-32*a^3 *b^2*g*q-168*a^3*b^2*g*r+452*a^3*b^2*g*x-280*a^3*b^2*p^2-144*a^3*b^2*p*q-288*a^ 3*b^2*p*r+1692*a^3*b^2*p*x-80*a^3*b^2*q*r+336*a^3*b^2*q*x-48*a^3*b^2*r^2+1812*a ^3*b^2*r*x+1400*a^3*b^2*x^2-1312*a^3*b*c^3-1216*a^3*b*c^2*g-2696*a^3*b*c^2*p-\ 736*a^3*b*c^2*q-1640*a^3*b*c^2*r+6664*a^3*b*c^2*x-348*a^3*b*c*g^2-1768*a^3*b*c* g*p-448*a^3*b*c*g*q-1088*a^3*b*c*g*r+3712*a^3*b*c*g*x-1420*a^3*b*c*p^2-1248*a^3 *b*c*p*q-1552*a^3*b*c*p*r+9332*a^3*b*c*p*x-80*a^3*b*c*q^2-736*a^3*b*c*q*r+3372* a^3*b*c*q*x-312*a^3*b*c*r^2+9268*a^3*b*c*r*x+3436*a^3*b*c*x^2-30*a^3*b*g^3-276* a^3*b*g^2*p-60*a^3*b*g^2*q-172*a^3*b*g^2*r+462*a^3*b*g^2*x-478*a^3*b*g*p^2-420* a^3*b*g*p*q-524*a^3*b*g*p*r+2922*a^3*b*g*p*x-20*a^3*b*g*q^2-252*a^3*b*g*q*r+890 *a^3*b*g*q*x-104*a^3*b*g*r^2+3064*a^3*b*g*r*x+1622*a^3*b*g*x^2-182*a^3*b*p^3-\ 420*a^3*b*p^2*q-298*a^3*b*p^2*r+2428*a^3*b*p^2*x-90*a^3*b*p*q^2-432*a^3*b*p*q*r +2712*a^3*b*p*q*x-132*a^3*b*p*r^2+3724*a^3*b*p*r*x-492*a^3*b*p*x^2-50*a^3*b*q^2 *r+332*a^3*b*q^2*x-72*a^3*b*q*r^2+2790*a^3*b*q*r*x+1308*a^3*b*q*x^2-12*a^3*b*r^ 3+948*a^3*b*r^2*x-3858*a^3*b*r*x^2-1756*a^3*b*x^3-1024*a^3*c^4-1312*a^3*c^3*g-\ 2392*a^3*c^3*p-928*a^3*c^3*q-1464*a^3*c^3*r+6552*a^3*c^3*x-592*a^3*c^2*g^2-2360 *a^3*c^2*g*p-896*a^3*c^2*g*q-1448*a^3*c^2*g*r+5772*a^3*c^2*g*x-1560*a^3*c^2*p^2 -1984*a^3*c^2*p*q-1696*a^3*c^2*p*r+11892*a^3*c^2*p*x-240*a^3*c^2*q^2-1216*a^3*c ^2*q*r+5708*a^3*c^2*q*x-336*a^3*c^2*r^2+11432*a^3*c^2*r*x+1704*a^3*c^2*x^2-110* a^3*c*g^3-740*a^3*c*g^2*p-268*a^3*c*g^2*q-456*a^3*c*g^2*r+1570*a^3*c*g^2*x-974* a^3*c*g*p^2-1364*a^3*c*g*p*q-1036*a^3*c*g*p*r+7514*a^3*c*g*p*x-148*a^3*c*g*q^2-\ 844*a^3*c*g*q*r+3370*a^3*c*g*q*x-188*a^3*c*g*r^2+7536*a^3*c*g*r*x+1950*a^3*c*g* x^2-294*a^3*c*p^3-1140*a^3*c*p^2*q-454*a^3*c*p^2*r+5326*a^3*c*p^2*x-410*a^3*c*p *q^2-1264*a^3*c*p*q*r+7580*a^3*c*p*q*x-180*a^3*c*p*r^2+8204*a^3*c*p*r*x-2434*a^ 3*c*p*x^2-16*a^3*c*q^3-242*a^3*c*q^2*r+1436*a^3*c*q^2*x-264*a^3*c*q*r^2+7274*a^ 3*c*q*r*x+1220*a^3*c*q*x^2-12*a^3*c*r^3+2136*a^3*c*r^2*x-8378*a^3*c*r*x^2-2808* a^3*c*x^3-7*a^3*g^4-74*a^3*g^3*p-24*a^3*g^3*q-46*a^3*g^3*r+130*a^3*g^3*x-143*a^ 3*g^2*p^2-224*a^3*g^2*p*q-148*a^3*g^2*p*r+1145*a^3*g^2*p*x-20*a^3*g^2*q^2-140*a ^3*g^2*q*r+444*a^3*g^2*q*x-24*a^3*g^2*r^2+1190*a^3*g^2*r*x+421*a^3*g^2*x^2-56*a ^3*g*p^3-408*a^3*g*p^2*q-78*a^3*g*p^2*r+1703*a^3*g*p^2*x-140*a^3*g*p*q^2-452*a^ 3*g*p*q*r+2422*a^3*g*p*q*x-24*a^3*g*p*r^2+2544*a^3*g*p*r*x-833*a^3*g*p*x^2-4*a^ 3*g*q^3-84*a^3*g*q^2*r+426*a^3*g*q^2*x-92*a^3*g*q*r^2+2484*a^3*g*q*r*x+848*a^3* g*q*x^2+618*a^3*g*r^2*x-2824*a^3*g*r*x^2-1026*a^3*g*x^3-182*a^3*p^3*q+546*a^3*p ^3*x-140*a^3*p^2*q^2-298*a^3*p^2*q*r+1974*a^3*p^2*q*x+1052*a^3*p^2*r*x-1168*a^3 *p^2*x^2-18*a^3*p*q^3-144*a^3*p*q^2*r+1078*a^3*p*q^2*x-132*a^3*p*q*r^2+3128*a^3 *p*q*r*x-510*a^3*p*q*x^2+516*a^3*p*r^2*x-3002*a^3*p*r*x^2-564*a^3*p*x^3-10*a^3* q^3*r+94*a^3*q^3*x-24*a^3*q^2*r^2+1034*a^3*q^2*r*x+146*a^3*q^2*x^2-12*a^3*q*r^3 +828*a^3*q*r^2*x-2990*a^3*q*r*x^2-1088*a^3*q*x^3+48*a^3*r^3*x-936*a^3*r^2*x^2+ 616*a^3*r*x^3-8*a^2*b^4*x-96*a^2*b^3*c^2-48*a^2*b^3*c*g-216*a^2*b^3*c*p-120*a^2 *b^3*c*r+632*a^2*b^3*c*x-4*a^2*b^3*g^2-60*a^2*b^3*g*p-36*a^2*b^3*g*r+116*a^2*b^ 3*g*x-104*a^2*b^3*p^2-88*a^2*b^3*p*r+740*a^2*b^3*p*x+8*a^2*b^3*q*x-4*a^2*b^3*r^ 2+948*a^2*b^3*r*x+1228*a^2*b^3*x^2-608*a^2*b^2*c^3-528*a^2*b^2*c^2*g-1608*a^2*b ^2*c^2*p-192*a^2*b^2*c^2*q-936*a^2*b^2*c^2*r+5008*a^2*b^2*c^2*x-132*a^2*b^2*c*g ^2-1020*a^2*b^2*c*g*p-96*a^2*b^2*c*g*q-612*a^2*b^2*c*g*r+2628*a^2*b^2*c*g*x-\ 1152*a^2*b^2*c*p^2-432*a^2*b^2*c*p*q-1128*a^2*b^2*c*p*r+8352*a^2*b^2*c*p*x-240* a^2*b^2*c*q*r+1620*a^2*b^2*c*q*x-156*a^2*b^2*c*r^2+8520*a^2*b^2*c*r*x+5208*a^2* b^2*c*x^2-8*a^2*b^2*g^3-148*a^2*b^2*g^2*p-8*a^2*b^2*g^2*q-92*a^2*b^2*g^2*r+296* a^2*b^2*g^2*x-396*a^2*b^2*g*p^2-120*a^2*b^2*g*p*q-392*a^2*b^2*g*p*r+2472*a^2*b^ 2*g*p*x-72*a^2*b^2*g*q*r+366*a^2*b^2*g*q*x-52*a^2*b^2*g*r^2+2828*a^2*b^2*g*r*x+ 2442*a^2*b^2*g*x^2-224*a^2*b^2*p^3-208*a^2*b^2*p^2*q-312*a^2*b^2*p^2*r+2686*a^2 *b^2*p^2*x-176*a^2*b^2*p*q*r+1764*a^2*b^2*p*q*x-96*a^2*b^2*p*r^2+4146*a^2*b^2*p *r*x+560*a^2*b^2*p*x^2+38*a^2*b^2*q^2*x-8*a^2*b^2*q*r^2+2086*a^2*b^2*q*r*x+1684 *a^2*b^2*q*x^2+860*a^2*b^2*r^2*x-4824*a^2*b^2*r*x^2-2896*a^2*b^2*x^3-1328*a^2*b *c^4-1616*a^2*b*c^3*g-3928*a^2*b*c^3*p-864*a^2*b*c^3*q-2360*a^2*b*c^3*r+11616*a ^2*b*c^3*x-672*a^2*b*c^2*g^2-3828*a^2*b*c^2*g*p-768*a^2*b*c^2*g*q-2340*a^2*b*c^ 2*g*r+10088*a^2*b*c^2*g*x-3492*a^2*b*c^2*p^2-2304*a^2*b*c^2*p*q-3672*a^2*b*c^2* p*r+24480*a^2*b*c^2*p*x-120*a^2*b*c^2*q^2-1344*a^2*b*c^2*q*r+7944*a^2*b*c^2*q*x -660*a^2*b*c^2*r^2+23468*a^2*b*c^2*r*x+6024*a^2*b*c^2*x^2-108*a^2*b*c*g^3-1168* a^2*b*c*g^2*p-196*a^2*b*c*g^2*q-728*a^2*b*c*g^2*r+2668*a^2*b*c*g^2*x-2372*a^2*b *c*g*p^2-1500*a^2*b*c*g*p*q-2508*a^2*b*c*g*p*r+15288*a^2*b*c*g*p*x-60*a^2*b*c*g *q^2-900*a^2*b*c*g*q*r+4470*a^2*b*c*g*q*x-440*a^2*b*c*g*r^2+15666*a^2*b*c*g*r*x +6538*a^2*b*c*g*x^2-1106*a^2*b*c*p^3-1676*a^2*b*c*p^2*q-1674*a^2*b*c*p^2*r+ 13524*a^2*b*c*p^2*x-270*a^2*b*c*p*q^2-1648*a^2*b*c*p*q*r+12948*a^2*b*c*p*q*x-\ 636*a^2*b*c*p*r^2+20822*a^2*b*c*p*r*x-2758*a^2*b*c*p*x^2-150*a^2*b*c*q^2*r+1320 *a^2*b*c*q^2*x-232*a^2*b*c*q*r^2+12788*a^2*b*c*q*r*x+4014*a^2*b*c*q*x^2-36*a^2* b*c*r^3+4864*a^2*b*c*r^2*x-22338*a^2*b*c*r*x^2-9776*a^2*b*c*x^3-5*a^2*b*g^4-110 *a^2*b*g^3*p-12*a^2*b*g^3*q-70*a^2*b*g^3*r+208*a^2*b*g^3*x-386*a^2*b*g^2*p^2-\ 222*a^2*b*g^2*p*q-410*a^2*b*g^2*p*r+2231*a^2*b*g^2*p*x-5*a^2*b*g^2*q^2-138*a^2* b*g^2*q*r+557*a^2*b*g^2*q*x-69*a^2*b*g^2*r^2+2491*a^2*b*g^2*r*x+1452*a^2*b*g^2* x^2-379*a^2*b*g*p^3-594*a^2*b*g*p^2*q-577*a^2*b*g*p^2*r+4478*a^2*b*g*p^2*x-75*a ^2*b*g*p*q^2-588*a^2*b*g*p*q*r+3998*a^2*b*g*p*q*x-220*a^2*b*g*p*r^2+7032*a^2*b* g*p*r*x-103*a^2*b*g*p*x^2-45*a^2*b*g*q^2*r+348*a^2*b*g*q^2*x-78*a^2*b*g*q*r^2+ 4366*a^2*b*g*q*r*x+2341*a^2*b*g*q*x^2-12*a^2*b*g*r^3+1613*a^2*b*g*r^2*x-7494*a^ 2*b*g*r*x^2-3722*a^2*b*g*x^3-98*a^2*b*p^4-336*a^2*b*p^3*q-206*a^2*b*p^3*r+2013* a^2*b*p^3*x-130*a^2*b*p^2*q^2-468*a^2*b*p^2*q*r+4096*a^2*b*p^2*q*x-132*a^2*b*p^ 2*r^2+4036*a^2*b*p^2*r*x-2291*a^2*b*p^2*x^2-110*a^2*b*p*q^2*r+1355*a^2*b*p*q^2* x-144*a^2*b*p*q*r^2+6303*a^2*b*p*q*r*x-402*a^2*b*p*q*x^2-24*a^2*b*p*r^3+1890*a^ 2*b*p*r^2*x-9173*a^2*b*p*r*x^2-2826*a^2*b*p*x^3+28*a^2*b*q^3*x-5*a^2*b*q^2*r^2+ 1480*a^2*b*q^2*r*x+501*a^2*b*q^2*x^2+1301*a^2*b*q*r^2*x-7521*a^2*b*q*r*x^2-3350 *a^2*b*q*x^3+120*a^2*b*r^3*x-3060*a^2*b*r^2*x^2+1616*a^2*b*r*x^3-896*a^2*c^5-\ 1432*a^2*c^4*g-2856*a^2*c^4*p-912*a^2*c^4*q-1736*a^2*c^4*r+8656*a^2*c^4*x-852*a ^2*c^3*g^2-3820*a^2*c^3*g*p-1152*a^2*c^3*g*q-2340*a^2*c^3*g*r+10488*a^2*c^3*g*x -2864*a^2*c^3*p^2-2752*a^2*c^3*p*q-3064*a^2*c^3*p*r+21728*a^2*c^3*p*x-280*a^2*c ^3*q^2-1664*a^2*c^3*q*r+9164*a^2*c^3*q*x-580*a^2*c^3*r^2+20256*a^2*c^3*r*x+1328 *a^2*c^3*x^2-230*a^2*c^2*g^3-1816*a^2*c^2*g^2*p-500*a^2*c^2*g^2*q-1124*a^2*c^2* g^2*r+4424*a^2*c^2*g^2*x-2898*a^2*c^2*g*p^2-2796*a^2*c^2*g*p*q-3068*a^2*c^2*g*p *r+20858*a^2*c^2*g*p*x-252*a^2*c^2*g*q^2-1716*a^2*c^2*g*q*r+8400*a^2*c^2*g*q*x-\ 544*a^2*c^2*g*r^2+20474*a^2*c^2*g*r*x+3626*a^2*c^2*g*x^2-1106*a^2*c^2*p^3-2548* a^2*c^2*p^2*q-1674*a^2*c^2*p^2*r+16086*a^2*c^2*p^2*x-750*a^2*c^2*p*q^2-2720*a^2 *c^2*p*q*r+19056*a^2*c^2*p*q*x-636*a^2*c^2*p*r^2+24708*a^2*c^2*p*r*x-6886*a^2*c ^2*p*x^2-24*a^2*c^2*q^3-438*a^2*c^2*q^2*r+3050*a^2*c^2*q^2*x-512*a^2*c^2*q*r^2+ 17670*a^2*c^2*q*r*x+1034*a^2*c^2*q*x^2-36*a^2*c^2*r^3+6116*a^2*c^2*r^2*x-24994* a^2*c^2*r*x^2-8140*a^2*c^2*x^3-27*a^2*c*g^4-360*a^2*c*g^3*p-84*a^2*c*g^3*q-226* a^2*c*g^3*r+760*a^2*c*g^3*x-934*a^2*c*g^2*p^2-894*a^2*c*g^2*p*q-978*a^2*c*g^2*p *r+6303*a^2*c*g^2*p*x-65*a^2*c*g^2*q^2-558*a^2*c*g^2*q*r+2357*a^2*c*g^2*q*x-159 *a^2*c*g^2*r^2+6601*a^2*c*g^2*r*x+1920*a^2*c*g^2*x^2-685*a^2*c*g*p^3-1818*a^2*c *g*p^2*q-1005*a^2*c*g*p^2*r+10582*a^2*c*g*p^2*x-495*a^2*c*g*p*q^2-1944*a^2*c*g* p*q*r+12386*a^2*c*g*p*q*x-352*a^2*c*g*p*r^2+16474*a^2*c*g*p*r*x-3485*a^2*c*g*p* x^2-12*a^2*c*g*q^3-297*a^2*c*g*q^2*r+1850*a^2*c*g*q^2*x-354*a^2*c*g*q*r^2+12180 *a^2*c*g*q*r*x+2523*a^2*c*g*q*x^2-12*a^2*c*g*r^3+3947*a^2*c*g*r^2*x-16856*a^2*c *g*r*x^2-6146*a^2*c*g*x^3-140*a^2*c*p^4-882*a^2*c*p^3*q-278*a^2*c*p^3*r+4201*a^ 2*c*p^3*x-550*a^2*c*p^2*q^2-1362*a^2*c*p^2*q*r+10564*a^2*c*p^2*q*x-162*a^2*c*p^ 2*r^2+8502*a^2*c*p^2*r*x-5959*a^2*c*p^2*x^2-54*a^2*c*p*q^3-542*a^2*c*p*q^2*r+ 4853*a^2*c*p*q^2*x-540*a^2*c*p*q*r^2+16149*a^2*c*p*q*r*x-4092*a^2*c*p*q*x^2-24* a^2*c*p*r^3+4068*a^2*c*p*r^2*x-19499*a^2*c*p*r*x^2-4282*a^2*c*p*x^3-30*a^2*c*q^ 3*r+334*a^2*c*q^3*x-77*a^2*c*q^2*r^2+4590*a^2*c*q^2*r*x+79*a^2*c*q^2*x^2-36*a^2 *c*q*r^3+3785*a^2*c*q*r^2*x-17449*a^2*c*q*r*x^2-5788*a^2*c*q*x^3+264*a^2*c*r^3* x-6660*a^2*c*r^2*x^2+3392*a^2*c*r*x^3-a^2*g^5-25*a^2*g^4*p-4*a^2*g^4*q-16*a^2*g ^4*r+44*a^2*g^4*x-96*a^2*g^3*p^2-88*a^2*g^3*p*q-100*a^2*g^3*p*r+595*a^2*g^3*p*x -4*a^2*g^3*q^2-56*a^2*g^3*q*r+196*a^2*g^3*q*x-15*a^2*g^3*r^2+671*a^2*g^3*r*x+ 261*a^2*g^3*x^2-97*a^2*g^2*p^3-313*a^2*g^2*p^2*q-136*a^2*g^2*p^2*r+1675*a^2*g^2 *p^2*x-74*a^2*g^2*p*q^2-334*a^2*g^2*p*q*r+1876*a^2*g^2*p*q*x-42*a^2*g^2*p*r^2+ 2625*a^2*g^2*p*r*x-417*a^2*g^2*p*x^2-a^2*g^2*q^3-46*a^2*g^2*q^2*r+258*a^2*g^2*q ^2*x-57*a^2*g^2*q*r^2+2011*a^2*g^2*q*r*x+762*a^2*g^2*q*x^2+596*a^2*g^2*r^2*x-\ 2749*a^2*g^2*r*x^2-1101*a^2*g^2*x^3-21*a^2*g*p^4-323*a^2*g*p^3*q-36*a^2*g*p^3*r +1336*a^2*g*p^3*x-198*a^2*g*p^2*q^2-499*a^2*g*p^2*q*r+3600*a^2*g*p^2*q*x-15*a^2 *g*p^2*r^2+2614*a^2*g*p^2*r*x-2123*a^2*g*p^2*x^2-15*a^2*g*p*q^3-196*a^2*g*p*q^2 *r+1579*a^2*g*p*q^2*x-196*a^2*g*p*q*r^2+5650*a^2*g*p*q*r*x-665*a^2*g*p*q*x^2+ 1167*a^2*g*p*r^2*x-6636*a^2*g*p*r*x^2-1568*a^2*g*p*x^3-9*a^2*g*q^3*r+97*a^2*g*q ^3*x-26*a^2*g*q^2*r^2+1606*a^2*g*q^2*r*x+306*a^2*g*q^2*x^2-12*a^2*g*q*r^3+1309* a^2*g*q*r^2*x-5935*a^2*g*q*r*x^2-2289*a^2*g*q*x^3+48*a^2*g*r^3*x-2176*a^2*g*r^2 *x^2+1196*a^2*g*r*x^3-98*a^2*p^4*q+294*a^2*p^4*x-112*a^2*p^3*q^2-206*a^2*p^3*q* r+1635*a^2*p^3*q*x+712*a^2*p^3*r*x-1055*a^2*p^3*x^2-26*a^2*p^2*q^3-156*a^2*p^2* q^2*r+1520*a^2*p^2*q^2*x-132*a^2*p^2*q*r^2+3383*a^2*p^2*q*r*x-1780*a^2*p^2*q*x^ 2+504*a^2*p^2*r^2*x-3253*a^2*p^2*r*x^2-299*a^2*p^2*x^3-22*a^2*p*q^3*r+329*a^2*p *q^3*x-48*a^2*p*q^2*r^2+2291*a^2*p*q^2*r*x-681*a^2*p*q^2*x^2-24*a^2*p*q*r^3+ 1650*a^2*p*q*r^2*x-7030*a^2*p*q*r*x^2-1732*a^2*p*q*x^3+96*a^2*p*r^3*x-1820*a^2* p*r^2*x^2+1584*a^2*p*r*x^3+6*a^2*q^4*x-a^2*q^3*r^2+337*a^2*q^3*r*x-32*a^2*q^3*x ^2+458*a^2*q^2*r^2*x-2911*a^2*q^2*r*x^2-909*a^2*q^2*x^3+120*a^2*q*r^3*x-2348*a^ 2*q*r^2*x^2+1352*a^2*q*r*x^3-100*a^2*r^3*x^2+880*a^2*r^2*x^3+32*a*b^4*c*x+4*a*b ^4*g*x+68*a*b^4*p*x+168*a*b^4*r*x+384*a*b^4*x^2-64*a*b^3*c^3-48*a*b^3*c^2*g-216 *a*b^3*c^2*p-120*a*b^3*c^2*r+1120*a*b^3*c^2*x-8*a*b^3*c*g^2-120*a*b^3*c*g*p-72* a*b^3*c*g*r+524*a*b^3*c*g*x-208*a*b^3*c*p^2-176*a*b^3*c*p*r+2344*a*b^3*c*p*x+ 112*a*b^3*c*q*x-8*a*b^3*c*r^2+2572*a*b^3*c*r*x+2732*a*b^3*c*x^2-12*a*b^3*g^2*p-\ 8*a*b^3*g^2*r+58*a*b^3*g^2*x-64*a*b^3*g*p^2-60*a*b^3*g*p*r+616*a*b^3*g*p*x+28*a *b^3*g*q*x-4*a*b^3*g*r^2+828*a*b^3*g*r*x+1162*a*b^3*g*x^2-60*a*b^3*p^3-60*a*b^3 *p^2*r+916*a*b^3*p^2*x+212*a*b^3*p*q*x+1446*a*b^3*p*r*x+708*a*b^3*p*x^2+488*a*b ^3*q*r*x+756*a*b^3*q*x^2+4*a*b^3*r^3+188*a*b^3*r^2*x-2310*a*b^3*r*x^2-1756*a*b^ 3*x^3-352*a*b^2*c^4-400*a*b^2*c^3*g-1288*a*b^2*c^3*p-128*a*b^2*c^3*q-744*a*b^2* c^3*r+5504*a*b^2*c^3*x-144*a*b^2*c^2*g^2-1200*a*b^2*c^2*g*p-96*a*b^2*c^2*g*q-\ 720*a*b^2*c^2*g*r+4588*a*b^2*c^2*g*x-1464*a*b^2*c^2*p^2-432*a*b^2*c^2*p*q-1392* a*b^2*c^2*p*r+13468*a*b^2*c^2*p*x-240*a*b^2*c^2*q*r+2424*a*b^2*c^2*q*x-168*a*b^ 2*c^2*r^2+12604*a*b^2*c^2*r*x+5184*a*b^2*c^2*x^2-16*a*b^2*c*g^3-332*a*b^2*c*g^2 *p-16*a*b^2*c*g^2*q-208*a*b^2*c*g^2*r+1164*a*b^2*c*g^2*x-984*a*b^2*c*g*p^2-240* a*b^2*c*g*p*q-964*a*b^2*c*g*p*r+8120*a*b^2*c*g*p*x-144*a*b^2*c*g*q*r+1246*a*b^2 *c*g*q*x-116*a*b^2*c*g*r^2+8322*a*b^2*c*g*r*x+5318*a*b^2*c*g*x^2-628*a*b^2*c*p^ 3-416*a*b^2*c*p^2*q-804*a*b^2*c*p^2*r+8706*a*b^2*c*p^2*x-352*a*b^2*c*p*q*r+5076 *a*b^2*c*p*q*x-192*a*b^2*c*p*r^2+12936*a*b^2*c*p*r*x-240*a*b^2*c*p*x^2+136*a*b^ 2*c*q^2*x-16*a*b^2*c*q*r^2+5630*a*b^2*c*q*r*x+3562*a*b^2*c*q*x^2+12*a*b^2*c*r^3 +2304*a*b^2*c*r^2*x-17310*a*b^2*c*r*x^2-9776*a*b^2*c*x^3-24*a*b^2*g^3*p-16*a*b^ 2*g^3*r+94*a*b^2*g^3*x-156*a*b^2*g^2*p^2-24*a*b^2*g^2*p*q-156*a*b^2*g^2*p*r+ 1108*a*b^2*g^2*p*x-16*a*b^2*g^2*q*r+159*a*b^2*g^2*q*x-16*a*b^2*g^2*r^2+1299*a*b ^2*g^2*r*x+1125*a*b^2*g^2*x^2-224*a*b^2*g*p^3-128*a*b^2*g*p^2*q-292*a*b^2*g*p^2 *r+2826*a*b^2*g*p^2*x-120*a*b^2*g*p*q*r+1396*a*b^2*g*p*q*x-72*a*b^2*g*p*r^2+ 4420*a*b^2*g*p*r*x+920*a*b^2*g*p*x^2+45*a*b^2*g*q^2*x-8*a*b^2*g*q*r^2+1846*a*b^ 2*g*q*r*x+1627*a*b^2*g*q*x^2+4*a*b^2*g*r^3+793*a*b^2*g*r^2*x-5766*a*b^2*g*r*x^2 -3722*a*b^2*g*x^3-84*a*b^2*p^4-120*a*b^2*p^3*q-144*a*b^2*p^3*r+1595*a*b^2*p^3*x -120*a*b^2*p^2*q*r+2012*a*b^2*p^2*q*x-60*a*b^2*p^2*r^2+3052*a*b^2*p^2*r*x-1272* a*b^2*p^2*x^2+237*a*b^2*p*q^2*x+3133*a*b^2*p*q*r*x+420*a*b^2*p*q*x^2+1077*a*b^2 *p*r^2*x-7815*a*b^2*p*r*x^2-3350*a*b^2*p*x^3+514*a*b^2*q^2*r*x+452*a*b^2*q^2*x^ 2+8*a*b^2*q*r^3+354*a*b^2*q*r^2*x-5371*a*b^2*q*r*x^2-2826*a*b^2*q*x^3-80*a*b^2* r^3*x-2460*a*b^2*r^2*x^2+1616*a*b^2*r*x^3-688*a*b*c^5-1032*a*b*c^4*g-2688*a*b*c ^4*p-496*a*b*c^4*q-1600*a*b*c^4*r+9576*a*b*c^4*x-556*a*b*c^3*g^2-3456*a*b*c^3*g *p-576*a*b*c^3*g*q-2104*a*b*c^3*g*r+11476*a*b*c^3*g*x-3444*a*b*c^3*p^2-1824*a*b *c^3*p*q-3520*a*b*c^3*p*r+27252*a*b*c^3*p*x-80*a*b*c^3*q^2-1056*a*b*c^3*q*r+ 7852*a*b*c^3*q*x-576*a*b*c^3*r^2+24736*a*b*c^3*r*x+2736*a*b*c^3*x^2-126*a*b*c^2 *g^3-1544*a*b*c^2*g^2*p-212*a*b*c^2*g^2*q-964*a*b*c^2*g^2*r+4784*a*b*c^2*g^2*x-\ 3502*a*b*c^2*g*p^2-1740*a*b*c^2*g*p*q-3624*a*b*c^2*g*p*r+25890*a*b*c^2*g*p*x-60 *a*b*c^2*g*q^2-1044*a*b*c^2*g*q*r+6896*a*b*c^2*g*q*x-580*a*b*c^2*g*r^2+24820*a* b*c^2*g*r*x+6234*a*b*c^2*g*x^2-1846*a*b*c^2*p^3-2092*a*b*c^2*p^2*q-2634*a*b*c^2 *p^2*r+23486*a*b*c^2*p^2*x-270*a*b*c^2*p*q^2-2000*a*b*c^2*p*q*r+19596*a*b*c^2*p *q*x-876*a*b*c^2*p*r^2+35136*a*b*c^2*p*r*x-7948*a*b*c^2*p*x^2-150*a*b*c^2*q^2*r +1704*a*b*c^2*q^2*x-248*a*b*c^2*q*r^2+18632*a*b*c^2*q*r*x+3214*a*b*c^2*q*x^2-24 *a*b*c^2*r^3+7488*a*b*c^2*r^2*x-40920*a*b*c^2*r*x^2-17144*a*b*c^2*x^3-10*a*b*c* g^4-274*a*b*c*g^3*p-24*a*b*c*g^3*q-176*a*b*c*g^3*r+822*a*b*c*g^3*x-1130*a*b*c*g ^2*p^2-492*a*b*c*g^2*p*q-1180*a*b*c*g^2*p*r+7640*a*b*c*g^2*p*x-10*a*b*c*g^2*q^2 -308*a*b*c*g^2*q*r+1867*a*b*c*g^2*q*x-176*a*b*c*g^2*r^2+7896*a*b*c*g^2*r*x+3123 *a*b*c*g^2*x^2-1288*a*b*c*g*p^3-1444*a*b*c*g*p^2*q-1854*a*b*c*g*p^2*r+15591*a*b *c*g*p^2*x-150*a*b*c*g*p*q^2-1416*a*b*c*g*p*q*r+12260*a*b*c*g*p*q*x-620*a*b*c*g *p*r^2+24009*a*b*c*g*p*r*x-2384*a*b*c*g*p*x^2-90*a*b*c*g*q^2*r+960*a*b*c*g*q^2* x-172*a*b*c*g*q*r^2+12603*a*b*c*g*q*r*x+4391*a*b*c*g*q*x^2-16*a*b*c*g*r^3+5036* a*b*c*g*r^2*x-27708*a*b*c*g*r*x^2-13124*a*b*c*g*x^3-406*a*b*c*p^4-912*a*b*c*p^3 *q-772*a*b*c*p^3*r+7604*a*b*c*p^3*x-260*a*b*c*p^2*q^2-1176*a*b*c*p^2*q*r+12880* a*b*c*p^2*q*x-414*a*b*c*p^2*r^2+15060*a*b*c*p^2*r*x-8344*a*b*c*p^2*x^2-220*a*b* c*p*q^2*r+3564*a*b*c*p*q^2*x-288*a*b*c*p*q*r^2+19184*a*b*c*p*q*r*x-3942*a*b*c*p *q*x^2-48*a*b*c*p*r^3+6324*a*b*c*p*r^2*x-35272*a*b*c*p*r*x^2-10826*a*b*c*p*x^3+ 68*a*b*c*q^3*x-10*a*b*c*q^2*r^2+3976*a*b*c*q^2*r*x+964*a*b*c*q^2*x^2+16*a*b*c*q *r^3+3336*a*b*c*q*r^2*x-26516*a*b*c*q*r*x^2-10826*a*b*c*q*x^3+80*a*b*c*r^3*x-\ 11520*a*b*c*r^2*x^2+6720*a*b*c*r*x^3-15*a*b*g^4*p-10*a*b*g^4*r+51*a*b*g^4*x-115 *a*b*g^3*p^2-36*a*b*g^3*p*q-120*a*b*g^3*p*r+680*a*b*g^3*p*x-24*a*b*g^3*q*r+162* a*b*g^3*q*x-15*a*b*g^3*r^2+784*a*b*g^3*r*x+408*a*b*g^3*x^2-216*a*b*g^2*p^3-234* a*b*g^2*p^2*q-314*a*b*g^2*p^2*r+2463*a*b*g^2*p^2*x-15*a*b*g^2*p*q^2-234*a*b*g^2 *p*q*r+1747*a*b*g^2*p*q*x-105*a*b*g^2*p*r^2+3912*a*b*g^2*p*r*x+148*a*b*g^2*p*x^ 2-10*a*b*g^2*q^2*r+139*a*b*g^2*q^2*x-24*a*b*g^2*q*r^2+2018*a*b*g^2*q*r*x+1055*a *b*g^2*q*x^2-2*a*b*g^2*r^3+778*a*b*g^2*r^2*x-4566*a*b*g^2*r*x^2-2402*a*b*g^2*x^ 3-141*a*b*g*p^4-336*a*b*g*p^3*q-271*a*b*g*p^3*r+2604*a*b*g*p^3*x-80*a*b*g*p^2*q ^2-438*a*b*g*p^2*q*r+4318*a*b*g*p^2*q*x-148*a*b*g*p^2*r^2+5210*a*b*g*p^2*r*x-\ 2472*a*b*g*p^2*x^2-75*a*b*g*p*q^2*r+1030*a*b*g*p*q^2*x-108*a*b*g*p*q*r^2+6750*a *b*g*p*q*r*x+30*a*b*g*p*q*x^2-18*a*b*g*p*r^3+2196*a*b*g*p*r^2*x-11987*a*b*g*p*r *x^2-4231*a*b*g*p*x^3+26*a*b*g*q^3*x-5*a*b*g*q^2*r^2+1328*a*b*g*q^2*r*x+531*a*b *g*q^2*x^2+6*a*b*g*q*r^3+1186*a*b*g*q*r^2*x-8971*a*b*g*q*r*x^2-4231*a*b*g*q*x^3 +28*a*b*g*r^3*x-3900*a*b*g*r^2*x^2+2264*a*b*g*r*x^3-27*a*b*p^5-126*a*b*p^4*q-69 *a*b*p^4*r+769*a*b*p^4*x-75*a*b*p^3*q^2-216*a*b*p^3*q*r+2374*a*b*p^3*q*x-57*a*b *p^3*r^2+1866*a*b*p^3*r*x-1755*a*b*p^3*x^2-75*a*b*p^2*q^2*r+1429*a*b*p^2*q^2*x-\ 90*a*b*p^2*q*r^2+4591*a*b*p^2*q*r*x-2455*a*b*p^2*q*x^2-15*a*b*p^2*r^3+1206*a*b* p^2*r^2*x-6989*a*b*p^2*r*x^2-1370*a*b*p^2*x^3+112*a*b*p*q^3*x+2185*a*b*p*q^2*r* x-485*a*b*p*q^2*x^2+1638*a*b*p*q*r^2*x-11826*a*b*p*q*r*x^2-3788*a*b*p*q*x^3+156 *a*b*p*r^3*x-4002*a*b*p*r^2*x^2+2964*a*b*p*r*x^3+232*a*b*q^3*r*x+63*a*b*q^3*x^2 +5*a*b*q^2*r^3+204*a*b*q^2*r^2*x-4045*a*b*q^2*r*x^2-1370*a*b*q^2*x^3-104*a*b*q* r^3*x-3378*a*b*q*r^2*x^2+2964*a*b*q*r*x^3+2000*a*b*r^2*x^3-416*a*c^6-792*a*c^5* g-1696*a*c^5*p-464*a*c^5*q-1024*a*c^5*r+5736*a*c^5*x-580*a*c^4*g^2-2840*a*c^4*g *p-720*a*c^4*g*q-1736*a*c^4*g*r+8944*a*c^4*g*x-2328*a*c^4*p^2-1832*a*c^4*p*q-\ 2448*a*c^4*p*r+18608*a*c^4*p*x-160*a*c^4*q^2-1096*a*c^4*q*r+6924*a*c^4*q*x-440* a*c^4*r^2+16720*a*c^4*r*x-520*a*c^4*x^2-202*a*c^3*g^3-1792*a*c^3*g^2*p-404*a*c^ 3*g^2*q-1112*a*c^3*g^2*r+5218*a*c^3*g^2*x-3218*a*c^3*g*p^2-2444*a*c^3*g*p*q-\ 3376*a*c^3*g*p*r+24230*a*c^3*g*p*x-188*a*c^3*g*q^2-1492*a*c^3*g*q*r+8670*a*c^3* g*q*x-576*a*c^3*g*r^2+22734*a*c^3*g*r*x+1378*a*c^3*g*x^2-1390*a*c^3*p^3-2396*a* c^3*p^2*q-2046*a*c^3*p^2*r+19514*a*c^3*p^2*x-590*a*c^3*p*q^2-2480*a*c^3*p*q*r+ 20048*a*c^3*p*q*x-732*a*c^3*p*r^2+29278*a*c^3*p*r*x-9766*a*c^3*p*x^2-16*a*c^3*q ^3-342*a*c^3*q^2*r+2736*a*c^3*q^2*x-424*a*c^3*q*r^2+18150*a*c^3*q*r*x-672*a*c^3 *q*x^2-32*a*c^3*r^3+6800*a*c^3*r^2*x-31320*a*c^3*r*x^2-9912*a*c^3*x^3-33*a*c^2* g^4-522*a*c^2*g^3*p-96*a*c^2*g^3*q-330*a*c^2*g^3*r+1414*a*c^2*g^3*x-1595*a*c^2* g^2*p^2-1140*a*c^2*g^2*p*q-1668*a*c^2*g^2*p*r+11135*a*c^2*g^2*p*x-70*a*c^2*g^2* q^2-712*a*c^2*g^2*q*r+3796*a*c^2*g^2*q*x-262*a*c^2*g^2*r^2+11069*a*c^2*g^2*r*x+ 1731*a*c^2*g^2*x^2-1426*a*c^2*g*p^3-2540*a*c^2*g*p^2*q-2068*a*c^2*g*p^2*r+19642 *a*c^2*g*p^2*x-570*a*c^2*g*p*q^2-2652*a*c^2*g*p*q*r+19798*a*c^2*g*p*q*x-704*a*c ^2*g*p*r^2+30135*a*c^2*g*p*r*x-7629*a*c^2*g*p*x^2-12*a*c^2*g*q^3-342*a*c^2*g*q^ 2*r+2537*a*c^2*g*q^2*x-440*a*c^2*g*q*r^2+18769*a*c^2*g*q*r*x+1470*a*c^2*g*q*x^2 -20*a*c^2*g*r^3+6847*a*c^2*g*r^2*x-31944*a*c^2*g*r*x^2-11248*a*c^2*g*x^3-364*a* c^2*p^4-1338*a*c^2*p^3*q-700*a*c^2*p^3*r+8549*a*c^2*p^3*x-680*a*c^2*p^2*q^2-\ 1950*a*c^2*p^2*q*r+17564*a*c^2*p^2*q*x-384*a*c^2*p^2*r^2+17098*a*c^2*p^2*r*x-\ 11182*a*c^2*p^2*x^2-54*a*c^2*p*q^3-652*a*c^2*p*q^2*r+6889*a*c^2*p*q^2*x-684*a*c ^2*p*q*r^2+26073*a*c^2*p*q*r*x-9084*a*c^2*p*q*x^2-48*a*c^2*p*r^3+7665*a*c^2*p*r ^2*x-38843*a*c^2*p*r*x^2-8762*a*c^2*p*x^3-30*a*c^2*q^3*r+386*a*c^2*q^3*x-82*a*c ^2*q^2*r^2+6572*a*c^2*q^2*r*x-394*a*c^2*q^2*x^2-28*a*c^2*q*r^3+5466*a*c^2*q*r^2 *x-31533*a*c^2*q*r*x^2-9878*a*c^2*q*x^3+304*a*c^2*r^3*x-13100*a*c^2*r^2*x^2+ 6872*a*c^2*r*x^3-2*a*c*g^5-68*a*c*g^4*p-8*a*c*g^4*q-44*a*c*g^4*r+180*a*c*g^4*x-\ 334*a*c*g^3*p^2-212*a*c*g^3*p*q-348*a*c*g^3*p*r+2104*a*c*g^3*p*x-8*a*c*g^3*q^2-\ 136*a*c*g^3*q*r+684*a*c*g^3*q*x-48*a*c*g^3*r^2+2261*a*c*g^3*r*x+544*a*c*g^3*x^2 -465*a*c*g^2*p^3-860*a*c*g^2*p^2*q-664*a*c*g^2*p^2*r+6282*a*c*g^2*p^2*x-163*a*c *g^2*p*q^2-902*a*c*g^2*p*q*r+6097*a*c*g^2*p*q*x-213*a*c*g^2*p*r^2+9877*a*c*g^2* p*r*x-1688*a*c*g^2*p*x^2-2*a*c*g^2*q^3-102*a*c*g^2*q^2*r+739*a*c*g^2*q^2*x-138* a*c*g^2*q*r^2+6172*a*c*g^2*q*r*x+1248*a*c*g^2*q*x^2-2*a*c*g^2*r^3+2137*a*c*g^2* r^2*x-10557*a*c*g^2*r*x^2-4100*a*c*g^2*x^3-220*a*c*g*p^4-982*a*c*g*p^3*q-407*a* c*g*p^3*r+5755*a*c*g*p^3*x-476*a*c*g*p^2*q^2-1436*a*c*g*p^2*q*r+12099*a*c*g*p^2 *q*x-205*a*c*g*p^2*r^2+11551*a*c*g*p^2*r*x-7259*a*c*g*p^2*x^2-30*a*c*g*p*q^3-\ 467*a*c*g*p*q^2*r+4480*a*c*g*p*q^2*x-500*a*c*g*p*q*r^2+18445*a*c*g*p*q*r*x-4086 *a*c*g*p*q*x^2-18*a*c*g*p*r^3+5055*a*c*g*p*r^2*x-26539*a*c*g*p*r*x^2-6668*a*c*g *p*x^3-18*a*c*g*q^3*r+234*a*c*g*q^3*x-57*a*c*g*q^2*r^2+4544*a*c*g*q^2*r*x+287*a *c*g*q^2*x^2-18*a*c*g*q*r^3+3814*a*c*g*q*r^2*x-21686*a*c*g*q*r*x^2-7724*a*c*g*q *x^3+124*a*c*g*r^3*x-8916*a*c*g*r^2*x^2+4700*a*c*g*r*x^3-33*a*c*p^5-322*a*c*p^4 *q-81*a*c*p^4*r+1529*a*c*p^4*x-299*a*c*p^3*q^2-628*a*c*p^3*q*r+5814*a*c*p^3*q*x -63*a*c*p^3*r^2+3744*a*c*p^3*r*x-4029*a*c*p^3*x^2-52*a*c*p^2*q^3-387*a*c*p^2*q^ 2*r+4581*a*c*p^2*q^2*x-354*a*c*p^2*q*r^2+11555*a*c*p^2*q*r*x-7107*a*c*p^2*q*x^2 -15*a*c*p^2*r^3+2484*a*c*p^2*r^2*x-14455*a*c*p^2*r*x^2-1904*a*c*p^2*x^3-44*a*c* p*q^3*r+806*a*c*p*q^3*x-96*a*c*p*q^2*r^2+6775*a*c*p*q^2*r*x-2803*a*c*p*q^2*x^2-\ 48*a*c*p*q*r^3+4938*a*c*p*q*r^2*x-26844*a*c*p*q*r*x^2-6306*a*c*p*q*x^3+348*a*c* p*r^3*x-8434*a*c*p*r^2*x^2+6180*a*c*p*r*x^3+12*a*c*q^4*x-2*a*c*q^3*r^2+902*a*c* q^3*r*x-103*a*c*q^3*x^2+5*a*c*q^2*r^3+1128*a*c*q^2*r^2*x-9951*a*c*q^2*r*x^2-\ 2786*a*c*q^2*x^3+136*a*c*q*r^3*x-8154*a*c*q*r^2*x^2+5976*a*c*q*r*x^3-200*a*c*r^ 3*x^2+4000*a*c*r^2*x^3-3*a*g^5*p-2*a*g^5*r+9*a*g^5*x-25*a*g^4*p^2-12*a*g^4*p*q-\ 26*a*g^4*p*r+134*a*g^4*p*x-8*a*g^4*q*r+44*a*g^4*q*x-3*a*g^4*r^2+160*a*g^4*r*x+ 44*a*g^4*x^2-48*a*g^3*p^3-92*a*g^3*p^2*q-68*a*g^3*p^2*r+635*a*g^3*p^2*x-12*a*g^ 3*p*q^2-96*a*g^3*p*q*r+568*a*g^3*p*q*x-21*a*g^3*p*r^2+1020*a*g^3*p*r*x-99*a*g^3 *p*x^2-8*a*g^3*q^2*r+70*a*g^3*q^2*x-12*a*g^3*q*r^2+637*a*g^3*q*r*x+208*a*g^3*q* x^2+200*a*g^3*r^2*x-1125*a*g^3*r*x^2-469*a*g^3*x^3-29*a*g^2*p^4-175*a*g^2*p^3*q -50*a*g^2*p^3*r+928*a*g^2*p^3*x-78*a*g^2*p^2*q^2-256*a*g^2*p^2*q*r+1984*a*g^2*p ^2*q*x-21*a*g^2*p^2*r^2+1859*a*g^2*p^2*r*x-1168*a*g^2*p^2*x^2-3*a*g^2*p*q^3-78* a*g^2*p*q^2*r+672*a*g^2*p*q^2*x-87*a*g^2*p*q*r^2+3129*a*g^2*p*q*r*x-223*a*g^2*p *q*x^2+783*a*g^2*p*r^2*x-4366*a*g^2*p*r*x^2-1204*a*g^2*p*x^3-2*a*g^2*q^3*r+37*a *g^2*q^3*x-8*a*g^2*q^2*r^2+744*a*g^2*q^2*r*x+125*a*g^2*q^2*x^2-2*a*g^2*q*r^3+ 620*a*g^2*q*r^2*x-3610*a*g^2*q*r*x^2-1453*a*g^2*q*x^3+4*a*g^2*r^3*x-1408*a*g^2* r^2*x^2+830*a*g^2*r*x^3-3*a*g*p^5-120*a*g*p^4*q-6*a*g*p^4*r+481*a*g*p^4*x-112*a *g*p^3*q^2-235*a*g*p^3*q*r+2062*a*g*p^3*q*x-3*a*g*p^3*r^2+1134*a*g*p^3*r*x-1460 *a*g*p^3*x^2-16*a*g*p^2*q^3-146*a*g*p^2*q^2*r+1590*a*g*p^2*q^2*x-133*a*g*p^2*q* r^2+4154*a*g*p^2*q*r*x-2120*a*g*p^2*q*x^2+699*a*g*p^2*r^2*x-4981*a*g*p^2*r*x^2-\ 686*a*g*p^2*x^3-15*a*g*p*q^3*r+243*a*g*p*q^3*x-36*a*g*p*q^2*r^2+2444*a*g*p*q^2* r*x-573*a*g*p*q^2*x^2-18*a*g*p*q*r^3+1785*a*g*p*q*r^2*x-9308*a*g*p*q*r*x^2-2585 *a*g*p*q*x^3+72*a*g*p*r^3*x-2814*a*g*p*r^2*x^2+2160*a*g*p*r*x^3+5*a*g*q^4*x-a*g *q^3*r^2+306*a*g*q^3*r*x-10*a*g*q^3*x^2+2*a*g*q^2*r^3+406*a*g*q^2*r^2*x-3456*a* g*q^2*r*x^2-1123*a*g*q^2*x^3+44*a*g*q*r^3*x-2898*a*g*q*r^2*x^2+1962*a*g*q*r*x^3 -40*a*g*r^3*x^2+1360*a*g*r^2*x^3-27*a*p^5*q+81*a*p^5*x-42*a*p^4*q^2-69*a*p^4*q* r+624*a*p^4*q*x+234*a*p^4*r*x-423*a*p^4*x^2-15*a*p^3*q^3-72*a*p^3*q^2*r+850*a*p ^3*q^2*x-57*a*p^3*q*r^2+1562*a*p^3*q*r*x-1308*a*p^3*q*x^2+213*a*p^3*r^2*x-1503* a*p^3*r*x^2-17*a*p^3*x^3-15*a*p^2*q^3*r+326*a*p^2*q^3*x-30*a*p^2*q^2*r^2+1641*a *p^2*q^2*r*x-1152*a*p^2*q^2*x^2-15*a*p^2*q*r^3+1056*a*p^2*q*r^2*x-5299*a*p^2*q* r*x^2-823*a*p^2*q*x^3+60*a*p^2*r^3*x-1136*a*p^2*r^2*x^2+1278*a*p^2*r*x^3+19*a*p *q^4*x+490*a*p*q^3*r*x-278*a*p*q^3*x^2+579*a*p*q^2*r^2*x-4414*a*p*q^2*r*x^2-985 *a*p*q^2*x^3+156*a*p*q*r^3*x-3056*a*p*q*r^2*x^2+2352*a*p*q*r*x^3-130*a*p*r^3*x^ 2+1140*a*p*r^2*x^3+38*a*q^4*r*x-11*a*q^4*x^2+a*q^3*r^3+37*a*q^3*r^2*x-970*a*q^3 *r*x^2-179*a*q^3*x^3-32*a*q^2*r^3*x-1092*a*q^2*r^2*x^2+1306*a*q^2*r*x^3-30*a*q* r^3*x^2+1380*a*q*r^2*x^3+32*b^5*x^2+40*b^4*c^2*x+12*b^4*c*g*x+116*b^4*c*p*x+144 *b^4*c*r*x+472*b^4*c*x^2+4*b^4*g^2*x+20*b^4*g*p*x+32*b^4*g*r*x+160*b^4*g*x^2+60 *b^4*p^2*x+124*b^4*p*r*x+164*b^4*p*x^2+88*b^4*q*x^2-16*b^4*r^2*x-344*b^4*r*x^2-\ 308*b^4*x^3-16*b^3*c^4-16*b^3*c^3*g-72*b^3*c^3*p-40*b^3*c^3*r+584*b^3*c^3*x-4*b ^3*c^2*g^2-60*b^3*c^2*g*p-36*b^3*c^2*g*r+432*b^3*c^2*g*x-104*b^3*c^2*p^2-88*b^3 *c^2*p*r+1748*b^3*c^2*p*x+104*b^3*c^2*q*x-4*b^3*c^2*r^2+1552*b^3*c^2*r*x+1368*b ^3*c^2*x^2-12*b^3*c*g^2*p-8*b^3*c*g^2*r+102*b^3*c*g^2*x-64*b^3*c*g*p^2-60*b^3*c *g*p*r+960*b^3*c*g*p*x+44*b^3*c*g*q*x-4*b^3*c*g*r^2+948*b^3*c*g*r*x+1230*b^3*c* g*x^2-60*b^3*c*p^3-60*b^3*c*p^2*r+1360*b^3*c*p^2*x+308*b^3*c*p*q*x+1970*b^3*c*p *r*x+364*b^3*c*p*x^2+440*b^3*c*q*r*x+1048*b^3*c*q*x^2+4*b^3*c*r^3+152*b^3*c*r^2 *x-3622*b^3*c*r*x^2-2808*b^3*c*x^3+12*b^3*g^3*x-8*b^3*g^2*p^2-8*b^3*g^2*p*r+112 *b^3*g^2*p*x+16*b^3*g^2*q*x+130*b^3*g^2*r*x+218*b^3*g^2*x^2-20*b^3*g*p^3-24*b^3 *g*p^2*r+410*b^3*g*p^2*x+56*b^3*g*p*q*x-4*b^3*g*p*r^2+656*b^3*g*p*r*x+376*b^3*g *p*x^2+96*b^3*g*q*r*x+320*b^3*g*q*x^2+38*b^3*g*r^2*x-1196*b^3*g*r*x^2-1026*b^3* g*x^3-12*b^3*p^4-12*b^3*p^3*r+300*b^3*p^3*x+168*b^3*p^2*q*x+4*b^3*p^2*r^2+542*b ^3*p^2*r*x-158*b^3*p^2*x^2+364*b^3*p*q*r*x+294*b^3*p*q*x^2+4*b^3*p*r^3+124*b^3* p*r^2*x-1810*b^3*p*r*x^2-1088*b^3*p*x^3+88*b^3*q^2*x^2-52*b^3*q*r^2*x-1006*b^3* q*r*x^2-564*b^3*q*x^3-32*b^3*r^3*x-384*b^3*r^2*x^2+616*b^3*r*x^3-80*b^2*c^5-112 *b^2*c^4*g-376*b^2*c^4*p-32*b^2*c^4*q-216*b^2*c^4*r+2136*b^2*c^4*x-52*b^2*c^3*g ^2-460*b^2*c^3*g*p-32*b^2*c^3*g*q-276*b^2*c^3*g*r+2436*b^2*c^3*g*x-592*b^2*c^3* p^2-144*b^2*c^3*p*q-552*b^2*c^3*p*r+6952*b^2*c^3*p*x-80*b^2*c^3*q*r+1140*b^2*c^ 3*q*x-60*b^2*c^3*r^2+5824*b^2*c^3*r*x+1048*b^2*c^3*x^2-8*b^2*c^2*g^3-184*b^2*c^ 2*g^2*p-8*b^2*c^2*g^2*q-116*b^2*c^2*g^2*r+960*b^2*c^2*g^2*x-588*b^2*c^2*g*p^2-\ 120*b^2*c^2*g*p*q-572*b^2*c^2*g*p*r+6392*b^2*c^2*g*p*x-72*b^2*c^2*g*q*r+912*b^2 *c^2*g*q*x-64*b^2*c^2*g*r^2+5666*b^2*c^2*g*r*x+2176*b^2*c^2*g*x^2-404*b^2*c^2*p ^3-208*b^2*c^2*p^2*q-492*b^2*c^2*p^2*r+6860*b^2*c^2*p^2*x-176*b^2*c^2*p*q*r+ 3504*b^2*c^2*p*q*x-96*b^2*c^2*p*r^2+9598*b^2*c^2*p*r*x-2216*b^2*c^2*p*x^2+98*b^ 2*c^2*q^2*x-8*b^2*c^2*q*r^2+3448*b^2*c^2*q*r*x+2038*b^2*c^2*q*x^2+12*b^2*c^2*r^ 3+1412*b^2*c^2*r^2*x-14462*b^2*c^2*r*x^2-8140*b^2*c^2*x^3-24*b^2*c*g^3*p-16*b^2 *c*g^3*r+164*b^2*c*g^3*x-180*b^2*c*g^2*p^2-24*b^2*c*g^2*p*q-180*b^2*c*g^2*p*r+ 1794*b^2*c*g^2*p*x-16*b^2*c*g^2*q*r+251*b^2*c*g^2*q*x-16*b^2*c*g^2*r^2+1725*b^2 *c*g^2*r*x+1005*b^2*c*g^2*x^2-284*b^2*c*g*p^3-128*b^2*c*g*p^2*q-364*b^2*c*g*p^2 *r+4468*b^2*c*g*p^2*x-120*b^2*c*g*p*q*r+1972*b^2*c*g*p*q*x-84*b^2*c*g*p*r^2+ 6530*b^2*c*g*p*r*x-144*b^2*c*g*p*x^2+55*b^2*c*g*q^2*x-8*b^2*c*g*q*r^2+2116*b^2* c*g*q*r*x+1781*b^2*c*g*q*x^2+4*b^2*c*g*r^3+939*b^2*c*g*r^2*x-9592*b^2*c*g*r*x^2 -6146*b^2*c*g*x^3-120*b^2*c*p^4-120*b^2*c*p^3*q-180*b^2*c*p^3*r+2589*b^2*c*p^3* x-120*b^2*c*p^2*q*r+2822*b^2*c*p^2*q*x-48*b^2*c*p^2*r^2+4766*b^2*c*p^2*r*x-2746 *b^2*c*p^2*x^2+297*b^2*c*p*q^2*x+4267*b^2*c*p*q*r*x-336*b^2*c*p*q*x^2+12*b^2*c* p*r^3+1449*b^2*c*p*r^2*x-13943*b^2*c*p*r*x^2-5788*b^2*c*p*x^3+484*b^2*c*q^2*r*x +760*b^2*c*q^2*x^2+8*b^2*c*q*r^3+240*b^2*c*q*r^2*x-8401*b^2*c*q*r*x^2-4282*b^2* c*q*x^3-176*b^2*c*r^3*x-3900*b^2*c*r^2*x^2+3392*b^2*c*r*x^3+13*b^2*g^4*x-16*b^2 *g^3*p^2-16*b^2*g^3*p*r+147*b^2*g^3*p*x+34*b^2*g^3*q*x+161*b^2*g^3*r*x+111*b^2* g^3*x^2-48*b^2*g^2*p^3-16*b^2*g^2*p^2*q-64*b^2*g^2*p^2*r+681*b^2*g^2*p^2*x-16*b ^2*g^2*p*q*r+236*b^2*g^2*p*q*x-16*b^2*g^2*p*r^2+1047*b^2*g^2*p*r*x+231*b^2*g^2* p*x^2+21*b^2*g^2*q^2*x+287*b^2*g^2*q*r*x+285*b^2*g^2*q*x^2+126*b^2*g^2*r^2*x-\ 1553*b^2*g^2*r*x^2-1101*b^2*g^2*x^3-44*b^2*g*p^4-40*b^2*g*p^3*q-68*b^2*g*p^3*r+ 888*b^2*g*p^3*x-48*b^2*g*p^2*q*r+873*b^2*g*p^2*q*x-20*b^2*g*p^2*r^2+1698*b^2*g* p^2*r*x-651*b^2*g*p^2*x^2+57*b^2*g*p*q^2*x-8*b^2*g*p*q*r^2+1452*b^2*g*p*q*r*x+ 350*b^2*g*p*q*x^2+4*b^2*g*p*r^3+581*b^2*g*p*r^2*x-4637*b^2*g*p*r*x^2-2289*b^2*g *p*x^3+104*b^2*g*q^2*r*x+182*b^2*g*q^2*x^2+57*b^2*g*q*r^2*x-2814*b^2*g*q*r*x^2-\ 1568*b^2*g*q*x^3-32*b^2*g*r^3*x-1244*b^2*g*r^2*x^2+1196*b^2*g*r*x^3-12*b^2*p^5-\ 24*b^2*p^4*q-24*b^2*p^4*r+321*b^2*p^4*x-24*b^2*p^3*q*r+636*b^2*p^3*q*x-12*b^2*p ^3*r^2+711*b^2*p^3*r*x-652*b^2*p^3*x^2+171*b^2*p^2*q^2*x+8*b^2*p^2*q*r^2+1153*b ^2*p^2*q*r*x-636*b^2*p^2*q*x^2+286*b^2*p^2*r^2*x-3137*b^2*p^2*r*x^2-909*b^2*p^2 *x^3+387*b^2*p*q^2*r*x+130*b^2*p*q^2*x^2+8*b^2*p*q*r^3+226*b^2*p*q*r^2*x-4130*b ^2*p*q*r*x^2-1732*b^2*p*q*x^3-80*b^2*p*r^3*x-1732*b^2*p*r^2*x^2+1352*b^2*p*r*x^ 3+38*b^2*q^3*x^2-60*b^2*q^2*r^2*x-1067*b^2*q^2*r*x^2-299*b^2*q^2*x^3-64*b^2*q*r ^3*x-700*b^2*q*r^2*x^2+1584*b^2*q*r*x^3+100*b^2*r^3*x^2+880*b^2*r^2*x^3-144*b*c ^6-256*b*c^5*g-704*b*c^5*p-112*b*c^5*q-416*b*c^5*r+3000*b*c^5*x-168*b*c^4*g^2-\ 1120*b*c^4*g*p-160*b*c^4*g*q-680*b*c^4*g*r+4600*b*c^4*g*x-1192*b*c^4*p^2-528*b* c^4*p*q-1192*b*c^4*p*r+10868*b*c^4*p*x-20*b*c^4*q^2-304*b*c^4*q*r+2784*b*c^4*q* x-180*b*c^4*r^2+9272*b*c^4*r*x-464*b*c^4*x^2-48*b*c^3*g^3-652*b*c^3*g^2*p-76*b* c^3*g^2*q-408*b*c^3*g^2*r+2630*b*c^3*g^2*x-1608*b*c^3*g*p^2-660*b*c^3*g*p*q-\ 1640*b*c^3*g*p*r+13980*b*c^3*g*p*x-20*b*c^3*g*q^2-396*b*c^3*g*q*r+3332*b*c^3*g* q*x-244*b*c^3*g*r^2+12330*b*c^3*g*r*x+674*b*c^3*g*x^2-922*b*c^3*p^3-836*b*c^3*p ^2*q-1258*b*c^3*p^2*r+12914*b*c^3*p^2*x-90*b*c^3*p*q^2-784*b*c^3*p*q*r+9456*b*c ^3*p*q*x-372*b*c^3*p*r^2+18578*b*c^3*p*r*x-6666*b*c^3*p*x^2-50*b*c^3*q^2*r+716* b*c^3*q^2*x-88*b*c^3*q*r^2+8586*b*c^3*q*r*x+592*b*c^3*q*x^2+3552*b*c^3*r^2*x-\ 23832*b*c^3*r*x^2-9912*b*c^3*x^3-5*b*c^2*g^4-164*b*c^2*g^3*p-12*b*c^2*g^3*q-106 *b*c^2*g^3*r+704*b*c^2*g^3*x-768*b*c^2*g^2*p^2-270*b*c^2*g^2*p*q-794*b*c^2*g^2* p*r+6303*b*c^2*g^2*p*x-5*b*c^2*g^2*q^2-170*b*c^2*g^2*q*r+1410*b*c^2*g^2*q*x-107 *b*c^2*g^2*r^2+5837*b*c^2*g^2*r*x+939*b*c^2*g^2*x^2-969*b*c^2*g*p^3-850*b*c^2*g *p^2*q-1349*b*c^2*g*p^2*r+12973*b*c^2*g*p^2*x-75*b*c^2*g*p*q^2-828*b*c^2*g*p*q* r+8950*b*c^2*g*p*q*x-412*b*c^2*g*p*r^2+19105*b*c^2*g*p*r*x-4725*b*c^2*g*p*x^2-\ 45*b*c^2*g*q^2*r+622*b*c^2*g*q^2*x-94*b*c^2*g*q*r^2+8499*b*c^2*g*q*r*x+1686*b*c ^2*g*q*x^2-4*b*c^2*g*r^3+3587*b*c^2*g*r^2*x-24132*b*c^2*g*r*x^2-11248*b*c^2*g*x ^3-344*b*c^2*p^4-576*b*c^2*p^3*q-602*b*c^2*p^3*r+6617*b*c^2*p^3*x-130*b*c^2*p^2 *q^2-708*b*c^2*p^2*q*r+9674*b*c^2*p^2*q*x-270*b*c^2*p^2*r^2+12738*b*c^2*p^2*r*x -8111*b*c^2*p^2*x^2-110*b*c^2*p*q^2*r+2269*b*c^2*p*q^2*x-144*b*c^2*p*q*r^2+ 14031*b*c^2*p*q*r*x-4956*b*c^2*p*q*x^2-12*b*c^2*p*r^3+4806*b*c^2*p*r^2*x-32487* b*c^2*p*r*x^2-9878*b*c^2*p*x^3+40*b*c^2*q^3*x-5*b*c^2*q^2*r^2+2466*b*c^2*q^2*r* x+751*b*c^2*q^2*x^2+16*b*c^2*q*r^3+1937*b*c^2*q*r^2*x-22141*b*c^2*q*r*x^2-8762* b*c^2*q*x^3-136*b*c^2*r^3*x-10060*b*c^2*r^2*x^2+6872*b*c^2*r*x^3-15*b*c*g^4*p-\ 10*b*c*g^4*r+94*b*c*g^4*x-151*b*c*g^3*p^2-36*b*c*g^3*p*q-156*b*c*g^3*p*r+1151*b *c*g^3*p*x-24*b*c*g^3*q*r+266*b*c*g^3*q*x-15*b*c*g^3*r^2+1147*b*c*g^3*r*x+269*b *c*g^3*x^2-326*b*c*g^2*p^3-266*b*c*g^2*p^2*q-462*b*c*g^2*p^2*r+4118*b*c*g^2*p^2 *x-15*b*c*g^2*p*q^2-266*b*c*g^2*p*q*r+2593*b*c*g^2*p*q*x-143*b*c*g^2*p*r^2+6226 *b*c*g^2*p*r*x-774*b*c*g^2*p*x^2-10*b*c*g^2*q^2*r+198*b*c*g^2*q^2*x-24*b*c*g^2* q*r^2+2625*b*c*g^2*q*r*x+797*b*c*g^2*q*x^2-2*b*c*g^2*r^3+1071*b*c*g^2*r^2*x-\ 7965*b*c*g^2*r*x^2-4100*b*c*g^2*x^3-245*b*c*g*p^4-416*b*c*g*p^3*q-435*b*c*g*p^3 *r+4569*b*c*g*p^3*x-80*b*c*g*p^2*q^2-534*b*c*g*p^2*q*r+6491*b*c*g*p^2*q*x-200*b *c*g*p^2*r^2+8970*b*c*g*p^2*r*x-4838*b*c*g*p^2*x^2-75*b*c*g*p*q^2*r+1310*b*c*g* p*q^2*x-124*b*c*g*p*q*r^2+9799*b*c*g*p*q*r*x-1701*b*c*g*p*q*x^2-10*b*c*g*p*r^3+ 3508*b*c*g*p*r^2*x-22120*b*c*g*p*r*x^2-7724*b*c*g*p*x^3+28*b*c*g*q^3*x-5*b*c*g* q^2*r^2+1527*b*c*g*q^2*r*x+617*b*c*g*q^2*x^2+6*b*c*g*q*r^3+1335*b*c*g*q*r^2*x-\ 14897*b*c*g*q*r*x^2-6668*b*c*g*q*x^3-36*b*c*g*r^3*x-6744*b*c*g*r^2*x^2+4700*b*c *g*r*x^3-57*b*c*p^5-174*b*c*p^4*q-129*b*c*p^4*r+1473*b*c*p^4*x-75*b*c*p^3*q^2-\ 264*b*c*p^3*q*r+3740*b*c*p^3*q*x-87*b*c*p^3*r^2+3476*b*c*p^3*r*x-3221*b*c*p^3*x ^2-75*b*c*p^2*q^2*r+1893*b*c*p^2*q^2*x-74*b*c*p^2*q*r^2+6985*b*c*p^2*q*r*x-4775 *b*c*p^2*q*x^2-15*b*c*p^2*r^3+1898*b*c*p^2*r^2*x-13587*b*c*p^2*r*x^2-2786*b*c*p ^2*x^3+124*b*c*p*q^3*x+2977*b*c*p*q^2*r*x-993*b*c*p*q^2*x^2+16*b*c*p*q*r^3+2090 *b*c*p*q*r^2*x-20784*b*c*p*q*r*x^2-6306*b*c*p*q*x^3-4*b*c*p*r^3*x-7686*b*c*p*r^ 2*x^2+5976*b*c*p*r*x^3+226*b*c*q^3*r*x+183*b*c*q^3*x^2+5*b*c*q^2*r^3+102*b*c*q^ 2*r^2*x-6263*b*c*q^2*r*x^2-1904*b*c*q^2*x^3-232*b*c*q*r^3*x-5066*b*c*q*r^2*x^2+ 6180*b*c*q*r*x^3+200*b*c*r^3*x^2+4000*b*c*r^2*x^3+6*b*g^5*x-10*b*g^4*p^2-10*b*g ^4*p*r+68*b*g^4*p*x+23*b*g^4*q*x+76*b*g^4*r*x+13*b*g^4*x^2-35*b*g^3*p^3-24*b*g^ 3*p^2*q-50*b*g^3*p^2*r+407*b*g^3*p^2*x-24*b*g^3*p*q*r+220*b*g^3*p*q*x-15*b*g^3* p*r^2+635*b*g^3*p*r*x+8*b*g^3*p*x^2+30*b*g^3*q^2*x+248*b*g^3*q*r*x+75*b*g^3*q*x ^2+88*b*g^3*r^2*x-855*b*g^3*r*x^2-469*b*g^3*x^3-42*b*g^2*p^4-72*b*g^2*p^3*q-76* b*g^2*p^3*r+757*b*g^2*p^3*x-10*b*g^2*p^2*q^2-96*b*g^2*p^2*q*r+1021*b*g^2*p^2*q* x-36*b*g^2*p^2*r^2+1512*b*g^2*p^2*r*x-668*b*g^2*p^2*x^2-10*b*g^2*p*q^2*r+162*b* g^2*p*q^2*x-24*b*g^2*p*q*r^2+1613*b*g^2*p*q*r*x+52*b*g^2*p*q*x^2-2*b*g^2*p*r^3+ 602*b*g^2*p*r^2*x-3620*b*g^2*p*r*x^2-1453*b*g^2*p*x^3+11*b*g^2*q^3*x+205*b*g^2* q^2*r*x+61*b*g^2*q^2*x^2+183*b*g^2*q*r^2*x-2438*b*g^2*q*r*x^2-1204*b*g^2*q*x^3+ 4*b*g^2*r^3*x-1022*b*g^2*r^2*x^2+830*b*g^2*r*x^3-20*b*g*p^5-66*b*g*p^4*q-46*b*g *p^4*r+516*b*g*p^4*x-25*b*g*p^3*q^2-102*b*g*p^3*q*r+1322*b*g*p^3*q*x-32*b*g*p^3 *r^2+1228*b*g*p^3*r*x-1076*b*g*p^3*x^2-30*b*g*p^2*q^2*r+602*b*g*p^2*q^2*x-30*b* g*p^2*q*r^2+2564*b*g*p^2*q*r*x-1260*b*g*p^2*q*x^2-6*b*g*p^2*r^3+682*b*g*p^2*r^2 *x-4752*b*g*p^2*r*x^2-1123*b*g*p^2*x^3+25*b*g*p*q^3*x-5*b*g*p*q^2*r^2+1038*b*g* p*q^2*r*x-76*b*g*p*q^2*x^2+6*b*g*p*q*r^3+861*b*g*p*q*r^2*x-7072*b*g*p*q*r*x^2-\ 2585*b*g*p*q*x^3+4*b*g*p*r^3*x-2772*b*g*p*r^2*x^2+1962*b*g*p*r*x^3+48*b*g*q^3*r *x+11*b*g*q^3*x^2+21*b*g*q^2*r^2*x-2129*b*g*q^2*r*x^2-686*b*g*q^2*x^3-48*b*g*q* r^3*x-1686*b*g*q*r^2*x^2+2160*b*g*q*r*x^3+40*b*g*r^3*x^2+1360*b*g*r^2*x^3-3*b*p ^6-18*b*p^5*q-9*b*p^5*r+111*b*p^5*x-15*b*p^4*q^2-36*b*p^4*q*r+471*b*p^4*q*x-9*b *p^4*r^2+312*b*p^4*r*x-397*b*p^4*x^2-15*b*p^3*q^2*r+435*b*p^3*q^2*x-18*b*p^3*q* r^2+1062*b*p^3*q*r*x-1030*b*p^3*q*x^2-3*b*p^3*r^3+249*b*p^3*r^2*x-1682*b*p^3*r* x^2-179*b*p^3*x^3+75*b*p^2*q^3*x+5*b*p^2*q^2*r^2+787*b*p^2*q^2*r*x-657*b*p^2*q^ 2*x^2+445*b*p^2*q*r^2*x-4604*b*p^2*q*r*x^2-985*b*p^2*q*x^3+48*b*p^2*r^3*x-1218* b*p^2*r^2*x^2+1306*b*p^2*r*x^3+176*b*p*q^3*r*x-18*b*p*q^3*x^2+5*b*p*q^2*r^3+124 *b*p*q^2*r^2*x-3053*b*p*q^2*r*x^2-823*b*p*q^2*x^3-104*b*p*q*r^3*x-2344*b*p*q*r^ 2*x^2+2352*b*p*q*r*x^3+30*b*p*r^3*x^2+1380*b*p*r^2*x^3+6*b*q^4*x^2-29*b*q^3*r^2 *x-483*b*q^3*r*x^2-17*b*q^3*x^3-40*b*q^2*r^3*x-394*b*q^2*r^2*x^2+1278*b*q^2*r*x ^3+130*b*q*r^3*x^2+1140*b*q*r^2*x^3-80*c^7-176*c^6*g-400*c^6*p-96*c^6*q-240*c^6 *r+1504*c^6*x-152*c^5*g^2-800*c^5*g*p-176*c^5*g*q-488*c^5*g*r+2880*c^5*g*x-704* c^5*p^2-472*c^5*p*q-728*c^5*p*r+6052*c^5*p*x-36*c^5*q^2-280*c^5*q*r+1996*c^5*q* x-124*c^5*r^2+5256*c^5*r*x-648*c^5*x^2-64*c^4*g^3-624*c^4*g^2*p-120*c^4*g^2*q-\ 388*c^4*g^2*r+2160*c^4*g^2*x-1224*c^4*g*p^2-776*c^4*g*p*q-1272*c^4*g*p*r+10008* c^4*g*p*x-52*c^4*g*q^2-472*c^4*g*q*r+3180*c^4*g*q*x-208*c^4*g*r^2+8936*c^4*g*r* x-588*c^4*g*x^2-578*c^4*p^3-808*c^4*p^2*q-826*c^4*p^2*r+8314*c^4*p^2*x-170*c^4* p*q^2-816*c^4*p*q*r+7528*c^4*p*q*x-276*c^4*p*r^2+12154*c^4*p*r*x-4962*c^4*p*x^2 -4*c^4*q^3-98*c^4*q^2*r+886*c^4*q^2*x-128*c^4*q*r^2+6710*c^4*q*r*x-690*c^4*q*x^ 2-8*c^4*r^3+2620*c^4*r^2*x-14088*c^4*r*x^2-4512*c^4*x^3-13*c^3*g^4-236*c^3*g^3* p-36*c^3*g^3*q-150*c^3*g^3*r+808*c^3*g^3*x-812*c^3*g^2*p^2-470*c^3*g^2*p*q-846* c^3*g^2*p*r+6241*c^3*g^2*p*x-25*c^3*g^2*q^2-294*c^3*g^2*q*r+1907*c^3*g^2*q*x-\ 127*c^3*g^2*r^2+5794*c^3*g^2*r*x-42*c^3*g^2*x^2-817*c^3*g*p^3-1130*c^3*g*p^2*q-\ 1165*c^3*g*p^2*r+11327*c^3*g*p^2*x-215*c^3*g*p*q^2-1160*c^3*g*p*q*r+10002*c^3*g *p*q*x-380*c^3*g*p*r^2+16879*c^3*g*p*r*x-5741*c^3*g*p*x^2-4*c^3*g*q^3-129*c^3*g *q^2*r+1113*c^3*g*q^2*x-178*c^3*g*q*r^2+9161*c^3*g*q*r*x-283*c^3*g*q*x^2-8*c^3* g*r^3+3574*c^3*g*r^2*x-19200*c^3*g*r*x^2-6704*c^3*g*x^3-236*c^3*p^4-638*c^3*p^3 *q-434*c^3*p^3*r+5210*c^3*p^3*x-270*c^3*p^2*q^2-886*c^3*p^2*q*r+9222*c^3*p^2*q* x-218*c^3*p^2*r^2+10190*c^3*p^2*r*x-7005*c^3*p^2*x^2-18*c^3*p*q^3-254*c^3*p*q^2 *r+3114*c^3*p*q^2*x-276*c^3*p*q*r^2+13432*c^3*p*q*r*x-5868*c^3*p*q*x^2-20*c^3*p *r^3+4237*c^3*p*r^2*x-24416*c^3*p*r*x^2-5652*c^3*p*x^3-10*c^3*q^3*r+146*c^3*q^3 *x-29*c^3*q^2*r^2+3016*c^3*q^2*r*x-195*c^3*q^2*x^2-4*c^3*q*r^3+2473*c^3*q*r^2*x -18196*c^3*q*r*x^2-5652*c^3*q*x^3+56*c^3*r^3*x-7920*c^3*r^2*x^2+4704*c^3*r*x^3- c^2*g^5-43*c^2*g^4*p-4*c^2*g^4*q-28*c^2*g^4*r+162*c^2*g^4*x-254*c^2*g^3*p^2-124 *c^2*g^3*p*q-264*c^2*g^3*p*r+1801*c^2*g^3*p*x-4*c^2*g^3*q^2-80*c^2*g^3*q*r+540* c^2*g^3*q*x-33*c^2*g^3*r^2+1768*c^2*g^3*r*x+63*c^2*g^3*x^2-416*c^2*g^2*p^3-563* c^2*g^2*p^2*q-592*c^2*g^2*p^2*r+5507*c^2*g^2*p^2*x-89*c^2*g^2*p*q^2-584*c^2*g^2 *p*q*r+4677*c^2*g^2*p*q*x-187*c^2*g^2*p*r^2+8385*c^2*g^2*p*r*x-2258*c^2*g^2*p*x ^2-c^2*g^2*q^3-56*c^2*g^2*q^2*r+507*c^2*g^2*q^2*x-81*c^2*g^2*q*r^2+4455*c^2*g^2 *q*r*x+155*c^2*g^2*q*x^2-2*c^2*g^2*r^3+1676*c^2*g^2*r^2*x-9570*c^2*g^2*r*x^2-\ 3632*c^2*g^2*x^3-243*c^2*g*p^4-699*c^2*g*p^3*q-439*c^2*g*p^3*r+5406*c^2*g*p^3*x -278*c^2*g*p^2*q^2-985*c^2*g*p^2*q*r+9593*c^2*g*p^2*q*x-210*c^2*g*p^2*r^2+10723 *c^2*g*p^2*r*x-6775*c^2*g*p^2*x^2-15*c^2*g*p*q^3-271*c^2*g*p*q^2*r+3028*c^2*g*p *q^2*x-312*c^2*g*p*q*r^2+14272*c^2*g*p*q*r*x-4728*c^2*g*p*q*x^2-14*c^2*g*p*r^3+ 4469*c^2*g*p*r^2*x-25171*c^2*g*p*r*x^2-6450*c^2*g*p*x^3-9*c^2*g*q^3*r+137*c^2*g *q^3*x-31*c^2*g*q^2*r^2+3037*c^2*g*q^2*r*x+7*c^2*g*q^2*x^2-6*c^2*g*q*r^3+2587*c ^2*g*q*r^2*x-18719*c^2*g*q*r*x^2-6450*c^2*g*q*x^3+44*c^2*g*r^3*x-8160*c^2*g*r^2 *x^2+4800*c^2*g*r*x^3-45*c^2*p^5-248*c^2*p^4*q-105*c^2*p^4*r+1572*c^2*p^4*x-187 *c^2*p^3*q^2-446*c^2*p^3*q*r+4839*c^2*p^3*q*x-75*c^2*p^3*r^2+3765*c^2*p^3*r*x-\ 3810*c^2*p^3*x^2-26*c^2*p^2*q^3-231*c^2*p^2*q^2*r+3282*c^2*p^2*q^2*x-214*c^2*p^ 2*q*r^2+9325*c^2*p^2*q*r*x-6615*c^2*p^2*q*x^2-15*c^2*p^2*r^3+2266*c^2*p^2*r^2*x -14523*c^2*p^2*r*x^2-2154*c^2*p^2*x^3-22*c^2*p*q^3*r+477*c^2*p*q^3*x-48*c^2*p*q ^2*r^2+4881*c^2*p*q^2*r*x-2430*c^2*p*q^2*x^2-16*c^2*p*q*r^3+3514*c^2*p*q*r^2*x-\ 24282*c^2*p*q*r*x^2-5604*c^2*p*q*x^3+172*c^2*p*r^3*x-8346*c^2*p*r^2*x^2+6260*c^ 2*p*r*x^3+6*c^2*q^4*x-c^2*q^3*r^2+565*c^2*q^3*r*x+3*c^2*q^3*x^2+5*c^2*q^2*r^3+ 620*c^2*q^2*r^2*x-8211*c^2*q^2*r*x^2-2154*c^2*q^2*x^3-48*c^2*q*r^3*x-6714*c^2*q *r^2*x^2+6260*c^2*q*r*x^3+4160*c^2*r^2*x^3-3*c*g^5*p-2*c*g^5*r+18*c*g^5*x-37*c* g^4*p^2-12*c*g^4*p*q-38*c*g^4*p*r+233*c*g^4*p*x-8*c*g^4*q*r+76*c*g^4*q*x-3*c*g^ 4*r^2+248*c*g^4*r*x+3*c*g^4*x^2-90*c*g^3*p^3-116*c*g^3*p^2*q-128*c*g^3*p^2*r+ 1119*c*g^3*p^2*x-12*c*g^3*p*q^2-120*c*g^3*p*q*r+889*c*g^3*p*q*x-39*c*g^3*p*r^2+ 1744*c*g^3*p*r*x-350*c*g^3*p*x^2-8*c*g^3*q^2*r+106*c*g^3*q^2*x-12*c*g^3*q*r^2+ 900*c*g^3*q*r*x+62*c*g^3*q*x^2+304*c*g^3*r^2*x-2070*c*g^3*r*x^2-836*c*g^3*x^3-\ 79*c*g^2*p^4-247*c*g^2*p^3*q-140*c*g^2*p^3*r+1790*c*g^2*p^3*x-88*c*g^2*p^2*q^2-\ 352*c*g^2*p^2*q*r+3166*c*g^2*p^2*q*x-63*c*g^2*p^2*r^2+3601*c*g^2*p^2*r*x-2094*c *g^2*p^2*x^2-3*c*g^2*p*q^3-88*c*g^2*p*q^2*r+906*c*g^2*p*q^2*x-111*c*g^2*p*q*r^2 +4826*c*g^2*p*q*r*x-1020*c*g^2*p*q*x^2-2*c*g^2*p*r^3+1490*c*g^2*p*r^2*x-8316*c* g^2*p*r*x^2-2360*c*g^2*p*x^3-2*c*g^2*q^3*r+49*c*g^2*q^3*x-8*c*g^2*q^2*r^2+951*c *g^2*q^2*r*x+15*c*g^2*q^2*x^2-2*c*g^2*q*r^3+810*c*g^2*q*r^2*x-6228*c*g^2*q*r*x^ 2-2360*c*g^2*q*x^3+8*c*g^2*r^3*x-2580*c*g^2*r^2*x^2+1688*c*g^2*r*x^3-26*c*g*p^5 -186*c*g*p^4*q-58*c*g*p^4*r+1072*c*g*p^4*x-137*c*g*p^3*q^2-337*c*g*p^3*q*r+3467 *c*g*p^3*q*x-38*c*g*p^3*r^2+2563*c*g*p^3*r*x-2641*c*g*p^3*x^2-16*c*g*p^2*q^3-\ 176*c*g*p^2*q^2*r+2264*c*g*p^2*q^2*x-163*c*g*p^2*q*r^2+6806*c*g*p^2*q*r*x-4086* c*g*p^2*q*x^2-6*c*g*p^2*r^3+1501*c*g*p^2*r^2*x-10159*c*g*p^2*r*x^2-1658*c*g*p^2 *x^3-15*c*g*p*q^3*r+282*c*g*p*q^3*x-41*c*g*p*q^2*r^2+3490*c*g*p*q^2*r*x-1212*c* g*p*q^2*x^2-12*c*g*p*q*r^3+2646*c*g*p*q*r^2*x-16920*c*g*p*q*r*x^2-4532*c*g*p*q* x^3+76*c*g*p*r^3*x-5916*c*g*p*r^2*x^2+4244*c*g*p*r*x^3+5*c*g*q^4*x-c*g*q^3*r^2+ 353*c*g*q^3*r*x-11*c*g*q^3*x^2+2*c*g*q^2*r^3+435*c*g*q^2*r^2*x-5651*c*g*q^2*r*x ^2-1658*c*g*q^2*x^3-4*c*g*q*r^3*x-4704*c*g*q*r^2*x^2+4244*c*g*q*r*x^3+2880*c*g* r^2*x^3-3*c*p^6-45*c*p^5*q-9*c*p^5*r+210*c*p^5*x-57*c*p^4*q^2-105*c*p^4*q*r+ 1111*c*p^4*q*x-9*c*p^4*r^2+594*c*p^4*r*x-858*c*p^4*x^2-15*c*p^3*q^3-87*c*p^3*q^ 2*r+1293*c*p^3*q^2*x-75*c*p^3*q*r^2+2646*c*p^3*q*r*x-2490*c*p^3*q*x^2-3*c*p^3*r ^3+492*c*p^3*r^2*x-3385*c*p^3*r*x^2-198*c*p^3*x^3-15*c*p^2*q^3*r+411*c*p^2*q^3* x-25*c*p^2*q^2*r^2+2428*c*p^2*q^2*r*x-2025*c*p^2*q^2*x^2-15*c*p^2*q*r^3+1501*c* p^2*q*r^2*x-10087*c*p^2*q*r*x^2-1566*c*p^2*q*x^3+108*c*p^2*r^3*x-2530*c*p^2*r^2 *x^2+2624*c*p^2*r*x^3+19*c*p*q^4*x+668*c*p*q^3*r*x-390*c*p*q^3*x^2+5*c*p*q^2*r^ 3+703*c*p*q^2*r^2*x-7571*c*p*q^2*r*x^2-1566*c*p*q^2*x^3+52*c*p*q*r^3*x-5400*c*p *q*r^2*x^2+4944*c*p*q*r*x^3-100*c*p*r^3*x^2+2620*c*p*r^2*x^3+38*c*q^4*r*x+3*c*q ^4*x^2+c*q^3*r^3+10*c*q^3*r^2*x-1481*c*q^3*r*x^2-198*c*q^3*x^3-72*c*q^2*r^3*x-\ 1550*c*q^2*r^2*x^2+2624*c*q^2*r*x^3+100*c*q*r^3*x^2+2620*c*q*r^2*x^3+g^6*x-2*g^ 5*p^2-2*g^5*p*r+10*g^5*p*x+5*g^5*q*x+12*g^5*r*x-3*g^5*x^2-7*g^4*p^3-8*g^4*p^2*q -10*g^4*p^2*r+79*g^4*p^2*x-8*g^4*p*q*r+55*g^4*p*q*x-3*g^4*p*r^2+126*g^4*p*r*x-\ 18*g^4*p*x^2+10*g^4*q^2*x+62*g^4*q*r*x+16*g^4*r^2*x-162*g^4*r*x^2-66*g^4*x^3-8* g^3*p^4-28*g^3*p^3*q-14*g^3*p^3*r+188*g^3*p^3*x-8*g^3*p^2*q^2-40*g^3*p^2*q*r+ 326*g^3*p^2*q*x-6*g^3*p^2*r^2+382*g^3*p^2*r*x-210*g^3*p^2*x^2-8*g^3*p*q^2*r+80* g^3*p*q^2*x-12*g^3*p*q*r^2+512*g^3*p*q*r*x-36*g^3*p*q*x^2+154*g^3*p*r^2*x-876*g ^3*p*r*x^2-273*g^3*p*x^3+8*g^3*q^3*x+90*g^3*q^2*r*x-12*g^3*q^2*x^2+70*g^3*q*r^2 *x-672*g^3*q*r*x^2-273*g^3*q*x^3-240*g^3*r^2*x^2+208*g^3*r*x^3-3*g^2*p^5-34*g^2 *p^4*q-6*g^2*p^4*r+174*g^2*p^4*x-24*g^2*p^3*q^2-62*g^2*p^3*q*r+598*g^2*p^3*q*x-\ 3*g^2*p^3*r^2+413*g^2*p^3*r*x-452*g^2*p^3*x^2-2*g^2*p^2*q^3-32*g^2*p^2*q^2*r+ 368*g^2*p^2*q^2*x-30*g^2*p^2*q*r^2+1198*g^2*p^2*q*r*x-570*g^2*p^2*q*x^2+232*g^2 *p^2*r^2*x-1710*g^2*p^2*r*x^2-299*g^2*p^2*x^3-2*g^2*p*q^3*r+36*g^2*p*q^3*x-8*g^ 2*p*q^2*r^2+590*g^2*p*q^2*r*x-108*g^2*p*q^2*x^2-2*g^2*p*q*r^3+476*g^2*p*q*r^2*x -2820*g^2*p*q*r*x^2-882*g^2*p*q*x^3+4*g^2*p*r^3*x-984*g^2*p*r^2*x^2+716*g^2*p*r *x^3+2*g^2*q^4*x+47*g^2*q^3*r*x-19*g^2*q^3*x^2+60*g^2*q^2*r^2*x-942*g^2*q^2*r*x ^2-299*g^2*q^2*x^3+4*g^2*q*r^3*x-756*g^2*q*r^2*x^2+716*g^2*q*r*x^3+460*g^2*r^2* x^3-17*g*p^5*q+65*g*p^5*x-22*g*p^4*q^2-40*g*p^4*q*r+405*g*p^4*q*x+176*g*p^4*r*x -314*g*p^4*x^2-5*g*p^3*q^3-34*g*p^3*q^2*r+470*g*p^3*q^2*x-29*g*p^3*q*r^2+974*g* p^3*q*r*x-836*g*p^3*q*x^2+135*g*p^3*r^2*x-1177*g*p^3*r*x^2-65*g*p^3*x^3-6*g*p^2 *q^3*r+134*g*p^2*q^3*x-10*g*p^2*q^2*r^2+912*g*p^2*q^2*r*x-600*g*p^2*q^2*x^2-6*g *p^2*q*r^3+560*g*p^2*q*r^2*x-3616*g*p^2*q*r*x^2-677*g*p^2*q*x^3+24*g*p^2*r^3*x-\ 852*g*p^2*r^2*x^2+936*g*p^2*r*x^3+4*g*p*q^4*x-g*p*q^3*r^2+238*g*p*q^3*r*x-88*g* p*q^3*x^2+2*g*p*q^2*r^3+292*g*p*q^2*r^2*x-2660*g*p*q^2*r*x^2-677*g*p*q^2*x^3+20 *g*p*q*r^3*x-2040*g*p*q*r^2*x^2+1624*g*p*q*r*x^3-20*g*p*r^3*x^2+930*g*p*r^2*x^3 +8*g*q^4*r*x-10*g*q^4*x^2+g*q^3*r^2*x-509*g*q^3*r*x^2-65*g*q^3*x^3-16*g*q^2*r^3 *x-528*g*q^2*r^2*x^2+936*g*q^2*r*x^3+20*g*q*r^3*x^2+930*g*q*r^2*x^3-3*p^6*q+9*p ^6*x-6*p^5*q^2-9*p^5*q*r+90*p^5*q*x+30*p^5*r*x-63*p^5*x^2-3*p^4*q^3-12*p^4*q^2* r+165*p^4*q^2*x-9*p^4*q*r^2+261*p^4*q*r*x-291*p^4*q*x^2+33*p^4*r^2*x-251*p^4*r* x^2+15*p^4*x^3-3*p^3*q^3*r+96*p^3*q^3*x-6*p^3*q^2*r^2+375*p^3*q^2*r*x-408*p^3*q ^2*x^2-3*p^3*q*r^3+219*p^3*q*r^2*x-1265*p^3*q*r*x^2-102*p^3*q*x^3+12*p^3*r^3*x-\ 230*p^3*r^2*x^2+320*p^3*r*x^3+12*p^2*q^4*x+p^2*q^3*r^2+173*p^2*q^3*r*x-195*p^2* q^3*x^2+160*p^2*q^2*r^2*x-1656*p^2*q^2*r*x^2-234*p^2*q^2*x^3+48*p^2*q*r^3*x-932 *p^2*q*r^2*x^2+988*p^2*q*r*x^3-40*p^2*r^3*x^2+350*p^2*r^2*x^3+29*p*q^4*r*x-15*p *q^4*x^2+p*q^3*r^3+21*p*q^3*r^2*x-721*p*q^3*r*x^2-102*p*q^3*x^3-32*p*q^2*r^3*x-\ 748*p*q^2*r^2*x^2+988*p*q^2*r*x^3+940*p*q*r^2*x^3-5*q^4*r^2*x-79*q^4*r*x^2+15*q ^4*x^3-8*q^3*r^3*x-70*q^3*r^2*x^2+320*q^3*r*x^3+40*q^2*r^3*x^2+350*q^2*r^2*x^3-\ 16*a^6-64*a^5*b-176*a^5*c-56*a^5*g-88*a^5*p-48*a^5*q-56*a^5*r+64*a^5*x-40*a^4*b ^2-400*a^4*b*c-116*a^4*b*g-388*a^4*b*p-52*a^4*b*q-288*a^4*b*r-236*a^4*b*x-680*a ^4*c^2-412*a^4*c*g-976*a^4*c*p-292*a^4*c*q-712*a^4*c*r-112*a^4*c*x-60*a^4*g^2-\ 310*a^4*g*p-84*a^4*g*q-220*a^4*g*r-50*a^4*g*x-180*a^4*p^2-308*a^4*p*q-208*a^4*p *r+596*a^4*p*x-16*a^4*q^2-240*a^4*q*r-188*a^4*q*x-48*a^4*r^2+744*a^4*r*x+604*a^ 4*x^2+8*a^3*b^3-136*a^3*b^2*c-16*a^3*b^2*g-316*a^3*b^2*p+16*a^3*b^2*q-292*a^3*b ^2*r-744*a^3*b^2*x-936*a^3*b*c^2-488*a^3*b*c*g-2252*a^3*b*c*p-176*a^3*b*c*q-\ 1832*a^3*b*c*r-2032*a^3*b*c*x-50*a^3*b*g^2-728*a^3*b*g*p-16*a^3*b*g*q-614*a^3*b *g*r-970*a^3*b*g*x-728*a^3*b*p^2-438*a^3*b*p*q-886*a^3*b*p*r+888*a^3*b*p*x+10*a ^3*b*q^2-418*a^3*b*q*r-926*a^3*b*q*x-204*a^3*b*r^2+2292*a^3*b*r*x+3136*a^3*b*x^ 2-1272*a^3*c^3-1104*a^3*c^2*g-3340*a^3*c^2*p-672*a^3*c^2*q-2580*a^3*c^2*r-996*a ^3*c^2*x-290*a^3*c*g^2-2160*a^3*c*g*p-352*a^3*c*g*q-1706*a^3*c*g*r-1218*a^3*c*g *x-1722*a^3*c*p^2-1670*a^3*c*p*q-2090*a^3*c*p*r+3186*a^3*c*p*x-54*a^3*c*q^2-\ 1378*a^3*c*q*r-1174*a^3*c*q*x-480*a^3*c*r^2+5768*a^3*c*r*x+5476*a^3*c*x^2-22*a^ 3*g^3-337*a^3*g^2*p-34*a^3*g^2*q-270*a^3*g^2*r-281*a^3*g^2*x-545*a^3*g*p^2-554* a^3*g*p*q-638*a^3*g*p*r+1073*a^3*g*p*x-4*a^3*g*q^2-482*a^3*g*q*r-658*a^3*g*q*x-\ 134*a^3*g*r^2+1960*a^3*g*r*x+2006*a^3*g*x^2-182*a^3*p^3-588*a^3*p^2*q-298*a^3*p ^2*r+1256*a^3*p^2*x-140*a^3*p*q^2-742*a^3*p*q*r+624*a^3*p*q*x-132*a^3*p*r^2+ 2264*a^3*p*r*x+848*a^3*p*x^2+2*a^3*q^3-136*a^3*q^2*r-238*a^3*q^2*x-180*a^3*q*r^ 2+1754*a^3*q*r*x+2084*a^3*q*x^2-12*a^3*r^3+672*a^3*r^2*x-1266*a^3*r*x^2-816*a^3 *x^3+24*a^2*b^3*c+12*a^2*b^3*g-36*a^2*b^3*p-80*a^2*b^3*r-572*a^2*b^3*x-168*a^2* b^2*c^2-12*a^2*b^2*c*g-1056*a^2*b^2*c*p+48*a^2*b^2*c*q-1116*a^2*b^2*c*r-3056*a^ 2*b^2*c*x+18*a^2*b^2*g^2-294*a^2*b^2*g*p+24*a^2*b^2*g*q-370*a^2*b^2*g*r-1330*a^ 2*b^2*g*x-528*a^2*b^2*p^2-72*a^2*b^2*p*q-676*a^2*b^2*p*r+2*a^2*b^2*p*x-160*a^2* b^2*q*r-1122*a^2*b^2*q*x-130*a^2*b^2*r^2+2152*a^2*b^2*r*x+4344*a^2*b^2*x^2-1048 *a^2*b*c^3-732*a^2*b*c^2*g-4536*a^2*b*c^2*p-216*a^2*b*c^2*q-4008*a^2*b*c^2*r-\ 4688*a^2*b*c^2*x-106*a^2*b*c*g^2-2826*a^2*b*c*g*p-2682*a^2*b*c*g*r-4528*a^2*b*c *g*x-3374*a^2*b*c*p^2-1458*a^2*b*c*p*q-4238*a^2*b*c*p*r+3504*a^2*b*c*p*x+30*a^2 *b*c*q^2-1574*a^2*b*c*q*r-3998*a^2*b*c*q*x-932*a^2*b*c*r^2+11716*a^2*b*c*r*x+ 16200*a^2*b*c*x^2+6*a^2*b*g^3-404*a^2*b*g^2*p+29*a^2*b*g^2*q-425*a^2*b*g^2*r-\ 968*a^2*b*g^2*x-1147*a^2*b*g*p^2-411*a^2*b*g*p*q-1455*a^2*b*g*p*r+667*a^2*b*g*p *x+15*a^2*b*g*q^2-537*a^2*b*g*q*r-1797*a^2*b*g*q*x-315*a^2*b*g*r^2+3939*a^2*b*g *r*x+6192*a^2*b*g*x^2-601*a^2*b*p^3-740*a^2*b*p^2*q-979*a^2*b*p^2*r+2375*a^2*b* p^2*x-45*a^2*b*p*q^2-970*a^2*b*p*q*r+183*a^2*b*p*q*x-414*a^2*b*p*r^2+5520*a^2*b *p*r*x+4366*a^2*b*p*x^2-100*a^2*b*q^2*r-698*a^2*b*q^2*x-193*a^2*b*q*r^2+3253*a^ 2*b*q*r*x+5534*a^2*b*q*x^2-30*a^2*b*r^3+1690*a^2*b*r^2*x-2790*a^2*b*r*x^2-2712* a^2*b*x^3-1256*a^2*c^4-1388*a^2*c^3*g-5080*a^2*c^3*p-744*a^2*c^3*q-4108*a^2*c^3 *r-1720*a^2*c^3*x-492*a^2*c^2*g^2-4914*a^2*c^2*g*p-528*a^2*c^2*g*q-4168*a^2*c^2 *g*r-3300*a^2*c^2*g*x-4614*a^2*c^2*p^2-3234*a^2*c^2*p*q-5698*a^2*c^2*p*r+7358*a ^2*c^2*p*x-66*a^2*c^2*q^2-2854*a^2*c^2*q*r-2772*a^2*c^2*q*x-1282*a^2*c^2*r^2+ 15404*a^2*c^2*r*x+14988*a^2*c^2*x^2-56*a^2*c*g^3-1496*a^2*c*g^2*p-73*a^2*c*g^2* q-1347*a^2*c*g^2*r-1620*a^2*c*g^2*x-3081*a^2*c*g*p^2-2073*a^2*c*g*p*q-3795*a^2* c*g*p*r+4157*a^2*c*g*p*x+3*a^2*c*g*q^2-1983*a^2*c*g*q*r-2927*a^2*c*g*q*x-813*a^ 2*c*g*r^2+10477*a^2*c*g*r*x+11388*a^2*c*g*x^2-1345*a^2*c*p^3-2504*a^2*c*p^2*q-\ 2203*a^2*c*p^2*r+6391*a^2*c*p^2*x-465*a^2*c*p*q^2-3196*a^2*c*p*q*r+2949*a^2*c*p *q*x-936*a^2*c*p*r^2+13494*a^2*c*p*r*x+6802*a^2*c*p*x^2+6*a^2*c*q^3-508*a^2*c*q ^2*r-1172*a^2*c*q^2*x-733*a^2*c*q*r^2+8921*a^2*c*q*r*x+10532*a^2*c*q*x^2-66*a^2 *c*r^3+4246*a^2*c*r^2*x-6520*a^2*c*r*x^2-4752*a^2*c*x^3-142*a^2*g^3*p+6*a^2*g^3 *q-137*a^2*g^3*r-224*a^2*g^3*x-496*a^2*g^2*p^2-303*a^2*g^2*p*q-604*a^2*g^2*p*r+ 543*a^2*g^2*p*x+10*a^2*g^2*q^2-329*a^2*g^2*q*r-684*a^2*g^2*q*x-120*a^2*g^2*r^2+ 1723*a^2*g^2*r*x+2053*a^2*g^2*x^2-422*a^2*g*p^3-882*a^2*g*p^2*q-664*a^2*g*p^2*r +2222*a^2*g*p^2*x-132*a^2*g*p*q^2-1145*a^2*g*p*q*r+584*a^2*g*p*q*x-259*a^2*g*p* r^2+4612*a^2*g*p*r*x+2542*a^2*g*p*x^2+3*a^2*g*q^3-176*a^2*g*q^2*r-535*a^2*g*q^2 *x-259*a^2*g*q*r^2+3061*a^2*g*q*r*x+4155*a^2*g*q*x^2-12*a^2*g*r^3+1389*a^2*g*r^ 2*x-2302*a^2*g*r*x^2-1772*a^2*g*x^3-98*a^2*p^4-489*a^2*p^3*q-206*a^2*p^3*r+1093 *a^2*p^3*x-238*a^2*p^2*q^2-823*a^2*p^2*q*r+1715*a^2*p^2*q*x-132*a^2*p^2*r^2+ 2480*a^2*p^2*r*x+91*a^2*p^2*x^2-9*a^2*p*q^3-316*a^2*p*q^2*r+180*a^2*p*q^2*x-366 *a^2*p*q*r^2+4211*a^2*p*q*r*x+2884*a^2*p*q*x^2-24*a^2*p*r^3+1338*a^2*p*r^2*x-\ 3255*a^2*p*r*x^2-1490*a^2*p*x^3-20*a^2*q^3*r-140*a^2*q^3*x-64*a^2*q^2*r^2+1213* a^2*q^2*r*x+1693*a^2*q^2*x^2-30*a^2*q*r^3+1339*a^2*q*r^2*x-2193*a^2*q*r*x^2-\ 1754*a^2*q*x^3+120*a^2*r^3*x-1516*a^2*r^2*x^2+32*a^2*r*x^3-128*a*b^4*x+24*a*b^3 *c^2+24*a*b^3*c*g-72*a*b^3*c*p-160*a*b^3*c*r-1328*a*b^3*c*x+4*a*b^3*g^2-12*a*b^ 3*g*p-48*a*b^3*g*r-510*a*b^3*g*x-64*a*b^3*p^2-128*a*b^3*p*r-326*a*b^3*p*x-360*a *b^3*q*x-24*a*b^3*r^2+744*a*b^3*r*x+2132*a*b^3*x^2-88*a*b^2*c^3+24*a*b^2*c^2*g-\ 1164*a*b^2*c^2*p+48*a*b^2*c^2*q-1356*a*b^2*c^2*r-3848*a*b^2*c^2*x+48*a*b^2*c*g^ 2-624*a*b^2*c*g*p+48*a*b^2*c*g*q-884*a*b^2*c*g*r-3308*a*b^2*c*g*x-1248*a*b^2*c* p^2-144*a*b^2*c*p*q-1736*a*b^2*c*p*r+256*a*b^2*c*p*x-320*a*b^2*c*q*r-2816*a*b^2 *c*q*x-332*a*b^2*c*r^2+6688*a*b^2*c*r*x+13128*a*b^2*c*x^2+8*a*b^2*g^3-62*a*b^2* g^2*p+8*a*b^2*g^2*q-136*a*b^2*g^2*r-641*a*b^2*g^2*x-396*a*b^2*g*p^2-24*a*b^2*g* p*q-598*a*b^2*g*p*r-376*a*b^2*g*p*x-96*a*b^2*g*q*r-1063*a*b^2*g*q*x-118*a*b^2*g *r^2+2211*a*b^2*g*r*x+4974*a*b^2*g*x^2-322*a*b^2*p^3-128*a*b^2*p^2*q-498*a*b^2* p^2*r+1075*a*b^2*p^2*x-256*a*b^2*p*q*r-639*a*b^2*p*q*x-156*a*b^2*p*r^2+3547*a*b ^2*p*r*x+4516*a*b^2*p*x^2-368*a*b^2*q^2*x-48*a*b^2*q*r^2+1718*a*b^2*q*r*x+4112* a*b^2*q*x^2+10*a*b^2*r^3+1090*a*b^2*r^2*x-2058*a*b^2*r*x^2-2712*a*b^2*x^3-568*a *b*c^4-464*a*b*c^3*g-3868*a*b*c^3*p-112*a*b*c^3*q-3672*a*b*c^3*r-4248*a*b*c^3*x -50*a*b*c^2*g^2-3504*a*b*c^2*g*p+48*a*b*c^2*g*q-3666*a*b*c^2*g*r-6126*a*b*c^2*g *x-4756*a*b*c^2*p^2-1602*a*b*c^2*p*q-6202*a*b*c^2*p*r+5532*a*b*c^2*p*x+30*a*b*c ^2*q^2-1894*a*b*c^2*q*r-5630*a*b*c^2*q*x-1324*a*b*c^2*r^2+18900*a*b*c^2*r*x+ 25716*a*b*c^2*x^2+30*a*b*c*g^3-942*a*b*c*g^2*p+74*a*b*c*g^2*q-1156*a*b*c*g^2*r-\ 2605*a*b*c*g^2*x-3172*a*b*c*g*p^2-870*a*b*c*g*p*q-4266*a*b*c*g*p*r+2013*a*b*c*g *p*x+30*a*b*c*g*q^2-1266*a*b*c*g*q*r-4762*a*b*c*g*q*x-908*a*b*c*g*r^2+12748*a*b *c*g*r*x+19686*a*b*c*g*x^2-1932*a*b*c*p^3-1736*a*b*c*p^2*q-3128*a*b*c*p^2*r+ 7388*a*b*c*p^2*x-90*a*b*c*p*q^2-2452*a*b*c*p*q*r+414*a*b*c*p*q*x-1218*a*b*c*p*r ^2+18832*a*b*c*p*r*x+15434*a*b*c*p*x^2-200*a*b*c*q^2*r-1920*a*b*c*q^2*x-482*a*b *c*q*r^2+10076*a*b*c*q*r*x+17044*a*b*c*q*x^2-40*a*b*c*r^3+5816*a*b*c*r^2*x-\ 10080*a*b*c*r*x^2-9936*a*b*c*x^3+5*a*b*g^4-67*a*b*g^3*p+12*a*b*g^3*q-113*a*b*g^ 3*r-324*a*b*g^3*x-501*a*b*g^2*p^2-87*a*b*g^2*p*q-697*a*b*g^2*p*r-14*a*b*g^2*p*x +5*a*b*g^2*q^2-200*a*b*g^2*q*r-921*a*b*g^2*q*x-144*a*b*g^2*r^2+2090*a*b*g^2*r*x +3603*a*b*g^2*x^2-678*a*b*g*p^3-562*a*b*g*p^2*q-1104*a*b*g*p^2*r+2293*a*b*g*p^2 *x-15*a*b*g*p*q^2-867*a*b*g*p*q*r-508*a*b*g*p*q*x-431*a*b*g*p*r^2+6417*a*b*g*p* r*x+6175*a*b*g*p*x^2-60*a*b*g*q^2*r-710*a*b*g*q^2*x-175*a*b*g*q*r^2+3401*a*b*g* q*r*x+6518*a*b*g*q*x^2-14*a*b*g*r^3+1990*a*b*g*r^2*x-3396*a*b*g*r*x^2-3712*a*b* g*x^3-229*a*b*p^4-453*a*b*p^3*q-460*a*b*p^3*r+1656*a*b*p^3*x-80*a*b*p^2*q^2-717 *a*b*p^2*q*r+1578*a*b*p^2*q*x-270*a*b*p^2*r^2+4227*a*b*p^2*r*x+1553*a*b*p^2*x^2 -160*a*b*p*q^2*r-392*a*b*p*q^2*x-234*a*b*p*q*r^2+5242*a*b*p*q*r*x+5682*a*b*p*q* x^2-39*a*b*p*r^3+2169*a*b*p*r^2*x-5274*a*b*p*r*x^2-3460*a*b*p*x^3-162*a*b*q^3*x -30*a*b*q^2*r^2+1283*a*b*q^2*r*x+2557*a*b*q^2*x^2+13*a*b*q*r^3+1545*a*b*q*r^2*x -3618*a*b*q*r*x^2-3460*a*b*q*x^3+32*a*b*r^3*x-3000*a*b*r^2*x^2-176*a*b*r*x^3-\ 632*a*c^5-832*a*c^4*g-3604*a*c^4*p-400*a*c^4*q-3044*a*c^4*r-1268*a*c^4*x-350*a* c^3*g^2-4600*a*c^3*g*p-336*a*c^3*g*q-4146*a*c^3*g*r-3212*a*c^3*g*x-4846*a*c^3*p ^2-2690*a*c^3*p*q-6086*a*c^3*p*r+7864*a*c^3*p*x-34*a*c^3*q^2-2534*a*c^3*q*r-\ 2974*a*c^3*q*x-1340*a*c^3*r^2+17184*a*c^3*r*x+16732*a*c^3*x^2-38*a*c^2*g^3-2043 *a*c^2*g^2*p-36*a*c^2*g^2*q-2020*a*c^2*g^2*r-2379*a*c^2*g^2*x-4923*a*c^2*g*p^2-\ 2508*a*c^2*g*p*q-6274*a*c^2*g*p*r+6352*a*c^2*g*p*x+18*a*c^2*g*q^2-2616*a*c^2*g* q*r-4305*a*c^2*g*q*x-1342*a*c^2*g*r^2+17589*a*c^2*g*r*x+19090*a*c^2*g*x^2-2466* a*c^2*p^3-3372*a*c^2*p^2*q-4010*a*c^2*p^2*r+10751*a*c^2*p^2*x-510*a*c^2*p*q^2-\ 4422*a*c^2*p*q*r+4287*a*c^2*p*q*x-1632*a*c^2*p*r^2+24155*a*c^2*p*r*x+13152*a*c^ 2*p*x^2+6*a*c^2*q^3-608*a*c^2*q^2*r-1898*a*c^2*q^2*x-974*a*c^2*q*r^2+14246*a*c^ 2*q*r*x+17090*a*c^2*q*x^2-86*a*c^2*r^3+7582*a*c^2*r^2*x-11832*a*c^2*r*x^2-8944* a*c^2*x^3+6*a*c*g^4-362*a*c*g^3*p+24*a*c*g^3*q-412*a*c*g^3*r-661*a*c*g^3*x-1594 *a*c*g^2*p^2-693*a*c*g^2*p*q-2059*a*c*g^2*p*r+1427*a*c*g^2*p*x+25*a*c*g^2*q^2-\ 858*a*c*g^2*q*r-1877*a*c*g^2*q*x-417*a*c*g^2*r^2+5826*a*c*g^2*r*x+6989*a*c*g^2* x^2-1677*a*c*g*p^3-2326*a*c*g*p^2*q-2699*a*c*g*p^2*r+7078*a*c*g*p^2*x-279*a*c*g *p*q^2-3157*a*c*g*p*q*r+1707*a*c*g*p*q*x-1054*a*c*g*p*r^2+16620*a*c*g*p*r*x+ 10316*a*c*g*p*x^2+6*a*c*g*q^3-412*a*c*g*q^2*r-1572*a*c*g*q^2*x-693*a*c*g*q*r^2+ 9826*a*c*g*q*r*x+13219*a*c*g*q*x^2-38*a*c*g*r^3+5194*a*c*g*r^2*x-8092*a*c*g*r*x ^2-6656*a*c*g*x^3-485*a*c*p^4-1431*a*c*p^3*q-986*a*c*p^3*r+4058*a*c*p^3*x-556*a *c*p^2*q^2-2363*a*c*p^2*q*r+5480*a*c*p^2*q*x-588*a*c*p^2*r^2+10009*a*c*p^2*r*x+ 1723*a*c*p^2*x^2-18*a*c*p*q^3-792*a*c*p*q^2*r+256*a*c*p*q^2*x-966*a*c*p*q*r^2+ 14070*a*c*p*q*r*x+9956*a*c*p*q*x^2-87*a*c*p*r^3+5385*a*c*p*r^2*x-12016*a*c*p*r* x^2-6062*a*c*p*x^3-40*a*c*q^3*r-422*a*c*q^3*x-158*a*c*q^2*r^2+3693*a*c*q^2*r*x+ 5363*a*c*q^2*x^2-47*a*c*q*r^3+4233*a*c*q*r^2*x-8518*a*c*q*r*x^2-6494*a*c*q*x^3+ 272*a*c*r^3*x-6504*a*c*r^2*x^2-256*a*c*r*x^3+a*g^5-20*a*g^4*p+4*a*g^4*q-29*a*g^ 4*r-58*a*g^4*x-164*a*g^3*p^2-50*a*g^3*p*q-213*a*g^3*p*r+70*a*g^3*p*x+4*a*g^3*q^ 2-88*a*g^3*q*r-245*a*g^3*q*x-39*a*g^3*r^2+621*a*g^3*r*x+803*a*g^3*x^2-274*a*g^2 *p^3-380*a*g^2*p^2*q-433*a*g^2*p^2*r+1125*a*g^2*p^2*x-28*a*g^2*p*q^2-539*a*g^2* p*q*r+10*a*g^2*p*q*x-159*a*g^2*p*r^2+2753*a*g^2*p*r*x+1916*a*g^2*p*x^2+a*g^2*q^ 3-66*a*g^2*q^2*r-298*a*g^2*q^2*x-115*a*g^2*q*r^2+1644*a*g^2*q*r*x+2466*a*g^2*q* x^2-2*a*g^2*r^3+834*a*g^2*r^2*x-1409*a*g^2*r*x^2-1214*a*g^2*x^3-150*a*g*p^4-523 *a*g*p^3*q-292*a*g*p^3*r+1434*a*g*p^3*x-182*a*g*p^2*q^2-871*a*g*p^2*q*r+1725*a* g*p^2*q*x-160*a*g*p^2*r^2+3456*a*g*p^2*r*x+656*a*g*p^2*x^2-3*a*g*p*q^3-284*a*g* p*q^2*r-112*a*g*p*q^2*x-356*a*g*p*q*r^2+4917*a*g*p*q*r*x+4143*a*g*p*q*x^2-18*a* g*p*r^3+1785*a*g*p*r^2*x-4219*a*g*p*r*x^2-2255*a*g*p*x^3-12*a*g*q^3*r-153*a*g*q ^3*x-58*a*g*q^2*r^2+1282*a*g*q^2*r*x+2064*a*g*q^2*x^2-16*a*g*q*r^3+1510*a*g*q*r ^2*x-2822*a*g*q*r*x^2-2423*a*g*q*x^3+60*a*g*r^3*x-2244*a*g*r^2*x^2-80*a*g*r*x^3 -27*a*p^5-187*a*p^4*q-69*a*p^4*r+429*a*p^4*x-146*a*p^3*q^2-388*a*p^3*q*r+1200*a *p^3*q*x-57*a*p^3*r^2+1157*a*p^3*r*x-277*a*p^3*x^2-16*a*p^2*q^3-234*a*p^2*q^2*r +588*a*p^2*q^2*x-240*a*p^2*q*r^2+3212*a*p^2*q*r*x+1012*a*p^2*q*x^2-15*a*p^2*r^3 +861*a*p^2*r^2*x-2613*a*p^2*r*x^2-883*a*p^2*x^3-32*a*p*q^3*r-77*a*p*q^3*x-78*a* p*q^2*r^2+1891*a*p*q^2*r*x+1699*a*p*q^2*x^2-39*a*p*q*r^3+1725*a*p*q*r^2*x-3987* a*p*q*r*x^2-2246*a*p*q*x^3+156*a*p*r^3*x-1954*a*p*r^2*x^2+372*a*p*r*x^3-26*a*q^ 4*x-6*a*q^3*r^2+305*a*q^3*r*x+506*a*q^3*x^2+4*a*q^2*r^3+515*a*q^2*r^2*x-1566*a* q^2*r*x^2-1099*a*q^2*x^3+56*a*q*r^3*x-2118*a*q*r^2*x^2+132*a*q*r*x^3-60*a*r^3*x ^2+760*a*r^2*x^3-96*b^4*c*x-28*b^4*g*x-60*b^4*p*x+88*b^4*r*x+320*b^4*x^2+8*b^3* c^3+12*b^3*c^2*g-36*b^3*c^2*p-80*b^3*c^2*r-660*b^3*c^2*x+4*b^3*c*g^2-12*b^3*c*g *p-48*b^3*c*g*r-498*b^3*c*g*x-64*b^3*c*p^2-128*b^3*c*p*r-318*b^3*c*p*x-296*b^3* c*q*x-24*b^3*c*r^2+1012*b^3*c*r*x+2948*b^3*c*x^2-8*b^3*g^2*r-78*b^3*g^2*x-16*b^ 3*g*p^2-36*b^3*g*p*r-186*b^3*g*p*x-80*b^3*g*q*x-4*b^3*g*r^2+332*b^3*g*r*x+1072* b^3*g*x^2-24*b^3*p^3-52*b^3*p^2*r+66*b^3*p^2*x-180*b^3*p*q*x-16*b^3*p*r^2+574*b ^3*p*r*x+1180*b^3*p*x^2+268*b^3*q*r*x+844*b^3*q*x^2+4*b^3*r^3+120*b^3*r^2*x-582 *b^3*r*x^2-816*b^3*x^3-16*b^2*c^4+20*b^2*c^3*g-424*b^2*c^3*p+16*b^2*c^3*q-532*b ^2*c^3*r-1440*b^2*c^3*x+30*b^2*c^2*g^2-330*b^2*c^2*g*p+24*b^2*c^2*g*q-514*b^2*c ^2*g*r-1850*b^2*c^2*g*x-720*b^2*c^2*p^2-72*b^2*c^2*p*q-1060*b^2*c^2*p*r+478*b^2 *c^2*p*x-160*b^2*c^2*q*r-1566*b^2*c^2*q*x-202*b^2*c^2*r^2+4872*b^2*c^2*r*x+9432 *b^2*c^2*x^2+8*b^2*c*g^3-62*b^2*c*g^2*p+8*b^2*c*g^2*q-160*b^2*c*g^2*r-705*b^2*c *g^2*x-444*b^2*c*g*p^2-24*b^2*c*g*p*q-706*b^2*c*g*p*r-260*b^2*c*g*p*x-96*b^2*c* g*q*r-1109*b^2*c*g*q*x-130*b^2*c*g*r^2+3213*b^2*c*g*r*x+7050*b^2*c*g*x^2-394*b^ 2*c*p^3-128*b^2*c*p^2*q-654*b^2*c*p^2*r+1653*b^2*c*p^2*x-256*b^2*c*p*q*r-807*b^ 2*c*p*q*x-204*b^2*c*p*r^2+5415*b^2*c*p*r*x+6832*b^2*c*p*x^2-328*b^2*c*q^2*x-48* b^2*c*q*r^2+2396*b^2*c*q*r*x+6044*b^2*c*q*x^2+22*b^2*c*r^3+1486*b^2*c*r^2*x-\ 3656*b^2*c*r*x^2-4752*b^2*c*x^3-16*b^2*g^3*r-74*b^2*g^3*x-60*b^2*g^2*p^2-108*b^ 2*g^2*p*r-153*b^2*g^2*p*x-16*b^2*g^2*q*r-159*b^2*g^2*q*x-16*b^2*g^2*r^2+527*b^2 *g^2*r*x+1250*b^2*g^2*x^2-134*b^2*g*p^3-32*b^2*g*p^2*q-240*b^2*g*p^2*r+422*b^2* g*p^2*x-72*b^2*g*p*q*r-431*b^2*g*p*q*x-86*b^2*g*p*r^2+1763*b^2*g*p*r*x+2712*b^2 *g*p*x^2-83*b^2*g*q^2*x-8*b^2*g*q*r^2+790*b^2*g*q*r*x+2162*b^2*g*q*x^2+4*b^2*g* r^3+457*b^2*g*r^2*x-1286*b^2*g*r*x^2-1772*b^2*g*x^3-66*b^2*p^4-48*b^2*p^3*q-114 *b^2*p^3*r+480*b^2*p^3*x-104*b^2*p^2*q*r+135*b^2*p^2*q*x-38*b^2*p^2*r^2+1439*b^ 2*p^2*r*x+1034*b^2*p^2*x^2-195*b^2*p*q^2*x-32*b^2*p*q*r^2+1311*b^2*p*q*r*x+2312 *b^2*p*q*x^2+10*b^2*p*r^3+723*b^2*p*r^2*x-1863*b^2*p*r*x^2-1754*b^2*p*x^3+294*b ^2*q^2*r*x+806*b^2*q^2*x^2+8*b^2*q*r^3+218*b^2*q*r^2*x-1497*b^2*q*r*x^2-1490*b^ 2*q*x^3-80*b^2*r^3*x-1124*b^2*r^2*x^2+32*b^2*r*x^3-120*b*c^5-104*b*c^4*g-1196*b *c^4*p-20*b*c^4*q-1208*b*c^4*r-1324*b*c^4*x+6*b*c^3*g^2-1406*b*c^3*g*p+32*b*c^3 *g*q-1598*b*c^3*g*r-2508*b*c^3*g*x-2110*b*c^3*p^2-582*b*c^3*p*q-2850*b*c^3*p*r+ 3020*b*c^3*p*x+10*b*c^3*q^2-738*b*c^3*q*r-2494*b*c^3*q*x-596*b*c^3*r^2+9696*b*c ^3*r*x+13004*b*c^3*x^2+24*b*c^2*g^3-538*b*c^2*g^2*p+45*b*c^2*g^2*q-755*b*c^2*g^ 2*r-1587*b*c^2*g^2*x-2073*b*c^2*g*p^2-459*b*c^2*g*p*q-2919*b*c^2*g*p*r+1890*b*c ^2*g*p*x+15*b*c^2*g*q^2-729*b*c^2*g*q*r-2963*b*c^2*g*q*x-605*b*c^2*g*r^2+9777*b *c^2*g*r*x+14654*b*c^2*g*x^2-1403*b*c^2*p^3-996*b*c^2*p^2*q-2305*b*c^2*p^2*r+ 5819*b*c^2*p^2*x-45*b*c^2*p*q^2-1482*b*c^2*p*q*r+159*b*c^2*p*q*x-852*b*c^2*p*r^ 2+15200*b*c^2*p*r*x+12544*b*c^2*p*x^2-100*b*c^2*q^2*r-1182*b*c^2*q^2*x-289*b*c^ 2*q*r^2+7453*b*c^2*q*r*x+13134*b*c^2*q*x^2+2*b*c^2*r^3+4542*b*c^2*r^2*x-8784*b* c^2*r*x^2-8944*b*c^2*x^3+5*b*c*g^4-67*b*c*g^3*p+12*b*c*g^3*q-149*b*c*g^3*r-386* b*c*g^3*x-633*b*c*g^2*p^2-87*b*c*g^2*p*q-939*b*c*g^2*p*r+145*b*c*g^2*p*x+5*b*c* g^2*q^2-232*b*c*g^2*q*r-1058*b*c*g^2*q*x-182*b*c*g^2*r^2+3234*b*c*g^2*r*x+5311* b*c*g^2*x^2-976*b*c*g*p^3-626*b*c*g*p^2*q-1648*b*c*g*p^2*r+3553*b*c*g*p^2*x-15* b*c*g*p*q^2-1011*b*c*g*p*q*r-678*b*c*g*p*q*x-633*b*c*g*p*r^2+10260*b*c*g*p*r*x+ 9953*b*c*g*p*x^2-60*b*c*g*q^2*r-798*b*c*g*q^2*x-191*b*c*g*q*r^2+4978*b*c*g*q*r* x+9688*b*c*g*q*x^2-6*b*c*g*r^3+3022*b*c*g*r^2*x-6008*b*c*g*r*x^2-6656*b*c*g*x^3 -379*b*c*p^4-549*b*c*p^3*q-730*b*c*p^3*r+2696*b*c*p^3*x-80*b*c*p^2*q^2-925*b*c* p^2*q*r+2228*b*c*p^2*q*x-370*b*c*p^2*r^2+7329*b*c*p^2*r*x+2995*b*c*p^2*x^2-160* b*c*p*q^2*r-634*b*c*p*q^2*x-298*b*c*p*q*r^2+8010*b*c*p*q*r*x+8962*b*c*p*q*x^2-\ 19*b*c*p*r^3+3765*b*c*p*r^2*x-9410*b*c*p*r*x^2-6494*b*c*p*x^3-154*b*c*q^3*x-30* b*c*q^2*r^2+1817*b*c*q^2*r*x+3989*b*c*q^2*x^2+29*b*c*q*r^3+2017*b*c*q*r^2*x-\ 6524*b*c*q*r*x^2-6062*b*c*q*x^3-128*b*c*r^3*x-5496*b*c*r^2*x^2-256*b*c*r*x^3-10 *b*g^4*r-27*b*g^4*x-58*b*g^3*p^2-93*b*g^3*p*r-45*b*g^3*p*x-24*b*g^3*q*r-104*b*g ^3*q*x-15*b*g^3*r^2+351*b*g^3*r*x+604*b*g^3*x^2-163*b*g^2*p^3-86*b*g^2*p^2*q-\ 282*b*g^2*p^2*r+495*b*g^2*p^2*x-158*b*g^2*p*q*r-265*b*g^2*p*q*x-111*b*g^2*p*r^2 +1654*b*g^2*p*r*x+1893*b*g^2*p*x^2-10*b*g^2*q^2*r-104*b*g^2*q^2*x-24*b*g^2*q*r^ 2+825*b*g^2*q*r*x+1696*b*g^2*q*x^2-2*b*g^2*r^3+448*b*g^2*r^2*x-1081*b*g^2*r*x^2 -1214*b*g^2*x^3-136*b*g*p^4-191*b*g*p^3*q-264*b*g*p^3*r+913*b*g*p^3*x-20*b*g*p^ 2*q^2-348*b*g*p^2*q*r+575*b*g*p^2*q*x-136*b*g*p^2*r^2+2578*b*g*p^2*r*x+1305*b*g *p^2*x^2-45*b*g*p*q^2*r-319*b*g*p*q^2*x-127*b*g*p*q*r^2+2681*b*g*p*q*r*x+3612*b *g*p*q*x^2-8*b*g*p*r^3+1384*b*g*p*r^2*x-3064*b*g*p*r*x^2-2423*b*g*p*x^3-37*b*g* q^3*x-5*b*g*q^2*r^2+604*b*g*q^2*r*x+1402*b*g*q^2*x^2+6*b*g*q*r^3+657*b*g*q*r^2* x-2261*b*g*q*r*x^2-2255*b*g*q*x^3-20*b*g*r^3*x-1836*b*g*r^2*x^2-80*b*g*r*x^3-33 *b*p^5-93*b*p^4*q-78*b*p^4*r+360*b*p^4*x-30*b*p^3*q^2-165*b*p^3*q*r+675*b*p^3*q *x-57*b*p^3*r^2+1017*b*p^3*r*x+31*b*p^3*x^2-65*b*p^2*q^2*r+93*b*p^2*q^2*x-59*b* p^2*q*r^2+2081*b*p^2*q*r*x+1256*b*p^2*q*x^2-12*b*p^2*r^3+641*b*p^2*r^2*x-2352*b *p^2*r*x^2-1099*b*p^2*x^3-90*b*p*q^3*x-20*b*p*q^2*r^2+966*b*p*q^2*r*x+1457*b*p* q^2*x^2+13*b*p*q*r^3+1013*b*p*q*r^2*x-3069*b*p*q*r*x^2-2246*b*p*q*x^3-4*b*p*r^3 *x-2022*b*p*r^2*x^2+132*b*p*r*x^3+137*b*q^3*r*x+328*b*q^3*x^2+5*b*q^2*r^3+119*b *q^2*r^2*x-1221*b*q^2*r*x^2-883*b*q^2*x^3-104*b*q*r^3*x-1466*b*q*r^2*x^2+372*b* q*r*x^3+60*b*r^3*x^2+760*b*r^2*x^3-128*c^6-192*c^5*g-976*c^5*p-84*c^5*q-860*c^5 *r-368*c^5*x-88*c^4*g^2-1536*c^4*g*p-76*c^4*g*q-1464*c^4*g*r-1084*c^4*g*x-1774* c^4*p^2-818*c^4*p*q-2270*c^4*p*r+3084*c^4*p*x-6*c^4*q^2-818*c^4*q*r-1188*c^4*q* x-490*c^4*r^2+6868*c^4*r*x+6768*c^4*x^2-4*c^3*g^3-884*c^3*g^2*p+3*c^3*g^2*q-951 *c^3*g^2*r-1044*c^3*g^2*x-2403*c^3*g*p^2-989*c^3*g*p*q-3153*c^3*g*p*r+3390*c^3* g*p*x+11*c^3*g*q^2-1115*c^3*g*q*r-2068*c^3*g*q*x-667*c^3*g*r^2+9370*c^3*g*r*x+ 10056*c^3*g*x^2-1327*c^3*p^3-1456*c^3*p^2*q-2157*c^3*p^2*r+5846*c^3*p^2*x-185*c ^3*p*q^2-1968*c^3*p*q*r+1878*c^3*p*q*x-844*c^3*p*r^2+13519*c^3*p*r*x+7698*c^3*p *x^2+2*c^3*q^3-236*c^3*q^2*r-964*c^3*q^2*x-421*c^3*q*r^2+7299*c^3*q*r*x+9258*c^ 3*q*x^2-28*c^3*r^3+4148*c^3*r^2*x-7056*c^3*r*x^2-5568*c^3*x^3+6*c^2*g^4-220*c^2 *g^3*p+18*c^2*g^3*q-291*c^2*g^3*r-427*c^2*g^3*x-1158*c^2*g^2*p^2-390*c^2*g^2*p* q-1563*c^2*g^2*p*r+1170*c^2*g^2*p*x+15*c^2*g^2*q^2-545*c^2*g^2*q*r-1243*c^2*g^2 *q*x-313*c^2*g^2*r^2+4680*c^2*g^2*r*x+5448*c^2*g^2*x^2-1389*c^2*g*p^3-1476*c^2* g*p^2*q-2275*c^2*g*p^2*r+5692*c^2*g*p^2*x-147*c^2*g*p*q^2-2084*c^2*g*p*q*r+1126 *c^2*g*p*q*x-881*c^2*g*p*r^2+13958*c^2*g*p*r*x+9002*c^2*g*p*x^2+3*c^2*g*q^3-236 *c^2*g*q^2*r-1090*c^2*g*q^2*x-442*c^2*g*q*r^2+7506*c^2*g*q*r*x+10348*c^2*g*q*x^ 2-22*c^2*g*r^3+4284*c^2*g*r^2*x-7200*c^2*g*r*x^2-6144*c^2*g*x^3-453*c^2*p^4-990 *c^2*p^3*q-894*c^2*p^3*r+3531*c^2*p^3*x-318*c^2*p^2*q^2-1644*c^2*p^2*q*r+4126*c ^2*p^2*q*x-494*c^2*p^2*r^2+9056*c^2*p^2*r*x+2058*c^2*p^2*x^2-9*c^2*p*q^3-476*c^ 2*p*q^2*r-59*c^2*p*q^2*x-632*c^2*p*q*r^2+11196*c^2*p*q*r*x+8406*c^2*p*q*x^2-53* c^2*p*r^3+4770*c^2*p*r^2*x-11062*c^2*p*r*x^2-5940*c^2*p*x^3-20*c^2*q^3*r-282*c^ 2*q^3*x-94*c^2*q^2*r^2+2744*c^2*q^2*r*x+4404*c^2*q^2*x^2-9*c^2*q*r^3+3138*c^2*q *r^2*x-7718*c^2*q*r*x^2-5940*c^2*q*x^3+72*c^2*r^3*x-6240*c^2*r^2*x^2-320*c^2*r* x^3+c*g^5-20*c*g^4*p+4*c*g^4*q-41*c*g^4*r-71*c*g^4*x-232*c*g^3*p^2-50*c*g^3*p*q -323*c*g^3*p*r+117*c*g^3*p*x+4*c*g^3*q^2-112*c*g^3*q*r-295*c*g^3*q*x-57*c*g^3*r ^2+1016*c*g^3*r*x+1254*c*g^3*x^2-466*c*g^2*p^3-466*c*g^2*p^2*q-767*c*g^2*p^2*r+ 1743*c*g^2*p^2*x-28*c*g^2*p*q^2-697*c*g^2*p*q*r+28*c*g^2*p*q*x-291*c*g^2*p*r^2+ 4606*c*g^2*p*r*x+3366*c*g^2*p*x^2+c*g^2*q^3-76*c*g^2*q^2*r-366*c*g^2*q^2*x-139* c*g^2*q*r^2+2518*c*g^2*q*r*x+3714*c*g^2*q*x^2-4*c*g^2*r^3+1362*c*g^2*r^2*x-2532 *c*g^2*r*x^2-2236*c*g^2*x^3-311*c*g*p^4-714*c*g*p^3*q-605*c*g*p^3*r+2446*c*g*p^ 3*x-202*c*g*p^2*q^2-1219*c*g*p^2*q*r+2583*c*g*p^2*q*x-320*c*g*p^2*r^2+6378*c*g* p^2*r*x+1748*c*g*p^2*x^2-3*c*g*p*q^3-329*c*g*p*q^2*r-291*c*g*p*q^2*x-483*c*g*p* q*r^2+7778*c*g*p*q*r*x+6798*c*g*p*q*x^2-26*c*g*p*r^3+3394*c*g*p*r^2*x-7497*c*g* p*r*x^2-4388*c*g*p*x^3-12*c*g*q^3*r-184*c*g*q^3*x-63*c*g*q^2*r^2+1870*c*g*q^2*r *x+3226*c*g*q^2*x^2-10*c*g*q*r^3+2182*c*g*q*r^2*x-5235*c*g*q*r*x^2-4388*c*g*q*x ^3+40*c*g*r^3*x-4320*c*g*r^2*x^2-256*c*g*r*x^3-66*c*p^5-280*c*p^4*q-159*c*p^4*r +835*c*p^4*x-176*c*p^3*q^2-553*c*p^3*q*r+1945*c*p^3*q*x-120*c*p^3*r^2+2340*c*p^ 3*r*x-240*c*p^3*x^2-16*c*p^2*q^3-299*c*p^2*q^2*r+753*c*p^2*q^2*x-299*c*p^2*q*r^ 2+5381*c*p^2*q*r*x+1872*c*p^2*q*x^2-27*c*p^2*r^3+1622*c*p^2*r^2*x-5105*c*p^2*r* x^2-1908*c*p^2*x^3-32*c*p*q^3*r-155*c*p*q^3*x-98*c*p*q^2*r^2+2865*c*p*q^2*r*x+ 2826*c*p*q^2*x^2-26*c*p*q*r^3+2738*c*p*q*r^2*x-7416*c*p*q*r*x^2-4248*c*p*q*x^3+ 152*c*p*r^3*x-4196*c*p*r^2*x^2+500*c*p*r*x^3-26*c*q^4*x-6*c*q^3*r^2+436*c*q^3*r *x+834*c*q^3*x^2+9*c*q^2*r^3+642*c*q^2*r^2*x-2767*c*q^2*r*x^2-1908*c*q^2*x^3-48 *c*q*r^3*x-3664*c*q*r^2*x^2+500*c*q*r*x^3+1600*c*r^2*x^3-2*g^5*r-3*g^5*x-16*g^4 *p^2-23*g^4*p*r-3*g^4*p*x-8*g^4*q*r-21*g^4*q*x-3*g^4*r^2+80*g^4*r*x+99*g^4*x^2-\ 50*g^3*p^3-44*g^3*p^2*q-82*g^3*p^2*r+166*g^3*p^2*x-72*g^3*p*q*r-44*g^3*p*q*x-30 *g^3*p*r^2+482*g^3*p*r*x+397*g^3*p*x^2-8*g^3*q^2*r-32*g^3*q^2*x-12*g^3*q*r^2+ 278*g^3*q*r*x+422*g^3*q*x^2+128*g^3*r^2*x-312*g^3*r*x^2-266*g^3*x^3-51*g^2*p^4-\ 124*g^2*p^3*q-97*g^2*p^3*r+411*g^2*p^3*x-28*g^2*p^2*q^2-218*g^2*p^2*q*r+364*g^2 *p^2*q*x-48*g^2*p^2*r^2+1082*g^2*p^2*r*x+341*g^2*p^2*x^2-52*g^2*p*q^2*r-98*g^2* p*q^2*x-88*g^2*p*q*r^2+1288*g^2*p*q*r*x+1323*g^2*p*q*x^2-2*g^2*p*r^3+572*g^2*p* r^2*x-1247*g^2*p*r*x^2-791*g^2*p*x^3-2*g^2*q^3*r-22*g^2*q^3*x-8*g^2*q^2*r^2+314 *g^2*q^2*r*x+556*g^2*q^2*x^2-2*g^2*q*r^3+344*g^2*q*r^2*x-901*g^2*q*r*x^2-791*g^ 2*q*x^3+4*g^2*r^3*x-690*g^2*r^2*x^2-12*g^2*r*x^3-20*g*p^5-105*g*p^4*q-46*g*p^4* r+298*g*p^4*x-62*g*p^3*q^2-209*g*p^3*q*r+673*g*p^3*q*x-32*g*p^3*r^2+814*g*p^3*r *x-92*g*p^3*x^2-4*g*p^2*q^3-114*g*p^2*q^2*r+204*g*p^2*q^2*x-114*g*p^2*q*r^2+ 1948*g*p^2*q*r*x+871*g*p^2*q*x^2-6*g*p^2*r^3+540*g*p^2*r^2*x-1830*g*p^2*r*x^2-\ 714*g*p^2*x^3-9*g*p*q^3*r-75*g*p*q^3*x-42*g*p*q^2*r^2+992*g*p*q^2*r*x+1160*g*p* q^2*x^2-10*g*p*q*r^3+1044*g*p*q*r^2*x-2436*g*p*q*r*x^2-1596*g*p*q*x^3+36*g*p*r^ 3*x-1504*g*p*r^2*x^2+142*g*p*r*x^3-6*g*q^4*x-g*q^3*r^2+146*g*q^3*r*x+287*g*q^3* x^2+2*g*q^2*r^3+216*g*q^2*r^2*x-978*g*q^2*r*x^2-714*g*q^2*x^3-4*g*q*r^3*x-1286* g*q*r^2*x^2+142*g*q*r*x^3+560*g*r^2*x^3-3*p^6-27*p^5*q-9*p^5*r+63*p^5*x-30*p^4* q^2-66*p^4*q*r+261*p^4*q*x-9*p^4*r^2+195*p^4*r*x-93*p^4*x^2-6*p^3*q^3-54*p^3*q^ 2*r+234*p^3*q^2*x-51*p^3*q*r^2+771*p^3*q*r*x+15*p^3*q*x^2-3*p^3*r^3+180*p^3*r^2 *x-651*p^3*r*x^2-165*p^3*x^3-13*p^2*q^3*r+21*p^2*q^3*x-20*p^2*q^2*r^2+728*p^2*q ^2*r*x+351*p^2*q^2*x^2-12*p^2*q*r^3+518*p^2*q*r^2*x-1719*p^2*q*r*x^2-711*p^2*q* x^3+48*p^2*r^3*x-598*p^2*r^2*x^2+250*p^2*r*x^3-15*p*q^4*x-4*p*q^3*r^2+227*p*q^3 *r*x+291*p*q^3*x^2+4*p*q^2*r^3+334*p*q^2*r^2*x-1245*p*q^2*r*x^2-711*p*q^2*x^3+ 20*p*q*r^3*x-1410*p*q*r^2*x^2+260*p*q*r*x^3-30*p*r^3*x^2+500*p*r^2*x^3+23*q^4*r *x+48*q^4*x^2+q^3*r^3+20*q^3*r^2*x-309*q^3*r*x^2-165*q^3*x^3-32*q^2*r^3*x-452*q ^2*r^2*x^2+250*q^2*r*x^3+30*q*r^3*x^2+500*q*r^2*x^3-32*a^5+36*a^4*b-56*a^4*c-18 *a^4*g-228*a^4*p+48*a^4*q-192*a^4*r-356*a^4*x+156*a^3*b^2+524*a^3*b*c+232*a^3*b *g-308*a^3*b*p+230*a^3*b*q-466*a^3*b*r-1780*a^3*b*x+252*a^3*c^2+284*a^3*c*g-\ 1214*a^3*c*p+422*a^3*c*q-1366*a^3*c*r-3448*a^3*c*x+65*a^3*g^2-411*a^3*g*p+198*a ^3*g*q-464*a^3*g*r-1264*a^3*g*x-448*a^3*p^2-186*a^3*p*q-598*a^3*p*r-220*a^3*p*x +76*a^3*q^2-340*a^3*q*r-1306*a^3*q*x-156*a^3*r^2+848*a^3*r*x+1592*a^3*x^2+64*a^ 2*b^3+660*a^2*b^2*c+258*a^2*b^2*g+58*a^2*b^2*p+128*a^2*b^2*q-272*a^2*b^2*r-2056 *a^2*b^2*x+1548*a^2*b*c^2+1294*a^2*b*c*g-734*a^2*b*c*p+946*a^2*b*c*q-1978*a^2*b *c*r-8912*a^2*b*c*x+257*a^2*b*g^2-144*a^2*b*g*p+381*a^2*b*g*q-669*a^2*b*g*r-\ 3402*a^2*b*g*x-697*a^2*b*p^2+105*a^2*b*p*q-1147*a^2*b*p*r-1954*a^2*b*p*x+80*a^2 *b*q^2-368*a^2*b*q*r-2906*a^2*b*q*x-314*a^2*b*r^2+1430*a^2*b*r*x+4520*a^2*b*x^2 +836*a^2*c^3+1218*a^2*c^2*g-2216*a^2*c^2*p+1106*a^2*c^2*q-3218*a^2*c^2*r-9436*a ^2*c^2*x+533*a^2*c*g^2-1328*a^2*c*g*p+975*a^2*c*g*q-2205*a^2*c*g*r-7202*a^2*c*g *x-2165*a^2*c*p^2-453*a^2*c*p*q-3247*a^2*c*p*r-2890*a^2*c*p*x+308*a^2*c*q^2-\ 1388*a^2*c*q*r-6396*a^2*c*q*x-890*a^2*c*r^2+3990*a^2*c*r*x+8776*a^2*c*x^2+71*a^ 2*g^3-186*a^2*g^2*p+205*a^2*g^2*q-364*a^2*g^2*r-1312*a^2*g^2*x-746*a^2*g*p^2-64 *a^2*g*p*q-1102*a^2*g*p*r-1133*a^2*g*p*x+126*a^2*g*q^2-484*a^2*g*q*r-2507*a^2*g *q*x-287*a^2*g*r^2+1423*a^2*g*r*x+3268*a^2*g*x^2-377*a^2*p^3-485*a^2*p^2*q-667* a^2*p^2*r+481*a^2*p^2*x+38*a^2*p*q^2-853*a^2*p*q*r-1487*a^2*p*q*x-318*a^2*p*r^2 +2198*a^2*p*r*x+2626*a^2*p*x^2+16*a^2*q^3-116*a^2*q^2*r-986*a^2*q^2*x-251*a^2*q *r^2+1037*a^2*q*r*x+3086*a^2*q*x^2-30*a^2*r^3+898*a^2*r^2*x-190*a^2*r*x^2-788*a ^2*x^3+128*a*b^3*c+44*a*b^3*g+60*a*b^3*p-24*a*b^3*r-776*a*b^3*x+852*a*b^2*c^2+ 648*a*b^2*c*g+296*a*b^2*c*p+256*a*b^2*c*q-616*a*b^2*c*r-5840*a*b^2*c*x+118*a*b^ 2*g^2+162*a*b^2*g*p+88*a*b^2*g*q-196*a*b^2*g*r-2184*a*b^2*g*x-140*a*b^2*p^2+120 *a*b^2*p*q-476*a*b^2*p*r-1888*a*b^2*p*x-48*a*b^2*q*r-1700*a*b^2*q*x-156*a*b^2*r ^2+698*a*b^2*r*x+3616*a*b^2*x^2+1668*a*b*c^3+2024*a*b*c^2*g-364*a*b*c^2*p+1202* a*b*c^2*q-2630*a*b*c^2*r-13692*a*b*c^2*x+782*a*b*c*g^2+102*a*b*c*g*p+938*a*b*c* g*q-1756*a*b*c*g*r-10406*a*b*c*g*x-1664*a*b*c*p^2+450*a*b*c*p*q-3324*a*b*c*p*r-\ 6954*a*b*c*p*x+160*a*b*c*q^2-832*a*b*c*q*r-8564*a*b*c*q*x-988*a*b*c*r^2+4336*a* b*c*r*x+14904*a*b*c*x^2+94*a*b*g^3+92*a*b*g^2*p+175*a*b*g^2*q-284*a*b*g^2*r-\ 1903*a*b*g^2*x-523*a*b*g*p^2+249*a*b*g*p*q-1146*a*b*g*p*r-2873*a*b*g*p*x+55*a*b *g*q^2-270*a*b*g*q*r-3216*a*b*g*q*x-345*a*b*g*r^2+1442*a*b*g*r*x+5568*a*b*g*x^2 -465*a*b*p^3-178*a*b*p^2*q-886*a*b*p^2*r-200*a*b*p^2*x+75*a*b*p*q^2-650*a*b*p*q *r-2728*a*b*p*q*x-405*a*b*p*r^2+2829*a*b*p*r*x+5330*a*b*p*x^2-30*a*b*q^2*r-1204 *a*b*q^2*x-222*a*b*q*r^2+1173*a*b*q*r*x+5050*a*b*q*x^2-16*a*b*r^3+1480*a*b*r^2* x+264*a*b*r*x^2-1576*a*b*x^3+852*a*c^4+1556*a*c^3*g-1642*a*c^3*p+1138*a*c^3*q-\ 3130*a*c^3*r-10368*a*c^3*x+989*a*c^2*g^2-1261*a*c^2*g*p+1444*a*c^2*g*q-3214*a*c ^2*g*r-11900*a*c^2*g*x-3126*a*c^2*p^2-228*a*c^2*p*q-5176*a*c^2*p*r-6044*a*c^2*p *x+388*a*c^2*q^2-1804*a*c^2*q*r-10074*a*c^2*q*x-1468*a*c^2*r^2+6322*a*c^2*r*x+ 15120*a*c^2*x^2+258*a*c*g^3-243*a*c*g^2*p+585*a*c*g^2*q-1065*a*c*g^2*r-4396*a*c *g^2*x-2088*a*c*g*p^2+121*a*c*g*p*q-3575*a*c*g*p*r-5028*a*c*g*p*x+307*a*c*g*q^2 -1238*a*c*g*q*r-7736*a*c*g*q*x-1003*a*c*g*r^2+4330*a*c*g*r*x+11256*a*c*g*x^2-\ 1311*a*c*p^3-1148*a*c*p^2*q-2430*a*c*p^2*r+682*a*c*p^2*x+151*a*c*p*q^2-2356*a*c *p*q*r-5154*a*c*p*q*x-1149*a*c*p*r^2+7481*a*c*p*r*x+10116*a*c*p*x^2+32*a*c*q^3-\ 262*a*c*q^2*r-3016*a*c*q^2*x-724*a*c*q*r^2+3447*a*c*q*r*x+10536*a*c*q*x^2-76*a* c*r^3+3580*a*c*r^2*x+152*a*c*r*x^2-2840*a*c*x^3+23*a*g^4-3*a*g^3*p+74*a*g^3*q-\ 113*a*g^3*r-513*a*g^3*x-336*a*g^2*p^2+84*a*g^2*p*q-593*a*g^2*p*r-992*a*g^2*p*x+ 58*a*g^2*q^2-207*a*g^2*q*r-1441*a*g^2*q*x-161*a*g^2*r^2+749*a*g^2*r*x+2046*a*g^ 2*x^2-457*a*g*p^3-362*a*g*p^2*q-830*a*g*p^2*r+192*a*g*p^2*x+84*a*g*p*q^2-838*a* g*p*q*r-2177*a*g*p*q*x-374*a*g*p*r^2+2649*a*g*p*r*x+3785*a*g*p*x^2+11*a*g*q^3-\ 86*a*g*q^2*r-1135*a*g*q^2*x-264*a*g*q*r^2+1139*a*g*q*r*x+3933*a*g*q*x^2-18*a*g* r^3+1255*a*g*r^2*x+46*a*g*r*x^2-1076*a*g*x^3-145*a*p^4-334*a*p^3*q-316*a*p^3*r+ 497*a*p^3*x-54*a*p^2*q^2-667*a*p^2*q*r-224*a*p^2*q*x-210*a*p^2*r^2+1763*a*p^2*r *x+1359*a*p^2*x^2+15*a*p*q^3-206*a*p*q^2*r-941*a*p*q^2*x-327*a*p*q*r^2+2034*a*p *q*r*x+3662*a*p*q*x^2-39*a*p*r^3+1164*a*p*r^2*x-907*a*p*r*x^2-1090*a*p*x^3-6*a* q^3*r-274*a*q^3*x-72*a*q^2*r^2+496*a*q^2*r*x+1751*a*q^2*x^2-19*a*q*r^3+1067*a*q *r^2*x-63*a*q*r*x^2-1090*a*q*x^3+80*a*r^3*x-1164*a*r^2*x^2-472*a*r*x^3-72*b^4*x +64*b^3*c^2+44*b^3*c*g+60*b^3*c*p-24*b^3*c*r-920*b^3*c*x+8*b^3*g^2+20*b^3*g*p-\ 12*b^3*g*r-330*b^3*g*x+12*b^3*p^2-24*b^3*p*r-402*b^3*p*x-216*b^3*q*x-20*b^3*r^2 +164*b^3*r*x+856*b^3*x^2+348*b^2*c^3+390*b^2*c^2*g+238*b^2*c^2*p+128*b^2*c^2*q-\ 344*b^2*c^2*r-3880*b^2*c^2*x+142*b^2*c*g^2+222*b^2*c*g*p+88*b^2*c*g*q-232*b^2*c *g*r-2864*b^2*c*g*x-104*b^2*c*p^2+120*b^2*c*p*q-548*b^2*c*p*r-2696*b^2*c*p*x-48 *b^2*c*q*r-2132*b^2*c*q*x-216*b^2*c*r^2+1126*b^2*c*r*x+5480*b^2*c*x^2+16*b^2*g^ 3+48*b^2*g^2*p+16*b^2*g^2*q-44*b^2*g^2*r-509*b^2*g^2*x-12*b^2*g*p^2+40*b^2*g*p* q-166*b^2*g*p*r-1064*b^2*g*p*x-24*b^2*g*q*r-753*b^2*g*q*x-66*b^2*g*r^2+407*b^2* g*r*x+2048*b^2*g*x^2-72*b^2*p^3+24*b^2*p^2*q-202*b^2*p^2*r-327*b^2*p^2*x-48*b^2 *p*q*r-915*b^2*p*q*x-100*b^2*p*r^2+707*b^2*p*r*x+2176*b^2*p*x^2-234*b^2*q^2*x-\ 40*b^2*q*r^2+440*b^2*q*r*x+1844*b^2*q*x^2+10*b^2*r^3+506*b^2*r^2*x+94*b^2*r*x^2 -788*b^2*x^3+608*b*c^4+962*b*c^3*g+62*b*c^3*p+486*b*c^3*q-1118*b*c^3*r-6640*b*c ^3*x+549*b*c^2*g^2+306*b*c^2*g*p+557*b*c^2*g*q-1123*b*c^2*g*r-7464*b*c^2*g*x-\ 931*b*c^2*p^2+345*b*c^2*p*q-2249*b*c^2*p*r-5528*b*c^2*p*x+80*b*c^2*q^2-464*b*c^ 2*q*r-6026*b*c^2*q*x-734*b*c^2*r^2+3274*b*c^2*r*x+11712*b*c^2*x^2+130*b*c*g^3+ 202*b*c*g^2*p+207*b*c*g^2*q-378*b*c*g^2*r-2718*b*c*g^2*x-539*b*c*g*p^2+329*b*c* g*p*q-1504*b*c*g*p*r-4470*b*c*g*p*x+55*b*c*g*q^2-318*b*c*g*q*r-4400*b*c*g*q*x-\ 495*b*c*g*r^2+2246*b*c*g*r*x+8712*b*c*g*x^2-615*b*c*p^3-130*b*c*p^2*q-1326*b*c* p^2*r-648*b*c*p^2*x+75*b*c*p*q^2-746*b*c*p*q*r-4160*b*c*p*q*x-635*b*c*p*r^2+ 4339*b*c*p*r*x+8946*b*c*p*x^2-30*b*c*q^2*r-1584*b*c*q^2*x-302*b*c*q*r^2+1989*b* c*q*r*x+8070*b*c*q*x^2+4*b*c*r^3+2572*b*c*r^2*x+616*b*c*r*x^2-2840*b*c*x^3+10*b *g^4+35*b*g^3*p+24*b*g^3*q-43*b*g^3*r-314*b*g^3*x-66*b*g^2*p^2+72*b*g^2*p*q-237 *b*g^2*p*r-868*b*g^2*p*x+10*b*g^2*q^2-62*b*g^2*q*r-772*b*g^2*q*x-75*b*g^2*r^2+ 421*b*g^2*r*x+1596*b*g^2*x^2-210*b*g*p^3-10*b*g*p^2*q-476*b*g*p^2*r-376*b*g*p^2 *x+25*b*g*p*q^2-231*b*g*p*q*r-1646*b*g*p*q*x-238*b*g*p*r^2+1381*b*g*p*r*x+3336* b*g*p*x^2-15*b*g*q^2*r-554*b*g*q^2*x-97*b*g*q*r^2+691*b*g*q*r*x+2980*b*g*q*x^2-\ 2*b*g*r^3+847*b*g*r^2*x+194*b*g*r*x^2-1076*b*g*x^3-99*b*p^4-96*b*p^3*q-213*b*p^ 3*r+201*b*p^3*x+15*b*p^2*q^2-277*b*p^2*q*r-498*b*p^2*q*x-121*b*p^2*r^2+1282*b*p ^2*r*x+1546*b*p^2*x^2-30*b*p*q^2*r-669*b*p*q^2*x-142*b*p*q*r^2+1116*b*p*q*r*x+ 3076*b*p*q*x^2-7*b*p*r^3+971*b*p*r^2*x-333*b*p*r*x^2-1090*b*p*x^3-108*b*q^3*x-\ 25*b*q^2*r^2+371*b*q^2*r*x+1290*b*q^2*x^2+13*b*q*r^3+676*b*q*r^2*x-209*b*q*r*x^ 2-1090*b*q*x^3-40*b*r^3*x-1116*b*r^2*x^2-472*b*r*x^3+292*c^5+640*c^4*g-412*c^4* p+406*c^4*q-1086*c^4*r-4064*c^4*x+529*c^3*g^2-324*c^3*g*p+667*c^3*g*q-1485*c^3* g*r-6136*c^3*g*x-1397*c^3*p^2+39*c^3*p*q-2551*c^3*p*r-3576*c^3*p*x+156*c^3*q^2-\ 756*c^3*q*r-5136*c^3*q*x-754*c^3*r^2+3284*c^3*r*x+8352*c^3*x^2+203*c^2*g^3-9*c^ 2*g^2*p+396*c^2*g^2*q-745*c^2*g^2*r-3384*c^2*g^2*x-1354*c^2*g*p^2+225*c^2*g*p*q -2639*c^2*g*p*r-4414*c^2*g*p*x+181*c^2*g*q^2-778*c^2*g*q*r-5760*c^2*g*q*x-782*c ^2*g*r^2+3352*c^2*g*r*x+9216*c^2*g*x^2-1006*c^2*p^3-639*c^2*p^2*q-1965*c^2*p^2* r+122*c^2*p^2*x+113*c^2*p*q^2-1551*c^2*p*q*r-4306*c^2*p*q*x-931*c^2*p*r^2+6116* c^2*p*r*x+9042*c^2*p*x^2+16*c^2*q^3-146*c^2*q^2*r-2224*c^2*q^2*x-513*c^2*q*r^2+ 2772*c^2*q*r*x+8778*c^2*q*x^2-36*c^2*r^3+3204*c^2*r^2*x+480*c^2*r*x^2-2592*c^2* x^3+35*c*g^4+39*c*g^3*p+98*c*g^3*q-163*c*g^3*r-796*c*g^3*x-410*c*g^2*p^2+156*c* g^2*p*q-869*c*g^2*p*r-1743*c*g^2*p*x+68*c*g^2*q^2-269*c*g^2*q*r-2091*c*g^2*q*x-\ 251*c*g^2*r^2+1186*c*g^2*r*x+3354*c*g^2*x^2-700*c*g*p^3-372*c*g*p^2*q-1388*c*g* p^2*r-139*c*g*p^2*x+109*c*g*p*q^2-1069*c*g*p*q*r-3504*c*g*p*q*x-657*c*g*p*r^2+ 4145*c*g*p*r*x+6703*c*g*p*x^2+11*c*g*q^3-101*c*g*q^2*r-1617*c*g*q^2*x-361*c*g*q *r^2+1883*c*g*q*r*x+6461*c*g*q*x^2-20*c*g*r^3+2230*c*g*r^2*x+384*c*g*r*x^2-1936 *c*g*x^3-262*c*p^4-430*c*p^3*q-571*c*p^3*r+700*c*p^3*x-39*c*p^2*q^2-944*c*p^2*q *r-568*c*p^2*q*x-355*c*p^2*r^2+3181*c*p^2*r*x+2823*c*p^2*x^2+15*c*p*q^3-236*c*p *q^2*r-1522*c*p*q^2*x-469*c*p*q*r^2+3270*c*p*q*r*x+6372*c*p*q*x^2-46*c*p*r^3+ 2285*c*p*r^2*x-1212*c*p*r*x^2-2052*c*p*x^3-6*c*q^3*r-374*c*q^3*x-97*c*q^2*r^2+ 843*c*q^2*r*x+2901*c*q^2*x^2-6*c*q*r^3+1753*c*q*r^2*x-288*c*q*r*x^2-2052*c*q*x^ 3+40*c*r^3*x-2400*c*r^2*x^2-1024*c*r*x^3+2*g^5+7*g^4*p+8*g^4*q-13*g^4*r-65*g^4* x-38*g^3*p^2+28*g^3*p*q-90*g^3*p*r-218*g^3*p*x+8*g^3*q^2-32*g^3*q*r-243*g^3*q*x -24*g^3*r^2+148*g^3*r*x+399*g^3*x^2-118*g^2*p^3-44*g^2*p^2*q-236*g^2*p^2*r-65*g ^2*p^2*x+24*g^2*p*q^2-174*g^2*p*q*r-689*g^2*p*q*x-110*g^2*p*r^2+683*g^2*p*r*x+ 1208*g^2*p*x^2+2*g^2*q^3-20*g^2*q^2*r-280*g^2*q^2*x-58*g^2*q*r^2+337*g^2*q*r*x+ 1165*g^2*q*x^2-2*g^2*r^3+360*g^2*r^2*x+18*g^2*r*x^2-368*g^2*x^3-92*g*p^4-150*g* p^3*q-196*g*p^3*r+249*g*p^3*x-2*g*p^2*q^2-350*g*p^2*q*r-317*g*p^2*q*x-116*g*p^2 *r^2+1148*g*p^2*r*x+1070*g*p^2*x^2+5*g*p*q^3-74*g*p*q^2*r-606*g*p*q^2*x-182*g*p *q*r^2+1060*g*p*q*r*x+2394*g*p*q*x^2-12*g*p*r^3+827*g*p*r^2*x-369*g*p*r*x^2-758 *g*p*x^3-3*g*q^3*r-130*g*q^3*x-32*g*q^2*r^2+296*g*q^2*r*x+1072*g*q^2*x^2-4*g*q* r^3+609*g*q*r^2*x-57*g*q*r*x^2-758*g*q*x^3+12*g*r^3*x-840*g*r^2*x^2-368*g*r*x^3 -21*p^5-72*p^4*q-54*p^4*r+123*p^4*x-30*p^3*q^2-162*p^3*q*r+120*p^3*q*x-45*p^3*r ^2+438*p^3*r*x+207*p^3*x^2+3*p^2*q^3-88*p^2*q^2*r-177*p^2*q^2*x-100*p^2*q*r^2+ 910*p^2*q*r*x+1062*p^2*q*x^2-12*p^2*r^3+359*p^2*r^2*x-541*p^2*r*x^2-378*p^2*x^3 -6*p*q^3*r-156*p*q^3*x-46*p*q^2*r^2+436*p*q^2*r*x+1071*p*q^2*x^2-10*p*q*r^3+696 *p*q*r^2*x-390*p*q*r*x^2-756*p*q*x^3+44*p*r^3*x-762*p*r^2*x^2-212*p*r*x^3-18*q^ 4*x-5*q^3*r^2+96*q^3*r*x+288*q^3*x^2+4*q^2*r^3+213*q^2*r^2*x-209*q^2*r*x^2-378* q^2*x^3-16*q*r^3*x-738*q*r^2*x^2-212*q*r*x^3+240*r^2*x^3+60*a^4+360*a^3*b+740*a ^3*c+268*a^3*g-64*a^3*p+286*a^3*q-214*a^3*r-988*a^3*x+304*a^2*b^2+1760*a^2*b*c+ 666*a^2*b*g+334*a^2*b*p+424*a^2*b*q-244*a^2*b*r-2384*a^2*b*x+2164*a^2*c^2+1646* a^2*c*g+290*a^2*c*p+1282*a^2*c*q-898*a^2*c*r-5328*a^2*c*x+300*a^2*g^2+127*a^2*g *p+507*a^2*g*q-323*a^2*g*r-1982*a^2*g*x-273*a^2*p^2+287*a^2*p*q-559*a^2*p*r-\ 1376*a^2*p*x+136*a^2*q^2-148*a^2*q*r-1732*a^2*q*x-188*a^2*r^2+146*a^2*r*x+1484* a^2*x^2+40*a*b^3+728*a*b^2*c+266*a*b^2*g+298*a*b^2*p+80*a*b^2*q-12*a*b^2*r-1480 *a*b^2*x+2560*a*b*c^2+1922*a*b*c*g+1338*a*b*c*p+1008*a*b*c*q-488*a*b*c*r-7312*a *b*c*x+351*a*b*g^2+552*a*b*g*p+377*a*b*g*q-155*a*b*g*r-2732*a*b*g*x-33*a*b*p^2+ 417*a*b*p*q-513*a*b*p*r-2498*a*b*p*x+50*a*b*q^2-6*a*b*q*r-2218*a*b*q*x-240*a*b* r^2-228*a*b*r*x+2364*a*b*x^2+2388*a*c^3+2754*a*c^2*g+1070*a*c^2*p+1786*a*c^2*q-\ 1166*a*c^2*r-8744*a*c^2*x+1024*a*c*g^2+939*a*c*g*p+1391*a*c*g*q-805*a*c*g*r-\ 6532*a*c*g*x-551*a*c*p^2+991*a*c*p*q-1703*a*c*p*r-5248*a*c*p*x+322*a*c*q^2-302* a*c*q*r-5482*a*c*q*x-676*a*c*r^2-108*a*c*r*x+4868*a*c*x^2+121*a*g^3+194*a*g^2*p +265*a*g^2*q-139*a*g^2*r-1191*a*g^2*x-182*a*g*p^2+428*a*g*p*q-605*a*g*p*r-1990* a*g*p*x+122*a*g*q^2-93*a*g*q*r-2057*a*g*q*x-237*a*g*r^2-37*a*g*r*x+1840*a*g*x^2 -203*a*p^3+5*a*p^2*q-448*a*p^2*r-519*a*p^2*x+134*a*p*q^2-339*a*p*q*r-1849*a*p*q *x-249*a*p*r^2+612*a*p*r*x+1894*a*p*x^2+10*a*q^3-814*a*q^2*x-174*a*q*r^2-121*a* q*r*x+1726*a*q*x^2-22*a*r^3+594*a*r^2*x+684*a*r*x^2-264*a*x^3+40*b^3*c+16*b^3*g +24*b^3*p+16*b^3*r-252*b^3*x+424*b^2*c^2+314*b^2*c*g+370*b^2*c*p+80*b^2*c*q+36* b^2*c*r-2032*b^2*c*x+60*b^2*g^2+134*b^2*g*p+32*b^2*g*q+6*b^2*g*r-762*b^2*g*x+66 *b^2*p^2+48*b^2*p*q-48*b^2*p*r-822*b^2*p*x+32*b^2*q*r-594*b^2*q*x-74*b^2*r^2-\ 138*b^2*r*x+880*b^2*x^2+1160*b*c^3+1304*b*c^2*g+1076*b*c^2*p+584*b*c^2*q-196*b* c^2*r-5336*b*c^2*x+483*b*c*g^2+850*b*c*g*p+441*b*c*g*q-133*b*c*g*r-3988*b*c*g*x +117*b*c*p^2+513*b*c*p*q-603*b*c*p*r-3892*b*c*p*x+50*b*c*q^2+58*b*c*q*r-3202*b* c*q*x-400*b*c*r^2-572*b*c*r*x+3652*b*c*x^2+58*b*g^3+163*b*g^2*p+86*b*g^2*q-31*b *g^2*r-741*b*g^2*x+72*b*g*p^2+191*b*g*p*q-186*b*g*p*r-1460*b*g*p*x+20*b*g*q^2+ 15*b*g*q*r-1185*b*g*q*x-134*b*g*r^2-185*b*g*r*x+1388*b*g*x^2-63*b*p^3+93*b*p^2* q-236*b*p^2*r-609*b*p^2*x+30*b*p*q^2-60*b*p*q*r-1263*b*p*q*x-155*b*p*r^2+149*b* p*r*x+1544*b*p*x^2+20*b*q^2*r-450*b*q^2*x-101*b*q*r^2-86*b*q*r*x+1376*b*q*x^2+2 *b*r^3+546*b*r^2*x+732*b*r*x^2-264*b*x^3+904*c^4+1392*c^3*g+740*c^3*p+790*c^3*q -466*c^3*r-4544*c^3*x+784*c^2*g^2+946*c^2*g*p+916*c^2*g*q-476*c^2*g*r-5072*c^2* g*x-212*c^2*p^2+752*c^2*p*q-1192*c^2*p*r-4456*c^2*p*x+186*c^2*q^2-122*c^2*q*r-\ 4192*c^2*q*x-562*c^2*r^2-396*c^2*r*x+3888*c^2*x^2+189*c*g^3+386*c*g^2*p+351*c*g ^2*q-171*c*g^2*r-1868*c*g^2*x-93*c*g*p^2+619*c*g*p*q-814*c*g*p*r-3358*c*g*p*x+ 142*c*g*q^2-78*c*g*q*r-3116*c*g*q*x-395*c*g*r^2-302*c*g*r*x+2904*c*g*x^2-272*c* p^3+98*c*p^2*q-720*c*p^2*r-1138*c*p^2*x+164*c*p*q^2-399*c*p*q*r-2990*c*p*q*x-\ 434*c*p*r^2+731*c*p*r*x+3246*c*p*x^2+10*c*q^3+20*c*q^2*r-1216*c*q^2*x-275*c*q*r ^2-193*c*q*r*x+2910*c*q*x^2-20*c*r^3+1204*c*r^2*x+1536*c*r*x^2-432*c*x^3+16*g^4 +50*g^3*p+44*g^3*q-22*g^3*r-225*g^3*x-5*g^2*p^2+124*g^2*p*q-134*g^2*p*r-616*g^2 *p*x+28*g^2*q^2-18*g^2*q*r-573*g^2*q*x-65*g^2*r^2-28*g^2*r*x+552*g^2*x^2-96*g*p ^3+61*g*p^2*q-260*g*p^2*r-448*g*p^2*x+62*g*p*q^2-124*g*p*q*r-1132*g*p*q*x-156*g *p*r^2+226*g*p*r*x+1200*g*p*x^2+4*g*q^3+6*g*q^2*r-450*g*q^2*x-97*g*q*r^2-86*g*q *r*x+1074*g*q*x^2-6*g*r^3+424*g*r^2*x+552*g*r*x^2-168*g*x^3-45*p^4-39*p^3*q-111 *p^3*r-27*p^3*x+30*p^2*q^2-161*p^2*q*r-462*p^2*q*x-79*p^2*r^2+349*p^2*r*x+606*p ^2*x^2+6*p*q^3-18*p*q^2*r-471*p*q^2*x-113*p*q*r^2+130*p*q*r*x+1134*p*q*x^2-13*p *r^3+388*p*r^2*x+252*p*r*x^2-216*p*x^3+4*q^3*r-108*q^3*x-32*q^2*r^2+17*q^2*r*x+ 528*q^2*x^2-q*r^3+364*q*r^2*x+384*q*r*x^2-216*q*x^3+8*r^3*x-360*r^2*x^2-240*r*x ^3+212*a^3+436*a^2*b+1164*a^2*c+430*a^2*g+240*a^2*p+316*a^2*q-52*a^2*r-892*a^2* x+140*a*b^2+1172*a*b*c+438*a*b*g+438*a*b*p+190*a*b*q+70*a*b*r-1108*a*b*x+1832*a *c^2+1374*a*c*g+1004*a*c*p+822*a*c*q+2*a*c*r-2760*a*c*x+251*a*g^2+384*a*g*p+317 *a*g*q-a*g*r-1044*a*g*x+43*a*p^2+319*a*p*q-165*a*p*r-1004*a*p*x+60*a*q^2+64*a*q *r-842*a*q*x-108*a*r^2-350*a*r*x+480*a*x^2+140*b^2*c+56*b^2*g+84*b^2*p+64*b^2*r -288*b^2*x+736*b*c^2+558*b*c*g+618*b*c*p+190*b*c*q+210*b*c*r-1544*b*c*x+108*b*g ^2+230*b*g*p+76*b*g*q+72*b*g*r-592*b*g*x+102*b*p^2+114*b*p*q-12*b*p*r-660*b*p*x +88*b*q*r-486*b*q*x-82*b*r^2-398*b*r*x+312*b*x^2+880*c^3+1000*c^2*g+848*c^2*p+ 506*c^2*q+118*c^2*r-2048*c^2*x+375*c*g^2+650*c*g*p+393*c*g*q+87*c*g*r-1544*c*g* x+163*c*p^2+433*c*p*q-171*c*p*r-1612*c*p*x+60*c*q^2+152*c*q*r-1276*c*q*x-202*c* r^2-812*c*r*x+648*c*x^2+46*g^3+121*g^2*p+78*g^2*q+11*g^2*r-296*g^2*x+68*g*p^2+ 167*g*p*q-56*g*p*r-602*g*p*x+24*g*q^2+57*g*q*r-476*g*q*x-72*g*r^2-292*g*r*x+252 *g*x^2-15*p^3+75*p^2*q-86*p^2*r-276*p^2*x+36*p*q^2-510*p*q*x-71*p*r^2-108*p*r*x +360*p*x^2+28*q^2*r-198*q^2*x-55*q*r^2-240*q*r*x+288*q*x^2-4*r^3+176*r^2*x+360* r*x^2+196*a^2+160*a*b+572*a*c+216*a*g+200*a*p+110*a*q+58*a*r-276*a*x+160*b*c+64 *b*g+96*b*p+80*b*r-108*b*x+376*c^2+288*c*g+308*c*p+110*c*q+150*c*r-336*c*x+56*g ^2+116*g*p+44*g*q+54*g*r-132*g*x+48*p^2+66*p*q+12*p*r-180*p*x+56*q*r-108*q*x-28 *r^2-184*r*x+60*a+60*c+24*g+36*p+32*r)*dx^3+(-32*a^6*b*c*x^4-16*a^6*b*p*x^4-16* a^6*b*q*x^4-48*a^6*b*r*x^4-64*a^6*c^2*x^4-16*a^6*c*g*x^4-32*a^6*c*p*x^4-64*a^6* c*q*x^4-96*a^6*c*r*x^4-8*a^6*g*p*x^4-8*a^6*g*q*x^4-24*a^6*g*r*x^4-16*a^6*p*q*x^ 4-16*a^6*q^2*x^4-48*a^6*q*r*x^4-160*a^5*b^2*c*x^4-80*a^5*b^2*p*x^4-80*a^5*b^2*q *x^4-240*a^5*b^2*r*x^4-576*a^5*b*c^2*x^4-192*a^5*b*c*g*x^4-416*a^5*b*c*p*x^4-\ 544*a^5*b*c*q*x^4-1008*a^5*b*c*r*x^4-96*a^5*b*g*p*x^4-96*a^5*b*g*q*x^4-288*a^5* b*g*r*x^4-64*a^5*b*p^2*x^4-192*a^5*b*p*q*x^4-264*a^5*b*p*r*x^4-128*a^5*b*q^2*x^ 4-456*a^5*b*q*r*x^4-144*a^5*b*r^2*x^4-544*a^5*c^3*x^4-368*a^5*c^2*g*x^4-512*a^5 *c^2*p*x^4-736*a^5*c^2*q*x^4-1104*a^5*c^2*r*x^4-56*a^5*c*g^2*x^4-240*a^5*c*g*p* x^4-352*a^5*c*g*q*x^4-624*a^5*c*g*r*x^4-120*a^5*c*p^2*x^4-480*a^5*c*p*q*x^4-504 *a^5*c*p*r*x^4-328*a^5*c*q^2*x^4-984*a^5*c*q*r*x^4-288*a^5*c*r^2*x^4-28*a^5*g^2 *p*x^4-28*a^5*g^2*q*x^4-84*a^5*g^2*r*x^4-28*a^5*g*p^2*x^4-112*a^5*g*p*q*x^4-120 *a^5*g*p*r*x^4-84*a^5*g*q^2*x^4-288*a^5*g*q*r*x^4-72*a^5*g*r^2*x^4-64*a^5*p^2*q *x^4-112*a^5*p*q^2*x^4-264*a^5*p*q*r*x^4-48*a^5*q^3*x^4-216*a^5*q^2*r*x^4-144*a ^5*q*r^2*x^4-320*a^4*b^3*c*x^4-160*a^4*b^3*p*x^4-160*a^4*b^3*q*x^4-480*a^4*b^3* r*x^4-1728*a^4*b^2*c^2*x^4-624*a^4*b^2*c*g*x^4-1408*a^4*b^2*c*p*x^4-1568*a^4*b^ 2*c*q*x^4-3168*a^4*b^2*c*r*x^4-312*a^4*b^2*g*p*x^4-312*a^4*b^2*g*q*x^4-936*a^4* b^2*g*r*x^4-272*a^4*b^2*p^2*x^4-624*a^4*b^2*p*q*x^4-1104*a^4*b^2*p*r*x^4-352*a^ 4*b^2*q^2*x^4-1344*a^4*b^2*q*r*x^4-576*a^4*b^2*r^2*x^4-3168*a^4*b*c^3*x^4-2272* a^4*b*c^2*g*x^4-3488*a^4*b*c^2*p*x^4-4160*a^4*b*c^2*q*x^4-6816*a^4*b*c^2*r*x^4-\ 384*a^4*b*c*g^2*x^4-1768*a^4*b*c*g*p*x^4-2104*a^4*b*c*g*q*x^4-4080*a^4*b*c*g*r* x^4-1160*a^4*b*c*p^2*x^4-3104*a^4*b*c*p*q*x^4-4344*a^4*b*c*p*r*x^4-1784*a^4*b*c *q^2*x^4-5784*a^4*b*c*q*r*x^4-2160*a^4*b*c*r^2*x^4-192*a^4*b*g^2*p*x^4-192*a^4* b*g^2*q*x^4-576*a^4*b*g^2*r*x^4-316*a^4*b*g*p^2*x^4-800*a^4*b*g*p*q*x^4-1284*a^ 4*b*g*p*r*x^4-484*a^4*b*g*q^2*x^4-1788*a^4*b*g*q*r*x^4-672*a^4*b*g*r^2*x^4-104* a^4*b*p^3*x^4-536*a^4*b*p^2*q*x^4-540*a^4*b*p^2*r*x^4-680*a^4*b*p*q^2*x^4-1968* a^4*b*p*q*r*x^4-504*a^4*b*p*r^2*x^4-248*a^4*b*q^3*x^4-1188*a^4*b*q^2*r*x^4-936* a^4*b*q*r^2*x^4-80*a^4*b*r^3*x^4-1952*a^4*c^4*x^4-2128*a^4*c^3*g*x^4-2688*a^4*c ^3*p*x^4-3328*a^4*c^3*q*x^4-4896*a^4*c^3*r*x^4-728*a^4*c^2*g^2*x^4-2208*a^4*c^2 *g*p*x^4-2832*a^4*c^2*g*q*x^4-4488*a^4*c^2*g*r*x^4-1216*a^4*c^2*p^2*x^4-3552*a^ 4*c^2*p*q*x^4-4392*a^4*c^2*p*r*x^4-2088*a^4*c^2*q^2*x^4-6120*a^4*c^2*q*r*x^4-\ 2160*a^4*c^2*r^2*x^4-76*a^4*c*g^3*x^4-532*a^4*c*g^2*p*x^4-684*a^4*c*g^2*q*x^4-\ 1284*a^4*c*g^2*r*x^4-648*a^4*c*g*p^2*x^4-2008*a^4*c*g*p*q*x^4-2556*a^4*c*g*p*r* x^4-1236*a^4*c*g*q^2*x^4-3876*a^4*c*g*q*r*x^4-1344*a^4*c*g*r^2*x^4-180*a^4*c*p^ 3*x^4-1148*a^4*c*p^2*q*x^4-960*a^4*c*p^2*r*x^4-1536*a^4*c*p*q^2*x^4-3960*a^4*c* p*q*r*x^4-936*a^4*c*p*r^2*x^4-568*a^4*c*q^3*x^4-2484*a^4*c*q^2*r*x^4-1800*a^4*c *q*r^2*x^4-160*a^4*c*r^3*x^4-38*a^4*g^3*p*x^4-38*a^4*g^3*q*x^4-114*a^4*g^3*r*x^ 4-84*a^4*g^2*p^2*x^4-244*a^4*g^2*p*q*x^4-348*a^4*g^2*p*r*x^4-160*a^4*g^2*q^2*x^ 4-576*a^4*g^2*q*r*x^4-192*a^4*g^2*r^2*x^4-38*a^4*g*p^3*x^4-314*a^4*g*p^2*q*x^4-\ 210*a^4*g*p^2*r*x^4-452*a^4*g*p*q^2*x^4-1212*a^4*g*p*q*r*x^4-216*a^4*g*p*r^2*x^ 4-176*a^4*g*q^3*x^4-816*a^4*g*q^2*r*x^4-600*a^4*g*q*r^2*x^4-40*a^4*g*r^3*x^4-\ 104*a^4*p^3*q*x^4-264*a^4*p^2*q^2*x^4-540*a^4*p^2*q*r*x^4-216*a^4*p*q^3*x^4-864 *a^4*p*q^2*r*x^4-504*a^4*p*q*r^2*x^4-56*a^4*q^4*x^4-324*a^4*q^3*r*x^4-360*a^4*q ^2*r^2*x^4-80*a^4*q*r^3*x^4-320*a^3*b^4*c*x^4-160*a^3*b^4*p*x^4-160*a^3*b^4*q*x ^4-480*a^3*b^4*r*x^4-2432*a^3*b^3*c^2*x^4-896*a^3*b^3*c*g*x^4-2112*a^3*b^3*c*p* x^4-2112*a^3*b^3*c*q*x^4-4512*a^3*b^3*c*r*x^4-448*a^3*b^3*g*p*x^4-448*a^3*b^3*g *q*x^4-1344*a^3*b^3*g*r*x^4-448*a^3*b^3*p^2*x^4-896*a^3*b^3*p*q*x^4-1776*a^3*b^ 3*p*r*x^4-448*a^3*b^3*q^2*x^4-1776*a^3*b^3*q*r*x^4-864*a^3*b^3*r^2*x^4-6784*a^3 *b^2*c^3*x^4-4976*a^3*b^2*c^2*g*x^4-8128*a^3*b^2*c^2*p*x^4-8576*a^3*b^2*c^2*q*x ^4-14928*a^3*b^2*c^2*r*x^4-872*a^3*b^2*c*g^2*x^4-4216*a^3*b^2*c*g*p*x^4-4440*a^ 3*b^2*c*g*q*x^4-9120*a^3*b^2*c*g*r*x^4-3088*a^3*b^2*c*p^2*x^4-6912*a^3*b^2*c*p* q*x^4-10992*a^3*b^2*c*p*r*x^4-3504*a^3*b^2*c*q^2*x^4-11952*a^3*b^2*c*q*r*x^4-\ 5040*a^3*b^2*c*r^2*x^4-436*a^3*b^2*g^2*p*x^4-436*a^3*b^2*g^2*q*x^4-1308*a^3*b^2 *g^2*r*x^4-864*a^3*b^2*g*p^2*x^4-1840*a^3*b^2*g*p*q*x^4-3420*a^3*b^2*g*p*r*x^4-\ 976*a^3*b^2*g*q^2*x^4-3756*a^3*b^2*g*q*r*x^4-1656*a^3*b^2*g*r^2*x^4-360*a^3*b^2 *p^3*x^4-1336*a^3*b^2*p^2*q*x^4-1836*a^3*b^2*p^2*r*x^4-1432*a^3*b^2*p*q^2*x^4-\ 4584*a^3*b^2*p*q*r*x^4-1656*a^3*b^2*p*r^2*x^4-456*a^3*b^2*q^3*x^4-2268*a^3*b^2* q^2*r*x^4-1944*a^3*b^2*q*r^2*x^4-240*a^3*b^2*r^3*x^4-8352*a^3*b*c^4*x^4-9216*a^ 3*b*c^3*g*x^4-12608*a^3*b*c^3*p*x^4-13888*a^3*b*c^3*q*x^4-21408*a^3*b*c^3*r*x^4 -3224*a^3*b*c^2*g^2*x^4-10696*a^3*b*c^2*g*p*x^4-11944*a^3*b*c^2*g*q*x^4-19944*a ^3*b*c^2*g*r*x^4-6664*a^3*b*c^2*p^2*x^4-16064*a^3*b*c^2*p*q*x^4-22368*a^3*b*c^2 *p*r*x^4-8408*a^3*b*c^2*q^2*x^4-25824*a^3*b*c^2*q*r*x^4-9936*a^3*b*c^2*r^2*x^4-\ 352*a^3*b*c*g^3*x^4-2644*a^3*b*c*g^2*p*x^4-2948*a^3*b*c*g^2*q*x^4-5820*a^3*b*c* g^2*r*x^4-3852*a^3*b*c*g*p^2*x^4-9376*a^3*b*c*g*p*q*x^4-13920*a^3*b*c*g*p*r*x^4 -5028*a^3*b*c*g*q^2*x^4-16560*a^3*b*c*g*q*r*x^4-6456*a^3*b*c*g*r^2*x^4-1400*a^3 *b*c*p^3*x^4-5856*a^3*b*c*p^2*q*x^4-6876*a^3*b*c*p^2*r*x^4-6632*a^3*b*c*p*q^2*x ^4-18864*a^3*b*c*p*q*r*x^4-6048*a^3*b*c*p*r^2*x^4-2176*a^3*b*c*q^3*x^4-9924*a^3 *b*c*q^2*r*x^4-7776*a^3*b*c*q*r^2*x^4-880*a^3*b*c*r^3*x^4-176*a^3*b*g^3*p*x^4-\ 176*a^3*b*g^3*q*x^4-528*a^3*b*g^3*r*x^4-516*a^3*b*g^2*p^2*x^4-1184*a^3*b*g^2*p* q*x^4-2040*a^3*b*g^2*p*r*x^4-668*a^3*b*g^2*q^2*x^4-2496*a^3*b*g^2*q*r*x^4-984*a ^3*b*g^2*r^2*x^4-404*a^3*b*g*p^3*x^4-1736*a^3*b*g*p^2*q*x^4-2076*a^3*b*g*p^2*r* x^4-2012*a^3*b*g*p*q^2*x^4-6108*a^3*b*g*p*q*r*x^4-1896*a^3*b*g*p*r^2*x^4-680*a^ 3*b*g*q^3*x^4-3288*a^3*b*g*q^2*r*x^4-2664*a^3*b*g*q*r^2*x^4-280*a^3*b*g*r^3*x^4 -88*a^3*b*p^4*x^4-656*a^3*b*p^3*q*x^4-546*a^3*b*p^3*r*x^4-1248*a^3*b*p^2*q^2*x^ 4-3150*a^3*b*p^2*q*r*x^4-684*a^3*b*p^2*r^2*x^4-880*a^3*b*p*q^3*x^4-3798*a^3*b*p *q^2*r*x^4-2664*a^3*b*p*q*r^2*x^4-200*a^3*b*p*r^3*x^4-200*a^3*b*q^4*x^4-1194*a^ 3*b*q^3*r*x^4-1404*a^3*b*q^2*r^2*x^4-360*a^3*b*q*r^3*x^4-3808*a^3*c^5*x^4-5680* a^3*c^4*g*x^4-6880*a^3*c^4*p*x^4-7840*a^3*c^4*q*x^4-11280*a^3*c^4*r*x^4-3024*a^ 3*c^3*g^2*x^4-8272*a^3*c^3*g*p*x^4-9616*a^3*c^3*g*q*x^4-14376*a^3*c^3*g*r*x^4-\ 4568*a^3*c^3*p^2*x^4-11648*a^3*c^3*p*q*x^4-14976*a^3*c^3*p*r*x^4-6296*a^3*c^3*q ^2*x^4-18048*a^3*c^3*q*r*x^4-6624*a^3*c^3*r^2*x^4-668*a^3*c^2*g^3*x^4-3364*a^3* c^2*g^2*p*x^4-3996*a^3*c^2*g^2*q*x^4-6444*a^3*c^2*g^2*r*x^4-4080*a^3*c^2*g*p^2* x^4-10808*a^3*c^2*g*p*q*x^4-14172*a^3*c^2*g*p*r*x^4-5956*a^3*c^2*g*q^2*x^4-\ 17748*a^3*c^2*g*q*r*x^4-6528*a^3*c^2*g*r^2*x^4-1316*a^3*c^2*p^3*x^4-6076*a^3*c^ 2*p^2*q*x^4-6420*a^3*c^2*p^2*r*x^4-7208*a^3*c^2*p*q^2*x^4-18936*a^3*c^2*p*q*r*x ^4-5688*a^3*c^2*p*r^2*x^4-2448*a^3*c^2*q^3*x^4-10464*a^3*c^2*q^2*r*x^4-7704*a^3 *c^2*q*r^2*x^4-880*a^3*c^2*r^3*x^4-50*a^3*c*g^4*x^4-524*a^3*c*g^3*p*x^4-624*a^3 *c*g^3*q*x^4-1188*a^3*c*g^3*r*x^4-1116*a^3*c*g^2*p^2*x^4-3028*a^3*c*g^2*p*q*x^4 -4176*a^3*c*g^2*p*r*x^4-1722*a^3*c*g^2*q^2*x^4-5496*a^3*c*g^2*q*r*x^4-2004*a^3* c*g^2*r^2*x^4-732*a^3*c*g*p^3*x^4-3740*a^3*c*g*p^2*q*x^4-3780*a^3*c*g*p^2*r*x^4 -4596*a^3*c*g*p*q^2*x^4-12420*a^3*c*g*p*q*r*x^4-3528*a^3*c*g*p*r^2*x^4-1588*a^3 *c*g*q^3*x^4-7044*a^3*c*g*q^2*r*x^4-5280*a^3*c*g*q*r^2*x^4-560*a^3*c*g*r^3*x^4-\ 138*a^3*c*p^4*x^4-1284*a^3*c*p^3*q*x^4-882*a^3*c*p^3*r*x^4-2610*a^3*c*p^2*q^2*x ^4-5994*a^3*c*p^2*q*r*x^4-1152*a^3*c*p^2*r^2*x^4-1920*a^3*c*p*q^3*x^4-7686*a^3* c*p*q^2*r*x^4-4968*a^3*c*p*q*r^2*x^4-360*a^3*c*p*r^3*x^4-456*a^3*c*q^4*x^4-2574 *a^3*c*q^3*r*x^4-2844*a^3*c*q^2*r^2*x^4-680*a^3*c*q*r^3*x^4-25*a^3*g^4*p*x^4-25 *a^3*g^4*q*x^4-75*a^3*g^4*r*x^4-95*a^3*g^3*p^2*x^4-240*a^3*g^3*p*q*x^4-378*a^3* g^3*p*r*x^4-145*a^3*g^3*q^2*x^4-528*a^3*g^3*q*r*x^4-186*a^3*g^3*r^2*x^4-95*a^3* g^2*p^3*x^4-525*a^3*g^2*p^2*q*x^4-507*a^3*g^2*p^2*r*x^4-670*a^3*g^2*p*q^2*x^4-\ 1920*a^3*g^2*p*q*r*x^4-492*a^3*g^2*p*r^2*x^4-240*a^3*g^2*q^3*x^4-1128*a^3*g^2*q ^2*r*x^4-864*a^3*g^2*q*r^2*x^4-80*a^3*g^2*r^3*x^4-25*a^3*g*p^4*x^4-378*a^3*g*p^ 3*q*x^4-168*a^3*g*p^3*r*x^4-833*a^3*g*p^2*q^2*x^4-1896*a^3*g*p^2*q*r*x^4-234*a^ 3*g*p^2*r^2*x^4-632*a^3*g*p*q^3*x^4-2616*a^3*g*p*q^2*r*x^4-1680*a^3*g*p*q*r^2*x ^4-80*a^3*g*p*r^3*x^4-152*a^3*g*q^4*x^4-888*a^3*g*q^3*r*x^4-1008*a^3*g*q^2*r^2* x^4-240*a^3*g*q*r^3*x^4-88*a^3*p^4*q*x^4-296*a^3*p^3*q^2*x^4-546*a^3*p^3*q*r*x^ 4-360*a^3*p^2*q^3*x^4-1314*a^3*p^2*q^2*r*x^4-684*a^3*p^2*q*r^2*x^4-184*a^3*p*q^ 4*x^4-990*a^3*p*q^3*r*x^4-1008*a^3*p*q^2*r^2*x^4-200*a^3*p*q*r^3*x^4-32*a^3*q^5 *x^4-222*a^3*q^4*r*x^4-324*a^3*q^3*r^2*x^4-120*a^3*q^2*r^3*x^4-160*a^2*b^5*c*x^ 4-80*a^2*b^5*p*x^4-80*a^2*b^5*q*x^4-240*a^2*b^5*r*x^4-1728*a^2*b^4*c^2*x^4-624* a^2*b^4*c*g*x^4-1568*a^2*b^4*c*p*x^4-1408*a^2*b^4*c*q*x^4-3168*a^2*b^4*c*r*x^4-\ 312*a^2*b^4*g*p*x^4-312*a^2*b^4*g*q*x^4-936*a^2*b^4*g*r*x^4-352*a^2*b^4*p^2*x^4 -624*a^2*b^4*p*q*x^4-1344*a^2*b^4*p*r*x^4-272*a^2*b^4*q^2*x^4-1104*a^2*b^4*q*r* x^4-576*a^2*b^4*r^2*x^4-6784*a^2*b^3*c^3*x^4-4976*a^2*b^3*c^2*g*x^4-8576*a^2*b^ 3*c^2*p*x^4-8128*a^2*b^3*c^2*q*x^4-14928*a^2*b^3*c^2*r*x^4-872*a^2*b^3*c*g^2*x^ 4-4440*a^2*b^3*c*g*p*x^4-4216*a^2*b^3*c*g*q*x^4-9120*a^2*b^3*c*g*r*x^4-3504*a^2 *b^3*c*p^2*x^4-6912*a^2*b^3*c*p*q*x^4-11952*a^2*b^3*c*p*r*x^4-3088*a^2*b^3*c*q^ 2*x^4-10992*a^2*b^3*c*q*r*x^4-5040*a^2*b^3*c*r^2*x^4-436*a^2*b^3*g^2*p*x^4-436* a^2*b^3*g^2*q*x^4-1308*a^2*b^3*g^2*r*x^4-976*a^2*b^3*g*p^2*x^4-1840*a^2*b^3*g*p *q*x^4-3756*a^2*b^3*g*p*r*x^4-864*a^2*b^3*g*q^2*x^4-3420*a^2*b^3*g*q*r*x^4-1656 *a^2*b^3*g*r^2*x^4-456*a^2*b^3*p^3*x^4-1432*a^2*b^3*p^2*q*x^4-2268*a^2*b^3*p^2* r*x^4-1336*a^2*b^3*p*q^2*x^4-4584*a^2*b^3*p*q*r*x^4-1944*a^2*b^3*p*r^2*x^4-360* a^2*b^3*q^3*x^4-1836*a^2*b^3*q^2*r*x^4-1656*a^2*b^3*q*r^2*x^4-240*a^2*b^3*r^3*x ^4-12800*a^2*b^2*c^4*x^4-14176*a^2*b^2*c^3*g*x^4-20480*a^2*b^2*c^3*p*x^4-20480* a^2*b^2*c^3*q*x^4-33024*a^2*b^2*c^3*r*x^4-4992*a^2*b^2*c^2*g^2*x^4-17600*a^2*b^ 2*c^2*g*p*x^4-17600*a^2*b^2*c^2*g*q*x^4-30912*a^2*b^2*c^2*g*r*x^4-11768*a^2*b^2 *c^2*p^2*x^4-25024*a^2*b^2*c^2*p*q*x^4-37680*a^2*b^2*c^2*p*r*x^4-11768*a^2*b^2* c^2*q^2*x^4-37680*a^2*b^2*c^2*q*r*x^4-15552*a^2*b^2*c^2*r^2*x^4-552*a^2*b^2*c*g ^3*x^4-4376*a^2*b^2*c*g^2*p*x^4-4376*a^2*b^2*c*g^2*q*x^4-9072*a^2*b^2*c*g^2*r*x ^4-6996*a^2*b^2*c*g*p^2*x^4-14736*a^2*b^2*c*g*p*q*x^4-24048*a^2*b^2*c*g*p*r*x^4 -6996*a^2*b^2*c*g*q^2*x^4-24048*a^2*b^2*c*g*q*r*x^4-10224*a^2*b^2*c*g*r^2*x^4-\ 2828*a^2*b^2*c*p^3*x^4-9804*a^2*b^2*c*p^2*q*x^4-13356*a^2*b^2*c*p^2*r*x^4-9804* a^2*b^2*c*p*q^2*x^4-29808*a^2*b^2*c*p*q*r*x^4-11088*a^2*b^2*c*p*r^2*x^4-2828*a^ 2*b^2*c*q^3*x^4-13356*a^2*b^2*c*q^2*r*x^4-11088*a^2*b^2*c*q*r^2*x^4-1440*a^2*b^ 2*c*r^3*x^4-276*a^2*b^2*g^3*p*x^4-276*a^2*b^2*g^3*q*x^4-828*a^2*b^2*g^3*r*x^4-\ 940*a^2*b^2*g^2*p^2*x^4-1880*a^2*b^2*g^2*p*q*x^4-3612*a^2*b^2*g^2*p*r*x^4-940*a ^2*b^2*g^2*q^2*x^4-3612*a^2*b^2*g^2*q*r*x^4-1584*a^2*b^2*g^2*r^2*x^4-870*a^2*b^ 2*g*p^3*x^4-2982*a^2*b^2*g*p^2*q*x^4-4338*a^2*b^2*g*p^2*r*x^4-2982*a^2*b^2*g*p* q^2*x^4-9792*a^2*b^2*g*p*q*r*x^4-3744*a^2*b^2*g*p*r^2*x^4-870*a^2*b^2*g*q^3*x^4 -4338*a^2*b^2*g*q^2*r*x^4-3744*a^2*b^2*g*q*r^2*x^4-480*a^2*b^2*g*r^3*x^4-232*a^ 2*b^2*p^4*x^4-1216*a^2*b^2*p^3*q*x^4-1416*a^2*b^2*p^3*r*x^4-1968*a^2*b^2*p^2*q^ 2*x^4-5544*a^2*b^2*p^2*q*r*x^4-1728*a^2*b^2*p^2*r^2*x^4-1216*a^2*b^2*p*q^3*x^4-\ 5544*a^2*b^2*p*q^2*r*x^4-4320*a^2*b^2*p*q*r^2*x^4-480*a^2*b^2*p*r^3*x^4-232*a^2 *b^2*q^4*x^4-1416*a^2*b^2*q^3*r*x^4-1728*a^2*b^2*q^2*r^2*x^4-480*a^2*b^2*q*r^3* x^4-11808*a^2*b*c^5*x^4-17584*a^2*b*c^4*g*x^4-22720*a^2*b*c^4*p*x^4-23680*a^2*b *c^4*q*x^4-35280*a^2*b*c^4*r*x^4-9360*a^2*b*c^3*g^2*x^4-27600*a^2*b*c^3*g*p*x^4 -28944*a^2*b*c^3*g*q*x^4-44856*a^2*b*c^3*g*r*x^4-16584*a^2*b*c^3*p^2*x^4-37248* a^2*b*c^3*p*q*x^4-51456*a^2*b*c^3*p*r*x^4-18312*a^2*b*c^3*q^2*x^4-54528*a^2*b*c ^3*q*r*x^4-21024*a^2*b*c^3*r^2*x^4-2076*a^2*b*c^2*g^3*x^4-11364*a^2*b*c^2*g^2*p *x^4-11996*a^2*b*c^2*g^2*q*x^4-20100*a^2*b*c^2*g^2*r*x^4-15332*a^2*b*c^2*g*p^2* x^4-34856*a^2*b*c^2*g*p*q*x^4-49740*a^2*b*c^2*g*p*r*x^4-17208*a^2*b*c^2*g*q^2*x ^4-53316*a^2*b*c^2*g*q*r*x^4-20736*a^2*b*c^2*g*r^2*x^4-5620*a^2*b*c^2*p^3*x^4-\ 20980*a^2*b*c^2*p^2*q*x^4-25896*a^2*b*c^2*p^2*r*x^4-22112*a^2*b*c^2*p*q^2*x^4-\ 61992*a^2*b*c^2*p*q*r*x^4-21240*a^2*b*c^2*p*r^2*x^4-6752*a^2*b*c^2*q^3*x^4-\ 29940*a^2*b*c^2*q^2*r*x^4-23256*a^2*b*c^2*q*r^2*x^4-2880*a^2*b*c^2*r^3*x^4-158* a^2*b*c*g^4*x^4-1780*a^2*b*c*g^3*p*x^4-1880*a^2*b*c*g^3*q*x^4-3720*a^2*b*c*g^3* r*x^4-4346*a^2*b*c*g^2*p^2*x^4-9868*a^2*b*c*g^2*p*q*x^4-15072*a^2*b*c*g^2*p*r*x ^4-4952*a^2*b*c*g^2*q^2*x^4-16392*a^2*b*c*g^2*q*r*x^4-6396*a^2*b*c*g^2*r^2*x^4-\ 3466*a^2*b*c*g*p^3*x^4-13318*a^2*b*c*g*p^2*q*x^4-16644*a^2*b*c*g*p^2*r*x^4-\ 14174*a^2*b*c*g*p*q^2*x^4-41340*a^2*b*c*g*p*q*r*x^4-14088*a^2*b*c*g*p*r^2*x^4-\ 4322*a^2*b*c*g*q^3*x^4-19908*a^2*b*c*g*q^2*r*x^4-15840*a^2*b*c*g*q*r^2*x^4-1880 *a^2*b*c*g*r^3*x^4-848*a^2*b*c*p^4*x^4-4952*a^2*b*c*p^3*q*x^4-5094*a^2*b*c*p^3* r*x^4-8526*a^2*b*c*p^2*q^2*x^4-21942*a^2*b*c*p^2*q*r*x^4-6156*a^2*b*c*p^2*r^2*x ^4-5588*a^2*b*c*p*q^3*x^4-23634*a^2*b*c*p*q^2*r*x^4-16920*a^2*b*c*p*q*r^2*x^4-\ 1720*a^2*b*c*p*r^3*x^4-1166*a^2*b*c*q^4*x^4-6786*a^2*b*c*q^3*r*x^4-7848*a^2*b*c *q^2*r^2*x^4-2040*a^2*b*c*q*r^3*x^4-79*a^2*b*g^4*p*x^4-79*a^2*b*g^4*q*x^4-237*a ^2*b*g^4*r*x^4-371*a^2*b*g^3*p^2*x^4-792*a^2*b*g^3*p*q*x^4-1416*a^2*b*g^3*p*r*x ^4-421*a^2*b*g^3*q^2*x^4-1566*a^2*b*g^3*q*r*x^4-606*a^2*b*g^3*r^2*x^4-502*a^2*b *g^2*p^3*x^4-1936*a^2*b*g^2*p^2*q*x^4-2514*a^2*b*g^2*p^2*r*x^4-2081*a^2*b*g^2*p *q^2*x^4-6504*a^2*b*g^2*p*q*r*x^4-2184*a^2*b*g^2*p*r^2*x^4-647*a^2*b*g^2*q^3*x^ 4-3135*a^2*b*g^2*q^2*r*x^4-2556*a^2*b*g^2*q*r^2*x^4-280*a^2*b*g^2*r^3*x^4-251*a ^2*b*g*p^4*x^4-1584*a^2*b*g*p^3*q*x^4-1557*a^2*b*g*p^3*r*x^4-2793*a^2*b*g*p^2*q ^2*x^4-7407*a^2*b*g*p^2*q*r*x^4-1944*a^2*b*g*p^2*r^2*x^4-1838*a^2*b*g*p*q^3*x^4 -8127*a^2*b*g*p*q^2*r*x^4-5976*a^2*b*g*p*q*r^2*x^4-560*a^2*b*g*p*r^3*x^4-378*a^ 2*b*g*q^4*x^4-2277*a^2*b*g*q^3*r*x^4-2718*a^2*b*g*q^2*r^2*x^4-720*a^2*b*g*q*r^3 *x^4-41*a^2*b*p^5*x^4-405*a^2*b*p^4*q*x^4-294*a^2*b*p^4*r*x^4-1042*a^2*b*p^3*q^ 2*x^4-2370*a^2*b*p^3*q*r*x^4-450*a^2*b*p^3*r^2*x^4-1106*a^2*b*p^2*q^3*x^4-4374* a^2*b*p^2*q^2*r*x^4-2754*a^2*b*p^2*q*r^2*x^4-180*a^2*b*p^2*r^3*x^4-501*a^2*b*p* q^4*x^4-2814*a^2*b*p*q^3*r*x^4-3078*a^2*b*p*q^2*r^2*x^4-720*a^2*b*p*q*r^3*x^4-\ 73*a^2*b*q^5*x^4-516*a^2*b*q^4*r*x^4-774*a^2*b*q^3*r^2*x^4-300*a^2*b*q^2*r^3*x^ 4-4256*a^2*c^6*x^4-8032*a^2*c^5*g*x^4-9504*a^2*c^5*p*x^4-10272*a^2*c^5*q*x^4-\ 14592*a^2*c^5*r*x^4-5792*a^2*c^4*g^2*x^4-15112*a^2*c^4*g*p*x^4-16472*a^2*c^4*g* q*x^4-23784*a^2*c^4*g*r*x^4-8296*a^2*c^4*p^2*x^4-19584*a^2*c^4*p*q*x^4-25536*a^ 2*c^4*p*r*x^4-10016*a^2*c^4*q^2*x^4-28416*a^2*c^4*q*r*x^4-10512*a^2*c^4*r^2*x^4 -1960*a^2*c^3*g^3*x^4-8860*a^2*c^3*g^2*p*x^4-9772*a^2*c^3*g^2*q*x^4-14580*a^2*c ^3*g^2*r*x^4-10564*a^2*c^3*g*p^2*x^4-25488*a^2*c^3*g*p*q*x^4-33552*a^2*c^3*g*p* r*x^4-13084*a^2*c^3*g*q^2*x^4-37872*a^2*c^3*g*q*r*x^4-14040*a^2*c^3*g*r^2*x^4-\ 3524*a^2*c^3*p^3*x^4-14164*a^2*c^3*p^2*q*x^4-16188*a^2*c^3*p^2*r*x^4-15652*a^2* c^3*p*q^2*x^4-41424*a^2*c^3*p*q*r*x^4-13392*a^2*c^3*p*r^2*x^4-5012*a^2*c^3*q^3* x^4-21228*a^2*c^3*q^2*r*x^4-15696*a^2*c^3*q*r^2*x^4-1920*a^2*c^3*r^3*x^4-302*a^ 2*c^2*g^4*x^4-2310*a^2*c^2*g^3*p*x^4-2586*a^2*c^2*g^3*q*x^4-4134*a^2*c^2*g^3*r* x^4-4674*a^2*c^2*g^2*p^2*x^4-11544*a^2*c^2*g^2*p*q*x^4-15528*a^2*c^2*g^2*p*r*x^ 4-5980*a^2*c^2*g^2*q^2*x^4-17916*a^2*c^2*g^2*q*r*x^4-6588*a^2*c^2*g^2*r^2*x^4-\ 3286*a^2*c^2*g*p^3*x^4-13918*a^2*c^2*g*p^2*q*x^4-15672*a^2*c^2*g*p^2*r*x^4-\ 15620*a^2*c^2*g*p*q^2*x^4-42084*a^2*c^2*g*p*q*r*x^4-13392*a^2*c^2*g*p*r^2*x^4-\ 4988*a^2*c^2*g*q^3*x^4-21606*a^2*c^2*g*q^2*r*x^4-16200*a^2*c^2*g*q*r^2*x^4-1920 *a^2*c^2*g*r^3*x^4-724*a^2*c^2*p^4*x^4-4792*a^2*c^2*p^3*q*x^4-4374*a^2*c^2*p^3* r*x^4-8754*a^2*c^2*p^2*q^2*x^4-21006*a^2*c^2*p^2*q*r*x^4-5364*a^2*c^2*p^2*r^2*x ^4-6028*a^2*c^2*p*q^3*x^4-24138*a^2*c^2*p*q^2*r*x^4-16200*a^2*c^2*p*q*r^2*x^4-\ 1560*a^2*c^2*p*r^3*x^4-1342*a^2*c^2*q^4*x^4-7506*a^2*c^2*q^3*r*x^4-8280*a^2*c^2 *q^2*r^2*x^4-2040*a^2*c^2*q*r^3*x^4-16*a^2*c*g^5*x^4-251*a^2*c*g^4*p*x^4-283*a^ 2*c*g^4*q*x^4-531*a^2*c*g^4*r*x^4-833*a^2*c*g^3*p^2*x^4-2080*a^2*c*g^3*p*q*x^4-\ 2946*a^2*c*g^3*p*r*x^4-1103*a^2*c*g^3*q^2*x^4-3516*a^2*c*g^3*q*r*x^4-1254*a^2*c *g^3*r^2*x^4-946*a^2*c*g^2*p^3*x^4-4246*a^2*c*g^2*p^2*q*x^4-4710*a^2*c*g^2*p^2* r*x^4-4857*a^2*c*g^2*p*q^2*x^4-13512*a^2*c*g^2*p*q*r*x^4-4152*a^2*c*g^2*p*r^2*x ^4-1557*a^2*c*g^2*q^3*x^4-6969*a^2*c*g^2*q^2*r*x^4-5292*a^2*c*g^2*q*r^2*x^4-580 *a^2*c*g^2*r^3*x^4-405*a^2*c*g*p^4*x^4-3106*a^2*c*g*p^3*q*x^4-2559*a^2*c*g*p^3* r*x^4-5897*a^2*c*g*p^2*q^2*x^4-14205*a^2*c*g*p^2*q*r*x^4-3288*a^2*c*g*p^2*r^2*x ^4-4096*a^2*c*g*p*q^3*x^4-16803*a^2*c*g*p*q^2*r*x^4-11376*a^2*c*g*p*q*r^2*x^4-\ 1000*a^2*c*g*p*r^3*x^4-900*a^2*c*g*q^4*x^4-5157*a^2*c*g*q^3*r*x^4-5814*a^2*c*g* q^2*r^2*x^4-1440*a^2*c*g*q*r^3*x^4-57*a^2*c*p^5*x^4-743*a^2*c*p^4*q*x^4-420*a^2 *c*p^4*r*x^4-2066*a^2*c*p^3*q^2*x^4-4308*a^2*c*p^3*q*r*x^4-666*a^2*c*p^3*r^2*x^ 4-2310*a^2*c*p^2*q^3*x^4-8586*a^2*c*p^2*q^2*r*x^4-4986*a^2*c*p^2*q*r^2*x^4-280* a^2*c*p^2*r^3*x^4-1109*a^2*c*p*q^4*x^4-5928*a^2*c*p*q^3*r*x^4-6102*a^2*c*p*q^2* r^2*x^4-1320*a^2*c*p*q*r^3*x^4-179*a^2*c*q^5*x^4-1230*a^2*c*q^4*r*x^4-1782*a^2* c*q^3*r^2*x^4-660*a^2*c*q^2*r^3*x^4-8*a^2*g^5*p*x^4-8*a^2*g^5*q*x^4-24*a^2*g^5* r*x^4-50*a^2*g^4*p^2*x^4-116*a^2*g^4*p*q*x^4-189*a^2*g^4*p*r*x^4-66*a^2*g^4*q^2 *x^4-237*a^2*g^4*q*r*x^4-78*a^2*g^4*r^2*x^4-84*a^2*g^3*p^3*x^4-390*a^2*g^3*p^2* q*x^4-429*a^2*g^3*p^2*r*x^4-456*a^2*g^3*p*q^2*x^4-1350*a^2*g^3*p*q*r*x^4-384*a^ 2*g^3*p*r^2*x^4-150*a^2*g^3*q^3*x^4-705*a^2*g^3*q^2*r*x^4-540*a^2*g^3*q*r^2*x^4 -50*a^2*g^3*r^3*x^4-50*a^2*g^2*p^4*x^4-469*a^2*g^2*p^3*q*x^4-327*a^2*g^2*p^3*r* x^4-931*a^2*g^2*p^2*q^2*x^4-2274*a^2*g^2*p^2*q*r*x^4-438*a^2*g^2*p^2*r^2*x^4-\ 655*a^2*g^2*p*q^3*x^4-2790*a^2*g^2*p*q^2*r*x^4-1908*a^2*g^2*p*q*r^2*x^4-140*a^2 *g^2*p*r^3*x^4-143*a^2*g^2*q^4*x^4-843*a^2*g^2*q^3*r*x^4-972*a^2*g^2*q^2*r^2*x^ 4-240*a^2*g^2*q*r^3*x^4-8*a^2*g*p^5*x^4-228*a^2*g*p^4*q*x^4-63*a^2*g*p^4*r*x^4-\ 696*a^2*g*p^3*q^2*x^4-1395*a^2*g*p^3*q*r*x^4-108*a^2*g*p^3*r^2*x^4-800*a^2*g*p^ 2*q^3*x^4-3024*a^2*g*p^2*q^2*r*x^4-1710*a^2*g*p^2*q*r^2*x^4-50*a^2*g*p^2*r^3*x^ 4-384*a^2*g*p*q^4*x^4-2115*a^2*g*p*q^3*r*x^4-2232*a^2*g*p*q^2*r^2*x^4-480*a^2*g *p*q*r^3*x^4-60*a^2*g*q^5*x^4-423*a^2*g*q^4*r*x^4-630*a^2*g*q^3*r^2*x^4-240*a^2 *g*q^2*r^3*x^4-41*a^2*p^5*q*x^4-173*a^2*p^4*q^2*x^4-294*a^2*p^4*q*r*x^4-282*a^2 *p^3*q^3*x^4-954*a^2*p^3*q^2*r*x^4-450*a^2*p^3*q*r^2*x^4-218*a^2*p^2*q^4*x^4-\ 1098*a^2*p^2*q^3*r*x^4-1026*a^2*p^2*q^2*r^2*x^4-180*a^2*p^2*q*r^3*x^4-77*a^2*p* q^5*x^4-510*a^2*p*q^4*r*x^4-702*a^2*p*q^3*r^2*x^4-240*a^2*p*q^2*r^3*x^4-9*a^2*q ^6*x^4-72*a^2*q^5*r*x^4-126*a^2*q^4*r^2*x^4-60*a^2*q^3*r^3*x^4-32*a*b^6*c*x^4-\ 16*a*b^6*p*x^4-16*a*b^6*q*x^4-48*a*b^6*r*x^4-576*a*b^5*c^2*x^4-192*a*b^5*c*g*x^ 4-544*a*b^5*c*p*x^4-416*a*b^5*c*q*x^4-1008*a*b^5*c*r*x^4-96*a*b^5*g*p*x^4-96*a* b^5*g*q*x^4-288*a*b^5*g*r*x^4-128*a*b^5*p^2*x^4-192*a*b^5*p*q*x^4-456*a*b^5*p*r *x^4-64*a*b^5*q^2*x^4-264*a*b^5*q*r*x^4-144*a*b^5*r^2*x^4-3168*a*b^4*c^3*x^4-\ 2272*a*b^4*c^2*g*x^4-4160*a*b^4*c^2*p*x^4-3488*a*b^4*c^2*q*x^4-6816*a*b^4*c^2*r *x^4-384*a*b^4*c*g^2*x^4-2104*a*b^4*c*g*p*x^4-1768*a*b^4*c*g*q*x^4-4080*a*b^4*c *g*r*x^4-1784*a*b^4*c*p^2*x^4-3104*a*b^4*c*p*q*x^4-5784*a*b^4*c*p*r*x^4-1160*a* b^4*c*q^2*x^4-4344*a*b^4*c*q*r*x^4-2160*a*b^4*c*r^2*x^4-192*a*b^4*g^2*p*x^4-192 *a*b^4*g^2*q*x^4-576*a*b^4*g^2*r*x^4-484*a*b^4*g*p^2*x^4-800*a*b^4*g*p*q*x^4-\ 1788*a*b^4*g*p*r*x^4-316*a*b^4*g*q^2*x^4-1284*a*b^4*g*q*r*x^4-672*a*b^4*g*r^2*x ^4-248*a*b^4*p^3*x^4-680*a*b^4*p^2*q*x^4-1188*a*b^4*p^2*r*x^4-536*a*b^4*p*q^2*x ^4-1968*a*b^4*p*q*r*x^4-936*a*b^4*p*r^2*x^4-104*a*b^4*q^3*x^4-540*a*b^4*q^2*r*x ^4-504*a*b^4*q*r^2*x^4-80*a*b^4*r^3*x^4-8352*a*b^3*c^4*x^4-9216*a*b^3*c^3*g*x^4 -13888*a*b^3*c^3*p*x^4-12608*a*b^3*c^3*q*x^4-21408*a*b^3*c^3*r*x^4-3224*a*b^3*c ^2*g^2*x^4-11944*a*b^3*c^2*g*p*x^4-10696*a*b^3*c^2*g*q*x^4-19944*a*b^3*c^2*g*r* x^4-8408*a*b^3*c^2*p^2*x^4-16064*a*b^3*c^2*p*q*x^4-25824*a*b^3*c^2*p*r*x^4-6664 *a*b^3*c^2*q^2*x^4-22368*a*b^3*c^2*q*r*x^4-9936*a*b^3*c^2*r^2*x^4-352*a*b^3*c*g ^3*x^4-2948*a*b^3*c*g^2*p*x^4-2644*a*b^3*c*g^2*q*x^4-5820*a*b^3*c*g^2*r*x^4-\ 5028*a*b^3*c*g*p^2*x^4-9376*a*b^3*c*g*p*q*x^4-16560*a*b^3*c*g*p*r*x^4-3852*a*b^ 3*c*g*q^2*x^4-13920*a*b^3*c*g*q*r*x^4-6456*a*b^3*c*g*r^2*x^4-2176*a*b^3*c*p^3*x ^4-6632*a*b^3*c*p^2*q*x^4-9924*a*b^3*c*p^2*r*x^4-5856*a*b^3*c*p*q^2*x^4-18864*a *b^3*c*p*q*r*x^4-7776*a*b^3*c*p*r^2*x^4-1400*a*b^3*c*q^3*x^4-6876*a*b^3*c*q^2*r *x^4-6048*a*b^3*c*q*r^2*x^4-880*a*b^3*c*r^3*x^4-176*a*b^3*g^3*p*x^4-176*a*b^3*g ^3*q*x^4-528*a*b^3*g^3*r*x^4-668*a*b^3*g^2*p^2*x^4-1184*a*b^3*g^2*p*q*x^4-2496* a*b^3*g^2*p*r*x^4-516*a*b^3*g^2*q^2*x^4-2040*a*b^3*g^2*q*r*x^4-984*a*b^3*g^2*r^ 2*x^4-680*a*b^3*g*p^3*x^4-2012*a*b^3*g*p^2*q*x^4-3288*a*b^3*g*p^2*r*x^4-1736*a* b^3*g*p*q^2*x^4-6108*a*b^3*g*p*q*r*x^4-2664*a*b^3*g*p*r^2*x^4-404*a*b^3*g*q^3*x ^4-2076*a*b^3*g*q^2*r*x^4-1896*a*b^3*g*q*r^2*x^4-280*a*b^3*g*r^3*x^4-200*a*b^3* p^4*x^4-880*a*b^3*p^3*q*x^4-1194*a*b^3*p^3*r*x^4-1248*a*b^3*p^2*q^2*x^4-3798*a* b^3*p^2*q*r*x^4-1404*a*b^3*p^2*r^2*x^4-656*a*b^3*p*q^3*x^4-3150*a*b^3*p*q^2*r*x ^4-2664*a*b^3*p*q*r^2*x^4-360*a*b^3*p*r^3*x^4-88*a*b^3*q^4*x^4-546*a*b^3*q^3*r* x^4-684*a*b^3*q^2*r^2*x^4-200*a*b^3*q*r^3*x^4-11808*a*b^2*c^5*x^4-17584*a*b^2*c ^4*g*x^4-23680*a*b^2*c^4*p*x^4-22720*a*b^2*c^4*q*x^4-35280*a*b^2*c^4*r*x^4-9360 *a*b^2*c^3*g^2*x^4-28944*a*b^2*c^3*g*p*x^4-27600*a*b^2*c^3*g*q*x^4-44856*a*b^2* c^3*g*r*x^4-18312*a*b^2*c^3*p^2*x^4-37248*a*b^2*c^3*p*q*x^4-54528*a*b^2*c^3*p*r *x^4-16584*a*b^2*c^3*q^2*x^4-51456*a*b^2*c^3*q*r*x^4-21024*a*b^2*c^3*r^2*x^4-\ 2076*a*b^2*c^2*g^3*x^4-11996*a*b^2*c^2*g^2*p*x^4-11364*a*b^2*c^2*g^2*q*x^4-\ 20100*a*b^2*c^2*g^2*r*x^4-17208*a*b^2*c^2*g*p^2*x^4-34856*a*b^2*c^2*g*p*q*x^4-\ 53316*a*b^2*c^2*g*p*r*x^4-15332*a*b^2*c^2*g*q^2*x^4-49740*a*b^2*c^2*g*q*r*x^4-\ 20736*a*b^2*c^2*g*r^2*x^4-6752*a*b^2*c^2*p^3*x^4-22112*a*b^2*c^2*p^2*q*x^4-\ 29940*a*b^2*c^2*p^2*r*x^4-20980*a*b^2*c^2*p*q^2*x^4-61992*a*b^2*c^2*p*q*r*x^4-\ 23256*a*b^2*c^2*p*r^2*x^4-5620*a*b^2*c^2*q^3*x^4-25896*a*b^2*c^2*q^2*r*x^4-\ 21240*a*b^2*c^2*q*r^2*x^4-2880*a*b^2*c^2*r^3*x^4-158*a*b^2*c*g^4*x^4-1880*a*b^2 *c*g^3*p*x^4-1780*a*b^2*c*g^3*q*x^4-3720*a*b^2*c*g^3*r*x^4-4952*a*b^2*c*g^2*p^2 *x^4-9868*a*b^2*c*g^2*p*q*x^4-16392*a*b^2*c*g^2*p*r*x^4-4346*a*b^2*c*g^2*q^2*x^ 4-15072*a*b^2*c*g^2*q*r*x^4-6396*a*b^2*c*g^2*r^2*x^4-4322*a*b^2*c*g*p^3*x^4-\ 14174*a*b^2*c*g*p^2*q*x^4-19908*a*b^2*c*g*p^2*r*x^4-13318*a*b^2*c*g*p*q^2*x^4-\ 41340*a*b^2*c*g*p*q*r*x^4-15840*a*b^2*c*g*p*r^2*x^4-3466*a*b^2*c*g*q^3*x^4-\ 16644*a*b^2*c*g*q^2*r*x^4-14088*a*b^2*c*g*q*r^2*x^4-1880*a*b^2*c*g*r^3*x^4-1166 *a*b^2*c*p^4*x^4-5588*a*b^2*c*p^3*q*x^4-6786*a*b^2*c*p^3*r*x^4-8526*a*b^2*c*p^2 *q^2*x^4-23634*a*b^2*c*p^2*q*r*x^4-7848*a*b^2*c*p^2*r^2*x^4-4952*a*b^2*c*p*q^3* x^4-21942*a*b^2*c*p*q^2*r*x^4-16920*a*b^2*c*p*q*r^2*x^4-2040*a*b^2*c*p*r^3*x^4-\ 848*a*b^2*c*q^4*x^4-5094*a*b^2*c*q^3*r*x^4-6156*a*b^2*c*q^2*r^2*x^4-1720*a*b^2* c*q*r^3*x^4-79*a*b^2*g^4*p*x^4-79*a*b^2*g^4*q*x^4-237*a*b^2*g^4*r*x^4-421*a*b^2 *g^3*p^2*x^4-792*a*b^2*g^3*p*q*x^4-1566*a*b^2*g^3*p*r*x^4-371*a*b^2*g^3*q^2*x^4 -1416*a*b^2*g^3*q*r*x^4-606*a*b^2*g^3*r^2*x^4-647*a*b^2*g^2*p^3*x^4-2081*a*b^2* g^2*p^2*q*x^4-3135*a*b^2*g^2*p^2*r*x^4-1936*a*b^2*g^2*p*q^2*x^4-6504*a*b^2*g^2* p*q*r*x^4-2556*a*b^2*g^2*p*r^2*x^4-502*a*b^2*g^2*q^3*x^4-2514*a*b^2*g^2*q^2*r*x ^4-2184*a*b^2*g^2*q*r^2*x^4-280*a*b^2*g^2*r^3*x^4-378*a*b^2*g*p^4*x^4-1838*a*b^ 2*g*p^3*q*x^4-2277*a*b^2*g*p^3*r*x^4-2793*a*b^2*g*p^2*q^2*x^4-8127*a*b^2*g*p^2* q*r*x^4-2718*a*b^2*g*p^2*r^2*x^4-1584*a*b^2*g*p*q^3*x^4-7407*a*b^2*g*p*q^2*r*x^ 4-5976*a*b^2*g*p*q*r^2*x^4-720*a*b^2*g*p*r^3*x^4-251*a*b^2*g*q^4*x^4-1557*a*b^2 *g*q^3*r*x^4-1944*a*b^2*g*q^2*r^2*x^4-560*a*b^2*g*q*r^3*x^4-73*a*b^2*p^5*x^4-\ 501*a*b^2*p^4*q*x^4-516*a*b^2*p^4*r*x^4-1106*a*b^2*p^3*q^2*x^4-2814*a*b^2*p^3*q *r*x^4-774*a*b^2*p^3*r^2*x^4-1042*a*b^2*p^2*q^3*x^4-4374*a*b^2*p^2*q^2*r*x^4-\ 3078*a*b^2*p^2*q*r^2*x^4-300*a*b^2*p^2*r^3*x^4-405*a*b^2*p*q^4*x^4-2370*a*b^2*p *q^3*r*x^4-2754*a*b^2*p*q^2*r^2*x^4-720*a*b^2*p*q*r^3*x^4-41*a*b^2*q^5*x^4-294* a*b^2*q^4*r*x^4-450*a*b^2*q^3*r^2*x^4-180*a*b^2*q^2*r^3*x^4-8640*a*b*c^6*x^4-\ 16256*a*b*c^5*g*x^4-20224*a*b*c^5*p*x^4-20224*a*b*c^5*q*x^4-29760*a*b*c^5*r*x^4 -11680*a*b*c^4*g^2*x^4-32256*a*b*c^4*g*p*x^4-32256*a*b*c^4*g*q*x^4-48240*a*b*c^ 4*g*r*x^4-18888*a*b*c^4*p^2*x^4-40320*a*b*c^4*p*q*x^4-55680*a*b*c^4*p*r*x^4-\ 18888*a*b*c^4*q^2*x^4-55680*a*b*c^4*q*r*x^4-21600*a*b*c^4*r^2*x^4-3936*a*b*c^3* g^3*x^4-19000*a*b*c^3*g^2*p*x^4-19000*a*b*c^3*g^2*q*x^4-29400*a*b*c^3*g^2*r*x^4 -24416*a*b*c^3*g*p^2*x^4-52512*a*b*c^3*g*p*q*x^4-73536*a*b*c^3*g*p*r*x^4-24416* a*b*c^3*g*q^2*x^4-73536*a*b*c^3*g*q*r*x^4-28560*a*b*c^3*g*r^2*x^4-8896*a*b*c^3* p^3*x^4-30896*a*b*c^3*p^2*q*x^4-39144*a*b*c^3*p^2*r*x^4-30896*a*b*c^3*p*q^2*x^4 -86304*a*b*c^3*p*q*r*x^4-30528*a*b*c^3*p*r^2*x^4-8896*a*b*c^3*q^3*x^4-39144*a*b *c^3*q^2*r*x^4-30528*a*b*c^3*q*r^2*x^4-4000*a*b*c^3*r^3*x^4-604*a*b*c^2*g^4*x^4 -4984*a*b*c^2*g^3*p*x^4-4984*a*b*c^2*g^3*q*x^4-8292*a*b*c^2*g^3*r*x^4-11014*a*b *c^2*g^2*p^2*x^4-23808*a*b*c^2*g^2*p*q*x^4-34356*a*b*c^2*g^2*p*r*x^4-11014*a*b* c^2*g^2*q^2*x^4-34356*a*b*c^2*g^2*q*r*x^4-13272*a*b*c^2*g^2*r^2*x^4-8666*a*b*c^ 2*g*p^3*x^4-30714*a*b*c^2*g*p^2*q*x^4-39102*a*b*c^2*g*p^2*r*x^4-30714*a*b*c^2*g *p*q^2*x^4-87816*a*b*c^2*g*p*q*r*x^4-30984*a*b*c^2*g*p*r^2*x^4-8666*a*b*c^2*g*q ^3*x^4-39102*a*b*c^2*g*q^2*r*x^4-30984*a*b*c^2*g*q*r^2*x^4-3920*a*b*c^2*g*r^3*x ^4-2182*a*b*c^2*p^4*x^4-11284*a*b*c^2*p^3*q*x^4-12636*a*b*c^2*p^3*r*x^4-18204*a *b*c^2*p^2*q^2*x^4-47412*a*b*c^2*p^2*q*r*x^4-14652*a*b*c^2*p^2*r^2*x^4-11284*a* b*c^2*p*q^3*x^4-47412*a*b*c^2*p*q^2*r*x^4-34416*a*b*c^2*p*q*r^2*x^4-3920*a*b*c^ 2*p*r^3*x^4-2182*a*b*c^2*q^4*x^4-12636*a*b*c^2*q^3*r*x^4-14652*a*b*c^2*q^2*r^2* x^4-3920*a*b*c^2*q*r^3*x^4-32*a*b*c*g^5*x^4-542*a*b*c*g^4*p*x^4-542*a*b*c*g^4*q *x^4-1062*a*b*c*g^4*r*x^4-2004*a*b*c*g^3*p^2*x^4-4296*a*b*c*g^3*p*q*x^4-6630*a* b*c*g^3*p*r*x^4-2004*a*b*c*g^3*q^2*x^4-6630*a*b*c*g^3*q*r*x^4-2508*a*b*c*g^3*r^ 2*x^4-2637*a*b*c*g^2*p^3*x^4-9505*a*b*c*g^2*p^2*q*x^4-12291*a*b*c*g^2*p^2*r*x^4 -9505*a*b*c*g^2*p*q^2*x^4-28248*a*b*c*g^2*p*q*r*x^4-9876*a*b*c*g^2*p*r^2*x^4-\ 2637*a*b*c*g^2*q^3*x^4-12291*a*b*c*g^2*q^2*r*x^4-9876*a*b*c*g^2*q*r^2*x^4-1160* a*b*c*g^2*r^3*x^4-1397*a*b*c*g*p^4*x^4-7570*a*b*c*g*p^3*q*x^4-8316*a*b*c*g*p^3* r*x^4-12346*a*b*c*g*p^2*q^2*x^4-32808*a*b*c*g*p^2*q*r*x^4-9894*a*b*c*g*p^2*r^2* x^4-7570*a*b*c*g*p*q^3*x^4-32808*a*b*c*g*p*q^2*r*x^4-24336*a*b*c*g*p*q*r^2*x^4-\ 2680*a*b*c*g*p*r^3*x^4-1397*a*b*c*g*q^4*x^4-8316*a*b*c*g*q^3*r*x^4-9894*a*b*c*g *q^2*r^2*x^4-2680*a*b*c*g*q*r^3*x^4-254*a*b*c*p^5*x^4-1942*a*b*c*p^4*q*x^4-1794 *a*b*c*p^4*r*x^4-4556*a*b*c*p^3*q^2*x^4-10812*a*b*c*p^3*q*r*x^4-2700*a*b*c*p^3* r^2*x^4-4556*a*b*c*p^2*q^3*x^4-18036*a*b*c*p^2*q^2*r*x^4-11844*a*b*c*p^2*q*r^2* x^4-1060*a*b*c*p^2*r^3*x^4-1942*a*b*c*p*q^4*x^4-10812*a*b*c*p*q^3*r*x^4-11844*a *b*c*p*q^2*r^2*x^4-2880*a*b*c*p*q*r^3*x^4-254*a*b*c*q^5*x^4-1794*a*b*c*q^4*r*x^ 4-2700*a*b*c*q^3*r^2*x^4-1060*a*b*c*q^2*r^3*x^4-16*a*b*g^5*p*x^4-16*a*b*g^5*q*x ^4-48*a*b*g^5*r*x^4-120*a*b*g^4*p^2*x^4-240*a*b*g^4*p*q*x^4-438*a*b*g^4*p*r*x^4 -120*a*b*g^4*q^2*x^4-438*a*b*g^4*q*r*x^4-156*a*b*g^4*r^2*x^4-248*a*b*g^3*p^3*x^ 4-888*a*b*g^3*p^2*q*x^4-1200*a*b*g^3*p^2*r*x^4-888*a*b*g^3*p*q^2*x^4-2832*a*b*g ^3*p*q*r*x^4-972*a*b*g^3*p*r^2*x^4-248*a*b*g^3*q^3*x^4-1200*a*b*g^3*q^2*r*x^4-\ 972*a*b*g^3*q*r^2*x^4-100*a*b*g^3*r^3*x^4-210*a*b*g^2*p^4*x^4-1192*a*b*g^2*p^3* q*x^4-1281*a*b*g^2*p^3*r*x^4-1964*a*b*g^2*p^2*q^2*x^4-5397*a*b*g^2*p^2*q*r*x^4-\ 1554*a*b*g^2*p^2*r^2*x^4-1192*a*b*g^2*p*q^3*x^4-5397*a*b*g^2*p*q^2*r*x^4-4104*a *b*g^2*p*q*r^2*x^4-420*a*b*g^2*p*r^3*x^4-210*a*b*g^2*q^4*x^4-1281*a*b*g^2*q^3*r *x^4-1554*a*b*g^2*q^2*r^2*x^4-420*a*b*g^2*q*r^3*x^4-76*a*b*g*p^5*x^4-652*a*b*g* p^4*q*x^4-552*a*b*g*p^4*r*x^4-1576*a*b*g*p^3*q^2*x^4-3774*a*b*g*p^3*q*r*x^4-858 *a*b*g*p^3*r^2*x^4-1576*a*b*g*p^2*q^3*x^4-6444*a*b*g*p^2*q^2*r*x^4-4302*a*b*g*p ^2*q*r^2*x^4-350*a*b*g*p^2*r^3*x^4-652*a*b*g*p*q^4*x^4-3774*a*b*g*p*q^3*r*x^4-\ 4302*a*b*g*p*q^2*r^2*x^4-1080*a*b*g*p*q*r^3*x^4-76*a*b*g*q^5*x^4-552*a*b*g*q^4* r*x^4-858*a*b*g*q^3*r^2*x^4-350*a*b*g*q^2*r^3*x^4-10*a*b*p^6*x^4-124*a*b*p^5*q* x^4-81*a*b*p^5*r*x^4-406*a*b*p^4*q^2*x^4-849*a*b*p^4*q*r*x^4-144*a*b*p^4*r^2*x^ 4-584*a*b*p^3*q^3*x^4-2142*a*b*p^3*q^2*r*x^4-1224*a*b*p^3*q*r^2*x^4-70*a*b*p^3* r^3*x^4-406*a*b*p^2*q^4*x^4-2142*a*b*p^2*q^3*r*x^4-2160*a*b*p^2*q^2*r^2*x^4-450 *a*b*p^2*q*r^3*x^4-124*a*b*p*q^5*x^4-849*a*b*p*q^4*r*x^4-1224*a*b*p*q^3*r^2*x^4 -450*a*b*p*q^2*r^3*x^4-10*a*b*q^6*x^4-81*a*b*q^5*r*x^4-144*a*b*q^4*r^2*x^4-70*a *b*q^3*r^3*x^4-2560*a*c^7*x^4-5856*a*c^6*g*x^4-6816*a*c^6*p*x^4-7072*a*c^6*q*x^ 4-10080*a*c^6*r*x^4-5344*a*c^5*g^2*x^4-13520*a*c^5*g*p*x^4-14064*a*c^5*g*q*x^4-\ 20064*a*c^5*g*r*x^4-7384*a*c^5*p^2*x^4-16512*a*c^5*p*q*x^4-21888*a*c^5*p*r*x^4-\ 8072*a*c^5*q^2*x^4-23040*a*c^5*q*r*x^4-8640*a*c^5*r^2*x^4-2448*a*c^4*g^3*x^4-\ 10448*a*c^4*g^2*p*x^4-10912*a*c^4*g^2*q*x^4-15672*a*c^4*g^2*r*x^4-12272*a*c^4*g *p^2*x^4-27792*a*c^4*g*p*q*x^4-36816*a*c^4*g*p*r*x^4-13528*a*c^4*g*q^2*x^4-\ 38880*a*c^4*g*q*r*x^4-14496*a*c^4*g*r^2*x^4-4148*a*c^4*p^3*x^4-15348*a*c^4*p^2* q*x^4-18360*a*c^4*p^2*r*x^4-16092*a*c^4*p*q^2*x^4-43200*a*c^4*p*q*r*x^4-14544*a *c^4*p*r^2*x^4-4892*a*c^4*q^3*x^4-20880*a*c^4*q^2*r*x^4-15696*a*c^4*q*r^2*x^4-\ 2000*a*c^4*r^3*x^4-576*a*c^3*g^4*x^4-3920*a*c^3*g^3*p*x^4-4120*a*c^3*g^3*q*x^4-\ 6036*a*c^3*g^3*r*x^4-7650*a*c^3*g^2*p^2*x^4-17600*a*c^3*g^2*p*q*x^4-23388*a*c^3 *g^2*p*r*x^4-8534*a*c^3*g^2*q^2*x^4-24852*a*c^3*g^2*q*r*x^4-9120*a*c^3*g^2*r^2* x^4-5476*a*c^3*g*p^3*x^4-20888*a*c^3*g*p^2*q*x^4-24726*a*c^3*g*p^2*r*x^4-22012* a*c^3*g*p*q^2*x^4-59568*a*c^3*g*p*q*r*x^4-19872*a*c^3*g*p*r^2*x^4-6600*a*c^3*g* q^3*x^4-28506*a*c^3*g*q^2*r*x^4-21552*a*c^3*g*q*r^2*x^4-2680*a*c^3*g*r^3*x^4-\ 1266*a*c^3*p^4*x^4-7204*a*c^3*p^3*q*x^4-7380*a*c^3*p^3*r*x^4-12288*a*c^3*p^2*q^ 2*x^4-30420*a*c^3*p^2*q*r*x^4-8676*a*c^3*p^2*r^2*x^4-8028*a*c^3*p*q^3*x^4-32508 *a*c^3*p*q^2*r*x^4-22464*a*c^3*p*q*r^2*x^4-2400*a*c^3*p*r^3*x^4-1678*a*c^3*q^4* x^4-9468*a*c^3*q^3*r*x^4-10620*a*c^3*q^2*r^2*x^4-2720*a*c^3*q*r^3*x^4-62*a*c^2* g^5*x^4-718*a*c^2*g^4*p*x^4-762*a*c^2*g^4*q*x^4-1176*a*c^2*g^4*r*x^4-2186*a*c^2 *g^3*p^2*x^4-5116*a*c^2*g^3*p*q*x^4-6888*a*c^2*g^3*p*r*x^4-2480*a*c^2*g^3*q^2*x ^4-7404*a*c^2*g^3*q*r*x^4-2616*a*c^2*g^3*r^2*x^4-2539*a*c^2*g^2*p^3*x^4-10061*a *c^2*g^2*p^2*q*x^4-11757*a*c^2*g^2*p^2*r*x^4-10675*a*c^2*g^2*p*q^2*x^4-29316*a* c^2*g^2*p*q*r*x^4-9564*a*c^2*g^2*p*r^2*x^4-3153*a*c^2*g^2*q^3*x^4-13851*a*c^2*g ^2*q^2*r*x^4-10500*a*c^2*g^2*q*r^2*x^4-1220*a*c^2*g^2*r^3*x^4-1206*a*c^2*g*p^4* x^4-7368*a*c^2*g*p^3*q*x^4-7233*a*c^2*g*p^3*r*x^4-12810*a*c^2*g*p^2*q^2*x^4-\ 31821*a*c^2*g*p^2*q*r*x^4-8754*a*c^2*g*p^2*r^2*x^4-8340*a*c^2*g*p*q^3*x^4-34293 *a*c^2*g*p*q^2*r*x^4-23904*a*c^2*g*p*q*r^2*x^4-2480*a*c^2*g*p*r^3*x^4-1692*a*c^ 2*g*q^4*x^4-9705*a*c^2*g*q^3*r*x^4-11046*a*c^2*g*q^2*r^2*x^4-2840*a*c^2*g*q*r^3 *x^4-197*a*c^2*p^5*x^4-1779*a*c^2*p^4*q*x^4-1404*a*c^2*p^4*r*x^4-4474*a*c^2*p^3 *q^2*x^4-9936*a*c^2*p^3*q*r*x^4-2142*a*c^2*p^3*r^2*x^4-4718*a*c^2*p^2*q^3*x^4-\ 17874*a*c^2*p^2*q^2*r*x^4-10998*a*c^2*p^2*q*r^2*x^4-860*a*c^2*p^2*r^3*x^4-2145* a*c^2*p*q^4*x^4-11556*a*c^2*p*q^3*r*x^4-12114*a*c^2*p*q^2*r^2*x^4-2760*a*c^2*p* q*r^3*x^4-319*a*c^2*q^5*x^4-2214*a*c^2*q^4*r*x^4-3258*a*c^2*q^3*r^2*x^4-1240*a* c^2*q^2*r^3*x^4-2*a*c*g^6*x^4-55*a*c*g^5*p*x^4-59*a*c*g^5*q*x^4-105*a*c*g^5*r*x ^4-277*a*c*g^4*p^2*x^4-652*a*c*g^4*p*q*x^4-915*a*c*g^4*p*r*x^4-321*a*c*g^4*q^2* x^4-1005*a*c*g^4*q*r*x^4-324*a*c*g^4*r^2*x^4-481*a*c*g^3*p^3*x^4-1989*a*c*g^3*p ^2*q*x^4-2292*a*c*g^3*p^2*r*x^4-2130*a*c*g^3*p*q^2*x^4-6018*a*c*g^3*p*q*r*x^4-\ 1872*a*c*g^3*p*r^2*x^4-622*a*c*g^3*q^3*x^4-2799*a*c*g^3*q^2*r*x^4-2112*a*c*g^3* q*r^2*x^4-210*a*c*g^3*r^3*x^4-353*a*c*g^2*p^4*x^4-2373*a*c*g^2*p^3*q*x^4-2184*a *c*g^2*p^3*r*x^4-4224*a*c*g^2*p^2*q^2*x^4-10575*a*c*g^2*p^2*q*r*x^4-2718*a*c*g^ 2*p^2*r^2*x^4-2741*a*c*g^2*p*q^3*x^4-11529*a*c*g^2*p*q^2*r*x^4-8100*a*c*g^2*p*q *r^2*x^4-780*a*c*g^2*p*r^3*x^4-537*a*c*g^2*q^4*x^4-3138*a*c*g^2*q^3*r*x^4-3618* a*c*g^2*q^2*r^2*x^4-920*a*c*g^2*q*r^3*x^4-108*a*c*g*p^5*x^4-1193*a*c*g*p^4*q*x^ 4-801*a*c*g*p^4*r*x^4-3140*a*c*g*p^3*q^2*x^4-6882*a*c*g*p^3*q*r*x^4-1278*a*c*g* p^3*r^2*x^4-3342*a*c*g*p^2*q^3*x^4-12843*a*c*g*p^2*q^2*r*x^4-7884*a*c*g*p^2*q*r ^2*x^4-540*a*c*g*p^2*r^3*x^4-1496*a*c*g*p*q^4*x^4-8244*a*c*g*p*q^3*r*x^4-8838*a *c*g*p*q^2*r^2*x^4-2040*a*c*g*p*q*r^3*x^4-209*a*c*g*q^5*x^4-1482*a*c*g*q^4*r*x^ 4-2232*a*c*g*q^3*r^2*x^4-870*a*c*g*q^2*r^3*x^4-12*a*c*p^6*x^4-216*a*c*p^5*q*x^4 -99*a*c*p^5*r*x^4-774*a*c*p^4*q^2*x^4-1485*a*c*p^4*q*r*x^4-180*a*c*p^4*r^2*x^4-\ 1176*a*c*p^3*q^3*x^4-4104*a*c*p^3*q^2*r*x^4-2160*a*c*p^3*q*r^2*x^4-90*a*c*p^3*r ^3*x^4-864*a*c*p^2*q^4*x^4-4392*a*c*p^2*q^3*r*x^4-4212*a*c*p^2*q^2*r^2*x^4-810* a*c*p^2*q*r^3*x^4-288*a*c*p*q^5*x^4-1917*a*c*p*q^4*r*x^4-2664*a*c*p*q^3*r^2*x^4 -930*a*c*p*q^2*r^3*x^4-30*a*c*q^6*x^4-243*a*c*q^5*r*x^4-432*a*c*q^4*r^2*x^4-210 *a*c*q^3*r^3*x^4-a*g^6*p*x^4-a*g^6*q*x^4-3*a*g^6*r*x^4-12*a*g^5*p^2*x^4-26*a*g^ 5*p*q*x^4-42*a*g^5*p*r*x^4-14*a*g^5*q^2*x^4-48*a*g^5*q*r*x^4-12*a*g^5*r^2*x^4-\ 31*a*g^4*p^3*x^4-131*a*g^4*p^2*q*x^4-150*a*g^4*p^2*r*x^4-142*a*g^4*p*q^2*x^4-\ 426*a*g^4*p*q*r*x^4-120*a*g^4*p*r^2*x^4-42*a*g^4*q^3*x^4-195*a*g^4*q^2*r*x^4-\ 144*a*g^4*q*r^2*x^4-10*a*g^4*r^3*x^4-31*a*g^3*p^4*x^4-236*a*g^3*p^3*q*x^4-195*a *g^3*p^3*r*x^4-432*a*g^3*p^2*q^2*x^4-1101*a*g^3*p^2*q*r*x^4-246*a*g^3*p^2*r^2*x ^4-280*a*g^3*p*q^3*x^4-1221*a*g^3*p*q^2*r*x^4-864*a*g^3*p*q*r^2*x^4-70*a*g^3*p* r^3*x^4-53*a*g^3*q^4*x^4-315*a*g^3*q^3*r*x^4-366*a*g^3*q^2*r^2*x^4-90*a*g^3*q*r ^3*x^4-12*a*g^2*p^5*x^4-188*a*g^2*p^4*q*x^4-93*a*g^2*p^4*r*x^4-524*a*g^2*p^3*q^ 2*x^4-1131*a*g^2*p^3*q*r*x^4-156*a*g^2*p^3*r^2*x^4-564*a*g^2*p^2*q^3*x^4-2214*a *g^2*p^2*q^2*r*x^4-1350*a*g^2*p^2*q*r^2*x^4-70*a*g^2*p^2*r^3*x^4-248*a*g^2*p*q^ 4*x^4-1407*a*g^2*p*q^3*r*x^4-1548*a*g^2*p*q^2*r^2*x^4-360*a*g^2*p*q*r^3*x^4-32* a*g^2*q^5*x^4-231*a*g^2*q^4*r*x^4-354*a*g^2*q^3*r^2*x^4-140*a*g^2*q^2*r^3*x^4-a *g*p^6*x^4-68*a*g*p^5*q*x^4-9*a*g*p^5*r*x^4-271*a*g*p^4*q^2*x^4-489*a*g*p^4*q*r *x^4-18*a*g*p^4*r^2*x^4-424*a*g*p^3*q^3*x^4-1488*a*g*p^3*q^2*r*x^4-750*a*g*p^3* q*r^2*x^4-10*a*g*p^3*r^3*x^4-311*a*g*p^2*q^4*x^4-1620*a*g*p^2*q^3*r*x^4-1584*a* g*p^2*q^2*r^2*x^4-300*a*g*p^2*q*r^3*x^4-100*a*g*p*q^5*x^4-687*a*g*p*q^4*r*x^4-\ 990*a*g*p*q^3*r^2*x^4-360*a*g*p*q^2*r^3*x^4-9*a*g*q^6*x^4-75*a*g*q^5*r*x^4-138* a*g*q^4*r^2*x^4-70*a*g*q^3*r^3*x^4-10*a*p^6*q*x^4-51*a*p^5*q^2*x^4-81*a*p^5*q*r *x^4-105*a*p^4*q^3*x^4-333*a*p^4*q^2*r*x^4-144*a*p^4*q*r^2*x^4-110*a*p^3*q^4*x^ 4-522*a*p^3*q^3*r*x^4-450*a*p^3*q^2*r^2*x^4-70*a*p^3*q*r^3*x^4-60*a*p^2*q^5*x^4 -378*a*p^2*q^4*r*x^4-486*a*p^2*q^3*r^2*x^4-150*a*p^2*q^2*r^3*x^4-15*a*p*q^6*x^4 -117*a*p*q^5*r*x^4-198*a*p*q^4*r^2*x^4-90*a*p*q^3*r^3*x^4-a*q^7*x^4-9*a*q^6*r*x ^4-18*a*q^5*r^2*x^4-10*a*q^4*r^3*x^4-64*b^6*c^2*x^4-16*b^6*c*g*x^4-64*b^6*c*p*x ^4-32*b^6*c*q*x^4-96*b^6*c*r*x^4-8*b^6*g*p*x^4-8*b^6*g*q*x^4-24*b^6*g*r*x^4-16* b^6*p^2*x^4-16*b^6*p*q*x^4-48*b^6*p*r*x^4-544*b^5*c^3*x^4-368*b^5*c^2*g*x^4-736 *b^5*c^2*p*x^4-512*b^5*c^2*q*x^4-1104*b^5*c^2*r*x^4-56*b^5*c*g^2*x^4-352*b^5*c* g*p*x^4-240*b^5*c*g*q*x^4-624*b^5*c*g*r*x^4-328*b^5*c*p^2*x^4-480*b^5*c*p*q*x^4 -984*b^5*c*p*r*x^4-120*b^5*c*q^2*x^4-504*b^5*c*q*r*x^4-288*b^5*c*r^2*x^4-28*b^5 *g^2*p*x^4-28*b^5*g^2*q*x^4-84*b^5*g^2*r*x^4-84*b^5*g*p^2*x^4-112*b^5*g*p*q*x^4 -288*b^5*g*p*r*x^4-28*b^5*g*q^2*x^4-120*b^5*g*q*r*x^4-72*b^5*g*r^2*x^4-48*b^5*p ^3*x^4-112*b^5*p^2*q*x^4-216*b^5*p^2*r*x^4-64*b^5*p*q^2*x^4-264*b^5*p*q*r*x^4-\ 144*b^5*p*r^2*x^4-1952*b^4*c^4*x^4-2128*b^4*c^3*g*x^4-3328*b^4*c^3*p*x^4-2688*b ^4*c^3*q*x^4-4896*b^4*c^3*r*x^4-728*b^4*c^2*g^2*x^4-2832*b^4*c^2*g*p*x^4-2208*b ^4*c^2*g*q*x^4-4488*b^4*c^2*g*r*x^4-2088*b^4*c^2*p^2*x^4-3552*b^4*c^2*p*q*x^4-\ 6120*b^4*c^2*p*r*x^4-1216*b^4*c^2*q^2*x^4-4392*b^4*c^2*q*r*x^4-2160*b^4*c^2*r^2 *x^4-76*b^4*c*g^3*x^4-684*b^4*c*g^2*p*x^4-532*b^4*c*g^2*q*x^4-1284*b^4*c*g^2*r* x^4-1236*b^4*c*g*p^2*x^4-2008*b^4*c*g*p*q*x^4-3876*b^4*c*g*p*r*x^4-648*b^4*c*g* q^2*x^4-2556*b^4*c*g*q*r*x^4-1344*b^4*c*g*r^2*x^4-568*b^4*c*p^3*x^4-1536*b^4*c* p^2*q*x^4-2484*b^4*c*p^2*r*x^4-1148*b^4*c*p*q^2*x^4-3960*b^4*c*p*q*r*x^4-1800*b ^4*c*p*r^2*x^4-180*b^4*c*q^3*x^4-960*b^4*c*q^2*r*x^4-936*b^4*c*q*r^2*x^4-160*b^ 4*c*r^3*x^4-38*b^4*g^3*p*x^4-38*b^4*g^3*q*x^4-114*b^4*g^3*r*x^4-160*b^4*g^2*p^2 *x^4-244*b^4*g^2*p*q*x^4-576*b^4*g^2*p*r*x^4-84*b^4*g^2*q^2*x^4-348*b^4*g^2*q*r *x^4-192*b^4*g^2*r^2*x^4-176*b^4*g*p^3*x^4-452*b^4*g*p^2*q*x^4-816*b^4*g*p^2*r* x^4-314*b^4*g*p*q^2*x^4-1212*b^4*g*p*q*r*x^4-600*b^4*g*p*r^2*x^4-38*b^4*g*q^3*x ^4-210*b^4*g*q^2*r*x^4-216*b^4*g*q*r^2*x^4-40*b^4*g*r^3*x^4-56*b^4*p^4*x^4-216* b^4*p^3*q*x^4-324*b^4*p^3*r*x^4-264*b^4*p^2*q^2*x^4-864*b^4*p^2*q*r*x^4-360*b^4 *p^2*r^2*x^4-104*b^4*p*q^3*x^4-540*b^4*p*q^2*r*x^4-504*b^4*p*q*r^2*x^4-80*b^4*p *r^3*x^4-3808*b^3*c^5*x^4-5680*b^3*c^4*g*x^4-7840*b^3*c^4*p*x^4-6880*b^3*c^4*q* x^4-11280*b^3*c^4*r*x^4-3024*b^3*c^3*g^2*x^4-9616*b^3*c^3*g*p*x^4-8272*b^3*c^3* g*q*x^4-14376*b^3*c^3*g*r*x^4-6296*b^3*c^3*p^2*x^4-11648*b^3*c^3*p*q*x^4-18048* b^3*c^3*p*r*x^4-4568*b^3*c^3*q^2*x^4-14976*b^3*c^3*q*r*x^4-6624*b^3*c^3*r^2*x^4 -668*b^3*c^2*g^3*x^4-3996*b^3*c^2*g^2*p*x^4-3364*b^3*c^2*g^2*q*x^4-6444*b^3*c^2 *g^2*r*x^4-5956*b^3*c^2*g*p^2*x^4-10808*b^3*c^2*g*p*q*x^4-17748*b^3*c^2*g*p*r*x ^4-4080*b^3*c^2*g*q^2*x^4-14172*b^3*c^2*g*q*r*x^4-6528*b^3*c^2*g*r^2*x^4-2448*b ^3*c^2*p^3*x^4-7208*b^3*c^2*p^2*q*x^4-10464*b^3*c^2*p^2*r*x^4-6076*b^3*c^2*p*q^ 2*x^4-18936*b^3*c^2*p*q*r*x^4-7704*b^3*c^2*p*r^2*x^4-1316*b^3*c^2*q^3*x^4-6420* b^3*c^2*q^2*r*x^4-5688*b^3*c^2*q*r^2*x^4-880*b^3*c^2*r^3*x^4-50*b^3*c*g^4*x^4-\ 624*b^3*c*g^3*p*x^4-524*b^3*c*g^3*q*x^4-1188*b^3*c*g^3*r*x^4-1722*b^3*c*g^2*p^2 *x^4-3028*b^3*c*g^2*p*q*x^4-5496*b^3*c*g^2*p*r*x^4-1116*b^3*c*g^2*q^2*x^4-4176* b^3*c*g^2*q*r*x^4-2004*b^3*c*g^2*r^2*x^4-1588*b^3*c*g*p^3*x^4-4596*b^3*c*g*p^2* q*x^4-7044*b^3*c*g*p^2*r*x^4-3740*b^3*c*g*p*q^2*x^4-12420*b^3*c*g*p*q*r*x^4-\ 5280*b^3*c*g*p*r^2*x^4-732*b^3*c*g*q^3*x^4-3780*b^3*c*g*q^2*r*x^4-3528*b^3*c*g* q*r^2*x^4-560*b^3*c*g*r^3*x^4-456*b^3*c*p^4*x^4-1920*b^3*c*p^3*q*x^4-2574*b^3*c *p^3*r*x^4-2610*b^3*c*p^2*q^2*x^4-7686*b^3*c*p^2*q*r*x^4-2844*b^3*c*p^2*r^2*x^4 -1284*b^3*c*p*q^3*x^4-5994*b^3*c*p*q^2*r*x^4-4968*b^3*c*p*q*r^2*x^4-680*b^3*c*p *r^3*x^4-138*b^3*c*q^4*x^4-882*b^3*c*q^3*r*x^4-1152*b^3*c*q^2*r^2*x^4-360*b^3*c *q*r^3*x^4-25*b^3*g^4*p*x^4-25*b^3*g^4*q*x^4-75*b^3*g^4*r*x^4-145*b^3*g^3*p^2*x ^4-240*b^3*g^3*p*q*x^4-528*b^3*g^3*p*r*x^4-95*b^3*g^3*q^2*x^4-378*b^3*g^3*q*r*x ^4-186*b^3*g^3*r^2*x^4-240*b^3*g^2*p^3*x^4-670*b^3*g^2*p^2*q*x^4-1128*b^3*g^2*p ^2*r*x^4-525*b^3*g^2*p*q^2*x^4-1920*b^3*g^2*p*q*r*x^4-864*b^3*g^2*p*r^2*x^4-95* b^3*g^2*q^3*x^4-507*b^3*g^2*q^2*r*x^4-492*b^3*g^2*q*r^2*x^4-80*b^3*g^2*r^3*x^4-\ 152*b^3*g*p^4*x^4-632*b^3*g*p^3*q*x^4-888*b^3*g*p^3*r*x^4-833*b^3*g*p^2*q^2*x^4 -2616*b^3*g*p^2*q*r*x^4-1008*b^3*g*p^2*r^2*x^4-378*b^3*g*p*q^3*x^4-1896*b^3*g*p *q^2*r*x^4-1680*b^3*g*p*q*r^2*x^4-240*b^3*g*p*r^3*x^4-25*b^3*g*q^4*x^4-168*b^3* g*q^3*r*x^4-234*b^3*g*q^2*r^2*x^4-80*b^3*g*q*r^3*x^4-32*b^3*p^5*x^4-184*b^3*p^4 *q*x^4-222*b^3*p^4*r*x^4-360*b^3*p^3*q^2*x^4-990*b^3*p^3*q*r*x^4-324*b^3*p^3*r^ 2*x^4-296*b^3*p^2*q^3*x^4-1314*b^3*p^2*q^2*r*x^4-1008*b^3*p^2*q*r^2*x^4-120*b^3 *p^2*r^3*x^4-88*b^3*p*q^4*x^4-546*b^3*p*q^3*r*x^4-684*b^3*p*q^2*r^2*x^4-200*b^3 *p*q*r^3*x^4-4256*b^2*c^6*x^4-8032*b^2*c^5*g*x^4-10272*b^2*c^5*p*x^4-9504*b^2*c ^5*q*x^4-14592*b^2*c^5*r*x^4-5792*b^2*c^4*g^2*x^4-16472*b^2*c^4*g*p*x^4-15112*b ^2*c^4*g*q*x^4-23784*b^2*c^4*g*r*x^4-10016*b^2*c^4*p^2*x^4-19584*b^2*c^4*p*q*x^ 4-28416*b^2*c^4*p*r*x^4-8296*b^2*c^4*q^2*x^4-25536*b^2*c^4*q*r*x^4-10512*b^2*c^ 4*r^2*x^4-1960*b^2*c^3*g^3*x^4-9772*b^2*c^3*g^2*p*x^4-8860*b^2*c^3*g^2*q*x^4-\ 14580*b^2*c^3*g^2*r*x^4-13084*b^2*c^3*g*p^2*x^4-25488*b^2*c^3*g*p*q*x^4-37872*b ^2*c^3*g*p*r*x^4-10564*b^2*c^3*g*q^2*x^4-33552*b^2*c^3*g*q*r*x^4-14040*b^2*c^3* g*r^2*x^4-5012*b^2*c^3*p^3*x^4-15652*b^2*c^3*p^2*q*x^4-21228*b^2*c^3*p^2*r*x^4-\ 14164*b^2*c^3*p*q^2*x^4-41424*b^2*c^3*p*q*r*x^4-15696*b^2*c^3*p*r^2*x^4-3524*b^ 2*c^3*q^3*x^4-16188*b^2*c^3*q^2*r*x^4-13392*b^2*c^3*q*r^2*x^4-1920*b^2*c^3*r^3* x^4-302*b^2*c^2*g^4*x^4-2586*b^2*c^2*g^3*p*x^4-2310*b^2*c^2*g^3*q*x^4-4134*b^2* c^2*g^3*r*x^4-5980*b^2*c^2*g^2*p^2*x^4-11544*b^2*c^2*g^2*p*q*x^4-17916*b^2*c^2* g^2*p*r*x^4-4674*b^2*c^2*g^2*q^2*x^4-15528*b^2*c^2*g^2*q*r*x^4-6588*b^2*c^2*g^2 *r^2*x^4-4988*b^2*c^2*g*p^3*x^4-15620*b^2*c^2*g*p^2*q*x^4-21606*b^2*c^2*g*p^2*r *x^4-13918*b^2*c^2*g*p*q^2*x^4-42084*b^2*c^2*g*p*q*r*x^4-16200*b^2*c^2*g*p*r^2* x^4-3286*b^2*c^2*g*q^3*x^4-15672*b^2*c^2*g*q^2*r*x^4-13392*b^2*c^2*g*q*r^2*x^4-\ 1920*b^2*c^2*g*r^3*x^4-1342*b^2*c^2*p^4*x^4-6028*b^2*c^2*p^3*q*x^4-7506*b^2*c^2 *p^3*r*x^4-8754*b^2*c^2*p^2*q^2*x^4-24138*b^2*c^2*p^2*q*r*x^4-8280*b^2*c^2*p^2* r^2*x^4-4792*b^2*c^2*p*q^3*x^4-21006*b^2*c^2*p*q^2*r*x^4-16200*b^2*c^2*p*q*r^2* x^4-2040*b^2*c^2*p*r^3*x^4-724*b^2*c^2*q^4*x^4-4374*b^2*c^2*q^3*r*x^4-5364*b^2* c^2*q^2*r^2*x^4-1560*b^2*c^2*q*r^3*x^4-16*b^2*c*g^5*x^4-283*b^2*c*g^4*p*x^4-251 *b^2*c*g^4*q*x^4-531*b^2*c*g^4*r*x^4-1103*b^2*c*g^3*p^2*x^4-2080*b^2*c*g^3*p*q* x^4-3516*b^2*c*g^3*p*r*x^4-833*b^2*c*g^3*q^2*x^4-2946*b^2*c*g^3*q*r*x^4-1254*b^ 2*c*g^3*r^2*x^4-1557*b^2*c*g^2*p^3*x^4-4857*b^2*c*g^2*p^2*q*x^4-6969*b^2*c*g^2* p^2*r*x^4-4246*b^2*c*g^2*p*q^2*x^4-13512*b^2*c*g^2*p*q*r*x^4-5292*b^2*c*g^2*p*r ^2*x^4-946*b^2*c*g^2*q^3*x^4-4710*b^2*c*g^2*q^2*r*x^4-4152*b^2*c*g^2*q*r^2*x^4-\ 580*b^2*c*g^2*r^3*x^4-900*b^2*c*g*p^4*x^4-4096*b^2*c*g*p^3*q*x^4-5157*b^2*c*g*p ^3*r*x^4-5897*b^2*c*g*p^2*q^2*x^4-16803*b^2*c*g*p^2*q*r*x^4-5814*b^2*c*g*p^2*r^ 2*x^4-3106*b^2*c*g*p*q^3*x^4-14205*b^2*c*g*p*q^2*r*x^4-11376*b^2*c*g*p*q*r^2*x^ 4-1440*b^2*c*g*p*r^3*x^4-405*b^2*c*g*q^4*x^4-2559*b^2*c*g*q^3*r*x^4-3288*b^2*c* g*q^2*r^2*x^4-1000*b^2*c*g*q*r^3*x^4-179*b^2*c*p^5*x^4-1109*b^2*c*p^4*q*x^4-\ 1230*b^2*c*p^4*r*x^4-2310*b^2*c*p^3*q^2*x^4-5928*b^2*c*p^3*q*r*x^4-1782*b^2*c*p ^3*r^2*x^4-2066*b^2*c*p^2*q^3*x^4-8586*b^2*c*p^2*q^2*r*x^4-6102*b^2*c*p^2*q*r^2 *x^4-660*b^2*c*p^2*r^3*x^4-743*b^2*c*p*q^4*x^4-4308*b^2*c*p*q^3*r*x^4-4986*b^2* c*p*q^2*r^2*x^4-1320*b^2*c*p*q*r^3*x^4-57*b^2*c*q^5*x^4-420*b^2*c*q^4*r*x^4-666 *b^2*c*q^3*r^2*x^4-280*b^2*c*q^2*r^3*x^4-8*b^2*g^5*p*x^4-8*b^2*g^5*q*x^4-24*b^2 *g^5*r*x^4-66*b^2*g^4*p^2*x^4-116*b^2*g^4*p*q*x^4-237*b^2*g^4*p*r*x^4-50*b^2*g^ 4*q^2*x^4-189*b^2*g^4*q*r*x^4-78*b^2*g^4*r^2*x^4-150*b^2*g^3*p^3*x^4-456*b^2*g^ 3*p^2*q*x^4-705*b^2*g^3*p^2*r*x^4-390*b^2*g^3*p*q^2*x^4-1350*b^2*g^3*p*q*r*x^4-\ 540*b^2*g^3*p*r^2*x^4-84*b^2*g^3*q^3*x^4-429*b^2*g^3*q^2*r*x^4-384*b^2*g^3*q*r^ 2*x^4-50*b^2*g^3*r^3*x^4-143*b^2*g^2*p^4*x^4-655*b^2*g^2*p^3*q*x^4-843*b^2*g^2* p^3*r*x^4-931*b^2*g^2*p^2*q^2*x^4-2790*b^2*g^2*p^2*q*r*x^4-972*b^2*g^2*p^2*r^2* x^4-469*b^2*g^2*p*q^3*x^4-2274*b^2*g^2*p*q^2*r*x^4-1908*b^2*g^2*p*q*r^2*x^4-240 *b^2*g^2*p*r^3*x^4-50*b^2*g^2*q^4*x^4-327*b^2*g^2*q^3*r*x^4-438*b^2*g^2*q^2*r^2 *x^4-140*b^2*g^2*q*r^3*x^4-60*b^2*g*p^5*x^4-384*b^2*g*p^4*q*x^4-423*b^2*g*p^4*r *x^4-800*b^2*g*p^3*q^2*x^4-2115*b^2*g*p^3*q*r*x^4-630*b^2*g*p^3*r^2*x^4-696*b^2 *g*p^2*q^3*x^4-3024*b^2*g*p^2*q^2*r*x^4-2232*b^2*g*p^2*q*r^2*x^4-240*b^2*g*p^2* r^3*x^4-228*b^2*g*p*q^4*x^4-1395*b^2*g*p*q^3*r*x^4-1710*b^2*g*p*q^2*r^2*x^4-480 *b^2*g*p*q*r^3*x^4-8*b^2*g*q^5*x^4-63*b^2*g*q^4*r*x^4-108*b^2*g*q^3*r^2*x^4-50* b^2*g*q^2*r^3*x^4-9*b^2*p^6*x^4-77*b^2*p^5*q*x^4-72*b^2*p^5*r*x^4-218*b^2*p^4*q ^2*x^4-510*b^2*p^4*q*r*x^4-126*b^2*p^4*r^2*x^4-282*b^2*p^3*q^3*x^4-1098*b^2*p^3 *q^2*r*x^4-702*b^2*p^3*q*r^2*x^4-60*b^2*p^3*r^3*x^4-173*b^2*p^2*q^4*x^4-954*b^2 *p^2*q^3*r*x^4-1026*b^2*p^2*q^2*r^2*x^4-240*b^2*p^2*q*r^3*x^4-41*b^2*p*q^5*x^4-\ 294*b^2*p*q^4*r*x^4-450*b^2*p*q^3*r^2*x^4-180*b^2*p*q^2*r^3*x^4-2560*b*c^7*x^4-\ 5856*b*c^6*g*x^4-7072*b*c^6*p*x^4-6816*b*c^6*q*x^4-10080*b*c^6*r*x^4-5344*b*c^5 *g^2*x^4-14064*b*c^5*g*p*x^4-13520*b*c^5*g*q*x^4-20064*b*c^5*g*r*x^4-8072*b*c^5 *p^2*x^4-16512*b*c^5*p*q*x^4-23040*b*c^5*p*r*x^4-7384*b*c^5*q^2*x^4-21888*b*c^5 *q*r*x^4-8640*b*c^5*r^2*x^4-2448*b*c^4*g^3*x^4-10912*b*c^4*g^2*p*x^4-10448*b*c^ 4*g^2*q*x^4-15672*b*c^4*g^2*r*x^4-13528*b*c^4*g*p^2*x^4-27792*b*c^4*g*p*q*x^4-\ 38880*b*c^4*g*p*r*x^4-12272*b*c^4*g*q^2*x^4-36816*b*c^4*g*q*r*x^4-14496*b*c^4*g *r^2*x^4-4892*b*c^4*p^3*x^4-16092*b*c^4*p^2*q*x^4-20880*b*c^4*p^2*r*x^4-15348*b *c^4*p*q^2*x^4-43200*b*c^4*p*q*r*x^4-15696*b*c^4*p*r^2*x^4-4148*b*c^4*q^3*x^4-\ 18360*b*c^4*q^2*r*x^4-14544*b*c^4*q*r^2*x^4-2000*b*c^4*r^3*x^4-576*b*c^3*g^4*x^ 4-4120*b*c^3*g^3*p*x^4-3920*b*c^3*g^3*q*x^4-6036*b*c^3*g^3*r*x^4-8534*b*c^3*g^2 *p^2*x^4-17600*b*c^3*g^2*p*q*x^4-24852*b*c^3*g^2*p*r*x^4-7650*b*c^3*g^2*q^2*x^4 -23388*b*c^3*g^2*q*r*x^4-9120*b*c^3*g^2*r^2*x^4-6600*b*c^3*g*p^3*x^4-22012*b*c^ 3*g*p^2*q*x^4-28506*b*c^3*g*p^2*r*x^4-20888*b*c^3*g*p*q^2*x^4-59568*b*c^3*g*p*q *r*x^4-21552*b*c^3*g*p*r^2*x^4-5476*b*c^3*g*q^3*x^4-24726*b*c^3*g*q^2*r*x^4-\ 19872*b*c^3*g*q*r^2*x^4-2680*b*c^3*g*r^3*x^4-1678*b*c^3*p^4*x^4-8028*b*c^3*p^3* q*x^4-9468*b*c^3*p^3*r*x^4-12288*b*c^3*p^2*q^2*x^4-32508*b*c^3*p^2*q*r*x^4-\ 10620*b*c^3*p^2*r^2*x^4-7204*b*c^3*p*q^3*x^4-30420*b*c^3*p*q^2*r*x^4-22464*b*c^ 3*p*q*r^2*x^4-2720*b*c^3*p*r^3*x^4-1266*b*c^3*q^4*x^4-7380*b*c^3*q^3*r*x^4-8676 *b*c^3*q^2*r^2*x^4-2400*b*c^3*q*r^3*x^4-62*b*c^2*g^5*x^4-762*b*c^2*g^4*p*x^4-\ 718*b*c^2*g^4*q*x^4-1176*b*c^2*g^4*r*x^4-2480*b*c^2*g^3*p^2*x^4-5116*b*c^2*g^3* p*q*x^4-7404*b*c^2*g^3*p*r*x^4-2186*b*c^2*g^3*q^2*x^4-6888*b*c^2*g^3*q*r*x^4-\ 2616*b*c^2*g^3*r^2*x^4-3153*b*c^2*g^2*p^3*x^4-10675*b*c^2*g^2*p^2*q*x^4-13851*b *c^2*g^2*p^2*r*x^4-10061*b*c^2*g^2*p*q^2*x^4-29316*b*c^2*g^2*p*q*r*x^4-10500*b* c^2*g^2*p*r^2*x^4-2539*b*c^2*g^2*q^3*x^4-11757*b*c^2*g^2*q^2*r*x^4-9564*b*c^2*g ^2*q*r^2*x^4-1220*b*c^2*g^2*r^3*x^4-1692*b*c^2*g*p^4*x^4-8340*b*c^2*g*p^3*q*x^4 -9705*b*c^2*g*p^3*r*x^4-12810*b*c^2*g*p^2*q^2*x^4-34293*b*c^2*g*p^2*q*r*x^4-\ 11046*b*c^2*g*p^2*r^2*x^4-7368*b*c^2*g*p*q^3*x^4-31821*b*c^2*g*p*q^2*r*x^4-\ 23904*b*c^2*g*p*q*r^2*x^4-2840*b*c^2*g*p*r^3*x^4-1206*b*c^2*g*q^4*x^4-7233*b*c^ 2*g*q^3*r*x^4-8754*b*c^2*g*q^2*r^2*x^4-2480*b*c^2*g*q*r^3*x^4-319*b*c^2*p^5*x^4 -2145*b*c^2*p^4*q*x^4-2214*b*c^2*p^4*r*x^4-4718*b*c^2*p^3*q^2*x^4-11556*b*c^2*p ^3*q*r*x^4-3258*b*c^2*p^3*r^2*x^4-4474*b*c^2*p^2*q^3*x^4-17874*b*c^2*p^2*q^2*r* x^4-12114*b*c^2*p^2*q*r^2*x^4-1240*b*c^2*p^2*r^3*x^4-1779*b*c^2*p*q^4*x^4-9936* b*c^2*p*q^3*r*x^4-10998*b*c^2*p*q^2*r^2*x^4-2760*b*c^2*p*q*r^3*x^4-197*b*c^2*q^ 5*x^4-1404*b*c^2*q^4*r*x^4-2142*b*c^2*q^3*r^2*x^4-860*b*c^2*q^2*r^3*x^4-2*b*c*g ^6*x^4-59*b*c*g^5*p*x^4-55*b*c*g^5*q*x^4-105*b*c*g^5*r*x^4-321*b*c*g^4*p^2*x^4-\ 652*b*c*g^4*p*q*x^4-1005*b*c*g^4*p*r*x^4-277*b*c*g^4*q^2*x^4-915*b*c*g^4*q*r*x^ 4-324*b*c*g^4*r^2*x^4-622*b*c*g^3*p^3*x^4-2130*b*c*g^3*p^2*q*x^4-2799*b*c*g^3*p ^2*r*x^4-1989*b*c*g^3*p*q^2*x^4-6018*b*c*g^3*p*q*r*x^4-2112*b*c*g^3*p*r^2*x^4-\ 481*b*c*g^3*q^3*x^4-2292*b*c*g^3*q^2*r*x^4-1872*b*c*g^3*q*r^2*x^4-210*b*c*g^3*r ^3*x^4-537*b*c*g^2*p^4*x^4-2741*b*c*g^2*p^3*q*x^4-3138*b*c*g^2*p^3*r*x^4-4224*b *c*g^2*p^2*q^2*x^4-11529*b*c*g^2*p^2*q*r*x^4-3618*b*c*g^2*p^2*r^2*x^4-2373*b*c* g^2*p*q^3*x^4-10575*b*c*g^2*p*q^2*r*x^4-8100*b*c*g^2*p*q*r^2*x^4-920*b*c*g^2*p* r^3*x^4-353*b*c*g^2*q^4*x^4-2184*b*c*g^2*q^3*r*x^4-2718*b*c*g^2*q^2*r^2*x^4-780 *b*c*g^2*q*r^3*x^4-209*b*c*g*p^5*x^4-1496*b*c*g*p^4*q*x^4-1482*b*c*g*p^4*r*x^4-\ 3342*b*c*g*p^3*q^2*x^4-8244*b*c*g*p^3*q*r*x^4-2232*b*c*g*p^3*r^2*x^4-3140*b*c*g *p^2*q^3*x^4-12843*b*c*g*p^2*q^2*r*x^4-8838*b*c*g*p^2*q*r^2*x^4-870*b*c*g*p^2*r ^3*x^4-1193*b*c*g*p*q^4*x^4-6882*b*c*g*p*q^3*r*x^4-7884*b*c*g*p*q^2*r^2*x^4-\ 2040*b*c*g*p*q*r^3*x^4-108*b*c*g*q^5*x^4-801*b*c*g*q^4*r*x^4-1278*b*c*g*q^3*r^2 *x^4-540*b*c*g*q^2*r^3*x^4-30*b*c*p^6*x^4-288*b*c*p^5*q*x^4-243*b*c*p^5*r*x^4-\ 864*b*c*p^4*q^2*x^4-1917*b*c*p^4*q*r*x^4-432*b*c*p^4*r^2*x^4-1176*b*c*p^3*q^3*x ^4-4392*b*c*p^3*q^2*r*x^4-2664*b*c*p^3*q*r^2*x^4-210*b*c*p^3*r^3*x^4-774*b*c*p^ 2*q^4*x^4-4104*b*c*p^2*q^3*r*x^4-4212*b*c*p^2*q^2*r^2*x^4-930*b*c*p^2*q*r^3*x^4 -216*b*c*p*q^5*x^4-1485*b*c*p*q^4*r*x^4-2160*b*c*p*q^3*r^2*x^4-810*b*c*p*q^2*r^ 3*x^4-12*b*c*q^6*x^4-99*b*c*q^5*r*x^4-180*b*c*q^4*r^2*x^4-90*b*c*q^3*r^3*x^4-b* g^6*p*x^4-b*g^6*q*x^4-3*b*g^6*r*x^4-14*b*g^5*p^2*x^4-26*b*g^5*p*q*x^4-48*b*g^5* p*r*x^4-12*b*g^5*q^2*x^4-42*b*g^5*q*r*x^4-12*b*g^5*r^2*x^4-42*b*g^4*p^3*x^4-142 *b*g^4*p^2*q*x^4-195*b*g^4*p^2*r*x^4-131*b*g^4*p*q^2*x^4-426*b*g^4*p*q*r*x^4-\ 144*b*g^4*p*r^2*x^4-31*b*g^4*q^3*x^4-150*b*g^4*q^2*r*x^4-120*b*g^4*q*r^2*x^4-10 *b*g^4*r^3*x^4-53*b*g^3*p^4*x^4-280*b*g^3*p^3*q*x^4-315*b*g^3*p^3*r*x^4-432*b*g ^3*p^2*q^2*x^4-1221*b*g^3*p^2*q*r*x^4-366*b*g^3*p^2*r^2*x^4-236*b*g^3*p*q^3*x^4 -1101*b*g^3*p*q^2*r*x^4-864*b*g^3*p*q*r^2*x^4-90*b*g^3*p*r^3*x^4-31*b*g^3*q^4*x ^4-195*b*g^3*q^3*r*x^4-246*b*g^3*q^2*r^2*x^4-70*b*g^3*q*r^3*x^4-32*b*g^2*p^5*x^ 4-248*b*g^2*p^4*q*x^4-231*b*g^2*p^4*r*x^4-564*b*g^2*p^3*q^2*x^4-1407*b*g^2*p^3* q*r*x^4-354*b*g^2*p^3*r^2*x^4-524*b*g^2*p^2*q^3*x^4-2214*b*g^2*p^2*q^2*r*x^4-\ 1548*b*g^2*p^2*q*r^2*x^4-140*b*g^2*p^2*r^3*x^4-188*b*g^2*p*q^4*x^4-1131*b*g^2*p *q^3*r*x^4-1350*b*g^2*p*q^2*r^2*x^4-360*b*g^2*p*q*r^3*x^4-12*b*g^2*q^5*x^4-93*b *g^2*q^4*r*x^4-156*b*g^2*q^3*r^2*x^4-70*b*g^2*q^2*r^3*x^4-9*b*g*p^6*x^4-100*b*g *p^5*q*x^4-75*b*g*p^5*r*x^4-311*b*g*p^4*q^2*x^4-687*b*g*p^4*q*r*x^4-138*b*g*p^4 *r^2*x^4-424*b*g*p^3*q^3*x^4-1620*b*g*p^3*q^2*r*x^4-990*b*g*p^3*q*r^2*x^4-70*b* g*p^3*r^3*x^4-271*b*g*p^2*q^4*x^4-1488*b*g*p^2*q^3*r*x^4-1584*b*g*p^2*q^2*r^2*x ^4-360*b*g*p^2*q*r^3*x^4-68*b*g*p*q^5*x^4-489*b*g*p*q^4*r*x^4-750*b*g*p*q^3*r^2 *x^4-300*b*g*p*q^2*r^3*x^4-b*g*q^6*x^4-9*b*g*q^5*r*x^4-18*b*g*q^4*r^2*x^4-10*b* g*q^3*r^3*x^4-b*p^7*x^4-15*b*p^6*q*x^4-9*b*p^6*r*x^4-60*b*p^5*q^2*x^4-117*b*p^5 *q*r*x^4-18*b*p^5*r^2*x^4-110*b*p^4*q^3*x^4-378*b*p^4*q^2*r*x^4-198*b*p^4*q*r^2 *x^4-10*b*p^4*r^3*x^4-105*b*p^3*q^4*x^4-522*b*p^3*q^3*r*x^4-486*b*p^3*q^2*r^2*x ^4-90*b*p^3*q*r^3*x^4-51*b*p^2*q^5*x^4-333*b*p^2*q^4*r*x^4-450*b*p^2*q^3*r^2*x^ 4-150*b*p^2*q^2*r^3*x^4-10*b*p*q^6*x^4-81*b*p*q^5*r*x^4-144*b*p*q^4*r^2*x^4-70* b*p*q^3*r^3*x^4-640*c^8*x^4-1728*c^7*g*x^4-1984*c^7*p*x^4-1984*c^7*q*x^4-2880*c ^7*r*x^4-1920*c^6*g^2*x^4-4736*c^6*g*p*x^4-4736*c^6*g*q*x^4-6816*c^6*g*r*x^4-\ 2576*c^6*p^2*x^4-5504*c^6*p*q*x^4-7488*c^6*p*r*x^4-2576*c^6*q^2*x^4-7488*c^6*q* r*x^4-2880*c^6*r^2*x^4-1120*c^5*g^3*x^4-4576*c^5*g^2*p*x^4-4576*c^5*g^2*q*x^4-\ 6528*c^5*g^2*r*x^4-5304*c^5*g*p^2*x^4-11424*c^5*g*p*q*x^4-15408*c^5*g*p*r*x^4-\ 5304*c^5*g*q^2*x^4-15408*c^5*g*q*r*x^4-5856*c^5*g*r^2*x^4-1808*c^5*p^3*x^4-6288 *c^5*p^2*q*x^4-7848*c^5*p^2*r*x^4-6288*c^5*p*q^2*x^4-17280*c^5*p*q*r*x^4-6048*c ^5*p*r^2*x^4-1808*c^5*q^3*x^4-7848*c^5*q^2*r*x^4-6048*c^5*q*r^2*x^4-800*c^5*r^3 *x^4-360*c^4*g^4*x^4-2272*c^4*g^3*p*x^4-2272*c^4*g^3*q*x^4-3216*c^4*g^3*r*x^4-\ 4308*c^4*g^2*p^2*x^4-9376*c^4*g^2*p*q*x^4-12528*c^4*g^2*p*r*x^4-4308*c^4*g^2*q^ 2*x^4-12528*c^4*g^2*q*r*x^4-4656*c^4*g^2*r^2*x^4-3100*c^4*g*p^3*x^4-10996*c^4*g *p^2*q*x^4-13548*c^4*g*p^2*r*x^4-10996*c^4*g*p*q^2*x^4-30240*c^4*g*p*q*r*x^4-\ 10464*c^4*g*p*r^2*x^4-3100*c^4*g*q^3*x^4-13548*c^4*g*q^2*r*x^4-10464*c^4*g*q*r^ 2*x^4-1360*c^4*g*r^3*x^4-736*c^4*p^4*x^4-3808*c^4*p^3*q*x^4-4212*c^4*p^3*r*x^4-\ 6144*c^4*p^2*q^2*x^4-15732*c^4*p^2*q*r*x^4-4824*c^4*p^2*r^2*x^4-3808*c^4*p*q^3* x^4-15732*c^4*p*q^2*r*x^4-11232*c^4*p*q*r^2*x^4-1280*c^4*p*r^3*x^4-736*c^4*q^4* x^4-4212*c^4*q^3*r*x^4-4824*c^4*q^2*r^2*x^4-1280*c^4*q*r^3*x^4-60*c^3*g^5*x^4-\ 604*c^3*g^4*p*x^4-604*c^3*g^4*q*x^4-852*c^3*g^4*r*x^4-1734*c^3*g^3*p^2*x^4-3824 *c^3*g^3*p*q*x^4-5064*c^3*g^3*p*r*x^4-1734*c^3*g^3*q^2*x^4-5064*c^3*g^3*q*r*x^4 -1800*c^3*g^3*r^2*x^4-2012*c^3*g^2*p^3*x^4-7324*c^3*g^2*p^2*q*x^4-8874*c^3*g^2* p^2*r*x^4-7324*c^3*g^2*p*q^2*x^4-20208*c^3*g^2*p*q*r*x^4-6840*c^3*g^2*p*r^2*x^4 -2012*c^3*g^2*q^3*x^4-8874*c^3*g^2*q^2*r*x^4-6840*c^3*g^2*q*r^2*x^4-840*c^3*g^2 *r^3*x^4-994*c^3*g*p^4*x^4-5360*c^3*g*p^3*q*x^4-5772*c^3*g*p^3*r*x^4-8732*c^3*g *p^2*q^2*x^4-22344*c^3*g*p^2*q*r*x^4-6708*c^3*g*p^2*r^2*x^4-5360*c^3*g*p*q^3*x^ 4-22344*c^3*g*p*q^2*r*x^4-16032*c^3*g*p*q*r^2*x^4-1800*c^3*g*p*r^3*x^4-994*c^3* g*q^4*x^4-5772*c^3*g*q^3*r*x^4-6708*c^3*g*q^2*r^2*x^4-1800*c^3*g*q*r^3*x^4-172* c^3*p^5*x^4-1308*c^3*p^4*q*x^4-1206*c^3*p^4*r*x^4-3064*c^3*p^3*q^2*x^4-7164*c^3 *p^3*q*r*x^4-1800*c^3*p^3*r^2*x^4-3064*c^3*p^2*q^3*x^4-11916*c^3*p^2*q^2*r*x^4-\ 7704*c^3*p^2*q*r^2*x^4-700*c^3*p^2*r^3*x^4-1308*c^3*p*q^4*x^4-7164*c^3*p*q^3*r* x^4-7704*c^3*p*q^2*r^2*x^4-1840*c^3*p*q*r^3*x^4-172*c^3*q^5*x^4-1206*c^3*q^4*r* x^4-1800*c^3*q^3*r^2*x^4-700*c^3*q^2*r^3*x^4-4*c^2*g^6*x^4-80*c^2*g^5*p*x^4-80* c^2*g^5*q*x^4-114*c^2*g^5*r*x^4-354*c^2*g^4*p^2*x^4-792*c^2*g^4*p*q*x^4-1044*c^ 2*g^4*p*r*x^4-354*c^2*g^4*q^2*x^4-1044*c^2*g^4*q*r*x^4-336*c^2*g^4*r^2*x^4-607* c^2*g^3*p^3*x^4-2285*c^2*g^3*p^2*q*x^4-2709*c^2*g^3*p^2*r*x^4-2285*c^2*g^3*p*q^ 2*x^4-6360*c^2*g^3*p*q*r*x^4-2064*c^2*g^3*p*r^2*x^4-607*c^2*g^3*q^3*x^4-2709*c^ 2*g^3*q^2*r*x^4-2064*c^2*g^3*q*r^2*x^4-220*c^2*g^3*r^3*x^4-473*c^2*g^2*p^4*x^4-\ 2698*c^2*g^2*p^3*q*x^4-2793*c^2*g^2*p^3*r*x^4-4450*c^2*g^2*p^2*q^2*x^4-11397*c^ 2*g^2*p^2*q*r*x^4-3288*c^2*g^2*p^2*r^2*x^4-2698*c^2*g^2*p*q^3*x^4-11397*c^2*g^2 *p*q^2*r*x^4-8208*c^2*g^2*p*q*r^2*x^4-880*c^2*g^2*p*r^3*x^4-473*c^2*g^2*q^4*x^4 -2793*c^2*g^2*q^3*r*x^4-3288*c^2*g^2*q^2*r^2*x^4-880*c^2*g^2*q*r^3*x^4-165*c^2* g*p^5*x^4-1377*c^2*g*p^4*q*x^4-1185*c^2*g*p^4*r*x^4-3306*c^2*g*p^3*q^2*x^4-7674 *c^2*g*p^3*q*r*x^4-1818*c^2*g*p^3*r^2*x^4-3306*c^2*g*p^2*q^3*x^4-12978*c^2*g*p^ 2*q^2*r*x^4-8406*c^2*g*p^2*q*r^2*x^4-730*c^2*g*p^2*r^3*x^4-1377*c^2*g*p*q^4*x^4 -7674*c^2*g*p*q^3*r*x^4-8406*c^2*g*p*q^2*r^2*x^4-2040*c^2*g*p*q*r^3*x^4-165*c^2 *g*q^5*x^4-1185*c^2*g*q^4*r*x^4-1818*c^2*g*q^3*r^2*x^4-730*c^2*g*q^2*r^3*x^4-21 *c^2*p^6*x^4-252*c^2*p^5*q*x^4-171*c^2*p^5*r*x^4-819*c^2*p^4*q^2*x^4-1701*c^2*p ^4*q*r*x^4-306*c^2*p^4*r^2*x^4-1176*c^2*p^3*q^3*x^4-4248*c^2*p^3*q^2*r*x^4-2412 *c^2*p^3*q*r^2*x^4-150*c^2*p^3*r^3*x^4-819*c^2*p^2*q^4*x^4-4248*c^2*p^2*q^3*r*x ^4-4212*c^2*p^2*q^2*r^2*x^4-870*c^2*p^2*q*r^3*x^4-252*c^2*p*q^5*x^4-1701*c^2*p* q^4*r*x^4-2412*c^2*p*q^3*r^2*x^4-870*c^2*p*q^2*r^3*x^4-21*c^2*q^6*x^4-171*c^2*q ^5*r*x^4-306*c^2*q^4*r^2*x^4-150*c^2*q^3*r^3*x^4-4*c*g^6*p*x^4-4*c*g^6*q*x^4-6* c*g^6*r*x^4-33*c*g^5*p^2*x^4-74*c*g^5*p*q*x^4-99*c*g^5*p*r*x^4-33*c*g^5*q^2*x^4 -99*c*g^5*q*r*x^4-24*c*g^5*r^2*x^4-83*c*g^4*p^3*x^4-325*c*g^4*p^2*q*x^4-375*c*g ^4*p^2*r*x^4-325*c*g^4*p*q^2*x^4-924*c*g^4*p*q*r*x^4-276*c*g^4*p*r^2*x^4-83*c*g ^4*q^3*x^4-375*c*g^4*q^2*r*x^4-276*c*g^4*q*r^2*x^4-20*c*g^4*r^3*x^4-92*c*g^3*p^ 4*x^4-567*c*g^3*p^3*q*x^4-552*c*g^3*p^3*r*x^4-950*c*g^3*p^2*q^2*x^4-2445*c*g^3* p^2*q*r*x^4-654*c*g^3*p^2*r^2*x^4-567*c*g^3*p*q^3*x^4-2445*c*g^3*p*q^2*r*x^4-\ 1764*c*g^3*p*q*r^2*x^4-170*c*g^3*p*r^3*x^4-92*c*g^3*q^4*x^4-552*c*g^3*q^3*r*x^4 -654*c*g^3*q^2*r^2*x^4-170*c*g^3*q*r^3*x^4-48*c*g^2*p^5*x^4-460*c*g^2*p^4*q*x^4 -354*c*g^2*p^4*r*x^4-1140*c*g^2*p^3*q^2*x^4-2622*c*g^2*p^3*q*r*x^4-558*c*g^2*p^ 3*r^2*x^4-1140*c*g^2*p^2*q^3*x^4-4536*c*g^2*p^2*q^2*r*x^4-2934*c*g^2*p^2*q*r^2* x^4-230*c*g^2*p^2*r^3*x^4-460*c*g^2*p*q^4*x^4-2622*c*g^2*p*q^3*r*x^4-2934*c*g^2 *p*q^2*r^2*x^4-720*c*g^2*p*q*r^3*x^4-48*c*g^2*q^5*x^4-354*c*g^2*q^4*r*x^4-558*c *g^2*q^3*r^2*x^4-230*c*g^2*q^2*r^3*x^4-11*c*g*p^6*x^4-173*c*g*p^5*q*x^4-93*c*g* p^5*r*x^4-593*c*g*p^4*q^2*x^4-1200*c*g*p^4*q*r*x^4-174*c*g*p^4*r^2*x^4-862*c*g* p^3*q^3*x^4-3135*c*g*p^3*q^2*r*x^4-1758*c*g*p^3*q*r^2*x^4-90*c*g*p^3*r^3*x^4-\ 593*c*g*p^2*q^4*x^4-3135*c*g*p^2*q^3*r*x^4-3168*c*g*p^2*q^2*r^2*x^4-660*c*g*p^2 *q*r^3*x^4-173*c*g*p*q^5*x^4-1200*c*g*p*q^4*r*x^4-1758*c*g*p*q^3*r^2*x^4-660*c* g*p*q^2*r^3*x^4-11*c*g*q^6*x^4-93*c*g*q^5*r*x^4-174*c*g*q^4*r^2*x^4-90*c*g*q^3* r^3*x^4-c*p^7*x^4-25*c*p^6*q*x^4-9*c*p^6*r*x^4-111*c*p^5*q^2*x^4-198*c*p^5*q*r* x^4-18*c*p^5*r^2*x^4-215*c*p^4*q^3*x^4-711*c*p^4*q^2*r*x^4-342*c*p^4*q*r^2*x^4-\ 10*c*p^4*r^3*x^4-215*c*p^3*q^4*x^4-1044*c*p^3*q^3*r*x^4-936*c*p^3*q^2*r^2*x^4-\ 160*c*p^3*q*r^3*x^4-111*c*p^2*q^5*x^4-711*c*p^2*q^4*r*x^4-936*c*p^2*q^3*r^2*x^4 -300*c*p^2*q^2*r^3*x^4-25*c*p*q^6*x^4-198*c*p*q^5*r*x^4-342*c*p*q^4*r^2*x^4-160 *c*p*q^3*r^3*x^4-c*q^7*x^4-9*c*q^6*r*x^4-18*c*q^5*r^2*x^4-10*c*q^4*r^3*x^4-g^6* p^2*x^4-2*g^6*p*q*x^4-3*g^6*p*r*x^4-g^6*q^2*x^4-3*g^6*q*r*x^4-4*g^5*p^3*x^4-16* g^5*p^2*q*x^4-18*g^5*p^2*r*x^4-16*g^5*p*q^2*x^4-48*g^5*p*q*r*x^4-12*g^5*p*r^2*x ^4-4*g^5*q^3*x^4-18*g^5*q^2*r*x^4-12*g^5*q*r^2*x^4-6*g^4*p^4*x^4-41*g^4*p^3*q*x ^4-36*g^4*p^3*r*x^4-70*g^4*p^2*q^2*x^4-183*g^4*p^2*q*r*x^4-42*g^4*p^2*r^2*x^4-\ 41*g^4*p*q^3*x^4-183*g^4*p*q^2*r*x^4-132*g^4*p*q*r^2*x^4-10*g^4*p*r^3*x^4-6*g^4 *q^4*x^4-36*g^4*q^3*r*x^4-42*g^4*q^2*r^2*x^4-10*g^4*q*r^3*x^4-4*g^3*p^5*x^4-48* g^3*p^4*q*x^4-30*g^3*p^4*r*x^4-124*g^3*p^3*q^2*x^4-282*g^3*p^3*q*r*x^4-48*g^3*p ^3*r^2*x^4-124*g^3*p^2*q^3*x^4-504*g^3*p^2*q^2*r*x^4-324*g^3*p^2*q*r^2*x^4-20*g ^3*p^2*r^3*x^4-48*g^3*p*q^4*x^4-282*g^3*p*q^3*r*x^4-324*g^3*p*q^2*r^2*x^4-80*g^ 3*p*q*r^3*x^4-4*g^3*q^5*x^4-30*g^3*q^4*r*x^4-48*g^3*q^3*r^2*x^4-20*g^3*q^2*r^3* x^4-g^2*p^6*x^4-28*g^2*p^5*q*x^4-9*g^2*p^5*r*x^4-103*g^2*p^4*q^2*x^4-201*g^2*p^ 4*q*r*x^4-18*g^2*p^4*r^2*x^4-152*g^2*p^3*q^3*x^4-558*g^2*p^3*q^2*r*x^4-306*g^2* p^3*q*r^2*x^4-10*g^2*p^3*r^3*x^4-103*g^2*p^2*q^4*x^4-558*g^2*p^2*q^3*r*x^4-576* g^2*p^2*q^2*r^2*x^4-120*g^2*p^2*q*r^3*x^4-28*g^2*p*q^5*x^4-201*g^2*p*q^4*r*x^4-\ 306*g^2*p*q^3*r^2*x^4-120*g^2*p*q^2*r^3*x^4-g^2*q^6*x^4-9*g^2*q^5*r*x^4-18*g^2* q^4*r^2*x^4-10*g^2*q^3*r^3*x^4-8*g*p^6*q*x^4-40*g*p^5*q^2*x^4-66*g*p^5*q*r*x^4-\ 80*g*p^4*q^3*x^4-264*g*p^4*q^2*r*x^4-120*g*p^4*q*r^2*x^4-80*g*p^3*q^4*x^4-396*g *p^3*q^3*r*x^4-360*g*p^3*q^2*r^2*x^4-60*g*p^3*q*r^3*x^4-40*g*p^2*q^5*x^4-264*g* p^2*q^4*r*x^4-360*g*p^2*q^3*r^2*x^4-120*g*p^2*q^2*r^3*x^4-8*g*p*q^6*x^4-66*g*p* q^5*r*x^4-120*g*p*q^4*r^2*x^4-60*g*p*q^3*r^3*x^4-p^7*q*x^4-6*p^6*q^2*x^4-9*p^6* q*r*x^4-15*p^5*q^3*x^4-45*p^5*q^2*r*x^4-18*p^5*q*r^2*x^4-20*p^4*q^4*x^4-90*p^4* q^3*r*x^4-72*p^4*q^2*r^2*x^4-10*p^4*q*r^3*x^4-15*p^3*q^5*x^4-90*p^3*q^4*r*x^4-\ 108*p^3*q^3*r^2*x^4-30*p^3*q^2*r^3*x^4-6*p^2*q^6*x^4-45*p^2*q^5*r*x^4-72*p^2*q^ 4*r^2*x^4-30*p^2*q^3*r^3*x^4-p*q^7*x^4-9*p*q^6*r*x^4-18*p*q^5*r^2*x^4-10*p*q^4* r^3*x^4+96*a^6*b*c*x^3+64*a^6*b*p*x^3+48*a^6*b*q*x^3+160*a^6*b*r*x^3+48*a^6*b*x ^4+192*a^6*c^2*x^3+48*a^6*c*g*x^3+128*a^6*c*p*x^3+192*a^6*c*q*x^3+320*a^6*c*r*x ^3+64*a^6*c*x^4+32*a^6*g*p*x^3+24*a^6*g*q*x^3+80*a^6*g*r*x^3+24*a^6*g*x^4+64*a^ 6*p*q*x^3-16*a^6*p*x^4+48*a^6*q^2*x^3+160*a^6*q*r*x^3+32*a^6*q*x^4-48*a^6*r*x^4 +416*a^5*b^2*c*x^3+272*a^5*b^2*p*x^3+192*a^5*b^2*q*x^3+672*a^5*b^2*r*x^3+240*a^ 5*b^2*x^4+1568*a^5*b*c^2*x^3+528*a^5*b*c*g*x^3+1424*a^5*b*c*p*x^3+1392*a^5*b*c* q*x^3+2992*a^5*b*c*r*x^3+608*a^5*b*c*x^4+344*a^5*b*g*p*x^3+248*a^5*b*g*q*x^3+ 864*a^5*b*g*r*x^3+288*a^5*b*g*x^4+256*a^5*b*p^2*x^3+624*a^5*b*p*q*x^3+888*a^5*b *p*r*x^3+64*a^5*b*p*x^4+304*a^5*b*q^2*x^3+1272*a^5*b*q*r*x^3+256*a^5*b*q*x^4+ 456*a^5*b*r^2*x^3-384*a^5*b*r*x^4+1536*a^5*c^3*x^3+1040*a^5*c^2*g*x^3+1760*a^5* c^2*p*x^3+1984*a^5*c^2*q*x^3+3376*a^5*c^2*r*x^3+368*a^5*c^2*x^4+160*a^5*c*g^2*x ^3+856*a^5*c*g*p*x^3+952*a^5*c*g*q*x^3+1920*a^5*c*g*r*x^3+392*a^5*c*g*x^4+480*a ^5*c*p^2*x^3+1584*a^5*c*p*q*x^3+1688*a^5*c*p*r*x^3+8*a^5*c*p*x^4+832*a^5*c*q^2* x^3+2888*a^5*c*q*r*x^3+280*a^5*c*q*x^4+888*a^5*c*r^2*x^3-816*a^5*c*r*x^4+104*a^ 5*g^2*p*x^3+76*a^5*g^2*q*x^3+264*a^5*g^2*r*x^3+84*a^5*g^2*x^4+112*a^5*g*p^2*x^3 +384*a^5*g*p*q*x^3+400*a^5*g*p*r*x^3+4*a^5*g*p*x^4+216*a^5*g*q^2*x^3+848*a^5*g* q*r*x^3+172*a^5*g*q*x^4+216*a^5*g*r^2*x^3-240*a^5*g*r*x^4+256*a^5*p^2*q*x^3-64* a^5*p^2*x^4+352*a^5*p*q^2*x^3+888*a^5*p*q*r*x^3+32*a^5*p*q*x^4-264*a^5*p*r*x^4+ 112*a^5*q^3*x^3+600*a^5*q^2*r*x^3+48*a^5*q^2*x^4+456*a^5*q*r^2*x^3-360*a^5*q*r* x^4-144*a^5*r^2*x^4+704*a^4*b^3*c*x^3+448*a^4*b^3*p*x^3+288*a^4*b^3*q*x^3+1088* a^4*b^3*r*x^3+480*a^4*b^3*x^4+4096*a^4*b^2*c^2*x^3+1488*a^4*b^2*c*g*x^3+4096*a^ 4*b^2*c*p*x^3+3264*a^4*b^2*c*q*x^3+7904*a^4*b^2*c*r*x^3+1856*a^4*b^2*c*x^4+952* a^4*b^2*g*p*x^3+640*a^4*b^2*g*q*x^3+2352*a^4*b^2*g*r*x^3+936*a^4*b^2*g*x^4+928* a^4*b^2*p^2*x^3+1632*a^4*b^2*p*q*x^3+3120*a^4*b^2*p*r*x^3+448*a^4*b^2*p*x^4+624 *a^4*b^2*q^2*x^3+3024*a^4*b^2*q*r*x^3+688*a^4*b^2*q*x^4+1488*a^4*b^2*r^2*x^3-\ 1104*a^4*b^2*r*x^4+8000*a^4*b*c^3*x^3+5760*a^4*b*c^2*g*x^3+10560*a^4*b*c^2*p*x^ 3+9536*a^4*b*c^2*q*x^3+18368*a^4*b*c^2*r*x^3+2096*a^4*b*c^2*x^4+984*a^4*b*c*g^2 *x^3+5512*a^4*b*c*g*p*x^3+4816*a^4*b*c*g*q*x^3+11080*a^4*b*c*g*r*x^3+2400*a^4*b *c*g*x^4+4080*a^4*b*c*p^2*x^3+8656*a^4*b*c*p*q*x^3+13064*a^4*b*c*p*r*x^3+632*a^ 4*b*c*p*x^4+3632*a^4*b*c*q^2*x^3+14344*a^4*b*c*q*r*x^3+1448*a^4*b*c*q*x^4+6096* a^4*b*c*r^2*x^3-5352*a^4*b*c*r*x^4+628*a^4*b*g^2*p*x^3+436*a^4*b*g^2*q*x^3+1584 *a^4*b*g^2*r*x^3+576*a^4*b*g^2*x^4+1144*a^4*b*g*p^2*x^3+2296*a^4*b*g*p*q*x^3+ 3916*a^4*b*g*p*r*x^3+444*a^4*b*g*p*x^4+984*a^4*b*g*q^2*x^3+4460*a^4*b*g*q*r*x^3 +948*a^4*b*g*q*x^4+1908*a^4*b*g*r^2*x^3-1512*a^4*b*g*r*x^4+416*a^4*b*p^3*x^3+ 1776*a^4*b*p^2*q*x^3+1828*a^4*b*p^2*r*x^3-136*a^4*b*p^2*x^4+1712*a^4*b*p*q^2*x^ 3+5544*a^4*b*p*q*r*x^3+304*a^4*b*p*q*x^4+1632*a^4*b*p*r^2*x^3-2028*a^4*b*p*r*x^ 4+432*a^4*b*q^3*x^3+2660*a^4*b*q^2*r*x^3+200*a^4*b*q^2*x^4+2460*a^4*b*q*r^2*x^3 -2316*a^4*b*q*r*x^4+296*a^4*b*r^3*x^3-1368*a^4*b*r^2*x^4+5184*a^4*c^4*x^3+5664* a^4*c^3*g*x^3+8416*a^4*c^3*p*x^3+8192*a^4*c^3*q*x^3+13920*a^4*c^3*r*x^3+576*a^4 *c^3*x^4+1952*a^4*c^2*g^2*x^3+7040*a^4*c^2*g*p*x^3+6976*a^4*c^2*g*q*x^3+12824*a ^4*c^2*g*r*x^3+1408*a^4*c^2*g*x^4+4360*a^4*c^2*p^2*x^3+10416*a^4*c^2*p*q*x^3+ 13656*a^4*c^2*p*r*x^3-160*a^4*c^2*p*x^4+4688*a^4*c^2*q^2*x^3+16344*a^4*c^2*q*r* x^3+376*a^4*c^2*q*x^4+6336*a^4*c^2*r^2*x^3-6024*a^4*c^2*r*x^4+208*a^4*c*g^3*x^3 +1756*a^4*c*g^2*p*x^3+1688*a^4*c*g^2*q*x^3+3720*a^4*c*g^2*r*x^3+772*a^4*c*g^2*x ^4+2380*a^4*c*g*p^2*x^3+5992*a^4*c*g*p*q*x^3+7996*a^4*c*g*p*r*x^3+272*a^4*c*g*p *x^4+2776*a^4*c*g*q^2*x^3+10372*a^4*c*g*q*r*x^3+996*a^4*c*g*q*x^4+3900*a^4*c*g* r^2*x^3-3456*a^4*c*g*r*x^4+720*a^4*c*p^3*x^3+3932*a^4*c*p^2*q*x^3+3228*a^4*c*p^ 2*r*x^3-444*a^4*c*p^2*x^4+4160*a^4*c*p*q^2*x^3+11824*a^4*c*p*q*r*x^3-156*a^4*c* p*q*x^4+2928*a^4*c*p*r^2*x^3-4032*a^4*c*p*r*x^4+1136*a^4*c*q^3*x^3+6140*a^4*c*q ^2*r*x^3-20*a^4*c*q^2*x^4+5148*a^4*c*q*r^2*x^3-5316*a^4*c*q*r*x^4+520*a^4*c*r^3 *x^3-2592*a^4*c*r^2*x^4+132*a^4*g^3*p*x^3+94*a^4*g^3*q*x^3+340*a^4*g^3*r*x^3+ 114*a^4*g^3*x^4+316*a^4*g^2*p^2*x^3+752*a^4*g^2*p*q*x^3+1112*a^4*g^2*p*r*x^3+92 *a^4*g^2*p*x^4+360*a^4*g^2*q^2*x^3+1552*a^4*g^2*q*r*x^3+320*a^4*g^2*q*x^4+564*a ^4*g^2*r^2*x^3-480*a^4*g^2*r*x^4+152*a^4*g*p^3*x^3+1110*a^4*g*p^2*q*x^3+700*a^4 *g*p^2*r*x^3-162*a^4*g*p^2*x^4+1248*a^4*g*p*q^2*x^3+3644*a^4*g*p*q*r*x^3+170*a^ 4*g*p*q*x^4+648*a^4*g*p*r^2*x^3-1218*a^4*g*p*r*x^4+352*a^4*g*q^3*x^3+2020*a^4*g *q^2*r*x^3+146*a^4*g*q^2*x^4+1692*a^4*g*q*r^2*x^3-1536*a^4*g*q*r*x^4+112*a^4*g* r^3*x^3-780*a^4*g*r^2*x^4+416*a^4*p^3*q*x^3-104*a^4*p^3*x^4+848*a^4*p^2*q^2*x^3 +1828*a^4*p^2*q*r*x^3-128*a^4*p^2*q*x^4-540*a^4*p^2*r*x^4+528*a^4*p*q^3*x^3+ 2424*a^4*p*q^2*r*x^3-56*a^4*p*q^2*x^4+1632*a^4*p*q*r^2*x^3-1788*a^4*p*q*r*x^4-\ 504*a^4*p*r^2*x^4+96*a^4*q^4*x^3+724*a^4*q^3*r*x^3-32*a^4*q^3*x^4+972*a^4*q^2*r ^2*x^3-1152*a^4*q^2*r*x^4+296*a^4*q*r^3*x^3-1152*a^4*q*r^2*x^4-80*a^4*r^3*x^4+ 576*a^3*b^4*c*x^3+352*a^3*b^4*p*x^3+192*a^3*b^4*q*x^3+832*a^3*b^4*r*x^3+480*a^3 *b^4*x^4+4864*a^3*b^3*c^2*x^3+1792*a^3*b^3*c*g*x^3+5088*a^3*b^3*c*p*x^3+3360*a^ 3*b^3*c*q*x^3+9024*a^3*b^3*c*r*x^3+2624*a^3*b^3*c*x^4+1120*a^3*b^3*g*p*x^3+672* a^3*b^3*g*q*x^3+2688*a^3*b^3*g*r*x^3+1344*a^3*b^3*g*x^4+1264*a^3*b^3*p^2*x^3+ 1792*a^3*b^3*p*q*x^3+4064*a^3*b^3*p*r*x^3+832*a^3*b^3*p*x^4+528*a^3*b^3*q^2*x^3 +3040*a^3*b^3*q*r*x^3+832*a^3*b^3*q*x^4+1728*a^3*b^3*r^2*x^3-1536*a^3*b^3*r*x^4 +14784*a^3*b^2*c^3*x^3+10864*a^3*b^2*c^2*g*x^3+21024*a^3*b^2*c^2*p*x^3+15936*a^ 3*b^2*c^2*q*x^3+33424*a^3*b^2*c^2*r*x^3+4448*a^3*b^2*c^2*x^4+1912*a^3*b^2*c*g^2 *x^3+11144*a^3*b^2*c*g*p*x^3+8128*a^3*b^2*c*g*q*x^3+20488*a^3*b^2*c*g*r*x^3+ 5240*a^3*b^2*c*g*x^4+9264*a^3*b^2*c*p^2*x^3+15648*a^3*b^2*c*p*q*x^3+27760*a^3*b ^2*c*p*r*x^3+2128*a^3*b^2*c*p*x^4+5328*a^3*b^2*c*q^2*x^3+23680*a^3*b^2*c*q*r*x^ 3+2672*a^3*b^2*c*q*x^4+11544*a^3*b^2*c*r^2*x^3-11976*a^3*b^2*c*r*x^4+1204*a^3*b ^2*g^2*p*x^3+768*a^3*b^2*g^2*q*x^3+2952*a^3*b^2*g^2*r*x^3+1308*a^3*b^2*g^2*x^4+ 2664*a^3*b^2*g*p^2*x^3+4216*a^3*b^2*g*p*q*x^3+8716*a^3*b^2*g*p*r*x^3+1480*a^3*b ^2*g*p*x^4+1440*a^3*b^2*g*q^2*x^3+7436*a^3*b^2*g*q*r*x^3+1816*a^3*b^2*g*q*x^4+ 3804*a^3*b^2*g*r^2*x^3-3336*a^3*b^2*g*r*x^4+1232*a^3*b^2*p^3*x^3+3600*a^3*b^2*p ^2*q*x^3+5220*a^3*b^2*p^2*r*x^3+24*a^3*b^2*p^2*x^4+2736*a^3*b^2*p*q^2*x^3+10416 *a^3*b^2*p*q*r*x^3+752*a^3*b^2*p*q*x^4+4308*a^3*b^2*p*r^2*x^3-4860*a^3*b^2*p*r* x^4+528*a^3*b^2*q^3*x^3+3852*a^3*b^2*q^2*r*x^3+248*a^3*b^2*q^2*x^4+3936*a^3*b^2 *q*r^2*x^3-5052*a^3*b^2*q*r*x^4+616*a^3*b^2*r^3*x^3-3384*a^3*b^2*r^2*x^4+19584* a^3*b*c^4*x^3+21664*a^3*b*c^3*g*x^3+34688*a^3*b*c^3*p*x^3+28800*a^3*b*c^3*q*x^3 +52608*a^3*b*c^3*r*x^3+2176*a^3*b*c^3*x^4+7624*a^3*b*c^2*g^2*x^3+29848*a^3*b*c^ 2*g*p*x^3+24672*a^3*b*c^2*g*q*x^3+49248*a^3*b*c^2*g*r*x^3+5752*a^3*b*c^2*g*x^4+ 21056*a^3*b*c^2*p^2*x^3+39808*a^3*b*c^2*p*q*x^3+61184*a^3*b*c^2*p*r*x^3+24*a^3* b*c^2*p*x^4+15024*a^3*b*c^2*q^2*x^3+57424*a^3*b*c^2*q*r*x^3+1096*a^3*b*c^2*q*x^ 4+25416*a^3*b*c^2*r^2*x^3-27816*a^3*b*c^2*r*x^4+844*a^3*b*c*g^3*x^3+7576*a^3*b* c*g^2*p*x^3+6044*a^3*b*c*g^2*q*x^3+14504*a^3*b*c*g^2*r*x^3+3324*a^3*b*c*g^2*x^4 +12432*a^3*b*c*g*p^2*x^3+23488*a^3*b*c*g*p*q*x^3+38424*a^3*b*c*g*p*r*x^3+2268*a ^3*b*c*g*p*x^4+8888*a^3*b*c*g*q^2*x^3+36864*a^3*b*c*g*q*r*x^3+3716*a^3*b*c*g*q* x^4+16548*a^3*b*c*g*r^2*x^3-16380*a^3*b*c*g*r*x^4+4996*a^3*b*c*p^3*x^3+16988*a^ 3*b*c*p^2*q*x^3+20868*a^3*b*c*p^2*r*x^3-1268*a^3*b*c*p^2*x^4+14456*a^3*b*c*p*q^ 2*x^3+47408*a^3*b*c*p*q*r*x^3-456*a^3*b*c*p*q*x^4+17256*a^3*b*c*p*r^2*x^3-20868 *a^3*b*c*p*r*x^4+3216*a^3*b*c*q^3*x^3+19564*a^3*b*c*q^2*r*x^3-420*a^3*b*c*q^2*x ^4+18120*a^3*b*c*q*r^2*x^3-23436*a^3*b*c*q*r*x^4+2640*a^3*b*c*r^3*x^3-13104*a^3 *b*c*r^2*x^4+530*a^3*b*g^3*p*x^3+354*a^3*b*g^3*q*x^3+1336*a^3*b*g^3*r*x^3+528*a ^3*b*g^3*x^4+1712*a^3*b*g^2*p^2*x^3+3024*a^3*b*g^2*p*q*x^3+5720*a^3*b*g^2*p*r*x ^3+792*a^3*b*g^2*p*x^4+1160*a^3*b*g^2*q^2*x^3+5576*a^3*b*g^2*q*r*x^3+1248*a^3*b *g^2*q*x^4+2556*a^3*b*g^2*r^2*x^3-2268*a^3*b*g^2*r*x^4+1478*a^3*b*g*p^3*x^3+ 5158*a^3*b*g*p^2*q*x^3+6408*a^3*b*g*p^2*r*x^3-202*a^3*b*g*p^2*x^4+4416*a^3*b*g* p*q^2*x^3+15460*a^3*b*g*p*q*r*x^3+956*a^3*b*g*p*q*x^4+5460*a^3*b*g*p*r^2*x^3-\ 6378*a^3*b*g*p*r*x^4+984*a^3*b*g*q^3*x^3+6460*a^3*b*g*q^2*r*x^3+414*a^3*b*g*q^2 *x^4+6180*a^3*b*g*q*r^2*x^3-7014*a^3*b*g*q*r*x^4+840*a^3*b*g*r^3*x^3-4272*a^3*b *g*r^2*x^4+352*a^3*b*p^4*x^3+2196*a^3*b*p^3*q*x^3+1858*a^3*b*p^3*r*x^3-344*a^3* b*p^3*x^4+3244*a^3*b*p^2*q^2*x^3+8934*a^3*b*p^2*q*r*x^3-440*a^3*b*p^2*q*x^4+ 2262*a^3*b*p^2*r^2*x^3-3600*a^3*b*p^2*r*x^4+1628*a^3*b*p*q^3*x^3+8582*a^3*b*p*q ^2*r*x^3-296*a^3*b*p*q^2*x^4+7044*a^3*b*p*q*r^2*x^3-8808*a^3*b*p*q*r*x^4+776*a^ 3*b*p*r^3*x^3-3960*a^3*b*p*r^2*x^4+228*a^3*b*q^4*x^3+2018*a^3*b*q^3*r*x^3-200*a ^3*b*q^3*x^4+2886*a^3*b*q^2*r^2*x^3-4824*a^3*b*q^2*r*x^4+960*a^3*b*q*r^3*x^3-\ 5256*a^3*b*q*r^2*x^4+40*a^3*b*r^4*x^3-680*a^3*b*r^3*x^4+9472*a^3*c^5*x^3+14176* a^3*c^4*g*x^3+19904*a^3*c^4*p*x^3+17664*a^3*c^4*q*x^3+29744*a^3*c^4*r*x^3-400*a ^3*c^4*x^4+7600*a^3*c^3*g^2*x^3+24176*a^3*c^3*g*p*x^3+21664*a^3*c^3*g*q*x^3+ 38104*a^3*c^3*g*r*x^3+1360*a^3*c^3*g*x^4+15024*a^3*c^3*p^2*x^3+30944*a^3*c^3*p* q*x^3+43312*a^3*c^3*p*r*x^3-2104*a^3*c^3*p*x^4+12624*a^3*c^3*q^2*x^3+43920*a^3* c^3*q*r*x^3-1656*a^3*c^3*q*x^4+18192*a^3*c^3*r^2*x^3-20448*a^3*c^3*r*x^4+1704*a ^3*c^2*g^3*x^3+10020*a^3*c^2*g^2*p*x^3+9008*a^3*c^2*g^2*q*x^3+17272*a^3*c^2*g^2 *r*x^3+1844*a^3*c^2*g^2*x^4+13632*a^3*c^2*g*p^2*x^3+28952*a^3*c^2*g*p*q*x^3+ 41244*a^3*c^2*g*p*r*x^3-352*a^3*c^2*g*p*x^4+11896*a^3*c^2*g*q^2*x^3+43252*a^3*c ^2*g*q*r*x^3+668*a^3*c^2*g*q*x^4+17856*a^3*c^2*g*r^2*x^3-18588*a^3*c^2*g*r*x^4+ 4820*a^3*c^2*p^3*x^3+18656*a^3*c^2*p^2*q*x^3+20168*a^3*c^2*p^2*r*x^3-2216*a^3*c ^2*p^2*x^4+17304*a^3*c^2*p*q^2*x^3+51392*a^3*c^2*p*q*r*x^3-3172*a^3*c^2*p*q*x^4 +16836*a^3*c^2*p*r^2*x^3-21636*a^3*c^2*p*r*x^4+4256*a^3*c^2*q^3*x^3+23152*a^3*c ^2*q^2*r*x^3-1704*a^3*c^2*q^2*x^4+19968*a^3*c^2*q*r^2*x^3-25824*a^3*c^2*q*r*x^4 +2696*a^3*c^2*r^3*x^3-12816*a^3*c^2*r^2*x^4+132*a^3*c*g^4*x^3+1618*a^3*c*g^3*p* x^3+1410*a^3*c*g^3*q*x^3+3256*a^3*c*g^3*r*x^3+682*a^3*c*g^3*x^4+3824*a^3*c*g^2* p^2*x^3+8232*a^3*c*g^2*p*q*x^3+12344*a^3*c*g^2*p*r*x^3+552*a^3*c*g^2*p*x^4+3420 *a^3*c*g^2*q^2*x^3+13456*a^3*c*g^2*q*r*x^3+1250*a^3*c*g^2*q*x^4+5532*a^3*c*g^2* r^2*x^3-5304*a^3*c*g^2*r*x^4+2730*a^3*c*g*p^3*x^3+11682*a^3*c*g*p^2*q*x^3+11944 *a^3*c*g*p^2*r*x^3-1150*a^3*c*g*p^2*x^4+11104*a^3*c*g*p*q^2*x^3+33844*a^3*c*g*p *q*r*x^3-480*a^3*c*g*p*q*x^4+10308*a^3*c*g*p*r^2*x^3-13242*a^3*c*g*p*r*x^4+2736 *a^3*c*g*q^3*x^3+15556*a^3*c*g*q^2*r*x^3-274*a^3*c*g*q^2*x^4+13560*a^3*c*g*q*r^ 2*x^3-16086*a^3*c*g*q*r*x^4+1624*a^3*c*g*r^3*x^3-8304*a^3*c*g*r^2*x^4+552*a^3*c *p^4*x^3+4496*a^3*c*p^3*q*x^3+2978*a^3*c*p^3*r*x^3-802*a^3*c*p^3*x^4+7352*a^3*c *p^2*q^2*x^3+18122*a^3*c*p^2*q*r*x^3-1768*a^3*c*p^2*q*x^4+3666*a^3*c*p^2*r^2*x^ 3-6798*a^3*c*p^2*r*x^4+4068*a^3*c*p*q^3*x^3+19238*a^3*c*p*q^2*r*x^3-1630*a^3*c* p*q^2*x^4+14388*a^3*c*p*q*r^2*x^3-18612*a^3*c*p*q*r*x^4+1224*a^3*c*p*r^3*x^3-\ 7236*a^3*c*p*r^2*x^4+660*a^3*c*q^4*x^3+5062*a^3*c*q^3*r*x^3-664*a^3*c*q^3*x^4+ 6774*a^3*c*q^2*r^2*x^3-10524*a^3*c*q^2*r*x^4+2144*a^3*c*q*r^3*x^3-10368*a^3*c*q *r^2*x^4+40*a^3*c*r^4*x^3-1280*a^3*c*r^3*x^4+82*a^3*g^4*p*x^3+57*a^3*g^4*q*x^3+ 214*a^3*g^4*r*x^3+75*a^3*g^4*x^4+336*a^3*g^3*p^2*x^3+672*a^3*g^3*p*q*x^3+1156*a ^3*g^3*p*r*x^3+125*a^3*g^3*p*x^4+286*a^3*g^3*q^2*x^3+1308*a^3*g^3*q*r*x^3+275*a ^3*g^3*q*x^4+534*a^3*g^3*r^2*x^3-480*a^3*g^3*r*x^4+362*a^3*g^2*p^3*x^3+1685*a^3 *g^2*p^2*q*x^3+1638*a^3*g^2*p^2*r*x^3-155*a^3*g^2*p^2*x^4+1636*a^3*g^2*p*q^2*x^ 3+5280*a^3*g^2*p*q*r*x^3+285*a^3*g^2*p*q*x^4+1452*a^3*g^2*p*r^2*x^3-1953*a^3*g^ 2*p*r*x^4+408*a^3*g^2*q^3*x^3+2488*a^3*g^2*q^2*r*x^3+155*a^3*g^2*q^2*x^4+2208*a ^3*g^2*q*r^2*x^3-2328*a^3*g^2*q*r*x^4+224*a^3*g^2*r^3*x^3-1266*a^3*g^2*r^2*x^4+ 100*a^3*g*p^4*x^3+1362*a^3*g*p^3*q*x^3+560*a^3*g*p^3*r*x^3-293*a^3*g*p^3*x^4+ 2390*a^3*g*p^2*q^2*x^3+5788*a^3*g*p^2*q*r*x^3-368*a^3*g*p^2*q*x^4+702*a^3*g*p^2 *r^2*x^3-2073*a^3*g*p^2*r*x^4+1344*a^3*g*p*q^3*x^3+6568*a^3*g*p*q^2*r*x^3-203*a ^3*g*p*q^2*x^4+4812*a^3*g*p*q*r^2*x^3-5790*a^3*g*p*q*r*x^4+224*a^3*g*p*r^3*x^3-\ 2166*a^3*g*p*r^2*x^4+216*a^3*g*q^4*x^3+1736*a^3*g*q^3*r*x^3-128*a^3*g*q^3*x^4+ 2376*a^3*g*q^2*r^2*x^3-3396*a^3*g*q^2*r*x^4+728*a^3*g*q*r^3*x^3-3516*a^3*g*q*r^ 2*x^4-380*a^3*g*r^3*x^4+352*a^3*p^4*q*x^3-88*a^3*p^4*x^4+964*a^3*p^3*q^2*x^3+ 1858*a^3*p^3*q*r*x^3-280*a^3*p^3*q*x^4-546*a^3*p^3*r*x^4+908*a^3*p^2*q^3*x^3+ 3714*a^3*p^2*q^2*r*x^3-384*a^3*p^2*q^2*x^4+2262*a^3*p^2*q*r^2*x^3-3078*a^3*p^2* q*r*x^4-684*a^3*p^2*r^2*x^4+332*a^3*p*q^4*x^3+2230*a^3*p*q^3*r*x^3-280*a^3*p*q^ 3*x^4+2736*a^3*p*q^2*r^2*x^3-3906*a^3*p*q^2*r*x^4+776*a^3*p*q*r^3*x^3-3312*a^3* p*q*r^2*x^4-200*a^3*p*r^3*x^4+36*a^3*q^5*x^3+374*a^3*q^4*r*x^3-88*a^3*q^4*x^4+ 678*a^3*q^3*r^2*x^3-1374*a^3*q^3*r*x^4+344*a^3*q^2*r^3*x^3-1980*a^3*q^2*r^2*x^4 +40*a^3*q*r^4*x^3-560*a^3*q*r^3*x^4+224*a^2*b^5*c*x^3+128*a^2*b^5*p*x^3+48*a^2* b^5*q*x^3+288*a^2*b^5*r*x^3+240*a^2*b^5*x^4+2816*a^2*b^4*c^2*x^3+1008*a^2*b^4*c *g*x^3+3008*a^2*b^4*c*p*x^3+1536*a^2*b^4*c*q*x^3+4768*a^2*b^4*c*r*x^3+1856*a^2* b^4*c*x^4+608*a^2*b^4*g*p*x^3+296*a^2*b^4*g*q*x^3+1392*a^2*b^4*g*r*x^3+936*a^2* b^4*g*x^4+784*a^2*b^4*p^2*x^3+864*a^2*b^4*p*q*x^3+2352*a^2*b^4*p*r*x^3+688*a^2* b^4*p*x^4+160*a^2*b^4*q^2*x^3+1296*a^2*b^4*q*r*x^3+448*a^2*b^4*q*x^4+816*a^2*b^ 4*r^2*x^3-1104*a^2*b^4*r*x^4+12352*a^2*b^3*c^3*x^3+9040*a^2*b^3*c^2*g*x^3+18368 *a^2*b^3*c^2*p*x^3+11488*a^2*b^3*c^2*q*x^3+26288*a^2*b^3*c^2*r*x^3+4448*a^2*b^3 *c^2*x^4+1576*a^2*b^3*c*g^2*x^3+9632*a^2*b^3*c*g*p*x^3+5720*a^2*b^3*c*g*q*x^3+ 15992*a^2*b^3*c*g*r*x^3+5240*a^2*b^3*c*g*x^4+8688*a^2*b^3*c*p^2*x^3+12000*a^2*b ^3*c*p*q*x^3+24128*a^2*b^3*c*p*r*x^3+2672*a^2*b^3*c*p*x^4+3088*a^2*b^3*c*q^2*x^ 3+16208*a^2*b^3*c*q*r*x^3+2128*a^2*b^3*c*q*x^4+8616*a^2*b^3*c*r^2*x^3-11976*a^2 *b^3*c*r*x^4+976*a^2*b^3*g^2*p*x^3+540*a^2*b^3*g^2*q*x^3+2280*a^2*b^3*g^2*r*x^3 +1308*a^2*b^3*g^2*x^4+2464*a^2*b^3*g*p^2*x^3+3144*a^2*b^3*g*p*q*x^3+7588*a^2*b^ 3*g*p*r*x^3+1816*a^2*b^3*g*p*x^4+792*a^2*b^3*g*q^2*x^3+4964*a^2*b^3*g*q*r*x^3+ 1480*a^2*b^3*g*q*x^4+2820*a^2*b^3*g*r^2*x^3-3336*a^2*b^3*g*r*x^4+1296*a^2*b^3*p ^3*x^3+2992*a^2*b^3*p^2*q*x^3+5220*a^2*b^3*p^2*r*x^3+248*a^2*b^3*p^2*x^4+1744*a ^2*b^3*p*q^2*x^3+7920*a^2*b^3*p*q*r*x^3+752*a^2*b^3*p*q*x^4+3840*a^2*b^3*p*r^2* x^3-5052*a^2*b^3*p*r*x^4+208*a^2*b^3*q^3*x^3+2124*a^2*b^3*q^2*r*x^3+24*a^2*b^3* q^2*x^4+2316*a^2*b^3*q*r^2*x^3-4860*a^2*b^3*q*r*x^4+344*a^2*b^3*r^3*x^3-3384*a^ 2*b^3*r^2*x^4+25600*a^2*b^2*c^4*x^3+28352*a^2*b^2*c^3*g*x^3+47904*a^2*b^2*c^3*p *x^3+34016*a^2*b^2*c^3*q*x^3+66048*a^2*b^2*c^3*r*x^3+3200*a^2*b^2*c^3*x^4+9984* a^2*b^2*c^2*g^2*x^3+41560*a^2*b^2*c^2*g*p*x^3+28840*a^2*b^2*c^2*g*q*x^3+61824*a ^2*b^2*c^2*g*r*x^3+8688*a^2*b^2*c^2*g*x^4+31640*a^2*b^2*c^2*p^2*x^3+50048*a^2*b ^2*c^2*p*q*x^3+85264*a^2*b^2*c^2*p*r*x^3+904*a^2*b^2*c^2*p*x^4+15432*a^2*b^2*c^ 2*q^2*x^3+65456*a^2*b^2*c^2*q*r*x^3+904*a^2*b^2*c^2*q*x^4+31104*a^2*b^2*c^2*r^2 *x^3-43584*a^2*b^2*c^2*r*x^4+1104*a^2*b^2*c*g^3*x^3+10520*a^2*b^2*c*g^2*p*x^3+ 6984*a^2*b^2*c*g^2*q*x^3+18144*a^2*b^2*c*g^2*r*x^3+5104*a^2*b^2*c*g^2*x^4+19108 *a^2*b^2*c*g*p^2*x^3+29472*a^2*b^2*c*g*p*q*x^3+54672*a^2*b^2*c*g*p*r*x^3+4716*a ^2*b^2*c*g*p*x^4+8876*a^2*b^2*c*g*q^2*x^3+41520*a^2*b^2*c*g*q*r*x^3+4716*a^2*b^ 2*c*g*q*x^4+20448*a^2*b^2*c*g*r^2*x^3-25848*a^2*b^2*c*g*r*x^4+8628*a^2*b^2*c*p^ 3*x^3+23144*a^2*b^2*c*p^2*q*x^3+33976*a^2*b^2*c*p^2*r*x^3-1224*a^2*b^2*c*p^2*x^ 4+16072*a^2*b^2*c*p*q^2*x^3+59616*a^2*b^2*c*p*q*r*x^3-600*a^2*b^2*c*p*q*x^4+ 25260*a^2*b^2*c*p*r^2*x^3-34956*a^2*b^2*c*p*r*x^4+2684*a^2*b^2*c*q^3*x^3+19448* a^2*b^2*c*q^2*r*x^3-1224*a^2*b^2*c*q^2*x^4+19092*a^2*b^2*c*q*r^2*x^3-34956*a^2* b^2*c*q*r*x^4+2880*a^2*b^2*c*r^3*x^3-21024*a^2*b^2*c*r^2*x^4+690*a^2*b^2*g^3*p* x^3+414*a^2*b^2*g^3*q*x^3+1656*a^2*b^2*g^3*r*x^3+828*a^2*b^2*g^3*x^4+2628*a^2*b ^2*g^2*p^2*x^3+3760*a^2*b^2*g^2*p*q*x^3+8264*a^2*b^2*g^2*p*r*x^3+1628*a^2*b^2*g ^2*p*x^4+1132*a^2*b^2*g^2*q^2*x^3+6184*a^2*b^2*g^2*q*r*x^3+1628*a^2*b^2*g^2*q*x ^4+3168*a^2*b^2*g^2*r^2*x^3-3576*a^2*b^2*g^2*r*x^4+2710*a^2*b^2*g*p^3*x^3+7120* a^2*b^2*g*p^2*q*x^3+11156*a^2*b^2*g*p^2*r*x^3+228*a^2*b^2*g*p^2*x^4+4808*a^2*b^ 2*g*p*q^2*x^3+19584*a^2*b^2*g*p*q*r*x^3+1572*a^2*b^2*g*p*q*x^4+8580*a^2*b^2*g*p *r^2*x^3-10638*a^2*b^2*g*p*r*x^4+770*a^2*b^2*g*q^3*x^3+6196*a^2*b^2*g*q^2*r*x^3 +228*a^2*b^2*g*q^2*x^4+6396*a^2*b^2*g*q*r^2*x^3-10638*a^2*b^2*g*q*r*x^4+960*a^2 *b^2*g*r^3*x^3-6984*a^2*b^2*g*r^2*x^4+796*a^2*b^2*p^4*x^3+3336*a^2*b^2*p^3*q*x^ 3+4044*a^2*b^2*p^3*r*x^3-408*a^2*b^2*p^3*x^4+3936*a^2*b^2*p^2*q^2*x^3+12684*a^2 *b^2*p^2*q*r*x^3-552*a^2*b^2*p^2*q*x^4+4524*a^2*b^2*p^2*r^2*x^3-6732*a^2*b^2*p^ 2*r*x^4+1528*a^2*b^2*p*q^3*x^3+9492*a^2*b^2*p*q^2*r*x^3-552*a^2*b^2*p*q^2*x^4+ 8640*a^2*b^2*p*q*r^2*x^3-14040*a^2*b^2*p*q*r*x^4+1232*a^2*b^2*p*r^3*x^3-7560*a^ 2*b^2*p*r^2*x^4+132*a^2*b^2*q^4*x^3+1620*a^2*b^2*q^3*r*x^3-408*a^2*b^2*q^3*x^4+ 2388*a^2*b^2*q^2*r^2*x^3-6732*a^2*b^2*q^2*r*x^4+688*a^2*b^2*q*r^3*x^3-7560*a^2* b^2*q*r^2*x^4-1200*a^2*b^2*r^3*x^4+25600*a^2*b*c^5*x^3+38192*a^2*b*c^4*g*x^3+ 57280*a^2*b*c^4*p*x^3+44320*a^2*b*c^4*q*x^3+78512*a^2*b*c^4*r*x^3-1488*a^2*b*c^ 4*x^4+20400*a^2*b*c^3*g^2*x^3+70088*a^2*b*c^3*g*p*x^3+53944*a^2*b*c^3*g*q*x^3+ 100120*a^2*b*c^3*g*r*x^3+3536*a^2*b*c^3*g*x^4+47744*a^2*b*c^3*p^2*x^3+82848*a^2 *b*c^3*p*q*x^3+128032*a^2*b*c^3*p*r*x^3-5992*a^2*b*c^3*p*x^4+28672*a^2*b*c^3*q^ 2*x^3+107968*a^2*b*c^3*q*r*x^3-5544*a^2*b*c^3*q*x^4+48000*a^2*b*c^3*r^2*x^3-\ 65568*a^2*b*c^3*r*x^4+4556*a^2*b*c^2*g^3*x^3+29244*a^2*b*c^2*g^2*p*x^3+22192*a^ 2*b*c^2*g^2*q*x^3+45112*a^2*b*c^2*g^2*r*x^3+5292*a^2*b*c^2*g^2*x^4+44676*a^2*b* c^2*g*p^2*x^3+77784*a^2*b*c^2*g*p*q*x^3+124484*a^2*b*c^2*g*p*r*x^3-84*a^2*b*c^2 *g*p*x^4+26596*a^2*b*c^2*g*q^2*x^3+105388*a^2*b*c^2*g*q*r*x^3+936*a^2*b*c^2*g*q *x^4+47400*a^2*b*c^2*g*r^2*x^3-60516*a^2*b*c^2*g*r*x^4+18208*a^2*b*c^2*p^3*x^3+ 54372*a^2*b*c^2*p^2*q*x^3+71532*a^2*b*c^2*p^2*r*x^3-6156*a^2*b*c^2*p^2*x^4+ 42224*a^2*b*c^2*p*q^2*x^3+139376*a^2*b*c^2*p*q*r*x^3-9556*a^2*b*c^2*p*q*x^4+ 54312*a^2*b*c^2*p*r^2*x^3-75024*a^2*b*c^2*p*r*x^4+8424*a^2*b*c^2*q^3*x^3+51564* a^2*b*c^2*q^2*r*x^3-5644*a^2*b*c^2*q^2*x^4+47220*a^2*b*c^2*q*r^2*x^3-79212*a^2* b*c^2*q*r*x^4+7176*a^2*b*c^2*r^3*x^3-42336*a^2*b*c^2*r^2*x^4+352*a^2*b*c*g^4*x^ 3+4698*a^2*b*c*g^3*p*x^3+3430*a^2*b*c*g^3*q*x^3+8432*a^2*b*c*g^3*r*x^3+2050*a^2 *b*c*g^3*x^4+12910*a^2*b*c*g^2*p^2*x^3+22152*a^2*b*c*g^2*p*q*x^3+38124*a^2*b*c* g^2*p*r*x^3+2474*a^2*b*c*g^2*p*x^4+7494*a^2*b*c*g^2*q^2*x^3+32340*a^2*b*c*g^2*q *r*x^3+3172*a^2*b*c*g^2*q*x^4+14724*a^2*b*c*g^2*r^2*x^3-17544*a^2*b*c*g^2*r*x^4 +11422*a^2*b*c*g*p^3*x^3+34908*a^2*b*c*g*p^2*q*x^3+46446*a^2*b*c*g*p^2*r*x^3-\ 2440*a^2*b*c*g*p^2*x^4+26976*a^2*b*c*g*p*q^2*x^3+93172*a^2*b*c*g*p*q*r*x^3-1172 *a^2*b*c*g*p*q*x^4+36168*a^2*b*c*g*p*r^2*x^3-47022*a^2*b*c*g*p*r*x^4+5242*a^2*b *c*g*q^3*x^3+33998*a^2*b*c*g*q^2*r*x^3-1564*a^2*b*c*g*q^2*x^4+31992*a^2*b*c*g*q *r^2*x^3-49866*a^2*b*c*g*q*r*x^4+4664*a^2*b*c*g*r^3*x^3-28104*a^2*b*c*g*r^2*x^4 +3058*a^2*b*c*p^4*x^3+14720*a^2*b*c*p^3*q*x^3+15574*a^2*b*c*p^3*r*x^3-2308*a^2* b*c*p^3*x^4+19400*a^2*b*c*p^2*q^2*x^3+55646*a^2*b*c*p^2*q*r*x^3-5286*a^2*b*c*p^ 2*q*x^4+17748*a^2*b*c*p^2*r^2*x^3-26892*a^2*b*c*p^2*r*x^4+8804*a^2*b*c*p*q^3*x^ 3+46970*a^2*b*c*p*q^2*r*x^3-5148*a^2*b*c*p*q^2*x^4+39228*a^2*b*c*p*q*r^2*x^3-\ 61380*a^2*b*c*p*q*r*x^4+5240*a^2*b*c*p*r^3*x^3-28584*a^2*b*c*p*r^2*x^4+1066*a^2 *b*c*q^4*x^3+9802*a^2*b*c*q^3*r*x^3-2170*a^2*b*c*q^3*x^4+13644*a^2*b*c*q^2*r^2* x^3-30618*a^2*b*c*q^2*r*x^4+4256*a^2*b*c*q*r^3*x^3-31716*a^2*b*c*q*r^2*x^4+120* a^2*b*c*r^4*x^3-4640*a^2*b*c*r^3*x^4+219*a^2*b*g^4*p*x^3+140*a^2*b*g^4*q*x^3+ 546*a^2*b*g^4*r*x^3+237*a^2*b*g^4*x^4+1134*a^2*b*g^3*p^2*x^3+1800*a^2*b*g^3*p*q *x^3+3648*a^2*b*g^3*p*r*x^3+581*a^2*b*g^3*p*x^4+616*a^2*b*g^3*q^2*x^3+3088*a^2* b*g^3*q*r*x^3+731*a^2*b*g^3*q*x^4+1422*a^2*b*g^3*r^2*x^3-1596*a^2*b*g^3*r*x^4+ 1691*a^2*b*g^2*p^3*x^3+5163*a^2*b*g^2*p^2*q*x^3+7146*a^2*b*g^2*p^2*r*x^3-83*a^2 *b*g^2*p^2*x^4+3940*a^2*b*g^2*p*q^2*x^3+14724*a^2*b*g^2*p*q*r*x^3+999*a^2*b*g^2 *p*q*x^4+5700*a^2*b*g^2*p*r^2*x^3-6978*a^2*b*g^2*p*r*x^4+753*a^2*b*g^2*q^3*x^3+ 5284*a^2*b*g^2*q^2*r*x^3+227*a^2*b*g^2*q^2*x^4+5124*a^2*b*g^2*q*r^2*x^3-7353*a^ 2*b*g^2*q*r*x^4+704*a^2*b*g^2*r^3*x^3-4422*a^2*b*g^2*r^2*x^4+928*a^2*b*g*p^4*x^ 3+4808*a^2*b*g*p^3*q*x^3+4855*a^2*b*g*p^3*r*x^3-694*a^2*b*g*p^3*x^4+6406*a^2*b* g*p^2*q^2*x^3+18943*a^2*b*g*p^2*q*r*x^3-879*a^2*b*g*p^2*q*x^4+5679*a^2*b*g*p^2* r^2*x^3-8631*a^2*b*g*p^2*r*x^4+2850*a^2*b*g*p*q^3*x^3+16117*a^2*b*g*p*q^2*r*x^3 -714*a^2*b*g*p*q^2*x^4+13830*a^2*b*g*p*q*r^2*x^3-19548*a^2*b*g*p*q*r*x^4+1716*a ^2*b*g*p*r^3*x^3-9504*a^2*b*g*p*r^2*x^4+324*a^2*b*g*q^4*x^3+3217*a^2*b*g*q^3*r* x^3-529*a^2*b*g*q^3*x^4+4665*a^2*b*g*q^2*r^2*x^3-9954*a^2*b*g*q^2*r*x^4+1476*a^ 2*b*g*q*r^3*x^3-10854*a^2*b*g*q*r^2*x^4+40*a^2*b*g*r^4*x^3-1540*a^2*b*g*r^3*x^4 +164*a^2*b*p^5*x^3+1365*a^2*b*p^4*q*x^3+1005*a^2*b*p^4*r*x^3-277*a^2*b*p^4*x^4+ 2768*a^2*b*p^3*q^2*x^3+6756*a^2*b*p^3*q*r*x^3-892*a^2*b*p^3*q*x^4+1518*a^2*b*p^ 3*r^2*x^3-2883*a^2*b*p^3*r*x^4+2138*a^2*b*p^2*q^3*x^3+9954*a^2*b*p^2*q^2*r*x^3-\ 1230*a^2*b*p^2*q^2*x^4+7323*a^2*b*p^2*q*r^2*x^3-11313*a^2*b*p^2*q*r*x^4+738*a^2 *b*p^2*r^3*x^3-4158*a^2*b*p^2*r^2*x^4+612*a^2*b*p*q^4*x^3+4788*a^2*b*p*q^3*r*x^ 3-892*a^2*b*p*q^3*x^4+6252*a^2*b*p*q^2*r^2*x^3-12141*a^2*b*p*q^2*r*x^4+1920*a^2 *b*p*q*r^3*x^3-11556*a^2*b*p*q*r^2*x^4+80*a^2*b*p*r^4*x^3-1320*a^2*b*p*r^3*x^4+ 41*a^2*b*q^5*x^3+585*a^2*b*q^4*r*x^3-277*a^2*b*q^4*x^4+1059*a^2*b*q^3*r^2*x^3-\ 3711*a^2*b*q^3*r*x^4+430*a^2*b*q^2*r^3*x^3-5454*a^2*b*q^2*r^2*x^4-1680*a^2*b*q* r^3*x^4+9856*a^2*c^6*x^3+18672*a^2*c^5*g*x^3+25472*a^2*c^5*p*x^3+21088*a^2*c^5* q*x^3+35328*a^2*c^5*r*x^3-2048*a^2*c^5*x^4+13552*a^2*c^4*g^2*x^3+40768*a^2*c^4* g*p*x^3+33816*a^2*c^4*g*q*x^3+57904*a^2*c^4*g*r*x^3-1392*a^2*c^4*g*x^4+25216*a^ 2*c^4*p^2*x^3+47328*a^2*c^4*p*q*x^3+68256*a^2*c^4*p*r*x^3-5720*a^2*c^4*p*x^4+ 17848*a^2*c^4*q^2*x^3+62448*a^2*c^4*q*r*x^3-5520*a^2*c^4*q*x^4+26424*a^2*c^4*r^ 2*x^3-35256*a^2*c^4*r*x^4+4640*a^2*c^3*g^3*x^3+24180*a^2*c^3*g^2*p*x^3+20064*a^ 2*c^3*g^2*q*x^3+35848*a^2*c^3*g^2*r*x^3+908*a^2*c^3*g^2*x^4+32432*a^2*c^3*g*p^2 *x^3+61840*a^2*c^3*g*p*q*x^3+90248*a^2*c^3*g*p*r*x^3-4780*a^2*c^3*g*p*x^4+23200 *a^2*c^3*g*q^2*x^3+83312*a^2*c^3*g*q*r*x^3-4228*a^2*c^3*g*q*x^4+35316*a^2*c^3*g *r^2*x^3-44604*a^2*c^3*g*r*x^4+11932*a^2*c^3*p^3*x^3+39488*a^2*c^3*p^2*q*x^3+ 47296*a^2*c^3*p^2*r*x^3-5928*a^2*c^3*p^2*x^4+33480*a^2*c^3*p*q^2*x^3+102080*a^2 *c^3*p*q*r*x^3-10680*a^2*c^3*p*q*x^4+36780*a^2*c^3*p*r^2*x^3-51612*a^2*c^3*p*r* x^4+7516*a^2*c^3*q^3*x^3+41680*a^2*c^3*q^2*r*x^3-5640*a^2*c^3*q^2*x^4+36228*a^2 *c^3*q*r^2*x^3-57036*a^2*c^3*q*r*x^4+5312*a^2*c^3*r^3*x^3-28080*a^2*c^3*r^2*x^4 +732*a^2*c^2*g^4*x^3+6440*a^2*c^2*g^3*p*x^3+5314*a^2*c^2*g^3*q*x^3+10348*a^2*c^ 2*g^3*r*x^3+1024*a^2*c^2*g^3*x^4+14590*a^2*c^2*g^2*p^2*x^3+28208*a^2*c^2*g^2*p* q*x^3+42300*a^2*c^2*g^2*p*r*x^3-470*a^2*c^2*g^2*p*x^4+10522*a^2*c^2*g^2*q^2*x^3 +39516*a^2*c^2*g^2*q*r*x^3+144*a^2*c^2*g^2*q*x^4+16728*a^2*c^2*g^2*r^2*x^3-\ 19968*a^2*c^2*g^2*r*x^4+11276*a^2*c^2*g*p^3*x^3+39166*a^2*c^2*g*p^2*q*x^3+46110 *a^2*c^2*g*p^2*r*x^3-4778*a^2*c^2*g*p^2*x^4+33424*a^2*c^2*g*p*q^2*x^3+103988*a^ 2*c^2*g*p*q*r*x^3-7066*a^2*c^2*g*p*q*x^4+36636*a^2*c^2*g*p*r^2*x^3-49362*a^2*c^ 2*g*p*r*x^4+7388*a^2*c^2*g*q^3*x^3+42258*a^2*c^2*g*q^2*r*x^3-4022*a^2*c^2*g*q^2 *x^4+37176*a^2*c^2*g*q*r^2*x^3-55428*a^2*c^2*g*q*r*x^4+5160*a^2*c^2*g*r^3*x^3-\ 28044*a^2*c^2*g*r^2*x^4+2686*a^2*c^2*p^4*x^3+15168*a^2*c^2*p^3*q*x^3+13834*a^2* c^2*p^3*r*x^3-2796*a^2*c^2*p^3*x^4+21984*a^2*c^2*p^2*q^2*x^3+57682*a^2*c^2*p^2* q*r*x^3-7538*a^2*c^2*p^2*q*x^4+16032*a^2*c^2*p^2*r^2*x^3-26232*a^2*c^2*p^2*r*x^ 4+11116*a^2*c^2*p*q^3*x^3+53942*a^2*c^2*p*q^2*r*x^3-7480*a^2*c^2*p*q^2*x^4+ 42012*a^2*c^2*p*q*r^2*x^3-64044*a^2*c^2*p*q*r*x^4+4904*a^2*c^2*p*r^3*x^3-27000* a^2*c^2*p*r^2*x^4+1614*a^2*c^2*q^4*x^3+12854*a^2*c^2*q^3*r*x^3-2738*a^2*c^2*q^3 *x^4+17088*a^2*c^2*q^2*r^2*x^3-33294*a^2*c^2*q^2*r*x^4+5344*a^2*c^2*q*r^3*x^3-\ 32220*a^2*c^2*q*r^2*x^4+120*a^2*c^2*r^4*x^3-4560*a^2*c^2*r^3*x^4+41*a^2*c*g^5*x ^3+729*a^2*c*g^4*p*x^3+584*a^2*c*g^4*q*x^3+1374*a^2*c*g^4*r*x^3+287*a^2*c*g^4*x ^4+2673*a^2*c*g^3*p^2*x^3+5152*a^2*c*g^3*p*q*x^3+8228*a^2*c*g^3*p*r*x^3+379*a^2 *c*g^3*p*x^4+1918*a^2*c*g^3*q^2*x^3+7804*a^2*c*g^3*q*r*x^3+669*a^2*c*g^3*q*x^4+ 3276*a^2*c*g^3*r^2*x^3-3738*a^2*c*g^3*r*x^4+3315*a^2*c*g^2*p^3*x^3+12129*a^2*c* g^2*p^2*q*x^3+14098*a^2*c*g^2*p^2*r*x^3-1109*a^2*c*g^2*p^2*x^4+10404*a^2*c*g^2* p*q^2*x^3+33592*a^2*c*g^2*p*q*r*x^3-563*a^2*c*g^2*p*q*x^4+11472*a^2*c*g^2*p*r^2 *x^3-14886*a^2*c*g^2*p*r*x^4+2263*a^2*c*g^2*q^3*x^3+13556*a^2*c*g^2*q^2*r*x^3-\ 531*a^2*c*g^2*q^2*x^4+12096*a^2*c*g^2*q*r^2*x^3-16935*a^2*c*g^2*q*r*x^4+1544*a^ 2*c*g^2*r^3*x^3-8838*a^2*c*g^2*r^2*x^4+1526*a^2*c*g*p^4*x^3+9992*a^2*c*g*p^3*q* x^3+8139*a^2*c*g*p^3*r*x^3-1782*a^2*c*g*p^3*x^4+14926*a^2*c*g*p^2*q^2*x^3+39225 *a^2*c*g*p^2*q*r*x^3-3885*a^2*c*g*p^2*q*x^4+9681*a^2*c*g*p^2*r^2*x^3-16713*a^2* c*g*p^2*r*x^4+7514*a^2*c*g*p*q^3*x^3+37533*a^2*c*g*p*q^2*r*x^3-3618*a^2*c*g*p*q ^2*x^4+29286*a^2*c*g*p*q*r^2*x^3-41868*a^2*c*g*p*q*r*x^4+2948*a^2*c*g*p*r^3*x^3 -17712*a^2*c*g*p*r^2*x^4+1054*a^2*c*g*q^4*x^3+8739*a^2*c*g*q^3*r*x^3-1515*a^2*c *g*q^3*x^4+11877*a^2*c*g*q^2*r^2*x^3-22122*a^2*c*g*q^2*r*x^4+3660*a^2*c*g*q*r^3 *x^3-22158*a^2*c*g*q*r^2*x^4+40*a^2*c*g*r^4*x^3-3000*a^2*c*g*r^3*x^4+228*a^2*c* p^5*x^3+2643*a^2*c*p^4*q*x^3+1425*a^2*c*p^4*r*x^3-585*a^2*c*p^4*x^4+5980*a^2*c* p^3*q^2*x^3+13154*a^2*c*p^3*q*r*x^3-2210*a^2*c*p^3*q*x^4+2166*a^2*c*p^3*r^2*x^3 -5199*a^2*c*p^3*r*x^4+5102*a^2*c*p^2*q^3*x^3+21696*a^2*c*p^2*q^2*r*x^3-3294*a^2 *c*p^2*q^2*x^4+14619*a^2*c*p^2*q*r^2*x^3-22545*a^2*c*p^2*q*r*x^4+1018*a^2*c*p^2 *r^3*x^3-7290*a^2*c*p^2*r^2*x^4+1696*a^2*c*p*q^4*x^3+11734*a^2*c*p*q^3*r*x^3-\ 2298*a^2*c*p*q^3*x^4+14460*a^2*c*p*q^2*r^2*x^3-25569*a^2*c*p*q^2*r*x^4+4248*a^2 *c*p*q*r^3*x^3-22248*a^2*c*p*q*r^2*x^4+80*a^2*c*p*r^4*x^3-2340*a^2*c*p*r^3*x^4+ 159*a^2*c*q^5*x^3+1767*a^2*c*q^4*r*x^3-629*a^2*c*q^4*x^4+3135*a^2*c*q^3*r^2*x^3 -8223*a^2*c*q^3*r*x^4+1462*a^2*c*q^2*r^3*x^3-11538*a^2*c*q^2*r^2*x^4+120*a^2*c* q*r^4*x^3-3360*a^2*c*q*r^3*x^4+25*a^2*g^5*p*x^3+17*a^2*g^5*q*x^3+66*a^2*g^5*r*x ^3+24*a^2*g^5*x^4+167*a^2*g^4*p^2*x^3+296*a^2*g^4*p*q*x^3+554*a^2*g^4*p*r*x^3+ 67*a^2*g^4*p*x^4+113*a^2*g^4*q^2*x^3+534*a^2*g^4*q*r*x^3+115*a^2*g^4*q*x^4+219* a^2*g^4*r^2*x^3-249*a^2*g^4*r*x^4+303*a^2*g^3*p^3*x^3+1143*a^2*g^3*p^2*q*x^3+ 1336*a^2*g^3*p^2*r*x^3-77*a^2*g^3*p^2*x^4+980*a^2*g^3*p*q^2*x^3+3400*a^2*g^3*p* q*r*x^3+198*a^2*g^3*p*q*x^4+1110*a^2*g^3*p*r^2*x^3-1419*a^2*g^3*p*r*x^4+212*a^2 *g^3*q^3*x^3+1362*a^2*g^3*q^2*r*x^3+59*a^2*g^3*q^2*x^4+1236*a^2*g^3*q*r^2*x^3-\ 1605*a^2*g^3*q*r*x^4+140*a^2*g^3*r^3*x^3-864*a^2*g^3*r^2*x^4+193*a^2*g^2*p^4*x^ 3+1546*a^2*g^2*p^3*q*x^3+1066*a^2*g^2*p^3*r*x^3-292*a^2*g^2*p^3*x^4+2384*a^2*g^ 2*p^2*q^2*x^3+6350*a^2*g^2*p^2*q*r*x^3-358*a^2*g^2*p^2*q*x^4+1299*a^2*g^2*p^2*r ^2*x^3-2550*a^2*g^2*p^2*r*x^4+1192*a^2*g^2*p*q^3*x^3+6232*a^2*g^2*p*q^2*r*x^3-\ 239*a^2*g^2*p*q^2*x^4+4896*a^2*g^2*p*q*r^2*x^3-6426*a^2*g^2*p*q*r*x^4+392*a^2*g ^2*p*r^3*x^3-2718*a^2*g^2*p*r^2*x^4+161*a^2*g^2*q^4*x^3+1404*a^2*g^2*q^3*r*x^3-\ 173*a^2*g^2*q^3*x^4+1956*a^2*g^2*q^2*r^2*x^3-3489*a^2*g^2*q^2*r*x^4+592*a^2*g^2 *q*r^3*x^3-3636*a^2*g^2*q*r^2*x^4-450*a^2*g^2*r^3*x^4+32*a^2*g*p^5*x^3+834*a^2* g*p^4*q*x^3+210*a^2*g*p^4*r*x^3-213*a^2*g*p^4*x^4+2050*a^2*g*p^3*q^2*x^3+4311*a ^2*g*p^3*q*r*x^3-651*a^2*g*p^3*q*x^4+324*a^2*g*p^3*r^2*x^3-1584*a^2*g*p^3*r*x^4 +1776*a^2*g*p^2*q^3*x^3+7677*a^2*g*p^2*q^2*r*x^3-858*a^2*g*p^2*q^2*x^4+4977*a^2 *g*p^2*q*r^2*x^3-7389*a^2*g*p^2*q*r*x^4+140*a^2*g*p^2*r^3*x^3-2160*a^2*g*p^2*r^ 2*x^4+578*a^2*g*p*q^4*x^3+4169*a^2*g*p*q^3*r*x^3-615*a^2*g*p*q^3*x^4+5250*a^2*g *p*q^2*r^2*x^3-8604*a^2*g*p*q^2*r*x^4+1492*a^2*g*p*q*r^3*x^3-7722*a^2*g*p*q*r^2 *x^4-690*a^2*g*p*r^3*x^4+50*a^2*g*q^5*x^3+593*a^2*g*q^4*r*x^3-195*a^2*g*q^4*x^4 +1089*a^2*g*q^3*r^2*x^3-2799*a^2*g*q^3*r*x^4+516*a^2*g*q^2*r^3*x^3-4068*a^2*g*q ^2*r^2*x^4+40*a^2*g*q*r^4*x^3-1200*a^2*g*q*r^3*x^4+164*a^2*p^5*q*x^3-41*a^2*p^5 *x^4+569*a^2*p^4*q^2*x^3+1005*a^2*p^4*q*r*x^3-218*a^2*p^4*q*x^4-294*a^2*p^4*r*x ^4+728*a^2*p^3*q^3*x^3+2712*a^2*p^3*q^2*r*x^3-462*a^2*p^3*q^2*x^4+1518*a^2*p^3* q*r^2*x^3-2421*a^2*p^3*q*r*x^4-450*a^2*p^3*r^2*x^4+410*a^2*p^2*q^4*x^3+2490*a^2 *p^2*q^3*r*x^3-488*a^2*p^2*q^3*x^4+2799*a^2*p^2*q^2*r^2*x^3-4671*a^2*p^2*q^2*r* x^4+738*a^2*p^2*q*r^3*x^3-3456*a^2*p^2*q*r^2*x^4-180*a^2*p^2*r^3*x^4+92*a^2*p*q ^5*x^3+864*a^2*p*q^4*r*x^3-257*a^2*p*q^4*x^4+1452*a^2*p*q^3*r^2*x^3-3255*a^2*p* q^3*r*x^4+688*a^2*p*q^2*r^3*x^3-4266*a^2*p*q^2*r^2*x^4+80*a^2*p*q*r^4*x^3-1080* a^2*p*q*r^3*x^4+5*a^2*q^6*x^3+81*a^2*q^5*r*x^3-54*a^2*q^5*x^4+171*a^2*q^4*r^2*x ^3-711*a^2*q^4*r*x^4+86*a^2*q^3*r^3*x^3-1260*a^2*q^3*r^2*x^4-540*a^2*q^2*r^3*x^ 4+32*a*b^6*c*x^3+16*a*b^6*p*x^3+32*a*b^6*r*x^3+48*a*b^6*x^4+736*a*b^5*c^2*x^3+ 240*a*b^5*c*g*x^3+784*a*b^5*c*p*x^3+240*a*b^5*c*q*x^3+1040*a*b^5*c*r*x^3+608*a* b^5*c*x^4+136*a*b^5*g*p*x^3+40*a*b^5*g*q*x^3+288*a*b^5*g*r*x^3+288*a*b^5*g*x^4+ 208*a*b^5*p^2*x^3+144*a*b^5*p*q*x^3+552*a*b^5*p*r*x^3+256*a*b^5*p*x^4+168*a*b^5 *q*r*x^3+64*a*b^5*q*x^4+120*a*b^5*r^2*x^3-384*a*b^5*r*x^4+4672*a*b^4*c^3*x^3+ 3328*a*b^4*c^2*g*x^3+7104*a*b^4*c^2*p*x^3+3392*a*b^4*c^2*q*x^3+8896*a*b^4*c^2*r *x^3+2096*a*b^4*c^2*x^4+552*a*b^4*c*g^2*x^3+3600*a*b^4*c*g*p*x^3+1560*a*b^4*c*g *q*x^3+5240*a*b^4*c*g*r*x^3+2400*a*b^4*c*g*x^4+3504*a*b^4*c*p^2*x^3+3760*a*b^4* c*p*q*x^3+8792*a*b^4*c*p*r*x^3+1448*a*b^4*c*p*x^4+560*a*b^4*c*q^2*x^3+4312*a*b^ 4*c*q*r*x^3+632*a*b^4*c*q*x^4+2544*a*b^4*c*r^2*x^3-5352*a*b^4*c*r*x^4+332*a*b^4 *g^2*p*x^3+140*a*b^4*g^2*q*x^3+720*a*b^4*g^2*r*x^3+576*a*b^4*g^2*x^4+952*a*b^4* g*p^2*x^3+904*a*b^4*g*p*q*x^3+2692*a*b^4*g*p*r*x^3+948*a*b^4*g*p*x^4+120*a*b^4* g*q^2*x^3+1220*a*b^4*g*q*r*x^3+444*a*b^4*g*q*x^4+780*a*b^4*g*r^2*x^3-1512*a*b^4 *g*r*x^4+560*a*b^4*p^3*x^3+1008*a*b^4*p^2*q*x^3+2092*a*b^4*p^2*r*x^3+200*a*b^4* p^2*x^4+368*a*b^4*p*q^2*x^3+2328*a*b^4*p*q*r*x^3+304*a*b^4*p*q*x^4+1284*a*b^4*p *r^2*x^3-2316*a*b^4*p*r*x^4+332*a*b^4*q^2*r*x^3-136*a*b^4*q^2*x^4+384*a*b^4*q*r ^2*x^3-2028*a*b^4*q*r*x^4+24*a*b^4*r^3*x^3-1368*a*b^4*r^2*x^4+13824*a*b^3*c^4*x ^3+15200*a*b^3*c^3*g*x^3+26752*a*b^3*c^3*p*x^3+15744*a*b^3*c^3*q*x^3+33024*a*b^ 3*c^3*r*x^3+2176*a*b^3*c^3*x^4+5272*a*b^3*c^2*g^2*x^3+23104*a*b^3*c^2*g*p*x^3+ 12936*a*b^3*c^2*g*q*x^3+30528*a*b^3*c^2*g*r*x^3+5752*a*b^3*c^2*g*x^4+18608*a*b^ 3*c^2*p^2*x^3+24448*a*b^3*c^2*p*q*x^3+45872*a*b^3*c^2*p*r*x^3+1096*a*b^3*c^2*p* x^4+5600*a*b^3*c^2*q^2*x^3+28288*a*b^3*c^2*q*r*x^3+24*a*b^3*c^2*q*x^4+14328*a*b ^3*c^2*r^2*x^3-27816*a*b^3*c^2*r*x^4+564*a*b^3*c*g^3*x^3+5748*a*b^3*c*g^2*p*x^3 +3000*a*b^3*c*g^2*q*x^3+8776*a*b^3*c*g^2*r*x^3+3324*a*b^3*c*g^2*x^4+11224*a*b^3 *c*g*p^2*x^3+14016*a*b^3*c*g*p*q*x^3+29376*a*b^3*c*g*p*r*x^3+3716*a*b^3*c*g*p*x ^4+2976*a*b^3*c*g*q^2*x^3+17256*a*b^3*c*g*q*r*x^3+2268*a*b^3*c*g*q*x^4+9276*a*b ^3*c*g*r^2*x^3-16380*a*b^3*c*g*r*x^4+5488*a*b^3*c*p^3*x^3+12072*a*b^3*c*p^2*q*x ^3+20132*a*b^3*c*p^2*r*x^3-420*a*b^3*c*p^2*x^4+6436*a*b^3*c*p*q^2*x^3+28048*a*b ^3*c*p*q*r*x^3-456*a*b^3*c*p*q*x^4+12984*a*b^3*c*p*r^2*x^3-23436*a*b^3*c*p*r*x^ 4+604*a*b^3*c*q^3*x^3+6636*a*b^3*c*q^2*r*x^3-1268*a*b^3*c*q^2*x^4+6936*a*b^3*c* q*r^2*x^3-20868*a*b^3*c*q*r*x^4+880*a*b^3*c*r^3*x^3-13104*a*b^3*c*r^2*x^4+350*a *b^3*g^3*p*x^3+174*a*b^3*g^3*q*x^3+776*a*b^3*g^3*r*x^3+528*a*b^3*g^3*x^4+1512*a *b^3*g^2*p^2*x^3+1712*a*b^3*g^2*p*q*x^3+4408*a*b^3*g^2*p*r*x^3+1248*a*b^3*g^2*p *x^4+352*a*b^3*g^2*q^2*x^3+2440*a*b^3*g^2*q*r*x^3+792*a*b^3*g^2*q*x^4+1380*a*b^ 3*g^2*r^2*x^3-2268*a*b^3*g^2*r*x^4+1736*a*b^3*g*p^3*x^3+3632*a*b^3*g*p^2*q*x^3+ 6692*a*b^3*g*p^2*r*x^3+414*a*b^3*g*p^2*x^4+1786*a*b^3*g*p*q^2*x^3+8972*a*b^3*g* p*q*r*x^3+956*a*b^3*g*p*q*x^4+4476*a*b^3*g*p*r^2*x^3-7014*a*b^3*g*p*r*x^4+138*a *b^3*g*q^3*x^3+1896*a*b^3*g*q^2*r*x^3-202*a*b^3*g*q^2*x^4+2124*a*b^3*g*q*r^2*x^ 3-6378*a*b^3*g*q*r*x^4+280*a*b^3*g*r^3*x^3-4272*a*b^3*g*r^2*x^4+572*a*b^3*p^4*x ^3+1892*a*b^3*p^3*q*x^3+2758*a*b^3*p^3*r*x^3-200*a*b^3*p^3*x^4+1748*a*b^3*p^2*q ^2*x^3+6610*a*b^3*p^2*q*r*x^3-296*a*b^3*p^2*q*x^4+2730*a*b^3*p^2*r^2*x^3-4824*a *b^3*p^2*r*x^4+428*a*b^3*p*q^3*x^3+3666*a*b^3*p*q^2*r*x^3-440*a*b^3*p*q^2*x^4+ 3612*a*b^3*p*q*r^2*x^3-8808*a*b^3*p*q*r*x^4+480*a*b^3*p*r^3*x^3-5256*a*b^3*p*r^ 2*x^4+326*a*b^3*q^3*r*x^3-344*a*b^3*q^3*x^4+474*a*b^3*q^2*r^2*x^3-3600*a*b^3*q^ 2*r*x^4+24*a*b^3*q*r^3*x^3-3960*a*b^3*q*r^2*x^4-40*a*b^3*r^4*x^3-680*a*b^3*r^3* x^4+21632*a*b^2*c^5*x^3+32144*a*b^2*c^4*g*x^3+50400*a*b^2*c^4*p*x^3+33600*a*b^2 *c^4*q*x^3+62608*a*b^2*c^4*r*x^3-1488*a*b^2*c^4*x^4+17040*a*b^2*c^3*g^2*x^3+ 61832*a*b^2*c^3*g*p*x^3+40312*a*b^2*c^3*g*q*x^3+79304*a*b^2*c^3*g*r*x^3+3536*a* b^2*c^3*g*x^4+44576*a*b^2*c^3*p^2*x^3+66144*a*b^2*c^3*p*q*x^3+110144*a*b^2*c^3* p*r*x^3-5544*a*b^2*c^3*p*x^4+18592*a*b^2*c^3*q^2*x^3+77792*a*b^2*c^3*q*r*x^3-\ 5992*a*b^2*c^3*q*x^4+36096*a*b^2*c^3*r^2*x^3-65568*a*b^2*c^3*r*x^4+3748*a*b^2*c ^2*g^3*x^3+25792*a*b^2*c^2*g^2*p*x^3+16212*a*b^2*c^2*g^2*q*x^3+35288*a*b^2*c^2* g^2*r*x^3+5292*a*b^2*c^2*g^2*x^4+42236*a*b^2*c^2*g*p^2*x^3+61640*a*b^2*c^2*g*p* q*x^3+107876*a*b^2*c^2*g*p*r*x^3+936*a*b^2*c^2*g*p*x^4+16652*a*b^2*c^2*g*q^2*x^ 3+74476*a*b^2*c^2*g*q*r*x^3-84*a*b^2*c^2*g*q*x^4+35544*a*b^2*c^2*g*r^2*x^3-\ 60516*a*b^2*c^2*g*r*x^4+18584*a*b^2*c^2*p^3*x^3+46224*a*b^2*c^2*p^2*q*x^3+68196 *a*b^2*c^2*p^2*r*x^3-5644*a*b^2*c^2*p^2*x^4+29548*a*b^2*c^2*p*q^2*x^3+108592*a* b^2*c^2*p*q*r*x^3-9556*a*b^2*c^2*p*q*x^4+45804*a*b^2*c^2*p*r^2*x^3-79212*a*b^2* c^2*p*r*x^4+4272*a*b^2*c^2*q^3*x^3+32052*a*b^2*c^2*q^2*r*x^3-6156*a*b^2*c^2*q^2 *x^4+30648*a*b^2*c^2*q*r^2*x^3-75024*a*b^2*c^2*q*r*x^4+4344*a*b^2*c^2*r^3*x^3-\ 42336*a*b^2*c^2*r^2*x^4+280*a*b^2*c*g^4*x^3+4090*a*b^2*c*g^3*p*x^3+2422*a*b^2*c *g^3*q*x^3+6448*a*b^2*c*g^3*r*x^3+2050*a*b^2*c*g^3*x^4+12314*a*b^2*c*g^2*p^2*x^ 3+17320*a*b^2*c*g^2*p*q*x^3+33228*a*b^2*c*g^2*p*r*x^3+3172*a*b^2*c*g^2*p*x^4+ 4474*a*b^2*c*g^2*q^2*x^3+22164*a*b^2*c*g^2*q*r*x^3+2474*a*b^2*c*g^2*q*x^4+10860 *a*b^2*c*g^2*r^2*x^3-17544*a*b^2*c*g^2*r*x^4+12046*a*b^2*c*g*p^3*x^3+29720*a*b^ 2*c*g*p^2*q*x^3+45634*a*b^2*c*g*p^2*r*x^3-1564*a*b^2*c*g*p^2*x^4+18364*a*b^2*c* g*p*q^2*x^3+72188*a*b^2*c*g*p*q*r*x^3-1172*a*b^2*c*g*p*q*x^4+31368*a*b^2*c*g*p* r^2*x^3-49866*a*b^2*c*g*p*r*x^4+2442*a*b^2*c*g*q^3*x^3+20130*a*b^2*c*g*q^2*r*x^ 3-2440*a*b^2*c*g*q^2*x^4+20184*a*b^2*c*g*q*r^2*x^3-47022*a*b^2*c*g*q*r*x^4+2856 *a*b^2*c*g*r^3*x^3-28104*a*b^2*c*g*r^2*x^4+3598*a*b^2*c*p^4*x^3+13548*a*b^2*c*p ^3*q*x^3+17342*a*b^2*c*p^3*r*x^3-2170*a*b^2*c*p^3*x^4+14704*a*b^2*c*p^2*q^2*x^3 +47566*a*b^2*c*p^2*q*r*x^3-5148*a*b^2*c*p^2*q*x^4+17748*a*b^2*c*p^2*r^2*x^3-\ 30618*a*b^2*c*p^2*r*x^4+5088*a*b^2*c*p*q^3*x^3+32122*a*b^2*c*p*q^2*r*x^3-5286*a *b^2*c*p*q^2*x^4+28452*a*b^2*c*p*q*r^2*x^3-61380*a*b^2*c*p*q*r*x^4+3904*a*b^2*c *p*r^3*x^3-31716*a*b^2*c*p*r^2*x^4+334*a*b^2*c*q^4*x^3+4802*a*b^2*c*q^3*r*x^3-\ 2308*a*b^2*c*q^3*x^4+6876*a*b^2*c*q^2*r^2*x^3-26892*a*b^2*c*q^2*r*x^4+1640*a*b^ 2*c*q*r^3*x^3-28584*a*b^2*c*q*r^2*x^4-120*a*b^2*c*r^4*x^3-4640*a*b^2*c*r^3*x^4+ 176*a*b^2*g^4*p*x^3+97*a*b^2*g^4*q*x^3+402*a*b^2*g^4*r*x^3+237*a*b^2*g^4*x^4+ 1068*a*b^2*g^3*p^2*x^3+1368*a*b^2*g^3*p*q*x^3+3176*a*b^2*g^3*p*r*x^3+731*a*b^2* g^3*p*x^4+350*a*b^2*g^3*q^2*x^3+2016*a*b^2*g^3*q*r*x^3+581*a*b^2*g^3*q*x^4+1002 *a*b^2*g^3*r^2*x^3-1596*a*b^2*g^3*r*x^4+1835*a*b^2*g^2*p^3*x^3+4384*a*b^2*g^2*p ^2*q*x^3+7256*a*b^2*g^2*p^2*r*x^3+227*a*b^2*g^2*p^2*x^4+2581*a*b^2*g^2*p*q^2*x^ 3+11292*a*b^2*g^2*p*q*r*x^3+999*a*b^2*g^2*p*q*x^4+5100*a*b^2*g^2*p*r^2*x^3-7353 *a*b^2*g^2*p*r*x^4+317*a*b^2*g^2*q^3*x^3+2910*a*b^2*g^2*q^2*r*x^3-83*a*b^2*g^2* q^2*x^4+3036*a*b^2*g^2*q*r^2*x^3-6978*a*b^2*g^2*q*r*x^4+416*a*b^2*g^2*r^3*x^3-\ 4422*a*b^2*g^2*r^2*x^4+1188*a*b^2*g*p^4*x^3+4502*a*b^2*g*p^3*q*x^3+5891*a*b^2*g *p^3*r*x^3-529*a*b^2*g*p^3*x^4+4766*a*b^2*g*p^2*q^2*x^3+16391*a*b^2*g*p^2*q*r*x ^3-714*a*b^2*g*p^2*q*x^4+6207*a*b^2*g*p^2*r^2*x^3-9954*a*b^2*g*p^2*r*x^4+1528*a *b^2*g*p*q^3*x^3+10685*a*b^2*g*p*q^2*r*x^3-879*a*b^2*g*p*q^2*x^4+10074*a*b^2*g* p*q*r^2*x^3-19548*a*b^2*g*p*q*r*x^4+1404*a*b^2*g*p*r^3*x^3-10854*a*b^2*g*p*r^2* x^4+76*a*b^2*g*q^4*x^3+1373*a*b^2*g*q^3*r*x^3-694*a*b^2*g*q^3*x^4+2097*a*b^2*g* q^2*r^2*x^3-8631*a*b^2*g*q^2*r*x^4+524*a*b^2*g*q*r^3*x^3-9504*a*b^2*g*q*r^2*x^4 -40*a*b^2*g*r^4*x^3-1540*a*b^2*g*r^3*x^4+251*a*b^2*p^5*x^3+1392*a*b^2*p^4*q*x^3 +1479*a*b^2*p^4*r*x^3-277*a*b^2*p^4*x^4+2286*a*b^2*p^3*q^2*x^3+6468*a*b^2*p^3*q *r*x^3-892*a*b^2*p^3*q*x^4+2037*a*b^2*p^3*r^2*x^3-3711*a*b^2*p^3*r*x^4+1400*a*b ^2*p^2*q^3*x^3+7542*a*b^2*p^2*q^2*r*x^3-1230*a*b^2*p^2*q^2*x^4+6060*a*b^2*p^2*q *r^2*x^3-12141*a*b^2*p^2*q*r*x^4+770*a*b^2*p^2*r^3*x^3-5454*a*b^2*p^2*r^2*x^4+ 255*a*b^2*p*q^4*x^3+2724*a*b^2*p*q^3*r*x^3-892*a*b^2*p*q^3*x^4+3693*a*b^2*p*q^2 *r^2*x^3-11313*a*b^2*p*q^2*r*x^4+960*a*b^2*p*q*r^3*x^3-11556*a*b^2*p*q*r^2*x^4-\ 1680*a*b^2*p*r^3*x^4+171*a*b^2*q^4*r*x^3-277*a*b^2*q^4*x^4+282*a*b^2*q^3*r^2*x^ 3-2883*a*b^2*q^3*r*x^4-18*a*b^2*q^2*r^3*x^3-4158*a*b^2*q^2*r^2*x^4-80*a*b^2*q*r ^4*x^3-1320*a*b^2*q*r^3*x^4+17280*a*b*c^6*x^3+32512*a*b*c^5*g*x^3+46848*a*b*c^5 *p*x^3+34048*a*b*c^5*q*x^3+59520*a*b*c^5*r*x^3-4160*a*b*c^5*x^4+23360*a*b*c^4*g ^2*x^3+74984*a*b*c^4*g*p*x^3+54040*a*b*c^4*g*q*x^3+96480*a*b*c^4*g*r*x^3-3104*a *b*c^4*g*x^4+49824*a*b*c^4*p^2*x^3+80640*a*b*c^4*p*q*x^3+125328*a*b*c^4*p*r*x^3 -11208*a*b*c^4*p*x^4+25728*a*b*c^4*q^2*x^3+97392*a*b*c^4*q*r*x^3-11208*a*b*c^4* q*x^4+43200*a*b*c^4*r^2*x^3-72240*a*b*c^4*r*x^4+7872*a*b*c^3*g^3*x^3+44444*a*b* c^3*g^2*p*x^3+31556*a*b*c^3*g^2*q*x^3+58800*a*b*c^3*g^2*r*x^3+1480*a*b*c^3*g^2* x^4+64848*a*b*c^3*g*p^2*x^3+105024*a*b*c^3*g*p*q*x^3+166120*a*b*c^3*g*p*r*x^3-\ 9168*a*b*c^3*g*p*x^4+32816*a*b*c^3*g*q^2*x^3+128024*a*b*c^3*g*q*r*x^3-9168*a*b* c^3*g*q*x^4+57120*a*b*c^3*g*r^2*x^3-91848*a*b*c^3*g*r*x^4+26372*a*b*c^3*p^3*x^3 +71964*a*b*c^3*p^2*q*x^3+98232*a*b*c^3*p^2*r*x^3-11496*a*b*c^3*p^2*x^4+51620*a* b*c^3*p*q^2*x^3+172608*a*b*c^3*p*q*r*x^3-21216*a*b*c^3*p*q*x^4+69024*a*b*c^3*p* r^2*x^3-111960*a*b*c^3*p*r*x^4+9212*a*b*c^3*q^3*x^3+58344*a*b*c^3*q^2*r*x^3-\ 11496*a*b*c^3*q^2*x^4+53088*a*b*c^3*q*r^2*x^3-111960*a*b*c^3*q*r*x^4+8000*a*b*c ^3*r^3*x^3-58176*a*b*c^3*r^2*x^4+1208*a*b*c^2*g^4*x^3+11790*a*b*c^2*g^3*p*x^3+ 8146*a*b*c^2*g^3*q*x^3+16584*a*b*c^2*g^3*r*x^3+1920*a*b*c^2*g^3*x^4+29586*a*b*c ^2*g^2*p^2*x^3+47616*a*b*c^2*g^2*p*q*x^3+78104*a*b*c^2*g^2*p*r*x^3-470*a*b*c^2* g^2*p*x^4+14470*a*b*c^2*g^2*q^2*x^3+59320*a*b*c^2*g^2*q*r*x^3-470*a*b*c^2*g^2*q *x^4+26544*a*b*c^2*g^2*r^2*x^3-41376*a*b*c^2*g^2*r*x^4+25956*a*b*c^2*g*p^3*x^3+ 71906*a*b*c^2*g*p^2*q*x^3+98796*a*b*c^2*g*p^2*r*x^3-8760*a*b*c^2*g*p^2*x^4+ 50950*a*b*c^2*g*p*q^2*x^3+175632*a*b*c^2*g*p*q*r*x^3-14052*a*b*c^2*g*p*q*x^4+ 70332*a*b*c^2*g*p*r^2*x^3-108606*a*b*c^2*g*p*r*x^4+8708*a*b*c^2*g*q^3*x^3+57612 *a*b*c^2*g*q^2*r*x^3-8760*a*b*c^2*g*q^2*x^4+53604*a*b*c^2*g*q*r^2*x^3-108606*a* b*c^2*g*q*r*x^4+7840*a*b*c^2*g*r^3*x^3-58344*a*b*c^2*g*r^2*x^4+7194*a*b*c^2*p^4 *x^3+30136*a*b*c^2*p^3*q*x^3+35144*a*b*c^2*p^3*r*x^3-5530*a*b*c^2*p^3*x^4+36408 *a*b*c^2*p^2*q^2*x^3+107456*a*b*c^2*p^2*q*r*x^3-15006*a*b*c^2*p^2*q*x^4+37410*a *b*c^2*p^2*r^2*x^3-61866*a*b*c^2*p^2*r*x^4+15000*a*b*c^2*p*q^3*x^3+82192*a*b*c^ 2*p*q^2*r*x^3-15006*a*b*c^2*p*q^2*x^4+68832*a*b*c^2*p*q*r^2*x^3-132768*a*b*c^2* p*q*r*x^4+9592*a*b*c^2*p*r^3*x^3-62244*a*b*c^2*p*r^2*x^4+1534*a*b*c^2*q^4*x^3+ 15400*a*b*c^2*q^3*r*x^3-5530*a*b*c^2*q^3*x^4+21198*a*b*c^2*q^2*r^2*x^3-61866*a* b*c^2*q^2*r*x^4+6088*a*b*c^2*q*r^3*x^3-62244*a*b*c^2*q*r^2*x^4-9680*a*b*c^2*r^3 *x^4+64*a*b*c*g^5*x^3+1309*a*b*c*g^4*p*x^3+859*a*b*c*g^4*q*x^3+2124*a*b*c*g^4*r *x^3+558*a*b*c*g^4*x^4+5485*a*b*c*g^3*p^2*x^3+8592*a*b*c*g^3*p*q*x^3+15236*a*b* c*g^3*p*r*x^3+1028*a*b*c*g^3*p*x^4+2531*a*b*c*g^3*q^2*x^3+11284*a*b*c*g^3*q*r*x ^3+1028*a*b*c*g^3*q*x^4+5016*a*b*c*g^3*r^2*x^3-7800*a*b*c*g^3*r*x^4+8023*a*b*c* g^2*p^3*x^3+22432*a*b*c*g^2*p^2*q*x^3+31444*a*b*c*g^2*p^2*r*x^3-1618*a*b*c*g^2* p^2*x^4+15588*a*b*c*g^2*p*q^2*x^3+56496*a*b*c*g^2*p*q*r*x^3-1082*a*b*c*g^2*p*q* x^4+22662*a*b*c*g^2*p*r^2*x^3-33189*a*b*c*g^2*p*r*x^4+2525*a*b*c*g^2*q^3*x^3+ 17720*a*b*c*g^2*q^2*r*x^3-1618*a*b*c*g^2*q^2*x^4+16842*a*b*c*g^2*q*r^2*x^3-\ 33189*a*b*c*g^2*q*r*x^4+2320*a*b*c*g^2*r^3*x^3-18492*a*b*c*g^2*r^2*x^4+4677*a*b *c*g*p^4*x^3+20440*a*b*c*g*p^3*q*x^3+23388*a*b*c*g*p^3*r*x^3-3279*a*b*c*g*p^3*x ^4+24692*a*b*c*g*p^2*q^2*x^3+74664*a*b*c*g*p^2*q*r*x^3-7449*a*b*c*g*p^2*q*x^4+ 25425*a*b*c*g*p^2*r^2*x^3-40695*a*b*c*g*p^2*r*x^4+9840*a*b*c*g*p*q^3*x^3+56568* a*b*c*g*p*q^2*r*x^3-7449*a*b*c*g*p*q^2*x^4+48672*a*b*c*g*p*q*r^2*x^3-87456*a*b* c*g*p*q*r*x^4+6576*a*b*c*g*p*r^3*x^3-42342*a*b*c*g*p*r^2*x^4+911*a*b*c*g*q^4*x^ 3+9876*a*b*c*g*q^3*r*x^3-3279*a*b*c*g*q^3*x^4+14151*a*b*c*g*q^2*r^2*x^3-40695*a *b*c*g*q^2*r*x^4+4144*a*b*c*g*q*r^3*x^3-42342*a*b*c*g*q*r^2*x^4-6440*a*b*c*g*r^ 3*x^4+924*a*b*c*p^5*x^3+5872*a*b*c*p^4*q*x^3+5520*a*b*c*p^4*r*x^3-1228*a*b*c*p^ 4*x^4+10684*a*b*c*p^3*q^2*x^3+27592*a*b*c*p^3*q*r*x^3-4564*a*b*c*p^3*q*x^4+7860 *a*b*c*p^3*r^2*x^3-14124*a*b*c*p^3*r*x^4+7540*a*b*c*p^2*q^3*x^3+36072*a*b*c*p^2 *q^2*r*x^3-6672*a*b*c*p^2*q^2*x^4+27276*a*b*c*p^2*q*r^2*x^3-50220*a*b*c*p^2*q*r *x^4+3296*a*b*c*p^2*r^3*x^3-20160*a*b*c*p^2*r^2*x^4+1896*a*b*c*p*q^4*x^3+15656* a*b*c*p*q^3*r*x^3-4564*a*b*c*p*q^3*x^4+20100*a*b*c*p*q^2*r^2*x^3-50220*a*b*c*p* q^2*r*x^4+5760*a*b*c*p*q*r^3*x^3-47160*a*b*c*p*q*r^2*x^4+160*a*b*c*p*r^4*x^3-\ 6260*a*b*c*p*r^3*x^4+92*a*b*c*q^5*x^3+1656*a*b*c*q^4*r*x^3-1228*a*b*c*q^4*x^4+ 2940*a*b*c*q^3*r^2*x^3-14124*a*b*c*q^3*r*x^4+944*a*b*c*q^2*r^3*x^3-20160*a*b*c* q^2*r^2*x^4-160*a*b*c*q*r^4*x^3-6260*a*b*c*q*r^3*x^4+40*a*b*g^5*p*x^3+24*a*b*g^ 5*q*x^3+96*a*b*g^5*r*x^3+48*a*b*g^5*x^4+338*a*b*g^4*p^2*x^3+480*a*b*g^4*p*q*x^3 +1024*a*b*g^4*p*r*x^3+186*a*b*g^4*p*x^4+142*a*b*g^4*q^2*x^3+728*a*b*g^4*q*r*x^3 +186*a*b*g^4*q*x^4+312*a*b*g^4*r^2*x^3-522*a*b*g^4*r*x^4+772*a*b*g^3*p^3*x^3+ 2124*a*b*g^3*p^2*q*x^3+3140*a*b*g^3*p^2*r*x^3-8*a*b*g^3*p^2*x^4+1428*a*b*g^3*p* q^2*x^3+5664*a*b*g^3*p*q*r*x^3+416*a*b*g^3*p*q*x^4+2286*a*b*g^3*p*r^2*x^3-3168* a*b*g^3*p*r*x^4+220*a*b*g^3*q^3*x^3+1660*a*b*g^3*q^2*r*x^3-8*a*b*g^3*q^2*x^4+ 1602*a*b*g^3*q*r^2*x^3-3168*a*b*g^3*q*r*x^4+200*a*b*g^3*r^3*x^3-1824*a*b*g^3*r^ 2*x^4+718*a*b*g^2*p^4*x^3+3270*a*b*g^2*p^3*q*x^3+3679*a*b*g^2*p^3*r*x^3-457*a*b *g^2*p^3*x^4+3928*a*b*g^2*p^2*q^2*x^3+12367*a*b*g^2*p^2*q*r*x^3-573*a*b*g^2*p^2 *q*x^4+4077*a*b*g^2*p^2*r^2*x^3-6384*a*b*g^2*p^2*r*x^4+1498*a*b*g^2*p*q^3*x^3+ 9221*a*b*g^2*p*q^2*r*x^3-573*a*b*g^2*p*q^2*x^4+8208*a*b*g^2*p*q*r^2*x^3-13542*a *b*g^2*p*q*r*x^4+1056*a*b*g^2*p*r^3*x^3-6834*a*b*g^2*p*r^2*x^4+122*a*b*g^2*q^4* x^3+1445*a*b*g^2*q^3*r*x^3-457*a*b*g^2*q^3*x^4+2139*a*b*g^2*q^2*r^2*x^3-6384*a* b*g^2*q^2*r*x^4+624*a*b*g^2*q*r^3*x^3-6834*a*b*g^2*q*r^2*x^4-980*a*b*g^2*r^3*x^ 4+284*a*b*g*p^5*x^3+2010*a*b*g*p^4*q*x^3+1737*a*b*g*p^4*r*x^3-409*a*b*g*p^4*x^4 +3726*a*b*g*p^3*q^2*x^3+9722*a*b*g*p^3*q*r*x^3-1270*a*b*g*p^3*q*x^4+2541*a*b*g* p^3*r^2*x^3-4680*a*b*g*p^3*r*x^4+2578*a*b*g*p^2*q^3*x^3+12888*a*b*g*p^2*q^2*r*x ^3-1722*a*b*g*p^2*q^2*x^4+9921*a*b*g*p^2*q*r^2*x^3-16884*a*b*g*p^2*q*r*x^4+1104 *a*b*g*p^2*r^3*x^3-6840*a*b*g*p^2*r^2*x^4+598*a*b*g*p*q^4*x^3+5374*a*b*g*p*q^3* r*x^3-1270*a*b*g*p*q^3*x^4+7287*a*b*g*p*q^2*r^2*x^3-16884*a*b*g*p*q^2*r*x^4+ 2160*a*b*g*p*q*r^3*x^3-16668*a*b*g*p*q*r^2*x^4+60*a*b*g*p*r^4*x^3-2170*a*b*g*p* r^3*x^4+20*a*b*g*q^5*x^3+471*a*b*g*q^4*r*x^3-409*a*b*g*q^4*x^4+891*a*b*g*q^3*r^ 2*x^3-4680*a*b*g*q^3*r*x^4+296*a*b*g*q^2*r^3*x^3-6840*a*b*g*q^2*r^2*x^4-60*a*b* g*q*r^4*x^3-2170*a*b*g*q*r^3*x^4+40*a*b*p^6*x^3+420*a*b*p^5*q*x^3+278*a*b*p^5*r *x^3-98*a*b*p^5*x^4+1096*a*b*p^4*q^2*x^3+2430*a*b*p^4*q*r*x^3-490*a*b*p^4*q*x^4 +495*a*b*p^4*r^2*x^3-1077*a*b*p^4*r*x^4+1168*a*b*p^3*q^3*x^3+4900*a*b*p^3*q^2*r *x^3-980*a*b*p^3*q^2*x^4+3270*a*b*p^3*q*r^2*x^3-5964*a*b*p^3*q*r*x^4+304*a*b*p^ 3*r^3*x^3-1872*a*b*p^3*r^2*x^4+528*a*b*p^2*q^4*x^3+3668*a*b*p^2*q^3*r*x^3-980*a *b*p^2*q^3*x^4+4320*a*b*p^2*q^2*r^2*x^3-9774*a*b*p^2*q^2*r*x^4+1200*a*b*p^2*q*r ^3*x^3-8208*a*b*p^2*q*r^2*x^4+50*a*b*p^2*r^4*x^3-810*a*b*p^2*r^3*x^4+76*a*b*p*q ^5*x^3+966*a*b*p*q^4*r*x^3-490*a*b*p*q^4*x^4+1626*a*b*p*q^3*r^2*x^3-5964*a*b*p* q^3*r*x^4+600*a*b*p*q^2*r^3*x^3-8208*a*b*p*q^2*r^2*x^4-2340*a*b*p*q*r^3*x^4+46* a*b*q^5*r*x^3-98*a*b*q^5*x^4+81*a*b*q^4*r^2*x^3-1077*a*b*q^4*r*x^4-24*a*b*q^3*r ^3*x^3-1872*a*b*q^3*r^2*x^4-50*a*b*q^2*r^4*x^3-810*a*b*q^2*r^3*x^4+5504*a*c^7*x ^3+12624*a*c^6*g*x^3+16928*a*c^6*p*x^3+13184*a*c^6*q*x^3+22208*a*c^6*r*x^3-2080 *a*c^6*x^4+11568*a*c^5*g^2*x^3+33720*a*c^5*g*p*x^3+26200*a*c^5*g*q*x^3+44384*a* c^5*g*r*x^3-3200*a*c^5*g*x^4+20784*a*c^5*p^2*x^3+36288*a*c^5*p*q*x^3+53616*a*c^ 5*p*r*x^3-6072*a*c^5*p*x^4+12704*a*c^5*q^2*x^3+45360*a*c^5*q*r*x^3-5992*a*c^5*q *x^4+19440*a*c^5*r^2*x^3-30336*a*c^5*r*x^4+5336*a*c^4*g^3*x^3+26244*a*c^4*g^2*p *x^3+20300*a*c^4*g^2*q*x^3+34896*a*c^4*g^2*r*x^3-1416*a*c^4*g^2*x^4+34768*a*c^4 *g*p^2*x^3+61184*a*c^4*g*p*q*x^3+90720*a*c^4*g*p*r*x^3-8320*a*c^4*g*p*x^4+21172 *a*c^4*g*q^2*x^3+76480*a*c^4*g*q*r*x^3-8184*a*c^4*g*q*x^4+32712*a*c^4*g*r^2*x^3 -49512*a*c^4*g*r*x^4+13020*a*c^4*p^3*x^3+38960*a*c^4*p^2*q*x^3+49476*a*c^4*p^2* r*x^3-7156*a*c^4*p^2*x^4+30588*a*c^4*p*q^2*x^3+96016*a*c^4*p*q*r*x^3-13584*a*c^ 4*p*q*x^4+36216*a*c^4*p*r^2*x^3-56976*a*c^4*p*r*x^4+6248*a*c^4*q^3*x^3+36076*a* c^4*q^2*r*x^3-7004*a*c^4*q^2*x^4+31680*a*c^4*q*r^2*x^3-59496*a*c^4*q*r*x^4+4736 *a*c^4*r^3*x^3-29232*a*c^4*r^2*x^4+1272*a*c^3*g^4*x^3+9970*a*c^3*g^3*p*x^3+7646 *a*c^3*g^3*q*x^3+13592*a*c^3*g^3*r*x^3+100*a*c^3*g^3*x^4+21908*a*c^3*g^2*p^2*x^ 3+38864*a*c^3*g^2*p*q*x^3+58228*a*c^3*g^2*p*r*x^3-3626*a*c^3*g^2*p*x^4+13232*a* c^3*g^2*q^2*x^3+48820*a*c^3*g^2*q*r*x^3-3470*a*c^3*g^2*q*x^4+20736*a*c^3*g^2*r^ 2*x^3-30600*a*c^3*g^2*r*x^4+17346*a*c^3*g*p^3*x^3+53298*a*c^3*g*p^2*q*x^3+67110 *a*c^3*g*p^2*r*x^3-8462*a*c^3*g*p^2*x^4+41748*a*c^3*g*p*q^2*x^3+132640*a*c^3*g* p*q*r*x^3-15220*a*c^3*g*p*q*x^4+49584*a*c^3*g*p*r^2*x^3-75150*a*c^3*g*p*r*x^4+ 8316*a*c^3*g*q^3*x^3+48954*a*c^3*g*q^2*r*x^3-8190*a*c^3*g*q^2*x^4+43332*a*c^3*g *q*r^2*x^3-79050*a*c^3*g*q*r*x^4+6272*a*c^3*g*r^3*x^3-39384*a*c^3*g*r^2*x^4+ 4368*a*c^3*p^4*x^3+20780*a*c^3*p^3*q*x^3+21680*a*c^3*p^3*r*x^3-4266*a*c^3*p^3*x ^4+27560*a*c^3*p^2*q^2*x^3+75688*a*c^3*p^2*q*r*x^3-12146*a*c^3*p^2*q*x^4+23796* a*c^3*p^2*r^2*x^3-40350*a*c^3*p^2*r*x^4+12780*a*c^3*p*q^3*x^3+64392*a*c^3*p*q^2 *r*x^3-12086*a*c^3*p*q^2*x^4+51336*a*c^3*p*q*r^2*x^3-91344*a*c^3*p*q*r*x^4+6616 *a*c^3*p*r^3*x^3-39924*a*c^3*p*r^2*x^4+1632*a*c^3*q^4*x^3+13968*a*c^3*q^3*r*x^3 -4206*a*c^3*q^3*x^4+18684*a*c^3*q^2*r^2*x^3-44706*a*c^3*q^2*r*x^4+5656*a*c^3*q* r^3*x^3-43020*a*c^3*q*r^2*x^4+80*a*c^3*r^4*x^3-6480*a*c^3*r^3*x^4+141*a*c^2*g^5 *x^3+1869*a*c^2*g^4*p*x^3+1409*a*c^2*g^4*q*x^3+2704*a*c^2*g^4*r*x^3+224*a*c^2*g ^4*x^4+6376*a*c^2*g^3*p^2*x^3+11360*a*c^2*g^3*p*q*x^3+17468*a*c^2*g^3*p*r*x^3-\ 362*a*c^2*g^3*p*x^4+3785*a*c^2*g^3*q^2*x^3+14516*a*c^2*g^3*q*r*x^3-244*a*c^2*g^ 3*q*x^4+6054*a*c^2*g^3*r^2*x^3-8886*a*c^2*g^3*r*x^4+8162*a*c^2*g^2*p^3*x^3+ 25889*a*c^2*g^2*p^2*q*x^3+32366*a*c^2*g^2*p^2*r*x^3-3344*a*c^2*g^2*p^2*x^4+ 20179*a*c^2*g^2*p*q^2*x^3+65516*a*c^2*g^2*p*q*r*x^3-5096*a*c^2*g^2*p*q*x^4+ 24138*a*c^2*g^2*p*r^2*x^3-35211*a*c^2*g^2*p*r*x^4+3886*a*c^2*g^2*q^3*x^3+23534* a*c^2*g^2*q^2*r*x^3-3086*a*c^2*g^2*q^2*x^4+20982*a*c^2*g^2*q*r^2*x^3-37353*a*c^ 2*g^2*q*r*x^4+2856*a*c^2*g^2*r^3*x^3-18864*a*c^2*g^2*r^2*x^4+4211*a*c^2*g*p^4*x ^3+21456*a*c^2*g*p^3*q*x^3+21405*a*c^2*g*p^3*r*x^3-4071*a*c^2*g*p^3*x^4+28804*a *c^2*g*p^2*q^2*x^3+79493*a*c^2*g*p^2*q*r*x^3-10709*a*c^2*g*p^2*q*x^4+23922*a*c^ 2*g*p^2*r^2*x^3-40098*a*c^2*g*p^2*r*x^4+13156*a*c^2*g*p*q^3*x^3+67779*a*c^2*g*p *q^2*r*x^3-10573*a*c^2*g*p*q^2*x^4+54462*a*c^2*g*p*q*r^2*x^3-92346*a*c^2*g*p*q* r*x^4+6628*a*c^2*g*p*r^3*x^3-40662*a*c^2*g*p*r^2*x^4+1597*a*c^2*g*q^4*x^3+14131 *a*c^2*g*q^3*r*x^3-3935*a*c^2*g*q^3*x^4+19266*a*c^2*g*q^2*r^2*x^3-45246*a*c^2*g *q^2*r*x^4+5804*a*c^2*g*q*r^3*x^3-44466*a*c^2*g*q*r^2*x^4+40*a*c^2*g*r^4*x^3-\ 6540*a*c^2*g*r^3*x^4+737*a*c^2*p^5*x^3+5758*a*c^2*p^4*q*x^3+4461*a*c^2*p^4*r*x^ 3-1325*a*c^2*p^4*x^4+11610*a*c^2*p^3*q^2*x^3+27522*a*c^2*p^3*q*r*x^3-5218*a*c^2 *p^3*q*x^4+6471*a*c^2*p^3*r^2*x^3-13113*a*c^2*p^3*r*x^4+9104*a*c^2*p^2*q^3*x^3+ 40272*a*c^2*p^2*q^2*r*x^3-7812*a*c^2*p^2*q^2*x^4+28512*a*c^2*p^2*q*r^2*x^3-\ 49995*a*c^2*p^2*q*r*x^4+2806*a*c^2*p^2*r^3*x^3-18306*a*c^2*p^2*r^2*x^4+2725*a*c ^2*p*q^4*x^3+19878*a*c^2*p*q^3*r*x^3-5270*a*c^2*p*q^3*x^4+24615*a*c^2*p*q^2*r^2 *x^3-52767*a*c^2*p*q^2*r*x^4+7128*a*c^2*p*q*r^3*x^3-46584*a*c^2*p*q*r^2*x^4+160 *a*c^2*p*r^4*x^3-5760*a*c^2*p*r^3*x^4+210*a*c^2*q^5*x^3+2667*a*c^2*q^4*r*x^3-\ 1351*a*c^2*q^4*x^4+4734*a*c^2*q^3*r^2*x^3-15885*a*c^2*q^3*r*x^4+1994*a*c^2*q^2* r^3*x^3-22086*a*c^2*q^2*r^2*x^4+40*a*c^2*q*r^4*x^3-6620*a*c^2*q*r^3*x^4+5*a*c*g ^6*x^3+150*a*c*g^5*p*x^3+109*a*c*g^5*q*x^3+252*a*c*g^5*r*x^3+51*a*c*g^5*x^4+834 *a*c*g^4*p^2*x^3+1464*a*c*g^4*p*q*x^3+2402*a*c*g^4*p*r*x^3+95*a*c*g^4*p*x^4+477 *a*c*g^4*q^2*x^3+1966*a*c*g^4*q*r*x^3+139*a*c*g^4*q*x^4+783*a*c*g^4*r^2*x^3-\ 1212*a*c*g^4*r*x^4+1584*a*c*g^3*p^3*x^3+5192*a*c*g^3*p^2*q*x^3+6490*a*c*g^3*p^2 *r*x^3-495*a*c*g^3*p^2*x^4+4006*a*c*g^3*p*q^2*x^3+13544*a*c*g^3*p*q*r*x^3-323*a *c*g^3*p*q*x^4+4878*a*c*g^3*p*r^2*x^3-6882*a*c*g^3*p*r*x^4+739*a*c*g^3*q^3*x^3+ 4666*a*c*g^3*q^2*r*x^3-371*a*c*g^3*q^2*x^4+4176*a*c*g^3*q*r^2*x^3-7359*a*c*g^3* q*r*x^4+508*a*c*g^3*r^3*x^3-3744*a*c*g^3*r^2*x^4+1257*a*c*g^2*p^4*x^3+7012*a*c* g^2*p^3*q*x^3+6585*a*c*g^2*p^3*r*x^3-1245*a*c*g^2*p^3*x^4+9536*a*c*g^2*p^2*q^2* x^3+26629*a*c*g^2*p^2*q*r*x^3-2682*a*c*g^2*p^2*q*x^4+7512*a*c*g^2*p^2*r^2*x^3-\ 12624*a*c*g^2*p^2*r*x^4+4264*a*c*g^2*p*q^3*x^3+22713*a*c*g^2*p*q^2*r*x^3-2573*a *c*g^2*p*q^2*x^4+18450*a*c*g^2*p*q*r^2*x^3-29490*a*c*g^2*p*q*r*x^4+2064*a*c*g^2 *p*r^3*x^3-13050*a*c*g^2*p*r^2*x^4+483*a*c*g^2*q^4*x^3+4457*a*c*g^2*q^3*r*x^3-\ 1136*a*c*g^2*q^3*x^4+6189*a*c*g^2*q^2*r^2*x^3-14541*a*c*g^2*q^2*r*x^4+1832*a*c* g^2*q*r^3*x^3-14586*a*c*g^2*q*r^2*x^4-2010*a*c*g^2*r^3*x^4+410*a*c*g*p^5*x^3+ 3923*a*c*g*p^4*q*x^3+2559*a*c*g*p^4*r*x^3-902*a*c*g*p^4*x^4+8218*a*c*g*p^3*q^2* x^3+19192*a*c*g*p^3*q*r*x^3-3241*a*c*g*p^3*q*x^4+3795*a*c*g*p^3*r^2*x^3-8565*a* c*g*p^3*r*x^4+6434*a*c*g*p^2*q^3*x^3+28974*a*c*g*p^2*q^2*r*x^3-4669*a*c*g*p^2*q ^2*x^4+20334*a*c*g*p^2*q*r^2*x^3-34065*a*c*g*p^2*q*r*x^4+1636*a*c*g*p^2*r^3*x^3 -12150*a*c*g*p^2*r^2*x^4+1856*a*c*g*p*q^4*x^3+14076*a*c*g*p*q^3*r*x^3-3223*a*c* g*p*q^3*x^4+17871*a*c*g*p*q^2*r^2*x^3-36321*a*c*g*p*q^2*r*x^4+5144*a*c*g*p*q*r^ 3*x^3-32922*a*c*g*p*q*r^2*x^4+60*a*c*g*p*r^4*x^3-3900*a*c*g*p*r^3*x^4+127*a*c*g *q^5*x^3+1735*a*c*g*q^4*r*x^3-893*a*c*g*q^4*x^4+3192*a*c*g*q^3*r^2*x^3-10821*a* c*g*q^3*r*x^4+1376*a*c*g*q^2*r^3*x^3-15396*a*c*g*q^2*r^2*x^4+20*a*c*g*q*r^4*x^3 -4670*a*c*g*q*r^3*x^4+48*a*c*p^6*x^3+778*a*c*p^5*q*x^3+338*a*c*p^5*r*x^3-196*a* c*p^5*x^4+2286*a*c*p^4*q^2*x^3+4572*a*c*p^4*q*r*x^3-1048*a*c*p^4*q*x^4+603*a*c* p^4*r^2*x^3-1857*a*c*p^4*r*x^4+2680*a*c*p^3*q^3*x^3+10444*a*c*p^3*q^2*r*x^3-\ 2184*a*c*p^3*q^2*x^4+6408*a*c*p^3*q*r^2*x^3-11388*a*c*p^3*q*r*x^4+360*a*c*p^3*r ^3*x^3-3132*a*c*p^3*r^2*x^4+1384*a*c*p^2*q^4*x^3+8744*a*c*p^2*q^3*r*x^3-2224*a* c*p^2*q^3*x^4+9918*a*c*p^2*q^2*r^2*x^3-19818*a*c*p^2*q^2*r*x^4+2676*a*c*p^2*q*r ^3*x^3-15444*a*c*p^2*q*r^2*x^4+50*a*c*p^2*r^4*x^3-1350*a*c*p^2*r^3*x^4+270*a*c* p*q^5*x^3+2754*a*c*p*q^4*r*x^3-1108*a*c*p*q^4*x^4+4572*a*c*p*q^3*r^2*x^3-12900* a*c*p*q^3*r*x^4+1976*a*c*p*q^2*r^3*x^3-16884*a*c*p*q^2*r^2*x^4+160*a*c*p*q*r^4* x^3-4500*a*c*p*q*r^3*x^4+10*a*c*q^6*x^3+220*a*c*q^5*r*x^3-216*a*c*q^5*x^4+459*a *c*q^4*r^2*x^3-2613*a*c*q^4*r*x^4+172*a*c*q^3*r^3*x^3-4572*a*c*q^3*r^2*x^4-50*a *c*q^2*r^4*x^3-1970*a*c*q^2*r^3*x^4+3*a*g^6*p*x^3+2*a*g^6*q*x^3+8*a*g^6*r*x^3+3 *a*g^6*x^4+38*a*g^5*p^2*x^3+60*a*g^5*p*q*x^3+118*a*g^5*p*r*x^3+15*a*g^5*p*x^4+ 20*a*g^5*q^2*x^3+94*a*g^5*q*r*x^3+21*a*g^5*q*x^4+33*a*g^5*r^2*x^3-63*a*g^5*r*x^ 4+106*a*g^4*p^3*x^3+351*a*g^4*p^2*q*x^3+450*a*g^4*p^2*r*x^3-22*a*g^4*p^2*x^4+ 265*a*g^4*p*q^2*x^3+972*a*g^4*p*q*r*x^3+59*a*g^4*p*q*x^4+339*a*g^4*p*r^2*x^3-\ 471*a*g^4*p*r*x^4+47*a*g^4*q^3*x^3+314*a*g^4*q^2*r*x^3+279*a*g^4*q*r^2*x^3-504* a*g^4*q*r*x^4+28*a*g^4*r^3*x^3-252*a*g^4*r^2*x^4+114*a*g^3*p^4*x^3+714*a*g^3*p^ 3*q*x^3+616*a*g^3*p^3*r*x^3-128*a*g^3*p^3*x^4+982*a*g^3*p^2*q^2*x^3+2816*a*g^3* p^2*q*r*x^3-152*a*g^3*p^2*q*x^4+717*a*g^3*p^2*r^2*x^3-1257*a*g^3*p^2*r*x^4+426* a*g^3*p*q^3*x^3+2394*a*g^3*p*q^2*r*x^3-124*a*g^3*p*q^2*x^4+1980*a*g^3*p*q*r^2*x ^3-2928*a*g^3*p*q*r*x^4+196*a*g^3*p*r^3*x^3-1296*a*g^3*p*r^2*x^4+44*a*g^3*q^4*x ^3+426*a*g^3*q^3*r*x^3-100*a*g^3*q^3*x^4+600*a*g^3*q^2*r^2*x^3-1473*a*g^3*q^2*r *x^4+172*a*g^3*q*r^3*x^3-1500*a*g^3*q*r^2*x^4-180*a*g^3*r^3*x^4+47*a*g^2*p^5*x^ 3+633*a*g^2*p^4*q*x^3+306*a*g^2*p^4*r*x^3-155*a*g^2*p^4*x^4+1388*a*g^2*p^3*q^2* x^3+3195*a*g^2*p^3*q*r*x^3-457*a*g^2*p^3*q*x^4+465*a*g^2*p^3*r^2*x^3-1329*a*g^2 *p^3*r*x^4+1082*a*g^2*p^2*q^3*x^3+5007*a*g^2*p^2*q^2*r*x^3-593*a*g^2*p^2*q^2*x^ 4+3480*a*g^2*p^2*q*r^2*x^3-5508*a*g^2*p^2*q*r*x^4+196*a*g^2*p^2*r^3*x^3-1872*a* g^2*p^2*r^2*x^4+297*a*g^2*p*q^4*x^3+2373*a*g^2*p*q^3*r*x^3-435*a*g^2*p*q^3*x^4+ 3108*a*g^2*p*q^2*r^2*x^3-5943*a*g^2*p*q^2*r*x^4+888*a*g^2*p*q*r^3*x^3-5562*a*g^ 2*p*q*r^2*x^4-600*a*g^2*p*r^3*x^4+17*a*g^2*q^5*x^3+255*a*g^2*q^4*r*x^3-144*a*g^ 2*q^4*x^4+483*a*g^2*q^3*r^2*x^3-1764*a*g^2*q^3*r*x^4+208*a*g^2*q^2*r^3*x^3-2550 *a*g^2*q^2*r^2*x^4-770*a*g^2*q*r^3*x^4+4*a*g*p^6*x^3+252*a*g*p^5*q*x^3+30*a*g*p ^5*r*x^3-71*a*g*p^5*x^4+814*a*g*p^4*q^2*x^3+1527*a*g*p^4*q*r*x^3-343*a*g*p^4*q* x^4+54*a*g*p^4*r^2*x^3-561*a*g*p^4*r*x^4+972*a*g*p^3*q^3*x^3+3809*a*g*p^3*q^2*r *x^3-678*a*g*p^3*q^2*x^4+2217*a*g*p^3*q*r^2*x^3-3873*a*g*p^3*q*r*x^4+28*a*g*p^3 *r^3*x^3-912*a*g*p^3*r^2*x^4+492*a*g*p^2*q^4*x^3+3219*a*g*p^2*q^3*r*x^3-686*a*g *p^2*q^3*x^4+3714*a*g*p^2*q^2*r^2*x^3-6948*a*g*p^2*q^2*r*x^4+964*a*g*p^2*q*r^3* x^3-5490*a*g*p^2*q*r^2*x^4-390*a*g*p^2*r^3*x^4+88*a*g*p*q^5*x^3+969*a*g*p*q^4*r *x^3-355*a*g*p*q^4*x^4+1689*a*g*p*q^3*r^2*x^3-4521*a*g*p*q^3*r*x^4+756*a*g*p*q^ 2*r^3*x^3-6156*a*g*p*q^2*r^2*x^4+60*a*g*p*q*r^4*x^3-1680*a*g*p*q*r^3*x^4+2*a*g* q^6*x^3+62*a*g*q^5*r*x^3-75*a*g*q^5*x^4+138*a*g*q^4*r^2*x^3-885*a*g*q^4*r*x^4+ 52*a*g*q^3*r^3*x^3-1578*a*g*q^3*r^2*x^4-20*a*g*q^2*r^4*x^3-700*a*g*q^2*r^3*x^4+ 40*a*p^6*q*x^3-10*a*p^6*x^4+169*a*p^5*q^2*x^3+278*a*p^5*q*r*x^3-76*a*p^5*q*x^4-\ 81*a*p^5*r*x^4+276*a*p^4*q^3*x^3+951*a*p^4*q^2*r*x^3-217*a*p^4*q^2*x^4+495*a*p^ 4*q*r^2*x^3-894*a*p^4*q*r*x^4-144*a*p^4*r^2*x^4+214*a*p^3*q^4*x^3+1190*a*p^3*q^ 3*r*x^3-308*a*p^3*q^3*x^4+1233*a*p^3*q^2*r^2*x^3-2349*a*p^3*q^2*r*x^4+304*a*p^3 *q*r^3*x^3-1548*a*p^3*q*r^2*x^4-70*a*p^3*r^3*x^4+76*a*p^2*q^5*x^3+644*a*p^2*q^4 *r*x^3-232*a*p^2*q^4*x^4+990*a*p^2*q^3*r^2*x^3-2493*a*p^2*q^3*r*x^4+430*a*p^2*q ^2*r^3*x^3-2970*a*p^2*q^2*r^2*x^4+50*a*p^2*q*r^4*x^3-660*a*p^2*q*r^3*x^4+9*a*p* q^6*x^3+132*a*p*q^5*r*x^3-88*a*p*q^5*x^4+261*a*p*q^4*r^2*x^3-1110*a*p*q^4*r*x^4 +120*a*p*q^3*r^3*x^3-1872*a*p*q^3*r^2*x^4-750*a*p*q^2*r^3*x^4+5*a*q^6*r*x^3-13* a*q^6*x^4+9*a*q^5*r^2*x^3-153*a*q^5*r*x^4-6*a*q^4*r^3*x^3-306*a*q^4*r^2*x^4-10* a*q^3*r^4*x^3-160*a*q^3*r^3*x^4+64*b^6*c^2*x^3+16*b^6*c*g*x^3+64*b^6*c*p*x^3+64 *b^6*c*r*x^3+64*b^6*c*x^4+8*b^6*g*p*x^3+16*b^6*g*r*x^3+24*b^6*g*x^4+16*b^6*p^2* x^3+32*b^6*p*r*x^3+32*b^6*p*x^4-16*b^6*q*x^4-48*b^6*r*x^4+640*b^5*c^3*x^3+432*b ^5*c^2*g*x^3+960*b^5*c^2*p*x^3+288*b^5*c^2*q*x^3+1040*b^5*c^2*r*x^3+368*b^5*c^2 *x^4+64*b^5*c*g^2*x^3+456*b^5*c*g*p*x^3+104*b^5*c*g*q*x^3+576*b^5*c*g*r*x^3+392 *b^5*c*g*x^4+480*b^5*c*p^2*x^3+336*b^5*c*p*q*x^3+1048*b^5*c*p*r*x^3+280*b^5*c*p *x^4+328*b^5*c*q*r*x^3+8*b^5*c*q*x^4+264*b^5*c*r^2*x^3-816*b^5*c*r*x^4+36*b^5*g ^2*p*x^3+8*b^5*g^2*q*x^3+72*b^5*g^2*r*x^3+84*b^5*g^2*x^4+120*b^5*g*p^2*x^3+64*b ^5*g*p*q*x^3+304*b^5*g*p*r*x^3+172*b^5*g*p*x^4+80*b^5*g*q*r*x^3+4*b^5*g*q*x^4+ 72*b^5*g*r^2*x^3-240*b^5*g*r*x^4+80*b^5*p^3*x^3+96*b^5*p^2*q*x^3+264*b^5*p^2*r* x^3+48*b^5*p^2*x^4+168*b^5*p*q*r*x^3+32*b^5*p*q*x^4+120*b^5*p*r^2*x^3-360*b^5*p *r*x^4-64*b^5*q^2*x^4-264*b^5*q*r*x^4-144*b^5*r^2*x^4+2624*b^4*c^4*x^3+2848*b^4 *c^3*g*x^3+5120*b^4*c^3*p*x^3+2336*b^4*c^3*q*x^3+5664*b^4*c^3*r*x^3+576*b^4*c^3 *x^4+960*b^4*c^2*g^2*x^3+4352*b^4*c^2*g*p*x^3+1792*b^4*c^2*g*q*x^3+5128*b^4*c^2 *g*r*x^3+1408*b^4*c^2*g*x^4+3664*b^4*c^2*p^2*x^3+3792*b^4*c^2*p*q*x^3+8136*b^4* c^2*p*r*x^3+376*b^4*c^2*p*x^4+504*b^4*c^2*q^2*x^3+3912*b^4*c^2*q*r*x^3-160*b^4* c^2*q*x^4+2304*b^4*c^2*r^2*x^3-6024*b^4*c^2*r*x^4+96*b^4*c*g^3*x^3+1048*b^4*c*g ^2*p*x^3+372*b^4*c*g^2*q*x^3+1416*b^4*c*g^2*r*x^3+772*b^4*c*g^2*x^4+2168*b^4*c* g*p^2*x^3+2040*b^4*c*g*p*q*x^3+5132*b^4*c*g*p*r*x^3+996*b^4*c*g*p*x^4+212*b^4*c *g*q^2*x^3+2228*b^4*c*g*q*r*x^3+272*b^4*c*g*q*x^4+1476*b^4*c*g*r^2*x^3-3456*b^4 *c*g*r*x^4+1136*b^4*c*p^3*x^3+1984*b^4*c*p^2*q*x^3+3796*b^4*c*p^2*r*x^3-20*b^4* c*p^2*x^4+660*b^4*c*p*q^2*x^3+4016*b^4*c*p*q*r*x^3-156*b^4*c*p*q*x^4+2052*b^4*c *p*r^2*x^3-5316*b^4*c*p*r*x^4+612*b^4*c*q^2*r*x^3-444*b^4*c*q^2*x^4+816*b^4*c*q *r^2*x^3-4032*b^4*c*q*r*x^4+120*b^4*c*r^3*x^3-2592*b^4*c*r^2*x^4+58*b^4*g^3*p*x ^3+20*b^4*g^3*q*x^3+116*b^4*g^3*r*x^3+114*b^4*g^3*x^4+280*b^4*g^2*p^2*x^3+224*b ^4*g^2*p*q*x^3+752*b^4*g^2*p*r*x^3+320*b^4*g^2*p*x^4+20*b^4*g^2*q^2*x^3+280*b^4 *g^2*q*r*x^3+92*b^4*g^2*q*x^4+204*b^4*g^2*r^2*x^3-480*b^4*g^2*r*x^4+352*b^4*g*p ^3*x^3+560*b^4*g*p^2*q*x^3+1244*b^4*g*p^2*r*x^3+146*b^4*g*p^2*x^4+146*b^4*g*p*q ^2*x^3+1204*b^4*g*p*q*r*x^3+170*b^4*g*p*q*x^4+708*b^4*g*p*r^2*x^3-1536*b^4*g*p* r*x^4+140*b^4*g*q^2*r*x^3-162*b^4*g*q^2*x^4+216*b^4*g*q*r^2*x^3-1218*b^4*g*q*r* x^4+48*b^4*g*r^3*x^3-780*b^4*g*r^2*x^4+128*b^4*p^4*x^3+336*b^4*p^3*q*x^3+572*b^ 4*p^3*r*x^3-32*b^4*p^3*x^4+208*b^4*p^2*q^2*x^3+1032*b^4*p^2*q*r*x^3-56*b^4*p^2* q*x^4+468*b^4*p^2*r^2*x^3-1152*b^4*p^2*r*x^4+332*b^4*p*q^2*r*x^3-128*b^4*p*q^2* x^4+384*b^4*p*q*r^2*x^3-1788*b^4*p*q*r*x^4+24*b^4*p*r^3*x^3-1152*b^4*p*r^2*x^4-\ 104*b^4*q^3*x^4-540*b^4*q^2*r*x^4-504*b^4*q*r^2*x^4-80*b^4*r^3*x^4+5760*b^3*c^5 *x^3+8544*b^3*c^4*g*x^3+13696*b^3*c^4*p*x^3+7616*b^3*c^4*q*x^3+15376*b^3*c^4*r* x^3-400*b^3*c^4*x^4+4496*b^3*c^3*g^2*x^3+16800*b^3*c^3*g*p*x^3+8912*b^3*c^3*g*q *x^3+19400*b^3*c^3*g*r*x^3+1360*b^3*c^3*g*x^4+12560*b^3*c^3*p^2*x^3+15648*b^3*c ^3*p*q*x^3+28272*b^3*c^3*p*r*x^3-1656*b^3*c^3*p*x^4+3248*b^3*c^3*q^2*x^3+16592* b^3*c^3*q*r*x^3-2104*b^3*c^3*q*x^4+8304*b^3*c^3*r^2*x^3-20448*b^3*c^3*r*x^4+968 *b^3*c^2*g^3*x^3+6976*b^3*c^2*g^2*p*x^3+3436*b^3*c^2*g^2*q*x^3+8504*b^3*c^2*g^2 *r*x^3+1844*b^3*c^2*g^2*x^4+11928*b^3*c^2*g*p^2*x^3+14280*b^3*c^2*g*p*q*x^3+ 27740*b^3*c^2*g*p*r*x^3+668*b^3*c^2*g*p*x^4+2688*b^3*c^2*g*q^2*x^3+15444*b^3*c^ 2*g*q*r*x^3-352*b^3*c^2*g*q*x^4+8256*b^3*c^2*g*r^2*x^3-18588*b^3*c^2*g*r*x^4+ 5536*b^3*c^2*p^3*x^3+11528*b^3*c^2*p^2*q*x^3+18704*b^3*c^2*p^2*r*x^3-1704*b^3*c ^2*p^2*x^4+5648*b^3*c^2*p*q^2*x^3+24352*b^3*c^2*p*q*r*x^3-3172*b^3*c^2*p*q*x^4+ 10848*b^3*c^2*p*r^2*x^3-25824*b^3*c^2*p*r*x^4+444*b^3*c^2*q^3*x^3+5512*b^3*c^2* q^2*r*x^3-2216*b^3*c^2*q^2*x^4+5916*b^3*c^2*q*r^2*x^3-21636*b^3*c^2*q*r*x^4+824 *b^3*c^2*r^3*x^3-12816*b^3*c^2*r^2*x^4+68*b^3*c*g^4*x^3+1086*b^3*c*g^3*p*x^3+ 478*b^3*c*g^3*q*x^3+1496*b^3*c*g^3*r*x^3+682*b^3*c*g^3*x^4+3468*b^3*c*g^2*p^2*x ^3+3880*b^3*c*g^2*p*q*x^3+8528*b^3*c*g^2*p*r*x^3+1250*b^3*c*g^2*p*x^4+640*b^3*c *g^2*q^2*x^3+4360*b^3*c*g^2*q*r*x^3+552*b^3*c*g^2*q*x^4+2484*b^3*c*g^2*r^2*x^3-\ 5304*b^3*c*g^2*r*x^4+3616*b^3*c*g*p^3*x^3+7280*b^3*c*g*p^2*q*x^3+12620*b^3*c*g* p^2*r*x^3-274*b^3*c*g*p^2*x^4+3278*b^3*c*g*p*q^2*x^3+15836*b^3*c*g*p*q*r*x^3-\ 480*b^3*c*g*p*q*x^4+7560*b^3*c*g*p*r^2*x^3-16086*b^3*c*g*p*r*x^4+198*b^3*c*g*q^ 3*x^3+3176*b^3*c*g*q^2*r*x^3-1150*b^3*c*g*q^2*x^4+3804*b^3*c*g*q*r^2*x^3-13242* b^3*c*g*q*r*x^4+616*b^3*c*g*r^3*x^3-8304*b^3*c*g*r^2*x^4+1164*b^3*c*p^4*x^3+ 3612*b^3*c*p^3*q*x^3+5234*b^3*c*p^3*r*x^3-664*b^3*c*p^3*x^4+3088*b^3*c*p^2*q^2* x^3+11506*b^3*c*p^2*q*r*x^3-1630*b^3*c*p^2*q*x^4+4602*b^3*c*p^2*r^2*x^3-10524*b ^3*c*p^2*r*x^4+640*b^3*c*p*q^3*x^3+5854*b^3*c*p*q^2*r*x^3-1768*b^3*c*p*q^2*x^4+ 5484*b^3*c*p*q*r^2*x^3-18612*b^3*c*p*q*r*x^4+576*b^3*c*p*r^3*x^3-10368*b^3*c*p* r^2*x^4+550*b^3*c*q^3*r*x^3-802*b^3*c*q^3*x^4+942*b^3*c*q^2*r^2*x^3-6798*b^3*c* q^2*r*x^4+216*b^3*c*q*r^3*x^3-7236*b^3*c*q*r^2*x^4-40*b^3*c*r^4*x^3-1280*b^3*c* r^3*x^4+43*b^3*g^4*p*x^3+18*b^3*g^4*q*x^3+86*b^3*g^4*r*x^3+75*b^3*g^4*x^4+294*b ^3*g^3*p^2*x^3+288*b^3*g^3*p*q*x^3+804*b^3*g^3*p*r*x^3+275*b^3*g^3*p*x^4+44*b^3 *g^3*q^2*x^3+356*b^3*g^3*q*r*x^3+125*b^3*g^3*q*x^4+210*b^3*g^3*r^2*x^3-480*b^3* g^3*r*x^4+552*b^3*g^2*p^3*x^3+1044*b^3*g^2*p^2*q*x^3+2024*b^3*g^2*p^2*r*x^3+155 *b^3*g^2*p^2*x^4+415*b^3*g^2*p*q^2*x^3+2400*b^3*g^2*p*q*r*x^3+285*b^3*g^2*p*q*x ^4+1248*b^3*g^2*p*r^2*x^3-2328*b^3*g^2*p*r*x^4+18*b^3*g^2*q^3*x^3+390*b^3*g^2*q ^2*r*x^3-155*b^3*g^2*q^2*x^4+516*b^3*g^2*q*r^2*x^3-1953*b^3*g^2*q*r*x^4+96*b^3* g^2*r^3*x^3-1266*b^3*g^2*r^2*x^4+392*b^3*g*p^4*x^3+1184*b^3*g*p^3*q*x^3+1816*b^ 3*g*p^3*r*x^3-128*b^3*g*p^3*x^4+942*b^3*g*p^2*q^2*x^3+3896*b^3*g*p^2*q*r*x^3-\ 203*b^3*g*p^2*q*x^4+1656*b^3*g*p^2*r^2*x^3-3396*b^3*g*p^2*r*x^4+150*b^3*g*p*q^3 *x^3+1796*b^3*g*p*q^2*r*x^3-368*b^3*g*p*q^2*x^4+1908*b^3*g*p*q*r^2*x^3-5790*b^3 *g*p*q*r*x^4+232*b^3*g*p*r^3*x^3-3516*b^3*g*p*r^2*x^4+112*b^3*g*q^3*r*x^3-293*b ^3*g*q^3*x^4+234*b^3*g*q^2*r^2*x^3-2073*b^3*g*q^2*r*x^4+96*b^3*g*q*r^3*x^3-2166 *b^3*g*q*r^2*x^4-380*b^3*g*r^3*x^4+92*b^3*p^5*x^3+404*b^3*p^4*q*x^3+514*b^3*p^4 *r*x^3-88*b^3*p^4*x^4+532*b^3*p^3*q^2*x^3+1730*b^3*p^3*q*r*x^3-280*b^3*p^3*q*x^ 4+618*b^3*p^3*r^2*x^3-1374*b^3*p^3*r*x^4+220*b^3*p^2*q^3*x^3+1542*b^3*p^2*q^2*r *x^3-384*b^3*p^2*q^2*x^4+1296*b^3*p^2*q*r^2*x^3-3906*b^3*p^2*q*r*x^4+136*b^3*p^ 2*r^3*x^3-1980*b^3*p^2*r^2*x^4+326*b^3*p*q^3*r*x^3-280*b^3*p*q^3*x^4+474*b^3*p* q^2*r^2*x^3-3078*b^3*p*q^2*r*x^4+24*b^3*p*q*r^3*x^3-3312*b^3*p*q*r^2*x^4-40*b^3 *p*r^4*x^3-560*b^3*p*r^3*x^4-88*b^3*q^4*x^4-546*b^3*q^3*r*x^4-684*b^3*q^2*r^2*x ^4-200*b^3*q*r^3*x^4+7168*b^2*c^6*x^3+13456*b^2*c^5*g*x^3+20000*b^2*c^5*p*x^3+ 12544*b^2*c^5*q*x^3+23040*b^2*c^5*r*x^3-2048*b^2*c^5*x^4+9616*b^2*c^4*g^2*x^3+ 32072*b^2*c^4*g*p*x^3+19680*b^2*c^4*g*q*x^3+37232*b^2*c^4*g*r*x^3-1392*b^2*c^4* g*x^4+22216*b^2*c^4*p^2*x^3+31008*b^2*c^4*p*q*x^3+51216*b^2*c^4*p*r*x^3-5520*b^ 2*c^4*p*x^4+7968*b^2*c^4*q^2*x^3+33888*b^2*c^4*q*r*x^3-5720*b^2*c^4*q*x^4+15624 *b^2*c^4*r^2*x^3-35256*b^2*c^4*r*x^4+3200*b^2*c^3*g^3*x^3+19024*b^2*c^3*g^2*p*x ^3+11260*b^2*c^3*g^2*q*x^3+22472*b^2*c^3*g^2*r*x^3+908*b^2*c^3*g^2*x^4+29136*b^ 2*c^3*g*p^2*x^3+40112*b^2*c^3*g*p*q*x^3+68176*b^2*c^3*g*p*r*x^3-4228*b^2*c^3*g* p*x^4+9824*b^2*c^3*g*q^2*x^3+43960*b^2*c^3*g*q*r*x^3-4780*b^2*c^3*g*q*x^4+20844 *b^2*c^3*g*r^2*x^3-44604*b^2*c^3*g*r*x^4+12532*b^2*c^3*p^3*x^3+29128*b^2*c^3*p^ 2*q*x^3+43232*b^2*c^3*p^2*r*x^3-5640*b^2*c^3*p^2*x^4+17168*b^2*c^3*p*q^2*x^3+ 63616*b^2*c^3*p*q*r*x^3-10680*b^2*c^3*p*q*x^4+26556*b^2*c^3*p*r^2*x^3-57036*b^2 *c^3*p*r*x^4+2164*b^2*c^3*q^3*x^3+17456*b^2*c^3*q^2*r*x^3-5928*b^2*c^3*q^2*x^4+ 16788*b^2*c^3*q*r^2*x^3-51612*b^2*c^3*q*r*x^4+2368*b^2*c^3*r^3*x^3-28080*b^2*c^ 3*r^2*x^4+476*b^2*c^2*g^4*x^3+5030*b^2*c^2*g^3*p*x^3+2800*b^2*c^2*g^3*q*x^3+ 6188*b^2*c^2*g^3*r*x^3+1024*b^2*c^2*g^3*x^4+13398*b^2*c^2*g^2*p^2*x^3+17968*b^2 *c^2*g^2*p*q*x^3+32148*b^2*c^2*g^2*p*r*x^3+144*b^2*c^2*g^2*p*x^4+4106*b^2*c^2*g ^2*q^2*x^3+19812*b^2*c^2*g^2*q*r*x^3-470*b^2*c^2*g^2*q*x^4+9624*b^2*c^2*g^2*r^2 *x^3-19968*b^2*c^2*g^2*r*x^4+12564*b^2*c^2*g*p^3*x^3+29056*b^2*c^2*g*p^2*q*x^3+ 44166*b^2*c^2*g*p^2*r*x^3-4022*b^2*c^2*g*p^2*x^4+16506*b^2*c^2*g*p*q^2*x^3+ 64348*b^2*c^2*g*p*q*r*x^3-7066*b^2*c^2*g*p*q*x^4+27624*b^2*c^2*g*p*r^2*x^3-\ 55428*b^2*c^2*g*p*r*x^4+1868*b^2*c^2*g*q^3*x^3+16578*b^2*c^2*g*q^2*r*x^3-4778*b ^2*c^2*g*q^2*x^4+16932*b^2*c^2*g*q*r^2*x^3-49362*b^2*c^2*g*q*r*x^4+2520*b^2*c^2 *g*r^3*x^3-28044*b^2*c^2*g*r^2*x^4+3754*b^2*c^2*p^4*x^3+12996*b^2*c^2*p^3*q*x^3 +17170*b^2*c^2*p^3*r*x^3-2738*b^2*c^2*p^3*x^4+13032*b^2*c^2*p^2*q^2*x^3+42610*b ^2*c^2*p^2*q*r*x^3-7480*b^2*c^2*p^2*q*x^4+16032*b^2*c^2*p^2*r^2*x^3-33294*b^2*c ^2*p^2*r*x^4+4000*b^2*c^2*p*q^3*x^3+26342*b^2*c^2*p*q^2*r*x^3-7538*b^2*c^2*p*q^ 2*x^4+22788*b^2*c^2*p*q*r^2*x^3-64044*b^2*c^2*p*q*r*x^4+2816*b^2*c^2*p*r^3*x^3-\ 32220*b^2*c^2*p*r^2*x^4+210*b^2*c^2*q^4*x^3+3662*b^2*c^2*q^3*r*x^3-2796*b^2*c^2 *q^3*x^4+5424*b^2*c^2*q^2*r^2*x^3-26232*b^2*c^2*q^2*r*x^4+1336*b^2*c^2*q*r^3*x^ 3-27000*b^2*c^2*q*r^2*x^4-120*b^2*c^2*r^4*x^3-4560*b^2*c^2*r^3*x^4+23*b^2*c*g^5 *x^3+548*b^2*c*g^4*p*x^3+275*b^2*c*g^4*q*x^3+750*b^2*c*g^4*r*x^3+287*b^2*c*g^4* x^4+2494*b^2*c*g^3*p^2*x^3+3168*b^2*c*g^3*p*q*x^3+6260*b^2*c*g^3*p*r*x^3+669*b^ 2*c*g^3*p*x^4+659*b^2*c*g^3*q^2*x^3+3556*b^2*c*g^3*q*r*x^3+379*b^2*c*g^3*q*x^4+ 1740*b^2*c*g^3*r^2*x^3-3738*b^2*c*g^3*r*x^4+3965*b^2*c*g^2*p^3*x^3+9024*b^2*c*g ^2*p^2*q*x^3+14320*b^2*c*g^2*p^2*r*x^3-531*b^2*c*g^2*p^2*x^4+4855*b^2*c*g^2*p*q ^2*x^3+20456*b^2*c*g^2*p*q*r*x^3-563*b^2*c*g^2*p*q*x^4+9072*b^2*c*g^2*p*r^2*x^3 -16935*b^2*c*g^2*p*r*x^4+469*b^2*c*g^2*q^3*x^3+4742*b^2*c*g^2*q^2*r*x^3-1109*b^ 2*c*g^2*q^2*x^4+5136*b^2*c*g^2*q*r^2*x^3-14886*b^2*c*g^2*q*r*x^4+776*b^2*c*g^2* r^3*x^3-8838*b^2*c*g^2*r^2*x^4+2546*b^2*c*g*p^4*x^3+8870*b^2*c*g*p^3*q*x^3+ 11889*b^2*c*g*p^3*r*x^3-1515*b^2*c*g*p^3*x^4+8662*b^2*c*g*p^2*q^2*x^3+29679*b^2 *c*g*p^2*q*r*x^3-3618*b^2*c*g*p^2*q*x^4+11379*b^2*c*g*p^2*r^2*x^3-22122*b^2*c*g *p^2*r*x^4+2432*b^2*c*g*p*q^3*x^3+17595*b^2*c*g*p*q^2*r*x^3-3885*b^2*c*g*p*q^2* x^4+16218*b^2*c*g*p*q*r^2*x^3-41868*b^2*c*g*p*q*r*x^4+2100*b^2*c*g*p*r^3*x^3-\ 22158*b^2*c*g*p*r^2*x^4+94*b^2*c*g*q^4*x^3+2097*b^2*c*g*q^3*r*x^3-1782*b^2*c*g* q^3*x^4+3471*b^2*c*g*q^2*r^2*x^3-16713*b^2*c*g*q^2*r*x^4+1052*b^2*c*g*q*r^3*x^3 -17712*b^2*c*g*q*r^2*x^4-40*b^2*c*g*r^4*x^3-3000*b^2*c*g*r^3*x^4+557*b^2*c*p^5* x^3+2740*b^2*c*p^4*q*x^3+3153*b^2*c*p^4*r*x^3-629*b^2*c*p^4*x^4+4138*b^2*c*p^3* q^2*x^3+11978*b^2*c*p^3*q*r*x^3-2298*b^2*c*p^3*q*x^4+3993*b^2*c*p^3*r^2*x^3-\ 8223*b^2*c*p^3*r*x^4+2284*b^2*c*p^2*q^3*x^3+12648*b^2*c*p^2*q^2*r*x^3-3294*b^2* c*p^2*q^2*x^4+9948*b^2*c*p^2*q*r^2*x^3-25569*b^2*c*p^2*q*r*x^4+1178*b^2*c*p^2*r ^3*x^3-11538*b^2*c*p^2*r^2*x^4+329*b^2*c*p*q^4*x^3+4078*b^2*c*p*q^3*r*x^3-2210* b^2*c*p*q^3*x^4+5325*b^2*c*p*q^2*r^2*x^3-22545*b^2*c*p*q^2*r*x^4+1032*b^2*c*p*q *r^3*x^3-22248*b^2*c*p*q*r^2*x^4-120*b^2*c*p*r^4*x^3-3360*b^2*c*p*r^3*x^4+255*b ^2*c*q^4*r*x^3-585*b^2*c*q^4*x^4+498*b^2*c*q^3*r^2*x^3-5199*b^2*c*q^3*r*x^4+102 *b^2*c*q^2*r^3*x^3-7290*b^2*c*q^2*r^2*x^4-80*b^2*c*q*r^4*x^3-2340*b^2*c*q*r^3*x ^4+15*b^2*g^5*p*x^3+7*b^2*g^5*q*x^3+30*b^2*g^5*r*x^3+24*b^2*g^5*x^4+151*b^2*g^4 *p^2*x^3+168*b^2*g^4*p*q*x^3+414*b^2*g^4*p*r*x^3+115*b^2*g^4*p*x^4+33*b^2*g^4*q ^2*x^3+202*b^2*g^4*q*r*x^3+67*b^2*g^4*q*x^4+93*b^2*g^4*r^2*x^3-249*b^2*g^4*r*x^ 4+388*b^2*g^3*p^3*x^3+844*b^2*g^3*p^2*q*x^3+1458*b^2*g^3*p^2*r*x^3+59*b^2*g^3*p ^2*x^4+417*b^2*g^3*p*q^2*x^3+2000*b^2*g^3*p*q*r*x^3+198*b^2*g^3*p*q*x^4+924*b^2 *g^3*p*r^2*x^3-1605*b^2*g^3*p*r*x^4+33*b^2*g^3*q^3*x^3+380*b^2*g^3*q^2*r*x^3-77 *b^2*g^3*q^2*x^4+426*b^2*g^3*q*r^2*x^3-1419*b^2*g^3*q*r*x^4+60*b^2*g^3*r^3*x^3-\ 864*b^2*g^3*r^2*x^4+411*b^2*g^2*p^4*x^3+1428*b^2*g^2*p^3*q*x^3+1968*b^2*g^2*p^3 *r*x^3-173*b^2*g^2*p^3*x^4+1340*b^2*g^2*p^2*q^2*x^3+4928*b^2*g^2*p^2*q*r*x^3-\ 239*b^2*g^2*p^2*q*x^4+1932*b^2*g^2*p^2*r^2*x^3-3489*b^2*g^2*p^2*r*x^4+330*b^2*g ^2*p*q^3*x^3+2746*b^2*g^2*p*q^2*r*x^3-358*b^2*g^2*p*q^2*x^4+2736*b^2*g^2*p*q*r^ 2*x^3-6426*b^2*g^2*p*q*r*x^4+368*b^2*g^2*p*r^3*x^3-3636*b^2*g^2*p*r^2*x^4+7*b^2 *g^2*q^4*x^3+242*b^2*g^2*q^3*r*x^3-292*b^2*g^2*q^3*x^4+453*b^2*g^2*q^2*r^2*x^3-\ 2550*b^2*g^2*q^2*r*x^4+168*b^2*g^2*q*r^3*x^3-2718*b^2*g^2*q*r^2*x^4-450*b^2*g^2 *r^3*x^4+190*b^2*g*p^5*x^3+958*b^2*g*p^4*q*x^3+1099*b^2*g*p^4*r*x^3-195*b^2*g*p ^4*x^4+1424*b^2*g*p^3*q^2*x^3+4291*b^2*g*p^3*q*r*x^3-615*b^2*g*p^3*q*x^4+1431*b ^2*g*p^3*r^2*x^3-2799*b^2*g*p^3*r*x^4+734*b^2*g*p^2*q^3*x^3+4419*b^2*g*p^2*q^2* r*x^3-858*b^2*g*p^2*q^2*x^4+3678*b^2*g*p^2*q*r^2*x^3-8604*b^2*g*p^2*q*r*x^4+444 *b^2*g*p^2*r^3*x^3-4068*b^2*g*p^2*r^2*x^4+78*b^2*g*p*q^4*x^3+1269*b^2*g*p*q^3*r *x^3-651*b^2*g*p*q^3*x^4+1863*b^2*g*p*q^2*r^2*x^3-7389*b^2*g*p*q^2*r*x^4+428*b^ 2*g*p*q*r^3*x^3-7722*b^2*g*p*q*r^2*x^4-40*b^2*g*p*r^4*x^3-1200*b^2*g*p*r^3*x^4+ 42*b^2*g*q^4*r*x^3-213*b^2*g*q^4*x^4+108*b^2*g*q^3*r^2*x^3-1584*b^2*g*q^3*r*x^4 +60*b^2*g*q^2*r^3*x^3-2160*b^2*g*q^2*r^2*x^4-690*b^2*g*q*r^3*x^4+31*b^2*p^6*x^3 +216*b^2*p^5*q*x^3+207*b^2*p^5*r*x^3-54*b^2*p^5*x^4+462*b^2*p^4*q^2*x^3+1176*b^ 2*p^4*q*r*x^3-257*b^2*p^4*q*x^4+333*b^2*p^4*r^2*x^3-711*b^2*p^4*r*x^4+400*b^2*p ^3*q^3*x^3+1902*b^2*p^3*q^2*r*x^3-488*b^2*p^3*q^2*x^4+1356*b^2*p^3*q*r^2*x^3-\ 3255*b^2*p^3*q*r*x^4+154*b^2*p^3*r^3*x^3-1260*b^2*p^3*r^2*x^4+123*b^2*p^2*q^4*x ^3+1104*b^2*p^2*q^3*r*x^3-462*b^2*p^2*q^3*x^4+1305*b^2*p^2*q^2*r^2*x^3-4671*b^2 *p^2*q^2*r*x^4+272*b^2*p^2*q*r^3*x^3-4266*b^2*p^2*q*r^2*x^4-540*b^2*p^2*r^3*x^4 +171*b^2*p*q^4*r*x^3-218*b^2*p*q^4*x^4+282*b^2*p*q^3*r^2*x^3-2421*b^2*p*q^3*r*x ^4-18*b^2*p*q^2*r^3*x^3-3456*b^2*p*q^2*r^2*x^4-80*b^2*p*q*r^4*x^3-1080*b^2*p*q* r^3*x^4-41*b^2*q^5*x^4-294*b^2*q^4*r*x^4-450*b^2*q^3*r^2*x^4-180*b^2*q^2*r^3*x^ 4+4736*b*c^7*x^3+10800*b*c^6*g*x^3+15104*b*c^6*p*x^3+10336*b*c^6*q*x^3+18112*b* c^6*r*x^3-2080*b*c^6*x^4+9808*b*c^5*g^2*x^3+30056*b*c^5*g*p*x^3+20360*b*c^5*g*q *x^3+35872*b*c^5*g*r*x^3-3200*b*c^5*g*x^4+19584*b*c^5*p^2*x^3+29760*b*c^5*p*q*x ^3+46800*b*c^5*p*r*x^3-5992*b*c^5*p*x^4+8752*b*c^5*q^2*x^3+33936*b*c^5*q*r*x^3-\ 6072*b*c^5*q*x^4+15120*b*c^5*r^2*x^3-30336*b*c^5*r*x^4+4456*b*c^4*g^3*x^3+23348 *b*c^4*g^2*p*x^3+15548*b*c^4*g^2*q*x^3+27792*b*c^4*g^2*r*x^3-1416*b*c^4*g^2*x^4 +32940*b*c^4*g*p^2*x^3+49984*b*c^4*g*p*q*x^3+79040*b*c^4*g*p*r*x^3-8184*b*c^4*g *p*x^4+14320*b*c^4*g*q^2*x^3+56544*b*c^4*g*q*r*x^3-8320*b*c^4*g*q*x^4+25272*b*c ^4*g*r^2*x^3-49512*b*c^4*g*r*x^4+13320*b*c^4*p^3*x^3+33780*b*c^4*p^2*q*x^3+ 47444*b*c^4*p^2*r*x^3-7004*b*c^4*p^2*x^4+22432*b*c^4*p*q^2*x^3+76784*b*c^4*p*q* r*x^3-13584*b*c^4*p*q*x^4+31104*b*c^4*p*r^2*x^3-59496*b*c^4*p*r*x^4+3572*b*c^4* q^3*x^3+23964*b*c^4*q^2*r*x^3-7156*b*c^4*q^2*x^4+21960*b*c^4*q*r^2*x^3-56976*b* c^4*q*r*x^4+3264*b*c^4*r^3*x^3-29232*b*c^4*r^2*x^4+1032*b*c^3*g^4*x^3+8834*b*c^ 3*g^3*p*x^3+5710*b*c^3*g^3*q*x^3+10552*b*c^3*g^3*r*x^3+100*b*c^3*g^3*x^4+20904* b*c^3*g^2*p^2*x^3+31536*b*c^3*g^2*p*q*x^3+50588*b*c^3*g^2*p*r*x^3-3470*b*c^3*g^ 2*p*x^4+8692*b*c^3*g^2*q^2*x^3+35324*b*c^3*g^2*q*r*x^3-3626*b*c^3*g^2*q*x^4+ 15744*b*c^3*g^2*r^2*x^3-30600*b*c^3*g^2*r*x^4+18084*b*c^3*g*p^3*x^3+46300*b*c^3 *g*p^2*q*x^3+65070*b*c^3*g*p^2*r*x^3-8190*b*c^3*g*p^2*x^4+30254*b*c^3*g*p*q^2*x ^3+105632*b*c^3*g*p*q*r*x^3-15220*b*c^3*g*p*q*x^4+42876*b*c^3*g*p*r^2*x^3-79050 *b*c^3*g*p*r*x^4+4558*b*c^3*g*q^3*x^3+31794*b*c^3*g*q^2*r*x^3-8462*b*c^3*g*q^2* x^4+29904*b*c^3*g*q*r^2*x^3-75150*b*c^3*g*q*r*x^4+4448*b*c^3*g*r^3*x^3-39384*b* c^3*g*r^2*x^4+5080*b*c^3*p^4*x^3+19332*b*c^3*p^3*q*x^3+23904*b*c^3*p^3*r*x^3-\ 4206*b*c^3*p^3*x^4+21592*b*c^3*p^2*q^2*x^3+65640*b*c^3*p^2*q*r*x^3-12086*b*c^3* p^2*q*x^4+23796*b*c^3*p^2*r^2*x^3-44706*b*c^3*p^2*r*x^4+8036*b*c^3*p*q^3*x^3+ 45992*b*c^3*p*q^2*r*x^3-12146*b*c^3*p*q^2*x^4+38520*b*c^3*p*q*r^2*x^3-91344*b*c ^3*p*q*r*x^4+5224*b*c^3*p*r^3*x^3-43020*b*c^3*p*r^2*x^4+696*b*c^3*q^4*x^3+7840* b*c^3*q^3*r*x^3-4266*b*c^3*q^3*x^4+10908*b*c^3*q^2*r^2*x^3-40350*b*c^3*q^2*r*x^ 4+2984*b*c^3*q*r^3*x^3-39924*b*c^3*q*r^2*x^4-80*b*c^3*r^4*x^3-6480*b*c^3*r^3*x^ 4+107*b*c^2*g^5*x^3+1639*b*c^2*g^4*p*x^3+1003*b*c^2*g^4*q*x^3+2000*b*c^2*g^4*r* x^3+224*b*c^2*g^4*x^4+6135*b*c^2*g^3*p^2*x^3+9104*b*c^2*g^3*p*q*x^3+15100*b*c^2 *g^3*p*r*x^3-244*b*c^2*g^3*p*x^4+2368*b*c^2*g^3*q^2*x^3+10084*b*c^2*g^3*q*r*x^3 -362*b*c^2*g^3*q*x^4+4410*b*c^2*g^3*r^2*x^3-8886*b*c^2*g^3*r*x^4+8726*b*c^2*g^2 *p^3*x^3+22521*b*c^2*g^2*p^2*q*x^3+31870*b*c^2*g^2*p^2*r*x^3-3086*b*c^2*g^2*p^2 *x^4+14355*b*c^2*g^2*p*q^2*x^3+51748*b*c^2*g^2*p*q*r*x^3-5096*b*c^2*g^2*p*q*x^4 +21018*b*c^2*g^2*p*r^2*x^3-37353*b*c^2*g^2*p*r*x^4+1994*b*c^2*g^2*q^3*x^3+14662 *b*c^2*g^2*q^2*r*x^3-3344*b*c^2*g^2*q^2*x^4+14118*b*c^2*g^2*q*r^2*x^3-35211*b*c ^2*g^2*q*r*x^4+2024*b*c^2*g^2*r^3*x^3-18864*b*c^2*g^2*r^2*x^4+5171*b*c^2*g*p^4* x^3+20204*b*c^2*g*p^3*q*x^3+24689*b*c^2*g*p^3*r*x^3-3935*b*c^2*g*p^3*x^4+22436* b*c^2*g*p^2*q^2*x^3+69393*b*c^2*g*p^2*q*r*x^3-10573*b*c^2*g*p^2*q*x^4+24918*b*c ^2*g*p^2*r^2*x^3-45246*b*c^2*g*p^2*r*x^4+8016*b*c^2*g*p*q^3*x^3+47791*b*c^2*g*p *q^2*r*x^3-10709*b*c^2*g*p*q^2*x^4+41154*b*c^2*g*p*q*r^2*x^3-92346*b*c^2*g*p*q* r*x^4+5556*b*c^2*g*p*r^3*x^3-44466*b*c^2*g*p*r^2*x^4+613*b*c^2*g*q^4*x^3+7527*b *c^2*g*q^3*r*x^3-4071*b*c^2*g*q^3*x^4+11094*b*c^2*g*q^2*r^2*x^3-40098*b*c^2*g*q ^2*r*x^4+3292*b*c^2*g*q*r^3*x^3-40662*b*c^2*g*q*r^2*x^4-40*b*c^2*g*r^4*x^3-6540 *b*c^2*g*r^3*x^4+1066*b*c^2*p^5*x^3+5855*b*c^2*p^4*q*x^3+6189*b*c^2*p^4*r*x^3-\ 1351*b*c^2*p^4*x^4+9768*b*c^2*p^3*q^2*x^3+26346*b*c^2*p^3*q*r*x^3-5270*b*c^2*p^ 3*q*x^4+8298*b*c^2*p^3*r^2*x^3-15885*b*c^2*p^3*r*x^4+6286*b*c^2*p^2*q^3*x^3+ 31224*b*c^2*p^2*q^2*r*x^3-7812*b*c^2*p^2*q^2*x^4+23841*b*c^2*p^2*q*r^2*x^3-\ 52767*b*c^2*p^2*q*r*x^4+2966*b*c^2*p^2*r^3*x^3-22086*b*c^2*p^2*r^2*x^4+1358*b*c ^2*p*q^4*x^3+12222*b*c^2*p*q^3*r*x^3-5218*b*c^2*p*q^3*x^4+15480*b*c^2*p*q^2*r^2 *x^3-49995*b*c^2*p*q^2*r*x^4+3912*b*c^2*p*q*r^3*x^3-46584*b*c^2*p*q*r^2*x^4-40* b*c^2*p*r^4*x^3-6620*b*c^2*p*r^3*x^4+51*b*c^2*q^5*x^3+1155*b*c^2*q^4*r*x^3-1325 *b*c^2*q^4*x^4+2097*b*c^2*q^3*r^2*x^3-13113*b*c^2*q^3*r*x^4+634*b*c^2*q^2*r^3*x ^3-18306*b*c^2*q^2*r^2*x^4-160*b*c^2*q*r^4*x^3-5760*b*c^2*q*r^3*x^4+3*b*c*g^6*x ^3+127*b*c*g^5*p*x^3+70*b*c*g^5*q*x^3+168*b*c*g^5*r*x^3+51*b*c*g^5*x^4+807*b*c* g^4*p^2*x^3+1144*b*c*g^4*p*q*x^3+2054*b*c*g^4*p*r*x^3+139*b*c*g^4*p*x^4+274*b*c *g^4*q^2*x^3+1258*b*c*g^4*q*r*x^3+95*b*c*g^4*q*x^4+513*b*c*g^4*r^2*x^3-1212*b*c *g^4*r*x^4+1749*b*c*g^3*p^3*x^3+4514*b*c*g^3*p^2*q*x^3+6530*b*c*g^3*p^2*r*x^3-\ 371*b*c*g^3*p^2*x^4+2764*b*c*g^3*p*q^2*x^3+10528*b*c*g^3*p*q*r*x^3-323*b*c*g^3* p*q*x^4+4272*b*c*g^3*p*r^2*x^3-7359*b*c*g^3*p*r*x^4+340*b*c*g^3*q^3*x^3+2678*b* c*g^3*q^2*r*x^3-495*b*c*g^3*q^2*x^4+2610*b*c*g^3*q*r^2*x^3-6882*b*c*g^3*q*r*x^4 +332*b*c*g^3*r^3*x^3-3744*b*c*g^3*r^2*x^4+1665*b*c*g^2*p^4*x^3+6700*b*c*g^2*p^3 *q*x^3+8095*b*c*g^2*p^3*r*x^3-1136*b*c*g^2*p^3*x^4+7360*b*c*g^2*p^2*q^2*x^3+ 23403*b*c*g^2*p^2*q*r*x^3-2573*b*c*g^2*p^2*q*x^4+8283*b*c*g^2*p^2*r^2*x^3-14541 *b*c*g^2*p^2*r*x^4+2480*b*c*g^2*p*q^3*x^3+15671*b*c*g^2*p*q^2*r*x^3-2682*b*c*g^ 2*p*q^2*x^4+13950*b*c*g^2*p*q*r^2*x^3-29490*b*c*g^2*p*q*r*x^4+1848*b*c*g^2*p*r^ 3*x^3-14586*b*c*g^2*p*r^2*x^4+155*b*c*g^2*q^4*x^3+2151*b*c*g^2*q^3*r*x^3-1245*b *c*g^2*q^3*x^4+3360*b*c*g^2*q^2*r^2*x^3-12624*b*c*g^2*q^2*r*x^4+1056*b*c*g^2*q* r^3*x^3-13050*b*c*g^2*q*r^2*x^4-2010*b*c*g^2*r^3*x^4+709*b*c*g*p^5*x^3+4128*b*c *g*p^4*q*x^3+4193*b*c*g*p^4*r*x^3-893*b*c*g*p^4*x^4+6934*b*c*g*p^3*q^2*x^3+ 18900*b*c*g*p^3*q*r*x^3-3223*b*c*g*p^3*q*x^4+5736*b*c*g*p^3*r^2*x^3-10821*b*c*g *p^3*r*x^4+4342*b*c*g*p^2*q^3*x^3+22398*b*c*g*p^2*q^2*r*x^3-4669*b*c*g*p^2*q^2* x^4+17481*b*c*g*p^2*q*r^2*x^3-36321*b*c*g*p^2*q*r*x^4+2104*b*c*g*p^2*r^3*x^3-\ 15396*b*c*g*p^2*r^2*x^4+849*b*c*g*p*q^4*x^3+8336*b*c*g*p*q^3*r*x^3-3241*b*c*g*p *q^3*x^4+11202*b*c*g*p*q^2*r^2*x^3-34065*b*c*g*p*q^2*r*x^4+3016*b*c*g*p*q*r^3*x ^3-32922*b*c*g*p*q*r^2*x^4-20*b*c*g*p*r^4*x^3-4670*b*c*g*p*r^3*x^4+22*b*c*g*q^5 *x^3+645*b*c*g*q^4*r*x^3-902*b*c*g*q^4*x^4+1317*b*c*g*q^3*r^2*x^3-8565*b*c*g*q^ 3*r*x^4+524*b*c*g*q^2*r^3*x^3-12150*b*c*g*q^2*r^2*x^4-60*b*c*g*q*r^4*x^3-3900*b *c*g*q*r^3*x^4+110*b*c*p^6*x^3+882*b*c*p^5*q*x^3+752*b*c*p^5*r*x^3-216*b*c*p^5* x^4+2072*b*c*p^4*q^2*x^3+4914*b*c*p^4*q*r*x^3-1108*b*c*p^4*q*x^4+1269*b*c*p^4*r ^2*x^3-2613*b*c*p^4*r*x^4+2024*b*c*p^3*q^3*x^3+8824*b*c*p^3*q^2*r*x^3-2224*b*c* p^3*q^2*x^4+6084*b*c*p^3*q*r^2*x^3-12900*b*c*p^3*q*r*x^4+668*b*c*p^3*r^3*x^3-\ 4572*b*c*p^3*r^2*x^4+810*b*c*p^2*q^4*x^3+5972*b*c*p^2*q^3*r*x^3-2184*b*c*p^2*q^ 3*x^4+6930*b*c*p^2*q^2*r^2*x^3-19818*b*c*p^2*q^2*r*x^4+1744*b*c*p^2*q*r^3*x^3-\ 16884*b*c*p^2*q*r^2*x^4+50*b*c*p^2*r^4*x^3-1970*b*c*p^2*r^3*x^4+86*b*c*p*q^5*x^ 3+1368*b*c*p*q^4*r*x^3-1048*b*c*p*q^4*x^4+2232*b*c*p*q^3*r^2*x^3-11388*b*c*p*q^ 3*r*x^4+564*b*c*p*q^2*r^3*x^3-15444*b*c*p*q^2*r^2*x^4-160*b*c*p*q*r^4*x^3-4500* b*c*p*q*r^3*x^4+58*b*c*q^5*r*x^3-196*b*c*q^5*x^4+117*b*c*q^4*r^2*x^3-1857*b*c*q ^4*r*x^4-3132*b*c*q^3*r^2*x^4-50*b*c*q^2*r^4*x^3-1350*b*c*q^2*r^3*x^4+2*b*g^6*p *x^3+b*g^6*q*x^3+4*b*g^6*r*x^3+3*b*g^6*x^4+36*b*g^5*p^2*x^3+44*b*g^5*p*q*x^3+98 *b*g^5*p*r*x^3+21*b*g^5*p*x^4+10*b*g^5*q^2*x^3+50*b*g^5*q*r*x^3+15*b*g^5*q*x^4+ 15*b*g^5*r^2*x^3-63*b*g^5*r*x^4+121*b*g^4*p^3*x^3+303*b*g^4*p^2*q*x^3+466*b*g^4 *p^2*r*x^3+173*b*g^4*p*q^2*x^3+732*b*g^4*p*q*r*x^3+59*b*g^4*p*q*x^4+297*b*g^4*p *r^2*x^3-504*b*g^4*p*r*x^4+18*b*g^4*q^3*x^3+150*b*g^4*q^2*r*x^3-22*b*g^4*q^2*x^ 4+141*b*g^4*q*r^2*x^3-471*b*g^4*q*r*x^4+12*b*g^4*r^3*x^3-252*b*g^4*r^2*x^4+168* b*g^3*p^4*x^3+694*b*g^3*p^3*q*x^3+834*b*g^3*p^3*r*x^3-100*b*g^3*p^3*x^4+746*b*g ^3*p^2*q^2*x^3+2490*b*g^3*p^2*q*r*x^3-124*b*g^3*p^2*q*x^4+864*b*g^3*p^2*r^2*x^3 -1473*b*g^3*p^2*r*x^4+230*b*g^3*p*q^3*x^3+1588*b*g^3*p*q^2*r*x^3-152*b*g^3*p*q^ 2*x^4+1476*b*g^3*p*q*r^2*x^3-2928*b*g^3*p*q*r*x^4+188*b*g^3*p*r^3*x^3-1500*b*g^ 3*p*r^2*x^4+10*b*g^3*q^4*x^3+164*b*g^3*q^3*r*x^3-128*b*g^3*q^3*x^4+267*b*g^3*q^ 2*r^2*x^3-1257*b*g^3*q^2*r*x^4+84*b*g^3*q*r^3*x^3-1296*b*g^3*q*r^2*x^4-180*b*g^ 3*r^3*x^4+111*b*g^2*p^5*x^3+695*b*g^2*p^4*q*x^3+669*b*g^2*p^4*r*x^3-144*b*g^2*p ^4*x^4+1174*b*g^2*p^3*q^2*x^3+3255*b*g^2*p^3*q*r*x^3-435*b*g^2*p^3*q*x^4+933*b* g^2*p^3*r^2*x^3-1764*b*g^2*p^3*r*x^4+708*b*g^2*p^2*q^3*x^3+3849*b*g^2*p^2*q^2*r *x^3-593*b*g^2*p^2*q^2*x^4+3084*b*g^2*p^2*q*r^2*x^3-5943*b*g^2*p^2*q*r*x^4+352* b*g^2*p^2*r^3*x^3-2550*b*g^2*p^2*r^2*x^4+119*b*g^2*p*q^4*x^3+1329*b*g^2*p*q^3*r *x^3-457*b*g^2*p*q^3*x^4+1920*b*g^2*p*q^2*r^2*x^3-5508*b*g^2*p*q^2*r*x^4+552*b* g^2*p*q*r^3*x^3-5562*b*g^2*p*q*r^2*x^4-770*b*g^2*p*r^3*x^4+b*g^2*q^5*x^3+66*b*g ^2*q^4*r*x^3-155*b*g^2*q^4*x^4+159*b*g^2*q^3*r^2*x^3-1329*b*g^2*q^3*r*x^4+84*b* g^2*q^2*r^3*x^3-1872*b*g^2*q^2*r^2*x^4-600*b*g^2*q*r^3*x^4+34*b*g*p^6*x^3+312*b *g*p^5*q*x^3+238*b*g*p^5*r*x^3-75*b*g*p^5*x^4+752*b*g*p^4*q^2*x^3+1779*b*g*p^4* q*r*x^3-355*b*g*p^4*q*x^4+414*b*g*p^4*r^2*x^3-885*b*g*p^4*r*x^4+724*b*g*p^3*q^3 *x^3+3261*b*g*p^3*q^2*r*x^3-686*b*g*p^3*q^2*x^4+2271*b*g*p^3*q*r^2*x^3-4521*b*g *p^3*q*r*x^4+228*b*g*p^3*r^3*x^3-1578*b*g*p^3*r^2*x^4+270*b*g*p^2*q^4*x^3+2143* b*g*p^2*q^3*r*x^3-678*b*g*p^2*q^3*x^4+2622*b*g*p^2*q^2*r^2*x^3-6948*b*g*p^2*q^2 *r*x^4+684*b*g*p^2*q*r^3*x^3-6156*b*g*p^2*q*r^2*x^4+20*b*g*p^2*r^4*x^3-700*b*g* p^2*r^3*x^4+20*b*g*p*q^5*x^3+429*b*g*p*q^4*r*x^3-343*b*g*p*q^4*x^4+783*b*g*p*q^ 3*r^2*x^3-3873*b*g*p*q^3*r*x^4+236*b*g*p*q^2*r^3*x^3-5490*b*g*p*q^2*r^2*x^4-60* b*g*p*q*r^4*x^3-1680*b*g*p*q*r^3*x^4+6*b*g*q^5*r*x^3-71*b*g*q^5*x^4+18*b*g*q^4* r^2*x^3-561*b*g*q^4*r*x^4+12*b*g*q^3*r^3*x^3-912*b*g*q^3*r^2*x^4-390*b*g*q^2*r^ 3*x^4+4*b*p^7*x^3+51*b*p^6*q*x^3+31*b*p^6*r*x^3-13*b*p^6*x^4+164*b*p^5*q^2*x^3+ 336*b*p^5*q*r*x^3-88*b*p^5*q*x^4+63*b*p^5*r^2*x^3-153*b*p^5*r*x^4+226*b*p^4*q^3 *x^3+868*b*p^4*q^2*r*x^3-232*b*p^4*q^2*x^4+531*b*p^4*q*r^2*x^3-1110*b*p^4*q*r*x ^4+46*b*p^4*r^3*x^3-306*b*p^4*r^2*x^4+144*b*p^3*q^4*x^3+898*b*p^3*q^3*r*x^3-308 *b*p^3*q^3*x^4+954*b*p^3*q^2*r^2*x^3-2493*b*p^3*q^2*r*x^4+240*b*p^3*q*r^3*x^3-\ 1872*b*p^3*q*r^2*x^4+10*b*p^3*r^4*x^3-160*b*p^3*r^3*x^4+35*b*p^2*q^5*x^3+381*b* p^2*q^4*r*x^3-217*b*p^2*q^4*x^4+567*b*p^2*q^3*r^2*x^3-2349*b*p^2*q^3*r*x^4+170* b*p^2*q^2*r^3*x^3-2970*b*p^2*q^2*r^2*x^4-750*b*p^2*q*r^3*x^4+46*b*p*q^5*r*x^3-\ 76*b*p*q^5*x^4+81*b*p*q^4*r^2*x^3-894*b*p*q^4*r*x^4-24*b*p*q^3*r^3*x^3-1548*b*p *q^3*r^2*x^4-50*b*p*q^2*r^4*x^3-660*b*p*q^2*r^3*x^4-10*b*q^6*x^4-81*b*q^5*r*x^4 -144*b*q^4*r^2*x^4-70*b*q^3*r^3*x^4+1280*c^8*x^3+3456*c^7*g*x^3+4576*c^7*p*x^3+ 3360*c^7*q*x^3+5760*c^7*r*x^3-704*c^7*x^4+3840*c^6*g^2*x^3+10944*c^6*g*p*x^3+ 8000*c^6*g*q*x^3+13632*c^6*g*r*x^3-1504*c^6*g*x^4+6728*c^6*p^2*x^3+11008*c^6*p* q*x^3+16736*c^6*p*r*x^3-2288*c^6*p*x^4+3576*c^6*q^2*x^3+13216*c^6*q*r*x^3-2288* c^6*q*x^4+5760*c^6*r^2*x^3-10368*c^6*r*x^4+2240*c^5*g^3*x^3+10608*c^5*g^2*p*x^3 +7696*c^5*g^2*q*x^3+13056*c^5*g^2*r*x^3-1216*c^5*g^2*x^4+13908*c^5*g*p^2*x^3+ 22848*c^5*g*p*q*x^3+34576*c^5*g*p*r*x^3-4264*c^5*g*p*x^4+7308*c^5*g*q^2*x^3+ 27056*c^5*g*q*r*x^3-4264*c^5*g*q*x^4+11712*c^5*g*r^2*x^3-20832*c^5*g*r*x^4+5268 *c^5*p^3*x^3+14548*c^5*p^2*q*x^3+19384*c^5*p^2*r*x^3-3120*c^5*p^2*x^4+10604*c^5 *p*q^2*x^3+34560*c^5*p*q*r*x^3-6048*c^5*p*q*x^4+13464*c^5*p*r^2*x^3-23832*c^5*p *r*x^4+1964*c^5*q^3*x^3+12008*c^5*q^2*r*x^3-3120*c^5*q^2*x^4+10728*c^5*q*r^2*x^ 3-23832*c^5*q*r*x^4+1600*c^5*r^3*x^3-11808*c^5*r^2*x^4+720*c^4*g^4*x^3+5296*c^4 *g^3*p*x^3+3792*c^4*g^3*q*x^3+6432*c^4*g^3*r*x^3-432*c^4*g^3*x^4+11370*c^4*g^2* p^2*x^3+18752*c^4*g^2*p*q*x^3+28296*c^4*g^2*p*r*x^3-2972*c^4*g^2*p*x^4+5862*c^4 *g^2*q^2*x^3+21816*c^4*g^2*q*r*x^3-2972*c^4*g^2*q*x^4+9312*c^4*g^2*r^2*x^3-\ 16560*c^4*g^2*r*x^4+9088*c^4*g*p^3*x^3+25512*c^4*g*p^2*q*x^3+33680*c^4*g*p^2*r* x^3-4984*c^4*g*p^2*x^4+18472*c^4*g*p*q^2*x^3+60480*c^4*g*p*q*r*x^3-9464*c^4*g*p *q*x^4+23400*c^4*g*p*r^2*x^3-40356*c^4*g*p*r*x^4+3312*c^4*g*q^3*x^3+20512*c^4*g *q^2*r*x^3-4984*c^4*g*q^2*x^4+18456*c^4*g*q*r^2*x^3-40356*c^4*g*q*r*x^4+2720*c^ 4*g*r^3*x^3-20064*c^4*g*r^2*x^4+2362*c^4*p^4*x^3+10028*c^4*p^3*q*x^3+11396*c^4* p^3*r*x^3-2280*c^4*p^3*x^4+12288*c^4*p^2*q^2*x^3+35332*c^4*p^2*q*r*x^3-6600*c^4 *p^2*q*x^4+11898*c^4*p^2*r^2*x^3-21744*c^4*p^2*r*x^4+5204*c^4*p*q^3*x^3+27596*c ^4*p*q^2*r*x^3-6600*c^4*p*q^2*x^4+22464*c^4*p*q*r^2*x^3-46584*c^4*p*q*r*x^4+ 2960*c^4*p*r^3*x^3-20952*c^4*p*r^2*x^4+582*c^4*q^4*x^3+5452*c^4*q^3*r*x^3-2280* c^4*q^3*x^4+7398*c^4*q^2*r^2*x^3-21744*c^4*q^2*r*x^4+2160*c^4*q*r^3*x^3-20952*c ^4*q*r^2*x^4-3280*c^4*r^3*x^4+120*c^3*g^5*x^3+1422*c^3*g^4*p*x^3+994*c^3*g^4*q* x^3+1704*c^3*g^4*r*x^3-44*c^3*g^4*x^4+4627*c^3*g^3*p^2*x^3+7648*c^3*g^3*p*q*x^3 +11564*c^3*g^3*p*r*x^3-914*c^3*g^3*p*x^4+2309*c^3*g^3*q^2*x^3+8692*c^3*g^3*q*r* x^3-914*c^3*g^3*q*x^4+3600*c^3*g^3*r^2*x^3-6600*c^3*g^3*r*x^4+5957*c^3*g^2*p^3* x^3+17069*c^3*g^2*p^2*q*x^3+22310*c^3*g^2*p^2*r*x^3-2940*c^3*g^2*p^2*x^4+12227* c^3*g^2*p*q^2*x^3+40416*c^3*g^2*p*q*r*x^3-5304*c^3*g^2*p*q*x^4+15450*c^3*g^2*p* r^2*x^3-25998*c^3*g^2*p*r*x^4+2091*c^3*g^2*q^3*x^3+13186*c^3*g^2*q^2*r*x^3-2940 *c^3*g^2*q^2*x^4+11910*c^3*g^2*q*r^2*x^3-25998*c^3*g^2*q*r*x^4+1680*c^3*g^2*r^3 *x^3-12936*c^3*g^2*r^2*x^4+3217*c^3*g*p^4*x^3+14198*c^3*g*p^3*q*x^3+15736*c^3*g *p^3*r*x^3-3010*c^3*g*p^3*x^4+17464*c^3*g*p^2*q^2*x^3+50336*c^3*g*p^2*q*r*x^3-\ 8430*c^3*g*p^2*q*x^4+16599*c^3*g*p^2*r^2*x^3-29676*c^3*g*p^2*r*x^4+7242*c^3*g*p *q^3*x^3+39040*c^3*g*p*q^2*r*x^3-8430*c^3*g*p*q^2*x^4+32064*c^3*g*p*q*r^2*x^3-\ 64176*c^3*g*p*q*r*x^4+4136*c^3*g*p*r^3*x^3-28956*c^3*g*p*r^2*x^4+759*c^3*g*q^4* x^3+7352*c^3*g*q^3*r*x^3-3010*c^3*g*q^3*x^4+10233*c^3*g*q^2*r^2*x^3-29676*c^3*g *q^2*r*x^4+3064*c^3*g*q*r^3*x^3-28956*c^3*g*q*r^2*x^4-4480*c^3*g*r^3*x^4+601*c^ 3*p^5*x^3+3871*c^3*p^4*q*x^3+3550*c^3*p^4*r*x^3-948*c^3*p^4*x^4+7126*c^3*p^3*q^ 2*x^3+17956*c^3*p^3*q*r*x^3-3744*c^3*p^3*q*x^4+4923*c^3*p^3*r^2*x^3-9918*c^3*p^ 3*r*x^4+5130*c^3*p^2*q^3*x^3+23832*c^3*p^2*q^2*r*x^3-5592*c^3*p^2*q^2*x^4+17451 *c^3*p^2*q*r^2*x^3-34866*c^3*p^2*q*r*x^4+1924*c^3*p^2*r^3*x^3-13680*c^3*p^2*r^2 *x^4+1361*c^3*p*q^4*x^3+10700*c^3*p*q^3*r*x^3-3744*c^3*p*q^3*x^4+13365*c^3*p*q^ 2*r^2*x^3-34866*c^3*p*q^2*r*x^4+3680*c^3*p*q*r^3*x^3-31248*c^3*p*q*r^2*x^4+40*c ^3*p*r^4*x^3-4180*c^3*p*r^3*x^4+87*c^3*q^5*x^3+1274*c^3*q^4*r*x^3-948*c^3*q^4*x ^4+2277*c^3*q^3*r^2*x^3-9918*c^3*q^3*r*x^4+876*c^3*q^2*r^3*x^3-13680*c^3*q^2*r^ 2*x^4-40*c^3*q*r^4*x^3-4180*c^3*q*r^3*x^4+8*c^2*g^6*x^3+192*c^2*g^5*p*x^3+128*c ^2*g^5*q*x^3+228*c^2*g^5*r*x^3+10*c^2*g^5*x^4+963*c^2*g^4*p^2*x^3+1584*c^2*g^4* p*q*x^3+2432*c^2*g^4*p*r*x^3-98*c^2*g^4*p*x^4+453*c^2*g^4*q^2*x^3+1744*c^2*g^4* q*r*x^3-98*c^2*g^4*q*x^4+672*c^2*g^4*r^2*x^3-1380*c^2*g^4*r*x^4+1827*c^2*g^3*p^ 3*x^3+5365*c^2*g^3*p^2*q*x^3+6950*c^2*g^3*p^2*r*x^3-774*c^2*g^3*p^2*x^4+3775*c^ 2*g^3*p*q^2*x^3+12720*c^2*g^3*p*q*r*x^3-1206*c^2*g^3*p*q*x^4+4764*c^2*g^3*p*r^2 *x^3-7875*c^2*g^3*p*r*x^4+601*c^2*g^3*q^3*x^3+3886*c^2*g^3*q^2*r*x^3-774*c^2*g^ 3*q^2*x^4+3492*c^2*g^3*q*r^2*x^3-7875*c^2*g^3*q*r*x^4+440*c^2*g^3*r^3*x^3-3888* c^2*g^3*r^2*x^4+1552*c^2*g^2*p^4*x^3+7212*c^2*g^2*p^3*q*x^3+7731*c^2*g^2*p^3*r* x^3-1417*c^2*g^2*p^3*x^4+8900*c^2*g^2*p^2*q^2*x^3+25815*c^2*g^2*p^2*q*r*x^3-\ 3669*c^2*g^2*p^2*q*x^4+8247*c^2*g^2*p^2*r^2*x^3-14472*c^2*g^2*p^2*r*x^4+3580*c^ 2*g^2*p*q^3*x^3+19773*c^2*g^2*p*q^2*r*x^3-3669*c^2*g^2*p*q^2*x^4+16416*c^2*g^2* p*q*r^2*x^3-31590*c^2*g^2*p*q*r*x^4+2040*c^2*g^2*p*r^3*x^3-14256*c^2*g^2*p*r^2* x^4+340*c^2*g^2*q^4*x^3+3441*c^2*g^2*q^3*r*x^3-1417*c^2*g^2*q^3*x^4+4905*c^2*g^ 2*q^2*r^2*x^3-14472*c^2*g^2*q^2*r*x^4+1480*c^2*g^2*q*r^3*x^3-14256*c^2*g^2*q*r^ 2*x^4-2100*c^2*g^2*r^3*x^4+583*c^2*g*p^5*x^3+4115*c^2*g*p^4*q*x^3+3514*c^2*g*p^ 4*r*x^3-970*c^2*g*p^4*x^4+7720*c^2*g*p^3*q^2*x^3+19332*c^2*g*p^3*q*r*x^3-3682*c ^2*g*p^3*q*x^4+4953*c^2*g*p^3*r^2*x^3-10131*c^2*g*p^3*r*x^4+5504*c^2*g*p^2*q^3* x^3+25956*c^2*g*p^2*q^2*r*x^3-5424*c^2*g*p^2*q^2*x^4+19035*c^2*g*p^2*q*r^2*x^3-\ 36531*c^2*g*p^2*q*r*x^4+1940*c^2*g*p^2*r^3*x^3-14202*c^2*g*p^2*r^2*x^4+1393*c^2 *g*p*q^4*x^3+11364*c^2*g*p*q^3*r*x^3-3682*c^2*g*p*q^3*x^4+14589*c^2*g*p*q^2*r^2 *x^3-36531*c^2*g*p*q^2*r*x^4+4080*c^2*g*p*q*r^3*x^3-33372*c^2*g*p*q*r^2*x^4+20* c^2*g*p*r^4*x^3-4410*c^2*g*p*r^3*x^4+77*c^2*g*q^5*x^3+1226*c^2*g*q^4*r*x^3-970* c^2*g*q^4*x^4+2319*c^2*g*q^3*r^2*x^3-10131*c^2*g*q^3*r*x^4+980*c^2*g*q^2*r^3*x^ 3-14202*c^2*g*q^2*r^2*x^4-20*c^2*g*q*r^4*x^3-4410*c^2*g*q*r^3*x^4+79*c^2*p^6*x^ 3+830*c^2*p^5*q*x^3+545*c^2*p^5*r*x^3-219*c^2*p^5*x^4+2179*c^2*p^4*q^2*x^3+4743 *c^2*p^4*q*r*x^3-1143*c^2*p^4*q*x^4+936*c^2*p^4*r^2*x^3-2322*c^2*p^4*r*x^4+2352 *c^2*p^3*q^3*x^3+9634*c^2*p^3*q^2*r*x^3-2334*c^2*p^3*q^2*x^4+6246*c^2*p^3*q*r^2 *x^3-12366*c^2*p^3*q*r*x^4+514*c^2*p^3*r^3*x^3-3978*c^2*p^3*r^2*x^4+1097*c^2*p^ 2*q^4*x^3+7358*c^2*p^2*q^3*r*x^3-2334*c^2*p^2*q^3*x^4+8424*c^2*p^2*q^2*r^2*x^3-\ 20088*c^2*p^2*q^2*r*x^4+2210*c^2*p^2*q*r^3*x^3-16254*c^2*p^2*q*r^2*x^4+50*c^2*p ^2*r^4*x^3-1710*c^2*p^2*r^3*x^4+178*c^2*p*q^5*x^3+2061*c^2*p*q^4*r*x^3-1143*c^2 *p*q^4*x^4+3402*c^2*p*q^3*r^2*x^3-12366*c^2*p*q^3*r*x^4+1270*c^2*p*q^2*r^3*x^3-\ 16254*c^2*p*q^2*r^2*x^4-4500*c^2*p*q*r^3*x^4+5*c^2*q^6*x^3+139*c^2*q^5*r*x^3-\ 219*c^2*q^5*x^4+288*c^2*q^4*r^2*x^3-2322*c^2*q^4*r*x^4+86*c^2*q^3*r^3*x^3-3978* c^2*q^3*r^2*x^4-50*c^2*q^2*r^4*x^3-1710*c^2*q^2*r^3*x^4+10*c*g^6*p*x^3+6*c*g^6* q*x^3+12*c*g^6*r*x^3+2*c*g^6*x^4+93*c*g^5*p^2*x^3+148*c*g^5*p*q*x^3+240*c*g^5*p *r*x^3+5*c*g^5*p*x^4+39*c*g^5*q^2*x^3+156*c*g^5*q*r*x^3+5*c*g^5*q*x^4+48*c*g^5* r^2*x^3-144*c*g^5*r*x^4+257*c*g^4*p^3*x^3+773*c*g^4*p^2*q*x^3+1000*c*g^4*p^2*r* x^3-86*c*g^4*p^2*x^4+527*c*g^4*p*q^2*x^3+1848*c*g^4*p*q*r*x^3-70*c*g^4*p*q*x^4+ 669*c*g^4*p*r^2*x^3-1107*c*g^4*p*r*x^4+75*c*g^4*q^3*x^3+500*c*g^4*q^2*r*x^3-86* c*g^4*q^2*x^4+435*c*g^4*q*r^2*x^3-1107*c*g^4*q*r*x^4+40*c*g^4*r^3*x^3-528*c*g^4 *r^2*x^4+309*c*g^3*p^4*x^3+1538*c*g^3*p^3*q*x^3+1576*c*g^3*p^3*r*x^3-283*c*g^3* p^3*x^4+1900*c*g^3*p^2*q^2*x^3+5592*c*g^3*p^2*q*r*x^3-600*c*g^3*p^2*q*x^4+1701* c*g^3*p^2*r^2*x^3-2961*c*g^3*p^2*r*x^4+730*c*g^3*p*q^3*x^3+4188*c*g^3*p*q^2*r*x ^3-600*c*g^3*p*q^2*x^4+3528*c*g^3*p*q*r^2*x^3-6498*c*g^3*p*q*r*x^4+412*c*g^3*p* r^3*x^3-2916*c*g^3*p*r^2*x^4+59*c*g^3*q^4*x^3+632*c*g^3*q^3*r*x^3-283*c*g^3*q^3 *x^4+915*c*g^3*q^2*r^2*x^3-2961*c*g^3*q^2*r*x^4+268*c*g^3*q*r^3*x^3-2916*c*g^3* q*r^2*x^4-380*c*g^3*r^3*x^4+173*c*g^2*p^5*x^3+1395*c*g^2*p^4*q*x^3+1071*c*g^2*p ^4*r*x^3-323*c*g^2*p^4*x^4+2678*c*g^2*p^3*q^2*x^3+6668*c*g^2*p^3*q*r*x^3-1121*c *g^2*p^3*q*x^4+1539*c*g^2*p^3*r^2*x^3-3285*c*g^2*p^3*r*x^4+1882*c*g^2*p^2*q^3*x ^3+9072*c*g^2*p^2*q^2*r*x^3-1596*c*g^2*p^2*q^2*x^4+6666*c*g^2*p^2*q*r^2*x^3-\ 12186*c*g^2*p^2*q*r*x^4+604*c*g^2*p^2*r^3*x^3-4644*c*g^2*p^2*r^2*x^4+445*c*g^2* p*q^4*x^3+3820*c*g^2*p*q^3*r*x^3-1121*c*g^2*p*q^3*x^4+5070*c*g^2*p*q^2*r^2*x^3-\ 12186*c*g^2*p*q^2*r*x^4+1440*c*g^2*p*q*r^3*x^3-11376*c*g^2*p*q*r^2*x^4-1440*c*g ^2*p*r^3*x^4+19*c*g^2*q^5*x^3+345*c*g^2*q^4*r*x^3-323*c*g^2*q^4*x^4+693*c*g^2*q ^3*r^2*x^3-3285*c*g^2*q^3*r*x^4+316*c*g^2*q^2*r^3*x^3-4644*c*g^2*q^2*r^2*x^4-\ 1440*c*g^2*q*r^3*x^4+42*c*g*p^6*x^3+579*c*g*p^5*q*x^3+298*c*g*p^5*r*x^3-154*c*g *p^5*x^4+1592*c*g*p^4*q^2*x^3+3372*c*g*p^4*q*r*x^3-770*c*g*p^4*q*x^4+522*c*g*p^ 4*r^2*x^3-1539*c*g*p^4*r*x^4+1724*c*g*p^3*q^3*x^3+7130*c*g*p^3*q^2*r*x^3-1540*c *g*p^3*q^2*x^4+4539*c*g*p^3*q*r^2*x^3-8703*c*g*p^3*q*r*x^4+284*c*g*p^3*r^3*x^3-\ 2658*c*g*p^3*r^2*x^4+780*c*g*p^2*q^4*x^3+5410*c*g*p^2*q^3*r*x^3-1540*c*g*p^2*q^ 3*x^4+6336*c*g*p^2*q^2*r^2*x^3-14328*c*g*p^2*q^2*r*x^4+1648*c*g*p^2*q*r^3*x^3-\ 11790*c*g*p^2*q*r^2*x^4+20*c*g*p^2*r^4*x^3-1170*c*g*p^2*r^3*x^4+113*c*g*p*q^5*x ^3+1428*c*g*p*q^4*r*x^3-770*c*g*p*q^4*x^4+2493*c*g*p*q^3*r^2*x^3-8703*c*g*p*q^3 *r*x^4+992*c*g*p*q^2*r^3*x^3-11790*c*g*p*q^2*r^2*x^4-3360*c*g*p*q*r^3*x^4+2*c*g *q^6*x^3+74*c*g*q^5*r*x^3-154*c*g*q^5*x^4+174*c*g*q^4*r^2*x^3-1539*c*g*q^4*r*x^ 4+76*c*g*q^3*r^3*x^3-2658*c*g*q^3*r^2*x^4-20*c*g*q^2*r^4*x^3-1170*c*g*q^2*r^3*x ^4+4*c*p^7*x^3+91*c*p^6*q*x^3+31*c*p^6*r*x^3-25*c*p^6*x^4+333*c*p^5*q^2*x^3+614 *c*p^5*q*r*x^3-174*c*p^5*q*x^4+63*c*p^5*r^2*x^3-252*c*p^5*r*x^4+502*c*p^4*q^3*x ^3+1819*c*p^4*q^2*r*x^3-471*c*p^4*q^2*x^4+1026*c*p^4*q*r^2*x^3-2052*c*p^4*q*r*x ^4+46*c*p^4*r^3*x^3-486*c*p^4*r^2*x^4+358*c*p^3*q^4*x^3+2088*c*p^3*q^3*r*x^3-\ 644*c*p^3*q^3*x^4+2187*c*p^3*q^2*r^2*x^3-4896*c*p^3*q^2*r*x^4+544*c*p^3*q*r^3*x ^3-3456*c*p^3*q*r^2*x^4+10*c*p^3*r^4*x^3-250*c*p^3*r^3*x^4+111*c*p^2*q^5*x^3+ 1025*c*p^2*q^4*r*x^3-471*c*p^2*q^4*x^4+1557*c*p^2*q^3*r^2*x^3-4896*c*p^2*q^3*r* x^4+600*c*p^2*q^2*r^3*x^3-5940*c*p^2*q^2*r^2*x^4+50*c*p^2*q*r^4*x^3-1410*c*p^2* q*r^3*x^4+9*c*p*q^6*x^3+178*c*p*q^5*r*x^3-174*c*p*q^5*x^4+342*c*p*q^4*r^2*x^3-\ 2052*c*p*q^4*r*x^4+96*c*p*q^3*r^3*x^3-3456*c*p*q^3*r^2*x^4-50*c*p*q^2*r^4*x^3-\ 1410*c*p*q^2*r^3*x^4+5*c*q^6*r*x^3-25*c*q^6*x^4+9*c*q^5*r^2*x^3-252*c*q^5*r*x^4 -6*c*q^4*r^3*x^3-486*c*q^4*r^2*x^4-10*c*q^3*r^4*x^3-250*c*q^3*r^3*x^4+3*g^6*p^2 *x^3+4*g^6*p*q*x^3+8*g^6*p*r*x^3+g^6*p*x^4+g^6*q^2*x^3+4*g^6*q*r*x^3+g^6*q*x^4-\ 6*g^6*r*x^4+13*g^5*p^3*x^3+39*g^5*p^2*q*x^3+52*g^5*p^2*r*x^3-3*g^5*p^2*x^4+25*g ^5*p*q^2*x^3+96*g^5*p*q*r*x^3+6*g^5*p*q*x^4+33*g^5*p*r^2*x^3-57*g^5*p*r*x^4+3*g ^5*q^3*x^3+20*g^5*q^2*r*x^3-3*g^5*q^2*x^4+15*g^5*q*r^2*x^3-57*g^5*q*r*x^4-24*g^ 5*r^2*x^4+21*g^4*p^4*x^3+114*g^4*p^3*q*x^3+110*g^4*p^3*r*x^3-21*g^4*p^3*x^4+140 *g^4*p^2*q^2*x^3+426*g^4*p^2*q*r*x^3-24*g^4*p^2*q*x^4+120*g^4*p^2*r^2*x^3-213*g ^4*p^2*r*x^4+50*g^4*p*q^3*x^3+306*g^4*p*q^2*r*x^3-24*g^4*p*q^2*x^4+264*g^4*p*q* r^2*x^3-462*g^4*p*q*r*x^4+28*g^4*p*r^3*x^3-204*g^4*p*r^2*x^4+3*g^4*q^4*x^3+34*g ^4*q^3*r*x^3-21*g^4*q^3*x^4+48*g^4*q^2*r^2*x^3-213*g^4*q^2*r*x^4+12*g^4*q*r^3*x ^3-204*g^4*q*r^2*x^4-20*g^4*r^3*x^4+15*g^3*p^5*x^3+149*g^3*p^4*q*x^3+96*g^3*p^4 *r*x^3-36*g^3*p^4*x^4+294*g^3*p^3*q^2*x^3+730*g^3*p^3*q*r*x^3-102*g^3*p^3*q*x^4 +141*g^3*p^3*r^2*x^3-336*g^3*p^3*r*x^4+202*g^3*p^2*q^3*x^3+1008*g^3*p^2*q^2*r*x ^3-132*g^3*p^2*q^2*x^4+744*g^3*p^2*q*r^2*x^3-1278*g^3*p^2*q*r*x^4+56*g^3*p^2*r^ 3*x^3-468*g^3*p^2*r^2*x^4+43*g^3*p*q^4*x^3+398*g^3*p*q^3*r*x^3-102*g^3*p*q^3*x^ 4+552*g^3*p*q^2*r^2*x^3-1278*g^3*p*q^2*r*x^4+160*g^3*p*q*r^3*x^3-1224*g^3*p*q*r ^2*x^4-140*g^3*p*r^3*x^4+g^3*q^5*x^3+24*g^3*q^4*r*x^3-36*g^3*q^4*x^4+51*g^3*q^3 *r^2*x^3-336*g^3*q^3*r*x^4+24*g^3*q^2*r^3*x^3-468*g^3*q^2*r^2*x^4-140*g^3*q*r^3 *x^4+4*g^2*p^6*x^3+96*g^2*p^5*q*x^3+30*g^2*p^5*r*x^3-27*g^2*p^5*x^4+280*g^2*p^4 *q^2*x^3+573*g^2*p^4*q*r*x^3-123*g^2*p^4*q*x^4+54*g^2*p^4*r^2*x^3-240*g^2*p^4*r *x^4+304*g^2*p^3*q^3*x^3+1275*g^2*p^3*q^2*r*x^3-234*g^2*p^3*q^2*x^4+792*g^2*p^3 *q*r^2*x^3-1464*g^2*p^3*q*r*x^4+28*g^2*p^3*r^3*x^3-408*g^2*p^3*r^2*x^4+132*g^2* p^2*q^4*x^3+957*g^2*p^2*q^3*r*x^3-234*g^2*p^2*q^3*x^4+1152*g^2*p^2*q^2*r^2*x^3-\ 2448*g^2*p^2*q^2*r*x^4+296*g^2*p^2*q*r^3*x^3-2052*g^2*p^2*q*r^2*x^4-180*g^2*p^2 *r^3*x^4+16*g^2*p*q^5*x^3+231*g^2*p*q^4*r*x^3-123*g^2*p*q^4*x^4+432*g^2*p*q^3*r ^2*x^3-1464*g^2*p*q^3*r*x^4+184*g^2*p*q^2*r^3*x^3-2052*g^2*p*q^2*r^2*x^4-600*g^ 2*p*q*r^3*x^4+6*g^2*q^5*r*x^3-27*g^2*q^5*x^4+18*g^2*q^4*r^2*x^3-240*g^2*q^4*r*x ^4+12*g^2*q^3*r^3*x^3-408*g^2*q^3*r^2*x^4-180*g^2*q^2*r^3*x^4+30*g*p^6*q*x^3-9* g*p^6*x^4+122*g*p^5*q^2*x^3+208*g*p^5*q*r*x^3-60*g*p^5*q*x^4-75*g*p^5*r*x^4+188 *g*p^4*q^3*x^3+680*g*p^4*q^2*r*x^3-159*g*p^4*q^2*x^4+360*g*p^4*q*r^2*x^3-717*g* p^4*q*r*x^4-138*g*p^4*r^2*x^4+132*g*p^3*q^4*x^3+792*g*p^3*q^3*r*x^3-216*g*p^3*q ^3*x^4+840*g*p^3*q^2*r^2*x^3-1776*g*p^3*q^2*r*x^4+200*g*p^3*q*r^3*x^3-1254*g*p^ 3*q*r^2*x^4-70*g*p^3*r^3*x^4+38*g*p^2*q^5*x^3+376*g*p^2*q^4*r*x^3-159*g*p^2*q^4 *x^4+600*g*p^2*q^3*r^2*x^3-1776*g*p^2*q^3*r*x^4+240*g*p^2*q^2*r^3*x^3-2232*g*p^ 2*q^2*r^2*x^4+20*g*p^2*q*r^4*x^3-540*g*p^2*q*r^3*x^4+2*g*p*q^6*x^3+56*g*p*q^5*r *x^3-60*g*p*q^5*x^4+120*g*p*q^4*r^2*x^3-717*g*p*q^4*r*x^4+40*g*p*q^3*r^3*x^3-\ 1254*g*p*q^3*r^2*x^4-20*g*p*q^2*r^4*x^3-540*g*p*q^2*r^3*x^4-9*g*q^6*x^4-75*g*q^ 5*r*x^4-138*g*q^4*r^2*x^4-70*g*q^3*r^3*x^4+4*p^7*q*x^3-p^7*x^4+20*p^6*q^2*x^3+ 31*p^6*q*r*x^3-10*p^6*q*x^4-9*p^6*r*x^4+40*p^5*q^3*x^3+129*p^5*q^2*r*x^3-36*p^5 *q^2*x^4+63*p^5*q*r^2*x^3-126*p^5*q*r*x^4-18*p^5*r^2*x^4+40*p^4*q^4*x^3+206*p^4 *q^3*r*x^3-65*p^4*q^3*x^4+198*p^4*q^2*r^2*x^3-423*p^4*q^2*r*x^4+46*p^4*q*r^3*x^ 3-252*p^4*q*r^2*x^4-10*p^4*r^3*x^4+20*p^3*q^5*x^3+154*p^3*q^4*r*x^3-65*p^3*q^4* x^4+216*p^3*q^3*r^2*x^3-612*p^3*q^3*r*x^4+86*p^3*q^2*r^3*x^3-666*p^3*q^2*r^2*x^ 4+10*p^3*q*r^4*x^3-130*p^3*q*r^3*x^4+4*p^2*q^6*x^3+51*p^2*q^5*r*x^3-36*p^2*q^5* x^4+90*p^2*q^4*r^2*x^3-423*p^2*q^4*r*x^4+34*p^2*q^3*r^3*x^3-666*p^2*q^3*r^2*x^4 -240*p^2*q^2*r^3*x^4+5*p*q^6*r*x^3-10*p*q^6*x^4+9*p*q^5*r^2*x^3-126*p*q^5*r*x^4 -6*p*q^4*r^3*x^3-252*p*q^4*r^2*x^4-10*p*q^3*r^4*x^3-130*p*q^3*r^3*x^4-q^7*x^4-9 *q^6*r*x^4-18*q^5*r^2*x^4-10*q^4*r^3*x^4-96*a^6*b*c*x^2-96*a^6*b*p*x^2-48*a^6*b *q*x^2-192*a^6*b*r*x^2-160*a^6*b*x^3-192*a^6*c^2*x^2-48*a^6*c*g*x^2-192*a^6*c*p *x^2-192*a^6*c*q*x^2-384*a^6*c*r*x^2-224*a^6*c*x^3-48*a^6*g*p*x^2-24*a^6*g*q*x^ 2-96*a^6*g*r*x^2-80*a^6*g*x^3-96*a^6*p*q*x^2+64*a^6*p*x^3-48*a^6*q^2*x^2-192*a^ 6*q*r*x^2-112*a^6*q*x^3+160*a^6*r*x^3+48*a^6*x^4-352*a^5*b^2*c*x^2-336*a^5*b^2* p*x^2-144*a^5*b^2*q*x^2-656*a^5*b^2*r*x^2-672*a^5*b^2*x^3-1408*a^5*b*c^2*x^2-\ 480*a^5*b*c*g*x^2-1776*a^5*b*c*p*x^2-1152*a^5*b*c*q*x^2-3136*a^5*b*c*r*x^2-1888 *a^5*b*c*x^3-456*a^5*b*g*p*x^2-208*a^5*b*g*q*x^2-920*a^5*b*g*r*x^2-864*a^5*b*g* x^3-384*a^5*b*p^2*x^2-720*a^5*b*p*q*x^2-1080*a^5*b*p*r*x^2-144*a^5*b*p*x^3-224* a^5*b*q^2*x^2-1224*a^5*b*q*r*x^2-752*a^5*b*q*x^3-512*a^5*b*r^2*x^2+1112*a^5*b*r *x^3+528*a^5*b*x^4-1440*a^5*c^3*x^2-976*a^5*c^2*g*x^2-2208*a^5*c^2*p*x^2-1760*a ^5*c^2*q*x^2-3664*a^5*c^2*r*x^2-1280*a^5*c^2*x^3-152*a^5*c*g^2*x^2-1128*a^5*c*g *p*x^2-848*a^5*c*g*q*x^2-2104*a^5*c*g*r*x^2-1264*a^5*c*g*x^3-720*a^5*c*p^2*x^2-\ 1872*a^5*c*p*q*x^2-2040*a^5*c*p*r*x^2+128*a^5*c*p*x^3-680*a^5*c*q^2*x^2-2968*a^ 5*c*q*r*x^2-960*a^5*c*q*x^3-968*a^5*c*r^2*x^2+2552*a^5*c*r*x^3+864*a^5*c*x^4-\ 144*a^5*g^2*p*x^2-68*a^5*g^2*q*x^2-296*a^5*g^2*r*x^2-264*a^5*g^2*x^3-168*a^5*g* p^2*x^2-480*a^5*g*p*q*x^2-480*a^5*g*p*r*x^2+40*a^5*g*p*x^3-180*a^5*g*q^2*x^2-\ 880*a^5*g*q*r*x^2-536*a^5*g*q*x^3-228*a^5*g*r^2*x^2+760*a^5*g*r*x^3+312*a^5*g*x ^4-384*a^5*p^2*q*x^2+256*a^5*p^2*x^3-384*a^5*p*q^2*x^2-1080*a^5*p*q*r*x^2-64*a^ 5*p*q*x^3+888*a^5*p*r*x^3+144*a^5*p*x^4-80*a^5*q^3*x^2-568*a^5*q^2*r*x^2-160*a^ 5*q^2*x^3-512*a^5*q*r^2*x^2+1040*a^5*q*r*x^3+384*a^5*q*x^4+456*a^5*r^2*x^3-144* a^5*r*x^4-480*a^4*b^3*c*x^2-432*a^4*b^3*p*x^2-144*a^4*b^3*q*x^2-816*a^4*b^3*r*x ^2-1088*a^4*b^3*x^3-3104*a^4*b^2*c^2*x^2-1136*a^4*b^2*c*g*x^2-4176*a^4*b^2*c*p* x^2-2064*a^4*b^2*c*q*x^2-6752*a^4*b^2*c*r*x^2-4768*a^4*b^2*c*x^3-1032*a^4*b^2*g *p*x^2-392*a^4*b^2*g*q*x^2-2024*a^4*b^2*g*r*x^2-2352*a^4*b^2*g*x^3-1152*a^4*b^2 *p^2*x^2-1424*a^4*b^2*p*q*x^2-3088*a^4*b^2*p*r*x^2-1040*a^4*b^2*p*x^3-304*a^4*b ^2*q^2*x^2-2224*a^4*b^2*q*r*x^2-1696*a^4*b^2*q*x^3-1328*a^4*b^2*r^2*x^2+2704*a^ 4*b^2*r*x^3+1680*a^4*b^2*x^4-6592*a^4*b*c^3*x^2-4768*a^4*b*c^2*g*x^2-11344*a^4* b*c^2*p*x^2-6928*a^4*b*c^2*q*x^2-17264*a^4*b*c^2*r*x^2-6368*a^4*b*c^2*x^3-824*a ^4*b*c*g^2*x^2-6152*a^4*b*c*g*p*x^2-3480*a^4*b*c*g*q*x^2-10504*a^4*b*c*g*r*x^2-\ 6800*a^4*b*c*g*x^3-5280*a^4*b*c*p^2*x^2-8304*a^4*b*c*p*q*x^2-13976*a^4*b*c*p*r* x^2-1184*a^4*b*c*p*x^3-2224*a^4*b*c*q^2*x^2-12056*a^4*b*c*q*r*x^2-4432*a^4*b*c* q*x^3-6040*a^4*b*c*r^2*x^2+14088*a^4*b*c*r*x^3+5784*a^4*b*c*x^4-744*a^4*b*g^2*p *x^2-308*a^4*b*g^2*q*x^2-1520*a^4*b*g^2*r*x^2-1584*a^4*b*g^2*x^3-1536*a^4*b*g*p ^2*x^2-2288*a^4*b*g*p*q*x^2-4268*a^4*b*g*p*r*x^2-1080*a^4*b*g*p*x^3-596*a^4*b*g *q^2*x^2-3772*a^4*b*g*q*r*x^2-2576*a^4*b*g*q*x^3-1908*a^4*b*g*r^2*x^2+3996*a^4* b*g*r*x^3+2184*a^4*b*g*x^4-624*a^4*b*p^3*x^2-2112*a^4*b*p^2*q*x^2-2244*a^4*b*p^ 2*r*x^2+688*a^4*b*p^2*x^3-1404*a^4*b*p*q^2*x^2-5424*a^4*b*p*q*r*x^2-656*a^4*b*p *q*x^3-1876*a^4*b*p*r^2*x^2+5964*a^4*b*p*r*x^3+1668*a^4*b*p*x^4-204*a^4*b*q^3*x ^2-1924*a^4*b*q^2*r*x^2-672*a^4*b*q^2*x^3-2216*a^4*b*q*r^2*x^2+5568*a^4*b*q*r*x ^3+2388*a^4*b*q*x^4-360*a^4*b*r^3*x^2+3648*a^4*b*r^2*x^3-412*a^4*b*r*x^4-4544*a ^4*c^4*x^2-4976*a^4*c^3*g*x^2-9424*a^4*c^3*p*x^2-6544*a^4*c^3*q*x^2-13920*a^4*c ^3*r*x^2-2368*a^4*c^3*x^3-1728*a^4*c^2*g^2*x^2-8080*a^4*c^2*g*p*x^2-5568*a^4*c^ 2*g*q*x^2-12896*a^4*c^2*g*r*x^2-4608*a^4*c^2*g*x^3-5784*a^4*c^2*p^2*x^2-10688*a ^4*c^2*p*q*x^2-15176*a^4*c^2*p*r*x^2+1208*a^4*c^2*p*x^3-3312*a^4*c^2*q^2*x^2-\ 15080*a^4*c^2*q*r*x^2-2128*a^4*c^2*q*x^3-6536*a^4*c^2*r^2*x^2+17016*a^4*c^2*r*x ^3+5064*a^4*c^2*x^4-188*a^4*c*g^3*x^2-2104*a^4*c*g^2*p*x^2-1344*a^4*c*g^2*q*x^2 -3792*a^4*c*g^2*r*x^2-2352*a^4*c*g^2*x^3-3252*a^4*c*g*p^2*x^2-6296*a^4*c*g*p*q* x^2-8956*a^4*c*g*p*r*x^2-324*a^4*c*g*p*x^3-1956*a^4*c*g*q^2*x^2-9596*a^4*c*g*q* r*x^2-3288*a^4*c*g*q*x^3-3980*a^4*c*g*r^2*x^2+9884*a^4*c*g*r*x^3+3712*a^4*c*g*x ^4-1080*a^4*c*p^3*x^2-4908*a^4*c*p^2*q*x^2-3924*a^4*c*p^2*r*x^2+2048*a^4*c*p^2* x^3-3812*a^4*c*p*q^2*x^2-12488*a^4*c*p*q*r*x^2+772*a^4*c*p*q*x^3-3244*a^4*c*p*r ^2*x^2+12716*a^4*c*p*r*x^3+2600*a^4*c*p*x^4-676*a^4*c*q^3*x^2-5092*a^4*c*q^2*r* x^2-504*a^4*c*q^2*x^3-5144*a^4*c*q*r^2*x^2+13792*a^4*c*q*r*x^3+4220*a^4*c*q*x^4 -576*a^4*c*r^3*x^2+7488*a^4*c*r^2*x^3-1472*a^4*c*r*x^4-168*a^4*g^3*p*x^2-74*a^4 *g^3*q*x^2-356*a^4*g^3*r*x^2-340*a^4*g^3*x^3-444*a^4*g^2*p^2*x^2-824*a^4*g^2*p* q*x^2-1272*a^4*g^2*p*r*x^2-208*a^4*g^2*p*x^3-252*a^4*g^2*q^2*x^2-1444*a^4*g^2*q *r*x^2-936*a^4*g^2*q*x^3-580*a^4*g^2*r^2*x^2+1388*a^4*g^2*r*x^3+672*a^4*g^2*x^4 -228*a^4*g*p^3*x^2-1446*a^4*g*p^2*q*x^2-840*a^4*g*p^2*r*x^2+712*a^4*g*p^2*x^3-\ 1172*a^4*g*p*q^2*x^2-3900*a^4*g*p*q*r*x^2-366*a^4*g*p*q*x^3-684*a^4*g*p*r^2*x^2 +3880*a^4*g*p*r*x^3+890*a^4*g*p*x^4-208*a^4*g*q^3*x^2-1680*a^4*g*q^2*r*x^2-516* a^4*g*q^2*x^3-1680*a^4*g*q*r^2*x^2+4016*a^4*g*q*r*x^3+1592*a^4*g*q*x^4-108*a^4* g*r^3*x^2+2268*a^4*g*r^2*x^3-398*a^4*g*r*x^4-624*a^4*p^3*q*x^2+416*a^4*p^3*x^3-\ 960*a^4*p^2*q^2*x^2-2244*a^4*p^2*q*r*x^2+608*a^4*p^2*q*x^3+1828*a^4*p^2*r*x^3+ 136*a^4*p^2*x^4-412*a^4*p*q^3*x^2-2336*a^4*p*q^2*r*x^2+176*a^4*p*q^2*x^3-1876*a ^4*p*q*r^2*x^2+5268*a^4*p*q*r*x^3+1220*a^4*p*q*x^4+1632*a^4*p*r^2*x^3-924*a^4*p *r*x^4-44*a^4*q^4*x^2-516*a^4*q^3*r*x^2-16*a^4*q^3*x^3-888*a^4*q^2*r^2*x^2+2740 *a^4*q^2*r*x^3+844*a^4*q^2*x^4-360*a^4*q*r^3*x^2+3132*a^4*q*r^2*x^3-616*a^4*q*r *x^4+296*a^4*r^3*x^3-792*a^4*r^2*x^4-288*a^3*b^4*c*x^2-240*a^3*b^4*p*x^2-48*a^3 *b^4*q*x^2-432*a^3*b^4*r*x^2-832*a^3*b^4*x^3-2912*a^3*b^3*c^2*x^2-1072*a^3*b^3* c*g*x^2-4032*a^3*b^3*c*p*x^2-1440*a^3*b^3*c*q*x^2-5840*a^3*b^3*c*r*x^2-5248*a^3 *b^3*c*x^3-928*a^3*b^3*g*p*x^2-256*a^3*b^3*g*q*x^2-1728*a^3*b^3*g*r*x^2-2688*a^ 3*b^3*g*x^3-1232*a^3*b^3*p^2*x^2-1072*a^3*b^3*p*q*x^2-3080*a^3*b^3*p*r*x^2-1632 *a^3*b^3*p*x^3-128*a^3*b^3*q^2*x^2-1544*a^3*b^3*q*r*x^2-1696*a^3*b^3*q*x^3-1128 *a^3*b^3*r^2*x^2+3072*a^3*b^3*r*x^3+2400*a^3*b^3*x^4-10080*a^3*b^2*c^3*x^2-7424 *a^3*b^2*c^2*g*x^2-18464*a^3*b^2*c^2*p*x^2-8736*a^3*b^2*c^2*q*x^2-25264*a^3*b^2 *c^2*r*x^2-10528*a^3*b^2*c^2*x^3-1312*a^3*b^2*c*g^2*x^2-10056*a^3*b^2*c*g*p*x^2 -4328*a^3*b^2*c*g*q*x^2-15504*a^3*b^2*c*g*r*x^2-12000*a^3*b^2*c*g*x^3-9856*a^3* b^2*c*p^2*x^2-11408*a^3*b^2*c*p*q*x^2-24120*a^3*b^2*c*p*r*x^2-3792*a^3*b^2*c*p* x^3-2136*a^3*b^2*c*q^2*x^2-15032*a^3*b^2*c*q*r*x^2-7008*a^3*b^2*c*q*x^3-9064*a^ 3*b^2*c*r^2*x^2+26416*a^3*b^2*c*r*x^3+13032*a^3*b^2*c*x^4-1144*a^3*b^2*g^2*p*x^ 2-376*a^3*b^2*g^2*q*x^2-2232*a^3*b^2*g^2*r*x^2-2952*a^3*b^2*g^2*x^3-2928*a^3*b^ 2*g*p^2*x^2-3104*a^3*b^2*g*p*q*x^2-7648*a^3*b^2*g*p*r*x^2-3192*a^3*b^2*g*p*x^3-\ 536*a^3*b^2*g*q^2*x^2-4688*a^3*b^2*g*q*r*x^2-4128*a^3*b^2*g*q*x^3-2996*a^3*b^2* g*r^2*x^2+7364*a^3*b^2*g*r*x^3+4992*a^3*b^2*g*x^4-1536*a^3*b^2*p^3*x^2-3288*a^3 *b^2*p^2*q*x^2-5212*a^3*b^2*p^2*r*x^2+544*a^3*b^2*p^2*x^3-1524*a^3*b^2*p*q^2*x^ 2-7768*a^3*b^2*p*q*r*x^2-1552*a^3*b^2*p*q*x^3-3880*a^3*b^2*p*r^2*x^2+12160*a^3* b^2*p*r*x^3+4524*a^3*b^2*p*x^4-124*a^3*b^2*q^3*x^2-1924*a^3*b^2*q^2*r*x^2-1008* a^3*b^2*q^2*x^3-2592*a^3*b^2*q*r^2*x^2+9828*a^3*b^2*q*r*x^3+5004*a^3*b^2*q*x^4-\ 540*a^3*b^2*r^3*x^2+7512*a^3*b^2*r^2*x^3-516*a^3*b^2*r*x^4-14784*a^3*b*c^4*x^2-\ 16400*a^3*b*c^3*g*x^2-33120*a^3*b*c^3*p*x^2-18528*a^3*b*c^3*q*x^2-44720*a^3*b*c ^3*r*x^2-7360*a^3*b*c^3*x^3-5808*a^3*b*c^2*g^2*x^2-29000*a^3*b*c^2*g*p*x^2-\ 15720*a^3*b*c^2*g*q*x^2-42016*a^3*b*c^2*g*r*x^2-15840*a^3*b*c^2*g*x^3-24024*a^3 *b*c^2*p^2*x^2-33072*a^3*b*c^2*p*q*x^2-58856*a^3*b*c^2*p*r*x^2+2416*a^3*b*c^2*p *x^3-7824*a^3*b*c^2*q^2*x^2-42728*a^3*b*c^2*q*r*x^2-6736*a^3*b*c^2*q*x^3-22792* a^3*b*c^2*r^2*x^2+66736*a^3*b*c^2*r*x^3+23224*a^3*b*c^2*x^4-652*a^3*b*c*g^3*x^2 -7592*a^3*b*c*g^2*p*x^2-3772*a^3*b*c*g^2*q*x^2-12452*a^3*b*c*g^2*r*x^2-8608*a^3 *b*c*g^2*x^3-14548*a^3*b*c*g*p^2*x^2-19744*a^3*b*c*g*p*q*x^2-37344*a^3*b*c*g*p* r*x^2-4408*a^3*b*c*g*p*x^3-4512*a^3*b*c*g*q^2*x^2-27392*a^3*b*c*g*q*r*x^2-10880 *a^3*b*c*g*q*x^3-14880*a^3*b*c*g*r^2*x^2+39408*a^3*b*c*g*r*x^3+17460*a^3*b*c*g* x^4-6588*a^3*b*c*p^3*x^2-17272*a^3*b*c*p^2*q*x^2-22640*a^3*b*c*p^2*r*x^2+6092*a ^3*b*c*p^2*x^3-9968*a^3*b*c*p*q^2*x^2-40688*a^3*b*c*p*q*r*x^2+1660*a^3*b*c*p*q* x^3-17368*a^3*b*c*p*r^2*x^2+56212*a^3*b*c*p*r*x^3+14924*a^3*b*c*p*x^4-1232*a^3* b*c*q^3*x^2-12252*a^3*b*c*q^2*r*x^2-1656*a^3*b*c*q^2*x^3-14416*a^3*b*c*q*r^2*x^ 2+50700*a^3*b*c*q*r*x^3+18164*a^3*b*c*q*x^4-2736*a^3*b*c*r^3*x^2+32172*a^3*b*c* r^2*x^3-6056*a^3*b*c*r*x^4-562*a^3*b*g^3*p*x^2-208*a^3*b*g^3*q*x^2-1158*a^3*b*g ^3*r*x^2-1336*a^3*b*g^3*x^3-2068*a^3*b*g^2*p^2*x^2-2592*a^3*b*g^2*p*q*x^2-5648* a^3*b*g^2*p*r*x^2-1880*a^3*b*g^2*p*x^3-560*a^3*b*g^2*q^2*x^2-4132*a^3*b*g^2*q*r *x^2-3148*a^3*b*g^2*q*x^3-2324*a^3*b*g^2*r^2*x^2+5452*a^3*b*g^2*r*x^3+3252*a^3* b*g^2*x^4-2010*a^3*b*g*p^3*x^2-5396*a^3*b*g*p^2*q*x^2-7102*a^3*b*g*p^2*r*x^2+ 1342*a^3*b*g*p^2*x^3-3048*a^3*b*g*p*q^2*x^2-13376*a^3*b*g*p*q*r*x^2-2122*a^3*b* g*p*q*x^3-5568*a^3*b*g*p*r^2*x^2+17294*a^3*b*g*p*r*x^3+5586*a^3*b*g*p*x^4-356*a ^3*b*g*q^3*x^2-4012*a^3*b*g*q^2*r*x^2-1596*a^3*b*g*q^2*x^3-4900*a^3*b*g*q*r^2*x ^2+15198*a^3*b*g*q*r*x^3+6990*a^3*b*g*q*x^4-876*a^3*b*g*r^3*x^2+10494*a^3*b*g*r ^2*x^3-1208*a^3*b*g*r*x^4-528*a^3*b*p^4*x^2-2652*a^3*b*p^3*q*x^2-2298*a^3*b*p^3 *r*x^2+1456*a^3*b*p^3*x^3-2804*a^3*b*p^2*q^2*x^2-8838*a^3*b*p^2*q*r*x^2+1968*a^ 3*b*p^2*q*x^3-2656*a^3*b*p^2*r^2*x^2+10658*a^3*b*p^2*r*x^3+1920*a^3*b*p^2*x^4-\ 860*a^3*b*p*q^3*x^2-6302*a^3*b*p*q^2*r*x^2+432*a^3*b*p*q^2*x^3-6400*a^3*b*p*q*r ^2*x^2+21720*a^3*b*p*q*r*x^3+6216*a^3*b*p*q*x^4-972*a^3*b*p*r^3*x^2+10674*a^3*b *p*r^2*x^3-3496*a^3*b*p*r*x^4-52*a^3*b*q^4*x^2-994*a^3*b*q^3*r*x^2-80*a^3*b*q^3 *x^3-1920*a^3*b*q^2*r^2*x^2+9278*a^3*b*q^2*r*x^3+3336*a^3*b*q^2*x^4-864*a^3*b*q *r^3*x^2+11880*a^3*b*q*r^2*x^3-2880*a^3*b*q*r*x^4-72*a^3*b*r^4*x^2+1900*a^3*b*r ^3*x^3-4104*a^3*b*r^2*x^4-7712*a^3*c^5*x^2-11584*a^3*c^4*g*x^2-20272*a^3*c^4*p* x^2-12720*a^3*c^4*q*x^2-27456*a^3*c^4*r*x^2-544*a^3*c^4*x^3-6256*a^3*c^3*g^2*x^ 2-24928*a^3*c^3*g*p*x^2-15552*a^3*c^3*g*q*x^2-35312*a^3*c^3*g*r*x^2-5568*a^3*c^ 3*g*x^3-18040*a^3*c^3*p^2*x^2-28240*a^3*c^3*p*q*x^2-44472*a^3*c^3*p*r*x^2+7568* a^3*c^3*p*x^3-7784*a^3*c^3*q^2*x^2-36632*a^3*c^3*q*r*x^2+400*a^3*c^3*q*x^3-\ 17592*a^3*c^3*r^2*x^2+52928*a^3*c^3*r*x^3+13872*a^3*c^3*x^4-1424*a^3*c^2*g^3*x^ 2-10560*a^3*c^2*g^2*p*x^2-6432*a^3*c^2*g^2*q*x^2-16148*a^3*c^2*g^2*r*x^2-5744*a ^3*c^2*g^2*x^3-16680*a^3*c^2*g*p^2*x^2-26664*a^3*c^2*g*p*q*x^2-42624*a^3*c^2*g* p*r*x^2+2624*a^3*c^2*g*p*x^3-7256*a^3*c^2*g*q^2*x^2-36072*a^3*c^2*g*q*r*x^2-\ 5016*a^3*c^2*g*q*x^3-17188*a^3*c^2*g*r^2*x^2+48420*a^3*c^2*g*r*x^3+15348*a^3*c^ 2*g*x^4-6564*a^3*c^2*p^3*x^2-20492*a^3*c^2*p^2*q*x^2-22748*a^3*c^2*p^2*r*x^2+ 9384*a^3*c^2*p^2*x^3-13748*a^3*c^2*p*q^2*x^2-48712*a^3*c^2*p*q*r*x^2+8856*a^3*c ^2*p*q*x^3-17592*a^3*c^2*p*r^2*x^2+62524*a^3*c^2*p*r*x^3+12428*a^3*c^2*p*x^4-\ 2132*a^3*c^2*q^3*x^2-16992*a^3*c^2*q^2*r*x^2+960*a^3*c^2*q^2*x^3-18048*a^3*c^2* q*r^2*x^2+61000*a^3*c^2*q*r*x^3+16320*a^3*c^2*q*x^4-2844*a^3*c^2*r^3*x^2+34332* a^3*c^2*r^2*x^3-8864*a^3*c^2*r*x^4-114*a^3*c*g^4*x^2-1774*a^3*c*g^3*p*x^2-996*a ^3*c*g^3*q*x^2-3098*a^3*c*g^3*r*x^2-1976*a^3*c*g^3*x^3-4814*a^3*c*g^2*p^2*x^2-\ 7700*a^3*c*g^2*p*q*x^2-12952*a^3*c*g^2*p*r*x^2-1088*a^3*c*g^2*p*x^3-2046*a^3*c* g^2*q^2*x^2-11232*a^3*c*g^2*q*r*x^2-4036*a^3*c*g^2*q*x^3-5358*a^3*c*g^2*r^2*x^2 +13916*a^3*c*g^2*r*x^3+5592*a^3*c*g^2*x^4-3798*a^3*c*g*p^3*x^2-13104*a^3*c*g*p^ 2*q*x^2-13558*a^3*c*g*p^2*r*x^2+5216*a^3*c*g*p^2*x^3-8864*a^3*c*g*p*q^2*x^2-\ 32248*a^3*c*g*p*q*r*x^2+1730*a^3*c*g*p*q*x^3-10624*a^3*c*g*p*r^2*x^2+38718*a^3* c*g*p*r*x^3+8990*a^3*c*g*p*x^4-1340*a^3*c*g*q^3*x^2-11376*a^3*c*g*q^2*r*x^2-\ 1180*a^3*c*g*q^2*x^3-12172*a^3*c*g*q*r^2*x^2+38126*a^3*c*g*q*r*x^3+12430*a^3*c* g*q*x^4-1632*a^3*c*g*r^3*x^2+22290*a^3*c*g*r^2*x^3-4564*a^3*c*g*r*x^4-828*a^3*c *p^4*x^2-5784*a^3*c*p^3*q*x^2-3642*a^3*c*p^3*r*x^2+3412*a^3*c*p^3*x^3-7158*a^3* c*p^2*q^2*x^2-19514*a^3*c*p^2*q*r*x^2+6734*a^3*c*p^2*q*x^3-4138*a^3*c*p^2*r^2*x ^2+21494*a^3*c*p^2*r*x^3+2742*a^3*c*p^2*x^4-2684*a^3*c*p*q^3*x^2-16302*a^3*c*p* q^2*r*x^2+3540*a^3*c*p*q^2*x^3-14640*a^3*c*p*q*r^2*x^2+49540*a^3*c*p*q*r*x^3+ 10512*a^3*c*p*q*x^4-1404*a^3*c*p*r^3*x^2+21078*a^3*c*p*r^2*x^3-8262*a^3*c*p*r*x ^4-244*a^3*c*q^4*x^2-3134*a^3*c*q^3*r*x^2+416*a^3*c*q^3*x^3-5472*a^3*c*q^2*r^2* x^2+22510*a^3*c*q^2*r*x^3+6036*a^3*c*q^2*x^4-2304*a^3*c*q*r^3*x^2+25836*a^3*c*q *r^2*x^3-8104*a^3*c*q*r*x^4-72*a^3*c*r^4*x^2+3868*a^3*c*r^3*x^3-7920*a^3*c*r^2* x^4-96*a^3*g^4*p*x^2-39*a^3*g^4*q*x^2-210*a^3*g^4*r*x^2-214*a^3*g^4*x^3-438*a^3 *g^3*p^2*x^2-648*a^3*g^3*p*q*x^2-1252*a^3*g^3*p*r*x^2-326*a^3*g^3*p*x^3-165*a^3 *g^3*q^2*x^2-1096*a^3*g^3*q*r*x^2-762*a^3*g^3*q*x^3-533*a^3*g^3*r^2*x^2+1262*a^ 3*g^3*r*x^3+666*a^3*g^3*x^4-516*a^3*g^2*p^3*x^2-1951*a^3*g^2*p^2*q*x^2-1898*a^3 *g^2*p^2*r*x^2+718*a^3*g^2*p^2*x^3-1314*a^3*g^2*p*q^2*x^2-5076*a^3*g^2*p*q*r*x^ 2-669*a^3*g^2*p*q*x^3-1502*a^3*g^2*p*r^2*x^2+5782*a^3*g^2*p*r*x^3+1587*a^3*g^2* p*x^4-192*a^3*g^2*q^3*x^2-1808*a^3*g^2*q^2*r*x^2-606*a^3*g^2*q^2*x^3-1972*a^3*g ^2*q*r^2*x^2+5548*a^3*g^2*q*r*x^3+2334*a^3*g^2*q*x^4-216*a^3*g^2*r^3*x^2+3444*a ^3*g^2*r^2*x^3-547*a^3*g^2*r*x^4-150*a^3*g*p^4*x^2-1818*a^3*g*p^3*q*x^2-672*a^3 *g*p^3*r*x^2+1190*a^3*g*p^3*x^3-2377*a^3*g*p^2*q^2*x^2-6332*a^3*g*p^2*q*r*x^2+ 1631*a^3*g*p^2*q*x^3-741*a^3*g*p^2*r^2*x^2+6612*a^3*g*p^2*r*x^3+859*a^3*g*p^2*x ^4-884*a^3*g*p*q^3*x^2-5592*a^3*g*p*q^2*r*x^2+398*a^3*g*p*q^2*x^3-4884*a^3*g*p* q*r^2*x^2+15566*a^3*g*p*q*r*x^3+3996*a^3*g*p*q*x^4-216*a^3*g*p*r^3*x^2+6342*a^3 *g*p*r^2*x^3-2599*a^3*g*p*r*x^4-76*a^3*g*q^4*x^2-1064*a^3*g*q^3*r*x^2-40*a^3*g* q^3*x^3-1904*a^3*g*q^2*r^2*x^2+7266*a^3*g*q^2*r*x^3+2378*a^3*g*q^2*x^4-768*a^3* g*q*r^3*x^2+8706*a^3*g*q*r^2*x^3-2052*a^3*g*q*r*x^4+1120*a^3*g*r^3*x^3-2580*a^3 *g*r^2*x^4-528*a^3*p^4*q*x^2+352*a^3*p^4*x^3-1116*a^3*p^3*q^2*x^2-2298*a^3*p^3* q*r*x^2+1188*a^3*p^3*q*x^3+1858*a^3*p^3*r*x^3+16*a^3*p^3*x^4-748*a^3*p^2*q^3*x^ 2-3626*a^3*p^2*q^2*r*x^2+1260*a^3*p^2*q^2*x^3-2656*a^3*p^2*q*r^2*x^2+9152*a^3*p ^2*q*r*x^3+1424*a^3*p^2*q*x^4+2262*a^3*p^2*r^2*x^3-1764*a^3*p^2*r*x^4-168*a^3*p *q^4*x^2-1614*a^3*p*q^3*r*x^2+476*a^3*p*q^3*x^3-2520*a^3*p*q^2*r^2*x^2+9502*a^3 *p*q^2*r*x^3+2092*a^3*p*q^2*x^4-972*a^3*p*q*r^3*x^2+9102*a^3*p*q*r^2*x^3-3328*a ^3*p*q*r*x^4+776*a^3*p*r^3*x^3-2304*a^3*p*r^2*x^4-8*a^3*q^5*x^2-182*a^3*q^4*r*x ^2+52*a^3*q^4*x^3-456*a^3*q^3*r^2*x^2+2628*a^3*q^3*r*x^3+684*a^3*q^3*x^4-324*a^ 3*q^2*r^3*x^2+4566*a^3*q^2*r^2*x^3-1872*a^3*q^2*r*x^4-72*a^3*q*r^4*x^2+1628*a^3 *q*r^3*x^3-3240*a^3*q*r^2*x^4+40*a^3*r^4*x^3-440*a^3*r^3*x^4-64*a^2*b^5*c*x^2-\ 48*a^2*b^5*p*x^2-80*a^2*b^5*r*x^2-288*a^2*b^5*x^3-1184*a^2*b^4*c^2*x^2-416*a^2* b^4*c*g*x^2-1680*a^2*b^4*c*p*x^2-336*a^2*b^4*c*q*x^2-2048*a^2*b^4*c*r*x^2-2656* a^2*b^4*c*x^3-344*a^2*b^4*g*p*x^2-48*a^2*b^4*g*q*x^2-584*a^2*b^4*g*r*x^2-1392*a ^2*b^4*g*x^3-544*a^2*b^4*p^2*x^2-272*a^2*b^4*p*q*x^2-1216*a^2*b^4*p*r*x^2-1056* a^2*b^4*p*x^3-352*a^2*b^4*q*r*x^2-752*a^2*b^4*q*x^3-320*a^2*b^4*r^2*x^2+1712*a^ 2*b^4*r*x^3+1680*a^2*b^4*x^4-6432*a^2*b^3*c^3*x^2-4688*a^2*b^3*c^2*g*x^2-12384* a^2*b^3*c^2*p*x^2-4160*a^2*b^3*c^2*q*x^2-14560*a^2*b^3*c^2*r*x^2-7264*a^2*b^3*c ^2*x^3-808*a^2*b^3*c*g^2*x^2-6584*a^2*b^3*c*g*p*x^2-1920*a^2*b^3*c*g*q*x^2-8760 *a^2*b^3*c*g*r*x^2-8960*a^2*b^3*c*g*x^3-7176*a^2*b^3*c*p^2*x^2-5936*a^2*b^3*c*p *q*x^2-15704*a^2*b^3*c*p*r*x^2-3680*a^2*b^3*c*p*x^3-592*a^2*b^3*c*q^2*x^2-6792* a^2*b^3*c*q*r*x^2-4720*a^2*b^3*c*q*x^3-4672*a^2*b^3*c*r^2*x^2+21488*a^2*b^3*c*r *x^3+13032*a^2*b^3*c*x^4-688*a^2*b^3*g^2*p*x^2-148*a^2*b^3*g^2*q*x^2-1224*a^2*b ^3*g^2*r*x^2-2280*a^2*b^3*g^2*x^3-2072*a^2*b^3*g*p^2*x^2-1496*a^2*b^3*g*p*q*x^2 -4916*a^2*b^3*g*p*r*x^2-3136*a^2*b^3*g*p*x^3-120*a^2*b^3*g*q^2*x^2-2020*a^2*b^3 *g*q*r*x^2-2728*a^2*b^3*g*q*x^3-1520*a^2*b^3*g*r^2*x^2+5980*a^2*b^3*g*r*x^3+ 4992*a^2*b^3*g*x^4-1276*a^2*b^3*p^3*x^2-1908*a^2*b^3*p^2*q*x^2-3976*a^2*b^3*p^2 *r*x^2+16*a^2*b^3*p^2*x^3-504*a^2*b^3*p*q^2*x^2-4024*a^2*b^3*p*q*r*x^2-1456*a^2 *b^3*p*q*x^3-2448*a^2*b^3*p*r^2*x^2+10380*a^2*b^3*p*r*x^3+5004*a^2*b^3*p*x^4-\ 568*a^2*b^3*q^2*r*x^2-640*a^2*b^3*q^2*x^3-892*a^2*b^3*q*r^2*x^2+7280*a^2*b^3*q* r*x^3+4524*a^2*b^3*q*x^4-132*a^2*b^3*r^3*x^2+6024*a^2*b^3*r^2*x^3-516*a^2*b^3*r *x^4-15584*a^2*b^2*c^4*x^2-17248*a^2*b^2*c^3*g*x^2-36928*a^2*b^2*c^3*p*x^2-\ 16096*a^2*b^2*c^3*q*x^2-43936*a^2*b^2*c^3*r*x^2-6400*a^2*b^2*c^3*x^3-6064*a^2*b ^2*c^2*g^2*x^2-32368*a^2*b^2*c^2*g*p*x^2-13288*a^2*b^2*c^2*g*q*x^2-41000*a^2*b^ 2*c^2*g*r*x^2-17376*a^2*b^2*c^2*g*x^3-29392*a^2*b^2*c^2*p^2*x^2-31120*a^2*b^2*c ^2*p*q*x^2-65288*a^2*b^2*c^2*p*r*x^2+2936*a^2*b^2*c^2*p*x^3-5080*a^2*b^2*c^2*q^ 2*x^2-35576*a^2*b^2*c^2*q*r*x^2-6552*a^2*b^2*c^2*q*x^3-21168*a^2*b^2*c^2*r^2*x^ 2+87168*a^2*b^2*c^2*r*x^3+36320*a^2*b^2*c^2*x^4-668*a^2*b^2*c*g^3*x^2-8344*a^2* b^2*c*g^2*p*x^2-3040*a^2*b^2*c*g^2*q*x^2-11952*a^2*b^2*c*g^2*r*x^2-10208*a^2*b^ 2*c*g^2*x^3-18060*a^2*b^2*c*g*p^2*x^2-18200*a^2*b^2*c*g*p*q*x^2-42012*a^2*b^2*c *g*p*r*x^2-7372*a^2*b^2*c*g*p*x^3-2712*a^2*b^2*c*g*q^2*x^2-22284*a^2*b^2*c*g*q* r*x^2-11492*a^2*b^2*c*g*q*x^3-13924*a^2*b^2*c*g*r^2*x^2+51696*a^2*b^2*c*g*r*x^3 +27496*a^2*b^2*c*g*x^4-9384*a^2*b^2*c*p^3*x^2-17944*a^2*b^2*c*p^2*q*x^2-29804*a ^2*b^2*c*p^2*r*x^2+6796*a^2*b^2*c*p^2*x^3-7336*a^2*b^2*c*p*q^2*x^2-38192*a^2*b^ 2*c*p*q*r*x^2+1200*a^2*b^2*c*p*q*x^3-19720*a^2*b^2*c*p*r^2*x^2+79068*a^2*b^2*c* p*r*x^3+26268*a^2*b^2*c*p*x^4-468*a^2*b^2*c*q^3*x^2-8012*a^2*b^2*c*q^2*r*x^2-\ 1900*a^2*b^2*c*q^2*x^3-10468*a^2*b^2*c*q*r^2*x^2+60756*a^2*b^2*c*q*r*x^3+26268* a^2*b^2*c*q*x^4-2016*a^2*b^2*c*r^3*x^2+42048*a^2*b^2*c*r^2*x^3-9168*a^2*b^2*c*r *x^4-568*a^2*b^2*g^3*p*x^2-154*a^2*b^2*g^3*q*x^2-1076*a^2*b^2*g^3*r*x^2-1656*a^ 2*b^2*g^3*x^3-2544*a^2*b^2*g^2*p^2*x^2-2288*a^2*b^2*g^2*p*q*x^2-6368*a^2*b^2*g^ 2*p*r*x^2-3172*a^2*b^2*g^2*p*x^3-300*a^2*b^2*g^2*q^2*x^2-3248*a^2*b^2*g^2*q*r*x ^2-3340*a^2*b^2*g^2*q*x^3-2152*a^2*b^2*g^2*r^2*x^2+7152*a^2*b^2*g^2*r*x^3+5160* a^2*b^2*g^2*x^4-3018*a^2*b^2*g*p^3*x^2-5562*a^2*b^2*g*p^2*q*x^2-9906*a^2*b^2*g* p^2*r*x^2+638*a^2*b^2*g*p^2*x^3-2094*a^2*b^2*g*p*q^2*x^2-12480*a^2*b^2*g*p*q*r* x^2-3144*a^2*b^2*g*p*q*x^3-6744*a^2*b^2*g*p*r^2*x^2+24144*a^2*b^2*g*p*r*x^3+ 10094*a^2*b^2*g*p*x^4-108*a^2*b^2*g*q^3*x^2-2466*a^2*b^2*g*q^2*r*x^2-1550*a^2*b ^2*g*q^2*x^3-3468*a^2*b^2*g*q*r^2*x^2+18408*a^2*b^2*g*q*r*x^3+10094*a^2*b^2*g*q *x^4-672*a^2*b^2*g*r^3*x^2+13968*a^2*b^2*g*r^2*x^3-1620*a^2*b^2*g*r*x^4-996*a^2 *b^2*p^4*x^2-3128*a^2*b^2*p^3*q*x^2-4064*a^2*b^2*p^3*r*x^2+1776*a^2*b^2*p^3*x^3 -2356*a^2*b^2*p^2*q^2*x^2-9540*a^2*b^2*p^2*q*r*x^2+2064*a^2*b^2*p^2*q*x^3-4108* a^2*b^2*p^2*r^2*x^2+16980*a^2*b^2*p^2*r*x^3+4276*a^2*b^2*p^2*x^4-416*a^2*b^2*p* q^3*x^2-4752*a^2*b^2*p*q^2*r*x^2+144*a^2*b^2*p*q^2*x^3-5568*a^2*b^2*p*q*r^2*x^2 +28080*a^2*b^2*p*q*r*x^3+9992*a^2*b^2*p*q*x^4-1080*a^2*b^2*p*r^3*x^2+16710*a^2* b^2*p*r^2*x^3-4836*a^2*b^2*p*r*x^4-428*a^2*b^2*q^3*r*x^2-144*a^2*b^2*q^3*x^3-\ 904*a^2*b^2*q^2*r^2*x^2+9948*a^2*b^2*q^2*r*x^3+4276*a^2*b^2*q^2*x^4-264*a^2*b^2 *q*r^3*x^2+13530*a^2*b^2*q*r^2*x^3-4836*a^2*b^2*q*r*x^4+2400*a^2*b^2*r^3*x^3-\ 6624*a^2*b^2*r^2*x^4-17568*a^2*b*c^5*x^2-26256*a^2*b*c^4*g*x^2-49104*a^2*b*c^4* p*x^2-25136*a^2*b*c^4*q*x^2-60048*a^2*b*c^4*r*x^2+1344*a^2*b*c^4*x^3-14072*a^2* b*c^3*g^2*x^2-60512*a^2*b*c^3*g*p*x^2-30248*a^2*b*c^3*g*q*x^2-76648*a^2*b*c^3*g *r*x^2-10336*a^2*b*c^3*g*x^3-48736*a^2*b*c^3*p^2*x^2-60272*a^2*b*c^3*p*q*x^2-\ 111000*a^2*b*c^3*p*r*x^2+20112*a^2*b*c^3*p*x^3-12656*a^2*b*c^3*q^2*x^2-70664*a^ 2*b*c^3*q*r*x^2+2608*a^2*b*c^3*q*x^3-38560*a^2*b*c^3*r^2*x^2+143840*a^2*b*c^3*r *x^3+44304*a^2*b*c^3*x^4-3164*a^2*b*c^2*g^3*x^2-25580*a^2*b*c^2*g^2*p*x^2-12188 *a^2*b*c^2*g^2*q*x^2-34600*a^2*b*c^2*g^2*r*x^2-12880*a^2*b*c^2*g^2*x^3-46196*a^ 2*b*c^2*g*p^2*x^2-56576*a^2*b*c^2*g*p*q*x^2-108484*a^2*b*c^2*g*p*r*x^2+5484*a^2 *b*c^2*g*p*x^3-11384*a^2*b*c^2*g*q^2*x^2-68620*a^2*b*c^2*g*q*r*x^2-9940*a^2*b*c ^2*g*q*x^3-38136*a^2*b*c^2*g*r^2*x^2+132956*a^2*b*c^2*g*r*x^3+49372*a^2*b*c^2*g *x^4-21476*a^2*b*c^2*p^3*x^2-48288*a^2*b*c^2*p^2*q*x^2-69864*a^2*b*c^2*p^2*r*x^ 2+23976*a^2*b*c^2*p^2*x^3-24720*a^2*b*c^2*p*q^2*x^2-105432*a^2*b*c^2*p*q*r*x^2+ 21356*a^2*b*c^2*p*q*x^3-48928*a^2*b*c^2*p*r^2*x^2+184636*a^2*b*c^2*p*r*x^3+ 45320*a^2*b*c^2*p*x^4-2584*a^2*b*c^2*q^3*x^2-27648*a^2*b*c^2*q^2*r*x^2+1860*a^2 *b*c^2*q^2*x^3-32660*a^2*b*c^2*q*r^2*x^2+154688*a^2*b*c^2*q*r*x^3+49212*a^2*b*c ^2*q*x^4-6444*a^2*b*c^2*r^3*x^2+94560*a^2*b*c^2*r^2*x^3-28248*a^2*b*c^2*r*x^4-\ 248*a^2*b*c*g^4*x^2-4212*a^2*b*c*g^3*p*x^2-1806*a^2*b*c*g^3*q*x^2-6488*a^2*b*c* g^3*r*x^2-4780*a^2*b*c*g^3*x^3-13614*a^2*b*c*g^2*p^2*x^2-16100*a^2*b*c*g^2*p*q* x^2-33520*a^2*b*c*g^2*p*r*x^2-4506*a^2*b*c*g^2*p*x^3-3032*a^2*b*c*g^2*q^2*x^2-\ 20864*a^2*b*c*g^2*q*r*x^2-8738*a^2*b*c*g^2*q*x^3-11916*a^2*b*c*g^2*r^2*x^2+ 38584*a^2*b*c*g^2*r*x^3+18176*a^2*b*c*g^2*x^4-13738*a^2*b*c*g*p^3*x^2-31342*a^2 *b*c*g*p^2*q*x^2-45894*a^2*b*c*g*p^2*r*x^2+11402*a^2*b*c*g*p^2*x^3-15570*a^2*b* c*g*p*q^2*x^2-70536*a^2*b*c*g*p*q*r*x^2+2824*a^2*b*c*g*p*q*x^3-32748*a^2*b*c*g* p*r^2*x^2+116264*a^2*b*c*g*p*r*x^3+34026*a^2*b*c*g*p*x^4-1500*a^2*b*c*g*q^3*x^2 -17974*a^2*b*c*g*q^2*r*x^2-2496*a^2*b*c*g*q^2*x^3-22016*a^2*b*c*g*q*r^2*x^2+ 97304*a^2*b*c*g*q*r*x^3+37466*a^2*b*c*g*q*x^4-4188*a^2*b*c*g*r^3*x^2+62808*a^2* b*c*g*r^2*x^3-14368*a^2*b*c*g*r*x^4-4086*a^2*b*c*p^4*x^2-15476*a^2*b*c*p^3*q*x^ 2-17086*a^2*b*c*p^3*r*x^2+9338*a^2*b*c*p^3*x^3-14288*a^2*b*c*p^2*q^2*x^2-48414* a^2*b*c*p^2*q*r*x^2+16902*a^2*b*c*p^2*q*x^3-18126*a^2*b*c*p^2*r^2*x^2+73208*a^2 *b*c*p^2*r*x^3+13428*a^2*b*c*p^2*x^4-3784*a^2*b*c*p*q^3*x^2-29706*a^2*b*c*p*q^2 *r*x^2+7504*a^2*b*c*p*q^2*x^3-31072*a^2*b*c*p*q*r^2*x^2+136276*a^2*b*c*p*q*r*x^ 3+35352*a^2*b*c*p*q*x^4-5508*a^2*b*c*p*r^3*x^2+70164*a^2*b*c*p*r^2*x^3-26060*a^ 2*b*c*p*r*x^4-172*a^2*b*c*q^4*x^2-3986*a^2*b*c*q^3*r*x^2+534*a^2*b*c*q^3*x^3-\ 7578*a^2*b*c*q^2*r^2*x^2+52372*a^2*b*c*q^2*r*x^3+16722*a^2*b*c*q^2*x^4-3120*a^2 *b*c*q*r^3*x^2+64266*a^2*b*c*q*r^2*x^3-25902*a^2*b*c*q*r*x^4-216*a^2*b*c*r^4*x^ 2+11060*a^2*b*c*r^3*x^3-26784*a^2*b*c*r^2*x^4-206*a^2*b*g^4*p*x^2-66*a^2*b*g^4* q*x^2-422*a^2*b*g^4*r*x^2-546*a^2*b*g^4*x^3-1230*a^2*b*g^3*p^2*x^2-1306*a^2*b*g ^3*p*q*x^2-3254*a^2*b*g^3*p*r*x^2-1302*a^2*b*g^3*p*x^3-223*a^2*b*g^3*q^2*x^2-\ 1962*a^2*b*g^3*q*r*x^2-1678*a^2*b*g^3*q*x^3-1167*a^2*b*g^3*r^2*x^2+3502*a^2*b*g ^3*r*x^3+2202*a^2*b*g^3*x^4-2084*a^2*b*g^2*p^3*x^2-4707*a^2*b*g^2*p^2*q*x^2-\ 7198*a^2*b*g^2*p^2*r*x^2+931*a^2*b*g^2*p^2*x^3-2216*a^2*b*g^2*p*q^2*x^2-11144*a ^2*b*g^2*p*q*r*x^2-2175*a^2*b*g^2*p*q*x^3-5239*a^2*b*g^2*p*r^2*x^2+17310*a^2*b* g^2*p*r*x^3+6280*a^2*b*g^2*p*x^4-191*a^2*b*g^2*q^3*x^2-2724*a^2*b*g^2*q^2*r*x^2 -1185*a^2*b*g^2*q^2*x^3-3489*a^2*b*g^2*q*r^2*x^2+14360*a^2*b*g^2*q*r*x^3+7027*a ^2*b*g^2*q*x^4-639*a^2*b*g^2*r^3*x^2+9918*a^2*b*g^2*r^2*x^3-1565*a^2*b*g^2*r*x^ 4-1278*a^2*b*g*p^4*x^2-5176*a^2*b*g*p^3*q*x^2-5457*a^2*b*g*p^3*r*x^2+2861*a^2*b *g*p^3*x^3-4727*a^2*b*g*p^2*q^2*x^2-16643*a^2*b*g*p^2*q*r*x^2+3519*a^2*b*g*p^2* q*x^3-5903*a^2*b*g*p^2*r^2*x^2+23662*a^2*b*g*p^2*r*x^3+5003*a^2*b*g*p^2*x^4-\ 1168*a^2*b*g*p*q^3*x^2-10125*a^2*b*g*p*q^2*r*x^2+536*a^2*b*g*p*q^2*x^3-10948*a^ 2*b*g*p*q*r^2*x^2+43568*a^2*b*g*p*q*r*x^3+13802*a^2*b*g*p*q*x^4-1824*a^2*b*g*p* r^3*x^2+23355*a^2*b*g*p*r^2*x^3-7420*a^2*b*g*p*r*x^4-42*a^2*b*g*q^4*x^2-1259*a^ 2*b*g*q^3*r*x^2-113*a^2*b*g*q^3*x^3-2548*a^2*b*g*q^2*r^2*x^2+16934*a^2*b*g*q^2* r*x^3+6522*a^2*b*g*q^2*x^4-1062*a^2*b*g*q*r^3*x^2+21945*a^2*b*g*q*r^2*x^3-6873* a^2*b*g*q*r*x^4-72*a^2*b*g*r^4*x^2+3640*a^2*b*g*r^3*x^3-8940*a^2*b*g*r^2*x^4-\ 246*a^2*b*p^5*x^2-1665*a^2*b*p^4*q*x^2-1251*a^2*b*p^4*r*x^2+1122*a^2*b*p^4*x^3-\ 2475*a^2*b*p^3*q^2*x^2-6738*a^2*b*p^3*q*r*x^2+3320*a^2*b*p^3*q*x^3-1817*a^2*b*p ^3*r^2*x^2+8569*a^2*b*p^3*r*x^3+973*a^2*b*p^3*x^4-1215*a^2*b*p^2*q^3*x^2-7388*a ^2*b*p^2*q^2*r*x^2+2988*a^2*b*p^2*q^2*x^3-6706*a^2*b*p^2*q*r^2*x^2+28260*a^2*b* p^2*q*r*x^3+5711*a^2*b*p^2*q*x^4-954*a^2*b*p^2*r^3*x^2+11313*a^2*b*p^2*r^2*x^3-\ 5817*a^2*b*p^2*r*x^4-159*a^2*b*p*q^4*x^2-2366*a^2*b*p*q^3*r*x^2+840*a^2*b*p*q^3 *x^3-4080*a^2*b*p*q^2*r^2*x^2+23877*a^2*b*p*q^2*r*x^3+6379*a^2*b*p*q^2*x^4-1728 *a^2*b*p*q*r^3*x^2+26013*a^2*b*p*q*r^2*x^3-10818*a^2*b*p*q*r*x^4-144*a^2*b*p*r^ 4*x^2+3742*a^2*b*p*r^3*x^3-9252*a^2*b*p*r^2*x^4-153*a^2*b*q^4*r*x^2+50*a^2*b*q^ 4*x^3-395*a^2*b*q^3*r^2*x^2+5446*a^2*b*q^3*r*x^3+1641*a^2*b*q^3*x^4-165*a^2*b*q ^2*r^3*x^2+9834*a^2*b*q^2*r^2*x^3-5925*a^2*b*q^2*r*x^4+3518*a^2*b*q*r^3*x^3-\ 10188*a^2*b*q*r^2*x^4+100*a^2*b*r^4*x^3-1840*a^2*b*r^3*x^4-7392*a^2*c^6*x^2-\ 14064*a^2*c^5*g*x^2-23696*a^2*c^5*p*x^2-13616*a^2*c^5*q*x^2-29888*a^2*c^5*r*x^2 +3360*a^2*c^5*x^3-10280*a^2*c^4*g^2*x^2-38160*a^2*c^4*g*p*x^2-21736*a^2*c^4*g*q *x^2-49168*a^2*c^4*g*r*x^2+704*a^2*c^4*g*x^3-27632*a^2*c^4*p^2*x^2-38624*a^2*c^ 4*p*q*x^2-64488*a^2*c^4*p*r*x^2+17376*a^2*c^4*p*x^3-9560*a^2*c^4*q^2*x^2-46776* a^2*c^4*q*r*x^2+6776*a^2*c^4*q*x^3-23568*a^2*c^4*r^2*x^2+83904*a^2*c^4*r*x^3+ 20152*a^2*c^4*x^4-3564*a^2*c^3*g^3*x^2-22884*a^2*c^3*g^2*p*x^2-12804*a^2*c^3*g^ 2*q*x^2-30648*a^2*c^3*g^2*r*x^2-3920*a^2*c^3*g^2*x^3-35916*a^2*c^3*g*p^2*x^2-\ 50536*a^2*c^3*g*p*q*x^2-85724*a^2*c^3*g*p*r*x^2+15536*a^2*c^3*g*p*x^3-12240*a^2 *c^3*g*q^2*x^2-62316*a^2*c^3*g*q*r*x^2+2272*a^2*c^3*g*q*x^3-31492*a^2*c^3*g*r^2 *x^2+106592*a^2*c^3*g*r*x^3+29508*a^2*c^3*g*x^4-14880*a^2*c^3*p^3*x^2-38760*a^2 *c^3*p^2*q*x^2-49356*a^2*c^3*p^2*r*x^2+22104*a^2*c^3*p^2*x^3-23192*a^2*c^3*p*q^ 2*x^2-87056*a^2*c^3*p*q*r*x^2+25752*a^2*c^3*p*q*x^3-35760*a^2*c^3*p*r^2*x^2+ 137044*a^2*c^3*p*r*x^3+25892*a^2*c^3*p*x^4-3140*a^2*c^3*q^3*x^2-26868*a^2*c^3*q ^2*r*x^2+5208*a^2*c^3*q^2*x^3-29308*a^2*c^3*q*r^2*x^2+122652*a^2*c^3*q*r*x^3+ 30164*a^2*c^3*q*x^4-5208*a^2*c^3*r^3*x^2+69072*a^2*c^3*r^2*x^3-23784*a^2*c^3*r* x^4-576*a^2*c^2*g^4*x^2-6220*a^2*c^2*g^3*p*x^2-3350*a^2*c^2*g^3*q*x^2-8960*a^2* c^2*g^3*r*x^2-3032*a^2*c^2*g^3*x^3-16434*a^2*c^2*g^2*p^2*x^2-23120*a^2*c^2*g^2* p*q*x^2-40624*a^2*c^2*g^2*p*r*x^2+2474*a^2*c^2*g^2*p*x^3-5412*a^2*c^2*g^2*q^2*x ^2-29500*a^2*c^2*g^2*q*r*x^2-3590*a^2*c^2*g^2*q*x^3-15024*a^2*c^2*g^2*r^2*x^2+ 47956*a^2*c^2*g^2*r*x^3+15968*a^2*c^2*g^2*x^4-14276*a^2*c^2*g*p^3*x^2-38798*a^2 *c^2*g*p^2*q*x^2-48452*a^2*c^2*g*p^2*r*x^2+18776*a^2*c^2*g*p^2*x^3-23024*a^2*c^ 2*g*p*q^2*x^2-88832*a^2*c^2*g*p*q*r*x^2+17166*a^2*c^2*g*p*q*x^3-35432*a^2*c^2*g *p*r^2*x^2+132076*a^2*c^2*g*p*r*x^3+28594*a^2*c^2*g*p*x^4-2992*a^2*c^2*g*q^3*x^ 2-27056*a^2*c^2*g*q^2*r*x^2+2050*a^2*c^2*g*q^2*x^3-29916*a^2*c^2*g*q*r^2*x^2+ 119408*a^2*c^2*g*q*r*x^3+34100*a^2*c^2*g*q*x^4-4920*a^2*c^2*g*r^3*x^2+69156*a^2 *c^2*g*r^2*x^3-20322*a^2*c^2*g*r*x^4-3714*a^2*c^2*p^4*x^2-17372*a^2*c^2*p^3*q*x ^2-15766*a^2*c^2*p^3*r*x^2+11286*a^2*c^2*p^3*x^3-18720*a^2*c^2*p^2*q^2*x^2-\ 55738*a^2*c^2*p^2*q*r*x^2+24254*a^2*c^2*p^2*q*x^3-16982*a^2*c^2*p^2*r^2*x^2+ 76540*a^2*c^2*p^2*r*x^3+10400*a^2*c^2*p^2*x^4-6200*a^2*c^2*p*q^3*x^2-40282*a^2* c^2*p*q^2*r*x^2+13976*a^2*c^2*p*q^2*x^3-38232*a^2*c^2*p*q*r^2*x^2+155140*a^2*c^ 2*p*q*r*x^3+30732*a^2*c^2*p*q*x^4-5292*a^2*c^2*p*r^3*x^2+72294*a^2*c^2*p*r^2*x^ 3-30288*a^2*c^2*p*r*x^4-468*a^2*c^2*q^4*x^2-6814*a^2*c^2*q^3*r*x^2+1890*a^2*c^2 *q^3*x^3-12002*a^2*c^2*q^2*r^2*x^2+64016*a^2*c^2*q^2*r*x^3+15762*a^2*c^2*q^2*x^ 4-5016*a^2*c^2*q*r^3*x^2+72792*a^2*c^2*q*r^2*x^3-31362*a^2*c^2*q*r*x^4-216*a^2* c^2*r^4*x^2+12228*a^2*c^2*r^3*x^3-26568*a^2*c^2*r^2*x^4-34*a^2*c*g^5*x^2-732*a^ 2*c*g^4*p*x^2-360*a^2*c*g^4*q*x^2-1218*a^2*c*g^4*r*x^2-790*a^2*c*g^4*x^3-3094*a ^2*c*g^3*p^2*x^2-4250*a^2*c*g^3*p*q*x^2-8074*a^2*c*g^3*p*r*x^2-839*a^2*c*g^3*p* x^3-943*a^2*c*g^3*q^2*x^2-5812*a^2*c*g^3*q*r*x^2-2110*a^2*c*g^3*q*x^3-3009*a^2* c*g^3*r^2*x^2+9016*a^2*c*g^3*r*x^3+3780*a^2*c*g^3*x^4-4294*a^2*c*g^2*p^3*x^2-\ 12187*a^2*c*g^2*p^2*q*x^2-15062*a^2*c*g^2*p^2*r*x^2+4704*a^2*c*g^2*p^2*x^3-7100 *a^2*c*g^2*p*q^2*x^2-28792*a^2*c*g^2*p*q*r*x^2+1407*a^2*c*g^2*p*q*x^3-11163*a^2 *c*g^2*p*r^2*x^2+40206*a^2*c*g^2*p*r*x^3+10282*a^2*c*g^2*p*x^4-869*a^2*c*g^2*q^ 3*x^2-8578*a^2*c*g^2*q^2*r*x^2-785*a^2*c*g^2*q^2*x^3-9683*a^2*c*g^2*q*r^2*x^2+ 36600*a^2*c*g^2*q*r*x^3+12651*a^2*c*g^2*q*x^4-1449*a^2*c*g^2*r^3*x^2+21978*a^2* c*g^2*r^2*x^3-5333*a^2*c*g^2*r*x^4-2148*a^2*c*g*p^4*x^2-11662*a^2*c*g*p^3*q*x^2 -9325*a^2*c*g*p^3*r*x^2+7227*a^2*c*g*p^3*x^3-12783*a^2*c*g*p^2*q^2*x^2-38175*a^ 2*c*g*p^2*q*r*x^2+13349*a^2*c*g*p^2*q*x^3-10089*a^2*c*g*p^2*r^2*x^2+49266*a^2*c *g*p^2*r*x^3+7397*a^2*c*g*p^2*x^4-4118*a^2*c*g*p*q^3*x^2-27977*a^2*c*g*p*q^2*r* x^2+6364*a^2*c*g*p*q^2*x^3-26520*a^2*c*g*p*q*r^2*x^2+101960*a^2*c*g*p*q*r*x^3+ 23656*a^2*c*g*p*q*x^4-3012*a^2*c*g*p*r^3*x^2+47505*a^2*c*g*p*r^2*x^3-18416*a^2* c*g*p*r*x^4-286*a^2*c*g*q^4*x^2-4561*a^2*c*g*q^3*r*x^2+693*a^2*c*g*q^3*x^3-8264 *a^2*c*g*q^2*r^2*x^2+42460*a^2*c*g*q^2*r*x^3+12204*a^2*c*g*q^2*x^4-3366*a^2*c*g *q*r^3*x^2+49905*a^2*c*g*q*r^2*x^3-18339*a^2*c*g*q*r*x^4-72*a^2*c*g*r^4*x^2+ 7896*a^2*c*g*r^3*x^3-17724*a^2*c*g*r^2*x^4-342*a^2*c*p^5*x^2-3471*a^2*c*p^4*q*x ^2-1755*a^2*c*p^4*r*x^2+2406*a^2*c*p^4*x^3-6055*a^2*c*p^3*q^2*x^2-14380*a^2*c*p ^3*q*r*x^2+8268*a^2*c*p^3*q*x^3-2501*a^2*c*p^3*r^2*x^2+16443*a^2*c*p^3*r*x^3+ 1165*a^2*c*p^3*x^4-3597*a^2*c*p^2*q^3*x^2-18676*a^2*c*p^2*q^2*r*x^2+8800*a^2*c* p^2*q^2*x^3-15134*a^2*c*p^2*q*r^2*x^2+60874*a^2*c*p^2*q*r*x^3+9195*a^2*c*p^2*q* x^4-1224*a^2*c*p^2*r^3*x^2+21399*a^2*c*p^2*r^2*x^3-12209*a^2*c*p^2*r*x^4-695*a^ 2*c*p*q^4*x^2-7336*a^2*c*p*q^3*r*x^2+3256*a^2*c*p*q^3*x^3-11640*a^2*c*p*q^2*r^2 *x^2+55927*a^2*c*p*q^2*r*x^3+11319*a^2*c*p*q^2*x^4-4644*a^2*c*p*q*r^3*x^2+55461 *a^2*c*p*q*r^2*x^3-25356*a^2*c*p*q*r*x^4-144*a^2*c*p*r^4*x^2+7246*a^2*c*p*r^3*x ^3-17460*a^2*c*p*r^2*x^4-24*a^2*c*q^5*x^2-711*a^2*c*q^4*r*x^2+318*a^2*c*q^4*x^3 -1765*a^2*c*q^3*r^2*x^2+13936*a^2*c*q^3*r*x^3+3289*a^2*c*q^3*x^4-1137*a^2*c*q^2 *r^3*x^2+23700*a^2*c*q^2*r^2*x^3-13545*a^2*c*q^2*r*x^4-216*a^2*c*q*r^4*x^2+8402 *a^2*c*q*r^3*x^3-20736*a^2*c*q*r^2*x^4+220*a^2*c*r^4*x^3-3520*a^2*c*r^3*x^4-27* a^2*g^5*p*x^2-10*a^2*g^5*q*x^2-61*a^2*g^5*r*x^2-66*a^2*g^5*x^3-201*a^2*g^4*p^2* x^2-248*a^2*g^4*p*q*x^2-566*a^2*g^4*p*r*x^2-182*a^2*g^4*p*x^3-51*a^2*g^4*q^2*x^ 2-397*a^2*g^4*q*r*x^2-297*a^2*g^4*q*x^3-212*a^2*g^4*r^2*x^2+599*a^2*g^4*r*x^3+ 327*a^2*g^4*x^4-405*a^2*g^3*p^3*x^2-1176*a^2*g^3*p^2*q*x^2-1481*a^2*g^3*p^2*r*x ^2+343*a^2*g^3*p^2*x^3-658*a^2*g^3*p*q^2*x^2-2934*a^2*g^3*p*q*r*x^2-483*a^2*g^3 *p*q*x^3-1118*a^2*g^3*p*r^2*x^2+3862*a^2*g^3*p*r*x^3+1197*a^2*g^3*p*x^4-74*a^2* g^3*q^3*x^2-845*a^2*g^3*q^2*r*x^2-290*a^2*g^3*q^2*x^3-986*a^2*g^3*q*r^2*x^2+ 3490*a^2*g^3*q*r*x^3+1539*a^2*g^3*q*x^4-135*a^2*g^3*r^3*x^2+2190*a^2*g^3*r^2*x^ 3-442*a^2*g^3*r*x^4-279*a^2*g^2*p^4*x^2-1854*a^2*g^2*p^3*q*x^2-1248*a^2*g^2*p^3 *r*x^2+1152*a^2*g^2*p^3*x^3-2056*a^2*g^2*p^2*q^2*x^2-6253*a^2*g^2*p^2*q*r*x^2+ 1451*a^2*g^2*p^2*q*x^3-1352*a^2*g^2*p^2*r^2*x^2+7613*a^2*g^2*p^2*r*x^3+1257*a^2 *g^2*p^2*x^4-634*a^2*g^2*p*q^3*x^2-4626*a^2*g^2*p*q^2*r*x^2+288*a^2*g^2*p*q^2*x ^3-4421*a^2*g^2*p*q*r^2*x^2+15774*a^2*g^2*p*q*r*x^3+4462*a^2*g^2*p*q*x^4-378*a^ 2*g^2*p*r^3*x^2+7389*a^2*g^2*p*r^2*x^3-2710*a^2*g^2*p*r*x^4-39*a^2*g^2*q^4*x^2-\ 712*a^2*g^2*q^3*r*x^2-6*a^2*g^2*q^3*x^3-1337*a^2*g^2*q^2*r^2*x^2+6690*a^2*g^2*q ^2*r*x^3+2320*a^2*g^2*q^2*x^4-531*a^2*g^2*q*r^3*x^2+8178*a^2*g^2*q*r^2*x^3-2403 *a^2*g^2*q*r*x^4+1180*a^2*g^2*r^3*x^3-2826*a^2*g^2*r^2*x^4-48*a^2*g*p^5*x^2-\ 1134*a^2*g*p^4*q*x^2-252*a^2*g*p^4*r*x^2+837*a^2*g*p^4*x^3-2116*a^2*g*p^3*q^2*x ^2-4799*a^2*g*p^3*q*r*x^2+2546*a^2*g*p^3*q*x^3-342*a^2*g*p^3*r^2*x^2+5049*a^2*g *p^3*r*x^3+288*a^2*g*p^3*x^4-1250*a^2*g*p^2*q^3*x^2-6652*a^2*g*p^2*q^2*r*x^2+ 2408*a^2*g*p^2*q^2*x^3-5162*a^2*g*p^2*q*r^2*x^2+20153*a^2*g*p^2*q*r*x^3+3539*a^ 2*g*p^2*q*x^4-135*a^2*g*p^2*r^3*x^2+6372*a^2*g*p^2*r^2*x^3-4051*a^2*g*p^2*r*x^4 -226*a^2*g*p*q^4*x^2-2585*a^2*g*p*q^3*r*x^2+776*a^2*g*p*q^3*x^3-4204*a^2*g*p*q^ 2*r^2*x^2+18851*a^2*g*p*q^2*r*x^3+4554*a^2*g*p*q^2*x^4-1608*a^2*g*p*q*r^3*x^2+ 19143*a^2*g*p*q*r^2*x^3-7557*a^2*g*p*q*r*x^4+2080*a^2*g*p*r^3*x^3-5760*a^2*g*p* r^2*x^4-6*a^2*g*q^5*x^2-229*a^2*g*q^4*r*x^2+77*a^2*g*q^4*x^3-600*a^2*g*q^3*r^2* x^2+4715*a^2*g*q^3*r*x^3+1303*a^2*g*q^3*x^4-390*a^2*g*q^2*r^3*x^2+8310*a^2*g*q^ 2*r^2*x^3-4173*a^2*g*q^2*r*x^4-72*a^2*g*q*r^4*x^2+2916*a^2*g*q*r^3*x^3-7086*a^2 *g*q*r^2*x^4+40*a^2*g*r^4*x^3-1140*a^2*g*r^3*x^4-246*a^2*p^5*q*x^2+164*a^2*p^5* x^3-669*a^2*p^4*q^2*x^2-1251*a^2*p^4*q*r*x^2+895*a^2*p^4*q*x^3+1005*a^2*p^4*r*x ^3-45*a^2*p^4*x^4-623*a^2*p^3*q^3*x^2-2674*a^2*p^3*q^2*r*x^2+1528*a^2*p^3*q^2*x ^3-1817*a^2*p^3*q*r^2*x^2+7237*a^2*p^3*q*r*x^3+745*a^2*p^3*q*x^4+1518*a^2*p^3*r ^2*x^3-1467*a^2*p^3*r*x^4-223*a^2*p^2*q^4*x^2-1824*a^2*p^2*q^3*r*x^2+1046*a^2*p ^2*q^3*x^3-2598*a^2*p^2*q^2*r^2*x^2+11526*a^2*p^2*q^2*r*x^3+1837*a^2*p^2*q^2*x^ 4-954*a^2*p^2*q*r^3*x^2+9588*a^2*p^2*q*r^2*x^3-4926*a^2*p^2*q*r*x^4+738*a^2*p^2 *r^3*x^3-2430*a^2*p^2*r^2*x^4-23*a^2*p*q^5*x^2-422*a^2*p*q^4*r*x^2+268*a^2*p*q^ 4*x^3-960*a^2*p*q^3*r^2*x^2+6333*a^2*p*q^3*r*x^3+1259*a^2*p*q^3*x^4-648*a^2*p*q ^2*r^3*x^2+9795*a^2*p*q^2*r^2*x^3-5343*a^2*p*q^2*r*x^4-144*a^2*p*q*r^4*x^2+3198 *a^2*p*q*r^3*x^3-7200*a^2*p*q*r^2*x^4+80*a^2*p*r^4*x^3-840*a^2*p*r^3*x^4-21*a^2 *q^5*r*x^2+19*a^2*q^5*x^3-63*a^2*q^4*r^2*x^2+1039*a^2*q^4*r*x^3+212*a^2*q^4*x^4 -33*a^2*q^3*r^3*x^2+2295*a^2*q^3*r^2*x^3-1884*a^2*q^3*r*x^4+1204*a^2*q^2*r^3*x^ 3-3834*a^2*q^2*r^2*x^4+100*a^2*q*r^4*x^3-1360*a^2*q*r^3*x^4-32*a*b^6*x^3-160*a* b^5*c^2*x^2-48*a*b^5*c*g*x^2-240*a*b^5*c*p*x^2-208*a*b^5*c*r*x^2-544*a*b^5*c*x^ 3-40*a*b^5*g*p*x^2-56*a*b^5*g*r*x^2-288*a*b^5*g*x^3-80*a*b^5*p^2*x^2-144*a*b^5* p*r*x^2-272*a*b^5*p*x^3-112*a*b^5*q*x^3-8*a*b^5*r^2*x^2+424*a*b^5*r*x^3+528*a*b ^5*x^4-1600*a*b^4*c^3*x^2-1120*a*b^4*c^2*g*x^2-3280*a*b^4*c^2*p*x^2-592*a*b^4*c ^2*q*x^2-3056*a*b^4*c^2*r*x^2-2016*a*b^4*c^2*x^3-176*a*b^4*c*g^2*x^2-1656*a*b^4 *c*g*p*x^2-224*a*b^4*c*g*q*x^2-1744*a*b^4*c*g*r*x^2-2800*a*b^4*c*g*x^3-2032*a*b ^4*c*p^2*x^2-960*a*b^4*c*p*q*x^2-3728*a*b^4*c*p*r*x^2-1360*a*b^4*c*p*x^3-848*a* b^4*c*q*r*x^2-1344*a*b^4*c*q*x^3-712*a*b^4*c*r^2*x^2+7320*a*b^4*c*r*x^3+5784*a* b^4*c*x^4-152*a*b^4*g^2*p*x^2-12*a*b^4*g^2*q*x^2-224*a*b^4*g^2*r*x^2-720*a*b^4* g^2*x^3-548*a*b^4*g*p^2*x^2-200*a*b^4*g*p*q*x^2-1120*a*b^4*g*p*r*x^2-1216*a*b^4 *g*p*x^3-224*a*b^4*g*q*r*x^2-696*a*b^4*g*q*x^3-216*a*b^4*g*r^2*x^2+2052*a*b^4*g *r*x^3+2184*a*b^4*g*x^4-396*a*b^4*p^3*x^2-348*a*b^4*p^2*q*x^2-1072*a*b^4*p^2*r* x^2-128*a*b^4*p^2*x^3-600*a*b^4*p*q*r*x^2-560*a*b^4*p*q*x^3-452*a*b^4*p*r^2*x^2 +3696*a*b^4*p*r*x^3+2388*a*b^4*p*x^4-144*a*b^4*q^2*x^3-4*a*b^4*q*r^2*x^2+2148*a *b^4*q*r*x^3+1668*a*b^4*q*x^4+48*a*b^4*r^3*x^2+1824*a*b^4*r^2*x^3-412*a*b^4*r*x ^4-6144*a*b^3*c^4*x^2-6704*a*b^3*c^3*g*x^2-15456*a*b^3*c^3*p*x^2-4704*a*b^3*c^3 *q*x^2-15344*a*b^3*c^3*r*x^2-1344*a*b^3*c^3*x^3-2280*a*b^3*c^2*g^2*x^2-13368*a* b^3*c^2*g*p*x^2-3632*a*b^3*c^2*g*q*x^2-13936*a*b^3*c^2*g*r*x^2-7168*a*b^3*c^2*g *x^3-13200*a*b^3*c^2*p^2*x^2-10032*a*b^3*c^2*p*q*x^2-25400*a*b^3*c^2*p*r*x^2+ 2352*a*b^3*c^2*p*x^3-840*a*b^3*c^2*q^2*x^2-9512*a*b^3*c^2*q*r*x^2-2512*a*b^3*c^ 2*q*x^3-6160*a*b^3*c^2*r^2*x^2+44528*a*b^3*c^2*r*x^3+23224*a*b^3*c^2*x^4-232*a* b^3*c*g^3*x^2-3328*a*b^3*c*g^2*p*x^2-728*a*b^3*c*g^2*q*x^2-3860*a*b^3*c*g^2*r*x ^2-4688*a*b^3*c*g^2*x^3-8016*a*b^3*c*g*p^2*x^2-5536*a*b^3*c*g*p*q*x^2-16160*a*b ^3*c*g*p*r*x^2-3984*a*b^3*c*g*p*x^3-364*a*b^3*c*g*q^2*x^2-5592*a*b^3*c*g*q*r*x^ 2-4664*a*b^3*c*g*q*x^3-3972*a*b^3*c*g*r^2*x^2+26112*a*b^3*c*g*r*x^3+17460*a*b^3 *c*g*x^4-4640*a*b^3*c*p^3*x^2-6392*a*b^3*c*p^2*q*x^2-13104*a*b^3*c*p^2*r*x^2+ 3336*a*b^3*c*p^2*x^3-1444*a*b^3*c*p*q^2*x^2-11648*a*b^3*c*p*q*r*x^2+164*a*b^3*c *p*q*x^3-6712*a*b^3*c*p*r^2*x^2+43044*a*b^3*c*p*r*x^3+18164*a*b^3*c*p*x^4-1292* a*b^3*c*q^2*r*x^2-1020*a*b^3*c*q^2*x^3-1888*a*b^3*c*q*r^2*x^2+27260*a*b^3*c*q*r *x^3+14924*a*b^3*c*q*x^4-96*a*b^3*c*r^3*x^2+20244*a*b^3*c*r^2*x^3-6056*a*b^3*c* r*x^4-202*a*b^3*g^3*p*x^2-28*a*b^3*g^3*q*x^2-318*a*b^3*g^3*r*x^2-776*a*b^3*g^3* x^3-1088*a*b^3*g^2*p^2*x^2-624*a*b^3*g^2*p*q*x^2-2380*a*b^3*g^2*p*r*x^2-1844*a* b^3*g^2*p*x^3-28*a*b^3*g^2*q^2*x^2-728*a*b^3*g^2*q*r*x^2-1288*a*b^3*g^2*q*x^3-\ 560*a*b^3*g^2*r^2*x^2+3620*a*b^3*g^2*r*x^3+3252*a*b^3*g^2*x^4-1484*a*b^3*g*p^3* x^2-1872*a*b^3*g*p^2*q*x^2-4360*a*b^3*g*p^2*r*x^2-60*a*b^3*g*p^2*x^3-338*a*b^3* g*p*q^2*x^2-3644*a*b^3*g*p*q*r*x^2-1702*a*b^3*g*p*q*x^3-2344*a*b^3*g*p*r^2*x^2+ 12858*a*b^3*g*p*r*x^3+6990*a*b^3*g*p*x^4-334*a*b^3*g*q^2*r*x^2-534*a*b^3*g*q^2* x^3-564*a*b^3*g*q*r^2*x^2+8218*a*b^3*g*q*r*x^3+5586*a*b^3*g*q*x^4-36*a*b^3*g*r^ 3*x^2+6594*a*b^3*g*r^2*x^3-1208*a*b^3*g*r*x^4-568*a*b^3*p^4*x^2-1256*a*b^3*p^3* q*x^2-2104*a*b^3*p^3*r*x^2+880*a*b^3*p^3*x^3-560*a*b^3*p^2*q^2*x^2-3344*a*b^3*p ^2*q*r*x^2+752*a*b^3*p^2*q*x^3-1686*a*b^3*p^2*r^2*x^2+10018*a*b^3*p^2*r*x^3+ 3336*a*b^3*p^2*x^4-936*a*b^3*p*q^2*r*x^2-208*a*b^3*p*q^2*x^3-1252*a*b^3*p*q*r^2 *x^2+13512*a*b^3*p*q*r*x^3+6216*a*b^3*p*q*x^4-144*a*b^3*p*r^3*x^2+9144*a*b^3*p* r^2*x^3-2880*a*b^3*p*r*x^4-80*a*b^3*q^3*x^3+26*a*b^3*q^2*r^2*x^2+3742*a*b^3*q^2 *r*x^3+1920*a*b^3*q^2*x^4+156*a*b^3*q*r^3*x^2+5166*a*b^3*q*r^2*x^3-3496*a*b^3*q *r*x^4+48*a*b^3*r^4*x^2+820*a*b^3*r^3*x^3-4104*a*b^3*r^2*x^4-11616*a*b^2*c^5*x^ 2-17184*a*b^2*c^4*g*x^2-34256*a*b^2*c^4*p*x^2-13584*a*b^2*c^4*q*x^2-36192*a*b^2 *c^4*r*x^2+4608*a*b^2*c^4*x^3-9032*a*b^2*c^3*g^2*x^2-42080*a*b^2*c^3*g*p*x^2-\ 15848*a*b^2*c^3*g*q*x^2-45424*a*b^2*c^3*g*r*x^2-3808*a*b^2*c^3*g*x^3-36512*a*b^ 2*c^3*p^2*x^2-35216*a*b^2*c^3*p*q*x^2-73928*a*b^2*c^3*p*r*x^2+19568*a*b^2*c^3*p *x^3-5008*a*b^2*c^3*q^2*x^2-35640*a*b^2*c^3*q*r*x^2+3856*a*b^2*c^3*q*x^3-20704* a*b^2*c^3*r^2*x^2+118432*a*b^2*c^3*r*x^3+44304*a*b^2*c^3*x^4-1952*a*b^2*c^2*g^3 *x^2-17588*a*b^2*c^2*g^2*p*x^2-6032*a*b^2*c^2*g^2*q*x^2-19864*a*b^2*c^2*g^2*r*x ^2-8288*a*b^2*c^2*g^2*x^3-34844*a*b^2*c^2*g*p^2*x^2-32360*a*b^2*c^2*g*p*q*x^2-\ 72352*a*b^2*c^2*g*p*r*x^2+6196*a*b^2*c^2*g*p*x^3-4160*a*b^2*c^2*g*q^2*x^2-33472 *a*b^2*c^2*g*q*r*x^2-5148*a*b^2*c^2*g*q*x^3-20352*a*b^2*c^2*g*r^2*x^2+109108*a* b^2*c^2*g*r*x^3+49372*a*b^2*c^2*g*x^4-17824*a*b^2*c^2*p^3*x^2-30720*a*b^2*c^2*p ^2*q*x^2-52596*a*b^2*c^2*p^2*r*x^2+20716*a*b^2*c^2*p^2*x^3-11052*a*b^2*c^2*p*q^ 2*x^2-59256*a*b^2*c^2*p*q*r*x^2+16868*a*b^2*c^2*p*q*x^3-30536*a*b^2*c^2*p*r^2*x ^2+162160*a*b^2*c^2*p*r*x^3+49212*a*b^2*c^2*p*x^4-572*a*b^2*c^2*q^3*x^2-10644*a *b^2*c^2*q^2*r*x^2+648*a*b^2*c^2*q^2*x^3-13432*a*b^2*c^2*q*r^2*x^2+115460*a*b^2 *c^2*q*r*x^3+45320*a*b^2*c^2*q*x^4-2196*a*b^2*c^2*r^3*x^2+74784*a*b^2*c^2*r^2*x ^3-28248*a*b^2*c^2*r*x^4-140*a*b^2*c*g^4*x^2-2796*a*b^2*c*g^3*p*x^2-798*a*b^2*c *g^3*q*x^2-3512*a*b^2*c*g^3*r*x^2-3420*a*b^2*c*g^3*x^3-10262*a*b^2*c*g^2*p^2*x^ 2-8852*a*b^2*c*g^2*p*q*x^2-22196*a*b^2*c*g^2*p*r*x^2-3950*a*b^2*c*g^2*p*x^3-960 *a*b^2*c*g^2*q^2*x^2-9580*a*b^2*c*g^2*q*r*x^2-5390*a*b^2*c*g^2*q*x^3-6120*a*b^2 *c*g^2*r^2*x^2+31592*a*b^2*c*g^2*r*x^3+18176*a*b^2*c*g^2*x^4-11706*a*b^2*c*g*p^ 3*x^2-19686*a*b^2*c*g*p^2*q*x^2-35428*a*b^2*c*g*p^2*r*x^2+8752*a*b^2*c*g*p^2*x^ 3-6526*a*b^2*c*g*p*q^2*x^2-39060*a*b^2*c*g*p*q*r*x^2+1864*a*b^2*c*g*p*q*x^3-\ 21080*a*b^2*c*g*p*r^2*x^2+102160*a*b^2*c*g*p*r*x^3+37466*a*b^2*c*g*p*x^4-268*a* b^2*c*g*q^3*x^2-6420*a*b^2*c*g*q^2*r*x^2-1642*a*b^2*c*g*q^2*x^3-8772*a*b^2*c*g* q*r^2*x^2+71824*a*b^2*c*g*q*r*x^3+34026*a*b^2*c*g*q*x^4-1476*a*b^2*c*g*r^3*x^2+ 49608*a*b^2*c*g*r^2*x^3-14368*a*b^2*c*g*r*x^4-3970*a*b^2*c*p^4*x^2-10900*a*b^2* c*p^3*q*x^2-15296*a*b^2*c*p^3*r*x^2+8146*a*b^2*c*p^3*x^3-7244*a*b^2*c*p^2*q^2*x ^2-30600*a*b^2*c*p^2*q*r*x^2+13088*a*b^2*c*p^2*q*x^3-13734*a*b^2*c*p^2*r^2*x^2+ 70100*a*b^2*c*p^2*r*x^3+16722*a*b^2*c*p^2*x^4-1028*a*b^2*c*p*q^3*x^2-13128*a*b^ 2*c*p*q^2*r*x^2+4242*a*b^2*c*p*q^2*x^3-14908*a*b^2*c*p*q*r^2*x^2+109244*a*b^2*c *p*q*r*x^3+35352*a*b^2*c*p*q*x^4-2592*a*b^2*c*p*r^3*x^2+62598*a*b^2*c*p*r^2*x^3 -25902*a*b^2*c*p*r*x^4-928*a*b^2*c*q^3*r*x^2-106*a*b^2*c*q^3*x^3-1818*a*b^2*c*q ^2*r^2*x^2+34360*a*b^2*c*q^2*r*x^3+13428*a*b^2*c*q^2*x^4-108*a*b^2*c*q*r^3*x^2+ 44172*a*b^2*c*q*r^2*x^3-26060*a*b^2*c*q*r*x^4+144*a*b^2*c*r^4*x^2+7500*a*b^2*c* r^3*x^3-26784*a*b^2*c*r^2*x^4-120*a*b^2*g^4*p*x^2-23*a*b^2*g^4*q*x^2-206*a*b^2* g^4*r*x^2-402*a*b^2*g^4*x^3-901*a*b^2*g^3*p^2*x^2-658*a*b^2*g^3*p*q*x^2-2094*a* b^2*g^3*p*r*x^2-1246*a*b^2*g^3*p*x^3-54*a*b^2*g^3*q^2*x^2-806*a*b^2*g^3*q*r*x^2 -1022*a*b^2*g^3*q*x^3-537*a*b^2*g^3*r^2*x^2+2882*a*b^2*g^3*r*x^3+2202*a*b^2*g^3 *x^4-1814*a*b^2*g^2*p^3*x^2-2882*a*b^2*g^2*p^2*q*x^2-5682*a*b^2*g^2*p^2*r*x^2+ 277*a*b^2*g^2*p^2*x^3-834*a*b^2*g^2*p*q^2*x^2-5996*a*b^2*g^2*p*q*r*x^2-1821*a*b ^2*g^2*p*q*x^3-3453*a*b^2*g^2*p*r^2*x^2+15052*a*b^2*g^2*p*r*x^3+7027*a*b^2*g^2* p*x^4-23*a*b^2*g^2*q^3*x^2-844*a*b^2*g^2*q^2*r*x^2-599*a*b^2*g^2*q^2*x^3-1243*a *b^2*g^2*q*r^2*x^2+10602*a*b^2*g^2*q*r*x^3+6280*a*b^2*g^2*q*x^4-207*a*b^2*g^2*r ^3*x^2+7770*a*b^2*g^2*r^2*x^3-1565*a*b^2*g^2*r*x^4-1338*a*b^2*g*p^4*x^2-3646*a* b^2*g*p^3*q*x^2-5270*a*b^2*g*p^3*r*x^2+2229*a*b^2*g*p^3*x^3-2267*a*b^2*g*p^2*q^ 2*x^2-10536*a*b^2*g*p^2*q*r*x^2+2320*a*b^2*g*p^2*q*x^3-4861*a*b^2*g*p^2*r^2*x^2 +22882*a*b^2*g*p^2*r*x^3+6522*a*b^2*g*p^2*x^4-256*a*b^2*g*p*q^3*x^2-4256*a*b^2* g*p*q^2*r*x^2-3*a*b^2*g*p*q^2*x^3-5314*a*b^2*g*p*q*r^2*x^2+34624*a*b^2*g*p*q*r* x^3+13802*a*b^2*g*p*q*x^4-954*a*b^2*g*p*r^3*x^2+21471*a*b^2*g*p*r^2*x^3-6873*a* b^2*g*p*r*x^4-234*a*b^2*g*q^3*r*x^2-85*a*b^2*g*q^3*x^3-530*a*b^2*g*q^2*r^2*x^2+ 10862*a*b^2*g*q^2*r*x^3+5003*a*b^2*g*q^2*x^4-36*a*b^2*g*q*r^3*x^2+14661*a*b^2*g *q*r^2*x^3-7420*a*b^2*g*q*r*x^4+48*a*b^2*g*r^4*x^2+2520*a*b^2*g*r^3*x^3-8940*a* b^2*g*r^2*x^4-315*a*b^2*p^5*x^2-1329*a*b^2*p^4*q*x^2-1494*a*b^2*p^4*r*x^2+1058* a*b^2*p^4*x^3-1437*a*b^2*p^3*q^2*x^2-4886*a*b^2*p^3*q*r*x^2+2728*a*b^2*p^3*q*x^ 3-1862*a*b^2*p^3*r^2*x^2+9398*a*b^2*p^3*r*x^3+1641*a*b^2*p^3*x^4-423*a*b^2*p^2* q^3*x^2-3770*a*b^2*p^2*q^2*r*x^2+1932*a*b^2*p^2*q^2*x^3-3792*a*b^2*p^2*q*r^2*x^ 2+24687*a*b^2*p^2*q*r*x^3+6379*a*b^2*p^2*q*x^4-675*a*b^2*p^2*r^3*x^2+11982*a*b^ 2*p^2*r^2*x^3-5925*a*b^2*p^2*r*x^4-690*a*b^2*p*q^3*r*x^2+248*a*b^2*p*q^3*x^3-\ 1261*a*b^2*p*q^2*r^2*x^2+16992*a*b^2*p*q^2*r*x^3+5711*a*b^2*p*q^2*x^4-288*a*b^2 *p*q*r^3*x^2+20211*a*b^2*p*q*r^2*x^3-10818*a*b^2*p*q*r*x^4+3202*a*b^2*p*r^3*x^3 -10188*a*b^2*p*r^2*x^4-14*a*b^2*q^4*x^3+37*a*b^2*q^3*r^2*x^2+2963*a*b^2*q^3*r*x ^3+973*a*b^2*q^3*x^4+180*a*b^2*q^2*r^3*x^2+5319*a*b^2*q^2*r^2*x^3-5817*a*b^2*q^ 2*r*x^4+96*a*b^2*q*r^4*x^2+1538*a*b^2*q*r^3*x^3-9252*a*b^2*q*r^2*x^4-100*a*b^2* r^4*x^3-1840*a*b^2*r^3*x^4-10688*a*b*c^6*x^2-20096*a*b*c^5*g*x^2-36128*a*b*c^5* p*x^2-16928*a*b*c^5*q*x^2-40576*a*b*c^5*r*x^2+8320*a*b*c^5*x^3-14424*a*b*c^4*g^ 2*x^2-57888*a*b*c^4*g*p*x^2-26472*a*b*c^4*g*q*x^2-65568*a*b*c^4*g*r*x^2+6208*a* b*c^4*g*x^3-45760*a*b*c^4*p^2*x^2-51488*a*b*c^4*p*q*x^2-97424*a*b*c^4*p*r*x^2+ 32048*a*b*c^4*p*x^3-9616*a*b*c^4*q^2*x^2-55520*a*b*c^4*q*r*x^2+12784*a*b*c^4*q* x^3-30488*a*b*c^4*r^2*x^2+144480*a*b*c^4*r*x^3+41360*a*b*c^4*x^4-4852*a*b*c^3*g ^3*x^2-34408*a*b*c^3*g^2*p*x^2-15076*a*b*c^3*g^2*q*x^2-39768*a*b*c^3*g^2*r*x^2-\ 2960*a*b*c^3*g^2*x^3-59868*a*b*c^3*g*p^2*x^2-66592*a*b*c^3*g*p*q*x^2-129376*a*b *c^3*g*p*r*x^2+29520*a*b*c^3*g*p*x^3-11820*a*b*c^3*g*q^2*x^2-72232*a*b*c^3*g*q* r*x^2+7152*a*b*c^3*g*q*x^3-40316*a*b*c^3*g*r^2*x^2+183696*a*b*c^3*g*r*x^3+60472 *a*b*c^3*g*x^4-28028*a*b*c^3*p^3*x^2-56184*a*b*c^3*p^2*q*x^2-86304*a*b*c^3*p^2* r*x^2+38852*a*b*c^3*p^2*x^3-25668*a*b*c^3*p*q^2*x^2-114448*a*b*c^3*p*q*r*x^2+ 42432*a*b*c^3*p*q*x^3-55088*a*b*c^3*p*r^2*x^2+251768*a*b*c^3*p*r*x^3+58328*a*b* c^3*p*x^4-2288*a*b*c^3*q^3*x^2-26472*a*b*c^3*q^2*r*x^2+7132*a*b*c^3*q^2*x^3-\ 31184*a*b*c^3*q*r^2*x^2+196072*a*b*c^3*q*r*x^3+58328*a*b*c^3*q*x^4-6000*a*b*c^3 *r^3*x^2+116352*a*b*c^3*r^2*x^3-48704*a*b*c^3*r*x^4-742*a*b*c^2*g^4*x^2-9184*a* b*c^2*g^3*p*x^2-3718*a*b*c^2*g^3*q*x^2-11128*a*b*c^2*g^3*r*x^2-3840*a*b*c^2*g^3 *x^3-27552*a*b*c^2*g^2*p^2*x^2-29848*a*b*c^2*g^2*p*q*x^2-61020*a*b*c^2*g^2*p*r* x^2+5106*a*b*c^2*g^2*p*x^3-4878*a*b*c^2*g^2*q^2*x^2-32844*a*b*c^2*g^2*q*r*x^2-\ 3226*a*b*c^2*g^2*q*x^3-18718*a*b*c^2*g^2*r^2*x^2+82752*a*b*c^2*g^2*r*x^3+32728* a*b*c^2*g^2*x^4-27872*a*b*c^2*g*p^3*x^2-56218*a*b*c^2*g*p^2*q*x^2-87398*a*b*c^2 *g*p^2*r*x^2+31990*a*b*c^2*g*p^2*x^3-24784*a*b*c^2*g*p*q^2*x^2-116100*a*b*c^2*g *p*q*r*x^2+28104*a*b*c^2*g*p*q*x^3-56392*a*b*c^2*g*p*r^2*x^2+244756*a*b*c^2*g*p *r*x^3+65318*a*b*c^2*g*p*x^4-2000*a*b*c^2*g*q^3*x^2-25622*a*b*c^2*g*q^2*r*x^2+ 3050*a*b*c^2*g*q^2*x^3-31300*a*b*c^2*g*q*r^2*x^2+189668*a*b*c^2*g*q*r*x^3+65318 *a*b*c^2*g*q*x^4-5904*a*b*c^2*g*r^3*x^2+116688*a*b*c^2*g*r^2*x^3-41956*a*b*c^2* g*r*x^4-8678*a*b*c^2*p^4*x^2-27904*a*b*c^2*p^3*q*x^2-34694*a*b*c^2*p^3*r*x^2+ 20414*a*b*c^2*p^3*x^3-22898*a*b*c^2*p^2*q^2*x^2-82202*a*b*c^2*p^2*q*r*x^2+40248 *a*b*c^2*p^2*q*x^3-33802*a*b*c^2*p^2*r^2*x^2+154386*a*b*c^2*p^2*r*x^3+27754*a*b *c^2*p^2*x^4-5200*a*b*c^2*p*q^3*x^2-44306*a*b*c^2*p*q^2*r*x^2+19776*a*b*c^2*p*q ^2*x^3-46732*a*b*c^2*p*q*r^2*x^2+265536*a*b*c^2*p*q*r*x^3+64648*a*b*c^2*p*q*x^4 -8532*a*b*c^2*p*r^3*x^2+137904*a*b*c^2*p*r^2*x^3-63058*a*b*c^2*p*r*x^4-188*a*b* c^2*q^4*x^2-5078*a*b*c^2*q^3*r*x^2+1706*a*b*c^2*q^3*x^3-9484*a*b*c^2*q^2*r^2*x^ 2+93078*a*b*c^2*q^2*r*x^3+27754*a*b*c^2*q^2*x^4-3276*a*b*c^2*q*r^3*x^2+111072*a *b*c^2*q*r^2*x^3-63058*a*b*c^2*q*r*x^4-72*a*b*c^2*r^4*x^2+19360*a*b*c^2*r^3*x^3 -55440*a*b*c^2*r^2*x^4-39*a*b*c*g^5*x^2-1032*a*b*c*g^4*p*x^2-357*a*b*c*g^4*q*x^ 2-1406*a*b*c*g^4*r*x^2-1116*a*b*c*g^4*x^3-5181*a*b*c*g^3*p^2*x^2-5276*a*b*c*g^3 *p*q*x^2-11962*a*b*c*g^3*p*r*x^2-1583*a*b*c*g^3*p*x^3-750*a*b*c*g^3*q^2*x^2-\ 6034*a*b*c*g^3*q*r*x^2-2529*a*b*c*g^3*q*x^3-3525*a*b*c*g^3*r^2*x^2+15600*a*b*c* g^3*r*x^3+7772*a*b*c*g^3*x^4-8747*a*b*c*g^2*p^3*x^2-17563*a*b*c*g^2*p^2*q*x^2-\ 28150*a*b*c*g^2*p^2*r*x^2+7150*a*b*c*g^2*p^2*x^3-7297*a*b*c*g^2*p*q^2*x^2-37088 *a*b*c*g^2*p*q*r*x^2+2164*a*b*c*g^2*p*q*x^3-18354*a*b*c*g^2*p*r^2*x^2+74922*a*b *c*g^2*p*r*x^3+23949*a*b*c*g^2*p*x^4-500*a*b*c*g^2*q^3*x^2-7564*a*b*c*g^2*q^2*r *x^2-678*a*b*c*g^2*q^2*x^3-9624*a*b*c*g^2*q*r^2*x^2+57834*a*b*c*g^2*q*r*x^3+ 23949*a*b*c*g^2*q*x^4-1752*a*b*c*g^2*r^3*x^2+36984*a*b*c*g^2*r^2*x^3-11086*a*b* c*g^2*r*x^4-5741*a*b*c*g*p^4*x^2-19122*a*b*c*g*p^3*q*x^2-23390*a*b*c*g*p^3*r*x^ 2+12511*a*b*c*g*p^3*x^3-15385*a*b*c*g*p^2*q^2*x^2-57328*a*b*c*g*p^2*q*r*x^2+ 21302*a*b*c*g*p^2*q*x^3-23164*a*b*c*g*p^2*r^2*x^2+102067*a*b*c*g*p^2*r*x^3+ 20963*a*b*c*g*p^2*x^4-3222*a*b*c*g*p*q^3*x^2-30184*a*b*c*g*p*q^2*r*x^2+8494*a*b *c*g*p*q^2*x^3-33088*a*b*c*g*p*q*r^2*x^2+174912*a*b*c*g*p*q*r*x^3+50036*a*b*c*g *p*q*x^4-5880*a*b*c*g*p*r^3*x^2+93957*a*b*c*g*p*r^2*x^3-37655*a*b*c*g*p*r*x^4-\ 92*a*b*c*g*q^4*x^2-3122*a*b*c*g*q^3*r*x^2+605*a*b*c*g*q^3*x^3-6253*a*b*c*g*q^2* r^2*x^2+60713*a*b*c*g*q^2*r*x^3+20963*a*b*c*g*q^2*x^4-2232*a*b*c*g*q*r^3*x^2+ 75411*a*b*c*g*q*r^2*x^3-37655*a*b*c*g*q*r*x^4-48*a*b*c*g*r^4*x^2+12880*a*b*c*g* r^3*x^3-37368*a*b*c*g*r^2*x^4-1248*a*b*c*p^5*x^2-6314*a*b*c*p^4*q*x^2-6114*a*b* c*p^4*r*x^2+4758*a*b*c*p^4*x^3-8218*a*b*c*p^3*q^2*x^2-24220*a*b*c*p^3*q*r*x^2+ 14568*a*b*c*p^3*q*x^3-8134*a*b*c*p^3*r^2*x^2+38672*a*b*c*p^3*r*x^3+4884*a*b*c*p ^3*x^4-3502*a*b*c*p^2*q^3*x^2-22956*a*b*c*p^2*q^2*r*x^2+13344*a*b*c*p^2*q^2*x^3 -21456*a*b*c*p^2*q*r^2*x^2+113304*a*b*c*p^2*q*r*x^3+21804*a*b*c*p^2*q*x^4-3528* a*b*c*p^2*r^3*x^2+49404*a*b*c*p^2*r^2*x^3-26480*a*b*c*p^2*r*x^4-350*a*b*c*p*q^4 *x^2-6316*a*b*c*p*q^3*r*x^2+3688*a*b*c*p*q^3*x^3-10692*a*b*c*p*q^2*r^2*x^2+ 87576*a*b*c*p*q^2*r*x^3+21804*a*b*c*p*q^2*x^4-4032*a*b*c*p*q*r^3*x^2+94320*a*b* c*p*q*r^2*x^3-52164*a*b*c*p*q*r*x^4-288*a*b*c*p*r^4*x^2+14616*a*b*c*p*r^3*x^3-\ 40284*a*b*c*p*r^2*x^4-318*a*b*c*q^4*r*x^2+154*a*b*c*q^4*x^3-754*a*b*c*q^3*r^2*x ^2+17824*a*b*c*q^3*r*x^3+4884*a*b*c*q^3*x^4+31236*a*b*c*q^2*r^2*x^3-26480*a*b*c *q^2*r*x^4+192*a*b*c*q*r^4*x^2+10424*a*b*c*q*r^3*x^3-40284*a*b*c*q*r^2*x^4-7680 *a*b*c*r^3*x^4-32*a*b*g^5*p*x^2-8*a*b*g^5*q*x^2-62*a*b*g^5*r*x^2-96*a*b*g^5*x^3 -326*a*b*g^4*p^2*x^2-282*a*b*g^4*p*q*x^2-809*a*b*g^4*p*r*x^2-381*a*b*g^4*p*x^3-\ 32*a*b*g^4*q^2*x^2-365*a*b*g^4*q*r*x^2-363*a*b*g^4*q*x^3-217*a*b*g^4*r^2*x^2+ 1044*a*b*g^4*r*x^3+678*a*b*g^4*x^4-860*a*b*g^3*p^3*x^2-1664*a*b*g^3*p^2*q*x^2-\ 2869*a*b*g^3*p^2*r*x^2+296*a*b*g^3*p^2*x^3-620*a*b*g^3*p*q^2*x^2-3662*a*b*g^3*p *q*r*x^2-832*a*b*g^3*p*q*x^3-1888*a*b*g^3*p*r^2*x^2+7140*a*b*g^3*p*r*x^3+2872*a *b*g^3*p*x^4-32*a*b*g^3*q^3*x^2-649*a*b*g^3*q^2*r*x^2-264*a*b*g^3*q^2*x^3-862*a *b*g^3*q*r^2*x^2+5532*a*b*g^3*q*r*x^3+2872*a*b*g^3*q*x^4-150*a*b*g^3*r^3*x^2+ 3648*a*b*g^3*r^2*x^3-908*a*b*g^3*r*x^4-902*a*b*g^2*p^4*x^2-3102*a*b*g^2*p^3*q*x ^2-3763*a*b*g^2*p^3*r*x^2+1792*a*b*g^2*p^3*x^3-2408*a*b*g^2*p^2*q^2*x^2-9539*a* b*g^2*p^2*q*r*x^2+2029*a*b*g^2*p^2*q*x^3-3792*a*b*g^2*p^2*r^2*x^2+16094*a*b*g^2 *p^2*r*x^3+3860*a*b*g^2*p^2*x^4-444*a*b*g^2*p*q^3*x^2-4820*a*b*g^2*p*q^2*r*x^2+ 263*a*b*g^2*p*q^2*x^3-5572*a*b*g^2*p*q*r^2*x^2+27084*a*b*g^2*p*q*r*x^3+9490*a*b *g^2*p*q*x^4-963*a*b*g^2*p*r^3*x^2+15237*a*b*g^2*p*r^2*x^3-5211*a*b*g^2*p*r*x^4 -8*a*b*g^2*q^4*x^2-412*a*b*g^2*q^3*r*x^2+36*a*b*g^2*q^3*x^3-885*a*b*g^2*q^2*r^2 *x^2+9442*a*b*g^2*q^2*r*x^3+3860*a*b*g^2*q^2*x^4-315*a*b*g^2*q*r^3*x^2+12099*a* b*g^2*q*r^2*x^3-5211*a*b*g^2*q*r*x^4-6*a*b*g^2*r^4*x^2+1960*a*b*g^2*r^3*x^3-\ 6036*a*b*g^2*r^2*x^4-396*a*b*g*p^5*x^2-2208*a*b*g*p^4*q*x^2-1977*a*b*g*p^4*r*x^ 2+1580*a*b*g*p^4*x^3-2874*a*b*g*p^3*q^2*x^2-8629*a*b*g*p^3*q*r*x^2+4314*a*b*g*p ^3*q*x^3-2688*a*b*g*p^3*r^2*x^2+12907*a*b*g*p^3*r*x^3+1801*a*b*g*p^3*x^4-1152*a *b*g*p^2*q^3*x^2-8179*a*b*g*p^2*q^2*r*x^2+3444*a*b*g*p^2*q^2*x^3-7829*a*b*g*p^2 *q*r^2*x^2+38283*a*b*g*p^2*q*r*x^3+8723*a*b*g*p^2*q*x^4-1203*a*b*g*p^2*r^3*x^2+ 16800*a*b*g*p^2*r^2*x^3-8431*a*b*g*p^2*r*x^4-90*a*b*g*p*q^4*x^2-2107*a*b*g*p*q^ 3*r*x^2+766*a*b*g*p*q^3*x^3-3878*a*b*g*p*q^2*r^2*x^2+29253*a*b*g*p*q^2*r*x^3+ 8723*a*b*g*p*q^2*x^4-1512*a*b*g*p*q*r^3*x^2+33336*a*b*g*p*q*r^2*x^3-15528*a*b*g *p*q*r*x^4-108*a*b*g*p*r^4*x^2+5040*a*b*g*p*r^3*x^3-13734*a*b*g*p*r^2*x^4-78*a* b*g*q^4*r*x^2+56*a*b*g*q^4*x^3-213*a*b*g*q^3*r^2*x^2+5813*a*b*g*q^3*r*x^3+1801* a*b*g*q^3*x^4+9*a*b*g*q^2*r^3*x^2+10560*a*b*g*q^2*r^2*x^3-8431*a*b*g*q^2*r*x^4+ 72*a*b*g*q*r^4*x^2+3640*a*b*g*q*r^3*x^3-13734*a*b*g*q*r^2*x^4-2600*a*b*g*r^3*x^ 4-60*a*b*p^6*x^2-516*a*b*p^5*q*x^2-348*a*b*p^5*r*x^2+389*a*b*p^5*x^3-1004*a*b*p ^4*q^2*x^2-2439*a*b*p^4*q*r*x^2+1751*a*b*p^4*q*x^3-603*a*b*p^4*r^2*x^2+3210*a*b *p^4*r*x^3+202*a*b*p^4*x^4-700*a*b*p^3*q^3*x^2-3661*a*b*p^3*q^2*r*x^2+2538*a*b* p^3*q^2*x^3-3014*a*b*p^3*q*r^2*x^2+15012*a*b*p^3*q*r*x^3+2144*a*b*p^3*q*x^4-405 *a*b*p^3*r^3*x^2+5136*a*b*p^3*r^2*x^3-3494*a*b*p^3*r*x^4-152*a*b*p^2*q^4*x^2-\ 1813*a*b*p^2*q^3*r*x^2+1382*a*b*p^2*q^3*x^3-2745*a*b*p^2*q^2*r^2*x^2+19548*a*b* p^2*q^2*r*x^3+3884*a*b*p^2*q^2*x^4-1080*a*b*p^2*q*r^3*x^2+18378*a*b*p^2*q*r^2*x ^3-10698*a*b*p^2*q*r*x^4-90*a*b*p^2*r^4*x^2+2344*a*b*p^2*r^3*x^3-6732*a*b*p^2*r ^2*x^4-243*a*b*p*q^4*r*x^2+209*a*b*p*q^4*x^3-548*a*b*p*q^3*r^2*x^2+8844*a*b*p*q ^3*r*x^3+2144*a*b*p*q^3*x^4-180*a*b*p*q^2*r^3*x^2+14454*a*b*p*q^2*r^2*x^3-10698 *a*b*p*q^2*r*x^4+4680*a*b*p*q*r^3*x^3-15336*a*b*p*q*r^2*x^4+130*a*b*p*r^4*x^3-\ 2460*a*b*p*r^3*x^4+3*a*b*q^5*x^3+18*a*b*q^4*r^2*x^2+1098*a*b*q^4*r*x^3+202*a*b* q^4*x^4+87*a*b*q^3*r^3*x^2+2352*a*b*q^3*r^2*x^3-3494*a*b*q^3*r*x^4+60*a*b*q^2*r ^4*x^2+896*a*b*q^2*r^3*x^3-6732*a*b*q^2*r^2*x^4-130*a*b*q*r^4*x^3-2460*a*b*q*r^ 3*x^4-3776*a*c^7*x^2-8688*a*c^6*g*x^2-14384*a*c^6*p*x^2-7600*a*c^6*q*x^2-17072* a*c^6*r*x^2+4000*a*c^6*x^3-8000*a*c^5*g^2*x^2-28712*a*c^5*g*p*x^2-14992*a*c^5*g *q*x^2-34184*a*c^5*g*r*x^2+5824*a*c^5*g*x^3-20832*a*c^5*p^2*x^2-26496*a*c^5*p*q *x^2-46272*a*c^5*p*r*x^2+17024*a*c^5*p*x^3-5904*a*c^5*q^2*x^2-30288*a*c^5*q*r*x ^2+8144*a*c^5*q*x^3-15696*a*c^5*r^2*x^2+66272*a*c^5*r*x^3+15264*a*c^5*x^4-3720* a*c^4*g^3*x^2-22444*a*c^4*g^2*p*x^2-11488*a*c^4*g^2*q*x^2-26972*a*c^4*g^2*r*x^2 +2072*a*c^4*g^2*x^3-35024*a*c^4*g*p^2*x^2-44504*a*c^4*g*p*q*x^2-78640*a*c^4*g*p *r*x^2+23776*a*c^4*g*p*x^3-9636*a*c^4*g*q^2*x^2-50840*a*c^4*g*q*r*x^2+10044*a*c ^4*g*q*x^3-26476*a*c^4*g*r^2*x^2+108424*a*c^4*g*r*x^3+27568*a*c^4*g*x^4-14904*a *c^4*p^3*x^2-34304*a*c^4*p^2*q*x^2-47420*a*c^4*p^2*r*x^2+24256*a*c^4*p^2*x^3-\ 18468*a*c^4*p*q^2*x^2-73304*a*c^4*p*q*r*x^2+29700*a*c^4*p*q*x^3-32180*a*c^4*p*r ^2*x^2+139132*a*c^4*p*r*x^3+25592*a*c^4*p*x^4-2188*a*c^4*q^3*x^2-20288*a*c^4*q^ 2*r*x^2+6496*a*c^4*q^2*x^3-22564*a*c^4*q*r^2*x^2+115916*a*c^4*q*r*x^3+27480*a*c ^4*q*x^4-4164*a*c^4*r^3*x^2+65124*a*c^4*r^2*x^3-28216*a*c^4*r*x^4-900*a*c^3*g^4 *x^2-8602*a*c^3*g^3*p*x^2-4252*a*c^3*g^3*q*x^2-10578*a*c^3*g^3*r*x^2-692*a*c^3* g^3*x^3-22260*a*c^3*g^2*p^2*x^2-28128*a*c^3*g^2*p*q*x^2-50876*a*c^3*g^2*p*r*x^2 +10808*a*c^3*g^2*p*x^3-5824*a*c^3*g^2*q^2*x^2-32220*a*c^3*g^2*q*r*x^2+3028*a*c^ 3*g^2*q*x^3-16896*a*c^3*g^2*r^2*x^2+67220*a*c^3*g^2*r*x^3+19520*a*c^3*g^2*x^4-\ 20038*a*c^3*g*p^3*x^2-47028*a*c^3*g*p^2*q*x^2-64746*a*c^3*g*p^2*r*x^2+29432*a*c ^3*g*p^2*x^3-24900*a*c^3*g*p*q^2*x^2-101220*a*c^3*g*p*q*r*x^2+33194*a*c^3*g*p*q *x^3-44080*a*c^3*g*p*r^2*x^2+184374*a*c^3*g*p*r*x^3+37634*a*c^3*g*p*x^4-2796*a* c^3*g*q^3*x^2-27228*a*c^3*g*q^2*r*x^2+6614*a*c^3*g*q^2*x^3-30732*a*c^3*g*q*r^2* x^2+154046*a*c^3*g*q*r*x^3+40694*a*c^3*g*q*x^4-5436*a*c^3*g*r^3*x^2+87990*a*c^3 *g*r^2*x^3-34652*a*c^3*g*r*x^4-5576*a*c^3*p^4*x^2-21392*a*c^3*p^3*q*x^2-22846*a *c^3*p^3*r*x^2+16000*a*c^3*p^3*x^3-20568*a*c^3*p^2*q^2*x^2-65622*a*c^3*p^2*q*r* x^2+34590*a*c^3*p^2*q*x^3-23236*a*c^3*p^2*r^2*x^2+108580*a*c^3*p^2*r*x^3+15006* a*c^3*p^2*x^4-5996*a*c^3*p*q^3*x^2-42114*a*c^3*p*q^2*r*x^2+19810*a*c^3*p*q^2*x^ 3-41316*a*c^3*p*q*r^2*x^2+201304*a*c^3*p*q*r*x^3+38616*a*c^3*p*q*x^4-6516*a*c^3 *p*r^3*x^2+97446*a*c^3*p*r^2*x^3-46698*a*c^3*p*r*x^4-380*a*c^3*q^4*x^2-6290*a*c ^3*q^3*r*x^2+2548*a*c^3*q^3*x^3-11192*a*c^3*q^2*r^2*x^2+76652*a*c^3*q^2*r*x^3+ 18170*a*c^3*q^2*x^4-4452*a*c^3*q*r^3*x^2+86838*a*c^3*q*r^2*x^3-47638*a*c^3*q*r* x^4-168*a*c^3*r^4*x^2+15096*a*c^3*r^3*x^3-37296*a*c^3*r^2*x^4-103*a*c^2*g^5*x^2 -1642*a*c^2*g^4*p*x^2-761*a*c^2*g^4*q*x^2-2134*a*c^2*g^4*r*x^2-616*a*c^2*g^4*x^ 3-6576*a*c^2*g^3*p^2*x^2-8166*a*c^2*g^3*p*q*x^2-15484*a*c^2*g^3*p*r*x^2+1320*a* c^2*g^3*p*x^3-1573*a*c^2*g^3*q^2*x^2-9466*a*c^2*g^3*q*r*x^2-621*a*c^2*g^3*q*x^3 -5011*a*c^2*g^3*r^2*x^2+19594*a*c^2*g^3*r*x^3+6776*a*c^2*g^3*x^4-9567*a*c^2*g^2 *p^3*x^2-22930*a*c^2*g^2*p^2*q*x^2-31642*a*c^2*g^2*p^2*r*x^2+12058*a*c^2*g^2*p^ 2*x^3-11805*a*c^2*g^2*p*q^2*x^2-49960*a*c^2*g^2*p*q*r*x^2+11016*a*c^2*g^2*p*q*x ^3-21643*a*c^2*g^2*p*r^2*x^2+86876*a*c^2*g^2*p*r*x^3+20257*a*c^2*g^2*p*x^4-1219 *a*c^2*g^2*q^3*x^2-12830*a*c^2*g^2*q^2*r*x^2+1767*a*c^2*g^2*q^2*x^3-14759*a*c^2 *g^2*q*r^2*x^2+72864*a*c^2*g^2*q*r*x^3+22145*a*c^2*g^2*q*x^4-2463*a*c^2*g^2*r^3 *x^2+42378*a*c^2*g^2*r^2*x^3-14974*a*c^2*g^2*r*x^4-5447*a*c^2*g*p^4*x^2-22288*a *c^2*g*p^3*q*x^2-22716*a*c^2*g*p^3*r*x^2+15466*a*c^2*g*p^3*x^3-21431*a*c^2*g*p^ 2*q^2*x^2-69174*a*c^2*g*p^2*q*r*x^2+31395*a*c^2*g*p^2*q*x^3-23230*a*c^2*g*p^2*r ^2*x^2+108719*a*c^2*g*p^2*r*x^3+16554*a*c^2*g*p^2*x^4-6012*a*c^2*g*p*q^3*x^2-\ 44108*a*c^2*g*p*q^2*r*x^2+16663*a*c^2*g*p*q^2*x^3-43714*a*c^2*g*p*q*r^2*x^2+ 204022*a*c^2*g*p*q*r*x^3+44268*a*c^2*g*p*q*x^4-6330*a*c^2*g*p*r^3*x^2+99534*a*c ^2*g*p*r^2*x^3-44125*a*c^2*g*p*r*x^4-344*a*c^2*g*q^4*x^2-6236*a*c^2*g*q^3*r*x^2 +2060*a*c^2*g*q^3*x^3-11439*a*c^2*g*q^2*r^2*x^2+77305*a*c^2*g*q^2*r*x^3+20564*a *c^2*g*q^2*x^4-4500*a*c^2*g*q*r^3*x^2+89628*a*c^2*g*q*r^2*x^3-44881*a*c^2*g*q*r *x^4-96*a*c^2*g*r^4*x^2+15120*a*c^2*g*r^3*x^3-37848*a*c^2*g*r^2*x^4-1029*a*c^2* p^5*x^2-6791*a*c^2*p^4*q*x^2-5124*a*c^2*p^4*r*x^2+5232*a*c^2*p^4*x^3-10361*a*c^ 2*p^3*q^2*x^2-26976*a*c^2*p^3*q*r*x^2+17456*a*c^2*p^3*q*x^3-6956*a*c^2*p^3*r^2* x^2+38396*a*c^2*p^3*r*x^3+3389*a*c^2*p^3*x^4-5461*a*c^2*p^2*q^3*x^2-30474*a*c^2 *p^2*q^2*r*x^2+17940*a*c^2*p^2*q^2*x^3-26092*a*c^2*p^2*q*r^2*x^2+123107*a*c^2*p ^2*q*r*x^3+18281*a*c^2*p^2*q*x^4-3123*a*c^2*p^2*r^3*x^2+48912*a*c^2*p^2*r^2*x^3 -27877*a*c^2*p^2*r*x^4-886*a*c^2*p*q^4*x^2-10596*a*c^2*p*q^3*r*x^2+6216*a*c^2*p *q^3*x^3-16991*a*c^2*p*q^2*r^2*x^2+103594*a*c^2*p*q^2*r*x^3+20155*a*c^2*p*q^2*x ^4-6660*a*c^2*p*q*r^3*x^2+104373*a*c^2*p*q*r^2*x^3-57864*a*c^2*p*q*r*x^4-288*a* c^2*p*r^4*x^2+15366*a*c^2*p*r^3*x^3-39132*a*c^2*p*r^2*x^4-24*a*c^2*q^5*x^2-876* a*c^2*q^4*r*x^2+500*a*c^2*q^4*x^3-2161*a*c^2*q^3*r^2*x^2+23563*a*c^2*q^3*r*x^3+ 5263*a*c^2*q^3*x^4-1152*a*c^2*q^2*r^3*x^2+39783*a*c^2*q^2*r^2*x^3-29351*a*c^2*q ^2*r*x^4-120*a*c^2*q*r^4*x^2+13770*a*c^2*q*r^3*x^3-41940*a*c^2*q*r^2*x^4+220*a* c^2*r^4*x^3-7720*a*c^2*r^3*x^4-4*a*c*g^6*x^2-137*a*c*g^5*p*x^2-56*a*c*g^5*q*x^2 -205*a*c*g^5*r*x^2-131*a*c*g^5*x^3-883*a*c*g^4*p^2*x^2-1042*a*c*g^4*p*q*x^2-\ 2187*a*c*g^4*p*r*x^2-218*a*c*g^4*p*x^3-178*a*c*g^4*q^2*x^2-1256*a*c*g^4*q*r*x^2 -415*a*c*g^4*q*x^3-672*a*c*g^4*r^2*x^2+2681*a*c*g^4*r*x^3+1150*a*c*g^4*x^4-1901 *a*c*g^3*p^3*x^2-4630*a*c*g^3*p^2*q*x^2-6512*a*c*g^3*p^2*r*x^2+1865*a*c*g^3*p^2 *x^3-2268*a*c*g^3*p*q^2*x^2-10314*a*c*g^3*p*q*r*x^2+642*a*c*g^3*p*q*x^3-4486*a* c*g^3*p*r^2*x^2+17074*a*c*g^3*p*r*x^3+4715*a*c*g^3*p*x^4-204*a*c*g^3*q^3*x^2-\ 2450*a*c*g^3*q^2*r*x^2-38*a*c*g^3*q^2*x^3-2889*a*c*g^3*q*r^2*x^2+14404*a*c*g^3* q*r*x^3+5244*a*c*g^3*q*x^4-447*a*c*g^3*r^3*x^2+8502*a*c*g^3*r^2*x^3-2721*a*c*g^ 3*r*x^4-1661*a*c*g^2*p^4*x^2-7383*a*c*g^2*p^3*q*x^2-7115*a*c*g^2*p^3*r*x^2+4739 *a*c*g^2*p^3*x^3-7058*a*c*g^2*p^2*q^2*x^2-23322*a*c*g^2*p^2*q*r*x^2+8292*a*c*g^ 2*p^2*q*x^3-7345*a*c*g^2*p^2*r^2*x^2+34567*a*c*g^2*p^2*r*x^3+5879*a*c*g^2*p^2*x ^4-1865*a*c*g^2*p*q^3*x^2-14640*a*c*g^2*p*q^2*r*x^2+3699*a*c*g^2*p*q^2*x^3-\ 14784*a*c*g^2*p*q*r^2*x^2+65384*a*c*g^2*p*q*r*x^3+16571*a*c*g^2*p*q*x^4-1935*a* c*g^2*p*r^3*x^2+32232*a*c*g^2*p*r^2*x^3-13161*a*c*g^2*p*r*x^4-90*a*c*g^2*q^4*x^ 2-1886*a*c*g^2*q^3*r*x^2+481*a*c*g^2*q^3*x^3-3583*a*c*g^2*q^2*r^2*x^2+24746*a*c *g^2*q^2*r*x^3+7577*a*c*g^2*q^2*x^4-1383*a*c*g^2*q*r^3*x^2+29337*a*c*g^2*q*r^2* x^3-13192*a*c*g^2*q*r*x^4-6*a*c*g^2*r^4*x^2+4652*a*c*g^2*r^3*x^3-12276*a*c*g^2* r^2*x^4-582*a*c*g*p^5*x^2-4711*a*c*g*p^4*q*x^2-2953*a*c*g*p^4*r*x^2+3528*a*c*g* p^4*x^3-7382*a*c*g*p^3*q^2*x^2-18975*a*c*g*p^3*q*r*x^2+11200*a*c*g*p^3*q*x^3-\ 4004*a*c*g*p^3*r^2*x^2+25301*a*c*g*p^3*r*x^3+2310*a*c*g*p^3*x^4-3809*a*c*g*p^2* q^3*x^2-21944*a*c*g*p^2*q^2*r*x^2+10862*a*c*g*p^2*q^2*x^3-18567*a*c*g*p^2*q*r^2 *x^2+84402*a*c*g*p^2*q*r*x^3+14295*a*c*g*p^2*q*x^4-1716*a*c*g*p^2*r^3*x^2+32514 *a*c*g*p^2*r^2*x^3-18252*a*c*g*p^2*r*x^4-568*a*c*g*p*q^4*x^2-7415*a*c*g*p*q^3*r *x^2+3492*a*c*g*p*q^3*x^3-12290*a*c*g*p*q^2*r^2*x^2+71199*a*c*g*p*q^2*r*x^3+ 15974*a*c*g*p*q^2*x^4-4728*a*c*g*p*q*r^3*x^2+73617*a*c*g*p*q*r^2*x^3-36669*a*c* g*p*q*r*x^4-108*a*c*g*p*r^4*x^2+10180*a*c*g*p*r^3*x^3-26568*a*c*g*p*r^2*x^4-12* a*c*g*q^5*x^2-546*a*c*g*q^4*r*x^2+302*a*c*g*q^4*x^3-1434*a*c*g*q^3*r^2*x^2+ 15914*a*c*g*q^3*r*x^3+3989*a*c*g*q^3*x^4-783*a*c*g*q^2*r^3*x^2+27624*a*c*g*q^2* r^2*x^3-19077*a*c*g*q^2*r*x^4-72*a*c*g*q*r^4*x^2+9592*a*c*g*q*r^3*x^3-28908*a*c *g*q*r^2*x^4+80*a*c*g*r^4*x^3-5220*a*c*g*r^3*x^4-72*a*c*p^6*x^2-1038*a*c*p^5*q* x^2-420*a*c*p^5*r*x^2+789*a*c*p^5*x^3-2380*a*c*p^4*q^2*x^2-5061*a*c*p^4*q*r*x^2 +3899*a*c*p^4*q*x^3-717*a*c*p^4*r^2*x^2+5868*a*c*p^4*r*x^3+138*a*c*p^4*x^4-1980 *a*c*p^3*q^3*x^2-9091*a*c*p^3*q^2*r*x^2+6234*a*c*p^3*q^2*x^3-6740*a*c*p^3*q*r^2 *x^2+31020*a*c*p^3*q*r*x^3+3278*a*c*p^3*q*x^4-459*a*c*p^3*r^3*x^2+9264*a*c*p^3* r^2*x^3-6888*a*c*p^3*r*x^4-612*a*c*p^2*q^4*x^2-5507*a*c*p^2*q^3*r*x^2+3970*a*c* p^2*q^3*x^3-7941*a*c*p^2*q^2*r^2*x^2+44064*a*c*p^2*q^2*r*x^3+6732*a*c*p^2*q^2*x ^4-2988*a*c*p^2*q*r^3*x^2+38472*a*c*p^2*q*r^2*x^3-22734*a*c*p^2*q*r*x^4-90*a*c* p^2*r^4*x^2+4324*a*c*p^2*r^3*x^3-12384*a*c*p^2*r^2*x^4-46*a*c*p*q^5*x^2-1099*a* c*p*q^4*r*x^2+889*a*c*p*q^4*x^3-2470*a*c*p*q^3*r^2*x^2+22184*a*c*p*q^3*r*x^3+ 4182*a*c*p*q^3*x^4-1476*a*c*p*q^2*r^3*x^2+34212*a*c*p*q^2*r^2*x^3-23532*a*c*p*q ^2*r*x^4-288*a*c*p*q*r^4*x^2+11076*a*c*p*q*r^3*x^3-30564*a*c*p*q*r^2*x^4+290*a* c*p*r^4*x^3-4500*a*c*p*r^3*x^4-42*a*c*q^5*r*x^2+43*a*c*q^5*x^3-114*a*c*q^4*r^2* x^2+3272*a*c*q^4*r*x^3+590*a*c*q^4*x^4+15*a*c*q^3*r^3*x^2+7116*a*c*q^3*r^2*x^3-\ 7686*a*c*q^3*r*x^4+60*a*c*q^2*r^4*x^2+3400*a*c*q^2*r^3*x^3-14724*a*c*q^2*r^2*x^ 4+70*a*c*q*r^4*x^3-5280*a*c*q*r^3*x^4-3*a*g^6*p*x^2-a*g^6*q*x^2-7*a*g^6*r*x^2-8 *a*g^6*x^3-42*a*g^5*p^2*x^2-42*a*g^5*p*q*x^2-113*a*g^5*p*r*x^2-42*a*g^5*p*x^3-6 *a*g^5*q^2*x^2-58*a*g^5*q*r*x^2-47*a*g^5*q*x^3-31*a*g^5*r^2*x^2+139*a*g^5*r*x^3 +75*a*g^5*x^4-132*a*g^4*p^3*x^2-317*a*g^4*p^2*q*x^2-475*a*g^4*p^2*r*x^2+81*a*g^ 4*p^2*x^3-141*a*g^4*p*q^2*x^2-738*a*g^4*p*q*r*x^2-140*a*g^4*p*q*x^3-331*a*g^4*p *r^2*x^2+1169*a*g^4*p*r*x^3+398*a*g^4*p*x^4-10*a*g^4*q^3*x^2-153*a*g^4*q^2*r*x^ 2-40*a*g^4*q^2*x^3-186*a*g^4*q*r^2*x^2+997*a*g^4*q*r*x^3+455*a*g^4*q*x^4-27*a*g ^4*r^3*x^2+585*a*g^4*r^2*x^3-185*a*g^4*r*x^4-156*a*g^3*p^4*x^2-768*a*g^3*p^3*q* x^2-695*a*g^3*p^3*r*x^2+469*a*g^3*p^3*x^3-720*a*g^3*p^2*q^2*x^2-2495*a*g^3*p^2* q*r*x^2+543*a*g^3*p^2*q*x^3-730*a*g^3*p^2*r^2*x^2+3479*a*g^3*p^2*r*x^3+665*a*g^ 3*p^2*x^4-172*a*g^3*p*q^3*x^2-1515*a*g^3*p*q^2*r*x^2+106*a*g^3*p*q^2*x^3-1588*a *g^3*p*q*r^2*x^2+6524*a*g^3*p*q*r*x^3+2022*a*g^3*p*q*x^4-189*a*g^3*p*r^3*x^2+ 3267*a*g^3*p*r^2*x^3-1250*a*g^3*p*r*x^4-6*a*g^3*q^4*x^2-164*a*g^3*q^3*r*x^2+34* a*g^3*q^3*x^3-325*a*g^3*q^2*r^2*x^2+2500*a*g^3*q^2*r*x^3+907*a*g^3*q^2*x^4-123* a*g^3*q*r^3*x^2+3006*a*g^3*q*r^2*x^3-1194*a*g^3*q*r*x^4+424*a*g^3*r^3*x^3-1260* a*g^3*r^2*x^4-69*a*g^2*p^5*x^2-780*a*g^2*p^4*q*x^2-362*a*g^2*p^4*r*x^2+587*a*g^ 2*p^4*x^3-1257*a*g^2*p^3*q^2*x^2-3204*a*g^2*p^3*q*r*x^2+1654*a*g^2*p^3*q*x^3-\ 487*a*g^2*p^3*r^2*x^2+3976*a*g^2*p^3*r*x^3+358*a*g^2*p^3*x^4-627*a*g^2*p^2*q^3* x^2-3793*a*g^2*p^2*q^2*r*x^2+1414*a*g^2*p^2*q^2*x^3-3181*a*g^2*p^2*q*r^2*x^2+ 13774*a*g^2*p^2*q*r*x^3+2728*a*g^2*p^2*q*x^4-189*a*g^2*p^2*r^3*x^2+5082*a*g^2*p ^2*r^2*x^3-2909*a*g^2*p^2*r*x^4-82*a*g^2*p*q^4*x^2-1222*a*g^2*p*q^3*r*x^2+398*a *g^2*p*q^3*x^3-2119*a*g^2*p*q^2*r^2*x^2+11627*a*g^2*p*q^2*r*x^3+3099*a*g^2*p*q^ 2*x^4-801*a*g^2*p*q*r^3*x^2+12438*a*g^2*p*q*r^2*x^3-5373*a*g^2*p*q*r*x^4+1560*a *g^2*p*r^3*x^3-4302*a*g^2*p*r^2*x^4-a*g^2*q^5*x^2-72*a*g^2*q^4*r*x^2+51*a*g^2*q ^4*x^3-202*a*g^2*q^3*r^2*x^2+2567*a*g^2*q^3*r*x^3+729*a*g^2*q^3*x^4-108*a*g^2*q ^2*r^3*x^2+4536*a*g^2*q^2*r^2*x^3-2953*a*g^2*q^2*r*x^4-6*a*g^2*q*r^4*x^2+1556*a *g^2*q*r^3*x^3-4770*a*g^2*q*r^2*x^4-810*a*g^2*r^3*x^4-6*a*g*p^6*x^2-348*a*g*p^5 *q*x^2-36*a*g*p^5*r*x^2+273*a*g*p^5*x^3-863*a*g*p^4*q^2*x^2-1725*a*g*p^4*q*r*x^ 2+1305*a*g*p^4*q*x^3-57*a*g*p^4*r^2*x^2+1785*a*g*p^4*r*x^3-9*a*g*p^4*x^4-718*a* g*p^3*q^3*x^2-3342*a*g*p^3*q^2*r*x^2+2004*a*g*p^3*q^2*x^3-2346*a*g*p^3*q*r^2*x^ 2+10653*a*g*p^3*q*r*x^3+1275*a*g*p^3*q*x^4-27*a*g*p^3*r^3*x^2+2712*a*g*p^3*r^2* x^3-2351*a*g*p^3*r*x^4-209*a*g*p^2*q^4*x^2-2018*a*g*p^2*q^3*r*x^2+1202*a*g*p^2* q^3*x^3-2968*a*g*p^2*q^2*r^2*x^2+15495*a*g*p^2*q^2*r*x^3+2789*a*g*p^2*q^2*x^4-\ 1068*a*g*p^2*q*r^3*x^2+13614*a*g*p^2*q*r^2*x^3-7386*a*g*p^2*q*r*x^4+1216*a*g*p^ 2*r^3*x^3-4140*a*g*p^2*r^2*x^4-12*a*g*p*q^5*x^2-375*a*g*p*q^4*r*x^2+247*a*g*p*q ^4*x^3-908*a*g*p*q^3*r^2*x^2+7717*a*g*p*q^3*r*x^3+1717*a*g*p*q^3*x^4-558*a*g*p* q^2*r^3*x^2+12432*a*g*p*q^2*r^2*x^3-7629*a*g*p*q^2*r*x^4-108*a*g*p*q*r^4*x^2+ 4028*a*g*p*q*r^3*x^3-10710*a*g*p*q*r^2*x^4+60*a*g*p*r^4*x^3-1500*a*g*p*r^3*x^4-\ 10*a*g*q^5*r*x^2+17*a*g*q^5*x^3-31*a*g*q^4*r^2*x^2+1090*a*g*q^4*r*x^3+212*a*g*q ^4*x^4+9*a*g*q^3*r^3*x^2+2442*a*g*q^3*r^2*x^3-2594*a*g*q^3*r*x^4+24*a*g*q^2*r^4 *x^2+1208*a*g*q^2*r^3*x^3-5154*a*g*q^2*r^2*x^4+20*a*g*q*r^4*x^3-1890*a*g*q*r^3* x^4-60*a*p^6*q*x^2+40*a*p^6*x^3-201*a*p^5*q^2*x^2-348*a*p^5*q*r*x^2+307*a*p^5*q *x^3+278*a*p^5*r*x^3-25*a*p^5*x^4-243*a*p^4*q^3*x^2-945*a*p^4*q^2*r*x^2+721*a*p ^4*q^2*x^3-603*a*p^4*q*r^2*x^2+2682*a*p^4*q*r*x^3+167*a*p^4*q*x^4+495*a*p^4*r^2 *x^3-561*a*p^4*r*x^4-123*a*p^3*q^4*x^2-879*a*p^3*q^3*r*x^2+722*a*p^3*q^3*x^3-\ 1152*a*p^3*q^2*r^2*x^2+5852*a*p^3*q^2*r*x^3+661*a*p^3*q^2*x^4-405*a*p^3*q*r^3*x ^2+4332*a*p^3*q*r^2*x^3-2804*a*p^3*q*r*x^4+304*a*p^3*r^3*x^3-1098*a*p^3*r^2*x^4 -21*a*p^2*q^5*x^2-315*a*p^2*q^4*r*x^2+310*a*p^2*q^4*x^3-639*a*p^2*q^3*r^2*x^2+ 4925*a*p^2*q^3*r*x^3+731*a*p^2*q^3*x^4-405*a*p^2*q^2*r^3*x^2+6786*a*p^2*q^2*r^2 *x^3-4629*a*p^2*q^2*r*x^4-90*a*p^2*q*r^4*x^2+2004*a*p^2*q*r^3*x^3-5166*a*p^2*q* r^2*x^4+50*a*p^2*r^4*x^3-510*a*p^2*r^3*x^4-33*a*p*q^5*r*x^2+43*a*p*q^5*x^3-87*a *p*q^4*r^2*x^2+1632*a*p*q^4*r*x^3+272*a*p*q^4*x^4-36*a*p*q^3*r^3*x^2+3327*a*p*q ^3*r^2*x^3-3090*a*p*q^3*r*x^4+1598*a*p*q^2*r^3*x^3-5634*a*p*q^2*r^2*x^4+130*a*p *q*r^4*x^3-1800*a*p*q*r^3*x^4+a*q^6*x^3+3*a*q^5*r^2*x^2+155*a*q^5*r*x^3+10*a*q^ 5*x^4+15*a*q^4*r^3*x^2+378*a*q^4*r^2*x^3-704*a*q^4*r*x^4+12*a*q^3*r^4*x^2+166*a *q^3*r^3*x^3-1566*a*q^3*r^2*x^4-40*a*q^2*r^4*x^3-770*a*q^2*r^3*x^4-32*b^6*c*x^3 -16*b^6*g*x^3-16*b^6*p*x^3+32*b^6*r*x^3+48*b^6*x^4-96*b^5*c^3*x^2-64*b^5*c^2*g* x^2-224*b^5*c^2*p*x^2-160*b^5*c^2*r*x^2-192*b^5*c^2*x^3-8*b^5*c*g^2*x^2-104*b^5 *c*g*p*x^2-88*b^5*c*g*r*x^2-304*b^5*c*g*x^3-152*b^5*c*p^2*x^2-208*b^5*c*p*r*x^2 -160*b^5*c*p*x^3-160*b^5*c*q*x^3-32*b^5*c*r^2*x^2+712*b^5*c*r*x^3+864*b^5*c*x^4 -8*b^5*g^2*p*x^2-8*b^5*g^2*r*x^2-72*b^5*g^2*x^3-36*b^5*g*p^2*x^2-64*b^5*g*p*r*x ^2-152*b^5*g*p*x^3-56*b^5*g*q*x^3-12*b^5*g*r^2*x^2+200*b^5*g*r*x^3+312*b^5*g*x^ 4-32*b^5*p^3*x^2-64*b^5*p^2*r*x^2-32*b^5*p^2*x^3-64*b^5*p*q*x^3-8*b^5*p*r^2*x^2 +400*b^5*p*r*x^3+384*b^5*p*x^4+168*b^5*q*r*x^3+144*b^5*q*x^4+120*b^5*r^2*x^3-\ 144*b^5*r*x^4-704*b^4*c^4*x^2-752*b^4*c^3*g*x^2-1936*b^4*c^3*p*x^2-304*b^4*c^3* q*x^2-1536*b^4*c^3*r*x^2+64*b^4*c^3*x^3-240*b^4*c^2*g^2*x^2-1632*b^4*c^2*g*p*x^ 2-208*b^4*c^2*g*q*x^2-1352*b^4*c^2*g*r*x^2-1024*b^4*c^2*g*x^3-1776*b^4*c^2*p^2* x^2-752*b^4*c^2*p*q*x^2-2768*b^4*c^2*p*r*x^2+624*b^4*c^2*p*x^3-560*b^4*c^2*q*r* x^2-568*b^4*c^2*q*x^3-488*b^4*c^2*r^2*x^2+7080*b^4*c^2*r*x^3+5064*b^4*c^2*x^4-\ 20*b^4*c*g^3*x^2-384*b^4*c*g^2*p*x^2-28*b^4*c*g^2*q*x^2-336*b^4*c*g^2*r*x^2-736 *b^4*c*g^2*x^3-1044*b^4*c*g*p^2*x^2-368*b^4*c*g*p*q*x^2-1736*b^4*c*g*p*r*x^2-\ 696*b^4*c*g*p*x^3-304*b^4*c*g*q*r*x^2-764*b^4*c*g*q*x^3-344*b^4*c*g*r^2*x^2+ 3940*b^4*c*g*r*x^3+3712*b^4*c*g*x^4-676*b^4*c*p^3*x^2-548*b^4*c*p^2*q*x^2-1576* b^4*c*p^2*r*x^2+584*b^4*c*p^2*x^3-776*b^4*c*p*q*r*x^2-148*b^4*c*p*q*x^3-500*b^4 *c*p*r^2*x^2+7472*b^4*c*p*r*x^3+4220*b^4*c*p*x^4-272*b^4*c*q^2*x^3-76*b^4*c*q*r ^2*x^2+3412*b^4*c*q*r*x^3+2600*b^4*c*q*x^4+24*b^4*c*r^3*x^2+2880*b^4*c*r^2*x^3-\ 1472*b^4*c*r*x^4-20*b^4*g^3*p*x^2-20*b^4*g^3*r*x^2-116*b^4*g^3*x^3-132*b^4*g^2* p^2*x^2-32*b^4*g^2*p*q*x^2-244*b^4*g^2*p*r*x^2-344*b^4*g^2*p*x^3-24*b^4*g^2*q*r *x^2-160*b^4*g^2*q*x^3-40*b^4*g^2*r^2*x^2+532*b^4*g^2*r*x^3+672*b^4*g^2*x^4-208 *b^4*g*p^3*x^2-140*b^4*g*p^2*q*x^2-516*b^4*g*p^2*r*x^2-68*b^4*g*p^2*x^3-240*b^4 *g*p*q*r*x^2-314*b^4*g*p*q*x^3-204*b^4*g*p*r^2*x^2+2128*b^4*g*p*r*x^3+1592*b^4* g*p*x^4-64*b^4*g*q^2*x^3-36*b^4*g*q*r^2*x^2+992*b^4*g*q*r*x^3+890*b^4*g*q*x^4-\ 12*b^4*g*r^3*x^2+852*b^4*g*r^2*x^3-398*b^4*g*r*x^4-92*b^4*p^4*x^2-124*b^4*p^3*q *x^2-288*b^4*p^3*r*x^2+144*b^4*p^3*x^3-248*b^4*p^2*q*r*x^2+48*b^4*p^2*q*x^3-132 *b^4*p^2*r^2*x^2+1868*b^4*p^2*r*x^3+844*b^4*p^2*x^4-96*b^4*p*q^2*x^3-4*b^4*p*q* r^2*x^2+1884*b^4*p*q*r*x^3+1220*b^4*p*q*x^4+48*b^4*p*r^3*x^2+1476*b^4*p*r^2*x^3 -616*b^4*p*r*x^4+332*b^4*q^2*r*x^3+136*b^4*q^2*x^4+384*b^4*q*r^2*x^3-924*b^4*q* r*x^4+24*b^4*r^3*x^3-792*b^4*r^2*x^4-2144*b^3*c^5*x^2-3136*b^3*c^4*g*x^2-6768*b ^3*c^4*p*x^2-1840*b^3*c^4*q*x^2-5904*b^3*c^4*r*x^2+2144*b^3*c^4*x^3-1600*b^3*c^ 3*g^2*x^2-8256*b^3*c^3*g*p*x^2-2032*b^3*c^3*g*q*x^2-7256*b^3*c^3*g*r*x^2+128*b^ 3*c^3*g*x^3-7688*b^3*c^3*p^2*x^2-5296*b^3*c^3*p*q*x^2-13160*b^3*c^3*p*r*x^2+ 6224*b^3*c^3*p*x^3-376*b^3*c^3*q^2*x^2-4392*b^3*c^3*q*r*x^2+848*b^3*c^3*q*x^3-\ 2760*b^3*c^3*r^2*x^2+28864*b^3*c^3*r*x^3+13872*b^3*c^3*x^4-320*b^3*c^2*g^3*x^2-\ 3384*b^3*c^2*g^2*p*x^2-684*b^3*c^2*g^2*q*x^2-2996*b^3*c^2*g^2*r*x^2-1632*b^3*c^ 2*g^2*x^3-7304*b^3*c^2*g*p^2*x^2-4656*b^3*c^2*g*p*q*x^2-12804*b^3*c^2*g*p*r*x^2 +2344*b^3*c^2*g*p*x^3-264*b^3*c^2*g*q^2*x^2-3924*b^3*c^2*g*q*r*x^2-1216*b^3*c^2 *g*q*x^3-2788*b^3*c^2*g*r^2*x^2+25932*b^3*c^2*g*r*x^3+15348*b^3*c^2*g*x^4-4052* b^3*c^2*p^3*x^2-5084*b^3*c^2*p^2*q*x^2-10320*b^3*c^2*p^2*r*x^2+5856*b^3*c^2*p^2 *x^3-980*b^3*c^2*p*q^2*x^2-8152*b^3*c^2*p*q*r*x^2+3832*b^3*c^2*p*q*x^3-4368*b^3 *c^2*p*r^2*x^2+42296*b^3*c^2*p*r*x^3+16320*b^3*c^2*p*x^4-764*b^3*c^2*q^2*r*x^2-\ 520*b^3*c^2*q^2*x^3-1212*b^3*c^2*q*r^2*x^2+24020*b^3*c^2*q*r*x^3+12428*b^3*c^2* q*x^4-36*b^3*c^2*r^3*x^2+16932*b^3*c^2*r^2*x^3-8864*b^3*c^2*r*x^4-18*b^3*c*g^4* x^2-510*b^3*c*g^3*p*x^2-64*b^3*c*g^3*q*x^2-458*b^3*c*g^3*r*x^2-752*b^3*c*g^3*x^ 3-2118*b^3*c*g^2*p^2*x^2-1172*b^3*c*g^2*p*q*x^2-3840*b^3*c*g^2*p*r*x^2-964*b^3* c*g^2*p*x^3-38*b^3*c*g^2*q^2*x^2-976*b^3*c*g^2*q*r*x^2-1120*b^3*c*g^2*q*x^3-786 *b^3*c*g^2*r^2*x^2+7300*b^3*c*g^2*r*x^3+5592*b^3*c*g^2*x^4-2660*b^3*c*g*p^3*x^2 -3128*b^3*c*g*p^2*q*x^2-6972*b^3*c*g*p^2*r*x^2+2276*b^3*c*g*p^2*x^3-498*b^3*c*g *p*q^2*x^2-5236*b^3*c*g*p*q*r*x^2+190*b^3*c*g*p*q*x^3-3172*b^3*c*g*p*r^2*x^2+ 26218*b^3*c*g*p*r*x^3+12430*b^3*c*g*p*x^4-406*b^3*c*g*q^2*r*x^2-616*b^3*c*g*q^2 *x^3-868*b^3*c*g*q*r^2*x^2+14250*b^3*c*g*q*r*x^3+8990*b^3*c*g*q*x^4-120*b^3*c*g *r^3*x^2+10926*b^3*c*g*r^2*x^3-4564*b^3*c*g*r*x^4-1000*b^3*c*p^4*x^2-2000*b^3*c *p^3*q*x^2-3392*b^3*c*p^3*r*x^2+2240*b^3*c*p^3*x^3-762*b^3*c*p^2*q^2*x^2-4704*b ^3*c*p^2*q*r*x^2+2980*b^3*c*p^2*q*x^3-2214*b^3*c*p^2*r^2*x^2+19586*b^3*c*p^2*r* x^3+6036*b^3*c*p^2*x^4-1112*b^3*c*p*q^2*r*x^2+338*b^3*c*p*q^2*x^3-1284*b^3*c*p* q*r^2*x^2+24908*b^3*c*p*q*r*x^3+10512*b^3*c*p*q*x^4+48*b^3*c*p*r^3*x^2+15636*b^ 3*c*p*r^2*x^3-8104*b^3*c*p*r*x^4-204*b^3*c*q^3*x^3-52*b^3*c*q^2*r^2*x^2+5698*b^ 3*c*q^2*r*x^3+2742*b^3*c*q^2*x^4+108*b^3*c*q*r^3*x^2+7866*b^3*c*q*r^2*x^3-8262* b^3*c*q*r*x^4+48*b^3*c*r^4*x^2+1252*b^3*c*r^3*x^3-7920*b^3*c*r^2*x^4-18*b^3*g^4 *p*x^2-18*b^3*g^4*r*x^2-86*b^3*g^4*x^3-177*b^3*g^3*p^2*x^2-72*b^3*g^3*p*q*x^2-\ 340*b^3*g^3*p*r*x^2-338*b^3*g^3*p*x^3-52*b^3*g^3*q*r*x^2-174*b^3*g^3*q*x^3-47*b ^3*g^3*r^2*x^2+658*b^3*g^3*r*x^3+666*b^3*g^3*x^4-408*b^3*g^2*p^3*x^2-426*b^3*g^ 2*p^2*q*x^2-1112*b^3*g^2*p^2*r*x^2-14*b^3*g^2*p^2*x^3-46*b^3*g^2*p*q^2*x^2-756* b^3*g^2*p*q*r*x^2-471*b^3*g^2*p*q*x^3-532*b^3*g^2*p*r^2*x^2+3764*b^3*g^2*p*r*x^ 3+2334*b^3*g^2*p*x^4-26*b^3*g^2*q^2*r*x^2-98*b^3*g^2*q^2*x^3-98*b^3*g^2*q*r^2*x ^2+2030*b^3*g^2*q*r*x^3+1587*b^3*g^2*q*x^4-24*b^3*g^2*r^3*x^2+1620*b^3*g^2*r^2* x^3-547*b^3*g^2*r*x^4-340*b^3*g*p^4*x^2-644*b^3*g*p^3*q*x^2-1184*b^3*g*p^3*r*x^ 2+552*b^3*g*p^3*x^3-205*b^3*g*p^2*q^2*x^2-1584*b^3*g*p^2*q*r*x^2+414*b^3*g*p^2* q*x^3-824*b^3*g*p^2*r^2*x^2+6318*b^3*g*p^2*r*x^3+2378*b^3*g*p^2*x^4-344*b^3*g*p *q^2*r*x^2-159*b^3*g*p*q^2*x^3-528*b^3*g*p*q*r^2*x^2+7594*b^3*g*p*q*r*x^3+3996* b^3*g*p*q*x^4-24*b^3*g*p*r^3*x^2+5358*b^3*g*p*r^2*x^3-2052*b^3*g*p*r*x^4-18*b^3 *g*q^3*x^3-39*b^3*g*q^2*r^2*x^2+1680*b^3*g*q^2*r*x^3+859*b^3*g*q^2*x^4-24*b^3*g *q*r^3*x^2+2322*b^3*g*q*r^2*x^3-2599*b^3*g*q*r*x^4+400*b^3*g*r^3*x^3-2580*b^3*g *r^2*x^4-92*b^3*p^5*x^2-276*b^3*p^4*q*x^2-392*b^3*p^4*r*x^2+300*b^3*p^4*x^3-184 *b^3*p^3*q^2*x^2-864*b^3*p^3*q*r*x^2+644*b^3*p^3*q*x^3-366*b^3*p^3*r^2*x^2+2868 *b^3*p^3*r*x^3+684*b^3*p^3*x^4-368*b^3*p^2*q^2*r*x^2+276*b^3*p^2*q^2*x^3-360*b^ 3*p^2*q*r^2*x^2+6122*b^3*p^2*q*r*x^3+2092*b^3*p^2*q*x^4-12*b^3*p^2*r^3*x^2+3354 *b^3*p^2*r^2*x^3-1872*b^3*p^2*r*x^4-68*b^3*p*q^3*x^3+26*b^3*p*q^2*r^2*x^2+3160* b^3*p*q^2*r*x^3+1424*b^3*p*q^2*x^4+156*b^3*p*q*r^3*x^2+4146*b^3*p*q*r^2*x^3-\ 3328*b^3*p*q*r*x^4+48*b^3*p*r^4*x^2+612*b^3*p*r^3*x^3-3240*b^3*p*r^2*x^4+326*b^ 3*q^3*r*x^3+16*b^3*q^3*x^4+474*b^3*q^2*r^2*x^3-1764*b^3*q^2*r*x^4+24*b^3*q*r^3* x^3-2304*b^3*q*r^2*x^4-40*b^3*r^4*x^3-440*b^3*r^3*x^4-3360*b^2*c^6*x^2-6240*b^2 *c^5*g*x^2-11984*b^2*c^5*p*x^2-4304*b^2*c^5*q*x^2-11456*b^2*c^5*r*x^2+4832*b^2* c^5*x^3-4376*b^2*c^4*g^2*x^2-19120*b^2*c^4*g*p*x^2-6528*b^2*c^4*g*q*x^2-18160*b ^2*c^4*g*r*x^2+4864*b^2*c^4*g*x^3-16112*b^2*c^4*p^2*x^2-14144*b^2*c^4*p*q*x^2-\ 29928*b^2*c^4*p*r*x^2+15304*b^2*c^4*p*x^3-1760*b^2*c^4*q^2*x^2-12936*b^2*c^4*q* r*x^2+5504*b^2*c^4*q*x^3-7368*b^2*c^4*r^2*x^2+57120*b^2*c^4*r*x^3+20152*b^2*c^4 *x^4-1404*b^2*c^3*g^3*x^2-11244*b^2*c^3*g^2*p*x^2-3504*b^2*c^3*g^2*q*x^2-10584* b^2*c^3*g^2*r*x^2+288*b^2*c^3*g^2*x^3-21144*b^2*c^3*g*p^2*x^2-17944*b^2*c^3*g*p *q*x^2-39612*b^2*c^3*g*p*r*x^2+14640*b^2*c^3*g*p*x^3-2004*b^2*c^3*g*q^2*x^2-\ 16292*b^2*c^3*g*q*r*x^2+3584*b^2*c^3*g*q*x^3-9784*b^2*c^3*g*r^2*x^2+71824*b^2*c ^3*g*r*x^3+29508*b^2*c^3*g*x^4-10664*b^2*c^3*p^3*x^2-16664*b^2*c^3*p^2*q*x^2-\ 29196*b^2*c^3*p^2*r*x^2+17352*b^2*c^3*p^2*x^3-5280*b^2*c^3*p*q^2*x^2-29360*b^2* c^3*p*q*r*x^2+16968*b^2*c^3*p*q*x^3-14800*b^2*c^3*p*r^2*x^2+105492*b^2*c^3*p*r* x^3+30164*b^2*c^3*p*x^4-228*b^2*c^3*q^3*x^2-4596*b^2*c^3*q^2*r*x^2+1608*b^2*c^3 *q^2*x^3-5772*b^2*c^3*q*r^2*x^2+69404*b^2*c^3*q*r*x^3+25892*b^2*c^3*q*x^4-792*b ^2*c^3*r^3*x^2+43248*b^2*c^3*r^2*x^3-23784*b^2*c^3*r*x^4-192*b^2*c^2*g^4*x^2-\ 2924*b^2*c^2*g^3*p*x^2-760*b^2*c^2*g^3*q*x^2-2720*b^2*c^2*g^3*r*x^2-1064*b^2*c^ 2*g^3*x^3-9726*b^2*c^2*g^2*p^2*x^2-7760*b^2*c^2*g^2*p*q*x^2-18448*b^2*c^2*g^2*p *r*x^2+3014*b^2*c^2*g^2*p*x^3-708*b^2*c^2*g^2*q^2*x^2-6892*b^2*c^2*g^2*q*r*x^2-\ 594*b^2*c^2*g^2*q*x^3-4368*b^2*c^2*g^2*r^2*x^2+31916*b^2*c^2*g^2*r*x^3+15968*b^ 2*c^2*g^2*x^4-10756*b^2*c^2*g*p^3*x^2-16472*b^2*c^2*g*p^2*q*x^2-29918*b^2*c^2*g *p^2*r*x^2+14038*b^2*c^2*g*p^2*x^3-4808*b^2*c^2*g*p*q^2*x^2-29372*b^2*c^2*g*p*q *r*x^2+11098*b^2*c^2*g*p*q*x^3-15588*b^2*c^2*g*p*r^2*x^2+102304*b^2*c^2*g*p*r*x ^3+34100*b^2*c^2*g*p*x^4-164*b^2*c^2*g*q^3*x^2-4154*b^2*c^2*g*q^2*r*x^2+336*b^2 *c^2*g*q^2*x^3-5876*b^2*c^2*g*q*r^2*x^2+65372*b^2*c^2*g*q*r*x^3+28594*b^2*c^2*g *q*x^4-960*b^2*c^2*g*r^3*x^2+43020*b^2*c^2*g*r^2*x^3-20322*b^2*c^2*g*r*x^4-3678 *b^2*c^2*p^4*x^2-9020*b^2*c^2*p^3*q*x^2-13288*b^2*c^2*p^3*r*x^2+9062*b^2*c^2*p^ 3*x^3-5292*b^2*c^2*p^2*q^2*x^2-23284*b^2*c^2*p^2*q*r*x^2+15944*b^2*c^2*p^2*q*x^ 3-10418*b^2*c^2*p^2*r^2*x^2+69160*b^2*c^2*p^2*r*x^3+15762*b^2*c^2*p^2*x^4-620*b ^2*c^2*p*q^3*x^2-8728*b^2*c^2*p*q^2*r*x^2+5898*b^2*c^2*p*q^2*x^3-9396*b^2*c^2*p *q*r^2*x^2+101036*b^2*c^2*p*q*r*x^3+30732*b^2*c^2*p*q*x^4-1224*b^2*c^2*p*r^3*x^ 2+56088*b^2*c^2*p*r^2*x^3-31362*b^2*c^2*p*r*x^4-508*b^2*c^2*q^3*r*x^2-102*b^2*c ^2*q^3*x^3-1070*b^2*c^2*q^2*r^2*x^2+28388*b^2*c^2*q^2*r*x^3+10400*b^2*c^2*q^2*x ^4+60*b^2*c^2*q*r^3*x^2+35706*b^2*c^2*q*r^2*x^3-30288*b^2*c^2*q*r*x^4+144*b^2*c ^2*r^4*x^2+6012*b^2*c^2*r^3*x^3-26568*b^2*c^2*r^2*x^4-7*b^2*c*g^5*x^2-306*b^2*c *g^4*p*x^2-51*b^2*c*g^4*q*x^2-282*b^2*c*g^4*r*x^2-358*b^2*c*g^4*x^3-1807*b^2*c* g^3*p^2*x^2-1274*b^2*c*g^3*p*q*x^2-3496*b^2*c*g^3*p*r*x^2-566*b^2*c*g^3*p*x^3-\ 73*b^2*c*g^3*q^2*x^2-1066*b^2*c*g^3*q*r*x^2-677*b^2*c*g^3*q*x^3-705*b^2*c*g^3*r ^2*x^2+5936*b^2*c*g^3*r*x^3+3780*b^2*c*g^3*x^4-3422*b^2*c*g^2*p^3*x^2-5030*b^2* c*g^2*p^2*q*x^2-9724*b^2*c*g^2*p^2*r*x^2+2909*b^2*c*g^2*p^2*x^3-1276*b^2*c*g^2* p*q^2*x^2-9088*b^2*c*g^2*p*q*r*x^2+845*b^2*c*g^2*p*q*x^3-5147*b^2*c*g^2*p*r^2*x ^2+31140*b^2*c*g^2*p*r*x^3+12651*b^2*c*g^2*p*x^4-25*b^2*c*g^2*q^3*x^2-1028*b^2* c*g^2*q^2*r*x^2-268*b^2*c*g^2*q^2*x^3-1659*b^2*c*g^2*q*r^2*x^2+19338*b^2*c*g^2* q*r*x^3+10282*b^2*c*g^2*q*x^4-297*b^2*c*g^2*r^3*x^2+13374*b^2*c*g^2*r^2*x^3-\ 5333*b^2*c*g^2*r*x^4-2524*b^2*c*g*p^4*x^2-6152*b^2*c*g*p^3*q*x^2-9286*b^2*c*g*p ^3*r*x^2+5367*b^2*c*g*p^3*x^3-3387*b^2*c*g*p^2*q^2*x^2-16196*b^2*c*g*p^2*q*r*x^ 2+8108*b^2*c*g*p^2*q*x^3-7517*b^2*c*g*p^2*r^2*x^2+46028*b^2*c*g*p^2*r*x^3+12204 *b^2*c*g*p^2*x^4-322*b^2*c*g*p*q^3*x^2-5730*b^2*c*g*p*q^2*r*x^2+2191*b^2*c*g*p* q^2*x^3-6918*b^2*c*g*p*q*r^2*x^2+65512*b^2*c*g*p*q*r*x^3+23656*b^2*c*g*p*q*x^4-\ 1026*b^2*c*g*p*r^3*x^2+38727*b^2*c*g*p*r^2*x^3-18339*b^2*c*g*p*r*x^4-262*b^2*c* g*q^3*r*x^2-99*b^2*c*g*q^3*x^3-774*b^2*c*g*q^2*r^2*x^2+17586*b^2*c*g*q^2*r*x^3+ 7397*b^2*c*g*q^2*x^4-168*b^2*c*g*q*r^3*x^2+23343*b^2*c*g*q*r^2*x^3-18416*b^2*c* g*q*r*x^4+48*b^2*c*g*r^4*x^2+4104*b^2*c*g*r^3*x^3-17724*b^2*c*g*r^2*x^4-621*b^2 *c*p^5*x^2-2261*b^2*c*p^4*q*x^2-2790*b^2*c*p^4*r*x^2+2198*b^2*c*p^4*x^3-2151*b^ 2*c*p^3*q^2*x^2-7702*b^2*c*p^3*q*r*x^2+5936*b^2*c*p^3*q*x^3-3052*b^2*c*p^3*r^2* x^2+18956*b^2*c*p^3*r*x^3+3289*b^2*c*p^3*x^4-511*b^2*c*p^2*q^3*x^2-5104*b^2*c*p ^2*q^2*r*x^2+4376*b^2*c*p^2*q^2*x^3-4872*b^2*c*p^2*q*r^2*x^2+46349*b^2*c*p^2*q* r*x^3+11319*b^2*c*p^2*q*x^4-711*b^2*c*p^2*r^3*x^2+22452*b^2*c*p^2*r^2*x^3-13545 *b^2*c*p^2*r*x^4-766*b^2*c*p*q^3*r*x^2+572*b^2*c*p*q^3*x^3-1193*b^2*c*p*q^2*r^2 *x^2+29306*b^2*c*p*q^2*r*x^3+9195*b^2*c*p*q^2*x^4+180*b^2*c*p*q*r^3*x^2+33531*b ^2*c*p*q*r^2*x^3-25356*b^2*c*p*q*r*x^4+144*b^2*c*p*r^4*x^2+5038*b^2*c*p*r^3*x^3 -20736*b^2*c*p*r^2*x^4-66*b^2*c*q^4*x^3+b^2*c*q^3*r^2*x^2+4353*b^2*c*q^3*r*x^3+ 1165*b^2*c*q^3*x^4+150*b^2*c*q^2*r^3*x^2+7761*b^2*c*q^2*r^2*x^3-12209*b^2*c*q^2 *r*x^4+96*b^2*c*q*r^4*x^2+2114*b^2*c*q*r^3*x^3-17460*b^2*c*q*r^2*x^4-220*b^2*c* r^4*x^3-3520*b^2*c*r^3*x^4-7*b^2*g^5*p*x^2-7*b^2*g^5*r*x^2-30*b^2*g^5*x^3-108*b ^2*g^4*p^2*x^2-56*b^2*g^4*p*q*x^2-217*b^2*g^4*p*r*x^2-163*b^2*g^4*p*x^3-38*b^2* g^4*q*r*x^2-86*b^2*g^4*q*x^3-23*b^2*g^4*r^2*x^2+397*b^2*g^4*r*x^3+327*b^2*g^4*x ^4-338*b^2*g^3*p^3*x^2-454*b^2*g^3*p^2*q*x^2-989*b^2*g^3*p^2*r*x^2+54*b^2*g^3*p ^2*x^3-87*b^2*g^3*p*q^2*x^2-834*b^2*g^3*p*q*r*x^2-309*b^2*g^3*p*q*x^3-518*b^2*g ^3*p*r^2*x^2+2930*b^2*g^3*p*r*x^3+1539*b^2*g^3*p*x^4-47*b^2*g^3*q^2*r*x^2-35*b^ 2*g^3*q^2*x^3-92*b^2*g^3*q*r^2*x^2+1814*b^2*g^3*q*r*x^3+1197*b^2*g^3*q*x^4-15*b ^2*g^3*r^3*x^2+1266*b^2*g^3*r^2*x^3-442*b^2*g^3*r*x^4-414*b^2*g^2*p^4*x^2-988*b ^2*g^2*p^3*q*x^2-1558*b^2*g^2*p^3*r*x^2+698*b^2*g^2*p^3*x^3-490*b^2*g^2*p^2*q^2 *x^2-2670*b^2*g^2*p^2*q*r*x^2+668*b^2*g^2*p^2*q*x^3-1301*b^2*g^2*p^2*r^2*x^2+ 7266*b^2*g^2*p^2*r*x^3+2320*b^2*g^2*p^2*x^4-30*b^2*g^2*p*q^3*x^2-847*b^2*g^2*p* q^2*r*x^2-19*b^2*g^2*p*q^2*x^3-1181*b^2*g^2*p*q*r^2*x^2+9930*b^2*g^2*p*q*r*x^3+ 4462*b^2*g^2*p*q*x^4-195*b^2*g^2*p*r^3*x^2+6366*b^2*g^2*p*r^2*x^3-2403*b^2*g^2* p*r*x^4-12*b^2*g^2*q^3*r*x^2+16*b^2*g^2*q^3*x^3-83*b^2*g^2*q^2*r^2*x^2+2587*b^2 *g^2*q^2*r*x^3+1257*b^2*g^2*q^2*x^4-42*b^2*g^2*q*r^3*x^2+3483*b^2*g^2*q*r^2*x^3 -2710*b^2*g^2*q*r*x^4+620*b^2*g^2*r^3*x^3-2826*b^2*g^2*r^2*x^4-216*b^2*g*p^5*x^ 2-796*b^2*g*p^4*q*x^2-988*b^2*g*p^4*r*x^2+703*b^2*g*p^4*x^3-722*b^2*g*p^3*q^2*x ^2-2768*b^2*g*p^3*q*r*x^2+1684*b^2*g*p^3*q*x^3-1113*b^2*g*p^3*r^2*x^2+6481*b^2* g*p^3*r*x^3+1303*b^2*g*p^3*x^4-142*b^2*g*p^2*q^3*x^2-1765*b^2*g*p^2*q^2*r*x^2+ 1024*b^2*g*p^2*q^2*x^3-1846*b^2*g*p^2*q*r^2*x^2+15565*b^2*g*p^2*q*r*x^3+4554*b^ 2*g*p^2*q*x^4-282*b^2*g*p^2*r^3*x^2+7962*b^2*g*p^2*r^2*x^3-4173*b^2*g*p^2*r*x^4 -236*b^2*g*p*q^3*r*x^2+58*b^2*g*p*q^3*x^3-491*b^2*g*p*q^2*r^2*x^2+9403*b^2*g*p* q^2*r*x^3+3539*b^2*g*p*q^2*x^4-12*b^2*g*p*q*r^3*x^2+11745*b^2*g*p*q*r^2*x^3-\ 7557*b^2*g*p*q*r*x^4+48*b^2*g*p*r^4*x^2+1884*b^2*g*p*r^3*x^3-7086*b^2*g*p*r^2*x ^4+15*b^2*g*q^4*x^3-18*b^2*g*q^3*r^2*x^2+1287*b^2*g*q^3*r*x^3+288*b^2*g*q^3*x^4 -15*b^2*g*q^2*r^3*x^2+2268*b^2*g*q^2*r^2*x^3-4051*b^2*g*q^2*r*x^4+680*b^2*g*q*r ^3*x^3-5760*b^2*g*q*r^2*x^4-40*b^2*g*r^4*x^3-1140*b^2*g*r^3*x^4-39*b^2*p^6*x^2-\ 209*b^2*p^5*q*x^2-210*b^2*p^5*r*x^2+197*b^2*p^5*x^3-301*b^2*p^4*q^2*x^2-890*b^2 *p^4*q*r*x^2+760*b^2*p^4*q*x^3-306*b^2*p^4*r^2*x^2+1805*b^2*p^4*r*x^3+212*b^2*p ^4*x^4-131*b^2*p^3*q^3*x^2-942*b^2*p^3*q^2*r*x^2+906*b^2*p^3*q^2*x^3-816*b^2*p^ 3*q*r^2*x^2+6687*b^2*p^3*q*r*x^3+1259*b^2*p^3*q*x^4-135*b^2*p^3*r^3*x^2+2745*b^ 2*p^3*r^2*x^3-1884*b^2*p^3*r*x^4-262*b^2*p^2*q^3*r*x^2+320*b^2*p^2*q^3*x^3-357* b^2*p^2*q^2*r^2*x^2+7158*b^2*p^2*q^2*r*x^3+1837*b^2*p^2*q^2*x^4-24*b^2*p^2*q*r^ 3*x^2+7269*b^2*p^2*q*r^2*x^3-5343*b^2*p^2*q*r*x^4+956*b^2*p^2*r^3*x^3-3834*b^2* p^2*r^2*x^4-23*b^2*p*q^4*x^3+37*b^2*p*q^3*r^2*x^2+2447*b^2*p*q^3*r*x^3+745*b^2* p*q^3*x^4+180*b^2*p*q^2*r^3*x^2+4236*b^2*p*q^2*r^2*x^3-4926*b^2*p*q^2*r*x^4+96* b^2*p*q*r^4*x^2+1122*b^2*p*q*r^3*x^3-7200*b^2*p*q*r^2*x^4-100*b^2*p*r^4*x^3-\ 1360*b^2*p*r^3*x^4+171*b^2*q^4*r*x^3-45*b^2*q^4*x^4+282*b^2*q^3*r^2*x^3-1467*b^ 2*q^3*r*x^4-18*b^2*q^2*r^3*x^3-2430*b^2*q^2*r^2*x^4-80*b^2*q*r^4*x^3-840*b^2*q* r^3*x^4-2624*b*c^7*x^2-5952*b*c^6*g*x^2-10480*b*c^6*p*x^2-4496*b*c^6*q*x^2-\ 10928*b*c^6*r*x^2+4320*b*c^6*x^3-5360*b*c^5*g^2*x^2-20776*b*c^5*g*p*x^2-8672*b* c^5*g*q*x^2-21416*b*c^5*g*r*x^2+6976*b*c^5*g*x^3-16224*b*c^5*p^2*x^2-16704*b*c^ 5*p*q*x^2-32448*b*c^5*p*r*x^2+15824*b*c^5*p*x^3-2784*b*c^5*q^2*x^2-16752*b*c^5* q*r*x^2+7264*b*c^5*q*x^3-9216*b*c^5*r^2*x^2+55072*b*c^5*r*x^3+15264*b*c^5*x^4-\ 2400*b*c^4*g^3*x^2-16060*b*c^4*g^2*p*x^2-6400*b*c^4*g^2*q*x^2-16316*b*c^4*g^2*r *x^2+3592*b*c^4*g^2*x^3-27288*b*c^4*g*p^2*x^2-27704*b*c^4*g*p*q*x^2-54680*b*c^4 *g*p*r*x^2+22692*b*c^4*g*p*x^3-4352*b*c^4*g*q^2*x^2-27376*b*c^4*g*q*r*x^2+9504* b*c^4*g*q*x^3-15316*b*c^4*g*r^2*x^2+89624*b*c^4*g*r*x^3+27568*b*c^4*g*x^4-12796 *b*c^4*p^3*x^2-23256*b*c^4*p^2*q*x^2-37340*b*c^4*p^2*r*x^2+21520*b*c^4*p^2*x^3-\ 9512*b*c^4*p*q^2*x^2-44456*b*c^4*p*q*r*x^2+24636*b*c^4*p*q*x^3-21700*b*c^4*p*r^ 2*x^2+122068*b*c^4*p*r*x^3+27480*b*c^4*p*x^4-732*b*c^4*q^3*x^2-9152*b*c^4*q^2*r *x^2+4368*b*c^4*q^2*x^3-10796*b*c^4*q*r^2*x^2+88772*b*c^4*q*r*x^3+25592*b*c^4*q *x^4-1956*b*c^4*r^3*x^2+51804*b*c^4*r^2*x^3-28216*b*c^4*r*x^4-540*b*c^3*g^4*x^2 -6034*b*c^3*g^3*p*x^2-2212*b*c^3*g^3*q*x^2-6018*b*c^3*g^3*r*x^2+292*b*c^3*g^3*x ^3-17332*b*c^3*g^2*p^2*x^2-17136*b*c^3*g^2*p*q*x^2-34872*b*c^3*g^2*p*r*x^2+ 10852*b*c^3*g^2*p*x^3-2436*b*c^3*g^2*q^2*x^2-16520*b*c^3*g^2*q*r*x^2+3696*b*c^3 *g^2*q*x^3-9408*b*c^3*g^2*r^2*x^2+55180*b*c^3*g^2*r*x^3+19520*b*c^3*g^2*x^4-\ 17448*b*c^3*g*p^3*x^2-31728*b*c^3*g*p^2*q*x^2-51402*b*c^3*g*p^2*r*x^2+26146*b*c ^3*g*p^2*x^3-12462*b*c^3*g*p*q^2*x^2-60708*b*c^3*g*p*q*r*x^2+27686*b*c^3*g*p*q* x^3-30048*b*c^3*g*p*r^2*x^2+162154*b*c^3*g*p*r*x^3+40694*b*c^3*g*p*x^4-856*b*c^ 3*g*q^3*x^2-11772*b*c^3*g*q^2*r*x^2+4416*b*c^3*g*q^2*x^3-14560*b*c^3*g*q*r^2*x^ 2+116226*b*c^3*g*q*r*x^3+37634*b*c^3*g*q*x^4-2700*b*c^3*g*r^3*x^2+69546*b*c^3*g *r^2*x^3-34652*b*c^3*g*r*x^4-5552*b*c^3*p^4*x^2-15824*b*c^3*p^3*q*x^2-21194*b*c ^3*p^3*r*x^2+14276*b*c^3*p^3*x^3-11616*b*c^3*p^2*q^2*x^2-43986*b*c^3*p^2*q*r*x^ 2+28534*b*c^3*p^2*q*x^3-18860*b*c^3*p^2*r^2*x^2+102172*b*c^3*p^2*r*x^3+18170*b* c^3*p^2*x^4-2276*b*c^3*p*q^3*x^2-21078*b*c^3*p*q^2*r*x^2+13994*b*c^3*p*q^2*x^3-\ 22092*b*c^3*p*q*r^2*x^2+164072*b*c^3*p*q*r*x^3+38616*b*c^3*p*q*x^4-3804*b*c^3*p *r^3*x^2+85242*b*c^3*p*r^2*x^3-47638*b*c^3*p*r*x^4-68*b*c^3*q^4*x^2-2086*b*c^3* q^3*r*x^2+1064*b*c^3*q^3*x^3-3904*b*c^3*q^2*r^2*x^2+52820*b*c^3*q^2*r*x^3+15006 *b*c^3*q^2*x^4-1068*b*c^3*q*r^3*x^2+62250*b*c^3*q*r^2*x^3-46698*b*c^3*q*r*x^4+ 72*b*c^3*r^4*x^2+10824*b*c^3*r^3*x^3-37296*b*c^3*r^2*x^4-52*b*c^2*g^5*x^2-1106* b*c^2*g^4*p*x^2-343*b*c^2*g^4*q*x^2-1078*b*c^2*g^4*r*x^2-280*b*c^2*g^4*x^3-5098 *b*c^2*g^3*p^2*x^2-4782*b*c^2*g^3*p*q*x^2-10342*b*c^2*g^3*p*r*x^2+1597*b*c^2*g^ 3*p*x^3-564*b*c^2*g^3*q^2*x^2-4408*b*c^2*g^3*q*r*x^2+128*b*c^2*g^3*q*x^3-2545*b *c^2*g^3*r^2*x^2+15950*b*c^2*g^3*r*x^3+6776*b*c^2*g^3*x^4-8479*b*c^2*g^2*p^3*x^ 2-15318*b*c^2*g^2*p^2*q*x^2-25334*b*c^2*g^2*p^2*r*x^2+10577*b*c^2*g^2*p^2*x^3-\ 5629*b*c^2*g^2*p*q^2*x^2-29308*b*c^2*g^2*p*q*r*x^2+9368*b*c^2*g^2*p*q*x^3-14813 *b*c^2*g^2*p*r^2*x^2+76548*b*c^2*g^2*p*r*x^3+22145*b*c^2*g^2*p*x^4-315*b*c^2*g^ 2*q^3*x^2-5086*b*c^2*g^2*q^2*r*x^2+1318*b*c^2*g^2*q^2*x^3-6613*b*c^2*g^2*q*r^2* x^2+53968*b*c^2*g^2*q*r*x^3+20257*b*c^2*g^2*q*x^4-1215*b*c^2*g^2*r^3*x^2+33078* b*c^2*g^2*r^2*x^3-14974*b*c^2*g^2*r*x^4-5705*b*c^2*g*p^4*x^2-16584*b*c^2*g*p^3* q*x^2-22073*b*c^2*g*p^3*r*x^2+13680*b*c^2*g*p^3*x^3-11879*b*c^2*g*p^2*q^2*x^2-\ 46529*b*c^2*g*p^2*q*r*x^2+25629*b*c^2*g*p^2*q*x^3-19917*b*c^2*g*p^2*r^2*x^2+ 103679*b*c^2*g*p^2*r*x^3+20564*b*c^2*g*p^2*x^4-2128*b*c^2*g*p*q^3*x^2-21621*b*c ^2*g*p*q^2*r*x^2+11441*b*c^2*g*p*q^2*x^3-23752*b*c^2*g*p*q*r^2*x^2+165362*b*c^2 *g*p*q*r*x^3+44268*b*c^2*g*p*q*x^4-4128*b*c^2*g*p*r^3*x^2+88236*b*c^2*g*p*r^2*x ^3-44881*b*c^2*g*p*r*x^4-50*b*c^2*g*q^4*x^2-1899*b*c^2*g*q^3*r*x^2+818*b*c^2*g* q^3*x^3-3988*b*c^2*g*q^2*r^2*x^2+51673*b*c^2*g*q^2*r*x^3+16554*b*c^2*g*q^2*x^4-\ 1326*b*c^2*g*q*r^3*x^2+63114*b*c^2*g*q*r^2*x^3-44125*b*c^2*g*q*r*x^4+24*b*c^2*g *r^4*x^2+11040*b*c^2*g*r^3*x^3-37848*b*c^2*g*r^2*x^4-1308*b*c^2*p^5*x^2-5581*b* c^2*p^4*q*x^2-6159*b*c^2*p^4*r*x^2+4904*b*c^2*p^4*x^3-6457*b*c^2*p^3*q^2*x^2-\ 20298*b*c^2*p^3*q*r*x^2+14864*b*c^2*p^3*q*x^3-7507*b*c^2*p^3*r^2*x^2+39977*b*c^ 2*p^3*r*x^3+5263*b*c^2*p^3*x^4-2375*b*c^2*p^2*q^3*x^2-16902*b*c^2*p^2*q^2*r*x^2 +13308*b*c^2*p^2*q^2*x^3-15830*b*c^2*p^2*q*r^2*x^2+107474*b*c^2*p^2*q*r*x^3+ 20155*b*c^2*p^2*q*x^4-2610*b*c^2*p^2*r^3*x^2+48561*b*c^2*p^2*r^2*x^3-29351*b*c^ 2*p^2*r*x^4-191*b*c^2*p*q^4*x^2-4026*b*c^2*p*q^3*r*x^2+3416*b*c^2*p*q^3*x^3-\ 6544*b*c^2*p*q^2*r^2*x^2+76873*b*c^2*p*q^2*r*x^3+18281*b*c^2*p*q^2*x^4-1836*b*c ^2*p*q*r^3*x^2+81963*b*c^2*p*q*r^2*x^3-57864*b*c^2*p*q*r*x^4+12710*b*c^2*p*r^3* x^3-41940*b*c^2*p*r^2*x^4-165*b*c^2*q^4*r*x^2+68*b*c^2*q^4*x^3-395*b*c^2*q^3*r^ 2*x^2+14056*b*c^2*q^3*r*x^3+3389*b*c^2*q^3*x^4+135*b*c^2*q^2*r^3*x^2+24312*b*c^ 2*q^2*r^2*x^3-27877*b*c^2*q^2*r*x^4+192*b*c^2*q*r^4*x^2+7674*b*c^2*q*r^3*x^3-\ 39132*b*c^2*q*r^2*x^4-220*b*c^2*r^4*x^3-7720*b*c^2*r^3*x^4-b*c*g^6*x^2-83*b*c*g ^5*p*x^2-17*b*c*g^5*q*x^2-79*b*c*g^5*r*x^2-73*b*c*g^5*x^3-673*b*c*g^4*p^2*x^2-\ 562*b*c*g^4*p*q*x^2-1388*b*c*g^4*p*r*x^2-141*b*c*g^4*p*x^3-43*b*c*g^4*q^2*x^2-\ 471*b*c*g^4*q*r*x^2-162*b*c*g^4*q*x^3-267*b*c*g^4*r^2*x^2+2167*b*c*g^4*r*x^3+ 1150*b*c*g^4*x^4-1719*b*c*g^3*p^3*x^2-3030*b*c*g^3*p^2*q*x^2-5246*b*c*g^3*p^2*r *x^2+1522*b*c*g^3*p^2*x^3-988*b*c*g^3*p*q^2*x^2-5790*b*c*g^3*p*q*r*x^2+650*b*c* g^3*p*q*x^3-3033*b*c*g^3*p*r^2*x^2+15032*b*c*g^3*p*r*x^3+5244*b*c*g^3*p*x^4-35* b*c*g^3*q^3*x^2-794*b*c*g^3*q^2*r*x^2+115*b*c*g^3*q^2*x^3-1084*b*c*g^3*q*r^2*x^ 2+10454*b*c*g^3*q*r*x^3+4715*b*c*g^3*q*x^4-183*b*c*g^3*r^3*x^2+6474*b*c*g^3*r^2 *x^3-2721*b*c*g^3*r*x^4-1863*b*c*g^2*p^4*x^2-5519*b*c*g^2*p^3*q*x^2-7343*b*c*g^ 2*p^3*r*x^2+4063*b*c*g^2*p^3*x^3-3794*b*c*g^2*p^2*q^2*x^2-15675*b*c*g^2*p^2*q*r *x^2+6593*b*c*g^2*p^2*q*x^3-6724*b*c*g^2*p^2*r^2*x^2+33418*b*c*g^2*p^2*r*x^3+ 7577*b*c*g^2*p^2*x^4-585*b*c*g^2*p*q^3*x^2-6885*b*c*g^2*p*q^2*r*x^2+2436*b*c*g^ 2*p*q^2*x^3-8034*b*c*g^2*p*q*r^2*x^2+52576*b*c*g^2*p*q*r*x^3+16571*b*c*g^2*p*q* x^4-1407*b*c*g^2*p*r^3*x^2+29007*b*c*g^2*p*r^2*x^3-13192*b*c*g^2*p*r*x^4-8*b*c* g^2*q^4*x^2-464*b*c*g^2*q^3*r*x^2+241*b*c*g^2*q^3*x^3-1117*b*c*g^2*q^2*r^2*x^2+ 15929*b*c*g^2*q^2*r*x^3+5879*b*c*g^2*q^2*x^4-423*b*c*g^2*q*r^3*x^2+19968*b*c*g^ 2*q*r^2*x^3-13161*b*c*g^2*q*r*x^4-6*b*c*g^2*r^4*x^2+3388*b*c*g^2*r^3*x^3-12276* b*c*g^2*r^2*x^4-885*b*c*g*p^5*x^2-3976*b*c*g*p^4*q*x^2-4233*b*c*g*p^4*r*x^2+ 3270*b*c*g*p^4*x^3-4559*b*c*g*p^3*q^2*x^2-14651*b*c*g*p^3*q*r*x^2+9400*b*c*g*p^ 3*q*x^3-5250*b*c*g*p^3*r^2*x^2+27370*b*c*g*p^3*r*x^3+3989*b*c*g*p^3*x^4-1568*b* c*g*p^2*q^3*x^2-12080*b*c*g*p^2*q^2*r*x^2+7814*b*c*g*p^2*q^2*x^3-11705*b*c*g*p^ 2*q*r^2*x^2+74085*b*c*g*p^2*q*r*x^3+15974*b*c*g*p^2*q*x^4-1875*b*c*g*p^2*r^3*x^ 2+33960*b*c*g*p^2*r^2*x^3-19077*b*c*g*p^2*r*x^4-100*b*c*g*p*q^4*x^2-2691*b*c*g* p*q^3*r*x^2+1764*b*c*g*p*q^3*x^3-4869*b*c*g*p*q^2*r^2*x^2+51858*b*c*g*p*q^2*r*x ^3+14295*b*c*g*p*q^2*x^4-1536*b*c*g*p*q*r^3*x^2+58071*b*c*g*p*q*r^2*x^3-36669*b *c*g*p*q*r*x^4-12*b*c*g*p*r^4*x^2+9088*b*c*g*p*r^3*x^3-28908*b*c*g*p*r^2*x^4-82 *b*c*g*q^4*r*x^2+80*b*c*g*q^4*x^3-287*b*c*g*q^3*r^2*x^2+8959*b*c*g*q^3*r*x^3+ 2310*b*c*g*q^3*x^4-48*b*c*g*q^2*r^3*x^2+16086*b*c*g*q^2*r^2*x^3-18252*b*c*g*q^2 *r*x^4+72*b*c*g*q*r^4*x^2+5420*b*c*g*q*r^3*x^3-26568*b*c*g*q*r^2*x^4-80*b*c*g*r ^4*x^3-5220*b*c*g*r^3*x^4-150*b*c*p^6*x^2-964*b*c*p^5*q*x^2-840*b*c*p^5*r*x^2+ 821*b*c*p^5*x^3-1644*b*c*p^4*q^2*x^2-4339*b*c*p^4*q*r*x^2+3543*b*c*p^4*q*x^3-\ 1329*b*c*p^4*r^2*x^2+7180*b*c*p^4*r*x^3+590*b*c*p^4*x^4-996*b*c*p^3*q^3*x^2-\ 5627*b*c*p^3*q^2*r*x^2+4926*b*c*p^3*q^2*x^3-4738*b*c*p^3*q*r^2*x^2+29416*b*c*p^ 3*q*r*x^3+4182*b*c*p^3*q*x^4-729*b*c*p^3*r^3*x^2+11172*b*c*p^3*r^2*x^3-7686*b*c *p^3*r*x^4-166*b*c*p^2*q^4*x^2-2383*b*c*p^2*q^3*r*x^2+2502*b*c*p^2*q^3*x^3-3459 *b*c*p^2*q^2*r^2*x^2+35208*b*c*p^2*q^2*r*x^3+6732*b*c*p^2*q^2*x^4-1128*b*c*p^2* q*r^3*x^2+33324*b*c*p^2*q*r^2*x^3-23532*b*c*p^2*q*r*x^4-90*b*c*p^2*r^4*x^2+4480 *b*c*p^2*r^3*x^3-14724*b*c*p^2*r^2*x^4-255*b*c*p*q^4*r*x^2+293*b*c*p*q^4*x^3-\ 476*b*c*p*q^3*r^2*x^2+14532*b*c*p*q^3*r*x^3+3278*b*c*p*q^3*x^4+180*b*c*p*q^2*r^ 3*x^2+23304*b*c*p*q^2*r^2*x^3-22734*b*c*p*q^2*r*x^4+192*b*c*p*q*r^4*x^2+6924*b* c*p*q*r^3*x^3-30564*b*c*p*q*r^2*x^4-70*b*c*p*r^4*x^3-5280*b*c*p*r^3*x^4-5*b*c*q ^5*x^3+12*b*c*q^4*r^2*x^2+1560*b*c*q^4*r*x^3+138*b*c*q^4*x^4+81*b*c*q^3*r^3*x^2 +3264*b*c*q^3*r^2*x^3-6888*b*c*q^3*r*x^4+60*b*c*q^2*r^4*x^2+1076*b*c*q^2*r^3*x^ 3-12384*b*c*q^2*r^2*x^4-290*b*c*q*r^4*x^3-4500*b*c*q*r^3*x^4-b*g^6*p*x^2-b*g^6* r*x^2-4*b*g^6*x^3-30*b*g^5*p^2*x^2-18*b*g^5*p*q*x^2-64*b*g^5*p*r*x^2-37*b*g^5*p *x^3-11*b*g^5*q*r*x^2-18*b*g^5*q*x^3-4*b*g^5*r^2*x^2+113*b*g^5*r*x^3+75*b*g^5*x ^4-121*b*g^4*p^3*x^2-198*b*g^4*p^2*q*x^2-381*b*g^4*p^2*r*x^2+40*b*g^4*p^2*x^3-\ 50*b*g^4*p*q^2*x^2-378*b*g^4*p*q*r*x^2-96*b*g^4*p*q*x^3-213*b*g^4*p*r^2*x^2+ 1019*b*g^4*p*r*x^3+455*b*g^4*p*x^4-25*b*g^4*q^2*r*x^2+7*b*g^4*q^2*x^3-34*b*g^4* q*r^2*x^2+715*b*g^4*q*r*x^3+398*b*g^4*q*x^4-3*b*g^4*r^3*x^2+423*b*g^4*r^2*x^3-\ 185*b*g^4*r*x^4-192*b*g^3*p^4*x^2-574*b*g^3*p^3*q*x^2-776*b*g^3*p^3*r*x^2+366*b *g^3*p^3*x^3-366*b*g^3*p^2*q^2*x^2-1659*b*g^3*p^2*q*r*x^2+390*b*g^3*p^2*q*x^3-\ 721*b*g^3*p^2*r^2*x^2+3392*b*g^3*p^2*r*x^3+907*b*g^3*p^2*x^4-42*b*g^3*p*q^3*x^2 -653*b*g^3*p*q^2*r*x^2+65*b*g^3*p*q^2*x^3-832*b*g^3*p*q*r^2*x^2+5188*b*g^3*p*q* r*x^3+2022*b*g^3*p*q*x^4-147*b*g^3*p*r^3*x^2+2994*b*g^3*p*r^2*x^3-1194*b*g^3*p* r*x^4-17*b*g^3*q^3*r*x^2+43*b*g^3*q^3*x^3-55*b*g^3*q^2*r^2*x^2+1549*b*g^3*q^2*r *x^3+665*b*g^3*q^2*x^4-21*b*g^3*q*r^3*x^2+1917*b*g^3*q*r^2*x^3-1250*b*g^3*q*r*x ^4+296*b*g^3*r^3*x^3-1260*b*g^3*r^2*x^4-142*b*g^2*p^5*x^2-679*b*g^2*p^4*q*x^2-\ 693*b*g^2*p^4*r*x^2+525*b*g^2*p^4*x^3-765*b*g^2*p^3*q^2*x^2-2545*b*g^2*p^3*q*r* x^2+1342*b*g^2*p^3*q*x^3-877*b*g^2*p^3*r^2*x^2+4489*b*g^2*p^3*r*x^3+729*b*g^2*p ^3*x^4-237*b*g^2*p^2*q^3*x^2-2056*b*g^2*p^2*q^2*r*x^2+958*b*g^2*p^2*q^2*x^3-\ 2083*b*g^2*p^2*q*r^2*x^2+12145*b*g^2*p^2*q*r*x^3+3099*b*g^2*p^2*q*x^4-324*b*g^2 *p^2*r^3*x^2+5664*b*g^2*p^2*r^2*x^3-2953*b*g^2*p^2*r*x^4-9*b*g^2*p*q^4*x^2-405* b*g^2*p*q^3*r*x^2+174*b*g^2*p*q^3*x^3-841*b*g^2*p*q^2*r^2*x^2+8258*b*g^2*p*q^2* r*x^3+2728*b*g^2*p*q^2*x^4-297*b*g^2*p*q*r^3*x^2+9810*b*g^2*p*q*r^2*x^3-5373*b* g^2*p*q*r*x^4-6*b*g^2*p*r^4*x^2+1524*b*g^2*p*r^3*x^3-4770*b*g^2*p*r^2*x^4-2*b*g ^2*q^4*r*x^2+33*b*g^2*q^4*x^3-28*b*g^2*q^3*r^2*x^2+1340*b*g^2*q^3*r*x^3+358*b*g ^2*q^3*x^4-21*b*g^2*q^2*r^3*x^2+2406*b*g^2*q^2*r^2*x^3-2909*b*g^2*q^2*r*x^4+840 *b*g^2*q*r^3*x^3-4302*b*g^2*q*r^2*x^4-810*b*g^2*r^3*x^4-48*b*g*p^6*x^2-348*b*g* p^5*q*x^2-274*b*g*p^5*r*x^2+283*b*g*p^5*x^3-599*b*g*p^4*q^2*x^2-1590*b*g*p^4*q* r*x^2+1173*b*g*p^4*q*x^3-445*b*g*p^4*r^2*x^2+2450*b*g*p^4*r*x^3+212*b*g*p^4*x^4 -346*b*g*p^3*q^3*x^2-2081*b*g*p^3*q^2*r*x^2+1542*b*g*p^3*q^2*x^3-1781*b*g*p^3*q *r^2*x^2+10367*b*g*p^3*q*r*x^3+1717*b*g*p^3*q*x^4-255*b*g*p^3*r^3*x^2+3870*b*g* p^3*r^2*x^3-2594*b*g*p^3*r*x^4-47*b*g*p^2*q^4*x^2-843*b*g*p^2*q^3*r*x^2+708*b*g *p^2*q^3*x^3-1330*b*g*p^2*q^2*r^2*x^2+12297*b*g*p^2*q^2*r*x^3+2789*b*g*p^2*q^2* x^4-450*b*g*p^2*q*r^3*x^2+12192*b*g*p^2*q*r^2*x^3-7629*b*g*p^2*q*r*x^4-36*b*g*p ^2*r^4*x^2+1592*b*g*p^2*r^3*x^3-5154*b*g*p^2*r^2*x^4-78*b*g*p*q^4*r*x^2+67*b*g* p*q^4*x^3-195*b*g*p*q^3*r^2*x^2+4839*b*g*p*q^3*r*x^3+1275*b*g*p*q^3*x^4+24*b*g* p*q^2*r^3*x^2+8346*b*g*p*q^2*r^2*x^3-7386*b*g*p*q^2*r*x^4+72*b*g*p*q*r^4*x^2+ 2692*b*g*p*q*r^3*x^3-10710*b*g*p*q*r^2*x^4-20*b*g*p*r^4*x^3-1890*b*g*p*r^3*x^4+ 11*b*g*q^5*x^3-3*b*g*q^4*r^2*x^2+459*b*g*q^4*r*x^3-9*b*g*q^4*x^4-3*b*g*q^3*r^3* x^2+936*b*g*q^3*r^2*x^3-2351*b*g*q^3*r*x^4+344*b*g*q^2*r^3*x^3-4140*b*g*q^2*r^2 *x^4-60*b*g*q*r^4*x^3-1500*b*g*q*r^3*x^4-6*b*p^7*x^2-63*b*p^6*q*x^2-39*b*p^6*r* x^2+51*b*p^6*x^3-153*b*p^5*q^2*x^2-339*b*p^5*q*r*x^2+309*b*p^5*q*x^3-78*b*p^5*r ^2*x^2+457*b*p^5*r*x^3+10*b*p^5*x^4-141*b*p^4*q^3*x^2-651*b*p^4*q^2*r*x^2+618*b *p^4*q^2*x^3-492*b*p^4*q*r^2*x^2+2808*b*p^4*q*r*x^3+272*b*p^4*q*x^4-63*b*p^4*r^ 3*x^2+846*b*p^4*r^2*x^3-704*b*p^4*r*x^4-45*b*p^3*q^4*x^2-441*b*p^3*q^3*r*x^2+ 510*b*p^3*q^3*x^3-585*b*p^3*q^2*r^2*x^2+5047*b*p^3*q^2*r*x^3+731*b*p^3*q^2*x^4-\ 216*b*p^3*q*r^3*x^2+4161*b*p^3*q*r^2*x^3-3090*b*p^3*q*r*x^4-18*b*p^3*r^4*x^2+ 474*b*p^3*r^3*x^3-1566*b*p^3*r^2*x^4-90*b*p^2*q^4*r*x^2+147*b*p^2*q^4*x^3-153*b *p^2*q^3*r^2*x^2+3544*b*p^2*q^3*r*x^3+661*b*p^2*q^3*x^4-15*b*p^2*q^2*r^3*x^2+ 5094*b*p^2*q^2*r^2*x^3-4629*b*p^2*q^2*r*x^4+1402*b*p^2*q*r^3*x^3-5634*b*p^2*q*r ^2*x^4+40*b*p^2*r^4*x^3-770*b*p^2*r^3*x^4-3*b*p*q^5*x^3+18*b*p*q^4*r^2*x^2+894* b*p*q^4*r*x^3+167*b*p*q^4*x^4+87*b*p*q^3*r^3*x^2+1860*b*p*q^3*r^2*x^3-2804*b*p* q^3*r*x^4+60*b*p*q^2*r^4*x^2+636*b*p*q^2*r^3*x^3-5166*b*p*q^2*r^2*x^4-130*b*p*q *r^4*x^3-1800*b*p*q*r^3*x^4+46*b*q^5*r*x^3-25*b*q^5*x^4+81*b*q^4*r^2*x^3-561*b* q^4*r*x^4-24*b*q^3*r^3*x^3-1098*b*q^3*r^2*x^4-50*b*q^2*r^4*x^3-510*b*q^2*r^3*x^ 4-800*c^8*x^2-2160*c^7*g*x^2-3552*c^7*p*x^2-1728*c^7*q*x^2-4000*c^7*r*x^2+1408* c^7*x^3-2400*c^6*g^2*x^2-8480*c^6*g*p*x^2-4064*c^6*g*q*x^2-9440*c^6*g*r*x^2+ 3008*c^6*g*x^3-6176*c^6*p^2*x^2-7200*c^6*p*q*x^2-13120*c^6*p*r*x^2+6104*c^6*p*x ^3-1448*c^6*q^2*x^2-7840*c^6*q*r*x^2+3048*c^6*q*x^3-4152*c^6*r^2*x^2+20736*c^6* r*x^3+4768*c^6*x^4-1400*c^5*g^3*x^2-8208*c^5*g^2*p*x^2-3840*c^5*g^2*q*x^2-9008* c^5*g^2*r*x^2+2432*c^5*g^2*x^3-12776*c^5*g*p^2*x^2-14816*c^5*g*p*q*x^2-27160*c^ 5*g*p*r*x^2+11468*c^5*g*p*x^3-2876*c^5*g*q^2*x^2-15880*c^5*g*q*r*x^2+5588*c^5*g *q*x^3-8444*c^5*g*r^2*x^2+41664*c^5*g*r*x^3+10224*c^5*g*x^4-5540*c^5*p^3*x^2-\ 11512*c^5*p^2*q*x^2-16952*c^5*p^2*r*x^2+9888*c^5*p^2*x^3-5596*c^5*p*q^2*x^2-\ 23552*c^5*p*q*r*x^2+12096*c^5*p*q*x^3-10776*c^5*p*r^2*x^2+53488*c^5*p*r*x^3+ 9904*c^5*p*x^4-584*c^5*q^3*x^2-5888*c^5*q^2*r*x^2+2592*c^5*q^2*x^3-6672*c^5*q*r ^2*x^2+41840*c^5*q*r*x^3+9904*c^5*q*x^4-1224*c^5*r^3*x^2+23616*c^5*r^2*x^3-\ 12304*c^5*r*x^4-450*c^4*g^4*x^2-4096*c^4*g^3*p*x^2-1840*c^4*g^3*q*x^2-4416*c^4* g^3*r*x^2+864*c^4*g^3*x^3-10468*c^4*g^2*p^2*x^2-12016*c^4*g^2*p*q*x^2-22308*c^4 *g^2*p*r*x^2+8102*c^4*g^2*p*x^3-2206*c^4*g^2*q^2*x^2-12588*c^4*g^2*q*r*x^2+3786 *c^4*g^2*q*x^3-6718*c^4*g^2*r^2*x^2+33120*c^4*g^2*r*x^3+8888*c^4*g^2*x^4-9600*c ^4*g*p^3*x^2-20128*c^4*g*p^2*q*x^2-29620*c^4*g*p^2*r*x^2+15968*c^4*g*p^2*x^3-\ 9568*c^4*g*p*q^2*x^2-41064*c^4*g*p*q*r*x^2+18928*c^4*g*p*q*x^3-18796*c^4*g*p*r^ 2*x^2+90768*c^4*g*p*r*x^3+18068*c^4*g*p*x^4-936*c^4*g*q^3*x^2-9868*c^4*g*q^2*r* x^2+3968*c^4*g*q^2*x^3-11380*c^4*g*q*r^2*x^2+70656*c^4*g*q*r*x^3+18068*c^4*g*q* x^4-2064*c^4*g*r^3*x^2+40128*c^4*g*r^2*x^3-19880*c^4*g*r*x^4-2782*c^4*p^4*x^2-\ 9304*c^4*p^3*q*x^2-11010*c^4*p^3*r*x^2+8030*c^4*p^3*x^3-8046*c^4*p^2*q^2*x^2-\ 27402*c^4*p^2*q*r*x^2+17006*c^4*p^2*q*x^3-10524*c^4*p^2*r^2*x^2+53958*c^4*p^2*r *x^3+7700*c^4*p^2*x^4-2068*c^4*p*q^3*x^2-15798*c^4*p*q^2*r*x^2+9394*c^4*p*q^2*x ^3-15852*c^4*p*q*r^2*x^2+93168*c^4*p*q*r*x^3+17904*c^4*p*q*x^4-2580*c^4*p*r^3*x ^2+46242*c^4*p*r^2*x^3-25324*c^4*p*r*x^4-112*c^4*q^4*x^2-2094*c^4*q^3*r*x^2+ 1090*c^4*q^3*x^3-3774*c^4*q^2*r^2*x^2+33018*c^4*q^2*r*x^3+7700*c^4*q^2*x^4-1380 *c^4*q*r^3*x^2+37566*c^4*q*r^2*x^3-25324*c^4*q*r*x^4-24*c^4*r^4*x^2+6560*c^4*r^ 3*x^3-19008*c^4*r^2*x^4-75*c^3*g^5*x^2-1102*c^3*g^4*p*x^2-460*c^3*g^4*q*x^2-\ 1162*c^3*g^4*r*x^2+88*c^3*g^4*x^3-4282*c^3*g^3*p^2*x^2-4816*c^3*g^3*p*q*x^2-\ 9178*c^3*g^3*p*r*x^2+2557*c^3*g^3*p*x^3-805*c^3*g^3*q^2*x^2-4870*c^3*g^3*q*r*x^ 2+1099*c^3*g^3*q*x^3-2601*c^3*g^3*r^2*x^2+13200*c^3*g^3*r*x^3+4004*c^3*g^3*x^4-\ 6341*c^3*g^2*p^3*x^2-13418*c^3*g^2*p^2*q*x^2-19818*c^3*g^2*p^2*r*x^2+9544*c^3*g ^2*p^2*x^3-6155*c^3*g^2*p*q^2*x^2-27272*c^3*g^2*p*q*r*x^2+10608*c^3*g^2*p*q*x^3 -12518*c^3*g^2*p*r^2*x^2+58616*c^3*g^2*p*r*x^3+12836*c^3*g^2*p*x^4-542*c^3*g^2* q^3*x^2-6132*c^3*g^2*q^2*r*x^2+2216*c^3*g^2*q^2*x^3-7208*c^3*g^2*q*r^2*x^2+ 45376*c^3*g^2*q*r*x^3+12836*c^3*g^2*q*x^4-1266*c^3*g^2*r^3*x^2+25872*c^3*g^2*r^ 2*x^3-12180*c^3*g^2*r*x^4-3821*c^3*g*p^4*x^2-13212*c^3*g*p^3*q*x^2-15315*c^3*g* p^3*r*x^2+10685*c^3*g*p^3*x^3-11331*c^3*g*p^2*q^2*x^2-39099*c^3*g*p^2*q*r*x^2+ 22021*c^3*g*p^2*q*x^3-14706*c^3*g*p^2*r^2*x^2+73999*c^3*g*p^2*r*x^3+11372*c^3*g *p^2*x^4-2778*c^3*g*p*q^3*x^2-22155*c^3*g*p*q^2*r*x^2+11699*c^3*g*p*q^2*x^3-\ 22614*c^3*g*p*q*r^2*x^2+128352*c^3*g*p*q*r*x^3+27024*c^3*g*p*q*x^4-3558*c^3*g*p *r^3*x^2+64107*c^3*g*p*r^2*x^3-33180*c^3*g*p*r*x^4-134*c^3*g*q^4*x^2-2739*c^3*g *q^3*r*x^2+1355*c^3*g*q^3*x^3-5157*c^3*g*q^2*r^2*x^2+44705*c^3*g*q^2*r*x^3+ 11372*c^3*g*q^2*x^4-1950*c^3*g*q*r^3*x^2+51717*c^3*g*q*r^2*x^3-33180*c^3*g*q*r* x^4-24*c^3*g*r^4*x^2+8960*c^3*g*r^3*x^3-25920*c^3*g*r^2*x^4-779*c^3*p^5*x^2-\ 4124*c^3*p^4*q*x^2-3761*c^3*p^4*r*x^2+3558*c^3*p^4*x^3-5606*c^3*p^3*q^2*x^2-\ 15758*c^3*p^3*q*r*x^2+11396*c^3*p^3*q*x^3-4821*c^3*p^3*r^2*x^2+26867*c^3*p^3*r* x^3+2660*c^3*p^3*x^4-2612*c^3*p^2*q^3*x^2-15792*c^3*p^2*q^2*r*x^2+11184*c^3*p^2 *q^2*x^3-13974*c^3*p^2*q*r^2*x^2+78275*c^3*p^2*q*r*x^3+11788*c^3*p^2*q*x^4-1911 *c^3*p^2*r^3*x^2+33129*c^3*p^2*r^2*x^3-20180*c^3*p^2*r*x^4-359*c^3*p*q^4*x^2-\ 4874*c^3*p*q^3*r*x^2+3580*c^3*p*q^3*x^3-7845*c^3*p*q^2*r^2*x^2+61189*c^3*p*q^2* r*x^3+11788*c^3*p*q^2*x^4-2832*c^3*p*q*r^3*x^2+62496*c^3*p*q*r^2*x^3-41144*c^3* p*q*r*x^4-96*c^3*p*r^4*x^2+9508*c^3*p*r^3*x^3-27576*c^3*p*r^2*x^4-8*c^3*q^5*x^2 -347*c^3*q^4*r*x^2+234*c^3*q^4*x^3-852*c^3*q^3*r^2*x^2+12805*c^3*q^3*r*x^3+2660 *c^3*q^3*x^4-339*c^3*q^2*r^3*x^2+21591*c^3*q^2*r^2*x^3-20180*c^3*q^2*r*x^4+24*c ^3*q*r^4*x^2+7212*c^3*q*r^3*x^3-27576*c^3*q*r^2*x^4-5280*c^3*r^3*x^4-5*c^2*g^6* x^2-150*c^2*g^5*p*x^2-54*c^2*g^5*q*x^2-154*c^2*g^5*r*x^2-20*c^2*g^5*x^3-901*c^2 *g^4*p^2*x^2-970*c^2*g^4*p*q*x^2-1955*c^2*g^4*p*r*x^2+295*c^2*g^4*p*x^3-136*c^2 *g^4*q^2*x^2-923*c^2*g^4*q*r*x^2+97*c^2*g^4*q*x^3-487*c^2*g^4*r^2*x^2+2760*c^2* g^4*r*x^3+984*c^2*g^4*x^4-1971*c^2*g^3*p^3*x^2-4198*c^2*g^3*p^2*q*x^2-6287*c^2* g^3*p^2*r*x^2+2544*c^2*g^3*p^2*x^3-1813*c^2*g^3*p*q^2*x^2-8490*c^2*g^3*p*q*r*x^ 2+2412*c^2*g^3*p*q*x^3-3933*c^2*g^3*p*r^2*x^2+17792*c^2*g^3*p*r*x^3+4425*c^2*g^ 3*p*x^4-132*c^2*g^3*q^3*x^2-1691*c^2*g^3*q^2*r*x^2+552*c^2*g^3*q^2*x^3-2025*c^2 *g^3*q*r^2*x^2+13708*c^2*g^3*q*r*x^3+4425*c^2*g^3*q*x^4-330*c^2*g^3*r^3*x^2+ 7776*c^2*g^3*r^2*x^3-3542*c^2*g^3*r*x^4-1869*c^2*g^2*p^4*x^2-6744*c^2*g^2*p^3*q *x^2-7637*c^2*g^2*p^3*r*x^2+5045*c^2*g^2*p^3*x^3-5694*c^2*g^2*p^2*q^2*x^2-20101 *c^2*g^2*p^2*q*r*x^2+9793*c^2*g^2*p^2*q*x^3-7386*c^2*g^2*p^2*r^2*x^2+36312*c^2* g^2*p^2*r*x^3+6103*c^2*g^2*p^2*x^4-1296*c^2*g^2*p*q^3*x^2-11038*c^2*g^2*p*q^2*r *x^2+4883*c^2*g^2*p*q^2*x^3-11550*c^2*g^2*p*q*r^2*x^2+63180*c^2*g^2*p*q*r*x^3+ 14952*c^2*g^2*p*q*x^4-1752*c^2*g^2*p*r^3*x^2+31755*c^2*g^2*p*r^2*x^3-15479*c^2* g^2*p*r*x^4-51*c^2*g^2*q^4*x^2-1202*c^2*g^2*q^3*r*x^2+623*c^2*g^2*q^3*x^3-2373* c^2*g^2*q^2*r^2*x^2+21576*c^2*g^2*q^2*r*x^3+6103*c^2*g^2*q^2*x^4-912*c^2*g^2*q* r^3*x^2+25269*c^2*g^2*q*r^2*x^3-15479*c^2*g^2*q*r*x^4-6*c^2*g^2*r^4*x^2+4200*c^ 2*g^2*r^3*x^3-12720*c^2*g^2*r^2*x^4-765*c^2*g*p^5*x^2-4425*c^2*g*p^4*q*x^2-3749 *c^2*g*p^4*r*x^2+3640*c^2*g*p^4*x^3-6069*c^2*g*p^3*q^2*x^2-17056*c^2*g*p^3*q*r* x^2+11432*c^2*g*p^3*q*x^3-4821*c^2*g*p^3*r^2*x^2+27636*c^2*g*p^3*r*x^3+2901*c^2 *g*p^3*x^4-2745*c^2*g*p^2*q^3*x^2-17172*c^2*g*p^2*q^2*r*x^2+10848*c^2*g*p^2*q^2 *x^3-15251*c^2*g*p^2*q*r^2*x^2+82294*c^2*g*p^2*q*r*x^3+13741*c^2*g*p^2*q*x^4-\ 1863*c^2*g*p^2*r^3*x^2+34512*c^2*g*p^2*r^2*x^3-20240*c^2*g*p^2*r*x^4-342*c^2*g* p*q^4*x^2-5104*c^2*g*p*q^3*r*x^2+3296*c^2*g*p*q^3*x^3-8582*c^2*g*p*q^2*r^2*x^2+ 63830*c^2*g*p*q^2*r*x^3+13741*c^2*g*p*q^2*x^4-3132*c^2*g*p*q*r^3*x^2+66744*c^2* g*p*q*r^2*x^3-40788*c^2*g*p*q*r*x^4-60*c^2*g*p*r^4*x^2+9984*c^2*g*p*r^3*x^3-\ 28560*c^2*g*p*r^2*x^4-6*c^2*g*q^5*x^2-317*c^2*g*q^4*r*x^2+240*c^2*g*q^4*x^3-870 *c^2*g*q^3*r^2*x^2+12888*c^2*g*q^3*r*x^3+2901*c^2*g*q^3*x^4-423*c^2*g*q^2*r^3*x ^2+22296*c^2*g*q^2*r^2*x^3-20240*c^2*g*q^2*r*x^4+7656*c^2*g*q*r^3*x^3-28560*c^2 *g*q*r^2*x^4-5440*c^2*g*r^3*x^4-111*c^2*p^6*x^2-1001*c^2*p^5*q*x^2-630*c^2*p^5* r*x^2+852*c^2*p^5*x^3-2012*c^2*p^4*q^2*x^2-4700*c^2*p^4*q*r*x^2+3900*c^2*p^4*q* x^3-1023*c^2*p^4*r^2*x^2+6800*c^2*p^4*r*x^3+331*c^2*p^4*x^4-1488*c^2*p^3*q^3*x^ 2-7359*c^2*p^3*q^2*r*x^2+5868*c^2*p^3*q^2*x^3-5739*c^2*p^3*q*r^2*x^2+30790*c^2* p^3*q*r*x^3+3394*c^2*p^3*q*x^4-594*c^2*p^3*r^3*x^2+10593*c^2*p^3*r^2*x^3-7635*c ^2*p^3*r*x^4-389*c^2*p^2*q^4*x^2-3945*c^2*p^2*q^3*r*x^2+3468*c^2*p^2*q^3*x^3-\ 5700*c^2*p^2*q^2*r^2*x^2+40176*c^2*p^2*q^2*r*x^3+6126*c^2*p^2*q^2*x^4-2058*c^2* p^2*q*r^3*x^2+36153*c^2*p^2*q*r^2*x^3-24429*c^2*p^2*q*r*x^4-90*c^2*p^2*r^4*x^2+ 4542*c^2*p^2*r^3*x^3-13932*c^2*p^2*r^2*x^4-23*c^2*p*q^5*x^2-677*c^2*p*q^4*r*x^2 +672*c^2*p*q^4*x^3-1473*c^2*p*q^3*r^2*x^2+18674*c^2*p*q^3*r*x^3+3394*c^2*p*q^3* x^4-648*c^2*p*q^2*r^3*x^2+28863*c^2*p*q^2*r^2*x^3-24429*c^2*p*q^2*r*x^4-48*c^2* p*q*r^4*x^2+9000*c^2*p*q*r^3*x^3-31032*c^2*p*q*r^2*x^4+110*c^2*p*r^4*x^3-5020*c ^2*p*r^3*x^4-21*c^2*q^5*r*x^2+24*c^2*q^5*x^3-51*c^2*q^4*r^2*x^2+2488*c^2*q^4*r* x^3+331*c^2*q^4*x^4+48*c^2*q^3*r^3*x^2+5319*c^2*q^3*r^2*x^3-7635*c^2*q^3*r*x^4+ 60*c^2*q^2*r^4*x^2+2298*c^2*q^2*r^3*x^3-13932*c^2*q^2*r^2*x^4-110*c^2*q*r^4*x^3 -5020*c^2*q*r^3*x^4-8*c*g^6*p*x^2-2*c*g^6*q*x^2-8*c*g^6*r*x^2-4*c*g^6*x^3-89*c* g^5*p^2*x^2-86*c*g^5*p*q*x^2-198*c*g^5*p*r*x^2-11*c*g^5*p*x^3-8*c*g^5*q^2*x^2-\ 72*c*g^5*q*r*x^2-9*c*g^5*q*x^3-35*c*g^5*r^2*x^2+288*c*g^5*r*x^3+124*c*g^5*x^4-\ 284*c*g^4*p^3*x^2-601*c*g^4*p^2*q*x^2-936*c*g^4*p^2*r*x^2+280*c*g^4*p^2*x^3-232 *c*g^4*p*q^2*x^2-1208*c*g^4*p*q*r*x^2+140*c*g^4*p*q*x^3-575*c*g^4*p*r^2*x^2+ 2499*c*g^4*p*r*x^3+737*c*g^4*p*x^4-11*c*g^4*q^3*x^2-186*c*g^4*q^2*r*x^2+64*c*g^ 4*q^2*x^3-224*c*g^4*q*r^2*x^2+1929*c*g^4*q*r*x^3+737*c*g^4*q*x^4-30*c*g^4*r^3*x ^2+1056*c*g^4*r^2*x^3-502*c*g^4*r*x^4-381*c*g^3*p^4*x^2-1450*c*g^3*p^3*q*x^2-\ 1604*c*g^3*p^3*r*x^2+993*c*g^3*p^3*x^3-1188*c*g^3*p^2*q^2*x^2-4371*c*g^3*p^2*q* r*x^2+1667*c*g^3*p^2*q*x^3-1570*c*g^3*p^2*r^2*x^2+7485*c*g^3*p^2*r*x^3+1401*c*g ^3*p^2*x^4-238*c*g^3*p*q^3*x^2-2265*c*g^3*p*q^2*r*x^2+733*c*g^3*p*q^2*x^3-2467* c*g^3*p*q*r^2*x^2+12996*c*g^3*p*q*r*x^3+3586*c*g^3*p*q*x^4-363*c*g^3*p*r^3*x^2+ 6573*c*g^3*p*r^2*x^3-3034*c*g^3*p*r*x^4-6*c*g^3*q^4*x^2-188*c*g^3*q^3*r*x^2+139 *c*g^3*q^3*x^3-391*c*g^3*q^2*r^2*x^2+4359*c*g^3*q^2*r*x^3+1401*c*g^3*q^2*x^4-\ 147*c*g^3*q*r^3*x^2+5091*c*g^3*q*r^2*x^3-3034*c*g^3*q*r*x^4+760*c*g^3*r^3*x^3-\ 2640*c*g^3*r^2*x^4-232*c*g^2*p^5*x^2-1521*c*g^2*p^4*q*x^2-1165*c*g^2*p^4*r*x^2+ 1197*c*g^2*p^4*x^3-2102*c*g^2*p^3*q^2*x^2-5936*c*g^2*p^3*q*r*x^2+3576*c*g^2*p^3 *q*x^3-1509*c*g^2*p^3*r^2*x^2+9048*c*g^2*p^3*r*x^3+1000*c*g^2*p^3*x^4-908*c*g^2 *p^2*q^3*x^2-5977*c*g^2*p^2*q^2*r*x^2+3192*c*g^2*p^2*q^2*x^3-5356*c*g^2*p^2*q*r ^2*x^2+27587*c*g^2*p^2*q*r*x^3+5219*c*g^2*p^2*q*x^4-567*c*g^2*p^2*r^3*x^2+11400 *c*g^2*p^2*r^2*x^3-6493*c*g^2*p^2*r*x^4-96*c*g^2*p*q^4*x^2-1664*c*g^2*p*q^3*r*x ^2+908*c*g^2*p*q^3*x^3-2962*c*g^2*p*q^2*r^2*x^2+21157*c*g^2*p*q^2*r*x^3+5219*c* g^2*p*q^2*x^4-1098*c*g^2*p*q*r^3*x^2+22752*c*g^2*p*q*r^2*x^3-12696*c*g^2*p*q*r* x^4-6*c*g^2*p*r^4*x^2+3280*c*g^2*p*r^3*x^3-9432*c*g^2*p*r^2*x^4-c*g^2*q^5*x^2-\ 76*c*g^2*q^4*r*x^2+95*c*g^2*q^4*x^3-240*c*g^2*q^3*r^2*x^2+4092*c*g^2*q^3*r*x^3+ 1000*c*g^2*q^3*x^4-135*c*g^2*q^2*r^3*x^2+7176*c*g^2*q^2*r^2*x^3-6493*c*g^2*q^2* r*x^4-6*c*g^2*q*r^4*x^2+2480*c*g^2*q*r^3*x^3-9432*c*g^2*q*r^2*x^4-1720*c*g^2*r^ 3*x^4-60*c*g*p^6*x^2-711*c*g*p^5*q*x^2-346*c*g*p^5*r*x^2+590*c*g*p^5*x^3-1481*c *g*p^4*q^2*x^2-3375*c*g*p^4*q*r*x^2+2680*c*g*p^4*q*x^3-559*c*g*p^4*r^2*x^2+4541 *c*g*p^4*r*x^3+197*c*g*p^4*x^4-1081*c*g*p^3*q^3*x^2-5464*c*g*p^3*q^2*r*x^2+3938 *c*g*p^3*q^2*x^3-4173*c*g*p^3*q*r^2*x^2+21811*c*g*p^3*q*r*x^3+2693*c*g*p^3*q*x^ 4-309*c*g*p^3*r^3*x^2+7086*c*g*p^3*r^2*x^3-5220*c*g*p^3*r*x^4-263*c*g*p^2*q^4*x ^2-2884*c*g*p^2*q^3*r*x^2+2222*c*g*p^2*q^3*x^3-4298*c*g*p^2*q^2*r^2*x^2+28656*c *g*p^2*q^2*r*x^3+4992*c*g*p^2*q^2*x^4-1518*c*g*p^2*q*r^3*x^2+26214*c*g*p^2*q*r^ 2*x^3-16428*c*g*p^2*q*r*x^4-36*c*g*p^2*r^4*x^2+3032*c*g*p^2*r^3*x^3-9660*c*g*p^ 2*r^2*x^4-12*c*g*p*q^5*x^2-459*c*g*p*q^4*r*x^2+400*c*g*p*q^4*x^3-1104*c*g*p*q^3 *r^2*x^2+13001*c*g*p*q^3*r*x^3+2693*c*g*p*q^3*x^4-534*c*g*p*q^2*r^3*x^2+20946*c *g*p*q^2*r^2*x^3-16428*c*g*p*q^2*r*x^4-36*c*g*p*q*r^4*x^2+6720*c*g*p*q*r^3*x^3-\ 21960*c*g*p*q*r^2*x^4+40*c*g*p*r^4*x^3-3540*c*g*p*r^3*x^4-10*c*g*q^5*r*x^2+26*c *g*q^5*x^3-37*c*g*q^4*r^2*x^2+1615*c*g*q^4*r*x^3+197*c*g*q^4*x^4+3*c*g*q^3*r^3* x^2+3546*c*g*q^3*r^2*x^3-5220*c*g*q^3*r*x^4+24*c*g*q^2*r^4*x^2+1648*c*g*q^2*r^3 *x^3-9660*c*g*q^2*r^2*x^4-40*c*g*q*r^4*x^3-3540*c*g*q*r^3*x^4-6*c*p^7*x^2-123*c *p^6*q*x^2-39*c*p^6*r*x^2+99*c*p^6*x^3-354*c*p^5*q^2*x^2-687*c*p^5*q*r*x^2+646* c*p^5*q*x^3-78*c*p^5*r^2*x^2+795*c*p^5*r*x^3-15*c*p^5*x^4-384*c*p^4*q^3*x^2-\ 1596*c*p^4*q^2*r*x^2+1391*c*p^4*q^2*x^3-1095*c*p^4*q*r^2*x^2+5622*c*p^4*q*r*x^3 +391*c*p^4*q*x^4-63*c*p^4*r^3*x^2+1449*c*p^4*r^2*x^3-1331*c*p^4*r*x^4-168*c*p^3 *q^4*x^2-1320*c*p^3*q^3*r*x^2+1288*c*p^3*q^3*x^3-1737*c*p^3*q^2*r^2*x^2+11019*c *p^3*q^2*r*x^3+1248*c*p^3*q^2*x^4-621*c*p^3*q*r^3*x^2+8595*c*p^3*q*r^2*x^3-6176 *c*p^3*q*r*x^4-18*c*p^3*r^4*x^2+834*c*p^3*r^3*x^3-2808*c*p^3*r^2*x^4-21*c*p^2*q ^5*x^2-405*c*p^2*q^4*r*x^2+493*c*p^2*q^4*x^3-792*c*p^2*q^3*r^2*x^2+8565*c*p^2*q ^3*r*x^3+1248*c*p^2*q^3*x^4-420*c*p^2*q^2*r^3*x^2+11880*c*p^2*q^2*r^2*x^3-9690* c*p^2*q^2*r*x^4-90*c*p^2*q*r^4*x^2+3406*c*p^2*q*r^3*x^3-10944*c*p^2*q*r^2*x^4+ 90*c*p^2*r^4*x^3-1360*c*p^2*r^3*x^4-33*c*p*q^5*r*x^2+50*c*p*q^5*x^3-69*c*p*q^4* r^2*x^2+2586*c*p*q^4*r*x^3+391*c*p*q^4*x^4+51*c*p*q^3*r^3*x^2+5229*c*p*q^3*r^2* x^3-6176*c*p*q^3*r*x^4+60*c*p*q^2*r^4*x^2+2234*c*p*q^2*r^3*x^3-10944*c*p*q^2*r^ 2*x^4-3600*c*p*q*r^3*x^4+c*q^6*x^3+3*c*q^5*r^2*x^2+213*c*q^5*r*x^3-15*c*q^5*x^4 +15*c*q^4*r^3*x^2+495*c*q^4*r^2*x^3-1331*c*q^4*r*x^4+12*c*q^3*r^4*x^2+166*c*q^3 *r^3*x^3-2808*c*q^3*r^2*x^4-90*c*q^2*r^4*x^3-1360*c*q^2*r^3*x^4-3*g^6*p^2*x^2-2 *g^6*p*q*x^2-7*g^6*p*r*x^2-3*g^6*p*x^3-g^6*q*r*x^2-g^6*q*x^3+12*g^6*r*x^3+6*g^6 *x^4-15*g^5*p^3*x^2-30*g^5*p^2*q*x^2-52*g^5*p^2*r*x^2+8*g^5*p^2*x^3-9*g^5*p*q^2 *x^2-60*g^5*p*q*r*x^2-12*g^5*p*q*x^3-31*g^5*p*r^2*x^2+127*g^5*p*r*x^3+47*g^5*p* x^4-4*g^5*q^2*r*x^2+4*g^5*q^2*x^3-4*g^5*q*r^2*x^2+101*g^5*q*r*x^3+47*g^5*q*x^4+ 48*g^5*r^2*x^3-30*g^5*r*x^4-27*g^4*p^4*x^2-109*g^4*p^3*q*x^2-119*g^4*p^3*r*x^2+ 69*g^4*p^3*x^3-84*g^4*p^2*q^2*x^2-335*g^4*p^2*q*r*x^2+75*g^4*p^2*q*x^3-119*g^4* p^2*r^2*x^2+542*g^4*p^2*r*x^3+115*g^4*p^2*x^4-13*g^4*p*q^3*x^2-155*g^4*p*q^2*r* x^2+21*g^4*p*q^2*x^3-182*g^4*p*q*r^2*x^2+924*g^4*p*q*r*x^3+314*g^4*p*q*x^4-27*g ^4*p*r^3*x^2+471*g^4*p*r^2*x^3-212*g^4*p*r*x^4-5*g^4*q^3*r*x^2+15*g^4*q^3*x^3-\ 11*g^4*q^2*r^2*x^2+310*g^4*q^2*r*x^3+115*g^4*q^2*x^4-3*g^4*q*r^3*x^2+345*g^4*q* r^2*x^3-212*g^4*q*r*x^4+40*g^4*r^3*x^3-192*g^4*r^2*x^4-21*g^3*p^5*x^2-166*g^3*p ^4*q*x^2-110*g^3*p^4*r*x^2+128*g^3*p^4*x^3-230*g^3*p^3*q^2*x^2-660*g^3*p^3*q*r* x^2+338*g^3*p^3*q*x^3-145*g^3*p^3*r^2*x^2+937*g^3*p^3*r*x^3+106*g^3*p^3*x^4-92* g^3*p^2*q^3*x^2-658*g^3*p^2*q^2*r*x^2+264*g^3*p^2*q^2*x^3-602*g^3*p^2*q*r^2*x^2 +2914*g^3*p^2*q*r*x^3+644*g^3*p^2*q*x^4-54*g^3*p^2*r^3*x^2+1176*g^3*p^2*r^2*x^3 -670*g^3*p^2*r*x^4-7*g^3*p*q^4*x^2-162*g^3*p*q^3*r*x^2+70*g^3*p*q^3*x^3-314*g^3 *p*q^2*r^2*x^2+2198*g^3*p*q^2*r*x^3+644*g^3*p*q^2*x^4-120*g^3*p*q*r^3*x^2+2448* g^3*p*q*r^2*x^3-1216*g^3*p*q*r*x^4+328*g^3*p*r^3*x^3-984*g^3*p*r^2*x^4-2*g^3*q^ 4*r*x^2+16*g^3*q^4*x^3-10*g^3*q^3*r^2*x^2+407*g^3*q^3*r*x^3+106*g^3*q^3*x^4-6*g ^3*q^2*r^3*x^2+696*g^3*q^2*r^2*x^3-670*g^3*q^2*r*x^4+232*g^3*q*r^3*x^3-984*g^3* q*r^2*x^4-160*g^3*r^3*x^4-6*g^2*p^6*x^2-121*g^2*p^5*q*x^2-36*g^2*p^5*r*x^2+100* g^2*p^5*x^3-263*g^2*p^4*q^2*x^2-583*g^2*p^4*q*r*x^2+438*g^2*p^4*q*x^3-57*g^2*p^ 4*r^2*x^2+717*g^2*p^4*r*x^3+21*g^2*p^4*x^4-188*g^2*p^3*q^3*x^2-981*g^2*p^3*q^2* r*x^2+614*g^2*p^3*q^2*x^3-732*g^2*p^3*q*r^2*x^2+3705*g^2*p^3*q*r*x^3+519*g^2*p^ 3*q*x^4-27*g^2*p^3*r^3*x^2+1104*g^2*p^3*r^2*x^3-869*g^2*p^3*r*x^4-41*g^2*p^2*q^ 4*x^2-504*g^2*p^2*q^3*r*x^2+322*g^2*p^2*q^3*x^3-782*g^2*p^2*q^2*r^2*x^2+4896*g^ 2*p^2*q^2*r*x^3+996*g^2*p^2*q^2*x^4-270*g^2*p^2*q*r^3*x^2+4572*g^2*p^2*q*r^2*x^ 3-2610*g^2*p^2*q*r*x^4+464*g^2*p^2*r^3*x^3-1596*g^2*p^2*r^2*x^4-g^2*p*q^5*x^2-\ 70*g^2*p*q^4*r*x^2+54*g^2*p*q^4*x^3-192*g^2*p*q^3*r^2*x^2+2151*g^2*p*q^3*r*x^3+ 519*g^2*p*q^3*x^4-102*g^2*p*q^2*r^3*x^2+3636*g^2*p*q^2*r^2*x^3-2610*g^2*p*q^2*r *x^4-6*g^2*p*q*r^4*x^2+1200*g^2*p*q*r^3*x^3-3720*g^2*p*q*r^2*x^4-580*g^2*p*r^3* x^4+8*g^2*q^5*x^3-3*g^2*q^4*r^2*x^2+243*g^2*q^4*r*x^3+21*g^2*q^4*x^4-3*g^2*q^3* r^3*x^2+528*g^2*q^3*r^2*x^3-869*g^2*q^3*r*x^4+256*g^2*q^2*r^3*x^3-1596*g^2*q^2* r^2*x^4-580*g^2*q*r^3*x^4-42*g*p^6*q*x^2+34*g*p^6*x^3-132*g*p^5*q^2*x^2-238*g*p ^5*q*r*x^2+226*g*p^5*q*x^3+238*g*p^5*r*x^3-15*g*p^5*x^4-144*g*p^4*q^3*x^2-602*g *p^4*q^2*r*x^2+482*g*p^4*q^2*x^3-388*g*p^4*q*r^2*x^2+1983*g*p^4*q*r*x^3+153*g*p ^4*q*x^4+414*g*p^4*r^2*x^3-462*g*p^4*r*x^4-60*g*p^3*q^4*x^2-500*g*p^3*q^3*r*x^2 +432*g*p^3*q^3*x^3-668*g*p^3*q^2*r^2*x^2+4013*g*p^3*q^2*r*x^3+534*g*p^3*q^2*x^4 -228*g*p^3*q*r^3*x^2+3108*g*p^3*q*r^2*x^3-2118*g*p^3*q*r*x^4+228*g*p^3*r^3*x^3-\ 948*g*p^3*r^2*x^4-6*g*p^2*q^5*x^2-146*g*p^2*q^4*r*x^2+154*g*p^2*q^4*x^3-308*g*p ^2*q^3*r^2*x^2+3091*g*p^2*q^3*r*x^3+534*g*p^2*q^3*x^4-168*g*p^2*q^2*r^3*x^2+ 4464*g*p^2*q^2*r^2*x^3-3312*g*p^2*q^2*r*x^4-36*g*p^2*q*r^4*x^2+1276*g*p^2*q*r^3 *x^3-3948*g*p^2*q*r^2*x^4+20*g*p^2*r^4*x^3-460*g*p^2*r^3*x^4-10*g*p*q^5*r*x^2+ 14*g*p*q^5*x^3-28*g*p*q^4*r^2*x^2+885*g*p*q^4*r*x^3+153*g*p*q^4*x^4+12*g*p*q^3* r^3*x^2+1908*g*p*q^3*r^2*x^3-2118*g*p*q^3*r*x^4+24*g*p*q^2*r^4*x^2+884*g*p*q^2* r^3*x^3-3948*g*p*q^2*r^2*x^4-1360*g*p*q*r^3*x^4+2*g*q^6*x^3+62*g*q^5*r*x^3-15*g *q^5*x^4+138*g*q^4*r^2*x^3-462*g*q^4*r*x^4+52*g*q^3*r^3*x^3-948*g*q^3*r^2*x^4-\ 20*g*q^2*r^4*x^3-460*g*q^2*r^3*x^4-6*p^7*q*x^2+4*p^7*x^3-24*p^6*q^2*x^2-39*p^6* q*r*x^2+40*p^6*q*x^3+31*p^6*r*x^3-4*p^6*x^4-36*p^5*q^3*x^2-129*p^5*q^2*r*x^2+ 120*p^5*q^2*x^3-78*p^5*q*r^2*x^2+379*p^5*q*r*x^3+11*p^5*q*x^4+63*p^5*r^2*x^3-81 *p^5*r*x^4-24*p^4*q^4*x^2-153*p^4*q^3*r*x^2+160*p^4*q^3*x^3-186*p^4*q^2*r^2*x^2 +1061*p^4*q^2*r*x^3+80*p^4*q^2*x^4-63*p^4*q*r^3*x^2+711*p^4*q*r^2*x^3-548*p^4*q *r*x^4+46*p^4*r^3*x^3-180*p^4*r^2*x^4-6*p^3*q^5*x^2-75*p^3*q^4*r*x^2+100*p^3*q^ 4*x^3-135*p^3*q^3*r^2*x^2+1224*p^3*q^3*r*x^3+130*p^3*q^3*x^4-81*p^3*q^2*r^3*x^2 +1512*p^3*q^2*r^2*x^3-1239*p^3*q^2*r*x^4-18*p^3*q*r^4*x^2+406*p^3*q*r^3*x^3-\ 1188*p^3*q*r^2*x^4+10*p^3*r^4*x^3-100*p^3*r^3*x^4-12*p^2*q^5*r*x^2+24*p^2*q^5*x ^3-24*p^2*q^4*r^2*x^2+631*p^2*q^4*r*x^3+80*p^2*q^4*x^4-3*p^2*q^3*r^3*x^2+1152*p ^2*q^3*r^2*x^3-1239*p^2*q^3*r*x^4+480*p^2*q^2*r^3*x^3-2016*p^2*q^2*r^2*x^4+40*p ^2*q*r^4*x^3-560*p^2*q*r^3*x^4+3*p*q^5*r^2*x^2+125*p*q^5*r*x^3+11*p*q^5*x^4+15* p*q^4*r^3*x^2+297*p*q^4*r^2*x^3-548*p*q^4*r*x^4+12*p*q^3*r^4*x^2+114*p*q^3*r^3* x^3-1188*p*q^3*r^2*x^4-40*p*q^2*r^4*x^3-560*p*q^2*r^3*x^4+5*q^6*r*x^3-4*q^6*x^4 +9*q^5*r^2*x^3-81*q^5*r*x^4-6*q^4*r^3*x^3-180*q^4*r^2*x^4-10*q^3*r^4*x^3-100*q^ 3*r^3*x^4+32*a^6*b*c*x+64*a^6*b*p*x+16*a^6*b*q*x+96*a^6*b*r*x+192*a^6*b*x^2+64* a^6*c^2*x+16*a^6*c*g*x+128*a^6*c*p*x+64*a^6*c*q*x+192*a^6*c*r*x+288*a^6*c*x^2+ 32*a^6*g*p*x+8*a^6*g*q*x+48*a^6*g*r*x+96*a^6*g*x^2+64*a^6*p*q*x-96*a^6*p*x^2+16 *a^6*q^2*x+96*a^6*q*r*x+144*a^6*q*x^2-192*a^6*r*x^2-160*a^6*x^3+96*a^5*b^2*c*x+ 176*a^5*b^2*p*x+32*a^5*b^2*q*x+256*a^5*b^2*r*x+656*a^5*b^2*x^2+416*a^5*b*c^2*x+ 144*a^5*b*c*g*x+944*a^5*b*c*p*x+304*a^5*b*c*q*x+1328*a^5*b*c*r*x+2128*a^5*b*c*x ^2+264*a^5*b*g*p*x+56*a^5*b*g*q*x+400*a^5*b*g*r*x+920*a^5*b*g*x^2+256*a^5*b*p^2 *x+336*a^5*b*p*q*x+552*a^5*b*p*r*x+48*a^5*b*p*x^2+48*a^5*b*q^2*x+456*a^5*b*q*r* x+784*a^5*b*q*x^2+232*a^5*b*r^2*x-1152*a^5*b*r*x^2-1568*a^5*b*x^3+448*a^5*c^3*x +304*a^5*c^2*g*x+1184*a^5*c^2*p*x+512*a^5*c^2*q*x+1616*a^5*c^2*r*x+1680*a^5*c^2 *x^2+48*a^5*c*g^2*x+648*a^5*c*g*p*x+248*a^5*c*g*q*x+944*a^5*c*g*r*x+1488*a^5*c* g*x^2+480*a^5*c*p^2*x+912*a^5*c*p*q*x+1032*a^5*c*p*r*x-432*a^5*c*p*x^2+176*a^5* c*q^2*x+1208*a^5*c*q*r*x+1224*a^5*c*q*x^2+424*a^5*c*r^2*x-2872*a^5*c*r*x^2-2752 *a^5*c*x^3+88*a^5*g^2*p*x+20*a^5*g^2*q*x+136*a^5*g^2*r*x+296*a^5*g^2*x^2+112*a^ 5*g*p^2*x+256*a^5*g*p*q*x+240*a^5*g*p*r*x-144*a^5*g*p*x^2+48*a^5*g*q^2*x+368*a^ 5*g*q*r*x+604*a^5*g*q*x^2+96*a^5*g*r^2*x-868*a^5*g*r*x^2-976*a^5*g*x^3+256*a^5* p^2*q*x-384*a^5*p^2*x^2+160*a^5*p*q^2*x+552*a^5*p*q*r*x-1080*a^5*p*r*x^2-416*a^ 5*p*x^3+16*a^5*q^3*x+200*a^5*q^2*r*x+192*a^5*q^2*x^2+232*a^5*q*r^2*x-1064*a^5*q *r*x^2-1168*a^5*q*x^3-512*a^5*r^2*x^2+440*a^5*r*x^3+288*a^5*x^4+96*a^4*b^3*c*x+ 160*a^4*b^3*p*x+16*a^4*b^3*q*x+224*a^4*b^3*r*x+816*a^4*b^3*x^2+736*a^4*b^2*c^2* x+272*a^4*b^2*c*g*x+1696*a^4*b^2*c*p*x+368*a^4*b^2*c*q*x+2224*a^4*b^2*c*r*x+ 4352*a^4*b^2*c*x^2+456*a^4*b^2*g*p*x+64*a^4*b^2*g*q*x+672*a^4*b^2*g*r*x+2024*a^ 4*b^2*g*x^2+608*a^4*b^2*p^2*x+448*a^4*b^2*p*q*x+1232*a^4*b^2*p*r*x+712*a^4*b^2* p*x^2+32*a^4*b^2*q^2*x+576*a^4*b^2*q*r*x+1416*a^4*b^2*q*x^2+464*a^4*b^2*r^2*x-\ 2280*a^4*b^2*r*x^2-4192*a^4*b^2*x^3+1760*a^4*b*c^3*x+1280*a^4*b*c^2*g*x+4960*a^ 4*b*c^2*p*x+1552*a^4*b*c^2*q*x+6400*a^4*b*c^2*r*x+7296*a^4*b*c^2*x^2+224*a^4*b* c*g^2*x+2840*a^4*b*c*g*p*x+768*a^4*b*c*g*q*x+3936*a^4*b*c*g*r*x+6936*a^4*b*c*g* x^2+2960*a^4*b*c*p^2*x+3056*a^4*b*c*p*q*x+6136*a^4*b*c*p*r*x+192*a^4*b*c*p*x^2+ 376*a^4*b*c*q^2*x+3800*a^4*b*c*q*r*x+4864*a^4*b*c*q*x^2+2384*a^4*b*c*r^2*x-\ 13032*a^4*b*c*r*x^2-15752*a^4*b*c*x^3+372*a^4*b*g^2*p*x+64*a^4*b*g^2*q*x+576*a^ 4*b*g^2*r*x+1520*a^4*b*g^2*x^2+904*a^4*b*g*p^2*x+888*a^4*b*g*p*q*x+1924*a^4*b*g *p*r*x+748*a^4*b*g*p*x^2+96*a^4*b*g*q^2*x+1196*a^4*b*g*q*r*x+2440*a^4*b*g*q*x^2 +764*a^4*b*g*r^2*x-3720*a^4*b*g*r*x^2-5904*a^4*b*g*x^3+416*a^4*b*p^3*x+1040*a^4 *b*p^2*q*x+1164*a^4*b*p^2*r*x-1248*a^4*b*p^2*x^2+392*a^4*b*p*q^2*x+2088*a^4*b*p *q*r*x+372*a^4*b*p*q*x^2+872*a^4*b*p*r^2*x-6312*a^4*b*p*r*x^2-4544*a^4*b*p*x^3+ 20*a^4*b*q^3*x+472*a^4*b*q^2*r*x+728*a^4*b*q^2*x^2+764*a^4*b*q*r^2*x-4540*a^4*b *q*r*x^2-6100*a^4*b*q*x^3+164*a^4*b*r^3*x-3452*a^4*b*r^2*x^2+1104*a^4*b*r*x^3+ 1860*a^4*b*x^4+1312*a^4*c^4*x+1440*a^4*c^3*g*x+4352*a^4*c^3*p*x+1680*a^4*c^3*q* x+5552*a^4*c^3*r*x+3712*a^4*c^3*x^2+504*a^4*c^2*g^2*x+3872*a^4*c^2*g*p*x+1424*a ^4*c^2*g*q*x+5184*a^4*c^2*g*r*x+5656*a^4*c^2*g*x^2+3352*a^4*c^2*p^2*x+4336*a^4* c^2*p*q*x+6952*a^4*c^2*p*r*x-2480*a^4*c^2*p*x^2+712*a^4*c^2*q^2*x+5368*a^4*c^2* q*r*x+3624*a^4*c^2*q*x^2+2688*a^4*c^2*r^2*x-17104*a^4*c^2*r*x^2-14944*a^4*c^2*x ^3+56*a^4*c*g^3*x+1068*a^4*c*g^2*p*x+340*a^4*c*g^2*q*x+1544*a^4*c*g^2*r*x+2584* a^4*c*g^2*x^2+1956*a^4*c*g*p^2*x+2648*a^4*c*g*p*q*x+4148*a^4*c*g*p*r*x-512*a^4* c*g*p*x^2+416*a^4*c*g*q^2*x+3436*a^4*c*g*q*r*x+3936*a^4*c*g*q*x^2+1620*a^4*c*g* r^2*x-10088*a^4*c*g*r*x^2-10876*a^4*c*g*x^3+720*a^4*c*p^3*x+2612*a^4*c*p^2*q*x+ 2004*a^4*c*p^2*r*x-3480*a^4*c*p^2*x^2+1288*a^4*c*p*q^2*x+5344*a^4*c*p*q*r*x-\ 1264*a^4*c*p*q*x^2+1448*a^4*c*p*r^2*x-14504*a^4*c*p*r*x^2-7408*a^4*c*p*x^3+108* a^4*c*q^3*x+1536*a^4*c*q^2*r*x+1084*a^4*c*q^2*x^2+2028*a^4*c*q*r^2*x-12396*a^4* c*q*r*x^2-11768*a^4*c*q*x^3+244*a^4*c*r^3*x-7688*a^4*c*r^2*x^2+4128*a^4*c*r*x^3 +3488*a^4*c*x^4+92*a^4*g^3*p*x+18*a^4*g^3*q*x+148*a^4*g^3*r*x+356*a^4*g^3*x^2+ 276*a^4*g^2*p^2*x+368*a^4*g^2*p*q*x+600*a^4*g^2*p*r*x+88*a^4*g^2*p*x^2+52*a^4*g ^2*q^2*x+520*a^4*g^2*q*r*x+968*a^4*g^2*q*x^2+236*a^4*g^2*r^2*x-1440*a^4*g^2*r*x ^2-1952*a^4*g^2*x^3+152*a^4*g*p^3*x+818*a^4*g*p^2*q*x+420*a^4*g*p^2*r*x-1164*a^ 4*g*p^2*x^2+408*a^4*g*p*q^2*x+1716*a^4*g*p*q*r*x+170*a^4*g*p*q*x^2+288*a^4*g*p* r^2*x-4464*a^4*g*p*r*x^2-2536*a^4*g*p*x^3+32*a^4*g*q^3*x+508*a^4*g*q^2*r*x+614* a^4*g*q^2*x^2+668*a^4*g*q*r^2*x-3636*a^4*g*q*r*x^2-4406*a^4*g*q*x^3+40*a^4*g*r^ 3*x-2334*a^4*g*r^2*x^2+1136*a^4*g*r*x^3+1218*a^4*g*x^4+416*a^4*p^3*q*x-624*a^4* p^3*x^2+432*a^4*p^2*q^2*x+1164*a^4*p^2*q*r*x-1056*a^4*p^2*q*x^2-2244*a^4*p^2*r* x^2-240*a^4*p^2*x^3+104*a^4*p*q^3*x+856*a^4*p*q^2*r*x-192*a^4*p*q^2*x^2+872*a^4 *p*q*r^2*x-5560*a^4*p*q*r*x^2-3408*a^4*p*q*x^3-1876*a^4*p*r^2*x^2+2844*a^4*p*r* x^3+1060*a^4*p*x^4+4*a^4*q^4*x+120*a^4*q^3*r*x+100*a^4*q^3*x^2+300*a^4*q^2*r^2* x-2184*a^4*q^2*r*x^2-2212*a^4*q^2*x^3+164*a^4*q*r^3*x-3012*a^4*q*r^2*x^2+1504*a ^4*q*r*x^3+1480*a^4*q*x^4-360*a^4*r^3*x^2+2160*a^4*r^2*x^3+212*a^4*r*x^4+32*a^3 *b^4*c*x+48*a^3*b^4*p*x+64*a^3*b^4*r*x+432*a^3*b^4*x^2+480*a^3*b^3*c^2*x+176*a^ 3*b^3*c*g*x+1120*a^3*b^3*c*p*x+128*a^3*b^3*c*q*x+1328*a^3*b^3*c*r*x+3584*a^3*b^ 3*c*x^2+272*a^3*b^3*g*p*x+16*a^3*b^3*g*q*x+384*a^3*b^3*g*r*x+1728*a^3*b^3*g*x^2 +464*a^3*b^3*p^2*x+176*a^3*b^3*p*q*x+856*a^3*b^3*p*r*x+960*a^3*b^3*p*x^2+216*a^ 3*b^3*q*r*x+1056*a^3*b^3*q*x^2+264*a^3*b^3*r^2*x-1992*a^3*b^3*r*x^2-4800*a^3*b^ 3*x^3+2080*a^3*b^2*c^3*x+1536*a^3*b^2*c^2*g*x+6080*a^3*b^2*c^2*p*x+1280*a^3*b^2 *c^2*q*x+7184*a^3*b^2*c^2*r*x+9616*a^3*b^2*c^2*x^2+272*a^3*b^2*c*g^2*x+3432*a^3 *b^2*c*g*p*x+592*a^3*b^2*c*g*q*x+4392*a^3*b^2*c*g*r*x+9688*a^3*b^2*c*g*x^2+4272 *a^3*b^2*c*p^2*x+2800*a^3*b^2*c*p*q*x+8184*a^3*b^2*c*p*r*x+1648*a^3*b^2*c*p*x^2 +168*a^3*b^2*c*q^2*x+3240*a^3*b^2*c*q*r*x+6248*a^3*b^2*c*q*x^2+2752*a^3*b^2*c*r ^2*x-19616*a^3*b^2*c*r*x^2-29224*a^3*b^2*c*x^3+416*a^3*b^2*g^2*p*x+40*a^3*b^2*g ^2*q*x+624*a^3*b^2*g^2*r*x+2232*a^3*b^2*g^2*x^2+1320*a^3*b^2*g*p^2*x+760*a^3*b^ 2*g*p*q*x+2624*a^3*b^2*g*p*r*x+2124*a^3*b^2*g*p*x^2+32*a^3*b^2*g*q^2*x+984*a^3* b^2*g*q*r*x+3092*a^3*b^2*g*q*x^2+912*a^3*b^2*g*r^2*x-5448*a^3*b^2*g*r*x^2-11168 *a^3*b^2*g*x^3+816*a^3*b^2*p^3*x+1120*a^3*b^2*p^2*q*x+2108*a^3*b^2*p^2*r*x-1400 *a^3*b^2*p^2*x^2+220*a^3*b^2*p*q^2*x+2064*a^3*b^2*p*q*r*x+1036*a^3*b^2*p*q*x^2+ 1372*a^3*b^2*p*r^2*x-10528*a^3*b^2*p*r*x^2-10556*a^3*b^2*p*x^3+256*a^3*b^2*q^2* r*x+912*a^3*b^2*q^2*x^2+600*a^3*b^2*q*r^2*x-6096*a^3*b^2*q*r*x^2-10504*a^3*b^2* q*x^3+180*a^3*b^2*r^3*x-5720*a^3*b^2*r^2*x^2+1160*a^3*b^2*r*x^3+4140*a^3*b^2*x^ 4+3552*a^3*b*c^4*x+3952*a^3*b*c^3*g*x+12352*a^3*b*c^3*p*x+3552*a^3*b*c^3*q*x+ 14768*a^3*b*c^3*r*x+10432*a^3*b*c^3*x^2+1408*a^3*b*c^2*g^2*x+11064*a^3*b*c^2*g* p*x+2944*a^3*b*c^2*g*q*x+13880*a^3*b*c^2*g*r*x+16672*a^3*b*c^2*g*x^2+11536*a^3* b*c^2*p^2*x+10064*a^3*b*c^2*p*q*x+22792*a^3*b*c^2*p*r*x-5032*a^3*b*c^2*p*x^2+ 1064*a^3*b*c^2*q^2*x+11672*a^3*b*c^2*q*r*x+10464*a^3*b*c^2*q*x^2+8112*a^3*b*c^2 *r^2*x-55336*a^3*b*c^2*r*x^2-57816*a^3*b*c^2*x^3+160*a^3*b*c*g^3*x+3008*a^3*b*c *g^2*p*x+668*a^3*b*c*g^2*q*x+4108*a^3*b*c*g^2*r*x+7960*a^3*b*c*g^2*x^2+7208*a^3 *b*c*g*p^2*x+6080*a^3*b*c*g*p*q*x+14640*a^3*b*c*g*p*r*x+2020*a^3*b*c*g*p*x^2+ 572*a^3*b*c*g*q^2*x+7424*a^3*b*c*g*q*r*x+11200*a^3*b*c*g*q*x^2+5316*a^3*b*c*g*r ^2*x-32724*a^3*b*c*g*r*x^2-43268*a^3*b*c*g*x^3+3788*a^3*b*c*p^3*x+7004*a^3*b*c* p^2*q*x+10180*a^3*b*c*p^2*r*x-10040*a^3*b*c*p^2*x^2+2224*a^3*b*c*p*q^2*x+13360* a^3*b*c*p*q*r*x-1832*a^3*b*c*p*q*x^2+7016*a^3*b*c*p*r^2*x-53648*a^3*b*c*p*r*x^2 -37356*a^3*b*c*p*x^3+88*a^3*b*c*q^3*x+2524*a^3*b*c*q^2*r*x+3280*a^3*b*c*q^2*x^2 +4360*a^3*b*c*q*r^2*x-36420*a^3*b*c*q*r*x^2-42764*a^3*b*c*q*x^3+1096*a^3*b*c*r^ 3*x-27756*a^3*b*c*r^2*x^2+14132*a^3*b*c*r*x^3+16440*a^3*b*c*x^4+238*a^3*b*g^3*p *x+30*a^3*b*g^3*q*x+380*a^3*b*g^3*r*x+1158*a^3*b*g^3*x^2+1064*a^3*b*g^2*p^2*x+ 812*a^3*b*g^2*p*q*x+2248*a^3*b*g^2*p*r*x+1402*a^3*b*g^2*p*x^2+60*a^3*b*g^2*q^2* x+1100*a^3*b*g^2*q*r*x+2722*a^3*b*g^2*q*x^2+836*a^3*b*g^2*r^2*x-4510*a^3*b*g^2* r*x^2-8008*a^3*b*g^2*x^3+1202*a^3*b*g*p^3*x+2262*a^3*b*g*p^2*q*x+3284*a^3*b*g*p ^2*r*x-2612*a^3*b*g*p^2*x^2+664*a^3*b*g*p*q^2*x+4432*a^3*b*g*p*q*r*x+1508*a^3*b *g*p*q*x^2+2292*a^3*b*g*p*r^2*x-16648*a^3*b*g*p*r*x^2-14150*a^3*b*g*p*x^3+20*a^ 3*b*g*q^3*x+804*a^3*b*g*q^2*r*x+1682*a^3*b*g*q^2*x^2+1480*a^3*b*g*q*r^2*x-10890 *a^3*b*g*q*r*x^2-16286*a^3*b*g*q*x^3+356*a^3*b*g*r^3*x-9070*a^3*b*g*r^2*x^2+ 2802*a^3*b*g*r*x^3+5760*a^3*b*g*x^4+352*a^3*b*p^4*x+1340*a^3*b*p^3*q*x+1206*a^3 *b*p^3*r*x-2304*a^3*b*p^3*x^2+868*a^3*b*p^2*q^2*x+3474*a^3*b*p^2*q*r*x-2952*a^3 *b*p^2*q*x^2+1262*a^3*b*p^2*r^2*x-11388*a^3*b*p^2*r*x^2-4568*a^3*b*p^2*x^3+112* a^3*b*p*q^3*x+1598*a^3*b*p*q^2*r*x-46*a^3*b*p*q^2*x^2+2236*a^3*b*p*q*r^2*x-\ 18372*a^3*b*p*q*r*x^2-14888*a^3*b*p*q*x^3+452*a^3*b*p*r^3*x-10262*a^3*b*p*r^2*x ^2+9598*a^3*b*p*r*x^3+5856*a^3*b*p*x^4+126*a^3*b*q^3*r*x+322*a^3*b*q^3*x^2+438* a^3*b*q^2*r^2*x-5616*a^3*b*q^2*r*x^2-7448*a^3*b*q^2*x^3+288*a^3*b*q*r^3*x-9176* a^3*b*q*r^2*x^2+5736*a^3*b*q*r*x^3+6696*a^3*b*q*x^4+36*a^3*b*r^4*x-1872*a^3*b*r ^3*x^2+9626*a^3*b*r^2*x^3+1844*a^3*b*r*x^4+2048*a^3*c^5*x+3088*a^3*c^4*g*x+8272 *a^3*c^4*p*x+2880*a^3*c^4*q*x+10000*a^3*c^4*r*x+3536*a^3*c^4*x^2+1680*a^3*c^3*g ^2*x+10336*a^3*c^3*g*p*x+3488*a^3*c^3*g*q*x+12880*a^3*c^3*g*r*x+8664*a^3*c^3*g* x^2+9280*a^3*c^3*p^2*x+9872*a^3*c^3*p*q*x+18600*a^3*c^3*p*r*x-9640*a^3*c^3*p*x^ 2+1408*a^3*c^3*q^2*x+11624*a^3*c^3*q*r*x+4680*a^3*c^3*q*x^2+6776*a^3*c^3*r^2*x-\ 48192*a^3*c^3*r*x^2-37920*a^3*c^3*x^3+388*a^3*c^2*g^3*x+4496*a^3*c^2*g^2*p*x+ 1416*a^3*c^2*g^2*q*x+5908*a^3*c^2*g^2*r*x+6680*a^3*c^2*g^2*x^2+8784*a^3*c^2*g*p ^2*x+9416*a^3*c^2*g*p*q*x+17952*a^3*c^2*g*p*r*x-4916*a^3*c^2*g*p*x^2+1276*a^3*c ^2*g*q^2*x+11408*a^3*c^2*g*q*r*x+8740*a^3*c^2*g*q*x^2+6588*a^3*c^2*g*r^2*x-\ 44364*a^3*c^2*g*r*x^2-41804*a^3*c^2*g*x^3+3932*a^3*c^2*p^3*x+9320*a^3*c^2*p^2*q *x+10672*a^3*c^2*p^2*r*x-14584*a^3*c^2*p^2*x^2+3892*a^3*c^2*p*q^2*x+18304*a^3*c ^2*p*q*r*x-8584*a^3*c^2*p*q*x^2+7372*a^3*c^2*p*r^2*x-64880*a^3*c^2*p*r*x^2-\ 33060*a^3*c^2*p*x^3+272*a^3*c^2*q^3*x+4460*a^3*c^2*q^2*r*x+2276*a^3*c^2*q^2*x^2 +6392*a^3*c^2*q*r^2*x-49164*a^3*c^2*q*r*x^2-42512*a^3*c^2*q*x^3+1156*a^3*c^2*r^ 3*x-32640*a^3*c^2*r^2*x^2+22212*a^3*c^2*r*x^3+16048*a^3*c^2*x^4+32*a^3*c*g^4*x+ 790*a^3*c*g^3*p*x+210*a^3*c*g^3*q*x+1140*a^3*c*g^3*r*x+2036*a^3*c*g^3*x^2+2620* a^3*c*g^2*p^2*x+2764*a^3*c*g^2*p*q*x+5528*a^3*c*g^2*p*r*x+320*a^3*c*g^2*p*x^2+ 340*a^3*c*g^2*q^2*x+3528*a^3*c*g^2*q*r*x+4620*a^3*c*g^2*q*x^2+2056*a^3*c*g^2*r^ 2*x-12844*a^3*c*g^2*r*x^2-15160*a^3*c*g^2*x^3+2334*a^3*c*g*p^3*x+6122*a^3*c*g*p ^2*q*x+6404*a^3*c*g*p^2*r*x-8572*a^3*c*g*p^2*x^2+2504*a^3*c*g*p*q^2*x+12224*a^3 *c*g*p*q*r*x-2144*a^3*c*g*p*q*x^2+4388*a^3*c*g*p*r^2*x-40688*a^3*c*g*p*r*x^2-\ 24204*a^3*c*g*p*x^3+160*a^3*c*g*q^3*x+2956*a^3*c*g*q^2*r*x+2746*a^3*c*g*q^2*x^2 +4308*a^3*c*g*q*r^2*x-30754*a^3*c*g*q*r*x^2-32030*a^3*c*g*q*x^3+636*a^3*c*g*r^3 *x-21218*a^3*c*g*r^2*x^2+11490*a^3*c*g*r*x^3+11028*a^3*c*g*x^4+552*a^3*c*p^4*x+ 3216*a^3*c*p^3*q*x+1878*a^3*c*p^3*r*x-5424*a^3*c*p^3*x^2+2700*a^3*c*p^2*q^2*x+ 8638*a^3*c*p^2*q*r*x-9396*a^3*c*p^2*q*x^2+1886*a^3*c*p^2*r^2*x-24650*a^3*c*p^2* r*x^2-6396*a^3*c*p^2*x^3+552*a^3*c*p*q^3*x+5150*a^3*c*p*q^2*r*x-2388*a^3*c*p*q^ 2*x^2+5932*a^3*c*p*q*r^2*x-46328*a^3*c*p*q*r*x^2-27034*a^3*c*p*q*x^3+612*a^3*c* p*r^3*x-21916*a^3*c*p*r^2*x^2+24034*a^3*c*p*r*x^3+10602*a^3*c*p*x^4+16*a^3*c*q^ 4*x+618*a^3*c*q^3*r*x+486*a^3*c*q^3*x^2+1638*a^3*c*q^2*r^2*x-15804*a^3*c*q^2*r* x^2-15072*a^3*c*q^2*x^3+944*a^3*c*q*r^3*x-22512*a^3*c*q*r^2*x^2+17992*a^3*c*q*r *x^3+13240*a^3*c*q*x^4+36*a^3*c*r^4*x-4068*a^3*c*r^3*x^2+20378*a^3*c*r^2*x^3+ 1784*a^3*c*r*x^4+46*a^3*g^4*p*x+7*a^3*g^4*q*x+78*a^3*g^4*r*x+210*a^3*g^4*x^2+ 248*a^3*g^3*p^2*x+240*a^3*g^3*p*q*x+548*a^3*g^3*p*r*x+260*a^3*g^3*p*x^2+24*a^3* g^3*q^2*x+340*a^3*g^3*q*r*x+735*a^3*g^3*q*x^2+208*a^3*g^3*r^2*x-1169*a^3*g^3*r* x^2-1796*a^3*g^3*x^3+326*a^3*g^2*p^3*x+947*a^3*g^2*p^2*q*x+910*a^3*g^2*p^2*r*x-\ 1218*a^3*g^2*p^2*x^2+368*a^3*g^2*p*q^2*x+1944*a^3*g^2*p*q*r*x+485*a^3*g^2*p*q*x ^2+616*a^3*g^2*p*r^2*x-6168*a^3*g^2*p*r*x^2-4334*a^3*g^2*p*x^3+20*a^3*g^2*q^3*x +460*a^3*g^2*q^2*r*x+717*a^3*g^2*q^2*x^2+696*a^3*g^2*q*r^2*x-4474*a^3*g^2*q*r*x ^2-5957*a^3*g^2*q*x^3+80*a^3*g^2*r^3*x-3315*a^3*g^2*r^2*x^2+1350*a^3*g^2*r*x^3+ 1893*a^3*g^2*x^4+100*a^3*g*p^4*x+1062*a^3*g*p^3*q*x+336*a^3*g*p^3*r*x-1812*a^3* g*p^3*x^2+916*a^3*g*p^2*q^2*x+2884*a^3*g*p^2*q*r*x-2566*a^3*g*p^2*q*x^2+312*a^3 *g*p^2*r^2*x-7625*a^3*g*p^2*r*x^2-2002*a^3*g*p^2*x^3+176*a^3*g*p*q^3*x+1776*a^3 *g*p*q^2*r*x-199*a^3*g*p*q^2*x^2+2004*a^3*g*p*q*r^2*x-14714*a^3*g*p*q*r*x^2-\ 10357*a^3*g*p*q*x^3+80*a^3*g*p*r^3*x-6591*a^3*g*p*r^2*x^2+7634*a^3*g*p*r*x^3+ 3645*a^3*g*p*x^4+4*a^3*g*q^4*x+204*a^3*g*q^3*r*x+268*a^3*g*q^3*x^2+568*a^3*g*q^ 2*r^2*x-5092*a^3*g*q^2*r*x^2-5800*a^3*g*q^2*x^3+316*a^3*g*q*r^3*x-7552*a^3*g*q* r^2*x^2+4536*a^3*g*q*r*x^3+4608*a^3*g*q*x^4-1146*a^3*g*r^3*x^2+6672*a^3*g*r^2*x ^3+878*a^3*g*r*x^4+352*a^3*p^4*q*x-528*a^3*p^4*x^2+524*a^3*p^3*q^2*x+1206*a^3*p ^3*q*r*x-1884*a^3*p^3*q*x^2-2298*a^3*p^3*r*x^2+224*a^3*p^3*x^3+212*a^3*p^2*q^3* x+1366*a^3*p^2*q^2*r*x-1476*a^3*p^2*q^2*x^2+1262*a^3*p^2*q*r^2*x-9802*a^3*p^2*q *r*x^2-3496*a^3*p^2*q*x^3-2656*a^3*p^2*r^2*x^2+5438*a^3*p^2*r*x^3+1448*a^3*p^2* x^4+20*a^3*p*q^4*x+390*a^3*p*q^3*r*x-190*a^3*p*q^3*x^2+864*a^3*p*q^2*r^2*x-7850 *a^3*p*q^2*r*x^2-5164*a^3*p*q^2*x^3+452*a^3*p*q*r^3*x-8902*a^3*p*q*r^2*x^2+8774 *a^3*p*q*r*x^3+4512*a^3*p*q*x^4-972*a^3*p*r^3*x^2+6366*a^3*p*r^2*x^3-412*a^3*p* r*x^4+22*a^3*q^4*r*x+38*a^3*q^4*x^2+102*a^3*q^3*r^2*x-1562*a^3*q^3*r*x^2-1664*a ^3*q^3*x^3+108*a^3*q^2*r^3*x-3576*a^3*q^2*r^2*x^2+3690*a^3*q^2*r*x^3+2644*a^3*q ^2*x^4+36*a^3*q*r^4*x-1656*a^3*q*r^3*x^2+7730*a^3*q*r^2*x^3+584*a^3*q*r*x^4-72* a^3*r^4*x^2+1284*a^3*r^3*x^3-1584*a^3*r^2*x^4+80*a^2*b^5*x^2+96*a^2*b^4*c^2*x+ 32*a^2*b^4*c*g*x+240*a^2*b^4*c*p*x+240*a^2*b^4*c*r*x+1184*a^2*b^4*c*x^2+48*a^2* b^4*g*p*x+64*a^2*b^4*g*r*x+584*a^2*b^4*g*x^2+112*a^2*b^4*p^2*x+176*a^2*b^4*p*r* x+456*a^2*b^4*p*x^2+280*a^2*b^4*q*x^2+32*a^2*b^4*r^2*x-792*a^2*b^4*r*x^2-2528*a ^2*b^4*x^3+864*a^2*b^3*c^3*x+624*a^2*b^3*c^2*g*x+2688*a^2*b^3*c^2*p*x+288*a^2*b ^3*c^2*q*x+2784*a^2*b^3*c^2*r*x+4720*a^2*b^3*c^2*x^2+104*a^2*b^3*c*g^2*x+1440*a ^2*b^3*c*g*p*x+112*a^2*b^3*c*g*q*x+1632*a^2*b^3*c*g*r*x+5128*a^2*b^3*c*g*x^2+ 2136*a^2*b^3*c*p^2*x+720*a^2*b^3*c*p*q*x+3592*a^2*b^3*c*p*r*x+1256*a^2*b^3*c*p* x^2+744*a^2*b^3*c*q*r*x+3040*a^2*b^3*c*q*x^2+904*a^2*b^3*c*r^2*x-12224*a^2*b^3* c*r*x^2-22904*a^2*b^3*c*x^3+152*a^2*b^3*g^2*p*x+4*a^2*b^3*g^2*q*x+216*a^2*b^3*g ^2*r*x+1224*a^2*b^3*g^2*x^2+624*a^2*b^3*g*p^2*x+160*a^2*b^3*g*p*q*x+1108*a^2*b^ 3*g*p*r*x+1604*a^2*b^3*g*p*x^2+204*a^2*b^3*g*q*r*x+1428*a^2*b^3*g*q*x^2+292*a^2 *b^3*g*r^2*x-3372*a^2*b^3*g*r*x^2-8800*a^2*b^3*g*x^3+488*a^2*b^3*p^3*x+348*a^2* b^3*p^2*q*x+1108*a^2*b^3*p^2*r*x-624*a^2*b^3*p^2*x^2+560*a^2*b^3*p*q*r*x+892*a^ 2*b^3*p*q*x^2+552*a^2*b^3*p*r^2*x-6924*a^2*b^3*p*r*x^2-9512*a^2*b^3*p*x^3+376*a ^2*b^3*q^2*x^2+88*a^2*b^3*q*r^2*x-3208*a^2*b^3*q*r*x^2-7540*a^2*b^3*q*x^3+12*a^ 2*b^3*r^3*x-3488*a^2*b^3*r^2*x^2+904*a^2*b^3*r*x^3+4140*a^2*b^3*x^4+2784*a^2*b^ 2*c^4*x+3072*a^2*b^2*c^3*g*x+10112*a^2*b^2*c^3*p*x+1952*a^2*b^2*c^3*q*x+10912*a ^2*b^2*c^3*r*x+7680*a^2*b^2*c^3*x^2+1072*a^2*b^2*c^2*g^2*x+8936*a^2*b^2*c^2*g*p *x+1520*a^2*b^2*c^2*g*q*x+10088*a^2*b^2*c^2*g*r*x+13968*a^2*b^2*c^2*g*x^2+10624 *a^2*b^2*c^2*p^2*x+6096*a^2*b^2*c^2*p*q*x+19048*a^2*b^2*c^2*p*r*x-5504*a^2*b^2* c^2*p*x^2+312*a^2*b^2*c^2*q^2*x+6456*a^2*b^2*c^2*q*r*x+8728*a^2*b^2*c^2*q*x^2+ 5616*a^2*b^2*c^2*r^2*x-57680*a^2*b^2*c^2*r*x^2-72640*a^2*b^2*c^2*x^3+116*a^2*b^ 2*c*g^3*x+2332*a^2*b^2*c*g^2*p*x+300*a^2*b^2*c*g^2*q*x+2880*a^2*b^2*c*g^2*r*x+ 7128*a^2*b^2*c*g^2*x^2+6644*a^2*b^2*c*g*p^2*x+3464*a^2*b^2*c*g*p*q*x+12276*a^2* b^2*c*g*p*r*x+3076*a^2*b^2*c*g*p*x^2+136*a^2*b^2*c*g*q^2*x+3924*a^2*b^2*c*g*q*r *x+9256*a^2*b^2*c*g*q*x^2+3700*a^2*b^2*c*g*r^2*x-34008*a^2*b^2*c*g*r*x^2-54992* a^2*b^2*c*g*x^3+4196*a^2*b^2*c*p^3*x+4892*a^2*b^2*c*p^2*q*x+10276*a^2*b^2*c*p^2 *r*x-10204*a^2*b^2*c*p^2*x^2+780*a^2*b^2*c*p*q^2*x+8384*a^2*b^2*c*p*q*r*x-240*a ^2*b^2*c*p*q*x^2+5980*a^2*b^2*c*p*r^2*x-60564*a^2*b^2*c*p*r*x^2-54728*a^2*b^2*c *p*x^3+828*a^2*b^2*c*q^2*r*x+2840*a^2*b^2*c*q^2*x^2+2032*a^2*b^2*c*q*r^2*x-\ 33096*a^2*b^2*c*q*r*x^2-50344*a^2*b^2*c*q*x^3+576*a^2*b^2*c*r^3*x-28564*a^2*b^2 *c*r^2*x^2+18336*a^2*b^2*c*r*x^3+25904*a^2*b^2*c*x^4+162*a^2*b^2*g^3*p*x+8*a^2* b^2*g^3*q*x+248*a^2*b^2*g^3*r*x+1076*a^2*b^2*g^3*x^2+956*a^2*b^2*g^2*p^2*x+408* a^2*b^2*g^2*p*q*x+1852*a^2*b^2*g^2*p*r*x+1940*a^2*b^2*g^2*p*x^2+8*a^2*b^2*g^2*q ^2*x+540*a^2*b^2*g^2*q*r*x+2192*a^2*b^2*g^2*q*x^2+568*a^2*b^2*g^2*r^2*x-4652*a^ 2*b^2*g^2*r*x^2-10320*a^2*b^2*g^2*x^3+1386*a^2*b^2*g*p^3*x+1504*a^2*b^2*g*p^2*q *x+3464*a^2*b^2*g*p^2*r*x-2016*a^2*b^2*g*p^2*x^2+188*a^2*b^2*g*p*q^2*x+2688*a^2 *b^2*g*p*q*r*x+2116*a^2*b^2*g*p*q*x^2+2060*a^2*b^2*g*p*r^2*x-18524*a^2*b^2*g*p* r*x^2-21326*a^2*b^2*g*p*x^3+232*a^2*b^2*g*q^2*r*x+1266*a^2*b^2*g*q^2*x^2+664*a^ 2*b^2*g*q*r^2*x-9920*a^2*b^2*g*q*r*x^2-19050*a^2*b^2*g*q*x^3+192*a^2*b^2*g*r^3* x-9502*a^2*b^2*g*r^2*x^2+3240*a^2*b^2*g*r*x^3+9084*a^2*b^2*g*x^4+532*a^2*b^2*p^ 4*x+1112*a^2*b^2*p^3*q*x+1660*a^2*b^2*p^3*r*x-2638*a^2*b^2*p^3*x^2+388*a^2*b^2* p^2*q^2*x+2568*a^2*b^2*p^2*q*r*x-2362*a^2*b^2*p^2*q*x^2+1468*a^2*b^2*p^2*r^2*x-\ 14830*a^2*b^2*p^2*r*x^2-9060*a^2*b^2*p^2*x^3+636*a^2*b^2*p*q^2*r*x+518*a^2*b^2* p*q^2*x^2+1248*a^2*b^2*p*q*r^2*x-18060*a^2*b^2*p*q*r*x^2-19984*a^2*b^2*p*q*x^3+ 360*a^2*b^2*p*r^3*x-12656*a^2*b^2*p*r^2*x^2+11578*a^2*b^2*p*r*x^3+10012*a^2*b^2 *p*x^4+242*a^2*b^2*q^3*x^2+88*a^2*b^2*q^2*r^2*x-4282*a^2*b^2*q^2*r*x^2-8044*a^2 *b^2*q^2*x^3+24*a^2*b^2*q*r^3*x-7886*a^2*b^2*q*r^2*x^2+7766*a^2*b^2*q*r*x^3+ 10012*a^2*b^2*q*x^4-1680*a^2*b^2*r^3*x^2+13248*a^2*b^2*r^2*x^3+3264*a^2*b^2*r*x ^4+3776*a^2*b*c^5*x+5648*a^2*b*c^4*g*x+15872*a^2*b*c^4*p*x+4144*a^2*b*c^4*q*x+ 17792*a^2*b*c^4*r*x+5168*a^2*b*c^4*x^2+3032*a^2*b*c^3*g^2*x+19640*a^2*b*c^3*g*p *x+4848*a^2*b*c^3*g*q*x+22600*a^2*b*c^3*g*r*x+14904*a^2*b*c^3*g*x^2+20328*a^2*b *c^3*p^2*x+15408*a^2*b*c^3*p*q*x+38232*a^2*b*c^3*p*r*x-20624*a^2*b*c^3*p*x^2+ 1416*a^2*b*c^3*q^2*x+16872*a^2*b*c^3*q*r*x+8880*a^2*b*c^3*q*x^2+12432*a^2*b*c^3 *r^2*x-107664*a^2*b*c^3*r*x^2-99792*a^2*b*c^3*x^3+684*a^2*b*c^2*g^3*x+8372*a^2* b*c^2*g^2*p*x+1848*a^2*b*c^2*g^2*q*x+10116*a^2*b*c^2*g^2*r*x+12392*a^2*b*c^2*g^ 2*x^2+19516*a^2*b*c^2*g*p^2*x+14320*a^2*b*c^2*g*p*q*x+37484*a^2*b*c^2*g*p*r*x-\ 8624*a^2*b*c^2*g*p*x^2+1180*a^2*b*c^2*g*q^2*x+16164*a^2*b*c^2*g*q*r*x+16252*a^2 *b*c^2*g*q*x^2+12312*a^2*b*c^2*g*r^2*x-99324*a^2*b*c^2*g*r*x^2-111020*a^2*b*c^2 *g*x^3+10808*a^2*b*c^2*p^3*x+16480*a^2*b*c^2*p^2*q*x+27828*a^2*b*c^2*p^2*r*x-\ 32368*a^2*b*c^2*p^2*x^2+4440*a^2*b*c^2*p*q^2*x+29872*a^2*b*c^2*p*q*r*x-14488*a^ 2*b*c^2*p*q*x^2+17680*a^2*b*c^2*p*r^2*x-158540*a^2*b*c^2*p*r*x^2-102936*a^2*b*c ^2*p*x^3+144*a^2*b*c^2*q^3*x+4800*a^2*b*c^2*q^2*r*x+5120*a^2*b*c^2*q^2*x^2+8696 *a^2*b*c^2*q*r^2*x-98888*a^2*b*c^2*q*r*x^2-106708*a^2*b*c^2*q*x^3+2340*a^2*b*c^ 2*r^3*x-73980*a^2*b*c^2*r^2*x^2+60712*a^2*b*c^2*r*x^3+52184*a^2*b*c^2*x^4+54*a^ 2*b*c*g^4*x+1402*a^2*b*c*g^3*p*x+240*a^2*b*c*g^3*q*x+1868*a^2*b*c*g^3*r*x+3960* a^2*b*c*g^3*x^2+5856*a^2*b*c*g^2*p^2*x+3996*a^2*b*c*g^2*p*q*x+11624*a^2*b*c*g^2 *p*r*x+2424*a^2*b*c*g^2*p*x^2+266*a^2*b*c*g^2*q^2*x+4788*a^2*b*c*g^2*q*r*x+8426 *a^2*b*c*g^2*q*x^2+3854*a^2*b*c*g^2*r^2*x-28680*a^2*b*c*g^2*r*x^2-40772*a^2*b*c *g^2*x^3+7074*a^2*b*c*g*p^3*x+10776*a^2*b*c*g*p^2*q*x+18532*a^2*b*c*g*p^2*r*x-\ 17278*a^2*b*c*g*p^2*x^2+2668*a^2*b*c*g*p*q^2*x+19928*a^2*b*c*g*p*q*r*x-1440*a^2 *b*c*g*p*q*x^2+11912*a^2*b*c*g*p*r^2*x-100284*a^2*b*c*g*p*r*x^2-78314*a^2*b*c*g *p*x^3+68*a^2*b*c*g*q^3*x+3024*a^2*b*c*g*q^2*r*x+5280*a^2*b*c*g*q^2*x^2+5848*a^ 2*b*c*g*q*r^2*x-61836*a^2*b*c*g*q*r*x^2-80172*a^2*b*c*g*q*x^3+1532*a^2*b*c*g*r^ 3*x-49198*a^2*b*c*g*r^2*x^2+30752*a^2*b*c*g*r*x^3+36280*a^2*b*c*g*x^4+2390*a^2* b*c*p^4*x+6600*a^2*b*c*p^3*q*x+7826*a^2*b*c*p^3*r*x-13734*a^2*b*c*p^3*x^2+3594* a^2*b*c*p^2*q^2*x+16306*a^2*b*c*p^2*q*r*x-18824*a^2*b*c*p^2*q*x^2+7476*a^2*b*c* p^2*r^2*x-70850*a^2*b*c*p^2*r*x^2-29568*a^2*b*c*p^2*x^3+360*a^2*b*c*p*q^3*x+ 6274*a^2*b*c*p*q^2*r*x-2260*a^2*b*c*p*q^2*x^2+9412*a^2*b*c*p*q*r^2*x-101656*a^2 *b*c*p*q*r*x^2-77638*a^2*b*c*p*q*x^3+2236*a^2*b*c*p*r^3*x-60812*a^2*b*c*p*r^2*x ^2+65296*a^2*b*c*p*r*x^3+38260*a^2*b*c*p*x^4+390*a^2*b*c*q^3*r*x+1138*a^2*b*c*q ^3*x^2+1470*a^2*b*c*q^2*r^2*x-27790*a^2*b*c*q^2*r*x^2-35568*a^2*b*c*q^2*x^3+912 *a^2*b*c*q*r^3*x-44246*a^2*b*c*q*r^2*x^2+47910*a^2*b*c*q*r*x^3+40898*a^2*b*c*q* x^4+108*a^2*b*c*r^4*x-9516*a^2*b*c*r^3*x^2+58530*a^2*b*c*r^2*x^3+7184*a^2*b*c*r *x^4+71*a^2*b*g^4*p*x+5*a^2*b*g^4*q*x+118*a^2*b*g^4*r*x+422*a^2*b*g^4*x^2+542*a ^2*b*g^3*p^2*x+310*a^2*b*g^3*p*q*x+1132*a^2*b*g^3*p*r*x+960*a^2*b*g^3*p*x^2+12* a^2*b*g^3*q^2*x+428*a^2*b*g^3*q*r*x+1307*a^2*b*g^3*q*x^2+378*a^2*b*g^3*r^2*x-\ 2571*a^2*b*g^3*r*x^2-4924*a^2*b*g^3*x^3+1103*a^2*b*g^2*p^3*x+1630*a^2*b*g^2*p^2 *q*x+2962*a^2*b*g^2*p^2*r*x-1874*a^2*b*g^2*p^2*x^2+346*a^2*b*g^2*p*q^2*x+3116*a ^2*b*g^2*p*q*r*x+1663*a^2*b*g^2*p*q*x^2+1928*a^2*b*g^2*p*r^2*x-14971*a^2*b*g^2* p*r*x^2-14643*a^2*b*g^2*p*x^3+5*a^2*b*g^2*q^3*x+432*a^2*b*g^2*q^2*r*x+1220*a^2* b*g^2*q^2*x^2+915*a^2*b*g^2*q*r^2*x-9047*a^2*b*g^2*q*r*x^2-14848*a^2*b*g^2*q*x^ 3+236*a^2*b*g^2*r^3*x-7799*a^2*b*g^2*r^2*x^2+3280*a^2*b*g^2*r*x^3+6267*a^2*b*g^ 2*x^4+776*a^2*b*g*p^4*x+2264*a^2*b*g*p^3*q*x+2577*a^2*b*g*p^3*r*x-4306*a^2*b*g* p^3*x^2+1164*a^2*b*g*p^2*q^2*x+5671*a^2*b*g*p^2*q*r*x-4592*a^2*b*g*p^2*q*x^2+ 2493*a^2*b*g*p^2*r^2*x-23104*a^2*b*g*p^2*r*x^2-11401*a^2*b*g*p^2*x^3+92*a^2*b*g *p*q^3*x+2093*a^2*b*g*p*q^2*r*x+493*a^2*b*g*p*q^2*x^2+3322*a^2*b*g*p*q*r^2*x-\ 32568*a^2*b*g*p*q*r*x^2-30415*a^2*b*g*p*q*x^3+754*a^2*b*g*p*r^3*x-20300*a^2*b*g *p*r^2*x^2+18829*a^2*b*g*p*r*x^3+13448*a^2*b*g*p*x^4+111*a^2*b*g*q^3*r*x+483*a^ 2*b*g*q^3*x^2+485*a^2*b*g*q^2*r^2*x-8899*a^2*b*g*q^2*r*x^2-13423*a^2*b*g*q^2*x^ 3+306*a^2*b*g*q*r^3*x-15101*a^2*b*g*q*r^2*x^2+12481*a^2*b*g*q*r*x^3+14411*a^2*b *g*q*x^4+36*a^2*b*g*r^4*x-3123*a^2*b*g*r^3*x^2+19550*a^2*b*g*r^2*x^3+3766*a^2*b *g*r*x^4+164*a^2*b*p^5*x+855*a^2*b*p^4*q*x+663*a^2*b*p^4*r*x-1704*a^2*b*p^4*x^2 +814*a^2*b*p^3*q^2*x+2688*a^2*b*p^3*q*r*x-4403*a^2*b*p^3*q*x^2+880*a^2*b*p^3*r^ 2*x-9210*a^2*b*p^3*r*x^2-1748*a^2*b*p^3*x^3+183*a^2*b*p^2*q^3*x+1913*a^2*b*p^2* q^2*r*x-2397*a^2*b*p^2*q^2*x^2+2371*a^2*b*p^2*q*r^2*x-24319*a^2*b*p^2*q*r*x^2-\ 12435*a^2*b*p^2*q*x^3+453*a^2*b*p^2*r^3*x-11024*a^2*b*p^2*r^2*x^2+15989*a^2*b*p ^2*r*x^3+6423*a^2*b*p^2*x^4+304*a^2*b*p*q^3*r*x+53*a^2*b*p*q^3*x^2+906*a^2*b*p* q^2*r^2*x-14941*a^2*b*p*q^2*r*x^2-13634*a^2*b*p*q^2*x^3+576*a^2*b*p*q*r^3*x-\ 20018*a^2*b*p*q*r^2*x^2+23883*a^2*b*p*q*r*x^3+15302*a^2*b*p*q*x^4+72*a^2*b*p*r^ 4*x-3744*a^2*b*p*r^3*x^2+21757*a^2*b*p*r^2*x^3+546*a^2*b*p*r*x^4+75*a^2*b*q^4*x ^2+38*a^2*b*q^3*r^2*x-2308*a^2*b*q^3*r*x^2-3607*a^2*b*q^3*x^3+15*a^2*b*q^2*r^3* x-5774*a^2*b*q^2*r^2*x^2+9480*a^2*b*q^2*r*x^3+7619*a^2*b*q^2*x^4-2589*a^2*b*q*r ^3*x^2+20541*a^2*b*q*r^2*x^3+1542*a^2*b*q*r*x^4-180*a^2*b*r^4*x^2+4180*a^2*b*r^ 3*x^3-5184*a^2*b*r^2*x^4+1792*a^2*c^6*x+3424*a^2*c^5*g*x+8624*a^2*c^5*p*x+2720* a^2*c^5*q*x+9968*a^2*c^5*r*x+736*a^2*c^5*x^2+2520*a^2*c^4*g^2*x+13936*a^2*c^4*g *p*x+4280*a^2*c^4*g*q*x+16368*a^2*c^4*g*r*x+4944*a^2*c^4*g*x^2+12728*a^2*c^4*p^ 2*x+11760*a^2*c^4*p*q*x+24648*a^2*c^4*p*r*x-17912*a^2*c^4*p*x^2+1472*a^2*c^4*q^ 2*x+13304*a^2*c^4*q*r*x+2240*a^2*c^4*q*x^2+8456*a^2*c^4*r^2*x-69624*a^2*c^4*r*x ^2-50496*a^2*c^4*x^3+884*a^2*c^3*g^3*x+8416*a^2*c^3*g^2*p*x+2460*a^2*c^3*g^2*q* x+10180*a^2*c^3*g^2*r*x+6472*a^2*c^3*g^2*x^2+16720*a^2*c^3*g*p^2*x+15304*a^2*c^ 3*g*p*q*x+32860*a^2*c^3*g*p*r*x-16932*a^2*c^3*g*p*x^2+1812*a^2*c^3*g*q^2*x+ 17588*a^2*c^3*g*q*r*x+7720*a^2*c^3*g*q*x^2+11280*a^2*c^3*g*r^2*x-88632*a^2*c^3* g*r*x^2-73948*a^2*c^3*g*x^3+8060*a^2*c^3*p^3*x+15372*a^2*c^3*p^2*q*x+21260*a^2* c^3*p^2*r*x-30028*a^2*c^3*p^2*x^2+5548*a^2*c^3*p*q^2*x+29056*a^2*c^3*p*q*r*x-\ 20352*a^2*c^3*p*q*x^2+13980*a^2*c^3*p*r^2*x-129476*a^2*c^3*p*r*x^2-63356*a^2*c^ 3*p*x^3+328*a^2*c^3*q^3*x+6164*a^2*c^3*q^2*r*x+2228*a^2*c^3*q^2*x^2+9384*a^2*c^ 3*q*r^2*x-89024*a^2*c^3*q*r*x^2-73068*a^2*c^3*q*x^3+2016*a^2*c^3*r^3*x-60420*a^ 2*c^3*r^2*x^2+54952*a^2*c^3*r*x^3+34392*a^2*c^3*x^4+146*a^2*c^2*g^4*x+2320*a^2* c^2*g^3*p*x+614*a^2*c^2*g^3*q*x+2968*a^2*c^2*g^3*r*x+3376*a^2*c^2*g^3*x^2+7776* a^2*c^2*g^2*p^2*x+6948*a^2*c^2*g^2*p*q*x+15668*a^2*c^2*g^2*p*r*x-3520*a^2*c^2*g ^2*p*x^2+746*a^2*c^2*g^2*q^2*x+8220*a^2*c^2*g^2*q*r*x+6926*a^2*c^2*g^2*q*x^2+ 5394*a^2*c^2*g^2*r^2*x-39948*a^2*c^2*g^2*r*x^2-39996*a^2*c^2*g^2*x^3+7868*a^2*c ^2*g*p^3*x+15502*a^2*c^2*g*p^2*q*x+21000*a^2*c^2*g*p^2*r*x-26718*a^2*c^2*g*p^2* x^2+5392*a^2*c^2*g*p*q^2*x+29640*a^2*c^2*g*p*q*r*x-13394*a^2*c^2*g*p*q*x^2+ 13756*a^2*c^2*g*p*r^2*x-125764*a^2*c^2*g*p*r*x^2-71064*a^2*c^2*g*p*x^3+288*a^2* c^2*g*q^3*x+6112*a^2*c^2*g*q^2*r*x+4248*a^2*c^2*g*q^2*x^2+9556*a^2*c^2*g*q*r^2* x-86512*a^2*c^2*g*q*r*x^2-81704*a^2*c^2*g*q*x^3+1860*a^2*c^2*g*r^3*x-60638*a^2* c^2*g*r^2*x^2+46892*a^2*c^2*g*r*x^3+35542*a^2*c^2*g*x^4+2266*a^2*c^2*p^4*x+8408 *a^2*c^2*p^3*q*x+7526*a^2*c^2*p^3*r*x-16888*a^2*c^2*p^3*x^2+6006*a^2*c^2*p^2*q^ 2*x+21738*a^2*c^2*p^2*q*r*x-28226*a^2*c^2*p^2*q*x^2+7256*a^2*c^2*p^2*r^2*x-\ 80520*a^2*c^2*p^2*r*x^2-23196*a^2*c^2*p^2*x^3+1032*a^2*c^2*p*q^3*x+11030*a^2*c^ 2*p*q^2*r*x-7598*a^2*c^2*p*q^2*x^2+13812*a^2*c^2*p*q*r^2*x-130052*a^2*c^2*p*q*r *x^2-73254*a^2*c^2*p*q*x^3+2196*a^2*c^2*p*r^3*x-69080*a^2*c^2*p*r^2*x^2+80910*a ^2*c^2*p*r*x^3+35976*a^2*c^2*p*x^4+24*a^2*c^2*q^4*x+1134*a^2*c^2*q^3*r*x+940*a^ 2*c^2*q^3*x^2+3182*a^2*c^2*q^2*r^2*x-39876*a^2*c^2*q^2*r*x^2-37532*a^2*c^2*q^2* x^3+1872*a^2*c^2*q*r^3*x-57376*a^2*c^2*q*r^2*x^2+64176*a^2*c^2*q*r*x^3+40806*a^ 2*c^2*q*x^4+108*a^2*c^2*r^4*x-11724*a^2*c^2*r^3*x^2+63594*a^2*c^2*r^2*x^3+2412* a^2*c^2*r*x^4+9*a^2*c*g^5*x+281*a^2*c*g^4*p*x+59*a^2*c*g^4*q*x+402*a^2*c*g^4*r* x+764*a^2*c*g^4*x^2+1501*a^2*c*g^3*p^2*x+1262*a^2*c*g^3*p*q*x+3152*a^2*c*g^3*p* r*x+562*a^2*c*g^3*p*x^2+112*a^2*c*g^3*q^2*x+1584*a^2*c*g^3*q*r*x+2345*a^2*c*g^3 *q*x^2+1092*a^2*c*g^3*r^2*x-7509*a^2*c*g^3*r*x^2-9459*a^2*c*g^3*x^3+2427*a^2*c* g^2*p^3*x+4922*a^2*c*g^2*p^2*q*x+6618*a^2*c*g^2*p^2*r*x-7158*a^2*c*g^2*p^2*x^2+ 1602*a^2*c*g^2*p*q^2*x+9588*a^2*c*g^2*p*q*r*x-959*a^2*c*g^2*p*q*x^2+4332*a^2*c* g^2*p*r^2*x-38679*a^2*c*g^2*p*r*x^2-26006*a^2*c*g^2*p*x^3+71*a^2*c*g^2*q^3*x+ 1884*a^2*c*g^2*q^2*r*x+2248*a^2*c*g^2*q^2*x^2+3077*a^2*c*g^2*q*r^2*x-26427*a^2* c*g^2*q*r*x^2-29978*a^2*c*g^2*q*x^3+536*a^2*c*g^2*r^3*x-19425*a^2*c*g^2*r^2*x^2 +12164*a^2*c*g^2*r*x^3+12063*a^2*c*g^2*x^4+1338*a^2*c*g*p^4*x+5772*a^2*c*g*p^3* q*x+4469*a^2*c*g*p^3*r*x-10888*a^2*c*g*p^3*x^2+4092*a^2*c*g*p^2*q^2*x+15051*a^2 *c*g*p^2*q*r*x-16488*a^2*c*g*p^2*q*x^2+4235*a^2*c*g*p^2*r^2*x-52352*a^2*c*g*p^2 *r*x^2-17061*a^2*c*g*p^2*x^3+648*a^2*c*g*p*q^3*x+7613*a^2*c*g*p*q^2*r*x-2871*a^ 2*c*g*p*q^2*x^2+9594*a^2*c*g*p*q*r^2*x-85834*a^2*c*g*p*q*r*x^2-56641*a^2*c*g*p* q*x^3+1194*a^2*c*g*p*r^3*x-45394*a^2*c*g*p*r^2*x^2+49763*a^2*c*g*p*r*x^3+24868* a^2*c*g*p*x^4+12*a^2*c*g*q^4*x+735*a^2*c*g*q^3*r*x+947*a^2*c*g*q^3*x^2+2181*a^2 *c*g*q^2*r^2*x-26311*a^2*c*g*q^2*r*x^2-28299*a^2*c*g*q^2*x^3+1254*a^2*c*g*q*r^3 *x-39239*a^2*c*g*q*r^2*x^2+37373*a^2*c*g*q*r*x^3+28705*a^2*c*g*q*x^4+36*a^2*c*g *r^4*x-7425*a^2*c*g*r^3*x^2+42584*a^2*c*g*r^2*x^3+3714*a^2*c*g*r*x^4+228*a^2*c* p^5*x+1985*a^2*c*p^4*q*x+915*a^2*c*p^4*r*x-3708*a^2*c*p^4*x^2+2434*a^2*c*p^3*q^ 2*x+6530*a^2*c*p^3*q*r*x-11389*a^2*c*p^3*q*x^2+1168*a^2*c*p^3*r^2*x-18904*a^2*c *p^3*r*x^2-1434*a^2*c*p^3*x^3+841*a^2*c*p^2*q^3*x+6091*a^2*c*p^2*q^2*r*x-8213*a ^2*c*p^2*q^2*x^2+6287*a^2*c*p^2*q*r^2*x-58157*a^2*c*p^2*q*r*x^2-20817*a^2*c*p^2 *q*x^3+553*a^2*c*p^2*r^3*x-22512*a^2*c*p^2*r^2*x^2+35751*a^2*c*p^2*r*x^3+11207* a^2*c*p^2*x^4+60*a^2*c*p*q^4*x+1490*a^2*c*p*q^3*r*x-981*a^2*c*p*q^3*x^2+3498*a^ 2*c*p*q^2*r^2*x-40725*a^2*c*p*q^2*r*x^2-26478*a^2*c*p*q^2*x^3+1932*a^2*c*p*q*r^ 3*x-48656*a^2*c*p*q*r^2*x^2+60635*a^2*c*p*q*r*x^3+29344*a^2*c*p*q*x^4+72*a^2*c* p*r^4*x-7794*a^2*c*p*r^3*x^2+44995*a^2*c*p*r^2*x^3-2274*a^2*c*p*r*x^4+66*a^2*c* q^4*r*x+165*a^2*c*q^4*x^2+340*a^2*c*q^3*r^2*x-7252*a^2*c*q^3*r*x^2-7985*a^2*c*q ^3*x^3+339*a^2*c*q^2*r^3*x-16510*a^2*c*q^2*r^2*x^2+24474*a^2*c*q^2*r*x^3+15391* a^2*c*q^2*x^4+108*a^2*c*q*r^4*x-7557*a^2*c*q*r^3*x^2+45777*a^2*c*q*r^2*x^3-12*a ^2*c*q*r*x^4-396*a^2*c*r^4*x^2+9040*a^2*c*r^3*x^3-10368*a^2*c*r^2*x^4+11*a^2*g^ 5*p*x+a^2*g^5*q*x+20*a^2*g^5*r*x+61*a^2*g^5*x^2+101*a^2*g^4*p^2*x+72*a^2*g^4*p* q*x+226*a^2*g^4*p*r*x+164*a^2*g^4*p*x^2+4*a^2*g^4*q^2*x+104*a^2*g^4*q*r*x+266*a ^2*g^4*q*x^2+79*a^2*g^4*r^2*x-495*a^2*g^4*r*x^2-818*a^2*g^4*x^3+237*a^2*g^3*p^3 *x+483*a^2*g^3*p^2*q*x+670*a^2*g^3*p^2*r*x-560*a^2*g^3*p^2*x^2+138*a^2*g^3*p*q^ 2*x+972*a^2*g^3*p*q*r*x+416*a^2*g^3*p*q*x^2+442*a^2*g^3*p*r^2*x-3755*a^2*g^3*p* r*x^2-3087*a^2*g^3*p*x^3+4*a^2*g^3*q^3*x+176*a^2*g^3*q^2*r*x+353*a^2*g^3*q^2*x^ 2+310*a^2*g^3*q*r^2*x-2505*a^2*g^3*q*r*x^2-3611*a^2*g^3*q*x^3+50*a^2*g^3*r^3*x-\ 1970*a^2*g^3*r^2*x^2+964*a^2*g^3*r*x^3+1356*a^2*g^3*x^4+179*a^2*g^2*p^4*x+946*a ^2*g^2*p^3*q*x+606*a^2*g^2*p^3*r*x-1710*a^2*g^2*p^3*x^2+653*a^2*g^2*p^2*q^2*x+ 2500*a^2*g^2*p^2*q*r*x-2037*a^2*g^2*p^2*q*x^2+559*a^2*g^2*p^2*r^2*x-8202*a^2*g^ 2*p^2*r*x^2-3022*a^2*g^2*p^2*x^3+90*a^2*g^2*p*q^3*x+1240*a^2*g^2*p*q^2*r*x+76*a ^2*g^2*p*q^2*x^2+1600*a^2*g^2*p*q*r^2*x-13346*a^2*g^2*p*q*r*x^2-10761*a^2*g^2*p *q*x^3+140*a^2*g^2*p*r^3*x-7133*a^2*g^2*p*r^2*x^2+7343*a^2*g^2*p*r*x^3+4224*a^2 *g^2*p*x^4+a^2*g^2*q^4*x+108*a^2*g^2*q^3*r*x+212*a^2*g^2*q^3*x^2+347*a^2*g^2*q^ 2*r^2*x-4116*a^2*g^2*q^2*r*x^2-5230*a^2*g^2*q^2*x^3+196*a^2*g^2*q*r^3*x-6419*a^ 2*g^2*q*r^2*x^2+4858*a^2*g^2*q*r*x^3+4935*a^2*g^2*q*x^4-1098*a^2*g^2*r^3*x^2+ 6843*a^2*g^2*r^2*x^3+927*a^2*g^2*r*x^4+32*a^2*g*p^5*x+678*a^2*g*p^4*q*x+126*a^2 *g*p^4*r*x-1233*a^2*g*p^4*x^2+866*a^2*g*p^3*q^2*x+2245*a^2*g*p^3*q*r*x-3656*a^2 *g*p^3*q*x^2+144*a^2*g*p^3*r^2*x-5825*a^2*g*p^3*r*x^2-215*a^2*g*p^3*x^3+284*a^2 *g*p^2*q^3*x+2187*a^2*g*p^2*q^2*r*x-2351*a^2*g*p^2*q^2*x^2+2181*a^2*g*p^2*q*r^2 *x-19468*a^2*g*p^2*q*r*x^2-8236*a^2*g*p^2*q*x^3+50*a^2*g*p^2*r^3*x-6692*a^2*g*p ^2*r^2*x^2+11921*a^2*g*p^2*r*x^3+3817*a^2*g*p^2*x^4+16*a^2*g*p*q^4*x+513*a^2*g* p*q^3*r*x-110*a^2*g*p*q^3*x^2+1262*a^2*g*p*q^2*r^2*x-13736*a^2*g*p*q^2*r*x^2-\ 10528*a^2*g*p*q^2*x^3+674*a^2*g*p*q*r^3*x-16737*a^2*g*p*q*r^2*x^2+18313*a^2*g*p *q*r*x^3+10385*a^2*g*p*q*x^4-2175*a^2*g*p*r^3*x^2+14892*a^2*g*p*r^2*x^3-366*a^2 *g*p*r*x^4+19*a^2*g*q^4*r*x+67*a^2*g*q^4*x^2+113*a^2*g*q^3*r^2*x-2432*a^2*g*q^3 *r*x^2-3016*a^2*g*q^3*x^3+114*a^2*g*q^2*r^3*x-5771*a^2*g*q^2*r^2*x^2+7467*a^2*g *q^2*r*x^3+5551*a^2*g*q^2*x^4+36*a^2*g*q*r^4*x-2571*a^2*g*q*r^3*x^2+15641*a^2*g *q*r^2*x^3+981*a^2*g*q*r*x^4-72*a^2*g*r^4*x^2+2904*a^2*g*r^3*x^3-3504*a^2*g*r^2 *x^4+164*a^2*p^5*q*x-246*a^2*p^5*x^2+323*a^2*p^4*q^2*x+663*a^2*p^4*q*r*x-1377*a ^2*p^4*q*x^2-1251*a^2*p^4*r*x^2+326*a^2*p^4*x^3+190*a^2*p^3*q^3*x+1028*a^2*p^3* q^2*r*x-1812*a^2*p^3*q^2*x^2+880*a^2*p^3*q*r^2*x-7820*a^2*p^3*q*r*x^2-1428*a^2* p^3*q*x^3-1817*a^2*p^3*r^2*x^2+4525*a^2*p^3*r*x^3+925*a^2*p^3*x^4+31*a^2*p^2*q^ 4*x+453*a^2*p^2*q^3*r*x-710*a^2*p^2*q^3*x^2+903*a^2*p^2*q^2*r^2*x-9725*a^2*p^2* q^2*r*x^2-4131*a^2*p^2*q^2*x^3+453*a^2*p^2*q*r^3*x-9514*a^2*p^2*q*r^2*x^2+13265 *a^2*p^2*q*r*x^3+4854*a^2*p^2*q*x^4-954*a^2*p^2*r^3*x^2+6789*a^2*p^2*r^2*x^3-\ 1353*a^2*p^2*r*x^4+52*a^2*p*q^4*r*x-20*a^2*p*q^4*x^2+210*a^2*p*q^3*r^2*x-3875*a ^2*p*q^3*r*x^2-2954*a^2*p*q^3*x^3+216*a^2*p*q^2*r^3*x-7650*a^2*p*q^2*r^2*x^2+ 11318*a^2*p*q^2*r*x^3+5737*a^2*p*q^2*x^4+72*a^2*p*q*r^4*x-3312*a^2*p*q*r^3*x^2+ 17230*a^2*p*q*r^2*x^3-924*a^2*p*q*r*x^4-144*a^2*p*r^4*x^2+2510*a^2*p*r^3*x^3-\ 3636*a^2*p*r^2*x^4+9*a^2*q^5*x^2+6*a^2*q^4*r^2*x-435*a^2*q^4*r*x^2-577*a^2*q^4* x^3+3*a^2*q^3*r^3*x-1359*a^2*q^3*r^2*x^2+3016*a^2*q^3*r*x^3+1808*a^2*q^3*x^4-\ 942*a^2*q^2*r^3*x^2+7803*a^2*q^2*r^2*x^3-567*a^2*q^2*r*x^4-180*a^2*q*r^4*x^2+ 3242*a^2*q*r^3*x^3-4068*a^2*q*r^2*x^4+100*a^2*r^4*x^3-880*a^2*r^3*x^4+112*a*b^5 *c*x^2+56*a*b^5*g*x^2+64*a*b^5*p*x^2-120*a*b^5*r*x^2-544*a*b^5*x^3+96*a*b^4*c^3 *x+64*a*b^4*c^2*g*x+336*a*b^4*c^2*p*x+288*a*b^4*c^2*r*x+768*a*b^4*c^2*x^2+8*a*b ^4*c*g^2*x+160*a*b^4*c*g*p*x+152*a*b^4*c*g*r*x+936*a*b^4*c*g*x^2+312*a*b^4*c*p^ 2*x+416*a*b^4*c*p*r*x+256*a*b^4*c*p*x^2+432*a*b^4*c*q*x^2+48*a*b^4*c*r^2*x-2880 *a*b^4*c*r*x^2-7384*a*b^4*c*x^3+12*a*b^4*g^2*p*x+16*a*b^4*g^2*r*x+224*a*b^4*g^2 *x^2+80*a*b^4*g*p^2*x+120*a*b^4*g*p*r*x+400*a*b^4*g*p*x^2+172*a*b^4*g*q*x^2+16* a*b^4*g*r^2*x-804*a*b^4*g*r*x^2-2832*a*b^4*g*x^3+84*a*b^4*p^3*x+148*a*b^4*p^2*r *x-88*a*b^4*p^2*x^2+228*a*b^4*p*q*x^2+32*a*b^4*p*r^2*x-1732*a*b^4*p*r*x^2-3452* a*b^4*p*x^3-588*a*b^4*q*r*x^2-2128*a*b^4*q*x^3-12*a*b^4*r^3*x-716*a*b^4*r^2*x^2 +544*a*b^4*r*x^3+1860*a*b^4*x^4+672*a*b^3*c^4*x+720*a*b^3*c^3*g*x+2656*a*b^3*c^ 3*p*x+256*a*b^3*c^3*q*x+2480*a*b^3*c^3*r*x+1408*a*b^3*c^3*x^2+232*a*b^3*c^2*g^2 *x+2256*a*b^3*c^2*g*p*x+176*a*b^3*c^2*g*q*x+2184*a*b^3*c^2*g*r*x+3664*a*b^3*c^2 *g*x^2+3144*a*b^3*c^2*p^2*x+912*a*b^3*c^2*p*q*x+4808*a*b^3*c^2*p*r*x-3168*a*b^3 *c^2*p*x^2+840*a*b^3*c^2*q*r*x+2360*a*b^3*c^2*q*x^2+968*a*b^3*c^2*r^2*x-22024*a *b^3*c^2*r*x^2-35080*a*b^3*c^2*x^3+20*a*b^3*c*g^3*x+536*a*b^3*c*g^2*p*x+24*a*b^ 3*c*g^2*q*x+564*a*b^3*c*g^2*r*x+2080*a*b^3*c*g^2*x^2+1900*a*b^3*c*g*p^2*x+448*a *b^3*c*g*p*q*x+3008*a*b^3*c*g*p*r*x+856*a*b^3*c*g*p*x^2+456*a*b^3*c*g*q*r*x+ 2404*a*b^3*c*g*q*x^2+624*a*b^3*c*g*r^2*x-12780*a*b^3*c*g*r*x^2-26572*a*b^3*c*g* x^3+1432*a*b^3*c*p^3*x+872*a*b^3*c*p^2*q*x+2984*a*b^3*c*p^2*r*x-4208*a*b^3*c*p^ 2*x^2+1248*a*b^3*c*p*q*r*x+412*a*b^3*c*p*q*x^2+1216*a*b^3*c*p*r^2*x-24936*a*b^3 *c*p*r*x^2-29892*a*b^3*c*p*x^3+628*a*b^3*c*q^2*x^2+144*a*b^3*c*q*r^2*x-10220*a* b^3*c*q*r*x^2-22340*a*b^3*c*q*x^3-24*a*b^3*c*r^3*x-9864*a*b^3*c*r^2*x^2+10092*a *b^3*c*r*x^3+16440*a*b^3*c*x^4+28*a*b^3*g^3*p*x+40*a*b^3*g^3*r*x+318*a*b^3*g^3* x^2+252*a*b^3*g^2*p^2*x+36*a*b^3*g^2*p*q*x+420*a*b^3*g^2*p*r*x+766*a*b^3*g^2*p* x^2+48*a*b^3*g^2*q*r*x+514*a*b^3*g^2*q*x^2+80*a*b^3*g^2*r^2*x-1762*a*b^3*g^2*r* x^2-5000*a*b^3*g^2*x^3+460*a*b^3*g*p^3*x+232*a*b^3*g*p^2*q*x+992*a*b^3*g*p^2*r* x-622*a*b^3*g*p^2*x^2+372*a*b^3*g*p*q*r*x+878*a*b^3*g*p*q*x^2+436*a*b^3*g*p*r^2 *x-7380*a*b^3*g*p*r*x^2-11674*a*b^3*g*p*x^3+202*a*b^3*g*q^2*x^2+48*a*b^3*g*q*r^ 2*x-3034*a*b^3*g*q*r*x^2-8194*a*b^3*g*q*x^3-4*a*b^3*g*r^3*x-3220*a*b^3*g*r^2*x^ 2+2030*a*b^3*g*r*x^3+5760*a*b^3*g*x^4+220*a*b^3*p^4*x+244*a*b^3*p^3*q*x+584*a*b ^3*p^3*r*x-1118*a*b^3*p^3*x^2+452*a*b^3*p^2*q*r*x-526*a*b^3*p^2*q*x^2+360*a*b^3 *p^2*r^2*x-6726*a*b^3*p^2*r*x^2-5896*a*b^3*p^2*x^3+312*a*b^3*p*q^2*x^2+88*a*b^3 *p*q*r^2*x-6060*a*b^3*p*q*r*x^2-9976*a*b^3*p*q*x^3-5072*a*b^3*p*r^2*x^2+5784*a* b^3*p*r*x^3+6696*a*b^3*p*x^4-1014*a*b^3*q^2*r*x^2-3112*a*b^3*q^2*x^3-36*a*b^3*q *r^3*x-2000*a*b^3*q*r^2*x^2+4386*a*b^3*q*r*x^3+5856*a*b^3*q*x^4-12*a*b^3*r^4*x-\ 252*a*b^3*r^3*x^2+6790*a*b^3*r^2*x^3+1844*a*b^3*r*x^4+1792*a*b^2*c^5*x+2624*a*b ^2*c^4*g*x+7888*a*b^2*c^4*p*x+1376*a*b^2*c^4*q*x+7888*a*b^2*c^4*r*x+272*a*b^2*c ^4*x^2+1352*a*b^2*c^3*g^2*x+9592*a*b^2*c^3*g*p*x+1520*a*b^2*c^3*g*q*x+9760*a*b^ 2*c^3*g*r*x+5112*a*b^2*c^3*g*x^2+11128*a*b^2*c^3*p^2*x+5584*a*b^2*c^3*p*q*x+ 18664*a*b^2*c^3*p*r*x-16560*a*b^2*c^3*p*x^2+248*a*b^2*c^3*q^2*x+5496*a*b^2*c^3* q*r*x+3760*a*b^2*c^3*q*x^2+4784*a*b^2*c^3*r^2*x-69552*a*b^2*c^3*r*x^2-77424*a*b ^2*c^3*x^3+280*a*b^2*c^2*g^3*x+3936*a*b^2*c^2*g^2*p*x+512*a*b^2*c^2*g^2*q*x+ 4148*a*b^2*c^2*g^2*r*x+5504*a*b^2*c^2*g^2*x^2+10632*a*b^2*c^2*g*p^2*x+4904*a*b^ 2*c^2*g*p*q*x+18176*a*b^2*c^2*g*p*r*x-7952*a*b^2*c^2*g*p*x^2+176*a*b^2*c^2*g*q^ 2*x+4992*a*b^2*c^2*g*q*r*x+7324*a*b^2*c^2*g*q*x^2+4704*a*b^2*c^2*g*r^2*x-63552* a*b^2*c^2*g*r*x^2-86468*a*b^2*c^2*g*x^3+6760*a*b^2*c^2*p^3*x+6776*a*b^2*c^2*p^2 *q*x+15564*a*b^2*c^2*p^2*r*x-23164*a*b^2*c^2*p^2*x^2+900*a*b^2*c^2*p*q^2*x+ 10832*a*b^2*c^2*p*q*r*x-7756*a*b^2*c^2*p*q*x^2+7988*a*b^2*c^2*p*r^2*x-110096*a* b^2*c^2*p*r*x^2-90140*a*b^2*c^2*p*x^3+888*a*b^2*c^2*q^2*r*x+2624*a*b^2*c^2*q^2* x^2+2200*a*b^2*c^2*q*r^2*x-54776*a*b^2*c^2*q*r*x^2-78344*a*b^2*c^2*q*x^3+540*a* b^2*c^2*r^3*x-44316*a*b^2*c^2*r^2*x^2+52280*a*b^2*c^2*r*x^3+52184*a*b^2*c^2*x^4 +18*a*b^2*c*g^4*x+602*a*b^2*c*g^3*p*x+48*a*b^2*c*g^3*q*x+692*a*b^2*c*g^3*r*x+ 1920*a*b^2*c*g^3*x^2+3124*a*b^2*c*g^2*p^2*x+1220*a*b^2*c*g^2*p*q*x+5488*a*b^2*c *g^2*p*r*x+1244*a*b^2*c*g^2*p*x^2+26*a*b^2*c*g^2*q^2*x+1332*a*b^2*c*g^2*q*r*x+ 3750*a*b^2*c*g^2*q*x^2+1390*a*b^2*c*g^2*r^2*x-18192*a*b^2*c*g^2*r*x^2-31932*a*b ^2*c*g^2*x^3+4494*a*b^2*c*g*p^3*x+4240*a*b^2*c*g*p^2*q*x+10562*a*b^2*c*g*p^2*r* x-11592*a*b^2*c*g*p^2*x^2+456*a*b^2*c*g*p*q^2*x+6988*a*b^2*c*g*p*q*r*x+5568*a*b ^2*c*g*p*r^2*x-69120*a*b^2*c*g*p*r*x^2-69692*a*b^2*c*g*p*x^3+494*a*b^2*c*g*q^2* r*x+2288*a*b^2*c*g*q^2*x^2+1432*a*b^2*c*g*q*r^2*x-33624*a*b^2*c*g*q*r*x^2-57790 *a*b^2*c*g*q*x^3+372*a*b^2*c*g*r^3*x-29398*a*b^2*c*g*r^2*x^2+26720*a*b^2*c*g*r* x^3+36280*a*b^2*c*g*x^4+1810*a*b^2*c*p^4*x+3148*a*b^2*c*p^3*q*x+5320*a*b^2*c*p^ 3*r*x-10280*a*b^2*c*p^3*x^2+886*a*b^2*c*p^2*q^2*x+6764*a*b^2*c*p^2*q*r*x-10636* a*b^2*c*p^2*q*x^2+4146*a*b^2*c*p^2*r^2*x-54382*a*b^2*c*p^2*r*x^2-31320*a*b^2*c* p^2*x^3+1352*a*b^2*c*p*q^2*r*x+166*a*b^2*c*p*q^2*x^2+2728*a*b^2*c*p*q*r^2*x-\ 61108*a*b^2*c*p*q*r*x^2-63770*a*b^2*c*p*q*x^3+720*a*b^2*c*p*r^3*x-41744*a*b^2*c *p*r^2*x^2+55698*a*b^2*c*p*r*x^3+40898*a*b^2*c*p*x^4+432*a*b^2*c*q^3*x^2+156*a* b^2*c*q^2*r^2*x-12578*a*b^2*c*q^2*r*x^2-24144*a*b^2*c*q^2*x^3-60*a*b^2*c*q*r^3* x-21824*a*b^2*c*q*r^2*x^2+38944*a*b^2*c*q*r*x^3+38260*a*b^2*c*q*x^4-36*a*b^2*c* r^4*x-4176*a*b^2*c*r^3*x^2+48606*a*b^2*c*r^2*x^3+7184*a*b^2*c*r*x^4+23*a*b^2*g^ 4*p*x+36*a*b^2*g^4*r*x+206*a*b^2*g^4*x^2+270*a*b^2*g^3*p^2*x+70*a*b^2*g^3*p*q*x +496*a*b^2*g^3*p*r*x+659*a*b^2*g^3*p*x^2+96*a*b^2*g^3*q*r*x+540*a*b^2*g^3*q*x^2 +114*a*b^2*g^3*r^2*x-1641*a*b^2*g^3*r*x^2-3884*a*b^2*g^3*x^3+706*a*b^2*g^2*p^3* x+590*a*b^2*g^2*p^2*q*x+1704*a*b^2*g^2*p^2*r*x-973*a*b^2*g^2*p^2*x^2+39*a*b^2*g ^2*p*q^2*x+1016*a*b^2*g^2*p*q*r*x+1132*a*b^2*g^2*p*q*x^2+915*a*b^2*g^2*p*r^2*x-\ 10085*a*b^2*g^2*p*r*x^2-13260*a*b^2*g^2*p*x^3+52*a*b^2*g^2*q^2*r*x+421*a*b^2*g^ 2*q^2*x^2+186*a*b^2*g^2*q*r^2*x-4909*a*b^2*g^2*q*r*x^2-10477*a*b^2*g^2*q*x^3+50 *a*b^2*g^2*r^3*x-4577*a*b^2*g^2*r^2*x^2+2980*a*b^2*g^2*r*x^3+6267*a*b^2*g^2*x^4 +624*a*b^2*g*p^4*x+1046*a*b^2*g*p^3*q*x+1864*a*b^2*g*p^3*r*x-3030*a*b^2*g*p^3*x ^2+244*a*b^2*g*p^2*q^2*x+2314*a*b^2*g*p^2*q*r*x-2183*a*b^2*g*p^2*q*x^2+1488*a*b ^2*g*p^2*r^2*x-17821*a*b^2*g*p^2*r*x^2-12665*a*b^2*g*p^2*x^3+414*a*b^2*g*p*q^2* r*x+691*a*b^2*g*p*q^2*x^2+988*a*b^2*g*p*q*r^2*x-19152*a*b^2*g*p*q*r*x^2-24793*a *b^2*g*p*q*x^3+270*a*b^2*g*p*r^3*x-14390*a*b^2*g*p*r^2*x^2+15011*a*b^2*g*p*r*x^ 3+14411*a*b^2*g*p*x^4+113*a*b^2*g*q^3*x^2+52*a*b^2*g*q^2*r^2*x-3904*a*b^2*g*q^2 *r*x^2-8611*a*b^2*g*q^2*x^3-14*a*b^2*g*q*r^3*x-7259*a*b^2*g*q*r^2*x^2+10851*a*b ^2*g*q*r*x^3+13448*a*b^2*g*q*x^4-12*a*b^2*g*r^4*x-1443*a*b^2*g*r^3*x^2+16210*a* b^2*g*r^2*x^3+3766*a*b^2*g*r*x^4+169*a*b^2*p^5*x+486*a*b^2*p^4*q*x+615*a*b^2*p^ 4*r*x-1437*a*b^2*p^4*x^2+257*a*b^2*p^3*q^2*x+1320*a*b^2*p^3*q*r*x-2779*a*b^2*p^ 3*q*x^2+671*a*b^2*p^3*r^2*x-8236*a*b^2*p^3*r*x^2-2957*a*b^2*p^3*x^3+497*a*b^2*p ^2*q^2*r*x-813*a*b^2*p^2*q^2*x^2+810*a*b^2*p^2*q*r^2*x-16156*a*b^2*p^2*q*r*x^2-\ 11882*a*b^2*p^2*q*x^3+225*a*b^2*p^2*r^3*x-8996*a*b^2*p^2*r^2*x^2+14220*a*b^2*p^ 2*r*x^3+7619*a*b^2*p^2*x^4+205*a*b^2*p*q^3*x^2+88*a*b^2*p*q^2*r^2*x-7417*a*b^2* p*q^2*r*x^2-10409*a*b^2*p*q^2*x^3-11315*a*b^2*p*q*r^2*x^2+19389*a*b^2*p*q*r*x^3 +15302*a*b^2*p*q*x^4-2115*a*b^2*p*r^3*x^2+20211*a*b^2*p*r^2*x^3+1542*a*b^2*p*r* x^4-801*a*b^2*q^3*r*x^2-2144*a*b^2*q^3*x^3-39*a*b^2*q^2*r^3*x-2033*a*b^2*q^2*r^ 2*x^2+7279*a*b^2*q^2*r*x^3+6423*a*b^2*q^2*x^4-24*a*b^2*q*r^4*x-438*a*b^2*q*r^3* x^2+15251*a*b^2*q*r^2*x^3+546*a*b^2*q*r*x^4+120*a*b^2*r^4*x^2+3180*a*b^2*r^3*x^ 3-5184*a*b^2*r^2*x^4+2048*a*b*c^6*x+3840*a*b*c^5*g*x+10192*a*b*c^5*p*x+2416*a*b *c^5*q*x+10816*a*b*c^5*r*x-1344*a*b*c^5*x^2+2744*a*b*c^4*g^2*x+16192*a*b*c^4*g* p*x+3656*a*b*c^4*g*q*x+17328*a*b*c^4*g*r*x+2128*a*b*c^4*g*x^2+16696*a*b*c^4*p^2 *x+11168*a*b*c^4*p*q*x+29936*a*b*c^4*p*r*x-27184*a*b*c^4*p*x^2+904*a*b*c^4*q^2* x+11648*a*b*c^4*q*r*x+1712*a*b*c^4*q*x^2+8888*a*b*c^4*r^2*x-97456*a*b*c^4*r*x^2 -82720*a*b*c^4*x^3+916*a*b*c^3*g^3*x+9520*a*b*c^3*g^2*p*x+1964*a*b*c^3*g^2*q*x+ 10368*a*b*c^3*g^2*r*x+5288*a*b*c^3*g^2*x^2+21828*a*b*c^3*g*p^2*x+14080*a*b*c^3* g*p*q*x+39648*a*b*c^3*g*p*r*x-26220*a*b*c^3*g*p*x^2+1028*a*b*c^3*g*q^2*x+14888* a*b*c^3*g*q*r*x+7332*a*b*c^3*g*q*x^2+11756*a*b*c^3*g*r^2*x-123328*a*b*c^3*g*r*x ^2-120944*a*b*c^3*g*x^3+12420*a*b*c^3*p^3*x+16284*a*b*c^3*p^2*q*x+30572*a*b*c^3 *p^2*r*x-44432*a*b*c^3*p^2*x^2+3776*a*b*c^3*p*q^2*x+28144*a*b*c^3*p*q*r*x-24884 *a*b*c^3*p*q*x^2+17880*a*b*c^3*p*r^2*x-194696*a*b*c^3*p*r*x^2-118200*a*b*c^3*p* x^3+104*a*b*c^3*q^3*x+3916*a*b*c^3*q^2*r*x+3148*a*b*c^3*q^2*x^2+7336*a*b*c^3*q* r^2*x-111152*a*b*c^3*q*r*x^2-115112*a*b*c^3*q*x^3+2000*a*b*c^3*r^3*x-81396*a*b* c^3*r^2*x^2+97408*a*b*c^3*r*x^3+70912*a*b*c^3*x^4+138*a*b*c^2*g^4*x+2504*a*b*c^ 2*g^3*p*x+430*a*b*c^2*g^3*q*x+2836*a*b*c^2*g^3*r*x+3268*a*b*c^2*g^3*x^2+10040*a *b*c^2*g^2*p^2*x+6040*a*b*c^2*g^2*p*q*x+18600*a*b*c^2*g^2*p*r*x-5720*a*b*c^2*g^ 2*p*x^2+362*a*b*c^2*g^2*q^2*x+6552*a*b*c^2*g^2*q*r*x+6778*a*b*c^2*g^2*q*x^2+ 5446*a*b*c^2*g^2*r^2*x-55166*a*b*c^2*g^2*r*x^2-65456*a*b*c^2*g^2*x^3+12464*a*b* c^2*g*p^3*x+16150*a*b*c^2*g*p^2*q*x+31150*a*b*c^2*g*p^2*r*x-38492*a*b*c^2*g*p^2 *x^2+3424*a*b*c^2*g*p*q^2*x+28284*a*b*c^2*g*p*q*r*x-15298*a*b*c^2*g*p*q*x^2+ 18380*a*b*c^2*g*p*r^2*x-189240*a*b*c^2*g*p*r*x^2-134316*a*b*c^2*g*p*x^3+76*a*b* c^2*g*q^3*x+3666*a*b*c^2*g*q^2*r*x+4918*a*b*c^2*g*q^2*x^2+7344*a*b*c^2*g*q*r^2* x-106608*a*b*c^2*g*q*r*x^2-126956*a*b*c^2*g*q*x^3+1984*a*b*c^2*g*r^3*x-81656*a* b*c^2*g*r^2*x^2+83912*a*b*c^2*g*r*x^3+73596*a*b*c^2*g*x^4+4502*a*b*c^2*p^4*x+ 10152*a*b*c^2*p^3*q*x+14098*a*b*c^2*p^3*r*x-26812*a*b*c^2*p^3*x^2+4694*a*b*c^2* p^2*q^2*x+23850*a*b*c^2*p^2*q*r*x-36654*a*b*c^2*p^2*q*x^2+12376*a*b*c^2*p^2*r^2 *x-134950*a*b*c^2*p^2*r*x^2-54976*a*b*c^2*p^2*x^3+384*a*b*c^2*p*q^3*x+7834*a*b* c^2*p*q^2*r*x-5946*a*b*c^2*p*q^2*x^2+12316*a*b*c^2*p*q*r^2*x-175416*a*b*c^2*p*q *r*x^2-129296*a*b*c^2*p*q*x^3+3116*a*b*c^2*p*r^3*x-107290*a*b*c^2*p*r^2*x^2+ 144976*a*b*c^2*p*r*x^3+79830*a*b*c^2*p*x^4+402*a*b*c^2*q^3*r*x+1250*a*b*c^2*q^3 *x^2+1606*a*b*c^2*q^2*r^2*x-42988*a*b*c^2*q^2*r*x^2-56040*a*b*c^2*q^2*x^3+852*a *b*c^2*q*r^3*x-67042*a*b*c^2*q*r^2*x^2+107256*a*b*c^2*q*r*x^3+79830*a*b*c^2*q*x ^4+72*a*b*c^2*r^4*x-14292*a*b*c^2*r^3*x^2+110880*a*b*c^2*r^2*x^3+5672*a*b*c^2*r *x^4+7*a*b*c*g^5*x+275*a*b*c*g^4*p*x+30*a*b*c*g^4*q*x+344*a*b*c*g^4*r*x+786*a*b *c*g^4*x^2+1886*a*b*c*g^3*p^2*x+980*a*b*c*g^3*p*q*x+3606*a*b*c*g^3*p*r*x+825*a* b*c*g^3*p*x^2+37*a*b*c*g^3*q^2*x+1130*a*b*c*g^3*q*r*x+2244*a*b*c*g^3*q*x^2+1017 *a*b*c*g^3*r^2*x-10291*a*b*c*g^3*r*x^2-15544*a*b*c*g^3*x^3+3961*a*b*c*g^2*p^3*x +4958*a*b*c*g^2*p^2*q*x+10121*a*b*c*g^2*p^2*r*x-9533*a*b*c*g^2*p^2*x^2+892*a*b* c*g^2*p*q^2*x+8840*a*b*c*g^2*p*q*r*x-408*a*b*c*g^2*p*q*x^2+6014*a*b*c*g^2*p*r^2 *x-57792*a*b*c*g^2*p*r*x^2-50000*a*b*c*g^2*p*x^3+12*a*b*c*g^2*q^3*x+1011*a*b*c* g^2*q^2*r*x+2209*a*b*c*g^2*q^2*x^2+2212*a*b*c*g^2*q*r^2*x-32160*a*b*c*g^2*q*r*x ^2-45796*a*b*c*g^2*q*x^3+592*a*b*c*g^2*r^3*x-25883*a*b*c*g^2*r^2*x^2+22172*a*b* c*g^2*r*x^3+25090*a*b*c*g^2*x^4+3039*a*b*c*g*p^4*x+7004*a*b*c*g*p^3*q*x+9652*a* b*c*g*p^3*r*x-16899*a*b*c*g*p^3*x^2+3039*a*b*c*g*p^2*q^2*x+16684*a*b*c*g*p^2*q* r*x-20340*a*b*c*g*p^2*q*x^2+8573*a*b*c*g*p^2*r^2*x-89708*a*b*c*g*p^2*r*x^2-\ 43022*a*b*c*g*p^2*x^3+200*a*b*c*g*p*q^3*x+5212*a*b*c*g*p*q^2*r*x-1128*a*b*c*g*p *q^2*x^2+8752*a*b*c*g*p*q*r^2*x-115092*a*b*c*g*p*q*r*x^2-100072*a*b*c*g*p*q*x^3 +2168*a*b*c*g*p*r^3*x-73298*a*b*c*g*p*r^2*x^2+87147*a*b*c*g*p*r*x^3+56061*a*b*c *g*p*x^4+228*a*b*c*g*q^3*r*x+960*a*b*c*g*q^3*x^2+1056*a*b*c*g*q^2*r^2*x-27677*a *b*c*g*q^2*r*x^2-40830*a*b*c*g*q^2*x^3+584*a*b*c*g*q*r^3*x-45479*a*b*c*g*q*r^2* x^2+63473*a*b*c*g*q*r*x^3+56061*a*b*c*g*q*x^4+48*a*b*c*g*r^4*x-9552*a*b*c*g*r^3 *x^2+74736*a*b*c*g*r^2*x^3+8444*a*b*c*g*r*x^4+740*a*b*c*p^5*x+2780*a*b*c*p^4*q* x+2844*a*b*c*p^4*r*x-6764*a*b*c*p^4*x^2+2220*a*b*c*p^3*q^2*x+8288*a*b*c*p^3*q*r *x-16338*a*b*c*p^3*q*x^2+3416*a*b*c*p^3*r^2*x-37712*a*b*c*p^3*r*x^2-8496*a*b*c* p^3*x^3+388*a*b*c*p^2*q^3*x+4920*a*b*c*p^2*q^2*r*x-8506*a*b*c*p^2*q^2*x^2+6492* a*b*c*p^2*q*r^2*x-86296*a*b*c*p^2*q*r*x^2-43226*a*b*c*p^2*q*x^3+1456*a*b*c*p^2* r^3*x-42906*a*b*c*p^2*r^2*x^2+67556*a*b*c*p^2*r*x^3+27980*a*b*c*p^2*x^4+624*a*b *c*p*q^3*r*x-18*a*b*c*p*q^3*x^2+1968*a*b*c*p*q^2*r^2*x-47704*a*b*c*p*q^2*r*x^2-\ 43990*a*b*c*p*q^2*x^3+1152*a*b*c*p*q*r^3*x-63888*a*b*c*p*q*r^2*x^2+104328*a*b*c *p*q*r*x^3+61452*a*b*c*p*q*x^4+144*a*b*c*p*r^4*x-12420*a*b*c*p*r^3*x^2+87668*a* b*c*p*r^2*x^3-1546*a*b*c*p*r*x^4+142*a*b*c*q^4*x^2+72*a*b*c*q^3*r^2*x-6440*a*b* c*q^3*r*x^2-11040*a*b*c*q^3*x^3-48*a*b*c*q^2*r^3*x-15654*a*b*c*q^2*r^2*x^2+ 38364*a*b*c*q^2*r*x^3+27980*a*b*c*q^2*x^4-48*a*b*c*q*r^4*x-6132*a*b*c*q*r^3*x^2 +73468*a*b*c*q*r^2*x^3-1546*a*b*c*q*r*x^4-120*a*b*c*r^4*x^2+15360*a*b*c*r^3*x^3 -21600*a*b*c*r^2*x^4+8*a*b*g^5*p*x+14*a*b*g^5*r*x+62*a*b*g^5*x^2+118*a*b*g^4*p^ 2*x+42*a*b*g^4*p*q*x+238*a*b*g^4*p*r*x+264*a*b*g^4*p*x^2+60*a*b*g^4*q*r*x+237*a *b*g^4*q*x^2+61*a*b*g^4*r^2*x-679*a*b*g^4*r*x^2-1356*a*b*g^4*x^3+396*a*b*g^3*p^ 3*x+452*a*b*g^3*p^2*q*x+1044*a*b*g^3*p^2*r*x-559*a*b*g^3*p^2*x^2+56*a*b*g^3*p*q ^2*x+830*a*b*g^3*p*q*r*x+632*a*b*g^3*p*q*x^2+622*a*b*g^3*p*r^2*x-5461*a*b*g^3*p *r*x^2-6084*a*b*g^3*p*x^3+74*a*b*g^3*q^2*r*x+281*a*b*g^3*q^2*x^2+184*a*b*g^3*q* r^2*x-3049*a*b*g^3*q*r*x^2-5404*a*b*g^3*q*x^3+50*a*b*g^3*r^3*x-2552*a*b*g^3*r^2 *x^2+1816*a*b*g^3*r*x^3+2832*a*b*g^3*x^4+490*a*b*g^2*p^4*x+1144*a*b*g^2*p^3*q*x +1589*a*b*g^2*p^3*r*x-2486*a*b*g^2*p^3*x^2+444*a*b*g^2*p^2*q^2*x+2776*a*b*g^2*p ^2*q*r*x-2199*a*b*g^2*p^2*q*x^2+1430*a*b*g^2*p^2*r^2*x-14226*a*b*g^2*p^2*r*x^2-\ 8228*a*b*g^2*p^2*x^3+18*a*b*g^2*p*q^3*x+789*a*b*g^2*p*q^2*r*x+450*a*b*g^2*p*q^2 *x^2+1468*a*b*g^2*p*q*r^2*x-17671*a*b*g^2*p*q*r*x^2-18980*a*b*g^2*p*q*x^3+360*a *b*g^2*p*r^3*x-11955*a*b*g^2*p*r^2*x^2+12099*a*b*g^2*p*r*x^3+9641*a*b*g^2*p*x^4 +24*a*b*g^2*q^3*r*x+148*a*b*g^2*q^3*x^2+139*a*b*g^2*q^2*r^2*x-4248*a*b*g^2*q^2* r*x^2-7212*a*b*g^2*q^2*x^3+78*a*b*g^2*q*r^3*x-7248*a*b*g^2*q*r^2*x^2+8745*a*b*g ^2*q*r*x^3+9641*a*b*g^2*q*x^4+6*a*b*g^2*r^4*x-1464*a*b*g^2*r^3*x^2+12072*a*b*g^ 2*r^2*x^3+2150*a*b*g^2*r*x^4+244*a*b*g*p^5*x+994*a*b*g*p^4*q*x+951*a*b*g*p^4*r* x-2256*a*b*g*p^4*x^2+764*a*b*g*p^3*q^2*x+2993*a*b*g*p^3*q*r*x-5088*a*b*g*p^3*q* x^2+1161*a*b*g*p^3*r^2*x-12703*a*b*g*p^3*r*x^2-3344*a*b*g*p^3*x^3+110*a*b*g*p^2 *q^3*x+1735*a*b*g*p^2*q^2*r*x-2130*a*b*g*p^2*q^2*x^2+2384*a*b*g*p^2*q*r^2*x-\ 29295*a*b*g*p^2*q*r*x^2-17697*a*b*g*p^2*q*x^3+508*a*b*g*p^2*r^3*x-14659*a*b*g*p ^2*r^2*x^2+21685*a*b*g*p^2*r*x^3+9969*a*b*g*p^2*x^4+195*a*b*g*p*q^3*r*x+234*a*b *g*p*q^3*x^2+719*a*b*g*p*q^2*r^2*x-15750*a*b*g*p*q^2*r*x^2-17195*a*b*g*p*q^2*x^ 3+432*a*b*g*p*q*r^3*x-22629*a*b*g*p*q*r^2*x^2+31056*a*b*g*p*q*r*x^3+21972*a*b*g *p*q*x^4+54*a*b*g*p*r^4*x-4278*a*b*g*p*r^3*x^2+29901*a*b*g*p*r^2*x^3+1129*a*b*g *p*r*x^4+30*a*b*g*q^4*x^2+24*a*b*g*q^3*r^2*x-2062*a*b*g*q^3*r*x^2-3860*a*b*g*q^ 3*x^3-14*a*b*g*q^2*r^3*x-5299*a*b*g*q^2*r^2*x^2+12039*a*b*g*q^2*r*x^3+9969*a*b* g*q^2*x^4-18*a*b*g*q*r^4*x-2178*a*b*g*q*r^3*x^2+25035*a*b*g*q*r^2*x^3+1129*a*b* g*q*r*x^4-42*a*b*g*r^4*x^2+5200*a*b*g*r^3*x^3-7296*a*b*g*r^2*x^4+40*a*b*p^6*x+ 268*a*b*p^5*q*x+186*a*b*p^5*r*x-579*a*b*p^5*x^2+344*a*b*p^4*q^2*x+984*a*b*p^4*q *r*x-2248*a*b*p^4*q*x^2+297*a*b*p^4*r^2*x-3465*a*b*p^4*r*x^2-104*a*b*p^4*x^3+ 116*a*b*p^3*q^3*x+958*a*b*p^3*q^2*r*x-2210*a*b*p^3*q^2*x^2+1076*a*b*p^3*q*r^2*x -13038*a*b*p^3*q*r*x^2-3968*a*b*p^3*q*x^3+196*a*b*p^3*r^3*x-5064*a*b*p^3*r^2*x^ 2+9595*a*b*p^3*r*x^3+2928*a*b*p^3*x^4+232*a*b*p^2*q^3*r*x-476*a*b*p^2*q^3*x^2+ 585*a*b*p^2*q^2*r^2*x-12494*a*b*p^2*q^2*r*x^2-7768*a*b*p^2*q^2*x^3+360*a*b*p^2* q*r^3*x-14054*a*b*p^2*q*r^2*x^2+24441*a*b*p^2*q*r*x^3+11176*a*b*p^2*q*x^4+45*a* b*p^2*r^4*x-2394*a*b*p^2*r^3*x^2+15829*a*b*p^2*r^2*x^3-1812*a*b*p^2*r*x^4+65*a* b*p*q^4*x^2+38*a*b*p*q^3*r^2*x-3786*a*b*p*q^3*r*x^2-4608*a*b*p*q^3*x^3-8168*a*b *p*q^2*r^2*x^2+18351*a*b*p*q^2*r*x^3+11176*a*b*p*q^2*x^4-3276*a*b*p*q*r^3*x^2+ 30672*a*b*p*q*r^2*x^3-1632*a*b*p*q*r*x^4-234*a*b*p*r^4*x^2+5468*a*b*p*r^3*x^3-\ 8136*a*b*p*r^2*x^4-297*a*b*q^4*r*x^2-704*a*b*q^4*x^3-18*a*b*q^3*r^3*x-888*a*b*q ^3*r^2*x^2+4381*a*b*q^3*r*x^3+2928*a*b*q^3*x^4-15*a*b*q^2*r^4*x-222*a*b*q^2*r^3 *x^2+11099*a*b*q^2*r^2*x^3-1812*a*b*q^2*r*x^4+156*a*b*q*r^4*x^2+4372*a*b*q*r^3* x^3-8136*a*b*q*r^2*x^4-2000*a*b*r^3*x^4+832*a*c^7*x+1920*a*c^6*g*x+4688*a*c^6*p *x+1344*a*c^6*q*x+5216*a*c^6*r*x-960*a*c^6*x^2+1776*a*c^5*g^2*x+9304*a*c^5*g*p* x+2600*a*c^5*g*q*x+10400*a*c^5*g*r*x-416*a*c^5*g*x^2+8624*a*c^5*p^2*x+7072*a*c^ 5*p*q*x+16144*a*c^5*p*r*x-15424*a*c^5*p*x^2+784*a*c^5*q^2*x+7744*a*c^5*q*r*x-\ 320*a*c^5*q*x^2+5216*a*c^5*r^2*x-50104*a*c^5*r*x^2-34464*a*c^5*x^3+832*a*c^4*g^ 3*x+7228*a*c^4*g^2*p*x+1932*a*c^4*g^2*q*x+8160*a*c^4*g^2*r*x+1424*a*c^4*g^2*x^2 +14508*a*c^4*g*p^2*x+11672*a*c^4*g*p*q*x+27432*a*c^4*g*p*r*x-21624*a*c^4*g*p*x^ 2+1220*a*c^4*g*q^2*x+12856*a*c^4*g*q*r*x+1804*a*c^4*g*q*x^2+8804*a*c^4*g*r^2*x-\ 81900*a*c^4*g*r*x^2-62380*a*c^4*g*x^3+7312*a*c^4*p^3*x+11952*a*c^4*p^2*q*x+ 18684*a*c^4*p^2*r*x-29252*a*c^4*p^2*x^2+3772*a*c^4*p*q^2*x+21816*a*c^4*p*q*r*x-\ 20436*a*c^4*p*q*x^2+11652*a*c^4*p*r^2*x-119772*a*c^4*p*r*x^2-56628*a*c^4*p*x^3+ 192*a*c^4*q^3*x+4092*a*c^4*q^2*r*x+1004*a*c^4*q^2*x^2+6544*a*c^4*q*r^2*x-75640* a*c^4*q*r*x^2-61176*a*c^4*q*x^3+1528*a*c^4*r^3*x-51832*a*c^4*r^2*x^2+60708*a*c^ 4*r*x^3+35176*a*c^4*x^4+204*a*c^3*g^4*x+2754*a*c^3*g^3*p*x+678*a*c^3*g^3*q*x+ 3176*a*c^3*g^3*r*x+1616*a*c^3*g^3*x^2+9240*a*c^3*g^2*p^2*x+7192*a*c^3*g^2*p*q*x +17756*a*c^3*g^2*p*r*x-9920*a*c^3*g^2*p*x^2+680*a*c^3*g^2*q^2*x+8008*a*c^3*g^2* q*r*x+3280*a*c^3*g^2*q*x^2+5636*a*c^3*g^2*r^2*x-50702*a*c^3*g^2*r*x^2-44272*a*c ^3*g^2*x^3+9914*a*c^3*g*p^3*x+16294*a*c^3*g*p^2*q*x+25620*a*c^3*g*p^2*r*x-36250 *a*c^3*g*p^2*x^2+4904*a*c^3*g*p*q^2*x+29956*a*c^3*g*p*q*r*x-22100*a*c^3*g*p*q*x ^2+15920*a*c^3*g*p*r^2*x-159284*a*c^3*g*p*r*x^2-84740*a*c^3*g*p*x^3+224*a*c^3*g *q^3*x+5388*a*c^3*g*q^2*r*x+2644*a*c^3*g*q^2*x^2+8892*a*c^3*g*q*r^2*x-100082*a* c^3*g*q*r*x^2-89572*a*c^3*g*q*x^3+1968*a*c^3*g*r^3*x-70254*a*c^3*g*r^2*x^2+ 74478*a*c^3*g*r*x^3+48612*a*c^3*g*x^4+3112*a*c^3*p^4*x+9124*a*c^3*p^3*q*x+10034 *a*c^3*p^3*r*x-21970*a*c^3*p^3*x^2+5640*a*c^3*p^2*q^2*x+22702*a*c^3*p^2*q*r*x-\ 34820*a*c^3*p^2*q*x^2+9214*a*c^3*p^2*r^2*x-104476*a*c^3*p^2*r*x^2-30668*a*c^3*p ^2*x^3+824*a*c^3*p*q^3*x+10034*a*c^3*p*q^2*r*x-9118*a*c^3*p*q^2*x^2+13372*a*c^3 *p*q*r^2*x-151652*a*c^3*p*q*r*x^2-84632*a*c^3*p*q*x^3+2556*a*c^3*p*r^3*x-85008* a*c^3*p*r^2*x^2+115210*a*c^3*p*r*x^3+50782*a*c^3*p*x^4+16*a*c^3*q^4*x+894*a*c^3 *q^3*r*x+822*a*c^3*q^3*x^2+2650*a*c^3*q^2*r^2*x-42268*a*c^3*q^2*r*x^2-41048*a*c ^3*q^2*x^3+1532*a*c^3*q*r^3*x-61290*a*c^3*q*r^2*x^2+89690*a*c^3*q*r*x^3+53666*a *c^3*q*x^4+96*a*c^3*r^4*x-12996*a*c^3*r^3*x^2+82072*a*c^3*r^2*x^3-1080*a*c^3*r* x^4+24*a*c^2*g^5*x+524*a*c^2*g^4*p*x+109*a*c^2*g^4*q*x+634*a*c^2*g^4*r*x+668*a* c^2*g^4*x^2+2743*a*c^2*g^3*p^2*x+2006*a*c^2*g^3*p*q*x+5414*a*c^2*g^3*p*r*x-1254 *a*c^2*g^3*p*x^2+157*a*c^2*g^3*q^2*x+2286*a*c^2*g^3*q*r*x+1915*a*c^2*g^3*q*x^2+ 1685*a*c^2*g^3*r^2*x-14741*a*c^2*g^3*r*x^2-15407*a*c^2*g^3*x^3+4797*a*c^2*g^2*p ^3*x+7881*a*c^2*g^2*p^2*q*x+12635*a*c^2*g^2*p^2*r*x-15304*a*c^2*g^2*p^2*x^2+ 2189*a*c^2*g^2*p*q^2*x+14636*a*c^2*g^2*p*q*r*x-6741*a*c^2*g^2*p*q*x^2+7831*a*c^ 2*g^2*p*r^2*x-75367*a*c^2*g^2*p*r*x^2-46523*a*c^2*g^2*p*x^3+82*a*c^2*g^2*q^3*x+ 2455*a*c^2*g^2*q^2*r*x+2079*a*c^2*g^2*q^2*x^2+4240*a*c^2*g^2*q*r^2*x-47057*a*c^ 2*g^2*q*r*x^2-48128*a*c^2*g^2*q*x^3+882*a*c^2*g^2*r^3*x-34043*a*c^2*g^2*r^2*x^2 +32054*a*c^2*g^2*r*x^3+24606*a*c^2*g^2*x^4+3085*a*c^2*g*p^4*x+9572*a*c^2*g*p^3* q*x+10032*a*c^2*g*p^3*r*x-21511*a*c^2*g*p^3*x^2+5775*a*c^2*g*p^2*q^2*x+24004*a* c^2*g*p^2*q*r*x-32315*a*c^2*g*p^2*q*x^2+9139*a*c^2*g*p^2*r^2*x-105422*a*c^2*g*p ^2*r*x^2-35197*a*c^2*g*p^2*x^3+768*a*c^2*g*p*q^3*x+10382*a*c^2*g*p*q^2*r*x-6674 *a*c^2*g*p*q^2*x^2+14140*a*c^2*g*p*q*r^2*x-153672*a*c^2*g*p*q*r*x^2-97322*a*c^2 *g*p*q*x^3+2418*a*c^2*g*p*r^3*x-87029*a*c^2*g*p*r^2*x^2+109488*a*c^2*g*p*r*x^3+ 53175*a*c^2*g*p*x^4+12*a*c^2*g*q^4*x+858*a*c^2*g*q^3*r*x+1101*a*c^2*g*q^3*x^2+ 2700*a*c^2*g*q^2*r^2*x-42291*a*c^2*g*q^2*r*x^2-45171*a*c^2*g*q^2*x^3+1546*a*c^2 *g*q*r^3*x-63186*a*c^2*g*q*r^2*x^2+84266*a*c^2*g*q*r*x^3+56659*a*c^2*g*q*x^4+60 *a*c^2*g*r^4*x-12897*a*c^2*g*r^3*x^2+83516*a*c^2*g*r^2*x^3+2436*a*c^2*g*r*x^4+ 635*a*c^2*p^5*x+3424*a*c^2*p^4*q*x+2481*a*c^2*p^4*r*x-7679*a*c^2*p^4*x^2+3583*a *c^2*p^3*q^2*x+10810*a*c^2*p^3*q*r*x-21197*a*c^2*p^3*q*x^2+3033*a*c^2*p^3*r^2*x -40626*a*c^2*p^3*r*x^2-4989*a*c^2*p^3*x^3+1046*a*c^2*p^2*q^3*x+8601*a*c^2*p^2*q ^2*r*x-14023*a*c^2*p^2*q^2*x^2+9598*a*c^2*p^2*q*r^2*x-105678*a*c^2*p^2*q*r*x^2-\ 38060*a*c^2*p^2*q*x^3+1331*a*c^2*p^2*r^3*x-46880*a*c^2*p^2*r^2*x^2+76054*a*c^2* p^2*r*x^3+25347*a*c^2*p^2*x^4+60*a*c^2*p*q^4*x+1810*a*c^2*p*q^3*r*x-1449*a*c^2* p*q^3*x^2+4472*a*c^2*p*q^2*r^2*x-66727*a*c^2*p*q^2*r*x^2-44581*a*c^2*p*q^2*x^3+ 2508*a*c^2*p*q*r^3*x-81947*a*c^2*p*q*r^2*x^2+126599*a*c^2*p*q*r*x^3+59772*a*c^2 *p*q*x^4+144*a*c^2*p*r^4*x-14787*a*c^2*p*r^3*x^2+93275*a*c^2*p*r^2*x^3-7086*a*c ^2*p*r*x^4+66*a*c^2*q^4*r*x+216*a*c^2*q^4*x^2+374*a*c^2*q^3*r^2*x-10675*a*c^2*q ^3*r*x^2-12818*a*c^2*q^3*x^3+315*a*c^2*q^2*r^3*x-24357*a*c^2*q^2*r^2*x^2+48127* a*c^2*q^2*r*x^3+29025*a*c^2*q^2*x^4+84*a*c^2*q*r^4*x-10662*a*c^2*q*r^3*x^2+ 84473*a*c^2*q*r^2*x^3-5686*a*c^2*q*r*x^4-456*a*c^2*r^4*x^2+17600*a*c^2*r^3*x^3-\ 21888*a*c^2*r^2*x^4+a*c*g^6*x+44*a*c*g^5*p*x+6*a*c*g^5*q*x+60*a*c*g^5*r*x+118*a *c*g^5*x^2+372*a*c*g^4*p^2*x+238*a*c*g^4*p*q*x+768*a*c*g^4*p*r*x+194*a*c*g^4*p* x^2+12*a*c*g^4*q^2*x+288*a*c*g^4*q*r*x+457*a*c*g^4*q*x^2+230*a*c*g^4*r^2*x-2007 *a*c*g^4*r*x^2-2623*a*c*g^4*x^3+974*a*c*g^3*p^3*x+1571*a*c*g^3*p^2*q*x+2648*a*c *g^3*p^2*r*x-2468*a*c*g^3*p^2*x^2+376*a*c*g^3*p*q^2*x+2964*a*c*g^3*p*q*r*x-140* a*c*g^3*p*q*x^2+1642*a*c*g^3*p*r^2*x-14870*a*c*g^3*p*r*x^2-11069*a*c*g^3*p*x^3+ 9*a*c*g^3*q^3*x+440*a*c*g^3*q^2*r*x+624*a*c*g^3*q^2*x^2+815*a*c*g^3*q*r^2*x-\ 9235*a*c*g^3*q*r*x^2-11246*a*c*g^3*q*x^3+160*a*c*g^3*r^3*x-6909*a*c*g^3*r^2*x^2 +5754*a*c*g^3*r*x^3+5441*a*c*g^3*x^4+963*a*c*g^2*p^4*x+3202*a*c*g^2*p^3*q*x+ 3187*a*c*g^2*p^3*r*x-6643*a*c*g^2*p^3*x^2+1846*a*c*g^2*p^2*q^2*x+8121*a*c*g^2*p ^2*q*r*x-8877*a*c*g^2*p^2*q*x^2+2887*a*c*g^2*p^2*r^2*x-33887*a*c*g^2*p^2*r*x^2-\ 13087*a*c*g^2*p^2*x^3+208*a*c*g^2*p*q^3*x+3361*a*c*g^2*p*q^2*r*x-932*a*c*g^2*p* q^2*x^2+4768*a*c*g^2*p*q*r^2*x-49170*a*c*g^2*p*q*r*x^2-36587*a*c*g^2*p*q*x^3+ 720*a*c*g^2*p*r^3*x-28414*a*c*g^2*p*r^2*x^2+32716*a*c*g^2*p*r*x^3+18069*a*c*g^2 *p*x^4+2*a*c*g^2*q^4*x+243*a*c*g^2*q^3*r*x+433*a*c*g^2*q^3*x^2+829*a*c*g^2*q^2* r^2*x-13401*a*c*g^2*q^2*r*x^2-16108*a*c*g^2*q^2*x^3+470*a*c*g^2*q*r^3*x-20629*a *c*g^2*q*r^2*x^2+24735*a*c*g^2*q*r*x^3+19426*a*c*g^2*q*x^4+6*a*c*g^2*r^4*x-3963 *a*c*g^2*r^3*x^2+27201*a*c*g^2*r^2*x^3+2034*a*c*g^2*r*x^4+366*a*c*g*p^5*x+2425* a*c*g*p^4*q*x+1433*a*c*g*p^4*r*x-5144*a*c*g*p^4*x^2+2552*a*c*g*p^3*q^2*x+7701*a *c*g*p^3*q*r*x-13987*a*c*g*p^3*q*x^2+1711*a*c*g*p^3*r^2*x-26987*a*c*g*p^3*r*x^2 -3571*a*c*g*p^3*x^3+697*a*c*g*p^2*q^3*x+6189*a*c*g*p^2*q^2*r*x-8501*a*c*g*p^2*q ^2*x^2+6863*a*c*g*p^2*q*r^2*x-72881*a*c*g*p^2*q*r*x^2-30515*a*c*g*p^2*q*x^3+698 *a*c*g*p^2*r^3*x-31142*a*c*g*p^2*r^2*x^2+50211*a*c*g*p^2*r*x^3+17696*a*c*g*p^2* x^4+32*a*c*g*p*q^4*x+1235*a*c*g*p*q^3*r*x-468*a*c*g*p*q^3*x^2+3235*a*c*g*p*q^2* r^2*x-45649*a*c*g*p*q^2*r*x^2-34785*a*c*g*p*q^2*x^3+1780*a*c*g*p*q*r^3*x-57723* a*c*g*p*q*r^2*x^2+80611*a*c*g*p*q*r*x^3+42767*a*c*g*p*q*x^4+54*a*c*g*p*r^4*x-\ 9573*a*c*g*p*r^3*x^2+63531*a*c*g*p*r^2*x^3-2664*a*c*g*p*r*x^4+38*a*c*g*q^4*r*x+ 150*a*c*g*q^4*x^2+248*a*c*g*q^3*r^2*x-7125*a*c*g*q^3*r*x^2-9277*a*c*g*q^3*x^3+ 214*a*c*g*q^2*r^3*x-16879*a*c*g*q^2*r^2*x^2+31055*a*c*g*q^2*r*x^3+20769*a*c*g*q ^2*x^4+54*a*c*g*q*r^4*x-7350*a*c*g*q*r^3*x^2+58258*a*c*g*q*r^2*x^3-1066*a*c*g*q *r*x^4-186*a*c*g*r^4*x^2+11864*a*c*g*r^3*x^3-14880*a*c*g*r^2*x^4+48*a*c*p^6*x+ 606*a*c*p^5*q*x+222*a*c*p^5*r*x-1191*a*c*p^5*x^2+998*a*c*p^4*q^2*x+2346*a*c*p^4 *q*r*x-5352*a*c*p^4*q*x^2+345*a*c*p^4*r^2*x-6753*a*c*p^4*r*x^2+518*a*c*p^4*x^3+ 502*a*c*p^3*q^3*x+3030*a*c*p^3*q^2*r*x-6286*a*c*p^3*q^2*x^2+2862*a*c*p^3*q*r^2* x-30022*a*c*p^3*q*r*x^2-5846*a*c*p^3*q*x^3+216*a*c*p^3*r^3*x-9858*a*c*p^3*r^2*x ^2+20173*a*c*p^3*r*x^3+4936*a*c*p^3*x^4+62*a*c*p^2*q^4*x+1142*a*c*p^2*q^3*r*x-\ 2158*a*c*p^2*q^3*x^2+2391*a*c*p^2*q^2*r^2*x-32866*a*c*p^2*q^2*r*x^2-14274*a*c*p ^2*q^2*x^3+1266*a*c*p^2*q*r^3*x-33910*a*c*p^2*q*r^2*x^2+56121*a*c*p^2*q*r*x^3+ 20764*a*c*p^2*q*x^4+45*a*c*p^2*r^4*x-4788*a*c*p^2*r^3*x^2+31891*a*c*p^2*r^2*x^3 -5322*a*c*p^2*r*x^4+104*a*c*p*q^4*r*x-15*a*c*p*q^4*x^2+454*a*c*p*q^3*r^2*x-\ 11822*a*c*p*q^3*r*x^2-9726*a*c*p*q^3*x^3+432*a*c*p*q^2*r^3*x-23476*a*c*p*q^2*r^ 2*x^2+45183*a*c*p*q^2*r*x^3+22272*a*c*p*q^2*x^4+144*a*c*p*q*r^4*x-9900*a*c*p*q* r^3*x^2+67178*a*c*p*q*r^2*x^3-7146*a*c*p*q*r*x^4-522*a*c*p*r^4*x^2+11496*a*c*p* r^3*x^3-16020*a*c*p*r^2*x^4+18*a*c*q^5*x^2+12*a*c*q^4*r^2*x-1173*a*c*q^4*r*x^2-\ 1816*a*c*q^4*x^3-12*a*c*q^3*r^3*x-3616*a*c*q^3*r^2*x^2+10995*a*c*q^3*r*x^3+6444 *a*c*q^3*x^4-15*a*c*q^2*r^4*x-2130*a*c*q^2*r^3*x^2+27005*a*c*q^2*r^2*x^3-4396*a *c*q^2*r*x^4-204*a*c*q*r^4*x^2+10976*a*c*q*r^3*x^3-16884*a*c*q*r^2*x^4+200*a*c* r^4*x^3-4000*a*c*r^3*x^4+a*g^6*p*x+2*a*g^6*r*x+7*a*g^6*x^2+18*a*g^5*p^2*x+8*a*g ^5*p*q*x+40*a*g^5*p*r*x+40*a*g^5*p*x^2+12*a*g^5*q*r*x+37*a*g^5*q*x^2+11*a*g^5*r ^2*x-103*a*g^5*r*x^2-172*a*g^5*x^3+70*a*g^4*p^3*x+105*a*g^4*p^2*q*x+200*a*g^4*p ^2*r*x-111*a*g^4*p^2*x^2+18*a*g^4*p*q^2*x+204*a*g^4*p*q*r*x+130*a*g^4*p*q*x^2+ 125*a*g^4*p*r^2*x-1018*a*g^4*p*r*x^2-957*a*g^4*p*x^3+24*a*g^4*q^2*r*x+60*a*g^4* q^2*x^2+50*a*g^4*q*r^2*x-636*a*g^4*q*r*x^2-964*a*g^4*q*x^3+10*a*g^4*r^3*x-486*a *g^4*r^2*x^2+379*a*g^4*r*x^3+447*a*g^4*x^4+94*a*g^3*p^4*x+338*a*g^3*p^3*q*x+322 *a*g^3*p^3*r*x-647*a*g^3*p^3*x^2+178*a*g^3*p^2*q^2*x+872*a*g^3*p^2*q*r*x-640*a* g^3*p^2*q*x^2+293*a*g^3*p^2*r^2*x-3459*a*g^3*p^2*r*x^2-1563*a*g^3*p^2*x^3+14*a* g^3*p*q^3*x+330*a*g^3*p*q^2*r*x+94*a*g^3*p*q^2*x^2+508*a*g^3*p*q*r^2*x-4882*a*g ^3*p*q*r*x^2-4491*a*g^3*p*q*x^3+70*a*g^3*p*r^3*x-2935*a*g^3*p*r^2*x^2+3069*a*g^ 3*p*r*x^3+1999*a*g^3*p*x^4+18*a*g^3*q^3*r*x+46*a*g^3*q^3*x^2+70*a*g^3*q^2*r^2*x -1340*a*g^3*q^2*r*x^2-1856*a*g^3*q^2*x^3+40*a*g^3*q*r^3*x-2102*a*g^3*q*r^2*x^2+ 2250*a*g^3*q*r*x^3+2167*a*g^3*q*x^4-366*a*g^3*r^3*x^2+2811*a*g^3*r^2*x^3+327*a* g^3*r*x^4+45*a*g^2*p^5*x+413*a*g^2*p^4*q*x+178*a*g^2*p^4*r*x-836*a*g^2*p^4*x^2+ 433*a*g^2*p^3*q^2*x+1323*a*g^2*p^3*q*r*x-2149*a*g^2*p^3*q*x^2+203*a*g^2*p^3*r^2 *x-4296*a*g^2*p^3*r*x^2-581*a*g^2*p^3*x^3+106*a*g^2*p^2*q^3*x+1064*a*g^2*p^2*q^ 2*r*x-1105*a*g^2*p^2*q^2*x^2+1183*a*g^2*p^2*q*r^2*x-11988*a*g^2*p^2*q*r*x^2-\ 6000*a*g^2*p^2*q*x^3+70*a*g^2*p^2*r^3*x-4918*a*g^2*p^2*r^2*x^2+8021*a*g^2*p^2*r *x^3+3003*a*g^2*p^2*x^4+3*a*g^2*p*q^4*x+193*a*g^2*p*q^3*r*x+37*a*g^2*p*q^3*x^2+ 553*a*g^2*p*q^2*r^2*x-7391*a*g^2*p*q^2*r*x^2-6634*a*g^2*p*q^2*x^3+300*a*g^2*p*q *r^3*x-9750*a*g^2*p*q*r^2*x^2+11880*a*g^2*p*q*r*x^3+7424*a*g^2*p*q*x^4-1449*a*g ^2*p*r^3*x^2+10356*a*g^2*p*r^2*x^3-90*a*g^2*p*r*x^4+4*a*g^2*q^4*r*x+19*a*g^2*q^ 4*x^2+33*a*g^2*q^3*r^2*x-1134*a*g^2*q^3*r*x^2-1606*a*g^2*q^3*x^3+28*a*g^2*q^2*r ^3*x-2750*a*g^2*q^2*r^2*x^2+4791*a*g^2*q^2*r*x^3+3620*a*g^2*q^2*x^4+6*a*g^2*q*r ^4*x-1176*a*g^2*q*r^3*x^2+9624*a*g^2*q*r^2*x^3+359*a*g^2*q*r*x^4-6*a*g^2*r^4*x^ 2+1852*a*g^2*r^3*x^3-2460*a*g^2*r^2*x^4+4*a*g*p^6*x+212*a*g*p^5*q*x+18*a*g*p^5* r*x-393*a*g*p^5*x^2+368*a*g*p^4*q^2*x+825*a*g*p^4*q*r*x-1833*a*g*p^4*q*x^2+24*a *g*p^4*r^2*x-2058*a*g*p^4*r*x^2+323*a*g*p^4*x^3+178*a*g*p^3*q^3*x+1125*a*g*p^3* q^2*r*x-2079*a*g*p^3*q^2*x^2+1017*a*g*p^3*q*r^2*x-10424*a*g*p^3*q*r*x^2-2416*a* g*p^3*q*x^3+10*a*g*p^3*r^3*x-2880*a*g*p^3*r^2*x^2+6901*a*g*p^3*r*x^3+1660*a*g*p ^3*x^4+18*a*g*p^2*q^4*x+413*a*g*p^2*q^3*r*x-613*a*g*p^2*q^3*x^2+896*a*g*p^2*q^2 *r^2*x-11593*a*g*p^2*q^2*r*x^2-5946*a*g*p^2*q^2*x^3+458*a*g*p^2*q*r^3*x-11977*a *g*p^2*q*r^2*x^2+18474*a*g*p^2*q*r*x^3+7510*a*g*p^2*q*x^4-1311*a*g*p^2*r^3*x^2+ 10683*a*g*p^2*r^2*x^3-1692*a*g*p^2*r*x^4+33*a*g*p*q^4*r*x+29*a*g*p*q^4*x^2+167* a*g*p*q^3*r^2*x-4064*a*g*p*q^3*r*x^2-3832*a*g*p*q^3*x^3+162*a*g*p*q^2*r^3*x-\ 8521*a*g*p*q^2*r^2*x^2+14593*a*g*p*q^2*r*x^3+8174*a*g*p*q^2*x^4+54*a*g*p*q*r^4* x-3531*a*g*p*q*r^3*x^2+23532*a*g*p*q*r^2*x^3-1275*a*g*p*q*r*x^4-108*a*g*p*r^4*x ^2+3776*a*g*p*r^3*x^3-5490*a*g*p*r^2*x^4+3*a*g*q^5*x^2+4*a*g*q^4*r^2*x-384*a*g* q^4*r*x^2-625*a*g*q^4*x^3-4*a*g*q^3*r^3*x-1241*a*g*q^3*r^2*x^2+3676*a*g*q^3*r*x ^3+2324*a*g*q^3*x^4-6*a*g*q^2*r^4*x-762*a*g*q^2*r^3*x^2+9440*a*g*q^2*r^2*x^3-\ 1085*a*g*q^2*r*x^4-66*a*g*q*r^4*x^2+3892*a*g*q*r^3*x^3-5778*a*g*q*r^2*x^4+40*a* g*r^4*x^3-1360*a*g*r^3*x^4+40*a*p^6*q*x-60*a*p^6*x^2+99*a*p^5*q^2*x+186*a*p^5*q *r*x-465*a*p^5*q*x^2-348*a*p^5*r*x^2+138*a*p^5*x^3+78*a*p^4*q^3*x+369*a*p^4*q^2 *r*x-861*a*p^4*q^2*x^2+297*a*p^4*q*r^2*x-2916*a*p^4*q*r*x^2-145*a*p^4*q*x^3-603 *a*p^4*r^2*x^2+1731*a*p^4*r*x^3+279*a*p^4*x^4+19*a*p^3*q^4*x+222*a*p^3*q^3*r*x-\ 559*a*p^3*q^3*x^2+405*a*p^3*q^2*r^2*x-5003*a*p^3*q^2*r*x^2-1259*a*p^3*q^2*x^3+ 196*a*p^3*q*r^3*x-4354*a*p^3*q*r^2*x^2+7617*a*p^3*q*r*x^3+2194*a*p^3*q*x^4-405* a*p^3*r^3*x^2+3099*a*p^3*r^2*x^3-977*a*p^3*r*x^4+39*a*p^2*q^4*r*x-95*a*p^2*q^4* x^2+135*a*p^2*q^3*r^2*x-3081*a*p^2*q^3*r*x^2-1620*a*p^2*q^3*x^3+135*a*p^2*q^2*r ^3*x-5277*a*p^2*q^2*r^2*x^2+10185*a*p^2*q^2*r*x^3+4025*a*p^2*q^2*x^4+45*a*p^2*q *r^4*x-2124*a*p^2*q*r^3*x^2+12373*a*p^2*q*r^2*x^3-2037*a*p^2*q*r*x^4-90*a*p^2*r ^4*x^2+1574*a*p^2*r^3*x^3-2682*a*p^2*r^2*x^4+8*a*p*q^5*x^2+6*a*p*q^4*r^2*x-688* a*p*q^4*r*x^2-733*a*p*q^4*x^3-1899*a*p*q^3*r^2*x^2+5184*a*p*q^3*r*x^3+2584*a*p* q^3*x^4-1197*a*p*q^2*r^3*x^2+11364*a*p*q^2*r^2*x^3-1929*a*p*q^2*r*x^4-234*a*p*q *r^4*x^2+4224*a*p*q*r^3*x^3-6228*a*p*q*r^2*x^4+130*a*p*r^4*x^3-1140*a*p*r^3*x^4 -42*a*q^5*r*x^2-89*a*q^5*x^3-3*a*q^4*r^3*x-141*a*q^4*r^2*x^2+885*a*q^4*r*x^3+ 474*a*q^4*x^4-3*a*q^3*r^4*x-33*a*q^3*r^3*x^2+2590*a*q^3*r^2*x^3-869*a*q^3*r*x^4 +48*a*q^2*r^4*x^2+1418*a*q^2*r^3*x^3-3114*a*q^2*r^2*x^4+30*a*q*r^4*x^3-1380*a*q *r^3*x^4-32*b^6*x^3+48*b^5*c^2*x^2+48*b^5*c*g*x^2+24*b^5*c*p*x^2-112*b^5*c*r*x^ 2-704*b^5*c*x^3+8*b^5*g^2*x^2+28*b^5*g*p*x^2-28*b^5*g*r*x^2-272*b^5*g*x^3-104*b ^5*p*r*x^2-368*b^5*p*x^3-160*b^5*q*x^3-8*b^5*r^2*x^2+136*b^5*r*x^3+288*b^5*x^4+ 32*b^4*c^4*x+32*b^4*c^3*g*x+144*b^4*c^3*p*x+112*b^4*c^3*r*x+64*b^4*c^3*x^2+8*b^ 4*c^2*g^2*x+112*b^4*c^2*g*p*x+88*b^4*c^2*g*r*x+280*b^4*c^2*g*x^2+200*b^4*c^2*p^ 2*x+240*b^4*c^2*p*r*x-504*b^4*c^2*p*x^2+184*b^4*c^2*q*x^2+16*b^4*c^2*r^2*x-2200 *b^4*c^2*r*x^2-5312*b^4*c^2*x^3+20*b^4*c*g^2*p*x+16*b^4*c*g^2*r*x+160*b^4*c*g^2 *x^2+112*b^4*c*g*p^2*x+144*b^4*c*g*p*r*x+48*b^4*c*g*p*x^2+148*b^4*c*g*q*x^2+16* b^4*c*g*r^2*x-1172*b^4*c*g*r*x^2-3972*b^4*c*g*x^3+108*b^4*c*p^3*x+164*b^4*c*p^2 *r*x-548*b^4*c*p^2*x^2+116*b^4*c*p*q*x^2+16*b^4*c*p*r^2*x-2916*b^4*c*p*r*x^2-\ 5112*b^4*c*p*x^3-548*b^4*c*q*r*x^2-2992*b^4*c*q*x^3-12*b^4*c*r^3*x-776*b^4*c*r^ 2*x^2+1760*b^4*c*r*x^3+3488*b^4*c*x^4+20*b^4*g^3*x^2+12*b^4*g^2*p^2*x+16*b^4*g^ 2*p*r*x+80*b^4*g^2*p*x^2+16*b^4*g^2*q*x^2-156*b^4*g^2*r*x^2-736*b^4*g^2*x^3+32* b^4*g*p^3*x+56*b^4*g*p^2*r*x-58*b^4*g*p^2*x^2+92*b^4*g*p*q*x^2+16*b^4*g*p*r^2*x -804*b^4*g*p*r*x^2-1962*b^4*g*p*x^3-132*b^4*g*q*r*x^2-1024*b^4*g*q*x^3-210*b^4* g*r^2*x^2+456*b^4*g*r*x^3+1218*b^4*g*x^4+20*b^4*p^4*x+36*b^4*p^3*r*x-140*b^4*p^ 3*x^2-876*b^4*p^2*r*x^2-1164*b^4*p^2*x^3-484*b^4*p*q*r*x^2-1472*b^4*p*q*x^3-12* b^4*p*r^3*x-528*b^4*p*r^2*x^2+960*b^4*p*r*x^3+1480*b^4*p*x^4-304*b^4*q^2*x^3-4* b^4*q*r^2*x^2+852*b^4*q*r*x^3+1060*b^4*q*x^4+48*b^4*r^3*x^2+1008*b^4*r^2*x^3+ 212*b^4*r*x^4+192*b^3*c^5*x+272*b^3*c^4*g*x+928*b^3*c^4*p*x+80*b^3*c^4*q*x+800* b^3*c^4*r*x-496*b^3*c^4*x^2+128*b^3*c^3*g^2*x+1088*b^3*c^3*g*p*x+80*b^3*c^3*g*q *x+936*b^3*c^3*g*r*x+120*b^3*c^3*g*x^2+1472*b^3*c^3*p^2*x+368*b^3*c^3*p*q*x+ 2072*b^3*c^3*p*r*x-4056*b^3*c^3*p*x^2+312*b^3*c^3*q*r*x+440*b^3*c^3*q*x^2+328*b ^3*c^3*r^2*x-12096*b^3*c^3*r*x^2-17568*b^3*c^3*x^3+20*b^3*c^2*g^3*x+408*b^3*c^2 *g^2*p*x+20*b^3*c^2*g^2*q*x+348*b^3*c^2*g^2*r*x+512*b^3*c^2*g^2*x^2+1372*b^3*c^ 2*g*p^2*x+288*b^3*c^2*g*p*q*x+1972*b^3*c^2*g*p*r*x-2300*b^3*c^2*g*p*x^2+252*b^3 *c^2*g*q*r*x+844*b^3*c^2*g*q*x^2+332*b^3*c^2*g*r^2*x-10632*b^3*c^2*g*r*x^2-\ 19588*b^3*c^2*g*x^3+1016*b^3*c^2*p^3*x+524*b^3*c^2*p^2*q*x+1924*b^3*c^2*p^2*r*x -5068*b^3*c^2*p^2*x^2+688*b^3*c^2*p*q*r*x-1048*b^3*c^2*p*q*x^2+616*b^3*c^2*p*r^ 2*x-21108*b^3*c^2*p*r*x^2-22768*b^3*c^2*p*x^3+272*b^3*c^2*q^2*x^2+56*b^3*c^2*q* r^2*x-7124*b^3*c^2*q*r*x^2-16652*b^3*c^2*q*x^3-36*b^3*c^2*r^3*x-6540*b^3*c^2*r^ 2*x^2+13244*b^3*c^2*r*x^3+16048*b^3*c^2*x^4+48*b^3*c*g^3*p*x+40*b^3*c*g^3*r*x+ 200*b^3*c*g^3*x^2+380*b^3*c*g^2*p^2*x+52*b^3*c*g^2*p*q*x+552*b^3*c*g^2*p*r*x+12 *b^3*c*g^2*p*x^2+48*b^3*c*g^2*q*r*x+368*b^3*c*g^2*q*x^2+80*b^3*c*g^2*r^2*x-2920 *b^3*c*g^2*r*x^2-7208*b^3*c*g^2*x^3+664*b^3*c*g*p^3*x+296*b^3*c*g*p^2*q*x+1304* b^3*c*g*p^2*r*x-2438*b^3*c*g*p^2*x^2+420*b^3*c*g*p*q*r*x+166*b^3*c*g*p*q*x^2+ 476*b^3*c*g*p*r^2*x-12892*b^3*c*g*p*r*x^2-17690*b^3*c*g*p*x^3+176*b^3*c*g*q^2*x ^2+48*b^3*c*g*q*r^2*x-3986*b^3*c*g*q*r*x^2-11756*b^3*c*g*q*x^3-4*b^3*c*g*r^3*x-\ 4172*b^3*c*g*r^2*x^2+6766*b^3*c*g*r*x^3+11028*b^3*c*g*x^4+316*b^3*c*p^4*x+292*b ^3*c*p^3*q*x+760*b^3*c*p^3*r*x-2250*b^3*c*p^3*x^2+484*b^3*c*p^2*q*r*x-1548*b^3* c*p^2*q*x^2+360*b^3*c*p^2*r^2*x-11418*b^3*c*p^2*r*x^2-9072*b^3*c*p^2*x^3+198*b^ 3*c*p*q^2*x^2+56*b^3*c*p*q*r^2*x-9380*b^3*c*p*q*r*x^2-15014*b^3*c*p*q*x^3-48*b^ 3*c*p*r^3*x-7212*b^3*c*p*r^2*x^2+14424*b^3*c*p*r*x^3+13240*b^3*c*p*x^4-956*b^3* c*q^2*r*x^2-4572*b^3*c*q^2*x^3-36*b^3*c*q*r^3*x-2098*b^3*c*q*r^2*x^2+9014*b^3*c *q*r*x^3+10602*b^3*c*q*x^4-12*b^3*c*r^4*x-144*b^3*c*r^3*x^2+11302*b^3*c*r^2*x^3 +1784*b^3*c*r*x^4+18*b^3*g^4*x^2+28*b^3*g^3*p^2*x+40*b^3*g^3*p*r*x+99*b^3*g^3*p *x^2+32*b^3*g^3*q*x^2-263*b^3*g^3*r*x^2-868*b^3*g^3*x^3+100*b^3*g^2*p^3*x+32*b^ 3*g^2*p^2*q*x+204*b^3*g^2*p^2*r*x-171*b^3*g^2*p^2*x^2+48*b^3*g^2*p*q*r*x+188*b^ 3*g^2*p*q*x^2+80*b^3*g^2*p*r^2*x-1798*b^3*g^2*p*r*x^2-3379*b^3*g^2*p*x^3+6*b^3* g^2*q^2*x^2-540*b^3*g^2*q*r*x^2-2014*b^3*g^2*q*x^3-579*b^3*g^2*r^2*x^2+838*b^3* g^2*r*x^3+1893*b^3*g^2*x^4+108*b^3*g*p^4*x+88*b^3*g*p^3*q*x+268*b^3*g*p^3*r*x-\ 620*b^3*g*p^3*x^2+168*b^3*g*p^2*q*r*x-223*b^3*g*p^2*q*x^2+144*b^3*g*p^2*r^2*x-\ 3670*b^3*g*p^2*r*x^2-3712*b^3*g*p^2*x^3+119*b^3*g*p*q^2*x^2+48*b^3*g*p*q*r^2*x-\ 2756*b^3*g*p*q*r*x^2-5627*b^3*g*p*q*x^3-4*b^3*g*p*r^3*x-2530*b^3*g*p*r^2*x^2+ 3672*b^3*g*p*r*x^3+4608*b^3*g*p*x^4-227*b^3*g*q^2*r*x^2-1434*b^3*g*q^2*x^3-561* b^3*g*q*r^2*x^2+2762*b^3*g*q*r*x^3+3645*b^3*g*q*x^4-66*b^3*g*r^3*x^2+3648*b^3*g *r^2*x^3+878*b^3*g*r*x^4+36*b^3*p^5*x+56*b^3*p^4*q*x+108*b^3*p^4*r*x-334*b^3*p^ 4*x^2+108*b^3*p^3*q*r*x-442*b^3*p^3*q*x^2+72*b^3*p^3*r^2*x-1922*b^3*p^3*r*x^2-\ 1072*b^3*p^3*x^3-2780*b^3*p^2*q*r*x^2-3204*b^3*p^2*q*x^3-12*b^3*p^2*r^3*x-1758* b^3*p^2*r^2*x^2+3798*b^3*p^2*r*x^3+2644*b^3*p^2*x^4-814*b^3*p*q^2*r*x^2-2200*b^ 3*p*q^2*x^3-36*b^3*p*q*r^3*x-1468*b^3*p*q*r^2*x^2+4538*b^3*p*q*r*x^3+4512*b^3*p *q*x^4-12*b^3*p*r^4*x-132*b^3*p*r^3*x^2+5230*b^3*p*r^2*x^3+584*b^3*p*r*x^4-288* b^3*q^3*x^3+26*b^3*q^2*r^2*x^2+1618*b^3*q^2*r*x^3+1448*b^3*q^2*x^4+156*b^3*q*r^ 3*x^2+2850*b^3*q*r^2*x^3-412*b^3*q*r*x^4+48*b^3*r^4*x^2+476*b^3*r^3*x^3-1584*b^ 3*r^2*x^4+448*b^2*c^6*x+816*b^2*c^5*g*x+2336*b^2*c^5*p*x+368*b^2*c^5*q*x+2192*b ^2*c^5*r*x-1472*b^2*c^5*x^2+552*b^2*c^4*g^2*x+3632*b^2*c^4*g*p*x+528*b^2*c^4*g* q*x+3392*b^2*c^4*g*r*x-1296*b^2*c^4*g*x^2+4168*b^2*c^4*p^2*x+1840*b^2*c^4*p*q*x +6568*b^2*c^4*p*r*x-10552*b^2*c^4*p*x^2+72*b^2*c^4*q^2*x+1704*b^2*c^4*q*r*x-104 *b^2*c^4*q*x^2+1456*b^2*c^4*r^2*x-29448*b^2*c^4*r*x^2-30112*b^2*c^4*x^3+164*b^2 *c^3*g^3*x+2044*b^2*c^3*g^2*p*x+252*b^2*c^3*g^2*q*x+1892*b^2*c^3*g^2*r*x+160*b^ 2*c^3*g^2*x^2+5404*b^2*c^3*g*p^2*x+2200*b^2*c^3*g*p*q*x+8596*b^2*c^3*g*p*r*x-\ 10832*b^2*c^3*g*p*x^2+72*b^2*c^3*g*q^2*x+2052*b^2*c^3*g*q*r*x+996*b^2*c^3*g*q*x ^2+1916*b^2*c^3*g*r^2*x-36480*b^2*c^3*g*r*x^2-44084*b^2*c^3*g*x^3+3452*b^2*c^3* p^3*x+3004*b^2*c^3*p^2*q*x+7444*b^2*c^3*p^2*r*x-15988*b^2*c^3*p^2*x^2+340*b^2*c ^3*p*q^2*x+4512*b^2*c^3*p*q*r*x-7176*b^2*c^3*p*q*x^2+3332*b^2*c^3*p*r^2*x-63284 *b^2*c^3*p*r*x^2-47588*b^2*c^3*p*x^3+316*b^2*c^3*q^2*r*x+716*b^2*c^3*q^2*x^2+ 768*b^2*c^3*q*r^2*x-28016*b^2*c^3*q*r*x^2-40212*b^2*c^3*q*x^3+144*b^2*c^3*r^3*x -21684*b^2*c^3*r^2*x^2+40184*b^2*c^3*r*x^3+34392*b^2*c^3*x^4+18*b^2*c^2*g^4*x+ 488*b^2*c^2*g^3*p*x+40*b^2*c^2*g^3*q*x+444*b^2*c^2*g^3*r*x+424*b^2*c^2*g^3*x^2+ 2432*b^2*c^2*g^2*p^2*x+844*b^2*c^2*g^2*p*q*x+3896*b^2*c^2*g^2*p*r*x-2980*b^2*c^ 2*g^2*p*x^2+18*b^2*c^2*g^2*q^2*x+792*b^2*c^2*g^2*q*r*x+1082*b^2*c^2*g^2*q*x^2+ 822*b^2*c^2*g^2*r^2*x-15888*b^2*c^2*g^2*r*x^2-23876*b^2*c^2*g^2*x^3+3484*b^2*c^ 2*g*p^3*x+2864*b^2*c^2*g*p^2*q*x+7650*b^2*c^2*g*p^2*r*x-13734*b^2*c^2*g*p^2*x^2 +268*b^2*c^2*g*p*q^2*x+4396*b^2*c^2*g*p*q*r*x-4292*b^2*c^2*g*p*q*x^2+3548*b^2*c ^2*g*p*r^2*x-60856*b^2*c^2*g*p*r*x^2-54696*b^2*c^2*g*p*x^3+262*b^2*c^2*g*q^2*r* x+942*b^2*c^2*g*q^2*x^2+768*b^2*c^2*g*q*r^2*x-25708*b^2*c^2*g*q*r*x^2-43312*b^2 *c^2*g*q*x^3+180*b^2*c^2*g*r^3*x-21434*b^2*c^2*g*r^2*x^2+34396*b^2*c^2*g*r*x^3+ 35542*b^2*c^2*g*x^4+1438*b^2*c^2*p^4*x+2132*b^2*c^2*p^3*q*x+3956*b^2*c^2*p^3*r* x-9818*b^2*c^2*p^3*x^2+498*b^2*c^2*p^2*q^2*x+4260*b^2*c^2*p^2*q*r*x-10550*b^2*c ^2*p^2*q*x^2+2678*b^2*c^2*p^2*r^2*x-47592*b^2*c^2*p^2*r*x^2-25516*b^2*c^2*p^2*x ^3+716*b^2*c^2*p*q^2*r*x-692*b^2*c^2*p*q^2*x^2+1416*b^2*c^2*p*q*r^2*x-48896*b^2 *c^2*p*q*r*x^2-49674*b^2*c^2*p*q*x^3+288*b^2*c^2*p*r^3*x-32320*b^2*c^2*p*r^2*x^ 2+61272*b^2*c^2*p*r*x^3+40806*b^2*c^2*p*x^4+194*b^2*c^2*q^3*x^2+68*b^2*c^2*q^2* r^2*x-8292*b^2*c^2*q^2*r*x^2-18404*b^2*c^2*q^2*x^3-84*b^2*c^2*q*r^3*x-14198*b^2 *c^2*q*r^2*x^2+40242*b^2*c^2*q*r*x^3+35976*b^2*c^2*q*x^4-36*b^2*c^2*r^4*x-2400* b^2*c^2*r^3*x^2+42678*b^2*c^2*r^2*x^3+2412*b^2*c^2*r*x^4+41*b^2*c*g^4*p*x+36*b^ 2*c*g^4*r*x+116*b^2*c*g^4*x^2+432*b^2*c*g^3*p^2*x+102*b^2*c*g^3*p*q*x+692*b^2*c *g^3*p*r*x+29*b^2*c*g^3*p*x^2+96*b^2*c*g^3*q*r*x+319*b^2*c*g^3*q*x^2+114*b^2*c* g^3*r^2*x-2889*b^2*c*g^3*r*x^2-5661*b^2*c*g^3*x^3+1106*b^2*c*g^2*p^3*x+814*b^2* c*g^2*p^2*q*x+2480*b^2*c*g^2*p^2*r*x-3293*b^2*c*g^2*p^2*x^2+49*b^2*c*g^2*p*q^2* x+1268*b^2*c*g^2*p*q*r*x-116*b^2*c*g^2*p*q*x^2+1169*b^2*c*g^2*p*r^2*x-18237*b^2 *c*g^2*p*r*x^2-20626*b^2*c*g^2*p*x^3+52*b^2*c*g^2*q^2*r*x+300*b^2*c*g^2*q^2*x^2 +186*b^2*c*g^2*q*r^2*x-7377*b^2*c*g^2*q*r*x^2-15122*b^2*c*g^2*q*x^3+50*b^2*c*g^ 2*r^3*x-6519*b^2*c*g^2*r^2*x^2+9168*b^2*c*g^2*r*x^3+12063*b^2*c*g^2*x^4+998*b^2 *c*g*p^4*x+1430*b^2*c*g*p^3*q*x+2798*b^2*c*g*p^3*r*x-6064*b^2*c*g*p^3*x^2+284*b ^2*c*g*p^2*q^2*x+2954*b^2*c*g*p^2*q*r*x-5487*b^2*c*g*p^2*q*x^2+1972*b^2*c*g*p^2 *r^2*x-31663*b^2*c*g*p^2*r*x^2-20517*b^2*c*g*p^2*x^3+444*b^2*c*g*p*q^2*r*x+249* b^2*c*g*p*q^2*x^2+1092*b^2*c*g*p*q*r^2*x-31162*b^2*c*g*p*q*r*x^2-37983*b^2*c*g* p*q*x^3+258*b^2*c*g*p*r^3*x-22472*b^2*c*g*p*r^2*x^2+35983*b^2*c*g*p*r*x^3+28705 *b^2*c*g*p*x^4+101*b^2*c*g*q^3*x^2+52*b^2*c*g*q^2*r^2*x-4832*b^2*c*g*q^2*r*x^2-\ 12527*b^2*c*g*q^2*x^3-14*b^2*c*g*q*r^3*x-9151*b^2*c*g*q*r^2*x^2+23901*b^2*c*g*q *r*x^3+24868*b^2*c*g*q*x^4-12*b^2*c*g*r^4*x-1737*b^2*c*g*r^3*x^2+28312*b^2*c*g* r^2*x^3+3714*b^2*c*g*r*x^4+287*b^2*c*p^5*x+678*b^2*c*p^4*q*x+975*b^2*c*p^4*r*x-\ 2655*b^2*c*p^4*x^2+287*b^2*c*p^3*q^2*x+1692*b^2*c*p^3*q*r*x-5001*b^2*c*p^3*q*x^ 2+913*b^2*c*p^3*r^2*x-14782*b^2*c*p^3*r*x^2-5171*b^2*c*p^3*x^3+517*b^2*c*p^2*q^ 2*r*x-1577*b^2*c*p^2*q^2*x^2+810*b^2*c*p^2*q*r^2*x-26358*b^2*c*p^2*q*r*x^2-\ 18798*b^2*c*p^2*q*x^3+189*b^2*c*p^2*r^3*x-14638*b^2*c*p^2*r^2*x^2+29706*b^2*c*p ^2*r*x^3+15391*b^2*c*p^2*x^4+155*b^2*c*p*q^3*x^2+68*b^2*c*p*q^2*r^2*x-10805*b^2 *c*p*q^2*r*x^2-15963*b^2*c*p*q^2*x^3-108*b^2*c*p*q*r^3*x-15761*b^2*c*p*q*r^2*x^ 2+40789*b^2*c*p*q*r*x^3+29344*b^2*c*p*q*x^4-36*b^2*c*p*r^4*x-2511*b^2*c*p*r^3*x ^2+37167*b^2*c*p*r^2*x^3-12*b^2*c*p*r*x^4-769*b^2*c*q^3*r*x^2-3226*b^2*c*q^3*x^ 3-39*b^2*c*q^2*r^3*x-2055*b^2*c*q^2*r^2*x^2+13085*b^2*c*q^2*r*x^3+11207*b^2*c*q ^2*x^4-24*b^2*c*q*r^4*x-96*b^2*c*q*r^3*x^2+24845*b^2*c*q*r^2*x^3-2274*b^2*c*q*r *x^4+264*b^2*c*r^4*x^2+5040*b^2*c*r^3*x^3-10368*b^2*c*r^2*x^4+7*b^2*g^5*x^2+23* b^2*g^4*p^2*x+36*b^2*g^4*p*r*x+65*b^2*g^4*p*x^2+20*b^2*g^4*q*x^2-192*b^2*g^4*r* x^2-490*b^2*g^4*x^3+108*b^2*g^3*p^3*x+62*b^2*g^3*p^2*q*x+248*b^2*g^3*p^2*r*x-\ 163*b^2*g^3*p^2*x^2+96*b^2*g^3*p*q*r*x+155*b^2*g^3*p*q*x^2+114*b^2*g^3*p*r^2*x-\ 1665*b^2*g^3*p*r*x^2-2545*b^2*g^3*p*x^3+7*b^2*g^3*q^2*x^2-683*b^2*g^3*q*r*x^2-\ 1701*b^2*g^3*q*x^3-584*b^2*g^3*r^2*x^2+804*b^2*g^3*r*x^3+1356*b^2*g^3*x^4+166*b ^2*g^2*p^4*x+222*b^2*g^2*p^3*q*x+476*b^2*g^2*p^3*r*x-844*b^2*g^2*p^3*x^2+31*b^2 *g^2*p^2*q^2*x+476*b^2*g^2*p^2*q*r*x-494*b^2*g^2*p^2*q*x^2+347*b^2*g^2*p^2*r^2* x-4980*b^2*g^2*p^2*r*x^2-4050*b^2*g^2*p^2*x^3+52*b^2*g^2*p*q^2*r*x+168*b^2*g^2* p*q^2*x^2+186*b^2*g^2*p*q*r^2*x-4580*b^2*g^2*p*q*r*x^2-7087*b^2*g^2*p*q*x^3+50* b^2*g^2*p*r^3*x-3701*b^2*g^2*p*r^2*x^2+4754*b^2*g^2*p*r*x^3+4935*b^2*g^2*p*x^4-\ 6*b^2*g^2*q^3*x^2-663*b^2*g^2*q^2*r*x^2-2006*b^2*g^2*q^2*x^3-1274*b^2*g^2*q*r^2 *x^2+3497*b^2*g^2*q*r*x^3+4224*b^2*g^2*q*x^4-258*b^2*g^2*r^3*x^2+4461*b^2*g^2*r ^2*x^3+927*b^2*g^2*r*x^4+102*b^2*g*p^5*x+238*b^2*g*p^4*q*x+352*b^2*g*p^4*r*x-\ 872*b^2*g*p^4*x^2+88*b^2*g*p^3*q^2*x+610*b^2*g*p^3*q*r*x-1472*b^2*g*p^3*q*x^2+ 340*b^2*g*p^3*r^2*x-5081*b^2*g*p^3*r*x^2-2196*b^2*g*p^3*x^3+182*b^2*g*p^2*q^2*r *x-275*b^2*g*p^2*q^2*x^2+324*b^2*g*p^2*q*r^2*x-8807*b^2*g*p^2*q*r*x^2-7688*b^2* g*p^2*q*x^3+78*b^2*g*p^2*r^3*x-5249*b^2*g*p^2*r^2*x^2+9225*b^2*g*p^2*r*x^3+5551 *b^2*g*p^2*x^4+76*b^2*g*p*q^3*x^2+52*b^2*g*p*q^2*r^2*x-3343*b^2*g*p*q^2*r*x^2-\ 5920*b^2*g*p*q^2*x^3-14*b^2*g*p*q*r^3*x-5640*b^2*g*p*q*r^2*x^2+11915*b^2*g*p*q* r*x^3+10385*b^2*g*p*q*x^4-12*b^2*g*p*r^4*x-1023*b^2*g*p*r^3*x^2+12703*b^2*g*p*r ^2*x^3+981*b^2*g*p*r*x^4-182*b^2*g*q^3*r*x^2-937*b^2*g*q^3*x^3-536*b^2*g*q^2*r^ 2*x^2+4283*b^2*g*q^2*r*x^3+3817*b^2*g*q^2*x^4-75*b^2*g*q*r^3*x^2+8148*b^2*g*q*r ^2*x^3-366*b^2*g*q*r*x^4+48*b^2*g*r^4*x^2+1656*b^2*g*r^3*x^3-3504*b^2*g*r^2*x^4 +21*b^2*p^6*x+78*b^2*p^5*q*x+87*b^2*p^5*r*x-258*b^2*p^5*x^2+57*b^2*p^4*q^2*x+ 240*b^2*p^4*q*r*x-758*b^2*p^4*q*x^2+111*b^2*p^4*r^2*x-1584*b^2*p^4*r*x^2-271*b^ 2*p^4*x^3+117*b^2*p^3*q^2*r*x-500*b^2*p^3*q^2*x^2+162*b^2*p^3*q*r^2*x-4406*b^2* p^3*q*r*x^2-2082*b^2*p^3*q*x^3+45*b^2*p^3*r^3*x-2034*b^2*p^3*r^2*x^2+4520*b^2*p ^3*r*x^3+1808*b^2*p^3*x^4-3173*b^2*p^2*q^2*r*x^2-3217*b^2*p^2*q^2*x^3-24*b^2*p^ 2*q*r^3*x-3861*b^2*p^2*q*r^2*x^2+10054*b^2*p^2*q*r*x^3+5737*b^2*p^2*q*x^4-570*b ^2*p^2*r^3*x^2+7533*b^2*p^2*r^2*x^3-567*b^2*p^2*r*x^4-635*b^2*p*q^3*r*x^2-1552* b^2*p*q^3*x^3-39*b^2*p*q^2*r^3*x-1486*b^2*p*q^2*r^2*x^2+6439*b^2*p*q^2*r*x^3+ 4854*b^2*p*q^2*x^4-24*b^2*p*q*r^4*x-198*b^2*p*q*r^3*x^2+11570*b^2*p*q*r^2*x^3-\ 924*b^2*p*q*r*x^4+120*b^2*p*r^4*x^2+2198*b^2*p*r^3*x^3-4068*b^2*p*r^2*x^4-146*b ^2*q^4*x^3+37*b^2*q^3*r^2*x^2+1343*b^2*q^3*r*x^3+925*b^2*q^3*x^4+180*b^2*q^2*r^ 3*x^2+2931*b^2*q^2*r^2*x^3-1353*b^2*q^2*r*x^4+96*b^2*q*r^4*x^2+850*b^2*q*r^3*x^ 3-3636*b^2*q*r^2*x^4-100*b^2*r^4*x^3-880*b^2*r^3*x^4+448*b*c^7*x+1008*b*c^6*g*x +2592*b*c^6*p*x+560*b*c^6*q*x+2624*b*c^6*r*x-1440*b*c^6*x^2+896*b*c^5*g^2*x+ 5040*b*c^5*g*p*x+1040*b*c^5*g*q*x+5072*b*c^5*g*r*x-2144*b*c^5*g*x^2+5200*b*c^5* p^2*x+3104*b*c^5*p*q*x+8912*b*c^5*p*r*x-11840*b*c^5*p*x^2+224*b*c^5*q^2*x+3104* b*c^5*q*r*x-784*b*c^5*q*x^2+2416*b*c^5*r^2*x-33304*b*c^5*r*x^2-26592*b*c^5*x^3+ 392*b*c^4*g^3*x+3792*b*c^4*g^2*p*x+720*b*c^4*g^2*q*x+3784*b*c^4*g^2*r*x-856*b*c ^4*g^2*x^2+8648*b*c^4*g*p^2*x+4952*b*c^4*g*p*q*x+14904*b*c^4*g*p*r*x-17168*b*c^ 4*g*p*x^2+324*b*c^4*g*q^2*x+4952*b*c^4*g*q*r*x-216*b*c^4*g*q*x^2+3996*b*c^4*g*r ^2*x-53700*b*c^4*g*r*x^2-47892*b*c^4*g*x^3+5008*b*c^4*p^3*x+5768*b*c^4*p^2*q*x+ 11776*b*c^4*p^2*r*x-21532*b*c^4*p^2*x^2+1168*b*c^4*p*q^2*x+9544*b*c^4*p*q*r*x-\ 12840*b*c^4*p*q*x^2+6328*b*c^4*p*r^2*x-84868*b*c^4*p*r*x^2-48744*b*c^4*p*x^3+28 *b*c^4*q^3*x+1168*b*c^4*q^2*r*x+580*b*c^4*q^2*x^2+2236*b*c^4*q*r^2*x-44232*b*c^ 4*q*r*x^2-45740*b*c^4*q*x^3+592*b*c^4*r^3*x-31852*b*c^4*r^2*x^2+52156*b*c^4*r*x ^3+35176*b*c^4*x^4+84*b*c^3*g^4*x+1368*b*c^3*g^3*p*x+220*b*c^3*g^3*q*x+1348*b*c ^3*g^3*r*x+140*b*c^3*g^3*x^2+5408*b*c^3*g^2*p^2*x+2872*b*c^3*g^2*p*q*x+9380*b*c ^3*g^2*p*r*x-8456*b*c^3*g^2*p*x^2+156*b*c^3*g^2*q^2*x+2864*b*c^3*g^2*q*r*x+748* b*c^3*g^2*q*x^2+2428*b*c^3*g^2*r^2*x-32642*b*c^3*g^2*r*x^2-33808*b*c^3*g^2*x^3+ 6820*b*c^3*g*p^3*x+7700*b*c^3*g*p^2*q*x+16230*b*c^3*g*p^2*r*x-26654*b*c^3*g*p^2 *x^2+1420*b*c^3*g*p*q^2*x+12836*b*c^3*g*p*q*r*x-13838*b*c^3*g*p*q*x^2+8784*b*c^ 3*g*p*r^2*x-112244*b*c^3*g*p*r*x^2-73204*b*c^3*g*p*x^3+28*b*c^3*g*q^3*x+1446*b* c^3*g*q^2*r*x+1274*b*c^3*g*q^2*x^2+2976*b*c^3*g*q*r^2*x-57062*b*c^3*g*q*r*x^2-\ 65796*b*c^3*g*q*x^3+808*b*c^3*g*r^3*x-42588*b*c^3*g*r^2*x^2+64130*b*c^3*g*r*x^3 +48612*b*c^3*g*x^4+2560*b*c^3*p^4*x+4940*b*c^3*p^3*q*x+7654*b*c^3*p^3*r*x-16770 *b*c^3*p^3*x^2+1968*b*c^3*p^2*q^2*x+11050*b*c^3*p^2*q*r*x-22204*b*c^3*p^2*q*x^2 +6162*b*c^3*p^2*r^2*x-80548*b*c^3*p^2*r*x^2-31632*b*c^3*p^2*x^3+136*b*c^3*p*q^3 *x+3158*b*c^3*p*q^2*r*x-3926*b*c^3*p*q^2*x^2+5108*b*c^3*p*q*r^2*x-95804*b*c^3*p *q*r*x^2-69832*b*c^3*p*q*x^3+1284*b*c^3*p*r^3*x-58896*b*c^3*p*r^2*x^2+100862*b* c^3*p*r*x^3+53666*b*c^3*p*x^4+138*b*c^3*q^3*r*x+434*b*c^3*q^3*x^2+574*b*c^3*q^2 *r^2*x-20836*b*c^3*q^2*r*x^2-29356*b*c^3*q^2*x^3+228*b*c^3*q*r^3*x-32214*b*c^3* q*r^2*x^2+71582*b*c^3*q*r*x^3+50782*b*c^3*q*x^4-6588*b*c^3*r^3*x^2+67112*b*c^3* r^2*x^3-1080*b*c^3*r*x^4+7*b*c^2*g^5*x+234*b*c^2*g^4*p*x+25*b*c^2*g^4*q*x+226*b *c^2*g^4*r*x+164*b*c^2*g^4*x^2+1554*b*c^2*g^3*p^2*x+710*b*c^2*g^3*p*q*x+2714*b* c^2*g^3*p*r*x-1412*b*c^2*g^3*p*x^2+25*b*c^2*g^3*q^2*x+702*b*c^2*g^3*q*r*x+534*b *c^2*g^3*q*x^2+639*b*c^2*g^3*r^2*x-9275*b*c^2*g^3*r*x^2-11697*b*c^2*g^3*x^3+ 3310*b*c^2*g^2*p^3*x+3584*b*c^2*g^2*p^2*q*x+8007*b*c^2*g^2*p^2*r*x-11136*b*c^2* g^2*p^2*x^2+556*b*c^2*g^2*p*q^2*x+6000*b*c^2*g^2*p*q*r*x-4269*b*c^2*g^2*p*q*x^2 +4332*b*c^2*g^2*p*r^2*x-52583*b*c^2*g^2*p*r*x^2-40452*b*c^2*g^2*p*x^3+7*b*c^2*g ^2*q^3*x+579*b*c^2*g^2*q^2*r*x+806*b*c^2*g^2*q^2*x^2+1297*b*c^2*g^2*q*r^2*x-\ 26005*b*c^2*g^2*q*r*x^2-34505*b*c^2*g^2*q*x^3+356*b*c^2*g^2*r^3*x-20093*b*c^2*g ^2*r^2*x^2+27842*b*c^2*g^2*r*x^3+24606*b*c^2*g^2*x^4+2653*b*c^2*g*p^4*x+5148*b* c^2*g*p^3*q*x+8041*b*c^2*g*p^3*r*x-16329*b*c^2*g*p^3*x^2+1915*b*c^2*g*p^2*q^2*x +11669*b*c^2*g*p^2*q*r*x-20123*b*c^2*g*p^2*q*x^2+6564*b*c^2*g*p^2*r^2*x-81852*b *c^2*g*p^2*r*x^2-37085*b*c^2*g*p^2*x^3+108*b*c^2*g*p*q^3*x+3149*b*c^2*g*p*q^2*r *x-2384*b*c^2*g*p*q^2*x^2+5518*b*c^2*g*p*q*r^2*x-95682*b*c^2*g*p*q*r*x^2-79750* b*c^2*g*p*q*x^3+1402*b*c^2*g*p*r^3*x-61098*b*c^2*g*p*r^2*x^2+95258*b*c^2*g*p*r* x^3+56659*b*c^2*g*p*x^4+117*b*c^2*g*q^3*r*x+461*b*c^2*g*q^3*x^2+571*b*c^2*g*q^2 *r^2*x-19853*b*c^2*g*q^2*r*x^2-31019*b*c^2*g*q^2*x^3+278*b*c^2*g*q*r^3*x-32399* b*c^2*g*q*r^2*x^2+67012*b*c^2*g*q*r*x^3+53175*b*c^2*g*q*x^4+12*b*c^2*g*r^4*x-\ 6777*b*c^2*g*r^3*x^2+67876*b*c^2*g*r^2*x^3+2436*b*c^2*g*r*x^4+694*b*c^2*p^5*x+ 2117*b*c^2*p^4*q*x+2541*b*c^2*p^4*r*x-6390*b*c^2*p^4*x^2+1436*b*c^2*p^3*q^2*x+ 5972*b*c^2*p^3*q*r*x-14421*b*c^2*p^3*q*x^2+2778*b*c^2*p^3*r^2*x-35296*b*c^2*p^3 *r*x^2-8234*b*c^2*p^3*x^3+205*b*c^2*p^2*q^3*x+3027*b*c^2*p^2*q^2*r*x-7075*b*c^2 *p^2*q^2*x^2+4121*b*c^2*p^2*q*r^2*x-72547*b*c^2*p^2*q*r*x^2-36039*b*c^2*p^2*q*x ^3+967*b*c^2*p^2*r^3*x-37524*b*c^2*p^2*r^2*x^2+69277*b*c^2*p^2*r*x^3+29025*b*c^ 2*p^2*x^4+320*b*c^2*p*q^3*r*x-137*b*c^2*p*q^3*x^2+1042*b*c^2*p*q^2*r^2*x-36327* b*c^2*p*q^2*r*x^2-35064*b*c^2*p*q^2*x^3+468*b*c^2*p*q*r^3*x-48332*b*c^2*p*q*r^2 *x^2+104857*b*c^2*p*q*r*x^3+59772*b*c^2*p*q*x^4+36*b*c^2*p*r^4*x-9072*b*c^2*p*r ^3*x^2+83287*b*c^2*p*r^2*x^3-5686*b*c^2*p*r*x^4+67*b*c^2*q^4*x^2+34*b*c^2*q^3*r ^2*x-4116*b*c^2*q^3*r*x^2-8567*b*c^2*q^3*x^3-63*b*c^2*q^2*r^3*x-9980*b*c^2*q^2* r^2*x^2+35454*b*c^2*q^2*r*x^3+25347*b*c^2*q^2*x^4-48*b*c^2*q*r^4*x-3249*b*c^2*q *r^3*x^2+63253*b*c^2*q*r^2*x^3-7086*b*c^2*q*r*x^4+204*b*c^2*r^4*x^2+13280*b*c^2 *r^3*x^3-21888*b*c^2*r^2*x^4+15*b*c*g^5*p*x+14*b*c*g^5*r*x+31*b*c*g^5*x^2+197*b *c*g^4*p^2*x+62*b*c*g^4*p*q*x+346*b*c*g^4*p*r*x+46*b*c*g^4*p*x^2+60*b*c*g^4*q*r *x+110*b*c*g^4*q*x^2+61*b*c*g^4*r^2*x-1236*b*c*g^4*r*x^2-1977*b*c*g^4*x^3+670*b *c*g^3*p^3*x+662*b*c*g^3*p^2*q*x+1658*b*c*g^3*p^2*r*x-1716*b*c*g^3*p^2*x^2+69*b *c*g^3*p*q^2*x+1104*b*c*g^3*p*q*r*x-152*b*c*g^3*p*q*x^2+883*b*c*g^3*p*r^2*x-\ 10177*b*c*g^3*p*r*x^2-9730*b*c*g^3*p*x^3+74*b*c*g^3*q^2*r*x+157*b*c*g^3*q^2*x^2 +184*b*c*g^3*q*r^2*x-4940*b*c*g^3*q*r*x^2-7791*b*c*g^3*q*x^3+50*b*c*g^3*r^3*x-\ 3867*b*c*g^3*r^2*x^2+5130*b*c*g^3*r*x^3+5441*b*c*g^3*x^4+877*b*c*g^2*p^4*x+1694 *b*c*g^2*p^3*q*x+2710*b*c*g^2*p^3*r*x-4940*b*c*g^2*p^3*x^2+558*b*c*g^2*p^2*q^2* x+3896*b*c*g^2*p^2*q*r*x-5273*b*c*g^2*p^2*q*x^2+2242*b*c*g^2*p^2*r^2*x-26409*b* c*g^2*p^2*r*x^2-14200*b*c*g^2*p^2*x^3+20*b*c*g^2*p*q^3*x+936*b*c*g^2*p*q^2*r*x-\ 93*b*c*g^2*p*q^2*x^2+1850*b*c*g^2*p*q*r^2*x-29958*b*c*g^2*p*q*r*x^2-29697*b*c*g ^2*p*q*x^3+480*b*c*g^2*p*r^3*x-20134*b*c*g^2*p*r^2*x^2+28033*b*c*g^2*p*r*x^3+ 19426*b*c*g^2*p*x^4+24*b*c*g^2*q^3*r*x+104*b*c*g^2*q^3*x^2+139*b*c*g^2*q^2*r^2* x-5930*b*c*g^2*q^2*r*x^2-10429*b*c*g^2*q^2*x^3+78*b*c*g^2*q*r^3*x-10018*b*c*g^2 *q*r^2*x^2+19928*b*c*g^2*q*r*x^3+18069*b*c*g^2*q*x^4+6*b*c*g^2*r^4*x-2067*b*c*g ^2*r^3*x^2+21903*b*c*g^2*r^2*x^3+2034*b*c*g^2*r*x^4+479*b*c*g*p^5*x+1520*b*c*g* p^4*q*x+1777*b*c*g*p^4*r*x-4302*b*c*g*p^4*x^2+987*b*c*g*p^3*q^2*x+4343*b*c*g*p^ 3*q*r*x-9330*b*c*g*p^3*q*x^2+1972*b*c*g*p^3*r^2*x-24309*b*c*g*p^3*r*x^2-6679*b* c*g*p^3*x^3+118*b*c*g*p^2*q^3*x+2149*b*c*g*p^2*q^2*r*x-3929*b*c*g*p^2*q^2*x^2+ 3084*b*c*g*p^2*q*r^2*x-49978*b*c*g*p^2*q*r*x^2-29111*b*c*g*p^2*q*x^3+704*b*c*g* p^2*r^3*x-26383*b*c*g*p^2*r^2*x^2+45253*b*c*g*p^2*r*x^3+20769*b*c*g*p^2*x^4+201 *b*c*g*p*q^3*r*x+167*b*c*g*p*q^3*x^2+805*b*c*g*p*q^2*r^2*x-24065*b*c*g*p*q^2*r* x^2-26665*b*c*g*p*q^2*x^3+404*b*c*g*p*q*r^3*x-34404*b*c*g*p*q*r^2*x^2+66065*b*c *g*p*q*r*x^3+42767*b*c*g*p*q*x^4+30*b*c*g*p*r^4*x-6594*b*c*g*p*r^3*x^2+57374*b* c*g*p*r^2*x^3-1066*b*c*g*p*r*x^4+28*b*c*g*q^4*x^2+24*b*c*g*q^3*r^2*x-2474*b*c*g *q^3*r*x^2-5669*b*c*g*q^3*x^3-14*b*c*g*q^2*r^3*x-6500*b*c*g*q^2*r^2*x^2+22797*b *c*g*q^2*r*x^3+17696*b*c*g*q^2*x^4-18*b*c*g*q*r^4*x-2433*b*c*g*q*r^3*x^2+42741* b*c*g*q*r^2*x^3-2664*b*c*g*q*r*x^4+54*b*c*g*r^4*x^2+9016*b*c*g*r^3*x^3-14880*b* c*g*r^2*x^4+90*b*c*p^6*x+434*b*c*p^5*q*x+396*b*c*p^5*r*x-1149*b*c*p^5*x^2+466*b *c*p^4*q^2*x+1500*b*c*p^4*q*r*x-3996*b*c*p^4*q*x^2+567*b*c*p^4*r^2*x-7035*b*c*p ^4*r*x^2-544*b*c*p^4*x^3+122*b*c*p^3*q^3*x+1208*b*c*p^3*q^2*r*x-3592*b*c*p^3*q^ 2*x^2+1426*b*c*p^3*q*r^2*x-22670*b*c*p^3*q*r*x^2-7002*b*c*p^3*q*x^3+306*b*c*p^3 *r^3*x-9700*b*c*p^3*r^2*x^2+19749*b*c*p^3*r*x^3+6444*b*c*p^3*x^4+236*b*c*p^2*q^ 3*r*x-688*b*c*p^2*q^3*x^2+585*b*c*p^2*q^2*r^2*x-19582*b*c*p^2*q^2*r*x^2-12654*b *c*p^2*q^2*x^3+312*b*c*p^2*q*r^3*x-22144*b*c*p^2*q*r^2*x^2+48945*b*c*p^2*q*r*x^ 3+22272*b*c*p^2*q*x^4+45*b*c*p^2*r^4*x-3750*b*c*p^2*r^3*x^2+31891*b*c*p^2*r^2*x ^3-4396*b*c*p^2*r*x^4+57*b*c*p*q^4*x^2+34*b*c*p*q^3*r^2*x-5290*b*c*p*q^3*r*x^2-\ 7266*b*c*p*q^3*x^3-78*b*c*p*q^2*r^3*x-11158*b*c*p*q^2*r^2*x^2+34815*b*c*p*q^2*r *x^3+20764*b*c*p*q^2*x^4-48*b*c*p*q*r^4*x-3672*b*c*p*q*r^3*x^2+55078*b*c*p*q*r^ 2*x^3-7146*b*c*p*q*r*x^4+6*b*c*p*r^4*x^2+10144*b*c*p*r^3*x^3-16884*b*c*p*r^2*x^ 4-291*b*c*q^4*r*x^2-1070*b*c*q^4*x^3-18*b*c*q^3*r^3*x-858*b*c*q^3*r^2*x^2+7379* b*c*q^3*r*x^3+4936*b*c*q^3*x^4-15*b*c*q^2*r^4*x+84*b*c*q^2*r^3*x^2+17645*b*c*q^ 2*r^2*x^3-5322*b*c*q^2*r*x^4+348*b*c*q*r^4*x^2+6504*b*c*q*r^3*x^3-16020*b*c*q*r ^2*x^4-200*b*c*r^4*x^3-4000*b*c*r^3*x^4+b*g^6*x^2+8*b*g^5*p^2*x+14*b*g^5*p*r*x+ 22*b*g^5*p*x^2+4*b*g^5*q*x^2-64*b*g^5*r*x^2-128*b*g^5*x^3+47*b*g^4*p^3*x+37*b*g ^4*p^2*q*x+120*b*g^4*p^2*r*x-60*b*g^4*p^2*x^2+60*b*g^4*p*q*r*x+64*b*g^4*p*q*x^2 +61*b*g^4*p*r^2*x-669*b*g^4*p*r*x^2-856*b*g^4*p*x^3-337*b*g^4*q*r*x^2-635*b*g^4 *q*x^3-243*b*g^4*r^2*x^2+361*b*g^4*r*x^3+447*b*g^4*x^4+92*b*g^3*p^4*x+172*b*g^3 *p^3*q*x+292*b*g^3*p^3*r*x-452*b*g^3*p^3*x^2+44*b*g^3*p^2*q^2*x+402*b*g^3*p^2*q *r*x-332*b*g^3*p^2*q*x^2+244*b*g^3*p^2*r^2*x-2678*b*g^3*p^2*r*x^2-1772*b*g^3*p^ 2*x^3+74*b*g^3*p*q^2*r*x+77*b*g^3*p*q^2*x^2+184*b*g^3*p*q*r^2*x-2878*b*g^3*p*q* r*x^2-3597*b*g^3*p*q*x^3+50*b*g^3*p*r^3*x-2084*b*g^3*p*r^2*x^2+2526*b*g^3*p*r*x ^3+2167*b*g^3*p*x^4-8*b*g^3*q^3*x^2-564*b*g^3*q^2*r*x^2-1097*b*g^3*q^2*x^3-910* b*g^3*q*r^2*x^2+1931*b*g^3*q*r*x^3+1999*b*g^3*q*x^4-174*b*g^3*r^3*x^2+2229*b*g^ 3*r^2*x^3+327*b*g^3*r*x^4+79*b*g^2*p^5*x+262*b*g^2*p^4*q*x+299*b*g^2*p^4*r*x-\ 692*b*g^2*p^4*x^2+158*b*g^2*p^3*q^2*x+760*b*g^2*p^3*q*r*x-1379*b*g^2*p^3*q*x^2+ 338*b*g^2*p^3*r^2*x-4017*b*g^2*p^3*r*x^2-1310*b*g^2*p^3*x^3+13*b*g^2*p^2*q^3*x+ 357*b*g^2*p^2*q^2*r*x-421*b*g^2*p^2*q^2*x^2+553*b*g^2*p^2*q*r^2*x-8168*b*g^2*p^ 2*q*r*x^2-5762*b*g^2*p^2*q*x^3+124*b*g^2*p^2*r^3*x-4442*b*g^2*p^2*r^2*x^2+7021* b*g^2*p^2*r*x^3+3620*b*g^2*p^2*x^4+24*b*g^2*p*q^3*r*x+71*b*g^2*p*q^3*x^2+139*b* g^2*p*q^2*r^2*x-3714*b*g^2*p*q^2*r*x^2-4912*b*g^2*p*q^2*x^3+78*b*g^2*p*q*r^3*x-\ 5808*b*g^2*p*q*r^2*x^2+9612*b*g^2*p*q*r*x^3+7424*b*g^2*p*q*x^4+6*b*g^2*p*r^4*x-\ 1128*b*g^2*p*r^3*x^2+9456*b*g^2*p*r^2*x^3+359*b*g^2*p*r*x^4-5*b*g^2*q^4*x^2-342 *b*g^2*q^3*r*x^2-851*b*g^2*q^3*x^3-904*b*g^2*q^2*r^2*x^2+3615*b*g^2*q^2*r*x^3+ 3003*b*g^2*q^2*x^4-369*b*g^2*q*r^3*x^2+6852*b*g^2*q*r^2*x^3-90*b*g^2*q*r*x^4-6* b*g^2*r^4*x^2+1388*b*g^2*r^3*x^3-2460*b*g^2*r^2*x^4+30*b*g*p^6*x+160*b*g*p^5*q* x+134*b*g*p^5*r*x-396*b*g*p^5*x^2+168*b*g*p^4*q^2*x+558*b*g*p^4*q*r*x-1360*b*g* p^4*q*x^2+196*b*g*p^4*r^2*x-2424*b*g*p^4*r*x^2-223*b*g*p^4*x^3+38*b*g*p^3*q^3*x +446*b*g*p^3*q^2*r*x-1123*b*g*p^3*q^2*x^2+542*b*g*p^3*q*r^2*x-8039*b*g*p^3*q*r* x^2-3036*b*g*p^3*q*x^3+110*b*g*p^3*r^3*x-3383*b*g*p^3*r^2*x^2+6700*b*g*p^3*r*x^ 3+2324*b*g*p^3*x^4+84*b*g*p^2*q^3*r*x-135*b*g*p^2*q^3*x^2+234*b*g*p^2*q^2*r^2*x -6796*b*g*p^2*q^2*r*x^2-5210*b*g*p^2*q^2*x^3+126*b*g*p^2*q*r^3*x-8161*b*g*p^2*q *r^2*x^2+15923*b*g*p^2*q*r*x^3+8174*b*g*p^2*q*x^4+18*b*g*p^2*r^4*x-1338*b*g*p^2 *r^3*x^2+11176*b*g*p^2*r^2*x^3-1085*b*g*p^2*r*x^4+24*b*g*p*q^4*x^2+24*b*g*p*q^3 *r^2*x-1703*b*g*p*q^3*r*x^2-2684*b*g*p*q^3*x^3-14*b*g*p*q^2*r^3*x-4075*b*g*p*q^ 2*r^2*x^2+11070*b*g*p*q^2*r*x^3+7510*b*g*p*q^2*x^4-18*b*g*p*q*r^4*x-1527*b*g*p* q*r^3*x^2+19308*b*g*p*q*r^2*x^3-1275*b*g*p*q*r*x^4-6*b*g*p*r^4*x^2+3668*b*g*p*r ^3*x^3-5778*b*g*p*r^2*x^4-69*b*g*q^4*r*x^2-287*b*g*q^4*x^3-216*b*g*q^3*r^2*x^2+ 2503*b*g*q^3*r*x^3+1660*b*g*q^3*x^4-3*b*g*q^2*r^3*x^2+5877*b*g*q^2*r^2*x^3-1692 *b*g*q^2*r*x^4+72*b*g*q*r^4*x^2+2224*b*g*q*r^3*x^3-5490*b*g*q*r^2*x^4-40*b*g*r^ 4*x^3-1360*b*g*r^3*x^4+4*b*p^7*x+33*b*p^6*q*x+21*b*p^6*r*x-75*b*p^6*x^2+54*b*p^ 5*q^2*x+138*b*p^5*q*r*x-391*b*p^5*q*x^2+39*b*p^5*r^2*x-495*b*p^5*r*x^2+49*b*p^5 *x^3+25*b*p^4*q^3*x+171*b*p^4*q^2*r*x-557*b*p^4*q^2*x^2+177*b*p^4*q*r^2*x-2452* b*p^4*q*r*x^2-355*b*p^4*q*x^3+31*b*p^4*r^3*x-843*b*p^4*r^2*x^2+1931*b*p^4*r*x^3 +474*b*p^4*x^4+54*b*p^3*q^3*r*x-241*b*p^3*q^3*x^2+117*b*p^3*q^2*r^2*x-3264*b*p^ 3*q^2*r*x^2-1304*b*p^3*q^2*x^3+72*b*p^3*q*r^3*x-3150*b*p^3*q*r^2*x^2+7176*b*p^3 *q*r*x^3+2584*b*p^3*q*x^4+9*b*p^3*r^4*x-495*b*p^3*r^3*x^2+3674*b*p^3*r^2*x^3-\ 869*b*p^3*r*x^4-1541*b*p^2*q^3*r*x^2-1385*b*p^2*q^3*x^3-15*b*p^2*q^2*r^3*x-2739 *b*p^2*q^2*r^2*x^2+8331*b*p^2*q^2*r*x^3+4025*b*p^2*q^2*x^4-903*b*p^2*q*r^3*x^2+ 11172*b*p^2*q*r^2*x^3-1929*b*p^2*q*r*x^4-72*b*p^2*r^4*x^2+1662*b*p^2*r^3*x^3-\ 3114*b*p^2*r^2*x^4-234*b*p*q^4*r*x^2-523*b*p*q^4*x^3-18*b*p*q^3*r^3*x-646*b*p*q ^3*r^2*x^2+3599*b*p*q^3*r*x^3+2194*b*p*q^3*x^4-15*b*p*q^2*r^4*x-72*b*p*q^2*r^3* x^2+8291*b*p*q^2*r^2*x^3-2037*b*p*q^2*r*x^4+156*b*p*q*r^4*x^2+2976*b*p*q*r^3*x^ 3-6228*b*p*q*r^2*x^4-30*b*p*r^4*x^3-1380*b*p*r^3*x^4-38*b*q^5*x^3+18*b*q^4*r^2* x^2+513*b*q^4*r*x^3+279*b*q^4*x^4+87*b*q^3*r^3*x^2+1293*b*q^3*r^2*x^3-977*b*q^3 *r*x^4+60*b*q^2*r^4*x^2+466*b*q^2*r^3*x^3-2682*b*q^2*r^2*x^4-130*b*q*r^4*x^3-\ 1140*b*q*r^3*x^4+160*c^8*x+432*c^7*g*x+1040*c^7*p*x+272*c^7*q*x+1120*c^7*r*x-\ 480*c^7*x^2+480*c^6*g^2*x+2448*c^6*g*p*x+624*c^6*g*q*x+2624*c^6*g*r*x-960*c^6*g *x^2+2304*c^6*p^2*x+1696*c^6*p*q*x+4176*c^6*p*r*x-5008*c^6*p*x^2+168*c^6*q^2*x+ 1808*c^6*q*r*x-424*c^6*q*x^2+1272*c^6*r^2*x-14248*c^6*r*x^2-9536*c^6*x^3+280*c^ 5*g^3*x+2328*c^5*g^2*p*x+568*c^5*g^2*q*x+2480*c^5*g^2*r*x-672*c^5*g^2*x^2+4728* c^5*g*p^2*x+3392*c^5*g*p*q*x+8616*c^5*g*p*r*x-9328*c^5*g*p*x^2+316*c^5*g*q^2*x+ 3608*c^5*g*q*r*x-508*c^5*g*q*x^2+2588*c^5*g*r^2*x-28500*c^5*g*r*x^2-20448*c^5*g *x^3+2464*c^5*p^3*x+3544*c^5*p^2*q*x+6092*c^5*p^2*r*x-10784*c^5*p^2*x^2+988*c^5 *p*q^2*x+6272*c^5*p*q*r*x-7404*c^5*p*q*x^2+3596*c^5*p*r^2*x-41920*c^5*p*r*x^2-\ 19484*c^5*p*x^3+44*c^5*q^3*x+1052*c^5*q^2*r*x+160*c^5*q^2*x^2+1756*c^5*q*r^2*x-\ 24448*c^5*q*r*x^2-20132*c^5*q*x^3+424*c^5*r^3*x-16908*c^5*r^2*x^2+24608*c^5*r*x ^3+13936*c^5*x^4+90*c^4*g^4*x+1136*c^4*g^3*p*x+256*c^4*g^3*q*x+1200*c^4*g^3*r*x -144*c^4*g^3*x^2+3836*c^4*g^2*p^2*x+2640*c^4*g^2*p*q*x+7044*c^4*g^2*p*r*x-6504* c^4*g^2*p*x^2+222*c^4*g^2*q^2*x+2796*c^4*g^2*q*r*x-30*c^4*g^2*q*x^2+2062*c^4*g^ 2*r^2*x-22522*c^4*g^2*r*x^2-17776*c^4*g^2*x^3+4272*c^4*g*p^3*x+6096*c^4*g*p^2*q *x+10668*c^4*g*p^2*r*x-17472*c^4*g*p^2*x^2+1608*c^4*g*p*q^2*x+10824*c^4*g*p*q*r *x-11216*c^4*g*p*q*x^2+6272*c^4*g*p*r^2*x-71112*c^4*g*p*r*x^2-36120*c^4*g*p*x^3 +64*c^4*g*q^3*x+1724*c^4*g*q^2*r*x+528*c^4*g*q^2*x^2+2976*c^4*g*q*r^2*x-40944*c ^4*g*q*r*x^2-36152*c^4*g*q*x^3+704*c^4*g*r^3*x-28764*c^4*g*r^2*x^2+39760*c^4*g* r*x^3+24184*c^4*g*x^4+1418*c^4*p^4*x+3516*c^4*p^3*q*x+4422*c^4*p^3*r*x-10142*c^ 4*p^3*x^2+1902*c^4*p^2*q^2*x+8438*c^4*p^2*q*r*x-15134*c^4*p^2*q*x^2+3844*c^4*p^ 2*r^2*x-47422*c^4*p^2*r*x^2-14096*c^4*p^2*x^3+240*c^4*p*q^3*x+3298*c^4*p*q^2*r* x-3716*c^4*p*q^2*x^2+4620*c^4*p*q*r^2*x-63028*c^4*p*q*r*x^2-35808*c^4*p*q*x^3+ 960*c^4*p*r^3*x-36504*c^4*p*r^2*x^2+57922*c^4*p*r*x^3+25780*c^4*p*x^4+4*c^4*q^4 *x+258*c^4*q^3*r*x+268*c^4*q^3*x^2+806*c^4*q^2*r^2*x-16012*c^4*q^2*r*x^2-16704* c^4*q^2*x^3+440*c^4*q*r^3*x-23490*c^4*q*r^2*x^2+43374*c^4*q*r*x^3+25780*c^4*q*x ^4+24*c^4*r^4*x-4956*c^4*r^3*x^2+38016*c^4*r^2*x^3-2192*c^4*r*x^4+15*c^3*g^5*x+ 297*c^3*g^4*p*x+57*c^3*g^4*q*x+310*c^3*g^4*r*x+42*c^3*g^4*x^2+1550*c^3*g^3*p^2* x+992*c^3*g^3*p*q*x+2878*c^3*g^3*p*r*x-2000*c^3*g^3*p*x^2+69*c^3*g^3*q^2*x+1042 *c^3*g^3*q*r*x+187*c^3*g^3*q*x^2+801*c^3*g^3*r^2*x-8907*c^3*g^3*r*x^2-8008*c^3* g^3*x^3+2828*c^3*g^2*p^3*x+3970*c^3*g^2*p^2*q*x+7171*c^3*g^2*p^2*r*x-10476*c^3* g^2*p^2*x^2+955*c^3*g^2*p*q^2*x+7064*c^3*g^2*p*q*r*x-5947*c^3*g^2*p*q*x^2+4187* c^3*g^2*p*r^2*x-45872*c^3*g^2*p*r*x^2-26151*c^3*g^2*p*x^3+31*c^3*g^2*q^3*x+1031 *c^3*g^2*q^2*r*x+516*c^3*g^2*q^2*x^2+1859*c^3*g^2*q*r^2*x-26012*c^3*g^2*q*r*x^2 -25193*c^3*g^2*q*x^3+426*c^3*g^2*r^3*x-18579*c^3*g^2*r^2*x^2+24360*c^3*g^2*r*x^ 3+16284*c^3*g^2*x^4+1963*c^3*g*p^4*x+4974*c^3*g*p^3*q*x+6183*c^3*g*p^3*r*x-\ 13573*c^3*g*p^3*x^2+2599*c^3*g*p^2*q^2*x+12021*c^3*g*p^2*q*r*x-19623*c^3*g*p^2* q*x^2+5360*c^3*g*p^2*r^2*x-65323*c^3*g*p^2*r*x^2-21630*c^3*g*p^2*x^3+296*c^3*g* p*q^3*x+4545*c^3*g*p*q^2*r*x-4140*c^3*g*p*q^2*x^2+6582*c^3*g*p*q*r^2*x-86456*c^ 3*g*p*q*r*x^2-54048*c^3*g*p*q*x^3+1300*c^3*g*p*r^3*x-50774*c^3*g*p*r^2*x^2+ 76039*c^3*g*p*r*x^3+36280*c^3*g*p*x^4+4*c^3*g*q^4*x+327*c^3*g*q^3*r*x+422*c^3*g *q^3*x^2+1087*c^3*g*q^2*r^2*x-21382*c^3*g*q^2*r*x^2-23858*c^3*g*q^2*x^3+608*c^3 *g*q*r^3*x-32189*c^3*g*q*r^2*x^2+56681*c^3*g*q*r*x^3+36280*c^3*g*q*x^4+24*c^3*g *r^4*x-6738*c^3*g*r^3*x^2+51840*c^3*g*r^2*x^3-1328*c^3*g*r*x^4+443*c^3*p^5*x+ 1847*c^3*p^4*q*x+1674*c^3*p^4*r*x-4897*c^3*p^4*x^2+1673*c^3*p^3*q^2*x+5594*c^3* p^3*q*r*x-12382*c^3*p^3*q*x^2+1937*c^3*p^3*r^2*x-26078*c^3*p^3*r*x^2-3779*c^3*p ^3*x^3+417*c^3*p^2*q^3*x+3876*c^3*p^2*q^2*r*x-7488*c^3*p^2*q^2*x^2+4573*c^3*p^2 *q*r^2*x-60471*c^3*p^2*q*r*x^2-22403*c^3*p^2*q*x^3+766*c^3*p^2*r^3*x-28782*c^3* p^2*r^2*x^2+51251*c^3*p^2*r*x^3+17880*c^3*p^2*x^4+20*c^3*p*q^4*x+710*c^3*p*q^3* r*x-658*c^3*p*q^3*x^2+1838*c^3*p*q^2*r^2*x-34842*c^3*p*q^2*r*x^2-24749*c^3*p*q^ 2*x^3+992*c^3*p*q*r^3*x-43677*c^3*p*q*r^2*x^2+82288*c^3*p*q*r*x^3+39192*c^3*p*q *x^4+60*c^3*p*r^4*x-8097*c^3*p*r^3*x^2+60296*c^3*p*r^2*x^3-6440*c^3*p*r*x^4+22* c^3*q^4*r*x+89*c^3*q^4*x^2+136*c^3*q^3*r^2*x-4985*c^3*q^3*r*x^2-6861*c^3*q^3*x^ 3+84*c^3*q^2*r^3*x-11475*c^3*q^2*r^2*x^2+29469*c^3*q^2*r*x^3+17880*c^3*q^2*x^4+ 12*c^3*q*r^4*x-4653*c^3*q*r^3*x^2+50008*c^3*q*r^2*x^3-6440*c^3*q*r*x^4-84*c^3*r ^4*x^2+10560*c^3*r^3*x^3-14976*c^3*r^2*x^4+c^2*g^6*x+39*c^2*g^5*p*x+5*c^2*g^5*q *x+40*c^2*g^5*r*x+24*c^2*g^5*x^2+321*c^2*g^4*p^2*x+178*c^2*g^4*p*q*x+606*c^2*g^ 4*p*r*x-209*c^2*g^4*p*x^2+8*c^2*g^4*q^2*x+184*c^2*g^4*q*r*x+88*c^2*g^4*q*x^2+ 151*c^2*g^4*r^2*x-1845*c^2*g^4*r*x^2-1968*c^2*g^4*x^3+884*c^2*g^3*p^3*x+1198*c^ 2*g^3*p^2*q*x+2296*c^2*g^3*p^2*r*x-2792*c^2*g^3*p^2*x^2+243*c^2*g^3*p*q^2*x+ 2130*c^2*g^3*p*q*r*x-1193*c^2*g^3*p*q*x^2+1325*c^2*g^3*p*r^2*x-13882*c^2*g^3*p* r*x^2-9215*c^2*g^3*p*x^3+5*c^2*g^3*q^3*x+264*c^2*g^3*q^2*r*x+196*c^2*g^3*q^2*x^ 2+505*c^2*g^3*q*r^2*x-7756*c^2*g^3*q*r*x^2-8485*c^2*g^3*q*x^3+110*c^2*g^3*r^3*x -5600*c^2*g^3*r^2*x^2+7084*c^2*g^3*r*x^3+5330*c^2*g^3*x^4+973*c^2*g^2*p^4*x+ 2526*c^2*g^2*p^3*q*x+3118*c^2*g^2*p^3*r*x-6429*c^2*g^2*p^3*x^2+1244*c^2*g^2*p^2 *q^2*x+6157*c^2*g^2*p^2*q*r*x-8744*c^2*g^2*p^2*q*x^2+2701*c^2*g^2*p^2*r^2*x-\ 32248*c^2*g^2*p^2*r*x^2-12137*c^2*g^2*p^2*x^3+118*c^2*g^2*p*q^3*x+2188*c^2*g^2* p*q^2*r*x-1379*c^2*g^2*p*q^2*x^2+3342*c^2*g^2*p*q*r^2*x-42253*c^2*g^2*p*q*r*x^2 -29904*c^2*g^2*p*q*x^3+630*c^2*g^2*p*r^3*x-25313*c^2*g^2*p*r^2*x^2+35461*c^2*g^ 2*p*r*x^3+18563*c^2*g^2*p*x^4+c^2*g^2*q^4*x+135*c^2*g^2*q^3*r*x+204*c^2*g^2*q^3 *x^2+482*c^2*g^2*q^2*r^2*x-10144*c^2*g^2*q^2*r*x^2-12275*c^2*g^2*q^2*x^3+274*c^ 2*g^2*q*r^3*x-15584*c^2*g^2*q*r^2*x^2+26455*c^2*g^2*q*r*x^3+18563*c^2*g^2*q*x^4 +6*c^2*g^2*r^4*x-3150*c^2*g^2*r^3*x^2+25440*c^2*g^2*r^2*x^3+276*c^2*g^2*r*x^4+ 441*c^2*g*p^5*x+1997*c^2*g*p^4*q*x+1677*c^2*g*p^4*r*x-5017*c^2*g*p^4*x^2+1789*c ^2*g*p^3*q^2*x+6090*c^2*g*p^3*q*r*x-12585*c^2*g*p^3*q*x^2+1920*c^2*g*p^3*r^2*x-\ 27017*c^2*g*p^3*r*x^2-4441*c^2*g*p^3*x^3+413*c^2*g*p^2*q^3*x+4194*c^2*g*p^2*q^2 *r*x-7110*c^2*g*p^2*q^2*x^2+5006*c^2*g*p^2*q*r^2*x-63691*c^2*g*p^2*q*r*x^2-\ 26677*c^2*g*p^2*q*x^3+726*c^2*g*p^2*r^3*x-30067*c^2*g*p^2*r^2*x^2+51665*c^2*g*p ^2*r*x^3+19016*c^2*g*p^2*x^4+16*c^2*g*p*q^4*x+722*c^2*g*p*q^3*r*x-381*c^2*g*p*q ^3*x^2+2015*c^2*g*p*q^2*r^2*x-35995*c^2*g*p*q^2*r*x^2-28287*c^2*g*p*q^2*x^3+ 1092*c^2*g*p*q*r^3*x-46651*c^2*g*p*q*r^2*x^2+81576*c^2*g*p*q*r*x^3+42232*c^2*g* p*q*x^4+42*c^2*g*p*r^4*x-8421*c^2*g*p*r^3*x^2+62569*c^2*g*p*r^2*x^3-4800*c^2*g* p*r*x^4+19*c^2*g*q^4*r*x+83*c^2*g*q^4*x^2+135*c^2*g*q^3*r^2*x-4895*c^2*g*q^3*r* x^2-7163*c^2*g*q^3*x^3+100*c^2*g*q^2*r^3*x-11743*c^2*g*q^2*r^2*x^2+29295*c^2*g* q^2*r*x^3+19016*c^2*g*q^2*x^4+18*c^2*g*q*r^4*x-4929*c^2*g*q*r^3*x^2+51671*c^2*g *q*r^2*x^3-4800*c^2*g*q*r*x^4-66*c^2*g*r^4*x^2+10880*c^2*g*r^3*x^3-15360*c^2*g* r^2*x^4+69*c^2*p^6*x+520*c^2*p^5*q*x+309*c^2*p^5*r*x-1233*c^2*p^5*x^2+732*c^2*p ^4*q^2*x+1923*c^2*p^4*q*r*x-4837*c^2*p^4*q*x^2+456*c^2*p^4*r^2*x-7206*c^2*p^4*r *x^2+105*c^2*p^4*x^3+312*c^2*p^3*q^3*x+2119*c^2*p^3*q^2*r*x-5136*c^2*p^3*q^2*x^ 2+2144*c^2*p^3*q*r^2*x-26832*c^2*p^3*q*r*x^2-5584*c^2*p^3*q*x^3+261*c^2*p^3*r^3 *x-10167*c^2*p^3*r^2*x^2+20998*c^2*p^3*r*x^3+5655*c^2*p^3*x^4+31*c^2*p^2*q^4*x+ 689*c^2*p^2*q^3*r*x-1536*c^2*p^2*q^3*x^2+1488*c^2*p^2*q^2*r^2*x-26544*c^2*p^2*q ^2*r*x^2-12252*c^2*p^2*q^2*x^3+789*c^2*p^2*q*r^3*x-28257*c^2*p^2*q*r^2*x^2+ 55438*c^2*p^2*q*r*x^3+21093*c^2*p^2*q*x^4+45*c^2*p^2*r^4*x-4404*c^2*p^2*r^3*x^2 +33043*c^2*p^2*r^2*x^3-5760*c^2*p^2*r*x^4+52*c^2*p*q^4*r*x+5*c^2*p*q^4*x^2+244* c^2*p*q^3*r^2*x-8658*c^2*p*q^3*r*x^2-7992*c^2*p*q^3*x^3+177*c^2*p*q^2*r^3*x-\ 17322*c^2*p*q^2*r^2*x^2+42278*c^2*p*q^2*r*x^3+21093*c^2*p*q^2*x^4+48*c^2*p*q*r^ 4*x-6786*c^2*p*q*r^3*x^2+62064*c^2*p*q*r^2*x^3-9720*c^2*p*q*r*x^4-258*c^2*p*r^4 *x^2+11184*c^2*p*r^3*x^3-16920*c^2*p*r^2*x^4+9*c^2*q^5*x^2+6*c^2*q^4*r^2*x-738* c^2*q^4*r*x^2-1429*c^2*q^4*x^3-15*c^2*q^3*r^3*x-2256*c^2*q^3*r^2*x^2+9542*c^2*q ^3*r*x^3+5655*c^2*q^3*x^4-15*c^2*q^2*r^4*x-1038*c^2*q^2*r^3*x^2+22685*c^2*q^2*r ^2*x^3-5760*c^2*q^2*r*x^4+72*c^2*q*r^4*x^2+8896*c^2*q*r^3*x^3-16920*c^2*q*r^2*x ^4-4160*c^2*r^3*x^4+2*c*g^6*p*x+2*c*g^6*r*x+3*c*g^6*x^2+31*c*g^5*p^2*x+12*c*g^5 *p*q*x+60*c*g^5*p*r*x+15*c*g^5*p*x^2+12*c*g^5*q*r*x+12*c*g^5*q*x^2+11*c*g^5*r^2 *x-191*c*g^5*r*x^2-248*c*g^5*x^3+129*c*g^4*p^3*x+161*c*g^4*p^2*q*x+348*c*g^4*p^ 2*r*x-301*c*g^4*p^2*x^2+22*c*g^4*p*q^2*x+284*c*g^4*p*q*r*x-27*c*g^4*p*q*x^2+197 *c*g^4*p*r^2*x-1934*c*g^4*p*r*x^2-1573*c*g^4*p*x^3+24*c*g^4*q^2*r*x+23*c*g^4*q^ 2*x^2+50*c*g^4*q*r^2*x-1079*c*g^4*q*r*x^2-1375*c*g^4*q*x^3+10*c*g^4*r^3*x-764*c *g^4*r^2*x^2+1004*c*g^4*r*x^3+854*c*g^4*x^4+203*c*g^3*p^4*x+539*c*g^3*p^3*q*x+ 670*c*g^3*p^3*r*x-1257*c*g^3*p^3*x^2+238*c*g^3*p^2*q^2*x+1328*c*g^3*p^2*q*r*x-\ 1494*c*g^3*p^2*q*x^2+583*c*g^3*p^2*r^2*x-6701*c*g^3*p^2*r*x^2-2937*c*g^3*p^2*x^ 3+15*c*g^3*p*q^3*x+418*c*g^3*p*q^2*r*x-93*c*g^3*p*q^2*x^2+703*c*g^3*p*q*r^2*x-\ 8583*c*g^3*p*q*r*x^2-7172*c*g^3*p*q*x^3+130*c*g^3*p*r^3*x-5304*c*g^3*p*r^2*x^2+ 6899*c*g^3*p*r*x^3+4090*c*g^3*p*x^4+18*c*g^3*q^3*r*x+24*c*g^3*q^3*x^2+70*c*g^3* q^2*r^2*x-2012*c*g^3*q^2*r*x^2-2667*c*g^3*q^2*x^3+40*c*g^3*q*r^3*x-3081*c*g^3*q *r^2*x^2+5237*c*g^3*q*r*x^3+4090*c*g^3*q*x^4-570*c*g^3*r^3*x^2+5280*c*g^3*r^2*x ^3+248*c*g^3*r*x^4+137*c*g^2*p^5*x+694*c*g^2*p^4*q*x+529*c*g^2*p^4*r*x-1640*c*g ^2*p^4*x^2+607*c*g^2*p^3*q^2*x+2136*c*g^2*p^3*q*r*x-4006*c*g^2*p^3*q*x^2+600*c* g^2*p^3*r^2*x-8942*c*g^2*p^3*r*x^2-1662*c*g^2*p^3*x^3+123*c*g^2*p^2*q^3*x+1441* c*g^2*p^2*q^2*r*x-2012*c*g^2*p^2*q^2*x^2+1762*c*g^2*p^2*q*r^2*x-21389*c*g^2*p^2 *q*r*x^2-10386*c*g^2*p^2*q*x^3+214*c*g^2*p^2*r^3*x-10027*c*g^2*p^2*r^2*x^2+ 16610*c*g^2*p^2*r*x^3+6529*c*g^2*p^2*x^4+3*c*g^2*p*q^4*x+220*c*g^2*p*q^3*r*x-4* c*g^2*p*q^3*x^2+688*c*g^2*p*q^2*r^2*x-11744*c*g^2*p*q^2*r*x^2-10490*c*g^2*p*q^2 *x^3+378*c*g^2*p*q*r^3*x-15887*c*g^2*p*q*r^2*x^2+25392*c*g^2*p*q*r*x^3+14708*c* g^2*p*q*x^4+6*c*g^2*p*r^4*x-2766*c*g^2*p*r^3*x^2+20724*c*g^2*p*r^2*x^3-912*c*g^ 2*p*r*x^4+4*c*g^2*q^4*r*x+13*c*g^2*q^4*x^2+33*c*g^2*q^3*r^2*x-1508*c*g^2*q^3*r* x^2-2338*c*g^2*q^3*x^3+28*c*g^2*q^2*r^3*x-3691*c*g^2*q^2*r^2*x^2+9362*c*g^2*q^2 *r*x^3+6529*c*g^2*q^2*x^4+6*c*g^2*q*r^4*x-1566*c*g^2*q*r^3*x^2+17004*c*g^2*q*r^ 2*x^3-912*c*g^2*q*r*x^4-12*c*g^2*r^4*x^2+3440*c*g^2*r^3*x^3-5112*c*g^2*r^2*x^4+ 38*c*g*p^6*x+377*c*g*p^5*q*x+170*c*g*p^5*r*x-843*c*g*p^5*x^2+540*c*g*p^4*q^2*x+ 1401*c*g*p^4*q*r*x-3381*c*g*p^4*q*x^2+244*c*g*p^4*r^2*x-4843*c*g*p^4*r*x^2+133* c*g*p^4*x^3+219*c*g*p^3*q^3*x+1579*c*g*p^3*q^2*r*x-3472*c*g*p^3*q^2*x^2+1572*c* g*p^3*q*r^2*x-19135*c*g*p^3*q*r*x^2-4697*c*g*p^3*q*x^3+130*c*g*p^3*r^3*x-6791*c *g*p^3*r^2*x^2+14437*c*g*p^3*r*x^3+3974*c*g*p^3*x^4+18*c*g*p^2*q^4*x+499*c*g*p^ 2*q^3*r*x-898*c*g*p^2*q^3*x^2+1130*c*g*p^2*q^2*r^2*x-18901*c*g*p^2*q^2*r*x^2-\ 9984*c*g*p^2*q^2*x^3+584*c*g*p^2*q*r^3*x-20506*c*g*p^2*q*r^2*x^2+37523*c*g*p^2* q*r*x^3+15420*c*g*p^2*q*x^4+18*c*g*p^2*r^4*x-2865*c*g*p^2*r^3*x^2+22981*c*g*p^2 *r^2*x^3-3516*c*g*p^2*r*x^4+33*c*g*p*q^4*r*x+39*c*g*p*q^4*x^2+189*c*g*p*q^3*r^2 *x-5920*c*g*p*q^3*r*x^2-6075*c*g*p*q^3*x^3+148*c*g*p*q^2*r^3*x-12604*c*g*p*q^2* r^2*x^2+28189*c*g*p*q^2*r*x^3+15420*c*g*p*q^2*x^4+36*c*g*p*q*r^4*x-5058*c*g*p*q *r^3*x^2+43920*c*g*p*q*r^2*x^3-5004*c*g*p*q*r*x^4-114*c*g*p*r^4*x^2+7864*c*g*p* r^3*x^3-11676*c*g*p*r^2*x^4+3*c*g*q^5*x^2+4*c*g*q^4*r^2*x-454*c*g*q^4*r*x^2-921 *c*g*q^4*x^3-4*c*g*q^3*r^3*x-1481*c*g*q^3*r^2*x^2+6443*c*g*q^3*r*x^3+3974*c*g*q ^3*x^4-6*c*g*q^2*r^4*x-789*c*g*q^2*r^3*x^2+15659*c*g*q^2*r^2*x^3-3516*c*g*q^2*r *x^4+6*c*g*q*r^4*x^2+6296*c*g*q*r^3*x^3-11676*c*g*q*r^2*x^4-2880*c*g*r^3*x^4+4* c*p^7*x+73*c*p^6*q*x+21*c*p^6*r*x-147*c*p^6*x^2+153*c*p^5*q^2*x+324*c*p^5*q*r*x -886*c*p^5*q*x^2+39*c*p^5*r^2*x-915*c*p^5*r*x^2+195*c*p^5*x^3+103*c*p^4*q^3*x+ 540*c*p^4*q^2*r*x-1456*c*p^4*q^2*x^2+474*c*p^4*q*r^2*x-5488*c*p^4*q*r*x^2-364*c *p^4*q*x^3+31*c*p^4*r^3*x-1560*c*p^4*r^2*x^2+3890*c*p^4*r*x^3+773*c*p^4*x^4+19* c*p^3*q^4*x+276*c*p^3*q^3*r*x-834*c*p^3*q^3*x^2+522*c*p^3*q^2*r^2*x-8349*c*p^3* q^2*r*x^2-2243*c*p^3*q^2*x^3+268*c*p^3*q*r^3*x-7596*c*p^3*q*r^2*x^2+15503*c*p^3 *q*r*x^3+4688*c*p^3*q*x^4+9*c*p^3*r^4*x-954*c*p^3*r^3*x^2+7217*c*p^3*r^2*x^3-\ 1964*c*p^3*r*x^4+39*c*p^2*q^4*r*x-109*c*p^2*q^4*x^2+135*c*p^2*q^3*r^2*x-4668*c* p^2*q^3*r*x^2-2749*c*p^2*q^3*x^3+120*c*p^2*q^2*r^3*x-8016*c*p^2*q^2*r^2*x^2+ 19380*c*p^2*q^2*r*x^3+7830*c*p^2*q^2*x^4+45*c*p^2*q*r^4*x-3027*c*p^2*q*r^3*x^2+ 23953*c*p^2*q*r^2*x^3-4836*c*p^2*q*r*x^4-162*c*p^2*r^4*x^2+3460*c*p^2*r^3*x^3-\ 5976*c*p^2*r^2*x^4+8*c*p*q^5*x^2+6*c*p*q^4*r^2*x-934*c*p*q^4*r*x^2-1200*c*p*q^4 *x^3-18*c*p*q^3*r^3*x-2547*c*p*q^3*r^2*x^2+9201*c*p*q^3*r*x^3+4688*c*p*q^3*x^4-\ 15*c*p*q^2*r^4*x-1269*c*p*q^2*r^3*x^2+19823*c*p*q^2*r^2*x^3-4836*c*p*q^2*r*x^4-\ 78*c*p*q*r^4*x^2+7200*c*p*q*r^3*x^3-12816*c*p*q*r^2*x^4+100*c*p*r^4*x^3-2620*c* p*r^3*x^4-42*c*q^5*r*x^2-135*c*q^5*x^3-3*c*q^4*r^3*x-129*c*q^4*r^2*x^2+1434*c*q ^4*r*x^3+773*c*q^4*x^4-3*c*q^3*r^4*x+48*c*q^3*r^3*x^2+4015*c*q^3*r^2*x^3-1964*c *q^3*r*x^4+108*c*q^2*r^4*x^2+1980*c*q^2*r^3*x^3-5976*c*q^2*r^2*x^4-100*c*q*r^4* x^3-2620*c*q*r^3*x^4+g^6*p^2*x+2*g^6*p*r*x+3*g^6*p*x^2-8*g^6*r*x^2-12*g^6*x^3+7 *g^5*p^3*x+7*g^5*p^2*q*x+20*g^5*p^2*r*x-7*g^5*p^2*x^2+12*g^5*p*q*r*x+11*g^5*p*q *x^2+11*g^5*p*r^2*x-96*g^5*p*r*x^2-103*g^5*p*x^3-g^5*q^2*x^2-57*g^5*q*r*x^2-85* g^5*q*x^3-35*g^5*r^2*x^2+60*g^5*r*x^3+54*g^5*x^4+15*g^4*p^4*x+40*g^4*p^3*q*x+52 *g^4*p^3*r*x-84*g^4*p^3*x^2+14*g^4*p^2*q^2*x+100*g^4*p^2*q*r*x-68*g^4*p^2*q*x^2 +46*g^4*p^2*r^2*x-490*g^4*p^2*r*x^2-257*g^4*p^2*x^3+24*g^4*p*q^2*r*x+13*g^4*p*q ^2*x^2+50*g^4*p*q*r^2*x-596*g^4*p*q*r*x^2-628*g^4*p*q*x^3+10*g^4*p*r^3*x-389*g^ 4*p*r^2*x^2+469*g^4*p*r*x^3+328*g^4*p*x^4-3*g^4*q^3*x^2-142*g^4*q^2*r*x^2-203*g ^4*q^2*x^3-200*g^4*q*r^2*x^2+379*g^4*q*r*x^3+328*g^4*q*x^4-30*g^4*r^3*x^2+384*g ^4*r^2*x^3+26*g^4*r*x^4+13*g^3*p^5*x+77*g^3*p^4*q*x+52*g^3*p^4*r*x-171*g^3*p^4* x^2+64*g^3*p^3*q^2*x+240*g^3*p^3*q*r*x-388*g^3*p^3*q*x^2+59*g^3*p^3*r^2*x-941*g ^3*p^3*r*x^2-194*g^3*p^3*x^3+10*g^3*p^2*q^3*x+154*g^3*p^2*q^2*r*x-152*g^3*p^2*q ^2*x^2+198*g^3*p^2*q*r^2*x-2262*g^3*p^2*q*r*x^2-1320*g^3*p^2*q*x^3+20*g^3*p^2*r ^3*x-1058*g^3*p^2*r^2*x^2+1702*g^3*p^2*r*x^3+723*g^3*p^2*x^4+18*g^3*p*q^3*r*x+ 14*g^3*p*q^3*x^2+70*g^3*p*q^2*r^2*x-1188*g^3*p*q^2*r*x^2-1256*g^3*p*q^2*x^3+40* g^3*p*q*r^3*x-1704*g^3*p*q*r^2*x^2+2432*g^3*p*q*r*x^3+1650*g^3*p*q*x^4-282*g^3* p*r^3*x^2+2172*g^3*p*r^2*x^3-25*g^3*p*r*x^4-3*g^3*q^4*x^2-146*g^3*q^3*r*x^2-230 *g^3*q^3*x^3-338*g^3*q^2*r^2*x^2+978*g^3*q^2*r*x^3+723*g^3*q^2*x^4-138*g^3*q*r^ 3*x^2+1764*g^3*q*r^2*x^3-25*g^3*q*r*x^4+320*g^3*r^3*x^3-552*g^3*r^2*x^4+4*g^2*p ^6*x+66*g^2*p^5*q*x+18*g^2*p^5*r*x-139*g^2*p^5*x^2+96*g^2*p^4*q^2*x+247*g^2*p^4 *q*r*x-564*g^2*p^4*q*x^2+24*g^2*p^4*r^2*x-774*g^2*p^4*r*x^2+45*g^2*p^4*x^3+36*g ^2*p^3*q^3*x+284*g^2*p^3*q^2*r*x-546*g^2*p^3*q^2*x^2+279*g^2*p^3*q*r^2*x-3281*g ^2*p^3*q*r*x^2-964*g^2*p^3*q*x^3+10*g^2*p^3*r^3*x-1069*g^2*p^3*r^2*x^2+2406*g^2 *p^3*r*x^3+672*g^2*p^3*x^4+2*g^2*p^2*q^4*x+85*g^2*p^2*q^3*r*x-108*g^2*p^2*q^3*x ^2+206*g^2*p^2*q^2*r^2*x-3216*g^2*p^2*q^2*r*x^2-1992*g^2*p^2*q^2*x^3+104*g^2*p^ 2*q*r^3*x-3586*g^2*p^2*q*r^2*x^2+6010*g^2*p^2*q*r*x^3+2733*g^2*p^2*q*x^4-432*g^ 2*p^2*r^3*x^2+3822*g^2*p^2*r^2*x^3-519*g^2*p^2*r*x^4+4*g^2*p*q^4*r*x+12*g^2*p*q ^4*x^2+33*g^2*p*q^3*r^2*x-950*g^2*p*q^3*r*x^2-1112*g^2*p*q^3*x^3+28*g^2*p*q^2*r ^3*x-2182*g^2*p*q^2*r^2*x^2+4430*g^2*p*q^2*r*x^3+2733*g^2*p*q^2*x^4+6*g^2*p*q*r ^4*x-900*g^2*p*q*r^3*x^2+7440*g^2*p*q*r^2*x^3-474*g^2*p*q*r*x^4-6*g^2*p*r^4*x^2 +1296*g^2*p*r^3*x^3-1944*g^2*p*r^2*x^4-g^2*q^5*x^2-63*g^2*q^4*r*x^2-129*g^2*q^4 *x^3-205*g^2*q^3*r^2*x^2+1070*g^2*q^3*r*x^3+672*g^2*q^3*x^4-120*g^2*q^2*r^3*x^2 +2562*g^2*q^2*r^2*x^3-519*g^2*q^2*r*x^4-6*g^2*q*r^4*x^2+1024*g^2*q*r^3*x^3-1944 *g^2*q*r^2*x^4-460*g^2*r^3*x^4+26*g*p^6*q*x-48*g*p^6*x^2+58*g*p^5*q^2*x+116*g*p ^5*q*r*x-315*g*p^5*q*x^2-274*g*p^5*r*x^2+93*g*p^5*x^3+38*g*p^4*q^3*x+206*g*p^4* q^2*r*x-515*g*p^4*q^2*x^2+172*g*p^4*q*r^2*x-1957*g*p^4*q*r*x^2-169*g*p^4*q*x^3-\ 445*g*p^4*r^2*x^2+1351*g*p^4*r*x^3+255*g*p^4*x^4+6*g*p^3*q^4*x+104*g*p^3*q^3*r* x-274*g*p^3*q^3*x^2+202*g*p^3*q^2*r^2*x-3055*g*p^3*q^2*r*x^2-994*g*p^3*q^2*x^3+ 100*g*p^3*q*r^3*x-2746*g*p^3*q*r^2*x^2+5377*g*p^3*q*r*x^3+1728*g*p^3*q*x^4-255* g*p^3*r^3*x^2+2439*g*p^3*r^2*x^3-683*g*p^3*r*x^4+14*g*p^2*q^4*r*x-23*g*p^2*q^4* x^2+54*g*p^2*q^3*r^2*x-1672*g*p^2*q^3*r*x^2-1142*g*p^2*q^3*x^3+48*g*p^2*q^2*r^3 *x-3022*g*p^2*q^2*r^2*x^2+6624*g*p^2*q^2*r*x^3+2946*g*p^2*q^2*x^4+18*g*p^2*q*r^ 4*x-1116*g*p^2*q*r^3*x^2+8644*g*p^2*q*r^2*x^3-1377*g*p^2*q*r*x^4-36*g*p^2*r^4*x ^2+1148*g*p^2*r^3*x^3-2094*g*p^2*r^2*x^4+3*g*p*q^5*x^2+4*g*p*q^4*r^2*x-310*g*p* q^4*r*x^2-443*g*p*q^4*x^3-4*g*p*q^3*r^3*x-946*g*p*q^3*r^2*x^2+3095*g*p*q^3*r*x^ 3+1728*g*p*q^3*x^4-6*g*p*q^2*r^4*x-528*g*p*q^2*r^3*x^2+7148*g*p*q^2*r^2*x^3-\ 1377*g*p*q^2*r*x^4-30*g*p*q*r^4*x^2+2720*g*p*q*r^3*x^3-4476*g*p*q*r^2*x^4+20*g* p*r^4*x^3-930*g*p*r^3*x^4-10*g*q^5*r*x^2-33*g*q^5*x^3-31*g*q^4*r^2*x^2+497*g*q^ 4*r*x^3+255*g*q^4*x^4+9*g*q^3*r^3*x^2+1353*g*q^3*r^2*x^3-683*g*q^3*r*x^4+24*g*q ^2*r^4*x^2+692*g*q^2*r^3*x^3-2094*g*q^2*r^2*x^4-20*g*q*r^4*x^3-930*g*q*r^3*x^4+ 4*p^7*q*x-6*p^7*x^2+12*p^6*q^2*x+21*p^6*q*r*x-60*p^6*q*x^2-39*p^6*r*x^2+20*p^6* x^3+12*p^5*q^3*x+51*p^5*q^2*r*x-144*p^5*q^2*x^2+39*p^5*q*r^2*x-414*p^5*q*r*x^2+ 24*p^5*q*x^3-78*p^5*r^2*x^2+250*p^5*r*x^3+32*p^5*x^4+4*p^4*q^4*x+39*p^4*q^3*r*x -132*p^4*q^3*x^2+66*p^4*q^2*r^2*x-915*p^4*q^2*r*x^2-104*p^4*q^2*x^3+31*p^4*q*r^ 3*x-723*p^4*q*r^2*x^2+1495*p^4*q*r*x^3+355*p^4*q*x^4-63*p^4*r^3*x^2+513*p^4*r^2 *x^3-215*p^4*r*x^4+9*p^3*q^4*r*x-42*p^3*q^4*x^2+27*p^3*q^3*r^2*x-777*p^3*q^3*r* x^2-260*p^3*q^3*x^3+27*p^3*q^2*r^3*x-1167*p^3*q^2*r^2*x^2+2789*p^3*q^2*r*x^3+ 905*p^3*q^2*x^4+9*p^3*q*r^4*x-441*p^3*q*r^3*x^2+2843*p^3*q*r^2*x^3-752*p^3*q*r* x^4-18*p^3*r^4*x^2+320*p^3*r^3*x^3-630*p^3*r^2*x^4-270*p^2*q^4*r*x^2-216*p^2*q^ 4*x^3-3*p^2*q^3*r^3*x-627*p^2*q^3*r^2*x^2+2167*p^2*q^3*r*x^3+905*p^2*q^3*x^4-\ 336*p^2*q^2*r^3*x^2+4032*p^2*q^2*r^2*x^3-1074*p^2*q^2*r*x^4-72*p^2*q*r^4*x^2+ 1288*p^2*q*r^3*x^3-2322*p^2*q*r^2*x^4+40*p^2*r^4*x^3-350*p^2*r^3*x^4-33*p*q^5*r *x^2-68*p*q^5*x^3-3*p*q^4*r^3*x-102*p*q^4*r^2*x^2+697*p*q^4*r*x^3+355*p*q^4*x^4 -3*p*q^3*r^4*x-3*p*q^3*r^3*x^2+1909*p*q^3*r^2*x^3-752*p*q^3*r*x^4+48*p*q^2*r^4* x^2+952*p*q^2*r^3*x^3-2322*p*q^2*r^2*x^4-940*p*q*r^3*x^4-4*q^6*x^3+3*q^5*r^2*x^ 2+74*q^5*r*x^3+32*q^5*x^4+15*q^4*r^3*x^2+207*q^4*r^2*x^3-215*q^4*r*x^4+12*q^3*r ^4*x^2+80*q^3*r^3*x^3-630*q^3*r^2*x^4-40*q^2*r^4*x^3-350*q^2*r^3*x^4-16*a^6*b*p -16*a^6*b*r-96*a^6*b*x-32*a^6*c*p-32*a^6*c*r-160*a^6*c*x-8*a^6*g*p-8*a^6*g*r-48 *a^6*g*x-16*a^6*p*q+64*a^6*p*x-16*a^6*q*r-80*a^6*q*x+96*a^6*r*x+192*a^6*x^2-32* a^5*b^2*p-32*a^5*b^2*r-256*a^5*b^2*x-176*a^5*b*c*p-176*a^5*b*c*r-1024*a^5*b*c*x -56*a^5*b*g*p-56*a^5*b*g*r-400*a^5*b*g*x-64*a^5*b*p^2-48*a^5*b*p*q-96*a^5*b*p*r +80*a^5*b*p*x-48*a^5*b*q*r-336*a^5*b*q*x-32*a^5*b*r^2+504*a^5*b*r*x+1664*a^5*b* x^2-224*a^5*c^2*p-224*a^5*c^2*r-992*a^5*c^2*x-136*a^5*c*g*p-136*a^5*c*g*r-752*a ^5*c*g*x-120*a^5*c*p^2-144*a^5*c*p*q-176*a^5*c*p*r+448*a^5*c*p*x-144*a^5*c*q*r-\ 688*a^5*c*q*x-56*a^5*c*r^2+1352*a^5*c*r*x+3184*a^5*c*x^2-20*a^5*g^2*p-20*a^5*g^ 2*r-136*a^5*g^2*x-28*a^5*g*p^2-48*a^5*g*p*q-40*a^5*g*p*r+152*a^5*g*p*x-48*a^5*g *q*r-288*a^5*g*q*x-12*a^5*g*r^2+416*a^5*g*r*x+1096*a^5*g*x^2-64*a^5*p^2*q+256*a ^5*p^2*x-16*a^5*p*q^2-96*a^5*p*q*r+64*a^5*p*q*x+552*a^5*p*r*x+384*a^5*p*x^2-16* a^5*q^2*r-96*a^5*q^2*x-32*a^5*q*r^2+448*a^5*q*r*x+1280*a^5*q*x^2+232*a^5*r^2*x-\ 496*a^5*r*x^2-896*a^5*x^3-16*a^4*b^3*p-16*a^4*b^3*r-224*a^4*b^3*x-208*a^4*b^2*c *p-208*a^4*b^2*c*r-1648*a^4*b^2*c*x-64*a^4*b^2*g*p-64*a^4*b^2*g*r-672*a^4*b^2*g *x-112*a^4*b^2*p^2-32*a^4*b^2*p*q-160*a^4*b^2*p*r-96*a^4*b^2*p*x-32*a^4*b^2*q*r -440*a^4*b^2*q*x-48*a^4*b^2*r^2+768*a^4*b^2*r*x+3608*a^4*b^2*x^2-688*a^4*b*c^2* p-688*a^4*b*c^2*r-3712*a^4*b*c^2*x-432*a^4*b*c*g*p-432*a^4*b*c*g*r-2968*a^4*b*c *g*x-600*a^4*b*c*p^2-304*a^4*b*c*p*q-880*a^4*b*c*p*r+640*a^4*b*c*p*x-304*a^4*b* c*q*r-2184*a^4*b*c*q*x-280*a^4*b*c*r^2+4896*a^4*b*c*r*x+15352*a^4*b*c*x^2-64*a^ 4*b*g^2*p-64*a^4*b*g^2*r-576*a^4*b*g^2*x-196*a^4*b*g*p^2-96*a^4*b*g*p*q-288*a^4 *b*g*p*r-32*a^4*b*g*p*x-96*a^4*b*g*q*r-908*a^4*b*g*q*x-92*a^4*b*g*r^2+1420*a^4* b*g*r*x+5628*a^4*b*g*x^2-104*a^4*b*p^3-168*a^4*b*p^2*q-208*a^4*b*p^2*r+976*a^4* b*p^2*x-20*a^4*b*p*q^2-240*a^4*b*p*q*r+8*a^4*b*p*q*x-124*a^4*b*p*r^2+2844*a^4*b *p*r*x+4192*a^4*b*p*x^2-20*a^4*b*q^2*r-276*a^4*b*q^2*x-72*a^4*b*q*r^2+1412*a^4* b*q*r*x+5392*a^4*b*q*x^2-20*a^4*b*r^3+1340*a^4*b*r^2*x-1044*a^4*b*r*x^2-5048*a^ 4*b*x^3-656*a^4*c^3*p-656*a^4*c^3*r-2576*a^4*c^3*x-624*a^4*c^2*g*p-624*a^4*c^2* g*r-3080*a^4*c^2*g*x-712*a^4*c^2*p^2-512*a^4*c^2*p*q-1040*a^4*c^2*p*r+1976*a^4* c^2*p*x-512*a^4*c^2*q*r-2384*a^4*c^2*q*x-328*a^4*c^2*r^2+7040*a^4*c^2*r*x+16144 *a^4*c^2*x^2-188*a^4*c*g^2*p-188*a^4*c*g^2*r-1192*a^4*c*g^2*x-436*a^4*c*g*p^2-\ 336*a^4*c*g*p*q-632*a^4*c*g*p*r+908*a^4*c*g*p*x-336*a^4*c*g*q*r-1980*a^4*c*g*q* x-196*a^4*c*g*r^2+4244*a^4*c*g*r*x+11500*a^4*c*g*x^2-180*a^4*c*p^3-488*a^4*c*p^ 2*q-348*a^4*c*p^2*r+2592*a^4*c*p^2*x-100*a^4*c*p*q^2-720*a^4*c*p*q*r+836*a^4*c* p*q*x-196*a^4*c*p*r^2+6988*a^4*c*p*r*x+7136*a^4*c*p*x^2-100*a^4*c*q^2*r-660*a^4 *c*q^2*x-232*a^4*c*q*r^2+4364*a^4*c*q*r*x+11736*a^4*c*q*x^2-28*a^4*c*r^3+3204*a ^4*c*r^2*x-4232*a^4*c*r*x^2-10136*a^4*c*x^3-18*a^4*g^3*p-18*a^4*g^3*r-148*a^4*g ^3*x-64*a^4*g^2*p^2-52*a^4*g^2*p*q-92*a^4*g^2*p*r+80*a^4*g^2*p*x-52*a^4*g^2*q*r -404*a^4*g^2*q*x-28*a^4*g^2*r^2+620*a^4*g^2*r*x+2020*a^4*g^2*x^2-38*a^4*g*p^3-\ 168*a^4*g*p^2*q-70*a^4*g*p^2*r+840*a^4*g*p^2*x-32*a^4*g*p*q^2-248*a^4*g*p*q*r+ 78*a^4*g*p*q*x-36*a^4*g*p*r^2+2160*a^4*g*p*r*x+2428*a^4*g*p*x^2-32*a^4*g*q^2*r-\ 276*a^4*g*q^2*x-80*a^4*g*q*r^2+1296*a^4*g*q*r*x+4308*a^4*g*q*x^2-4*a^4*g*r^3+ 968*a^4*g*r^2*x-1206*a^4*g*r*x^2-3516*a^4*g*x^3-104*a^4*p^3*q+416*a^4*p^3*x-56* a^4*p^2*q^2-208*a^4*p^2*q*r+800*a^4*p^2*q*x+1164*a^4*p^2*r*x-96*a^4*p^2*x^2-4*a ^4*p*q^3-80*a^4*p*q^2*r+80*a^4*p*q^2*x-124*a^4*p*q*r^2+2468*a^4*p*q*r*x+3268*a^ 4*p*q*x^2+872*a^4*p*r^2*x-3224*a^4*p*r*x^2-3056*a^4*p*x^3-4*a^4*q^3*r-56*a^4*q^ 3*x-24*a^4*q^2*r^2+636*a^4*q^2*r*x+2000*a^4*q^2*x^2-20*a^4*q*r^3+1176*a^4*q*r^2 *x-1248*a^4*q*r*x^2-4044*a^4*q*x^3+164*a^4*r^3*x-2124*a^4*r^2*x^2-512*a^4*r*x^3 +660*a^4*x^4-64*a^3*b^4*x-64*a^3*b^3*c*p-64*a^3*b^3*c*r-960*a^3*b^3*c*x-16*a^3* b^3*g*p-16*a^3*b^3*g*r-384*a^3*b^3*g*x-48*a^3*b^3*p^2-64*a^3*b^3*p*r-168*a^3*b^ 3*p*x-184*a^3*b^3*q*x-16*a^3*b^3*r^2+456*a^3*b^3*r*x+3120*a^3*b^3*x^2-512*a^3*b ^2*c^2*p-512*a^3*b^2*c^2*r-3952*a^3*b^2*c^2*x-304*a^3*b^2*c*g*p-304*a^3*b^2*c*g *r-3184*a^3*b^2*c*g*x-592*a^3*b^2*c*p^2-128*a^3*b^2*c*p*q-832*a^3*b^2*c*p*r+88* a^3*b^2*c*p*x-128*a^3*b^2*c*q*r-2016*a^3*b^2*c*q*x-240*a^3*b^2*c*r^2+5528*a^3*b ^2*c*r*x+22688*a^3*b^2*c*x^2-40*a^3*b^2*g^2*p-40*a^3*b^2*g^2*r-624*a^3*b^2*g^2* x-192*a^3*b^2*g*p^2-32*a^3*b^2*g*p*q-272*a^3*b^2*g*p*r-412*a^3*b^2*g*p*x-32*a^3 *b^2*g*q*r-800*a^3*b^2*g*q*x-80*a^3*b^2*g*r^2+1520*a^3*b^2*g*r*x+8444*a^3*b^2*g *x^2-152*a^3*b^2*p^3-96*a^3*b^2*p^2*q-280*a^3*b^2*p^2*r+1072*a^3*b^2*p^2*x-128* a^3*b^2*p*q*r-252*a^3*b^2*p*q*x-144*a^3*b^2*p*r^2+3668*a^3*b^2*p*r*x+8144*a^3*b ^2*p*x^2-192*a^3*b^2*q^2*x-32*a^3*b^2*q*r^2+1268*a^3*b^2*q*r*x+7164*a^3*b^2*q*x ^2-16*a^3*b^2*r^3+1712*a^3*b^2*r^2*x-836*a^3*b^2*r*x^2-9288*a^3*b^2*x^3-1312*a^ 3*b*c^3*p-1312*a^3*b*c^3*r-6496*a^3*b*c^3*x-1216*a^3*b*c^2*g*p-1216*a^3*b*c^2*g *r-7752*a^3*b*c^2*g*x-1904*a^3*b*c^2*p^2-736*a^3*b*c^2*p*q-2752*a^3*b*c^2*p*r+ 3208*a^3*b*c^2*p*x-736*a^3*b*c^2*q*r-5536*a^3*b*c^2*q*x-848*a^3*b*c^2*r^2+18016 *a^3*b*c^2*r*x+51976*a^3*b*c^2*x^2-348*a^3*b*c*g^2*p-348*a^3*b*c*g^2*r-3016*a^3 *b*c*g^2*x-1240*a^3*b*c*g*p^2-448*a^3*b*c*g*p*q-1800*a^3*b*c*g*p*r+424*a^3*b*c* g*p*x-448*a^3*b*c*g*q*r-4460*a^3*b*c*g*q*x-560*a^3*b*c*g*r^2+10656*a^3*b*c*g*r* x+37944*a^3*b*c*g*x^2-796*a^3*b*c*p^3-864*a^3*b*c*p^2*q-1532*a^3*b*c*p^2*r+6876 *a^3*b*c*p^2*x-80*a^3*b*c*p*q^2-1216*a^3*b*c*p*q*r+708*a^3*b*c*p*q*x-856*a^3*b* c*p*r^2+21196*a^3*b*c*p*r*x+31792*a^3*b*c*p*x^2-80*a^3*b*c*q^2*r-1364*a^3*b*c*q ^2*x-352*a^3*b*c*q*r^2+9548*a^3*b*c*q*r*x+34672*a^3*b*c*q*x^2-120*a^3*b*c*r^3+ 9660*a^3*b*c*r^2*x-11244*a^3*b*c*r*x^2-40384*a^3*b*c*x^3-30*a^3*b*g^3*p-30*a^3* b*g^3*r-380*a^3*b*g^3*x-192*a^3*b*g^2*p^2-60*a^3*b*g^2*p*q-280*a^3*b*g^2*p*r-\ 288*a^3*b*g^2*p*x-60*a^3*b*g^2*q*r-878*a^3*b*g^2*q*x-88*a^3*b*g^2*r^2+1456*a^3* b*g^2*r*x+6834*a^3*b*g^2*x^2-266*a^3*b*g*p^3-288*a^3*b*g*p^2*q-514*a^3*b*g*p^2* r+2006*a^3*b*g*p^2*x-20*a^3*b*g*p*q^2-408*a^3*b*g*p*q*r-350*a^3*b*g*p*q*x-288*a ^3*b*g*p*r^2+6674*a^3*b*g*p*r*x+12162*a^3*b*g*p*x^2-20*a^3*b*g*q^2*r-536*a^3*b* g*q^2*x-120*a^3*b*g*q*r^2+2814*a^3*b*g*q*r*x+12860*a^3*b*g*q*x^2-40*a^3*b*g*r^3 +3170*a^3*b*g*r^2*x-2170*a^3*b*g*r*x^2-14136*a^3*b*g*x^3-88*a^3*b*p^4-228*a^3*b *p^3*q-220*a^3*b*p^3*r+1616*a^3*b*p^3*x-60*a^3*b*p^2*q^2-420*a^3*b*p^2*q*r+1760 *a^3*b*p^2*q*x-184*a^3*b*p^2*r^2+5202*a^3*b*p^2*r*x+3108*a^3*b*p^2*x^2-80*a^3*b *p*q^2*r-100*a^3*b*p*q^2*x-216*a^3*b*p*q*r^2+6088*a^3*b*p*q*r*x+11930*a^3*b*p*q *x^2-56*a^3*b*p*r^3+4074*a^3*b*p*r^2*x-9382*a^3*b*p*r*x^2-14980*a^3*b*p*x^3-86* a^3*b*q^3*x-20*a^3*b*q^2*r^2+1092*a^3*b*q^2*r*x+5348*a^3*b*q^2*x^2-24*a^3*b*q*r ^3+2732*a^3*b*q*r^2*x-3596*a^3*b*q*r*x^2-15264*a^3*b*q*x^3-4*a^3*b*r^4+734*a^3* b*r^3*x-7918*a^3*b*r^2*x^2-4214*a^3*b*r*x^3+2940*a^3*b*x^4-1024*a^3*c^4*p-1024* a^3*c^4*r-3600*a^3*c^4*x-1312*a^3*c^3*g*p-1312*a^3*c^3*g*r-5752*a^3*c^3*g*x-\ 1696*a^3*c^3*p^2-928*a^3*c^3*p*q-2464*a^3*c^3*p*r+5144*a^3*c^3*p*x-928*a^3*c^3* q*r-4344*a^3*c^3*q*x-768*a^3*c^3*r^2+17584*a^3*c^3*r*x+38392*a^3*c^3*x^2-592*a^ 3*c^2*g^2*p-592*a^3*c^2*g^2*r-3368*a^3*c^2*g^2*x-1656*a^3*c^2*g*p^2-896*a^3*c^2 *g*p*q-2400*a^3*c^2*g*p*r+3500*a^3*c^2*g*p*x-896*a^3*c^2*g*q*r-5276*a^3*c^2*g*q *x-744*a^3*c^2*g*r^2+16288*a^3*c^2*g*r*x+41452*a^3*c^2*g*x^2-872*a^3*c^2*p^3-\ 1408*a^3*c^2*p^2*q-1672*a^3*c^2*p^2*r+9880*a^3*c^2*p^2*x-240*a^3*c^2*p*q^2-2048 *a^3*c^2*p*q*r+3316*a^3*c^2*p*q*x-928*a^3*c^2*p*r^2+28144*a^3*c^2*p*r*x+30208*a ^3*c^2*p*x^2-240*a^3*c^2*q^2*r-1812*a^3*c^2*q^2*x-640*a^3*c^2*q*r^2+15072*a^3*c ^2*q*r*x+39564*a^3*c^2*q*x^2-128*a^3*c^2*r^3+12572*a^3*c^2*r^2*x-19660*a^3*c^2* r*x^2-42744*a^3*c^2*x^3-110*a^3*c*g^3*p-110*a^3*c*g^3*r-852*a^3*c*g^3*x-514*a^3 *c*g^2*p^2-268*a^3*c*g^2*p*q-744*a^3*c*g^2*p*r+444*a^3*c*g^2*p*x-268*a^3*c*g^2* q*r-2098*a^3*c*g^2*q*x-230*a^3*c*g^2*r^2+4744*a^3*c*g^2*r*x+14690*a^3*c*g^2*x^2 -534*a^3*c*g*p^3-960*a^3*c*g*p^2*q-1010*a^3*c*g*p^2*r+6096*a^3*c*g*p^2*x-148*a^ 3*c*g*p*q^2-1400*a^3*c*g*p*q*r+1094*a^3*c*g*p*q*x-544*a^3*c*g*p*r^2+17890*a^3*c *g*p*r*x+22322*a^3*c*g*p*x^2-148*a^3*c*g*q^2*r-1456*a^3*c*g*q^2*x-440*a^3*c*g*q *r^2+9382*a^3*c*g*q*r*x+29100*a^3*c*g*q*x^2-68*a^3*c*g*r^3+8166*a^3*c*g*r^2*x-\ 10266*a^3*c*g*r*x^2-29372*a^3*c*g*x^3-138*a^3*c*p^4-644*a^3*c*p^3*q-332*a^3*c*p ^3*r+3820*a^3*c*p^3*x-284*a^3*c*p^2*q^2-1252*a^3*c*p^2*q*r+5662*a^3*c*p^2*q*x-\ 262*a^3*c*p^2*r^2+12010*a^3*c*p^2*r*x+3592*a^3*c*p^2*x^2-16*a^3*c*p*q^3-400*a^3 *c*p*q^2*r+500*a^3*c*p*q^2*x-712*a^3*c*p*q*r^2+17580*a^3*c*p*q*r*x+23830*a^3*c* p*q*x^2-72*a^3*c*p*r^3+9306*a^3*c*p*r^2*x-25520*a^3*c*p*r*x^2-28856*a^3*c*p*x^3 -16*a^3*c*q^3*r-298*a^3*c*q^3*x-116*a^3*c*q^2*r^2+3908*a^3*c*q^2*r*x+12776*a^3* c*q^2*x^2-104*a^3*c*q*r^3+7800*a^3*c*q*r^2*x-13256*a^3*c*q*r*x^2-33020*a^3*c*q* x^3-4*a^3*c*r^4+1670*a^3*c*r^3*x-18746*a^3*c*r^2*x^2-4582*a^3*c*r*x^3+6232*a^3* c*x^4-7*a^3*g^4*p-7*a^3*g^4*r-78*a^3*g^4*x-51*a^3*g^3*p^2-24*a^3*g^3*p*q-74*a^3 *g^3*p*r-42*a^3*g^3*p*x-24*a^3*g^3*q*r-272*a^3*g^3*q*x-23*a^3*g^3*r^2+432*a^3*g ^3*r*x+1702*a^3*g^3*x^2-77*a^3*g^2*p^3-156*a^3*g^2*p^2*q-143*a^3*g^2*p^2*r+902* a^3*g^2*p^2*x-20*a^3*g^2*p*q^2-228*a^3*g^2*p*q*r-87*a^3*g^2*p*q*x-74*a^3*g^2*p* r^2+2754*a^3*g^2*p*r*x+4054*a^3*g^2*p*x^2-20*a^3*g^2*q^2*r-286*a^3*g^2*q^2*x-72 *a^3*g^2*q*r^2+1348*a^3*g^2*q*r*x+5272*a^3*g^2*q*x^2-8*a^3*g^2*r^3+1282*a^3*g^2 *r^2*x-1195*a^3*g^2*r*x^2-5018*a^3*g^2*x^3-25*a^3*g*p^4-228*a^3*g*p^3*q-56*a^3* g*p^3*r+1226*a^3*g*p^3*x-96*a^3*g*p^2*q^2-444*a^3*g*p^2*q*r+1711*a^3*g*p^2*q*x-\ 39*a^3*g*p^2*r^2+3706*a^3*g*p^2*r*x+1098*a^3*g*p^2*x^2-4*a^3*g*p*q^3-136*a^3*g* p*q^2*r-252*a^3*g*p*q*r^2+5674*a^3*g*p*q*r*x+9172*a^3*g*p*q*x^2-8*a^3*g*p*r^3+ 2772*a^3*g*p*r^2*x-8213*a^3*g*p*r*x^2-9942*a^3*g*p*x^3-4*a^3*g*q^3*r-116*a^3*g* q^3*x-40*a^3*g*q^2*r^2+1242*a^3*g*q^2*r*x+4772*a^3*g*q^2*x^2-36*a^3*g*q*r^3+ 2622*a^3*g*q*r^2*x-3262*a^3*g*q*r*x^2-11494*a^3*g*q*x^3+456*a^3*g*r^3*x-6170*a^ 3*g*r^2*x^2-2212*a^3*g*r*x^3+2082*a^3*g*x^4-88*a^3*p^4*q+352*a^3*p^4*x-76*a^3*p ^3*q^2-220*a^3*p^3*q*r+1324*a^3*p^3*q*x+1206*a^3*p^3*r*x-768*a^3*p^3*x^2-12*a^3 *p^2*q^3-140*a^3*p^2*q^2*r+708*a^3*p^2*q^2*x-184*a^3*p^2*q*r^2+4460*a^3*p^2*q*r *x+2548*a^3*p^2*q*x^2+1262*a^3*p^2*r^2*x-6176*a^3*p^2*r*x^2-3848*a^3*p^2*x^3-16 *a^3*p*q^3*r-8*a^3*p*q^3*x-72*a^3*p*q^2*r^2+2458*a^3*p*q^2*r*x+4296*a^3*p*q^2*x ^2-56*a^3*p*q*r^3+3566*a^3*p*q*r^2*x-8170*a^3*p*q*r*x^2-11716*a^3*p*q*x^3+452*a ^3*p*r^3*x-6382*a^3*p*r^2*x^2+1502*a^3*p*r*x^3+2324*a^3*p*x^4-14*a^3*q^4*x-4*a^ 3*q^3*r^2+286*a^3*q^3*r*x+1270*a^3*q^3*x^2-8*a^3*q^2*r^3+1050*a^3*q^2*r^2*x-\ 2276*a^3*q^2*r*x^2-6144*a^3*q^2*x^3-4*a^3*q*r^4+662*a^3*q*r^3*x-6446*a^3*q*r^2* x^2-1698*a^3*q*r*x^3+2624*a^3*q*x^4+36*a^3*r^4*x-1332*a^3*r^3*x^2+3842*a^3*r^2* x^3+1304*a^3*r*x^4-176*a^2*b^4*c*x-64*a^2*b^4*g*x-56*a^2*b^4*p*x+96*a^2*b^4*r*x +1112*a^2*b^4*x^2-96*a^2*b^3*c^2*p-96*a^2*b^3*c^2*r-1488*a^2*b^3*c^2*x-48*a^2*b ^3*c*g*p-48*a^2*b^3*c*g*r-1152*a^2*b^3*c*g*x-144*a^2*b^3*c*p^2-192*a^2*b^3*c*p* r-144*a^2*b^3*c*p*x-520*a^2*b^3*c*q*x-48*a^2*b^3*c*r^2+2360*a^2*b^3*c*r*x+13208 *a^2*b^3*c*x^2-4*a^2*b^3*g^2*p-4*a^2*b^3*g^2*r-216*a^2*b^3*g^2*x-40*a^2*b^3*g*p ^2-56*a^2*b^3*g*p*r-264*a^2*b^3*g*p*x-180*a^2*b^3*g*q*x-16*a^2*b^3*g*r^2+628*a^ 2*b^3*g*r*x+4892*a^2*b^3*g*x^2-52*a^2*b^3*p^3-84*a^2*b^3*p^2*r+400*a^2*b^3*p^2* x-172*a^2*b^3*p*q*x-32*a^2*b^3*p*r^2+1648*a^2*b^3*p*r*x+5676*a^2*b^3*p*x^2+348* a^2*b^3*q*r*x+3620*a^2*b^3*q*x^2+728*a^2*b^3*r^2*x-452*a^2*b^3*r*x^2-7272*a^2*b ^3*x^3-608*a^2*b^2*c^3*p-608*a^2*b^2*c^3*r-4480*a^2*b^2*c^3*x-528*a^2*b^2*c^2*g *p-528*a^2*b^2*c^2*g*r-5280*a^2*b^2*c^2*g*x-1104*a^2*b^2*c^2*p^2-192*a^2*b^2*c^ 2*p*q-1536*a^2*b^2*c^2*p*r+1928*a^2*b^2*c^2*p*x-192*a^2*b^2*c^2*q*r-3344*a^2*b^ 2*c^2*q*x-432*a^2*b^2*c^2*r^2+14096*a^2*b^2*c^2*r*x+51160*a^2*b^2*c^2*x^2-132*a ^2*b^2*c*g^2*p-132*a^2*b^2*c*g^2*r-2024*a^2*b^2*c*g^2*x-696*a^2*b^2*c*g*p^2-96* a^2*b^2*c*g*p*q-984*a^2*b^2*c*g*p*r-360*a^2*b^2*c*g*p*x-96*a^2*b^2*c*g*q*r-2540 *a^2*b^2*c*g*q*x-288*a^2*b^2*c*g*r^2+8160*a^2*b^2*c*g*r*x+37504*a^2*b^2*c*g*x^2 -612*a^2*b^2*c*p^3-288*a^2*b^2*c*p^2*q-1092*a^2*b^2*c*p^2*r+5472*a^2*b^2*c*p^2* x-384*a^2*b^2*c*p*q*r-360*a^2*b^2*c*p*q*x-528*a^2*b^2*c*p*r^2+17928*a^2*b^2*c*p *r*x+37668*a^2*b^2*c*p*x^2-556*a^2*b^2*c*q^2*x-96*a^2*b^2*c*q*r^2+5820*a^2*b^2* c*q*r*x+31092*a^2*b^2*c*q*x^2-48*a^2*b^2*c*r^3+7540*a^2*b^2*c*r^2*x-11716*a^2*b ^2*c*r*x^2-51808*a^2*b^2*c*x^3-8*a^2*b^2*g^3*p-8*a^2*b^2*g^3*r-248*a^2*b^2*g^3* x-100*a^2*b^2*g^2*p^2-8*a^2*b^2*g^2*p*q-144*a^2*b^2*g^2*p*r-410*a^2*b^2*g^2*p*x -8*a^2*b^2*g^2*q*r-466*a^2*b^2*g^2*q*x-44*a^2*b^2*g^2*r^2+1076*a^2*b^2*g^2*r*x+ 6804*a^2*b^2*g^2*x^2-208*a^2*b^2*g*p^3-80*a^2*b^2*g*p^2*q-376*a^2*b^2*g*p^2*r+ 1390*a^2*b^2*g*p^2*x-112*a^2*b^2*g*p*q*r-544*a^2*b^2*g*p*q*x-184*a^2*b^2*g*p*r^ 2+5494*a^2*b^2*g*p*r*x+14750*a^2*b^2*g*p*x^2-184*a^2*b^2*g*q^2*x-32*a^2*b^2*g*q *r^2+1674*a^2*b^2*g*q*r*x+11336*a^2*b^2*g*q*x^2-16*a^2*b^2*g*r^3+2518*a^2*b^2*g *r^2*x-1922*a^2*b^2*g*r*x^2-18168*a^2*b^2*g*x^3-100*a^2*b^2*p^4-104*a^2*b^2*p^3 *q-224*a^2*b^2*p^3*r+1580*a^2*b^2*p^3*x-168*a^2*b^2*p^2*q*r+930*a^2*b^2*p^2*q*x -156*a^2*b^2*p^2*r^2+5216*a^2*b^2*p^2*r*x+5724*a^2*b^2*p^2*x^2-190*a^2*b^2*p*q^ 2*x-64*a^2*b^2*p*q*r^2+4020*a^2*b^2*p*q*r*x+12716*a^2*b^2*p*q*x^2-32*a^2*b^2*p* r^3+3782*a^2*b^2*p*r^2*x-9364*a^2*b^2*p*r*x^2-21568*a^2*b^2*p*x^3+432*a^2*b^2*q ^2*r*x+4200*a^2*b^2*q^2*x^2+1640*a^2*b^2*q*r^2*x-3646*a^2*b^2*q*r*x^2-18480*a^2 *b^2*q*x^3+480*a^2*b^2*r^3*x-8966*a^2*b^2*r^2*x^2-6528*a^2*b^2*r*x^3+4560*a^2*b ^2*x^4-1328*a^2*b*c^4*p-1328*a^2*b*c^4*r-6000*a^2*b*c^4*x-1616*a^2*b*c^3*g*p-\ 1616*a^2*b*c^3*g*r-9320*a^2*b*c^3*g*x-2752*a^2*b*c^3*p^2-864*a^2*b*c^3*p*q-3936 *a^2*b*c^3*p*r+7280*a^2*b*c^3*p*x-864*a^2*b*c^3*q*r-6832*a^2*b*c^3*q*x-1184*a^2 *b*c^3*r^2+31040*a^2*b*c^3*r*x+82848*a^2*b*c^3*x^2-672*a^2*b*c^2*g^2*p-672*a^2* b*c^2*g^2*r-5332*a^2*b*c^2*g^2*x-2664*a^2*b*c^2*g*p^2-768*a^2*b*c^2*g*p*q-3840* a^2*b*c^2*g*p*r+3716*a^2*b*c^2*g*p*x-768*a^2*b*c^2*g*q*r-7944*a^2*b*c^2*g*q*x-\ 1176*a^2*b*c^2*g*r^2+28360*a^2*b*c^2*g*r*x+89732*a^2*b*c^2*g*x^2-1920*a^2*b*c^2 *p^3-1584*a^2*b*c^2*p^2*q-3600*a^2*b*c^2*p^2*r+17968*a^2*b*c^2*p^2*x-120*a^2*b* c^2*p*q^2-2208*a^2*b*c^2*p*q*r+2808*a^2*b*c^2*p*q*x-1920*a^2*b*c^2*p*r^2+54952* a^2*b*c^2*p*r*x+80108*a^2*b*c^2*p*x^2-120*a^2*b*c^2*q^2*r-2416*a^2*b*c^2*q^2*x-\ 624*a^2*b*c^2*q*r^2+22524*a^2*b*c^2*q*r*x+79752*a^2*b*c^2*q*x^2-240*a^2*b*c^2*r ^3+23304*a^2*b*c^2*r^2*x-43400*a^2*b*c^2*r*x^2-116000*a^2*b*c^2*x^3-108*a^2*b*c *g^3*p-108*a^2*b*c*g^3*r-1322*a^2*b*c*g^3*x-806*a^2*b*c*g^2*p^2-196*a^2*b*c*g^2 *p*q-1172*a^2*b*c*g^2*p*r-352*a^2*b*c*g^2*p*x-196*a^2*b*c*g^2*q*r-3000*a^2*b*c* g^2*q*x-366*a^2*b*c*g^2*r^2+8036*a^2*b*c*g^2*r*x+31962*a^2*b*c*g^2*x^2-1292*a^2 *b*c*g*p^3-1024*a^2*b*c*g*p^2*q-2440*a^2*b*c*g*p^2*r+10448*a^2*b*c*g*p^2*x-60*a ^2*b*c*g*p*q^2-1448*a^2*b*c*g*p*q*r-236*a^2*b*c*g*p*q*x-1308*a^2*b*c*g*p*r^2+ 34950*a^2*b*c*g*p*r*x+61390*a^2*b*c*g*p*x^2-60*a^2*b*c*g*q^2*r-1808*a^2*b*c*g*q ^2*x-424*a^2*b*c*g*q*r^2+13770*a^2*b*c*g*q*r*x+58160*a^2*b*c*g*q*x^2-160*a^2*b* c*g*r^3+15522*a^2*b*c*g*r^2*x-21438*a^2*b*c*g*r*x^2-80640*a^2*b*c*g*x^3-514*a^2 *b*c*p^4-892*a^2*b*c*p^3*q-1220*a^2*b*c*p^3*r+8686*a^2*b*c*p^3*x-180*a^2*b*c*p^ 2*q^2-1596*a^2*b*c*p^2*q*r+8376*a^2*b*c*p^2*q*x-942*a^2*b*c*p^2*r^2+28630*a^2*b *c*p^2*r*x+19018*a^2*b*c*p^2*x^2-240*a^2*b*c*p*q^2*r-286*a^2*b*c*p*q^2*x-776*a^ 2*b*c*p*q*r^2+28644*a^2*b*c*p*q*r*x+56900*a^2*b*c*p*q*x^2-248*a^2*b*c*p*r^3+ 21500*a^2*b*c*p*r^2*x-57072*a^2*b*c*p*r*x^2-89396*a^2*b*c*p*x^3-254*a^2*b*c*q^3 *x-60*a^2*b*c*q^2*r^2+4558*a^2*b*c*q^2*r*x+23518*a^2*b*c*q^2*x^2-72*a^2*b*c*q*r ^3+11684*a^2*b*c*q*r^2*x-27722*a^2*b*c*q*r*x^2-84856*a^2*b*c*q*x^3-12*a^2*b*c*r ^4+3362*a^2*b*c*r^3*x-44470*a^2*b*c*r^2*x^2-15870*a^2*b*c*r*x^3+20288*a^2*b*c*x ^4-5*a^2*b*g^4*p-5*a^2*b*g^4*r-118*a^2*b*g^4*x-75*a^2*b*g^3*p^2-12*a^2*b*g^3*p* q-110*a^2*b*g^3*p*r-250*a^2*b*g^3*p*x-12*a^2*b*g^3*q*r-364*a^2*b*g^3*q*x-35*a^2 *b*g^3*r^2+694*a^2*b*g^3*r*x+3738*a^2*b*g^3*x^2-208*a^2*b*g^2*p^3-150*a^2*b*g^2 *p^2*q-396*a^2*b*g^2*p^2*r+1331*a^2*b*g^2*p^2*x-5*a^2*b*g^2*p*q^2-216*a^2*b*g^2 *p*q*r-514*a^2*b*g^2*p*q*x-213*a^2*b*g^2*p*r^2+5230*a^2*b*g^2*p*r*x+11560*a^2*b *g^2*p*x^2-5*a^2*b*g^2*q^2*r-323*a^2*b*g^2*q^2*x-66*a^2*b*g^2*q*r^2+1939*a^2*b* g^2*q*r*x+10421*a^2*b*g^2*q*x^2-25*a^2*b*g^2*r^3+2466*a^2*b*g^2*r^2*x-2116*a^2* b*g^2*r*x^2-13902*a^2*b*g^2*x^3-175*a^2*b*g*p^4-312*a^2*b*g*p^3*q-418*a^2*b*g*p ^3*r+2805*a^2*b*g*p^3*x-50*a^2*b*g*p^2*q^2-564*a^2*b*g*p^2*q*r+2292*a^2*b*g*p^2 *q*x-325*a^2*b*g*p^2*r^2+9462*a^2*b*g*p^2*r*x+7884*a^2*b*g*p^2*x^2-70*a^2*b*g*p *q^2*r-362*a^2*b*g*p*q^2*x-276*a^2*b*g*p*q*r^2+9166*a^2*b*g*p*q*r*x+22228*a^2*b *g*p*q*x^2-86*a^2*b*g*p*r^3+7223*a^2*b*g*p*r^2*x-16632*a^2*b*g*p*r*x^2-31626*a^ 2*b*g*p*x^3-81*a^2*b*g*q^3*x-20*a^2*b*g*q^2*r^2+1406*a^2*b*g*q^2*r*x+8551*a^2*b *g*q^2*x^2-24*a^2*b*g*q*r^3+4000*a^2*b*g*q*r^2*x-6843*a^2*b*g*q*r*x^2-29770*a^2 *b*g*q*x^3-4*a^2*b*g*r^4+1112*a^2*b*g*r^3*x-14874*a^2*b*g*r^2*x^2-8250*a^2*b*g* r*x^3+6714*a^2*b*g*x^4-41*a^2*b*p^5-150*a^2*b*p^4*q-123*a^2*b*p^4*r+1150*a^2*b* p^4*x-65*a^2*b*p^3*q^2-336*a^2*b*p^3*q*r+2414*a^2*b*p^3*q*x-131*a^2*b*p^3*r^2+ 4245*a^2*b*p^3*r*x+108*a^2*b*p^3*x^2-105*a^2*b*p^2*q^2*r+689*a^2*b*p^2*q^2*x-\ 234*a^2*b*p^2*q*r^2+8281*a^2*b*p^2*q*r*x+8293*a^2*b*p^2*q*x^2-57*a^2*b*p^2*r^3+ 4458*a^2*b*p^2*r^2*x-15656*a^2*b*p^2*r*x^2-15470*a^2*b*p^2*x^3-89*a^2*b*p*q^3*x -40*a^2*b*p*q^2*r^2+3130*a^2*b*p*q^2*r*x+9287*a^2*b*p*q^2*x^2-48*a^2*b*p*q*r^3+ 5975*a^2*b*p*q*r^2*x-17648*a^2*b*p*q*r*x^2-33650*a^2*b*p*q*x^3-8*a^2*b*p*r^4+ 1491*a^2*b*p*r^3*x-18025*a^2*b*p*r^2*x^2+25*a^2*b*p*r*x^3+8050*a^2*b*p*x^4+219* a^2*b*q^3*r*x+2052*a^2*b*q^3*x^2+1190*a^2*b*q^2*r^2*x-4431*a^2*b*q^2*r*x^2-\ 14776*a^2*b*q^2*x^3+759*a^2*b*q*r^3*x-13997*a^2*b*q*r^2*x^2-4319*a^2*b*q*r*x^3+ 8350*a^2*b*q*x^4+90*a^2*b*r^4*x-3414*a^2*b*r^3*x^2+11090*a^2*b*r^2*x^3+4792*a^2 *b*r*x^4-896*a^2*c^5*p-896*a^2*c^5*r-2864*a^2*c^5*x-1432*a^2*c^4*g*p-1432*a^2*c ^4*g*r-5576*a^2*c^4*g*x-2016*a^2*c^4*p^2-912*a^2*c^4*p*q-2912*a^2*c^4*p*r+7208* a^2*c^4*p*x-912*a^2*c^4*q*r-4408*a^2*c^4*q*x-896*a^2*c^4*r^2+22856*a^2*c^4*r*x+ 47864*a^2*c^4*x^2-852*a^2*c^3*g^2*p-852*a^2*c^3*g^2*r-4260*a^2*c^3*g^2*x-2672*a ^2*c^3*g*p^2-1152*a^2*c^3*g*p*q-3864*a^2*c^3*g*p*r+7220*a^2*c^3*g*p*x-1152*a^2* c^3*g*q*r-6880*a^2*c^3*g*q*x-1192*a^2*c^3*g*r^2+28988*a^2*c^3*g*r*x+68720*a^2*c ^3*g*x^2-1588*a^2*c^3*p^3-1936*a^2*c^3*p^2*q-3012*a^2*c^3*p^2*r+17628*a^2*c^3*p ^2*x-280*a^2*c^3*p*q^2-2784*a^2*c^3*p*q*r+5736*a^2*c^3*p*q*x-1640*a^2*c^3*p*r^2 +50504*a^2*c^3*p*r*x+54020*a^2*c^3*p*x^2-280*a^2*c^3*q^2*r-2436*a^2*c^3*q^2*x-\ 848*a^2*c^3*q*r^2+24196*a^2*c^3*q*r*x+63552*a^2*c^3*q*x^2-216*a^2*c^3*r^3+21500 *a^2*c^3*r^2*x-43708*a^2*c^3*r*x^2-83800*a^2*c^3*x^3-230*a^2*c^2*g^3*p-230*a^2* c^2*g^3*r-1590*a^2*c^2*g^3*x-1258*a^2*c^2*g^2*p^2-500*a^2*c^2*g^2*p*q-1824*a^2* c^2*g^2*p*r+1874*a^2*c^2*g^2*p*x-500*a^2*c^2*g^2*q*r-3946*a^2*c^2*g^2*q*x-566*a ^2*c^2*g^2*r^2+12968*a^2*c^2*g^2*r*x+36306*a^2*c^2*g^2*x^2-1582*a^2*c^2*g*p^3-\ 1952*a^2*c^2*g*p^2*q-2986*a^2*c^2*g*p^2*r+16374*a^2*c^2*g*p^2*x-252*a^2*c^2*g*p *q^2-2824*a^2*c^2*g*p*q*r+3582*a^2*c^2*g*p*q*x-1600*a^2*c^2*g*p*r^2+49412*a^2*c ^2*g*p*r*x+61340*a^2*c^2*g*p*x^2-252*a^2*c^2*g*q^2*r-2816*a^2*c^2*g*q^2*x-872*a ^2*c^2*g*q*r^2+23220*a^2*c^2*g*q*r*x+69408*a^2*c^2*g*q*x^2-196*a^2*c^2*g*r^3+ 21596*a^2*c^2*g*r^2*x-36998*a^2*c^2*g*r*x^2-86724*a^2*c^2*g*x^3-514*a^2*c^2*p^4 -1412*a^2*c^2*p^3*q-1220*a^2*c^2*p^3*r+11102*a^2*c^2*p^3*x-516*a^2*c^2*p^2*q^2-\ 2676*a^2*c^2*p^2*q*r+13942*a^2*c^2*p^2*q*x-942*a^2*c^2*p^2*r^2+35766*a^2*c^2*p^ 2*r*x+13790*a^2*c^2*p^2*x^2-24*a^2*c^2*p*q^3-720*a^2*c^2*p*q^2*r+1040*a^2*c^2*p *q^2*x-1456*a^2*c^2*p*q*r^2+43168*a^2*c^2*p*q*r*x+60036*a^2*c^2*p*q*x^2-248*a^2 *c^2*p*r^3+27014*a^2*c^2*p*r^2*x-77552*a^2*c^2*p*r*x^2-90536*a^2*c^2*p*x^3-24*a ^2*c^2*q^3*r-558*a^2*c^2*q^3*x-204*a^2*c^2*q^2*r^2+8550*a^2*c^2*q^2*r*x+29690*a ^2*c^2*q^2*x^2-192*a^2*c^2*q*r^3+17932*a^2*c^2*q*r^2*x-42884*a^2*c^2*q*r*x^2-\ 93424*a^2*c^2*q*x^3-12*a^2*c^2*r^4+4506*a^2*c^2*r^3*x-54132*a^2*c^2*r^2*x^2-\ 6694*a^2*c^2*r*x^3+21500*a^2*c^2*x^4-27*a^2*c*g^4*p-27*a^2*c*g^4*r-288*a^2*c*g^ 4*x-247*a^2*c*g^3*p^2-84*a^2*c*g^3*p*q-360*a^2*c*g^3*p*r-67*a^2*c*g^3*p*x-84*a^ 2*c*g^3*q*r-980*a^2*c*g^3*q*x-113*a^2*c*g^3*r^2+2400*a^2*c*g^3*r*x+8370*a^2*c*g ^3*x^2-502*a^2*c*g^2*p^3-618*a^2*c*g^2*p^2*q-944*a^2*c*g^2*p^2*r+4674*a^2*c*g^2 *p^2*x-65*a^2*c*g^2*p*q^2-900*a^2*c*g^2*p*q*r+130*a^2*c*g^2*p*q*x-497*a^2*c*g^2 *p*r^2+15338*a^2*c*g^2*p*r*x+22778*a^2*c*g^2*p*x^2-65*a^2*c*g^2*q^2*r-1053*a^2* c*g^2*q^2*x-282*a^2*c*g^2*q*r^2+6943*a^2*c*g^2*q*r*x+24773*a^2*c*g^2*q*x^2-55*a ^2*c*g^2*r^3+6948*a^2*c*g^2*r^2*x-9362*a^2*c*g^2*r*x^2-29424*a^2*c*g^2*x^3-311* a^2*c*g*p^4-996*a^2*c*g*p^3*q-724*a^2*c*g*p^3*r+7223*a^2*c*g*p^3*x-338*a^2*c*g* p^2*q^2-1896*a^2*c*g*p^2*q*r+8588*a^2*c*g*p^2*q*x-539*a^2*c*g*p^2*r^2+23444*a^2 *c*g*p^2*r*x+11034*a^2*c*g*p^2*x^2-12*a^2*c*g*p*q^3-478*a^2*c*g*p*q^2*r+66*a^2* c*g*p*q^2*x-1032*a^2*c*g*p*q*r^2+28568*a^2*c*g*p*q*r*x+46438*a^2*c*g*p*q*x^2-\ 130*a^2*c*g*p*r^3+17689*a^2*c*g*p*r^2*x-48362*a^2*c*g*p*r*x^2-62988*a^2*c*g*p*x ^3-12*a^2*c*g*q^3*r-413*a^2*c*g*q^3*x-140*a^2*c*g*q^2*r^2+5520*a^2*c*g*q^2*r*x+ 21763*a^2*c*g*q^2*x^2-132*a^2*c*g*q*r^3+12262*a^2*c*g*q*r^2*x-24485*a^2*c*g*q*r *x^2-65596*a^2*c*g*q*x^3-4*a^2*c*g*r^4+2800*a^2*c*g*r^3*x-36422*a^2*c*g*r^2*x^2 -9380*a^2*c*g*r*x^3+14258*a^2*c*g*x^4-57*a^2*c*p^5-414*a^2*c*p^4*q-165*a^2*c*p^ 4*r+2538*a^2*c*p^4*x-293*a^2*c*p^3*q^2-996*a^2*c*p^3*q*r+6814*a^2*c*p^3*q*x-167 *a^2*c*p^3*r^2+9275*a^2*c*p^3*r*x-2020*a^2*c*p^3*x^2-36*a^2*c*p^2*q^3-525*a^2*c *p^2*q^2*r+3081*a^2*c*p^2*q^2*x-786*a^2*c*p^2*q*r^2+22933*a^2*c*p^2*q*r*x+14119 *a^2*c*p^2*q*x^2-67*a^2*c*p^2*r^3+9724*a^2*c*p^2*r^2*x-38164*a^2*c*p^2*r*x^2-\ 28448*a^2*c*p^2*x^3-48*a^2*c*p*q^3*r-71*a^2*c*p*q^3*x-256*a^2*c*p*q^2*r^2+10904 *a^2*c*p*q^2*r*x+20659*a^2*c*p*q^2*x^2-216*a^2*c*p*q*r^3+17219*a^2*c*p*q*r^2*x-\ 50058*a^2*c*p*q*r*x^2-69978*a^2*c*p*q*x^3-8*a^2*c*p*r^4+3267*a^2*c*p*r^3*x-\ 41695*a^2*c*p*r^2*x^2+7883*a^2*c*p*r*x^3+16034*a^2*c*p*x^4-42*a^2*c*q^4*x-12*a^ 2*c*q^3*r^2+1119*a^2*c*q^3*r*x+5664*a^2*c*q^3*x^2-24*a^2*c*q^2*r^3+4324*a^2*c*q ^2*r^2*x-13635*a^2*c*q^2*r*x^2-33140*a^2*c*q^2*x^3-12*a^2*c*q*r^4+2745*a^2*c*q* r^3*x-35001*a^2*c*q*r^2*x^2-2547*a^2*c*q*r*x^3+17668*a^2*c*q*x^4+198*a^2*c*r^4* x-8382*a^2*c*r^3*x^2+23996*a^2*c*r^2*x^3+7408*a^2*c*r*x^4-a^2*g^5*p-a^2*g^5*r-\ 20*a^2*g^5*x-17*a^2*g^4*p^2-4*a^2*g^4*p*q-25*a^2*g^4*p*r-50*a^2*g^4*p*x-4*a^2*g ^4*q*r-88*a^2*g^4*q*x-8*a^2*g^4*r^2+153*a^2*g^4*r*x+707*a^2*g^4*x^2-51*a^2*g^3* p^3-60*a^2*g^3*p^2*q-96*a^2*g^3*p^2*r+399*a^2*g^3*p^2*x-4*a^2*g^3*p*q^2-88*a^2* g^3*p*q*r-141*a^2*g^3*p*q*x-50*a^2*g^3*p*r^2+1504*a^2*g^3*p*r*x+2754*a^2*g^3*p* x^2-4*a^2*g^3*q^2*r-126*a^2*g^3*q^2*x-28*a^2*g^3*q*r^2+634*a^2*g^3*q*r*x+2893*a ^2*g^3*q*x^2-5*a^2*g^3*r^3+712*a^2*g^3*r^2*x-688*a^2*g^3*r*x^2-3294*a^2*g^3*x^3 -43*a^2*g^2*p^4-169*a^2*g^2*p^3*q-97*a^2*g^2*p^3*r+1132*a^2*g^2*p^3*x-50*a^2*g^ 2*p^2*q^2-323*a^2*g^2*p^2*q*r+1174*a^2*g^2*p^2*q*x-68*a^2*g^2*p^2*r^2+3713*a^2* g^2*p^2*r*x+2146*a^2*g^2*p^2*x^2-a^2*g^2*p*q^3-72*a^2*g^2*p*q^2*r-137*a^2*g^2*p *q^2*x-175*a^2*g^2*p*q*r^2+4444*a^2*g^2*p*q*r*x+8833*a^2*g^2*p*q*x^2-14*a^2*g^2 *p*r^3+2785*a^2*g^2*p*r^2*x-7199*a^2*g^2*p*r*x^2-10760*a^2*g^2*p*x^3-a^2*g^2*q^ 3*r-72*a^2*g^2*q^3*x-22*a^2*g^2*q^2*r^2+835*a^2*g^2*q^2*r*x+3893*a^2*g^2*q^2*x^ 2-21*a^2*g^2*q*r^3+2003*a^2*g^2*q*r^2*x-3054*a^2*g^2*q*r*x^2-11259*a^2*g^2*q*x^ 3+406*a^2*g^2*r^3*x-5910*a^2*g^2*r^2*x^2-2321*a^2*g^2*r*x^3+2349*a^2*g^2*x^4-8* a^2*g*p^5-150*a^2*g*p^4*q-21*a^2*g*p^4*r+807*a^2*g*p^4*x-104*a^2*g*p^3*q^2-362* a^2*g*p^3*q*r+2278*a^2*g*p^3*q*x-18*a^2*g*p^3*r^2+2839*a^2*g*p^3*r*x-901*a^2*g* p^3*x^2-10*a^2*g*p^2*q^3-188*a^2*g*p^2*q^2*r+911*a^2*g*p^2*q^2*x-286*a^2*g*p^2* q*r^2+7799*a^2*g*p^2*q*r*x+5906*a^2*g*p^2*q*x^2-5*a^2*g*p^2*r^3+2856*a^2*g*p^2* r^2*x-12795*a^2*g*p^2*r*x^2-9742*a^2*g*p^2*x^3-14*a^2*g*p*q^3*r-78*a^2*g*p*q^3* x-92*a^2*g*p*q^2*r^2+3661*a^2*g*p*q^2*r*x+8117*a^2*g*p*q^2*x^2-78*a^2*g*p*q*r^3 +5945*a^2*g*p*q*r^2*x-15277*a^2*g*p*q*r*x^2-24900*a^2*g*p*q*x^3+884*a^2*g*p*r^3 *x-13829*a^2*g*p*r^2*x^2+1736*a^2*g*p*r*x^3+5440*a^2*g*p*x^4-13*a^2*g*q^4*x-4*a ^2*g*q^3*r^2+363*a^2*g*q^3*r*x+2064*a^2*g*q^3*x^2-8*a^2*g*q^2*r^3+1515*a^2*g*q^ 2*r^2*x-4050*a^2*g*q^2*r*x^2-11847*a^2*g*q^2*x^3-4*a^2*g*q*r^4+934*a^2*g*q*r^3* x-11967*a^2*g*q*r^2*x^2-2951*a^2*g*q*r*x^3+5929*a^2*g*q*x^4+36*a^2*g*r^4*x-2667 *a^2*g*r^3*x^2+8150*a^2*g*r^2*x^3+2952*a^2*g*r*x^4-41*a^2*p^5*q+164*a^2*p^5*x-\ 50*a^2*p^4*q^2-123*a^2*p^4*q*r+941*a^2*p^4*q*x+663*a^2*p^4*r*x-708*a^2*p^4*x^2-\ 13*a^2*p^3*q^3-112*a^2*p^3*q^2*r+888*a^2*p^3*q^2*x-131*a^2*p^3*q*r^2+3613*a^2*p ^3*q*r*x+281*a^2*p^3*q*x^2+880*a^2*p^3*r^2*x-5146*a^2*p^3*r*x^2-2228*a^2*p^3*x^ 3-21*a^2*p^2*q^3*r+162*a^2*p^2*q^3*x-78*a^2*p^2*q^2*r^2+3166*a^2*p^2*q^2*r*x+ 2920*a^2*p^2*q^2*x^2-57*a^2*p^2*q*r^3+3893*a^2*p^2*q*r^2*x-12703*a^2*p^2*q*r*x^ 2-11945*a^2*p^2*q*x^3+453*a^2*p^2*r^3*x-6916*a^2*p^2*r^2*x^2+4229*a^2*p^2*r*x^3 +2747*a^2*p^2*x^4-15*a^2*p*q^4*x-8*a^2*p*q^3*r^2+766*a^2*p*q^3*r*x+2172*a^2*p*q ^3*x^2-16*a^2*p*q^2*r^3+2259*a^2*p*q^2*r^2*x-7901*a^2*p*q^2*r*x^2-12892*a^2*p*q ^2*x^3-8*a^2*p*q*r^4+1347*a^2*p*q*r^3*x-14507*a^2*p*q*r^2*x^2+2324*a^2*p*q*r*x^ 3+6572*a^2*p*q*x^4+72*a^2*p*r^4*x-2664*a^2*p*r^3*x^2+8887*a^2*p*r^2*x^3+1674*a^ 2*p*r*x^4+39*a^2*q^4*r*x+359*a^2*q^4*x^2+276*a^2*q^3*r^2*x-1401*a^2*q^3*r*x^2-\ 3691*a^2*q^3*x^3+282*a^2*q^2*r^3*x-5349*a^2*q^2*r^2*x^2+309*a^2*q^2*r*x^3+3525* a^2*q^2*x^4+90*a^2*q*r^4*x-2775*a^2*q*r^3*x^2+8729*a^2*q*r^2*x^3+2554*a^2*q*r*x ^4-180*a^2*r^4*x^2+2124*a^2*r^3*x^3-1368*a^2*r^2*x^4+128*a*b^5*x^2-160*a*b^4*c^ 2*x-104*a*b^4*c*g*x-40*a*b^4*c*p*x+312*a*b^4*c*r*x+2800*a*b^4*c*x^2-16*a*b^4*g^ 2*x-36*a*b^4*g*p*x+80*a*b^4*g*r*x+1020*a*b^4*g*x^2+36*a*b^4*p^2*x+228*a*b^4*p*r *x+1420*a*b^4*p*x^2+568*a*b^4*q*x^2+92*a*b^4*r^2*x-204*a*b^4*r*x^2-2392*a*b^4*x ^3-64*a*b^3*c^3*p-64*a*b^3*c^3*r-992*a*b^3*c^3*x-48*a*b^3*c^2*g*p-48*a*b^3*c^2* g*r-1080*a*b^3*c^2*g*x-144*a*b^3*c^2*p^2-192*a*b^3*c^2*p*r+432*a*b^3*c^2*p*x-\ 488*a*b^3*c^2*q*x-48*a*b^3*c^2*r^2+3712*a*b^3*c^2*r*x+17872*a*b^3*c^2*x^2-8*a*b ^3*c*g^2*p-8*a*b^3*c*g^2*r-376*a*b^3*c*g^2*x-80*a*b^3*c*g*p^2-112*a*b^3*c*g*p*r -164*a*b^3*c*g*p*x-312*a*b^3*c*g*q*x-32*a*b^3*c*g*r^2+2088*a*b^3*c*g*r*x+12900* a*b^3*c*g*x^2-104*a*b^3*c*p^3-168*a*b^3*c*p^2*r+1452*a*b^3*c*p^2*x-200*a*b^3*c* p*q*x-64*a*b^3*c*p*r^2+4936*a*b^3*c*p*r*x+15364*a*b^3*c*p*x^2+936*a*b^3*c*q*r*x +9268*a*b^3*c*q*x^2+1752*a*b^3*c*r^2*x-5184*a*b^3*c*r*x^2-25376*a*b^3*c*x^3-40* a*b^3*g^3*x-8*a*b^3*g^2*p^2-12*a*b^3*g^2*p*r-114*a*b^3*g^2*p*x-44*a*b^3*g^2*q*x -4*a*b^3*g^2*r^2+280*a*b^3*g^2*r*x+2322*a*b^3*g^2*x^2-32*a*b^3*g*p^3-56*a*b^3*g *p^2*r+304*a*b^3*g*p^2*x-124*a*b^3*g*p*q*x-24*a*b^3*g*p*r^2+1428*a*b^3*g*p*r*x+ 5942*a*b^3*g*p*x^2+252*a*b^3*g*q*r*x+3228*a*b^3*g*q*x^2+576*a*b^3*g*r^2*x-1012* a*b^3*g*r*x^2-8904*a*b^3*g*x^3-24*a*b^3*p^4-44*a*b^3*p^3*r+482*a*b^3*p^3*x+80*a *b^3*p^2*q*x-20*a*b^3*p^2*r^2+1602*a*b^3*p^2*r*x+3020*a*b^3*p^2*x^2+728*a*b^3*p *q*r*x+4562*a*b^3*p*q*x^2+1004*a*b^3*p*r^2*x-3668*a*b^3*p*r*x^2-11520*a*b^3*p*x ^3+924*a*b^3*q^2*x^2+268*a*b^3*q*r^2*x-1564*a*b^3*q*r*x^2-8444*a*b^3*q*x^3+30*a *b^3*r^3*x-3664*a*b^3*r^2*x^2-3162*a*b^3*r*x^3+2940*a*b^3*x^4-352*a*b^2*c^4*p-\ 352*a*b^2*c^4*r-2416*a*b^2*c^4*x-400*a*b^2*c^3*g*p-400*a*b^2*c^3*g*r-3624*a*b^2 *c^3*g*x-880*a*b^2*c^3*p^2-128*a*b^2*c^3*p*q-1216*a*b^2*c^3*p*r+3424*a*b^2*c^3* p*x-128*a*b^2*c^3*q*r-2400*a*b^2*c^3*q*x-336*a*b^2*c^3*r^2+15040*a*b^2*c^3*r*x+ 49296*a*b^2*c^3*x^2-144*a*b^2*c^2*g^2*p-144*a*b^2*c^2*g^2*r-1980*a*b^2*c^2*g^2* x-816*a*b^2*c^2*g*p^2-96*a*b^2*c^2*g*p*q-1152*a*b^2*c^2*g*p*r+1516*a*b^2*c^2*g* p*x-96*a*b^2*c^2*g*q*r-2584*a*b^2*c^2*g*q*x-336*a*b^2*c^2*g*r^2+13484*a*b^2*c^2 *g*r*x+52904*a*b^2*c^2*g*x^2-768*a*b^2*c^2*p^3-288*a*b^2*c^2*p^2*q-1344*a*b^2*c ^2*p^2*r+9172*a*b^2*c^2*p^2*x-384*a*b^2*c^2*p*q*r+324*a*b^2*c^2*p*q*x-624*a*b^2 *c^2*p*r^2+28036*a*b^2*c^2*p*r*x+54900*a*b^2*c^2*p*x^2-536*a*b^2*c^2*q^2*x-96*a *b^2*c^2*q*r^2+8316*a*b^2*c^2*q*r*x+43220*a*b^2*c^2*q*x^2-48*a*b^2*c^2*r^3+ 10320*a*b^2*c^2*r^2*x-30752*a*b^2*c^2*r*x^2-92736*a*b^2*c^2*x^3-16*a*b^2*c*g^3* p-16*a*b^2*c*g^3*r-458*a*b^2*c*g^3*x-224*a*b^2*c*g^2*p^2-16*a*b^2*c*g^2*p*q-324 *a*b^2*c*g^2*p*r-326*a*b^2*c*g^2*p*x-16*a*b^2*c*g^2*q*r-874*a*b^2*c*g^2*q*x-100 *a*b^2*c*g^2*r^2+3748*a*b^2*c*g^2*r*x+18702*a*b^2*c*g^2*x^2-512*a*b^2*c*g*p^3-\ 160*a*b^2*c*g*p^2*q-920*a*b^2*c*g*p^2*r+4992*a*b^2*c*g*p^2*x-224*a*b^2*c*g*p*q* r-668*a*b^2*c*g*p*q*x-440*a*b^2*c*g*p*r^2+17454*a*b^2*c*g*p*r*x+42440*a*b^2*c*g *p*x^2-338*a*b^2*c*g*q^2*x-64*a*b^2*c*g*q*r^2+4914*a*b^2*c*g*q*r*x+30604*a*b^2* c*g*q*x^2-32*a*b^2*c*g*r^3+6866*a*b^2*c*g*r^2*x-15390*a*b^2*c*g*r*x^2-64480*a*b ^2*c*g*x^3-272*a*b^2*c*p^4-208*a*b^2*c*p^3*q-580*a*b^2*c*p^3*r+5056*a*b^2*c*p^3 *x-336*a*b^2*c*p^2*q*r+2886*a*b^2*c*p^2*q*x-372*a*b^2*c*p^2*r^2+16378*a*b^2*c*p ^2*r*x+17146*a*b^2*c*p^2*x^2-290*a*b^2*c*p*q^2*x-128*a*b^2*c*p*q*r^2+11360*a*b^ 2*c*p*q*r*x+36098*a*b^2*c*p*q*x^2-64*a*b^2*c*p*r^3+10874*a*b^2*c*p*r^2*x-39404* a*b^2*c*p*r*x^2-78736*a*b^2*c*p*x^3+1014*a*b^2*c*q^2*r*x+10882*a*b^2*c*q^2*x^2+ 3968*a*b^2*c*q*r^2*x-17544*a*b^2*c*q*r*x^2-63644*a*b^2*c*q*x^3+1050*a*b^2*c*r^3 *x-29584*a*b^2*c*r^2*x^2-12866*a*b^2*c*r*x^3+20288*a*b^2*c*x^4-36*a*b^2*g^4*x-\ 16*a*b^2*g^3*p^2-24*a*b^2*g^3*p*r-140*a*b^2*g^3*p*x-88*a*b^2*g^3*q*x-8*a*b^2*g^ 3*r^2+326*a*b^2*g^3*r*x+2178*a*b^2*g^3*x^2-80*a*b^2*g^2*p^3-16*a*b^2*g^2*p^2*q-\ 148*a*b^2*g^2*p^2*r+530*a*b^2*g^2*p^2*x-24*a*b^2*g^2*p*q*r-283*a*b^2*g^2*p*q*x-\ 72*a*b^2*g^2*p*r^2+2487*a*b^2*g^2*p*r*x+8039*a*b^2*g^2*p*x^2-44*a*b^2*g^2*q^2*x -8*a*b^2*g^2*q*r^2+694*a*b^2*g^2*q*r*x+5311*a*b^2*g^2*q*x^2-4*a*b^2*g^2*r^3+ 1066*a*b^2*g^2*r^2*x-1666*a*b^2*g^2*r*x^2-11166*a*b^2*g^2*x^3-96*a*b^2*g*p^4-64 *a*b^2*g*p^3*q-208*a*b^2*g*p^3*r+1570*a*b^2*g*p^3*x-112*a*b^2*g*p^2*q*r+624*a*b ^2*g*p^2*q*x-136*a*b^2*g*p^2*r^2+5406*a*b^2*g*p^2*r*x+7414*a*b^2*g*p^2*x^2-149* a*b^2*g*p*q^2*x-48*a*b^2*g*p*q*r^2+3458*a*b^2*g*p*q*r*x+13795*a*b^2*g*p*q*x^2-\ 24*a*b^2*g*p*r^3+3783*a*b^2*g*p*r^2*x-10638*a*b^2*g*p*r*x^2-27874*a*b^2*g*p*x^3 +284*a*b^2*g*q^2*r*x+3699*a*b^2*g*q^2*x^2+1328*a*b^2*g*q*r^2*x-4665*a*b^2*g*q*r *x^2-22166*a*b^2*g*q*x^3+374*a*b^2*g*r^3*x-9864*a*b^2*g*r^2*x^2-6814*a*b^2*g*r* x^3+6714*a*b^2*g*x^4-32*a*b^2*p^5-48*a*b^2*p^4*q-84*a*b^2*p^4*r+808*a*b^2*p^4*x -88*a*b^2*p^3*q*r+1031*a*b^2*p^3*q*x-72*a*b^2*p^3*r^2+2903*a*b^2*p^3*r*x+1077*a *b^2*p^3*x^2+61*a*b^2*p^2*q^2*x-40*a*b^2*p^2*q*r^2+3685*a*b^2*p^2*q*r*x+6659*a* b^2*p^2*q*x^2-20*a*b^2*p^2*r^3+2672*a*b^2*p^2*r^2*x-11541*a*b^2*p^2*r*x^2-15700 *a*b^2*p^2*x^3+829*a*b^2*p*q^2*r*x+5254*a*b^2*p*q^2*x^2+2246*a*b^2*p*q*r^2*x-\ 10907*a*b^2*p*q*r*x^2-27558*a*b^2*p*q*x^3+585*a*b^2*p*r^3*x-13502*a*b^2*p*r^2*x ^2-1849*a*b^2*p*r*x^3+8350*a*b^2*p*x^4+702*a*b^2*q^3*x^2+283*a*b^2*q^2*r^2*x-\ 2591*a*b^2*q^2*r*x^2-10222*a*b^2*q^2*x^3+51*a*b^2*q*r^3*x-8266*a*b^2*q*r^2*x^2-\ 2209*a*b^2*q*r*x^3+8050*a*b^2*q*x^4-30*a*b^2*r^4*x-1914*a*b^2*r^3*x^2+9646*a*b^ 2*r^2*x^3+4792*a*b^2*r*x^4-688*a*b*c^5*p-688*a*b*c^5*r-2816*a*b*c^5*x-1032*a*b* c^4*g*p-1032*a*b*c^4*g*r-5232*a*b*c^4*g*x-1872*a*b*c^4*p^2-496*a*b*c^4*p*q-2656 *a*b*c^4*p*r+7168*a*b*c^4*p*x-496*a*b*c^4*q*r-4112*a*b*c^4*q*x-784*a*b*c^4*r^2+ 25216*a*b*c^4*r*x+63160*a*b*c^4*x^2-556*a*b*c^3*g^2*p-556*a*b*c^3*g^2*r-3808*a* b*c^3*g^2*x-2392*a*b*c^3*g*p^2-576*a*b*c^3*g*p*q-3432*a*b*c^3*g*p*r+6644*a*b*c^ 3*g*p*x-576*a*b*c^3*g*q*r-6092*a*b*c^3*g*q*x-1040*a*b*c^3*g*r^2+31480*a*b*c^3*g *r*x+89628*a*b*c^3*g*x^2-1868*a*b*c^3*p^3-1248*a*b*c^3*p^2*q-3436*a*b*c^3*p^2*r +20136*a*b*c^3*p^2*x-80*a*b*c^3*p*q^2-1728*a*b*c^3*p*q*r+3668*a*b*c^3*p*q*x-\ 1768*a*b*c^3*p*r^2+59636*a*b*c^3*p*r*x+83244*a*b*c^3*p*x^2-80*a*b*c^3*q^2*r-\ 1844*a*b*c^3*q^2*x-480*a*b*c^3*q*r^2+22292*a*b*c^3*q*r*x+78612*a*b*c^3*q*x^2-\ 200*a*b*c^3*r^3+23220*a*b*c^3*r^2*x-63852*a*b*c^3*r*x^2-141824*a*b*c^3*x^3-126* a*b*c^2*g^3*p-126*a*b*c^2*g^3*r-1348*a*b*c^2*g^3*x-1060*a*b*c^2*g^2*p^2-212*a*b *c^2*g^2*p*q-1540*a*b*c^2*g^2*p*r+1254*a*b*c^2*g^2*p*x-212*a*b*c^2*g^2*q*r-3252 *a*b*c^2*g^2*q*x-480*a*b*c^2*g^2*r^2+13790*a*b*c^2*g^2*r*x+46810*a*b*c^2*g^2*x^ 2-1882*a*b*c^2*g*p^3-1184*a*b*c^2*g*p^2*q-3506*a*b*c^2*g*p^2*r+18032*a*b*c^2*g* p^2*x-60*a*b*c^2*g*p*q^2-1672*a*b*c^2*g*p*q*r+1246*a*b*c^2*g*p*q*x-1824*a*b*c^2 *g*p*r^2+57756*a*b*c^2*g*p*r*x+95092*a*b*c^2*g*p*x^2-60*a*b*c^2*g*q^2*r-1978*a* b*c^2*g*q^2*x-488*a*b*c^2*g*q*r^2+20880*a*b*c^2*g*q*r*x+84052*a*b*c^2*g*q*x^2-\ 200*a*b*c^2*g*r^3+23312*a*b*c^2*g*r^2*x-54100*a*b*c^2*g*r*x^2-147192*a*b*c^2*g* x^3-836*a*b*c^2*p^4-1100*a*b*c^2*p^3*q-1912*a*b*c^2*p^3*r+14752*a*b*c^2*p^3*x-\ 180*a*b*c^2*p^2*q^2-1932*a*b*c^2*p^2*q*r+12770*a*b*c^2*p^2*q*x-1392*a*b*c^2*p^2 *r^2+48216*a*b*c^2*p^2*r*x+31654*a*b*c^2*p^2*x^2-240*a*b*c^2*p*q^2*r-182*a*b*c^ 2*p*q^2*x-904*a*b*c^2*p*q*r^2+42648*a*b*c^2*p*q*r*x+86238*a*b*c^2*p*q*x^2-328*a *b*c^2*p*r^3+34048*a*b*c^2*p*r^2*x-113646*a*b*c^2*p*r*x^2-169212*a*b*c^2*p*x^3-\ 250*a*b*c^2*q^3*x-60*a*b*c^2*q^2*r^2+5990*a*b*c^2*q^2*r*x+33250*a*b*c^2*q^2*x^2 -72*a*b*c^2*q*r^3+15796*a*b*c^2*q*r^2*x-57066*a*b*c^2*q*r*x^2-150108*a*b*c^2*q* x^3-12*a*b*c^2*r^4+4612*a*b*c^2*r^3*x-76746*a*b*c^2*r^2*x^2-11344*a*b*c^2*r*x^3 +44472*a*b*c^2*x^4-10*a*b*c*g^4*p-10*a*b*c*g^4*r-228*a*b*c*g^4*x-186*a*b*c*g^3* p^2-24*a*b*c*g^3*p*q-274*a*b*c*g^3*p*r-286*a*b*c*g^3*p*x-24*a*b*c*g^3*q*r-727*a *b*c*g^3*q*x-88*a*b*c*g^3*r^2+2491*a*b*c*g^3*r*x+10685*a*b*c*g^3*x^2-600*a*b*c* g^2*p^3-332*a*b*c*g^2*p^2*q-1134*a*b*c*g^2*p^2*r+4743*a*b*c*g^2*p^2*x-10*a*b*c* g^2*p*q^2-480*a*b*c*g^2*p*q*r-674*a*b*c*g^2*p*q*x-594*a*b*c*g^2*p*r^2+17477*a*b *c*g^2*p*r*x+35528*a*b*c*g^2*p*x^2-10*a*b*c*g^2*q^2*r-655*a*b*c*g^2*q^2*x-148*a *b*c*g^2*q*r^2+6097*a*b*c*g^2*q*r*x+29222*a*b*c*g^2*q*x^2-60*a*b*c*g^2*r^3+7391 *a*b*c*g^2*r^2*x-13879*a*b*c*g^2*r*x^2-50180*a*b*c*g^2*x^3-578*a*b*c*g*p^4-752* a*b*c*g*p^3*q-1334*a*b*c*g*p^3*r+9537*a*b*c*g*p^3*x-100*a*b*c*g*p^2*q^2-1352*a* b*c*g*p^2*q*r+7261*a*b*c*g*p^2*q*x-980*a*b*c*g*p^2*r^2+32284*a*b*c*g*p^2*r*x+ 26719*a*b*c*g*p^2*x^2-140*a*b*c*g*p*q^2*r-691*a*b*c*g*p*q^2*x-648*a*b*c*g*p*q*r ^2+27636*a*b*c*g*p*q*r*x+66269*a*b*c*g*p*q*x^2-232*a*b*c*g*p*r^3+23349*a*b*c*g* p*r^2*x-68350*a*b*c*g*p*r*x^2-119434*a*b*c*g*p*x^3-156*a*b*c*g*q^3*x-40*a*b*c*g *q^2*r^2+3711*a*b*c*g*q^2*r*x+23431*a*b*c*g*q^2*x^2-48*a*b*c*g*q*r^3+10744*a*b* c*g*q*r^2*x-32839*a*b*c*g*q*r*x^2-104810*a*b*c*g*q*x^3-8*a*b*c*g*r^4+3112*a*b*c *g*r^3*x-51740*a*b*c*g*r^2*x^2-16888*a*b*c*g*r*x^3+29588*a*b*c*g*x^4-162*a*b*c* p^5-396*a*b*c*p^4*q-456*a*b*c*p^4*r+4166*a*b*c*p^4*x-130*a*b*c*p^3*q^2-848*a*b* c*p^3*q*r+7388*a*b*c*p^3*q*x-442*a*b*c*p^3*r^2+15436*a*b*c*p^3*r*x+1572*a*b*c*p ^3*x^2-210*a*b*c*p^2*q^2*r+1834*a*b*c*p^2*q^2*x-548*a*b*c*p^2*q*r^2+25180*a*b*c *p^2*q*r*x+26136*a*b*c*p^2*q*x^2-164*a*b*c*p^2*r^3+15350*a*b*c*p^2*r^2*x-60252* a*b*c*p^2*r*x^2-61958*a*b*c*p^2*x^3-160*a*b*c*p*q^3*x-80*a*b*c*p*q^2*r^2+8380*a *b*c*p*q^2*r*x+27282*a*b*c*p*q^2*x^2-96*a*b*c*p*q*r^3+16728*a*b*c*p*q*r^2*x-\ 68260*a*b*c*p*q*r*x^2-122904*a*b*c*p*q*x^3-16*a*b*c*p*r^4+4412*a*b*c*p*r^3*x-\ 66468*a*b*c*p*r^2*x^2+8044*a*b*c*p*r*x^3+35090*a*b*c*p*x^4+468*a*b*c*q^3*r*x+ 5388*a*b*c*q^3*x^2+2890*a*b*c*q^2*r^2*x-16464*a*b*c*q^2*r*x^2-49962*a*b*c*q^2*x ^3+1620*a*b*c*q*r^3*x-45168*a*b*c*q*r^2*x^2-1860*a*b*c*q*r*x^3+35090*a*b*c*q*x^ 4+120*a*b*c*r^4*x-11136*a*b*c*r^3*x^2+43200*a*b*c*r^2*x^3+15888*a*b*c*r*x^4-14* a*b*g^5*x-10*a*b*g^4*p^2-15*a*b*g^4*p*r-74*a*b*g^4*p*x-55*a*b*g^4*q*x-5*a*b*g^4 *r^2+157*a*b*g^4*r*x+896*a*b*g^4*x^2-60*a*b*g^3*p^3-24*a*b*g^3*p^2*q-115*a*b*g^ 3*p^2*r+324*a*b*g^3*p^2*x-36*a*b*g^3*p*q*r-216*a*b*g^3*p*q*x-60*a*b*g^3*p*r^2+ 1616*a*b*g^3*p*r*x+4327*a*b*g^3*p*x^2-62*a*b*g^3*q^2*x-12*a*b*g^3*q*r^2+558*a*b *g^3*q*r*x+3307*a*b*g^3*q*x^2-5*a*b*g^3*r^3+728*a*b*g^3*r^2*x-1080*a*b*g^3*r*x^ 2-5664*a*b*g^3*x^3-96*a*b*g^2*p^4-120*a*b*g^2*p^3*q-224*a*b*g^2*p^3*r+1443*a*b* g^2*p^3*x-10*a*b*g^2*p^2*q^2-222*a*b*g^2*p^2*q*r+828*a*b*g^2*p^2*q*x-166*a*b*g^ 2*p^2*r^2+5155*a*b*g^2*p^2*r*x+5503*a*b*g^2*p^2*x^2-15*a*b*g^2*p*q^2*r-225*a*b* g^2*p*q^2*x-108*a*b*g^2*p*q*r^2+4129*a*b*g^2*p*q*r*x+12433*a*b*g^2*p*q*x^2-39*a *b*g^2*p*r^3+3827*a*b*g^2*p*r^2*x-9412*a*b*g^2*p*r*x^2-20633*a*b*g^2*p*x^3-19*a *b*g^2*q^3*x-5*a*b*g^2*q^2*r^2+551*a*b*g^2*q^2*r*x+3979*a*b*g^2*q^2*x^2-6*a*b*g ^2*q*r^3+1708*a*b*g^2*q*r^2*x-4381*a*b*g^2*q*r*x^2-17931*a*b*g^2*q*x^3-a*b*g^2* r^4+484*a*b*g^2*r^3*x-8359*a*b*g^2*r^2*x^2-4300*a*b*g^2*r*x^3+4866*a*b*g^2*x^4-\ 56*a*b*g*p^5-144*a*b*g*p^4*q-159*a*b*g*p^4*r+1408*a*b*g*p^4*x-40*a*b*g*p^3*q^2-\ 312*a*b*g*p^3*q*r+2388*a*b*g*p^3*q*x-156*a*b*g*p^3*r^2+5270*a*b*g*p^3*r*x+1034* a*b*g*p^3*x^2-70*a*b*g*p^2*q^2*r+408*a*b*g*p^2*q^2*x-204*a*b*g*p^2*q*r^2+8595*a *b*g*p^2*q*r*x+11181*a*b*g*p^2*q*x^2-59*a*b*g*p^2*r^3+5294*a*b*g*p^2*r^2*x-\ 19484*a*b*g*p^2*r*x^2-22332*a*b*g*p^2*x^3-74*a*b*g*p*q^3*x-30*a*b*g*p*q^2*r^2+ 2682*a*b*g*p*q^2*r*x+10428*a*b*g*p*q^2*x^2-36*a*b*g*p*q*r^3+5961*a*b*g*p*q*r^2* x-20132*a*b*g*p*q*r*x^2-43944*a*b*g*p*q*x^3-6*a*b*g*p*r^4+1532*a*b*g*p*r^3*x-\ 22710*a*b*g*p*r^2*x^2-811*a*b*g*p*r*x^3+11887*a*b*g*p*x^4+135*a*b*g*q^3*r*x+ 1808*a*b*g*q^3*x^2+984*a*b*g*q^2*r^2*x-5015*a*b*g*q^2*r*x^2-17544*a*b*g*q^2*x^3 +584*a*b*g*q*r^3*x-15411*a*b*g*q*r^2*x^2-3705*a*b*g*q*r*x^3+11887*a*b*g*q*x^4+ 42*a*b*g*r^4*x-3786*a*b*g*r^3*x^2+14592*a*b*g*r^2*x^3+6440*a*b*g*r*x^4-10*a*b*p ^6-48*a*b*p^5*q-35*a*b*p^5*r+383*a*b*p^5*x-30*a*b*p^4*q^2-126*a*b*p^4*q*r+1203* a*b*p^4*q*x-45*a*b*p^4*r^2+1608*a*b*p^4*r*x-647*a*b*p^4*x^2-55*a*b*p^3*q^2*r+ 707*a*b*p^3*q^2*x-108*a*b*p^3*q*r^2+4499*a*b*p^3*q*r*x+1602*a*b*p^3*q*x^2-25*a* b*p^3*r^3+2080*a*b*p^3*r^2*x-9383*a*b*p^3*r*x^2-6595*a*b*p^3*x^3+19*a*b*p^2*q^3 *x-25*a*b*p^2*q^2*r^2+2720*a*b*p^2*q^2*r*x+4794*a*b*p^2*q^2*x^2-30*a*b*p^2*q*r^ 3+4190*a*b*p^2*q*r^2*x-18853*a*b*p^2*q*r*x^2-23607*a*b*p^2*q*x^3-5*a*b*p^2*r^4+ 972*a*b*p^2*r^3*x-13146*a*b*p^2*r^2*x^2+5783*a*b*p^2*r*x^3+6598*a*b*p^2*x^4+397 *a*b*p*q^3*r*x+2562*a*b*p*q^3*x^2+1616*a*b*p*q^2*r^2*x-9718*a*b*p*q^2*r*x^2-\ 21097*a*b*p*q^2*x^3+936*a*b*p*q*r^3*x-20681*a*b*p*q*r^2*x^2+3264*a*b*p*q*r*x^3+ 13796*a*b*p*q*x^4+117*a*b*p*r^4*x-4401*a*b*p*r^3*x^2+17468*a*b*p*r^2*x^3+4704*a *b*p*r*x^4+253*a*b*q^4*x^2+128*a*b*q^3*r^2*x-1562*a*b*q^3*r*x^2-5117*a*b*q^3*x^ 3+24*a*b*q^2*r^3*x-6051*a*b*q^2*r^2*x^2+1465*a*b*q^2*r*x^3+6598*a*b*q^2*x^4-39* a*b*q*r^4*x-2757*a*b*q*r^3*x^2+15076*a*b*q*r^2*x^3+4704*a*b*q*r*x^4-48*a*b*r^4* x^2+4000*a*b*r^3*x^3-2736*a*b*r^2*x^4-416*a*c^6*p-416*a*c^6*r-1232*a*c^6*x-792* a*c^5*g*p-792*a*c^5*g*r-2744*a*c^5*g*x-1192*a*c^5*p^2-464*a*c^5*p*q-1712*a*c^5* p*r+5032*a*c^5*p*x-464*a*c^5*q*r-2360*a*c^5*q*x-520*a*c^5*r^2+14936*a*c^5*r*x+ 30424*a*c^5*x^2-580*a*c^4*g^2*p-580*a*c^4*g^2*r-2492*a*c^4*g^2*x-1980*a*c^4*g*p ^2-720*a*c^4*g*p*q-2856*a*c^4*g*p*r+6900*a*c^4*g*p*x-720*a*c^4*g*q*r-4412*a*c^4 *g*q*x-876*a*c^4*g*r^2+24196*a*c^4*g*r*x+54012*a*c^4*g*x^2-1280*a*c^4*p^3-1280* a*c^4*p^2*q-2400*a*c^4*p^2*r+14876*a*c^4*p^2*x-160*a*c^4*p*q^2-1824*a*c^4*p*q*r +4548*a*c^4*p*q*x-1280*a*c^4*p*r^2+42148*a*c^4*p*r*x+44480*a*c^4*p*x^2-160*a*c^ 4*q^2*r-1596*a*c^4*q^2*x-544*a*c^4*q*r^2+18392*a*c^4*q*r*x+49340*a*c^4*q*x^2-\ 160*a*c^4*r^3+17000*a*c^4*r^2*x-44188*a*c^4*r*x^2-77944*a*c^4*x^3-202*a*c^3*g^3 *p-202*a*c^3*g^3*r-1178*a*c^3*g^3*x-1238*a*c^3*g^2*p^2-404*a*c^3*g^2*p*q-1796*a *c^3*g^2*p*r+3034*a*c^3*g^2*p*x-404*a*c^3*g^2*q*r-3202*a*c^3*g^2*q*x-558*a*c^3* g^2*r^2+14778*a*c^3*g^2*r*x+37422*a*c^3*g^2*x^2-1746*a*c^3*g*p^3-1696*a*c^3*g*p ^2*q-3278*a*c^3*g*p^2*r+18758*a*c^3*g*p^2*x-188*a*c^3*g*p*q^2-2440*a*c^3*g*p*q* r+4318*a*c^3*g*p*q*x-1736*a*c^3*g*p*r^2+56074*a*c^3*g*p*r*x+67482*a*c^3*g*p*x^2 -188*a*c^3*g*q^2*r-2368*a*c^3*g*q^2*x-744*a*c^3*g*q*r^2+23946*a*c^3*g*q*r*x+ 70700*a*c^3*g*q*x^2-204*a*c^3*g*r^3+23090*a*c^3*g*r^2*x-53606*a*c^3*g*r*x^2-\ 107892*a*c^3*g*x^3-638*a*c^3*p^4-1308*a*c^3*p^3*q-1488*a*c^3*p^3*r+13086*a*c^3* p^3*x-404*a*c^3*p^2*q^2-2428*a*c^3*p^2*q*r+14450*a*c^3*p^2*q*x-1118*a*c^3*p^2*r ^2+42088*a*c^3*p^2*r*x+17020*a*c^3*p^2*x^2-16*a*c^3*p*q^3-560*a*c^3*p*q^2*r+900 *a*c^3*p*q^2*x-1272*a*c^3*p*q*r^2+44500*a*c^3*p*q*r*x+64146*a*c^3*p*q*x^2-280*a *c^3*p*r^3+30562*a*c^3*p*r^2*x-100064*a*c^3*p*r*x^2-117208*a*c^3*p*x^3-16*a*c^3 *q^3*r-446*a*c^3*q^3*x-156*a*c^3*q^2*r^2+7920*a*c^3*q^2*r*x+29784*a*c^3*q^2*x^2 -152*a*c^3*q*r^3+17372*a*c^3*q*r^2*x-54634*a*c^3*q*r*x^2-112224*a*c^3*q*x^3-12* a*c^3*r^4+4688*a*c^3*r^3*x-64094*a*c^3*r^2*x^2+1304*a*c^3*r*x^3+31112*a*c^3*x^4 -33*a*c^2*g^4*p-33*a*c^2*g^4*r-304*a*c^2*g^4*x-357*a*c^2*g^3*p^2-96*a*c^2*g^3*p *q-522*a*c^2*g^3*p*r+319*a*c^2*g^3*p*x-96*a*c^2*g^3*q*r-1117*a*c^2*g^3*q*x-165* a*c^2*g^3*r^2+4207*a*c^2*g^3*r*x+12661*a*c^2*g^3*x^2-853*a*c^2*g^2*p^3-784*a*c^ 2*g^2*p^2*q-1607*a*c^2*g^2*p^2*r+8132*a*c^2*g^2*p^2*x-70*a*c^2*g^2*p*q^2-1140*a *c^2*g^2*p*q*r+836*a*c^2*g^2*p*q*x-844*a*c^2*g^2*p*r^2+26516*a*c^2*g^2*p*r*x+ 37593*a*c^2*g^2*p*x^2-70*a*c^2*g^2*q^2*r-1257*a*c^2*g^2*q^2*x-356*a*c^2*g^2*q*r ^2+11001*a*c^2*g^2*q*r*x+36971*a*c^2*g^2*q*x^2-90*a*c^2*g^2*r^3+11237*a*c^2*g^2 *r^2*x-22602*a*c^2*g^2*r*x^2-54686*a*c^2*g^2*x^3-643*a*c^2*g*p^4-1372*a*c^2*g*p ^3*q-1488*a*c^2*g*p^3*r+12983*a*c^2*g*p^3*x-388*a*c^2*g*p^2*q^2-2572*a*c^2*g*p^ 2*q*r+13580*a*c^2*g*p^2*q*x-1097*a*c^2*g*p^2*r^2+42744*a*c^2*g*p^2*r*x+21621*a* c^2*g*p^2*x^2-12*a*c^2*g*p*q^3-548*a*c^2*g*p*q^2*r+138*a*c^2*g*p*q^2*x-1356*a*c ^2*g*p*q*r^2+44822*a*c^2*g*p*q*r*x+73754*a*c^2*g*p*q*x^2-260*a*c^2*g*p*r^3+ 31272*a*c^2*g*p*r^2*x-95511*a*c^2*g*p*r*x^2-123522*a*c^2*g*p*x^3-12*a*c^2*g*q^3 *r-478*a*c^2*g*q^3*x-160*a*c^2*g*q^2*r^2+7733*a*c^2*g*q^2*r*x+32030*a*c^2*g*q^2 *x^2-156*a*c^2*g*q*r^3+17912*a*c^2*g*q*r^2*x-50518*a*c^2*g*q*r*x^2-118140*a*c^2 *g*q*x^3-8*a*c^2*g*r^4+4606*a*c^2*g*r^3*x-65478*a*c^2*g*r^2*x^2-6428*a*c^2*g*r* x^3+31288*a*c^2*g*x^4-146*a*c^2*p^5-612*a*c^2*p^4*q-414*a*c^2*p^4*r+4962*a*c^2* p^4*x-358*a*c^2*p^3*q^2-1420*a*c^2*p^3*q*r+10969*a*c^2*p^3*q*x-406*a*c^2*p^3*r^ 2+18267*a*c^2*p^3*r*x-2057*a*c^2*p^3*x^2-36*a*c^2*p^2*q^3-630*a*c^2*p^2*q^2*r+ 4269*a*c^2*p^2*q^2*x-1060*a*c^2*p^2*q*r^2+36655*a*c^2*p^2*q*r*x+23855*a*c^2*p^2 *q*x^2-154*a*c^2*p^2*r^3+18568*a*c^2*p^2*r^2*x-74553*a*c^2*p^2*r*x^2-59884*a*c^ 2*p^2*x^3-48*a*c^2*p*q^3*r-118*a*c^2*p*q^3*x-296*a*c^2*p*q^2*r^2+15453*a*c^2*p* q^2*r*x+32250*a*c^2*p*q^2*x^2-264*a*c^2*p*q*r^3+25934*a*c^2*p*q*r^2*x-93815*a*c ^2*p*q*r*x^2-130832*a*c^2*p*q*x^3-16*a*c^2*p*r^4+5763*a*c^2*p*r^3*x-79418*a*c^2 *p*r^2*x^2+20771*a*c^2*p*r*x^3+35274*a*c^2*p*x^4-42*a*c^2*q^4*x-12*a*c^2*q^3*r^ 2+1380*a*c^2*q^3*r*x+8134*a*c^2*q^3*x^2-24*a*c^2*q^2*r^3+5741*a*c^2*q^2*r^2*x-\ 24265*a*c^2*q^2*r*x^2-57624*a*c^2*q^2*x^3-12*a*c^2*q*r^4+3555*a*c^2*q*r^3*x-\ 58826*a*c^2*q*r^2*x^2+6313*a*c^2*q*r*x^3+36942*a*c^2*q*x^4+258*a*c^2*r^4*x-\ 14730*a*c^2*r^3*x^2+47444*a*c^2*r^2*x^3+12664*a*c^2*r*x^4-2*a*c*g^5*p-2*a*c*g^5 *r-40*a*c*g^5*x-46*a*c*g^4*p^2-8*a*c*g^4*p*q-68*a*c*g^4*p*r-79*a*c*g^4*p*x-8*a* c*g^4*q*r-184*a*c*g^4*q*x-22*a*c*g^4*r^2+554*a*c*g^4*r*x+2093*a*c*g^4*x^2-176*a *c*g^3*p^3-144*a*c*g^3*p^2*q-334*a*c*g^3*p^2*r+1370*a*c*g^3*p^2*x-8*a*c*g^3*p*q ^2-212*a*c*g^3*p*q*r-199*a*c*g^3*p*q*x-174*a*c*g^3*p*r^2+5214*a*c*g^3*p*r*x+ 9084*a*c*g^3*p*x^2-8*a*c*g^3*q^2*r-276*a*c*g^3*q^2*x-68*a*c*g^3*q*r^2+2089*a*c* g^3*q*r*x+8356*a*c*g^3*q*x^2-16*a*c*g^3*r^3+2299*a*c*g^3*r^2*x-3901*a*c*g^3*r*x ^2-12097*a*c*g^3*x^3-206*a*c*g^2*p^4-458*a*c*g^2*p^3*q-473*a*c*g^2*p^3*r+4066*a *c*g^2*p^3*x-110*a*c*g^2*p^2*q^2-868*a*c*g^2*p^2*q*r+3812*a*c*g^2*p^2*q*x-341*a *c*g^2*p^2*r^2+13871*a*c*g^2*p^2*r*x+8910*a*c*g^2*p^2*x^2-2*a*c*g^2*p*q^3-159*a *c*g^2*p*q^2*r-303*a*c*g^2*p*q^2*x-458*a*c*g^2*p*q*r^2+14168*a*c*g^2*p*q*r*x+ 27679*a*c*g^2*p*q*x^2-75*a*c*g^2*p*r^3+10242*a*c*g^2*p*r^2*x-28549*a*c*g^2*p*r* x^2-42261*a*c*g^2*p*x^3-2*a*c*g^2*q^3*r-156*a*c*g^2*q^3*x-49*a*c*g^2*q^2*r^2+ 2375*a*c*g^2*q^2*r*x+11100*a*c*g^2*q^2*x^2-48*a*c*g^2*q*r^3+5839*a*c*g^2*q*r^2* x-14504*a*c*g^2*q*r*x^2-40388*a*c*g^2*q*x^3-a*c*g^2*r^4+1406*a*c*g^2*r^3*x-\ 21455*a*c*g^2*r^2*x^2-4881*a*c*g^2*r*x^3+10256*a*c*g^2*x^4-86*a*c*g*p^5-444*a*c *g*p^4*q-238*a*c*g*p^4*r+3312*a*c*g*p^4*x-248*a*c*g*p^3*q^2-1036*a*c*g*p^3*q*r+ 7406*a*c*g*p^3*q*x-224*a*c*g*p^3*r^2+12190*a*c*g*p^3*r*x-1042*a*c*g*p^3*x^2-20* a*c*g*p^2*q^3-446*a*c*g*p^2*q^2*r+2528*a*c*g*p^2*q^2*x-776*a*c*g*p^2*q*r^2+ 25433*a*c*g*p^2*q*r*x+20192*a*c*g*p^2*q*x^2-78*a*c*g*p^2*r^3+12272*a*c*g*p^2*r^ 2*x-49679*a*c*g*p^2*r*x^2-42237*a*c*g*p^2*x^3-28*a*c*g*p*q^3*r-199*a*c*g*p*q^3* x-214*a*c*g*p*q^2*r^2+10416*a*c*g*p*q^2*r*x+24871*a*c*g*p*q^2*x^2-192*a*c*g*p*q *r^3+18286*a*c*g*p*q*r^2*x-59714*a*c*g*p*q*r*x^2-93845*a*c*g*p*q*x^3-6*a*c*g*p* r^4+3650*a*c*g*p*r^3*x-54291*a*c*g*p*r^2*x^2+9197*a*c*g*p*r*x^3+24016*a*c*g*p*x ^4-26*a*c*g*q^4*x-8*a*c*g*q^3*r^2+888*a*c*g*q^3*r*x+5739*a*c*g*q^3*x^2-16*a*c*g *q^2*r^3+3990*a*c*g*q^2*r^2*x-15351*a*c*g*q^2*r*x^2-40844*a*c*g*q^2*x^3-8*a*c*g *q*r^4+2452*a*c*g*q*r^3*x-40626*a*c*g*q*r^2*x^2-1286*a*c*g*q*r*x^3+25228*a*c*g* q*x^4+114*a*c*g*r^4*x-9894*a*c*g*r^3*x^2+32344*a*c*g*r^2*x^3+10308*a*c*g*r*x^4-\ 12*a*c*p^6-130*a*c*p^5*q-41*a*c*p^5*r+799*a*c*p^5*x-130*a*c*p^4*q^2-372*a*c*p^4 *q*r+3199*a*c*p^4*q*x-51*a*c*p^4*r^2+3330*a*c*p^4*r*x-2135*a*c*p^4*x^2-26*a*c*p ^3*q^3-279*a*c*p^3*q^2*r+2575*a*c*p^3*q^2*x-370*a*c*p^3*q*r^2+12117*a*c*p^3*q*r *x+1282*a*c*p^3*q*x^2-27*a*c*p^3*r^3+4328*a*c*p^3*r^2*x-21519*a*c*p^3*r*x^2-\ 11549*a*c*p^3*x^3-42*a*c*p^2*q^3*r+377*a*c*p^2*q^3*x-181*a*c*p^2*q^2*r^2+9212*a *c*p^2*q^2*r*x+9500*a*c*p^2*q^2*x^2-144*a*c*p^2*q*r^3+12210*a*c*p^2*q*r^2*x-\ 48285*a*c*p^2*q*r*x^2-47133*a*c*p^2*q*x^3-5*a*c*p^2*r^4+2058*a*c*p^2*r^3*x-\ 29666*a*c*p^2*r^2*x^2+16201*a*c*p^2*r*x^3+12520*a*c*p^2*x^4-30*a*c*p*q^4*x-16*a *c*p*q^3*r^2+1967*a*c*p*q^3*r*x+6584*a*c*p*q^3*x^2-32*a*c*p*q^2*r^3+6118*a*c*p* q^2*r^2*x-28008*a*c*p*q^2*r*x^2-46241*a*c*p*q^2*x^3-16*a*c*p*q*r^4+3630*a*c*p*q *r^3*x-51361*a*c*p*q*r^2*x^2+15618*a*c*p*q*r*x^3+28190*a*c*p*q*x^4+261*a*c*p*r^ 4*x-10701*a*c*p*r^3*x^2+37162*a*c*p*r^2*x^3+6666*a*c*p*r*x^4+78*a*c*q^4*r*x+957 *a*c*q^4*x^2+672*a*c*q^3*r^2*x-4598*a*c*q^3*r*x^2-12341*a*c*q^3*x^3+588*a*c*q^2 *r^3*x-16723*a*c*q^2*r^2*x^2+4867*a*c*q^2*r*x^3+14006*a*c*q^2*x^4+141*a*c*q*r^4 *x-8337*a*c*q*r^3*x^2+33776*a*c*q*r^2*x^3+7878*a*c*q*r*x^4-408*a*c*r^4*x^2+8856 *a*c*r^3*x^3-5616*a*c*r^2*x^4-2*a*g^6*x-2*a*g^5*p^2-3*a*g^5*p*r-14*a*g^5*p*x-11 *a*g^5*q*x-a*g^5*r^2+27*a*g^5*r*x+134*a*g^5*x^2-13*a*g^4*p^3-8*a*g^4*p^2*q-25*a *g^4*p^2*r+67*a*g^4*p^2*x-12*a*g^4*p*q*r-53*a*g^4*p*q*x-13*a*g^4*p*r^2+353*a*g^ 4*p*r*x+799*a*g^4*p*x^2-20*a*g^4*q^2*x-4*a*g^4*q*r^2+138*a*g^4*q*r*x+689*a*g^4* q*x^2-a*g^4*r^3+164*a*g^4*r^2*x-239*a*g^4*r*x^2-992*a*g^4*x^3-21*a*g^3*p^4-48*a *g^3*p^3*q-48*a*g^3*p^3*r+399*a*g^3*p^3*x-8*a*g^3*p^2*q^2-92*a*g^3*p^2*q*r+289* a*g^3*p^2*q*x-34*a*g^3*p^2*r^2+1435*a*g^3*p^2*r*x+1184*a*g^3*p^2*x^2-12*a*g^3*p *q^2*r-80*a*g^3*p*q^2*x-48*a*g^3*p*q*r^2+1372*a*g^3*p*q*r*x+3382*a*g^3*p*q*x^2-\ 7*a*g^3*p*r^3+1069*a*g^3*p*r^2*x-2643*a*g^3*p*r*x^2-4702*a*g^3*p*x^3-14*a*g^3*q ^3*x-4*a*g^3*q^2*r^2+230*a*g^3*q^2*r*x+1234*a*g^3*q^2*x^2-4*a*g^3*q*r^3+592*a*g ^3*q*r^2*x-1284*a*g^3*q*r*x^2-4497*a*g^3*q*x^3+130*a*g^3*r^3*x-2239*a*g^3*r^2*x ^2-783*a*g^3*r*x^3+1113*a*g^3*x^4-11*a*g^2*p^5-78*a*g^2*p^4*q-29*a*g^2*p^4*r+ 531*a*g^2*p^4*x-40*a*g^2*p^3*q^2-183*a*g^2*p^3*q*r+1175*a*g^2*p^3*q*x-25*a*g^2* p^3*r^2+1956*a*g^2*p^3*r*x-111*a*g^2*p^3*x^2-2*a*g^2*p^2*q^3-74*a*g^2*p^2*q^2*r +310*a*g^2*p^2*q^2*x-137*a*g^2*p^2*q*r^2+4210*a*g^2*p^2*q*r*x+4199*a*g^2*p^2*q* x^2-7*a*g^2*p^2*r^3+1939*a*g^2*p^2*r^2*x-7984*a*g^2*p^2*r*x^2-7258*a*g^2*p^2*x^ 3-3*a*g^2*p*q^3*r-56*a*g^2*p*q^3*x-36*a*g^2*p*q^2*r^2+1639*a*g^2*p*q^2*r*x+4671 *a*g^2*p*q^2*x^2-33*a*g^2*p*q*r^3+3088*a*g^2*p*q*r^2*x-8759*a*g^2*p*q*r*x^2-\ 16348*a*g^2*p*q*x^3+540*a*g^2*p*r^3*x-8921*a*g^2*p*r^2*x^2+654*a*g^2*p*r*x^3+ 3994*a*g^2*p*x^4-3*a*g^2*q^4*x-a*g^2*q^3*r^2+137*a*g^2*q^3*r*x+963*a*g^2*q^3*x^ 2-2*a*g^2*q^2*r^3+649*a*g^2*q^2*r^2*x-2328*a*g^2*q^2*r*x^2-7039*a*g^2*q^2*x^3-a *g^2*q*r^4+392*a*g^2*q*r^3*x-6723*a*g^2*q*r^2*x^2-1262*a*g^2*q*r*x^3+4183*a*g^2 *q*x^4+6*a*g^2*r^4*x-1554*a*g^2*r^3*x^2+5361*a*g^2*r^2*x^3+1992*a*g^2*r*x^4-a*g *p^6-48*a*g*p^5*q-3*a*g*p^5*r+251*a*g*p^5*x-48*a*g*p^4*q^2-138*a*g*p^4*q*r+1123 *a*g*p^4*q*x-3*a*g*p^4*r^2+1005*a*g*p^4*r*x-850*a*g*p^4*x^2-8*a*g*p^3*q^3-104*a *g*p^3*q^2*r+865*a*g*p^3*q^2*x-138*a*g*p^3*q*r^2+4273*a*g*p^3*q*r*x+813*a*g*p^3 *q*x^2-a*g*p^3*r^3+1248*a*g*p^3*r^2*x-7373*a*g*p^3*r*x^2-3894*a*g*p^3*x^3-14*a* g*p^2*q^3*r+86*a*g*p^2*q^3*x-68*a*g*p^2*q^2*r^2+3256*a*g*p^2*q^2*r*x+4051*a*g*p ^2*q^2*x^2-54*a*g*p^2*q*r^3+4339*a*g*p^2*q*r^2*x-16084*a*g*p^2*q*r*x^2-17208*a* g*p^2*q*x^3+548*a*g*p^2*r^3*x-9939*a*g*p^2*r^2*x^2+5287*a*g*p^2*r*x^3+4330*a*g* p^2*x^4-13*a*g*p*q^4*x-6*a*g*p*q^3*r^2+655*a*g*p*q^3*r*x+2529*a*g*p*q^3*x^2-12* a*g*p*q^2*r^3+2229*a*g*p*q^2*r^2*x-8951*a*g*p*q^2*r*x^2-16889*a*g*p*q^2*x^3-6*a *g*p*q*r^4+1294*a*g*p*q*r^3*x-18004*a*g*p*q*r^2*x^2+2914*a*g*p*q*r*x^3+9731*a*g *p*q*x^4+54*a*g*p*r^4*x-3459*a*g*p*r^3*x^2+12789*a*g*p*r^2*x^3+2775*a*g*p*r*x^4 +23*a*g*q^4*r*x+319*a*g*q^4*x^2+232*a*g*q^3*r^2*x-1510*a*g*q^3*r*x^2-4381*a*g*q ^3*x^3+212*a*g*q^2*r^3*x-5854*a*g*q^2*r^2*x^2+868*a*g*q^2*r*x^3+4897*a*g*q^2*x^ 4+48*a*g*q*r^4*x-2934*a*g*q*r^3*x^2+11584*a*g*q*r^2*x^3+3381*a*g*q*r*x^4-90*a*g *r^4*x^2+3016*a*g*r^3*x^3-1920*a*g*r^2*x^4-10*a*p^6*q+40*a*p^6*x-16*a*p^5*q^2-\ 35*a*p^5*q*r+313*a*p^5*q*x+186*a*p^5*r*x-264*a*p^5*x^2-6*a*p^4*q^3-42*a*p^4*q^2 *r+427*a*p^4*q^2*x-45*a*p^4*q*r^2+1362*a*p^4*q*r*x-396*a*p^4*q*x^2+297*a*p^4*r^ 2*x-1971*a*p^4*r*x^2-590*a*p^4*x^3-11*a*p^3*q^3*r+156*a*p^3*q^3*x-36*a*p^3*q^2* r^2+1666*a*p^3*q^2*r*x+564*a*p^3*q^2*x^2-25*a*p^3*q*r^3+1814*a*p^3*q*r^2*x-7375 *a*p^3*q*r*x^2-5085*a*p^3*q*x^3+196*a*p^3*r^3*x-3202*a*p^3*r^2*x^2+2955*a*p^3*r *x^3+1335*a*p^3*x^4+2*a*p^2*q^4*x-5*a*p^2*q^3*r^2+639*a*p^2*q^3*r*x+1110*a*p^2* q^3*x^2-10*a*p^2*q^2*r^3+1563*a*p^2*q^2*r^2*x-7502*a*p^2*q^2*r*x^2-8711*a*p^2*q ^2*x^3-5*a*p^2*q*r^4+882*a*p^2*q*r^3*x-10474*a*p^2*q*r^2*x^2+5393*a*p^2*q*r*x^3 +5109*a*p^2*q*x^4+45*a*p^2*r^4*x-1719*a*p^2*r^3*x^2+6577*a*p^2*r^2*x^3+477*a*p^ 2*r*x^4+68*a*p*q^4*r*x+449*a*p*q^4*x^2+372*a*p*q^3*r^2*x-2641*a*p*q^3*r*x^2-\ 5125*a*p*q^3*x^3+351*a*p*q^2*r^3*x-7716*a*p*q^2*r^2*x^2+3280*a*p*q^2*r*x^3+5435 *a*p*q^2*x^4+117*a*p*q*r^4*x-3591*a*p*q*r^3*x^2+13415*a*p*q*r^2*x^3+2310*a*p*q* r*x^4-234*a*p*r^4*x^2+2746*a*p*r^3*x^3-2268*a*p*r^2*x^4+35*a*q^5*x^2+21*a*q^4*r ^2*x-316*a*q^4*r*x^2-909*a*q^4*x^3+3*a*q^3*r^3*x-1422*a*q^3*r^2*x^2+970*a*q^3*r *x^3+1661*a*q^3*x^4-12*a*q^2*r^4*x-945*a*q^2*r^3*x^2+5770*a*q^2*r^2*x^3+953*a*q ^2*r*x^4-84*a*q*r^4*x^2+2862*a*q*r^3*x^3-2268*a*q*r^2*x^4+60*a*r^4*x^3-760*a*r^ 3*x^4+112*b^5*c*x^2+40*b^5*g*x^2+80*b^5*p*x^2-40*b^5*r*x^2-256*b^5*x^3-48*b^4*c ^3*x-40*b^4*c^2*g*x+16*b^4*c^2*p*x+216*b^4*c^2*r*x+1696*b^4*c^2*x^2-8*b^4*c*g^2 *x-12*b^4*c*g*p*x+104*b^4*c*g*r*x+1144*b^4*c*g*x^2+84*b^4*c*p^2*x+316*b^4*c*p*r *x+1752*b^4*c*p*x^2+512*b^4*c*q*x^2+76*b^4*c*r^2*x-680*b^4*c*r*x^2-3816*b^4*c*x ^3-4*b^4*g^2*p*x+16*b^4*g^2*r*x+196*b^4*g^2*x^2+12*b^4*g*p^2*x+72*b^4*g*p*r*x+ 642*b^4*g*p*x^2+160*b^4*g*q*x^2+16*b^4*g*r^2*x-186*b^4*g*r*x^2-1356*b^4*g*x^3+ 32*b^4*p^3*x+120*b^4*p^2*r*x+428*b^4*p^2*x^2+364*b^4*p*q*x^2+60*b^4*p*r^2*x-432 *b^4*p*r*x^2-1876*b^4*p*x^3-236*b^4*q*r*x^2-1184*b^4*q*x^3-12*b^4*r^3*x-396*b^4 *r^2*x^2-336*b^4*r*x^3+660*b^4*x^4-16*b^3*c^4*p-16*b^3*c^4*r-240*b^3*c^4*x-16*b ^3*c^3*g*p-16*b^3*c^3*g*r-312*b^3*c^3*g*x-48*b^3*c^3*p^2-64*b^3*c^3*p*r+408*b^3 *c^3*p*x-152*b^3*c^3*q*x-16*b^3*c^3*r^2+1808*b^3*c^3*r*x+7864*b^3*c^3*x^2-4*b^3 *c^2*g^2*p-4*b^3*c^2*g^2*r-136*b^3*c^2*g^2*x-40*b^3*c^2*g*p^2-56*b^3*c^2*g*p*r+ 172*b^3*c^2*g*p*x-132*b^3*c^2*g*q*x-16*b^3*c^2*g*r^2+1532*b^3*c^2*g*r*x+8128*b^ 3*c^2*g*x^2-52*b^3*c^2*p^3-84*b^3*c^2*p^2*r+1196*b^3*c^2*p^2*x-28*b^3*c^2*p*q*x -32*b^3*c^2*p*r^2+3552*b^3*c^2*p*r*x+9948*b^3*c^2*p*x^2+588*b^3*c^2*q*r*x+5596* b^3*c^2*q*x^2+976*b^3*c^2*r^2*x-6208*b^3*c^2*r*x^2-21448*b^3*c^2*x^3-20*b^3*c*g ^3*x-8*b^3*c*g^2*p^2-12*b^3*c*g^2*p*r-34*b^3*c*g^2*p*x-28*b^3*c*g^2*q*x-4*b^3*c *g^2*r^2+412*b^3*c*g^2*r*x+2762*b^3*c*g^2*x^2-32*b^3*c*g*p^3-56*b^3*c*g*p^2*r+ 600*b^3*c*g*p^2*x-76*b^3*c*g*p*q*x-24*b^3*c*g*p*r^2+2092*b^3*c*g*p*r*x+7590*b^3 *c*g*p*x^2+300*b^3*c*g*q*r*x+3650*b^3*c*g*q*x^2+616*b^3*c*g*r^2*x-3180*b^3*c*g* r*x^2-14740*b^3*c*g*x^3-24*b^3*c*p^4-44*b^3*c*p^3*r+734*b^3*c*p^3*x+176*b^3*c*p ^2*q*x-20*b^3*c*p^2*r^2+2266*b^3*c*p^2*r*x+3776*b^3*c*p^2*x^2+904*b^3*c*p*q*r*x +5800*b^3*c*p*q*x^2+1188*b^3*c*p*r^2*x-7904*b^3*c*p*r*x^2-19940*b^3*c*p*x^3+856 *b^3*c*q^2*x^2+236*b^3*c*q*r^2*x-2990*b^3*c*q*r*x^2-13552*b^3*c*q*x^3-18*b^3*c* r^3*x-5132*b^3*c*r^2*x^2-2554*b^3*c*r*x^3+6232*b^3*c*x^4-12*b^3*g^3*p*x+40*b^3* g^3*r*x+310*b^3*g^3*x^2-4*b^3*g^2*p^3-8*b^3*g^2*p^2*r+50*b^3*g^2*p^2*x-16*b^3*g ^2*p*q*x-4*b^3*g^2*p*r^2+268*b^3*g^2*p*r*x+1405*b^3*g^2*p*x^2+48*b^3*g^2*q*r*x+ 574*b^3*g^2*q*x^2+80*b^3*g^2*r^2*x-427*b^3*g^2*r*x^2-2554*b^3*g^2*x^3-8*b^3*g*p ^4-16*b^3*g*p^3*r+212*b^3*g*p^3*x+16*b^3*g*p^2*q*x-8*b^3*g*p^2*r^2+728*b^3*g*p^ 2*r*x+1640*b^3*g*p^2*x^2+216*b^3*g*p*q*r*x+2077*b^3*g*p*q*x^2+428*b^3*g*p*r^2*x -1966*b^3*g*p*r*x^2-6938*b^3*g*p*x^3+246*b^3*g*q^2*x^2+48*b^3*g*q*r^2*x-905*b^3 *g*q*r*x^2-4638*b^3*g*q*x^3-4*b^3*g*r^3*x-1634*b^3*g*r^2*x^2-1300*b^3*g*r*x^3+ 2082*b^3*g*x^4-4*b^3*p^5-8*b^3*p^4*r+134*b^3*p^4*x+80*b^3*p^3*q*x-4*b^3*p^3*r^2 +450*b^3*p^3*r*x+382*b^3*p^3*x^2+360*b^3*p^2*q*r*x+1356*b^3*p^2*q*x^2+324*b^3*p ^2*r^2*x-2438*b^3*p^2*r*x^2-4432*b^3*p^2*x^3+604*b^3*p*q^2*x^2+180*b^3*p*q*r^2* x-1816*b^3*p*q*r*x^2-6332*b^3*p*q*x^3+6*b^3*p*r^3*x-2696*b^3*p*r^2*x^2-638*b^3* p*r*x^3+2624*b^3*p*x^4-446*b^3*q^2*r*x^2-1944*b^3*q^2*x^3-36*b^3*q*r^3*x-1108*b ^3*q*r^2*x^2+146*b^3*q*r*x^3+2324*b^3*q*x^4-12*b^3*r^4*x-120*b^3*r^3*x^2+2494*b ^3*r^2*x^3+1304*b^3*r*x^4-80*b^2*c^5*p-80*b^2*c^5*r-496*b^2*c^5*x-112*b^2*c^4*g *p-112*b^2*c^4*g*r-856*b^2*c^4*g*x-256*b^2*c^4*p^2-32*b^2*c^4*p*q-352*b^2*c^4*p *r+1680*b^2*c^4*p*x-32*b^2*c^4*q*r-632*b^2*c^4*q*x-96*b^2*c^4*r^2+5704*b^2*c^4* r*x+17288*b^2*c^4*x^2-52*b^2*c^3*g^2*p-52*b^2*c^3*g^2*r-556*b^2*c^3*g^2*x-312*b ^2*c^3*g*p^2-32*b^2*c^3*g*p*q-440*b^2*c^3*g*p*r+1536*b^2*c^3*g*p*x-32*b^2*c^3*g *q*r-844*b^2*c^3*g*q*x-128*b^2*c^3*g*r^2+6916*b^2*c^3*g*r*x+23924*b^2*c^3*g*x^2 -308*b^2*c^3*p^3-96*b^2*c^3*p^2*q-532*b^2*c^3*p^2*r+4916*b^2*c^3*p^2*x-128*b^2* c^3*p*q*r+432*b^2*c^3*p*q*x-240*b^2*c^3*p*r^2+14040*b^2*c^3*p*r*x+25332*b^2*c^3 *p*x^2-172*b^2*c^3*q^2*x-32*b^2*c^3*q*r^2+3764*b^2*c^3*q*r*x+19304*b^2*c^3*q*x^ 2-16*b^2*c^3*r^3+4444*b^2*c^3*r^2*x-21556*b^2*c^3*r*x^2-53768*b^2*c^3*x^3-8*b^2 *c^2*g^3*p-8*b^2*c^2*g^3*r-162*b^2*c^2*g^3*x-124*b^2*c^2*g^2*p^2-8*b^2*c^2*g^2* p*q-180*b^2*c^2*g^2*p*r+288*b^2*c^2*g^2*p*x-8*b^2*c^2*g^2*q*r-376*b^2*c^2*g^2*q *x-56*b^2*c^2*g^2*r^2+2932*b^2*c^2*g^2*r*x+12126*b^2*c^2*g^2*x^2-304*b^2*c^2*g* p^3-80*b^2*c^2*g*p^2*q-544*b^2*c^2*g*p^2*r+4258*b^2*c^2*g*p^2*x-112*b^2*c^2*g*p *q*r-28*b^2*c^2*g*p*q*x-256*b^2*c^2*g*p*r^2+13292*b^2*c^2*g*p*r*x+28896*b^2*c^2 *g*p*x^2-154*b^2*c^2*g*q^2*x-32*b^2*c^2*g*q*r^2+3336*b^2*c^2*g*q*r*x+19712*b^2* c^2*g*q*x^2-16*b^2*c^2*g*r^3+4388*b^2*c^2*g*r^2*x-18254*b^2*c^2*g*r*x^2-55444*b ^2*c^2*g*x^3-172*b^2*c^2*p^4-104*b^2*c^2*p^3*q-356*b^2*c^2*p^3*r+3960*b^2*c^2*p ^3*x-168*b^2*c^2*p^2*q*r+2148*b^2*c^2*p^2*q*x-216*b^2*c^2*p^2*r^2+12330*b^2*c^2 *p^2*r*x+11666*b^2*c^2*p^2*x^2-100*b^2*c^2*p*q^2*x-64*b^2*c^2*p*q*r^2+7692*b^2* c^2*p*q*r*x+24666*b^2*c^2*p*q*x^2-32*b^2*c^2*p*r^3+7324*b^2*c^2*p*r^2*x-38528*b ^2*c^2*p*r*x^2-69800*b^2*c^2*p*x^3+582*b^2*c^2*q^2*r*x+6602*b^2*c^2*q^2*x^2+ 2264*b^2*c^2*q*r^2*x-16550*b^2*c^2*q*r*x^2-53368*b^2*c^2*q*x^3+498*b^2*c^2*r^3* x-22758*b^2*c^2*r^2*x^2-2954*b^2*c^2*r*x^3+21500*b^2*c^2*x^4-18*b^2*c*g^4*x-16* b^2*c*g^3*p^2-24*b^2*c*g^3*p*r-56*b^2*c*g^3*p*x-56*b^2*c*g^3*q*x-8*b^2*c*g^3*r^ 2+522*b^2*c*g^3*r*x+2673*b^2*c*g^3*x^2-92*b^2*c*g^2*p^3-16*b^2*c*g^2*p^2*q-172* b^2*c*g^2*p^2*r+1036*b^2*c*g^2*p^2*x-24*b^2*c*g^2*p*q*r-181*b^2*c*g^2*p*q*x-84* b^2*c*g^2*p*r^2+3851*b^2*c*g^2*p*r*x+10745*b^2*c*g^2*p*x^2-34*b^2*c*g^2*q^2*x-8 *b^2*c*g^2*q*r^2+946*b^2*c*g^2*q*r*x+6452*b^2*c*g^2*q*x^2-4*b^2*c*g^2*r^3+1320* b^2*c*g^2*r^2*x-4868*b^2*c*g^2*r*x^2-18828*b^2*c*g^2*x^3-120*b^2*c*g*p^4-64*b^2 *c*g*p^3*q-256*b^2*c*g*p^3*r+2500*b^2*c*g*p^3*x-112*b^2*c*g*p^2*q*r+1056*b^2*c* g*p^2*q*x-160*b^2*c*g*p^2*r^2+8210*b^2*c*g*p^2*r*x+10090*b^2*c*g*p^2*x^2-119*b^ 2*c*g*p*q^2*x-48*b^2*c*g*p*q*r^2+4692*b^2*c*g*p*q*r*x+18451*b^2*c*g*p*q*x^2-24* b^2*c*g*p*r^3+5133*b^2*c*g*p*r^2*x-22400*b^2*c*g*p*r*x^2-49224*b^2*c*g*p*x^3+ 314*b^2*c*g*q^2*r*x+4233*b^2*c*g*q^2*x^2+1432*b^2*c*g*q*r^2*x-9569*b^2*c*g*q*r* x^2-36484*b^2*c*g*q*x^3+362*b^2*c*g*r^3*x-15014*b^2*c*g*r^2*x^2-5476*b^2*c*g*r* x^3+14258*b^2*c*g*x^4-44*b^2*c*p^5-48*b^2*c*p^4*q-108*b^2*c*p^4*r+1274*b^2*c*p^ 4*x-88*b^2*c*p^3*q*r+1457*b^2*c*p^3*q*x-84*b^2*c*p^3*r^2+4469*b^2*c*p^3*r*x+ 1443*b^2*c*p^3*x^2+121*b^2*c*p^2*q^2*x-40*b^2*c*p^2*q*r^2+5041*b^2*c*p^2*q*r*x+ 9139*b^2*c*p^2*q*x^2-20*b^2*c*p^2*r^3+3748*b^2*c*p^2*r^2*x-21483*b^2*c*p^2*r*x^ 2-28424*b^2*c*p^2*x^3+939*b^2*c*p*q^2*r*x+6838*b^2*c*p*q^2*x^2+2702*b^2*c*p*q*r ^2*x-20289*b^2*c*p*q*r*x^2-47398*b^2*c*p*q*x^3+603*b^2*c*p*r^3*x-22086*b^2*c*p* r^2*x^2+2595*b^2*c*p*r*x^3+17668*b^2*c*p*x^4+668*b^2*c*q^3*x^2+263*b^2*c*q^2*r^ 2*x-4165*b^2*c*q^2*r*x^2-16380*b^2*c*q^2*x^3-57*b^2*c*q*r^3*x-11470*b^2*c*q*r^2 *x^2+1213*b^2*c*q*r*x^3+16034*b^2*c*q*x^4-66*b^2*c*r^4*x-2382*b^2*c*r^3*x^2+ 17476*b^2*c*r^2*x^3+7408*b^2*c*r*x^4-13*b^2*g^4*p*x+36*b^2*g^4*r*x+215*b^2*g^4* x^2-8*b^2*g^3*p^3-16*b^2*g^3*p^2*r+54*b^2*g^3*p^2*x-34*b^2*g^3*p*q*x-8*b^2*g^3* p*r^2+326*b^2*g^3*p*r*x+1294*b^2*g^3*p*x^2+96*b^2*g^3*q*r*x+675*b^2*g^3*q*x^2+ 114*b^2*g^3*r^2*x-448*b^2*g^3*r*x^2-2130*b^2*g^3*x^3-20*b^2*g^2*p^4-8*b^2*g^2*p ^3*q-44*b^2*g^2*p^3*r+358*b^2*g^2*p^3*x-16*b^2*g^2*p^2*q*r+77*b^2*g^2*p^2*q*x-\ 28*b^2*g^2*p^2*r^2+1283*b^2*g^2*p^2*r*x+2123*b^2*g^2*p^2*x^2-21*b^2*g^2*p*q^2*x -8*b^2*g^2*p*q*r^2+630*b^2*g^2*p*q*r*x+3322*b^2*g^2*p*q*x^2-4*b^2*g^2*p*r^3+845 *b^2*g^2*p*r^2*x-2898*b^2*g^2*p*r*x^2-8481*b^2*g^2*p*x^3+52*b^2*g^2*q^2*r*x+622 *b^2*g^2*q^2*x^2+186*b^2*g^2*q*r^2*x-1430*b^2*g^2*q*r*x^2-6136*b^2*g^2*q*x^3+50 *b^2*g^2*r^3*x-2337*b^2*g^2*r^2*x^2-1387*b^2*g^2*r*x^3+2349*b^2*g^2*x^4-16*b^2* g*p^5-16*b^2*g*p^4*q-40*b^2*g*p^4*r+428*b^2*g*p^4*x-32*b^2*g*p^3*q*r+430*b^2*g* p^3*q*x-32*b^2*g*p^3*r^2+1552*b^2*g*p^3*r*x+834*b^2*g*p^3*x^2-b^2*g*p^2*q^2*x-\ 16*b^2*g*p^2*q*r^2+1674*b^2*g*p^2*q*r*x+3857*b^2*g*p^2*q*x^2-8*b^2*g*p^2*r^3+ 1369*b^2*g*p^2*r^2*x-6687*b^2*g*p^2*r*x^2-10357*b^2*g*p^2*x^3+234*b^2*g*p*q^2*r *x+2432*b^2*g*p*q^2*x^2+988*b^2*g*p*q*r^2*x-5680*b^2*g*p*q*r*x^2-16640*b^2*g*p* q*x^3+260*b^2*g*p*r^3*x-7560*b^2*g*p*r^2*x^2-973*b^2*g*p*r*x^3+5929*b^2*g*p*x^4 +182*b^2*g*q^3*x^2+52*b^2*g*q^2*r^2*x-1338*b^2*g*q^2*r*x^2-5526*b^2*g*q^2*x^3-\ 14*b^2*g*q*r^3*x-3713*b^2*g*q*r^2*x^2-272*b^2*g*q*r*x^3+5440*b^2*g*q*x^4-12*b^2 *g*r^4*x-795*b^2*g*r^3*x^2+5866*b^2*g*r^2*x^3+2952*b^2*g*r*x^4-4*b^2*p^6-8*b^2* p^5*q-12*b^2*p^5*r+141*b^2*p^5*x-16*b^2*p^4*q*r+279*b^2*p^4*q*x-12*b^2*p^4*r^2+ 558*b^2*p^4*r*x-100*b^2*p^4*x^2+72*b^2*p^3*q^2*x-8*b^2*p^3*q*r^2+1005*b^2*p^3*q *r*x+864*b^2*p^3*q*x^2-4*b^2*p^3*r^3+597*b^2*p^3*r^2*x-3657*b^2*p^3*r*x^2-3541* b^2*p^3*x^3+390*b^2*p^2*q^2*r*x+1549*b^2*p^2*q^2*x^2+720*b^2*p^2*q*r^2*x-6005*b ^2*p^2*q*r*x^2-10056*b^2*p^2*q*x^3+150*b^2*p^2*r^3*x-4944*b^2*p^2*r^2*x^2+1959* b^2*p^2*r*x^3+3525*b^2*p^2*x^4+467*b^2*p*q^3*x^2+195*b^2*p*q^2*r^2*x-2464*b^2*p *q^2*r*x^2-7471*b^2*p*q^2*x^3+3*b^2*p*q*r^3*x-6017*b^2*p*q*r^2*x^2+1372*b^2*p*q *r*x^3+6572*b^2*p*q*x^4-30*b^2*p*r^4*x-1209*b^2*p*r^3*x^2+7543*b^2*p*r^2*x^3+ 2554*b^2*p*r*x^4-373*b^2*q^3*r*x^2-1472*b^2*q^3*x^3-39*b^2*q^2*r^3*x-1129*b^2*q ^2*r^2*x^2+1183*b^2*q^2*r*x^3+2747*b^2*q^2*x^4-24*b^2*q*r^4*x-174*b^2*q*r^3*x^2 +5657*b^2*q*r^2*x^3+1674*b^2*q*r*x^4+120*b^2*r^4*x^2+1396*b^2*r^3*x^3-1368*b^2* r^2*x^4-144*b*c^6*p-144*b*c^6*r-528*b*c^6*x-256*b*c^5*g*p-256*b*c^5*g*r-1096*b* c^5*g*x-488*b*c^5*p^2-112*b*c^5*p*q-688*b*c^5*p*r+2536*b*c^5*p*x-112*b*c^5*q*r-\ 968*b*c^5*q*x-200*b*c^5*r^2+7800*b*c^5*r*x+18616*b*c^5*x^2-168*b*c^4*g^2*p-168* b*c^4*g^2*r-908*b*c^4*g^2*x-772*b*c^4*g*p^2-160*b*c^4*g*p*q-1104*b*c^4*g*p*r+ 3408*b*c^4*g*p*x-160*b*c^4*g*q*r-1700*b*c^4*g*q*x-332*b*c^4*g*r^2+12380*b*c^4*g *r*x+32280*b*c^4*g*x^2-640*b*c^4*p^3-360*b*c^4*p^2*q-1160*b*c^4*p^2*r+8116*b*c^ 4*p^2*x-20*b*c^4*p*q^2-496*b*c^4*p*q*r+1560*b*c^4*p*q*x-580*b*c^4*p*r^2+23124*b *c^4*p*r*x+30692*b*c^4*p*x^2-20*b*c^4*q^2*r-516*b*c^4*q^2*x-136*b*c^4*q*r^2+ 7904*b*c^4*q*r*x+28148*b*c^4*q*x^2-60*b*c^4*r^3+8220*b*c^4*r^2*x-31360*b*c^4*r* x^2-62760*b*c^4*x^3-48*b*c^3*g^3*p-48*b*c^3*g^3*r-378*b*c^3*g^3*x-446*b*c^3*g^2 *p^2-76*b*c^3*g^2*p*q-648*b*c^3*g^2*p*r+1438*b*c^3*g^2*p*x-76*b*c^3*g^2*q*r-\ 1114*b*c^3*g^2*q*x-202*b*c^3*g^2*r^2+7366*b*c^3*g^2*r*x+21726*b*c^3*g^2*x^2-856 *b*c^3*g*p^3-448*b*c^3*g*p^2*q-1580*b*c^3*g*p^2*r+9998*b*c^3*g*p^2*x-20*b*c^3*g *p*q^2-632*b*c^3*g*p*q*r+1180*b*c^3*g*p*q*x-804*b*c^3*g*p*r^2+30280*b*c^3*g*p*r *x+46148*b*c^3*g*p*x^2-20*b*c^3*g*q^2*r-706*b*c^3*g*q^2*x-184*b*c^3*g*q*r^2+ 9972*b*c^3*g*q*r*x+39066*b*c^3*g*q*x^2-80*b*c^3*g*r^3+10984*b*c^3*g*r^2*x-38084 *b*c^3*g*r*x^2-86556*b*c^3*g*x^3-410*b*c^3*p^4-436*b*c^3*p^3*q-912*b*c^3*p^3*r+ 7982*b*c^3*p^3*x-60*b*c^3*p^2*q^2-756*b*c^3*p^2*q*r+6250*b*c^3*p^2*q*x-634*b*c^ 3*p^2*r^2+25484*b*c^3*p^2*r*x+15660*b*c^3*p^2*x^2-80*b*c^3*p*q^2*r+4*b*c^3*p*q^ 2*x-344*b*c^3*p*q*r^2+20268*b*c^3*p*q*r*x+41946*b*c^3*p*q*x^2-136*b*c^3*p*r^3+ 16774*b*c^3*p*r^2*x-71392*b*c^3*p*r*x^2-102440*b*c^3*p*x^3-82*b*c^3*q^3*x-20*b* c^3*q^2*r^2+2524*b*c^3*q^2*r*x+15052*b*c^3*q^2*x^2-24*b*c^3*q*r^3+6812*b*c^3*q* r^2*x-34622*b*c^3*q*r*x^2-85920*b*c^3*q*x^3-4*b*c^3*r^4+1936*b*c^3*r^3*x-41654* b*c^3*r^2*x^2+3016*b*c^3*r*x^3+31112*b*c^3*x^4-5*b*c^2*g^4*p-5*b*c^2*g^4*r-80*b *c^2*g^4*x-111*b*c^2*g^3*p^2-12*b*c^2*g^3*p*q-164*b*c^2*g^3*p*r+126*b*c^2*g^3*p *x-12*b*c^2*g^3*q*r-323*b*c^2*g^3*q*x-53*b*c^2*g^3*r^2+2037*b*c^2*g^3*r*x+7096* b*c^2*g^3*x^2-404*b*c^2*g^2*p^3-182*b*c^2*g^2*p^2*q-762*b*c^2*g^2*p^2*r+4142*b* c^2*g^2*p^2*x-5*b*c^2*g^2*p*q^2-264*b*c^2*g^2*p*q*r-18*b*c^2*g^2*p*q*x-393*b*c^ 2*g^2*p*r^2+13933*b*c^2*g^2*p*r*x+25457*b*c^2*g^2*p*x^2-5*b*c^2*g^2*q^2*r-322*b *c^2*g^2*q^2*x-82*b*c^2*g^2*q*r^2+4434*b*c^2*g^2*q*r*x+19566*b*c^2*g^2*q*x^2-35 *b*c^2*g^2*r^3+5171*b*c^2*g^2*r^2*x-16284*b*c^2*g^2*r*x^2-43738*b*c^2*g^2*x^3-\ 427*b*c^2*g*p^4-440*b*c^2*g*p^3*q-964*b*c^2*g*p^3*r+7836*b*c^2*g*p^3*x-50*b*c^2 *g*p^2*q^2-788*b*c^2*g*p^2*q*r+5513*b*c^2*g*p^2*q*x-679*b*c^2*g*p^2*r^2+25918*b *c^2*g*p^2*r*x+19901*b*c^2*g*p^2*x^2-70*b*c^2*g*p*q^2*r-299*b*c^2*g*p*q^2*x-372 *b*c^2*g*p*q*r^2+19840*b*c^2*g*p*q*r*x+47396*b*c^2*g*p*q*x^2-146*b*c^2*g*p*r^3+ 17440*b*c^2*g*p*r^2*x-67006*b*c^2*g*p*r*x^2-108496*b*c^2*g*p*x^3-75*b*c^2*g*q^3 *x-20*b*c^2*g*q^2*r^2+2335*b*c^2*g*q^2*r*x+15354*b*c^2*g*q^2*x^2-24*b*c^2*g*q*r ^3+6832*b*c^2*g*q*r^2*x-31797*b*c^2*g*q*r*x^2-89178*b*c^2*g*q*x^3-4*b*c^2*g*r^4 +1988*b*c^2*g*r^3*x-42018*b*c^2*g*r^2*x^2-3316*b*c^2*g*r*x^3+31288*b*c^2*g*x^4-\ 133*b*c^2*p^5-246*b*c^2*p^4*q-357*b*c^2*p^4*r+3514*b*c^2*p^4*x-65*b*c^2*p^3*q^2 -512*b*c^2*p^3*q*r+5448*b*c^2*p^3*q*x-323*b*c^2*p^3*r^2+12821*b*c^2*p^3*r*x+ 1258*b*c^2*p^3*x^2-105*b*c^2*p^2*q^2*r+1205*b*c^2*p^2*q^2*x-314*b*c^2*p^2*q*r^2 +18287*b*c^2*p^2*q*r*x+19437*b*c^2*p^2*q*x^2-107*b*c^2*p^2*r^3+11968*b*c^2*p^2* r^2*x-55990*b*c^2*p^2*r*x^2-58476*b*c^2*p^2*x^3-71*b*c^2*p*q^3*x-40*b*c^2*p*q^2 *r^2+5360*b*c^2*p*q^2*r*x+19361*b*c^2*p*q^2*x^2-48*b*c^2*p*q*r^3+11177*b*c^2*p* q*r^2*x-61202*b*c^2*p*q*r*x^2-108256*b*c^2*p*q*x^3-8*b*c^2*p*r^4+2939*b*c^2*p*r ^3*x-57047*b*c^2*p*r^2*x^2+16431*b*c^2*p*r*x^3+36942*b*c^2*p*x^4+249*b*c^2*q^3* r*x+3310*b*c^2*q^3*x^2+1680*b*c^2*q^2*r^2*x-13653*b*c^2*q^2*r*x^2-41504*b*c^2*q ^2*x^3+753*b*c^2*q*r^3*x-34385*b*c^2*q*r^2*x^2+7573*b*c^2*q*r*x^3+35274*b*c^2*q *x^4-6*b*c^2*r^4*x-8250*b*c^2*r^3*x^2+40108*b*c^2*r^2*x^3+12664*b*c^2*r*x^4-7*b *c*g^5*x-10*b*c*g^4*p^2-15*b*c*g^4*p*r-41*b*c*g^4*p*x-35*b*c*g^4*q*x-5*b*c*g^4* r^2+265*b*c*g^4*r*x+1124*b*c*g^4*x^2-78*b*c*g^3*p^3-24*b*c*g^3*p^2*q-151*b*c*g^ 3*p^2*r+626*b*c*g^3*p^2*x-36*b*c*g^3*p*q*r-155*b*c*g^3*p*q*x-78*b*c*g^3*p*r^2+ 2605*b*c*g^3*p*r*x+6082*b*c*g^3*p*x^2-49*b*c*g^3*q^2*x-12*b*c*g^3*q*r^2+832*b*c *g^3*q*r*x+4167*b*c*g^3*q*x^2-5*b*c*g^3*r^3+989*b*c*g^3*r^2*x-2965*b*c*g^3*r*x^ 2-9667*b*c*g^3*x^3-142*b*c*g^2*p^4-136*b*c*g^2*p^3*q-326*b*c*g^2*p^3*r+2391*b*c *g^2*p^3*x-10*b*c*g^2*p^2*q^2-254*b*c*g^2*p^2*q*r+1362*b*c*g^2*p^2*q*x-232*b*c* g^2*p^2*r^2+8353*b*c*g^2*p^2*r*x+8238*b*c*g^2*p^2*x^2-15*b*c*g^2*p*q^2*r-206*b* c*g^2*p*q^2*x-124*b*c*g^2*p*q*r^2+5980*b*c*g^2*p*q*r*x+17344*b*c*g^2*p*q*x^2-49 *b*c*g^2*p*r^3+5752*b*c*g^2*p*r^2*x-19451*b*c*g^2*p*r*x^2-37316*b*c*g^2*p*x^3-\ 17*b*c*g^2*q^3*x-5*b*c*g^2*q^2*r^2+698*b*c*g^2*q^2*r*x+4923*b*c*g^2*q^2*x^2-6*b *c*g^2*q*r^3+2090*b*c*g^2*q*r^2*x-9367*b*c*g^2*q*r*x^2-30015*b*c*g^2*q*x^3-b*c* g^2*r^4+604*b*c*g^2*r^3*x-13508*b*c*g^2*r^2*x^2-3255*b*c*g^2*r*x^3+10256*b*c*g^ 2*x^4-94*b*c*g*p^5-176*b*c*g*p^4*q-255*b*c*g*p^4*r+2392*b*c*g*p^4*x-40*b*c*g*p^ 3*q^2-376*b*c*g*p^3*q*r+3551*b*c*g*p^3*q*x-234*b*c*g*p^3*r^2+8904*b*c*g*p^3*r*x +1842*b*c*g*p^3*x^2-70*b*c*g*p^2*q^2*r+564*b*c*g*p^2*q^2*x-236*b*c*g*p^2*q*r^2+ 12569*b*c*g*p^2*q*r*x+16360*b*c*g*p^2*q*x^2-79*b*c*g*p^2*r^3+8480*b*c*g*p^2*r^2 *x-36648*b*c*g*p^2*r*x^2-42232*b*c*g*p^2*x^3-68*b*c*g*p*q^3*x-30*b*c*g*p*q^2*r^ 2+3383*b*c*g*p*q^2*r*x+14417*b*c*g*p*q^2*x^2-36*b*c*g*p*q*r^3+7997*b*c*g*p*q*r^ 2*x-37895*b*c*g*p*q*r*x^2-77223*b*c*g*p*q*x^3-6*b*c*g*p*r^4+2152*b*c*g*p*r^3*x-\ 39300*b*c*g*p*r^2*x^2+5550*b*c*g*p*r*x^3+25228*b*c*g*p*x^4+141*b*c*g*q^3*r*x+ 2105*b*c*g*q^3*x^2+1070*b*c*g*q^2*r^2*x-8558*b*c*g*q^2*r*x^2-28547*b*c*g*q^2*x^ 3+556*b*c*g*q*r^3*x-23106*b*c*g*q*r^2*x^2+1459*b*c*g*q*r*x^3+24016*b*c*g*q*x^4+ 18*b*c*g*r^4*x-5622*b*c*g*r^3*x^2+27176*b*c*g*r^2*x^3+10308*b*c*g*r*x^4-20*b*c* p^6-64*b*c*p^5*q-65*b*c*p^5*r+699*b*c*p^5*x-30*b*c*p^4*q^2-158*b*c*p^4*q*r+1825 *b*c*p^4*q*x-75*b*c*p^4*r^2+2904*b*c*p^4*r*x-951*b*c*p^4*x^2-55*b*c*p^3*q^2*r+ 925*b*c*p^3*q^2*x-124*b*c*p^3*q*r^2+6725*b*c*p^3*q*r*x+2498*b*c*p^3*q*x^2-35*b* c*p^3*r^3+3500*b*c*p^3*r^2*x-17729*b*c*p^3*r*x^2-13435*b*c*p^3*x^3+31*b*c*p^2*q ^3*x-25*b*c*p^2*q^2*r^2+3600*b*c*p^2*q^2*r*x+7070*b*c*p^2*q^2*x^2-30*b*c*p^2*q* r^3+5734*b*c*p^2*q*r^2*x-33651*b*c*p^2*q*r*x^2-42847*b*c*p^2*q*x^3-5*b*c*p^2*r^ 4+1352*b*c*p^2*r^3*x-24052*b*c*p^2*r^2*x^2+12717*b*c*p^2*r*x^3+14006*b*c*p^2*x^ 4+419*b*c*p*q^3*r*x+3412*b*c*p*q^3*x^2+1970*b*c*p*q^2*r^2*x-16326*b*c*p*q^2*r*x ^2-35923*b*c*p*q^2*x^3+942*b*c*p*q*r^3*x-33211*b*c*p*q*r^2*x^2+12966*b*c*p*q*r* x^3+28190*b*c*p*q*x^4+57*b*c*p*r^4*x-7089*b*c*p*r^3*x^2+33760*b*c*p*r^2*x^3+ 7878*b*c*p*r*x^4+247*b*c*q^4*x^2+124*b*c*q^3*r^2*x-2328*b*c*q^3*r*x^2-8195*b*c* q^3*x^3-54*b*c*q^2*r^3*x-8297*b*c*q^2*r^2*x^2+5087*b*c*q^2*r*x^3+12520*b*c*q^2* x^4-87*b*c*q*r^4*x-3213*b*c*q*r^3*x^2+26918*b*c*q*r^2*x^3+6666*b*c*q*r*x^4+192* b*c*r^4*x^2+7144*b*c*r^3*x^3-5616*b*c*r^2*x^4-6*b*g^5*p*x+14*b*g^5*r*x+68*b*g^5 *x^2-5*b*g^4*p^3-10*b*g^4*p^2*r+20*b*g^4*p^2*x-23*b*g^4*p*q*x-5*b*g^4*p*r^2+159 *b*g^4*p*r*x+527*b*g^4*p*x^2+60*b*g^4*q*r*x+316*b*g^4*q*x^2+61*b*g^4*r^2*x-212* b*g^4*r*x^2-796*b*g^4*x^3-15*b*g^3*p^4-12*b*g^3*p^3*q-35*b*g^3*p^3*r+220*b*g^3* p^3*x-24*b*g^3*p^2*q*r+70*b*g^3*p^2*q*x-25*b*g^3*p^2*r^2+842*b*g^3*p^2*r*x+1108 *b*g^3*p^2*x^2-30*b*g^3*p*q^2*x-12*b*g^3*p*q*r^2+532*b*g^3*p*q*r*x+2041*b*g^3*p *q*x^2-5*b*g^3*p*r^3+594*b*g^3*p*r^2*x-1698*b*g^3*p*r*x^2-4171*b*g^3*p*x^3+74*b *g^3*q^2*r*x+485*b*g^3*q^2*x^2+184*b*g^3*q*r^2*x-936*b*g^3*q*r*x^2-3294*b*g^3*q *x^3+50*b*g^3*r^3*x-1366*b*g^3*r^2*x^2-525*b*g^3*r*x^3+1113*b*g^3*x^4-16*b*g^2* p^5-30*b*g^2*p^4*q-44*b*g^2*p^4*r+388*b*g^2*p^4*x-5*b*g^2*p^3*q^2-66*b*g^2*p^3* q*r+528*b*g^2*p^3*q*x-41*b*g^2*p^3*r^2+1486*b*g^2*p^3*r*x+519*b*g^2*p^3*x^2-10* b*g^2*p^2*q^2*r+30*b*g^2*p^2*q^2*x-42*b*g^2*p^2*q*r^2+2034*b*g^2*p^2*q*r*x+3363 *b*g^2*p^2*q*x^2-14*b*g^2*p^2*r^3+1443*b*g^2*p^2*r^2*x-5673*b*g^2*p^2*r*x^2-\ 7441*b*g^2*p^2*x^3-11*b*g^2*p*q^3*x-5*b*g^2*p*q^2*r^2+476*b*g^2*p*q^2*r*x+2567* b*g^2*p*q^2*x^2-6*b*g^2*p*q*r^3+1346*b*g^2*p*q*r^2*x-5357*b*g^2*p*q*r*x^2-13348 *b*g^2*p*q*x^3-b*g^2*p*r^4+372*b*g^2*p*r^3*x-6471*b*g^2*p*r^2*x^2-174*b*g^2*p*r *x^3+4183*b*g^2*p*x^4+24*b*g^2*q^3*r*x+294*b*g^2*q^3*x^2+139*b*g^2*q^2*r^2*x-\ 1375*b*g^2*q^2*r*x^2-4754*b*g^2*q^2*x^3+78*b*g^2*q*r^3*x-3665*b*g^2*q*r^2*x^2-\ 294*b*g^2*q*r*x^3+3994*b*g^2*q*x^4+6*b*g^2*r^4*x-858*b*g^2*r^3*x^2+4479*b*g^2*r ^2*x^3+1992*b*g^2*r*x^4-7*b*g*p^6-24*b*g*p^5*q-23*b*g*p^5*r+243*b*g*p^5*x-10*b* g*p^4*q^2-60*b*g*p^4*q*r+634*b*g*p^4*q*x-27*b*g*p^4*r^2+1015*b*g*p^4*r*x-284*b* g*p^4*x^2-20*b*g*p^3*q^2*r+278*b*g*p^3*q^2*x-48*b*g*p^3*q*r^2+2406*b*g*p^3*q*r* x+1335*b*g*p^3*q*x^2-13*b*g*p^3*r^3+1236*b*g*p^3*r^2*x-6046*b*g*p^3*r*x^2-4915* b*g*p^3*x^3-7*b*g*p^2*q^3*x-10*b*g*p^2*q^2*r^2+1237*b*g*p^2*q^2*r*x+2947*b*g*p^ 2*q^2*x^2-12*b*g*p^2*q*r^3+2141*b*g*p^2*q*r^2*x-10946*b*g*p^2*q*r*x^2-15807*b*g *p^2*q*x^3-2*b*g*p^2*r^4+488*b*g*p^2*r^3*x-8458*b*g*p^2*r^2*x^2+3472*b*g*p^2*r* x^3+4897*b*g*p^2*x^4+108*b*g*p*q^3*r*x+1215*b*g*p*q^3*x^2+733*b*g*p*q^2*r^2*x-\ 4978*b*g*p*q^2*r*x^2-12832*b*g*p*q^2*x^3+404*b*g*p*q*r^3*x-11668*b*g*p*q*r^2*x^ 2+2186*b*g*p*q*r*x^3+9731*b*g*p*q*x^4+24*b*g*p*r^4*x-2598*b*g*p*r^3*x^2+11528*b *g*p*r^2*x^3+3381*b*g*p*r*x^4+65*b*g*q^4*x^2+24*b*g*q^3*r^2*x-776*b*g*q^3*r*x^2 -2746*b*g*q^3*x^3-14*b*g*q^2*r^3*x-2730*b*g*q^2*r^2*x^2+1481*b*g*q^2*r*x^3+4330 *b*g*q^2*x^4-18*b*g*q*r^4*x-1131*b*g*q*r^3*x^2+9171*b*g*q*r^2*x^3+2775*b*g*q*r* x^4+30*b*g*r^4*x^2+2424*b*g*r^3*x^3-1920*b*g*r^2*x^4-b*p^7-6*b*p^6*q-4*b*p^6*r+ 49*b*p^6*x-5*b*p^5*q^2-18*b*p^5*q*r+207*b*p^5*q*x-6*b*p^5*r^2+231*b*p^5*r*x-172 *b*p^5*x^2-10*b*p^4*q^2*r+186*b*p^4*q^2*x-18*b*p^4*q*r^2+852*b*p^4*q*r*x-118*b* p^4*q*x^2-4*b*p^4*r^3+351*b*p^4*r^2*x-1885*b*p^4*r*x^2-987*b*p^4*x^3+28*b*p^3*q ^3*x-5*b*p^3*q^2*r^2+720*b*p^3*q^2*r*x+636*b*p^3*q^2*x^2-6*b*p^3*q*r^3+933*b*p^ 3*q*r^2*x-5629*b*p^3*q*r*x^2-5211*b*p^3*q*x^3-b*p^3*r^4+205*b*p^3*r^3*x-3048*b* p^3*r^2*x^2+2506*b*p^3*r*x^3+1661*b*p^3*x^4+180*b*p^2*q^3*r*x+753*b*p^2*q^3*x^2 +513*b*p^2*q^2*r^2*x-4721*b*p^2*q^2*r*x^2-7389*b*p^2*q^2*x^3+249*b*p^2*q*r^3*x-\ 7428*b*p^2*q*r^2*x^2+4436*b*p^2*q*r*x^3+5435*b*p^2*q*x^4+36*b*p^2*r^4*x-1311*b* p^2*r^3*x^2+6686*b*p^2*r^2*x^3+953*b*p^2*r*x^4+171*b*p*q^4*x^2+90*b*p*q^3*r^2*x -1348*b*p*q^3*r*x^2-3691*b*p*q^3*x^3-6*b*p*q^2*r^3*x-4351*b*p*q^2*r^2*x^2+2755* b*p*q^2*r*x^3+5109*b*p*q^2*x^4-39*b*p*q*r^4*x-1719*b*p*q*r^3*x^2+11497*b*p*q*r^ 2*x^3+2310*b*p*q*r*x^4+6*b*p*r^4*x^2+2658*b*p*r^3*x^3-2268*b*p*r^2*x^4-144*b*q^ 4*r*x^2-526*b*q^4*x^3-18*b*q^3*r^3*x-493*b*q^3*r^2*x^2+953*b*q^3*r*x^3+1335*b*q ^3*x^4-15*b*q^2*r^4*x-57*b*q^2*r^3*x^2+4151*b*q^2*r^2*x^3+477*b*q^2*r*x^4+156*b *q*r^4*x^2+1814*b*q*r^3*x^3-2268*b*q*r^2*x^4-60*b*r^4*x^3-760*b*r^3*x^4-80*c^7* p-80*c^7*r-224*c^7*x-176*c^6*g*p-176*c^6*g*r-544*c^6*g*x-280*c^6*p^2-96*c^6*p*q -400*c^6*p*r+1376*c^6*p*x-96*c^6*q*r-520*c^6*q*x-120*c^6*r^2+3880*c^6*r*x+7800* c^6*x^2-152*c^5*g^2*p-152*c^5*g^2*r-544*c^5*g^2*x-556*c^5*g*p^2-176*c^5*g*p*q-\ 800*c^5*g*p*r+2424*c^5*g*p*x-176*c^5*g*q*r-1116*c^5*g*q*x-244*c^5*g*r^2+7668*c^ 5*g*r*x+16364*c^5*g*x^2-384*c^5*p^3-328*c^5*p^2*q-712*c^5*p^2*r+4792*c^5*p^2*x-\ 36*c^5*p*q^2-464*c^5*p*q*r+1356*c^5*p*q*x-372*c^5*p*r^2+13352*c^5*p*r*x+13924*c ^5*p*x^2-36*c^5*q^2*r-408*c^5*q^2*x-136*c^5*q*r^2+5352*c^5*q*r*x+14896*c^5*q*x^ 2-44*c^5*r^3+5100*c^5*r^2*x-16468*c^5*r*x^2-27872*c^5*x^3-64*c^4*g^3*p-64*c^4*g ^3*r-288*c^4*g^3*x-430*c^4*g^2*p^2-120*c^4*g^2*p*q-624*c^4*g^2*p*r+1540*c^4*g^2 *p*x-120*c^4*g^2*q*r-950*c^4*g^2*q*x-194*c^4*g^2*r^2+5962*c^4*g^2*r*x+13830*c^4 *g^2*x^2-660*c^4*g*p^3-536*c^4*g*p^2*q-1232*c^4*g*p^2*r+7708*c^4*g*p^2*x-52*c^4 *g*p*q^2-768*c^4*g*p*q*r+1752*c^4*g*p*q*x-644*c^4*g*p*r^2+22532*c^4*g*p*r*x+ 26144*c^4*g*p*x^2-52*c^4*g*q^2*r-732*c^4*g*q^2*x-232*c^4*g*q*r^2+8812*c^4*g*q*r *x+26192*c^4*g*q*x^2-72*c^4*g*r^3+8700*c^4*g*r^2*x-26308*c^4*g*r*x^2-48368*c^4* g*x^3-262*c^4*p^4-436*c^4*p^3*q-600*c^4*p^3*r+5444*c^4*p^3*x-116*c^4*p^2*q^2-\ 796*c^4*p^2*q*r+5370*c^4*p^2*q*x-438*c^4*p^2*r^2+17304*c^4*p^2*r*x+6958*c^4*p^2 *x^2-4*c^4*p*q^3-160*c^4*p*q^2*r+280*c^4*p*q^2*x-404*c^4*p*q*r^2+16444*c^4*p*q* r*x+24860*c^4*p*q*x^2-104*c^4*p*r^3+12026*c^4*p*r^2*x-45840*c^4*p*r*x^2-54168*c ^4*p*x^3-4*c^4*q^3*r-130*c^4*q^3*x-44*c^4*q^2*r^2+2642*c^4*q^2*r*x+10870*c^4*q^ 2*x^2-44*c^4*q*r^3+6064*c^4*q*r^2*x-24018*c^4*q*r*x^2-48952*c^4*q*x^3-4*c^4*r^4 +1676*c^4*r^3*x-26976*c^4*r^2*x^2+4384*c^4*r*x^3+16096*c^4*x^4-13*c^3*g^4*p-13* c^3*g^4*r-86*c^3*g^4*x-161*c^3*g^3*p^2-36*c^3*g^3*p*q-236*c^3*g^3*p*r+386*c^3*g ^3*p*x-36*c^3*g^3*q*r-401*c^3*g^3*q*x-75*c^3*g^3*r^2+2307*c^3*g^3*r*x+6013*c^3* g^3*x^2-432*c^3*g^2*p^3-322*c^3*g^2*p^2*q-814*c^3*g^2*p^2*r+4570*c^3*g^2*p^2*x-\ 25*c^3*g^2*p*q^2-468*c^3*g^2*p*q*r+643*c^3*g^2*p*q*x-425*c^3*g^2*p*r^2+14410*c^ 3*g^2*p*r*x+19177*c^3*g^2*p*x^2-25*c^3*g^2*q^2*r-490*c^3*g^2*q^2*x-146*c^3*g^2* q*r^2+5478*c^3*g^2*q*r*x+17740*c^3*g^2*q*x^2-43*c^3*g^2*r^3+5643*c^3*g^2*r^2*x-\ 15861*c^3*g^2*r*x^2-32568*c^3*g^2*x^3-365*c^3*g*p^4-604*c^3*g*p^3*q-836*c^3*g*p ^3*r+7312*c^3*g*p^3*x-146*c^3*g*p^2*q^2-1120*c^3*g*p^2*q*r+6831*c^3*g*p^2*q*x-\ 605*c^3*g*p^2*r^2+23898*c^3*g*p^2*r*x+11883*c^3*g*p^2*x^2-4*c^3*g*p*q^3-206*c^3 *g*p*q^2*r+72*c^3*g*p*q^2*x-576*c^3*g*p*q*r^2+22280*c^3*g*p*q*r*x+37504*c^3*g*p *q*x^2-138*c^3*g*p*r^3+16747*c^3*g*p*r^2*x-60014*c^3*g*p*r*x^2-76612*c^3*g*p*x^ 3-4*c^3*g*q^3*r-181*c^3*g*q^3*x-60*c^3*g*q^2*r^2+3455*c^3*g*q^2*r*x+15225*c^3*g *q^2*x^2-60*c^3*g*q*r^3+8304*c^3*g*q*r^2*x-30977*c^3*g*q*r*x^2-68508*c^3*g*q*x^ 3-4*c^3*g*r^4+2258*c^3*g*r^3*x-36862*c^3*g*r^2*x^2+2656*c^3*g*r*x^3+21872*c^3*g *x^4-93*c^3*p^5-286*c^3*p^4*q-257*c^3*p^4*r+2926*c^3*p^4*x-141*c^3*p^3*q^2-644* c^3*p^3*q*r+5607*c^3*p^3*q*x-243*c^3*p^3*r^2+10680*c^3*p^3*r*x-883*c^3*p^3*x^2-\ 12*c^3*p^2*q^3-245*c^3*p^2*q^2*r+1896*c^3*p^2*q^2*x-458*c^3*p^2*q*r^2+18574*c^3 *p^2*q*r*x+12818*c^3*p^2*q*x^2-87*c^3*p^2*r^3+10430*c^3*p^2*r^2*x-46007*c^3*p^2 *r*x^2-38868*c^3*p^2*x^3-16*c^3*p*q^3*r-55*c^3*p*q^3*x-112*c^3*p*q^2*r^2+7007*c ^3*p*q^2*r*x+16337*c^3*p*q^2*x^2-104*c^3*p*q*r^3+12429*c^3*p*q*r^2*x-54951*c^3* p*q*r*x^2-78384*c^3*p*q*x^3-8*c^3*p*r^4+2954*c^3*p*r^3*x-46821*c^3*p*r^2*x^2+ 17080*c^3*p*r*x^3+24676*c^3*p*x^4-14*c^3*q^4*x-4*c^3*q^3*r^2+547*c^3*q^3*r*x+ 3740*c^3*q^3*x^2-8*c^3*q^2*r^3+2467*c^3*q^2*r^2*x-13334*c^3*q^2*r*x^2-32652*c^3 *q^2*x^3-4*c^3*q*r^4+1436*c^3*q*r^3*x-31389*c^3*q*r^2*x^2+8680*c^3*q*r*x^3+ 24676*c^3*q*x^4+84*c^3*r^4*x-7860*c^3*r^3*x^2+29952*c^3*r^2*x^3+7008*c^3*r*x^4- c^2*g^5*p-c^2*g^5*r-14*c^2*g^5*x-29*c^2*g^4*p^2-4*c^2*g^4*p*q-43*c^2*g^4*p*r+9* c^2*g^4*p*x-4*c^2*g^4*q*r-84*c^2*g^4*q*x-14*c^2*g^4*r^2+465*c^2*g^4*r*x+1417*c^ 2*g^4*x^2-133*c^2*g^3*p^3-84*c^2*g^3*p^2*q-254*c^2*g^3*p^2*r+1193*c^2*g^3*p^2*x -4*c^2*g^3*p*q^2-124*c^2*g^3*p*q*r-13*c^2*g^3*p*q*x-132*c^2*g^3*p*r^2+4295*c^2* g^3*p*r*x+6843*c^2*g^3*p*x^2-4*c^2*g^3*q^2*r-145*c^2*g^3*q^2*x-40*c^2*g^3*q*r^2 +1593*c^2*g^3*q*r*x+5748*c^2*g^3*q*x^2-11*c^2*g^3*r^3+1712*c^2*g^3*r^2*x-4512*c ^2*g^3*r*x^2-10660*c^2*g^3*x^3-183*c^2*g^2*p^4-297*c^2*g^2*p^3*q-420*c^2*g^2*p^ 3*r+3475*c^2*g^2*p^3*x-60*c^2*g^2*p^2*q^2-561*c^2*g^2*p^2*q*r+2947*c^2*g^2*p^2* q*x-301*c^2*g^2*p^2*r^2+11841*c^2*g^2*p^2*r*x+7422*c^2*g^2*p^2*x^2-c^2*g^2*p*q^ 3-87*c^2*g^2*p*q^2*r-162*c^2*g^2*p*q^2*x-291*c^2*g^2*p*q*r^2+10663*c^2*g^2*p*q* r*x+20671*c^2*g^2*p*q*x^2-65*c^2*g^2*p*r^3+8375*c^2*g^2*p*r^2*x-27783*c^2*g^2*p *r*x^2-39422*c^2*g^2*p*x^3-c^2*g^2*q^3*r-84*c^2*g^2*q^3*x-27*c^2*g^2*q^2*r^2+ 1607*c^2*g^2*q^2*r*x+7629*c^2*g^2*q^2*x^2-27*c^2*g^2*q*r^3+4010*c^2*g^2*q*r^2*x -14274*c^2*g^2*q*r*x^2-34830*c^2*g^2*q*x^3-c^2*g^2*r^4+1050*c^2*g^2*r^3*x-18143 *c^2*g^2*r^2*x^2-552*c^2*g^2*r*x^3+10808*c^2*g^2*x^4-94*c^2*g*p^5-310*c^2*g*p^4 *q-257*c^2*g*p^4*r+3007*c^2*g*p^4*x-144*c^2*g*p^3*q^2-706*c^2*g*p^3*q*r+5723*c^ 2*g*p^3*q*x-238*c^2*g*p^3*r^2+11125*c^2*g*p^3*r*x-255*c^2*g*p^3*x^2-10*c^2*g*p^ 2*q^3-258*c^2*g*p^2*q^2*r+1686*c^2*g*p^2*q^2*x-506*c^2*g*p^2*q*r^2+19550*c^2*g* p^2*q*r*x+16084*c^2*g*p^2*q*x^2-81*c^2*g*p^2*r^3+10889*c^2*g*p^2*r^2*x-46593*c^ 2*g*p^2*r*x^2-41742*c^2*g*p^2*x^3-14*c^2*g*p*q^3*r-121*c^2*g*p*q^3*x-122*c^2*g* p*q^2*r^2+7074*c^2*g*p*q^2*r*x+18499*c^2*g*p*q^2*x^2-114*c^2*g*p*q*r^3+13279*c^ 2*g*p*q*r^2*x-54074*c^2*g*p*q*r*x^2-84464*c^2*g*p*q*x^3-6*c^2*g*p*r^4+3026*c^2* g*p*r^3*x-48734*c^2*g*p*r^2*x^2+13591*c^2*g*p*r*x^3+25522*c^2*g*p*x^4-13*c^2*g* q^4*x-4*c^2*g*q^3*r^2+525*c^2*g*q^3*r*x+3828*c^2*g*q^3*x^2-8*c^2*g*q^2*r^3+2517 *c^2*g*q^2*r^2*x-13038*c^2*g*q^2*r*x^2-34322*c^2*g*q^2*x^3-4*c^2*g*q*r^4+1504*c ^2*g*q*r^3*x-32387*c^2*g*q*r^2*x^2+5609*c^2*g*q*r*x^3+25522*c^2*g*q*x^4+66*c^2* g*r^4*x-8088*c^2*g*r^3*x^2+30720*c^2*g*r^2*x^3+8512*c^2*g*r*x^4-16*c^2*p^6-97*c ^2*p^5*q-53*c^2*p^5*r+786*c^2*p^5*x-80*c^2*p^4*q^2-265*c^2*p^4*q*r+2561*c^2*p^4 *q*x-63*c^2*p^4*r^2+3261*c^2*p^4*r*x-1703*c^2*p^4*x^2-13*c^2*p^3*q^3-167*c^2*p^ 3*q^2*r+1789*c^2*p^3*q^2*x-247*c^2*p^3*q*r^2+9557*c^2*p^3*q*r*x+1209*c^2*p^3*q* x^2-31*c^2*p^3*r^3+4071*c^2*p^3*r^2*x-20730*c^2*p^3*r*x^2-12416*c^2*p^3*x^3-21* c^2*p^2*q^3*r+215*c^2*p^2*q^3*x-103*c^2*p^2*q^2*r^2+6456*c^2*p^2*q^2*r*x+7567*c ^2*p^2*q^2*x^2-87*c^2*p^2*q*r^3+9037*c^2*p^2*q*r^2*x-43081*c^2*p^2*q*r*x^2-\ 44024*c^2*p^2*q*x^3-5*c^2*p^2*r^4+1755*c^2*p^2*r^3*x-28062*c^2*p^2*r^2*x^2+ 16567*c^2*p^2*r*x^3+13482*c^2*p^2*x^4-15*c^2*p*q^4*x-8*c^2*p*q^3*r^2+1201*c^2*p *q^3*r*x+4821*c^2*p*q^3*x^2-16*c^2*p*q^2*r^3+4034*c^2*p*q^2*r^2*x-23341*c^2*p*q ^2*r*x^2-40348*c^2*p*q^2*x^3-8*c^2*p*q*r^4+2286*c^2*p*q*r^3*x-42897*c^2*p*q*r^2 *x^2+19440*c^2*p*q*r*x^3+28772*c^2*p*q*x^4+159*c^2*p*r^4*x-9246*c^2*p*r^3*x^2+ 36664*c^2*p*r^2*x^3+5920*c^2*p*r*x^4+39*c^2*q^4*r*x+598*c^2*q^4*x^2+396*c^2*q^3 *r^2*x-3546*c^2*q^3*r*x^2-10204*c^2*q^3*x^3+267*c^2*q^2*r^3*x-12525*c^2*q^2*r^2 *x^2+6473*c^2*q^2*r*x^3+13482*c^2*q^2*x^4+27*c^2*q*r^4*x-5814*c^2*q*r^3*x^2+ 31016*c^2*q*r^2*x^3+5920*c^2*q*r*x^4-108*c^2*r^4*x^2+8320*c^2*r^3*x^3-5760*c^2* r^2*x^4-c*g^6*x-2*c*g^5*p^2-3*c*g^5*p*r-10*c*g^5*p*x-7*c*g^5*q*x-c*g^5*r^2+47*c *g^5*r*x+171*c*g^5*x^2-19*c*g^4*p^3-8*c*g^4*p^2*q-37*c*g^4*p^2*r+122*c*g^4*p^2* x-12*c*g^4*p*q*r-43*c*g^4*p*q*x-19*c*g^4*p*r^2+581*c*g^4*p*r*x+1181*c*g^4*p*x^2 -16*c*g^4*q^2*x-4*c*g^4*q*r^2+218*c*g^4*q*r*x+884*c*g^4*q*x^2-c*g^4*r^3+236*c*g ^4*r^2*x-624*c*g^4*r*x^2-1708*c*g^4*x^3-39*c*g^3*p^4-60*c*g^3*p^3*q-90*c*g^3*p^ 3*r+680*c*g^3*p^3*x-8*c*g^3*p^2*q^2-116*c*g^3*p^2*q*r+471*c*g^3*p^2*q*x-64*c*g^ 3*p^2*r^2+2473*c*g^3*p^2*r*x+2002*c*g^3*p^2*x^2-12*c*g^3*p*q^2*r-84*c*g^3*p*q^2 *x-60*c*g^3*p*q*r^2+2085*c*g^3*p*q*r*x+4909*c*g^3*p*q*x^2-13*c*g^3*p*r^3+1766*c *g^3*p*r^2*x-5308*c*g^3*p*r*x^2-8735*c*g^3*p*x^3-13*c*g^3*q^3*x-4*c*g^3*q^2*r^2 +318*c*g^3*q^2*r*x+1597*c*g^3*q^2*x^2-4*c*g^3*q*r^3+787*c*g^3*q*r^2*x-2815*c*g^ 3*q*r*x^2-7625*c*g^3*q*x^3+190*c*g^3*r^3*x-3782*c*g^3*r^2*x^2-496*c*g^3*r*x^3+ 2320*c*g^3*x^4-30*c*g^2*p^5-108*c*g^2*p^4*q-81*c*g^2*p^4*r+984*c*g^2*p^4*x-45*c *g^2*p^3*q^2-249*c*g^2*p^3*q*r+1830*c*g^2*p^3*q*x-73*c*g^2*p^3*r^2+3716*c*g^2*p ^3*r*x+200*c*g^2*p^3*x^2-2*c*g^2*p^2*q^3-84*c*g^2*p^2*q^2*r+416*c*g^2*p^2*q^2*x -179*c*g^2*p^2*q*r^2+6544*c*g^2*p^2*q*r*x+6600*c*g^2*p^2*q*x^2-23*c*g^2*p^2*r^3 +3646*c*g^2*p^2*r^2*x-15017*c*g^2*p^2*r*x^2-14507*c*g^2*p^2*x^3-3*c*g^2*p*q^3*r -62*c*g^2*p*q^3*x-41*c*g^2*p*q^2*r^2+2217*c*g^2*p*q^2*r*x+6756*c*g^2*p*q^2*x^2-\ 39*c*g^2*p*q*r^3+4511*c*g^2*p*q*r^2*x-16617*c*g^2*p*q*r*x^2-29416*c*g^2*p*q*x^3 -c*g^2*p*r^4+982*c*g^2*p*r^3*x-16217*c*g^2*p*r^2*x^2+2958*c*g^2*p*r*x^3+8526*c* g^2*p*x^4-3*c*g^2*q^4*x-c*g^2*q^3*r^2+164*c*g^2*q^3*r*x+1214*c*g^2*q^3*x^2-2*c* g^2*q^2*r^3+784*c*g^2*q^2*r^2*x-4145*c*g^2*q^2*r*x^2-11609*c*g^2*q^2*x^3-c*g^2* q*r^4+470*c*g^2*q*r^3*x-10637*c*g^2*q*r^2*x^2+690*c*g^2*q*r*x^3+8526*c*g^2*q*x^ 4+12*c*g^2*r^4*x-2562*c*g^2*r^3*x^2+10224*c*g^2*r^2*x^3+3316*c*g^2*r*x^4-9*c*g* p^6-72*c*g*p^5*q-29*c*g*p^5*r+532*c*g*p^5*x-58*c*g*p^4*q^2-198*c*g*p^4*q*r+1815 *c*g*p^4*q*x-33*c*g*p^4*r^2+2196*c*g*p^4*r*x-1202*c*g*p^4*x^2-8*c*g*p^3*q^3-124 *c*g*p^3*q^2*r+1197*c*g*p^3*q^2*x-186*c*g*p^3*q*r^2+6869*c*g*p^3*q*r*x+1532*c*g *p^3*q*x^2-15*c*g*p^3*r^3+2702*c*g*p^3*r^2*x-14339*c*g*p^3*r*x^2-8819*c*g*p^3*x ^3-14*c*g*p^2*q^3*r+93*c*g*p^2*q^3*x-78*c*g*p^2*q^2*r^2+4573*c*g*p^2*q^2*r*x+ 6304*c*g*p^2*q^2*x^2-66*c*g*p^2*q*r^3+6584*c*g*p^2*q*r^2*x-29275*c*g*p^2*q*r*x^ 2-32389*c*g*p^2*q*x^3-2*c*g*p^2*r^4+1116*c*g*p^2*r^3*x-19580*c*g*p^2*r^2*x^2+ 10429*c*g*p^2*r*x^3+9422*c*g*p^2*x^4-13*c*g*p*q^4*x-6*c*g*p*q^3*r^2+780*c*g*p*q ^3*r*x+3599*c*g*p*q^3*x^2-12*c*g*p*q^2*r^3+2946*c*g*p*q^2*r^2*x-15274*c*g*p*q^2 *r*x^2-29291*c*g*p*q^2*x^3-6*c*g*p*q*r^4+1698*c*g*p*q*r^3*x-30377*c*g*p*q*r^2*x ^2+10008*c*g*p*q*r*x^3+20156*c*g*p*q*x^4+78*c*g*p*r^4*x-6462*c*g*p*r^3*x^2+ 25337*c*g*p*r^2*x^3+5028*c*g*p*r*x^4+23*c*g*q^4*r*x+379*c*g*q^4*x^2+254*c*g*q^3 *r^2*x-2348*c*g*q^3*r*x^2-7077*c*g*q^3*x^3+198*c*g*q^2*r^3*x-8597*c*g*q^2*r^2*x ^2+3635*c*g*q^2*r*x^3+9422*c*g*q^2*x^4+30*c*g*q*r^4*x-4110*c*g*q*r^3*x^2+21367* c*g*q*r^2*x^3+5028*c*g*q*r*x^4-60*c*g*r^4*x^2+5760*c*g*r^3*x^3-3936*c*g*r^2*x^4 -c*p^7-16*c*p^6*q-4*c*p^6*r+97*c*p^6*x-21*c*p^5*q^2-53*c*p^5*q*r+530*c*p^5*q*x-\ 6*c*p^5*r^2+453*c*p^5*r*x-460*c*p^5*x^2-6*c*p^4*q^3-52*c*p^4*q^2*r+621*c*p^4*q^ 2*x-63*c*p^4*q*r^2+2250*c*p^4*q*r*x-642*c*p^4*q*x^2-4*c*p^4*r^3+696*c*p^4*r^2*x -4138*c*p^4*r*x^2-1635*c*p^4*x^3-11*c*p^3*q^3*r+190*c*p^3*q^3*x-41*c*p^3*q^2*r^ 2+2402*c*p^3*q^2*r*x+980*c*p^3*q^2*x^2-31*c*p^3*q*r^3+2773*c*p^3*q*r^2*x-13600* c*p^3*q*r*x^2-10066*c*p^3*q*x^3-c*p^3*r^4+421*c*p^3*r^3*x-6726*c*p^3*r^2*x^2+ 5809*c*p^3*r*x^3+3044*c*p^3*x^4+2*c*p^2*q^4*x-5*c*p^2*q^3*r^2+823*c*p^2*q^3*r*x +1739*c*p^2*q^3*x^2-10*c*p^2*q^2*r^3+2076*c*p^2*q^2*r^2*x-12735*c*p^2*q^2*r*x^2 -15660*c*p^2*q^2*x^3-5*c*p^2*q*r^4+1131*c*p^2*q*r^3*x-18270*c*p^2*q*r^2*x^2+ 11697*c*p^2*q*r*x^3+10688*c*p^2*q*x^4+81*c*p^2*r^4*x-3246*c*p^2*r^3*x^2+13851*c *p^2*r^2*x^3+1108*c*p^2*r*x^4+68*c*p*q^4*r*x+612*c*p*q^4*x^2+458*c*p*q^3*r^2*x-\ 4147*c*p*q^3*r*x^2-8686*c*p*q^3*x^3+345*c*p*q^2*r^3*x-12075*c*p*q^2*r^2*x^2+ 7647*c*p*q^2*r*x^3+10688*c*p*q^2*x^4+78*c*p*q*r^4*x-5310*c*p*q*r^3*x^2+25632*c* p*q*r^2*x^3+3528*c*p*q*r*x^4-228*c*p*r^4*x^2+5684*c*p*r^3*x^3-4680*c*p*r^2*x^4+ 35*c*q^5*x^2+21*c*q^4*r^2*x-454*c*q^4*r*x^2-1457*c*q^4*x^3-15*c*q^3*r^3*x-1923* c*q^3*r^2*x^2+2047*c*q^3*r*x^3+3044*c*q^3*x^4-27*c*q^2*r^4*x-1026*c*q^2*r^3*x^2 +10053*c*q^2*r^2*x^3+1108*c*q^2*r*x^4+72*c*q*r^4*x^2+4796*c*q*r^3*x^3-4680*c*q* r^2*x^4-1600*c*r^3*x^4-g^6*p*x+2*g^6*r*x+8*g^6*x^2-g^5*p^3-2*g^5*p^2*r+2*g^5*p^ 2*x-5*g^5*p*q*x-g^5*p*r^2+27*g^5*p*r*x+78*g^5*p*x^2+12*g^5*q*r*x+51*g^5*q*x^2+ 11*g^5*r^2*x-37*g^5*r*x^2-108*g^5*x^3-3*g^4*p^4-4*g^4*p^3*q-7*g^4*p^3*r+45*g^4* p^3*x-8*g^4*p^2*q*r+17*g^4*p^2*q*x-5*g^4*p^2*r^2+182*g^4*p^2*r*x+196*g^4*p^2*x^ 2-10*g^4*p*q^2*x-4*g^4*p*q*r^2+134*g^4*p*q*r*x+421*g^4*p*q*x^2-g^4*p*r^3+131*g^ 4*p*r^2*x-345*g^4*p*r*x^2-703*g^4*p*x^3+24*g^4*q^2*r*x+115*g^4*q^2*x^2+50*g^4*q *r^2*x-210*g^4*q*r*x^2-609*g^4*q*x^3+10*g^4*r^3*x-277*g^4*r^2*x^2-52*g^4*r*x^3+ 186*g^4*x^4-3*g^3*p^5-12*g^3*p^4*q-8*g^3*p^4*r+102*g^3*p^4*x-4*g^3*p^3*q^2-28*g ^3*p^3*q*r+178*g^3*p^3*q*x-7*g^3*p^3*r^2+397*g^3*p^3*r*x+60*g^3*p^3*x^2-8*g^3*p ^2*q^2*r+20*g^3*p^2*q^2*x-20*g^3*p^2*q*r^2+686*g^3*p^2*q*r*x+884*g^3*p^2*q*x^2-\ 2*g^3*p^2*r^3+390*g^3*p^2*r^2*x-1532*g^3*p^2*r*x^2-1630*g^3*p^2*x^3-8*g^3*p*q^3 *x-4*g^3*p*q^2*r^2+208*g^3*p*q^2*r*x+788*g^3*p*q^2*x^2-4*g^3*p*q*r^3+480*g^3*p* q*r^2*x-1554*g^3*p*q*r*x^2-3300*g^3*p*q*x^3+100*g^3*p*r^3*x-1712*g^3*p*r^2*x^2+ 136*g^3*p*r*x^3+923*g^3*p*x^4+18*g^3*q^3*r*x+114*g^3*q^3*x^2+70*g^3*q^2*r^2*x-\ 446*g^3*q^2*r*x^2-1262*g^3*q^2*x^3+40*g^3*q*r^3*x-1100*g^3*q*r^2*x^2-36*g^3*q*r *x^3+923*g^3*q*x^4-240*g^3*r^3*x^2+1104*g^3*r^2*x^3+406*g^3*r*x^4-g^2*p^6-13*g^ 2*p^5*q-3*g^2*p^5*r+86*g^2*p^5*x-10*g^2*p^4*q^2-36*g^2*p^4*q*r+308*g^2*p^4*q*x-\ 3*g^2*p^4*r^2+353*g^2*p^4*r*x-210*g^2*p^4*x^2-g^2*p^3*q^3-22*g^2*p^3*q^2*r+184* g^2*p^3*q^2*x-34*g^2*p^3*q*r^2+1189*g^2*p^3*q*r*x+418*g^2*p^3*q*x^2-g^2*p^3*r^3 +425*g^2*p^3*r^2*x-2399*g^2*p^3*r*x^2-1513*g^2*p^3*x^3-2*g^2*p^2*q^3*r+2*g^2*p^ 2*q^3*x-14*g^2*p^2*q^2*r^2+768*g^2*p^2*q^2*r*x+1284*g^2*p^2*q^2*x^2-12*g^2*p^2* q*r^3+1156*g^2*p^2*q*r^2*x-4704*g^2*p^2*q*r*x^2-5791*g^2*p^2*q*x^3+164*g^2*p^2* r^3*x-3282*g^2*p^2*r^2*x^2+1571*g^2*p^2*r*x^3+1600*g^2*p^2*x^4-2*g^2*p*q^4*x-g^ 2*p*q^3*r^2+114*g^2*p*q^3*r*x+640*g^2*p*q^3*x^2-2*g^2*p*q^2*r^3+508*g^2*p*q^2*r ^2*x-2334*g^2*p*q^2*r*x^2-5141*g^2*p*q^2*x^3-g^2*p*q*r^4+300*g^2*p*q*r^3*x-5146 *g^2*p*q*r^2*x^2+948*g^2*p*q*r*x^3+3404*g^2*p*q*x^4+6*g^2*p*r^4*x-1068*g^2*p*r^ 3*x^2+4221*g^2*p*r^2*x^3+1009*g^2*p*r*x^4+4*g^2*q^4*r*x+51*g^2*q^4*x^2+33*g^2*q ^3*r^2*x-395*g^2*q^3*r*x^2-1175*g^2*q^3*x^3+28*g^2*q^2*r^3*x-1392*g^2*q^2*r^2*x ^2+505*g^2*q^2*r*x^3+1600*g^2*q^2*x^4+6*g^2*q*r^4*x-660*g^2*q*r^3*x^2+3555*g^2* q*r^2*x^3+1009*g^2*q*r*x^4-6*g^2*r^4*x^2+920*g^2*r^3*x^3-672*g^2*r^2*x^4-6*g*p^ 6*q+30*g*p^6*x-8*g*p^5*q^2-20*g*p^5*q*r+192*g*p^5*q*x+134*g*p^5*r*x-180*g*p^5*x ^2-2*g*p^4*q^3-20*g*p^4*q^2*r+222*g*p^4*q^2*x-24*g*p^4*q*r^2+815*g*p^4*q*r*x-\ 192*g*p^4*q*x^2+196*g*p^4*r^2*x-1436*g*p^4*r*x^2-534*g*p^4*x^3-4*g*p^3*q^3*r+58 *g*p^3*q^3*x-16*g*p^3*q^2*r^2+884*g*p^3*q^2*r*x+500*g*p^3*q^2*x^2-12*g*p^3*q*r^ 3+1011*g*p^3*q*r^2*x-4767*g*p^3*q*r*x^2-3754*g*p^3*q*x^3+110*g*p^3*r^3*x-2270*g *p^3*r^2*x^2+2035*g*p^3*r*x^3+1069*g*p^3*x^4-2*g*p^2*q^4*x-2*g*p^2*q^3*r^2+291* g*p^2*q^3*r*x+722*g*p^2*q^3*x^2-4*g*p^2*q^2*r^3+790*g*p^2*q^2*r^2*x-4342*g*p^2* q^2*r*x^2-5892*g*p^2*q^2*x^3-2*g*p^2*q*r^4+418*g*p^2*q*r^3*x-6606*g*p^2*q*r^2*x ^2+3462*g*p^2*q*r*x^3+3809*g*p^2*q*x^4+18*g*p^2*r^4*x-1056*g*p^2*r^3*x^2+4870*g *p^2*r^2*x^3+508*g*p^2*r*x^4+18*g*p*q^4*r*x+219*g*p*q^4*x^2+173*g*p*q^3*r^2*x-\ 1344*g*p*q^3*r*x^2-3158*g*p*q^3*x^3+146*g*p*q^2*r^3*x-4362*g*p*q^2*r^2*x^2+2046 *g*p*q^2*r*x^3+3809*g*p*q^2*x^4+30*g*p*q*r^4*x-2004*g*p*q*r^3*x^2+8952*g*p*q*r^ 2*x^3+1672*g*p*q*r*x^4-54*g*p*r^4*x^2+2016*g*p*r^3*x^3-1608*g*p*r^2*x^4+9*g*q^5 *x^2+4*g*q^4*r^2*x-155*g*q^4*r*x^2-486*g*q^4*x^3-4*g*q^3*r^3*x-641*g*q^3*r^2*x^ 2+697*g*q^3*r*x^3+1069*g*q^3*x^4-6*g*q^2*r^4*x-372*g*q^2*r^3*x^2+3506*g*q^2*r^2 *x^3+508*g*q^2*r*x^4+6*g*q*r^4*x^2+1704*g*q*r^3*x^3-1608*g*q*r^2*x^4-560*g*r^3* x^4-p^7*q+4*p^7*x-2*p^6*q^2-4*p^6*q*r+40*p^6*q*x+21*p^6*r*x-36*p^6*x^2-p^5*q^3-\ 6*p^5*q^2*r+72*p^5*q^2*x-6*p^5*q*r^2+195*p^5*q*r*x-114*p^5*q*x^2+39*p^5*r^2*x-\ 285*p^5*r*x^2-56*p^5*x^3-2*p^4*q^3*r+40*p^4*q^3*x-6*p^4*q^2*r^2+309*p^4*q^2*r*x -36*p^4*q^2*x^2-4*p^4*q*r^3+306*p^4*q*r^2*x-1455*p^4*q*r*x^2-768*p^4*q*x^3+31*p ^4*r^3*x-537*p^4*r^2*x^2+640*p^4*r*x^3+230*p^4*x^4+4*p^3*q^4*x-p^3*q^3*r^2+165* p^3*q^3*r*x+150*p^3*q^3*x^2-2*p^3*q^2*r^3+345*p^3*q^2*r^2*x-2112*p^3*q^2*r*x^2-\ 1876*p^3*q^2*x^3-p^3*q*r^4+187*p^3*q*r^3*x-2412*p^3*q*r^2*x^2+2001*p^3*q*r*x^3+ 1246*p^3*q*x^4+9*p^3*r^4*x-360*p^3*r^3*x^2+1547*p^3*r^2*x^3-35*p^3*r*x^4+30*p^2 *q^4*r*x+132*p^2*q^4*x^2+117*p^2*q^3*r^2*x-1179*p^2*q^3*r*x^2-1744*p^2*q^3*x^3+ 96*p^2*q^2*r^3*x-2706*p^2*q^2*r^2*x^2+2148*p^2*q^2*r*x^3+2032*p^2*q^2*x^4+36*p^ 2*q*r^4*x-1086*p^2*q*r^3*x^2+5009*p^2*q*r^2*x^3+371*p^2*q*r*x^4-72*p^2*r^4*x^2+ 842*p^2*r^3*x^3-900*p^2*r^2*x^4+24*p*q^5*x^2+15*p*q^4*r^2*x-258*p*q^4*r*x^2-652 *p*q^4*x^3-3*p*q^3*r^3*x-1011*p*q^3*r^2*x^2+1007*p*q^3*r*x^3+1246*p*q^3*x^4-12* p*q^2*r^4*x-582*p*q^2*r^3*x^2+4279*p*q^2*r^2*x^3+371*p*q^2*r*x^4-30*p*q*r^4*x^2 +1880*p*q*r^3*x^3-1800*p*q*r^2*x^4+30*p*r^4*x^3-500*p*r^3*x^4-21*q^5*r*x^2-72*q ^5*x^3-3*q^4*r^3*x-78*q^4*r^2*x^2+220*q^4*r*x^3+230*q^4*x^4-3*q^3*r^4*x+973*q^3 *r^2*x^3-35*q^3*r*x^4+48*q^2*r^4*x^2+558*q^2*r^3*x^3-900*q^2*r^2*x^4-30*q*r^4*x ^3-500*q*r^3*x^4+16*a^6*b+32*a^6*c+8*a^6*g-16*a^6*p+16*a^6*q-16*a^6*r-96*a^6*x+ 32*a^5*b^2+176*a^5*b*c+56*a^5*b*g-48*a^5*b*p+48*a^5*b*q-80*a^5*b*r-736*a^5*b*x+ 224*a^5*c^2+136*a^5*c*g-152*a^5*c*p+144*a^5*c*q-216*a^5*c*r-1568*a^5*c*x+20*a^5 *g^2-52*a^5*g*p+48*a^5*g*q-68*a^5*g*r-512*a^5*g*x-64*a^5*p^2-32*a^5*p*q-96*a^5* p*r-96*a^5*p*x+16*a^5*q^2-64*a^5*q*r-592*a^5*q*x-32*a^5*r^2+248*a^5*r*x+1008*a^ 5*x^2+16*a^4*b^3+208*a^4*b^2*c+64*a^4*b^2*g-24*a^4*b^2*p+32*a^4*b^2*q-88*a^4*b^ 2*r-1232*a^4*b^2*x+688*a^4*b*c^2+432*a^4*b*c*g-280*a^4*b*c*p+304*a^4*b*c*q-600* a^4*b*c*r-6264*a^4*b*c*x+64*a^4*b*g^2-80*a^4*b*g*p+96*a^4*b*g*q-184*a^4*b*g*r-\ 2184*a^4*b*g*x-280*a^4*b*p^2-28*a^4*b*p*q-468*a^4*b*p*r-1424*a^4*b*p*x+20*a^4*b *q^2-124*a^4*b*q*r-1876*a^4*b*q*x-168*a^4*b*r^2+440*a^4*b*r*x+4856*a^4*b*x^2+ 656*a^4*c^3+624*a^4*c^2*g-544*a^4*c^2*p+512*a^4*c^2*q-928*a^4*c^2*r-7520*a^4*c^ 2*x+188*a^4*c*g^2-344*a^4*c*g*p+336*a^4*c*g*q-584*a^4*c*g*r-5116*a^4*c*g*x-716* a^4*c*p^2-188*a^4*c*p*q-1168*a^4*c*p*r-2448*a^4*c*p*x+100*a^4*c*q^2-444*a^4*c*q *r-4864*a^4*c*q*x-412*a^4*c*r^2+1912*a^4*c*r*x+10696*a^4*c*x^2+18*a^4*g^3-52*a^ 4*g^2*p+52*a^4*g^2*q-88*a^4*g^2*r-856*a^4*g^2*x-226*a^4*g*p^2-52*a^4*g*p*q-358* a^4*g*p*r-808*a^4*g*p*x+32*a^4*g*q^2-140*a^4*g*q*r-1714*a^4*g*q*x-122*a^4*g*r^2 +580*a^4*g*r*x+3648*a^4*g*x^2-104*a^4*p^3-224*a^4*p^2*q-208*a^4*p^2*r+368*a^4*p ^2*x-8*a^4*p*q^2-388*a^4*p*q*r-1192*a^4*p*q*x-124*a^4*p*r^2+1612*a^4*p*r*x+3048 *a^4*p*x^2+4*a^4*q^3-40*a^4*q^2*r-696*a^4*q^2*x-144*a^4*q*r^2+412*a^4*q*r*x+ 3920*a^4*q*x^2-20*a^4*r^3+876*a^4*r^2*x+420*a^4*r*x^2-1944*a^4*x^3+64*a^3*b^3*c +16*a^3*b^3*g+8*a^3*b^3*p-24*a^3*b^3*r-720*a^3*b^3*x+512*a^3*b^2*c^2+304*a^3*b^ 2*c*g-72*a^3*b^2*c*p+128*a^3*b^2*c*q-424*a^3*b^2*c*r-7040*a^3*b^2*c*x+40*a^3*b^ 2*g^2+32*a^3*b^2*g*q-112*a^3*b^2*g*r-2432*a^3*b^2*g*x-240*a^3*b^2*p^2+16*a^3*b^ 2*p*q-440*a^3*b^2*p*r-2300*a^3*b^2*p*x-48*a^3*b^2*q*r-1684*a^3*b^2*q*x-160*a^3* b^2*r^2+228*a^3*b^2*r*x+7096*a^3*b^2*x^2+1312*a^3*b*c^3+1216*a^3*b*c^2*g-616*a^ 3*b*c^2*p+736*a^3*b*c^2*q-1672*a^3*b*c^2*r-19784*a^3*b*c^2*x+348*a^3*b*c*g^2-\ 304*a^3*b*c*g*p+448*a^3*b*c*g*q-984*a^3*b*c*g*r-13624*a^3*b*c*g*x-1660*a^3*b*c* p^2-80*a^3*b*c*p*q-2892*a^3*b*c*p*r-10252*a^3*b*c*p*x+80*a^3*b*c*q^2-592*a^3*b* c*q*r-10896*a^3*b*c*q*x-1052*a^3*b*c*r^2+3576*a^3*b*c*r*x+35172*a^3*b*c*x^2+30* a^3*b*g^3-26*a^3*b*g^2*p+60*a^3*b*g^2*q-130*a^3*b*g^2*r-2292*a^3*b*g^2*x-534*a^ 3*b*g*p^2+8*a^3*b*g*p*q-942*a^3*b*g*p*r-3926*a^3*b*g*p*x+20*a^3*b*g*q^2-160*a^3 *b*g*q*r-3808*a^3*b*g*q*x-350*a^3*b*g*r^2+674*a^3*b*g*r*x+12116*a^3*b*g*x^2-424 *a^3*b*p^3-336*a^3*b*p^2*q-872*a^3*b*p^2*r-192*a^3*b*p^2*x+10*a^3*b*p*q^2-628*a ^3*b*p*q*r-3536*a^3*b*p*q*x-526*a^3*b*p*r^2+3966*a^3*b*p*r*x+13076*a^3*b*p*x^2-\ 30*a^3*b*q^2*r-1270*a^3*b*q^2*x-232*a^3*b*q*r^2+738*a^3*b*q*r*x+11762*a^3*b*q*x ^2-82*a^3*b*r^3+2676*a^3*b*r^2*x+3402*a^3*b*r*x^2-7352*a^3*b*x^3+1024*a^3*c^4+ 1312*a^3*c^3*g-968*a^3*c^3*p+928*a^3*c^3*q-1896*a^3*c^3*r-16968*a^3*c^3*x+592*a ^3*c^2*g^2-856*a^3*c^2*g*p+896*a^3*c^2*g*q-1768*a^3*c^2*g*r-17480*a^3*c^2*g*x-\ 2464*a^3*c^2*p^2-416*a^3*c^2*p*q-4152*a^3*c^2*p*r-10404*a^3*c^2*p*x+240*a^3*c^2 *q^2-1184*a^3*c^2*q*r-15136*a^3*c^2*q*x-1488*a^3*c^2*r^2+7212*a^3*c^2*r*x+41420 *a^3*c^2*x^2+110*a^3*c*g^3-228*a^3*c*g^2*p+268*a^3*c*g^2*q-512*a^3*c*g^2*r-5860 *a^3*c*g^2*x-1590*a^3*c*g*p^2-200*a^3*c*g*p*q-2678*a^3*c*g*p*r-7684*a^3*c*g*p*x +148*a^3*c*g*q^2-720*a^3*c*g*q*r-10624*a^3*c*g*q*x-962*a^3*c*g*r^2+3874*a^3*c*g *r*x+28144*a^3*c*g*x^2-1006*a^3*c*p^3-1232*a^3*c*p^2*q-2056*a^3*c*p^2*r+1036*a^ 3*c*p^2*x-22*a^3*c*p*q^2-2180*a^3*c*p*q*r-8034*a^3*c*p*q*x-1232*a^3*c*p*r^2+ 11854*a^3*c*p*r*x+27324*a^3*c*p*x^2+16*a^3*c*q^3-190*a^3*c*q^2*r-4030*a^3*c*q^2 *x-808*a^3*c*q*r^2+3574*a^3*c*q*r*x+28902*a^3*c*q*x^2-190*a^3*c*r^3+7156*a^3*c* r^2*x+4190*a^3*c*r*x^2-16680*a^3*c*x^3+7*a^3*g^4-17*a^3*g^3*p+24*a^3*g^3*q-45*a ^3*g^3*r-640*a^3*g^3*x-247*a^3*g^2*p^2-14*a^3*g^2*p*q-415*a^3*g^2*p*r-1406*a^3* g^2*p*x+20*a^3*g^2*q^2-98*a^3*g^2*q*r-1815*a^3*g^2*q*x-149*a^3*g^2*r^2+464*a^3* g^2*r*x+4726*a^3*g^2*x^2-311*a^3*g*p^3-408*a^3*g*p^2*q-620*a^3*g*p^2*r+374*a^3* g*p^2*x+4*a^3*g*p*q^2-736*a^3*g*p*q*r-3089*a^3*g*p*q*x-357*a^3*g*p*r^2+3872*a^3 *g*p*r*x+9402*a^3*g*p*x^2+4*a^3*g*q^3-52*a^3*g*q^2*r-1434*a^3*g*q^2*x-280*a^3*g *q*r^2+816*a^3*g*q*r*x+9964*a^3*g*q*x^2-50*a^3*g*r^3+2360*a^3*g*r^2*x+1966*a^3* g*r*x^2-5580*a^3*g*x^3-88*a^3*p^4-348*a^3*p^3*q-220*a^3*p^3*r+800*a^3*p^3*x-108 *a^3*p^2*q^2-732*a^3*p^2*q*r-304*a^3*p^2*q*x-184*a^3*p^2*r^2+3094*a^3*p^2*r*x+ 3276*a^3*p^2*x^2+2*a^3*p*q^3-204*a^3*p*q^2*r-1316*a^3*p*q^2*x-454*a^3*p*q*r^2+ 3222*a^3*p*q*r*x+10450*a^3*p*q*x^2-56*a^3*p*r^3+2702*a^3*p*r^2*x-1934*a^3*p*r*x ^2-6408*a^3*p*x^3-6*a^3*q^3*r-304*a^3*q^3*x-76*a^3*q^2*r^2+442*a^3*q^2*r*x+4774 *a^3*q^2*x^2-74*a^3*q*r^3+2176*a^3*q*r^2*x+1782*a^3*q*r*x^2-6496*a^3*q*x^3-4*a^ 3*r^4+554*a^3*r^3*x-3326*a^3*r^2*x^2-3134*a^3*r*x^3+720*a^3*x^4-128*a^2*b^4*x+ 96*a^2*b^3*c^2+48*a^2*b^3*c*g+24*a^2*b^3*c*p-72*a^2*b^3*c*r-2792*a^2*b^3*c*x+4* a^2*b^3*g^2+12*a^2*b^3*g*p-12*a^2*b^3*g*r-920*a^2*b^3*g*x-40*a^2*b^3*p^2-100*a^ 2*b^3*p*r-1148*a^2*b^3*p*x-416*a^2*b^3*q*x-40*a^2*b^3*r^2+28*a^2*b^3*r*x+4072*a ^2*b^3*x^2+608*a^2*b^2*c^3+528*a^2*b^2*c^2*g-72*a^2*b^2*c^2*p+192*a^2*b^2*c^2*q -744*a^2*b^2*c^2*r-14840*a^2*b^2*c^2*x+132*a^2*b^2*c*g^2+36*a^2*b^2*c*g*p+96*a^ 2*b^2*c*g*q-372*a^2*b^2*c*g*r-10008*a^2*b^2*c*g*x-840*a^2*b^2*c*p^2+48*a^2*b^2* c*p*q-1620*a^2*b^2*c*p*r-9712*a^2*b^2*c*p*x-144*a^2*b^2*c*q*r-6512*a^2*b^2*c*q* x-600*a^2*b^2*c*r^2+2548*a^2*b^2*c*r*x+35360*a^2*b^2*c*x^2+8*a^2*b^2*g^3+22*a^2 *b^2*g^2*p+8*a^2*b^2*g^2*q-34*a^2*b^2*g^2*r-1644*a^2*b^2*g^2*x-240*a^2*b^2*g*p^ 2+24*a^2*b^2*g*p*q-500*a^2*b^2*g*p*r-3724*a^2*b^2*g*p*x-24*a^2*b^2*g*q*r-2174*a ^2*b^2*g*q*x-204*a^2*b^2*g*r^2+302*a^2*b^2*g*r*x+12096*a^2*b^2*g*x^2-310*a^2*b^ 2*p^3-80*a^2*b^2*p^2*q-634*a^2*b^2*p^2*r-892*a^2*b^2*p^2*x-200*a^2*b^2*p*q*r-\ 2724*a^2*b^2*p*q*x-356*a^2*b^2*p*r^2+2984*a^2*b^2*p*r*x+15286*a^2*b^2*p*x^2-480 *a^2*b^2*q^2*x-80*a^2*b^2*q*r^2+354*a^2*b^2*q*r*x+10654*a^2*b^2*q*x^2-40*a^2*b^ 2*r^3+2342*a^2*b^2*r^2*x+4518*a^2*b^2*r*x^2-9120*a^2*b^2*x^3+1328*a^2*b*c^4+ 1616*a^2*b*c^3*g-648*a^2*b*c^3*p+864*a^2*b*c^3*q-2216*a^2*b*c^3*r-29856*a^2*b*c ^3*x+672*a^2*b*c^2*g^2-396*a^2*b*c^2*g*p+768*a^2*b*c^2*g*q-1884*a^2*b*c^2*g*r-\ 30400*a^2*b*c^2*g*x-3420*a^2*b*c^2*p^2-72*a^2*b*c^2*p*q-6168*a^2*b*c^2*p*r-\ 24460*a^2*b*c^2*p*x+120*a^2*b*c^2*q^2-1032*a^2*b*c^2*q*r-22988*a^2*b*c^2*q*x-\ 2268*a^2*b*c^2*r^2+11524*a^2*b*c^2*r*x+91768*a^2*b*c^2*x^2+108*a^2*b*c*g^3-24*a ^2*b*c*g^2*p+196*a^2*b*c*g^2*q-464*a^2*b*c*g^2*r-10028*a^2*b*c*g^2*x-2132*a^2*b *c*g*p^2+72*a^2*b*c*g*p*q-3956*a^2*b*c*g*p*r-18584*a^2*b*c*g*p*x+60*a^2*b*c*g*q ^2-528*a^2*b*c*g*q*r-15774*a^2*b*c*g*q*x-1520*a^2*b*c*g*r^2+5320*a^2*b*c*g*r*x+ 62698*a^2*b*c*g*x^2-1982*a^2*b*c*p^3-1168*a^2*b*c*p^2*q-4096*a^2*b*c*p^2*r-2004 *a^2*b*c*p^2*x+30*a^2*b*c*p*q^2-2284*a^2*b*c*p*q*r-15448*a^2*b*c*p*q*x-2428*a^2 *b*c*p*r^2+20666*a^2*b*c*p*r*x+71198*a^2*b*c*p*x^2-90*a^2*b*c*q^2*r-4870*a^2*b* c*q^2*x-856*a^2*b*c*q*r^2+4984*a^2*b*c*q*r*x+58872*a^2*b*c*q*x^2-346*a^2*b*c*r^ 3+13612*a^2*b*c*r^2*x+12826*a^2*b*c*r*x^2-45184*a^2*b*c*x^3+5*a^2*b*g^4+11*a^2* b*g^3*p+12*a^2*b*g^3*q-29*a^2*b*g^3*r-1072*a^2*b*g^3*x-305*a^2*b*g^2*p^2+35*a^2 *b*g^2*p*q-591*a^2*b*g^2*p*r-3465*a^2*b*g^2*p*x+5*a^2*b*g^2*q^2-49*a^2*b*g^2*q* r-2617*a^2*b*g^2*q*x-241*a^2*b*g^2*r^2+416*a^2*b*g^2*r*x+10554*a^2*b*g^2*x^2-\ 666*a^2*b*g*p^3-340*a^2*b*g*p^2*q-1389*a^2*b*g*p^2*r-1257*a^2*b*g*p^2*x+15*a^2* b*g*p*q^2-722*a^2*b*g*p*q*r-5930*a^2*b*g*p*q*x-830*a^2*b*g*p*r^2+6121*a^2*b*g*p *r*x+25222*a^2*b*g*p*x^2-15*a^2*b*g*q^2*r-1657*a^2*b*g*q^2*x-298*a^2*b*g*q*r^2+ 976*a^2*b*g*q*r*x+20296*a^2*b*g*q*x^2-117*a^2*b*g*r^3+4560*a^2*b*g*r^2*x+6535*a ^2*b*g*r*x^2-14980*a^2*b*g*x^3-291*a^2*b*p^4-439*a^2*b*p^3*q-721*a^2*b*p^3*r+ 1136*a^2*b*p^3*x-50*a^2*b*p^2*q^2-909*a^2*b*p^2*q*r-1517*a^2*b*p^2*q*x-589*a^2* b*p^2*r^2+6593*a^2*b*p^2*r*x+12038*a^2*b*p^2*x^2-125*a^2*b*p*q^2*r-2075*a^2*b*p *q^2*x-518*a^2*b*p*q*r^2+4988*a^2*b*p*q*r*x+24413*a^2*b*p*q*x^2-169*a^2*b*p*r^3 +6198*a^2*b*p*r^2*x-1149*a^2*b*p*r*x^2-19244*a^2*b*p*x^3-232*a^2*b*q^3*x-50*a^2 *b*q^2*r^2+452*a^2*b*q^2*r*x+8761*a^2*b*q^2*x^2-60*a^2*b*q*r^3+3632*a^2*b*q*r^2 *x+4154*a^2*b*q*r*x^2-16956*a^2*b*q*x^3-10*a^2*b*r^4+1162*a^2*b*r^3*x-8156*a^2* b*r^2*x^2-10266*a^2*b*r*x^3+2232*a^2*b*x^4+896*a^2*c^5+1432*a^2*c^4*g-920*a^2*c ^4*p+912*a^2*c^4*q-2040*a^2*c^4*r-20200*a^2*c^4*x+852*a^2*c^3*g^2-1012*a^2*c^3* g*p+1152*a^2*c^3*g*q-2492*a^2*c^3*g*r-27688*a^2*c^3*g*x-3776*a^2*c^3*p^2-440*a^ 2*c^3*p*q-6508*a^2*c^3*p*r-18140*a^2*c^3*p*x+280*a^2*c^3*q^2-1528*a^2*c^3*q*r-\ 22656*a^2*c^3*q*x-2352*a^2*c^3*r^2+13668*a^2*c^3*r*x+74624*a^2*c^3*x^2+230*a^2* c^2*g^3-350*a^2*c^2*g^2*p+500*a^2*c^2*g^2*q-1042*a^2*c^2*g^2*r-13796*a^2*c^2*g^ 2*x-3654*a^2*c^2*g*p^2-264*a^2*c^2*g*p*q-6386*a^2*c^2*g*p*r-20648*a^2*c^2*g*p*x +252*a^2*c^2*g*q^2-1344*a^2*c^2*g*q*r-23650*a^2*c^2*g*q*x-2358*a^2*c^2*g*r^2+ 11358*a^2*c^2*g*r*x+76390*a^2*c^2*g*x^2-2704*a^2*c^2*p^3-2432*a^2*c^2*p^2*q-\ 5554*a^2*c^2*p^2*r+968*a^2*c^2*p^2*x-18*a^2*c^2*p*q^2-4412*a^2*c^2*p*q*r-19020* a^2*c^2*p*q*x-3308*a^2*c^2*p*r^2+31762*a^2*c^2*p*r*x+79464*a^2*c^2*p*x^2+24*a^2 *c^2*q^3-330*a^2*c^2*q^2*r-8454*a^2*c^2*q^2*x-1640*a^2*c^2*q*r^2+10014*a^2*c^2* q*r*x+74598*a^2*c^2*q*x^2-490*a^2*c^2*r^3+18990*a^2*c^2*r^2*x+7128*a^2*c^2*r*x^ 2-52200*a^2*c^2*x^3+27*a^2*c*g^4-35*a^2*c*g^3*p+84*a^2*c*g^3*q-169*a^2*c*g^3*r-\ 2965*a^2*c*g^3*x-1111*a^2*c*g^2*p^2-7*a^2*c*g^2*p*q-1979*a^2*c*g^2*p*r-7698*a^2 *c*g^2*p*x+65*a^2*c*g^2*q^2-343*a^2*c*g^2*q*r-7961*a^2*c*g^2*q*x-753*a^2*c*g^2* r^2+2740*a^2*c*g^2*r*x+25506*a^2*c*g^2*x^2-1780*a^2*c*g*p^3-1564*a^2*c*g*p^2*q-\ 3645*a^2*c*g*p^2*r-143*a^2*c*g*p^2*x+27*a^2*c*g*p*q^2-2930*a^2*c*g*p*q*r-14602* a^2*c*g*p*q*x-2144*a^2*c*g*p*r^2+20169*a^2*c*g*p*r*x+55480*a^2*c*g*p*x^2+12*a^2 *c*g*q^3-171*a^2*c*g*q^2*r-5927*a^2*c*g*q^2*x-1138*a^2*c*g*q*r^2+5306*a^2*c*g*q *r*x+51782*a^2*c*g*q*x^2-299*a^2*c*g*r^3+12824*a^2*c*g*r^2*x+8839*a^2*c*g*r*x^2 -34680*a^2*c*g*x^3-651*a^2*c*p^4-1483*a^2*c*p^3*q-1615*a^2*c*p^3*r+3682*a^2*c*p ^3*x-374*a^2*c*p^2*q^2-3105*a^2*c*p^2*q*r-1929*a^2*c*p^2*q*x-1321*a^2*c*p^2*r^2 +17801*a^2*c*p^2*r*x+23542*a^2*c*p^2*x^2+6*a^2*c*p*q^3-737*a^2*c*p*q^2*r-5819*a ^2*c*p*q^2*x-1880*a^2*c*p*q*r^2+16678*a^2*c*p*q*r*x+56863*a^2*c*p*q*x^2-379*a^2 *c*p*r^3+16200*a^2*c*p*r^2*x-9403*a^2*c*p*r*x^2-40992*a^2*c*p*x^3-18*a^2*c*q^3* r-1156*a^2*c*q^3*x-278*a^2*c*q^2*r^2+2234*a^2*c*q^2*r*x+23359*a^2*c*q^2*x^2-282 *a^2*c*q*r^3+10608*a^2*c*q*r^2*x+4858*a^2*c*q*r*x^2-39700*a^2*c*q*x^3-22*a^2*c* r^4+3184*a^2*c*r^3*x-19638*a^2*c*r^2*x^2-17328*a^2*c*r*x^3+5424*a^2*c*x^4+a^2*g ^5+a^2*g^4*p+4*a^2*g^4*q-8*a^2*g^4*r-232*a^2*g^4*x-105*a^2*g^3*p^2+10*a^2*g^3*p *q-192*a^2*g^3*p*r-939*a^2*g^3*p*x+4*a^2*g^3*q^2-22*a^2*g^3*q*r-863*a^2*g^3*q*x -76*a^2*g^3*r^2+174*a^2*g^3*r*x+2793*a^2*g^3*x^2-282*a^2*g^2*p^3-230*a^2*g^2*p^ 2*q-574*a^2*g^2*p^2*r-202*a^2*g^2*p^2*x+12*a^2*g^2*p*q^2-454*a^2*g^2*p*q*r-2746 *a^2*g^2*p*q*x-331*a^2*g^2*p*r^2+3055*a^2*g^2*p*r*x+9512*a^2*g^2*p*x^2+a^2*g^2* q^3-16*a^2*g^2*q^2*r-1001*a^2*g^2*q^2*x-188*a^2*g^2*q*r^2+555*a^2*g^2*q*r*x+ 8753*a^2*g^2*q*x^2-42*a^2*g^2*r^3+2097*a^2*g^2*r^2*x+2139*a^2*g^2*r*x^2-5702*a^ 2*g^2*x^3-198*a^2*g*p^4-517*a^2*g*p^3*q-479*a^2*g*p^3*r+1295*a^2*g*p^3*x-110*a^ 2*g*p^2*q^2-1095*a^2*g*p^2*q*r-1067*a^2*g*p^2*q*x-376*a^2*g*p^2*r^2+5979*a^2*g* p^2*r*x+8129*a^2*g*p^2*x^2+3*a^2*g*p*q^3-236*a^2*g*p*q^2*r-2255*a^2*g*p*q^2*x-\ 669*a^2*g*p*q*r^2+5133*a^2*g*p*q*r*x+20282*a^2*g*p*q*x^2-99*a^2*g*p*r^3+5358*a^ 2*g*p*r^2*x-2455*a^2*g*p*r*x^2-13972*a^2*g*p*x^3-3*a^2*g*q^3*r-400*a^2*g*q^3*x-\ 98*a^2*g*q^2*r^2+580*a^2*g*q^2*r*x+8235*a^2*g*q^2*x^2-99*a^2*g*q*r^3+3634*a^2*g *q*r^2*x+3212*a^2*g*q*r*x^2-13326*a^2*g*q*x^3-4*a^2*g*r^4+1000*a^2*g*r^3*x-6718 *a^2*g*r^2*x^2-6870*a^2*g*r*x^3+1692*a^2*g*x^4-41*a^2*p^5-241*a^2*p^4*q-123*a^2 *p^4*r+618*a^2*p^4*x-142*a^2*p^3*q^2-609*a^2*p^3*q*r+742*a^2*p^3*q*x-131*a^2*p^ 3*r^2+2585*a^2*p^3*r*x+1470*a^2*p^3*x^2-10*a^2*p^2*q^3-296*a^2*p^2*q^2*r-612*a^ 2*p^2*q^2*x-511*a^2*p^2*q*r^2+5198*a^2*p^2*q*r*x+9641*a^2*p^2*q*x^2-57*a^2*p^2* r^3+2990*a^2*p^2*r^2*x-4802*a^2*p^2*r*x^2-7178*a^2*p^2*x^3-25*a^2*p*q^3*r-500*a ^2*p*q^3*x-170*a^2*p*q^2*r^2+2026*a^2*p*q^2*r*x+9536*a^2*p*q^2*x^2-153*a^2*p*q* r^3+5017*a^2*p*q*r^2*x-1941*a^2*p*q*r*x^2-15766*a^2*p*q*x^3-8*a^2*p*r^4+1131*a^ 2*p*r^3*x-7817*a^2*p*r^2*x^2-3525*a^2*p*r*x^3+2274*a^2*p*x^4-40*a^2*q^4*x-10*a^ 2*q^3*r^2+141*a^2*q^3*r*x+2249*a^2*q^3*x^2-20*a^2*q^2*r^3+1368*a^2*q^2*r^2*x+ 591*a^2*q^2*r*x^2-7308*a^2*q^2*x^3-10*a^2*q*r^4+973*a^2*q*r^3*x-6411*a^2*q*r^2* x^2-6007*a^2*q*r*x^3+2346*a^2*q*x^4+90*a^2*r^4*x-1866*a^2*r^3*x^2+3050*a^2*r^2* x^3+1876*a^2*r*x^4-320*a*b^4*c*x-96*a*b^4*g*x-160*a*b^4*p*x-16*a*b^4*r*x+872*a* b^4*x^2+64*a*b^3*c^3+48*a*b^3*c^2*g+24*a*b^3*c^2*p-72*a*b^3*c^2*r-3616*a*b^3*c^ 2*x+8*a*b^3*c*g^2+24*a*b^3*c*g*p-24*a*b^3*c*g*r-2300*a*b^3*c*g*x-80*a*b^3*c*p^2 -200*a*b^3*c*p*r-2812*a*b^3*c*p*x-960*a*b^3*c*q*x-80*a*b^3*c*r^2+740*a*b^3*c*r* x+12660*a*b^3*c*x^2+4*a*b^3*g^2*p-360*a*b^3*g^2*x-16*a*b^3*g*p^2-52*a*b^3*g*p*r -1014*a*b^3*g*p*x-292*a*b^3*g*q*x-28*a*b^3*g*r^2+92*a*b^3*g*r*x+4268*a*b^3*g*x^ 2-44*a*b^3*p^3-100*a*b^3*p^2*r-426*a*b^3*p^2*x-524*a*b^3*p*q*x-52*a*b^3*p*r^2+ 766*a*b^3*p*r*x+6146*a*b^3*p*x^2-12*a*b^3*q*r*x+3272*a*b^3*q*x^2+698*a*b^3*r^2* x+1824*a*b^3*r*x^2-4408*a*b^3*x^3+352*a*b^2*c^4+400*a*b^2*c^3*g-24*a*b^2*c^3*p+ 128*a*b^2*c^3*q-568*a*b^2*c^3*r-13680*a*b^2*c^3*x+144*a*b^2*c^2*g^2+72*a*b^2*c^ 2*g*p+96*a*b^2*c^2*g*q-408*a*b^2*c^2*g*r-13492*a*b^2*c^2*g*x-960*a*b^2*c^2*p^2+ 48*a*b^2*c^2*p*q-1920*a*b^2*c^2*p*r-13240*a*b^2*c^2*p*x-144*a*b^2*c^2*q*r-8228* a*b^2*c^2*q*x-720*a*b^2*c^2*r^2+6132*a*b^2*c^2*r*x+56872*a*b^2*c^2*x^2+16*a*b^2 *c*g^3+56*a*b^2*c*g^2*p+16*a*b^2*c*g^2*q-68*a*b^2*c*g^2*r-4284*a*b^2*c*g^2*x-\ 528*a*b^2*c*g*p^2+48*a*b^2*c*g*p*q-1156*a*b^2*c*g*p*r-9894*a*b^2*c*g*p*x-48*a*b ^2*c*g*q*r-5358*a*b^2*c*g*q*x-492*a*b^2*c*g*r^2+2772*a*b^2*c*g*r*x+38458*a*b^2* c*g*x^2-752*a*b^2*c*p^3-160*a*b^2*c*p^2*q-1568*a*b^2*c*p^2*r-2350*a*b^2*c*p^2*x -400*a*b^2*c*p*q*r-6846*a*b^2*c*p*q*x-868*a*b^2*c*p*r^2+10338*a*b^2*c*p*r*x+ 49692*a*b^2*c*p*x^2-1040*a*b^2*c*q^2*x-160*a*b^2*c*q*r^2+1830*a*b^2*c*q*r*x+ 32570*a*b^2*c*q*x^2-80*a*b^2*c*r^3+6874*a*b^2*c*r^2*x+8320*a*b^2*c*r*x^2-35968* a*b^2*c*x^3+8*a*b^2*g^3*p-440*a*b^2*g^3*x-56*a*b^2*g^2*p^2+8*a*b^2*g^2*p*q-150* a*b^2*g^2*p*r-1789*a*b^2*g^2*p*x-846*a*b^2*g^2*q*x-78*a*b^2*g^2*r^2+236*a*b^2*g ^2*r*x+6450*a*b^2*g^2*x^2-240*a*b^2*g*p^3-32*a*b^2*g*p^2*q-528*a*b^2*g*p^2*r-\ 1264*a*b^2*g*p^2*x-104*a*b^2*g*p*q*r-2489*a*b^2*g*p*q*x-308*a*b^2*g*p*r^2+2759* a*b^2*g*p*r*x+17452*a*b^2*g*p*x^2-320*a*b^2*g*q^2*x-56*a*b^2*g*q*r^2+336*a*b^2* g*q*r*x+11032*a*b^2*g*q*x^2-28*a*b^2*g*r^3+2298*a*b^2*g*r^2*x+4381*a*b^2*g*r*x^ 2-11876*a*b^2*g*x^3-152*a*b^2*p^4-88*a*b^2*p^3*q-354*a*b^2*p^3*r+385*a*b^2*p^3* x-200*a*b^2*p^2*q*r-1113*a*b^2*p^2*q*x-254*a*b^2*p^2*r^2+3670*a*b^2*p^2*r*x+ 10147*a*b^2*p^2*x^2-608*a*b^2*p*q^2*x-104*a*b^2*p*q*r^2+1931*a*b^2*p*q*r*x+ 15275*a*b^2*p*q*x^2-52*a*b^2*p*r^3+3491*a*b^2*p*r^2*x+449*a*b^2*p*r*x^2-16444*a *b^2*p*x^3+20*a*b^2*q^2*r*x+4166*a*b^2*q^2*x^2+1589*a*b^2*q*r^2*x+2202*a*b^2*q* r*x^2-12956*a*b^2*q*x^3+486*a*b^2*r^3*x-5990*a*b^2*r^2*x^2-8902*a*b^2*r*x^3+ 2232*a*b^2*x^4+688*a*b*c^5+1032*a*b*c^4*g-328*a*b*c^4*p+496*a*b*c^4*q-1416*a*b* c^4*r-21800*a*b*c^4*x+556*a*b*c^3*g^2-200*a*b*c^3*g*p+576*a*b*c^3*g*q-1552*a*b* c^3*g*r-29156*a*b*c^3*g*x-2980*a*b*c^3*p^2-16*a*b*c^3*p*q-5532*a*b*c^3*p*r-\ 24280*a*b*c^3*p*x+80*a*b*c^3*q^2-784*a*b*c^3*q*r-20920*a*b*c^3*q*x-2052*a*b*c^3 *r^2+15148*a*b*c^3*r*x+101976*a*b*c^3*x^2+126*a*b*c^2*g^3+42*a*b*c^2*g^2*p+212* a*b*c^2*g^2*q-538*a*b*c^2*g^2*r-14082*a*b*c^2*g^2*x-2710*a*b*c^2*g*p^2+120*a*b* c^2*g*p*q-5242*a*b*c^2*g*p*r-27342*a*b*c^2*g*p*x+60*a*b*c^2*g*q^2-576*a*b*c^2*g *q*r-21166*a*b*c^2*g*q*x-2074*a*b*c^2*g*r^2+12144*a*b*c^2*g*r*x+103864*a*b*c^2* g*x^2-2824*a*b*c^2*p^3-1328*a*b*c^2*p^2*q-5876*a*b*c^2*p^2*r-3386*a*b*c^2*p^2*x +30*a*b*c^2*p*q^2-2684*a*b*c^2*p*q*r-21590*a*b*c^2*p*q*x-3434*a*b*c^2*p*r^2+ 35336*a*b*c^2*p*r*x+122308*a*b*c^2*p*x^2-90*a*b*c^2*q^2*r-6010*a*b*c^2*q^2*x-\ 1016*a*b*c^2*q*r^2+9260*a*b*c^2*q*r*x+93652*a*b*c^2*q*x^2-446*a*b*c^2*r^3+21306 *a*b*c^2*r^2*x+9910*a*b*c^2*r*x^2-88944*a*b*c^2*x^3+10*a*b*c*g^4+40*a*b*c*g^3*p +24*a*b*c*g^3*q-58*a*b*c*g^3*r-2913*a*b*c*g^3*x-732*a*b*c*g^2*p^2+86*a*b*c*g^2* p*q-1516*a*b*c*g^2*p*r-10005*a*b*c*g^2*p*x+10*a*b*c*g^2*q^2-98*a*b*c*g^2*q*r-\ 6847*a*b*c*g^2*q*x-658*a*b*c*g^2*r^2+2793*a*b*c*g^2*r*x+34536*a*b*c*g^2*x^2-\ 1870*a*b*c*g*p^3-744*a*b*c*g*p^2*q-3978*a*b*c*g*p^2*r-4214*a*b*c*g*p^2*x+30*a*b *c*g*p*q^2-1652*a*b*c*g*p*q*r-16233*a*b*c*g*p*q*x-2374*a*b*c*g*p*r^2+21192*a*b* c*g*p*r*x+86161*a*b*c*g*p*x^2-30*a*b*c*g*q^2*r-4010*a*b*c*g*q^2*x-708*a*b*c*g*q *r^2+4687*a*b*c*g*q*r*x+64225*a*b*c*g*q*x^2-304*a*b*c*g*r^3+14372*a*b*c*g*r^2*x +13256*a*b*c*g*r*x^2-59176*a*b*c*g*x^3-932*a*b*c*p^4-1054*a*b*c*p^3*q-2272*a*b* c*p^3*r+3288*a*b*c*p^3*x-100*a*b*c*p^2*q^2-2218*a*b*c*p^2*q*r-4524*a*b*c*p^2*q* x-1788*a*b*c*p^2*r^2+22324*a*b*c*p^2*r*x+44244*a*b*c*p^2*x^2-250*a*b*c*p*q^2*r-\ 5286*a*b*c*p*q^2*x-1244*a*b*c*p*q*r^2+16096*a*b*c*p*q*r*x+80132*a*b*c*p*q*x^2-\ 468*a*b*c*p*r^3+20542*a*b*c*p*r^2*x-9130*a*b*c*p*r*x^2-75904*a*b*c*p*x^3-480*a* b*c*q^3*x-100*a*b*c*q^2*r^2+1432*a*b*c*q^2*r*x+26250*a*b*c*q^2*x^2-120*a*b*c*q* r^3+10526*a*b*c*q*r^2*x+5726*a*b*c*q*r*x^2-64456*a*b*c*q*x^3-20*a*b*c*r^4+3456* a*b*c*r^3*x-29504*a*b*c*r^2*x^2-31776*a*b*c*r*x^3+11184*a*b*c*x^4+5*a*b*g^4*p-\ 218*a*b*g^4*x-53*a*b*g^3*p^2+12*a*b*g^3*p*q-127*a*b*g^3*p*r-1182*a*b*g^3*p*x-\ 708*a*b*g^3*q*x-64*a*b*g^3*r^2+172*a*b*g^3*r*x+3782*a*b*g^3*x^2-292*a*b*g^2*p^3 -80*a*b*g^2*p^2*q-639*a*b*g^2*p^2*r-1121*a*b*g^2*p^2*x+5*a*b*g^2*p*q^2-219*a*b* g^2*p*q*r-2943*a*b*g^2*p*q*x-390*a*b*g^2*p*r^2+2869*a*b*g^2*p*r*x+14811*a*b*g^2 *p*x^2-641*a*b*g^2*q^2*x-115*a*b*g^2*q*r^2+502*a*b*g^2*q*r*x+10758*a*b*g^2*q*x^ 2-48*a*b*g^2*r^3+2323*a*b*g^2*r^2*x+3277*a*b*g^2*r*x^2-9732*a*b*g^2*x^3-323*a*b *g*p^4-344*a*b*g*p^3*q-794*a*b*g*p^3*r+909*a*b*g*p^3*x-20*a*b*g*p^2*q^2-764*a*b *g*p^2*q*r-2212*a*b*g*p^2*q*x-630*a*b*g*p^2*r^2+7300*a*b*g*p^2*r*x+16216*a*b*g* p^2*x^2-65*a*b*g*p*q^2*r-1951*a*b*g*p*q^2*x-450*a*b*g*p*q*r^2+4604*a*b*g*p*q*r* x+28495*a*b*g*p*q*x^2-166*a*b*g*p*r^3+7044*a*b*g*p*r^2*x-404*a*b*g*p*r*x^2-\ 25842*a*b*g*p*x^3-149*a*b*g*q^3*x-35*a*b*g*q^2*r^2+337*a*b*g*q^2*r*x+9034*a*b*g *q^2*x^2-42*a*b*g*q*r^3+3609*a*b*g*q*r^2*x+3937*a*b*g*q*r*x^2-21706*a*b*g*q*x^3 -7*a*b*g*r^4+1186*a*b*g*r^3*x-9962*a*b*g*r^2*x^2-12880*a*b*g*r*x^3+3456*a*b*g*x ^4-95*a*b*p^5-216*a*b*p^4*q-276*a*b*p^4*r+798*a*b*p^4*x-55*a*b*p^3*q^2-509*a*b* p^3*q*r+419*a*b*p^3*q*x-280*a*b*p^3*r^2+3936*a*b*p^3*r*x+4397*a*b*p^3*x^2-125*a *b*p^2*q^2*r-910*a*b*p^2*q^2*x-371*a*b*p^2*q*r^2+5641*a*b*p^2*q*r*x+15860*a*b*p ^2*q*x^2-112*a*b*p^2*r^3+4567*a*b*p^2*r^2*x-6084*a*b*p^2*r*x^2-15158*a*b*p^2*x^ 3-295*a*b*p*q^3*x-65*a*b*p*q^2*r^2+1534*a*b*p*q^2*r*x+12095*a*b*p*q^2*x^2-78*a* b*p*q*r^3+5345*a*b*p*q*r^2*x-1889*a*b*p*q*r*x^2-27592*a*b*p*q*x^3-13*a*b*p*r^4+ 1506*a*b*p*r^3*x-12925*a*b*p*r^2*x^2-9010*a*b*p*r*x^3+4788*a*b*p*x^4+21*a*b*q^3 *r*x+2180*a*b*q^3*x^2+1166*a*b*q^2*r^2*x+393*a*b*q^2*r*x^2-11234*a*b*q^2*x^3+ 732*a*b*q*r^3*x-9337*a*b*q*r^2*x^2-9806*a*b*q*r*x^3+4788*a*b*q*x^4+48*a*b*r^4*x -2844*a*b*r^3*x^2+5472*a*b*r^2*x^3+3992*a*b*r*x^4+416*a*c^6+792*a*c^5*g-448*a*c ^5*p+464*a*c^5*q-1120*a*c^5*r-12312*a*c^5*x+580*a*c^4*g^2-572*a*c^4*g*p+720*a*c ^4*g*q-1676*a*c^4*g*r-20952*a*c^4*g*x-2704*a*c^4*p^2-224*a*c^4*p*q-4752*a*c^4*p *r-14492*a*c^4*p*x+160*a*c^4*q^2-960*a*c^4*q*r-16400*a*c^4*q*x-1728*a*c^4*r^2+ 12284*a*c^4*r*x+63724*a*c^4*x^2+202*a*c^3*g^3-220*a*c^3*g^2*p+404*a*c^3*g^2*q-\ 900*a*c^3*g^2*r-13722*a*c^3*g^2*x-3458*a*c^3*g*p^2-136*a*c^3*g*p*q-6222*a*c^3*g *p*r-22064*a*c^3*g*p*x+188*a*c^3*g*q^2-1088*a*c^3*g*q*r-22608*a*c^3*g*q*x-2346* a*c^3*g*r^2+14416*a*c^3*g*r*x+87206*a*c^3*g*x^2-2850*a*c^3*p^3-2064*a*c^3*p^2*q -5872*a*c^3*p^2*r+350*a*c^3*p^2*x-2*a*c^3*p*q^2-3836*a*c^3*p*q*r-19134*a*c^3*p* q*x-3468*a*c^3*p*r^2+36132*a*c^3*p*r*x+94626*a*c^3*p*x^2+16*a*c^3*q^3-250*a*c^3 *q^2*r-7602*a*c^3*q^2*x-1432*a*c^3*q*r^2+11326*a*c^3*q*r*x+81574*a*c^3*q*x^2-\ 490*a*c^3*r^3+20634*a*c^3*r^2*x+1522*a*c^3*r*x^2-68648*a*c^3*x^3+33*a*c^2*g^4-\ 11*a*c^2*g^3*p+96*a*c^2*g^3*q-203*a*c^2*g^3*r-4316*a*c^2*g^3*x-1537*a*c^2*g^2*p ^2+36*a*c^2*g^2*p*q-2863*a*c^2*g^2*p*r-12301*a*c^2*g^2*p*x+70*a*c^2*g^2*q^2-392 *a*c^2*g^2*q*r-11226*a*c^2*g^2*q*x-1137*a*c^2*g^2*r^2+5723*a*c^2*g^2*r*x+43496* a*c^2*g^2*x^2-2867*a*c^2*g*p^3-1936*a*c^2*g*p^2*q-5958*a*c^2*g*p^2*r-1504*a*c^2 *g*p^2*x+42*a*c^2*g*p*q^2-3756*a*c^2*g*p*q*r-21849*a*c^2*g*p*q*x-3525*a*c^2*g*p *r^2+34633*a*c^2*g*p*r*x+100047*a*c^2*g*p*x^2+12*a*c^2*g*q^3-186*a*c^2*g*q^2*r-\ 7892*a*c^2*g*q^2*x-1492*a*c^2*g*q*r^2+9811*a*c^2*g*q*r*x+84909*a*c^2*g*q*x^2-\ 476*a*c^2*g*r^3+21158*a*c^2*g*r^2*x+7769*a*c^2*g*r*x^2-69108*a*c^2*g*x^3-1190*a *c^2*p^4-2010*a*c^2*p^3*q-2924*a*c^2*p^3*r+5773*a*c^2*p^3*x-424*a*c^2*p^2*q^2-\ 4214*a*c^2*p^2*q*r-3413*a*c^2*p^2*q*x-2344*a*c^2*p^2*r^2+31382*a*c^2*p^2*r*x+ 46317*a*c^2*p^2*x^2+6*a*c^2*p*q^3-862*a*c^2*p*q^2*r-8238*a*c^2*p*q^2*x-2502*a*c ^2*p*q*r^2+26979*a*c^2*p*q*r*x+96931*a*c^2*p*q*x^2-642*a*c^2*p*r^3+28221*a*c^2* p*r^2*x-20531*a*c^2*p*r*x^2-82792*a*c^2*p*x^3-18*a*c^2*q^3*r-1400*a*c^2*q^3*x-\ 328*a*c^2*q^2*r^2+3402*a*c^2*q^2*r*x+36546*a*c^2*q^2*x^2-342*a*c^2*q*r^3+16173* a*c^2*q*r^2*x+1424*a*c^2*q*r*x^2-75572*a*c^2*q*x^3-32*a*c^2*r^4+5192*a*c^2*r^3* x-36108*a*c^2*r^2*x^2-27864*a*c^2*r*x^3+12864*a*c^2*x^4+2*a*c*g^5+8*a*c*g^4*p+8 *a*c*g^4*q-16*a*c*g^4*r-653*a*c*g^4*x-272*a*c*g^3*p^2+32*a*c*g^3*p*q-536*a*c*g^ 3*p*r-2964*a*c*g^3*p*x+8*a*c*g^3*q^2-44*a*c*g^3*q*r-2369*a*c*g^3*q*x-230*a*c*g^ 3*r^2+877*a*c*g^3*r*x+9416*a*c*g^3*x^2-917*a*c*g^2*p^3-540*a*c*g^2*p^2*q-1927*a *c*g^2*p^2*r-1339*a*c*g^2*p^2*x+29*a*c*g^2*p*q^2-1127*a*c*g^2*p*q*r-8087*a*c*g^ 2*p*q*x-1141*a*c*g^2*p*r^2+10361*a*c*g^2*p*r*x+34329*a*c*g^2*p*x^2+2*a*c*g^2*q^ 3-32*a*c*g^2*q^2*r-2613*a*c*g^2*q^2*x-491*a*c*g^2*q*r^2+2528*a*c*g^2*q*r*x+ 28596*a*c*g^2*q*x^2-143*a*c*g^2*r^3+6975*a*c*g^2*r^2*x+4847*a*c*g^2*r*x^2-22654 *a*c*g^2*x^3-794*a*c*g*p^4-1378*a*c*g*p^3*q-1939*a*c*g*p^3*r+3708*a*c*g*p^3*x-\ 240*a*c*g*p^2*q^2-2954*a*c*g*p^2*q*r-3693*a*c*g*p^2*q*x-1529*a*c*g*p^2*r^2+ 21109*a*c*g*p^2*r*x+33200*a*c*g*p^2*x^2+6*a*c*g*p*q^3-537*a*c*g*p*q^2*r-6279*a* c*g*p*q^2*x-1788*a*c*g*p*q*r^2+16996*a*c*g*p*q*r*x+69511*a*c*g*p*q*x^2-399*a*c* g*p*r^3+19316*a*c*g*p*r^2*x-9955*a*c*g*p*r*x^2-56624*a*c*g*p*x^3-6*a*c*g*q^3*r-\ 953*a*c*g*q^3*x-231*a*c*g*q^2*r^2+1925*a*c*g*q^2*r*x+25596*a*c*g*q^2*x^2-240*a* c*g*q*r^3+11191*a*c*g*q*r^2*x+4982*a*c*g*q*r*x^2-51510*a*c*g*q*x^3-15*a*c*g*r^4 +3466*a*c*g*r^3*x-24730*a*c*g*r^2*x^2-22620*a*c*g*r*x^3+8200*a*c*g*x^4-201*a*c* p^5-698*a*c*p^4*q-588*a*c*p^4*r+2164*a*c*p^4*x-339*a*c*p^3*q^2-1727*a*c*p^3*q*r +2163*a*c*p^3*q*x-602*a*c*p^3*r^2+10032*a*c*p^3*r*x+7857*a*c*p^3*x^2-20*a*c*p^2 *q^3-717*a*c*p^2*q^2*r-1930*a*c*p^2*q^2*x-1393*a*c*p^2*q*r^2+17097*a*c*p^2*q*r* x+34872*a*c*p^2*q*x^2-244*a*c*p^2*r^3+11675*a*c*p^2*r^2*x-17476*a*c*p^2*r*x^2-\ 30666*a*c*p^2*x^3-50*a*c*p*q^3*r-1283*a*c*p*q^3*x-405*a*c*p*q^2*r^2+6026*a*c*p* q^2*r*x+30953*a*c*p*q^2*x^2-384*a*c*p*q*r^3+15827*a*c*p*q*r^2*x-11013*a*c*p*q*r *x^2-61794*a*c*p*q*x^3-29*a*c*p*r^4+4128*a*c*p*r^3*x-30633*a*c*p*r^2*x^2-13444* a*c*p*r*x^3+10358*a*c*p*x^4-80*a*c*q^4*x-20*a*c*q^3*r^2+351*a*c*q^3*r*x+6652*a* c*q^3*x^2-40*a*c*q^2*r^3+3870*a*c*q^2*r^2*x-115*a*c*q^2*r*x^2-26628*a*c*q^2*x^3 -20*a*c*q*r^4+2678*a*c*q*r^3*x-23021*a*c*q*r^2*x^2-17926*a*c*q*r*x^3+10694*a*c* q*x^4+228*a*c*r^4*x-7128*a*c*r^3*x^2+11968*a*c*r^2*x^3+6904*a*c*r*x^4+a*g^5*p-\ 38*a*g^5*x-15*a*g^4*p^2+4*a*g^4*p*q-33*a*g^4*p*r-259*a*g^4*p*x-179*a*g^4*q*x-16 *a*g^4*r^2+42*a*g^4*r*x+752*a*g^4*x^2-93*a*g^3*p^3-40*a*g^3*p^2*q-198*a*g^3*p^2 *r-265*a*g^3*p^2*x+4*a*g^3*p*q^2-98*a*g^3*p*q*r-963*a*g^3*p*q*x-117*a*g^3*p*r^2 +949*a*g^3*p*r*x+3825*a*g^3*p*x^2-274*a*g^3*q^2*x-50*a*g^3*q*r^2+186*a*g^3*q*r* x+3125*a*g^3*q*x^2-13*a*g^3*r^3+735*a*g^3*r^2*x+751*a*g^3*r*x^2-2452*a*g^3*x^3-\ 127*a*g^2*p^4-223*a*g^2*p^3*q-307*a*g^2*p^3*r+557*a*g^2*p^3*x-26*a*g^2*p^2*q^2-\ 493*a*g^2*p^2*q*r-924*a*g^2*p^2*q*x-236*a*g^2*p^2*r^2+3422*a*g^2*p^2*r*x+5833*a *g^2*p^2*x^2+a*g^2*p*q^3-72*a*g^2*p*q^2*r-1154*a*g^2*p*q^2*x-305*a*g^2*p*q*r^2+ 2433*a*g^2*p*q*r*x+12089*a*g^2*p*q*x^2-57*a*g^2*p*r^3+3189*a*g^2*p*r^2*x-880*a* g^2*p*r*x^2-9448*a*g^2*p*x^3-154*a*g^2*q^3*x-38*a*g^2*q^2*r^2+253*a*g^2*q^2*r*x +4349*a*g^2*q^2*x^2-39*a*g^2*q*r^3+1856*a*g^2*q*r^2*x+1574*a*g^2*q*r*x^2-8528*a *g^2*q*x^3-a*g^2*r^4+544*a*g^2*r^3*x-4122*a*g^2*r^2*x^2-4373*a*g^2*r*x^3+1278*a *g^2*x^4-60*a*g*p^5-252*a*g*p^4*q-171*a*g*p^4*r+767*a*g*p^4*x-112*a*g*p^3*q^2-\ 629*a*g*p^3*q*r+615*a*g*p^3*q*x-168*a*g*p^3*r^2+3423*a*g*p^3*r*x+2666*a*g*p^3*x ^2-4*a*g*p^2*q^3-250*a*g*p^2*q^2*r-902*a*g*p^2*q^2*x-511*a*g*p^2*q*r^2+5764*a*g *p^2*q*r*x+12905*a*g*p^2*q*x^2-63*a*g*p^2*r^3+3890*a*g*p^2*r^2*x-5828*a*g*p^2*r *x^2-10662*a*g*p^2*x^3-13*a*g*p*q^3*r-480*a*g*p*q^3*x-148*a*g*p*q^2*r^2+1857*a* g*p*q^2*r*x+11251*a*g*p*q^2*x^2-141*a*g*p*q*r^3+5564*a*g*p*q*r^2*x-1981*a*g*p*q *r*x^2-21401*a*g*p*q*x^3-6*a*g*p*r^4+1312*a*g*p*r^3*x-10598*a*g*p*r^2*x^2-5685* a*g*p*r*x^3+3419*a*g*p*x^4-25*a*g*q^4*x-7*a*g*q^3*r^2+96*a*g*q^3*r*x+2327*a*g*q ^3*x^2-14*a*g*q^2*r^3+1363*a*g*q^2*r^2*x+497*a*g*q^2*r*x^2-9241*a*g*q^2*x^3-7*a *g*q*r^4+944*a*g*q*r^3*x-7920*a*g*q*r^2*x^2-7520*a*g*q*r*x^3+3491*a*g*q*x^4+54* a*g*r^4*x-2433*a*g*r^3*x^2+4106*a*g*r^2*x^3+2668*a*g*r*x^4-10*a*p^6-79*a*p^5*q-\ 35*a*p^5*r+214*a*p^5*x-70*a*p^4*q^2-234*a*p^4*q*r+559*a*p^4*q*x-45*a*p^4*r^2+ 993*a*p^4*r*x+222*a*p^4*x^2-11*a*p^3*q^3-166*a*p^3*q^2*r+96*a*p^3*q^2*x-244*a*p ^3*q*r^2+3061*a*p^3*q*r*x+3598*a*p^3*q*x^2-25*a*p^3*r^3+1409*a*p^3*r^2*x-3251*a *p^3*r*x^2-3318*a*p^3*x^3-25*a*p^2*q^3*r-230*a*p^2*q^3*x-122*a*p^2*q^2*r^2+2098 *a*p^2*q^2*r*x+6044*a*p^2*q^2*x^2-102*a*p^2*q*r^3+3683*a*p^2*q*r^2*x-4933*a*p^2 *q*r*x^2-11875*a*p^2*q*x^3-5*a*p^2*r^4+747*a*p^2*r^3*x-5836*a*p^2*r^2*x^2-511*a *p^2*r*x^3+1987*a*p^2*x^4-51*a*p*q^4*x-13*a*p*q^3*r^2+380*a*p*q^3*r*x+3029*a*p* q^3*x^2-26*a*p*q^2*r^3+1974*a*p*q^2*r^2*x-1593*a*p*q^2*r*x^2-11072*a*p*q^2*x^3-\ 13*a*p*q*r^4+1272*a*p*q*r^3*x-9947*a*p*q*r^2*x^2-4925*a*p*q*r*x^3+4214*a*p*q*x^ 4+117*a*p*r^4*x-2430*a*p*r^3*x^2+5117*a*p*r^2*x^3+2142*a*p*r*x^4+5*a*q^4*r*x+ 403*a*q^4*x^2+273*a*q^3*r^2*x-154*a*q^3*r*x^2-2971*a*q^3*x^3+261*a*q^2*r^3*x-\ 3567*a*q^2*r^2*x^2-2474*a*q^2*r*x^3+2155*a*q^2*x^4+57*a*q*r^4*x-2127*a*q*r^3*x^ 2+4461*a*q*r^2*x^3+2382*a*q*r*x^4-120*a*r^4*x^2+1616*a*r^3*x^3-432*a*r^2*x^4+48 *b^5*x^2-192*b^4*c^2*x-104*b^4*c*g*x-184*b^4*c*p*x+56*b^4*c*r*x+1216*b^4*c*x^2-\ 16*b^4*g^2*x-52*b^4*g*p*x+16*b^4*g*r*x+408*b^4*g*x^2-44*b^4*p^2*x+36*b^4*p*r*x+ 668*b^4*p*x^2+240*b^4*q*x^2+60*b^4*r^2*x+156*b^4*r*x^2-696*b^4*x^3+16*b^3*c^4+ 16*b^3*c^3*g+8*b^3*c^3*p-24*b^3*c^3*r-1544*b^3*c^3*x+4*b^3*c^2*g^2+12*b^3*c^2*g *p-12*b^3*c^2*g*r-1404*b^3*c^2*g*x-40*b^3*c^2*p^2-100*b^3*c^2*p*r-1736*b^3*c^2* p*x-544*b^3*c^2*q*x-40*b^3*c^2*r^2+928*b^3*c^2*r*x+9476*b^3*c^2*x^2+4*b^3*c*g^2 *p-408*b^3*c*g^2*x-16*b^3*c*g*p^2-52*b^3*c*g*p*r-1206*b^3*c*g*p*x-308*b^3*c*g*q *x-28*b^3*c*g*r^2+444*b^3*c*g*r*x+6196*b^3*c*g*x^2-44*b^3*c*p^3-100*b^3*c*p^2*r -450*b^3*c*p^2*x-572*b^3*c*p*q*x-52*b^3*c*p*r^2+1378*b^3*c*p*r*x+9282*b^3*c*p*x ^2+132*b^3*c*q*r*x+4368*b^3*c*q*x^2+882*b^3*c*r^2*x+1148*b^3*c*r*x^2-8248*b^3*c *x^3-40*b^3*g^3*x-4*b^3*g^2*p*r-194*b^3*g^2*p*x-48*b^3*g^2*q*x-4*b^3*g^2*r^2+64 *b^3*g^2*r*x+1030*b^3*g^2*x^2-12*b^3*g*p^3-32*b^3*g*p^2*r-222*b^3*g*p^2*x-168*b ^3*g*p*q*x-20*b^3*g*p*r^2+308*b^3*g*p*r*x+3130*b^3*g*p*x^2+48*b^3*g*q*r*x+1446* b^3*g*q*x^2+284*b^3*g*r^2*x+598*b^3*g*r*x^2-2748*b^3*g*x^3-12*b^3*p^4-28*b^3*p^ 3*r+20*b^3*p^3*x-152*b^3*p^2*q*x-16*b^3*p^2*r^2+528*b^3*p^2*r*x+2206*b^3*p^2*x^ 2+108*b^3*p*q*r*x+2374*b^3*p*q*x^2+486*b^3*p*r^2*x+192*b^3*p*r*x^2-4000*b^3*p*x ^3+420*b^3*q^2*x^2+180*b^3*q*r^2*x+100*b^3*q*r*x^2-2888*b^3*q*x^3+18*b^3*r^3*x-\ 1304*b^3*r^2*x^2-2082*b^3*r*x^3+720*b^3*x^4+80*b^2*c^5+112*b^2*c^4*g+32*b^2*c^4 *q-160*b^2*c^4*r-4648*b^2*c^4*x+52*b^2*c^3*g^2+36*b^2*c^3*g*p+32*b^2*c^3*g*q-\ 148*b^2*c^3*g*r-5940*b^2*c^3*g*x-360*b^2*c^3*p^2+16*b^2*c^3*p*q-740*b^2*c^3*p*r -5900*b^2*c^3*p*x-48*b^2*c^3*q*r-3400*b^2*c^3*q*x-280*b^2*c^3*r^2+4028*b^2*c^3* r*x+29576*b^2*c^3*x^2+8*b^2*c^2*g^3+34*b^2*c^2*g^2*p+8*b^2*c^2*g^2*q-34*b^2*c^2 *g^2*r-2700*b^2*c^2*g^2*x-288*b^2*c^2*g*p^2+24*b^2*c^2*g*p*q-656*b^2*c^2*g*p*r-\ 6454*b^2*c^2*g*p*x-24*b^2*c^2*g*q*r-3216*b^2*c^2*g*q*x-288*b^2*c^2*g*r^2+3250*b ^2*c^2*g*r*x+29470*b^2*c^2*g*x^2-442*b^2*c^2*p^3-80*b^2*c^2*p^2*q-934*b^2*c^2*p ^2*r-1378*b^2*c^2*p^2*x-200*b^2*c^2*p*q*r-4218*b^2*c^2*p*q*x-512*b^2*c^2*p*r^2+ 8674*b^2*c^2*p*r*x+39162*b^2*c^2*p*x^2-560*b^2*c^2*q^2*x-80*b^2*c^2*q*r^2+1764* b^2*c^2*q*r*x+23712*b^2*c^2*q*x^2-40*b^2*c^2*r^3+4764*b^2*c^2*r^2*x+1518*b^2*c^ 2*r*x^2-33800*b^2*c^2*x^3+8*b^2*c*g^3*p-518*b^2*c*g^3*x-56*b^2*c*g^2*p^2+8*b^2* c*g^2*p*q-162*b^2*c*g^2*p*r-2255*b^2*c*g^2*p*x-968*b^2*c*g^2*q*x-90*b^2*c*g^2*r ^2+824*b^2*c*g^2*r*x+9612*b^2*c*g^2*x^2-276*b^2*c*g*p^3-32*b^2*c*g*p^2*q-624*b^ 2*c*g*p^2*r-1518*b^2*c*g*p^2*x-104*b^2*c*g*p*q*r-2975*b^2*c*g*p*q*x-368*b^2*c*g *p*r^2+4901*b^2*c*g*p*r*x+27224*b^2*c*g*p*x^2-330*b^2*c*g*q^2*x-56*b^2*c*g*q*r^ 2+930*b^2*c*g*q*r*x+15724*b^2*c*g*q*x^2-28*b^2*c*g*r^3+3164*b^2*c*g*r^2*x+2983* b^2*c*g*r*x^2-22352*b^2*c*g*x^3-188*b^2*c*p^4-88*b^2*c*p^3*q-438*b^2*c*p^3*r+ 627*b^2*c*p^3*x-200*b^2*c*p^2*q*r-1341*b^2*c*p^2*q*x-302*b^2*c*p^2*r^2+5794*b^2 *c*p^2*r*x+16285*b^2*c*p^2*x^2-638*b^2*c*p*q^2*x-104*b^2*c*p*q*r^2+2957*b^2*c*p *q*r*x+22993*b^2*c*p*q*x^2-52*b^2*c*p*r^3+5007*b^2*c*p*r^2*x-2855*b^2*c*p*r*x^2 -30972*b^2*c*p*x^3+110*b^2*c*q^2*r*x+5440*b^2*c*q^2*x^2+2045*b^2*c*q*r^2*x+602* b^2*c*q*r*x^2-23144*b^2*c*q*x^3+540*b^2*c*r^3*x-9858*b^2*c*r^2*x^2-12304*b^2*c* r*x^3+5424*b^2*c*x^4-36*b^2*g^4*x-8*b^2*g^3*p*r-246*b^2*g^3*p*x-96*b^2*g^3*q*x-\ 8*b^2*g^3*r^2+78*b^2*g^3*r*x+1047*b^2*g^3*x^2-38*b^2*g^2*p^3-96*b^2*g^2*p^2*r-\ 375*b^2*g^2*p^2*x-8*b^2*g^2*p*q*r-485*b^2*g^2*p*q*x-62*b^2*g^2*p*r^2+591*b^2*g^ 2*p*r*x+4586*b^2*g^2*p*x^2-52*b^2*g^2*q^2*x-8*b^2*g^2*q*r^2+154*b^2*g^2*q*r*x+ 2576*b^2*g^2*q*x^2-4*b^2*g^2*r^3+498*b^2*g^2*r^2*x+738*b^2*g^2*r*x^2-3694*b^2*g ^2*x^3-64*b^2*g*p^4-24*b^2*g*p^3*q-156*b^2*g*p^3*r+108*b^2*g*p^3*x-64*b^2*g*p^2 *q*r-611*b^2*g*p^2*q*x-112*b^2*g*p^2*r^2+1811*b^2*g*p^2*r*x+6000*b^2*g*p^2*x^2-\ 193*b^2*g*p*q^2*x-40*b^2*g*p*q*r^2+710*b^2*g*p*q*r*x+7892*b^2*g*p*q*x^2-20*b^2* g*p*r^3+1721*b^2*g*p*r^2*x+245*b^2*g*p*r*x^2-10390*b^2*g*p*x^3+52*b^2*g*q^2*r*x +1805*b^2*g*q^2*x^2+664*b^2*g*q*r^2*x+557*b^2*g*q*r*x^2-7788*b^2*g*q*x^3+182*b^ 2*g*r^3*x-3292*b^2*g*r^2*x^2-4938*b^2*g*r*x^3+1692*b^2*g*x^4-26*b^2*p^5-24*b^2* p^4*q-68*b^2*p^4*r+205*b^2*p^4*x-56*b^2*p^3*q*r-18*b^2*p^3*q*x-58*b^2*p^3*r^2+ 1149*b^2*p^3*r*x+2024*b^2*p^3*x^2-183*b^2*p^2*q^2*x-32*b^2*p^2*q*r^2+1194*b^2*p ^2*q*r*x+5282*b^2*p^2*q*x^2-16*b^2*p^2*r^3+1257*b^2*p^2*r^2*x-1884*b^2*p^2*r*x^ 2-6792*b^2*p^2*x^3+117*b^2*p*q^2*r*x+2930*b^2*p*q^2*x^2+1107*b^2*p*q*r^2*x-513* b^2*p*q*r*x^2-10522*b^2*p*q*x^3+291*b^2*p*r^3*x-4632*b^2*p*r^2*x^2-4209*b^2*p*r *x^3+2346*b^2*p*x^4+336*b^2*q^3*x^2+195*b^2*q^2*r^2*x-233*b^2*q^2*r*x^2-3810*b^ 2*q^2*x^3+27*b^2*q*r^3*x-2972*b^2*q*r^2*x^2-3171*b^2*q*r*x^3+2274*b^2*q*x^4-30* b^2*r^4*x-774*b^2*r^3*x^2+2422*b^2*r^2*x^3+1876*b^2*r*x^4+144*b*c^6+256*b*c^5*g -64*b*c^5*p+112*b*c^5*q-352*b*c^5*r-6200*b*c^5*x+168*b*c^4*g^2-28*b*c^4*g*p+160 *b*c^4*g*q-468*b*c^4*g*r-10204*b*c^4*g*x-940*b*c^4*p^2+4*b*c^4*p*q-1788*b*c^4*p *r-8672*b*c^4*p*x+20*b*c^4*q^2-220*b*c^4*q*r-6952*b*c^4*q*x-668*b*c^4*r^2+6832* b*c^4*r*x+40948*b*c^4*x^2+48*b*c^3*g^3+40*b*c^3*g^2*p+76*b*c^3*g^2*q-204*b*c^3* g^2*r-6386*b*c^3*g^2*x-1112*b*c^3*g*p^2+56*b*c^3*g*p*q-2228*b*c^3*g*p*r-12852*b *c^3*g*p*x+20*b*c^3*g*q^2-208*b*c^3*g*q*r-9216*b*c^3*g*q*x-904*b*c^3*g*r^2+7970 *b*c^3*g*r*x+55202*b*c^3*g*x^2-1266*b*c^3*p^3-496*b*c^3*p^2*q-2652*b*c^3*p^2*r-\ 1502*b*c^3*p^2*x+10*b*c^3*p*q^2-1028*b*c^3*p*q*r-9726*b*c^3*p*q*x-1532*b*c^3*p* r^2+19424*b*c^3*p*r*x+66898*b*c^3*p*x^2-30*b*c^3*q^2*r-2410*b*c^3*q^2*x-392*b*c ^3*q*r^2+5158*b*c^3*q*r*x+47694*b*c^3*q*x^2-182*b*c^3*r^3+10522*b*c^3*r^2*x-\ 1046*b*c^3*r*x^2-55800*b*c^3*x^3+5*b*c^2*g^4+29*b*c^2*g^3*p+12*b*c^2*g^3*q-29*b *c^2*g^3*r-1889*b*c^2*g^3*x-427*b*c^2*g^2*p^2+51*b*c^2*g^2*p*q-937*b*c^2*g^2*p* r-6912*b*c^2*g^2*p*x+5*b*c^2*g^2*q^2-49*b*c^2*g^2*q*r-4344*b*c^2*g^2*q*x-429*b* c^2*g^2*r^2+3215*b*c^2*g^2*r*x+27074*b*c^2*g^2*x^2-1240*b*c^2*g*p^3-404*b*c^2*g *p^2*q-2685*b*c^2*g*p^2*r-2911*b*c^2*g*p^2*x+15*b*c^2*g*p*q^2-930*b*c^2*g*p*q*r -10765*b*c^2*g*p*q*x-1604*b*c^2*g*p*r^2+17951*b*c^2*g*p*r*x+70443*b*c^2*g*p*x^2 -15*b*c^2*g*q^2*r-2363*b*c^2*g*q^2*x-410*b*c^2*g*q*r^2+4425*b*c^2*g*q*r*x+48531 *b*c^2*g*q*x^2-187*b*c^2*g*r^3+10642*b*c^2*g*r^2*x+3101*b*c^2*g*r*x^2-56044*b*c ^2*g*x^3-677*b*c^2*p^4-615*b*c^2*p^3*q-1635*b*c^2*p^3*r+2534*b*c^2*p^3*x-50*b*c ^2*p^2*q^2-1309*b*c^2*p^2*q*r-3139*b*c^2*p^2*q*x-1247*b*c^2*p^2*r^2+18151*b*c^2 *p^2*r*x+37824*b*c^2*p^2*x^2-125*b*c^2*p*q^2*r-3241*b*c^2*p*q^2*x-726*b*c^2*p*q *r^2+12310*b*c^2*p*q*r*x+63067*b*c^2*p*q*x^2-299*b*c^2*p*r^3+15820*b*c^2*p*r^2* x-13753*b*c^2*p*r*x^2-72196*b*c^2*p*x^3-248*b*c^2*q^3*x-50*b*c^2*q^2*r^2+1070*b *c^2*q^2*r*x+18747*b*c^2*q^2*x^2-60*b*c^2*q*r^3+7318*b*c^2*q*r^2*x-734*b*c^2*q* r*x^2-58304*b*c^2*q*x^3-10*b*c^2*r^4+2348*b*c^2*r^3*x-25104*b*c^2*r^2*x^2-22792 *b*c^2*r*x^3+12864*b*c^2*x^4+5*b*c*g^4*p-264*b*c*g^4*x-53*b*c*g^3*p^2+12*b*c*g^ 3*p*q-145*b*c*g^3*p*r-1581*b*c*g^3*p*x-857*b*c*g^3*q*x-82*b*c*g^3*r^2+547*b*c*g ^3*r*x+5771*b*c*g^3*x^2-376*b*c*g^2*p^3-80*b*c*g^2*p^2*q-853*b*c*g^2*p^2*r-1571 *b*c*g^2*p^2*x+5*b*c*g^2*p*q^2-235*b*c*g^2*p*q*r-3794*b*c*g^2*p*q*x-530*b*c*g^2 *p*r^2+5043*b*c*g^2*p*r*x+23988*b*c*g^2*p*x^2-736*b*c*g^2*q^2*x-131*b*c*g^2*q*r ^2+1233*b*c*g^2*q*r*x+15960*b*c*g^2*q*x^2-58*b*c*g^2*r^3+3436*b*c*g^2*r^2*x+ 2408*b*c*g^2*r*x^2-18370*b*c*g^2*x^3-467*b*c*g*p^4-392*b*c*g*p^3*q-1150*b*c*g*p ^3*r+1350*b*c*g*p^3*x-20*b*c*g*p^2*q^2-892*b*c*g*p^2*q*r-3004*b*c*g*p^2*q*x-892 *b*c*g*p^2*r^2+11920*b*c*g*p^2*r*x+27678*b*c*g*p^2*x^2-65*b*c*g*p*q^2*r-2326*b* c*g*p*q^2*x-530*b*c*g*p*q*r^2+7275*b*c*g*p*q*r*x+44578*b*c*g*p*q*x^2-216*b*c*g* p*r^3+10919*b*c*g*p*r^2*x-5272*b*c*g*p*r*x^2-49402*b*c*g*p*x^3-151*b*c*g*q^3*x-\ 35*b*c*g*q^2*r^2+624*b*c*g*q^2*r*x+12665*b*c*g*q^2*x^2-42*b*c*g*q*r^3+4945*b*c* g*q*r^2*x+1652*b*c*g*q*r*x^2-39440*b*c*g*q*x^3-7*b*c*g*r^4+1610*b*c*g*r^3*x-\ 16978*b*c*g*r^2*x^2-18612*b*c*g*r*x^3+8200*b*c*g*x^4-155*b*c*p^5-264*b*c*p^4*q-\ 436*b*c*p^4*r+1254*b*c*p^4*x-55*b*c*p^3*q^2-621*b*c*p^3*q*r+565*b*c*p^3*q*x-420 *b*c*p^3*r^2+6604*b*c*p^3*r*x+8293*b*c*p^3*x^2-125*b*c*p^2*q^2*r-1176*b*c*p^2*q ^2*x-435*b*c*p^2*q*r^2+8569*b*c*p^2*q*r*x+25862*b*c*p^2*q*x^2-152*b*c*p^2*r^3+ 7457*b*c*p^2*r^2*x-11890*b*c*p^2*r*x^2-29396*b*c*p^2*x^3-301*b*c*p*q^3*x-65*b*c *p*q^2*r^2+2046*b*c*p*q^2*r*x+18057*b*c*p*q^2*x^2-78*b*c*p*q*r^3+7617*b*c*p*q*r ^2*x-7035*b*c*p*q*r*x^2-50966*b*c*p*q*x^3-13*b*c*p*r^4+2188*b*c*p*r^3*x-22997*b *c*p*r^2*x^2-13586*b*c*p*r*x^3+10694*b*c*p*x^4+39*b*c*q^3*r*x+2826*b*c*q^3*x^2+ 1520*b*c*q^2*r^2*x-805*b*c*q^2*r*x^2-19414*b*c*q^2*x^3+786*b*c*q*r^3*x-15267*b* c*q*r^2*x^2-13220*b*c*q*r*x^3+10358*b*c*q*x^4-12*b*c*r^4*x-4560*b*c*r^3*x^2+ 10496*b*c*r^2*x^3+6904*b*c*r*x^4-14*b*g^5*x-5*b*g^4*p*r-127*b*g^4*p*x-60*b*g^4* q*x-5*b*g^4*r^2+39*b*g^4*r*x+458*b*g^4*x^2-34*b*g^3*p^3-83*b*g^3*p^2*r-254*b*g^ 3*p^2*x-12*b*g^3*p*q*r-416*b*g^3*p*q*x-54*b*g^3*p*r^2+408*b*g^3*p*r*x+2636*b*g^ 3*p*x^2-74*b*g^3*q^2*x-12*b*g^3*q*r^2+130*b*g^3*q*r*x+1713*b*g^3*q*x^2-5*b*g^3* r^3+350*b*g^3*r^2*x+364*b*g^3*r*x^2-2000*b*g^3*x^3-77*b*g^2*p^4-55*b*g^2*p^3*q-\ 194*b*g^2*p^3*r+130*b*g^2*p^3*x-140*b*g^2*p^2*q*r-682*b*g^2*p^2*q*x-153*b*g^2*p ^2*r^2+1842*b*g^2*p^2*r*x+4952*b*g^2*p^2*x^2-5*b*g^2*p*q^2*r-386*b*g^2*p*q^2*x-\ 91*b*g^2*p*q*r^2+937*b*g^2*p*q*r*x+7589*b*g^2*p*q*x^2-37*b*g^2*p*r^3+1798*b*g^2 *p*r^2*x-58*b*g^2*p*r*x^2-8204*b*g^2*p*x^3-24*b*g^2*q^3*x-5*b*g^2*q^2*r^2+119*b *g^2*q^2*r*x+2077*b*g^2*q^2*x^2-6*b*g^2*q*r^3+793*b*g^2*q*r^2*x+542*b*g^2*q*r*x ^2-6528*b*g^2*q*x^3-b*g^2*r^4+248*b*g^2*r^3*x-2799*b*g^2*r^2*x^2-3595*b*g^2*r*x ^3+1278*b*g^2*x^4-55*b*g*p^5-92*b*g*p^4*q-156*b*g*p^4*r+414*b*g*p^4*x-15*b*g*p^ 3*q^2-226*b*g*p^3*q*r+50*b*g*p^3*q*x-152*b*g*p^3*r^2+2272*b*g*p^3*r*x+3128*b*g* p^3*x^2-40*b*g*p^2*q^2*r-518*b*g*p^2*q^2*x-164*b*g*p^2*q*r^2+2782*b*g*p^2*q*r*x +9628*b*g*p^2*q*x^2-56*b*g*p^2*r^3+2641*b*g*p^2*r^2*x-3409*b*g*p^2*r*x^2-10347* b*g*p^2*x^3-93*b*g*p*q^3*x-25*b*g*p*q^2*r^2+526*b*g*p*q^2*r*x+6341*b*g*p*q^2*x^ 2-30*b*g*p*q*r^3+2688*b*g*p*q*r^2*x-889*b*g*p*q*r*x^2-17523*b*g*p*q*x^3-5*b*g*p *r^4+808*b*g*p*r^3*x-7836*b*g*p*r^2*x^2-6004*b*g*p*r*x^3+3491*b*g*p*x^4+24*b*g* q^3*r*x+944*b*g*q^3*x^2+499*b*g*q^2*r^2*x-119*b*g*q^2*r*x^2-6658*b*g*q^2*x^3+ 278*b*g*q*r^3*x-5171*b*g*q*r^2*x^2-5415*b*g*q*r*x^3+3419*b*g*q*x^4+6*b*g*r^4*x-\ 1545*b*g*r^3*x^2+3574*b*g*r^2*x^3+2668*b*g*r*x^4-12*b*p^6-37*b*p^5*q-40*b*p^5*r +157*b*p^5*x-15*b*p^4*q^2-98*b*p^4*q*r+264*b*p^4*q*x-48*b*p^4*r^2+788*b*p^4*r*x +520*b*p^4*x^2-35*b*p^3*q^2*r-54*b*p^3*q^2*x-85*b*p^3*q*r^2+1710*b*p^3*q*r*x+ 3158*b*p^3*q*x^2-24*b*p^3*r^3+1065*b*p^3*r^2*x-2458*b*p^3*r*x^2-3673*b*p^3*x^3-\ 91*b*p^2*q^3*x-20*b*p^2*q^2*r^2+867*b*p^2*q^2*r*x+4061*b*p^2*q^2*x^2-24*b*p^2*q *r^3+1902*b*p^2*q*r^2*x-3327*b*p^2*q*r*x^2-10668*b*p^2*q*x^3-4*b*p^2*r^4+455*b* p^2*r^3*x-4941*b*p^2*r^2*x^2-1338*b*p^2*r*x^3+2155*b*p^2*x^4+54*b*p*q^3*r*x+ 1507*b*p*q^3*x^2+810*b*p*q^2*r^2*x-976*b*p*q^2*r*x^2-8561*b*p*q^2*x^3+438*b*p*q *r^3*x-7070*b*p*q*r^2*x^2-4315*b*p*q*r*x^3+4214*b*p*q*x^4+21*b*p*r^4*x-1821*b*p *r^3*x^2+4611*b*p*r^2*x^3+2382*b*p*r*x^4+126*b*q^4*x^2+90*b*q^3*r^2*x-248*b*q^3 *r*x^2-2022*b*q^3*x^3+9*b*q^2*r^3*x-2197*b*q^2*r^2*x^2-1397*b*q^2*r*x^3+1987*b* q^2*x^4-39*b*q*r^4*x-1032*b*q*r^3*x^2+3955*b*q*r^2*x^3+2142*b*q*r*x^4+60*b*r^4* x^2+1424*b*r^3*x^3-432*b*r^2*x^4+80*c^7+176*c^6*g-88*c^6*p+96*c^6*q-248*c^6*r-\ 3032*c^6*x+152*c^5*g^2-124*c^5*g*p+176*c^5*g*q-436*c^5*g*r-6140*c^5*g*x-740*c^5 *p^2-44*c^5*p*q-1324*c^5*p*r-4404*c^5*p*x+36*c^5*q^2-236*c^5*q*r-4608*c^5*q*x-\ 484*c^5*r^2+4164*c^5*r*x+20880*c^5*x^2+64*c^4*g^3-46*c^4*g^2*p+120*c^4*g^2*q-\ 282*c^4*g^2*r-4942*c^4*g^2*x-1168*c^4*g*p^2-20*c^4*g*p*q-2156*c^4*g*p*r-8332*c^ 4*g*p*x+52*c^4*g*q^2-324*c^4*g*q*r-7868*c^4*g*q*x-828*c^4*g*r^2+6428*c^4*g*r*x+ 35736*c^4*g*x^2-1048*c^4*p^3-640*c^4*p^2*q-2166*c^4*p^2*r+54*c^4*p^2*x+2*c^4*p* q^2-1216*c^4*p*q*r-6956*c^4*p*q*x-1268*c^4*p*r^2+14736*c^4*p*r*x+39998*c^4*p*x^ 2+4*c^4*q^3-70*c^4*q^2*r-2482*c^4*q^2*x-456*c^4*q*r^2+4474*c^4*q*r*x+32174*c^4* q*x^2-170*c^4*r^3+7968*c^4*r^2*x-2044*c^4*r*x^2-32192*c^4*x^3+13*c^3*g^4+7*c^3* g^3*p+36*c^3*g^3*q-79*c^3*g^3*r-2009*c^3*g^3*x-673*c^3*g^2*p^2+29*c^3*g^2*p*q-\ 1303*c^3*g^2*p*r-6125*c^3*g^2*p*x+25*c^3*g^2*q^2-147*c^3*g^2*q*r-5120*c^3*g^2*q *x-537*c^3*g^2*r^2+3681*c^3*g^2*r*x+23616*c^3*g^2*x^2-1410*c^3*g*p^3-780*c^3*g* p^2*q-2965*c^3*g*p^2*r-965*c^3*g*p^2*x+19*c^3*g*p*q^2-1562*c^3*g*p*q*r-10480*c^ 3*g*p*q*x-1758*c^3*g*p*r^2+19142*c^3*g*p*r*x+56647*c^3*g*p*x^2+4*c^3*g*q^3-67*c ^3*g*q^2*r-3399*c^3*g*q^2*x-634*c^3*g*q*r^2+5489*c^3*g*q*r*x+44491*c^3*g*q*x^2-\ 227*c^3*g*r^3+10942*c^3*g*r^2*x-216*c^3*g*r*x^2-43744*c^3*g*x^3-639*c^3*p^4-875 *c^3*p^3*q-1557*c^3*p^3*r+3011*c^3*p^3*x-158*c^3*p^2*q^2-1841*c^3*p^2*q*r-1844* c^3*p^2*q*x-1223*c^3*p^2*r^2+17371*c^3*p^2*r*x+27657*c^3*p^2*x^2+2*c^3*p*q^3-\ 329*c^3*p*q^2*r-3735*c^3*p*q^2*x-1076*c^3*p*q*r^2+13807*c^3*p*q*r*x+52682*c^3*p *q*x^2-319*c^3*p*r^3+15169*c^3*p*r^2*x-14778*c^3*p*r*x^2-52936*c^3*p*x^3-6*c^3* q^3*r-548*c^3*q^3*x-126*c^3*q^2*r^2+1610*c^3*q^2*r*x+18333*c^3*q^2*x^2-134*c^3* q*r^3+7889*c^3*q*r^2*x-2178*c^3*q*r*x^2-45768*c^3*q*x^3-14*c^3*r^4+2580*c^3*r^3 *x-20988*c^3*r^2*x^2-14016*c^3*r*x^3+9472*c^3*x^4+c^2*g^5+7*c^2*g^4*p+4*c^2*g^4 *q-8*c^2*g^4*r-433*c^2*g^4*x-167*c^2*g^3*p^2+22*c^2*g^3*p*q-352*c^2*g^3*p*r-\ 2170*c^2*g^3*p*x+4*c^2*g^3*q^2-22*c^2*g^3*q*r-1571*c^2*g^3*q*x-162*c^2*g^3*r^2+ 970*c^2*g^3*r*x+7542*c^2*g^3*x^2-673*c^2*g^2*p^3-310*c^2*g^2*p^2*q-1449*c^2*g^2 *p^2*r-1186*c^2*g^2*p^2*x+17*c^2*g^2*p*q^2-681*c^2*g^2*p*q*r-5719*c^2*g^2*p*q*x -872*c^2*g^2*p*r^2+8723*c^2*g^2*p*r*x+29156*c^2*g^2*p*x^2+c^2*g^2*q^3-16*c^2*g^ 2*q^2*r-1659*c^2*g^2*q^2*x-311*c^2*g^2*q*r^2+2376*c^2*g^2*q*r*x+22268*c^2*g^2*q *x^2-105*c^2*g^2*r^3+5423*c^2*g^2*r^2*x+1355*c^2*g^2*r*x^2-21616*c^2*g^2*x^3-\ 660*c^2*g*p^4-885*c^2*g*p^3*q-1616*c^2*g*p^3*r+2782*c^2*g*p^3*x-130*c^2*g*p^2*q ^2-1923*c^2*g*p^2*q*r-2899*c^2*g*p^2*q*x-1265*c^2*g*p^2*r^2+17679*c^2*g*p^2*r*x +30201*c^2*g*p^2*x^2+3*c^2*g*p*q^3-301*c^2*g*p*q^2*r-4202*c^2*g*p*q^2*x-1159*c^ 2*g*p*q*r^2+13286*c^2*g*p*q*r*x+56646*c^2*g*p*q*x^2-320*c^2*g*p*r^3+15830*c^2*g *p*r^2*x-11979*c^2*g*p*r*x^2-54916*c^2*g*p*x^3-3*c^2*g*q^3*r-553*c^2*g*q^3*x-\ 133*c^2*g*q^2*r^2+1472*c^2*g*q^2*r*x+19071*c^2*g*q^2*x^2-141*c^2*g*q*r^3+8171*c ^2*g*q*r^2*x-6*c^2*g*q*r*x^2-47172*c^2*g*q*x^3-11*c^2*g*r^4+2648*c^2*g*r^3*x-\ 21584*c^2*g*r^2*x^2-17024*c^2*g*r*x^3+9312*c^2*g*x^4-186*c^2*p^5-481*c^2*p^4*q-\ 533*c^2*p^4*r+1807*c^2*p^4*x-197*c^2*p^3*q^2-1174*c^2*p^3*q*r+1541*c^2*p^3*q*x-\ 529*c^2*p^3*r^2+8796*c^2*p^3*r*x+8027*c^2*p^3*x^2-10*c^2*p^2*q^3-421*c^2*p^2*q^ 2*r-1441*c^2*p^2*q^2*x-914*c^2*p^2*q*r^2+13337*c^2*p^2*q*r*x+29715*c^2*p^2*q*x^ 2-203*c^2*p^2*r^3+10046*c^2*p^2*r^2*x-16406*c^2*p^2*r*x^2-30548*c^2*p^2*x^3-25* c^2*p*q^3*r-783*c^2*p*q^3*x-235*c^2*p*q^2*r^2+4227*c^2*p*q^2*r*x+24201*c^2*p*q^ 2*x^2-231*c^2*p*q*r^3+11865*c^2*p*q*r^2*x-12311*c^2*p*q*r*x^2-57544*c^2*p*q*x^3 -21*c^2*p*r^4+3288*c^2*p*r^3*x-27924*c^2*p*r^2*x^2-10778*c^2*p*r*x^3+11332*c^2* p*x^4-40*c^2*q^4*x-10*c^2*q^3*r^2+210*c^2*q^3*r*x+4709*c^2*q^3*x^2-20*c^2*q^2*r ^3+2677*c^2*q^2*r^2*x-1265*c^2*q^2*r*x^2-23380*c^2*q^2*x^3-10*c^2*q*r^4+1732*c^ 2*q*r^3*x-19452*c^2*q*r^2*x^2-12902*c^2*q*r*x^3+11332*c^2*q*x^4+108*c^2*r^4*x-\ 6084*c^2*r^3*x^2+11520*c^2*r^2*x^3+6176*c^2*r*x^4+c*g^5*p-47*c*g^5*x-15*c*g^4*p ^2+4*c*g^4*p*q-39*c*g^4*p*r-366*c*g^4*p*x-225*c*g^4*q*x-22*c*g^4*r^2+122*c*g^4* r*x+1173*c*g^4*x^2-133*c*g^3*p^3-40*c*g^3*p^2*q-296*c*g^3*p^2*r-459*c*g^3*p^2*x +4*c*g^3*p*q^2-110*c*g^3*p*q*r-1323*c*g^3*p*q*x-181*c*g^3*p*r^2+1612*c*g^3*p*r* x+6446*c*g^3*p*x^2-338*c*g^3*q^2*x-62*c*g^3*q*r^2+443*c*g^3*q*r*x+4781*c*g^3*q* x^2-19*c*g^3*r^3+1142*c*g^3*r^2*x+594*c*g^3*r*x^2-4640*c*g^3*x^3-218*c*g^2*p^4-\ 278*c*g^2*p^3*q-537*c*g^2*p^3*r+763*c*g^2*p^3*x-26*c*g^2*p^2*q^2-633*c*g^2*p^2* q*r-1412*c*g^2*p^2*q*x-418*c*g^2*p^2*r^2+5722*c*g^2*p^2*r*x+10723*c*g^2*p^2*x^2 +c*g^2*p*q^3-77*c*g^2*p*q^2*r-1506*c*g^2*p*q^2*x-396*c*g^2*p*q*r^2+3921*c*g^2*p *q*r*x+19633*c*g^2*p*q*x^2-101*c*g^2*p*r^3+5290*c*g^2*p*r^2*x-2649*c*g^2*p*r*x^ 2-18395*c*g^2*p*x^3-177*c*g^2*q^3*x-43*c*g^2*q^2*r^2+454*c*g^2*q^2*r*x+6376*c*g ^2*q^2*x^2-45*c*g^2*q*r^3+2700*c*g^2*q*r^2*x+753*c*g^2*q*r*x^2-15709*c*g^2*q*x^ 3-2*c*g^2*r^4+842*c*g^2*r^3*x-7211*c*g^2*r^2*x^2-6632*c*g^2*r*x^3+2948*c*g^2*x^ 4-125*c*g*p^5-344*c*g*p^4*q-355*c*g*p^4*r+1242*c*g*p^4*x-127*c*g*p^3*q^2-855*c* g*p^3*q*r+825*c*g*p^3*q*x-346*c*g*p^3*r^2+6112*c*g*p^3*r*x+5850*c*g*p^3*x^2-4*c *g*p^2*q^3-290*c*g*p^2*q^2*r-1312*c*g*p^2*q^2*x-675*c*g*p^2*q*r^2+9078*c*g*p^2* q*r*x+22111*c*g*p^2*q*x^2-127*c*g*p^2*r^3+7011*c*g*p^2*r^2*x-10548*c*g*p^2*r*x^ 2-21470*c*g*p^2*x^3-13*c*g*p*q^3*r-570*c*g*p*q^3*x-173*c*g*p*q^2*r^2+2615*c*g*p *q^2*r*x+17464*c*g*p*q^2*x^2-171*c*g*p*q*r^3+8417*c*g*p*q*r^2*x-6013*c*g*p*q*r* x^2-40312*c*g*p*q*x^3-11*c*g*p*r^4+2270*c*g*p*r^3*x-19358*c*g*p*r^2*x^2-9439*c* g*p*r*x^3+7596*c*g*p*x^4-25*c*g*q^4*x-7*c*g*q^3*r^2+135*c*g*q^3*r*x+3237*c*g*q^ 3*x^2-14*c*g*q^2*r^3+1846*c*g*q^2*r^2*x-357*c*g*q^2*r*x^2-16218*c*g*q^2*x^3-7*c *g*q*r^4+1222*c*g*q*r^3*x-13403*c*g*q*r^2*x^2-10673*c*g*q*r*x^3+7596*c*g*q*x^4+ 60*c*g*r^4*x-4218*c*g*r^3*x^2+7872*c*g*r^2*x^3+4752*c*g*r*x^4-24*c*p^6-116*c*p^ 5*q-81*c*p^5*r+395*c*p^5*x-85*c*p^4*q^2-332*c*p^4*q*r+863*c*p^4*q*x-99*c*p^4*r^ 2+1925*c*p^4*r*x+790*c*p^4*x^2-11*c*p^3*q^3-201*c*p^3*q^2*r+86*c*p^3*q^2*x-329* c*p^3*q*r^2+4939*c*p^3*q*r*x+6572*c*p^3*q*x^2-51*c*p^3*r^3+2674*c*p^3*r^2*x-\ 6097*c*p^3*r*x^2-7143*c*p^3*x^3-25*c*p^2*q^3*r-309*c*p^2*q^3*x-142*c*p^2*q^2*r^ 2+3045*c*p^2*q^2*r*x+9845*c*p^2*q^2*x^2-126*c*p^2*q*r^3+5689*c*p^2*q*r^2*x-9554 *c*p^2*q*r*x^2-22827*c*p^2*q*x^3-9*c*p^2*r^4+1282*c*p^2*r^3*x-11427*c*p^2*r^2*x ^2-1213*c*p^2*r*x^3+4340*c*p^2*x^4-51*c*p*q^4*x-13*c*p*q^3*r^2+456*c*p*q^3*r*x+ 4502*c*p*q^3*x^2-26*c*p*q^2*r^3+2768*c*p*q^2*r^2*x-3479*c*p*q^2*r*x^2-19925*c*p *q^2*x^3-13*c*p*q*r^4+1710*c*p*q*r^3*x-17487*c*p*q*r^2*x^2-7056*c*p*q*r*x^3+ 9016*c*p*q*x^4+138*c*p*r^4*x-4521*c*p*r^3*x^2+10088*c*p*r^2*x^3+4096*c*p*r*x^4+ 5*c*q^4*r*x+523*c*q^4*x^2+359*c*q^3*r^2*x-454*c*q^3*r*x^2-5033*c*q^3*x^3+270*c* q^2*r^3*x-5730*c*q^2*r^2*x^2-3219*c*q^2*r*x^3+4340*c*q^2*x^4+18*c*q*r^4*x-3189* c*q*r^3*x^2+8632*c*q*r^2*x^3+4096*c*q*r*x^4-60*c*r^4*x^2+3200*c*r^3*x^3-864*c*r ^2*x^4-2*g^6*x-g^5*p*r-23*g^5*p*x-12*g^5*q*x-g^5*r^2+7*g^5*r*x+72*g^5*x^2-9*g^4 *p^3-21*g^4*p^2*r-57*g^4*p^2*x-4*g^4*p*q*r-107*g^4*p*q*x-13*g^4*p*r^2+97*g^4*p* r*x+515*g^4*p*x^2-24*g^4*q^2*x-4*g^4*q*r^2+34*g^4*q*r*x+374*g^4*q*x^2-g^4*r^3+ 85*g^4*r^2*x+59*g^4*r*x^2-372*g^4*x^3-23*g^3*p^4-26*g^3*p^3*q-57*g^3*p^3*r+56*g ^3*p^3*x-64*g^3*p^2*q*r-216*g^3*p^2*q*x-44*g^3*p^2*r^2+584*g^3*p^2*r*x+1238*g^3 *p^2*x^2-4*g^3*p*q^2*r-168*g^3*p*q^2*x-42*g^3*p*q*r^2+338*g^3*p*q*r*x+2181*g^3* p*q*x^2-10*g^3*p*r^3+562*g^3*p*r^2*x-115*g^3*p*r*x^2-1993*g^3*p*x^3-18*g^3*q^3* x-4*g^3*q^2*r^2+54*g^3*q^2*r*x+686*g^3*q^2*x^2-4*g^3*q*r^3+282*g^3*q*r^2*x+143* g^3*q*r*x^2-1699*g^3*q*x^3+80*g^3*r^3*x-783*g^3*r^2*x^2-812*g^3*r*x^3+306*g^3*x ^4-20*g^2*p^5-59*g^2*p^4*q-56*g^2*p^4*r+205*g^2*p^4*x-18*g^2*p^3*q^2-150*g^2*p^ 3*q*r+76*g^2*p^3*q*x-53*g^2*p^3*r^2+1027*g^2*p^3*r*x+1041*g^2*p^3*x^2-46*g^2*p^ 2*q^2*r-288*g^2*p^2*q^2*x-120*g^2*p^2*q*r^2+1456*g^2*p^2*q*r*x+4008*g^2*p^2*q*x ^2-18*g^2*p^2*r^3+1180*g^2*p^2*r^2*x-1610*g^2*p^2*r*x^2-3668*g^2*p^2*x^3-g^2*p* q^3*r-96*g^2*p*q^3*x-30*g^2*p*q^2*r^2+362*g^2*p*q^2*r*x+3033*g^2*p*q^2*x^2-30*g ^2*p*q*r^3+1426*g^2*p*q*r^2*x-471*g^2*p*q*r*x^2-6808*g^2*p*q*x^3-g^2*p*r^4+372* g^2*p*r^3*x-3236*g^2*p*r^2*x^2-1945*g^2*p*r*x^3+1231*g^2*p*x^4-4*g^2*q^4*x-g^2* q^3*r^2+29*g^2*q^3*r*x+534*g^2*q^3*x^2-2*g^2*q^2*r^3+302*g^2*q^2*r^2*x-11*g^2*q ^2*r*x^2-2732*g^2*q^2*x^3-g^2*q*r^4+196*g^2*q*r^3*x-2237*g^2*q*r^2*x^2-2091*g^2 *q*r*x^3+1231*g^2*q*x^4+6*g^2*r^4*x-678*g^2*r^3*x^2+1344*g^2*r^2*x^3+892*g^2*r* x^4-7*g*p^6-43*g*p^5*q-23*g*p^5*r+141*g*p^5*x-30*g*p^4*q^2-124*g*p^4*q*r+295*g* p^4*q*x-27*g*p^4*r^2+663*g*p^4*r*x+248*g*p^4*x^2-3*g*p^3*q^3-74*g*p^3*q^2*r-20* g*p^3*q^2*x-124*g*p^3*q*r^2+1751*g*p^3*q*r*x+2509*g*p^3*q*x^2-13*g*p^3*r^3+896* g*p^3*r^2*x-2149*g*p^3*r*x^2-2519*g*p^3*x^3-8*g*p^2*q^3*r-134*g*p^2*q^3*x-54*g* p^2*q^2*r^2+1030*g*p^2*q^2*r*x+3730*g*p^2*q^2*x^2-48*g*p^2*q*r^3+2068*g*p^2*q*r ^2*x-2899*g*p^2*q*r*x^2-8179*g*p^2*q*x^3-2*g*p^2*r^4+410*g*p^2*r^3*x-4033*g*p^2 *r^2*x^2-679*g*p^2*r*x^3+1494*g*p^2*x^4-16*g*p*q^4*x-5*g*p*q^3*r^2+124*g*p*q^3* r*x+1615*g*p*q^3*x^2-10*g*p*q^2*r^3+1004*g*p*q^2*r^2*x-775*g*p*q^2*r*x^2-7057*g *p*q^2*x^3-5*g*p*q*r^4+644*g*p*q*r^3*x-6112*g*p*q*r^2*x^2-3344*g*p*q*r*x^3+3060 *g*p*q*x^4+36*g*p*r^4*x-1599*g*p*r^3*x^2+3475*g*p*r^2*x^3+1596*g*p*r*x^4+4*g*q^ 4*r*x+176*g*q^4*x^2+119*g*q^3*r^2*x-142*g*q^3*r*x^2-1757*g*q^3*x^3+98*g*q^2*r^3 *x-1987*g*q^2*r^2*x^2-1353*g*q^2*r*x^3+1494*g*q^2*x^4+12*g*q*r^4*x-1131*g*q*r^3 *x^2+2957*g*q*r^2*x^3+1596*g*q*r*x^4-18*g*r^4*x^2+1120*g*r^3*x^3-288*g*r^2*x^4- p^7-10*p^6*q-4*p^6*r+28*p^6*x-12*p^5*q^2-34*p^5*q*r+112*p^5*q*x-6*p^5*r^2+144*p ^5*r*x-6*p^5*x^2-3*p^4*q^3-32*p^4*q^2*r+80*p^4*q^2*x-42*p^4*q*r^2+608*p^4*q*r*x +450*p^4*q*x^2-4*p^4*r^3+240*p^4*r^2*x-693*p^4*r*x^2-544*p^4*x^3-7*p^3*q^3*r-20 *p^3*q^3*x-28*p^3*q^2*r^2+612*p^3*q^2*r*x+1194*p^3*q^2*x^2-22*p^3*q*r^3+858*p^3 *q*r^2*x-1845*p^3*q*r*x^2-2804*p^3*q*x^3-p^3*r^4+160*p^3*r^3*x-1380*p^3*r^2*x^2 +282*p^3*r*x^3+521*p^3*x^4-16*p^2*q^4*x-4*p^2*q^3*r^2+201*p^2*q^3*r*x+996*p^2*q ^3*x^2-8*p^2*q^2*r^3+690*p^2*q^2*r^2*x-1395*p^2*q^2*r*x^2-4064*p^2*q^2*x^3-4*p^ 2*q*r^4+392*p^2*q*r^3*x-3726*p^2*q*r^2*x^2-542*p^2*q*r*x^3+1731*p^2*q*x^4+36*p^ 2*r^4*x-753*p^2*r^3*x^2+2039*p^2*r^2*x^3+584*p^2*r*x^4+9*p*q^4*r*x+276*p*q^4*x^ 2+189*p*q^3*r^2*x-354*p*q^3*r*x^2-2180*p*q^3*x^3+156*p*q^2*r^3*x-2631*p*q^2*r^2 *x^2-942*p*q^2*r*x^3+1731*p*q^2*x^4+30*p*q*r^4*x-1356*p*q*r^3*x^2+3600*p*q*r^2* x^3+1408*p*q*r*x^4-66*p*r^4*x^2+1048*p*r^3*x^3-432*p*r^2*x^4+18*q^5*x^2+15*q^4* r^2*x-63*q^4*r*x^2-376*q^4*x^3-519*q^3*r^2*x^2-142*q^3*r*x^3+521*q^3*x^4-12*q^2 *r^4*x-327*q^2*r^3*x^2+1561*q^2*r^2*x^3+584*q^2*r*x^4+24*q*r^4*x^2+952*q*r^3*x^ 3-432*q*r^2*x^4-240*r^3*x^4+16*a^6+112*a^5*b+272*a^5*c+80*a^5*g-16*a^5*p+96*a^5 *q-48*a^5*r-480*a^5*x+136*a^4*b^2+880*a^4*b*c+276*a^4*b*g+108*a^4*b*p+196*a^4*b *q-88*a^4*b*r-1944*a^4*b*x+1256*a^4*c^2+780*a^4*c*g+120*a^4*c*p+676*a^4*c*q-336 *a^4*c*r-4824*a^4*c*x+116*a^4*g^2+26*a^4*g*p+220*a^4*g*q-112*a^4*g*r-1588*a^4*g *x-168*a^4*p^2+112*a^4*p*q-308*a^4*p*r-1168*a^4*p*x+64*a^4*q^2-52*a^4*q*r-1572* a^4*q*x-120*a^4*r^2-104*a^4*r*x+2064*a^4*x^2+40*a^3*b^3+664*a^3*b^2*c+192*a^3*b ^2*g+188*a^3*b^2*p+80*a^3*b^2*q-28*a^3*b^2*r-2120*a^3*b^2*x+2520*a^3*b*c^2+1544 *a^3*b*c*g+892*a^3*b*c*p+944*a^3*b*c*q-392*a^3*b*c*r-12728*a^3*b*c*x+218*a^3*b* g^2+328*a^3*b*g*p+280*a^3*b*g*q-82*a^3*b*g*r-4200*a^3*b*g*x-268*a^3*b*p^2+278*a ^3*b*p*q-686*a^3*b*p*r-4420*a^3*b*p*x+50*a^3*b*q^2-30*a^3*b*q*r-3436*a^3*b*q*x-\ 312*a^3*b*r^2-1094*a^3*b*r*x+6460*a^3*b*x^2+2664*a^3*c^3+2512*a^3*c^2*g+828*a^3 *c^2*p+1824*a^3*c^2*q-892*a^3*c^2*r-17200*a^3*c^2*x+742*a^3*c*g^2+576*a^3*c*g*p +1160*a^3*c*g*q-518*a^3*c*g*r-11336*a^3*c*g*x-974*a^3*c*p^2+726*a^3*c*p*q-2106* a^3*c*p*r-10176*a^3*c*p*x+306*a^3*c*q^2-238*a^3*c*q*r-10228*a^3*c*q*x-900*a^3*c *r^2-1450*a^3*c*r*x+16156*a^3*c*x^2+68*a^3*g^3+99*a^3*g^2*p+170*a^3*g^2*q-68*a^ 3*g^2*r-1826*a^3*g^2*x-329*a^3*g*p^2+278*a^3*g*p*q-694*a^3*g*p*r-3462*a^3*g*p*x +92*a^3*g*q^2-42*a^3*g*q*r-3424*a^3*g*q*x-294*a^3*g*r^2-656*a^3*g*r*x+5350*a^3* g*x^2-272*a^3*p^3-172*a^3*p^2*q-592*a^3*p^2*r-800*a^3*p^2*x+92*a^3*p*q^2-498*a^ 3*p*q*r-3624*a^3*p*q*x-382*a^3*p*r^2+1154*a^3*p*r*x+6132*a^3*p*x^2+10*a^3*q^3-8 *a^3*q^2*r-1354*a^3*q^2*x-240*a^3*q*r^2-752*a^3*q*r*x+5602*a^3*q*x^2-66*a^3*r^3 +1228*a^3*r^2*x+2678*a^3*r*x^2-2032*a^3*x^3+120*a^2*b^3*c+28*a^2*b^3*g+60*a^2*b ^3*p+8*a^2*b^3*r-768*a^2*b^3*x+1176*a^2*b^2*c^2+660*a^2*b^2*c*g+744*a^2*b^2*c*p +240*a^2*b^2*c*q-60*a^2*b^2*c*r-9456*a^2*b^2*c*x+78*a^2*b^2*g^2+262*a^2*b^2*g*p +56*a^2*b^2*g*q+34*a^2*b^2*g*r-3012*a^2*b^2*g*x-48*a^2*b^2*p^2+120*a^2*b^2*p*q-\ 346*a^2*b^2*p*r-3996*a^2*b^2*p*x+16*a^2*b^2*q*r-1920*a^2*b^2*q*x-196*a^2*b^2*r^ 2-1254*a^2*b^2*r*x+6128*a^2*b^2*x^2+3400*a^2*b*c^3+3060*a^2*b*c^2*g+2208*a^2*b* c^2*p+1656*a^2*b*c^2*q-624*a^2*b*c^2*r-30280*a^2*b*c^2*x+830*a^2*b*c*g^2+1594*a ^2*b*c*g*p+952*a^2*b*c*g*q-150*a^2*b*c*g*r-19760*a^2*b*c*g*x-874*a^2*b*c*p^2+ 1074*a^2*b*c*p*q-2798*a^2*b*c*p*r-22088*a^2*b*c*p*x+150*a^2*b*c*q^2-58*a^2*b*c* q*r-15108*a^2*b*c*q*x-1376*a^2*b*c*r^2-4370*a^2*b*c*r*x+35384*a^2*b*c*x^2+64*a^ 2*b*g^3+276*a^2*b*g^2*p+115*a^2*b*g^2*q+29*a^2*b*g^2*r-3118*a^2*b*g^2*x-229*a^2 *b*g*p^2+387*a^2*b*g*p*q-866*a^2*b*g*p*r-7752*a^2*b*g*p*x+35*a^2*b*g*q^2+57*a^2 *b*g*q*r-4952*a^2*b*g*q*x-466*a^2*b*g*r^2-2160*a^2*b*g*r*x+11534*a^2*b*g*x^2-\ 469*a^2*b*p^3-52*a^2*b*p^2*q-1109*a^2*b*p^2*r-3102*a^2*b*p^2*x+75*a^2*b*p*q^2-\ 469*a^2*b*p*q*r-6442*a^2*b*p*q*x-742*a^2*b*p*r^2+929*a^2*b*p*r*x+15556*a^2*b*p* x^2+10*a^2*b*q^2*r-1520*a^2*b*q^2*x-274*a^2*b*q*r^2-1571*a^2*b*q*r*x+11276*a^2* b*q*x^2-120*a^2*b*r^3+2408*a^2*b*r^2*x+7678*a^2*b*r*x^2-5104*a^2*b*x^3+2936*a^2 *c^4+3684*a^2*c^3*g+1664*a^2*c^3*p+2376*a^2*c^3*q-1132*a^2*c^3*r-28616*a^2*c^3* x+1608*a^2*c^2*g^2+1834*a^2*c^2*g*p+2216*a^2*c^2*g*q-848*a^2*c^2*g*r-28388*a^2* c^2*g*x-1962*a^2*c^2*p^2+1626*a^2*c^2*p*q-4816*a^2*c^2*p*r-27792*a^2*c^2*p*x+ 534*a^2*c^2*q^2-386*a^2*c^2*q*r-23736*a^2*c^2*q*x-2176*a^2*c^2*r^2-3116*a^2*c^2 *r*x+45856*a^2*c^2*x^2+282*a^2*c*g^3+652*a^2*c*g^2*p+625*a^2*c*g^2*q-153*a^2*c* g^2*r-9068*a^2*c*g^2*x-1227*a^2*c*g*p^2+1221*a^2*c*g*p*q-3122*a^2*c*g*p*r-19328 *a^2*c*g*p*x+311*a^2*c*g*q^2-69*a^2*c*g*q*r-15944*a^2*c*g*q*x-1468*a^2*c*g*r^2-\ 3442*a^2*c*g*r*x+30158*a^2*c*g*x^2-1393*a^2*c*p^3-568*a^2*c*p^2*q-3179*a^2*c*p^ 2*r-6252*a^2*c*p^2*x+351*a^2*c*p*q^2-1963*a^2*c*p*q*r-17740*a^2*c*p*q*x-2104*a^ 2*c*p*r^2+5101*a^2*c*p*r*x+36412*a^2*c*p*x^2+30*a^2*c*q^3-14*a^2*c*q^2*r-5766*a ^2*c*q^2*x-994*a^2*c*q*r^2-2745*a^2*c*q*r*x+30676*a^2*c*q*x^2-354*a^2*c*r^3+ 6708*a^2*c*r^2*x+14520*a^2*c*r*x^2-13416*a^2*c*x^3+16*a^2*g^4+75*a^2*g^3*p+50*a ^2*g^3*q-936*a^2*g^3*x-179*a^2*g^2*p^2+220*a^2*g^2*p*q-481*a^2*g^2*p*r-3300*a^2 *g^2*p*x+38*a^2*g^2*q^2+30*a^2*g^2*q*r-2570*a^2*g^2*q*x-238*a^2*g^2*r^2-807*a^2 *g^2*r*x+4869*a^2*g^2*x^2-467*a^2*g*p^3-142*a^2*g*p^2*q-1054*a^2*g*p^2*r-2196*a ^2*g*p^2*x+128*a^2*g*p*q^2-620*a^2*g*p*q*r-6305*a^2*g*p*q*x-685*a^2*g*p*r^2+ 1520*a^2*g*p*r*x+12419*a^2*g*p*x^2+7*a^2*g*q^3+20*a^2*g*q^2*r-1961*a^2*g*q^2*x-\ 348*a^2*g*q*r^2-1428*a^2*g*q*r*x+10192*a^2*g*q*x^2-109*a^2*g*r^3+2310*a^2*g*r^2 *x+5719*a^2*g*r*x^2-4224*a^2*g*x^3-191*a^2*p^4-340*a^2*p^3*q-497*a^2*p^3*r+44*a ^2*p^3*x-14*a^2*p^2*q^2-834*a^2*p^2*q*r-2665*a^2*p^2*q*x-433*a^2*p^2*r^2+2485*a ^2*p^2*r*x+6234*a^2*p^2*x^2+15*a^2*p*q^3-148*a^2*p*q^2*r-2507*a^2*p*q^2*x-580*a ^2*p*q*r^2+729*a^2*p*q*r*x+12809*a^2*p*q*x^2-137*a^2*p*r^3+2968*a^2*p*r^2*x+ 2507*a^2*p*r*x^2-6004*a^2*p*x^3+2*a^2*q^3*r-376*a^2*q^3*x-88*a^2*q^2*r^2-453*a^ 2*q^2*r*x+4861*a^2*q^2*x^2-100*a^2*q*r^3+1860*a^2*q*r^2*x+4998*a^2*q*r*x^2-5224 *a^2*q*x^3-10*a^2*r^4+694*a^2*r^3*x-2358*a^2*r^2*x^2-4258*a^2*r*x^3+372*a^2*x^4 -64*a*b^4*x+120*a*b^3*c^2+56*a*b^3*c*g+120*a*b^3*c*p+16*a*b^3*c*r-2224*a*b^3*c* x+4*a*b^3*g^2+36*a*b^3*g*p+16*a*b^3*g*r-664*a*b^3*g*x+16*a*b^3*p^2-32*a*b^3*p*r -1080*a*b^3*p*x-216*a*b^3*q*x-32*a*b^3*r^2-444*a*b^3*r*x+2044*a*b^3*x^2+904*a*b ^2*c^3+744*a*b^2*c^2*g+924*a*b^2*c^2*p+240*a*b^2*c^2*q-36*a*b^2*c^2*r-13992*a*b ^2*c^2*x+168*a*b^2*c*g^2+632*a*b^2*c*g*p+112*a*b^2*c*g*q+116*a*b^2*c*g*r-8836*a *b^2*c*g*x-48*a*b^2*c*p^2+240*a*b^2*c*p*q-788*a*b^2*c*p*r-11660*a*b^2*c*p*x+32* a*b^2*c*q*r-5160*a*b^2*c*q*x-488*a*b^2*c*r^2-2408*a*b^2*c*r*x+21560*a*b^2*c*x^2 +8*a*b^2*g^3+98*a*b^2*g^2*p+8*a*b^2*g^2*q+44*a*b^2*g^2*r-1352*a*b^2*g^2*x+28*a* b^2*g*p^2+72*a*b^2*g*p*q-202*a*b^2*g*p*r-3974*a*b^2*g*p*x+32*a*b^2*g*q*r-1606*a *b^2*g*q*x-170*a*b^2*g*r^2-1224*a*b^2*g*r*x+6878*a*b^2*g*x^2-146*a*b^2*p^3+32*a *b^2*p^2*q-414*a*b^2*p^2*r-2150*a*b^2*p^2*x-64*a*b^2*p*q*r-2642*a*b^2*p*q*x-286 *a*b^2*p*r^2+52*a*b^2*p*r*x+10508*a*b^2*p*x^2-256*a*b^2*q^2*x-64*a*b^2*q*r^2-\ 890*a*b^2*q*r*x+6124*a*b^2*q*x^2-32*a*b^2*r^3+1370*a*b^2*r^2*x+5632*a*b^2*r*x^2 -3824*a*b^2*x^3+2200*a*b*c^4+2592*a*b*c^3*g+2172*a*b*c^3*p+1264*a*b*c^3*q-424*a *b*c^3*r-31064*a*b*c^3*x+1018*a*b*c^2*g^2+2312*a*b*c^2*g*p+1064*a*b*c^2*g*q-6*a *b*c^2*g*r-30268*a*b*c^2*g*x-896*a*b*c^2*p^2+1314*a*b*c^2*p*q-3634*a*b*c^2*p*r-\ 34848*a*b*c^2*p*x+150*a*b*c^2*q^2-26*a*b*c^2*q*r-21452*a*b*c^2*q*x-1912*a*b*c^2 *r^2-4238*a*b*c^2*r*x+62768*a*b*c^2*x^2+146*a*b*c*g^3+774*a*b*c*g^2*p+246*a*b*c *g^2*q+160*a*b*c*g^2*r-9446*a*b*c*g^2*x-376*a*b*c*g*p^2+918*a*b*c*g*p*q-2156*a* b*c*g*p*r-24232*a*b*c*g*p*x+70*a*b*c*g*q^2+178*a*b*c*g*q*r-14032*a*b*c*g*q*x-\ 1306*a*b*c*g*r^2-4812*a*b*c*g*r*x+40960*a*b*c*g*x^2-1248*a*b*c*p^3-40*a*b*c*p^2 *q-3128*a*b*c*p^2*r-10698*a*b*c*p^2*x+150*a*b*c*p*q^2-1066*a*b*c*p*q*r-18680*a* b*c*p*q*x-2134*a*b*c*p*r^2+3700*a*b*c*p*r*x+55412*a*b*c*p*x^2+20*a*b*c*q^2*r-\ 3836*a*b*c*q^2*x-676*a*b*c*q*r^2-3388*a*b*c*q*r*x+38240*a*b*c*q*x^2-320*a*b*c*r ^3+7904*a*b*c*r^2*x+22408*a*b*c*r*x^2-22368*a*b*c*x^3+5*a*b*g^4+79*a*b*g^3*p+12 *a*b*g^3*q+35*a*b*g^3*r-950*a*b*g^3*x-9*a*b*g^2*p^2+145*a*b*g^2*p*q-279*a*b*g^2 *p*r-4078*a*b*g^2*p*x+5*a*b*g^2*q^2+66*a*b*g^2*q*r-2209*a*b*g^2*q*x-212*a*b*g^2 *r^2-1127*a*b*g^2*r*x+6552*a*b*g^2*x^2-400*a*b*g*p^3+50*a*b*g*p^2*q-1050*a*b*g* p^2*r-4067*a*b*g*p^2*x+45*a*b*g*p*q^2-277*a*b*g*p*q*r-6523*a*b*g*p*q*x-742*a*b* g*p*r^2+424*a*b*g*p*r*x+18806*a*b*g*p*x^2+20*a*b*g*q^2*r-1245*a*b*g*q^2*x-241*a *b*g*q*r^2-1699*a*b*g*q*r*x+12602*a*b*g*q*x^2-111*a*b*g*r^3+2666*a*b*g*r^2*x+ 9090*a*b*g*r*x^2-6912*a*b*g*x^3-249*a*b*p^4-197*a*b*p^3*q-654*a*b*p^3*r-595*a*b *p^3*x+20*a*b*p^2*q^2-571*a*b*p^2*q*r-3552*a*b*p^2*q*x-558*a*b*p^2*r^2+2643*a*b *p^2*r*x+11313*a*b*p^2*x^2-40*a*b*p*q^2*r-2051*a*b*p*q^2*x-403*a*b*p*q*r^2+257* a*b*p*q*r*x+17744*a*b*p*q*x^2-161*a*b*p*r^3+3876*a*b*p*r^2*x+5846*a*b*p*r*x^2-\ 10668*a*b*p*x^3-126*a*b*q^3*x-40*a*b*q^2*r^2-576*a*b*q^2*r*x+5427*a*b*q^2*x^2-\ 48*a*b*q*r^3+2114*a*b*q*r^2*x+7040*a*b*q*r*x^2-8484*a*b*q*x^3-8*a*b*r^4+844*a*b *r^3*x-3666*a*b*r^2*x^2-7984*a*b*r*x^3+744*a*b*x^4+1640*a*c^5+2552*a*c^4*g+1404 *a*c^4*p+1504*a*c^4*q-692*a*c^4*r-22704*a*c^4*x+1458*a*c^3*g^2+2080*a*c^3*g*p+ 1832*a*c^3*g*q-574*a*c^3*g*r-30128*a*c^3*g*x-1658*a*c^3*p^2+1522*a*c^3*p*q-4578 *a*c^3*p*r-30880*a*c^3*p*x+406*a*c^3*q^2-266*a*c^3*q*r-23516*a*c^3*q*x-2164*a*c ^3*r^2-1942*a*c^3*r*x+54932*a*c^3*x^2+368*a*c^2*g^3+1105*a*c^2*g^2*p+748*a*c^2* g^2*q-58*a*c^2*g^2*r-14380*a*c^2*g^2*x-1439*a*c^2*g*p^2+1680*a*c^2*g*p*q-4364*a *c^2*g*p*r-32550*a*c^2*g*p*x+346*a*c^2*g*q^2+20*a*c^2*g*q*r-23730*a*c^2*g*q*x-\ 2224*a*c^2*g*r^2-4096*a*c^2*g*r*x+54654*a*c^2*g*x^2-2116*a*c^2*p^3-588*a*c^2*p^ 2*q-4996*a*c^2*p^2*r-11994*a*c^2*p^2*x+426*a*c^2*p*q^2-2496*a*c^2*p*q*r-27382*a *c^2*p*q*x-3348*a*c^2*p*r^2+8724*a*c^2*p*r*x+67464*a*c^2*p*x^2+30*a*c^2*q^3-4*a *c^2*q^2*r-7866*a*c^2*q^2*x-1332*a*c^2*q*r^2-3020*a*c^2*q*r*x+52656*a*c^2*q*x^2 -542*a*c^2*r^3+11298*a*c^2*r^2*x+22354*a*c^2*r*x^2-28488*a*c^2*x^3+38*a*c*g^4+ 246*a*c*g^3*p+112*a*c*g^3*q+44*a*c*g^3*r-2928*a*c*g^3*x-358*a*c*g^2*p^2+585*a*c *g^2*p*q-1285*a*c*g^2*p*r-11107*a*c*g^2*p*x+81*a*c*g^2*q^2+126*a*c*g^2*q*r-7649 *a*c*g^2*q*x-731*a*c*g^2*r^2-2157*a*c*g^2*r*x+17593*a*c*g^2*x^2-1405*a*c*g*p^3-\ 234*a*c*g*p^2*q-3369*a*c*g*p^2*r-8920*a*c*g*p^2*x+301*a*c*g*p*q^2-1517*a*c*g*p* q*r-19509*a*c*g*p*q*x-2277*a*c*g*p*r^2+4627*a*c*g*p*r*x+46160*a*c*g*p*x^2+14*a* c*g*q^3+60*a*c*g*q^2*r-5335*a*c*g*q^2*x-937*a*c*g*q*r^2-3328*a*c*g*q*r*x+35473* a*c*g*q*x^2-357*a*c*g*r^3+7782*a*c*g*r^2*x+18080*a*c*g*r*x^2-18204*a*c*g*x^3-\ 685*a*c*p^4-877*a*c*p^3*q-1798*a*c*p^3*r-673*a*c*p^3*x-8*a*c*p^2*q^2-2239*a*c*p ^2*q*r-8856*a*c*p^2*q*x-1556*a*c*p^2*r^2+8331*a*c*p^2*r*x+24985*a*c*p^2*x^2+30* a*c*p*q^3-336*a*c*p*q^2*r-7113*a*c*p*q^2*x-1563*a*c*p*q*r^2+2917*a*c*p*q*r*x+ 45372*a*c*p*q*x^2-471*a*c*p*r^3+10668*a*c*p*r^2*x+9350*a*c*p*r*x^2-24888*a*c*p* x^3+4*a*c*q^3*r-906*a*c*q^3*x-216*a*c*q^2*r^2-1130*a*c*q^2*r*x+15795*a*c*q^2*x^ 2-248*a*c*q*r^3+6054*a*c*q*r^2*x+14518*a*c*q*r*x^2-21464*a*c*q*x^3-28*a*c*r^4+ 2432*a*c*r^3*x-8782*a*c*r^2*x^2-14920*a*c*r*x^3+2216*a*c*x^4+a*g^5+19*a*g^4*p+4 *a*g^4*q+8*a*g^4*r-216*a*g^4*x-21*a*g^3*p^2+62*a*g^3*p*q-113*a*g^3*p*r-1226*a*g ^3*p*x+4*a*g^3*q^2+28*a*g^3*q*r-787*a*g^3*q*x-76*a*g^3*r^2-319*a*g^3*r*x+1854*a *g^3*x^2-223*a*g^2*p^3+2*a*g^2*p^2*q-545*a*g^2*p^2*r-1646*a*g^2*p^2*x+48*a*g^2* p*q^2-200*a*g^2*p*q*r-3348*a*g^2*p*q*x-371*a*g^2*p*r^2+495*a*g^2*p*r*x+7690*a*g ^2*p*x^2+a*g^2*q^3+22*a*g^2*q^2*r-871*a*g^2*q^2*x-158*a*g^2*q*r^2-790*a*g^2*q*r *x+5780*a*g^2*q*x^2-55*a*g^2*r^3+1308*a*g^2*r^2*x+3501*a*g^2*r*x^2-2840*a*g^2*x ^3-231*a*g*p^4-287*a*g*p^3*q-600*a*g*p^3*r-242*a*g*p^3*x+18*a*g*p^2*q^2-773*a*g *p^2*q*r-3378*a*g*p^2*q*x-509*a*g*p^2*r^2+2828*a*g*p^2*r*x+8744*a*g*p^2*x^2+9*a *g*p*q^3-88*a*g*p*q^2*r-2560*a*g*p*q^2*x-561*a*g*p*q*r^2+443*a*g*p*q*r*x+15707* a*g*p*q*x^2-147*a*g*p*r^3+3700*a*g*p*r^2*x+4040*a*g*p*r*x^2-8282*a*g*p*x^3+4*a* g*q^3*r-304*a*g*q^3*x-78*a*g*q^2*r^2-550*a*g*q^2*r*x+5407*a*g*q^2*x^2-89*a*g*q* r^3+2087*a*g*q*r^2*x+5970*a*g*q*r*x^2-6978*a*g*q*x^3-7*a*g*r^4+828*a*g*r^3*x-\ 3030*a*g*r^2*x^2-5754*a*g*r*x^3+612*a*g*x^4-63*a*p^5-185*a*p^4*q-192*a*p^4*r+ 210*a*p^4*x-62*a*p^3*q^2-499*a*p^3*q*r-623*a*p^3*q*x-208*a*p^3*r^2+1617*a*p^3*r *x+2598*a*p^3*x^2+4*a*p^2*q^3-182*a*p^2*q^2*r-1401*a*p^2*q^2*x-441*a*p^2*q*r^2+ 1925*a*p^2*q*r*x+9054*a*p^2*q*x^2-92*a*p^2*r^3+2255*a*p^2*r^2*x-197*a*p^2*r*x^2 -5018*a*p^2*x^3-8*a*p*q^3*r-500*a*p*q^3*x-130*a*p*q^2*r^2+162*a*p*q^2*r*x+7171* a*p*q^2*x^2-135*a*p*q*r^3+2965*a*p*q*r^2*x+3710*a*p*q*r*x^2-9294*a*p*q*x^3-13*a *p*r^4+921*a*p*r^3*x-4043*a*p*r^2*x^2-4521*a*p*r*x^3+1018*a*p*x^4-22*a*q^4*x-8* a*q^3*r^2-121*a*q^3*r*x+1465*a*q^3*x^2-16*a*q^2*r^3+795*a*q^2*r^2*x+2130*a*q^2* r*x^2-3940*a*q^2*x^3-8*a*q*r^4+655*a*q*r^3*x-2921*a*q*r^2*x^2-5105*a*q*r*x^3+ 1018*a*q*x^4+66*a*r^4*x-1230*a*r^3*x^2+912*a*r^2*x^3+1120*a*r*x^4-112*b^4*c*x-\ 32*b^4*g*x-56*b^4*p*x-48*b^4*r*x+192*b^4*x^2+40*b^3*c^3+28*b^3*c^2*g+60*b^3*c^2 *p+8*b^3*c^2*r-1600*b^3*c^2*x+4*b^3*c*g^2+36*b^3*c*g*p+16*b^3*c*g*r-948*b^3*c*g *x+16*b^3*c*p^2-32*b^3*c*p*r-1476*b^3*c*p*x-312*b^3*c*q*x-32*b^3*c*r^2-320*b^3* c*r*x+3508*b^3*c*x^2+4*b^3*g^2*p+4*b^3*g^2*r-144*b^3*g^2*x+8*b^3*g*p^2-4*b^3*g* p*r-454*b^3*g*p*x-96*b^3*g*q*x-12*b^3*g*r^2-152*b^3*g*r*x+1102*b^3*g*x^2-4*b^3* p^3-24*b^3*p^2*r-338*b^3*p^2*x-176*b^3*p*q*x-20*b^3*p*r^2-54*b^3*p*r*x+1858*b^3 *p*x^2-144*b^3*q*r*x+852*b^3*q*x^2+234*b^3*r^2*x+1100*b^3*r*x^2-848*b^3*x^3+256 *b^2*c^4+276*b^2*c^3*g+368*b^2*c^3*p+80*b^2*c^3*q-4*b^2*c^3*r-6800*b^2*c^3*x+90 *b^2*c^2*g^2+370*b^2*c^2*g*p+56*b^2*c^2*g*q+82*b^2*c^2*g*r-6388*b^2*c^2*g*x+120 *b^2*c^2*p*q-442*b^2*c^2*p*r-8412*b^2*c^2*p*x+16*b^2*c^2*q*r-3432*b^2*c^2*q*x-\ 292*b^2*c^2*r^2-706*b^2*c^2*r*x+18256*b^2*c^2*x^2+8*b^2*c*g^3+110*b^2*c*g^2*p+8 *b^2*c*g^2*q+56*b^2*c*g^2*r-1924*b^2*c*g^2*x+52*b^2*c*g*p^2+72*b^2*c*g*p*q-214* b^2*c*g*p*r-5652*b^2*c*g*p*x+32*b^2*c*g*q*r-2140*b^2*c*g*q*x-206*b^2*c*g*r^2-\ 952*b^2*c*g*r*x+11666*b^2*c*g*x^2-158*b^2*c*p^3+32*b^2*c*p^2*q-486*b^2*c*p^2*r-\ 3096*b^2*c*p^2*x-64*b^2*c*p*q*r-3428*b^2*c*p*q*x-346*b^2*c*p*r^2+718*b^2*c*p*r* x+17584*b^2*c*p*x^2-316*b^2*c*q^2*x-64*b^2*c*q*r^2-848*b^2*c*q*r*x+9640*b^2*c*q *x^2-32*b^2*c*r^3+2052*b^2*c*r^2*x+6984*b^2*c*r*x^2-8280*b^2*c*x^3+8*b^2*g^3*p+ 8*b^2*g^3*r-192*b^2*g^3*x+20*b^2*g^2*p^2+8*b^2*g^2*p*q-14*b^2*g^2*p*r-899*b^2*g ^2*p*x+8*b^2*g^2*q*r-340*b^2*g^2*q*x-34*b^2*g^2*r^2-216*b^2*g^2*r*x+1857*b^2*g^ 2*x^2-42*b^2*g*p^3+16*b^2*g*p^2*q-156*b^2*g*p^2*r-1172*b^2*g*p^2*x-8*b^2*g*p*q* r-1099*b^2*g*p*q*x-126*b^2*g*p*r^2-67*b^2*g*p*r*x+5788*b^2*g*p*x^2-104*b^2*g*q^ 2*x-24*b^2*g*q*r^2-354*b^2*g*q*r*x+3143*b^2*g*q*x^2-12*b^2*g*r^3+692*b^2*g*r^2* x+2821*b^2*g*r*x^2-2544*b^2*g*x^3-46*b^2*p^4-8*b^2*p^3*q-126*b^2*p^3*r-281*b^2* p^3*x-48*b^2*p^2*q*r-837*b^2*p^2*q*x-100*b^2*p^2*r^2+612*b^2*p^2*r*x+4087*b^2*p ^2*x^2-198*b^2*p*q^2*x-40*b^2*p*q*r^2-123*b^2*p*q*r*x+4943*b^2*p*q*x^2-20*b^2*p *r^3+1047*b^2*p*r^2*x+2301*b^2*p*r*x^2-4160*b^2*p*x^3-156*b^2*q^2*r*x+1182*b^2* q^2*x^2+549*b^2*q*r^2*x+1976*b^2*q*r*x^2-3092*b^2*q*x^3+186*b^2*r^3*x-1416*b^2* r^2*x^2-3246*b^2*r*x^3+372*b^2*x^4+552*b*c^5+800*b*c^4*g+748*b*c^4*p+356*b*c^4* q-104*b*c^4*r-11616*b*c^4*x+406*b*c^3*g^2+1046*b*c^3*g*p+392*b*c^3*g*q+62*b*c^3 *g*r-15056*b*c^3*g*x-290*b*c^3*p^2+518*b*c^3*p*q-1522*b*c^3*p*r-17624*b*c^3*p*x +50*b*c^3*q^2+2*b*c^3*q*r-9876*b*c^3*q*x-848*b*c^3*r^2-694*b*c^3*r*x+35660*b*c^ 3*x^2+82*b*c^2*g^3+510*b*c^2*g^2*p+131*b*c^2*g^2*q+143*b*c^2*g^2*r-6978*b*c^2*g ^2*x-123*b*c^2*g*p^2+531*b*c^2*g*p*q-1302*b*c^2*g*p*r-18304*b*c^2*g*p*x+35*b*c^ 2*g*q^2+121*b*c^2*g*q*r-9678*b*c^2*g*q*x-876*b*c^2*g*r^2-1902*b*c^2*g*r*x+35058 *b*c^2*g*x^2-791*b*c^2*p^3+12*b*c^2*p^2*q-2091*b*c^2*p^2*r-8454*b*c^2*p^2*x+75* b*c^2*p*q^2-597*b*c^2*p*q*r-13072*b*c^2*p*q*x-1452*b*c^2*p*r^2+3977*b*c^2*p*r*x +47592*b*c^2*p*x^2+10*b*c^2*q^2*r-2376*b*c^2*q^2*x-402*b*c^2*q*r^2-1631*b*c^2*q *r*x+30732*b*c^2*q*x^2-200*b*c^2*r^3+6138*b*c^2*r^2*x+14746*b*c^2*r*x^2-22968*b *c^2*x^3+5*b*c*g^4+97*b*c*g^3*p+12*b*c*g^3*q+53*b*c*g^3*r-1377*b*c*g^3*x+37*b*c *g^2*p^2+161*b*c*g^2*p*q-307*b*c*g^2*p*r-6083*b*c*g^2*p*x+5*b*c*g^2*q^2+82*b*c* g^2*q*r-3044*b*c*g^2*q*x-286*b*c*g^2*r^2-1030*b*c*g^2*r*x+11167*b*c*g^2*x^2-488 *b*c*g*p^3+82*b*c*g*p^2*q-1388*b*c*g*p^2*r-6401*b*c*g*p^2*x+45*b*c*g*p*q^2-293* b*c*g*p*q*r-9046*b*c*g*p*q*x-1022*b*c*g*p*r^2+1486*b*c*g*p*r*x+32311*b*c*g*p*x^ 2+20*b*c*g*q^2*r-1553*b*c*g*q^2*x-289*b*c*g*q*r^2-1652*b*c*g*q*r*x+20384*b*c*g* q*x^2-141*b*c*g*r^3+4166*b*c*g*r^2*x+12068*b*c*g*r*x^2-14596*b*c*g*x^3-349*b*c* p^4-213*b*c*p^3*q-934*b*c*p^3*r-1151*b*c*p^3*x+20*b*c*p^2*q^2-667*b*c*p^2*q*r-\ 5158*b*c*p^2*q*x-788*b*c*p^2*r^2+4343*b*c*p^2*r*x+19947*b*c*p^2*x^2-40*b*c*p*q^ 2*r-2545*b*c*p*q^2*x-483*b*c*p*q*r^2+839*b*c*p*q*r*x+29130*b*c*p*q*x^2-211*b*c* p*r^3+6196*b*c*p*r^2*x+8008*b*c*p*r*x^2-21312*b*c*p*x^3-138*b*c*q^3*x-40*b*c*q^ 2*r^2-694*b*c*q^2*r*x+8107*b*c*q^2*x^2-48*b*c*q*r^3+3192*b*c*q*r^2*x+9014*b*c*q *r*x^2-16544*b*c*q*x^3-8*b*c*r^4+1256*b*c*r^3*x-6574*b*c*r^2*x^2-12696*b*c*r*x^ 3+2216*b*c*x^4+5*b*g^4*p+5*b*g^4*r-100*b*g^4*x+15*b*g^3*p^2+12*b*g^3*p*q-14*b*g ^3*p*r-640*b*g^3*p*x+12*b*g^3*q*r-314*b*g^3*q*x-29*b*g^3*r^2-142*b*g^3*r*x+1176 *b*g^3*x^2-67*b*g^2*p^3+30*b*g^2*p^2*q-215*b*g^2*p^2*r-1190*b*g^2*p^2*x+5*b*g^2 *p*q^2-19*b*g^2*p*q*r-1482*b*g^2*p*q*x-171*b*g^2*p*r^2-8*b*g^2*p*r*x+5294*b*g^2 *p*x^2+5*b*g^2*q^2*r-258*b*g^2*q^2*x-49*b*g^2*q*r^2-337*b*g^2*q*r*x+3310*b*g^2* q*x^2-23*b*g^2*r^3+693*b*g^2*r^2*x+2334*b*g^2*r*x^2-2272*b*g^2*x^3-119*b*g*p^4-\ 57*b*g*p^3*q-328*b*g*p^3*r-503*b*g*p^3*x+10*b*g*p^2*q^2-218*b*g*p^2*q*r-1971*b* g*p^2*q*x-283*b*g*p^2*r^2+1292*b*g*p^2*r*x+7066*b*g*p^2*x^2-5*b*g*p*q^2*r-848*b *g*p*q^2*x-179*b*g*p*q*r^2-123*b*g*p*q*r*x+9890*b*g*p*q*x^2-77*b*g*p*r^3+2113*b *g*p*r^2*x+3696*b*g*p*r*x^2-6986*b*g*p*x^3-48*b*g*q^3*x-15*b*g*q^2*r^2-265*b*g* q^2*r*x+2738*b*g*q^2*x^2-18*b*g*q*r^3+1089*b*g*q*r^2*x+3635*b*g*q*r*x^2-5394*b* g*q*x^3-3*b*g*r^4+430*b*g*r^3*x-2232*b*g*r^2*x^2-4918*b*g*r*x^3+612*b*g*x^4-44* b*p^5-63*b*p^4*q-130*b*p^4*r+47*b*p^4*x-5*b*p^3*q^2-175*b*p^3*q*r-519*b*p^3*q*x -133*b*p^3*r^2+995*b*p^3*r*x+2518*b*p^3*x^2-30*b*p^2*q^2*r-654*b*p^2*q^2*x-142* b*p^2*q*r^2+900*b*p^2*q*r*x+6565*b*p^2*q*x^2-52*b*p^2*r^3+1485*b*p^2*r^2*x+426* b*p^2*r*x^2-4680*b*p^2*x^3-94*b*p*q^3*x-25*b*p*q^2*r^2-90*b*p*q^2*r*x+4083*b*p* q^2*x^2-30*b*p*q*r^3+1596*b*p*q*r^2*x+2795*b*p*q*r*x^2-7562*b*p*q*x^3-5*b*p*r^4 +533*b*p*r^3*x-3146*b*p*r^2*x^2-4423*b*p*r*x^3+1018*b*p*x^4-72*b*q^3*r*x+654*b* q^3*x^2+414*b*q^2*r^2*x+1132*b*q^2*r*x^2-2930*b*q^2*x^3+261*b*q*r^3*x-2300*b*q* r^2*x^2-4047*b*q*r*x^3+1018*b*q*x^4-6*b*r^4*x-942*b*r^3*x^2+816*b*r^2*x^3+1120* b*r*x^4+368*c^6+680*c^5*g+432*c^5*p+372*c^5*q-164*c^5*r-6944*c^5*x+476*c^4*g^2+ 796*c^4*g*p+556*c^4*g*q-132*c^4*g*r-11552*c^4*g*x-502*c^4*p^2+510*c^4*p*q-1560* c^4*p*r-12176*c^4*p*x+114*c^4*q^2-66*c^4*q*r-8436*c^4*q*x-768*c^4*r^2-148*c^4*r *x+23520*c^4*x^2+154*c^3*g^3+556*c^3*g^2*p+293*c^3*g^2*q+31*c^3*g^2*r-7332*c^3* g^2*x-533*c^3*g*p^2+737*c^3*g*p*q-1940*c^3*g*p*r-17208*c^3*g*p*x+127*c^3*g*q^2+ 47*c^3*g*q*r-11370*c^3*g*q*x-1062*c^3*g*r^2-1112*c^3*g*r*x+31520*c^3*g*x^2-999* c^3*p^3-192*c^3*p^2*q-2433*c^3*p^2*r-6776*c^3*p^2*x+167*c^3*p*q^2-1031*c^3*p*q* r-13490*c^3*p*q*x-1646*c^3*p*r^2+5103*c^3*p*r*x+39430*c^3*p*x^2+10*c^3*q^3+2*c^ 3*q^2*r-3454*c^3*q^2*x-578*c^3*q*r^2-1027*c^3*q*r*x+28678*c^3*q*x^2-254*c^3*r^3 +6012*c^3*r^2*x+10532*c^3*r*x^2-18944*c^3*x^3+22*c^2*g^4+179*c^2*g^3*p+62*c^2*g ^3*q+52*c^2*g^3*r-2212*c^2*g^3*x-159*c^2*g^2*p^2+373*c^2*g^2*p*q-818*c^2*g^2*p* r-8802*c^2*g^2*p*x+43*c^2*g^2*q^2+104*c^2*g^2*q*r-5496*c^2*g^2*q*x-527*c^2*g^2* r^2-1079*c^2*g^2*r*x+15274*c^2*g^2*x^2-980*c^2*g*p^3-76*c^2*g*p^2*q-2471*c^2*g* p^2*r-7722*c^2*g*p^2*x+173*c^2*g*p*q^2-905*c^2*g*p*q*r-14414*c^2*g*p*q*x-1718*c ^2*g*p*r^2+4144*c^2*g*p*r*x+40828*c^2*g*p*x^2+7*c^2*g*q^3+40*c^2*g*q^2*r-3518*c ^2*g*q^2*x-613*c^2*g*q*r^2-1759*c^2*g*q*r*x+29212*c^2*g*q*x^2-260*c^2*g*r^3+ 6224*c^2*g*r^2*x+12794*c^2*g*r*x^2-18624*c^2*g*x^3-540*c^2*p^4-545*c^2*p^3*q-\ 1427*c^2*p^3*r-896*c^2*p^3*x+6*c^2*p^2*q^2-1453*c^2*p^2*q*r-6896*c^2*p^2*q*x-\ 1223*c^2*p^2*r^2+6894*c^2*p^2*r*x+22966*c^2*p^2*x^2+15*c^2*p*q^3-188*c^2*p*q^2* r-4834*c^2*p*q^2*x-1023*c^2*p*q*r^2+2591*c^2*p*q*r*x+38128*c^2*p*q*x^2-354*c^2* p*r^3+8845*c^2*p*r^2*x+6892*c^2*p*r*x^2-24776*c^2*p*x^3+2*c^2*q^3*r-530*c^2*q^3 *x-128*c^2*q^2*r^2-743*c^2*q^2*r*x+12214*c^2*q^2*x^2-148*c^2*q*r^3+4691*c^2*q*r ^2*x+10078*c^2*q*r*x^2-20552*c^2*q*x^3-18*c^2*r^4+1924*c^2*r^3*x-7908*c^2*r^2*x ^2-12352*c^2*r*x^3+2816*c^2*x^4+c*g^5+25*c*g^4*p+4*c*g^4*q+14*c*g^4*r-319*c*g^4 *x-3*c*g^3*p^2+74*c*g^3*p*q-129*c*g^3*p*r-1919*c*g^3*p*x+4*c*g^3*q^2+40*c*g^3*q *r-1128*c*g^3*q*x-110*c*g^3*r^2-346*c*g^3*r*x+3193*c*g^3*x^2-300*c*g^2*p^3+32*c *g^2*p^2*q-795*c*g^2*p^2*r-2886*c*g^2*p^2*x+53*c*g^2*p*q^2-219*c*g^2*p*q*r-4925 *c*g^2*p*q*x-572*c*g^2*p*r^2+895*c*g^2*p*r*x+13617*c*g^2*p*x^2+c*g^2*q^3+27*c*g ^2*q^2*r-1155*c*g^2*q^2*x-207*c*g^2*q*r^2-823*c*g^2*q*r*x+9588*c*g^2*q*x^2-83*c *g^2*r^3+2099*c*g^2*r^2*x+4995*c*g^2*r*x^2-5896*c*g^2*x^3-370*c*g*p^4-344*c*g*p ^3*q-986*c*g*p^3*r-779*c*g*p^3*x+28*c*g*p^2*q^2-991*c*g*p^2*q*r-5289*c*g*p^2*q* x-845*c*g*p^2*r^2+4528*c*g*p^2*r*x+16264*c*g*p^2*x^2+9*c*g*p*q^3-93*c*g*p*q^2*r -3446*c*g*p*q^2*x-740*c*g*p*q*r^2+1009*c*g*p*q*r*x+26610*c*g*p*q*x^2-239*c*g*p* r^3+6159*c*g*p*r^2*x+6308*c*g*p*r*x^2-16680*c*g*p*x^3+4*c*g*q^3*r-360*c*g*q^3*x -93*c*g*q^2*r^2-655*c*g*q^2*r*x+8386*c*g*q^2*x^2-107*c*g*q*r^3+3250*c*g*q*r^2*x +8159*c*g*q*r*x^2-13704*c*g*q*x^3-10*c*g*r^4+1338*c*g*r^3*x-5418*c*g*r^2*x^2-\ 9504*c*g*r*x^3+1696*c*g*x^4-115*c*p^5-248*c*p^4*q-346*c*p^4*r+255*c*p^4*x-67*c* p^3*q^2-674*c*p^3*q*r-1098*c*p^3*q*x-365*c*p^3*r^2+2798*c*p^3*r*x+5292*c*p^3*x^ 2+4*c*p^2*q^3-212*c*p^2*q^2*r-2015*c*p^2*q^2*x-583*c*p^2*q*r^2+3121*c*p^2*q*r*x +15823*c*p^2*q*x^2-152*c*p^2*r^3+4012*c*p^2*r^2*x-185*c*p^2*r*x^2-10140*c*p^2*x ^3-8*c*p*q^3*r-600*c*p*q^3*x-155*c*p*q^2*r^2+240*c*p*q^2*r*x+11470*c*p*q^2*x^2-\ 165*c*p*q*r^3+4671*c*p*q*r^2*x+5111*c*p*q*r*x^2-18032*c*p*q*x^3-18*c*p*r^4+1554 *c*p*r^3*x-7521*c*p*r^2*x^2-8132*c*p*r*x^3+2396*c*p*x^4-22*c*q^4*x-8*c*q^3*r^2-\ 175*c*q^3*r*x+2127*c*q^3*x^2-16*c*q^2*r^3+1193*c*q^2*r^2*x+2824*c*q^2*r*x^2-\ 7220*c*q^2*x^3-8*c*q*r^4+916*c*q*r^3*x-5337*c*q*r^2*x^2-8252*c*q*r*x^3+2396*c*q *x^4+60*c*r^4*x-2292*c*r^3*x^2+1728*c*r^2*x^3+2032*c*r*x^4+g^5*p+g^5*r-18*g^5*x +3*g^4*p^2+4*g^4*p*q-5*g^4*p*r-149*g^4*p*x+4*g^4*q*r-84*g^4*q*x-8*g^4*r^2-33*g^ 4*r*x+248*g^4*x^2-28*g^3*p^3+12*g^3*p^2*q-80*g^3*p^2*r-354*g^3*p^2*x+4*g^3*p*q^ 2-10*g^3*p*q*r-531*g^3*p*q*x-60*g^3*p*r^2+30*g^3*p*r*x+1462*g^3*p*x^2+4*g^3*q^2 *r-124*g^3*q^2*x-22*g^3*q*r^2-108*g^3*q*r*x+1021*g^3*q*x^2-8*g^3*r^3+231*g^3*r^ 2*x+615*g^3*r*x^2-612*g^3*x^3-61*g^2*p^4-48*g^2*p^3*q-164*g^2*p^3*r-169*g^2*p^3 *x+10*g^2*p^2*q^2-158*g^2*p^2*q*r-991*g^2*p^2*q*x-140*g^2*p^2*r^2+705*g^2*p^2*r *x+2806*g^2*p^2*x^2+g^2*p*q^3-6*g^2*p*q^2*r-584*g^2*p*q^2*x-128*g^2*p*q*r^2-3*g ^2*p*q*r*x+4463*g^2*p*q*x^2-38*g^2*p*r^3+1036*g^2*p*r^2*x+1352*g^2*p*r*x^2-2714 *g^2*p*x^3+g^2*q^3*r-62*g^2*q^3*x-16*g^2*q^2*r^2-122*g^2*q^2*r*x+1402*g^2*q^2*x ^2-18*g^2*q*r^3+549*g^2*q*r^2*x+1571*g^2*q*r*x^2-2210*g^2*q*x^3-g^2*r^4+218*g^2 *r^3*x-929*g^2*r^2*x^2-1784*g^2*r*x^3+240*g^2*x^4-39*g*p^5-87*g*p^4*q-116*g*p^4 *r+94*g*p^4*x-18*g*p^3*q^2-244*g*p^3*q*r-462*g*p^3*q*x-120*g*p^3*r^2+988*g*p^3* r*x+1882*g*p^3*x^2+2*g*p^2*q^3-70*g*p^2*q^2*r-784*g*p^2*q^2*x-216*g*p^2*q*r^2+ 964*g*p^2*q*r*x+5710*g*p^2*q*x^2-48*g*p^2*r^3+1416*g*p^2*r^2*x+124*g*p^2*r*x^2-\ 3514*g*p^2*x^3-g*p*q^3*r-206*g*p*q^3*x-58*g*p*q^2*r^2-44*g*p*q^2*r*x+4027*g*p*q ^2*x^2-62*g*p*q*r^3+1636*g*p*q*r^2*x+2413*g*p*q*r*x^2-6120*g*p*q*x^3-5*g*p*r^4+ 544*g*p*r^3*x-2602*g*p*r^2*x^2-3183*g*p*r*x^3+758*g*p*x^4-8*g*q^4*x-3*g*q^3*r^2 -63*g*q^3*r*x+739*g*q^3*x^2-6*g*q^2*r^3+416*g*q^2*r^2*x+1135*g*q^2*r*x^2-2462*g *q^2*x^3-3*g*q*r^4+326*g*q*r^3*x-1825*g*q*r^2*x^2-3201*g*q*r*x^3+758*g*q*x^4+18 *g*r^4*x-804*g*r^3*x^2+576*g*r^2*x^3+776*g*r*x^4-8*p^6-33*p^5*q-28*p^5*r+52*p^5 *x-20*p^4*q^2-100*p^4*q*r-36*p^4*r^2+338*p^4*r*x+378*p^4*x^2-p^3*q^3-56*p^3*q^2 *r-220*p^3*q^2*x-106*p^3*q*r^2+716*p^3*q*r*x+1992*p^3*q*x^2-20*p^3*r^3+540*p^3* r^2*x-435*p^3*r*x^2-1268*p^3*x^3-6*p^2*q^3*r-160*p^2*q^3*x-46*p^2*q^2*r^2+321*p ^2*q^2*r*x+2544*p^2*q^2*x^2-44*p^2*q*r^3+1125*p^2*q*r^2*x+210*p^2*q*r*x^2-3760* p^2*q*x^3-4*p^2*r^4+293*p^2*r^3*x-1623*p^2*r^2*x^2-1103*p^2*r*x^3+494*p^2*x^4-\ 16*p*q^4*x-5*p*q^3*r^2-21*p*q^3*r*x+1056*p*q^3*x^2-10*p*q^2*r^3+588*p*q^2*r^2*x +810*p*q^2*r*x^2-3164*p*q^2*x^3-5*p*q*r^4+416*p*q*r^3*x-2415*p*q*r^2*x^2-2816*p *q*r*x^3+988*p*q*x^4+39*p*r^4*x-792*p*r^3*x^2+942*p*r^2*x^3+716*p*r*x^4-12*q^4* r*x+126*q^4*x^2+99*q^3*r^2*x+201*q^3*r*x^2-816*q^3*x^3+87*q^2*r^3*x-906*q^2*r^2 *x^2-1233*q^2*r*x^3+494*q^2*x^4+3*q*r^4*x-648*q*r^3*x^2+786*q*r^2*x^3+716*q*r*x ^4-12*r^4*x^2+480*r^3*x^3+80*a^5+276*a^4*b+776*a^4*c+238*a^4*g+116*a^4*p+216*a^ 4*q-16*a^4*r-936*a^4*x+204*a^3*b^2+1564*a^3*b*c+472*a^3*b*g+468*a^3*b*p+286*a^3 *b*q+86*a^3*b*r-2352*a^3*b*x+2508*a^3*c^2+1548*a^3*c*g+1106*a^3*c*p+1150*a^3*c* q+82*a^3*c*r-6712*a^3*c*x+225*a^3*g^2+357*a^3*g*p+358*a^3*g*q+36*a^3*g*r-2160*a ^3*g*x-76*a^3*p^2+378*a^3*p*q-310*a^3*p*r-2336*a^3*p*x+92*a^3*q^2+88*a^3*q*r-\ 1952*a^3*q*x-168*a^3*r^2-930*a^3*r*x+2052*a^3*x^2+32*a^2*b^3+708*a^2*b^2*c+186* a^2*b^2*g+330*a^2*b^2*p+64*a^2*b^2*q+108*a^2*b^2*r-1568*a^2*b^2*x+3132*a^2*b*c^ 2+1830*a^2*b*c*g+2154*a^2*b*c*p+986*a^2*b*c*q+518*a^2*b*c*r-11424*a^2*b*c*x+237 *a^2*b*g^2+732*a^2*b*g*p+265*a^2*b*g*q+249*a^2*b*g*r-3548*a^2*b*g*x+111*a^2*b*p ^2+465*a^2*b*p*q-303*a^2*b*p*r-4872*a^2*b*p*x+40*a^2*b*q^2+158*a^2*b*q*r-2668*a ^2*b*q*x-262*a^2*b*r^2-2324*a^2*b*r*x+4072*a^2*b*x^2+3700*a^2*c^3+3402*a^2*c^2* g+2952*a^2*c^2*p+2218*a^2*c^2*q+450*a^2*c^2*r-17232*a^2*c^2*x+961*a^2*c*g^2+ 1992*a^2*c*g*p+1339*a^2*c*g*q+445*a^2*c*g*r-11004*a^2*c*g*x-49*a^2*c*p^2+1599*a ^2*c*p*q-1259*a^2*c*p*r-12952*a^2*c*p*x+316*a^2*c*q^2+422*a^2*c*q*r-9308*a^2*c* q*x-826*a^2*c*r^2-5034*a^2*c*r*x+11952*a^2*c*x^2+81*a^2*g^3+324*a^2*g^2*p+179*a ^2*g^2*q+100*a^2*g^2*r-1696*a^2*g^2*x-8*a^2*g*p^2+562*a^2*g*p*q-411*a^2*g*p*r-\ 4386*a^2*g*p*x+86*a^2*g*q^2+204*a^2*g*q*r-2984*a^2*g*q*x-284*a^2*g*r^2-1958*a^2 *g*r*x+3738*a^2*g*x^2-211*a^2*p^3+115*a^2*p^2*q-559*a^2*p^2*r-1922*a^2*p^2*x+ 150*a^2*p*q^2-180*a^2*p*q*r-3990*a^2*p*q*x-418*a^2*p*r^2-583*a^2*p*r*x+5442*a^2 *p*x^2+8*a^2*q^3+52*a^2*q^2*r-1084*a^2*q^2*x-184*a^2*q*r^2-1693*a^2*q*r*x+3946* a^2*q*x^2-80*a^2*r^3+762*a^2*r^2*x+3420*a^2*r*x^2-1016*a^2*x^3+64*a*b^3*c+12*a* b^3*g+44*a*b^3*p+24*a*b^3*r-272*a*b^3*x+804*a*b^2*c^2+408*a*b^2*c*g+792*a*b^2*c *p+128*a*b^2*c*q+288*a*b^2*c*r-4944*a*b^2*c*x+38*a*b^2*g^2+250*a*b^2*g*p+24*a*b ^2*g*q+140*a*b^2*g*r-1436*a*b^2*g*x+124*a*b^2*p^2+88*a*b^2*p*q-36*a*b^2*p*r-\ 2416*a*b^2*p*x+48*a*b^2*q*r-708*a*b^2*q*x-104*a*b^2*r^2-1402*a*b^2*r*x+2152*a*b ^2*x^2+2676*a*b*c^3+2280*a*b*c^2*g+3036*a*b*c^2*p+1114*a*b*c^2*q+850*a*b*c^2*r-\ 18296*a*b*c^2*x+558*a*b*c*g^2+2022*a*b*c*g*p+578*a*b*c*g*q+816*a*b*c*g*r-11372* a*b*c*g*x+512*a*b*c*p^2+1106*a*b*c*p*q-656*a*b*c*p*r-15656*a*b*c*p*x+80*a*b*c*q ^2+412*a*b*c*q*r-7816*a*b*c*q*x-744*a*b*c*r^2-6520*a*b*c*r*x+15640*a*b*c*x^2+34 *a*b*g^3+314*a*b*g^2*p+55*a*b*g^2*q+178*a*b*g^2*r-1686*a*b*g^2*x+229*a*b*g*p^2+ 357*a*b*g*p*q-136*a*b*g*p*r-5234*a*b*g*p*x+15*a*b*g*q^2+202*a*b*g*q*r-2400*a*b* g*q*x-257*a*b*g*r^2-2650*a*b*g*r*x+4700*a*b*g*x^2-135*a*b*p^3+178*a*b*p^2*q-500 *a*b*p^2*r-2970*a*b*p^2*x+55*a*b*p*q^2-38*a*b*p*q*r-3948*a*b*p*q*x-423*a*b*p*r^ 2-1453*a*b*p*r*x+7920*a*b*p*x^2+30*a*b*q^2*r-574*a*b*q^2*x-140*a*b*q*r^2-2025*a *b*q*r*x+4644*a*b*q*x^2-74*a*b*r^3+930*a*b*r^2*x+5526*a*b*r*x^2-1488*a*b*x^3+ 2580*a*c^4+3124*a*c^3*g+3094*a*c^3*p+1850*a*c^3*q+614*a*c^3*r-18832*a*c^3*x+ 1285*a*c^2*g^2+3163*a*c^2*g*p+1628*a*c^2*g*q+922*a*c^2*g*r-18156*a*c^2*g*x+254* a*c^2*p^2+2152*a*c^2*p*q-1624*a*c^2*p*r-22080*a*c^2*p*x+356*a*c^2*q^2+628*a*c^2 *q*r-14144*a*c^2*q*x-1252*a*c^2*r^2-7632*a*c^2*r*x+22712*a*c^2*x^2+202*a*c*g^3+ 1025*a*c*g^2*p+413*a*c*g^2*q+419*a*c*g^2*r-5568*a*c*g^2*x+276*a*c*g*p^2+1481*a* c*g*p*q-955*a*c*g*p*r-15018*a*c*g*p*x+187*a*c*g*q^2+610*a*c*g*q*r-9176*a*c*g*q* x-869*a*c*g*r^2-6132*a*c*g*r*x+14320*a*c*g*x^2-571*a*c*p^3+408*a*c*p^2*q-1704*a *c*p^2*r-7346*a*c*p^2*x+355*a*c*p*q^2-398*a*c*p*q*r-12518*a*c*p*q*x-1349*a*c*p* r^2-2371*a*c*p*r*x+20560*a*c*p*x^2+16*a*c*q^3+134*a*c*q^2*r-2958*a*c*q^2*x-508* a*c*q*r^2-4843*a*c*q*r*x+14378*a*c*q*x^2-254*a*c*r^3+2614*a*c*r^2*x+11478*a*c*r *x^2-5016*a*c*x^3+9*a*g^4+104*a*g^3*p+26*a*g^3*q+58*a*g^3*r-546*a*g^3*x+68*a*g^ 2*p^2+238*a*g^2*p*q-124*a*g^2*p*r-2478*a*g^2*p*x+18*a*g^2*q^2+137*a*g^2*q*r-\ 1413*a*g^2*q*x-146*a*g^2*r^2-1188*a*g^2*r*x+2181*a*g^2*x^2-190*a*g*p^3+186*a*g* p^2*q-580*a*g*p^2*r-2602*a*g*p^2*x+116*a*g*p*q^2-72*a*g*p*q*r-4296*a*g*p*q*x-\ 464*a*g*p*r^2-1068*a*g*p*r*x+6851*a*g*p*x^2+3*a*g*q^3+66*a*g*q^2*r-963*a*g*q^2* x-180*a*g*q*r^2-1969*a*g*q*r*x+4582*a*g*q*x^2-85*a*g*r^3+910*a*g*r^2*x+4421*a*g *r*x^2-1408*a*g*x^3-121*a*p^4-84*a*p^3*q-344*a*p^3*r-582*a*p^3*x+58*a*p^2*q^2-\ 343*a*p^2*q*r-2451*a*p^2*q*x-324*a*p^2*r^2+427*a*p^2*r*x+4194*a*p^2*x^2+11*a*p* q^3-10*a*p*q^2*r-1543*a*p*q^2*x-306*a*p*q*r^2-1117*a*p*q*r*x+6785*a*p*q*x^2-109 *a*p*r^3+1357*a*p*r^2*x+3317*a*p*r*x^2-2580*a*p*x^3+6*a*q^3*r-144*a*q^3*x-44*a* q^2*r^2-711*a*q^2*r*x+2153*a*q^2*x^2-58*a*q*r^3+709*a*q*r^2*x+3812*a*q*r*x^2-\ 1980*a*q*x^3-8*a*r^4+400*a*r^3*x-632*a*r^2*x^2-2396*a*r*x^3+72*a*x^4+32*b^3*c^2 +12*b^3*c*g+44*b^3*c*p+24*b^3*c*r-488*b^3*c*x+12*b^3*g*p+12*b^3*g*r-128*b^3*g*x +12*b^3*p^2+4*b^3*p*r-260*b^3*p*x-8*b^3*r^2-240*b^3*r*x+276*b^3*x^2+300*b^2*c^3 +222*b^2*c^2*g+462*b^2*c^2*p+64*b^2*c^2*q+180*b^2*c^2*r-3880*b^2*c^2*x+38*b^2*c *g^2+286*b^2*c*g*p+24*b^2*c*g*q+176*b^2*c*g*r-2304*b^2*c*g*x+160*b^2*c*p^2+88*b ^2*c*p*q-24*b^2*c*p*r-3616*b^2*c*p*x+48*b^2*c*q*r-1032*b^2*c*q*x-128*b^2*c*r^2-\ 1654*b^2*c*r*x+4248*b^2*c*x^2+38*b^2*g^2*p+38*b^2*g^2*r-332*b^2*g^2*x+64*b^2*g* p^2+24*b^2*g*p*q+18*b^2*g*p*r-1138*b^2*g*p*x+24*b^2*g*q*r-296*b^2*g*q*x-46*b^2* g*r^2-678*b^2*g*r*x+1218*b^2*g*x^2-2*b^2*p^3+24*b^2*p^2*q-68*b^2*p^2*r-814*b^2* p^2*x+8*b^2*p*q*r-618*b^2*p*q*x-74*b^2*p*r^2-498*b^2*p*r*x+2350*b^2*p*x^2-16*b^ 2*q*r^2-552*b^2*q*r*x+1074*b^2*q*x^2-8*b^2*r^3+276*b^2*r^2*x+1902*b^2*r*x^2-472 *b^2*x^3+832*b*c^4+922*b*c^3*g+1350*b*c^3*p+414*b*c^3*q+418*b*c^3*r-9536*b*c^3* x+321*b*c^2*g^2+1326*b*c^2*g*p+313*b*c^2*g*q+603*b*c^2*g*r-8980*b*c^2*g*x+437*b *c^2*p^2+641*b*c^2*p*q-341*b*c^2*p*r-12220*b*c^2*p*x+40*b*c^2*q^2+254*b*c^2*q*r -5568*b*c^2*q*x-506*b*c^2*r^2-4140*b*c^2*r*x+14432*b*c^2*x^2+34*b*c*g^3+398*b*c *g^2*p+55*b*c*g^2*q+262*b*c*g^2*r-2680*b*c*g^2*x+373*b*c*g*p^2+405*b*c*g*p*q-88 *b*c*g*p*r-8152*b*c*g*p*x+15*b*c*g*q^2+250*b*c*g*q*r-3494*b*c*g*q*x-353*b*c*g*r ^2-3400*b*c*g*r*x+8908*b*c*g*x^2-135*b*c*p^3+226*b*c*p^2*q-640*b*c*p^2*r-4772*b *c*p^2*x+55*b*c*p*q^2-22*b*c*p*q*r-5604*b*c*p*q*x-583*b*c*p*r^2-1927*b*c*p*r*x+ 14150*b*c*p*x^2+30*b*c*q^2*r-706*b*c*q^2*x-172*b*c*q*r^2-2661*b*c*q*r*x+8044*b* c*q*x^2-94*b*c*r^3+1510*b*c*r^2*x+8142*b*c*r*x^2-3848*b*c*x^3+34*b*g^3*p+34*b*g ^3*r-258*b*g^3*x+77*b*g^2*p^2+55*b*g^2*p*q+18*b*g^2*p*r-1295*b*g^2*p*x+55*b*g^2 *q*r-534*b*g^2*q*x-59*b*g^2*r^2-663*b*g^2*r*x+1329*b*g^2*x^2-31*b*g*p^3+92*b*g* p^2*q-204*b*g*p^2*r-1716*b*g*p^2*x+15*b*g*p*q^2+29*b*g*p*q*r-1839*b*g*p*q*x-207 *b*g*p*r^2-935*b*g*p*r*x+4594*b*g*p*x^2+15*b*g*q^2*r-220*b*g*q^2*x-63*b*g*q*r^2 -1057*b*g*q*r*x+2519*b*g*q*x^2-34*b*g*r^3+512*b*g*r^2*x+3167*b*g*r*x^2-1040*b*g *x^3-54*b*p^4-b*p^3*q-168*b*p^3*r-517*b*p^3*x+15*b*p^2*q^2-90*b*p^2*q*r-1323*b* p^2*q*x-160*b*p^2*r^2+61*b*p^2*r*x+3263*b*p^2*x^2+5*b*p*q^2*r-468*b*p*q^2*x-101 *b*p*q*r^2-768*b*p*q*r*x+4187*b*p*q*x^2-48*b*p*r^3+822*b*p*r^2*x+2789*b*p*r*x^2 -2092*b*p*x^3-10*b*q^2*r^2-408*b*q^2*r*x+1062*b*q^2*x^2-12*b*q*r^3+450*b*q*r^2* x+2606*b*q*r*x^2-1492*b*q*x^3-2*b*r^4+252*b*r^3*x-488*b*r^2*x^2-2084*b*r*x^3+72 *b*x^4+692*c^5+1032*c^4*g+1132*c^4*p+566*c^4*q+262*c^4*r-7424*c^4*x+549*c^3*g^2 +1540*c^3*g*p+647*c^3*g*q+525*c^3*g*r-9648*c^3*g*x+239*c^3*p^2+931*c^3*p*q-671* c^3*p*r-11872*c^3*p*x+132*c^3*q^2+294*c^3*q*r-6884*c^3*q*x-602*c^3*r^2-3524*c^3 *r*x+13680*c^3*x^2+121*c^2*g^3+739*c^2*g^2*p+234*c^2*g^2*q+357*c^2*g^2*r-4466*c ^2*g^2*x+348*c^2*g*p^2+943*c^2*g*p*q-526*c^2*g*p*r-12212*c^2*g*p*x+101*c^2*g*q^ 2+430*c^2*g*q*r-6784*c^2*g*q*x-631*c^2*g*r^2-4282*c^2*g*r*x+13224*c^2*g*x^2-362 *c^2*p^3+317*c^2*p^2*q-1213*c^2*p^2*r-6282*c^2*p^2*x+205*c^2*p*q^2-210*c^2*p*q* r-9356*c^2*p*q*x-1005*c^2*p*r^2-1758*c^2*p*r*x+18614*c^2*p*x^2+8*c^2*q^3+82*c^2 *q^2*r-1934*c^2*q^2*x-340*c^2*q*r^2-3372*c^2*q*r*x+12278*c^2*q*x^2-182*c^2*r^3+ 2148*c^2*r^2*x+8900*c^2*r*x^2-5632*c^2*x^3+9*c*g^4+144*c*g^3*p+26*c*g^3*q+98*c* g^3*r-873*c*g^3*x+159*c*g^2*p^2+293*c*g^2*p*q-100*c*g^2*p*r-4025*c*g^2*p*x+18*c *g^2*q^2+192*c*g^2*q*r-2128*c*g^2*q*x-213*c*g^2*r^2-1679*c*g^2*r*x+4080*c*g^2*x ^2-223*c*g*p^3+278*c*g*p^2*q-812*c*g*p^2*r-4527*c*g*p^2*x+131*c*g*p*q^2-43*c*g* p*q*r-6454*c*g*p*q*x-705*c*g*p*r^2-1714*c*g*p*r*x+12495*c*g*p*x^2+3*c*g*q^3+81* c*g*q^2*r-1279*c*g*q^2*x-243*c*g*q*r^2-2697*c*g*q*r*x+8031*c*g*q*x^2-127*c*g*r^ 3+1482*c*g*r^2*x+6864*c*g*r*x^2-3392*c*g*x^3-183*c*p^4-85*c*p^3*q-540*c*p^3*r-\ 1175*c*p^3*x+73*c*p^2*q^2-433*c*p^2*q*r-3838*c*p^2*q*x-514*c*p^2*r^2+592*c*p^2* r*x+7829*c*p^2*x^2+11*c*p*q^3-5*c*p*q^2*r-2079*c*p*q^2*x-407*c*p*q*r^2-1583*c*p *q*r*x+11770*c*p*q*x^2-167*c*p*r^3+2307*c*p*r^2*x+5638*c*p*r*x^2-5404*c*p*x^3+6 *c*q^3*r-156*c*q^3*x-54*c*q^2*r^2-1015*c*q^2*r*x+3449*c*q^2*x^2-70*c*q*r^3+1191 *c*q*r^2*x+5818*c*q*r*x^2-4180*c*q*x^3-10*c*r^4+692*c*r^3*x-1128*c*r^2*x^2-4064 *c*r*x^3+336*c*x^4+9*g^4*p+9*g^4*r-62*g^4*x+23*g^3*p^2+26*g^3*p*q-423*g^3*p*x+ 26*g^3*q*r-214*g^3*q*x-23*g^3*r^2-209*g^3*r*x+408*g^3*x^2-31*g^2*p^3+59*g^2*p^2 *q-129*g^2*p^2*r-800*g^2*p^2*x+18*g^2*p*q^2+17*g^2*p*q*r-1059*g^2*p*q*x-119*g^2 *p*r^2-388*g^2*p*r*x+2020*g^2*p*x^2+18*g^2*q^2*r-208*g^2*q^2*x-42*g^2*q*r^2-517 *g^2*q*r*x+1264*g^2*q*x^2-21*g^2*r^3+257*g^2*r^2*x+1293*g^2*r*x^2-480*g^2*x^3-\ 63*g*p^4-18*g*p^3*q-188*g*p^3*r-431*g*p^3*x+30*g*p^2*q^2-140*g*p^2*q*r-1407*g*p ^2*q*x-179*g*p^2*r^2+153*g*p^2*r*x+2728*g*p^2*x^2+3*g*p*q^3+10*g*p*q^2*r-712*g* p*q^2*x-148*g*p*q*r^2-741*g*p*q*r*x+3968*g*p*q*x^2-57*g*p*r^3+804*g*p*r^2*x+ 2225*g*p*r*x^2-1732*g*p*x^3+3*g*q^3*r-52*g*q^3*x-20*g*q^2*r^2-396*g*q^2*r*x+ 1150*g*q^2*x^2-26*g*q*r^3+407*g*q*r^2*x+2252*g*q*r*x^2-1300*g*q*x^3-3*g*r^4+244 *g*r^3*x-376*g*r^2*x^2-1552*g*r*x^3+72*g*x^4-22*p^5-37*p^4*q-70*p^4*r-44*p^4*x-\ 119*p^3*q*r-444*p^3*q*x-79*p^3*r^2+260*p^3*r*x+984*p^3*x^2+3*p^2*q^3-28*p^2*q^2 *r-512*p^2*q^2*x-118*p^2*q*r^2+7*p^2*q*r*x+2634*p^2*q*x^2-36*p^2*r^3+552*p^2*r^ 2*x+684*p^2*r*x^2-1204*p^2*x^3+p*q^3*r-112*p*q^3*x-32*p*q^2*r^2-285*p*q^2*r*x+ 1740*p*q^2*x^2-38*p*q*r^3+615*p*q*r^2*x+1947*p*q*r*x^2-1976*p*q*x^3-5*p*r^4+260 *p*r^3*x-690*p*r^2*x^2-1444*p*r*x^3+168*p*x^4-2*q^3*r^2-96*q^3*r*x+306*q^3*x^2-\ 4*q^2*r^3+177*q^2*r^2*x+879*q^2*r*x^2-772*q^2*x^3-2*q*r^4+180*q*r^3*x-456*q*r^2 *x^2-1420*q*r*x^3+168*q*x^4+12*r^4*x-336*r^3*x^2+240*r*x^4+156*a^4+312*a^3*b+ 1012*a^3*c+308*a^3*g+288*a^3*p+230*a^3*q+90*a^3*r-888*a^3*x+128*a^2*b^2+1216*a^ 2*b*c+338*a^2*b*g+526*a^2*b*p+176*a^2*b*q+228*a^2*b*r-1336*a^2*b*x+2228*a^2*c^2 +1326*a^2*c*g+1514*a^2*c*p+866*a^2*c*q+566*a^2*c*r-4568*a^2*c*x+180*a^2*g^2+499 *a^2*g*p+247*a^2*g*q+215*a^2*g*r-1388*a^2*g*x+119*a^2*p^2+391*a^2*p*q-57*a^2*p* r-1968*a^2*p*x+56*a^2*q^2+178*a^2*q*r-1156*a^2*q*x-106*a^2*r^2-1138*a^2*r*x+984 *a^2*x^2+8*a*b^3+280*a*b^2*c+58*a*b^2*g+178*a*b^2*p+16*a*b^2*q+108*a*b^2*r-424* a*b^2*x+1520*a*b*c^2+802*a*b*c*g+1442*a*b*c*p+384*a*b*c*q+696*a*b*c*r-4456*a*b* c*x+83*a*b*g^2+464*a*b*g*p+81*a*b*g*q+289*a*b*g*r-1244*a*b*g*x+227*a*b*p^2+245* a*b*p*q+63*a*b*p*r-2232*a*b*p*x+10*a*b*q^2+150*a*b*q*r-756*a*b*q*x-100*a*b*r^2-\ 1534*a*b*r*x+1032*a*b*x^2+2052*a*c^3+1786*a*c^2*g+2342*a*c^2*p+1058*a*c^2*q+970 *a*c^2*r-7720*a*c^2*x+456*a*c*g^2+1547*a*c*g*p+575*a*c*g*q+779*a*c*g*r-4692*a*c *g*x+517*a*c*p^2+1027*a*c*p*q-19*a*c*p*r-6772*a*c*p*x+122*a*c*q^2+506*a*c*q*r-\ 3588*a*c*q*x-324*a*c*r^2-3686*a*c*r*x+4076*a*c*x^2+31*a*g^3+242*a*g^2*p+61*a*g^ 2*q+151*a*g^2*r-670*a*g^2*x+190*a*g*p^2+340*a*g*p*q+19*a*g*p*r-2240*a*g*p*x+26* a*g*q^2+215*a*g*q*r-1070*a*g*q*x-115*a*g*r^2-1416*a*g*r*x+1132*a*g*x^2-33*a*p^3 +173*a*p^2*q-186*a*p^2*r-1282*a*p^2*x+78*a*p*q^2+65*a*p*q*r-1830*a*p*q*x-189*a* p*r^2-967*a*p*r*x+2202*a*p*x^2+2*a*q^3+48*a*q^2*r-314*a*q^2*x-64*a*q*r^2-1145*a *q*r*x+1236*a*q*x^2-42*a*r^3+166*a*r^2*x+1802*a*r*x^2-192*a*x^3+8*b^3*c+8*b^3*p +8*b^3*r+152*b^2*c^2+58*b^2*c*g+202*b^2*c*p+16*b^2*c*q+132*b^2*c*r-784*b^2*c*x+ 58*b^2*g*p+58*b^2*g*r-184*b^2*g*x+50*b^2*p^2+16*b^2*p*q+30*b^2*p*r-448*b^2*p*x+ 16*b^2*q*r-20*b^2*r^2-432*b^2*r*x+168*b^2*x^2+616*b*c^3+464*b*c^2*g+940*b*c^2*p +208*b*c^2*q+492*b*c^2*r-3696*b*c^2*x+83*b*c*g^2+590*b*c*g*p+81*b*c*g*q+415*b*c *g*r-2136*b*c*g*x+337*b*c*p^2+277*b*c*p*q+133*b*c*p*r-3552*b*c*p*x+10*b*c*q^2+ 182*b*c*q*r-1116*b*c*q*x-140*b*c*r^2-2126*b*c*r*x+2324*b*c*x^2+83*b*g^2*p+83*b* g^2*r-284*b*g^2*x+126*b*g*p^2+81*b*g*p*q+77*b*g*p*r-1124*b*g*p*x+81*b*g*q*r-292 *b*g*q*x-49*b*g*r^2-836*b*g*r*x+580*b*g*x^2+13*b*p^3+69*b*p^2*q-54*b*p^2*r-792* b*p^2*x+10*b*p*q^2+43*b*p*q*r-714*b*p*q*x-83*b*p*r^2-692*b*p*r*x+1404*b*p*x^2+ 10*b*q^2*r-26*b*q*r^2-672*b*q*r*x+570*b*q*x^2-16*b*r^3+90*b*r^2*x+1334*b*r*x^2-\ 96*b*x^3+680*c^4+768*c^3*g+1124*c^3*p+422*c^3*q+502*c^3*r-4208*c^3*x+276*c^2*g^ 2+1106*c^2*g*p+328*c^2*g*q+622*c^2*g*r-3912*c^2*g*x+448*c^2*p^2+652*c^2*p*q+68* c^2*p*r-5568*c^2*p*x+66*c^2*q^2+344*c^2*q*r-2660*c^2*q*x-238*c^2*r^2-2724*c^2*r *x+4040*c^2*x^2+31*c*g^3+338*c*g^2*p+61*c*g^2*q+247*c*g^2*r-1132*c*g^2*x+337*c* g*p^2+421*c*g*p*q+113*c*g*p*r-3700*c*g*p*x+26*c*g*q^2+296*c*g*q*r-1634*c*g*q*x-\ 168*c*g*r^2-2112*c*g*r*x+2372*c*g*x^2-16*c*p^3+242*c*p^2*q-244*c*p^2*r-2212*c*p ^2*x+88*c*p*q^2+108*c*p*q*r-2754*c*p*q*x-284*c*p*r^2-1585*c*p*r*x+4126*c*p*x^2+ 2*c*q^3+58*c*q^2*r-386*c*q^2*x-90*c*q*r^2-1679*c*q*r*x+2290*c*q*x^2-62*c*r^3+ 264*c*r^2*x+2880*c*r*x^2-672*c*x^3+31*g^3*p+31*g^3*r-102*g^3*x+62*g^2*p^2+61*g^ 2*p*q+33*g^2*p*r-588*g^2*p*x+61*g^2*q*r-234*g^2*q*x-29*g^2*r^2-401*g^2*r*x+320* g^2*x^2-g*p^3+93*g*p^2*q-80*g*p^2*r-778*g*p^2*x+26*g*p*q^2+61*g*p*q*r-908*g*p*q *x-101*g*p*r^2-632*g*p*r*x+1322*g*p*x^2+26*g*q^2*r-112*g*q^2*x-32*g*q*r^2-653*g *q*r*x+674*g*q*x^2-22*g*r^3+88*g*r^2*x+1102*g*r*x^2-144*g*x^3-20*p^4+12*p^3*q-\ 70*p^3*r-248*p^3*x+22*p^2*q^2-32*p^2*q*r-640*p^2*q*x-76*p^2*r^2-143*p^2*r*x+954 *p^2*x^2+2*p*q^3+14*p*q^2*r-272*p*q^2*x-56*p*q*r^2-539*p*q*r*x+1260*p*q*x^2-28* p*r^3+201*p*r^2*x+1008*p*r*x^2-408*p*x^3+2*q^3*r-8*q^2*r^2-252*q^2*r*x+306*q^2* x^2-12*q*r^3+81*q*r^2*x+972*q*r*x^2-264*q*x^3-2*r^4+96*r^3*x+12*r^2*x^2-480*r*x ^3+148*a^3+164*a^2*b+636*a^2*c+182*a^2*g+256*a^2*p+116*a^2*q+128*a^2*r-408*a^2* x+28*a*b^2+388*a*b*c+86*a*b*g+230*a*b*p+38*a*b*q+150*a*b*r-288*a*b*x+856*a*c^2+ 462*a*c*g+780*a*c*p+270*a*c*q+434*a*c*r-1416*a*c*x+51*a*g^2+252*a*g*p+61*a*g*q+ 167*a*g*r-376*a*g*x+119*a*p^2+163*a*p*q+67*a*p*r-736*a*p*x+12*a*q^2+108*a*q*r-\ 264*a*q*x-28*a*r^2-560*a*r*x+180*a*x^2+28*b^2*c+28*b^2*p+28*b^2*r+224*b*c^2+86* b*c*g+290*b*c*p+38*b*c*q+210*b*c*r-552*b*c*x+86*b*g*p+86*b*g*r-112*b*g*x+66*b*p ^2+38*b*p*q+52*b*p*r-340*b*p*x+38*b*q*r-14*b*r^2-336*b*r*x+36*b*x^2+368*c^3+280 *c^2*g+552*c^2*p+154*c^2*q+334*c^2*r-1224*c^2*x+51*c*g^2+350*c*g*p+61*c*g*q+265 *c*g*r-676*c*g*x+195*c*p^2+201*c*p*q+129*c*p*r-1228*c*p*x+12*c*q^2+146*c*q*r-\ 396*c*q*x-42*c*r^2-848*c*r*x+480*c*x^2+51*g^2*p+51*g^2*r-80*g^2*x+70*g*p^2+61*g *p*q+55*g*p*r-388*g*p*x+61*g*q*r-92*g*q*x-15*g*r^2-326*g*r*x+96*g*x^2+11*p^3+47 *p^2*q-10*p^2*r-272*p^2*x+12*p*q^2+39*p*q*r-272*p*q*x-29*p*r^2-284*p*r*x+324*p* x^2+12*q^2*r-8*q*r^2-264*q*r*x+108*q*x^2-8*r^3-12*r^2*x+336*r*x^2+68*a^2+32*a*b +172*a*c+40*a*g+96*a*p+22*a*q+66*a*r-72*a*x+32*b*c+32*b*p+32*b*r+104*c^2+40*c*g +132*c*p+22*c*q+102*c*r-144*c*x+40*g*p+40*g*r-24*g*x+28*p^2+22*p*q+26*p*r-96*p* x+22*q*r-2*r^2-96*r*x+12*a+12*c+12*p+12*r)*dx^2+(r-1)*(64*a^6*b*c*x^3+32*a^6*b* p*x^3+32*a^6*b*q*x^3+48*a^6*b*r*x^3+128*a^6*c^2*x^3+32*a^6*c*g*x^3+64*a^6*c*p*x ^3+128*a^6*c*q*x^3+96*a^6*c*r*x^3+16*a^6*g*p*x^3+16*a^6*g*q*x^3+24*a^6*g*r*x^3+ 32*a^6*p*q*x^3+32*a^6*q^2*x^3+48*a^6*q*r*x^3+320*a^5*b^2*c*x^3+160*a^5*b^2*p*x^ 3+160*a^5*b^2*q*x^3+240*a^5*b^2*r*x^3+1152*a^5*b*c^2*x^3+384*a^5*b*c*g*x^3+832* a^5*b*c*p*x^3+1088*a^5*b*c*q*x^3+1008*a^5*b*c*r*x^3+192*a^5*b*g*p*x^3+192*a^5*b *g*q*x^3+288*a^5*b*g*r*x^3+128*a^5*b*p^2*x^3+384*a^5*b*p*q*x^3+264*a^5*b*p*r*x^ 3+256*a^5*b*q^2*x^3+456*a^5*b*q*r*x^3+96*a^5*b*r^2*x^3+1088*a^5*c^3*x^3+736*a^5 *c^2*g*x^3+1024*a^5*c^2*p*x^3+1472*a^5*c^2*q*x^3+1104*a^5*c^2*r*x^3+112*a^5*c*g ^2*x^3+480*a^5*c*g*p*x^3+704*a^5*c*g*q*x^3+624*a^5*c*g*r*x^3+240*a^5*c*p^2*x^3+ 960*a^5*c*p*q*x^3+504*a^5*c*p*r*x^3+656*a^5*c*q^2*x^3+984*a^5*c*q*r*x^3+192*a^5 *c*r^2*x^3+56*a^5*g^2*p*x^3+56*a^5*g^2*q*x^3+84*a^5*g^2*r*x^3+56*a^5*g*p^2*x^3+ 224*a^5*g*p*q*x^3+120*a^5*g*p*r*x^3+168*a^5*g*q^2*x^3+288*a^5*g*q*r*x^3+48*a^5* g*r^2*x^3+128*a^5*p^2*q*x^3+224*a^5*p*q^2*x^3+264*a^5*p*q*r*x^3+96*a^5*q^3*x^3+ 216*a^5*q^2*r*x^3+96*a^5*q*r^2*x^3+640*a^4*b^3*c*x^3+320*a^4*b^3*p*x^3+320*a^4* b^3*q*x^3+480*a^4*b^3*r*x^3+3456*a^4*b^2*c^2*x^3+1248*a^4*b^2*c*g*x^3+2816*a^4* b^2*c*p*x^3+3136*a^4*b^2*c*q*x^3+3168*a^4*b^2*c*r*x^3+624*a^4*b^2*g*p*x^3+624*a ^4*b^2*g*q*x^3+936*a^4*b^2*g*r*x^3+544*a^4*b^2*p^2*x^3+1248*a^4*b^2*p*q*x^3+ 1104*a^4*b^2*p*r*x^3+704*a^4*b^2*q^2*x^3+1344*a^4*b^2*q*r*x^3+384*a^4*b^2*r^2*x ^3+6336*a^4*b*c^3*x^3+4544*a^4*b*c^2*g*x^3+6976*a^4*b*c^2*p*x^3+8320*a^4*b*c^2* q*x^3+6816*a^4*b*c^2*r*x^3+768*a^4*b*c*g^2*x^3+3536*a^4*b*c*g*p*x^3+4208*a^4*b* c*g*q*x^3+4080*a^4*b*c*g*r*x^3+2320*a^4*b*c*p^2*x^3+6208*a^4*b*c*p*q*x^3+4344*a ^4*b*c*p*r*x^3+3568*a^4*b*c*q^2*x^3+5784*a^4*b*c*q*r*x^3+1440*a^4*b*c*r^2*x^3+ 384*a^4*b*g^2*p*x^3+384*a^4*b*g^2*q*x^3+576*a^4*b*g^2*r*x^3+632*a^4*b*g*p^2*x^3 +1600*a^4*b*g*p*q*x^3+1284*a^4*b*g*p*r*x^3+968*a^4*b*g*q^2*x^3+1788*a^4*b*g*q*r *x^3+448*a^4*b*g*r^2*x^3+208*a^4*b*p^3*x^3+1072*a^4*b*p^2*q*x^3+540*a^4*b*p^2*r *x^3+1360*a^4*b*p*q^2*x^3+1968*a^4*b*p*q*r*x^3+336*a^4*b*p*r^2*x^3+496*a^4*b*q^ 3*x^3+1188*a^4*b*q^2*r*x^3+624*a^4*b*q*r^2*x^3+40*a^4*b*r^3*x^3+3904*a^4*c^4*x^ 3+4256*a^4*c^3*g*x^3+5376*a^4*c^3*p*x^3+6656*a^4*c^3*q*x^3+4896*a^4*c^3*r*x^3+ 1456*a^4*c^2*g^2*x^3+4416*a^4*c^2*g*p*x^3+5664*a^4*c^2*g*q*x^3+4488*a^4*c^2*g*r *x^3+2432*a^4*c^2*p^2*x^3+7104*a^4*c^2*p*q*x^3+4392*a^4*c^2*p*r*x^3+4176*a^4*c^ 2*q^2*x^3+6120*a^4*c^2*q*r*x^3+1440*a^4*c^2*r^2*x^3+152*a^4*c*g^3*x^3+1064*a^4* c*g^2*p*x^3+1368*a^4*c*g^2*q*x^3+1284*a^4*c*g^2*r*x^3+1296*a^4*c*g*p^2*x^3+4016 *a^4*c*g*p*q*x^3+2556*a^4*c*g*p*r*x^3+2472*a^4*c*g*q^2*x^3+3876*a^4*c*g*q*r*x^3 +896*a^4*c*g*r^2*x^3+360*a^4*c*p^3*x^3+2296*a^4*c*p^2*q*x^3+960*a^4*c*p^2*r*x^3 +3072*a^4*c*p*q^2*x^3+3960*a^4*c*p*q*r*x^3+624*a^4*c*p*r^2*x^3+1136*a^4*c*q^3*x ^3+2484*a^4*c*q^2*r*x^3+1200*a^4*c*q*r^2*x^3+80*a^4*c*r^3*x^3+76*a^4*g^3*p*x^3+ 76*a^4*g^3*q*x^3+114*a^4*g^3*r*x^3+168*a^4*g^2*p^2*x^3+488*a^4*g^2*p*q*x^3+348* a^4*g^2*p*r*x^3+320*a^4*g^2*q^2*x^3+576*a^4*g^2*q*r*x^3+128*a^4*g^2*r^2*x^3+76* a^4*g*p^3*x^3+628*a^4*g*p^2*q*x^3+210*a^4*g*p^2*r*x^3+904*a^4*g*p*q^2*x^3+1212* a^4*g*p*q*r*x^3+144*a^4*g*p*r^2*x^3+352*a^4*g*q^3*x^3+816*a^4*g*q^2*r*x^3+400*a ^4*g*q*r^2*x^3+20*a^4*g*r^3*x^3+208*a^4*p^3*q*x^3+528*a^4*p^2*q^2*x^3+540*a^4*p ^2*q*r*x^3+432*a^4*p*q^3*x^3+864*a^4*p*q^2*r*x^3+336*a^4*p*q*r^2*x^3+112*a^4*q^ 4*x^3+324*a^4*q^3*r*x^3+240*a^4*q^2*r^2*x^3+40*a^4*q*r^3*x^3+640*a^3*b^4*c*x^3+ 320*a^3*b^4*p*x^3+320*a^3*b^4*q*x^3+480*a^3*b^4*r*x^3+4864*a^3*b^3*c^2*x^3+1792 *a^3*b^3*c*g*x^3+4224*a^3*b^3*c*p*x^3+4224*a^3*b^3*c*q*x^3+4512*a^3*b^3*c*r*x^3 +896*a^3*b^3*g*p*x^3+896*a^3*b^3*g*q*x^3+1344*a^3*b^3*g*r*x^3+896*a^3*b^3*p^2*x ^3+1792*a^3*b^3*p*q*x^3+1776*a^3*b^3*p*r*x^3+896*a^3*b^3*q^2*x^3+1776*a^3*b^3*q *r*x^3+576*a^3*b^3*r^2*x^3+13568*a^3*b^2*c^3*x^3+9952*a^3*b^2*c^2*g*x^3+16256*a ^3*b^2*c^2*p*x^3+17152*a^3*b^2*c^2*q*x^3+14928*a^3*b^2*c^2*r*x^3+1744*a^3*b^2*c *g^2*x^3+8432*a^3*b^2*c*g*p*x^3+8880*a^3*b^2*c*g*q*x^3+9120*a^3*b^2*c*g*r*x^3+ 6176*a^3*b^2*c*p^2*x^3+13824*a^3*b^2*c*p*q*x^3+10992*a^3*b^2*c*p*r*x^3+7008*a^3 *b^2*c*q^2*x^3+11952*a^3*b^2*c*q*r*x^3+3360*a^3*b^2*c*r^2*x^3+872*a^3*b^2*g^2*p *x^3+872*a^3*b^2*g^2*q*x^3+1308*a^3*b^2*g^2*r*x^3+1728*a^3*b^2*g*p^2*x^3+3680*a ^3*b^2*g*p*q*x^3+3420*a^3*b^2*g*p*r*x^3+1952*a^3*b^2*g*q^2*x^3+3756*a^3*b^2*g*q *r*x^3+1104*a^3*b^2*g*r^2*x^3+720*a^3*b^2*p^3*x^3+2672*a^3*b^2*p^2*q*x^3+1836*a ^3*b^2*p^2*r*x^3+2864*a^3*b^2*p*q^2*x^3+4584*a^3*b^2*p*q*r*x^3+1104*a^3*b^2*p*r ^2*x^3+912*a^3*b^2*q^3*x^3+2268*a^3*b^2*q^2*r*x^3+1296*a^3*b^2*q*r^2*x^3+120*a^ 3*b^2*r^3*x^3+16704*a^3*b*c^4*x^3+18432*a^3*b*c^3*g*x^3+25216*a^3*b*c^3*p*x^3+ 27776*a^3*b*c^3*q*x^3+21408*a^3*b*c^3*r*x^3+6448*a^3*b*c^2*g^2*x^3+21392*a^3*b* c^2*g*p*x^3+23888*a^3*b*c^2*g*q*x^3+19944*a^3*b*c^2*g*r*x^3+13328*a^3*b*c^2*p^2 *x^3+32128*a^3*b*c^2*p*q*x^3+22368*a^3*b*c^2*p*r*x^3+16816*a^3*b*c^2*q^2*x^3+ 25824*a^3*b*c^2*q*r*x^3+6624*a^3*b*c^2*r^2*x^3+704*a^3*b*c*g^3*x^3+5288*a^3*b*c *g^2*p*x^3+5896*a^3*b*c*g^2*q*x^3+5820*a^3*b*c*g^2*r*x^3+7704*a^3*b*c*g*p^2*x^3 +18752*a^3*b*c*g*p*q*x^3+13920*a^3*b*c*g*p*r*x^3+10056*a^3*b*c*g*q^2*x^3+16560* a^3*b*c*g*q*r*x^3+4304*a^3*b*c*g*r^2*x^3+2800*a^3*b*c*p^3*x^3+11712*a^3*b*c*p^2 *q*x^3+6876*a^3*b*c*p^2*r*x^3+13264*a^3*b*c*p*q^2*x^3+18864*a^3*b*c*p*q*r*x^3+ 4032*a^3*b*c*p*r^2*x^3+4352*a^3*b*c*q^3*x^3+9924*a^3*b*c*q^2*r*x^3+5184*a^3*b*c *q*r^2*x^3+440*a^3*b*c*r^3*x^3+352*a^3*b*g^3*p*x^3+352*a^3*b*g^3*q*x^3+528*a^3* b*g^3*r*x^3+1032*a^3*b*g^2*p^2*x^3+2368*a^3*b*g^2*p*q*x^3+2040*a^3*b*g^2*p*r*x^ 3+1336*a^3*b*g^2*q^2*x^3+2496*a^3*b*g^2*q*r*x^3+656*a^3*b*g^2*r^2*x^3+808*a^3*b *g*p^3*x^3+3472*a^3*b*g*p^2*q*x^3+2076*a^3*b*g*p^2*r*x^3+4024*a^3*b*g*p*q^2*x^3 +6108*a^3*b*g*p*q*r*x^3+1264*a^3*b*g*p*r^2*x^3+1360*a^3*b*g*q^3*x^3+3288*a^3*b* g*q^2*r*x^3+1776*a^3*b*g*q*r^2*x^3+140*a^3*b*g*r^3*x^3+176*a^3*b*p^4*x^3+1312*a ^3*b*p^3*q*x^3+546*a^3*b*p^3*r*x^3+2496*a^3*b*p^2*q^2*x^3+3150*a^3*b*p^2*q*r*x^ 3+456*a^3*b*p^2*r^2*x^3+1760*a^3*b*p*q^3*x^3+3798*a^3*b*p*q^2*r*x^3+1776*a^3*b* p*q*r^2*x^3+100*a^3*b*p*r^3*x^3+400*a^3*b*q^4*x^3+1194*a^3*b*q^3*r*x^3+936*a^3* b*q^2*r^2*x^3+180*a^3*b*q*r^3*x^3+7616*a^3*c^5*x^3+11360*a^3*c^4*g*x^3+13760*a^ 3*c^4*p*x^3+15680*a^3*c^4*q*x^3+11280*a^3*c^4*r*x^3+6048*a^3*c^3*g^2*x^3+16544* a^3*c^3*g*p*x^3+19232*a^3*c^3*g*q*x^3+14376*a^3*c^3*g*r*x^3+9136*a^3*c^3*p^2*x^ 3+23296*a^3*c^3*p*q*x^3+14976*a^3*c^3*p*r*x^3+12592*a^3*c^3*q^2*x^3+18048*a^3*c ^3*q*r*x^3+4416*a^3*c^3*r^2*x^3+1336*a^3*c^2*g^3*x^3+6728*a^3*c^2*g^2*p*x^3+ 7992*a^3*c^2*g^2*q*x^3+6444*a^3*c^2*g^2*r*x^3+8160*a^3*c^2*g*p^2*x^3+21616*a^3* c^2*g*p*q*x^3+14172*a^3*c^2*g*p*r*x^3+11912*a^3*c^2*g*q^2*x^3+17748*a^3*c^2*g*q *r*x^3+4352*a^3*c^2*g*r^2*x^3+2632*a^3*c^2*p^3*x^3+12152*a^3*c^2*p^2*q*x^3+6420 *a^3*c^2*p^2*r*x^3+14416*a^3*c^2*p*q^2*x^3+18936*a^3*c^2*p*q*r*x^3+3792*a^3*c^2 *p*r^2*x^3+4896*a^3*c^2*q^3*x^3+10464*a^3*c^2*q^2*r*x^3+5136*a^3*c^2*q*r^2*x^3+ 440*a^3*c^2*r^3*x^3+100*a^3*c*g^4*x^3+1048*a^3*c*g^3*p*x^3+1248*a^3*c*g^3*q*x^3 +1188*a^3*c*g^3*r*x^3+2232*a^3*c*g^2*p^2*x^3+6056*a^3*c*g^2*p*q*x^3+4176*a^3*c* g^2*p*r*x^3+3444*a^3*c*g^2*q^2*x^3+5496*a^3*c*g^2*q*r*x^3+1336*a^3*c*g^2*r^2*x^ 3+1464*a^3*c*g*p^3*x^3+7480*a^3*c*g*p^2*q*x^3+3780*a^3*c*g*p^2*r*x^3+9192*a^3*c *g*p*q^2*x^3+12420*a^3*c*g*p*q*r*x^3+2352*a^3*c*g*p*r^2*x^3+3176*a^3*c*g*q^3*x^ 3+7044*a^3*c*g*q^2*r*x^3+3520*a^3*c*g*q*r^2*x^3+280*a^3*c*g*r^3*x^3+276*a^3*c*p ^4*x^3+2568*a^3*c*p^3*q*x^3+882*a^3*c*p^3*r*x^3+5220*a^3*c*p^2*q^2*x^3+5994*a^3 *c*p^2*q*r*x^3+768*a^3*c*p^2*r^2*x^3+3840*a^3*c*p*q^3*x^3+7686*a^3*c*p*q^2*r*x^ 3+3312*a^3*c*p*q*r^2*x^3+180*a^3*c*p*r^3*x^3+912*a^3*c*q^4*x^3+2574*a^3*c*q^3*r *x^3+1896*a^3*c*q^2*r^2*x^3+340*a^3*c*q*r^3*x^3+50*a^3*g^4*p*x^3+50*a^3*g^4*q*x ^3+75*a^3*g^4*r*x^3+190*a^3*g^3*p^2*x^3+480*a^3*g^3*p*q*x^3+378*a^3*g^3*p*r*x^3 +290*a^3*g^3*q^2*x^3+528*a^3*g^3*q*r*x^3+124*a^3*g^3*r^2*x^3+190*a^3*g^2*p^3*x^ 3+1050*a^3*g^2*p^2*q*x^3+507*a^3*g^2*p^2*r*x^3+1340*a^3*g^2*p*q^2*x^3+1920*a^3* g^2*p*q*r*x^3+328*a^3*g^2*p*r^2*x^3+480*a^3*g^2*q^3*x^3+1128*a^3*g^2*q^2*r*x^3+ 576*a^3*g^2*q*r^2*x^3+40*a^3*g^2*r^3*x^3+50*a^3*g*p^4*x^3+756*a^3*g*p^3*q*x^3+ 168*a^3*g*p^3*r*x^3+1666*a^3*g*p^2*q^2*x^3+1896*a^3*g*p^2*q*r*x^3+156*a^3*g*p^2 *r^2*x^3+1264*a^3*g*p*q^3*x^3+2616*a^3*g*p*q^2*r*x^3+1120*a^3*g*p*q*r^2*x^3+40* a^3*g*p*r^3*x^3+304*a^3*g*q^4*x^3+888*a^3*g*q^3*r*x^3+672*a^3*g*q^2*r^2*x^3+120 *a^3*g*q*r^3*x^3+176*a^3*p^4*q*x^3+592*a^3*p^3*q^2*x^3+546*a^3*p^3*q*r*x^3+720* a^3*p^2*q^3*x^3+1314*a^3*p^2*q^2*r*x^3+456*a^3*p^2*q*r^2*x^3+368*a^3*p*q^4*x^3+ 990*a^3*p*q^3*r*x^3+672*a^3*p*q^2*r^2*x^3+100*a^3*p*q*r^3*x^3+64*a^3*q^5*x^3+ 222*a^3*q^4*r*x^3+216*a^3*q^3*r^2*x^3+60*a^3*q^2*r^3*x^3+320*a^2*b^5*c*x^3+160* a^2*b^5*p*x^3+160*a^2*b^5*q*x^3+240*a^2*b^5*r*x^3+3456*a^2*b^4*c^2*x^3+1248*a^2 *b^4*c*g*x^3+3136*a^2*b^4*c*p*x^3+2816*a^2*b^4*c*q*x^3+3168*a^2*b^4*c*r*x^3+624 *a^2*b^4*g*p*x^3+624*a^2*b^4*g*q*x^3+936*a^2*b^4*g*r*x^3+704*a^2*b^4*p^2*x^3+ 1248*a^2*b^4*p*q*x^3+1344*a^2*b^4*p*r*x^3+544*a^2*b^4*q^2*x^3+1104*a^2*b^4*q*r* x^3+384*a^2*b^4*r^2*x^3+13568*a^2*b^3*c^3*x^3+9952*a^2*b^3*c^2*g*x^3+17152*a^2* b^3*c^2*p*x^3+16256*a^2*b^3*c^2*q*x^3+14928*a^2*b^3*c^2*r*x^3+1744*a^2*b^3*c*g^ 2*x^3+8880*a^2*b^3*c*g*p*x^3+8432*a^2*b^3*c*g*q*x^3+9120*a^2*b^3*c*g*r*x^3+7008 *a^2*b^3*c*p^2*x^3+13824*a^2*b^3*c*p*q*x^3+11952*a^2*b^3*c*p*r*x^3+6176*a^2*b^3 *c*q^2*x^3+10992*a^2*b^3*c*q*r*x^3+3360*a^2*b^3*c*r^2*x^3+872*a^2*b^3*g^2*p*x^3 +872*a^2*b^3*g^2*q*x^3+1308*a^2*b^3*g^2*r*x^3+1952*a^2*b^3*g*p^2*x^3+3680*a^2*b ^3*g*p*q*x^3+3756*a^2*b^3*g*p*r*x^3+1728*a^2*b^3*g*q^2*x^3+3420*a^2*b^3*g*q*r*x ^3+1104*a^2*b^3*g*r^2*x^3+912*a^2*b^3*p^3*x^3+2864*a^2*b^3*p^2*q*x^3+2268*a^2*b ^3*p^2*r*x^3+2672*a^2*b^3*p*q^2*x^3+4584*a^2*b^3*p*q*r*x^3+1296*a^2*b^3*p*r^2*x ^3+720*a^2*b^3*q^3*x^3+1836*a^2*b^3*q^2*r*x^3+1104*a^2*b^3*q*r^2*x^3+120*a^2*b^ 3*r^3*x^3+25600*a^2*b^2*c^4*x^3+28352*a^2*b^2*c^3*g*x^3+40960*a^2*b^2*c^3*p*x^3 +40960*a^2*b^2*c^3*q*x^3+33024*a^2*b^2*c^3*r*x^3+9984*a^2*b^2*c^2*g^2*x^3+35200 *a^2*b^2*c^2*g*p*x^3+35200*a^2*b^2*c^2*g*q*x^3+30912*a^2*b^2*c^2*g*r*x^3+23536* a^2*b^2*c^2*p^2*x^3+50048*a^2*b^2*c^2*p*q*x^3+37680*a^2*b^2*c^2*p*r*x^3+23536*a ^2*b^2*c^2*q^2*x^3+37680*a^2*b^2*c^2*q*r*x^3+10368*a^2*b^2*c^2*r^2*x^3+1104*a^2 *b^2*c*g^3*x^3+8752*a^2*b^2*c*g^2*p*x^3+8752*a^2*b^2*c*g^2*q*x^3+9072*a^2*b^2*c *g^2*r*x^3+13992*a^2*b^2*c*g*p^2*x^3+29472*a^2*b^2*c*g*p*q*x^3+24048*a^2*b^2*c* g*p*r*x^3+13992*a^2*b^2*c*g*q^2*x^3+24048*a^2*b^2*c*g*q*r*x^3+6816*a^2*b^2*c*g* r^2*x^3+5656*a^2*b^2*c*p^3*x^3+19608*a^2*b^2*c*p^2*q*x^3+13356*a^2*b^2*c*p^2*r* x^3+19608*a^2*b^2*c*p*q^2*x^3+29808*a^2*b^2*c*p*q*r*x^3+7392*a^2*b^2*c*p*r^2*x^ 3+5656*a^2*b^2*c*q^3*x^3+13356*a^2*b^2*c*q^2*r*x^3+7392*a^2*b^2*c*q*r^2*x^3+720 *a^2*b^2*c*r^3*x^3+552*a^2*b^2*g^3*p*x^3+552*a^2*b^2*g^3*q*x^3+828*a^2*b^2*g^3* r*x^3+1880*a^2*b^2*g^2*p^2*x^3+3760*a^2*b^2*g^2*p*q*x^3+3612*a^2*b^2*g^2*p*r*x^ 3+1880*a^2*b^2*g^2*q^2*x^3+3612*a^2*b^2*g^2*q*r*x^3+1056*a^2*b^2*g^2*r^2*x^3+ 1740*a^2*b^2*g*p^3*x^3+5964*a^2*b^2*g*p^2*q*x^3+4338*a^2*b^2*g*p^2*r*x^3+5964*a ^2*b^2*g*p*q^2*x^3+9792*a^2*b^2*g*p*q*r*x^3+2496*a^2*b^2*g*p*r^2*x^3+1740*a^2*b ^2*g*q^3*x^3+4338*a^2*b^2*g*q^2*r*x^3+2496*a^2*b^2*g*q*r^2*x^3+240*a^2*b^2*g*r^ 3*x^3+464*a^2*b^2*p^4*x^3+2432*a^2*b^2*p^3*q*x^3+1416*a^2*b^2*p^3*r*x^3+3936*a^ 2*b^2*p^2*q^2*x^3+5544*a^2*b^2*p^2*q*r*x^3+1152*a^2*b^2*p^2*r^2*x^3+2432*a^2*b^ 2*p*q^3*x^3+5544*a^2*b^2*p*q^2*r*x^3+2880*a^2*b^2*p*q*r^2*x^3+240*a^2*b^2*p*r^3 *x^3+464*a^2*b^2*q^4*x^3+1416*a^2*b^2*q^3*r*x^3+1152*a^2*b^2*q^2*r^2*x^3+240*a^ 2*b^2*q*r^3*x^3+23616*a^2*b*c^5*x^3+35168*a^2*b*c^4*g*x^3+45440*a^2*b*c^4*p*x^3 +47360*a^2*b*c^4*q*x^3+35280*a^2*b*c^4*r*x^3+18720*a^2*b*c^3*g^2*x^3+55200*a^2* b*c^3*g*p*x^3+57888*a^2*b*c^3*g*q*x^3+44856*a^2*b*c^3*g*r*x^3+33168*a^2*b*c^3*p ^2*x^3+74496*a^2*b*c^3*p*q*x^3+51456*a^2*b*c^3*p*r*x^3+36624*a^2*b*c^3*q^2*x^3+ 54528*a^2*b*c^3*q*r*x^3+14016*a^2*b*c^3*r^2*x^3+4152*a^2*b*c^2*g^3*x^3+22728*a^ 2*b*c^2*g^2*p*x^3+23992*a^2*b*c^2*g^2*q*x^3+20100*a^2*b*c^2*g^2*r*x^3+30664*a^2 *b*c^2*g*p^2*x^3+69712*a^2*b*c^2*g*p*q*x^3+49740*a^2*b*c^2*g*p*r*x^3+34416*a^2* b*c^2*g*q^2*x^3+53316*a^2*b*c^2*g*q*r*x^3+13824*a^2*b*c^2*g*r^2*x^3+11240*a^2*b *c^2*p^3*x^3+41960*a^2*b*c^2*p^2*q*x^3+25896*a^2*b*c^2*p^2*r*x^3+44224*a^2*b*c^ 2*p*q^2*x^3+61992*a^2*b*c^2*p*q*r*x^3+14160*a^2*b*c^2*p*r^2*x^3+13504*a^2*b*c^2 *q^3*x^3+29940*a^2*b*c^2*q^2*r*x^3+15504*a^2*b*c^2*q*r^2*x^3+1440*a^2*b*c^2*r^3 *x^3+316*a^2*b*c*g^4*x^3+3560*a^2*b*c*g^3*p*x^3+3760*a^2*b*c*g^3*q*x^3+3720*a^2 *b*c*g^3*r*x^3+8692*a^2*b*c*g^2*p^2*x^3+19736*a^2*b*c*g^2*p*q*x^3+15072*a^2*b*c *g^2*p*r*x^3+9904*a^2*b*c*g^2*q^2*x^3+16392*a^2*b*c*g^2*q*r*x^3+4264*a^2*b*c*g^ 2*r^2*x^3+6932*a^2*b*c*g*p^3*x^3+26636*a^2*b*c*g*p^2*q*x^3+16644*a^2*b*c*g*p^2* r*x^3+28348*a^2*b*c*g*p*q^2*x^3+41340*a^2*b*c*g*p*q*r*x^3+9392*a^2*b*c*g*p*r^2* x^3+8644*a^2*b*c*g*q^3*x^3+19908*a^2*b*c*g*q^2*r*x^3+10560*a^2*b*c*g*q*r^2*x^3+ 940*a^2*b*c*g*r^3*x^3+1696*a^2*b*c*p^4*x^3+9904*a^2*b*c*p^3*q*x^3+5094*a^2*b*c* p^3*r*x^3+17052*a^2*b*c*p^2*q^2*x^3+21942*a^2*b*c*p^2*q*r*x^3+4104*a^2*b*c*p^2* r^2*x^3+11176*a^2*b*c*p*q^3*x^3+23634*a^2*b*c*p*q^2*r*x^3+11280*a^2*b*c*p*q*r^2 *x^3+860*a^2*b*c*p*r^3*x^3+2332*a^2*b*c*q^4*x^3+6786*a^2*b*c*q^3*r*x^3+5232*a^2 *b*c*q^2*r^2*x^3+1020*a^2*b*c*q*r^3*x^3+158*a^2*b*g^4*p*x^3+158*a^2*b*g^4*q*x^3 +237*a^2*b*g^4*r*x^3+742*a^2*b*g^3*p^2*x^3+1584*a^2*b*g^3*p*q*x^3+1416*a^2*b*g^ 3*p*r*x^3+842*a^2*b*g^3*q^2*x^3+1566*a^2*b*g^3*q*r*x^3+404*a^2*b*g^3*r^2*x^3+ 1004*a^2*b*g^2*p^3*x^3+3872*a^2*b*g^2*p^2*q*x^3+2514*a^2*b*g^2*p^2*r*x^3+4162*a ^2*b*g^2*p*q^2*x^3+6504*a^2*b*g^2*p*q*r*x^3+1456*a^2*b*g^2*p*r^2*x^3+1294*a^2*b *g^2*q^3*x^3+3135*a^2*b*g^2*q^2*r*x^3+1704*a^2*b*g^2*q*r^2*x^3+140*a^2*b*g^2*r^ 3*x^3+502*a^2*b*g*p^4*x^3+3168*a^2*b*g*p^3*q*x^3+1557*a^2*b*g*p^3*r*x^3+5586*a^ 2*b*g*p^2*q^2*x^3+7407*a^2*b*g*p^2*q*r*x^3+1296*a^2*b*g*p^2*r^2*x^3+3676*a^2*b* g*p*q^3*x^3+8127*a^2*b*g*p*q^2*r*x^3+3984*a^2*b*g*p*q*r^2*x^3+280*a^2*b*g*p*r^3 *x^3+756*a^2*b*g*q^4*x^3+2277*a^2*b*g*q^3*r*x^3+1812*a^2*b*g*q^2*r^2*x^3+360*a^ 2*b*g*q*r^3*x^3+82*a^2*b*p^5*x^3+810*a^2*b*p^4*q*x^3+294*a^2*b*p^4*r*x^3+2084*a ^2*b*p^3*q^2*x^3+2370*a^2*b*p^3*q*r*x^3+300*a^2*b*p^3*r^2*x^3+2212*a^2*b*p^2*q^ 3*x^3+4374*a^2*b*p^2*q^2*r*x^3+1836*a^2*b*p^2*q*r^2*x^3+90*a^2*b*p^2*r^3*x^3+ 1002*a^2*b*p*q^4*x^3+2814*a^2*b*p*q^3*r*x^3+2052*a^2*b*p*q^2*r^2*x^3+360*a^2*b* p*q*r^3*x^3+146*a^2*b*q^5*x^3+516*a^2*b*q^4*r*x^3+516*a^2*b*q^3*r^2*x^3+150*a^2 *b*q^2*r^3*x^3+8512*a^2*c^6*x^3+16064*a^2*c^5*g*x^3+19008*a^2*c^5*p*x^3+20544*a ^2*c^5*q*x^3+14592*a^2*c^5*r*x^3+11584*a^2*c^4*g^2*x^3+30224*a^2*c^4*g*p*x^3+ 32944*a^2*c^4*g*q*x^3+23784*a^2*c^4*g*r*x^3+16592*a^2*c^4*p^2*x^3+39168*a^2*c^4 *p*q*x^3+25536*a^2*c^4*p*r*x^3+20032*a^2*c^4*q^2*x^3+28416*a^2*c^4*q*r*x^3+7008 *a^2*c^4*r^2*x^3+3920*a^2*c^3*g^3*x^3+17720*a^2*c^3*g^2*p*x^3+19544*a^2*c^3*g^2 *q*x^3+14580*a^2*c^3*g^2*r*x^3+21128*a^2*c^3*g*p^2*x^3+50976*a^2*c^3*g*p*q*x^3+ 33552*a^2*c^3*g*p*r*x^3+26168*a^2*c^3*g*q^2*x^3+37872*a^2*c^3*g*q*r*x^3+9360*a^ 2*c^3*g*r^2*x^3+7048*a^2*c^3*p^3*x^3+28328*a^2*c^3*p^2*q*x^3+16188*a^2*c^3*p^2* r*x^3+31304*a^2*c^3*p*q^2*x^3+41424*a^2*c^3*p*q*r*x^3+8928*a^2*c^3*p*r^2*x^3+ 10024*a^2*c^3*q^3*x^3+21228*a^2*c^3*q^2*r*x^3+10464*a^2*c^3*q*r^2*x^3+960*a^2*c ^3*r^3*x^3+604*a^2*c^2*g^4*x^3+4620*a^2*c^2*g^3*p*x^3+5172*a^2*c^2*g^3*q*x^3+ 4134*a^2*c^2*g^3*r*x^3+9348*a^2*c^2*g^2*p^2*x^3+23088*a^2*c^2*g^2*p*q*x^3+15528 *a^2*c^2*g^2*p*r*x^3+11960*a^2*c^2*g^2*q^2*x^3+17916*a^2*c^2*g^2*q*r*x^3+4392*a ^2*c^2*g^2*r^2*x^3+6572*a^2*c^2*g*p^3*x^3+27836*a^2*c^2*g*p^2*q*x^3+15672*a^2*c ^2*g*p^2*r*x^3+31240*a^2*c^2*g*p*q^2*x^3+42084*a^2*c^2*g*p*q*r*x^3+8928*a^2*c^2 *g*p*r^2*x^3+9976*a^2*c^2*g*q^3*x^3+21606*a^2*c^2*g*q^2*r*x^3+10800*a^2*c^2*g*q *r^2*x^3+960*a^2*c^2*g*r^3*x^3+1448*a^2*c^2*p^4*x^3+9584*a^2*c^2*p^3*q*x^3+4374 *a^2*c^2*p^3*r*x^3+17508*a^2*c^2*p^2*q^2*x^3+21006*a^2*c^2*p^2*q*r*x^3+3576*a^2 *c^2*p^2*r^2*x^3+12056*a^2*c^2*p*q^3*x^3+24138*a^2*c^2*p*q^2*r*x^3+10800*a^2*c^ 2*p*q*r^2*x^3+780*a^2*c^2*p*r^3*x^3+2684*a^2*c^2*q^4*x^3+7506*a^2*c^2*q^3*r*x^3 +5520*a^2*c^2*q^2*r^2*x^3+1020*a^2*c^2*q*r^3*x^3+32*a^2*c*g^5*x^3+502*a^2*c*g^4 *p*x^3+566*a^2*c*g^4*q*x^3+531*a^2*c*g^4*r*x^3+1666*a^2*c*g^3*p^2*x^3+4160*a^2* c*g^3*p*q*x^3+2946*a^2*c*g^3*p*r*x^3+2206*a^2*c*g^3*q^2*x^3+3516*a^2*c*g^3*q*r* x^3+836*a^2*c*g^3*r^2*x^3+1892*a^2*c*g^2*p^3*x^3+8492*a^2*c*g^2*p^2*q*x^3+4710* a^2*c*g^2*p^2*r*x^3+9714*a^2*c*g^2*p*q^2*x^3+13512*a^2*c*g^2*p*q*r*x^3+2768*a^2 *c*g^2*p*r^2*x^3+3114*a^2*c*g^2*q^3*x^3+6969*a^2*c*g^2*q^2*r*x^3+3528*a^2*c*g^2 *q*r^2*x^3+290*a^2*c*g^2*r^3*x^3+810*a^2*c*g*p^4*x^3+6212*a^2*c*g*p^3*q*x^3+ 2559*a^2*c*g*p^3*r*x^3+11794*a^2*c*g*p^2*q^2*x^3+14205*a^2*c*g*p^2*q*r*x^3+2192 *a^2*c*g*p^2*r^2*x^3+8192*a^2*c*g*p*q^3*x^3+16803*a^2*c*g*p*q^2*r*x^3+7584*a^2* c*g*p*q*r^2*x^3+500*a^2*c*g*p*r^3*x^3+1800*a^2*c*g*q^4*x^3+5157*a^2*c*g*q^3*r*x ^3+3876*a^2*c*g*q^2*r^2*x^3+720*a^2*c*g*q*r^3*x^3+114*a^2*c*p^5*x^3+1486*a^2*c* p^4*q*x^3+420*a^2*c*p^4*r*x^3+4132*a^2*c*p^3*q^2*x^3+4308*a^2*c*p^3*q*r*x^3+444 *a^2*c*p^3*r^2*x^3+4620*a^2*c*p^2*q^3*x^3+8586*a^2*c*p^2*q^2*r*x^3+3324*a^2*c*p ^2*q*r^2*x^3+140*a^2*c*p^2*r^3*x^3+2218*a^2*c*p*q^4*x^3+5928*a^2*c*p*q^3*r*x^3+ 4068*a^2*c*p*q^2*r^2*x^3+660*a^2*c*p*q*r^3*x^3+358*a^2*c*q^5*x^3+1230*a^2*c*q^4 *r*x^3+1188*a^2*c*q^3*r^2*x^3+330*a^2*c*q^2*r^3*x^3+16*a^2*g^5*p*x^3+16*a^2*g^5 *q*x^3+24*a^2*g^5*r*x^3+100*a^2*g^4*p^2*x^3+232*a^2*g^4*p*q*x^3+189*a^2*g^4*p*r *x^3+132*a^2*g^4*q^2*x^3+237*a^2*g^4*q*r*x^3+52*a^2*g^4*r^2*x^3+168*a^2*g^3*p^3 *x^3+780*a^2*g^3*p^2*q*x^3+429*a^2*g^3*p^2*r*x^3+912*a^2*g^3*p*q^2*x^3+1350*a^2 *g^3*p*q*r*x^3+256*a^2*g^3*p*r^2*x^3+300*a^2*g^3*q^3*x^3+705*a^2*g^3*q^2*r*x^3+ 360*a^2*g^3*q*r^2*x^3+25*a^2*g^3*r^3*x^3+100*a^2*g^2*p^4*x^3+938*a^2*g^2*p^3*q* x^3+327*a^2*g^2*p^3*r*x^3+1862*a^2*g^2*p^2*q^2*x^3+2274*a^2*g^2*p^2*q*r*x^3+292 *a^2*g^2*p^2*r^2*x^3+1310*a^2*g^2*p*q^3*x^3+2790*a^2*g^2*p*q^2*r*x^3+1272*a^2*g ^2*p*q*r^2*x^3+70*a^2*g^2*p*r^3*x^3+286*a^2*g^2*q^4*x^3+843*a^2*g^2*q^3*r*x^3+ 648*a^2*g^2*q^2*r^2*x^3+120*a^2*g^2*q*r^3*x^3+16*a^2*g*p^5*x^3+456*a^2*g*p^4*q* x^3+63*a^2*g*p^4*r*x^3+1392*a^2*g*p^3*q^2*x^3+1395*a^2*g*p^3*q*r*x^3+72*a^2*g*p ^3*r^2*x^3+1600*a^2*g*p^2*q^3*x^3+3024*a^2*g*p^2*q^2*r*x^3+1140*a^2*g*p^2*q*r^2 *x^3+25*a^2*g*p^2*r^3*x^3+768*a^2*g*p*q^4*x^3+2115*a^2*g*p*q^3*r*x^3+1488*a^2*g *p*q^2*r^2*x^3+240*a^2*g*p*q*r^3*x^3+120*a^2*g*q^5*x^3+423*a^2*g*q^4*r*x^3+420* a^2*g*q^3*r^2*x^3+120*a^2*g*q^2*r^3*x^3+82*a^2*p^5*q*x^3+346*a^2*p^4*q^2*x^3+ 294*a^2*p^4*q*r*x^3+564*a^2*p^3*q^3*x^3+954*a^2*p^3*q^2*r*x^3+300*a^2*p^3*q*r^2 *x^3+436*a^2*p^2*q^4*x^3+1098*a^2*p^2*q^3*r*x^3+684*a^2*p^2*q^2*r^2*x^3+90*a^2* p^2*q*r^3*x^3+154*a^2*p*q^5*x^3+510*a^2*p*q^4*r*x^3+468*a^2*p*q^3*r^2*x^3+120*a ^2*p*q^2*r^3*x^3+18*a^2*q^6*x^3+72*a^2*q^5*r*x^3+84*a^2*q^4*r^2*x^3+30*a^2*q^3* r^3*x^3+64*a*b^6*c*x^3+32*a*b^6*p*x^3+32*a*b^6*q*x^3+48*a*b^6*r*x^3+1152*a*b^5* c^2*x^3+384*a*b^5*c*g*x^3+1088*a*b^5*c*p*x^3+832*a*b^5*c*q*x^3+1008*a*b^5*c*r*x ^3+192*a*b^5*g*p*x^3+192*a*b^5*g*q*x^3+288*a*b^5*g*r*x^3+256*a*b^5*p^2*x^3+384* a*b^5*p*q*x^3+456*a*b^5*p*r*x^3+128*a*b^5*q^2*x^3+264*a*b^5*q*r*x^3+96*a*b^5*r^ 2*x^3+6336*a*b^4*c^3*x^3+4544*a*b^4*c^2*g*x^3+8320*a*b^4*c^2*p*x^3+6976*a*b^4*c ^2*q*x^3+6816*a*b^4*c^2*r*x^3+768*a*b^4*c*g^2*x^3+4208*a*b^4*c*g*p*x^3+3536*a*b ^4*c*g*q*x^3+4080*a*b^4*c*g*r*x^3+3568*a*b^4*c*p^2*x^3+6208*a*b^4*c*p*q*x^3+ 5784*a*b^4*c*p*r*x^3+2320*a*b^4*c*q^2*x^3+4344*a*b^4*c*q*r*x^3+1440*a*b^4*c*r^2 *x^3+384*a*b^4*g^2*p*x^3+384*a*b^4*g^2*q*x^3+576*a*b^4*g^2*r*x^3+968*a*b^4*g*p^ 2*x^3+1600*a*b^4*g*p*q*x^3+1788*a*b^4*g*p*r*x^3+632*a*b^4*g*q^2*x^3+1284*a*b^4* g*q*r*x^3+448*a*b^4*g*r^2*x^3+496*a*b^4*p^3*x^3+1360*a*b^4*p^2*q*x^3+1188*a*b^4 *p^2*r*x^3+1072*a*b^4*p*q^2*x^3+1968*a*b^4*p*q*r*x^3+624*a*b^4*p*r^2*x^3+208*a* b^4*q^3*x^3+540*a*b^4*q^2*r*x^3+336*a*b^4*q*r^2*x^3+40*a*b^4*r^3*x^3+16704*a*b^ 3*c^4*x^3+18432*a*b^3*c^3*g*x^3+27776*a*b^3*c^3*p*x^3+25216*a*b^3*c^3*q*x^3+ 21408*a*b^3*c^3*r*x^3+6448*a*b^3*c^2*g^2*x^3+23888*a*b^3*c^2*g*p*x^3+21392*a*b^ 3*c^2*g*q*x^3+19944*a*b^3*c^2*g*r*x^3+16816*a*b^3*c^2*p^2*x^3+32128*a*b^3*c^2*p *q*x^3+25824*a*b^3*c^2*p*r*x^3+13328*a*b^3*c^2*q^2*x^3+22368*a*b^3*c^2*q*r*x^3+ 6624*a*b^3*c^2*r^2*x^3+704*a*b^3*c*g^3*x^3+5896*a*b^3*c*g^2*p*x^3+5288*a*b^3*c* g^2*q*x^3+5820*a*b^3*c*g^2*r*x^3+10056*a*b^3*c*g*p^2*x^3+18752*a*b^3*c*g*p*q*x^ 3+16560*a*b^3*c*g*p*r*x^3+7704*a*b^3*c*g*q^2*x^3+13920*a*b^3*c*g*q*r*x^3+4304*a *b^3*c*g*r^2*x^3+4352*a*b^3*c*p^3*x^3+13264*a*b^3*c*p^2*q*x^3+9924*a*b^3*c*p^2* r*x^3+11712*a*b^3*c*p*q^2*x^3+18864*a*b^3*c*p*q*r*x^3+5184*a*b^3*c*p*r^2*x^3+ 2800*a*b^3*c*q^3*x^3+6876*a*b^3*c*q^2*r*x^3+4032*a*b^3*c*q*r^2*x^3+440*a*b^3*c* r^3*x^3+352*a*b^3*g^3*p*x^3+352*a*b^3*g^3*q*x^3+528*a*b^3*g^3*r*x^3+1336*a*b^3* g^2*p^2*x^3+2368*a*b^3*g^2*p*q*x^3+2496*a*b^3*g^2*p*r*x^3+1032*a*b^3*g^2*q^2*x^ 3+2040*a*b^3*g^2*q*r*x^3+656*a*b^3*g^2*r^2*x^3+1360*a*b^3*g*p^3*x^3+4024*a*b^3* g*p^2*q*x^3+3288*a*b^3*g*p^2*r*x^3+3472*a*b^3*g*p*q^2*x^3+6108*a*b^3*g*p*q*r*x^ 3+1776*a*b^3*g*p*r^2*x^3+808*a*b^3*g*q^3*x^3+2076*a*b^3*g*q^2*r*x^3+1264*a*b^3* g*q*r^2*x^3+140*a*b^3*g*r^3*x^3+400*a*b^3*p^4*x^3+1760*a*b^3*p^3*q*x^3+1194*a*b ^3*p^3*r*x^3+2496*a*b^3*p^2*q^2*x^3+3798*a*b^3*p^2*q*r*x^3+936*a*b^3*p^2*r^2*x^ 3+1312*a*b^3*p*q^3*x^3+3150*a*b^3*p*q^2*r*x^3+1776*a*b^3*p*q*r^2*x^3+180*a*b^3* p*r^3*x^3+176*a*b^3*q^4*x^3+546*a*b^3*q^3*r*x^3+456*a*b^3*q^2*r^2*x^3+100*a*b^3 *q*r^3*x^3+23616*a*b^2*c^5*x^3+35168*a*b^2*c^4*g*x^3+47360*a*b^2*c^4*p*x^3+ 45440*a*b^2*c^4*q*x^3+35280*a*b^2*c^4*r*x^3+18720*a*b^2*c^3*g^2*x^3+57888*a*b^2 *c^3*g*p*x^3+55200*a*b^2*c^3*g*q*x^3+44856*a*b^2*c^3*g*r*x^3+36624*a*b^2*c^3*p^ 2*x^3+74496*a*b^2*c^3*p*q*x^3+54528*a*b^2*c^3*p*r*x^3+33168*a*b^2*c^3*q^2*x^3+ 51456*a*b^2*c^3*q*r*x^3+14016*a*b^2*c^3*r^2*x^3+4152*a*b^2*c^2*g^3*x^3+23992*a* b^2*c^2*g^2*p*x^3+22728*a*b^2*c^2*g^2*q*x^3+20100*a*b^2*c^2*g^2*r*x^3+34416*a*b ^2*c^2*g*p^2*x^3+69712*a*b^2*c^2*g*p*q*x^3+53316*a*b^2*c^2*g*p*r*x^3+30664*a*b^ 2*c^2*g*q^2*x^3+49740*a*b^2*c^2*g*q*r*x^3+13824*a*b^2*c^2*g*r^2*x^3+13504*a*b^2 *c^2*p^3*x^3+44224*a*b^2*c^2*p^2*q*x^3+29940*a*b^2*c^2*p^2*r*x^3+41960*a*b^2*c^ 2*p*q^2*x^3+61992*a*b^2*c^2*p*q*r*x^3+15504*a*b^2*c^2*p*r^2*x^3+11240*a*b^2*c^2 *q^3*x^3+25896*a*b^2*c^2*q^2*r*x^3+14160*a*b^2*c^2*q*r^2*x^3+1440*a*b^2*c^2*r^3 *x^3+316*a*b^2*c*g^4*x^3+3760*a*b^2*c*g^3*p*x^3+3560*a*b^2*c*g^3*q*x^3+3720*a*b ^2*c*g^3*r*x^3+9904*a*b^2*c*g^2*p^2*x^3+19736*a*b^2*c*g^2*p*q*x^3+16392*a*b^2*c *g^2*p*r*x^3+8692*a*b^2*c*g^2*q^2*x^3+15072*a*b^2*c*g^2*q*r*x^3+4264*a*b^2*c*g^ 2*r^2*x^3+8644*a*b^2*c*g*p^3*x^3+28348*a*b^2*c*g*p^2*q*x^3+19908*a*b^2*c*g*p^2* r*x^3+26636*a*b^2*c*g*p*q^2*x^3+41340*a*b^2*c*g*p*q*r*x^3+10560*a*b^2*c*g*p*r^2 *x^3+6932*a*b^2*c*g*q^3*x^3+16644*a*b^2*c*g*q^2*r*x^3+9392*a*b^2*c*g*q*r^2*x^3+ 940*a*b^2*c*g*r^3*x^3+2332*a*b^2*c*p^4*x^3+11176*a*b^2*c*p^3*q*x^3+6786*a*b^2*c *p^3*r*x^3+17052*a*b^2*c*p^2*q^2*x^3+23634*a*b^2*c*p^2*q*r*x^3+5232*a*b^2*c*p^2 *r^2*x^3+9904*a*b^2*c*p*q^3*x^3+21942*a*b^2*c*p*q^2*r*x^3+11280*a*b^2*c*p*q*r^2 *x^3+1020*a*b^2*c*p*r^3*x^3+1696*a*b^2*c*q^4*x^3+5094*a*b^2*c*q^3*r*x^3+4104*a* b^2*c*q^2*r^2*x^3+860*a*b^2*c*q*r^3*x^3+158*a*b^2*g^4*p*x^3+158*a*b^2*g^4*q*x^3 +237*a*b^2*g^4*r*x^3+842*a*b^2*g^3*p^2*x^3+1584*a*b^2*g^3*p*q*x^3+1566*a*b^2*g^ 3*p*r*x^3+742*a*b^2*g^3*q^2*x^3+1416*a*b^2*g^3*q*r*x^3+404*a*b^2*g^3*r^2*x^3+ 1294*a*b^2*g^2*p^3*x^3+4162*a*b^2*g^2*p^2*q*x^3+3135*a*b^2*g^2*p^2*r*x^3+3872*a *b^2*g^2*p*q^2*x^3+6504*a*b^2*g^2*p*q*r*x^3+1704*a*b^2*g^2*p*r^2*x^3+1004*a*b^2 *g^2*q^3*x^3+2514*a*b^2*g^2*q^2*r*x^3+1456*a*b^2*g^2*q*r^2*x^3+140*a*b^2*g^2*r^ 3*x^3+756*a*b^2*g*p^4*x^3+3676*a*b^2*g*p^3*q*x^3+2277*a*b^2*g*p^3*r*x^3+5586*a* b^2*g*p^2*q^2*x^3+8127*a*b^2*g*p^2*q*r*x^3+1812*a*b^2*g*p^2*r^2*x^3+3168*a*b^2* g*p*q^3*x^3+7407*a*b^2*g*p*q^2*r*x^3+3984*a*b^2*g*p*q*r^2*x^3+360*a*b^2*g*p*r^3 *x^3+502*a*b^2*g*q^4*x^3+1557*a*b^2*g*q^3*r*x^3+1296*a*b^2*g*q^2*r^2*x^3+280*a* b^2*g*q*r^3*x^3+146*a*b^2*p^5*x^3+1002*a*b^2*p^4*q*x^3+516*a*b^2*p^4*r*x^3+2212 *a*b^2*p^3*q^2*x^3+2814*a*b^2*p^3*q*r*x^3+516*a*b^2*p^3*r^2*x^3+2084*a*b^2*p^2* q^3*x^3+4374*a*b^2*p^2*q^2*r*x^3+2052*a*b^2*p^2*q*r^2*x^3+150*a*b^2*p^2*r^3*x^3 +810*a*b^2*p*q^4*x^3+2370*a*b^2*p*q^3*r*x^3+1836*a*b^2*p*q^2*r^2*x^3+360*a*b^2* p*q*r^3*x^3+82*a*b^2*q^5*x^3+294*a*b^2*q^4*r*x^3+300*a*b^2*q^3*r^2*x^3+90*a*b^2 *q^2*r^3*x^3+17280*a*b*c^6*x^3+32512*a*b*c^5*g*x^3+40448*a*b*c^5*p*x^3+40448*a* b*c^5*q*x^3+29760*a*b*c^5*r*x^3+23360*a*b*c^4*g^2*x^3+64512*a*b*c^4*g*p*x^3+ 64512*a*b*c^4*g*q*x^3+48240*a*b*c^4*g*r*x^3+37776*a*b*c^4*p^2*x^3+80640*a*b*c^4 *p*q*x^3+55680*a*b*c^4*p*r*x^3+37776*a*b*c^4*q^2*x^3+55680*a*b*c^4*q*r*x^3+ 14400*a*b*c^4*r^2*x^3+7872*a*b*c^3*g^3*x^3+38000*a*b*c^3*g^2*p*x^3+38000*a*b*c^ 3*g^2*q*x^3+29400*a*b*c^3*g^2*r*x^3+48832*a*b*c^3*g*p^2*x^3+105024*a*b*c^3*g*p* q*x^3+73536*a*b*c^3*g*p*r*x^3+48832*a*b*c^3*g*q^2*x^3+73536*a*b*c^3*g*q*r*x^3+ 19040*a*b*c^3*g*r^2*x^3+17792*a*b*c^3*p^3*x^3+61792*a*b*c^3*p^2*q*x^3+39144*a*b *c^3*p^2*r*x^3+61792*a*b*c^3*p*q^2*x^3+86304*a*b*c^3*p*q*r*x^3+20352*a*b*c^3*p* r^2*x^3+17792*a*b*c^3*q^3*x^3+39144*a*b*c^3*q^2*r*x^3+20352*a*b*c^3*q*r^2*x^3+ 2000*a*b*c^3*r^3*x^3+1208*a*b*c^2*g^4*x^3+9968*a*b*c^2*g^3*p*x^3+9968*a*b*c^2*g ^3*q*x^3+8292*a*b*c^2*g^3*r*x^3+22028*a*b*c^2*g^2*p^2*x^3+47616*a*b*c^2*g^2*p*q *x^3+34356*a*b*c^2*g^2*p*r*x^3+22028*a*b*c^2*g^2*q^2*x^3+34356*a*b*c^2*g^2*q*r* x^3+8848*a*b*c^2*g^2*r^2*x^3+17332*a*b*c^2*g*p^3*x^3+61428*a*b*c^2*g*p^2*q*x^3+ 39102*a*b*c^2*g*p^2*r*x^3+61428*a*b*c^2*g*p*q^2*x^3+87816*a*b*c^2*g*p*q*r*x^3+ 20656*a*b*c^2*g*p*r^2*x^3+17332*a*b*c^2*g*q^3*x^3+39102*a*b*c^2*g*q^2*r*x^3+ 20656*a*b*c^2*g*q*r^2*x^3+1960*a*b*c^2*g*r^3*x^3+4364*a*b*c^2*p^4*x^3+22568*a*b *c^2*p^3*q*x^3+12636*a*b*c^2*p^3*r*x^3+36408*a*b*c^2*p^2*q^2*x^3+47412*a*b*c^2* p^2*q*r*x^3+9768*a*b*c^2*p^2*r^2*x^3+22568*a*b*c^2*p*q^3*x^3+47412*a*b*c^2*p*q^ 2*r*x^3+22944*a*b*c^2*p*q*r^2*x^3+1960*a*b*c^2*p*r^3*x^3+4364*a*b*c^2*q^4*x^3+ 12636*a*b*c^2*q^3*r*x^3+9768*a*b*c^2*q^2*r^2*x^3+1960*a*b*c^2*q*r^3*x^3+64*a*b* c*g^5*x^3+1084*a*b*c*g^4*p*x^3+1084*a*b*c*g^4*q*x^3+1062*a*b*c*g^4*r*x^3+4008*a *b*c*g^3*p^2*x^3+8592*a*b*c*g^3*p*q*x^3+6630*a*b*c*g^3*p*r*x^3+4008*a*b*c*g^3*q ^2*x^3+6630*a*b*c*g^3*q*r*x^3+1672*a*b*c*g^3*r^2*x^3+5274*a*b*c*g^2*p^3*x^3+ 19010*a*b*c*g^2*p^2*q*x^3+12291*a*b*c*g^2*p^2*r*x^3+19010*a*b*c*g^2*p*q^2*x^3+ 28248*a*b*c*g^2*p*q*r*x^3+6584*a*b*c*g^2*p*r^2*x^3+5274*a*b*c*g^2*q^3*x^3+12291 *a*b*c*g^2*q^2*r*x^3+6584*a*b*c*g^2*q*r^2*x^3+580*a*b*c*g^2*r^3*x^3+2794*a*b*c* g*p^4*x^3+15140*a*b*c*g*p^3*q*x^3+8316*a*b*c*g*p^3*r*x^3+24692*a*b*c*g*p^2*q^2* x^3+32808*a*b*c*g*p^2*q*r*x^3+6596*a*b*c*g*p^2*r^2*x^3+15140*a*b*c*g*p*q^3*x^3+ 32808*a*b*c*g*p*q^2*r*x^3+16224*a*b*c*g*p*q*r^2*x^3+1340*a*b*c*g*p*r^3*x^3+2794 *a*b*c*g*q^4*x^3+8316*a*b*c*g*q^3*r*x^3+6596*a*b*c*g*q^2*r^2*x^3+1340*a*b*c*g*q *r^3*x^3+508*a*b*c*p^5*x^3+3884*a*b*c*p^4*q*x^3+1794*a*b*c*p^4*r*x^3+9112*a*b*c *p^3*q^2*x^3+10812*a*b*c*p^3*q*r*x^3+1800*a*b*c*p^3*r^2*x^3+9112*a*b*c*p^2*q^3* x^3+18036*a*b*c*p^2*q^2*r*x^3+7896*a*b*c*p^2*q*r^2*x^3+530*a*b*c*p^2*r^3*x^3+ 3884*a*b*c*p*q^4*x^3+10812*a*b*c*p*q^3*r*x^3+7896*a*b*c*p*q^2*r^2*x^3+1440*a*b* c*p*q*r^3*x^3+508*a*b*c*q^5*x^3+1794*a*b*c*q^4*r*x^3+1800*a*b*c*q^3*r^2*x^3+530 *a*b*c*q^2*r^3*x^3+32*a*b*g^5*p*x^3+32*a*b*g^5*q*x^3+48*a*b*g^5*r*x^3+240*a*b*g ^4*p^2*x^3+480*a*b*g^4*p*q*x^3+438*a*b*g^4*p*r*x^3+240*a*b*g^4*q^2*x^3+438*a*b* g^4*q*r*x^3+104*a*b*g^4*r^2*x^3+496*a*b*g^3*p^3*x^3+1776*a*b*g^3*p^2*q*x^3+1200 *a*b*g^3*p^2*r*x^3+1776*a*b*g^3*p*q^2*x^3+2832*a*b*g^3*p*q*r*x^3+648*a*b*g^3*p* r^2*x^3+496*a*b*g^3*q^3*x^3+1200*a*b*g^3*q^2*r*x^3+648*a*b*g^3*q*r^2*x^3+50*a*b *g^3*r^3*x^3+420*a*b*g^2*p^4*x^3+2384*a*b*g^2*p^3*q*x^3+1281*a*b*g^2*p^3*r*x^3+ 3928*a*b*g^2*p^2*q^2*x^3+5397*a*b*g^2*p^2*q*r*x^3+1036*a*b*g^2*p^2*r^2*x^3+2384 *a*b*g^2*p*q^3*x^3+5397*a*b*g^2*p*q^2*r*x^3+2736*a*b*g^2*p*q*r^2*x^3+210*a*b*g^ 2*p*r^3*x^3+420*a*b*g^2*q^4*x^3+1281*a*b*g^2*q^3*r*x^3+1036*a*b*g^2*q^2*r^2*x^3 +210*a*b*g^2*q*r^3*x^3+152*a*b*g*p^5*x^3+1304*a*b*g*p^4*q*x^3+552*a*b*g*p^4*r*x ^3+3152*a*b*g*p^3*q^2*x^3+3774*a*b*g*p^3*q*r*x^3+572*a*b*g*p^3*r^2*x^3+3152*a*b *g*p^2*q^3*x^3+6444*a*b*g*p^2*q^2*r*x^3+2868*a*b*g*p^2*q*r^2*x^3+175*a*b*g*p^2* r^3*x^3+1304*a*b*g*p*q^4*x^3+3774*a*b*g*p*q^3*r*x^3+2868*a*b*g*p*q^2*r^2*x^3+ 540*a*b*g*p*q*r^3*x^3+152*a*b*g*q^5*x^3+552*a*b*g*q^4*r*x^3+572*a*b*g*q^3*r^2*x ^3+175*a*b*g*q^2*r^3*x^3+20*a*b*p^6*x^3+248*a*b*p^5*q*x^3+81*a*b*p^5*r*x^3+812* a*b*p^4*q^2*x^3+849*a*b*p^4*q*r*x^3+96*a*b*p^4*r^2*x^3+1168*a*b*p^3*q^3*x^3+ 2142*a*b*p^3*q^2*r*x^3+816*a*b*p^3*q*r^2*x^3+35*a*b*p^3*r^3*x^3+812*a*b*p^2*q^4 *x^3+2142*a*b*p^2*q^3*r*x^3+1440*a*b*p^2*q^2*r^2*x^3+225*a*b*p^2*q*r^3*x^3+248* a*b*p*q^5*x^3+849*a*b*p*q^4*r*x^3+816*a*b*p*q^3*r^2*x^3+225*a*b*p*q^2*r^3*x^3+ 20*a*b*q^6*x^3+81*a*b*q^5*r*x^3+96*a*b*q^4*r^2*x^3+35*a*b*q^3*r^3*x^3+5120*a*c^ 7*x^3+11712*a*c^6*g*x^3+13632*a*c^6*p*x^3+14144*a*c^6*q*x^3+10080*a*c^6*r*x^3+ 10688*a*c^5*g^2*x^3+27040*a*c^5*g*p*x^3+28128*a*c^5*g*q*x^3+20064*a*c^5*g*r*x^3 +14768*a*c^5*p^2*x^3+33024*a*c^5*p*q*x^3+21888*a*c^5*p*r*x^3+16144*a*c^5*q^2*x^ 3+23040*a*c^5*q*r*x^3+5760*a*c^5*r^2*x^3+4896*a*c^4*g^3*x^3+20896*a*c^4*g^2*p*x ^3+21824*a*c^4*g^2*q*x^3+15672*a*c^4*g^2*r*x^3+24544*a*c^4*g*p^2*x^3+55584*a*c^ 4*g*p*q*x^3+36816*a*c^4*g*p*r*x^3+27056*a*c^4*g*q^2*x^3+38880*a*c^4*g*q*r*x^3+ 9664*a*c^4*g*r^2*x^3+8296*a*c^4*p^3*x^3+30696*a*c^4*p^2*q*x^3+18360*a*c^4*p^2*r *x^3+32184*a*c^4*p*q^2*x^3+43200*a*c^4*p*q*r*x^3+9696*a*c^4*p*r^2*x^3+9784*a*c^ 4*q^3*x^3+20880*a*c^4*q^2*r*x^3+10464*a*c^4*q*r^2*x^3+1000*a*c^4*r^3*x^3+1152*a *c^3*g^4*x^3+7840*a*c^3*g^3*p*x^3+8240*a*c^3*g^3*q*x^3+6036*a*c^3*g^3*r*x^3+ 15300*a*c^3*g^2*p^2*x^3+35200*a*c^3*g^2*p*q*x^3+23388*a*c^3*g^2*p*r*x^3+17068*a *c^3*g^2*q^2*x^3+24852*a*c^3*g^2*q*r*x^3+6080*a*c^3*g^2*r^2*x^3+10952*a*c^3*g*p ^3*x^3+41776*a*c^3*g*p^2*q*x^3+24726*a*c^3*g*p^2*r*x^3+44024*a*c^3*g*p*q^2*x^3+ 59568*a*c^3*g*p*q*r*x^3+13248*a*c^3*g*p*r^2*x^3+13200*a*c^3*g*q^3*x^3+28506*a*c ^3*g*q^2*r*x^3+14368*a*c^3*g*q*r^2*x^3+1340*a*c^3*g*r^3*x^3+2532*a*c^3*p^4*x^3+ 14408*a*c^3*p^3*q*x^3+7380*a*c^3*p^3*r*x^3+24576*a*c^3*p^2*q^2*x^3+30420*a*c^3* p^2*q*r*x^3+5784*a*c^3*p^2*r^2*x^3+16056*a*c^3*p*q^3*x^3+32508*a*c^3*p*q^2*r*x^ 3+14976*a*c^3*p*q*r^2*x^3+1200*a*c^3*p*r^3*x^3+3356*a*c^3*q^4*x^3+9468*a*c^3*q^ 3*r*x^3+7080*a*c^3*q^2*r^2*x^3+1360*a*c^3*q*r^3*x^3+124*a*c^2*g^5*x^3+1436*a*c^ 2*g^4*p*x^3+1524*a*c^2*g^4*q*x^3+1176*a*c^2*g^4*r*x^3+4372*a*c^2*g^3*p^2*x^3+ 10232*a*c^2*g^3*p*q*x^3+6888*a*c^2*g^3*p*r*x^3+4960*a*c^2*g^3*q^2*x^3+7404*a*c^ 2*g^3*q*r*x^3+1744*a*c^2*g^3*r^2*x^3+5078*a*c^2*g^2*p^3*x^3+20122*a*c^2*g^2*p^2 *q*x^3+11757*a*c^2*g^2*p^2*r*x^3+21350*a*c^2*g^2*p*q^2*x^3+29316*a*c^2*g^2*p*q* r*x^3+6376*a*c^2*g^2*p*r^2*x^3+6306*a*c^2*g^2*q^3*x^3+13851*a*c^2*g^2*q^2*r*x^3 +7000*a*c^2*g^2*q*r^2*x^3+610*a*c^2*g^2*r^3*x^3+2412*a*c^2*g*p^4*x^3+14736*a*c^ 2*g*p^3*q*x^3+7233*a*c^2*g*p^3*r*x^3+25620*a*c^2*g*p^2*q^2*x^3+31821*a*c^2*g*p^ 2*q*r*x^3+5836*a*c^2*g*p^2*r^2*x^3+16680*a*c^2*g*p*q^3*x^3+34293*a*c^2*g*p*q^2* r*x^3+15936*a*c^2*g*p*q*r^2*x^3+1240*a*c^2*g*p*r^3*x^3+3384*a*c^2*g*q^4*x^3+ 9705*a*c^2*g*q^3*r*x^3+7364*a*c^2*g*q^2*r^2*x^3+1420*a*c^2*g*q*r^3*x^3+394*a*c^ 2*p^5*x^3+3558*a*c^2*p^4*q*x^3+1404*a*c^2*p^4*r*x^3+8948*a*c^2*p^3*q^2*x^3+9936 *a*c^2*p^3*q*r*x^3+1428*a*c^2*p^3*r^2*x^3+9436*a*c^2*p^2*q^3*x^3+17874*a*c^2*p^ 2*q^2*r*x^3+7332*a*c^2*p^2*q*r^2*x^3+430*a*c^2*p^2*r^3*x^3+4290*a*c^2*p*q^4*x^3 +11556*a*c^2*p*q^3*r*x^3+8076*a*c^2*p*q^2*r^2*x^3+1380*a*c^2*p*q*r^3*x^3+638*a* c^2*q^5*x^3+2214*a*c^2*q^4*r*x^3+2172*a*c^2*q^3*r^2*x^3+620*a*c^2*q^2*r^3*x^3+4 *a*c*g^6*x^3+110*a*c*g^5*p*x^3+118*a*c*g^5*q*x^3+105*a*c*g^5*r*x^3+554*a*c*g^4* p^2*x^3+1304*a*c*g^4*p*q*x^3+915*a*c*g^4*p*r*x^3+642*a*c*g^4*q^2*x^3+1005*a*c*g ^4*q*r*x^3+216*a*c*g^4*r^2*x^3+962*a*c*g^3*p^3*x^3+3978*a*c*g^3*p^2*q*x^3+2292* a*c*g^3*p^2*r*x^3+4260*a*c*g^3*p*q^2*x^3+6018*a*c*g^3*p*q*r*x^3+1248*a*c*g^3*p* r^2*x^3+1244*a*c*g^3*q^3*x^3+2799*a*c*g^3*q^2*r*x^3+1408*a*c*g^3*q*r^2*x^3+105* a*c*g^3*r^3*x^3+706*a*c*g^2*p^4*x^3+4746*a*c*g^2*p^3*q*x^3+2184*a*c*g^2*p^3*r*x ^3+8448*a*c*g^2*p^2*q^2*x^3+10575*a*c*g^2*p^2*q*r*x^3+1812*a*c*g^2*p^2*r^2*x^3+ 5482*a*c*g^2*p*q^3*x^3+11529*a*c*g^2*p*q^2*r*x^3+5400*a*c*g^2*p*q*r^2*x^3+390*a *c*g^2*p*r^3*x^3+1074*a*c*g^2*q^4*x^3+3138*a*c*g^2*q^3*r*x^3+2412*a*c*g^2*q^2*r ^2*x^3+460*a*c*g^2*q*r^3*x^3+216*a*c*g*p^5*x^3+2386*a*c*g*p^4*q*x^3+801*a*c*g*p ^4*r*x^3+6280*a*c*g*p^3*q^2*x^3+6882*a*c*g*p^3*q*r*x^3+852*a*c*g*p^3*r^2*x^3+ 6684*a*c*g*p^2*q^3*x^3+12843*a*c*g*p^2*q^2*r*x^3+5256*a*c*g*p^2*q*r^2*x^3+270*a *c*g*p^2*r^3*x^3+2992*a*c*g*p*q^4*x^3+8244*a*c*g*p*q^3*r*x^3+5892*a*c*g*p*q^2*r ^2*x^3+1020*a*c*g*p*q*r^3*x^3+418*a*c*g*q^5*x^3+1482*a*c*g*q^4*r*x^3+1488*a*c*g *q^3*r^2*x^3+435*a*c*g*q^2*r^3*x^3+24*a*c*p^6*x^3+432*a*c*p^5*q*x^3+99*a*c*p^5* r*x^3+1548*a*c*p^4*q^2*x^3+1485*a*c*p^4*q*r*x^3+120*a*c*p^4*r^2*x^3+2352*a*c*p^ 3*q^3*x^3+4104*a*c*p^3*q^2*r*x^3+1440*a*c*p^3*q*r^2*x^3+45*a*c*p^3*r^3*x^3+1728 *a*c*p^2*q^4*x^3+4392*a*c*p^2*q^3*r*x^3+2808*a*c*p^2*q^2*r^2*x^3+405*a*c*p^2*q* r^3*x^3+576*a*c*p*q^5*x^3+1917*a*c*p*q^4*r*x^3+1776*a*c*p*q^3*r^2*x^3+465*a*c*p *q^2*r^3*x^3+60*a*c*q^6*x^3+243*a*c*q^5*r*x^3+288*a*c*q^4*r^2*x^3+105*a*c*q^3*r ^3*x^3+2*a*g^6*p*x^3+2*a*g^6*q*x^3+3*a*g^6*r*x^3+24*a*g^5*p^2*x^3+52*a*g^5*p*q* x^3+42*a*g^5*p*r*x^3+28*a*g^5*q^2*x^3+48*a*g^5*q*r*x^3+8*a*g^5*r^2*x^3+62*a*g^4 *p^3*x^3+262*a*g^4*p^2*q*x^3+150*a*g^4*p^2*r*x^3+284*a*g^4*p*q^2*x^3+426*a*g^4* p*q*r*x^3+80*a*g^4*p*r^2*x^3+84*a*g^4*q^3*x^3+195*a*g^4*q^2*r*x^3+96*a*g^4*q*r^ 2*x^3+5*a*g^4*r^3*x^3+62*a*g^3*p^4*x^3+472*a*g^3*p^3*q*x^3+195*a*g^3*p^3*r*x^3+ 864*a*g^3*p^2*q^2*x^3+1101*a*g^3*p^2*q*r*x^3+164*a*g^3*p^2*r^2*x^3+560*a*g^3*p* q^3*x^3+1221*a*g^3*p*q^2*r*x^3+576*a*g^3*p*q*r^2*x^3+35*a*g^3*p*r^3*x^3+106*a*g ^3*q^4*x^3+315*a*g^3*q^3*r*x^3+244*a*g^3*q^2*r^2*x^3+45*a*g^3*q*r^3*x^3+24*a*g^ 2*p^5*x^3+376*a*g^2*p^4*q*x^3+93*a*g^2*p^4*r*x^3+1048*a*g^2*p^3*q^2*x^3+1131*a* g^2*p^3*q*r*x^3+104*a*g^2*p^3*r^2*x^3+1128*a*g^2*p^2*q^3*x^3+2214*a*g^2*p^2*q^2 *r*x^3+900*a*g^2*p^2*q*r^2*x^3+35*a*g^2*p^2*r^3*x^3+496*a*g^2*p*q^4*x^3+1407*a* g^2*p*q^3*r*x^3+1032*a*g^2*p*q^2*r^2*x^3+180*a*g^2*p*q*r^3*x^3+64*a*g^2*q^5*x^3 +231*a*g^2*q^4*r*x^3+236*a*g^2*q^3*r^2*x^3+70*a*g^2*q^2*r^3*x^3+2*a*g*p^6*x^3+ 136*a*g*p^5*q*x^3+9*a*g*p^5*r*x^3+542*a*g*p^4*q^2*x^3+489*a*g*p^4*q*r*x^3+12*a* g*p^4*r^2*x^3+848*a*g*p^3*q^3*x^3+1488*a*g*p^3*q^2*r*x^3+500*a*g*p^3*q*r^2*x^3+ 5*a*g*p^3*r^3*x^3+622*a*g*p^2*q^4*x^3+1620*a*g*p^2*q^3*r*x^3+1056*a*g*p^2*q^2*r ^2*x^3+150*a*g*p^2*q*r^3*x^3+200*a*g*p*q^5*x^3+687*a*g*p*q^4*r*x^3+660*a*g*p*q^ 3*r^2*x^3+180*a*g*p*q^2*r^3*x^3+18*a*g*q^6*x^3+75*a*g*q^5*r*x^3+92*a*g*q^4*r^2* x^3+35*a*g*q^3*r^3*x^3+20*a*p^6*q*x^3+102*a*p^5*q^2*x^3+81*a*p^5*q*r*x^3+210*a* p^4*q^3*x^3+333*a*p^4*q^2*r*x^3+96*a*p^4*q*r^2*x^3+220*a*p^3*q^4*x^3+522*a*p^3* q^3*r*x^3+300*a*p^3*q^2*r^2*x^3+35*a*p^3*q*r^3*x^3+120*a*p^2*q^5*x^3+378*a*p^2* q^4*r*x^3+324*a*p^2*q^3*r^2*x^3+75*a*p^2*q^2*r^3*x^3+30*a*p*q^6*x^3+117*a*p*q^5 *r*x^3+132*a*p*q^4*r^2*x^3+45*a*p*q^3*r^3*x^3+2*a*q^7*x^3+9*a*q^6*r*x^3+12*a*q^ 5*r^2*x^3+5*a*q^4*r^3*x^3+128*b^6*c^2*x^3+32*b^6*c*g*x^3+128*b^6*c*p*x^3+64*b^6 *c*q*x^3+96*b^6*c*r*x^3+16*b^6*g*p*x^3+16*b^6*g*q*x^3+24*b^6*g*r*x^3+32*b^6*p^2 *x^3+32*b^6*p*q*x^3+48*b^6*p*r*x^3+1088*b^5*c^3*x^3+736*b^5*c^2*g*x^3+1472*b^5* c^2*p*x^3+1024*b^5*c^2*q*x^3+1104*b^5*c^2*r*x^3+112*b^5*c*g^2*x^3+704*b^5*c*g*p *x^3+480*b^5*c*g*q*x^3+624*b^5*c*g*r*x^3+656*b^5*c*p^2*x^3+960*b^5*c*p*q*x^3+ 984*b^5*c*p*r*x^3+240*b^5*c*q^2*x^3+504*b^5*c*q*r*x^3+192*b^5*c*r^2*x^3+56*b^5* g^2*p*x^3+56*b^5*g^2*q*x^3+84*b^5*g^2*r*x^3+168*b^5*g*p^2*x^3+224*b^5*g*p*q*x^3 +288*b^5*g*p*r*x^3+56*b^5*g*q^2*x^3+120*b^5*g*q*r*x^3+48*b^5*g*r^2*x^3+96*b^5*p ^3*x^3+224*b^5*p^2*q*x^3+216*b^5*p^2*r*x^3+128*b^5*p*q^2*x^3+264*b^5*p*q*r*x^3+ 96*b^5*p*r^2*x^3+3904*b^4*c^4*x^3+4256*b^4*c^3*g*x^3+6656*b^4*c^3*p*x^3+5376*b^ 4*c^3*q*x^3+4896*b^4*c^3*r*x^3+1456*b^4*c^2*g^2*x^3+5664*b^4*c^2*g*p*x^3+4416*b ^4*c^2*g*q*x^3+4488*b^4*c^2*g*r*x^3+4176*b^4*c^2*p^2*x^3+7104*b^4*c^2*p*q*x^3+ 6120*b^4*c^2*p*r*x^3+2432*b^4*c^2*q^2*x^3+4392*b^4*c^2*q*r*x^3+1440*b^4*c^2*r^2 *x^3+152*b^4*c*g^3*x^3+1368*b^4*c*g^2*p*x^3+1064*b^4*c*g^2*q*x^3+1284*b^4*c*g^2 *r*x^3+2472*b^4*c*g*p^2*x^3+4016*b^4*c*g*p*q*x^3+3876*b^4*c*g*p*r*x^3+1296*b^4* c*g*q^2*x^3+2556*b^4*c*g*q*r*x^3+896*b^4*c*g*r^2*x^3+1136*b^4*c*p^3*x^3+3072*b^ 4*c*p^2*q*x^3+2484*b^4*c*p^2*r*x^3+2296*b^4*c*p*q^2*x^3+3960*b^4*c*p*q*r*x^3+ 1200*b^4*c*p*r^2*x^3+360*b^4*c*q^3*x^3+960*b^4*c*q^2*r*x^3+624*b^4*c*q*r^2*x^3+ 80*b^4*c*r^3*x^3+76*b^4*g^3*p*x^3+76*b^4*g^3*q*x^3+114*b^4*g^3*r*x^3+320*b^4*g^ 2*p^2*x^3+488*b^4*g^2*p*q*x^3+576*b^4*g^2*p*r*x^3+168*b^4*g^2*q^2*x^3+348*b^4*g ^2*q*r*x^3+128*b^4*g^2*r^2*x^3+352*b^4*g*p^3*x^3+904*b^4*g*p^2*q*x^3+816*b^4*g* p^2*r*x^3+628*b^4*g*p*q^2*x^3+1212*b^4*g*p*q*r*x^3+400*b^4*g*p*r^2*x^3+76*b^4*g *q^3*x^3+210*b^4*g*q^2*r*x^3+144*b^4*g*q*r^2*x^3+20*b^4*g*r^3*x^3+112*b^4*p^4*x ^3+432*b^4*p^3*q*x^3+324*b^4*p^3*r*x^3+528*b^4*p^2*q^2*x^3+864*b^4*p^2*q*r*x^3+ 240*b^4*p^2*r^2*x^3+208*b^4*p*q^3*x^3+540*b^4*p*q^2*r*x^3+336*b^4*p*q*r^2*x^3+ 40*b^4*p*r^3*x^3+7616*b^3*c^5*x^3+11360*b^3*c^4*g*x^3+15680*b^3*c^4*p*x^3+13760 *b^3*c^4*q*x^3+11280*b^3*c^4*r*x^3+6048*b^3*c^3*g^2*x^3+19232*b^3*c^3*g*p*x^3+ 16544*b^3*c^3*g*q*x^3+14376*b^3*c^3*g*r*x^3+12592*b^3*c^3*p^2*x^3+23296*b^3*c^3 *p*q*x^3+18048*b^3*c^3*p*r*x^3+9136*b^3*c^3*q^2*x^3+14976*b^3*c^3*q*r*x^3+4416* b^3*c^3*r^2*x^3+1336*b^3*c^2*g^3*x^3+7992*b^3*c^2*g^2*p*x^3+6728*b^3*c^2*g^2*q* x^3+6444*b^3*c^2*g^2*r*x^3+11912*b^3*c^2*g*p^2*x^3+21616*b^3*c^2*g*p*q*x^3+ 17748*b^3*c^2*g*p*r*x^3+8160*b^3*c^2*g*q^2*x^3+14172*b^3*c^2*g*q*r*x^3+4352*b^3 *c^2*g*r^2*x^3+4896*b^3*c^2*p^3*x^3+14416*b^3*c^2*p^2*q*x^3+10464*b^3*c^2*p^2*r *x^3+12152*b^3*c^2*p*q^2*x^3+18936*b^3*c^2*p*q*r*x^3+5136*b^3*c^2*p*r^2*x^3+ 2632*b^3*c^2*q^3*x^3+6420*b^3*c^2*q^2*r*x^3+3792*b^3*c^2*q*r^2*x^3+440*b^3*c^2* r^3*x^3+100*b^3*c*g^4*x^3+1248*b^3*c*g^3*p*x^3+1048*b^3*c*g^3*q*x^3+1188*b^3*c* g^3*r*x^3+3444*b^3*c*g^2*p^2*x^3+6056*b^3*c*g^2*p*q*x^3+5496*b^3*c*g^2*p*r*x^3+ 2232*b^3*c*g^2*q^2*x^3+4176*b^3*c*g^2*q*r*x^3+1336*b^3*c*g^2*r^2*x^3+3176*b^3*c *g*p^3*x^3+9192*b^3*c*g*p^2*q*x^3+7044*b^3*c*g*p^2*r*x^3+7480*b^3*c*g*p*q^2*x^3 +12420*b^3*c*g*p*q*r*x^3+3520*b^3*c*g*p*r^2*x^3+1464*b^3*c*g*q^3*x^3+3780*b^3*c *g*q^2*r*x^3+2352*b^3*c*g*q*r^2*x^3+280*b^3*c*g*r^3*x^3+912*b^3*c*p^4*x^3+3840* b^3*c*p^3*q*x^3+2574*b^3*c*p^3*r*x^3+5220*b^3*c*p^2*q^2*x^3+7686*b^3*c*p^2*q*r* x^3+1896*b^3*c*p^2*r^2*x^3+2568*b^3*c*p*q^3*x^3+5994*b^3*c*p*q^2*r*x^3+3312*b^3 *c*p*q*r^2*x^3+340*b^3*c*p*r^3*x^3+276*b^3*c*q^4*x^3+882*b^3*c*q^3*r*x^3+768*b^ 3*c*q^2*r^2*x^3+180*b^3*c*q*r^3*x^3+50*b^3*g^4*p*x^3+50*b^3*g^4*q*x^3+75*b^3*g^ 4*r*x^3+290*b^3*g^3*p^2*x^3+480*b^3*g^3*p*q*x^3+528*b^3*g^3*p*r*x^3+190*b^3*g^3 *q^2*x^3+378*b^3*g^3*q*r*x^3+124*b^3*g^3*r^2*x^3+480*b^3*g^2*p^3*x^3+1340*b^3*g ^2*p^2*q*x^3+1128*b^3*g^2*p^2*r*x^3+1050*b^3*g^2*p*q^2*x^3+1920*b^3*g^2*p*q*r*x ^3+576*b^3*g^2*p*r^2*x^3+190*b^3*g^2*q^3*x^3+507*b^3*g^2*q^2*r*x^3+328*b^3*g^2* q*r^2*x^3+40*b^3*g^2*r^3*x^3+304*b^3*g*p^4*x^3+1264*b^3*g*p^3*q*x^3+888*b^3*g*p ^3*r*x^3+1666*b^3*g*p^2*q^2*x^3+2616*b^3*g*p^2*q*r*x^3+672*b^3*g*p^2*r^2*x^3+ 756*b^3*g*p*q^3*x^3+1896*b^3*g*p*q^2*r*x^3+1120*b^3*g*p*q*r^2*x^3+120*b^3*g*p*r ^3*x^3+50*b^3*g*q^4*x^3+168*b^3*g*q^3*r*x^3+156*b^3*g*q^2*r^2*x^3+40*b^3*g*q*r^ 3*x^3+64*b^3*p^5*x^3+368*b^3*p^4*q*x^3+222*b^3*p^4*r*x^3+720*b^3*p^3*q^2*x^3+ 990*b^3*p^3*q*r*x^3+216*b^3*p^3*r^2*x^3+592*b^3*p^2*q^3*x^3+1314*b^3*p^2*q^2*r* x^3+672*b^3*p^2*q*r^2*x^3+60*b^3*p^2*r^3*x^3+176*b^3*p*q^4*x^3+546*b^3*p*q^3*r* x^3+456*b^3*p*q^2*r^2*x^3+100*b^3*p*q*r^3*x^3+8512*b^2*c^6*x^3+16064*b^2*c^5*g* x^3+20544*b^2*c^5*p*x^3+19008*b^2*c^5*q*x^3+14592*b^2*c^5*r*x^3+11584*b^2*c^4*g ^2*x^3+32944*b^2*c^4*g*p*x^3+30224*b^2*c^4*g*q*x^3+23784*b^2*c^4*g*r*x^3+20032* b^2*c^4*p^2*x^3+39168*b^2*c^4*p*q*x^3+28416*b^2*c^4*p*r*x^3+16592*b^2*c^4*q^2*x ^3+25536*b^2*c^4*q*r*x^3+7008*b^2*c^4*r^2*x^3+3920*b^2*c^3*g^3*x^3+19544*b^2*c^ 3*g^2*p*x^3+17720*b^2*c^3*g^2*q*x^3+14580*b^2*c^3*g^2*r*x^3+26168*b^2*c^3*g*p^2 *x^3+50976*b^2*c^3*g*p*q*x^3+37872*b^2*c^3*g*p*r*x^3+21128*b^2*c^3*g*q^2*x^3+ 33552*b^2*c^3*g*q*r*x^3+9360*b^2*c^3*g*r^2*x^3+10024*b^2*c^3*p^3*x^3+31304*b^2* c^3*p^2*q*x^3+21228*b^2*c^3*p^2*r*x^3+28328*b^2*c^3*p*q^2*x^3+41424*b^2*c^3*p*q *r*x^3+10464*b^2*c^3*p*r^2*x^3+7048*b^2*c^3*q^3*x^3+16188*b^2*c^3*q^2*r*x^3+ 8928*b^2*c^3*q*r^2*x^3+960*b^2*c^3*r^3*x^3+604*b^2*c^2*g^4*x^3+5172*b^2*c^2*g^3 *p*x^3+4620*b^2*c^2*g^3*q*x^3+4134*b^2*c^2*g^3*r*x^3+11960*b^2*c^2*g^2*p^2*x^3+ 23088*b^2*c^2*g^2*p*q*x^3+17916*b^2*c^2*g^2*p*r*x^3+9348*b^2*c^2*g^2*q^2*x^3+ 15528*b^2*c^2*g^2*q*r*x^3+4392*b^2*c^2*g^2*r^2*x^3+9976*b^2*c^2*g*p^3*x^3+31240 *b^2*c^2*g*p^2*q*x^3+21606*b^2*c^2*g*p^2*r*x^3+27836*b^2*c^2*g*p*q^2*x^3+42084* b^2*c^2*g*p*q*r*x^3+10800*b^2*c^2*g*p*r^2*x^3+6572*b^2*c^2*g*q^3*x^3+15672*b^2* c^2*g*q^2*r*x^3+8928*b^2*c^2*g*q*r^2*x^3+960*b^2*c^2*g*r^3*x^3+2684*b^2*c^2*p^4 *x^3+12056*b^2*c^2*p^3*q*x^3+7506*b^2*c^2*p^3*r*x^3+17508*b^2*c^2*p^2*q^2*x^3+ 24138*b^2*c^2*p^2*q*r*x^3+5520*b^2*c^2*p^2*r^2*x^3+9584*b^2*c^2*p*q^3*x^3+21006 *b^2*c^2*p*q^2*r*x^3+10800*b^2*c^2*p*q*r^2*x^3+1020*b^2*c^2*p*r^3*x^3+1448*b^2* c^2*q^4*x^3+4374*b^2*c^2*q^3*r*x^3+3576*b^2*c^2*q^2*r^2*x^3+780*b^2*c^2*q*r^3*x ^3+32*b^2*c*g^5*x^3+566*b^2*c*g^4*p*x^3+502*b^2*c*g^4*q*x^3+531*b^2*c*g^4*r*x^3 +2206*b^2*c*g^3*p^2*x^3+4160*b^2*c*g^3*p*q*x^3+3516*b^2*c*g^3*p*r*x^3+1666*b^2* c*g^3*q^2*x^3+2946*b^2*c*g^3*q*r*x^3+836*b^2*c*g^3*r^2*x^3+3114*b^2*c*g^2*p^3*x ^3+9714*b^2*c*g^2*p^2*q*x^3+6969*b^2*c*g^2*p^2*r*x^3+8492*b^2*c*g^2*p*q^2*x^3+ 13512*b^2*c*g^2*p*q*r*x^3+3528*b^2*c*g^2*p*r^2*x^3+1892*b^2*c*g^2*q^3*x^3+4710* b^2*c*g^2*q^2*r*x^3+2768*b^2*c*g^2*q*r^2*x^3+290*b^2*c*g^2*r^3*x^3+1800*b^2*c*g *p^4*x^3+8192*b^2*c*g*p^3*q*x^3+5157*b^2*c*g*p^3*r*x^3+11794*b^2*c*g*p^2*q^2*x^ 3+16803*b^2*c*g*p^2*q*r*x^3+3876*b^2*c*g*p^2*r^2*x^3+6212*b^2*c*g*p*q^3*x^3+ 14205*b^2*c*g*p*q^2*r*x^3+7584*b^2*c*g*p*q*r^2*x^3+720*b^2*c*g*p*r^3*x^3+810*b^ 2*c*g*q^4*x^3+2559*b^2*c*g*q^3*r*x^3+2192*b^2*c*g*q^2*r^2*x^3+500*b^2*c*g*q*r^3 *x^3+358*b^2*c*p^5*x^3+2218*b^2*c*p^4*q*x^3+1230*b^2*c*p^4*r*x^3+4620*b^2*c*p^3 *q^2*x^3+5928*b^2*c*p^3*q*r*x^3+1188*b^2*c*p^3*r^2*x^3+4132*b^2*c*p^2*q^3*x^3+ 8586*b^2*c*p^2*q^2*r*x^3+4068*b^2*c*p^2*q*r^2*x^3+330*b^2*c*p^2*r^3*x^3+1486*b^ 2*c*p*q^4*x^3+4308*b^2*c*p*q^3*r*x^3+3324*b^2*c*p*q^2*r^2*x^3+660*b^2*c*p*q*r^3 *x^3+114*b^2*c*q^5*x^3+420*b^2*c*q^4*r*x^3+444*b^2*c*q^3*r^2*x^3+140*b^2*c*q^2* r^3*x^3+16*b^2*g^5*p*x^3+16*b^2*g^5*q*x^3+24*b^2*g^5*r*x^3+132*b^2*g^4*p^2*x^3+ 232*b^2*g^4*p*q*x^3+237*b^2*g^4*p*r*x^3+100*b^2*g^4*q^2*x^3+189*b^2*g^4*q*r*x^3 +52*b^2*g^4*r^2*x^3+300*b^2*g^3*p^3*x^3+912*b^2*g^3*p^2*q*x^3+705*b^2*g^3*p^2*r *x^3+780*b^2*g^3*p*q^2*x^3+1350*b^2*g^3*p*q*r*x^3+360*b^2*g^3*p*r^2*x^3+168*b^2 *g^3*q^3*x^3+429*b^2*g^3*q^2*r*x^3+256*b^2*g^3*q*r^2*x^3+25*b^2*g^3*r^3*x^3+286 *b^2*g^2*p^4*x^3+1310*b^2*g^2*p^3*q*x^3+843*b^2*g^2*p^3*r*x^3+1862*b^2*g^2*p^2* q^2*x^3+2790*b^2*g^2*p^2*q*r*x^3+648*b^2*g^2*p^2*r^2*x^3+938*b^2*g^2*p*q^3*x^3+ 2274*b^2*g^2*p*q^2*r*x^3+1272*b^2*g^2*p*q*r^2*x^3+120*b^2*g^2*p*r^3*x^3+100*b^2 *g^2*q^4*x^3+327*b^2*g^2*q^3*r*x^3+292*b^2*g^2*q^2*r^2*x^3+70*b^2*g^2*q*r^3*x^3 +120*b^2*g*p^5*x^3+768*b^2*g*p^4*q*x^3+423*b^2*g*p^4*r*x^3+1600*b^2*g*p^3*q^2*x ^3+2115*b^2*g*p^3*q*r*x^3+420*b^2*g*p^3*r^2*x^3+1392*b^2*g*p^2*q^3*x^3+3024*b^2 *g*p^2*q^2*r*x^3+1488*b^2*g*p^2*q*r^2*x^3+120*b^2*g*p^2*r^3*x^3+456*b^2*g*p*q^4 *x^3+1395*b^2*g*p*q^3*r*x^3+1140*b^2*g*p*q^2*r^2*x^3+240*b^2*g*p*q*r^3*x^3+16*b ^2*g*q^5*x^3+63*b^2*g*q^4*r*x^3+72*b^2*g*q^3*r^2*x^3+25*b^2*g*q^2*r^3*x^3+18*b^ 2*p^6*x^3+154*b^2*p^5*q*x^3+72*b^2*p^5*r*x^3+436*b^2*p^4*q^2*x^3+510*b^2*p^4*q* r*x^3+84*b^2*p^4*r^2*x^3+564*b^2*p^3*q^3*x^3+1098*b^2*p^3*q^2*r*x^3+468*b^2*p^3 *q*r^2*x^3+30*b^2*p^3*r^3*x^3+346*b^2*p^2*q^4*x^3+954*b^2*p^2*q^3*r*x^3+684*b^2 *p^2*q^2*r^2*x^3+120*b^2*p^2*q*r^3*x^3+82*b^2*p*q^5*x^3+294*b^2*p*q^4*r*x^3+300 *b^2*p*q^3*r^2*x^3+90*b^2*p*q^2*r^3*x^3+5120*b*c^7*x^3+11712*b*c^6*g*x^3+14144* b*c^6*p*x^3+13632*b*c^6*q*x^3+10080*b*c^6*r*x^3+10688*b*c^5*g^2*x^3+28128*b*c^5 *g*p*x^3+27040*b*c^5*g*q*x^3+20064*b*c^5*g*r*x^3+16144*b*c^5*p^2*x^3+33024*b*c^ 5*p*q*x^3+23040*b*c^5*p*r*x^3+14768*b*c^5*q^2*x^3+21888*b*c^5*q*r*x^3+5760*b*c^ 5*r^2*x^3+4896*b*c^4*g^3*x^3+21824*b*c^4*g^2*p*x^3+20896*b*c^4*g^2*q*x^3+15672* b*c^4*g^2*r*x^3+27056*b*c^4*g*p^2*x^3+55584*b*c^4*g*p*q*x^3+38880*b*c^4*g*p*r*x ^3+24544*b*c^4*g*q^2*x^3+36816*b*c^4*g*q*r*x^3+9664*b*c^4*g*r^2*x^3+9784*b*c^4* p^3*x^3+32184*b*c^4*p^2*q*x^3+20880*b*c^4*p^2*r*x^3+30696*b*c^4*p*q^2*x^3+43200 *b*c^4*p*q*r*x^3+10464*b*c^4*p*r^2*x^3+8296*b*c^4*q^3*x^3+18360*b*c^4*q^2*r*x^3 +9696*b*c^4*q*r^2*x^3+1000*b*c^4*r^3*x^3+1152*b*c^3*g^4*x^3+8240*b*c^3*g^3*p*x^ 3+7840*b*c^3*g^3*q*x^3+6036*b*c^3*g^3*r*x^3+17068*b*c^3*g^2*p^2*x^3+35200*b*c^3 *g^2*p*q*x^3+24852*b*c^3*g^2*p*r*x^3+15300*b*c^3*g^2*q^2*x^3+23388*b*c^3*g^2*q* r*x^3+6080*b*c^3*g^2*r^2*x^3+13200*b*c^3*g*p^3*x^3+44024*b*c^3*g*p^2*q*x^3+ 28506*b*c^3*g*p^2*r*x^3+41776*b*c^3*g*p*q^2*x^3+59568*b*c^3*g*p*q*r*x^3+14368*b *c^3*g*p*r^2*x^3+10952*b*c^3*g*q^3*x^3+24726*b*c^3*g*q^2*r*x^3+13248*b*c^3*g*q* r^2*x^3+1340*b*c^3*g*r^3*x^3+3356*b*c^3*p^4*x^3+16056*b*c^3*p^3*q*x^3+9468*b*c^ 3*p^3*r*x^3+24576*b*c^3*p^2*q^2*x^3+32508*b*c^3*p^2*q*r*x^3+7080*b*c^3*p^2*r^2* x^3+14408*b*c^3*p*q^3*x^3+30420*b*c^3*p*q^2*r*x^3+14976*b*c^3*p*q*r^2*x^3+1360* b*c^3*p*r^3*x^3+2532*b*c^3*q^4*x^3+7380*b*c^3*q^3*r*x^3+5784*b*c^3*q^2*r^2*x^3+ 1200*b*c^3*q*r^3*x^3+124*b*c^2*g^5*x^3+1524*b*c^2*g^4*p*x^3+1436*b*c^2*g^4*q*x^ 3+1176*b*c^2*g^4*r*x^3+4960*b*c^2*g^3*p^2*x^3+10232*b*c^2*g^3*p*q*x^3+7404*b*c^ 2*g^3*p*r*x^3+4372*b*c^2*g^3*q^2*x^3+6888*b*c^2*g^3*q*r*x^3+1744*b*c^2*g^3*r^2* x^3+6306*b*c^2*g^2*p^3*x^3+21350*b*c^2*g^2*p^2*q*x^3+13851*b*c^2*g^2*p^2*r*x^3+ 20122*b*c^2*g^2*p*q^2*x^3+29316*b*c^2*g^2*p*q*r*x^3+7000*b*c^2*g^2*p*r^2*x^3+ 5078*b*c^2*g^2*q^3*x^3+11757*b*c^2*g^2*q^2*r*x^3+6376*b*c^2*g^2*q*r^2*x^3+610*b *c^2*g^2*r^3*x^3+3384*b*c^2*g*p^4*x^3+16680*b*c^2*g*p^3*q*x^3+9705*b*c^2*g*p^3* r*x^3+25620*b*c^2*g*p^2*q^2*x^3+34293*b*c^2*g*p^2*q*r*x^3+7364*b*c^2*g*p^2*r^2* x^3+14736*b*c^2*g*p*q^3*x^3+31821*b*c^2*g*p*q^2*r*x^3+15936*b*c^2*g*p*q*r^2*x^3 +1420*b*c^2*g*p*r^3*x^3+2412*b*c^2*g*q^4*x^3+7233*b*c^2*g*q^3*r*x^3+5836*b*c^2* g*q^2*r^2*x^3+1240*b*c^2*g*q*r^3*x^3+638*b*c^2*p^5*x^3+4290*b*c^2*p^4*q*x^3+ 2214*b*c^2*p^4*r*x^3+9436*b*c^2*p^3*q^2*x^3+11556*b*c^2*p^3*q*r*x^3+2172*b*c^2* p^3*r^2*x^3+8948*b*c^2*p^2*q^3*x^3+17874*b*c^2*p^2*q^2*r*x^3+8076*b*c^2*p^2*q*r ^2*x^3+620*b*c^2*p^2*r^3*x^3+3558*b*c^2*p*q^4*x^3+9936*b*c^2*p*q^3*r*x^3+7332*b *c^2*p*q^2*r^2*x^3+1380*b*c^2*p*q*r^3*x^3+394*b*c^2*q^5*x^3+1404*b*c^2*q^4*r*x^ 3+1428*b*c^2*q^3*r^2*x^3+430*b*c^2*q^2*r^3*x^3+4*b*c*g^6*x^3+118*b*c*g^5*p*x^3+ 110*b*c*g^5*q*x^3+105*b*c*g^5*r*x^3+642*b*c*g^4*p^2*x^3+1304*b*c*g^4*p*q*x^3+ 1005*b*c*g^4*p*r*x^3+554*b*c*g^4*q^2*x^3+915*b*c*g^4*q*r*x^3+216*b*c*g^4*r^2*x^ 3+1244*b*c*g^3*p^3*x^3+4260*b*c*g^3*p^2*q*x^3+2799*b*c*g^3*p^2*r*x^3+3978*b*c*g ^3*p*q^2*x^3+6018*b*c*g^3*p*q*r*x^3+1408*b*c*g^3*p*r^2*x^3+962*b*c*g^3*q^3*x^3+ 2292*b*c*g^3*q^2*r*x^3+1248*b*c*g^3*q*r^2*x^3+105*b*c*g^3*r^3*x^3+1074*b*c*g^2* p^4*x^3+5482*b*c*g^2*p^3*q*x^3+3138*b*c*g^2*p^3*r*x^3+8448*b*c*g^2*p^2*q^2*x^3+ 11529*b*c*g^2*p^2*q*r*x^3+2412*b*c*g^2*p^2*r^2*x^3+4746*b*c*g^2*p*q^3*x^3+10575 *b*c*g^2*p*q^2*r*x^3+5400*b*c*g^2*p*q*r^2*x^3+460*b*c*g^2*p*r^3*x^3+706*b*c*g^2 *q^4*x^3+2184*b*c*g^2*q^3*r*x^3+1812*b*c*g^2*q^2*r^2*x^3+390*b*c*g^2*q*r^3*x^3+ 418*b*c*g*p^5*x^3+2992*b*c*g*p^4*q*x^3+1482*b*c*g*p^4*r*x^3+6684*b*c*g*p^3*q^2* x^3+8244*b*c*g*p^3*q*r*x^3+1488*b*c*g*p^3*r^2*x^3+6280*b*c*g*p^2*q^3*x^3+12843* b*c*g*p^2*q^2*r*x^3+5892*b*c*g*p^2*q*r^2*x^3+435*b*c*g*p^2*r^3*x^3+2386*b*c*g*p *q^4*x^3+6882*b*c*g*p*q^3*r*x^3+5256*b*c*g*p*q^2*r^2*x^3+1020*b*c*g*p*q*r^3*x^3 +216*b*c*g*q^5*x^3+801*b*c*g*q^4*r*x^3+852*b*c*g*q^3*r^2*x^3+270*b*c*g*q^2*r^3* x^3+60*b*c*p^6*x^3+576*b*c*p^5*q*x^3+243*b*c*p^5*r*x^3+1728*b*c*p^4*q^2*x^3+ 1917*b*c*p^4*q*r*x^3+288*b*c*p^4*r^2*x^3+2352*b*c*p^3*q^3*x^3+4392*b*c*p^3*q^2* r*x^3+1776*b*c*p^3*q*r^2*x^3+105*b*c*p^3*r^3*x^3+1548*b*c*p^2*q^4*x^3+4104*b*c* p^2*q^3*r*x^3+2808*b*c*p^2*q^2*r^2*x^3+465*b*c*p^2*q*r^3*x^3+432*b*c*p*q^5*x^3+ 1485*b*c*p*q^4*r*x^3+1440*b*c*p*q^3*r^2*x^3+405*b*c*p*q^2*r^3*x^3+24*b*c*q^6*x^ 3+99*b*c*q^5*r*x^3+120*b*c*q^4*r^2*x^3+45*b*c*q^3*r^3*x^3+2*b*g^6*p*x^3+2*b*g^6 *q*x^3+3*b*g^6*r*x^3+28*b*g^5*p^2*x^3+52*b*g^5*p*q*x^3+48*b*g^5*p*r*x^3+24*b*g^ 5*q^2*x^3+42*b*g^5*q*r*x^3+8*b*g^5*r^2*x^3+84*b*g^4*p^3*x^3+284*b*g^4*p^2*q*x^3 +195*b*g^4*p^2*r*x^3+262*b*g^4*p*q^2*x^3+426*b*g^4*p*q*r*x^3+96*b*g^4*p*r^2*x^3 +62*b*g^4*q^3*x^3+150*b*g^4*q^2*r*x^3+80*b*g^4*q*r^2*x^3+5*b*g^4*r^3*x^3+106*b* g^3*p^4*x^3+560*b*g^3*p^3*q*x^3+315*b*g^3*p^3*r*x^3+864*b*g^3*p^2*q^2*x^3+1221* b*g^3*p^2*q*r*x^3+244*b*g^3*p^2*r^2*x^3+472*b*g^3*p*q^3*x^3+1101*b*g^3*p*q^2*r* x^3+576*b*g^3*p*q*r^2*x^3+45*b*g^3*p*r^3*x^3+62*b*g^3*q^4*x^3+195*b*g^3*q^3*r*x ^3+164*b*g^3*q^2*r^2*x^3+35*b*g^3*q*r^3*x^3+64*b*g^2*p^5*x^3+496*b*g^2*p^4*q*x^ 3+231*b*g^2*p^4*r*x^3+1128*b*g^2*p^3*q^2*x^3+1407*b*g^2*p^3*q*r*x^3+236*b*g^2*p ^3*r^2*x^3+1048*b*g^2*p^2*q^3*x^3+2214*b*g^2*p^2*q^2*r*x^3+1032*b*g^2*p^2*q*r^2 *x^3+70*b*g^2*p^2*r^3*x^3+376*b*g^2*p*q^4*x^3+1131*b*g^2*p*q^3*r*x^3+900*b*g^2* p*q^2*r^2*x^3+180*b*g^2*p*q*r^3*x^3+24*b*g^2*q^5*x^3+93*b*g^2*q^4*r*x^3+104*b*g ^2*q^3*r^2*x^3+35*b*g^2*q^2*r^3*x^3+18*b*g*p^6*x^3+200*b*g*p^5*q*x^3+75*b*g*p^5 *r*x^3+622*b*g*p^4*q^2*x^3+687*b*g*p^4*q*r*x^3+92*b*g*p^4*r^2*x^3+848*b*g*p^3*q ^3*x^3+1620*b*g*p^3*q^2*r*x^3+660*b*g*p^3*q*r^2*x^3+35*b*g*p^3*r^3*x^3+542*b*g* p^2*q^4*x^3+1488*b*g*p^2*q^3*r*x^3+1056*b*g*p^2*q^2*r^2*x^3+180*b*g*p^2*q*r^3*x ^3+136*b*g*p*q^5*x^3+489*b*g*p*q^4*r*x^3+500*b*g*p*q^3*r^2*x^3+150*b*g*p*q^2*r^ 3*x^3+2*b*g*q^6*x^3+9*b*g*q^5*r*x^3+12*b*g*q^4*r^2*x^3+5*b*g*q^3*r^3*x^3+2*b*p^ 7*x^3+30*b*p^6*q*x^3+9*b*p^6*r*x^3+120*b*p^5*q^2*x^3+117*b*p^5*q*r*x^3+12*b*p^5 *r^2*x^3+220*b*p^4*q^3*x^3+378*b*p^4*q^2*r*x^3+132*b*p^4*q*r^2*x^3+5*b*p^4*r^3* x^3+210*b*p^3*q^4*x^3+522*b*p^3*q^3*r*x^3+324*b*p^3*q^2*r^2*x^3+45*b*p^3*q*r^3* x^3+102*b*p^2*q^5*x^3+333*b*p^2*q^4*r*x^3+300*b*p^2*q^3*r^2*x^3+75*b*p^2*q^2*r^ 3*x^3+20*b*p*q^6*x^3+81*b*p*q^5*r*x^3+96*b*p*q^4*r^2*x^3+35*b*p*q^3*r^3*x^3+ 1280*c^8*x^3+3456*c^7*g*x^3+3968*c^7*p*x^3+3968*c^7*q*x^3+2880*c^7*r*x^3+3840*c ^6*g^2*x^3+9472*c^6*g*p*x^3+9472*c^6*g*q*x^3+6816*c^6*g*r*x^3+5152*c^6*p^2*x^3+ 11008*c^6*p*q*x^3+7488*c^6*p*r*x^3+5152*c^6*q^2*x^3+7488*c^6*q*r*x^3+1920*c^6*r ^2*x^3+2240*c^5*g^3*x^3+9152*c^5*g^2*p*x^3+9152*c^5*g^2*q*x^3+6528*c^5*g^2*r*x^ 3+10608*c^5*g*p^2*x^3+22848*c^5*g*p*q*x^3+15408*c^5*g*p*r*x^3+10608*c^5*g*q^2*x ^3+15408*c^5*g*q*r*x^3+3904*c^5*g*r^2*x^3+3616*c^5*p^3*x^3+12576*c^5*p^2*q*x^3+ 7848*c^5*p^2*r*x^3+12576*c^5*p*q^2*x^3+17280*c^5*p*q*r*x^3+4032*c^5*p*r^2*x^3+ 3616*c^5*q^3*x^3+7848*c^5*q^2*r*x^3+4032*c^5*q*r^2*x^3+400*c^5*r^3*x^3+720*c^4* g^4*x^3+4544*c^4*g^3*p*x^3+4544*c^4*g^3*q*x^3+3216*c^4*g^3*r*x^3+8616*c^4*g^2*p ^2*x^3+18752*c^4*g^2*p*q*x^3+12528*c^4*g^2*p*r*x^3+8616*c^4*g^2*q^2*x^3+12528*c ^4*g^2*q*r*x^3+3104*c^4*g^2*r^2*x^3+6200*c^4*g*p^3*x^3+21992*c^4*g*p^2*q*x^3+ 13548*c^4*g*p^2*r*x^3+21992*c^4*g*p*q^2*x^3+30240*c^4*g*p*q*r*x^3+6976*c^4*g*p* r^2*x^3+6200*c^4*g*q^3*x^3+13548*c^4*g*q^2*r*x^3+6976*c^4*g*q*r^2*x^3+680*c^4*g *r^3*x^3+1472*c^4*p^4*x^3+7616*c^4*p^3*q*x^3+4212*c^4*p^3*r*x^3+12288*c^4*p^2*q ^2*x^3+15732*c^4*p^2*q*r*x^3+3216*c^4*p^2*r^2*x^3+7616*c^4*p*q^3*x^3+15732*c^4* p*q^2*r*x^3+7488*c^4*p*q*r^2*x^3+640*c^4*p*r^3*x^3+1472*c^4*q^4*x^3+4212*c^4*q^ 3*r*x^3+3216*c^4*q^2*r^2*x^3+640*c^4*q*r^3*x^3+120*c^3*g^5*x^3+1208*c^3*g^4*p*x ^3+1208*c^3*g^4*q*x^3+852*c^3*g^4*r*x^3+3468*c^3*g^3*p^2*x^3+7648*c^3*g^3*p*q*x ^3+5064*c^3*g^3*p*r*x^3+3468*c^3*g^3*q^2*x^3+5064*c^3*g^3*q*r*x^3+1200*c^3*g^3* r^2*x^3+4024*c^3*g^2*p^3*x^3+14648*c^3*g^2*p^2*q*x^3+8874*c^3*g^2*p^2*r*x^3+ 14648*c^3*g^2*p*q^2*x^3+20208*c^3*g^2*p*q*r*x^3+4560*c^3*g^2*p*r^2*x^3+4024*c^3 *g^2*q^3*x^3+8874*c^3*g^2*q^2*r*x^3+4560*c^3*g^2*q*r^2*x^3+420*c^3*g^2*r^3*x^3+ 1988*c^3*g*p^4*x^3+10720*c^3*g*p^3*q*x^3+5772*c^3*g*p^3*r*x^3+17464*c^3*g*p^2*q ^2*x^3+22344*c^3*g*p^2*q*r*x^3+4472*c^3*g*p^2*r^2*x^3+10720*c^3*g*p*q^3*x^3+ 22344*c^3*g*p*q^2*r*x^3+10688*c^3*g*p*q*r^2*x^3+900*c^3*g*p*r^3*x^3+1988*c^3*g* q^4*x^3+5772*c^3*g*q^3*r*x^3+4472*c^3*g*q^2*r^2*x^3+900*c^3*g*q*r^3*x^3+344*c^3 *p^5*x^3+2616*c^3*p^4*q*x^3+1206*c^3*p^4*r*x^3+6128*c^3*p^3*q^2*x^3+7164*c^3*p^ 3*q*r*x^3+1200*c^3*p^3*r^2*x^3+6128*c^3*p^2*q^3*x^3+11916*c^3*p^2*q^2*r*x^3+ 5136*c^3*p^2*q*r^2*x^3+350*c^3*p^2*r^3*x^3+2616*c^3*p*q^4*x^3+7164*c^3*p*q^3*r* x^3+5136*c^3*p*q^2*r^2*x^3+920*c^3*p*q*r^3*x^3+344*c^3*q^5*x^3+1206*c^3*q^4*r*x ^3+1200*c^3*q^3*r^2*x^3+350*c^3*q^2*r^3*x^3+8*c^2*g^6*x^3+160*c^2*g^5*p*x^3+160 *c^2*g^5*q*x^3+114*c^2*g^5*r*x^3+708*c^2*g^4*p^2*x^3+1584*c^2*g^4*p*q*x^3+1044* c^2*g^4*p*r*x^3+708*c^2*g^4*q^2*x^3+1044*c^2*g^4*q*r*x^3+224*c^2*g^4*r^2*x^3+ 1214*c^2*g^3*p^3*x^3+4570*c^2*g^3*p^2*q*x^3+2709*c^2*g^3*p^2*r*x^3+4570*c^2*g^3 *p*q^2*x^3+6360*c^2*g^3*p*q*r*x^3+1376*c^2*g^3*p*r^2*x^3+1214*c^2*g^3*q^3*x^3+ 2709*c^2*g^3*q^2*r*x^3+1376*c^2*g^3*q*r^2*x^3+110*c^2*g^3*r^3*x^3+946*c^2*g^2*p ^4*x^3+5396*c^2*g^2*p^3*q*x^3+2793*c^2*g^2*p^3*r*x^3+8900*c^2*g^2*p^2*q^2*x^3+ 11397*c^2*g^2*p^2*q*r*x^3+2192*c^2*g^2*p^2*r^2*x^3+5396*c^2*g^2*p*q^3*x^3+11397 *c^2*g^2*p*q^2*r*x^3+5472*c^2*g^2*p*q*r^2*x^3+440*c^2*g^2*p*r^3*x^3+946*c^2*g^2 *q^4*x^3+2793*c^2*g^2*q^3*r*x^3+2192*c^2*g^2*q^2*r^2*x^3+440*c^2*g^2*q*r^3*x^3+ 330*c^2*g*p^5*x^3+2754*c^2*g*p^4*q*x^3+1185*c^2*g*p^4*r*x^3+6612*c^2*g*p^3*q^2* x^3+7674*c^2*g*p^3*q*r*x^3+1212*c^2*g*p^3*r^2*x^3+6612*c^2*g*p^2*q^3*x^3+12978* c^2*g*p^2*q^2*r*x^3+5604*c^2*g*p^2*q*r^2*x^3+365*c^2*g*p^2*r^3*x^3+2754*c^2*g*p *q^4*x^3+7674*c^2*g*p*q^3*r*x^3+5604*c^2*g*p*q^2*r^2*x^3+1020*c^2*g*p*q*r^3*x^3 +330*c^2*g*q^5*x^3+1185*c^2*g*q^4*r*x^3+1212*c^2*g*q^3*r^2*x^3+365*c^2*g*q^2*r^ 3*x^3+42*c^2*p^6*x^3+504*c^2*p^5*q*x^3+171*c^2*p^5*r*x^3+1638*c^2*p^4*q^2*x^3+ 1701*c^2*p^4*q*r*x^3+204*c^2*p^4*r^2*x^3+2352*c^2*p^3*q^3*x^3+4248*c^2*p^3*q^2* r*x^3+1608*c^2*p^3*q*r^2*x^3+75*c^2*p^3*r^3*x^3+1638*c^2*p^2*q^4*x^3+4248*c^2*p ^2*q^3*r*x^3+2808*c^2*p^2*q^2*r^2*x^3+435*c^2*p^2*q*r^3*x^3+504*c^2*p*q^5*x^3+ 1701*c^2*p*q^4*r*x^3+1608*c^2*p*q^3*r^2*x^3+435*c^2*p*q^2*r^3*x^3+42*c^2*q^6*x^ 3+171*c^2*q^5*r*x^3+204*c^2*q^4*r^2*x^3+75*c^2*q^3*r^3*x^3+8*c*g^6*p*x^3+8*c*g^ 6*q*x^3+6*c*g^6*r*x^3+66*c*g^5*p^2*x^3+148*c*g^5*p*q*x^3+99*c*g^5*p*r*x^3+66*c* g^5*q^2*x^3+99*c*g^5*q*r*x^3+16*c*g^5*r^2*x^3+166*c*g^4*p^3*x^3+650*c*g^4*p^2*q *x^3+375*c*g^4*p^2*r*x^3+650*c*g^4*p*q^2*x^3+924*c*g^4*p*q*r*x^3+184*c*g^4*p*r^ 2*x^3+166*c*g^4*q^3*x^3+375*c*g^4*q^2*r*x^3+184*c*g^4*q*r^2*x^3+10*c*g^4*r^3*x^ 3+184*c*g^3*p^4*x^3+1134*c*g^3*p^3*q*x^3+552*c*g^3*p^3*r*x^3+1900*c*g^3*p^2*q^2 *x^3+2445*c*g^3*p^2*q*r*x^3+436*c*g^3*p^2*r^2*x^3+1134*c*g^3*p*q^3*x^3+2445*c*g ^3*p*q^2*r*x^3+1176*c*g^3*p*q*r^2*x^3+85*c*g^3*p*r^3*x^3+184*c*g^3*q^4*x^3+552* c*g^3*q^3*r*x^3+436*c*g^3*q^2*r^2*x^3+85*c*g^3*q*r^3*x^3+96*c*g^2*p^5*x^3+920*c *g^2*p^4*q*x^3+354*c*g^2*p^4*r*x^3+2280*c*g^2*p^3*q^2*x^3+2622*c*g^2*p^3*q*r*x^ 3+372*c*g^2*p^3*r^2*x^3+2280*c*g^2*p^2*q^3*x^3+4536*c*g^2*p^2*q^2*r*x^3+1956*c* g^2*p^2*q*r^2*x^3+115*c*g^2*p^2*r^3*x^3+920*c*g^2*p*q^4*x^3+2622*c*g^2*p*q^3*r* x^3+1956*c*g^2*p*q^2*r^2*x^3+360*c*g^2*p*q*r^3*x^3+96*c*g^2*q^5*x^3+354*c*g^2*q ^4*r*x^3+372*c*g^2*q^3*r^2*x^3+115*c*g^2*q^2*r^3*x^3+22*c*g*p^6*x^3+346*c*g*p^5 *q*x^3+93*c*g*p^5*r*x^3+1186*c*g*p^4*q^2*x^3+1200*c*g*p^4*q*r*x^3+116*c*g*p^4*r ^2*x^3+1724*c*g*p^3*q^3*x^3+3135*c*g*p^3*q^2*r*x^3+1172*c*g*p^3*q*r^2*x^3+45*c* g*p^3*r^3*x^3+1186*c*g*p^2*q^4*x^3+3135*c*g*p^2*q^3*r*x^3+2112*c*g*p^2*q^2*r^2* x^3+330*c*g*p^2*q*r^3*x^3+346*c*g*p*q^5*x^3+1200*c*g*p*q^4*r*x^3+1172*c*g*p*q^3 *r^2*x^3+330*c*g*p*q^2*r^3*x^3+22*c*g*q^6*x^3+93*c*g*q^5*r*x^3+116*c*g*q^4*r^2* x^3+45*c*g*q^3*r^3*x^3+2*c*p^7*x^3+50*c*p^6*q*x^3+9*c*p^6*r*x^3+222*c*p^5*q^2*x ^3+198*c*p^5*q*r*x^3+12*c*p^5*r^2*x^3+430*c*p^4*q^3*x^3+711*c*p^4*q^2*r*x^3+228 *c*p^4*q*r^2*x^3+5*c*p^4*r^3*x^3+430*c*p^3*q^4*x^3+1044*c*p^3*q^3*r*x^3+624*c*p ^3*q^2*r^2*x^3+80*c*p^3*q*r^3*x^3+222*c*p^2*q^5*x^3+711*c*p^2*q^4*r*x^3+624*c*p ^2*q^3*r^2*x^3+150*c*p^2*q^2*r^3*x^3+50*c*p*q^6*x^3+198*c*p*q^5*r*x^3+228*c*p*q ^4*r^2*x^3+80*c*p*q^3*r^3*x^3+2*c*q^7*x^3+9*c*q^6*r*x^3+12*c*q^5*r^2*x^3+5*c*q^ 4*r^3*x^3+2*g^6*p^2*x^3+4*g^6*p*q*x^3+3*g^6*p*r*x^3+2*g^6*q^2*x^3+3*g^6*q*r*x^3 +8*g^5*p^3*x^3+32*g^5*p^2*q*x^3+18*g^5*p^2*r*x^3+32*g^5*p*q^2*x^3+48*g^5*p*q*r* x^3+8*g^5*p*r^2*x^3+8*g^5*q^3*x^3+18*g^5*q^2*r*x^3+8*g^5*q*r^2*x^3+12*g^4*p^4*x ^3+82*g^4*p^3*q*x^3+36*g^4*p^3*r*x^3+140*g^4*p^2*q^2*x^3+183*g^4*p^2*q*r*x^3+28 *g^4*p^2*r^2*x^3+82*g^4*p*q^3*x^3+183*g^4*p*q^2*r*x^3+88*g^4*p*q*r^2*x^3+5*g^4* p*r^3*x^3+12*g^4*q^4*x^3+36*g^4*q^3*r*x^3+28*g^4*q^2*r^2*x^3+5*g^4*q*r^3*x^3+8* g^3*p^5*x^3+96*g^3*p^4*q*x^3+30*g^3*p^4*r*x^3+248*g^3*p^3*q^2*x^3+282*g^3*p^3*q *r*x^3+32*g^3*p^3*r^2*x^3+248*g^3*p^2*q^3*x^3+504*g^3*p^2*q^2*r*x^3+216*g^3*p^2 *q*r^2*x^3+10*g^3*p^2*r^3*x^3+96*g^3*p*q^4*x^3+282*g^3*p*q^3*r*x^3+216*g^3*p*q^ 2*r^2*x^3+40*g^3*p*q*r^3*x^3+8*g^3*q^5*x^3+30*g^3*q^4*r*x^3+32*g^3*q^3*r^2*x^3+ 10*g^3*q^2*r^3*x^3+2*g^2*p^6*x^3+56*g^2*p^5*q*x^3+9*g^2*p^5*r*x^3+206*g^2*p^4*q ^2*x^3+201*g^2*p^4*q*r*x^3+12*g^2*p^4*r^2*x^3+304*g^2*p^3*q^3*x^3+558*g^2*p^3*q ^2*r*x^3+204*g^2*p^3*q*r^2*x^3+5*g^2*p^3*r^3*x^3+206*g^2*p^2*q^4*x^3+558*g^2*p^ 2*q^3*r*x^3+384*g^2*p^2*q^2*r^2*x^3+60*g^2*p^2*q*r^3*x^3+56*g^2*p*q^5*x^3+201*g ^2*p*q^4*r*x^3+204*g^2*p*q^3*r^2*x^3+60*g^2*p*q^2*r^3*x^3+2*g^2*q^6*x^3+9*g^2*q ^5*r*x^3+12*g^2*q^4*r^2*x^3+5*g^2*q^3*r^3*x^3+16*g*p^6*q*x^3+80*g*p^5*q^2*x^3+ 66*g*p^5*q*r*x^3+160*g*p^4*q^3*x^3+264*g*p^4*q^2*r*x^3+80*g*p^4*q*r^2*x^3+160*g *p^3*q^4*x^3+396*g*p^3*q^3*r*x^3+240*g*p^3*q^2*r^2*x^3+30*g*p^3*q*r^3*x^3+80*g* p^2*q^5*x^3+264*g*p^2*q^4*r*x^3+240*g*p^2*q^3*r^2*x^3+60*g*p^2*q^2*r^3*x^3+16*g *p*q^6*x^3+66*g*p*q^5*r*x^3+80*g*p*q^4*r^2*x^3+30*g*p*q^3*r^3*x^3+2*p^7*q*x^3+ 12*p^6*q^2*x^3+9*p^6*q*r*x^3+30*p^5*q^3*x^3+45*p^5*q^2*r*x^3+12*p^5*q*r^2*x^3+ 40*p^4*q^4*x^3+90*p^4*q^3*r*x^3+48*p^4*q^2*r^2*x^3+5*p^4*q*r^3*x^3+30*p^3*q^5*x ^3+90*p^3*q^4*r*x^3+72*p^3*q^3*r^2*x^3+15*p^3*q^2*r^3*x^3+12*p^2*q^6*x^3+45*p^2 *q^5*r*x^3+48*p^2*q^4*r^2*x^3+15*p^2*q^3*r^3*x^3+2*p*q^7*x^3+9*p*q^6*r*x^3+12*p *q^5*r^2*x^3+5*p*q^4*r^3*x^3-160*a^6*b*c*x^2-96*a^6*b*p*x^2-80*a^6*b*q*x^2-128* a^6*b*r*x^2-320*a^6*c^2*x^2-80*a^6*c*g*x^2-192*a^6*c*p*x^2-320*a^6*c*q*x^2-256* a^6*c*r*x^2+64*a^6*c*x^3-48*a^6*g*p*x^2-40*a^6*g*q*x^2-64*a^6*g*r*x^2-96*a^6*p* q*x^2+32*a^6*p*x^3-80*a^6*q^2*x^2-128*a^6*q*r*x^2+32*a^6*q*x^3+48*a^6*r*x^3-672 *a^5*b^2*c*x^2-400*a^5*b^2*p*x^2-320*a^5*b^2*q*x^2-528*a^5*b^2*r*x^2-2592*a^5*b *c^2*x^2-880*a^5*b*c*g*x^2-2192*a^5*b*c*p*x^2-2320*a^5*b*c*q*x^2-2432*a^5*b*c*r *x^2+800*a^5*b*c*x^3-520*a^5*b*g*p*x^2-424*a^5*b*g*q*x^2-696*a^5*b*g*r*x^2-384* a^5*b*p^2*x^2-960*a^5*b*p*q*x^2-720*a^5*b*p*r*x^2+400*a^5*b*p*x^3-512*a^5*b*q^2 *x^2-1032*a^5*b*q*r*x^2+400*a^5*b*q*x^3-264*a^5*b*r^2*x^2+624*a^5*b*r*x^3-2560* a^5*c^3*x^2-1744*a^5*c^2*g*x^2-2752*a^5*c^2*p*x^2-3328*a^5*c^2*q*x^2-2768*a^5*c ^2*r*x^2+1472*a^5*c^2*x^3-272*a^5*c*g^2*x^2-1320*a^5*c*g*p*x^2-1608*a^5*c*g*q*x ^2-1560*a^5*c*g*r*x^2+464*a^5*c*g*x^3-720*a^5*c*p^2*x^2-2496*a^5*c*p*q*x^2-1360 *a^5*c*p*r*x^2+992*a^5*c*p*x^3-1408*a^5*c*q^2*x^2-2392*a^5*c*q*r*x^2+1408*a^5*c *q*x^3-504*a^5*c*r^2*x^2+1296*a^5*c*r*x^3-160*a^5*g^2*p*x^2-132*a^5*g^2*q*x^2-\ 216*a^5*g^2*r*x^2-168*a^5*g*p^2*x^2-592*a^5*g*p*q*x^2-320*a^5*g*p*r*x^2+232*a^5 *g*p*x^3-368*a^5*g*q^2*x^2-688*a^5*g*q*r*x^2+232*a^5*g*q*x^3-120*a^5*g*r^2*x^2+ 360*a^5*g*r*x^3-384*a^5*p^2*q*x^2+128*a^5*p^2*x^3-560*a^5*p*q^2*x^2-720*a^5*p*q *r*x^2+464*a^5*p*q*x^3+264*a^5*p*r*x^3-192*a^5*q^3*x^2-504*a^5*q^2*r*x^2+336*a^ 5*q^2*x^3-264*a^5*q*r^2*x^2+600*a^5*q*r*x^3+96*a^5*r^2*x^3-1088*a^4*b^3*c*x^2-\ 640*a^4*b^3*p*x^2-480*a^4*b^3*q*x^2-832*a^4*b^3*r*x^2-6528*a^4*b^2*c^2*x^2-2384 *a^4*b^2*c*g*x^2-6176*a^4*b^2*c*p*x^2-5344*a^4*b^2*c*q*x^2-6256*a^4*b^2*c*r*x^2 +2624*a^4*b^2*c*x^3-1400*a^4*b^2*g*p*x^2-1088*a^4*b^2*g*q*x^2-1848*a^4*b^2*g*r* x^2-1360*a^4*b^2*p^2*x^2-2496*a^4*b^2*p*q*x^2-2448*a^4*b^2*p*r*x^2+1312*a^4*b^2 *p*x^3-1056*a^4*b^2*q^2*x^2-2400*a^4*b^2*q*r*x^2+1312*a^4*b^2*q*x^3-816*a^4*b^2 *r^2*x^2+2064*a^4*b^2*r*x^3-13056*a^4*b*c^3*x^2-9472*a^4*b*c^2*g*x^2-16448*a^4* b*c^2*p*x^2-15744*a^4*b*c^2*q*x^2-14944*a^4*b*c^2*r*x^2+9440*a^4*b*c^2*x^3-1640 *a^4*b*c*g^2*x^2-8520*a^4*b*c*g*p*x^2-8064*a^4*b*c*g*q*x^2-8984*a^4*b*c*g*r*x^2 +3360*a^4*b*c*g*x^3-6176*a^4*b*c*p^2*x^2-13568*a^4*b*c*p*q*x^2-10576*a^4*b*c*p* r*x^2+7424*a^4*b*c*p*x^3-6096*a^4*b*c*q^2*x^2-11672*a^4*b*c*q*r*x^2+8672*a^4*b* c*q*x^3-3456*a^4*b*c*r^2*x^2+8952*a^4*b*c*r*x^3-956*a^4*b*g^2*p*x^2-764*a^4*b*g ^2*q*x^2-1284*a^4*b*g^2*r*x^2-1720*a^4*b*g*p^2*x^2-3568*a^4*b*g*p*q*x^2-3152*a^ 4*b*g*p*r*x^2+1680*a^4*b*g*p*x^3-1680*a^4*b*g*q^2*x^2-3604*a^4*b*g*q*r*x^2+1680 *a^4*b*g*q*x^3-1076*a^4*b*g*r^2*x^2+2632*a^4*b*g*r*x^3-624*a^4*b*p^3*x^2-2680*a ^4*b*p^2*q*x^2-1496*a^4*b*p^2*r*x^2+1352*a^4*b*p^2*x^3-2720*a^4*b*p*q^2*x^2-\ 4464*a^4*b*p*q*r*x^2+3328*a^4*b*p*q*x^3-960*a^4*b*p*r^2*x^2+2868*a^4*b*p*r*x^3-\ 744*a^4*b*q^3*x^2-2176*a^4*b*q^2*r*x^2+1976*a^4*b*q^2*x^3-1380*a^4*b*q*r^2*x^2+ 3876*a^4*b*q*r*x^3-144*a^4*b*r^3*x^2+1032*a^4*b*r^2*x^3-8576*a^4*c^4*x^2-9440*a ^4*c^3*g*x^2-13312*a^4*c^3*p*x^2-13664*a^4*c^3*q*x^2-11472*a^4*c^3*r*x^2+8640*a ^4*c^3*x^3-3296*a^4*c^2*g^2*x^2-11104*a^4*c^2*g*p*x^2-11728*a^4*c^2*g*q*x^2-\ 10528*a^4*c^2*g*r*x^2+6160*a^4*c^2*g*x^3-6680*a^4*c^2*p^2*x^2-16608*a^4*c^2*p*q *x^2-11136*a^4*c^2*p*r*x^2+9104*a^4*c^2*p*x^3-7904*a^4*c^2*q^2*x^2-13560*a^4*c^ 2*q*r*x^2+11488*a^4*c^2*q*x^3-3600*a^4*c^2*r^2*x^2+9624*a^4*c^2*r*x^3-360*a^4*c *g^3*x^2-2764*a^4*c*g^2*p*x^2-2888*a^4*c*g^2*q*x^2-3060*a^4*c*g^2*r*x^2+1024*a^ 4*c*g^2*x^3-3620*a^4*c*g*p^2*x^2-9504*a^4*c*g*p*q*x^2-6464*a^4*c*g*p*r*x^2+4568 *a^4*c*g*p*x^3-4720*a^4*c*g*q^2*x^2-8540*a^4*c*g*q*r*x^2+5760*a^4*c*g*q*x^3-\ 2188*a^4*c*g*r^2*x^2+5696*a^4*c*g*r*x^3-1080*a^4*c*p^3*x^2-6060*a^4*c*p^2*q*x^2 -2616*a^4*c*p^2*r*x^2+2808*a^4*c*p^2*x^3-6704*a^4*c*p*q^2*x^2-9728*a^4*c*p*q*r* x^2+8232*a^4*c*p*q*x^3-1680*a^4*c*p*r^2*x^2+5592*a^4*c*p*r*x^3-1944*a^4*c*q^3*x ^2-5128*a^4*c*q^2*r*x^2+5008*a^4*c*q^2*x^3-2964*a^4*c*q*r^2*x^2+8316*a^4*c*q*r* x^3-240*a^4*c*r^3*x^2+1968*a^4*c*r^2*x^3-208*a^4*g^3*p*x^2-170*a^4*g^3*q*x^2-\ 284*a^4*g^3*r*x^2-484*a^4*g^2*p^2*x^2-1184*a^4*g^2*p*q*x^2-904*a^4*g^2*p*r*x^2+ 512*a^4*g^2*p*x^3-624*a^4*g^2*q^2*x^2-1268*a^4*g^2*q*r*x^2+512*a^4*g^2*q*x^3-\ 316*a^4*g^2*r^2*x^2+800*a^4*g^2*r*x^3-228*a^4*g*p^3*x^2-1682*a^4*g*p^2*q*x^2-\ 560*a^4*g*p^2*r*x^2+744*a^4*g*p^2*x^3-2000*a^4*g*p*q^2*x^2-2944*a^4*g*p*q*r*x^2 +2084*a^4*g*p*q*x^3-360*a^4*g*p*r^2*x^2+1578*a^4*g*p*r*x^3-608*a^4*g*q^3*x^2-\ 1676*a^4*g*q^2*r*x^2+1340*a^4*g*q^2*x^3-956*a^4*g*q*r^2*x^2+2536*a^4*g*q*r*x^3-\ 48*a^4*g*r^3*x^2+580*a^4*g*r^2*x^3-624*a^4*p^3*q*x^2+208*a^4*p^3*x^3-1320*a^4*p ^2*q^2*x^2-1496*a^4*p^2*q*r*x^2+1336*a^4*p^2*q*x^3+540*a^4*p^2*r*x^3-864*a^4*p* q^3*x^2-2016*a^4*p*q^2*r*x^2+1840*a^4*p*q^2*x^3-960*a^4*p*q*r^2*x^2+2628*a^4*p* q*r*x^3+336*a^4*p*r^2*x^3-168*a^4*q^4*x^2-608*a^4*q^3*r*x^2+712*a^4*q^3*x^3-564 *a^4*q^2*r^2*x^2+1752*a^4*q^2*r*x^3-144*a^4*q*r^3*x^2+888*a^4*q*r^2*x^3+40*a^4* r^3*x^3-832*a^3*b^4*c*x^2-480*a^3*b^4*p*x^2-320*a^3*b^4*q*x^2-608*a^3*b^4*r*x^2 -7296*a^3*b^3*c^2*x^2-2688*a^3*b^3*c*g*x^2-7360*a^3*b^3*c*p*x^2-5312*a^3*b^3*c* q*x^2-6768*a^3*b^3*c*r*x^2+3776*a^3*b^3*c*x^3-1568*a^3*b^3*g*p*x^2-1120*a^3*b^3 *g*q*x^2-2016*a^3*b^3*g*r*x^2-1792*a^3*b^3*p^2*x^2-2688*a^3*b^3*p*q*x^2-3040*a^ 3*b^3*p*r*x^2+1888*a^3*b^3*p*x^3-896*a^3*b^3*q^2*x^2-2288*a^3*b^3*q*r*x^2+1888* a^3*b^3*q*x^3-864*a^3*b^3*r^2*x^2+2976*a^3*b^3*r*x^3-22976*a^3*b^2*c^3*x^2-\ 16944*a^3*b^2*c^2*g*x^2-31680*a^3*b^2*c^2*p*x^2-25344*a^3*b^2*c^2*q*x^2-26000*a ^3*b^2*c^2*r*x^2+20960*a^3*b^2*c^2*x^3-3000*a^3*b^2*c*g^2*x^2-16632*a^3*b^2*c*g *p*x^2-13152*a^3*b^2*c*g*q*x^2-15920*a^3*b^2*c*g*r*x^2+7760*a^3*b^2*c*g*x^3-\ 13680*a^3*b^2*c*p^2*x^2-23936*a^3*b^2*c*p*q*x^2-21632*a^3*b^2*c*p*r*x^2+17728*a ^3*b^2*c*p*x^3-8752*a^3*b^2*c*q^2*x^2-18320*a^3*b^2*c*q*r*x^2+18560*a^3*b^2*c*q *x^3-6120*a^3*b^2*c*r^2*x^2+20376*a^3*b^2*c*r*x^3-1748*a^3*b^2*g^2*p*x^2-1312*a ^3*b^2*g^2*q*x^2-2292*a^3*b^2*g^2*r*x^2-3888*a^3*b^2*g*p^2*x^2-6432*a^3*b^2*g*p *q*x^2-6752*a^3*b^2*g*p*r*x^2+3880*a^3*b^2*g*p*x^3-2432*a^3*b^2*g*q^2*x^2-5764* a^3*b^2*g*q*r*x^2+3880*a^3*b^2*g*q*x^3-2012*a^3*b^2*g*r^2*x^2+6096*a^3*b^2*g*r* x^3-1800*a^3*b^2*p^3*x^2-5344*a^3*b^2*p^2*q*x^2-4092*a^3*b^2*p^2*r*x^2+3624*a^3 *b^2*p^2*x^3-4296*a^3*b^2*p*q^2*x^2-8064*a^3*b^2*p*q*r*x^2+7664*a^3*b^2*p*q*x^3 -2364*a^3*b^2*p*r^2*x^2+7620*a^3*b^2*p*r*x^3-912*a^3*b^2*q^3*x^2-2964*a^3*b^2*q ^2*r*x^2+4040*a^3*b^2*q^2*x^3-2016*a^3*b^2*q*r^2*x^2+8292*a^3*b^2*q*r*x^3-264*a ^3*b^2*r^3*x^2+2616*a^3*b^2*r^2*x^3-31296*a^3*b*c^4*x^2-34848*a^3*b*c^3*g*x^2-\ 53792*a^3*b*c^3*p*x^2-46560*a^3*b*c^3*q*x^2-42192*a^3*b*c^3*r*x^2+38464*a^3*b*c ^3*x^3-12392*a^3*b*c^2*g^2*x^2-46248*a^3*b*c^2*g*p*x^2-40272*a^3*b*c^2*g*q*x^2-\ 39504*a^3*b*c^2*g*r*x^2+28384*a^3*b*c^2*g*x^3-31968*a^3*b*c^2*p^2*x^2-62208*a^3 *b*c^2*p*q*x^2-49120*a^3*b*c^2*p*r*x^2+44688*a^3*b*c^2*p*x^3-24704*a^3*b*c^2*q^ 2*x^2-45824*a^3*b*c^2*q*r*x^2+49456*a^3*b*c^2*q*x^3-14040*a^3*b*c^2*r^2*x^2+ 44376*a^3*b*c^2*r*x^3-1396*a^3*b*c*g^3*x^2-11704*a^3*b*c*g^2*p*x^2-10076*a^3*b* c*g^2*q*x^2-11668*a^3*b*c*g^2*r*x^2+4992*a^3*b*c*g^2*x^3-18800*a^3*b*c*g*p^2*x^ 2-36672*a^3*b*c*g*p*q*x^2-30768*a^3*b*c*g*p*r*x^2+23304*a^3*b*c*g*p*x^3-14800*a ^3*b*c*g*q^2*x^2-29376*a^3*b*c*g*q*r*x^2+25688*a^3*b*c*g*q*x^3-9116*a^3*b*c*g*r ^2*x^2+27140*a^3*b*c*g*r*x^3-7492*a^3*b*c*p^3*x^2-25860*a^3*b*c*p^2*q*x^2-16848 *a^3*b*c*p^2*r*x^2+16288*a^3*b*c*p^2*x^3-22912*a^3*b*c*p*q^2*x^2-37888*a^3*b*c* p*q*r*x^2+38640*a^3*b*c*p*q*x^3-9816*a^3*b*c*p*r^2*x^2+30948*a^3*b*c*p*r*x^3-\ 5424*a^3*b*c*q^3*x^2-15524*a^3*b*c*q^2*r*x^2+20688*a^3*b*c*q^2*x^3-9816*a^3*b*c *q*r^2*x^2+36396*a^3*b*c*q*r*x^3-1200*a^3*b*c*r^3*x^2+10056*a^3*b*c*r^2*x^3-806 *a^3*b*g^3*p*x^2-630*a^3*b*g^3*q*x^2-1082*a^3*b*g^3*r*x^2-2584*a^3*b*g^2*p^2*x^ 2-4720*a^3*b*g^2*p*q*x^2-4588*a^3*b*g^2*p*r*x^2+2496*a^3*b*g^2*p*x^3-1984*a^3*b *g^2*q^2*x^2-4444*a^3*b*g^2*q*r*x^2+2496*a^3*b*g^2*q*x^3-1412*a^3*b*g^2*r^2*x^2 +3908*a^3*b*g^2*r*x^3-2210*a^3*b*g*p^3*x^2-7778*a^3*b*g*p^2*q*x^2-5154*a^3*b*g* p^2*r*x^2+4556*a^3*b*g*p^2*x^3-7008*a^3*b*g*p*q^2*x^2-12260*a^3*b*g*p*q*r*x^2+ 10304*a^3*b*g*p*q*x^3-3092*a^3*b*g*p*r^2*x^2+9538*a^3*b*g*p*r*x^3-1688*a^3*b*g* q^3*x^2-5132*a^3*b*g*q^2*r*x^2+5748*a^3*b*g*q^2*x^3-3324*a^3*b*g*q*r^2*x^2+ 11454*a^3*b*g*q*r*x^3-380*a^3*b*g*r^3*x^2+3268*a^3*b*g*r^2*x^3-528*a^3*b*p^4*x^ 2-3280*a^3*b*p^3*q*x^2-1532*a^3*b*p^3*r*x^2+1780*a^3*b*p^3*x^3-4992*a^3*b*p^2*q ^2*x^2-7158*a^3*b*p^2*q*r*x^2+7180*a^3*b*p^2*q*x^3-1350*a^3*b*p^2*r^2*x^2+4740* a^3*b*p^2*r*x^3-2640*a^3*b*p*q^3*x^2-6856*a^3*b*p*q^2*r*x^2+8188*a^3*b*p*q^2*x^ 3-3948*a^3*b*p*q*r^2*x^2+13248*a^3*b*p*q*r*x^3-384*a^3*b*p*r^3*x^2+2940*a^3*b*p *r^2*x^3-400*a^3*b*q^4*x^2-1582*a^3*b*q^3*r*x^2+2788*a^3*b*q^3*x^3-1518*a^3*b*q ^2*r^2*x^2+7164*a^3*b*q^2*r*x^3-420*a^3*b*q*r^3*x^2+4044*a^3*b*q*r^2*x^3-20*a^3 *b*r^4*x^2+340*a^3*b*r^3*x^3-15424*a^3*c^5*x^2-23264*a^3*c^4*g*x^2-31392*a^3*c^ 4*p*x^2-28992*a^3*c^4*q*x^2-24304*a^3*c^4*r*x^2+23360*a^3*c^4*x^3-12624*a^3*c^3 *g^2*x^2-38224*a^3*c^3*g*p*x^2-35824*a^3*c^3*g*q*x^2-31136*a^3*c^3*g*r*x^2+ 26032*a^3*c^3*g*x^3-23136*a^3*c^3*p^2*x^2-49152*a^3*c^3*p*q*x^2-35264*a^3*c^3*p *r*x^2+34160*a^3*c^3*p*x^3-20944*a^3*c^3*q^2*x^2-35904*a^3*c^3*q*r*x^2+39408*a^ 3*c^3*q*x^3-10224*a^3*c^3*r^2*x^2+31488*a^3*c^3*r*x^3-2888*a^3*c^2*g^3*x^2-\ 15916*a^3*c^2*g^2*p*x^2-15096*a^3*c^2*g^2*q*x^2-14168*a^3*c^2*g^2*r*x^2+9200*a^ 3*c^2*g^2*x^3-20960*a^3*c^2*g*p^2*x^2-46016*a^3*c^2*g*p*q*x^2-33456*a^3*c^2*g*p *r*x^2+29048*a^3*c^2*g*p*x^3-19888*a^3*c^2*g*q^2*x^2-35276*a^3*c^2*g*q*r*x^2+ 34160*a^3*c^2*g*q*x^3-9960*a^3*c^2*g*r^2*x^2+29468*a^3*c^2*g*r*x^3-7300*a^3*c^2 *p^3*x^2-28896*a^3*c^2*p^2*q*x^2-16396*a^3*c^2*p^2*r*x^2+17272*a^3*c^2*p^2*x^3-\ 27768*a^3*c^2*p*q^2*x^2-42016*a^3*c^2*p*q*r*x^2+44216*a^3*c^2*p*q*x^3-9612*a^3* c^2*p*r^2*x^2+31116*a^3*c^2*p*r*x^3-7168*a^3*c^2*q^3*x^2-18896*a^3*c^2*q^2*r*x^ 2+24336*a^3*c^2*q^2*x^3-11232*a^3*c^2*q*r^2*x^2+38664*a^3*c^2*q*r*x^3-1224*a^3* c^2*r^3*x^2+9864*a^3*c^2*r^2*x^3-232*a^3*c*g^4*x^2-2590*a^3*c*g^3*p*x^2-2430*a^ 3*c*g^3*q*x^2-2702*a^3*c*g^3*r*x^2+1012*a^3*c*g^3*x^3-5896*a^3*c*g^2*p^2*x^2-\ 13112*a^3*c*g^2*p*q*x^2-10036*a^3*c*g^2*p*r*x^2+7248*a^3*c*g^2*p*x^3-5800*a^3*c *g^2*q^2*x^2-10964*a^3*c*g^2*q*r*x^2+8492*a^3*c*g^2*q*x^3-3084*a^3*c*g^2*r^2*x^ 2+8644*a^3*c*g^2*r*x^3-4118*a^3*c*g*p^3*x^2-17982*a^3*c*g*p^2*q*x^2-9626*a^3*c* g*p^2*r*x^2+9860*a^3*c*g*p^2*x^3-17824*a^3*c*g*p*q^2*x^2-27452*a^3*c*g*p*q*r*x^ 2+25800*a^3*c*g*p*q*x^3-5796*a^3*c*g*p*r^2*x^2+19122*a^3*c*g*p*r*x^3-4648*a^3*c *g*q^3*x^2-12668*a^3*c*g*q^2*r*x^2+14636*a^3*c*g*q^2*x^3-7544*a^3*c*g*q*r^2*x^2 +24886*a^3*c*g*q*r*x^3-716*a^3*c*g*r^3*x^2+6376*a^3*c*g*r^2*x^3-828*a^3*c*p^4*x ^2-6836*a^3*c*p^3*q*x^2-2428*a^3*c*p^3*r*x^2+3368*a^3*c*p^3*x^3-11496*a^3*c*p^2 *q^2*x^2-14842*a^3*c*p^2*q*r*x^2+15524*a^3*c*p^2*q*x^3-2130*a^3*c*p^2*r^2*x^2+ 8718*a^3*c*p^2*r*x^3-6624*a^3*c*p*q^3*x^2-15784*a^3*c*p*q^2*r*x^2+18632*a^3*c*p *q^2*x^3-8316*a^3*c*p*q*r^2*x^2+26892*a^3*c*p*q*r*x^3-576*a^3*c*p*r^3*x^2+5364* a^3*c*p*r^2*x^3-1136*a^3*c*q^4*x^2-4106*a^3*c*q^3*r*x^2+6476*a^3*c*q^3*x^3-3774 *a^3*c*q^2*r^2*x^2+15264*a^3*c*q^2*r*x^3-996*a^3*c*q*r^3*x^2+7932*a^3*c*q*r^2*x ^3-20*a^3*c*r^4*x^2+640*a^3*c*r^3*x^3-132*a^3*g^4*p*x^2-107*a^3*g^4*q*x^2-182*a ^3*g^4*r*x^2-526*a^3*g^3*p^2*x^2-1076*a^3*g^3*p*q*x^2-956*a^3*g^3*p*r*x^2+506*a ^3*g^3*p*x^3-500*a^3*g^3*q^2*x^2-1068*a^3*g^3*q*r*x^2+506*a^3*g^3*q*x^3-302*a^3 *g^3*r^2*x^2+790*a^3*g^3*r*x^3-552*a^3*g^2*p^3*x^2-2575*a^3*g^2*p^2*q*x^2-1326* a^3*g^2*p^2*r*x^2+1324*a^3*g^2*p^2*x^3-2632*a^3*g^2*p*q^2*x^2-4248*a^3*g^2*p*q* r*x^2+3270*a^3*g^2*p*q*x^3-812*a^3*g^2*p*r^2*x^2+2773*a^3*g^2*p*r*x^3-704*a^3*g ^2*q^3*x^2-2024*a^3*g^2*q^2*r*x^2+1946*a^3*g^2*q^2*x^3-1216*a^3*g^2*q*r^2*x^2+ 3768*a^3*g^2*q*r*x^3-96*a^3*g^2*r^3*x^2+964*a^3*g^2*r^2*x^3-150*a^3*g*p^4*x^2-\ 2042*a^3*g*p^3*q*x^2-448*a^3*g*p^3*r*x^2+922*a^3*g*p^3*x^3-3708*a^3*g*p^2*q^2*x ^2-4664*a^3*g*p^2*q*r*x^2+4528*a^3*g*p^2*q*x^3-390*a^3*g*p^2*r^2*x^2+2463*a^3*g *p^2*r*x^3-2192*a^3*g*p*q^3*x^2-5348*a^3*g*p*q^2*r*x^2+5638*a^3*g*p*q^2*x^3-\ 2732*a^3*g*p*q*r^2*x^2+8590*a^3*g*p*q*r*x^3-96*a^3*g*p*r^3*x^2+1564*a^3*g*p*r^2 *x^3-376*a^3*g*q^4*x^2-1408*a^3*g*q^3*r*x^2+2032*a^3*g*q^3*x^3-1312*a^3*g*q^2*r ^2*x^2+5076*a^3*g*q^2*r*x^3-332*a^3*g*q*r^3*x^2+2704*a^3*g*q*r^2*x^3+190*a^3*g* r^3*x^3-528*a^3*p^4*q*x^2+176*a^3*p^4*x^3-1480*a^3*p^3*q^2*x^2-1532*a^3*p^3*q*r *x^2+1652*a^3*p^3*q*x^3+546*a^3*p^3*r*x^3-1440*a^3*p^2*q^3*x^2-3066*a^3*p^2*q^2 *r*x^2+3396*a^3*p^2*q^2*x^3-1350*a^3*p^2*q*r^2*x^2+4218*a^3*p^2*q*r*x^3+456*a^3 *p^2*r^2*x^3-552*a^3*p*q^4*x^2-1832*a^3*p*q^3*r*x^2+2540*a^3*p*q^3*x^3-1584*a^3 *p*q^2*r^2*x^2+5586*a^3*p*q^2*r*x^3-384*a^3*p*q*r^3*x^2+2508*a^3*p*q*r^2*x^3+ 100*a^3*p*r^3*x^3-64*a^3*q^5*x^2-298*a^3*q^4*r*x^2+620*a^3*q^4*x^3-366*a^3*q^3* r^2*x^2+1914*a^3*q^3*r*x^3-156*a^3*q^2*r^3*x^2+1500*a^3*q^2*r^2*x^3-20*a^3*q*r^ 4*x^2+280*a^3*q*r^3*x^3-288*a^2*b^5*c*x^2-160*a^2*b^5*p*x^2-80*a^2*b^5*q*x^2-\ 192*a^2*b^5*r*x^2-3840*a^2*b^4*c^2*x^2-1360*a^2*b^4*c*g*x^2-4064*a^2*b^4*c*p*x^ 2-2272*a^2*b^4*c*q*x^2-3248*a^2*b^4*c*r*x^2+2624*a^2*b^4*c*x^3-784*a^2*b^4*g*p* x^2-472*a^2*b^4*g*q*x^2-960*a^2*b^4*g*r*x^2-1056*a^2*b^4*p^2*x^2-1248*a^2*b^4*p *q*x^2-1632*a^2*b^4*p*r*x^2+1312*a^2*b^4*p*x^3-272*a^2*b^4*q^2*x^2-864*a^2*b^4* q*r*x^2+1312*a^2*b^4*q*x^3-336*a^2*b^4*r^2*x^2+2064*a^2*b^4*r*x^3-17728*a^2*b^3 *c^3*x^2-12912*a^2*b^3*c^2*g*x^2-26112*a^2*b^3*c^2*p*x^2-17088*a^2*b^3*c^2*q*x^ 2-18784*a^2*b^3*c^2*r*x^2+20960*a^2*b^3*c^2*x^3-2232*a^2*b^3*c*g^2*x^2-13488*a^ 2*b^3*c*g*p*x^2-8664*a^2*b^3*c*g*q*x^2-11440*a^2*b^3*c*g*r*x^2+7760*a^2*b^3*c*g *x^3-12272*a^2*b^3*c*p^2*x^2-17536*a^2*b^3*c*p*q*x^2-17536*a^2*b^3*c*p*r*x^2+ 18560*a^2*b^3*c*p*x^3-4848*a^2*b^3*c*q^2*x^2-11344*a^2*b^3*c*q*r*x^2+17728*a^2* b^3*c*q*x^3-3960*a^2*b^3*c*r^2*x^2+20376*a^2*b^3*c*r*x^3-1304*a^2*b^3*g^2*p*x^2 -868*a^2*b^3*g^2*q*x^2-1632*a^2*b^3*g^2*r*x^2-3424*a^2*b^3*g*p^2*x^2-4608*a^2*b ^3*g*p*q*x^2-5504*a^2*b^3*g*p*r*x^2+3880*a^2*b^3*g*p*x^3-1296*a^2*b^3*g*q^2*x^2 -3508*a^2*b^3*g*q*r*x^2+3880*a^2*b^3*g*q*x^3-1300*a^2*b^3*g*r^2*x^2+6096*a^2*b^ 3*g*r*x^3-1824*a^2*b^3*p^3*x^2-4296*a^2*b^3*p^2*q*x^2-3840*a^2*b^3*p^2*r*x^2+ 4040*a^2*b^3*p^2*x^3-2672*a^2*b^3*p*q^2*x^2-5688*a^2*b^3*p*q*r*x^2+7664*a^2*b^3 *p*q*x^3-1872*a^2*b^3*p*r^2*x^2+8292*a^2*b^3*p*r*x^3-360*a^2*b^3*q^3*x^2-1416*a ^2*b^3*q^2*r*x^2+3624*a^2*b^3*q^2*x^3-948*a^2*b^3*q*r^2*x^2+7620*a^2*b^3*q*r*x^ 3-96*a^2*b^3*r^3*x^2+2616*a^2*b^3*r^2*x^3-38400*a^2*b^2*c^4*x^2-42528*a^2*b^2*c ^3*g*x^2-70944*a^2*b^2*c^3*p*x^2-51936*a^2*b^2*c^3*q*x^2-49536*a^2*b^2*c^3*r*x^ 2+59648*a^2*b^2*c^3*x^3-14976*a^2*b^2*c^2*g^2*x^2-61272*a^2*b^2*c^2*g*p*x^2-\ 44328*a^2*b^2*c^2*g*q*x^2-46368*a^2*b^2*c^2*g*r*x^2+44448*a^2*b^2*c^2*g*x^3-\ 46408*a^2*b^2*c^2*p^2*x^2-75072*a^2*b^2*c^2*p*q*x^2-64832*a^2*b^2*c^2*p*r*x^2+ 73552*a^2*b^2*c^2*p*x^3-24200*a^2*b^2*c^2*q^2*x^2-48208*a^2*b^2*c^2*q*r*x^2+ 73552*a^2*b^2*c^2*q*x^3-15552*a^2*b^2*c^2*r^2*x^2+69504*a^2*b^2*c^2*r*x^3-1656* a^2*b^2*c*g^3*x^2-15336*a^2*b^2*c*g^2*p*x^2-10920*a^2*b^2*c*g^2*q*x^2-13608*a^2 *b^2*c*g^2*r*x^2+7936*a^2*b^2*c*g^2*x^3-27852*a^2*b^2*c*g*p^2*x^2-44208*a^2*b^2 *c*g*p*q*x^2-41520*a^2*b^2*c*g*p*r*x^2+38664*a^2*b^2*c*g*p*x^3-14124*a^2*b^2*c* g*q^2*x^2-30624*a^2*b^2*c*g*q*r*x^2+38664*a^2*b^2*c*g*q*x^3-10224*a^2*b^2*c*g*r ^2*x^2+42888*a^2*b^2*c*g*r*x^3-12580*a^2*b^2*c*p^3*x^2-34168*a^2*b^2*c*p^2*q*x^ 2-26156*a^2*b^2*c*p^2*r*x^2+29160*a^2*b^2*c*p^2*x^3-24656*a^2*b^2*c*p*q^2*x^2-\ 44712*a^2*b^2*c*p*q*r*x^2+60816*a^2*b^2*c*p*q*x^3-13236*a^2*b^2*c*p*r^2*x^2+ 53436*a^2*b^2*c*p*r*x^3-4388*a^2*b^2*c*q^3*x^2-13912*a^2*b^2*c*q^2*r*x^2+29160* a^2*b^2*c*q^2*x^3-8940*a^2*b^2*c*q*r^2*x^2+53436*a^2*b^2*c*q*r*x^3-1080*a^2*b^2 *c*r^3*x^2+16176*a^2*b^2*c*r^2*x^3-966*a^2*b^2*g^3*p*x^2-690*a^2*b^2*g^3*q*x^2-\ 1242*a^2*b^2*g^3*r*x^2-3788*a^2*b^2*g^2*p^2*x^2-5640*a^2*b^2*g^2*p*q*x^2-6268*a ^2*b^2*g^2*p*r*x^2+3968*a^2*b^2*g^2*p*x^3-1852*a^2*b^2*g^2*q^2*x^2-4568*a^2*b^2 *g^2*q*r*x^2+3968*a^2*b^2*g^2*q*x^3-1584*a^2*b^2*g^2*r^2*x^2+6216*a^2*b^2*g^2*r *x^3-3926*a^2*b^2*g*p^3*x^2-10448*a^2*b^2*g*p^2*q*x^2-8554*a^2*b^2*g*p^2*r*x^2+ 8220*a^2*b^2*g*p^2*x^3-7444*a^2*b^2*g*p*q^2*x^2-14688*a^2*b^2*g*p*q*r*x^2+16440 *a^2*b^2*g*p*q*x^3-4492*a^2*b^2*g*p*r^2*x^2+16878*a^2*b^2*g*p*r*x^3-1294*a^2*b^ 2*g*q^3*x^2-4460*a^2*b^2*g*q^2*r*x^2+8220*a^2*b^2*g*q^2*x^3-2996*a^2*b^2*g*q*r^ 2*x^2+16878*a^2*b^2*g*q*r*x^3-360*a^2*b^2*g*r^3*x^2+5376*a^2*b^2*g*r^2*x^3-1160 *a^2*b^2*p^4*x^2-4864*a^2*b^2*p^3*q*x^2-3168*a^2*b^2*p^3*r*x^2+3648*a^2*b^2*p^3 *x^3-5904*a^2*b^2*p^2*q^2*x^2-9624*a^2*b^2*p^2*q*r*x^2+12192*a^2*b^2*p^2*q*x^3-\ 2484*a^2*b^2*p^2*r^2*x^2+9612*a^2*b^2*p^2*r*x^3-2432*a^2*b^2*p*q^3*x^2-7008*a^2 *b^2*p*q^2*r*x^2+12192*a^2*b^2*p*q^2*x^3-4320*a^2*b^2*p*q*r^2*x^2+21240*a^2*b^2 *p*q*r*x^3-528*a^2*b^2*p*r^3*x^2+5760*a^2*b^2*p*r^2*x^3-232*a^2*b^2*q^4*x^2-\ 1080*a^2*b^2*q^3*r*x^2+3648*a^2*b^2*q^3*x^3-972*a^2*b^2*q^2*r^2*x^2+9612*a^2*b^ 2*q^2*r*x^3-192*a^2*b^2*q*r^3*x^2+5760*a^2*b^2*q*r^2*x^3+600*a^2*b^2*r^3*x^3-\ 39744*a^2*b*c^5*x^2-59536*a^2*b*c^4*g*x^2-87424*a^2*b*c^4*p*x^2-69504*a^2*b*c^4 *q*x^2-61216*a^2*b*c^4*r*x^2+73536*a^2*b*c^4*x^3-32000*a^2*b*c^3*g^2*x^2-107144 *a^2*b*c^3*g*p*x^2-85000*a^2*b*c^3*g*q*x^2-78176*a^2*b*c^3*g*r*x^2+82640*a^2*b* c^3*g*x^3-71920*a^2*b*c^3*p^2*x^2-127360*a^2*b*c^3*p*q*x^2-100736*a^2*b*c^3*p*r *x^2+114896*a^2*b*c^3*p*x^3-45664*a^2*b*c^3*q^2*x^2-83072*a^2*b*c^3*q*r*x^2+ 120144*a^2*b*c^3*q*x^3-25440*a^2*b*c^3*r^2*x^2+100608*a^2*b*c^3*r*x^3-7220*a^2* b*c^2*g^3*x^2-44772*a^2*b*c^2*g^2*p*x^2-35304*a^2*b*c^2*g^2*q*x^2-35336*a^2*b*c ^2*g^2*r*x^2+29616*a^2*b*c^2*g^2*x^3-67276*a^2*b*c^2*g*p^2*x^2-119712*a^2*b*c^2 *g*p*q*x^2-97984*a^2*b*c^2*g*p*r*x^2+99648*a^2*b*c^2*g*p*x^3-42636*a^2*b*c^2*g* q^2*x^2-81068*a^2*b*c^2*g*q*r*x^2+104760*a^2*b*c^2*g*q*x^3-25104*a^2*b*c^2*g*r^ 2*x^2+95076*a^2*b*c^2*g*r*x^3-27192*a^2*b*c^2*p^3*x^2-82212*a^2*b*c^2*p^2*q*x^2 -56808*a^2*b*c^2*p^2*r*x^2+64104*a^2*b*c^2*p^2*x^3-65760*a^2*b*c^2*p*q^2*x^2-\ 108616*a^2*b*c^2*p*q*r*x^2+143096*a^2*b*c^2*p*q*x^3-29832*a^2*b*c^2*p*r^2*x^2+ 110424*a^2*b*c^2*p*r*x^3-13728*a^2*b*c^2*q^3*x^2-38928*a^2*b*c^2*q^2*r*x^2+ 71168*a^2*b*c^2*q^2*x^3-24108*a^2*b*c^2*q*r^2*x^2+117972*a^2*b*c^2*q*r*x^3-3024 *a^2*b*c^2*r^3*x^2+32544*a^2*b*c^2*r^2*x^3-568*a^2*b*c*g^4*x^2-7182*a^2*b*c*g^3 *p*x^2-5586*a^2*b*c*g^3*q*x^2-6646*a^2*b*c*g^3*r*x^2+3340*a^2*b*c*g^3*x^3-19450 *a^2*b*c*g^2*p^2*x^2-34168*a^2*b*c*g^2*p*q*x^2-30108*a^2*b*c*g^2*p*r*x^2+25196* a^2*b*c*g^2*p*x^3-12162*a^2*b*c*g^2*q^2*x^2-24876*a^2*b*c*g^2*q*r*x^2+26440*a^2 *b*c*g^2*q*x^3-7820*a^2*b*c*g^2*r^2*x^2+28204*a^2*b*c*g^2*r*x^3-17030*a^2*b*c*g *p^3*x^2-52608*a^2*b*c*g*p^2*q*x^2-36822*a^2*b*c*g*p^2*r*x^2+38168*a^2*b*c*g*p^ 2*x^3-42148*a^2*b*c*g*p*q^2*x^2-72452*a^2*b*c*g*p*q*r*x^2+85024*a^2*b*c*g*p*q*x ^3-19824*a^2*b*c*g*p*r^2*x^2+70502*a^2*b*c*g*p*r*x^3-8634*a^2*b*c*g*q^3*x^2-\ 25684*a^2*b*c*g*q^2*r*x^2+42944*a^2*b*c*g*q^2*x^3-16264*a^2*b*c*g*q*r^2*x^2+ 76266*a^2*b*c*g*q*r*x^3-1956*a^2*b*c*g*r^3*x^2+21556*a^2*b*c*g*r^2*x^3-4554*a^2 *b*c*p^4*x^2-21988*a^2*b*c*p^3*q*x^2-12548*a^2*b*c*p^3*r*x^2+14804*a^2*b*c*p^3* x^3-29628*a^2*b*c*p^2*q^2*x^2-43822*a^2*b*c*p^2*q*r*x^2+54456*a^2*b*c*p^2*q*x^3 -10128*a^2*b*c*p^2*r^2*x^2+37152*a^2*b*c*p^2*r*x^3-13992*a^2*b*c*p*q^3*x^2-\ 36208*a^2*b*c*p*q^2*r*x^2+57564*a^2*b*c*p*q^2*x^3-21012*a^2*b*c*p*q*r^2*x^2+ 89580*a^2*b*c*p*q*r*x^3-2400*a^2*b*c*p*r^3*x^2+21636*a^2*b*c*p*r^2*x^3-1798*a^2 *b*c*q^4*x^2-7142*a^2*b*c*q^3*r*x^2+17912*a^2*b*c*q^3*x^3-6528*a^2*b*c*q^2*r^2* x^2+43698*a^2*b*c*q^2*r*x^3-1644*a^2*b*c*q*r^3*x^2+24204*a^2*b*c*q*r^2*x^3-60*a ^2*b*c*r^4*x^2+2320*a^2*b*c*r^3*x^3-327*a^2*b*g^4*p*x^2-248*a^2*b*g^4*q*x^2-435 *a^2*b*g^4*r*x^2-1710*a^2*b*g^3*p^2*x^2-2788*a^2*b*g^3*p*q*x^2-2904*a^2*b*g^3*p *r*x^2+1670*a^2*b*g^3*p*x^3-1028*a^2*b*g^3*q^2*x^2-2378*a^2*b*g^3*q*r*x^2+1670* a^2*b*g^3*q*x^3-762*a^2*b*g^3*r^2*x^2+2606*a^2*b*g^3*r*x^3-2529*a^2*b*g^2*p^3*x ^2-7749*a^2*b*g^2*p^2*q*x^2-5685*a^2*b*g^2*p^2*r*x^2+5194*a^2*b*g^2*p^2*x^3-\ 6194*a^2*b*g^2*p*q^2*x^2-11430*a^2*b*g^2*p*q*r*x^2+11010*a^2*b*g^2*p*q*x^3-3136 *a^2*b*g^2*p*r^2*x^2+10618*a^2*b*g^2*p*r*x^3-1259*a^2*b*g^2*q^3*x^2-3992*a^2*b* g^2*q^2*r*x^2+5816*a^2*b*g^2*q^2*x^3-2592*a^2*b*g^2*q*r^2*x^2+11613*a^2*b*g^2*q *r*x^3-296*a^2*b*g^2*r^3*x^2+3368*a^2*b*g^2*r^2*x^3-1380*a^2*b*g*p^4*x^2-7122*a ^2*b*g*p^3*q*x^2-3902*a^2*b*g*p^3*r*x^2+4502*a^2*b*g*p^3*x^3-9756*a^2*b*g*p^2*q ^2*x^2-14807*a^2*b*g*p^2*q*r*x^2+16572*a^2*b*g*p^2*q*x^3-3231*a^2*b*g*p^2*r^2*x ^2+11871*a^2*b*g*p^2*r*x^3-4572*a^2*b*g*p*q^3*x^2-12428*a^2*b*g*p*q^2*r*x^2+ 17682*a^2*b*g*p*q^2*x^3-7362*a^2*b*g*p*q*r^2*x^2+29508*a^2*b*g*p*q*r*x^3-784*a^ 2*b*g*p*r^3*x^2+7176*a^2*b*g*p*r^2*x^3-558*a^2*b*g*q^4*x^2-2351*a^2*b*g*q^3*r*x ^2+5612*a^2*b*g*q^3*x^3-2225*a^2*b*g*q^2*r^2*x^2+14484*a^2*b*g*q^2*r*x^3-564*a^ 2*b*g*q*r^3*x^2+8316*a^2*b*g*q*r^2*x^3-20*a^2*b*g*r^4*x^2+770*a^2*b*g*r^3*x^3-\ 246*a^2*b*p^5*x^2-2025*a^2*b*p^4*q*x^2-834*a^2*b*p^4*r*x^2+1142*a^2*b*p^4*x^3-\ 4168*a^2*b*p^3*q^2*x^2-5394*a^2*b*p^3*q*r*x^2+6524*a^2*b*p^3*q*x^3-918*a^2*b*p^ 3*r^2*x^2+3633*a^2*b*p^3*r*x^3-3318*a^2*b*p^2*q^3*x^2-7788*a^2*b*p^2*q^2*r*x^2+ 11208*a^2*b*p^2*q^2*x^3-4101*a^2*b*p^2*q*r^2*x^2+15903*a^2*b*p^2*q*r*x^3-372*a^ 2*b*p^2*r^3*x^2+3042*a^2*b*p^2*r^2*x^3-1002*a^2*b*p*q^4*x^2-3618*a^2*b*p*q^3*r* x^2+7412*a^2*b*p*q^3*x^3-3216*a^2*b*p*q^2*r^2*x^2+17271*a^2*b*p*q^2*r*x^3-840*a ^2*b*p*q*r^3*x^2+8784*a^2*b*p*q*r^2*x^3-40*a^2*b*p*r^4*x^2+660*a^2*b*p*r^3*x^3-\ 73*a^2*b*q^5*x^2-390*a^2*b*q^4*r*x^2+1586*a^2*b*q^4*x^3-429*a^2*b*q^3*r^2*x^2+ 5001*a^2*b*q^3*r*x^3-120*a^2*b*q^2*r^3*x^2+4086*a^2*b*q^2*r^2*x^3+840*a^2*b*q*r ^3*x^3-15680*a^2*c^6*x^2-29904*a^2*c^5*g*x^2-39648*a^2*c^5*p*x^2-33792*a^2*c^5* q*x^2-28272*a^2*c^5*r*x^2+33280*a^2*c^5*x^3-21920*a^2*c^4*g^2*x^2-63760*a^2*c^4 *g*p*x^2-54472*a^2*c^4*g*q*x^2-46448*a^2*c^4*g*r*x^2+50352*a^2*c^4*g*x^3-38592* a^2*c^4*p^2*x^2-74112*a^2*c^4*p*q*x^2-54816*a^2*c^4*p*r*x^2+62512*a^2*c^4*p*x^3 -28904*a^2*c^4*q^2*x^2-49632*a^2*c^4*q*r*x^2+67872*a^2*c^4*q*x^3-14472*a^2*c^4* r^2*x^2+52776*a^2*c^4*r*x^3-7624*a^2*c^3*g^3*x^2-38092*a^2*c^3*g^2*p*x^2-32600* a^2*c^3*g^2*q*x^2-28904*a^2*c^3*g^2*r*x^2+27344*a^2*c^3*g^2*x^3-49752*a^2*c^3*g *p^2*x^2-97104*a^2*c^3*g*p*q*x^2-72496*a^2*c^3*g*p*r*x^2+76664*a^2*c^3*g*p*x^3-\ 37744*a^2*c^3*g*q^2*x^2-66208*a^2*c^3*g*q*r*x^2+84200*a^2*c^3*g*q*x^3-19276*a^2 *c^3*g*r^2*x^2+68004*a^2*c^3*g*r*x^3-18044*a^2*c^3*p^3*x^2-60720*a^2*c^3*p^2*q* x^2-38132*a^2*c^3*p^2*r*x^2+44232*a^2*c^3*p^2*x^3-52928*a^2*c^3*p*q^2*x^2-81784 *a^2*c^3*p*q*r*x^2+104208*a^2*c^3*p*q*x^3-20628*a^2*c^3*p*r^2*x^2+73932*a^2*c^3 *p*r*x^3-12356*a^2*c^3*q^3*x^2-32768*a^2*c^3*q^2*r*x^2+53736*a^2*c^3*q^2*x^3-\ 19548*a^2*c^3*q*r^2*x^2+83196*a^2*c^3*q*r*x^3-2328*a^2*c^3*r^3*x^2+21600*a^2*c^ 3*r^2*x^3-1236*a^2*c^2*g^4*x^2-10260*a^2*c^2*g^3*p*x^2-8774*a^2*c^2*g^3*q*x^2-\ 8432*a^2*c^2*g^3*r*x^2+6220*a^2*c^2*g^3*x^3-22506*a^2*c^2*g^2*p^2*x^2-44496*a^2 *c^2*g^2*p*q*x^2-34128*a^2*c^2*g^2*p*r*x^2+31996*a^2*c^2*g^2*p*x^3-17254*a^2*c^ 2*g^2*q^2*x^2-31428*a^2*c^2*g^2*q*r*x^2+35544*a^2*c^2*g^2*q*x^3-9144*a^2*c^2*g^ 2*r^2*x^2+30948*a^2*c^2*g^2*r*x^3-17048*a^2*c^2*g*p^3*x^2-60158*a^2*c^2*g*p^2*q *x^2-37044*a^2*c^2*g*p^2*r*x^2+40900*a^2*c^2*g*p^2*x^3-52960*a^2*c^2*g*p*q^2*x^ 2-83092*a^2*c^2*g*p*q*r*x^2+98300*a^2*c^2*g*p*q*x^3-20380*a^2*c^2*g*p*r^2*x^2+ 71682*a^2*c^2*g*p*r*x^3-12208*a^2*c^2*g*q^3*x^2-33192*a^2*c^2*g*q^2*r*x^2+51256 *a^2*c^2*g*q^2*x^3-19928*a^2*c^2*g*q*r^2*x^2+82428*a^2*c^2*g*q*r*x^3-2220*a^2*c ^2*g*r^3*x^2+21576*a^2*c^2*g*r^2*x^3-4034*a^2*c^2*p^4*x^2-23020*a^2*c^2*p^3*q*x ^2-11228*a^2*c^2*p^3*r*x^2+14340*a^2*c^2*p^3*x^3-34092*a^2*c^2*p^2*q^2*x^2-\ 46574*a^2*c^2*p^2*q*r*x^2+57088*a^2*c^2*p^2*q*x^3-9204*a^2*c^2*p^2*r^2*x^2+ 35172*a^2*c^2*p^2*r*x^3-17816*a^2*c^2*p*q^3*x^2-43024*a^2*c^2*p*q^2*r*x^2+63236 *a^2*c^2*p*q^2*x^3-23508*a^2*c^2*p*q*r^2*x^2+91044*a^2*c^2*p*q*r*x^3-2256*a^2*c ^2*p*r^3*x^2+20340*a^2*c^2*p*r^2*x^3-2710*a^2*c^2*q^4*x^2-9910*a^2*c^2*q^3*r*x^ 2+20488*a^2*c^2*q^3*x^3-8940*a^2*c^2*q^2*r^2*x^2+47094*a^2*c^2*q^2*r*x^3-2316*a ^2*c^2*q*r^3*x^2+24540*a^2*c^2*q*r^2*x^3-60*a^2*c^2*r^4*x^2+2280*a^2*c^2*r^3*x^ 3-73*a^2*c*g^5*x^2-1181*a^2*c*g^4*p*x^2-1000*a^2*c*g^4*q*x^2-1143*a^2*c*g^4*r*x ^2+488*a^2*c*g^4*x^3-4173*a^2*c*g^3*p^2*x^2-8192*a^2*c*g^3*p*q*x^2-6724*a^2*c*g ^3*p*r*x^2+5134*a^2*c*g^3*p*x^3-3194*a^2*c*g^3*q^2*x^2-6224*a^2*c*g^3*q*r*x^2+ 5694*a^2*c*g^3*q*x^3-1812*a^2*c*g^3*r^2*x^2+5828*a^2*c*g^3*r*x^3-5041*a^2*c*g^2 *p^3*x^2-18623*a^2*c*g^2*p^2*q*x^2-11357*a^2*c*g^2*p^2*r*x^2+11638*a^2*c*g^2*p^ 2*x^3-16554*a^2*c*g^2*p*q^2*x^2-26798*a^2*c*g^2*p*q*r*x^2+28150*a^2*c*g^2*p*q*x ^3-6372*a^2*c*g^2*p*r^2*x^2+21806*a^2*c*g^2*p*r*x^3-3769*a^2*c*g^2*q^3*x^2-\ 10636*a^2*c*g^2*q^2*r*x^2+15000*a^2*c*g^2*q^2*x^3-6444*a^2*c*g^2*q*r^2*x^2+ 25755*a^2*c*g^2*q*r*x^3-656*a^2*c*g^2*r^3*x^2+6762*a^2*c*g^2*r^2*x^3-2286*a^2*c *g*p^4*x^2-15074*a^2*c*g*p^3*q*x^2-6546*a^2*c*g*p^3*r*x^2+8682*a^2*c*g*p^3*x^3-\ 23092*a^2*c*g*p^2*q^2*x^2-31425*a^2*c*g*p^2*q*r*x^2+36180*a^2*c*g*p^2*q*x^3-\ 5461*a^2*c*g*p^2*r^2*x^2+22193*a^2*c*g*p^2*r*x^3-12088*a^2*c*g*p*q^3*x^2-29856* a^2*c*g*p*q^2*r*x^2+40842*a^2*c*g*p*q^2*x^3-16218*a^2*c*g*p*q*r^2*x^2+60828*a^2 *c*g*p*q*r*x^3-1312*a^2*c*g*p*r^3*x^2+13308*a^2*c*g*p*r^2*x^3-1784*a^2*c*g*q^4* x^2-6735*a^2*c*g*q^3*r*x^2+13344*a^2*c*g*q^3*x^3-6173*a^2*c*g*q^2*r^2*x^2+31812 *a^2*c*g*q^2*r*x^3-1560*a^2*c*g*q*r^3*x^2+16932*a^2*c*g*q*r^2*x^3-20*a^2*c*g*r^ 4*x^2+1500*a^2*c*g*r^3*x^3-342*a^2*c*p^5*x^2-3979*a^2*c*p^4*q*x^2-1170*a^2*c*p^ 4*r*x^2+2010*a^2*c*p^4*x^3-9152*a^2*c*p^3*q^2*x^2-10738*a^2*c*p^3*q*r*x^2+13036 *a^2*c*p^3*q*x^3-1278*a^2*c*p^3*r^2*x^2+6309*a^2*c*p^3*r*x^3-8010*a^2*c*p^2*q^3 *x^2-17526*a^2*c*p^2*q^2*r*x^2+23760*a^2*c*p^2*q^2*x^3-8481*a^2*c*p^2*q*r^2*x^2 +30855*a^2*c*p^2*q*r*x^3-492*a^2*c*p^2*r^3*x^2+5280*a^2*c*p^2*r^2*x^3-2770*a^2* c*p*q^4*x^2-9266*a^2*c*p*q^3*r*x^2+16452*a^2*c*p*q^3*x^3-7968*a^2*c*p*q^2*r^2*x ^2+35739*a^2*c*p*q^2*r*x^3-1992*a^2*c*p*q*r^3*x^2+16812*a^2*c*p*q*r^2*x^3-40*a^ 2*c*p*r^4*x^2+1170*a^2*c*p*r^3*x^3-275*a^2*c*q^5*x^2-1308*a^2*c*q^4*r*x^2+3718* a^2*c*q^4*x^3-1533*a^2*c*q^3*r^2*x^2+11193*a^2*c*q^3*r*x^3-588*a^2*c*q^2*r^3*x^ 2+8682*a^2*c*q^2*r^2*x^3-60*a^2*c*q*r^4*x^2+1680*a^2*c*q*r^3*x^3-41*a^2*g^5*p*x ^2-33*a^2*g^5*q*x^2-57*a^2*g^5*r*x^2-267*a^2*g^4*p^2*x^2-478*a^2*g^4*p*q*x^2-\ 466*a^2*g^4*p*r*x^2+244*a^2*g^4*p*x^3-195*a^2*g^4*q^2*x^2-429*a^2*g^4*q*r*x^2+ 244*a^2*g^4*q*x^3-125*a^2*g^4*r^2*x^2+379*a^2*g^4*r*x^3-471*a^2*g^3*p^3*x^2-\ 1757*a^2*g^3*p^2*q*x^2-1097*a^2*g^3*p^2*r*x^2+1012*a^2*g^3*p^2*x^3-1572*a^2*g^3 *p*q^2*x^2-2714*a^2*g^3*p*q*r*x^2+2304*a^2*g^3*p*q*x^3-626*a^2*g^3*p*r^2*x^2+ 2059*a^2*g^3*p*r*x^3-358*a^2*g^3*q^3*x^2-1068*a^2*g^3*q^2*r*x^2+1292*a^2*g^3*q^ 2*x^3-656*a^2*g^3*q*r^2*x^2+2505*a^2*g^3*q*r*x^3-60*a^2*g^3*r^3*x^2+651*a^2*g^3 *r^2*x^3-293*a^2*g^2*p^4*x^2-2318*a^2*g^2*p^3*q*x^2-860*a^2*g^2*p^3*r*x^2+1238* a^2*g^2*p^3*x^3-3680*a^2*g^2*p^2*q^2*x^2-5047*a^2*g^2*p^2*q*r*x^2+5264*a^2*g^2* p^2*q*x^3-725*a^2*g^2*p^2*r^2*x^2+3280*a^2*g^2*p^2*r*x^3-1930*a^2*g^2*p*q^3*x^2 -4946*a^2*g^2*p*q^2*r*x^2+6058*a^2*g^2*p*q^2*x^3-2684*a^2*g^2*p*q*r^2*x^2+9606* a^2*g^2*p*q*r*x^3-168*a^2*g^2*p*r^3*x^2+2022*a^2*g^2*p*r^2*x^3-275*a^2*g^2*q^4* x^2-1080*a^2*g^2*q^3*r*x^2+2032*a^2*g^2*q^3*x^3-1008*a^2*g^2*q^2*r^2*x^2+5109*a ^2*g^2*q^2*r*x^3-248*a^2*g^2*q*r^3*x^2+2784*a^2*g^2*q*r^2*x^3+225*a^2*g^2*r^3*x ^3-48*a^2*g*p^5*x^2-1240*a^2*g*p^4*q*x^2-168*a^2*g*p^4*r*x^2+552*a^2*g*p^4*x^3-\ 3112*a^2*g*p^3*q^2*x^2-3468*a^2*g*p^3*q*r*x^2+4092*a^2*g*p^3*q*x^3-180*a^2*g*p^ 3*r^2*x^2+1764*a^2*g*p^3*r*x^3-2784*a^2*g*p^2*q^3*x^2-6153*a^2*g*p^2*q^2*r*x^2+ 7764*a^2*g*p^2*q^2*x^3-2841*a^2*g*p^2*q*r^2*x^2+10239*a^2*g*p^2*q*r*x^3-60*a^2* g*p^2*r^3*x^2+1515*a^2*g*p^2*r^2*x^3-952*a^2*g*p*q^4*x^2-3292*a^2*g*p*q^3*r*x^2 +5460*a^2*g*p*q^3*x^3-2870*a^2*g*p*q^2*r^2*x^2+12324*a^2*g*p*q^2*r*x^3-688*a^2* g*p*q*r^3*x^2+5868*a^2*g*p*q*r^2*x^3+345*a^2*g*p*r^3*x^3-88*a^2*g*q^5*x^2-439*a ^2*g*q^4*r*x^2+1236*a^2*g*q^4*x^3-529*a^2*g*q^3*r^2*x^2+3849*a^2*g*q^3*r*x^3-\ 204*a^2*g*q^2*r^3*x^2+3072*a^2*g*q^2*r^2*x^3-20*a^2*g*q*r^4*x^2+600*a^2*g*q*r^3 *x^3-246*a^2*p^5*q*x^2+82*a^2*p^5*x^3-865*a^2*p^4*q^2*x^2-834*a^2*p^4*q*r*x^2+ 1024*a^2*p^4*q*x^3+294*a^2*p^4*r*x^3-1128*a^2*p^3*q^3*x^2-2226*a^2*p^3*q^2*r*x^ 2+2832*a^2*p^3*q^2*x^3-918*a^2*p^3*q*r^2*x^2+3171*a^2*p^3*q*r*x^3+300*a^2*p^3*r ^2*x^3-654*a^2*p^2*q^4*x^2-2004*a^2*p^2*q^3*r*x^2+3172*a^2*p^2*q^3*x^3-1617*a^2 *p^2*q^2*r^2*x^2+6381*a^2*p^2*q^2*r*x^3-372*a^2*p^2*q*r^3*x^2+2574*a^2*p^2*q*r^ 2*x^3+90*a^2*p^2*r^3*x^3-154*a^2*p*q^5*x^2-666*a^2*p*q^4*r*x^2+1534*a^2*p*q^4*x ^3-768*a^2*p*q^3*r^2*x^2+4425*a^2*p*q^3*r*x^3-312*a^2*p*q^2*r^3*x^2+3204*a^2*p* q^2*r^2*x^3-40*a^2*p*q*r^4*x^2+540*a^2*p*q*r^3*x^3-9*a^2*q^6*x^2-54*a^2*q^5*r*x ^2+252*a^2*q^5*x^3-69*a^2*q^4*r^2*x^2+921*a^2*q^4*r*x^3-24*a^2*q^3*r^3*x^2+930* a^2*q^3*r^2*x^3+270*a^2*q^2*r^3*x^3-32*a*b^6*c*x^2-16*a*b^6*p*x^2-16*a*b^6*r*x^ 2-864*a*b^5*c^2*x^2-272*a*b^5*c*g*x^2-944*a*b^5*c*p*x^2-304*a*b^5*c*q*x^2-592*a *b^5*c*r*x^2+800*a*b^5*c*x^3-152*a*b^5*g*p*x^2-56*a*b^5*g*q*x^2-168*a*b^5*g*r*x ^2-256*a*b^5*p^2*x^2-192*a*b^5*p*q*x^2-336*a*b^5*p*r*x^2+400*a*b^5*p*x^3-72*a*b ^5*q*r*x^2+400*a*b^5*q*x^3-24*a*b^5*r^2*x^2+624*a*b^5*r*x^3-5952*a*b^4*c^3*x^2-\ 4160*a*b^4*c^2*g*x^2-9216*a*b^4*c^2*p*x^2-4480*a*b^4*c^2*q*x^2-5504*a*b^4*c^2*r *x^2+9440*a*b^4*c^2*x^3-664*a*b^4*c*g^2*x^2-4560*a*b^4*c*g*p*x^2-2088*a*b^4*c*g *q*x^2-3256*a*b^4*c*g*r*x^2+3360*a*b^4*c*g*x^3-4608*a*b^4*c*p^2*x^2-5056*a*b^4* c*p*q*x^2-5680*a*b^4*c*p*r*x^2+8672*a*b^4*c*p*x^3-784*a*b^4*c*q^2*x^2-2456*a*b^ 4*c*q*r*x^2+7424*a*b^4*c*q*x^3-864*a*b^4*c*r^2*x^2+8952*a*b^4*c*r*x^3-388*a*b^4 *g^2*p*x^2-196*a*b^4*g^2*q*x^2-444*a*b^4*g^2*r*x^2-1224*a*b^4*g*p^2*x^2-1232*a* b^4*g*p*q*x^2-1760*a*b^4*g*p*r*x^2+1680*a*b^4*g*p*x^3-176*a*b^4*g*q^2*x^2-700*a *b^4*g*q*r*x^2+1680*a*b^4*g*q*x^3-268*a*b^4*g*r^2*x^2+2632*a*b^4*g*r*x^3-744*a* b^4*p^3*x^2-1360*a*b^4*p^2*q*x^2-1388*a*b^4*p^2*r*x^2+1976*a*b^4*p^2*x^3-536*a* b^4*p*q^2*x^2-1440*a*b^4*p*q*r*x^2+3328*a*b^4*p*q*x^3-492*a*b^4*p*r^2*x^2+3876* a*b^4*p*r*x^3-124*a*b^4*q^2*r*x^2+1352*a*b^4*q^2*x^3-48*a*b^4*q*r^2*x^2+2868*a* b^4*q*r*x^3+24*a*b^4*r^3*x^2+1032*a*b^4*r^2*x^3-18816*a*b^3*c^4*x^2-20448*a*b^3 *c^3*g*x^2-36768*a*b^3*c^3*p*x^2-21856*a*b^3*c^3*q*x^2-22032*a*b^3*c^3*r*x^2+ 38464*a*b^3*c^3*x^3-6952*a*b^3*c^2*g^2*x^2-31392*a*b^3*c^2*g*p*x^2-17928*a*b^3* c^2*g*q*x^2-20328*a*b^3*c^2*g*r*x^2+28384*a*b^3*c^2*g*x^3-25744*a*b^3*c^2*p^2*x ^2-34176*a*b^3*c^2*p*q*x^2-31648*a*b^3*c^2*p*r*x^2+49456*a*b^3*c^2*p*x^3-8016*a *b^3*c^2*q^2*x^2-17984*a*b^3*c^2*q*r*x^2+44688*a*b^3*c^2*q*x^3-5832*a*b^3*c^2*r ^2*x^2+44376*a*b^3*c^2*r*x^3-716*a*b^3*c*g^3*x^2-7612*a*b^3*c*g^2*p*x^2-4160*a* b^3*c*g^2*q*x^2-5792*a*b^3*c*g^2*r*x^2+4992*a*b^3*c*g^2*x^3-15368*a*b^3*c*g*p^2 *x^2-19584*a*b^3*c*g*p*q*x^2-20304*a*b^3*c*g*p*r*x^2+25688*a*b^3*c*g*p*x^3-4312 *a*b^3*c*g*q^2*x^2-10992*a*b^3*c*g*q*r*x^2+23304*a*b^3*c*g*q*x^3-3796*a*b^3*c*g *r^2*x^2+27140*a*b^3*c*g*r*x^3-7632*a*b^3*c*p^3*x^2-16880*a*b^3*c*p^2*q*x^2-\ 14248*a*b^3*c*p^2*r*x^2+20688*a*b^3*c*p^2*x^3-9276*a*b^3*c*p*q^2*x^2-18704*a*b^ 3*c*p*q*r*x^2+38640*a*b^3*c*p*q*x^3-5736*a*b^3*c*p*r^2*x^2+36396*a*b^3*c*p*r*x^ 3-908*a*b^3*c*q^3*x^2-3780*a*b^3*c*q^2*r*x^2+16288*a*b^3*c*q^2*x^3-2280*a*b^3*c *q*r^2*x^2+30948*a*b^3*c*q*r*x^3-120*a*b^3*c*r^3*x^2+10056*a*b^3*c*r^2*x^3-426* a*b^3*g^3*p*x^2-250*a*b^3*g^3*q*x^2-502*a*b^3*g^3*r*x^2-2024*a*b^3*g^2*p^2*x^2-\ 2384*a*b^3*g^2*p*q*x^2-3044*a*b^3*g^2*p*r*x^2+2496*a*b^3*g^2*p*x^3-512*a*b^3*g^ 2*q^2*x^2-1532*a*b^3*g^2*q*r*x^2+2496*a*b^3*g^2*q*x^3-556*a*b^3*g^2*r^2*x^2+ 3908*a*b^3*g^2*r*x^3-2392*a*b^3*g*p^3*x^2-5064*a*b^3*g*p^2*q*x^2-4732*a*b^3*g*p ^2*r*x^2+5748*a*b^3*g*p^2*x^3-2638*a*b^3*g*p*q^2*x^2-6064*a*b^3*g*p*q*r*x^2+ 10304*a*b^3*g*p*q*x^3-2004*a*b^3*g*p*r^2*x^2+11454*a*b^3*g*p*r*x^3-214*a*b^3*g* q^3*x^2-1074*a*b^3*g*q^2*r*x^2+4556*a*b^3*g*q^2*x^3-700*a*b^3*g*q*r^2*x^2+9538* a*b^3*g*q*r*x^3-40*a*b^3*g*r^3*x^2+3268*a*b^3*g*r^2*x^3-800*a*b^3*p^4*x^2-2640* a*b^3*p^3*q*x^2-2000*a*b^3*p^3*r*x^2+2788*a*b^3*p^3*x^3-2496*a*b^3*p^2*q^2*x^2-\ 4538*a*b^3*p^2*q*r*x^2+8188*a*b^3*p^2*q*x^3-1290*a*b^3*p^2*r^2*x^2+7164*a*b^3*p ^2*r*x^3-656*a*b^3*p*q^3*x^2-2292*a*b^3*p*q^2*r*x^2+7180*a*b^3*p*q^2*x^3-1380*a *b^3*p*q*r^2*x^2+13248*a*b^3*p*q*r*x^3-120*a*b^3*p*r^3*x^2+4044*a*b^3*p*r^2*x^3 -106*a*b^3*q^3*r*x^2+1780*a*b^3*q^3*x^3-18*a*b^3*q^2*r^2*x^2+4740*a*b^3*q^2*r*x ^3+84*a*b^3*q*r^3*x^2+2940*a*b^3*q*r^2*x^3+20*a*b^3*r^4*x^2+340*a*b^3*r^3*x^3-\ 31104*a*b^2*c^5*x^2-45968*a*b^2*c^4*g*x^2-72576*a*b^2*c^4*p*x^2-48896*a*b^2*c^4 *q*x^2-44624*a*b^2*c^4*r*x^2+73536*a*b^2*c^4*x^3-24160*a*b^2*c^3*g^2*x^2-88664* a*b^2*c^3*g*p*x^2-58456*a*b^2*c^3*g*q*x^2-56392*a*b^2*c^3*g*r*x^2+82640*a*b^2*c ^3*g*x^3-64208*a*b^2*c^3*p^2*x^2-96128*a*b^2*c^3*p*q*x^2-80512*a*b^2*c^3*p*r*x^ 2+120144*a*b^2*c^3*p*x^3-27584*a*b^2*c^3*q^2*x^2-53632*a*b^2*c^3*q*r*x^2+114896 *a*b^2*c^3*q*x^3-16608*a*b^2*c^3*r^2*x^2+100608*a*b^2*c^3*r*x^3-5236*a*b^2*c^2* g^3*x^2-36672*a*b^2*c^2*g^2*p*x^2-23412*a*b^2*c^2*g^2*q*x^2-24964*a*b^2*c^2*g^2 *r*x^2+29616*a*b^2*c^2*g^2*x^3-60612*a*b^2*c^2*g*p^2*x^2-89424*a*b^2*c^2*g*p*q* x^2-78880*a*b^2*c^2*g*p*r*x^2+104760*a*b^2*c^2*g*p*x^3-24716*a*b^2*c^2*g*q^2*x^ 2-51236*a*b^2*c^2*g*q*r*x^2+99648*a*b^2*c^2*g*q*x^3-16368*a*b^2*c^2*g*r^2*x^2+ 95076*a*b^2*c^2*g*r*x^3-26784*a*b^2*c^2*p^3*x^2-66912*a*b^2*c^2*p^2*q*x^2-50892 *a*b^2*c^2*p^2*r*x^2+71168*a*b^2*c^2*p^2*x^3-43668*a*b^2*c^2*p*q^2*x^2-77360*a* b^2*c^2*p*q*r*x^2+143096*a*b^2*c^2*p*q*x^3-22404*a*b^2*c^2*p*r^2*x^2+117972*a*b ^2*c^2*p*r*x^3-6528*a*b^2*c^2*q^3*x^2-20880*a*b^2*c^2*q^2*r*x^2+64104*a*b^2*c^2 *q^2*x^3-12648*a*b^2*c^2*q*r^2*x^2+110424*a*b^2*c^2*q*r*x^3-1296*a*b^2*c^2*r^3* x^2+32544*a*b^2*c^2*r^2*x^3-380*a*b^2*c*g^4*x^2-5694*a*b^2*c*g^3*p*x^2-3498*a*b ^2*c*g^3*q*x^2-4514*a*b^2*c*g^3*r*x^2+3340*a*b^2*c*g^3*x^3-17550*a*b^2*c*g^2*p^ 2*x^2-25040*a*b^2*c*g^2*p*q*x^2-24300*a*b^2*c*g^2*p*r*x^2+26440*a*b^2*c*g^2*p*x ^3-6626*a*b^2*c*g^2*q^2*x^2-15108*a*b^2*c*g^2*q*r*x^2+25196*a*b^2*c*g^2*q*x^3-\ 4972*a*b^2*c*g^2*r^2*x^2+28204*a*b^2*c*g^2*r*x^3-17298*a*b^2*c*g*p^3*x^2-42896* a*b^2*c*g*p^2*q*x^2-34040*a*b^2*c*g*p^2*r*x^2+42944*a*b^2*c*g*p^2*x^3-27300*a*b ^2*c*g*p*q^2*x^2-51568*a*b^2*c*g*p*q*r*x^2+85024*a*b^2*c*g*p*q*x^3-15416*a*b^2* c*g*p*r^2*x^2+76266*a*b^2*c*g*p*r*x^3-3766*a*b^2*c*g*q^3*x^2-13110*a*b^2*c*g*q^ 2*r*x^2+38168*a*b^2*c*g*q^2*x^3-8352*a*b^2*c*g*q*r^2*x^2+70502*a*b^2*c*g*q*r*x^ 3-864*a*b^2*c*g*r^3*x^2+21556*a*b^2*c*g*r^2*x^3-5198*a*b^2*c*p^4*x^2-19536*a*b^ 2*c*p^3*q*x^2-13216*a*b^2*c*p^3*r*x^2+17912*a*b^2*c*p^3*x^3-21528*a*b^2*c*p^2*q ^2*x^2-34694*a*b^2*c*p^2*q*r*x^2+57564*a*b^2*c*p^2*q*x^3-9168*a*b^2*c*p^2*r^2*x ^2+43698*a*b^2*c*p^2*r*x^3-7724*a*b^2*c*p*q^3*x^2-22004*a*b^2*c*p*q^2*r*x^2+ 54456*a*b^2*c*p*q^2*x^3-12828*a*b^2*c*p*q*r^2*x^2+89580*a*b^2*c*p*q*r*x^3-1416* a*b^2*c*p*r^3*x^2+24204*a*b^2*c*p*r^2*x^3-534*a*b^2*c*q^4*x^2-2734*a*b^2*c*q^3* r*x^2+14804*a*b^2*c*q^3*x^3-2184*a*b^2*c*q^2*r^2*x^2+37152*a*b^2*c*q^2*r*x^3-\ 180*a*b^2*c*q*r^3*x^2+21636*a*b^2*c*q*r^2*x^3+60*a*b^2*c*r^4*x^2+2320*a*b^2*c*r ^3*x^3-226*a*b^2*g^4*p*x^2-147*a*b^2*g^4*q*x^2-276*a*b^2*g^4*r*x^2-1498*a*b^2*g ^3*p^2*x^2-1964*a*b^2*g^3*p*q*x^2-2320*a*b^2*g^3*p*r*x^2+1670*a*b^2*g^3*p*x^3-\ 516*a*b^2*g^3*q^2*x^2-1344*a*b^2*g^3*q*r*x^2+1670*a*b^2*g^3*q*x^3-450*a*b^2*g^3 *r^2*x^2+2606*a*b^2*g^3*r*x^3-2623*a*b^2*g^2*p^3*x^2-6292*a*b^2*g^2*p^2*q*x^2-\ 5413*a*b^2*g^2*p^2*r*x^2+5816*a*b^2*g^2*p^2*x^3-3867*a*b^2*g^2*p*q^2*x^2-8082*a *b^2*g^2*p*q*r*x^2+11010*a*b^2*g^2*p*q*x^3-2520*a*b^2*g^2*p*r^2*x^2+11613*a*b^2 *g^2*p*r*x^3-483*a*b^2*g^2*q^3*x^2-1857*a*b^2*g^2*q^2*r*x^2+5194*a*b^2*g^2*q^2* x^3-1232*a*b^2*g^2*q*r^2*x^2+10618*a*b^2*g^2*q*r*x^3-124*a*b^2*g^2*r^3*x^2+3368 *a*b^2*g^2*r^2*x^3-1710*a*b^2*g*p^4*x^2-6456*a*b^2*g*p^3*q*x^2-4480*a*b^2*g*p^3 *r*x^2+5612*a*b^2*g*p^3*x^3-7002*a*b^2*g*p^2*q^2*x^2-11953*a*b^2*g*p^2*q*r*x^2+ 17682*a*b^2*g*p^2*q*x^3-3211*a*b^2*g*p^2*r^2*x^2+14484*a*b^2*g*p^2*r*x^3-2382*a *b^2*g*p*q^3*x^2-7414*a*b^2*g*p*q^2*r*x^2+16572*a*b^2*g*p*q^2*x^3-4590*a*b^2*g* p*q*r^2*x^2+29508*a*b^2*g*p*q*r*x^3-516*a*b^2*g*p*r^3*x^2+8316*a*b^2*g*p*r^2*x^ 3-126*a*b^2*g*q^4*x^2-769*a*b^2*g*q^3*r*x^2+4502*a*b^2*g*q^3*x^3-657*a*b^2*g*q^ 2*r^2*x^2+11871*a*b^2*g*q^2*r*x^3-56*a*b^2*g*q*r^3*x^2+7176*a*b^2*g*q*r^2*x^3+ 20*a*b^2*g*r^4*x^2+770*a*b^2*g*r^3*x^3-365*a*b^2*p^5*x^2-2004*a*b^2*p^4*q*x^2-\ 1158*a*b^2*p^4*r*x^2+1586*a*b^2*p^4*x^3-3318*a*b^2*p^3*q^2*x^2-4824*a*b^2*p^3*q *r*x^2+7412*a*b^2*p^3*q*x^3-1119*a*b^2*p^3*r^2*x^2+5001*a*b^2*p^3*r*x^3-2084*a* b^2*p^2*q^3*x^2-5334*a*b^2*p^2*q^2*r*x^2+11208*a*b^2*p^2*q^2*x^3-2940*a*b^2*p^2 *q*r^2*x^2+17271*a*b^2*p^2*q*r*x^3-330*a*b^2*p^2*r^3*x^2+4086*a*b^2*p^2*r^2*x^3 -405*a*b^2*p*q^4*x^2-1716*a*b^2*p*q^3*r*x^2+6524*a*b^2*p*q^3*x^3-1407*a*b^2*p*q ^2*r^2*x^2+15903*a*b^2*p*q^2*r*x^3-240*a*b^2*p*q*r^3*x^2+8784*a*b^2*p*q*r^2*x^3 +840*a*b^2*p*r^3*x^3-48*a*b^2*q^4*r*x^2+1142*a*b^2*q^4*x^3+18*a*b^2*q^3*r^2*x^2 +3633*a*b^2*q^3*r*x^3+102*a*b^2*q^2*r^3*x^2+3042*a*b^2*q^2*r^2*x^3+40*a*b^2*q*r ^4*x^2+660*a*b^2*q*r^3*x^3-25920*a*b*c^6*x^2-48768*a*b*c^5*g*x^2-69824*a*b*c^5* p*x^2-51520*a*b*c^5*q*x^2-44640*a*b*c^5*r*x^2+67840*a*b*c^5*x^3-35040*a*b*c^4*g ^2*x^2-111896*a*b*c^4*g*p*x^2-81640*a*b*c^4*g*q*x^2-72360*a*b*c^4*g*r*x^2+ 102688*a*b*c^4*g*x^3-73840*a*b*c^4*p^2*x^2-120960*a*b*c^4*p*q*x^2-95616*a*b*c^4 *p*r*x^2+133776*a*b*c^4*p*x^3-39488*a*b*c^4*q^2*x^2-71424*a*b*c^4*q*r*x^2+ 133776*a*b*c^4*q*x^3-21600*a*b*c^4*r^2*x^2+108240*a*b*c^4*r*x^3-11808*a*b*c^3*g ^3*x^2-66404*a*b*c^3*g^2*p*x^2-47596*a*b*c^3*g^2*q*x^2-44100*a*b*c^3*g^2*r*x^2+ 55840*a*b*c^3*g^2*x^3-96224*a*b*c^3*g*p^2*x^2-157536*a*b*c^3*g*p*q*x^2-126944*a *b*c^3*g*p*r*x^2+165408*a*b*c^3*g*p*x^3-50272*a*b*c^3*g*q^2*x^2-93664*a*b*c^3*g *q*r*x^2+165408*a*b*c^3*g*q*x^3-28560*a*b*c^3*g*r^2*x^2+139448*a*b*c^3*g*r*x^3-\ 38932*a*b*c^3*p^3*x^2-107036*a*b*c^3*p^2*q*x^2-76056*a*b*c^3*p^2*r*x^2+101280*a *b*c^3*p^2*x^3-78340*a*b*c^3*p*q^2*x^2-129456*a*b*c^3*p*q*r*x^2+215040*a*b*c^3* p*q*x^3-36096*a*b*c^3*p*r^2*x^2+162840*a*b*c^3*p*r*x^3-14444*a*b*c^3*q^3*x^2-\ 41376*a*b*c^3*q^2*r*x^2+101280*a*b*c^3*q^2*x^3-24960*a*b*c^3*q*r^2*x^2+162840*a *b*c^3*q*r*x^3-3000*a*b*c^3*r^3*x^2+44784*a*b*c^3*r^2*x^3-1812*a*b*c^2*g^4*x^2-\ 17618*a*b*c^2*g^3*p*x^2-12286*a*b*c^2*g^3*q*x^2-12438*a*b*c^2*g^3*r*x^2+12744*a *b*c^2*g^3*x^3-43986*a*b*c^2*g^2*p^2*x^2-71424*a*b*c^2*g^2*p*q*x^2-59896*a*b*c^ 2*g^2*p*r*x^2+69652*a*b*c^2*g^2*p*x^3-22098*a*b*c^2*g^2*q^2*x^2-43172*a*b*c^2*g ^2*q*r*x^2+69652*a*b*c^2*g^2*q*x^3-13272*a*b*c^2*g^2*r^2*x^2+63496*a*b*c^2*g^2* r*x^3-38340*a*b*c^2*g*p^3*x^2-106842*a*b*c^2*g*p^2*q*x^2-76554*a*b*c^2*g*p^2*r* x^2+95724*a*b*c^2*g*p^2*x^3-77442*a*b*c^2*g*p*q^2*x^2-131724*a*b*c^2*g*p*q*r*x^ 2+203736*a*b*c^2*g*p*q*x^3-36828*a*b*c^2*g*p*r^2*x^2+160246*a*b*c^2*g*p*r*x^3-\ 13656*a*b*c^2*g*q^3*x^2-40752*a*b*c^2*g*q^2*r*x^2+95724*a*b*c^2*g*q^2*x^3-25140 *a*b*c^2*g*q*r^2*x^2+160246*a*b*c^2*g*q*r*x^3-2940*a*b*c^2*g*r^3*x^2+44776*a*b* c^2*g*r^2*x^3-10610*a*b*c^2*p^4*x^2-44536*a*b*c^2*p^3*q*x^2-27652*a*b*c^2*p^3*r *x^2+36332*a*b*c^2*p^3*x^3-54612*a*b*c^2*p^2*q^2*x^2-82048*a*b*c^2*p^2*q*r*x^2+ 124836*a*b*c^2*p^2*q*x^3-20406*a*b*c^2*p^2*r^2*x^2+86286*a*b*c^2*p^2*r*x^3-\ 23168*a*b*c^2*p*q^3*x^2-60188*a*b*c^2*p*q^2*r*x^2+124836*a*b*c^2*p*q^2*x^3-\ 34416*a*b*c^2*p*q*r^2*x^2+190128*a*b*c^2*p*q*r*x^3-4008*a*b*c^2*p*r^3*x^2+47376 *a*b*c^2*p*r^2*x^3-2482*a*b*c^2*q^4*x^2-10256*a*b*c^2*q^3*r*x^2+36332*a*b*c^2*q ^3*x^3-8898*a*b*c^2*q^2*r^2*x^2+86286*a*b*c^2*q^2*r*x^3-1872*a*b*c^2*q*r^3*x^2+ 47376*a*b*c^2*q*r^2*x^3+4840*a*b*c^2*r^3*x^3-96*a*b*c*g^5*x^2-1943*a*b*c*g^4*p* x^2-1309*a*b*c*g^4*q*x^2-1593*a*b*c*g^4*r*x^2+1008*a*b*c*g^4*x^3-8175*a*b*c*g^3 *p^2*x^2-12888*a*b*c*g^3*p*q*x^2-11764*a*b*c*g^3*p*r*x^2+11204*a*b*c*g^3*p*x^3-\ 3849*a*b*c*g^3*q^2*x^2-8126*a*b*c*g^3*q*r*x^2+11204*a*b*c*g^3*q*x^3-2508*a*b*c* g^3*r^2*x^2+11980*a*b*c*g^3*r*x^3-11885*a*b*c*g^2*p^3*x^2-33286*a*b*c*g^2*p^2*q *x^2-24464*a*b*c*g^2*p^2*r*x^2+27818*a*b*c*g^2*p^2*x^3-23744*a*b*c*g^2*p*q^2*x^ 2-42372*a*b*c*g^2*p*q*r*x^2+58660*a*b*c*g^2*p*q*x^3-11930*a*b*c*g^2*p*r^2*x^2+ 49649*a*b*c*g^2*p*r*x^3-3937*a*b*c*g^2*q^3*x^2-12409*a*b*c*g^2*q^2*r*x^2+27818* a*b*c*g^2*q^2*x^3-7822*a*b*c*g^2*q*r^2*x^2+49649*a*b*c*g^2*q*r*x^3-870*a*b*c*g^ 2*r^3*x^2+14068*a*b*c*g^2*r^2*x^3-6895*a*b*c*g*p^4*x^2-30100*a*b*c*g*p^3*q*x^2-\ 18384*a*b*c*g*p^3*r*x^2+23190*a*b*c*g*p^3*x^3-37038*a*b*c*g*p^2*q^2*x^2-56880*a *b*c*g*p^2*q*r*x^2+80514*a*b*c*g*p^2*q*x^3-13851*a*b*c*g*p^2*r^2*x^2+57185*a*b* c*g*p^2*r*x^3-15320*a*b*c*g*p*q^3*x^2-41544*a*b*c*g*p*q^2*r*x^2+80514*a*b*c*g*p *q^2*x^3-24336*a*b*c*g*p*q*r^2*x^2+128016*a*b*c*g*p*q*r*x^3-2744*a*b*c*g*p*r^3* x^2+32248*a*b*c*g*p*r^2*x^3-1487*a*b*c*g*q^4*x^2-6564*a*b*c*g*q^3*r*x^2+23190*a *b*c*g*q^3*x^3-5937*a*b*c*g*q^2*r^2*x^2+57185*a*b*c*g*q^2*r*x^3-1276*a*b*c*g*q* r^3*x^2+32248*a*b*c*g*q*r^2*x^3+3220*a*b*c*g*r^3*x^3-1368*a*b*c*p^5*x^2-8652*a* b*c*p^4*q*x^2-4440*a*b*c*p^4*r*x^2+6044*a*b*c*p^4*x^3-15888*a*b*c*p^3*q^2*x^2-\ 21464*a*b*c*p^3*q*r*x^2+30752*a*b*c*p^3*q*x^3-4500*a*b*c*p^3*r^2*x^2+18624*a*b* c*p^3*r*x^3-11448*a*b*c*p^2*q^3*x^2-27054*a*b*c*p^2*q^2*r*x^2+49416*a*b*c*p^2*q ^2*x^3-14412*a*b*c*p^2*q*r^2*x^2+69960*a*b*c*p^2*q*r*x^3-1524*a*b*c*p^2*r^3*x^2 +15030*a*b*c*p^2*r^2*x^3-3000*a*b*c*p*q^4*x^2-10972*a*b*c*p*q^3*r*x^2+30752*a*b *c*p*q^3*x^3-9276*a*b*c*p*q^2*r^2*x^2+69960*a*b*c*p*q^2*r*x^3-2160*a*b*c*p*q*r^ 3*x^2+35760*a*b*c*p*q*r^2*x^3-80*a*b*c*p*r^4*x^2+3130*a*b*c*p*r^3*x^3-156*a*b*c *q^5*x^2-942*a*b*c*q^4*r*x^2+6044*a*b*c*q^4*x^3-900*a*b*c*q^3*r^2*x^2+18624*a*b *c*q^3*r*x^3-66*a*b*c*q^2*r^3*x^2+15030*a*b*c*q^2*r^2*x^3+80*a*b*c*q*r^4*x^2+ 3130*a*b*c*q*r^3*x^3-56*a*b*g^5*p*x^2-40*a*b*g^5*q*x^2-72*a*b*g^5*r*x^2-504*a*b *g^4*p^2*x^2-720*a*b*g^4*p*q*x^2-800*a*b*g^4*p*r*x^2+504*a*b*g^4*p*x^3-216*a*b* g^4*q^2*x^2-514*a*b*g^4*q*r*x^2+504*a*b*g^4*q*x^3-156*a*b*g^4*r^2*x^2+782*a*b*g ^4*r*x^3-1152*a*b*g^3*p^3*x^2-3144*a*b*g^3*p^2*q*x^2-2467*a*b*g^3*p^2*r*x^2+ 2416*a*b*g^3*p^2*x^3-2184*a*b*g^3*p*q^2*x^2-4248*a*b*g^3*p*q*r*x^2+4832*a*b*g^3 *p*q*x^3-1218*a*b*g^3*p*r^2*x^2+4788*a*b*g^3*p*r*x^3-336*a*b*g^3*q^3*x^2-1133*a *b*g^3*q^2*r*x^2+2416*a*b*g^3*q^2*x^3-726*a*b*g^3*q*r^2*x^2+4788*a*b*g^3*q*r*x^ 3-75*a*b*g^3*r^3*x^2+1366*a*b*g^3*r^2*x^3-1064*a*b*g^2*p^4*x^2-4796*a*b*g^2*p^3 *q*x^2-2906*a*b*g^2*p^3*r*x^2+3476*a*b*g^2*p^3*x^3-5892*a*b*g^2*p^2*q^2*x^2-\ 9401*a*b*g^2*p^2*q*r*x^2+11940*a*b*g^2*p^2*q*x^3-2233*a*b*g^2*p^2*r^2*x^2+8974* a*b*g^2*p^2*r*x^3-2356*a*b*g^2*p*q^3*x^2-6790*a*b*g^2*p*q^2*r*x^2+11940*a*b*g^2 *p*q^2*x^3-4104*a*b*g^2*p*q*r^2*x^2+20382*a*b*g^2*p*q*r*x^3-444*a*b*g^2*p*r^3*x ^2+5186*a*b*g^2*p*r^2*x^3-196*a*b*g^2*q^4*x^2-937*a*b*g^2*q^3*r*x^2+3476*a*b*g^ 2*q^3*x^3-875*a*b*g^2*q^2*r^2*x^2+8974*a*b*g^2*q^2*r*x^3-186*a*b*g^2*q*r^3*x^2+ 5186*a*b*g^2*q*r^2*x^3+490*a*b*g^2*r^3*x^3-420*a*b*g*p^5*x^2-2940*a*b*g*p^4*q*x ^2-1395*a*b*g*p^4*r*x^2+1922*a*b*g*p^4*x^3-5520*a*b*g*p^3*q^2*x^2-7513*a*b*g*p^ 3*q*r*x^2+10088*a*b*g*p^3*q*x^3-1453*a*b*g*p^3*r^2*x^2+6110*a*b*g*p^3*r*x^3-\ 3936*a*b*g*p^2*q^3*x^2-9666*a*b*g*p^2*q^2*r*x^2+16332*a*b*g*p^2*q^2*x^3-5217*a* b*g*p^2*q*r^2*x^2+24054*a*b*g*p^2*q*r*x^3-511*a*b*g*p^2*r^3*x^2+5085*a*b*g*p^2* r^2*x^3-972*a*b*g*p*q^4*x^2-3809*a*b*g*p*q^3*r*x^2+10088*a*b*g*p*q^3*x^3-3387*a *b*g*p*q^2*r^2*x^2+24054*a*b*g*p*q^2*r*x^3-810*a*b*g*p*q*r^3*x^2+12732*a*b*g*p* q*r^2*x^3-30*a*b*g*p*r^4*x^2+1085*a*b*g*p*r^3*x^3-36*a*b*g*q^5*x^2-261*a*b*g*q^ 4*r*x^2+1922*a*b*g*q^4*x^3-263*a*b*g*q^3*r^2*x^2+6110*a*b*g*q^3*r*x^3-14*a*b*g* q^2*r^3*x^2+5085*a*b*g*q^2*r^2*x^3+30*a*b*g*q*r^4*x^2+1085*a*b*g*q*r^3*x^3-60*a *b*p^6*x^2-620*a*b*p^5*q*x^2-232*a*b*p^5*r*x^2+358*a*b*p^5*x^3-1624*a*b*p^4*q^2 *x^2-1935*a*b*p^4*q*r*x^2+2678*a*b*p^4*q*x^3-303*a*b*p^4*r^2*x^2+1317*a*b*p^4*r *x^3-1752*a*b*p^3*q^3*x^2-3764*a*b*p^3*q^2*r*x^2+6244*a*b*p^3*q^2*x^3-1830*a*b* p^3*q*r^2*x^2+8004*a*b*p^3*q*r*x^3-156*a*b*p^3*r^3*x^2+1353*a*b*p^3*r^2*x^3-812 *a*b*p^2*q^4*x^2-2662*a*b*p^2*q^3*r*x^2+6244*a*b*p^2*q^3*x^3-2160*a*b*p^2*q^2*r ^2*x^2+13374*a*b*p^2*q^2*r*x^3-525*a*b*p^2*q*r^3*x^2+6147*a*b*p^2*q*r^2*x^3-25* a*b*p^2*r^4*x^2+405*a*b*p^2*r^3*x^3-124*a*b*p*q^5*x^2-612*a*b*p*q^4*r*x^2+2678* a*b*p*q^4*x^3-618*a*b*p*q^3*r^2*x^2+8004*a*b*p*q^3*r*x^3-150*a*b*p*q^2*r^3*x^2+ 6147*a*b*p*q^2*r^2*x^3+1170*a*b*p*q*r^3*x^3-11*a*b*q^5*r*x^2+358*a*b*q^5*x^3+15 *a*b*q^4*r^2*x^2+1317*a*b*q^4*r*x^3+51*a*b*q^3*r^3*x^2+1353*a*b*q^3*r^2*x^3+25* a*b*q^2*r^4*x^2+405*a*b*q^2*r^3*x^3-8512*a*c^7*x^2-19600*a*c^6*g*x^2-25824*a*c^ 6*p*x^2-20544*a*c^6*q*x^2-17248*a*c^6*r*x^2+24320*a*c^6*x^3-18064*a*c^5*g^2*x^2 -51688*a*c^5*g*p*x^2-40872*a*c^5*g*q*x^2-34552*a*c^5*g*r*x^2+46528*a*c^5*g*x^3-\ 31360*a*c^5*p^2*x^2-55680*a*c^5*p*q*x^2-42048*a*c^5*p*r*x^2+55920*a*c^5*p*x^3-\ 20032*a*c^5*q^2*x^2-34752*a*c^5*q*r*x^2+58064*a*c^5*q*x^3-10224*a*c^5*r^2*x^2+ 44736*a*c^5*r*x^3-8408*a*c^4*g^3*x^2-40508*a*c^4*g^2*p*x^2-31732*a*c^4*g^2*q*x^ 2-27276*a*c^4*g^2*r*x^2+34176*a*c^4*g^2*x^3-52680*a*c^4*g*p^2*x^2-94096*a*c^4*g *p*q*x^2-71328*a*c^4*g*p*r*x^2+90272*a*c^4*g*p*x^3-33356*a*c^4*g*q^2*x^2-58544* a*c^4*g*q*r*x^2+94128*a*c^4*g*q*x^3-17192*a*c^4*g*r^2*x^2+73672*a*c^4*g*r*x^3-\ 19492*a*c^4*p^3*x^2-59024*a*c^4*p^2*q*x^2-39144*a*c^4*p^2*r*x^2+51032*a*c^4*p^2 *x^3-47396*a*c^4*p*q^2*x^2-74624*a*c^4*p*q*r*x^2+113568*a*c^4*p*q*x^3-19656*a*c ^4*p*r^2*x^2+81216*a*c^4*p*r*x^3-10024*a*c^4*q^3*x^2-27104*a*c^4*q^2*r*x^2+ 55768*a*c^4*q^2*x^3-16128*a*c^4*q*r^2*x^2+85656*a*c^4*q*r*x^3-1944*a*c^4*r^3*x^ 2+22488*a*c^4*r^2*x^3-2036*a*c^3*g^4*x^2-15550*a*c^3*g^3*p*x^2-12002*a*c^3*g^3* q*x^2-10702*a*c^3*g^3*r*x^2+11872*a*c^3*g^3*x^3-33424*a*c^3*g^2*p^2*x^2-59976*a *c^3*g^2*p*q*x^2-46040*a*c^3*g^2*p*r*x^2+54028*a*c^3*g^2*p*x^3-20824*a*c^3*g^2* q^2*x^2-37316*a*c^3*g^2*q*r*x^2+56644*a*c^3*g^2*q*x^3-10920*a*c^3*g^2*r^2*x^2+ 45800*a*c^3*g^2*r*x^3-26038*a*c^3*g*p^3*x^2-80834*a*c^3*g*p^2*q*x^2-53118*a*c^3 *g*p^2*r*x^2+66376*a*c^3*g*p^2*x^3-64780*a*c^3*g*p*q^2*x^2-103076*a*c^3*g*p*q*r *x^2+149576*a*c^3*g*p*q*x^3-26840*a*c^3*g*p*r^2*x^2+108270*a*c^3*g*p*r*x^3-\ 13320*a*c^3*g*q^3*x^2-36684*a*c^3*g*q^2*r*x^2+73392*a*c^3*g*q^2*x^3-21972*a*c^3 *g*q*r^2*x^2+114970*a*c^3*g*q*r*x^3-2548*a*c^3*g*r^3*x^2+30276*a*c^3*g*r^2*x^3-\ 6512*a*c^3*p^4*x^2-31196*a*c^3*p^3*q*x^2-17332*a*c^3*p^3*r*x^2+23292*a*c^3*p^3* x^3-42084*a*c^3*p^2*q^2*x^2-59576*a*c^3*p^2*q*r*x^2+85132*a*c^3*p^2*q*x^3-13308 *a*c^3*p^2*r^2*x^2+54810*a*c^3*p^2*r*x^3-20084*a*c^3*p*q^3*x^2-49404*a*c^3*p*q^ 2*r*x^2+89188*a*c^3*p*q^2*x^3-27336*a*c^3*p*q*r^2*x^2+128784*a*c^3*p*q*r*x^3-\ 2904*a*c^3*p*r^3*x^2+30216*a*c^3*p*r^2*x^3-2684*a*c^3*q^4*x^2-10152*a*c^3*q^3*r *x^2+27348*a*c^3*q^3*x^3-8988*a*c^3*q^2*r^2*x^2+62406*a*c^3*q^2*r*x^3-2184*a*c^ 3*q*r^3*x^2+32760*a*c^3*q*r^2*x^3-40*a*c^3*r^4*x^2+3240*a*c^3*r^3*x^3-233*a*c^2 *g^5*x^2-2963*a*c^2*g^4*p*x^2-2235*a*c^2*g^4*q*x^2-2159*a*c^2*g^4*r*x^2+1904*a* c^2*g^4*x^3-9842*a*c^2*g^3*p^2*x^2-17628*a*c^2*g^3*p*q*x^2-13972*a*c^2*g^3*p*r* x^2+14500*a*c^2*g^3*p*x^3-5951*a*c^2*g^3*q^2*x^2-11068*a*c^2*g^3*q*r*x^2+15296* a*c^2*g^3*q*x^3-3214*a*c^2*g^3*r^2*x^2+13246*a*c^2*g^3*r*x^3-12334*a*c^2*g^2*p^ 3*x^2-39345*a*c^2*g^2*p^2*q*x^2-25741*a*c^2*g^2*p^2*r*x^2+30202*a*c^2*g^2*p^2*x ^3-31381*a*c^2*g^2*p*q^2*x^2-50950*a*c^2*g^2*p*q*r*x^2+68824*a*c^2*g^2*p*q*x^3-\ 13098*a*c^2*g^2*p*r^2*x^2+51151*a*c^2*g^2*p*r*x^3-6200*a*c^2*g^2*q^3*x^2-17536* a*c^2*g^2*q^2*r*x^2+33874*a*c^2*g^2*q^2*x^3-10574*a*c^2*g^2*q*r^2*x^2+54853*a*c ^2*g^2*q*r*x^3-1154*a*c^2*g^2*r^3*x^2+14406*a*c^2*g^2*r^2*x^3-6281*a*c^2*g*p^4* x^2-32158*a*c^2*g*p^3*q*x^2-17052*a*c^2*g*p^3*r*x^2+22608*a*c^2*g*p^3*x^3-43984 *a*c^2*g*p^2*q^2*x^2-62395*a*c^2*g*p^2*q*r*x^2+85060*a*c^2*g*p^2*q*x^3-13260*a* c^2*g*p^2*r^2*x^2+54688*a*c^2*g*p^2*r*x^3-20734*a*c^2*g*p*q^3*x^2-51990*a*c^2*g *p*q^2*r*x^2+89732*a*c^2*g*p*q^2*x^3-28866*a*c^2*g*p*q*r^2*x^2+132186*a*c^2*g*p *q*r*x^3-2852*a*c^2*g*p*r^3*x^2+30828*a*c^2*g*p*r^2*x^3-2627*a*c^2*g*q^4*x^2-\ 10241*a*c^2*g*q^3*r*x^2+27280*a*c^2*g*q^3*x^3-9228*a*c^2*g*q^2*r^2*x^2+63656*a* c^2*g*q^2*r*x^3-2216*a*c^2*g*q*r^3*x^2+33904*a*c^2*g*q*r^2*x^3-20*a*c^2*g*r^4*x ^2+3270*a*c^2*g*r^3*x^3-1099*a*c^2*p^5*x^2-8602*a*c^2*p^4*q*x^2-3618*a*c^2*p^4* r*x^2+5458*a*c^2*p^4*x^3-17554*a*c^2*p^3*q^2*x^2-21984*a*c^2*p^3*q*r*x^2+30308* a*c^2*p^3*q*x^3-3741*a*c^2*p^3*r^2*x^2+16683*a*c^2*p^3*r*x^3-14056*a*c^2*p^2*q^ 3*x^2-31458*a*c^2*p^2*q^2*r*x^2+51372*a*c^2*p^2*q^2*x^3-15852*a*c^2*p^2*q*r^2*x ^2+68325*a*c^2*p^2*q*r*x^3-1314*a*c^2*p^2*r^3*x^2+13494*a*c^2*p^2*r^2*x^3-4363* a*c^2*p*q^4*x^2-14904*a*c^2*p*q^3*r*x^2+33652*a*c^2*p*q^3*x^3-12621*a*c^2*p*q^2 *r^2*x^2+72957*a*c^2*p*q^2*r*x^3-3072*a*c^2*p*q*r^3*x^2+35196*a*c^2*p*q*r^2*x^3 -80*a*c^2*p*r^4*x^2+2880*a*c^2*p*r^3*x^3-358*a*c^2*q^5*x^2-1812*a*c^2*q^4*r*x^2 +7130*a*c^2*q^4*x^3-2022*a*c^2*q^3*r^2*x^2+21315*a*c^2*q^3*r*x^3-636*a*c^2*q^2* r^3*x^2+16584*a*c^2*q^2*r^2*x^3-20*a*c^2*q*r^4*x^2+3310*a*c^2*q*r^3*x^3-9*a*c*g ^6*x^2-244*a*c*g^5*p*x^2-179*a*c*g^5*q*x^2-207*a*c*g^5*r*x^2+108*a*c*g^5*x^3-\ 1314*a*c*g^4*p^2*x^2-2294*a*c*g^4*p*q*x^2-1966*a*c*g^4*p*r*x^2+1640*a*c*g^4*p*x ^3-751*a*c*g^4*q^2*x^2-1493*a*c*g^4*q*r*x^2+1732*a*c*g^4*q*x^3-425*a*c*g^4*r^2* x^2+1752*a*c*g^4*r*x^3-2430*a*c*g^3*p^3*x^2-7920*a*c*g^3*p^2*q*x^2-5234*a*c*g^3 *p^2*r*x^2+5574*a*c*g^3*p^2*x^3-6254*a*c*g^3*p*q^2*x^2-10558*a*c*g^3*p*q*r*x^2+ 12682*a*c*g^3*p*q*x^3-2682*a*c*g^3*p*r^2*x^2+10002*a*c*g^3*p*r*x^3-1169*a*c*g^3 *q^3*x^2-3437*a*c*g^3*q^2*r*x^2+6340*a*c*g^3*q^2*x^3-2084*a*c*g^3*q*r^2*x^2+ 10879*a*c*g^3*q*r*x^3-207*a*c*g^3*r^3*x^2+2811*a*c*g^3*r^2*x^3-1889*a*c*g^2*p^4 *x^2-10500*a*c*g^2*p^3*q*x^2-5262*a*c*g^2*p^3*r*x^2+6858*a*c*g^2*p^3*x^3-14568* a*c*g^2*p^2*q^2*x^2-20861*a*c*g^2*p^2*q*r*x^2+26514*a*c*g^2*p^2*q*x^3-4154*a*c* g^2*p^2*r^2*x^2+17154*a*c*g^2*p^2*r*x^3-6746*a*c*g^2*p*q^3*x^2-17418*a*c*g^2*p* q^2*r*x^2+28204*a*c*g^2*p*q^2*x^3-9742*a*c*g^2*p*q*r^2*x^2+42990*a*c*g^2*p*q*r* x^3-876*a*c*g^2*p*r^3*x^2+9870*a*c*g^2*p*r^2*x^3-789*a*c*g^2*q^4*x^2-3196*a*c*g ^2*q^3*r*x^2+8548*a*c*g^2*q^3*x^3-2929*a*c*g^2*q^2*r^2*x^2+20571*a*c*g^2*q^2*r* x^3-688*a*c*g^2*q*r^3*x^2+11104*a*c*g^2*q*r^2*x^3+1005*a*c*g^2*r^3*x^3-610*a*c* g*p^5*x^2-5827*a*c*g*p^4*q*x^2-2055*a*c*g*p^4*r*x^2+3406*a*c*g*p^4*x^3-12384*a* c*g*p^3*q^2*x^2-15215*a*c*g*p^3*q*r*x^2+20246*a*c*g*p^3*q*x^3-2151*a*c*g*p^3*r^ 2*x^2+10695*a*c*g*p^3*r*x^3-9946*a*c*g*p^2*q^3*x^2-22566*a*c*g*p^2*q^2*r*x^2+ 35024*a*c*g*p^2*q^2*x^3-11196*a*c*g*p^2*q*r^2*x^2+47205*a*c*g*p^2*q*r*x^3-739*a *c*g*p^2*r^3*x^2+8910*a*c*g*p^2*r^2*x^3-2998*a*c*g*p*q^4*x^2-10581*a*c*g*p*q^3* r*x^2+22934*a*c*g*p*q^3*x^3-9139*a*c*g*p*q^2*r^2*x^2+51051*a*c*g*p*q^2*r*x^3-\ 2186*a*c*g*p*q*r^3*x^2+25008*a*c*g*p*q*r^2*x^3-30*a*c*g*p*r^4*x^2+1950*a*c*g*p* r^3*x^3-219*a*c*g*q^5*x^2-1175*a*c*g*q^4*r*x^2+4750*a*c*g*q^4*x^3-1358*a*c*g*q^ 3*r^2*x^2+14541*a*c*g*q^3*r*x^3-434*a*c*g*q^2*r^3*x^2+11569*a*c*g*q^2*r^2*x^3-\ 10*a*c*g*q*r^4*x^2+2335*a*c*g*q*r^3*x^3-72*a*c*p^6*x^2-1162*a*c*p^5*q*x^2-280*a *c*p^5*r*x^2+590*a*c*p^5*x^3-3442*a*c*p^4*q^2*x^2-3723*a*c*p^4*q*r*x^2+5066*a*c *p^4*q*x^3-363*a*c*p^4*r^2*x^2+2157*a*c*p^4*r*x^3-4092*a*c*p^3*q^3*x^2-8324*a*c *p^3*q^2*r*x^2+12576*a*c*p^3*q^2*x^3-3732*a*c*p^3*q*r^2*x^2+14988*a*c*p^3*q*r*x ^3-180*a*c*p^3*r^3*x^2+2223*a*c*p^3*r^2*x^3-2164*a*c*p^2*q^4*x^2-6724*a*c*p^2*q ^3*r*x^2+13232*a*c*p^2*q^3*x^3-5394*a*c*p^2*q^2*r^2*x^2+26838*a*c*p^2*q^2*r*x^3 -1269*a*c*p^2*q*r^3*x^2+11511*a*c*p^2*q*r^2*x^3-25*a*c*p^2*r^4*x^2+675*a*c*p^2* r^3*x^3-442*a*c*p*q^5*x^2-1968*a*c*p*q^4*r*x^2+6050*a*c*p*q^4*x^3-2160*a*c*p*q^ 3*r^2*x^2+17340*a*c*p*q^3*r*x^3-774*a*c*p*q^2*r^3*x^2+12651*a*c*p*q^2*r^2*x^3-\ 80*a*c*p*q*r^4*x^2+2250*a*c*p*q*r^3*x^3-18*a*c*q^6*x^2-125*a*c*q^5*r*x^2+918*a* c*q^5*x^3-135*a*c*q^4*r^2*x^2+3333*a*c*q^4*r*x^3-3*a*c*q^3*r^3*x^2+3363*a*c*q^3 *r^2*x^3+25*a*c*q^2*r^4*x^2+985*a*c*q^2*r^3*x^3-5*a*g^6*p*x^2-4*a*g^6*q*x^2-7*a *g^6*r*x^2-62*a*g^5*p^2*x^2-96*a*g^5*p*q*x^2-101*a*g^5*p*r*x^2+54*a*g^5*p*x^3-\ 32*a*g^5*q^2*x^2-71*a*g^5*q*r*x^2+54*a*g^5*q*x^3-19*a*g^5*r^2*x^2+83*a*g^5*r*x^ 3-168*a*g^4*p^3*x^2-539*a*g^4*p^2*q*x^2-375*a*g^4*p^2*r*x^2+344*a*g^4*p^2*x^3-\ 417*a*g^4*p*q^2*x^2-762*a*g^4*p*q*r*x^2+734*a*g^4*p*q*x^3-193*a*g^4*p*r^2*x^2+ 671*a*g^4*p*r*x^3-73*a*g^4*q^3*x^2-226*a*g^4*q^2*r*x^2+390*a*g^4*q^2*x^3-137*a* g^4*q*r^2*x^2+744*a*g^4*q*r*x^3-12*a*g^4*r^3*x^2+183*a*g^4*r^2*x^3-176*a*g^3*p^ 4*x^2-1070*a*g^3*p^3*q*x^2-503*a*g^3*p^3*r*x^2+646*a*g^3*p^3*x^3-1502*a*g^3*p^2 *q^2*x^2-2206*a*g^3*p^2*q*r*x^2+2506*a*g^3*p^2*q*x^3-403*a*g^3*p^2*r^2*x^2+1667 *a*g^3*p^2*r*x^3-678*a*g^3*p*q^3*x^2-1836*a*g^3*p*q^2*r*x^2+2690*a*g^3*p*q^2*x^ 3-1044*a*g^3*p*q*r^2*x^2+4368*a*g^3*p*q*r*x^3-84*a*g^3*p*r^3*x^2+969*a*g^3*p*r^ 2*x^3-70*a*g^3*q^4*x^2-297*a*g^3*q^3*r*x^2+830*a*g^3*q^3*x^3-276*a*g^3*q^2*r^2* x^2+2083*a*g^3*q^2*r*x^3-63*a*g^3*q*r^3*x^2+1135*a*g^3*q*r^2*x^3+90*a*g^3*r^3*x ^3-71*a*g^2*p^5*x^2-935*a*g^2*p^4*q*x^2-246*a*g^2*p^4*r*x^2+496*a*g^2*p^4*x^3-\ 2084*a*g^2*p^3*q^2*x^2-2514*a*g^2*p^3*q*r*x^2+3176*a*g^2*p^3*q*x^3-259*a*g^2*p^ 3*r^2*x^2+1589*a*g^2*p^3*r*x^3-1676*a*g^2*p^2*q^3*x^2-3888*a*g^2*p^2*q^2*r*x^2+ 5614*a*g^2*p^2*q^2*x^3-1898*a*g^2*p^2*q*r^2*x^2+7758*a*g^2*p^2*q*r*x^3-84*a*g^2 *p^2*r^3*x^2+1353*a*g^2*p^2*r^2*x^3-485*a*g^2*p*q^4*x^2-1788*a*g^2*p*q^3*r*x^2+ 3684*a*g^2*p*q^3*x^3-1584*a*g^2*p*q^2*r^2*x^2+8523*a*g^2*p*q^2*r*x^3-372*a*g^2* p*q*r^3*x^2+4248*a*g^2*p*q*r^2*x^3+300*a*g^2*p*r^3*x^3-29*a*g^2*q^5*x^2-168*a*g ^2*q^4*r*x^2+750*a*g^2*q^4*x^3-199*a*g^2*q^3*r^2*x^2+2354*a*g^2*q^3*r*x^3-62*a* g^2*q^2*r^3*x^2+1910*a*g^2*q^2*r^2*x^3+385*a*g^2*q*r^3*x^3-6*a*g*p^6*x^2-372*a* g*p^5*q*x^2-24*a*g*p^5*r*x^2+160*a*g*p^5*x^3-1216*a*g*p^4*q^2*x^2-1227*a*g*p^4* q*r*x^2+1664*a*g*p^4*q*x^3-30*a*g*p^4*r^2*x^2+591*a*g*p^4*r*x^3-1480*a*g*p^3*q^ 3*x^2-3013*a*g*p^3*q^2*r*x^2+4332*a*g*p^3*q^2*x^3-1273*a*g*p^3*q*r^2*x^2+5123*a *g*p^3*q*r*x^3-12*a*g*p^3*r^3*x^2+623*a*g*p^3*r^2*x^3-774*a*g*p^2*q^4*x^2-2475* a*g*p^2*q^3*r*x^2+4612*a*g*p^2*q^3*x^3-2006*a*g*p^2*q^2*r^2*x^2+9588*a*g*p^2*q^ 2*r*x^3-451*a*g*p^2*q*r^3*x^2+4110*a*g*p^2*q*r^2*x^3+195*a*g*p^2*r^3*x^3-148*a* g*p*q^5*x^2-699*a*g*p*q^4*r*x^2+2084*a*g*p*q^4*x^3-801*a*g*p*q^3*r^2*x^2+6171*a *g*p*q^3*r*x^3-294*a*g*p*q^2*r^3*x^2+4644*a*g*p*q^2*r^2*x^3-30*a*g*p*q*r^4*x^2+ 840*a*g*p*q*r^3*x^3-4*a*g*q^6*x^2-34*a*g*q^5*r*x^2+300*a*g*q^5*x^3-38*a*g*q^4*r ^2*x^2+1115*a*g*q^4*r*x^3+2*a*g*q^3*r^3*x^2+1157*a*g*q^3*r^2*x^3+10*a*g*q^2*r^4 *x^2+350*a*g*q^2*r^3*x^3-60*a*p^6*q*x^2+20*a*p^6*x^3-255*a*p^5*q^2*x^2-232*a*p^ 5*q*r*x^2+314*a*p^5*q*x^3+81*a*p^5*r*x^3-420*a*p^4*q^3*x^2-777*a*p^4*q^2*r*x^2+ 1100*a*p^4*q^2*x^3-303*a*p^4*q*r^2*x^2+1134*a*p^4*q*r*x^3+96*a*p^4*r^2*x^3-330* a*p^3*q^4*x^2-940*a*p^3*q^3*r*x^2+1660*a*p^3*q^3*x^3-711*a*p^3*q^2*r^2*x^2+3099 *a*p^3*q^2*r*x^3-156*a*p^3*q*r^3*x^2+1137*a*p^3*q*r^2*x^3+35*a*p^3*r^3*x^3-120* a*p^2*q^5*x^2-478*a*p^2*q^4*r*x^2+1220*a*p^2*q^4*x^3-510*a*p^2*q^3*r^2*x^2+3303 *a*p^2*q^3*r*x^3-195*a*p^2*q^2*r^3*x^2+2205*a*p^2*q^2*r^2*x^3-25*a*p^2*q*r^4*x^ 2+330*a*p^2*q*r^3*x^3-15*a*p*q^6*x^2-84*a*p*q^5*r*x^2+410*a*p*q^5*x^3-99*a*p*q^ 4*r^2*x^2+1440*a*p*q^4*r*x^3-30*a*p*q^3*r^3*x^2+1383*a*p*q^3*r^2*x^3+375*a*p*q^ 2*r^3*x^3-a*q^6*r*x^2+44*a*q^6*x^3+3*a*q^5*r^2*x^2+183*a*q^5*r*x^3+9*a*q^4*r^3* x^2+219*a*q^4*r^2*x^3+5*a*q^3*r^4*x^2+80*a*q^3*r^3*x^3-64*b^6*c^2*x^2-16*b^6*c* g*x^2-64*b^6*c*p*x^2-32*b^6*c*r*x^2+64*b^6*c*x^3-8*b^6*g*p*x^2-8*b^6*g*r*x^2-16 *b^6*p^2*x^2-16*b^6*p*r*x^2+32*b^6*p*x^3+32*b^6*q*x^3+48*b^6*r*x^3-704*b^5*c^3* x^2-464*b^5*c^2*g*x^2-1088*b^5*c^2*p*x^2-320*b^5*c^2*q*x^2-544*b^5*c^2*r*x^2+ 1472*b^5*c^2*x^3-64*b^5*c*g^2*x^2-504*b^5*c*g*p*x^2-120*b^5*c*g*q*x^2-312*b^5*c *g*r*x^2+464*b^5*c*g*x^3-560*b^5*c*p^2*x^2-384*b^5*c*p*q*x^2-560*b^5*c*p*r*x^2+ 1408*b^5*c*p*x^3-152*b^5*c*q*r*x^2+992*b^5*c*q*x^3-72*b^5*c*r^2*x^2+1296*b^5*c* r*x^3-36*b^5*g^2*p*x^2-8*b^5*g^2*q*x^2-36*b^5*g^2*r*x^2-136*b^5*g*p^2*x^2-80*b^ 5*g*p*q*x^2-176*b^5*g*p*r*x^2+232*b^5*g*p*x^3-40*b^5*g*q*r*x^2+232*b^5*g*q*x^3-\ 24*b^5*g*r^2*x^2+360*b^5*g*r*x^3-96*b^5*p^3*x^2-112*b^5*p^2*q*x^2-144*b^5*p^2*r *x^2+336*b^5*p^2*x^3-72*b^5*p*q*r*x^2+464*b^5*p*q*x^3-24*b^5*p*r^2*x^2+600*b^5* p*r*x^3+128*b^5*q^2*x^3+264*b^5*q*r*x^3+96*b^5*r^2*x^3-3136*b^4*c^4*x^2-3328*b^ 4*c^3*g*x^2-6304*b^4*c^3*p*x^2-2816*b^4*c^3*q*x^2-3216*b^4*c^3*r*x^2+8640*b^4*c ^3*x^3-1072*b^4*c^2*g^2*x^2-5264*b^4*c^2*g*p*x^2-2144*b^4*c^2*g*q*x^2-2936*b^4* c^2*g*r*x^2+6160*b^4*c^2*g*x^3-4624*b^4*c^2*p^2*x^2-4704*b^4*c^2*p*q*x^2-4800*b ^4*c^2*p*r*x^2+11488*b^4*c^2*p*x^3-616*b^4*c^2*q^2*x^2-2040*b^4*c^2*q*r*x^2+ 9104*b^4*c^2*q*x^3-720*b^4*c^2*r^2*x^2+9624*b^4*c^2*r*x^3-96*b^4*c*g^3*x^2-1216 *b^4*c*g^2*p*x^2-428*b^4*c*g^2*q*x^2-792*b^4*c*g^2*r*x^2+1024*b^4*c*g^2*x^3-\ 2696*b^4*c*g*p^2*x^2-2544*b^4*c*g*p*q*x^2-3088*b^4*c*g*p*r*x^2+5760*b^4*c*g*p*x ^3-268*b^4*c*g*q^2*x^2-1204*b^4*c*g*q*r*x^2+4568*b^4*c*g*q*x^3-500*b^4*c*g*r^2* x^2+5696*b^4*c*g*r*x^3-1464*b^4*c*p^3*x^2-2512*b^4*c*p^2*q*x^2-2324*b^4*c*p^2*r *x^2+5008*b^4*c*p^2*x^3-828*b^4*c*p*q^2*x^2-2152*b^4*c*p*q*r*x^2+8232*b^4*c*p*q *x^3-636*b^4*c*p*r^2*x^2+8316*b^4*c*p*r*x^3-264*b^4*c*q^2*r*x^2+2808*b^4*c*q^2* x^3-192*b^4*c*q*r^2*x^2+5592*b^4*c*q*r*x^3+1968*b^4*c*r^2*x^3-58*b^4*g^3*p*x^2-\ 20*b^4*g^3*q*x^2-58*b^4*g^3*r*x^2-336*b^4*g^2*p^2*x^2-280*b^4*g^2*p*q*x^2-460*b ^4*g^2*p*r*x^2+512*b^4*g^2*p*x^3-20*b^4*g^2*q^2*x^2-140*b^4*g^2*q*r*x^2+512*b^4 *g^2*q*x^3-68*b^4*g^2*r^2*x^2+800*b^4*g^2*r*x^3-448*b^4*g*p^3*x^2-712*b^4*g*p^2 *q*x^2-772*b^4*g*p^2*r*x^2+1340*b^4*g*p^2*x^3-202*b^4*g*p*q^2*x^2-692*b^4*g*p*q *r*x^2+2084*b^4*g*p*q*x^3-244*b^4*g*p*r^2*x^2+2536*b^4*g*p*r*x^3-70*b^4*g*q^2*r *x^2+744*b^4*g*q^2*x^3-72*b^4*g*q*r^2*x^2+1578*b^4*g*q*r*x^3-12*b^4*g*r^3*x^2+ 580*b^4*g*r^2*x^3-168*b^4*p^4*x^2-432*b^4*p^3*q*x^2-364*b^4*p^3*r*x^2+712*b^4*p ^3*x^3-264*b^4*p^2*q^2*x^2-576*b^4*p^2*q*r*x^2+1840*b^4*p^2*q*x^3-156*b^4*p^2*r ^2*x^2+1752*b^4*p^2*r*x^3-124*b^4*p*q^2*r*x^2+1336*b^4*p*q^2*x^3-48*b^4*p*q*r^2 *x^2+2628*b^4*p*q*r*x^3+24*b^4*p*r^3*x^2+888*b^4*p*r^2*x^3+208*b^4*q^3*x^3+540* b^4*q^2*r*x^3+336*b^4*q*r^2*x^3+40*b^4*r^3*x^3-7424*b^3*c^5*x^2-10816*b^3*c^4*g *x^2-18048*b^3*c^4*p*x^2-9888*b^3*c^4*q*x^2-9536*b^3*c^4*r*x^2+23360*b^3*c^4*x^ 3-5520*b^3*c^3*g^2*x^2-21872*b^3*c^3*g*p*x^2-11408*b^3*c^3*g*q*x^2-11992*b^3*c^ 3*g*r*x^2+26032*b^3*c^3*g*x^3-16832*b^3*c^3*p^2*x^2-20736*b^3*c^3*p*q*x^2-18240 *b^3*c^3*p*r*x^2+39408*b^3*c^3*p*x^3-4272*b^3*c^3*q^2*x^2-9664*b^3*c^3*q*r*x^2+ 34160*b^3*c^3*q*x^3-3024*b^3*c^3*r^2*x^2+31488*b^3*c^3*r*x^3-1120*b^3*c^2*g^3*x ^2-8880*b^3*c^2*g^2*p*x^2-4268*b^3*c^2*g^2*q*x^2-5164*b^3*c^2*g^2*r*x^2+9200*b^ 3*c^2*g^2*x^3-15848*b^3*c^2*g*p^2*x^2-18832*b^3*c^2*g*p*q*x^2-17968*b^3*c^2*g*p *r*x^2+34160*b^3*c^2*g*p*x^3-3520*b^3*c^2*g*q^2*x^2-9060*b^3*c^2*g*q*r*x^2+ 29048*b^3*c^2*g*q*x^3-3096*b^3*c^2*g*r^2*x^2+29468*b^3*c^2*g*r*x^3-7520*b^3*c^2 *p^3*x^2-15480*b^3*c^2*p^2*q*x^2-12496*b^3*c^2*p^2*r*x^2+24336*b^3*c^2*p^2*x^3-\ 7560*b^3*c^2*p*q^2*x^2-14792*b^3*c^2*p*q*r*x^2+44216*b^3*c^2*p*q*x^3-4176*b^3*c ^2*p*r^2*x^2+38664*b^3*c^2*p*r*x^3-596*b^3*c^2*q^3*x^2-2864*b^3*c^2*q^2*r*x^2+ 17272*b^3*c^2*q^2*x^3-1764*b^3*c^2*q*r^2*x^2+31116*b^3*c^2*q*r*x^3-96*b^3*c^2*r ^3*x^2+9864*b^3*c^2*r^2*x^3-68*b^3*c*g^4*x^2-1314*b^3*c*g^3*p*x^2-554*b^3*c*g^3 *q*x^2-862*b^3*c*g^3*r*x^2+1012*b^3*c*g^3*x^3-4532*b^3*c*g^2*p^2*x^2-5056*b^3*c *g^2*p*q*x^2-5524*b^3*c*g^2*p*r*x^2+8492*b^3*c*g^2*p*x^3-800*b^3*c*g^2*q^2*x^2-\ 2492*b^3*c*g^2*q*r*x^2+7248*b^3*c*g^2*q*x^3-924*b^3*c*g^2*r^2*x^2+8644*b^3*c*g^ 2*r*x^3-4880*b^3*c*g*p^3*x^2-9752*b^3*c*g*p^2*q*x^2-8464*b^3*c*g*p^2*r*x^2+ 14636*b^3*c*g*p^2*x^3-4458*b^3*c*g*p*q^2*x^2-9808*b^3*c*g*p*q*r*x^2+25800*b^3*c *g*p*q*x^3-3016*b^3*c*g*p*r^2*x^2+24886*b^3*c*g*p*r*x^3-274*b^3*c*g*q^3*x^2-\ 1714*b^3*c*g*q^2*r*x^2+9860*b^3*c*g*q^2*x^3-1260*b^3*c*g*q*r^2*x^2+19122*b^3*c* g*q*r*x^3-124*b^3*c*g*r^3*x^2+6376*b^3*c*g*r^2*x^3-1600*b^3*c*p^4*x^2-4896*b^3* c*p^3*q*x^2-3616*b^3*c*p^3*r*x^2+6476*b^3*c*p^3*x^3-4164*b^3*c*p^2*q^2*x^2-7274 *b^3*c*p^2*q*r*x^2+18632*b^3*c*p^2*q*x^3-1914*b^3*c*p^2*r^2*x^2+15264*b^3*c*p^2 *r*x^3-868*b^3*c*p*q^3*x^2-3140*b^3*c*p*q^2*r*x^2+15524*b^3*c*p*q^2*x^3-1620*b^ 3*c*p*q*r^2*x^2+26892*b^3*c*p*q*r*x^3-24*b^3*c*p*r^3*x^2+7932*b^3*c*p*r^2*x^3-\ 218*b^3*c*q^3*r*x^2+3368*b^3*c*q^3*x^3-174*b^3*c*q^2*r^2*x^2+8718*b^3*c*q^2*r*x ^3+36*b^3*c*q*r^3*x^2+5364*b^3*c*q*r^2*x^3+20*b^3*c*r^4*x^2+640*b^3*c*r^3*x^3-\ 43*b^3*g^4*p*x^2-18*b^3*g^4*q*x^2-43*b^3*g^4*r*x^2-370*b^3*g^3*p^2*x^2-364*b^3* g^3*p*q*x^2-516*b^3*g^3*p*r*x^2+506*b^3*g^3*p*x^3-44*b^3*g^3*q^2*x^2-178*b^3*g^ 3*q*r*x^2+506*b^3*g^3*q*x^3-70*b^3*g^3*r^2*x^2+790*b^3*g^3*r*x^3-736*b^3*g^2*p^ 3*x^2-1388*b^3*g^2*p^2*q*x^2-1360*b^3*g^2*p^2*r*x^2+1946*b^3*g^2*p^2*x^3-575*b^ 3*g^2*p*q^2*x^2-1512*b^3*g^2*p*q*r*x^2+3270*b^3*g^2*p*q*x^3-512*b^3*g^2*p*r^2*x ^2+3768*b^3*g^2*p*r*x^3-18*b^3*g^2*q^3*x^2-195*b^3*g^2*q^2*r*x^2+1324*b^3*g^2*q ^2*x^3-172*b^3*g^2*q*r^2*x^2+2773*b^3*g^2*q*r*x^3-24*b^3*g^2*r^3*x^2+964*b^3*g^ 2*r^2*x^3-536*b^3*g*p^4*x^2-1600*b^3*g*p^3*q*x^2-1256*b^3*g*p^3*r*x^2+2032*b^3* g*p^3*x^3-1290*b^3*g*p^2*q^2*x^2-2500*b^3*g*p^2*q*r*x^2+5638*b^3*g*p^2*q*x^3-\ 704*b^3*g*p^2*r^2*x^2+5076*b^3*g*p^2*r*x^3-226*b^3*g*p*q^3*x^2-1024*b^3*g*p*q^2 *r*x^2+4528*b^3*g*p*q^2*x^3-628*b^3*g*p*q*r^2*x^2+8590*b^3*g*p*q*r*x^3-28*b^3*g *p*r^3*x^2+2704*b^3*g*p*r^2*x^3-56*b^3*g*q^3*r*x^2+922*b^3*g*q^3*x^3-78*b^3*g*q ^2*r^2*x^2+2463*b^3*g*q^2*r*x^3-24*b^3*g*q*r^3*x^2+1564*b^3*g*q*r^2*x^3+190*b^3 *g*r^3*x^3-128*b^3*p^5*x^2-552*b^3*p^4*q*x^2-368*b^3*p^4*r*x^2+620*b^3*p^4*x^3-\ 720*b^3*p^3*q^2*x^2-1138*b^3*p^3*q*r*x^2+2540*b^3*p^3*q*x^3-282*b^3*p^3*r^2*x^2 +1914*b^3*p^3*r*x^3-296*b^3*p^2*q^3*x^2-876*b^3*p^2*q^2*r*x^2+3396*b^3*p^2*q^2* x^3-432*b^3*p^2*q*r^2*x^2+5586*b^3*p^2*q*r*x^3-24*b^3*p^2*r^3*x^2+1500*b^3*p^2* r^2*x^3-106*b^3*p*q^3*r*x^2+1652*b^3*p*q^3*x^3-18*b^3*p*q^2*r^2*x^2+4218*b^3*p* q^2*r*x^3+84*b^3*p*q*r^3*x^2+2508*b^3*p*q*r^2*x^3+20*b^3*p*r^4*x^2+280*b^3*p*r^ 3*x^3+176*b^3*q^4*x^3+546*b^3*q^3*r*x^3+456*b^3*q^2*r^2*x^3+100*b^3*q*r^3*x^3-\ 9856*b^2*c^6*x^2-18288*b^2*c^5*g*x^2-27840*b^2*c^5*p*x^2-17376*b^2*c^5*q*x^2-\ 15504*b^2*c^5*r*x^2+33280*b^2*c^5*x^3-12832*b^2*c^4*g^2*x^2-44360*b^2*c^4*g*p*x ^2-26912*b^2*c^4*g*q*x^2-24904*b^2*c^4*g*r*x^2+50352*b^2*c^4*g*x^3-31192*b^2*c^ 4*p^2*x^2-43392*b^2*c^4*p*q*x^2-35616*b^2*c^4*p*r*x^2+67872*b^2*c^4*p*x^3-11184 *b^2*c^4*q^2*x^2-21792*b^2*c^4*q*r*x^2+62512*b^2*c^4*q*x^3-6552*b^2*c^4*r^2*x^2 +52776*b^2*c^4*r*x^3-4136*b^2*c^3*g^3*x^2-26032*b^2*c^3*g^2*p*x^2-15068*b^2*c^3 *g^2*q*x^2-14836*b^2*c^3*g^2*r*x^2+27344*b^2*c^3*g^2*x^3-40760*b^2*c^3*g*p^2*x^ 2-55824*b^2*c^3*g*p*q*x^2-47408*b^2*c^3*g*p*r*x^2+84200*b^2*c^3*g*p*x^3-13632*b ^2*c^3*g*q^2*x^2-28160*b^2*c^3*g*q*r*x^2+76664*b^2*c^3*g*q*x^3-8804*b^2*c^3*g*r ^2*x^2+68004*b^2*c^3*g*r*x^3-17716*b^2*c^3*p^3*x^2-40984*b^2*c^3*p^2*q*x^2-\ 30916*b^2*c^3*p^2*r*x^2+53736*b^2*c^3*p^2*x^3-24264*b^2*c^3*p*q^2*x^2-42488*b^2 *c^3*p*q*r*x^2+104208*b^2*c^3*p*q*x^3-11844*b^2*c^3*p*r^2*x^2+83196*b^2*c^3*p*r *x^3-3100*b^2*c^3*q^3*x^2-10432*b^2*c^3*q^2*r*x^2+44232*b^2*c^3*q^2*x^3-6156*b^ 2*c^3*q*r^2*x^2+73932*b^2*c^3*q*r*x^3-552*b^2*c^3*r^3*x^2+21600*b^2*c^3*r^2*x^3 -576*b^2*c^2*g^4*x^2-6742*b^2*c^2*g^3*p*x^2-3600*b^2*c^2*g^3*q*x^2-3970*b^2*c^2 *g^3*r*x^2+6220*b^2*c^2*g^3*x^3-18626*b^2*c^2*g^2*p^2*x^2-24768*b^2*c^2*g^2*p*q *x^2-22320*b^2*c^2*g^2*p*r*x^2+35544*b^2*c^2*g^2*p*x^3-5538*b^2*c^2*g^2*q^2*x^2 -12456*b^2*c^2*g^2*q*r*x^2+31996*b^2*c^2*g^2*q*x^3-4032*b^2*c^2*g^2*r^2*x^2+ 30948*b^2*c^2*g^2*r*x^3-17720*b^2*c^2*g*p^3*x^2-40760*b^2*c^2*g*p^2*q*x^2-31626 *b^2*c^2*g*p^2*r*x^2+51256*b^2*c^2*g*p^2*x^3-23350*b^2*c^2*g*p*q^2*x^2-43160*b^ 2*c^2*g*p*q*r*x^2+98300*b^2*c^2*g*p*q*x^3-12472*b^2*c^2*g*p*r^2*x^2+82428*b^2*c ^2*g*p*r*x^3-2668*b^2*c^2*g*q^3*x^2-9972*b^2*c^2*g*q^2*r*x^2+40900*b^2*c^2*g*q^ 2*x^3-6404*b^2*c^2*g*q*r^2*x^2+71682*b^2*c^2*g*q*r*x^3-660*b^2*c^2*g*r^3*x^2+ 21576*b^2*c^2*g*r^2*x^3-5342*b^2*c^2*p^4*x^2-18352*b^2*c^2*p^3*q*x^2-12608*b^2* c^2*p^3*r*x^2+20488*b^2*c^2*p^3*x^3-18432*b^2*c^2*p^2*q^2*x^2-29390*b^2*c^2*p^2 *q*r*x^2+63236*b^2*c^2*p^2*q*x^3-7620*b^2*c^2*p^2*r^2*x^2+47094*b^2*c^2*p^2*r*x ^3-5732*b^2*c^2*p*q^3*x^2-16444*b^2*c^2*p*q^2*r*x^2+57088*b^2*c^2*p*q^2*x^3-\ 8892*b^2*c^2*p*q*r^2*x^2+91044*b^2*c^2*p*q*r*x^3-744*b^2*c^2*p*r^3*x^2+24540*b^ 2*c^2*p*r^2*x^3-310*b^2*c^2*q^4*x^2-1894*b^2*c^2*q^3*r*x^2+14340*b^2*c^2*q^3*x^ 3-1524*b^2*c^2*q^2*r^2*x^2+35172*b^2*c^2*q^2*r*x^3-84*b^2*c^2*q*r^3*x^2+20340*b ^2*c^2*q*r^2*x^3+60*b^2*c^2*r^4*x^2+2280*b^2*c^2*r^3*x^3-23*b^2*c*g^5*x^2-698*b ^2*c*g^4*p*x^2-325*b^2*c*g^4*q*x^2-450*b^2*c*g^4*r*x^2+488*b^2*c*g^4*x^3-3424*b ^2*c*g^3*p^2*x^2-4288*b^2*c*g^3*p*q*x^2-4324*b^2*c*g^3*p*r*x^2+5694*b^2*c*g^3*p *x^3-825*b^2*c*g^3*q^2*x^2-2114*b^2*c*g^3*q*r*x^2+5134*b^2*c*g^3*q*x^3-696*b^2* c*g^3*r^2*x^2+5828*b^2*c*g^3*r*x^3-5573*b^2*c*g^2*p^3*x^2-12588*b^2*c*g^2*p^2*q *x^2-10271*b^2*c*g^2*p^2*r*x^2+15000*b^2*c*g^2*p^2*x^3-6853*b^2*c*g^2*p*q^2*x^2 -13738*b^2*c*g^2*p*q*r*x^2+28150*b^2*c*g^2*p*q*x^3-4140*b^2*c*g^2*p*r^2*x^2+ 25755*b^2*c*g^2*p*r*x^3-635*b^2*c*g^2*q^3*x^2-2773*b^2*c*g^2*q^2*r*x^2+11638*b^ 2*c*g^2*q^2*x^3-1932*b^2*c*g^2*q*r^2*x^2+21806*b^2*c*g^2*q*r*x^3-214*b^2*c*g^2* r^3*x^2+6762*b^2*c*g^2*r^2*x^3-3616*b^2*c*g*p^4*x^2-12488*b^2*c*g*p^3*q*x^2-\ 8736*b^2*c*g*p^3*r*x^2+13344*b^2*c*g*p^3*x^3-12290*b^2*c*g*p^2*q^2*x^2-20553*b^ 2*c*g*p^2*q*r*x^2+40842*b^2*c*g*p^2*q*x^3-5455*b^2*c*g*p^2*r^2*x^2+31812*b^2*c* g*p^2*r*x^3-3562*b^2*c*g*p*q^3*x^2-11190*b^2*c*g*p*q^2*r*x^2+36180*b^2*c*g*p*q^ 2*x^3-6534*b^2*c*g*p*q*r^2*x^2+60828*b^2*c*g*p*q*r*x^3-600*b^2*c*g*p*r^3*x^2+ 16932*b^2*c*g*p*r^2*x^3-144*b^2*c*g*q^4*x^2-1131*b^2*c*g*q^3*r*x^2+8682*b^2*c*g *q^3*x^3-1115*b^2*c*g*q^2*r^2*x^2+22193*b^2*c*g*q^2*r*x^3-188*b^2*c*g*q*r^3*x^2 +13308*b^2*c*g*q*r^2*x^3+20*b^2*c*g*r^4*x^2+1500*b^2*c*g*r^3*x^3-799*b^2*c*p^5* x^2-3884*b^2*c*p^4*q*x^2-2382*b^2*c*p^4*r*x^2+3718*b^2*c*p^4*x^3-5850*b^2*c*p^3 *q^2*x^2-8518*b^2*c*p^3*q*r*x^2+16452*b^2*c*p^3*q*x^3-2031*b^2*c*p^3*r^2*x^2+ 11193*b^2*c*p^3*r*x^3-3244*b^2*c*p^2*q^3*x^2-8232*b^2*c*p^2*q^2*r*x^2+23760*b^2 *c*p^2*q^2*x^3-4236*b^2*c*p^2*q*r^2*x^2+35739*b^2*c*p^2*q*r*x^3-402*b^2*c*p^2*r ^3*x^2+8682*b^2*c*p^2*r^2*x^3-479*b^2*c*p*q^4*x^2-2186*b^2*c*p*q^3*r*x^2+13036* b^2*c*p*q^3*x^3-1491*b^2*c*p*q^2*r^2*x^2+30855*b^2*c*p*q^2*r*x^3+12*b^2*c*p*q*r ^3*x^2+16812*b^2*c*p*q*r^2*x^3+60*b^2*c*p*r^4*x^2+1680*b^2*c*p*r^3*x^3-90*b^2*c *q^4*r*x^2+2010*b^2*c*q^4*x^3-54*b^2*c*q^3*r^2*x^2+6309*b^2*c*q^3*r*x^3+72*b^2* c*q^2*r^3*x^2+5280*b^2*c*q^2*r^2*x^3+40*b^2*c*q*r^4*x^2+1170*b^2*c*q*r^3*x^3-15 *b^2*g^5*p*x^2-7*b^2*g^5*q*x^2-15*b^2*g^5*r*x^2-201*b^2*g^4*p^2*x^2-218*b^2*g^4 *p*q*x^2-282*b^2*g^4*p*r*x^2+244*b^2*g^4*p*x^3-33*b^2*g^4*q^2*x^2-101*b^2*g^4*q *r*x^2+244*b^2*g^4*q*x^3-31*b^2*g^4*r^2*x^2+379*b^2*g^4*r*x^3-542*b^2*g^3*p^3*x ^2-1164*b^2*g^3*p^2*q*x^2-1047*b^2*g^3*p^2*r*x^2+1292*b^2*g^3*p^2*x^3-583*b^2*g ^3*p*q^2*x^2-1336*b^2*g^3*p*q*r*x^2+2304*b^2*g^3*p*q*x^3-424*b^2*g^3*p*r^2*x^2+ 2505*b^2*g^3*p*r*x^3-33*b^2*g^3*q^3*x^2-190*b^2*g^3*q^2*r*x^2+1012*b^2*g^3*q^2* x^3-142*b^2*g^3*q*r^2*x^2+2059*b^2*g^3*q*r*x^3-15*b^2*g^3*r^3*x^2+651*b^2*g^3*r ^2*x^3-583*b^2*g^2*p^4*x^2-2000*b^2*g^2*p^3*q*x^2-1449*b^2*g^2*p^3*r*x^2+2032*b ^2*g^2*p^3*x^3-1906*b^2*g^2*p^2*q^2*x^2-3424*b^2*g^2*p^2*q*r*x^2+6058*b^2*g^2*p ^2*q*x^3-936*b^2*g^2*p^2*r^2*x^2+5109*b^2*g^2*p^2*r*x^3-496*b^2*g^2*p*q^3*x^2-\ 1775*b^2*g^2*p*q^2*r*x^2+5264*b^2*g^2*p*q^2*x^3-1132*b^2*g^2*p*q*r^2*x^2+9606*b ^2*g^2*p*q*r*x^3-112*b^2*g^2*p*r^3*x^2+2784*b^2*g^2*p*r^2*x^3-7*b^2*g^2*q^4*x^2 -121*b^2*g^2*q^3*r*x^2+1238*b^2*g^2*q^3*x^3-151*b^2*g^2*q^2*r^2*x^2+3280*b^2*g^ 2*q^2*r*x^3-42*b^2*g^2*q*r^3*x^2+2022*b^2*g^2*q*r^2*x^3+225*b^2*g^2*r^3*x^3-272 *b^2*g*p^5*x^2-1352*b^2*g*p^4*q*x^2-830*b^2*g*p^4*r*x^2+1236*b^2*g*p^4*x^3-2016 *b^2*g*p^3*q^2*x^2-3053*b^2*g*p^3*q*r*x^2+5460*b^2*g*p^3*q*x^3-731*b^2*g*p^3*r^ 2*x^2+3849*b^2*g*p^3*r*x^3-1064*b^2*g*p^2*q^3*x^2-2919*b^2*g*p^2*q^2*r*x^2+7764 *b^2*g*p^2*q^2*x^3-1594*b^2*g*p^2*q*r^2*x^2+12324*b^2*g*p^2*q*r*x^3-156*b^2*g*p ^2*r^3*x^2+3072*b^2*g*p^2*r^2*x^3-128*b^2*g*p*q^4*x^2-717*b^2*g*p*q^3*r*x^2+ 4092*b^2*g*p*q^3*x^3-579*b^2*g*p*q^2*r^2*x^2+10239*b^2*g*p*q^2*r*x^3-32*b^2*g*p *q*r^3*x^2+5868*b^2*g*p*q*r^2*x^3+20*b^2*g*p*r^4*x^2+600*b^2*g*p*r^3*x^3-21*b^2 *g*q^4*r*x^2+552*b^2*g*q^4*x^3-36*b^2*g*q^3*r^2*x^2+1764*b^2*g*q^3*r*x^3-15*b^2 *g*q^2*r^3*x^2+1515*b^2*g*q^2*r^2*x^3+345*b^2*g*q*r^3*x^3-45*b^2*p^6*x^2-308*b^ 2*p^5*q*x^2-162*b^2*p^5*r*x^2+252*b^2*p^5*x^3-654*b^2*p^4*q^2*x^2-864*b^2*p^4*q *r*x^2+1534*b^2*p^4*q*x^3-183*b^2*p^4*r^2*x^2+921*b^2*p^4*r*x^3-564*b^2*p^3*q^3 *x^2-1290*b^2*p^3*q^2*r*x^2+3172*b^2*p^3*q^2*x^3-636*b^2*p^3*q*r^2*x^2+4425*b^2 *p^3*q*r*x^3-66*b^2*p^3*r^3*x^2+930*b^2*p^3*r^2*x^3-173*b^2*p^2*q^4*x^2-636*b^2 *p^2*q^3*r*x^2+2832*b^2*p^2*q^3*x^3-435*b^2*p^2*q^2*r^2*x^2+6381*b^2*p^2*q^2*r* x^3-48*b^2*p^2*q*r^3*x^2+3204*b^2*p^2*q*r^2*x^3+270*b^2*p^2*r^3*x^3-48*b^2*p*q^ 4*r*x^2+1024*b^2*p*q^4*x^3+18*b^2*p*q^3*r^2*x^2+3171*b^2*p*q^3*r*x^3+102*b^2*p* q^2*r^3*x^2+2574*b^2*p*q^2*r^2*x^3+40*b^2*p*q*r^4*x^2+540*b^2*p*q*r^3*x^3+82*b^ 2*q^5*x^3+294*b^2*q^4*r*x^3+300*b^2*q^3*r^2*x^3+90*b^2*q^2*r^3*x^3-6848*b*c^7*x ^2-15536*b*c^6*g*x^2-21888*b*c^6*p*x^2-15072*b*c^6*q*x^2-12992*b*c^6*r*x^2+ 24320*b*c^6*x^3-14000*b*c^5*g^2*x^2-43512*b*c^5*g*p*x^2-29432*b*c^5*g*q*x^2-\ 25640*b*c^5*g*r*x^2+46528*b*c^5*g*x^3-28400*b*c^5*p^2*x^2-43392*b*c^5*p*q*x^2-\ 34368*b*c^5*p*r*x^2+58064*b*c^5*p*x^3-12944*b*c^5*q^2*x^2-23616*b*c^5*q*r*x^2+ 55920*b*c^5*q*x^3-7056*b*c^5*r^2*x^2+44736*b*c^5*r*x^3-6280*b*c^4*g^3*x^2-33740 *b*c^4*g^2*p*x^2-22180*b*c^4*g^2*q*x^2-19740*b*c^4*g^2*r*x^2+34176*b*c^4*g^2*x^ 3-47812*b*c^4*g*p^2*x^2-72656*b*c^4*g*p*q*x^2-58096*b*c^4*g*p*r*x^2+94128*b*c^4 *g*p*x^3-20952*b*c^4*g*q^2*x^2-39120*b*c^4*g*q*r*x^2+90272*b*c^4*g*q*x^3-11800* b*c^4*g*r^2*x^2+73672*b*c^4*g*r*x^3-19328*b*c^4*p^3*x^2-49156*b*c^4*p^2*q*x^2-\ 35536*b*c^4*p^2*r*x^2+55768*b*c^4*p^2*x^3-33064*b*c^4*p*q^2*x^2-54976*b*c^4*p*q *r*x^2+113568*b*c^4*p*q*x^3-15264*b*c^4*p*r^2*x^2+85656*b*c^4*p*r*x^3-5396*b*c^ 4*q^3*x^2-15936*b*c^4*q^2*r*x^2+51032*b*c^4*q^2*x^3-9432*b*c^4*q*r^2*x^2+81216* b*c^4*q*r*x^3-1056*b*c^4*r^3*x^2+22488*b*c^4*r^2*x^3-1420*b*c^3*g^4*x^2-12718*b *c^3*g^3*p*x^2-7970*b*c^3*g^3*q*x^2-7406*b*c^3*g^3*r*x^2+11872*b*c^3*g^3*x^3-\ 30380*b*c^3*g^2*p^2*x^2-45624*b*c^3*g^2*p*q*x^2-37240*b*c^3*g^2*p*r*x^2+56644*b *c^3*g^2*p*x^3-12476*b*c^3*g^2*q^2*x^2-24124*b*c^3*g^2*q*r*x^2+54028*b*c^3*g^2* q*x^3-7320*b*c^3*g^2*r^2*x^2+45800*b*c^3*g^2*r*x^3-26280*b*c^3*g*p^3*x^2-67292* b*c^3*g*p^2*q*x^2-48834*b*c^3*g*p^2*r*x^2+73392*b*c^3*g*p^2*x^3-44494*b*c^3*g*p *q^2*x^2-75628*b*c^3*g*p*q*r*x^2+149576*b*c^3*g*p*q*x^3-21132*b*c^3*g*p*r^2*x^2 +114970*b*c^3*g*p*r*x^3-6818*b*c^3*g*q^3*x^2-21060*b*c^3*g*q^2*r*x^2+66376*b*c^ 3*g*q^2*x^3-12904*b*c^3*g*q*r^2*x^2+108270*b*c^3*g*q*r*x^3-1472*b*c^3*g*r^3*x^2 +30276*b*c^3*g*r^2*x^3-7384*b*c^3*p^4*x^2-28084*b*c^3*p^3*q*x^2-18252*b*c^3*p^3 *r*x^2+27348*b*c^3*p^3*x^3-31644*b*c^3*p^2*q^2*x^2-48120*b*c^3*p^2*q*r*x^2+ 89188*b*c^3*p^2*q*x^3-12252*b*c^3*p^2*r^2*x^2+62406*b*c^3*p^2*r*x^3-12028*b*c^3 *p*q^3*x^2-31684*b*c^3*p*q^2*r*x^2+85132*b*c^3*p*q^2*x^3-17592*b*c^3*p*q*r^2*x^ 2+128784*b*c^3*p*q*r*x^3-1896*b*c^3*p*r^3*x^2+32760*b*c^3*p*r^2*x^3-1084*b*c^3* q^4*x^2-4808*b*c^3*q^3*r*x^2+23292*b*c^3*q^3*x^3-4044*b*c^3*q^2*r^2*x^2+54810*b *c^3*q^2*r*x^3-696*b*c^3*q*r^3*x^2+30216*b*c^3*q*r^2*x^3+40*b*c^3*r^4*x^2+3240* b*c^3*r^3*x^3-139*b*c^2*g^5*x^2-2337*b*c^2*g^4*p*x^2-1345*b*c^2*g^4*q*x^2-1369* b*c^2*g^4*r*x^2+1904*b*c^2*g^4*x^3-8929*b*c^2*g^3*p^2*x^2-13068*b*c^2*g^3*p*q*x ^2-11144*b*c^2*g^3*p*r*x^2+15296*b*c^2*g^3*p*x^3-3274*b*c^2*g^3*q^2*x^2-6692*b* c^2*g^3*q*r*x^2+14500*b*c^2*g^3*q*x^3-2018*b*c^2*g^3*r^2*x^2+13246*b*c^2*g^3*r* x^3-12718*b*c^2*g^2*p^3*x^2-32669*b*c^2*g^2*p^2*q*x^2-24017*b*c^2*g^2*p^2*r*x^2 +33874*b*c^2*g^2*p^2*x^3-21021*b*c^2*g^2*p*q^2*x^2-36998*b*c^2*g^2*p*q*r*x^2+ 68824*b*c^2*g^2*p*q*x^3-10426*b*c^2*g^2*p*r^2*x^2+54853*b*c^2*g^2*p*r*x^3-2900* b*c^2*g^2*q^3*x^2-9530*b*c^2*g^2*q^2*r*x^2+30202*b*c^2*g^2*q^2*x^3-6030*b*c^2*g ^2*q*r^2*x^2+51151*b*c^2*g^2*q*r*x^3-676*b*c^2*g^2*r^3*x^2+14406*b*c^2*g^2*r^2* x^3-7525*b*c^2*g*p^4*x^2-29306*b*c^2*g*p^3*q*x^2-18874*b*c^2*g*p^3*r*x^2+27280* b*c^2*g*p^3*x^3-32876*b*c^2*g*p^2*q^2*x^2-50889*b*c^2*g*p^2*q*r*x^2+89732*b*c^2 *g*p^2*q*x^3-12864*b*c^2*g*p^2*r^2*x^2+63656*b*c^2*g*p^2*r*x^3-12050*b*c^2*g*p* q^3*x^2-33068*b*c^2*g*p*q^2*r*x^2+85060*b*c^2*g*p*q^2*x^3-18942*b*c^2*g*p*q*r^2 *x^2+132186*b*c^2*g*p*q*r*x^3-2044*b*c^2*g*p*r^3*x^2+33904*b*c^2*g*p*r^2*x^3-\ 955*b*c^2*g*q^4*x^2-4647*b*c^2*g*q^3*r*x^2+22608*b*c^2*g*q^3*x^3-4248*b*c^2*g*q ^2*r^2*x^2+54688*b*c^2*g*q^2*r*x^3-868*b*c^2*g*q*r^3*x^2+30828*b*c^2*g*q*r^2*x^ 3+20*b*c^2*g*r^4*x^2+3270*b*c^2*g*r^3*x^3-1556*b*c^2*p^5*x^2-8507*b*c^2*p^4*q*x ^2-4830*b*c^2*p^4*r*x^2+7130*b*c^2*p^4*x^3-14252*b*c^2*p^3*q^2*x^2-19764*b*c^2* p^3*q*r*x^2+33652*b*c^2*p^3*q*x^3-4494*b*c^2*p^3*r^2*x^2+21315*b*c^2*p^3*r*x^3-\ 9290*b*c^2*p^2*q^3*x^2-22164*b*c^2*p^2*q^2*r*x^2+51372*b*c^2*p^2*q^2*x^3-11607* b*c^2*p^2*q*r^2*x^2+72957*b*c^2*p^2*q*r*x^3-1224*b*c^2*p^2*r^3*x^2+16584*b*c^2* p^2*r^2*x^3-2072*b*c^2*p*q^4*x^2-7824*b*c^2*p*q^3*r*x^2+30308*b*c^2*p*q^3*x^3-\ 6144*b*c^2*p*q^2*r^2*x^2+68325*b*c^2*p*q^2*r*x^3-1068*b*c^2*p*q*r^3*x^2+35196*b *c^2*p*q*r^2*x^3+20*b*c^2*p*r^4*x^2+3310*b*c^2*p*r^3*x^3-83*b*c^2*q^5*x^2-594*b *c^2*q^4*r*x^2+5458*b*c^2*q^4*x^3-543*b*c^2*q^3*r^2*x^2+16683*b*c^2*q^3*r*x^3+ 24*b*c^2*q^2*r^3*x^2+13494*b*c^2*q^2*r^2*x^3+80*b*c^2*q*r^4*x^2+2880*b*c^2*q*r^ 3*x^3-3*b*c*g^6*x^2-175*b*c*g^5*p*x^2-86*b*c*g^5*q*x^2-108*b*c*g^5*r*x^2+108*b* c*g^5*x^3-1175*b*c*g^4*p^2*x^2-1618*b*c*g^4*p*q*x^2-1522*b*c*g^4*p*r*x^2+1732*b *c*g^4*p*x^3-348*b*c*g^4*q^2*x^2-779*b*c*g^4*q*r*x^2+1640*b*c*g^4*q*x^3-223*b*c *g^4*r^2*x^2+1752*b*c*g^4*r*x^3-2563*b*c*g^3*p^3*x^2-6526*b*c*g^3*p^2*q*x^2-\ 4960*b*c*g^3*p^2*r*x^2+6340*b*c*g^3*p^2*x^3-4014*b*c*g^3*p*q^2*x^2-7496*b*c*g^3 *p*q*r*x^2+12682*b*c*g^3*p*q*x^3-2140*b*c*g^3*p*r^2*x^2+10879*b*c*g^3*p*r*x^3-\ 456*b*c*g^3*q^3*x^2-1642*b*c*g^3*q^2*r*x^2+5574*b*c*g^3*q^2*x^3-1062*b*c*g^3*q* r^2*x^2+10002*b*c*g^3*q*r*x^3-108*b*c*g^3*r^3*x^2+2811*b*c*g^3*r^2*x^3-2433*b*c *g^2*p^4*x^2-9700*b*c*g^2*p^3*q*x^2-6218*b*c*g^2*p^3*r*x^2+8548*b*c*g^2*p^3*x^3 -10776*b*c*g^2*p^2*q^2*x^2-17169*b*c*g^2*p^2*q*r*x^2+28204*b*c*g^2*p^2*q*x^3-\ 4307*b*c*g^2*p^2*r^2*x^2+20571*b*c*g^2*p^2*r*x^3-3738*b*c*g^2*p*q^3*x^2-10864*b *c*g^2*p*q^2*r*x^2+26514*b*c*g^2*p*q^2*x^3-6458*b*c*g^2*p*q*r^2*x^2+42990*b*c*g ^2*p*q*r*x^3-692*b*c*g^2*p*r^3*x^2+11104*b*c*g^2*p*r^2*x^3-229*b*c*g^2*q^4*x^2-\ 1290*b*c*g^2*q^3*r*x^2+6858*b*c*g^2*q^3*x^3-1282*b*c*g^2*q^2*r^2*x^2+17154*b*c* g^2*q^2*r*x^3-294*b*c*g^2*q*r^3*x^2+9870*b*c*g^2*q*r^2*x^3+1005*b*c*g^2*r^3*x^3 -1035*b*c*g*p^5*x^2-5978*b*c*g*p^4*q*x^2-3271*b*c*g*p^4*r*x^2+4750*b*c*g*p^4*x^ 3-10106*b*c*g*p^3*q^2*x^2-14151*b*c*g*p^3*q*r*x^2+22934*b*c*g*p^3*q*x^3-3106*b* c*g*p^3*r^2*x^2+14541*b*c*g*p^3*r*x^3-6456*b*c*g*p^2*q^3*x^2-15963*b*c*g*p^2*q^ 2*r*x^2+35024*b*c*g*p^2*q^2*x^3-8537*b*c*g*p^2*q*r^2*x^2+51051*b*c*g*p^2*q*r*x^ 3-871*b*c*g*p^2*r^3*x^2+11569*b*c*g*p^2*r^2*x^3-1331*b*c*g*p*q^4*x^2-5431*b*c*g *p*q^3*r*x^2+20246*b*c*g*p*q^3*x^3-4572*b*c*g*p*q^2*r^2*x^2+47205*b*c*g*p*q^2*r *x^3-874*b*c*g*p*q*r^3*x^2+25008*b*c*g*p*q*r^2*x^3+10*b*c*g*p*r^4*x^2+2335*b*c* g*p*r^3*x^3-38*b*c*g*q^5*x^2-348*b*c*g*q^4*r*x^2+3406*b*c*g*q^4*x^3-405*b*c*g*q ^3*r^2*x^2+10695*b*c*g*q^3*r*x^3-71*b*c*g*q^2*r^3*x^2+8910*b*c*g*q^2*r^2*x^3+30 *b*c*g*q*r^4*x^2+1950*b*c*g*q*r^3*x^3-162*b*c*p^6*x^2-1286*b*c*p^5*q*x^2-604*b* c*p^5*r*x^2+918*b*c*p^5*x^3-3020*b*c*p^4*q^2*x^2-3783*b*c*p^4*q*r*x^2+6050*b*c* p^4*q*x^3-729*b*c*p^4*r^2*x^2+3333*b*c*p^4*r*x^3-2964*b*c*p^3*q^3*x^2-6452*b*c* p^3*q^2*r*x^2+13232*b*c*p^3*q^2*x^3-3168*b*c*p^3*q*r^2*x^2+17340*b*c*p^3*q*r*x^ 3-312*b*c*p^3*r^3*x^2+3363*b*c*p^3*r^2*x^3-1202*b*c*p^2*q^4*x^2-3988*b*c*p^2*q^ 3*r*x^2+12576*b*c*p^2*q^3*x^3-3030*b*c*p^2*q^2*r^2*x^2+26838*b*c*p^2*q^2*r*x^3-\ 621*b*c*p^2*q*r^3*x^2+12651*b*c*p^2*q*r^2*x^3-25*b*c*p^2*r^4*x^2+985*b*c*p^2*r^ 3*x^3-134*b*c*p*q^5*x^2-732*b*c*p*q^4*r*x^2+5066*b*c*p*q^4*x^3-588*b*c*p*q^3*r^ 2*x^2+14988*b*c*p*q^3*r*x^3+54*b*c*p*q^2*r^3*x^2+11511*b*c*p*q^2*r^2*x^3+80*b*c *p*q*r^4*x^2+2250*b*c*p*q*r^3*x^3-17*b*c*q^5*r*x^2+590*b*c*q^5*x^3+3*b*c*q^4*r^ 2*x^2+2157*b*c*q^4*r*x^3+45*b*c*q^3*r^3*x^2+2223*b*c*q^3*r^2*x^3+25*b*c*q^2*r^4 *x^2+675*b*c*q^2*r^3*x^3-2*b*g^6*p*x^2-b*g^6*q*x^2-2*b*g^6*r*x^2-52*b*g^5*p^2*x ^2-60*b*g^5*p*q*x^2-73*b*g^5*p*r*x^2+54*b*g^5*p*x^3-10*b*g^5*q^2*x^2-25*b*g^5*q *r*x^2+54*b*g^5*q*x^3-5*b*g^5*r^2*x^2+83*b*g^5*r*x^3-179*b*g^4*p^3*x^2-435*b*g^ 4*p^2*q*x^2-359*b*g^4*p^2*r*x^2+390*b*g^4*p^2*x^3-247*b*g^4*p*q^2*x^2-516*b*g^4 *p*q*r*x^2+734*b*g^4*p*q*x^3-151*b*g^4*p*r^2*x^2+744*b*g^4*p*r*x^3-18*b*g^4*q^3 *x^2-75*b*g^4*q^2*r*x^2+344*b*g^4*q^2*x^3-47*b*g^4*q*r^2*x^2+671*b*g^4*q*r*x^3-\ 3*b*g^4*r^3*x^2+183*b*g^4*r^2*x^3-248*b*g^3*p^4*x^2-1002*b*g^3*p^3*q*x^2-648*b* g^3*p^3*r*x^2+830*b*g^3*p^3*x^3-1090*b*g^3*p^2*q^2*x^2-1827*b*g^3*p^2*q*r*x^2+ 2690*b*g^3*p^2*q*x^3-456*b*g^3*p^2*r^2*x^2+2083*b*g^3*p^2*r*x^3-346*b*g^3*p*q^3 *x^2-1097*b*g^3*p*q^2*r*x^2+2506*b*g^3*p*q^2*x^3-684*b*g^3*p*q*r^2*x^2+4368*b*g ^3*p*q*r*x^3-72*b*g^3*p*r^3*x^2+1135*b*g^3*p*r^2*x^3-10*b*g^3*q^4*x^2-82*b*g^3* q^3*r*x^2+646*b*g^3*q^3*x^3-89*b*g^3*q^2*r^2*x^2+1667*b*g^3*q^2*r*x^3-21*b*g^3* q*r^3*x^2+969*b*g^3*q*r^2*x^3+90*b*g^3*r^3*x^3-163*b*g^2*p^5*x^2-1003*b*g^2*p^4 *q*x^2-525*b*g^2*p^4*r*x^2+750*b*g^2*p^4*x^3-1708*b*g^2*p^3*q^2*x^2-2433*b*g^2* p^3*q*r*x^2+3684*b*g^2*p^3*q*x^3-509*b*g^2*p^3*r^2*x^2+2354*b*g^2*p^3*r*x^3-\ 1060*b*g^2*p^2*q^3*x^2-2754*b*g^2*p^2*q^2*r*x^2+5614*b*g^2*p^2*q^2*x^3-1512*b*g ^2*p^2*q*r^2*x^2+8523*b*g^2*p^2*q*r*x^3-148*b*g^2*p^2*r^3*x^2+1910*b*g^2*p^2*r^ 2*x^3-193*b*g^2*p*q^4*x^2-879*b*g^2*p*q^3*r*x^2+3176*b*g^2*p*q^3*x^3-802*b*g^2* p*q^2*r^2*x^2+7758*b*g^2*p*q^2*r*x^3-168*b*g^2*p*q*r^3*x^2+4248*b*g^2*p*q*r^2*x ^3+385*b*g^2*p*r^3*x^3-b*g^2*q^5*x^2-33*b*g^2*q^4*r*x^2+496*b*g^2*q^4*x^3-53*b* g^2*q^3*r^2*x^2+1589*b*g^2*q^3*r*x^3-21*b*g^2*q^2*r^3*x^2+1353*b*g^2*q^2*r^2*x^ 3+300*b*g^2*q*r^3*x^3-50*b*g*p^6*x^2-452*b*g*p^5*q*x^2-191*b*g*p^5*r*x^2+300*b* g*p^5*x^3-1092*b*g*p^4*q^2*x^2-1362*b*g*p^4*q*r*x^2+2084*b*g*p^4*q*x^3-238*b*g* p^4*r^2*x^2+1115*b*g*p^4*r*x^3-1064*b*g*p^3*q^3*x^2-2385*b*g*p^3*q^2*r*x^2+4612 *b*g*p^3*q^2*x^3-1179*b*g*p^3*q*r^2*x^2+6171*b*g*p^3*q*r*x^3-107*b*g*p^3*r^3*x^ 2+1157*b*g*p^3*r^2*x^3-410*b*g*p^2*q^4*x^2-1451*b*g*p^2*q^3*r*x^2+4332*b*g*p^2* q^3*x^3-1162*b*g*p^2*q^2*r^2*x^2+9588*b*g*p^2*q^2*r*x^3-246*b*g*p^2*q*r^3*x^2+ 4644*b*g*p^2*q*r^2*x^3-10*b*g*p^2*r^4*x^2+350*b*g*p^2*r^3*x^3-36*b*g*p*q^5*x^2-\ 240*b*g*p*q^4*r*x^2+1664*b*g*p*q^4*x^3-227*b*g*p*q^3*r^2*x^2+5123*b*g*p*q^3*r*x ^3+b*g*p*q^2*r^3*x^2+4110*b*g*p*q^2*r^2*x^3+30*b*g*p*q*r^4*x^2+840*b*g*p*q*r^3* x^3-3*b*g*q^5*r*x^2+160*b*g*q^5*x^3-6*b*g*q^4*r^2*x^2+591*b*g*q^4*r*x^3-3*b*g*q ^3*r^3*x^2+623*b*g*q^3*r^2*x^3+195*b*g*q^2*r^3*x^3-6*b*p^7*x^2-75*b*p^6*q*x^2-\ 26*b*p^6*r*x^2+44*b*p^6*x^3-240*b*p^5*q^2*x^2-267*b*p^5*q*r*x^2+410*b*p^5*q*x^3 -39*b*p^5*r^2*x^2+183*b*p^5*r*x^3-330*b*p^4*q^3*x^2-656*b*p^4*q^2*r*x^2+1220*b* p^4*q^2*x^3-297*b*p^4*q*r^2*x^2+1440*b*p^4*q*r*x^3-24*b*p^4*r^3*x^2+219*b*p^4*r ^2*x^3-210*b*p^3*q^4*x^2-626*b*p^3*q^3*r*x^2+1660*b*p^3*q^3*x^3-462*b*p^3*q^2*r ^2*x^2+3303*b*p^3*q^2*r*x^3-105*b*p^3*q*r^3*x^2+1383*b*p^3*q*r^2*x^3-5*b*p^3*r^ 4*x^2+80*b*p^3*r^3*x^3-51*b*p^2*q^5*x^2-222*b*p^2*q^4*r*x^2+1100*b*p^2*q^4*x^3-\ 189*b*p^2*q^3*r^2*x^2+3099*b*p^2*q^3*r*x^3-30*b*p^2*q^2*r^3*x^2+2205*b*p^2*q^2* r^2*x^3+375*b*p^2*q*r^3*x^3-11*b*p*q^5*r*x^2+314*b*p*q^5*x^3+15*b*p*q^4*r^2*x^2 +1134*b*p*q^4*r*x^3+51*b*p*q^3*r^3*x^2+1137*b*p*q^3*r^2*x^3+25*b*p*q^2*r^4*x^2+ 330*b*p*q^2*r^3*x^3+20*b*q^6*x^3+81*b*q^5*r*x^3+96*b*q^4*r^2*x^3+35*b*q^3*r^3*x ^3-1920*c^8*x^2-5184*c^7*g*x^2-6816*c^7*p*x^2-5088*c^7*q*x^2-4320*c^7*r*x^2+ 7168*c^7*x^3-5760*c^6*g^2*x^2-16352*c^6*g*p*x^2-12064*c^6*g*q*x^2-10224*c^6*g*r *x^2+16640*c^6*g*x^3-9960*c^6*p^2*x^2-16512*c^6*p*q*x^2-12736*c^6*p*r*x^2+19552 *c^6*p*x^3-5496*c^6*q^2*x^2-9728*c^6*q*r*x^2+19552*c^6*q*x^3-2880*c^6*r^2*x^2+ 15168*c^6*r*x^3-3360*c^5*g^3*x^2-15920*c^5*g^2*p*x^2-11536*c^5*g^2*q*x^2-9792*c ^5*g^2*r*x^2+15488*c^5*g^2*x^3-20676*c^5*g*p^2*x^2-34272*c^5*g*p*q*x^2-26384*c^ 5*g*p*r*x^2+39344*c^5*g*p*x^3-11148*c^5*g*q^2*x^2-19840*c^5*g*q*r*x^2+39344*c^5 *g*q*x^3-5856*c^5*g*r^2*x^2+30592*c^5*g*r*x^3-7764*c^5*p^3*x^2-21636*c^5*p^2*q* x^2-14936*c^5*p^2*r*x^2+21936*c^5*p^2*x^3-16092*c^5*p*q^2*x^2-25920*c^5*p*q*r*x ^2+46656*c^5*p*q*x^3-6984*c^5*p*r^2*x^2+33912*c^5*p*r*x^3-3084*c^5*q^3*x^2-8608 *c^5*q^2*r*x^2+21936*c^5*q^2*x^3-5112*c^5*q*r^2*x^2+33912*c^5*q*r*x^3-600*c^5*r ^3*x^2+9072*c^5*r^2*x^3-1080*c^4*g^4*x^2-8000*c^4*g^3*p*x^2-5632*c^4*g^3*q*x^2-\ 4824*c^4*g^3*r*x^2+7296*c^4*g^3*x^3-17010*c^4*g^2*p^2*x^2-28128*c^4*g^2*p*q*x^2 -21696*c^4*g^2*p*r*x^2+31000*c^4*g^2*p*x^3-8838*c^4*g^2*q^2*x^2-15888*c^4*g^2*q *r*x^2+31000*c^4*g^2*q*x^3-4656*c^4*g^2*r^2*x^2+24320*c^4*g^2*r*x^3-13448*c^4*g *p^3*x^2-37984*c^4*g*p^2*q*x^2-26020*c^4*g*p^2*r*x^2+37064*c^4*g*p^2*x^3-27992* c^4*g*p*q^2*x^2-45360*c^4*g*p*q*r*x^2+79408*c^4*g*p*q*x^3-12152*c^4*g*p*r^2*x^2 +57796*c^4*g*p*r*x^3-5152*c^4*g*q^3*x^2-14624*c^4*g*q^2*r*x^2+37064*c^4*g*q^2*x ^3-8776*c^4*g*q*r^2*x^2+57796*c^4*g*q*r*x^3-1020*c^4*g*r^3*x^2+15416*c^4*g*r^2* x^3-3474*c^4*p^4*x^2-14820*c^4*p^3*q*x^2-8896*c^4*p^3*r*x^2+12984*c^4*p^3*x^3-\ 18432*c^4*p^2*q^2*x^2-26924*c^4*p^2*q*r*x^2+44664*c^4*p^2*q*x^3-6390*c^4*p^2*r^ 2*x^2+29784*c^4*p^2*r*x^3-8028*c^4*p*q^3*x^2-20272*c^4*p*q^2*r*x^2+44664*c^4*p* q^2*x^3-11232*c^4*p*q*r^2*x^2+65304*c^4*p*q*r*x^3-1200*c^4*p*r^3*x^2+15888*c^4* p*r^2*x^3-942*c^4*q^4*x^2-3740*c^4*q^3*r*x^2+12984*c^4*q^3*x^3-3258*c^4*q^2*r^2 *x^2+29784*c^4*q^2*r*x^3-720*c^4*q*r^3*x^2+15888*c^4*q*r^2*x^3+1640*c^4*r^3*x^3 -180*c^3*g^5*x^2-2170*c^3*g^4*p*x^2-1454*c^3*g^4*q*x^2-1278*c^3*g^4*r*x^2+1792* c^3*g^4*x^3-6991*c^3*g^3*p^2*x^2-11472*c^3*g^3*p*q*x^2-8944*c^3*g^3*p*r*x^2+ 11956*c^3*g^3*p*x^3-3413*c^3*g^3*q^2*x^2-6248*c^3*g^3*q*r*x^2+11956*c^3*g^3*q*x ^3-1800*c^3*g^3*r^2*x^2+9600*c^3*g^3*r*x^3-8877*c^3*g^2*p^3*x^2-25457*c^3*g^2*p ^2*q*x^2-17338*c^3*g^2*p^2*r*x^2+23628*c^3*g^2*p^2*x^3-18487*c^3*g^2*p*q^2*x^2-\ 30312*c^3*g^2*p*q*r*x^2+51024*c^3*g^2*p*q*x^3-8062*c^3*g^2*p*r^2*x^2+37398*c^3* g^2*p*r*x^3-3195*c^3*g^2*q^3*x^2-9284*c^3*g^2*q^2*r*x^2+23628*c^3*g^2*q^2*x^3-\ 5618*c^3*g^2*q*r^2*x^2+37398*c^3*g^2*q*r*x^3-630*c^3*g^2*r^3*x^2+9884*c^3*g^2*r ^2*x^3-4745*c^3*g*p^4*x^2-20990*c^3*g*p^3*q*x^2-12290*c^3*g*p^3*r*x^2+17564*c^3 *g*p^3*x^3-26196*c^3*g*p^2*q^2*x^2-38350*c^3*g*p^2*q*r*x^2+61548*c^3*g*p^2*q*x^ 3-8893*c^3*g*p^2*r^2*x^2+40856*c^3*g*p^2*r*x^3-11170*c^3*g*p*q^3*x^2-28682*c^3* g*p*q^2*r*x^2+61548*c^3*g*p*q^2*x^3-16032*c^3*g*p*q*r^2*x^2+90896*c^3*g*p*q*r*x ^3-1664*c^3*g*p*r^3*x^2+22004*c^3*g*p*r^2*x^3-1219*c^3*g*q^4*x^2-5026*c^3*g*q^3 *r*x^2+17564*c^3*g*q^3*x^3-4523*c^3*g*q^2*r^2*x^2+40856*c^3*g*q^2*r*x^3-1036*c^ 3*g*q*r^3*x^2+22004*c^3*g*q*r^2*x^3+2240*c^3*g*r^3*x^3-885*c^3*p^5*x^2-5703*c^3 *p^4*q*x^2-2816*c^3*p^4*r*x^2+4308*c^3*p^4*x^3-10602*c^3*p^3*q^2*x^2-13916*c^3* p^3*q*r*x^2+21816*c^3*p^3*q*x^3-2745*c^3*p^3*r^2*x^2+12918*c^3*p^3*r*x^3-7782*c ^3*p^2*q^3*x^2-17874*c^3*p^2*q^2*r*x^2+35016*c^3*p^2*q^2*x^3-9153*c^3*p^2*q*r^2 *x^2+47706*c^3*p^2*q*r*x^3-846*c^3*p^2*r^3*x^2+10170*c^3*p^2*r^2*x^3-2145*c^3*p *q^4*x^2-7576*c^3*p*q^3*r*x^2+21816*c^3*p*q^3*x^3-6255*c^3*p*q^2*r^2*x^2+47706* c^3*p*q^2*r*x^3-1380*c^3*p*q*r^3*x^2+23592*c^3*p*q*r^2*x^3-20*c^3*p*r^4*x^2+ 2090*c^3*p*r^3*x^3-147*c^3*q^5*x^2-802*c^3*q^4*r*x^2+4308*c^3*q^4*x^3-855*c^3*q ^3*r^2*x^2+12918*c^3*q^3*r*x^3-204*c^3*q^2*r^3*x^2+10170*c^3*q^2*r^2*x^3+20*c^3 *q*r^4*x^2+2090*c^3*q*r^3*x^3-12*c^2*g^6*x^2-298*c^2*g^5*p*x^2-182*c^2*g^5*q*x^ 2-171*c^2*g^5*r*x^2+208*c^2*g^5*x^3-1479*c^2*g^4*p^2*x^2-2376*c^2*g^4*p*q*x^2-\ 1912*c^2*g^4*p*r*x^2+2284*c^2*g^4*p*x^3-645*c^2*g^4*q^2*x^2-1220*c^2*g^4*q*r*x^ 2+2284*c^2*g^4*q*x^3-336*c^2*g^4*r^2*x^2+1940*c^2*g^4*r*x^3-2757*c^2*g^3*p^3*x^ 2-8023*c^2*g^3*p^2*q*x^2-5467*c^2*g^3*p^2*r*x^2+6966*c^2*g^3*p^2*x^3-5687*c^2*g ^3*p*q^2*x^2-9540*c^2*g^3*p*q*r*x^2+15132*c^2*g^3*p*q*x^3-2516*c^2*g^3*p*r^2*x^ 2+11315*c^2*g^3*p*r*x^3-885*c^2*g^3*q^3*x^2-2660*c^2*g^3*q^2*r*x^2+6966*c^2*g^3 *q^2*x^3-1612*c^2*g^3*q*r^2*x^2+11315*c^2*g^3*q*r*x^3-165*c^2*g^3*r^3*x^2+2922* c^2*g^3*r^2*x^3-2306*c^2*g^2*p^4*x^2-10674*c^2*g^2*p^3*q*x^2-6069*c^2*g^2*p^3*r *x^2+8420*c^2*g^2*p^3*x^3-13350*c^2*g^2*p^2*q^2*x^2-19680*c^2*g^2*p^2*q*r*x^2+ 30132*c^2*g^2*p^2*q*x^3-4431*c^2*g^2*p^2*r^2*x^2+19952*c^2*g^2*p^2*r*x^3-5514*c ^2*g^2*p*q^3*x^2-14511*c^2*g^2*p*q^2*r*x^2+30132*c^2*g^2*p*q^2*x^3-8208*c^2*g^2 *p*q*r^2*x^2+45270*c^2*g^2*p*q*r*x^3-820*c^2*g^2*p*r^3*x^2+10824*c^2*g^2*p*r^2* x^3-532*c^2*g^2*q^4*x^2-2310*c^2*g^2*q^3*r*x^2+8420*c^2*g^2*q^3*x^3-2145*c^2*g^ 2*q^2*r^2*x^2+19952*c^2*g^2*q^2*r*x^3-500*c^2*g^2*q*r^3*x^2+10824*c^2*g^2*q*r^2 *x^3+1050*c^2*g^2*r^3*x^3-859*c^2*g*p^5*x^2-6051*c^2*g*p^4*q*x^2-2777*c^2*g*p^4 *r*x^2+4310*c^2*g*p^4*x^3-11474*c^2*g*p^3*q^2*x^2-14940*c^2*g*p^3*q*r*x^2+22712 *c^2*g*p^3*q*x^3-2735*c^2*g*p^3*r^2*x^2+13161*c^2*g*p^3*r*x^3-8362*c^2*g*p^2*q^ 3*x^2-19467*c^2*g*p^2*q^2*r*x^2+36804*c^2*g*p^2*q^2*x^3-9949*c^2*g*p^2*q*r^2*x^ 2+50541*c^2*g*p^2*q*r*x^3-835*c^2*g*p^2*r^3*x^2+10563*c^2*g*p^2*r^2*x^3-2211*c^ 2*g*p*q^4*x^2-8082*c^2*g*p*q^3*r*x^2+22712*c^2*g*p*q^3*x^3-6863*c^2*g*p*q^2*r^2 *x^2+50541*c^2*g*p*q^2*r*x^3-1530*c^2*g*p*q*r^3*x^2+25308*c^2*g*p*q*r^2*x^3-10* c^2*g*p*r^4*x^2+2205*c^2*g*p*r^3*x^3-131*c^2*g*q^5*x^2-778*c^2*g*q^4*r*x^2+4310 *c^2*g*q^4*x^3-901*c^2*g*q^3*r^2*x^2+13161*c^2*g*q^3*r*x^3-260*c^2*g*q^2*r^3*x^ 2+10563*c^2*g*q^2*r^2*x^3+10*c^2*g*q*r^4*x^2+2205*c^2*g*q*r^3*x^3-117*c^2*p^6*x ^2-1224*c^2*p^5*q*x^2-442*c^2*p^5*r*x^2+780*c^2*p^5*x^3-3231*c^2*p^4*q^2*x^2-\ 3753*c^2*p^4*q*r*x^2+5688*c^2*p^4*q*x^3-546*c^2*p^4*r^2*x^2+2832*c^2*p^4*r*x^3-\ 3528*c^2*p^3*q^3*x^2-7388*c^2*p^3*q^2*r*x^2+13164*c^2*p^3*q^2*x^3-3450*c^2*p^3* q*r^2*x^2+16386*c^2*p^3*q*r*x^3-246*c^2*p^3*r^3*x^2+2877*c^2*p^3*r^2*x^3-1683*c ^2*p^2*q^4*x^2-5356*c^2*p^2*q^3*r*x^2+13164*c^2*p^2*q^3*x^3-4212*c^2*p^2*q^2*r^ 2*x^2+27108*c^2*p^2*q^2*r*x^3-945*c^2*p^2*q*r^3*x^2+12141*c^2*p^2*q*r^2*x^3-25* c^2*p^2*r^4*x^2+855*c^2*p^2*r^3*x^3-288*c^2*p*q^5*x^2-1350*c^2*p*q^4*r*x^2+5688 *c^2*p*q^4*x^3-1374*c^2*p*q^3*r^2*x^2+16386*c^2*p*q^3*r*x^3-360*c^2*p*q^2*r^3*x ^2+12141*c^2*p*q^2*r^2*x^3+2250*c^2*p*q*r^3*x^3-9*c^2*q^6*x^2-71*c^2*q^5*r*x^2+ 780*c^2*q^5*x^3-66*c^2*q^4*r^2*x^2+2832*c^2*q^4*r*x^3+21*c^2*q^3*r^3*x^2+2877*c ^2*q^3*r^2*x^3+25*c^2*q^2*r^4*x^2+855*c^2*q^2*r^3*x^3-16*c*g^6*p*x^2-8*c*g^6*q* x^2-9*c*g^6*r*x^2+8*c*g^6*x^3-147*c*g^5*p^2*x^2-222*c*g^5*p*q*x^2-195*c*g^5*p*r *x^2+188*c*g^5*p*x^3-51*c*g^5*q^2*x^2-102*c*g^5*q*r*x^2+188*c*g^5*q*x^3-24*c*g^ 5*r^2*x^2+184*c*g^5*r*x^3-397*c*g^4*p^3*x^2-1161*c*g^4*p^2*q*x^2-806*c*g^4*p^2* r*x^2+922*c*g^4*p^2*x^3-789*c*g^4*p*q^2*x^2-1386*c*g^4*p*q*r*x^2+1988*c*g^4*p*q *x^3-363*c*g^4*p*r^2*x^2+1567*c*g^4*p*r*x^3-101*c*g^4*q^3*x^2-319*c*g^4*q^2*r*x ^2+922*c*g^4*q^2*x^3-189*c*g^4*q*r^2*x^2+1567*c*g^4*q*r*x^3-15*c*g^4*r^3*x^2+ 382*c*g^4*r^2*x^3-467*c*g^3*p^4*x^2-2282*c*g^3*p^3*q*x^2-1256*c*g^3*p^3*r*x^2+ 1670*c*g^3*p^3*x^3-2850*c*g^3*p^2*q^2*x^2-4272*c*g^3*p^2*q*r*x^2+6090*c*g^3*p^2 *q*x^3-927*c*g^3*p^2*r^2*x^2+4051*c*g^3*p^2*r*x^3-1120*c*g^3*p*q^3*x^2-3063*c*g ^3*p*q^2*r*x^2+6090*c*g^3*p*q^2*x^3-1764*c*g^3*p*q*r^2*x^2+9438*c*g^3*p*q*r*x^3 -168*c*g^3*p*r^3*x^2+2199*c*g^3*p*r^2*x^3-85*c*g^3*q^4*x^2-400*c*g^3*q^3*r*x^2+ 1670*c*g^3*q^3*x^3-381*c*g^3*q^2*r^2*x^2+4051*c*g^3*q^2*r*x^3-87*c*g^3*q*r^3*x^ 2+2199*c*g^3*q*r^2*x^3+190*c*g^3*r^3*x^3-257*c*g^2*p^5*x^2-2049*c*g^2*p^4*q*x^2 -849*c*g^2*p^4*r*x^2+1354*c*g^2*p^4*x^3-3976*c*g^2*p^3*q^2*x^2-5143*c*g^2*p^3*q *r*x^2+7486*c*g^2*p^3*q*x^3-847*c*g^2*p^3*r^2*x^2+4215*c*g^2*p^3*r*x^3-2864*c*g ^2*p^2*q^3*x^2-6804*c*g^2*p^2*q^2*r*x^2+12264*c*g^2*p^2*q^2*x^3-3476*c*g^2*p^2* q*r^2*x^2+17076*c*g^2*p^2*q*r*x^3-256*c*g^2*p^2*r^3*x^2+3441*c*g^2*p^2*r^2*x^3-\ 711*c*g^2*p*q^4*x^2-2723*c*g^2*p*q^3*r*x^2+7486*c*g^2*p*q^3*x^3-2392*c*g^2*p*q^ 2*r^2*x^2+17076*c*g^2*p*q^2*r*x^3-540*c*g^2*p*q*r^3*x^2+8664*c*g^2*p*q*r^2*x^3+ 720*c*g^2*p*r^3*x^3-31*c*g^2*q^5*x^2-213*c*g^2*q^4*r*x^2+1354*c*g^2*q^4*x^3-269 *c*g^2*q^3*r^2*x^2+4215*c*g^2*q^3*r*x^3-89*c*g^2*q^2*r^3*x^2+3441*c*g^2*q^2*r^2 *x^3+720*c*g^2*q*r^3*x^3-62*c*g*p^6*x^2-849*c*g*p^5*q*x^2-239*c*g*p^5*r*x^2+494 *c*g*p^5*x^3-2352*c*g*p^4*q^2*x^2-2649*c*g*p^4*q*r*x^2+3940*c*g*p^4*q*x^3-298*c *g*p^4*r^2*x^2+1829*c*g*p^4*r*x^3-2586*c*g*p^3*q^3*x^2-5452*c*g*p^3*q^2*r*x^2+ 9350*c*g*p^3*q^2*x^3-2485*c*g*p^3*q*r^2*x^2+11633*c*g*p^3*q*r*x^3-131*c*g*p^3*r ^3*x^2+1907*c*g*p^3*r^2*x^3-1206*c*g*p^2*q^4*x^2-3953*c*g*p^2*q^3*r*x^2+9350*c* g*p^2*q^3*x^3-3168*c*g*p^2*q^2*r^2*x^2+19608*c*g*p^2*q^2*r*x^3-697*c*g*p^2*q*r^ 3*x^2+8850*c*g*p^2*q*r^2*x^3-10*c*g*p^2*r^4*x^2+585*c*g*p^2*r^3*x^3-189*c*g*p*q ^5*x^2-951*c*g*p*q^4*r*x^2+3940*c*g*p*q^4*x^3-1031*c*g*p*q^3*r^2*x^2+11633*c*g* p*q^3*r*x^3-293*c*g*p*q^2*r^3*x^2+8850*c*g*p*q^2*r^2*x^3+1680*c*g*p*q*r^3*x^3-4 *c*g*q^6*x^2-40*c*g*q^5*r*x^2+494*c*g*q^5*x^3-50*c*g*q^4*r^2*x^2+1829*c*g*q^4*r *x^3-4*c*g*q^3*r^3*x^2+1907*c*g*q^3*r^2*x^3+10*c*g*q^2*r^4*x^2+585*c*g*q^2*r^3* x^3-6*c*p^7*x^2-135*c*p^6*q*x^2-26*c*p^6*r*x^2+68*c*p^6*x^3-495*c*p^5*q^2*x^2-\ 499*c*p^5*q*r*x^2+744*c*p^5*q*x^3-39*c*p^5*r^2*x^2+282*c*p^5*r*x^3-750*c*p^4*q^ 3*x^2-1433*c*p^4*q^2*r*x^2+2364*c*p^4*q^2*x^3-600*c*p^4*q*r^2*x^2+2622*c*p^4*q* r*x^3-24*c*p^4*r^3*x^2+339*c*p^4*r^2*x^3-540*c*p^3*q^4*x^2-1566*c*p^3*q^3*r*x^2 +3376*c*p^3*q^3*x^3-1173*c*p^3*q^2*r^2*x^2+6456*c*p^3*q^2*r*x^3-261*c*p^3*q*r^3 *x^2+2544*c*p^3*q*r^2*x^3-5*c*p^3*r^4*x^2+125*c*p^3*r^3*x^3-171*c*p^2*q^5*x^2-\ 700*c*p^2*q^4*r*x^2+2364*c*p^2*q^4*x^3-699*c*p^2*q^3*r^2*x^2+6456*c*p^2*q^3*r*x ^3-225*c*p^2*q^2*r^3*x^2+4410*c*p^2*q^2*r^2*x^3-25*c*p^2*q*r^4*x^2+705*c*p^2*q* r^3*x^3-15*c*p*q^6*x^2-95*c*p*q^5*r*x^2+744*c*p*q^5*x^3-84*c*p*q^4*r^2*x^2+2622 *c*p*q^4*r*x^3+21*c*p*q^3*r^3*x^2+2544*c*p*q^3*r^2*x^3+25*c*p*q^2*r^4*x^2+705*c *p*q^2*r^3*x^3-c*q^6*r*x^2+68*c*q^6*x^3+3*c*q^5*r^2*x^2+282*c*q^5*r*x^3+9*c*q^4 *r^3*x^2+339*c*q^4*r^2*x^3+5*c*q^3*r^4*x^2+125*c*q^3*r^3*x^3-5*g^6*p^2*x^2-6*g^ 6*p*q*x^2-7*g^6*p*r*x^2+4*g^6*p*x^3-g^6*q^2*x^2-2*g^6*q*r*x^2+4*g^6*q*x^3+6*g^6 *r*x^3-21*g^5*p^3*x^2-59*g^5*p^2*q*x^2-44*g^5*p^2*r*x^2+42*g^5*p^2*x^3-37*g^5*p *q^2*x^2-72*g^5*p*q*r*x^2+84*g^5*p*q*x^3-19*g^5*p*r^2*x^2+77*g^5*p*r*x^3-3*g^5* q^3*x^2-10*g^5*q^2*r*x^2+42*g^5*q^2*x^3-5*g^5*q*r^2*x^2+77*g^5*q*r*x^3+16*g^5*r ^2*x^3-33*g^4*p^4*x^2-170*g^4*p^3*q*x^2-91*g^4*p^3*r*x^2+114*g^4*p^3*x^3-210*g^ 4*p^2*q^2*x^2-327*g^4*p^2*q*r*x^2+414*g^4*p^2*q*x^3-68*g^4*p^2*r^2*x^2+283*g^4* p^2*r*x^3-76*g^4*p*q^3*x^2-222*g^4*p*q^2*r*x^2+414*g^4*p*q^2*x^3-132*g^4*p*q*r^ 2*x^2+682*g^4*p*q*r*x^3-12*g^4*p*r^3*x^2+151*g^4*p*r^2*x^3-3*g^4*q^4*x^2-17*g^4 *q^3*r*x^2+114*g^4*q^3*x^3-16*g^4*q^2*r^2*x^2+283*g^4*q^2*r*x^3-3*g^4*q*r^3*x^2 +151*g^4*q*r^2*x^3+10*g^4*r^3*x^3-23*g^3*p^5*x^2-219*g^3*p^4*q*x^2-78*g^3*p^4*r *x^2+132*g^3*p^4*x^3-436*g^3*p^3*q^2*x^2-563*g^3*p^3*q*r*x^2+768*g^3*p^3*q*x^3-\ 79*g^3*p^3*r^2*x^2+416*g^3*p^3*r*x^3-308*g^3*p^2*q^3*x^2-756*g^3*p^2*q^2*r*x^2+ 1272*g^3*p^2*q^2*x^3-388*g^3*p^2*q*r^2*x^2+1818*g^3*p^2*q*r*x^3-24*g^3*p^2*r^3* x^2+342*g^3*p^2*r^2*x^3-69*g^3*p*q^4*x^2-283*g^3*p*q^3*r*x^2+768*g^3*p*q^3*x^3-\ 260*g^3*p*q^2*r^2*x^2+1818*g^3*p*q^2*r*x^3-60*g^3*p*q*r^3*x^2+936*g^3*p*q*r^2*x ^3+70*g^3*p*r^3*x^3-g^3*q^5*x^2-12*g^3*q^4*r*x^2+132*g^3*q^4*x^3-17*g^3*q^3*r^2 *x^2+416*g^3*q^3*r*x^3-6*g^3*q^2*r^3*x^2+342*g^3*q^2*r^2*x^3+70*g^3*q*r^3*x^3-6 *g^2*p^6*x^2-140*g^2*p^5*q*x^2-24*g^2*p^5*r*x^2+72*g^2*p^5*x^3-412*g^2*p^4*q^2* x^2-447*g^2*p^4*q*r*x^2+648*g^2*p^4*q*x^3-30*g^2*p^4*r^2*x^2+270*g^2*p^4*r*x^3-\ 456*g^2*p^3*q^3*x^2-972*g^2*p^3*q^2*r*x^2+1584*g^2*p^3*q^2*x^3-430*g^2*p^3*q*r^ 2*x^2+1974*g^2*p^3*q*r*x^3-12*g^2*p^3*r^3*x^2+287*g^2*p^3*r^2*x^3-206*g^2*p^2*q ^4*x^2-702*g^2*p^2*q^3*r*x^2+1584*g^2*p^2*q^3*x^3-576*g^2*p^2*q^2*r^2*x^2+3408* g^2*p^2*q^2*r*x^3-124*g^2*p^2*q*r^3*x^2+1548*g^2*p^2*q*r^2*x^3+90*g^2*p^2*r^3*x ^3-28*g^2*p*q^5*x^2-156*g^2*p*q^4*r*x^2+648*g^2*p*q^4*x^3-182*g^2*p*q^3*r^2*x^2 +1974*g^2*p*q^3*r*x^3-56*g^2*p*q^2*r^3*x^2+1548*g^2*p*q^2*r^2*x^3+300*g^2*p*q*r ^3*x^3-3*g^2*q^5*r*x^2+72*g^2*q^5*x^3-6*g^2*q^4*r^2*x^2+270*g^2*q^4*r*x^3-3*g^2 *q^3*r^3*x^2+287*g^2*q^3*r^2*x^3+90*g^2*q^2*r^3*x^3-44*g*p^6*q*x^2+18*g*p^6*x^3 -180*g*p^5*q^2*x^2-167*g*p^5*q*r*x^2+252*g*p^5*q*x^3+75*g*p^5*r*x^3-280*g*p^4*q ^3*x^2-532*g*p^4*q^2*r*x^2+846*g*p^4*q^2*x^3-208*g*p^4*q*r^2*x^2+917*g*p^4*q*r* x^3+92*g*p^4*r^2*x^3-200*g*p^3*q^4*x^2-594*g*p^3*q^3*r*x^2+1224*g*p^3*q^3*x^3-\ 448*g*p^3*q^2*r^2*x^2+2376*g*p^3*q^2*r*x^3-95*g*p^3*q*r^3*x^2+926*g*p^3*q*r^2*x ^3+35*g*p^3*r^3*x^3-60*g*p^2*q^5*x^2-260*g*p^2*q^4*r*x^2+846*g*p^2*q^4*x^3-272* g*p^2*q^3*r^2*x^2+2376*g*p^2*q^3*r*x^3-90*g*p^2*q^2*r^3*x^2+1668*g*p^2*q^2*r^2* x^3-10*g*p^2*q*r^4*x^2+270*g*p^2*q*r^3*x^3-4*g*p*q^6*x^2-31*g*p*q^5*r*x^2+252*g *p*q^5*x^3-32*g*p*q^4*r^2*x^2+917*g*p*q^4*r*x^3+5*g*p*q^3*r^3*x^2+926*g*p*q^3*r ^2*x^3+10*g*p*q^2*r^4*x^2+270*g*p*q^2*r^3*x^3+18*g*q^6*x^3+75*g*q^5*r*x^3+92*g* q^4*r^2*x^3+35*g*q^3*r^3*x^3-6*p^7*q*x^2+2*p^7*x^3-30*p^6*q^2*x^2-26*p^6*q*r*x^ 2+38*p^6*q*x^3+9*p^6*r*x^3-60*p^5*q^3*x^2-105*p^5*q^2*r*x^2+162*p^5*q^2*x^3-39* p^5*q*r^2*x^2+156*p^5*q*r*x^3+12*p^5*r^2*x^3-60*p^4*q^4*x^2-160*p^4*q^3*r*x^2+ 310*p^4*q^3*x^3-114*p^4*q^2*r^2*x^2+543*p^4*q^2*r*x^3-24*p^4*q*r^3*x^2+183*p^4* q*r^2*x^3+5*p^4*r^3*x^3-30*p^3*q^5*x^2-110*p^3*q^4*r*x^2+310*p^3*q^4*x^3-108*p^ 3*q^3*r^2*x^2+792*p^3*q^3*r*x^3-39*p^3*q^2*r^3*x^2+489*p^3*q^2*r^2*x^3-5*p^3*q* r^4*x^2+65*p^3*q*r^3*x^3-6*p^2*q^6*x^2-30*p^2*q^5*r*x^2+162*p^2*q^5*x^3-30*p^2* q^4*r^2*x^2+543*p^2*q^4*r*x^3-6*p^2*q^3*r^3*x^2+489*p^2*q^3*r^2*x^3+120*p^2*q^2 *r^3*x^3-p*q^6*r*x^2+38*p*q^6*x^3+3*p*q^5*r^2*x^2+156*p*q^5*r*x^3+9*p*q^4*r^3*x ^2+183*p*q^4*r^2*x^3+5*p*q^3*r^4*x^2+65*p*q^3*r^3*x^3+2*q^7*x^3+9*q^6*r*x^3+12* q^5*r^2*x^3+5*q^4*r^3*x^3+128*a^6*b*c*x+96*a^6*b*p*x+64*a^6*b*q*x+112*a^6*b*r*x +256*a^6*c^2*x+64*a^6*c*g*x+192*a^6*c*p*x+256*a^6*c*q*x+224*a^6*c*r*x-160*a^6*c *x^2+48*a^6*g*p*x+32*a^6*g*q*x+56*a^6*g*r*x+96*a^6*p*q*x-96*a^6*p*x^2+64*a^6*q^ 2*x+112*a^6*q*r*x-80*a^6*q*x^2-128*a^6*r*x^2+448*a^5*b^2*c*x+320*a^5*b^2*p*x+ 192*a^5*b^2*q*x+368*a^5*b^2*r*x+1856*a^5*b*c^2*x+640*a^5*b*c*g*x+1888*a^5*b*c*p *x+1536*a^5*b*c*q*x+1888*a^5*b*c*r*x-1760*a^5*b*c*x^2+464*a^5*b*g*p*x+288*a^5*b *g*q*x+544*a^5*b*g*r*x+384*a^5*b*p^2*x+768*a^5*b*p*q*x+648*a^5*b*p*r*x-1072*a^5 *b*p*x^2+304*a^5*b*q^2*x+736*a^5*b*q*r*x-848*a^5*b*q*x^2+232*a^5*b*r^2*x-1456*a ^5*b*r*x^2+1920*a^5*c^3*x+1312*a^5*c^2*g*x+2432*a^5*c^2*p*x+2368*a^5*c^2*q*x+ 2240*a^5*c^2*r*x-3424*a^5*c^2*x^2+208*a^5*c*g^2*x+1200*a^5*c*g*p*x+1152*a^5*c*g *q*x+1264*a^5*c*g*r*x-1088*a^5*c*g*x^2+720*a^5*c*p^2*x+2112*a^5*c*p*q*x+1208*a^ 5*c*p*r*x-2736*a^5*c*p*x^2+928*a^5*c*q^2*x+1856*a^5*c*q*r*x-3152*a^5*c*q*x^2+ 424*a^5*c*r^2*x-3232*a^5*c*r*x^2+480*a^5*c*x^3+152*a^5*g^2*p*x+96*a^5*g^2*q*x+ 180*a^5*g^2*r*x+168*a^5*g*p^2*x+512*a^5*g*p*q*x+280*a^5*g*p*r*x-656*a^5*g*p*x^2 +248*a^5*g*q^2*x+528*a^5*g*q*r*x-528*a^5*g*q*x^2+96*a^5*g*r^2*x-896*a^5*g*r*x^2 +384*a^5*p^2*q*x-384*a^5*p^2*x^2+448*a^5*p*q^2*x+648*a^5*p*q*r*x-1232*a^5*p*q*x ^2-720*a^5*p*r*x^2+240*a^5*p*x^3+112*a^5*q^3*x+368*a^5*q^2*r*x-720*a^5*q^2*x^2+ 232*a^5*q*r^2*x-1432*a^5*q*r*x^2+240*a^5*q*x^3-264*a^5*r^2*x^2+384*a^5*r*x^3+ 576*a^4*b^3*c*x+384*a^4*b^3*p*x+192*a^4*b^3*q*x+432*a^4*b^3*r*x+3904*a^4*b^2*c^ 2*x+1440*a^4*b^2*c*g*x+4288*a^4*b^2*c*p*x+2688*a^4*b^2*c*q*x+3872*a^4*b^2*c*r*x -4864*a^4*b^2*c*x^2+992*a^4*b^2*g*p*x+544*a^4*b^2*g*q*x+1144*a^4*b^2*g*r*x+1088 *a^4*b^2*p^2*x+1504*a^4*b^2*p*q*x+1728*a^4*b^2*p*r*x-2944*a^4*b^2*p*x^2+416*a^4 *b^2*q^2*x+1280*a^4*b^2*q*r*x-2192*a^4*b^2*q*x^2+544*a^4*b^2*r^2*x-3968*a^4*b^2 *r*x^2+8576*a^4*b*c^3*x+6272*a^4*b*c^2*g*x+12544*a^4*b*c^2*p*x+9152*a^4*b*c^2*q *x+10480*a^4*b*c^2*r*x-19072*a^4*b*c^2*x^2+1104*a^4*b*c*g^2*x+6656*a^4*b*c*g*p* x+4704*a^4*b*c*g*q*x+6336*a^4*b*c*g*r*x-6848*a^4*b*c*g*x^2+5392*a^4*b*c*p^2*x+ 9312*a^4*b*c*p*q*x+8360*a^4*b*c*p*r*x-17616*a^4*b*c*p*x^2+3008*a^4*b*c*q^2*x+ 7328*a^4*b*c*q*r*x-16112*a^4*b*c*q*x^2+2648*a^4*b*c*r^2*x-19128*a^4*b*c*r*x^2+ 3456*a^4*b*c*x^3+776*a^4*b*g^2*p*x+448*a^4*b*g^2*q*x+916*a^4*b*g^2*r*x+1544*a^4 *b*g*p^2*x+2496*a^4*b*g*p*q*x+2524*a^4*b*g*p*r*x-4120*a^4*b*g*p*x^2+832*a^4*b*g *q^2*x+2264*a^4*b*g*q*r*x-3168*a^4*b*g*q*x^2+828*a^4*b*g*r^2*x-5624*a^4*b*g*r*x ^2+624*a^4*b*p^3*x+2144*a^4*b*p^2*q*x+1372*a^4*b*p^2*r*x-3616*a^4*b*p^2*x^2+ 1632*a^4*b*p*q^2*x+3208*a^4*b*p*q*r*x-7320*a^4*b*p*q*x^2+872*a^4*b*p*r^2*x-6768 *a^4*b*p*r*x^2+1728*a^4*b*p*x^3+288*a^4*b*q^3*x+1184*a^4*b*q^2*r*x-3320*a^4*b*q ^2*x^2+952*a^4*b*q*r^2*x-7644*a^4*b*q*r*x^2+1728*a^4*b*q*x^3+144*a^4*b*r^3*x-\ 2376*a^4*b*r^2*x^2+2852*a^4*b*r*x^3+6016*a^4*c^4*x+6656*a^4*c^3*g*x+10752*a^4*c ^3*p*x+8768*a^4*c^3*q*x+8640*a^4*c^3*r*x-18720*a^4*c^3*x^2+2352*a^4*c^2*g^2*x+ 9120*a^4*c^2*g*p*x+7552*a^4*c^2*g*q*x+7944*a^4*c^2*g*r*x-13456*a^4*c^2*g*x^2+ 6064*a^4*c^2*p^2*x+12448*a^4*c^2*p*q*x+9192*a^4*c^2*p*r*x-22728*a^4*c^2*p*x^2+ 4512*a^4*c^2*q^2*x+9520*a^4*c^2*q*r*x-23232*a^4*c^2*q*x^2+2872*a^4*c^2*r^2*x-\ 22248*a^4*c^2*r*x^2+6240*a^4*c^2*x^3+264*a^4*c*g^3*x+2352*a^4*c*g^2*p*x+1872*a^ 4*c*g^2*q*x+2344*a^4*c*g^2*r*x-2280*a^4*c*g^2*x^2+3352*a^4*c*g*p^2*x+7216*a^4*c *g*p*q*x+5332*a^4*c*g*p*r*x-11668*a^4*c*g*p*x^2+2704*a^4*c*g*q^2*x+5968*a^4*c*g *q*r*x-11752*a^4*c*g*q*x^2+1708*a^4*c*g*r^2*x-13184*a^4*c*g*r*x^2+2176*a^4*c*g* x^3+1080*a^4*c*p^3*x+5232*a^4*c*p^2*q*x+2352*a^4*c*p^2*r*x-7832*a^4*c*p^2*x^2+ 4560*a^4*c*p*q^2*x+7712*a^4*c*p*q*r*x-19316*a^4*c*p*q*x^2+1448*a^4*c*p*r^2*x-\ 14080*a^4*c*p*r*x^2+4736*a^4*c*p*x^3+944*a^4*c*q^3*x+3272*a^4*c*q^2*r*x-9336*a^ 4*c*q^2*x^2+2320*a^4*c*q*r^2*x-18068*a^4*c*q*r*x^2+5792*a^4*c*q*x^3+216*a^4*c*r ^3*x-4872*a^4*c*r^2*x^2+6112*a^4*c*r*x^3+188*a^4*g^3*p*x+112*a^4*g^3*q*x+226*a^ 4*g^3*r*x+464*a^4*g^2*p^2*x+920*a^4*g^2*p*q*x+764*a^4*g^2*p*r*x-1360*a^4*g^2*p* x^2+360*a^4*g^2*q^2*x+884*a^4*g^2*q*r*x-1072*a^4*g^2*q*x^2+248*a^4*g^2*r^2*x-\ 1880*a^4*g^2*r*x^2+228*a^4*g*p^3*x+1480*a^4*g*p^2*q*x+490*a^4*g*p^2*r*x-2100*a^ 4*g*p^2*x^2+1384*a^4*g*p*q^2*x+2324*a^4*g*p*q*r*x-4990*a^4*g*p*q*x^2+288*a^4*g* p*r^2*x-3968*a^4*g*p*r*x^2+1088*a^4*g*p*x^3+296*a^4*g*q^3*x+1068*a^4*g*q^2*r*x-\ 2528*a^4*g*q^2*x^2+732*a^4*g*q*r^2*x-5472*a^4*g*q*r*x^2+1088*a^4*g*q*x^3+36*a^4 *g*r^3*x-1412*a^4*g*r^2*x^2+1778*a^4*g*r*x^3+624*a^4*p^3*q*x-624*a^4*p^3*x^2+ 1056*a^4*p^2*q^2*x+1372*a^4*p^2*q*r*x-3576*a^4*p^2*q*x^2-1496*a^4*p^2*r*x^2+808 *a^4*p^2*x^3+512*a^4*p*q^3*x+1480*a^4*p*q^2*r*x-4024*a^4*p*q^2*x^2+872*a^4*p*q* r^2*x-6336*a^4*p*q*r*x^2+2144*a^4*p*q*x^3-960*a^4*p*r^2*x^2+1764*a^4*p*r*x^3+64 *a^4*q^4*x+336*a^4*q^3*r*x-1200*a^4*q^3*x^2+408*a^4*q^2*r^2*x-3548*a^4*q^2*r*x^ 2+1336*a^4*q^2*x^3+144*a^4*q*r^3*x-2124*a^4*q*r^2*x^2+2696*a^4*q*r*x^3-144*a^4* r^3*x^2+648*a^4*r^2*x^3+320*a^3*b^4*c*x+192*a^3*b^4*p*x+64*a^3*b^4*q*x+208*a^3* b^4*r*x+3392*a^3*b^3*c^2*x+1248*a^3*b^3*c*g*x+3840*a^3*b^3*c*p*x+1792*a^3*b^3*c *q*x+3024*a^3*b^3*c*r*x-5664*a^3*b^3*c*x^2+800*a^3*b^3*g*p*x+352*a^3*b^3*g*q*x+ 896*a^3*b^3*g*r*x+1072*a^3*b^3*p^2*x+1088*a^3*b^3*p*q*x+1552*a^3*b^3*p*r*x-3376 *a^3*b^3*p*x^2+176*a^3*b^3*q^2*x+800*a^3*b^3*q*r*x-2288*a^3*b^3*q*x^2+384*a^3*b ^3*r^2*x-4464*a^3*b^3*r*x^2+12352*a^3*b^2*c^3*x+9152*a^3*b^2*c^2*g*x+19392*a^3* b^2*c^2*p*x+11008*a^3*b^2*c^2*q*x+14240*a^3*b^2*c^2*r*x-35136*a^3*b^2*c^2*x^2+ 1632*a^3*b^2*c*g^2*x+10272*a^3*b^2*c*g*p*x+5632*a^3*b^2*c*g*q*x+8728*a^3*b^2*c* g*r*x-13056*a^3*b^2*c*g*x^2+9568*a^3*b^2*c*p^2*x+12256*a^3*b^2*c*p*q*x+13408*a^ 3*b^2*c*p*r*x-34784*a^3*b^2*c*p*x^2+2816*a^3*b^2*c*q^2*x+8352*a^3*b^2*c*q*r*x-\ 26944*a^3*b^2*c*q*x^2+3536*a^3*b^2*c*r^2*x-34976*a^3*b^2*c*r*x^2+7968*a^3*b^2*c *x^3+1088*a^3*b^2*g^2*p*x+544*a^3*b^2*g^2*q*x+1256*a^3*b^2*g^2*r*x+2760*a^3*b^2 *g*p^2*x+3280*a^3*b^2*g*p*q*x+4204*a^3*b^2*g*p*r*x-7808*a^3*b^2*g*p*x^2+752*a^3 *b^2*g*q^2*x+2624*a^3*b^2*g*q*r*x-5592*a^3*b^2*g*q*x^2+1164*a^3*b^2*g*r^2*x-\ 10464*a^3*b^2*g*r*x^2+1440*a^3*b^2*p^3*x+3216*a^3*b^2*p^2*q*x+2912*a^3*b^2*p^2* r*x-8112*a^3*b^2*p^2*x^2+1728*a^3*b^2*p*q^2*x+4232*a^3*b^2*p*q*r*x-13288*a^3*b^ 2*p*q*x^2+1592*a^3*b^2*p*r^2*x-14624*a^3*b^2*p*r*x^2+3984*a^3*b^2*p*x^3+176*a^3 *b^2*q^3*x+1052*a^3*b^2*q^2*r*x-4920*a^3*b^2*q^2*x^2+936*a^3*b^2*q*r^2*x-12684* a^3*b^2*q*r*x^2+3984*a^3*b^2*q*x^3+180*a^3*b^2*r^3*x-4632*a^3*b^2*r^2*x^2+6636* a^3*b^2*r*x^3+18816*a^3*b*c^4*x+21088*a^3*b*c^3*g*x+36928*a^3*b*c^3*p*x+23936*a ^3*b*c^3*q*x+26768*a^3*b*c^3*r*x-71072*a^3*b*c^3*x^2+7584*a^3*b*c^2*g^2*x+32160 *a^3*b*c^2*g*p*x+20672*a^3*b*c^2*g*q*x+25184*a^3*b*c^2*g*r*x-52784*a^3*b*c^2*g* x^2+24896*a^3*b*c^2*p^2*x+37344*a^3*b*c^2*p*q*x+34832*a^3*b*c^2*p*r*x-95280*a^3 *b*c^2*p*x^2+10352*a^3*b*c^2*q^2*x+25376*a^3*b*c^2*q*r*x-81616*a^3*b*c^2*q*x^2+ 9632*a^3*b*c^2*r^2*x-85784*a^3*b*c^2*r*x^2+29056*a^3*b*c^2*x^3+872*a^3*b*c*g^3* x+8328*a^3*b*c*g^2*p*x+5152*a^3*b*c*g^2*q*x+7512*a^3*b*c*g^2*r*x-9400*a^3*b*c*g ^2*x^2+14928*a^3*b*c*g*p^2*x+22144*a^3*b*c*g*p*q*x+22000*a^3*b*c*g*p*r*x-50560* a^3*b*c*g*p*x^2+6136*a^3*b*c*g*q^2*x+16248*a^3*b*c*g*q*r*x-42536*a^3*b*c*g*q*x^ 2+6256*a^3*b*c*g*r^2*x-52592*a^3*b*c*g*r*x^2+10752*a^3*b*c*g*x^3+6584*a^3*b*c*p ^3*x+17984*a^3*b*c*p^2*q*x+13488*a^3*b*c*p^2*r*x-39220*a^3*b*c*p^2*x^2+11584*a^ 3*b*c*p*q^2*x+23840*a^3*b*c*p*q*r*x-74620*a^3*b*c*p*q*x^2+7664*a^3*b*c*p*r^2*x-\ 66296*a^3*b*c*p*r*x^2+23984*a^3*b*c*p*x^3+1696*a^3*b*c*q^3*x+7208*a^3*b*c*q^2*r *x-29856*a^3*b*c*q^2*x^2+5888*a^3*b*c*q*r^2*x-63732*a^3*b*c*q*r*x^2+26096*a^3*b *c*q*x^3+1008*a^3*b*c*r^3*x-20628*a^3*b*c*r^2*x^2+29656*a^3*b*c*r*x^3+596*a^3*b *g^3*p*x+320*a^3*b*g^3*q*x+708*a^3*b*g^3*r*x+2112*a^3*b*g^2*p^2*x+2872*a^3*b*g^ 2*p*q*x+3336*a^3*b*g^2*p*r*x-5592*a^3*b*g^2*p*x^2+808*a^3*b*g^2*q^2*x+2456*a^3* b*g^2*q*r*x-4180*a^3*b*g^2*q*x^2+980*a^3*b*g^2*r^2*x-7624*a^3*b*g^2*r*x^2+1996* a^3*b*g*p^3*x+5488*a^3*b*g*p^2*q*x+4200*a^3*b*g*p^2*r*x-11178*a^3*b*g*p^2*x^2+ 3552*a^3*b*g*p*q^2*x+7728*a^3*b*g*p*q*r*x-20198*a^3*b*g*p*q*x^2+2436*a^3*b*g*p* r^2*x-20490*a^3*b*g*p*r*x^2+5376*a^3*b*g*p*x^3+512*a^3*b*g*q^3*x+2376*a^3*b*g*q ^2*r*x-8296*a^3*b*g*q^2*x^2+1976*a^3*b*g*q*r^2*x-20046*a^3*b*g*q*r*x^2+5376*a^3 *b*g*q*x^3+320*a^3*b*g*r^3*x-6674*a^3*b*g*r^2*x^2+8888*a^3*b*g*r*x^3+528*a^3*b* p^4*x+2624*a^3*b*p^3*q*x+1426*a^3*b*p^3*r*x-4752*a^3*b*p^3*x^2+3004*a^3*b*p^2*q ^2*x+5172*a^3*b*p^2*q*r*x-15920*a^3*b*p^2*q*x^2+1262*a^3*b*p^2*r^2*x-11260*a^3* b*p^2*r*x^2+4728*a^3*b*p^2*x^3+1048*a^3*b*p*q^3*x+3682*a^3*b*p*q^2*r*x-14064*a^ 3*b*p*q^2*x^2+2744*a^3*b*p*q*r^2*x-26034*a^3*b*p*q*r*x^2+10512*a^3*b*p*q*x^3+ 396*a^3*b*p*r^3*x-6882*a^3*b*p*r^2*x^2+10496*a^3*b*p*r*x^3+76*a^3*b*q^4*x+568*a ^3*b*q^3*r*x-3408*a^3*b*q^3*x^2+738*a^3*b*q^2*r^2*x-11182*a^3*b*q^2*r*x^2+5784* a^3*b*q^2*x^3+300*a^3*b*q*r^3*x-7488*a^3*b*q*r^2*x^2+12360*a^3*b*q*r*x^3+28*a^3 *b*r^4*x-900*a^3*b*r^3*x^2+3756*a^3*b*r^2*x^3+10048*a^3*c^5*x+15264*a^3*c^4*g*x +23296*a^3*c^4*p*x+16768*a^3*c^4*q*x+16944*a^3*c^4*r*x-46752*a^3*c^4*x^2+8384*a ^3*c^3*g^2*x+28704*a^3*c^3*g*p*x+20768*a^3*c^3*g*q*x+21800*a^3*c^3*g*r*x-52560* a^3*c^3*g*x^2+19248*a^3*c^3*p^2*x+32960*a^3*c^3*p*q*x+26976*a^3*c^3*p*r*x-78000 *a^3*c^3*p*x^2+10432*a^3*c^3*q^2*x+22752*a^3*c^3*q*r*x-71872*a^3*c^3*q*x^2+7632 *a^3*c^3*r^2*x-66856*a^3*c^3*r*x^2+26400*a^3*c^3*x^3+1960*a^3*c^2*g^3*x+12224*a ^3*c^2*g^2*p*x+8784*a^3*c^2*g^2*q*x+10044*a^3*c^2*g^2*r*x-18872*a^3*c^2*g^2*x^2 +17712*a^3*c^2*g*p^2*x+31072*a^3*c^2*g*p*q*x+25660*a^3*c^2*g*p*r*x-67304*a^3*c^ 2*g*p*x^2+9880*a^3*c^2*g*q^2*x+22320*a^3*c^2*g*q*r*x-62680*a^3*c^2*g*q*x^2+7348 *a^3*c^2*g*r^2*x-62808*a^3*c^2*g*r*x^2+19536*a^3*c^2*g*x^3+6704*a^3*c^2*p^3*x+ 22192*a^3*c^2*p^2*q*x+13716*a^3*c^2*p^2*r*x-44072*a^3*c^2*p^2*x^2+16400*a^3*c^2 *p*q^2*x+29880*a^3*c^2*p*q*r*x-93048*a^3*c^2*p*q*x^2+7800*a^3*c^2*p*r^2*x-72272 *a^3*c^2*p*r*x^2+29792*a^3*c^2*p*x^3+2928*a^3*c^2*q^3*x+10580*a^3*c^2*q^2*r*x-\ 39864*a^3*c^2*q^2*x^2+7896*a^3*c^2*q*r^2*x-75752*a^3*c^2*q*r*x^2+34416*a^3*c^2* q*x^3+1044*a^3*c^2*r^3*x-22404*a^3*c^2*r^2*x^2+31984*a^3*c^2*r*x^3+164*a^3*c*g^ 4*x+2076*a^3*c*g^3*p*x+1424*a^3*c*g^3*q*x+1968*a^3*c*g^3*r*x-2140*a^3*c*g^3*x^2 +5136*a^3*c*g^2*p^2*x+8960*a^3*c*g^2*p*q*x+7824*a^3*c*g^2*p*r*x-17256*a^3*c*g^2 *p*x^2+2868*a^3*c*g^2*q^2*x+6940*a^3*c*g^2*q*r*x-15784*a^3*c*g^2*q*x^2+2284*a^3 *c*g^2*r^2*x-18652*a^3*c*g^2*r*x^2+3432*a^3*c*g^2*x^3+3844*a^3*c*g*p^3*x+13976* a^3*c*g*p^2*q*x+8032*a^3*c*g*p^2*r*x-25564*a^3*c*g*p^2*x^2+10576*a^3*c*g*p*q^2* x+19480*a^3*c*g*p*q*r*x-54922*a^3*c*g*p*q*x^2+4580*a^3*c*g*p*r^2*x-44514*a^3*c* g*p*r*x^2+15560*a^3*c*g*p*x^3+1880*a^3*c*g*q^3*x+7068*a^3*c*g*q^2*r*x-24056*a^3 *c*g*q^2*x^2+5216*a^3*c*g*q*r^2*x-48678*a^3*c*g*q*r*x^2+17872*a^3*c*g*q*x^3+572 *a^3*c*g*r^3*x-14318*a^3*c*g*r^2*x^2+19524*a^3*c*g*r*x^3+828*a^3*c*p^4*x+5968*a ^3*c*p^3*q*x+2210*a^3*c*p^3*r*x-9416*a^3*c*p^3*x^2+7944*a^3*c*p^2*q^2*x+11956*a ^3*c*p^2*q*r*x-37070*a^3*c*p^2*q*x^2+1886*a^3*c*p^2*r^2*x-22072*a^3*c*p^2*r*x^2 +10416*a^3*c*p^2*x^3+3304*a^3*c*p*q^3*x+10098*a^3*c*p*q^2*r*x-35688*a^3*c*p*q^2 *x^2+6648*a^3*c*p*q*r^2*x-58550*a^3*c*p*q*r*x^2+26136*a^3*c*p*q*x^3+540*a^3*c*p *r^3*x-13494*a^3*c*p*r^2*x^2+21042*a^3*c*p*r*x^3+348*a^3*c*q^4*x+1936*a^3*c*q^3 *r*x-9328*a^3*c*q^3*x^2+2370*a^3*c*q^2*r^2*x-27254*a^3*c*q^2*r*x^2+14664*a^3*c* q^2*x^3+876*a^3*c*q*r^3*x-16908*a^3*c*q*r^2*x^2+26744*a^3*c*q*r*x^3+28*a^3*c*r^ 4*x-1812*a^3*c*r^3*x^2+7200*a^3*c*r^2*x^3+114*a^3*g^4*p*x+64*a^3*g^4*q*x+139*a^ 3*g^4*r*x+482*a^3*g^3*p^2*x+752*a^3*g^3*p*q*x+778*a^3*g^3*p*r*x-1260*a^3*g^3*p* x^2+246*a^3*g^3*q^2*x+680*a^3*g^3*q*r*x-976*a^3*g^3*q*x^2+232*a^3*g^3*r^2*x-\ 1752*a^3*g^3*r*x^2+534*a^3*g^2*p^3*x+2040*a^3*g^2*p^2*q*x+1131*a^3*g^2*p^2*r*x-\ 3520*a^3*g^2*p^2*x^2+1572*a^3*g^2*p*q^2*x+3016*a^3*g^2*p*q*r*x-7121*a^3*g^2*p*q *x^2+640*a^3*g^2*p*r^2*x-6562*a^3*g^2*p*r*x^2+1716*a^3*g^2*p*x^3+280*a^3*g^2*q^ 3*x+1124*a^3*g^2*q^2*r*x-3228*a^3*g^2*q^2*x^2+828*a^3*g^2*q*r^2*x-7386*a^3*g^2* q*r*x^2+1716*a^3*g^2*q*x^3+72*a^3*g^2*r^3*x-2184*a^3*g^2*r^2*x^2+2817*a^3*g^2*r *x^3+150*a^3*g*p^4*x+1816*a^3*g*p^3*q*x+392*a^3*g*p^3*r*x-2596*a^3*g*p^3*x^2+ 2598*a^3*g*p^2*q^2*x+3760*a^3*g*p^2*q*r*x-10975*a^3*g*p^2*q*x^2+312*a^3*g*p^2*r ^2*x-6228*a^3*g*p^2*r*x^2+2896*a^3*g*p^2*x^3+1096*a^3*g*p*q^3*x+3420*a^3*g*p*q^ 2*r*x-10908*a^3*g*p*q^2*x^2+2148*a^3*g*p*q*r^2*x-18612*a^3*g*p*q*r*x^2+6948*a^3 *g*p*q*x^3+72*a^3*g*p*r^3*x-3854*a^3*g*p*r^2*x^2+6369*a^3*g*p*r*x^3+112*a^3*g*q ^4*x+660*a^3*g*q^3*r*x-2928*a^3*g*q^3*x^2+812*a^3*g*q^2*r^2*x-9034*a^3*g*q^2*r* x^2+4052*a^3*g*q^2*x^3+284*a^3*g*q*r^3*x-5638*a^3*g*q*r^2*x^2+8392*a^3*g*q*r*x^ 3-500*a^3*g*r^3*x^2+2290*a^3*g*r^2*x^3+528*a^3*p^4*q*x-528*a^3*p^4*x^2+1184*a^3 *p^3*q^2*x+1426*a^3*p^3*q*r*x-4432*a^3*p^3*q*x^2-1532*a^3*p^3*r*x^2+1060*a^3*p^ 3*x^3+860*a^3*p^2*q^3*x+2260*a^3*p^2*q^2*r*x-7488*a^3*p^2*q^2*x^2+1262*a^3*p^2* q*r^2*x-10234*a^3*p^2*q*r*x^2+4676*a^3*p^2*q*x^3-1350*a^3*p^2*r^2*x^2+2904*a^3* p^2*r*x^3+216*a^3*p*q^4*x+1002*a^3*p*q^3*r*x-4344*a^3*p*q^3*x^2+1152*a^3*p*q^2* r^2*x-11258*a^3*p*q^2*r*x^2+5644*a^3*p*q^2*x^3+396*a^3*p*q*r^3*x-6102*a^3*p*q*r ^2*x^2+9248*a^3*p*q*r*x^3-384*a^3*p*r^3*x^2+1836*a^3*p*r^2*x^3+12*a^3*q^5*x+108 *a^3*q^4*r*x-760*a^3*q^4*x^2+186*a^3*q^3*r^2*x-3048*a^3*q^3*r*x^2+2028*a^3*q^3* x^3+120*a^3*q^2*r^3*x-2934*a^3*q^2*r^2*x^2+5412*a^3*q^2*r*x^3+28*a^3*q*r^4*x-\ 792*a^3*q*r^3*x^2+3000*a^3*q*r^2*x^3-20*a^3*r^4*x^2+220*a^3*r^3*x^3+64*a^2*b^5* c*x+32*a^2*b^5*p*x+32*a^2*b^5*r*x+1216*a^2*b^4*c^2*x+416*a^2*b^4*c*g*x+1408*a^2 *b^4*c*p*x+384*a^2*b^4*c*q*x+864*a^2*b^4*c*r*x-3008*a^2*b^4*c*x^2+240*a^2*b^4*g *p*x+64*a^2*b^4*g*q*x+256*a^2*b^4*g*r*x+416*a^2*b^4*p^2*x+256*a^2*b^4*p*q*x+512 *a^2*b^4*p*r*x-1744*a^2*b^4*p*x^2+144*a^2*b^4*q*r*x-992*a^2*b^4*q*x^2+64*a^2*b^ 4*r^2*x-2224*a^2*b^4*r*x^2+7104*a^2*b^3*c^3*x+5120*a^2*b^3*c^2*g*x+11776*a^2*b^ 3*c^2*p*x+4800*a^2*b^3*c^2*q*x+7024*a^2*b^3*c^2*r*x-27744*a^2*b^3*c^2*x^2+864*a ^2*b^3*c*g^2*x+5968*a^2*b^3*c*g*p*x+2304*a^2*b^3*c*g*q*x+4248*a^2*b^3*c*g*r*x-\ 10224*a^2*b^3*c*g*x^2+6336*a^2*b^3*c*p^2*x+5856*a^2*b^3*c*p*q*x+7568*a^2*b^3*c* p*r*x-28736*a^2*b^3*c*p*x^2+736*a^2*b^3*c*q^2*x+3120*a^2*b^3*c*q*r*x-18400*a^2* b^3*c*q*x^2+1376*a^2*b^3*c*r^2*x-26152*a^2*b^3*c*r*x^2+7968*a^2*b^3*c*x^3+536*a ^2*b^3*g^2*p*x+208*a^2*b^3*g^2*q*x+596*a^2*b^3*g^2*r*x+1744*a^2*b^3*g*p^2*x+ 1456*a^2*b^3*g*p*q*x+2364*a^2*b^3*g*p*r*x-6048*a^2*b^3*g*p*x^2+168*a^2*b^3*g*q^ 2*x+960*a^2*b^3*g*q*r*x-3832*a^2*b^3*g*q*x^2+452*a^2*b^3*g*r^2*x-7824*a^2*b^3*g *r*x^2+1088*a^2*b^3*p^3*x+1728*a^2*b^3*p^2*q*x+1928*a^2*b^3*p^2*r*x-7200*a^2*b^ 3*p^2*x^2+544*a^2*b^3*p*q^2*x+1856*a^2*b^3*p*q*r*x-9704*a^2*b^3*p*q*x^2+792*a^2 *b^3*p*r^2*x-12192*a^2*b^3*p*r*x^2+3984*a^2*b^3*p*x^3+236*a^2*b^3*q^2*r*x-2760* a^2*b^3*q^2*x^2+176*a^2*b^3*q*r^2*x-8236*a^2*b^3*q*r*x^2+3984*a^2*b^3*q*x^3+12* a^2*b^3*r^3*x-3216*a^2*b^3*r^2*x^2+6636*a^2*b^3*r*x^3+18368*a^2*b^2*c^4*x+20320 *a^2*b^2*c^3*g*x+38400*a^2*b^2*c^3*p*x+19392*a^2*b^2*c^3*q*x+23680*a^2*b^2*c^3* r*x-89472*a^2*b^2*c^3*x^2+7136*a^2*b^2*c^2*g^2*x+33200*a^2*b^2*c^2*g*p*x+16256* a^2*b^2*c^2*g*q*x+22160*a^2*b^2*c^2*g*r*x-66672*a^2*b^2*c^2*g*x^2+28576*a^2*b^2 *c^2*p^2*x+32832*a^2*b^2*c^2*p*q*x+35104*a^2*b^2*c^2*p*r*x-128072*a^2*b^2*c^2*p *x^2+6368*a^2*b^2*c^2*q^2*x+18480*a^2*b^2*c^2*q*r*x-92584*a^2*b^2*c^2*q*x^2+ 7632*a^2*b^2*c^2*r^2*x-104256*a^2*b^2*c^2*r*x^2+45632*a^2*b^2*c^2*x^3+784*a^2*b ^2*c*g^3*x+8288*a^2*b^2*c*g^2*p*x+3872*a^2*b^2*c*g^2*q*x+6480*a^2*b^2*c*g^2*r*x -11904*a^2*b^2*c*g^2*x^2+17280*a^2*b^2*c*g*p^2*x+19088*a^2*b^2*c*g*p*q*x+22568* a^2*b^2*c*g*p*r*x-67892*a^2*b^2*c*g*p*x^2+3552*a^2*b^2*c*g*q^2*x+11672*a^2*b^2* c*g*q*r*x-48100*a^2*b^2*c*g*q*x^2+5024*a^2*b^2*c*g*r^2*x-64332*a^2*b^2*c*g*r*x^ 2+17152*a^2*b^2*c*g*x^3+8816*a^2*b^2*c*p^3*x+17552*a^2*b^2*c*p^2*q*x+16176*a^2* b^2*c*p^2*r*x-57908*a^2*b^2*c*p^2*x^2+8040*a^2*b^2*c*p*q^2*x+19800*a^2*b^2*c*p* q*r*x-91224*a^2*b^2*c*p*q*x^2+7568*a^2*b^2*c*p*r^2*x-90792*a^2*b^2*c*p*r*x^2+ 39552*a^2*b^2*c*p*x^3+624*a^2*b^2*c*q^3*x+3932*a^2*b^2*c*q^2*r*x-29572*a^2*b^2* c*q^2*x^2+3272*a^2*b^2*c*q*r^2*x-69516*a^2*b^2*c*q*r*x^2+39552*a^2*b^2*c*q*x^3+ 576*a^2*b^2*c*r^3*x-24264*a^2*b^2*c*r^2*x^2+47088*a^2*b^2*c*r*x^3+508*a^2*b^2*g ^3*p*x+232*a^2*b^2*g^3*q*x+586*a^2*b^2*g^3*r*x+2368*a^2*b^2*g^2*p^2*x+2360*a^2* b^2*g^2*p*q*x+3416*a^2*b^2*g^2*p*r*x-7076*a^2*b^2*g^2*p*x^2+432*a^2*b^2*g^2*q^2 *x+1716*a^2*b^2*g^2*q*r*x-4828*a^2*b^2*g^2*q*x^2+776*a^2*b^2*g^2*r^2*x-9324*a^2 *b^2*g^2*r*x^2+2792*a^2*b^2*g*p^3*x+5352*a^2*b^2*g*p^2*q*x+5338*a^2*b^2*g*p^2*r *x-16534*a^2*b^2*g*p^2*x^2+2348*a^2*b^2*g*p*q^2*x+6496*a^2*b^2*g*p*q*r*x-24660* a^2*b^2*g*p*q*x^2+2584*a^2*b^2*g*p*r^2*x-28702*a^2*b^2*g*p*r*x^2+8576*a^2*b^2*g *p*x^3+160*a^2*b^2*g*q^3*x+1244*a^2*b^2*g*q^2*r*x-8126*a^2*b^2*g*q^2*x^2+1088*a ^2*b^2*g*q*r^2*x-21932*a^2*b^2*g*q*r*x^2+8576*a^2*b^2*g*q*x^3+192*a^2*b^2*g*r^3 *x-8064*a^2*b^2*g*r^2*x^2+14220*a^2*b^2*g*r*x^3+928*a^2*b^2*p^4*x+2920*a^2*b^2* p^3*q*x+2268*a^2*b^2*p^3*r*x-8148*a^2*b^2*p^3*x^2+2384*a^2*b^2*p^2*q^2*x+4968*a ^2*b^2*p^2*q*r*x-21348*a^2*b^2*p^2*q*x^2+1688*a^2*b^2*p^2*r^2*x-18366*a^2*b^2*p ^2*r*x^2+8368*a^2*b^2*p^2*x^3+488*a^2*b^2*p*q^3*x+2352*a^2*b^2*p*q^2*r*x-15228* a^2*b^2*p*q^2*x^2+1920*a^2*b^2*p*q*r^2*x-31860*a^2*b^2*p*q*r*x^2+16736*a^2*b^2* p*q*x^3+360*a^2*b^2*p*r^3*x-10026*a^2*b^2*p*r^2*x^2+18396*a^2*b^2*p*r*x^3+180*a ^2*b^2*q^3*r*x-2796*a^2*b^2*q^3*x^2+176*a^2*b^2*q^2*r^2*x-10470*a^2*b^2*q^2*r*x ^2+8368*a^2*b^2*q^2*x^3+24*a^2*b^2*q*r^3*x-7254*a^2*b^2*q*r^2*x^2+18396*a^2*b^2 *q*r*x^3-900*a^2*b^2*r^3*x^2+6216*a^2*b^2*r^2*x^3+21696*a^2*b*c^5*x+32640*a^2*b *c^4*g*x+54080*a^2*b*c^4*p*x+31488*a^2*b*c^4*q*x+34816*a^2*b*c^4*r*x-122976*a^2 *b*c^4*x^2+17664*a^2*b*c^3*g^2*x+66768*a^2*b*c^3*g*p*x+38304*a^2*b*c^3*g*q*x+ 44680*a^2*b*c^3*g*r*x-138784*a^2*b*c^3*g*x^2+50288*a^2*b*c^3*p^2*x+67008*a^2*b* c^3*p*q*x+63984*a^2*b*c^3*p*r*x-221024*a^2*b*c^3*p*x^2+16256*a^2*b*c^3*q^2*x+ 40144*a^2*b*c^3*q*r*x-174768*a^2*b*c^3*q*x^2+15488*a^2*b*c^3*r^2*x-172912*a^2*b *c^3*r*x^2+84576*a^2*b*c^3*x^3+4032*a^2*b*c^2*g^3*x+28240*a^2*b*c^2*g^2*p*x+ 15760*a^2*b*c^2*g^2*q*x+20352*a^2*b*c^2*g^2*r*x-50096*a^2*b*c^2*g^2*x^2+47616*a ^2*b*c^2*g*p^2*x+62928*a^2*b*c^2*g*p*q*x+62660*a^2*b*c^2*g*p*r*x-193460*a^2*b*c ^2*g*p*x^2+14920*a^2*b*c^2*g*q^2*x+39096*a^2*b*c^2*g*q*r*x-152244*a^2*b*c^2*g*q *x^2+15300*a^2*b*c^2*g*r^2*x-163828*a^2*b*c^2*g*r*x^2+63760*a^2*b*c^2*g*x^3+ 21384*a^2*b*c^2*p^3*x+50064*a^2*b*c^2*p^2*q*x+40532*a^2*b*c^2*p^2*r*x-139344*a^ 2*b*c^2*p^2*x^2+28128*a^2*b*c^2*p*q^2*x+59632*a^2*b*c^2*p*q*r*x-244028*a^2*b*c^ 2*p*q*x^2+20552*a^2*b*c^2*p*r^2*x-212432*a^2*b*c^2*p*r*x^2+101888*a^2*b*c^2*p*x ^3+3456*a^2*b*c^2*q^3*x+15244*a^2*b*c^2*q^2*r*x-87748*a^2*b*c^2*q^2*x^2+12352*a ^2*b*c^2*q*r^2*x-179764*a^2*b*c^2*q*r*x^2+106512*a^2*b*c^2*q*x^3+2196*a^2*b*c^2 *r^3*x-58056*a^2*b*c^2*r^2*x^2+104568*a^2*b*c^2*r*x^3+324*a^2*b*c*g^4*x+4620*a^ 2*b*c*g^3*p*x+2456*a^2*b*c*g^3*q*x+3874*a^2*b*c*g^3*r*x-5724*a^2*b*c*g^3*x^2+ 14048*a^2*b*c*g^2*p^2*x+17896*a^2*b*c*g^2*p*q*x+19504*a^2*b*c*g^2*p*r*x-49702*a ^2*b*c*g^2*p*x^2+4132*a^2*b*c*g^2*q^2*x+11932*a^2*b*c*g^2*q*r*x-38414*a^2*b*c*g ^2*q*x^2+4800*a^2*b*c*g^2*r^2*x-48874*a^2*b*c*g^2*r*x^2+11528*a^2*b*c*g^2*x^3+ 13632*a^2*b*c*g*p^3*x+32224*a^2*b*c*g*p^2*q*x+26552*a^2*b*c*g*p^2*r*x-84014*a^2 *b*c*g*p^2*x^2+17868*a^2*b*c*g*p*q^2*x+39792*a^2*b*c*g*p*q*r*x-145756*a^2*b*c*g *p*q*x^2+13700*a^2*b*c*g*p*r^2*x-136090*a^2*b*c*g*p*r*x^2+54168*a^2*b*c*g*p*x^3 +2088*a^2*b*c*g*q^3*x+9990*a^2*b*c*g*q^2*r*x-52528*a^2*b*c*g*q^2*x^2+8264*a^2*b *c*g*q*r^2*x-116090*a^2*b*c*g*q*r*x^2+56480*a^2*b*c*g*q*x^3+1416*a^2*b*c*g*r^3* x-38384*a^2*b*c*g*r^2*x^2+64968*a^2*b*c*g*r*x^3+4020*a^2*b*c*p^4*x+15384*a^2*b* c*p^3*q*x+10150*a^2*b*c*p^3*r*x-35834*a^2*b*c*p^3*x^2+15136*a^2*b*c*p^2*q^2*x+ 27548*a^2*b*c*p^2*q*r*x-106822*a^2*b*c*p^2*q*x^2+8046*a^2*b*c*p^2*r^2*x-79510*a ^2*b*c*p^2*r*x^2+39240*a^2*b*c*p^2*x^3+4472*a^2*b*c*p*q^3*x+16406*a^2*b*c*p*q^2 *r*x-85120*a^2*b*c*p*q^2*x^2+12488*a^2*b*c*p*q*r^2*x-155186*a^2*b*c*p*q*r*x^2+ 85896*a^2*b*c*p*q*x^3+2052*a^2*b*c*p*r^3*x-44136*a^2*b*c*p*r^2*x^2+77140*a^2*b* c*p*r*x^3+244*a^2*b*c*q^4*x+2064*a^2*b*c*q^3*r*x-18014*a^2*b*c*q^3*x^2+2526*a^2 *b*c*q^2*r^2*x-57722*a^2*b*c*q^2*r*x^2+43488*a^2*b*c*q^2*x^3+948*a^2*b*c*q*r^3* x-37710*a^2*b*c*q*r^2*x^2+82842*a^2*b*c*q*r*x^3+84*a^2*b*c*r^4*x-4740*a^2*b*c*r ^3*x^2+24816*a^2*b*c*r^2*x^3+216*a^2*b*g^4*p*x+108*a^2*b*g^4*q*x+258*a^2*b*g^4* r*x+1274*a^2*b*g^3*p^2*x+1444*a^2*b*g^3*p*q*x+1922*a^2*b*g^3*p*r*x-3382*a^2*b*g ^3*p*x^2+334*a^2*b*g^3*q^2*x+1130*a^2*b*g^3*q*r*x-2446*a^2*b*g^3*q*x^2+476*a^2* b*g^3*r^2*x-4562*a^2*b*g^3*r*x^2+2082*a^2*b*g^2*p^3*x+4780*a^2*b*g^2*p^2*q*x+ 4189*a^2*b*g^2*p^2*r*x-11653*a^2*b*g^2*p^2*x^2+2578*a^2*b*g^2*p*q^2*x+6276*a^2* b*g^2*p*q*r*x-19065*a^2*b*g^2*p*q*x^2+2200*a^2*b*g^2*p*r^2*x-20671*a^2*b*g^2*p* r*x^2+5764*a^2*b*g^2*p*x^3+284*a^2*b*g^2*q^3*x+1525*a^2*b*g^2*q^2*r*x-7039*a^2* b*g^2*q^2*x^2+1296*a^2*b*g^2*q*r^2*x-17674*a^2*b*g^2*q*r*x^2+5764*a^2*b*g^2*q*x ^3+215*a^2*b*g^2*r^3*x-6030*a^2*b*g^2*r^2*x^2+9495*a^2*b*g^2*r*x^3+1254*a^2*b*g *p^4*x+5048*a^2*b*g*p^3*q*x+3227*a^2*b*g*p^3*r*x-11051*a^2*b*g*p^3*x^2+4996*a^2 *b*g*p^2*q^2*x+9344*a^2*b*g*p^2*q*r*x-32855*a^2*b*g*p^2*q*x^2+2605*a^2*b*g*p^2* r^2*x-25523*a^2*b*g*p^2*r*x^2+11144*a^2*b*g*p^2*x^3+1424*a^2*b*g*p*q^3*x+5623*a ^2*b*g*p*q^2*r*x-26150*a^2*b*g*p*q^2*x^2+4352*a^2*b*g*p*q*r^2*x-51091*a^2*b*g*p *q*r*x^2+23444*a^2*b*g*p*q*x^3+676*a^2*b*g*p*r^3*x-14595*a^2*b*g*p*r^2*x^2+ 24380*a^2*b*g*p*r*x^3+66*a^2*b*g*q^4*x+666*a^2*b*g*q^3*r*x-5543*a^2*b*g*q^3*x^2 +847*a^2*b*g*q^2*r^2*x-19065*a^2*b*g*q^2*r*x^2+12300*a^2*b*g*q^2*x^3+318*a^2*b* g*q*r^3*x-12865*a^2*b*g*q*r^2*x^2+26403*a^2*b*g*q*r*x^3+28*a^2*b*g*r^4*x-1550*a ^2*b*g*r^3*x^2+8270*a^2*b*g*r^2*x^3+246*a^2*b*p^5*x+1620*a^2*b*p^4*q*x+786*a^2* b*p^4*r*x-3044*a^2*b*p^4*x^2+2508*a^2*b*p^3*q^2*x+3914*a^2*b*p^3*q*r*x-14506*a^ 2*b*p^3*q*x^2+880*a^2*b*p^3*r^2*x-8672*a^2*b*p^3*r*x^2+4720*a^2*b*p^3*x^3+1332* a^2*b*p^2*q^3*x+4123*a^2*b*p^2*q^2*r*x-19446*a^2*b*p^2*q^2*x^2+2870*a^2*b*p^2*q *r^2*x-31092*a^2*b*p^2*q*r*x^2+16712*a^2*b*p^2*q*x^3+396*a^2*b*p^2*r^3*x-7227*a ^2*b*p^2*r^2*x^2+13107*a^2*b*p^2*r*x^3+198*a^2*b*p*q^4*x+1240*a^2*b*p*q^3*r*x-\ 9206*a^2*b*p*q^3*x^2+1506*a^2*b*p*q^2*r^2*x-26442*a^2*b*p*q^2*r*x^2+17680*a^2*b *p*q^2*x^3+600*a^2*b*p*q*r^3*x-15999*a^2*b*p*q*r^2*x^2+31518*a^2*b*p*q*r*x^3+56 *a^2*b*p*r^4*x-1788*a^2*b*p*r^3*x^2+8148*a^2*b*p*r^2*x^3+65*a^2*b*q^4*r*x-1222* a^2*b*q^4*x^2+76*a^2*b*q^3*r^2*x-5498*a^2*b*q^3*r*x^2+5688*a^2*b*q^3*x^3+15*a^2 *b*q^2*r^3*x-5298*a^2*b*q^2*r^2*x^2+15615*a^2*b*q^2*r*x^3-1362*a^2*b*q*r^3*x^2+ 9312*a^2*b*q*r^2*x^3-50*a^2*b*r^4*x^2+920*a^2*b*r^3*x^3+9408*a^2*c^6*x+18080*a^ 2*c^5*g*x+26944*a^2*c^5*p*x+17536*a^2*c^5*q*x+18048*a^2*c^5*r*x-60864*a^2*c^5*x ^2+13408*a^2*c^4*g^2*x+43760*a^2*c^4*g*p*x+28288*a^2*c^4*g*q*x+29864*a^2*c^4*g* r*x-92848*a^2*c^4*g*x^2+29392*a^2*c^4*p^2*x+44416*a^2*c^4*p*q*x+38496*a^2*c^4*p *r*x-130400*a^2*c^4*p*x^2+12544*a^2*c^4*q^2*x+28112*a^2*c^4*q*r*x-110616*a^2*c^ 4*q*x^2+9936*a^2*c^4*r^2*x-101208*a^2*c^4*r*x^2+51232*a^2*c^4*x^3+4752*a^2*c^3* g^3*x+26576*a^2*c^3*g^2*p*x+16944*a^2*c^3*g^2*q*x+18824*a^2*c^3*g^2*r*x-51088*a ^2*c^3*g^2*x^2+38376*a^2*c^3*g*p^2*x+58400*a^2*c^3*g*p*q*x+51200*a^2*c^3*g*p*r* x-161632*a^2*c^3*g*p*x^2+16272*a^2*c^3*g*q^2*x+37528*a^2*c^3*g*q*r*x-137776*a^2 *c^3*g*q*x^2+13176*a^2*c^3*g*r^2*x-131168*a^2*c^3*g*r*x^2+58272*a^2*c^3*g*x^3+ 15216*a^2*c^3*p^3*x+41664*a^2*c^3*p^2*q*x+29424*a^2*c^3*p^2*r*x-103312*a^2*c^3* p^2*x^2+27176*a^2*c^3*p*q^2*x+51960*a^2*c^3*p*q*r*x-196656*a^2*c^3*p*q*x^2+ 15504*a^2*c^3*p*r^2*x-156608*a^2*c^3*p*r*x^2+78224*a^2*c^3*p*x^3+4240*a^2*c^3*q ^3*x+15972*a^2*c^3*q^2*r*x-76696*a^2*c^3*q^2*x^2+12200*a^2*c^3*q*r^2*x-144372*a ^2*c^3*q*r*x^2+85136*a^2*c^3*q*x^3+1848*a^2*c^3*r^3*x-43896*a^2*c^3*r^2*x^2+ 74424*a^2*c^3*r*x^3+796*a^2*c^2*g^4*x+7364*a^2*c^2*g^3*p*x+4568*a^2*c^2*g^3*q*x +5618*a^2*c^2*g^3*r*x-11884*a^2*c^2*g^3*x^2+17760*a^2*c^2*g^2*p^2*x+26904*a^2*c ^2*g^2*p*q*x+24460*a^2*c^2*g^2*p*r*x-68682*a^2*c^2*g^2*p*x^2+7356*a^2*c^2*g^2*q ^2*x+17836*a^2*c^2*g^2*q*r*x-58586*a^2*c^2*g^2*q*x^2+6288*a^2*c^2*g^2*r^2*x-\ 60386*a^2*c^2*g^2*r*x^2+21176*a^2*c^2*g^2*x^3+14588*a^2*c^2*g*p^3*x+41584*a^2*c ^2*g*p^2*q*x+28668*a^2*c^2*g*p^2*r*x-96720*a^2*c^2*g*p^2*x^2+27144*a^2*c^2*g*p* q^2*x+52784*a^2*c^2*g*p*q*r*x-186794*a^2*c^2*g*p*q*x^2+15116*a^2*c^2*g*p*r^2*x-\ 152556*a^2*c^2*g*p*r*x^2+68320*a^2*c^2*g*p*x^3+4120*a^2*c^2*g*q^3*x+16118*a^2*c ^2*g*q^2*r*x-73098*a^2*c^2*g*q^2*x^2+12296*a^2*c^2*g*q*r^2*x-143094*a^2*c^2*g*q *r*x^2+75056*a^2*c^2*g*q*x^3+1692*a^2*c^2*g*r^3*x-43644*a^2*c^2*g*r^2*x^2+70902 *a^2*c^2*g*r*x^3+3724*a^2*c^2*p^4*x+17920*a^2*c^2*p^3*q*x+9490*a^2*c^2*p^3*r*x-\ 36898*a^2*c^2*p^3*x^2+20520*a^2*c^2*p^2*q^2*x+33404*a^2*c^2*p^2*q*r*x-122530*a^ 2*c^2*p^2*q*x^2+7606*a^2*c^2*p^2*r^2*x-81680*a^2*c^2*p^2*r*x^2+42392*a^2*c^2*p^ 2*x^3+7472*a^2*c^2*p*q^3*x+23926*a^2*c^2*p*q^2*r*x-106340*a^2*c^2*p*q^2*x^2+ 16632*a^2*c^2*p*q*r^2*x-177350*a^2*c^2*p*q*r*x^2+99024*a^2*c^2*p*q*x^3+1980*a^2 *c^2*p*r^3*x-46134*a^2*c^2*p*r^2*x^2+78408*a^2*c^2*p*r*x^3+660*a^2*c^2*q^4*x+ 3948*a^2*c^2*q^3*r*x-24974*a^2*c^2*q^3*x^2+4798*a^2*c^2*q^2*r^2*x-72796*a^2*c^2 *q^2*r*x^2+51624*a^2*c^2*q^2*x^3+1788*a^2*c^2*q*r^3*x-45312*a^2*c^2*q*r^2*x^2+ 89142*a^2*c^2*q*r*x^3+84*a^2*c^2*r^4*x-5472*a^2*c^2*r^3*x^2+24552*a^2*c^2*r^2*x ^3+50*a^2*c*g^5*x+892*a^2*c*g^4*p*x+524*a^2*c*g^4*q*x+792*a^2*c*g^4*r*x-972*a^2 *c*g^4*x^2+3428*a^2*c*g^3*p^2*x+4996*a^2*c*g^3*p*q*x+4972*a^2*c*g^3*p*r*x-11365 *a^2*c*g^3*p*x^2+1338*a^2*c*g^3*q^2*x+3542*a^2*c*g^3*q*r*x-9538*a^2*c*g^3*q*x^2 +1280*a^2*c*g^3*r^2*x-11624*a^2*c*g^3*r*x^2+2424*a^2*c*g^3*x^3+4442*a^2*c*g^2*p ^3*x+13028*a^2*c*g^2*p^2*q*x+8945*a^2*c*g^2*p^2*r*x-28110*a^2*c*g^2*p^2*x^2+ 8450*a^2*c*g^2*p*q^2*x+17060*a^2*c*g^2*p*q*r*x-54159*a^2*c*g^2*p*q*x^2+4736*a^2 *c*g^2*p*r^2*x-47043*a^2*c*g^2*p*r*x^2+17512*a^2*c*g^2*p*x^3+1236*a^2*c*g^2*q^3 *x+5123*a^2*c*g^2*q^2*r*x-21391*a^2*c*g^2*q^2*x^2+3928*a^2*c*g^2*q*r^2*x-44832* a^2*c*g^2*q*r*x^2+19152*a^2*c*g^2*q*x^3+485*a^2*c*g^2*r^3*x-13778*a^2*c*g^2*r^2 *x^2+21223*a^2*c*g^2*r*x^3+2142*a^2*c*g*p^4*x+11868*a^2*c*g*p^3*q*x+5509*a^2*c* g*p^3*r*x-22605*a^2*c*g*p^3*x^2+13968*a^2*c*g*p^2*q^2*x+22538*a^2*c*g*p^2*q*r*x -78413*a^2*c*g*p^2*q*x^2+4377*a^2*c*g*p^2*r^2*x-51661*a^2*c*g*p^2*r*x^2+25208*a ^2*c*g*p^2*x^3+5028*a^2*c*g*p*q^3*x+16567*a^2*c*g*p*q^2*r*x-68910*a^2*c*g*p*q^2 *x^2+11316*a^2*c*g*p*q*r^2*x-118369*a^2*c*g*p*q*r*x^2+59176*a^2*c*g*p*q*x^3+ 1072*a^2*c*g*p*r^3*x-29805*a^2*c*g*p*r^2*x^2+49936*a^2*c*g*p*r*x^3+418*a^2*c*g* q^4*x+2660*a^2*c*g*q^3*r*x-16157*a^2*c*g*q^3*x^2+3267*a^2*c*g*q^2*r^2*x-49015*a ^2*c*g*q^2*r*x^2+31464*a^2*c*g*q^2*x^3+1170*a^2*c*g*q*r^3*x-30865*a^2*c*g*q*r^2 *x^2+58149*a^2*c*g*q*r*x^3+28*a^2*c*g*r^4*x-3434*a^2*c*g*r^3*x^2+16316*a^2*c*g* r^2*x^3+342*a^2*c*p^5*x+3500*a^2*c*p^4*q*x+1080*a^2*c*p^4*r*x-5616*a^2*c*p^4*x^ 2+6380*a^2*c*p^3*q^2*x+8764*a^2*c*p^3*q*r*x-31398*a^2*c*p^3*q*x^2+1168*a^2*c*p^ 3*r^2*x-16032*a^2*c*p^3*r*x^2+9400*a^2*c*p^3*x^3+4056*a^2*c*p^2*q^3*x+11213*a^2 *c*p^2*q^2*r*x-46182*a^2*c*p^2*q^2*x^2+6916*a^2*c*p^2*q*r^2*x-67136*a^2*c*p^2*q *r*x^2+36672*a^2*c*p^2*q*x^3+486*a^2*c*p^2*r^3*x-13497*a^2*c*p^2*r^2*x^2+24919* a^2*c*p^2*r*x^3+870*a^2*c*p*q^4*x+4278*a^2*c*p*q^3*r*x-24126*a^2*c*p*q^3*x^2+ 4962*a^2*c*p*q^2*r^2*x-63092*a^2*c*p*q^2*r*x^2+40704*a^2*c*p*q^2*x^3+1788*a^2*c *p*q*r^3*x-35691*a^2*c*p*q*r^2*x^2+65076*a^2*c*p*q*r*x^3+56*a^2*c*p*r^4*x-3444* a^2*c*p*r^3*x^2+15150*a^2*c*p*r^2*x^3+36*a^2*c*q^5*x+385*a^2*c*q^4*r*x-3726*a^2 *c*q^4*x^2+626*a^2*c*q^3*r^2*x-15014*a^2*c*q^3*r*x^2+13432*a^2*c*q^3*x^3+375*a^ 2*c*q^2*r^3*x-14124*a^2*c*q^2*r^2*x^2+34095*a^2*c*q^2*r*x^3+84*a^2*c*q*r^4*x-\ 3738*a^2*c*q*r^3*x^2+18864*a^2*c*q*r^2*x^3-110*a^2*c*r^4*x^2+1760*a^2*c*r^3*x^3 +34*a^2*g^5*p*x+18*a^2*g^5*q*x+42*a^2*g^5*r*x+234*a^2*g^4*p^2*x+296*a^2*g^4*p*q *x+365*a^2*g^4*p*r*x-566*a^2*g^4*p*x^2+80*a^2*g^4*q^2*x+246*a^2*g^4*q*r*x-431*a ^2*g^4*q*x^2+94*a^2*g^4*r^2*x-786*a^2*g^4*r*x^2+438*a^2*g^3*p^3*x+1254*a^2*g^3* p^2*q*x+907*a^2*g^3*p^2*r*x-2525*a^2*g^3*p^2*x^2+796*a^2*g^3*p*q^2*x+1740*a^2*g ^3*p*q*r*x-4543*a^2*g^3*p*q*x^2+484*a^2*g^3*p*r^2*x-4579*a^2*g^3*p*r*x^2+1212*a ^2*g^3*p*x^3+112*a^2*g^3*q^3*x+507*a^2*g^3*q^2*r*x-1852*a^2*g^3*q^2*x^2+396*a^2 *g^3*q*r^2*x-4396*a^2*g^3*q*r*x^2+1212*a^2*g^3*q*x^3+45*a^2*g^3*r^3*x-1370*a^2* g^3*r^2*x^2+1982*a^2*g^3*r*x^3+286*a^2*g^2*p^4*x+1858*a^2*g^2*p^3*q*x+739*a^2*g ^2*p^3*r*x-3290*a^2*g^2*p^3*x^2+2240*a^2*g^2*p^2*q^2*x+3633*a^2*g^2*p^2*q*r*x-\ 11601*a^2*g^2*p^2*q*x^2+574*a^2*g^2*p^2*r^2*x-7767*a^2*g^2*p^2*r*x^2+3462*a^2*g ^2*p^2*x^3+790*a^2*g^2*p*q^3*x+2734*a^2*g^2*p*q^2*r*x-10288*a^2*g^2*p*q^2*x^2+ 1848*a^2*g^2*p*q*r^2*x-18737*a^2*g^2*p*q*r*x^2+7744*a^2*g^2*p*q*x^3+126*a^2*g^2 *p*r^3*x-4559*a^2*g^2*p*r^2*x^2+7520*a^2*g^2*p*r*x^3+60*a^2*g^2*q^4*x+417*a^2*g ^2*q^3*r*x-2438*a^2*g^2*q^3*x^2+520*a^2*g^2*q^2*r^2*x-7842*a^2*g^2*q^2*r*x^2+ 4282*a^2*g^2*q^2*x^3+179*a^2*g^2*q*r^3*x-5018*a^2*g^2*q*r^2*x^2+8943*a^2*g^2*q* r*x^3-500*a^2*g^2*r^3*x^2+2559*a^2*g^2*r^2*x^3+48*a^2*g*p^5*x+1112*a^2*g*p^4*q* x+147*a^2*g*p^4*r*x-1549*a^2*g*p^4*x^2+2196*a^2*g*p^3*q^2*x+2845*a^2*g*p^3*q*r* x-9976*a^2*g*p^3*q*x^2+144*a^2*g*p^3*r^2*x-4476*a^2*g*p^3*r*x^2+2808*a^2*g*p^3* x^3+1414*a^2*g*p^2*q^3*x+3941*a^2*g*p^2*q^2*r*x-15210*a^2*g*p^2*q^2*x^2+2293*a^ 2*g*p^2*q*r^2*x-22204*a^2*g*p^2*q*r*x^2+11120*a^2*g*p^2*q*x^3+45*a^2*g*p^2*r^3* x-3786*a^2*g*p^2*r^2*x^2+7751*a^2*g*p^2*r*x^3+292*a^2*g*p*q^4*x+1515*a^2*g*p*q^ 3*r*x-8002*a^2*g*p*q^3*x^2+1768*a^2*g*p*q^2*r^2*x-21693*a^2*g*p*q^2*r*x^2+12564 *a^2*g*p*q^2*x^3+604*a^2*g*p*q*r^3*x-12211*a^2*g*p*q*r^2*x^2+21387*a^2*g*p*q*r* x^3-940*a^2*g*p*r^3*x^2+4875*a^2*g*p*r^2*x^3+10*a^2*g*q^5*x+126*a^2*g*q^4*r*x-\ 1219*a^2*g*q^4*x^2+211*a^2*g*q^3*r^2*x-5132*a^2*g*q^3*r*x^2+4252*a^2*g*q^3*x^3+ 126*a^2*g*q^2*r^3*x-4934*a^2*g*q^2*r^2*x^2+11433*a^2*g*q^2*r*x^3+28*a^2*g*q*r^4 *x-1274*a^2*g*q*r^3*x^2+6524*a^2*g*q*r^2*x^3-20*a^2*g*r^4*x^2+570*a^2*g*r^3*x^3 +246*a^2*p^5*q*x-246*a^2*p^5*x^2+692*a^2*p^4*q^2*x+786*a^2*p^4*q*r*x-2749*a^2*p ^4*q*x^2-834*a^2*p^4*r*x^2+678*a^2*p^4*x^3+676*a^2*p^3*q^3*x+1646*a^2*p^3*q^2*r *x-6270*a^2*p^3*q^2*x^2+880*a^2*p^3*q*r^2*x-7730*a^2*p^3*q*r*x^2+4252*a^2*p^3*q *x^3-918*a^2*p^3*r^2*x^2+2217*a^2*p^3*r*x^3+260*a^2*p^2*q^4*x+1083*a^2*p^2*q^3* r*x-5472*a^2*p^2*q^3*x^2+1182*a^2*p^2*q^2*r^2*x-12786*a^2*p^2*q^2*r*x^2+7720*a^ 2*p^2*q^2*x^3+396*a^2*p^2*q*r^3*x-6360*a^2*p^2*q*r^2*x^2+11046*a^2*p^2*q*r*x^3-\ 372*a^2*p^2*r^3*x^2+1890*a^2*p^2*r^2*x^3+30*a^2*p*q^5*x+232*a^2*p*q^4*r*x-1900* a^2*p*q^4*x^2+378*a^2*p*q^3*r^2*x-6912*a^2*p*q^3*r*x^2+5396*a^2*p*q^3*x^3+240*a ^2*p*q^2*r^3*x-6165*a^2*p*q^2*r^2*x^2+12933*a^2*p*q^2*r*x^3+56*a^2*p*q*r^4*x-\ 1572*a^2*p*q*r^3*x^2+6420*a^2*p*q*r^2*x^3-40*a^2*p*r^4*x^2+420*a^2*p*r^3*x^3+9* a^2*q^5*r*x-195*a^2*q^5*x^2+12*a^2*q^4*r^2*x-1022*a^2*q^4*r*x^2+1250*a^2*q^4*x^ 3+3*a^2*q^3*r^3*x-1245*a^2*q^3*r^2*x^2+4104*a^2*q^3*r*x^3-486*a^2*q^2*r^3*x^2+ 3366*a^2*q^2*r^2*x^3-50*a^2*q*r^4*x^2+680*a^2*q*r^3*x^3+128*a*b^5*c^2*x+32*a*b^ 5*c*g*x+160*a*b^5*c*p*x+48*a*b^5*c*r*x-640*a*b^5*c*x^2+16*a*b^5*g*p*x+16*a*b^5* g*r*x+48*a*b^5*p^2*x+40*a*b^5*p*r*x-352*a*b^5*p*x^2-128*a*b^5*q*x^2-8*a*b^5*r^2 *x-416*a*b^5*r*x^2+1472*a*b^4*c^3*x+960*a*b^4*c^2*g*x+2624*a*b^4*c^2*p*x+576*a* b^4*c^2*q*x+1040*a*b^4*c^2*r*x-9248*a*b^4*c^2*x^2+128*a*b^4*c*g^2*x+1200*a*b^4* c*g*p*x+224*a*b^4*c*g*q*x+608*a*b^4*c*g*r*x-3232*a*b^4*c*g*x^2+1520*a*b^4*c*p^2 *x+800*a*b^4*c*p*q*x+1336*a*b^4*c*p*r*x-9904*a*b^4*c*p*x^2+240*a*b^4*c*q*r*x-\ 4656*a*b^4*c*q*x^2+56*a*b^4*c*r^2*x-7728*a*b^4*c*r*x^2+3456*a*b^4*c*x^3+72*a*b^ 4*g^2*p*x+16*a*b^4*g^2*q*x+76*a*b^4*g^2*r*x+376*a*b^4*g*p^2*x+160*a*b^4*g*p*q*x +420*a*b^4*g*p*r*x-1872*a*b^4*g*p*x^2+72*a*b^4*g*q*r*x-920*a*b^4*g*q*x^2+20*a*b ^4*g*r^2*x-2272*a*b^4*g*r*x^2+288*a*b^4*p^3*x+272*a*b^4*p^2*q*x+396*a*b^4*p^2*r *x-2608*a*b^4*p^2*x^2+184*a*b^4*p*q*r*x-2664*a*b^4*p*q*x^2+64*a*b^4*p*r^2*x-\ 3984*a*b^4*p*r*x^2+1728*a*b^4*p*x^3-440*a*b^4*q^2*x^2-40*a*b^4*q*r^2*x-1836*a*b ^4*q*r*x^2+1728*a*b^4*q*x^3-24*a*b^4*r^3*x-720*a*b^4*r^2*x^2+2852*a*b^4*r*x^3+ 6336*a*b^3*c^4*x+6688*a*b^3*c^3*g*x+14144*a*b^3*c^3*p*x+4992*a*b^3*c^3*q*x+6608 *a*b^3*c^3*r*x-44320*a*b^3*c^3*x^2+2144*a*b^3*c^2*g^2*x+11792*a*b^3*c^2*g*p*x+ 3840*a*b^3*c^2*g*q*x+6008*a*b^3*c^2*g*r*x-32368*a*b^3*c^2*g*x^2+11392*a*b^3*c^2 *p^2*x+9312*a*b^3*c^2*p*q*x+11200*a*b^3*c^2*p*r*x-66752*a*b^3*c^2*p*x^2+944*a*b ^3*c^2*q^2*x+3696*a*b^3*c^2*q*r*x-38784*a*b^3*c^2*q*x^2+1424*a*b^3*c^2*r^2*x-\ 47344*a*b^3*c^2*r*x^2+29056*a*b^3*c^2*x^3+192*a*b^3*c*g^3*x+2688*a*b^3*c*g^2*p* x+784*a*b^3*c*g^2*q*x+1636*a*b^3*c*g^2*r*x-5576*a*b^3*c*g^2*x^2+6704*a*b^3*c*g* p^2*x+5056*a*b^3*c*g*p*q*x+7176*a*b^3*c*g*p*r*x-34528*a*b^3*c*g*p*x^2+440*a*b^3 *c*g*q^2*x+2224*a*b^3*c*g*q*r*x-19352*a*b^3*c*g*q*x^2+936*a*b^3*c*g*r^2*x-28828 *a*b^3*c*g*r*x^2+10752*a*b^3*c*g*x^3+3904*a*b^3*c*p^3*x+5552*a*b^3*c*p^2*q*x+ 5932*a*b^3*c*p^2*r*x-32208*a*b^3*c*p^2*x^2+1400*a*b^3*c*p*q^2*x+4656*a*b^3*c*p* q*r*x-41300*a*b^3*c*p*q*x^2+1808*a*b^3*c*p*r^2*x-45456*a*b^3*c*p*r*x^2+26096*a* b^3*c*p*x^3+420*a*b^3*c*q^2*r*x-9644*a*b^3*c*q^2*x^2+128*a*b^3*c*q*r^2*x-26548* a*b^3*c*q*r*x^2+23984*a*b^3*c*q*x^3-72*a*b^3*c*r^3*x-9540*a*b^3*c*r^2*x^2+29656 *a*b^3*c*r*x^3+116*a*b^3*g^3*p*x+40*a*b^3*g^3*q*x+128*a*b^3*g^3*r*x+848*a*b^3*g ^2*p^2*x+536*a*b^3*g^2*p*q*x+1056*a*b^3*g^2*p*r*x-3308*a*b^3*g^2*p*x^2+40*a*b^3 *g^2*q^2*x+280*a*b^3*g^2*q*r*x-1896*a*b^3*g^2*q*x^2+124*a*b^3*g^2*r^2*x-4100*a* b^3*g^2*r*x^2+1216*a*b^3*g*p^3*x+1608*a*b^3*g*p^2*q*x+1976*a*b^3*g*p^2*r*x-8948 *a*b^3*g*p^2*x^2+348*a*b^3*g*p*q^2*x+1532*a*b^3*g*p*q*r*x-10714*a*b^3*g*p*q*x^2 +656*a*b^3*g*p*r^2*x-14316*a*b^3*g*p*r*x^2+5376*a*b^3*g*p*x^3+120*a*b^3*g*q^2*r *x-2490*a*b^3*g*q^2*x^2+44*a*b^3*g*q*r^2*x-8124*a*b^3*g*q*r*x^2+5376*a*b^3*g*q* x^3-20*a*b^3*g*r^3*x-3130*a*b^3*g*r^2*x^2+8888*a*b^3*g*r*x^3+476*a*b^3*p^4*x+ 1048*a*b^3*p^3*q*x+986*a*b^3*p^3*r*x-4956*a*b^3*p^3*x^2+508*a*b^3*p^2*q^2*x+ 1364*a*b^3*p^2*q*r*x-10500*a*b^3*p^2*q*x^2+510*a*b^3*p^2*r^2*x-10310*a*b^3*p^2* r*x^2+5784*a*b^3*p^2*x^3+306*a*b^3*p*q^2*r*x-5620*a*b^3*p*q^2*x^2+176*a*b^3*p*q *r^2*x-13710*a*b^3*p*q*r*x^2+10512*a*b^3*p*q*x^3-4644*a*b^3*p*r^2*x^2+12360*a*b ^3*p*r*x^3-588*a*b^3*q^3*x^2-70*a*b^3*q^2*r^2*x-2960*a*b^3*q^2*r*x^2+4728*a*b^3 *q^2*x^3-72*a*b^3*q*r^3*x-1938*a*b^3*q*r^2*x^2+10496*a*b^3*q*r*x^3-12*a*b^3*r^4 *x-120*a*b^3*r^3*x^2+3756*a*b^3*r^2*x^3+13056*a*b^2*c^5*x+19072*a*b^2*c^4*g*x+ 34560*a*b^2*c^4*p*x+15552*a*b^2*c^4*q*x+18224*a*b^2*c^4*r*x-97632*a*b^2*c^4*x^2 +9824*a*b^2*c^3*g^2*x+41968*a*b^2*c^3*g*p*x+18080*a*b^2*c^3*g*q*x+22896*a*b^2*c ^3*g*r*x-109136*a*b^2*c^3*g*x^2+34800*a*b^2*c^3*p^2*x+35776*a*b^2*c^3*p*q*x+ 37584*a*b^2*c^3*p*r*x-185664*a*b^2*c^3*p*x^2+5952*a*b^2*c^3*q^2*x+16880*a*b^2*c ^3*q*r*x-123664*a*b^2*c^3*q*x^2+6656*a*b^2*c^3*r^2*x-128912*a*b^2*c^3*r*x^2+ 84576*a*b^2*c^3*x^3+2048*a*b^2*c^2*g^3*x+17128*a*b^2*c^2*g^2*p*x+6880*a*b^2*c^2 *g^2*q*x+9980*a*b^2*c^2*g^2*r*x-38752*a*b^2*c^2*g^2*x^2+32896*a*b^2*c^2*g*p^2*x +32640*a*b^2*c^2*g*p*q*x+36908*a*b^2*c^2*g*p*r*x-162036*a*b^2*c^2*g*p*x^2+5056* a*b^2*c^2*g*q^2*x+15912*a*b^2*c^2*g*q*r*x-105484*a*b^2*c^2*g*q*x^2+6564*a*b^2*c ^2*g*r^2*x-121400*a*b^2*c^2*g*r*x^2+63760*a*b^2*c^2*g*x^3+16512*a*b^2*c^2*p^3*x +29280*a*b^2*c^2*p^2*q*x+27208*a*b^2*c^2*p^2*r*x-125756*a*b^2*c^2*p^2*x^2+11520 *a*b^2*c^2*p*q^2*x+28376*a*b^2*c^2*p*q*r*x-185260*a*b^2*c^2*p*q*x^2+10648*a*b^2 *c^2*p*r^2*x-174152*a*b^2*c^2*p*r*x^2+106512*a*b^2*c^2*p*x^3+720*a*b^2*c^2*q^3* x+4604*a*b^2*c^2*q^2*r*x-52968*a*b^2*c^2*q^2*x^2+3368*a*b^2*c^2*q*r^2*x-118840* a*b^2*c^2*q*r*x^2+101888*a*b^2*c^2*q*x^3+468*a*b^2*c^2*r^3*x-39576*a*b^2*c^2*r^ 2*x^2+104568*a*b^2*c^2*r*x^3+136*a*b^2*c*g^4*x+2564*a*b^2*c*g^3*p*x+936*a*b^2*c *g^3*q*x+1742*a*b^2*c*g^3*r*x-4296*a*b^2*c*g^3*x^2+9520*a*b^2*c*g^2*p^2*x+8768* a*b^2*c*g^2*p*q*x+11356*a*b^2*c*g^2*p*r*x-40906*a*b^2*c*g^2*p*x^2+1224*a*b^2*c* g^2*q^2*x+4504*a*b^2*c*g^2*q*r*x-25886*a*b^2*c*g^2*q*x^2+1952*a*b^2*c*g^2*r^2*x -35738*a*b^2*c*g^2*r*x^2+11528*a*b^2*c*g^2*x^3+10752*a*b^2*c*g*p^3*x+18616*a*b^ 2*c*g*p^2*q*x+18346*a*b^2*c*g*p^2*r*x-76304*a*b^2*c*g*p^2*x^2+6916*a*b^2*c*g*p* q^2*x+18908*a*b^2*c*g*p*q*r*x-109316*a*b^2*c*g*p*q*x^2+7416*a*b^2*c*g*p*r^2*x-\ 112708*a*b^2*c*g*p*r*x^2+56480*a*b^2*c*g*p*x^3+368*a*b^2*c*g*q^3*x+2840*a*b^2*c *g*q^2*r*x-30490*a*b^2*c*g*q^2*x^2+2228*a*b^2*c*g*q*r^2*x-75416*a*b^2*c*g*q*r*x ^2+54168*a*b^2*c*g*q*x^3+324*a*b^2*c*g*r^3*x-26284*a*b^2*c*g*r^2*x^2+64968*a*b^ 2*c*g*r*x^3+3644*a*b^2*c*p^4*x+10016*a*b^2*c*p^3*q*x+8138*a*b^2*c*p^3*r*x-35722 *a*b^2*c*p^3*x^2+7036*a*b^2*c*p^2*q^2*x+14892*a*b^2*c*p^2*q*r*x-87572*a*b^2*c*p ^2*q*x^2+5166*a*b^2*c*p^2*r^2*x-73372*a*b^2*c*p^2*r*x^2+43488*a*b^2*c*p^2*x^3+ 1120*a*b^2*c*p*q^3*x+5730*a*b^2*c*p*q^2*r*x-56546*a*b^2*c*p*q^2*x^2+4304*a*b^2* c*p*q*r^2*x-113554*a*b^2*c*p*q*r*x^2+85896*a*b^2*c*p*q*x^3+720*a*b^2*c*p*r^3*x-\ 34902*a*b^2*c*p*r^2*x^2+82842*a*b^2*c*p*r*x^3+336*a*b^2*c*q^3*r*x-8578*a*b^2*c* q^3*x^2+102*a*b^2*c*q^2*r^2*x-31946*a*b^2*c*q^2*r*x^2+39240*a*b^2*c*q^2*x^3-168 *a*b^2*c*q*r^3*x-20772*a*b^2*c*q*r^2*x^2+77140*a*b^2*c*q*r*x^3-36*a*b^2*c*r^4*x -2220*a*b^2*c*r^3*x^2+24816*a*b^2*c*r^2*x^3+86*a*b^2*g^4*p*x+36*a*b^2*g^4*q*x+ 99*a*b^2*g^4*r*x+804*a*b^2*g^3*p^2*x+620*a*b^2*g^3*p*q*x+1072*a*b^2*g^3*p*r*x-\ 2564*a*b^2*g^3*p*x^2+80*a*b^2*g^3*q^2*x+362*a*b^2*g^3*q*r*x-1628*a*b^2*g^3*q*x^ 2+164*a*b^2*g^3*r^2*x-3256*a*b^2*g^3*r*x^2+1648*a*b^2*g^2*p^3*x+2676*a*b^2*g^2* p^2*q*x+2946*a*b^2*g^2*p^2*r*x-10409*a*b^2*g^2*p^2*x^2+898*a*b^2*g^2*p*q^2*x+ 2928*a*b^2*g^2*p*q*r*x-13965*a*b^2*g^2*p*q*x^2+1224*a*b^2*g^2*p*r^2*x-17165*a*b ^2*g^2*p*r*x^2+5764*a*b^2*g^2*p*x^3+36*a*b^2*g^2*q^3*x+361*a*b^2*g^2*q^2*r*x-\ 3929*a*b^2*g^2*q^2*x^2+296*a*b^2*g^2*q*r^2*x-11183*a*b^2*g^2*q*r*x^2+5764*a*b^2 *g^2*q*x^3+43*a*b^2*g^2*r^3*x-4074*a*b^2*g^2*r^2*x^2+9495*a*b^2*g^2*r*x^3+1218* a*b^2*g*p^4*x+3308*a*b^2*g*p^3*q*x+2795*a*b^2*g*p^3*r*x-11293*a*b^2*g*p^3*x^2+ 2242*a*b^2*g*p^2*q^2*x+5148*a*b^2*g*p^2*q*r*x-26896*a*b^2*g*p^2*q*x^2+1833*a*b^ 2*g*p^2*r^2*x-24387*a*b^2*g*p^2*r*x^2+12300*a*b^2*g*p^2*x^3+308*a*b^2*g*p*q^3*x +1951*a*b^2*g*p*q^2*r*x-16861*a*b^2*g*p*q^2*x^2+1580*a*b^2*g*p*q*r^2*x-37433*a* b^2*g*p*q*r*x^2+23444*a*b^2*g*p*q*x^3+270*a*b^2*g*p*r^3*x-12083*a*b^2*g*p*r^2*x ^2+26403*a*b^2*g*p*r*x^3+94*a*b^2*g*q^3*r*x-2455*a*b^2*g*q^3*x^2+31*a*b^2*g*q^2 *r^2*x-10090*a*b^2*g*q^2*r*x^2+11144*a*b^2*g*q^2*x^3-52*a*b^2*g*q*r^3*x-6933*a* b^2*g*q*r^2*x^2+24380*a*b^2*g*q*r*x^3-12*a*b^2*g*r^4*x-760*a*b^2*g*r^3*x^2+8270 *a*b^2*g*r^2*x^3+292*a*b^2*p^5*x+1200*a*b^2*p^4*q*x+833*a*b^2*p^4*r*x-3536*a*b^ 2*p^4*x^2+1332*a*b^2*p^3*q^2*x+2446*a*b^2*p^3*q*r*x-13030*a*b^2*p^3*q*x^2+766*a *b^2*p^3*r^2*x-9505*a*b^2*p^3*r*x^2+5688*a*b^2*p^3*x^3+424*a*b^2*p^2*q^3*x+1669 *a*b^2*p^2*q^2*r*x-14178*a*b^2*p^2*q^2*x^2+1230*a*b^2*p^2*q*r^2*x-25371*a*b^2*p ^2*q*r*x^2+17680*a*b^2*p^2*q*x^3+225*a*b^2*p^2*r^3*x-6960*a*b^2*p^2*r^2*x^2+ 15615*a*b^2*p^2*r*x^3+236*a*b^2*p*q^3*r*x-5066*a*b^2*p*q^3*x^2+176*a*b^2*p*q^2* r^2*x-16617*a*b^2*p*q^2*r*x^2+16712*a*b^2*p*q^2*x^3-10353*a*b^2*p*q*r^2*x^2+ 31518*a*b^2*p*q*r*x^3-1158*a*b^2*p*r^3*x^2+9312*a*b^2*p*r^2*x^3-382*a*b^2*q^4*x ^2-56*a*b^2*q^3*r^2*x-2227*a*b^2*q^3*r*x^2+4720*a*b^2*q^3*x^3-78*a*b^2*q^2*r^3* x-1899*a*b^2*q^2*r^2*x^2+13107*a*b^2*q^2*r*x^3-24*a*b^2*q*r^4*x-192*a*b^2*q*r^3 *x^2+8148*a*b^2*q*r^2*x^3+50*a*b^2*r^4*x^2+920*a*b^2*r^3*x^3+12736*a*b*c^6*x+ 23936*a*b*c^5*g*x+38784*a*b*c^5*p*x+20480*a*b*c^5*q*x+22464*a*b*c^5*r*x-101760* a*b*c^5*x^2+17168*a*b*c^4*g^2*x+62320*a*b*c^4*g*p*x+32064*a*b*c^4*g*q*x+36504*a *b*c^4*g*r*x-154032*a*b*c^4*g*x^2+46320*a*b*c^4*p^2*x+55680*a*b*c^4*p*q*x+53936 *a*b*c^4*p*r*x-231600*a*b*c^4*p*x^2+11968*a*b*c^4*q^2*x+29744*a*b*c^4*q*r*x-\ 169728*a*b*c^4*q*x^2+11440*a*b*c^4*r^2*x-162360*a*b*c^4*r*x^2+104960*a*b*c^4*x^ 3+5768*a*b*c^3*g^3*x+37128*a*b*c^3*g^2*p*x+18320*a*b*c^3*g^2*q*x+22300*a*b*c^3* g^2*r*x-83760*a*b*c^3*g^2*x^2+60816*a*b*c^3*g*p^2*x+72032*a*b*c^3*g*p*q*x+72040 *a*b*c^3*g*p*r*x-287592*a*b*c^3*g*p*x^2+14864*a*b*c^3*g*q^2*x+38760*a*b*c^3*g*q *r*x-208632*a*b*c^3*g*q*x^2+15144*a*b*c^3*g*r^2*x-209172*a*b*c^3*g*r*x^2+119872 *a*b*c^3*g*x^3+27464*a*b*c^3*p^3*x+57040*a*b*c^3*p^2*q*x+48228*a*b*c^3*p^2*r*x-\ 198756*a*b*c^3*p^2*x^2+28344*a*b*c^3*p*q^2*x+61424*a*b*c^3*p*q*r*x-322560*a*b*c ^3*p*q*x^2+21760*a*b*c^3*p*r^2*x-277192*a*b*c^3*p*r*x^2+168320*a*b*c^3*p*x^3+ 2976*a*b*c^3*q^3*x+13548*a*b*c^3*q^2*r*x-105084*a*b*c^3*q^2*x^2+10624*a*b*c^3*q *r^2*x-211328*a*b*c^3*q*r*x^2+168320*a*b*c^3*q*x^3+1848*a*b*c^3*r^3*x-67176*a*b *c^3*r^2*x^2+153664*a*b*c^3*r*x^3+880*a*b*c^2*g^4*x+9900*a*b*c^2*g^3*p*x+4568*a *b*c^2*g^3*q*x+6298*a*b*c^2*g^3*r*x-19116*a*b*c^2*g^3*x^2+28140*a*b*c^2*g^2*p^2 *x+32240*a*b*c^2*g^2*p*q*x+34312*a*b*c^2*g^2*p*r*x-121922*a*b*c^2*g^2*p*x^2+ 6252*a*b*c^2*g^2*q^2*x+17588*a*b*c^2*g^2*q*r*x-87034*a*b*c^2*g^2*q*x^2+7044*a*b *c^2*g^2*r^2*x-95244*a*b*c^2*g^2*r*x^2+43840*a*b*c^2*g^2*x^3+27372*a*b*c^2*g*p^ 3*x+56960*a*b*c^2*g*p^2*q*x+48980*a*b*c^2*g*p^2*r*x-189270*a*b*c^2*g*p^2*x^2+ 27560*a*b*c^2*g*p*q^2*x+62484*a*b*c^2*g*p*q*r*x-305604*a*b*c^2*g*p*q*x^2+22308* a*b*c^2*g*p*r^2*x-273614*a*b*c^2*g*p*r*x^2+148544*a*b*c^2*g*p*x^3+2688*a*b*c^2* g*q^3*x+13178*a*b*c^2*g*q^2*r*x-97902*a*b*c^2*g*q^2*x^2+10620*a*b*c^2*g*q*r^2*x -207124*a*b*c^2*g*q*r*x^2+148544*a*b*c^2*g*q*x^3+1812*a*b*c^2*g*r^3*x-67164*a*b *c^2*g*r^2*x^2+147036*a*b*c^2*g*r*x^3+8388*a*b*c^2*p^4*x+27312*a*b*c^2*p^3*q*x+ 19796*a*b*c^2*p^3*r*x-79702*a*b*c^2*p^3*x^2+23632*a*b*c^2*p^2*q^2*x+44600*a*b*c ^2*p^2*q*r*x-216724*a*b*c^2*p^2*q*x^2+14096*a*b*c^2*p^2*r^2*x-164868*a*b*c^2*p^ 2*r*x^2+97528*a*b*c^2*p^2*x^3+5944*a*b*c^2*p*q^3*x+22740*a*b*c^2*p*q^2*r*x-\ 157784*a*b*c^2*p*q^2*x^2+17144*a*b*c^2*p*q*r^2*x-285192*a*b*c^2*p*q*r*x^2+ 205072*a*b*c^2*p*q*x^3+2916*a*b*c^2*p*r^3*x-82536*a*b*c^2*p*r^2*x^2+174638*a*b* c^2*p*r*x^3+260*a*b*c^2*q^4*x+2400*a*b*c^2*q^3*r*x-29294*a*b*c^2*q^3*x^2+2588*a *b*c^2*q^2*r^2*x-93990*a*b*c^2*q^2*r*x^2+97528*a*b*c^2*q^2*x^3+780*a*b*c^2*q*r^ 3*x-59592*a*b*c^2*q*r^2*x^2+174638*a*b*c^2*q*r*x^3+48*a*b*c^2*r^4*x-7260*a*b*c^ 2*r^3*x^2+51480*a*b*c^2*r^2*x^3+46*a*b*c*g^5*x+1094*a*b*c*g^4*p*x+460*a*b*c*g^4 *q*x+805*a*b*c*g^4*r*x-1512*a*b*c*g^4*x^2+5332*a*b*c*g^3*p^2*x+5664*a*b*c*g^3*p *q*x+6836*a*b*c*g^3*p*r*x-19803*a*b*c*g^3*p*x^2+1006*a*b*c*g^3*q^2*x+3198*a*b*c *g^3*q*r*x-13809*a*b*c*g^3*q*x^2+1330*a*b*c*g^3*r^2*x-17970*a*b*c*g^3*r*x^2+ 5072*a*b*c*g^3*x^3+8656*a*b*c*g^2*p^3*x+17724*a*b*c*g^2*p^2*q*x+15914*a*b*c*g^2 *p^2*r*x-55664*a*b*c*g^2*p^2*x^2+8182*a*b*c*g^2*p*q^2*x+20020*a*b*c*g^2*p*q*r*x -87990*a*b*c*g^2*p*q*x^2+7312*a*b*c*g^2*p*r^2*x-85298*a*b*c*g^2*p*r*x^2+38232*a *b*c*g^2*p*x^3+708*a*b*c*g^2*q^3*x+3859*a*b*c*g^2*q^2*r*x-27790*a*b*c*g^2*q^2*x ^2+3204*a*b*c*g^2*q*r^2*x-63649*a*b*c*g^2*q*r*x^2+38232*a*b*c*g^2*q*x^3+534*a*b *c*g^2*r^3*x-21102*a*b*c*g^2*r^2*x^2+44226*a*b*c*g^2*r*x^3+5548*a*b*c*g*p^4*x+ 18576*a*b*c*g*p^3*q*x+13330*a*b*c*g*p^3*r*x-51377*a*b*c*g*p^3*x^2+15948*a*b*c*g *p^2*q^2*x+31018*a*b*c*g*p^2*q*r*x-140418*a*b*c*g*p^2*q*x^2+9634*a*b*c*g*p^2*r^ 2*x-109739*a*b*c*g*p^2*r*x^2+59252*a*b*c*g*p^2*x^3+3796*a*b*c*g*p*q^3*x+15682*a *b*c*g*p*q^2*r*x-101124*a*b*c*g*p*q^2*x^2+12128*a*b*c*g*p*q*r^2*x-192024*a*b*c* g*p*q*r*x^2+123512*a*b*c*g*p*q*x^3+2000*a*b*c*g*p*r^3*x-56271*a*b*c*g*p*r^2*x^2 +113585*a*b*c*g*p*r*x^3+140*a*b*c*g*q^4*x+1510*a*b*c*g*q^3*r*x-18193*a*b*c*g*q^ 3*x^2+1720*a*b*c*g*q^2*r^2*x-61816*a*b*c*g*q^2*r*x^2+59252*a*b*c*g*q^2*x^3+532* a*b*c*g*q*r^3*x-40473*a*b*c*g*q*r^2*x^2+113585*a*b*c*g*q*r*x^3+32*a*b*c*g*r^4*x -4830*a*b*c*g*r^3*x^2+34572*a*b*c*g*r^2*x^3+1212*a*b*c*p^5*x+6072*a*b*c*p^4*q*x +3624*a*b*c*p^4*r*x-14662*a*b*c*p^4*x^2+8144*a*b*c*p^3*q^2*x+13452*a*b*c*p^3*q* r*x-60812*a*b*c*p^3*q*x^2+3632*a*b*c*p^3*r^2*x-39760*a*b*c*p^3*r*x^2+23880*a*b* c*p^3*x^3+3704*a*b*c*p^2*q^3*x+11934*a*b*c*p^2*q^2*r*x-74124*a*b*c*p^2*q^2*x^2+ 8460*a*b*c*p^2*q*r^2*x-119790*a*b*c*p^2*q*r*x^2+80520*a*b*c*p^2*q*x^3+1332*a*b* c*p^2*r^3*x-30408*a*b*c*p^2*r^2*x^2+62200*a*b*c*p^2*r*x^3+420*a*b*c*p*q^4*x+ 2960*a*b*c*p*q^3*r*x-31444*a*b*c*p*q^3*x^2+3324*a*b*c*p*q^2*r^2*x-90090*a*b*c*p *q^2*r*x^2+80520*a*b*c*p*q^2*x^3+1200*a*b*c*p*q*r^3*x-53640*a*b*c*p*q*r^2*x^2+ 136524*a*b*c*p*q*r*x^3+112*a*b*c*p*r^4*x-6204*a*b*c*p*r^3*x^2+36246*a*b*c*p*r^2 *x^3+126*a*b*c*q^4*r*x-3470*a*b*c*q^4*x^2+32*a*b*c*q^3*r^2*x-16112*a*b*c*q^3*r* x^2+23880*a*b*c*q^3*x^3-126*a*b*c*q^2*r^3*x-14682*a*b*c*q^2*r^2*x^2+62200*a*b*c *q^2*r*x^3-48*a*b*c*q*r^4*x-3186*a*b*c*q*r^3*x^2+36246*a*b*c*q*r^2*x^3+3840*a*b *c*r^3*x^3+30*a*b*g^5*p*x+14*a*b*g^5*q*x+36*a*b*g^5*r*x+338*a*b*g^4*p^2*x+296*a *b*g^4*p*q*x+474*a*b*g^4*p*r*x-895*a*b*g^4*p*x^2+50*a*b*g^4*q^2*x+188*a*b*g^4*q *r*x-617*a*b*g^4*q*x^2+82*a*b*g^4*r^2*x-1173*a*b*g^4*r*x^2+866*a*b*g^3*p^3*x+ 1664*a*b*g^3*p^2*q*x+1651*a*b*g^3*p^2*r*x-4918*a*b*g^3*p^2*x^2+704*a*b*g^3*p*q^ 2*x+1984*a*b*g^3*p*q*r*x-7248*a*b*g^3*p*q*x^2+764*a*b*g^3*p*r^2*x-8313*a*b*g^3* p*r*x^2+2536*a*b*g^3*p*x^3+50*a*b*g^3*q^3*x+317*a*b*g^3*q^2*r*x-2330*a*b*g^3*q^ 2*x^2+272*a*b*g^3*q*r^2*x-6051*a*b*g^3*q*r*x^2+2536*a*b*g^3*q*x^3+45*a*b*g^3*r^ 3*x-2049*a*b*g^3*r^2*x^2+4148*a*b*g^3*r*x^3+882*a*b*g^2*p^4*x+2984*a*b*g^2*p^3* q*x+2163*a*b*g^2*p^3*r*x-7818*a*b*g^2*p^3*x^2+2508*a*b*g^2*p^2*q^2*x+5146*a*b*g ^2*p^2*q*r*x-20975*a*b*g^2*p^2*q*x^2+1586*a*b*g^2*p^2*r^2*x-17405*a*b*g^2*p^2*r *x^2+8156*a*b*g^2*p^2*x^3+544*a*b*g^2*p*q^3*x+2535*a*b*g^2*p*q^2*r*x-14845*a*b* g^2*p*q^2*x^2+2036*a*b*g^2*p*q*r^2*x-30573*a*b*g^2*p*q*r*x^2+16312*a*b*g^2*p*q* x^3+327*a*b*g^2*p*r^3*x-9137*a*b*g^2*p*r^2*x^2+17441*a*b*g^2*p*r*x^3+14*a*b*g^2 *q^4*x+194*a*b*g^2*q^3*r*x-2610*a*b*g^2*q^3*x^2+228*a*b*g^2*q^2*r^2*x-9517*a*b* g^2*q^2*r*x^2+8156*a*b*g^2*q^2*x^3+69*a*b*g^2*q*r^3*x-6421*a*b*g^2*q*r^2*x^2+ 17441*a*b*g^2*q*r*x^3+4*a*b*g^2*r^4*x-735*a*b*g^2*r^3*x^2+5494*a*b*g^2*r^2*x^3+ 384*a*b*g*p^5*x+2090*a*b*g*p^4*q*x+1169*a*b*g*p^4*r*x-4720*a*b*g*p^4*x^2+2838*a *b*g*p^3*q^2*x+4737*a*b*g*p^3*q*r*x-20120*a*b*g*p^3*q*x^2+1197*a*b*g*p^3*r^2*x-\ 13122*a*b*g*p^3*r*x^2+7474*a*b*g*p^3*x^3+1254*a*b*g*p^2*q^3*x+4274*a*b*g*p^2*q^ 2*r*x-24498*a*b*g*p^2*q^2*x^2+3061*a*b*g*p^2*q*r^2*x-41205*a*b*g*p^2*q*r*x^2+ 24926*a*b*g*p^2*q*x^3+454*a*b*g*p^2*r^3*x-10281*a*b*g*p^2*r^2*x^2+20531*a*b*g*p ^2*r*x^3+122*a*b*g*p*q^4*x+1033*a*b*g*p*q^3*r*x-10144*a*b*g*p*q^3*x^2+1231*a*b* g*p*q^2*r^2*x-30957*a*b*g*p*q^2*r*x^2+24926*a*b*g*p*q^2*x^3+450*a*b*g*p*q*r^3*x -19098*a*b*g*p*q*r^2*x^2+45468*a*b*g*p*q*r*x^3+42*a*b*g*p*r^4*x-2135*a*b*g*p*r^ 3*x^2+12411*a*b*g*p*r^2*x^3+35*a*b*g*q^4*r*x-1046*a*b*g*q^4*x^2+7*a*b*g*q^3*r^2 *x-5208*a*b*g*q^3*r*x^2+7474*a*b*g*q^3*x^3-43*a*b*g*q^2*r^3*x-4974*a*b*g*q^2*r^ 2*x^2+20531*a*b*g*q^2*r*x^3-18*a*b*g*q*r^4*x-1120*a*b*g*q*r^3*x^2+12411*a*b*g*q *r^2*x^3+1300*a*b*g*r^3*x^3+60*a*b*p^6*x+496*a*b*p^5*q*x+221*a*b*p^5*r*x-953*a* b*p^5*x^2+976*a*b*p^4*q^2*x+1409*a*b*p^4*q*r*x-5961*a*b*p^4*q*x^2+297*a*b*p^4*r ^2*x-3156*a*b*p^4*r*x^2+2038*a*b*p^4*x^3+704*a*b*p^3*q^3*x+1961*a*b*p^3*q^2*r*x -10894*a*b*p^3*q^2*x^2+1288*a*b*p^3*q*r^2*x-15561*a*b*p^3*q*r*x^2+10088*a*b*p^3 *q*x^3+171*a*b*p^3*r^3*x-3258*a*b*p^3*r^2*x^2+6754*a*b*p^3*r*x^3+164*a*b*p^2*q^ 4*x+859*a*b*p^2*q^3*r*x-7838*a*b*p^2*q^3*x^2+960*a*b*p^2*q^2*r^2*x-20061*a*b*p^ 2*q^2*r*x^2+16100*a*b*p^2*q^2*x^3+375*a*b*p^2*q*r^3*x-10971*a*b*p^2*q*r^2*x^2+ 25278*a*b*p^2*q*r*x^3+35*a*b*p^2*r^4*x-1131*a*b*p^2*r^3*x^2+5703*a*b*p^2*r^2*x^ 3+86*a*b*p*q^4*r*x-2073*a*b*p*q^4*x^2+76*a*b*p*q^3*r^2*x-8451*a*b*p*q^3*r*x^2+ 10088*a*b*p*q^3*x^3-7470*a*b*p*q^2*r^2*x^2+25278*a*b*p*q^2*r*x^3-1755*a*b*p*q*r ^3*x^2+13734*a*b*p*q*r^2*x^3-65*a*b*p*r^4*x^2+1230*a*b*p*r^3*x^3-121*a*b*q^5*x^ 2-21*a*b*q^4*r^2*x-795*a*b*q^4*r*x^2+2038*a*b*q^4*x^3-36*a*b*q^3*r^3*x-801*a*b* q^3*r^2*x^2+6754*a*b*q^3*r*x^3-15*a*b*q^2*r^4*x-84*a*b*q^2*r^3*x^2+5703*a*b*q^2 *r^2*x^3+65*a*b*q*r^4*x^2+1230*a*b*q*r^3*x^3+4672*a*c^7*x+10816*a*c^6*g*x+16000 *a*c^6*p*x+9536*a*c^6*q*x+9968*a*c^6*r*x-40320*a*c^6*x^2+10048*a*c^5*g^2*x+ 32272*a*c^5*g*p*x+18912*a*c^5*g*q*x+20128*a*c^5*g*r*x-77552*a*c^5*g*x^2+21776*a *c^5*p^2*x+29760*a*c^5*p*q*x+26816*a*c^5*p*r*x-106144*a*c^5*p*x^2+7584*a*c^5*q^ 2*x+17440*a*c^5*q*r*x-83840*a*c^5*q*x^2+6336*a*c^5*r^2*x-76216*a*c^5*r*x^2+ 47424*a*c^5*x^3+4736*a*c^4*g^3*x+25592*a*c^4*g^2*p*x+14608*a*c^4*g^2*q*x+16080* a*c^4*g^2*r*x-57424*a*c^4*g^2*x^2+36976*a*c^4*g*p^2*x+50288*a*c^4*g*p*q*x+45856 *a*c^4*g*p*r*x-172664*a*c^4*g*p*x^2+12480*a*c^4*g*q^2*x+29376*a*c^4*g*q*r*x-\ 135972*a*c^4*g*q*x^2+10664*a*c^4*g*r^2*x-126136*a*c^4*g*r*x^2+72880*a*c^4*g*x^3 +15024*a*c^4*p^3*x+36128*a*c^4*p^2*q*x+27536*a*c^4*p^2*r*x-108864*a*c^4*p^2*x^2 +21152*a*c^4*p*q^2*x+42024*a*c^4*p*q*r*x-191324*a*c^4*p*q*x^2+13432*a*c^4*p*r^2 *x-154640*a*c^4*p*r*x^2+91856*a*c^4*p*x^3+2912*a*c^4*q^3*x+11452*a*c^4*q^2*r*x-\ 68584*a*c^4*q^2*x^2+8792*a*c^4*q*r^2*x-129400*a*c^4*q*r*x^2+95424*a*c^4*q*x^3+ 1404*a*c^4*r^3*x-39636*a*c^4*r^2*x^2+80936*a*c^4*r*x^3+1172*a*c^3*g^4*x+10012*a *c^3*g^3*p*x+5480*a*c^3*g^3*q*x+6428*a*c^3*g^3*r*x-20208*a*c^3*g^3*x^2+23876*a* c^3*g^2*p^2*x+32032*a*c^3*g^2*p*q*x+30028*a*c^3*g^2*p*r*x-104584*a*c^3*g^2*p*x^ 2+7640*a*c^3*g^2*q^2*x+18688*a*c^3*g^2*q*r*x-81896*a*c^3*g^2*q*x^2+6824*a*c^3*g ^2*r^2*x-79066*a*c^3*g^2*r*x^2+40400*a*c^3*g^2*x^3+20332*a*c^3*g*p^3*x+49688*a* c^3*g*p^2*q*x+37622*a*c^3*g*p^2*r*x-142944*a*c^3*g*p^2*x^2+28704*a*c^3*g*p*q^2* x+58124*a*c^3*g*p*q*r*x-252906*a*c^3*g*p*q*x^2+18268*a*c^3*g*p*r^2*x-207398*a*c ^3*g*p*r*x^2+114776*a*c^3*g*p*x^3+3784*a*c^3*g*q^3*x+15398*a*c^3*g*q^2*r*x-\ 89774*a*c^3*g*q^2*x^2+11884*a*c^3*g*q*r^2*x-173536*a*c^3*g*q*r*x^2+119816*a*c^3 *g*q*x^3+1792*a*c^3*g*r^3*x-53374*a*c^3*g*r^2*x^2+105652*a*c^3*g*r*x^3+5520*a*c ^3*p^4*x+21688*a*c^3*p^3*q*x+13428*a*c^3*p^3*r*x-54992*a*c^3*p^3*x^2+22044*a*c^ 3*p^2*q^2*x+37856*a*c^3*p^2*q*r*x-164042*a*c^3*p^2*q*x^2+10064*a*c^3*p^2*r^2*x-\ 115418*a*c^3*p^2*r*x^2+68040*a*c^3*p^2*x^3+7080*a*c^3*p*q^3*x+23732*a*c^3*p*q^2 *r*x-130850*a*c^3*p*q^2*x^2+16920*a*c^3*p*q*r^2*x-221192*a*c^3*p*q*r*x^2+150384 *a*c^3*p*q*x^3+2340*a*c^3*p*r^3*x-60330*a*c^3*p*r^2*x^2+118038*a*c^3*p*r*x^3+ 532*a*c^3*q^4*x+3432*a*c^3*q^3*r*x-27736*a*c^3*q^3*x^2+4048*a*c^3*q^2*r^2*x-\ 81940*a*c^3*q^2*r*x^2+74312*a*c^3*q^2*x^3+1452*a*c^3*q*r^3*x-50706*a*c^3*q*r^2* x^2+124778*a*c^3*q*r*x^3+72*a*c^3*r^4*x-6264*a*c^3*r^3*x^2+34584*a*c^3*r^2*x^3+ 140*a*c^2*g^5*x+1970*a*c^2*g^4*p*x+1008*a*c^2*g^4*q*x+1337*a*c^2*g^4*r*x-3316*a *c^2*g^4*x^2+7240*a*c^2*g^3*p^2*x+9396*a*c^2*g^3*p*q*x+9348*a*c^2*g^3*p*r*x-\ 28614*a*c^2*g^3*p*x^2+2112*a*c^2*g^3*q^2*x+5512*a*c^2*g^3*q*r*x-22177*a*c^2*g^3 *q*x^2+2050*a*c^2*g^3*r^2*x-23196*a*c^2*g^3*r*x^2+9452*a*c^2*g^3*x^3+9858*a*c^2 *g^2*p^3*x+24340*a*c^2*g^2*p^2*q*x+18545*a*c^2*g^2*p^2*r*x-66054*a*c^2*g^2*p^2* x^2+13728*a*c^2*g^2*p*q^2*x+28788*a*c^2*g^2*p*q*r*x-117074*a*c^2*g^2*p*q*x^2+ 8976*a*c^2*g^2*p*r^2*x-99163*a*c^2*g^2*p*r*x^2+49036*a*c^2*g^2*p*x^3+1692*a*c^2 *g^2*q^3*x+7244*a*c^2*g^2*q^2*r*x-41089*a*c^2*g^2*q^2*x^2+5644*a*c^2*g^2*q*r^2* x-82688*a*c^2*g^2*q*r*x^2+51416*a*c^2*g^2*q*x^3+797*a*c^2*g^2*r^3*x-25556*a*c^2 *g^2*r^2*x^2+48854*a*c^2*g^2*r*x^3+5400*a*c^2*g*p^4*x+22528*a*c^2*g*p^3*q*x+ 13249*a*c^2*g*p^3*r*x-53930*a*c^2*g*p^3*x^2+23036*a*c^2*g*p^2*q^2*x+39712*a*c^2 *g*p^2*q*r*x-164935*a*c^2*g*p^2*q*x^2+9885*a*c^2*g*p^2*r^2*x-115744*a*c^2*g*p^2 *r*x^2+64596*a*c^2*g*p^2*x^3+7196*a*c^2*g*p*q^3*x+24923*a*c^2*g*p*q^2*r*x-\ 131547*a*c^2*g*p*q^2*x^2+17720*a*c^2*g*p*q*r^2*x-227207*a*c^2*g*p*q*r*x^2+ 143964*a*c^2*g*p*q*x^3+2198*a*c^2*g*p*r^3*x-61328*a*c^2*g*p*r^2*x^2+116855*a*c^ 2*g*p*r*x^3+500*a*c^2*g*q^4*x+3422*a*c^2*g*q^3*r*x-27316*a*c^2*g*q^3*x^2+4109*a *c^2*g*q^2*r^2*x-83144*a*c^2*g*q^2*r*x^2+71456*a*c^2*g*q^2*x^3+1436*a*c^2*g*q*r ^3*x-52134*a*c^2*g*q*r^2*x^2+124671*a*c^2*g*q*r*x^3+44*a*c^2*g*r^4*x-6170*a*c^2 *g*r^3*x^2+35042*a*c^2*g*r^2*x^3+1016*a*c^2*p^5*x+6752*a*c^2*p^4*q*x+3085*a*c^2 *p^4*r*x-14078*a*c^2*p^4*x^2+10684*a*c^2*p^3*q^2*x+15856*a*c^2*p^3*q*r*x-65798* a*c^2*p^3*q*x^2+3154*a*c^2*p^3*r^2*x-38623*a*c^2*p^3*r*x^2+23732*a*c^2*p^3*x^3+ 6004*a*c^2*p^2*q^3*x+17355*a*c^2*p^2*q^2*r*x-87906*a*c^2*p^2*q^2*x^2+11276*a*c^ 2*p^2*q*r^2*x-132163*a*c^2*p^2*q*r*x^2+85424*a*c^2*p^2*q*x^3+1197*a*c^2*p^2*r^3 *x-30498*a*c^2*p^2*r^2*x^2+60107*a*c^2*p^2*r*x^3+1092*a*c^2*p*q^4*x+5762*a*c^2* p*q^3*r*x-41858*a*c^2*p*q^3*x^2+6604*a*c^2*p*q^2*r^2*x-110987*a*c^2*p*q^2*r*x^2 +89452*a*c^2*p*q^2*x^3+2388*a*c^2*p*q*r^3*x-63507*a*c^2*p*q*r^2*x^2+141024*a*c^ 2*p*q*r*x^3+112*a*c^2*p*r^4*x-6894*a*c^2*p*r^3*x^2+34728*a*c^2*p*r^2*x^3+36*a*c ^2*q^5*x+446*a*c^2*q^4*r*x-5672*a*c^2*q^4*x^2+638*a*c^2*q^3*r^2*x-23525*a*c^2*q ^3*r*x^2+27760*a*c^2*q^3*x^3+312*a*c^2*q^2*r^3*x-21609*a*c^2*q^2*r^2*x^2+68641* a*c^2*q^2*r*x^3+60*a*c^2*q*r^4*x-5370*a*c^2*q*r^3*x^2+37890*a*c^2*q*r^2*x^3-110 *a*c^2*r^4*x^2+3860*a*c^2*r^3*x^3+6*a*c*g^6*x+172*a*c*g^5*p*x+80*a*c*g^5*q*x+ 135*a*c*g^5*r*x-197*a*c*g^5*x^2+1016*a*c*g^4*p^2*x+1216*a*c*g^4*p*q*x+1375*a*c* g^4*p*r*x-3338*a*c*g^4*p*x^2+252*a*c*g^4*q^2*x+734*a*c*g^4*q*r*x-2541*a*c*g^4*q *x^2+284*a*c*g^4*r^2*x-3147*a*c*g^4*r*x^2+772*a*c*g^4*x^3+2024*a*c*g^3*p^3*x+ 4948*a*c*g^3*p^2*q*x+3909*a*c*g^3*p^2*r*x-12501*a*c*g^3*p^2*x^2+2672*a*c*g^3*p* q^2*x+5984*a*c*g^3*p*q*r*x-21806*a*c*g^3*p*q*x^2+1892*a*c*g^3*p*r^2*x-19838*a*c *g^3*p*r*x^2+8078*a*c*g^3*p*x^3+296*a*c*g^3*q^3*x+1370*a*c*g^3*q^2*r*x-7598*a*c *g^3*q^2*x^2+1086*a*c*g^3*q*r^2*x-16375*a*c*g^3*q*r*x^2+8454*a*c*g^3*q*x^3+144* a*c*g^3*r^3*x-5083*a*c*g^3*r^2*x^2+9381*a*c*g^3*r*x^3+1674*a*c*g^2*p^4*x+7446*a *c*g^2*p^3*q*x+4166*a*c*g^2*p^3*r*x-16653*a*c*g^2*p^3*x^2+7618*a*c*g^2*p^2*q^2* x+13341*a*c*g^2*p^2*q*r*x-51950*a*c*g^2*p^2*q*x^2+3100*a*c*g^2*p^2*r^2*x-36835* a*c*g^2*p^2*r*x^2+18926*a*c*g^2*p^2*x^3+2274*a*c*g^2*p*q^3*x+8299*a*c*g^2*p*q^2 *r*x-41309*a*c*g^2*p*q^2*x^2+5932*a*c*g^2*p*q*r^2*x-74105*a*c*g^2*p*q*r*x^2+ 42038*a*c*g^2*p*q*x^3+651*a*c*g^2*p*r^3*x-19802*a*c*g^2*p*r^2*x^2+36471*a*c*g^2 *p*r*x^3+138*a*c*g^2*q^4*x+1029*a*c*g^2*q^3*r*x-8383*a*c*g^2*q^3*x^2+1260*a*c*g ^2*q^2*r^2*x-26591*a*c*g^2*q^2*r*x^2+21164*a*c*g^2*q^2*x^3+427*a*c*g^2*q*r^3*x-\ 16909*a*c*g^2*q*r^2*x^2+39342*a*c*g^2*q*r*x^3+4*a*c*g^2*r^4*x-1873*a*c*g^2*r^3* x^2+11199*a*c*g^2*r^2*x^3+572*a*c*g*p^5*x+4626*a*c*g*p^4*q*x+1742*a*c*g*p^4*r*x -8866*a*c*g*p^4*x^2+7578*a*c*g*p^3*q^2*x+10995*a*c*g*p^3*q*r*x-44324*a*c*g*p^3* q*x^2+1753*a*c*g*p^3*r^2*x-24808*a*c*g*p^3*r*x^2+15066*a*c*g*p^3*x^3+4230*a*c*g *p^2*q^3*x+12451*a*c*g*p^2*q^2*r*x-60118*a*c*g*p^2*q^2*x^2+7881*a*c*g*p^2*q*r^2 *x-91284*a*c*g*p^2*q*r*x^2+55308*a*c*g*p^2*q*x^3+625*a*c*g*p^2*r^3*x-19863*a*c* g*p^2*r^2*x^2+39582*a*c*g*p^2*r*x^3+726*a*c*g*p*q^4*x+4081*a*c*g*p*q^3*r*x-\ 28348*a*c*g*p*q^3*x^2+4751*a*c*g*p*q^2*r^2*x-77521*a*c*g*p*q^2*r*x^2+58370*a*c* g*p*q^2*x^3+1658*a*c*g*p*q*r^3*x-44705*a*c*g*p*q*r^2*x^2+95619*a*c*g*p*q*r*x^3+ 42*a*c*g*p*r^4*x-4435*a*c*g*p*r^3*x^2+23562*a*c*g*p*r^2*x^3+20*a*c*g*q^5*x+285* a*c*g*q^4*r*x-3688*a*c*g*q^4*x^2+425*a*c*g*q^3*r^2*x-15906*a*c*g*q^3*r*x^2+ 18128*a*c*g*q^3*x^3+209*a*c*g*q^2*r^3*x-14978*a*c*g*q^2*r^2*x^2+46477*a*c*g*q^2 *r*x^3+38*a*c*g*q*r^4*x-3698*a*c*g*q*r^3*x^2+26277*a*c*g*q*r^2*x^3-40*a*c*g*r^4 *x^2+2610*a*c*g*r^3*x^3+72*a*c*p^6*x+1028*a*c*p^5*q*x+263*a*c*p^5*r*x-1645*a*c* p^5*x^2+2412*a*c*p^4*q^2*x+3073*a*c*p^4*q*r*x-12261*a*c*p^4*q*x^2+345*a*c*p^4*r ^2*x-5496*a*c*p^4*r*x^2+3798*a*c*p^4*x^3+2088*a*c*p^3*q^3*x+5315*a*c*p^3*q^2*r* x-24666*a*c*p^3*q^2*x^2+3100*a*c*p^3*q*r^2*x-32547*a*c*p^3*q*r*x^2+20540*a*c*p^ 3*q*x^3+189*a*c*p^3*r^3*x-5778*a*c*p^3*r^2*x^2+12288*a*c*p^3*r*x^3+692*a*c*p^2* q^4*x+3033*a*c*p^2*q^3*r*x-19654*a*c*p^2*q^3*x^2+3324*a*c*p^2*q^2*r^2*x-46821*a *c*p^2*q^2*r*x^2+34596*a*c*p^2*q^2*x^3+1167*a*c*p^2*q*r^3*x-24285*a*c*p^2*q*r^2 *x^2+50094*a*c*p^2*q*r*x^3+35*a*c*p^2*r^4*x-2091*a*c*p^2*r^3*x^2+10281*a*c*p^2* r^2*x^3+60*a*c*p*q^5*x+546*a*c*p*q^4*r*x-6129*a*c*p*q^4*x^2+824*a*c*p*q^3*r^2*x -22675*a*c*p*q^3*r*x^2+22764*a*c*p*q^3*x^3+480*a*c*p*q^2*r^3*x-19824*a*c*p*q^2* r^2*x^2+53532*a*c*p*q^2*r*x^3+112*a*c*p*q*r^4*x-4899*a*c*p*q*r^3*x^2+27126*a*c* p*q*r^2*x^3-145*a*c*p*r^4*x^2+2250*a*c*p*r^3*x^3+18*a*c*q^5*r*x-525*a*c*q^5*x^2 +3*a*c*q^4*r^2*x-2905*a*c*q^4*r*x^2+4910*a*c*q^4*x^3-30*a*c*q^3*r^3*x-3351*a*c* q^3*r^2*x^2+15726*a*c*q^3*r*x^3-15*a*c*q^2*r^4*x-1080*a*c*q^2*r^3*x^2+12771*a*c *q^2*r^2*x^3-35*a*c*q*r^4*x^2+2640*a*c*q*r^3*x^3+4*a*g^6*p*x+2*a*g^6*q*x+5*a*g^ 6*r*x+52*a*g^5*p^2*x+50*a*g^5*p*q*x+76*a*g^5*p*r*x-114*a*g^5*p*x^2+10*a*g^5*q^2 *x+34*a*g^5*q*r*x-85*a*g^5*q*x^2+14*a*g^5*r^2*x-156*a*g^5*r*x^2+150*a*g^4*p^3*x +342*a*g^4*p^2*q*x+300*a*g^4*p^2*r*x-801*a*g^4*p^2*x^2+170*a*g^4*p*q^2*x+434*a* g^4*p*q*r*x-1290*a*g^4*p*q*x^2+146*a*g^4*p*r^2*x-1388*a*g^4*p*r*x^2+386*a*g^4*p *x^3+16*a*g^4*q^3*x+83*a*g^4*q^2*r*x-462*a*g^4*q^2*x^2+68*a*g^4*q*r^2*x-1120*a* g^4*q*r*x^2+386*a*g^4*q*x^3+9*a*g^4*r^3*x-347*a*g^4*r^2*x^2+625*a*g^4*r*x^3+166 *a*g^3*p^4*x+774*a*g^3*p^3*q*x+421*a*g^3*p^3*r*x-1615*a*g^3*p^3*x^2+782*a*g^3*p ^2*q^2*x+1426*a*g^3*p^2*q*r*x-4999*a*g^3*p^2*q*x^2+314*a*g^3*p^2*r^2*x-3701*a*g ^3*p^2*r*x^2+1676*a*g^3*p^2*x^3+216*a*g^3*p*q^3*x+863*a*g^3*p*q^2*r*x-3938*a*g^ 3*p*q^2*x^2+632*a*g^3*p*q*r^2*x-7582*a*g^3*p*q*r*x^2+3540*a*g^3*p*q*x^3+63*a*g^ 3*p*r^3*x-2013*a*g^3*p*r^2*x^2+3550*a*g^3*p*r*x^3+10*a*g^3*q^4*x+86*a*g^3*q^3*r *x-788*a*g^3*q^3*x^2+108*a*g^3*q^2*r^2*x-2642*a*g^3*q^2*r*x^2+1864*a*g^3*q^2*x^ 3+36*a*g^3*q*r^3*x-1703*a*g^3*q*r^2*x^2+3874*a*g^3*q*r*x^3-171*a*g^3*r^3*x^2+ 1110*a*g^3*r^2*x^3+70*a*g^2*p^5*x+756*a*g^2*p^4*q*x+213*a*g^2*p^4*r*x-1315*a*g^ 2*p^4*x^2+1284*a*g^2*p^3*q^2*x+1829*a*g^2*p^3*q*r*x-7050*a*g^2*p^3*q*x^2+206*a* g^2*p^3*r^2*x-3750*a*g^2*p^3*r*x^2+2254*a*g^2*p^3*x^3+706*a*g^2*p^2*q^3*x+2144* a*g^2*p^2*q^2*r*x-9686*a*g^2*p^2*q^2*x^2+1324*a*g^2*p^2*q*r^2*x-15052*a*g^2*p^2 *q*r*x^2+8260*a*g^2*p^2*q*x^3+63*a*g^2*p^2*r^3*x-3032*a*g^2*p^2*r^2*x^2+6169*a* g^2*p^2*r*x^3+110*a*g^2*p*q^4*x+681*a*g^2*p*q^3*r*x-4510*a*g^2*p*q^3*x^2+812*a* g^2*p*q^2*r^2*x-12910*a*g^2*p*q^2*r*x^2+8784*a*g^2*p*q^2*x^3+273*a*g^2*p*q*r^3* x-7540*a*g^2*p*q*r^2*x^2+15363*a*g^2*p*q*r*x^3-660*a*g^2*p*r^3*x^2+3768*a*g^2*p *r^2*x^3+2*a*g^2*q^5*x+37*a*g^2*q^4*r*x-559*a*g^2*q^4*x^2+56*a*g^2*q^3*r^2*x-\ 2519*a*g^2*q^3*r*x^2+2778*a*g^2*q^3*x^3+26*a*g^2*q^2*r^3*x-2426*a*g^2*q^2*r^2*x ^2+7483*a*g^2*q^2*r*x^3+4*a*g^2*q*r^4*x-589*a*g^2*q*r^3*x^2+4335*a*g^2*q*r^2*x^ 3+405*a*g^2*r^3*x^3+6*a*g*p^6*x+336*a*g*p^5*q*x+21*a*g*p^5*r*x-447*a*g*p^5*x^2+ 862*a*g*p^4*q^2*x+1022*a*g*p^4*q*r*x-4071*a*g*p^4*q*x^2+24*a*g*p^4*r^2*x-1503*a *g*p^4*r*x^2+1176*a*g*p^4*x^3+758*a*g*p^3*q^3*x+1929*a*g*p^3*q^2*r*x-8554*a*g*p ^3*q^2*x^2+1053*a*g*p^3*q*r^2*x-11101*a*g*p^3*q*r*x^2+6696*a*g*p^3*q*x^3+9*a*g* p^3*r^3*x-1582*a*g*p^3*r^2*x^2+3891*a*g*p^3*r*x^3+244*a*g*p^2*q^4*x+1117*a*g*p^ 2*q^3*r*x-6846*a*g*p^2*q^3*x^2+1228*a*g*p^2*q^2*r^2*x-16694*a*g*p^2*q^2*r*x^2+ 11486*a*g*p^2*q^2*x^3+409*a*g*p^2*q*r^3*x-8521*a*g*p^2*q*r^2*x^2+17136*a*g*p^2* q*r*x^3-559*a*g*p^2*r^3*x^2+3345*a*g*p^2*r^2*x^3+18*a*g*p*q^5*x+194*a*g*p*q^4*r *x-2079*a*g*p*q^4*x^2+307*a*g*p*q^3*r^2*x-8051*a*g*p*q^3*r*x^2+7588*a*g*p*q^3*x ^3+180*a*g*p*q^2*r^3*x-7234*a*g*p*q^2*r^2*x^2+18609*a*g*p*q^2*r*x^3+42*a*g*p*q* r^4*x-1757*a*g*p*q*r^3*x^2+9660*a*g*p*q*r^2*x^3-30*a*g*p*r^4*x^2+750*a*g*p*r^3* x^3+5*a*g*q^5*r*x-163*a*g*q^5*x^2-955*a*g*q^4*r*x^2+1622*a*g*q^4*x^3-11*a*g*q^3 *r^3*x-1148*a*g*q^3*r^2*x^2+5364*a*g*q^3*r*x^3-6*a*g*q^2*r^4*x-382*a*g*q^2*r^3* x^2+4486*a*g*q^2*r^2*x^3-10*a*g*q*r^4*x^2+945*a*g*q*r^3*x^3+60*a*p^6*q*x-60*a*p ^6*x^2+204*a*p^5*q^2*x+221*a*p^5*q*r*x-843*a*p^5*q*x^2-232*a*p^5*r*x^2+212*a*p^ 5*x^3+252*a*p^4*q^3*x+576*a*p^4*q^2*r*x-2441*a*p^4*q^2*x^2+297*a*p^4*q*r^2*x-\ 2775*a*p^4*q*r*x^2+1742*a*p^4*q*x^3-303*a*p^4*r^2*x^2+801*a*p^4*r*x^3+132*a*p^3 *q^4*x+501*a*p^3*q^3*r*x-2880*a*p^3*q^3*x^2+522*a*p^3*q^2*r^2*x-6172*a*p^3*q^2* r*x^2+4276*a*p^3*q^2*x^3+171*a*p^3*q*r^3*x-2850*a*p^3*q*r^2*x^2+5524*a*p^3*q*r* x^3-156*a*p^3*r^3*x^2+837*a*p^3*r^2*x^3+24*a*p^2*q^5*x+158*a*p^2*q^4*r*x-1524*a *p^2*q^4*x^2+240*a*p^2*q^3*r^2*x-5056*a*p^2*q^3*r*x^2+4496*a*p^2*q^3*x^3+150*a* p^2*q^2*r^3*x-4161*a*p^2*q^2*r^2*x^2+9879*a*p^2*q^2*r*x^3+35*a*p^2*q*r^4*x-996* a*p^2*q*r^3*x^2+4434*a*p^2*q*r^2*x^3-25*a*p^2*r^4*x^2+255*a*p^2*r^3*x^3+12*a*p* q^5*r*x-317*a*p*q^5*x^2+12*a*p*q^4*r^2*x-1536*a*p*q^4*r*x^2+2072*a*p*q^4*x^3-\ 1737*a*p*q^3*r^2*x^2+6390*a*p*q^3*r*x^3-627*a*p*q^2*r^3*x^2+4881*a*p*q^2*r^2*x^ 3-65*a*p*q*r^4*x^2+900*a*p*q*r^3*x^3-15*a*q^6*x^2-3*a*q^5*r^2*x-109*a*q^5*r*x^2 +322*a*q^5*x^3-6*a*q^4*r^3*x-123*a*q^4*r^2*x^2+1234*a*q^4*r*x^3-3*a*q^3*r^4*x-9 *a*q^3*r^3*x^2+1284*a*q^3*r^2*x^3+20*a*q^2*r^4*x^2+385*a*q^2*r^3*x^3-32*b^6*c*x ^2-16*b^6*p*x^2-16*b^6*r*x^2+64*b^5*c^3*x+32*b^5*c^2*g*x+128*b^5*c^2*p*x+16*b^5 *c^2*r*x-992*b^5*c^2*x^2+48*b^5*c*g*p*x+16*b^5*c*g*r*x-304*b^5*c*g*x^2+80*b^5*c *p^2*x+24*b^5*c*p*r*x-1072*b^5*c*p*x^2-240*b^5*c*q*x^2-8*b^5*c*r^2*x-656*b^5*c* r*x^2+480*b^5*c*x^3+16*b^5*g*p^2*x+16*b^5*g*p*r*x-168*b^5*g*p*x^2-40*b^5*g*q*x^ 2-184*b^5*g*r*x^2+16*b^5*p^3*x+8*b^5*p^2*r*x-288*b^5*p^2*x^2-160*b^5*p*q*x^2-8* b^5*p*r^2*x-368*b^5*p*r*x^2+240*b^5*p*x^3-72*b^5*q*r*x^2+240*b^5*q*x^3-24*b^5*r ^2*x^2+384*b^5*r*x^3+576*b^4*c^4*x+544*b^4*c^3*g*x+1408*b^4*c^3*p*x+256*b^4*c^3 *q*x+384*b^4*c^3*r*x-7200*b^4*c^3*x^2+128*b^4*c^2*g^2*x+1088*b^4*c^2*g*p*x+160* b^4*c^2*g*q*x+352*b^4*c^2*g*r*x-5024*b^4*c^2*g*x^2+1232*b^4*c^2*p^2*x+544*b^4*c ^2*p*q*x+760*b^4*c^2*p*r*x-11232*b^4*c^2*p*x^2+96*b^4*c^2*q*r*x-4584*b^4*c^2*q* x^2-8*b^4*c^2*r^2*x-6624*b^4*c^2*r*x^2+6240*b^4*c^2*x^3+200*b^4*c*g^2*p*x+16*b^ 4*c*g^2*q*x+76*b^4*c*g^2*r*x-792*b^4*c*g^2*x^2+680*b^4*c*g*p^2*x+256*b^4*c*g*p* q*x+516*b^4*c*g*p*r*x-5528*b^4*c*g*p*x^2+72*b^4*c*g*q*r*x-2036*b^4*c*g*q*x^2+20 *b^4*c*g*r^2*x-3904*b^4*c*g*r*x^2+2176*b^4*c*g*x^3+464*b^4*c*p^3*x+368*b^4*c*p^ 2*q*x+468*b^4*c*p^2*r*x-5688*b^4*c*p^2*x^2+136*b^4*c*p*q*r*x-5380*b^4*c*p*q*x^2 -8*b^4*c*p*r^2*x-6880*b^4*c*p*r*x^2+5792*b^4*c*p*x^3-592*b^4*c*q^2*x^2-40*b^4*c *q*r^2*x-2696*b^4*c*q*r*x^2+4736*b^4*c*q*x^3-24*b^4*c*r^3*x-1032*b^4*c*r^2*x^2+ 6112*b^4*c*r*x^3+72*b^4*g^2*p^2*x+16*b^4*g^2*p*q*x+76*b^4*g^2*p*r*x-464*b^4*g^2 *p*x^2-176*b^4*g^2*q*x^2-520*b^4*g^2*r*x^2+136*b^4*g*p^3*x+96*b^4*g*p^2*q*x+164 *b^4*g*p^2*r*x-1492*b^4*g*p^2*x^2+72*b^4*g*p*q*r*x-1262*b^4*g*p*q*x^2+20*b^4*g* p*r^2*x-2136*b^4*g*p*r*x^2+1088*b^4*g*p*x^3-132*b^4*g*q^2*x^2-766*b^4*g*q*r*x^2 +1088*b^4*g*q*x^3-328*b^4*g*r^2*x^2+1778*b^4*g*r*x^3+64*b^4*p^4*x+80*b^4*p^3*q* x+92*b^4*p^3*r*x-936*b^4*p^3*x^2+40*b^4*p^2*q*r*x-1496*b^4*p^2*q*x^2-1708*b^4*p ^2*r*x^2+1336*b^4*p^2*x^3-432*b^4*p*q^2*x^2-40*b^4*p*q*r^2*x-1548*b^4*p*q*r*x^2 +2144*b^4*p*q*x^3-24*b^4*p*r^3*x-540*b^4*p*r^2*x^2+2696*b^4*p*r*x^3-124*b^4*q^2 *r*x^2+808*b^4*q^2*x^3-48*b^4*q*r^2*x^2+1764*b^4*q*r*x^3+24*b^4*r^3*x^2+648*b^4 *r^2*x^3+2048*b^3*c^5*x+2816*b^3*c^4*g*x+5824*b^3*c^4*p*x+1792*b^3*c^4*q*x+2176 *b^3*c^4*r*x-23328*b^3*c^4*x^2+1280*b^3*c^3*g^2*x+6816*b^3*c^3*g*p*x+1888*b^3*c ^3*g*q*x+2656*b^3*c^3*g*r*x-25536*b^3*c^3*g*x^2+6320*b^3*c^3*p^2*x+4544*b^3*c^3 *p*q*x+5088*b^3*c^3*p*r*x-46352*b^3*c^3*p*x^2+384*b^3*c^3*q^2*x+1376*b^3*c^3*q* r*x-24480*b^3*c^3*q*x^2+432*b^3*c^3*r^2*x-27608*b^3*c^3*r*x^2+26400*b^3*c^3*x^3 +192*b^3*c^2*g^3*x+2568*b^3*c^2*g^2*p*x+576*b^3*c^2*g^2*q*x+1040*b^3*c^2*g^2*r* x-8728*b^3*c^2*g^2*x^2+5840*b^3*c^2*g*p^2*x+3888*b^3*c^2*g*p*q*x+5012*b^3*c^2*g *p*r*x-39800*b^3*c^2*g*p*x^2+272*b^3*c^2*g*q^2*x+1264*b^3*c^2*g*q*r*x-19840*b^3 *c^2*g*q*x^2+484*b^3*c^2*g*r^2*x-25596*b^3*c^2*g*r*x^2+19536*b^3*c^2*g*x^3+3280 *b^3*c^2*p^3*x+4112*b^3*c^2*p^2*q*x+4180*b^3*c^2*p^2*r*x-33144*b^3*c^2*p^2*x^2+ 856*b^3*c^2*p*q^2*x+2656*b^3*c^2*p*q*r*x-39600*b^3*c^2*p*q*x^2+840*b^3*c^2*p*r^ 2*x-40240*b^3*c^2*p*r*x^2+34416*b^3*c^2*p*x^3+184*b^3*c^2*q^2*r*x-7744*b^3*c^2* q^2*x^2-48*b^3*c^2*q*r^2*x-21076*b^3*c^2*q*r*x^2+29792*b^3*c^2*q*x^3-84*b^3*c^2 *r^3*x-7188*b^3*c^2*r^2*x^2+31984*b^3*c^2*r*x^3+308*b^3*c*g^3*p*x+40*b^3*c*g^3* q*x+128*b^3*c*g^3*r*x-896*b^3*c*g^3*x^2+1600*b^3*c*g^2*p^2*x+904*b^3*c*g^2*p*q* x+1500*b^3*c*g^2*p*r*x-9692*b^3*c*g^2*p*x^2+40*b^3*c*g^2*q^2*x+280*b^3*c*g^2*q* r*x-4488*b^3*c*g^2*q*x^2+124*b^3*c*g^2*r^2*x-7280*b^3*c*g^2*r*x^2+3432*b^3*c*g^ 2*x^3+2112*b^3*c*g*p^3*x+2504*b^3*c*g*p^2*q*x+2864*b^3*c*g*p^2*r*x-19852*b^3*c* g*p^2*x^2+452*b^3*c*g*p*q^2*x+1836*b^3*c*g*p*q*r*x-22478*b^3*c*g*p*q*x^2+688*b^ 3*c*g*p*r^2*x-25980*b^3*c*g*p*r*x^2+17872*b^3*c*g*p*x^3+120*b^3*c*g*q^2*r*x-\ 4016*b^3*c*g*q^2*x^2+44*b^3*c*g*q*r^2*x-12852*b^3*c*g*q*r*x^2+15560*b^3*c*g*q*x ^3-20*b^3*c*g*r^3*x-4810*b^3*c*g*r^2*x^2+19524*b^3*c*g*r*x^3+812*b^3*c*p^4*x+ 1576*b^3*c*p^3*q*x+1446*b^3*c*p^3*r*x-10100*b^3*c*p^3*x^2+612*b^3*c*p^2*q^2*x+ 1588*b^3*c*p^2*q*r*x-20208*b^3*c*p^2*q*x^2+510*b^3*c*p^2*r^2*x-18538*b^3*c*p^2* r*x^2+14664*b^3*c*p^2*x^3+254*b^3*c*p*q^2*r*x-9502*b^3*c*p*q^2*x^2-48*b^3*c*p*q *r^2*x-22126*b^3*c*p*q*r*x^2+26136*b^3*c*p*q*x^3-96*b^3*c*p*r^3*x-6888*b^3*c*p* r^2*x^2+26744*b^3*c*p*r*x^3-688*b^3*c*q^3*x^2-70*b^3*c*q^2*r^2*x-4082*b^3*c*q^2 *r*x^2+10416*b^3*c*q^2*x^3-72*b^3*c*q*r^3*x-2598*b^3*c*q*r^2*x^2+21042*b^3*c*q* r*x^3-12*b^3*c*r^4*x-108*b^3*c*r^3*x^2+7200*b^3*c*r^2*x^3+116*b^3*g^3*p^2*x+40* b^3*g^3*p*q*x+128*b^3*g^3*p*r*x-542*b^3*g^3*p*x^2-258*b^3*g^3*q*x^2-618*b^3*g^3 *r*x^2+312*b^3*g^2*p^3*x+328*b^3*g^2*p^2*q*x+460*b^3*g^2*p^2*r*x-2610*b^3*g^2*p ^2*x^2+40*b^3*g^2*p*q^2*x+280*b^3*g^2*p*q*r*x-2689*b^3*g^2*p*q*x^2+124*b^3*g^2* p*r^2*x-3918*b^3*g^2*p*r*x^2+1716*b^3*g^2*p*x^3-452*b^3*g^2*q^2*x^2-1757*b^3*g^ 2*q*r*x^2+1716*b^3*g^2*q*x^3-708*b^3*g^2*r^2*x^2+2817*b^3*g^2*r*x^3+272*b^3*g*p ^4*x+504*b^3*g*p^3*q*x+508*b^3*g*p^3*r*x-3168*b^3*g*p^3*x^2+180*b^3*g*p^2*q^2*x +572*b^3*g*p^2*q*r*x-6006*b^3*g*p^2*q*x^2+204*b^3*g*p^2*r^2*x-6194*b^3*g*p^2*r* x^2+4052*b^3*g*p^2*x^3+120*b^3*g*p*q^2*r*x-2609*b^3*g*p*q^2*x^2+44*b^3*g*p*q*r^ 2*x-7158*b^3*g*p*q*r*x^2+6948*b^3*g*p*q*x^3-20*b^3*g*p*r^3*x-2474*b^3*g*p*r^2*x ^2+8392*b^3*g*p*r*x^3-170*b^3*g*q^3*x^2-1161*b^3*g*q^2*r*x^2+2896*b^3*g*q^2*x^3 -838*b^3*g*q*r^2*x^2+6369*b^3*g*q*r*x^3-70*b^3*g*r^3*x^2+2290*b^3*g*r^2*x^3+76* b^3*p^5*x+216*b^3*p^4*q*x+178*b^3*p^4*r*x-1100*b^3*p^4*x^2+140*b^3*p^3*q^2*x+ 308*b^3*p^3*q*r*x-3276*b^3*p^3*q*x^2+102*b^3*p^3*r^2*x-2694*b^3*p^3*r*x^2+2028* b^3*p^3*x^3+70*b^3*p^2*q^2*r*x-2700*b^3*p^2*q^2*x^2-5500*b^3*p^2*q*r*x^2+5644*b ^3*p^2*q*x^3-12*b^3*p^2*r^3*x-1566*b^3*p^2*r^2*x^2+5412*b^3*p^2*r*x^3-524*b^3*p *q^3*x^2-70*b^3*p*q^2*r^2*x-2420*b^3*p*q^2*r*x^2+4676*b^3*p*q^2*x^3-72*b^3*p*q* r^3*x-1422*b^3*p*q*r^2*x^2+9248*b^3*p*q*r*x^3-12*b^3*p*r^4*x-48*b^3*p*r^3*x^2+ 3000*b^3*p*r^2*x^3-106*b^3*q^3*r*x^2+1060*b^3*q^3*x^3-18*b^3*q^2*r^2*x^2+2904*b ^3*q^2*r*x^3+84*b^3*q*r^3*x^2+1836*b^3*q*r^2*x^3+20*b^3*r^4*x^2+220*b^3*r^3*x^3 +3584*b^2*c^6*x+6464*b^2*c^5*g*x+11584*b^2*c^5*p*x+4672*b^2*c^5*q*x+5280*b^2*c^ 5*r*x-38976*b^2*c^5*x^2+4320*b^2*c^4*g^2*x+18176*b^2*c^4*g*p*x+6912*b^2*c^4*g*q *x+8320*b^2*c^4*g*r*x-58208*b^2*c^4*g*x^2+14832*b^2*c^4*p^2*x+13696*b^2*c^4*p*q *x+14096*b^2*c^4*p*r*x-93000*b^2*c^4*p*x^2+1984*b^2*c^4*q^2*x+5472*b^2*c^4*q*r* x-57136*b^2*c^4*q*x^2+2016*b^2*c^4*r^2*x-57120*b^2*c^4*r*x^2+51232*b^2*c^4*x^3+ 1264*b^2*c^3*g^3*x+10376*b^2*c^3*g^2*p*x+3552*b^2*c^3*g^2*q*x+4756*b^2*c^3*g^2* r*x-30944*b^2*c^3*g^2*x^2+19288*b^2*c^3*g*p^2*x+17120*b^2*c^3*g*p*q*x+18728*b^2 *c^3*g*p*r*x-114824*b^2*c^3*g*p*x^2+2256*b^2*c^3*g*q^2*x+6864*b^2*c^3*g*q*r*x-\ 68360*b^2*c^3*g*q*x^2+2704*b^2*c^3*g*r^2*x-72844*b^2*c^3*g*r*x^2+58272*b^2*c^3* g*x^3+9600*b^2*c^3*p^3*x+15232*b^2*c^3*p^2*q*x+14120*b^2*c^3*p^2*r*x-84512*b^2* c^3*p^2*x^2+5208*b^2*c^3*p*q^2*x+12664*b^2*c^3*p*q*r*x-115968*b^2*c^3*p*q*x^2+ 4496*b^2*c^3*p*r^2*x-105216*b^2*c^3*p*r*x^2+85136*b^2*c^3*p*x^3+272*b^2*c^3*q^3 *x+1724*b^2*c^3*q^2*r*x-29384*b^2*c^3*q^2*x^2+1032*b^2*c^3*q*r^2*x-65188*b^2*c^ 3*q*r*x^2+78224*b^2*c^3*q*x^3+72*b^2*c^3*r^3*x-20904*b^2*c^3*r^2*x^2+74424*b^2* c^3*r*x^3+136*b^2*c^2*g^4*x+2536*b^2*c^2*g^3*p*x+704*b^2*c^2*g^3*q*x+1156*b^2*c ^2*g^3*r*x-6776*b^2*c^2*g^3*x^2+8728*b^2*c^2*g^2*p^2*x+7176*b^2*c^2*g^2*p*q*x+ 8728*b^2*c^2*g^2*p*r*x-48046*b^2*c^2*g^2*p*x^2+792*b^2*c^2*g^2*q^2*x+2788*b^2*c ^2*g^2*q*r*x-27306*b^2*c^2*g^2*q*x^2+1176*b^2*c^2*g^2*r^2*x-32458*b^2*c^2*g^2*r *x^2+21176*b^2*c^2*g^2*x^3+9632*b^2*c^2*g*p^3*x+14944*b^2*c^2*g*p^2*q*x+14552*b ^2*c^2*g*p^2*r*x-80670*b^2*c^2*g*p^2*x^2+4776*b^2*c^2*g*p*q^2*x+12852*b^2*c^2*g *p*q*r*x-108106*b^2*c^2*g*p*q*x^2+4840*b^2*c^2*g*p*r^2*x-104190*b^2*c^2*g*p*r*x ^2+75056*b^2*c^2*g*p*x^3+208*b^2*c^2*g*q^3*x+1596*b^2*c^2*g*q^2*r*x-25980*b^2*c ^2*g*q^2*x^2+1140*b^2*c^2*g*q*r^2*x-62490*b^2*c^2*g*q*r*x^2+68320*b^2*c^2*g*q*x ^3+132*b^2*c^2*g*r^3*x-21084*b^2*c^2*g*r^2*x^2+70902*b^2*c^2*g*r*x^3+3292*b^2*c ^2*p^4*x+8008*b^2*c^2*p^3*q*x+6646*b^2*c^2*p^3*r*x-36490*b^2*c^2*p^3*x^2+4860*b ^2*c^2*p^2*q^2*x+10292*b^2*c^2*p^2*q*r*x-83368*b^2*c^2*p^2*q*x^2+3478*b^2*c^2*p ^2*r^2*x-68486*b^2*c^2*p^2*r*x^2+51624*b^2*c^2*p^2*x^3+632*b^2*c^2*p*q^3*x+3274 *b^2*c^2*p*q^2*r*x-48734*b^2*c^2*p*q^2*x^2+2016*b^2*c^2*p*q*r^2*x-95782*b^2*c^2 *p*q*r*x^2+99024*b^2*c^2*p*q*x^3+216*b^2*c^2*p*r^3*x-28308*b^2*c^2*p*r^2*x^2+ 89142*b^2*c^2*p*r*x^3+156*b^2*c^2*q^3*r*x-6122*b^2*c^2*q^3*x^2-74*b^2*c^2*q^2*r ^2*x-23836*b^2*c^2*q^2*r*x^2+42392*b^2*c^2*q^2*x^3-192*b^2*c^2*q*r^3*x-14886*b^ 2*c^2*q*r^2*x^2+78408*b^2*c^2*q*r*x^3-36*b^2*c^2*r^4*x-1368*b^2*c^2*r^3*x^2+ 24552*b^2*c^2*r^2*x^3+222*b^2*c*g^4*p*x+36*b^2*c*g^4*q*x+99*b^2*c*g^4*r*x-492*b ^2*c*g^4*x^2+1568*b^2*c*g^3*p^2*x+1092*b^2*c*g^3*p*q*x+1642*b^2*c*g^3*p*r*x-\ 7544*b^2*c*g^3*p*x^2+80*b^2*c*g^3*q^2*x+362*b^2*c*g^3*q*r*x-4037*b^2*c*g^3*q*x^ 2+164*b^2*c*g^3*r^2*x-5860*b^2*c*g^3*r*x^2+2424*b^2*c*g^3*x^3+3040*b^2*c*g^2*p^ 3*x+4484*b^2*c*g^2*p^2*q*x+4758*b^2*c*g^2*p^2*r*x-23609*b^2*c*g^2*p^2*x^2+1258* b^2*c*g^2*p*q^2*x+4000*b^2*c*g^2*p*q*r*x-30291*b^2*c*g^2*p*q*x^2+1624*b^2*c*g^2 *p*r^2*x-32433*b^2*c*g^2*p*r*x^2+19152*b^2*c*g^2*p*x^3+36*b^2*c*g^2*q^3*x+361*b ^2*c*g^2*q^2*r*x-6804*b^2*c*g^2*q^2*x^2+296*b^2*c*g^2*q*r^2*x-18375*b^2*c*g^2*q *r*x^2+17512*b^2*c*g^2*q*x^3+43*b^2*c*g^2*r^3*x-6508*b^2*c*g^2*r^2*x^2+21223*b^ 2*c*g^2*r*x^3+2250*b^2*c*g*p^4*x+5428*b^2*c*g*p^3*q*x+4661*b^2*c*g*p^3*r*x-\ 23875*b^2*c*g*p^3*x^2+3166*b^2*c*g*p^2*q^2*x+7264*b^2*c*g*p^2*q*r*x-53616*b^2*c *g*p^2*q*x^2+2549*b^2*c*g*p^2*r^2*x-46421*b^2*c*g*p^2*r*x^2+31464*b^2*c*g*p^2*x ^3+356*b^2*c*g*p*q^3*x+2303*b^2*c*g*p*q^2*r*x-30127*b^2*c*g*p*q^2*x^2+1632*b^2* c*g*p*q*r^2*x-64115*b^2*c*g*p*q*r*x^2+59176*b^2*c*g*p*q*x^3+210*b^2*c*g*p*r^3*x -19931*b^2*c*g*p*r^2*x^2+58149*b^2*c*g*p*r*x^3+94*b^2*c*g*q^3*r*x-3441*b^2*c*g* q^3*x^2+31*b^2*c*g*q^2*r^2*x-14918*b^2*c*g*q^2*r*x^2+25208*b^2*c*g*q^2*x^3-52*b ^2*c*g*q*r^3*x-10119*b^2*c*g*q*r^2*x^2+49936*b^2*c*g*q*r*x^3-12*b^2*c*g*r^4*x-\ 1066*b^2*c*g*r^3*x^2+16316*b^2*c*g*r^2*x^3+560*b^2*c*p^5*x+1984*b^2*c*p^4*q*x+ 1459*b^2*c*p^4*r*x-7428*b^2*c*p^4*x^2+1896*b^2*c*p^3*q^2*x+3530*b^2*c*p^3*q*r*x -25230*b^2*c*p^3*q*x^2+1124*b^2*c*p^3*r^2*x-18565*b^2*c*p^3*r*x^2+13432*b^2*c*p ^3*x^3+472*b^2*c*p^2*q^3*x+1919*b^2*c*p^2*q^2*r*x-25098*b^2*c*p^2*q^2*x^2+1230* b^2*c*p^2*q*r^2*x-44125*b^2*c*p^2*q*r*x^2+40704*b^2*c*p^2*q*x^3+189*b^2*c*p^2*r ^3*x-11922*b^2*c*p^2*r^2*x^2+34095*b^2*c*p^2*r*x^3+212*b^2*c*p*q^3*r*x-7710*b^2 *c*p*q^3*x^2-74*b^2*c*p*q^2*r^2*x-25429*b^2*c*p*q^2*r*x^2+36672*b^2*c*p*q^2*x^3 -216*b^2*c*p*q*r^3*x-14745*b^2*c*p*q*r^2*x^2+65076*b^2*c*p*q*r*x^3-36*b^2*c*p*r ^4*x-1302*b^2*c*p*r^3*x^2+18864*b^2*c*p*r^2*x^3-414*b^2*c*q^4*x^2-56*b^2*c*q^3* r^2*x-2895*b^2*c*q^3*r*x^2+9400*b^2*c*q^3*x^3-78*b^2*c*q^2*r^3*x-2343*b^2*c*q^2 *r^2*x^2+24919*b^2*c*q^2*r*x^3-24*b^2*c*q*r^4*x-66*b^2*c*q*r^3*x^2+15150*b^2*c* q*r^2*x^3+110*b^2*c*r^4*x^2+1760*b^2*c*r^3*x^3+86*b^2*g^4*p^2*x+36*b^2*g^4*p*q* x+99*b^2*g^4*p*r*x-301*b^2*g^4*p*x^2-166*b^2*g^4*q*x^2-351*b^2*g^4*r*x^2+296*b^ 2*g^3*p^3*x+388*b^2*g^3*p^2*q*x+486*b^2*g^3*p^2*r*x-2024*b^2*g^3*p^2*x^2+80*b^2 *g^3*p*q^2*x+362*b^2*g^3*p*q*r*x-2369*b^2*g^3*p*q*x^2+164*b^2*g^3*p*r^2*x-3119* b^2*g^3*p*r*x^2+1212*b^2*g^3*p*x^3-511*b^2*g^3*q^2*x^2-1598*b^2*g^3*q*r*x^2+ 1212*b^2*g^3*q*x^3-583*b^2*g^3*r^2*x^2+1982*b^2*g^3*r*x^3+368*b^2*g^2*p^4*x+860 *b^2*g^2*p^3*q*x+786*b^2*g^2*p^3*r*x-3658*b^2*g^2*p^3*x^2+466*b^2*g^2*p^2*q^2*x +1212*b^2*g^2*p^2*q*r*x-7886*b^2*g^2*p^2*q*x^2+448*b^2*g^2*p^2*r^2*x-7485*b^2*g ^2*p^2*r*x^2+4282*b^2*g^2*p^2*x^3+36*b^2*g^2*p*q^3*x+361*b^2*g^2*p*q^2*r*x-4191 *b^2*g^2*p*q^2*x^2+296*b^2*g^2*p*q*r^2*x-10081*b^2*g^2*p*q*r*x^2+7744*b^2*g^2*p *q*x^3+43*b^2*g^2*p*r^3*x-3334*b^2*g^2*p*r^2*x^2+8943*b^2*g^2*p*r*x^3-424*b^2*g ^2*q^3*x^2-2073*b^2*g^2*q^2*r*x^2+3462*b^2*g^2*q^2*x^3-1507*b^2*g^2*q*r^2*x^2+ 7520*b^2*g^2*q*r*x^3-175*b^2*g^2*r^3*x^2+2559*b^2*g^2*r^2*x^3+194*b^2*g*p^5*x+ 692*b^2*g*p^4*q*x+517*b^2*g*p^4*r*x-2489*b^2*g*p^4*x^2+646*b^2*g*p^3*q^2*x+1276 *b^2*g*p^3*q*r*x-8378*b^2*g*p^3*q*x^2+413*b^2*g*p^3*r^2*x-6415*b^2*g*p^3*r*x^2+ 4252*b^2*g*p^3*x^3+148*b^2*g*p^2*q^3*x+707*b^2*g*p^2*q^2*r*x-8082*b^2*g*p^2*q^2 *x^2+492*b^2*g*p^2*q*r^2*x-15279*b^2*g*p^2*q*r*x^2+12564*b^2*g*p^2*q*x^3+78*b^2 *g*p^2*r^3*x-4282*b^2*g*p^2*r^2*x^2+11433*b^2*g*p^2*r*x^3+94*b^2*g*p*q^3*r*x-\ 2300*b^2*g*p*q^3*x^2+31*b^2*g*p*q^2*r^2*x-8513*b^2*g*p*q^2*r*x^2+11120*b^2*g*p* q^2*x^3-52*b^2*g*p*q*r^3*x-5393*b^2*g*p*q*r^2*x^2+21387*b^2*g*p*q*r*x^3-12*b^2* g*p*r^4*x-526*b^2*g*p*r^3*x^2+6524*b^2*g*p*r^2*x^3-107*b^2*g*q^4*x^2-816*b^2*g* q^3*r*x^2+2808*b^2*g*q^3*x^3-759*b^2*g*q^2*r^2*x^2+7751*b^2*g*q^2*r*x^3-95*b^2* g*q*r^3*x^2+4875*b^2*g*q*r^2*x^3+20*b^2*g*r^4*x^2+570*b^2*g*r^3*x^3+36*b^2*p^6* x+184*b^2*p^5*q*x+117*b^2*p^5*r*x-561*b^2*p^5*x^2+260*b^2*p^4*q^2*x+430*b^2*p^4 *q*r*x-2702*b^2*p^4*q*x^2+126*b^2*p^4*r^2*x-1741*b^2*p^4*r*x^2+1250*b^2*p^4*x^3 +112*b^2*p^3*q^3*x+369*b^2*p^3*q^2*r*x-4044*b^2*p^3*q^2*x^2+246*b^2*p^3*q*r^2*x -6363*b^2*p^3*q*r*x^2+5396*b^2*p^3*q*x^3+45*b^2*p^3*r^3*x-1545*b^2*p^3*r^2*x^2+ 4104*b^2*p^3*r*x^3+56*b^2*p^2*q^3*r*x-2226*b^2*p^2*q^3*x^2-6357*b^2*p^2*q^2*r*x ^2+7720*b^2*p^2*q^2*x^3-24*b^2*p^2*q*r^3*x-3447*b^2*p^2*q*r^2*x^2+12933*b^2*p^2 *q*r*x^3-324*b^2*p^2*r^3*x^2+3366*b^2*p^2*r^2*x^3-323*b^2*p*q^4*x^2-56*b^2*p*q^ 3*r^2*x-1783*b^2*p*q^3*r*x^2+4252*b^2*p*q^3*x^3-78*b^2*p*q^2*r^3*x-1362*b^2*p*q ^2*r^2*x^2+11046*b^2*p*q^2*r*x^3-24*b^2*p*q*r^4*x-48*b^2*p*q*r^3*x^2+6420*b^2*p *q*r^2*x^3+50*b^2*p*r^4*x^2+680*b^2*p*r^3*x^3-48*b^2*q^4*r*x^2+678*b^2*q^4*x^3+ 18*b^2*q^3*r^2*x^2+2217*b^2*q^3*r*x^3+102*b^2*q^2*r^3*x^2+1890*b^2*q^2*r^2*x^3+ 40*b^2*q*r^4*x^2+420*b^2*q*r^3*x^3+3008*b*c^7*x+6752*b*c^6*g*x+10880*b*c^6*p*x+ 5248*b*c^6*q*x+5712*b*c^6*r*x-32640*b*c^6*x^2+5984*b*c^5*g^2*x+21552*b*c^5*g*p* x+10016*b*c^5*g*q*x+11216*b*c^5*g*r*x-62032*b*c^5*g*x^2+15952*b*c^5*p^2*x+17472 *b*c^5*p*q*x+17056*b*c^5*p*r*x-90352*b*c^5*p*x^2+3360*b*c^5*q^2*x+8384*b*c^5*q* r*x-61616*b*c^5*q*x^2+3168*b*c^5*r^2*x-57992*b*c^5*r*x^2+47424*b*c^5*x^3+2608*b *c^4*g^3*x+16616*b*c^4*g^2*p*x+7264*b*c^4*g^2*q*x+8544*b*c^4*g^2*r*x-45104*b*c^ 4*g^2*x^2+26936*b*c^4*g*p^2*x+28848*b*c^4*g*p*q*x+28928*b*c^4*g*p*r*x-146412*b* c^4*g*p*x^2+5248*b*c^4*g*q^2*x+13648*b*c^4*g*q*r*x-98152*b*c^4*g*q*x^2+5272*b*c ^4*g*r^2*x-94880*b*c^4*g*r*x^2+72880*b*c^4*g*x^3+12216*b*c^4*p^3*x+22912*b*c^4* p^2*q*x+19884*b*c^4*p^2*r*x-98720*b*c^4*p^2*x^2+10168*b*c^4*p*q^2*x+22376*b*c^4 *p*q*r*x-149380*b*c^4*p*q*x^2+7928*b*c^4*p*r^2*x-127568*b*c^4*p*r*x^2+95424*b*c ^4*p*x^3+928*b*c^4*q^3*x+4328*b*c^4*q^2*r*x-44232*b*c^4*q^2*x^2+3208*b*c^4*q*r^ 2*x-89008*b*c^4*q*r*x^2+91856*b*c^4*q*x^3+516*b*c^4*r^3*x-27828*b*c^4*r^2*x^2+ 80936*b*c^4*r*x^3+556*b*c^3*g^4*x+6196*b*c^3*g^3*p*x+2432*b*c^3*g^3*q*x+3132*b* c^3*g^3*r*x-15408*b*c^3*g^3*x^2+17196*b*c^3*g^2*p^2*x+17680*b*c^3*g^2*p*q*x+ 18612*b*c^3*g^2*p*r*x-88036*b*c^3*g^2*p*x^2+2928*b*c^3*g^2*q^2*x+8112*b*c^3*g^2 *q*r*x-57500*b*c^3*g^2*q*x^2+3224*b*c^3*g^2*r^2*x-58334*b*c^3*g^2*r*x^2+40400*b *c^3*g^2*x^3+16744*b*c^3*g*p^3*x+31216*b*c^3*g*p^2*q*x+27548*b*c^3*g*p^2*r*x-\ 130402*b*c^3*g*p^2*x^2+13348*b*c^3*g*p*q^2*x+30676*b*c^3*g*p*q*r*x-195822*b*c^3 *g*p*q*x^2+11044*b*c^3*g*p*r^2*x-171374*b*c^3*g*p*r*x^2+119816*b*c^3*g*p*x^3+ 1112*b*c^3*g*q^3*x+5564*b*c^3*g*q^2*r*x-56184*b*c^3*g*q^2*x^2+4332*b*c^3*g*q*r^ 2*x-117412*b*c^3*g*q*r*x^2+114776*b*c^3*g*q*x^3+716*b*c^3*g*r^3*x-37454*b*c^3*g *r^2*x^2+105652*b*c^3*g*r*x^3+5232*b*c^3*p^4*x+15080*b*c^3*p^3*q*x+11532*b*c^3* p^3*r*x-54308*b*c^3*p^3*x^2+11604*b*c^3*p^2*q^2*x+22448*b*c^3*p^2*q*r*x-136714* b*c^3*p^2*q*x^2+7312*b*c^3*p^2*r^2*x-105278*b*c^3*p^2*r*x^2+74312*b*c^3*p^2*x^3 +2520*b*c^3*p*q^3*x+9964*b*c^3*p*q^2*r*x-91354*b*c^3*p*q^2*x^2+7176*b*c^3*p*q*r ^2*x-165160*b*c^3*p*q*r*x^2+150384*b*c^3*p*q*x^3+1164*b*c^3*p*r^3*x-47574*b*c^3 *p*r^2*x^2+124778*b*c^3*p*r*x^3+92*b*c^3*q^4*x+904*b*c^3*q^3*r*x-14884*b*c^3*q^ 3*x^2+800*b*c^3*q^2*r^2*x-49012*b*c^3*q^2*r*x^2+68040*b*c^3*q^2*x^3+132*b*c^3*q *r^3*x-30318*b*c^3*q*r^2*x^2+118038*b*c^3*q*r*x^3-8*b*c^3*r^4*x-3456*b*c^3*r^3* x^2+34584*b*c^3*r^2*x^3+46*b*c^2*g^5*x+1110*b*c^2*g^4*p*x+352*b*c^2*g^4*q*x+547 *b*c^2*g^4*r*x-2396*b*c^2*g^4*x^2+5090*b*c^2*g^3*p^2*x+4836*b*c^2*g^3*p*q*x+ 5588*b*c^2*g^3*p*r*x-23711*b*c^2*g^3*p*x^2+672*b*c^2*g^3*q^2*x+2068*b*c^2*g^3*q *r*x-14886*b*c^2*g^3*q*x^2+854*b*c^2*g^3*r^2*x-16542*b*c^2*g^3*r*x^2+9452*b*c^2 *g^3*x^3+8210*b*c^2*g^2*p^3*x+15016*b*c^2*g^2*p^2*q*x+13725*b*c^2*g^2*p^2*r*x-\ 60533*b*c^2*g^2*p^2*x^2+6016*b*c^2*g^2*p*q^2*x+14836*b*c^2*g^2*p*q*r*x-89398*b* c^2*g^2*p*q*x^2+5496*b*c^2*g^2*p*r^2*x-81871*b*c^2*g^2*p*r*x^2+51416*b*c^2*g^2* p*x^3+424*b*c^2*g^2*q^3*x+2334*b*c^2*g^2*q^2*r*x-24552*b*c^2*g^2*q^2*x^2+1908*b *c^2*g^2*q*r^2*x-54290*b*c^2*g^2*q*r*x^2+49036*b*c^2*g^2*q*x^3+319*b*c^2*g^2*r^ 3*x-17662*b*c^2*g^2*r^2*x^2+48854*b*c^2*g^2*r*x^3+5398*b*c^2*g*p^4*x+15768*b*c^ 2*g*p^3*q*x+12055*b*c^2*g*p^3*r*x-54524*b*c^2*g*p^3*x^2+11928*b*c^2*g*p^2*q^2*x +23822*b*c^2*g*p^2*q*r*x-137649*b*c^2*g*p^2*q*x^2+7745*b*c^2*g*p^2*r^2*x-107824 *b*c^2*g*p^2*r*x^2+71456*b*c^2*g*p^2*x^3+2420*b*c^2*g*p*q^3*x+10385*b*c^2*g*p*q ^2*r*x-90245*b*c^2*g*p*q^2*x^2+7796*b*c^2*g*p*q*r^2*x-169351*b*c^2*g*p*q*r*x^2+ 143964*b*c^2*g*p*q*x^3+1264*b*c^2*g*p*r^3*x-49578*b*c^2*g*p*r^2*x^2+124671*b*c^ 2*g*p*r*x^3+74*b*c^2*g*q^4*x+844*b*c^2*g*q^3*r*x-13894*b*c^2*g*q^3*x^2+873*b*c^ 2*g*q^2*r^2*x-48320*b*c^2*g*q^2*r*x^2+64596*b*c^2*g*q^2*x^3+214*b*c^2*g*q*r^3*x -31156*b*c^2*g*q*r^2*x^2+116855*b*c^2*g*q*r*x^3+4*b*c^2*g*r^4*x-3640*b*c^2*g*r^ 3*x^2+35042*b*c^2*g*r^2*x^3+1234*b*c^2*p^5*x+5236*b*c^2*p^4*q*x+3464*b*c^2*p^4* r*x-15718*b*c^2*p^4*x^2+6200*b*c^2*p^3*q^2*x+10622*b*c^2*p^3*q*r*x-59098*b*c^2* p^3*q*x^2+3110*b*c^2*p^3*r^2*x-40420*b*c^2*p^3*r*x^2+27760*b*c^2*p^3*x^3+2420*b *c^2*p^2*q^3*x+8061*b*c^2*p^2*q^2*r*x-66210*b*c^2*p^2*q^2*x^2+5590*b*c^2*p^2*q* r^2*x-107884*b*c^2*p^2*q*r*x^2+89452*b*c^2*p^2*q*x^3+900*b*c^2*p^2*r^3*x-28143* b*c^2*p^2*r^2*x^2+68641*b*c^2*p^2*r*x^3+222*b*c^2*p*q^4*x+1696*b*c^2*p*q^3*r*x-\ 25126*b*c^2*p*q^3*x^2+1568*b*c^2*p*q^2*r^2*x-72812*b*c^2*p*q^2*r*x^2+85424*b*c^ 2*p*q^2*x^3+384*b*c^2*p*q*r^3*x-42081*b*c^2*p*q*r^2*x^2+141024*b*c^2*p*q*r*x^3+ 20*b*c^2*p*r^4*x-4560*b*c^2*p*r^3*x^2+37890*b*c^2*p*r^2*x^3+61*b*c^2*q^4*r*x-\ 2296*b*c^2*q^4*x^2-44*b*c^2*q^3*r^2*x-11426*b*c^2*q^3*r*x^2+23732*b*c^2*q^3*x^3 -141*b*c^2*q^2*r^3*x-9984*b*c^2*q^2*r^2*x^2+60107*b*c^2*q^2*r*x^3-48*b*c^2*q*r^ 4*x-1746*b*c^2*q*r^3*x^2+34728*b*c^2*q*r^2*x^3+110*b*c^2*r^4*x^2+3860*b*c^2*r^3 *x^3+76*b*c*g^5*p*x+14*b*c*g^5*q*x+36*b*c*g^5*r*x-127*b*c*g^5*x^2+676*b*c*g^4*p ^2*x+540*b*c*g^4*p*q*x+763*b*c*g^4*p*r*x-2655*b*c*g^4*p*x^2+50*b*c*g^4*q^2*x+ 188*b*c*g^4*q*r*x-1582*b*c*g^4*q*x^2+82*b*c*g^4*r^2*x-2109*b*c*g^4*r*x^2+772*b* c*g^4*x^3+1690*b*c*g^3*p^3*x+2944*b*c*g^3*p^2*q*x+2893*b*c*g^3*p^2*r*x-11422*b* c*g^3*p^2*x^2+1042*b*c*g^3*p*q^2*x+2922*b*c*g^3*p*q*r*x-16240*b*c*g^3*p*q*x^2+ 1142*b*c*g^3*p*r^2*x-16262*b*c*g^3*p*r*x^2+8454*b*c*g^3*p*x^3+50*b*c*g^3*q^3*x+ 317*b*c*g^3*q^2*r*x-4221*b*c*g^3*q^2*x^2+272*b*c*g^3*q*r^2*x-10168*b*c*g^3*q*r* x^2+8078*b*c*g^3*q*x^3+45*b*c*g^3*r^3*x-3350*b*c*g^3*r^2*x^2+9381*b*c*g^3*r*x^3 +1782*b*c*g^2*p^4*x+5228*b*c*g^2*p^3*q*x+4051*b*c*g^2*p^3*r*x-17261*b*c*g^2*p^3 *x^2+3826*b*c*g^2*p^2*q^2*x+8050*b*c*g^2*p^2*q*r*x-43303*b*c*g^2*p^2*q*x^2+2638 *b*c*g^2*p^2*r^2*x-35122*b*c*g^2*p^2*r*x^2+21164*b*c*g^2*p^2*x^3+684*b*c*g^2*p* q^3*x+3344*b*c*g^2*p*q^2*r*x-27592*b*c*g^2*p*q^2*x^2+2648*b*c*g^2*p*q*r^2*x-\ 54865*b*c*g^2*p*q*r*x^2+42038*b*c*g^2*p*q*x^3+431*b*c*g^2*p*r^3*x-16403*b*c*g^2 *p*r^2*x^2+39342*b*c*g^2*p*r*x^3+14*b*c*g^2*q^4*x+194*b*c*g^2*q^3*r*x-3921*b*c* g^2*q^3*x^2+228*b*c*g^2*q^2*r^2*x-14627*b*c*g^2*q^2*r*x^2+18926*b*c*g^2*q^2*x^3 +69*b*c*g^2*q*r^3*x-9808*b*c*g^2*q*r^2*x^2+36471*b*c*g^2*q*r*x^3+4*b*c*g^2*r^4* x-1142*b*c*g^2*r^3*x^2+11199*b*c*g^2*r^2*x^3+836*b*c*g*p^5*x+3706*b*c*g*p^4*q*x +2381*b*c*g*p^4*r*x-10562*b*c*g*p^4*x^2+4390*b*c*g*p^3*q^2*x+7651*b*c*g*p^3*q*r *x-40454*b*c*g*p^3*q*x^2+2173*b*c*g*p^3*r^2*x-27717*b*c*g*p^3*r*x^2+18128*b*c*g *p^3*x^3+1650*b*c*g*p^2*q^3*x+5848*b*c*g*p^2*q^2*r*x-44954*b*c*g*p^2*q^2*x^2+ 4149*b*c*g*p^2*q*r^2*x-75632*b*c*g*p^2*q*r*x^2+58370*b*c*g*p^2*q*x^3+646*b*c*g* p^2*r^3*x-19729*b*c*g*p^2*r^2*x^2+46477*b*c*g*p^2*r*x^3+130*b*c*g*p*q^4*x+1211* b*c*g*p*q^3*r*x-16414*b*c*g*p*q^3*x^2+1257*b*c*g*p*q^2*r^2*x-50331*b*c*g*p*q^2* r*x^2+55308*b*c*g*p*q^2*x^3+346*b*c*g*p*q*r^3*x-30319*b*c*g*p*q*r^2*x^2+95619*b *c*g*p*q*r*x^3+18*b*c*g*p*r^4*x-3307*b*c*g*p*r^3*x^2+26277*b*c*g*p*r^2*x^3+35*b *c*g*q^4*r*x-1352*b*c*g*q^4*x^2+7*b*c*g*q^3*r^2*x-7277*b*c*g*q^3*r*x^2+15066*b* c*g*q^3*x^3-43*b*c*g*q^2*r^3*x-6867*b*c*g*q^2*r^2*x^2+39582*b*c*g*q^2*r*x^3-18* b*c*g*q*r^4*x-1415*b*c*g*q*r^3*x^2+23562*b*c*g*q*r^2*x^3+40*b*c*g*r^4*x^2+2610* b*c*g*r^3*x^3+144*b*c*p^6*x+904*b*c*p^5*q*x+497*b*c*p^5*r*x-2229*b*c*p^5*x^2+ 1548*b*c*p^4*q^2*x+2361*b*c*p^4*q*r*x-12021*b*c*p^4*q*x^2+597*b*c*p^4*r^2*x-\ 7094*b*c*p^4*r*x^2+4910*b*c*p^4*x^3+960*b*c*p^3*q^3*x+2761*b*c*p^3*q^2*r*x-\ 20042*b*c*p^3*q^2*x^2+1832*b*c*p^3*q*r^2*x-29345*b*c*p^3*q*r*x^2+22764*b*c*p^3* q*x^3+279*b*c*p^3*r^3*x-6738*b*c*p^3*r^2*x^2+15726*b*c*p^3*r*x^3+172*b*c*p^2*q^ 4*x+979*b*c*p^2*q^3*r*x-13062*b*c*p^2*q^3*x^2+960*b*c*p^2*q^2*r^2*x-33693*b*c*p ^2*q^2*r*x^2+34596*b*c*p^2*q^2*x^3+327*b*c*p^2*q*r^3*x-18129*b*c*p^2*q*r^2*x^2+ 53532*b*c*p^2*q*r*x^3+35*b*c*p^2*r^4*x-1875*b*c*p^2*r^3*x^2+12771*b*c*p^2*r^2*x ^3+82*b*c*p*q^4*r*x-2937*b*c*p*q^4*x^2-44*b*c*p*q^3*r^2*x-12417*b*c*p*q^3*r*x^2 +20540*b*c*p*q^3*x^3-156*b*c*p*q^2*r^3*x-10248*b*c*p*q^2*r^2*x^2+50094*b*c*p*q^ 2*r*x^3-48*b*c*p*q*r^4*x-1851*b*c*p*q*r^3*x^2+27126*b*c*p*q*r^2*x^3+35*b*c*p*r^ 4*x^2+2640*b*c*p*r^3*x^3-125*b*c*q^5*x^2-21*b*c*q^4*r^2*x-975*b*c*q^4*r*x^2+ 3798*b*c*q^4*x^3-36*b*c*q^3*r^3*x-891*b*c*q^3*r^2*x^2+12288*b*c*q^3*r*x^3-15*b* c*q^2*r^4*x+66*b*c*q^2*r^3*x^2+10281*b*c*q^2*r^2*x^3+145*b*c*q*r^4*x^2+2250*b*c *q*r^3*x^3+30*b*g^5*p^2*x+14*b*g^5*p*q*x+36*b*g^5*p*r*x-77*b*g^5*p*x^2-48*b*g^5 *q*x^2-93*b*g^5*r*x^2+122*b*g^4*p^3*x+188*b*g^4*p^2*q*x+216*b*g^4*p^2*r*x-708*b *g^4*p^2*x^2+50*b*g^4*p*q^2*x+188*b*g^4*p*q*r*x-912*b*g^4*p*q*x^2+82*b*g^4*p*r^ 2*x-1112*b*g^4*p*r*x^2+386*b*g^4*p*x^3-231*b*g^4*q^2*x^2-625*b*g^4*q*r*x^2+386* b*g^4*q*x^3-202*b*g^4*r^2*x^2+625*b*g^4*r*x^3+188*b*g^3*p^4*x+540*b*g^3*p^3*q*x +437*b*g^3*p^3*r*x-1702*b*g^3*p^3*x^2+370*b*g^3*p^2*q^2*x+854*b*g^3*p^2*q*r*x-\ 4132*b*g^3*p^2*q*x^2+288*b*g^3*p^2*r^2*x-3607*b*g^3*p^2*r*x^2+1864*b*g^3*p^2*x^ 3+50*b*g^3*p*q^3*x+317*b*g^3*p*q^2*r*x-2519*b*g^3*p*q^2*x^2+272*b*g^3*p*q*r^2*x -5522*b*g^3*p*q*r*x^2+3540*b*g^3*p*q*x^3+45*b*g^3*p*r^3*x-1702*b*g^3*p*r^2*x^2+ 3874*b*g^3*p*r*x^3-323*b*g^3*q^3*x^2-1300*b*g^3*q^2*r*x^2+1676*b*g^3*q^2*x^3-\ 894*b*g^3*q*r^2*x^2+3550*b*g^3*q*r*x^3-99*b*g^3*r^3*x^2+1110*b*g^3*r^2*x^3+136* b*g^2*p^5*x+628*b*g^2*p^4*q*x+394*b*g^2*p^4*r*x-1691*b*g^2*p^4*x^2+738*b*g^2*p^ 3*q^2*x+1326*b*g^2*p^3*q*r*x-6542*b*g^2*p^3*q*x^2+366*b*g^2*p^3*r^2*x-4543*b*g^ 2*p^3*r*x^2+2778*b*g^2*p^3*x^3+260*b*g^2*p^2*q^3*x+1010*b*g^2*p^2*q^2*r*x-7156* b*g^2*p^2*q^2*x^2+740*b*g^2*p^2*q*r^2*x-12659*b*g^2*p^2*q*r*x^2+8784*b*g^2*p^2* q*x^3+112*b*g^2*p^2*r^3*x-3304*b*g^2*p^2*r^2*x^2+7483*b*g^2*p^2*r*x^3+14*b*g^2* p*q^4*x+194*b*g^2*p*q^3*r*x-2478*b*g^2*p*q^3*x^2+228*b*g^2*p*q^2*r^2*x-8222*b*g ^2*p*q^2*r*x^2+8260*b*g^2*p*q^2*x^3+69*b*g^2*p*q*r^3*x-5204*b*g^2*p*q*r^2*x^2+ 15363*b*g^2*p*q*r*x^3+4*b*g^2*p*r^4*x-566*b*g^2*p*r^3*x^2+4335*b*g^2*p*r^2*x^3-\ 173*b*g^2*q^4*x^2-1017*b*g^2*q^3*r*x^2+2254*b*g^2*q^3*x^3-1027*b*g^2*q^2*r^2*x^ 2+6169*b*g^2*q^2*r*x^3-240*b*g^2*q*r^3*x^2+3768*b*g^2*q*r^2*x^3+405*b*g^2*r^3*x ^3+46*b*g*p^6*x+322*b*g*p^5*q*x+162*b*g*p^5*r*x-737*b*g*p^5*x^2+562*b*g*p^4*q^2 *x+857*b*g*p^4*q*r*x-4173*b*g*p^4*q*x^2+200*b*g*p^4*r^2*x-2390*b*g*p^4*r*x^2+ 1622*b*g*p^4*x^3+342*b*g*p^3*q^3*x+1027*b*g*p^3*q^2*r*x-6990*b*g*p^3*q^2*x^2+ 685*b*g*p^3*q*r^2*x-10462*b*g*p^3*q*r*x^2+7588*b*g*p^3*q*x^3+98*b*g*p^3*r^3*x-\ 2323*b*g*p^3*r^2*x^2+5364*b*g*p^3*r*x^3+56*b*g*p^2*q^4*x+367*b*g*p^2*q^3*r*x-\ 4442*b*g*p^2*q^3*x^2+384*b*g*p^2*q^2*r^2*x-12070*b*g*p^2*q^2*r*x^2+11486*b*g*p^ 2*q^2*x^3+132*b*g*p^2*q*r^3*x-6698*b*g*p^2*q*r^2*x^2+18609*b*g*p^2*q*r*x^3+14*b *g*p^2*r^4*x-668*b*g*p^2*r^3*x^2+4486*b*g*p^2*r^2*x^3+35*b*g*p*q^4*r*x-921*b*g* p*q^4*x^2+7*b*g*p*q^3*r^2*x-4268*b*g*p*q^3*r*x^2+6696*b*g*p*q^3*x^3-43*b*g*p*q^ 2*r^3*x-3809*b*g*p*q^2*r^2*x^2+17136*b*g*p*q^2*r*x^3-18*b*g*p*q*r^4*x-763*b*g*p *q*r^3*x^2+9660*b*g*p*q*r^2*x^3+10*b*g*p*r^4*x^2+945*b*g*p*r^3*x^3-33*b*g*q^5*x ^2-270*b*g*q^4*r*x^2+1176*b*g*q^4*x^3-287*b*g*q^3*r^2*x^2+3891*b*g*q^3*r*x^3-26 *b*g*q^2*r^3*x^2+3345*b*g*q^2*r^2*x^3+30*b*g*q*r^4*x^2+750*b*g*q*r^3*x^3+6*b*p^ 7*x+60*b*p^6*q*x+25*b*p^6*r*x-117*b*p^6*x^2+144*b*p^5*q^2*x+195*b*p^5*q*r*x-913 *b*p^5*q*x^2+39*b*p^5*r^2*x-440*b*p^5*r*x^2+322*b*p^5*x^3+132*b*p^4*q^3*x+336*b *p^4*q^2*r*x-2136*b*p^4*q^2*x^2+210*b*p^4*q*r^2*x-2784*b*p^4*q*r*x^2+2072*b*p^4 *q*x^3+27*b*p^4*r^3*x-534*b*p^4*r^2*x^2+1234*b*p^4*r*x^3+42*b*p^3*q^4*x+187*b*p ^3*q^3*r*x-2100*b*p^3*q^3*x^2+192*b*p^3*q^2*r^2*x-4853*b*p^3*q^2*r*x^2+4496*b*p ^3*q^2*x^3+75*b*p^3*q*r^3*x-2412*b*p^3*q*r^2*x^2+6390*b*p^3*q*r*x^3+7*b*p^3*r^4 *x-231*b*p^3*r^3*x^2+1284*b*p^3*r^2*x^3+21*b*p^2*q^4*r*x-859*b*p^2*q^4*x^2-3125 *b*p^2*q^3*r*x^2+4276*b*p^2*q^3*x^3-15*b*p^2*q^2*r^3*x-2454*b*p^2*q^2*r^2*x^2+ 9879*b*p^2*q^2*r*x^3-498*b*p^2*q*r^3*x^2+4881*b*p^2*q*r^2*x^3-20*b*p^2*r^4*x^2+ 385*b*p^2*r^3*x^3-99*b*p*q^5*x^2-21*b*p*q^4*r^2*x-627*b*p*q^4*r*x^2+1742*b*p*q^ 4*x^3-36*b*p*q^3*r^3*x-561*b*p*q^3*r^2*x^2+5524*b*p*q^3*r*x^3-15*b*p*q^2*r^4*x+ 6*b*p*q^2*r^3*x^2+4434*b*p*q^2*r^2*x^3+65*b*p*q*r^4*x^2+900*b*p*q*r^3*x^3-11*b* q^5*r*x^2+212*b*q^5*x^3+15*b*q^4*r^2*x^2+801*b*q^4*r*x^3+51*b*q^3*r^3*x^2+837*b *q^3*r^2*x^3+25*b*q^2*r^4*x^2+255*b*q^2*r^3*x^3+960*c^8*x+2592*c^7*g*x+3840*c^7 *p*x+2112*c^7*q*x+2240*c^7*r*x-10752*c^7*x^2+2880*c^6*g^2*x+9248*c^6*g*p*x+4960 *c^6*g*q*x+5328*c^6*g*r*x-24960*c^6*g*x^2+6288*c^6*p^2*x+7872*c^6*p*q*x+7312*c^ 6*p*r*x-33720*c^6*p*x^2+1824*c^6*q^2*x+4304*c^6*q*r*x-24936*c^6*q*x^2+1584*c^6* r^2*x-22752*c^6*r*x^2+16960*c^6*x^3+1680*c^5*g^3*x+9056*c^5*g^2*p*x+4672*c^5*g^ 2*q*x+5136*c^5*g^2*r*x-23232*c^5*g^2*x^2+13160*c^5*g*p^2*x+16256*c^5*g*p*q*x+ 15272*c^5*g*p*r*x-68124*c^5*g*p*x^2+3632*c^5*g*q^2*x+8728*c^5*g*q*r*x-49908*c^5 *g*q*x^2+3224*c^5*g*r^2*x-45888*c^5*g*r*x^2+32928*c^5*g*x^3+5448*c^5*p^3*x+ 11808*c^5*p^2*q*x+9484*c^5*p^2*r*x-42672*c^5*p^2*x^2+6264*c^5*p*q^2*x+12880*c^5 *p*q*r*x-69984*c^5*p*q*x^2+4272*c^5*p*r^2*x-57440*c^5*p*r*x^2+39952*c^5*p*x^3+ 768*c^5*q^3*x+3156*c^5*q^2*r*x-23136*c^5*q^2*x^2+2400*c^5*q*r^2*x-44296*c^5*q*r *x^2+39952*c^5*q*x^3+384*c^5*r^3*x-13608*c^5*r^2*x^2+33584*c^5*r*x^3+540*c^4*g^ 4*x+4592*c^4*g^3*p*x+2224*c^4*g^3*q*x+2552*c^4*g^3*r*x-10944*c^4*g^3*x^2+10964* c^4*g^2*p^2*x+13232*c^4*g^2*p*q*x+12716*c^4*g^2*p*r*x-53998*c^4*g^2*p*x^2+2792* c^4*g^2*q^2*x+6908*c^4*g^2*q*r*x-39002*c^4*g^2*q*x^2+2572*c^4*g^2*r^2*x-36480*c ^4*g^2*r*x^2+24656*c^4*g^2*x^3+9544*c^4*g*p^3*x+20744*c^4*g*p^2*q*x+16676*c^4*g *p^2*r*x-72584*c^4*g*p^2*x^2+10752*c^4*g*p*q^2*x+22544*c^4*g*p*q*r*x-119112*c^4 *g*p*q*x^2+7448*c^4*g*p*r^2*x-98372*c^4*g*p*r*x^2+65504*c^4*g*p*x^3+1248*c^4*g* q^3*x+5280*c^4*g*q^2*r*x-38608*c^4*g*q^2*x^2+4072*c^4*g*q*r^2*x-75016*c^4*g*q*r *x^2+65504*c^4*g*q*x^3+636*c^4*g*r^3*x-23124*c^4*g*r^2*x^2+56040*c^4*g*r*x^3+ 2688*c^4*p^4*x+9192*c^4*p^3*q*x+6240*c^4*p^3*r*x-28062*c^4*p^3*x^2+8412*c^4*p^2 *q^2*x+15076*c^4*p^2*q*r*x-77094*c^4*p^2*q*x^2+4344*c^4*p^2*r^2*x-56238*c^4*p^2 *r*x^2+37736*c^4*p^2*x^3+2400*c^4*p*q^3*x+8424*c^4*p*q^2*r*x-56898*c^4*p*q^2*x^ 2+6024*c^4*p*q*r^2*x-97956*c^4*p*q*r*x^2+79824*c^4*p*q*x^3+876*c^4*p*r^3*x-\ 27294*c^4*p*r^2*x^2+62804*c^4*p*r*x^3+156*c^4*q^4*x+1084*c^4*q^3*r*x-10890*c^4* q^3*x^2+1212*c^4*q^2*r^2*x-33114*c^4*q^2*r*x^2+37736*c^4*q^2*x^3+396*c^4*q*r^3* x-20370*c^4*q*r^2*x^2+62804*c^4*q*r*x^3+16*c^4*r^4*x-2460*c^4*r^3*x^2+17592*c^4 *r^2*x^3+90*c^3*g^5*x+1264*c^3*g^4*p*x+548*c^3*g^4*q*x+684*c^3*g^4*r*x-2688*c^3 *g^4*x^2+4598*c^3*g^3*p^2*x+5320*c^3*g^3*p*q*x+5346*c^3*g^3*p*r*x-21017*c^3*g^3 *p*x^2+1020*c^3*g^3*q^2*x+2650*c^3*g^3*q*r*x-14851*c^3*g^3*q*x^2+1002*c^3*g^3*r ^2*x-14400*c^3*g^3*r*x^2+8792*c^3*g^3*x^3+6418*c^3*g^2*p^3*x+13912*c^3*g^2*p^2* q*x+11299*c^3*g^2*p^2*r*x-46756*c^3*g^2*p^2*x^2+6942*c^3*g^2*p*q^2*x+15044*c^3* g^2*p*q*r*x-76536*c^3*g^2*p*q*x^2+4988*c^3*g^2*p*r^2*x-64184*c^3*g^2*p*r*x^2+ 40004*c^3*g^2*p*x^3+736*c^3*g^2*q^3*x+3245*c^3*g^2*q^2*r*x-24128*c^3*g^2*q^2*x^ 2+2544*c^3*g^2*q*r^2*x-48010*c^3*g^2*q*r*x^2+40004*c^3*g^2*q*x^3+384*c^3*g^2*r^ 3*x-14826*c^3*g^2*r^2*x^2+35420*c^3*g^2*r*x^3+3720*c^3*g*p^4*x+13084*c^3*g*p^3* q*x+8686*c^3*g*p^3*r*x-38277*c^3*g*p^3*x^2+11898*c^3*g*p^2*q^2*x+21538*c^3*g*p^ 2*q*r*x-106613*c^3*g*p^2*q*x^2+6024*c^3*g*p^2*r^2*x-77631*c^3*g*p^2*r*x^2+50024 *c^3*g*p^2*x^3+3264*c^3*g*p*q^3*x+11870*c^3*g*p*q^2*r*x-78031*c^3*g*p*q^2*x^2+ 8564*c^3*g*p*q*r^2*x-136344*c^3*g*p*q*r*x^2+106368*c^3*g*p*q*x^3+1178*c^3*g*p*r ^3*x-37905*c^3*g*p*r^2*x^2+85040*c^3*g*p*r*x^3+194*c^3*g*q^4*x+1422*c^3*g*q^3*r *x-14415*c^3*g*q^3*x^2+1654*c^3*g*q^2*r^2*x-44937*c^3*g*q^2*r*x^2+50024*c^3*g*q ^2*x^3+550*c^3*g*q*r^3*x-28107*c^3*g*q*r^2*x^2+85040*c^3*g*q*r*x^3+16*c^3*g*r^4 *x-3360*c^3*g*r^3*x^2+24000*c^3*g*r^2*x^3+750*c^3*p^5*x+3996*c^3*p^4*q*x+2183*c ^3*p^4*r*x-10218*c^3*p^4*x^2+5628*c^3*p^3*q^2*x+8826*c^3*p^3*q*r*x-42636*c^3*p^ 3*q*x^2+2088*c^3*p^3*r^2*x-26977*c^3*p^3*r*x^2+18116*c^3*p^3*x^3+2808*c^3*p^2*q ^3*x+8472*c^3*p^2*q^2*r*x-52524*c^3*p^2*q^2*x^2+5622*c^3*p^2*q*r^2*x-81193*c^3* p^2*q*r*x^2+61564*c^3*p^2*q*x^3+699*c^3*p^2*r^3*x-19917*c^3*p^2*r^2*x^2+44380*c ^3*p^2*r*x^3+438*c^3*p*q^4*x+2486*c^3*p*q^3*r*x-22812*c^3*p*q^3*x^2+2724*c^3*p* q^2*r^2*x-61925*c^3*p*q^2*r*x^2+61564*c^3*p*q^2*x^3+924*c^3*p*q*r^3*x-35388*c^3 *p*q*r^2*x^2+96904*c^3*p*q*r*x^3+44*c^3*p*r^4*x-3882*c^3*p*r^3*x^2+24654*c^3*p* r^2*x^3+12*c^3*q^5*x+169*c^3*q^4*r*x-2706*c^3*q^4*x^2+198*c^3*q^3*r^2*x-11777*c ^3*q^3*r*x^2+18116*c^3*q^3*x^3+57*c^3*q^2*r^3*x-10593*c^3*q^2*r^2*x^2+44380*c^3 *q^2*r*x^3+4*c^3*q*r^4*x-2388*c^3*q*r^3*x^2+24654*c^3*q*r^2*x^3+2640*c^3*r^3*x^ 3+6*c^2*g^6*x+178*c^2*g^5*p*x+62*c^2*g^5*q*x+93*c^2*g^5*r*x-312*c^2*g^5*x^2+ 1006*c^2*g^4*p^2*x+1072*c^2*g^4*p*q*x+1180*c^2*g^4*p*r*x-4071*c^2*g^4*p*x^2+172 *c^2*g^4*q^2*x+488*c^2*g^4*q*r*x-2781*c^2*g^4*q*x^2+190*c^2*g^4*r^2*x-2910*c^2* g^4*r*x^2+1464*c^2*g^4*x^3+2056*c^2*g^3*p^3*x+4386*c^2*g^3*p^2*q*x+3670*c^2*g^3 *p^2*r*x-14014*c^2*g^3*p^2*x^2+2050*c^2*g^3*p*q^2*x+4712*c^2*g^3*p*q*r*x-22698* c^2*g^3*p*q*x^2+1594*c^2*g^3*p*r^2*x-19701*c^2*g^3*p*r*x^2+11028*c^2*g^3*p*x^3+ 184*c^2*g^3*q^3*x+863*c^2*g^3*q^2*r*x-6884*c^2*g^3*q^2*x^2+690*c^2*g^3*q*r^2*x-\ 14244*c^2*g^3*q*r*x^2+11028*c^2*g^3*q*x^3+99*c^2*g^3*r^3*x-4383*c^2*g^3*r^2*x^2 +10462*c^2*g^3*r*x^3+1852*c^2*g^2*p^4*x+6704*c^2*g^2*p^3*q*x+4371*c^2*g^2*p^3*r *x-18601*c^2*g^2*p^3*x^2+6010*c^2*g^2*p^2*q^2*x+11104*c^2*g^2*p^2*q*r*x-52487*c ^2*g^2*p^2*q*x^2+3026*c^2*g^2*p^2*r^2*x-38394*c^2*g^2*p^2*r*x^2+23314*c^2*g^2*p ^2*x^3+1544*c^2*g^2*p*q^3*x+5935*c^2*g^2*p*q^2*r*x-37909*c^2*g^2*p*q^2*x^2+4356 *c^2*g^2*p*q*r^2*x-67905*c^2*g^2*p*q*r*x^2+49692*c^2*g^2*p*q*x^3+568*c^2*g^2*p* r^3*x-18835*c^2*g^2*p*r^2*x^2+40999*c^2*g^2*p*r*x^3+78*c^2*g^2*q^4*x+612*c^2*g^ 2*q^3*r*x-6659*c^2*g^2*q^3*x^2+740*c^2*g^2*q^2*r^2*x-21462*c^2*g^2*q^2*r*x^2+ 23314*c^2*g^2*q^2*x^3+248*c^2*g^2*q*r^3*x-13637*c^2*g^2*q*r^2*x^2+40999*c^2*g^2 *q*r*x^3+4*c^2*g^2*r^4*x-1575*c^2*g^2*r^3*x^2+11630*c^2*g^2*r^2*x^3+738*c^2*g*p ^5*x+4274*c^2*g*p^4*q*x+2158*c^2*g*p^4*r*x-10312*c^2*g*p^4*x^2+6100*c^2*g*p^3*q ^2*x+9506*c^2*g*p^3*q*r*x-44648*c^2*g*p^3*q*x^2+2048*c^2*g*p^3*r^2*x-27620*c^2* g*p^3*r*x^2+18096*c^2*g*p^3*x^3+2988*c^2*g*p^2*q^3*x+9237*c^2*g*p^2*q^2*r*x-\ 55206*c^2*g*p^2*q^2*x^2+6080*c^2*g*p^2*q*r^2*x-86154*c^2*g*p^2*q*r*x^2+62392*c^ 2*g*p^2*q*x^3+658*c^2*g*p^2*r^3*x-20623*c^2*g*p^2*r^2*x^2+45370*c^2*g*p^2*r*x^3 +434*c^2*g*p*q^4*x+2648*c^2*g*p*q^3*r*x-23488*c^2*g*p*q^3*x^2+2994*c^2*g*p*q^2* r^2*x-65469*c^2*g*p*q^2*r*x^2+62392*c^2*g*p*q^2*x^3+1002*c^2*g*p*q*r^3*x-37962* c^2*g*p*q*r^2*x^2+100488*c^2*g*p*q*r*x^3+30*c^2*g*p*r^4*x-4021*c^2*g*p*r^3*x^2+ 25655*c^2*g*p*r^2*x^3+10*c^2*g*q^5*x+159*c^2*g*q^4*r*x-2618*c^2*g*q^4*x^2+214*c ^2*g*q^3*r^2*x-11863*c^2*g*q^3*r*x^2+18096*c^2*g*q^3*x^3+83*c^2*g*q^2*r^3*x-\ 11066*c^2*g*q^2*r^2*x^2+45370*c^2*g*q^2*r*x^3+10*c^2*g*q*r^4*x-2594*c^2*g*q*r^3 *x^2+25655*c^2*g*q*r^2*x^3+2720*c^2*g*r^3*x^3+108*c^2*p^6*x+966*c^2*p^5*q*x+380 *c^2*p^5*r*x-2010*c^2*p^5*x^2+1980*c^2*p^4*q^2*x+2717*c^2*p^4*q*r*x-12438*c^2*p ^4*q*x^2+471*c^2*p^4*r^2*x-6523*c^2*p^4*r*x^2+4594*c^2*p^4*x^3+1524*c^2*p^3*q^3 *x+4038*c^2*p^3*q^2*r*x-22812*c^2*p^3*q^2*x^2+2466*c^2*p^3*q*r^2*x-31460*c^2*p^ 3*q*r*x^2+22768*c^2*p^3*q*x^3+234*c^2*p^3*r^3*x-6471*c^2*p^3*r^2*x^2+14565*c^2* p^3*r*x^3+432*c^2*p^2*q^4*x+2006*c^2*p^2*q^3*r*x-16680*c^2*p^2*q^3*x^2+2142*c^2 *p^2*q^2*r^2*x-40662*c^2*p^2*q^2*r*x^2+36348*c^2*p^2*q^2*x^3+747*c^2*p^2*q*r^3* x-21372*c^2*p^2*q*r^2*x^2+53259*c^2*p^2*q*r*x^3+35*c^2*p^2*r^4*x-2043*c^2*p^2*r ^3*x^2+11853*c^2*p^2*r^2*x^3+30*c^2*p*q^5*x+314*c^2*p*q^4*r*x-4626*c^2*p*q^4*x^ 2+390*c^2*p*q^3*r^2*x-17698*c^2*p*q^3*r*x^2+22768*c^2*p*q^3*x^3+162*c^2*p*q^2*r ^3*x-15051*c^2*p*q^2*r^2*x^2+53259*c^2*p*q^2*r*x^3+32*c^2*p*q*r^4*x-3375*c^2*p* q*r^3*x^2+27438*c^2*p*q*r^2*x^3-55*c^2*p*r^4*x^2+2510*c^2*p*r^3*x^3+9*c^2*q^5*r *x-330*c^2*q^5*x^2-9*c^2*q^4*r^2*x-1973*c^2*q^4*r*x^2+4594*c^2*q^4*x^3-33*c^2*q ^3*r^3*x-2160*c^2*q^3*r^2*x^2+14565*c^2*q^3*r*x^3-15*c^2*q^2*r^4*x-522*c^2*q^2* r^3*x^2+11853*c^2*q^2*r^2*x^3+55*c^2*q*r^4*x^2+2510*c^2*q*r^3*x^3+10*c*g^6*p*x+ 2*c*g^6*q*x+5*c*g^6*r*x-12*c*g^6*x^2+106*c*g^5*p^2*x+94*c*g^5*p*q*x+127*c*g^5*p *r*x-341*c*g^5*p*x^2+10*c*g^5*q^2*x+34*c*g^5*q*r*x-223*c*g^5*q*x^2+14*c*g^5*r^2 *x-276*c*g^5*r*x^2+88*c*g^5*x^3+312*c*g^4*p^3*x+634*c*g^4*p^2*q*x+570*c*g^4*p^2 *r*x-1904*c*g^4*p^2*x^2+262*c*g^4*p*q^2*x+676*c*g^4*p*q*r*x-2982*c*g^4*p*q*x^2+ 242*c*g^4*p*r^2*x-2799*c*g^4*p*r*x^2+1292*c*g^4*p*x^3+16*c*g^4*q^3*x+83*c*g^4*q ^2*r*x-862*c*g^4*q^2*x^2+68*c*g^4*q*r^2*x-1902*c*g^4*q*r*x^2+1292*c*g^4*q*x^3+9 *c*g^4*r^3*x-573*c*g^4*r^2*x^2+1422*c*g^4*r*x^3+392*c*g^3*p^4*x+1450*c*g^3*p^3* q*x+942*c*g^3*p^3*r*x-3773*c*g^3*p^3*x^2+1262*c*g^3*p^2*q^2*x+2428*c*g^3*p^2*q* r*x-10705*c*g^3*p^2*q*x^2+654*c*g^3*p^2*r^2*x-7989*c*g^3*p^2*r*x^2+4428*c*g^3*p ^2*x^3+288*c*g^3*p*q^3*x+1219*c*g^3*p*q^2*r*x-7565*c*g^3*p*q^2*x^2+926*c*g^3*p* q*r^2*x-14157*c*g^3*p*q*r*x^2+9352*c*g^3*p*q*x^3+117*c*g^3*p*r^3*x-3923*c*g^3*p *r^2*x^2+8234*c*g^3*p*r*x^3+10*c*g^3*q^4*x+86*c*g^3*q^3*r*x-1237*c*g^3*q^3*x^2+ 108*c*g^3*q^2*r^2*x-4164*c*g^3*q^2*r*x^2+4428*c*g^3*q^2*x^3+36*c*g^3*q*r^3*x-\ 2674*c*g^3*q*r^2*x^2+8234*c*g^3*q*r*x^3-285*c*g^3*r^3*x^2+2330*c*g^3*r^2*x^3+ 228*c*g^2*p^5*x+1466*c*g^2*p^4*q*x+673*c*g^2*p^4*r*x-3291*c*g^2*p^4*x^2+2116*c* g^2*p^3*q^2*x+3296*c*g^2*p^3*q*r*x-14856*c*g^2*p^3*q*x^2+634*c*g^2*p^3*r^2*x-\ 8977*c*g^2*p^3*r*x^2+5686*c*g^2*p^3*x^3+1004*c*g^2*p^2*q^3*x+3224*c*g^2*p^2*q^2 *r*x-18396*c*g^2*p^2*q^2*x^2+2116*c*g^2*p^2*q*r^2*x-29226*c*g^2*p^2*q*r*x^2+ 19802*c*g^2*p^2*q*x^3+193*c*g^2*p^2*r^3*x-6782*c*g^2*p^2*r^2*x^2+14693*c*g^2*p^ 2*r*x^3+128*c*g^2*p*q^4*x+876*c*g^2*p*q^3*r*x-7602*c*g^2*p*q^3*x^2+1032*c*g^2*p *q^2*r^2*x-22002*c*g^2*p*q^2*r*x^2+19802*c*g^2*p*q^2*x^3+342*c*g^2*p*q*r^3*x-\ 12996*c*g^2*p*q*r^2*x^2+33096*c*g^2*p*q*r*x^3+4*c*g^2*p*r^4*x-1310*c*g^2*p*r^3* x^2+8448*c*g^2*p*r^2*x^3+2*c*g^2*q^5*x+37*c*g^2*q^4*r*x-771*c*g^2*q^4*x^2+56*c* g^2*q^3*r^2*x-3668*c*g^2*q^3*r*x^2+5686*c*g^2*q^3*x^3+26*c*g^2*q^2*r^3*x-3541*c *g^2*q^2*r^2*x^2+14693*c*g^2*q^2*r*x^3+4*c*g^2*q*r^4*x-850*c*g^2*q*r^3*x^2+8448 *c*g^2*q*r^2*x^3+860*c*g^2*r^3*x^3+58*c*g*p^6*x+678*c*g*p^5*q*x+204*c*g*p^5*r*x -1282*c*g*p^5*x^2+1450*c*g*p^4*q^2*x+1925*c*g*p^4*q*r*x-8682*c*g*p^4*q*x^2+248* c*g*p^4*r^2*x-4217*c*g*p^4*r*x^2+3032*c*g*p^4*x^3+1116*c*g*p^3*q^3*x+2987*c*g*p ^3*q^2*r*x-16256*c*g*p^3*q^2*x^2+1764*c*g*p^3*q*r^2*x-22344*c*g*p^3*q*r*x^2+ 15536*c*g*p^3*q*x^3+116*c*g*p^3*r^3*x-4225*c*g*p^3*r^2*x^2+9830*c*g*p^3*r*x^3+ 304*c*g*p^2*q^4*x+1488*c*g*p^2*q^3*r*x-11794*c*g*p^2*q^3*x^2+1612*c*g*p^2*q^2*r ^2*x-29412*c*g*p^2*q^2*r*x^2+25008*c*g*p^2*q^2*x^3+541*c*g*p^2*q*r^3*x-15483*c* g*p^2*q*r^2*x^2+37398*c*g*p^2*q*r*x^3+14*c*g*p^2*r^4*x-1323*c*g*p^2*r^3*x^2+ 8195*c*g*p^2*r^2*x^3+18*c*g*p*q^5*x+227*c*g*p*q^4*r*x-3138*c*g*p*q^4*x^2+310*c* g*p*q^3*r^2*x-12555*c*g*p*q^3*r*x^2+15536*c*g*p*q^3*x^3+137*c*g*p*q^2*r^3*x-\ 11067*c*g*p*q^2*r^2*x^2+37398*c*g*p*q^2*r*x^3+24*c*g*p*q*r^4*x-2520*c*g*p*q*r^3 *x^2+19680*c*g*p*q*r^2*x^3-20*c*g*p*r^4*x^2+1770*c*g*p*r^3*x^3+5*c*g*q^5*r*x-\ 200*c*g*q^5*x^2-1270*c*g*q^4*r*x^2+3032*c*g*q^4*x^3-11*c*g*q^3*r^3*x-1496*c*g*q ^3*r^2*x^2+9830*c*g*q^3*r*x^3-6*c*g*q^2*r^4*x-432*c*g*q^2*r^3*x^2+8195*c*g*q^2* r^2*x^3+20*c*g*q*r^4*x^2+1770*c*g*q*r^3*x^3+6*c*p^7*x+120*c*p^6*q*x+25*c*p^6*r* x-189*c*p^6*x^2+348*c*p^5*q^2*x+416*c*p^5*q*r*x-1806*c*p^5*q*x^2+39*c*p^5*r^2*x -720*c*p^5*r*x^2+570*c*p^5*x^3+384*c*p^4*q^3*x+912*c*p^4*q^2*r*x-4665*c*p^4*q^2 *x^2+507*c*p^4*q*r^2*x-5679*c*p^4*q*r*x^2+4006*c*p^4*q*x^3+27*c*p^4*r^3*x-897*c *p^4*r^2*x^2+2161*c*p^4*r*x^3+174*c*p^3*q^4*x+688*c*p^3*q^3*r*x-5064*c*p^3*q^3* x^2+714*c*p^3*q^2*r^2*x-11133*c*p^3*q^2*r*x^2+9168*c*p^3*q^2*x^3+246*c*p^3*q*r^ 3*x-5328*c*p^3*q*r^2*x^2+12256*c*p^3*q*r*x^3+7*c*p^3*r^4*x-411*c*p^3*r^3*x^2+ 2247*c*p^3*r^2*x^3+24*c*p^2*q^5*x+179*c*p^2*q^4*r*x-2427*c*p^2*q^4*x^2+240*c*p^ 2*q^3*r^2*x-8235*c*p^2*q^3*r*x^2+9168*c*p^2*q^3*x^3+135*c*p^2*q^2*r^3*x-6615*c* p^2*q^2*r^2*x^2+20190*c*p^2*q^2*r*x^3+35*c*p^2*q*r^4*x-1494*c*p^2*q*r^3*x^2+ 9411*c*p^2*q*r^2*x^3-45*c*p^2*r^4*x^2+680*c*p^2*r^3*x^3+12*c*p*q^5*r*x-426*c*p* q^5*x^2-9*c*p*q^4*r^2*x-2187*c*p*q^4*r*x^2+4006*c*p*q^4*x^3-36*c*p*q^3*r^3*x-\ 2304*c*p*q^3*r^2*x^2+12256*c*p*q^3*r*x^3-15*c*p*q^2*r^4*x-621*c*p*q^2*r^3*x^2+ 9411*c*p*q^2*r^2*x^3+1800*c*p*q*r^3*x^3-15*c*q^6*x^2-3*c*q^5*r^2*x-126*c*q^5*r* x^2+570*c*q^5*x^3-6*c*q^4*r^3*x-120*c*q^4*r^2*x^2+2161*c*q^4*r*x^3-3*c*q^3*r^4* x+36*c*q^3*r^3*x^2+2247*c*q^3*r^2*x^3+45*c*q^2*r^4*x^2+680*c*q^2*r^3*x^3+4*g^6* p^2*x+2*g^6*p*q*x+5*g^6*p*r*x-7*g^6*p*x^2-5*g^6*q*x^2-9*g^6*r*x^2+18*g^5*p^3*x+ 32*g^5*p^2*q*x+34*g^5*p^2*r*x-90*g^5*p^2*x^2+10*g^5*p*q^2*x+34*g^5*p*q*r*x-126* g^5*p*q*x^2+14*g^5*p*r^2*x-144*g^5*p*r*x^2+44*g^5*p*x^3-36*g^5*q^2*x^2-87*g^5*q *r*x^2+44*g^5*q*x^3-24*g^5*r^2*x^2+70*g^5*r*x^3+30*g^4*p^4*x+110*g^4*p^3*q*x+74 *g^4*p^3*r*x-267*g^4*p^3*x^2+90*g^4*p^2*q^2*x+188*g^4*p^2*q*r*x-739*g^4*p^2*q*x ^2+52*g^4*p^2*r^2*x-585*g^4*p^2*r*x^2+280*g^4*p^2*x^3+16*g^4*p*q^3*x+83*g^4*p*q ^2*r*x-503*g^4*p*q^2*x^2+68*g^4*p*q*r^2*x-1023*g^4*p*q*r*x^2+560*g^4*p*q*x^3+9* g^4*p*r^3*x-285*g^4*p*r^2*x^2+572*g^4*p*r*x^3-75*g^4*q^3*x^2-264*g^4*q^2*r*x^2+ 280*g^4*q^2*x^3-168*g^4*q*r^2*x^2+572*g^4*q*r*x^3-15*g^4*r^3*x^2+158*g^4*r^2*x^ 3+22*g^3*p^5*x+160*g^3*p^4*q*x+66*g^3*p^4*r*x-330*g^3*p^4*x^2+232*g^3*p^3*q^2*x +366*g^3*p^3*q*r*x-1548*g^3*p^3*q*x^2+62*g^3*p^3*r^2*x-918*g^3*p^3*r*x^2+556*g^ 3*p^3*x^3+104*g^3*p^2*q^3*x+356*g^3*p^2*q^2*r*x-1908*g^3*p^2*q^2*x^2+236*g^3*p^ 2*q*r^2*x-3138*g^3*p^2*q*r*x^2+1916*g^3*p^2*q*x^3+18*g^3*p^2*r^3*x-700*g^3*p^2* r^2*x^2+1490*g^3*p^2*r*x^3+10*g^3*p*q^4*x+86*g^3*p*q^3*r*x-756*g^3*p*q^3*x^2+ 108*g^3*p*q^2*r^2*x-2316*g^3*p*q^2*r*x^2+1916*g^3*p*q^2*x^3+36*g^3*p*q*r^3*x-\ 1404*g^3*p*q*r^2*x^2+3416*g^3*p*q*r*x^3-132*g^3*p*r^3*x^2+866*g^3*p*r^2*x^3-66* g^3*q^4*x^2-330*g^3*q^3*r*x^2+556*g^3*q^3*x^3-326*g^3*q^2*r^2*x^2+1490*g^3*q^2* r*x^3-78*g^3*q*r^3*x^2+866*g^3*q*r^2*x^3+80*g^3*r^3*x^3+6*g^2*p^6*x+114*g^2*p^5 *q*x+21*g^2*p^5*r*x-190*g^2*p^5*x^2+256*g^2*p^4*q^2*x+328*g^2*p^4*q*r*x-1446*g^ 2*p^4*q*x^2+24*g^2*p^4*r^2*x-633*g^2*p^4*r*x^2+474*g^2*p^4*x^3+196*g^2*p^3*q^3* x+534*g^2*p^3*q^2*r*x-2768*g^2*p^3*q^2*x^2+304*g^2*p^3*q*r^2*x-3808*g^2*p^3*q*r *x^2+2502*g^2*p^3*q*x^3+9*g^2*p^3*r^3*x-638*g^2*p^3*r^2*x^2+1569*g^2*p^3*r*x^3+ 50*g^2*p^2*q^4*x+264*g^2*p^2*q^3*r*x-1984*g^2*p^2*q^3*x^2+292*g^2*p^2*q^2*r^2*x -5112*g^2*p^2*q^2*r*x^2+4056*g^2*p^2*q^2*x^3+94*g^2*p^2*q*r^3*x-2700*g^2*p^2*q* r^2*x^2+6270*g^2*p^2*q*r*x^3-196*g^2*p^2*r^3*x^2+1334*g^2*p^2*r^2*x^3+2*g^2*p*q ^5*x+37*g^2*p*q^4*r*x-498*g^2*p*q^4*x^2+56*g^2*p*q^3*r^2*x-2114*g^2*p*q^3*r*x^2 +2502*g^2*p*q^3*x^3+26*g^2*p*q^2*r^3*x-1944*g^2*p*q^2*r^2*x^2+6270*g^2*p*q^2*r* x^3+4*g^2*p*q*r^4*x-450*g^2*p*q*r^3*x^2+3380*g^2*p*q*r^2*x^3+290*g^2*p*r^3*x^3-\ 26*g^2*q^5*x^2-177*g^2*q^4*r*x^2+474*g^2*q^4*x^3-223*g^2*q^3*r^2*x^2+1569*g^2*q ^3*r*x^3-74*g^2*q^2*r^3*x^2+1334*g^2*q^2*r^2*x^3+290*g^2*q*r^3*x^3+40*g*p^6*q*x -50*g*p^6*x^2+128*g*p^5*q^2*x+141*g*p^5*q*r*x-618*g*p^5*q*x^2-191*g*p^5*r*x^2+ 180*g*p^5*x^3+144*g*p^4*q^3*x+340*g*p^4*q^2*r*x-1680*g*p^4*q^2*x^2+176*g*p^4*q* r^2*x-1984*g*p^4*q*r*x^2+1368*g*p^4*q*x^3-238*g*p^4*r^2*x^2+692*g*p^4*r*x^3+64* g*p^3*q^4*x+262*g*p^3*q^3*r*x-1836*g*p^3*q^3*x^2+272*g*p^3*q^2*r^2*x-4094*g*p^3 *q^2*r*x^2+3204*g*p^3*q^2*x^3+89*g*p^3*q*r^3*x-1911*g*p^3*q*r^2*x^2+4328*g*p^3* q*r*x^3-107*g*p^3*r^3*x^2+737*g*p^3*r^2*x^3+8*g*p^2*q^5*x+68*g*p^2*q^4*r*x-858* g*p^2*q^4*x^2+96*g*p^2*q^3*r^2*x-3034*g*p^2*q^3*r*x^2+3204*g*p^2*q^3*x^3+54*g*p ^2*q^2*r^3*x-2502*g*p^2*q^2*r^2*x^2+7272*g*p^2*q^2*r*x^3+14*g*p^2*q*r^4*x-554*g *p^2*q*r^3*x^2+3442*g*p^2*q*r^2*x^3-10*g*p^2*r^4*x^2+230*g*p^2*r^3*x^3+5*g*p*q^ 5*r*x-138*g*p*q^5*x^2-767*g*p*q^4*r*x^2+1368*g*p*q^4*x^3-11*g*p*q^3*r^3*x-867*g *p*q^3*r^2*x^2+4328*g*p*q^3*r*x^3-6*g*p*q^2*r^4*x-256*g*p*q^2*r^3*x^2+3442*g*p* q^2*r^2*x^3+680*g*p*q*r^3*x^3-4*g*q^6*x^2-34*g*q^5*r*x^2+180*g*q^5*x^3-38*g*q^4 *r^2*x^2+692*g*q^4*r*x^3+2*g*q^3*r^3*x^2+737*g*q^3*r^2*x^3+10*g*q^2*r^4*x^2+230 *g*q^2*r^3*x^3+6*p^7*q*x-6*p^7*x^2+24*p^6*q^2*x+25*p^6*q*r*x-102*p^6*q*x^2-26*p ^6*r*x^2+26*p^6*x^3+36*p^5*q^3*x+78*p^5*q^2*r*x-360*p^5*q^2*x^2+39*p^5*q*r^2*x-\ 383*p^5*q*r*x^2+266*p^5*q*x^3-39*p^5*r^2*x^2+111*p^5*r*x^3+24*p^4*q^4*x+84*p^4* q^3*r*x-540*p^4*q^3*x^2+84*p^4*q^2*r^2*x-1075*p^4*q^2*r*x^2+830*p^4*q^2*x^3+27* p^4*q*r^3*x-465*p^4*q*r^2*x^2+988*p^4*q*r*x^3-24*p^4*r^3*x^2+135*p^4*r^2*x^3+6* p^3*q^5*x+34*p^3*q^4*r*x-390*p^3*q^4*x^2+48*p^3*q^3*r^2*x-1188*p^3*q^3*r*x^2+ 1180*p^3*q^3*x^3+30*p^3*q^2*r^3*x-903*p^3*q^2*r^2*x^2+2409*p^3*q^2*r*x^3+7*p^3* q*r^4*x-204*p^3*q*r^3*x^2+987*p^3*q*r^2*x^3-5*p^3*r^4*x^2+50*p^3*r^3*x^3+3*p^2* q^5*r*x-126*p^2*q^5*x^2-554*p^2*q^4*r*x^2+830*p^2*q^4*x^3-3*p^2*q^3*r^3*x-564*p ^2*q^3*r^2*x^2+2409*p^2*q^3*r*x^3-180*p^2*q^2*r^3*x^2+1704*p^2*q^2*r^2*x^3-20*p ^2*q*r^4*x^2+280*p^2*q*r^3*x^3-12*p*q^6*x^2-3*p*q^5*r^2*x-85*p*q^5*r*x^2+266*p* q^5*x^3-6*p*q^4*r^3*x-84*p*q^4*r^2*x^2+988*p*q^4*r*x^3-3*p*q^3*r^4*x+9*p*q^3*r^ 3*x^2+987*p*q^3*r^2*x^3+20*p*q^2*r^4*x^2+280*p*q^2*r^3*x^3-q^6*r*x^2+26*q^6*x^3 +3*q^5*r^2*x^2+111*q^5*r*x^3+9*q^4*r^3*x^2+135*q^4*r^2*x^3+5*q^3*r^4*x^2+50*q^3 *r^3*x^3-32*a^6*b*c-32*a^6*b*p-16*a^6*b*q-32*a^6*b*r-64*a^6*c^2-16*a^6*c*g-64*a ^6*c*p-64*a^6*c*q-64*a^6*c*r+128*a^6*c*x-16*a^6*g*p-8*a^6*g*q-16*a^6*g*r-32*a^6 *p*q+96*a^6*p*x-16*a^6*q^2-32*a^6*q*r+64*a^6*q*x+112*a^6*r*x-96*a^5*b^2*c-80*a^ 5*b^2*p-32*a^5*b^2*q-80*a^5*b^2*r-416*a^5*b*c^2-144*a^5*b*c*g-528*a^5*b*c*p-304 *a^5*b*c*q-464*a^5*b*c*r+1248*a^5*b*c*x-136*a^5*b*g*p-56*a^5*b*g*q-136*a^5*b*g* r-128*a^5*b*p^2-192*a^5*b*p*q-192*a^5*b*p*r+944*a^5*b*p*x-48*a^5*b*q^2-160*a^5* b*q*r+560*a^5*b*q*x-64*a^5*b*r^2+1104*a^5*b*r*x-448*a^5*c^3-304*a^5*c^2*g-704*a ^5*c^2*p-512*a^5*c^2*q-576*a^5*c^2*r+2560*a^5*c^2*x-48*a^5*c*g^2-360*a^5*c*g*p-\ 248*a^5*c*g*q-328*a^5*c*g*r+816*a^5*c*g*x-240*a^5*c*p^2-576*a^5*c*p*q-352*a^5*c *p*r+2496*a^5*c*p*x-176*a^5*c*q^2-448*a^5*c*q*r+2240*a^5*c*q*x-112*a^5*c*r^2+ 2624*a^5*c*r*x-1088*a^5*c*x^2-48*a^5*g^2*p-20*a^5*g^2*q-48*a^5*g^2*r-56*a^5*g*p ^2-144*a^5*g*p*q-80*a^5*g*p*r+616*a^5*g*p*x-48*a^5*g*q^2-128*a^5*g*q*r+376*a^5* g*q*x-24*a^5*g*r^2+728*a^5*g*r*x-128*a^5*p^2*q+384*a^5*p^2*x-112*a^5*p*q^2-192* a^5*p*q*r+1072*a^5*p*q*x+648*a^5*p*r*x-672*a^5*p*x^2-16*a^5*q^3-80*a^5*q^2*r+ 480*a^5*q^2*x-64*a^5*q*r^2+1104*a^5*q*r*x-528*a^5*q*x^2+232*a^5*r^2*x-928*a^5*r *x^2-96*a^4*b^3*c-64*a^4*b^3*p-16*a^4*b^3*q-64*a^4*b^3*r-736*a^4*b^2*c^2-272*a^ 4*b^2*c*g-928*a^4*b^2*c*p-368*a^4*b^2*c*q-736*a^4*b^2*c*r+2880*a^4*b^2*c*x-216* a^4*b^2*g*p-64*a^4*b^2*g*q-216*a^4*b^2*g*r-272*a^4*b^2*p^2-256*a^4*b^2*p*q-384* a^4*b^2*p*r+2080*a^4*b^2*p*x-32*a^4*b^2*q^2-192*a^4*b^2*q*r+1056*a^4*b^2*q*x-\ 112*a^4*b^2*r^2+2392*a^4*b^2*r*x-1760*a^4*b*c^3-1280*a^4*b*c^2*g-3072*a^4*b*c^2 *p-1552*a^4*b*c^2*q-2304*a^4*b*c^2*r+12384*a^4*b*c^2*x-224*a^4*b*c*g^2-1672*a^4 *b*c*g*p-768*a^4*b*c*g*q-1400*a^4*b*c*g*r+4480*a^4*b*c*g*x-1536*a^4*b*c*p^2-\ 1952*a^4*b*c*p*q-2128*a^4*b*c*p*r+13600*a^4*b*c*p*x-376*a^4*b*c*q^2-1376*a^4*b* c*q*r+9184*a^4*b*c*q*x-632*a^4*b*c*r^2+13144*a^4*b*c*r*x-6824*a^4*b*c*x^2-204*a ^4*b*g^2*p-64*a^4*b*g^2*q-204*a^4*b*g^2*r-456*a^4*b*g*p^2-528*a^4*b*g*p*q-656*a ^4*b*g*p*r+3296*a^4*b*g*p*x-96*a^4*b*g*q^2-424*a^4*b*g*q*r+1792*a^4*b*g*q*x-200 *a^4*b*g*r^2+3876*a^4*b*g*r*x-208*a^4*b*p^3-536*a^4*b*p^2*q-416*a^4*b*p^2*r+ 3176*a^4*b*p^2*x-272*a^4*b*p*q^2-712*a^4*b*p*q*r+5072*a^4*b*p*q*x-248*a^4*b*p*r ^2+5236*a^4*b*p*r*x-4248*a^4*b*p*x^2-20*a^4*b*q^3-176*a^4*b*q^2*r+1592*a^4*b*q^ 2*x-196*a^4*b*q*r^2+4704*a^4*b*q*r*x-3124*a^4*b*q*x^2-40*a^4*b*r^3+1768*a^4*b*r ^2*x-5920*a^4*b*r*x^2-1312*a^4*c^4-1440*a^4*c^3*g-2816*a^4*c^3*p-1680*a^4*c^3*q -2048*a^4*c^3*r+13056*a^4*c^3*x-504*a^4*c^2*g^2-2432*a^4*c^2*g*p-1424*a^4*c^2*g *q-1888*a^4*c^2*g*r+9424*a^4*c^2*g*x-1816*a^4*c^2*p^2-2944*a^4*c^2*p*q-2448*a^4 *c^2*p*r+18656*a^4*c^2*p*x-712*a^4*c^2*q^2-2048*a^4*c^2*q*r+14752*a^4*c^2*q*x-\ 712*a^4*c^2*r^2+16656*a^4*c^2*r*x-13264*a^4*c^2*x^2-56*a^4*c*g^3-652*a^4*c*g^2* p-340*a^4*c*g^2*q-564*a^4*c*g^2*r+1616*a^4*c*g^2*x-1028*a^4*c*g*p^2-1728*a^4*c* g*p*q-1424*a^4*c*g*p*r+9824*a^4*c*g*p*x-416*a^4*c*g*q^2-1280*a^4*c*g*q*r+7472*a ^4*c*g*q*x-416*a^4*c*g*r^2+9900*a^4*c*g*r*x-4644*a^4*c*g*x^2-360*a^4*c*p^3-1468 *a^4*c*p^2*q-696*a^4*c*p^2*r+7240*a^4*c*p^2*x-928*a^4*c*p*q^2-1944*a^4*c*p*q*r+ 14640*a^4*c*p*q*x-392*a^4*c*p*r^2+11640*a^4*c*p*r*x-12000*a^4*c*p*x^2-108*a^4*c *q^3-608*a^4*c*q^2*r+5248*a^4*c*q^2*x-556*a^4*c*q*r^2+12512*a^4*c*q*r*x-11488*a ^4*c*q*x^2-56*a^4*c*r^3+3880*a^4*c*r^2*x-13832*a^4*c*r*x^2+1472*a^4*c*x^3-56*a^ 4*g^3*p-18*a^4*g^3*q-56*a^4*g^3*r-148*a^4*g^2*p^2-224*a^4*g^2*p*q-208*a^4*g^2*p *r+1200*a^4*g^2*p*x-52*a^4*g^2*q^2-188*a^4*g^2*q*r+680*a^4*g^2*q*x-60*a^4*g^2*r ^2+1436*a^4*g^2*r*x-76*a^4*g*p^3-426*a^4*g*p^2*q-140*a^4*g*p^2*r+1968*a^4*g*p^2 *x-288*a^4*g*p*q^2-592*a^4*g*p*q*r+3856*a^4*g*p*q*x-72*a^4*g*p*r^2+3274*a^4*g*p *r*x-2860*a^4*g*p*x^2-32*a^4*g*q^3-200*a^4*g*q^2*r+1428*a^4*g*q^2*x-176*a^4*g*q *r^2+3768*a^4*g*q*r*x-2170*a^4*g*q*x^2-8*a^4*g*r^3+1104*a^4*g*r^2*x-4016*a^4*g* r*x^2-208*a^4*p^3*q+624*a^4*p^3*x-264*a^4*p^2*q^2-416*a^4*p^2*q*r+3144*a^4*p^2* q*x+1372*a^4*p^2*r*x-2256*a^4*p^2*x^2-80*a^4*p*q^3-328*a^4*p*q^2*r+2768*a^4*p*q ^2*x-248*a^4*p*q*r^2+4988*a^4*p*q*r*x-5104*a^4*p*q*x^2+872*a^4*p*r^2*x-4320*a^4 *p*r*x^2+736*a^4*p*x^3-4*a^4*q^4-48*a^4*q^3*r+568*a^4*q^3*x-84*a^4*q^2*r^2+2232 *a^4*q^2*r*x-2444*a^4*q^2*x^2-40*a^4*q*r^3+1632*a^4*q*r^2*x-5724*a^4*q*r*x^2+ 736*a^4*q*x^3+144*a^4*r^3*x-1560*a^4*r^2*x^2+1268*a^4*r*x^3-32*a^3*b^4*c-16*a^3 *b^4*p-16*a^3*b^4*r-480*a^3*b^3*c^2-176*a^3*b^3*c*g-576*a^3*b^3*c*p-128*a^3*b^3 *c*q-384*a^3*b^3*c*r+2656*a^3*b^3*c*x-112*a^3*b^3*g*p-16*a^3*b^3*g*q-112*a^3*b^ 3*g*r-176*a^3*b^3*p^2-96*a^3*b^3*p*q-224*a^3*b^3*p*r+1776*a^3*b^3*p*x-64*a^3*b^ 3*q*r+688*a^3*b^3*q*x-48*a^3*b^3*r^2+1984*a^3*b^3*r*x-2080*a^3*b^2*c^3-1536*a^3 *b^2*c^2*g-3680*a^3*b^2*c^2*p-1280*a^3*b^2*c^2*q-2400*a^3*b^2*c^2*r+18784*a^3*b ^2*c^2*x-272*a^3*b^2*c*g^2-1960*a^3*b^2*c*g*p-592*a^3*b^2*c*g*q-1464*a^3*b^2*c* g*r+7008*a^3*b^2*c*g*x-2064*a^3*b^2*c*p^2-1728*a^3*b^2*c*p*q-2576*a^3*b^2*c*p*r +21408*a^3*b^2*c*p*x-168*a^3*b^2*c*q^2-1056*a^3*b^2*c*q*r+11328*a^3*b^2*c*q*x-\ 632*a^3*b^2*c*r^2+18784*a^3*b^2*c*r*x-13224*a^3*b^2*c*x^2-208*a^3*b^2*g^2*p-40* a^3*b^2*g^2*q-208*a^3*b^2*g^2*r-600*a^3*b^2*g*p^2-440*a^3*b^2*g*p*q-808*a^3*b^2 *g*p*r+4880*a^3*b^2*g*p*x-32*a^3*b^2*g*q^2-328*a^3*b^2*g*q*r+2224*a^3*b^2*g*q*x -208*a^3*b^2*g*r^2+5612*a^3*b^2*g*r*x-360*a^3*b^2*p^3-544*a^3*b^2*p^2*q-656*a^3 *b^2*p^2*r+5704*a^3*b^2*p^2*x-148*a^3*b^2*p*q^2-624*a^3*b^2*p*q*r+6784*a^3*b^2* p*q*x-332*a^3*b^2*p*r^2+8840*a^3*b^2*p*r*x-8156*a^3*b^2*p*x^2-84*a^3*b^2*q^2*r+ 1464*a^3*b^2*q^2*x-120*a^3*b^2*q*r^2+5748*a^3*b^2*q*r*x-5504*a^3*b^2*q*x^2-36*a ^3*b^2*r^3+2596*a^3*b^2*r^2*x-11244*a^3*b^2*r*x^2-3552*a^3*b*c^4-3952*a^3*b*c^3 *g-8096*a^3*b*c^3*p-3552*a^3*b*c^3*q-5344*a^3*b*c^3*r+42336*a^3*b*c^3*x-1408*a^ 3*b*c^2*g^2-7128*a^3*b*c^2*g*p-2944*a^3*b*c^2*g*q-5032*a^3*b*c^2*g*r+31600*a^3* b*c^2*g*x-6256*a^3*b*c^2*p^2-6720*a^3*b*c^2*p*q-7888*a^3*b*c^2*p*r+65632*a^3*b* c^2*p*x-1064*a^3*b*c^2*q^2-4192*a^3*b*c^2*q*r+41136*a^3*b*c^2*q*x-2072*a^3*b*c^ 2*r^2+53400*a^3*b*c^2*r*x-52888*a^3*b*c^2*x^2-160*a^3*b*c*g^3-1888*a^3*b*c*g^2* p-668*a^3*b*c*g^2*q-1504*a^3*b*c*g^2*r+5680*a^3*b*c*g^2*x-3832*a^3*b*c*g*p^2-\ 3952*a^3*b*c*g*p*q-5024*a^3*b*c*g*p*r+35456*a^3*b*c*g*p*x-572*a^3*b*c*g*q^2-\ 2664*a^3*b*c*g*q*r+21240*a^3*b*c*g*q*x-1348*a^3*b*c*g*r^2+32848*a^3*b*c*g*r*x-\ 19636*a^3*b*c*g*x^2-1892*a^3*b*c*p^3-3836*a^3*b*c*p^2*q-3516*a^3*b*c*p^2*r+ 30696*a^3*b*c*p^2*x-1560*a^3*b*c*p*q^2-4560*a^3*b*c*p*q*r+44736*a^3*b*c*p*q*x-\ 1880*a^3*b*c*p*r^2+46080*a^3*b*c*p*r*x-51836*a^3*b*c*p*x^2-88*a^3*b*c*q^3-904*a ^3*b*c*q^2*r+12080*a^3*b*c*q^2*x-1064*a^3*b*c*q*r^2+34704*a^3*b*c*q*r*x-42012*a ^3*b*c*q*x^2-248*a^3*b*c*r^3+13752*a^3*b*c*r^2*x-56188*a^3*b*c*r*x^2+7200*a^3*b *c*x^3-142*a^3*b*g^3*p-30*a^3*b*g^3*q-142*a^3*b*g^3*r-560*a^3*b*g^2*p^2-500*a^3 *b*g^2*p*q-772*a^3*b*g^2*p*r+4056*a^3*b*g^2*p*x-60*a^3*b*g^2*q^2-396*a^3*b*g^2* q*r+2024*a^3*b*g^2*q*x-212*a^3*b*g^2*r^2+4794*a^3*b*g^2*r*x-594*a^3*b*g*p^3-\ 1182*a^3*b*g*p^2*q-1122*a^3*b*g*p^2*r+8936*a^3*b*g*p^2*x-464*a^3*b*g*p*q^2-1480 *a^3*b*g*p*q*r+12216*a^3*b*g*p*q*x-608*a^3*b*g*p*r^2+14330*a^3*b*g*p*r*x-12078* a^3*b*g*p*x^2-20*a^3*b*g*q^3-296*a^3*b*g*q^2*r+3280*a^3*b*g*q^2*x-356*a^3*b*g*q *r^2+10908*a^3*b*g*q*r*x-8566*a^3*b*g*q*x^2-80*a^3*b*g*r^3+4442*a^3*b*g*r^2*x-\ 16842*a^3*b*g*r*x^2-176*a^3*b*p^4-656*a^3*b*p^3*q-440*a^3*b*p^3*r+4164*a^3*b*p^ 3*x-508*a^3*b*p^2*q^2-1164*a^3*b*p^2*q*r+11124*a^3*b*p^2*q*x-368*a^3*b*p^2*r^2+ 8816*a^3*b*p^2*r*x-11576*a^3*b*p^2*x^2-84*a^3*b*p*q^3-544*a^3*b*p*q^2*r+7064*a^ 3*b*p*q^2*x-572*a^3*b*p*q*r^2+16062*a^3*b*p*q*r*x-20440*a^3*b*p*q*x^2-112*a^3*b *p*r^3+5230*a^3*b*p*r^2*x-21876*a^3*b*p*r*x^2+3600*a^3*b*p*x^3-44*a^3*b*q^3*r+ 1000*a^3*b*q^3*x-96*a^3*b*q^2*r^2+5160*a^3*b*q^2*r*x-8056*a^3*b*q^2*x^2-60*a^3* b*q*r^3+4390*a^3*b*q*r^2*x-21324*a^3*b*q*r*x^2+3600*a^3*b*q*x^3-8*a^3*b*r^4+744 *a^3*b*r^3*x-7414*a^3*b*r^2*x^2+6356*a^3*b*r*x^3-2048*a^3*c^5-3088*a^3*c^4*g-\ 5584*a^3*c^4*p-2880*a^3*c^4*q-3728*a^3*c^4*r+30272*a^3*c^4*x-1680*a^3*c^3*g^2-\ 6944*a^3*c^3*g*p-3488*a^3*c^3*g*q-4800*a^3*c^3*g*r+34224*a^3*c^3*g*x-5248*a^3*c ^3*p^2-6880*a^3*c^3*p*q-6624*a^3*c^3*p*r+58320*a^3*c^3*p*x-1408*a^3*c^3*q^2-\ 4416*a^3*c^3*q*r+41024*a^3*c^3*q*x-1776*a^3*c^3*r^2+46136*a^3*c^3*r*x-52096*a^3 *c^3*x^2-388*a^3*c^2*g^3-3016*a^3*c^2*g^2*p-1416*a^3*c^2*g^2*q-2224*a^3*c^2*g^2 *r+12416*a^3*c^2*g^2*x-4912*a^3*c^2*g*p^2-6488*a^3*c^2*g*p*q-6312*a^3*c^2*g*p*r +51096*a^3*c^2*g*p*x-1276*a^3*c^2*g*q^2-4312*a^3*c^2*g*q*r+35768*a^3*c^2*g*q*x-\ 1692*a^3*c^2*g*r^2+43524*a^3*c^2*g*r*x-38764*a^3*c^2*g*x^2-2036*a^3*c^2*p^3-\ 5448*a^3*c^2*p^2*q-3740*a^3*c^2*p^2*r+37096*a^3*c^2*p^2*x-2820*a^3*c^2*p*q^2-\ 6672*a^3*c^2*p*q*r+62528*a^3*c^2*p*q*x-1980*a^3*c^2*p*r^2+54932*a^3*c^2*p*r*x-\ 68452*a^3*c^2*p*x^2-272*a^3*c^2*q^3-1716*a^3*c^2*q^2*r+19424*a^3*c^2*q^2*x-1704 *a^3*c^2*q*r^2+47308*a^3*c^2*q*r*x-61648*a^3*c^2*q*x^2-260*a^3*c^2*r^3+16524*a^ 3*c^2*r^2*x-66712*a^3*c^2*r*x^2+13024*a^3*c^2*x^3-32*a^3*c*g^4-534*a^3*c*g^3*p-\ 210*a^3*c*g^3*q-442*a^3*c*g^3*r+1436*a^3*c*g^3*x-1472*a^3*c*g^2*p^2-1868*a^3*c* g^2*p*q-1948*a^3*c*g^2*p*r+13496*a^3*c*g^2*p*x-340*a^3*c*g^2*q^2-1328*a^3*c*g^2 *q*r+8988*a^3*c*g^2*q*x-524*a^3*c*g^2*r^2+13086*a^3*c*g^2*r*x-6888*a^3*c*g^2*x^ 2-1190*a^3*c*g*p^3-3474*a^3*c*g*p^2*q-2186*a^3*c*g*p^2*r+21900*a^3*c*g*p^2*x-\ 1808*a^3*c*g*p*q^2-4352*a^3*c*g*p*q*r+37264*a^3*c*g*p*q*x-1136*a^3*c*g*p*r^2+ 33930*a^3*c*g*p*r*x-36512*a^3*c*g*p*x^2-160*a^3*c*g*q^3-1144*a^3*c*g*q^2*r+ 11656*a^3*c*g*q^2*x-1120*a^3*c*g*q*r^2+30344*a^3*c*g*q*r*x-32086*a^3*c*g*q*x^2-\ 136*a^3*c*g*r^3+10438*a^3*c*g*r^2*x-40790*a^3*c*g*r*x^2+4800*a^3*c*g*x^3-276*a^ 3*c*p^4-1700*a^3*c*p^3*q-664*a^3*c*p^3*r+8728*a^3*c*p^3*x-1668*a^3*c*p^2*q^2-\ 3108*a^3*c*p^2*q*r+28704*a^3*c*p^2*q*x-524*a^3*c*p^2*r^2+18454*a^3*c*p^2*r*x-\ 26856*a^3*c*p^2*x^2-420*a^3*c*p*q^3-1920*a^3*c*p*q^2*r+21020*a^3*c*p*q^2*x-1644 *a^3*c*p*q*r^2+41094*a^3*c*p*q*r*x-55150*a^3*c*p*q*x^2-144*a^3*c*p*r^3+10958*a^ 3*c*p*r^2*x-47888*a^3*c*p*r*x^2+10512*a^3*c*p*x^3-16*a^3*c*q^4-236*a^3*c*q^3*r+ 3680*a^3*c*q^3*x-432*a^3*c*q^2*r^2+15052*a^3*c*q^2*r*x-23480*a^3*c*q^2*x^2-220* a^3*c*q*r^3+11646*a^3*c*q*r^2*x-51516*a^3*c*q*r*x^2+11824*a^3*c*q*x^3-8*a^3*c*r ^4+1572*a^3*c*r^3*x-15910*a^3*c*r^2*x^2+13976*a^3*c*r*x^3-32*a^3*g^4*p-7*a^3*g^ 4*q-32*a^3*g^4*r-146*a^3*g^3*p^2-156*a^3*g^3*p*q-200*a^3*g^3*p*r+1042*a^3*g^3*p *x-24*a^3*g^3*q^2-128*a^3*g^3*q*r+550*a^3*g^3*q*x-54*a^3*g^3*r^2+1262*a^3*g^3*r *x-172*a^3*g^2*p^3-515*a^3*g^2*p^2*q-312*a^3*g^2*p^2*r+3108*a^3*g^2*p^2*x-264*a ^3*g^2*p*q^2-672*a^3*g^2*p*q*r+4912*a^3*g^2*p*q*x-156*a^3*g^2*p*r^2+5085*a^3*g^ 2*p*r*x-4200*a^3*g^2*p*x^2-20*a^3*g^2*q^3-180*a^3*g^2*q^2*r+1546*a^3*g^2*q^2*x-\ 176*a^3*g^2*q*r^2+4602*a^3*g^2*q*r*x-3099*a^3*g^2*q*x^2-16*a^3*g^2*r^3+1600*a^3 *g^2*r^2*x-5938*a^3*g^2*r*x^2-50*a^3*g*p^4-530*a^3*g*p^3*q-112*a^3*g*p^3*r+2426 *a^3*g*p^3*x-556*a^3*g*p^2*q^2-992*a^3*g*p^2*q*r+8626*a^3*g*p^2*q*x-78*a^3*g*p^ 2*r^2+5187*a^3*g*p^2*r*x-7584*a^3*g*p^2*x^2-136*a^3*g*p*q^3-656*a^3*g*p*q^2*r+ 6482*a^3*g*p*q^2*x-536*a^3*g*p*q*r^2+13030*a^3*g*p*q*r*x-14935*a^3*g*p*q*x^2-16 *a^3*g*p*r^3+3060*a^3*g*p*r^2*x-14476*a^3*g*p*r*x^2+2400*a^3*g*p*x^3-4*a^3*g*q^ 4-80*a^3*g*q^3*r+1140*a^3*g*q^3*x-148*a^3*g*q^2*r^2+4982*a^3*g*q^2*r*x-6484*a^3 *g*q^2*x^2-72*a^3*g*q*r^3+3814*a^3*g*q*r^2*x-16116*a^3*g*q*r*x^2+2400*a^3*g*q*x ^3+410*a^3*g*r^3*x-4992*a^3*g*r^2*x^2+4182*a^3*g*r*x^3-176*a^3*p^4*q+528*a^3*p^ 4*x-296*a^3*p^3*q^2-440*a^3*p^3*q*r+3908*a^3*p^3*q*x+1426*a^3*p^3*r*x-2952*a^3* p^3*x^2-140*a^3*p^2*q^3-508*a^3*p^2*q^2*r+5208*a^3*p^2*q^2*x-368*a^3*p^2*q*r^2+ 8164*a^3*p^2*q*r*x-11304*a^3*p^2*q*x^2+1262*a^3*p^2*r^2*x-7168*a^3*p^2*r*x^2+ 2000*a^3*p^2*x^3-16*a^3*p*q^4-144*a^3*p*q^3*r+2144*a^3*p*q^3*x-240*a^3*p*q^2*r^ 2+7096*a^3*p*q^2*r*x-10788*a^3*p*q^2*x^2-112*a^3*p*q*r^3+4790*a^3*p*q*r^2*x-\ 19718*a^3*p*q*r*x^2+4656*a^3*p*q*x^3+396*a^3*p*r^3*x-4518*a^3*p*r^2*x^2+4652*a^ 3*p*r*x^3-8*a^3*q^4*r+220*a^3*q^4*x-24*a^3*q^3*r^2+1428*a^3*q^3*r*x-2840*a^3*q^ 3*x^2-24*a^3*q^2*r^3+1812*a^3*q^2*r^2*x-9538*a^3*q^2*r*x^2+2656*a^3*q^2*x^3-8*a ^3*q*r^4+684*a^3*q*r^3*x-6214*a^3*q*r^2*x^2+5936*a^3*q*r*x^3+28*a^3*r^4*x-636*a ^3*r^3*x^2+1716*a^3*r^2*x^3-96*a^2*b^4*c^2-32*a^2*b^4*c*g-112*a^2*b^4*c*p-48*a^ 2*b^4*c*r+1024*a^2*b^4*c*x-16*a^2*b^4*g*p-16*a^2*b^4*g*r-32*a^2*b^4*p^2-32*a^2* b^4*p*r+608*a^2*b^4*p*x+128*a^2*b^4*q*x+648*a^2*b^4*r*x-864*a^2*b^3*c^3-624*a^2 *b^3*c^2*g-1536*a^2*b^3*c^2*p-288*a^2*b^3*c^2*q-768*a^2*b^3*c^2*r+11392*a^2*b^3 *c^2*x-104*a^2*b^3*c*g^2-768*a^2*b^3*c*g*p-112*a^2*b^3*c*g*q-464*a^2*b^3*c*g*r+ 4176*a^2*b^3*c*g*x-904*a^2*b^3*c*p^2-416*a^2*b^3*c*p*q-928*a^2*b^3*c*p*r+13120* a^2*b^3*c*p*x-192*a^2*b^3*c*q*r+5024*a^2*b^3*c*q*x-144*a^2*b^3*c*r^2+9960*a^2*b ^3*c*r*x-10680*a^2*b^3*c*x^2-64*a^2*b^3*g^2*p-4*a^2*b^3*g^2*q-64*a^2*b^3*g^2*r-\ 240*a^2*b^3*g*p^2-88*a^2*b^3*g*p*q-288*a^2*b^3*g*p*r+2680*a^2*b^3*g*p*x-64*a^2* b^3*g*q*r+904*a^2*b^3*g*q*x-48*a^2*b^3*g*r^2+2972*a^2*b^3*g*r*x-176*a^2*b^3*p^3 -148*a^2*b^3*p^2*q-272*a^2*b^3*p^2*r+3744*a^2*b^3*p^2*x-128*a^2*b^3*p*q*r+3200* a^2*b^3*p*q*x-96*a^2*b^3*p*r^2+5256*a^2*b^3*p*r*x-6448*a^2*b^3*p*x^2+352*a^2*b^ 3*q^2*x+2452*a^2*b^3*q*r*x-3796*a^2*b^3*q*x^2+1180*a^2*b^3*r^2*x-8664*a^2*b^3*r *x^2-2784*a^2*b^2*c^4-3072*a^2*b^2*c^3*g-6464*a^2*b^2*c^3*p-1952*a^2*b^2*c^3*q-\ 3584*a^2*b^2*c^3*r+42880*a^2*b^2*c^3*x-1072*a^2*b^2*c^2*g^2-5608*a^2*b^2*c^2*g* p-1520*a^2*b^2*c^2*g*q-3352*a^2*b^2*c^2*g*r+31952*a^2*b^2*c^2*g*x-5392*a^2*b^2* c^2*p^2-3904*a^2*b^2*c^2*p*q-5936*a^2*b^2*c^2*p*r+69536*a^2*b^2*c^2*p*x-312*a^2 *b^2*c^2*q^2-2016*a^2*b^2*c^2*q*r+34048*a^2*b^2*c^2*q*x-1224*a^2*b^2*c^2*r^2+ 49376*a^2*b^2*c^2*r*x-68448*a^2*b^2*c^2*x^2-116*a^2*b^2*c*g^3-1404*a^2*b^2*c*g^ 2*p-300*a^2*b^2*c*g^2*q-972*a^2*b^2*c*g^2*r+5696*a^2*b^2*c*g^2*x-3284*a^2*b^2*c *g*p^2-2176*a^2*b^2*c*g*p*q-3824*a^2*b^2*c*g*p*r+36928*a^2*b^2*c*g*p*x-136*a^2* b^2*c*g*q^2-1272*a^2*b^2*c*g*q*r+17136*a^2*b^2*c*g*q*x-808*a^2*b^2*c*g*r^2+ 30460*a^2*b^2*c*g*r*x-25728*a^2*b^2*c*g*x^2-1892*a^2*b^2*c*p^3-2468*a^2*b^2*c*p ^2*q-3124*a^2*b^2*c*p^2*r+35760*a^2*b^2*c*p^2*x-524*a^2*b^2*c*p*q^2-2448*a^2*b^ 2*c*p*q*r+39752*a^2*b^2*c*p*q*x-1364*a^2*b^2*c*p*r^2+48288*a^2*b^2*c*p*r*x-\ 70224*a^2*b^2*c*p*x^2-252*a^2*b^2*c*q^2*r+7424*a^2*b^2*c*q^2*x-360*a^2*b^2*c*q* r^2+27012*a^2*b^2*c*q*r*x-48432*a^2*b^2*c*q*x^2-108*a^2*b^2*c*r^3+11768*a^2*b^2 *c*r^2*x-70632*a^2*b^2*c*r*x^2+11456*a^2*b^2*c*x^3-86*a^2*b^2*g^3*p-8*a^2*b^2*g ^3*q-86*a^2*b^2*g^3*r-452*a^2*b^2*g^2*p^2-240*a^2*b^2*g^2*p*q-576*a^2*b^2*g^2*p *r+3832*a^2*b^2*g^2*p*x-8*a^2*b^2*g^2*q^2-184*a^2*b^2*g^2*q*r+1584*a^2*b^2*g^2* q*x-124*a^2*b^2*g^2*r^2+4400*a^2*b^2*g^2*r*x-606*a^2*b^2*g*p^3-736*a^2*b^2*g*p^ 2*q-1038*a^2*b^2*g*p^2*r+10292*a^2*b^2*g*p^2*x-132*a^2*b^2*g*p*q^2-800*a^2*b^2* g*p*q*r+10532*a^2*b^2*g*p*q*x-468*a^2*b^2*g*p*r^2+15290*a^2*b^2*g*p*r*x-15686*a ^2*b^2*g*p*x^2-84*a^2*b^2*g*q^2*r+1884*a^2*b^2*g*q^2*x-120*a^2*b^2*g*q*r^2+8520 *a^2*b^2*g*q*r*x-10042*a^2*b^2*g*q*x^2-36*a^2*b^2*g*r^3+3920*a^2*b^2*g*r^2*x-\ 21330*a^2*b^2*g*r*x^2-232*a^2*b^2*p^4-488*a^2*b^2*p^3*q-516*a^2*b^2*p^3*r+5704* a^2*b^2*p^3*x-208*a^2*b^2*p^2*q^2-720*a^2*b^2*p^2*q*r+11000*a^2*b^2*p^2*q*x-356 *a^2*b^2*p^2*r^2+11072*a^2*b^2*p^2*r*x-17052*a^2*b^2*p^2*x^2-168*a^2*b^2*p*q^2* r+4880*a^2*b^2*p*q^2*x-240*a^2*b^2*p*q*r^2+14076*a^2*b^2*p*q*r*x-25104*a^2*b^2* p*q*x^2-72*a^2*b^2*p*r^3+5560*a^2*b^2*p*r^2*x-30948*a^2*b^2*p*r*x^2+5728*a^2*b^ 2*p*x^3+352*a^2*b^2*q^3*x+3176*a^2*b^2*q^2*r*x-8052*a^2*b^2*q^2*x^2+2788*a^2*b^ 2*q*r^2*x-24240*a^2*b^2*q*r*x^2+5728*a^2*b^2*q*x^3+480*a^2*b^2*r^3*x-9324*a^2*b ^2*r^2*x^2+10176*a^2*b^2*r*x^3-3776*a^2*b*c^5-5648*a^2*b*c^4*g-10720*a^2*b*c^4* p-4144*a^2*b*c^4*q-6368*a^2*b*c^4*r+66784*a^2*b*c^4*x-3032*a^2*b*c^3*g^2-13304* a^2*b*c^3*g*p-4848*a^2*b*c^3*g*q-8184*a^2*b*c^3*g*r+75616*a^2*b*c^3*g*x-11288*a ^2*b*c^3*p^2-10496*a^2*b*c^3*p*q-13072*a^2*b*c^3*p*r+136848*a^2*b*c^3*p*x-1416* a^2*b*c^3*q^2-5920*a^2*b*c^3*q*r+78016*a^2*b*c^3*q*x-3064*a^2*b*c^3*r^2+96896*a ^2*b*c^3*r*x-140464*a^2*b*c^3*x^2-684*a^2*b*c^2*g^3-5684*a^2*b*c^2*g^2*p-1848*a ^2*b*c^2*g^2*q-3732*a^2*b*c^2*g^2*r+27440*a^2*b*c^2*g^2*x-10828*a^2*b*c^2*g*p^2 -9704*a^2*b*c^2*g*p*q-12856*a^2*b*c^2*g*p*r+120760*a^2*b*c^2*g*p*x-1180*a^2*b*c ^2*g*q^2-5736*a^2*b*c^2*g*q*r+67352*a^2*b*c^2*g*q*x-3028*a^2*b*c^2*g*r^2+92152* a^2*b*c^2*g*r*x-106156*a^2*b*c^2*g*x^2-5432*a^2*b*c^2*p^3-9208*a^2*b*c^2*p^2*q-\ 9368*a^2*b*c^2*p^2*r+97664*a^2*b*c^2*p^2*x-3128*a^2*b*c^2*p*q^2-9984*a^2*b*c^2* p*q*r+127904*a^2*b*c^2*p*q*x-4520*a^2*b*c^2*p*r^2+132524*a^2*b*c^2*p*r*x-197480 *a^2*b*c^2*p*x^2-144*a^2*b*c^2*q^3-1656*a^2*b*c^2*q^2*r+30344*a^2*b*c^2*q^2*x-\ 2016*a^2*b*c^2*q*r^2+86156*a^2*b*c^2*q*r*x-152308*a^2*b*c^2*q*x^2-504*a^2*b*c^2 *r^3+34548*a^2*b*c^2*r^2*x-177920*a^2*b*c^2*r*x^2+42560*a^2*b*c^2*x^3-54*a^2*b* c*g^4-950*a^2*b*c*g^3*p-240*a^2*b*c*g^3*q-710*a^2*b*c*g^3*r+3164*a^2*b*c*g^3*x-\ 3264*a^2*b*c*g^2*p^2-2668*a^2*b*c*g^2*p*q-4028*a^2*b*c*g^2*p*r+31464*a^2*b*c*g^ 2*p*x-266*a^2*b*c*g^2*q^2-1724*a^2*b*c*g^2*q*r+16676*a^2*b*c*g^2*q*x-950*a^2*b* c*g^2*r^2+27656*a^2*b*c*g^2*r*x-19284*a^2*b*c*g^2*x^2-3534*a^2*b*c*g*p^3-5928*a ^2*b*c*g*p^2*q-6206*a^2*b*c*g*p^2*r+59672*a^2*b*c*g*p^2*x-1900*a^2*b*c*g*p*q^2-\ 6648*a^2*b*c*g*p*q*r+76292*a^2*b*c*g*p*q*x-3028*a^2*b*c*g*p*r^2+85342*a^2*b*c*g *p*r*x-106626*a^2*b*c*g*p*x^2-68*a^2*b*c*g*q^3-1088*a^2*b*c*g*q^2*r+17732*a^2*b *c*g*q^2*x-1348*a^2*b*c*g*q*r^2+55610*a^2*b*c*g*q*r*x-80112*a^2*b*c*g*q*x^2-328 *a^2*b*c*g*r^3+22838*a^2*b*c*g*r^2*x-110662*a^2*b*c*g*r*x^2+16144*a^2*b*c*g*x^3 -1162*a^2*b*c*p^4-3300*a^2*b*c*p^3*q-2696*a^2*b*c*p^3*r+28152*a^2*b*c*p^3*x-\ 2094*a^2*b*c*p^2*q^2-5332*a^2*b*c*p^2*q*r+65112*a^2*b*c*p^2*q*x-2022*a^2*b*c*p^ 2*r^2+55542*a^2*b*c*p^2*r*x-86368*a^2*b*c*p^2*x^2-268*a^2*b*c*p*q^3-2032*a^2*b* c*p*q^2*r+36040*a^2*b*c*p*q^2*x-2276*a^2*b*c*p*q*r^2+83930*a^2*b*c*p*q*r*x-\ 146490*a^2*b*c*p*q*x^2-512*a^2*b*c*p*r^3+29566*a^2*b*c*p*r^2*x-145818*a^2*b*c*p *r*x^2+36208*a^2*b*c*p*x^3-132*a^2*b*c*q^3*r+4304*a^2*b*c*q^3*x-288*a^2*b*c*q^2 *r^2+22850*a^2*b*c*q^2*r*x-52140*a^2*b*c*q^2*x^2-180*a^2*b*c*q*r^3+19162*a^2*b* c*q*r^2*x-126016*a^2*b*c*q*r*x^2+37520*a^2*b*c*q*x^3-24*a^2*b*c*r^4+3372*a^2*b* c*r^3*x-43446*a^2*b*c*r^2*x^2+46736*a^2*b*c*r*x^3-47*a^2*b*g^4*p-5*a^2*b*g^4*q-\ 47*a^2*b*g^4*r-306*a^2*b*g^3*p^2-198*a^2*b*g^3*p*q-400*a^2*b*g^3*p*r+2194*a^2*b *g^3*p*x-12*a^2*b*g^3*q^2-158*a^2*b*g^3*q*r+1014*a^2*b*g^3*q*x-94*a^2*b*g^3*r^2 +2604*a^2*b*g^3*r*x-557*a^2*b*g^2*p^3-874*a^2*b*g^2*p^2*q-997*a^2*b*g^2*p^2*r+ 8452*a^2*b*g^2*p^2*x-248*a^2*b*g^2*p*q^2-1038*a^2*b*g^2*p*q*r+9914*a^2*b*g^2*p* q*x-490*a^2*b*g^2*p*r^2+13093*a^2*b*g^2*p*r*x-11741*a^2*b*g^2*p*x^2-5*a^2*b*g^2 *q^3-164*a^2*b*g^2*q^2*r+2274*a^2*b*g^2*q^2*x-209*a^2*b*g^2*q*r^2+8447*a^2*b*g^ 2*q*r*x-8010*a^2*b*g^2*q*x^2-50*a^2*b*g^2*r^3+3609*a^2*b*g^2*r^2*x-16225*a^2*b* g^2*r*x^2-376*a^2*b*g*p^4-1094*a^2*b*g*p^3*q-882*a^2*b*g*p^3*r+8828*a^2*b*g*p^3 *x-684*a^2*b*g*p^2*q^2-1818*a^2*b*g*p^2*q*r+20180*a^2*b*g*p^2*q*x-670*a^2*b*g*p ^2*r^2+17976*a^2*b*g*p^2*r*x-24989*a^2*b*g*p^2*x^2-74*a^2*b*g*p*q^3-696*a^2*b*g *p*q^2*r+10952*a^2*b*g*p*q^2*x-794*a^2*b*g*p*q*r^2+27645*a^2*b*g*p*q*r*x-40321* a^2*b*g*p*q*x^2-172*a^2*b*g*p*r^3+9781*a^2*b*g*p*r^2*x-46135*a^2*b*g*p*r*x^2+ 8072*a^2*b*g*p*x^3-44*a^2*b*g*q^3*r+1256*a^2*b*g*q^3*x-96*a^2*b*g*q^2*r^2+7543* a^2*b*g*q^2*r*x-14465*a^2*b*g*q^2*x^2-60*a^2*b*g*q*r^3+6503*a^2*b*g*q*r^2*x-\ 40128*a^2*b*g*q*r*x^2+8072*a^2*b*g*q*x^3-8*a^2*b*g*r^4+1097*a^2*b*g*r^3*x-14416 *a^2*b*g*r^2*x^2+14214*a^2*b*g*r*x^3-82*a^2*b*p^5-405*a^2*b*p^4*q-246*a^2*b*p^4 *r+2662*a^2*b*p^4*x-424*a^2*b*p^3*q^2-890*a^2*b*p^3*q*r+10152*a^2*b*p^3*q*x-262 *a^2*b*p^3*r^2+6849*a^2*b*p^3*r*x-11514*a^2*b*p^3*x^2-113*a^2*b*p^2*q^3-604*a^2 *b*p^2*q^2*r+9930*a^2*b*p^2*q^2*x-605*a^2*b*p^2*q*r^2+19151*a^2*b*p^2*q*r*x-\ 33095*a^2*b*p^2*q*x^2-114*a^2*b*p^2*r^3+5593*a^2*b*p^2*r^2*x-27304*a^2*b*p^2*r* x^2+7464*a^2*b*p^2*x^3-88*a^2*b*p*q^3*r+2880*a^2*b*p*q^3*x-192*a^2*b*p*q^2*r^2+ 11942*a^2*b*p*q^2*r*x-25888*a^2*b*p*q^2*x^2-120*a^2*b*p*q*r^3+9292*a^2*b*p*q*r^ 2*x-53988*a^2*b*p*q*r*x^2+15584*a^2*b*p*q*x^3-16*a^2*b*p*r^4+1506*a^2*b*p*r^3*x -16031*a^2*b*p*r^2*x^2+17514*a^2*b*p*r*x^3+152*a^2*b*q^4*x+1694*a^2*b*q^3*r*x-\ 5519*a^2*b*q^3*x^2+2140*a^2*b*q^2*r^2*x-20876*a^2*b*q^2*r*x^2+8120*a^2*b*q^2*x^ 3+789*a^2*b*q*r^3*x-14529*a^2*b*q*r^2*x^2+18798*a^2*b*q*r*x^3+70*a^2*b*r^4*x-\ 1830*a^2*b*r^3*x^2+6216*a^2*b*r^2*x^3-1792*a^2*c^6-3424*a^2*c^5*g-5936*a^2*c^5* p-2720*a^2*c^5*q-3696*a^2*c^5*r+36352*a^2*c^5*x-2520*a^2*c^4*g^2-9696*a^2*c^4*g *p-4280*a^2*c^4*g*q-6128*a^2*c^4*g*r+55792*a^2*c^4*g*x-7320*a^2*c^4*p^2-8256*a^ 2*c^4*p*q-8736*a^2*c^4*p*r+88976*a^2*c^4*p*x-1472*a^2*c^4*q^2-4960*a^2*c^4*q*r+ 56704*a^2*c^4*q*x-2176*a^2*c^4*r^2+63936*a^2*c^4*r*x-92912*a^2*c^4*x^2-884*a^2* c^3*g^3-5952*a^2*c^3*g^2*p-2460*a^2*c^3*g^2*q-3880*a^2*c^3*g^2*r+30992*a^2*c^3* g^2*x-9680*a^2*c^3*g*p^2-10784*a^2*c^3*g*p*q-11640*a^2*c^3*g*p*r+111432*a^2*c^3 *g*p*x-1812*a^2*c^3*g*q^2-6600*a^2*c^3*g*q*r+70544*a^2*c^3*g*q*x-2868*a^2*c^3*g *r^2+83384*a^2*c^3*g*r*x-106284*a^2*c^3*g*x^2-4220*a^2*c^3*p^3-9044*a^2*c^3*p^2 *q-7396*a^2*c^3*p^2*r+79256*a^2*c^3*p^2*x-4012*a^2*c^3*p*q^2-10400*a^2*c^3*p*q* r+117720*a^2*c^3*p*q*x-3684*a^2*c^3*p*r^2+108944*a^2*c^3*p*r*x-163836*a^2*c^3*p *x^2-328*a^2*c^3*q^3-2300*a^2*c^3*q^2*r+32560*a^2*c^3*q^2*x-2416*a^2*c^3*q*r^2+ 80844*a^2*c^3*q*r*x-136876*a^2*c^3*q*x^2-444*a^2*c^3*r^3+29712*a^2*c^3*r^2*x-\ 141048*a^2*c^3*r*x^2+38784*a^2*c^3*x^3-146*a^2*c^2*g^4-1684*a^2*c^2*g^3*p-614*a ^2*c^2*g^3*q-1168*a^2*c^2*g^3*r+7324*a^2*c^2*g^3*x-4584*a^2*c^2*g^2*p^2-4908*a^ 2*c^2*g^2*p*q-5604*a^2*c^2*g^2*p*r+48208*a^2*c^2*g^2*p*x-746*a^2*c^2*g^2*q^2-\ 3112*a^2*c^2*g^2*q*r+29916*a^2*c^2*g^2*q*x-1366*a^2*c^2*g^2*r^2+38836*a^2*c^2*g ^2*r*x-38996*a^2*c^2*g^2*x^2-4112*a^2*c^2*g*p^3-9070*a^2*c^2*g*p^2*q-7212*a^2*c ^2*g*p^2*r+75212*a^2*c^2*g*p^2*x-3928*a^2*c^2*g*p*q^2-10544*a^2*c^2*g*p*q*r+ 112248*a^2*c^2*g*p*q*x-3544*a^2*c^2*g*p*r^2+106654*a^2*c^2*g*p*r*x-144836*a^2*c ^2*g*p*x^2-288*a^2*c^2*g*q^3-2316*a^2*c^2*g*q^2*r+30764*a^2*c^2*g*q^2*x-2424*a^ 2*c^2*g*q*r^2+80186*a^2*c^2*g*q*r*x-120800*a^2*c^2*g*q*x^2-396*a^2*c^2*g*r^3+ 29386*a^2*c^2*g*r^2*x-134848*a^2*c^2*g*r*x^2+29488*a^2*c^2*g*x^3-1138*a^2*c^2*p ^4-4484*a^2*c^2*p^3*q-2636*a^2*c^2*p^3*r+31320*a^2*c^2*p^3*x-3678*a^2*c^2*p^2*q ^2-7668*a^2*c^2*p^2*q*r+84376*a^2*c^2*p^2*q*x-1978*a^2*c^2*p^2*r^2+62542*a^2*c^ 2*p^2*r*x-99908*a^2*c^2*p^2*x^2-780*a^2*c^2*p*q^3-3960*a^2*c^2*p*q^2*r+54224*a^ 2*c^2*p*q^2*x-3684*a^2*c^2*p*q*r^2+111206*a^2*c^2*p*q*r*x-186802*a^2*c^2*p*q*x^ 2-504*a^2*c^2*p*r^3+34294*a^2*c^2*p*r^2*x-163510*a^2*c^2*p*r*x^2+45744*a^2*c^2* p*x^3-24*a^2*c^2*q^4-420*a^2*c^2*q^3*r+8272*a^2*c^2*q^3*x-792*a^2*c^2*q^2*r^2+ 35242*a^2*c^2*q^2*r*x-72264*a^2*c^2*q^2*x^2-420*a^2*c^2*q*r^3+27830*a^2*c^2*q*r ^2*x-153464*a^2*c^2*q*r*x^2+49632*a^2*c^2*q*x^3-24*a^2*c^2*r^4+4332*a^2*c^2*r^3 *x-48930*a^2*c^2*r^2*x^2+50988*a^2*c^2*r*x^3-9*a^2*c*g^5-213*a^2*c*g^4*p-59*a^2 *c*g^4*q-167*a^2*c*g^4*r+616*a^2*c*g^4*x-921*a^2*c*g^3*p^2-890*a^2*c*g^3*p*q-\ 1160*a^2*c*g^3*p*r+8240*a^2*c*g^3*p*x-112*a^2*c*g^3*q^2-608*a^2*c*g^3*q*r+4842* a^2*c*g^3*q*x-280*a^2*c*g^3*r^2+7632*a^2*c*g^3*r*x-4541*a^2*c*g^3*x^2-1293*a^2* c*g^2*p^3-2858*a^2*c*g^2*p^2*q-2277*a^2*c*g^2*p^2*r+22394*a^2*c*g^2*p^2*x-1176* a^2*c*g^2*p*q^2-3390*a^2*c*g^2*p*q*r+32730*a^2*c*g^2*p*q*x-1102*a^2*c*g^2*p*r^2 +33345*a^2*c*g^2*p*r*x-37954*a^2*c*g^2*p*x^2-71*a^2*c*g^2*q^3-728*a^2*c*g^2*q^2 *r+8866*a^2*c*g^2*q^2*x-767*a^2*c*g^2*q*r^2+25157*a^2*c*g^2*q*r*x-30896*a^2*c*g ^2*q*x^2-110*a^2*c*g^2*r^3+9323*a^2*c*g^2*r^2*x-40697*a^2*c*g^2*r*x^2+5376*a^2* c*g^2*x^3-666*a^2*c*g*p^4-3006*a^2*c*g*p^3*q-1522*a^2*c*g*p^3*r+19444*a^2*c*g*p ^3*x-2508*a^2*c*g*p^2*q^2-5192*a^2*c*g*p^2*q*r+54480*a^2*c*g*p^2*q*x-1108*a^2*c *g*p^2*r^2+39638*a^2*c*g*p^2*r*x-60229*a^2*c*g*p^2*x^2-502*a^2*c*g*p*q^3-2744*a ^2*c*g*p*q^2*r+35100*a^2*c*g*p*q^2*x-2502*a^2*c*g*p*q*r^2+74185*a^2*c*g*p*q*r*x -112599*a^2*c*g*p*q*x^2-260*a^2*c*g*p*r^3+21857*a^2*c*g*p*r^2*x-104353*a^2*c*g* p*r*x^2+24520*a^2*c*g*p*x^3-12*a^2*c*g*q^4-284*a^2*c*g*q^3*r+5252*a^2*c*g*q^3*x -540*a^2*c*g*q^2*r^2+23697*a^2*c*g*q^2*r*x-43849*a^2*c*g*q^2*x^2-276*a^2*c*g*q* r^3+18737*a^2*c*g*q*r^2*x-100064*a^2*c*g*q*r*x^2+26464*a^2*c*g*q*x^3-8*a^2*c*g* r^4+2615*a^2*c*g*r^3*x-32278*a^2*c*g*r^2*x^2+31826*a^2*c*g*r*x^3-114*a^2*c*p^5-\ 1007*a^2*c*p^4*q-330*a^2*c*p^4*r+5202*a^2*c*p^4*x-1360*a^2*c*p^3*q^2-2334*a^2*c *p^3*q*r+24544*a^2*c*p^3*q*x-334*a^2*c*p^3*r^2+13517*a^2*c*p^3*r*x-24340*a^2*c* p^3*x^2-543*a^2*c*p^2*q^3-2168*a^2*c*p^2*q^2*r+27802*a^2*c*p^2*q^2*x-1759*a^2*c *p^2*q*r^2+47483*a^2*c*p^2*q*r*x-79253*a^2*c*p^2*q*x^2-134*a^2*c*p^2*r^3+11169* a^2*c*p^2*r^2*x-56732*a^2*c*p^2*r*x^2+17144*a^2*c*p^2*x^3-48*a^2*c*p*q^4-520*a^ 2*c*p*q^3*r+9972*a^2*c*p*q^3*x-912*a^2*c*p*q^2*r^2+34660*a^2*c*p*q^2*r*x-68028* a^2*c*p*q^2*x^2-456*a^2*c*p*q*r^3+24754*a^2*c*p*q*r^2*x-124984*a^2*c*p*q*r*x^2+ 39160*a^2*c*p*q*x^3-16*a^2*c*p*r^4+3072*a^2*c*p*r^3*x-33509*a^2*c*p*r^2*x^2+ 36054*a^2*c*p*r*x^3-24*a^2*c*q^4*r+860*a^2*c*q^4*x-72*a^2*c*q^3*r^2+6036*a^2*c* q^3*r*x-15977*a^2*c*q^3*x^2-72*a^2*c*q^2*r^3+7544*a^2*c*q^2*r^2*x-52658*a^2*c*q ^2*r*x^2+20704*a^2*c*q^2*x^3-24*a^2*c*q*r^4+2841*a^2*c*q*r^3*x-34389*a^2*c*q*r^ 2*x^2+41292*a^2*c*q*r*x^3+154*a^2*c*r^4*x-4170*a^2*c*r^3*x^2+12192*a^2*c*r^2*x^ 3-9*a^2*g^5*p-a^2*g^5*q-9*a^2*g^5*r-67*a^2*g^4*p^2-50*a^2*g^4*p*q-88*a^2*g^4*p* r+436*a^2*g^4*p*x-4*a^2*g^4*q^2-41*a^2*g^4*q*r+216*a^2*g^4*q*x-21*a^2*g^4*r^2+ 534*a^2*g^4*r*x-135*a^2*g^3*p^3-277*a^2*g^3*p^2*q-239*a^2*g^3*p^2*r+2094*a^2*g^ 3*p^2*x-102*a^2*g^3*p*q^2-342*a^2*g^3*p*q*r+2770*a^2*g^3*p*q*x-114*a^2*g^3*p*r^ 2+3343*a^2*g^3*p*r*x-2739*a^2*g^3*p*x^2-4*a^2*g^3*q^3-70*a^2*g^3*q^2*r+748*a^2* g^3*q^2*x-76*a^2*g^3*q*r^2+2475*a^2*g^3*q*r*x-1969*a^2*g^3*q*x^2-10*a^2*g^3*r^3 +951*a^2*g^3*r^2*x-3863*a^2*g^3*r*x^2-93*a^2*g^2*p^4-478*a^2*g^2*p^3*q-206*a^2* g^2*p^3*r+2902*a^2*g^2*p^3*x-401*a^2*g^2*p^2*q^2-839*a^2*g^2*p^2*q*r+8172*a^2*g ^2*p^2*q*x-141*a^2*g^2*p^2*r^2+6055*a^2*g^2*p^2*r*x-8454*a^2*g^2*p^2*x^2-72*a^2 *g^2*p*q^3-450*a^2*g^2*p*q^2*r+5220*a^2*g^2*p*q^2*x-406*a^2*g^2*p*q*r^2+11757*a ^2*g^2*p*q*r*x-14985*a^2*g^2*p*q*x^2-28*a^2*g^2*p*r^3+3348*a^2*g^2*p*r^2*x-\ 15865*a^2*g^2*p*r*x^2+2688*a^2*g^2*p*x^3-a^2*g^2*q^4-44*a^2*g^2*q^3*r+768*a^2*g ^2*q^3*x-85*a^2*g^2*q^2*r^2+3777*a^2*g^2*q^2*r*x-5928*a^2*g^2*q^2*x^2-42*a^2*g^ 2*q*r^3+3009*a^2*g^2*q*r^2*x-15415*a^2*g^2*q*r*x^2+2688*a^2*g^2*q*x^3+368*a^2*g ^2*r^3*x-5081*a^2*g^2*r^2*x^2+4683*a^2*g^2*r*x^3-16*a^2*g*p^5-328*a^2*g*p^4*q-\ 42*a^2*g*p^4*r+1442*a^2*g*p^4*x-476*a^2*g*p^3*q^2-772*a^2*g*p^3*q*r+7896*a^2*g* p^3*q*x-36*a^2*g*p^3*r^2+3754*a^2*g*p^3*r*x-7323*a^2*g*p^3*x^2-188*a^2*g*p^2*q^ 3-770*a^2*g*p^2*q^2*r+9232*a^2*g*p^2*q^2*x-592*a^2*g*p^2*q*r^2+15697*a^2*g*p^2* q*r*x-24360*a^2*g*p^2*q*x^2-10*a^2*g*p^2*r^3+3058*a^2*g*p^2*r^2*x-17612*a^2*g*p ^2*r*x^2+4888*a^2*g*p^2*x^3-14*a^2*g*p*q^4-184*a^2*g*p*q^3*r+3282*a^2*g*p*q^3*x -326*a^2*g*p*q^2*r^2+11909*a^2*g*p*q^2*r*x-21090*a^2*g*p*q^2*x^2-156*a^2*g*p*q* r^3+8341*a^2*g*p*q*r^2*x-40978*a^2*g*p*q*r*x^2+10748*a^2*g*p*q*x^3+793*a^2*g*p* r^3*x-10610*a^2*g*p*r^2*x^2+11346*a^2*g*p*r*x^3-8*a^2*g*q^4*r+270*a^2*g*q^4*x-\ 24*a^2*g*q^3*r^2+2059*a^2*g*q^3*r*x-5004*a^2*g*q^3*x^2-24*a^2*g*q^2*r^3+2610*a^ 2*g*q^2*r^2*x-17615*a^2*g*q^2*r*x^2+5860*a^2*g*q^2*x^3-8*a^2*g*q*r^4+941*a^2*g* q*r^3*x-11727*a^2*g*q*r^2*x^2+13229*a^2*g*q*r*x^3+28*a^2*g*r^4*x-1286*a^2*g*r^3 *x^2+4046*a^2*g*r^2*x^3-82*a^2*p^5*q+246*a^2*p^5*x-173*a^2*p^4*q^2-246*a^2*p^4* q*r+2426*a^2*p^4*q*x+786*a^2*p^4*r*x-1884*a^2*p^4*x^2-112*a^2*p^3*q^3-374*a^2*p ^3*q^2*r+4380*a^2*p^3*q^2*x-262*a^2*p^3*q*r^2+6227*a^2*p^3*q*r*x-10332*a^2*p^3* q*x^2+880*a^2*p^3*r^2*x-5504*a^2*p^3*r*x^2+1984*a^2*p^3*x^3-21*a^2*p^2*q^4-156* a^2*p^2*q^3*r+2758*a^2*p^2*q^3*x-249*a^2*p^2*q^2*r^2+8050*a^2*p^2*q^2*r*x-15041 *a^2*p^2*q^2*x^2-114*a^2*p^2*q*r^3+5087*a^2*p^2*q*r^2*x-23560*a^2*p^2*q*r*x^2+ 7416*a^2*p^2*q*x^3+396*a^2*p^2*r^3*x-4743*a^2*p^2*r^2*x^2+5763*a^2*p^2*r*x^3-16 *a^2*p*q^4*r+582*a^2*p*q^4*x-48*a^2*p*q^3*r^2+3178*a^2*p*q^3*r*x-7814*a^2*p*q^3 *x^2-48*a^2*p*q^2*r^3+3774*a^2*p*q^2*r^2*x-22602*a^2*p*q^2*r*x^2+8224*a^2*p*q^2 *x^3-16*a^2*p*q*r^4+1386*a^2*p*q*r^3*x-13274*a^2*p*q*r^2*x^2+15084*a^2*p*q*r*x^ 3+56*a^2*p*r^4*x-1260*a^2*p*r^3*x^2+3684*a^2*p*r^2*x^3+24*a^2*q^5*x+319*a^2*q^4 *r*x-1221*a^2*q^4*x^2+528*a^2*q^3*r^2*x-5574*a^2*q^3*r*x^2+2792*a^2*q^3*x^3+312 *a^2*q^2*r^3*x-5499*a^2*q^2*r^2*x^2+8037*a^2*q^2*r*x^3+70*a^2*q*r^4*x-1488*a^2* q*r^3*x^2+4752*a^2*q*r^2*x^3-50*a^2*r^4*x^2+440*a^2*r^3*x^3+128*a*b^5*c*x+64*a* b^5*p*x+64*a*b^5*r*x-96*a*b^4*c^3-64*a*b^4*c^2*g-176*a*b^4*c^2*p-48*a*b^4*c^2*r +2560*a*b^4*c^2*x-8*a*b^4*c*g^2-80*a*b^4*c*g*p-32*a*b^4*c*g*r+864*a*b^4*c*g*x-\ 104*a*b^4*c*p^2-64*a*b^4*c*p*r+2976*a*b^4*c*p*x+640*a*b^4*c*q*x+1744*a*b^4*c*r* x-3544*a*b^4*c*x^2-4*a*b^4*g^2*p-4*a*b^4*g^2*r-24*a*b^4*g*p^2-24*a*b^4*g*p*r+ 496*a*b^4*g*p*x+96*a*b^4*g*q*x+524*a*b^4*g*r*x-20*a*b^4*p^3-20*a*b^4*p^2*r+880* a*b^4*p^2*x+416*a*b^4*p*q*x+1044*a*b^4*p*r*x-2060*a*b^4*p*x^2+304*a*b^4*q*r*x-\ 936*a*b^4*q*x^2+112*a*b^4*r^2*x-2636*a*b^4*r*x^2-672*a*b^3*c^4-720*a*b^3*c^3*g-\ 1600*a*b^3*c^3*p-256*a*b^3*c^3*q-640*a*b^3*c^3*r+15584*a*b^3*c^3*x-232*a*b^3*c^ 2*g^2-1344*a*b^3*c^2*g*p-176*a*b^3*c^2*g*q-592*a*b^3*c^2*g*r+11184*a*b^3*c^2*g* x-1400*a*b^3*c^2*p^2-544*a*b^3*c^2*p*q-1184*a*b^3*c^2*p*r+26272*a*b^3*c^2*p*x-\ 192*a*b^3*c^2*q*r+9136*a*b^3*c^2*q*x-144*a*b^3*c^2*r^2+14960*a*b^3*c^2*r*x-\ 34280*a*b^3*c^2*x^2-20*a*b^3*c*g^3-304*a*b^3*c*g^2*p-24*a*b^3*c*g^2*q-160*a*b^3 *c*g^2*r+1856*a*b^3*c*g^2*x-820*a*b^3*c*g*p^2-272*a*b^3*c*g*p*q-768*a*b^3*c*g*p *r+13232*a*b^3*c*g*p*x-128*a*b^3*c*g*q*r+4248*a*b^3*c*g*q*x-96*a*b^3*c*g*r^2+ 9084*a*b^3*c*g*r*x-12620*a*b^3*c*g*x^2-536*a*b^3*c*p^3-376*a*b^3*c*p^2*q-704*a* b^3*c*p^2*r+14432*a*b^3*c*p^2*x-256*a*b^3*c*p*q*r+11416*a*b^3*c*p*q*x-192*a*b^3 *c*p*r^2+16428*a*b^3*c*p*r*x-36276*a*b^3*c*p*x^2+1120*a*b^3*c*q^2*x+6332*a*b^3* c*q*r*x-20116*a*b^3*c*q*x^2+2664*a*b^3*c*r^2*x-32780*a*b^3*c*r*x^2+7200*a*b^3*c *x^3-12*a*b^3*g^3*p-12*a*b^3*g^3*r-100*a*b^3*g^2*p^2-20*a*b^3*g^2*p*q-112*a*b^3 *g^2*p*r+1152*a*b^3*g^2*p*x-16*a*b^3*g^2*q*r+360*a*b^3*g^2*q*x-12*a*b^3*g^2*r^2 +1270*a*b^3*g^2*r*x-164*a*b^3*g*p^3-104*a*b^3*g*p^2*q-236*a*b^3*g*p^2*r+3932*a* b^3*g*p^2*x-96*a*b^3*g*p*q*r+2732*a*b^3*g*p*q*x-72*a*b^3*g*p*r^2+5178*a*b^3*g*p *r*x-7562*a*b^3*g*p*x^2+248*a*b^3*g*q^2*x+1964*a*b^3*g*q*r*x-4050*a*b^3*g*q*x^2 +898*a*b^3*g*r^2*x-9822*a*b^3*g*r*x^2-76*a*b^3*p^4-84*a*b^3*p^3*q-136*a*b^3*p^3 *r+2548*a*b^3*p^3*x-80*a*b^3*p^2*q*r+3500*a*b^3*p^2*q*x-60*a*b^3*p^2*r^2+4288*a *b^3*p^2*r*x-9296*a*b^3*p^2*x^2+824*a*b^3*p*q^2*x+3738*a*b^3*p*q*r*x-11096*a*b^ 3*p*q*x^2+1546*a*b^3*p*r^2*x-15756*a*b^3*p*r*x^2+3600*a*b^3*p*x^3+516*a*b^3*q^2 *r*x-2608*a*b^3*q^2*x^2+286*a*b^3*q*r^2*x-9612*a*b^3*q*r*x^2+3600*a*b^3*q*x^3-\ 36*a*b^3*r^3*x-3854*a*b^3*r^2*x^2+6356*a*b^3*r*x^3-1792*a*b^2*c^5-2624*a*b^2*c^ 4*g-5200*a*b^2*c^4*p-1376*a*b^2*c^4*q-2512*a*b^2*c^4*r+41440*a*b^2*c^4*x-1352*a *b^2*c^3*g^2-6344*a*b^2*c^3*g*p-1520*a*b^2*c^3*g*q-3176*a*b^2*c^3*g*r+45968*a*b ^2*c^3*g*x-5800*a*b^2*c^3*p^2-3648*a*b^2*c^3*p*q-5680*a*b^2*c^3*p*r+88912*a*b^2 *c^3*p*x-248*a*b^2*c^3*q^2-1632*a*b^2*c^3*q*r+39488*a*b^2*c^3*q*x-1000*a*b^2*c^ 3*r^2+52896*a*b^2*c^3*r*x-113264*a*b^2*c^3*x^2-280*a*b^2*c^2*g^3-2600*a*b^2*c^2 *g^2*p-512*a*b^2*c^2*g^2*q-1384*a*b^2*c^2*g^2*r+16096*a*b^2*c^2*g^2*x-5520*a*b^ 2*c^2*g*p^2-3224*a*b^2*c^2*g*p*q-5608*a*b^2*c^2*g*p*r+77144*a*b^2*c^2*g*p*x-176 *a*b^2*c^2*g*q^2-1560*a*b^2*c^2*g*q*r+32784*a*b^2*c^2*g*q*x-992*a*b^2*c^2*g*r^2 +49724*a*b^2*c^2*g*r*x-85124*a*b^2*c^2*g*x^2-3088*a*b^2*c^2*p^3-3464*a*b^2*c^2* p^2*q-4600*a*b^2*c^2*p^2*r+68352*a*b^2*c^2*p^2*x-604*a*b^2*c^2*p*q^2-3024*a*b^2 *c^2*p*q*r+69136*a*b^2*c^2*p*q*x-1732*a*b^2*c^2*p*r^2+80544*a*b^2*c^2*p*r*x-\ 167228*a*b^2*c^2*p*x^2-252*a*b^2*c^2*q^2*r+11288*a*b^2*c^2*q^2*x-360*a*b^2*c^2* q*r^2+38932*a*b^2*c^2*q*r*x-108184*a*b^2*c^2*q*x^2-108*a*b^2*c^2*r^3+16068*a*b^ 2*c^2*r^2*x-135784*a*b^2*c^2*r*x^2+42560*a*b^2*c^2*x^3-18*a*b^2*c*g^4-390*a*b^2 *c*g^3*p-48*a*b^2*c*g^3*q-238*a*b^2*c*g^3*r+1736*a*b^2*c*g^3*x-1608*a*b^2*c*g^2 *p^2-796*a*b^2*c*g^2*p*q-1724*a*b^2*c*g^2*p*r+19168*a*b^2*c*g^2*p*x-26*a*b^2*c* g^2*q^2-440*a*b^2*c*g^2*q*r+7648*a*b^2*c*g^2*q*x-294*a*b^2*c*g^2*r^2+14520*a*b^ 2*c*g^2*r*x-15300*a*b^2*c*g^2*x^2-2030*a*b^2*c*g*p^3-2168*a*b^2*c*g*p^2*q-3126* a*b^2*c*g*p^2*r+41508*a*b^2*c*g*p^2*x-324*a*b^2*c*g*p*q^2-2032*a*b^2*c*g*p*q*r+ 39852*a*b^2*c*g*p*q*x-1212*a*b^2*c*g*p*r^2+52228*a*b^2*c*g*p*r*x-89328*a*b^2*c* g*p*x^2-168*a*b^2*c*g*q^2*r+6148*a*b^2*c*g*q^2*x-240*a*b^2*c*g*q*r^2+24668*a*b^ 2*c*g*q*r*x-55878*a*b^2*c*g*q*x^2-72*a*b^2*c*g*r^3+10738*a*b^2*c*g*r^2*x-84242* a*b^2*c*g*r*x^2+16144*a*b^2*c*g*x^3-778*a*b^2*c*p^4-1388*a*b^2*c*p^3*q-1576*a*b ^2*c*p^3*r+22012*a*b^2*c*p^3*x-466*a*b^2*c*p^2*q^2-1800*a*b^2*c*p^2*q*r+38492*a *b^2*c*p^2*q*x-942*a*b^2*c*p^2*r^2+38500*a*b^2*c*p^2*r*x-78324*a*b^2*c*p^2*x^2-\ 336*a*b^2*c*p*q^2*r+14836*a*b^2*c*p*q^2*x-480*a*b^2*c*p*q*r^2+42298*a*b^2*c*p*q *r*x-111198*a*b^2*c*p*q*x^2-144*a*b^2*c*p*r^3+16354*a*b^2*c*p*r^2*x-122510*a*b^ 2*c*p*r*x^2+37520*a*b^2*c*p*x^3+896*a*b^2*c*q^3*x+7978*a*b^2*c*q^2*r*x-31352*a* b^2*c*q^2*x^2+6202*a*b^2*c*q*r^2*x-85602*a*b^2*c*q*r*x^2+36208*a*b^2*c*q*x^3+ 852*a*b^2*c*r^3*x-31002*a*b^2*c*r^2*x^2+46736*a*b^2*c*r*x^3-13*a*b^2*g^4*p-13*a *b^2*g^4*r-136*a*b^2*g^3*p^2-42*a*b^2*g^3*p*q-160*a*b^2*g^3*p*r+1132*a*b^2*g^3* p*x-34*a*b^2*g^3*q*r+440*a*b^2*g^3*q*x-24*a*b^2*g^3*r^2+1298*a*b^2*g^3*r*x-314* a*b^2*g^2*p^3-298*a*b^2*g^2*p^2*q-504*a*b^2*g^2*p^2*r+5644*a*b^2*g^2*p^2*x-29*a *b^2*g^2*p*q^2-312*a*b^2*g^2*p*q*r+4814*a*b^2*g^2*p*q*x-199*a*b^2*g^2*p*r^2+ 7938*a*b^2*g^2*p*r*x-9282*a*b^2*g^2*p*x^2-21*a*b^2*g^2*q^2*r+728*a*b^2*g^2*q^2* x-30*a*b^2*g^2*q*r^2+3605*a*b^2*g^2*q*r*x-5551*a*b^2*g^2*q*x^2-9*a*b^2*g^2*r^3+ 1653*a*b^2*g^2*r^2*x-12260*a*b^2*g^2*r*x^2-264*a*b^2*g*p^4-454*a*b^2*g*p^3*q-\ 548*a*b^2*g*p^3*r+7006*a*b^2*g*p^3*x-142*a*b^2*g*p^2*q^2-626*a*b^2*g*p^2*q*r+ 11698*a*b^2*g*p^2*q*x-338*a*b^2*g*p^2*r^2+12865*a*b^2*g*p^2*r*x-22435*a*b^2*g*p ^2*x^2-126*a*b^2*g*p*q^2*r+4186*a*b^2*g*p*q^2*x-180*a*b^2*g*p*q*r^2+13987*a*b^2 *g*p*q*r*x-30011*a*b^2*g*p*q*x^2-54*a*b^2*g*p*r^3+5721*a*b^2*g*p*r^2*x-39081*a* b^2*g*p*r*x^2+8072*a*b^2*g*p*x^3+232*a*b^2*g*q^3*x+2543*a*b^2*g*q^2*r*x-8443*a* b^2*g*q^2*x^2+2119*a*b^2*g*q*r^2*x-27005*a*b^2*g*q*r*x^2+8072*a*b^2*g*q*x^3+307 *a*b^2*g*r^3*x-10394*a*b^2*g*r^2*x^2+14214*a*b^2*g*r*x^3-73*a*b^2*p^5-198*a*b^2 *p^4*q-191*a*b^2*p^4*r+2466*a*b^2*p^4*x-113*a*b^2*p^3*q^2-348*a*b^2*p^3*q*r+ 6704*a*b^2*p^3*q*x-163*a*b^2*p^3*r^2+5701*a*b^2*p^3*r*x-11545*a*b^2*p^3*x^2-105 *a*b^2*p^2*q^2*r+4662*a*b^2*p^2*q^2*x-150*a*b^2*p^2*q*r^2+10871*a*b^2*p^2*q*r*x -27152*a*b^2*p^2*q*x^2-45*a*b^2*p^2*r^3+3802*a*b^2*p^2*r^2*x-25969*a*b^2*p^2*r* x^2+8120*a*b^2*p^2*x^3+712*a*b^2*p*q^3*x+4676*a*b^2*p*q^2*r*x-17041*a*b^2*p*q^2 *x^2+3646*a*b^2*p*q*r^2*x-40566*a*b^2*p*q*r*x^2+15584*a*b^2*p*q*x^3+585*a*b^2*p *r^3*x-13407*a*b^2*p*r^2*x^2+18798*a*b^2*p*r*x^3+404*a*b^2*q^3*r*x-2646*a*b^2*q ^3*x^2+265*a*b^2*q^2*r^2*x-12017*a*b^2*q^2*r*x^2+7464*a*b^2*q^2*x^3-90*a*b^2*q* r^3*x-8413*a*b^2*q*r^2*x^2+17514*a*b^2*q*r*x^3-30*a*b^2*r^4*x-930*a*b^2*r^3*x^2 +6216*a*b^2*r^2*x^3-2048*a*b*c^6-3840*a*b*c^5*g-6992*a*b*c^5*p-2416*a*b*c^5*q-\ 3792*a*b*c^5*r+49984*a*b*c^5*x-2744*a*b*c^4*g^2-11280*a*b*c^4*g*p-3656*a*b*c^4* g*q-6192*a*b*c^4*g*r+75600*a*b*c^4*g*x-9352*a*b*c^4*p^2-7680*a*b*c^4*p*q-10032* a*b*c^4*p*r+128816*a*b*c^4*p*x-904*a*b*c^4*q^2-3968*a*b*c^4*q*r+66944*a*b*c^4*q *x-2120*a*b*c^4*r^2+81000*a*b*c^4*r*x-157440*a*b*c^4*x^2-916*a*b*c^3*g^3-6760*a *b*c^3*g^2*p-1964*a*b*c^3*g^2*q-3800*a*b*c^3*g^2*r+41056*a*b*c^3*g^2*x-12396*a* b*c^3*g*p^2-9760*a*b*c^3*g*p*q-13456*a*b*c^3*g*p*r+160320*a*b*c^3*g*p*x-1028*a* b*c^3*g*q^2-5176*a*b*c^3*g*q*r+81360*a*b*c^3*g*q*x-2812*a*b*c^3*g*r^2+104660*a* b*c^3*g*r*x-179808*a*b*c^3*g*x^2-6220*a*b*c^3*p^3-9132*a*b*c^3*p^2*q-10012*a*b* c^3*p^2*r+124904*a*b*c^3*p^2*x-2664*a*b*c^3*p*q^2-9136*a*b*c^3*p*q*r+148056*a*b *c^3*p*q*x-4392*a*b*c^3*p*r^2+154116*a*b*c^3*p*r*x-293656*a*b*c^3*p*x^2-104*a*b *c^3*q^3-1304*a*b*c^3*q^2*r+31232*a*b*c^3*q^2*x-1624*a*b*c^3*q*r^2+88252*a*b*c^ 3*q*r*x-211304*a*b*c^3*q*x^2-424*a*b*c^3*r^3+35088*a*b*c^3*r^2*x-230496*a*b*c^3 *r*x^2+79936*a*b*c^3*x^3-138*a*b*c^2*g^4-1820*a*b*c^2*g^3*p-430*a*b*c^2*g^3*q-\ 1076*a*b*c^2*g^3*r+9348*a*b*c^2*g^3*x-5820*a*b*c^2*g^2*p^2-4216*a*b*c^2*g^2*p*q -6440*a*b*c^2*g^2*p*r+68172*a*b*c^2*g^2*p*x-362*a*b*c^2*g^2*q^2-2332*a*b*c^2*g^ 2*q*r+33284*a*b*c^2*g^2*q*x-1310*a*b*c^2*g^2*r^2+47804*a*b*c^2*g^2*r*x-65760*a* b*c^2*g^2*x^2-6288*a*b*c^2*g*p^3-9078*a*b*c^2*g*p^2*q-10240*a*b*c^2*g*p^2*r+ 119788*a*b*c^2*g*p^2*x-2468*a*b*c^2*g*p*q^2-9288*a*b*c^2*g*p*q*r+139272*a*b*c^2 *g*p*q*x-4508*a*b*c^2*g*p*r^2+152848*a*b*c^2*g*p*r*x-260792*a*b*c^2*g*p*x^2-76* a*b*c^2*g*q^3-1288*a*b*c^2*g*q^2*r+28420*a*b*c^2*g*q^2*x-1628*a*b*c^2*g*q*r^2+ 86358*a*b*c^2*g*q*r*x-184840*a*b*c^2*g*q*x^2-416*a*b*c^2*g*r^3+35144*a*b*c^2*g* r^2*x-220554*a*b*c^2*g*r*x^2+61248*a*b*c^2*g*x^3-2142*a*b*c^2*p^4-5060*a*b*c^2* p^3*q-4648*a*b*c^2*p^3*r+56208*a*b*c^2*p^3*x-2714*a*b*c^2*p^2*q^2-7532*a*b*c^2* p^2*q*r+115528*a*b*c^2*p^2*q*x-3170*a*b*c^2*p^2*r^2+102620*a*b*c^2*p^2*r*x-\ 193516*a*b*c^2*p^2*x^2-284*a*b*c^2*p*q^3-2432*a*b*c^2*p*q^2*r+56588*a*b*c^2*p*q ^2*x-2836*a*b*c^2*p*q*r^2+134256*a*b*c^2*p*q*r*x-307608*a*b*c^2*p*q*x^2-688*a*b *c^2*p*r^3+48596*a*b*c^2*p*r^2*x-294814*a*b*c^2*p*r*x^2+98784*a*b*c^2*p*x^3-132 *a*b*c^2*q^3*r+5800*a*b*c^2*q^3*x-288*a*b*c^2*q^2*r^2+31742*a*b*c^2*q^2*r*x-\ 99068*a*b*c^2*q^2*x^2-180*a*b*c^2*q*r^3+25652*a*b*c^2*q*r^2*x-229100*a*b*c^2*q* r*x^2+98784*a*b*c^2*q*x^3-24*a*b*c^2*r^4+4404*a*b*c^2*r^3*x-77220*a*b*c^2*r^2*x ^2+106088*a*b*c^2*r*x^3-7*a*b*c*g^5-205*a*b*c*g^4*p-30*a*b*c*g^4*q-137*a*b*c*g^ 4*r+736*a*b*c*g^4*x-1128*a*b*c*g^3*p^2-684*a*b*c*g^3*p*q-1288*a*b*c*g^3*p*r+ 11100*a*b*c*g^3*p*x-37*a*b*c*g^3*q^2-414*a*b*c*g^3*q*r+5106*a*b*c*g^3*q*x-247*a *b*c*g^3*r^2+9044*a*b*c*g^3*r*x-7608*a*b*c*g^3*x^2-2033*a*b*c*g^2*p^3-2790*a*b* c*g^2*p^2*q-3363*a*b*c*g^2*p^2*r+35632*a*b*c*g^2*p^2*x-658*a*b*c*g^2*p*q^2-2948 *a*b*c*g^2*p*q*r+39490*a*b*c*g^2*p*q*x-1478*a*b*c*g^2*p*r^2+48002*a*b*c*g^2*p*r *x-67894*a*b*c*g^2*p*x^2-12*a*b*c*g^2*q^3-378*a*b*c*g^2*q^2*r+7758*a*b*c*g^2*q^ 2*x-488*a*b*c*g^2*q*r^2+26353*a*b*c*g^2*q*r*x-46802*a*b*c*g^2*q*x^2-122*a*b*c*g ^2*r^3+11072*a*b*c*g^2*r^2*x-66339*a*b*c*g^2*r*x^2+11296*a*b*c*g^2*x^3-1447*a*b *c*g*p^4-3456*a*b*c*g*p^3*q-3174*a*b*c*g*p^3*r+36636*a*b*c*g*p^3*x-1801*a*b*c*g *p^2*q^2-5254*a*b*c*g*p^2*q*r+74904*a*b*c*g*p^2*q*x-2187*a*b*c*g*p^2*r^2+68776* a*b*c*g*p^2*r*x-118764*a*b*c*g*p^2*x^2-160*a*b*c*g*p*q^3-1692*a*b*c*g*p*q^2*r+ 35610*a*b*c*g*p*q^2*x-2008*a*b*c*g*p*q*r^2+90468*a*b*c*g*p*q*r*x-185268*a*b*c*g *p*q*x^2-476*a*b*c*g*p*r^3+33218*a*b*c*g*p*r^2*x-192031*a*b*c*g*p*r*x^2+53232*a *b*c*g*p*x^3-88*a*b*c*g*q^3*r+3452*a*b*c*g*q^3*x-192*a*b*c*g*q^2*r^2+20853*a*b* c*g*q^2*r*x-58992*a*b*c*g*q^2*x^2-120*a*b*c*g*q*r^3+17420*a*b*c*g*q*r^2*x-\ 148724*a*b*c*g*q*r*x^2+53232*a*b*c*g*q*x^3-16*a*b*c*g*r^4+2934*a*b*c*g*r^3*x-\ 51858*a*b*c*g*r^2*x^2+66716*a*b*c*g*r*x^3-352*a*b*c*p^5-1304*a*b*c*p^4*q-978*a* b*c*p^4*r+11528*a*b*c*p^4*x-1132*a*b*c*p^3*q^2-2624*a*b*c*p^3*q*r+37292*a*b*c*p ^3*q*x-932*a*b*c*p^3*r^2+27830*a*b*c*p^3*r*x-52888*a*b*c*p^3*x^2-236*a*b*c*p^2* q^3-1458*a*b*c*p^2*q^2*r+32048*a*b*c*p^2*q^2*x-1560*a*b*c*p^2*q*r^2+64132*a*b*c *p^2*q*r*x-140710*a*b*c*p^2*q*x^2-338*a*b*c*p^2*r^3+20424*a*b*c*p^2*r^2*x-\ 116876*a*b*c*p^2*r*x^2+39440*a*b*c*p^2*x^3-176*a*b*c*p*q^3*r+7924*a*b*c*p*q^3*x -384*a*b*c*p*q^2*r^2+34432*a*b*c*p*q^2*r*x-100850*a*b*c*p*q^2*x^2-240*a*b*c*p*q *r^3+26448*a*b*c*p*q*r^2*x-204786*a*b*c*p*q*r*x^2+81504*a*b*c*p*q*x^3-32*a*b*c* p*r^4+4416*a*b*c*p*r^3*x-61984*a*b*c*p*r^2*x^2+81206*a*b*c*p*r*x^3+336*a*b*c*q^ 4*x+4182*a*b*c*q^3*r*x-18752*a*b*c*q^3*x^2+4698*a*b*c*q^2*r^2*x-69724*a*b*c*q^2 *r*x^2+39440*a*b*c*q^2*x^3+1398*a*b*c*q*r^3*x-46754*a*b*c*q*r^2*x^2+81206*a*b*c *q*r*x^3+80*a*b*c*r^4*x-5760*a*b*c*r^3*x^2+25920*a*b*c*r^2*x^3-6*a*b*g^5*p-6*a* b*g^5*r-74*a*b*g^4*p^2-28*a*b*g^4*p*q-89*a*b*g^4*p*r+496*a*b*g^4*p*x-23*a*b*g^4 *q*r+218*a*b*g^4*q*x-15*a*b*g^4*r^2+591*a*b*g^4*r*x-210*a*b*g^3*p^3-254*a*b*g^3 *p^2*q-354*a*b*g^3*p^2*r+3202*a*b*g^3*p^2*x-42*a*b*g^3*p*q^2-284*a*b*g^3*p*q*r+ 3136*a*b*g^3*p*q*x-154*a*b*g^3*p*r^2+4727*a*b*g^3*p*r*x-4610*a*b*g^3*p*x^2-30*a *b*g^3*q^2*r+614*a*b*g^3*q^2*x-40*a*b*g^3*q*r^2+2465*a*b*g^3*q*r*x-2998*a*b*g^3 *q*x^2-10*a*b*g^3*r^3+1079*a*b*g^3*r^2*x-6222*a*b*g^3*r*x^2-238*a*b*g^2*p^4-556 *a*b*g^2*p^3*q-527*a*b*g^2*p^3*r+5674*a*b*g^2*p^3*x-272*a*b*g^2*p^2*q^2-870*a*b *g^2*p^2*q*r+11168*a*b*g^2*p^2*q*x-365*a*b*g^2*p^2*r^2+11053*a*b*g^2*p^2*r*x-\ 16618*a*b*g^2*p^2*x^2-16*a*b*g^2*p*q^3-272*a*b*g^2*p*q^2*r+5038*a*b*g^2*p*q^2*x -334*a*b*g^2*p*q*r^2+14375*a*b*g^2*p*q*r*x-24468*a*b*g^2*p*q*x^2-78*a*b*g^2*p*r ^3+5443*a*b*g^2*p*r^2*x-29591*a*b*g^2*p*r*x^2+5648*a*b*g^2*p*x^3-11*a*b*g^2*q^3 *r+466*a*b*g^2*q^3*x-24*a*b*g^2*q^2*r^2+3165*a*b*g^2*q^2*r*x-7850*a*b*g^2*q^2*x ^2-15*a*b*g^2*q*r^3+2727*a*b*g^2*q*r^2*x-22732*a*b*g^2*q*r*x^2+5648*a*b*g^2*q*x ^3-2*a*b*g^2*r^4+447*a*b*g^2*r^3*x-8241*a*b*g^2*r^2*x^2+9870*a*b*g^2*r*x^3-116* a*b*g*p^5-454*a*b*g*p^4*q-326*a*b*g*p^4*r+3768*a*b*g*p^4*x-394*a*b*g*p^3*q^2-\ 932*a*b*g*p^3*q*r+12424*a*b*g*p^3*q*x-316*a*b*g*p^3*r^2+9276*a*b*g*p^3*r*x-\ 16738*a*b*g*p^3*x^2-76*a*b*g*p^2*q^3-526*a*b*g*p^2*q^2*r+10542*a*b*g*p^2*q^2*x-\ 568*a*b*g*p^2*q*r^2+22117*a*b*g*p^2*q*r*x-43867*a*b*g*p^2*q*x^2-118*a*b*g*p^2*r ^3+6929*a*b*g*p^2*r^2*x-38635*a*b*g*p^2*r*x^2+11304*a*b*g*p^2*x^3-66*a*b*g*p*q^ 3*r+2448*a*b*g*p*q^3*x-144*a*b*g*p*q^2*r^2+11869*a*b*g*p*q^2*r*x-30911*a*b*g*p* q^2*x^2-90*a*b*g*p*q*r^3+9426*a*b*g*p*q*r^2*x-68202*a*b*g*p*q*r*x^2+22608*a*b*g *p*q*x^3-12*a*b*g*p*r^4+1517*a*b*g*p*r^3*x-21180*a*b*g*p*r^2*x^2+26101*a*b*g*p* r*x^3+94*a*b*g*q^4*x+1362*a*b*g*q^3*r*x-5684*a*b*g*q^3*x^2+1622*a*b*g*q^2*r^2*x -22958*a*b*g*q^2*r*x^2+11304*a*b*g*q^2*x^3+502*a*b*g*q*r^3*x-16053*a*b*g*q*r^2* x^2+26101*a*b*g*q*r*x^3+28*a*b*g*r^4*x-1950*a*b*g*r^3*x^2+8764*a*b*g*r^2*x^3-20 *a*b*p^6-124*a*b*p^5*q-70*a*b*p^5*r+832*a*b*p^5*x-164*a*b*p^4*q^2-323*a*b*p^4*q *r+4170*a*b*p^4*q*x-90*a*b*p^4*r^2+2510*a*b*p^4*r*x-4956*a*b*p^4*x^2-60*a*b*p^3 *q^3-284*a*b*p^3*q^2*r+5590*a*b*p^3*q^2*x-274*a*b*p^3*q*r^2+9548*a*b*p^3*q*r*x-\ 20122*a*b*p^3*q*x^2-50*a*b*p^3*r^3+2562*a*b*p^3*r^2*x-14041*a*b*p^3*r*x^2+5016* a*b*p^3*x^3-55*a*b*p^2*q^3*r+2534*a*b*p^2*q^3*x-120*a*b*p^2*q^2*r^2+8827*a*b*p^ 2*q^2*r*x-24150*a*b*p^2*q^2*x^2-75*a*b*p^2*q*r^3+6292*a*b*p^2*q*r^2*x-42855*a*b *p^2*q*r*x^2+16360*a*b*p^2*q*x^3-10*a*b*p^2*r^4+975*a*b*p^2*r^3*x-11147*a*b*p^2 *r^2*x^2+14652*a*b*p^2*r*x^3+282*a*b*p*q^4*x+2438*a*b*p*q^3*r*x-10142*a*b*p*q^3 *x^2+2791*a*b*p*q^2*r^2*x-32979*a*b*p*q^2*r*x^2+16360*a*b*p*q^2*x^3+975*a*b*p*q *r^3*x-20601*a*b*p*q*r^2*x^2+31872*a*b*p*q*r*x^3+91*a*b*p*r^4*x-2367*a*b*p*r^3* x^2+9114*a*b*p*r^2*x^3+149*a*b*q^4*r*x-1158*a*b*q^4*x^2+105*a*b*q^3*r^2*x-6221* a*b*q^3*r*x^2+5016*a*b*q^3*x^3-72*a*b*q^2*r^3*x-5962*a*b*q^2*r^2*x^2+14652*a*b* q^2*r*x^3-39*a*b*q*r^4*x-1323*a*b*q*r^3*x^2+9114*a*b*q*r^2*x^3+1000*a*b*r^3*x^3 -832*a*c^7-1920*a*c^6*g-3248*a*c^6*p-1344*a*c^6*q-1904*a*c^6*r+22080*a*c^6*x-\ 1776*a*c^5*g^2-6584*a*c^5*g*p-2600*a*c^5*g*q-3864*a*c^5*g*r+42656*a*c^5*g*x-\ 4960*a*c^5*p^2-4960*a*c^5*p*q-5632*a*c^5*p*r+65968*a*c^5*p*x-784*a*c^5*q^2-2816 *a*c^5*q*r+38528*a*c^5*q*x-1312*a*c^5*r^2+43672*a*c^5*r*x-78368*a*c^5*x^2-832*a *c^4*g^3-5260*a*c^4*g^2*p-1932*a*c^4*g^2*q-3108*a*c^4*g^2*r+31792*a*c^4*g^2*x-\ 8516*a*c^4*g*p^2-8296*a*c^4*g*p*q-9664*a*c^4*g*p*r+108064*a*c^4*g*p*x-1220*a*c^ 4*g*q^2-4744*a*c^4*g*q*r+62272*a*c^4*g*q*x-2204*a*c^4*g*r^2+72808*a*c^4*g*r*x-\ 120916*a*c^4*g*x^2-3800*a*c^4*p^3-6976*a*c^4*p^2*q-6376*a*c^4*p^2*r+76008*a*c^4 *p^2*x-2716*a*c^4*p*q^2-7600*a*c^4*p*q*r+102048*a*c^4*p*q*x-2996*a*c^4*p*r^2+ 97680*a*c^4*p*r*x-175228*a*c^4*p*x^2-192*a*c^4*q^3-1484*a*c^4*q^2*r+25440*a*c^4 *q^2*x-1624*a*c^4*q*r^2+64500*a*c^4*q*r*x-136440*a*c^4*q*x^2-332*a*c^4*r^3+ 24260*a*c^4*r^2*x-137200*a*c^4*r*x^2+48544*a*c^4*x^3-204*a*c^3*g^4-2082*a*c^3*g ^3*p-678*a*c^3*g^3*q-1254*a*c^3*g^3*r+11304*a*c^3*g^3*x-5596*a*c^3*g^2*p^2-5192 *a*c^3*g^2*p*q-6372*a*c^3*g^2*p*r+66180*a*c^3*g^2*p*x-680*a*c^3*g^2*q^2-3008*a* c^3*g^2*q*r+37296*a*c^3*g^2*q*x-1412*a*c^3*g^2*r^2+46142*a*c^3*g^2*r*x-67440*a* c^3*g^2*x^2-5218*a*c^3*g*p^3-9598*a*c^3*g*p^2*q-8734*a*c^3*g*p^2*r+100832*a*c^3 *g*p^2*x-3584*a*c^3*g*p*q^2-10496*a*c^3*g*p*q*r+134848*a*c^3*g*p*q*x-4040*a*c^3 *g*p*r^2+131898*a*c^3*g*p*r*x-220584*a*c^3*g*p*x^2-224*a*c^3*g*q^3-2000*a*c^3*g *q^2*r+32936*a*c^3*g*q^2*x-2192*a*c^3*g*q*r^2+86610*a*c^3*g*q*r*x-171168*a*c^3* g*q*x^2-416*a*c^3*g*r^3+32668*a*c^3*g*r^2*x-179722*a*c^3*g*r*x^2+56208*a*c^3*g* x^3-1540*a*c^3*p^4-4800*a*c^3*p^3*q-3432*a*c^3*p^3*r+42604*a*c^3*p^3*x-3408*a*c ^3*p^2*q^2-7756*a*c^3*p^2*q*r+100612*a*c^3*p^2*q*x-2444*a*c^3*p^2*r^2+80406*a*c ^3*p^2*r*x-146448*a*c^3*p^2*x^2-620*a*c^3*p*q^3-3472*a*c^3*p*q^2*r+57908*a*c^3* p*q^2*x-3428*a*c^3*p*q*r^2+123256*a*c^3*p*q*r*x-253312*a*c^3*p*q*x^2-576*a*c^3* p*r^3+40668*a*c^3*p*r^2*x-222568*a*c^3*p*r*x^2+76480*a*c^3*p*x^3-16*a*c^3*q^4-\ 324*a*c^3*q^3*r+7776*a*c^3*q^3*x-624*a*c^3*q^2*r^2+34668*a*c^3*q^2*r*x-89876*a* c^3*q^2*x^2-340*a*c^3*q*r^3+27408*a*c^3*q*r^2*x-188646*a*c^3*q*r*x^2+79424*a*c^ 3*q*x^3-24*a*c^3*r^4+4488*a*c^3*r^3*x-60440*a*c^3*r^2*x^2+76200*a*c^3*r*x^3-24* a*c^2*g^5-418*a*c^2*g^4*p-109*a*c^2*g^4*q-264*a*c^2*g^4*r+1888*a*c^2*g^4*x-1745 *a*c^2*g^3*p^2-1474*a*c^2*g^3*p*q-2008*a*c^2*g^3*p*r+18436*a*c^2*g^3*p*x-157*a* c^2*g^3*q^2-878*a*c^2*g^3*q*r+10008*a*c^2*g^3*q*x-427*a*c^2*g^3*r^2+13768*a*c^2 *g^3*r*x-15937*a*c^2*g^3*x^2-2595*a*c^2*g^2*p^3-4697*a*c^2*g^2*p^2*q-4347*a*c^2 *g^2*p^2*r+47398*a*c^2*g^2*p^2*x-1629*a*c^2*g^2*p*q^2-5172*a*c^2*g^2*p*q*r+ 62336*a*c^2*g^2*p*q*x-1975*a*c^2*g^2*p*r^2+63871*a*c^2*g^2*p*r*x-95391*a*c^2*g^ 2*p*x^2-82*a*c^2*g^2*q^3-937*a*c^2*g^2*q^2*r+14808*a*c^2*g^2*q^2*x-1036*a*c^2*g ^2*q*r^2+41288*a*c^2*g^2*q*r*x-73358*a*c^2*g^2*q*x^2-181*a*c^2*g^2*r^3+15741*a* c^2*g^2*r^2*x-83611*a*c^2*g^2*r*x^2+20904*a*c^2*g^2*x^3-1531*a*c^2*g*p^4-5020*a *c^2*g*p^3*q-3386*a*c^2*g*p^3*r+42280*a*c^2*g*p^3*x-3535*a*c^2*g*p^2*q^2-8142*a *c^2*g*p^2*q*r+101616*a*c^2*g*p^2*q*x-2365*a*c^2*g*p^2*r^2+81060*a*c^2*g*p^2*r* x-140367*a*c^2*g*p^2*x^2-596*a*c^2*g*p*q^3-3646*a*c^2*g*p*q^2*r+57814*a*c^2*g*p *q^2*x-3576*a*c^2*g*p*q*r^2+126753*a*c^2*g*p*q*r*x-243402*a*c^2*g*p*q*x^2-526*a *c^2*g*p*r^3+41109*a*c^2*g*p*r^2*x-221126*a*c^2*g*p*r*x^2+68184*a*c^2*g*p*x^3-\ 12*a*c^2*g*q^4-328*a*c^2*g*q^3*r+7508*a*c^2*g*q^3*x-636*a*c^2*g*q^2*r^2+35118*a *c^2*g*q^2*r*x-85821*a*c^2*g*q^2*x^2-336*a*c^2*g*q*r^3+28003*a*c^2*g*q*r^2*x-\ 188415*a*c^2*g*q*r*x^2+71056*a*c^2*g*q*x^3-16*a*c^2*g*r^4+4307*a*c^2*g*r^3*x-\ 61122*a*c^2*g*r^2*x^2+73724*a*c^2*g*r*x^3-311*a*c^2*p^5-1708*a*c^2*p^4*q-871*a* c^2*p^4*r+11966*a*c^2*p^4*x-1955*a*c^2*p^3*q^2-3720*a*c^2*p^3*q*r+45860*a*c^2*p ^3*q*x-841*a*c^2*p^3*r^2+29661*a*c^2*p^3*r*x-56513*a*c^2*p^3*x^2-666*a*c^2*p^2* q^3-2917*a*c^2*p^2*q^2*r+45974*a*c^2*p^2*q^2*x-2564*a*c^2*p^2*q*r^2+82889*a*c^2 *p^2*q*r*x-165518*a*c^2*p^2*q*x^2-313*a*c^2*p^2*r^3+22822*a*c^2*p^2*r^2*x-\ 124771*a*c^2*p^2*r*x^2+43392*a*c^2*p^2*x^3-48*a*c^2*p*q^4-608*a*c^2*p*q^3*r+ 14512*a*c^2*p*q^3*x-1104*a*c^2*p*q^2*r^2+52970*a*c^2*p*q^2*r*x-130421*a*c^2*p*q ^2*x^2-576*a*c^2*p*q*r^3+38680*a*c^2*p*q*r^2*x-240724*a*c^2*p*q*r*x^2+94872*a*c ^2*p*q*x^3-32*a*c^2*p*r^4+5541*a*c^2*p*r^3*x-68107*a*c^2*p*r^2*x^2+83826*a*c^2* p*r*x^3-24*a*c^2*q^4*r+1060*a*c^2*q^4*x-72*a*c^2*q^3*r^2+8144*a*c^2*q^3*r*x-\ 27548*a*c^2*q^3*x^2-72*a*c^2*q^2*r^3+9837*a*c^2*q^2*r^2*x-91065*a*c^2*q^2*r*x^2 +47304*a*c^2*q^2*x^3-24*a*c^2*q*r^4+3540*a*c^2*q*r^3*x-58861*a*c^2*q*r^2*x^2+ 88826*a*c^2*q*r*x^3+194*a*c^2*r^4*x-7410*a*c^2*r^3*x^2+26172*a*c^2*r^2*x^3-a*c* g^6-38*a*c*g^5*p-6*a*c*g^5*q-27*a*c*g^5*r+116*a*c*g^5*x-256*a*c*g^4*p^2-178*a*c *g^4*p*q-301*a*c*g^4*p*r+2218*a*c*g^4*p*x-12*a*c*g^4*q^2-114*a*c*g^4*q*r+1132*a *c*g^4*q*x-60*a*c*g^4*r^2+1918*a*c*g^4*r*x-1325*a*c*g^4*x^2-556*a*c*g^3*p^3-951 *a*c*g^3*p^2*q-937*a*c*g^3*p^2*r+9232*a*c*g^3*p^2*x-286*a*c*g^3*p*q^2-1062*a*c* g^3*p*q*r+11564*a*c*g^3*p*q*x-418*a*c*g^3*p*r^2+13073*a*c*g^3*p*r*x-16039*a*c*g ^3*p*x^2-9*a*c*g^3*q^3-174*a*c*g^3*q^2*r+2662*a*c*g^3*q^2*x-197*a*c*g^3*q*r^2+ 8168*a*c*g^3*q*r*x-12050*a*c*g^3*q*x^2-32*a*c*g^3*r^3+3190*a*c*g^3*r^2*x-16227* a*c*g^3*r*x^2+2468*a*c*g^3*x^3-491*a*c*g^2*p^4-1674*a*c*g^2*p^3*q-1077*a*c*g^2* p^3*r+13338*a*c*g^2*p^3*x-1150*a*c*g^2*p^2*q^2-2733*a*c*g^2*p^2*q*r+32216*a*c*g ^2*p^2*q*x-734*a*c*g^2*p^2*r^2+26182*a*c*g^2*p^2*r*x-41765*a*c*g^2*p^2*x^2-168* a*c*g^2*p*q^3-1204*a*c*g^2*p*q^2*r+17916*a*c*g^2*p*q^2*x-1186*a*c*g^2*p*q*r^2+ 41414*a*c*g^2*p*q*r*x-71537*a*c*g^2*p*q*x^2-150*a*c*g^2*p*r^3+13333*a*c*g^2*p*r ^2*x-69589*a*c*g^2*p*r*x^2+17844*a*c*g^2*p*x^3-2*a*c*g^2*q^4-99*a*c*g^2*q^3*r+ 2232*a*c*g^2*q^3*x-194*a*c*g^2*q^2*r^2+11152*a*c*g^2*q^2*r*x-25140*a*c*g^2*q^2* x^2-99*a*c*g^2*q*r^3+8995*a*c*g^2*q*r^2*x-59434*a*c*g^2*q*r*x^2+18544*a*c*g^2*q *x^3-2*a*c*g^2*r^4+1282*a*c*g^2*r^3*x-19598*a*c*g^2*r^2*x^2+22446*a*c*g^2*r*x^3 -178*a*c*g*p^5-1185*a*c*g*p^4*q-488*a*c*g*p^4*r+7616*a*c*g*p^4*x-1394*a*c*g*p^3 *q^2-2596*a*c*g*p^3*q*r+31142*a*c*g*p^3*q*x-454*a*c*g*p^3*r^2+19071*a*c*g*p^3*r *x-36197*a*c*g*p^3*x^2-461*a*c*g*p^2*q^3-2102*a*c*g*p^2*q^2*r+31476*a*c*g*p^2*q ^2*x-1797*a*c*g*p^2*q*r^2+57301*a*c*g*p^2*q*r*x-107987*a*c*g*p^2*q*x^2-156*a*c* g*p^2*r^3+14644*a*c*g*p^2*r^2*x-82309*a*c*g*p^2*r*x^2+26492*a*c*g*p^2*x^3-28*a* c*g*p*q^4-434*a*c*g*p*q^3*r+9674*a*c*g*p*q^3*x-796*a*c*g*p*q^2*r^2+36988*a*c*g* p*q^2*r*x-84987*a*c*g*p*q^2*x^2-402*a*c*g*p*q*r^3+26978*a*c*g*p*q*r^2*x-163191* a*c*g*p*q*r*x^2+57728*a*c*g*p*q*x^3-12*a*c*g*p*r^4+3418*a*c*g*p*r^3*x-45862*a*c *g*p*r^2*x^2+54744*a*c*g*p*r*x^3-16*a*c*g*q^4*r+666*a*c*g*q^4*x-48*a*c*g*q^3*r^ 2+5501*a*c*g*q^3*r*x-17737*a*c*g*q^3*x^2-48*a*c*g*q^2*r^3+6794*a*c*g*q^2*r^2*x-\ 61496*a*c*g*q^2*r*x^2+29148*a*c*g*q^2*x^3-16*a*c*g*q*r^4+2384*a*c*g*q*r^3*x-\ 40592*a*c*g*q*r^2*x^2+58586*a*c*g*q*r*x^3+84*a*c*g*r^4*x-4876*a*c*g*r^3*x^2+ 17750*a*c*g*r^2*x^3-24*a*c*p^6-298*a*c*p^5*q-82*a*c*p^5*r+1520*a*c*p^5*x-518*a* c*p^4*q^2-835*a*c*p^4*q*r+9630*a*c*p^4*q*x-102*a*c*p^4*r^2+4666*a*c*p^4*r*x-\ 9834*a*c*p^4*x^2-286*a*c*p^3*q^3-1040*a*c*p^3*q^2*r+15014*a*c*p^3*q^2*x-808*a*c *p^3*q*r^2+23122*a*c*p^3*q*r*x-44920*a*c*p^3*q*x^2-54*a*c*p^3*r^3+4872*a*c*p^3* r^2*x-27917*a*c*p^3*r*x^2+10348*a*c*p^3*x^3-42*a*c*p^2*q^4-367*a*c*p^2*q^3*r+ 8350*a*c*p^2*q^3*x-618*a*c*p^2*q^2*r^2+25517*a*c*p^2*q^2*r*x-59236*a*c*p^2*q^2* x^2-303*a*c*p^2*q*r^3+16934*a*c*p^2*q*r^2*x-95679*a*c*p^2*q*r*x^2+36448*a*c*p^2 *q*x^3-10*a*c*p^2*r^4+1929*a*c*p^2*r^3*x-22709*a*c*p^2*r^2*x^2+28662*a*c*p^2*r* x^3-32*a*c*p*q^4*r+1494*a*c*p*q^4*x-96*a*c*p*q^3*r^2+8844*a*c*p*q^3*r*x-27980*a *c*p*q^3*x^2-96*a*c*p*q^2*r^3+10307*a*c*p*q^2*r^2*x-81463*a*c*p*q^2*r*x^2+38148 *a*c*p*q^2*x^3-32*a*c*p*q*r^4+3747*a*c*p*q*r^3*x-48367*a*c*p*q*r^2*x^2+67086*a* c*p*q*r*x^3+203*a*c*p*r^4*x-5319*a*c*p*r^3*x^2+17430*a*c*p*r^2*x^3+48*a*c*q^5*x +779*a*c*q^4*r*x-3830*a*c*q^4*x^2+1145*a*c*q^3*r^2*x-17843*a*c*q^3*r*x^2+12048* a*c*q^3*x^3+552*a*c*q^2*r^3*x-17068*a*c*q^2*r^2*x^2+32876*a*c*q^2*r*x^3+101*a*c *q*r^4*x-4329*a*c*q*r^3*x^2+19176*a*c*q*r^2*x^3-100*a*c*r^4*x^2+2000*a*c*r^3*x^ 3-a*g^6*p-a*g^6*r-14*a*g^5*p^2-6*a*g^5*p*q-17*a*g^5*p*r+80*a*g^5*p*x-5*a*g^5*q* r+38*a*g^5*q*x-3*a*g^5*r^2+99*a*g^5*r*x-44*a*g^4*p^3-65*a*g^4*p^2*q-75*a*g^4*p^ 2*r+620*a*g^4*p^2*x-14*a*g^4*p*q^2-75*a*g^4*p*q*r+676*a*g^4*p*q*x-33*a*g^4*p*r^ 2+951*a*g^4*p*r*x-793*a*g^4*p*x^2-10*a*g^4*q^2*r+156*a*g^4*q^2*x-12*a*g^4*q*r^2 +557*a*g^4*q*r*x-554*a*g^4*q*x^2-2*a*g^4*r^3+227*a*g^4*r^2*x-1101*a*g^4*r*x^2-\ 52*a*g^3*p^4-176*a*g^3*p^3*q-113*a*g^3*p^3*r+1342*a*g^3*p^3*x-114*a*g^3*p^2*q^2 -291*a*g^3*p^2*q*r+3130*a*g^3*p^2*q*x-75*a*g^3*p^2*r^2+2718*a*g^3*p^2*r*x-3787* a*g^3*p^2*x^2-12*a*g^3*p*q^3-122*a*g^3*p*q^2*r+1664*a*g^3*p*q^2*x-124*a*g^3*p*q *r^2+4249*a*g^3*p*q*r*x-6101*a*g^3*p*q*x^2-14*a*g^3*p*r^3+1391*a*g^3*p*r^2*x-\ 6887*a*g^3*p*r*x^2+1234*a*g^3*p*x^3-8*a*g^3*q^3*r+200*a*g^3*q^3*x-16*a*g^3*q^2* r^2+1089*a*g^3*q^2*r*x-2178*a*g^3*q^2*x^2-8*a*g^3*q*r^3+892*a*g^3*q*r^2*x-5854* a*g^3*q*r*x^2+1234*a*g^3*q*x^3+117*a*g^3*r^3*x-1970*a*g^3*r^2*x^2+2133*a*g^3*r* x^3-23*a*g^2*p^5-197*a*g^2*p^4*q-60*a*g^2*p^4*r+1156*a*g^2*p^4*x-237*a*g^2*p^3* q^2-435*a*g^2*p^3*q*r+5014*a*g^2*p^3*q*x-51*a*g^2*p^3*r^2+2927*a*g^2*p^3*r*x-\ 5491*a*g^2*p^3*x^2-74*a*g^2*p^2*q^3-362*a*g^2*p^2*q^2*r+5070*a*g^2*p^2*q^2*x-\ 302*a*g^2*p^2*q*r^2+9480*a*g^2*p^2*q*r*x-16334*a*g^2*p^2*q*x^2-14*a*g^2*p^2*r^3 +2233*a*g^2*p^2*r^2*x-12947*a*g^2*p^2*r*x^2+3696*a*g^2*p^2*x^3-3*a*g^2*p*q^4-72 *a*g^2*p*q^3*r+1494*a*g^2*p*q^3*x-135*a*g^2*p*q^2*r^2+6141*a*g^2*p*q^2*r*x-\ 12766*a*g^2*p*q^2*x^2-66*a*g^2*p*q*r^3+4507*a*g^2*p*q*r^2*x-26260*a*g^2*p*q*r*x ^2+7742*a*g^2*p*q*x^3+489*a*g^2*p*r^3*x-7354*a*g^2*p*r^2*x^2+8460*a*g^2*p*r*x^3 -2*a*g^2*q^4*r+96*a*g^2*q^4*x-6*a*g^2*q^3*r^2+859*a*g^2*q^3*r*x-2660*a*g^2*q^3* x^2-6*a*g^2*q^2*r^3+1082*a*g^2*q^2*r^2*x-9842*a*g^2*q^2*r*x^2+4046*a*g^2*q^2*x^ 3-2*a*g^2*q*r^4+367*a*g^2*q*r^3*x-6645*a*g^2*q*r^2*x^2+9131*a*g^2*q*r*x^3+4*a*g ^2*r^4*x-743*a*g^2*r^3*x^2+2855*a*g^2*r^2*x^3-2*a*g*p^6-100*a*g*p^5*q-6*a*g*p^5 *r+414*a*g*p^5*x-188*a*g*p^4*q^2-284*a*g*p^4*q*r+3234*a*g*p^4*q*x-6*a*g*p^4*r^2 +1268*a*g*p^4*r*x-3053*a*g*p^4*x^2-104*a*g*p^3*q^3-382*a*g*p^3*q^2*r+5246*a*g*p ^3*q^2*x-280*a*g*p^3*q*r^2+7896*a*g*p^3*q*r*x-14794*a*g*p^3*q*x^2-2*a*g*p^3*r^3 +1302*a*g*p^3*r^2*x-8813*a*g*p^3*r*x^2+3226*a*g*p^3*x^3-14*a*g*p^2*q^4-136*a*g* p^2*q^3*r+2900*a*g*p^2*q^3*x-230*a*g*p^2*q^2*r^2+9106*a*g*p^2*q^2*r*x-19754*a*g *p^2*q^2*x^2-108*a*g*p^2*q*r^3+5871*a*g*p^2*q*r^2*x-32666*a*g*p^2*q*r*x^2+11332 *a*g*p^2*q*x^3+490*a*g*p^2*r^3*x-7256*a*g*p^2*r^2*x^2+9372*a*g*p^2*r*x^3-12*a*g *p*q^4*r+488*a*g*p*q^4*x-36*a*g*p*q^3*r^2+3146*a*g*p*q^3*r*x-9250*a*g*p*q^3*x^2 -36*a*g*p*q^2*r^3+3744*a*g*p*q^2*r^2*x-28278*a*g*p*q^2*r*x^2+11942*a*g*p*q^2*x^ 3-12*a*g*p*q*r^4+1310*a*g*p*q*r^3*x-17027*a*g*p*q*r^2*x^2+22485*a*g*p*q*r*x^3+ 42*a*g*p*r^4*x-1679*a*g*p*r^3*x^2+5910*a*g*p*r^2*x^3+14*a*g*q^5*x+258*a*g*q^4*r *x-1237*a*g*q^4*x^2+398*a*g*q^3*r^2*x-6068*a*g*q^3*r*x^2+3836*a*g*q^3*x^3+196*a *g*q^2*r^3*x-5992*a*g*q^2*r^2*x^2+11075*a*g*q^2*r*x^3+34*a*g*q*r^4*x-1518*a*g*q *r^3*x^2+6687*a*g*q*r^2*x^3-20*a*g*r^4*x^2+680*a*g*r^3*x^3-20*a*p^6*q+60*a*p^6* x-51*a*p^5*q^2-70*a*p^5*q*r+744*a*p^5*q*x+221*a*p^5*r*x-588*a*p^5*x^2-42*a*p^4* q^3-132*a*p^4*q^2*r+1708*a*p^4*q^2*x-90*a*p^4*q*r^2+2253*a*p^4*q*r*x-4241*a*p^4 *q*x^2+297*a*p^4*r^2*x-1998*a*p^4*r*x^2+852*a*p^4*x^3-11*a*p^3*q^4-72*a*p^3*q^3 *r+1466*a*p^3*q^3*x-111*a*p^3*q^2*r^2+3874*a*p^3*q^2*r*x-8417*a*p^3*q^2*x^2-50* a*p^3*q*r^3+2318*a*p^3*q*r^2*x-11768*a*p^3*q*r*x^2+4456*a*p^3*q*x^3+171*a*p^3*r ^3*x-2139*a*p^3*r^2*x^2+2947*a*p^3*r*x^3-10*a*p^2*q^4*r+484*a*p^2*q^4*x-30*a*p^ 2*q^3*r^2+2273*a*p^2*q^3*r*x-6648*a*p^2*q^3*x^2-30*a*p^2*q^2*r^3+2520*a*p^2*q^2 *r^2*x-17087*a*p^2*q^2*r*x^2+7448*a*p^2*q^2*x^3-10*a*p^2*q*r^4+900*a*p^2*q*r^3* x-9128*a*p^2*q*r^2*x^2+11967*a*p^2*q*r*x^3+35*a*p^2*r^4*x-801*a*p^2*r^3*x^2+ 2553*a*p^2*r^2*x^3+42*a*p*q^5*x+452*a*p*q^4*r*x-2069*a*p*q^4*x^2+687*a*p*q^3*r^ 2*x-8460*a*p*q^3*r*x^2+4936*a*p*q^3*x^3+390*a*p*q^2*r^3*x-7671*a*p*q^2*r^2*x^2+ 12819*a*p*q^2*r*x^3+91*a*p*q*r^4*x-1926*a*p*q*r^3*x^2+6852*a*p*q*r^2*x^3-65*a*p *r^4*x^2+570*a*p*r^3*x^3+21*a*q^5*r*x-185*a*q^5*x^2+15*a*q^4*r^2*x-1143*a*q^4*r *x^2+1092*a*q^4*x^3-18*a*q^3*r^3*x-1364*a*q^3*r^2*x^2+3799*a*q^3*r*x^3-12*a*q^2 *r^4*x-447*a*q^2*r^3*x^2+3231*a*q^2*r^2*x^3-15*a*q*r^4*x^2+690*a*q*r^3*x^3+128* b^5*c^2*x+32*b^5*c*g*x+160*b^5*c*p*x+48*b^5*c*r*x-352*b^5*c*x^2+16*b^5*g*p*x+16 *b^5*g*r*x+48*b^5*p^2*x+40*b^5*p*r*x-192*b^5*p*x^2-48*b^5*q*x^2-8*b^5*r^2*x-224 *b^5*r*x^2-32*b^4*c^4-32*b^4*c^3*g-80*b^4*c^3*p-16*b^4*c^3*r+1536*b^4*c^3*x-8*b ^4*c^2*g^2-64*b^4*c^2*g*p-16*b^4*c^2*g*r+992*b^4*c^2*g*x-72*b^4*c^2*p^2-32*b^4* c^2*p*r+2752*b^4*c^2*p*x+512*b^4*c^2*q*x+1032*b^4*c^2*r*x-5456*b^4*c^2*x^2-12*b ^4*c*g^2*p-4*b^4*c*g^2*r+128*b^4*c*g^2*x-40*b^4*c*g*p^2-24*b^4*c*g*p*r+1248*b^4 *c*g*p*x+192*b^4*c*g*q*x+620*b^4*c*g*r*x-1884*b^4*c*g*x^2-28*b^4*c*p^3-20*b^4*c *p^2*r+1600*b^4*c*p^2*x+704*b^4*c*p*q*x+1324*b^4*c*p*r*x-5888*b^4*c*p*x^2+256*b ^4*c*q*r*x-2208*b^4*c*q*x^2+40*b^4*c*r^2*x-4504*b^4*c*r*x^2+1472*b^4*c*x^3-4*b^ 4*g^2*p^2-4*b^4*g^2*p*r+72*b^4*g^2*p*x+16*b^4*g^2*q*x+76*b^4*g^2*r*x-8*b^4*g*p^ 3-8*b^4*g*p^2*r+392*b^4*g*p^2*x+128*b^4*g*p*q*x+432*b^4*g*p*r*x-1094*b^4*g*p*x^ 2+72*b^4*g*q*r*x-404*b^4*g*q*x^2+20*b^4*g*r^2*x-1318*b^4*g*r*x^2-4*b^4*p^4-4*b^ 4*p^3*r+304*b^4*p^3*x+240*b^4*p^2*q*x+392*b^4*p^2*r*x-1564*b^4*p^2*x^2+200*b^4* p*q*r*x-1328*b^4*p*q*x^2+48*b^4*p*r^2*x-2364*b^4*p*r*x^2+736*b^4*p*x^3-168*b^4* q^2*x^2-40*b^4*q*r^2*x-972*b^4*q*r*x^2+736*b^4*q*x^3-24*b^4*r^3*x-384*b^4*r^2*x ^2+1268*b^4*r*x^3-192*b^3*c^5-272*b^3*c^4*g-576*b^3*c^4*p-80*b^3*c^4*q-192*b^3* c^4*r+6848*b^3*c^4*x-128*b^3*c^3*g^2-688*b^3*c^3*g*p-80*b^3*c^3*g*q-240*b^3*c^3 *g*r+7200*b^3*c^3*g*x-672*b^3*c^3*p^2-224*b^3*c^3*p*q-480*b^3*c^3*p*r+15504*b^3 *c^3*p*x-64*b^3*c^3*q*r+4800*b^3*c^3*q*x-48*b^3*c^3*r^2+6888*b^3*c^3*r*x-27104* b^3*c^3*x^2-20*b^3*c^2*g^3-264*b^3*c^2*g^2*p-20*b^3*c^2*g^2*q-96*b^3*c^2*g^2*r+ 2272*b^3*c^2*g^2*x-628*b^3*c^2*g*p^2-184*b^3*c^2*g*p*q-480*b^3*c^2*g*p*r+12888* b^3*c^2*g*p*x-64*b^3*c^2*g*q*r+3632*b^3*c^2*g*q*x-48*b^3*c^2*g*r^2+6312*b^3*c^2 *g*r*x-19844*b^3*c^2*g*x^2-384*b^3*c^2*p^3-228*b^3*c^2*p^2*q-432*b^3*c^2*p^2*r+ 12704*b^3*c^2*p^2*x-128*b^3*c^2*p*q*r+9080*b^3*c^2*p*q*x-96*b^3*c^2*p*r^2+11796 *b^3*c^2*p*r*x-41600*b^3*c^2*p*x^2+768*b^3*c^2*q^2*x+3736*b^3*c^2*q*r*x-20924*b ^3*c^2*q*x^2+1308*b^3*c^2*r^2*x-29240*b^3*c^2*r*x^2+13024*b^3*c^2*x^3-32*b^3*c* g^3*p-12*b^3*c*g^3*r+192*b^3*c*g^3*x-172*b^3*c*g^2*p^2-36*b^3*c*g^2*p*q-144*b^3 *c*g^2*p*r+2896*b^3*c*g^2*p*x-16*b^3*c*g^2*q*r+728*b^3*c*g^2*q*x-12*b^3*c*g^2*r ^2+1714*b^3*c*g^2*r*x-3408*b^3*c*g^2*x^2-248*b^3*c*g*p^3-136*b^3*c*g*p^2*q-300* b^3*c*g*p^2*r+7452*b^3*c*g*p^2*x-96*b^3*c*g*p*q*r+4820*b^3*c*g*p*q*x-72*b^3*c*g *p*r^2+7646*b^3*c*g*p*r*x-21530*b^3*c*g*p*x^2+352*b^3*c*g*q^2*x+2268*b^3*c*g*q* r*x-10168*b^3*c*g*q*x^2+930*b^3*c*g*r^2*x-17782*b^3*c*g*r*x^2+4800*b^3*c*g*x^3-\ 108*b^3*c*p^4-100*b^3*c*p^3*q-168*b^3*c*p^3*r+4452*b^3*c*p^3*x-80*b^3*c*p^2*q*r +5540*b^3*c*p^2*q*x-60*b^3*c*p^2*r^2+6336*b^3*c*p^2*r*x-20512*b^3*c*p^2*x^2+ 1136*b^3*c*p*q^2*x+4670*b^3*c*p*q*r*x-23258*b^3*c*p*q*x^2+1626*b^3*c*p*r^2*x-\ 28716*b^3*c*p*r*x^2+11824*b^3*c*p*x^3+464*b^3*c*q^2*r*x-4392*b^3*c*q^2*x^2+62*b ^3*c*q*r^2*x-15238*b^3*c*q*r*x^2+10512*b^3*c*q*x^3-132*b^3*c*r^3*x-5690*b^3*c*r ^2*x^2+13976*b^3*c*r*x^3-12*b^3*g^3*p^2-12*b^3*g^3*p*r+116*b^3*g^3*p*x+40*b^3*g ^3*q*x+128*b^3*g^3*r*x-36*b^3*g^2*p^3-16*b^3*g^2*p^2*q-48*b^3*g^2*p^2*r+928*b^3 *g^2*p^2*x-16*b^3*g^2*p*q*r+480*b^3*g^2*p*q*x-12*b^3*g^2*p*r^2+1134*b^3*g^2*p*r *x-2049*b^3*g^2*p*x^2+40*b^3*g^2*q^2*x+280*b^3*g^2*q*r*x-948*b^3*g^2*q*x^2+124* b^3*g^2*r^2*x-2513*b^3*g^2*r*x^2-36*b^3*g*p^4-32*b^3*g*p^3*q-60*b^3*g*p^3*r+ 1380*b^3*g*p^3*x-32*b^3*g*p^2*q*r+1580*b^3*g*p^2*q*x-24*b^3*g*p^2*r^2+2142*b^3* g*p^2*r*x-5672*b^3*g*p^2*x^2+260*b^3*g*p*q^2*x+1576*b^3*g*p*q*r*x-5909*b^3*g*p* q*x^2+650*b^3*g*p*r^2*x-9060*b^3*g*p*r*x^2+2400*b^3*g*p*x^3+120*b^3*g*q^2*r*x-\ 1104*b^3*g*q^2*x^2+44*b^3*g*q*r^2*x-4631*b^3*g*q*r*x^2+2400*b^3*g*q*x^3-20*b^3* g*r^3*x-1878*b^3*g*r^2*x^2+4182*b^3*g*r*x^3-12*b^3*p^5-16*b^3*p^4*q-24*b^3*p^4* r+560*b^3*p^4*x-16*b^3*p^3*q*r+1076*b^3*p^3*q*x-12*b^3*p^3*r^2+1074*b^3*p^3*r*x -3244*b^3*p^3*x^2+420*b^3*p^2*q^2*x+1338*b^3*p^2*q*r*x-6144*b^3*p^2*q*x^2+444*b ^3*p^2*r^2*x-6698*b^3*p^2*r*x^2+2656*b^3*p^2*x^3+350*b^3*p*q^2*r*x-2724*b^3*p*q ^2*x^2+110*b^3*p*q*r^2*x-8026*b^3*p*q*r*x^2+4656*b^3*p*q*x^3-60*b^3*p*r^3*x-\ 2786*b^3*p*r^2*x^2+5936*b^3*p*r*x^3-228*b^3*q^3*x^2-70*b^3*q^2*r^2*x-1544*b^3*q ^2*r*x^2+2000*b^3*q^2*x^3-72*b^3*q*r^3*x-990*b^3*q*r^2*x^2+4652*b^3*q*r*x^3-12* b^3*r^4*x-24*b^3*r^3*x^2+1716*b^3*r^2*x^3-448*b^2*c^6-816*b^2*c^5*g-1568*b^2*c^ 5*p-368*b^2*c^5*q-672*b^2*c^5*r+14464*b^2*c^5*x-552*b^2*c^4*g^2-2480*b^2*c^4*g* p-528*b^2*c^4*g*q-1072*b^2*c^4*g*r+21152*b^2*c^4*g*x-2200*b^2*c^4*p^2-1216*b^2* c^4*p*q-1936*b^2*c^4*p*r+39088*b^2*c^4*p*x-72*b^2*c^4*q^2-480*b^2*c^4*q*r+15712 *b^2*c^4*q*x-296*b^2*c^4*r^2+19848*b^2*c^4*r*x-60784*b^2*c^4*x^2-164*b^2*c^3*g^ 3-1428*b^2*c^3*g^2*p-252*b^2*c^3*g^2*q-620*b^2*c^3*g^2*r+10848*b^2*c^3*g^2*x-\ 2884*b^2*c^3*g*p^2-1488*b^2*c^3*g*p*q-2592*b^2*c^3*g*p*r+47592*b^2*c^3*g*p*x-72 *b^2*c^3*g*q^2-616*b^2*c^3*g*q*r+18160*b^2*c^3*g*q*x-392*b^2*c^3*g*r^2+25060*b^ 2*c^3*g*r*x-68532*b^2*c^3*g*x^2-1580*b^2*c^3*p^3-1540*b^2*c^3*p^2*q-2132*b^2*c^ 3*p^2*r+40376*b^2*c^3*p^2*x-228*b^2*c^3*p*q^2-1200*b^2*c^3*p*q*r+37032*b^2*c^3* p*q*x-700*b^2*c^3*p*r^2+41688*b^2*c^3*p*r*x-118532*b^2*c^3*p*x^2-84*b^2*c^3*q^2 *r+5328*b^2*c^3*q^2*x-120*b^2*c^3*q*r^2+17524*b^2*c^3*q*r*x-70836*b^2*c^3*q*x^2 -36*b^2*c^3*r^3+6720*b^2*c^3*r^2*x-82224*b^2*c^3*r*x^2+38784*b^2*c^3*x^3-18*b^2 *c^2*g^4-352*b^2*c^2*g^3*p-40*b^2*c^2*g^3*q-152*b^2*c^2*g^3*r+2216*b^2*c^2*g^3* x-1316*b^2*c^2*g^2*p^2-588*b^2*c^2*g^2*p*q-1212*b^2*c^2*g^2*p*r+19376*b^2*c^2*g ^2*p*x-18*b^2*c^2*g^2*q^2-256*b^2*c^2*g^2*q*r+6832*b^2*c^2*g^2*q*x-170*b^2*c^2* g^2*r^2+10908*b^2*c^2*g^2*r*x-24532*b^2*c^2*g^2*x^2-1600*b^2*c^2*g*p^3-1496*b^2 *c^2*g*p^2*q-2216*b^2*c^2*g*p^2*r+38336*b^2*c^2*g*p^2*x-192*b^2*c^2*g*p*q^2-\ 1232*b^2*c^2*g*p*q*r+33560*b^2*c^2*g*p*q*x-744*b^2*c^2*g*p*r^2+41282*b^2*c^2*g* p*r*x-104368*b^2*c^2*g*p*x^2-84*b^2*c^2*g*q^2*r+4472*b^2*c^2*g*q^2*x-120*b^2*c^ 2*g*q*r^2+16588*b^2*c^2*g*q*r*x-60124*b^2*c^2*g*q*x^2-36*b^2*c^2*g*r^3+6826*b^2 *c^2*g*r^2*x-77858*b^2*c^2*g*r*x^2+29488*b^2*c^2*g*x^3-610*b^2*c^2*p^4-932*b^2* c^2*p^3*q-1124*b^2*c^2*p^3*r+19788*b^2*c^2*p^3*x-258*b^2*c^2*p^2*q^2-1080*b^2*c ^2*p^2*q*r+31252*b^2*c^2*p^2*q*x-586*b^2*c^2*p^2*r^2+30932*b^2*c^2*p^2*r*x-\ 82608*b^2*c^2*p^2*x^2-168*b^2*c^2*p*q^2*r+10580*b^2*c^2*p*q^2*x-240*b^2*c^2*p*q *r^2+29638*b^2*c^2*p*q*r*x-110270*b^2*c^2*p*q*x^2-72*b^2*c^2*p*r^3+10826*b^2*c^ 2*p*r^2*x-113962*b^2*c^2*p*r*x^2+49632*b^2*c^2*p*x^3+544*b^2*c^2*q^3*x+4698*b^2 *c^2*q^2*r*x-27268*b^2*c^2*q^2*x^2+3046*b^2*c^2*q*r^2*x-71714*b^2*c^2*q*r*x^2+ 45744*b^2*c^2*q*x^3+228*b^2*c^2*r^3*x-24726*b^2*c^2*r^2*x^2+50988*b^2*c^2*r*x^3 -31*b^2*c*g^4*p-13*b^2*c*g^4*r+136*b^2*c*g^4*x-238*b^2*c*g^3*p^2-74*b^2*c*g^3*p *q-226*b^2*c*g^3*p*r+2848*b^2*c*g^3*p*x-34*b^2*c*g^3*q*r+912*b^2*c*g^3*q*x-24*b ^2*c*g^3*r^2+1868*b^2*c*g^3*r*x-2731*b^2*c*g^3*x^2-510*b^2*c*g^2*p^3-434*b^2*c* g^2*p^2*q-728*b^2*c*g^2*p^2*r+11084*b^2*c*g^2*p^2*x-39*b^2*c*g^2*p*q^2-384*b^2* c*g^2*p*q*r+8862*b^2*c*g^2*p*q*x-245*b^2*c*g^2*p*r^2+12758*b^2*c*g^2*p*r*x-\ 26560*b^2*c*g^2*p*x^2-21*b^2*c*g^2*q^2*r+1088*b^2*c*g^2*q^2*x-30*b^2*c*g^2*q*r^ 2+4677*b^2*c*g^2*q*r*x-14582*b^2*c*g^2*q*x^2-9*b^2*c*g^2*r^3+2053*b^2*c*g^2*r^2 *x-22972*b^2*c*g^2*r*x^2+5376*b^2*c*g^2*x^3-422*b^2*c*g*p^4-630*b^2*c*g*p^3*q-\ 798*b^2*c*g*p^3*r+12970*b^2*c*g*p^3*x-162*b^2*c*g*p^2*q^2-770*b^2*c*g*p^2*q*r+ 19806*b^2*c*g*p^2*q*x-430*b^2*c*g*p^2*r^2+21103*b^2*c*g*p^2*r*x-50543*b^2*c*g*p ^2*x^2-126*b^2*c*g*p*q^2*r+6194*b^2*c*g*p*q^2*x-180*b^2*c*g*p*q*r^2+19931*b^2*c *g*p*q*r*x-64929*b^2*c*g*p*q*x^2-54*b^2*c*g*p*r^3+7803*b^2*c*g*p*r^2*x-74383*b^ 2*c*g*p*r*x^2+26464*b^2*c*g*p*x^3+280*b^2*c*g*q^3*x+2895*b^2*c*g*q^2*r*x-15395* b^2*c*g*q^2*x^2+2171*b^2*c*g*q*r^2*x-45455*b^2*c*g*q*r*x^2+24520*b^2*c*g*q*x^3+ 247*b^2*c*g*r^3*x-16670*b^2*c*g*r^2*x^2+31826*b^2*c*g*r*x^3-119*b^2*c*p^5-270*b ^2*c*p^4*q-283*b^2*c*p^4*r+4562*b^2*c*p^4*x-123*b^2*c*p^3*q^2-420*b^2*c*p^3*q*r +11076*b^2*c*p^3*q*x-209*b^2*c*p^3*r^2+9587*b^2*c*p^3*r*x-24319*b^2*c*p^3*x^2-\ 105*b^2*c*p^2*q^2*r+6718*b^2*c*p^2*q^2*x-150*b^2*c*p^2*q*r^2+15693*b^2*c*p^2*q* r*x-54084*b^2*c*p^2*q*x^2-45*b^2*c*p^2*r^3+5342*b^2*c*p^2*r^2*x-49627*b^2*c*p^2 *r*x^2+20704*b^2*c*p^2*x^3+856*b^2*c*p*q^3*x+5776*b^2*c*p*q^2*r*x-30763*b^2*c*p *q^2*x^2+3808*b^2*c*p*q*r^2*x-70244*b^2*c*p*q*r*x^2+39160*b^2*c*p*q*x^3+405*b^2 *c*p*r^3*x-22203*b^2*c*p*r^2*x^2+41292*b^2*c*p*r*x^3+380*b^2*c*q^3*r*x-3860*b^2 *c*q^3*x^2+15*b^2*c*q^2*r^2*x-18025*b^2*c*q^2*r*x^2+17144*b^2*c*q^2*x^3-306*b^2 *c*q*r^3*x-11941*b^2*c*q*r^2*x^2+36054*b^2*c*q*r*x^3-66*b^2*c*r^4*x-1110*b^2*c* r^3*x^2+12192*b^2*c*r^2*x^3-13*b^2*g^4*p^2-13*b^2*g^4*p*r+86*b^2*g^4*p*x+36*b^2 *g^4*q*x+99*b^2*g^4*r*x-50*b^2*g^3*p^3-34*b^2*g^3*p^2*q-74*b^2*g^3*p^2*r+920*b^ 2*g^3*p^2*x-34*b^2*g^3*p*q*r+596*b^2*g^3*p*q*x-24*b^2*g^3*p*r^2+1198*b^2*g^3*p* r*x-1667*b^2*g^3*p*x^2+80*b^2*g^3*q^2*x+362*b^2*g^3*q*r*x-897*b^2*g^3*q*x^2+164 *b^2*g^3*r^2*x-2083*b^2*g^3*r*x^2-70*b^2*g^2*p^4-98*b^2*g^2*p^3*q-136*b^2*g^2*p ^3*r+1988*b^2*g^2*p^3*x-21*b^2*g^2*p^2*q^2-128*b^2*g^2*p^2*q*r+2818*b^2*g^2*p^2 *q*x-75*b^2*g^2*p^2*r^2+3420*b^2*g^2*p^2*r*x-6918*b^2*g^2*p^2*x^2-21*b^2*g^2*p* q^2*r+762*b^2*g^2*p*q^2*x-30*b^2*g^2*p*q*r^2+3101*b^2*g^2*p*q*r*x-8247*b^2*g^2* p*q*x^2-9*b^2*g^2*p*r^3+1325*b^2*g^2*p*r^2*x-11414*b^2*g^2*p*r*x^2+2688*b^2*g^2 *p*x^3+36*b^2*g^2*q^3*x+361*b^2*g^2*q^2*r*x-1932*b^2*g^2*q^2*x^2+296*b^2*g^2*q* r^2*x-6695*b^2*g^2*q*r*x^2+2688*b^2*g^2*q*x^3+43*b^2*g^2*r^3*x-2596*b^2*g^2*r^2 *x^2+4683*b^2*g^2*r*x^3-42*b^2*g*p^5-94*b^2*g*p^4*q-102*b^2*g*p^4*r+1540*b^2*g* p^4*x-42*b^2*g*p^3*q^2-154*b^2*g*p^3*q*r+3658*b^2*g*p^3*q*x-78*b^2*g*p^3*r^2+ 3342*b^2*g*p^3*r*x-7752*b^2*g*p^3*x^2-42*b^2*g*p^2*q^2*r+2104*b^2*g*p^2*q^2*x-\ 60*b^2*g*p^2*q*r^2+5495*b^2*g*p^2*q*r*x-16602*b^2*g*p^2*q*x^2-18*b^2*g*p^2*r^3+ 1958*b^2*g*p^2*r^2*x-16684*b^2*g*p^2*r*x^2+5860*b^2*g*p^2*x^3+220*b^2*g*p*q^3*x +2006*b^2*g*p*q^2*r*x-9000*b^2*g*p*q^2*x^2+1523*b^2*g*p*q*r^2*x-23183*b^2*g*p*q *r*x^2+10748*b^2*g*p*q*x^3+193*b^2*g*p*r^3*x-7845*b^2*g*p*r^2*x^2+13229*b^2*g*p *r*x^3+94*b^2*g*q^3*r*x-1101*b^2*g*q^3*x^2+31*b^2*g*q^2*r^2*x-5641*b^2*g*q^2*r* x^2+4888*b^2*g*q^2*x^3-52*b^2*g*q*r^3*x-4015*b^2*g*q*r^2*x^2+11346*b^2*g*q*r*x^ 3-12*b^2*g*r^4*x-424*b^2*g*r^3*x^2+4046*b^2*g*r^2*x^3-9*b^2*p^6-30*b^2*p^5*q-27 *b^2*p^5*r+390*b^2*p^5*x-21*b^2*p^4*q^2-60*b^2*p^4*q*r+1384*b^2*p^4*q*x-27*b^2* p^4*r^2+1038*b^2*p^4*r*x-2529*b^2*p^4*x^2-21*b^2*p^3*q^2*r+1330*b^2*p^3*q^2*x-\ 30*b^2*p^3*q*r^2+2629*b^2*p^3*q*r*x-8374*b^2*p^3*q*x^2-9*b^2*p^3*r^3+828*b^2*p^ 3*r^2*x-6738*b^2*p^3*r*x^2+2792*b^2*p^3*x^3+336*b^2*p^2*q^3*x+1621*b^2*p^2*q^2* r*x-8119*b^2*p^2*q^2*x^2+1056*b^2*p^2*q*r^2*x-16197*b^2*p^2*q*r*x^2+8224*b^2*p^ 2*q*x^3+150*b^2*p^2*r^3*x-4599*b^2*p^2*r^2*x^2+8037*b^2*p^2*r*x^3+280*b^2*p*q^3 *r*x-2424*b^2*p*q^3*x^2+89*b^2*p*q^2*r^2*x-9578*b^2*p*q^2*r*x^2+7416*b^2*p*q^2* x^3-138*b^2*p*q*r^3*x-5986*b^2*p*q*r^2*x^2+15084*b^2*p*q*r*x^3-30*b^2*p*r^4*x-\ 552*b^2*p*r^3*x^2+4752*b^2*p*r^2*x^3-150*b^2*q^4*x^2-56*b^2*q^3*r^2*x-1147*b^2* q^3*r*x^2+1984*b^2*q^3*x^3-78*b^2*q^2*r^3*x-927*b^2*q^2*r^2*x^2+5763*b^2*q^2*r* x^3-24*b^2*q*r^4*x+3684*b^2*q*r^2*x^3+50*b^2*r^4*x^2+440*b^2*r^3*x^3-448*b*c^7-\ 1008*b*c^6*g-1792*b*c^6*p-560*b*c^6*q-896*b*c^6*r+14400*b*c^6*x-896*b*c^5*g^2-\ 3568*b*c^5*g*p-1040*b*c^5*g*q-1776*b*c^5*g*r+27136*b*c^5*g*x-2912*b*c^5*p^2-\ 2144*b*c^5*p*q-2912*b*c^5*p*r+45040*b*c^5*p*x-224*b*c^5*q^2-1024*b*c^5*q*r+ 21440*b*c^5*q*x-560*b*c^5*r^2+25448*b*c^5*r*x-63904*b*c^5*x^2-392*b*c^4*g^3-\ 2768*b*c^4*g^2*p-720*b*c^4*g^2*q-1368*b*c^4*g^2*r+19472*b*c^4*g^2*x-4960*b*c^4* g*p^2-3480*b*c^4*g*p*q-4968*b*c^4*g*p*r+72712*b*c^4*g*p*x-324*b*c^4*g*q^2-1680* b*c^4*g*q*r+33552*b*c^4*g*q*x-932*b*c^4*g*r^2+41552*b*c^4*g*r*x-97724*b*c^4*g*x ^2-2480*b*c^4*p^3-3224*b*c^4*p^2*q-3744*b*c^4*p^2*r+55576*b*c^4*p^2*x-824*b*c^4 *p*q^2-3000*b*c^4*p*q*r+60104*b*c^4*p*q*x-1504*b*c^4*p*r^2+62668*b*c^4*p*r*x-\ 149832*b*c^4*p*x^2-28*b*c^4*q^3-376*b*c^4*q^2*r+11376*b*c^4*q^2*x-476*b*c^4*q*r ^2+32048*b*c^4*q*r*x-100340*b*c^4*q*x^2-128*b*c^4*r^3+12452*b*c^4*r^2*x-105608* b*c^4*r*x^2+48544*b*c^4*x^3-84*b*c^3*g^4-1040*b*c^3*g^3*p-220*b*c^3*g^3*q-508*b *c^3*g^3*r+6504*b*c^3*g^3*x-3204*b*c^3*g^2*p^2-2064*b*c^3*g^2*p*q-3216*b*c^3*g^ 2*p*r+43436*b*c^3*g^2*p*x-156*b*c^3*g^2*q^2-1004*b*c^3*g^2*q*r+19096*b*c^3*g^2* q*x-572*b*c^3*g^2*r^2+25410*b*c^3*g^2*r*x-53760*b*c^3*g^2*x^2-3440*b*c^3*g*p^3-\ 4364*b*c^3*g*p^2*q-5220*b*c^3*g*p^2*r+73564*b*c^3*g*p^2*x-1032*b*c^3*g*p*q^2-\ 4120*b*c^3*g*p*q*r+77764*b*c^3*g*p*q*x-2088*b*c^3*g*p*r^2+84448*b*c^3*g*p*r*x-\ 188280*b*c^3*g*p*x^2-28*b*c^3*g*q^3-496*b*c^3*g*q^2*r+14072*b*c^3*g*q^2*x-636*b *c^3*g*q*r^2+41912*b*c^3*g*q*r*x-123744*b*c^3*g*q*x^2-168*b*c^3*g*r^3+16748*b*c ^3*g*r^2*x-137234*b*c^3*g*r*x^2+56208*b*c^3*g*x^3-1188*b*c^3*p^4-2432*b*c^3*p^3 *q-2424*b*c^3*p^3*r+34348*b*c^3*p^3*x-1128*b*c^3*p^2*q^2-3364*b*c^3*p^2*q*r+ 63772*b*c^3*p^2*q*x-1516*b*c^3*p^2*r^2+58006*b*c^3*p^2*r*x-133060*b*c^3*p^2*x^2 -100*b*c^3*p*q^3-944*b*c^3*p*q^2*r+27924*b*c^3*p*q^2*x-1132*b*c^3*p*q*r^2+67224 *b*c^3*p*q*r*x-197840*b*c^3*p*q*x^2-288*b*c^3*p*r^3+24276*b*c^3*p*r^2*x-185688* b*c^3*p*r*x^2+79424*b*c^3*p*x^3-44*b*c^3*q^3*r+2496*b*c^3*q^3*x-96*b*c^3*q^2*r^ 2+14000*b*c^3*q^2*r*x-57672*b*c^3*q^2*x^2-60*b*c^3*q*r^3+10656*b*c^3*q*r^2*x-\ 131546*b*c^3*q*r*x^2+76480*b*c^3*q*x^3-8*b*c^3*r^4+1680*b*c^3*r^3*x-43312*b*c^3 *r^2*x^2+76200*b*c^3*r*x^3-7*b*c^2*g^5-188*b*c^2*g^4*p-25*b*c^2*g^4*q-90*b*c^2* g^4*r+968*b*c^2*g^4*x-964*b*c^2*g^3*p^2-526*b*c^2*g^3*p*q-970*b*c^2*g^3*p*r+ 11542*b*c^2*g^3*p*x-25*b*c^2*g^3*q^2-256*b*c^2*g^3*q*r+4708*b*c^2*g^3*q*x-153*b *c^2*g^3*r^2+7114*b*c^2*g^3*r*x-12419*b*c^2*g^3*x^2-1716*b*c^2*g^2*p^3-2068*b*c ^2*g^2*p^2*q-2622*b*c^2*g^2*p^2*r+34252*b*c^2*g^2*p^2*x-420*b*c^2*g^2*p*q^2-\ 1982*b*c^2*g^2*p*q*r+34660*b*c^2*g^2*p*q*x-1034*b*c^2*g^2*p*r^2+40471*b*c^2*g^2 *p*r*x-80890*b*c^2*g^2*p*x^2-7*b*c^2*g^2*q^3-214*b*c^2*g^2*q^2*r+5896*b*c^2*g^2 *q^2*x-279*b*c^2*g^2*q*r^2+18998*b*c^2*g^2*q*r*x-51717*b*c^2*g^2*q*x^2-72*b*c^2 *g^2*r^3+7847*b*c^2*g^2*r^2*x-62951*b*c^2*g^2*r*x^2+20904*b*c^2*g^2*x^3-1245*b* c^2*g*p^4-2546*b*c^2*g*p^3*q-2558*b*c^2*g*p^3*r+34716*b*c^2*g*p^3*x-1137*b*c^2* g*p^2*q^2-3580*b*c^2*g*p^2*q*r+63916*b*c^2*g*p^2*q*x-1609*b*c^2*g*p^2*r^2+59798 *b*c^2*g*p^2*r*x-128547*b*c^2*g*p^2*x^2-86*b*c^2*g*p*q^3-996*b*c^2*g*p*q^2*r+ 26926*b*c^2*g*p*q^2*x-1214*b*c^2*g*p*q*r^2+68897*b*c^2*g*p*q*r*x-188490*b*c^2*g *p*q*x^2-304*b*c^2*g*p*r^3+25447*b*c^2*g*p*r^2*x-185598*b*c^2*g*p*r*x^2+71056*b *c^2*g*p*x^3-44*b*c^2*g*q^3*r+2244*b*c^2*g*q^3*x-96*b*c^2*g*q^2*r^2+13636*b*c^2 *g*q^2*r*x-53421*b*c^2*g*q^2*x^2-60*b*c^2*g*q*r^3+10937*b*c^2*g*q*r^2*x-129439* b*c^2*g*q*r*x^2+68184*b*c^2*g*q*x^3-8*b*c^2*g*r^4+1777*b*c^2*g*r^3*x-44004*b*c^ 2*g*r^2*x^2+73724*b*c^2*g*r*x^3-316*b*c^2*p^5-971*b*c^2*p^4*q-824*b*c^2*p^4*r+ 11106*b*c^2*p^4*x-718*b*c^2*p^3*q^2-1806*b*c^2*p^3*q*r+31752*b*c^2*p^3*q*x-716* b*c^2*p^3*r^2+25039*b*c^2*p^3*r*x-55732*b*c^2*p^3*x^2-123*b*c^2*p^2*q^3-854*b*c ^2*p^2*q^2*r+24278*b*c^2*p^2*q^2*x-955*b*c^2*p^2*q*r^2+49867*b*c^2*p^2*q*r*x-\ 137935*b*c^2*p^2*q*x^2-224*b*c^2*p^2*r^3+16371*b*c^2*p^2*r^2*x-114858*b*c^2*p^2 *r*x^2+47304*b*c^2*p^2*x^3-88*b*c^2*p*q^3*r+5188*b*c^2*p*q^3*x-192*b*c^2*p*q^2* r^2+23538*b*c^2*p*q^2*r*x-90754*b*c^2*p*q^2*x^2-120*b*c^2*p*q*r^3+17254*b*c^2*p *q*r^2*x-182348*b*c^2*p*q*r*x^2+94872*b*c^2*p*q*x^3-16*b*c^2*p*r^4+2730*b*c^2*p *r^3*x-54809*b*c^2*p*r^2*x^2+88826*b*c^2*p*r*x^3+184*b*c^2*q^4*x+2464*b*c^2*q^3 *r*x-14683*b*c^2*q^3*x^2+2308*b*c^2*q^2*r^2*x-55550*b*c^2*q^2*r*x^2+43392*b*c^2 *q^2*x^3+393*b*c^2*q*r^3*x-36077*b*c^2*q*r^2*x^2+83826*b*c^2*q*r*x^3-26*b*c^2*r ^4*x-4170*b*c^2*r^3*x^2+26172*b*c^2*r^2*x^3-13*b*c*g^5*p-6*b*c*g^5*r+46*b*c*g^5 *x-131*b*c*g^4*p^2-48*b*c*g^4*p*q-132*b*c*g^4*p*r+1246*b*c*g^4*p*x-23*b*c*g^4*q *r+462*b*c*g^4*q*x-15*b*c*g^4*r^2+880*b*c*g^4*r*x-991*b*c*g^4*x^2-362*b*c*g^3*p ^3-392*b*c*g^3*p^2*q-558*b*c*g^3*p^2*r+6486*b*c*g^3*p^2*x-55*b*c*g^3*p*q^2-382* b*c*g^3*p*q*r+5998*b*c*g^3*p*q*x-213*b*c*g^3*p*r^2+8055*b*c*g^3*p*r*x-13312*b*c *g^3*p*x^2-30*b*c*g^3*q^2*r+952*b*c*g^3*q^2*x-40*b*c*g^3*q*r^2+3403*b*c*g^3*q*r *x-8195*b*c*g^3*q*x^2-10*b*c*g^3*r^3+1457*b*c*g^3*r^2*x-11916*b*c*g^3*r*x^2+ 2468*b*c*g^3*x^3-421*b*c*g^2*p^4-842*b*c*g^2*p^3*q-872*b*c*g^2*p^3*r+11110*b*c* g^2*p^3*x-348*b*c*g^2*p^2*q^2-1206*b*c*g^2*p^2*q*r+19910*b*c*g^2*p^2*q*x-549*b* c*g^2*p^2*r^2+19683*b*c*g^2*p^2*r*x-38352*b*c*g^2*p^2*x^2-18*b*c*g^2*p*q^3-322* b*c*g^2*p*q^2*r+7858*b*c*g^2*p*q^2*x-404*b*c*g^2*p*q*r^2+22174*b*c*g^2*p*q*r*x-\ 54577*b*c*g^2*p*q*x^2-100*b*c*g^2*p*r^3+8489*b*c*g^2*p*r^2*x-58592*b*c*g^2*p*r* x^2+18544*b*c*g^2*p*x^3-11*b*c*g^2*q^3*r+606*b*c*g^2*q^3*x-24*b*c*g^2*q^2*r^2+ 3974*b*c*g^2*q^2*r*x-15013*b*c*g^2*q^2*x^2-15*b*c*g^2*q*r^3+3339*b*c*g^2*q*r^2* x-39824*b*c*g^2*q*r*x^2+17844*b*c*g^2*q*x^3-2*b*c*g^2*r^4+551*b*c*g^2*r^3*x-\ 13999*b*c*g^2*r^2*x^2+22446*b*c*g^2*r*x^3-219*b*c*g*p^5-692*b*c*g*p^4*q-576*b*c *g*p^4*r+7540*b*c*g*p^4*x-507*b*c*g*p^3*q^2-1310*b*c*g*p^3*q*r+21780*b*c*g*p^3* q*x-507*b*c*g*p^3*r^2+17312*b*c*g*p^3*r*x-36647*b*c*g*p^3*x^2-80*b*c*g*p^2*q^3-\ 626*b*c*g*p^2*q^2*r+16312*b*c*g*p^2*q^2*x-708*b*c*g*p^2*q*r^2+35099*b*c*g*p^2*q *r*x-90123*b*c*g*p^2*q*x^2-162*b*c*g*p^2*r^3+11545*b*c*g*p^2*r^2*x-77935*b*c*g* p^2*r*x^2+29148*b*c*g*p^2*x^3-66*b*c*g*p*q^3*r+3232*b*c*g*p*q^3*x-144*b*c*g*p*q ^2*r^2+16348*b*c*g*p*q^2*r*x-57937*b*c*g*p*q^2*x^2-90*b*c*g*p*q*r^3+12592*b*c*g *p*q*r^2*x-123666*b*c*g*p*q*r*x^2+57728*b*c*g*p*q*x^3-12*b*c*g*p*r^4+1993*b*c*g *p*r^3*x-38239*b*c*g*p*r^2*x^2+58586*b*c*g*p*r*x^3+102*b*c*g*q^4*x+1540*b*c*g*q ^3*r*x-9001*b*c*g*q^3*x^2+1648*b*c*g*q^2*r^2*x-36437*b*c*g*q^2*r*x^2+26492*b*c* g*q^2*x^3+398*b*c*g*q*r^3*x-24824*b*c*g*q*r^2*x^2+54744*b*c*g*q*r*x^3+4*b*c*g*r ^4*x-2954*b*c*g*r^3*x^2+17750*b*c*g*r^2*x^3-42*b*c*p^6-194*b*c*p^5*q-136*b*c*p^ 5*r+1752*b*c*p^5*x-214*b*c*p^4*q^2-463*b*c*p^4*q*r+7386*b*c*p^4*q*x-156*b*c*p^4 *r^2+4968*b*c*p^4*r*x-10900*b*c*p^4*x^2-62*b*c*p^3*q^3-334*b*c*p^3*q^2*r+8738*b *c*p^3*q^2*x-344*b*c*p^3*q*r^2+15514*b*c*p^3*q*r*x-40312*b*c*p^3*q*x^2-72*b*c*p ^3*r^3+4532*b*c*p^3*r^2*x-29335*b*c*p^3*r*x^2+12048*b*c*p^3*x^3-55*b*c*p^2*q^3* r+3410*b*c*p^2*q^3*x-120*b*c*p^2*q^2*r^2+12389*b*c*p^2*q^2*r*x-44552*b*c*p^2*q^ 2*x^2-75*b*c*p^2*q*r^3+8612*b*c*p^2*q*r^2*x-79133*b*c*p^2*q*r*x^2+38148*b*c*p^2 *q*x^3-10*b*c*p^2*r^4+1347*b*c*p^2*r^3*x-21245*b*c*p^2*r^2*x^2+32876*b*c*p^2*r* x^3+306*b*c*p*q^4*x+2992*b*c*p*q^3*r*x-16700*b*c*p*q^3*x^2+2897*b*c*p*q^2*r^2*x -54603*b*c*p*q^2*r*x^2+36448*b*c*p*q^2*x^3+699*b*c*p*q*r^3*x-33011*b*c*p*q*r^2* x^2+67086*b*c*p*q*r*x^3+31*b*c*p*r^4*x-3591*b*c*p*r^3*x^2+19176*b*c*p*r^2*x^3+ 145*b*c*q^4*r*x-1560*b*c*q^4*x^2-15*b*c*q^3*r^2*x-8947*b*c*q^3*r*x^2+10348*b*c* q^3*x^3-228*b*c*q^2*r^3*x-8134*b*c*q^2*r^2*x^2+28662*b*c*q^2*r*x^3-87*b*c*q*r^4 *x-1431*b*c*q*r^3*x^2+17430*b*c*q*r^2*x^3+100*b*c*r^4*x^2+2000*b*c*r^3*x^3-6*b* g^5*p^2-6*b*g^5*p*r+30*b*g^5*p*x+14*b*g^5*q*x+36*b*g^5*r*x-27*b*g^4*p^3-23*b*g^ 4*p^2*q-42*b*g^4*p^2*r+402*b*g^4*p^2*x-23*b*g^4*p*q*r+298*b*g^4*p*q*x-15*b*g^4* p*r^2+549*b*g^4*p*r*x-604*b*g^4*p*x^2+50*b*g^4*q^2*x+188*b*g^4*q*r*x-365*b*g^4* q*x^2+82*b*g^4*r^2*x-774*b*g^4*r*x^2-46*b*g^3*p^4-86*b*g^3*p^3*q-96*b*g^3*p^3*r +1114*b*g^3*p^3*x-30*b*g^3*p^2*q^2-126*b*g^3*p^2*q*r+1858*b*g^3*p^2*q*x-60*b*g^ 3*p^2*r^2+2054*b*g^3*p^2*r*x-3414*b*g^3*p^2*x^2-30*b*g^3*p*q^2*r+650*b*g^3*p*q^ 2*x-40*b*g^3*p*q*r^2+2189*b*g^3*p*q*r*x-4519*b*g^3*p*q*x^2-10*b*g^3*p*r^3+891*b *g^3*p*r^2*x-5768*b*g^3*p*r*x^2+1234*b*g^3*p*x^3+50*b*g^3*q^3*x+317*b*g^3*q^2*r *x-1241*b*g^3*q^2*x^2+272*b*g^3*q*r^2*x-3763*b*g^3*q*r*x^2+1234*b*g^3*q*x^3+45* b*g^3*r^3*x-1360*b*g^3*r^2*x^2+2133*b*g^3*r*x^3-37*b*g^2*p^5-118*b*g^2*p^4*q-98 *b*g^2*p^4*r+1228*b*g^2*p^4*x-84*b*g^2*p^3*q^2-228*b*g^2*p^3*q*r+3526*b*g^2*p^3 *q*x-87*b*g^2*p^3*r^2+2883*b*g^2*p^3*r*x-5674*b*g^2*p^3*x^2-11*b*g^2*p^2*q^3-\ 108*b*g^2*p^2*q^2*r+2540*b*g^2*p^2*q^2*x-125*b*g^2*p^2*q*r^2+5890*b*g^2*p^2*q*r *x-13586*b*g^2*p^2*q*x^2-28*b*g^2*p^2*r^3+1960*b*g^2*p^2*r^2*x-12607*b*g^2*p^2* r*x^2+4046*b*g^2*p^2*x^3-11*b*g^2*p*q^3*r+442*b*g^2*p*q^3*x-24*b*g^2*p*q^2*r^2+ 2650*b*g^2*p*q^2*r*x-8446*b*g^2*p*q^2*x^2-15*b*g^2*p*q*r^3+2171*b*g^2*p*q*r^2*x -19829*b*g^2*p*q*r*x^2+7742*b*g^2*p*q*x^3-2*b*g^2*p*r^4+344*b*g^2*p*r^3*x-6360* b*g^2*p*r^2*x^2+9131*b*g^2*p*r*x^3+14*b*g^2*q^4*x+194*b*g^2*q^3*r*x-1271*b*g^2* q^3*x^2+228*b*g^2*q^2*r^2*x-5560*b*g^2*q^2*r*x^2+3696*b*g^2*q^2*x^3+69*b*g^2*q* r^3*x-3950*b*g^2*q*r^2*x^2+8460*b*g^2*q*r*x^3+4*b*g^2*r^4*x-472*b*g^2*r^3*x^2+ 2855*b*g^2*r^2*x^3-14*b*g*p^6-70*b*g*p^5*q-46*b*g*p^5*r+588*b*g*p^5*x-78*b*g*p^ 4*q^2-170*b*g*p^4*q*r+2582*b*g*p^4*q*x-54*b*g*p^4*r^2+1693*b*g*p^4*r*x-3629*b*g *p^4*x^2-22*b*g*p^3*q^3-126*b*g*p^3*q^2*r+3044*b*g*p^3*q^2*x-130*b*g*p^3*q*r^2+ 5557*b*g*p^3*q*r*x-13514*b*g*p^3*q*x^2-26*b*g*p^3*r^3+1573*b*g*p^3*r^2*x-10024* b*g*p^3*r*x^2+3836*b*g*p^3*x^3-22*b*g*p^2*q^3*r+1134*b*g*p^2*q^3*x-48*b*g*p^2*q ^2*r^2+4482*b*g*p^2*q^2*r*x-14704*b*g*p^2*q^2*x^2-30*b*g*p^2*q*r^3+3208*b*g*p^2 *q*r^2*x-27549*b*g*p^2*q*r*x^2+11942*b*g*p^2*q*x^3-4*b*g*p^2*r^4+482*b*g*p^2*r^ 3*x-7466*b*g*p^2*r^2*x^2+11075*b*g*p^2*r*x^3+84*b*g*p*q^4*x+1063*b*g*p*q^3*r*x-\ 5294*b*g*p*q^3*x^2+1159*b*g*p*q^2*r^2*x-18742*b*g*p*q^2*r*x^2+11332*b*g*p*q^2*x ^3+316*b*g*p*q*r^3*x-11953*b*g*p*q*r^2*x^2+22485*b*g*p*q*r*x^3+14*b*g*p*r^4*x-\ 1317*b*g*p*r^3*x^2+6687*b*g*p*r^2*x^3+35*b*g*q^4*r*x-475*b*g*q^4*x^2+7*b*g*q^3* r^2*x-2860*b*g*q^3*r*x^2+3226*b*g*q^3*x^3-43*b*g*q^2*r^3*x-2779*b*g*q^2*r^2*x^2 +9372*b*g*q^2*r*x^3-18*b*g*q*r^4*x-571*b*g*q*r^3*x^2+5910*b*g*q*r^2*x^3+20*b*g* r^4*x^2+680*b*g*r^3*x^3-2*b*p^7-15*b*p^6*q-8*b*p^6*r+102*b*p^6*x-24*b*p^5*q^2-\ 45*b*p^5*q*r+638*b*p^5*q*x-12*b*p^5*r^2+352*b*p^5*r*x-781*b*p^5*x^2-11*b*p^4*q^ 3-48*b*p^4*q^2*r+1096*b*p^4*q^2*x-45*b*p^4*q*r^2+1700*b*p^4*q*r*x-4147*b*p^4*q* x^2-8*b*p^4*r^3+426*b*p^4*r^2*x-2559*b*p^4*r*x^2+1092*b*p^4*x^3-11*b*p^3*q^3*r+ 686*b*p^3*q^3*x-24*b*p^3*q^2*r^2+2070*b*p^3*q^2*r*x-6840*b*p^3*q^2*x^2-15*b*p^3 *q*r^3+1362*b*p^3*q*r^2*x-10710*b*p^3*q*r*x^2+4936*b*p^3*q*x^3-2*b*p^3*r^4+204* b*p^3*r^3*x-2488*b*p^3*r^2*x^2+3799*b*p^3*r*x^3+126*b*p^2*q^4*x+827*b*p^2*q^3*r *x-4411*b*p^2*q^3*x^2+813*b*p^2*q^2*r^2*x-12550*b*p^2*q^2*r*x^2+7448*b*p^2*q^2* x^3+261*b*p^2*q*r^3*x-6972*b*p^2*q*r^2*x^2+12819*b*p^2*q*r*x^3+28*b*p^2*r^4*x-\ 708*b*p^2*r^3*x^2+3231*b*p^2*r^2*x^3+105*b*p*q^4*r*x-985*b*p*q^4*x^2+29*b*p*q^3 *r^2*x-4804*b*p*q^3*r*x^2+4456*b*p*q^3*x^3-102*b*p*q^2*r^3*x-4174*b*p*q^2*r^2*x ^2+11967*b*p*q^2*r*x^3-39*b*p*q*r^4*x-774*b*p*q*r^3*x^2+6852*b*p*q*r^2*x^3+15*b *p*r^4*x^2+690*b*p*r^3*x^3-48*b*q^5*x^2-21*b*q^4*r^2*x-405*b*q^4*r*x^2+852*b*q^ 4*x^3-36*b*q^3*r^3*x-372*b*q^3*r^2*x^2+2947*b*q^3*r*x^3-15*b*q^2*r^4*x+36*b*q^2 *r^3*x^2+2553*b*q^2*r^2*x^3+65*b*q*r^4*x^2+570*b*q*r^3*x^3-160*c^8-432*c^7*g-\ 720*c^7*p-272*c^7*q-400*c^7*r+5376*c^7*x-480*c^6*g^2-1744*c^6*g*p-624*c^6*g*q-\ 960*c^6*g*r+12480*c^6*g*x-1312*c^6*p^2-1184*c^6*p*q-1424*c^6*p*r+19056*c^6*p*x-\ 168*c^6*q^2-640*c^6*q*r+10272*c^6*q*x-312*c^6*r^2+11728*c^6*r*x-25440*c^6*x^2-\ 280*c^5*g^3-1720*c^5*g^2*p-568*c^5*g^2*q-936*c^5*g^2*r+11616*c^5*g^2*x-2776*c^5 *g*p^2-2416*c^5*g*p*q-2992*c^5*g*p*r+38616*c^5*g*p*x-316*c^5*g*q^2-1304*c^5*g*q *r+20400*c^5*g*q*x-636*c^5*g*r^2+23784*c^5*g*r*x-49392*c^5*g*x^2-1256*c^5*p^3-\ 2040*c^5*p^2*q-2024*c^5*p^2*r+27072*c^5*p^2*x-708*c^5*p*q^2-2120*c^5*p*q*r+ 33288*c^5*p*q*x-900*c^5*p*r^2+32700*c^5*p*r*x-69348*c^5*p*x^2-44*c^5*q^3-372*c^ 5*q^2*r+7536*c^5*q^2*x-420*c^5*q*r^2+19556*c^5*q*r*x-50508*c^5*q*x^2-92*c^5*r^3 +7416*c^5*r^2*x-50376*c^5*r*x^2+21952*c^5*x^3-90*c^4*g^4-880*c^4*g^3*p-256*c^4* g^3*q-472*c^4*g^3*r+5472*c^4*g^3*x-2348*c^4*g^2*p^2-1928*c^4*g^2*p*q-2512*c^4*g ^2*p*r+30748*c^4*g^2*p*x-222*c^4*g^2*q^2-1036*c^4*g^2*q*r+15752*c^4*g^2*q*x-510 *c^4*g^2*r^2+19044*c^4*g^2*r*x-36984*c^4*g^2*x^2-2232*c^4*g*p^3-3576*c^4*g*p^2* q-3576*c^4*g*p^2*r+46376*c^4*g*p^2*x-1176*c^4*g*p*q^2-3712*c^4*g*p*q*r+56376*c^ 4*g*p*q*x-1560*c^4*g*p*r^2+56404*c^4*g*p*r*x-114112*c^4*g*p*x^2-64*c^4*g*q^3-\ 628*c^4*g*q^2*r+12400*c^4*g*q^2*x-712*c^4*g*q*r^2+33048*c^4*g*q*r*x-82400*c^4*g *q*x^2-148*c^4*g*r^3+12620*c^4*g*r^2*x-84060*c^4*g*r*x^2+34240*c^4*g*x^3-682*c^ 4*p^4-1808*c^4*p^3*q-1464*c^4*p^3*r+19788*c^4*p^3*x-1134*c^4*p^2*q^2-2780*c^4*p ^2*q*r+42132*c^4*p^2*q*x-990*c^4*p^2*r^2+35370*c^4*p^2*r*x-74136*c^4*p^2*x^2-\ 180*c^4*p*q^3-1104*c^4*p*q^2*r+21936*c^4*p*q^2*x-1140*c^4*p*q*r^2+48308*c^4*p*q *r*x-119736*c^4*p*q*x^2-216*c^4*p*r^3+16476*c^4*p*r^2*x-105918*c^4*p*r*x^2+ 43552*c^4*p*x^3-4*c^4*q^4-92*c^4*q^3*r+2616*c^4*q^3*x-180*c^4*q^2*r^2+12246*c^4 *q^2*r*x-39072*c^4*q^2*x^2-100*c^4*q*r^3+9552*c^4*q*r^2*x-82494*c^4*q*r*x^2+ 43552*c^4*q*x^3-8*c^4*r^4+1560*c^4*r^3*x-26388*c^4*r^2*x^2+40432*c^4*r*x^3-15*c ^3*g^5-245*c^3*g^4*p-57*c^3*g^4*q-129*c^3*g^4*r+1344*c^3*g^4*x-1006*c^3*g^3*p^2 -748*c^3*g^3*p*q-1068*c^3*g^3*p*r+12050*c^3*g^3*p*x-69*c^3*g^3*q^2-398*c^3*g^3* q*r+5884*c^3*g^3*q*x-201*c^3*g^3*r^2+7590*c^3*g^3*r*x-13188*c^3*g^3*x^2-1534*c^ 3*g^2*p^3-2386*c^3*g^2*p^2*q-2446*c^3*g^2*p^2*r+30208*c^3*g^2*p^2*x-717*c^3*g^2 *p*q^2-2470*c^3*g^2*p*q*r+35922*c^3*g^2*p*q*x-1041*c^3*g^2*p*r^2+37207*c^3*g^2* p*r*x-70073*c^3*g^2*p*x^2-31*c^3*g^2*q^3-389*c^3*g^2*q^2*r+7580*c^3*g^2*q^2*x-\ 445*c^3*g^2*q*r^2+21033*c^3*g^2*q*r*x-49939*c^3*g^2*q*x^2-87*c^3*g^2*r^3+8126*c ^3*g^2*r^2*x-53130*c^3*g^2*r*x^2+19344*c^3*g^2*x^3-959*c^3*g*p^4-2584*c^3*g*p^3 *q-2044*c^3*g*p^3*r+27258*c^3*g*p^3*x-1583*c^3*g*p^2*q^2-3974*c^3*g*p^2*q*r+ 58298*c^3*g*p^2*q*x-1359*c^3*g*p^2*r^2+49191*c^3*g*p^2*r*x-98882*c^3*g*p^2*x^2-\ 230*c^3*g*p*q^3-1558*c^3*g*p*q^2*r+29716*c^3*g*p*q^2*x-1610*c^3*g*p*q*r^2+67304 *c^3*g*p*q*r*x-159552*c^3*g*p*q*x^2-282*c^3*g*p*r^3+22890*c^3*g*p*r^2*x-143869* c^3*g*p*r*x^2+55312*c^3*g*p*x^3-4*c^3*g*q^4-124*c^3*g*q^3*r+3396*c^3*g*q^3*x-\ 244*c^3*g*q^2*r^2+16497*c^3*g*q^2*r*x-51190*c^3*g*q^2*x^2-132*c^3*g*q*r^3+13092 *c^3*g*q*r^2*x-111251*c^3*g*q*r*x^2+55312*c^3*g*q*x^3-8*c^3*g*r^4+2082*c^3*g*r^ 3*x-36000*c^3*g*r^2*x^2+53488*c^3*g*r*x^3-209*c^3*p^5-893*c^3*p^4*q-565*c^3*p^4 *r+7932*c^3*p^4*x-891*c^3*p^3*q^2-1842*c^3*p^3*q*r+26508*c^3*p^3*q*x-519*c^3*p^ 3*r^2+18736*c^3*p^3*r*x-39561*c^3*p^3*x^2-263*c^3*p^2*q^3-1257*c^3*p^2*q^2*r+ 23904*c^3*p^2*q^2*x-1173*c^3*p^2*q*r^2+44972*c^3*p^2*q*r*x-106845*c^3*p^2*q*x^2 -179*c^3*p^2*r^3+13359*c^3*p^2*r^2*x-83085*c^3*p^2*r*x^2+33360*c^3*p^2*x^3-16*c ^3*p*q^4-232*c^3*p*q^3*r+6684*c^3*p*q^3*x-432*c^3*p*q^2*r^2+25704*c^3*p*q^2*r*x -77847*c^3*p*q^2*x^2-232*c^3*p*q*r^3+18762*c^3*p*q*r^2*x-145356*c^3*p*q*r*x^2+ 70080*c^3*p*q*x^3-16*c^3*p*r^4+2805*c^3*p*r^3*x-41962*c^3*p*r^2*x^2+60760*c^3*p *r*x^3-8*c^3*q^4*r+420*c^3*q^4*x-24*c^3*q^3*r^2+3536*c^3*q^3*r*x-14787*c^3*q^3* x^2-24*c^3*q^2*r^3+4035*c^3*q^2*r^2*x-50055*c^3*q^2*r*x^2+33360*c^3*q^2*x^3-8*c ^3*q*r^4+1311*c^3*q*r^3*x-32000*c^3*q*r^2*x^2+60760*c^3*q*r*x^3+56*c^3*r^4*x-\ 3960*c^3*r^3*x^2+17904*c^3*r^2*x^3-c^2*g^6-35*c^2*g^5*p-5*c^2*g^5*q-18*c^2*g^5* r+156*c^2*g^5*x-227*c^2*g^4*p^2-140*c^2*g^4*p*q-239*c^2*g^4*p*r+2358*c^2*g^4*p* x-8*c^2*g^4*q^2-73*c^2*g^4*q*r+1068*c^2*g^4*q*x-39*c^2*g^4*r^2+1554*c^2*g^4*r*x -2196*c^2*g^4*x^2-508*c^2*g^3*p^3-744*c^2*g^3*p^2*q-808*c^2*g^3*p^2*r+9218*c^2* g^3*p^2*x-189*c^2*g^3*p*q^2-766*c^2*g^3*p*q*r+10492*c^2*g^3*p*q*x-333*c^2*g^3*p *r^2+11618*c^2*g^3*p*r*x-19479*c^2*g^3*p*x^2-5*c^2*g^3*q^3-104*c^2*g^3*q^2*r+ 2088*c^2*g^3*q^2*x-121*c^2*g^3*q*r^2+6161*c^2*g^3*q*r*x-13605*c^2*g^3*q*x^2-22* c^2*g^3*r^3+2425*c^2*g^3*r^2*x-15693*c^2*g^3*r*x^2+4640*c^2*g^3*x^3-491*c^2*g^2 *p^4-1330*c^2*g^2*p^3*q-1040*c^2*g^2*p^3*r+13466*c^2*g^2*p^3*x-780*c^2*g^2*p^2* q^2-2046*c^2*g^2*p^2*q*r+28708*c^2*g^2*p^2*q*x-678*c^2*g^2*p^2*r^2+24677*c^2*g^ 2*p^2*r*x-46525*c^2*g^2*p^2*x^2-96*c^2*g^2*p*q^3-775*c^2*g^2*p*q^2*r+14130*c^2* g^2*p*q^2*x-810*c^2*g^2*p*q*r^2+33513*c^2*g^2*p*q*r*x-74538*c^2*g^2*p*q*x^2-131 *c^2*g^2*p*r^3+11456*c^2*g^2*p*r^2*x-69755*c^2*g^2*p*r*x^2+24104*c^2*g^2*p*x^3- c^2*g^2*q^4-55*c^2*g^2*q^3*r+1524*c^2*g^2*q^3*x-109*c^2*g^2*q^2*r^2+7745*c^2*g^ 2*q^2*r*x-23417*c^2*g^2*q^2*x^2-57*c^2*g^2*q*r^3+6258*c^2*g^2*q*r^2*x-53242*c^2 *g^2*q*r*x^2+24104*c^2*g^2*q*x^3-2*c^2*g^2*r^4+957*c^2*g^2*r^3*x-17445*c^2*g^2* r^2*x^2+25124*c^2*g^2*r*x^3-209*c^2*g*p^5-963*c^2*g*p^4*q-558*c^2*g*p^4*r+8090* c^2*g*p^4*x-965*c^2*g*p^3*q^2-1990*c^2*g*p^3*q*r+27892*c^2*g*p^3*q*x-501*c^2*g* p^3*r^2+19281*c^2*g*p^3*r*x-39801*c^2*g*p^3*x^2-273*c^2*g*p^2*q^3-1374*c^2*g*p^ 2*q^2*r+25026*c^2*g*p^2*q^2*x-1265*c^2*g*p^2*q*r^2+47839*c^2*g*p^2*q*r*x-108697 *c^2*g*p^2*q*x^2-164*c^2*g*p^2*r^3+13752*c^2*g*p^2*r^2*x-85235*c^2*g*p^2*r*x^2+ 32312*c^2*g*p^2*x^3-14*c^2*g*p*q^4-250*c^2*g*p*q^3*r+6732*c^2*g*p*q^3*x-470*c^2 *g*p*q^2*r^2+27154*c^2*g*p*q^2*r*x-78479*c^2*g*p*q^2*x^2-246*c^2*g*p*q*r^3+ 20060*c^2*g*p*q*r^2*x-150732*c^2*g*p*q*r*x^2+67936*c^2*g*p*q*x^3-12*c^2*g*p*r^4 +2818*c^2*g*p*r^3*x-43658*c^2*g*p*r^2*x^2+61220*c^2*g*p*r*x^3-8*c^2*g*q^4*r+396 *c^2*g*q^4*x-24*c^2*g*q^3*r^2+3524*c^2*g*q^3*r*x-14487*c^2*g*q^3*x^2-24*c^2*g*q ^2*r^3+4195*c^2*g*q^2*r^2*x-50875*c^2*g*q^2*r*x^2+32312*c^2*g*q^2*x^3-8*c^2*g*q *r^4+1391*c^2*g*q*r^3*x-33307*c^2*g*q*r^2*x^2+61220*c^2*g*q*r*x^3+44*c^2*g*r^4* x-4080*c^2*g*r^3*x^2+18400*c^2*g*r^2*x^3-33*c^2*p^6-246*c^2*p^5*q-109*c^2*p^5*r +1704*c^2*p^5*x-366*c^2*p^4*q^2-649*c^2*p^4*q*r+8724*c^2*p^4*q*x-129*c^2*p^4*r^ 2+5010*c^2*p^4*r*x-10983*c^2*p^4*x^2-174*c^2*p^3*q^3-687*c^2*p^3*q^2*r+12108*c^ 2*p^3*q^2*x-576*c^2*p^3*q*r^2+19684*c^2*p^3*q*r*x-44838*c^2*p^3*q*x^2-63*c^2*p^ 3*r^3+4872*c^2*p^3*r^2*x-30025*c^2*p^3*r*x^2+12216*c^2*p^3*x^3-21*c^2*p^2*q^4-\ 211*c^2*p^2*q^3*r+5976*c^2*p^2*q^3*x-369*c^2*p^2*q^2*r^2+19128*c^2*p^2*q^2*r*x-\ 54522*c^2*p^2*q^2*x^2-189*c^2*p^2*q*r^3+12903*c^2*p^2*q*r^2*x-90138*c^2*p^2*q*r *x^2+40920*c^2*p^2*q*x^3-10*c^2*p^2*r^4+1683*c^2*p^2*r^3*x-22829*c^2*p^2*r^2*x^ 2+32400*c^2*p^2*r*x^3-16*c^2*p*q^4*r+912*c^2*p*q^4*x-48*c^2*p*q^3*r^2+5922*c^2* p*q^3*r*x-23466*c^2*p*q^3*x^2-48*c^2*p*q^2*r^3+6582*c^2*p*q^2*r^2*x-69639*c^2*p *q^2*r*x^2+40920*c^2*p*q^2*x^3-16*c^2*p*q*r^4+2223*c^2*p*q*r^3*x-41157*c^2*p*q* r^2*x^2+70440*c^2*p*q*r*x^3+117*c^2*p*r^4*x-4611*c^2*p*r^3*x^2+18810*c^2*p*r^2* x^3+24*c^2*q^5*x+460*c^2*q^4*r*x-2799*c^2*q^4*x^2+561*c^2*q^3*r^2*x-13670*c^2*q ^3*r*x^2+12216*c^2*q^3*x^3+162*c^2*q^2*r^3*x-12730*c^2*q^2*r^2*x^2+32400*c^2*q^ 2*r*x^3+7*c^2*q*r^4*x-2919*c^2*q*r^3*x^2+18810*c^2*q*r^2*x^3+2080*c^2*r^3*x^3-2 *c*g^6*p-c*g^6*r+6*c*g^6*x-25*c*g^5*p^2-10*c*g^5*p*q-26*c*g^5*p*r+200*c*g^5*p*x -5*c*g^5*q*r+82*c*g^5*q*x-3*c*g^5*r^2+150*c*g^5*r*x-132*c*g^5*x^2-81*c*g^4*p^3-\ 105*c*g^4*p^2*q-129*c*g^4*p^2*r+1290*c*g^4*p^2*x-18*c*g^4*p*q^2-107*c*g^4*p*q*r +1336*c*g^4*p*q*x-51*c*g^4*p*r^2+1696*c*g^4*p*r*x-2309*c*g^4*p*x^2-10*c*g^4*q^2 *r+248*c*g^4*q^2*x-12*c*g^4*q*r^2+799*c*g^4*q*r*x-1567*c*g^4*q*x^2-2*c*g^4*r^3+ 323*c*g^4*r^2*x-2133*c*g^4*r*x^2+392*c*g^4*x^3-109*c*g^3*p^4-289*c*g^3*p^3*q-\ 230*c*g^3*p^3*r+2808*c*g^3*p^3*x-156*c*g^3*p^2*q^2-445*c*g^3*p^2*q*r+5850*c*g^3 *p^2*q*x-147*c*g^3*p^2*r^2+5270*c*g^3*p^2*r*x-8967*c*g^3*p^2*x^2-13*c*g^3*p*q^3 -156*c*g^3*p*q^2*r+2710*c*g^3*p*q^2*x-169*c*g^3*p*q*r^2+6967*c*g^3*p*q*r*x-\ 14028*c*g^3*p*q*x^2-26*c*g^3*p*r^3+2435*c*g^3*p*r^2*x-14150*c*g^3*p*r*x^2+4060* c*g^3*p*x^3-8*c*g^3*q^3*r+272*c*g^3*q^3*x-16*c*g^3*q^2*r^2+1445*c*g^3*q^2*r*x-\ 4317*c*g^3*q^2*x^2-8*c*g^3*q*r^3+1186*c*g^3*q*r^2*x-10552*c*g^3*q*r*x^2+4060*c* g^3*q*x^3+171*c*g^3*r^3*x-3495*c*g^3*r^2*x^2+4912*c*g^3*r*x^3-67*c*g^2*p^5-334* c*g^2*p^4*q-176*c*g^2*p^4*r+2634*c*g^2*p^4*x-333*c*g^2*p^3*q^2-692*c*g^2*p^3*q* r+9346*c*g^2*p^3*q*x-153*c*g^2*p^3*r^2+6363*c*g^2*p^3*r*x-12648*c*g^2*p^3*x^2-\ 87*c*g^2*p^2*q^3-478*c*g^2*p^2*q^2*r+8272*c*g^2*p^2*q^2*x-437*c*g^2*p^2*q*r^2+ 16292*c*g^2*p^2*q*r*x-34708*c*g^2*p^2*q*x^2-46*c*g^2*p^2*r^3+4543*c*g^2*p^2*r^2 *x-27835*c*g^2*p^2*r*x^2+9676*c*g^2*p^2*x^3-3*c*g^2*p*q^4-83*c*g^2*p*q^3*r+2092 *c*g^2*p*q^3*x-159*c*g^2*p*q^2*r^2+9068*c*g^2*p*q^2*r*x-24698*c*g^2*p*q^2*x^2-\ 81*c*g^2*p*q*r^3+6832*c*g^2*p*q*r^2*x-49644*c*g^2*p*q*r*x^2+20168*c*g^2*p*q*x^3 -2*c*g^2*p*r^4+896*c*g^2*p*r^3*x-14458*c*g^2*p*r^2*x^2+19512*c*g^2*p*r*x^3-2*c* g^2*q^4*r+114*c*g^2*q^4*x-6*c*g^2*q^3*r^2+1054*c*g^2*q^3*r*x-4410*c*g^2*q^3*x^2 -6*c*g^2*q^2*r^3+1302*c*g^2*q^2*r^2*x-16244*c*g^2*q^2*r*x^2+9676*c*g^2*q^2*x^3-\ 2*c*g^2*q*r^4+436*c*g^2*q*r^3*x-10886*c*g^2*q*r^2*x^2+19512*c*g^2*q*r*x^3+8*c*g ^2*r^4*x-1290*c*g^2*r^3*x^2+5988*c*g^2*r^2*x^3-18*c*g*p^6-175*c*g*p^5*q-58*c*g* p^5*r+1096*c*g*p^5*x-270*c*g*p^4*q^2-464*c*g*p^4*q*r+6136*c*g*p^4*q*x-66*c*g*p^ 4*r^2+3238*c*g*p^4*r*x-7291*c*g*p^4*x^2-127*c*g*p^3*q^3-512*c*g*p^3*q^2*r+8650* c*g*p^3*q^2*x-415*c*g*p^3*q*r^2+14009*c*g*p^3*q*r*x-30795*c*g*p^3*q*x^2-30*c*g* p^3*r^3+3130*c*g*p^3*r^2*x-20285*c*g*p^3*r*x^2+7988*c*g*p^3*x^3-14*c*g*p^2*q^4-\ 158*c*g*p^2*q^3*r+4188*c*g*p^2*q^3*x-278*c*g*p^2*q^2*r^2+13868*c*g*p^2*q^2*r*x-\ 37512*c*g*p^2*q^2*x^2-138*c*g*p^2*q*r^3+9287*c*g*p^2*q*r^2*x-63320*c*g*p^2*q*r* x^2+26916*c*g*p^2*q*x^3-4*c*g*p^2*r^4+1044*c*g*p^2*r^3*x-15660*c*g*p^2*r^2*x^2+ 21956*c*g*p^2*r*x^3-12*c*g*p*q^4*r+592*c*g*p*q^4*x-36*c*g*p*q^3*r^2+4220*c*g*p* q^3*r*x-15813*c*g*p*q^3*x^2-36*c*g*p*q^2*r^3+4871*c*g*p*q^2*r^2*x-48874*c*g*p*q ^2*r*x^2+26916*c*g*p*q^2*x^3-12*c*g*p*q*r^4+1626*c*g*p*q*r^3*x-29520*c*g*p*q*r^ 2*x^2+48324*c*g*p*q*r*x^3+56*c*g*p*r^4*x-3176*c*g*p*r^3*x^2+13094*c*g*p*r^2*x^3 +14*c*g*q^5*x+291*c*g*q^4*r*x-1805*c*g*q^4*x^2+401*c*g*q^3*r^2*x-9205*c*g*q^3*r *x^2+7988*c*g*q^3*x^3+153*c*g*q^2*r^3*x-8925*c*g*q^2*r^2*x^2+21956*c*g*q^2*r*x^ 3+16*c*g*q*r^4*x-2134*c*g*q*r^3*x^2+13094*c*g*q*r^2*x^3+1440*c*g*r^3*x^3-2*c*p^ 7-35*c*p^6*q-8*c*p^6*r+174*c*p^6*x-75*c*p^5*q^2-115*c*p^5*q*r+1422*c*p^5*q*x-12 *c*p^5*r^2+615*c*p^5*r*x-1473*c*p^5*x^2-53*c*p^4*q^3-180*c*p^4*q^2*r+2856*c*p^4 *q^2*x-135*c*p^4*q*r^2+4045*c*p^4*q*r*x-8820*c*p^4*q*x^2-8*c*p^4*r^3+771*c*p^4* r^2*x-4893*c*p^4*r*x^2+2108*c*p^4*x^3-11*c*p^3*q^4-83*c*p^3*q^3*r+2184*c*p^3*q^ 3*x-135*c*p^3*q^2*r^2+6006*c*p^3*q^2*r*x-15945*c*p^3*q^2*x^2-65*c*p^3*q*r^3+ 3732*c*p^3*q*r^2*x-23256*c*p^3*q*r*x^2+10208*c*p^3*q*x^3-2*c*p^3*r^4+393*c*p^3* r^3*x-4951*c*p^3*r^2*x^2+7144*c*p^3*r*x^3-10*c*p^2*q^4*r+618*c*p^2*q^4*x-30*c*p ^2*q^3*r^2+3108*c*p^2*q^3*r*x-11559*c*p^2*q^3*x^2-30*c*p^2*q^2*r^3+3333*c*p^2*q ^2*r^2*x-30285*c*p^2*q^2*r*x^2+16200*c*p^2*q^2*x^3-10*c*p^2*q*r^4+1161*c*p^2*q* r^3*x-16364*c*p^2*q*r^2*x^2+25896*c*p^2*q*r*x^3+63*c*p^2*r^4*x-1605*c*p^2*r^3*x ^2+6024*c*p^2*r^2*x^3+42*c*p*q^5*x+553*c*p*q^4*r*x-3198*c*p*q^4*x^2+708*c*p*q^3 *r^2*x-13512*c*p*q^3*r*x^2+10208*c*p*q^3*x^3+288*c*p*q^2*r^3*x-11869*c*p*q^2*r^ 2*x^2+25896*c*p*q^2*r*x^3+52*c*p*q*r^4*x-2700*c*p*q*r^3*x^2+13944*c*p*q*r^2*x^3 -50*c*p*r^4*x^2+1310*c*p*r^3*x^3+21*c*q^5*r*x-237*c*q^5*x^2-6*c*q^4*r^2*x-1590* c*q^4*r*x^2+2108*c*q^4*x^3-54*c*q^3*r^3*x-1790*c*q^3*r^2*x^2+7144*c*q^3*r*x^3-\ 27*c*q^2*r^4*x-435*c*q^2*r^3*x^2+6024*c*q^2*r^2*x^3+50*c*q*r^4*x^2+1310*c*q*r^3 *x^3-g^6*p^2-g^6*p*r+4*g^6*p*x+2*g^6*q*x+5*g^6*r*x-5*g^5*p^3-5*g^5*p^2*q-8*g^5* p^2*r+64*g^5*p^2*x-5*g^5*p*q*r+52*g^5*p*q*x-3*g^5*p*r^2+91*g^5*p*r*x-79*g^5*p*x ^2+10*g^5*q^2*x+34*g^5*q*r*x-53*g^5*q*x^2+14*g^5*r^2*x-105*g^5*r*x^2-9*g^4*p^4-\ 22*g^4*p^3*q-19*g^4*p^3*r+208*g^4*p^3*x-10*g^4*p^2*q^2-34*g^4*p^2*q*r+402*g^4*p ^2*q*x-12*g^4*p^2*r^2+404*g^4*p^2*r*x-579*g^4*p^2*x^2-10*g^4*p*q^2*r+166*g^4*p* q^2*x-12*g^4*p*q*r^2+499*g^4*p*q*r*x-840*g^4*p*q*x^2-2*g^4*p*r^3+185*g^4*p*r^2* x-1000*g^4*p*r*x^2+196*g^4*p*x^3+16*g^4*q^3*x+83*g^4*q^2*r*x-261*g^4*q^2*x^2+68 *g^4*q*r^2*x-716*g^4*q*r*x^2+196*g^4*q*x^3+9*g^4*r^3*x-237*g^4*r^2*x^2+334*g^4* r*x^3-7*g^3*p^5-37*g^3*p^4*q-18*g^3*p^4*r+274*g^3*p^4*x-36*g^3*p^3*q^2-77*g^3*p ^3*q*r+984*g^3*p^3*q*x-15*g^3*p^3*r^2+674*g^3*p^3*r*x-1258*g^3*p^3*x^2-8*g^3*p^ 2*q^3-52*g^3*p^2*q^2*r+844*g^3*p^2*q^2*x-48*g^3*p^2*q*r^2+1760*g^3*p^2*q*r*x-\ 3392*g^3*p^2*q*x^2-4*g^3*p^2*r^3+482*g^3*p^2*r^2*x-2872*g^3*p^2*r*x^2+870*g^3*p ^2*x^3-8*g^3*p*q^3*r+192*g^3*p*q^3*x-16*g^3*p*q^2*r^2+938*g^3*p*q^2*r*x-2356*g^ 3*p*q^2*x^2-8*g^3*p*q*r^3+732*g^3*p*q*r^2*x-5124*g^3*p*q*r*x^2+1740*g^3*p*q*x^3 +90*g^3*p*r^3*x-1508*g^3*p*r^2*x^2+1945*g^3*p*r*x^3+10*g^3*q^4*x+86*g^3*q^3*r*x -410*g^3*q^3*x^2+108*g^3*q^2*r^2*x-1598*g^3*q^2*r*x^2+870*g^3*q^2*x^3+36*g^3*q* r^3*x-1090*g^3*q*r^2*x^2+1945*g^3*q*r*x^3-120*g^3*r^3*x^2+608*g^3*r^2*x^3-2*g^2 *p^6-30*g^2*p^5*q-6*g^2*p^5*r+166*g^2*p^5*x-48*g^2*p^4*q^2-80*g^2*p^4*q*r+1034* g^2*p^4*q*x-6*g^2*p^4*r^2+493*g^2*p^4*r*x-1151*g^2*p^4*x^2-22*g^2*p^3*q^3-92*g^ 2*p^3*q^2*r+1476*g^2*p^3*q^2*x-72*g^2*p^3*q*r^2+2400*g^2*p^3*q*r*x-5010*g^2*p^3 *q*x^2-2*g^2*p^3*r^3+471*g^2*p^3*r^2*x-3265*g^2*p^3*r*x^2+1230*g^2*p^3*x^3-2*g^ 2*p^2*q^4-28*g^2*p^2*q^3*r+692*g^2*p^2*q^3*x-50*g^2*p^2*q^2*r^2+2412*g^2*p^2*q^ 2*r*x-6084*g^2*p^2*q^2*x^2-24*g^2*p^2*q*r^3+1610*g^2*p^2*q*r^2*x-10640*g^2*p^2* q*r*x^2+4098*g^2*p^2*q*x^3+148*g^2*p^2*r^3*x-2554*g^2*p^2*r^2*x^2+3539*g^2*p^2* r*x^3-2*g^2*p*q^4*r+86*g^2*p*q^4*x-6*g^2*p*q^3*r^2+706*g^2*p*q^3*r*x-2496*g^2*p *q^3*x^2-6*g^2*p*q^2*r^3+854*g^2*p*q^2*r^2*x-8170*g^2*p*q^2*r*x^2+4098*g^2*p*q^ 2*x^3-2*g^2*p*q*r^4+282*g^2*p*q*r^3*x-5070*g^2*p*q*r^2*x^2+7874*g^2*p*q*r*x^3+4 *g^2*p*r^4*x-514*g^2*p*r^3*x^2+2166*g^2*p*r^2*x^3+2*g^2*q^5*x+37*g^2*q^4*r*x-\ 271*g^2*q^4*x^2+56*g^2*q^3*r^2*x-1442*g^2*q^3*r*x^2+1230*g^2*q^3*x^3+26*g^2*q^2 *r^3*x-1448*g^2*q^2*r^2*x^2+3539*g^2*q^2*r*x^3+4*g^2*q*r^4*x-356*g^2*q*r^3*x^2+ 2166*g^2*q*r^2*x^3+230*g^2*r^3*x^3-12*g*p^6*q+46*g*p^6*x-28*g*p^5*q^2-40*g*p^5* q*r+492*g*p^5*q*x+162*g*p^5*r*x-465*g*p^5*x^2-20*g*p^4*q^3-68*g*p^4*q^2*r+1036* g*p^4*q^2*x-48*g*p^4*q*r^2+1417*g*p^4*q*r*x-3037*g*p^4*q*x^2+200*g*p^4*r^2*x-\ 1560*g*p^4*r*x^2+690*g*p^4*x^3-4*g*p^3*q^4-32*g*p^3*q^3*r+792*g*p^3*q^3*x-52*g* p^3*q^2*r^2+2214*g*p^3*q^2*r*x-5596*g*p^3*q^2*x^2-24*g*p^3*q*r^3+1327*g*p^3*q*r ^2*x-8200*g*p^3*q*r*x^2+3408*g*p^3*q*x^3+98*g*p^3*r^3*x-1592*g*p^3*r^2*x^2+2403 *g*p^3*r*x^3-4*g*p^2*q^4*r+214*g*p^2*q^4*x-12*g*p^2*q^3*r^2+1154*g*p^2*q^3*r*x-\ 4016*g*p^2*q^3*x^2-12*g*p^2*q^2*r^3+1262*g*p^2*q^2*r^2*x-10908*g*p^2*q^2*r*x^2+ 5436*g*p^2*q^2*x^3-4*g*p^2*q*r^4+422*g*p^2*q*r^3*x-5932*g*p^2*q*r^2*x^2+9037*g* p^2*q*r*x^3+14*g*p^2*r^4*x-512*g*p^2*r^3*x^2+2086*g*p^2*r^2*x^3+12*g*p*q^5*x+ 200*g*p*q^4*r*x-1067*g*p*q^4*x^2+283*g*p*q^3*r^2*x-4784*g*p*q^3*r*x^2+3408*g*p* q^3*x^3+124*g*p*q^2*r^3*x-4394*g*p*q^2*r^2*x^2+9037*g*p*q^2*r*x^3+20*g*p*q*r^4* x-1020*g*p*q*r^3*x^2+5024*g*p*q*r^2*x^3-10*g*p*r^4*x^2+465*g*p*r^3*x^3+5*g*q^5* r*x-75*g*q^5*x^2-516*g*q^4*r*x^2+690*g*q^4*x^3-11*g*q^3*r^3*x-619*g*q^3*r^2*x^2 +2403*g*q^3*r*x^3-6*g*q^2*r^4*x-178*g*q^2*r^3*x^2+2086*g*q^2*r^2*x^3+10*g*q*r^4 *x^2+465*g*q*r^3*x^3-2*p^7*q+6*p^7*x-6*p^6*q^2-8*p^6*q*r+90*p^6*q*x+25*p^6*r*x-\ 72*p^6*x^2-6*p^5*q^3-18*p^5*q^2*r+252*p^5*q^2*x-12*p^5*q*r^2+313*p^5*q*r*x-648* p^5*q*x^2+39*p^5*r^2*x-278*p^5*r*x^2+134*p^5*x^3-2*p^4*q^4-12*p^4*q^3*r+276*p^4 *q^3*x-18*p^4*q^2*r^2+672*p^4*q^2*r*x-1644*p^4*q^2*x^2-8*p^4*q*r^3+384*p^4*q*r^ 2*x-2101*p^4*q*r*x^2+910*p^4*q*x^3+27*p^4*r^3*x-351*p^4*r^2*x^2+535*p^4*r*x^3-2 *p^3*q^4*r+126*p^3*q^4*x-6*p^3*q^3*r^2+520*p^3*q^3*r*x-1770*p^3*q^3*x^2-6*p^3*q ^2*r^3+540*p^3*q^2*r^2*x-4121*p^3*q^2*r*x^2+2060*p^3*q^2*x^3-2*p^3*q*r^4+189*p^ 3*q*r^3*x-2020*p^3*q*r^2*x^2+2992*p^3*q*r*x^3+7*p^3*r^4*x-165*p^3*r^3*x^2+570*p ^3*r^2*x^3+18*p^2*q^5*x+151*p^2*q^4*r*x-846*p^2*q^4*x^2+201*p^2*q^3*r^2*x-3106* p^2*q^3*r*x^2+2060*p^2*q^3*x^3+108*p^2*q^2*r^3*x-2556*p^2*q^2*r^2*x^2+4914*p^2* q^2*r*x^3+28*p^2*q*r^4*x-582*p^2*q*r^3*x^2+2388*p^2*q*r^2*x^3-20*p^2*r^4*x^2+ 175*p^2*r^3*x^3+15*p*q^5*r*x-150*p*q^5*x^2+3*p*q^4*r^2*x-863*p*q^4*r*x^2+910*p* q^4*x^3-24*p*q^3*r^3*x-941*p*q^3*r^2*x^2+2992*p*q^3*r*x^3-12*p*q^2*r^4*x-258*p* q^2*r^3*x^2+2388*p*q^2*r^2*x^3+470*p*q*r^3*x^3-6*q^6*x^2-3*q^5*r^2*x-55*q^5*r*x ^2+134*q^5*x^3-6*q^4*r^3*x-54*q^4*r^2*x^2+535*q^4*r*x^3-3*q^3*r^4*x+15*q^3*r^3* x^2+570*q^3*r^2*x^3+20*q^2*r^4*x^2+175*q^2*r^3*x^3-32*a^6*c-32*a^6*p-16*a^6*q-\ 32*a^6*r-288*a^5*b*c-272*a^5*b*p-112*a^5*b*q-272*a^5*b*r-608*a^5*c^2-192*a^5*c* g-752*a^5*c*p-496*a^5*c*q-688*a^5*c*r+800*a^5*c*x-192*a^5*g*p-80*a^5*g*q-192*a^ 5*g*r-128*a^5*p^2-304*a^5*p*q-192*a^5*p*r+624*a^5*p*x-96*a^5*q^2-272*a^5*q*r+ 368*a^5*q*x-64*a^5*r^2+736*a^5*r*x-560*a^4*b^2*c-448*a^4*b^2*p-136*a^4*b^2*q-\ 448*a^4*b^2*r-2592*a^4*b*c^2-936*a^4*b*c*g-3408*a^4*b*c*p-1560*a^4*b*c*q-2888*a ^4*b*c*r+4368*a^4*b*c*x-856*a^4*b*g*p-276*a^4*b*g*q-856*a^4*b*g*r-912*a^4*b*p^2 -1080*a^4*b*p*q-1336*a^4*b*p*r+3376*a^4*b*p*x-196*a^4*b*q^2-884*a^4*b*q*r+1704* a^4*b*q*x-424*a^4*b*r^2+3956*a^4*b*r*x-2896*a^4*c^3-2072*a^4*c^2*g-5032*a^4*c^2 *p-2864*a^4*c^2*q-3992*a^4*c^2*r+9152*a^4*c^2*x-352*a^4*c*g^2-2724*a^4*c*g*p-\ 1412*a^4*c*g*q-2384*a^4*c*g*r+3208*a^4*c*g*x-2216*a^4*c*p^2-3556*a^4*c*p*q-3152 *a^4*c*p*r+10048*a^4*c*p*x-836*a^4*c*q^2-2708*a^4*c*q*r+7168*a^4*c*q*x-976*a^4* c*r^2+10208*a^4*c*r*x-3048*a^4*c*x^2-352*a^4*g^2*p-116*a^4*g^2*q-352*a^4*g^2*r-\ 612*a^4*g*p^2-950*a^4*g*p*q-884*a^4*g*p*r+2488*a^4*g*p*x-220*a^4*g*q^2-812*a^4* g*q*r+1332*a^4*g*q*x-272*a^4*g*r^2+2966*a^4*g*r*x-208*a^4*p^3-904*a^4*p^2*q-416 *a^4*p^2*r+2088*a^4*p^2*x-584*a^4*p*q^2-1280*a^4*p*q*r+3936*a^4*p*q*x-248*a^4*p *r^2+3508*a^4*p*r*x-1944*a^4*p*x^2-64*a^4*q^3-420*a^4*q^2*r+1344*a^4*q^2*x-396* a^4*q*r^2+3892*a^4*q*r*x-1412*a^4*q*x^2-40*a^4*r^3+1224*a^4*r^2*x-2784*a^4*r*x^ 2-384*a^3*b^3*c-248*a^3*b^3*p-40*a^3*b^3*q-248*a^3*b^3*r-3216*a^3*b^2*c^2-1200* a^3*b^2*c*g-4072*a^3*b^2*c*p-1280*a^3*b^2*c*q-3120*a^3*b^2*c*r+7040*a^3*b^2*c*x -924*a^3*b^2*g*p-192*a^3*b^2*g*q-924*a^3*b^2*g*r-1216*a^3*b^2*p^2-948*a^3*b^2*p *q-1676*a^3*b^2*p*r+5160*a^3*b^2*p*x-80*a^3*b^2*q^2-732*a^3*b^2*q*r+2072*a^3*b^ 2*q*x-460*a^3*b^2*r^2+5912*a^3*b^2*r*x-8096*a^3*b*c^3-6008*a^3*b*c^2*g-14600*a^ 3*b*c^2*p-6080*a^3*b*c^2*q-10608*a^3*b*c^2*r+31184*a^3*b*c^2*x-1072*a^3*b*c*g^2 -8032*a^3*b*c*g*p-2932*a^3*b*c*g*q-6532*a^3*b*c*g*r+11616*a^3*b*c*g*x-7764*a^3* b*c*p^2-8124*a^3*b*c*p*q-10412*a^3*b*c*p*r+36168*a^3*b*c*p*x-1212*a^3*b*c*q^2-\ 5704*a^3*b*c*q*r+20416*a^3*b*c*q*x-2940*a^3*b*c*r^2+34188*a^3*b*c*r*x-12896*a^3 *b*c*x^2-956*a^3*b*g^2*p-218*a^3*b*g^2*q-956*a^3*b*g^2*r-2314*a^3*b*g*p^2-2190* a^3*b*g*p*q-3266*a^3*b*g*p*r+8724*a^3*b*g*p*x-280*a^3*b*g*q^2-1780*a^3*b*g*q*r+ 3960*a^3*b*g*q*x-952*a^3*b*g*r^2+10262*a^3*b*g*r*x-1192*a^3*b*p^3-2384*a^3*b*p^ 2*q-2296*a^3*b*p^2*r+9144*a^3*b*p^2*x-964*a^3*b*p*q^2-3068*a^3*b*p*q*r+12312*a^ 3*b*p*q*x-1288*a^3*b*p*r^2+14812*a^3*b*p*r*x-8236*a^3*b*p*x^2-50*a^3*b*q^3-656* a^3*b*q^2*r+3020*a^3*b*q^2*x-790*a^3*b*q*r^2+11376*a^3*b*q*r*x-5480*a^3*b*q*x^2 -184*a^3*b*r^3+4762*a^3*b*r^2*x-11812*a^3*b*r*x^2-6256*a^3*c^4-7016*a^3*c^3*g-\ 14280*a^3*c^3*p-7080*a^3*c^3*q-10200*a^3*c^3*r+33456*a^3*c^3*x-2520*a^3*c^2*g^2 -12700*a^3*c^2*g*p-5988*a^3*c^2*g*q-9640*a^3*c^2*g*r+24976*a^3*c^2*g*x-10296*a^ 3*c^2*p^2-13276*a^3*c^2*p*q-13616*a^3*c^2*p*r+51752*a^3*c^2*p*x-2604*a^3*c^2*q^ 2-9180*a^3*c^2*q*r+34512*a^3*c^2*q*x-3864*a^3*c^2*r^2+45368*a^3*c^2*r*x-25272*a ^3*c^2*x^2-288*a^3*c*g^3-3468*a^3*c*g^2*p-1406*a^3*c*g^2*q-2924*a^3*c*g^2*r+ 4472*a^3*c*g^2*x-6196*a^3*c*g*p^2-7930*a^3*c*g*p*q-8426*a^3*c*g*p*r+28232*a^3*c *g*p*x-1472*a^3*c*g*q^2-5856*a^3*c*g*q*r+17808*a^3*c*g*q*x-2412*a^3*c*g*r^2+ 27830*a^3*c*g*r*x-9324*a^3*c*g*x^2-2680*a^3*c*p^3-7158*a^3*c*p^2*q-5100*a^3*c*p ^2*r+22848*a^3*c*p^2*x-3676*a^3*c*p*q^2-9228*a^3*c*p*q*r+37284*a^3*c*p*q*x-2828 *a^3*c*p*r^2+35906*a^3*c*p*r*x-24676*a^3*c*p*x^2-334*a^3*c*q^3-2448*a^3*c*q^2*r +11044*a^3*c*q^2*x-2514*a^3*c*q*r^2+31600*a^3*c*q*r*x-20604*a^3*c*q*x^2-400*a^3 *c*r^3+11502*a^3*c*r^2*x-28548*a^3*c*r*x^2+2368*a^3*c*x^3-288*a^3*g^3*p-68*a^3* g^3*q-288*a^3*g^3*r-912*a^3*g^2*p^2-1045*a^3*g^2*p*q-1280*a^3*g^2*p*r+3404*a^3* g^2*p*x-170*a^3*g^2*q^2-878*a^3*g^2*q*r+1666*a^3*g^2*q*x-368*a^3*g^2*r^2+4099*a ^3*g^2*r*x-752*a^3*g*p^3-2179*a^3*g*p^2*q-1422*a^3*g*p^2*r+6560*a^3*g*p^2*x-\ 1132*a^3*g*p*q^2-2928*a^3*g*p*q*r+10246*a^3*g*p*q*x-770*a^3*g*p*r^2+10849*a^3*g *p*r*x-5904*a^3*g*p*x^2-92*a^3*g*q^3-812*a^3*g*q^2*r+2996*a^3*g*q^2*x-820*a^3*g *q*r^2+9856*a^3*g*q*r*x-4122*a^3*g*q*x^2-100*a^3*g*r^3+3560*a^3*g*r^2*x-8536*a^ 3*g*r*x^2-176*a^3*p^4-1128*a^3*p^3*q-440*a^3*p^3*r+2724*a^3*p^3*x-1116*a^3*p^2* q^2-2148*a^3*p^2*q*r+8860*a^3*p^2*q*x-368*a^3*p^2*r^2+5904*a^3*p^2*r*x-5256*a^3 *p^2*x^2-276*a^3*p*q^3-1360*a^3*p*q^2*r+6360*a^3*p*q^2*x-1196*a^3*p*q*r^2+13618 *a^3*p*q*r*x-9972*a^3*p*q*x^2-112*a^3*p*r^3+3638*a^3*p*r^2*x-10292*a^3*p*r*x^2+ 1184*a^3*p*x^3-10*a^3*q^4-176*a^3*q^3*r+1052*a^3*q^3*x-330*a^3*q^2*r^2+5180*a^3 *q^2*r*x-4088*a^3*q^2*x^2-172*a^3*q*r^3+4176*a^3*q*r^2*x-11212*a^3*q*r*x^2+1184 *a^3*q*x^3-8*a^3*r^4+564*a^3*r^3*x-3646*a^3*r^2*x^2+2216*a^3*r*x^3-80*a^2*b^4*c -40*a^2*b^4*p-40*a^2*b^4*r-1392*a^2*b^3*c^2-512*a^2*b^3*c*g-1664*a^2*b^3*c*p-\ 280*a^2*b^3*c*q-1064*a^2*b^3*c*r+4496*a^2*b^3*c*x-320*a^2*b^3*g*p-28*a^2*b^3*g* q-320*a^2*b^3*g*r-504*a^2*b^3*p^2-212*a^2*b^3*p*q-624*a^2*b^3*p*r+3016*a^2*b^3* p*x-160*a^2*b^3*q*r+800*a^2*b^3*q*x-120*a^2*b^3*r^2+3332*a^2*b^3*r*x-6528*a^2*b ^2*c^3-4864*a^2*b^2*c^2*g-11672*a^2*b^2*c^2*p-3344*a^2*b^2*c^2*q-7312*a^2*b^2*c ^2*r+32912*a^2*b^2*c^2*x-864*a^2*b^2*c*g^2-6224*a^2*b^2*c*g*p-1476*a^2*b^2*c*g* q-4508*a^2*b^2*c*g*r+12384*a^2*b^2*c*g*x-6672*a^2*b^2*c*p^2-4672*a^2*b^2*c*p*q-\ 8016*a^2*b^2*c*p*r+38640*a^2*b^2*c*p*x-340*a^2*b^2*c*q^2-2916*a^2*b^2*c*q*r+ 16848*a^2*b^2*c*q*x-1840*a^2*b^2*c*r^2+33064*a^2*b^2*c*r*x-17184*a^2*b^2*c*x^2-\ 646*a^2*b^2*g^2*p-78*a^2*b^2*g^2*q-646*a^2*b^2*g^2*r-1922*a^2*b^2*g*p^2-1156*a^ 2*b^2*g*p*q-2538*a^2*b^2*g*p*r+8728*a^2*b^2*g*p*x-56*a^2*b^2*g*q^2-928*a^2*b^2* g*q*r+3084*a^2*b^2*g*q*x-616*a^2*b^2*g*r^2+9974*a^2*b^2*g*r*x-1204*a^2*b^2*p^3-\ 1530*a^2*b^2*p^2*q-2108*a^2*b^2*p^2*r+10680*a^2*b^2*p^2*x-314*a^2*b^2*p*q^2-\ 1728*a^2*b^2*p*q*r+10840*a^2*b^2*p*q*x-994*a^2*b^2*p*r^2+16172*a^2*b^2*p*r*x-\ 10816*a^2*b^2*p*x^2-210*a^2*b^2*q^2*r+1680*a^2*b^2*q^2*x-300*a^2*b^2*q*r^2+9464 *a^2*b^2*q*r*x-6368*a^2*b^2*q*x^2-90*a^2*b^2*r^3+4456*a^2*b^2*r^2*x-15264*a^2*b ^2*r*x^2-11696*a^2*b*c^4-13176*a^2*b*c^3*g-27328*a^2*b*c^3*p-10160*a^2*b*c^3*q-\ 17536*a^2*b*c^3*r+75872*a^2*b*c^3*x-4748*a^2*b*c^2*g^2-24348*a^2*b*c^2*g*p-8296 *a^2*b*c^2*g*q-16708*a^2*b*c^2*g*r+57472*a^2*b*c^2*g*x-21984*a^2*b*c^2*p^2-\ 20056*a^2*b*c^2*p*q-26880*a^2*b*c^2*p*r+123048*a^2*b*c^2*p*x-2560*a^2*b*c^2*q^2 -12528*a^2*b*c^2*q*r+66120*a^2*b*c^2*q*x-6736*a^2*b*c^2*r^2+97960*a^2*b*c^2*r*x -70160*a^2*b*c^2*x^2-542*a^2*b*c*g^3-6472*a^2*b*c*g^2*p-1800*a^2*b*c*g^2*q-5026 *a^2*b*c*g^2*r+10480*a^2*b*c*g^2*x-13644*a^2*b*c*g*p^2-11744*a^2*b*c*g*p*q-\ 17394*a^2*b*c*g*p*r+67320*a^2*b*c*g*p*x-1296*a^2*b*c*g*q^2-8056*a^2*b*c*g*q*r+ 33916*a^2*b*c*g*q*x-4456*a^2*b*c*g*r^2+61082*a^2*b*c*g*r*x-26632*a^2*b*c*g*x^2-\ 7122*a^2*b*c*p^3-11988*a^2*b*c*p^2*q-12764*a^2*b*c*p^2*r+60984*a^2*b*c*p^2*x-\ 4010*a^2*b*c*p*q^2-13932*a^2*b*c*p*q*r+76584*a^2*b*c*p*q*x-6466*a^2*b*c*p*r^2+ 89090*a^2*b*c*p*r*x-71980*a^2*b*c*p*x^2-170*a^2*b*c*q^3-2468*a^2*b*c*q^2*r+ 16860*a^2*b*c*q^2*x-3070*a^2*b*c*q*r^2+59662*a^2*b*c*q*r*x-51748*a^2*b*c*q*x^2-\ 772*a^2*b*c*r^3+25154*a^2*b*c*r^2*x-78712*a^2*b*c*r*x^2+7904*a^2*b*c*x^3-474*a^ 2*b*g^3*p-64*a^2*b*g^3*q-474*a^2*b*g^3*r-1985*a^2*b*g^2*p^2-1456*a^2*b*g^2*p*q-\ 2691*a^2*b*g^2*p*r+7622*a^2*b*g^2*p*x-115*a^2*b*g^2*q^2-1209*a^2*b*g^2*q*r+3138 *a^2*b*g^2*q*x-706*a^2*b*g^2*r^2+8992*a^2*b*g^2*r*x-2279*a^2*b*g*p^3-3710*a^2*b *g*p^2*q-4177*a^2*b*g*p^2*r+17950*a^2*b*g*p^2*x-1154*a^2*b*g*p*q^2-4582*a^2*b*g *p*q*r+21036*a^2*b*g*p*q*x-2152*a^2*b*g*p*r^2+28285*a^2*b*g*p*r*x-16798*a^2*b*g *p*x^2-35*a^2*b*g*q^3-824*a^2*b*g*q^2*r+4402*a^2*b*g*q^2*x-1043*a^2*b*g*q*r^2+ 18997*a^2*b*g*q*r*x-10656*a^2*b*g*q*x^2-254*a^2*b*g*r^3+8329*a^2*b*g*r^2*x-\ 23946*a^2*b*g*r*x^2-760*a^2*b*p^4-2170*a^2*b*p^3*q-1810*a^2*b*p^3*r+9044*a^2*b* p^3*x-1387*a^2*b*p^2*q^2-3689*a^2*b*p^2*q*r+20306*a^2*b*p^2*q*x-1408*a^2*b*p^2* r^2+18573*a^2*b*p^2*r*x-16980*a^2*b*p^2*x^2-175*a^2*b*p*q^3-1484*a^2*b*p*q^2*r+ 10762*a^2*b*p*q^2*x-1687*a^2*b*p*q*r^2+28714*a^2*b*p*q*r*x-26734*a^2*b*p*q*x^2-\ 378*a^2*b*p*r^3+10371*a^2*b*p*r^2*x-32560*a^2*b*p*r*x^2+3952*a^2*b*p*x^3-110*a^ 2*b*q^3*r+1136*a^2*b*q^3*x-240*a^2*b*q^2*r^2+8287*a^2*b*q^2*r*x-9126*a^2*b*q^2* x^2-150*a^2*b*q*r^3+7300*a^2*b*q*r^2*x-28464*a^2*b*q*r*x^2+3952*a^2*b*q*x^3-20* a^2*b*r^4+1272*a^2*b*r^3*x-10654*a^2*b*r^2*x^2+7528*a^2*b*r*x^3-6992*a^2*c^5-\ 10664*a^2*c^4*g-19896*a^2*c^4*p-8776*a^2*c^4*q-13088*a^2*c^4*r+55184*a^2*c^4*x-\ 5876*a^2*c^3*g^2-25148*a^2*c^3*g*p-10576*a^2*c^3*g*q-17112*a^2*c^3*g*r+63392*a^ 2*c^3*g*x-19996*a^2*c^3*p^2-22080*a^2*c^3*p*q-24816*a^2*c^3*p*r+112552*a^2*c^3* p*x-3756*a^2*c^3*q^2-14172*a^2*c^3*q*r+68896*a^2*c^3*q*x-6496*a^2*c^3*r^2+87912 *a^2*c^3*r*x-69656*a^2*c^3*x^2-1374*a^2*c^2*g^3-11082*a^2*c^2*g^2*p-4230*a^2*c^ 2*g^2*q-8020*a^2*c^2*g^2*r+23424*a^2*c^2*g^2*x-19266*a^2*c^2*g*p^2-20934*a^2*c^ 2*g*p*q-24348*a^2*c^2*g*p*r+100760*a^2*c^2*g*p*x-3312*a^2*c^2*g*q^2-14008*a^2*c ^2*g*q*r+60420*a^2*c^2*g*q*x-6380*a^2*c^2*g*r^2+84478*a^2*c^2*g*r*x-53112*a^2*c ^2*g*x^2-8762*a^2*c^2*p^3-18490*a^2*c^2*p^2*q-15824*a^2*c^2*p^2*r+77344*a^2*c^2 *p^2*x-8048*a^2*c^2*p*q^2-22236*a^2*c^2*p*q*r+111880*a^2*c^2*p*q*x-8200*a^2*c^2 *p*r^2+112254*a^2*c^2*p*r*x-97032*a^2*c^2*p*x^2-618*a^2*c^2*q^3-5034*a^2*c^2*q^ 2*r+29556*a^2*c^2*q^2*x-5466*a^2*c^2*q*r^2+84702*a^2*c^2*q*r*x-78076*a^2*c^2*q* x^2-1050*a^2*c^2*r^3+32490*a^2*c^2*r^2*x-95344*a^2*c^2*r*x^2+14432*a^2*c^2*x^3-\ 114*a^2*c*g^4-1969*a^2*c*g^3*p-600*a^2*c*g^3*q-1596*a^2*c*g^3*r+2762*a^2*c*g^3* x-5904*a^2*c*g^2*p^2-6032*a^2*c*g^2*p*q-7687*a^2*c*g^2*p*r+27044*a^2*c*g^2*p*x-\ 833*a^2*c*g^2*q^2-4359*a^2*c*g^2*q*r+15226*a^2*c*g^2*q*x-2020*a^2*c*g^2*r^2+ 25760*a^2*c*g^2*r*x-9738*a^2*c*g^2*x^2-5521*a^2*c*g*p^3-12010*a^2*c*g*p^2*q-\ 10023*a^2*c*g*p^2*r+47322*a^2*c*g*p^2*x-5106*a^2*c*g*p*q^2-14804*a^2*c*g*p*q*r+ 67780*a^2*c*g*p*q*x-5150*a^2*c*g*p*r^2+71881*a^2*c*g*p*r*x-53104*a^2*c*g*p*x^2-\ 343*a^2*c*g*q^3-3388*a^2*c*g*q^2*r+17614*a^2*c*g*q^2*x-3663*a^2*c*g*q*r^2+55245 *a^2*c*g*q*r*x-41322*a^2*c*g*q*x^2-618*a^2*c*g*r^3+21281*a^2*c*g*r^2*x-59598*a^ 2*c*g*r*x^2+5504*a^2*c*g*x^3-1596*a^2*c*p^4-6182*a^2*c*p^3*q-3794*a^2*c*p^3*r+ 20752*a^2*c*p^3*x-5035*a^2*c*p^2*q^2-10929*a^2*c*p^2*q*r+54962*a^2*c*p^2*q*x-\ 2952*a^2*c*p^2*r^2+42843*a^2*c*p^2*r*x-41170*a^2*c*p^2*x^2-1045*a^2*c*p*q^3-\ 5732*a^2*c*p*q^2*r+34402*a^2*c*p*q^2*x-5485*a^2*c*p*q*r^2+77180*a^2*c*p*q*r*x-\ 74178*a^2*c*p*q*x^2-798*a^2*c*p*r^3+24483*a^2*c*p*r^2*x-73836*a^2*c*p*r*x^2+ 12080*a^2*c*p*x^3-30*a^2*c*q^4-638*a^2*c*q^3*r+4940*a^2*c*q^3*x-1230*a^2*c*q^2* r^2+25219*a^2*c*q^2*r*x-27978*a^2*c*q^2*x^2-666*a^2*c*q*r^3+20724*a^2*c*q*r^2*x -70372*a^2*c*q*r*x^2+12880*a^2*c*q*x^3-44*a^2*c*r^4+3288*a^2*c*r^3*x-23716*a^2* c*r^2*x^2+16912*a^2*c*r*x^3-114*a^2*g^4*p-16*a^2*g^4*q-114*a^2*g^4*r-581*a^2*g^ 3*p^2-497*a^2*g^3*p*q-789*a^2*g^3*p*r+2050*a^2*g^3*p*x-50*a^2*g^3*q^2-422*a^2*g ^3*q*r+926*a^2*g^3*q*x-208*a^2*g^3*r^2+2492*a^2*g^3*r*x-850*a^2*g^2*p^3-1814*a^ 2*g^2*p^2*q-1547*a^2*g^2*p^2*r+6818*a^2*g^2*p^2*x-727*a^2*g^2*p*q^2-2333*a^2*g^ 2*p*q*r+9088*a^2*g^2*p*q*x-781*a^2*g^2*p*r^2+11059*a^2*g^2*p*r*x-6102*a^2*g^2*p *x^2-38*a^2*g^2*q^3-537*a^2*g^2*q^2*r+2296*a^2*g^2*q^2*x-583*a^2*g^2*q*r^2+8518 *a^2*g^2*q*r*x-4107*a^2*g^2*q*x^2-84*a^2*g^2*r^3+3362*a^2*g^2*r^2*x-8818*a^2*g^ 2*r*x^2-445*a^2*g*p^4-2012*a^2*g*p^3*q-1042*a^2*g*p^3*r+6294*a^2*g*p^3*x-1681*a ^2*g*p^2*q^2-3627*a^2*g*p^2*q*r+17090*a^2*g*p^2*q*x-787*a^2*g*p^2*r^2+13270*a^2 *g*p^2*r*x-11972*a^2*g*p^2*x^2-328*a^2*g*p*q^3-1978*a^2*g*p*q^2*r+10660*a^2*g*p *q^2*x-1848*a^2*g*p*q*r^2+25273*a^2*g*p*q*r*x-20662*a^2*g*p*q*x^2-198*a^2*g*p*r ^3+7626*a^2*g*p*r^2*x-23218*a^2*g*p*r*x^2+2752*a^2*g*p*x^3-7*a^2*g*q^4-220*a^2* g*q^3*r+1494*a^2*g*q^3*x-427*a^2*g*q^2*r^2+8438*a^2*g*q^2*r*x-7779*a^2*g*q^2*x^ 2-222*a^2*g*q*r^3+6978*a^2*g*q*r^2*x-22508*a^2*g*q*r*x^2+2752*a^2*g*q*x^3-8*a^2 *g*r^4+977*a^2*g*r^3*x-7784*a^2*g*r^2*x^2+5168*a^2*g*r*x^3-82*a^2*p^5-701*a^2*p ^4*q-246*a^2*p^4*r+1734*a^2*p^4*x-942*a^2*p^3*q^2-1668*a^2*p^3*q*r+8132*a^2*p^3 *q*x-262*a^2*p^3*r^2+4581*a^2*p^3*r*x-5190*a^2*p^3*x^2-374*a^2*p^2*q^3-1561*a^2 *p^2*q^2*r+9092*a^2*p^2*q^2*x-1301*a^2*p^2*q*r^2+16396*a^2*p^2*q*r*x-16295*a^2* p^2*q*x^2-114*a^2*p^2*r^3+3905*a^2*p^2*r^2*x-12778*a^2*p^2*r*x^2+2432*a^2*p^2*x ^3-33*a^2*p*q^4-388*a^2*p*q^3*r+3154*a^2*p*q^3*x-693*a^2*p*q^2*r^2+12244*a^2*p* q^2*r*x-13642*a^2*p*q^2*x^2-354*a^2*p*q*r^3+8999*a^2*p*q*r^2*x-28528*a^2*p*q*r* x^2+5264*a^2*p*q*x^3-16*a^2*p*r^4+1146*a^2*p*r^3*x-7877*a^2*p*r^2*x^2+6066*a^2* p*r*x^3-20*a^2*q^4*r+248*a^2*q^4*x-60*a^2*q^3*r^2+2245*a^2*q^3*r*x-3165*a^2*q^3 *x^2-60*a^2*q^2*r^3+2916*a^2*q^2*r^2*x-12362*a^2*q^2*r*x^2+2832*a^2*q^2*x^3-20* a^2*q*r^4+1113*a^2*q*r^3*x-8533*a^2*q*r^2*x^2+6946*a^2*q*r*x^3+70*a^2*r^4*x-\ 1026*a^2*r^3*x^2+2232*a^2*r^2*x^3-160*a*b^4*c^2-56*a*b^4*c*g-184*a*b^4*c*p-80*a *b^4*c*r+1088*a*b^4*c*x-28*a*b^4*g*p-28*a*b^4*g*r-52*a*b^4*p^2-52*a*b^4*p*r+640 *a*b^4*p*x+64*a*b^4*q*x+672*a*b^4*r*x-1632*a*b^3*c^3-1192*a*b^3*c^2*g-2896*a*b^ 3*c^2*p-440*a*b^3*c^2*q-1384*a*b^3*c^2*r+12576*a*b^3*c^2*x-200*a*b^3*c*g^2-1460 *a*b^3*c*g*p-168*a*b^3*c*g*q-864*a*b^3*c*g*r+4600*a*b^3*c*g*x-1700*a*b^3*c*p^2-\ 632*a*b^3*c*p*q-1664*a*b^3*c*p*r+14680*a*b^3*c*p*x-320*a*b^3*c*q*r+4448*a*b^3*c *q*x-240*a*b^3*c*r^2+10780*a*b^3*c*r*x-8704*a*b^3*c*x^2-122*a*b^3*g^2*p-4*a*b^3 *g^2*q-122*a*b^3*g^2*r-452*a*b^3*g*p^2-132*a*b^3*g*p*q-536*a*b^3*g*p*r+2956*a*b ^3*g*p*x-112*a*b^3*g*q*r+696*a*b^3*g*q*x-84*a*b^3*g*r^2+3242*a*b^3*g*r*x-330*a* b^3*p^3-224*a*b^3*p^2*q-486*a*b^3*p^2*r+4260*a*b^3*p^2*x-208*a*b^3*p*q*r+2968*a *b^3*p*q*x-156*a*b^3*p*r^2+5808*a*b^3*p*r*x-5320*a*b^3*p*x^2+176*a*b^3*q^2*x+ 2548*a*b^3*q*r*x-2564*a*b^3*q*x^2+1202*a*b^3*r^2*x-7256*a*b^3*r*x^2-5648*a*b^2* c^4-6296*a*b^2*c^3*g-13232*a*b^2*c^3*p-3392*a*b^2*c^3*q-7056*a*b^2*c^3*r+48672* a*b^2*c^3*x-2212*a*b^2*c^2*g^2-11572*a*b^2*c^2*g*p-2600*a*b^2*c^2*g*q-6692*a*b^ 2*c^2*g*r+36440*a*b^2*c^2*g*x-11204*a*b^2*c^2*p^2-6916*a*b^2*c^2*p*q-11836*a*b^ 2*c^2*p*r+81040*a*b^2*c^2*p*x-440*a*b^2*c^2*q^2-3636*a*b^2*c^2*q*r+33752*a*b^2* c^2*q*x-2300*a*b^2*c^2*r^2+55824*a*b^2*c^2*r*x-57520*a*b^2*c^2*x^2-238*a*b^2*c* g^3-2902*a*b^2*c*g^2*p-486*a*b^2*c*g^2*q-1960*a*b^2*c*g^2*r+6496*a*b^2*c*g^2*x-\ 6852*a*b^2*c*g*p^2-3816*a*b^2*c*g*p*q-7730*a*b^2*c*g*p*r+43132*a*b^2*c*g*p*x-\ 182*a*b^2*c*g*q^2-2360*a*b^2*c*g*q*r+16572*a*b^2*c*g*q*x-1554*a*b^2*c*g*r^2+ 34662*a*b^2*c*g*r*x-21800*a*b^2*c*g*x^2-4032*a*b^2*c*p^3-4474*a*b^2*c*p^2*q-\ 6358*a*b^2*c*p^2*r+43044*a*b^2*c*p^2*x-758*a*b^2*c*p*q^2-4392*a*b^2*c*p*q*r+ 41292*a*b^2*c*p*q*x-2586*a*b^2*c*p*r^2+56156*a*b^2*c*p*r*x-60812*a*b^2*c*p*x^2-\ 420*a*b^2*c*q^2*r+5968*a*b^2*c*q^2*x-600*a*b^2*c*q*r^2+28874*a*b^2*c*q*r*x-\ 36644*a*b^2*c*q*x^2-180*a*b^2*c*r^3+12710*a*b^2*c*r^2*x-61496*a*b^2*c*r*x^2+ 7904*a*b^2*c*x^3-174*a*b^2*g^3*p-8*a*b^2*g^3*q-174*a*b^2*g^3*r-936*a*b^2*g^2*p^ 2-403*a*b^2*g^2*p*q-1177*a*b^2*g^2*p*r+4410*a*b^2*g^2*p*x-8*a*b^2*g^2*q^2-349*a *b^2*g^2*q*r+1432*a*b^2*g^2*q*x-241*a*b^2*g^2*r^2+5027*a*b^2*g^2*r*x-1290*a*b^2 *g*p^3-1330*a*b^2*g*p^2*q-2138*a*b^2*g*p^2*r+12372*a*b^2*g*p^2*x-187*a*b^2*g*p* q^2-1480*a*b^2*g*p*q*r+10726*a*b^2*g*p*q*x-911*a*b^2*g*p*r^2+17950*a*b^2*g*p*r* x-13560*a*b^2*g*p*x^2-147*a*b^2*g*q^2*r+1404*a*b^2*g*q^2*x-210*a*b^2*g*q*r^2+ 9155*a*b^2*g*q*r*x-7418*a*b^2*g*q*x^2-63*a*b^2*g*r^3+4307*a*b^2*g*r^2*x-18696*a *b^2*g*r*x^2-516*a*b^2*p^4-911*a*b^2*p^3*q-1087*a*b^2*p^3*r+7162*a*b^2*p^3*x-\ 305*a*b^2*p^2*q^2-1287*a*b^2*p^2*q*r+12026*a*b^2*p^2*q*x-688*a*b^2*p^2*r^2+ 13380*a*b^2*p^2*r*x-15234*a*b^2*p^2*x^2-273*a*b^2*p*q^2*r+4252*a*b^2*p*q^2*x-\ 390*a*b^2*p*q*r^2+15292*a*b^2*p*q*r*x-20018*a*b^2*p*q*x^2-117*a*b^2*p*r^3+6178* a*b^2*p*r^2*x-27930*a*b^2*p*r*x^2+3952*a*b^2*p*x^3+176*a*b^2*q^3*x+3286*a*b^2*q ^2*r*x-5412*a*b^2*q^2*x^2+2753*a*b^2*q*r^2*x-19982*a*b^2*q*r*x^2+3952*a*b^2*q*x ^3+372*a*b^2*r^3*x-7994*a*b^2*r^2*x^2+7528*a*b^2*r*x^3-8032*a*b*c^5-12128*a*b*c ^4*g-23232*a*b*c^4*p-7760*a*b*c^4*q-13440*a*b*c^4*r+77328*a*b*c^4*x-6568*a*b*c^ 3*g^2-29124*a*b*c^3*g*p-9012*a*b*c^3*g*q-17468*a*b*c^3*g*r+88280*a*b*c^3*g*x-\ 25160*a*b*c^3*p^2-20268*a*b*c^3*p*q-28284*a*b*c^3*p*r+164160*a*b*c^3*p*x-2268*a *b*c^3*q^2-11480*a*b*c^3*q*r+81808*a*b*c^3*q*x-6348*a*b*c^3*r^2+113744*a*b*c^3* r*x-119904*a*b*c^3*x^2-1488*a*b*c^2*g^3-12538*a*b*c^2*g^2*p-3364*a*b*c^2*g^2*q-\ 8028*a*b*c^2*g^2*r+32260*a*b*c^2*g^2*x-24420*a*b*c^2*g*p^2-18702*a*b*c^2*g*p*q-\ 28204*a*b*c^2*g*p*r+146308*a*b*c^2*g*p*x-1822*a*b*c^2*g*q^2-11276*a*b*c^2*g*q*r +70356*a*b*c^2*g*q*x-6378*a*b*c^2*g*r^2+109182*a*b*c^2*g*r*x-91872*a*b*c^2*g*x^ 2-12648*a*b*c^2*p^3-18382*a*b*c^2*p^2*q-21070*a*b*c^2*p^2*r+122340*a*b*c^2*p^2* x-5258*a*b*c^2*p*q^2-19596*a*b*c^2*p*q*r+140692*a*b*c^2*p*q*x-9666*a*b*c^2*p*r^ 2+161280*a*b*c^2*p*r*x-175304*a*b*c^2*p*x^2-190*a*b*c^2*q^3-2968*a*b*c^2*q^2*r+ 27892*a*b*c^2*q^2*x-3770*a*b*c^2*q*r^2+95566*a*b*c^2*q*r*x-121048*a*b*c^2*q*x^2 -992*a*b*c^2*r^3+39660*a*b*c^2*r^2*x-159132*a*b*c^2*r*x^2+29952*a*b*c^2*x^3-116 *a*b*c*g^4-2092*a*b*c*g^3*p-409*a*b*c*g^3*q-1527*a*b*c*g^3*r+3726*a*b*c*g^3*x-\ 7409*a*b*c*g^2*p^2-5080*a*b*c*g^2*p*q-8923*a*b*c*g^2*p*r+38302*a*b*c*g^2*p*x-\ 377*a*b*c*g^2*q^2-3430*a*b*c*g^2*q*r+17210*a*b*c*g^2*q*x-2019*a*b*c*g^2*r^2+ 32957*a*b*c*g^2*r*x-16944*a*b*c*g^2*x^2-8365*a*b*c*g*p^3-11871*a*b*c*g*p^2*q-\ 14224*a*b*c*g*p^2*r+75732*a*b*c*g*p^2*x-3129*a*b*c*g*p*q^2-13230*a*b*c*g*p*q*r+ 83970*a*b*c*g*p*q*x-6619*a*b*c*g*p*r^2+105438*a*b*c*g*p*r*x-95948*a*b*c*g*p*x^2 -84*a*b*c*g*q^3-1998*a*b*c*g*q^2*r+15960*a*b*c*g*q^2*x-2576*a*b*c*g*q*r^2+62131 *a*b*c*g*q*r*x-63748*a*b*c*g*q*x^2-662*a*b*c*g*r^3+26690*a*b*c*g*r^2*x-100074*a *b*c*g*r*x^2+11552*a*b*c*g*x^3-2910*a*b*c*p^4-6856*a*b*c*p^3*q-6474*a*b*c*p^3*r +37384*a*b*c*p^3*x-3670*a*b*c*p^2*q^2-10684*a*b*c*p^2*q*r+75300*a*b*c*p^2*q*x-\ 4566*a*b*c*p^2*r^2+71218*a*b*c*p^2*r*x-80154*a*b*c*p^2*x^2-376*a*b*c*p*q^3-3618 *a*b*c*p*q^2*r+35440*a*b*c*p*q^2*x-4284*a*b*c*p*q*r^2+95494*a*b*c*p*q*r*x-\ 122256*a*b*c*p*q*x^2-1042*a*b*c*p*r^3+35504*a*b*c*p*r^2*x-136100*a*b*c*p*r*x^2+ 26000*a*b*c*p*x^3-220*a*b*c*q^3*r+3248*a*b*c*q^3*x-480*a*b*c*q^2*r^2+24066*a*b* c*q^2*r*x-38166*a*b*c*q^2*x^2-300*a*b*c*q*r^3+20274*a*b*c*q*r^2*x-107518*a*b*c* q*r*x^2+26000*a*b*c*q*x^3-40*a*b*c*r^4+3432*a*b*c*r^3*x-38880*a*b*c*r^2*x^2+ 35472*a*b*c*r*x^3-100*a*b*g^4*p-5*a*b*g^4*q-100*a*b*g^4*r-688*a*b*g^3*p^2-360*a *b*g^3*p*q-886*a*b*g^3*p*r+2622*a*b*g^3*p*x-12*a*b*g^3*q^2-316*a*b*g^3*q*r+1010 *a*b*g^3*q*x-198*a*b*g^3*r^2+3102*a*b*g^3*r*x-1327*a*b*g^2*p^3-1746*a*b*g^2*p^2 *q-2314*a*b*g^2*p^2*r+10746*a*b*g^2*p^2*x-387*a*b*g^2*p*q^2-2092*a*b*g^2*p*q*r+ 10842*a*b*g^2*p*q*x-1088*a*b*g^2*p*r^2+16342*a*b*g^2*p*r*x-10583*a*b*g^2*p*x^2-\ 5*a*b*g^2*q^3-308*a*b*g^2*q^2*r+1978*a*b*g^2*q^2*x-404*a*b*g^2*q*r^2+9483*a*b*g ^2*q*r*x-6361*a*b*g^2*q*x^2-101*a*b*g^2*r^3+4259*a*b*g^2*r^2*x-14805*a*b*g^2*r* x^2-970*a*b*g*p^4-2290*a*b*g*p^3*q-2187*a*b*g*p^3*r+11962*a*b*g*p^3*x-1188*a*b* g*p^2*q^2-3696*a*b*g*p^2*q*r+23524*a*b*g*p^2*q*x-1565*a*b*g*p^2*r^2+23648*a*b*g *p^2*r*x-23452*a*b*g*p^2*x^2-102*a*b*g*p*q^3-1270*a*b*g*p*q^2*r+10568*a*b*g*p*q ^2*x-1530*a*b*g*p*q*r^2+31858*a*b*g*p*q*r*x-33912*a*b*g*p*q*x^2-362*a*b*g*p*r^3 +12129*a*b*g*p*r^2*x-43784*a*b*g*p*r*x^2+5776*a*b*g*p*x^3-77*a*b*g*q^3*r+908*a* b*g*q^3*x-168*a*b*g*q^2*r^2+7971*a*b*g*q^2*r*x-10460*a*b*g*q^2*x^2-105*a*b*g*q* r^3+7002*a*b*g*q*r^2*x-34519*a*b*g*q*r*x^2+5776*a*b*g*q*x^3-14*a*b*g*r^4+1164*a *b*g*r^3*x-13146*a*b*g*r^2*x^2+10920*a*b*g*r*x^3-237*a*b*p^5-887*a*b*p^4*q-671* a*b*p^4*r+3874*a*b*p^4*x-777*a*b*p^3*q^2-1848*a*b*p^3*q*r+12392*a*b*p^3*q*x-657 *a*b*p^3*r^2+9564*a*b*p^3*r*x-11353*a*b*p^3*x^2-163*a*b*p^2*q^3-1070*a*b*p^2*q^ 2*r+10430*a*b*p^2*q^2*x-1156*a*b*p^2*q*r^2+22572*a*b*p^2*q*r*x-28997*a*b*p^2*q* x^2-249*a*b*p^2*r^3+7240*a*b*p^2*r^2*x-27093*a*b*p^2*r*x^2+5512*a*b*p^2*x^3-143 *a*b*p*q^3*r+2412*a*b*p*q^3*x-312*a*b*p*q^2*r^2+12696*a*b*p*q^2*r*x-20083*a*b*p *q^2*x^2-195*a*b*p*q*r^3+10027*a*b*p*q*r^2*x-47808*a*b*p*q*r*x^2+11024*a*b*p*q* x^3-26*a*b*p*r^4+1644*a*b*p*r^3*x-15280*a*b*p*r^2*x^2+13776*a*b*p*r*x^3+76*a*b* q^4*x+1744*a*b*q^3*r*x-3695*a*b*q^3*x^2+2055*a*b*q^2*r^2*x-16863*a*b*q^2*r*x^2+ 5512*a*b*q^2*x^3+600*a*b*q*r^3*x-12062*a*b*q*r^2*x^2+13776*a*b*q*r*x^3+32*a*b*r ^4*x-1500*a*b*r^3*x^2+4824*a*b*r^2*x^3-3952*a*c^6-7608*a*c^5*g-13512*a*c^5*p-\ 5384*a*c^5*q-8296*a*c^5*r+42800*a*c^5*x-5644*a*c^4*g^2-22300*a*c^4*g*p-8436*a*c ^4*g*q-13908*a*c^4*g*r+66256*a*c^4*g*x-17452*a*c^4*p^2-17036*a*c^4*p*q-20484*a* c^4*p*r+109480*a*c^4*p*x-2564*a*c^4*q^2-10276*a*c^4*q*r+61728*a*c^4*q*x-4984*a* c^4*r^2+77768*a*c^4*r*x-79912*a*c^4*x^2-1994*a*c^3*g^3-13826*a*c^3*g^2*p-4798*a *c^3*g^2*q-8886*a*c^3*g^2*r+37140*a*c^3*g^2*x-23458*a*c^3*g*p^2-22290*a*c^3*g*p *q-27770*a*c^3*g*p*r+138816*a*c^3*g*p*x-3088*a*c^3*g*q^2-13808*a*c^3*g*q*r+ 76992*a*c^3*g*q*x-6696*a*c^3*g*r^2+102542*a*c^3*g*r*x-92764*a*c^3*g*x^2-10834*a *c^3*p^3-19490*a*c^3*p^2*q-18642*a*c^3*p^2*r+103036*a*c^3*p^2*x-7404*a*c^3*p*q^ 2-22116*a*c^3*p*q*r+134892*a*c^3*p*q*x-9064*a*c^3*p*r^2+138914*a*c^3*p*r*x-\ 147444*a*c^3*p*x^2-490*a*c^3*q^3-4404*a*c^3*q^2*r+32156*a*c^3*q^2*x-4974*a*c^3* q*r^2+93144*a*c^3*q*r*x-111684*a*c^3*q*x^2-1060*a*c^3*r^3+36412*a*c^3*r^2*x-\ 128428*a*c^3*r*x^2+27488*a*c^3*x^3-330*a*c^2*g^4-3937*a*c^2*g^3*p-1167*a*c^2*g^ 3*q-2683*a*c^2*g^3*r+8848*a*c^2*g^3*x-11274*a*c^2*g^2*p^2-10120*a*c^2*g^2*p*q-\ 13566*a*c^2*g^2*p*r+60758*a*c^2*g^2*p*x-1219*a*c^2*g^2*q^2-6565*a*c^2*g^2*q*r+ 32652*a*c^2*g^2*q*x-3232*a*c^2*g^2*r^2+48187*a*c^2*g^2*r*x-34642*a*c^2*g^2*x^2-\ 10909*a*c^2*g*p^3-19716*a*c^2*g*p^2*q-18830*a*c^2*g*p^2*r+99796*a*c^2*g*p^2*x-\ 7178*a*c^2*g*p*q^2-22724*a*c^2*g*p*q*r+129554*a*c^2*g*p*q*x-9076*a*c^2*g*p*r^2+ 138747*a*c^2*g*p*r*x-132812*a*c^2*g*p*x^2-410*a*c^2*g*q^3-4487*a*c^2*g*q^2*r+ 30228*a*c^2*g*q^2*x-5076*a*c^2*g*q*r^2+93236*a*c^2*g*q*r*x-99366*a*c^2*g*q*x^2-\ 999*a*c^2*g*r^3+36773*a*c^2*g*r^2*x-124514*a*c^2*g*r*x^2+21328*a*c^2*g*x^3-3346 *a*c^2*p^4-10169*a*c^2*p^3*q-7611*a*c^2*p^3*r+44038*a*c^2*p^3*x-7117*a*c^2*p^2* q^2-16917*a*c^2*p^2*q*r+101974*a*c^2*p^2*q*x-5578*a*c^2*p^2*r^2+85798*a*c^2*p^2 *r*x-94954*a*c^2*p^2*x^2-1262*a*c^2*p*q^3-7657*a*c^2*p*q^2*r+57024*a*c^2*p*q^2* x-7772*a*c^2*p*q*r^2+132484*a*c^2*p*q*r*x-159996*a*c^2*p*q*x^2-1377*a*c^2*p*r^3 +45102*a*c^2*p*r^2*x-156394*a*c^2*p*r*x^2+33408*a*c^2*p*x^3-30*a*c^2*q^4-748*a* c^2*q^3*r+7188*a*c^2*q^3*x-1470*a*c^2*q^2*r^2+38428*a*c^2*q^2*r*x-55494*a*c^2*q ^2*x^2-816*a*c^2*q*r^3+31465*a*c^2*q*r^2*x-134228*a*c^2*q*r*x^2+34608*a*c^2*q*x ^3-64*a*c^2*r^4+5256*a*c^2*r^3*x-45268*a*c^2*r^2*x^2+39256*a*c^2*r*x^3-20*a*c*g ^5-495*a*c*g^4*p-104*a*c*g^4*q-380*a*c*g^4*r+746*a*c*g^4*x-2280*a*c*g^3*p^2-\ 1811*a*c*g^3*p*q-2823*a*c*g^3*p*r+10436*a*c*g^3*p*x-166*a*c*g^3*q^2-1287*a*c*g^ 3*q*r+5254*a*c*g^3*q*x-661*a*c*g^3*r^2+9499*a*c*g^3*r*x-4119*a*c*g^3*x^2-3536*a *c*g^2*p^3-6256*a*c*g^2*p^2*q-6143*a*c*g^2*p^2*r+30232*a*c*g^2*p^2*x-2101*a*c*g ^2*p*q^2-7395*a*c*g^2*p*q*r+37990*a*c*g^2*p*q*x-2927*a*c*g^2*p*r^2+44143*a*c*g^ 2*p*r*x-35433*a*c*g^2*p*x^2-92*a*c*g^2*q^3-1426*a*c*g^2*q^2*r+8624*a*c*g^2*q^2* x-1625*a*c*g^2*q*r^2+29473*a*c*g^2*q*r*x-25646*a*c*g^2*q*x^2-291*a*c*g^2*r^3+ 11852*a*c*g^2*r^2*x-38069*a*c*g^2*r*x^2+3992*a*c*g^2*x^3-2156*a*c*g*p^4-6952*a* c*g*p^3*q-4881*a*c*g*p^3*r+28492*a*c*g*p^3*x-4848*a*c*g*p^2*q^2-11702*a*c*g*p^2 *q*r+66908*a*c*g*p^2*q*x-3523*a*c*g*p^2*r^2+56748*a*c*g*p^2*r*x-58729*a*c*g*p^2 *x^2-793*a*c*g*p*q^3-5366*a*c*g*p*q^2*r+36858*a*c*g*p*q^2*x-5401*a*c*g*p*q*r^2+ 89894*a*c*g*p*q*r*x-97829*a*c*g*p*q*x^2-828*a*c*g*p*r^3+30118*a*c*g*p*r^2*x-\ 102282*a*c*g*p*r*x^2+18232*a*c*g*p*x^3-14*a*c*g*q^4-517*a*c*g*q^3*r+4496*a*c*g* q^3*x-1022*a*c*g*q^2*r^2+25997*a*c*g*q^2*r*x-33684*a*c*g*q^2*x^2-549*a*c*g*q*r^ 3+21586*a*c*g*q*r^2*x-88493*a*c*g*q*r*x^2+18832*a*c*g*q*x^3-30*a*c*g*r^4+3370*a *c*g*r^3*x-30572*a*c*g*r^2*x^2+24932*a*c*g*r*x^3-465*a*c*p^5-2435*a*c*p^4*q-\ 1327*a*c*p^4*r+8366*a*c*p^4*x-2753*a*c*p^3*q^2-5420*a*c*p^3*q*r+31468*a*c*p^3*q *x-1317*a*c*p^3*r^2+21148*a*c*p^3*r*x-25015*a*c*p^3*x^2-929*a*c*p^2*q^3-4264*a* c*p^2*q^2*r+30974*a*c*p^2*q^2*x-3848*a*c*p^2*q*r^2+59128*a*c*p^2*q*r*x-71415*a* c*p^2*q*x^2-513*a*c*p^2*r^3+16736*a*c*p^2*r^2*x-58525*a*c*p^2*r*x^2+13072*a*c*p ^2*x^3-66*a*c*p*q^4-919*a*c*p*q^3*r+9416*a*c*p*q^3*x-1698*a*c*p*q^2*r^2+38544*a *c*p*q^2*r*x-55051*a*c*p*q^2*x^2-903*a*c*p*q*r^3+28921*a*c*p*q*r^2*x-113736*a*c *p*q*r*x^2+28040*a*c*p*q*x^3-58*a*c*p*r^4+4260*a*c*p*r^3*x-33458*a*c*p*r^2*x^2+ 29034*a*c*p*r*x^3-40*a*c*q^4*r+620*a*c*q^4*x-120*a*c*q^3*r^2+6278*a*c*q^3*r*x-\ 11463*a*c*q^3*x^2-120*a*c*q^2*r^3+7823*a*c*q^2*r^2*x-43993*a*c*q^2*r*x^2+14168* a*c*q^2*x^3-40*a*c*q*r^4+2826*a*c*q*r^3*x-29872*a*c*q*r^2*x^2+30822*a*c*q*r*x^3 +172*a*c*r^4*x-3804*a*c*r^3*x^2+9744*a*c*r^2*x^3-20*a*g^5*p-a*g^5*q-20*a*g^5*r-\ 163*a*g^4*p^2-97*a*g^4*p*q-211*a*g^4*p*r+538*a*g^4*p*x-4*a*g^4*q^2-86*a*g^4*q*r +230*a*g^4*q*x-48*a*g^4*r^2+660*a*g^4*r*x-373*a*g^3*p^3-607*a*g^3*p^2*q-654*a*g ^3*p^2*r+2826*a*g^3*p^2*x-172*a*g^3*p*q^2-751*a*g^3*p*q*r+3216*a*g^3*p*q*x-307* a*g^3*p*r^2+4459*a*g^3*p*r*x-2556*a*g^3*p*x^2-4*a*g^3*q^3-138*a*g^3*q^2*r+714*a *g^3*q^2*x-160*a*g^3*q*r^2+2909*a*g^3*q*r*x-1657*a*g^3*q*x^2-26*a*g^3*r^3+1213* a*g^3*r^2*x-3646*a*g^3*r*x^2-337*a*g^2*p^4-1129*a*g^2*p^3*q-755*a*g^2*p^3*r+ 4402*a*g^2*p^3*x-770*a*g^2*p^2*q^2-1934*a*g^2*p^2*q*r+10202*a*g^2*p^2*q*x-530*a *g^2*p^2*r^2+9027*a*g^2*p^2*r*x-8372*a*g^2*p^2*x^2-108*a*g^2*p*q^3-889*a*g^2*p* q^2*r+5444*a*g^2*p*q^2*x-895*a*g^2*p*q*r^2+14487*a*g^2*p*q*r*x-13244*a*g^2*p*q* x^2-114*a*g^2*p*r^3+4835*a*g^2*p*r^2*x-15892*a*g^2*p*r*x^2+1996*a*g^2*p*x^3-a*g ^2*q^4-82*a*g^2*q^3*r+646*a*g^2*q^3*x-163*a*g^2*q^2*r^2+4157*a*g^2*q^2*r*x-4551 *a*g^2*q^2*x^2-84*a*g^2*q*r^3+3509*a*g^2*q*r^2*x-13787*a*g^2*q*r*x^2+1996*a*g^2 *q*x^3-2*a*g^2*r^4+503*a*g^2*r^3*x-4920*a*g^2*r^2*x^2+3728*a*g^2*r*x^3-127*a*g* p^5-827*a*g*p^4*q-356*a*g*p^4*r+2606*a*g*p^4*x-969*a*g*p^3*q^2-1863*a*g*p^3*q*r +10456*a*g*p^3*q*x-343*a*g*p^3*r^2+6649*a*g*p^3*r*x-7868*a*g*p^3*x^2-318*a*g*p^ 2*q^3-1532*a*g*p^2*q^2*r+10362*a*g*p^2*q^2*x-1340*a*g*p^2*q*r^2+20183*a*g*p^2*q *r*x-22472*a*g*p^2*q*x^2-126*a*g*p^2*r^3+5252*a*g*p^2*r^2*x-19100*a*g*p^2*r*x^2 +3784*a*g*p^2*x^3-19*a*g*p*q^4-332*a*g*p*q^3*r+3048*a*g*p*q^3*x-619*a*g*p*q^2*r ^2+13397*a*g*p*q^2*r*x-17173*a*g*p*q^2*x^2-318*a*g*p*q*r^3+10072*a*g*p*q*r^2*x-\ 38082*a*g*p*q*r*x^2+7868*a*g*p*q*x^3-12*a*g*p*r^4+1292*a*g*p*r^3*x-11206*a*g*p* r^2*x^2+9375*a*g*p*r*x^3-14*a*g*q^4*r+190*a*g*q^4*x-42*a*g*q^3*r^2+2148*a*g*q^3 *r*x-3563*a*g*q^3*x^2-42*a*g*q^2*r^3+2754*a*g*q^2*r^2*x-14801*a*g*q^2*r*x^2+ 4084*a*g*q^2*x^3-14*a*g*q*r^4+972*a*g*q*r^3*x-10364*a*g*q*r^2*x^2+10029*a*g*q*r *x^3+40*a*g*r^4*x-1254*a*g*r^3*x^2+3320*a*g*r^2*x^3-20*a*p^6-215*a*p^5*q-70*a*p ^5*r+540*a*p^5*x-367*a*p^4*q^2-612*a*p^4*q*r+3340*a*p^4*q*x-90*a*p^4*r^2+1677*a *p^4*r*x-2220*a*p^4*x^2-202*a*p^3*q^3-757*a*p^3*q^2*r+5140*a*p^3*q^2*x-605*a*p^ 3*q*r^2+8222*a*p^3*q*r*x-9887*a*p^3*q*x^2-50*a*p^3*r^3+1796*a*p^3*r^2*x-6536*a* p^3*r*x^2+1620*a*p^3*x^3-30*a*p^2*q^4-274*a*p^2*q^3*r+2802*a*p^2*q^3*x-468*a*p^ 2*q^2*r^2+9188*a*p^2*q^2*r*x-12787*a*p^2*q^2*x^2-234*a*p^2*q*r^3+6228*a*p^2*q*r ^2*x-22555*a*p^2*q*r*x^2+5508*a*p^2*q*x^3-10*a*p^2*r^4+750*a*p^2*r^3*x-5477*a*p ^2*r^2*x^2+5013*a*p^2*r*x^3-26*a*p*q^4*r+474*a*p*q^4*x-78*a*p*q^3*r^2+3314*a*p* q^3*r*x-5935*a*p*q^3*x^2-78*a*p*q^2*r^3+3954*a*p*q^2*r^2*x-19494*a*p*q^2*r*x^2+ 5756*a*p*q^2*x^3-26*a*p*q*r^4+1449*a*p*q*r^3*x-12058*a*p*q*r^2*x^2+11670*a*p*q* r*x^3+91*a*p*r^4*x-1329*a*p*r^3*x^2+3222*a*p*r^2*x^3+12*a*q^5*x+327*a*q^4*r*x-\ 815*a*q^4*x^2+495*a*q^3*r^2*x-4423*a*q^3*r*x^2+1868*a*q^3*x^3+234*a*q^2*r^3*x-\ 4427*a*q^2*r^2*x^2+5777*a*q^2*r*x^3+41*a*q*r^4*x-1143*a*q*r^3*x^2+3582*a*q*r^2* x^3-30*a*r^4*x^2+380*a*r^3*x^3+64*b^5*c*x+32*b^5*p*x+32*b^5*r*x-80*b^4*c^3-56*b ^4*c^2*g-144*b^4*c^2*p-40*b^4*c^2*r+1344*b^4*c^2*x-8*b^4*c*g^2-68*b^4*c*g*p-28* b^4*c*g*r+448*b^4*c*g*x-84*b^4*c*p^2-52*b^4*c*p*r+1568*b^4*c*p*x+256*b^4*c*q*x+ 880*b^4*c*r*x-1368*b^4*c*x^2-4*b^4*g^2*p-4*b^4*g^2*r-20*b^4*g*p^2-20*b^4*g*p*r+ 256*b^4*g*p*x+32*b^4*g*q*x+268*b^4*g*r*x-16*b^4*p^3-16*b^4*p^2*r+464*b^4*p^2*x+ 160*b^4*p*q*x+532*b^4*p*r*x-796*b^4*p*x^2+160*b^4*q*r*x-264*b^4*q*x^2+48*b^4*r^ 2*x-1020*b^4*r*x^2-624*b^3*c^4-680*b^3*c^3*g-1480*b^3*c^3*p-200*b^3*c^3*q-568*b ^3*c^3*r+8464*b^3*c^3*x-224*b^3*c^2*g^2-1260*b^3*c^2*g*p-140*b^3*c^2*g*q-544*b^ 3*c^2*g*r+6056*b^3*c^2*g*x-1292*b^3*c^2*p^2-420*b^3*c^2*p*q-1040*b^3*c^2*p*r+ 14464*b^3*c^2*p*x-160*b^3*c^2*q*r+4224*b^3*c^2*q*x-120*b^3*c^2*r^2+7896*b^3*c^2 *r*x-13800*b^3*c^2*x^2-20*b^3*c*g^3-290*b^3*c*g^2*p-20*b^3*c*g^2*q-154*b^3*c*g^ 2*r+992*b^3*c*g^2*x-764*b^3*c*g*p^2-212*b^3*c*g*p*q-696*b^3*c*g*p*r+7252*b^3*c* g*p*x-112*b^3*c*g*q*r+1888*b^3*c*g*q*x-84*b^3*c*g*r^2+4822*b^3*c*g*r*x-5076*b^3 *c*g*x^2-494*b^3*c*p^3-288*b^3*c*p^2*q-614*b^3*c*p^2*r+8076*b^3*c*p^2*x-208*b^3 *c*p*q*r+5392*b^3*c*p*q*x-156*b^3*c*p*r^2+8800*b^3*c*p*r*x-14868*b^3*c*p*x^2+ 384*b^3*c*q^2*x+3256*b^3*c*q*r*x-6860*b^3*c*q*x^2+1282*b^3*c*r^2*x-13380*b^3*c* r*x^2+2368*b^3*c*x^3-12*b^3*g^3*p-12*b^3*g^3*r-94*b^3*g^2*p^2-16*b^3*g^2*p*q-\ 106*b^3*g^2*p*r+616*b^3*g^2*p*x-16*b^3*g^2*q*r+152*b^3*g^2*q*x-12*b^3*g^2*r^2+ 674*b^3*g^2*r*x-152*b^3*g*p^3-80*b^3*g*p^2*q-212*b^3*g*p^2*r+2184*b^3*g*p^2*x-\ 80*b^3*g*p*q*r+1220*b^3*g*p*q*x-60*b^3*g*p*r^2+2800*b^3*g*p*r*x-3078*b^3*g*p*x^ 2+80*b^3*g*q^2*x+1004*b^3*g*q*r*x-1296*b^3*g*q*x^2+446*b^3*g*r^2*x-4010*b^3*g*r *x^2-70*b^3*p^4-64*b^3*p^3*q-118*b^3*p^3*r+1456*b^3*p^3*x-64*b^3*p^2*q*r+1716*b ^3*p^2*q*x-48*b^3*p^2*r^2+2340*b^3*p^2*r*x-3880*b^3*p^2*x^2+280*b^3*p*q^2*x+ 1926*b^3*p*q*r*x-3996*b^3*p*q*x^2+748*b^3*p*r^2*x-6596*b^3*p*r*x^2+1184*b^3*p*x ^3+280*b^3*q^2*r*x-744*b^3*q^2*x^2+110*b^3*q*r^2*x-3664*b^3*q*r*x^2+1184*b^3*q* x^3-48*b^3*r^3*x-1502*b^3*r^2*x^2+2216*b^3*r*x^3-1776*b^2*c^5-2632*b^2*c^4*g-\ 5184*b^2*c^4*p-1192*b^2*c^4*q-2416*b^2*c^4*r+23056*b^2*c^4*x-1372*b^2*c^3*g^2-\ 6392*b^2*c^3*g*p-1316*b^2*c^3*g*q-3108*b^2*c^3*g*r+25640*b^2*c^3*g*x-5844*b^2*c ^3*p^2-3192*b^2*c^3*p*q-5496*b^2*c^3*p*r+50552*b^2*c^3*p*x-180*b^2*c^3*q^2-1452 *b^2*c^3*q*r+19552*b^2*c^3*q*x-920*b^2*c^3*r^2+29088*b^2*c^3*r*x-46696*b^2*c^3* x^2-286*b^2*c^2*g^3-2644*b^2*c^2*g^2*p-440*b^2*c^2*g^2*q-1378*b^2*c^2*g^2*r+ 8960*b^2*c^2*g^2*x-5610*b^2*c^2*g*p^2-2820*b^2*c^2*g*p*q-5512*b^2*c^2*g*p*r+ 43988*b^2*c^2*g*p*x-126*b^2*c^2*g*q^2-1432*b^2*c^2*g*q*r+16048*b^2*c^2*g*q*x-\ 938*b^2*c^2*g*r^2+27488*b^2*c^2*g*r*x-35352*b^2*c^2*g*x^2-3168*b^2*c^2*p^3-3072 *b^2*c^2*p^2*q-4506*b^2*c^2*p^2*r+39900*b^2*c^2*p^2*x-444*b^2*c^2*p*q^2-2664*b^ 2*c^2*p*q*r+35348*b^2*c^2*p*q*x-1592*b^2*c^2*p*r^2+45200*b^2*c^2*p*r*x-70820*b^ 2*c^2*p*x^2-210*b^2*c^2*q^2*r+4704*b^2*c^2*q^2*x-300*b^2*c^2*q*r^2+20458*b^2*c^ 2*q*r*x-40200*b^2*c^2*q*x^2-90*b^2*c^2*r^3+8286*b^2*c^2*r^2*x-57620*b^2*c^2*r*x ^2+14432*b^2*c^2*x^3-18*b^2*c*g^4-398*b^2*c*g^3*p-40*b^2*c*g^3*q-240*b^2*c*g^3* r+952*b^2*c*g^3*x-1642*b^2*c*g^2*p^2-689*b^2*c*g^2*p*q-1721*b^2*c*g^2*p*r+10890 *b^2*c*g^2*p*x-18*b^2*c*g^2*q^2-421*b^2*c*g^2*q*r+3672*b^2*c*g^2*q*x-287*b^2*c* g^2*r^2+8035*b^2*c*g^2*r*x-6390*b^2*c*g^2*x^2-2096*b^2*c*g*p^3-1926*b^2*c*g*p^2 *q-3106*b^2*c*g*p^2*r+24308*b^2*c*g*p^2*x-237*b^2*c*g*p*q^2-1840*b^2*c*g*p*q*r+ 20110*b^2*c*g*p*q*x-1141*b^2*c*g*p*r^2+29564*b^2*c*g*p*r*x-38070*b^2*c*g*p*x^2-\ 147*b^2*c*g*q^2*r+2488*b^2*c*g*q^2*x-210*b^2*c*g*q*r^2+12983*b^2*c*g*q*r*x-\ 20456*b^2*c*g*q*x^2-63*b^2*c*g*r^3+5673*b^2*c*g*r^2*x-35880*b^2*c*g*r*x^2+5504* b^2*c*g*x^3-822*b^2*c*p^4-1253*b^2*c*p^3*q-1577*b^2*c*p^3*r+13282*b^2*c*p^3*x-\ 345*b^2*c*p^2*q^2-1575*b^2*c*p^2*q*r+20458*b^2*c*p^2*q*x-872*b^2*c*p^2*r^2+ 22188*b^2*c*p^2*r*x-34134*b^2*c*p^2*x^2-273*b^2*c*p*q^2*r+6472*b^2*c*p*q^2*x-\ 390*b^2*c*p*q*r^2+22440*b^2*c*p*q*r*x-43302*b^2*c*p*q*x^2-117*b^2*c*p*r^3+8538* b^2*c*p*r^2*x-53504*b^2*c*p*r*x^2+12880*b^2*c*p*x^3+272*b^2*c*q^3*x+4136*b^2*c* q^2*r*x-10262*b^2*c*q^2*x^2+2915*b^2*c*q*r^2*x-34326*b^2*c*q*r*x^2+12080*b^2*c* q*x^3+228*b^2*c*r^3*x-12860*b^2*c*r^2*x^2+16912*b^2*c*r*x^3-13*b^2*g^4*p-13*b^2 *g^4*r-138*b^2*g^3*p^2-34*b^2*g^3*p*q-162*b^2*g^3*p*r+624*b^2*g^3*p*x-34*b^2*g^ 3*q*r+208*b^2*g^3*q*x-24*b^2*g^3*r^2+712*b^2*g^3*r*x-324*b^2*g^2*p^3-263*b^2*g^ 2*p^2*q-507*b^2*g^2*p^2*r+3286*b^2*g^2*p^2*x-21*b^2*g^2*p*q^2-293*b^2*g^2*p*q*r +2350*b^2*g^2*p*q*x-192*b^2*g^2*p*r^2+4517*b^2*g^2*p*r*x-3957*b^2*g^2*p*x^2-21* b^2*g^2*q^2*r+296*b^2*g^2*q^2*x-30*b^2*g^2*q*r^2+1889*b^2*g^2*q*r*x-1962*b^2*g^ 2*q*x^2-9*b^2*g^2*r^3+877*b^2*g^2*r^2*x-5231*b^2*g^2*r*x^2-280*b^2*g*p^4-412*b^ 2*g*p^3*q-556*b^2*g*p^3*r+4242*b^2*g*p^3*x-105*b^2*g*p^2*q^2-562*b^2*g*p^2*q*r+ 6172*b^2*g*p^2*q*x-321*b^2*g*p^2*r^2+7507*b^2*g*p^2*r*x-9801*b^2*g*p^2*x^2-105* b^2*g*p*q^2*r+1730*b^2*g*p*q^2*x-150*b^2*g*p*q*r^2+7478*b^2*g*p*q*r*x-11582*b^2 *g*p*q*x^2-45*b^2*g*p*r^3+3096*b^2*g*p*r^2*x-17179*b^2*g*p*r*x^2+2752*b^2*g*p*x ^3+72*b^2*g*q^3*x+1299*b^2*g*q^2*r*x-2692*b^2*g*q^2*x^2+1031*b^2*g*q*r^2*x-\ 10820*b^2*g*q*r*x^2+2752*b^2*g*q*x^3+115*b^2*g*r^3*x-4354*b^2*g*r^2*x^2+5168*b^ 2*g*r*x^3-81*b^2*p^5-183*b^2*p^4*q-198*b^2*p^4*r+1556*b^2*p^4*x-84*b^2*p^3*q^2-\ 303*b^2*p^3*q*r+3714*b^2*p^3*q*x-153*b^2*p^3*r^2+3409*b^2*p^3*r*x-5211*b^2*p^3* x^2-84*b^2*p^2*q^2*r+2170*b^2*p^2*q^2*x-120*b^2*p^2*q*r^2+5839*b^2*p^2*q*r*x-\ 11030*b^2*p^2*q*x^2-36*b^2*p^2*r^3+2016*b^2*p^2*r^2*x-11749*b^2*p^2*r*x^2+2832* b^2*p^2*x^3+224*b^2*p*q^3*x+2414*b^2*p*q^2*r*x-5953*b^2*p*q^2*x^2+1711*b^2*p*q* r^2*x-16724*b^2*p*q*r*x^2+5264*b^2*p*q*x^3+177*b^2*p*r^3*x-5723*b^2*p*r^2*x^2+ 6946*b^2*p*r*x^3+224*b^2*q^3*r*x-762*b^2*q^3*x^2+89*b^2*q^2*r^2*x-4511*b^2*q^2* r*x^2+2432*b^2*q^2*x^3-114*b^2*q*r^3*x-3175*b^2*q*r^2*x^2+6066*b^2*q*r*x^3-30*b ^2*r^4*x-294*b^2*r^3*x^2+2232*b^2*r^2*x^3-2128*b*c^6-4024*b*c^5*g-7368*b*c^5*p-\ 2232*b*c^5*q-3896*b*c^5*r+28336*b*c^5*x-2900*b*c^4*g^2-11992*b*c^4*g*p-3372*b*c ^4*g*q-6436*b*c^4*g*r+43064*b*c^4*g*x-10060*b*c^4*p^2-7256*b*c^4*p*q-10480*b*c^ 4*p*r+75120*b*c^4*p*x-724*b*c^4*q^2-3772*b*c^4*q*r+34592*b*c^4*q*x-2128*b*c^4*r ^2+46176*b*c^4*r*x-65720*b*c^4*x^2-974*b*c^3*g^3-7246*b*c^3*g^2*p-1798*b*c^3*g^ 2*q-3990*b*c^3*g^2*r+23460*b*c^3*g^2*x-13466*b*c^3*g*p^2-9228*b*c^3*g*p*q-14236 *b*c^3*g*p*r+94104*b*c^3*g*p*x-806*b*c^3*g*q^2-5000*b*c^3*g*q*r+41976*b*c^3*g*q *x-2874*b*c^3*g*r^2+60054*b*c^3*g*r*x-75860*b*c^3*g*x^2-6898*b*c^3*p^3-8842*b*c ^3*p^2*q-10730*b*c^3*p^2*r+75340*b*c^3*p^2*x-2212*b*c^3*p*q^2-8732*b*c^3*p*q*r+ 79420*b*c^3*p*q*x-4488*b*c^3*p*r^2+90186*b*c^3*p*r*x-126588*b*c^3*p*x^2-70*b*c^ 3*q^3-1156*b*c^3*q^2*r+14260*b*c^3*q^2*x-1490*b*c^3*q*r^2+47892*b*c^3*q*r*x-\ 81996*b*c^3*q*x^2-404*b*c^3*r^3+19284*b*c^3*r^2*x-100172*b*c^3*r*x^2+27488*b*c^ 3*x^3-146*b*c^2*g^4-1960*b*c^2*g^3*p-385*b*c^2*g^3*q-1135*b*c^2*g^3*r+5330*b*c^ 2*g^3*x-6374*b*c^2*g^2*p^2-3966*b*c^2*g^2*p*q-6888*b*c^2*g^2*p*r+40184*b*c^2*g^ 2*p*x-272*b*c^2*g^2*q^2-2293*b*c^2*g^2*q*r+17084*b*c^2*g^2*q*x-1359*b*c^2*g^2*r ^2+27527*b*c^2*g^2*r*x-28070*b*c^2*g^2*x^2-7062*b*c^2*g*p^3-8821*b*c^2*g*p^2*q-\ 11143*b*c^2*g*p^2*r+72954*b*c^2*g*p^2*x-2025*b*c^2*g*p*q^2-9008*b*c^2*g*p*q*r+ 74642*b*c^2*g*p*q*x-4697*b*c^2*g*p*r^2+90419*b*c^2*g*p*r*x-113802*b*c^2*g*p*x^2 -49*b*c^2*g*q^3-1174*b*c^2*g*q^2*r+12850*b*c^2*g*q^2*x-1533*b*c^2*g*q*r^2+47060 *b*c^2*g*q*r*x-71740*b*c^2*g*q*x^2-408*b*c^2*g*r^3+19655*b*c^2*g*r^2*x-96658*b* c^2*g*r*x^2+21328*b*c^2*g*x^3-2488*b*c^2*p^4-5044*b*c^2*p^3*q-5186*b*c^2*p^3*r+ 35372*b*c^2*p^3*x-2323*b*c^2*p^2*q^2-7283*b*c^2*p^2*q*r+64538*b*c^2*p^2*q*x-\ 3342*b*c^2*p^2*r^2+62221*b*c^2*p^2*r*x-86418*b*c^2*p^2*x^2-201*b*c^2*p*q^3-2134 *b*c^2*p*q^2*r+27210*b*c^2*p*q^2*x-2597*b*c^2*p*q*r^2+74108*b*c^2*p*q*r*x-\ 124620*b*c^2*p*q*x^2-664*b*c^2*p*r^3+27413*b*c^2*p*r^2*x-132250*b*c^2*p*r*x^2+ 34608*b*c^2*p*x^3-110*b*c^2*q^3*r+2208*b*c^2*q^3*x-240*b*c^2*q^2*r^2+16577*b*c^ 2*q^2*r*x-35222*b*c^2*q^2*x^2-150*b*c^2*q*r^3+13072*b*c^2*q*r^2*x-95084*b*c^2*q *r*x^2+33408*b*c^2*q*x^3-20*b*c^2*r^4+2016*b*c^2*r^3*x-33248*b*c^2*r^2*x^2+ 39256*b*c^2*r*x^3-7*b*c*g^5-219*b*c*g^4*p-25*b*c*g^4*q-143*b*c*g^4*r+412*b*c*g^ 4*x-1238*b*c*g^3*p^2-629*b*c*g^3*p*q-1385*b*c*g^3*p*r+6516*b*c*g^3*p*x-25*b*c*g ^3*q^2-414*b*c*g^3*q*r+2592*b*c*g^3*q*x-257*b*c*g^3*r^2+5188*b*c*g^3*r*x-3285*b *c*g^3*x^2-2305*b*c*g^2*p^3-2710*b*c*g^2*p^2*q-3706*b*c*g^2*p^2*r+21836*b*c*g^2 *p^2*x-524*b*c*g^2*p*q^2-2904*b*c*g^2*p*q*r+21030*b*c*g^2*p*q*x-1565*b*c*g^2*p* r^2+28631*b*c*g^2*p*r*x-29986*b*c*g^2*p*x^2-7*b*c*g^2*q^3-358*b*c*g^2*q^2*r+ 3480*b*c*g^2*q^2*x-474*b*c*g^2*q*r^2+14378*b*c*g^2*q*r*x-18099*b*c*g^2*q*x^2-\ 123*b*c*g^2*r^3+6253*b*c*g^2*r^2*x-29269*b*c*g^2*r*x^2+3992*b*c*g^2*x^3-1714*b* c*g*p^4-3467*b*c*g*p^3*q-3619*b*c*g*p^3*r+23406*b*c*g*p^3*x-1534*b*c*g*p^2*q^2-\ 5152*b*c*g*p^2*q*r+41994*b*c*g*p^2*q*x-2363*b*c*g*p^2*r^2+42436*b*c*g*p^2*r*x-\ 53760*b*c*g*p^2*x^2-112*b*c*g*p*q^3-1520*b*c*g*p*q^2*r+16858*b*c*g*p*q^2*x-1880 *b*c*g*p*q*r^2+50369*b*c*g*p*q*r*x-75355*b*c*g*p*q*x^2-472*b*c*g*p*r^3+19233*b* c*g*p*r^2*x-87265*b*c*g*p*r*x^2+18832*b*c*g*p*x^3-77*b*c*g*q^3*r+1296*b*c*g*q^3 *x-168*b*c*g*q^2*r^2+10876*b*c*g*q^2*r*x-20747*b*c*g*q^2*x^2-105*b*c*g*q*r^3+ 9080*b*c*g*q*r^2*x-61950*b*c*g*q*r*x^2+18232*b*c*g*q*x^3-14*b*c*g*r^4+1448*b*c* g*r^3*x-22678*b*c*g*r^2*x^2+24932*b*c*g*r*x^3-441*b*c*p^5-1349*b*c*p^4*q-1167*b *c*p^4*r+7690*b*c*p^4*x-999*b*c*p^3*q^2-2590*b*c*p^3*q*r+21748*b*c*p^3*q*x-1037 *b*c*p^3*r^2+17770*b*c*p^3*r*x-24681*b*c*p^3*x^2-171*b*c*p^2*q^3-1270*b*c*p^2*q ^2*r+16290*b*c*p^2*q^2*x-1436*b*c*p^2*q*r^2+36214*b*c*p^2*q*r*x-59393*b*c*p^2*q *x^2-337*b*c*p^2*r^3+12000*b*c*p^2*r^2*x-54635*b*c*p^2*r*x^2+14168*b*c*p^2*x^3-\ 143*b*c*p*q^3*r+3248*b*c*p*q^3*x-312*b*c*p*q^2*r^2+18052*b*c*p*q^2*r*x-37929*b* c*p*q^2*x^2-195*b*c*p*q*r^3+13565*b*c*p*q*r^2*x-87522*b*c*p*q*r*x^2+28040*b*c*p *q*x^3-26*b*c*p*r^4+2088*b*c*p*r^3*x-27656*b*c*p*r^2*x^2+30822*b*c*p*r*x^3+92*b *c*q^4*x+2178*b*c*q^3*r*x-6029*b*c*q^3*x^2+2161*b*c*q^2*r^2*x-27461*b*c*q^2*r*x ^2+13072*b*c*q^2*x^3+372*b*c*q*r^3*x-18832*b*c*q*r^2*x^2+29034*b*c*q*r*x^3-28*b *c*r^4*x-2196*b*c*r^3*x^2+9744*b*c*r^2*x^3-6*b*g^5*p-6*b*g^5*r-80*b*g^4*p^2-23* b*g^4*p*q-95*b*g^4*p*r+280*b*g^4*p*x-23*b*g^4*q*r+110*b*g^4*q*x-15*b*g^4*r^2+ 333*b*g^4*r*x-238*b*g^3*p^3-244*b*g^3*p^2*q-392*b*g^3*p^2*r+1950*b*g^3*p^2*x-30 *b*g^3*p*q^2-284*b*g^3*p*q*r+1634*b*g^3*p*q*x-164*b*g^3*p*r^2+2823*b*g^3*p*r*x-\ 2045*b*g^3*p*x^2-30*b*g^3*q^2*r+280*b*g^3*q^2*x-40*b*g^3*q*r^2+1335*b*g^3*q*r*x -1146*b*g^3*q*x^2-10*b*g^3*r^3+603*b*g^3*r^2*x-2753*b*g^3*r*x^2-286*b*g^2*p^4-\ 560*b*g^2*p^3*q-612*b*g^2*p^3*r+3660*b*g^2*p^3*x-228*b*g^2*p^2*q^2-865*b*g^2*p^ 2*q*r+6264*b*g^2*p^2*q*x-403*b*g^2*p^2*r^2+6922*b*g^2*p^2*r*x-7587*b*g^2*p^2*x^ 2-11*b*g^2*p*q^3-252*b*g^2*p*q^2*r+2314*b*g^2*p*q^2*x-320*b*g^2*p*q*r^2+8056*b* g^2*p*q*r*x-9982*b*g^2*p*q*x^2-79*b*g^2*p*r^3+3224*b*g^2*p*r^2*x-13606*b*g^2*p* r*x^2+1996*b*g^2*p*x^3-11*b*g^2*q^3*r+182*b*g^2*q^3*x-24*b*g^2*q^2*r^2+1640*b*g ^2*q^2*r*x-2716*b*g^2*q^2*x^2-15*b*g^2*q*r^3+1431*b*g^2*q*r^2*x-9488*b*g^2*q*r* x^2+1996*b*g^2*q*x^3-2*b*g^2*r^4+232*b*g^2*r^3*x-3645*b*g^2*r^2*x^2+3728*b*g^2* r*x^3-151*b*g*p^5-474*b*g*p^4*q-404*b*g*p^4*r+2582*b*g*p^4*x-348*b*g*p^3*q^2-\ 934*b*g*p^3*q*r+7312*b*g*p^3*q*x-365*b*g*p^3*r^2+6104*b*g*p^3*r*x-7945*b*g*p^3* x^2-55*b*g*p^2*q^3-468*b*g*p^2*q^2*r+5312*b*g*p^2*q^2*x-535*b*g*p^2*q*r^2+12668 *b*g*p^2*q*r*x-18653*b*g*p^2*q*x^2-122*b*g*p^2*r^3+4228*b*g*p^2*r^2*x-18424*b*g *p^2*r*x^2+4084*b*g*p^2*x^3-55*b*g*p*q^3*r+956*b*g*p*q^3*x-120*b*g*p*q^2*r^2+ 6259*b*g*p*q^2*r*x-11524*b*g*p*q^2*x^2-75*b*g*p*q*r^3+4998*b*g*p*q*r^2*x-29373* b*g*p*q*r*x^2+7868*b*g*p*q*x^3-10*b*g*p*r^4+771*b*g*p*r^3*x-9697*b*g*p*r^2*x^2+ 10029*b*g*p*r*x^3+28*b*g*q^4*x+696*b*g*q^3*r*x-1810*b*g*q^3*x^2+775*b*g*q^2*r^2 *x-9016*b*g*q^2*r*x^2+3784*b*g*q^2*x^3+184*b*g*q*r^3*x-6524*b*g*q*r^2*x^2+9375* b*g*q*r*x^3-786*b*g*r^3*x^2+3320*b*g*r^2*x^3-29*b*p^6-135*b*p^5*q-95*b*p^5*r+ 608*b*p^5*x-150*b*p^4*q^2-330*b*p^4*q*r+2552*b*p^4*q*x-111*b*p^4*r^2+1743*b*p^4 *r*x-2461*b*p^4*x^2-44*b*p^3*q^3-246*b*p^3*q^2*r+2994*b*p^3*q^2*x-255*b*p^3*q*r ^2+5564*b*p^3*q*r*x-8873*b*p^3*q*x^2-53*b*p^3*r^3+1619*b*p^3*r^2*x-6974*b*p^3*r *x^2+1868*b*p^3*x^3-44*b*p^2*q^3*r+1134*b*p^2*q^3*x-96*b*p^2*q^2*r^2+4651*b*p^2 *q^2*r*x-9557*b*p^2*q^2*x^2-60*b*p^2*q*r^3+3255*b*p^2*q*r^2*x-18963*b*p^2*q*r*x ^2+5756*b*p^2*q*x^3-8*b*p^2*r^4+495*b*p^2*r^3*x-5266*b*p^2*r^2*x^2+5777*b*p^2*r *x^3+84*b*p*q^4*x+1258*b*p*q^3*r*x-3481*b*p*q^3*x^2+1274*b*p*q^2*r^2*x-13346*b* p*q^2*r*x^2+5508*b*p*q^2*x^3+297*b*p*q*r^3*x-8498*b*p*q*r^2*x^2+11670*b*p*q*r*x ^3+11*b*p*r^4*x-927*b*p*r^3*x^2+3582*b*p*r^2*x^3+84*b*q^4*r*x-336*b*q^4*x^2+29* b*q^3*r^2*x-2305*b*q^3*r*x^2+1620*b*q^3*x^3-87*b*q^2*r^3*x-2182*b*q^2*r^2*x^2+ 5013*b*q^2*r*x^3-39*b*q*r^4*x-381*b*q*r^3*x^2+3222*b*q*r^2*x^3+30*b*r^4*x^2+380 *b*r^3*x^3-896*c^7-2080*c^6*g-3584*c^6*p-1304*c^6*q-2072*c^6*r+12720*c^6*x-1936 *c^5*g^2-7320*c^5*g*p-2516*c^5*g*q-4244*c^5*g*r+24696*c^5*g*x-5664*c^5*p^2-4980 *c^5*p*q-6324*c^5*p*r+39384*c^5*p*x-672*c^5*q^2-2848*c^5*q*r+20544*c^5*q*x-1440 *c^5*r^2+25768*c^5*r*x-32928*c^5*x^2-912*c^4*g^3-5892*c^4*g^2*p-1858*c^4*g^2*q-\ 3442*c^4*g^2*r+18492*c^4*g^2*x-9828*c^4*g*p^2-8336*c^4*g*p*q-10984*c^4*g*p*r+ 64984*c^4*g*p*x-1028*c^4*g*q^2-4844*c^4*g*q*r+33272*c^4*g*q*x-2456*c^4*g*r^2+ 43252*c^4*g*r*x-51360*c^4*g*x^2-4568*c^4*p^3-7254*c^4*p^2*q-7518*c^4*p^2*r+ 47364*c^4*p^2*x-2448*c^4*p*q^2-7828*c^4*p*q*r+56808*c^4*p*q*x-3444*c^4*p*r^2+ 59686*c^4*p*r*x-76392*c^4*p*x^2-142*c^4*q^3-1398*c^4*q^2*r+12300*c^4*q^2*x-1626 *c^4*q*r^2+36262*c^4*q*r*x-54264*c^4*q*x^2-370*c^4*r^3+14216*c^4*r^2*x-60648*c^ 4*r*x^2+16768*c^4*x^3-224*c^3*g^4-2346*c^3*g^3*p-643*c^3*g^3*q-1395*c^3*g^3*r+ 6594*c^3*g^3*x-6524*c^3*g^2*p^2-5205*c^3*g^2*p*q-7321*c^3*g^2*p*r+40070*c^3*g^2 *p*x-556*c^3*g^2*q^2-3100*c^3*g^2*q*r+19936*c^3*g^2*q*x-1592*c^3*g^2*r^2+27554* c^3*g^2*r*x-29016*c^3*g^2*x^2-6386*c^3*g*p^3-10029*c^3*g*p^2*q-10505*c^3*g*p^2* r+63590*c^3*g*p^2*x-3204*c^3*g*p*q^2-10928*c^3*g*p*q*r+75324*c^3*g*p*q*x-4756*c ^3*g*p*r^2+81567*c^3*g*p*r*x-97484*c^3*g*p*x^2-159*c^3*g*q^3-1911*c^3*g*q^2*r+ 15898*c^3*g*q^2*x-2233*c^3*g*q*r^2+48949*c^3*g*q*r*x-68452*c^3*g*q*x^2-481*c^3* g*r^3+19426*c^3*g*r^2*x-80232*c^3*g*r*x^2+19712*c^3*g*x^3-2012*c^3*p^4-5195*c^3 *p^3*q-4391*c^3*p^3*r+28074*c^3*p^3*x-3198*c^3*p^2*q^2-8200*c^3*p^2*q*r+58572*c ^3*p^2*q*x-3042*c^3*p^2*r^2+51647*c^3*p^2*r*x-66576*c^3*p^2*x^2-493*c^3*p*q^3-\ 3285*c^3*p*q^2*r+29574*c^3*p*q^2*x-3483*c^3*p*q*r^2+71028*c^3*p*q*r*x-105120*c^ 3*p*q*x^2-691*c^3*p*r^3+24925*c^3*p*r^2*x-102022*c^3*p*r*x^2+27040*c^3*p*x^3-10 *c^3*q^4-286*c^3*q^3*r+3300*c^3*q^3*x-570*c^3*q^2*r^2+18617*c^3*q^2*r*x-33504*c ^3*q^2*x^2-322*c^3*q*r^3+14963*c^3*q*r^2*x-80258*c^3*q*r*x^2+27040*c^3*q*x^3-28 *c^3*r^4+2484*c^3*r^3*x-26856*c^3*r^2*x^2+28512*c^3*r*x^3-26*c^2*g^5-471*c^2*g^ 4*p-100*c^2*g^4*q-292*c^2*g^4*r+1098*c^2*g^4*x-2049*c^2*g^3*p^2-1463*c^2*g^3*p* q-2321*c^2*g^3*p*r+11208*c^2*g^3*p*x-121*c^2*g^3*q^2-911*c^2*g^3*q*r+5334*c^2*g ^3*q*x-482*c^2*g^3*r^2+8227*c^2*g^3*r*x-6960*c^2*g^3*x^2-3231*c^2*g^2*p^3-4923* c^2*g^2*p^2*q-5325*c^2*g^2*p^2*r+30238*c^2*g^2*p^2*x-1430*c^2*g^2*p*q^2-5439*c^ 2*g^2*p*q*r+34872*c^2*g^2*p*q*x-2373*c^2*g^2*p*r^2+39928*c^2*g^2*p*r*x-42818*c^ 2*g^2*p*x^2-54*c^2*g^2*q^3-910*c^2*g^2*q^2*r+7130*c^2*g^2*q^2*x-1072*c^2*g^2*q* r^2+23415*c^2*g^2*q*r*x-29494*c^2*g^2*q*x^2-216*c^2*g^2*r^3+9461*c^2*g^2*r^2*x-\ 37686*c^2*g^2*r*x^2+7472*c^2*g^2*x^3-2081*c^2*g*p^4-5491*c^2*g*p^3*q-4525*c^2*g *p^3*r+28484*c^2*g*p^3*x-3312*c^2*g*p^2*q^2-8733*c^2*g*p^2*q*r+59648*c^2*g*p^2* q*x-3097*c^2*g*p^2*r^2+53267*c^2*g*p^2*r*x-64980*c^2*g*p^2*x^2-465*c^2*g*p*q^3-\ 3493*c^2*g*p*q^2*r+29430*c^2*g*p*q^2*x-3703*c^2*g*p*q*r^2+73780*c^2*g*p*q*r*x-\ 101904*c^2*g*p*q*x^2-675*c^2*g*p*r^3+25890*c^2*g*p*r^2*x-102970*c^2*g*p*r*x^2+ 24496*c^2*g*p*x^3-7*c^2*g*q^4-297*c^2*g*q^3*r+3170*c^2*g*q^3*x-595*c^2*g*q^2*r^ 2+18907*c^2*g*q^2*r*x-31956*c^2*g*q^2*x^2-327*c^2*g*q*r^3+15539*c^2*g*q*r^2*x-\ 80690*c^2*g*q*r*x^2+24496*c^2*g*q*x^3-22*c^2*g*r^4+2508*c^2*g*r^3*x-27600*c^2*g *r^2*x^2+27968*c^2*g*r*x^3-474*c^2*p^5-1941*c^2*p^4*q-1299*c^2*p^4*r+8556*c^2*p ^4*x-1905*c^2*p^3*q^2-4079*c^2*p^3*q*r+28002*c^2*p^3*q*x-1218*c^2*p^3*r^2+20588 *c^2*p^3*r*x-27114*c^2*p^3*x^2-555*c^2*p^2*q^3-2787*c^2*p^2*q^2*r+24744*c^2*p^2 *q^2*x-2667*c^2*p^2*q*r^2+49315*c^2*p^2*q*r*x-71646*c^2*p^2*q*x^2-435*c^2*p^2*r ^3+15055*c^2*p^2*r^2*x-60104*c^2*p^2*r*x^2+15840*c^2*p^2*x^3-33*c^2*p*q^4-531*c ^2*p*q^3*r+6630*c^2*p*q^3*x-1005*c^2*p*q^2*r^2+28816*c^2*p*q^2*r*x-51114*c^2*p* q^2*x^2-549*c^2*p*q*r^3+21529*c^2*p*q*r^2*x-105660*c^2*p*q*r*x^2+32960*c^2*p*q* x^3-42*c^2*p*r^4+3291*c^2*p*r^3*x-31682*c^2*p*r^2*x^2+32320*c^2*p*r*x^3-20*c^2* q^4*r+372*c^2*q^4*x-60*c^2*q^3*r^2+4233*c^2*q^3*r*x-9534*c^2*q^3*x^2-60*c^2*q^2 *r^3+4956*c^2*q^2*r^2*x-37096*c^2*q^2*r*x^2+15840*c^2*q^2*x^3-20*c^2*q*r^4+1599 *c^2*q*r^3*x-24748*c^2*q*r^2*x^2+32320*c^2*q*r*x^3+72*c^2*r^4*x-3120*c^2*r^3*x^ 2+10080*c^2*r^2*x^3-c*g^6-42*c*g^5*p-5*c*g^5*q-29*c*g^5*r+66*c*g^5*x-300*c*g^4* p^2-171*c*g^4*p*q-346*c*g^4*p*r+1340*c*g^4*p*x-8*c*g^4*q^2-118*c*g^4*q*r+598*c* g^4*q*x-66*c*g^4*r^2+1135*c*g^4*r*x-588*c*g^4*x^2-700*c*g^3*p^3-995*c*g^3*p^2*q -1160*c*g^3*p^2*r+5930*c*g^3*p^2*x-240*c*g^3*p*q^2-1124*c*g^3*p*q*r+6446*c*g^3* p*q*x-506*c*g^3*p*r^2+8223*c*g^3*p*r*x-7313*c*g^3*p*x^2-5*c*g^3*q^3-172*c*g^3*q ^2*r+1280*c*g^3*q^2*x-205*c*g^3*q*r^2+4625*c*g^3*q*r*x-4867*c*g^3*q*x^2-38*c*g^ 3*r^3+1917*c*g^3*r^2*x-7368*c*g^3*r*x^2+904*c*g^3*x^3-696*c*g^2*p^4-1850*c*g^2* p^3*q-1508*c*g^2*p^3*r+9184*c*g^2*p^3*x-1070*c*g^2*p^2*q^2-2973*c*g^2*p^2*q*r+ 19056*c*g^2*p^2*q*x-1015*c*g^2*p^2*r^2+17595*c*g^2*p^2*r*x-19697*c*g^2*p^2*x^2-\ 126*c*g^2*p*q^3-1169*c*g^2*p*q^2*r+9046*c*g^2*p*q^2*x-1250*c*g^2*p*q*r^2+24322* c*g^2*p*q*r*x-30252*c*g^2*p*q*x^2-207*c*g^2*p*r^3+8614*c*g^2*p*r^2*x-32938*c*g^ 2*p*r*x^2+6516*c*g^2*p*x^3-c*g^2*q^4-93*c*g^2*q^3*r+946*c*g^2*q^3*x-187*c*g^2*q ^2*r^2+6004*c*g^2*q^2*r*x-9331*c*g^2*q^2*x^2-99*c*g^2*q*r^3+5042*c*g^2*q*r^2*x-\ 25598*c*g^2*q*r*x^2+6516*c*g^2*q*x^3-4*c*g^2*r^4+780*c*g^2*r^3*x-8982*c*g^2*r^2 *x^2+8644*c*g^2*r*x^3-308*c*g*p^5-1375*c*g*p^4*q-836*c*g*p^4*r+5720*c*g*p^4*x-\ 1363*c*g*p^3*q^2-2911*c*g*p^3*q*r+19332*c*g*p^3*q*x-770*c*g*p^3*r^2+13931*c*g*p ^3*r*x-17867*c*g*p^3*x^2-381*c*g*p^2*q^3-2032*c*g*p^2*q^2*r+16972*c*g*p^2*q^2*x -1915*c*g*p^2*q*r^2+34713*c*g*p^2*q*r*x-47385*c*g*p^2*q*x^2-264*c*g*p^2*r^3+ 10232*c*g*p^2*r^2*x-40768*c*g*p^2*r*x^2+9848*c*g*p^2*x^3-19*c*g*p*q^4-387*c*g*p *q^3*r+4350*c*g*p*q^3*x-739*c*g*p*q^2*r^2+20267*c*g*p*q^2*r*x-33363*c*g*p*q^2*x ^2-393*c*g*p*q*r^3+15400*c*g*p*q*r^2*x-72486*c*g*p*q*r*x^2+20336*c*g*p*q*x^3-22 *c*g*p*r^4+2198*c*g*p*r^3*x-21987*c*g*p*r^2*x^2+21512*c*g*p*r*x^3-14*c*g*q^4*r+ 234*c*g*q^4*x-42*c*g*q^3*r^2+2851*c*g*q^3*r*x-6097*c*g*q^3*x^2-42*c*g*q^2*r^3+ 3497*c*g*q^2*r^2*x-25100*c*g*q^2*r*x^2+9848*c*g*q^2*x^3-14*c*g*q*r^4+1156*c*g*q *r^3*x-17295*c*g*q*r^2*x^2+21512*c*g*q*r*x^3+40*c*g*r^4*x-2160*c*g*r^3*x^2+6944 *c*g*r^2*x^3-53*c*p^6-360*c*p^5*q-177*c*p^5*r+1248*c*p^5*x-525*c*p^4*q^2-962*c* p^4*q*r+6204*c*p^4*q*x-213*c*p^4*r^2+3710*c*p^4*r*x-5103*c*p^4*x^2-248*c*p^3*q^ 3-1011*c*p^3*q^2*r+8478*c*p^3*q^2*x-870*c*p^3*q*r^2+14334*c*p^3*q*r*x-20358*c*p ^3*q*x^2-107*c*p^3*r^3+3677*c*p^3*r^2*x-14510*c*p^3*r*x^2+3956*c*p^3*x^3-30*c*p ^2*q^4-318*c*p^2*q^3*r+4092*c*p^2*q^3*x-564*c*p^2*q^2*r^2+14119*c*p^2*q^2*r*x-\ 24300*c*p^2*q^2*x^2-294*c*p^2*q*r^3+9691*c*p^2*q*r^2*x-43580*c*p^2*q*r*x^2+ 13004*c*p^2*q*x^3-18*c*p^2*r^4+1317*c*p^2*r^3*x-11379*c*p^2*r^2*x^2+11572*c*p^2 *r*x^3-26*c*p*q^4*r+582*c*p*q^4*x-78*c*p*q^3*r^2+4590*c*p*q^3*r*x-10266*c*p*q^3 *x^2-78*c*p*q^2*r^3+5196*c*p*q^2*r^2*x-34108*c*p*q^2*r*x^2+13004*c*p*q^2*x^3-26 *c*p*q*r^4+1746*c*p*q*r^3*x-20916*c*p*q*r^2*x^2+25032*c*p*q*r*x^3+102*c*p*r^4*x -2376*c*p*r^3*x^2+7050*c*p*r^2*x^3+12*c*q^5*x+407*c*q^4*r*x-1221*c*q^4*x^2+516* c*q^3*r^2*x-6922*c*q^3*r*x^2+3956*c*q^3*x^3+147*c*q^2*r^3*x-6693*c*q^2*r^2*x^2+ 11572*c*q^2*r*x^3+2*c*q*r^4*x-1554*c*q*r^3*x^2+7050*c*q*r^2*x^3+800*c*r^3*x^3-g ^6*p-g^6*r-16*g^5*p^2-5*g^5*p*q-19*g^5*p*r+46*g^5*p*x-5*g^5*q*r+20*g^5*q*x-3*g^ 5*r^2+57*g^5*r*x-55*g^4*p^3-67*g^4*p^2*q-92*g^4*p^2*r+394*g^4*p^2*x-10*g^4*p*q^ 2-79*g^4*p*q*r+370*g^4*p*q*x-39*g^4*p*r^2+595*g^4*p*r*x-363*g^4*p*x^2-10*g^4*q^ 2*r+76*g^4*q^2*x-12*g^4*q*r^2+311*g^4*q*r*x-225*g^4*q*x^2-2*g^4*r^3+133*g^4*r^2 *x-501*g^4*r*x^2-76*g^3*p^4-196*g^3*p^3*q-164*g^3*p^3*r+936*g^3*p^3*x-104*g^3*p ^2*q^2-320*g^3*p^2*q*r+1860*g^3*p^2*q*x-108*g^3*p^2*r^2+1856*g^3*p^2*r*x-1806*g ^3*p^2*x^2-8*g^3*p*q^3-120*g^3*p*q^2*r+824*g^3*p*q^2*x-132*g^3*p*q*r^2+2508*g^3 *p*q*r*x-2610*g^3*p*q*x^2-20*g^3*p*r^3+914*g^3*p*r^2*x-3306*g^3*p*r*x^2+452*g^3 *p*x^3-8*g^3*q^3*r+88*g^3*q^3*x-16*g^3*q^2*r^2+582*g^3*q^2*r*x-804*g^3*q^2*x^2-\ 8*g^3*q*r^3+496*g^3*q*r^2*x-2529*g^3*q*r*x^2+452*g^3*q*x^3+72*g^3*r^3*x-912*g^3 *r^2*x^2+834*g^3*r*x^3-48*g^2*p^5-234*g^2*p^4*q-128*g^2*p^4*r+916*g^2*p^4*x-232 *g^2*p^3*q^2-500*g^2*p^3*q*r+3168*g^2*p^3*q*x-114*g^2*p^3*r^2+2265*g^2*p^3*r*x-\ 2783*g^2*p^3*x^2-60*g^2*p^2*q^3-354*g^2*p^2*q^2*r+2732*g^2*p^2*q^2*x-330*g^2*p^ 2*q*r^2+5852*g^2*p^2*q*r*x-7279*g^2*p^2*q*x^2-36*g^2*p^2*r^3+1668*g^2*p^2*r^2*x -6602*g^2*p^2*r*x^2+1390*g^2*p^2*x^3-2*g^2*p*q^4-66*g^2*p*q^3*r+654*g^2*p*q^3*x -128*g^2*p*q^2*r^2+3382*g^2*p*q^2*r*x-5015*g^2*p*q^2*x^2-66*g^2*p*q*r^3+2634*g^ 2*p*q*r^2*x-11811*g^2*p*q*r*x^2+2780*g^2*p*q*x^3-2*g^2*p*r^4+346*g^2*p*r^3*x-\ 3643*g^2*p*r^2*x^2+3391*g^2*p*r*x^3-2*g^2*q^4*r+36*g^2*q^4*x-6*g^2*q^3*r^2+442* g^2*q^3*r*x-907*g^2*q^3*x^2-6*g^2*q^2*r^3+562*g^2*q^2*r^2*x-4015*g^2*q^2*r*x^2+ 1390*g^2*q^2*x^3-2*g^2*q*r^4+188*g^2*q*r^3*x-2855*g^2*q*r^2*x^2+3391*g^2*q*r*x^ 3+4*g^2*r^4*x-345*g^2*r^3*x^2+1138*g^2*r^2*x^3-14*g*p^6-126*g*p^5*q-46*g*p^5*r+ 394*g*p^5*x-192*g*p^4*q^2-340*g*p^4*q*r+2152*g*p^4*q*x-54*g*p^4*r^2+1176*g*p^4* r*x-1676*g*p^4*x^2-90*g*p^3*q^3-376*g*p^3*q^2*r+2988*g*p^3*q^2*x-312*g*p^3*q*r^ 2+5057*g*p^3*q*r*x-6858*g*p^3*q*x^2-26*g*p^3*r^3+1160*g*p^3*r^2*x-4865*g*p^3*r* x^2+1264*g*p^3*x^3-10*g*p^2*q^4-120*g*p^2*q^3*r+1408*g*p^2*q^3*x-214*g*p^2*q^2* r^2+5104*g*p^2*q^2*r*x-8154*g*p^2*q^2*x^2-108*g*p^2*q*r^3+3484*g*p^2*q*r^2*x-\ 15200*g*p^2*q*r*x^2+4112*g*p^2*q*x^3-4*g*p^2*r^4+404*g*p^2*r^3*x-3888*g*p^2*r^2 *x^2+3902*g*p^2*r*x^3-10*g*p*q^4*r+182*g*p*q^4*x-30*g*p*q^3*r^2+1641*g*p*q^3*r* x-3366*g*p*q^3*x^2-30*g*p*q^2*r^3+1946*g*p*q^2*r^2*x-11911*g*p*q^2*r*x^2+4112*g *p*q^2*x^3-10*g*p*q*r^4+648*g*p*q*r^3*x-7536*g*p*q*r^2*x^2+8508*g*p*q*r*x^3+26* g*p*r^4*x-819*g*p*r^3*x^2+2467*g*p*r^2*x^3+4*g*q^5*x+132*g*q^4*r*x-394*g*q^4*x^ 2+187*g*q^3*r^2*x-2344*g*q^3*r*x^2+1264*g*q^3*x^3+70*g*q^2*r^3*x-2370*g*q^2*r^2 *x^2+3902*g*q^2*r*x^3+6*g*q*r^4*x-576*g*q*r^3*x^2+2467*g*q*r^2*x^3+280*g*r^3*x^ 3-2*p^7-26*p^6*q-8*p^6*r+66*p^6*x-54*p^5*q^2-86*p^5*q*r+510*p^5*q*x-12*p^5*r^2+ 235*p^5*r*x-348*p^5*x^2-38*p^4*q^3-132*p^4*q^2*r+1008*p^4*q^2*x-102*p^4*q*r^2+ 1471*p^4*q*r*x-2028*p^4*q*x^2-8*p^4*r^3+300*p^4*r^2*x-1186*p^4*r*x^2+350*p^4*x^ 3-8*p^3*q^4-62*p^3*q^3*r+762*p^3*q^3*x-102*p^3*q^2*r^2+2192*p^3*q^2*r*x-3606*p^ 3*q^2*x^2-50*p^3*q*r^3+1385*p^3*q*r^2*x-5609*p^3*q*r*x^2+1648*p^3*q*x^3-2*p^3*r ^4+159*p^3*r^3*x-1225*p^3*r^2*x^2+1285*p^3*r*x^3-8*p^2*q^4*r+210*p^2*q^4*x-24*p ^2*q^3*r^2+1177*p^2*q^3*r*x-2574*p^2*q^3*x^2-24*p^2*q^2*r^3+1272*p^2*q^2*r^2*x-\ 7371*p^2*q^2*r*x^2+2596*p^2*q^2*x^3-8*p^2*q*r^4+444*p^2*q*r^3*x-4099*p^2*q*r^2* x^2+4619*p^2*q*r*x^3+28*p^2*r^4*x-408*p^2*r^3*x^2+1125*p^2*r^2*x^3+12*p*q^5*x+ 233*p*q^4*r*x-702*p*q^4*x^2+306*p*q^3*r^2*x-3367*p*q^3*r*x^2+1648*p*q^3*x^3+120 *p*q^2*r^3*x-3065*p*q^2*r^2*x^2+4619*p*q^2*r*x^3+20*p*q*r^4*x-705*p*q*r^3*x^2+ 2610*p*q*r^2*x^3-15*p*r^4*x^2+250*p*r^3*x^3+12*q^5*r*x-54*q^5*x^2+3*q^4*r^2*x-\ 419*q^4*r*x^2+350*q^4*x^3-21*q^3*r^3*x-485*q^3*r^2*x^2+1285*q^3*r*x^3-12*q^2*r^ 4*x-117*q^2*r^3*x^2+1125*q^2*r^2*x^3+15*q*r^4*x^2+250*q*r^3*x^3-192*a^5*c-192*a ^5*p-80*a^5*q-192*a^5*r-936*a^4*b*c-856*a^4*b*p-276*a^4*b*q-856*a^4*b*r-2064*a^ 4*c^2-716*a^4*c*g-2784*a^4*c*p-1400*a^4*c*q-2456*a^4*c*r+2064*a^4*c*x-716*a^4*g *p-238*a^4*g*q-716*a^4*g*r-640*a^4*p^2-976*a^4*p*q-952*a^4*p*r+1680*a^4*p*x-216 *a^4*q^2-844*a^4*q*r+840*a^4*q*x-312*a^4*r^2+1996*a^4*r*x-1232*a^3*b^2*c-956*a^ 3*b^2*p-204*a^3*b^2*q-956*a^3*b^2*r-6056*a^3*b*c^2-2248*a^3*b*c*g-8124*a^3*b*c* p-2960*a^3*b*c*q-6704*a^3*b*c*r+7520*a^3*b*c*x-2010*a^3*b*g*p-472*a^3*b*g*q-\ 2010*a^3*b*g*r-2296*a^3*b*p^2-2236*a^3*b*p*q-3304*a^3*b*p*r+5976*a^3*b*p*x-286* a^3*b*q^2-1854*a^3*b*q*r+2400*a^3*b*q*x-1008*a^3*b*r^2+6996*a^3*b*r*x-7016*a^3* c^3-5192*a^3*c^2*g-12932*a^3*c^2*p-5968*a^3*c^2*q-10036*a^3*c^2*r+16048*a^3*c^2 *x-920*a^3*c*g^2-7220*a^3*c*g*p-2920*a^3*c*g*q-6170*a^3*c*g*r+5920*a^3*c*g*x-\ 6408*a^3*c*p^2-8042*a^3*c*p*q-8932*a^3*c*p*r+19032*a^3*c*p*x-1462*a^3*c*q^2-\ 6110*a^3*c*q*r+11136*a^3*c*q*x-2696*a^3*c*r^2+19012*a^3*c*r*x-4504*a^3*c*x^2-\ 920*a^3*g^2*p-225*a^3*g^2*q-920*a^3*g^2*r-1872*a^3*g*p^2-2211*a^3*g*p*q-2694*a^ 3*g*p*r+4752*a^3*g*p*x-358*a^3*g*q^2-1890*a^3*g*q*r+2120*a^3*g*q*x-822*a^3*g*r^ 2+5692*a^3*g*r*x-832*a^3*p^3-2232*a^3*p^2*q-1640*a^3*p^2*r+4512*a^3*p^2*x-1136* a^3*p*q^2-3068*a^3*p*q*r+6832*a^3*p*q*x-956*a^3*p*r^2+7524*a^3*p*r*x-2976*a^3*p *x^2-92*a^3*q^3-846*a^3*q^2*r+1796*a^3*q^2*x-902*a^3*q*r^2+6720*a^3*q*r*x-1944* a^3*q*x^2-148*a^3*r^3+2550*a^3*r^2*x-4424*a^3*r*x^2-552*a^2*b^3*c-348*a^2*b^3*p -32*a^2*b^3*q-348*a^2*b^3*r-5048*a^2*b^2*c^2-1904*a^2*b^2*c*g-6400*a^2*b^2*c*p-\ 1568*a^2*b^2*c*q-4760*a^2*b^2*c*r+8304*a^2*b^2*c*x-1432*a^2*b^2*g*p-186*a^2*b^2 *g*q-1432*a^2*b^2*g*r-1932*a^2*b^2*p^2-1236*a^2*b^2*p*q-2606*a^2*b^2*p*r+6192*a ^2*b^2*p*x-64*a^2*b^2*q^2-1014*a^2*b^2*q*r+1744*a^2*b^2*q*x-674*a^2*b^2*r^2+ 7040*a^2*b^2*r*x-13392*a^2*b*c^3-10104*a^2*b*c^2*g-24676*a^2*b*c^2*p-8468*a^2*b *c^2*q-17444*a^2*b*c^2*r+37696*a^2*b*c^2*x-1832*a^2*b*c*g^2-13700*a^2*b*c*g*p-\ 3922*a^2*b*c*g*q-10890*a^2*b*c*g*r+14328*a^2*b*c*g*x-13648*a^2*b*c*p^2-11980*a^ 2*b*c*p*q-17808*a^2*b*c*p*r+45688*a^2*b*c*p*x-1350*a^2*b*c*q^2-8534*a^2*b*c*q*r +21104*a^2*b*c*q*x-4808*a^2*b*c*r^2+42440*a^2*b*c*r*x-12928*a^2*b*c*x^2-1607*a^ 2*b*g^2*p-237*a^2*b*g^2*q-1607*a^2*b*g^2*r-4081*a^2*b*g*p^2-3192*a^2*b*g*p*q-\ 5673*a^2*b*g*p*r+11024*a^2*b*g*p*x-265*a^2*b*g*q^2-2709*a^2*b*g*q*r+3876*a^2*b* g*q*x-1592*a^2*b*g*r^2+12926*a^2*b*g*r*x-2250*a^2*b*p^3-3715*a^2*b*p^2*q-4208*a ^2*b*p^2*r+12200*a^2*b*p^2*x-1199*a^2*b*p*q^2-4705*a^2*b*p*q*r+13976*a^2*b*p*q* x-2248*a^2*b*p*r^2+19424*a^2*b*p*r*x-8496*a^2*b*p*x^2-40*a^2*b*q^3-892*a^2*b*q^ 2*r+2480*a^2*b*q^2*x-1142*a^2*b*q*r^2+13238*a^2*b*q*r*x-4920*a^2*b*q*x^2-290*a^ 2*b*r^3+5964*a^2*b*r^2*x-12560*a^2*b*r*x^2-10728*a^2*c^4-12240*a^2*c^3*g-25524* a^2*c^3*p-10624*a^2*c^3*q-17928*a^2*c^3*r+41088*a^2*c^3*x-4484*a^2*c^2*g^2-\ 23172*a^2*c^2*g*p-8894*a^2*c^2*g*q-17274*a^2*c^2*g*r+31392*a^2*c^2*g*x-19684*a^ 2*c^2*p^2-21168*a^2*c^2*p*q-25562*a^2*c^2*p*r+67488*a^2*c^2*p*x-3334*a^2*c^2*q^ 2-14712*a^2*c^2*q*r+38120*a^2*c^2*q*x-7070*a^2*c^2*r^2+58396*a^2*c^2*r*x-25632* a^2*c^2*x^2-523*a^2*c*g^3-6414*a^2*c*g^2*p-2017*a^2*c*g^2*q-5311*a^2*c*g^2*r+ 5780*a^2*c*g^2*x-12247*a^2*c*g*p^2-12744*a^2*c*g*p*q-16391*a^2*c*g*p*r+37688*a^ 2*c*g*p*x-1787*a^2*c*g*q^2-9551*a^2*c*g*q*r+19716*a^2*c*g*q*x-4590*a^2*c*g*r^2+ 36636*a^2*c*g*r*x-9772*a^2*c*g*x^2-5812*a^2*c*p^3-12123*a^2*c*p^2*q-10862*a^2*c *p^2*r+32268*a^2*c*p^2*x-5147*a^2*c*p*q^2-15373*a^2*c*p*q*r+44588*a^2*c*p*q*x-\ 5884*a^2*c*p*r^2+49766*a^2*c*p*r*x-26492*a^2*c*p*x^2-352*a^2*c*q^3-3574*a^2*c*q ^2*r+10676*a^2*c*q^2*x-4028*a^2*c*q*r^2+38120*a^2*c*q*r*x-19460*a^2*c*q*x^2-806 *a^2*c*r^3+15338*a^2*c*r^2*x-31160*a^2*c*r*x^2+2112*a^2*c*x^3-523*a^2*g^3*p-81* a^2*g^3*q-523*a^2*g^3*r-1826*a^2*g^2*p^2-1682*a^2*g^2*p*q-2549*a^2*g^2*p*r+4532 *a^2*g^2*p*x-179*a^2*g^2*q^2-1458*a^2*g^2*q*r+1816*a^2*g^2*q*x-723*a^2*g^2*r^2+ 5470*a^2*g^2*r*x-1779*a^2*g*p^3-3787*a^2*g*p^2*q-3346*a^2*g*p^2*r+9552*a^2*g*p^ 2*x-1559*a^2*g*p*q^2-5017*a^2*g*p*q*r+12526*a^2*g*p*q*x-1801*a^2*g*p*r^2+15657* a^2*g*p*r*x-6392*a^2*g*p*x^2-86*a^2*g*q^3-1201*a^2*g*q^2*r+2814*a^2*g*q^2*x-\ 1349*a^2*g*q*r^2+12181*a^2*g*q*r*x-3976*a^2*g*q*x^2-234*a^2*g*r^3+4981*a^2*g*r^ 2*x-9524*a^2*g*r*x^2-528*a^2*p^4-2052*a^2*p^3*q-1294*a^2*p^3*r+4428*a^2*p^3*x-\ 1666*a^2*p^2*q^2-3777*a^2*p^2*q*r+11442*a^2*p^2*q*x-1052*a^2*p^2*r^2+9429*a^2*p ^2*r*x-6072*a^2*p^2*x^2-334*a^2*p*q^3-2023*a^2*p*q^2*r+6826*a^2*p*q^2*x-1995*a^ 2*p*q*r^2+17294*a^2*p*q*r*x-10118*a^2*p*q*x^2-306*a^2*p*r^3+5603*a^2*p*r^2*x-\ 12172*a^2*p*r*x^2+1056*a^2*p*x^3-8*a^2*q^4-236*a^2*q^3*r+848*a^2*q^3*x-468*a^2* q^2*r^2+5825*a^2*q^2*r*x-3566*a^2*q^2*x^2-260*a^2*q*r^3+5024*a^2*q*r^2*x-11684* a^2*q*r*x^2+1056*a^2*q*x^3-20*a^2*r^4+804*a^2*r^3*x-4210*a^2*r^2*x^2+2164*a^2*r *x^3-64*a*b^4*c-32*a*b^4*p-32*a*b^4*r-1296*a*b^3*c^2-484*a*b^3*c*g-1540*a*b^3*c *p-192*a*b^3*c*q-952*a*b^3*c*r+3328*a*b^3*c*x-298*a*b^3*g*p-12*a*b^3*g*q-298*a* b^3*g*r-462*a*b^3*p^2-148*a*b^3*p*q-558*a*b^3*p*r+2240*a*b^3*p*x-128*a*b^3*q*r+ 304*a*b^3*q*x-96*a*b^3*r^2+2440*a*b^3*r*x-6592*a*b^2*c^3-4972*a*b^2*c^2*g-11856 *a*b^2*c^2*p-2780*a*b^2*c^2*q-7164*a*b^2*c^2*r+25056*a*b^2*c^2*x-892*a*b^2*c*g^ 2-6362*a*b^2*c*g*p-1162*a*b^2*c*g*q-4498*a*b^2*c*g*r+9496*a*b^2*c*g*x-6858*a*b^ 2*c*p^2-4010*a*b^2*c*p*q-7954*a*b^2*c*p*r+30168*a*b^2*c*p*x-208*a*b^2*c*q^2-\ 2604*a*b^2*c*q*r+10352*a*b^2*c*q*x-1716*a*b^2*c*r^2+25224*a*b^2*c*r*x-10784*a*b ^2*c*x^2-655*a*b^2*g^2*p-38*a*b^2*g^2*q-655*a*b^2*g^2*r-1972*a*b^2*g*p^2-967*a* b^2*g*p*q-2563*a*b^2*g*p*r+6780*a*b^2*g*p*x-24*a*b^2*g*q^2-857*a*b^2*g*q*r+1644 *a*b^2*g*q*x-591*a*b^2*g*r^2+7676*a*b^2*g*r*x-1265*a*b^2*p^3-1355*a*b^2*p^2*q-\ 2134*a*b^2*p^2*r+8588*a*b^2*p^2*x-208*a*b^2*p*q^2-1539*a*b^2*p*q*r+7260*a*b^2*p *q*x-941*a*b^2*p*r^2+12704*a*b^2*p*r*x-6936*a*b^2*p*x^2-168*a*b^2*q^2*r+632*a*b ^2*q^2*x-240*a*b^2*q*r^2+6846*a*b^2*q*r*x-3360*a*b^2*q*x^2-72*a*b^2*r^3+3304*a* b^2*r^2*x-10024*a*b^2*r*x^2-12424*a*b*c^4-14172*a*b*c^3*g-29536*a*b*c^3*p-9288* a*b*c^3*q-18456*a*b*c^3*r+58912*a*b*c^3*x-5170*a*b*c^2*g^2-26618*a*b*c^2*g*p-\ 7442*a*b*c^2*g*q-17832*a*b*c^2*g*r+45144*a*b*c^2*g*x-24430*a*b*c^2*p^2-19078*a* b*c^2*p*q-29022*a*b*c^2*p*r+99184*a*b*c^2*p*x-1922*a*b*c^2*q^2-12082*a*b*c^2*q* r+44928*a*b*c^2*q*x-6960*a*b*c^2*r^2+77452*a*b*c^2*r*x-44928*a*b*c^2*x^2-595*a* b*c*g^3-7119*a*b*c*g^2*p-1521*a*b*c*g^2*q-5422*a*b*c*g^2*r+8324*a*b*c*g^2*x-\ 15330*a*b*c*g*p^2-11107*a*b*c*g*p*q-19084*a*b*c*g*p*r+54808*a*b*c*g*p*x-890*a*b *c*g*q^2-7908*a*b*c*g*q*r+22608*a*b*c*g*q*x-4702*a*b*c*g*r^2+48850*a*b*c*g*r*x-\ 17328*a*b*c*g*x^2-8280*a*b*c*p^3-11856*a*b*c*p^2*q-14358*a*b*c*p^2*r+51364*a*b* c*p^2*x-3254*a*b*c*p*q^2-13616*a*b*c*p*q*r+55624*a*b*c*p*q*x-6922*a*b*c*p*r^2+ 73140*a*b*c*p*r*x-47916*a*b*c*p*x^2-96*a*b*c*q^3-2184*a*b*c*q^2*r+9376*a*b*c*q^ 2*x-2844*a*b*c*q*r^2+44558*a*b*c*q*r*x-30084*a*b*c*q*x^2-756*a*b*c*r^3+19568*a* b*c*r^2*x-53208*a*b*c*r*x^2+4416*a*b*c*x^3-514*a*b*g^3*p-34*a*b*g^3*q-514*a*b*g ^3*r-2229*a*b*g^2*p^2-1343*a*b*g^2*p*q-2985*a*b*g^2*p*r+6176*a*b*g^2*p*x-55*a*b *g^2*q^2-1207*a*b*g^2*q*r+1954*a*b*g^2*q*x-756*a*b*g^2*r^2+7251*a*b*g^2*r*x-\ 2683*a*b*g*p^3-3678*a*b*g*p^2*q-4794*a*b*g*p^2*r+15250*a*b*g*p^2*x-905*a*b*g*p* q^2-4562*a*b*g*p*q*r+15202*a*b*g*p*q*x-2368*a*b*g*p*r^2+23601*a*b*g*p*r*x-11236 *a*b*g*p*x^2-15*a*b*g*q^3-750*a*b*g*q^2*r+2258*a*b*g*q^2*x-992*a*b*g*q*r^2+ 14336*a*b*g*q*r*x-6092*a*b*g*q*x^2-257*a*b*g*r^3+6628*a*b*g*r^2*x-16380*a*b*g*r *x^2-956*a*b*p^4-2245*a*b*p^3*q-2189*a*b*p^3*r+8082*a*b*p^3*x-1190*a*b*p^2*q^2-\ 3689*a*b*p^2*q*r+15672*a*b*p^2*q*x-1604*a*b*p^2*r^2+16117*a*b*p^2*r*x-11770*a*b *p^2*x^2-113*a*b*p*q^3-1306*a*b*p*q^2*r+6758*a*b*p*q^2*x-1580*a*b*p*q*r^2+22044 *a*b*p*q*r*x-16536*a*b*p*q*x^2-387*a*b*p*r^3+8473*a*b*p*r^2*x-22970*a*b*p*r*x^2 +2208*a*b*p*x^3-88*a*b*q^3*r+424*a*b*q^3*x-192*a*b*q^2*r^2+5887*a*b*q^2*r*x-\ 4766*a*b*q^2*x^2-120*a*b*q*r^3+5255*a*b*q*r^2*x-18358*a*b*q*r*x^2+2208*a*b*q*x^ 3-16*a*b*r^4+876*a*b*r^3*x-7236*a*b*r^2*x^2+4568*a*b*r*x^3-7704*a*c^5-11880*a*c ^4*g-22604*a*c^4*p-8544*a*c^4*q-14644*a*c^4*r+43504*a*c^4*x-6626*a*c^3*g^2-\ 28968*a*c^3*g*p-10216*a*c^3*g*q-19424*a*c^3*g*r+50608*a*c^3*g*x-23770*a*c^3*p^2 -22550*a*c^3*p*q-28982*a*c^3*p*r+92968*a*c^3*p*x-3146*a*c^3*q^2-14598*a*c^3*q*r +49232*a*c^3*q*x-7396*a*c^3*r^2+71796*a*c^3*r*x-45048*a*c^3*x^2-1568*a*c^2*g^3-\ 12929*a*c^2*g^2*p-4002*a*c^2*g^2*q-9215*a*c^2*g^2*r+18964*a*c^2*g^2*x-23370*a*c ^2*g*p^2-21435*a*c^2*g*p*q-29061*a*c^2*g*p*r+84560*a*c^2*g*p*x-2664*a*c^2*g*q^2 -14625*a*c^2*g*q*r+43188*a*c^2*g*q*x-7445*a*c^2*g*r^2+70000*a*c^2*g*r*x-34988*a *c^2*g*x^2-11201*a*c^2*p^3-19775*a*c^2*p^2*q-19842*a*c^2*p^2*r+67564*a*c^2*p^2* x-7274*a*c^2*p*q^2-23513*a*c^2*p*q*r+85132*a*c^2*p*q*x-10021*a*c^2*p*r^2+96156* a*c^2*p*r*x-65812*a*c^2*p*x^2-428*a*c^2*q^3-4778*a*c^2*q^2*r+18572*a*c^2*q^2*x-\ 5590*a*c^2*q*r^2+65410*a*c^2*q*r*x-47216*a*c^2*q*x^2-1240*a*c^2*r^3+26722*a*c^2 *r^2*x-65728*a*c^2*r*x^2+8160*a*c^2*x^3-131*a*c*g^4-2310*a*c*g^3*p-533*a*c*g^3* q-1844*a*c*g^3*r+2268*a*c*g^3*x-7277*a*c*g^2*p^2-6157*a*c*g^2*p*q-9342*a*c*g^2* p*r+22978*a*c*g^2*p*x-611*a*c*g^2*q^2-4611*a*c*g^2*q*r+10810*a*c*g^2*q*x-2404*a *c*g^2*r^2+21598*a*c*g^2*r*x-6562*a*c*g^2*x^2-7340*a*c*g*p^3-12999*a*c*g*p^2*q-\ 13121*a*c*g*p^2*r+42312*a*c*g*p^2*x-4549*a*c*g*p*q^2-15940*a*c*g*p*q*r+52034*a* c*g*p*q*x-6616*a*c*g*p*r^2+63111*a*c*g*p*r*x-36724*a*c*g*p*x^2-215*a*c*g*q^3-\ 3264*a*c*g*q^2*r+10870*a*c*g*q^2*x-3830*a*c*g*q*r^2+43223*a*c*g*q*r*x-25158*a*c *g*q*x^2-781*a*c*g*r^3+17986*a*c*g*r^2*x-41784*a*c*g*r*x^2+3184*a*c*g*x^3-2330* a*c*p^4-6965*a*c*p^3*q-5431*a*c*p^3*r+19626*a*c*p^3*x-4806*a*c*p^2*q^2-11987*a* c*p^2*q*r+44368*a*c*p^2*q*x-4116*a*c*p^2*r^2+39545*a*c*p^2*r*x-29490*a*c*p^2*x^ 2-817*a*c*p*q^3-5496*a*c*p*q^2*r+23630*a*c*p*q^2*x-5750*a*c*p*q*r^2+61674*a*c*p *q*r*x-47474*a*c*p*q*x^2-1071*a*c*p*r^3+21643*a*c*p*r^2*x-53566*a*c*p*r*x^2+ 6992*a*c*p*x^3-16*a*c*q^4-560*a*c*q^3*r+2576*a*c*q^3*x-1128*a*c*q^2*r^2+18421*a *c*q^2*r*x-15692*a*c*q^2*x^2-640*a*c*q*r^3+15743*a*c*q*r^2*x-46466*a*c*q*r*x^2+ 7184*a*c*q*x^3-56*a*c*r^4+2664*a*c*r^3*x-16640*a*c*r^2*x^2+10456*a*c*r*x^3-131* a*g^4*p-9*a*g^4*q-131*a*g^4*r-715*a*g^3*p^2-497*a*g^3*p*q-964*a*g^3*p*r+1726*a* g^3*p*x-26*a*g^3*q^2-451*a*g^3*q*r+636*a*g^3*q*x-249*a*g^3*r^2+2099*a*g^3*r*x-\ 1165*a*g^2*p^3-1984*a*g^2*p^2*q-2105*a*g^2*p^2*r+6168*a*g^2*p^2*x-626*a*g^2*p*q ^2-2559*a*g^2*p*q*r+7020*a*g^2*p*q*x-1054*a*g^2*p*r^2+9896*a*g^2*p*r*x-4244*a*g ^2*p*x^2-18*a*g^2*q^3-525*a*g^2*q^2*r+1366*a*g^2*q^2*x-621*a*g^2*q*r^2+6751*a*g ^2*q*r*x-2512*a*g^2*q*x^2-114*a*g^2*r^3+2905*a*g^2*r^2*x-6266*a*g^2*r*x^2-729*a *g*p^4-2325*a*g*p^3*q-1694*a*g*p^3*r+6222*a*g*p^3*x-1602*a*g*p^2*q^2-4089*a*g*p ^2*q*r+14082*a*g*p^2*q*x-1269*a*g*p^2*r^2+12888*a*g*p^2*r*x-8752*a*g*p^2*x^2-\ 248*a*g*p*q^3-1925*a*g*p*q^2*r+7278*a*g*p*q^2*x-1995*a*g*p*q*r^2+20660*a*g*p*q* r*x-13441*a*g*p*q*x^2-318*a*g*p*r^3+7157*a*g*p*r^2*x-17298*a*g*p*r*x^2+1592*a*g *p*x^3-3*a*g*q^4-198*a*g*q^3*r+742*a*g*q^3*x-401*a*g*q^2*r^2+6218*a*g*q^2*r*x-\ 4335*a*g*q^2*x^2-220*a*g*q*r^3+5435*a*g*q*r^2*x-15100*a*g*q*r*x^2+1592*a*g*q*x^ 3-14*a*g*r^4+855*a*g*r^3*x-5632*a*g*r^2*x^2+3252*a*g*r*x^3-164*a*p^5-841*a*p^4* q-480*a*p^4*r+1884*a*p^4*x-944*a*p^3*q^2-1923*a*p^3*q*r+6986*a*p^3*q*x-494*a*p^ 3*r^2+4849*a*p^3*r*x-4020*a*p^3*x^2-314*a*p^2*q^3-1524*a*p^2*q^2*r+6700*a*p^2*q ^2*x-1414*a*p^2*q*r^2+13702*a*p^2*q*r*x-11023*a*p^2*q*x^2-204*a*p^2*r^3+3948*a* p^2*r^2*x-10046*a*p^2*r*x^2+1456*a*p^2*x^3-21*a*p*q^4-338*a*p*q^3*r+1894*a*p*q^ 3*x-639*a*p*q^2*r^2+9120*a*p*q^2*r*x-8162*a*p*q^2*x^2-348*a*p*q*r^3+7056*a*p*q* r^2*x-19634*a*p*q*r*x^2+3008*a*p*q*x^3-26*a*p*r^4+1059*a*p*r^3*x-6025*a*p*r^2*x ^2+3918*a*p*r*x^3-16*a*q^4*r+92*a*q^4*x-48*a*q^3*r^2+1569*a*q^3*r*x-1639*a*q^3* x^2-48*a*q^2*r^3+2037*a*q^2*r^2*x-7776*a*q^2*r*x^2+1552*a*q^2*x^3-16*a*q*r^4+ 738*a*q*r^3*x-5589*a*q*r^2*x^2+4158*a*q*r*x^3+50*a*r^4*x-714*a*r^3*x^2+1428*a*r ^2*x^3-64*b^4*c^2-24*b^4*c*g-72*b^4*c*p-32*b^4*c*r+384*b^4*c*x-12*b^4*g*p-12*b^ 4*g*r-20*b^4*p^2-20*b^4*p*r+224*b^4*p*x+232*b^4*r*x-744*b^3*c^3-556*b^3*c^2*g-\ 1312*b^3*c^2*p-160*b^3*c^2*q-604*b^3*c^2*r+4576*b^3*c^2*x-96*b^3*c*g^2-674*b^3* c*g*p-60*b^3*c*g*q-394*b^3*c*g*r+1672*b^3*c*g*x-766*b^3*c*p^2-228*b^3*c*p*q-718 *b^3*c*p*r+5400*b^3*c*p*x-128*b^3*c*q*r+1216*b^3*c*q*x-96*b^3*c*r^2+3844*b^3*c* r*x-2600*b^3*c*x^2-58*b^3*g^2*p-58*b^3*g^2*r-206*b^3*g*p^2-48*b^3*g*p*q-242*b^3 *g*p*r+1076*b^3*g*p*x-48*b^3*g*q*r+144*b^3*g*q*x-36*b^3*g*r^2+1166*b^3*g*r*x-\ 148*b^3*p^3-80*b^3*p^2*q-208*b^3*p^2*r+1588*b^3*p^2*x-80*b^3*p*q*r+856*b^3*p*q* x-60*b^3*p*r^2+2104*b^3*p*r*x-1608*b^3*p*x^2+896*b^3*q*r*x-576*b^3*q*x^2+406*b^ 3*r^2*x-2224*b^3*r*x^2-2776*b^2*c^4-3140*b^2*c^3*g-6532*b^2*c^3*p-1416*b^2*c^3* q-3360*b^2*c^3*r+18128*b^2*c^3*x-1120*b^2*c^2*g^2-5782*b^2*c^2*g*p-1072*b^2*c^2 *g*q-3258*b^2*c^2*g*r+13632*b^2*c^2*g*x-5582*b^2*c^2*p^2-2934*b^2*c^2*p*q-5668* b^2*c^2*p*r+30864*b^2*c^2*p*x-144*b^2*c^2*q^2-1590*b^2*c^2*q*r+10656*b^2*c^2*q* x-1042*b^2*c^2*r^2+20672*b^2*c^2*r*x-17664*b^2*c^2*x^2-122*b^2*c*g^3-1465*b^2*c *g^2*p-188*b^2*c*g^2*q-975*b^2*c*g^2*r+2432*b^2*c*g^2*x-3442*b^2*c*g*p^2-1613*b ^2*c*g*p*q-3779*b^2*c*g*p*r+16464*b^2*c*g*p*x-54*b^2*c*g*q^2-1073*b^2*c*g*q*r+ 5040*b^2*c*g*q*x-729*b^2*c*g*r^2+12918*b^2*c*g*r*x-6740*b^2*c*g*x^2-2043*b^2*c* p^3-1931*b^2*c*p^2*q-3082*b^2*c*p^2*r+16832*b^2*c*p^2*x-258*b^2*c*p*q^2-1899*b^ 2*c*p*q*r+13712*b^2*c*p*q*x-1171*b^2*c*p*r^2+21252*b^2*c*p*r*x-19180*b^2*c*p*x^ 2-168*b^2*c*q^2*r+1360*b^2*c*q^2*x-240*b^2*c*q*r^2+10256*b^2*c*q*r*x-9748*b^2*c *q*x^2-72*b^2*c*r^3+4482*b^2*c*r^2*x-19576*b^2*c*r*x^2+2112*b^2*c*x^3-88*b^2*g^ 3*p-88*b^2*g^3*r-471*b^2*g^2*p^2-165*b^2*g^2*p*q-588*b^2*g^2*p*r+1666*b^2*g^2*p *x-165*b^2*g^2*q*r+392*b^2*g^2*q*x-117*b^2*g^2*r^2+1883*b^2*g^2*r*x-656*b^2*g*p ^3-575*b^2*g*p^2*q-1055*b^2*g*p^2*r+4836*b^2*g*p^2*x-63*b^2*g*p*q^2-665*b^2*g*p *q*r+3446*b^2*g*p*q*x-426*b^2*g*p*r^2+6852*b^2*g*p*r*x-4280*b^2*g*p*x^2-63*b^2* g*q^2*r+272*b^2*g*q^2*x-90*b^2*g*q*r^2+3259*b^2*g*q*r*x-1864*b^2*g*q*x^2-27*b^2 *g*r^3+1551*b^2*g*r^2*x-5980*b^2*g*r*x^2-269*b^2*p^4-402*b^2*p^3*q-539*b^2*p^3* r+2894*b^2*p^3*x-105*b^2*p^2*q^2-552*b^2*p^2*q*r+4214*b^2*p^2*q*x-315*b^2*p^2*r ^2+5212*b^2*p^2*r*x-4930*b^2*p^2*x^2-105*b^2*p*q^2*r+1100*b^2*p*q^2*x-150*b^2*p *q*r^2+5490*b^2*p*q*r*x-5674*b^2*p*q*x^2-45*b^2*p*r^3+2214*b^2*p*r^2*x-9154*b^2 *p*r*x^2+1056*b^2*p*x^3+1162*b^2*q^2*r*x-1224*b^2*q^2*x^2+901*b^2*q*r^2*x-6026* b^2*q*r*x^2+1056*b^2*q*x^3+72*b^2*r^3*x-2486*b^2*r^2*x^2+2164*b^2*r*x^3-4152*b* c^5-6340*b*c^4*g-12168*b*c^4*p-3504*b*c^4*q-6860*b*c^4*r+29312*b*c^4*x-3474*b*c ^3*g^2-15424*b*c^3*g*p-4040*b*c^3*g*q-9048*b*c^3*g*r+33704*b*c^3*g*x-13446*b*c^ 3*p^2-9414*b*c^3*p*q-14678*b*c^3*p*r+64136*b*c^3*p*x-858*b*c^3*q^2-5402*b*c^3*q *r+27520*b*c^3*q*x-3160*b*c^3*r^2+43540*b*c^3*r*x-37416*b*c^3*x^2-795*b*c^2*g^3 -6708*b*c^2*g^2*p-1474*b*c^2*g^2*q-4215*b*c^2*g^2*r+12392*b*c^2*g^2*x-13199*b*c ^2*g*p^2-8681*b*c^2*g*p*q-14867*b*c^2*g*p*r+57624*b*c^2*g*p*x-655*b*c^2*g*q^2-\ 5415*b*c^2*g*q*r+23488*b*c^2*g*q*x-3248*b*c^2*g*r^2+42144*b*c^2*g*r*x-28996*b*c ^2*g*x^2-6972*b*c^2*p^3-8781*b*c^2*p^2*q-11226*b*c^2*p^2*r+49496*b*c^2*p^2*x-\ 2105*b*c^2*p*q^2-9271*b*c^2*p*q*r+49756*b*c^2*p*q*x-4904*b*c^2*p*r^2+63432*b*c^ 2*p*r*x-56608*b*c^2*p*x^2-56*b*c^2*q^3-1292*b*c^2*q^2*r+7832*b*c^2*q^2*x-1702*b *c^2*q*r^2+34846*b*c^2*q*r*x-34412*b*c^2*q*x^2-466*b*c^2*r^3+14702*b*c^2*r^2*x-\ 52040*b*c^2*r*x^2+8160*b*c^2*x^3-62*b*c*g^4-1125*b*c*g^3*p-165*b*c*g^3*q-809*b* c*g^3*r+1434*b*c*g^3*x-4037*b*c*g^2*p^2-2334*b*c*g^2*p*q-4770*b*c*g^2*p*r+15150 *b*c*g^2*p*x-116*b*c*g^2*q^2-1683*b*c*g^2*q*r+5644*b*c*g^2*q*x-1049*b*c*g^2*r^2 +12798*b*c*g^2*r*x-5414*b*c*g^2*x^2-4672*b*c*g*p^3-5692*b*c*g*p^2*q-7714*b*c*g* p^2*r+30946*b*c*g*p^2*x-1230*b*c*g*p*q^2-6382*b*c*g*p*q*r+29560*b*c*g*p*q*x-\ 3441*b*c*g*p*r^2+41995*b*c*g*p*r*x-31338*b*c*g*p*x^2-21*b*c*g*q^3-900*b*c*g*q^2 *r+4330*b*c*g*q^2*x-1202*b*c*g*q*r^2+22779*b*c*g*q*r*x-17972*b*c*g*q*x^2-323*b* c*g*r^3+10092*b*c*g*r^2*x-33012*b*c*g*r*x^2+3184*b*c*g*x^3-1684*b*c*p^4-3383*b* c*p^3*q-3601*b*c*p^3*r+15794*b*c*p^3*x-1528*b*c*p^2*q^2-5117*b*c*p^2*q*r+27972* b*c*p^2*q*x-2398*b*c*p^2*r^2+29063*b*c*p^2*r*x-26812*b*c*p^2*x^2-123*b*c*p*q^3-\ 1556*b*c*p*q^2*r+10882*b*c*p*q^2*x-1930*b*c*p*q*r^2+35460*b*c*p*q*r*x-36646*b*c *p*q*x^2-497*b*c*p*r^3+13527*b*c*p*r^2*x-46000*b*c*p*r*x^2+7184*b*c*p*x^3-88*b* c*q^3*r+640*b*c*q^3*x-192*b*c*q^2*r^2+8481*b*c*q^2*r*x-9726*b*c*q^2*x^2-120*b*c *q*r^3+7017*b*c*q*r^2*x-33536*b*c*q*r*x^2+6992*b*c*q*x^3-16*b*c*r^4+1056*b*c*r^ 3*x-12592*b*c*r^2*x^2+10456*b*c*r*x^3-53*b*g^4*p-53*b*g^4*r-374*b*g^3*p^2-158*b *g^3*p*q-478*b*g^3*p*r+1024*b*g^3*p*x-158*b*g^3*q*r+316*b*g^3*q*x-104*b*g^3*r^2 +1206*b*g^3*r*x-746*b*g^2*p^3-836*b*g^2*p^2*q-1273*b*g^2*p^2*r+4402*b*g^2*p^2*x -144*b*g^2*p*q^2-1031*b*g^2*p*q*r+3758*b*g^2*p*q*x-578*b*g^2*p*r^2+6570*b*g^2*p *r*x-3476*b*g^2*p*x^2-144*b*g^2*q^2*r+512*b*g^2*q^2*x-195*b*g^2*q*r^2+3492*b*g^ 2*q*r*x-1744*b*g^2*q*x^2-51*b*g^2*r^3+1630*b*g^2*r^2*x-4918*b*g^2*r*x^2-572*b*g *p^4-1138*b*g*p^3*q-1246*b*g*p^3*r+5124*b*g*p^3*x-492*b*g*p^2*q^2-1803*b*g*p^2* q*r+8758*b*g*p^2*q*x-847*b*g*p^2*r^2+9841*b*g*p^2*r*x-7917*b*g*p^2*x^2-33*b*g*p *q^3-564*b*g*p*q^2*r+3134*b*g*p*q^2*x-710*b*g*p*q*r^2+11951*b*g*p*q*r*x-10163*b *g*p*q*x^2-179*b*g*p*r^3+4768*b*g*p*r^2*x-14987*b*g*p*r*x^2+1592*b*g*p*x^3-33*b *g*q^3*r+164*b*g*q^3*x-72*b*g*q^2*r^2+2804*b*g*q^2*r*x-2600*b*g*q^2*x^2-45*b*g* q*r^3+2475*b*g*q*r^2*x-10827*b*g*q*r*x^2+1592*b*g*q*x^3-6*b*g*r^4+387*b*g*r^3*x -4328*b*g*r^2*x^2+3252*b*g*r*x^3-149*b*p^5-456*b*p^4*q-402*b*p^4*r+1738*b*p^4*x -336*b*p^3*q^2-906*b*p^3*q*r+4832*b*p^3*q*x-367*b*p^3*r^2+4120*b*p^3*r*x-3965*b *p^3*x^2-55*b*p^2*q^3-456*b*p^2*q^2*r+3470*b*p^2*q^2*x-525*b*p^2*q*r^2+8589*b*p ^2*q*r*x-9106*b*p^2*q*x^2-124*b*p^2*r^3+2876*b*p^2*r^2*x-9555*b*p^2*r*x^2+1552* b*p^2*x^3-55*b*p*q^3*r+580*b*p*q^3*x-120*b*p*q^2*r^2+4493*b*p*q^2*r*x-5501*b*p* q^2*x^2-75*b*p*q*r^3+3496*b*p*q*r^2*x-15376*b*p*q*r*x^2+3008*b*p*q*x^3-10*b*p*r ^4+522*b*p*r^3*x-5157*b*p*r^2*x^2+4158*b*p*r*x^3+618*b*q^3*r*x-840*b*q^3*x^2+ 653*b*q^2*r^2*x-4993*b*q^2*r*x^2+1456*b*q^2*x^3+111*b*q*r^3*x-3641*b*q*r^2*x^2+ 3918*b*q*r*x^3-10*b*r^4*x-426*b*r^3*x^2+1428*b*r^2*x^3-2120*c^6-4116*c^5*g-7420 *c^5*p-2568*c^5*q-4488*c^5*r+16464*c^5*x-3082*c^4*g^2-12372*c^4*g*p-4004*c^4*g* q-7616*c^4*g*r+25680*c^4*g*x-9906*c^4*p^2-8448*c^4*p*q-11420*c^4*p*r+43728*c^4* p*x-1058*c^4*q^2-5152*c^4*q*r+21600*c^4*q*x-2710*c^4*r^2+30712*c^4*r*x-25152*c^ 4*x^2-1099*c^3*g^3-7751*c^3*g^2*p-2250*c^3*g^2*q-4922*c^3*g^2*r+14508*c^3*g^2*x -13497*c^3*g*p^2-11070*c^3*g*p*q-15726*c^3*g*p*r+56000*c^3*g*p*x-1235*c^3*g*q^2 -7012*c^3*g*q*r+26968*c^3*g*q*x-3713*c^3*g*r^2+40880*c^3*g*r*x-29568*c^3*g*x^2-\ 6461*c^3*p^3-10028*c^3*p^2*q-10892*c^3*p^2*r+42972*c^3*p^2*x-3263*c^3*p*q^2-\ 11288*c^3*p*q*r+49728*c^3*p*q*x-5153*c^3*p*r^2+56786*c^3*p*r*x-48264*c^3*p*x^2-\ 168*c^3*q^3-2050*c^3*q^2*r+9900*c^3*q^2*x-2464*c^3*q*r^2+35022*c^3*q*r*x-32856* c^3*q*x^2-582*c^3*r^3+14260*c^3*r^2*x-42768*c^3*r*x^2+7552*c^3*x^3-183*c^2*g^4-\ 2226*c^2*g^3*p-531*c^2*g^3*q-1498*c^2*g^3*r+3480*c^2*g^3*x-6570*c^2*g^2*p^2-\ 5013*c^2*g^2*p*q-7794*c^2*g^2*p*r+24740*c^2*g^2*p*x-457*c^2*g^2*q^2-3378*c^2*g^ 2*q*r+11416*c^2*g^2*q*x-1823*c^2*g^2*r^2+19366*c^2*g^2*r*x-11208*c^2*g^2*x^2-\ 6650*c^2*g*p^3-10215*c^2*g*p^2*q-11276*c^2*g*p^2*r+42248*c^2*g*p^2*x-3128*c^2*g *p*q^2-11768*c^2*g*p*q*r+47948*c^2*g*p*q*x-5316*c^2*g*p*r^2+57602*c^2*g*p*r*x-\ 44148*c^2*g*p*x^2-129*c^2*g*q^3-2126*c^2*g*q^2*r+9224*c^2*g*q^2*x-2571*c^2*g*q* r^2+35322*c^2*g*q*r*x-29340*c^2*g*q*x^2-574*c^2*g*r^3+14676*c^2*g*r^2*x-41952*c ^2*g*r*x^2+5952*c^2*g*x^3-2159*c^2*p^4-5449*c^2*p^3*q-4804*c^2*p^3*r+19404*c^2* p^3*x-3285*c^2*p^2*q^2-8858*c^2*p^2*q*r+39504*c^2*p^2*q*x-3419*c^2*p^2*r^2+ 36828*c^2*p^2*r*x-32424*c^2*p^2*x^2-483*c^2*p*q^3-3578*c^2*p*q^2*r+18972*c^2*p* q^2*x-3905*c^2*p*q*r^2+51060*c^2*p*q*r*x-49440*c^2*p*q*x^2-810*c^2*p*r^3+18450* c^2*p*r^2*x-54038*c^2*p*r*x^2+9376*c^2*p*x^3-8*c^2*q^4-324*c^2*q^3*r+1824*c^2*q ^3*x-660*c^2*q^2*r^2+13820*c^2*q^2*r*x-15096*c^2*q^2*x^2-380*c^2*q*r^3+11516*c^ 2*q*r^2*x-42922*c^2*q*r*x^2+9376*c^2*q*x^3-36*c^2*r^4+1932*c^2*r^3*x-15120*c^2* r^2*x^2+11744*c^2*r*x^3-11*c*g^5-280*c*g^4*p-43*c*g^4*q-212*c*g^4*r+294*c*g^4*x -1339*c*g^3*p^2-885*c*g^3*p*q-1637*c*g^3*p*r+4268*c*g^3*p*x-52*c*g^3*q^2-670*c* g^3*q*r+1822*c*g^3*q*x-376*c*g^3*r^2+3832*c*g^3*r*x-1356*c*g^3*x^2-2199*c*g^2*p ^3-3258*c*g^2*p^2*q-3764*c*g^2*p^2*r+12964*c*g^2*p^2*x-892*c*g^2*p*q^2-3887*c*g ^2*p*q*r+14078*c*g^2*p*q*x-1763*c*g^2*p*r^2+18581*c*g^2*p*r*x-11965*c*g^2*p*x^2 -23*c*g^2*q^3-689*c*g^2*q^2*r+2598*c*g^2*q^2*x-841*c*g^2*q*r^2+11241*c*g^2*q*r* x-7583*c*g^2*q*x^2-175*c*g^2*r^3+4802*c*g^2*r^2*x-12966*c*g^2*r*x^2+1136*c*g^2* x^3-1458*c*g*p^4-3777*c*g*p^3*q-3245*c*g*p^3*r+12884*c*g*p^3*x-2234*c*g*p^2*q^2 -6242*c*g*p^2*q*r+26190*c*g*p^2*q*x-2294*c*g*p^2*r^2+25052*c*g*p^2*r*x-20438*c* g*p^2*x^2-296*c*g*p*q^3-2549*c*g*p*q^2*r+12168*c*g*p*q^2*x-2780*c*g*p*q*r^2+ 35108*c*g*p*q*r*x-30504*c*g*p*q*x^2-527*c*g*p*r^3+12750*c*g*p*r^2*x-35997*c*g*p *r*x^2+5184*c*g*p*x^3-3*c*g*q^4-231*c*g*q^3*r+1114*c*g*q^3*x-473*c*g*q^2*r^2+ 9384*c*g*q^2*r*x-9106*c*g*q^2*x^2-265*c*g*q*r^3+8058*c*g*q*r^2*x-28539*c*g*q*r* x^2+5184*c*g*q*x^3-20*c*g*r^4+1314*c*g*r^3*x-10416*c*g*r^2*x^2+7568*c*g*r*x^3-\ 345*c*p^5-1369*c*p^4*q-962*c*p^4*r+3990*c*p^4*x-1324*c*p^3*q^2-2941*c*p^3*q*r+ 12810*c*p^3*q*x-925*c*p^3*r^2+9785*c*p^3*r*x-9009*c*p^3*x^2-377*c*p^2*q^3-2012* c*p^2*q^2*r+10998*c*p^2*q^2*x-1979*c*p^2*q*r^2+23511*c*p^2*q*r*x-23097*c*p^2*q* x^2-344*c*p^2*r^3+7344*c*p^2*r^2*x-21261*c*p^2*r*x^2+3776*c*p^2*x^3-21*c*p*q^4-\ 393*c*p*q^3*r+2718*c*p*q^3*x-759*c*p*q^2*r^2+14039*c*p*q^2*r*x-15915*c*p*q^2*x^ 2-423*c*p*q*r^3+10772*c*p*q*r^2*x-37548*c*p*q*r*x^2+7744*c*p*q*x^3-36*c*p*r^4+ 1671*c*p*r^3*x-11734*c*p*r^2*x^2+8944*c*p*r*x^3-16*c*q^4*r+108*c*q^4*x-48*c*q^3 *r^2+2197*c*q^3*r*x-2859*c*q^3*x^2-48*c*q^2*r^3+2658*c*q^2*r^2*x-13455*c*q^2*r* x^2+3776*c*q^2*x^3-16*c*q*r^4+849*c*q*r^3*x-9416*c*q*r^2*x^2+8944*c*q*r*x^3+40* c*r^4*x-1200*c*r^3*x^2+2976*c*r^2*x^3-11*g^5*p-11*g^5*r-95*g^4*p^2-45*g^4*p*q-\ 122*g^4*p*r+216*g^4*p*x-45*g^4*q*r+78*g^4*q*x-27*g^4*r^2+265*g^4*r*x-234*g^3*p^ 3-316*g^3*p^2*q-406*g^3*p^2*r+1214*g^3*p^2*x-68*g^3*p*q^2-400*g^3*p*q*r+1184*g^ 3*p*q*x-188*g^3*p*r^2+1891*g^3*p*r*x-869*g^3*p*x^2-68*g^3*q^2*r+212*g^3*q^2*x-\ 84*g^3*q*r^2+1114*g^3*q*r*x-487*g^3*q*x^2-16*g^3*r^3+494*g^3*r^2*x-1251*g^3*r*x ^2-239*g^2*p^4-622*g^2*p^3*q-531*g^2*p^3*r+2034*g^2*p^3*x-352*g^2*p^2*q^2-1052* g^2*p^2*q*r+4032*g^2*p^2*q*x-370*g^2*p^2*r^2+4091*g^2*p^2*r*x-2954*g^2*p^2*x^2-\ 38*g^2*p*q^3-430*g^2*p*q^2*r+1768*g^2*p*q^2*x-472*g^2*p*q*r^2+5731*g^2*p*q*r*x-\ 4170*g^2*p*q*x^2-80*g^2*p*r^3+2116*g^2*p*r^2*x-5689*g^2*p*r*x^2+568*g^2*p*x^3-\ 38*g^2*q^3*r+158*g^2*q^3*x-78*g^2*q^2*r^2+1504*g^2*q^2*r*x-1216*g^2*q^2*x^2-42* g^2*q*r^3+1328*g^2*q*r^2*x-4484*g^2*q*r*x^2+568*g^2*q*x^3-2*g^2*r^4+207*g^2*r^3 *x-1707*g^2*r^2*x^2+1148*g^2*r*x^3-109*g*p^5-477*g*p^4*q-302*g*p^4*r+1314*g*p^4 *x-468*g*p^3*q^2-1039*g*p^3*q*r+4344*g*p^3*q*x-287*g*p^3*r^2+3270*g*p^3*r*x-\ 2913*g*p^3*x^2-128*g*p^2*q^3-734*g*p^2*q^2*r+3682*g*p^2*q^2*x-710*g*p^2*q*r^2+ 8213*g*p^2*q*r*x-7377*g*p^2*q*x^2-104*g*p^2*r^3+2474*g*p^2*r^2*x-7162*g*p^2*r*x ^2+1104*g*p^2*x^3-6*g*p*q^4-146*g*p*q^3*r+852*g*p*q^3*x-284*g*p*q^2*r^2+4924*g* p*q^2*r*x-4959*g*p*q^2*x^2-154*g*p*q*r^3+3872*g*p*q*r^2*x-12762*g*p*q*r*x^2+ 2208*g*p*q*x^3-10*g*p*r^4+558*g*p*r^3*x-4082*g*p*r^2*x^2+2944*g*p*r*x^3-6*g*q^4 *r+32*g*q^4*x-18*g*q^3*r^2+749*g*q^3*r*x-879*g*q^3*x^2-18*g*q^2*r^3+956*g*q^2*r ^2*x-4544*g*q^2*r*x^2+1104*g*q^2*x^3-6*g*q*r^4+315*g*q*r^3*x-3319*g*q*r^2*x^2+ 2944*g*q*r*x^3+12*g*r^4*x-420*g*r^3*x^2+1032*g*r^2*x^3-20*p^6-128*p^5*q-68*p^5* r+294*p^5*x-184*p^4*q^2-348*p^4*q*r+1434*p^4*q*x-84*p^4*r^2+883*p^4*r*x-864*p^4 *x^2-86*p^3*q^3-364*p^3*q^2*r+1926*p^3*q^2*x-322*p^3*q*r^2+3399*p^3*q*r*x-3354* p^3*q*x^2-44*p^3*r^3+893*p^3*r^2*x-2566*p^3*r*x^2+488*p^3*x^3-10*p^2*q^4-116*p^ 2*q^3*r+894*p^2*q^3*x-210*p^2*q^2*r^2+3401*p^2*q^2*r*x-3894*p^2*q^2*x^2-112*p^2 *q*r^3+2375*p^2*q*r^2*x-7729*p^2*q*r*x^2+1560*p^2*q*x^3-8*p^2*r^4+333*p^2*r^3*x -2077*p^2*r^2*x^2+1616*p^2*r*x^3-10*p*q^4*r+108*p*q^4*x-30*p*q^3*r^2+1157*p*q^3 *r*x-1590*p*q^3*x^2-30*p*q^2*r^3+1341*p*q^2*r^2*x-6128*p*q^2*r*x^2+1560*p*q^2*x ^3-10*p*q*r^4+447*p*q*r^3*x-3915*p*q*r^2*x^2+3472*p*q*r*x^3+29*p*r^4*x-447*p*r^ 3*x^2+1038*p*r^2*x^3+116*q^4*r*x-186*q^4*x^2+153*q^3*r^2*x-1289*q^3*r*x^2+488*q ^3*x^3+42*q^2*r^3*x-1298*q^2*r^2*x^2+1616*q^2*r*x^3-q*r^4*x-303*q*r^3*x^2+1038* q*r^2*x^3+120*r^3*x^3-472*a^4*c-472*a^4*p-156*a^4*q-472*a^4*r-1488*a^3*b*c-1332 *a^3*b*p-312*a^3*b*q-1332*a^3*b*r-3416*a^3*c^2-1248*a^3*c*g-4828*a^3*c*p-1904*a ^3*c*q-4168*a^3*c*r+2816*a^3*c*x-1248*a^3*g*p-308*a^3*g*q-1248*a^3*g*r-1256*a^3 *p^2-1484*a^3*p*q-1852*a^3*p*r+2400*a^3*p*x-230*a^3*q^2-1286*a^3*q*r+952*a^3*q* x-596*a^3*r^2+2860*a^3*r*x-1288*a^2*b^2*c-976*a^2*b^2*p-128*a^2*b^2*q-976*a^2*b ^2*r-6720*a^2*b*c^2-2548*a^2*b*c*g-9124*a^2*b*c*p-2600*a^2*b*c*q-7368*a^2*b*c*r +6912*a^2*b*c*x-2240*a^2*b*g*p-338*a^2*b*g*q-2240*a^2*b*g*r-2668*a^2*b*p^2-2156 *a^2*b*p*q-3778*a^2*b*p*r+5672*a^2*b*p*x-176*a^2*b*q^2-1858*a^2*b*q*r+1608*a^2* b*q*x-1110*a^2*b*r^2+6608*a^2*b*r*x-8080*a^2*c^3-6128*a^2*c^2*g-15472*a^2*c^2*p -5828*a^2*c^2*q-11792*a^2*c^2*r+14992*a^2*c^2*x-1118*a^2*c*g^2-8820*a^2*c*g*p-\ 2766*a^2*c*g*q-7412*a^2*c*g*r+5712*a^2*c*g*x-8206*a^2*c*p^2-8486*a^2*c*p*q-\ 11240*a^2*c*p*r+18888*a^2*c*p*x-1162*a^2*c*q^2-6532*a^2*c*q*r+8928*a^2*c*q*x-\ 3306*a^2*c*r^2+18656*a^2*c*r*x-3704*a^2*c*x^2-1118*a^2*g^2*p-180*a^2*g^2*q-1118 *a^2*g^2*r-2468*a^2*g*p^2-2355*a^2*g*p*q-3528*a^2*g*p*r+4768*a^2*g*p*x-247*a^2* g*q^2-2071*a^2*g*q*r+1636*a^2*g*q*x-1060*a^2*g*r^2+5714*a^2*g*r*x-1222*a^2*p^3-\ 2521*a^2*p^2*q-2372*a^2*p^2*r+4848*a^2*p^2*x-1033*a^2*p*q^2-3415*a^2*p*q*r+6144 *a^2*p*q*x-1350*a^2*p*r^2+7996*a^2*p*r*x-2544*a^2*p*x^2-56*a^2*q^3-820*a^2*q^2* r+1160*a^2*q^2*x-964*a^2*q*r^2+6174*a^2*q*r*x-1436*a^2*q*x^2-200*a^2*r^3+2624*a ^2*r^2*x-3928*a^2*r*x^2-336*a*b^3*c-208*a*b^3*p-8*a*b^3*q-208*a*b^3*r-3376*a*b^ 2*c^2-1292*a*b^2*c*g-4276*a*b^2*c*p-792*a*b^2*c*q-3096*a*b^2*c*r+4768*a*b^2*c*x -954*a*b^2*g*p-58*a*b^2*g*q-954*a*b^2*g*r-1298*a*b^2*p^2-670*a*b^2*p*q-1714*a*b ^2*p*r+3624*a*b^2*p*x-16*a*b^2*q^2-600*a*b^2*q*r+536*a*b^2*q*x-416*a*b^2*r^2+ 4072*a*b^2*r*x-9472*a*b*c^3-7260*a*b*c^2*g-17704*a*b*c^2*p-4960*a*b*c^2*q-12204 *a*b*c^2*r+22096*a*b*c^2*x-1338*a*b*c*g^2-9928*a*b*c*g*p-2164*a*b*c*g*q-7746*a* b*c*g*r+8528*a*b*c*g*x-10054*a*b*c*p^2-7436*a*b*c*p*q-12786*a*b*c*p*r+27832*a*b *c*p*x-596*a*b*c*q^2-5460*a*b*c*q*r+10000*a*b*c*q*x-3304*a*b*c*r^2+25448*a*b*c* r*x-6624*a*b*c*x^2-1158*a*b*g^2*p-83*a*b*g^2*q-1158*a*b*g^2*r-3021*a*b*g*p^2-\ 1949*a*b*g*p*q-4144*a*b*g*p*r+6740*a*b*g*p*x-81*a*b*g*q^2-1774*a*b*g*q*r+1596*a *b*g*q*x-1123*a*b*g*r^2+7848*a*b*g*r*x-1735*a*b*p^3-2420*a*b*p^2*q-3156*a*b*p^2 *r+7752*a*b*p^2*x-615*a*b*p*q^2-3054*a*b*p*q*r+7452*a*b*p*q*x-1609*a*b*p*r^2+ 12112*a*b*p*r*x-4492*a*b*p*x^2-10*a*b*q^3-520*a*b*q^2*r+748*a*b*q^2*x-698*a*b*q *r^2+7500*a*b*q*r*x-2132*a*b*q*x^2-188*a*b*r^3+3556*a*b*r^2*x-6852*a*b*r*x^2-\ 7880*a*c^4-9128*a*c^3*g-19300*a*c^3*p-6736*a*c^3*q-13336*a*c^3*r+24432*a*c^3*x-\ 3402*a*c^2*g^2-17816*a*c^2*g*p-5534*a*c^2*g*q-13078*a*c^2*g*r+18992*a*c^2*g*x-\ 15562*a*c^2*p^2-14234*a*c^2*p*q-19842*a*c^2*p*r+42184*a*c^2*p*x-1750*a*c^2*q^2-\ 10046*a*c^2*q*r+19832*a*c^2*q*x-5340*a*c^2*r^2+36100*a*c^2*r*x-13304*a*c^2*x^2-\ 404*a*c*g^3-4993*a*c*g^2*p-1183*a*c*g^2*q-4079*a*c*g^2*r+3568*a*c*g^2*x-9902*a* c*g*p^2-8587*a*c*g*p*q-13057*a*c*g*p*r+23976*a*c*g*p*x-855*a*c*g*q^2-6640*a*c*g *q*r+10108*a*c*g*q*x-3575*a*c*g*r^2+23050*a*c*g*r*x-5188*a*c*g*x^2-4945*a*c*p^3 -8576*a*c*p^2*q-9062*a*c*p^2*r+21352*a*c*p^2*x-3017*a*c*p*q^2-10780*a*c*p*q*r+ 25280*a*c*p*q*x-4777*a*c*p*r^2+32318*a*c*p*r*x-14428*a*c*p*x^2-142*a*c*q^3-2240 *a*c*q^2*r+4564*a*c*q^2*x-2726*a*c*q*r^2+22236*a*c*q*r*x-9204*a*c*q*x^2-628*a*c *r^3+9568*a*c*r^2*x-17380*a*c*r*x^2+992*a*c*x^3-404*a*g^3*p-31*a*g^3*q-404*a*g^ 3*r-1492*a*g^2*p^2-1124*a*g^2*p*q-2070*a*g^2*p*r+2892*a*g^2*p*x-61*a*g^2*q^2-\ 1033*a*g^2*q*r+870*a*g^2*q*x-578*a*g^2*r^2+3485*a*g^2*r*x-1580*a*g*p^3-2720*a*g *p^2*q-2938*a*g*p^2*r+6456*a*g*p^2*x-892*a*g*p*q^2-3603*a*g*p*q*r+7160*a*g*p*q* x-1556*a*g*p*r^2+10454*a*g*p*r*x-3520*a*g*p*x^2-26*a*g*q^3-767*a*g*q^2*r+1110*a *g*q^2*x-939*a*g*q*r^2+7233*a*g*q*r*x-1860*a*g*q*x^2-198*a*g*r^3+3217*a*g*r^2*x -5408*a*g*r*x^2-516*a*p^4-1533*a*p^3*q-1238*a*p^3*r+3180*a*p^3*x-1043*a*p^2*q^2 -2748*a*p^2*q*r+6950*a*p^2*q*x-976*a*p^2*r^2+6629*a*p^2*r*x-3480*a*p^2*x^2-166* a*p*q^3-1281*a*p*q^2*r+3398*a*p*q^2*x-1385*a*p*q*r^2+10458*a*p*q*r*x-5146*a*p*q *x^2-270*a*p*r^3+3777*a*p*r^2*x-7148*a*p*r*x^2+496*a*p*x^3-2*a*q^4-136*a*q^3*r+ 252*a*q^3*x-282*a*q^2*r^2+3209*a*q^2*r*x-1522*a*q^2*x^2-164*a*q*r^3+2894*a*q*r^ 2*x-6236*a*q*r*x^2+496*a*q*x^3-16*a*r^4+492*a*r^3*x-2400*a*r^2*x^2+1120*a*r*x^3 -16*b^4*c-8*b^4*p-8*b^4*r-384*b^3*c^2-148*b^3*c*g-452*b^3*c*p-40*b^3*c*q-272*b^ 3*c*r+912*b^3*c*x-90*b^3*g*p-90*b^3*g*r-134*b^3*p^2-32*b^3*p*q-158*b^3*p*r+616* b^3*p*x-32*b^3*q*r-24*b^3*r^2+660*b^3*r*x-2136*b^2*c^3-1640*b^2*c^2*g-3848*b^2* c^2*p-728*b^2*c^2*q-2248*b^2*c^2*r+7024*b^2*c^2*x-300*b^2*c*g^2-2092*b^2*c*g*p-\ 284*b^2*c*g*q-1452*b^2*c*g*r+2680*b^2*c*g*x-2240*b^2*c*p^2-1084*b^2*c*p*q-2508* b^2*c*p*r+8648*b^2*c*p*x-36*b^2*c*q^2-744*b^2*c*q*r+2144*b^2*c*q*x-508*b^2*c*r^ 2+7072*b^2*c*r*x-2632*b^2*c*x^2-217*b^2*g^2*p-217*b^2*g^2*r-648*b^2*g*p^2-257*b ^2*g*p*q-831*b^2*g*p*r+1940*b^2*g*p*x-257*b^2*g*q*r+240*b^2*g*q*x-183*b^2*g*r^2 +2170*b^2*g*r*x-419*b^2*p^3-375*b^2*p^2*q-680*b^2*p^2*r+2524*b^2*p^2*x-42*b^2*p *q^2-435*b^2*p*q*r+1700*b^2*p*q*x-279*b^2*p*r^2+3644*b^2*p*r*x-1732*b^2*p*x^2-\ 42*b^2*q^2*r-60*b^2*q*r^2+1850*b^2*q*r*x-624*b^2*q*x^2-18*b^2*r^3+900*b^2*r^2*x -2564*b^2*r*x^2-4256*b*c^4-4924*b*c^3*g-10236*b*c^3*p-2704*b*c^3*q-6232*b*c^3*r +16800*b*c^3*x-1824*b*c^2*g^2-9344*b*c^2*g*p-2116*b*c^2*g*q-6132*b*c^2*g*r+ 13000*b*c^2*g*x-8632*b*c^2*p^2-5774*b*c^2*p*q-9962*b*c^2*p*r+29224*b*c^2*p*x-\ 440*b*c^2*q^2-3746*b*c^2*q*r+10784*b*c^2*q*x-2286*b*c^2*r^2+22412*b*c^2*r*x-\ 11176*b*c^2*x^2-213*b*c*g^3-2525*b*c*g^2*p-396*b*c*g^2*q-1896*b*c*g^2*r+2420*b* c*g^2*x-5479*b*c*g*p^2-3346*b*c*g*p*q-6676*b*c*g*p*r+16288*b*c*g*p*x-173*b*c*g* q^2-2516*b*c*g*q*r+5224*b*c*g*q*x-1589*b*c*g*r^2+14278*b*c*g*r*x-4364*b*c*g*x^2 -3019*b*c*p^3-3710*b*c*p^2*q-5064*b*c*p^2*r+15684*b*c*p^2*x-825*b*c*p*q^2-4244* b*c*p*q*r+14452*b*c*p*q*x-2321*b*c*p*r^2+21770*b*c*p*r*x-12348*b*c*p*x^2-14*b*c *q^3-620*b*c*q^2*r+1588*b*c*q^2*x-838*b*c*q*r^2+12288*b*c*q*r*x-6548*b*c*q*x^2-\ 232*b*c*r^3+5520*b*c*r^2*x-13988*b*c*r*x^2+992*b*c*x^3-182*b*g^3*p-182*b*g^3*r-\ 800*b*g^2*p^2-394*b*g^2*p*q-1062*b*g^2*p*r+1834*b*g^2*p*x-394*b*g^2*q*r+392*b*g ^2*q*x-262*b*g^2*r^2+2137*b*g^2*r*x-989*b*g*p^3-1155*b*g*p^2*q-1725*b*g*p^2*r+ 4692*b*g*p^2*x-222*b*g*p*q^2-1460*b*g*p*q*r+3882*b*g*p*q*x-819*b*g*p*r^2+7120*b *g*p*r*x-2916*b*g*p*x^2-222*b*g*q^2*r+304*b*g*q^2*x-305*b*g*q*r^2+3983*b*g*q*r* x-1256*b*g*q*x^2-83*b*g*r^3+1913*b*g*r^2*x-4348*b*g*r*x^2-367*b*p^4-729*b*p^3*q -809*b*p^3*r+2578*b*p^3*x-318*b*p^2*q^2-1164*b*p^2*q*r+4342*b*p^2*q*x-559*b*p^2 *r^2+4988*b*p^2*r*x-3134*b*p^2*x^2-22*b*p*q^3-366*b*p*q^2*r+1428*b*p*q^2*x-465* b*p*q*r^2+6200*b*p*q*r*x-3878*b*p*q*x^2-121*b*p*r^3+2462*b*p*r^2*x-6238*b*p*r*x ^2+496*b*p*x^3-22*b*q^3*r-48*b*q^2*r^2+1576*b*q^2*r*x-888*b*q^2*x^2-30*b*q*r^3+ 1393*b*q*r^2*x-4606*b*q*r*x^2+496*b*q*x^3-4*b*r^4+204*b*r^3*x-1884*b*r^2*x^2+ 1120*b*r*x^3-2744*c^5-4280*c^4*g-8232*c^4*p-2656*c^4*q-5248*c^4*r+12576*c^4*x-\ 2418*c^3*g^2-10688*c^3*g*p-3140*c^3*g*q-7068*c^3*g*r+14784*c^3*g*x-8938*c^3*p^2 -7344*c^3*p*q-10692*c^3*p*r+27984*c^3*p*x-818*c^3*q^2-4832*c^3*q*r+12576*c^3*q* x-2654*c^3*r^2+21376*c^3*r*x-11328*c^3*x^2-580*c^2*g^3-4832*c^2*g^2*p-1194*c^2* g^2*q-3402*c^2*g^2*r+5604*c^2*g^2*x-8932*c^2*g*p^2-6990*c^2*g*p*q-10930*c^2*g*p *r+25776*c^2*g*p*x-648*c^2*g*q^2-4922*c^2*g*q*r+10968*c^2*g*q*x-2738*c^2*g*r^2+ 21096*c^2*g*r*x-8928*c^2*g*x^2-4420*c^2*p^3-6702*c^2*p^2*q-7662*c^2*p^2*r+21252 *c^2*p^2*x-2076*c^2*p*q^2-7920*c^2*p*q*r+23304*c^2*p*q*x-3756*c^2*p*r^2+29634*c ^2*p*r*x-17256*c^2*p*x^2-86*c^2*q^3-1462*c^2*q^2*r+3924*c^2*q^2*x-1822*c^2*q*r^ 2+18518*c^2*q*r*x-10872*c^2*q*x^2-446*c^2*r^3+7884*c^2*r^2*x-17616*c^2*r*x^2+ 1856*c^2*x^3-49*c*g^4-871*c*g^3*p-144*c*g^3*q-688*c*g^3*r+678*c*g^3*x-2820*c*g^ 2*p^2-1997*c*g^2*p*q-3576*c*g^2*p*r+7078*c*g^2*p*x-123*c*g^2*q^2-1579*c*g^2*q*r +2696*c*g^2*q*x-904*c*g^2*r^2+6578*c*g^2*r*x-1704*c*g^2*x^2-2971*c*g*p^3-4445*c *g*p^2*q-5219*c*g*p^2*r+13538*c*g*p^2*x-1276*c*g*p*q^2-5473*c*g*p*q*r+14280*c*g *p*q*x-2573*c*g*p*r^2+19819*c*g*p*r*x-9784*c*g*p*x^2-34*c*g*q^3-1021*c*g*q^2*r+ 2206*c*g*q^2*x-1284*c*g*q*r^2+12361*c*g*q*r*x-5768*c*g*q*x^2-297*c*g*r^3+5434*c *g*r^2*x-11352*c*g*r*x^2+736*c*g*x^3-993*c*p^4-2462*c*p^3*q-2261*c*p^3*r+6522*c *p^3*x-1449*c*p^2*q^2-4140*c*p^2*q*r+12864*c*p^2*q*x-1659*c*p^2*r^2+12799*c*p^2 *r*x-8064*c*p^2*x^2-198*c*p*q^3-1687*c*p*q^2*r+5682*c*p*q^2*x-1900*c*p*q*r^2+ 17904*c*p*q*r*x-11616*c*p*q*x^2-411*c*p*r^3+6669*c*p*r^2*x-14898*c*p*r*x^2+1616 *c*p*x^3-2*c*q^4-158*c*q^3*r+372*c*q^3*x-330*c*q^2*r^2+4993*c*q^2*r*x-3264*c*q^ 2*x^2-194*c*q*r^3+4351*c*q*r^2*x-11934*c*q*r*x^2+1616*c*q*x^3-20*c*r^4+732*c*r^ 3*x-4464*c*r^2*x^2+2608*c*r*x^3-49*g^4*p-49*g^4*r-278*g^3*p^2-157*g^3*p*q-373*g ^3*p*r+530*g^3*p*x-157*g^3*q*r+148*g^3*q*x-95*g^3*r^2+643*g^3*r*x-481*g^2*p^3-\ 683*g^2*p^2*q-860*g^2*p^2*r+1994*g^2*p^2*x-168*g^2*p*q^2-897*g^2*p*q*r+1920*g^2 *p*q*x-425*g^2*p*r^2+3156*g^2*p*r*x-1142*g^2*p*x^2-168*g^2*q^2*r+256*g^2*q^2*x-\ 214*g^2*q*r^2+1951*g^2*q*r*x-562*g^2*q*x^2-46*g^2*r^3+895*g^2*r^2*x-1722*g^2*r* x^2-328*g*p^4-836*g*p^3*q-750*g*p^3*r+2126*g*p^3*x-482*g*p^2*q^2-1446*g*p^2*q*r +4132*g*p^2*q*x-550*g*p^2*r^2+4312*g*p^2*r*x-2432*g*p^2*x^2-58*g*p*q^3-604*g*p* q^2*r+1714*g*p*q^2*x-680*g*p*q*r^2+6100*g*p*q*r*x-3312*g*p*q*x^2-134*g*p*r^3+ 2302*g*p*r^2*x-4908*g*p*r*x^2+368*g*p*x^3-58*g*q^3*r+92*g*q^3*x-122*g*q^2*r^2+ 1694*g*q^2*r*x-880*g*q^2*x^2-70*g*q*r^3+1539*g*q*r^2*x-3924*g*q*r*x^2+368*g*q*x ^3-6*g*r^4+252*g*r^3*x-1548*g*r^2*x^2+824*g*r*x^3-80*p^5-312*p^4*q-228*p^4*r+ 678*p^4*x-298*p^3*q^2-688*p^3*q*r+2136*p^3*q*x-226*p^3*r^2+1693*p^3*r*x-1158*p^ 3*x^2-82*p^2*q^3-472*p^2*q^2*r+1758*p^2*q^2*x-478*p^2*q*r^2+4104*p^2*q*r*x-2838 *p^2*q*x^2-88*p^2*r^3+1304*p^2*r^2*x-2940*p^2*r*x^2+344*p^2*x^3-4*p*q^4-94*p*q^ 3*r+372*p*q^3*x-186*p*q^2*r^2+2503*p*q^2*r*x-1842*p*q^2*x^2-106*p*q*r^3+1981*p* q*r^2*x-5208*p*q*r*x^2+688*p*q*x^3-10*p*r^4+309*p*r^3*x-1704*p*r^2*x^2+1004*p*r *x^3-4*q^4*r-12*q^3*r^2+416*q^3*r*x-306*q^3*x^2-12*q^2*r^3+525*q^2*r^2*x-1908*q ^2*r*x^2+344*q^2*x^3-4*q*r^4+165*q*r^3*x-1410*q*r^2*x^2+1004*q*r*x^3+8*r^4*x-\ 180*r^3*x^2+360*r^2*x^3-608*a^3*c-608*a^3*p-148*a^3*q-608*a^3*r-1248*a^2*b*c-\ 1100*a^2*b*p-164*a^2*b*q-1100*a^2*b*r-2984*a^2*c^2-1128*a^2*c*g-4340*a^2*c*p-\ 1328*a^2*c*q-3688*a^2*c*r+2144*a^2*c*x-1128*a^2*g*p-182*a^2*g*q-1128*a^2*g*r-\ 1208*a^2*p^2-1164*a^2*p*q-1764*a^2*p*r+1920*a^2*p*x-116*a^2*q^2-1036*a^2*q*r+ 536*a^2*q*x-556*a^2*r^2+2284*a^2*r*x-640*a*b^2*c-476*a*b^2*p-28*a*b^2*q-476*a*b ^2*r-3560*a*b*c^2-1376*a*b*c*g-4868*a*b*c*p-1048*a*b*c*q-3856*a*b*c*r+3264*a*b* c*x-1194*a*b*g*p-86*a*b*g*q-1194*a*b*g*r-1456*a*b*p^2-970*a*b*p*q-2028*a*b*p*r+ 2776*a*b*p*x-38*a*b*q^2-890*a*b*q*r+416*a*b*q*x-572*a*b*r^2+3204*a*b*r*x-4456*a *c^3-3448*a*c^2*g-8756*a*c^2*p-2668*a*c^2*q-6564*a*c^2*r+7184*a*c^2*x-644*a*c*g ^2-5076*a*c*g*p-1194*a*c*g*q-4210*a*c*g*r+2800*a*c*g*x-4852*a*c*p^2-4212*a*c*p* q-6532*a*c*p*r+9544*a*c*p*x-406*a*c*q^2-3330*a*c*q*r+3456*a*c*q*x-1868*a*c*r^2+ 9332*a*c*r*x-1608*a*c*x^2-644*a*g^2*p-51*a*g^2*q-644*a*g^2*r-1488*a*g*p^2-1166* a*g*p*q-2110*a*g*p*r+2440*a*g*p*x-61*a*g*q^2-1081*a*g*q*r+552*a*g*q*x-622*a*g*r ^2+2912*a*g*r*x-780*a*p^3-1327*a*p^2*q-1488*a*p^2*r+2592*a*p^2*x-437*a*p*q^2-\ 1789*a*p*q*r+2752*a*p*q*x-824*a*p*r^2+4212*a*p*r*x-1152*a*p*x^2-12*a*q^3-382*a* q^2*r+292*a*q^2*x-486*a*q*r^2+2910*a*q*r*x-528*a*q*x^2-116*a*r^3+1334*a*r^2*x-\ 1848*a*r*x^2-72*b^3*c-44*b^3*p-44*b^3*r-808*b^2*c^2-316*b^2*c*g-1020*b^2*c*p-\ 136*b^2*c*q-720*b^2*c*r+1072*b^2*c*x-230*b^2*g*p-230*b^2*g*r-310*b^2*p^2-126*b^ 2*p*q-400*b^2*p*r+832*b^2*p*x-126*b^2*q*r-90*b^2*r^2+920*b^2*r*x-2416*b*c^3-\ 1884*b*c^2*g-4556*b*c^2*p-1024*b*c^2*q-3064*b*c^2*r+5056*b*c^2*x-354*b*c*g^2-\ 2588*b*c*g*p-408*b*c*g*q-1988*b*c*g*r+1976*b*c*g*x-2634*b*c*p^2-1634*b*c*p*q-\ 3262*b*c*p*r+6600*b*c*p*x-82*b*c*q^2-1254*b*c*q*r+1664*b*c*q*x-804*b*c*r^2+5940 *b*c*r*x-1368*b*c*x^2-303*b*g^2*p-303*b*g^2*r-798*b*g*p^2-421*b*g*p*q-1081*b*g* p*r+1608*b*g*p*x-421*b*g*q*r+176*b*g*q*x-283*b*g*r^2+1852*b*g*r*x-469*b*p^3-555 *b*p^2*q-828*b*p^2*r+1904*b*p^2*x-108*b*p*q^2-705*b*p*q*r+1484*b*p*q*x-401*b*p* r^2+2912*b*p*r*x-960*b*p*x^2-108*b*q^2*r-150*b*q*r^2+1670*b*q*r*x-336*b*q*x^2-\ 42*b*r^3+818*b*r^2*x-1512*b*r*x^2-2096*c^4-2464*c^3*g-5240*c^3*p-1520*c^3*q-\ 3560*c^3*r+5664*c^3*x-934*c^2*g^2-4912*c^2*g*p-1212*c^2*g*q-3556*c^2*g*r+4464*c ^2*g*x-4358*c^2*p^2-3412*c^2*p*q-5448*c^2*p*r+10224*c^2*p*x-310*c^2*q^2-2468*c^ 2*q*r+3840*c^2*q*x-1422*c^2*r^2+8656*c^2*r*x-2784*c^2*x^2-113*c*g^3-1395*c*g^2* p-234*c*g^2*q-1128*c*g^2*r+852*c*g^2*x-2823*c*g*p^2-2056*c*g*p*q-3668*c*g*p*r+ 5896*c*g*p*x-125*c*g*q^2-1666*c*g*q*r+1880*c*g*q*x-981*c*g*r^2+5608*c*g*r*x-\ 1104*c*g*x^2-1453*c*p^3-2150*c*p^2*q-2604*c*p^2*r+5412*c*p^2*x-621*c*p*q^2-2694 *c*p*q*r+5448*c*p*q*x-1329*c*p*r^2+8026*c*p*r*x-3156*c*p*x^2-16*c*q^3-506*c*q^2 *r+612*c*q^2*x-656*c*q*r^2+5062*c*q*r*x-1692*c*q*x^2-166*c*r^3+2276*c*r^2*x-\ 3912*c*r*x^2+192*c*x^3-113*g^3*p-113*g^3*r-430*g^2*p^2-265*g^2*p*q-593*g^2*p*r+ 716*g^2*p*x-265*g^2*q*r+136*g^2*q*x-163*g^2*r^2+858*g^2*r*x-477*g*p^3-689*g*p^2 *q-874*g*p^2*r+1664*g*p^2*x-178*g*p*q^2-923*g*p*q*r+1536*g*p*q*x-453*g*p*r^2+ 2652*g*p*r*x-780*g*p*x^2-178*g*q^2*r+112*g*q^2*x-234*g*q*r^2+1668*g*q*r*x-324*g *q*x^2-56*g*r^3+788*g*r^2*x-1236*g*r*x^2-164*p^4-402*p^3*q-384*p^3*r+852*p^3*x-\ 230*p^2*q^2-704*p^2*q*r+1608*p^2*q*x-292*p^2*r^2+1732*p^2*r*x-792*p^2*x^2-28*p* q^3-290*p*q^2*r+612*p*q^2*x-338*p*q*r^2+2444*p*q*r*x-1032*p*q*x^2-76*p*r^3+940* p*r^2*x-1668*p*r*x^2+96*p*x^3-28*q^3*r-60*q^2*r^2+700*q^2*r*x-240*q^2*x^2-36*q* r^3+646*q*r^2*x-1344*q*r*x^2+96*q*x^3-4*r^4+108*r^3*x-540*r^2*x^2+240*r*x^3-432 *a^2*c-432*a^2*p-68*a^2*q-432*a^2*r-528*a*b*c-460*a*b*p-32*a*b*q-460*a*b*r-1320 *a*c^2-512*a*c*g-1956*a*c*p-448*a*c*q-1640*a*c*r+864*a*c*x-512*a*g*p-40*a*g*q-\ 512*a*g*r-568*a*p^2-452*a*p*q-820*a*p*r+816*a*p*x-22*a*q^2-422*a*q*r+120*a*q*x-\ 252*a*r^2+964*a*r*x-120*b^2*c-88*b^2*p-88*b^2*r-720*b*c^2-284*b*c*g-988*b*c*p-\ 152*b*c*q-768*b*c*r+624*b*c*x-244*b*g*p-244*b*g*r-300*b*p^2-162*b*p*q-410*b*p*r +552*b*p*x-162*b*q*r-110*b*r^2+628*b*r*x-944*c^3-744*c^2*g-1888*c^2*p-456*c^2*q -1392*c^2*r+1392*c^2*x-142*c*g^2-1112*c*g*p-184*c*g*q-912*c*g*r+552*c*g*x-1078* c*p^2-788*c*p*q-1424*c*p*r+1944*c*p*x-46*c*q^2-648*c*q*r+480*c*q*x-394*c*r^2+ 1880*c*r*x-288*c*x^2-142*g^2*p-142*g^2*r-336*g*p^2-216*g*p*q-472*g*p*r+504*g*p* x-216*g*q*r+48*g*q*x-136*g*r^2+596*g*r*x-182*p^3-262*p^2*q-340*p^2*r+552*p^2*x-\ 68*p*q^2-354*p*q*r+480*p*q*x-182*p*r^2+880*p*r*x-216*p*x^2-68*q^2*r-92*q*r^2+ 556*q*r*x-72*q*x^2-24*r^3+268*r^2*x-360*r*x^2-160*a*c-160*a*p-12*a*q-160*a*r-88 *b*c-76*b*p-76*b*r-232*c^2-92*c*g-348*c*p-56*c*q-288*c*r+144*c*x-92*g*p-92*g*r-\ 104*p^2-68*p*q-148*p*r+144*p*x-68*q*r-44*r^2+168*r*x-24*c-24*p-24*r)*dx-r*(r-1) *(2*c+r+q+p+1)*(r+3+q+p+g+2*c+2*b+2*a)*(r+2+q+p+g+2*c+b+a)*(8*a^4*b*x^2+16*a^4* c*x^2+4*a^4*g*x^2+8*a^4*q*x^2+24*a^3*b^2*x^2+88*a^3*b*c*x^2+28*a^3*b*g*x^2+20*a ^3*b*p*x^2+36*a^3*b*q*x^2+88*a^3*c^2*x^2+56*a^3*c*g*x^2+36*a^3*c*p*x^2+68*a^3*c *q*x^2+8*a^3*g^2*x^2+8*a^3*g*p*x^2+24*a^3*g*q*x^2+20*a^3*p*q*x^2+12*a^3*q^2*x^2 +24*a^2*b^3*x^2+144*a^2*b^2*c*x^2+48*a^2*b^2*g*x^2+48*a^2*b^2*p*x^2+48*a^2*b^2* q*x^2+288*a^2*b*c^2*x^2+188*a^2*b*c*g*x^2+172*a^2*b*c*p*x^2+204*a^2*b*c*q*x^2+ 28*a^2*b*g^2*x^2+56*a^2*b*g*p*x^2+72*a^2*b*g*q*x^2+18*a^2*b*p^2*x^2+72*a^2*b*p* q*x^2+30*a^2*b*q^2*x^2+192*a^2*c^3*x^2+192*a^2*c^2*g*x^2+156*a^2*c^2*p*x^2+204* a^2*c^2*q*x^2+58*a^2*c*g^2*x^2+100*a^2*c*g*p*x^2+144*a^2*c*g*q*x^2+28*a^2*c*p^2 *x^2+132*a^2*c*p*q*x^2+66*a^2*c*q^2*x^2+5*a^2*g^3*x^2+14*a^2*g^2*p*x^2+24*a^2*g ^2*q*x^2+5*a^2*g*p^2*x^2+48*a^2*g*p*q*x^2+24*a^2*g*q^2*x^2+18*a^2*p^2*q*x^2+24* a^2*p*q^2*x^2+6*a^2*q^3*x^2+8*a*b^4*x^2+88*a*b^3*c*x^2+28*a*b^3*g*x^2+36*a*b^3* p*x^2+20*a*b^3*q*x^2+288*a*b^2*c^2*x^2+188*a*b^2*c*g*x^2+204*a*b^2*c*p*x^2+172* a*b^2*c*q*x^2+28*a*b^2*g^2*x^2+72*a*b^2*g*p*x^2+56*a*b^2*g*q*x^2+30*a*b^2*p^2*x ^2+72*a*b^2*p*q*x^2+18*a*b^2*q^2*x^2+400*a*b*c^3*x^2+392*a*b*c^2*g*x^2+392*a*b* c^2*p*x^2+392*a*b*c^2*q*x^2+116*a*b*c*g^2*x^2+268*a*b*c*g*p*x^2+268*a*b*c*g*q*x ^2+106*a*b*c*p^2*x^2+288*a*b*c*p*q*x^2+106*a*b*c*q^2*x^2+10*a*b*g^3*x^2+42*a*b* g^2*p*x^2+42*a*b*g^2*q*x^2+35*a*b*g*p^2*x^2+108*a*b*g*p*q*x^2+35*a*b*g*q^2*x^2+ 7*a*b*p^3*x^2+45*a*b*p^2*q*x^2+45*a*b*p*q^2*x^2+7*a*b*q^3*x^2+200*a*c^4*x^2+268 *a*c^3*g*x^2+240*a*c^3*p*x^2+272*a*c^3*q*x^2+122*a*c^2*g^2*x^2+248*a*c^2*g*p*x^ 2+284*a*c^2*g*q*x^2+86*a*c^2*p^2*x^2+276*a*c^2*p*q*x^2+124*a*c^2*q^2*x^2+21*a*c *g^3*x^2+78*a*c*g^2*p*x^2+92*a*c*g^2*q*x^2+54*a*c*g*p^2*x^2+204*a*c*g*p*q*x^2+ 87*a*c*g*q^2*x^2+9*a*c*p^3*x^2+81*a*c*p^2*q*x^2+93*a*c*p*q^2*x^2+21*a*c*q^3*x^2 +a*g^4*x^2+7*a*g^3*p*x^2+9*a*g^3*q*x^2+7*a*g^2*p^2*x^2+36*a*g^2*p*q*x^2+14*a*g^ 2*q^2*x^2+a*g*p^3*x^2+30*a*g*p^2*q*x^2+36*a*g*p*q^2*x^2+7*a*g*q^3*x^2+7*a*p^3*q *x^2+15*a*p^2*q^2*x^2+9*a*p*q^3*x^2+a*q^4*x^2+16*b^4*c*x^2+4*b^4*g*x^2+8*b^4*p* x^2+88*b^3*c^2*x^2+56*b^3*c*g*x^2+68*b^3*c*p*x^2+36*b^3*c*q*x^2+8*b^3*g^2*x^2+ 24*b^3*g*p*x^2+8*b^3*g*q*x^2+12*b^3*p^2*x^2+20*b^3*p*q*x^2+192*b^2*c^3*x^2+192* b^2*c^2*g*x^2+204*b^2*c^2*p*x^2+156*b^2*c^2*q*x^2+58*b^2*c*g^2*x^2+144*b^2*c*g* p*x^2+100*b^2*c*g*q*x^2+66*b^2*c*p^2*x^2+132*b^2*c*p*q*x^2+28*b^2*c*q^2*x^2+5*b ^2*g^3*x^2+24*b^2*g^2*p*x^2+14*b^2*g^2*q*x^2+24*b^2*g*p^2*x^2+48*b^2*g*p*q*x^2+ 5*b^2*g*q^2*x^2+6*b^2*p^3*x^2+24*b^2*p^2*q*x^2+18*b^2*p*q^2*x^2+200*b*c^4*x^2+ 268*b*c^3*g*x^2+272*b*c^3*p*x^2+240*b*c^3*q*x^2+122*b*c^2*g^2*x^2+284*b*c^2*g*p *x^2+248*b*c^2*g*q*x^2+124*b*c^2*p^2*x^2+276*b*c^2*p*q*x^2+86*b*c^2*q^2*x^2+21* b*c*g^3*x^2+92*b*c*g^2*p*x^2+78*b*c*g^2*q*x^2+87*b*c*g*p^2*x^2+204*b*c*g*p*q*x^ 2+54*b*c*g*q^2*x^2+21*b*c*p^3*x^2+93*b*c*p^2*q*x^2+81*b*c*p*q^2*x^2+9*b*c*q^3*x ^2+b*g^4*x^2+9*b*g^3*p*x^2+7*b*g^3*q*x^2+14*b*g^2*p^2*x^2+36*b*g^2*p*q*x^2+7*b* g^2*q^2*x^2+7*b*g*p^3*x^2+36*b*g*p^2*q*x^2+30*b*g*p*q^2*x^2+b*g*q^3*x^2+b*p^4*x ^2+9*b*p^3*q*x^2+15*b*p^2*q^2*x^2+7*b*p*q^3*x^2+80*c^5*x^2+136*c^4*g*x^2+128*c^ 4*p*x^2+128*c^4*q*x^2+84*c^3*g^2*x^2+180*c^3*g*p*x^2+180*c^3*g*q*x^2+70*c^3*p^2 *x^2+184*c^3*p*q*x^2+70*c^3*q^2*x^2+22*c^2*g^3*x^2+88*c^2*g^2*p*x^2+88*c^2*g^2* q*x^2+73*c^2*g*p^2*x^2+204*c^2*g*p*q*x^2+73*c^2*g*q^2*x^2+15*c^2*p^3*x^2+87*c^2 *p^2*q*x^2+87*c^2*p*q^2*x^2+15*c^2*q^3*x^2+2*c*g^4*x^2+17*c*g^3*p*x^2+17*c*g^3* q*x^2+23*c*g^2*p^2*x^2+72*c*g^2*p*q*x^2+23*c*g^2*q^2*x^2+9*c*g*p^3*x^2+66*c*g*p ^2*q*x^2+66*c*g*p*q^2*x^2+9*c*g*q^3*x^2+c*p^4*x^2+16*c*p^3*q*x^2+30*c*p^2*q^2*x ^2+16*c*p*q^3*x^2+c*q^4*x^2+g^4*p*x^2+g^4*q*x^2+2*g^3*p^2*x^2+8*g^3*p*q*x^2+2*g ^3*q^2*x^2+g^2*p^3*x^2+12*g^2*p^2*q*x^2+12*g^2*p*q^2*x^2+g^2*q^3*x^2+6*g*p^3*q* x^2+12*g*p^2*q^2*x^2+6*g*p*q^3*x^2+p^4*q*x^2+3*p^3*q^2*x^2+3*p^2*q^3*x^2+p*q^4* x^2-16*a^4*b*x-32*a^4*c*x-8*a^4*g*x-16*a^4*q*x+8*a^4*x^2-32*a^3*b^2*x-144*a^3*b *c*x-48*a^3*b*g*x-40*a^3*b*p*x-48*a^3*b*q*x-4*a^3*b*r*x+68*a^3*b*x^2-160*a^3*c^ 2*x-104*a^3*c*g*x-72*a^3*c*p*x-112*a^3*c*q*x-4*a^3*c*r*x+128*a^3*c*x^2-16*a^3*g ^2*x-16*a^3*g*p*x-40*a^3*g*q*x+38*a^3*g*x^2-40*a^3*p*q*x+20*a^3*p*x^2-16*a^3*q^ 2*x-4*a^3*q*r*x+56*a^3*q*x^2-16*a^2*b^3*x-144*a^2*b^2*c*x-48*a^2*b^2*g*x-64*a^2 *b^2*p*x-32*a^2*b^2*q*x+120*a^2*b^2*x^2-384*a^2*b*c^2*x-256*a^2*b*c*g*x-280*a^2 *b*c*p*x-208*a^2*b*c*q*x-12*a^2*b*c*r*x+464*a^2*b*c*x^2-40*a^2*b*g^2*x-96*a^2*b *g*p*x-72*a^2*b*g*q*x-4*a^2*b*g*r*x+154*a^2*b*g*x^2-36*a^2*b*p^2*x-96*a^2*b*p*q *x-8*a^2*b*p*r*x+132*a^2*b*p*x^2-20*a^2*b*q^2*x+168*a^2*b*q*x^2-304*a^2*c^3*x-\ 312*a^2*c^2*g*x-280*a^2*c^2*p*x-272*a^2*c^2*q*x-12*a^2*c^2*r*x+456*a^2*c^2*x^2-\ 100*a^2*c*g^2*x-184*a^2*c*g*p*x-192*a^2*c*g*q*x-4*a^2*c*g*r*x+300*a^2*c*g*x^2-\ 56*a^2*c*p^2*x-216*a^2*c*p*q*x-8*a^2*c*p*r*x+234*a^2*c*p*x^2-68*a^2*c*q^2*x-12* a^2*c*q*r*x+336*a^2*c*q*x^2-10*a^2*g^3*x-28*a^2*g^2*p*x-32*a^2*g^2*q*x+45*a^2*g ^2*x^2-10*a^2*g*p^2*x-80*a^2*g*p*q*x+69*a^2*g*p*x^2-24*a^2*g*q^2*x-4*a^2*g*q*r* x+120*a^2*g*q*x^2-36*a^2*p^2*q*x+18*a^2*p^2*x^2-32*a^2*p*q^2*x-8*a^2*p*q*r*x+ 108*a^2*p*q*x^2-4*a^2*q^3*x+54*a^2*q^2*x^2-32*a*b^3*c*x-8*a*b^3*g*x-24*a*b^3*p* x+4*a*b^3*r*x+68*a*b^3*x^2-192*a*b^2*c^2*x-120*a*b^2*c*g*x-200*a*b^2*c*p*x-64*a *b^2*c*q*x+12*a*b^2*c*r*x+464*a*b^2*c*x^2-16*a*b^2*g^2*x-72*a*b^2*g*p*x-16*a*b^ 2*g*q*x+4*a*b^2*g*r*x+154*a*b^2*g*x^2-40*a*b^2*p^2*x-48*a*b^2*p*q*x+168*a*b^2*p *x^2+8*a*b^2*q*r*x+132*a*b^2*q*x^2-400*a*b*c^3*x-392*a*b*c^2*g*x-512*a*b*c^2*p* x-272*a*b*c^2*q*x+968*a*b*c^2*x^2-116*a*b*c*g^2*x-360*a*b*c*g*p*x-176*a*b*c*g*q *x+644*a*b*c*g*x^2-172*a*b*c*p^2*x-288*a*b*c*p*q*x-16*a*b*c*p*r*x+626*a*b*c*p*x ^2-40*a*b*c*q^2*x+16*a*b*c*q*r*x+626*a*b*c*q*x^2-10*a*b*g^3*x-60*a*b*g^2*p*x-24 *a*b*g^2*q*x+98*a*b*g^2*x^2-60*a*b*g*p^2*x-108*a*b*g*p*q*x-6*a*b*g*p*r*x+217*a* b*g*p*x^2-10*a*b*g*q^2*x+6*a*b*g*q*r*x+217*a*b*g*q*x^2-14*a*b*p^3*x-60*a*b*p^2* q*x-5*a*b*p^2*r*x+81*a*b*p^2*x^2-30*a*b*p*q^2*x+234*a*b*p*q*x^2+5*a*b*q^2*r*x+ 81*a*b*q^2*x^2-256*a*c^4*x-352*a*c^3*g*x-368*a*c^3*p*x-272*a*c^3*q*x-8*a*c^3*r* x+648*a*c^3*x^2-168*a*c^2*g^2*x-392*a*c^2*g*p*x-280*a*c^2*g*q*x-4*a*c^2*g*r*x+ 654*a*c^2*g*x^2-152*a*c^2*p^2*x-360*a*c^2*p*q*x-16*a*c^2*p*r*x+576*a*c^2*p*x^2-\ 88*a*c^2*q^2*x-4*a*c^2*q*r*x+662*a*c^2*q*x^2-32*a*c*g^3*x-132*a*c*g^2*p*x-88*a* c*g^2*q*x+201*a*c*g^2*x^2-98*a*c*g*p^2*x-268*a*c*g*p*q*x-6*a*c*g*p*r*x+390*a*c* g*p*x^2-58*a*c*g*q^2*x-2*a*c*g*q*r*x+467*a*c*g*q*x^2-18*a*c*p^3*x-132*a*c*p^2*q *x-5*a*c*p^2*r*x+135*a*c*p^2*x^2-94*a*c*p*q^2*x-16*a*c*p*q*r*x+450*a*c*p*q*x^2-\ 8*a*c*q^3*x+5*a*c*q^2*r*x+197*a*c*q^2*x^2-2*a*g^4*x-14*a*g^3*p*x-8*a*g^3*q*x+18 *a*g^3*x^2-14*a*g^2*p^2*x-48*a*g^2*p*q*x+60*a*g^2*p*x^2-8*a*g^2*q^2*x+77*a*g^2* q*x^2-2*a*g*p^3*x-50*a*g*p^2*q*x+39*a*g*p^2*x^2-36*a*g*p*q^2*x-6*a*g*p*q*r*x+ 168*a*g*p*q*x^2-2*a*g*q^3*x+2*a*g*q^2*r*x+70*a*g*q^2*x^2-14*a*p^3*q*x+7*a*p^3*x ^2-20*a*p^2*q^2*x-5*a*p^2*q*r*x+66*a*p^2*q*x^2-6*a*p*q^3*x+75*a*p*q^2*x^2+a*q^3 *r*x+16*a*q^3*x^2+8*b^4*x^2-16*b^3*c^2*x-8*b^3*c*g*x-24*b^3*c*p*x+4*b^3*c*r*x+ 128*b^3*c*x^2-8*b^3*g*p*x+38*b^3*g*x^2-8*b^3*p^2*x+4*b^3*p*r*x+56*b^3*p*x^2+20* b^3*q*x^2-80*b^2*c^3*x-72*b^2*c^2*g*x-136*b^2*c^2*p*x-32*b^2*c^2*q*x+12*b^2*c^2 *r*x+456*b^2*c^2*x^2-16*b^2*c*g^2*x-96*b^2*c*g*p*x-16*b^2*c*g*q*x+4*b^2*c*g*r*x +300*b^2*c*g*x^2-64*b^2*c*p^2*x-48*b^2*c*p*q*x+12*b^2*c*p*r*x+336*b^2*c*p*x^2+8 *b^2*c*q*r*x+234*b^2*c*q*x^2-16*b^2*g^2*p*x+45*b^2*g^2*x^2-24*b^2*g*p^2*x-16*b^ 2*g*p*q*x+4*b^2*g*p*r*x+120*b^2*g*p*x^2+69*b^2*g*q*x^2-8*b^2*p^3*x-16*b^2*p^2*q *x+54*b^2*p^2*x^2+8*b^2*p*q*r*x+108*b^2*p*q*x^2+18*b^2*q^2*x^2-144*b*c^4*x-184* b*c^3*g*x-272*b*c^3*p*x-112*b*c^3*q*x+8*b*c^3*r*x+648*b*c^3*x^2-76*b*c^2*g^2*x-\ 288*b*c^2*g*p*x-104*b*c^2*g*q*x+4*b*c^2*g*r*x+654*b*c^2*g*x^2-160*b*c^2*p^2*x-\ 192*b*c^2*p*q*x+4*b*c^2*p*r*x+662*b*c^2*p*x^2-20*b*c^2*q^2*x+16*b*c^2*q*r*x+576 *b*c^2*q*x^2-10*b*c*g^3*x-96*b*c*g^2*p*x-24*b*c*g^2*q*x+201*b*c*g^2*x^2-116*b*c *g*p^2*x-140*b*c*g*p*q*x+2*b*c*g*p*r*x+467*b*c*g*p*x^2-10*b*c*g*q^2*x+6*b*c*g*q *r*x+390*b*c*g*q*x^2-34*b*c*p^3*x-92*b*c*p^2*q*x-5*b*c*p^2*r*x+197*b*c*p^2*x^2-\ 30*b*c*p*q^2*x+16*b*c*p*q*r*x+450*b*c*p*q*x^2+5*b*c*q^2*r*x+135*b*c*q^2*x^2-10* b*g^3*p*x+18*b*g^3*x^2-20*b*g^2*p^2*x-24*b*g^2*p*q*x+77*b*g^2*p*x^2+60*b*g^2*q* x^2-12*b*g*p^3*x-36*b*g*p^2*q*x-2*b*g*p^2*r*x+70*b*g*p^2*x^2-10*b*g*p*q^2*x+6*b *g*p*q*r*x+168*b*g*p*q*x^2+39*b*g*q^2*x^2-2*b*p^4*x-12*b*p^3*q*x-b*p^3*r*x+16*b *p^3*x^2-10*b*p^2*q^2*x+75*b*p^2*q*x^2+5*b*p*q^2*r*x+66*b*p*q^2*x^2+7*b*q^3*x^2 -80*c^5*x-136*c^4*g*x-160*c^4*p*x-96*c^4*q*x+328*c^4*x^2-84*c^3*g^2*x-232*c^3*g *p*x-128*c^3*g*q*x+448*c^3*g*x^2-104*c^3*p^2*x-184*c^3*p*q*x-4*c^3*p*r*x+418*c^ 3*p*x^2-36*c^3*q^2*x+4*c^3*q*r*x+418*c^3*q*x^2-22*c^2*g^3*x-120*c^2*g^2*p*x-56* c^2*g^2*q*x+210*c^2*g^2*x^2-112*c^2*g*p^2*x-204*c^2*g*p*q*x-2*c^2*g*p*r*x+441*c ^2*g*p*x^2-34*c^2*g*q^2*x+2*c^2*g*q*r*x+441*c^2*g*q*x^2-26*c^2*p^3*x-112*c^2*p^ 2*q*x-5*c^2*p^2*r*x+171*c^2*p^2*x^2-62*c^2*p*q^2*x+450*c^2*p*q*x^2-4*c^2*q^3*x+ 5*c^2*q^2*r*x+171*c^2*q^2*x^2-2*c*g^4*x-26*c*g^3*p*x-8*c*g^3*q*x+38*c*g^3*x^2-\ 38*c*g^2*p^2*x-72*c*g^2*p*q*x+144*c*g^2*p*x^2-8*c*g^2*q^2*x+144*c*g^2*q*x^2-16* c*g*p^3*x-86*c*g*p^2*q*x-2*c*g*p^2*r*x+117*c*g*p^2*x^2-46*c*g*p*q^2*x+336*c*g*p *q*x^2-2*c*g*q^3*x+2*c*g*q^2*r*x+117*c*g*q^2*x^2-2*c*p^4*x-26*c*p^3*q*x-c*p^3*r *x+25*c*p^3*x^2-30*c*p^2*q^2*x-5*c*p^2*q*r*x+141*c*p^2*q*x^2-6*c*p*q^3*x+5*c*p* q^2*r*x+141*c*p*q^2*x^2+c*q^3*r*x+25*c*q^3*x^2-2*g^4*p*x+2*g^4*x^2-4*g^3*p^2*x-\ 8*g^3*p*q*x+14*g^3*p*x^2+14*g^3*q*x^2-2*g^2*p^3*x-16*g^2*p^2*q*x+18*g^2*p^2*x^2 -8*g^2*p*q^2*x+60*g^2*p*q*x^2+18*g^2*q^2*x^2-10*g*p^3*q*x+7*g*p^3*x^2-12*g*p^2* q^2*x-2*g*p^2*q*r*x+54*g*p^2*q*x^2-2*g*p*q^3*x+2*g*p*q^2*r*x+54*g*p*q^2*x^2+7*g *q^3*x^2-2*p^4*q*x+p^4*x^2-4*p^3*q^2*x-p^3*q*r*x+13*p^3*q*x^2-2*p^2*q^3*x+24*p^ 2*q^2*x^2+p*q^3*r*x+13*p*q^3*x^2+q^4*x^2+8*a^4*b+16*a^4*c+4*a^4*g+8*a^4*q-16*a^ 4*x+8*a^3*b^2+56*a^3*b*c+20*a^3*b*g+20*a^3*b*p+12*a^3*b*q+4*a^3*b*r-104*a^3*b*x +72*a^3*c^2+48*a^3*c*g+36*a^3*c*p+44*a^3*c*q+4*a^3*c*r-224*a^3*c*x+8*a^3*g^2+8* a^3*g*p+16*a^3*g*q-68*a^3*g*x+20*a^3*p*q-40*a^3*p*x+4*a^3*q^2+4*a^3*q*r-88*a^3* q*x-4*a^3*r*x+44*a^3*x^2+24*a^2*b^2*c+8*a^2*b^2*g+16*a^2*b^2*p-120*a^2*b^2*x+ 120*a^2*b*c^2+84*a^2*b*c*g+108*a^2*b*c*p+36*a^2*b*c*q+12*a^2*b*c*r-592*a^2*b*c* x+14*a^2*b*g^2+40*a^2*b*g*p+12*a^2*b*g*q+4*a^2*b*g*r-200*a^2*b*g*x+18*a^2*b*p^2 +24*a^2*b*p*q+8*a^2*b*p*r-200*a^2*b*p*x-172*a^2*b*q*x-10*a^2*b*r*x+184*a^2*b*x^ 2+120*a^2*c^3+128*a^2*c^2*g+124*a^2*c^2*p+84*a^2*c^2*q+12*a^2*c^2*r-696*a^2*c^2 *x+44*a^2*c*g^2+84*a^2*c*g*p+60*a^2*c*g*q+4*a^2*c*g*r-468*a^2*c*g*x+28*a^2*c*p^ 2+84*a^2*c*p*q+8*a^2*c*p*r-404*a^2*c*p*x+12*a^2*c*q^2+12*a^2*c*q*r-436*a^2*c*q* x-22*a^2*c*r*x+352*a^2*c*x^2+5*a^2*g^3+14*a^2*g^2*p+10*a^2*g^2*q-74*a^2*g^2*x+5 *a^2*g*p^2+32*a^2*g*p*q-122*a^2*g*p*x+4*a^2*g*q^2+4*a^2*g*q*r-156*a^2*g*q*x-4*a ^2*g*r*x+114*a^2*g*x^2+18*a^2*p^2*q-36*a^2*p^2*x+8*a^2*p*q^2+8*a^2*p*q*r-168*a^ 2*p*q*x-8*a^2*p*r*x+84*a^2*p*x^2-56*a^2*q^2*x-10*a^2*q*r*x+136*a^2*q*x^2-32*a*b ^3*x+24*a*b^2*c^2+16*a*b^2*c*g+32*a*b^2*c*p-336*a*b^2*c*x+2*a*b^2*g^2+12*a*b^2* g*p-108*a*b^2*g*x+10*a*b^2*p^2-164*a*b^2*p*x-64*a*b^2*q*x+10*a*b^2*r*x+184*a*b^ 2*x^2+104*a*b*c^3+108*a*b*c^2*g+156*a*b*c^2*p+36*a*b*c^2*q+12*a*b*c^2*r-968*a*b *c^2*x+34*a*b*c*g^2+116*a*b*c*g*p+24*a*b*c*g*q+8*a*b*c*g*r-644*a*b*c*g*x+66*a*b *c*p^2+48*a*b*c*p*q+16*a*b*c*p*r-780*a*b*c*p*x-472*a*b*c*q*x+768*a*b*c*x^2+3*a* b*g^3+21*a*b*g^2*p+3*a*b*g^2*q+a*b*g^2*r-98*a*b*g^2*x+25*a*b*g*p^2+18*a*b*g*p*q +6*a*b*g*p*r-276*a*b*g*p*x-158*a*b*g*q*x+260*a*b*g*x^2+7*a*b*p^3+15*a*b*p^2*q+5 *a*b*p^2*r-122*a*b*p^2*x-234*a*b*p*q*x-13*a*b*p*r*x+246*a*b*p*x^2-40*a*b*q^2*x+ 13*a*b*q*r*x+246*a*b*q*x^2+88*a*c^4+128*a*c^3*g+140*a*c^3*p+68*a*c^3*q+12*a*c^3 *r-816*a*c^3*x+66*a*c^2*g^2+156*a*c^2*g*p+72*a*c^2*g*q+8*a*c^2*g*r-840*a*c^2*g* x+66*a*c^2*p^2+108*a*c^2*p*q+16*a*c^2*p*r-852*a*c^2*p*x+12*a*c^2*q^2+12*a*c^2*q *r-672*a*c^2*q*x-22*a*c^2*r*x+772*a*c^2*x^2+14*a*c*g^3+57*a*c*g^2*p+23*a*c*g^2* q+a*c*g^2*r-268*a*c*g^2*x+44*a*c*g*p^2+82*a*c*g*p*q+6*a*c*g*p*r-590*a*c*g*p*x+8 *a*c*g*q^2+8*a*c*g*q*r-470*a*c*g*q*x-8*a*c*g*r*x+522*a*c*g*x^2+9*a*c*p^3+51*a*c *p^2*q+5*a*c*p^2*r-230*a*c*p^2*x+16*a*c*p*q^2+16*a*c*p*q*r-570*a*c*p*q*x-29*a*c *p*r*x+450*a*c*p*x^2-152*a*c*q^2*x-7*a*c*q*r*x+528*a*c*q*x^2+a*g^4+7*a*g^3*p+2* a*g^3*q-26*a*g^3*x+7*a*g^2*p^2+15*a*g^2*p*q-96*a*g^2*p*x+a*g^2*q^2+a*g^2*q*r-76 *a*g^2*q*x+81*a*g^2*x^2+a*g*p^3+20*a*g*p^2*q-68*a*g*p^2*x+6*a*g*p*q^2+6*a*g*p*q *r-214*a*g*p*q*x-6*a*g*p*r*x+150*a*g*p*x^2-52*a*g*q^2*x-2*a*g*q*r*x+189*a*g*q*x ^2+7*a*p^3*q-14*a*p^3*x+5*a*p^2*q^2+5*a*p^2*q*r-102*a*p^2*q*x-5*a*p^2*r*x+51*a* p^2*x^2-76*a*p*q^2*x-13*a*p*q*r*x+180*a*p*q*x^2-8*a*q^3*x+4*a*q^2*r*x+77*a*q^2* x^2-32*b^3*c*x-8*b^3*g*x-24*b^3*p*x+4*b^3*r*x+44*b^3*x^2+8*b^2*c^3+8*b^2*c^2*g+ 16*b^2*c^2*p-216*b^2*c^2*x+2*b^2*c*g^2+12*b^2*c*g*p-132*b^2*c*g*x+10*b^2*c*p^2-\ 236*b^2*c*p*x-64*b^2*c*q*x+22*b^2*c*r*x+352*b^2*c*x^2+2*b^2*g^2*p-16*b^2*g^2*x+ 4*b^2*g*p^2-84*b^2*g*p*x-16*b^2*g*q*x+4*b^2*g*r*x+114*b^2*g*x^2+2*b^2*p^3-52*b^ 2*p^2*x-48*b^2*p*q*x+10*b^2*p*r*x+136*b^2*p*x^2+8*b^2*q*r*x+84*b^2*q*x^2+32*b*c ^4+44*b*c^3*g+68*b*c^3*p+12*b*c^3*q+4*b*c^3*r-480*b*c^3*x+20*b*c^2*g^2+76*b*c^2 *g*p+12*b*c^2*g*q+4*b*c^2*g*r-468*b*c^2*g*x+48*b*c^2*p^2+24*b*c^2*p*q+8*b*c^2*p *r-652*b*c^2*p*x-300*b*c^2*q*x+22*b*c^2*r*x+772*b*c^2*x^2+3*b*c*g^3+27*b*c*g^2* p+3*b*c*g^2*q+b*c*g^2*r-134*b*c*g^2*x+37*b*c*g*p^2+18*b*c*g*p*q+6*b*c*g*p*r-464 *b*c*g*p*x-190*b*c*g*q*x+8*b*c*g*r*x+522*b*c*g*x^2+13*b*c*p^3+15*b*c*p^2*q+5*b* c*p^2*r-242*b*c*p^2*x-330*b*c*p*q*x+7*b*c*p*r*x+528*b*c*p*x^2-40*b*c*q^2*x+29*b *c*q*r*x+450*b*c*q*x^2+3*b*g^3*p-10*b*g^3*x+7*b*g^2*p^2+3*b*g^2*p*q+b*g^2*p*r-\ 78*b*g^2*p*x-24*b*g^2*q*x+81*b*g^2*x^2+5*b*g*p^3+6*b*g*p^2*q+2*b*g*p^2*r-88*b*g *p^2*x-122*b*g*p*q*x+2*b*g*p*r*x+189*b*g*p*x^2-10*b*g*q^2*x+6*b*g*q*r*x+150*b*g *q*x^2+b*p^4+3*b*p^3*q+b*p^3*r-24*b*p^3*x-74*b*p^2*q*x-4*b*p^2*r*x+77*b*p^2*x^2 -30*b*p*q^2*x+13*b*p*q*r*x+180*b*p*q*x^2+5*b*q^2*r*x+51*b*q^2*x^2+24*c^5+44*c^4 *g+52*c^4*p+20*c^4*q+4*c^4*r-328*c^4*x+30*c^3*g^2+80*c^3*g*p+28*c^3*g*q+4*c^3*g *r-448*c^3*g*x+38*c^3*p^2+44*c^3*p*q+8*c^3*p*r-512*c^3*p*x+4*c^3*q^2+4*c^3*q*r-\ 324*c^3*q*x+528*c^3*x^2+9*c^2*g^3+45*c^2*g^2*p+13*c^2*g^2*q+c^2*g^2*r-210*c^2*g ^2*x+43*c^2*g*p^2+50*c^2*g*p*q+6*c^2*g*p*r-552*c^2*g*p*x+4*c^2*g*q^2+4*c^2*g*q* r-330*c^2*g*q*x+544*c^2*g*x^2+11*c^2*p^3+33*c^2*p^2*q+5*c^2*p^2*r-246*c^2*p^2*x +8*c^2*p*q^2+8*c^2*p*q*r-450*c^2*p*q*x-11*c^2*p*r*x+502*c^2*p*x^2-96*c^2*q^2*x+ 11*c^2*q*r*x+502*c^2*q*x^2+c*g^4+11*c*g^3*p+2*c*g^3*q-38*c*g^3*x+16*c*g^2*p^2+ 18*c*g^2*p*q+c*g^2*p*r-188*c*g^2*p*x+c*g^2*q^2+c*g^2*q*r-100*c*g^2*q*x+172*c*g^ 2*x^2+7*c*g*p^3+26*c*g*p^2*q+2*c*g*p^2*r-172*c*g*p^2*x+6*c*g*p*q^2+6*c*g*p*q*r-\ 336*c*g*p*q*x-4*c*g*p*r*x+354*c*g*p*x^2-62*c*g*q^2*x+4*c*g*q*r*x+354*c*g*q*x^2+ c*p^4+10*c*p^3*q+c*p^3*r-42*c*p^3*x+5*c*p^2*q^2+5*c*p^2*q*r-176*c*p^2*q*x-9*c*p ^2*r*x+136*c*p^2*x^2-106*c*p*q^2*x+360*c*p*q*x^2-8*c*q^3*x+9*c*q^2*r*x+136*c*q^ 2*x^2+g^4*p-2*g^4*x+2*g^3*p^2+2*g^3*p*q-20*g^3*p*x-8*g^3*q*x+16*g^3*x^2+g^2*p^3 +5*g^2*p^2*q-28*g^2*p^2*x+g^2*p*q^2+g^2*p*q*r-60*g^2*p*q*x+58*g^2*p*x^2-8*g^2*q ^2*x+58*g^2*q*x^2+4*g*p^3*q-12*g*p^3*x+2*g*p^2*q^2+2*g*p^2*q*r-68*g*p^2*q*x-2*g *p^2*r*x+46*g*p^2*x^2-40*g*p*q^2*x+136*g*p*q*x^2-2*g*q^3*x+2*g*q^2*r*x+46*g*q^2 *x^2+p^4*q-2*p^4*x+p^3*q^2+p^3*q*r-20*p^3*q*x-p^3*r*x+10*p^3*x^2-24*p^2*q^2*x-4 *p^2*q*r*x+56*p^2*q*x^2-6*p*q^3*x+4*p*q^2*r*x+56*p*q^2*x^2+q^3*r*x+10*q^3*x^2+8 *a^4+36*a^3*b+96*a^3*c+30*a^3*g+20*a^3*p+32*a^3*q+4*a^3*r-72*a^3*x+20*a^2*b^2+ 168*a^2*b*c+60*a^2*b*g+68*a^2*b*p+30*a^2*b*q+10*a^2*b*r-224*a^2*b*x+260*a^2*c^2 +182*a^2*c*g+170*a^2*c*p+126*a^2*c*q+22*a^2*c*r-512*a^2*c*x+31*a^2*g^2+53*a^2*g *p+46*a^2*g*q+4*a^2*g*r-168*a^2*g*x+18*a^2*p^2+60*a^2*p*q+8*a^2*p*r-136*a^2*p*x +10*a^2*q^2+10*a^2*q*r-172*a^2*q*x-10*a^2*r*x+88*a^2*x^2+40*a*b^2*c+14*a*b^2*g+ 26*a*b^2*p-144*a*b^2*x+228*a*b*c^2+162*a*b*c*g+214*a*b*c*p+60*a*b*c*q+20*a*b*c* r-768*a*b*c*x+27*a*b*g^2+80*a*b*g*p+21*a*b*g*q+7*a*b*g*r-260*a*b*g*x+41*a*b*p^2 +39*a*b*p*q+13*a*b*p*r-292*a*b*p*x-200*a*b*q*x+200*a*b*x^2+264*a*c^3+288*a*c^2* g+306*a*c^2*p+156*a*c^2*q+32*a*c^2*r-952*a*c^2*x+100*a*c*g^2+221*a*c*g*p+113*a* c*g*q+15*a*c*g*r-652*a*c*g*x+95*a*c*p^2+159*a*c*p*q+29*a*c*p*r-636*a*c*p*x+20*a *c*q^2+20*a*c*q*r-544*a*c*q*x-20*a*c*r*x+400*a*c*x^2+11*a*g^3+39*a*g^2*p+19*a*g ^2*q+a*g^2*r-104*a*g^2*x+29*a*g*p^2+61*a*g*p*q+6*a*g*p*r-214*a*g*p*x+7*a*g*q^2+ 7*a*g*q*r-194*a*g*q*x-4*a*g*r*x+136*a*g*x^2+7*a*p^3+36*a*p^2*q+5*a*p^2*r-82*a*p ^2*x+13*a*p*q^2+13*a*p*q*r-222*a*p*q*x-13*a*p*r*x+114*a*p*x^2-64*a*q^2*x-3*a*q* r*x+138*a*q*x^2-16*b^3*x+20*b^2*c^2+14*b^2*c*g+26*b^2*c*p-192*b^2*c*x+2*b^2*g^2 +10*b^2*g*p-60*b^2*g*x+8*b^2*p^2-100*b^2*p*x-32*b^2*q*x+10*b^2*r*x+88*b^2*x^2+ 96*b*c^3+102*b*c^2*g+146*b*c^2*p+30*b*c^2*q+10*b*c^2*r-592*b*c^2*x+33*b*c*g^2+ 110*b*c*g*p+21*b*c*g*q+7*b*c*g*r-392*b*c*g*x+65*b*c*p^2+39*b*c*p*q+13*b*c*p*r-\ 512*b*c*p*x-264*b*c*q*x+20*b*c*r*x+400*b*c*x^2+3*b*g^3+20*b*g^2*p+3*b*g^2*q+b*g ^2*r-58*b*g^2*x+25*b*g*p^2+15*b*g*p*q+5*b*g*p*r-184*b*g*p*x-86*b*g*q*x+4*b*g*r* x+136*b*g*x^2+8*b*p^3+12*b*p^2*q+4*b*p^2*r-90*b*p^2*x-138*b*p*q*x+3*b*p*r*x+138 *b*p*x^2-20*b*q^2*x+13*b*q*r*x+114*b*q*x^2+92*c^4+136*c^3*g+156*c^3*p+62*c^3*q+ 14*c^3*r-528*c^3*x+71*c^2*g^2+178*c^2*g*p+67*c^2*g*q+11*c^2*g*r-544*c^2*g*x+85* c^2*p^2+99*c^2*p*q+21*c^2*p*r-600*c^2*p*x+10*c^2*q^2+10*c^2*q*r-404*c^2*q*x+416 *c^2*x^2+15*c*g^3+66*c*g^2*p+22*c*g^2*q+2*c*g^2*r-172*c*g^2*x+62*c*g*p^2+76*c*g *p*q+11*c*g*p*r-428*c*g*p*x+7*c*g*q^2+7*c*g*q*r-280*c*g*q*x+288*c*g*x^2+17*c*p^ 3+48*c*p^2*q+9*c*p^2*r-188*c*p^2*x+13*c*p*q^2+13*c*p*q*r-360*c*p*q*x-10*c*p*r*x +262*c*p*x^2-84*c*q^2*x+10*c*q*r*x+262*c*q*x^2+g^4+8*g^3*p+2*g^3*q-16*g^3*x+11* g^2*p^2+14*g^2*p*q+g^2*p*r-72*g^2*p*x+g^2*q^2+g^2*q*r-44*g^2*q*x+46*g^2*x^2+5*g *p^3+19*g*p^2*q+2*g*p^2*r-64*g*p^2*x+5*g*p*q^2+5*g*p*q*r-136*g*p*q*x-2*g*p*r*x+ 93*g*p*x^2-28*g*q^2*x+2*g*q*r*x+93*g*q*x^2+p^4+7*p^3*q+p^3*r-16*p^3*x+4*p^2*q^2 +4*p^2*q*r-68*p^2*q*x-4*p^2*r*x+35*p^2*x^2-44*p*q^2*x+94*p*q*x^2-4*q^3*x+4*q^2* r*x+35*q^2*x^2+28*a^3+56*a^2*b+176*a^2*c+60*a^2*g+52*a^2*p+46*a^2*q+10*a^2*r-\ 120*a^2*x+16*a*b^2+160*a*b*c+58*a*b*g+70*a*b*p+24*a*b*q+8*a*b*r-200*a*b*x+284*a *c^2+206*a*c*g+210*a*c*p+116*a*c*q+28*a*c*r-480*a*c*x+36*a*g^2+73*a*g*p+43*a*g* q+7*a*g*r-164*a*g*x+31*a*p^2+57*a*p*q+13*a*p*r-152*a*p*x+8*a*q^2+8*a*q*r-144*a* q*x-6*a*r*x+76*a*x^2+16*b^2*c+6*b^2*g+10*b^2*p-56*b^2*x+104*b*c^2+76*b*c*g+100* b*c*p+24*b*c*q+8*b*c*r-320*b*c*x+13*b*g^2+38*b*g*p+9*b*g*q+3*b*g*r-108*b*g*x+21 *b*p^2+15*b*p*q+5*b*p*r-132*b*p*x-76*b*q*x+6*b*r*x+76*b*x^2+136*c^3+152*c^2*g+ 168*c^2*p+70*c^2*q+18*c^2*r-416*c^2*x+54*c*g^2+126*c*g*p+52*c*g*q+10*c*g*r-288* c*g*x+60*c*p^2+72*c*p*q+18*c*p*r-304*c*p*x+8*c*q^2+8*c*q*r-220*c*q*x+160*c*x^2+ 6*g^3+23*g^2*p+9*g^2*q+g^2*r-46*g^2*x+21*g*p^2+28*g*p*q+5*g*p*r-108*g*p*x+3*g*q ^2+3*g*q*r-78*g*q*x+56*g*x^2+6*p^3+17*p^2*q+4*p^2*r-46*p^2*x+5*p*q^2+5*p*q*r-94 *p*q*x-3*p*r*x+50*p*x^2-24*q^2*x+3*q*r*x+50*q*x^2+36*a^2+36*a*b+128*a*c+46*a*g+ 44*a*p+28*a*q+8*a*r-88*a*x+4*b^2+48*b*c+18*b*g+22*b*p+6*b*q+2*b*r-64*b*x+96*c^2 +72*c*g+76*c*p+34*c*q+10*c*r-160*c*x+13*g^2+28*g*p+13*g*q+3*g*r-56*g*x+13*p^2+ 17*p*q+5*p*r-56*p*x+2*q^2+2*q*r-44*q*x+24*x^2+20*a+8*b+32*c+12*g+12*p+6*q+2*r-\ 24*x+4): Qcn:= 336+24*p^7*x-48*p^6*x^2-48*q^6*x^2-864*a^6*x+1728*a^5*x^2-288*b^6*x+ 1728*b^5*x^2-22656*c^6*x-72*g^6*x+360*g^5*x^2+120*p^6*x+168*p^5*x^2-24*q^6*x+ 168*q^5*x^2-2880*a^5*x-576*b^5*x-360*g^5*x-120*p^5*x-216*q^5*x+(64*a^6*b*c*r*x^ 3+32*a^6*b*p*r*x^3+32*a^6*b*q*r*x^3+48*a^6*b*r^2*x^3+128*a^6*c^2*r*x^3+32*a^6*c *g*r*x^3+64*a^6*c*p*r*x^3+128*a^6*c*q*r*x^3+96*a^6*c*r^2*x^3+16*a^6*g*p*r*x^3+ 16*a^6*g*q*r*x^3+24*a^6*g*r^2*x^3+32*a^6*p*q*r*x^3+32*a^6*q^2*r*x^3+48*a^6*q*r^ 2*x^3+320*a^5*b^2*c*r*x^3+160*a^5*b^2*p*r*x^3+160*a^5*b^2*q*r*x^3+240*a^5*b^2*r ^2*x^3+1152*a^5*b*c^2*r*x^3+384*a^5*b*c*g*r*x^3+832*a^5*b*c*p*r*x^3+1088*a^5*b* c*q*r*x^3+1008*a^5*b*c*r^2*x^3+192*a^5*b*g*p*r*x^3+192*a^5*b*g*q*r*x^3+288*a^5* b*g*r^2*x^3+128*a^5*b*p^2*r*x^3+384*a^5*b*p*q*r*x^3+264*a^5*b*p*r^2*x^3+256*a^5 *b*q^2*r*x^3+456*a^5*b*q*r^2*x^3+96*a^5*b*r^3*x^3+1088*a^5*c^3*r*x^3+736*a^5*c^ 2*g*r*x^3+1024*a^5*c^2*p*r*x^3+1472*a^5*c^2*q*r*x^3+1104*a^5*c^2*r^2*x^3+112*a^ 5*c*g^2*r*x^3+480*a^5*c*g*p*r*x^3+704*a^5*c*g*q*r*x^3+624*a^5*c*g*r^2*x^3+240*a ^5*c*p^2*r*x^3+960*a^5*c*p*q*r*x^3+504*a^5*c*p*r^2*x^3+656*a^5*c*q^2*r*x^3+984* a^5*c*q*r^2*x^3+192*a^5*c*r^3*x^3+56*a^5*g^2*p*r*x^3+56*a^5*g^2*q*r*x^3+84*a^5* g^2*r^2*x^3+56*a^5*g*p^2*r*x^3+224*a^5*g*p*q*r*x^3+120*a^5*g*p*r^2*x^3+168*a^5* g*q^2*r*x^3+288*a^5*g*q*r^2*x^3+48*a^5*g*r^3*x^3+128*a^5*p^2*q*r*x^3+224*a^5*p* q^2*r*x^3+264*a^5*p*q*r^2*x^3+96*a^5*q^3*r*x^3+216*a^5*q^2*r^2*x^3+96*a^5*q*r^3 *x^3+640*a^4*b^3*c*r*x^3+320*a^4*b^3*p*r*x^3+320*a^4*b^3*q*r*x^3+480*a^4*b^3*r^ 2*x^3+3456*a^4*b^2*c^2*r*x^3+1248*a^4*b^2*c*g*r*x^3+2816*a^4*b^2*c*p*r*x^3+3136 *a^4*b^2*c*q*r*x^3+3168*a^4*b^2*c*r^2*x^3+624*a^4*b^2*g*p*r*x^3+624*a^4*b^2*g*q *r*x^3+936*a^4*b^2*g*r^2*x^3+544*a^4*b^2*p^2*r*x^3+1248*a^4*b^2*p*q*r*x^3+1104* a^4*b^2*p*r^2*x^3+704*a^4*b^2*q^2*r*x^3+1344*a^4*b^2*q*r^2*x^3+384*a^4*b^2*r^3* x^3+6336*a^4*b*c^3*r*x^3+4544*a^4*b*c^2*g*r*x^3+6976*a^4*b*c^2*p*r*x^3+8320*a^4 *b*c^2*q*r*x^3+6816*a^4*b*c^2*r^2*x^3+768*a^4*b*c*g^2*r*x^3+3536*a^4*b*c*g*p*r* x^3+4208*a^4*b*c*g*q*r*x^3+4080*a^4*b*c*g*r^2*x^3+2320*a^4*b*c*p^2*r*x^3+6208*a ^4*b*c*p*q*r*x^3+4344*a^4*b*c*p*r^2*x^3+3568*a^4*b*c*q^2*r*x^3+5784*a^4*b*c*q*r ^2*x^3+1440*a^4*b*c*r^3*x^3+384*a^4*b*g^2*p*r*x^3+384*a^4*b*g^2*q*r*x^3+576*a^4 *b*g^2*r^2*x^3+632*a^4*b*g*p^2*r*x^3+1600*a^4*b*g*p*q*r*x^3+1284*a^4*b*g*p*r^2* x^3+968*a^4*b*g*q^2*r*x^3+1788*a^4*b*g*q*r^2*x^3+448*a^4*b*g*r^3*x^3+208*a^4*b* p^3*r*x^3+1072*a^4*b*p^2*q*r*x^3+540*a^4*b*p^2*r^2*x^3+1360*a^4*b*p*q^2*r*x^3+ 1968*a^4*b*p*q*r^2*x^3+336*a^4*b*p*r^3*x^3+496*a^4*b*q^3*r*x^3+1188*a^4*b*q^2*r ^2*x^3+624*a^4*b*q*r^3*x^3+40*a^4*b*r^4*x^3+3904*a^4*c^4*r*x^3+4256*a^4*c^3*g*r *x^3+5376*a^4*c^3*p*r*x^3+6656*a^4*c^3*q*r*x^3+4896*a^4*c^3*r^2*x^3+1456*a^4*c^ 2*g^2*r*x^3+4416*a^4*c^2*g*p*r*x^3+5664*a^4*c^2*g*q*r*x^3+4488*a^4*c^2*g*r^2*x^ 3+2432*a^4*c^2*p^2*r*x^3+7104*a^4*c^2*p*q*r*x^3+4392*a^4*c^2*p*r^2*x^3+4176*a^4 *c^2*q^2*r*x^3+6120*a^4*c^2*q*r^2*x^3+1440*a^4*c^2*r^3*x^3+152*a^4*c*g^3*r*x^3+ 1064*a^4*c*g^2*p*r*x^3+1368*a^4*c*g^2*q*r*x^3+1284*a^4*c*g^2*r^2*x^3+1296*a^4*c *g*p^2*r*x^3+4016*a^4*c*g*p*q*r*x^3+2556*a^4*c*g*p*r^2*x^3+2472*a^4*c*g*q^2*r*x ^3+3876*a^4*c*g*q*r^2*x^3+896*a^4*c*g*r^3*x^3+360*a^4*c*p^3*r*x^3+2296*a^4*c*p^ 2*q*r*x^3+960*a^4*c*p^2*r^2*x^3+3072*a^4*c*p*q^2*r*x^3+3960*a^4*c*p*q*r^2*x^3+ 624*a^4*c*p*r^3*x^3+1136*a^4*c*q^3*r*x^3+2484*a^4*c*q^2*r^2*x^3+1200*a^4*c*q*r^ 3*x^3+80*a^4*c*r^4*x^3+76*a^4*g^3*p*r*x^3+76*a^4*g^3*q*r*x^3+114*a^4*g^3*r^2*x^ 3+168*a^4*g^2*p^2*r*x^3+488*a^4*g^2*p*q*r*x^3+348*a^4*g^2*p*r^2*x^3+320*a^4*g^2 *q^2*r*x^3+576*a^4*g^2*q*r^2*x^3+128*a^4*g^2*r^3*x^3+76*a^4*g*p^3*r*x^3+628*a^4 *g*p^2*q*r*x^3+210*a^4*g*p^2*r^2*x^3+904*a^4*g*p*q^2*r*x^3+1212*a^4*g*p*q*r^2*x ^3+144*a^4*g*p*r^3*x^3+352*a^4*g*q^3*r*x^3+816*a^4*g*q^2*r^2*x^3+400*a^4*g*q*r^ 3*x^3+20*a^4*g*r^4*x^3+208*a^4*p^3*q*r*x^3+528*a^4*p^2*q^2*r*x^3+540*a^4*p^2*q* r^2*x^3+432*a^4*p*q^3*r*x^3+864*a^4*p*q^2*r^2*x^3+336*a^4*p*q*r^3*x^3+112*a^4*q ^4*r*x^3+324*a^4*q^3*r^2*x^3+240*a^4*q^2*r^3*x^3+40*a^4*q*r^4*x^3+640*a^3*b^4*c *r*x^3+320*a^3*b^4*p*r*x^3+320*a^3*b^4*q*r*x^3+480*a^3*b^4*r^2*x^3+4864*a^3*b^3 *c^2*r*x^3+1792*a^3*b^3*c*g*r*x^3+4224*a^3*b^3*c*p*r*x^3+4224*a^3*b^3*c*q*r*x^3 +4512*a^3*b^3*c*r^2*x^3+896*a^3*b^3*g*p*r*x^3+896*a^3*b^3*g*q*r*x^3+1344*a^3*b^ 3*g*r^2*x^3+896*a^3*b^3*p^2*r*x^3+1792*a^3*b^3*p*q*r*x^3+1776*a^3*b^3*p*r^2*x^3 +896*a^3*b^3*q^2*r*x^3+1776*a^3*b^3*q*r^2*x^3+576*a^3*b^3*r^3*x^3+13568*a^3*b^2 *c^3*r*x^3+9952*a^3*b^2*c^2*g*r*x^3+16256*a^3*b^2*c^2*p*r*x^3+17152*a^3*b^2*c^2 *q*r*x^3+14928*a^3*b^2*c^2*r^2*x^3+1744*a^3*b^2*c*g^2*r*x^3+8432*a^3*b^2*c*g*p* r*x^3+8880*a^3*b^2*c*g*q*r*x^3+9120*a^3*b^2*c*g*r^2*x^3+6176*a^3*b^2*c*p^2*r*x^ 3+13824*a^3*b^2*c*p*q*r*x^3+10992*a^3*b^2*c*p*r^2*x^3+7008*a^3*b^2*c*q^2*r*x^3+ 11952*a^3*b^2*c*q*r^2*x^3+3360*a^3*b^2*c*r^3*x^3+872*a^3*b^2*g^2*p*r*x^3+872*a^ 3*b^2*g^2*q*r*x^3+1308*a^3*b^2*g^2*r^2*x^3+1728*a^3*b^2*g*p^2*r*x^3+3680*a^3*b^ 2*g*p*q*r*x^3+3420*a^3*b^2*g*p*r^2*x^3+1952*a^3*b^2*g*q^2*r*x^3+3756*a^3*b^2*g* q*r^2*x^3+1104*a^3*b^2*g*r^3*x^3+720*a^3*b^2*p^3*r*x^3+2672*a^3*b^2*p^2*q*r*x^3 +1836*a^3*b^2*p^2*r^2*x^3+2864*a^3*b^2*p*q^2*r*x^3+4584*a^3*b^2*p*q*r^2*x^3+ 1104*a^3*b^2*p*r^3*x^3+912*a^3*b^2*q^3*r*x^3+2268*a^3*b^2*q^2*r^2*x^3+1296*a^3* b^2*q*r^3*x^3+120*a^3*b^2*r^4*x^3+16704*a^3*b*c^4*r*x^3+18432*a^3*b*c^3*g*r*x^3 +25216*a^3*b*c^3*p*r*x^3+27776*a^3*b*c^3*q*r*x^3+21408*a^3*b*c^3*r^2*x^3+6448*a ^3*b*c^2*g^2*r*x^3+21392*a^3*b*c^2*g*p*r*x^3+23888*a^3*b*c^2*g*q*r*x^3+19944*a^ 3*b*c^2*g*r^2*x^3+13328*a^3*b*c^2*p^2*r*x^3+32128*a^3*b*c^2*p*q*r*x^3+22368*a^3 *b*c^2*p*r^2*x^3+16816*a^3*b*c^2*q^2*r*x^3+25824*a^3*b*c^2*q*r^2*x^3+6624*a^3*b *c^2*r^3*x^3+704*a^3*b*c*g^3*r*x^3+5288*a^3*b*c*g^2*p*r*x^3+5896*a^3*b*c*g^2*q* r*x^3+5820*a^3*b*c*g^2*r^2*x^3+7704*a^3*b*c*g*p^2*r*x^3+18752*a^3*b*c*g*p*q*r*x ^3+13920*a^3*b*c*g*p*r^2*x^3+10056*a^3*b*c*g*q^2*r*x^3+16560*a^3*b*c*g*q*r^2*x^ 3+4304*a^3*b*c*g*r^3*x^3+2800*a^3*b*c*p^3*r*x^3+11712*a^3*b*c*p^2*q*r*x^3+6876* a^3*b*c*p^2*r^2*x^3+13264*a^3*b*c*p*q^2*r*x^3+18864*a^3*b*c*p*q*r^2*x^3+4032*a^ 3*b*c*p*r^3*x^3+4352*a^3*b*c*q^3*r*x^3+9924*a^3*b*c*q^2*r^2*x^3+5184*a^3*b*c*q* r^3*x^3+440*a^3*b*c*r^4*x^3+352*a^3*b*g^3*p*r*x^3+352*a^3*b*g^3*q*r*x^3+528*a^3 *b*g^3*r^2*x^3+1032*a^3*b*g^2*p^2*r*x^3+2368*a^3*b*g^2*p*q*r*x^3+2040*a^3*b*g^2 *p*r^2*x^3+1336*a^3*b*g^2*q^2*r*x^3+2496*a^3*b*g^2*q*r^2*x^3+656*a^3*b*g^2*r^3* x^3+808*a^3*b*g*p^3*r*x^3+3472*a^3*b*g*p^2*q*r*x^3+2076*a^3*b*g*p^2*r^2*x^3+ 4024*a^3*b*g*p*q^2*r*x^3+6108*a^3*b*g*p*q*r^2*x^3+1264*a^3*b*g*p*r^3*x^3+1360*a ^3*b*g*q^3*r*x^3+3288*a^3*b*g*q^2*r^2*x^3+1776*a^3*b*g*q*r^3*x^3+140*a^3*b*g*r^ 4*x^3+176*a^3*b*p^4*r*x^3+1312*a^3*b*p^3*q*r*x^3+546*a^3*b*p^3*r^2*x^3+2496*a^3 *b*p^2*q^2*r*x^3+3150*a^3*b*p^2*q*r^2*x^3+456*a^3*b*p^2*r^3*x^3+1760*a^3*b*p*q^ 3*r*x^3+3798*a^3*b*p*q^2*r^2*x^3+1776*a^3*b*p*q*r^3*x^3+100*a^3*b*p*r^4*x^3+400 *a^3*b*q^4*r*x^3+1194*a^3*b*q^3*r^2*x^3+936*a^3*b*q^2*r^3*x^3+180*a^3*b*q*r^4*x ^3+7616*a^3*c^5*r*x^3+11360*a^3*c^4*g*r*x^3+13760*a^3*c^4*p*r*x^3+15680*a^3*c^4 *q*r*x^3+11280*a^3*c^4*r^2*x^3+6048*a^3*c^3*g^2*r*x^3+16544*a^3*c^3*g*p*r*x^3+ 19232*a^3*c^3*g*q*r*x^3+14376*a^3*c^3*g*r^2*x^3+9136*a^3*c^3*p^2*r*x^3+23296*a^ 3*c^3*p*q*r*x^3+14976*a^3*c^3*p*r^2*x^3+12592*a^3*c^3*q^2*r*x^3+18048*a^3*c^3*q *r^2*x^3+4416*a^3*c^3*r^3*x^3+1336*a^3*c^2*g^3*r*x^3+6728*a^3*c^2*g^2*p*r*x^3+ 7992*a^3*c^2*g^2*q*r*x^3+6444*a^3*c^2*g^2*r^2*x^3+8160*a^3*c^2*g*p^2*r*x^3+ 21616*a^3*c^2*g*p*q*r*x^3+14172*a^3*c^2*g*p*r^2*x^3+11912*a^3*c^2*g*q^2*r*x^3+ 17748*a^3*c^2*g*q*r^2*x^3+4352*a^3*c^2*g*r^3*x^3+2632*a^3*c^2*p^3*r*x^3+12152*a ^3*c^2*p^2*q*r*x^3+6420*a^3*c^2*p^2*r^2*x^3+14416*a^3*c^2*p*q^2*r*x^3+18936*a^3 *c^2*p*q*r^2*x^3+3792*a^3*c^2*p*r^3*x^3+4896*a^3*c^2*q^3*r*x^3+10464*a^3*c^2*q^ 2*r^2*x^3+5136*a^3*c^2*q*r^3*x^3+440*a^3*c^2*r^4*x^3+100*a^3*c*g^4*r*x^3+1048*a ^3*c*g^3*p*r*x^3+1248*a^3*c*g^3*q*r*x^3+1188*a^3*c*g^3*r^2*x^3+2232*a^3*c*g^2*p ^2*r*x^3+6056*a^3*c*g^2*p*q*r*x^3+4176*a^3*c*g^2*p*r^2*x^3+3444*a^3*c*g^2*q^2*r *x^3+5496*a^3*c*g^2*q*r^2*x^3+1336*a^3*c*g^2*r^3*x^3+1464*a^3*c*g*p^3*r*x^3+ 7480*a^3*c*g*p^2*q*r*x^3+3780*a^3*c*g*p^2*r^2*x^3+9192*a^3*c*g*p*q^2*r*x^3+ 12420*a^3*c*g*p*q*r^2*x^3+2352*a^3*c*g*p*r^3*x^3+3176*a^3*c*g*q^3*r*x^3+7044*a^ 3*c*g*q^2*r^2*x^3+3520*a^3*c*g*q*r^3*x^3+280*a^3*c*g*r^4*x^3+276*a^3*c*p^4*r*x^ 3+2568*a^3*c*p^3*q*r*x^3+882*a^3*c*p^3*r^2*x^3+5220*a^3*c*p^2*q^2*r*x^3+5994*a^ 3*c*p^2*q*r^2*x^3+768*a^3*c*p^2*r^3*x^3+3840*a^3*c*p*q^3*r*x^3+7686*a^3*c*p*q^2 *r^2*x^3+3312*a^3*c*p*q*r^3*x^3+180*a^3*c*p*r^4*x^3+912*a^3*c*q^4*r*x^3+2574*a^ 3*c*q^3*r^2*x^3+1896*a^3*c*q^2*r^3*x^3+340*a^3*c*q*r^4*x^3+50*a^3*g^4*p*r*x^3+ 50*a^3*g^4*q*r*x^3+75*a^3*g^4*r^2*x^3+190*a^3*g^3*p^2*r*x^3+480*a^3*g^3*p*q*r*x ^3+378*a^3*g^3*p*r^2*x^3+290*a^3*g^3*q^2*r*x^3+528*a^3*g^3*q*r^2*x^3+124*a^3*g^ 3*r^3*x^3+190*a^3*g^2*p^3*r*x^3+1050*a^3*g^2*p^2*q*r*x^3+507*a^3*g^2*p^2*r^2*x^ 3+1340*a^3*g^2*p*q^2*r*x^3+1920*a^3*g^2*p*q*r^2*x^3+328*a^3*g^2*p*r^3*x^3+480*a ^3*g^2*q^3*r*x^3+1128*a^3*g^2*q^2*r^2*x^3+576*a^3*g^2*q*r^3*x^3+40*a^3*g^2*r^4* x^3+50*a^3*g*p^4*r*x^3+756*a^3*g*p^3*q*r*x^3+168*a^3*g*p^3*r^2*x^3+1666*a^3*g*p ^2*q^2*r*x^3+1896*a^3*g*p^2*q*r^2*x^3+156*a^3*g*p^2*r^3*x^3+1264*a^3*g*p*q^3*r* x^3+2616*a^3*g*p*q^2*r^2*x^3+1120*a^3*g*p*q*r^3*x^3+40*a^3*g*p*r^4*x^3+304*a^3* g*q^4*r*x^3+888*a^3*g*q^3*r^2*x^3+672*a^3*g*q^2*r^3*x^3+120*a^3*g*q*r^4*x^3+176 *a^3*p^4*q*r*x^3+592*a^3*p^3*q^2*r*x^3+546*a^3*p^3*q*r^2*x^3+720*a^3*p^2*q^3*r* x^3+1314*a^3*p^2*q^2*r^2*x^3+456*a^3*p^2*q*r^3*x^3+368*a^3*p*q^4*r*x^3+990*a^3* p*q^3*r^2*x^3+672*a^3*p*q^2*r^3*x^3+100*a^3*p*q*r^4*x^3+64*a^3*q^5*r*x^3+222*a^ 3*q^4*r^2*x^3+216*a^3*q^3*r^3*x^3+60*a^3*q^2*r^4*x^3+320*a^2*b^5*c*r*x^3+160*a^ 2*b^5*p*r*x^3+160*a^2*b^5*q*r*x^3+240*a^2*b^5*r^2*x^3+3456*a^2*b^4*c^2*r*x^3+ 1248*a^2*b^4*c*g*r*x^3+3136*a^2*b^4*c*p*r*x^3+2816*a^2*b^4*c*q*r*x^3+3168*a^2*b ^4*c*r^2*x^3+624*a^2*b^4*g*p*r*x^3+624*a^2*b^4*g*q*r*x^3+936*a^2*b^4*g*r^2*x^3+ 704*a^2*b^4*p^2*r*x^3+1248*a^2*b^4*p*q*r*x^3+1344*a^2*b^4*p*r^2*x^3+544*a^2*b^4 *q^2*r*x^3+1104*a^2*b^4*q*r^2*x^3+384*a^2*b^4*r^3*x^3+13568*a^2*b^3*c^3*r*x^3+ 9952*a^2*b^3*c^2*g*r*x^3+17152*a^2*b^3*c^2*p*r*x^3+16256*a^2*b^3*c^2*q*r*x^3+ 14928*a^2*b^3*c^2*r^2*x^3+1744*a^2*b^3*c*g^2*r*x^3+8880*a^2*b^3*c*g*p*r*x^3+ 8432*a^2*b^3*c*g*q*r*x^3+9120*a^2*b^3*c*g*r^2*x^3+7008*a^2*b^3*c*p^2*r*x^3+ 13824*a^2*b^3*c*p*q*r*x^3+11952*a^2*b^3*c*p*r^2*x^3+6176*a^2*b^3*c*q^2*r*x^3+ 10992*a^2*b^3*c*q*r^2*x^3+3360*a^2*b^3*c*r^3*x^3+872*a^2*b^3*g^2*p*r*x^3+872*a^ 2*b^3*g^2*q*r*x^3+1308*a^2*b^3*g^2*r^2*x^3+1952*a^2*b^3*g*p^2*r*x^3+3680*a^2*b^ 3*g*p*q*r*x^3+3756*a^2*b^3*g*p*r^2*x^3+1728*a^2*b^3*g*q^2*r*x^3+3420*a^2*b^3*g* q*r^2*x^3+1104*a^2*b^3*g*r^3*x^3+912*a^2*b^3*p^3*r*x^3+2864*a^2*b^3*p^2*q*r*x^3 +2268*a^2*b^3*p^2*r^2*x^3+2672*a^2*b^3*p*q^2*r*x^3+4584*a^2*b^3*p*q*r^2*x^3+ 1296*a^2*b^3*p*r^3*x^3+720*a^2*b^3*q^3*r*x^3+1836*a^2*b^3*q^2*r^2*x^3+1104*a^2* b^3*q*r^3*x^3+120*a^2*b^3*r^4*x^3+25600*a^2*b^2*c^4*r*x^3+28352*a^2*b^2*c^3*g*r *x^3+40960*a^2*b^2*c^3*p*r*x^3+40960*a^2*b^2*c^3*q*r*x^3+33024*a^2*b^2*c^3*r^2* x^3+9984*a^2*b^2*c^2*g^2*r*x^3+35200*a^2*b^2*c^2*g*p*r*x^3+35200*a^2*b^2*c^2*g* q*r*x^3+30912*a^2*b^2*c^2*g*r^2*x^3+23536*a^2*b^2*c^2*p^2*r*x^3+50048*a^2*b^2*c ^2*p*q*r*x^3+37680*a^2*b^2*c^2*p*r^2*x^3+23536*a^2*b^2*c^2*q^2*r*x^3+37680*a^2* b^2*c^2*q*r^2*x^3+10368*a^2*b^2*c^2*r^3*x^3+1104*a^2*b^2*c*g^3*r*x^3+8752*a^2*b ^2*c*g^2*p*r*x^3+8752*a^2*b^2*c*g^2*q*r*x^3+9072*a^2*b^2*c*g^2*r^2*x^3+13992*a^ 2*b^2*c*g*p^2*r*x^3+29472*a^2*b^2*c*g*p*q*r*x^3+24048*a^2*b^2*c*g*p*r^2*x^3+ 13992*a^2*b^2*c*g*q^2*r*x^3+24048*a^2*b^2*c*g*q*r^2*x^3+6816*a^2*b^2*c*g*r^3*x^ 3+5656*a^2*b^2*c*p^3*r*x^3+19608*a^2*b^2*c*p^2*q*r*x^3+13356*a^2*b^2*c*p^2*r^2* x^3+19608*a^2*b^2*c*p*q^2*r*x^3+29808*a^2*b^2*c*p*q*r^2*x^3+7392*a^2*b^2*c*p*r^ 3*x^3+5656*a^2*b^2*c*q^3*r*x^3+13356*a^2*b^2*c*q^2*r^2*x^3+7392*a^2*b^2*c*q*r^3 *x^3+720*a^2*b^2*c*r^4*x^3+552*a^2*b^2*g^3*p*r*x^3+552*a^2*b^2*g^3*q*r*x^3+828* a^2*b^2*g^3*r^2*x^3+1880*a^2*b^2*g^2*p^2*r*x^3+3760*a^2*b^2*g^2*p*q*r*x^3+3612* a^2*b^2*g^2*p*r^2*x^3+1880*a^2*b^2*g^2*q^2*r*x^3+3612*a^2*b^2*g^2*q*r^2*x^3+ 1056*a^2*b^2*g^2*r^3*x^3+1740*a^2*b^2*g*p^3*r*x^3+5964*a^2*b^2*g*p^2*q*r*x^3+ 4338*a^2*b^2*g*p^2*r^2*x^3+5964*a^2*b^2*g*p*q^2*r*x^3+9792*a^2*b^2*g*p*q*r^2*x^ 3+2496*a^2*b^2*g*p*r^3*x^3+1740*a^2*b^2*g*q^3*r*x^3+4338*a^2*b^2*g*q^2*r^2*x^3+ 2496*a^2*b^2*g*q*r^3*x^3+240*a^2*b^2*g*r^4*x^3+464*a^2*b^2*p^4*r*x^3+2432*a^2*b ^2*p^3*q*r*x^3+1416*a^2*b^2*p^3*r^2*x^3+3936*a^2*b^2*p^2*q^2*r*x^3+5544*a^2*b^2 *p^2*q*r^2*x^3+1152*a^2*b^2*p^2*r^3*x^3+2432*a^2*b^2*p*q^3*r*x^3+5544*a^2*b^2*p *q^2*r^2*x^3+2880*a^2*b^2*p*q*r^3*x^3+240*a^2*b^2*p*r^4*x^3+464*a^2*b^2*q^4*r*x ^3+1416*a^2*b^2*q^3*r^2*x^3+1152*a^2*b^2*q^2*r^3*x^3+240*a^2*b^2*q*r^4*x^3+ 23616*a^2*b*c^5*r*x^3+35168*a^2*b*c^4*g*r*x^3+45440*a^2*b*c^4*p*r*x^3+47360*a^2 *b*c^4*q*r*x^3+35280*a^2*b*c^4*r^2*x^3+18720*a^2*b*c^3*g^2*r*x^3+55200*a^2*b*c^ 3*g*p*r*x^3+57888*a^2*b*c^3*g*q*r*x^3+44856*a^2*b*c^3*g*r^2*x^3+33168*a^2*b*c^3 *p^2*r*x^3+74496*a^2*b*c^3*p*q*r*x^3+51456*a^2*b*c^3*p*r^2*x^3+36624*a^2*b*c^3* q^2*r*x^3+54528*a^2*b*c^3*q*r^2*x^3+14016*a^2*b*c^3*r^3*x^3+4152*a^2*b*c^2*g^3* r*x^3+22728*a^2*b*c^2*g^2*p*r*x^3+23992*a^2*b*c^2*g^2*q*r*x^3+20100*a^2*b*c^2*g ^2*r^2*x^3+30664*a^2*b*c^2*g*p^2*r*x^3+69712*a^2*b*c^2*g*p*q*r*x^3+49740*a^2*b* c^2*g*p*r^2*x^3+34416*a^2*b*c^2*g*q^2*r*x^3+53316*a^2*b*c^2*g*q*r^2*x^3+13824*a ^2*b*c^2*g*r^3*x^3+11240*a^2*b*c^2*p^3*r*x^3+41960*a^2*b*c^2*p^2*q*r*x^3+25896* a^2*b*c^2*p^2*r^2*x^3+44224*a^2*b*c^2*p*q^2*r*x^3+61992*a^2*b*c^2*p*q*r^2*x^3+ 14160*a^2*b*c^2*p*r^3*x^3+13504*a^2*b*c^2*q^3*r*x^3+29940*a^2*b*c^2*q^2*r^2*x^3 +15504*a^2*b*c^2*q*r^3*x^3+1440*a^2*b*c^2*r^4*x^3+316*a^2*b*c*g^4*r*x^3+3560*a^ 2*b*c*g^3*p*r*x^3+3760*a^2*b*c*g^3*q*r*x^3+3720*a^2*b*c*g^3*r^2*x^3+8692*a^2*b* c*g^2*p^2*r*x^3+19736*a^2*b*c*g^2*p*q*r*x^3+15072*a^2*b*c*g^2*p*r^2*x^3+9904*a^ 2*b*c*g^2*q^2*r*x^3+16392*a^2*b*c*g^2*q*r^2*x^3+4264*a^2*b*c*g^2*r^3*x^3+6932*a ^2*b*c*g*p^3*r*x^3+26636*a^2*b*c*g*p^2*q*r*x^3+16644*a^2*b*c*g*p^2*r^2*x^3+ 28348*a^2*b*c*g*p*q^2*r*x^3+41340*a^2*b*c*g*p*q*r^2*x^3+9392*a^2*b*c*g*p*r^3*x^ 3+8644*a^2*b*c*g*q^3*r*x^3+19908*a^2*b*c*g*q^2*r^2*x^3+10560*a^2*b*c*g*q*r^3*x^ 3+940*a^2*b*c*g*r^4*x^3+1696*a^2*b*c*p^4*r*x^3+9904*a^2*b*c*p^3*q*r*x^3+5094*a^ 2*b*c*p^3*r^2*x^3+17052*a^2*b*c*p^2*q^2*r*x^3+21942*a^2*b*c*p^2*q*r^2*x^3+4104* a^2*b*c*p^2*r^3*x^3+11176*a^2*b*c*p*q^3*r*x^3+23634*a^2*b*c*p*q^2*r^2*x^3+11280 *a^2*b*c*p*q*r^3*x^3+860*a^2*b*c*p*r^4*x^3+2332*a^2*b*c*q^4*r*x^3+6786*a^2*b*c* q^3*r^2*x^3+5232*a^2*b*c*q^2*r^3*x^3+1020*a^2*b*c*q*r^4*x^3+158*a^2*b*g^4*p*r*x ^3+158*a^2*b*g^4*q*r*x^3+237*a^2*b*g^4*r^2*x^3+742*a^2*b*g^3*p^2*r*x^3+1584*a^2 *b*g^3*p*q*r*x^3+1416*a^2*b*g^3*p*r^2*x^3+842*a^2*b*g^3*q^2*r*x^3+1566*a^2*b*g^ 3*q*r^2*x^3+404*a^2*b*g^3*r^3*x^3+1004*a^2*b*g^2*p^3*r*x^3+3872*a^2*b*g^2*p^2*q *r*x^3+2514*a^2*b*g^2*p^2*r^2*x^3+4162*a^2*b*g^2*p*q^2*r*x^3+6504*a^2*b*g^2*p*q *r^2*x^3+1456*a^2*b*g^2*p*r^3*x^3+1294*a^2*b*g^2*q^3*r*x^3+3135*a^2*b*g^2*q^2*r ^2*x^3+1704*a^2*b*g^2*q*r^3*x^3+140*a^2*b*g^2*r^4*x^3+502*a^2*b*g*p^4*r*x^3+ 3168*a^2*b*g*p^3*q*r*x^3+1557*a^2*b*g*p^3*r^2*x^3+5586*a^2*b*g*p^2*q^2*r*x^3+ 7407*a^2*b*g*p^2*q*r^2*x^3+1296*a^2*b*g*p^2*r^3*x^3+3676*a^2*b*g*p*q^3*r*x^3+ 8127*a^2*b*g*p*q^2*r^2*x^3+3984*a^2*b*g*p*q*r^3*x^3+280*a^2*b*g*p*r^4*x^3+756*a ^2*b*g*q^4*r*x^3+2277*a^2*b*g*q^3*r^2*x^3+1812*a^2*b*g*q^2*r^3*x^3+360*a^2*b*g* q*r^4*x^3+82*a^2*b*p^5*r*x^3+810*a^2*b*p^4*q*r*x^3+294*a^2*b*p^4*r^2*x^3+2084*a ^2*b*p^3*q^2*r*x^3+2370*a^2*b*p^3*q*r^2*x^3+300*a^2*b*p^3*r^3*x^3+2212*a^2*b*p^ 2*q^3*r*x^3+4374*a^2*b*p^2*q^2*r^2*x^3+1836*a^2*b*p^2*q*r^3*x^3+90*a^2*b*p^2*r^ 4*x^3+1002*a^2*b*p*q^4*r*x^3+2814*a^2*b*p*q^3*r^2*x^3+2052*a^2*b*p*q^2*r^3*x^3+ 360*a^2*b*p*q*r^4*x^3+146*a^2*b*q^5*r*x^3+516*a^2*b*q^4*r^2*x^3+516*a^2*b*q^3*r ^3*x^3+150*a^2*b*q^2*r^4*x^3+8512*a^2*c^6*r*x^3+16064*a^2*c^5*g*r*x^3+19008*a^2 *c^5*p*r*x^3+20544*a^2*c^5*q*r*x^3+14592*a^2*c^5*r^2*x^3+11584*a^2*c^4*g^2*r*x^ 3+30224*a^2*c^4*g*p*r*x^3+32944*a^2*c^4*g*q*r*x^3+23784*a^2*c^4*g*r^2*x^3+16592 *a^2*c^4*p^2*r*x^3+39168*a^2*c^4*p*q*r*x^3+25536*a^2*c^4*p*r^2*x^3+20032*a^2*c^ 4*q^2*r*x^3+28416*a^2*c^4*q*r^2*x^3+7008*a^2*c^4*r^3*x^3+3920*a^2*c^3*g^3*r*x^3 +17720*a^2*c^3*g^2*p*r*x^3+19544*a^2*c^3*g^2*q*r*x^3+14580*a^2*c^3*g^2*r^2*x^3+ 21128*a^2*c^3*g*p^2*r*x^3+50976*a^2*c^3*g*p*q*r*x^3+33552*a^2*c^3*g*p*r^2*x^3+ 26168*a^2*c^3*g*q^2*r*x^3+37872*a^2*c^3*g*q*r^2*x^3+9360*a^2*c^3*g*r^3*x^3+7048 *a^2*c^3*p^3*r*x^3+28328*a^2*c^3*p^2*q*r*x^3+16188*a^2*c^3*p^2*r^2*x^3+31304*a^ 2*c^3*p*q^2*r*x^3+41424*a^2*c^3*p*q*r^2*x^3+8928*a^2*c^3*p*r^3*x^3+10024*a^2*c^ 3*q^3*r*x^3+21228*a^2*c^3*q^2*r^2*x^3+10464*a^2*c^3*q*r^3*x^3+960*a^2*c^3*r^4*x ^3+604*a^2*c^2*g^4*r*x^3+4620*a^2*c^2*g^3*p*r*x^3+5172*a^2*c^2*g^3*q*r*x^3+4134 *a^2*c^2*g^3*r^2*x^3+9348*a^2*c^2*g^2*p^2*r*x^3+23088*a^2*c^2*g^2*p*q*r*x^3+ 15528*a^2*c^2*g^2*p*r^2*x^3+11960*a^2*c^2*g^2*q^2*r*x^3+17916*a^2*c^2*g^2*q*r^2 *x^3+4392*a^2*c^2*g^2*r^3*x^3+6572*a^2*c^2*g*p^3*r*x^3+27836*a^2*c^2*g*p^2*q*r* x^3+15672*a^2*c^2*g*p^2*r^2*x^3+31240*a^2*c^2*g*p*q^2*r*x^3+42084*a^2*c^2*g*p*q *r^2*x^3+8928*a^2*c^2*g*p*r^3*x^3+9976*a^2*c^2*g*q^3*r*x^3+21606*a^2*c^2*g*q^2* r^2*x^3+10800*a^2*c^2*g*q*r^3*x^3+960*a^2*c^2*g*r^4*x^3+1448*a^2*c^2*p^4*r*x^3+ 9584*a^2*c^2*p^3*q*r*x^3+4374*a^2*c^2*p^3*r^2*x^3+17508*a^2*c^2*p^2*q^2*r*x^3+ 21006*a^2*c^2*p^2*q*r^2*x^3+3576*a^2*c^2*p^2*r^3*x^3+12056*a^2*c^2*p*q^3*r*x^3+ 24138*a^2*c^2*p*q^2*r^2*x^3+10800*a^2*c^2*p*q*r^3*x^3+780*a^2*c^2*p*r^4*x^3+ 2684*a^2*c^2*q^4*r*x^3+7506*a^2*c^2*q^3*r^2*x^3+5520*a^2*c^2*q^2*r^3*x^3+1020*a ^2*c^2*q*r^4*x^3+32*a^2*c*g^5*r*x^3+502*a^2*c*g^4*p*r*x^3+566*a^2*c*g^4*q*r*x^3 +531*a^2*c*g^4*r^2*x^3+1666*a^2*c*g^3*p^2*r*x^3+4160*a^2*c*g^3*p*q*r*x^3+2946*a ^2*c*g^3*p*r^2*x^3+2206*a^2*c*g^3*q^2*r*x^3+3516*a^2*c*g^3*q*r^2*x^3+836*a^2*c* g^3*r^3*x^3+1892*a^2*c*g^2*p^3*r*x^3+8492*a^2*c*g^2*p^2*q*r*x^3+4710*a^2*c*g^2* p^2*r^2*x^3+9714*a^2*c*g^2*p*q^2*r*x^3+13512*a^2*c*g^2*p*q*r^2*x^3+2768*a^2*c*g ^2*p*r^3*x^3+3114*a^2*c*g^2*q^3*r*x^3+6969*a^2*c*g^2*q^2*r^2*x^3+3528*a^2*c*g^2 *q*r^3*x^3+290*a^2*c*g^2*r^4*x^3+810*a^2*c*g*p^4*r*x^3+6212*a^2*c*g*p^3*q*r*x^3 +2559*a^2*c*g*p^3*r^2*x^3+11794*a^2*c*g*p^2*q^2*r*x^3+14205*a^2*c*g*p^2*q*r^2*x ^3+2192*a^2*c*g*p^2*r^3*x^3+8192*a^2*c*g*p*q^3*r*x^3+16803*a^2*c*g*p*q^2*r^2*x^ 3+7584*a^2*c*g*p*q*r^3*x^3+500*a^2*c*g*p*r^4*x^3+1800*a^2*c*g*q^4*r*x^3+5157*a^ 2*c*g*q^3*r^2*x^3+3876*a^2*c*g*q^2*r^3*x^3+720*a^2*c*g*q*r^4*x^3+114*a^2*c*p^5* r*x^3+1486*a^2*c*p^4*q*r*x^3+420*a^2*c*p^4*r^2*x^3+4132*a^2*c*p^3*q^2*r*x^3+ 4308*a^2*c*p^3*q*r^2*x^3+444*a^2*c*p^3*r^3*x^3+4620*a^2*c*p^2*q^3*r*x^3+8586*a^ 2*c*p^2*q^2*r^2*x^3+3324*a^2*c*p^2*q*r^3*x^3+140*a^2*c*p^2*r^4*x^3+2218*a^2*c*p *q^4*r*x^3+5928*a^2*c*p*q^3*r^2*x^3+4068*a^2*c*p*q^2*r^3*x^3+660*a^2*c*p*q*r^4* x^3+358*a^2*c*q^5*r*x^3+1230*a^2*c*q^4*r^2*x^3+1188*a^2*c*q^3*r^3*x^3+330*a^2*c *q^2*r^4*x^3+16*a^2*g^5*p*r*x^3+16*a^2*g^5*q*r*x^3+24*a^2*g^5*r^2*x^3+100*a^2*g ^4*p^2*r*x^3+232*a^2*g^4*p*q*r*x^3+189*a^2*g^4*p*r^2*x^3+132*a^2*g^4*q^2*r*x^3+ 237*a^2*g^4*q*r^2*x^3+52*a^2*g^4*r^3*x^3+168*a^2*g^3*p^3*r*x^3+780*a^2*g^3*p^2* q*r*x^3+429*a^2*g^3*p^2*r^2*x^3+912*a^2*g^3*p*q^2*r*x^3+1350*a^2*g^3*p*q*r^2*x^ 3+256*a^2*g^3*p*r^3*x^3+300*a^2*g^3*q^3*r*x^3+705*a^2*g^3*q^2*r^2*x^3+360*a^2*g ^3*q*r^3*x^3+25*a^2*g^3*r^4*x^3+100*a^2*g^2*p^4*r*x^3+938*a^2*g^2*p^3*q*r*x^3+ 327*a^2*g^2*p^3*r^2*x^3+1862*a^2*g^2*p^2*q^2*r*x^3+2274*a^2*g^2*p^2*q*r^2*x^3+ 292*a^2*g^2*p^2*r^3*x^3+1310*a^2*g^2*p*q^3*r*x^3+2790*a^2*g^2*p*q^2*r^2*x^3+ 1272*a^2*g^2*p*q*r^3*x^3+70*a^2*g^2*p*r^4*x^3+286*a^2*g^2*q^4*r*x^3+843*a^2*g^2 *q^3*r^2*x^3+648*a^2*g^2*q^2*r^3*x^3+120*a^2*g^2*q*r^4*x^3+16*a^2*g*p^5*r*x^3+ 456*a^2*g*p^4*q*r*x^3+63*a^2*g*p^4*r^2*x^3+1392*a^2*g*p^3*q^2*r*x^3+1395*a^2*g* p^3*q*r^2*x^3+72*a^2*g*p^3*r^3*x^3+1600*a^2*g*p^2*q^3*r*x^3+3024*a^2*g*p^2*q^2* r^2*x^3+1140*a^2*g*p^2*q*r^3*x^3+25*a^2*g*p^2*r^4*x^3+768*a^2*g*p*q^4*r*x^3+ 2115*a^2*g*p*q^3*r^2*x^3+1488*a^2*g*p*q^2*r^3*x^3+240*a^2*g*p*q*r^4*x^3+120*a^2 *g*q^5*r*x^3+423*a^2*g*q^4*r^2*x^3+420*a^2*g*q^3*r^3*x^3+120*a^2*g*q^2*r^4*x^3+ 82*a^2*p^5*q*r*x^3+346*a^2*p^4*q^2*r*x^3+294*a^2*p^4*q*r^2*x^3+564*a^2*p^3*q^3* r*x^3+954*a^2*p^3*q^2*r^2*x^3+300*a^2*p^3*q*r^3*x^3+436*a^2*p^2*q^4*r*x^3+1098* a^2*p^2*q^3*r^2*x^3+684*a^2*p^2*q^2*r^3*x^3+90*a^2*p^2*q*r^4*x^3+154*a^2*p*q^5* r*x^3+510*a^2*p*q^4*r^2*x^3+468*a^2*p*q^3*r^3*x^3+120*a^2*p*q^2*r^4*x^3+18*a^2* q^6*r*x^3+72*a^2*q^5*r^2*x^3+84*a^2*q^4*r^3*x^3+30*a^2*q^3*r^4*x^3+64*a*b^6*c*r *x^3+32*a*b^6*p*r*x^3+32*a*b^6*q*r*x^3+48*a*b^6*r^2*x^3+1152*a*b^5*c^2*r*x^3+ 384*a*b^5*c*g*r*x^3+1088*a*b^5*c*p*r*x^3+832*a*b^5*c*q*r*x^3+1008*a*b^5*c*r^2*x ^3+192*a*b^5*g*p*r*x^3+192*a*b^5*g*q*r*x^3+288*a*b^5*g*r^2*x^3+256*a*b^5*p^2*r* x^3+384*a*b^5*p*q*r*x^3+456*a*b^5*p*r^2*x^3+128*a*b^5*q^2*r*x^3+264*a*b^5*q*r^2 *x^3+96*a*b^5*r^3*x^3+6336*a*b^4*c^3*r*x^3+4544*a*b^4*c^2*g*r*x^3+8320*a*b^4*c^ 2*p*r*x^3+6976*a*b^4*c^2*q*r*x^3+6816*a*b^4*c^2*r^2*x^3+768*a*b^4*c*g^2*r*x^3+ 4208*a*b^4*c*g*p*r*x^3+3536*a*b^4*c*g*q*r*x^3+4080*a*b^4*c*g*r^2*x^3+3568*a*b^4 *c*p^2*r*x^3+6208*a*b^4*c*p*q*r*x^3+5784*a*b^4*c*p*r^2*x^3+2320*a*b^4*c*q^2*r*x ^3+4344*a*b^4*c*q*r^2*x^3+1440*a*b^4*c*r^3*x^3+384*a*b^4*g^2*p*r*x^3+384*a*b^4* g^2*q*r*x^3+576*a*b^4*g^2*r^2*x^3+968*a*b^4*g*p^2*r*x^3+1600*a*b^4*g*p*q*r*x^3+ 1788*a*b^4*g*p*r^2*x^3+632*a*b^4*g*q^2*r*x^3+1284*a*b^4*g*q*r^2*x^3+448*a*b^4*g *r^3*x^3+496*a*b^4*p^3*r*x^3+1360*a*b^4*p^2*q*r*x^3+1188*a*b^4*p^2*r^2*x^3+1072 *a*b^4*p*q^2*r*x^3+1968*a*b^4*p*q*r^2*x^3+624*a*b^4*p*r^3*x^3+208*a*b^4*q^3*r*x ^3+540*a*b^4*q^2*r^2*x^3+336*a*b^4*q*r^3*x^3+40*a*b^4*r^4*x^3+16704*a*b^3*c^4*r *x^3+18432*a*b^3*c^3*g*r*x^3+27776*a*b^3*c^3*p*r*x^3+25216*a*b^3*c^3*q*r*x^3+ 21408*a*b^3*c^3*r^2*x^3+6448*a*b^3*c^2*g^2*r*x^3+23888*a*b^3*c^2*g*p*r*x^3+ 21392*a*b^3*c^2*g*q*r*x^3+19944*a*b^3*c^2*g*r^2*x^3+16816*a*b^3*c^2*p^2*r*x^3+ 32128*a*b^3*c^2*p*q*r*x^3+25824*a*b^3*c^2*p*r^2*x^3+13328*a*b^3*c^2*q^2*r*x^3+ 22368*a*b^3*c^2*q*r^2*x^3+6624*a*b^3*c^2*r^3*x^3+704*a*b^3*c*g^3*r*x^3+5896*a*b ^3*c*g^2*p*r*x^3+5288*a*b^3*c*g^2*q*r*x^3+5820*a*b^3*c*g^2*r^2*x^3+10056*a*b^3* c*g*p^2*r*x^3+18752*a*b^3*c*g*p*q*r*x^3+16560*a*b^3*c*g*p*r^2*x^3+7704*a*b^3*c* g*q^2*r*x^3+13920*a*b^3*c*g*q*r^2*x^3+4304*a*b^3*c*g*r^3*x^3+4352*a*b^3*c*p^3*r *x^3+13264*a*b^3*c*p^2*q*r*x^3+9924*a*b^3*c*p^2*r^2*x^3+11712*a*b^3*c*p*q^2*r*x ^3+18864*a*b^3*c*p*q*r^2*x^3+5184*a*b^3*c*p*r^3*x^3+2800*a*b^3*c*q^3*r*x^3+6876 *a*b^3*c*q^2*r^2*x^3+4032*a*b^3*c*q*r^3*x^3+440*a*b^3*c*r^4*x^3+352*a*b^3*g^3*p *r*x^3+352*a*b^3*g^3*q*r*x^3+528*a*b^3*g^3*r^2*x^3+1336*a*b^3*g^2*p^2*r*x^3+ 2368*a*b^3*g^2*p*q*r*x^3+2496*a*b^3*g^2*p*r^2*x^3+1032*a*b^3*g^2*q^2*r*x^3+2040 *a*b^3*g^2*q*r^2*x^3+656*a*b^3*g^2*r^3*x^3+1360*a*b^3*g*p^3*r*x^3+4024*a*b^3*g* p^2*q*r*x^3+3288*a*b^3*g*p^2*r^2*x^3+3472*a*b^3*g*p*q^2*r*x^3+6108*a*b^3*g*p*q* r^2*x^3+1776*a*b^3*g*p*r^3*x^3+808*a*b^3*g*q^3*r*x^3+2076*a*b^3*g*q^2*r^2*x^3+ 1264*a*b^3*g*q*r^3*x^3+140*a*b^3*g*r^4*x^3+400*a*b^3*p^4*r*x^3+1760*a*b^3*p^3*q *r*x^3+1194*a*b^3*p^3*r^2*x^3+2496*a*b^3*p^2*q^2*r*x^3+3798*a*b^3*p^2*q*r^2*x^3 +936*a*b^3*p^2*r^3*x^3+1312*a*b^3*p*q^3*r*x^3+3150*a*b^3*p*q^2*r^2*x^3+1776*a*b ^3*p*q*r^3*x^3+180*a*b^3*p*r^4*x^3+176*a*b^3*q^4*r*x^3+546*a*b^3*q^3*r^2*x^3+ 456*a*b^3*q^2*r^3*x^3+100*a*b^3*q*r^4*x^3+23616*a*b^2*c^5*r*x^3+35168*a*b^2*c^4 *g*r*x^3+47360*a*b^2*c^4*p*r*x^3+45440*a*b^2*c^4*q*r*x^3+35280*a*b^2*c^4*r^2*x^ 3+18720*a*b^2*c^3*g^2*r*x^3+57888*a*b^2*c^3*g*p*r*x^3+55200*a*b^2*c^3*g*q*r*x^3 +44856*a*b^2*c^3*g*r^2*x^3+36624*a*b^2*c^3*p^2*r*x^3+74496*a*b^2*c^3*p*q*r*x^3+ 54528*a*b^2*c^3*p*r^2*x^3+33168*a*b^2*c^3*q^2*r*x^3+51456*a*b^2*c^3*q*r^2*x^3+ 14016*a*b^2*c^3*r^3*x^3+4152*a*b^2*c^2*g^3*r*x^3+23992*a*b^2*c^2*g^2*p*r*x^3+ 22728*a*b^2*c^2*g^2*q*r*x^3+20100*a*b^2*c^2*g^2*r^2*x^3+34416*a*b^2*c^2*g*p^2*r *x^3+69712*a*b^2*c^2*g*p*q*r*x^3+53316*a*b^2*c^2*g*p*r^2*x^3+30664*a*b^2*c^2*g* q^2*r*x^3+49740*a*b^2*c^2*g*q*r^2*x^3+13824*a*b^2*c^2*g*r^3*x^3+13504*a*b^2*c^2 *p^3*r*x^3+44224*a*b^2*c^2*p^2*q*r*x^3+29940*a*b^2*c^2*p^2*r^2*x^3+41960*a*b^2* c^2*p*q^2*r*x^3+61992*a*b^2*c^2*p*q*r^2*x^3+15504*a*b^2*c^2*p*r^3*x^3+11240*a*b ^2*c^2*q^3*r*x^3+25896*a*b^2*c^2*q^2*r^2*x^3+14160*a*b^2*c^2*q*r^3*x^3+1440*a*b ^2*c^2*r^4*x^3+316*a*b^2*c*g^4*r*x^3+3760*a*b^2*c*g^3*p*r*x^3+3560*a*b^2*c*g^3* q*r*x^3+3720*a*b^2*c*g^3*r^2*x^3+9904*a*b^2*c*g^2*p^2*r*x^3+19736*a*b^2*c*g^2*p *q*r*x^3+16392*a*b^2*c*g^2*p*r^2*x^3+8692*a*b^2*c*g^2*q^2*r*x^3+15072*a*b^2*c*g ^2*q*r^2*x^3+4264*a*b^2*c*g^2*r^3*x^3+8644*a*b^2*c*g*p^3*r*x^3+28348*a*b^2*c*g* p^2*q*r*x^3+19908*a*b^2*c*g*p^2*r^2*x^3+26636*a*b^2*c*g*p*q^2*r*x^3+41340*a*b^2 *c*g*p*q*r^2*x^3+10560*a*b^2*c*g*p*r^3*x^3+6932*a*b^2*c*g*q^3*r*x^3+16644*a*b^2 *c*g*q^2*r^2*x^3+9392*a*b^2*c*g*q*r^3*x^3+940*a*b^2*c*g*r^4*x^3+2332*a*b^2*c*p^ 4*r*x^3+11176*a*b^2*c*p^3*q*r*x^3+6786*a*b^2*c*p^3*r^2*x^3+17052*a*b^2*c*p^2*q^ 2*r*x^3+23634*a*b^2*c*p^2*q*r^2*x^3+5232*a*b^2*c*p^2*r^3*x^3+9904*a*b^2*c*p*q^3 *r*x^3+21942*a*b^2*c*p*q^2*r^2*x^3+11280*a*b^2*c*p*q*r^3*x^3+1020*a*b^2*c*p*r^4 *x^3+1696*a*b^2*c*q^4*r*x^3+5094*a*b^2*c*q^3*r^2*x^3+4104*a*b^2*c*q^2*r^3*x^3+ 860*a*b^2*c*q*r^4*x^3+158*a*b^2*g^4*p*r*x^3+158*a*b^2*g^4*q*r*x^3+237*a*b^2*g^4 *r^2*x^3+842*a*b^2*g^3*p^2*r*x^3+1584*a*b^2*g^3*p*q*r*x^3+1566*a*b^2*g^3*p*r^2* x^3+742*a*b^2*g^3*q^2*r*x^3+1416*a*b^2*g^3*q*r^2*x^3+404*a*b^2*g^3*r^3*x^3+1294 *a*b^2*g^2*p^3*r*x^3+4162*a*b^2*g^2*p^2*q*r*x^3+3135*a*b^2*g^2*p^2*r^2*x^3+3872 *a*b^2*g^2*p*q^2*r*x^3+6504*a*b^2*g^2*p*q*r^2*x^3+1704*a*b^2*g^2*p*r^3*x^3+1004 *a*b^2*g^2*q^3*r*x^3+2514*a*b^2*g^2*q^2*r^2*x^3+1456*a*b^2*g^2*q*r^3*x^3+140*a* b^2*g^2*r^4*x^3+756*a*b^2*g*p^4*r*x^3+3676*a*b^2*g*p^3*q*r*x^3+2277*a*b^2*g*p^3 *r^2*x^3+5586*a*b^2*g*p^2*q^2*r*x^3+8127*a*b^2*g*p^2*q*r^2*x^3+1812*a*b^2*g*p^2 *r^3*x^3+3168*a*b^2*g*p*q^3*r*x^3+7407*a*b^2*g*p*q^2*r^2*x^3+3984*a*b^2*g*p*q*r ^3*x^3+360*a*b^2*g*p*r^4*x^3+502*a*b^2*g*q^4*r*x^3+1557*a*b^2*g*q^3*r^2*x^3+ 1296*a*b^2*g*q^2*r^3*x^3+280*a*b^2*g*q*r^4*x^3+146*a*b^2*p^5*r*x^3+1002*a*b^2*p ^4*q*r*x^3+516*a*b^2*p^4*r^2*x^3+2212*a*b^2*p^3*q^2*r*x^3+2814*a*b^2*p^3*q*r^2* x^3+516*a*b^2*p^3*r^3*x^3+2084*a*b^2*p^2*q^3*r*x^3+4374*a*b^2*p^2*q^2*r^2*x^3+ 2052*a*b^2*p^2*q*r^3*x^3+150*a*b^2*p^2*r^4*x^3+810*a*b^2*p*q^4*r*x^3+2370*a*b^2 *p*q^3*r^2*x^3+1836*a*b^2*p*q^2*r^3*x^3+360*a*b^2*p*q*r^4*x^3+82*a*b^2*q^5*r*x^ 3+294*a*b^2*q^4*r^2*x^3+300*a*b^2*q^3*r^3*x^3+90*a*b^2*q^2*r^4*x^3+17280*a*b*c^ 6*r*x^3+32512*a*b*c^5*g*r*x^3+40448*a*b*c^5*p*r*x^3+40448*a*b*c^5*q*r*x^3+29760 *a*b*c^5*r^2*x^3+23360*a*b*c^4*g^2*r*x^3+64512*a*b*c^4*g*p*r*x^3+64512*a*b*c^4* g*q*r*x^3+48240*a*b*c^4*g*r^2*x^3+37776*a*b*c^4*p^2*r*x^3+80640*a*b*c^4*p*q*r*x ^3+55680*a*b*c^4*p*r^2*x^3+37776*a*b*c^4*q^2*r*x^3+55680*a*b*c^4*q*r^2*x^3+ 14400*a*b*c^4*r^3*x^3+7872*a*b*c^3*g^3*r*x^3+38000*a*b*c^3*g^2*p*r*x^3+38000*a* b*c^3*g^2*q*r*x^3+29400*a*b*c^3*g^2*r^2*x^3+48832*a*b*c^3*g*p^2*r*x^3+105024*a* b*c^3*g*p*q*r*x^3+73536*a*b*c^3*g*p*r^2*x^3+48832*a*b*c^3*g*q^2*r*x^3+73536*a*b *c^3*g*q*r^2*x^3+19040*a*b*c^3*g*r^3*x^3+17792*a*b*c^3*p^3*r*x^3+61792*a*b*c^3* p^2*q*r*x^3+39144*a*b*c^3*p^2*r^2*x^3+61792*a*b*c^3*p*q^2*r*x^3+86304*a*b*c^3*p *q*r^2*x^3+20352*a*b*c^3*p*r^3*x^3+17792*a*b*c^3*q^3*r*x^3+39144*a*b*c^3*q^2*r^ 2*x^3+20352*a*b*c^3*q*r^3*x^3+2000*a*b*c^3*r^4*x^3+1208*a*b*c^2*g^4*r*x^3+9968* a*b*c^2*g^3*p*r*x^3+9968*a*b*c^2*g^3*q*r*x^3+8292*a*b*c^2*g^3*r^2*x^3+22028*a*b *c^2*g^2*p^2*r*x^3+47616*a*b*c^2*g^2*p*q*r*x^3+34356*a*b*c^2*g^2*p*r^2*x^3+ 22028*a*b*c^2*g^2*q^2*r*x^3+34356*a*b*c^2*g^2*q*r^2*x^3+8848*a*b*c^2*g^2*r^3*x^ 3+17332*a*b*c^2*g*p^3*r*x^3+61428*a*b*c^2*g*p^2*q*r*x^3+39102*a*b*c^2*g*p^2*r^2 *x^3+61428*a*b*c^2*g*p*q^2*r*x^3+87816*a*b*c^2*g*p*q*r^2*x^3+20656*a*b*c^2*g*p* r^3*x^3+17332*a*b*c^2*g*q^3*r*x^3+39102*a*b*c^2*g*q^2*r^2*x^3+20656*a*b*c^2*g*q *r^3*x^3+1960*a*b*c^2*g*r^4*x^3+4364*a*b*c^2*p^4*r*x^3+22568*a*b*c^2*p^3*q*r*x^ 3+12636*a*b*c^2*p^3*r^2*x^3+36408*a*b*c^2*p^2*q^2*r*x^3+47412*a*b*c^2*p^2*q*r^2 *x^3+9768*a*b*c^2*p^2*r^3*x^3+22568*a*b*c^2*p*q^3*r*x^3+47412*a*b*c^2*p*q^2*r^2 *x^3+22944*a*b*c^2*p*q*r^3*x^3+1960*a*b*c^2*p*r^4*x^3+4364*a*b*c^2*q^4*r*x^3+ 12636*a*b*c^2*q^3*r^2*x^3+9768*a*b*c^2*q^2*r^3*x^3+1960*a*b*c^2*q*r^4*x^3+64*a* b*c*g^5*r*x^3+1084*a*b*c*g^4*p*r*x^3+1084*a*b*c*g^4*q*r*x^3+1062*a*b*c*g^4*r^2* x^3+4008*a*b*c*g^3*p^2*r*x^3+8592*a*b*c*g^3*p*q*r*x^3+6630*a*b*c*g^3*p*r^2*x^3+ 4008*a*b*c*g^3*q^2*r*x^3+6630*a*b*c*g^3*q*r^2*x^3+1672*a*b*c*g^3*r^3*x^3+5274*a *b*c*g^2*p^3*r*x^3+19010*a*b*c*g^2*p^2*q*r*x^3+12291*a*b*c*g^2*p^2*r^2*x^3+ 19010*a*b*c*g^2*p*q^2*r*x^3+28248*a*b*c*g^2*p*q*r^2*x^3+6584*a*b*c*g^2*p*r^3*x^ 3+5274*a*b*c*g^2*q^3*r*x^3+12291*a*b*c*g^2*q^2*r^2*x^3+6584*a*b*c*g^2*q*r^3*x^3 +580*a*b*c*g^2*r^4*x^3+2794*a*b*c*g*p^4*r*x^3+15140*a*b*c*g*p^3*q*r*x^3+8316*a* b*c*g*p^3*r^2*x^3+24692*a*b*c*g*p^2*q^2*r*x^3+32808*a*b*c*g*p^2*q*r^2*x^3+6596* a*b*c*g*p^2*r^3*x^3+15140*a*b*c*g*p*q^3*r*x^3+32808*a*b*c*g*p*q^2*r^2*x^3+16224 *a*b*c*g*p*q*r^3*x^3+1340*a*b*c*g*p*r^4*x^3+2794*a*b*c*g*q^4*r*x^3+8316*a*b*c*g *q^3*r^2*x^3+6596*a*b*c*g*q^2*r^3*x^3+1340*a*b*c*g*q*r^4*x^3+508*a*b*c*p^5*r*x^ 3+3884*a*b*c*p^4*q*r*x^3+1794*a*b*c*p^4*r^2*x^3+9112*a*b*c*p^3*q^2*r*x^3+10812* a*b*c*p^3*q*r^2*x^3+1800*a*b*c*p^3*r^3*x^3+9112*a*b*c*p^2*q^3*r*x^3+18036*a*b*c *p^2*q^2*r^2*x^3+7896*a*b*c*p^2*q*r^3*x^3+530*a*b*c*p^2*r^4*x^3+3884*a*b*c*p*q^ 4*r*x^3+10812*a*b*c*p*q^3*r^2*x^3+7896*a*b*c*p*q^2*r^3*x^3+1440*a*b*c*p*q*r^4*x ^3+508*a*b*c*q^5*r*x^3+1794*a*b*c*q^4*r^2*x^3+1800*a*b*c*q^3*r^3*x^3+530*a*b*c* q^2*r^4*x^3+32*a*b*g^5*p*r*x^3+32*a*b*g^5*q*r*x^3+48*a*b*g^5*r^2*x^3+240*a*b*g^ 4*p^2*r*x^3+480*a*b*g^4*p*q*r*x^3+438*a*b*g^4*p*r^2*x^3+240*a*b*g^4*q^2*r*x^3+ 438*a*b*g^4*q*r^2*x^3+104*a*b*g^4*r^3*x^3+496*a*b*g^3*p^3*r*x^3+1776*a*b*g^3*p^ 2*q*r*x^3+1200*a*b*g^3*p^2*r^2*x^3+1776*a*b*g^3*p*q^2*r*x^3+2832*a*b*g^3*p*q*r^ 2*x^3+648*a*b*g^3*p*r^3*x^3+496*a*b*g^3*q^3*r*x^3+1200*a*b*g^3*q^2*r^2*x^3+648* a*b*g^3*q*r^3*x^3+50*a*b*g^3*r^4*x^3+420*a*b*g^2*p^4*r*x^3+2384*a*b*g^2*p^3*q*r *x^3+1281*a*b*g^2*p^3*r^2*x^3+3928*a*b*g^2*p^2*q^2*r*x^3+5397*a*b*g^2*p^2*q*r^2 *x^3+1036*a*b*g^2*p^2*r^3*x^3+2384*a*b*g^2*p*q^3*r*x^3+5397*a*b*g^2*p*q^2*r^2*x ^3+2736*a*b*g^2*p*q*r^3*x^3+210*a*b*g^2*p*r^4*x^3+420*a*b*g^2*q^4*r*x^3+1281*a* b*g^2*q^3*r^2*x^3+1036*a*b*g^2*q^2*r^3*x^3+210*a*b*g^2*q*r^4*x^3+152*a*b*g*p^5* r*x^3+1304*a*b*g*p^4*q*r*x^3+552*a*b*g*p^4*r^2*x^3+3152*a*b*g*p^3*q^2*r*x^3+ 3774*a*b*g*p^3*q*r^2*x^3+572*a*b*g*p^3*r^3*x^3+3152*a*b*g*p^2*q^3*r*x^3+6444*a* b*g*p^2*q^2*r^2*x^3+2868*a*b*g*p^2*q*r^3*x^3+175*a*b*g*p^2*r^4*x^3+1304*a*b*g*p *q^4*r*x^3+3774*a*b*g*p*q^3*r^2*x^3+2868*a*b*g*p*q^2*r^3*x^3+540*a*b*g*p*q*r^4* x^3+152*a*b*g*q^5*r*x^3+552*a*b*g*q^4*r^2*x^3+572*a*b*g*q^3*r^3*x^3+175*a*b*g*q ^2*r^4*x^3+20*a*b*p^6*r*x^3+248*a*b*p^5*q*r*x^3+81*a*b*p^5*r^2*x^3+812*a*b*p^4* q^2*r*x^3+849*a*b*p^4*q*r^2*x^3+96*a*b*p^4*r^3*x^3+1168*a*b*p^3*q^3*r*x^3+2142* a*b*p^3*q^2*r^2*x^3+816*a*b*p^3*q*r^3*x^3+35*a*b*p^3*r^4*x^3+812*a*b*p^2*q^4*r* x^3+2142*a*b*p^2*q^3*r^2*x^3+1440*a*b*p^2*q^2*r^3*x^3+225*a*b*p^2*q*r^4*x^3+248 *a*b*p*q^5*r*x^3+849*a*b*p*q^4*r^2*x^3+816*a*b*p*q^3*r^3*x^3+225*a*b*p*q^2*r^4* x^3+20*a*b*q^6*r*x^3+81*a*b*q^5*r^2*x^3+96*a*b*q^4*r^3*x^3+35*a*b*q^3*r^4*x^3+ 5120*a*c^7*r*x^3+11712*a*c^6*g*r*x^3+13632*a*c^6*p*r*x^3+14144*a*c^6*q*r*x^3+ 10080*a*c^6*r^2*x^3+10688*a*c^5*g^2*r*x^3+27040*a*c^5*g*p*r*x^3+28128*a*c^5*g*q *r*x^3+20064*a*c^5*g*r^2*x^3+14768*a*c^5*p^2*r*x^3+33024*a*c^5*p*q*r*x^3+21888* a*c^5*p*r^2*x^3+16144*a*c^5*q^2*r*x^3+23040*a*c^5*q*r^2*x^3+5760*a*c^5*r^3*x^3+ 4896*a*c^4*g^3*r*x^3+20896*a*c^4*g^2*p*r*x^3+21824*a*c^4*g^2*q*r*x^3+15672*a*c^ 4*g^2*r^2*x^3+24544*a*c^4*g*p^2*r*x^3+55584*a*c^4*g*p*q*r*x^3+36816*a*c^4*g*p*r ^2*x^3+27056*a*c^4*g*q^2*r*x^3+38880*a*c^4*g*q*r^2*x^3+9664*a*c^4*g*r^3*x^3+ 8296*a*c^4*p^3*r*x^3+30696*a*c^4*p^2*q*r*x^3+18360*a*c^4*p^2*r^2*x^3+32184*a*c^ 4*p*q^2*r*x^3+43200*a*c^4*p*q*r^2*x^3+9696*a*c^4*p*r^3*x^3+9784*a*c^4*q^3*r*x^3 +20880*a*c^4*q^2*r^2*x^3+10464*a*c^4*q*r^3*x^3+1000*a*c^4*r^4*x^3+1152*a*c^3*g^ 4*r*x^3+7840*a*c^3*g^3*p*r*x^3+8240*a*c^3*g^3*q*r*x^3+6036*a*c^3*g^3*r^2*x^3+ 15300*a*c^3*g^2*p^2*r*x^3+35200*a*c^3*g^2*p*q*r*x^3+23388*a*c^3*g^2*p*r^2*x^3+ 17068*a*c^3*g^2*q^2*r*x^3+24852*a*c^3*g^2*q*r^2*x^3+6080*a*c^3*g^2*r^3*x^3+ 10952*a*c^3*g*p^3*r*x^3+41776*a*c^3*g*p^2*q*r*x^3+24726*a*c^3*g*p^2*r^2*x^3+ 44024*a*c^3*g*p*q^2*r*x^3+59568*a*c^3*g*p*q*r^2*x^3+13248*a*c^3*g*p*r^3*x^3+ 13200*a*c^3*g*q^3*r*x^3+28506*a*c^3*g*q^2*r^2*x^3+14368*a*c^3*g*q*r^3*x^3+1340* a*c^3*g*r^4*x^3+2532*a*c^3*p^4*r*x^3+14408*a*c^3*p^3*q*r*x^3+7380*a*c^3*p^3*r^2 *x^3+24576*a*c^3*p^2*q^2*r*x^3+30420*a*c^3*p^2*q*r^2*x^3+5784*a*c^3*p^2*r^3*x^3 +16056*a*c^3*p*q^3*r*x^3+32508*a*c^3*p*q^2*r^2*x^3+14976*a*c^3*p*q*r^3*x^3+1200 *a*c^3*p*r^4*x^3+3356*a*c^3*q^4*r*x^3+9468*a*c^3*q^3*r^2*x^3+7080*a*c^3*q^2*r^3 *x^3+1360*a*c^3*q*r^4*x^3+124*a*c^2*g^5*r*x^3+1436*a*c^2*g^4*p*r*x^3+1524*a*c^2 *g^4*q*r*x^3+1176*a*c^2*g^4*r^2*x^3+4372*a*c^2*g^3*p^2*r*x^3+10232*a*c^2*g^3*p* q*r*x^3+6888*a*c^2*g^3*p*r^2*x^3+4960*a*c^2*g^3*q^2*r*x^3+7404*a*c^2*g^3*q*r^2* x^3+1744*a*c^2*g^3*r^3*x^3+5078*a*c^2*g^2*p^3*r*x^3+20122*a*c^2*g^2*p^2*q*r*x^3 +11757*a*c^2*g^2*p^2*r^2*x^3+21350*a*c^2*g^2*p*q^2*r*x^3+29316*a*c^2*g^2*p*q*r^ 2*x^3+6376*a*c^2*g^2*p*r^3*x^3+6306*a*c^2*g^2*q^3*r*x^3+13851*a*c^2*g^2*q^2*r^2 *x^3+7000*a*c^2*g^2*q*r^3*x^3+610*a*c^2*g^2*r^4*x^3+2412*a*c^2*g*p^4*r*x^3+ 14736*a*c^2*g*p^3*q*r*x^3+7233*a*c^2*g*p^3*r^2*x^3+25620*a*c^2*g*p^2*q^2*r*x^3+ 31821*a*c^2*g*p^2*q*r^2*x^3+5836*a*c^2*g*p^2*r^3*x^3+16680*a*c^2*g*p*q^3*r*x^3+ 34293*a*c^2*g*p*q^2*r^2*x^3+15936*a*c^2*g*p*q*r^3*x^3+1240*a*c^2*g*p*r^4*x^3+ 3384*a*c^2*g*q^4*r*x^3+9705*a*c^2*g*q^3*r^2*x^3+7364*a*c^2*g*q^2*r^3*x^3+1420*a *c^2*g*q*r^4*x^3+394*a*c^2*p^5*r*x^3+3558*a*c^2*p^4*q*r*x^3+1404*a*c^2*p^4*r^2* x^3+8948*a*c^2*p^3*q^2*r*x^3+9936*a*c^2*p^3*q*r^2*x^3+1428*a*c^2*p^3*r^3*x^3+ 9436*a*c^2*p^2*q^3*r*x^3+17874*a*c^2*p^2*q^2*r^2*x^3+7332*a*c^2*p^2*q*r^3*x^3+ 430*a*c^2*p^2*r^4*x^3+4290*a*c^2*p*q^4*r*x^3+11556*a*c^2*p*q^3*r^2*x^3+8076*a*c ^2*p*q^2*r^3*x^3+1380*a*c^2*p*q*r^4*x^3+638*a*c^2*q^5*r*x^3+2214*a*c^2*q^4*r^2* x^3+2172*a*c^2*q^3*r^3*x^3+620*a*c^2*q^2*r^4*x^3+4*a*c*g^6*r*x^3+110*a*c*g^5*p* r*x^3+118*a*c*g^5*q*r*x^3+105*a*c*g^5*r^2*x^3+554*a*c*g^4*p^2*r*x^3+1304*a*c*g^ 4*p*q*r*x^3+915*a*c*g^4*p*r^2*x^3+642*a*c*g^4*q^2*r*x^3+1005*a*c*g^4*q*r^2*x^3+ 216*a*c*g^4*r^3*x^3+962*a*c*g^3*p^3*r*x^3+3978*a*c*g^3*p^2*q*r*x^3+2292*a*c*g^3 *p^2*r^2*x^3+4260*a*c*g^3*p*q^2*r*x^3+6018*a*c*g^3*p*q*r^2*x^3+1248*a*c*g^3*p*r ^3*x^3+1244*a*c*g^3*q^3*r*x^3+2799*a*c*g^3*q^2*r^2*x^3+1408*a*c*g^3*q*r^3*x^3+ 105*a*c*g^3*r^4*x^3+706*a*c*g^2*p^4*r*x^3+4746*a*c*g^2*p^3*q*r*x^3+2184*a*c*g^2 *p^3*r^2*x^3+8448*a*c*g^2*p^2*q^2*r*x^3+10575*a*c*g^2*p^2*q*r^2*x^3+1812*a*c*g^ 2*p^2*r^3*x^3+5482*a*c*g^2*p*q^3*r*x^3+11529*a*c*g^2*p*q^2*r^2*x^3+5400*a*c*g^2 *p*q*r^3*x^3+390*a*c*g^2*p*r^4*x^3+1074*a*c*g^2*q^4*r*x^3+3138*a*c*g^2*q^3*r^2* x^3+2412*a*c*g^2*q^2*r^3*x^3+460*a*c*g^2*q*r^4*x^3+216*a*c*g*p^5*r*x^3+2386*a*c *g*p^4*q*r*x^3+801*a*c*g*p^4*r^2*x^3+6280*a*c*g*p^3*q^2*r*x^3+6882*a*c*g*p^3*q* r^2*x^3+852*a*c*g*p^3*r^3*x^3+6684*a*c*g*p^2*q^3*r*x^3+12843*a*c*g*p^2*q^2*r^2* x^3+5256*a*c*g*p^2*q*r^3*x^3+270*a*c*g*p^2*r^4*x^3+2992*a*c*g*p*q^4*r*x^3+8244* a*c*g*p*q^3*r^2*x^3+5892*a*c*g*p*q^2*r^3*x^3+1020*a*c*g*p*q*r^4*x^3+418*a*c*g*q ^5*r*x^3+1482*a*c*g*q^4*r^2*x^3+1488*a*c*g*q^3*r^3*x^3+435*a*c*g*q^2*r^4*x^3+24 *a*c*p^6*r*x^3+432*a*c*p^5*q*r*x^3+99*a*c*p^5*r^2*x^3+1548*a*c*p^4*q^2*r*x^3+ 1485*a*c*p^4*q*r^2*x^3+120*a*c*p^4*r^3*x^3+2352*a*c*p^3*q^3*r*x^3+4104*a*c*p^3* q^2*r^2*x^3+1440*a*c*p^3*q*r^3*x^3+45*a*c*p^3*r^4*x^3+1728*a*c*p^2*q^4*r*x^3+ 4392*a*c*p^2*q^3*r^2*x^3+2808*a*c*p^2*q^2*r^3*x^3+405*a*c*p^2*q*r^4*x^3+576*a*c *p*q^5*r*x^3+1917*a*c*p*q^4*r^2*x^3+1776*a*c*p*q^3*r^3*x^3+465*a*c*p*q^2*r^4*x^ 3+60*a*c*q^6*r*x^3+243*a*c*q^5*r^2*x^3+288*a*c*q^4*r^3*x^3+105*a*c*q^3*r^4*x^3+ 2*a*g^6*p*r*x^3+2*a*g^6*q*r*x^3+3*a*g^6*r^2*x^3+24*a*g^5*p^2*r*x^3+52*a*g^5*p*q *r*x^3+42*a*g^5*p*r^2*x^3+28*a*g^5*q^2*r*x^3+48*a*g^5*q*r^2*x^3+8*a*g^5*r^3*x^3 +62*a*g^4*p^3*r*x^3+262*a*g^4*p^2*q*r*x^3+150*a*g^4*p^2*r^2*x^3+284*a*g^4*p*q^2 *r*x^3+426*a*g^4*p*q*r^2*x^3+80*a*g^4*p*r^3*x^3+84*a*g^4*q^3*r*x^3+195*a*g^4*q^ 2*r^2*x^3+96*a*g^4*q*r^3*x^3+5*a*g^4*r^4*x^3+62*a*g^3*p^4*r*x^3+472*a*g^3*p^3*q *r*x^3+195*a*g^3*p^3*r^2*x^3+864*a*g^3*p^2*q^2*r*x^3+1101*a*g^3*p^2*q*r^2*x^3+ 164*a*g^3*p^2*r^3*x^3+560*a*g^3*p*q^3*r*x^3+1221*a*g^3*p*q^2*r^2*x^3+576*a*g^3* p*q*r^3*x^3+35*a*g^3*p*r^4*x^3+106*a*g^3*q^4*r*x^3+315*a*g^3*q^3*r^2*x^3+244*a* g^3*q^2*r^3*x^3+45*a*g^3*q*r^4*x^3+24*a*g^2*p^5*r*x^3+376*a*g^2*p^4*q*r*x^3+93* a*g^2*p^4*r^2*x^3+1048*a*g^2*p^3*q^2*r*x^3+1131*a*g^2*p^3*q*r^2*x^3+104*a*g^2*p ^3*r^3*x^3+1128*a*g^2*p^2*q^3*r*x^3+2214*a*g^2*p^2*q^2*r^2*x^3+900*a*g^2*p^2*q* r^3*x^3+35*a*g^2*p^2*r^4*x^3+496*a*g^2*p*q^4*r*x^3+1407*a*g^2*p*q^3*r^2*x^3+ 1032*a*g^2*p*q^2*r^3*x^3+180*a*g^2*p*q*r^4*x^3+64*a*g^2*q^5*r*x^3+231*a*g^2*q^4 *r^2*x^3+236*a*g^2*q^3*r^3*x^3+70*a*g^2*q^2*r^4*x^3+2*a*g*p^6*r*x^3+136*a*g*p^5 *q*r*x^3+9*a*g*p^5*r^2*x^3+542*a*g*p^4*q^2*r*x^3+489*a*g*p^4*q*r^2*x^3+12*a*g*p ^4*r^3*x^3+848*a*g*p^3*q^3*r*x^3+1488*a*g*p^3*q^2*r^2*x^3+500*a*g*p^3*q*r^3*x^3 +5*a*g*p^3*r^4*x^3+622*a*g*p^2*q^4*r*x^3+1620*a*g*p^2*q^3*r^2*x^3+1056*a*g*p^2* q^2*r^3*x^3+150*a*g*p^2*q*r^4*x^3+200*a*g*p*q^5*r*x^3+687*a*g*p*q^4*r^2*x^3+660 *a*g*p*q^3*r^3*x^3+180*a*g*p*q^2*r^4*x^3+18*a*g*q^6*r*x^3+75*a*g*q^5*r^2*x^3+92 *a*g*q^4*r^3*x^3+35*a*g*q^3*r^4*x^3+20*a*p^6*q*r*x^3+102*a*p^5*q^2*r*x^3+81*a*p ^5*q*r^2*x^3+210*a*p^4*q^3*r*x^3+333*a*p^4*q^2*r^2*x^3+96*a*p^4*q*r^3*x^3+220*a *p^3*q^4*r*x^3+522*a*p^3*q^3*r^2*x^3+300*a*p^3*q^2*r^3*x^3+35*a*p^3*q*r^4*x^3+ 120*a*p^2*q^5*r*x^3+378*a*p^2*q^4*r^2*x^3+324*a*p^2*q^3*r^3*x^3+75*a*p^2*q^2*r^ 4*x^3+30*a*p*q^6*r*x^3+117*a*p*q^5*r^2*x^3+132*a*p*q^4*r^3*x^3+45*a*p*q^3*r^4*x ^3+2*a*q^7*r*x^3+9*a*q^6*r^2*x^3+12*a*q^5*r^3*x^3+5*a*q^4*r^4*x^3+128*b^6*c^2*r *x^3+32*b^6*c*g*r*x^3+128*b^6*c*p*r*x^3+64*b^6*c*q*r*x^3+96*b^6*c*r^2*x^3+16*b^ 6*g*p*r*x^3+16*b^6*g*q*r*x^3+24*b^6*g*r^2*x^3+32*b^6*p^2*r*x^3+32*b^6*p*q*r*x^3 +48*b^6*p*r^2*x^3+1088*b^5*c^3*r*x^3+736*b^5*c^2*g*r*x^3+1472*b^5*c^2*p*r*x^3+ 1024*b^5*c^2*q*r*x^3+1104*b^5*c^2*r^2*x^3+112*b^5*c*g^2*r*x^3+704*b^5*c*g*p*r*x ^3+480*b^5*c*g*q*r*x^3+624*b^5*c*g*r^2*x^3+656*b^5*c*p^2*r*x^3+960*b^5*c*p*q*r* x^3+984*b^5*c*p*r^2*x^3+240*b^5*c*q^2*r*x^3+504*b^5*c*q*r^2*x^3+192*b^5*c*r^3*x ^3+56*b^5*g^2*p*r*x^3+56*b^5*g^2*q*r*x^3+84*b^5*g^2*r^2*x^3+168*b^5*g*p^2*r*x^3 +224*b^5*g*p*q*r*x^3+288*b^5*g*p*r^2*x^3+56*b^5*g*q^2*r*x^3+120*b^5*g*q*r^2*x^3 +48*b^5*g*r^3*x^3+96*b^5*p^3*r*x^3+224*b^5*p^2*q*r*x^3+216*b^5*p^2*r^2*x^3+128* b^5*p*q^2*r*x^3+264*b^5*p*q*r^2*x^3+96*b^5*p*r^3*x^3+3904*b^4*c^4*r*x^3+4256*b^ 4*c^3*g*r*x^3+6656*b^4*c^3*p*r*x^3+5376*b^4*c^3*q*r*x^3+4896*b^4*c^3*r^2*x^3+ 1456*b^4*c^2*g^2*r*x^3+5664*b^4*c^2*g*p*r*x^3+4416*b^4*c^2*g*q*r*x^3+4488*b^4*c ^2*g*r^2*x^3+4176*b^4*c^2*p^2*r*x^3+7104*b^4*c^2*p*q*r*x^3+6120*b^4*c^2*p*r^2*x ^3+2432*b^4*c^2*q^2*r*x^3+4392*b^4*c^2*q*r^2*x^3+1440*b^4*c^2*r^3*x^3+152*b^4*c *g^3*r*x^3+1368*b^4*c*g^2*p*r*x^3+1064*b^4*c*g^2*q*r*x^3+1284*b^4*c*g^2*r^2*x^3 +2472*b^4*c*g*p^2*r*x^3+4016*b^4*c*g*p*q*r*x^3+3876*b^4*c*g*p*r^2*x^3+1296*b^4* c*g*q^2*r*x^3+2556*b^4*c*g*q*r^2*x^3+896*b^4*c*g*r^3*x^3+1136*b^4*c*p^3*r*x^3+ 3072*b^4*c*p^2*q*r*x^3+2484*b^4*c*p^2*r^2*x^3+2296*b^4*c*p*q^2*r*x^3+3960*b^4*c *p*q*r^2*x^3+1200*b^4*c*p*r^3*x^3+360*b^4*c*q^3*r*x^3+960*b^4*c*q^2*r^2*x^3+624 *b^4*c*q*r^3*x^3+80*b^4*c*r^4*x^3+76*b^4*g^3*p*r*x^3+76*b^4*g^3*q*r*x^3+114*b^4 *g^3*r^2*x^3+320*b^4*g^2*p^2*r*x^3+488*b^4*g^2*p*q*r*x^3+576*b^4*g^2*p*r^2*x^3+ 168*b^4*g^2*q^2*r*x^3+348*b^4*g^2*q*r^2*x^3+128*b^4*g^2*r^3*x^3+352*b^4*g*p^3*r *x^3+904*b^4*g*p^2*q*r*x^3+816*b^4*g*p^2*r^2*x^3+628*b^4*g*p*q^2*r*x^3+1212*b^4 *g*p*q*r^2*x^3+400*b^4*g*p*r^3*x^3+76*b^4*g*q^3*r*x^3+210*b^4*g*q^2*r^2*x^3+144 *b^4*g*q*r^3*x^3+20*b^4*g*r^4*x^3+112*b^4*p^4*r*x^3+432*b^4*p^3*q*r*x^3+324*b^4 *p^3*r^2*x^3+528*b^4*p^2*q^2*r*x^3+864*b^4*p^2*q*r^2*x^3+240*b^4*p^2*r^3*x^3+ 208*b^4*p*q^3*r*x^3+540*b^4*p*q^2*r^2*x^3+336*b^4*p*q*r^3*x^3+40*b^4*p*r^4*x^3+ 7616*b^3*c^5*r*x^3+11360*b^3*c^4*g*r*x^3+15680*b^3*c^4*p*r*x^3+13760*b^3*c^4*q* r*x^3+11280*b^3*c^4*r^2*x^3+6048*b^3*c^3*g^2*r*x^3+19232*b^3*c^3*g*p*r*x^3+ 16544*b^3*c^3*g*q*r*x^3+14376*b^3*c^3*g*r^2*x^3+12592*b^3*c^3*p^2*r*x^3+23296*b ^3*c^3*p*q*r*x^3+18048*b^3*c^3*p*r^2*x^3+9136*b^3*c^3*q^2*r*x^3+14976*b^3*c^3*q *r^2*x^3+4416*b^3*c^3*r^3*x^3+1336*b^3*c^2*g^3*r*x^3+7992*b^3*c^2*g^2*p*r*x^3+ 6728*b^3*c^2*g^2*q*r*x^3+6444*b^3*c^2*g^2*r^2*x^3+11912*b^3*c^2*g*p^2*r*x^3+ 21616*b^3*c^2*g*p*q*r*x^3+17748*b^3*c^2*g*p*r^2*x^3+8160*b^3*c^2*g*q^2*r*x^3+ 14172*b^3*c^2*g*q*r^2*x^3+4352*b^3*c^2*g*r^3*x^3+4896*b^3*c^2*p^3*r*x^3+14416*b ^3*c^2*p^2*q*r*x^3+10464*b^3*c^2*p^2*r^2*x^3+12152*b^3*c^2*p*q^2*r*x^3+18936*b^ 3*c^2*p*q*r^2*x^3+5136*b^3*c^2*p*r^3*x^3+2632*b^3*c^2*q^3*r*x^3+6420*b^3*c^2*q^ 2*r^2*x^3+3792*b^3*c^2*q*r^3*x^3+440*b^3*c^2*r^4*x^3+100*b^3*c*g^4*r*x^3+1248*b ^3*c*g^3*p*r*x^3+1048*b^3*c*g^3*q*r*x^3+1188*b^3*c*g^3*r^2*x^3+3444*b^3*c*g^2*p ^2*r*x^3+6056*b^3*c*g^2*p*q*r*x^3+5496*b^3*c*g^2*p*r^2*x^3+2232*b^3*c*g^2*q^2*r *x^3+4176*b^3*c*g^2*q*r^2*x^3+1336*b^3*c*g^2*r^3*x^3+3176*b^3*c*g*p^3*r*x^3+ 9192*b^3*c*g*p^2*q*r*x^3+7044*b^3*c*g*p^2*r^2*x^3+7480*b^3*c*g*p*q^2*r*x^3+ 12420*b^3*c*g*p*q*r^2*x^3+3520*b^3*c*g*p*r^3*x^3+1464*b^3*c*g*q^3*r*x^3+3780*b^ 3*c*g*q^2*r^2*x^3+2352*b^3*c*g*q*r^3*x^3+280*b^3*c*g*r^4*x^3+912*b^3*c*p^4*r*x^ 3+3840*b^3*c*p^3*q*r*x^3+2574*b^3*c*p^3*r^2*x^3+5220*b^3*c*p^2*q^2*r*x^3+7686*b ^3*c*p^2*q*r^2*x^3+1896*b^3*c*p^2*r^3*x^3+2568*b^3*c*p*q^3*r*x^3+5994*b^3*c*p*q ^2*r^2*x^3+3312*b^3*c*p*q*r^3*x^3+340*b^3*c*p*r^4*x^3+276*b^3*c*q^4*r*x^3+882*b ^3*c*q^3*r^2*x^3+768*b^3*c*q^2*r^3*x^3+180*b^3*c*q*r^4*x^3+50*b^3*g^4*p*r*x^3+ 50*b^3*g^4*q*r*x^3+75*b^3*g^4*r^2*x^3+290*b^3*g^3*p^2*r*x^3+480*b^3*g^3*p*q*r*x ^3+528*b^3*g^3*p*r^2*x^3+190*b^3*g^3*q^2*r*x^3+378*b^3*g^3*q*r^2*x^3+124*b^3*g^ 3*r^3*x^3+480*b^3*g^2*p^3*r*x^3+1340*b^3*g^2*p^2*q*r*x^3+1128*b^3*g^2*p^2*r^2*x ^3+1050*b^3*g^2*p*q^2*r*x^3+1920*b^3*g^2*p*q*r^2*x^3+576*b^3*g^2*p*r^3*x^3+190* b^3*g^2*q^3*r*x^3+507*b^3*g^2*q^2*r^2*x^3+328*b^3*g^2*q*r^3*x^3+40*b^3*g^2*r^4* x^3+304*b^3*g*p^4*r*x^3+1264*b^3*g*p^3*q*r*x^3+888*b^3*g*p^3*r^2*x^3+1666*b^3*g *p^2*q^2*r*x^3+2616*b^3*g*p^2*q*r^2*x^3+672*b^3*g*p^2*r^3*x^3+756*b^3*g*p*q^3*r *x^3+1896*b^3*g*p*q^2*r^2*x^3+1120*b^3*g*p*q*r^3*x^3+120*b^3*g*p*r^4*x^3+50*b^3 *g*q^4*r*x^3+168*b^3*g*q^3*r^2*x^3+156*b^3*g*q^2*r^3*x^3+40*b^3*g*q*r^4*x^3+64* b^3*p^5*r*x^3+368*b^3*p^4*q*r*x^3+222*b^3*p^4*r^2*x^3+720*b^3*p^3*q^2*r*x^3+990 *b^3*p^3*q*r^2*x^3+216*b^3*p^3*r^3*x^3+592*b^3*p^2*q^3*r*x^3+1314*b^3*p^2*q^2*r ^2*x^3+672*b^3*p^2*q*r^3*x^3+60*b^3*p^2*r^4*x^3+176*b^3*p*q^4*r*x^3+546*b^3*p*q ^3*r^2*x^3+456*b^3*p*q^2*r^3*x^3+100*b^3*p*q*r^4*x^3+8512*b^2*c^6*r*x^3+16064*b ^2*c^5*g*r*x^3+20544*b^2*c^5*p*r*x^3+19008*b^2*c^5*q*r*x^3+14592*b^2*c^5*r^2*x^ 3+11584*b^2*c^4*g^2*r*x^3+32944*b^2*c^4*g*p*r*x^3+30224*b^2*c^4*g*q*r*x^3+23784 *b^2*c^4*g*r^2*x^3+20032*b^2*c^4*p^2*r*x^3+39168*b^2*c^4*p*q*r*x^3+28416*b^2*c^ 4*p*r^2*x^3+16592*b^2*c^4*q^2*r*x^3+25536*b^2*c^4*q*r^2*x^3+7008*b^2*c^4*r^3*x^ 3+3920*b^2*c^3*g^3*r*x^3+19544*b^2*c^3*g^2*p*r*x^3+17720*b^2*c^3*g^2*q*r*x^3+ 14580*b^2*c^3*g^2*r^2*x^3+26168*b^2*c^3*g*p^2*r*x^3+50976*b^2*c^3*g*p*q*r*x^3+ 37872*b^2*c^3*g*p*r^2*x^3+21128*b^2*c^3*g*q^2*r*x^3+33552*b^2*c^3*g*q*r^2*x^3+ 9360*b^2*c^3*g*r^3*x^3+10024*b^2*c^3*p^3*r*x^3+31304*b^2*c^3*p^2*q*r*x^3+21228* b^2*c^3*p^2*r^2*x^3+28328*b^2*c^3*p*q^2*r*x^3+41424*b^2*c^3*p*q*r^2*x^3+10464*b ^2*c^3*p*r^3*x^3+7048*b^2*c^3*q^3*r*x^3+16188*b^2*c^3*q^2*r^2*x^3+8928*b^2*c^3* q*r^3*x^3+960*b^2*c^3*r^4*x^3+604*b^2*c^2*g^4*r*x^3+5172*b^2*c^2*g^3*p*r*x^3+ 4620*b^2*c^2*g^3*q*r*x^3+4134*b^2*c^2*g^3*r^2*x^3+11960*b^2*c^2*g^2*p^2*r*x^3+ 23088*b^2*c^2*g^2*p*q*r*x^3+17916*b^2*c^2*g^2*p*r^2*x^3+9348*b^2*c^2*g^2*q^2*r* x^3+15528*b^2*c^2*g^2*q*r^2*x^3+4392*b^2*c^2*g^2*r^3*x^3+9976*b^2*c^2*g*p^3*r*x ^3+31240*b^2*c^2*g*p^2*q*r*x^3+21606*b^2*c^2*g*p^2*r^2*x^3+27836*b^2*c^2*g*p*q^ 2*r*x^3+42084*b^2*c^2*g*p*q*r^2*x^3+10800*b^2*c^2*g*p*r^3*x^3+6572*b^2*c^2*g*q^ 3*r*x^3+15672*b^2*c^2*g*q^2*r^2*x^3+8928*b^2*c^2*g*q*r^3*x^3+960*b^2*c^2*g*r^4* x^3+2684*b^2*c^2*p^4*r*x^3+12056*b^2*c^2*p^3*q*r*x^3+7506*b^2*c^2*p^3*r^2*x^3+ 17508*b^2*c^2*p^2*q^2*r*x^3+24138*b^2*c^2*p^2*q*r^2*x^3+5520*b^2*c^2*p^2*r^3*x^ 3+9584*b^2*c^2*p*q^3*r*x^3+21006*b^2*c^2*p*q^2*r^2*x^3+10800*b^2*c^2*p*q*r^3*x^ 3+1020*b^2*c^2*p*r^4*x^3+1448*b^2*c^2*q^4*r*x^3+4374*b^2*c^2*q^3*r^2*x^3+3576*b ^2*c^2*q^2*r^3*x^3+780*b^2*c^2*q*r^4*x^3+32*b^2*c*g^5*r*x^3+566*b^2*c*g^4*p*r*x ^3+502*b^2*c*g^4*q*r*x^3+531*b^2*c*g^4*r^2*x^3+2206*b^2*c*g^3*p^2*r*x^3+4160*b^ 2*c*g^3*p*q*r*x^3+3516*b^2*c*g^3*p*r^2*x^3+1666*b^2*c*g^3*q^2*r*x^3+2946*b^2*c* g^3*q*r^2*x^3+836*b^2*c*g^3*r^3*x^3+3114*b^2*c*g^2*p^3*r*x^3+9714*b^2*c*g^2*p^2 *q*r*x^3+6969*b^2*c*g^2*p^2*r^2*x^3+8492*b^2*c*g^2*p*q^2*r*x^3+13512*b^2*c*g^2* p*q*r^2*x^3+3528*b^2*c*g^2*p*r^3*x^3+1892*b^2*c*g^2*q^3*r*x^3+4710*b^2*c*g^2*q^ 2*r^2*x^3+2768*b^2*c*g^2*q*r^3*x^3+290*b^2*c*g^2*r^4*x^3+1800*b^2*c*g*p^4*r*x^3 +8192*b^2*c*g*p^3*q*r*x^3+5157*b^2*c*g*p^3*r^2*x^3+11794*b^2*c*g*p^2*q^2*r*x^3+ 16803*b^2*c*g*p^2*q*r^2*x^3+3876*b^2*c*g*p^2*r^3*x^3+6212*b^2*c*g*p*q^3*r*x^3+ 14205*b^2*c*g*p*q^2*r^2*x^3+7584*b^2*c*g*p*q*r^3*x^3+720*b^2*c*g*p*r^4*x^3+810* b^2*c*g*q^4*r*x^3+2559*b^2*c*g*q^3*r^2*x^3+2192*b^2*c*g*q^2*r^3*x^3+500*b^2*c*g *q*r^4*x^3+358*b^2*c*p^5*r*x^3+2218*b^2*c*p^4*q*r*x^3+1230*b^2*c*p^4*r^2*x^3+ 4620*b^2*c*p^3*q^2*r*x^3+5928*b^2*c*p^3*q*r^2*x^3+1188*b^2*c*p^3*r^3*x^3+4132*b ^2*c*p^2*q^3*r*x^3+8586*b^2*c*p^2*q^2*r^2*x^3+4068*b^2*c*p^2*q*r^3*x^3+330*b^2* c*p^2*r^4*x^3+1486*b^2*c*p*q^4*r*x^3+4308*b^2*c*p*q^3*r^2*x^3+3324*b^2*c*p*q^2* r^3*x^3+660*b^2*c*p*q*r^4*x^3+114*b^2*c*q^5*r*x^3+420*b^2*c*q^4*r^2*x^3+444*b^2 *c*q^3*r^3*x^3+140*b^2*c*q^2*r^4*x^3+16*b^2*g^5*p*r*x^3+16*b^2*g^5*q*r*x^3+24*b ^2*g^5*r^2*x^3+132*b^2*g^4*p^2*r*x^3+232*b^2*g^4*p*q*r*x^3+237*b^2*g^4*p*r^2*x^ 3+100*b^2*g^4*q^2*r*x^3+189*b^2*g^4*q*r^2*x^3+52*b^2*g^4*r^3*x^3+300*b^2*g^3*p^ 3*r*x^3+912*b^2*g^3*p^2*q*r*x^3+705*b^2*g^3*p^2*r^2*x^3+780*b^2*g^3*p*q^2*r*x^3 +1350*b^2*g^3*p*q*r^2*x^3+360*b^2*g^3*p*r^3*x^3+168*b^2*g^3*q^3*r*x^3+429*b^2*g ^3*q^2*r^2*x^3+256*b^2*g^3*q*r^3*x^3+25*b^2*g^3*r^4*x^3+286*b^2*g^2*p^4*r*x^3+ 1310*b^2*g^2*p^3*q*r*x^3+843*b^2*g^2*p^3*r^2*x^3+1862*b^2*g^2*p^2*q^2*r*x^3+ 2790*b^2*g^2*p^2*q*r^2*x^3+648*b^2*g^2*p^2*r^3*x^3+938*b^2*g^2*p*q^3*r*x^3+2274 *b^2*g^2*p*q^2*r^2*x^3+1272*b^2*g^2*p*q*r^3*x^3+120*b^2*g^2*p*r^4*x^3+100*b^2*g ^2*q^4*r*x^3+327*b^2*g^2*q^3*r^2*x^3+292*b^2*g^2*q^2*r^3*x^3+70*b^2*g^2*q*r^4*x ^3+120*b^2*g*p^5*r*x^3+768*b^2*g*p^4*q*r*x^3+423*b^2*g*p^4*r^2*x^3+1600*b^2*g*p ^3*q^2*r*x^3+2115*b^2*g*p^3*q*r^2*x^3+420*b^2*g*p^3*r^3*x^3+1392*b^2*g*p^2*q^3* r*x^3+3024*b^2*g*p^2*q^2*r^2*x^3+1488*b^2*g*p^2*q*r^3*x^3+120*b^2*g*p^2*r^4*x^3 +456*b^2*g*p*q^4*r*x^3+1395*b^2*g*p*q^3*r^2*x^3+1140*b^2*g*p*q^2*r^3*x^3+240*b^ 2*g*p*q*r^4*x^3+16*b^2*g*q^5*r*x^3+63*b^2*g*q^4*r^2*x^3+72*b^2*g*q^3*r^3*x^3+25 *b^2*g*q^2*r^4*x^3+18*b^2*p^6*r*x^3+154*b^2*p^5*q*r*x^3+72*b^2*p^5*r^2*x^3+436* b^2*p^4*q^2*r*x^3+510*b^2*p^4*q*r^2*x^3+84*b^2*p^4*r^3*x^3+564*b^2*p^3*q^3*r*x^ 3+1098*b^2*p^3*q^2*r^2*x^3+468*b^2*p^3*q*r^3*x^3+30*b^2*p^3*r^4*x^3+346*b^2*p^2 *q^4*r*x^3+954*b^2*p^2*q^3*r^2*x^3+684*b^2*p^2*q^2*r^3*x^3+120*b^2*p^2*q*r^4*x^ 3+82*b^2*p*q^5*r*x^3+294*b^2*p*q^4*r^2*x^3+300*b^2*p*q^3*r^3*x^3+90*b^2*p*q^2*r ^4*x^3+5120*b*c^7*r*x^3+11712*b*c^6*g*r*x^3+14144*b*c^6*p*r*x^3+13632*b*c^6*q*r *x^3+10080*b*c^6*r^2*x^3+10688*b*c^5*g^2*r*x^3+28128*b*c^5*g*p*r*x^3+27040*b*c^ 5*g*q*r*x^3+20064*b*c^5*g*r^2*x^3+16144*b*c^5*p^2*r*x^3+33024*b*c^5*p*q*r*x^3+ 23040*b*c^5*p*r^2*x^3+14768*b*c^5*q^2*r*x^3+21888*b*c^5*q*r^2*x^3+5760*b*c^5*r^ 3*x^3+4896*b*c^4*g^3*r*x^3+21824*b*c^4*g^2*p*r*x^3+20896*b*c^4*g^2*q*r*x^3+ 15672*b*c^4*g^2*r^2*x^3+27056*b*c^4*g*p^2*r*x^3+55584*b*c^4*g*p*q*r*x^3+38880*b *c^4*g*p*r^2*x^3+24544*b*c^4*g*q^2*r*x^3+36816*b*c^4*g*q*r^2*x^3+9664*b*c^4*g*r ^3*x^3+9784*b*c^4*p^3*r*x^3+32184*b*c^4*p^2*q*r*x^3+20880*b*c^4*p^2*r^2*x^3+ 30696*b*c^4*p*q^2*r*x^3+43200*b*c^4*p*q*r^2*x^3+10464*b*c^4*p*r^3*x^3+8296*b*c^ 4*q^3*r*x^3+18360*b*c^4*q^2*r^2*x^3+9696*b*c^4*q*r^3*x^3+1000*b*c^4*r^4*x^3+ 1152*b*c^3*g^4*r*x^3+8240*b*c^3*g^3*p*r*x^3+7840*b*c^3*g^3*q*r*x^3+6036*b*c^3*g ^3*r^2*x^3+17068*b*c^3*g^2*p^2*r*x^3+35200*b*c^3*g^2*p*q*r*x^3+24852*b*c^3*g^2* p*r^2*x^3+15300*b*c^3*g^2*q^2*r*x^3+23388*b*c^3*g^2*q*r^2*x^3+6080*b*c^3*g^2*r^ 3*x^3+13200*b*c^3*g*p^3*r*x^3+44024*b*c^3*g*p^2*q*r*x^3+28506*b*c^3*g*p^2*r^2*x ^3+41776*b*c^3*g*p*q^2*r*x^3+59568*b*c^3*g*p*q*r^2*x^3+14368*b*c^3*g*p*r^3*x^3+ 10952*b*c^3*g*q^3*r*x^3+24726*b*c^3*g*q^2*r^2*x^3+13248*b*c^3*g*q*r^3*x^3+1340* b*c^3*g*r^4*x^3+3356*b*c^3*p^4*r*x^3+16056*b*c^3*p^3*q*r*x^3+9468*b*c^3*p^3*r^2 *x^3+24576*b*c^3*p^2*q^2*r*x^3+32508*b*c^3*p^2*q*r^2*x^3+7080*b*c^3*p^2*r^3*x^3 +14408*b*c^3*p*q^3*r*x^3+30420*b*c^3*p*q^2*r^2*x^3+14976*b*c^3*p*q*r^3*x^3+1360 *b*c^3*p*r^4*x^3+2532*b*c^3*q^4*r*x^3+7380*b*c^3*q^3*r^2*x^3+5784*b*c^3*q^2*r^3 *x^3+1200*b*c^3*q*r^4*x^3+124*b*c^2*g^5*r*x^3+1524*b*c^2*g^4*p*r*x^3+1436*b*c^2 *g^4*q*r*x^3+1176*b*c^2*g^4*r^2*x^3+4960*b*c^2*g^3*p^2*r*x^3+10232*b*c^2*g^3*p* q*r*x^3+7404*b*c^2*g^3*p*r^2*x^3+4372*b*c^2*g^3*q^2*r*x^3+6888*b*c^2*g^3*q*r^2* x^3+1744*b*c^2*g^3*r^3*x^3+6306*b*c^2*g^2*p^3*r*x^3+21350*b*c^2*g^2*p^2*q*r*x^3 +13851*b*c^2*g^2*p^2*r^2*x^3+20122*b*c^2*g^2*p*q^2*r*x^3+29316*b*c^2*g^2*p*q*r^ 2*x^3+7000*b*c^2*g^2*p*r^3*x^3+5078*b*c^2*g^2*q^3*r*x^3+11757*b*c^2*g^2*q^2*r^2 *x^3+6376*b*c^2*g^2*q*r^3*x^3+610*b*c^2*g^2*r^4*x^3+3384*b*c^2*g*p^4*r*x^3+ 16680*b*c^2*g*p^3*q*r*x^3+9705*b*c^2*g*p^3*r^2*x^3+25620*b*c^2*g*p^2*q^2*r*x^3+ 34293*b*c^2*g*p^2*q*r^2*x^3+7364*b*c^2*g*p^2*r^3*x^3+14736*b*c^2*g*p*q^3*r*x^3+ 31821*b*c^2*g*p*q^2*r^2*x^3+15936*b*c^2*g*p*q*r^3*x^3+1420*b*c^2*g*p*r^4*x^3+ 2412*b*c^2*g*q^4*r*x^3+7233*b*c^2*g*q^3*r^2*x^3+5836*b*c^2*g*q^2*r^3*x^3+1240*b *c^2*g*q*r^4*x^3+638*b*c^2*p^5*r*x^3+4290*b*c^2*p^4*q*r*x^3+2214*b*c^2*p^4*r^2* x^3+9436*b*c^2*p^3*q^2*r*x^3+11556*b*c^2*p^3*q*r^2*x^3+2172*b*c^2*p^3*r^3*x^3+ 8948*b*c^2*p^2*q^3*r*x^3+17874*b*c^2*p^2*q^2*r^2*x^3+8076*b*c^2*p^2*q*r^3*x^3+ 620*b*c^2*p^2*r^4*x^3+3558*b*c^2*p*q^4*r*x^3+9936*b*c^2*p*q^3*r^2*x^3+7332*b*c^ 2*p*q^2*r^3*x^3+1380*b*c^2*p*q*r^4*x^3+394*b*c^2*q^5*r*x^3+1404*b*c^2*q^4*r^2*x ^3+1428*b*c^2*q^3*r^3*x^3+430*b*c^2*q^2*r^4*x^3+4*b*c*g^6*r*x^3+118*b*c*g^5*p*r *x^3+110*b*c*g^5*q*r*x^3+105*b*c*g^5*r^2*x^3+642*b*c*g^4*p^2*r*x^3+1304*b*c*g^4 *p*q*r*x^3+1005*b*c*g^4*p*r^2*x^3+554*b*c*g^4*q^2*r*x^3+915*b*c*g^4*q*r^2*x^3+ 216*b*c*g^4*r^3*x^3+1244*b*c*g^3*p^3*r*x^3+4260*b*c*g^3*p^2*q*r*x^3+2799*b*c*g^ 3*p^2*r^2*x^3+3978*b*c*g^3*p*q^2*r*x^3+6018*b*c*g^3*p*q*r^2*x^3+1408*b*c*g^3*p* r^3*x^3+962*b*c*g^3*q^3*r*x^3+2292*b*c*g^3*q^2*r^2*x^3+1248*b*c*g^3*q*r^3*x^3+ 105*b*c*g^3*r^4*x^3+1074*b*c*g^2*p^4*r*x^3+5482*b*c*g^2*p^3*q*r*x^3+3138*b*c*g^ 2*p^3*r^2*x^3+8448*b*c*g^2*p^2*q^2*r*x^3+11529*b*c*g^2*p^2*q*r^2*x^3+2412*b*c*g ^2*p^2*r^3*x^3+4746*b*c*g^2*p*q^3*r*x^3+10575*b*c*g^2*p*q^2*r^2*x^3+5400*b*c*g^ 2*p*q*r^3*x^3+460*b*c*g^2*p*r^4*x^3+706*b*c*g^2*q^4*r*x^3+2184*b*c*g^2*q^3*r^2* x^3+1812*b*c*g^2*q^2*r^3*x^3+390*b*c*g^2*q*r^4*x^3+418*b*c*g*p^5*r*x^3+2992*b*c *g*p^4*q*r*x^3+1482*b*c*g*p^4*r^2*x^3+6684*b*c*g*p^3*q^2*r*x^3+8244*b*c*g*p^3*q *r^2*x^3+1488*b*c*g*p^3*r^3*x^3+6280*b*c*g*p^2*q^3*r*x^3+12843*b*c*g*p^2*q^2*r^ 2*x^3+5892*b*c*g*p^2*q*r^3*x^3+435*b*c*g*p^2*r^4*x^3+2386*b*c*g*p*q^4*r*x^3+ 6882*b*c*g*p*q^3*r^2*x^3+5256*b*c*g*p*q^2*r^3*x^3+1020*b*c*g*p*q*r^4*x^3+216*b* c*g*q^5*r*x^3+801*b*c*g*q^4*r^2*x^3+852*b*c*g*q^3*r^3*x^3+270*b*c*g*q^2*r^4*x^3 +60*b*c*p^6*r*x^3+576*b*c*p^5*q*r*x^3+243*b*c*p^5*r^2*x^3+1728*b*c*p^4*q^2*r*x^ 3+1917*b*c*p^4*q*r^2*x^3+288*b*c*p^4*r^3*x^3+2352*b*c*p^3*q^3*r*x^3+4392*b*c*p^ 3*q^2*r^2*x^3+1776*b*c*p^3*q*r^3*x^3+105*b*c*p^3*r^4*x^3+1548*b*c*p^2*q^4*r*x^3 +4104*b*c*p^2*q^3*r^2*x^3+2808*b*c*p^2*q^2*r^3*x^3+465*b*c*p^2*q*r^4*x^3+432*b* c*p*q^5*r*x^3+1485*b*c*p*q^4*r^2*x^3+1440*b*c*p*q^3*r^3*x^3+405*b*c*p*q^2*r^4*x ^3+24*b*c*q^6*r*x^3+99*b*c*q^5*r^2*x^3+120*b*c*q^4*r^3*x^3+45*b*c*q^3*r^4*x^3+2 *b*g^6*p*r*x^3+2*b*g^6*q*r*x^3+3*b*g^6*r^2*x^3+28*b*g^5*p^2*r*x^3+52*b*g^5*p*q* r*x^3+48*b*g^5*p*r^2*x^3+24*b*g^5*q^2*r*x^3+42*b*g^5*q*r^2*x^3+8*b*g^5*r^3*x^3+ 84*b*g^4*p^3*r*x^3+284*b*g^4*p^2*q*r*x^3+195*b*g^4*p^2*r^2*x^3+262*b*g^4*p*q^2* r*x^3+426*b*g^4*p*q*r^2*x^3+96*b*g^4*p*r^3*x^3+62*b*g^4*q^3*r*x^3+150*b*g^4*q^2 *r^2*x^3+80*b*g^4*q*r^3*x^3+5*b*g^4*r^4*x^3+106*b*g^3*p^4*r*x^3+560*b*g^3*p^3*q *r*x^3+315*b*g^3*p^3*r^2*x^3+864*b*g^3*p^2*q^2*r*x^3+1221*b*g^3*p^2*q*r^2*x^3+ 244*b*g^3*p^2*r^3*x^3+472*b*g^3*p*q^3*r*x^3+1101*b*g^3*p*q^2*r^2*x^3+576*b*g^3* p*q*r^3*x^3+45*b*g^3*p*r^4*x^3+62*b*g^3*q^4*r*x^3+195*b*g^3*q^3*r^2*x^3+164*b*g ^3*q^2*r^3*x^3+35*b*g^3*q*r^4*x^3+64*b*g^2*p^5*r*x^3+496*b*g^2*p^4*q*r*x^3+231* b*g^2*p^4*r^2*x^3+1128*b*g^2*p^3*q^2*r*x^3+1407*b*g^2*p^3*q*r^2*x^3+236*b*g^2*p ^3*r^3*x^3+1048*b*g^2*p^2*q^3*r*x^3+2214*b*g^2*p^2*q^2*r^2*x^3+1032*b*g^2*p^2*q *r^3*x^3+70*b*g^2*p^2*r^4*x^3+376*b*g^2*p*q^4*r*x^3+1131*b*g^2*p*q^3*r^2*x^3+ 900*b*g^2*p*q^2*r^3*x^3+180*b*g^2*p*q*r^4*x^3+24*b*g^2*q^5*r*x^3+93*b*g^2*q^4*r ^2*x^3+104*b*g^2*q^3*r^3*x^3+35*b*g^2*q^2*r^4*x^3+18*b*g*p^6*r*x^3+200*b*g*p^5* q*r*x^3+75*b*g*p^5*r^2*x^3+622*b*g*p^4*q^2*r*x^3+687*b*g*p^4*q*r^2*x^3+92*b*g*p ^4*r^3*x^3+848*b*g*p^3*q^3*r*x^3+1620*b*g*p^3*q^2*r^2*x^3+660*b*g*p^3*q*r^3*x^3 +35*b*g*p^3*r^4*x^3+542*b*g*p^2*q^4*r*x^3+1488*b*g*p^2*q^3*r^2*x^3+1056*b*g*p^2 *q^2*r^3*x^3+180*b*g*p^2*q*r^4*x^3+136*b*g*p*q^5*r*x^3+489*b*g*p*q^4*r^2*x^3+ 500*b*g*p*q^3*r^3*x^3+150*b*g*p*q^2*r^4*x^3+2*b*g*q^6*r*x^3+9*b*g*q^5*r^2*x^3+ 12*b*g*q^4*r^3*x^3+5*b*g*q^3*r^4*x^3+2*b*p^7*r*x^3+30*b*p^6*q*r*x^3+9*b*p^6*r^2 *x^3+120*b*p^5*q^2*r*x^3+117*b*p^5*q*r^2*x^3+12*b*p^5*r^3*x^3+220*b*p^4*q^3*r*x ^3+378*b*p^4*q^2*r^2*x^3+132*b*p^4*q*r^3*x^3+5*b*p^4*r^4*x^3+210*b*p^3*q^4*r*x^ 3+522*b*p^3*q^3*r^2*x^3+324*b*p^3*q^2*r^3*x^3+45*b*p^3*q*r^4*x^3+102*b*p^2*q^5* r*x^3+333*b*p^2*q^4*r^2*x^3+300*b*p^2*q^3*r^3*x^3+75*b*p^2*q^2*r^4*x^3+20*b*p*q ^6*r*x^3+81*b*p*q^5*r^2*x^3+96*b*p*q^4*r^3*x^3+35*b*p*q^3*r^4*x^3+1280*c^8*r*x^ 3+3456*c^7*g*r*x^3+3968*c^7*p*r*x^3+3968*c^7*q*r*x^3+2880*c^7*r^2*x^3+3840*c^6* g^2*r*x^3+9472*c^6*g*p*r*x^3+9472*c^6*g*q*r*x^3+6816*c^6*g*r^2*x^3+5152*c^6*p^2 *r*x^3+11008*c^6*p*q*r*x^3+7488*c^6*p*r^2*x^3+5152*c^6*q^2*r*x^3+7488*c^6*q*r^2 *x^3+1920*c^6*r^3*x^3+2240*c^5*g^3*r*x^3+9152*c^5*g^2*p*r*x^3+9152*c^5*g^2*q*r* x^3+6528*c^5*g^2*r^2*x^3+10608*c^5*g*p^2*r*x^3+22848*c^5*g*p*q*r*x^3+15408*c^5* g*p*r^2*x^3+10608*c^5*g*q^2*r*x^3+15408*c^5*g*q*r^2*x^3+3904*c^5*g*r^3*x^3+3616 *c^5*p^3*r*x^3+12576*c^5*p^2*q*r*x^3+7848*c^5*p^2*r^2*x^3+12576*c^5*p*q^2*r*x^3 +17280*c^5*p*q*r^2*x^3+4032*c^5*p*r^3*x^3+3616*c^5*q^3*r*x^3+7848*c^5*q^2*r^2*x ^3+4032*c^5*q*r^3*x^3+400*c^5*r^4*x^3+720*c^4*g^4*r*x^3+4544*c^4*g^3*p*r*x^3+ 4544*c^4*g^3*q*r*x^3+3216*c^4*g^3*r^2*x^3+8616*c^4*g^2*p^2*r*x^3+18752*c^4*g^2* p*q*r*x^3+12528*c^4*g^2*p*r^2*x^3+8616*c^4*g^2*q^2*r*x^3+12528*c^4*g^2*q*r^2*x^ 3+3104*c^4*g^2*r^3*x^3+6200*c^4*g*p^3*r*x^3+21992*c^4*g*p^2*q*r*x^3+13548*c^4*g *p^2*r^2*x^3+21992*c^4*g*p*q^2*r*x^3+30240*c^4*g*p*q*r^2*x^3+6976*c^4*g*p*r^3*x ^3+6200*c^4*g*q^3*r*x^3+13548*c^4*g*q^2*r^2*x^3+6976*c^4*g*q*r^3*x^3+680*c^4*g* r^4*x^3+1472*c^4*p^4*r*x^3+7616*c^4*p^3*q*r*x^3+4212*c^4*p^3*r^2*x^3+12288*c^4* p^2*q^2*r*x^3+15732*c^4*p^2*q*r^2*x^3+3216*c^4*p^2*r^3*x^3+7616*c^4*p*q^3*r*x^3 +15732*c^4*p*q^2*r^2*x^3+7488*c^4*p*q*r^3*x^3+640*c^4*p*r^4*x^3+1472*c^4*q^4*r* x^3+4212*c^4*q^3*r^2*x^3+3216*c^4*q^2*r^3*x^3+640*c^4*q*r^4*x^3+120*c^3*g^5*r*x ^3+1208*c^3*g^4*p*r*x^3+1208*c^3*g^4*q*r*x^3+852*c^3*g^4*r^2*x^3+3468*c^3*g^3*p ^2*r*x^3+7648*c^3*g^3*p*q*r*x^3+5064*c^3*g^3*p*r^2*x^3+3468*c^3*g^3*q^2*r*x^3+ 5064*c^3*g^3*q*r^2*x^3+1200*c^3*g^3*r^3*x^3+4024*c^3*g^2*p^3*r*x^3+14648*c^3*g^ 2*p^2*q*r*x^3+8874*c^3*g^2*p^2*r^2*x^3+14648*c^3*g^2*p*q^2*r*x^3+20208*c^3*g^2* p*q*r^2*x^3+4560*c^3*g^2*p*r^3*x^3+4024*c^3*g^2*q^3*r*x^3+8874*c^3*g^2*q^2*r^2* x^3+4560*c^3*g^2*q*r^3*x^3+420*c^3*g^2*r^4*x^3+1988*c^3*g*p^4*r*x^3+10720*c^3*g *p^3*q*r*x^3+5772*c^3*g*p^3*r^2*x^3+17464*c^3*g*p^2*q^2*r*x^3+22344*c^3*g*p^2*q *r^2*x^3+4472*c^3*g*p^2*r^3*x^3+10720*c^3*g*p*q^3*r*x^3+22344*c^3*g*p*q^2*r^2*x ^3+10688*c^3*g*p*q*r^3*x^3+900*c^3*g*p*r^4*x^3+1988*c^3*g*q^4*r*x^3+5772*c^3*g* q^3*r^2*x^3+4472*c^3*g*q^2*r^3*x^3+900*c^3*g*q*r^4*x^3+344*c^3*p^5*r*x^3+2616*c ^3*p^4*q*r*x^3+1206*c^3*p^4*r^2*x^3+6128*c^3*p^3*q^2*r*x^3+7164*c^3*p^3*q*r^2*x ^3+1200*c^3*p^3*r^3*x^3+6128*c^3*p^2*q^3*r*x^3+11916*c^3*p^2*q^2*r^2*x^3+5136*c ^3*p^2*q*r^3*x^3+350*c^3*p^2*r^4*x^3+2616*c^3*p*q^4*r*x^3+7164*c^3*p*q^3*r^2*x^ 3+5136*c^3*p*q^2*r^3*x^3+920*c^3*p*q*r^4*x^3+344*c^3*q^5*r*x^3+1206*c^3*q^4*r^2 *x^3+1200*c^3*q^3*r^3*x^3+350*c^3*q^2*r^4*x^3+8*c^2*g^6*r*x^3+160*c^2*g^5*p*r*x ^3+160*c^2*g^5*q*r*x^3+114*c^2*g^5*r^2*x^3+708*c^2*g^4*p^2*r*x^3+1584*c^2*g^4*p *q*r*x^3+1044*c^2*g^4*p*r^2*x^3+708*c^2*g^4*q^2*r*x^3+1044*c^2*g^4*q*r^2*x^3+ 224*c^2*g^4*r^3*x^3+1214*c^2*g^3*p^3*r*x^3+4570*c^2*g^3*p^2*q*r*x^3+2709*c^2*g^ 3*p^2*r^2*x^3+4570*c^2*g^3*p*q^2*r*x^3+6360*c^2*g^3*p*q*r^2*x^3+1376*c^2*g^3*p* r^3*x^3+1214*c^2*g^3*q^3*r*x^3+2709*c^2*g^3*q^2*r^2*x^3+1376*c^2*g^3*q*r^3*x^3+ 110*c^2*g^3*r^4*x^3+946*c^2*g^2*p^4*r*x^3+5396*c^2*g^2*p^3*q*r*x^3+2793*c^2*g^2 *p^3*r^2*x^3+8900*c^2*g^2*p^2*q^2*r*x^3+11397*c^2*g^2*p^2*q*r^2*x^3+2192*c^2*g^ 2*p^2*r^3*x^3+5396*c^2*g^2*p*q^3*r*x^3+11397*c^2*g^2*p*q^2*r^2*x^3+5472*c^2*g^2 *p*q*r^3*x^3+440*c^2*g^2*p*r^4*x^3+946*c^2*g^2*q^4*r*x^3+2793*c^2*g^2*q^3*r^2*x ^3+2192*c^2*g^2*q^2*r^3*x^3+440*c^2*g^2*q*r^4*x^3+330*c^2*g*p^5*r*x^3+2754*c^2* g*p^4*q*r*x^3+1185*c^2*g*p^4*r^2*x^3+6612*c^2*g*p^3*q^2*r*x^3+7674*c^2*g*p^3*q* r^2*x^3+1212*c^2*g*p^3*r^3*x^3+6612*c^2*g*p^2*q^3*r*x^3+12978*c^2*g*p^2*q^2*r^2 *x^3+5604*c^2*g*p^2*q*r^3*x^3+365*c^2*g*p^2*r^4*x^3+2754*c^2*g*p*q^4*r*x^3+7674 *c^2*g*p*q^3*r^2*x^3+5604*c^2*g*p*q^2*r^3*x^3+1020*c^2*g*p*q*r^4*x^3+330*c^2*g* q^5*r*x^3+1185*c^2*g*q^4*r^2*x^3+1212*c^2*g*q^3*r^3*x^3+365*c^2*g*q^2*r^4*x^3+ 42*c^2*p^6*r*x^3+504*c^2*p^5*q*r*x^3+171*c^2*p^5*r^2*x^3+1638*c^2*p^4*q^2*r*x^3 +1701*c^2*p^4*q*r^2*x^3+204*c^2*p^4*r^3*x^3+2352*c^2*p^3*q^3*r*x^3+4248*c^2*p^3 *q^2*r^2*x^3+1608*c^2*p^3*q*r^3*x^3+75*c^2*p^3*r^4*x^3+1638*c^2*p^2*q^4*r*x^3+ 4248*c^2*p^2*q^3*r^2*x^3+2808*c^2*p^2*q^2*r^3*x^3+435*c^2*p^2*q*r^4*x^3+504*c^2 *p*q^5*r*x^3+1701*c^2*p*q^4*r^2*x^3+1608*c^2*p*q^3*r^3*x^3+435*c^2*p*q^2*r^4*x^ 3+42*c^2*q^6*r*x^3+171*c^2*q^5*r^2*x^3+204*c^2*q^4*r^3*x^3+75*c^2*q^3*r^4*x^3+8 *c*g^6*p*r*x^3+8*c*g^6*q*r*x^3+6*c*g^6*r^2*x^3+66*c*g^5*p^2*r*x^3+148*c*g^5*p*q *r*x^3+99*c*g^5*p*r^2*x^3+66*c*g^5*q^2*r*x^3+99*c*g^5*q*r^2*x^3+16*c*g^5*r^3*x^ 3+166*c*g^4*p^3*r*x^3+650*c*g^4*p^2*q*r*x^3+375*c*g^4*p^2*r^2*x^3+650*c*g^4*p*q ^2*r*x^3+924*c*g^4*p*q*r^2*x^3+184*c*g^4*p*r^3*x^3+166*c*g^4*q^3*r*x^3+375*c*g^ 4*q^2*r^2*x^3+184*c*g^4*q*r^3*x^3+10*c*g^4*r^4*x^3+184*c*g^3*p^4*r*x^3+1134*c*g ^3*p^3*q*r*x^3+552*c*g^3*p^3*r^2*x^3+1900*c*g^3*p^2*q^2*r*x^3+2445*c*g^3*p^2*q* r^2*x^3+436*c*g^3*p^2*r^3*x^3+1134*c*g^3*p*q^3*r*x^3+2445*c*g^3*p*q^2*r^2*x^3+ 1176*c*g^3*p*q*r^3*x^3+85*c*g^3*p*r^4*x^3+184*c*g^3*q^4*r*x^3+552*c*g^3*q^3*r^2 *x^3+436*c*g^3*q^2*r^3*x^3+85*c*g^3*q*r^4*x^3+96*c*g^2*p^5*r*x^3+920*c*g^2*p^4* q*r*x^3+354*c*g^2*p^4*r^2*x^3+2280*c*g^2*p^3*q^2*r*x^3+2622*c*g^2*p^3*q*r^2*x^3 +372*c*g^2*p^3*r^3*x^3+2280*c*g^2*p^2*q^3*r*x^3+4536*c*g^2*p^2*q^2*r^2*x^3+1956 *c*g^2*p^2*q*r^3*x^3+115*c*g^2*p^2*r^4*x^3+920*c*g^2*p*q^4*r*x^3+2622*c*g^2*p*q ^3*r^2*x^3+1956*c*g^2*p*q^2*r^3*x^3+360*c*g^2*p*q*r^4*x^3+96*c*g^2*q^5*r*x^3+ 354*c*g^2*q^4*r^2*x^3+372*c*g^2*q^3*r^3*x^3+115*c*g^2*q^2*r^4*x^3+22*c*g*p^6*r* x^3+346*c*g*p^5*q*r*x^3+93*c*g*p^5*r^2*x^3+1186*c*g*p^4*q^2*r*x^3+1200*c*g*p^4* q*r^2*x^3+116*c*g*p^4*r^3*x^3+1724*c*g*p^3*q^3*r*x^3+3135*c*g*p^3*q^2*r^2*x^3+ 1172*c*g*p^3*q*r^3*x^3+45*c*g*p^3*r^4*x^3+1186*c*g*p^2*q^4*r*x^3+3135*c*g*p^2*q ^3*r^2*x^3+2112*c*g*p^2*q^2*r^3*x^3+330*c*g*p^2*q*r^4*x^3+346*c*g*p*q^5*r*x^3+ 1200*c*g*p*q^4*r^2*x^3+1172*c*g*p*q^3*r^3*x^3+330*c*g*p*q^2*r^4*x^3+22*c*g*q^6* r*x^3+93*c*g*q^5*r^2*x^3+116*c*g*q^4*r^3*x^3+45*c*g*q^3*r^4*x^3+2*c*p^7*r*x^3+ 50*c*p^6*q*r*x^3+9*c*p^6*r^2*x^3+222*c*p^5*q^2*r*x^3+198*c*p^5*q*r^2*x^3+12*c*p ^5*r^3*x^3+430*c*p^4*q^3*r*x^3+711*c*p^4*q^2*r^2*x^3+228*c*p^4*q*r^3*x^3+5*c*p^ 4*r^4*x^3+430*c*p^3*q^4*r*x^3+1044*c*p^3*q^3*r^2*x^3+624*c*p^3*q^2*r^3*x^3+80*c *p^3*q*r^4*x^3+222*c*p^2*q^5*r*x^3+711*c*p^2*q^4*r^2*x^3+624*c*p^2*q^3*r^3*x^3+ 150*c*p^2*q^2*r^4*x^3+50*c*p*q^6*r*x^3+198*c*p*q^5*r^2*x^3+228*c*p*q^4*r^3*x^3+ 80*c*p*q^3*r^4*x^3+2*c*q^7*r*x^3+9*c*q^6*r^2*x^3+12*c*q^5*r^3*x^3+5*c*q^4*r^4*x ^3+2*g^6*p^2*r*x^3+4*g^6*p*q*r*x^3+3*g^6*p*r^2*x^3+2*g^6*q^2*r*x^3+3*g^6*q*r^2* x^3+8*g^5*p^3*r*x^3+32*g^5*p^2*q*r*x^3+18*g^5*p^2*r^2*x^3+32*g^5*p*q^2*r*x^3+48 *g^5*p*q*r^2*x^3+8*g^5*p*r^3*x^3+8*g^5*q^3*r*x^3+18*g^5*q^2*r^2*x^3+8*g^5*q*r^3 *x^3+12*g^4*p^4*r*x^3+82*g^4*p^3*q*r*x^3+36*g^4*p^3*r^2*x^3+140*g^4*p^2*q^2*r*x ^3+183*g^4*p^2*q*r^2*x^3+28*g^4*p^2*r^3*x^3+82*g^4*p*q^3*r*x^3+183*g^4*p*q^2*r^ 2*x^3+88*g^4*p*q*r^3*x^3+5*g^4*p*r^4*x^3+12*g^4*q^4*r*x^3+36*g^4*q^3*r^2*x^3+28 *g^4*q^2*r^3*x^3+5*g^4*q*r^4*x^3+8*g^3*p^5*r*x^3+96*g^3*p^4*q*r*x^3+30*g^3*p^4* r^2*x^3+248*g^3*p^3*q^2*r*x^3+282*g^3*p^3*q*r^2*x^3+32*g^3*p^3*r^3*x^3+248*g^3* p^2*q^3*r*x^3+504*g^3*p^2*q^2*r^2*x^3+216*g^3*p^2*q*r^3*x^3+10*g^3*p^2*r^4*x^3+ 96*g^3*p*q^4*r*x^3+282*g^3*p*q^3*r^2*x^3+216*g^3*p*q^2*r^3*x^3+40*g^3*p*q*r^4*x ^3+8*g^3*q^5*r*x^3+30*g^3*q^4*r^2*x^3+32*g^3*q^3*r^3*x^3+10*g^3*q^2*r^4*x^3+2*g ^2*p^6*r*x^3+56*g^2*p^5*q*r*x^3+9*g^2*p^5*r^2*x^3+206*g^2*p^4*q^2*r*x^3+201*g^2 *p^4*q*r^2*x^3+12*g^2*p^4*r^3*x^3+304*g^2*p^3*q^3*r*x^3+558*g^2*p^3*q^2*r^2*x^3 +204*g^2*p^3*q*r^3*x^3+5*g^2*p^3*r^4*x^3+206*g^2*p^2*q^4*r*x^3+558*g^2*p^2*q^3* r^2*x^3+384*g^2*p^2*q^2*r^3*x^3+60*g^2*p^2*q*r^4*x^3+56*g^2*p*q^5*r*x^3+201*g^2 *p*q^4*r^2*x^3+204*g^2*p*q^3*r^3*x^3+60*g^2*p*q^2*r^4*x^3+2*g^2*q^6*r*x^3+9*g^2 *q^5*r^2*x^3+12*g^2*q^4*r^3*x^3+5*g^2*q^3*r^4*x^3+16*g*p^6*q*r*x^3+80*g*p^5*q^2 *r*x^3+66*g*p^5*q*r^2*x^3+160*g*p^4*q^3*r*x^3+264*g*p^4*q^2*r^2*x^3+80*g*p^4*q* r^3*x^3+160*g*p^3*q^4*r*x^3+396*g*p^3*q^3*r^2*x^3+240*g*p^3*q^2*r^3*x^3+30*g*p^ 3*q*r^4*x^3+80*g*p^2*q^5*r*x^3+264*g*p^2*q^4*r^2*x^3+240*g*p^2*q^3*r^3*x^3+60*g *p^2*q^2*r^4*x^3+16*g*p*q^6*r*x^3+66*g*p*q^5*r^2*x^3+80*g*p*q^4*r^3*x^3+30*g*p* q^3*r^4*x^3+2*p^7*q*r*x^3+12*p^6*q^2*r*x^3+9*p^6*q*r^2*x^3+30*p^5*q^3*r*x^3+45* p^5*q^2*r^2*x^3+12*p^5*q*r^3*x^3+40*p^4*q^4*r*x^3+90*p^4*q^3*r^2*x^3+48*p^4*q^2 *r^3*x^3+5*p^4*q*r^4*x^3+30*p^3*q^5*r*x^3+90*p^3*q^4*r^2*x^3+72*p^3*q^3*r^3*x^3 +15*p^3*q^2*r^4*x^3+12*p^2*q^6*r*x^3+45*p^2*q^5*r^2*x^3+48*p^2*q^4*r^3*x^3+15*p ^2*q^3*r^4*x^3+2*p*q^7*r*x^3+9*p*q^6*r^2*x^3+12*p*q^5*r^3*x^3+5*p*q^4*r^4*x^3-\ 160*a^6*b*c*r*x^2-256*a^6*b*c*x^3-96*a^6*b*p*r*x^2-128*a^6*b*p*x^3-80*a^6*b*q*r *x^2-128*a^6*b*q*x^3-128*a^6*b*r^2*x^2-368*a^6*b*r*x^3-320*a^6*c^2*r*x^2-512*a^ 6*c^2*x^3-80*a^6*c*g*r*x^2-128*a^6*c*g*x^3-192*a^6*c*p*r*x^2-256*a^6*c*p*x^3-\ 320*a^6*c*q*r*x^2-512*a^6*c*q*x^3-256*a^6*c*r^2*x^2-672*a^6*c*r*x^3-48*a^6*g*p* r*x^2-64*a^6*g*p*x^3-40*a^6*g*q*r*x^2-64*a^6*g*q*x^3-64*a^6*g*r^2*x^2-184*a^6*g *r*x^3-96*a^6*p*q*r*x^2-128*a^6*p*q*x^3+32*a^6*p*r*x^3-80*a^6*q^2*r*x^2-128*a^6 *q^2*x^3-128*a^6*q*r^2*x^2-336*a^6*q*r*x^3+48*a^6*r^2*x^3-672*a^5*b^2*c*r*x^2-\ 1280*a^5*b^2*c*x^3-400*a^5*b^2*p*r*x^2-640*a^5*b^2*p*x^3-320*a^5*b^2*q*r*x^2-\ 640*a^5*b^2*q*x^3-528*a^5*b^2*r^2*x^2-1840*a^5*b^2*r*x^3-2592*a^5*b*c^2*r*x^2-\ 4608*a^5*b*c^2*x^3-880*a^5*b*c*g*r*x^2-1536*a^5*b*c*g*x^3-2192*a^5*b*c*p*r*x^2-\ 3328*a^5*b*c*p*x^3-2320*a^5*b*c*q*r*x^2-4352*a^5*b*c*q*x^3-2432*a^5*b*c*r^2*x^2 -6928*a^5*b*c*r*x^3-520*a^5*b*g*p*r*x^2-768*a^5*b*g*p*x^3-424*a^5*b*g*q*r*x^2-\ 768*a^5*b*g*q*x^3-696*a^5*b*g*r^2*x^2-2208*a^5*b*g*r*x^3-384*a^5*b*p^2*r*x^2-\ 512*a^5*b*p^2*x^3-960*a^5*b*p*q*r*x^2-1536*a^5*b*p*q*x^3-720*a^5*b*p*r^2*x^2-\ 1624*a^5*b*p*r*x^3-512*a^5*b*q^2*r*x^2-1024*a^5*b*q^2*x^3-1032*a^5*b*q*r^2*x^2-\ 3096*a^5*b*q*r*x^3-264*a^5*b*r^3*x^2-480*a^5*b*r^2*x^3-2560*a^5*c^3*r*x^2-4352* a^5*c^3*x^3-1744*a^5*c^2*g*r*x^2-2944*a^5*c^2*g*x^3-2752*a^5*c^2*p*r*x^2-4096*a ^5*c^2*p*x^3-3328*a^5*c^2*q*r*x^2-5888*a^5*c^2*q*x^3-2768*a^5*c^2*r^2*x^2-6992* a^5*c^2*r*x^3-272*a^5*c*g^2*r*x^2-448*a^5*c*g^2*x^3-1320*a^5*c*g*p*r*x^2-1920*a ^5*c*g*p*x^3-1608*a^5*c*g*q*r*x^2-2816*a^5*c*g*q*x^3-1560*a^5*c*g*r^2*x^2-4320* a^5*c*g*r*x^3-720*a^5*c*p^2*r*x^2-960*a^5*c*p^2*x^3-2496*a^5*c*p*q*r*x^2-3840*a ^5*c*p*q*x^3-1360*a^5*c*p*r^2*x^2-2872*a^5*c*p*r*x^3-1408*a^5*c*q^2*r*x^2-2624* a^5*c*q^2*x^3-2392*a^5*c*q*r^2*x^2-6136*a^5*c*q*r*x^3-504*a^5*c*r^3*x^2-912*a^5 *c*r^2*x^3-160*a^5*g^2*p*r*x^2-224*a^5*g^2*p*x^3-132*a^5*g^2*q*r*x^2-224*a^5*g^ 2*q*x^3-216*a^5*g^2*r^2*x^2-644*a^5*g^2*r*x^3-168*a^5*g*p^2*r*x^2-224*a^5*g*p^2 *x^3-592*a^5*g*p*q*r*x^2-896*a^5*g*p*q*x^3-320*a^5*g*p*r^2*x^2-688*a^5*g*p*r*x^ 3-368*a^5*g*q^2*r*x^2-672*a^5*g*q^2*x^3-688*a^5*g*q*r^2*x^2-1976*a^5*g*q*r*x^3-\ 120*a^5*g*r^3*x^2-192*a^5*g*r^2*x^3-384*a^5*p^2*q*r*x^2-512*a^5*p^2*q*x^3+128*a ^5*p^2*r*x^3-560*a^5*p*q^2*r*x^2-896*a^5*p*q^2*x^3-720*a^5*p*q*r^2*x^2-1560*a^5 *p*q*r*x^3+264*a^5*p*r^2*x^3-192*a^5*q^3*r*x^2-384*a^5*q^3*x^3-504*a^5*q^2*r^2* x^2-1320*a^5*q^2*r*x^3-264*a^5*q*r^3*x^2-504*a^5*q*r^2*x^3+96*a^5*r^3*x^3-1088* a^4*b^3*c*r*x^2-2560*a^4*b^3*c*x^3-640*a^4*b^3*p*r*x^2-1280*a^4*b^3*p*x^3-480*a ^4*b^3*q*r*x^2-1280*a^4*b^3*q*x^3-832*a^4*b^3*r^2*x^2-3680*a^4*b^3*r*x^3-6528*a ^4*b^2*c^2*r*x^2-13824*a^4*b^2*c^2*x^3-2384*a^4*b^2*c*g*r*x^2-4992*a^4*b^2*c*g* x^3-6176*a^4*b^2*c*p*r*x^2-11264*a^4*b^2*c*p*x^3-5344*a^4*b^2*c*q*r*x^2-12544*a ^4*b^2*c*q*x^3-6256*a^4*b^2*c*r^2*x^2-21664*a^4*b^2*c*r*x^3-1400*a^4*b^2*g*p*r* x^2-2496*a^4*b^2*g*p*x^3-1088*a^4*b^2*g*q*r*x^2-2496*a^4*b^2*g*q*x^3-1848*a^4*b ^2*g*r^2*x^2-7176*a^4*b^2*g*r*x^3-1360*a^4*b^2*p^2*r*x^2-2176*a^4*b^2*p^2*x^3-\ 2496*a^4*b^2*p*q*r*x^2-4992*a^4*b^2*p*q*x^3-2448*a^4*b^2*p*r^2*x^2-7152*a^4*b^2 *p*r*x^3-1056*a^4*b^2*q^2*r*x^2-2816*a^4*b^2*q^2*x^3-2400*a^4*b^2*q*r^2*x^2-\ 8992*a^4*b^2*q*r*x^3-816*a^4*b^2*r^3*x^2-2352*a^4*b^2*r^2*x^3-13056*a^4*b*c^3*r *x^2-25344*a^4*b*c^3*x^3-9472*a^4*b*c^2*g*r*x^2-18176*a^4*b*c^2*g*x^3-16448*a^4 *b*c^2*p*r*x^2-27904*a^4*b*c^2*p*x^3-15744*a^4*b*c^2*q*r*x^2-33280*a^4*b*c^2*q* x^3-14944*a^4*b*c^2*r^2*x^2-42816*a^4*b*c^2*r*x^3-1640*a^4*b*c*g^2*r*x^2-3072*a ^4*b*c*g^2*x^3-8520*a^4*b*c*g*p*r*x^2-14144*a^4*b*c*g*p*x^3-8064*a^4*b*c*g*q*r* x^2-16832*a^4*b*c*g*q*x^3-8984*a^4*b*c*g*r^2*x^2-27920*a^4*b*c*g*r*x^3-6176*a^4 *b*c*p^2*r*x^2-9280*a^4*b*c*p^2*x^3-13568*a^4*b*c*p*q*r*x^2-24832*a^4*b*c*p*q*x ^3-10576*a^4*b*c*p*r^2*x^2-25880*a^4*b*c*p*r*x^3-6096*a^4*b*c*q^2*r*x^2-14272*a ^4*b*c*q^2*x^3-11672*a^4*b*c*q*r^2*x^2-35672*a^4*b*c*q*r*x^3-3456*a^4*b*c*r^3*x ^2-7608*a^4*b*c*r^2*x^3-956*a^4*b*g^2*p*r*x^2-1536*a^4*b*g^2*p*x^3-764*a^4*b*g^ 2*q*r*x^2-1536*a^4*b*g^2*q*x^3-1284*a^4*b*g^2*r^2*x^2-4416*a^4*b*g^2*r*x^3-1720 *a^4*b*g*p^2*r*x^2-2528*a^4*b*g*p^2*x^3-3568*a^4*b*g*p*q*r*x^2-6400*a^4*b*g*p*q *x^3-3152*a^4*b*g*p*r^2*x^2-8164*a^4*b*g*p*r*x^3-1680*a^4*b*g*q^2*r*x^2-3872*a^ 4*b*g*q^2*x^3-3604*a^4*b*g*q*r^2*x^2-12028*a^4*b*g*q*r*x^3-1076*a^4*b*g*r^3*x^2 -2520*a^4*b*g*r^2*x^3-624*a^4*b*p^3*r*x^2-832*a^4*b*p^3*x^3-2680*a^4*b*p^2*q*r* x^2-4288*a^4*b*p^2*q*x^3-1496*a^4*b*p^2*r^2*x^2-2788*a^4*b*p^2*r*x^3-2720*a^4*b *p*q^2*r*x^2-5440*a^4*b*p*q^2*x^3-4464*a^4*b*p*q*r^2*x^2-11760*a^4*b*p*q*r*x^3-\ 960*a^4*b*p*r^3*x^2-996*a^4*b*p*r^2*x^3-744*a^4*b*q^3*r*x^2-1984*a^4*b*q^3*x^3-\ 2176*a^4*b*q^2*r^2*x^2-7132*a^4*b*q^2*r*x^3-1380*a^4*b*q*r^3*x^2-3300*a^4*b*q*r ^2*x^3-144*a^4*b*r^4*x^2+416*a^4*b*r^3*x^3-8576*a^4*c^4*r*x^2-15616*a^4*c^4*x^3 -9440*a^4*c^3*g*r*x^2-17024*a^4*c^3*g*x^3-13312*a^4*c^3*p*r*x^2-21504*a^4*c^3*p *x^3-13664*a^4*c^3*q*r*x^2-26624*a^4*c^3*q*x^3-11472*a^4*c^3*r^2*x^2-28896*a^4* c^3*r*x^3-3296*a^4*c^2*g^2*r*x^2-5824*a^4*c^2*g^2*x^3-11104*a^4*c^2*g*p*r*x^2-\ 17664*a^4*c^2*g*p*x^3-11728*a^4*c^2*g*q*r*x^2-22656*a^4*c^2*g*q*x^3-10528*a^4*c ^2*g*r^2*x^2-28248*a^4*c^2*g*r*x^3-6680*a^4*c^2*p^2*r*x^2-9728*a^4*c^2*p^2*x^3-\ 16608*a^4*c^2*p*q*r*x^2-28416*a^4*c^2*p*q*x^3-11136*a^4*c^2*p*r^2*x^2-24568*a^4 *c^2*p*r*x^3-7904*a^4*c^2*q^2*r*x^2-16704*a^4*c^2*q^2*x^3-13560*a^4*c^2*q*r^2*x ^2-35432*a^4*c^2*q*r*x^3-3600*a^4*c^2*r^3*x^2-6936*a^4*c^2*r^2*x^3-360*a^4*c*g^ 3*r*x^2-608*a^4*c*g^3*x^3-2764*a^4*c*g^2*p*r*x^2-4256*a^4*c*g^2*p*x^3-2888*a^4* c*g^2*q*r*x^2-5472*a^4*c*g^2*q*x^3-3060*a^4*c*g^2*r^2*x^2-8820*a^4*c*g^2*r*x^3-\ 3620*a^4*c*g*p^2*r*x^2-5184*a^4*c*g*p^2*x^3-9504*a^4*c*g*p*q*r*x^2-16064*a^4*c* g*p*q*x^3-6464*a^4*c*g*p*r^2*x^2-15028*a^4*c*g*p*r*x^3-4720*a^4*c*g*q^2*r*x^2-\ 9888*a^4*c*g*q^2*x^3-8540*a^4*c*g*q*r^2*x^2-23956*a^4*c*g*q*r*x^3-2188*a^4*c*g* r^3*x^2-4608*a^4*c*g*r^2*x^3-1080*a^4*c*p^3*r*x^2-1440*a^4*c*p^3*x^3-6060*a^4*c *p^2*q*r*x^2-9184*a^4*c*p^2*q*x^3-2616*a^4*c*p^2*r^2*x^2-4552*a^4*c*p^2*r*x^3-\ 6704*a^4*c*p*q^2*r*x^2-12288*a^4*c*p*q^2*x^3-9728*a^4*c*p*q*r^2*x^2-22128*a^4*c *p*q*r*x^3-1680*a^4*c*p*r^3*x^2-1584*a^4*c*p*r^2*x^3-1944*a^4*c*q^3*r*x^2-4544* a^4*c*q^3*x^3-5128*a^4*c*q^2*r^2*x^2-14036*a^4*c*q^2*r*x^3-2964*a^4*c*q*r^3*x^2 -5484*a^4*c*q*r^2*x^3-240*a^4*c*r^4*x^2+736*a^4*c*r^3*x^3-208*a^4*g^3*p*r*x^2-\ 304*a^4*g^3*p*x^3-170*a^4*g^3*q*r*x^2-304*a^4*g^3*q*x^3-284*a^4*g^3*r^2*x^2-874 *a^4*g^3*r*x^3-484*a^4*g^2*p^2*r*x^2-672*a^4*g^2*p^2*x^3-1184*a^4*g^2*p*q*r*x^2 -1952*a^4*g^2*p*q*x^3-904*a^4*g^2*p*r^2*x^2-2156*a^4*g^2*p*r*x^3-624*a^4*g^2*q^ 2*r*x^2-1280*a^4*g^2*q^2*x^3-1268*a^4*g^2*q*r^2*x^2-3904*a^4*g^2*q*r*x^3-316*a^ 4*g^2*r^3*x^2-672*a^4*g^2*r^2*x^3-228*a^4*g*p^3*r*x^2-304*a^4*g*p^3*x^3-1682*a^ 4*g*p^2*q*r*x^2-2512*a^4*g*p^2*q*x^3-560*a^4*g*p^2*r^2*x^2-866*a^4*g*p^2*r*x^3-\ 2000*a^4*g*p*q^2*r*x^2-3616*a^4*g*p*q^2*x^3-2944*a^4*g*p*q*r^2*x^2-7208*a^4*g*p *q*r*x^3-360*a^4*g*p*r^3*x^2-78*a^4*g*p*r^2*x^3-608*a^4*g*q^3*r*x^2-1408*a^4*g* q^3*x^3-1676*a^4*g*q^2*r^2*x^2-4916*a^4*g*q^2*r*x^3-956*a^4*g*q*r^3*x^2-2064*a^ 4*g*q*r^2*x^3-48*a^4*g*r^4*x^2+272*a^4*g*r^3*x^3-624*a^4*p^3*q*r*x^2-832*a^4*p^ 3*q*x^3+208*a^4*p^3*r*x^3-1320*a^4*p^2*q^2*r*x^2-2112*a^4*p^2*q^2*x^3-1496*a^4* p^2*q*r^2*x^2-2804*a^4*p^2*q*r*x^3+540*a^4*p^2*r^2*x^3-864*a^4*p*q^3*r*x^2-1728 *a^4*p*q^3*x^3-2016*a^4*p*q^2*r^2*x^2-4784*a^4*p*q^2*r*x^3-960*a^4*p*q*r^3*x^2-\ 1236*a^4*p*q*r^2*x^3+336*a^4*p*r^3*x^3-168*a^4*q^4*r*x^2-448*a^4*q^4*x^3-608*a^ 4*q^3*r^2*x^2-1772*a^4*q^3*r*x^3-564*a^4*q^2*r^3*x^2-1008*a^4*q^2*r^2*x^3-144*a ^4*q*r^4*x^2+272*a^4*q*r^3*x^3+40*a^4*r^4*x^3-832*a^3*b^4*c*r*x^2-2560*a^3*b^4* c*x^3-480*a^3*b^4*p*r*x^2-1280*a^3*b^4*p*x^3-320*a^3*b^4*q*r*x^2-1280*a^3*b^4*q *x^3-608*a^3*b^4*r^2*x^2-3680*a^3*b^4*r*x^3-7296*a^3*b^3*c^2*r*x^2-19456*a^3*b^ 3*c^2*x^3-2688*a^3*b^3*c*g*r*x^2-7168*a^3*b^3*c*g*x^3-7360*a^3*b^3*c*p*r*x^2-\ 16896*a^3*b^3*c*p*x^3-5312*a^3*b^3*c*q*r*x^2-16896*a^3*b^3*c*q*x^3-6768*a^3*b^3 *c*r^2*x^2-30816*a^3*b^3*c*r*x^3-1568*a^3*b^3*g*p*r*x^2-3584*a^3*b^3*g*p*x^3-\ 1120*a^3*b^3*g*q*r*x^2-3584*a^3*b^3*g*q*x^3-2016*a^3*b^3*g*r^2*x^2-10304*a^3*b^ 3*g*r*x^3-1792*a^3*b^3*p^2*r*x^2-3584*a^3*b^3*p^2*x^3-2688*a^3*b^3*p*q*r*x^2-\ 7168*a^3*b^3*p*q*x^3-3040*a^3*b^3*p*r^2*x^2-11728*a^3*b^3*p*r*x^3-896*a^3*b^3*q ^2*r*x^2-3584*a^3*b^3*q^2*x^3-2288*a^3*b^3*q*r^2*x^2-11728*a^3*b^3*q*r*x^3-864* a^3*b^3*r^3*x^2-3648*a^3*b^3*r^2*x^3-22976*a^3*b^2*c^3*r*x^2-54272*a^3*b^2*c^3* x^3-16944*a^3*b^2*c^2*g*r*x^2-39808*a^3*b^2*c^2*g*x^3-31680*a^3*b^2*c^2*p*r*x^2 -65024*a^3*b^2*c^2*p*x^3-25344*a^3*b^2*c^2*q*r*x^2-68608*a^3*b^2*c^2*q*x^3-\ 26000*a^3*b^2*c^2*r^2*x^2-93488*a^3*b^2*c^2*r*x^3-3000*a^3*b^2*c*g^2*r*x^2-6976 *a^3*b^2*c*g^2*x^3-16632*a^3*b^2*c*g*p*r*x^2-33728*a^3*b^2*c*g*p*x^3-13152*a^3* b^2*c*g*q*r*x^2-35520*a^3*b^2*c*g*q*x^3-15920*a^3*b^2*c*g*r^2*x^2-62160*a^3*b^2 *c*g*r*x^3-13680*a^3*b^2*c*p^2*r*x^2-24704*a^3*b^2*c*p^2*x^3-23936*a^3*b^2*c*p* q*r*x^2-55296*a^3*b^2*c*p*q*x^3-21632*a^3*b^2*c*p*r^2*x^2-66544*a^3*b^2*c*p*r*x ^3-8752*a^3*b^2*c*q^2*r*x^2-28032*a^3*b^2*c*q^2*x^3-18320*a^3*b^2*c*q*r^2*x^2-\ 73072*a^3*b^2*c*q*r*x^3-6120*a^3*b^2*c*r^3*x^2-18264*a^3*b^2*c*r^2*x^3-1748*a^3 *b^2*g^2*p*r*x^2-3488*a^3*b^2*g^2*p*x^3-1312*a^3*b^2*g^2*q*r*x^2-3488*a^3*b^2*g ^2*q*x^3-2292*a^3*b^2*g^2*r^2*x^2-10028*a^3*b^2*g^2*r*x^3-3888*a^3*b^2*g*p^2*r* x^2-6912*a^3*b^2*g*p^2*x^3-6432*a^3*b^2*g*p*q*r*x^2-14720*a^3*b^2*g*p*q*x^3-\ 6752*a^3*b^2*g*p*r^2*x^2-22340*a^3*b^2*g*p*r*x^3-2432*a^3*b^2*g*q^2*r*x^2-7808* a^3*b^2*g*q^2*x^3-5764*a^3*b^2*g*q*r^2*x^2-24916*a^3*b^2*g*q*r*x^3-2012*a^3*b^2 *g*r^3*x^2-6600*a^3*b^2*g*r^2*x^3-1800*a^3*b^2*p^3*r*x^2-2880*a^3*b^2*p^3*x^3-\ 5344*a^3*b^2*p^2*q*r*x^2-10688*a^3*b^2*p^2*q*x^3-4092*a^3*b^2*p^2*r^2*x^2-10452 *a^3*b^2*p^2*r*x^3-4296*a^3*b^2*p*q^2*r*x^2-11456*a^3*b^2*p*q^2*x^3-8064*a^3*b^ 2*p*q*r^2*x^2-27480*a^3*b^2*p*q*r*x^3-2364*a^3*b^2*p*r^3*x^2-5076*a^3*b^2*p*r^2 *x^3-912*a^3*b^2*q^3*r*x^2-3648*a^3*b^2*q^3*x^3-2964*a^3*b^2*q^2*r^2*x^2-13348* a^3*b^2*q^2*r*x^3-2016*a^3*b^2*q*r^3*x^2-6612*a^3*b^2*q*r^2*x^3-264*a^3*b^2*r^4 *x^2+768*a^3*b^2*r^3*x^3-31296*a^3*b*c^4*r*x^2-66816*a^3*b*c^4*x^3-34848*a^3*b* c^3*g*r*x^2-73728*a^3*b*c^3*g*x^3-53792*a^3*b*c^3*p*r*x^2-100864*a^3*b*c^3*p*x^ 3-46560*a^3*b*c^3*q*r*x^2-111104*a^3*b*c^3*q*x^3-42192*a^3*b*c^3*r^2*x^2-125664 *a^3*b*c^3*r*x^3-12392*a^3*b*c^2*g^2*r*x^2-25792*a^3*b*c^2*g^2*x^3-46248*a^3*b* c^2*g*p*r*x^2-85568*a^3*b*c^2*g*p*x^3-40272*a^3*b*c^2*g*q*r*x^2-95552*a^3*b*c^2 *g*q*x^3-39504*a^3*b*c^2*g*r^2*x^2-124520*a^3*b*c^2*g*r*x^3-31968*a^3*b*c^2*p^2 *r*x^2-53312*a^3*b*c^2*p^2*x^3-62208*a^3*b*c^2*p*q*r*x^2-128512*a^3*b*c^2*p*q*x ^3-49120*a^3*b*c^2*p*r^2*x^2-126800*a^3*b*c^2*p*r*x^3-24704*a^3*b*c^2*q^2*r*x^2 -67264*a^3*b*c^2*q^2*x^3-45824*a^3*b*c^2*q*r^2*x^2-148528*a^3*b*c^2*q*r*x^3-\ 14040*a^3*b*c^2*r^3*x^2-31800*a^3*b*c^2*r^2*x^3-1396*a^3*b*c*g^3*r*x^2-2816*a^3 *b*c*g^3*x^3-11704*a^3*b*c*g^2*p*r*x^2-21152*a^3*b*c*g^2*p*x^3-10076*a^3*b*c*g^ 2*q*r*x^2-23584*a^3*b*c*g^2*q*x^3-11668*a^3*b*c*g^2*r^2*x^2-39628*a^3*b*c*g^2*r *x^3-18800*a^3*b*c*g*p^2*r*x^2-30816*a^3*b*c*g*p^2*x^3-36672*a^3*b*c*g*p*q*r*x^ 2-75008*a^3*b*c*g*p*q*x^3-30768*a^3*b*c*g*p*r^2*x^2-83416*a^3*b*c*g*p*r*x^3-\ 14800*a^3*b*c*g*q^2*r*x^2-40224*a^3*b*c*g*q^2*x^3-29376*a^3*b*c*g*q*r^2*x^2-\ 101272*a^3*b*c*g*q*r*x^3-9116*a^3*b*c*g*r^3*x^2-22356*a^3*b*c*g*r^2*x^3-7492*a^ 3*b*c*p^3*r*x^2-11200*a^3*b*c*p^3*x^3-25860*a^3*b*c*p^2*q*r*x^2-46848*a^3*b*c*p ^2*q*x^3-16848*a^3*b*c*p^2*r^2*x^2-36428*a^3*b*c*p^2*r*x^3-22912*a^3*b*c*p*q^2* r*x^2-53056*a^3*b*c*p*q^2*x^3-37888*a^3*b*c*p*q*r^2*x^2-105984*a^3*b*c*p*q*r*x^ 3-9816*a^3*b*c*p*r^3*x^2-15420*a^3*b*c*p*r^2*x^3-5424*a^3*b*c*q^3*r*x^2-17408*a ^3*b*c*q^3*x^3-15524*a^3*b*c*q^2*r^2*x^2-55396*a^3*b*c*q^2*r*x^3-9816*a^3*b*c*q *r^3*x^2-23220*a^3*b*c*q*r^2*x^3-1200*a^3*b*c*r^4*x^2+3280*a^3*b*c*r^3*x^3-806* a^3*b*g^3*p*r*x^2-1408*a^3*b*g^3*p*x^3-630*a^3*b*g^3*q*r*x^2-1408*a^3*b*g^3*q*x ^3-1082*a^3*b*g^3*r^2*x^2-4048*a^3*b*g^3*r*x^3-2584*a^3*b*g^2*p^2*r*x^2-4128*a^ 3*b*g^2*p^2*x^3-4720*a^3*b*g^2*p*q*r*x^2-9472*a^3*b*g^2*p*q*x^3-4588*a^3*b*g^2* p*r^2*x^2-13144*a^3*b*g^2*p*r*x^3-1984*a^3*b*g^2*q^2*r*x^2-5344*a^3*b*g^2*q^2*x ^3-4444*a^3*b*g^2*q*r^2*x^2-16640*a^3*b*g^2*q*r*x^3-1412*a^3*b*g^2*r^3*x^2-3636 *a^3*b*g^2*r^2*x^3-2210*a^3*b*g*p^3*r*x^2-3232*a^3*b*g*p^3*x^3-7778*a^3*b*g*p^2 *q*r*x^2-13888*a^3*b*g*p^2*q*x^3-5154*a^3*b*g*p^2*r^2*x^2-11360*a^3*b*g*p^2*r*x ^3-7008*a^3*b*g*p*q^2*r*x^2-16096*a^3*b*g*p*q^2*x^3-12260*a^3*b*g*p*q*r^2*x^2-\ 36524*a^3*b*g*p*q*r*x^3-3092*a^3*b*g*p*r^3*x^2-4998*a^3*b*g*p*r^2*x^3-1688*a^3* b*g*q^3*r*x^2-5440*a^3*b*g*q^3*x^3-5132*a^3*b*g*q^2*r^2*x^2-19460*a^3*b*g*q^2*r *x^3-3324*a^3*b*g*q*r^3*x^2-8970*a^3*b*g*q*r^2*x^3-380*a^3*b*g*r^4*x^2+1112*a^3 *b*g*r^3*x^3-528*a^3*b*p^4*r*x^2-704*a^3*b*p^4*x^3-3280*a^3*b*p^3*q*r*x^2-5248* a^3*b*p^3*q*x^3-1532*a^3*b*p^3*r^2*x^2-2406*a^3*b*p^3*r*x^3-4992*a^3*b*p^2*q^2* r*x^2-9984*a^3*b*p^2*q^2*x^3-7158*a^3*b*p^2*q*r^2*x^2-16970*a^3*b*p^2*q*r*x^3-\ 1350*a^3*b*p^2*r^3*x^2-504*a^3*b*p^2*r^2*x^3-2640*a^3*b*p*q^3*r*x^2-7040*a^3*b* p*q^3*x^3-6856*a^3*b*p*q^2*r^2*x^2-20930*a^3*b*p*q^2*r*x^3-3948*a^3*b*p*q*r^3*x ^2-7176*a^3*b*p*q*r^2*x^3-384*a^3*b*p*r^4*x^2+1400*a^3*b*p*r^3*x^3-400*a^3*b*q^ 4*r*x^2-1600*a^3*b*q^4*x^3-1582*a^3*b*q^3*r^2*x^2-6366*a^3*b*q^3*r*x^3-1518*a^3 *b*q^2*r^3*x^2-3600*a^3*b*q^2*r^2*x^3-420*a^3*b*q*r^4*x^2+1272*a^3*b*q*r^3*x^3-\ 20*a^3*b*r^5*x^2+340*a^3*b*r^4*x^3-15424*a^3*c^5*r*x^2-30464*a^3*c^5*x^3-23264* a^3*c^4*g*r*x^2-45440*a^3*c^4*g*x^3-31392*a^3*c^4*p*r*x^2-55040*a^3*c^4*p*x^3-\ 28992*a^3*c^4*q*r*x^2-62720*a^3*c^4*q*x^3-24304*a^3*c^4*r^2*x^2-63120*a^3*c^4*r *x^3-12624*a^3*c^3*g^2*r*x^2-24192*a^3*c^3*g^2*x^3-38224*a^3*c^3*g*p*r*x^2-\ 66176*a^3*c^3*g*p*x^3-35824*a^3*c^3*g*q*r*x^2-76928*a^3*c^3*g*q*x^3-31136*a^3*c ^3*g*r^2*x^2-84184*a^3*c^3*g*r*x^3-23136*a^3*c^3*p^2*r*x^2-36544*a^3*c^3*p^2*x^ 3-49152*a^3*c^3*p*q*r*x^2-93184*a^3*c^3*p*q*x^3-35264*a^3*c^3*p*r^2*x^2-80656*a ^3*c^3*p*r*x^3-20944*a^3*c^3*q^2*r*x^2-50368*a^3*c^3*q^2*x^3-35904*a^3*c^3*q*r^ 2*x^2-98960*a^3*c^3*q*r*x^3-10224*a^3*c^3*r^3*x^2-19296*a^3*c^3*r^2*x^3-2888*a^ 3*c^2*g^3*r*x^2-5344*a^3*c^2*g^3*x^3-15916*a^3*c^2*g^2*p*r*x^2-26912*a^3*c^2*g^ 2*p*x^3-15096*a^3*c^2*g^2*q*r*x^2-31968*a^3*c^2*g^2*q*x^3-14168*a^3*c^2*g^2*r^2 *x^2-40204*a^3*c^2*g^2*r*x^3-20960*a^3*c^2*g*p^2*r*x^2-32640*a^3*c^2*g*p^2*x^3-\ 46016*a^3*c^2*g*p*q*r*x^2-86464*a^3*c^2*g*p*q*x^3-33456*a^3*c^2*g*p*r^2*x^2-\ 79604*a^3*c^2*g*p*r*x^3-19888*a^3*c^2*g*q^2*r*x^2-47648*a^3*c^2*g*q^2*x^3-35276 *a^3*c^2*g*q*r^2*x^2-101908*a^3*c^2*g*q*r*x^3-9960*a^3*c^2*g*r^3*x^2-20580*a^3* c^2*g*r^2*x^3-7300*a^3*c^2*p^3*r*x^2-10528*a^3*c^2*p^3*x^3-28896*a^3*c^2*p^2*q* r*x^2-48608*a^3*c^2*p^2*q*x^3-16396*a^3*c^2*p^2*r^2*x^2-31948*a^3*c^2*p^2*r*x^3 -27768*a^3*c^2*p*q^2*r*x^2-57664*a^3*c^2*p*q^2*x^3-42016*a^3*c^2*p*q*r^2*x^2-\ 100960*a^3*c^2*p*q*r*x^3-9612*a^3*c^2*p*r^3*x^2-12492*a^3*c^2*p*r^2*x^3-7168*a^ 3*c^2*q^3*r*x^2-19584*a^3*c^2*q^3*x^3-18896*a^3*c^2*q^2*r^2*x^2-55888*a^3*c^2*q ^2*r*x^3-11232*a^3*c^2*q*r^3*x^2-20400*a^3*c^2*q*r^2*x^3-1224*a^3*c^2*r^4*x^2+ 3088*a^3*c^2*r^3*x^3-232*a^3*c*g^4*r*x^2-400*a^3*c*g^4*x^3-2590*a^3*c*g^3*p*r*x ^2-4192*a^3*c*g^3*p*x^3-2430*a^3*c*g^3*q*r*x^2-4992*a^3*c*g^3*q*x^3-2702*a^3*c* g^3*r^2*x^2-8096*a^3*c*g^3*r*x^3-5896*a^3*c*g^2*p^2*r*x^2-8928*a^3*c*g^2*p^2*x^ 3-13112*a^3*c*g^2*p*q*r*x^2-24224*a^3*c*g^2*p*q*x^3-10036*a^3*c*g^2*p*r^2*x^2-\ 24768*a^3*c*g^2*p*r*x^3-5800*a^3*c*g^2*q^2*r*x^2-13776*a^3*c*g^2*q^2*x^3-10964* a^3*c*g^2*q*r^2*x^2-33644*a^3*c*g^2*q*r*x^3-3084*a^3*c*g^2*r^3*x^2-6720*a^3*c*g ^2*r^2*x^3-4118*a^3*c*g*p^3*r*x^2-5856*a^3*c*g*p^3*x^3-17982*a^3*c*g*p^2*q*r*x^ 2-29920*a^3*c*g*p^2*q*x^3-9626*a^3*c*g*p^2*r^2*x^2-19120*a^3*c*g*p^2*r*x^3-\ 17824*a^3*c*g*p*q^2*r*x^2-36768*a^3*c*g*p*q^2*x^3-27452*a^3*c*g*p*q*r^2*x^2-\ 69420*a^3*c*g*p*q*r*x^3-5796*a^3*c*g*p*r^3*x^2-7926*a^3*c*g*p*r^2*x^3-4648*a^3* c*g*q^3*r*x^2-12704*a^3*c*g*q^3*x^3-12668*a^3*c*g*q^2*r^2*x^2-39368*a^3*c*g*q^2 *r*x^3-7544*a^3*c*g*q*r^3*x^2-15594*a^3*c*g*q*r^2*x^3-716*a^3*c*g*r^4*x^2+2064* a^3*c*g*r^3*x^3-828*a^3*c*p^4*r*x^2-1104*a^3*c*p^4*x^3-6836*a^3*c*p^3*q*r*x^2-\ 10272*a^3*c*p^3*q*x^3-2428*a^3*c*p^3*r^2*x^2-3394*a^3*c*p^3*r*x^3-11496*a^3*c*p ^2*q^2*r*x^2-20880*a^3*c*p^2*q^2*x^3-14842*a^3*c*p^2*q*r^2*x^2-30430*a^3*c*p^2* q*r*x^3-2130*a^3*c*p^2*r^3*x^2-114*a^3*c*p^2*r^2*x^3-6624*a^3*c*p*q^3*r*x^2-\ 15360*a^3*c*p*q^3*x^3-15784*a^3*c*p*q^2*r^2*x^2-40294*a^3*c*p*q^2*r*x^3-8316*a^ 3*c*p*q*r^3*x^2-11196*a^3*c*p*q*r^2*x^3-576*a^3*c*p*r^4*x^2+2592*a^3*c*p*r^3*x^ 3-1136*a^3*c*q^4*r*x^2-3648*a^3*c*q^4*x^3-4106*a^3*c*q^3*r^2*x^2-13258*a^3*c*q^ 3*r*x^3-3774*a^3*c*q^2*r^3*x^2-6540*a^3*c*q^2*r^2*x^3-996*a^3*c*q*r^4*x^2+2696* a^3*c*q*r^3*x^3-20*a^3*c*r^5*x^2+640*a^3*c*r^4*x^3-132*a^3*g^4*p*r*x^2-200*a^3* g^4*p*x^3-107*a^3*g^4*q*r*x^2-200*a^3*g^4*q*x^3-182*a^3*g^4*r^2*x^2-575*a^3*g^4 *r*x^3-526*a^3*g^3*p^2*r*x^2-760*a^3*g^3*p^2*x^3-1076*a^3*g^3*p*q*r*x^2-1920*a^ 3*g^3*p*q*x^3-956*a^3*g^3*p*r^2*x^2-2392*a^3*g^3*p*r*x^3-500*a^3*g^3*q^2*r*x^2-\ 1160*a^3*g^3*q^2*x^3-1068*a^3*g^3*q*r^2*x^2-3542*a^3*g^3*q*r*x^3-302*a^3*g^3*r^ 3*x^2-636*a^3*g^3*r^2*x^3-552*a^3*g^2*p^3*r*x^2-760*a^3*g^2*p^3*x^3-2575*a^3*g^ 2*p^2*q*r*x^2-4200*a^3*g^2*p^2*q*x^3-1326*a^3*g^2*p^2*r^2*x^2-2563*a^3*g^2*p^2* r*x^3-2632*a^3*g^2*p*q^2*r*x^2-5360*a^3*g^2*p*q^2*x^3-4248*a^3*g^2*p*q*r^2*x^2-\ 11450*a^3*g^2*p*q*r*x^3-812*a^3*g^2*p*r^3*x^2-999*a^3*g^2*p*r^2*x^3-704*a^3*g^2 *q^3*r*x^2-1920*a^3*g^2*q^3*x^3-2024*a^3*g^2*q^2*r^2*x^2-6702*a^3*g^2*q^2*r*x^3 -1216*a^3*g^2*q*r^3*x^2-2856*a^3*g^2*q*r^2*x^3-96*a^3*g^2*r^4*x^2+348*a^3*g^2*r ^3*x^3-150*a^3*g*p^4*r*x^2-200*a^3*g*p^4*x^3-2042*a^3*g*p^3*q*r*x^2-3024*a^3*g* p^3*q*x^3-448*a^3*g*p^3*r^2*x^2-366*a^3*g*p^3*r*x^3-3708*a^3*g*p^2*q^2*r*x^2-\ 6664*a^3*g*p^2*q^2*x^3-4664*a^3*g*p^2*q*r^2*x^2-10008*a^3*g*p^2*q*r*x^3-390*a^3 *g*p^2*r^3*x^2+669*a^3*g*p^2*r^2*x^3-2192*a^3*g*p*q^3*r*x^2-5056*a^3*g*p*q^3*x^ 3-5348*a^3*g*p*q^2*r^2*x^2-14418*a^3*g*p*q^2*r*x^3-2732*a^3*g*p*q*r^3*x^2-4290* a^3*g*p*q*r^2*x^3-96*a^3*g*p*r^4*x^2+948*a^3*g*p*r^3*x^3-376*a^3*g*q^4*r*x^2-\ 1216*a^3*g*q^4*x^3-1408*a^3*g*q^3*r^2*x^2-4776*a^3*g*q^3*r*x^3-1312*a^3*g*q^2*r ^3*x^2-2652*a^3*g*q^2*r^2*x^3-332*a^3*g*q*r^4*x^2+856*a^3*g*q*r^3*x^3+190*a^3*g *r^4*x^3-528*a^3*p^4*q*r*x^2-704*a^3*p^4*q*x^3+176*a^3*p^4*r*x^3-1480*a^3*p^3*q ^2*r*x^2-2368*a^3*p^3*q^2*x^3-1532*a^3*p^3*q*r^2*x^2-2534*a^3*p^3*q*r*x^3+546*a ^3*p^3*r^2*x^3-1440*a^3*p^2*q^3*r*x^2-2880*a^3*p^2*q^3*x^3-3066*a^3*p^2*q^2*r^2 *x^2-6678*a^3*p^2*q^2*r*x^3-1350*a^3*p^2*q*r^3*x^2-1026*a^3*p^2*q*r^2*x^3+456*a ^3*p^2*r^3*x^3-552*a^3*p*q^4*r*x^2-1472*a^3*p*q^4*x^3-1832*a^3*p*q^3*r^2*x^2-\ 5050*a^3*p*q^3*r*x^3-1584*a^3*p*q^2*r^3*x^2-2142*a^3*p*q^2*r^2*x^3-384*a^3*p*q* r^4*x^2+968*a^3*p*q*r^3*x^3+100*a^3*p*r^4*x^3-64*a^3*q^5*r*x^2-256*a^3*q^5*x^3-\ 298*a^3*q^4*r^2*x^2-1082*a^3*q^4*r*x^3-366*a^3*q^3*r^3*x^2-570*a^3*q^3*r^2*x^3-\ 156*a^3*q^2*r^4*x^2+576*a^3*q^2*r^3*x^3-20*a^3*q*r^5*x^2+280*a^3*q*r^4*x^3-288* a^2*b^5*c*r*x^2-1280*a^2*b^5*c*x^3-160*a^2*b^5*p*r*x^2-640*a^2*b^5*p*x^3-80*a^2 *b^5*q*r*x^2-640*a^2*b^5*q*x^3-192*a^2*b^5*r^2*x^2-1840*a^2*b^5*r*x^3-3840*a^2* b^4*c^2*r*x^2-13824*a^2*b^4*c^2*x^3-1360*a^2*b^4*c*g*r*x^2-4992*a^2*b^4*c*g*x^3 -4064*a^2*b^4*c*p*r*x^2-12544*a^2*b^4*c*p*x^3-2272*a^2*b^4*c*q*r*x^2-11264*a^2* b^4*c*q*x^3-3248*a^2*b^4*c*r^2*x^2-21664*a^2*b^4*c*r*x^3-784*a^2*b^4*g*p*r*x^2-\ 2496*a^2*b^4*g*p*x^3-472*a^2*b^4*g*q*r*x^2-2496*a^2*b^4*g*q*x^3-960*a^2*b^4*g*r ^2*x^2-7176*a^2*b^4*g*r*x^3-1056*a^2*b^4*p^2*r*x^2-2816*a^2*b^4*p^2*x^3-1248*a^ 2*b^4*p*q*r*x^2-4992*a^2*b^4*p*q*x^3-1632*a^2*b^4*p*r^2*x^2-8992*a^2*b^4*p*r*x^ 3-272*a^2*b^4*q^2*r*x^2-2176*a^2*b^4*q^2*x^3-864*a^2*b^4*q*r^2*x^2-7152*a^2*b^4 *q*r*x^3-336*a^2*b^4*r^3*x^2-2352*a^2*b^4*r^2*x^3-17728*a^2*b^3*c^3*r*x^2-54272 *a^2*b^3*c^3*x^3-12912*a^2*b^3*c^2*g*r*x^2-39808*a^2*b^3*c^2*g*x^3-26112*a^2*b^ 3*c^2*p*r*x^2-68608*a^2*b^3*c^2*p*x^3-17088*a^2*b^3*c^2*q*r*x^2-65024*a^2*b^3*c ^2*q*x^3-18784*a^2*b^3*c^2*r^2*x^2-93488*a^2*b^3*c^2*r*x^3-2232*a^2*b^3*c*g^2*r *x^2-6976*a^2*b^3*c*g^2*x^3-13488*a^2*b^3*c*g*p*r*x^2-35520*a^2*b^3*c*g*p*x^3-\ 8664*a^2*b^3*c*g*q*r*x^2-33728*a^2*b^3*c*g*q*x^3-11440*a^2*b^3*c*g*r^2*x^2-\ 62160*a^2*b^3*c*g*r*x^3-12272*a^2*b^3*c*p^2*r*x^2-28032*a^2*b^3*c*p^2*x^3-17536 *a^2*b^3*c*p*q*r*x^2-55296*a^2*b^3*c*p*q*x^3-17536*a^2*b^3*c*p*r^2*x^2-73072*a^ 2*b^3*c*p*r*x^3-4848*a^2*b^3*c*q^2*r*x^2-24704*a^2*b^3*c*q^2*x^3-11344*a^2*b^3* c*q*r^2*x^2-66544*a^2*b^3*c*q*r*x^3-3960*a^2*b^3*c*r^3*x^2-18264*a^2*b^3*c*r^2* x^3-1304*a^2*b^3*g^2*p*r*x^2-3488*a^2*b^3*g^2*p*x^3-868*a^2*b^3*g^2*q*r*x^2-\ 3488*a^2*b^3*g^2*q*x^3-1632*a^2*b^3*g^2*r^2*x^2-10028*a^2*b^3*g^2*r*x^3-3424*a^ 2*b^3*g*p^2*r*x^2-7808*a^2*b^3*g*p^2*x^3-4608*a^2*b^3*g*p*q*r*x^2-14720*a^2*b^3 *g*p*q*x^3-5504*a^2*b^3*g*p*r^2*x^2-24916*a^2*b^3*g*p*r*x^3-1296*a^2*b^3*g*q^2* r*x^2-6912*a^2*b^3*g*q^2*x^3-3508*a^2*b^3*g*q*r^2*x^2-22340*a^2*b^3*g*q*r*x^3-\ 1300*a^2*b^3*g*r^3*x^2-6600*a^2*b^3*g*r^2*x^3-1824*a^2*b^3*p^3*r*x^2-3648*a^2*b ^3*p^3*x^3-4296*a^2*b^3*p^2*q*r*x^2-11456*a^2*b^3*p^2*q*x^3-3840*a^2*b^3*p^2*r^ 2*x^2-13348*a^2*b^3*p^2*r*x^3-2672*a^2*b^3*p*q^2*r*x^2-10688*a^2*b^3*p*q^2*x^3-\ 5688*a^2*b^3*p*q*r^2*x^2-27480*a^2*b^3*p*q*r*x^3-1872*a^2*b^3*p*r^3*x^2-6612*a^ 2*b^3*p*r^2*x^3-360*a^2*b^3*q^3*r*x^2-2880*a^2*b^3*q^3*x^3-1416*a^2*b^3*q^2*r^2 *x^2-10452*a^2*b^3*q^2*r*x^3-948*a^2*b^3*q*r^3*x^2-5076*a^2*b^3*q*r^2*x^3-96*a^ 2*b^3*r^4*x^2+768*a^2*b^3*r^3*x^3-38400*a^2*b^2*c^4*r*x^2-102400*a^2*b^2*c^4*x^ 3-42528*a^2*b^2*c^3*g*r*x^2-113408*a^2*b^2*c^3*g*x^3-70944*a^2*b^2*c^3*p*r*x^2-\ 163840*a^2*b^2*c^3*p*x^3-51936*a^2*b^2*c^3*q*r*x^2-163840*a^2*b^2*c^3*q*x^3-\ 49536*a^2*b^2*c^3*r^2*x^2-193536*a^2*b^2*c^3*r*x^3-14976*a^2*b^2*c^2*g^2*r*x^2-\ 39936*a^2*b^2*c^2*g^2*x^3-61272*a^2*b^2*c^2*g*p*r*x^2-140800*a^2*b^2*c^2*g*p*x^ 3-44328*a^2*b^2*c^2*g*q*r*x^2-140800*a^2*b^2*c^2*g*q*x^3-46368*a^2*b^2*c^2*g*r^ 2*x^2-192544*a^2*b^2*c^2*g*r*x^3-46408*a^2*b^2*c^2*p^2*r*x^2-94144*a^2*b^2*c^2* p^2*x^3-75072*a^2*b^2*c^2*p*q*r*x^2-200192*a^2*b^2*c^2*p*q*x^3-64832*a^2*b^2*c^ 2*p*r^2*x^2-215328*a^2*b^2*c^2*p*r*x^3-24200*a^2*b^2*c^2*q^2*r*x^2-94144*a^2*b^ 2*c^2*q^2*x^3-48208*a^2*b^2*c^2*q*r^2*x^2-215328*a^2*b^2*c^2*q*r*x^3-15552*a^2* b^2*c^2*r^3*x^2-49728*a^2*b^2*c^2*r^2*x^3-1656*a^2*b^2*c*g^3*r*x^2-4416*a^2*b^2 *c*g^3*x^3-15336*a^2*b^2*c*g^2*p*r*x^2-35008*a^2*b^2*c*g^2*p*x^3-10920*a^2*b^2* c*g^2*q*r*x^2-35008*a^2*b^2*c*g^2*q*x^3-13608*a^2*b^2*c*g^2*r^2*x^2-61616*a^2*b ^2*c*g^2*r*x^3-27852*a^2*b^2*c*g*p^2*r*x^2-55968*a^2*b^2*c*g*p^2*x^3-44208*a^2* b^2*c*g*p*q*r*x^2-117888*a^2*b^2*c*g*p*q*x^3-41520*a^2*b^2*c*g*p*r^2*x^2-145704 *a^2*b^2*c*g*p*r*x^3-14124*a^2*b^2*c*g*q^2*r*x^2-55968*a^2*b^2*c*g*q^2*x^3-\ 30624*a^2*b^2*c*g*q*r^2*x^2-145704*a^2*b^2*c*g*q*r*x^3-10224*a^2*b^2*c*g*r^3*x^ 2-35496*a^2*b^2*c*g*r^2*x^3-12580*a^2*b^2*c*p^3*r*x^2-22624*a^2*b^2*c*p^3*x^3-\ 34168*a^2*b^2*c*p^2*q*r*x^2-78432*a^2*b^2*c*p^2*q*x^3-26156*a^2*b^2*c*p^2*r^2*x ^2-73236*a^2*b^2*c*p^2*r*x^3-24656*a^2*b^2*c*p*q^2*r*x^2-78432*a^2*b^2*c*p*q^2* x^3-44712*a^2*b^2*c*p*q*r^2*x^2-167712*a^2*b^2*c*p*q*r*x^3-13236*a^2*b^2*c*p*r^ 3*x^2-31572*a^2*b^2*c*p*r^2*x^3-4388*a^2*b^2*c*q^3*r*x^2-22624*a^2*b^2*c*q^3*x^ 3-13912*a^2*b^2*c*q^2*r^2*x^2-73236*a^2*b^2*c*q^2*r*x^3-8940*a^2*b^2*c*q*r^3*x^ 2-31572*a^2*b^2*c*q*r^2*x^3-1080*a^2*b^2*c*r^4*x^2+5088*a^2*b^2*c*r^3*x^3-966*a ^2*b^2*g^3*p*r*x^2-2208*a^2*b^2*g^3*p*x^3-690*a^2*b^2*g^3*q*r*x^2-2208*a^2*b^2* g^3*q*x^3-1242*a^2*b^2*g^3*r^2*x^2-6348*a^2*b^2*g^3*r*x^3-3788*a^2*b^2*g^2*p^2* r*x^2-7520*a^2*b^2*g^2*p^2*x^3-5640*a^2*b^2*g^2*p*q*r*x^2-15040*a^2*b^2*g^2*p*q *x^3-6268*a^2*b^2*g^2*p*r^2*x^2-23724*a^2*b^2*g^2*p*r*x^3-1852*a^2*b^2*g^2*q^2* r*x^2-7520*a^2*b^2*g^2*q^2*x^3-4568*a^2*b^2*g^2*q*r^2*x^2-23724*a^2*b^2*g^2*q*r *x^3-1584*a^2*b^2*g^2*r^3*x^2-5928*a^2*b^2*g^2*r^2*x^3-3926*a^2*b^2*g*p^3*r*x^2 -6960*a^2*b^2*g*p^3*x^3-10448*a^2*b^2*g*p^2*q*r*x^2-23856*a^2*b^2*g*p^2*q*x^3-\ 8554*a^2*b^2*g*p^2*r^2*x^2-25038*a^2*b^2*g*p^2*r*x^3-7444*a^2*b^2*g*p*q^2*r*x^2 -23856*a^2*b^2*g*p*q^2*x^3-14688*a^2*b^2*g*p*q*r^2*x^2-58632*a^2*b^2*g*p*q*r*x^ 3-4492*a^2*b^2*g*p*r^3*x^2-11826*a^2*b^2*g*p*r^2*x^3-1294*a^2*b^2*g*q^3*r*x^2-\ 6960*a^2*b^2*g*q^3*x^3-4460*a^2*b^2*g*q^2*r^2*x^2-25038*a^2*b^2*g*q^2*r*x^3-\ 2996*a^2*b^2*g*q*r^3*x^2-11826*a^2*b^2*g*q*r^2*x^3-360*a^2*b^2*g*r^4*x^2+1680*a ^2*b^2*g*r^3*x^3-1160*a^2*b^2*p^4*r*x^2-1856*a^2*b^2*p^4*x^3-4864*a^2*b^2*p^3*q *r*x^2-9728*a^2*b^2*p^3*q*x^3-3168*a^2*b^2*p^3*r^2*x^2-7208*a^2*b^2*p^3*r*x^3-\ 5904*a^2*b^2*p^2*q^2*r*x^2-15744*a^2*b^2*p^2*q^2*x^3-9624*a^2*b^2*p^2*q*r^2*x^2 -30312*a^2*b^2*p^2*q*r*x^3-2484*a^2*b^2*p^2*r^3*x^2-3636*a^2*b^2*p^2*r^2*x^3-\ 2432*a^2*b^2*p*q^3*r*x^2-9728*a^2*b^2*p*q^3*x^3-7008*a^2*b^2*p*q^2*r^2*x^2-\ 30312*a^2*b^2*p*q^2*r*x^3-4320*a^2*b^2*p*q*r^3*x^2-11880*a^2*b^2*p*q*r^2*x^3-\ 528*a^2*b^2*p*r^4*x^2+2064*a^2*b^2*p*r^3*x^3-232*a^2*b^2*q^4*r*x^2-1856*a^2*b^2 *q^4*x^3-1080*a^2*b^2*q^3*r^2*x^2-7208*a^2*b^2*q^3*r*x^3-972*a^2*b^2*q^2*r^3*x^ 2-3636*a^2*b^2*q^2*r^2*x^3-192*a^2*b^2*q*r^4*x^2+2064*a^2*b^2*q*r^3*x^3+600*a^2 *b^2*r^4*x^3-39744*a^2*b*c^5*r*x^2-94464*a^2*b*c^5*x^3-59536*a^2*b*c^4*g*r*x^2-\ 140672*a^2*b*c^4*g*x^3-87424*a^2*b*c^4*p*r*x^2-181760*a^2*b*c^4*p*x^3-69504*a^2 *b*c^4*q*r*x^2-189440*a^2*b*c^4*q*x^3-61216*a^2*b*c^4*r^2*x^2-196944*a^2*b*c^4* r*x^3-32000*a^2*b*c^3*g^2*r*x^2-74880*a^2*b*c^3*g^2*x^3-107144*a^2*b*c^3*g*p*r* x^2-220800*a^2*b*c^3*g*p*x^3-85000*a^2*b*c^3*g*q*r*x^2-231552*a^2*b*c^3*g*q*x^3 -78176*a^2*b*c^3*g*r^2*x^2-261256*a^2*b*c^3*g*r*x^3-71920*a^2*b*c^3*p^2*r*x^2-\ 132672*a^2*b*c^3*p^2*x^3-127360*a^2*b*c^3*p*q*r*x^2-297984*a^2*b*c^3*p*q*x^3-\ 100736*a^2*b*c^3*p*r^2*x^2-279600*a^2*b*c^3*p*r*x^3-45664*a^2*b*c^3*q^2*r*x^2-\ 146496*a^2*b*c^3*q^2*x^3-83072*a^2*b*c^3*q*r^2*x^2-297904*a^2*b*c^3*q*r*x^3-\ 25440*a^2*b*c^3*r^3*x^2-60576*a^2*b*c^3*r^2*x^3-7220*a^2*b*c^2*g^3*r*x^2-16608* a^2*b*c^2*g^3*x^3-44772*a^2*b*c^2*g^2*p*r*x^2-90912*a^2*b*c^2*g^2*p*x^3-35304*a ^2*b*c^2*g^2*q*r*x^2-95968*a^2*b*c^2*g^2*q*x^3-35336*a^2*b*c^2*g^2*r^2*x^2-\ 124484*a^2*b*c^2*g^2*r*x^3-67276*a^2*b*c^2*g*p^2*r*x^2-122656*a^2*b*c^2*g*p^2*x ^3-119712*a^2*b*c^2*g*p*q*r*x^2-278848*a^2*b*c^2*g*p*q*x^3-97984*a^2*b*c^2*g*p* r^2*x^2-281692*a^2*b*c^2*g*p*r*x^3-42636*a^2*b*c^2*g*q^2*r*x^2-137664*a^2*b*c^2 *g*q^2*x^3-81068*a^2*b*c^2*g*q*r^2*x^2-303996*a^2*b*c^2*g*q*r*x^3-25104*a^2*b*c ^2*g*r^3*x^2-63900*a^2*b*c^2*g*r^2*x^3-27192*a^2*b*c^2*p^3*r*x^2-44960*a^2*b*c^ 2*p^3*x^3-82212*a^2*b*c^2*p^2*q*r*x^2-167840*a^2*b*c^2*p^2*q*x^3-56808*a^2*b*c^ 2*p^2*r^2*x^2-134432*a^2*b*c^2*p^2*r*x^3-65760*a^2*b*c^2*p*q^2*r*x^2-176896*a^2 *b*c^2*p*q^2*x^3-108616*a^2*b*c^2*p*q*r^2*x^2-332176*a^2*b*c^2*p*q*r*x^3-29832* a^2*b*c^2*p*r^3*x^2-52416*a^2*b*c^2*p*r^2*x^3-13728*a^2*b*c^2*q^3*r*x^2-54016*a ^2*b*c^2*q^3*x^3-38928*a^2*b*c^2*q^2*r^2*x^2-158372*a^2*b*c^2*q^2*r*x^3-24108*a ^2*b*c^2*q*r^3*x^2-60324*a^2*b*c^2*q*r^2*x^3-3024*a^2*b*c^2*r^4*x^2+10368*a^2*b *c^2*r^3*x^3-568*a^2*b*c*g^4*r*x^2-1264*a^2*b*c*g^4*x^3-7182*a^2*b*c*g^3*p*r*x^ 2-14240*a^2*b*c*g^3*p*x^3-5586*a^2*b*c*g^3*q*r*x^2-15040*a^2*b*c*g^3*q*x^3-6646 *a^2*b*c*g^3*r^2*x^2-25180*a^2*b*c*g^3*r*x^3-19450*a^2*b*c*g^2*p^2*r*x^2-34768* a^2*b*c*g^2*p^2*x^3-34168*a^2*b*c*g^2*p*q*r*x^2-78944*a^2*b*c*g^2*p*q*x^3-30108 *a^2*b*c*g^2*p*r^2*x^2-90356*a^2*b*c*g^2*p*r*x^3-12162*a^2*b*c*g^2*q^2*r*x^2-\ 39616*a^2*b*c*g^2*q^2*x^3-24876*a^2*b*c*g^2*q*r^2*x^2-99232*a^2*b*c*g^2*q*r*x^3 -7820*a^2*b*c*g^2*r^3*x^2-20832*a^2*b*c*g^2*r^2*x^3-17030*a^2*b*c*g*p^3*r*x^2-\ 27728*a^2*b*c*g*p^3*x^3-52608*a^2*b*c*g*p^2*q*r*x^2-106544*a^2*b*c*g*p^2*q*x^3-\ 36822*a^2*b*c*g*p^2*r^2*x^2-89436*a^2*b*c*g*p^2*r*x^3-42148*a^2*b*c*g*p*q^2*r*x ^2-113392*a^2*b*c*g*p*q^2*x^3-72452*a^2*b*c*g*p*q*r^2*x^2-231916*a^2*b*c*g*p*q* r*x^3-19824*a^2*b*c*g*p*r^3*x^2-37506*a^2*b*c*g*p*r^2*x^3-8634*a^2*b*c*g*q^3*r* x^2-34576*a^2*b*c*g*q^3*x^3-25684*a^2*b*c*g*q^2*r^2*x^2-109684*a^2*b*c*g*q^2*r* x^3-16264*a^2*b*c*g*q*r^3*x^2-45174*a^2*b*c*g*q*r^2*x^3-1956*a^2*b*c*g*r^4*x^2+ 7080*a^2*b*c*g*r^3*x^3-4554*a^2*b*c*p^4*r*x^2-6784*a^2*b*c*p^4*x^3-21988*a^2*b* c*p^3*q*r*x^2-39616*a^2*b*c*p^3*q*x^3-12548*a^2*b*c*p^3*r^2*x^2-24250*a^2*b*c*p ^3*r*x^3-29628*a^2*b*c*p^2*q^2*r*x^2-68208*a^2*b*c*p^2*q^2*x^3-43822*a^2*b*c*p^ 2*q*r^2*x^2-113766*a^2*b*c*p^2*q*r*x^3-10128*a^2*b*c*p^2*r^3*x^2-10044*a^2*b*c* p^2*r^2*x^3-13992*a^2*b*c*p*q^3*r*x^2-44704*a^2*b*c*p*q^3*x^3-36208*a^2*b*c*p*q ^2*r^2*x^2-123630*a^2*b*c*p*q^2*r*x^3-21012*a^2*b*c*p*q*r^3*x^2-40140*a^2*b*c*p *q*r^2*x^3-2400*a^2*b*c*p*r^4*x^2+8392*a^2*b*c*p*r^3*x^3-1798*a^2*b*c*q^4*r*x^2 -9328*a^2*b*c*q^4*x^3-7142*a^2*b*c*q^3*r^2*x^2-34114*a^2*b*c*q^3*r*x^3-6528*a^2 *b*c*q^2*r^3*x^2-16470*a^2*b*c*q^2*r^2*x^3-1644*a^2*b*c*q*r^4*x^2+8496*a^2*b*c* q*r^3*x^3-60*a^2*b*c*r^5*x^2+2320*a^2*b*c*r^4*x^3-327*a^2*b*g^4*p*r*x^2-632*a^2 *b*g^4*p*x^3-248*a^2*b*g^4*q*r*x^2-632*a^2*b*g^4*q*x^3-435*a^2*b*g^4*r^2*x^2-\ 1817*a^2*b*g^4*r*x^3-1710*a^2*b*g^3*p^2*r*x^2-2968*a^2*b*g^3*p^2*x^3-2788*a^2*b *g^3*p*q*r*x^2-6336*a^2*b*g^3*p*q*x^3-2904*a^2*b*g^3*p*r^2*x^2-9186*a^2*b*g^3*p *r*x^3-1028*a^2*b*g^3*q^2*r*x^2-3368*a^2*b*g^3*q^2*x^3-2378*a^2*b*g^3*q*r^2*x^2 -10336*a^2*b*g^3*q*r*x^3-762*a^2*b*g^3*r^3*x^2-2040*a^2*b*g^3*r^2*x^3-2529*a^2* b*g^2*p^3*r*x^2-4016*a^2*b*g^2*p^3*x^3-7749*a^2*b*g^2*p^2*q*r*x^2-15488*a^2*b*g ^2*p^2*q*x^3-5685*a^2*b*g^2*p^2*r^2*x^2-14080*a^2*b*g^2*p^2*r*x^3-6194*a^2*b*g^ 2*p*q^2*r*x^2-16648*a^2*b*g^2*p*q^2*x^3-11430*a^2*b*g^2*p*q*r^2*x^2-38854*a^2*b *g^2*p*q*r*x^3-3136*a^2*b*g^2*p*r^3*x^2-6126*a^2*b*g^2*p*r^2*x^3-1259*a^2*b*g^2 *q^3*r*x^2-5176*a^2*b*g^2*q^3*x^3-3992*a^2*b*g^2*q^2*r^2*x^2-18219*a^2*b*g^2*q^ 2*r*x^3-2592*a^2*b*g^2*q*r^3*x^2-7983*a^2*b*g^2*q*r^2*x^3-296*a^2*b*g^2*r^4*x^2 +1212*a^2*b*g^2*r^3*x^3-1380*a^2*b*g*p^4*r*x^2-2008*a^2*b*g*p^4*x^3-7122*a^2*b* g*p^3*q*r*x^2-12672*a^2*b*g*p^3*q*x^3-3902*a^2*b*g*p^3*r^2*x^2-7435*a^2*b*g*p^3 *r*x^3-9756*a^2*b*g*p^2*q^2*r*x^2-22344*a^2*b*g*p^2*q^2*x^3-14807*a^2*b*g*p^2*q *r^2*x^2-40215*a^2*b*g*p^2*q*r*x^3-3231*a^2*b*g*p^2*r^3*x^2-3033*a^2*b*g*p^2*r^ 2*x^3-4572*a^2*b*g*p*q^3*r*x^2-14704*a^2*b*g*p*q^3*x^3-12428*a^2*b*g*p*q^2*r^2* x^2-44625*a^2*b*g*p*q^2*r*x^3-7362*a^2*b*g*p*q*r^3*x^2-16308*a^2*b*g*p*q*r^2*x^ 3-784*a^2*b*g*p*r^4*x^2+2864*a^2*b*g*p*r^3*x^3-558*a^2*b*g*q^4*r*x^2-3024*a^2*b *g*q^4*x^3-2351*a^2*b*g*q^3*r^2*x^2-11845*a^2*b*g*q^3*r*x^3-2225*a^2*b*g*q^2*r^ 3*x^2-6354*a^2*b*g*q^2*r^2*x^3-564*a^2*b*g*q*r^4*x^2+2772*a^2*b*g*q*r^3*x^3-20* a^2*b*g*r^5*x^2+770*a^2*b*g*r^4*x^3-246*a^2*b*p^5*r*x^2-328*a^2*b*p^5*x^3-2025* a^2*b*p^4*q*r*x^2-3240*a^2*b*p^4*q*x^3-834*a^2*b*p^4*r^2*x^2-1112*a^2*b*p^4*r*x ^3-4168*a^2*b*p^3*q^2*r*x^2-8336*a^2*b*p^3*q^2*x^3-5394*a^2*b*p^3*q*r^2*x^2-\ 11646*a^2*b*p^3*q*r*x^3-918*a^2*b*p^3*r^3*x^2+183*a^2*b*p^3*r^2*x^3-3318*a^2*b* p^2*q^3*r*x^2-8848*a^2*b*p^2*q^3*x^3-7788*a^2*b*p^2*q^2*r^2*x^2-22326*a^2*b*p^2 *q^2*r*x^3-4101*a^2*b*p^2*q*r^3*x^2-5211*a^2*b*p^2*q*r^2*x^3-372*a^2*b*p^2*r^4* x^2+1656*a^2*b*p^2*r^3*x^3-1002*a^2*b*p*q^4*r*x^2-4008*a^2*b*p*q^4*x^3-3618*a^2 *b*p*q^3*r^2*x^2-14162*a^2*b*p*q^3*r*x^3-3216*a^2*b*p*q^2*r^3*x^2-6327*a^2*b*p* q^2*r^2*x^3-840*a^2*b*p*q*r^4*x^2+3240*a^2*b*p*q*r^3*x^3-40*a^2*b*p*r^5*x^2+660 *a^2*b*p*r^4*x^3-73*a^2*b*q^5*r*x^2-584*a^2*b*q^5*x^3-390*a^2*b*q^4*r^2*x^2-\ 2370*a^2*b*q^4*r*x^3-429*a^2*b*q^3*r^3*x^2-933*a^2*b*q^3*r^2*x^3-120*a^2*b*q^2* r^4*x^2+1776*a^2*b*q^2*r^3*x^3+840*a^2*b*q*r^4*x^3-15680*a^2*c^6*r*x^2-34048*a^ 2*c^6*x^3-29904*a^2*c^5*g*r*x^2-64256*a^2*c^5*g*x^3-39648*a^2*c^5*p*r*x^2-76032 *a^2*c^5*p*x^3-33792*a^2*c^5*q*r*x^2-82176*a^2*c^5*q*x^3-28272*a^2*c^5*r^2*x^2-\ 78592*a^2*c^5*r*x^3-21920*a^2*c^4*g^2*r*x^2-46336*a^2*c^4*g^2*x^3-63760*a^2*c^4 *g*p*r*x^2-120896*a^2*c^4*g*p*x^3-54472*a^2*c^4*g*q*r*x^2-131776*a^2*c^4*g*q*x^ 3-46448*a^2*c^4*g*r^2*x^2-131992*a^2*c^4*g*r*x^3-38592*a^2*c^4*p^2*r*x^2-66368* a^2*c^4*p^2*x^3-74112*a^2*c^4*p*q*r*x^2-156672*a^2*c^4*p*q*x^3-54816*a^2*c^4*p* r^2*x^2-133264*a^2*c^4*p*r*x^3-28904*a^2*c^4*q^2*r*x^2-80128*a^2*c^4*q^2*x^3-\ 49632*a^2*c^4*q*r^2*x^2-149984*a^2*c^4*q*r*x^3-14472*a^2*c^4*r^3*x^2-27816*a^2* c^4*r^2*x^3-7624*a^2*c^3*g^3*r*x^2-15680*a^2*c^3*g^3*x^3-38092*a^2*c^3*g^2*p*r* x^2-70880*a^2*c^3*g^2*p*x^3-32600*a^2*c^3*g^2*q*r*x^2-78176*a^2*c^3*g^2*q*x^3-\ 28904*a^2*c^3*g^2*r^2*x^2-84436*a^2*c^3*g^2*r*x^3-49752*a^2*c^3*g*p^2*r*x^2-\ 84512*a^2*c^3*g*p^2*x^3-97104*a^2*c^3*g*p*q*r*x^2-203904*a^2*c^3*g*p*q*x^3-\ 72496*a^2*c^3*g*p*r^2*x^2-180568*a^2*c^3*g*p*r*x^3-37744*a^2*c^3*g*q^2*r*x^2-\ 104672*a^2*c^3*g*q^2*x^3-66208*a^2*c^3*g*q*r^2*x^2-206152*a^2*c^3*g*q*r*x^3-\ 19276*a^2*c^3*g*r^3*x^2-39636*a^2*c^3*g*r^2*x^3-18044*a^2*c^3*p^3*r*x^2-28192*a ^2*c^3*p^3*x^3-60720*a^2*c^3*p^2*q*r*x^2-113312*a^2*c^3*p^2*q*x^3-38132*a^2*c^3 *p^2*r^2*x^2-79876*a^2*c^3*p^2*r*x^3-52928*a^2*c^3*p*q^2*r*x^2-125216*a^2*c^3*p *q^2*x^3-81784*a^2*c^3*p*q*r^2*x^2-213376*a^2*c^3*p*q*r*x^3-20628*a^2*c^3*p*r^3 *x^2-28740*a^2*c^3*p*r^2*x^3-12356*a^2*c^3*q^3*r*x^2-40096*a^2*c^3*q^3*x^3-\ 32768*a^2*c^3*q^2*r^2*x^2-109012*a^2*c^3*q^2*r*x^3-19548*a^2*c^3*q*r^3*x^2-\ 37140*a^2*c^3*q*r^2*x^3-2328*a^2*c^3*r^4*x^2+6816*a^2*c^3*r^3*x^3-1236*a^2*c^2* g^4*r*x^2-2416*a^2*c^2*g^4*x^3-10260*a^2*c^2*g^3*p*r*x^2-18480*a^2*c^2*g^3*p*x^ 3-8774*a^2*c^2*g^3*q*r*x^2-20688*a^2*c^2*g^3*q*x^3-8432*a^2*c^2*g^3*r^2*x^2-\ 25474*a^2*c^2*g^3*r*x^3-22506*a^2*c^2*g^2*p^2*r*x^2-37392*a^2*c^2*g^2*p^2*x^3-\ 44496*a^2*c^2*g^2*p*q*r*x^2-92352*a^2*c^2*g^2*p*q*x^3-34128*a^2*c^2*g^2*p*r^2*x ^2-87052*a^2*c^2*g^2*p*r*x^3-17254*a^2*c^2*g^2*q^2*r*x^2-47840*a^2*c^2*g^2*q^2* x^3-31428*a^2*c^2*g^2*q*r^2*x^2-101812*a^2*c^2*g^2*q*r*x^3-9144*a^2*c^2*g^2*r^3 *x^2-19560*a^2*c^2*g^2*r^2*x^3-17048*a^2*c^2*g*p^3*r*x^2-26288*a^2*c^2*g*p^3*x^ 3-60158*a^2*c^2*g*p^2*q*r*x^2-111344*a^2*c^2*g*p^2*q*x^3-37044*a^2*c^2*g*p^2*r^ 2*x^2-79252*a^2*c^2*g*p^2*r*x^3-52960*a^2*c^2*g*p*q^2*r*x^2-124960*a^2*c^2*g*p* q^2*x^3-83092*a^2*c^2*g*p*q*r^2*x^2-224344*a^2*c^2*g*p*q*r*x^3-20380*a^2*c^2*g* p*r^3*x^2-30990*a^2*c^2*g*p*r^2*x^3-12208*a^2*c^2*g*q^3*r*x^2-39904*a^2*c^2*g*q ^3*x^3-33192*a^2*c^2*g*q^2*r^2*x^2-114390*a^2*c^2*g*q^2*r*x^3-19928*a^2*c^2*g*q *r^3*x^2-41772*a^2*c^2*g*q*r^2*x^3-2220*a^2*c^2*g*r^4*x^2+6792*a^2*c^2*g*r^3*x^ 3-4034*a^2*c^2*p^4*r*x^2-5792*a^2*c^2*p^4*x^3-23020*a^2*c^2*p^3*q*r*x^2-38336*a ^2*c^2*p^3*q*x^3-11228*a^2*c^2*p^3*r^2*x^2-19194*a^2*c^2*p^3*r*x^3-34092*a^2*c^ 2*p^2*q^2*r*x^2-70032*a^2*c^2*p^2*q^2*x^3-46574*a^2*c^2*p^2*q*r^2*x^2-103958*a^ 2*c^2*p^2*q*r*x^3-9204*a^2*c^2*p^2*r^3*x^2-5952*a^2*c^2*p^2*r^2*x^3-17816*a^2*c ^2*p*q^3*r*x^2-48224*a^2*c^2*p*q^3*x^3-43024*a^2*c^2*p*q^2*r^2*x^2-121822*a^2*c ^2*p*q^2*r*x^3-23508*a^2*c^2*p*q*r^3*x^2-33156*a^2*c^2*p*q*r^2*x^3-2256*a^2*c^2 *p*r^4*x^2+8328*a^2*c^2*p*r^3*x^3-2710*a^2*c^2*q^4*r*x^2-10736*a^2*c^2*q^4*x^3-\ 9910*a^2*c^2*q^3*r^2*x^2-37058*a^2*c^2*q^3*r*x^3-8940*a^2*c^2*q^2*r^3*x^2-16386 *a^2*c^2*q^2*r^2*x^3-2316*a^2*c^2*q*r^4*x^2+8832*a^2*c^2*q*r^3*x^3-60*a^2*c^2*r ^5*x^2+2280*a^2*c^2*r^4*x^3-73*a^2*c*g^5*r*x^2-128*a^2*c*g^5*x^3-1181*a^2*c*g^4 *p*r*x^2-2008*a^2*c*g^4*p*x^3-1000*a^2*c*g^4*q*r*x^2-2264*a^2*c*g^4*q*x^3-1143* a^2*c*g^4*r^2*x^2-3583*a^2*c*g^4*r*x^3-4173*a^2*c*g^3*p^2*r*x^2-6664*a^2*c*g^3* p^2*x^3-8192*a^2*c*g^3*p*q*r*x^2-16640*a^2*c*g^3*p*q*x^3-6724*a^2*c*g^3*p*r^2*x ^2-17452*a^2*c*g^3*p*r*x^3-3194*a^2*c*g^3*q^2*r*x^2-8824*a^2*c*g^3*q^2*x^3-6224 *a^2*c*g^3*q*r^2*x^2-21262*a^2*c*g^3*q*r*x^3-1812*a^2*c*g^3*r^3*x^2-3786*a^2*c* g^3*r^2*x^3-5041*a^2*c*g^2*p^3*r*x^2-7568*a^2*c*g^2*p^3*x^3-18623*a^2*c*g^2*p^2 *q*r*x^2-33968*a^2*c*g^2*p^2*q*x^3-11357*a^2*c*g^2*p^2*r^2*x^2-24472*a^2*c*g^2* p^2*r*x^3-16554*a^2*c*g^2*p*q^2*r*x^2-38856*a^2*c*g^2*p*q^2*x^3-26798*a^2*c*g^2 *p*q*r^2*x^2-75442*a^2*c*g^2*p*q*r*x^3-6372*a^2*c*g^2*p*r^3*x^2-10026*a^2*c*g^2 *p*r^2*x^3-3769*a^2*c*g^2*q^3*r*x^2-12456*a^2*c*g^2*q^3*x^3-10636*a^2*c*g^2*q^2 *r^2*x^2-38429*a^2*c*g^2*q^2*r*x^3-6444*a^2*c*g^2*q*r^3*x^2-14817*a^2*c*g^2*q*r ^2*x^3-656*a^2*c*g^2*r^4*x^2+2296*a^2*c*g^2*r^3*x^3-2286*a^2*c*g*p^4*r*x^2-3240 *a^2*c*g*p^4*x^3-15074*a^2*c*g*p^3*q*r*x^2-24848*a^2*c*g*p^3*q*x^3-6546*a^2*c*g *p^3*r^2*x^2-10937*a^2*c*g*p^3*r*x^3-23092*a^2*c*g*p^2*q^2*r*x^2-47176*a^2*c*g* p^2*q^2*x^3-31425*a^2*c*g*p^2*q*r^2*x^2-72725*a^2*c*g*p^2*q*r*x^3-5461*a^2*c*g* p^2*r^3*x^2-3015*a^2*c*g*p^2*r^2*x^3-12088*a^2*c*g*p*q^3*r*x^2-32768*a^2*c*g*p* q^3*x^3-29856*a^2*c*g*p*q^2*r^2*x^2-87981*a^2*c*g*p*q^2*r*x^3-16218*a^2*c*g*p*q *r^3*x^2-26388*a^2*c*g*p*q*r^2*x^3-1312*a^2*c*g*p*r^4*x^2+5608*a^2*c*g*p*r^3*x^ 3-1784*a^2*c*g*q^4*r*x^2-7200*a^2*c*g*q^4*x^3-6735*a^2*c*g*q^3*r^2*x^2-26193*a^ 2*c*g*q^3*r*x^3-6173*a^2*c*g*q^2*r^3*x^2-12762*a^2*c*g*q^2*r^2*x^3-1560*a^2*c*g *q*r^4*x^2+5844*a^2*c*g*q*r^3*x^3-20*a^2*c*g*r^5*x^2+1500*a^2*c*g*r^4*x^3-342*a ^2*c*p^5*r*x^2-456*a^2*c*p^5*x^3-3979*a^2*c*p^4*q*r*x^2-5944*a^2*c*p^4*q*x^3-\ 1170*a^2*c*p^4*r^2*x^2-1210*a^2*c*p^4*r*x^3-9152*a^2*c*p^3*q^2*r*x^2-16528*a^2* c*p^3*q^2*x^3-10738*a^2*c*p^3*q*r^2*x^2-19992*a^2*c*p^3*q*r*x^3-1278*a^2*c*p^3* r^3*x^2+1203*a^2*c*p^3*r^2*x^3-8010*a^2*c*p^2*q^3*r*x^2-18480*a^2*c*p^2*q^3*x^3 -17526*a^2*c*p^2*q^2*r^2*x^2-42066*a^2*c*p^2*q^2*r*x^3-8481*a^2*c*p^2*q*r^3*x^2 -7371*a^2*c*p^2*q*r^2*x^3-492*a^2*c*p^2*r^4*x^2+3124*a^2*c*p^2*r^3*x^3-2770*a^2 *c*p*q^4*r*x^2-8872*a^2*c*p*q^4*x^3-9266*a^2*c*p*q^3*r^2*x^2-28996*a^2*c*p*q^3* r*x^3-7968*a^2*c*p*q^2*r^3*x^2-11043*a^2*c*p*q^2*r^2*x^3-1992*a^2*c*p*q*r^4*x^2 +6648*a^2*c*p*q*r^3*x^3-40*a^2*c*p*r^5*x^2+1170*a^2*c*p*r^4*x^3-275*a^2*c*q^5*r *x^2-1432*a^2*c*q^5*x^3-1308*a^2*c*q^4*r^2*x^2-5712*a^2*c*q^4*r*x^3-1533*a^2*c* q^3*r^3*x^2-2469*a^2*c*q^3*r^2*x^3-588*a^2*c*q^2*r^4*x^2+3600*a^2*c*q^2*r^3*x^3 -60*a^2*c*q*r^5*x^2+1680*a^2*c*q*r^4*x^3-41*a^2*g^5*p*r*x^2-64*a^2*g^5*p*x^3-33 *a^2*g^5*q*r*x^2-64*a^2*g^5*q*x^3-57*a^2*g^5*r^2*x^2-184*a^2*g^5*r*x^3-267*a^2* g^4*p^2*r*x^2-400*a^2*g^4*p^2*x^3-478*a^2*g^4*p*q*r*x^2-928*a^2*g^4*p*q*x^3-466 *a^2*g^4*p*r^2*x^2-1205*a^2*g^4*p*r*x^3-195*a^2*g^4*q^2*r*x^2-528*a^2*g^4*q^2*x ^3-429*a^2*g^4*q*r^2*x^2-1573*a^2*g^4*q*r*x^3-125*a^2*g^4*r^3*x^2-219*a^2*g^4*r ^2*x^3-471*a^2*g^3*p^3*r*x^2-672*a^2*g^3*p^3*x^3-1757*a^2*g^3*p^2*q*r*x^2-3120* a^2*g^3*p^2*q*x^3-1097*a^2*g^3*p^2*r^2*x^2-2277*a^2*g^3*p^2*r*x^3-1572*a^2*g^3* p*q^2*r*x^2-3648*a^2*g^3*p*q^2*x^3-2714*a^2*g^3*p*q*r^2*x^2-8046*a^2*g^3*p*q*r* x^3-626*a^2*g^3*p*r^3*x^2-885*a^2*g^3*p*r^2*x^3-358*a^2*g^3*q^3*r*x^2-1200*a^2* g^3*q^3*x^3-1068*a^2*g^3*q^2*r^2*x^2-4113*a^2*g^3*q^2*r*x^3-656*a^2*g^3*q*r^3*x ^2-1635*a^2*g^3*q*r^2*x^3-60*a^2*g^3*r^4*x^2+266*a^2*g^3*r^3*x^3-293*a^2*g^2*p^ 4*r*x^2-400*a^2*g^2*p^4*x^3-2318*a^2*g^2*p^3*q*r*x^2-3752*a^2*g^2*p^3*q*x^3-860 *a^2*g^2*p^3*r^2*x^2-1269*a^2*g^2*p^3*r*x^3-3680*a^2*g^2*p^2*q^2*r*x^2-7448*a^2 *g^2*p^2*q^2*x^3-5047*a^2*g^2*p^2*q*r^2*x^2-12170*a^2*g^2*p^2*q*r*x^3-725*a^2*g ^2*p^2*r^3*x^2-78*a^2*g^2*p^2*r^2*x^3-1930*a^2*g^2*p*q^3*r*x^2-5240*a^2*g^2*p*q ^3*x^3-4946*a^2*g^2*p*q^2*r^2*x^2-15332*a^2*g^2*p*q^2*r*x^3-2684*a^2*g^2*p*q*r^ 3*x^2-5022*a^2*g^2*p*q*r^2*x^3-168*a^2*g^2*p*r^4*x^2+944*a^2*g^2*p*r^3*x^3-275* a^2*g^2*q^4*r*x^2-1144*a^2*g^2*q^4*x^3-1080*a^2*g^2*q^3*r^2*x^2-4431*a^2*g^2*q^ 3*r*x^3-1008*a^2*g^2*q^2*r^3*x^2-2343*a^2*g^2*q^2*r^2*x^3-248*a^2*g^2*q*r^4*x^2 +936*a^2*g^2*q*r^3*x^3+225*a^2*g^2*r^4*x^3-48*a^2*g*p^5*r*x^2-64*a^2*g*p^5*x^3-\ 1240*a^2*g*p^4*q*r*x^2-1824*a^2*g*p^4*q*x^3-168*a^2*g*p^4*r^2*x^2+69*a^2*g*p^4* r*x^3-3112*a^2*g*p^3*q^2*r*x^2-5568*a^2*g*p^3*q^2*x^3-3468*a^2*g*p^3*q*r^2*x^2-\ 6603*a^2*g*p^3*q*r*x^3-180*a^2*g*p^3*r^3*x^2+936*a^2*g*p^3*r^2*x^3-2784*a^2*g*p ^2*q^3*r*x^2-6400*a^2*g*p^2*q^3*x^3-6153*a^2*g*p^2*q^2*r^2*x^2-15420*a^2*g*p^2* q^2*r*x^3-2841*a^2*g*p^2*q*r^3*x^2-2871*a^2*g*p^2*q*r^2*x^3-60*a^2*g*p^2*r^4*x^ 2+1130*a^2*g*p^2*r^3*x^3-952*a^2*g*p*q^4*r*x^2-3072*a^2*g*p*q^4*x^3-3292*a^2*g* p*q^3*r^2*x^2-10755*a^2*g*p*q^3*r*x^3-2870*a^2*g*p*q^2*r^3*x^2-4788*a^2*g*p*q^2 *r^2*x^3-688*a^2*g*p*q*r^4*x^2+2172*a^2*g*p*q*r^3*x^3+345*a^2*g*p*r^4*x^3-88*a^ 2*g*q^5*r*x^2-480*a^2*g*q^5*x^3-439*a^2*g*q^4*r^2*x^2-2007*a^2*g*q^4*r*x^3-529* a^2*g*q^3*r^3*x^2-981*a^2*g*q^3*r^2*x^3-204*a^2*g*q^2*r^4*x^2+1224*a^2*g*q^2*r^ 3*x^3-20*a^2*g*q*r^5*x^2+600*a^2*g*q*r^4*x^3-246*a^2*p^5*q*r*x^2-328*a^2*p^5*q* x^3+82*a^2*p^5*r*x^3-865*a^2*p^4*q^2*r*x^2-1384*a^2*p^4*q^2*x^3-834*a^2*p^4*q*r ^2*x^2-1230*a^2*p^4*q*r*x^3+294*a^2*p^4*r^2*x^3-1128*a^2*p^3*q^3*r*x^2-2256*a^2 *p^3*q^3*x^3-2226*a^2*p^3*q^2*r^2*x^2-4482*a^2*p^3*q^2*r*x^3-918*a^2*p^3*q*r^3* x^2-279*a^2*p^3*q*r^2*x^3+300*a^2*p^3*r^3*x^3-654*a^2*p^2*q^4*r*x^2-1744*a^2*p^ 2*q^4*x^3-2004*a^2*p^2*q^3*r^2*x^2-5246*a^2*p^2*q^3*r*x^3-1617*a^2*p^2*q^2*r^3* x^2-1485*a^2*p^2*q^2*r^2*x^3-372*a^2*p^2*q*r^4*x^2+1188*a^2*p^2*q*r^3*x^3+90*a^ 2*p^2*r^4*x^3-154*a^2*p*q^5*r*x^2-616*a^2*p*q^5*x^3-666*a^2*p*q^4*r^2*x^2-2376* a^2*p*q^4*r*x^3-768*a^2*p*q^3*r^3*x^2-957*a^2*p*q^3*r^2*x^3-312*a^2*p*q^2*r^4*x ^2+1356*a^2*p*q^2*r^3*x^3-40*a^2*p*q*r^5*x^2+540*a^2*p*q*r^4*x^3-9*a^2*q^6*r*x^ 2-72*a^2*q^6*x^3-54*a^2*q^5*r^2*x^2-300*a^2*q^5*r*x^3-69*a^2*q^4*r^3*x^2-45*a^2 *q^4*r^2*x^3-24*a^2*q^3*r^4*x^2+468*a^2*q^3*r^3*x^3+270*a^2*q^2*r^4*x^3-32*a*b^ 6*c*r*x^2-256*a*b^6*c*x^3-16*a*b^6*p*r*x^2-128*a*b^6*p*x^3-128*a*b^6*q*x^3-16*a *b^6*r^2*x^2-368*a*b^6*r*x^3-864*a*b^5*c^2*r*x^2-4608*a*b^5*c^2*x^3-272*a*b^5*c *g*r*x^2-1536*a*b^5*c*g*x^3-944*a*b^5*c*p*r*x^2-4352*a*b^5*c*p*x^3-304*a*b^5*c* q*r*x^2-3328*a*b^5*c*q*x^3-592*a*b^5*c*r^2*x^2-6928*a*b^5*c*r*x^3-152*a*b^5*g*p *r*x^2-768*a*b^5*g*p*x^3-56*a*b^5*g*q*r*x^2-768*a*b^5*g*q*x^3-168*a*b^5*g*r^2*x ^2-2208*a*b^5*g*r*x^3-256*a*b^5*p^2*r*x^2-1024*a*b^5*p^2*x^3-192*a*b^5*p*q*r*x^ 2-1536*a*b^5*p*q*x^3-336*a*b^5*p*r^2*x^2-3096*a*b^5*p*r*x^3-512*a*b^5*q^2*x^3-\ 72*a*b^5*q*r^2*x^2-1624*a*b^5*q*r*x^3-24*a*b^5*r^3*x^2-480*a*b^5*r^2*x^3-5952*a *b^4*c^3*r*x^2-25344*a*b^4*c^3*x^3-4160*a*b^4*c^2*g*r*x^2-18176*a*b^4*c^2*g*x^3 -9216*a*b^4*c^2*p*r*x^2-33280*a*b^4*c^2*p*x^3-4480*a*b^4*c^2*q*r*x^2-27904*a*b^ 4*c^2*q*x^3-5504*a*b^4*c^2*r^2*x^2-42816*a*b^4*c^2*r*x^3-664*a*b^4*c*g^2*r*x^2-\ 3072*a*b^4*c*g^2*x^3-4560*a*b^4*c*g*p*r*x^2-16832*a*b^4*c*g*p*x^3-2088*a*b^4*c* g*q*r*x^2-14144*a*b^4*c*g*q*x^3-3256*a*b^4*c*g*r^2*x^2-27920*a*b^4*c*g*r*x^3-\ 4608*a*b^4*c*p^2*r*x^2-14272*a*b^4*c*p^2*x^3-5056*a*b^4*c*p*q*r*x^2-24832*a*b^4 *c*p*q*x^3-5680*a*b^4*c*p*r^2*x^2-35672*a*b^4*c*p*r*x^3-784*a*b^4*c*q^2*r*x^2-\ 9280*a*b^4*c*q^2*x^3-2456*a*b^4*c*q*r^2*x^2-25880*a*b^4*c*q*r*x^3-864*a*b^4*c*r ^3*x^2-7608*a*b^4*c*r^2*x^3-388*a*b^4*g^2*p*r*x^2-1536*a*b^4*g^2*p*x^3-196*a*b^ 4*g^2*q*r*x^2-1536*a*b^4*g^2*q*x^3-444*a*b^4*g^2*r^2*x^2-4416*a*b^4*g^2*r*x^3-\ 1224*a*b^4*g*p^2*r*x^2-3872*a*b^4*g*p^2*x^3-1232*a*b^4*g*p*q*r*x^2-6400*a*b^4*g *p*q*x^3-1760*a*b^4*g*p*r^2*x^2-12028*a*b^4*g*p*r*x^3-176*a*b^4*g*q^2*r*x^2-\ 2528*a*b^4*g*q^2*x^3-700*a*b^4*g*q*r^2*x^2-8164*a*b^4*g*q*r*x^3-268*a*b^4*g*r^3 *x^2-2520*a*b^4*g*r^2*x^3-744*a*b^4*p^3*r*x^2-1984*a*b^4*p^3*x^3-1360*a*b^4*p^2 *q*r*x^2-5440*a*b^4*p^2*q*x^3-1388*a*b^4*p^2*r^2*x^2-7132*a*b^4*p^2*r*x^3-536*a *b^4*p*q^2*r*x^2-4288*a*b^4*p*q^2*x^3-1440*a*b^4*p*q*r^2*x^2-11760*a*b^4*p*q*r* x^3-492*a*b^4*p*r^3*x^2-3300*a*b^4*p*r^2*x^3-832*a*b^4*q^3*x^3-124*a*b^4*q^2*r^ 2*x^2-2788*a*b^4*q^2*r*x^3-48*a*b^4*q*r^3*x^2-996*a*b^4*q*r^2*x^3+24*a*b^4*r^4* x^2+416*a*b^4*r^3*x^3-18816*a*b^3*c^4*r*x^2-66816*a*b^3*c^4*x^3-20448*a*b^3*c^3 *g*r*x^2-73728*a*b^3*c^3*g*x^3-36768*a*b^3*c^3*p*r*x^2-111104*a*b^3*c^3*p*x^3-\ 21856*a*b^3*c^3*q*r*x^2-100864*a*b^3*c^3*q*x^3-22032*a*b^3*c^3*r^2*x^2-125664*a *b^3*c^3*r*x^3-6952*a*b^3*c^2*g^2*r*x^2-25792*a*b^3*c^2*g^2*x^3-31392*a*b^3*c^2 *g*p*r*x^2-95552*a*b^3*c^2*g*p*x^3-17928*a*b^3*c^2*g*q*r*x^2-85568*a*b^3*c^2*g* q*x^3-20328*a*b^3*c^2*g*r^2*x^2-124520*a*b^3*c^2*g*r*x^3-25744*a*b^3*c^2*p^2*r* x^2-67264*a*b^3*c^2*p^2*x^3-34176*a*b^3*c^2*p*q*r*x^2-128512*a*b^3*c^2*p*q*x^3-\ 31648*a*b^3*c^2*p*r^2*x^2-148528*a*b^3*c^2*p*r*x^3-8016*a*b^3*c^2*q^2*r*x^2-\ 53312*a*b^3*c^2*q^2*x^3-17984*a*b^3*c^2*q*r^2*x^2-126800*a*b^3*c^2*q*r*x^3-5832 *a*b^3*c^2*r^3*x^2-31800*a*b^3*c^2*r^2*x^3-716*a*b^3*c*g^3*r*x^2-2816*a*b^3*c*g ^3*x^3-7612*a*b^3*c*g^2*p*r*x^2-23584*a*b^3*c*g^2*p*x^3-4160*a*b^3*c*g^2*q*r*x^ 2-21152*a*b^3*c*g^2*q*x^3-5792*a*b^3*c*g^2*r^2*x^2-39628*a*b^3*c*g^2*r*x^3-\ 15368*a*b^3*c*g*p^2*r*x^2-40224*a*b^3*c*g*p^2*x^3-19584*a*b^3*c*g*p*q*r*x^2-\ 75008*a*b^3*c*g*p*q*x^3-20304*a*b^3*c*g*p*r^2*x^2-101272*a*b^3*c*g*p*r*x^3-4312 *a*b^3*c*g*q^2*r*x^2-30816*a*b^3*c*g*q^2*x^3-10992*a*b^3*c*g*q*r^2*x^2-83416*a* b^3*c*g*q*r*x^3-3796*a*b^3*c*g*r^3*x^2-22356*a*b^3*c*g*r^2*x^3-7632*a*b^3*c*p^3 *r*x^2-17408*a*b^3*c*p^3*x^3-16880*a*b^3*c*p^2*q*r*x^2-53056*a*b^3*c*p^2*q*x^3-\ 14248*a*b^3*c*p^2*r^2*x^2-55396*a*b^3*c*p^2*r*x^3-9276*a*b^3*c*p*q^2*r*x^2-\ 46848*a*b^3*c*p*q^2*x^3-18704*a*b^3*c*p*q*r^2*x^2-105984*a*b^3*c*p*q*r*x^3-5736 *a*b^3*c*p*r^3*x^2-23220*a*b^3*c*p*r^2*x^3-908*a*b^3*c*q^3*r*x^2-11200*a*b^3*c* q^3*x^3-3780*a*b^3*c*q^2*r^2*x^2-36428*a*b^3*c*q^2*r*x^3-2280*a*b^3*c*q*r^3*x^2 -15420*a*b^3*c*q*r^2*x^3-120*a*b^3*c*r^4*x^2+3280*a*b^3*c*r^3*x^3-426*a*b^3*g^3 *p*r*x^2-1408*a*b^3*g^3*p*x^3-250*a*b^3*g^3*q*r*x^2-1408*a*b^3*g^3*q*x^3-502*a* b^3*g^3*r^2*x^2-4048*a*b^3*g^3*r*x^3-2024*a*b^3*g^2*p^2*r*x^2-5344*a*b^3*g^2*p^ 2*x^3-2384*a*b^3*g^2*p*q*r*x^2-9472*a*b^3*g^2*p*q*x^3-3044*a*b^3*g^2*p*r^2*x^2-\ 16640*a*b^3*g^2*p*r*x^3-512*a*b^3*g^2*q^2*r*x^2-4128*a*b^3*g^2*q^2*x^3-1532*a*b ^3*g^2*q*r^2*x^2-13144*a*b^3*g^2*q*r*x^3-556*a*b^3*g^2*r^3*x^2-3636*a*b^3*g^2*r ^2*x^3-2392*a*b^3*g*p^3*r*x^2-5440*a*b^3*g*p^3*x^3-5064*a*b^3*g*p^2*q*r*x^2-\ 16096*a*b^3*g*p^2*q*x^3-4732*a*b^3*g*p^2*r^2*x^2-19460*a*b^3*g*p^2*r*x^3-2638*a *b^3*g*p*q^2*r*x^2-13888*a*b^3*g*p*q^2*x^3-6064*a*b^3*g*p*q*r^2*x^2-36524*a*b^3 *g*p*q*r*x^3-2004*a*b^3*g*p*r^3*x^2-8970*a*b^3*g*p*r^2*x^3-214*a*b^3*g*q^3*r*x^ 2-3232*a*b^3*g*q^3*x^3-1074*a*b^3*g*q^2*r^2*x^2-11360*a*b^3*g*q^2*r*x^3-700*a*b ^3*g*q*r^3*x^2-4998*a*b^3*g*q*r^2*x^3-40*a*b^3*g*r^4*x^2+1112*a*b^3*g*r^3*x^3-\ 800*a*b^3*p^4*r*x^2-1600*a*b^3*p^4*x^3-2640*a*b^3*p^3*q*r*x^2-7040*a*b^3*p^3*q* x^3-2000*a*b^3*p^3*r^2*x^2-6366*a*b^3*p^3*r*x^3-2496*a*b^3*p^2*q^2*r*x^2-9984*a *b^3*p^2*q^2*x^3-4538*a*b^3*p^2*q*r^2*x^2-20930*a*b^3*p^2*q*r*x^3-1290*a*b^3*p^ 2*r^3*x^2-3600*a*b^3*p^2*r^2*x^3-656*a*b^3*p*q^3*r*x^2-5248*a*b^3*p*q^3*x^3-\ 2292*a*b^3*p*q^2*r^2*x^2-16970*a*b^3*p*q^2*r*x^3-1380*a*b^3*p*q*r^3*x^2-7176*a* b^3*p*q*r^2*x^3-120*a*b^3*p*r^4*x^2+1272*a*b^3*p*r^3*x^3-704*a*b^3*q^4*x^3-106* a*b^3*q^3*r^2*x^2-2406*a*b^3*q^3*r*x^3-18*a*b^3*q^2*r^3*x^2-504*a*b^3*q^2*r^2*x ^3+84*a*b^3*q*r^4*x^2+1400*a*b^3*q*r^3*x^3+20*a*b^3*r^5*x^2+340*a*b^3*r^4*x^3-\ 31104*a*b^2*c^5*r*x^2-94464*a*b^2*c^5*x^3-45968*a*b^2*c^4*g*r*x^2-140672*a*b^2* c^4*g*x^3-72576*a*b^2*c^4*p*r*x^2-189440*a*b^2*c^4*p*x^3-48896*a*b^2*c^4*q*r*x^ 2-181760*a*b^2*c^4*q*x^3-44624*a*b^2*c^4*r^2*x^2-196944*a*b^2*c^4*r*x^3-24160*a *b^2*c^3*g^2*r*x^2-74880*a*b^2*c^3*g^2*x^3-88664*a*b^2*c^3*g*p*r*x^2-231552*a*b ^2*c^3*g*p*x^3-58456*a*b^2*c^3*g*q*r*x^2-220800*a*b^2*c^3*g*q*x^3-56392*a*b^2*c ^3*g*r^2*x^2-261256*a*b^2*c^3*g*r*x^3-64208*a*b^2*c^3*p^2*r*x^2-146496*a*b^2*c^ 3*p^2*x^3-96128*a*b^2*c^3*p*q*r*x^2-297984*a*b^2*c^3*p*q*x^3-80512*a*b^2*c^3*p* r^2*x^2-297904*a*b^2*c^3*p*r*x^3-27584*a*b^2*c^3*q^2*r*x^2-132672*a*b^2*c^3*q^2 *x^3-53632*a*b^2*c^3*q*r^2*x^2-279600*a*b^2*c^3*q*r*x^3-16608*a*b^2*c^3*r^3*x^2 -60576*a*b^2*c^3*r^2*x^3-5236*a*b^2*c^2*g^3*r*x^2-16608*a*b^2*c^2*g^3*x^3-36672 *a*b^2*c^2*g^2*p*r*x^2-95968*a*b^2*c^2*g^2*p*x^3-23412*a*b^2*c^2*g^2*q*r*x^2-\ 90912*a*b^2*c^2*g^2*q*x^3-24964*a*b^2*c^2*g^2*r^2*x^2-124484*a*b^2*c^2*g^2*r*x^ 3-60612*a*b^2*c^2*g*p^2*r*x^2-137664*a*b^2*c^2*g*p^2*x^3-89424*a*b^2*c^2*g*p*q* r*x^2-278848*a*b^2*c^2*g*p*q*x^3-78880*a*b^2*c^2*g*p*r^2*x^2-303996*a*b^2*c^2*g *p*r*x^3-24716*a*b^2*c^2*g*q^2*r*x^2-122656*a*b^2*c^2*g*q^2*x^3-51236*a*b^2*c^2 *g*q*r^2*x^2-281692*a*b^2*c^2*g*q*r*x^3-16368*a*b^2*c^2*g*r^3*x^2-63900*a*b^2*c ^2*g*r^2*x^3-26784*a*b^2*c^2*p^3*r*x^2-54016*a*b^2*c^2*p^3*x^3-66912*a*b^2*c^2* p^2*q*r*x^2-176896*a*b^2*c^2*p^2*q*x^3-50892*a*b^2*c^2*p^2*r^2*x^2-158372*a*b^2 *c^2*p^2*r*x^3-43668*a*b^2*c^2*p*q^2*r*x^2-167840*a*b^2*c^2*p*q^2*x^3-77360*a*b ^2*c^2*p*q*r^2*x^2-332176*a*b^2*c^2*p*q*r*x^3-22404*a*b^2*c^2*p*r^3*x^2-60324*a *b^2*c^2*p*r^2*x^3-6528*a*b^2*c^2*q^3*r*x^2-44960*a*b^2*c^2*q^3*x^3-20880*a*b^2 *c^2*q^2*r^2*x^2-134432*a*b^2*c^2*q^2*r*x^3-12648*a*b^2*c^2*q*r^3*x^2-52416*a*b ^2*c^2*q*r^2*x^3-1296*a*b^2*c^2*r^4*x^2+10368*a*b^2*c^2*r^3*x^3-380*a*b^2*c*g^4 *r*x^2-1264*a*b^2*c*g^4*x^3-5694*a*b^2*c*g^3*p*r*x^2-15040*a*b^2*c*g^3*p*x^3-\ 3498*a*b^2*c*g^3*q*r*x^2-14240*a*b^2*c*g^3*q*x^3-4514*a*b^2*c*g^3*r^2*x^2-25180 *a*b^2*c*g^3*r*x^3-17550*a*b^2*c*g^2*p^2*r*x^2-39616*a*b^2*c*g^2*p^2*x^3-25040* a*b^2*c*g^2*p*q*r*x^2-78944*a*b^2*c*g^2*p*q*x^3-24300*a*b^2*c*g^2*p*r^2*x^2-\ 99232*a*b^2*c*g^2*p*r*x^3-6626*a*b^2*c*g^2*q^2*r*x^2-34768*a*b^2*c*g^2*q^2*x^3-\ 15108*a*b^2*c*g^2*q*r^2*x^2-90356*a*b^2*c*g^2*q*r*x^3-4972*a*b^2*c*g^2*r^3*x^2-\ 20832*a*b^2*c*g^2*r^2*x^3-17298*a*b^2*c*g*p^3*r*x^2-34576*a*b^2*c*g*p^3*x^3-\ 42896*a*b^2*c*g*p^2*q*r*x^2-113392*a*b^2*c*g*p^2*q*x^3-34040*a*b^2*c*g*p^2*r^2* x^2-109684*a*b^2*c*g*p^2*r*x^3-27300*a*b^2*c*g*p*q^2*r*x^2-106544*a*b^2*c*g*p*q ^2*x^3-51568*a*b^2*c*g*p*q*r^2*x^2-231916*a*b^2*c*g*p*q*r*x^3-15416*a*b^2*c*g*p *r^3*x^2-45174*a*b^2*c*g*p*r^2*x^3-3766*a*b^2*c*g*q^3*r*x^2-27728*a*b^2*c*g*q^3 *x^3-13110*a*b^2*c*g*q^2*r^2*x^2-89436*a*b^2*c*g*q^2*r*x^3-8352*a*b^2*c*g*q*r^3 *x^2-37506*a*b^2*c*g*q*r^2*x^3-864*a*b^2*c*g*r^4*x^2+7080*a*b^2*c*g*r^3*x^3-\ 5198*a*b^2*c*p^4*r*x^2-9328*a*b^2*c*p^4*x^3-19536*a*b^2*c*p^3*q*r*x^2-44704*a*b ^2*c*p^3*q*x^3-13216*a*b^2*c*p^3*r^2*x^2-34114*a*b^2*c*p^3*r*x^3-21528*a*b^2*c* p^2*q^2*r*x^2-68208*a*b^2*c*p^2*q^2*x^3-34694*a*b^2*c*p^2*q*r^2*x^2-123630*a*b^ 2*c*p^2*q*r*x^3-9168*a*b^2*c*p^2*r^3*x^2-16470*a*b^2*c*p^2*r^2*x^3-7724*a*b^2*c *p*q^3*r*x^2-39616*a*b^2*c*p*q^3*x^3-22004*a*b^2*c*p*q^2*r^2*x^2-113766*a*b^2*c *p*q^2*r*x^3-12828*a*b^2*c*p*q*r^3*x^2-40140*a*b^2*c*p*q*r^2*x^3-1416*a*b^2*c*p *r^4*x^2+8496*a*b^2*c*p*r^3*x^3-534*a*b^2*c*q^4*r*x^2-6784*a*b^2*c*q^4*x^3-2734 *a*b^2*c*q^3*r^2*x^2-24250*a*b^2*c*q^3*r*x^3-2184*a*b^2*c*q^2*r^3*x^2-10044*a*b ^2*c*q^2*r^2*x^3-180*a*b^2*c*q*r^4*x^2+8392*a*b^2*c*q*r^3*x^3+60*a*b^2*c*r^5*x^ 2+2320*a*b^2*c*r^4*x^3-226*a*b^2*g^4*p*r*x^2-632*a*b^2*g^4*p*x^3-147*a*b^2*g^4* q*r*x^2-632*a*b^2*g^4*q*x^3-276*a*b^2*g^4*r^2*x^2-1817*a*b^2*g^4*r*x^3-1498*a*b ^2*g^3*p^2*r*x^2-3368*a*b^2*g^3*p^2*x^3-1964*a*b^2*g^3*p*q*r*x^2-6336*a*b^2*g^3 *p*q*x^3-2320*a*b^2*g^3*p*r^2*x^2-10336*a*b^2*g^3*p*r*x^3-516*a*b^2*g^3*q^2*r*x ^2-2968*a*b^2*g^3*q^2*x^3-1344*a*b^2*g^3*q*r^2*x^2-9186*a*b^2*g^3*q*r*x^3-450*a *b^2*g^3*r^3*x^2-2040*a*b^2*g^3*r^2*x^3-2623*a*b^2*g^2*p^3*r*x^2-5176*a*b^2*g^2 *p^3*x^3-6292*a*b^2*g^2*p^2*q*r*x^2-16648*a*b^2*g^2*p^2*q*x^3-5413*a*b^2*g^2*p^ 2*r^2*x^2-18219*a*b^2*g^2*p^2*r*x^3-3867*a*b^2*g^2*p*q^2*r*x^2-15488*a*b^2*g^2* p*q^2*x^3-8082*a*b^2*g^2*p*q*r^2*x^2-38854*a*b^2*g^2*p*q*r*x^3-2520*a*b^2*g^2*p *r^3*x^2-7983*a*b^2*g^2*p*r^2*x^3-483*a*b^2*g^2*q^3*r*x^2-4016*a*b^2*g^2*q^3*x^ 3-1857*a*b^2*g^2*q^2*r^2*x^2-14080*a*b^2*g^2*q^2*r*x^3-1232*a*b^2*g^2*q*r^3*x^2 -6126*a*b^2*g^2*q*r^2*x^3-124*a*b^2*g^2*r^4*x^2+1212*a*b^2*g^2*r^3*x^3-1710*a*b ^2*g*p^4*r*x^2-3024*a*b^2*g*p^4*x^3-6456*a*b^2*g*p^3*q*r*x^2-14704*a*b^2*g*p^3* q*x^3-4480*a*b^2*g*p^3*r^2*x^2-11845*a*b^2*g*p^3*r*x^3-7002*a*b^2*g*p^2*q^2*r*x ^2-22344*a*b^2*g*p^2*q^2*x^3-11953*a*b^2*g*p^2*q*r^2*x^2-44625*a*b^2*g*p^2*q*r* x^3-3211*a*b^2*g*p^2*r^3*x^2-6354*a*b^2*g*p^2*r^2*x^3-2382*a*b^2*g*p*q^3*r*x^2-\ 12672*a*b^2*g*p*q^3*x^3-7414*a*b^2*g*p*q^2*r^2*x^2-40215*a*b^2*g*p*q^2*r*x^3-\ 4590*a*b^2*g*p*q*r^3*x^2-16308*a*b^2*g*p*q*r^2*x^3-516*a*b^2*g*p*r^4*x^2+2772*a *b^2*g*p*r^3*x^3-126*a*b^2*g*q^4*r*x^2-2008*a*b^2*g*q^4*x^3-769*a*b^2*g*q^3*r^2 *x^2-7435*a*b^2*g*q^3*r*x^3-657*a*b^2*g*q^2*r^3*x^2-3033*a*b^2*g*q^2*r^2*x^3-56 *a*b^2*g*q*r^4*x^2+2864*a*b^2*g*q*r^3*x^3+20*a*b^2*g*r^5*x^2+770*a*b^2*g*r^4*x^ 3-365*a*b^2*p^5*r*x^2-584*a*b^2*p^5*x^3-2004*a*b^2*p^4*q*r*x^2-4008*a*b^2*p^4*q *x^3-1158*a*b^2*p^4*r^2*x^2-2370*a*b^2*p^4*r*x^3-3318*a*b^2*p^3*q^2*r*x^2-8848* a*b^2*p^3*q^2*x^3-4824*a*b^2*p^3*q*r^2*x^2-14162*a*b^2*p^3*q*r*x^3-1119*a*b^2*p ^3*r^3*x^2-933*a*b^2*p^3*r^2*x^3-2084*a*b^2*p^2*q^3*r*x^2-8336*a*b^2*p^2*q^3*x^ 3-5334*a*b^2*p^2*q^2*r^2*x^2-22326*a*b^2*p^2*q^2*r*x^3-2940*a*b^2*p^2*q*r^3*x^2 -6327*a*b^2*p^2*q*r^2*x^3-330*a*b^2*p^2*r^4*x^2+1776*a*b^2*p^2*r^3*x^3-405*a*b^ 2*p*q^4*r*x^2-3240*a*b^2*p*q^4*x^3-1716*a*b^2*p*q^3*r^2*x^2-11646*a*b^2*p*q^3*r *x^3-1407*a*b^2*p*q^2*r^3*x^2-5211*a*b^2*p*q^2*r^2*x^3-240*a*b^2*p*q*r^4*x^2+ 3240*a*b^2*p*q*r^3*x^3+840*a*b^2*p*r^4*x^3-328*a*b^2*q^5*x^3-48*a*b^2*q^4*r^2*x ^2-1112*a*b^2*q^4*r*x^3+18*a*b^2*q^3*r^3*x^2+183*a*b^2*q^3*r^2*x^3+102*a*b^2*q^ 2*r^4*x^2+1656*a*b^2*q^2*r^3*x^3+40*a*b^2*q*r^5*x^2+660*a*b^2*q*r^4*x^3-25920*a *b*c^6*r*x^2-69120*a*b*c^6*x^3-48768*a*b*c^5*g*r*x^2-130048*a*b*c^5*g*x^3-69824 *a*b*c^5*p*r*x^2-161792*a*b*c^5*p*x^3-51520*a*b*c^5*q*r*x^2-161792*a*b*c^5*q*x^ 3-44640*a*b*c^5*r^2*x^2-160320*a*b*c^5*r*x^3-35040*a*b*c^4*g^2*r*x^2-93440*a*b* c^4*g^2*x^3-111896*a*b*c^4*g*p*r*x^2-258048*a*b*c^4*g*p*x^3-81640*a*b*c^4*g*q*r *x^2-258048*a*b*c^4*g*q*x^3-72360*a*b*c^4*g*r^2*x^2-267152*a*b*c^4*g*r*x^3-\ 73840*a*b*c^4*p^2*r*x^2-151104*a*b*c^4*p^2*x^3-120960*a*b*c^4*p*q*r*x^2-322560* a*b*c^4*p*q*x^3-95616*a*b*c^4*p*r^2*x^2-293104*a*b*c^4*p*r*x^3-39488*a*b*c^4*q^ 2*r*x^2-151104*a*b*c^4*q^2*x^3-71424*a*b*c^4*q*r^2*x^2-293104*a*b*c^4*q*r*x^3-\ 21600*a*b*c^4*r^3*x^2-57360*a*b*c^4*r^2*x^3-11808*a*b*c^3*g^3*r*x^2-31488*a*b*c ^3*g^3*x^3-66404*a*b*c^3*g^2*p*r*x^2-152000*a*b*c^3*g^2*p*x^3-47596*a*b*c^3*g^2 *q*r*x^2-152000*a*b*c^3*g^2*q*x^3-44100*a*b*c^3*g^2*r^2*x^2-169560*a*b*c^3*g^2* r*x^3-96224*a*b*c^3*g*p^2*r*x^2-195328*a*b*c^3*g*p^2*x^3-157536*a*b*c^3*g*p*q*r *x^2-420096*a*b*c^3*g*p*q*x^3-126944*a*b*c^3*g*p*r^2*x^2-398368*a*b*c^3*g*p*r*x ^3-50272*a*b*c^3*g*q^2*r*x^2-195328*a*b*c^3*g*q^2*x^3-93664*a*b*c^3*g*q*r^2*x^2 -398368*a*b*c^3*g*q*r*x^3-28560*a*b*c^3*g*r^3*x^2-79512*a*b*c^3*g*r^2*x^3-38932 *a*b*c^3*p^3*r*x^2-71168*a*b*c^3*p^3*x^3-107036*a*b*c^3*p^2*q*r*x^2-247168*a*b* c^3*p^2*q*x^3-76056*a*b*c^3*p^2*r^2*x^2-198824*a*b*c^3*p^2*r*x^3-78340*a*b*c^3* p*q^2*r*x^2-247168*a*b*c^3*p*q^2*x^3-129456*a*b*c^3*p*q*r^2*x^2-446624*a*b*c^3* p*q*r*x^3-36096*a*b*c^3*p*r^3*x^2-71208*a*b*c^3*p*r^2*x^3-14444*a*b*c^3*q^3*r*x ^2-71168*a*b*c^3*q^3*x^3-41376*a*b*c^3*q^2*r^2*x^2-198824*a*b*c^3*q^2*r*x^3-\ 24960*a*b*c^3*q*r^3*x^2-71208*a*b*c^3*q*r^2*x^3-3000*a*b*c^3*r^4*x^2+13984*a*b* c^3*r^3*x^3-1812*a*b*c^2*g^4*r*x^2-4832*a*b*c^2*g^4*x^3-17618*a*b*c^2*g^3*p*r*x ^2-39872*a*b*c^2*g^3*p*x^3-12286*a*b*c^2*g^3*q*r*x^2-39872*a*b*c^2*g^3*q*x^3-\ 12438*a*b*c^2*g^3*r^2*x^2-50828*a*b*c^2*g^3*r*x^3-43986*a*b*c^2*g^2*p^2*r*x^2-\ 88112*a*b*c^2*g^2*p^2*x^3-71424*a*b*c^2*g^2*p*q*r*x^2-190464*a*b*c^2*g^2*p*q*x^ 3-59896*a*b*c^2*g^2*p*r^2*x^2-193744*a*b*c^2*g^2*p*r*x^3-22098*a*b*c^2*g^2*q^2* r*x^2-88112*a*b*c^2*g^2*q^2*x^3-43172*a*b*c^2*g^2*q*r^2*x^2-193744*a*b*c^2*g^2* q*r*x^3-13272*a*b*c^2*g^2*r^3*x^2-38256*a*b*c^2*g^2*r^2*x^3-38340*a*b*c^2*g*p^3 *r*x^2-69328*a*b*c^2*g*p^3*x^3-106842*a*b*c^2*g*p^2*q*r*x^2-245712*a*b*c^2*g*p^ 2*q*x^3-76554*a*b*c^2*g*p^2*r^2*x^2-204058*a*b*c^2*g*p^2*r*x^3-77442*a*b*c^2*g* p*q^2*r*x^2-245712*a*b*c^2*g*p*q^2*x^3-131724*a*b*c^2*g*p*q*r^2*x^2-469520*a*b* c^2*g*p*q*r*x^3-36828*a*b*c^2*g*p*r^3*x^2-77298*a*b*c^2*g*p*r^2*x^3-13656*a*b*c ^2*g*q^3*r*x^2-69328*a*b*c^2*g*q^3*x^3-40752*a*b*c^2*g*q^2*r^2*x^2-204058*a*b*c ^2*g*q^2*r*x^3-25140*a*b*c^2*g*q*r^3*x^2-77298*a*b*c^2*g*q*r^2*x^3-2940*a*b*c^2 *g*r^4*x^2+14592*a*b*c^2*g*r^3*x^3-10610*a*b*c^2*p^4*r*x^2-17456*a*b*c^2*p^4*x^ 3-44536*a*b*c^2*p^3*q*r*x^2-90272*a*b*c^2*p^3*q*x^3-27652*a*b*c^2*p^3*r^2*x^2-\ 60544*a*b*c^2*p^3*r*x^3-54612*a*b*c^2*p^2*q^2*r*x^2-145632*a*b*c^2*p^2*q^2*x^3-\ 82048*a*b*c^2*p^2*q*r^2*x^2-238656*a*b*c^2*p^2*q*r*x^3-20406*a*b*c^2*p^2*r^3*x^ 2-26046*a*b*c^2*p^2*r^2*x^3-23168*a*b*c^2*p*q^3*r*x^2-90272*a*b*c^2*p*q^3*x^3-\ 60188*a*b*c^2*p*q^2*r^2*x^2-238656*a*b*c^2*p*q^2*r*x^3-34416*a*b*c^2*p*q*r^3*x^ 2-73728*a*b*c^2*p*q*r^2*x^3-4008*a*b*c^2*p*r^4*x^2+17192*a*b*c^2*p*r^3*x^3-2482 *a*b*c^2*q^4*r*x^2-17456*a*b*c^2*q^4*x^3-10256*a*b*c^2*q^3*r^2*x^2-60544*a*b*c^ 2*q^3*r*x^3-8898*a*b*c^2*q^2*r^3*x^2-26046*a*b*c^2*q^2*r^2*x^3-1872*a*b*c^2*q*r ^4*x^2+17192*a*b*c^2*q*r^3*x^3+4840*a*b*c^2*r^4*x^3-96*a*b*c*g^5*r*x^2-256*a*b* c*g^5*x^3-1943*a*b*c*g^4*p*r*x^2-4336*a*b*c*g^4*p*x^3-1309*a*b*c*g^4*q*r*x^2-\ 4336*a*b*c*g^4*q*x^3-1593*a*b*c*g^4*r^2*x^2-7134*a*b*c*g^4*r*x^3-8175*a*b*c*g^3 *p^2*r*x^2-16032*a*b*c*g^3*p^2*x^3-12888*a*b*c*g^3*p*q*r*x^2-34368*a*b*c*g^3*p* q*x^3-11764*a*b*c*g^3*p*r^2*x^2-39626*a*b*c*g^3*p*r*x^3-3849*a*b*c*g^3*q^2*r*x^ 2-16032*a*b*c*g^3*q^2*x^3-8126*a*b*c*g^3*q*r^2*x^2-39626*a*b*c*g^3*q*r*x^3-2508 *a*b*c*g^3*r^3*x^2-7248*a*b*c*g^3*r^2*x^3-11885*a*b*c*g^2*p^3*r*x^2-21096*a*b*c *g^2*p^3*x^3-33286*a*b*c*g^2*p^2*q*r*x^2-76040*a*b*c*g^2*p^2*q*x^3-24464*a*b*c* g^2*p^2*r^2*x^2-66413*a*b*c*g^2*p^2*r*x^3-23744*a*b*c*g^2*p*q^2*r*x^2-76040*a*b *c*g^2*p*q^2*x^3-42372*a*b*c*g^2*p*q*r^2*x^2-157908*a*b*c*g^2*p*q*r*x^3-11930*a *b*c*g^2*p*r^3*x^2-26067*a*b*c*g^2*p*r^2*x^3-3937*a*b*c*g^2*q^3*r*x^2-21096*a*b *c*g^2*q^3*x^3-12409*a*b*c*g^2*q^2*r^2*x^2-66413*a*b*c*g^2*q^2*r*x^3-7822*a*b*c *g^2*q*r^3*x^2-26067*a*b*c*g^2*q*r^2*x^3-870*a*b*c*g^2*r^4*x^2+5136*a*b*c*g^2*r ^3*x^3-6895*a*b*c*g*p^4*r*x^2-11176*a*b*c*g*p^4*x^3-30100*a*b*c*g*p^3*q*r*x^2-\ 60560*a*b*c*g*p^3*q*x^3-18384*a*b*c*g*p^3*r^2*x^2-40566*a*b*c*g*p^3*r*x^3-37038 *a*b*c*g*p^2*q^2*r*x^2-98768*a*b*c*g*p^2*q^2*x^3-56880*a*b*c*g*p^2*q*r^2*x^2-\ 171014*a*b*c*g*p^2*q*r*x^3-13851*a*b*c*g*p^2*r^3*x^2-18669*a*b*c*g*p^2*r^2*x^3-\ 15320*a*b*c*g*p*q^3*r*x^2-60560*a*b*c*g*p*q^3*x^3-41544*a*b*c*g*p*q^2*r^2*x^2-\ 171014*a*b*c*g*p*q^2*r*x^3-24336*a*b*c*g*p*q*r^3*x^2-58560*a*b*c*g*p*q*r^2*x^3-\ 2744*a*b*c*g*p*r^4*x^2+11612*a*b*c*g*p*r^3*x^3-1487*a*b*c*g*q^4*r*x^2-11176*a*b *c*g*q^4*x^3-6564*a*b*c*g*q^3*r^2*x^2-40566*a*b*c*g*q^3*r*x^3-5937*a*b*c*g*q^2* r^3*x^2-18669*a*b*c*g*q^2*r^2*x^3-1276*a*b*c*g*q*r^4*x^2+11612*a*b*c*g*q*r^3*x^ 3+3220*a*b*c*g*r^4*x^3-1368*a*b*c*p^5*r*x^2-2032*a*b*c*p^5*x^3-8652*a*b*c*p^4*q *r*x^2-15536*a*b*c*p^4*q*x^3-4440*a*b*c*p^4*r^2*x^2-7710*a*b*c*p^4*r*x^3-15888* a*b*c*p^3*q^2*r*x^2-36448*a*b*c*p^3*q^2*x^3-21464*a*b*c*p^3*q*r^2*x^2-52140*a*b *c*p^3*q*r*x^3-4500*a*b*c*p^3*r^3*x^2-2076*a*b*c*p^3*r^2*x^3-11448*a*b*c*p^2*q^ 3*r*x^2-36448*a*b*c*p^2*q^3*x^3-27054*a*b*c*p^2*q^2*r^2*x^2-88860*a*b*c*p^2*q^2 *r*x^3-14412*a*b*c*p^2*q*r^3*x^2-20844*a*b*c*p^2*q*r^2*x^3-1524*a*b*c*p^2*r^4*x ^2+6868*a*b*c*p^2*r^3*x^3-3000*a*b*c*p*q^4*r*x^2-15536*a*b*c*p*q^4*x^3-10972*a* b*c*p*q^3*r^2*x^2-52140*a*b*c*p*q^3*r*x^3-9276*a*b*c*p*q^2*r^3*x^2-20844*a*b*c* p*q^2*r^2*x^3-2160*a*b*c*p*q*r^4*x^2+13584*a*b*c*p*q*r^3*x^3-80*a*b*c*p*r^5*x^2 +3130*a*b*c*p*r^4*x^3-156*a*b*c*q^5*r*x^2-2032*a*b*c*q^5*x^3-942*a*b*c*q^4*r^2* x^2-7710*a*b*c*q^4*r*x^3-900*a*b*c*q^3*r^3*x^2-2076*a*b*c*q^3*r^2*x^3-66*a*b*c* q^2*r^4*x^2+6868*a*b*c*q^2*r^3*x^3+80*a*b*c*q*r^5*x^2+3130*a*b*c*q*r^4*x^3-56*a *b*g^5*p*r*x^2-128*a*b*g^5*p*x^3-40*a*b*g^5*q*r*x^2-128*a*b*g^5*q*x^3-72*a*b*g^ 5*r^2*x^2-368*a*b*g^5*r*x^3-504*a*b*g^4*p^2*r*x^2-960*a*b*g^4*p^2*x^3-720*a*b*g ^4*p*q*r*x^2-1920*a*b*g^4*p*q*x^3-800*a*b*g^4*p*r^2*x^2-2854*a*b*g^4*p*r*x^3-\ 216*a*b*g^4*q^2*r*x^2-960*a*b*g^4*q^2*x^3-514*a*b*g^4*q*r^2*x^2-2854*a*b*g^4*q* r*x^3-156*a*b*g^4*r^3*x^2-414*a*b*g^4*r^2*x^3-1152*a*b*g^3*p^3*r*x^2-1984*a*b*g ^3*p^3*x^3-3144*a*b*g^3*p^2*q*r*x^2-7104*a*b*g^3*p^2*q*x^3-2467*a*b*g^3*p^2*r^2 *x^2-6784*a*b*g^3*p^2*r*x^3-2184*a*b*g^3*p*q^2*r*x^2-7104*a*b*g^3*p*q^2*x^3-\ 4248*a*b*g^3*p*q*r^2*x^2-16880*a*b*g^3*p*q*r*x^3-1218*a*b*g^3*p*r^3*x^2-2664*a* b*g^3*p*r^2*x^3-336*a*b*g^3*q^3*r*x^2-1984*a*b*g^3*q^3*x^3-1133*a*b*g^3*q^2*r^2 *x^2-6784*a*b*g^3*q^2*r*x^3-726*a*b*g^3*q*r^3*x^2-2664*a*b*g^3*q*r^2*x^3-75*a*b *g^3*r^4*x^2+596*a*b*g^3*r^3*x^3-1064*a*b*g^2*p^4*r*x^2-1680*a*b*g^2*p^4*x^3-\ 4796*a*b*g^2*p^3*q*r*x^2-9536*a*b*g^2*p^3*q*x^3-2906*a*b*g^2*p^3*r^2*x^2-6345*a *b*g^2*p^3*r*x^3-5892*a*b*g^2*p^2*q^2*r*x^2-15712*a*b*g^2*p^2*q^2*x^3-9401*a*b* g^2*p^2*q*r^2*x^2-29437*a*b*g^2*p^2*q*r*x^3-2233*a*b*g^2*p^2*r^3*x^2-2940*a*b*g ^2*p^2*r^2*x^3-2356*a*b*g^2*p*q^3*r*x^2-9536*a*b*g^2*p*q^3*x^3-6790*a*b*g^2*p*q ^2*r^2*x^2-29437*a*b*g^2*p*q^2*r*x^3-4104*a*b*g^2*p*q*r^3*x^2-11082*a*b*g^2*p*q *r^2*x^3-444*a*b*g^2*p*r^4*x^2+1952*a*b*g^2*p*r^3*x^3-196*a*b*g^2*q^4*r*x^2-\ 1680*a*b*g^2*q^4*x^3-937*a*b*g^2*q^3*r^2*x^2-6345*a*b*g^2*q^3*r*x^3-875*a*b*g^2 *q^2*r^3*x^2-2940*a*b*g^2*q^2*r^2*x^3-186*a*b*g^2*q*r^4*x^2+1952*a*b*g^2*q*r^3* x^3+490*a*b*g^2*r^4*x^3-420*a*b*g*p^5*r*x^2-608*a*b*g*p^5*x^3-2940*a*b*g*p^4*q* r*x^2-5216*a*b*g*p^4*q*x^3-1395*a*b*g*p^4*r^2*x^2-2310*a*b*g*p^4*r*x^3-5520*a*b *g*p^3*q^2*r*x^2-12608*a*b*g*p^3*q^2*x^3-7513*a*b*g*p^3*q*r^2*x^2-18846*a*b*g*p ^3*q*r*x^3-1453*a*b*g*p^3*r^3*x^2-468*a*b*g*p^3*r^2*x^3-3936*a*b*g*p^2*q^3*r*x^ 2-12608*a*b*g*p^2*q^3*x^3-9666*a*b*g*p^2*q^2*r^2*x^2-33072*a*b*g*p^2*q^2*r*x^3-\ 5217*a*b*g*p^2*q*r^3*x^2-8928*a*b*g*p^2*q*r^2*x^3-511*a*b*g*p^2*r^4*x^2+2390*a* b*g*p^2*r^3*x^3-972*a*b*g*p*q^4*r*x^2-5216*a*b*g*p*q^4*x^3-3809*a*b*g*p*q^3*r^2 *x^2-18846*a*b*g*p*q^3*r*x^3-3387*a*b*g*p*q^2*r^3*x^2-8928*a*b*g*p*q^2*r^2*x^3-\ 810*a*b*g*p*q*r^4*x^2+4416*a*b*g*p*q*r^3*x^3-30*a*b*g*p*r^5*x^2+1085*a*b*g*p*r^ 4*x^3-36*a*b*g*q^5*r*x^2-608*a*b*g*q^5*x^3-261*a*b*g*q^4*r^2*x^2-2310*a*b*g*q^4 *r*x^3-263*a*b*g*q^3*r^3*x^2-468*a*b*g*q^3*r^2*x^3-14*a*b*g*q^2*r^4*x^2+2390*a* b*g*q^2*r^3*x^3+30*a*b*g*q*r^5*x^2+1085*a*b*g*q*r^4*x^3-60*a*b*p^6*r*x^2-80*a*b *p^6*x^3-620*a*b*p^5*q*r*x^2-992*a*b*p^5*q*x^3-232*a*b*p^5*r^2*x^2-263*a*b*p^5* r*x^3-1624*a*b*p^4*q^2*r*x^2-3248*a*b*p^4*q^2*x^3-1935*a*b*p^4*q*r^2*x^2-3831*a *b*p^4*q*r*x^3-303*a*b*p^4*r^3*x^2+213*a*b*p^4*r^2*x^3-1752*a*b*p^3*q^3*r*x^2-\ 4672*a*b*p^3*q^3*x^3-3764*a*b*p^3*q^2*r^2*x^2-10178*a*b*p^3*q^2*r*x^3-1830*a*b* p^3*q*r^3*x^2-1380*a*b*p^3*q*r^2*x^3-156*a*b*p^3*r^4*x^2+814*a*b*p^3*r^3*x^3-\ 812*a*b*p^2*q^4*r*x^2-3248*a*b*p^2*q^4*x^3-2662*a*b*p^2*q^3*r^2*x^2-10178*a*b*p ^2*q^3*r*x^3-2160*a*b*p^2*q^2*r^3*x^2-3186*a*b*p^2*q^2*r^2*x^3-525*a*b*p^2*q*r^ 4*x^2+2682*a*b*p^2*q*r^3*x^3-25*a*b*p^2*r^5*x^2+405*a*b*p^2*r^4*x^3-124*a*b*p*q ^5*r*x^2-992*a*b*p*q^5*x^3-612*a*b*p*q^4*r^2*x^2-3831*a*b*p*q^4*r*x^3-618*a*b*p *q^3*r^3*x^2-1380*a*b*p*q^3*r^2*x^3-150*a*b*p*q^2*r^4*x^2+2682*a*b*p*q^2*r^3*x^ 3+1170*a*b*p*q*r^4*x^3-80*a*b*q^6*x^3-11*a*b*q^5*r^2*x^2-263*a*b*q^5*r*x^3+15*a *b*q^4*r^3*x^2+213*a*b*q^4*r^2*x^3+51*a*b*q^3*r^4*x^2+814*a*b*q^3*r^3*x^3+25*a* b*q^2*r^5*x^2+405*a*b*q^2*r^4*x^3-8512*a*c^7*r*x^2-20480*a*c^7*x^3-19600*a*c^6* g*r*x^2-46848*a*c^6*g*x^3-25824*a*c^6*p*r*x^2-54528*a*c^6*p*x^3-20544*a*c^6*q*r *x^2-56576*a*c^6*q*x^3-17248*a*c^6*r^2*x^2-52960*a*c^6*r*x^3-18064*a*c^5*g^2*r* x^2-42752*a*c^5*g^2*x^3-51688*a*c^5*g*p*r*x^2-108160*a*c^5*g*p*x^3-40872*a*c^5* g*q*r*x^2-112512*a*c^5*g*q*x^3-34552*a*c^5*g*r^2*x^2-107296*a*c^5*g*r*x^3-31360 *a*c^5*p^2*r*x^2-59072*a*c^5*p^2*x^3-55680*a*c^5*p*q*r*x^2-132096*a*c^5*p*q*x^3 -42048*a*c^5*p*r^2*x^2-111888*a*c^5*p*r*x^3-20032*a*c^5*q^2*r*x^2-64576*a*c^5*q ^2*x^3-34752*a*c^5*q*r^2*x^2-118576*a*c^5*q*r*x^3-10224*a*c^5*r^3*x^2-21504*a*c ^5*r^2*x^3-8408*a*c^4*g^3*r*x^2-19584*a*c^4*g^3*x^3-40508*a*c^4*g^2*p*r*x^2-\ 83584*a*c^4*g^2*p*x^3-31732*a*c^4*g^2*q*r*x^2-87296*a*c^4*g^2*q*x^3-27276*a*c^4 *g^2*r^2*x^2-85976*a*c^4*g^2*r*x^3-52680*a*c^4*g*p^2*r*x^2-98176*a*c^4*g*p^2*x^ 3-94096*a*c^4*g*p*q*r*x^2-222336*a*c^4*g*p*q*x^3-71328*a*c^4*g*p*r^2*x^2-191984 *a*c^4*g*p*r*x^3-33356*a*c^4*g*q^2*r*x^2-108224*a*c^4*g*q^2*x^3-58544*a*c^4*g*q *r^2*x^2-203952*a*c^4*g*q*r*x^3-17192*a*c^4*g*r^3*x^2-37464*a*c^4*g*r^2*x^3-\ 19492*a*c^4*p^3*r*x^2-33184*a*c^4*p^3*x^3-59024*a*c^4*p^2*q*r*x^2-122784*a*c^4* p^2*q*x^3-39144*a*c^4*p^2*r^2*x^2-89728*a*c^4*p^2*r*x^3-47396*a*c^4*p*q^2*r*x^2 -128736*a*c^4*p*q^2*x^3-74624*a*c^4*p*q*r^2*x^2-217632*a*c^4*p*q*r*x^3-19656*a* c^4*p*r^3*x^2-30288*a*c^4*p*r^2*x^3-10024*a*c^4*q^3*r*x^2-39136*a*c^4*q^3*x^3-\ 27104*a*c^4*q^2*r^2*x^2-104312*a*c^4*q^2*r*x^3-16128*a*c^4*q*r^3*x^2-34680*a*c^ 4*q*r^2*x^3-1944*a*c^4*r^4*x^2+7088*a*c^4*r^3*x^3-2036*a*c^3*g^4*r*x^2-4608*a*c ^3*g^4*x^3-15550*a*c^3*g^3*p*r*x^2-31360*a*c^3*g^3*p*x^3-12002*a*c^3*g^3*q*r*x^ 2-32960*a*c^3*g^3*q*x^3-10702*a*c^3*g^3*r^2*x^2-34404*a*c^3*g^3*r*x^3-33424*a*c ^3*g^2*p^2*r*x^2-61200*a*c^3*g^2*p^2*x^3-59976*a*c^3*g^2*p*q*r*x^2-140800*a*c^3 *g^2*p*q*x^3-46040*a*c^3*g^2*p*r^2*x^2-125280*a*c^3*g^2*p*r*x^3-20824*a*c^3*g^2 *q^2*r*x^2-68272*a*c^3*g^2*q^2*x^3-37316*a*c^3*g^2*q*r^2*x^2-133888*a*c^3*g^2*q *r*x^3-10920*a*c^3*g^2*r^3*x^2-24120*a*c^3*g^2*r^2*x^3-26038*a*c^3*g*p^3*r*x^2-\ 43808*a*c^3*g*p^3*x^3-80834*a*c^3*g*p^2*q*r*x^2-167104*a*c^3*g*p^2*q*x^3-53118* a*c^3*g*p^2*r^2*x^2-123190*a*c^3*g*p^2*r*x^3-64780*a*c^3*g*p*q^2*r*x^2-176096*a *c^3*g*p*q^2*x^3-103076*a*c^3*g*p*q*r^2*x^2-307112*a*c^3*g*p*q*r*x^3-26840*a*c^ 3*g*p*r^3*x^2-44082*a*c^3*g*p*r^2*x^3-13320*a*c^3*g*q^3*r*x^2-52800*a*c^3*g*q^3 *x^3-36684*a*c^3*g*q^2*r^2*x^2-145154*a*c^3*g*q^2*r*x^3-21972*a*c^3*g*q*r^3*x^2 -50262*a*c^3*g*q*r^2*x^3-2548*a*c^3*g*r^4*x^2+9640*a*c^3*g*r^3*x^3-6512*a*c^3*p ^4*r*x^2-10128*a*c^3*p^4*x^3-31196*a*c^3*p^3*q*r*x^2-57632*a*c^3*p^3*q*x^3-\ 17332*a*c^3*p^3*r^2*x^2-33288*a*c^3*p^3*r*x^3-42084*a*c^3*p^2*q^2*r*x^2-98304*a *c^3*p^2*q^2*x^3-59576*a*c^3*p^2*q*r^2*x^2-148088*a*c^3*p^2*q*r*x^3-13308*a*c^3 *p^2*r^3*x^2-11706*a*c^3*p^2*r^2*x^3-20084*a*c^3*p*q^3*r*x^2-64224*a*c^3*p*q^3* x^3-49404*a*c^3*p*q^2*r^2*x^2-160040*a*c^3*p*q^2*r*x^3-27336*a*c^3*p*q*r^3*x^2-\ 43440*a*c^3*p*q*r^2*x^3-2904*a*c^3*p*r^4*x^2+11736*a*c^3*p*r^3*x^3-2684*a*c^3*q ^4*r*x^2-13424*a*c^3*q^4*x^3-10152*a*c^3*q^3*r^2*x^2-45240*a*c^3*q^3*r*x^3-8988 *a*c^3*q^2*r^3*x^2-19014*a*c^3*q^2*r^2*x^3-2184*a*c^3*q*r^4*x^2+11816*a*c^3*q*r ^3*x^3-40*a*c^3*r^5*x^2+3240*a*c^3*r^4*x^3-233*a*c^2*g^5*r*x^2-496*a*c^2*g^5*x^ 3-2963*a*c^2*g^4*p*r*x^2-5744*a*c^2*g^4*p*x^3-2235*a*c^2*g^4*q*r*x^2-6096*a*c^2 *g^4*q*x^3-2159*a*c^2*g^4*r^2*x^2-7112*a*c^2*g^4*r*x^3-9842*a*c^2*g^3*p^2*r*x^2 -17488*a*c^2*g^3*p^2*x^3-17628*a*c^2*g^3*p*q*r*x^2-40928*a*c^2*g^3*p*q*x^3-\ 13972*a*c^2*g^3*p*r^2*x^2-38308*a*c^2*g^3*p*r*x^3-5951*a*c^2*g^3*q^2*r*x^2-\ 19840*a*c^2*g^3*q^2*x^3-11068*a*c^2*g^3*q*r^2*x^2-41468*a*c^2*g^3*q*r*x^3-3214* a*c^2*g^3*r^3*x^2-6810*a*c^2*g^3*r^2*x^3-12334*a*c^2*g^2*p^3*r*x^2-20312*a*c^2* g^2*p^3*x^3-39345*a*c^2*g^2*p^2*q*r*x^2-80488*a*c^2*g^2*p^2*q*x^3-25741*a*c^2*g ^2*p^2*r^2*x^2-59935*a*c^2*g^2*p^2*r*x^3-31381*a*c^2*g^2*p*q^2*r*x^2-85400*a*c^ 2*g^2*p*q^2*x^3-50950*a*c^2*g^2*p*q*r^2*x^2-155932*a*c^2*g^2*p*q*r*x^3-13098*a* c^2*g^2*p*r^3*x^2-22173*a*c^2*g^2*p*r^2*x^3-6200*a*c^2*g^2*q^3*r*x^2-25224*a*c^ 2*g^2*q^3*x^3-17536*a*c^2*g^2*q^2*r^2*x^2-72317*a*c^2*g^2*q^2*r*x^3-10574*a*c^2 *g^2*q*r^3*x^2-25647*a*c^2*g^2*q*r^2*x^3-1154*a*c^2*g^2*r^4*x^2+5012*a*c^2*g^2* r^3*x^3-6281*a*c^2*g*p^4*r*x^2-9648*a*c^2*g*p^4*x^3-32158*a*c^2*g*p^3*q*r*x^2-\ 58944*a*c^2*g*p^3*q*x^3-17052*a*c^2*g*p^3*r^2*x^2-32845*a*c^2*g*p^3*r*x^3-43984 *a*c^2*g*p^2*q^2*r*x^2-102480*a*c^2*g*p^2*q^2*x^3-62395*a*c^2*g*p^2*q*r^2*x^2-\ 158901*a*c^2*g*p^2*q*r*x^3-13260*a*c^2*g*p^2*r^3*x^2-12426*a*c^2*g*p^2*r^2*x^3-\ 20734*a*c^2*g*p*q^3*r*x^2-66720*a*c^2*g*p*q^3*x^3-51990*a*c^2*g*p*q^2*r^2*x^2-\ 173181*a*c^2*g*p*q^2*r*x^3-28866*a*c^2*g*p*q*r^3*x^2-51078*a*c^2*g*p*q*r^2*x^3-\ 2852*a*c^2*g*p*r^4*x^2+11732*a*c^2*g*p*r^3*x^3-2627*a*c^2*g*q^4*r*x^2-13536*a*c ^2*g*q^4*x^3-10241*a*c^2*g*q^3*r^2*x^2-47125*a*c^2*g*q^3*r*x^3-9228*a*c^2*g*q^2 *r^3*x^2-21030*a*c^2*g*q^2*r^2*x^3-2216*a*c^2*g*q*r^4*x^2+12036*a*c^2*g*q*r^3*x ^3-20*a*c^2*g*r^5*x^2+3270*a*c^2*g*r^4*x^3-1099*a*c^2*p^5*r*x^2-1576*a*c^2*p^5* x^3-8602*a*c^2*p^4*q*r*x^2-14232*a*c^2*p^4*q*x^3-3618*a*c^2*p^4*r^2*x^2-5306*a* c^2*p^4*r*x^3-17554*a*c^2*p^3*q^2*r*x^2-35792*a*c^2*p^3*q^2*x^3-21984*a*c^2*p^3 *q*r^2*x^2-45868*a*c^2*p^3*q*r*x^3-3741*a*c^2*p^3*r^3*x^2+261*a*c^2*p^3*r^2*x^3 -14056*a*c^2*p^2*q^3*r*x^2-37744*a*c^2*p^2*q^3*x^3-31458*a*c^2*p^2*q^2*r^2*x^2-\ 85662*a*c^2*p^2*q^2*r*x^3-15852*a*c^2*p^2*q*r^3*x^2-15993*a*c^2*p^2*q*r^2*x^3-\ 1314*a*c^2*p^2*r^4*x^2+6872*a*c^2*p^2*r^3*x^3-4363*a*c^2*p*q^4*r*x^2-17160*a*c^ 2*p*q^4*x^3-14904*a*c^2*p*q^3*r^2*x^2-54944*a*c^2*p*q^3*r*x^3-12621*a*c^2*p*q^2 *r^3*x^2-19917*a*c^2*p*q^2*r^2*x^3-3072*a*c^2*p*q*r^4*x^2+13944*a*c^2*p*q*r^3*x ^3-80*a*c^2*p*r^5*x^2+2880*a*c^2*p*r^4*x^3-358*a*c^2*q^5*r*x^2-2552*a*c^2*q^5*x ^3-1812*a*c^2*q^4*r^2*x^2-9844*a*c^2*q^4*r*x^3-2022*a*c^2*q^3*r^3*x^2-3663*a*c^ 2*q^3*r^2*x^3-636*a*c^2*q^2*r^4*x^2+7036*a*c^2*q^2*r^3*x^3-20*a*c^2*q*r^5*x^2+ 3310*a*c^2*q*r^4*x^3-9*a*c*g^6*r*x^2-16*a*c*g^6*x^3-244*a*c*g^5*p*r*x^2-440*a*c *g^5*p*x^3-179*a*c*g^5*q*r*x^2-472*a*c*g^5*q*x^3-207*a*c*g^5*r^2*x^2-697*a*c*g^ 5*r*x^3-1314*a*c*g^4*p^2*r*x^2-2216*a*c*g^4*p^2*x^3-2294*a*c*g^4*p*q*r*x^2-5216 *a*c*g^4*p*q*x^3-1966*a*c*g^4*p*r^2*x^2-5375*a*c*g^4*p*r*x^3-751*a*c*g^4*q^2*r* x^2-2568*a*c*g^4*q^2*x^3-1493*a*c*g^4*q*r^2*x^2-5973*a*c*g^4*q*r*x^3-425*a*c*g^ 4*r^3*x^2-732*a*c*g^4*r^2*x^3-2430*a*c*g^3*p^3*r*x^2-3848*a*c*g^3*p^3*x^3-7920* a*c*g^3*p^2*q*r*x^2-15912*a*c*g^3*p^2*q*x^3-5234*a*c*g^3*p^2*r^2*x^2-11998*a*c* g^3*p^2*r*x^3-6254*a*c*g^3*p*q^2*r*x^2-17040*a*c*g^3*p*q^2*x^3-10558*a*c*g^3*p* q*r^2*x^2-33456*a*c*g^3*p*q*r*x^3-2682*a*c*g^3*p*r^3*x^2-4350*a*c*g^3*p*r^2*x^3 -1169*a*c*g^3*q^3*r*x^2-4976*a*c*g^3*q^3*x^3-3437*a*c*g^3*q^2*r^2*x^2-15119*a*c *g^3*q^2*r*x^3-2084*a*c*g^3*q*r^3*x^2-5313*a*c*g^3*q*r^2*x^3-207*a*c*g^3*r^4*x^ 2+1194*a*c*g^3*r^3*x^3-1889*a*c*g^2*p^4*r*x^2-2824*a*c*g^2*p^4*x^3-10500*a*c*g^ 2*p^3*q*r*x^2-18984*a*c*g^2*p^3*q*x^3-5262*a*c*g^2*p^3*r^2*x^2-9886*a*c*g^2*p^3 *r*x^3-14568*a*c*g^2*p^2*q^2*r*x^2-33792*a*c*g^2*p^2*q^2*x^3-20861*a*c*g^2*p^2* q*r^2*x^2-54561*a*c*g^2*p^2*q*r*x^3-4154*a*c*g^2*p^2*r^3*x^2-3684*a*c*g^2*p^2*r ^2*x^3-6746*a*c*g^2*p*q^3*r*x^2-21928*a*c*g^2*p*q^3*x^3-17418*a*c*g^2*p*q^2*r^2 *x^2-60185*a*c*g^2*p*q^2*r*x^3-9742*a*c*g^2*p*q*r^3*x^2-19110*a*c*g^2*p*q*r^2*x ^3-876*a*c*g^2*p*r^4*x^2+3864*a*c*g^2*p*r^3*x^3-789*a*c*g^2*q^4*r*x^2-4296*a*c* g^2*q^4*x^3-3196*a*c*g^2*q^3*r^2*x^2-15510*a*c*g^2*q^3*r*x^3-2929*a*c*g^2*q^2*r ^3*x^2-7167*a*c*g^2*q^2*r^2*x^3-688*a*c*g^2*q*r^4*x^2+4020*a*c*g^2*q*r^3*x^3+ 1005*a*c*g^2*r^4*x^3-610*a*c*g*p^5*r*x^2-864*a*c*g*p^5*x^3-5827*a*c*g*p^4*q*r*x ^2-9544*a*c*g*p^4*q*x^3-2055*a*c*g*p^4*r^2*x^2-2735*a*c*g*p^4*r*x^3-12384*a*c*g *p^3*q^2*r*x^2-25120*a*c*g*p^3*q^2*x^3-15215*a*c*g*p^3*q*r^2*x^2-32516*a*c*g*p^ 3*q*r*x^3-2151*a*c*g*p^3*r^3*x^2+897*a*c*g*p^3*r^2*x^3-9946*a*c*g*p^2*q^3*r*x^2 -26736*a*c*g*p^2*q^3*x^3-22566*a*c*g*p^2*q^2*r^2*x^2-63439*a*c*g*p^2*q^2*r*x^3-\ 11196*a*c*g*p^2*q*r^3*x^2-13239*a*c*g*p^2*q*r^2*x^3-739*a*c*g*p^2*r^4*x^2+4752* a*c*g*p^2*r^3*x^3-2998*a*c*g*p*q^4*r*x^2-11968*a*c*g*p*q^4*x^3-10581*a*c*g*p*q^ 3*r^2*x^2-40270*a*c*g*p*q^3*r*x^3-9139*a*c*g*p*q^2*r^3*x^2-16707*a*c*g*p*q^2*r^ 2*x^3-2186*a*c*g*p*q*r^4*x^2+9300*a*c*g*p*q*r^3*x^3-30*a*c*g*p*r^5*x^2+1950*a*c *g*p*r^4*x^3-219*a*c*g*q^5*r*x^2-1672*a*c*g*q^5*x^3-1175*a*c*g*q^4*r^2*x^2-6612 *a*c*g*q^4*r*x^3-1358*a*c*g*q^3*r^3*x^2-2571*a*c*g*q^3*r^2*x^3-434*a*c*g*q^2*r^ 4*x^2+4870*a*c*g*q^2*r^3*x^3-10*a*c*g*q*r^5*x^2+2335*a*c*g*q*r^4*x^3-72*a*c*p^6 *r*x^2-96*a*c*p^6*x^3-1162*a*c*p^5*q*r*x^2-1728*a*c*p^5*q*x^3-280*a*c*p^5*r^2*x ^2-169*a*c*p^5*r*x^3-3442*a*c*p^4*q^2*r*x^2-6192*a*c*p^4*q^2*x^3-3723*a*c*p^4*q *r^2*x^2-6319*a*c*p^4*q*r*x^3-363*a*c*p^4*r^3*x^2+777*a*c*p^4*r^2*x^3-4092*a*c* p^3*q^3*r*x^2-9408*a*c*p^3*q^3*x^3-8324*a*c*p^3*q^2*r^2*x^2-18888*a*c*p^3*q^2*r *x^3-3732*a*c*p^3*q*r^3*x^2-1572*a*c*p^3*q*r^2*x^3-180*a*c*p^3*r^4*x^2+1530*a*c *p^3*r^3*x^3-2164*a*c*p^2*q^4*r*x^2-6912*a*c*p^2*q^4*x^3-6724*a*c*p^2*q^3*r^2*x ^2-20440*a*c*p^2*q^3*r*x^3-5394*a*c*p^2*q^2*r^3*x^2-5454*a*c*p^2*q^2*r^2*x^3-\ 1269*a*c*p^2*q*r^4*x^2+5274*a*c*p^2*q*r^3*x^3-25*a*c*p^2*r^5*x^2+675*a*c*p^2*r^ 4*x^3-442*a*c*p*q^5*r*x^2-2304*a*c*p*q^5*x^3-1968*a*c*p*q^4*r^2*x^2-8647*a*c*p* q^4*r*x^3-2160*a*c*p*q^3*r^3*x^2-3084*a*c*p*q^3*r^2*x^3-774*a*c*p*q^2*r^4*x^2+ 5490*a*c*p*q^2*r^3*x^3-80*a*c*p*q*r^5*x^2+2250*a*c*p*q*r^4*x^3-18*a*c*q^6*r*x^2 -240*a*c*q^6*x^3-125*a*c*q^5*r^2*x^2-945*a*c*q^5*r*x^3-135*a*c*q^4*r^3*x^2+21*a *c*q^4*r^2*x^3-3*a*c*q^3*r^4*x^2+1746*a*c*q^3*r^3*x^3+25*a*c*q^2*r^5*x^2+985*a* c*q^2*r^4*x^3-5*a*g^6*p*r*x^2-8*a*g^6*p*x^3-4*a*g^6*q*r*x^2-8*a*g^6*q*x^3-7*a*g ^6*r^2*x^2-23*a*g^6*r*x^3-62*a*g^5*p^2*r*x^2-96*a*g^5*p^2*x^3-96*a*g^5*p*q*r*x^ 2-208*a*g^5*p*q*x^3-101*a*g^5*p*r^2*x^2-268*a*g^5*p*r*x^3-32*a*g^5*q^2*r*x^2-\ 112*a*g^5*q^2*x^3-71*a*g^5*q*r^2*x^2-314*a*g^5*q*r*x^3-19*a*g^5*r^3*x^2-9*a*g^5 *r^2*x^3-168*a*g^4*p^3*r*x^2-248*a*g^4*p^3*x^3-539*a*g^4*p^2*q*r*x^2-1048*a*g^4 *p^2*q*x^3-375*a*g^4*p^2*r^2*x^2-806*a*g^4*p^2*r*x^3-417*a*g^4*p*q^2*r*x^2-1136 *a*g^4*p*q^2*x^3-762*a*g^4*p*q*r^2*x^2-2532*a*g^4*p*q*r*x^3-193*a*g^4*p*r^3*x^2 -249*a*g^4*p*r^2*x^3-73*a*g^4*q^3*r*x^2-336*a*g^4*q^3*x^3-226*a*g^4*q^2*r^2*x^2 -1105*a*g^4*q^2*r*x^3-137*a*g^4*q*r^3*x^2-360*a*g^4*q*r^2*x^3-12*a*g^4*r^4*x^2+ 106*a*g^4*r^3*x^3-176*a*g^3*p^4*r*x^2-248*a*g^3*p^4*x^3-1070*a*g^3*p^3*q*r*x^2-\ 1888*a*g^3*p^3*q*x^3-503*a*g^3*p^3*r^2*x^2-849*a*g^3*p^3*r*x^3-1502*a*g^3*p^2*q ^2*r*x^2-3456*a*g^3*p^2*q^2*x^3-2206*a*g^3*p^2*q*r^2*x^2-5935*a*g^3*p^2*q*r*x^3 -403*a*g^3*p^2*r^3*x^2-219*a*g^3*p^2*r^2*x^3-678*a*g^3*p*q^3*r*x^2-2240*a*g^3*p *q^3*x^3-1836*a*g^3*p*q^2*r^2*x^2-6671*a*g^3*p*q^2*r*x^3-1044*a*g^3*p*q*r^3*x^2 -2256*a*g^3*p*q*r^2*x^3-84*a*g^3*p*r^4*x^2+430*a*g^3*p*r^3*x^3-70*a*g^3*q^4*r*x ^2-424*a*g^3*q^4*x^3-297*a*g^3*q^3*r^2*x^2-1585*a*g^3*q^3*r*x^3-276*a*g^3*q^2*r ^3*x^2-723*a*g^3*q^2*r^2*x^3-63*a*g^3*q*r^4*x^2+442*a*g^3*q*r^3*x^3+90*a*g^3*r^ 4*x^3-71*a*g^2*p^5*r*x^2-96*a*g^2*p^5*x^3-935*a*g^2*p^4*q*r*x^2-1504*a*g^2*p^4* q*x^3-246*a*g^2*p^4*r^2*x^2-217*a*g^2*p^4*r*x^3-2084*a*g^2*p^3*q^2*r*x^2-4192*a *g^2*p^3*q^2*x^3-2514*a*g^2*p^3*q*r^2*x^2-5495*a*g^2*p^3*q*r*x^3-259*a*g^2*p^3* r^3*x^2+393*a*g^2*p^3*r^2*x^3-1676*a*g^2*p^2*q^3*r*x^2-4512*a*g^2*p^2*q^3*x^3-\ 3888*a*g^2*p^2*q^2*r^2*x^2-11360*a*g^2*p^2*q^2*r*x^3-1898*a*g^2*p^2*q*r^3*x^2-\ 2592*a*g^2*p^2*q*r^2*x^3-84*a*g^2*p^2*r^4*x^2+814*a*g^2*p^2*r^3*x^3-485*a*g^2*p *q^4*r*x^2-1984*a*g^2*p*q^4*x^3-1788*a*g^2*p*q^3*r^2*x^2-7103*a*g^2*p*q^3*r*x^3 -1584*a*g^2*p*q^2*r^3*x^2-3345*a*g^2*p*q^2*r^2*x^3-372*a*g^2*p*q*r^4*x^2+1476*a *g^2*p*q*r^3*x^3+300*a*g^2*p*r^4*x^3-29*a*g^2*q^5*r*x^2-256*a*g^2*q^5*x^3-168*a *g^2*q^4*r^2*x^2-1021*a*g^2*q^4*r*x^3-199*a*g^2*q^3*r^3*x^2-360*a*g^2*q^3*r^2*x ^3-62*a*g^2*q^2*r^4*x^2+832*a*g^2*q^2*r^3*x^3+385*a*g^2*q*r^4*x^3-6*a*g*p^6*r*x ^2-8*a*g*p^6*x^3-372*a*g*p^5*q*r*x^2-544*a*g*p^5*q*x^3-24*a*g*p^5*r^2*x^2+91*a* g*p^5*r*x^3-1216*a*g*p^4*q^2*r*x^2-2168*a*g*p^4*q^2*x^3-1227*a*g*p^4*q*r^2*x^2-\ 2085*a*g*p^4*q*r*x^3-30*a*g*p^4*r^3*x^2+453*a*g*p^4*r^2*x^3-1480*a*g*p^3*q^3*r* x^2-3392*a*g*p^3*q^3*x^3-3013*a*g*p^3*q^2*r^2*x^2-7076*a*g*p^3*q^2*r*x^3-1273*a *g*p^3*q*r^3*x^2-627*a*g*p^3*q*r^2*x^3-12*a*g*p^3*r^4*x^2+546*a*g*p^3*r^3*x^3-\ 774*a*g*p^2*q^4*r*x^2-2488*a*g*p^2*q^4*x^3-2475*a*g*p^2*q^3*r^2*x^2-7808*a*g*p^ 2*q^3*r*x^3-2006*a*g*p^2*q^2*r^3*x^2-2556*a*g*p^2*q^2*r^2*x^3-451*a*g*p^2*q*r^4 *x^2+1800*a*g*p^2*q*r^3*x^3+195*a*g*p^2*r^4*x^3-148*a*g*p*q^5*r*x^2-800*a*g*p*q ^5*x^3-699*a*g*p*q^4*r^2*x^2-3183*a*g*p*q^4*r*x^3-801*a*g*p*q^3*r^3*x^2-1419*a* g*p*q^3*r^2*x^3-294*a*g*p*q^2*r^4*x^2+1872*a*g*p*q^2*r^3*x^3-30*a*g*p*q*r^5*x^2 +840*a*g*p*q*r^4*x^3-4*a*g*q^6*r*x^2-72*a*g*q^6*x^3-34*a*g*q^5*r^2*x^2-275*a*g* q^5*r*x^3-38*a*g*q^4*r^3*x^2+57*a*g*q^4*r^2*x^3+2*a*g*q^3*r^4*x^2+618*a*g*q^3*r ^3*x^3+10*a*g*q^2*r^5*x^2+350*a*g*q^2*r^4*x^3-60*a*p^6*q*r*x^2-80*a*p^6*q*x^3+ 20*a*p^6*r*x^3-255*a*p^5*q^2*r*x^2-408*a*p^5*q^2*x^3-232*a*p^5*q*r^2*x^2-307*a* p^5*q*r*x^3+81*a*p^5*r^2*x^3-420*a*p^4*q^3*r*x^2-840*a*p^4*q^3*x^3-777*a*p^4*q^ 2*r^2*x^2-1453*a*p^4*q^2*r*x^3-303*a*p^4*q*r^3*x^2+30*a*p^4*q*r^2*x^3+96*a*p^4* r^3*x^3-330*a*p^3*q^4*r*x^2-880*a*p^3*q^4*x^3-940*a*p^3*q^3*r^2*x^2-2342*a*p^3* q^3*r*x^3-711*a*p^3*q^2*r^3*x^2-351*a*p^3*q^2*r^2*x^3-156*a*p^3*q*r^4*x^2+598*a *p^3*q*r^3*x^3+35*a*p^3*r^4*x^3-120*a*p^2*q^5*r*x^2-480*a*p^2*q^5*x^3-478*a*p^2 *q^4*r^2*x^2-1678*a*p^2*q^4*r*x^3-510*a*p^2*q^3*r^3*x^2-423*a*p^2*q^3*r^2*x^3-\ 195*a*p^2*q^2*r^4*x^2+1050*a*p^2*q^2*r^3*x^3-25*a*p^2*q*r^5*x^2+330*a*p^2*q*r^4 *x^3-15*a*p*q^6*r*x^2-120*a*p*q^6*x^3-84*a*p*q^5*r^2*x^2-487*a*p*q^5*r*x^3-99*a *p*q^4*r^3*x^2-78*a*p*q^4*r^2*x^3-30*a*p*q^3*r^4*x^2+690*a*p*q^3*r^3*x^3+375*a* p*q^2*r^4*x^3-8*a*q^7*x^3-a*q^6*r^2*x^2-25*a*q^6*r*x^3+3*a*q^5*r^3*x^2+45*a*q^5 *r^2*x^3+9*a*q^4*r^4*x^2+142*a*q^4*r^3*x^3+5*a*q^3*r^5*x^2+80*a*q^3*r^4*x^3-64* b^6*c^2*r*x^2-512*b^6*c^2*x^3-16*b^6*c*g*r*x^2-128*b^6*c*g*x^3-64*b^6*c*p*r*x^2 -512*b^6*c*p*x^3-256*b^6*c*q*x^3-32*b^6*c*r^2*x^2-672*b^6*c*r*x^3-8*b^6*g*p*r*x ^2-64*b^6*g*p*x^3-64*b^6*g*q*x^3-8*b^6*g*r^2*x^2-184*b^6*g*r*x^3-16*b^6*p^2*r*x ^2-128*b^6*p^2*x^3-128*b^6*p*q*x^3-16*b^6*p*r^2*x^2-336*b^6*p*r*x^3+32*b^6*q*r* x^3+48*b^6*r^2*x^3-704*b^5*c^3*r*x^2-4352*b^5*c^3*x^3-464*b^5*c^2*g*r*x^2-2944* b^5*c^2*g*x^3-1088*b^5*c^2*p*r*x^2-5888*b^5*c^2*p*x^3-320*b^5*c^2*q*r*x^2-4096* b^5*c^2*q*x^3-544*b^5*c^2*r^2*x^2-6992*b^5*c^2*r*x^3-64*b^5*c*g^2*r*x^2-448*b^5 *c*g^2*x^3-504*b^5*c*g*p*r*x^2-2816*b^5*c*g*p*x^3-120*b^5*c*g*q*r*x^2-1920*b^5* c*g*q*x^3-312*b^5*c*g*r^2*x^2-4320*b^5*c*g*r*x^3-560*b^5*c*p^2*r*x^2-2624*b^5*c *p^2*x^3-384*b^5*c*p*q*r*x^2-3840*b^5*c*p*q*x^3-560*b^5*c*p*r^2*x^2-6136*b^5*c* p*r*x^3-960*b^5*c*q^2*x^3-152*b^5*c*q*r^2*x^2-2872*b^5*c*q*r*x^3-72*b^5*c*r^3*x ^2-912*b^5*c*r^2*x^3-36*b^5*g^2*p*r*x^2-224*b^5*g^2*p*x^3-8*b^5*g^2*q*r*x^2-224 *b^5*g^2*q*x^3-36*b^5*g^2*r^2*x^2-644*b^5*g^2*r*x^3-136*b^5*g*p^2*r*x^2-672*b^5 *g*p^2*x^3-80*b^5*g*p*q*r*x^2-896*b^5*g*p*q*x^3-176*b^5*g*p*r^2*x^2-1976*b^5*g* p*r*x^3-224*b^5*g*q^2*x^3-40*b^5*g*q*r^2*x^2-688*b^5*g*q*r*x^3-24*b^5*g*r^3*x^2 -192*b^5*g*r^2*x^3-96*b^5*p^3*r*x^2-384*b^5*p^3*x^3-112*b^5*p^2*q*r*x^2-896*b^5 *p^2*q*x^3-144*b^5*p^2*r^2*x^2-1320*b^5*p^2*r*x^3-512*b^5*p*q^2*x^3-72*b^5*p*q* r^2*x^2-1560*b^5*p*q*r*x^3-24*b^5*p*r^3*x^2-504*b^5*p*r^2*x^3+128*b^5*q^2*r*x^3 +264*b^5*q*r^2*x^3+96*b^5*r^3*x^3-3136*b^4*c^4*r*x^2-15616*b^4*c^4*x^3-3328*b^4 *c^3*g*r*x^2-17024*b^4*c^3*g*x^3-6304*b^4*c^3*p*r*x^2-26624*b^4*c^3*p*x^3-2816* b^4*c^3*q*r*x^2-21504*b^4*c^3*q*x^3-3216*b^4*c^3*r^2*x^2-28896*b^4*c^3*r*x^3-\ 1072*b^4*c^2*g^2*r*x^2-5824*b^4*c^2*g^2*x^3-5264*b^4*c^2*g*p*r*x^2-22656*b^4*c^ 2*g*p*x^3-2144*b^4*c^2*g*q*r*x^2-17664*b^4*c^2*g*q*x^3-2936*b^4*c^2*g*r^2*x^2-\ 28248*b^4*c^2*g*r*x^3-4624*b^4*c^2*p^2*r*x^2-16704*b^4*c^2*p^2*x^3-4704*b^4*c^2 *p*q*r*x^2-28416*b^4*c^2*p*q*x^3-4800*b^4*c^2*p*r^2*x^2-35432*b^4*c^2*p*r*x^3-\ 616*b^4*c^2*q^2*r*x^2-9728*b^4*c^2*q^2*x^3-2040*b^4*c^2*q*r^2*x^2-24568*b^4*c^2 *q*r*x^3-720*b^4*c^2*r^3*x^2-6936*b^4*c^2*r^2*x^3-96*b^4*c*g^3*r*x^2-608*b^4*c* g^3*x^3-1216*b^4*c*g^2*p*r*x^2-5472*b^4*c*g^2*p*x^3-428*b^4*c*g^2*q*r*x^2-4256* b^4*c*g^2*q*x^3-792*b^4*c*g^2*r^2*x^2-8820*b^4*c*g^2*r*x^3-2696*b^4*c*g*p^2*r*x ^2-9888*b^4*c*g*p^2*x^3-2544*b^4*c*g*p*q*r*x^2-16064*b^4*c*g*p*q*x^3-3088*b^4*c *g*p*r^2*x^2-23956*b^4*c*g*p*r*x^3-268*b^4*c*g*q^2*r*x^2-5184*b^4*c*g*q^2*x^3-\ 1204*b^4*c*g*q*r^2*x^2-15028*b^4*c*g*q*r*x^3-500*b^4*c*g*r^3*x^2-4608*b^4*c*g*r ^2*x^3-1464*b^4*c*p^3*r*x^2-4544*b^4*c*p^3*x^3-2512*b^4*c*p^2*q*r*x^2-12288*b^4 *c*p^2*q*x^3-2324*b^4*c*p^2*r^2*x^2-14036*b^4*c*p^2*r*x^3-828*b^4*c*p*q^2*r*x^2 -9184*b^4*c*p*q^2*x^3-2152*b^4*c*p*q*r^2*x^2-22128*b^4*c*p*q*r*x^3-636*b^4*c*p* r^3*x^2-5484*b^4*c*p*r^2*x^3-1440*b^4*c*q^3*x^3-264*b^4*c*q^2*r^2*x^2-4552*b^4* c*q^2*r*x^3-192*b^4*c*q*r^3*x^2-1584*b^4*c*q*r^2*x^3+736*b^4*c*r^3*x^3-58*b^4*g ^3*p*r*x^2-304*b^4*g^3*p*x^3-20*b^4*g^3*q*r*x^2-304*b^4*g^3*q*x^3-58*b^4*g^3*r^ 2*x^2-874*b^4*g^3*r*x^3-336*b^4*g^2*p^2*r*x^2-1280*b^4*g^2*p^2*x^3-280*b^4*g^2* p*q*r*x^2-1952*b^4*g^2*p*q*x^3-460*b^4*g^2*p*r^2*x^2-3904*b^4*g^2*p*r*x^3-20*b^ 4*g^2*q^2*r*x^2-672*b^4*g^2*q^2*x^3-140*b^4*g^2*q*r^2*x^2-2156*b^4*g^2*q*r*x^3-\ 68*b^4*g^2*r^3*x^2-672*b^4*g^2*r^2*x^3-448*b^4*g*p^3*r*x^2-1408*b^4*g*p^3*x^3-\ 712*b^4*g*p^2*q*r*x^2-3616*b^4*g*p^2*q*x^3-772*b^4*g*p^2*r^2*x^2-4916*b^4*g*p^2 *r*x^3-202*b^4*g*p*q^2*r*x^2-2512*b^4*g*p*q^2*x^3-692*b^4*g*p*q*r^2*x^2-7208*b^ 4*g*p*q*r*x^3-244*b^4*g*p*r^3*x^2-2064*b^4*g*p*r^2*x^3-304*b^4*g*q^3*x^3-70*b^4 *g*q^2*r^2*x^2-866*b^4*g*q^2*r*x^3-72*b^4*g*q*r^3*x^2-78*b^4*g*q*r^2*x^3-12*b^4 *g*r^4*x^2+272*b^4*g*r^3*x^3-168*b^4*p^4*r*x^2-448*b^4*p^4*x^3-432*b^4*p^3*q*r* x^2-1728*b^4*p^3*q*x^3-364*b^4*p^3*r^2*x^2-1772*b^4*p^3*r*x^3-264*b^4*p^2*q^2*r *x^2-2112*b^4*p^2*q^2*x^3-576*b^4*p^2*q*r^2*x^2-4784*b^4*p^2*q*r*x^3-156*b^4*p^ 2*r^3*x^2-1008*b^4*p^2*r^2*x^3-832*b^4*p*q^3*x^3-124*b^4*p*q^2*r^2*x^2-2804*b^4 *p*q^2*r*x^3-48*b^4*p*q*r^3*x^2-1236*b^4*p*q*r^2*x^3+24*b^4*p*r^4*x^2+272*b^4*p *r^3*x^3+208*b^4*q^3*r*x^3+540*b^4*q^2*r^2*x^3+336*b^4*q*r^3*x^3+40*b^4*r^4*x^3 -7424*b^3*c^5*r*x^2-30464*b^3*c^5*x^3-10816*b^3*c^4*g*r*x^2-45440*b^3*c^4*g*x^3 -18048*b^3*c^4*p*r*x^2-62720*b^3*c^4*p*x^3-9888*b^3*c^4*q*r*x^2-55040*b^3*c^4*q *x^3-9536*b^3*c^4*r^2*x^2-63120*b^3*c^4*r*x^3-5520*b^3*c^3*g^2*r*x^2-24192*b^3* c^3*g^2*x^3-21872*b^3*c^3*g*p*r*x^2-76928*b^3*c^3*g*p*x^3-11408*b^3*c^3*g*q*r*x ^2-66176*b^3*c^3*g*q*x^3-11992*b^3*c^3*g*r^2*x^2-84184*b^3*c^3*g*r*x^3-16832*b^ 3*c^3*p^2*r*x^2-50368*b^3*c^3*p^2*x^3-20736*b^3*c^3*p*q*r*x^2-93184*b^3*c^3*p*q *x^3-18240*b^3*c^3*p*r^2*x^2-98960*b^3*c^3*p*r*x^3-4272*b^3*c^3*q^2*r*x^2-36544 *b^3*c^3*q^2*x^3-9664*b^3*c^3*q*r^2*x^2-80656*b^3*c^3*q*r*x^3-3024*b^3*c^3*r^3* x^2-19296*b^3*c^3*r^2*x^3-1120*b^3*c^2*g^3*r*x^2-5344*b^3*c^2*g^3*x^3-8880*b^3* c^2*g^2*p*r*x^2-31968*b^3*c^2*g^2*p*x^3-4268*b^3*c^2*g^2*q*r*x^2-26912*b^3*c^2* g^2*q*x^3-5164*b^3*c^2*g^2*r^2*x^2-40204*b^3*c^2*g^2*r*x^3-15848*b^3*c^2*g*p^2* r*x^2-47648*b^3*c^2*g*p^2*x^3-18832*b^3*c^2*g*p*q*r*x^2-86464*b^3*c^2*g*p*q*x^3 -17968*b^3*c^2*g*p*r^2*x^2-101908*b^3*c^2*g*p*r*x^3-3520*b^3*c^2*g*q^2*r*x^2-\ 32640*b^3*c^2*g*q^2*x^3-9060*b^3*c^2*g*q*r^2*x^2-79604*b^3*c^2*g*q*r*x^3-3096*b ^3*c^2*g*r^3*x^2-20580*b^3*c^2*g*r^2*x^3-7520*b^3*c^2*p^3*r*x^2-19584*b^3*c^2*p ^3*x^3-15480*b^3*c^2*p^2*q*r*x^2-57664*b^3*c^2*p^2*q*x^3-12496*b^3*c^2*p^2*r^2* x^2-55888*b^3*c^2*p^2*r*x^3-7560*b^3*c^2*p*q^2*r*x^2-48608*b^3*c^2*p*q^2*x^3-\ 14792*b^3*c^2*p*q*r^2*x^2-100960*b^3*c^2*p*q*r*x^3-4176*b^3*c^2*p*r^3*x^2-20400 *b^3*c^2*p*r^2*x^3-596*b^3*c^2*q^3*r*x^2-10528*b^3*c^2*q^3*x^3-2864*b^3*c^2*q^2 *r^2*x^2-31948*b^3*c^2*q^2*r*x^3-1764*b^3*c^2*q*r^3*x^2-12492*b^3*c^2*q*r^2*x^3 -96*b^3*c^2*r^4*x^2+3088*b^3*c^2*r^3*x^3-68*b^3*c*g^4*r*x^2-400*b^3*c*g^4*x^3-\ 1314*b^3*c*g^3*p*r*x^2-4992*b^3*c*g^3*p*x^3-554*b^3*c*g^3*q*r*x^2-4192*b^3*c*g^ 3*q*x^3-862*b^3*c*g^3*r^2*x^2-8096*b^3*c*g^3*r*x^3-4532*b^3*c*g^2*p^2*r*x^2-\ 13776*b^3*c*g^2*p^2*x^3-5056*b^3*c*g^2*p*q*r*x^2-24224*b^3*c*g^2*p*q*x^3-5524*b ^3*c*g^2*p*r^2*x^2-33644*b^3*c*g^2*p*r*x^3-800*b^3*c*g^2*q^2*r*x^2-8928*b^3*c*g ^2*q^2*x^3-2492*b^3*c*g^2*q*r^2*x^2-24768*b^3*c*g^2*q*r*x^3-924*b^3*c*g^2*r^3*x ^2-6720*b^3*c*g^2*r^2*x^3-4880*b^3*c*g*p^3*r*x^2-12704*b^3*c*g*p^3*x^3-9752*b^3 *c*g*p^2*q*r*x^2-36768*b^3*c*g*p^2*q*x^3-8464*b^3*c*g*p^2*r^2*x^2-39368*b^3*c*g *p^2*r*x^3-4458*b^3*c*g*p*q^2*r*x^2-29920*b^3*c*g*p*q^2*x^3-9808*b^3*c*g*p*q*r^ 2*x^2-69420*b^3*c*g*p*q*r*x^3-3016*b^3*c*g*p*r^3*x^2-15594*b^3*c*g*p*r^2*x^3-\ 274*b^3*c*g*q^3*r*x^2-5856*b^3*c*g*q^3*x^3-1714*b^3*c*g*q^2*r^2*x^2-19120*b^3*c *g*q^2*r*x^3-1260*b^3*c*g*q*r^3*x^2-7926*b^3*c*g*q*r^2*x^3-124*b^3*c*g*r^4*x^2+ 2064*b^3*c*g*r^3*x^3-1600*b^3*c*p^4*r*x^2-3648*b^3*c*p^4*x^3-4896*b^3*c*p^3*q*r *x^2-15360*b^3*c*p^3*q*x^3-3616*b^3*c*p^3*r^2*x^2-13258*b^3*c*p^3*r*x^3-4164*b^ 3*c*p^2*q^2*r*x^2-20880*b^3*c*p^2*q^2*x^3-7274*b^3*c*p^2*q*r^2*x^2-40294*b^3*c* p^2*q*r*x^3-1914*b^3*c*p^2*r^3*x^2-6540*b^3*c*p^2*r^2*x^3-868*b^3*c*p*q^3*r*x^2 -10272*b^3*c*p*q^3*x^3-3140*b^3*c*p*q^2*r^2*x^2-30430*b^3*c*p*q^2*r*x^3-1620*b^ 3*c*p*q*r^3*x^2-11196*b^3*c*p*q*r^2*x^3-24*b^3*c*p*r^4*x^2+2696*b^3*c*p*r^3*x^3 -1104*b^3*c*q^4*x^3-218*b^3*c*q^3*r^2*x^2-3394*b^3*c*q^3*r*x^3-174*b^3*c*q^2*r^ 3*x^2-114*b^3*c*q^2*r^2*x^3+36*b^3*c*q*r^4*x^2+2592*b^3*c*q*r^3*x^3+20*b^3*c*r^ 5*x^2+640*b^3*c*r^4*x^3-43*b^3*g^4*p*r*x^2-200*b^3*g^4*p*x^3-18*b^3*g^4*q*r*x^2 -200*b^3*g^4*q*x^3-43*b^3*g^4*r^2*x^2-575*b^3*g^4*r*x^3-370*b^3*g^3*p^2*r*x^2-\ 1160*b^3*g^3*p^2*x^3-364*b^3*g^3*p*q*r*x^2-1920*b^3*g^3*p*q*x^3-516*b^3*g^3*p*r ^2*x^2-3542*b^3*g^3*p*r*x^3-44*b^3*g^3*q^2*r*x^2-760*b^3*g^3*q^2*x^3-178*b^3*g^ 3*q*r^2*x^2-2392*b^3*g^3*q*r*x^3-70*b^3*g^3*r^3*x^2-636*b^3*g^3*r^2*x^3-736*b^3 *g^2*p^3*r*x^2-1920*b^3*g^2*p^3*x^3-1388*b^3*g^2*p^2*q*r*x^2-5360*b^3*g^2*p^2*q *x^3-1360*b^3*g^2*p^2*r^2*x^2-6702*b^3*g^2*p^2*r*x^3-575*b^3*g^2*p*q^2*r*x^2-\ 4200*b^3*g^2*p*q^2*x^3-1512*b^3*g^2*p*q*r^2*x^2-11450*b^3*g^2*p*q*r*x^3-512*b^3 *g^2*p*r^3*x^2-2856*b^3*g^2*p*r^2*x^3-18*b^3*g^2*q^3*r*x^2-760*b^3*g^2*q^3*x^3-\ 195*b^3*g^2*q^2*r^2*x^2-2563*b^3*g^2*q^2*r*x^3-172*b^3*g^2*q*r^3*x^2-999*b^3*g^ 2*q*r^2*x^3-24*b^3*g^2*r^4*x^2+348*b^3*g^2*r^3*x^3-536*b^3*g*p^4*r*x^2-1216*b^3 *g*p^4*x^3-1600*b^3*g*p^3*q*r*x^2-5056*b^3*g*p^3*q*x^3-1256*b^3*g*p^3*r^2*x^2-\ 4776*b^3*g*p^3*r*x^3-1290*b^3*g*p^2*q^2*r*x^2-6664*b^3*g*p^2*q^2*x^3-2500*b^3*g *p^2*q*r^2*x^2-14418*b^3*g*p^2*q*r*x^3-704*b^3*g*p^2*r^3*x^2-2652*b^3*g*p^2*r^2 *x^3-226*b^3*g*p*q^3*r*x^2-3024*b^3*g*p*q^3*x^3-1024*b^3*g*p*q^2*r^2*x^2-10008* b^3*g*p*q^2*r*x^3-628*b^3*g*p*q*r^3*x^2-4290*b^3*g*p*q*r^2*x^3-28*b^3*g*p*r^4*x ^2+856*b^3*g*p*r^3*x^3-200*b^3*g*q^4*x^3-56*b^3*g*q^3*r^2*x^2-366*b^3*g*q^3*r*x ^3-78*b^3*g*q^2*r^3*x^2+669*b^3*g*q^2*r^2*x^3-24*b^3*g*q*r^4*x^2+948*b^3*g*q*r^ 3*x^3+190*b^3*g*r^4*x^3-128*b^3*p^5*r*x^2-256*b^3*p^5*x^3-552*b^3*p^4*q*r*x^2-\ 1472*b^3*p^4*q*x^3-368*b^3*p^4*r^2*x^2-1082*b^3*p^4*r*x^3-720*b^3*p^3*q^2*r*x^2 -2880*b^3*p^3*q^2*x^3-1138*b^3*p^3*q*r^2*x^2-5050*b^3*p^3*q*r*x^3-282*b^3*p^3*r ^3*x^2-570*b^3*p^3*r^2*x^3-296*b^3*p^2*q^3*r*x^2-2368*b^3*p^2*q^3*x^3-876*b^3*p ^2*q^2*r^2*x^2-6678*b^3*p^2*q^2*r*x^3-432*b^3*p^2*q*r^3*x^2-2142*b^3*p^2*q*r^2* x^3-24*b^3*p^2*r^4*x^2+576*b^3*p^2*r^3*x^3-704*b^3*p*q^4*x^3-106*b^3*p*q^3*r^2* x^2-2534*b^3*p*q^3*r*x^3-18*b^3*p*q^2*r^3*x^2-1026*b^3*p*q^2*r^2*x^3+84*b^3*p*q *r^4*x^2+968*b^3*p*q*r^3*x^3+20*b^3*p*r^5*x^2+280*b^3*p*r^4*x^3+176*b^3*q^4*r*x ^3+546*b^3*q^3*r^2*x^3+456*b^3*q^2*r^3*x^3+100*b^3*q*r^4*x^3-9856*b^2*c^6*r*x^2 -34048*b^2*c^6*x^3-18288*b^2*c^5*g*r*x^2-64256*b^2*c^5*g*x^3-27840*b^2*c^5*p*r* x^2-82176*b^2*c^5*p*x^3-17376*b^2*c^5*q*r*x^2-76032*b^2*c^5*q*x^3-15504*b^2*c^5 *r^2*x^2-78592*b^2*c^5*r*x^3-12832*b^2*c^4*g^2*r*x^2-46336*b^2*c^4*g^2*x^3-\ 44360*b^2*c^4*g*p*r*x^2-131776*b^2*c^4*g*p*x^3-26912*b^2*c^4*g*q*r*x^2-120896*b ^2*c^4*g*q*x^3-24904*b^2*c^4*g*r^2*x^2-131992*b^2*c^4*g*r*x^3-31192*b^2*c^4*p^2 *r*x^2-80128*b^2*c^4*p^2*x^3-43392*b^2*c^4*p*q*r*x^2-156672*b^2*c^4*p*q*x^3-\ 35616*b^2*c^4*p*r^2*x^2-149984*b^2*c^4*p*r*x^3-11184*b^2*c^4*q^2*r*x^2-66368*b^ 2*c^4*q^2*x^3-21792*b^2*c^4*q*r^2*x^2-133264*b^2*c^4*q*r*x^3-6552*b^2*c^4*r^3*x ^2-27816*b^2*c^4*r^2*x^3-4136*b^2*c^3*g^3*r*x^2-15680*b^2*c^3*g^3*x^3-26032*b^2 *c^3*g^2*p*r*x^2-78176*b^2*c^3*g^2*p*x^3-15068*b^2*c^3*g^2*q*r*x^2-70880*b^2*c^ 3*g^2*q*x^3-14836*b^2*c^3*g^2*r^2*x^2-84436*b^2*c^3*g^2*r*x^3-40760*b^2*c^3*g*p ^2*r*x^2-104672*b^2*c^3*g*p^2*x^3-55824*b^2*c^3*g*p*q*r*x^2-203904*b^2*c^3*g*p* q*x^3-47408*b^2*c^3*g*p*r^2*x^2-206152*b^2*c^3*g*p*r*x^3-13632*b^2*c^3*g*q^2*r* x^2-84512*b^2*c^3*g*q^2*x^3-28160*b^2*c^3*g*q*r^2*x^2-180568*b^2*c^3*g*q*r*x^3-\ 8804*b^2*c^3*g*r^3*x^2-39636*b^2*c^3*g*r^2*x^3-17716*b^2*c^3*p^3*r*x^2-40096*b^ 2*c^3*p^3*x^3-40984*b^2*c^3*p^2*q*r*x^2-125216*b^2*c^3*p^2*q*x^3-30916*b^2*c^3* p^2*r^2*x^2-109012*b^2*c^3*p^2*r*x^3-24264*b^2*c^3*p*q^2*r*x^2-113312*b^2*c^3*p *q^2*x^3-42488*b^2*c^3*p*q*r^2*x^2-213376*b^2*c^3*p*q*r*x^3-11844*b^2*c^3*p*r^3 *x^2-37140*b^2*c^3*p*r^2*x^3-3100*b^2*c^3*q^3*r*x^2-28192*b^2*c^3*q^3*x^3-10432 *b^2*c^3*q^2*r^2*x^2-79876*b^2*c^3*q^2*r*x^3-6156*b^2*c^3*q*r^3*x^2-28740*b^2*c ^3*q*r^2*x^3-552*b^2*c^3*r^4*x^2+6816*b^2*c^3*r^3*x^3-576*b^2*c^2*g^4*r*x^2-\ 2416*b^2*c^2*g^4*x^3-6742*b^2*c^2*g^3*p*r*x^2-20688*b^2*c^2*g^3*p*x^3-3600*b^2* c^2*g^3*q*r*x^2-18480*b^2*c^2*g^3*q*x^3-3970*b^2*c^2*g^3*r^2*x^2-25474*b^2*c^2* g^3*r*x^3-18626*b^2*c^2*g^2*p^2*r*x^2-47840*b^2*c^2*g^2*p^2*x^3-24768*b^2*c^2*g ^2*p*q*r*x^2-92352*b^2*c^2*g^2*p*q*x^3-22320*b^2*c^2*g^2*p*r^2*x^2-101812*b^2*c ^2*g^2*p*r*x^3-5538*b^2*c^2*g^2*q^2*r*x^2-37392*b^2*c^2*g^2*q^2*x^3-12456*b^2*c ^2*g^2*q*r^2*x^2-87052*b^2*c^2*g^2*q*r*x^3-4032*b^2*c^2*g^2*r^3*x^2-19560*b^2*c ^2*g^2*r^2*x^3-17720*b^2*c^2*g*p^3*r*x^2-39904*b^2*c^2*g*p^3*x^3-40760*b^2*c^2* g*p^2*q*r*x^2-124960*b^2*c^2*g*p^2*q*x^3-31626*b^2*c^2*g*p^2*r^2*x^2-114390*b^2 *c^2*g*p^2*r*x^3-23350*b^2*c^2*g*p*q^2*r*x^2-111344*b^2*c^2*g*p*q^2*x^3-43160*b ^2*c^2*g*p*q*r^2*x^2-224344*b^2*c^2*g*p*q*r*x^3-12472*b^2*c^2*g*p*r^3*x^2-41772 *b^2*c^2*g*p*r^2*x^3-2668*b^2*c^2*g*q^3*r*x^2-26288*b^2*c^2*g*q^3*x^3-9972*b^2* c^2*g*q^2*r^2*x^2-79252*b^2*c^2*g*q^2*r*x^3-6404*b^2*c^2*g*q*r^3*x^2-30990*b^2* c^2*g*q*r^2*x^3-660*b^2*c^2*g*r^4*x^2+6792*b^2*c^2*g*r^3*x^3-5342*b^2*c^2*p^4*r *x^2-10736*b^2*c^2*p^4*x^3-18352*b^2*c^2*p^3*q*r*x^2-48224*b^2*c^2*p^3*q*x^3-\ 12608*b^2*c^2*p^3*r^2*x^2-37058*b^2*c^2*p^3*r*x^3-18432*b^2*c^2*p^2*q^2*r*x^2-\ 70032*b^2*c^2*p^2*q^2*x^3-29390*b^2*c^2*p^2*q*r^2*x^2-121822*b^2*c^2*p^2*q*r*x^ 3-7620*b^2*c^2*p^2*r^3*x^2-16386*b^2*c^2*p^2*r^2*x^3-5732*b^2*c^2*p*q^3*r*x^2-\ 38336*b^2*c^2*p*q^3*x^3-16444*b^2*c^2*p*q^2*r^2*x^2-103958*b^2*c^2*p*q^2*r*x^3-\ 8892*b^2*c^2*p*q*r^3*x^2-33156*b^2*c^2*p*q*r^2*x^3-744*b^2*c^2*p*r^4*x^2+8832*b ^2*c^2*p*r^3*x^3-310*b^2*c^2*q^4*r*x^2-5792*b^2*c^2*q^4*x^3-1894*b^2*c^2*q^3*r^ 2*x^2-19194*b^2*c^2*q^3*r*x^3-1524*b^2*c^2*q^2*r^3*x^2-5952*b^2*c^2*q^2*r^2*x^3 -84*b^2*c^2*q*r^4*x^2+8328*b^2*c^2*q*r^3*x^3+60*b^2*c^2*r^5*x^2+2280*b^2*c^2*r^ 4*x^3-23*b^2*c*g^5*r*x^2-128*b^2*c*g^5*x^3-698*b^2*c*g^4*p*r*x^2-2264*b^2*c*g^4 *p*x^3-325*b^2*c*g^4*q*r*x^2-2008*b^2*c*g^4*q*x^3-450*b^2*c*g^4*r^2*x^2-3583*b^ 2*c*g^4*r*x^3-3424*b^2*c*g^3*p^2*r*x^2-8824*b^2*c*g^3*p^2*x^3-4288*b^2*c*g^3*p* q*r*x^2-16640*b^2*c*g^3*p*q*x^3-4324*b^2*c*g^3*p*r^2*x^2-21262*b^2*c*g^3*p*r*x^ 3-825*b^2*c*g^3*q^2*r*x^2-6664*b^2*c*g^3*q^2*x^3-2114*b^2*c*g^3*q*r^2*x^2-17452 *b^2*c*g^3*q*r*x^3-696*b^2*c*g^3*r^3*x^2-3786*b^2*c*g^3*r^2*x^3-5573*b^2*c*g^2* p^3*r*x^2-12456*b^2*c*g^2*p^3*x^3-12588*b^2*c*g^2*p^2*q*r*x^2-38856*b^2*c*g^2*p ^2*q*x^3-10271*b^2*c*g^2*p^2*r^2*x^2-38429*b^2*c*g^2*p^2*r*x^3-6853*b^2*c*g^2*p *q^2*r*x^2-33968*b^2*c*g^2*p*q^2*x^3-13738*b^2*c*g^2*p*q*r^2*x^2-75442*b^2*c*g^ 2*p*q*r*x^3-4140*b^2*c*g^2*p*r^3*x^2-14817*b^2*c*g^2*p*r^2*x^3-635*b^2*c*g^2*q^ 3*r*x^2-7568*b^2*c*g^2*q^3*x^3-2773*b^2*c*g^2*q^2*r^2*x^2-24472*b^2*c*g^2*q^2*r *x^3-1932*b^2*c*g^2*q*r^3*x^2-10026*b^2*c*g^2*q*r^2*x^3-214*b^2*c*g^2*r^4*x^2+ 2296*b^2*c*g^2*r^3*x^3-3616*b^2*c*g*p^4*r*x^2-7200*b^2*c*g*p^4*x^3-12488*b^2*c* g*p^3*q*r*x^2-32768*b^2*c*g*p^3*q*x^3-8736*b^2*c*g*p^3*r^2*x^2-26193*b^2*c*g*p^ 3*r*x^3-12290*b^2*c*g*p^2*q^2*r*x^2-47176*b^2*c*g*p^2*q^2*x^3-20553*b^2*c*g*p^2 *q*r^2*x^2-87981*b^2*c*g*p^2*q*r*x^3-5455*b^2*c*g*p^2*r^3*x^2-12762*b^2*c*g*p^2 *r^2*x^3-3562*b^2*c*g*p*q^3*r*x^2-24848*b^2*c*g*p*q^3*x^3-11190*b^2*c*g*p*q^2*r ^2*x^2-72725*b^2*c*g*p*q^2*r*x^3-6534*b^2*c*g*p*q*r^3*x^2-26388*b^2*c*g*p*q*r^2 *x^3-600*b^2*c*g*p*r^4*x^2+5844*b^2*c*g*p*r^3*x^3-144*b^2*c*g*q^4*r*x^2-3240*b^ 2*c*g*q^4*x^3-1131*b^2*c*g*q^3*r^2*x^2-10937*b^2*c*g*q^3*r*x^3-1115*b^2*c*g*q^2 *r^3*x^2-3015*b^2*c*g*q^2*r^2*x^3-188*b^2*c*g*q*r^4*x^2+5608*b^2*c*g*q*r^3*x^3+ 20*b^2*c*g*r^5*x^2+1500*b^2*c*g*r^4*x^3-799*b^2*c*p^5*r*x^2-1432*b^2*c*p^5*x^3-\ 3884*b^2*c*p^4*q*r*x^2-8872*b^2*c*p^4*q*x^3-2382*b^2*c*p^4*r^2*x^2-5712*b^2*c*p ^4*r*x^3-5850*b^2*c*p^3*q^2*r*x^2-18480*b^2*c*p^3*q^2*x^3-8518*b^2*c*p^3*q*r^2* x^2-28996*b^2*c*p^3*q*r*x^3-2031*b^2*c*p^3*r^3*x^2-2469*b^2*c*p^3*r^2*x^3-3244* b^2*c*p^2*q^3*r*x^2-16528*b^2*c*p^2*q^3*x^3-8232*b^2*c*p^2*q^2*r^2*x^2-42066*b^ 2*c*p^2*q^2*r*x^3-4236*b^2*c*p^2*q*r^3*x^2-11043*b^2*c*p^2*q*r^2*x^3-402*b^2*c* p^2*r^4*x^2+3600*b^2*c*p^2*r^3*x^3-479*b^2*c*p*q^4*r*x^2-5944*b^2*c*p*q^4*x^3-\ 2186*b^2*c*p*q^3*r^2*x^2-19992*b^2*c*p*q^3*r*x^3-1491*b^2*c*p*q^2*r^3*x^2-7371* b^2*c*p*q^2*r^2*x^3+12*b^2*c*p*q*r^4*x^2+6648*b^2*c*p*q*r^3*x^3+60*b^2*c*p*r^5* x^2+1680*b^2*c*p*r^4*x^3-456*b^2*c*q^5*x^3-90*b^2*c*q^4*r^2*x^2-1210*b^2*c*q^4* r*x^3-54*b^2*c*q^3*r^3*x^2+1203*b^2*c*q^3*r^2*x^3+72*b^2*c*q^2*r^4*x^2+3124*b^2 *c*q^2*r^3*x^3+40*b^2*c*q*r^5*x^2+1170*b^2*c*q*r^4*x^3-15*b^2*g^5*p*r*x^2-64*b^ 2*g^5*p*x^3-7*b^2*g^5*q*r*x^2-64*b^2*g^5*q*x^3-15*b^2*g^5*r^2*x^2-184*b^2*g^5*r *x^3-201*b^2*g^4*p^2*r*x^2-528*b^2*g^4*p^2*x^3-218*b^2*g^4*p*q*r*x^2-928*b^2*g^ 4*p*q*x^3-282*b^2*g^4*p*r^2*x^2-1573*b^2*g^4*p*r*x^3-33*b^2*g^4*q^2*r*x^2-400*b ^2*g^4*q^2*x^3-101*b^2*g^4*q*r^2*x^2-1205*b^2*g^4*q*r*x^3-31*b^2*g^4*r^3*x^2-\ 219*b^2*g^4*r^2*x^3-542*b^2*g^3*p^3*r*x^2-1200*b^2*g^3*p^3*x^3-1164*b^2*g^3*p^2 *q*r*x^2-3648*b^2*g^3*p^2*q*x^3-1047*b^2*g^3*p^2*r^2*x^2-4113*b^2*g^3*p^2*r*x^3 -583*b^2*g^3*p*q^2*r*x^2-3120*b^2*g^3*p*q^2*x^3-1336*b^2*g^3*p*q*r^2*x^2-8046*b ^2*g^3*p*q*r*x^3-424*b^2*g^3*p*r^3*x^2-1635*b^2*g^3*p*r^2*x^3-33*b^2*g^3*q^3*r* x^2-672*b^2*g^3*q^3*x^3-190*b^2*g^3*q^2*r^2*x^2-2277*b^2*g^3*q^2*r*x^3-142*b^2* g^3*q*r^3*x^2-885*b^2*g^3*q*r^2*x^3-15*b^2*g^3*r^4*x^2+266*b^2*g^3*r^3*x^3-583* b^2*g^2*p^4*r*x^2-1144*b^2*g^2*p^4*x^3-2000*b^2*g^2*p^3*q*r*x^2-5240*b^2*g^2*p^ 3*q*x^3-1449*b^2*g^2*p^3*r^2*x^2-4431*b^2*g^2*p^3*r*x^3-1906*b^2*g^2*p^2*q^2*r* x^2-7448*b^2*g^2*p^2*q^2*x^3-3424*b^2*g^2*p^2*q*r^2*x^2-15332*b^2*g^2*p^2*q*r*x ^3-936*b^2*g^2*p^2*r^3*x^2-2343*b^2*g^2*p^2*r^2*x^3-496*b^2*g^2*p*q^3*r*x^2-\ 3752*b^2*g^2*p*q^3*x^3-1775*b^2*g^2*p*q^2*r^2*x^2-12170*b^2*g^2*p*q^2*r*x^3-\ 1132*b^2*g^2*p*q*r^3*x^2-5022*b^2*g^2*p*q*r^2*x^3-112*b^2*g^2*p*r^4*x^2+936*b^2 *g^2*p*r^3*x^3-7*b^2*g^2*q^4*r*x^2-400*b^2*g^2*q^4*x^3-121*b^2*g^2*q^3*r^2*x^2-\ 1269*b^2*g^2*q^3*r*x^3-151*b^2*g^2*q^2*r^3*x^2-78*b^2*g^2*q^2*r^2*x^3-42*b^2*g^ 2*q*r^4*x^2+944*b^2*g^2*q*r^3*x^3+225*b^2*g^2*r^4*x^3-272*b^2*g*p^5*r*x^2-480*b ^2*g*p^5*x^3-1352*b^2*g*p^4*q*r*x^2-3072*b^2*g*p^4*q*x^3-830*b^2*g*p^4*r^2*x^2-\ 2007*b^2*g*p^4*r*x^3-2016*b^2*g*p^3*q^2*r*x^2-6400*b^2*g*p^3*q^2*x^3-3053*b^2*g *p^3*q*r^2*x^2-10755*b^2*g*p^3*q*r*x^3-731*b^2*g*p^3*r^3*x^2-981*b^2*g*p^3*r^2* x^3-1064*b^2*g*p^2*q^3*r*x^2-5568*b^2*g*p^2*q^3*x^3-2919*b^2*g*p^2*q^2*r^2*x^2-\ 15420*b^2*g*p^2*q^2*r*x^3-1594*b^2*g*p^2*q*r^3*x^2-4788*b^2*g*p^2*q*r^2*x^3-156 *b^2*g*p^2*r^4*x^2+1224*b^2*g*p^2*r^3*x^3-128*b^2*g*p*q^4*r*x^2-1824*b^2*g*p*q^ 4*x^3-717*b^2*g*p*q^3*r^2*x^2-6603*b^2*g*p*q^3*r*x^3-579*b^2*g*p*q^2*r^3*x^2-\ 2871*b^2*g*p*q^2*r^2*x^3-32*b^2*g*p*q*r^4*x^2+2172*b^2*g*p*q*r^3*x^3+20*b^2*g*p *r^5*x^2+600*b^2*g*p*r^4*x^3-64*b^2*g*q^5*x^3-21*b^2*g*q^4*r^2*x^2+69*b^2*g*q^4 *r*x^3-36*b^2*g*q^3*r^3*x^2+936*b^2*g*q^3*r^2*x^3-15*b^2*g*q^2*r^4*x^2+1130*b^2 *g*q^2*r^3*x^3+345*b^2*g*q*r^4*x^3-45*b^2*p^6*r*x^2-72*b^2*p^6*x^3-308*b^2*p^5* q*r*x^2-616*b^2*p^5*q*x^3-162*b^2*p^5*r^2*x^2-300*b^2*p^5*r*x^3-654*b^2*p^4*q^2 *r*x^2-1744*b^2*p^4*q^2*x^3-864*b^2*p^4*q*r^2*x^2-2376*b^2*p^4*q*r*x^3-183*b^2* p^4*r^3*x^2-45*b^2*p^4*r^2*x^3-564*b^2*p^3*q^3*r*x^2-2256*b^2*p^3*q^3*x^3-1290* b^2*p^3*q^2*r^2*x^2-5246*b^2*p^3*q^2*r*x^3-636*b^2*p^3*q*r^3*x^2-957*b^2*p^3*q* r^2*x^3-66*b^2*p^3*r^4*x^2+468*b^2*p^3*r^3*x^3-173*b^2*p^2*q^4*r*x^2-1384*b^2*p ^2*q^4*x^3-636*b^2*p^2*q^3*r^2*x^2-4482*b^2*p^2*q^3*r*x^3-435*b^2*p^2*q^2*r^3*x ^2-1485*b^2*p^2*q^2*r^2*x^3-48*b^2*p^2*q*r^4*x^2+1356*b^2*p^2*q*r^3*x^3+270*b^2 *p^2*r^4*x^3-328*b^2*p*q^5*x^3-48*b^2*p*q^4*r^2*x^2-1230*b^2*p*q^4*r*x^3+18*b^2 *p*q^3*r^3*x^2-279*b^2*p*q^3*r^2*x^3+102*b^2*p*q^2*r^4*x^2+1188*b^2*p*q^2*r^3*x ^3+40*b^2*p*q*r^5*x^2+540*b^2*p*q*r^4*x^3+82*b^2*q^5*r*x^3+294*b^2*q^4*r^2*x^3+ 300*b^2*q^3*r^3*x^3+90*b^2*q^2*r^4*x^3-6848*b*c^7*r*x^2-20480*b*c^7*x^3-15536*b *c^6*g*r*x^2-46848*b*c^6*g*x^3-21888*b*c^6*p*r*x^2-56576*b*c^6*p*x^3-15072*b*c^ 6*q*r*x^2-54528*b*c^6*q*x^3-12992*b*c^6*r^2*x^2-52960*b*c^6*r*x^3-14000*b*c^5*g ^2*r*x^2-42752*b*c^5*g^2*x^3-43512*b*c^5*g*p*r*x^2-112512*b*c^5*g*p*x^3-29432*b *c^5*g*q*r*x^2-108160*b*c^5*g*q*x^3-25640*b*c^5*g*r^2*x^2-107296*b*c^5*g*r*x^3-\ 28400*b*c^5*p^2*r*x^2-64576*b*c^5*p^2*x^3-43392*b*c^5*p*q*r*x^2-132096*b*c^5*p* q*x^3-34368*b*c^5*p*r^2*x^2-118576*b*c^5*p*r*x^3-12944*b*c^5*q^2*r*x^2-59072*b* c^5*q^2*x^3-23616*b*c^5*q*r^2*x^2-111888*b*c^5*q*r*x^3-7056*b*c^5*r^3*x^2-21504 *b*c^5*r^2*x^3-6280*b*c^4*g^3*r*x^2-19584*b*c^4*g^3*x^3-33740*b*c^4*g^2*p*r*x^2 -87296*b*c^4*g^2*p*x^3-22180*b*c^4*g^2*q*r*x^2-83584*b*c^4*g^2*q*x^3-19740*b*c^ 4*g^2*r^2*x^2-85976*b*c^4*g^2*r*x^3-47812*b*c^4*g*p^2*r*x^2-108224*b*c^4*g*p^2* x^3-72656*b*c^4*g*p*q*r*x^2-222336*b*c^4*g*p*q*x^3-58096*b*c^4*g*p*r^2*x^2-\ 203952*b*c^4*g*p*r*x^3-20952*b*c^4*g*q^2*r*x^2-98176*b*c^4*g*q^2*x^3-39120*b*c^ 4*g*q*r^2*x^2-191984*b*c^4*g*q*r*x^3-11800*b*c^4*g*r^3*x^2-37464*b*c^4*g*r^2*x^ 3-19328*b*c^4*p^3*r*x^2-39136*b*c^4*p^3*x^3-49156*b*c^4*p^2*q*r*x^2-128736*b*c^ 4*p^2*q*x^3-35536*b*c^4*p^2*r^2*x^2-104312*b*c^4*p^2*r*x^3-33064*b*c^4*p*q^2*r* x^2-122784*b*c^4*p*q^2*x^3-54976*b*c^4*p*q*r^2*x^2-217632*b*c^4*p*q*r*x^3-15264 *b*c^4*p*r^3*x^2-34680*b*c^4*p*r^2*x^3-5396*b*c^4*q^3*r*x^2-33184*b*c^4*q^3*x^3 -15936*b*c^4*q^2*r^2*x^2-89728*b*c^4*q^2*r*x^3-9432*b*c^4*q*r^3*x^2-30288*b*c^4 *q*r^2*x^3-1056*b*c^4*r^4*x^2+7088*b*c^4*r^3*x^3-1420*b*c^3*g^4*r*x^2-4608*b*c^ 3*g^4*x^3-12718*b*c^3*g^3*p*r*x^2-32960*b*c^3*g^3*p*x^3-7970*b*c^3*g^3*q*r*x^2-\ 31360*b*c^3*g^3*q*x^3-7406*b*c^3*g^3*r^2*x^2-34404*b*c^3*g^3*r*x^3-30380*b*c^3* g^2*p^2*r*x^2-68272*b*c^3*g^2*p^2*x^3-45624*b*c^3*g^2*p*q*r*x^2-140800*b*c^3*g^ 2*p*q*x^3-37240*b*c^3*g^2*p*r^2*x^2-133888*b*c^3*g^2*p*r*x^3-12476*b*c^3*g^2*q^ 2*r*x^2-61200*b*c^3*g^2*q^2*x^3-24124*b*c^3*g^2*q*r^2*x^2-125280*b*c^3*g^2*q*r* x^3-7320*b*c^3*g^2*r^3*x^2-24120*b*c^3*g^2*r^2*x^3-26280*b*c^3*g*p^3*r*x^2-\ 52800*b*c^3*g*p^3*x^3-67292*b*c^3*g*p^2*q*r*x^2-176096*b*c^3*g*p^2*q*x^3-48834* b*c^3*g*p^2*r^2*x^2-145154*b*c^3*g*p^2*r*x^3-44494*b*c^3*g*p*q^2*r*x^2-167104*b *c^3*g*p*q^2*x^3-75628*b*c^3*g*p*q*r^2*x^2-307112*b*c^3*g*p*q*r*x^3-21132*b*c^3 *g*p*r^3*x^2-50262*b*c^3*g*p*r^2*x^3-6818*b*c^3*g*q^3*r*x^2-43808*b*c^3*g*q^3*x ^3-21060*b*c^3*g*q^2*r^2*x^2-123190*b*c^3*g*q^2*r*x^3-12904*b*c^3*g*q*r^3*x^2-\ 44082*b*c^3*g*q*r^2*x^3-1472*b*c^3*g*r^4*x^2+9640*b*c^3*g*r^3*x^3-7384*b*c^3*p^ 4*r*x^2-13424*b*c^3*p^4*x^3-28084*b*c^3*p^3*q*r*x^2-64224*b*c^3*p^3*q*x^3-18252 *b*c^3*p^3*r^2*x^2-45240*b*c^3*p^3*r*x^3-31644*b*c^3*p^2*q^2*r*x^2-98304*b*c^3* p^2*q^2*x^3-48120*b*c^3*p^2*q*r^2*x^2-160040*b*c^3*p^2*q*r*x^3-12252*b*c^3*p^2* r^3*x^2-19014*b*c^3*p^2*r^2*x^3-12028*b*c^3*p*q^3*r*x^2-57632*b*c^3*p*q^3*x^3-\ 31684*b*c^3*p*q^2*r^2*x^2-148088*b*c^3*p*q^2*r*x^3-17592*b*c^3*p*q*r^3*x^2-\ 43440*b*c^3*p*q*r^2*x^3-1896*b*c^3*p*r^4*x^2+11816*b*c^3*p*r^3*x^3-1084*b*c^3*q ^4*r*x^2-10128*b*c^3*q^4*x^3-4808*b*c^3*q^3*r^2*x^2-33288*b*c^3*q^3*r*x^3-4044* b*c^3*q^2*r^3*x^2-11706*b*c^3*q^2*r^2*x^3-696*b*c^3*q*r^4*x^2+11736*b*c^3*q*r^3 *x^3+40*b*c^3*r^5*x^2+3240*b*c^3*r^4*x^3-139*b*c^2*g^5*r*x^2-496*b*c^2*g^5*x^3-\ 2337*b*c^2*g^4*p*r*x^2-6096*b*c^2*g^4*p*x^3-1345*b*c^2*g^4*q*r*x^2-5744*b*c^2*g ^4*q*x^3-1369*b*c^2*g^4*r^2*x^2-7112*b*c^2*g^4*r*x^3-8929*b*c^2*g^3*p^2*r*x^2-\ 19840*b*c^2*g^3*p^2*x^3-13068*b*c^2*g^3*p*q*r*x^2-40928*b*c^2*g^3*p*q*x^3-11144 *b*c^2*g^3*p*r^2*x^2-41468*b*c^2*g^3*p*r*x^3-3274*b*c^2*g^3*q^2*r*x^2-17488*b*c ^2*g^3*q^2*x^3-6692*b*c^2*g^3*q*r^2*x^2-38308*b*c^2*g^3*q*r*x^3-2018*b*c^2*g^3* r^3*x^2-6810*b*c^2*g^3*r^2*x^3-12718*b*c^2*g^2*p^3*r*x^2-25224*b*c^2*g^2*p^3*x^ 3-32669*b*c^2*g^2*p^2*q*r*x^2-85400*b*c^2*g^2*p^2*q*x^3-24017*b*c^2*g^2*p^2*r^2 *x^2-72317*b*c^2*g^2*p^2*r*x^3-21021*b*c^2*g^2*p*q^2*r*x^2-80488*b*c^2*g^2*p*q^ 2*x^3-36998*b*c^2*g^2*p*q*r^2*x^2-155932*b*c^2*g^2*p*q*r*x^3-10426*b*c^2*g^2*p* r^3*x^2-25647*b*c^2*g^2*p*r^2*x^3-2900*b*c^2*g^2*q^3*r*x^2-20312*b*c^2*g^2*q^3* x^3-9530*b*c^2*g^2*q^2*r^2*x^2-59935*b*c^2*g^2*q^2*r*x^3-6030*b*c^2*g^2*q*r^3*x ^2-22173*b*c^2*g^2*q*r^2*x^3-676*b*c^2*g^2*r^4*x^2+5012*b*c^2*g^2*r^3*x^3-7525* b*c^2*g*p^4*r*x^2-13536*b*c^2*g*p^4*x^3-29306*b*c^2*g*p^3*q*r*x^2-66720*b*c^2*g *p^3*q*x^3-18874*b*c^2*g*p^3*r^2*x^2-47125*b*c^2*g*p^3*r*x^3-32876*b*c^2*g*p^2* q^2*r*x^2-102480*b*c^2*g*p^2*q^2*x^3-50889*b*c^2*g*p^2*q*r^2*x^2-173181*b*c^2*g *p^2*q*r*x^3-12864*b*c^2*g*p^2*r^3*x^2-21030*b*c^2*g*p^2*r^2*x^3-12050*b*c^2*g* p*q^3*r*x^2-58944*b*c^2*g*p*q^3*x^3-33068*b*c^2*g*p*q^2*r^2*x^2-158901*b*c^2*g* p*q^2*r*x^3-18942*b*c^2*g*p*q*r^3*x^2-51078*b*c^2*g*p*q*r^2*x^3-2044*b*c^2*g*p* r^4*x^2+12036*b*c^2*g*p*r^3*x^3-955*b*c^2*g*q^4*r*x^2-9648*b*c^2*g*q^4*x^3-4647 *b*c^2*g*q^3*r^2*x^2-32845*b*c^2*g*q^3*r*x^3-4248*b*c^2*g*q^2*r^3*x^2-12426*b*c ^2*g*q^2*r^2*x^3-868*b*c^2*g*q*r^4*x^2+11732*b*c^2*g*q*r^3*x^3+20*b*c^2*g*r^5*x ^2+3270*b*c^2*g*r^4*x^3-1556*b*c^2*p^5*r*x^2-2552*b*c^2*p^5*x^3-8507*b*c^2*p^4* q*r*x^2-17160*b*c^2*p^4*q*x^3-4830*b*c^2*p^4*r^2*x^2-9844*b*c^2*p^4*r*x^3-14252 *b*c^2*p^3*q^2*r*x^2-37744*b*c^2*p^3*q^2*x^3-19764*b*c^2*p^3*q*r^2*x^2-54944*b* c^2*p^3*q*r*x^3-4494*b*c^2*p^3*r^3*x^2-3663*b*c^2*p^3*r^2*x^3-9290*b*c^2*p^2*q^ 3*r*x^2-35792*b*c^2*p^2*q^3*x^3-22164*b*c^2*p^2*q^2*r^2*x^2-85662*b*c^2*p^2*q^2 *r*x^3-11607*b*c^2*p^2*q*r^3*x^2-19917*b*c^2*p^2*q*r^2*x^3-1224*b*c^2*p^2*r^4*x ^2+7036*b*c^2*p^2*r^3*x^3-2072*b*c^2*p*q^4*r*x^2-14232*b*c^2*p*q^4*x^3-7824*b*c ^2*p*q^3*r^2*x^2-45868*b*c^2*p*q^3*r*x^3-6144*b*c^2*p*q^2*r^3*x^2-15993*b*c^2*p *q^2*r^2*x^3-1068*b*c^2*p*q*r^4*x^2+13944*b*c^2*p*q*r^3*x^3+20*b*c^2*p*r^5*x^2+ 3310*b*c^2*p*r^4*x^3-83*b*c^2*q^5*r*x^2-1576*b*c^2*q^5*x^3-594*b*c^2*q^4*r^2*x^ 2-5306*b*c^2*q^4*r*x^3-543*b*c^2*q^3*r^3*x^2+261*b*c^2*q^3*r^2*x^3+24*b*c^2*q^2 *r^4*x^2+6872*b*c^2*q^2*r^3*x^3+80*b*c^2*q*r^5*x^2+2880*b*c^2*q*r^4*x^3-3*b*c*g ^6*r*x^2-16*b*c*g^6*x^3-175*b*c*g^5*p*r*x^2-472*b*c*g^5*p*x^3-86*b*c*g^5*q*r*x^ 2-440*b*c*g^5*q*x^3-108*b*c*g^5*r^2*x^2-697*b*c*g^5*r*x^3-1175*b*c*g^4*p^2*r*x^ 2-2568*b*c*g^4*p^2*x^3-1618*b*c*g^4*p*q*r*x^2-5216*b*c*g^4*p*q*x^3-1522*b*c*g^4 *p*r^2*x^2-5973*b*c*g^4*p*r*x^3-348*b*c*g^4*q^2*r*x^2-2216*b*c*g^4*q^2*x^3-779* b*c*g^4*q*r^2*x^2-5375*b*c*g^4*q*r*x^3-223*b*c*g^4*r^3*x^2-732*b*c*g^4*r^2*x^3-\ 2563*b*c*g^3*p^3*r*x^2-4976*b*c*g^3*p^3*x^3-6526*b*c*g^3*p^2*q*r*x^2-17040*b*c* g^3*p^2*q*x^3-4960*b*c*g^3*p^2*r^2*x^2-15119*b*c*g^3*p^2*r*x^3-4014*b*c*g^3*p*q ^2*r*x^2-15912*b*c*g^3*p*q^2*x^3-7496*b*c*g^3*p*q*r^2*x^2-33456*b*c*g^3*p*q*r*x ^3-2140*b*c*g^3*p*r^3*x^2-5313*b*c*g^3*p*r^2*x^3-456*b*c*g^3*q^3*r*x^2-3848*b*c *g^3*q^3*x^3-1642*b*c*g^3*q^2*r^2*x^2-11998*b*c*g^3*q^2*r*x^3-1062*b*c*g^3*q*r^ 3*x^2-4350*b*c*g^3*q*r^2*x^3-108*b*c*g^3*r^4*x^2+1194*b*c*g^3*r^3*x^3-2433*b*c* g^2*p^4*r*x^2-4296*b*c*g^2*p^4*x^3-9700*b*c*g^2*p^3*q*r*x^2-21928*b*c*g^2*p^3*q *x^3-6218*b*c*g^2*p^3*r^2*x^2-15510*b*c*g^2*p^3*r*x^3-10776*b*c*g^2*p^2*q^2*r*x ^2-33792*b*c*g^2*p^2*q^2*x^3-17169*b*c*g^2*p^2*q*r^2*x^2-60185*b*c*g^2*p^2*q*r* x^3-4307*b*c*g^2*p^2*r^3*x^2-7167*b*c*g^2*p^2*r^2*x^3-3738*b*c*g^2*p*q^3*r*x^2-\ 18984*b*c*g^2*p*q^3*x^3-10864*b*c*g^2*p*q^2*r^2*x^2-54561*b*c*g^2*p*q^2*r*x^3-\ 6458*b*c*g^2*p*q*r^3*x^2-19110*b*c*g^2*p*q*r^2*x^3-692*b*c*g^2*p*r^4*x^2+4020*b *c*g^2*p*r^3*x^3-229*b*c*g^2*q^4*r*x^2-2824*b*c*g^2*q^4*x^3-1290*b*c*g^2*q^3*r^ 2*x^2-9886*b*c*g^2*q^3*r*x^3-1282*b*c*g^2*q^2*r^3*x^2-3684*b*c*g^2*q^2*r^2*x^3-\ 294*b*c*g^2*q*r^4*x^2+3864*b*c*g^2*q*r^3*x^3+1005*b*c*g^2*r^4*x^3-1035*b*c*g*p^ 5*r*x^2-1672*b*c*g*p^5*x^3-5978*b*c*g*p^4*q*r*x^2-11968*b*c*g*p^4*q*x^3-3271*b* c*g*p^4*r^2*x^2-6612*b*c*g*p^4*r*x^3-10106*b*c*g*p^3*q^2*r*x^2-26736*b*c*g*p^3* q^2*x^3-14151*b*c*g*p^3*q*r^2*x^2-40270*b*c*g*p^3*q*r*x^3-3106*b*c*g*p^3*r^3*x^ 2-2571*b*c*g*p^3*r^2*x^3-6456*b*c*g*p^2*q^3*r*x^2-25120*b*c*g*p^2*q^3*x^3-15963 *b*c*g*p^2*q^2*r^2*x^2-63439*b*c*g*p^2*q^2*r*x^3-8537*b*c*g*p^2*q*r^3*x^2-16707 *b*c*g*p^2*q*r^2*x^3-871*b*c*g*p^2*r^4*x^2+4870*b*c*g*p^2*r^3*x^3-1331*b*c*g*p* q^4*r*x^2-9544*b*c*g*p*q^4*x^3-5431*b*c*g*p*q^3*r^2*x^2-32516*b*c*g*p*q^3*r*x^3 -4572*b*c*g*p*q^2*r^3*x^2-13239*b*c*g*p*q^2*r^2*x^3-874*b*c*g*p*q*r^4*x^2+9300* b*c*g*p*q*r^3*x^3+10*b*c*g*p*r^5*x^2+2335*b*c*g*p*r^4*x^3-38*b*c*g*q^5*r*x^2-\ 864*b*c*g*q^5*x^3-348*b*c*g*q^4*r^2*x^2-2735*b*c*g*q^4*r*x^3-405*b*c*g*q^3*r^3* x^2+897*b*c*g*q^3*r^2*x^3-71*b*c*g*q^2*r^4*x^2+4752*b*c*g*q^2*r^3*x^3+30*b*c*g* q*r^5*x^2+1950*b*c*g*q*r^4*x^3-162*b*c*p^6*r*x^2-240*b*c*p^6*x^3-1286*b*c*p^5*q *r*x^2-2304*b*c*p^5*q*x^3-604*b*c*p^5*r^2*x^2-945*b*c*p^5*r*x^3-3020*b*c*p^4*q^ 2*r*x^2-6912*b*c*p^4*q^2*x^3-3783*b*c*p^4*q*r^2*x^2-8647*b*c*p^4*q*r*x^3-729*b* c*p^4*r^3*x^2+21*b*c*p^4*r^2*x^3-2964*b*c*p^3*q^3*r*x^2-9408*b*c*p^3*q^3*x^3-\ 6452*b*c*p^3*q^2*r^2*x^2-20440*b*c*p^3*q^2*r*x^3-3168*b*c*p^3*q*r^3*x^2-3084*b* c*p^3*q*r^2*x^3-312*b*c*p^3*r^4*x^2+1746*b*c*p^3*r^3*x^3-1202*b*c*p^2*q^4*r*x^2 -6192*b*c*p^2*q^4*x^3-3988*b*c*p^2*q^3*r^2*x^2-18888*b*c*p^2*q^3*r*x^3-3030*b*c *p^2*q^2*r^3*x^2-5454*b*c*p^2*q^2*r^2*x^3-621*b*c*p^2*q*r^4*x^2+5490*b*c*p^2*q* r^3*x^3-25*b*c*p^2*r^5*x^2+985*b*c*p^2*r^4*x^3-134*b*c*p*q^5*r*x^2-1728*b*c*p*q ^5*x^3-732*b*c*p*q^4*r^2*x^2-6319*b*c*p*q^4*r*x^3-588*b*c*p*q^3*r^3*x^2-1572*b* c*p*q^3*r^2*x^3+54*b*c*p*q^2*r^4*x^2+5274*b*c*p*q^2*r^3*x^3+80*b*c*p*q*r^5*x^2+ 2250*b*c*p*q*r^4*x^3-96*b*c*q^6*x^3-17*b*c*q^5*r^2*x^2-169*b*c*q^5*r*x^3+3*b*c* q^4*r^3*x^2+777*b*c*q^4*r^2*x^3+45*b*c*q^3*r^4*x^2+1530*b*c*q^3*r^3*x^3+25*b*c* q^2*r^5*x^2+675*b*c*q^2*r^4*x^3-2*b*g^6*p*r*x^2-8*b*g^6*p*x^3-b*g^6*q*r*x^2-8*b *g^6*q*x^3-2*b*g^6*r^2*x^2-23*b*g^6*r*x^3-52*b*g^5*p^2*r*x^2-112*b*g^5*p^2*x^3-\ 60*b*g^5*p*q*r*x^2-208*b*g^5*p*q*x^3-73*b*g^5*p*r^2*x^2-314*b*g^5*p*r*x^3-10*b* g^5*q^2*r*x^2-96*b*g^5*q^2*x^3-25*b*g^5*q*r^2*x^2-268*b*g^5*q*r*x^3-5*b*g^5*r^3 *x^2-9*b*g^5*r^2*x^3-179*b*g^4*p^3*r*x^2-336*b*g^4*p^3*x^3-435*b*g^4*p^2*q*r*x^ 2-1136*b*g^4*p^2*q*x^3-359*b*g^4*p^2*r^2*x^2-1105*b*g^4*p^2*r*x^3-247*b*g^4*p*q ^2*r*x^2-1048*b*g^4*p*q^2*x^3-516*b*g^4*p*q*r^2*x^2-2532*b*g^4*p*q*r*x^3-151*b* g^4*p*r^3*x^2-360*b*g^4*p*r^2*x^3-18*b*g^4*q^3*r*x^2-248*b*g^4*q^3*x^3-75*b*g^4 *q^2*r^2*x^2-806*b*g^4*q^2*r*x^3-47*b*g^4*q*r^3*x^2-249*b*g^4*q*r^2*x^3-3*b*g^4 *r^4*x^2+106*b*g^4*r^3*x^3-248*b*g^3*p^4*r*x^2-424*b*g^3*p^4*x^3-1002*b*g^3*p^3 *q*r*x^2-2240*b*g^3*p^3*q*x^3-648*b*g^3*p^3*r^2*x^2-1585*b*g^3*p^3*r*x^3-1090*b *g^3*p^2*q^2*r*x^2-3456*b*g^3*p^2*q^2*x^3-1827*b*g^3*p^2*q*r^2*x^2-6671*b*g^3*p ^2*q*r*x^3-456*b*g^3*p^2*r^3*x^2-723*b*g^3*p^2*r^2*x^3-346*b*g^3*p*q^3*r*x^2-\ 1888*b*g^3*p*q^3*x^3-1097*b*g^3*p*q^2*r^2*x^2-5935*b*g^3*p*q^2*r*x^3-684*b*g^3* p*q*r^3*x^2-2256*b*g^3*p*q*r^2*x^3-72*b*g^3*p*r^4*x^2+442*b*g^3*p*r^3*x^3-10*b* g^3*q^4*r*x^2-248*b*g^3*q^4*x^3-82*b*g^3*q^3*r^2*x^2-849*b*g^3*q^3*r*x^3-89*b*g ^3*q^2*r^3*x^2-219*b*g^3*q^2*r^2*x^3-21*b*g^3*q*r^4*x^2+430*b*g^3*q*r^3*x^3+90* b*g^3*r^4*x^3-163*b*g^2*p^5*r*x^2-256*b*g^2*p^5*x^3-1003*b*g^2*p^4*q*r*x^2-1984 *b*g^2*p^4*q*x^3-525*b*g^2*p^4*r^2*x^2-1021*b*g^2*p^4*r*x^3-1708*b*g^2*p^3*q^2* r*x^2-4512*b*g^2*p^3*q^2*x^3-2433*b*g^2*p^3*q*r^2*x^2-7103*b*g^2*p^3*q*r*x^3-\ 509*b*g^2*p^3*r^3*x^2-360*b*g^2*p^3*r^2*x^3-1060*b*g^2*p^2*q^3*r*x^2-4192*b*g^2 *p^2*q^3*x^3-2754*b*g^2*p^2*q^2*r^2*x^2-11360*b*g^2*p^2*q^2*r*x^3-1512*b*g^2*p^ 2*q*r^3*x^2-3345*b*g^2*p^2*q*r^2*x^3-148*b*g^2*p^2*r^4*x^2+832*b*g^2*p^2*r^3*x^ 3-193*b*g^2*p*q^4*r*x^2-1504*b*g^2*p*q^4*x^3-879*b*g^2*p*q^3*r^2*x^2-5495*b*g^2 *p*q^3*r*x^3-802*b*g^2*p*q^2*r^3*x^2-2592*b*g^2*p*q^2*r^2*x^3-168*b*g^2*p*q*r^4 *x^2+1476*b*g^2*p*q*r^3*x^3+385*b*g^2*p*r^4*x^3-b*g^2*q^5*r*x^2-96*b*g^2*q^5*x^ 3-33*b*g^2*q^4*r^2*x^2-217*b*g^2*q^4*r*x^3-53*b*g^2*q^3*r^3*x^2+393*b*g^2*q^3*r ^2*x^3-21*b*g^2*q^2*r^4*x^2+814*b*g^2*q^2*r^3*x^3+300*b*g^2*q*r^4*x^3-50*b*g*p^ 6*r*x^2-72*b*g*p^6*x^3-452*b*g*p^5*q*r*x^2-800*b*g*p^5*q*x^3-191*b*g*p^5*r^2*x^ 2-275*b*g*p^5*r*x^3-1092*b*g*p^4*q^2*r*x^2-2488*b*g*p^4*q^2*x^3-1362*b*g*p^4*q* r^2*x^2-3183*b*g*p^4*q*r*x^3-238*b*g*p^4*r^3*x^2+57*b*g*p^4*r^2*x^3-1064*b*g*p^ 3*q^3*r*x^2-3392*b*g*p^3*q^3*x^3-2385*b*g*p^3*q^2*r^2*x^2-7808*b*g*p^3*q^2*r*x^ 3-1179*b*g*p^3*q*r^3*x^2-1419*b*g*p^3*q*r^2*x^3-107*b*g*p^3*r^4*x^2+618*b*g*p^3 *r^3*x^3-410*b*g*p^2*q^4*r*x^2-2168*b*g*p^2*q^4*x^3-1451*b*g*p^2*q^3*r^2*x^2-\ 7076*b*g*p^2*q^3*r*x^3-1162*b*g*p^2*q^2*r^3*x^2-2556*b*g*p^2*q^2*r^2*x^3-246*b* g*p^2*q*r^4*x^2+1872*b*g*p^2*q*r^3*x^3-10*b*g*p^2*r^5*x^2+350*b*g*p^2*r^4*x^3-\ 36*b*g*p*q^5*r*x^2-544*b*g*p*q^5*x^3-240*b*g*p*q^4*r^2*x^2-2085*b*g*p*q^4*r*x^3 -227*b*g*p*q^3*r^3*x^2-627*b*g*p*q^3*r^2*x^3+b*g*p*q^2*r^4*x^2+1800*b*g*p*q^2*r ^3*x^3+30*b*g*p*q*r^5*x^2+840*b*g*p*q*r^4*x^3-8*b*g*q^6*x^3-3*b*g*q^5*r^2*x^2+ 91*b*g*q^5*r*x^3-6*b*g*q^4*r^3*x^2+453*b*g*q^4*r^2*x^3-3*b*g*q^3*r^4*x^2+546*b* g*q^3*r^3*x^3+195*b*g*q^2*r^4*x^3-6*b*p^7*r*x^2-8*b*p^7*x^3-75*b*p^6*q*r*x^2-\ 120*b*p^6*q*x^3-26*b*p^6*r^2*x^2-25*b*p^6*r*x^3-240*b*p^5*q^2*r*x^2-480*b*p^5*q ^2*x^3-267*b*p^5*q*r^2*x^2-487*b*p^5*q*r*x^3-39*b*p^5*r^3*x^2+45*b*p^5*r^2*x^3-\ 330*b*p^4*q^3*r*x^2-880*b*p^4*q^3*x^3-656*b*p^4*q^2*r^2*x^2-1678*b*p^4*q^2*r*x^ 3-297*b*p^4*q*r^3*x^2-78*b*p^4*q*r^2*x^3-24*b*p^4*r^4*x^2+142*b*p^4*r^3*x^3-210 *b*p^3*q^4*r*x^2-840*b*p^3*q^4*x^3-626*b*p^3*q^3*r^2*x^2-2342*b*p^3*q^3*r*x^3-\ 462*b*p^3*q^2*r^3*x^2-423*b*p^3*q^2*r^2*x^3-105*b*p^3*q*r^4*x^2+690*b*p^3*q*r^3 *x^3-5*b*p^3*r^5*x^2+80*b*p^3*r^4*x^3-51*b*p^2*q^5*r*x^2-408*b*p^2*q^5*x^3-222* b*p^2*q^4*r^2*x^2-1453*b*p^2*q^4*r*x^3-189*b*p^2*q^3*r^3*x^2-351*b*p^2*q^3*r^2* x^3-30*b*p^2*q^2*r^4*x^2+1050*b*p^2*q^2*r^3*x^3+375*b*p^2*q*r^4*x^3-80*b*p*q^6* x^3-11*b*p*q^5*r^2*x^2-307*b*p*q^5*r*x^3+15*b*p*q^4*r^3*x^2+30*b*p*q^4*r^2*x^3+ 51*b*p*q^3*r^4*x^2+598*b*p*q^3*r^3*x^3+25*b*p*q^2*r^5*x^2+330*b*p*q^2*r^4*x^3+ 20*b*q^6*r*x^3+81*b*q^5*r^2*x^3+96*b*q^4*r^3*x^3+35*b*q^3*r^4*x^3-1920*c^8*r*x^ 2-5120*c^8*x^3-5184*c^7*g*r*x^2-13824*c^7*g*x^3-6816*c^7*p*r*x^2-15872*c^7*p*x^ 3-5088*c^7*q*r*x^2-15872*c^7*q*x^3-4320*c^7*r^2*x^2-14912*c^7*r*x^3-5760*c^6*g^ 2*r*x^2-15360*c^6*g^2*x^3-16352*c^6*g*p*r*x^2-37888*c^6*g*p*x^3-12064*c^6*g*q*r *x^2-37888*c^6*g*q*x^3-10224*c^6*g*r^2*x^2-35616*c^6*g*r*x^3-9960*c^6*p^2*r*x^2 -20608*c^6*p^2*x^3-16512*c^6*p*q*r*x^2-44032*c^6*p*q*x^3-12736*c^6*p*r^2*x^2-\ 37856*c^6*p*r*x^3-5496*c^6*q^2*r*x^2-20608*c^6*q^2*x^3-9728*c^6*q*r^2*x^2-37856 *c^6*q*r*x^3-2880*c^6*r^3*x^2-6912*c^6*r^2*x^3-3360*c^5*g^3*r*x^2-8960*c^5*g^3* x^3-15920*c^5*g^2*p*r*x^2-36608*c^5*g^2*p*x^3-11536*c^5*g^2*q*r*x^2-36608*c^5*g ^2*q*x^3-9792*c^5*g^2*r^2*x^2-34560*c^5*g^2*r*x^3-20676*c^5*g*p^2*r*x^2-42432*c ^5*g*p^2*x^3-34272*c^5*g*p*q*r*x^2-91392*c^5*g*p*q*x^3-26384*c^5*g*p*r^2*x^2-\ 78784*c^5*g*p*r*x^3-11148*c^5*g*q^2*r*x^2-42432*c^5*g*q^2*x^3-19840*c^5*g*q*r^2 *x^2-78784*c^5*g*q*r*x^3-5856*c^5*g*r^3*x^2-14304*c^5*g*r^2*x^3-7764*c^5*p^3*r* x^2-14464*c^5*p^3*x^3-21636*c^5*p^2*q*r*x^2-50304*c^5*p^2*q*x^3-14936*c^5*p^2*r ^2*x^2-38232*c^5*p^2*r*x^3-16092*c^5*p*q^2*r*x^2-50304*c^5*p*q^2*x^3-25920*c^5* p*q*r^2*x^2-85824*c^5*p*q*r*x^3-6984*c^5*p*r^3*x^2-12456*c^5*p*r^2*x^3-3084*c^5 *q^3*r*x^2-14464*c^5*q^3*x^3-8608*c^5*q^2*r^2*x^2-38232*c^5*q^2*r*x^3-5112*c^5* q*r^3*x^2-12456*c^5*q*r^2*x^3-600*c^5*r^4*x^2+2912*c^5*r^3*x^3-1080*c^4*g^4*r*x ^2-2880*c^4*g^4*x^3-8000*c^4*g^3*p*r*x^2-18176*c^4*g^3*p*x^3-5632*c^4*g^3*q*r*x ^2-18176*c^4*g^3*q*x^3-4824*c^4*g^3*r^2*x^2-17360*c^4*g^3*r*x^3-17010*c^4*g^2*p ^2*r*x^2-34464*c^4*g^2*p^2*x^3-28128*c^4*g^2*p*q*r*x^2-75008*c^4*g^2*p*q*x^3-\ 21696*c^4*g^2*p*r^2*x^2-65048*c^4*g^2*p*r*x^3-8838*c^4*g^2*q^2*r*x^2-34464*c^4* g^2*q^2*x^3-15888*c^4*g^2*q*r^2*x^2-65048*c^4*g^2*q*r*x^3-4656*c^4*g^2*r^3*x^2-\ 11376*c^4*g^2*r^2*x^3-13448*c^4*g*p^3*r*x^2-24800*c^4*g*p^3*x^3-37984*c^4*g*p^2 *q*r*x^2-87968*c^4*g*p^2*q*x^3-26020*c^4*g*p^2*r^2*x^2-66804*c^4*g*p^2*r*x^3-\ 27992*c^4*g*p*q^2*r*x^2-87968*c^4*g*p*q^2*x^3-45360*c^4*g*p*q*r^2*x^2-152432*c^ 4*g*p*q*r*x^3-12152*c^4*g*p*r^3*x^2-22428*c^4*g*p*r^2*x^3-5152*c^4*g*q^3*r*x^2-\ 24800*c^4*g*q^3*x^3-14624*c^4*g*q^2*r^2*x^2-66804*c^4*g*q^2*r*x^3-8776*c^4*g*q* r^3*x^2-22428*c^4*g*q*r^2*x^3-1020*c^4*g*r^4*x^2+4944*c^4*g*r^3*x^3-3474*c^4*p^ 4*r*x^2-5888*c^4*p^4*x^3-14820*c^4*p^3*q*r*x^2-30464*c^4*p^3*q*x^3-8896*c^4*p^3 *r^2*x^2-19308*c^4*p^3*r*x^3-18432*c^4*p^2*q^2*r*x^2-49152*c^4*p^2*q^2*x^3-\ 26924*c^4*p^2*q*r^2*x^2-75948*c^4*p^2*q*r*x^3-6390*c^4*p^2*r^3*x^2-7200*c^4*p^2 *r^2*x^3-8028*c^4*p*q^3*r*x^2-30464*c^4*p*q^3*x^3-20272*c^4*p*q^2*r^2*x^2-75948 *c^4*p*q^2*r*x^3-11232*c^4*p*q*r^3*x^2-20808*c^4*p*q*r^2*x^3-1200*c^4*p*r^4*x^2 +6032*c^4*p*r^3*x^3-942*c^4*q^4*r*x^2-5888*c^4*q^4*x^3-3740*c^4*q^3*r^2*x^2-\ 19308*c^4*q^3*r*x^3-3258*c^4*q^2*r^3*x^2-7200*c^4*q^2*r^2*x^3-720*c^4*q*r^4*x^2 +6032*c^4*q*r^3*x^3+1640*c^4*r^4*x^3-180*c^3*g^5*r*x^2-480*c^3*g^5*x^3-2170*c^3 *g^4*p*r*x^2-4832*c^3*g^4*p*x^3-1454*c^3*g^4*q*r*x^2-4832*c^3*g^4*q*x^3-1278*c^ 3*g^4*r^2*x^2-4740*c^3*g^4*r*x^3-6991*c^3*g^3*p^2*r*x^2-13872*c^3*g^3*p^2*x^3-\ 11472*c^3*g^3*p*q*r*x^2-30592*c^3*g^3*p*q*x^3-8944*c^3*g^3*p*r^2*x^2-26868*c^3* g^3*p*r*x^3-3413*c^3*g^3*q^2*r*x^2-13872*c^3*g^3*q^2*x^3-6248*c^3*g^3*q*r^2*x^2 -26868*c^3*g^3*q*r*x^3-1800*c^3*g^3*r^3*x^2-4200*c^3*g^3*r^2*x^3-8877*c^3*g^2*p ^3*r*x^2-16096*c^3*g^2*p^3*x^3-25457*c^3*g^2*p^2*q*r*x^2-58592*c^3*g^2*p^2*q*x^ 3-17338*c^3*g^2*p^2*r^2*x^2-44406*c^3*g^2*p^2*r*x^3-18487*c^3*g^2*p*q^2*r*x^2-\ 58592*c^3*g^2*p*q^2*x^3-30312*c^3*g^2*p*q*r^2*x^2-103904*c^3*g^2*p*q*r*x^3-8062 *c^3*g^2*p*r^3*x^2-15042*c^3*g^2*p*r^2*x^3-3195*c^3*g^2*q^3*r*x^2-16096*c^3*g^2 *q^3*x^3-9284*c^3*g^2*q^2*r^2*x^2-44406*c^3*g^2*q^2*r*x^3-5618*c^3*g^2*q*r^3*x^ 2-15042*c^3*g^2*q*r^2*x^3-630*c^3*g^2*r^4*x^2+3416*c^3*g^2*r^3*x^3-4745*c^3*g*p ^4*r*x^2-7952*c^3*g*p^4*x^3-20990*c^3*g*p^3*q*r*x^2-42880*c^3*g*p^3*q*x^3-12290 *c^3*g*p^3*r^2*x^2-26688*c^3*g*p^3*r*x^3-26196*c^3*g*p^2*q^2*r*x^2-69856*c^3*g* p^2*q^2*x^3-38350*c^3*g*p^2*q*r^2*x^2-109756*c^3*g*p^2*q*r*x^3-8893*c^3*g*p^2*r ^3*x^2-10572*c^3*g*p^2*r^2*x^3-11170*c^3*g*p*q^3*r*x^2-42880*c^3*g*p*q^3*x^3-\ 28682*c^3*g*p*q^2*r^2*x^2-109756*c^3*g*p*q^2*r*x^3-16032*c^3*g*p*q*r^3*x^2-\ 32016*c^3*g*p*q*r^2*x^3-1664*c^3*g*p*r^4*x^2+8144*c^3*g*p*r^3*x^3-1219*c^3*g*q^ 4*r*x^2-7952*c^3*g*q^4*x^3-5026*c^3*g*q^3*r^2*x^2-26688*c^3*g*q^3*r*x^3-4523*c^ 3*g*q^2*r^3*x^2-10572*c^3*g*q^2*r^2*x^3-1036*c^3*g*q*r^4*x^2+8144*c^3*g*q*r^3*x ^3+2240*c^3*g*r^4*x^3-885*c^3*p^5*r*x^2-1376*c^3*p^5*x^3-5703*c^3*p^4*q*r*x^2-\ 10464*c^3*p^4*q*x^3-2816*c^3*p^4*r^2*x^2-4938*c^3*p^4*r*x^3-10602*c^3*p^3*q^2*r *x^2-24512*c^3*p^3*q^2*x^3-13916*c^3*p^3*q*r^2*x^2-33108*c^3*p^3*q*r*x^3-2745*c ^3*p^3*r^3*x^2-882*c^3*p^3*r^2*x^3-7782*c^3*p^2*q^3*r*x^2-24512*c^3*p^2*q^3*x^3 -17874*c^3*p^2*q^2*r^2*x^2-56340*c^3*p^2*q^2*r*x^3-9153*c^3*p^2*q*r^3*x^2-11358 *c^3*p^2*q*r^2*x^3-846*c^3*p^2*r^4*x^2+4780*c^3*p^2*r^3*x^3-2145*c^3*p*q^4*r*x^ 2-10464*c^3*p*q^4*x^3-7576*c^3*p*q^3*r^2*x^2-33108*c^3*p*q^3*r*x^3-6255*c^3*p*q ^2*r^3*x^2-11358*c^3*p*q^2*r^2*x^3-1380*c^3*p*q*r^4*x^2+9424*c^3*p*q*r^3*x^3-20 *c^3*p*r^5*x^2+2090*c^3*p*r^4*x^3-147*c^3*q^5*r*x^2-1376*c^3*q^5*x^3-802*c^3*q^ 4*r^2*x^2-4938*c^3*q^4*r*x^3-855*c^3*q^3*r^3*x^2-882*c^3*q^3*r^2*x^3-204*c^3*q^ 2*r^4*x^2+4780*c^3*q^2*r^3*x^3+20*c^3*q*r^5*x^2+2090*c^3*q*r^4*x^3-12*c^2*g^6*r *x^2-32*c^2*g^6*x^3-298*c^2*g^5*p*r*x^2-640*c^2*g^5*p*x^3-182*c^2*g^5*q*r*x^2-\ 640*c^2*g^5*q*x^3-171*c^2*g^5*r^2*x^2-666*c^2*g^5*r*x^3-1479*c^2*g^4*p^2*r*x^2-\ 2832*c^2*g^4*p^2*x^3-2376*c^2*g^4*p*q*r*x^2-6336*c^2*g^4*p*q*x^3-1912*c^2*g^4*p *r^2*x^2-5720*c^2*g^4*p*r*x^3-645*c^2*g^4*q^2*r*x^2-2832*c^2*g^4*q^2*x^3-1220*c ^2*g^4*q*r^2*x^2-5720*c^2*g^4*q*r*x^3-336*c^2*g^4*r^3*x^2-636*c^2*g^4*r^2*x^3-\ 2757*c^2*g^3*p^3*r*x^2-4856*c^2*g^3*p^3*x^3-8023*c^2*g^3*p^2*q*r*x^2-18280*c^2* g^3*p^2*q*x^3-5467*c^2*g^3*p^2*r^2*x^2-13803*c^2*g^3*p^2*r*x^3-5687*c^2*g^3*p*q ^2*r*x^2-18280*c^2*g^3*p*q^2*x^3-9540*c^2*g^3*p*q*r^2*x^2-33628*c^2*g^3*p*q*r*x ^3-2516*c^2*g^3*p*r^3*x^2-4509*c^2*g^3*p*r^2*x^3-885*c^2*g^3*q^3*r*x^2-4856*c^2 *g^3*q^3*x^3-2660*c^2*g^3*q^2*r^2*x^2-13803*c^2*g^3*q^2*r*x^3-1612*c^2*g^3*q*r^ 3*x^2-4509*c^2*g^3*q*r^2*x^3-165*c^2*g^3*r^4*x^2+1228*c^2*g^3*r^3*x^3-2306*c^2* g^2*p^4*r*x^2-3784*c^2*g^2*p^4*x^3-10674*c^2*g^2*p^3*q*r*x^2-21584*c^2*g^2*p^3* q*x^3-6069*c^2*g^2*p^3*r^2*x^2-12993*c^2*g^2*p^3*r*x^3-13350*c^2*g^2*p^2*q^2*r* x^2-35600*c^2*g^2*p^2*q^2*x^3-19680*c^2*g^2*p^2*q*r^2*x^2-57245*c^2*g^2*p^2*q*r *x^3-4431*c^2*g^2*p^2*r^3*x^2-5256*c^2*g^2*p^2*r^2*x^3-5514*c^2*g^2*p*q^3*r*x^2 -21584*c^2*g^2*p*q^3*x^3-14511*c^2*g^2*p*q^2*r^2*x^2-57245*c^2*g^2*p*q^2*r*x^3-\ 8208*c^2*g^2*p*q*r^3*x^2-17658*c^2*g^2*p*q*r^2*x^3-820*c^2*g^2*p*r^4*x^2+4048*c ^2*g^2*p*r^3*x^3-532*c^2*g^2*q^4*r*x^2-3784*c^2*g^2*q^4*x^3-2310*c^2*g^2*q^3*r^ 2*x^2-12993*c^2*g^2*q^3*r*x^3-2145*c^2*g^2*q^2*r^3*x^2-5256*c^2*g^2*q^2*r^2*x^3 -500*c^2*g^2*q*r^4*x^2+4048*c^2*g^2*q*r^3*x^3+1050*c^2*g^2*r^4*x^3-859*c^2*g*p^ 5*r*x^2-1320*c^2*g*p^5*x^3-6051*c^2*g*p^4*q*r*x^2-11016*c^2*g*p^4*q*x^3-2777*c^ 2*g*p^4*r^2*x^2-4775*c^2*g*p^4*r*x^3-11474*c^2*g*p^3*q^2*r*x^2-26448*c^2*g*p^3* q^2*x^3-14940*c^2*g*p^3*q*r^2*x^2-36122*c^2*g*p^3*q*r*x^3-2735*c^2*g*p^3*r^3*x^ 2-777*c^2*g*p^3*r^2*x^3-8362*c^2*g*p^2*q^3*r*x^2-26448*c^2*g*p^2*q^3*x^3-19467* c^2*g*p^2*q^2*r^2*x^2-62694*c^2*g*p^2*q^2*r*x^3-9949*c^2*g*p^2*q*r^3*x^2-13905* c^2*g*p^2*q*r^2*x^3-835*c^2*g*p^2*r^4*x^2+4942*c^2*g*p^2*r^3*x^3-2211*c^2*g*p*q ^4*r*x^2-11016*c^2*g*p*q^4*x^3-8082*c^2*g*p*q^3*r^2*x^2-36122*c^2*g*p*q^3*r*x^3 -6863*c^2*g*p*q^2*r^3*x^2-13905*c^2*g*p*q^2*r^2*x^3-1530*c^2*g*p*q*r^4*x^2+9600 *c^2*g*p*q*r^3*x^3-10*c^2*g*p*r^5*x^2+2205*c^2*g*p*r^4*x^3-131*c^2*g*q^5*r*x^2-\ 1320*c^2*g*q^5*x^3-778*c^2*g*q^4*r^2*x^2-4775*c^2*g*q^4*r*x^3-901*c^2*g*q^3*r^3 *x^2-777*c^2*g*q^3*r^2*x^3-260*c^2*g*q^2*r^4*x^2+4942*c^2*g*q^2*r^3*x^3+10*c^2* g*q*r^5*x^2+2205*c^2*g*q*r^4*x^3-117*c^2*p^6*r*x^2-168*c^2*p^6*x^3-1224*c^2*p^5 *q*r*x^2-2016*c^2*p^5*q*x^3-442*c^2*p^5*r^2*x^2-531*c^2*p^5*r*x^3-3231*c^2*p^4* q^2*r*x^2-6552*c^2*p^4*q^2*x^3-3753*c^2*p^4*q*r^2*x^2-7353*c^2*p^4*q*r*x^3-546* c^2*p^4*r^3*x^2+486*c^2*p^4*r^2*x^3-3528*c^2*p^3*q^3*r*x^2-9408*c^2*p^3*q^3*x^3 -7388*c^2*p^3*q^2*r^2*x^2-19404*c^2*p^3*q^2*r*x^3-3450*c^2*p^3*q*r^3*x^2-2106*c ^2*p^3*q*r^2*x^3-246*c^2*p^3*r^4*x^2+1722*c^2*p^3*r^3*x^3-1683*c^2*p^2*q^4*r*x^ 2-6552*c^2*p^2*q^4*x^3-5356*c^2*p^2*q^3*r^2*x^2-19404*c^2*p^2*q^3*r*x^3-4212*c^ 2*p^2*q^2*r^3*x^2-5184*c^2*p^2*q^2*r^2*x^3-945*c^2*p^2*q*r^4*x^2+5442*c^2*p^2*q *r^3*x^3-25*c^2*p^2*r^5*x^2+855*c^2*p^2*r^4*x^3-288*c^2*p*q^5*r*x^2-2016*c^2*p* q^5*x^3-1350*c^2*p*q^4*r^2*x^2-7353*c^2*p*q^4*r*x^3-1374*c^2*p*q^3*r^3*x^2-2106 *c^2*p*q^3*r^2*x^3-360*c^2*p*q^2*r^4*x^2+5442*c^2*p*q^2*r^3*x^3+2250*c^2*p*q*r^ 4*x^3-9*c^2*q^6*r*x^2-168*c^2*q^6*x^3-71*c^2*q^5*r^2*x^2-531*c^2*q^5*r*x^3-66*c ^2*q^4*r^3*x^2+486*c^2*q^4*r^2*x^3+21*c^2*q^3*r^4*x^2+1722*c^2*q^3*r^3*x^3+25*c ^2*q^2*r^5*x^2+855*c^2*q^2*r^4*x^3-16*c*g^6*p*r*x^2-32*c*g^6*p*x^3-8*c*g^6*q*r* x^2-32*c*g^6*q*x^3-9*c*g^6*r^2*x^2-38*c*g^6*r*x^3-147*c*g^5*p^2*r*x^2-264*c*g^5 *p^2*x^3-222*c*g^5*p*q*r*x^2-592*c*g^5*p*q*x^3-195*c*g^5*p*r^2*x^2-571*c*g^5*p* r*x^3-51*c*g^5*q^2*r*x^2-264*c*g^5*q^2*x^3-102*c*g^5*q*r^2*x^2-571*c*g^5*q*r*x^ 3-24*c*g^5*r^3*x^2-397*c*g^4*p^3*r*x^2-664*c*g^4*p^3*x^3-1161*c*g^4*p^2*q*r*x^2 -2600*c*g^4*p^2*q*x^3-806*c*g^4*p^2*r^2*x^2-1953*c*g^4*p^2*r*x^3-789*c*g^4*p*q^ 2*r*x^2-2600*c*g^4*p*q^2*x^3-1386*c*g^4*p*q*r^2*x^2-5096*c*g^4*p*q*r*x^3-363*c* g^4*p*r^3*x^2-549*c*g^4*p*r^2*x^3-101*c*g^4*q^3*r*x^2-664*c*g^4*q^3*x^3-319*c*g ^4*q^2*r^2*x^2-1953*c*g^4*q^2*r*x^3-189*c*g^4*q*r^3*x^2-549*c*g^4*q*r^2*x^3-15* c*g^4*r^4*x^2+228*c*g^4*r^3*x^3-467*c*g^3*p^4*r*x^2-736*c*g^3*p^4*x^3-2282*c*g^ 3*p^3*q*r*x^2-4536*c*g^3*p^3*q*x^3-1256*c*g^3*p^3*r^2*x^2-2562*c*g^3*p^3*r*x^3-\ 2850*c*g^3*p^2*q^2*r*x^2-7600*c*g^3*p^2*q^2*x^3-4272*c*g^3*p^2*q*r^2*x^2-12655* c*g^3*p^2*q*r*x^3-927*c*g^3*p^2*r^3*x^2-963*c*g^3*p^2*r^2*x^3-1120*c*g^3*p*q^3* r*x^2-4536*c*g^3*p*q^3*x^3-3063*c*g^3*p*q^2*r^2*x^2-12655*c*g^3*p*q^2*r*x^3-\ 1764*c*g^3*p*q*r^3*x^2-4086*c*g^3*p*q*r^2*x^3-168*c*g^3*p*r^4*x^2+890*c*g^3*p*r ^3*x^3-85*c*g^3*q^4*r*x^2-736*c*g^3*q^4*x^3-400*c*g^3*q^3*r^2*x^2-2562*c*g^3*q^ 3*r*x^3-381*c*g^3*q^2*r^3*x^2-963*c*g^3*q^2*r^2*x^3-87*c*g^3*q*r^4*x^2+890*c*g^ 3*q*r^3*x^3+190*c*g^3*r^4*x^3-257*c*g^2*p^5*r*x^2-384*c*g^2*p^5*x^3-2049*c*g^2* p^4*q*r*x^2-3680*c*g^2*p^4*q*x^3-849*c*g^2*p^4*r^2*x^2-1360*c*g^2*p^4*r*x^3-\ 3976*c*g^2*p^3*q^2*r*x^2-9120*c*g^2*p^3*q^2*x^3-5143*c*g^2*p^3*q*r^2*x^2-12616* c*g^2*p^3*q*r*x^3-847*c*g^2*p^3*r^3*x^2-63*c*g^2*p^3*r^2*x^3-2864*c*g^2*p^2*q^3 *r*x^2-9120*c*g^2*p^2*q^3*x^3-6804*c*g^2*p^2*q^2*r^2*x^2-22512*c*g^2*p^2*q^2*r* x^3-3476*c*g^2*p^2*q*r^3*x^2-5418*c*g^2*p^2*q*r^2*x^3-256*c*g^2*p^2*r^4*x^2+ 1670*c*g^2*p^2*r^3*x^3-711*c*g^2*p*q^4*r*x^2-3680*c*g^2*p*q^4*x^3-2723*c*g^2*p* q^3*r^2*x^2-12616*c*g^2*p*q^3*r*x^3-2392*c*g^2*p*q^2*r^3*x^2-5418*c*g^2*p*q^2*r ^2*x^3-540*c*g^2*p*q*r^4*x^2+3120*c*g^2*p*q*r^3*x^3+720*c*g^2*p*r^4*x^3-31*c*g^ 2*q^5*r*x^2-384*c*g^2*q^5*x^3-213*c*g^2*q^4*r^2*x^2-1360*c*g^2*q^4*r*x^3-269*c* g^2*q^3*r^3*x^2-63*c*g^2*q^3*r^2*x^3-89*c*g^2*q^2*r^4*x^2+1670*c*g^2*q^2*r^3*x^ 3+720*c*g^2*q*r^4*x^3-62*c*g*p^6*r*x^2-88*c*g*p^6*x^3-849*c*g*p^5*q*r*x^2-1384* c*g*p^5*q*x^3-239*c*g*p^5*r^2*x^2-219*c*g*p^5*r*x^3-2352*c*g*p^4*q^2*r*x^2-4744 *c*g*p^4*q^2*x^3-2649*c*g*p^4*q*r^2*x^2-5260*c*g*p^4*q*r*x^3-298*c*g*p^4*r^3*x^ 2+495*c*g*p^4*r^2*x^3-2586*c*g*p^3*q^3*r*x^2-6896*c*g*p^3*q^3*x^3-5452*c*g*p^3* q^2*r^2*x^2-14685*c*g*p^3*q^2*r*x^3-2485*c*g*p^3*q*r^3*x^2-1845*c*g*p^3*q*r^2*x ^3-131*c*g*p^3*r^4*x^2+1214*c*g*p^3*r^3*x^3-1206*c*g*p^2*q^4*r*x^2-4744*c*g*p^2 *q^4*x^3-3953*c*g*p^2*q^3*r^2*x^2-14685*c*g*p^2*q^3*r*x^3-3168*c*g*p^2*q^2*r^3* x^2-4680*c*g*p^2*q^2*r^2*x^3-697*c*g*p^2*q*r^4*x^2+3768*c*g*p^2*q*r^3*x^3-10*c* g*p^2*r^5*x^2+585*c*g*p^2*r^4*x^3-189*c*g*p*q^5*r*x^2-1384*c*g*p*q^5*x^3-951*c* g*p*q^4*r^2*x^2-5260*c*g*p*q^4*r*x^3-1031*c*g*p*q^3*r^3*x^2-1845*c*g*p*q^3*r^2* x^3-293*c*g*p*q^2*r^4*x^2+3768*c*g*p*q^2*r^3*x^3+1680*c*g*p*q*r^4*x^3-4*c*g*q^6 *r*x^2-88*c*g*q^6*x^3-40*c*g*q^5*r^2*x^2-219*c*g*q^5*r*x^3-50*c*g*q^4*r^3*x^2+ 495*c*g*q^4*r^2*x^3-4*c*g*q^3*r^4*x^2+1214*c*g*q^3*r^3*x^3+10*c*g*q^2*r^5*x^2+ 585*c*g*q^2*r^4*x^3-6*c*p^7*r*x^2-8*c*p^7*x^3-135*c*p^6*q*r*x^2-200*c*p^6*q*x^3 -26*c*p^6*r^2*x^2-c*p^6*r*x^3-495*c*p^5*q^2*r*x^2-888*c*p^5*q^2*x^3-499*c*p^5*q *r^2*x^2-774*c*p^5*q*r*x^3-39*c*p^5*r^3*x^2+144*c*p^5*r^2*x^3-750*c*p^4*q^3*r*x ^2-1720*c*p^4*q^3*x^3-1433*c*p^4*q^2*r^2*x^2-3087*c*p^4*q^2*r*x^3-600*c*p^4*q*r ^3*x^2-24*c*p^4*r^4*x^2+262*c*p^4*r^3*x^3-540*c*p^3*q^4*r*x^2-1720*c*p^3*q^4*x^ 3-1566*c*p^3*q^3*r^2*x^2-4628*c*p^3*q^3*r*x^3-1173*c*p^3*q^2*r^3*x^2-720*c*p^3* q^2*r^2*x^3-261*c*p^3*q*r^4*x^2+1312*c*p^3*q*r^3*x^3-5*c*p^3*r^5*x^2+125*c*p^3* r^4*x^3-171*c*p^2*q^5*r*x^2-888*c*p^2*q^5*x^3-700*c*p^2*q^4*r^2*x^2-3087*c*p^2* q^4*r*x^3-699*c*p^2*q^3*r^3*x^2-720*c*p^2*q^3*r^2*x^3-225*c*p^2*q^2*r^4*x^2+ 2100*c*p^2*q^2*r^3*x^3-25*c*p^2*q*r^5*x^2+705*c*p^2*q*r^4*x^3-15*c*p*q^6*r*x^2-\ 200*c*p*q^6*x^3-95*c*p*q^5*r^2*x^2-774*c*p*q^5*r*x^3-84*c*p*q^4*r^3*x^2+21*c*p* q^3*r^4*x^2+1312*c*p*q^3*r^3*x^3+25*c*p*q^2*r^5*x^2+705*c*p*q^2*r^4*x^3-8*c*q^7 *x^3-c*q^6*r^2*x^2-c*q^6*r*x^3+3*c*q^5*r^3*x^2+144*c*q^5*r^2*x^3+9*c*q^4*r^4*x^ 2+262*c*q^4*r^3*x^3+5*c*q^3*r^5*x^2+125*c*q^3*r^4*x^3-5*g^6*p^2*r*x^2-8*g^6*p^2 *x^3-6*g^6*p*q*r*x^2-16*g^6*p*q*x^3-7*g^6*p*r^2*x^2-19*g^6*p*r*x^3-g^6*q^2*r*x^ 2-8*g^6*q^2*x^3-2*g^6*q*r^2*x^2-19*g^6*q*r*x^3+6*g^6*r^2*x^3-21*g^5*p^3*r*x^2-\ 32*g^5*p^3*x^3-59*g^5*p^2*q*r*x^2-128*g^5*p^2*q*x^3-44*g^5*p^2*r^2*x^2-96*g^5*p ^2*r*x^3-37*g^5*p*q^2*r*x^2-128*g^5*p*q^2*x^3-72*g^5*p*q*r^2*x^2-284*g^5*p*q*r* x^3-19*g^5*p*r^3*x^2-15*g^5*p*r^2*x^3-3*g^5*q^3*r*x^2-32*g^5*q^3*x^3-10*g^5*q^2 *r^2*x^2-96*g^5*q^2*r*x^3-5*g^5*q*r^3*x^2-15*g^5*q*r^2*x^3+16*g^5*r^3*x^3-33*g^ 4*p^4*r*x^2-48*g^4*p^4*x^3-170*g^4*p^3*q*r*x^2-328*g^4*p^3*q*x^3-91*g^4*p^3*r^2 *x^2-162*g^4*p^3*r*x^3-210*g^4*p^2*q^2*r*x^2-560*g^4*p^2*q^2*x^3-327*g^4*p^2*q* r^2*x^2-989*g^4*p^2*q*r*x^3-68*g^4*p^2*r^3*x^2-39*g^4*p^2*r^2*x^3-76*g^4*p*q^3* r*x^2-328*g^4*p*q^3*x^3-222*g^4*p*q^2*r^2*x^2-989*g^4*p*q^2*r*x^3-132*g^4*p*q*r ^3*x^2-330*g^4*p*q*r^2*x^3-12*g^4*p*r^4*x^2+74*g^4*p*r^3*x^3-3*g^4*q^4*r*x^2-48 *g^4*q^4*x^3-17*g^4*q^3*r^2*x^2-162*g^4*q^3*r*x^3-16*g^4*q^2*r^3*x^2-39*g^4*q^2 *r^2*x^3-3*g^4*q*r^4*x^2+74*g^4*q*r^3*x^3+10*g^4*r^4*x^3-23*g^3*p^5*r*x^2-32*g^ 3*p^5*x^3-219*g^3*p^4*q*r*x^2-384*g^3*p^4*q*x^3-78*g^3*p^4*r^2*x^2-98*g^3*p^4*r *x^3-436*g^3*p^3*q^2*r*x^2-992*g^3*p^3*q^2*x^3-563*g^3*p^3*q*r^2*x^2-1394*g^3*p ^3*q*r*x^3-79*g^3*p^3*r^3*x^2+48*g^3*p^3*r^2*x^3-308*g^3*p^2*q^3*r*x^2-992*g^3* p^2*q^3*x^3-756*g^3*p^2*q^2*r^2*x^2-2592*g^3*p^2*q^2*r*x^3-388*g^3*p^2*q*r^3*x^ 2-666*g^3*p^2*q*r^2*x^3-24*g^3*p^2*r^4*x^2+188*g^3*p^2*r^3*x^3-69*g^3*p*q^4*r*x ^2-384*g^3*p*q^4*x^3-283*g^3*p*q^3*r^2*x^2-1394*g^3*p*q^3*r*x^3-260*g^3*p*q^2*r ^3*x^2-666*g^3*p*q^2*r^2*x^3-60*g^3*p*q*r^4*x^2+320*g^3*p*q*r^3*x^3+70*g^3*p*r^ 4*x^3-g^3*q^5*r*x^2-32*g^3*q^5*x^3-12*g^3*q^4*r^2*x^2-98*g^3*q^4*r*x^3-17*g^3*q ^3*r^3*x^2+48*g^3*q^3*r^2*x^3-6*g^3*q^2*r^4*x^2+188*g^3*q^2*r^3*x^3+70*g^3*q*r^ 4*x^3-6*g^2*p^6*r*x^2-8*g^2*p^6*x^3-140*g^2*p^5*q*r*x^2-224*g^2*p^5*q*x^3-24*g^ 2*p^5*r^2*x^2+3*g^2*p^5*r*x^3-412*g^2*p^4*q^2*r*x^2-824*g^2*p^4*q^2*x^3-447*g^2 *p^4*q*r^2*x^2-893*g^2*p^4*q*r*x^3-30*g^2*p^4*r^3*x^2+132*g^2*p^4*r^2*x^3-456*g ^2*p^3*q^3*r*x^2-1216*g^2*p^3*q^3*x^3-972*g^2*p^3*q^2*r^2*x^2-2694*g^2*p^3*q^2* r*x^3-430*g^2*p^3*q*r^3*x^2-372*g^2*p^3*q*r^2*x^3-12*g^2*p^3*r^4*x^2+210*g^2*p^ 3*r^3*x^3-206*g^2*p^2*q^4*r*x^2-824*g^2*p^2*q^4*x^3-702*g^2*p^2*q^3*r^2*x^2-\ 2694*g^2*p^2*q^3*r*x^3-576*g^2*p^2*q^2*r^3*x^2-1008*g^2*p^2*q^2*r^2*x^3-124*g^2 *p^2*q*r^4*x^2+624*g^2*p^2*q*r^3*x^3+90*g^2*p^2*r^4*x^3-28*g^2*p*q^5*r*x^2-224* g^2*p*q^5*x^3-156*g^2*p*q^4*r^2*x^2-893*g^2*p*q^4*r*x^3-182*g^2*p*q^3*r^3*x^2-\ 372*g^2*p*q^3*r^2*x^3-56*g^2*p*q^2*r^4*x^2+624*g^2*p*q^2*r^3*x^3+300*g^2*p*q*r^ 4*x^3-8*g^2*q^6*x^3-3*g^2*q^5*r^2*x^2+3*g^2*q^5*r*x^3-6*g^2*q^4*r^3*x^2+132*g^2 *q^4*r^2*x^3-3*g^2*q^3*r^4*x^2+210*g^2*q^3*r^3*x^3+90*g^2*q^2*r^4*x^3-44*g*p^6* q*r*x^2-64*g*p^6*q*x^3+18*g*p^6*r*x^3-180*g*p^5*q^2*r*x^2-320*g*p^5*q^2*x^3-167 *g*p^5*q*r^2*x^2-254*g*p^5*q*r*x^3+75*g*p^5*r^2*x^3-280*g*p^4*q^3*r*x^2-640*g*p ^4*q^3*x^3-532*g*p^4*q^2*r^2*x^2-1178*g*p^4*q^2*r*x^3-208*g*p^4*q*r^3*x^2-3*g*p ^4*q*r^2*x^3+92*g*p^4*r^3*x^3-200*g*p^3*q^4*r*x^2-640*g*p^3*q^4*x^3-594*g*p^3*q ^3*r^2*x^2-1812*g*p^3*q^3*r*x^3-448*g*p^3*q^2*r^3*x^2-384*g*p^3*q^2*r^2*x^3-95* g*p^3*q*r^4*x^2+464*g*p^3*q*r^3*x^3+35*g*p^3*r^4*x^3-60*g*p^2*q^5*r*x^2-320*g*p ^2*q^5*x^3-260*g*p^2*q^4*r^2*x^2-1178*g*p^2*q^4*r*x^3-272*g*p^2*q^3*r^3*x^2-384 *g*p^2*q^3*r^2*x^3-90*g*p^2*q^2*r^4*x^2+744*g*p^2*q^2*r^3*x^3-10*g*p^2*q*r^5*x^ 2+270*g*p^2*q*r^4*x^3-4*g*p*q^6*r*x^2-64*g*p*q^6*x^3-31*g*p*q^5*r^2*x^2-254*g*p *q^5*r*x^3-32*g*p*q^4*r^3*x^2-3*g*p*q^4*r^2*x^3+5*g*p*q^3*r^4*x^2+464*g*p*q^3*r ^3*x^3+10*g*p*q^2*r^5*x^2+270*g*p*q^2*r^4*x^3+18*g*q^6*r*x^3+75*g*q^5*r^2*x^3+ 92*g*q^4*r^3*x^3+35*g*q^3*r^4*x^3-6*p^7*q*r*x^2-8*p^7*q*x^3+2*p^7*r*x^3-30*p^6* q^2*r*x^2-48*p^6*q^2*x^3-26*p^6*q*r^2*x^2-31*p^6*q*r*x^3+9*p^6*r^2*x^3-60*p^5*q ^3*r*x^2-120*p^5*q^3*x^3-105*p^5*q^2*r^2*x^2-183*p^5*q^2*r*x^3-39*p^5*q*r^3*x^2 +18*p^5*q*r^2*x^3+12*p^5*r^3*x^3-60*p^4*q^4*r*x^2-160*p^4*q^4*x^3-160*p^4*q^3*r ^2*x^2-380*p^4*q^3*r*x^3-114*p^4*q^2*r^3*x^2-9*p^4*q^2*r^2*x^3-24*p^4*q*r^4*x^2 +106*p^4*q*r^3*x^3+5*p^4*r^4*x^3-30*p^3*q^5*r*x^2-120*p^3*q^5*x^3-110*p^3*q^4*r ^2*x^2-380*p^3*q^4*r*x^3-108*p^3*q^3*r^3*x^2-36*p^3*q^3*r^2*x^3-39*p^3*q^2*r^4* x^2+258*p^3*q^2*r^3*x^3-5*p^3*q*r^5*x^2+65*p^3*q*r^4*x^3-6*p^2*q^6*r*x^2-48*p^2 *q^6*x^3-30*p^2*q^5*r^2*x^2-183*p^2*q^5*r*x^3-30*p^2*q^4*r^3*x^2-9*p^2*q^4*r^2* x^3-6*p^2*q^3*r^4*x^2+258*p^2*q^3*r^3*x^3+120*p^2*q^2*r^4*x^3-8*p*q^7*x^3-p*q^6 *r^2*x^2-31*p*q^6*r*x^3+3*p*q^5*r^3*x^2+18*p*q^5*r^2*x^3+9*p*q^4*r^4*x^2+106*p* q^4*r^3*x^3+5*p*q^3*r^5*x^2+65*p*q^3*r^4*x^3+2*q^7*r*x^3+9*q^6*r^2*x^3+12*q^5*r ^3*x^3+5*q^4*r^4*x^3+128*a^6*b*c*r*x+576*a^6*b*c*x^2+96*a^6*b*p*r*x+384*a^6*b*p *x^2+64*a^6*b*q*r*x+288*a^6*b*q*x^2+112*a^6*b*r^2*x+912*a^6*b*r*x^2+704*a^6*b*x ^3+256*a^6*c^2*r*x+1152*a^6*c^2*x^2+64*a^6*c*g*r*x+288*a^6*c*g*x^2+192*a^6*c*p* r*x+768*a^6*c*p*x^2+256*a^6*c*q*r*x+1152*a^6*c*q*x^2+224*a^6*c*r^2*x+1664*a^6*c *r*x^2+1152*a^6*c*x^3+48*a^6*g*p*r*x+192*a^6*g*p*x^2+32*a^6*g*q*r*x+144*a^6*g*q *x^2+56*a^6*g*r^2*x+456*a^6*g*r*x^2+352*a^6*g*x^3+96*a^6*p*q*r*x+384*a^6*p*q*x^ 2-96*a^6*p*r*x^2-128*a^6*p*x^3+64*a^6*q^2*r*x+288*a^6*q^2*x^2+112*a^6*q*r^2*x+ 832*a^6*q*r*x^2+576*a^6*q*x^3-128*a^6*r^2*x^2-368*a^6*r*x^3+448*a^5*b^2*c*r*x+ 2496*a^5*b^2*c*x^2+320*a^5*b^2*p*r*x+1632*a^5*b^2*p*x^2+192*a^5*b^2*q*r*x+1152* a^5*b^2*q*x^2+368*a^5*b^2*r^2*x+3840*a^5*b^2*r*x^2+3520*a^5*b^2*x^3+1856*a^5*b* c^2*r*x+9408*a^5*b*c^2*x^2+640*a^5*b*c*g*r*x+3168*a^5*b*c*g*x^2+1888*a^5*b*c*p* r*x+8544*a^5*b*c*p*x^2+1536*a^5*b*c*q*r*x+8352*a^5*b*c*q*x^2+1888*a^5*b*c*r^2*x +15328*a^5*b*c*r*x^2+11584*a^5*b*c*x^3+464*a^5*b*g*p*r*x+2064*a^5*b*g*p*x^2+288 *a^5*b*g*q*r*x+1488*a^5*b*g*q*x^2+544*a^5*b*g*r^2*x+4936*a^5*b*g*r*x^2+4224*a^5 *b*g*x^3+384*a^5*b*p^2*r*x+1536*a^5*b*p^2*x^2+768*a^5*b*p*q*r*x+3744*a^5*b*p*q* x^2+648*a^5*b*p*r^2*x+4016*a^5*b*p*r*x^2+2272*a^5*b*p*x^3+304*a^5*b*q^2*r*x+ 1824*a^5*b*q^2*x^2+736*a^5*b*q*r^2*x+6408*a^5*b*q*r*x^2+5088*a^5*b*q*x^3+232*a^ 5*b*r^3*x+1144*a^5*b*r^2*x^2-544*a^5*b*r*x^3+1920*a^5*c^3*r*x+9216*a^5*c^3*x^2+ 1312*a^5*c^2*g*r*x+6240*a^5*c^2*g*x^2+2432*a^5*c^2*p*r*x+10560*a^5*c^2*p*x^2+ 2368*a^5*c^2*q*r*x+11904*a^5*c^2*q*x^2+2240*a^5*c^2*r^2*x+15856*a^5*c^2*r*x^2+ 10304*a^5*c^2*x^3+208*a^5*c*g^2*r*x+960*a^5*c*g^2*x^2+1200*a^5*c*g*p*r*x+5136*a ^5*c*g*p*x^2+1152*a^5*c*g*q*r*x+5712*a^5*c*g*q*x^2+1264*a^5*c*g*r^2*x+9880*a^5* c*g*r*x^2+7296*a^5*c*g*x^3+720*a^5*c*p^2*r*x+2880*a^5*c*p^2*x^2+2112*a^5*c*p*q* r*x+9504*a^5*c*p*q*x^2+1208*a^5*c*p*r^2*x+6944*a^5*c*p*r*x^2+3424*a^5*c*p*x^3+ 928*a^5*c*q^2*r*x+4992*a^5*c*q^2*x^2+1856*a^5*c*q*r^2*x+13320*a^5*c*q*r*x^2+ 8800*a^5*c*q*x^3+424*a^5*c*r^3*x+1848*a^5*c*r^2*x^2-976*a^5*c*r*x^3+152*a^5*g^2 *p*r*x+624*a^5*g^2*p*x^2+96*a^5*g^2*q*r*x+456*a^5*g^2*q*x^2+180*a^5*g^2*r^2*x+ 1508*a^5*g^2*r*x^2+1232*a^5*g^2*x^3+168*a^5*g*p^2*r*x+672*a^5*g*p^2*x^2+512*a^5 *g*p*q*r*x+2304*a^5*g*p*q*x^2+280*a^5*g*p*r^2*x+1640*a^5*g*p*r*x^2+832*a^5*g*p* x^3+248*a^5*g*q^2*r*x+1296*a^5*g*q^2*x^2+528*a^5*g*q*r^2*x+4312*a^5*g*q*r*x^2+ 3296*a^5*g*q*x^3+96*a^5*g*r^3*x+344*a^5*g*r^2*x^2-640*a^5*g*r*x^3+384*a^5*p^2*q *r*x+1536*a^5*p^2*q*x^2-384*a^5*p^2*r*x^2-512*a^5*p^2*x^3+448*a^5*p*q^2*r*x+ 2112*a^5*p*q^2*x^2+648*a^5*p*q*r^2*x+3856*a^5*p*q*r*x^2+2016*a^5*p*q*x^3-720*a^ 5*p*r^2*x^2-1784*a^5*p*r*x^3+112*a^5*q^3*r*x+672*a^5*q^3*x^2+368*a^5*q^2*r^2*x+ 2696*a^5*q^2*r*x^2+1824*a^5*q^2*x^3+232*a^5*q*r^3*x+1168*a^5*q*r^2*x^2-120*a^5* q*r*x^3-264*a^5*r^3*x^2-720*a^5*r^2*x^3+576*a^4*b^3*c*r*x+4224*a^4*b^3*c*x^2+ 384*a^4*b^3*p*r*x+2688*a^4*b^3*p*x^2+192*a^4*b^3*q*r*x+1728*a^4*b^3*q*x^2+432*a ^4*b^3*r^2*x+6240*a^4*b^3*r*x^2+7040*a^4*b^3*x^3+3904*a^4*b^2*c^2*r*x+24576*a^4 *b^2*c^2*x^2+1440*a^4*b^2*c*g*r*x+8928*a^4*b^2*c*g*x^2+4288*a^4*b^2*c*p*r*x+ 24576*a^4*b^2*c*p*x^2+2688*a^4*b^2*c*q*r*x+19584*a^4*b^2*c*q*x^2+3872*a^4*b^2*c *r^2*x+40400*a^4*b^2*c*r*x^2+35968*a^4*b^2*c*x^3+992*a^4*b^2*g*p*r*x+5712*a^4*b ^2*g*p*x^2+544*a^4*b^2*g*q*r*x+3840*a^4*b^2*g*q*x^2+1144*a^4*b^2*g*r^2*x+13472* a^4*b^2*g*r*x^2+13728*a^4*b^2*g*x^3+1088*a^4*b^2*p^2*r*x+5568*a^4*b^2*p^2*x^2+ 1504*a^4*b^2*p*q*r*x+9792*a^4*b^2*p*q*x^2+1728*a^4*b^2*p*r^2*x+14976*a^4*b^2*p* r*x^2+10944*a^4*b^2*p*x^3+416*a^4*b^2*q^2*r*x+3744*a^4*b^2*q^2*x^2+1280*a^4*b^2 *q*r^2*x+15088*a^4*b^2*q*r*x^2+14464*a^4*b^2*q*x^3+544*a^4*b^2*r^3*x+4544*a^4*b ^2*r^2*x^2+1136*a^4*b^2*r*x^3+8576*a^4*b*c^3*r*x+48000*a^4*b*c^3*x^2+6272*a^4*b *c^2*g*r*x+34560*a^4*b*c^2*g*x^2+12544*a^4*b*c^2*p*r*x+63360*a^4*b*c^2*p*x^2+ 9152*a^4*b*c^2*q*r*x+57216*a^4*b*c^2*q*x^2+10480*a^4*b*c^2*r^2*x+86016*a^4*b*c^ 2*r*x^2+62208*a^4*b*c^2*x^3+1104*a^4*b*c*g^2*r*x+5904*a^4*b*c*g^2*x^2+6656*a^4* b*c*g*p*r*x+33072*a^4*b*c*g*p*x^2+4704*a^4*b*c*g*q*r*x+28896*a^4*b*c*g*q*x^2+ 6336*a^4*b*c*g*r^2*x+56560*a^4*b*c*g*r*x^2+46400*a^4*b*c*g*x^3+5392*a^4*b*c*p^2 *r*x+24480*a^4*b*c*p^2*x^2+9312*a^4*b*c*p*q*r*x+51936*a^4*b*c*p*q*x^2+8360*a^4* b*c*p*r^2*x+57344*a^4*b*c*p*r*x^2+34016*a^4*b*c*p*x^3+3008*a^4*b*c*q^2*r*x+ 21792*a^4*b*c*q^2*x^2+7328*a^4*b*c*q*r^2*x+65800*a^4*b*c*q*r*x^2+50144*a^4*b*c* q*x^3+2648*a^4*b*c*r^3*x+15696*a^4*b*c*r^2*x^2-1576*a^4*b*c*r*x^3+776*a^4*b*g^2 *p*r*x+3768*a^4*b*g^2*p*x^2+448*a^4*b*g^2*q*r*x+2616*a^4*b*g^2*q*x^2+916*a^4*b* g^2*r^2*x+9068*a^4*b*g^2*r*x^2+8448*a^4*b*g^2*x^3+1544*a^4*b*g*p^2*r*x+6864*a^4 *b*g*p^2*x^2+2496*a^4*b*g*p*q*r*x+13776*a^4*b*g*p*q*x^2+2524*a^4*b*g*p*r^2*x+ 18360*a^4*b*g*p*r*x^2+12112*a^4*b*g*p*x^3+832*a^4*b*g*q^2*r*x+5904*a^4*b*g*q^2* x^2+2264*a^4*b*g*q*r^2*x+22308*a^4*b*g*q*r*x^2+19504*a^4*b*g*q*x^3+828*a^4*b*g* r^3*x+5292*a^4*b*g*r^2*x^2-392*a^4*b*g*r*x^3+624*a^4*b*p^3*r*x+2496*a^4*b*p^3*x ^2+2144*a^4*b*p^2*q*r*x+10656*a^4*b*p^2*q*x^2+1372*a^4*b*p^2*r^2*x+6888*a^4*b*p ^2*r*x^2+2512*a^4*b*p^2*x^3+1632*a^4*b*p*q^2*r*x+10272*a^4*b*p*q^2*x^2+3208*a^4 *b*p*q*r^2*x+24456*a^4*b*p*q*r*x^2+15552*a^4*b*p*q*x^3+872*a^4*b*p*r^3*x+2528*a ^4*b*p*r^2*x^2-5420*a^4*b*p*r*x^3+288*a^4*b*q^3*r*x+2592*a^4*b*q^3*x^2+1184*a^4 *b*q^2*r^2*x+11832*a^4*b*q^2*r*x^2+9520*a^4*b*q^2*x^3+952*a^4*b*q*r^3*x+6388*a^ 4*b*q*r^2*x^2-428*a^4*b*q*r*x^3+144*a^4*b*r^4*x-708*a^4*b*r^3*x^2-5452*a^4*b*r^ 2*x^3+6016*a^4*c^4*r*x+31104*a^4*c^4*x^2+6656*a^4*c^3*g*r*x+33984*a^4*c^3*g*x^2 +10752*a^4*c^3*p*r*x+50496*a^4*c^3*p*x^2+8768*a^4*c^3*q*r*x+49152*a^4*c^3*q*x^2 +8640*a^4*c^3*r^2*x+60880*a^4*c^3*r*x^2+37248*a^4*c^3*x^3+2352*a^4*c^2*g^2*r*x+ 11712*a^4*c^2*g^2*x^2+9120*a^4*c^2*g*p*r*x+42240*a^4*c^2*g*p*x^2+7552*a^4*c^2*g *q*r*x+41856*a^4*c^2*g*q*x^2+7944*a^4*c^2*g*r^2*x+59904*a^4*c^2*g*r*x^2+41184*a ^4*c^2*g*x^3+6064*a^4*c^2*p^2*r*x+26160*a^4*c^2*p^2*x^2+12448*a^4*c^2*p*q*r*x+ 62496*a^4*c^2*p*q*x^2+9192*a^4*c^2*p*r^2*x+55624*a^4*c^2*p*r*x^2+28000*a^4*c^2* p*x^3+4512*a^4*c^2*q^2*r*x+28128*a^4*c^2*q^2*x^2+9520*a^4*c^2*q*r^2*x+70056*a^4 *c^2*q*r*x^2+43808*a^4*c^2*q*x^3+2872*a^4*c^2*r^3*x+13984*a^4*c^2*r^2*x^2-3944* a^4*c^2*r*x^3+264*a^4*c*g^3*r*x+1248*a^4*c*g^3*x^2+2352*a^4*c*g^2*p*r*x+10536*a ^4*c*g^2*p*x^2+1872*a^4*c*g^2*q*r*x+10128*a^4*c*g^2*q*x^2+2344*a^4*c*g^2*r^2*x+ 19008*a^4*c*g^2*r*x^2+14736*a^4*c*g^2*x^3+3352*a^4*c*g*p^2*r*x+14280*a^4*c*g*p^ 2*x^2+7216*a^4*c*g*p*q*r*x+35952*a^4*c*g*p*q*x^2+5332*a^4*c*g*p*r^2*x+34244*a^4 *c*g*p*r*x^2+19216*a^4*c*g*p*x^3+2704*a^4*c*g*q^2*r*x+16656*a^4*c*g*q^2*x^2+ 5968*a^4*c*g*q*r^2*x+47476*a^4*c*g*q*r*x^2+33808*a^4*c*g*q*x^3+1708*a^4*c*g*r^3 *x+9172*a^4*c*g*r^2*x^2-1920*a^4*c*g*r*x^3+1080*a^4*c*p^3*r*x+4320*a^4*c*p^3*x^ 2+5232*a^4*c*p^2*q*r*x+23592*a^4*c*p^2*q*x^2+2352*a^4*c*p^2*r^2*x+10740*a^4*c*p ^2*r*x^2+2848*a^4*c*p^2*x^3+4560*a^4*c*p*q^2*r*x+24960*a^4*c*p*q^2*x^2+7712*a^4 *c*p*q*r^2*x+48412*a^4*c*p*q*r*x^2+25152*a^4*c*p*q*x^3+1448*a^4*c*p*r^3*x+2672* a^4*c*p*r^2*x^2-10576*a^4*c*p*r*x^3+944*a^4*c*q^3*r*x+6816*a^4*c*q^3*x^2+3272*a ^4*c*q^2*r^2*x+25632*a^4*c*q^2*r*x^2+16400*a^4*c*q^2*x^3+2320*a^4*c*q*r^3*x+ 11268*a^4*c*q*r^2*x^2-4964*a^4*c*q*r*x^3+216*a^4*c*r^4*x-1908*a^4*c*r^3*x^2-\ 9392*a^4*c*r^2*x^3+188*a^4*g^3*p*r*x+792*a^4*g^3*p*x^2+112*a^4*g^3*q*r*x+564*a^ 4*g^3*q*x^2+226*a^4*g^3*r^2*x+1946*a^4*g^3*r*x^2+1672*a^4*g^3*x^3+464*a^4*g^2*p ^2*r*x+1896*a^4*g^2*p^2*x^2+920*a^4*g^2*p*q*r*x+4512*a^4*g^2*p*q*x^2+764*a^4*g^ 2*p*r^2*x+5028*a^4*g^2*p*r*x^2+3056*a^4*g^2*p*x^3+360*a^4*g^2*q^2*r*x+2160*a^4* g^2*q^2*x^2+884*a^4*g^2*q*r^2*x+7796*a^4*g^2*q*r*x^2+6400*a^4*g^2*q*x^3+248*a^4 *g^2*r^3*x+1360*a^4*g^2*r^2*x^2-480*a^4*g^2*r*x^3+228*a^4*g*p^3*r*x+912*a^4*g*p ^3*x^2+1480*a^4*g*p^2*q*r*x+6660*a^4*g*p^2*q*x^2+490*a^4*g*p^2*r^2*x+1934*a^4*g *p^2*r*x^2+104*a^4*g*p^2*x^3+1384*a^4*g*p*q^2*r*x+7488*a^4*g*p*q^2*x^2+2324*a^4 *g*p*q*r^2*x+15906*a^4*g*p*q*r*x^2+9440*a^4*g*p*q*x^3+288*a^4*g*p*r^3*x-240*a^4 *g*p*r^2*x^2-4650*a^4*g*p*r*x^3+296*a^4*g*q^3*r*x+2112*a^4*g*q^3*x^2+1068*a^4*g *q^2*r^2*x+8980*a^4*g*q^2*r*x^2+6608*a^4*g*q^2*x^3+732*a^4*g*q*r^3*x+4196*a^4*g *q*r^2*x^2-688*a^4*g*q*r*x^3+36*a^4*g*r^4*x-764*a^4*g*r^3*x^2-3110*a^4*g*r^2*x^ 3+624*a^4*p^3*q*r*x+2496*a^4*p^3*q*x^2-624*a^4*p^3*r*x^2-832*a^4*p^3*x^3+1056*a ^4*p^2*q^2*r*x+5088*a^4*p^2*q^2*x^2+1372*a^4*p^2*q*r^2*x+6928*a^4*p^2*q*r*x^2+ 2576*a^4*p^2*q*x^3-1496*a^4*p^2*r^2*x^2-3332*a^4*p^2*r*x^3+512*a^4*p*q^3*r*x+ 3168*a^4*p*q^3*x^2+1480*a^4*p*q^2*r^2*x+9832*a^4*p*q^2*r*x^2+5312*a^4*p*q^2*x^3 +872*a^4*p*q*r^3*x+2960*a^4*p*q*r^2*x^2-3164*a^4*p*q*r*x^3-960*a^4*p*r^3*x^2-\ 2100*a^4*p*r^2*x^3+64*a^4*q^4*r*x+576*a^4*q^4*x^2+336*a^4*q^3*r^2*x+2912*a^4*q^ 3*r*x^2+1904*a^4*q^3*x^3+408*a^4*q^2*r^3*x+1972*a^4*q^2*r^2*x^2-1496*a^4*q^2*r* x^3+144*a^4*q*r^4*x-456*a^4*q*r^3*x^2-3952*a^4*q*r^2*x^3-144*a^4*r^4*x^2+32*a^4 *r^3*x^3+320*a^3*b^4*c*r*x+3456*a^3*b^4*c*x^2+192*a^3*b^4*p*r*x+2112*a^3*b^4*p* x^2+64*a^3*b^4*q*r*x+1152*a^3*b^4*q*x^2+208*a^3*b^4*r^2*x+4800*a^3*b^4*r*x^2+ 7040*a^3*b^4*x^3+3392*a^3*b^3*c^2*r*x+29184*a^3*b^3*c^2*x^2+1248*a^3*b^3*c*g*r* x+10752*a^3*b^3*c*g*x^2+3840*a^3*b^3*c*p*r*x+30528*a^3*b^3*c*p*x^2+1792*a^3*b^3 *c*q*r*x+20160*a^3*b^3*c*q*x^2+3024*a^3*b^3*c*r^2*x+46224*a^3*b^3*c*r*x^2+51072 *a^3*b^3*c*x^3+800*a^3*b^3*g*p*r*x+6720*a^3*b^3*g*p*x^2+352*a^3*b^3*g*q*r*x+ 4032*a^3*b^3*g*q*x^2+896*a^3*b^3*g*r^2*x+15456*a^3*b^3*g*r*x^2+19712*a^3*b^3*g* x^3+1072*a^3*b^3*p^2*r*x+7584*a^3*b^3*p^2*x^2+1088*a^3*b^3*p*q*r*x+10752*a^3*b^ 3*p*q*x^2+1552*a^3*b^3*p*r^2*x+20048*a^3*b^3*p*r*x^2+18496*a^3*b^3*p*x^3+176*a^ 3*b^3*q^2*r*x+3168*a^3*b^3*q^2*x^2+800*a^3*b^3*q*r^2*x+15136*a^3*b^3*q*r*x^2+ 18496*a^3*b^3*q*x^3+384*a^3*b^3*r^3*x+5472*a^3*b^3*r^2*x^2+2624*a^3*b^3*r*x^3+ 12352*a^3*b^2*c^3*r*x+88704*a^3*b^2*c^3*x^2+9152*a^3*b^2*c^2*g*r*x+65184*a^3*b^ 2*c^2*g*x^2+19392*a^3*b^2*c^2*p*r*x+126144*a^3*b^2*c^2*p*x^2+11008*a^3*b^2*c^2* q*r*x+95616*a^3*b^2*c^2*q*x^2+14240*a^3*b^2*c^2*r^2*x+156656*a^3*b^2*c^2*r*x^2+ 135104*a^3*b^2*c^2*x^3+1632*a^3*b^2*c*g^2*r*x+11472*a^3*b^2*c*g^2*x^2+10272*a^3 *b^2*c*g*p*r*x+66864*a^3*b^2*c*g*p*x^2+5632*a^3*b^2*c*g*q*r*x+48768*a^3*b^2*c*g *q*x^2+8728*a^3*b^2*c*g*r^2*x+104520*a^3*b^2*c*g*r*x^2+102720*a^3*b^2*c*g*x^3+ 9568*a^3*b^2*c*p^2*r*x+55584*a^3*b^2*c*p^2*x^2+12256*a^3*b^2*c*p*q*r*x+93888*a^ 3*b^2*c*p*q*x^2+13408*a^3*b^2*c*p*r^2*x+124896*a^3*b^2*c*p*r*x^2+90304*a^3*b^2* c*p*x^3+2816*a^3*b^2*c*q^2*r*x+31968*a^3*b^2*c*q^2*x^2+8352*a^3*b^2*c*q*r^2*x+ 108592*a^3*b^2*c*q*r*x^2+101056*a^3*b^2*c*q*x^3+3536*a^3*b^2*c*r^3*x+31200*a^3* b^2*c*r^2*x^2+152*a^3*b^2*c*r*x^3+1088*a^3*b^2*g^2*p*r*x+7224*a^3*b^2*g^2*p*x^2 +544*a^3*b^2*g^2*q*r*x+4608*a^3*b^2*g^2*q*x^2+1256*a^3*b^2*g^2*r^2*x+16944*a^3* b^2*g^2*r*x^2+19184*a^3*b^2*g^2*x^3+2760*a^3*b^2*g*p^2*r*x+15984*a^3*b^2*g*p^2* x^2+3280*a^3*b^2*g*p*q*r*x+25296*a^3*b^2*g*p*q*x^2+4204*a^3*b^2*g*p*r^2*x+42344 *a^3*b^2*g*p*r*x^2+34640*a^3*b^2*g*p*x^3+752*a^3*b^2*g*q^2*r*x+8640*a^3*b^2*g*q ^2*x^2+2624*a^3*b^2*g*q*r^2*x+36964*a^3*b^2*g*q*r*x^2+39568*a^3*b^2*g*q*x^3+ 1164*a^3*b^2*g*r^3*x+11356*a^3*b^2*g*r^2*x^2+2024*a^3*b^2*g*r*x^3+1440*a^3*b^2* p^3*r*x+7392*a^3*b^2*p^3*x^2+3216*a^3*b^2*p^2*q*r*x+21600*a^3*b^2*p^2*q*x^2+ 2912*a^3*b^2*p^2*r^2*x+21964*a^3*b^2*p^2*r*x^2+12432*a^3*b^2*p^2*x^3+1728*a^3*b ^2*p*q^2*r*x+16416*a^3*b^2*p*q^2*x^2+4232*a^3*b^2*p*q*r^2*x+46520*a^3*b^2*p*q*r *x^2+36576*a^3*b^2*p*q*x^3+1592*a^3*b^2*p*r^3*x+10040*a^3*b^2*p*r^2*x^2-5676*a^ 3*b^2*p*r*x^3+176*a^3*b^2*q^3*r*x+3168*a^3*b^2*q^3*x^2+1052*a^3*b^2*q^2*r^2*x+ 17052*a^3*b^2*q^2*r*x^2+17104*a^3*b^2*q^2*x^3+936*a^3*b^2*q*r^3*x+9876*a^3*b^2* q*r^2*x^2-2348*a^3*b^2*q*r*x^3+180*a^3*b^2*r^4*x-1116*a^3*b^2*r^3*x^2-12756*a^3 *b^2*r^2*x^3+18816*a^3*b*c^4*r*x+117504*a^3*b*c^4*x^2+21088*a^3*b*c^3*g*r*x+ 129984*a^3*b*c^3*g*x^2+36928*a^3*b*c^3*p*r*x+208128*a^3*b*c^3*p*x^2+23936*a^3*b *c^3*q*r*x+172800*a^3*b*c^3*q*x^2+26768*a^3*b*c^3*r^2*x+230384*a^3*b*c^3*r*x^2+ 160128*a^3*b*c^3*x^3+7584*a^3*b*c^2*g^2*r*x+45744*a^3*b*c^2*g^2*x^2+32160*a^3*b *c^2*g*p*r*x+179088*a^3*b*c^2*g*p*x^2+20672*a^3*b*c^2*g*q*r*x+148032*a^3*b*c^2* g*q*x^2+25184*a^3*b*c^2*g*r^2*x+229480*a^3*b*c^2*g*r*x^2+178976*a^3*b*c^2*g*x^3 +24896*a^3*b*c^2*p^2*r*x+126336*a^3*b*c^2*p^2*x^2+37344*a^3*b*c^2*p*q*r*x+ 238848*a^3*b*c^2*p*q*x^2+34832*a^3*b*c^2*p*r^2*x+256208*a^3*b*c^2*p*r*x^2+ 149312*a^3*b*c^2*p*x^3+10352*a^3*b*c^2*q^2*r*x+90144*a^3*b*c^2*q^2*x^2+25376*a^ 3*b*c^2*q*r^2*x+246704*a^3*b*c^2*q*r*x^2+180928*a^3*b*c^2*q*x^3+9632*a^3*b*c^2* r^3*x+59640*a^3*b*c^2*r^2*x^2-18600*a^3*b*c^2*r*x^3+872*a^3*b*c*g^3*r*x+5064*a^ 3*b*c*g^3*x^2+8328*a^3*b*c*g^2*p*r*x+45456*a^3*b*c*g^2*p*x^2+5152*a^3*b*c*g^2*q *r*x+36264*a^3*b*c*g^2*q*x^2+7512*a^3*b*c*g^2*r^2*x+73752*a^3*b*c*g^2*r*x^2+ 65392*a^3*b*c*g^2*x^3+14928*a^3*b*c*g*p^2*r*x+74592*a^3*b*c*g*p^2*x^2+22144*a^3 *b*c*g*p*q*r*x+140928*a^3*b*c*g*p*q*x^2+22000*a^3*b*c*g*p*r^2*x+170256*a^3*b*c* g*p*r*x^2+110944*a^3*b*c*g*p*x^3+6136*a^3*b*c*g*q^2*r*x+53328*a^3*b*c*g*q^2*x^2 +16248*a^3*b*c*g*q*r^2*x+168264*a^3*b*c*g*q*r*x^2+140128*a^3*b*c*g*q*x^3+6256*a ^3*b*c*g*r^3*x+42192*a^3*b*c*g*r^2*x^2-7228*a^3*b*c*g*r*x^3+6584*a^3*b*c*p^3*r* x+29976*a^3*b*c*p^3*x^2+17984*a^3*b*c*p^2*q*r*x+101928*a^3*b*c*p^2*q*x^2+13488* a^3*b*c*p^2*r^2*x+80876*a^3*b*c*p^2*r*x^2+35696*a^3*b*c*p^2*x^3+11584*a^3*b*c*p *q^2*r*x+86736*a^3*b*c*p*q^2*x^2+23840*a^3*b*c*p*q*r^2*x+197268*a^3*b*c*p*q*r*x ^2+122112*a^3*b*c*p*q*x^3+7664*a^3*b*c*p*r^3*x+32312*a^3*b*c*p*r^2*x^2-35204*a^ 3*b*c*p*r*x^3+1696*a^3*b*c*q^3*r*x+19296*a^3*b*c*q^3*x^2+7208*a^3*b*c*q^2*r^2*x +81692*a^3*b*c*q^2*r*x^2+62800*a^3*b*c*q^2*x^3+5888*a^3*b*c*q*r^3*x+39820*a^3*b *c*q*r^2*x^2-23980*a^3*b*c*q*r*x^3+1008*a^3*b*c*r^4*x-5628*a^3*b*c*r^3*x^2-\ 46784*a^3*b*c*r^2*x^3+596*a^3*b*g^3*p*r*x+3180*a^3*b*g^3*p*x^2+320*a^3*b*g^3*q* r*x+2124*a^3*b*g^3*q*x^2+708*a^3*b*g^3*r^2*x+7662*a^3*b*g^3*r*x^2+7744*a^3*b*g^ 3*x^3+2112*a^3*b*g^2*p^2*r*x+10272*a^3*b*g^2*p^2*x^2+2872*a^3*b*g^2*p*q*r*x+ 18144*a^3*b*g^2*p*q*x^2+3336*a^3*b*g^2*p*r^2*x+27292*a^3*b*g^2*p*r*x^2+19936*a^ 3*b*g^2*p*x^3+808*a^3*b*g^2*q^2*r*x+6960*a^3*b*g^2*q^2*x^2+2456*a^3*b*g^2*q*r^2 *x+27712*a^3*b*g^2*q*r*x^2+26624*a^3*b*g^2*q*x^3+980*a^3*b*g^2*r^3*x+7032*a^3*b *g^2*r^2*x^2-988*a^3*b*g^2*r*x^3+1996*a^3*b*g*p^3*r*x+8868*a^3*b*g*p^3*x^2+5488 *a^3*b*g*p^2*q*r*x+30948*a^3*b*g*p^2*q*x^2+4200*a^3*b*g*p^2*r^2*x+25716*a^3*b*g *p^2*r*x^2+12224*a^3*b*g*p^2*x^3+3552*a^3*b*g*p*q^2*r*x+26496*a^3*b*g*p*q^2*x^2 +7728*a^3*b*g*p*q*r^2*x+68510*a^3*b*g*p*q*r*x^2+48368*a^3*b*g*p*q*x^3+2436*a^3* b*g*p*r^3*x+10754*a^3*b*g*p*r^2*x^2-11922*a^3*b*g*p*r*x^3+512*a^3*b*g*q^3*r*x+ 5904*a^3*b*g*q^3*x^2+2376*a^3*b*g*q^2*r^2*x+28532*a^3*b*g*q^2*r*x^2+25232*a^3*b *g*q^2*x^3+1976*a^3*b*g*q*r^3*x+15306*a^3*b*g*q*r^2*x^2-3998*a^3*b*g*q*r*x^3+ 320*a^3*b*g*r^4*x-1890*a^3*b*g*r^3*x^2-16220*a^3*b*g*r^2*x^3+528*a^3*b*p^4*r*x+ 2112*a^3*b*p^4*x^2+2624*a^3*b*p^3*q*r*x+13176*a^3*b*p^3*q*x^2+1426*a^3*b*p^3*r^ 2*x+5944*a^3*b*p^3*r*x^2+888*a^3*b*p^3*x^3+3004*a^3*b*p^2*q^2*r*x+19464*a^3*b*p ^2*q^2*x^2+5172*a^3*b*p^2*q*r^2*x+35450*a^3*b*p^2*q*r*x^2+17480*a^3*b*p^2*q*x^3 +1262*a^3*b*p^2*r^3*x+1610*a^3*b*p^2*r^2*x^2-11472*a^3*b*p^2*r*x^3+1048*a^3*b*p *q^3*r*x+9768*a^3*b*p*q^3*x^2+3682*a^3*b*p*q^2*r^2*x+35036*a^3*b*p*q^2*r*x^2+ 22952*a^3*b*p*q^2*x^3+2744*a^3*b*p*q*r^3*x+14182*a^3*b*p*q*r^2*x^2-12616*a^3*b* p*q*r*x^3+396*a^3*b*p*r^4*x-2526*a^3*b*p*r^3*x^2-14404*a^3*b*p*r^2*x^3+76*a^3*b *q^4*r*x+1368*a^3*b*q^4*x^2+568*a^3*b*q^3*r^2*x+8058*a^3*b*q^3*r*x^2+6360*a^3*b *q^3*x^3+738*a^3*b*q^2*r^3*x+5300*a^3*b*q^2*r^2*x^2-7800*a^3*b*q^2*r*x^3+300*a^ 3*b*q*r^4*x-2028*a^3*b*q*r^3*x^2-18108*a^3*b*q*r^2*x^3+28*a^3*b*r^5*x-688*a^3*b *r^4*x^2-1480*a^3*b*r^3*x^3+10048*a^3*c^5*r*x+56832*a^3*c^5*x^2+15264*a^3*c^4*g *r*x+85056*a^3*c^4*g*x^2+23296*a^3*c^4*p*r*x+119424*a^3*c^4*p*x^2+16768*a^3*c^4 *q*r*x+105984*a^3*c^4*q*x^2+16944*a^3*c^4*r^2*x+123536*a^3*c^4*r*x^2+72000*a^3* c^4*x^3+8384*a^3*c^3*g^2*r*x+45600*a^3*c^3*g^2*x^2+28704*a^3*c^3*g*p*r*x+145056 *a^3*c^3*g*p*x^2+20768*a^3*c^3*g*q*r*x+129984*a^3*c^3*g*q*x^2+21800*a^3*c^3*g*r ^2*x+165664*a^3*c^3*g*r*x^2+106720*a^3*c^3*g*x^3+19248*a^3*c^3*p^2*r*x+90144*a^ 3*c^3*p^2*x^2+32960*a^3*c^3*p*q*r*x+185664*a^3*c^3*p*q*x^2+26976*a^3*c^3*p*r^2* x+170672*a^3*c^3*p*r*x^2+83008*a^3*c^3*p*x^3+10432*a^3*c^3*q^2*r*x+75744*a^3*c^ 3*q^2*x^2+22752*a^3*c^3*q*r^2*x+179040*a^3*c^3*q*r*x^2+107072*a^3*c^3*q*x^3+ 7632*a^3*c^3*r^3*x+37208*a^3*c^3*r^2*x^2-19968*a^3*c^3*r*x^3+1960*a^3*c^2*g^3*r *x+10224*a^3*c^2*g^3*x^2+12224*a^3*c^2*g^2*p*r*x+60120*a^3*c^2*g^2*p*x^2+8784*a ^3*c^2*g^2*q*r*x+54048*a^3*c^2*g^2*q*x^2+10044*a^3*c^2*g^2*r^2*x+80084*a^3*c^2* g^2*r*x^2+57712*a^3*c^2*g^2*x^3+17712*a^3*c^2*g*p^2*r*x+81792*a^3*c^2*g*p^2*x^2 +31072*a^3*c^2*g*p*q*r*x+173712*a^3*c^2*g*p*q*x^2+25660*a^3*c^2*g*p*r^2*x+ 169624*a^3*c^2*g*p*r*x^2+91664*a^3*c^2*g*p*x^3+9880*a^3*c^2*g*q^2*r*x+71376*a^3 *c^2*g*q^2*x^2+22320*a^3*c^2*g*q*r^2*x+184492*a^3*c^2*g*q*r*x^2+123664*a^3*c^2* g*q*x^3+7348*a^3*c^2*g*r^3*x+39516*a^3*c^2*g*r^2*x^2-14172*a^3*c^2*g*r*x^3+6704 *a^3*c^2*p^3*r*x+28920*a^3*c^2*p^3*x^2+22192*a^3*c^2*p^2*q*r*x+111936*a^3*c^2*p ^2*q*x^2+13716*a^3*c^2*p^2*r^2*x+71992*a^3*c^2*p^2*r*x^2+25072*a^3*c^2*p^2*x^3+ 16400*a^3*c^2*p*q^2*r*x+103824*a^3*c^2*p*q^2*x^2+29880*a^3*c^2*p*q*r^2*x+201448 *a^3*c^2*p*q*r*x^2+100864*a^3*c^2*p*q*x^3+7800*a^3*c^2*p*r^3*x+24040*a^3*c^2*p* r^2*x^2-41284*a^3*c^2*p*r*x^3+2928*a^3*c^2*q^3*r*x+25536*a^3*c^2*q^3*x^2+10580* a^3*c^2*q^2*r^2*x+92080*a^3*c^2*q^2*r*x^2+56128*a^3*c^2*q^2*x^3+7896*a^3*c^2*q* r^3*x+38152*a^3*c^2*q*r^2*x^2-35168*a^3*c^2*q*r*x^3+1044*a^3*c^2*r^4*x-7032*a^3 *c^2*r^3*x^2-42248*a^3*c^2*r^2*x^3+164*a^3*c*g^4*r*x+792*a^3*c*g^4*x^2+2076*a^3 *c*g^3*p*r*x+9708*a^3*c*g^3*p*x^2+1424*a^3*c*g^3*q*r*x+8460*a^3*c*g^3*q*x^2+ 1968*a^3*c*g^3*r^2*x+16522*a^3*c*g^3*r*x^2+13376*a^3*c*g^3*x^3+5136*a^3*c*g^2*p ^2*r*x+22944*a^3*c*g^2*p^2*x^2+8960*a^3*c*g^2*p*q*r*x+49392*a^3*c*g^2*p*q*x^2+ 7824*a^3*c*g^2*p*r^2*x+53692*a^3*c*g^2*p*r*x^2+32256*a^3*c*g^2*p*x^3+2868*a^3*c *g^2*q^2*r*x+20520*a^3*c*g^2*q^2*x^2+6940*a^3*c*g^2*q*r^2*x+61144*a^3*c*g^2*q*r *x^2+46640*a^3*c*g^2*q*x^3+2284*a^3*c*g^2*r^3*x+13104*a^3*c*g^2*r^2*x^2-3832*a^ 3*c*g^2*r*x^3+3844*a^3*c*g*p^3*r*x+16380*a^3*c*g*p^3*x^2+13976*a^3*c*g*p^2*q*r* x+70092*a^3*c*g*p^2*q*x^2+8032*a^3*c*g*p^2*r^2*x+43238*a^3*c*g*p^2*r*x^2+16000* a^3*c*g*p^2*x^3+10576*a^3*c*g*p*q^2*r*x+66624*a^3*c*g*p*q^2*x^2+19480*a^3*c*g*p *q*r^2*x+139138*a^3*c*g*p*q*r*x^2+78960*a^3*c*g*p*q*x^3+4580*a^3*c*g*p*r^3*x+ 14626*a^3*c*g*p*r^2*x^2-27162*a^3*c*g*p*r*x^3+1880*a^3*c*g*q^3*r*x+16416*a^3*c* g*q^3*x^2+7068*a^3*c*g*q^2*r^2*x+64612*a^3*c*g*q^2*r*x^2+44768*a^3*c*g*q^2*x^3+ 5216*a^3*c*g*q*r^3*x+28802*a^3*c*g*q*r^2*x^2-17454*a^3*c*g*q*r*x^3+572*a^3*c*g* r^4*x-4998*a^3*c*g*r^3*x^2-28852*a^3*c*g*r^2*x^3+828*a^3*c*p^4*r*x+3312*a^3*c*p ^4*x^2+5968*a^3*c*p^3*q*r*x+26976*a^3*c*p^3*q*x^2+2210*a^3*c*p^3*r^2*x+7752*a^3 *c*p^3*r*x^2-536*a^3*c*p^3*x^3+7944*a^3*c*p^2*q^2*r*x+44112*a^3*c*p^2*q^2*x^2+ 11956*a^3*c*p^2*q*r^2*x+67044*a^3*c*p^2*q*r*x^2+25816*a^3*c*p^2*q*x^3+1886*a^3* c*p^2*r^3*x-1110*a^3*c*p^2*r^2*x^2-22502*a^3*c*p^2*r*x^3+3304*a^3*c*p*q^3*r*x+ 24408*a^3*c*p*q^3*x^2+10098*a^3*c*p*q^2*r^2*x+74308*a^3*c*p*q^2*r*x^2+38200*a^3 *c*p*q^2*x^3+6648*a^3*c*p*q*r^3*x+23458*a^3*c*p*q*r^2*x^2-33756*a^3*c*p*q*r*x^3 +540*a^3*c*p*r^4*x-6546*a^3*c*p*r^3*x^2-24606*a^3*c*p*r^2*x^3+348*a^3*c*q^4*r*x +3960*a^3*c*q^4*x^2+1936*a^3*c*q^3*r^2*x+19438*a^3*c*q^3*r*x^2+11848*a^3*c*q^3* x^3+2370*a^3*c*q^2*r^3*x+11308*a^3*c*q^2*r^2*x^2-18620*a^3*c*q^2*r*x^3+876*a^3* c*q*r^4*x-4776*a^3*c*q*r^3*x^2-34180*a^3*c*q*r^2*x^3+28*a^3*c*r^5*x-1600*a^3*c* r^4*x^2-2656*a^3*c*r^3*x^3+114*a^3*g^4*p*r*x+492*a^3*g^4*p*x^2+64*a^3*g^4*q*r*x +342*a^3*g^4*q*x^2+139*a^3*g^4*r^2*x+1227*a^3*g^4*r*x^2+1100*a^3*g^4*x^3+482*a^ 3*g^3*p^2*r*x+2016*a^3*g^3*p^2*x^2+752*a^3*g^3*p*q*r*x+4032*a^3*g^3*p*q*x^2+778 *a^3*g^3*p*r^2*x+5386*a^3*g^3*p*r*x^2+3520*a^3*g^3*p*x^3+246*a^3*g^3*q^2*r*x+ 1716*a^3*g^3*q^2*x^2+680*a^3*g^3*q*r^2*x+6506*a^3*g^3*q*r*x^2+5720*a^3*g^3*q*x^ 3+232*a^3*g^3*r^3*x+1318*a^3*g^3*r^2*x^2-580*a^3*g^3*r*x^3+534*a^3*g^2*p^3*r*x+ 2172*a^3*g^2*p^3*x^2+2040*a^3*g^2*p^2*q*r*x+10110*a^3*g^2*p^2*q*x^2+1131*a^3*g^ 2*p^2*r^2*x+5923*a^3*g^2*p^2*r*x^2+2140*a^3*g^2*p^2*x^3+1572*a^3*g^2*p*q^2*r*x+ 9816*a^3*g^2*p*q^2*x^2+3016*a^3*g^2*p*q*r^2*x+23179*a^3*g^2*p*q*r*x^2+15080*a^3 *g^2*p*q*x^3+640*a^3*g^2*p*r^3*x+1794*a^3*g^2*p*r^2*x^2-5057*a^3*g^2*p*r*x^3+ 280*a^3*g^2*q^3*r*x+2448*a^3*g^2*q^3*x^2+1124*a^3*g^2*q^2*r^2*x+10956*a^3*g^2*q ^2*r*x^2+8760*a^3*g^2*q^2*x^3+828*a^3*g^2*q*r^3*x+5254*a^3*g^2*q*r^2*x^2-1732*a ^3*g^2*q*r*x^3+72*a^3*g^2*r^4*x-888*a^3*g^2*r^3*x^2-4705*a^3*g^2*r^2*x^3+150*a^ 3*g*p^4*r*x+600*a^3*g*p^4*x^2+1816*a^3*g*p^3*q*r*x+8172*a^3*g*p^3*q*x^2+392*a^3 *g*p^3*r^2*x+640*a^3*g*p^3*r*x^2-1224*a^3*g*p^3*x^3+2598*a^3*g*p^2*q^2*r*x+ 14340*a^3*g*p^2*q^2*x^2+3760*a^3*g*p^2*q*r^2*x+22319*a^3*g*p^2*q*r*x^2+9696*a^3 *g*p^2*q*x^3+312*a^3*g*p^2*r^3*x-2182*a^3*g*p^2*r^2*x^2-9097*a^3*g*p^2*r*x^3+ 1096*a^3*g*p*q^3*r*x+8064*a^3*g*p*q^3*x^2+3420*a^3*g*p*q^2*r^2*x+26664*a^3*g*p* q^2*r*x^2+15816*a^3*g*p*q^2*x^3+2148*a^3*g*p*q*r^3*x+8888*a^3*g*p*q*r^2*x^2-\ 9442*a^3*g*p*q*r*x^3+72*a^3*g*p*r^4*x-2558*a^3*g*p*r^3*x^2-8053*a^3*g*p*r^2*x^3 +112*a^3*g*q^4*r*x+1296*a^3*g*q^4*x^2+660*a^3*g*q^3*r^2*x+6936*a^3*g*q^3*r*x^2+ 4896*a^3*g*q^3*x^3+812*a^3*g*q^2*r^3*x+4506*a^3*g*q^2*r^2*x^2-5184*a^3*g*q^2*r* x^3+284*a^3*g*q*r^4*x-1502*a^3*g*q*r^3*x^2-12012*a^3*g*q*r^2*x^3-500*a^3*g*r^4* x^2-636*a^3*g*r^3*x^3+528*a^3*p^4*q*r*x+2112*a^3*p^4*q*x^2-528*a^3*p^4*r*x^2-\ 704*a^3*p^4*x^3+1184*a^3*p^3*q^2*r*x+5784*a^3*p^3*q^2*x^2+1426*a^3*p^3*q*r^2*x+ 6264*a^3*p^3*q*r*x^2+1400*a^3*p^3*q*x^3-1532*a^3*p^3*r^2*x^2-3126*a^3*p^3*r*x^3 +860*a^3*p^2*q^3*r*x+5448*a^3*p^2*q^3*x^2+2260*a^3*p^2*q^2*r^2*x+13806*a^3*p^2* q^2*r*x^2+5688*a^3*p^2*q^2*x^3+1262*a^3*p^2*q*r^3*x+2636*a^3*p^2*q*r^2*x^2-7522 *a^3*p^2*q*r*x^3-1350*a^3*p^2*r^3*x^2-2340*a^3*p^2*r^2*x^3+216*a^3*p*q^4*r*x+ 1992*a^3*p*q^4*x^2+1002*a^3*p*q^3*r^2*x+8372*a^3*p*q^3*r*x^2+4360*a^3*p*q^3*x^3 +1152*a^3*p*q^2*r^3*x+4294*a^3*p*q^2*r^2*x^2-7502*a^3*p*q^2*r*x^3+396*a^3*p*q*r ^4*x-1746*a^3*p*q*r^3*x^2-10684*a^3*p*q*r^2*x^3-384*a^3*p*r^4*x^2+296*a^3*p*r^3 *x^3+12*a^3*q^5*r*x+216*a^3*q^5*x^2+108*a^3*q^4*r^2*x+1358*a^3*q^4*r*x^2+776*a^ 3*q^4*x^3+186*a^3*q^3*r^3*x+810*a^3*q^3*r^2*x^2-3106*a^3*q^3*r*x^3+120*a^3*q^2* r^4*x-990*a^3*q^2*r^3*x^2-6492*a^3*q^2*r^2*x^3+28*a^3*q*r^5*x-580*a^3*q*r^4*x^2 -1312*a^3*q*r^3*x^3-20*a^3*r^5*x^2+220*a^3*r^4*x^3+64*a^2*b^5*c*r*x+1344*a^2*b^ 5*c*x^2+32*a^2*b^5*p*r*x+768*a^2*b^5*p*x^2+288*a^2*b^5*q*x^2+32*a^2*b^5*r^2*x+ 1680*a^2*b^5*r*x^2+3520*a^2*b^5*x^3+1216*a^2*b^4*c^2*r*x+16896*a^2*b^4*c^2*x^2+ 416*a^2*b^4*c*g*r*x+6048*a^2*b^4*c*g*x^2+1408*a^2*b^4*c*p*r*x+18048*a^2*b^4*c*p *x^2+384*a^2*b^4*c*q*r*x+9216*a^2*b^4*c*q*x^2+864*a^2*b^4*c*r^2*x+24592*a^2*b^4 *c*r*x^2+35968*a^2*b^4*c*x^3+240*a^2*b^4*g*p*r*x+3648*a^2*b^4*g*p*x^2+64*a^2*b^ 4*g*q*r*x+1776*a^2*b^4*g*q*x^2+256*a^2*b^4*g*r^2*x+8056*a^2*b^4*g*r*x^2+13728*a ^2*b^4*g*x^3+416*a^2*b^4*p^2*r*x+4704*a^2*b^4*p^2*x^2+256*a^2*b^4*p*q*r*x+5184* a^2*b^4*p*q*x^2+512*a^2*b^4*p*r^2*x+11888*a^2*b^4*p*r*x^2+14464*a^2*b^4*p*x^3+ 960*a^2*b^4*q^2*x^2+144*a^2*b^4*q*r^2*x+6480*a^2*b^4*q*r*x^2+10944*a^2*b^4*q*x^ 3+64*a^2*b^4*r^3*x+2512*a^2*b^4*r^2*x^2+1136*a^2*b^4*r*x^3+7104*a^2*b^3*c^3*r*x +74112*a^2*b^3*c^3*x^2+5120*a^2*b^3*c^2*g*r*x+54240*a^2*b^3*c^2*g*x^2+11776*a^2 *b^3*c^2*p*r*x+110208*a^2*b^3*c^2*p*x^2+4800*a^2*b^3*c^2*q*r*x+68928*a^2*b^3*c^ 2*q*x^2+7024*a^2*b^3*c^2*r^2*x+123808*a^2*b^3*c^2*r*x^2+135104*a^2*b^3*c^2*x^3+ 864*a^2*b^3*c*g^2*r*x+9456*a^2*b^3*c*g^2*x^2+5968*a^2*b^3*c*g*p*r*x+57792*a^2*b ^3*c*g*p*x^2+2304*a^2*b^3*c*g*q*r*x+34320*a^2*b^3*c*g*q*x^2+4248*a^2*b^3*c*g*r^ 2*x+81960*a^2*b^3*c*g*r*x^2+102720*a^2*b^3*c*g*x^3+6336*a^2*b^3*c*p^2*r*x+52128 *a^2*b^3*c*p^2*x^2+5856*a^2*b^3*c*p*q*r*x+72000*a^2*b^3*c*p*q*x^2+7568*a^2*b^3* c*p*r^2*x+110624*a^2*b^3*c*p*r*x^2+101056*a^2*b^3*c*p*x^3+736*a^2*b^3*c*q^2*r*x +18528*a^2*b^3*c*q^2*x^2+3120*a^2*b^3*c*q*r^2*x+74736*a^2*b^3*c*q*r*x^2+90304*a ^2*b^3*c*q*x^3+1376*a^2*b^3*c*r^3*x+23592*a^2*b^3*c*r^2*x^2+152*a^2*b^3*c*r*x^3 +536*a^2*b^3*g^2*p*r*x+5856*a^2*b^3*g^2*p*x^2+208*a^2*b^3*g^2*q*r*x+3240*a^2*b^ 3*g^2*q*x^2+596*a^2*b^3*g^2*r^2*x+13140*a^2*b^3*g^2*r*x^2+19184*a^2*b^3*g^2*x^3 +1744*a^2*b^3*g*p^2*r*x+14784*a^2*b^3*g*p^2*x^2+1456*a^2*b^3*g*p*q*r*x+18864*a^ 2*b^3*g*p*q*x^2+2364*a^2*b^3*g*p*r^2*x+37784*a^2*b^3*g*p*r*x^2+39568*a^2*b^3*g* p*x^3+168*a^2*b^3*g*q^2*r*x+4752*a^2*b^3*g*q^2*x^2+960*a^2*b^3*g*q*r^2*x+24676* a^2*b^3*g*q*r*x^2+34640*a^2*b^3*g*q*x^3+452*a^2*b^3*g*r^3*x+8444*a^2*b^3*g*r^2* x^2+2024*a^2*b^3*g*r*x^3+1088*a^2*b^3*p^3*r*x+7776*a^2*b^3*p^3*x^2+1728*a^2*b^3 *p^2*q*r*x+17952*a^2*b^3*p^2*q*x^2+1928*a^2*b^3*p^2*r^2*x+22992*a^2*b^3*p^2*r*x ^2+17104*a^2*b^3*p^2*x^3+544*a^2*b^3*p*q^2*r*x+10464*a^2*b^3*p*q^2*x^2+1856*a^2 *b^3*p*q*r^2*x+35920*a^2*b^3*p*q*r*x^2+36576*a^2*b^3*p*q*x^3+792*a^2*b^3*p*r^3* x+9960*a^2*b^3*p*r^2*x^2-2348*a^2*b^3*p*r*x^3+1248*a^2*b^3*q^3*x^2+236*a^2*b^3* q^2*r^2*x+9392*a^2*b^3*q^2*r*x^2+12432*a^2*b^3*q^2*x^3+176*a^2*b^3*q*r^3*x+5188 *a^2*b^3*q*r^2*x^2-5676*a^2*b^3*q*r*x^3+12*a^2*b^3*r^4*x-1188*a^2*b^3*r^3*x^2-\ 12756*a^2*b^3*r^2*x^3+18368*a^2*b^2*c^4*r*x+153600*a^2*b^2*c^4*x^2+20320*a^2*b^ 2*c^3*g*r*x+170112*a^2*b^2*c^3*g*x^2+38400*a^2*b^2*c^3*p*r*x+287424*a^2*b^2*c^3 *p*x^2+19392*a^2*b^2*c^3*q*r*x+204096*a^2*b^2*c^3*q*x^2+23680*a^2*b^2*c^3*r^2*x +290304*a^2*b^2*c^3*r*x^2+245760*a^2*b^2*c^3*x^3+7136*a^2*b^2*c^2*g^2*r*x+59904 *a^2*b^2*c^2*g^2*x^2+33200*a^2*b^2*c^2*g*p*r*x+249360*a^2*b^2*c^2*g*p*x^2+16256 *a^2*b^2*c^2*g*q*r*x+173040*a^2*b^2*c^2*g*q*x^2+22160*a^2*b^2*c^2*g*r^2*x+ 288816*a^2*b^2*c^2*g*r*x^2+275584*a^2*b^2*c^2*g*x^3+28576*a^2*b^2*c^2*p^2*r*x+ 189840*a^2*b^2*c^2*p^2*x^2+32832*a^2*b^2*c^2*p*q*r*x+300288*a^2*b^2*c^2*p*q*x^2 +35104*a^2*b^2*c^2*p*r^2*x+363224*a^2*b^2*c^2*p*r*x^2+258432*a^2*b^2*c^2*p*x^3+ 6368*a^2*b^2*c^2*q^2*r*x+92592*a^2*b^2*c^2*q^2*x^2+18480*a^2*b^2*c^2*q*r^2*x+ 282760*a^2*b^2*c^2*q*r*x^2+258432*a^2*b^2*c^2*q*x^3+7632*a^2*b^2*c^2*r^3*x+ 74592*a^2*b^2*c^2*r^2*x^2-29312*a^2*b^2*c^2*r*x^3+784*a^2*b^2*c*g^3*r*x+6624*a^ 2*b^2*c*g^3*x^2+8288*a^2*b^2*c*g^2*p*r*x+63120*a^2*b^2*c*g^2*p*x^2+3872*a^2*b^2 *c*g^2*q*r*x+41904*a^2*b^2*c*g^2*q*x^2+6480*a^2*b^2*c*g^2*r^2*x+92424*a^2*b^2*c *g^2*r*x^2+101312*a^2*b^2*c*g^2*x^3+17280*a^2*b^2*c*g*p^2*r*x+114648*a^2*b^2*c* g*p^2*x^2+19088*a^2*b^2*c*g*p*q*r*x+176832*a^2*b^2*c*g*p*q*x^2+22568*a^2*b^2*c* g*p*r^2*x+247172*a^2*b^2*c*g*p*r*x^2+198048*a^2*b^2*c*g*p*x^3+3552*a^2*b^2*c*g* q^2*r*x+53256*a^2*b^2*c*g*q^2*x^2+11672*a^2*b^2*c*g*q*r^2*x+189940*a^2*b^2*c*g* q*r*x^2+198048*a^2*b^2*c*g*q*x^3+5024*a^2*b^2*c*g*r^3*x+53244*a^2*b^2*c*g*r^2*x ^2-10616*a^2*b^2*c*g*r*x^3+8816*a^2*b^2*c*p^3*r*x+51768*a^2*b^2*c*p^3*x^2+17552 *a^2*b^2*c*p^2*q*r*x+138864*a^2*b^2*c*p^2*q*x^2+16176*a^2*b^2*c*p^2*r^2*x+ 138156*a^2*b^2*c*p^2*r*x^2+79248*a^2*b^2*c*p^2*x^3+8040*a^2*b^2*c*p*q^2*r*x+ 96432*a^2*b^2*c*p*q^2*x^2+19800*a^2*b^2*c*p*q*r^2*x+251568*a^2*b^2*c*p*q*r*x^2+ 193920*a^2*b^2*c*p*q*x^3+7568*a^2*b^2*c*p*r^3*x+54296*a^2*b^2*c*p*r^2*x^2-43644 *a^2*b^2*c*p*r*x^3+624*a^2*b^2*c*q^3*r*x+16104*a^2*b^2*c*q^3*x^2+3932*a^2*b^2*c *q^2*r^2*x+81552*a^2*b^2*c*q^2*r*x^2+79248*a^2*b^2*c*q^2*x^3+3272*a^2*b^2*c*q*r ^3*x+40420*a^2*b^2*c*q*r^2*x^2-43644*a^2*b^2*c*q*r*x^3+576*a^2*b^2*c*r^4*x-7632 *a^2*b^2*c*r^3*x^2-74784*a^2*b^2*c*r^2*x^3+508*a^2*b^2*g^3*p*r*x+4140*a^2*b^2*g ^3*p*x^2+232*a^2*b^2*g^3*q*r*x+2484*a^2*b^2*g^3*q*x^2+586*a^2*b^2*g^3*r^2*x+ 9522*a^2*b^2*g^3*r*x^2+12144*a^2*b^2*g^3*x^3+2368*a^2*b^2*g^2*p^2*r*x+15768*a^2 *b^2*g^2*p^2*x^2+2360*a^2*b^2*g^2*p*q*r*x+22560*a^2*b^2*g^2*p*q*x^2+3416*a^2*b^ 2*g^2*p*r^2*x+40556*a^2*b^2*g^2*p*r*x^2+37104*a^2*b^2*g^2*p*x^3+432*a^2*b^2*g^2 *q^2*r*x+6792*a^2*b^2*g^2*q^2*x^2+1716*a^2*b^2*g^2*q*r^2*x+30616*a^2*b^2*g^2*q* r*x^2+37104*a^2*b^2*g^2*q*x^3+776*a^2*b^2*g^2*r^3*x+8892*a^2*b^2*g^2*r^2*x^2-\ 1016*a^2*b^2*g^2*r*x^3+2792*a^2*b^2*g*p^3*r*x+16260*a^2*b^2*g*p^3*x^2+5352*a^2* b^2*g*p^2*q*r*x+42720*a^2*b^2*g*p^2*q*x^2+5338*a^2*b^2*g*p^2*r^2*x+47862*a^2*b^ 2*g*p^2*r*x^2+30744*a^2*b^2*g*p^2*x^3+2348*a^2*b^2*g*p*q^2*r*x+28848*a^2*b^2*g* p*q^2*x^2+6496*a^2*b^2*g*p*q*r^2*x+87948*a^2*b^2*g*p*q*r*x^2+77856*a^2*b^2*g*p* q*x^3+2584*a^2*b^2*g*p*r^3*x+20602*a^2*b^2*g*p*r^2*x^2-10582*a^2*b^2*g*p*r*x^3+ 160*a^2*b^2*g*q^3*r*x+4620*a^2*b^2*g*q^3*x^2+1244*a^2*b^2*g*q^2*r^2*x+27252*a^2 *b^2*g*q^2*r*x^2+30744*a^2*b^2*g*q^2*x^3+1088*a^2*b^2*g*q*r^3*x+14876*a^2*b^2*g *q*r^2*x^2-10582*a^2*b^2*g*q*r*x^3+192*a^2*b^2*g*r^4*x-2520*a^2*b^2*g*r^3*x^2-\ 26220*a^2*b^2*g*r^2*x^3+928*a^2*b^2*p^4*r*x+4776*a^2*b^2*p^4*x^2+2920*a^2*b^2*p ^3*q*r*x+20016*a^2*b^2*p^3*q*x^2+2268*a^2*b^2*p^3*r^2*x+15204*a^2*b^2*p^3*r*x^2 +6176*a^2*b^2*p^3*x^3+2384*a^2*b^2*p^2*q^2*r*x+23616*a^2*b^2*p^2*q^2*x^2+4968*a ^2*b^2*p^2*q*r^2*x+51756*a^2*b^2*p^2*q*r*x^2+32544*a^2*b^2*p^2*q*x^3+1688*a^2*b ^2*p^2*r^3*x+7554*a^2*b^2*p^2*r^2*x^2-14444*a^2*b^2*p^2*r*x^3+488*a^2*b^2*p*q^3 *r*x+9168*a^2*b^2*p*q^3*x^2+2352*a^2*b^2*p*q^2*r^2*x+39180*a^2*b^2*p*q^2*r*x^2+ 32544*a^2*b^2*p*q^2*x^3+1920*a^2*b^2*p*q*r^3*x+17820*a^2*b^2*p*q*r^2*x^2-18904* a^2*b^2*p*q*r*x^3+360*a^2*b^2*p*r^4*x-2994*a^2*b^2*p*r^3*x^2-26460*a^2*b^2*p*r^ 2*x^3+792*a^2*b^2*q^4*x^2+180*a^2*b^2*q^3*r^2*x+6420*a^2*b^2*q^3*r*x^2+6176*a^2 *b^2*q^3*x^3+176*a^2*b^2*q^2*r^3*x+3354*a^2*b^2*q^2*r^2*x^2-14444*a^2*b^2*q^2*r *x^3+24*a^2*b^2*q*r^4*x-3198*a^2*b^2*q*r^3*x^2-26460*a^2*b^2*q*r^2*x^3-900*a^2* b^2*r^4*x^2-3024*a^2*b^2*r^3*x^3+21696*a^2*b*c^5*r*x+153600*a^2*b*c^5*x^2+32640 *a^2*b*c^4*g*r*x+229152*a^2*b*c^4*g*x^2+54080*a^2*b*c^4*p*r*x+343680*a^2*b*c^4* p*x^2+31488*a^2*b*c^4*q*r*x+265920*a^2*b*c^4*q*x^2+34816*a^2*b*c^4*r^2*x+327648 *a^2*b*c^4*r*x^2+223296*a^2*b*c^4*x^3+17664*a^2*b*c^3*g^2*r*x+122400*a^2*b*c^3* g^2*x^2+66768*a^2*b*c^3*g*p*r*x+420528*a^2*b*c^3*g*p*x^2+38304*a^2*b*c^3*g*q*r* x+323664*a^2*b*c^3*g*q*x^2+44680*a^2*b*c^3*g*r^2*x+435936*a^2*b*c^3*g*r*x^2+ 327328*a^2*b*c^3*g*x^3+50288*a^2*b*c^3*p^2*r*x+286464*a^2*b*c^3*p^2*x^2+67008*a ^2*b*c^3*p*q*r*x+497088*a^2*b*c^3*p*q*x^2+63984*a^2*b*c^3*p*r^2*x+515488*a^2*b* c^3*p*r*x^2+295104*a^2*b*c^3*p*x^3+16256*a^2*b*c^3*q^2*r*x+172032*a^2*b*c^3*q^2 *x^2+40144*a^2*b*c^3*q*r^2*x+443408*a^2*b*c^3*q*r*x^2+319168*a^2*b*c^3*q*x^3+ 15488*a^2*b*c^3*r^3*x+102336*a^2*b*c^3*r^2*x^2-67712*a^2*b*c^3*r*x^3+4032*a^2*b *c^2*g^3*r*x+27336*a^2*b*c^2*g^3*x^2+28240*a^2*b*c^2*g^2*p*r*x+175464*a^2*b*c^2 *g^2*p*x^2+15760*a^2*b*c^2*g^2*q*r*x+133152*a^2*b*c^2*g^2*q*x^2+20352*a^2*b*c^2 *g^2*r^2*x+208900*a^2*b*c^2*g^2*r*x^2+176336*a^2*b*c^2*g^2*x^3+47616*a^2*b*c^2* g*p^2*r*x+268056*a^2*b*c^2*g*p^2*x^2+62928*a^2*b*c^2*g*p*q*r*x+466704*a^2*b*c^2 *g*p*q*x^2+62660*a^2*b*c^2*g*p*r^2*x+522796*a^2*b*c^2*g*p*r*x^2+330928*a^2*b*c^ 2*g*p*x^3+14920*a^2*b*c^2*g*q^2*r*x+159576*a^2*b*c^2*g*q^2*x^2+39096*a^2*b*c^2* g*q*r^2*x+451184*a^2*b*c^2*g*q*r*x^2+362928*a^2*b*c^2*g*q*x^3+15300*a^2*b*c^2*g *r^3*x+108136*a^2*b*c^2*g*r^2*x^2-54596*a^2*b*c^2*g*r*x^3+21384*a^2*b*c^2*p^3*r *x+109248*a^2*b*c^2*p^3*x^2+50064*a^2*b*c^2*p^2*q*r*x+326232*a^2*b*c^2*p^2*q*x^ 2+40532*a^2*b*c^2*p^2*r^2*x+272836*a^2*b*c^2*p^2*r*x^2+123392*a^2*b*c^2*p^2*x^3 +28128*a^2*b*c^2*p*q^2*r*x+253344*a^2*b*c^2*p*q^2*x^2+59632*a^2*b*c^2*p*q*r^2*x +556188*a^2*b*c^2*p*q*r*x^2+336832*a^2*b*c^2*p*q*x^3+20552*a^2*b*c^2*p*r^3*x+ 98712*a^2*b*c^2*p*r^2*x^2-119296*a^2*b*c^2*p*r*x^3+3456*a^2*b*c^2*q^3*r*x+50544 *a^2*b*c^2*q^3*x^2+15244*a^2*b*c^2*q^2*r^2*x+206604*a^2*b*c^2*q^2*r*x^2+154448* a^2*b*c^2*q^2*x^3+12352*a^2*b*c^2*q*r^3*x+90940*a^2*b*c^2*q*r^2*x^2-113180*a^2* b*c^2*q*r*x^3+2196*a^2*b*c^2*r^4*x-16980*a^2*b*c^2*r^3*x^2-141384*a^2*b*c^2*r^2 *x^3+324*a^2*b*c*g^4*r*x+2112*a^2*b*c*g^4*x^2+4620*a^2*b*c*g^3*p*r*x+28188*a^2* b*c*g^3*p*x^2+2456*a^2*b*c*g^3*q*r*x+20580*a^2*b*c*g^3*q*x^2+3874*a^2*b*c*g^3*r ^2*x+42694*a^2*b*c*g^3*r*x^2+41200*a^2*b*c*g^3*x^3+14048*a^2*b*c*g^2*p^2*r*x+ 77460*a^2*b*c*g^2*p^2*x^2+17896*a^2*b*c*g^2*p*q*r*x+132912*a^2*b*c*g^2*p*q*x^2+ 19504*a^2*b*c*g^2*p*r^2*x+169702*a^2*b*c*g^2*p*r*x^2+120272*a^2*b*c*g^2*p*x^3+ 4132*a^2*b*c*g^2*q^2*r*x+44964*a^2*b*c*g^2*q^2*x^2+11932*a^2*b*c*g^2*q*r^2*x+ 146770*a^2*b*c*g^2*q*r*x^2+134656*a^2*b*c*g^2*q*x^3+4800*a^2*b*c*g^2*r^3*x+ 35654*a^2*b*c*g^2*r^2*x^2-16376*a^2*b*c*g^2*r*x^3+13632*a^2*b*c*g*p^3*r*x+68532 *a^2*b*c*g*p^3*x^2+32224*a^2*b*c*g*p^2*q*r*x+209448*a^2*b*c*g*p^2*q*x^2+26552*a ^2*b*c*g*p^2*r^2*x+183710*a^2*b*c*g*p^2*r*x^2+91440*a^2*b*c*g*p^2*x^3+17868*a^2 *b*c*g*p*q^2*r*x+161856*a^2*b*c*g*p*q^2*x^2+39792*a^2*b*c*g*p*q*r^2*x+389296*a^ 2*b*c*g*p*q*r*x^2+266224*a^2*b*c*g*p*q*x^3+13700*a^2*b*c*g*p*r^3*x+71306*a^2*b* c*g*p*r^2*x^2-71534*a^2*b*c*g*p*r*x^3+2088*a^2*b*c*g*q^3*r*x+31452*a^2*b*c*g*q^ 3*x^2+9990*a^2*b*c*g*q^2*r^2*x+141502*a^2*b*c*g*q^2*r*x^2+120208*a^2*b*c*g*q^2* x^3+8264*a^2*b*c*g*q*r^3*x+67374*a^2*b*c*g*q*r^2*x^2-61826*a^2*b*c*g*q*r*x^3+ 1416*a^2*b*c*g*r^4*x-11648*a^2*b*c*g*r^3*x^2-99172*a^2*b*c*g*r^2*x^3+4020*a^2*b *c*p^4*r*x+18348*a^2*b*c*p^4*x^2+15384*a^2*b*c*p^3*q*r*x+88320*a^2*b*c*p^3*q*x^ 2+10150*a^2*b*c*p^3*r^2*x+53986*a^2*b*c*p^3*r*x^2+15496*a^2*b*c*p^3*x^3+15136*a ^2*b*c*p^2*q^2*r*x+116400*a^2*b*c*p^2*q^2*x^2+27548*a^2*b*c*p^2*q*r^2*x+213384* a^2*b*c*p^2*q*r*x^2+103992*a^2*b*c*p^2*q*x^3+8046*a^2*b*c*p^2*r^3*x+21932*a^2*b *c*p^2*r^2*x^2-64332*a^2*b*c*p^2*r*x^3+4472*a^2*b*c*p*q^3*r*x+52824*a^2*b*c*p*q ^3*x^2+16406*a^2*b*c*p*q^2*r^2*x+183868*a^2*b*c*p*q^2*r*x^2+116376*a^2*b*c*p*q^ 2*x^3+12488*a^2*b*c*p*q*r^3*x+69430*a^2*b*c*p*q*r^2*x^2-102684*a^2*b*c*p*q*r*x^ 3+2052*a^2*b*c*p*r^4*x-14412*a^2*b*c*p*r^3*x^2-95048*a^2*b*c*p*r^2*x^3+244*a^2* b*c*q^4*r*x+6396*a^2*b*c*q^4*x^2+2064*a^2*b*c*q^3*r^2*x+37736*a^2*b*c*q^3*r*x^2 +27880*a^2*b*c*q^3*x^3+2526*a^2*b*c*q^2*r^3*x+20612*a^2*b*c*q^2*r^2*x^2-60450*a ^2*b*c*q^2*r*x^3+948*a^2*b*c*q*r^4*x-13218*a^2*b*c*q*r^3*x^2-104622*a^2*b*c*q*r ^2*x^3+84*a^2*b*c*r^5*x-4104*a^2*b*c*r^4*x^2-10912*a^2*b*c*r^3*x^3+216*a^2*b*g^ 4*p*r*x+1314*a^2*b*g^4*p*x^2+108*a^2*b*g^4*q*r*x+840*a^2*b*g^4*q*x^2+258*a^2*b* g^4*r^2*x+3136*a^2*b*g^4*r*x^2+3476*a^2*b*g^4*x^3+1274*a^2*b*g^3*p^2*r*x+6804*a ^2*b*g^3*p^2*x^2+1444*a^2*b*g^3*p*q*r*x+10800*a^2*b*g^3*p*q*x^2+1922*a^2*b*g^3* p*r^2*x+17616*a^2*b*g^3*p*r*x^2+14088*a^2*b*g^3*p*x^3+334*a^2*b*g^3*q^2*r*x+ 3696*a^2*b*g^3*q^2*x^2+1130*a^2*b*g^3*q*r^2*x+15238*a^2*b*g^3*q*r*x^2+16288*a^2 *b*g^3*q*x^3+476*a^2*b*g^3*r^3*x+3606*a^2*b*g^3*r^2*x^2-2136*a^2*b*g^3*r*x^3+ 2082*a^2*b*g^2*p^3*r*x+10146*a^2*b*g^2*p^3*x^2+4780*a^2*b*g^2*p^2*q*r*x+30978*a ^2*b*g^2*p^2*q*x^2+4189*a^2*b*g^2*p^2*r^2*x+29550*a^2*b*g^2*p^2*r*x^2+16096*a^2 *b*g^2*p^2*x^3+2578*a^2*b*g^2*p*q^2*r*x+23640*a^2*b*g^2*p*q^2*x^2+6276*a^2*b*g^ 2*p*q*r^2*x+65513*a^2*b*g^2*p*q*r*x^2+51352*a^2*b*g^2*p*q*x^3+2200*a^2*b*g^2*p* r^3*x+12043*a^2*b*g^2*p*r^2*x^2-11334*a^2*b*g^2*p*r*x^3+284*a^2*b*g^2*q^3*r*x+ 4518*a^2*b*g^2*q^3*x^2+1525*a^2*b*g^2*q^2*r^2*x+23108*a^2*b*g^2*q^2*r*x^2+22716 *a^2*b*g^2*q^2*x^3+1296*a^2*b*g^2*q*r^3*x+11720*a^2*b*g^2*q*r^2*x^2-8009*a^2*b* g^2*q*r*x^3+215*a^2*b*g^2*r^4*x-1990*a^2*b*g^2*r^3*x^2-16763*a^2*b*g^2*r^2*x^3+ 1254*a^2*b*g*p^4*r*x+5568*a^2*b*g*p^4*x^2+5048*a^2*b*g*p^3*q*r*x+28848*a^2*b*g* p^3*q*x^2+3227*a^2*b*g*p^3*r^2*x+16959*a^2*b*g*p^3*r*x^2+4828*a^2*b*g*p^3*x^3+ 4996*a^2*b*g*p^2*q^2*r*x+38436*a^2*b*g*p^2*q^2*x^2+9344*a^2*b*g*p^2*q*r^2*x+ 76212*a^2*b*g*p^2*q*r*x^2+42348*a^2*b*g*p^2*q*x^3+2605*a^2*b*g*p^2*r^3*x+6976*a ^2*b*g*p^2*r^2*x^2-22627*a^2*b*g*p^2*r*x^3+1424*a^2*b*g*p*q^3*r*x+17100*a^2*b*g *p*q^3*x^2+5623*a^2*b*g*p*q^2*r^2*x+66140*a^2*b*g*p*q^2*r*x^2+48468*a^2*b*g*p*q ^2*x^3+4352*a^2*b*g*p*q*r^3*x+28169*a^2*b*g*p*q*r^2*x^2-26824*a^2*b*g*p*q*r*x^3 +676*a^2*b*g*p*r^4*x-4841*a^2*b*g*p*r^3*x^2-33196*a^2*b*g*p*r^2*x^3+66*a^2*b*g* q^4*r*x+1944*a^2*b*g*q^4*x^2+666*a^2*b*g*q^3*r^2*x+12740*a^2*b*g*q^3*r*x^2+ 10948*a^2*b*g*q^3*x^3+847*a^2*b*g*q^2*r^3*x+7708*a^2*b*g*q^2*r^2*x^2-18714*a^2* b*g*q^2*r*x^3+318*a^2*b*g*q*r^4*x-4363*a^2*b*g*q*r^3*x^2-37155*a^2*b*g*q*r^2*x^ 3+28*a^2*b*g*r^5*x-1338*a^2*b*g*r^4*x^2-3588*a^2*b*g*r^3*x^3+246*a^2*b*p^5*r*x+ 984*a^2*b*p^5*x^2+1620*a^2*b*p^4*q*r*x+8190*a^2*b*p^4*q*x^2+786*a^2*b*p^4*r^2*x +2749*a^2*b*p^4*r*x^2-256*a^2*b*p^4*x^3+2508*a^2*b*p^3*q^2*r*x+16608*a^2*b*p^3* q^2*x^2+3914*a^2*b*p^3*q*r^2*x+24432*a^2*b*p^3*q*r*x^2+8664*a^2*b*p^3*q*x^3+880 *a^2*b*p^3*r^3*x-46*a^2*b*p^3*r^2*x^2-9883*a^2*b*p^3*r*x^3+1332*a^2*b*p^2*q^3*r *x+12828*a^2*b*p^2*q^3*x^2+4123*a^2*b*p^2*q^2*r^2*x+37716*a^2*b*p^2*q^2*r*x^2+ 19320*a^2*b*p^2*q^2*x^3+2870*a^2*b*p^2*q*r^3*x+10752*a^2*b*p^2*q*r^2*x^2-24121* a^2*b*p^2*q*r*x^3+396*a^2*b*p^2*r^4*x-3102*a^2*b*p^2*r^3*x^2-13857*a^2*b*p^2*r^ 2*x^3+198*a^2*b*p*q^4*r*x+3672*a^2*b*p*q^4*x^2+1240*a^2*b*p*q^3*r^2*x+18124*a^2 *b*p*q^3*r*x^2+11624*a^2*b*p*q^3*x^3+1506*a^2*b*p*q^2*r^3*x+9372*a^2*b*p*q^2*r^ 2*x^2-24101*a^2*b*p*q^2*r*x^3+600*a^2*b*p*q*r^4*x-5079*a^2*b*p*q*r^3*x^2-37422* a^2*b*p*q*r^2*x^3+56*a^2*b*p*r^5*x-1364*a^2*b*p*r^4*x^2-2016*a^2*b*p*r^3*x^3+ 246*a^2*b*q^5*x^2+65*a^2*b*q^4*r^2*x+2091*a^2*b*q^4*r*x^2+1224*a^2*b*q^4*x^3+76 *a^2*b*q^3*r^3*x+626*a^2*b*q^3*r^2*x^2-9863*a^2*b*q^3*r*x^3+15*a^2*b*q^2*r^4*x-\ 2763*a^2*b*q^2*r^3*x^2-18009*a^2*b*q^2*r^2*x^3-1362*a^2*b*q*r^4*x^2-3624*a^2*b* q*r^3*x^3-50*a^2*b*r^5*x^2+920*a^2*b*r^4*x^3+9408*a^2*c^6*r*x+59136*a^2*c^6*x^2 +18080*a^2*c^5*g*r*x+112032*a^2*c^5*g*x^2+26944*a^2*c^5*p*r*x+152832*a^2*c^5*p* x^2+17536*a^2*c^5*q*r*x+126528*a^2*c^5*q*x^2+18048*a^2*c^5*r^2*x+141648*a^2*c^5 *r*x^2+80896*a^2*c^5*x^3+13408*a^2*c^4*g^2*r*x+81312*a^2*c^4*g^2*x^2+43760*a^2* c^4*g*p*r*x+244608*a^2*c^4*g*p*x^2+28288*a^2*c^4*g*q*r*x+202896*a^2*c^4*g*q*x^2 +29864*a^2*c^4*g*r^2*x+239160*a^2*c^4*g*r*x^2+147424*a^2*c^4*g*x^3+29392*a^2*c^ 4*p^2*r*x+151296*a^2*c^4*p^2*x^2+44416*a^2*c^4*p*q*r*x+283968*a^2*c^4*p*q*x^2+ 38496*a^2*c^4*p*r^2*x+261856*a^2*c^4*p*r*x^2+124480*a^2*c^4*p*x^3+12544*a^2*c^4 *q^2*r*x+107088*a^2*c^4*q^2*x^2+28112*a^2*c^4*q*r^2*x+246536*a^2*c^4*q*r*x^2+ 145280*a^2*c^4*q*x^3+9936*a^2*c^4*r^3*x+50120*a^2*c^4*r^2*x^2-43864*a^2*c^4*r*x ^3+4752*a^2*c^3*g^3*r*x+27840*a^2*c^3*g^3*x^2+26576*a^2*c^3*g^2*p*r*x+145080*a^ 2*c^3*g^2*p*x^2+16944*a^2*c^3*g^2*q*r*x+120384*a^2*c^3*g^2*q*x^2+18824*a^2*c^3* g^2*r^2*x+154516*a^2*c^3*g^2*r*x^2+104464*a^2*c^3*g^2*x^3+38376*a^2*c^3*g*p^2*r *x+194592*a^2*c^3*g*p^2*x^2+58400*a^2*c^3*g*p*q*r*x+371040*a^2*c^3*g*p*q*x^2+ 51200*a^2*c^3*g*p*r^2*x+357192*a^2*c^3*g*p*r*x^2+185440*a^2*c^3*g*p*x^3+16272*a ^2*c^3*g*q^2*r*x+139200*a^2*c^3*g*q^2*x^2+37528*a^2*c^3*g*q*r^2*x+338792*a^2*c^ 3*g*q*r*x^2+218656*a^2*c^3*g*q*x^3+13176*a^2*c^3*g*r^3*x+71328*a^2*c^3*g*r^2*x^ 2-49692*a^2*c^3*g*r*x^3+15216*a^2*c^3*p^3*r*x+71592*a^2*c^3*p^3*x^2+41664*a^2*c ^3*p^2*q*r*x+236928*a^2*c^3*p^2*q*x^2+29424*a^2*c^3*p^2*r^2*x+169040*a^2*c^3*p^ 2*r*x^2+60496*a^2*c^3*p^2*x^3+27176*a^2*c^3*p*q^2*r*x+200880*a^2*c^3*p*q^2*x^2+ 51960*a^2*c^3*p*q*r^2*x+388808*a^2*c^3*p*q*r*x^2+190720*a^2*c^3*p*q*x^3+15504*a ^2*c^3*p*r^3*x+53968*a^2*c^3*p*r^2*x^2-94268*a^2*c^3*p*r*x^3+4240*a^2*c^3*q^3*r *x+45096*a^2*c^3*q^3*x^2+15972*a^2*c^3*q^2*r^2*x+161052*a^2*c^3*q^2*r*x^2+96400 *a^2*c^3*q^2*x^3+12200*a^2*c^3*q*r^3*x+62732*a^2*c^3*q*r^2*x^2-90540*a^2*c^3*q* r*x^3+1848*a^2*c^3*r^4*x-13536*a^2*c^3*r^3*x^2-88440*a^2*c^3*r^2*x^3+796*a^2*c^ 2*g^4*r*x+4392*a^2*c^2*g^4*x^2+7364*a^2*c^2*g^3*p*r*x+38640*a^2*c^2*g^3*p*x^2+ 4568*a^2*c^2*g^3*q*r*x+31884*a^2*c^2*g^3*q*x^2+5618*a^2*c^2*g^3*r^2*x+47486*a^2 *c^2*g^3*r*x^2+35752*a^2*c^2*g^3*x^3+17760*a^2*c^2*g^2*p^2*r*x+87540*a^2*c^2*g^ 2*p^2*x^2+26904*a^2*c^2*g^2*p*q*r*x+169248*a^2*c^2*g^2*p*q*x^2+24460*a^2*c^2*g^ 2*p*r^2*x+174582*a^2*c^2*g^2*p*r*x^2+99760*a^2*c^2*g^2*p*x^3+7356*a^2*c^2*g^2*q ^2*r*x+63132*a^2*c^2*g^2*q^2*x^2+17836*a^2*c^2*g^2*q*r^2*x+167514*a^2*c^2*g^2*q *r*x^2+120592*a^2*c^2*g^2*q*x^3+6288*a^2*c^2*g^2*r^3*x+35646*a^2*c^2*g^2*r^2*x^ 2-22112*a^2*c^2*g^2*r*x^3+14588*a^2*c^2*g*p^3*r*x+67656*a^2*c^2*g*p^3*x^2+41584 *a^2*c^2*g*p^2*q*r*x+234996*a^2*c^2*g*p^2*q*x^2+28668*a^2*c^2*g*p^2*r^2*x+ 168966*a^2*c^2*g*p^2*r*x^2+66256*a^2*c^2*g*p^2*x^3+27144*a^2*c^2*g*p*q^2*r*x+ 200544*a^2*c^2*g*p*q^2*x^2+52784*a^2*c^2*g*p*q*r^2*x+409818*a^2*c^2*g*p*q*r*x^2 +224032*a^2*c^2*g*p*q*x^3+15116*a^2*c^2*g*p*r^3*x+57600*a^2*c^2*g*p*r^2*x^2-\ 86922*a^2*c^2*g*p*r*x^3+4120*a^2*c^2*g*q^3*r*x+44328*a^2*c^2*g*q^3*x^2+16118*a^ 2*c^2*g*q^2*r^2*x+167954*a^2*c^2*g*q^2*r*x^2+111864*a^2*c^2*g*q^2*x^3+12296*a^2 *c^2*g*q*r^3*x+69634*a^2*c^2*g*q*r^2*x^2-79892*a^2*c^2*g*q*r*x^3+1692*a^2*c^2*g *r^4*x-14028*a^2*c^2*g*r^3*x^2-91686*a^2*c^2*g*r^2*x^3+3724*a^2*c^2*p^4*r*x+ 16116*a^2*c^2*p^4*x^2+17920*a^2*c^2*p^3*q*r*x+91008*a^2*c^2*p^3*q*x^2+9490*a^2* c^2*p^3*r^2*x+42882*a^2*c^2*p^3*r*x^2+6792*a^2*c^2*p^3*x^3+20520*a^2*c^2*p^2*q^ 2*r*x+131904*a^2*c^2*p^2*q^2*x^2+33404*a^2*c^2*p^2*q*r^2*x+209052*a^2*c^2*p^2*q *r*x^2+79736*a^2*c^2*p^2*q*x^3+7606*a^2*c^2*p^2*r^3*x+10026*a^2*c^2*p^2*r^2*x^2 -69320*a^2*c^2*p^2*r*x^3+7472*a^2*c^2*p*q^3*r*x+66696*a^2*c^2*p*q^3*x^2+23926*a ^2*c^2*p*q^2*r^2*x+202320*a^2*c^2*p*q^2*r*x^2+101080*a^2*c^2*p*q^2*x^3+16632*a^ 2*c^2*p*q*r^3*x+62578*a^2*c^2*p*q*r^2*x^2-121980*a^2*c^2*p*q*r*x^3+1980*a^2*c^2 *p*r^4*x-18258*a^2*c^2*p*r^3*x^2-86004*a^2*c^2*p*r^2*x^3+660*a^2*c^2*q^4*r*x+ 9684*a^2*c^2*q^4*x^2+3948*a^2*c^2*q^3*r^2*x+48120*a^2*c^2*q^3*r*x^2+28136*a^2*c ^2*q^3*x^3+4798*a^2*c^2*q^2*r^3*x+24834*a^2*c^2*q^2*r^2*x^2-65630*a^2*c^2*q^2*r *x^3+1788*a^2*c^2*q*r^4*x-14868*a^2*c^2*q*r^3*x^2-102186*a^2*c^2*q*r^2*x^3+84*a ^2*c^2*r^5*x-4836*a^2*c^2*r^4*x^2-10560*a^2*c^2*r^3*x^3+50*a^2*c*g^5*r*x+246*a^ 2*c*g^5*x^2+892*a^2*c*g^4*p*r*x+4374*a^2*c*g^4*p*x^2+524*a^2*c*g^4*q*r*x+3504*a ^2*c*g^4*q*x^2+792*a^2*c*g^4*r^2*x+6914*a^2*c*g^4*r*x^2+5836*a^2*c*g^4*x^3+3428 *a^2*c*g^3*p^2*r*x+16038*a^2*c*g^3*p^2*x^2+4996*a^2*c*g^3*p*q*r*x+30912*a^2*c*g ^3*p*q*x^2+4972*a^2*c*g^3*p*r^2*x+35967*a^2*c*g^3*p*r*x^2+22672*a^2*c*g^3*p*x^3 +1338*a^2*c*g^3*q^2*r*x+11508*a^2*c*g^3*q^2*x^2+3542*a^2*c*g^3*q*r^2*x+35130*a^ 2*c*g^3*q*r*x^2+28792*a^2*c*g^3*q*x^3+1280*a^2*c*g^3*r^3*x+7204*a^2*c*g^3*r^2*x ^2-5334*a^2*c*g^3*r*x^3+4442*a^2*c*g^2*p^3*r*x+19890*a^2*c*g^2*p^3*x^2+13028*a^ 2*c*g^2*p^2*q*r*x+72774*a^2*c*g^2*p^2*q*x^2+8945*a^2*c*g^2*p^2*r^2*x+53171*a^2* c*g^2*p^2*r*x^2+22528*a^2*c*g^2*p^2*x^3+8450*a^2*c*g^2*p*q^2*r*x+62424*a^2*c*g^ 2*p*q^2*x^2+17060*a^2*c*g^2*p*q*r^2*x+138651*a^2*c*g^2*p*q*r*x^2+85576*a^2*c*g^ 2*p*q*x^3+4736*a^2*c*g^2*p*r^3*x+18891*a^2*c*g^2*p*r^2*x^2-27414*a^2*c*g^2*p*r* x^3+1236*a^2*c*g^2*q^3*r*x+13578*a^2*c*g^2*q^3*x^2+5123*a^2*c*g^2*q^2*r^2*x+ 55940*a^2*c*g^2*q^2*r*x^2+42212*a^2*c*g^2*q^2*x^3+3928*a^2*c*g^2*q*r^3*x+24458* a^2*c*g^2*q*r^2*x^2-22483*a^2*c*g^2*q*r*x^3+485*a^2*c*g^2*r^4*x-4878*a^2*c*g^2* r^3*x^2-30701*a^2*c*g^2*r^2*x^3+2142*a^2*c*g*p^4*r*x+9156*a^2*c*g*p^4*x^2+11868 *a^2*c*g*p^3*q*r*x+59952*a^2*c*g*p^3*q*x^2+5509*a^2*c*g*p^3*r^2*x+24383*a^2*c*g *p^3*r*x^2+2804*a^2*c*g*p^3*x^3+13968*a^2*c*g*p^2*q^2*r*x+89556*a^2*c*g*p^2*q^2 *x^2+22538*a^2*c*g*p^2*q*r^2*x+147228*a^2*c*g*p^2*q*r*x^2+63620*a^2*c*g*p^2*q*x ^3+4377*a^2*c*g*p^2*r^3*x+3906*a^2*c*g*p^2*r^2*x^2-48125*a^2*c*g*p^2*r*x^3+5028 *a^2*c*g*p*q^3*r*x+45084*a^2*c*g*p*q^3*x^2+16567*a^2*c*g*p*q^2*r^2*x+145896*a^2 *c*g*p*q^2*r*x^2+83076*a^2*c*g*p*q^2*x^3+11316*a^2*c*g*p*q*r^3*x+49151*a^2*c*g* p*q*r^2*x^2-72212*a^2*c*g*p*q*r*x^3+1072*a^2*c*g*p*r^4*x-12923*a^2*c*g*p*r^3*x^ 2-58556*a^2*c*g*p*r^2*x^3+418*a^2*c*g*q^4*r*x+6324*a^2*c*g*q^4*x^2+2660*a^2*c*g *q^3*r^2*x+33524*a^2*c*g*q^3*r*x^2+22260*a^2*c*g*q^3*x^3+3267*a^2*c*g*q^2*r^3*x +18874*a^2*c*g*q^2*r^2*x^2-41238*a^2*c*g*q^2*r*x^3+1170*a^2*c*g*q*r^4*x-9955*a^ 2*c*g*q*r^3*x^2-72417*a^2*c*g*q*r^2*x^3+28*a^2*c*g*r^5*x-3222*a^2*c*g*r^4*x^2-\ 6784*a^2*c*g*r^3*x^3+342*a^2*c*p^5*r*x+1368*a^2*c*p^5*x^2+3500*a^2*c*p^4*q*r*x+ 15858*a^2*c*p^4*q*x^2+1080*a^2*c*p^4*r^2*x+2609*a^2*c*p^4*r*x^2-1880*a^2*c*p^4* x^3+6380*a^2*c*p^3*q^2*r*x+35880*a^2*c*p^3*q^2*x^2+8764*a^2*c*p^3*q*r^2*x+44344 *a^2*c*p^3*q*r*x^2+11040*a^2*c*p^3*q*x^3+1168*a^2*c*p^3*r^3*x-3666*a^2*c*p^3*r^ 2*x^2-19359*a^2*c*p^3*r*x^3+4056*a^2*c*p^2*q^3*r*x+30612*a^2*c*p^2*q^3*x^2+ 11213*a^2*c*p^2*q^2*r^2*x+78282*a^2*c*p^2*q^2*r*x^2+30888*a^2*c*p^2*q^2*x^3+ 6916*a^2*c*p^2*q*r^3*x+16198*a^2*c*p^2*q*r^2*x^2-53073*a^2*c*p^2*q*r*x^3+486*a^ 2*c*p^2*r^4*x-7752*a^2*c*p^2*r^3*x^2-23327*a^2*c*p^2*r^2*x^3+870*a^2*c*p*q^4*r* x+10176*a^2*c*p*q^4*x^2+4278*a^2*c*p*q^3*r^2*x+42832*a^2*c*p*q^3*r*x^2+21136*a^ 2*c*p*q^3*x^3+4962*a^2*c*p*q^2*r^3*x+19378*a^2*c*p*q^2*r^2*x^2-53625*a^2*c*p*q^ 2*r*x^3+1788*a^2*c*p*q*r^4*x-11703*a^2*c*p*q*r^3*x^2-69456*a^2*c*p*q*r^2*x^3+56 *a^2*c*p*r^5*x-3020*a^2*c*p*r^4*x^2-2868*a^2*c*p*r^3*x^3+36*a^2*c*q^5*r*x+954*a ^2*c*q^5*x^2+385*a^2*c*q^4*r^2*x+6285*a^2*c*q^4*r*x^2+3168*a^2*c*q^4*x^3+626*a^ 2*c*q^3*r^3*x+2932*a^2*c*q^3*r^2*x^2-19911*a^2*c*q^3*r*x^3+375*a^2*c*q^2*r^4*x-\ 5757*a^2*c*q^2*r^3*x^2-36345*a^2*c*q^2*r^2*x^3+84*a^2*c*q*r^5*x-3102*a^2*c*q*r^ 4*x^2-7008*a^2*c*q*r^3*x^3-110*a^2*c*r^5*x^2+1760*a^2*c*r^4*x^3+34*a^2*g^5*p*r* x+150*a^2*g^5*p*x^2+18*a^2*g^5*q*r*x+102*a^2*g^5*q*x^2+42*a^2*g^5*r^2*x+379*a^2 *g^5*r*x^2+352*a^2*g^5*x^3+234*a^2*g^4*p^2*r*x+1002*a^2*g^4*p^2*x^2+296*a^2*g^4 *p*q*r*x+1776*a^2*g^4*p*q*x^2+365*a^2*g^4*p*r^2*x+2621*a^2*g^4*p*r*x^2+1796*a^2 *g^4*p*x^3+80*a^2*g^4*q^2*r*x+678*a^2*g^4*q^2*x^2+246*a^2*g^4*q*r^2*x+2627*a^2* g^4*q*r*x^2+2500*a^2*g^4*q*x^3+94*a^2*g^4*r^3*x+474*a^2*g^4*r^2*x^2-609*a^2*g^4 *r*x^3+438*a^2*g^3*p^3*r*x+1818*a^2*g^3*p^3*x^2+1254*a^2*g^3*p^2*q*r*x+6858*a^2 *g^3*p^2*q*x^2+907*a^2*g^3*p^2*r^2*x+5180*a^2*g^3*p^2*r*x^2+2244*a^2*g^3*p^2*x^ 3+796*a^2*g^3*p*q^2*r*x+5880*a^2*g^3*p*q^2*x^2+1740*a^2*g^3*p*q*r^2*x+14983*a^2 *g^3*p*q*r*x^2+10584*a^2*g^3*p*q*x^3+484*a^2*g^3*p*r^3*x+1811*a^2*g^3*p*r^2*x^2 -3267*a^2*g^3*p*r*x^3+112*a^2*g^3*q^3*r*x+1272*a^2*g^3*q^3*x^2+507*a^2*g^3*q^2* r^2*x+5918*a^2*g^3*q^2*r*x^2+5172*a^2*g^3*q^2*x^3+396*a^2*g^3*q*r^3*x+2692*a^2* g^3*q*r^2*x^2-2093*a^2*g^3*q*r*x^3+45*a^2*g^3*r^4*x-560*a^2*g^3*r^3*x^2-3277*a^ 2*g^3*r^2*x^3+286*a^2*g^2*p^4*r*x+1158*a^2*g^2*p^4*x^2+1858*a^2*g^2*p^3*q*r*x+ 9276*a^2*g^2*p^3*q*x^2+739*a^2*g^2*p^3*r^2*x+2871*a^2*g^2*p^3*r*x^2-156*a^2*g^2 *p^3*x^3+2240*a^2*g^2*p^2*q^2*r*x+14304*a^2*g^2*p^2*q^2*x^2+3633*a^2*g^2*p^2*q* r^2*x+24960*a^2*g^2*p^2*q*r*x^2+12296*a^2*g^2*p^2*q*x^3+574*a^2*g^2*p^2*r^3*x-\ 279*a^2*g^2*p^2*r^2*x^2-8788*a^2*g^2*p^2*r*x^3+790*a^2*g^2*p*q^3*r*x+7152*a^2*g ^2*p*q^3*x^2+2734*a^2*g^2*p*q^2*r^2*x+25386*a^2*g^2*p*q^2*r*x^2+16688*a^2*g^2*p *q^2*x^3+1848*a^2*g^2*p*q*r^3*x+9321*a^2*g^2*p*q*r^2*x^2-9722*a^2*g^2*p*q*r*x^3 +126*a^2*g^2*p*r^4*x-2291*a^2*g^2*p*r^3*x^2-9496*a^2*g^2*p*r^2*x^3+60*a^2*g^2*q ^4*r*x+966*a^2*g^2*q^4*x^2+417*a^2*g^2*q^3*r^2*x+5541*a^2*g^2*q^3*r*x^2+4236*a^ 2*g^2*q^3*x^3+520*a^2*g^2*q^2*r^3*x+3344*a^2*g^2*q^2*r^2*x^2-6267*a^2*g^2*q^2*r *x^3+179*a^2*g^2*q*r^4*x-1626*a^2*g^2*q*r^3*x^2-12381*a^2*g^2*q*r^2*x^3-500*a^2 *g^2*r^4*x^2-906*a^2*g^2*r^3*x^3+48*a^2*g*p^5*r*x+192*a^2*g*p^5*x^2+1112*a^2*g* p^4*q*r*x+5004*a^2*g*p^4*q*x^2+147*a^2*g*p^4*r^2*x-333*a^2*g*p^4*r*x^2-1284*a^2 *g*p^4*x^3+2196*a^2*g*p^3*q^2*r*x+12300*a^2*g*p^3*q^2*x^2+2845*a^2*g*p^3*q*r^2* x+14878*a^2*g*p^3*q*r*x^2+4092*a^2*g*p^3*q*x^3+144*a^2*g*p^3*r^3*x-2606*a^2*g*p ^3*r^2*x^2-7536*a^2*g*p^3*r*x^3+1414*a^2*g*p^2*q^3*r*x+10656*a^2*g*p^2*q^3*x^2+ 3941*a^2*g*p^2*q^2*r^2*x+28857*a^2*g*p^2*q^2*r*x^2+13296*a^2*g*p^2*q^2*x^3+2293 *a^2*g*p^2*q*r^3*x+6239*a^2*g*p^2*q*r^2*x^2-17029*a^2*g*p^2*q*r*x^3+45*a^2*g*p^ 2*r^4*x-2976*a^2*g*p^2*r^3*x^2-7444*a^2*g*p^2*r^2*x^3+292*a^2*g*p*q^4*r*x+3468* a^2*g*p*q^4*x^2+1515*a^2*g*p*q^3*r^2*x+15784*a^2*g*p*q^3*r*x^2+9180*a^2*g*p*q^3 *x^3+1768*a^2*g*p*q^2*r^3*x+8279*a^2*g*p*q^2*r^2*x^2-16200*a^2*g*p*q^2*r*x^3+ 604*a^2*g*p*q*r^4*x-3753*a^2*g*p*q*r^3*x^2-24711*a^2*g*p*q*r^2*x^3-940*a^2*g*p* r^4*x^2-438*a^2*g*p*r^3*x^3+10*a^2*g*q^5*r*x+300*a^2*g*q^5*x^2+126*a^2*g*q^4*r^ 2*x+2138*a^2*g*q^4*r*x^2+1260*a^2*g*q^4*x^3+211*a^2*g*q^3*r^3*x+1101*a^2*g*q^3* r^2*x^2-6707*a^2*g*q^3*r*x^3+126*a^2*g*q^2*r^4*x-1976*a^2*g*q^2*r^3*x^2-13203*a ^2*g*q^2*r^2*x^3+28*a^2*g*q*r^5*x-1062*a^2*g*q*r^4*x^2-2716*a^2*g*q*r^3*x^3-20* a^2*g*r^5*x^2+570*a^2*g*r^4*x^3+246*a^2*p^5*q*r*x+984*a^2*p^5*q*x^2-246*a^2*p^5 *r*x^2-328*a^2*p^5*x^3+692*a^2*p^4*q^2*r*x+3414*a^2*p^4*q^2*x^2+786*a^2*p^4*q*r ^2*x+3044*a^2*p^4*q*r*x^2+216*a^2*p^4*q*x^3-834*a^2*p^4*r^2*x^2-1576*a^2*p^4*r* x^3+676*a^2*p^3*q^3*r*x+4368*a^2*p^3*q^3*x^2+1646*a^2*p^3*q^2*r^2*x+9316*a^2*p^ 3*q^2*r*x^2+2664*a^2*p^3*q^2*x^3+880*a^2*p^3*q*r^3*x+896*a^2*p^3*q*r^2*x^2-6809 *a^2*p^3*q*r*x^3-918*a^2*p^3*r^3*x^2-1233*a^2*p^3*r^2*x^3+260*a^2*p^2*q^4*r*x+ 2460*a^2*p^2*q^4*x^2+1083*a^2*p^2*q^3*r^2*x+8778*a^2*p^2*q^3*r*x^2+3416*a^2*p^2 *q^3*x^3+1182*a^2*p^2*q^2*r^3*x+3138*a^2*p^2*q^2*r^2*x^2-10991*a^2*p^2*q^2*r*x^ 3+396*a^2*p^2*q*r^4*x-2235*a^2*p^2*q*r^3*x^2-10536*a^2*p^2*q*r^2*x^3-372*a^2*p^ 2*r^4*x^2+504*a^2*p^2*r^3*x^3+30*a^2*p*q^5*r*x+552*a^2*p*q^5*x^2+232*a^2*p*q^4* r^2*x+3014*a^2*p*q^4*r*x^2+1344*a^2*p*q^4*x^3+378*a^2*p*q^3*r^3*x+1374*a^2*p*q^ 3*r^2*x^2-7859*a^2*p*q^3*r*x^3+240*a^2*p*q^2*r^4*x-2277*a^2*p*q^2*r^3*x^2-13221 *a^2*p*q^2*r^2*x^3+56*a^2*p*q*r^5*x-1148*a^2*p*q*r^4*x^2-1896*a^2*p*q*r^3*x^3-\ 40*a^2*p*r^5*x^2+420*a^2*p*r^4*x^3+30*a^2*q^6*x^2+9*a^2*q^5*r^2*x+262*a^2*q^5*r *x^2+48*a^2*q^5*x^3+12*a^2*q^4*r^3*x-34*a^2*q^4*r^2*x^2-2101*a^2*q^4*r*x^3+3*a^ 2*q^3*r^4*x-738*a^2*q^3*r^3*x^2-3918*a^2*q^3*r^2*x^3-486*a^2*q^2*r^4*x^2-792*a^ 2*q^2*r^3*x^3-50*a^2*q*r^5*x^2+680*a^2*q*r^4*x^3+192*a*b^6*c*x^2+96*a*b^6*p*x^2 +192*a*b^6*r*x^2+704*a*b^6*x^3+128*a*b^5*c^2*r*x+4416*a*b^5*c^2*x^2+32*a*b^5*c* g*r*x+1440*a*b^5*c*g*x^2+160*a*b^5*c*p*r*x+4704*a*b^5*c*p*x^2+1440*a*b^5*c*q*x^ 2+48*a*b^5*c*r^2*x+5456*a*b^5*c*r*x^2+11584*a*b^5*c*x^3+16*a*b^5*g*p*r*x+816*a* b^5*g*p*x^2+240*a*b^5*g*q*x^2+16*a*b^5*g*r^2*x+1688*a*b^5*g*r*x^2+4224*a*b^5*g* x^3+48*a*b^5*p^2*r*x+1248*a*b^5*p^2*x^2+864*a*b^5*p*q*x^2+40*a*b^5*p*r^2*x+2880 *a*b^5*p*r*x^2+5088*a*b^5*p*x^3+856*a*b^5*q*r*x^2+2272*a*b^5*q*x^3-8*a*b^5*r^3* x+296*a*b^5*r^2*x^2-544*a*b^5*r*x^3+1472*a*b^4*c^3*r*x+28032*a*b^4*c^3*x^2+960* a*b^4*c^2*g*r*x+19968*a*b^4*c^2*g*x^2+2624*a*b^4*c^2*p*r*x+42624*a*b^4*c^2*p*x^ 2+576*a*b^4*c^2*q*r*x+20352*a*b^4*c^2*q*x^2+1040*a*b^4*c^2*r^2*x+42432*a*b^4*c^ 2*r*x^2+62208*a*b^4*c^2*x^3+128*a*b^4*c*g^2*r*x+3312*a*b^4*c*g^2*x^2+1200*a*b^4 *c*g*p*r*x+21600*a*b^4*c*g*p*x^2+224*a*b^4*c*g*q*r*x+9360*a*b^4*c*g*q*x^2+608*a *b^4*c*g*r^2*x+27200*a*b^4*c*g*r*x^2+46400*a*b^4*c*g*x^3+1520*a*b^4*c*p^2*r*x+ 21024*a*b^4*c*p^2*x^2+800*a*b^4*c*p*q*r*x+22560*a*b^4*c*p*q*x^2+1336*a*b^4*c*p* r^2*x+41216*a*b^4*c*p*r*x^2+50144*a*b^4*c*p*x^3+3360*a*b^4*c*q^2*x^2+240*a*b^4* c*q*r^2*x+20296*a*b^4*c*q*r*x^2+34016*a*b^4*c*q*x^3+56*a*b^4*c*r^3*x+7128*a*b^4 *c*r^2*x^2-1576*a*b^4*c*r*x^3+72*a*b^4*g^2*p*r*x+1992*a*b^4*g^2*p*x^2+16*a*b^4* g^2*q*r*x+840*a*b^4*g^2*q*x^2+76*a*b^4*g^2*r^2*x+4180*a*b^4*g^2*r*x^2+8448*a*b^ 4*g^2*x^3+376*a*b^4*g*p^2*r*x+5712*a*b^4*g*p^2*x^2+160*a*b^4*g*p*q*r*x+5424*a*b ^4*g*p*q*x^2+420*a*b^4*g*p*r^2*x+13776*a*b^4*g*p*r*x^2+19504*a*b^4*g*p*x^3+720* a*b^4*g*q^2*x^2+72*a*b^4*g*q*r^2*x+6132*a*b^4*g*q*r*x^2+12112*a*b^4*g*q*x^3+20* a*b^4*g*r^3*x+2268*a*b^4*g*r^2*x^2-392*a*b^4*g*r*x^3+288*a*b^4*p^3*r*x+3360*a*b ^4*p^3*x^2+272*a*b^4*p^2*q*r*x+6048*a*b^4*p^2*q*x^2+396*a*b^4*p^2*r^2*x+9564*a* b^4*p^2*r*x^2+9520*a*b^4*p^2*x^3+2208*a*b^4*p*q^2*x^2+184*a*b^4*p*q*r^2*x+10824 *a*b^4*p*q*r*x^2+15552*a*b^4*p*q*x^3+64*a*b^4*p*r^3*x+3512*a*b^4*p*r^2*x^2-428* a*b^4*p*r*x^3+1476*a*b^4*q^2*r*x^2+2512*a*b^4*q^2*x^3-40*a*b^4*q*r^3*x+460*a*b^ 4*q*r^2*x^2-5420*a*b^4*q*r*x^3-24*a*b^4*r^4*x-540*a*b^4*r^3*x^2-5452*a*b^4*r^2* x^3+6336*a*b^3*c^4*r*x+82944*a*b^3*c^4*x^2+6688*a*b^3*c^3*g*r*x+91200*a*b^3*c^3 *g*x^2+14144*a*b^3*c^3*p*r*x+160512*a*b^3*c^3*p*x^2+4992*a*b^3*c^3*q*r*x+94464* a*b^3*c^3*q*x^2+6608*a*b^3*c^3*r^2*x+146608*a*b^3*c^3*r*x^2+160128*a*b^3*c^3*x^ 3+2144*a*b^3*c^2*g^2*r*x+31632*a*b^3*c^2*g^2*x^2+11792*a*b^3*c^2*g*p*r*x+138624 *a*b^3*c^2*g*p*x^2+3840*a*b^3*c^2*g*q*r*x+77616*a*b^3*c^2*g*q*x^2+6008*a*b^3*c^ 2*g*r^2*x+144080*a*b^3*c^2*g*r*x^2+178976*a*b^3*c^2*g*x^3+11392*a*b^3*c^2*p^2*r *x+111648*a*b^3*c^2*p^2*x^2+9312*a*b^3*c^2*p*q*r*x+146688*a*b^3*c^2*p*q*x^2+ 11200*a*b^3*c^2*p*r^2*x+198880*a*b^3*c^2*p*r*x^2+180928*a*b^3*c^2*p*x^3+944*a*b ^3*c^2*q^2*r*x+33600*a*b^3*c^2*q^2*x^2+3696*a*b^3*c^2*q*r^2*x+124192*a*b^3*c^2* q*r*x^2+149312*a*b^3*c^2*q*x^3+1424*a*b^3*c^2*r^3*x+35760*a*b^3*c^2*r^2*x^2-\ 18600*a*b^3*c^2*r*x^3+192*a*b^3*c*g^3*r*x+3384*a*b^3*c*g^3*x^2+2688*a*b^3*c*g^2 *p*r*x+34488*a*b^3*c*g^2*p*x^2+784*a*b^3*c*g^2*q*r*x+18000*a*b^3*c*g^2*q*x^2+ 1636*a*b^3*c*g^2*r^2*x+45132*a*b^3*c*g^2*r*x^2+65392*a*b^3*c*g^2*x^3+6704*a*b^3 *c*g*p^2*r*x+67344*a*b^3*c*g*p^2*x^2+5056*a*b^3*c*g*p*q*r*x+84096*a*b^3*c*g*p*q *x^2+7176*a*b^3*c*g*p*r^2*x+135552*a*b^3*c*g*p*r*x^2+140128*a*b^3*c*g*p*x^3+440 *a*b^3*c*g*q^2*r*x+17856*a*b^3*c*g*q^2*x^2+2224*a*b^3*c*g*q*r^2*x+79992*a*b^3*c *g*q*r*x^2+110944*a*b^3*c*g*q*x^3+936*a*b^3*c*g*r^3*x+24876*a*b^3*c*g*r^2*x^2-\ 7228*a*b^3*c*g*r*x^3+3904*a*b^3*c*p^3*r*x+32928*a*b^3*c*p^3*x^2+5552*a*b^3*c*p^ 2*q*r*x+72432*a*b^3*c*p^2*q*x^2+5932*a*b^3*c*p^2*r^2*x+84496*a*b^3*c*p^2*r*x^2+ 62800*a*b^3*c*p^2*x^3+1400*a*b^3*c*p*q^2*r*x+38616*a*b^3*c*p*q^2*x^2+4656*a*b^3 *c*p*q*r^2*x+120684*a*b^3*c*p*q*r*x^2+122112*a*b^3*c*p*q*x^3+1808*a*b^3*c*p*r^3 *x+29840*a*b^3*c*p*r^2*x^2-23980*a*b^3*c*p*r*x^3+3624*a*b^3*c*q^3*x^2+420*a*b^3 *c*q^2*r^2*x+28408*a*b^3*c*q^2*r*x^2+35696*a*b^3*c*q^2*x^3+128*a*b^3*c*q*r^3*x+ 13948*a*b^3*c*q*r^2*x^2-35204*a*b^3*c*q*r*x^3-72*a*b^3*c*r^4*x-4212*a*b^3*c*r^3 *x^2-46784*a*b^3*c*r^2*x^3+116*a*b^3*g^3*p*r*x+2100*a*b^3*g^3*p*x^2+40*a*b^3*g^ 3*q*r*x+1044*a*b^3*g^3*q*x^2+128*a*b^3*g^3*r^2*x+4482*a*b^3*g^3*r*x^2+7744*a*b^ 3*g^3*x^3+848*a*b^3*g^2*p^2*r*x+9072*a*b^3*g^2*p^2*x^2+536*a*b^3*g^2*p*q*r*x+ 10272*a*b^3*g^2*p*q*x^2+1056*a*b^3*g^2*p*r^2*x+22208*a*b^3*g^2*p*r*x^2+26624*a* b^3*g^2*p*x^3+40*a*b^3*g^2*q^2*r*x+2112*a*b^3*g^2*q^2*x^2+280*a*b^3*g^2*q*r^2*x +12140*a*b^3*g^2*q*r*x^2+19936*a*b^3*g^2*q*x^3+124*a*b^3*g^2*r^3*x+3876*a*b^3*g ^2*r^2*x^2-988*a*b^3*g^2*r*x^3+1216*a*b^3*g*p^3*r*x+10416*a*b^3*g*p^3*x^2+1608* a*b^3*g*p^2*q*r*x+21792*a*b^3*g*p^2*q*x^2+1976*a*b^3*g*p^2*r^2*x+29848*a*b^3*g* p^2*r*x^2+25232*a*b^3*g*p^2*x^3+348*a*b^3*g*p*q^2*r*x+10716*a*b^3*g*p*q^2*x^2+ 1532*a*b^3*g*p*q*r^2*x+41062*a*b^3*g*p*q*r*x^2+48368*a*b^3*g*p*q*x^3+656*a*b^3* g*p*r^3*x+11604*a*b^3*g*p*r^2*x^2-3998*a*b^3*g*p*r*x^3+828*a*b^3*g*q^3*x^2+120* a*b^3*g*q^2*r^2*x+8364*a*b^3*g*q^2*r*x^2+12224*a*b^3*g*q^2*x^3+44*a*b^3*g*q*r^3 *x+4240*a*b^3*g*q*r^2*x^2-11922*a*b^3*g*q*r*x^3-20*a*b^3*g*r^4*x-1446*a*b^3*g*r ^3*x^2-16220*a*b^3*g*r^2*x^3+476*a*b^3*p^4*r*x+3432*a*b^3*p^4*x^2+1048*a*b^3*p^ 3*q*r*x+11352*a*b^3*p^3*q*x^2+986*a*b^3*p^3*r^2*x+11040*a*b^3*p^3*r*x^2+6360*a* b^3*p^3*x^3+508*a*b^3*p^2*q^2*r*x+10488*a*b^3*p^2*q^2*x^2+1364*a*b^3*p^2*q*r^2* x+27754*a*b^3*p^2*q*r*x^2+22952*a*b^3*p^2*q*x^3+510*a*b^3*p^2*r^3*x+5500*a*b^3* p^2*r^2*x^2-7800*a*b^3*p^2*r*x^3+2568*a*b^3*p*q^3*x^2+306*a*b^3*p*q^2*r^2*x+ 15460*a*b^3*p*q^2*r*x^2+17480*a*b^3*p*q^2*x^3+176*a*b^3*p*q*r^3*x+7346*a*b^3*p* q*r^2*x^2-12616*a*b^3*p*q*r*x^3-1788*a*b^3*p*r^3*x^2-18108*a*b^3*p*r^2*x^3+1274 *a*b^3*q^3*r*x^2+888*a*b^3*q^3*x^3-70*a*b^3*q^2*r^3*x-98*a*b^3*q^2*r^2*x^2-\ 11472*a*b^3*q^2*r*x^3-72*a*b^3*q*r^4*x-1674*a*b^3*q*r^3*x^2-14404*a*b^3*q*r^2*x ^3-12*a*b^3*r^5*x-332*a*b^3*r^4*x^2-1480*a*b^3*r^3*x^3+13056*a*b^2*c^5*r*x+ 129792*a*b^2*c^5*x^2+19072*a*b^2*c^4*g*r*x+192864*a*b^2*c^4*g*x^2+34560*a*b^2*c ^4*p*r*x+302400*a*b^2*c^4*p*x^2+15552*a*b^2*c^4*q*r*x+201600*a*b^2*c^4*q*x^2+ 18224*a*b^2*c^4*r^2*x+263184*a*b^2*c^4*r*x^2+223296*a*b^2*c^4*x^3+9824*a*b^2*c^ 3*g^2*r*x+102240*a*b^2*c^3*g^2*x^2+41968*a*b^2*c^3*g*p*r*x+370992*a*b^2*c^3*g*p *x^2+18080*a*b^2*c^3*g*q*r*x+241872*a*b^2*c^3*g*q*x^2+22896*a*b^2*c^3*g*r^2*x+ 347832*a*b^2*c^3*g*r*x^2+327328*a*b^2*c^3*g*x^3+34800*a*b^2*c^3*p^2*r*x+267456* a*b^2*c^3*p^2*x^2+35776*a*b^2*c^3*p*q*r*x+396864*a*b^2*c^3*p*q*x^2+37584*a*b^2* c^3*p*r^2*x+450304*a*b^2*c^3*p*r*x^2+319168*a*b^2*c^3*p*x^3+5952*a*b^2*c^3*q^2* r*x+111552*a*b^2*c^3*q^2*x^2+16880*a*b^2*c^3*q*r^2*x+323312*a*b^2*c^3*q*r*x^2+ 295104*a*b^2*c^3*q*x^3+6656*a*b^2*c^3*r^3*x+79392*a*b^2*c^3*r^2*x^2-67712*a*b^2 *c^3*r*x^3+2048*a*b^2*c^2*g^3*r*x+22488*a*b^2*c^2*g^3*x^2+17128*a*b^2*c^2*g^2*p *r*x+154752*a*b^2*c^2*g^2*p*x^2+6880*a*b^2*c^2*g^2*q*r*x+97272*a*b^2*c^2*g^2*q* x^2+9980*a*b^2*c^2*g^2*r^2*x+164552*a*b^2*c^2*g^2*r*x^2+176336*a*b^2*c^2*g^2*x^ 3+32896*a*b^2*c^2*g*p^2*r*x+253416*a*b^2*c^2*g*p^2*x^2+32640*a*b^2*c^2*g*p*q*r* x+369840*a*b^2*c^2*g*p*q*x^2+36908*a*b^2*c^2*g*p*r^2*x+460804*a*b^2*c^2*g*p*r*x ^2+362928*a*b^2*c^2*g*p*x^3+5056*a*b^2*c^2*g*q^2*r*x+99912*a*b^2*c^2*g*q^2*x^2+ 15912*a*b^2*c^2*g*q*r^2*x+322280*a*b^2*c^2*g*q*r*x^2+330928*a*b^2*c^2*g*q*x^3+ 6564*a*b^2*c^2*g*r^3*x+83564*a*b^2*c^2*g*r^2*x^2-54596*a*b^2*c^2*g*r*x^3+16512* a*b^2*c^2*p^3*r*x+111504*a*b^2*c^2*p^3*x^2+29280*a*b^2*c^2*p^2*q*r*x+277344*a*b ^2*c^2*p^2*q*x^2+27208*a*b^2*c^2*p^2*r^2*x+268512*a*b^2*c^2*p^2*r*x^2+154448*a* b^2*c^2*p^2*x^3+11520*a*b^2*c^2*p*q^2*r*x+177288*a*b^2*c^2*p*q^2*x^2+28376*a*b^ 2*c^2*p*q*r^2*x+440340*a*b^2*c^2*p*q*r*x^2+336832*a*b^2*c^2*p*q*x^3+10648*a*b^2 *c^2*p*r^3*x+90032*a*b^2*c^2*p*r^2*x^2-113180*a*b^2*c^2*p*r*x^3+720*a*b^2*c^2*q ^3*r*x+25632*a*b^2*c^2*q^3*x^2+4604*a*b^2*c^2*q^2*r^2*x+130460*a*b^2*c^2*q^2*r* x^2+123392*a*b^2*c^2*q^2*x^3+3368*a*b^2*c^2*q*r^3*x+58536*a*b^2*c^2*q*r^2*x^2-\ 119296*a*b^2*c^2*q*r*x^3+468*a*b^2*c^2*r^4*x-14124*a*b^2*c^2*r^3*x^2-141384*a*b ^2*c^2*r^2*x^3+136*a*b^2*c*g^4*r*x+1680*a*b^2*c*g^4*x^2+2564*a*b^2*c*g^3*p*r*x+ 24540*a*b^2*c*g^3*p*x^2+936*a*b^2*c*g^3*q*r*x+14532*a*b^2*c*g^3*q*x^2+1742*a*b^ 2*c*g^3*r^2*x+32846*a*b^2*c*g^3*r*x^2+41200*a*b^2*c*g^3*x^3+9520*a*b^2*c*g^2*p^ 2*r*x+73884*a*b^2*c*g^2*p^2*x^2+8768*a*b^2*c*g^2*p*q*r*x+103920*a*b^2*c*g^2*p*q *x^2+11356*a*b^2*c*g^2*p*r^2*x+150926*a*b^2*c*g^2*p*r*x^2+134656*a*b^2*c*g^2*p* x^3+1224*a*b^2*c*g^2*q^2*r*x+26844*a*b^2*c*g^2*q^2*x^2+4504*a*b^2*c*g^2*q*r^2*x +101366*a*b^2*c*g^2*q*r*x^2+120272*a*b^2*c*g^2*q*x^3+1952*a*b^2*c*g^2*r^3*x+ 26842*a*b^2*c*g^2*r^2*x^2-16376*a*b^2*c*g^2*r*x^3+10752*a*b^2*c*g*p^3*r*x+72276 *a*b^2*c*g*p^3*x^2+18616*a*b^2*c*g*p^2*q*r*x+178320*a*b^2*c*g*p^2*q*x^2+18346*a *b^2*c*g*p^2*r^2*x+187550*a*b^2*c*g*p^2*r*x^2+120208*a*b^2*c*g*p^2*x^3+6916*a*b ^2*c*g*p*q^2*r*x+110184*a*b^2*c*g*p*q^2*x^2+18908*a*b^2*c*g*p*q*r^2*x+306452*a* b^2*c*g*p*q*r*x^2+266224*a*b^2*c*g*p*q*x^3+7416*a*b^2*c*g*p*r^3*x+68148*a*b^2*c *g*p*r^2*x^2-61826*a*b^2*c*g*p*r*x^3+368*a*b^2*c*g*q^3*r*x+14652*a*b^2*c*g*q^3* x^2+2840*a*b^2*c*g*q^2*r^2*x+84598*a*b^2*c*g*q^2*r*x^2+91440*a*b^2*c*g*q^2*x^3+ 2228*a*b^2*c*g*q*r^3*x+41212*a*b^2*c*g*q*r^2*x^2-71534*a*b^2*c*g*q*r*x^3+324*a* b^2*c*g*r^4*x-9592*a*b^2*c*g*r^3*x^2-99172*a*b^2*c*g*r^2*x^3+3644*a*b^2*c*p^4*r *x+21588*a*b^2*c*p^4*x^2+10016*a*b^2*c*p^3*q*r*x+81288*a*b^2*c*p^3*q*x^2+8138*a *b^2*c*p^3*r^2*x+64606*a*b^2*c*p^3*r*x^2+27880*a*b^2*c*p^3*x^3+7036*a*b^2*c*p^2 *q^2*r*x+88224*a*b^2*c*p^2*q^2*x^2+14892*a*b^2*c*p^2*q*r^2*x+187022*a*b^2*c*p^2 *q*r*x^2+116376*a*b^2*c*p^2*q*x^3+5166*a*b^2*c*p^2*r^3*x+28798*a*b^2*c*p^2*r^2* x^2-60450*a*b^2*c*p^2*r*x^3+1120*a*b^2*c*p*q^3*r*x+30528*a*b^2*c*p*q^3*x^2+5730 *a*b^2*c*p*q^2*r^2*x+127914*a*b^2*c*p*q^2*r*x^2+103992*a*b^2*c*p*q^2*x^3+4304*a *b^2*c*p*q*r^3*x+50990*a*b^2*c*p*q*r^2*x^2-102684*a*b^2*c*p*q*r*x^3+720*a*b^2*c *p*r^4*x-12270*a*b^2*c*p*r^3*x^2-104622*a*b^2*c*p*r^2*x^3+2004*a*b^2*c*q^4*x^2+ 336*a*b^2*c*q^3*r^2*x+18764*a*b^2*c*q^3*r*x^2+15496*a*b^2*c*q^3*x^3+102*a*b^2*c *q^2*r^3*x+8200*a*b^2*c*q^2*r^2*x^2-64332*a*b^2*c*q^2*r*x^3-168*a*b^2*c*q*r^4*x -10764*a*b^2*c*q*r^3*x^2-95048*a*b^2*c*q*r^2*x^3-36*a*b^2*c*r^5*x-2856*a*b^2*c* r^4*x^2-10912*a*b^2*c*r^3*x^3+86*a*b^2*g^4*p*r*x+1056*a*b^2*g^4*p*x^2+36*a*b^2* g^4*q*r*x+582*a*b^2*g^4*q*x^2+99*a*b^2*g^4*r^2*x+2315*a*b^2*g^4*r*x^2+3476*a*b^ 2*g^4*x^3+804*a*b^2*g^3*p^2*r*x+6408*a*b^2*g^3*p^2*x^2+620*a*b^2*g^3*p*q*r*x+ 8208*a*b^2*g^3*p*q*x^2+1072*a*b^2*g^3*p*r^2*x+15770*a*b^2*g^3*p*r*x^2+16288*a*b ^2*g^3*p*x^3+80*a*b^2*g^3*q^2*r*x+2100*a*b^2*g^3*q^2*x^2+362*a*b^2*g^3*q*r^2*x+ 9942*a*b^2*g^3*q*r*x^2+14088*a*b^2*g^3*q*x^3+164*a*b^2*g^3*r^3*x+2514*a*b^2*g^3 *r^2*x^2-2136*a*b^2*g^3*r*x^3+1648*a*b^2*g^2*p^3*r*x+11010*a*b^2*g^2*p^3*x^2+ 2676*a*b^2*g^2*p^2*q*r*x+26304*a*b^2*g^2*p^2*q*x^2+2946*a*b^2*g^2*p^2*r^2*x+ 31549*a*b^2*g^2*p^2*r*x^2+22716*a*b^2*g^2*p^2*x^3+898*a*b^2*g^2*p*q^2*r*x+15486 *a*b^2*g^2*p*q^2*x^2+2928*a*b^2*g^2*p*q*r^2*x+51049*a*b^2*g^2*p*q*r*x^2+51352*a *b^2*g^2*p*q*x^3+1224*a*b^2*g^2*p*r^3*x+12229*a*b^2*g^2*p*r^2*x^2-8009*a*b^2*g^ 2*p*r*x^3+36*a*b^2*g^2*q^3*r*x+1902*a*b^2*g^2*q^3*x^2+361*a*b^2*g^2*q^2*r^2*x+ 12690*a*b^2*g^2*q^2*r*x^2+16096*a*b^2*g^2*q^2*x^3+296*a*b^2*g^2*q*r^3*x+6335*a* b^2*g^2*q*r^2*x^2-11334*a*b^2*g^2*q*r*x^3+43*a*b^2*g^2*r^4*x-1646*a*b^2*g^2*r^3 *x^2-16763*a*b^2*g^2*r^2*x^3+1218*a*b^2*g*p^4*r*x+7128*a*b^2*g*p^4*x^2+3308*a*b ^2*g*p^3*q*r*x+27012*a*b^2*g*p^3*q*x^2+2795*a*b^2*g*p^3*r^2*x+22795*a*b^2*g*p^3 *r*x^2+10948*a*b^2*g*p^3*x^3+2242*a*b^2*g*p^2*q^2*r*x+28596*a*b^2*g*p^2*q^2*x^2 +5148*a*b^2*g*p^2*q*r^2*x+67735*a*b^2*g*p^2*q*r*x^2+48468*a*b^2*g*p^2*q*x^3+ 1833*a*b^2*g*p^2*r^3*x+11354*a*b^2*g*p^2*r^2*x^2-18714*a*b^2*g*p^2*r*x^3+308*a* b^2*g*p*q^3*r*x+9168*a*b^2*g*p*q^3*x^2+1951*a*b^2*g*p*q^2*r^2*x+44433*a*b^2*g*p *q^2*r*x^2+42348*a*b^2*g*p*q^2*x^3+1580*a*b^2*g*p*q*r^3*x+20755*a*b^2*g*p*q*r^2 *x^2-26824*a*b^2*g*p*q*r*x^3+270*a*b^2*g*p*r^4*x-3953*a*b^2*g*p*r^3*x^2-37155*a *b^2*g*p*r^2*x^3+456*a*b^2*g*q^4*x^2+94*a*b^2*g*q^3*r^2*x+5346*a*b^2*g*q^3*r*x^ 2+4828*a*b^2*g*q^3*x^3+31*a*b^2*g*q^2*r^3*x+2123*a*b^2*g*q^2*r^2*x^2-22627*a*b^ 2*g*q^2*r*x^3-52*a*b^2*g*q*r^4*x-3751*a*b^2*g*q*r^3*x^2-33196*a*b^2*g*q*r^2*x^3 -12*a*b^2*g*r^5*x-972*a*b^2*g*r^4*x^2-3588*a*b^2*g*r^3*x^3+292*a*b^2*p^5*r*x+ 1506*a*b^2*p^5*x^2+1200*a*b^2*p^4*q*r*x+8352*a*b^2*p^4*q*x^2+833*a*b^2*p^4*r^2* x+5019*a*b^2*p^4*r*x^2+1224*a*b^2*p^4*x^3+1332*a*b^2*p^3*q^2*r*x+13716*a*b^2*p^ 3*q^2*x^2+2446*a*b^2*p^3*q*r^2*x+24362*a*b^2*p^3*q*r*x^2+11624*a*b^2*p^3*q*x^3+ 766*a*b^2*p^3*r^3*x+2173*a*b^2*p^3*r^2*x^2-9863*a*b^2*p^3*r*x^3+424*a*b^2*p^2*q ^3*r*x+8400*a*b^2*p^2*q^3*x^2+1669*a*b^2*p^2*q^2*r^2*x+29262*a*b^2*p^2*q^2*r*x^ 2+19320*a*b^2*p^2*q^2*x^3+1230*a*b^2*p^2*q*r^3*x+9609*a*b^2*p^2*q*r^2*x^2-24101 *a*b^2*p^2*q*r*x^3+225*a*b^2*p^2*r^4*x-2565*a*b^2*p^2*r^3*x^2-18009*a*b^2*p^2*r ^2*x^3+1530*a*b^2*p*q^4*x^2+236*a*b^2*p*q^3*r^2*x+10506*a*b^2*p*q^3*r*x^2+8664* a*b^2*p*q^3*x^3+176*a*b^2*p*q^2*r^3*x+4881*a*b^2*p*q^2*r^2*x^2-24121*a*b^2*p*q^ 2*r*x^3-4641*a*b^2*p*q*r^3*x^2-37422*a*b^2*p*q*r^2*x^3-1158*a*b^2*p*r^4*x^2-\ 3624*a*b^2*p*r^3*x^3+587*a*b^2*q^4*r*x^2-256*a*b^2*q^4*x^3-56*a*b^2*q^3*r^3*x-\ 503*a*b^2*q^3*r^2*x^2-9883*a*b^2*q^3*r*x^3-78*a*b^2*q^2*r^4*x-1866*a*b^2*q^2*r^ 3*x^2-13857*a*b^2*q^2*r^2*x^3-24*a*b^2*q*r^5*x-616*a*b^2*q*r^4*x^2-2016*a*b^2*q *r^3*x^3+50*a*b^2*r^5*x^2+920*a*b^2*r^4*x^3+12736*a*b*c^6*r*x+103680*a*b*c^6*x^ 2+23936*a*b*c^5*g*r*x+195072*a*b*c^5*g*x^2+38784*a*b*c^5*p*r*x+281088*a*b*c^5*p *x^2+20480*a*b*c^5*q*r*x+204288*a*b*c^5*q*x^2+22464*a*b*c^5*r^2*x+240480*a*b*c^ 5*r*x^2+165120*a*b*c^5*x^3+17168*a*b*c^4*g^2*r*x+140160*a*b*c^4*g^2*x^2+62320*a *b*c^4*g*p*r*x+449904*a*b*c^4*g*p*x^2+32064*a*b*c^4*g*q*r*x+324240*a*b*c^4*g*q* x^2+36504*a*b*c^4*g*r^2*x+400728*a*b*c^4*g*r*x^2+296768*a*b*c^4*g*x^3+46320*a*b *c^4*p^2*r*x+298944*a*b*c^4*p^2*x^2+55680*a*b*c^4*p*q*r*x+483840*a*b*c^4*p*q*x^ 2+53936*a*b*c^4*p*r^2*x+490544*a*b*c^4*p*r*x^2+281536*a*b*c^4*p*x^3+11968*a*b*c ^4*q^2*r*x+154368*a*b*c^4*q^2*x^2+29744*a*b*c^4*q*r^2*x+388768*a*b*c^4*q*r*x^2+ 281536*a*b*c^4*q*x^3+11440*a*b*c^4*r^3*x+86040*a*b*c^4*r^2*x^2-88880*a*b*c^4*r* x^3+5768*a*b*c^3*g^3*r*x+47232*a*b*c^3*g^3*x^2+37128*a*b*c^3*g^2*p*r*x+266664*a *b*c^3*g^2*p*x^2+18320*a*b*c^3*g^2*q*r*x+189336*a*b*c^3*g^2*q*x^2+22300*a*b*c^3 *g^2*r^2*x+254340*a*b*c^3*g^2*r*x^2+207840*a*b*c^3*g^2*x^3+60816*a*b*c^3*g*p^2* r*x+389088*a*b*c^3*g*p^2*x^2+72032*a*b*c^3*g*p*q*r*x+630144*a*b*c^3*g*p*q*x^2+ 72040*a*b*c^3*g*p*r^2*x+669656*a*b*c^3*g*p*r*x^2+416896*a*b*c^3*g*p*x^3+14864*a *b*c^3*g*q^2*r*x+196896*a*b*c^3*g*q^2*x^2+38760*a*b*c^3*g*q*r^2*x+525448*a*b*c^ 3*g*q*r*x^2+416896*a*b*c^3*g*q*x^3+15144*a*b*c^3*g*r^3*x+119268*a*b*c^3*g*r^2*x ^2-108296*a*b*c^3*g*r*x^3+27464*a*b*c^3*p^3*r*x+158232*a*b*c^3*p^3*x^2+57040*a* b*c^3*p^2*q*r*x+431784*a*b*c^3*p^2*q*x^2+48228*a*b*c^3*p^2*r^2*x+368116*a*b*c^3 *p^2*r*x^2+168992*a*b*c^3*p^2*x^3+28344*a*b*c^3*p*q^2*r*x+309720*a*b*c^3*p*q^2* x^2+61424*a*b*c^3*p*q*r^2*x+669936*a*b*c^3*p*q*r*x^2+405632*a*b*c^3*p*q*x^3+ 21760*a*b*c^3*p*r^3*x+119464*a*b*c^3*p*r^2*x^2-181240*a*b*c^3*p*r*x^3+2976*a*b* c^3*q^3*r*x+55272*a*b*c^3*q^3*x^2+13548*a*b*c^3*q^2*r^2*x+228356*a*b*c^3*q^2*r* x^2+168992*a*b*c^3*q^2*x^3+10624*a*b*c^3*q*r^3*x+94160*a*b*c^3*q*r^2*x^2-181240 *a*b*c^3*q*r*x^3+1848*a*b*c^3*r^4*x-20976*a*b*c^3*r^3*x^2-183152*a*b*c^3*r^2*x^ 3+880*a*b*c^2*g^4*r*x+7248*a*b*c^2*g^4*x^2+9900*a*b*c^2*g^3*p*r*x+70740*a*b*c^2 *g^3*p*x^2+4568*a*b*c^2*g^3*q*r*x+48876*a*b*c^2*g^3*q*x^2+6298*a*b*c^2*g^3*r^2* x+76242*a*b*c^2*g^3*r*x^2+70640*a*b*c^2*g^3*x^3+28140*a*b*c^2*g^2*p^2*r*x+ 177516*a*b*c^2*g^2*p^2*x^2+32240*a*b*c^2*g^2*p*q*r*x+285696*a*b*c^2*g^2*p*q*x^2 +34312*a*b*c^2*g^2*p*r^2*x+328158*a*b*c^2*g^2*p*r*x^2+225280*a*b*c^2*g^2*p*x^3+ 6252*a*b*c^2*g^2*q^2*r*x+86820*a*b*c^2*g^2*q^2*x^2+17588*a*b*c^2*g^2*q*r^2*x+ 253074*a*b*c^2*g^2*q*r*x^2+225280*a*b*c^2*g^2*q*x^3+7044*a*b*c^2*g^2*r^3*x+ 57384*a*b*c^2*g^2*r^2*x^2-52176*a*b*c^2*g^2*r*x^3+27372*a*b*c^2*g*p^3*r*x+ 155736*a*b*c^2*g*p^3*x^2+56960*a*b*c^2*g*p^2*q*r*x+431436*a*b*c^2*g*p^2*q*x^2+ 48980*a*b*c^2*g*p^2*r^2*x+380962*a*b*c^2*g*p^2*r*x^2+190600*a*b*c^2*g*p^2*x^3+ 27560*a*b*c^2*g*p*q^2*r*x+305700*a*b*c^2*g*p*q^2*x^2+62484*a*b*c^2*g*p*q*r^2*x+ 704280*a*b*c^2*g*p*q*r*x^2+473024*a*b*c^2*g*p*q*x^3+22308*a*b*c^2*g*p*r^3*x+ 130702*a*b*c^2*g*p*r^2*x^2-167702*a*b*c^2*g*p*r*x^3+2688*a*b*c^2*g*q^3*r*x+ 52248*a*b*c^2*g*q^3*x^2+13178*a*b*c^2*g*q^2*r^2*x+231212*a*b*c^2*g*q^2*r*x^2+ 190600*a*b*c^2*g*q^2*x^3+10620*a*b*c^2*g*q*r^3*x+101192*a*b*c^2*g*q*r^2*x^2-\ 167702*a*b*c^2*g*q*r*x^3+1812*a*b*c^2*g*r^4*x-21888*a*b*c^2*g*r^3*x^2-193252*a* b*c^2*g*r^2*x^3+8388*a*b*c^2*p^4*r*x+43164*a*b*c^2*p^4*x^2+27312*a*b*c^2*p^3*q* r*x+180816*a*b*c^2*p^3*q*x^2+19796*a*b*c^2*p^3*r^2*x+123290*a*b*c^2*p^3*r*x^2+ 40000*a*b*c^2*p^3*x^3+23632*a*b*c^2*p^2*q^2*r*x+218448*a*b*c^2*p^2*q^2*x^2+ 44600*a*b*c^2*p^2*q*r^2*x+402428*a*b*c^2*p^2*q*r*x^2+196032*a*b*c^2*p^2*q*x^3+ 14096*a*b*c^2*p^2*r^3*x+49736*a*b*c^2*p^2*r^2*x^2-132578*a*b*c^2*p^2*r*x^3+5944 *a*b*c^2*p*q^3*r*x+90000*a*b*c^2*p*q^3*x^2+22740*a*b*c^2*p*q^2*r^2*x+313540*a*b *c^2*p*q^2*r*x^2+196032*a*b*c^2*p*q^2*x^3+17144*a*b*c^2*p*q*r^3*x+110592*a*b*c^ 2*p*q*r^2*x^2-239216*a*b*c^2*p*q*r*x^3+2916*a*b*c^2*p*r^4*x-27588*a*b*c^2*p*r^3 *x^2-195550*a*b*c^2*p*r^2*x^3+260*a*b*c^2*q^4*r*x+9204*a*b*c^2*q^4*x^2+2400*a*b *c^2*q^3*r^2*x+58342*a*b*c^2*q^3*r*x^2+40000*a*b*c^2*q^3*x^3+2588*a*b*c^2*q^2*r ^3*x+28402*a*b*c^2*q^2*r^2*x^2-132578*a*b*c^2*q^2*r*x^3+780*a*b*c^2*q*r^4*x-\ 23988*a*b*c^2*q*r^3*x^2-195550*a*b*c^2*q*r^2*x^3+48*a*b*c^2*r^5*x-7260*a*b*c^2* r^4*x^2-23056*a*b*c^2*r^3*x^3+46*a*b*c*g^5*r*x+384*a*b*c*g^5*x^2+1094*a*b*c*g^4 *p*r*x+7854*a*b*c*g^4*p*x^2+460*a*b*c*g^4*q*r*x+5154*a*b*c*g^4*q*x^2+805*a*b*c* g^4*r^2*x+10701*a*b*c*g^4*r*x^2+11544*a*b*c*g^4*x^3+5332*a*b*c*g^3*p^2*r*x+ 32910*a*b*c*g^3*p^2*x^2+5664*a*b*c*g^3*p*q*r*x+51552*a*b*c*g^3*p*q*x^2+6836*a*b *c*g^3*p*r^2*x+67993*a*b*c*g^3*p*r*x^2+52424*a*b*c*g^3*p*x^3+1006*a*b*c*g^3*q^2 *r*x+15186*a*b*c*g^3*q^2*x^2+3198*a*b*c*g^3*q*r^2*x+50885*a*b*c*g^3*q*r*x^2+ 52424*a*b*c*g^3*q*x^3+1330*a*b*c*g^3*r^3*x+10872*a*b*c*g^3*r^2*x^2-12928*a*b*c* g^3*r*x^3+8656*a*b*c*g^2*p^3*r*x+48138*a*b*c*g^2*p^3*x^2+17724*a*b*c*g^2*p^2*q* r*x+134592*a*b*c*g^2*p^2*q*x^2+15914*a*b*c*g^2*p^2*r^2*x+125851*a*b*c*g^2*p^2*r *x^2+68996*a*b*c*g^2*p^2*x^3+8182*a*b*c*g^2*p*q^2*r*x+93528*a*b*c*g^2*p*q^2*x^2 +20020*a*b*c*g^2*p*q*r^2*x+236862*a*b*c*g^2*p*q*r*x^2+179664*a*b*c*g^2*p*q*x^3+ 7312*a*b*c*g^2*p*r^3*x+45014*a*b*c*g^2*p*r^2*x^2-51617*a*b*c*g^2*p*r*x^3+708*a* b*c*g^2*q^3*r*x+15150*a*b*c*g^2*q^3*x^2+3859*a*b*c*g^2*q^2*r^2*x+73388*a*b*c*g^ 2*q^2*r*x^2+68996*a*b*c*g^2*q^2*x^3+3204*a*b*c*g^2*q*r^3*x+33187*a*b*c*g^2*q*r^ 2*x^2-51617*a*b*c*g^2*q*r*x^3+534*a*b*c*g^2*r^4*x-7704*a*b*c*g^2*r^3*x^2-65878* a*b*c*g^2*r^2*x^3+5548*a*b*c*g*p^4*r*x+28062*a*b*c*g*p^4*x^2+18576*a*b*c*g*p^3* q*r*x+122640*a*b*c*g*p^3*q*x^2+13330*a*b*c*g*p^3*r^2*x+83753*a*b*c*g*p^3*r*x^2+ 29208*a*b*c*g*p^3*x^3+15948*a*b*c*g*p^2*q^2*r*x+148152*a*b*c*g*p^2*q^2*x^2+ 31018*a*b*c*g*p^2*q*r^2*x+289898*a*b*c*g*p^2*q*r*x^2+159128*a*b*c*g*p^2*q*x^3+ 9634*a*b*c*g*p^2*r^3*x+36235*a*b*c*g*p^2*r^2*x^2-87843*a*b*c*g*p^2*r*x^3+3796*a *b*c*g*p*q^3*r*x+59040*a*b*c*g*p*q^3*x^2+15682*a*b*c*g*p*q^2*r^2*x+223144*a*b*c *g*p*q^2*r*x^2+159128*a*b*c*g*p*q^2*x^3+12128*a*b*c*g*p*q*r^3*x+87840*a*b*c*g*p *q*r^2*x^2-141384*a*b*c*g*p*q*r*x^3+2000*a*b*c*g*p*r^4*x-18559*a*b*c*g*p*r^3*x^ 2-137873*a*b*c*g*p*r^2*x^3+140*a*b*c*g*q^4*r*x+5466*a*b*c*g*q^4*x^2+1510*a*b*c* g*q^3*r^2*x+37945*a*b*c*g*q^3*r*x^2+29208*a*b*c*g*q^3*x^3+1720*a*b*c*g*q^2*r^3* x+19772*a*b*c*g*q^2*r^2*x^2-87843*a*b*c*g*q^2*r*x^3+532*a*b*c*g*q*r^4*x-16277*a *b*c*g*q*r^3*x^2-137873*a*b*c*g*q*r^2*x^3+32*a*b*c*g*r^5*x-4830*a*b*c*g*r^4*x^2 -15016*a*b*c*g*r^3*x^3+1212*a*b*c*p^5*r*x+5544*a*b*c*p^5*x^2+6072*a*b*c*p^4*q*r *x+35232*a*b*c*p^4*q*x^2+3624*a*b*c*p^4*r^2*x+17226*a*b*c*p^4*r*x^2+2136*a*b*c* p^4*x^3+8144*a*b*c*p^3*q^2*r*x+64104*a*b*c*p^3*q^2*x^2+13452*a*b*c*p^3*q*r^2*x+ 98396*a*b*c*p^3*q*r*x^2+35568*a*b*c*p^3*q*x^3+3632*a*b*c*p^3*r^3*x+5168*a*b*c*p ^3*r^2*x^2-39404*a*b*c*p^3*r*x^3+3704*a*b*c*p^2*q^3*r*x+45240*a*b*c*p^2*q^3*x^2 +11934*a*b*c*p^2*q^2*r^2*x+133290*a*b*c*p^2*q^2*r*x^2+66864*a*b*c*p^2*q^2*x^3+ 8460*a*b*c*p^2*q*r^3*x+36738*a*b*c*p^2*q*r^2*x^2-107100*a*b*c*p^2*q*r*x^3+1332* a*b*c*p^2*r^4*x-11748*a*b*c*p^2*r^3*x^2-63422*a*b*c*p^2*r^2*x^3+420*a*b*c*p*q^4 *r*x+11376*a*b*c*p*q^4*x^2+2960*a*b*c*p*q^3*r^2*x+58024*a*b*c*p*q^3*r*x^2+35568 *a*b*c*p*q^3*x^3+3324*a*b*c*p*q^2*r^3*x+25794*a*b*c*p*q^2*r^2*x^2-107100*a*b*c* p*q^2*r*x^3+1200*a*b*c*p*q*r^4*x-20376*a*b*c*p*q*r^3*x^2-146412*a*b*c*p*q*r^2*x ^3+112*a*b*c*p*r^5*x-5356*a*b*c*p*r^4*x^2-11956*a*b*c*p*r^3*x^3+552*a*b*c*q^5*x ^2+126*a*b*c*q^4*r^2*x+5904*a*b*c*q^4*r*x^2+2136*a*b*c*q^4*x^3+32*a*b*c*q^3*r^3 *x+1060*a*b*c*q^3*r^2*x^2-39404*a*b*c*q^3*r*x^3-126*a*b*c*q^2*r^4*x-8856*a*b*c* q^2*r^3*x^2-63422*a*b*c*q^2*r^2*x^3-48*a*b*c*q*r^5*x-4034*a*b*c*q*r^4*x^2-11956 *a*b*c*q*r^3*x^3+3840*a*b*c*r^4*x^3+30*a*b*g^5*p*r*x+240*a*b*g^5*p*x^2+14*a*b*g ^5*q*r*x+144*a*b*g^5*q*x^2+36*a*b*g^5*r^2*x+552*a*b*g^5*r*x^2+704*a*b*g^5*x^3+ 338*a*b*g^4*p^2*r*x+2028*a*b*g^4*p^2*x^2+296*a*b*g^4*p*q*r*x+2880*a*b*g^4*p*q*x ^2+474*a*b*g^4*p*r^2*x+5005*a*b*g^4*p*r*x^2+4408*a*b*g^4*p*x^3+50*a*b*g^4*q^2*r *x+852*a*b*g^4*q^2*x^2+188*a*b*g^4*q*r^2*x+3557*a*b*g^4*q*r*x^2+4408*a*b*g^4*q* x^3+82*a*b*g^4*r^3*x+621*a*b*g^4*r^2*x^2-1402*a*b*g^4*r*x^3+866*a*b*g^3*p^3*r*x +4632*a*b*g^3*p^3*x^2+1664*a*b*g^3*p^2*q*r*x+12744*a*b*g^3*p^2*q*x^2+1651*a*b*g ^3*p^2*r^2*x+13209*a*b*g^3*p^2*r*x^2+7936*a*b*g^3*p^2*x^3+704*a*b*g^3*p*q^2*r*x +8568*a*b*g^3*p*q^2*x^2+1984*a*b*g^3*p*q*r^2*x+25320*a*b*g^3*p*q*r*x^2+22208*a* b*g^3*p*q*x^3+764*a*b*g^3*p*r^3*x+4835*a*b*g^3*p*r^2*x^2-5552*a*b*g^3*p*r*x^3+ 50*a*b*g^3*q^3*r*x+1320*a*b*g^3*q^3*x^2+317*a*b*g^3*q^2*r^2*x+7143*a*b*g^3*q^2* r*x^2+7936*a*b*g^3*q^2*x^3+272*a*b*g^3*q*r^3*x+3157*a*b*g^3*q*r^2*x^2-5552*a*b* g^3*q*r*x^3+45*a*b*g^3*r^4*x-894*a*b*g^3*r^3*x^2-7106*a*b*g^3*r^2*x^3+882*a*b*g ^2*p^4*r*x+4308*a*b*g^2*p^4*x^2+2984*a*b*g^2*p^3*q*r*x+19620*a*b*g^2*p^3*q*x^2+ 2163*a*b*g^2*p^3*r^2*x+13442*a*b*g^2*p^3*r*x^2+4884*a*b*g^2*p^3*x^3+2508*a*b*g^ 2*p^2*q^2*r*x+23568*a*b*g^2*p^2*q^2*x^2+5146*a*b*g^2*p^2*q*r^2*x+50324*a*b*g^2* p^2*q*r*x^2+31396*a*b*g^2*p^2*q*x^3+1586*a*b*g^2*p^2*r^3*x+6018*a*b*g^2*p^2*r^2 *x^2-14888*a*b*g^2*p^2*r*x^3+544*a*b*g^2*p*q^3*r*x+8988*a*b*g^2*p*q^3*x^2+2535* a*b*g^2*p*q^2*r^2*x+37987*a*b*g^2*p*q^2*r*x^2+31396*a*b*g^2*p*q^2*x^3+2036*a*b* g^2*p*q*r^3*x+16623*a*b*g^2*p*q*r^2*x^2-19110*a*b*g^2*p*q*r*x^3+327*a*b*g^2*p*r ^4*x-3077*a*b*g^2*p*r^3*x^2-23487*a*b*g^2*p*r^2*x^3+14*a*b*g^2*q^4*r*x+732*a*b* g^2*q^4*x^2+194*a*b*g^2*q^3*r^2*x+5593*a*b*g^2*q^3*r*x^2+4884*a*b*g^2*q^3*x^3+ 228*a*b*g^2*q^2*r^3*x+2802*a*b*g^2*q^2*r^2*x^2-14888*a*b*g^2*q^2*r*x^3+69*a*b*g ^2*q*r^4*x-2779*a*b*g^2*q*r^3*x^2-23487*a*b*g^2*q*r^2*x^3+4*a*b*g^2*r^5*x-735*a *b*g^2*r^4*x^2-2052*a*b*g^2*r^3*x^3+384*a*b*g*p^5*r*x+1704*a*b*g*p^5*x^2+2090*a *b*g*p^4*q*r*x+12060*a*b*g*p^4*q*x^2+1169*a*b*g*p^4*r^2*x+5317*a*b*g*p^4*r*x^2+ 408*a*b*g*p^4*x^3+2838*a*b*g*p^3*q^2*r*x+22356*a*b*g*p^3*q^2*x^2+4737*a*b*g*p^3 *q*r^2*x+36009*a*b*g*p^3*q*r*x^2+15000*a*b*g*p^3*q*x^3+1197*a*b*g*p^3*r^3*x+ 1417*a*b*g*p^3*r^2*x^2-14106*a*b*g*p^3*r*x^3+1254*a*b*g*p^2*q^3*r*x+15468*a*b*g *p^2*q^3*x^2+4274*a*b*g*p^2*q^2*r^2*x+49608*a*b*g*p^2*q^2*r*x^2+29184*a*b*g*p^2 *q^2*x^3+3061*a*b*g*p^2*q*r^3*x+15774*a*b*g*p^2*q*r^2*x^2-32818*a*b*g*p^2*q*r*x ^3+454*a*b*g*p^2*r^4*x-4022*a*b*g*p^2*r^3*x^2-22354*a*b*g*p^2*r^2*x^3+122*a*b*g *p*q^4*r*x+3588*a*b*g*p*q^4*x^2+1033*a*b*g*p*q^3*r^2*x+20529*a*b*g*p*q^3*r*x^2+ 15000*a*b*g*p*q^3*x^3+1231*a*b*g*p*q^2*r^3*x+11010*a*b*g*p*q^2*r^2*x^2-32818*a* b*g*p*q^2*r*x^3+450*a*b*g*p*q*r^4*x-6624*a*b*g*p*q*r^3*x^2-52836*a*b*g*p*q*r^2* x^3+42*a*b*g*p*r^5*x-1817*a*b*g*p*r^4*x^2-4298*a*b*g*p*r^3*x^3+120*a*b*g*q^5*x^ 2+35*a*b*g*q^4*r^2*x+1613*a*b*g*q^4*r*x^2+408*a*b*g*q^4*x^3+7*a*b*g*q^3*r^3*x-\ 13*a*b*g*q^3*r^2*x^2-14106*a*b*g*q^3*r*x^3-43*a*b*g*q^2*r^4*x-3148*a*b*g*q^2*r^ 3*x^2-22354*a*b*g*q^2*r^2*x^3-18*a*b*g*q*r^5*x-1438*a*b*g*q*r^4*x^2-4298*a*b*g* q*r^3*x^3+1300*a*b*g*r^4*x^3+60*a*b*p^6*r*x+240*a*b*p^6*x^2+496*a*b*p^5*q*r*x+ 2520*a*b*p^5*q*x^2+221*a*b*p^5*r^2*x+651*a*b*p^5*r*x^2-244*a*b*p^5*x^3+976*a*b* p^4*q^2*r*x+6576*a*b*p^4*q^2*x^2+1409*a*b*p^4*q*r^2*x+8070*a*b*p^4*q*r*x^2+1740 *a*b*p^4*q*x^3+297*a*b*p^4*r^3*x-347*a*b*p^4*r^2*x^2-3819*a*b*p^4*r*x^3+704*a*b *p^3*q^3*r*x+7008*a*b*p^3*q^3*x^2+1961*a*b*p^3*q^2*r^2*x+17334*a*b*p^3*q^2*r*x^ 2+6440*a*b*p^3*q^2*x^3+1288*a*b*p^3*q*r^3*x+3137*a*b*p^3*q*r^2*x^2-15236*a*b*p^ 3*q*r*x^3+171*a*b*p^3*r^4*x-1566*a*b*p^3*r^3*x^2-5687*a*b*p^3*r^2*x^3+164*a*b*p ^2*q^4*r*x+3168*a*b*p^2*q^4*x^2+859*a*b*p^2*q^3*r^2*x+13200*a*b*p^2*q^3*r*x^2+ 6440*a*b*p^2*q^3*x^3+960*a*b*p^2*q^2*r^3*x+4779*a*b*p^2*q^2*r^2*x^2-22834*a*b*p ^2*q^2*r*x^3+375*a*b*p^2*q*r^4*x-4146*a*b*p^2*q*r^3*x^2-25365*a*b*p^2*q*r^2*x^3 +35*a*b*p^2*r^5*x-866*a*b*p^2*r^4*x^2-534*a*b*p^2*r^3*x^3+456*a*b*p*q^5*x^2+86* a*b*p*q^4*r^2*x+3423*a*b*p*q^4*r*x^2+1740*a*b*p*q^4*x^3+76*a*b*p*q^3*r^3*x+1003 *a*b*p*q^3*r^2*x^2-15236*a*b*p*q^3*r*x^3-3900*a*b*p*q^2*r^3*x^2-25365*a*b*p*q^2 *r^2*x^3-1755*a*b*p*q*r^4*x^2-4284*a*b*p*q*r^3*x^3-65*a*b*p*r^5*x^2+1230*a*b*p* r^4*x^3+138*a*b*q^5*r*x^2-244*a*b*q^5*x^3-21*a*b*q^4*r^3*x-292*a*b*q^4*r^2*x^2-\ 3819*a*b*q^4*r*x^3-36*a*b*q^3*r^4*x-876*a*b*q^3*r^3*x^2-5687*a*b*q^3*r^2*x^3-15 *a*b*q^2*r^5*x-349*a*b*q^2*r^4*x^2-534*a*b*q^2*r^3*x^3+65*a*b*q*r^5*x^2+1230*a* b*q*r^4*x^3+4672*a*c^7*r*x+33024*a*c^7*x^2+10816*a*c^6*g*r*x+75744*a*c^6*g*x^2+ 16000*a*c^6*p*r*x+101568*a*c^6*p*x^2+9536*a*c^6*q*r*x+79104*a*c^6*q*x^2+9968*a* c^6*r^2*x+87168*a*c^6*r*x^2+50560*a*c^6*x^3+10048*a*c^5*g^2*r*x+69408*a*c^5*g^2 *x^2+32272*a*c^5*g*p*r*x+202320*a*c^5*g*p*x^2+18912*a*c^5*g*q*r*x+157200*a*c^5* g*q*x^2+20128*a*c^5*g*r^2*x+177272*a*c^5*g*r*x^2+108160*a*c^5*g*x^3+21776*a*c^5 *p^2*r*x+124704*a*c^5*p^2*x^2+29760*a*c^5*p*q*r*x+217728*a*c^5*p*q*x^2+26816*a* c^5*p*r^2*x+202368*a*c^5*p*r*x^2+97344*a*c^5*p*x^3+7584*a*c^5*q^2*r*x+76224*a*c ^5*q^2*x^2+17440*a*c^5*q*r^2*x+175904*a*c^5*q*r*x^2+105664*a*c^5*q*x^3+6336*a*c ^5*r^3*x+35320*a*c^5*r^2*x^2-41152*a*c^5*r*x^3+4736*a*c^4*g^3*r*x+32016*a*c^4*g ^3*x^2+25592*a*c^4*g^2*p*r*x+157464*a*c^4*g^2*p*x^2+14608*a*c^4*g^2*q*r*x+ 121800*a*c^4*g^2*q*x^2+16080*a*c^4*g^2*r^2*x+142956*a*c^4*g^2*r*x^2+93152*a*c^4 *g^2*x^3+36976*a*c^4*g*p^2*r*x+208608*a*c^4*g*p^2*x^2+50288*a*c^4*g*p*q*r*x+ 367104*a*c^4*g*p*q*x^2+45856*a*c^4*g*p*r^2*x+349440*a*c^4*g*p*r*x^2+178880*a*c^ 4*g*p*x^3+12480*a*c^4*g*q^2*r*x+127032*a*c^4*g*q^2*x^2+29376*a*c^4*g*q*r^2*x+ 302004*a*c^4*g*q*r*x^2+193728*a*c^4*g*q*x^3+10664*a*c^4*g*r^3*x+61664*a*c^4*g*r ^2*x^2-65112*a*c^4*g*r*x^3+15024*a*c^4*p^3*r*x+78120*a*c^4*p^3*x^2+36128*a*c^4* p^2*q*r*x+233760*a*c^4*p^2*q*x^2+27536*a*c^4*p^2*r^2*x+176340*a*c^4*p^2*r*x^2+ 65152*a*c^4*p^2*x^3+21152*a*c^4*p*q^2*r*x+183528*a*c^4*p*q^2*x^2+42024*a*c^4*p* q*r^2*x+360020*a*c^4*p*q*r*x^2+179328*a*c^4*p*q*x^3+13432*a*c^4*p*r^3*x+53088*a *c^4*p*r^2*x^2-102560*a*c^4*p*r*x^3+2912*a*c^4*q^3*r*x+37488*a*c^4*q^3*x^2+ 11452*a*c^4*q^2*r^2*x+137380*a*c^4*q^2*r*x^2+83168*a*c^4*q^2*x^3+8792*a*c^4*q*r ^3*x+52216*a*c^4*q*r^2*x^2-99112*a*c^4*q*r*x^3+1404*a*c^4*r^4*x-12444*a*c^4*r^3 *x^2-88576*a*c^4*r^2*x^3+1172*a*c^3*g^4*r*x+7632*a*c^3*g^4*x^2+10012*a*c^3*g^3* p*r*x+59820*a*c^3*g^3*p*x^2+5480*a*c^3*g^3*q*r*x+45876*a*c^3*g^3*q*x^2+6428*a*c ^3*g^3*r^2*x+57854*a*c^3*g^3*r*x^2+41040*a*c^3*g^3*x^3+23876*a*c^3*g^2*p^2*r*x+ 131448*a*c^3*g^2*p^2*x^2+32032*a*c^3*g^2*p*q*r*x+233184*a*c^3*g^2*p*q*x^2+30028 *a*c^3*g^2*p*r^2*x+230580*a*c^3*g^2*p*r*x^2+126912*a*c^3*g^2*p*x^3+7640*a*c^3*g ^2*q^2*r*x+79392*a*c^3*g^2*q^2*x^2+18688*a*c^3*g^2*q*r^2*x+197712*a*c^3*g^2*q*r *x^2+137920*a*c^3*g^2*q*x^3+6824*a*c^3*g^2*r^3*x+40058*a*c^3*g^2*r^2*x^2-42200* a*c^3*g^2*r*x^3+20332*a*c^3*g*p^3*r*x+104076*a*c^3*g*p^3*x^2+49688*a*c^3*g*p^2* q*r*x+319788*a*c^3*g*p^2*q*x^2+37622*a*c^3*g*p^2*r^2*x+244046*a*c^3*g*p^2*r*x^2 +97144*a*c^3*g*p^2*x^3+28704*a*c^3*g*p*q^2*r*x+250488*a*c^3*g*p*q^2*x^2+58124*a *c^3*g*p*q*r^2*x+508850*a*c^3*g*p*q*r*x^2+275360*a*c^3*g*p*q*x^3+18268*a*c^3*g* p*r^3*x+77334*a*c^3*g*p*r^2*x^2-130174*a*c^3*g*p*r*x^3+3784*a*c^3*g*q^3*r*x+ 49896*a*c^3*g*q^3*x^2+15398*a*c^3*g*q^2*r^2*x+189682*a*c^3*g*q^2*r*x^2+124520*a *c^3*g*q^2*x^3+11884*a*c^3*g*q*r^3*x+74948*a*c^3*g*q*r^2*x^2-127034*a*c^3*g*q*r *x^3+1792*a*c^3*g*r^4*x-17274*a*c^3*g*r^3*x^2-123128*a*c^3*g*r^2*x^3+5520*a*c^3 *p^4*r*x+26208*a*c^3*p^4*x^2+21688*a*c^3*p^3*q*r*x+124680*a*c^3*p^3*q*x^2+13428 *a*c^3*p^3*r^2*x+70140*a*c^3*p^3*r*x^2+15072*a*c^3*p^3*x^3+22044*a*c^3*p^2*q^2* r*x+165360*a*c^3*p^2*q^2*x^2+37856*a*c^3*p^2*q*r^2*x+271514*a*c^3*p^2*q*r*x^2+ 105632*a*c^3*p^2*q*x^3+10064*a*c^3*p^2*r^3*x+20918*a*c^3*p^2*r^2*x^2-96710*a*c^ 3*p^2*r*x^3+7080*a*c^3*p*q^3*r*x+76680*a*c^3*p*q^3*x^2+23732*a*c^3*p*q^2*r^2*x+ 237990*a*c^3*p*q^2*r*x^2+120032*a*c^3*p*q^2*x^3+16920*a*c^3*p*q*r^3*x+72896*a*c ^3*p*q*r^2*x^2-175520*a*c^3*p*q*r*x^3+2340*a*c^3*p*r^4*x-22566*a*c^3*p*r^3*x^2-\ 122526*a*c^3*p*r^2*x^3+532*a*c^3*q^4*r*x+9792*a*c^3*q^4*x^2+3432*a*c^3*q^3*r^2* x+51720*a*c^3*q^3*r*x^2+29472*a*c^3*q^3*x^3+4048*a*c^3*q^2*r^3*x+25248*a*c^3*q^ 2*r^2*x^2-91434*a*c^3*q^2*r*x^3+1452*a*c^3*q*r^4*x-18174*a*c^3*q*r^3*x^2-130786 *a*c^3*q*r^2*x^3+72*a*c^3*r^5*x-5840*a*c^3*r^4*x^2-15312*a*c^3*r^3*x^3+140*a*c^ 2*g^5*r*x+846*a*c^2*g^5*x^2+1970*a*c^2*g^4*p*r*x+11214*a*c^2*g^4*p*x^2+1008*a*c ^2*g^4*q*r*x+8454*a*c^2*g^4*q*x^2+1337*a*c^2*g^4*r^2*x+12217*a*c^2*g^4*r*x^2+ 9632*a*c^2*g^4*x^3+7240*a*c^2*g^3*p^2*r*x+38256*a*c^2*g^3*p^2*x^2+9396*a*c^2*g^ 3*p*q*r*x+68160*a*c^2*g^3*p*q*x^2+9348*a*c^2*g^3*p*r^2*x+71944*a*c^2*g^3*p*r*x^ 2+43024*a*c^2*g^3*p*x^3+2112*a*c^2*g^3*q^2*r*x+22710*a*c^2*g^3*q^2*x^2+5512*a*c ^2*g^3*q*r^2*x+60977*a*c^2*g^3*q*r*x^2+47408*a*c^2*g^3*q*x^3+2050*a*c^2*g^3*r^3 *x+11606*a*c^2*g^3*r^2*x^2-15074*a*c^2*g^3*r*x^3+9858*a*c^2*g^2*p^3*r*x+48972*a *c^2*g^2*p^3*x^2+24340*a*c^2*g^2*p^2*q*r*x+155334*a*c^2*g^2*p^2*q*x^2+18545*a*c ^2*g^2*p^2*r^2*x+120646*a*c^2*g^2*p^2*r*x^2+51628*a*c^2*g^2*p^2*x^3+13728*a*c^2 *g^2*p*q^2*r*x+121074*a*c^2*g^2*p*q^2*x^2+28788*a*c^2*g^2*p*q*r^2*x+259252*a*c^ 2*g^2*p*q*r*x^2+154672*a*c^2*g^2*p*q*x^3+8976*a*c^2*g^2*p*r^3*x+39603*a*c^2*g^2 *p*r^2*x^2-61515*a*c^2*g^2*p*r*x^3+1692*a*c^2*g^2*q^3*r*x+23316*a*c^2*g^2*q^3*x ^2+7244*a*c^2*g^2*q^2*r^2*x+93242*a*c^2*g^2*q^2*r*x^2+67652*a*c^2*g^2*q^2*x^3+ 5644*a*c^2*g^2*q*r^3*x+37678*a*c^2*g^2*q*r^2*x^2-59957*a*c^2*g^2*q*r*x^3+797*a* c^2*g^2*r^4*x-9078*a*c^2*g^2*r^3*x^2-62464*a*c^2*g^2*r^2*x^3+5400*a*c^2*g*p^4*r *x+25266*a*c^2*g*p^4*x^2+22528*a*c^2*g*p^3*q*r*x+128736*a*c^2*g*p^3*q*x^2+13249 *a*c^2*g*p^3*r^2*x+69694*a*c^2*g*p^3*r*x^2+15652*a*c^2*g*p^3*x^3+23036*a*c^2*g* p^2*q^2*r*x+172824*a*c^2*g*p^2*q^2*x^2+39712*a*c^2*g*p^2*q*r^2*x+292688*a*c^2*g *p^2*q*r*x^2+126468*a*c^2*g*p^2*q*x^3+9885*a*c^2*g*p^2*r^3*x+21603*a*c^2*g*p^2* r^2*x^2-96922*a*c^2*g*p^2*r*x^3+7196*a*c^2*g*p*q^3*r*x+78936*a*c^2*g*p*q^3*x^2+ 24923*a*c^2*g*p*q^2*r^2*x+256679*a*c^2*g*p*q^2*r*x^2+144036*a*c^2*g*p*q^2*x^3+ 17720*a*c^2*g*p*q*r^3*x+85033*a*c^2*g*p*q*r^2*x^2-165622*a*c^2*g*p*q*r*x^3+2198 *a*c^2*g*p*r^4*x-23322*a*c^2*g*p*r^3*x^2-127183*a*c^2*g*p*r^2*x^3+500*a*c^2*g*q ^4*r*x+9582*a*c^2*g*q^4*x^2+3422*a*c^2*g*q^3*r^2*x+53029*a*c^2*g*q^3*r*x^2+ 33220*a*c^2*g*q^3*x^3+4109*a*c^2*g*q^2*r^3*x+27347*a*c^2*g*q^2*r^2*x^2-91330*a* c^2*g*q^2*r*x^3+1436*a*c^2*g*q*r^4*x-18712*a*c^2*g*q*r^3*x^2-138703*a*c^2*g*q*r ^2*x^3+44*a*c^2*g*r^5*x-5958*a*c^2*g*r^4*x^2-15316*a*c^2*g*r^3*x^3+1016*a*c^2*p ^5*r*x+4422*a*c^2*p^5*x^2+6752*a*c^2*p^4*q*r*x+34548*a*c^2*p^4*q*x^2+3085*a*c^2 *p^4*r^2*x+11687*a*c^2*p^4*r*x^2-1240*a*c^2*p^4*x^3+10684*a*c^2*p^3*q^2*r*x+ 69660*a*c^2*p^3*q^2*x^2+15856*a*c^2*p^3*q*r^2*x+92822*a*c^2*p^3*q*r*x^2+24496*a *c^2*p^3*q*x^3+3154*a*c^2*p^3*r^3*x-1633*a*c^2*p^3*r^2*x^2-41101*a*c^2*p^3*r*x^ 3+6004*a*c^2*p^2*q^3*r*x+54624*a*c^2*p^2*q^3*x^2+17355*a*c^2*p^2*q^2*r^2*x+ 143370*a*c^2*p^2*q^2*r*x^2+56664*a*c^2*p^2*q^2*x^3+11276*a*c^2*p^2*q*r^3*x+ 30875*a*c^2*p^2*q*r^2*x^2-114571*a*c^2*p^2*q*r*x^3+1197*a*c^2*p^2*r^4*x-14613*a *c^2*p^2*r^3*x^2-56761*a*c^2*p^2*r^2*x^3+1092*a*c^2*p*q^4*r*x+16350*a*c^2*p*q^4 *x^2+5762*a*c^2*p*q^3*r^2*x+71666*a*c^2*p*q^3*r*x^2+34880*a*c^2*p*q^3*x^3+6604* a*c^2*p*q^2*r^3*x+30055*a*c^2*p*q^2*r^2*x^2-113195*a*c^2*p*q^2*r*x^3+2388*a*c^2 *p*q*r^4*x-22887*a*c^2*p*q*r^3*x^2-140772*a*c^2*p*q*r^2*x^3+112*a*c^2*p*r^5*x-\ 6046*a*c^2*p*r^4*x^2-9624*a*c^2*p*r^3*x^3+36*a*c^2*q^5*r*x+1260*a*c^2*q^5*x^2+ 446*a*c^2*q^4*r^2*x+9431*a*c^2*q^4*r*x^2+3952*a*c^2*q^4*x^3+638*a*c^2*q^3*r^3*x +3745*a*c^2*q^3*r^2*x^2-39725*a*c^2*q^3*r*x^3+312*a*c^2*q^2*r^4*x-9984*a*c^2*q^ 2*r^3*x^2-66833*a*c^2*q^2*r^2*x^3+60*a*c^2*q*r^5*x-5158*a*c^2*q*r^4*x^2-13084*a *c^2*q*r^3*x^3-110*a*c^2*r^5*x^2+3860*a*c^2*r^4*x^3+6*a*c*g^6*r*x+30*a*c*g^6*x^ 2+172*a*c*g^5*p*r*x+900*a*c*g^5*p*x^2+80*a*c*g^5*q*r*x+654*a*c*g^5*q*x^2+135*a* c*g^5*r^2*x+1251*a*c*g^5*r*x^2+1108*a*c*g^5*x^3+1016*a*c*g^4*p^2*r*x+5004*a*c*g ^4*p^2*x^2+1216*a*c*g^4*p*q*r*x+8784*a*c*g^4*p*q*x^2+1375*a*c*g^4*p*r^2*x+10489 *a*c*g^4*p*r*x^2+6860*a*c*g^4*p*x^3+252*a*c*g^4*q^2*r*x+2862*a*c*g^4*q^2*x^2+ 734*a*c*g^4*q*r^2*x+8725*a*c*g^4*q*r*x^2+7812*a*c*g^4*q*x^3+284*a*c*g^4*r^3*x+ 1357*a*c*g^4*r^2*x^2-3120*a*c*g^4*r*x^3+2024*a*c*g^3*p^3*r*x+9504*a*c*g^3*p^3*x ^2+4948*a*c*g^3*p^2*q*r*x+31152*a*c*g^3*p^2*q*x^2+3909*a*c*g^3*p^2*r^2*x+24944* a*c*g^3*p^2*r*x^2+11320*a*c*g^3*p^2*x^3+2672*a*c*g^3*p*q^2*r*x+24036*a*c*g^3*p* q^2*x^2+5984*a*c*g^3*p*q*r^2*x+56008*a*c*g^3*p*q*r*x^2+37536*a*c*g^3*p*q*x^3+ 1892*a*c*g^3*p*r^3*x+8232*a*c*g^3*p*r^2*x^2-13484*a*c*g^3*p*r*x^3+296*a*c*g^3*q ^3*r*x+4434*a*c*g^3*q^3*x^2+1370*a*c*g^3*q^2*r^2*x+19033*a*c*g^3*q^2*r*x^2+ 15692*a*c*g^3*q^2*x^3+1086*a*c*g^3*q*r^3*x+7593*a*c*g^3*q*r^2*x^2-12765*a*c*g^3 *q*r*x^3+144*a*c*g^3*r^4*x-2146*a*c*g^3*r^3*x^2-13590*a*c*g^3*r^2*x^3+1674*a*c* g^2*p^4*r*x+7542*a*c*g^2*p^4*x^2+7446*a*c*g^2*p^3*q*r*x+42072*a*c*g^2*p^3*q*x^2 +4166*a*c*g^2*p^3*r^2*x+21402*a*c*g^2*p^3*r*x^2+4600*a*c*g^2*p^3*x^3+7618*a*c*g ^2*p^2*q^2*r*x+57216*a*c*g^2*p^2*q^2*x^2+13341*a*c*g^2*p^2*q*r^2*x+101417*a*c*g ^2*p^2*q*r*x^2+49044*a*c*g^2*p^2*q*x^3+3100*a*c*g^2*p^2*r^3*x+6390*a*c*g^2*p^2* r^2*x^2-32558*a*c*g^2*p^2*r*x^3+2274*a*c*g^2*p*q^3*r*x+25584*a*c*g^2*p*q^3*x^2+ 8299*a*c*g^2*p*q^2*r^2*x+88779*a*c*g^2*p*q^2*r*x^2+56276*a*c*g^2*p*q^2*x^3+5932 *a*c*g^2*p*q*r^3*x+31763*a*c*g^2*p*q*r^2*x^2-49052*a*c*g^2*p*q*r*x^3+651*a*c*g^ 2*p*r^4*x-7910*a*c*g^2*p*r^3*x^2-42285*a*c*g^2*p*r^2*x^3+138*a*c*g^2*q^4*r*x+ 2898*a*c*g^2*q^4*x^2+1029*a*c*g^2*q^3*r^2*x+16944*a*c*g^2*q^3*r*x^2+11832*a*c*g ^2*q^3*x^3+1260*a*c*g^2*q^2*r^3*x+8896*a*c*g^2*q^2*r^2*x^2-30017*a*c*g^2*q^2*r* x^3+427*a*c*g^2*q*r^4*x-6345*a*c*g^2*q*r^3*x^2-47368*a*c*g^2*q*r^2*x^3+4*a*c*g^ 2*r^5*x-1873*a*c*g^2*r^4*x^2-4278*a*c*g^2*r^3*x^3+572*a*c*g*p^5*r*x+2460*a*c*g* p^5*x^2+4626*a*c*g*p^4*q*r*x+23538*a*c*g*p^4*q*x^2+1742*a*c*g*p^4*r^2*x+5931*a* c*g*p^4*r*x^2-1876*a*c*g*p^4*x^3+7578*a*c*g*p^3*q^2*r*x+49308*a*c*g*p^3*q^2*x^2 +10995*a*c*g*p^3*q*r^2*x+66367*a*c*g*p^3*q*r*x^2+19952*a*c*g*p^3*q*x^3+1753*a*c *g*p^3*r^3*x-3031*a*c*g*p^3*r^2*x^2-29299*a*c*g*p^3*r*x^3+4230*a*c*g*p^2*q^3*r* x+38604*a*c*g*p^2*q^3*x^2+12451*a*c*g*p^2*q^2*r^2*x+106316*a*c*g*p^2*q^2*r*x^2+ 48268*a*c*g*p^2*q^2*x^3+7881*a*c*g*p^2*q*r^3*x+25173*a*c*g*p^2*q*r^2*x^2-74457* a*c*g*p^2*q*r*x^3+625*a*c*g*p^2*r^4*x-10526*a*c*g*p^2*r^3*x^2-38826*a*c*g*p^2*r ^2*x^3+726*a*c*g*p*q^4*r*x+11136*a*c*g*p*q^4*x^2+4081*a*c*g*p*q^3*r^2*x+52005*a *c*g*p*q^3*r*x^2+29176*a*c*g*p*q^3*x^3+4751*a*c*g*p*q^2*r^3*x+24894*a*c*g*p*q^2 *r^2*x^2-72791*a*c*g*p*q^2*r*x^3+1658*a*c*g*p*q*r^4*x-15315*a*c*g*p*q*r^3*x^2-\ 101091*a*c*g*p*q*r^2*x^3+42*a*c*g*p*r^5*x-4117*a*c*g*p*r^4*x^2-6468*a*c*g*p*r^3 *x^3+20*a*c*g*q^5*r*x+762*a*c*g*q^5*x^2+285*a*c*g*q^4*r^2*x+6125*a*c*g*q^4*r*x^ 2+2736*a*c*g*q^4*x^3+425*a*c*g*q^3*r^3*x+2459*a*c*g*q^3*r^2*x^2-27633*a*c*g*q^3 *r*x^3+209*a*c*g*q^2*r^4*x-6960*a*c*g*q^2*r^3*x^2-47808*a*c*g*q^2*r^2*x^3+38*a* c*g*q*r^5*x-3592*a*c*g*q*r^4*x^2-9682*a*c*g*q*r^3*x^3-40*a*c*g*r^5*x^2+2610*a*c *g*r^4*x^3+72*a*c*p^6*r*x+288*a*c*p^6*x^2+1028*a*c*p^5*q*r*x+4668*a*c*p^5*q*x^2 +263*a*c*p^5*r^2*x+307*a*c*p^5*r*x^2-908*a*c*p^5*x^3+2412*a*c*p^4*q^2*r*x+13716 *a*c*p^4*q^2*x^2+3073*a*c*p^4*q*r^2*x+14112*a*c*p^4*q*r*x^2+1516*a*c*p^4*q*x^3+ 345*a*c*p^4*r^3*x-2063*a*c*p^4*r^2*x^2-7439*a*c*p^4*r*x^3+2088*a*c*p^3*q^3*r*x+ 16080*a*c*p^3*q^3*x^2+5315*a*c*p^3*q^2*r^2*x+35418*a*c*p^3*q^2*r*x^2+9888*a*c*p ^3*q^2*x^3+3100*a*c*p^3*q*r^3*x+3979*a*c*p^3*q*r^2*x^2-30768*a*c*p^3*q*r*x^3+ 189*a*c*p^3*r^4*x-3762*a*c*p^3*r^3*x^2-9267*a*c*p^3*r^2*x^3+692*a*c*p^2*q^4*r*x +8304*a*c*p^2*q^4*x^2+3033*a*c*p^2*q^3*r^2*x+30442*a*c*p^2*q^3*r*x^2+11488*a*c* p^2*q^3*x^3+3324*a*c*p^2*q^2*r^3*x+9867*a*c*p^2*q^2*r^2*x^2-47142*a*c*p^2*q^2*r *x^3+1167*a*c*p^2*q*r^4*x-9210*a*c*p^2*q*r^3*x^2-46197*a*c*p^2*q*r^2*x^3+35*a*c *p^2*r^5*x-1826*a*c*p^2*r^4*x^2-114*a*c*p^2*r^3*x^3+60*a*c*p*q^5*r*x+1620*a*c*p *q^5*x^2+546*a*c*p*q^4*r^2*x+9543*a*c*p*q^4*r*x^2+3916*a*c*p*q^4*x^3+824*a*c*p* q^3*r^3*x+3603*a*c*p*q^3*r^2*x^2-31736*a*c*p*q^3*r*x^3+480*a*c*p*q^2*r^4*x-8478 *a*c*p*q^2*r^3*x^2-50523*a*c*p*q^2*r^2*x^3+112*a*c*p*q*r^5*x-4051*a*c*p*q*r^4*x ^2-7524*a*c*p*q*r^3*x^3-145*a*c*p*r^5*x^2+2250*a*c*p*r^4*x^3+60*a*c*q^6*x^2+18* a*c*q^5*r^2*x+714*a*c*q^5*r*x^2-108*a*c*q^5*x^3+3*a*c*q^4*r^3*x-222*a*c*q^4*r^2 *x^2-7923*a*c*q^4*r*x^3-30*a*c*q^3*r^4*x-2274*a*c*q^3*r^3*x^2-13593*a*c*q^3*r^2 *x^3-15*a*c*q^2*r^5*x-1345*a*c*q^2*r^4*x^2-2398*a*c*q^2*r^3*x^3-35*a*c*q*r^5*x^ 2+2640*a*c*q*r^4*x^3+4*a*g^6*p*r*x+18*a*g^6*p*x^2+2*a*g^6*q*r*x+12*a*g^6*q*x^2+ 5*a*g^6*r^2*x+46*a*g^6*r*x^2+44*a*g^6*x^3+52*a*g^5*p^2*r*x+228*a*g^5*p^2*x^2+50 *a*g^5*p*q*r*x+360*a*g^5*p*q*x^2+76*a*g^5*p*r^2*x+565*a*g^5*p*r*x^2+400*a*g^5*p *x^3+10*a*g^5*q^2*r*x+120*a*g^5*q^2*x^2+34*a*g^5*q*r^2*x+454*a*g^5*q*r*x^2+488* a*g^5*q*x^3+14*a*g^5*r^3*x+34*a*g^5*r^2*x^2-283*a*g^5*r*x^3+150*a*g^4*p^3*r*x+ 636*a*g^4*p^3*x^2+342*a*g^4*p^2*q*r*x+2106*a*g^4*p^2*q*x^2+300*a*g^4*p^2*r^2*x+ 1795*a*g^4*p^2*r*x^2+824*a*g^4*p^2*x^3+170*a*g^4*p*q^2*r*x+1590*a*g^4*p*q^2*x^2 +434*a*g^4*p*q*r^2*x+4296*a*g^4*p*q*r*x^2+3312*a*g^4*p*q*x^3+146*a*g^4*p*r^3*x+ 564*a*g^4*p*r^2*x^2-1225*a*g^4*p*r*x^3+16*a*g^4*q^3*r*x+282*a*g^4*q^3*x^2+83*a* g^4*q^2*r^2*x+1330*a*g^4*q^2*r*x^2+1300*a*g^4*q^2*x^3+68*a*g^4*q*r^3*x+482*a*g^ 4*q*r^2*x^2-1078*a*g^4*q*r*x^3+9*a*g^4*r^4*x-185*a*g^4*r^3*x^2-1034*a*g^4*r^2*x ^3+166*a*g^3*p^4*r*x+684*a*g^3*p^4*x^2+774*a*g^3*p^3*q*r*x+4284*a*g^3*p^3*q*x^2 +421*a*g^3*p^3*r^2*x+1946*a*g^3*p^3*r*x^2+276*a*g^3*p^3*x^3+782*a*g^3*p^2*q^2*r *x+5892*a*g^3*p^2*q^2*x^2+1426*a*g^3*p^2*q*r^2*x+11229*a*g^3*p^2*q*r*x^2+6124*a *g^3*p^2*q*x^3+314*a*g^3*p^2*r^3*x+433*a*g^3*p^2*r^2*x^2-3861*a*g^3*p^2*r*x^3+ 216*a*g^3*p*q^3*r*x+2556*a*g^3*p*q^3*x^2+863*a*g^3*p*q^2*r^2*x+9772*a*g^3*p*q^2 *r*x^2+7148*a*g^3*p*q^2*x^3+632*a*g^3*p*q*r^3*x+3790*a*g^3*p*q*r^2*x^2-4508*a*g ^3*p*q*r*x^3+63*a*g^3*p*r^4*x-879*a*g^3*p*r^3*x^2-4475*a*g^3*p*r^2*x^3+10*a*g^3 *q^4*r*x+264*a*g^3*q^4*x^2+86*a*g^3*q^3*r^2*x+1631*a*g^3*q^3*r*x^2+1300*a*g^3*q ^3*x^3+108*a*g^3*q^2*r^3*x+798*a*g^3*q^2*r^2*x^2-3329*a*g^3*q^2*r*x^3+36*a*g^3* q*r^4*x-710*a*g^3*q*r^3*x^2-5169*a*g^3*q*r^2*x^3-171*a*g^3*r^4*x^2-276*a*g^3*r^ 3*x^3+70*a*g^2*p^5*r*x+282*a*g^2*p^5*x^2+756*a*g^2*p^4*q*r*x+3798*a*g^2*p^4*q*x ^2+213*a*g^2*p^4*r^2*x+457*a*g^2*p^4*r*x^2-620*a*g^2*p^4*x^3+1284*a*g^2*p^3*q^2 *r*x+8328*a*g^2*p^3*q^2*x^2+1829*a*g^2*p^3*q*r^2*x+11394*a*g^2*p^3*q*r*x^2+3884 *a*g^2*p^3*q*x^3+206*a*g^2*p^3*r^3*x-1066*a*g^2*p^3*r^2*x^2-5335*a*g^2*p^3*r*x^ 3+706*a*g^2*p^2*q^3*r*x+6492*a*g^2*p^2*q^3*x^2+2144*a*g^2*p^2*q^2*r^2*x+19084*a *g^2*p^2*q^2*r*x^2+10016*a*g^2*p^2*q^2*x^3+1324*a*g^2*p^2*q*r^3*x+4915*a*g^2*p^ 2*q*r^2*x^2-11468*a*g^2*p^2*q*r*x^3+63*a*g^2*p^2*r^4*x-1898*a*g^2*p^2*r^3*x^2-\ 6272*a*g^2*p^2*r^2*x^3+110*a*g^2*p*q^4*r*x+1782*a*g^2*p*q^4*x^2+681*a*g^2*p*q^3 *r^2*x+9028*a*g^2*p*q^3*r*x^2+5900*a*g^2*p*q^3*x^3+812*a*g^2*p*q^2*r^3*x+4904*a *g^2*p*q^2*r^2*x^2-10979*a*g^2*p*q^2*r*x^3+273*a*g^2*p*q*r^4*x-2452*a*g^2*p*q*r ^3*x^2-17451*a*g^2*p*q*r^2*x^3-660*a*g^2*p*r^4*x^2-852*a*g^2*p*r^3*x^3+2*a*g^2* q^5*r*x+102*a*g^2*q^5*x^2+37*a*g^2*q^4*r^2*x+881*a*g^2*q^4*r*x^2+388*a*g^2*q^4* x^3+56*a*g^2*q^3*r^3*x+258*a*g^2*q^3*r^2*x^2-4846*a*g^2*q^3*r*x^3+26*a*g^2*q^2* r^4*x-1212*a*g^2*q^2*r^3*x^2-8245*a*g^2*q^2*r^2*x^3+4*a*g^2*q*r^5*x-589*a*g^2*q *r^4*x^2-1594*a*g^2*q*r^3*x^3+405*a*g^2*r^4*x^3+6*a*g*p^6*r*x+24*a*g*p^6*x^2+ 336*a*g*p^5*q*r*x+1512*a*g*p^5*q*x^2+21*a*g*p^5*r^2*x-273*a*g*p^5*r*x^2-508*a*g *p^5*x^3+862*a*g*p^4*q^2*r*x+4884*a*g*p^4*q^2*x^2+1022*a*g*p^4*q*r^2*x+4748*a*g *p^4*q*r*x^2+516*a*g*p^4*q*x^3+24*a*g*p^4*r^3*x-1191*a*g*p^4*r^2*x^2-2825*a*g*p ^4*r*x^3+758*a*g*p^3*q^3*r*x+5832*a*g*p^3*q^3*x^2+1929*a*g*p^3*q^2*r^2*x+13373* a*g*p^3*q^2*r*x^2+4496*a*g*p^3*q^2*x^3+1053*a*g*p^3*q*r^3*x+1566*a*g*p^3*q*r^2* x^2-10497*a*g*p^3*q*r*x^3+9*a*g*p^3*r^4*x-1420*a*g*p^3*r^3*x^2-2828*a*g*p^3*r^2 *x^3+244*a*g*p^2*q^4*r*x+2952*a*g*p^2*q^4*x^2+1117*a*g*p^2*q^3*r^2*x+11595*a*g* p^2*q^3*r*x^2+5312*a*g*p^2*q^3*x^3+1228*a*g*p^2*q^2*r^3*x+4554*a*g*p^2*q^2*r^2* x^2-15382*a*g*p^2*q^2*r*x^3+409*a*g*p^2*q*r^4*x-3072*a*g*p^2*q*r^3*x^2-16764*a* g*p^2*q*r^2*x^3-559*a*g*p^2*r^4*x^2+342*a*g*p^2*r^3*x^3+18*a*g*p*q^5*r*x+528*a* g*p*q^5*x^2+194*a*g*p*q^4*r^2*x+3428*a*g*p*q^4*r*x^2+1740*a*g*p*q^4*x^3+307*a*g *p*q^3*r^3*x+1648*a*g*p*q^3*r^2*x^2-10573*a*g*p*q^3*r*x^3+180*a*g*p*q^2*r^4*x-\ 2890*a*g*p*q^2*r^3*x^2-18759*a*g*p*q^2*r^2*x^3+42*a*g*p*q*r^5*x-1439*a*g*p*q*r^ 4*x^2-3276*a*g*p*q*r^3*x^3-30*a*g*p*r^5*x^2+750*a*g*p*r^4*x^3+12*a*g*q^6*x^2+5* a*g*q^5*r^2*x+185*a*g*q^5*r*x^2-100*a*g*q^5*x^3-149*a*g*q^4*r^2*x^2-2863*a*g*q^ 4*r*x^3-11*a*g*q^3*r^4*x-820*a*g*q^3*r^3*x^2-4823*a*g*q^3*r^2*x^3-6*a*g*q^2*r^5 *x-488*a*g*q^2*r^4*x^2-904*a*g*q^2*r^3*x^3-10*a*g*q*r^5*x^2+945*a*g*q*r^4*x^3+ 60*a*p^6*q*r*x+240*a*p^6*q*x^2-60*a*p^6*r*x^2-80*a*p^6*x^3+204*a*p^5*q^2*r*x+ 1014*a*p^5*q^2*x^2+221*a*p^5*q*r^2*x+761*a*p^5*q*r*x^2-68*a*p^5*q*x^3-232*a*p^5 *r^2*x^2-409*a*p^5*r*x^3+252*a*p^4*q^3*r*x+1656*a*p^4*q^3*x^2+576*a*p^4*q^2*r^2 *x+3035*a*p^4*q^2*r*x^2+484*a*p^4*q^2*x^3+297*a*p^4*q*r^3*x+34*a*p^4*q*r^2*x^2-\ 2712*a*p^4*q*r*x^3-303*a*p^4*r^3*x^2-303*a*p^4*r^2*x^3+132*a*p^3*q^4*r*x+1284*a *p^3*q^4*x^2+501*a*p^3*q^3*r^2*x+3952*a*p^3*q^3*r*x^2+1016*a*p^3*q^3*x^3+522*a* p^3*q^2*r^3*x+848*a*p^3*q^2*r^2*x^2-6233*a*p^3*q^2*r*x^3+171*a*p^3*q*r^4*x-1158 *a*p^3*q*r^3*x^2-4433*a*p^3*q*r^2*x^3-156*a*p^3*r^4*x^2+298*a*p^3*r^3*x^3+24*a* p^2*q^5*r*x+456*a*p^2*q^5*x^2+158*a*p^2*q^4*r^2*x+2156*a*p^2*q^4*r*x^2+664*a*p^ 2*q^4*x^3+240*a*p^2*q^3*r^3*x+614*a*p^2*q^3*r^2*x^2-6517*a*p^2*q^3*r*x^3+150*a* p^2*q^2*r^4*x-1731*a*p^2*q^2*r^3*x^2-8796*a*p^2*q^2*r^2*x^3+35*a*p^2*q*r^5*x-\ 731*a*p^2*q*r^4*x^2-648*a*p^2*q*r^3*x^3-25*a*p^2*r^5*x^2+255*a*p^2*r^4*x^3+54*a *p*q^6*x^2+12*a*p*q^5*r^2*x+431*a*p*q^5*r*x^2+76*a*p*q^5*x^3+12*a*p*q^4*r^3*x-\ 20*a*p*q^4*r^2*x^2-3138*a*p*q^4*r*x^3-1023*a*p*q^3*r^3*x^2-5505*a*p*q^3*r^2*x^3 -627*a*p*q^2*r^4*x^2-894*a*p*q^2*r^3*x^3-65*a*p*q*r^5*x^2+900*a*p*q*r^4*x^3+13* a*q^6*r*x^2-44*a*q^6*x^3-3*a*q^5*r^3*x-52*a*q^5*r^2*x^2-551*a*q^5*r*x^3-6*a*q^4 *r^4*x-147*a*q^4*r^3*x^2-839*a*q^4*r^2*x^3-3*a*q^3*r^5*x-62*a*q^3*r^4*x^2+52*a* q^3*r^3*x^3+20*a*q^2*r^5*x^2+385*a*q^2*r^4*x^3+384*b^6*c^2*x^2+96*b^6*c*g*x^2+ 384*b^6*c*p*x^2+352*b^6*c*r*x^2+1152*b^6*c*x^3+48*b^6*g*p*x^2+96*b^6*g*r*x^2+ 352*b^6*g*x^3+96*b^6*p^2*x^2+176*b^6*p*r*x^2+576*b^6*p*x^3-128*b^6*q*x^3-16*b^6 *r^2*x^2-368*b^6*r*x^3+64*b^5*c^3*r*x+3840*b^5*c^3*x^2+32*b^5*c^2*g*r*x+2592*b^ 5*c^2*g*x^2+128*b^5*c^2*p*r*x+5760*b^5*c^2*p*x^2+1728*b^5*c^2*q*x^2+16*b^5*c^2* r^2*x+5120*b^5*c^2*r*x^2+10304*b^5*c^2*x^3+384*b^5*c*g^2*x^2+48*b^5*c*g*p*r*x+ 2736*b^5*c*g*p*x^2+624*b^5*c*g*q*x^2+16*b^5*c*g*r^2*x+3080*b^5*c*g*r*x^2+7296*b ^5*c*g*x^3+80*b^5*c*p^2*r*x+2880*b^5*c*p^2*x^2+2016*b^5*c*p*q*x^2+24*b^5*c*p*r^ 2*x+5088*b^5*c*p*r*x^2+8800*b^5*c*p*x^3+1672*b^5*c*q*r*x^2+3424*b^5*c*q*x^3-8*b ^5*c*r^3*x+888*b^5*c*r^2*x^2-976*b^5*c*r*x^3+216*b^5*g^2*p*x^2+48*b^5*g^2*q*x^2 +424*b^5*g^2*r*x^2+1232*b^5*g^2*x^3+16*b^5*g*p^2*r*x+720*b^5*g*p^2*x^2+384*b^5* g*p*q*x^2+16*b^5*g*p*r^2*x+1616*b^5*g*p*r*x^2+3296*b^5*g*p*x^3+424*b^5*g*q*r*x^ 2+832*b^5*g*q*x^3+232*b^5*g*r^2*x^2-640*b^5*g*r*x^3+16*b^5*p^3*r*x+480*b^5*p^3* x^2+576*b^5*p^2*q*x^2+8*b^5*p^2*r^2*x+1264*b^5*p^2*r*x^2+1824*b^5*p^2*x^3+824*b ^5*p*q*r*x^2+2016*b^5*p*q*x^3-8*b^5*p*r^3*x+344*b^5*p*r^2*x^2-120*b^5*p*r*x^3-\ 512*b^5*q^2*x^3-72*b^5*q*r^2*x^2-1784*b^5*q*r*x^3-24*b^5*r^3*x^2-720*b^5*r^2*x^ 3+576*b^4*c^4*r*x+15744*b^4*c^4*x^2+544*b^4*c^3*g*r*x+17088*b^4*c^3*g*x^2+1408* b^4*c^3*p*r*x+30720*b^4*c^3*p*x^2+256*b^4*c^3*q*r*x+14016*b^4*c^3*q*x^2+384*b^4 *c^3*r^2*x+25808*b^4*c^3*r*x^2+37248*b^4*c^3*x^3+128*b^4*c^2*g^2*r*x+5760*b^4*c ^2*g^2*x^2+1088*b^4*c^2*g*p*r*x+26112*b^4*c^2*g*p*x^2+160*b^4*c^2*g*q*r*x+10752 *b^4*c^2*g*q*x^2+352*b^4*c^2*g*r^2*x+24840*b^4*c^2*g*r*x^2+41184*b^4*c^2*g*x^3+ 1232*b^4*c^2*p^2*r*x+21984*b^4*c^2*p^2*x^2+544*b^4*c^2*p*q*r*x+22752*b^4*c^2*p* q*x^2+760*b^4*c^2*p*r^2*x+36240*b^4*c^2*p*r*x^2+43808*b^4*c^2*p*x^3+3024*b^4*c^ 2*q^2*x^2+96*b^4*c^2*q*r^2*x+18080*b^4*c^2*q*r*x^2+28000*b^4*c^2*q*x^3-8*b^4*c^ 2*r^3*x+6824*b^4*c^2*r^2*x^2-3944*b^4*c^2*r*x^3+576*b^4*c*g^3*x^2+200*b^4*c*g^2 *p*r*x+6288*b^4*c*g^2*p*x^2+16*b^4*c*g^2*q*r*x+2232*b^4*c*g^2*q*x^2+76*b^4*c*g^ 2*r^2*x+7452*b^4*c*g^2*r*x^2+14736*b^4*c*g^2*x^3+680*b^4*c*g*p^2*r*x+13008*b^4* c*g*p^2*x^2+256*b^4*c*g*p*q*r*x+12240*b^4*c*g*p*q*x^2+516*b^4*c*g*p*r^2*x+24392 *b^4*c*g*p*r*x^2+33808*b^4*c*g*p*x^3+1272*b^4*c*g*q^2*x^2+72*b^4*c*g*q*r^2*x+ 10840*b^4*c*g*q*r*x^2+19216*b^4*c*g*q*x^3+20*b^4*c*g*r^3*x+4652*b^4*c*g*r^2*x^2 -1920*b^4*c*g*r*x^3+464*b^4*c*p^3*r*x+6816*b^4*c*p^3*x^2+368*b^4*c*p^2*q*r*x+ 11904*b^4*c*p^2*q*x^2+468*b^4*c*p^2*r^2*x+16476*b^4*c*p^2*r*x^2+16400*b^4*c*p^2 *x^3+3960*b^4*c*p*q^2*x^2+136*b^4*c*p*q*r^2*x+17972*b^4*c*p*q*r*x^2+25152*b^4*c *p*q*x^3-8*b^4*c*p*r^3*x+5184*b^4*c*p*r^2*x^2-4964*b^4*c*p*r*x^3+2916*b^4*c*q^2 *r*x^2+2848*b^4*c*q^2*x^3-40*b^4*c*q*r^3*x+2080*b^4*c*q*r^2*x^2-10576*b^4*c*q*r *x^3-24*b^4*c*r^4*x-300*b^4*c*r^3*x^2-9392*b^4*c*r^2*x^3+348*b^4*g^3*p*x^2+120* b^4*g^3*q*x^2+676*b^4*g^3*r*x^2+1672*b^4*g^3*x^3+72*b^4*g^2*p^2*r*x+1680*b^4*g^ 2*p^2*x^2+16*b^4*g^2*p*q*r*x+1344*b^4*g^2*p*q*x^2+76*b^4*g^2*p*r^2*x+3916*b^4*g ^2*p*r*x^2+6400*b^4*g^2*p*x^3+120*b^4*g^2*q^2*x^2+1440*b^4*g^2*q*r*x^2+3056*b^4 *g^2*q*x^3+656*b^4*g^2*r^2*x^2-480*b^4*g^2*r*x^3+136*b^4*g*p^3*r*x+2112*b^4*g*p ^3*x^2+96*b^4*g*p^2*q*r*x+3360*b^4*g*p^2*q*x^2+164*b^4*g*p^2*r^2*x+5768*b^4*g*p ^2*r*x^2+6608*b^4*g*p^2*x^3+876*b^4*g*p*q^2*x^2+72*b^4*g*p*q*r^2*x+5718*b^4*g*p *q*r*x^2+9440*b^4*g*p*q*x^3+20*b^4*g*p*r^3*x+1996*b^4*g*p*r^2*x^2-688*b^4*g*p*r *x^3+664*b^4*g*q^2*r*x^2+104*b^4*g*q^2*x^3+474*b^4*g*q*r^2*x^2-4650*b^4*g*q*r*x ^3-52*b^4*g*r^3*x^2-3110*b^4*g*r^2*x^3+64*b^4*p^4*r*x+768*b^4*p^4*x^2+80*b^4*p^ 3*q*r*x+2016*b^4*p^3*q*x^2+92*b^4*p^3*r^2*x+2404*b^4*p^3*r*x^2+1904*b^4*p^3*x^3 +1248*b^4*p^2*q^2*x^2+40*b^4*p^2*q*r^2*x+4520*b^4*p^2*q*r*x^2+5312*b^4*p^2*q*x^ 3+1052*b^4*p^2*r^2*x^2-1496*b^4*p^2*r*x^3+1484*b^4*p*q^2*r*x^2+2576*b^4*p*q^2*x ^3-40*b^4*p*q*r^3*x+748*b^4*p*q*r^2*x^2-3164*b^4*p*q*r*x^3-24*b^4*p*r^4*x-360*b ^4*p*r^3*x^2-3952*b^4*p*r^2*x^3-832*b^4*q^3*x^3-124*b^4*q^2*r^2*x^2-3332*b^4*q^ 2*r*x^3-48*b^4*q*r^3*x^2-2100*b^4*q*r^2*x^3+24*b^4*r^4*x^2+32*b^4*r^3*x^3+2048* b^3*c^5*r*x+34560*b^3*c^5*x^2+2816*b^3*c^4*g*r*x+51264*b^3*c^4*g*x^2+5824*b^3*c ^4*p*r*x+82176*b^3*c^4*p*x^2+1792*b^3*c^4*q*r*x+45696*b^3*c^4*q*x^2+2176*b^3*c^ 4*r^2*x+65824*b^3*c^4*r*x^2+72000*b^3*c^4*x^3+1280*b^3*c^3*g^2*r*x+26976*b^3*c^ 3*g^2*x^2+6816*b^3*c^3*g*p*r*x+100800*b^3*c^3*g*p*x^2+1888*b^3*c^3*g*q*r*x+ 53472*b^3*c^3*g*q*x^2+2656*b^3*c^3*g*r^2*x+86888*b^3*c^3*g*r*x^2+106720*b^3*c^3 *g*x^3+6320*b^3*c^3*p^2*r*x+75360*b^3*c^3*p^2*x^2+4544*b^3*c^3*p*q*r*x+93888*b^ 3*c^3*p*q*x^2+5088*b^3*c^3*p*r^2*x+117840*b^3*c^3*p*r*x^2+107072*b^3*c^3*p*x^3+ 384*b^3*c^3*q^2*r*x+19488*b^3*c^3*q^2*x^2+1376*b^3*c^3*q*r^2*x+71296*b^3*c^3*q* r*x^2+83008*b^3*c^3*q*x^3+432*b^3*c^3*r^3*x+20680*b^3*c^3*r^2*x^2-19968*b^3*c^3 *r*x^3+192*b^3*c^2*g^3*r*x+5808*b^3*c^2*g^3*x^2+2568*b^3*c^2*g^2*p*r*x+41856*b^ 3*c^2*g^2*p*x^2+576*b^3*c^2*g^2*q*r*x+20616*b^3*c^2*g^2*q*x^2+1040*b^3*c^2*g^2* r^2*x+40528*b^3*c^2*g^2*r*x^2+57712*b^3*c^2*g^2*x^3+5840*b^3*c^2*g*p^2*r*x+ 71568*b^3*c^2*g*p^2*x^2+3888*b^3*c^2*g*p*q*r*x+85680*b^3*c^2*g*p*q*x^2+5012*b^3 *c^2*g*p*r^2*x+121232*b^3*c^2*g*p*r*x^2+123664*b^3*c^2*g*p*x^3+272*b^3*c^2*g*q^ 2*r*x+16128*b^3*c^2*g*q^2*x^2+1264*b^3*c^2*g*q*r^2*x+69188*b^3*c^2*g*q*r*x^2+ 91664*b^3*c^2*g*q*x^3+484*b^3*c^2*g*r^3*x+22224*b^3*c^2*g*r^2*x^2-14172*b^3*c^2 *g*r*x^3+3280*b^3*c^2*p^3*r*x+33216*b^3*c^2*p^3*x^2+4112*b^3*c^2*p^2*q*r*x+ 69168*b^3*c^2*p^2*q*x^2+4180*b^3*c^2*p^2*r^2*x+75584*b^3*c^2*p^2*r*x^2+56128*b^ 3*c^2*p^2*x^3+856*b^3*c^2*p*q^2*r*x+33888*b^3*c^2*p*q^2*x^2+2656*b^3*c^2*p*q*r^ 2*x+101432*b^3*c^2*p*q*r*x^2+100864*b^3*c^2*p*q*x^3+840*b^3*c^2*p*r^3*x+23048*b ^3*c^2*p*r^2*x^2-35168*b^3*c^2*p*r*x^3+2664*b^3*c^2*q^3*x^2+184*b^3*c^2*q^2*r^2 *x+23852*b^3*c^2*q^2*r*x^2+25072*b^3*c^2*q^2*x^3-48*b^3*c^2*q*r^3*x+13436*b^3*c ^2*q*r^2*x^2-41284*b^3*c^2*q*r*x^3-84*b^3*c^2*r^4*x-2232*b^3*c^2*r^3*x^2-42248* b^3*c^2*r^2*x^3+408*b^3*c*g^4*x^2+308*b^3*c*g^3*p*r*x+6516*b^3*c*g^3*p*x^2+40*b ^3*c*g^3*q*r*x+2868*b^3*c*g^3*q*x^2+128*b^3*c*g^3*r^2*x+7766*b^3*c*g^3*r*x^2+ 13376*b^3*c*g^3*x^3+1600*b^3*c*g^2*p^2*r*x+20808*b^3*c*g^2*p^2*x^2+904*b^3*c*g^ 2*p*q*r*x+23280*b^3*c*g^2*p*q*x^2+1500*b^3*c*g^2*p*r^2*x+39788*b^3*c*g^2*p*r*x^ 2+46640*b^3*c*g^2*p*x^3+40*b^3*c*g^2*q^2*r*x+3840*b^3*c*g^2*q^2*x^2+280*b^3*c*g ^2*q*r^2*x+20612*b^3*c*g^2*q*r*x^2+32256*b^3*c*g^2*q*x^3+124*b^3*c*g^2*r^3*x+ 7056*b^3*c*g^2*r^2*x^2-3832*b^3*c*g^2*r*x^3+2112*b^3*c*g*p^3*r*x+21696*b^3*c*g* p^3*x^2+2504*b^3*c*g*p^2*q*r*x+43680*b^3*c*g*p^2*q*x^2+2864*b^3*c*g*p^2*r^2*x+ 53492*b^3*c*g*p^2*r*x^2+44768*b^3*c*g*p^2*x^3+452*b^3*c*g*p*q^2*r*x+19668*b^3*c *g*p*q^2*x^2+1836*b^3*c*g*p*q*r^2*x+69122*b^3*c*g*p*q*r*x^2+78960*b^3*c*g*p*q*x ^3+688*b^3*c*g*p*r^3*x+17980*b^3*c*g*p*r^2*x^2-17454*b^3*c*g*p*r*x^3+1188*b^3*c *g*q^3*x^2+120*b^3*c*g*q^2*r^2*x+14122*b^3*c*g*q^2*r*x^2+16000*b^3*c*g*q^2*x^3+ 44*b^3*c*g*q*r^3*x+9152*b^3*c*g*q*r^2*x^2-27162*b^3*c*g*q*r*x^3-20*b^3*c*g*r^4* x-1194*b^3*c*g*r^3*x^2-28852*b^3*c*g*r^2*x^3+812*b^3*c*p^4*r*x+6984*b^3*c*p^4*x ^2+1576*b^3*c*p^3*q*r*x+21672*b^3*c*p^3*q*x^2+1446*b^3*c*p^3*r^2*x+20336*b^3*c* p^3*r*x^2+11848*b^3*c*p^3*x^3+612*b^3*c*p^2*q^2*r*x+18528*b^3*c*p^2*q^2*x^2+ 1588*b^3*c*p^2*q*r^2*x+46574*b^3*c*p^2*q*r*x^2+38200*b^3*c*p^2*q*x^3+510*b^3*c* p^2*r^3*x+8312*b^3*c*p^2*r^2*x^2-18620*b^3*c*p^2*r*x^3+3840*b^3*c*p*q^3*x^2+254 *b^3*c*p*q^2*r^2*x+24246*b^3*c*p*q^2*r*x^2+25816*b^3*c*p*q^2*x^3-48*b^3*c*p*q*r ^3*x+10130*b^3*c*p*q*r^2*x^2-33756*b^3*c*p*q*r*x^3-96*b^3*c*p*r^4*x-3312*b^3*c* p*r^3*x^2-34180*b^3*c*p*r^2*x^3+2430*b^3*c*q^3*r*x^2-536*b^3*c*q^3*x^3-70*b^3*c *q^2*r^3*x+1452*b^3*c*q^2*r^2*x^2-22502*b^3*c*q^2*r*x^3-72*b^3*c*q*r^4*x-1230*b ^3*c*q*r^3*x^2-24606*b^3*c*q*r^2*x^3-12*b^3*c*r^5*x-320*b^3*c*r^4*x^2-2656*b^3* c*r^3*x^3+258*b^3*g^4*p*x^2+108*b^3*g^4*q*x^2+498*b^3*g^4*r*x^2+1100*b^3*g^4*x^ 3+116*b^3*g^3*p^2*r*x+1764*b^3*g^3*p^2*x^2+40*b^3*g^3*p*q*r*x+1728*b^3*g^3*p*q* x^2+128*b^3*g^3*p*r^2*x+4120*b^3*g^3*p*r*x^2+5720*b^3*g^3*p*x^3+264*b^3*g^3*q^2 *x^2+1790*b^3*g^3*q*r*x^2+3520*b^3*g^3*q*x^3+590*b^3*g^3*r^2*x^2-580*b^3*g^3*r* x^3+312*b^3*g^2*p^3*r*x+3312*b^3*g^2*p^3*x^2+328*b^3*g^2*p^2*q*r*x+6264*b^3*g^2 *p^2*q*x^2+460*b^3*g^2*p^2*r^2*x+9150*b^3*g^2*p^2*r*x^2+8760*b^3*g^2*p^2*x^3+40 *b^3*g^2*p*q^2*r*x+2490*b^3*g^2*p*q^2*x^2+280*b^3*g^2*p*q*r^2*x+11171*b^3*g^2*p *q*r*x^2+15080*b^3*g^2*p*q*x^3+124*b^3*g^2*p*r^3*x+3314*b^3*g^2*p*r^2*x^2-1732* b^3*g^2*p*r*x^3+108*b^3*g^2*q^3*x^2+1766*b^3*g^2*q^2*r*x^2+2140*b^3*g^2*q^2*x^3 +1203*b^3*g^2*q*r^2*x^2-5057*b^3*g^2*q*r*x^3-156*b^3*g^2*r^3*x^2-4705*b^3*g^2*r ^2*x^3+272*b^3*g*p^4*r*x+2352*b^3*g*p^4*x^2+504*b^3*g*p^3*q*r*x+7104*b^3*g*p^3* q*x^2+508*b^3*g*p^3*r^2*x+7392*b^3*g*p^3*r*x^2+4896*b^3*g*p^3*x^3+180*b^3*g*p^2 *q^2*r*x+5652*b^3*g*p^2*q^2*x^2+572*b^3*g*p^2*q*r^2*x+16590*b^3*g*p^2*q*r*x^2+ 15816*b^3*g*p^2*q*x^3+204*b^3*g*p^2*r^3*x+3450*b^3*g*p^2*r^2*x^2-5184*b^3*g*p^2 *r*x^3+900*b^3*g*p*q^3*x^2+120*b^3*g*p*q^2*r^2*x+7705*b^3*g*p*q^2*r*x^2+9696*b^ 3*g*p*q^2*x^3+44*b^3*g*p*q*r^3*x+3982*b^3*g*p*q*r^2*x^2-9442*b^3*g*p*q*r*x^3-20 *b^3*g*p*r^4*x-1066*b^3*g*p*r^3*x^2-12012*b^3*g*p*r^2*x^3+458*b^3*g*q^3*r*x^2-\ 1224*b^3*g*q^3*x^3+175*b^3*g*q^2*r^2*x^2-9097*b^3*g*q^2*r*x^3-286*b^3*g*q*r^3*x ^2-8053*b^3*g*q*r^2*x^3-70*b^3*g*r^4*x^2-636*b^3*g*r^3*x^3+76*b^3*p^5*r*x+552*b ^3*p^5*x^2+216*b^3*p^4*q*r*x+2424*b^3*p^4*q*x^2+178*b^3*p^4*r^2*x+1888*b^3*p^4* r*x^2+776*b^3*p^4*x^3+140*b^3*p^3*q^2*r*x+3192*b^3*p^3*q^2*x^2+308*b^3*p^3*q*r^ 2*x+6778*b^3*p^3*q*r*x^2+4360*b^3*p^3*q*x^3+102*b^3*p^3*r^3*x+900*b^3*p^3*r^2*x ^2-3106*b^3*p^3*r*x^3+1320*b^3*p^2*q^3*x^2+70*b^3*p^2*q^2*r^2*x+6228*b^3*p^2*q^ 2*r*x^2+5688*b^3*p^2*q^2*x^3+2132*b^3*p^2*q*r^2*x^2-7502*b^3*p^2*q*r*x^3-12*b^3 *p^2*r^4*x-738*b^3*p^2*r^3*x^2-6492*b^3*p^2*r^2*x^3+1338*b^3*p*q^3*r*x^2+1400*b ^3*p*q^3*x^3-70*b^3*p*q^2*r^3*x+442*b^3*p*q^2*r^2*x^2-7522*b^3*p*q^2*r*x^3-72*b ^3*p*q*r^4*x-1158*b^3*p*q*r^3*x^2-10684*b^3*p*q*r^2*x^3-12*b^3*p*r^5*x-260*b^3* p*r^4*x^2-1312*b^3*p*r^3*x^3-704*b^3*q^4*x^3-106*b^3*q^3*r^2*x^2-3126*b^3*q^3*r *x^3-18*b^3*q^2*r^3*x^2-2340*b^3*q^2*r^2*x^3+84*b^3*q*r^4*x^2+296*b^3*q*r^3*x^3 +20*b^3*r^5*x^2+220*b^3*r^4*x^3+3584*b^2*c^6*r*x+43008*b^2*c^6*x^2+6464*b^2*c^5 *g*r*x+80736*b^2*c^5*g*x^2+11584*b^2*c^5*p*r*x+120000*b^2*c^5*p*x^2+4672*b^2*c^ 5*q*r*x+75264*b^2*c^5*q*x^2+5280*b^2*c^5*r^2*x+94128*b^2*c^5*r*x^2+80896*b^2*c^ 5*x^3+4320*b^2*c^4*g^2*r*x+57696*b^2*c^4*g^2*x^2+18176*b^2*c^4*g*p*r*x+192432*b ^2*c^4*g*p*x^2+6912*b^2*c^4*g*q*r*x+118080*b^2*c^4*g*q*x^2+8320*b^2*c^4*g*r^2*x +156816*b^2*c^4*g*r*x^2+147424*b^2*c^4*g*x^3+14832*b^2*c^4*p^2*r*x+133296*b^2*c ^4*p^2*x^2+13696*b^2*c^4*p*q*r*x+186048*b^2*c^4*p*q*x^2+14096*b^2*c^4*p*r^2*x+ 203416*b^2*c^4*p*r*x^2+145280*b^2*c^4*p*x^3+1984*b^2*c^4*q^2*r*x+47808*b^2*c^4* q^2*x^2+5472*b^2*c^4*q*r^2*x+137936*b^2*c^4*q*r*x^2+124480*b^2*c^4*q*x^3+2016*b ^2*c^4*r^3*x+33328*b^2*c^4*r^2*x^2-43864*b^2*c^4*r*x^3+1264*b^2*c^3*g^3*r*x+ 19200*b^2*c^3*g^3*x^2+10376*b^2*c^3*g^2*p*r*x+114144*b^2*c^3*g^2*p*x^2+3552*b^2 *c^3*g^2*q*r*x+67560*b^2*c^3*g^2*q*x^2+4756*b^2*c^3*g^2*r^2*x+98792*b^2*c^3*g^2 *r*x^2+104464*b^2*c^3*g^2*x^3+19288*b^2*c^3*g*p^2*r*x+174816*b^2*c^3*g*p^2*x^2+ 17120*b^2*c^3*g*p*q*r*x+240672*b^2*c^3*g*p*q*x^2+18728*b^2*c^3*g*p*r^2*x+279664 *b^2*c^3*g*p*r*x^2+218656*b^2*c^3*g*p*x^3+2256*b^2*c^3*g*q^2*r*x+58944*b^2*c^3* g*q^2*x^2+6864*b^2*c^3*g*q*r^2*x+184512*b^2*c^3*g*q*r*x^2+185440*b^2*c^3*g*q*x^ 3+2704*b^2*c^3*g*r^3*x+47580*b^2*c^3*g*r^2*x^2-49692*b^2*c^3*g*r*x^3+9600*b^2*c ^3*p^3*r*x+75192*b^2*c^3*p^3*x^2+15232*b^2*c^3*p^2*q*r*x+174768*b^2*c^3*p^2*q*x ^2+14120*b^2*c^3*p^2*r^2*x+165984*b^2*c^3*p^2*r*x^2+96400*b^2*c^3*p^2*x^3+5208* b^2*c^3*p*q^2*r*x+103008*b^2*c^3*p*q^2*x^2+12664*b^2*c^3*p*q*r^2*x+251320*b^2*c ^3*p*q*r*x^2+190720*b^2*c^3*p*q*x^3+4496*b^2*c^3*p*r^3*x+48688*b^2*c^3*p*r^2*x^ 2-90540*b^2*c^3*p*r*x^3+272*b^2*c^3*q^3*r*x+12984*b^2*c^3*q^3*x^2+1724*b^2*c^3* q^2*r^2*x+70588*b^2*c^3*q^2*r*x^2+60496*b^2*c^3*q^2*x^3+1032*b^2*c^3*q*r^3*x+ 32252*b^2*c^3*q*r^2*x^2-94268*b^2*c^3*q*r*x^3+72*b^2*c^3*r^4*x-6912*b^2*c^3*r^3 *x^2-88440*b^2*c^3*r^2*x^3+136*b^2*c^2*g^4*r*x+2856*b^2*c^2*g^4*x^2+2536*b^2*c^ 2*g^3*p*r*x+30180*b^2*c^2*g^3*p*x^2+704*b^2*c^2*g^3*q*r*x+16800*b^2*c^2*g^3*q*x ^2+1156*b^2*c^2*g^3*r^2*x+28936*b^2*c^2*g^3*r*x^2+35752*b^2*c^2*g^3*x^3+8728*b^ 2*c^2*g^2*p^2*r*x+80388*b^2*c^2*g^2*p^2*x^2+7176*b^2*c^2*g^2*p*q*r*x+107808*b^2 *c^2*g^2*p*q*x^2+8728*b^2*c^2*g^2*p*r^2*x+137922*b^2*c^2*g^2*p*r*x^2+120592*b^2 *c^2*g^2*p*x^3+792*b^2*c^2*g^2*q^2*r*x+24636*b^2*c^2*g^2*q^2*x^2+2788*b^2*c^2*g ^2*q*r^2*x+86574*b^2*c^2*g^2*q*r*x^2+99760*b^2*c^2*g^2*q*x^3+1176*b^2*c^2*g^2*r ^3*x+23034*b^2*c^2*g^2*r^2*x^2-22112*b^2*c^2*g^2*r*x^3+9632*b^2*c^2*g*p^3*r*x+ 75384*b^2*c^2*g*p^3*x^2+14944*b^2*c^2*g*p^2*q*r*x+174336*b^2*c^2*g*p^2*q*x^2+ 14552*b^2*c^2*g*p^2*r^2*x+175216*b^2*c^2*g*p^2*r*x^2+111864*b^2*c^2*g*p^2*x^3+ 4776*b^2*c^2*g*p*q^2*r*x+99036*b^2*c^2*g*p*q^2*x^2+12852*b^2*c^2*g*p*q*r^2*x+ 263214*b^2*c^2*g*p*q*r*x^2+224032*b^2*c^2*g*p*q*x^3+4840*b^2*c^2*g*p*r^3*x+ 55682*b^2*c^2*g*p*r^2*x^2-79892*b^2*c^2*g*p*r*x^3+208*b^2*c^2*g*q^3*r*x+11208*b ^2*c^2*g*q^3*x^2+1596*b^2*c^2*g*q^2*r^2*x+68790*b^2*c^2*g*q^2*r*x^2+66256*b^2*c ^2*g*q^2*x^3+1140*b^2*c^2*g*q*r^3*x+35370*b^2*c^2*g*q*r^2*x^2-86922*b^2*c^2*g*q *r*x^3+132*b^2*c^2*g*r^4*x-6348*b^2*c^2*g*r^3*x^2-91686*b^2*c^2*g*r^2*x^3+3292* b^2*c^2*p^4*r*x+22524*b^2*c^2*p^4*x^2+8008*b^2*c^2*p^3*q*r*x+77976*b^2*c^2*p^3* q*x^2+6646*b^2*c^2*p^3*r^2*x+63054*b^2*c^2*p^3*r*x^2+28136*b^2*c^2*p^3*x^3+4860 *b^2*c^2*p^2*q^2*r*x+78192*b^2*c^2*p^2*q^2*x^2+10292*b^2*c^2*p^2*q*r^2*x+163146 *b^2*c^2*p^2*q*r*x^2+101080*b^2*c^2*p^2*q*x^3+3478*b^2*c^2*p^2*r^3*x+24324*b^2* c^2*p^2*r^2*x^2-65630*b^2*c^2*p^2*r*x^3+632*b^2*c^2*p*q^3*r*x+24000*b^2*c^2*p*q ^3*x^2+3274*b^2*c^2*p*q^2*r^2*x+102822*b^2*c^2*p*q^2*r*x^2+79736*b^2*c^2*p*q^2* x^3+2016*b^2*c^2*p*q*r^3*x+36890*b^2*c^2*p*q*r^2*x^2-121980*b^2*c^2*p*q*r*x^3+ 216*b^2*c^2*p*r^4*x-11628*b^2*c^2*p*r^3*x^2-102186*b^2*c^2*p*r^2*x^3+1260*b^2*c ^2*q^4*x^2+156*b^2*c^2*q^3*r^2*x+14700*b^2*c^2*q^3*r*x^2+6792*b^2*c^2*q^3*x^3-\ 74*b^2*c^2*q^2*r^3*x+7830*b^2*c^2*q^2*r^2*x^2-69320*b^2*c^2*q^2*r*x^3-192*b^2*c ^2*q*r^4*x-6726*b^2*c^2*q*r^3*x^2-86004*b^2*c^2*q*r^2*x^3-36*b^2*c^2*r^5*x-2004 *b^2*c^2*r^4*x^2-10560*b^2*c^2*r^3*x^3+138*b^2*c*g^5*x^2+222*b^2*c*g^4*p*r*x+ 3288*b^2*c*g^4*p*x^2+36*b^2*c*g^4*q*r*x+1650*b^2*c*g^4*q*x^2+99*b^2*c*g^4*r^2*x +3835*b^2*c*g^4*r*x^2+5836*b^2*c*g^4*x^3+1568*b^2*c*g^3*p^2*r*x+14964*b^2*c*g^3 *p^2*x^2+1092*b^2*c*g^3*p*q*r*x+19008*b^2*c*g^3*p*q*x^2+1642*b^2*c*g^3*p*r^2*x+ 28656*b^2*c*g^3*p*r*x^2+28792*b^2*c*g^3*p*x^3+80*b^2*c*g^3*q^2*r*x+3954*b^2*c*g ^3*q^2*x^2+362*b^2*c*g^3*q*r^2*x+16389*b^2*c*g^3*q*r*x^2+22672*b^2*c*g^3*q*x^3+ 164*b^2*c*g^3*r^3*x+4154*b^2*c*g^3*r^2*x^2-5334*b^2*c*g^3*r*x^3+3040*b^2*c*g^2* p^3*r*x+23790*b^2*c*g^2*p^3*x^2+4484*b^2*c*g^2*p^2*q*r*x+54144*b^2*c*g^2*p^2*q* x^2+4758*b^2*c*g^2*p^2*r^2*x+59347*b^2*c*g^2*p^2*r*x^2+42212*b^2*c*g^2*p^2*x^3+ 1258*b^2*c*g^2*p*q^2*r*x+29130*b^2*c*g^2*p*q^2*x^2+4000*b^2*c*g^2*p*q*r^2*x+ 87675*b^2*c*g^2*p*q*r*x^2+85576*b^2*c*g^2*p*q*x^3+1624*b^2*c*g^2*p*r^3*x+19993* b^2*c*g^2*p*r^2*x^2-22483*b^2*c*g^2*p*r*x^3+36*b^2*c*g^2*q^3*r*x+2814*b^2*c*g^2 *q^3*x^2+361*b^2*c*g^2*q^2*r^2*x+20245*b^2*c*g^2*q^2*r*x^2+22528*b^2*c*g^2*q^2* x^3+296*b^2*c*g^2*q*r^3*x+11187*b^2*c*g^2*q*r^2*x^2-27414*b^2*c*g^2*q*r*x^3+43* b^2*c*g^2*r^4*x-2010*b^2*c*g^2*r^3*x^2-30701*b^2*c*g^2*r^2*x^3+2250*b^2*c*g*p^4 *r*x+15276*b^2*c*g*p^4*x^2+5428*b^2*c*g*p^3*q*r*x+53220*b^2*c*g*p^3*q*x^2+4661* b^2*c*g*p^3*r^2*x+45055*b^2*c*g*p^3*r*x^2+22260*b^2*c*g*p^3*x^3+3166*b^2*c*g*p^ 2*q^2*r*x+51972*b^2*c*g*p^2*q^2*x^2+7264*b^2*c*g*p^2*q*r^2*x+118047*b^2*c*g*p^2 *q*r*x^2+83076*b^2*c*g*p^2*q*x^3+2549*b^2*c*g*p^2*r^3*x+19412*b^2*c*g*p^2*r^2*x ^2-41238*b^2*c*g*p^2*r*x^3+356*b^2*c*g*p*q^3*r*x+14592*b^2*c*g*p*q^3*x^2+2303*b ^2*c*g*p*q^2*r^2*x+70947*b^2*c*g*p*q^2*r*x^2+63620*b^2*c*g*p*q^2*x^3+1632*b^2*c *g*p*q*r^3*x+30013*b^2*c*g*p*q*r^2*x^2-72212*b^2*c*g*p*q*r*x^3+210*b^2*c*g*p*r^ 4*x-7577*b^2*c*g*p*r^3*x^2-72417*b^2*c*g*p*r^2*x^3+564*b^2*c*g*q^4*x^2+94*b^2*c *g*q^3*r^2*x+8428*b^2*c*g*q^3*r*x^2+2804*b^2*c*g*q^3*x^3+31*b^2*c*g*q^2*r^3*x+ 5139*b^2*c*g*q^2*r^2*x^2-48125*b^2*c*g*q^2*r*x^3-52*b^2*c*g*q*r^4*x-3901*b^2*c* g*q*r^3*x^2-58556*b^2*c*g*q*r^2*x^3-12*b^2*c*g*r^5*x-1278*b^2*c*g*r^4*x^2-6784* b^2*c*g*r^3*x^3+560*b^2*c*p^5*r*x+3342*b^2*c*p^5*x^2+1984*b^2*c*p^4*q*r*x+16440 *b^2*c*p^4*q*x^2+1459*b^2*c*p^4*r^2*x+10851*b^2*c*p^4*r*x^2+3168*b^2*c*p^4*x^3+ 1896*b^2*c*p^3*q^2*r*x+24828*b^2*c*p^3*q^2*x^2+3530*b^2*c*p^3*q*r^2*x+44156*b^2 *c*p^3*q*r*x^2+21136*b^2*c*p^3*q*x^3+1124*b^2*c*p^3*r^3*x+4475*b^2*c*p^3*r^2*x^ 2-19911*b^2*c*p^3*r*x^3+472*b^2*c*p^2*q^3*r*x+13704*b^2*c*p^2*q^3*x^2+1919*b^2* c*p^2*q^2*r^2*x+47916*b^2*c*p^2*q^2*r*x^2+30888*b^2*c*p^2*q^2*x^3+1230*b^2*c*p^ 2*q*r^3*x+13751*b^2*c*p^2*q*r^2*x^2-53625*b^2*c*p^2*q*r*x^3+189*b^2*c*p^2*r^4*x -5043*b^2*c*p^2*r^3*x^2-36345*b^2*c*p^2*r^2*x^3+1974*b^2*c*p*q^4*x^2+212*b^2*c* p*q^3*r^2*x+15632*b^2*c*p*q^3*r*x^2+11040*b^2*c*p*q^3*x^3-74*b^2*c*p*q^2*r^3*x+ 5915*b^2*c*p*q^2*r^2*x^2-53073*b^2*c*p*q^2*r*x^3-216*b^2*c*p*q*r^4*x-8241*b^2*c *p*q*r^3*x^2-69456*b^2*c*p*q*r^2*x^3-36*b^2*c*p*r^5*x-1938*b^2*c*p*r^4*x^2-7008 *b^2*c*p*r^3*x^3+1021*b^2*c*q^4*r*x^2-1880*b^2*c*q^4*x^3-56*b^2*c*q^3*r^3*x+57* b^2*c*q^3*r^2*x^2-19359*b^2*c*q^3*r*x^3-78*b^2*c*q^2*r^4*x-1620*b^2*c*q^2*r^3*x ^2-23327*b^2*c*q^2*r^2*x^3-24*b^2*c*q*r^5*x-490*b^2*c*q*r^4*x^2-2868*b^2*c*q*r^ 3*x^3+110*b^2*c*r^5*x^2+1760*b^2*c*r^4*x^3+90*b^2*g^5*p*x^2+42*b^2*g^5*q*x^2+ 173*b^2*g^5*r*x^2+352*b^2*g^5*x^3+86*b^2*g^4*p^2*r*x+906*b^2*g^4*p^2*x^2+36*b^2 *g^4*p*q*r*x+1008*b^2*g^4*p*q*x^2+99*b^2*g^4*p*r^2*x+2092*b^2*g^4*p*r*x^2+2500* b^2*g^4*p*x^3+198*b^2*g^4*q^2*x^2+994*b^2*g^4*q*r*x^2+1796*b^2*g^4*q*x^3+183*b^ 2*g^4*r^2*x^2-609*b^2*g^4*r*x^3+296*b^2*g^3*p^3*r*x+2328*b^2*g^3*p^3*x^2+388*b^ 2*g^3*p^2*q*r*x+5064*b^2*g^3*p^2*q*x^2+486*b^2*g^3*p^2*r^2*x+6421*b^2*g^3*p^2*r *x^2+5172*b^2*g^3*p^2*x^3+80*b^2*g^3*p*q^2*r*x+2502*b^2*g^3*p*q^2*x^2+362*b^2*g ^3*p*q*r^2*x+9155*b^2*g^3*p*q*r*x^2+10584*b^2*g^3*p*q*x^3+164*b^2*g^3*p*r^3*x+ 2213*b^2*g^3*p*r^2*x^2-2093*b^2*g^3*p*r*x^3+198*b^2*g^3*q^3*x^2+1651*b^2*g^3*q^ 2*r*x^2+2244*b^2*g^3*q^2*x^3+844*b^2*g^3*q*r^2*x^2-3267*b^2*g^3*q*r*x^3-238*b^2 *g^3*r^3*x^2-3277*b^2*g^3*r^2*x^3+368*b^2*g^2*p^4*r*x+2466*b^2*g^2*p^4*x^2+860* b^2*g^2*p^3*q*r*x+8568*b^2*g^2*p^3*q*x^2+786*b^2*g^2*p^3*r^2*x+7752*b^2*g^2*p^3 *r*x^2+4236*b^2*g^2*p^3*x^3+466*b^2*g^2*p^2*q^2*r*x+8040*b^2*g^2*p^2*q^2*x^2+ 1212*b^2*g^2*p^2*q*r^2*x+20610*b^2*g^2*p^2*q*r*x^2+16688*b^2*g^2*p^2*q*x^3+448* b^2*g^2*p^2*r^3*x+3685*b^2*g^2*p^2*r^2*x^2-6267*b^2*g^2*p^2*r*x^3+36*b^2*g^2*p* q^3*r*x+1980*b^2*g^2*p*q^3*x^2+361*b^2*g^2*p*q^2*r^2*x+11550*b^2*g^2*p*q^2*r*x^ 2+12296*b^2*g^2*p*q^2*x^3+296*b^2*g^2*p*q*r^3*x+5745*b^2*g^2*p*q*r^2*x^2-9722*b ^2*g^2*p*q*r*x^3+43*b^2*g^2*p*r^4*x-1182*b^2*g^2*p*r^3*x^2-12381*b^2*g^2*p*r^2* x^3+42*b^2*g^2*q^4*x^2+936*b^2*g^2*q^3*r*x^2-156*b^2*g^2*q^3*x^3+513*b^2*g^2*q^ 2*r^2*x^2-8788*b^2*g^2*q^2*r*x^3-541*b^2*g^2*q*r^3*x^2-9496*b^2*g^2*q*r^2*x^3-\ 175*b^2*g^2*r^4*x^2-906*b^2*g^2*r^3*x^3+194*b^2*g*p^5*r*x+1140*b^2*g*p^5*x^2+ 692*b^2*g*p^4*q*r*x+5748*b^2*g*p^4*q*x^2+517*b^2*g*p^4*r^2*x+3883*b^2*g*p^4*r*x ^2+1260*b^2*g*p^4*x^3+646*b^2*g*p^3*q^2*r*x+8544*b^2*g*p^3*q^2*x^2+1276*b^2*g*p ^3*q*r^2*x+16481*b^2*g*p^3*q*r*x^2+9180*b^2*g*p^3*q*x^3+413*b^2*g*p^3*r^3*x+ 1842*b^2*g*p^3*r^2*x^2-6707*b^2*g*p^3*r*x^3+148*b^2*g*p^2*q^3*r*x+4404*b^2*g*p^ 2*q^3*x^2+707*b^2*g*p^2*q^2*r^2*x+17403*b^2*g*p^2*q^2*r*x^2+13296*b^2*g*p^2*q^2 *x^3+492*b^2*g*p^2*q*r^3*x+6085*b^2*g*p^2*q*r^2*x^2-16200*b^2*g*p^2*q*r*x^3+78* b^2*g*p^2*r^4*x-1696*b^2*g*p^2*r^3*x^2-13203*b^2*g*p^2*r^2*x^3+468*b^2*g*p*q^4* x^2+94*b^2*g*p*q^3*r^2*x+4931*b^2*g*p*q^3*r*x^2+4092*b^2*g*p*q^3*x^3+31*b^2*g*p *q^2*r^3*x+2374*b^2*g*p*q^2*r^2*x^2-17029*b^2*g*p*q^2*r*x^3-52*b^2*g*p*q*r^4*x-\ 2763*b^2*g*p*q*r^3*x^2-24711*b^2*g*p*q*r^2*x^3-12*b^2*g*p*r^5*x-738*b^2*g*p*r^4 *x^2-2716*b^2*g*p*r^3*x^3+126*b^2*g*q^4*r*x^2-1284*b^2*g*q^4*x^3-202*b^2*g*q^3* r^2*x^2-7536*b^2*g*q^3*r*x^3-414*b^2*g*q^2*r^3*x^2-7444*b^2*g*q^2*r^2*x^3-95*b^ 2*g*q*r^4*x^2-438*b^2*g*q*r^3*x^3+20*b^2*g*r^5*x^2+570*b^2*g*r^4*x^3+36*b^2*p^6 *r*x+186*b^2*p^6*x^2+184*b^2*p^5*q*r*x+1296*b^2*p^5*q*x^2+117*b^2*p^5*r^2*x+638 *b^2*p^5*r*x^2+48*b^2*p^5*x^3+260*b^2*p^4*q^2*r*x+2772*b^2*p^4*q^2*x^2+430*b^2* p^4*q*r^2*x+4114*b^2*p^4*q*r*x^2+1344*b^2*p^4*q*x^3+126*b^2*p^4*r^3*x+169*b^2*p ^4*r^2*x^2-2101*b^2*p^4*r*x^3+112*b^2*p^3*q^3*r*x+2400*b^2*p^3*q^3*x^2+369*b^2* p^3*q^2*r^2*x+6960*b^2*p^3*q^2*r*x^2+3416*b^2*p^3*q^2*x^3+246*b^2*p^3*q*r^3*x+ 1497*b^2*p^3*q*r^2*x^2-7859*b^2*p^3*q*r*x^3+45*b^2*p^3*r^4*x-666*b^2*p^3*r^3*x^ 2-3918*b^2*p^3*r^2*x^3+738*b^2*p^2*q^4*x^2+56*b^2*p^2*q^3*r^2*x+4130*b^2*p^2*q^ 3*r*x^2+2664*b^2*p^2*q^3*x^3+1317*b^2*p^2*q^2*r^2*x^2-10991*b^2*p^2*q^2*r*x^3-\ 24*b^2*p^2*q*r^4*x-1791*b^2*p^2*q*r^3*x^2-13221*b^2*p^2*q*r^2*x^3-324*b^2*p^2*r ^4*x^2-792*b^2*p^2*r^3*x^3+646*b^2*p*q^4*r*x^2+216*b^2*p*q^4*x^3-56*b^2*p*q^3*r ^3*x-59*b^2*p*q^3*r^2*x^2-6809*b^2*p*q^3*r*x^3-78*b^2*p*q^2*r^4*x-1329*b^2*p*q^ 2*r^3*x^2-10536*b^2*p*q^2*r^2*x^3-24*b^2*p*q*r^5*x-472*b^2*p*q*r^4*x^2-1896*b^2 *p*q*r^3*x^3+50*b^2*p*r^5*x^2+680*b^2*p*r^4*x^3-328*b^2*q^5*x^3-48*b^2*q^4*r^2* x^2-1576*b^2*q^4*r*x^3+18*b^2*q^3*r^3*x^2-1233*b^2*q^3*r^2*x^3+102*b^2*q^2*r^4* x^2+504*b^2*q^2*r^3*x^3+40*b^2*q*r^5*x^2+420*b^2*q*r^4*x^3+3008*b*c^7*r*x+28416 *b*c^7*x^2+6752*b*c^6*g*r*x+64800*b*c^6*g*x^2+10880*b*c^6*p*r*x+90624*b*c^6*p*x ^2+5248*b*c^6*q*r*x+62016*b*c^6*q*x^2+5712*b*c^6*r^2*x+71712*b*c^6*r*x^2+50560* b*c^6*x^3+5984*b*c^5*g^2*r*x+58848*b*c^5*g^2*x^2+21552*b*c^5*g*p*r*x+180336*b*c ^5*g*p*x^2+10016*b*c^5*g*q*r*x+122160*b*c^5*g*q*x^2+11216*b*c^5*g*r^2*x+144616* b*c^5*g*r*x^2+108160*b*c^5*g*x^3+15952*b*c^5*p^2*r*x+117504*b*c^5*p^2*x^2+17472 *b*c^5*p*q*r*x+178560*b*c^5*p*q*x^2+17056*b*c^5*p*r^2*x+179824*b*c^5*p*r*x^2+ 105664*b*c^5*p*x^3+3360*b*c^5*q^2*r*x+52512*b*c^5*q^2*x^2+8384*b*c^5*q*r^2*x+ 133296*b*c^5*q*r*x^2+97344*b*c^5*q*x^3+3168*b*c^5*r^3*x+29192*b*c^5*r^2*x^2-\ 41152*b*c^5*r*x^3+2608*b*c^4*g^3*r*x+26736*b*c^4*g^3*x^2+16616*b*c^4*g^2*p*r*x+ 140088*b*c^4*g^2*p*x^2+7264*b*c^4*g^2*q*r*x+93288*b*c^4*g^2*q*x^2+8544*b*c^4*g^ 2*r^2*x+114972*b*c^4*g^2*r*x^2+93152*b*c^4*g^2*x^3+26936*b*c^4*g*p^2*r*x+197640 *b*c^4*g*p^2*x^2+28848*b*c^4*g*p*q*r*x+299904*b*c^4*g*p*q*x^2+28928*b*c^4*g*p*r ^2*x+309852*b*c^4*g*p*r*x^2+193728*b*c^4*g*p*x^3+5248*b*c^4*g*q^2*r*x+85920*b*c ^4*g*q^2*x^2+13648*b*c^4*g*q*r^2*x+226512*b*c^4*g*q*r*x^2+178880*b*c^4*g*q*x^3+ 5272*b*c^4*g*r^3*x+50728*b*c^4*g*r^2*x^2-65112*b*c^4*g*r*x^3+12216*b*c^4*p^3*r* x+79920*b*c^4*p^3*x^2+22912*b*c^4*p^2*q*r*x+202680*b*c^4*p^2*q*x^2+19884*b*c^4* p^2*r^2*x+175556*b*c^4*p^2*r*x^2+83168*b*c^4*p^2*x^3+10168*b*c^4*p*q^2*r*x+ 134592*b*c^4*p*q^2*x^2+22376*b*c^4*p*q*r^2*x+292876*b*c^4*p*q*r*x^2+179328*b*c^ 4*p*q*x^3+7928*b*c^4*p*r^3*x+51824*b*c^4*p*r^2*x^2-99112*b*c^4*p*r*x^3+928*b*c^ 4*q^3*r*x+21432*b*c^4*q^3*x^2+4328*b*c^4*q^2*r^2*x+92844*b*c^4*q^2*r*x^2+65152* b*c^4*q^2*x^3+3208*b*c^4*q*r^3*x+37776*b*c^4*q*r^2*x^2-102560*b*c^4*q*r*x^3+516 *b*c^4*r^4*x-8820*b*c^4*r^3*x^2-88576*b*c^4*r^2*x^3+556*b*c^3*g^4*r*x+6192*b*c^ 3*g^4*x^2+6196*b*c^3*g^3*p*r*x+53004*b*c^3*g^3*p*x^2+2432*b*c^3*g^3*q*r*x+34260 *b*c^3*g^3*q*x^2+3132*b*c^3*g^3*r^2*x+45358*b*c^3*g^3*r*x^2+41040*b*c^3*g^3*x^3 +17196*b*c^3*g^2*p^2*r*x+125424*b*c^3*g^2*p^2*x^2+17680*b*c^3*g^2*p*q*r*x+ 189216*b*c^3*g^2*p*q*x^2+18612*b*c^3*g^2*p*r^2*x+203952*b*c^3*g^2*p*r*x^2+ 137920*b*c^3*g^2*p*x^3+2928*b*c^3*g^2*q^2*r*x+52152*b*c^3*g^2*q^2*x^2+8112*b*c^ 3*g^2*q*r^2*x+145260*b*c^3*g^2*q*r*x^2+126912*b*c^3*g^2*q*x^3+3224*b*c^3*g^2*r^ 3*x+32302*b*c^3*g^2*r^2*x^2-42200*b*c^3*g^2*r*x^3+16744*b*c^3*g*p^3*r*x+108504* b*c^3*g*p^3*x^2+31216*b*c^3*g*p^2*q*r*x+277800*b*c^3*g*p^2*q*x^2+27548*b*c^3*g* p^2*r^2*x+245780*b*c^3*g*p^2*r*x^2+124520*b*c^3*g*p^2*x^3+13348*b*c^3*g*p*q^2*r *x+181524*b*c^3*g*p*q^2*x^2+30676*b*c^3*g*p*q*r^2*x+412486*b*c^3*g*p*q*r*x^2+ 275360*b*c^3*g*p*q*x^3+11044*b*c^3*g*p*r^3*x+75838*b*c^3*g*p*r^2*x^2-127034*b*c ^3*g*p*r*x^3+1112*b*c^3*g*q^3*r*x+27348*b*c^3*g*q^3*x^2+5564*b*c^3*g*q^2*r^2*x+ 125524*b*c^3*g*q^2*r*x^2+97144*b*c^3*g*q^2*x^3+4332*b*c^3*g*q*r^3*x+54912*b*c^3 *g*q*r^2*x^2-130174*b*c^3*g*q*r*x^3+716*b*c^3*g*r^4*x-11646*b*c^3*g*r^3*x^2-\ 123128*b*c^3*g*r^2*x^3+5232*b*c^3*p^4*r*x+30480*b*c^3*p^4*x^2+15080*b*c^3*p^3*q *r*x+115992*b*c^3*p^3*q*x^2+11532*b*c^3*p^3*r^2*x+84000*b*c^3*p^3*r*x^2+29472*b *c^3*p^3*x^3+11604*b*c^3*p^2*q^2*r*x+129552*b*c^3*p^2*q^2*x^2+22448*b*c^3*p^2*q *r^2*x+242130*b*c^3*p^2*q*r*x^2+120032*b*c^3*p^2*q*x^3+7312*b*c^3*p^2*r^3*x+ 31794*b*c^3*p^2*r^2*x^2-91434*b*c^3*p^2*r*x^3+2520*b*c^3*p*q^3*r*x+48216*b*c^3* p*q^3*x^2+9964*b*c^3*p*q^2*r^2*x+172750*b*c^3*p*q^2*r*x^2+105632*b*c^3*p*q^2*x^ 3+7176*b*c^3*p*q*r^3*x+57424*b*c^3*p*q*r^2*x^2-175520*b*c^3*p*q*r*x^3+1164*b*c^ 3*p*r^4*x-17274*b*c^3*p*r^3*x^2-130786*b*c^3*p*r^2*x^3+92*b*c^3*q^4*r*x+4176*b* c^3*q^4*x^2+904*b*c^3*q^3*r^2*x+29724*b*c^3*q^3*r*x^2+15072*b*c^3*q^3*x^3+800*b *c^3*q^2*r^3*x+14200*b*c^3*q^2*r^2*x^2-96710*b*c^3*q^2*r*x^3+132*b*c^3*q*r^4*x-\ 12642*b*c^3*q*r^3*x^2-122526*b*c^3*q*r^2*x^3-8*b*c^3*r^5*x-3880*b*c^3*r^4*x^2-\ 15312*b*c^3*r^3*x^3+46*b*c^2*g^5*r*x+642*b*c^2*g^5*x^2+1110*b*c^2*g^4*p*r*x+ 9834*b*c^2*g^4*p*x^2+352*b*c^2*g^4*q*r*x+6018*b*c^2*g^4*q*x^2+547*b*c^2*g^4*r^2 *x+9119*b*c^2*g^4*r*x^2+9632*b*c^2*g^4*x^3+5090*b*c^2*g^3*p^2*r*x+36810*b*c^2*g ^3*p^2*x^2+4836*b*c^2*g^3*p*q*r*x+54624*b*c^2*g^3*p*q*x^2+5588*b*c^2*g^3*p*r^2* x+63427*b*c^2*g^3*p*r*x^2+47408*b*c^2*g^3*p*x^3+672*b*c^2*g^3*q^2*r*x+14208*b*c ^2*g^3*q^2*x^2+2068*b*c^2*g^3*q*r^2*x+42980*b*c^2*g^3*q*r*x^2+43024*b*c^2*g^3*q *x^3+854*b*c^2*g^3*r^3*x+8824*b*c^2*g^3*r^2*x^2-15074*b*c^2*g^3*r*x^3+8210*b*c^ 2*g^2*p^3*r*x+52356*b*c^2*g^2*p^3*x^2+15016*b*c^2*g^2*p^2*q*r*x+135126*b*c^2*g^ 2*p^2*q*x^2+13725*b*c^2*g^2*p^2*r^2*x+123709*b*c^2*g^2*p^2*r*x^2+67652*b*c^2*g^ 2*p^2*x^3+6016*b*c^2*g^2*p*q^2*r*x+86130*b*c^2*g^2*p*q^2*x^2+14836*b*c^2*g^2*p* q*r^2*x+208544*b*c^2*g^2*p*q*r*x^2+154672*b*c^2*g^2*p*q*x^3+5496*b*c^2*g^2*p*r^ 3*x+39263*b*c^2*g^2*p*r^2*x^2-59957*b*c^2*g^2*p*r*x^3+424*b*c^2*g^2*q^3*r*x+ 11964*b*c^2*g^2*q^3*x^2+2334*b*c^2*g^2*q^2*r^2*x+59159*b*c^2*g^2*q^2*r*x^2+ 51628*b*c^2*g^2*q^2*x^3+1908*b*c^2*g^2*q*r^3*x+26916*b*c^2*g^2*q*r^2*x^2-61515* b*c^2*g^2*q*r*x^3+319*b*c^2*g^2*r^4*x-5958*b*c^2*g^2*r^3*x^2-62464*b*c^2*g^2*r^ 2*x^3+5398*b*c^2*g*p^4*r*x+31026*b*c^2*g*p^4*x^2+15768*b*c^2*g*p^3*q*r*x+121224 *b*c^2*g*p^3*q*x^2+12055*b*c^2*g*p^3*r^2*x+88346*b*c^2*g*p^3*r*x^2+33220*b*c^2* g*p^3*x^3+11928*b*c^2*g*p^2*q^2*r*x+134616*b*c^2*g*p^2*q^2*x^2+23822*b*c^2*g*p^ 2*q*r^2*x+262864*b*c^2*g*p^2*q*r*x^2+144036*b*c^2*g*p^2*q*x^3+7745*b*c^2*g*p^2* r^3*x+35743*b*c^2*g*p^2*r^2*x^2-91330*b*c^2*g*p^2*r*x^3+2420*b*c^2*g*p*q^3*r*x+ 48096*b*c^2*g*p*q^3*x^2+10385*b*c^2*g*p*q^2*r^2*x+184015*b*c^2*g*p*q^2*r*x^2+ 126468*b*c^2*g*p*q^2*x^3+7796*b*c^2*g*p*q*r^3*x+68201*b*c^2*g*p*q*r^2*x^2-\ 165622*b*c^2*g*p*q*r*x^3+1264*b*c^2*g*p*r^4*x-17396*b*c^2*g*p*r^3*x^2-138703*b* c^2*g*p*r^2*x^3+74*b*c^2*g*q^4*r*x+3678*b*c^2*g*q^4*x^2+844*b*c^2*g*q^3*r^2*x+ 28841*b*c^2*g*q^3*r*x^2+15652*b*c^2*g*q^3*x^3+873*b*c^2*g*q^2*r^3*x+15675*b*c^2 *g*q^2*r^2*x^2-96922*b*c^2*g*q^2*r*x^3+214*b*c^2*g*q*r^4*x-11874*b*c^2*g*q*r^3* x^2-127183*b*c^2*g*q*r^2*x^3+4*b*c^2*g*r^5*x-3852*b*c^2*g*r^4*x^2-15316*b*c^2*g *r^3*x^3+1234*b*c^2*p^5*r*x+6396*b*c^2*p^5*x^2+5236*b*c^2*p^4*q*r*x+35130*b*c^2 *p^4*q*x^2+3464*b*c^2*p^4*r^2*x+20101*b*c^2*p^4*r*x^2+3952*b*c^2*p^4*x^3+6200*b *c^2*p^3*q^2*r*x+58608*b*c^2*p^3*q^2*x^2+10622*b*c^2*p^3*q*r^2*x+93166*b*c^2*p^ 3*q*r*x^2+34880*b*c^2*p^3*q*x^3+3110*b*c^2*p^3*r^3*x+7244*b*c^2*p^3*r^2*x^2-\ 39725*b*c^2*p^3*r*x^3+2420*b*c^2*p^2*q^3*r*x+37716*b*c^2*p^2*q^3*x^2+8061*b*c^2 *p^2*q^2*r^2*x+113616*b*c^2*p^2*q^2*r*x^2+56664*b*c^2*p^2*q^2*x^3+5590*b*c^2*p^ 2*q*r^3*x+29696*b*c^2*p^2*q*r^2*x^2-113195*b*c^2*p^2*q*r*x^3+900*b*c^2*p^2*r^4* x-11124*b*c^2*p^2*r^3*x^2-66833*b*c^2*p^2*r^2*x^3+222*b*c^2*p*q^4*r*x+8148*b*c^ 2*p*q^4*x^2+1696*b*c^2*p*q^3*r^2*x+44782*b*c^2*p*q^3*r*x^2+24496*b*c^2*p*q^3*x^ 3+1568*b*c^2*p*q^2*r^3*x+17104*b*c^2*p*q^2*r^2*x^2-114571*b*c^2*p*q^2*r*x^3+384 *b*c^2*p*q*r^4*x-18945*b*c^2*p*q*r^3*x^2-140772*b*c^2*p*q*r^2*x^3+20*b*c^2*p*r^ 5*x-4772*b*c^2*p*r^4*x^2-13084*b*c^2*p*r^3*x^3+306*b*c^2*q^5*x^2+61*b*c^2*q^4*r ^2*x+4231*b*c^2*q^4*r*x^2-1240*b*c^2*q^4*x^3-44*b*c^2*q^3*r^3*x+850*b*c^2*q^3*r ^2*x^2-41101*b*c^2*q^3*r*x^3-141*b*c^2*q^2*r^4*x-6003*b*c^2*q^2*r^3*x^2-56761*b *c^2*q^2*r^2*x^3-48*b*c^2*q*r^5*x-2594*b*c^2*q*r^4*x^2-9624*b*c^2*q*r^3*x^3+110 *b*c^2*r^5*x^2+3860*b*c^2*r^4*x^3+18*b*c*g^6*x^2+76*b*c*g^5*p*r*x+762*b*c*g^5*p *x^2+14*b*c*g^5*q*r*x+420*b*c*g^5*q*x^2+36*b*c*g^5*r^2*x+840*b*c*g^5*r*x^2+1108 *b*c*g^5*x^3+676*b*c*g^4*p^2*r*x+4842*b*c*g^4*p^2*x^2+540*b*c*g^4*p*q*r*x+6864* b*c*g^4*p*q*x^2+763*b*c*g^4*p*r^2*x+9194*b*c*g^4*p*r*x^2+7812*b*c*g^4*p*x^3+50* b*c*g^4*q^2*r*x+1644*b*c*g^4*q^2*x^2+188*b*c*g^4*q*r^2*x+5636*b*c*g^4*q*r*x^2+ 6860*b*c*g^4*q*x^3+82*b*c*g^4*r^3*x+839*b*c*g^4*r^2*x^2-3120*b*c*g^4*r*x^3+1690 *b*c*g^3*p^3*r*x+10494*b*c*g^3*p^3*x^2+2944*b*c*g^3*p^2*q*r*x+27084*b*c*g^3*p^2 *q*x^2+2893*b*c*g^3*p^2*r^2*x+26324*b*c*g^3*p^2*r*x^2+15692*b*c*g^3*p^2*x^3+ 1042*b*c*g^3*p*q^2*r*x+16584*b*c*g^3*p*q^2*x^2+2922*b*c*g^3*p*q*r^2*x+44360*b*c *g^3*p*q*r*x^2+37536*b*c*g^3*p*q*x^3+1142*b*c*g^3*p*r^3*x+8346*b*c*g^3*p*r^2*x^ 2-12765*b*c*g^3*p*r*x^3+50*b*c*g^3*q^3*r*x+2040*b*c*g^3*q^3*x^2+317*b*c*g^3*q^2 *r^2*x+11050*b*c*g^3*q^2*r*x^2+11320*b*c*g^3*q^2*x^3+272*b*c*g^3*q*r^3*x+4818*b *c*g^3*q*r^2*x^2-13484*b*c*g^3*q*r*x^3+45*b*c*g^3*r^4*x-1436*b*c*g^3*r^3*x^2-\ 13590*b*c*g^3*r^2*x^3+1782*b*c*g^2*p^4*r*x+9990*b*c*g^2*p^4*x^2+5228*b*c*g^2*p^ 3*q*r*x+40200*b*c*g^2*p^3*q*x^2+4051*b*c*g^2*p^3*r^2*x+29586*b*c*g^2*p^3*r*x^2+ 11832*b*c*g^2*p^3*x^3+3826*b*c*g^2*p^2*q^2*r*x+44160*b*c*g^2*p^2*q^2*x^2+8050*b *c*g^2*p^2*q*r^2*x+91776*b*c*g^2*p^2*q*r*x^2+56276*b*c*g^2*p^2*q*x^3+2638*b*c*g ^2*p^2*r^3*x+12605*b*c*g^2*p^2*r^2*x^2-30017*b*c*g^2*p^2*r*x^3+684*b*c*g^2*p*q^ 3*r*x+14880*b*c*g^2*p*q^3*x^2+3344*b*c*g^2*p*q^2*r^2*x+62266*b*c*g^2*p*q^2*r*x^ 2+49044*b*c*g^2*p*q^2*x^3+2648*b*c*g^2*p*q*r^3*x+25567*b*c*g^2*p*q*r^2*x^2-\ 49052*b*c*g^2*p*q*r*x^3+431*b*c*g^2*p*r^4*x-5715*b*c*g^2*p*r^3*x^2-47368*b*c*g^ 2*p*r^2*x^3+14*b*c*g^2*q^4*r*x+930*b*c*g^2*q^4*x^2+194*b*c*g^2*q^3*r^2*x+8256*b *c*g^2*q^3*r*x^2+4600*b*c*g^2*q^3*x^3+228*b*c*g^2*q^2*r^3*x+4662*b*c*g^2*q^2*r^ 2*x^2-32558*b*c*g^2*q^2*r*x^3+69*b*c*g^2*q*r^4*x-3682*b*c*g^2*q*r^3*x^2-42285*b *c*g^2*q*r^2*x^3+4*b*c*g^2*r^5*x-1142*b*c*g^2*r^4*x^2-4278*b*c*g^2*r^3*x^3+836* b*c*g*p^5*r*x+4254*b*c*g*p^5*x^2+3706*b*c*g*p^4*q*r*x+24768*b*c*g*p^4*q*x^2+ 2381*b*c*g*p^4*r^2*x+13711*b*c*g*p^4*r*x^2+2736*b*c*g*p^4*x^3+4390*b*c*g*p^3*q^ 2*r*x+41604*b*c*g*p^3*q^2*x^2+7651*b*c*g*p^3*q*r^2*x+68805*b*c*g*p^3*q*r*x^2+ 29176*b*c*g*p^3*q*x^3+2173*b*c*g*p^3*r^3*x+5254*b*c*g*p^3*r^2*x^2-27633*b*c*g*p ^3*r*x^3+1650*b*c*g*p^2*q^3*r*x+26052*b*c*g*p^2*q^3*x^2+5848*b*c*g*p^2*q^2*r^2* x+84001*b*c*g*p^2*q^2*r*x^2+48268*b*c*g*p^2*q^2*x^3+4149*b*c*g*p^2*q*r^3*x+ 25227*b*c*g*p^2*q*r^2*x^2-72791*b*c*g*p^2*q*r*x^3+646*b*c*g*p^2*r^4*x-7650*b*c* g*p^2*r^3*x^2-47808*b*c*g*p^2*r^2*x^3+130*b*c*g*p*q^4*r*x+5094*b*c*g*p*q^4*x^2+ 1211*b*c*g*p*q^3*r^2*x+31181*b*c*g*p*q^3*r*x^2+19952*b*c*g*p*q^3*x^3+1257*b*c*g *p*q^2*r^3*x+14544*b*c*g*p*q^2*r^2*x^2-74457*b*c*g*p*q^2*r*x^3+346*b*c*g*p*q*r^ 4*x-12585*b*c*g*p*q*r^3*x^2-101091*b*c*g*p*q*r^2*x^3+18*b*c*g*p*r^5*x-3413*b*c* g*p*r^4*x^2-9682*b*c*g*p*r^3*x^3+132*b*c*g*q^5*x^2+35*b*c*g*q^4*r^2*x+2274*b*c* g*q^4*r*x^2-1876*b*c*g*q^4*x^3+7*b*c*g*q^3*r^3*x+340*b*c*g*q^3*r^2*x^2-29299*b* c*g*q^3*r*x^3-43*b*c*g*q^2*r^4*x-3730*b*c*g*q^2*r^3*x^2-38826*b*c*g*q^2*r^2*x^3 -18*b*c*g*q*r^5*x-1733*b*c*g*q*r^4*x^2-6468*b*c*g*q*r^3*x^3+40*b*c*g*r^5*x^2+ 2610*b*c*g*r^4*x^3+144*b*c*p^6*r*x+660*b*c*p^6*x^2+904*b*c*p^5*q*r*x+5292*b*c*p ^5*q*x^2+497*b*c*p^5*r^2*x+2121*b*c*p^5*r*x^2-108*b*c*p^5*x^3+1548*b*c*p^4*q^2* r*x+12432*b*c*p^4*q^2*x^2+2361*b*c*p^4*q*r^2*x+16398*b*c*p^4*q*r*x^2+3916*b*c*p ^4*q*x^3+597*b*c*p^4*r^3*x+159*b*c*p^4*r^2*x^2-7923*b*c*p^4*r*x^3+960*b*c*p^3*q ^3*r*x+12144*b*c*p^3*q^3*x^2+2761*b*c*p^3*q^2*r^2*x+30878*b*c*p^3*q^2*r*x^2+ 11488*b*c*p^3*q^2*x^3+1832*b*c*p^3*q*r^3*x+5649*b*c*p^3*q*r^2*x^2-31736*b*c*p^3 *q*r*x^3+279*b*c*p^3*r^4*x-2964*b*c*p^3*r^3*x^2-13593*b*c*p^3*r^2*x^3+172*b*c*p ^2*q^4*r*x+4860*b*c*p^2*q^4*x^2+979*b*c*p^2*q^3*r^2*x+21246*b*c*p^2*q^3*r*x^2+ 9888*b*c*p^2*q^3*x^3+960*b*c*p^2*q^2*r^3*x+6495*b*c*p^2*q^2*r^2*x^2-47142*b*c*p ^2*q^2*r*x^3+327*b*c*p^2*q*r^4*x-7992*b*c*p^2*q*r^3*x^2-50523*b*c*p^2*q*r^2*x^3 +35*b*c*p^2*r^5*x-1610*b*c*p^2*r^4*x^2-2398*b*c*p^2*r^3*x^3+516*b*c*p*q^5*x^2+ 82*b*c*p*q^4*r^2*x+4845*b*c*p*q^4*r*x^2+1516*b*c*p*q^4*x^3-44*b*c*p*q^3*r^3*x+ 737*b*c*p*q^3*r^2*x^2-30768*b*c*p*q^3*r*x^3-156*b*c*p*q^2*r^4*x-6612*b*c*p*q^2* r^3*x^2-46197*b*c*p*q^2*r^2*x^3-48*b*c*p*q*r^5*x-2699*b*c*p*q*r^4*x^2-7524*b*c* p*q*r^3*x^3+35*b*c*p*r^5*x^2+2640*b*c*p*r^4*x^3+200*b*c*q^5*r*x^2-908*b*c*q^5*x ^3-21*b*c*q^4*r^3*x-268*b*c*q^4*r^2*x^2-7439*b*c*q^4*r*x^3-36*b*c*q^3*r^4*x-828 *b*c*q^3*r^3*x^2-9267*b*c*q^3*r^2*x^3-15*b*c*q^2*r^5*x-199*b*c*q^2*r^4*x^2-114* b*c*q^2*r^3*x^3+145*b*c*q*r^5*x^2+2250*b*c*q*r^4*x^3+12*b*g^6*p*x^2+6*b*g^6*q*x ^2+23*b*g^6*r*x^2+44*b*g^6*x^3+30*b*g^5*p^2*r*x+216*b*g^5*p^2*x^2+14*b*g^5*p*q* r*x+264*b*g^5*p*q*x^2+36*b*g^5*p*r^2*x+488*b*g^5*p*r*x^2+488*b*g^5*p*x^3+60*b*g ^5*q^2*x^2+239*b*g^5*q*r*x^2+400*b*g^5*q*x^3-7*b*g^5*r^2*x^2-283*b*g^5*r*x^3+ 122*b*g^4*p^3*r*x+726*b*g^4*p^3*x^2+188*b*g^4*p^2*q*r*x+1818*b*g^4*p^2*q*x^2+ 216*b*g^4*p^2*r^2*x+1985*b*g^4*p^2*r*x^2+1300*b*g^4*p^2*x^3+50*b*g^4*p*q^2*r*x+ 1038*b*g^4*p*q^2*x^2+188*b*g^4*p*q*r^2*x+3300*b*g^4*p*q*r*x^2+3312*b*g^4*p*q*x^ 3+82*b*g^4*p*r^3*x+598*b*g^4*p*r^2*x^2-1078*b*g^4*p*r*x^3+108*b*g^4*q^3*x^2+623 *b*g^4*q^2*r*x^2+824*b*g^4*q^2*x^3+183*b*g^4*q*r^2*x^2-1225*b*g^4*q*r*x^3-133*b *g^4*r^3*x^2-1034*b*g^4*r^2*x^3+188*b*g^3*p^4*r*x+1008*b*g^3*p^4*x^2+540*b*g^3* p^3*q*r*x+4164*b*g^3*p^3*q*x^2+437*b*g^3*p^3*r^2*x+3124*b*g^3*p^3*r*x^2+1300*b* g^3*p^3*x^3+370*b*g^3*p^2*q^2*r*x+4476*b*g^3*p^2*q^2*x^2+854*b*g^3*p^2*q*r^2*x+ 10241*b*g^3*p^2*q*r*x^2+7148*b*g^3*p^2*q*x^3+288*b*g^3*p^2*r^3*x+1371*b*g^3*p^2 *r^2*x^2-3329*b*g^3*p^2*r*x^3+50*b*g^3*p*q^3*r*x+1380*b*g^3*p*q^3*x^2+317*b*g^3 *p*q^2*r^2*x+6576*b*g^3*p*q^2*r*x^2+6124*b*g^3*p*q^2*x^3+272*b*g^3*p*q*r^3*x+ 2978*b*g^3*p*q*r^2*x^2-4508*b*g^3*p*q*r*x^3+45*b*g^3*p*r^4*x-616*b*g^3*p*r^3*x^ 2-5169*b*g^3*p*r^2*x^3+60*b*g^3*q^4*x^2+601*b*g^3*q^3*r*x^2+276*b*g^3*q^3*x^3+ 224*b*g^3*q^2*r^2*x^2-3861*b*g^3*q^2*r*x^3-411*b*g^3*q*r^3*x^2-4475*b*g^3*q*r^2 *x^3-99*b*g^3*r^4*x^2-276*b*g^3*r^3*x^3+136*b*g^2*p^5*r*x+666*b*g^2*p^5*x^2+628 *b*g^2*p^4*q*r*x+4170*b*g^2*p^4*q*x^2+394*b*g^2*p^4*r^2*x+2182*b*g^2*p^4*r*x^2+ 388*b*g^2*p^4*x^3+738*b*g^2*p^3*q^2*r*x+7044*b*g^2*p^3*q^2*x^2+1326*b*g^2*p^3*q *r^2*x+12281*b*g^2*p^3*q*r*x^2+5900*b*g^2*p^3*q*x^3+366*b*g^2*p^3*r^3*x+822*b*g ^2*p^3*r^2*x^2-4846*b*g^2*p^3*r*x^3+260*b*g^2*p^2*q^3*r*x+4248*b*g^2*p^2*q^3*x^ 2+1010*b*g^2*p^2*q^2*r^2*x+14996*b*g^2*p^2*q^2*r*x^2+10016*b*g^2*p^2*q^2*x^3+ 740*b*g^2*p^2*q*r^3*x+5131*b*g^2*p^2*q*r^2*x^2-10979*b*g^2*p^2*q*r*x^3+112*b*g^ 2*p^2*r^4*x-1284*b*g^2*p^2*r^3*x^2-8245*b*g^2*p^2*r^2*x^3+14*b*g^2*p*q^4*r*x+ 714*b*g^2*p*q^4*x^2+194*b*g^2*p*q^3*r^2*x+5091*b*g^2*p*q^3*r*x^2+3884*b*g^2*p*q ^3*x^3+228*b*g^2*p*q^2*r^3*x+2861*b*g^2*p*q^2*r^2*x^2-11468*b*g^2*p*q^2*r*x^3+ 69*b*g^2*p*q*r^4*x-1976*b*g^2*p*q*r^3*x^2-17451*b*g^2*p*q*r^2*x^3+4*b*g^2*p*r^5 *x-566*b*g^2*p*r^4*x^2-1594*b*g^2*p*r^3*x^3+6*b*g^2*q^5*x^2+194*b*g^2*q^4*r*x^2 -620*b*g^2*q^4*x^3-113*b*g^2*q^3*r^2*x^2-5335*b*g^2*q^3*r*x^3-544*b*g^2*q^2*r^3 *x^2-6272*b*g^2*q^2*r^2*x^3-240*b*g^2*q*r^4*x^2-852*b*g^2*q*r^3*x^3+405*b*g^2*r ^4*x^3+46*b*g*p^6*r*x+204*b*g*p^6*x^2+322*b*g*p^5*q*r*x+1872*b*g*p^5*q*x^2+162* b*g*p^5*r^2*x+640*b*g*p^5*r*x^2-100*b*g*p^5*x^3+562*b*g*p^4*q^2*r*x+4512*b*g*p^ 4*q^2*x^2+857*b*g*p^4*q*r^2*x+6121*b*g*p^4*q*r*x^2+1740*b*g*p^4*q*x^3+200*b*g*p ^4*r^3*x-22*b*g*p^4*r^2*x^2-2863*b*g*p^4*r*x^3+342*b*g*p^3*q^3*r*x+4344*b*g*p^3 *q^3*x^2+1027*b*g*p^3*q^2*r^2*x+11829*b*g*p^3*q^2*r*x^2+5312*b*g*p^3*q^2*x^3+ 685*b*g*p^3*q*r^3*x+2609*b*g*p^3*q*r^2*x^2-10573*b*g*p^3*q*r*x^3+98*b*g*p^3*r^4 *x-1034*b*g*p^3*r^3*x^2-4823*b*g*p^3*r^2*x^3+56*b*g*p^2*q^4*r*x+1620*b*g*p^2*q^ 4*x^2+367*b*g*p^2*q^3*r^2*x+7855*b*g*p^2*q^3*r*x^2+4496*b*g*p^2*q^3*x^3+384*b*g *p^2*q^2*r^3*x+3114*b*g*p^2*q^2*r^2*x^2-15382*b*g*p^2*q^2*r*x^3+132*b*g*p^2*q*r ^4*x-2726*b*g*p^2*q*r^3*x^2-18759*b*g*p^2*q*r^2*x^3+14*b*g*p^2*r^5*x-562*b*g*p^ 2*r^4*x^2-904*b*g*p^2*r^3*x^3+120*b*g*p*q^5*x^2+35*b*g*p*q^4*r^2*x+1507*b*g*p*q ^4*r*x^2+516*b*g*p*q^4*x^3+7*b*g*p*q^3*r^3*x+315*b*g*p*q^3*r^2*x^2-10497*b*g*p* q^3*r*x^3-43*b*g*p*q^2*r^4*x-2328*b*g*p*q^2*r^3*x^2-16764*b*g*p*q^2*r^2*x^3-18* b*g*p*q*r^5*x-1081*b*g*p*q*r^4*x^2-3276*b*g*p*q*r^3*x^3+10*b*g*p*r^5*x^2+945*b* g*p*r^4*x^3-508*b*g*q^5*x^3-168*b*g*q^4*r^2*x^2-2825*b*g*q^4*r*x^3-218*b*g*q^3* r^3*x^2-2828*b*g*q^3*r^2*x^3-26*b*g*q^2*r^4*x^2+342*b*g*q^2*r^3*x^3+30*b*g*q*r^ 5*x^2+750*b*g*q*r^4*x^3+6*b*p^7*r*x+24*b*p^7*x^2+60*b*p^6*q*r*x+306*b*p^6*q*x^2 +25*b*p^6*r^2*x+62*b*p^6*r*x^2-44*b*p^6*x^3+144*b*p^5*q^2*r*x+984*b*p^5*q^2*x^2 +195*b*p^5*q*r^2*x+1030*b*p^5*q*r*x^2+76*b*p^5*q*x^3+39*b*p^5*r^3*x-83*b*p^5*r^ 2*x^2-551*b*p^5*r*x^3+132*b*p^4*q^3*r*x+1356*b*p^4*q^3*x^2+336*b*p^4*q^2*r^2*x+ 2878*b*p^4*q^2*r*x^2+664*b*p^4*q^2*x^3+210*b*p^4*q*r^3*x+254*b*p^4*q*r^2*x^2-\ 3138*b*p^4*q*r*x^3+27*b*p^4*r^4*x-279*b*p^4*r^3*x^2-839*b*p^4*r^2*x^3+42*b*p^3* q^4*r*x+864*b*p^3*q^4*x^2+187*b*p^3*q^3*r^2*x+3074*b*p^3*q^3*r*x^2+1016*b*p^3*q ^3*x^3+192*b*p^3*q^2*r^3*x+655*b*p^3*q^2*r^2*x^2-6517*b*p^3*q^2*r*x^3+75*b*p^3* q*r^4*x-1047*b*p^3*q*r^3*x^2-5505*b*p^3*q*r^2*x^3+7*b*p^3*r^5*x-178*b*p^3*r^4*x ^2+52*b*p^3*r^3*x^3+210*b*p^2*q^5*x^2+21*b*p^2*q^4*r^2*x+1324*b*p^2*q^4*r*x^2+ 484*b*p^2*q^4*x^3+205*b*p^2*q^3*r^2*x^2-6233*b*p^2*q^3*r*x^3-15*b*p^2*q^2*r^4*x -1419*b*p^2*q^2*r^3*x^2-8796*b*p^2*q^2*r^2*x^3-498*b*p^2*q*r^4*x^2-894*b*p^2*q* r^3*x^3-20*b*p^2*r^5*x^2+385*b*p^2*r^4*x^3+160*b*p*q^5*r*x^2-68*b*p*q^5*x^3-21* b*p*q^4*r^3*x-124*b*p*q^4*r^2*x^2-2712*b*p*q^4*r*x^3-36*b*p*q^3*r^4*x-636*b*p*q ^3*r^3*x^2-4433*b*p*q^3*r^2*x^3-15*b*p*q^2*r^5*x-259*b*p*q^2*r^4*x^2-648*b*p*q^ 2*r^3*x^3+65*b*p*q*r^5*x^2+900*b*p*q*r^4*x^3-80*b*q^6*x^3-11*b*q^5*r^2*x^2-409* b*q^5*r*x^3+15*b*q^4*r^3*x^2-303*b*q^4*r^2*x^3+51*b*q^3*r^4*x^2+298*b*q^3*r^3*x ^3+25*b*q^2*r^5*x^2+255*b*q^2*r^4*x^3+960*c^8*r*x+7680*c^8*x^2+2592*c^7*g*r*x+ 20736*c^7*g*x^2+3840*c^7*p*r*x+27456*c^7*p*x^2+2112*c^7*q*r*x+20160*c^7*q*x^2+ 2240*c^7*r^2*x+22368*c^7*r*x^2+13568*c^7*x^3+2880*c^6*g^2*r*x+23040*c^6*g^2*x^2 +9248*c^6*g*p*r*x+65664*c^6*g*p*x^2+4960*c^6*g*q*r*x+48000*c^6*g*q*x^2+5328*c^6 *g*r^2*x+53424*c^6*g*r*x^2+33408*c^6*g*x^3+6288*c^6*p^2*r*x+40368*c^6*p^2*x^2+ 7872*c^6*p*q*r*x+66048*c^6*p*q*x^2+7312*c^6*p*r^2*x+62728*c^6*p*r*x^2+31616*c^6 *p*x^3+1824*c^6*q^2*r*x+21456*c^6*q^2*x^2+4304*c^6*q*r^2*x+50840*c^6*q*r*x^2+ 31616*c^6*q*x^3+1584*c^6*r^3*x+10368*c^6*r^2*x^2-14528*c^6*r*x^3+1680*c^5*g^3*r *x+13440*c^5*g^3*x^2+9056*c^5*g^2*p*r*x+63648*c^5*g^2*p*x^2+4672*c^5*g^2*q*r*x+ 46176*c^5*g^2*q*x^2+5136*c^5*g^2*r^2*x+51840*c^5*g^2*r*x^2+33792*c^5*g^2*x^3+ 13160*c^5*g*p^2*r*x+83448*c^5*g*p^2*x^2+16256*c^5*g*p*q*r*x+137088*c^5*g*p*q*x^ 2+15272*c^5*g*p*r^2*x+131140*c^5*g*p*r*x^2+68608*c^5*g*p*x^3+3632*c^5*g*q^2*r*x +43848*c^5*g*q^2*x^2+8728*c^5*g*q*r^2*x+105212*c^5*g*q*r*x^2+68608*c^5*g*q*x^3+ 3224*c^5*g*r^3*x+21456*c^5*g*r^2*x^2-29184*c^5*g*r*x^3+5448*c^5*p^3*r*x+31608*c ^5*p^3*x^2+11808*c^5*p^2*q*r*x+87288*c^5*p^2*q*x^2+9484*c^5*p^2*r^2*x+69224*c^5 *p^2*r*x^2+27360*c^5*p^2*x^3+6264*c^5*p*q^2*r*x+63624*c^5*p*q^2*x^2+12880*c^5*p *q*r^2*x+128736*c^5*p*q*r*x^2+66816*c^5*p*q*x^3+4272*c^5*p*r^3*x+19984*c^5*p*r^ 2*x^2-41960*c^5*p*r*x^3+768*c^5*q^3*r*x+11784*c^5*q^3*x^2+3156*c^5*q^2*r^2*x+ 45472*c^5*q^2*r*x^2+27360*c^5*q^2*x^3+2400*c^5*q*r^3*x+17384*c^5*q*r^2*x^2-\ 41960*c^5*q*r*x^3+384*c^5*r^4*x-4368*c^5*r^3*x^2-35104*c^5*r^2*x^3+540*c^4*g^4* r*x+4320*c^4*g^4*x^2+4592*c^4*g^3*p*r*x+31776*c^4*g^3*p*x^2+2224*c^4*g^3*q*r*x+ 22752*c^4*g^3*q*x^2+2552*c^4*g^3*r^2*x+26040*c^4*g^3*r*x^2+17984*c^4*g^3*x^3+ 10964*c^4*g^2*p^2*r*x+68220*c^4*g^2*p^2*x^2+13232*c^4*g^2*p*q*r*x+112512*c^4*g^ 2*p*q*x^2+12716*c^4*g^2*p*r^2*x+109074*c^4*g^2*p*r*x^2+59744*c^4*g^2*p*x^3+2792 *c^4*g^2*q^2*r*x+35172*c^4*g^2*q^2*x^2+6908*c^4*g^2*q*r^2*x+86070*c^4*g^2*q*r*x ^2+59744*c^4*g^2*q*x^3+2572*c^4*g^2*r^3*x+17064*c^4*g^2*r^2*x^2-24704*c^4*g^2*r *x^3+9544*c^4*g*p^3*r*x+54528*c^4*g*p^3*x^2+20744*c^4*g*p^2*q*r*x+153072*c^4*g* p^2*q*x^2+16676*c^4*g*p^2*r^2*x+121864*c^4*g*p^2*r*x^2+50448*c^4*g*p^2*x^3+ 10752*c^4*g*p*q^2*r*x+110832*c^4*g*p*q^2*x^2+22544*c^4*g*p*q*r^2*x+228648*c^4*g *p*q*r*x^2+125888*c^4*g*p*q*x^3+7448*c^4*g*p*r^3*x+36252*c^4*g*p*r^2*x^2-69492* c^4*g*p*r*x^3+1248*c^4*g*q^3*r*x+19872*c^4*g*q^3*x^2+5280*c^4*g*q^2*r^2*x+78548 *c^4*g*q^2*r*x^2+50448*c^4*g*q^2*x^3+4072*c^4*g*q*r^3*x+31032*c^4*g*q*r^2*x^2-\ 69492*c^4*g*q*r*x^3+636*c^4*g*r^4*x-7416*c^4*g*r^3*x^2-60656*c^4*g*r^2*x^3+2688 *c^4*p^4*r*x+14172*c^4*p^4*x^2+9192*c^4*p^3*q*r*x+60168*c^4*p^3*q*x^2+6240*c^4* p^3*r^2*x+37798*c^4*p^3*r*x^2+9840*c^4*p^3*x^3+8412*c^4*p^2*q^2*r*x+73728*c^4*p ^2*q^2*x^2+15076*c^4*p^2*q*r^2*x+126506*c^4*p^2*q*r*x^2+52080*c^4*p^2*q*x^3+ 4344*c^4*p^2*r^3*x+12114*c^4*p^2*r^2*x^2-48568*c^4*p^2*r*x^3+2400*c^4*p*q^3*r*x +31224*c^4*p*q^3*x^2+8424*c^4*p*q^2*r^2*x+101338*c^4*p*q^2*r*x^2+52080*c^4*p*q^ 2*x^3+6024*c^4*p*q*r^3*x+31212*c^4*p*q*r^2*x^2-90120*c^4*p*q*r*x^3+876*c^4*p*r^ 4*x-10278*c^4*p*r^3*x^2-62884*c^4*p*r^2*x^3+156*c^4*q^4*r*x+3492*c^4*q^4*x^2+ 1084*c^4*q^3*r^2*x+20126*c^4*q^3*r*x^2+9840*c^4*q^3*x^3+1212*c^4*q^2*r^3*x+9486 *c^4*q^2*r^2*x^2-48568*c^4*q^2*r*x^3+396*c^4*q*r^4*x-7818*c^4*q*r^3*x^2-62884*c ^4*q*r^2*x^3+16*c^4*r^5*x-2460*c^4*r^4*x^2-7664*c^4*r^3*x^3+90*c^3*g^5*r*x+720* c^3*g^5*x^2+1264*c^3*g^4*p*r*x+8532*c^3*g^4*p*x^2+548*c^3*g^4*q*r*x+5964*c^3*g^ 4*q*x^2+684*c^3*g^4*r^2*x+7110*c^3*g^4*r*x^2+5328*c^3*g^4*x^3+4598*c^3*g^3*p^2* r*x+27762*c^3*g^3*p^2*x^2+5320*c^3*g^3*p*q*r*x+45888*c^3*g^3*p*q*x^2+5346*c^3*g ^3*p*r^2*x+45623*c^3*g^3*p*r*x^2+26448*c^3*g^3*p*x^3+1020*c^3*g^3*q^2*r*x+13854 *c^3*g^3*q^2*x^2+2650*c^3*g^3*q*r^2*x+34981*c^3*g^3*q*r*x^2+26448*c^3*g^3*q*x^3 +1002*c^3*g^3*r^3*x+6300*c^3*g^3*r^2*x^2-11808*c^3*g^3*r*x^3+6418*c^3*g^2*p^3*r *x+35742*c^3*g^2*p^3*x^2+13912*c^3*g^2*p^2*q*r*x+102414*c^3*g^2*p^2*q*x^2+11299 *c^3*g^2*p^2*r^2*x+82062*c^3*g^2*p^2*r*x^2+35640*c^3*g^2*p^2*x^3+6942*c^3*g^2*p *q^2*r*x+73362*c^3*g^2*p*q^2*x^2+15044*c^3*g^2*p*q*r^2*x+155856*c^3*g^2*p*q*r*x ^2+92288*c^3*g^2*p*q*x^3+4988*c^3*g^2*p*r^3*x+24740*c^3*g^2*p*r^2*x^2-45314*c^3 *g^2*p*r*x^3+736*c^3*g^2*q^3*r*x+12546*c^3*g^2*q^3*x^2+3245*c^3*g^2*q^2*r^2*x+ 51156*c^3*g^2*q^2*r*x^2+35640*c^3*g^2*q^2*x^3+2544*c^3*g^2*q*r^3*x+20386*c^3*g^ 2*q*r^2*x^2-45314*c^3*g^2*q*r*x^3+384*c^3*g^2*r^4*x-5124*c^3*g^2*r^3*x^2-40824* c^3*g^2*r^2*x^3+3720*c^3*g*p^4*r*x+19302*c^3*g*p^4*x^2+13084*c^3*g*p^3*q*r*x+ 85188*c^3*g*p^3*q*x^2+8686*c^3*g*p^3*r^2*x+52695*c^3*g*p^3*r*x^2+14400*c^3*g*p^ 3*x^3+11898*c^3*g*p^2*q^2*r*x+104784*c^3*g*p^2*q^2*x^2+21538*c^3*g*p^2*q*r^2*x+ 183491*c^3*g*p^2*q*r*x^2+81520*c^3*g*p^2*q*x^3+6024*c^3*g*p^2*r^3*x+17839*c^3*g *p^2*r^2*x^2-65692*c^3*g*p^2*r*x^3+3264*c^3*g*p*q^3*r*x+43452*c^3*g*p*q^3*x^2+ 11870*c^3*g*p*q^2*r^2*x+145777*c^3*g*p*q^2*r*x^2+81520*c^3*g*p*q^2*x^3+8564*c^3 *g*p*q*r^3*x+48024*c^3*g*p*q*r^2*x^2-118448*c^3*g*p*q*r*x^3+1178*c^3*g*p*r^4*x-\ 14077*c^3*g*p*r^3*x^2-87816*c^3*g*p*r^2*x^3+194*c^3*g*q^4*r*x+4554*c^3*g*q^4*x^ 2+1422*c^3*g*q^3*r^2*x+27369*c^3*g*q^3*r*x^2+14400*c^3*g*q^3*x^3+1654*c^3*g*q^2 *r^3*x+13877*c^3*g*q^2*r^2*x^2-65692*c^3*g*q^2*r*x^3+550*c^3*g*q*r^4*x-10355*c^ 3*g*q*r^3*x^2-87816*c^3*g*q*r^2*x^3+16*c^3*g*r^5*x-3360*c^3*g*r^4*x^2-10496*c^3 *g*r^3*x^3+750*c^3*p^5*r*x+3606*c^3*p^5*x^2+3996*c^3*p^4*q*r*x+23226*c^3*p^4*q* x^2+2183*c^3*p^4*r^2*x+10310*c^3*p^4*r*x^2+456*c^3*p^4*x^3+5628*c^3*p^3*q^2*r*x +42756*c^3*p^3*q^2*x^2+8826*c^3*p^3*q*r^2*x+60992*c^3*p^3*q*r*x^2+17808*c^3*p^3 *q*x^3+2088*c^3*p^3*r^3*x+1241*c^3*p^3*r^2*x^2-27922*c^3*p^3*r*x^3+2808*c^3*p^2 *q^3*r*x+30780*c^3*p^2*q^3*x^2+8472*c^3*p^2*q^2*r^2*x+84510*c^3*p^2*q^2*r*x^2+ 34704*c^3*p^2*q^2*x^3+5622*c^3*p^2*q*r^3*x+19013*c^3*p^2*q*r^2*x^2-77342*c^3*p^ 2*q*r*x^3+699*c^3*p^2*r^4*x-8949*c^3*p^2*r^3*x^2-41390*c^3*p^2*r^2*x^3+438*c^3* p*q^4*r*x+8166*c^3*p*q^4*x^2+2486*c^3*p*q^3*r^2*x+38332*c^3*p*q^3*r*x^2+17808*c ^3*p*q^3*x^3+2724*c^3*p*q^2*r^3*x+15061*c^3*p*q^2*r^2*x^2-77342*c^3*p*q^2*r*x^3 +924*c^3*p*q*r^4*x-14136*c^3*p*q*r^3*x^2-92432*c^3*p*q*r^2*x^3+44*c^3*p*r^5*x-\ 3670*c^3*p*r^4*x^2-7532*c^3*p*r^3*x^3+12*c^3*q^5*r*x+522*c^3*q^5*x^2+169*c^3*q^ 4*r^2*x+4504*c^3*q^4*r*x^2+456*c^3*q^4*x^3+198*c^3*q^3*r^3*x+1405*c^3*q^3*r^2*x ^2-27922*c^3*q^3*r*x^3+57*c^3*q^2*r^4*x-5391*c^3*q^2*r^3*x^2-41390*c^3*q^2*r^2* x^3+4*c^3*q*r^5*x-2600*c^3*q*r^4*x^2-7532*c^3*q*r^3*x^3+2640*c^3*r^4*x^3+6*c^2* g^6*r*x+48*c^2*g^6*x^2+178*c^2*g^5*p*r*x+1152*c^2*g^5*p*x^2+62*c^2*g^5*q*r*x+ 768*c^2*g^5*q*x^2+93*c^2*g^5*r^2*x+999*c^2*g^5*r*x^2+840*c^2*g^5*x^3+1006*c^2*g ^4*p^2*r*x+5778*c^2*g^4*p^2*x^2+1072*c^2*g^4*p*q*r*x+9504*c^2*g^4*p*q*x^2+1180* c^2*g^4*p*r^2*x+9941*c^2*g^4*p*r*x^2+6176*c^2*g^4*p*x^3+172*c^2*g^4*q^2*r*x+ 2718*c^2*g^4*q^2*x^2+488*c^2*g^4*q*r^2*x+7219*c^2*g^4*q*r*x^2+6176*c^2*g^4*q*x^ 3+190*c^2*g^4*r^3*x+954*c^2*g^4*r^2*x^2-3516*c^2*g^4*r*x^3+2056*c^2*g^3*p^3*r*x +10962*c^2*g^3*p^3*x^2+4386*c^2*g^3*p^2*q*r*x+32190*c^2*g^3*p^2*q*x^2+3670*c^2* g^3*p^2*r^2*x+26116*c^2*g^3*p^2*r*x^2+11868*c^2*g^3*p^2*x^3+2050*c^2*g^3*p*q^2* r*x+22650*c^2*g^3*p*q^2*x^2+4712*c^2*g^3*p*q*r^2*x+50442*c^2*g^3*p*q*r*x^2+ 32752*c^2*g^3*p*q*x^3+1594*c^2*g^3*p*r^3*x+7727*c^2*g^3*p*r^2*x^2-14947*c^2*g^3 *p*r*x^3+184*c^2*g^3*q^3*r*x+3606*c^2*g^3*q^3*x^2+863*c^2*g^3*q^2*r^2*x+15293*c ^2*g^3*q^2*r*x^2+11868*c^2*g^3*q^2*x^3+690*c^2*g^3*q*r^3*x+5800*c^2*g^3*q*r^2*x ^2-14947*c^2*g^3*q*r*x^3+99*c^2*g^3*r^4*x-1842*c^2*g^3*r^3*x^2-13340*c^2*g^3*r^ 2*x^3+1852*c^2*g^2*p^4*r*x+9312*c^2*g^2*p^4*x^2+6704*c^2*g^2*p^3*q*r*x+43272*c^ 2*g^2*p^3*q*x^2+4371*c^2*g^2*p^3*r^2*x+26106*c^2*g^2*p^3*r*x^2+7284*c^2*g^2*p^3 *x^3+6010*c^2*g^2*p^2*q^2*r*x+53400*c^2*g^2*p^2*q^2*x^2+11104*c^2*g^2*p^2*q*r^2 *x+96321*c^2*g^2*p^2*q*r*x^2+46628*c^2*g^2*p^2*q*x^3+3026*c^2*g^2*p^2*r^3*x+ 9093*c^2*g^2*p^2*r^2*x^2-32838*c^2*g^2*p^2*r*x^3+1544*c^2*g^2*p*q^3*r*x+21480*c ^2*g^2*p*q^3*x^2+5935*c^2*g^2*p*q^2*r^2*x+75414*c^2*g^2*p*q^2*r*x^2+46628*c^2*g ^2*p*q^2*x^3+4356*c^2*g^2*p*q*r^3*x+26487*c^2*g^2*p*q*r^2*x^2-55698*c^2*g^2*p*q *r*x^3+568*c^2*g^2*p*r^4*x-7059*c^2*g^2*p*r^3*x^2-44273*c^2*g^2*p*r^2*x^3+78*c^ 2*g^2*q^4*r*x+2040*c^2*g^2*q^4*x^2+612*c^2*g^2*q^3*r^2*x+12873*c^2*g^2*q^3*r*x^ 2+7284*c^2*g^2*q^3*x^3+740*c^2*g^2*q^2*r^3*x+6675*c^2*g^2*q^2*r^2*x^2-32838*c^2 *g^2*q^2*r*x^3+248*c^2*g^2*q*r^4*x-5085*c^2*g^2*q*r^3*x^2-44273*c^2*g^2*q*r^2*x ^3+4*c^2*g^2*r^5*x-1575*c^2*g^2*r^4*x^2-4540*c^2*g^2*r^3*x^3+738*c^2*g*p^5*r*x+ 3498*c^2*g*p^5*x^2+4274*c^2*g*p^4*q*r*x+24690*c^2*g*p^4*q*x^2+2158*c^2*g*p^4*r^ 2*x+10021*c^2*g*p^4*r*x^2+140*c^2*g*p^4*x^3+6100*c^2*g*p^3*q^2*r*x+46320*c^2*g* p^3*q^2*x^2+9506*c^2*g*p^3*q*r^2*x+66964*c^2*g*p^3*q*r*x^2+21704*c^2*g*p^3*q*x^ 3+2048*c^2*g*p^3*r^3*x+834*c^2*g*p^3*r^2*x^2-29275*c^2*g*p^3*r*x^3+2988*c^2*g*p ^2*q^3*r*x+33024*c^2*g*p^2*q^3*x^2+9237*c^2*g*p^2*q^2*r^2*x+94041*c^2*g*p^2*q^2 *r*x^2+43128*c^2*g*p^2*q^2*x^3+6080*c^2*g*p^2*q*r^3*x+23224*c^2*g*p^2*q*r^2*x^2 -77579*c^2*g*p^2*q*r*x^3+658*c^2*g*p^2*r^4*x-9510*c^2*g*p^2*r^3*x^2-43583*c^2*g *p^2*r^2*x^3+434*c^2*g*p*q^4*r*x+8358*c^2*g*p*q^4*x^2+2648*c^2*g*p*q^3*r^2*x+ 41402*c^2*g*p*q^3*r*x^2+21704*c^2*g*p*q^3*x^3+2994*c^2*g*p*q^2*r^3*x+18491*c^2* g*p*q^2*r^2*x^2-77579*c^2*g*p*q^2*r*x^3+1002*c^2*g*p*q*r^4*x-14400*c^2*g*p*q*r^ 3*x^2-99672*c^2*g*p*q*r^2*x^3+30*c^2*g*p*r^5*x-3915*c^2*g*p*r^4*x^2-8302*c^2*g* p*r^3*x^3+10*c^2*g*q^5*r*x+462*c^2*g*q^5*x^2+159*c^2*g*q^4*r^2*x+4304*c^2*g*q^4 *r*x^2+140*c^2*g*q^4*x^3+214*c^2*g*q^3*r^3*x+1497*c^2*g*q^3*r^2*x^2-29275*c^2*g *q^3*r*x^3+83*c^2*g*q^2*r^4*x-5316*c^2*g*q^2*r^3*x^2-43583*c^2*g*q^2*r^2*x^3+10 *c^2*g*q*r^5*x-2700*c^2*g*q*r^4*x^2-8302*c^2*g*q*r^3*x^3+2720*c^2*g*r^4*x^3+108 *c^2*p^6*r*x+474*c^2*p^6*x^2+966*c^2*p^5*q*r*x+4980*c^2*p^5*q*x^2+380*c^2*p^5*r ^2*x+1141*c^2*p^5*r*x^2-612*c^2*p^5*x^3+1980*c^2*p^4*q^2*r*x+13074*c^2*p^4*q^2* x^2+2717*c^2*p^4*q*r^2*x+14958*c^2*p^4*q*r*x^2+2196*c^2*p^4*q*x^3+471*c^2*p^4*r ^3*x-1180*c^2*p^4*r^2*x^2-8108*c^2*p^4*r*x^3+1524*c^2*p^3*q^3*r*x+14112*c^2*p^3 *q^3*x^2+4038*c^2*p^3*q^2*r^2*x+32690*c^2*p^3*q^2*r*x^2+9648*c^2*p^3*q^2*x^3+ 2466*c^2*p^3*q*r^3*x+4300*c^2*p^3*q*r^2*x^2-31838*c^2*p^3*q*r*x^3+234*c^2*p^3*r ^4*x-3576*c^2*p^3*r^3*x^2-11838*c^2*p^3*r^2*x^3+432*c^2*p^2*q^4*r*x+6582*c^2*p^ 2*q^4*x^2+2006*c^2*p^2*q^3*r^2*x+25522*c^2*p^2*q^3*r*x^2+9648*c^2*p^2*q^3*x^3+ 2142*c^2*p^2*q^2*r^3*x+7776*c^2*p^2*q^2*r^2*x^2-47460*c^2*p^2*q^2*r*x^3+747*c^2 *p^2*q*r^4*x-8766*c^2*p^2*q*r^3*x^2-47604*c^2*p^2*q*r^2*x^3+35*c^2*p^2*r^5*x-\ 1778*c^2*p^2*r^4*x^2-1314*c^2*p^2*r^3*x^3+30*c^2*p*q^5*r*x+1068*c^2*p*q^5*x^2+ 314*c^2*p*q^4*r^2*x+7101*c^2*p*q^4*r*x^2+2196*c^2*p*q^4*x^3+390*c^2*p*q^3*r^3*x +2018*c^2*p*q^3*r^2*x^2-31838*c^2*p*q^3*r*x^3+162*c^2*p*q^2*r^4*x-7560*c^2*p*q^ 2*r^3*x^2-47604*c^2*p*q^2*r^2*x^3+32*c^2*p*q*r^5*x-3375*c^2*p*q*r^4*x^2-7212*c^ 2*p*q*r^3*x^3-55*c^2*p*r^5*x^2+2510*c^2*p*r^4*x^3+30*c^2*q^6*x^2+9*c^2*q^5*r^2* x+452*c^2*q^5*r*x^2-612*c^2*q^5*x^3-9*c^2*q^4*r^3*x-278*c^2*q^4*r^2*x^2-8108*c^ 2*q^4*r*x^3-33*c^2*q^3*r^4*x-1590*c^2*q^3*r^3*x^2-11838*c^2*q^3*r^2*x^3-15*c^2* q^2*r^5*x-787*c^2*q^2*r^4*x^2-1314*c^2*q^2*r^3*x^3+55*c^2*q*r^5*x^2+2510*c^2*q* r^4*x^3+10*c*g^6*p*r*x+60*c*g^6*p*x^2+2*c*g^6*q*r*x+36*c*g^6*q*x^2+5*c*g^6*r^2* x+57*c*g^6*r*x^2+56*c*g^6*x^3+106*c*g^5*p^2*r*x+558*c*g^5*p^2*x^2+94*c*g^5*p*q* r*x+888*c*g^5*p*q*x^2+127*c*g^5*p*r^2*x+1041*c*g^5*p*r*x^2+700*c*g^5*p*x^3+10*c *g^5*q^2*r*x+234*c*g^5*q^2*x^2+34*c*g^5*q*r^2*x+672*c*g^5*q*r*x^2+700*c*g^5*q*x ^3+14*c*g^5*r^3*x-616*c*g^5*r*x^3+312*c*g^4*p^3*r*x+1542*c*g^4*p^3*x^2+634*c*g^ 4*p^2*q*r*x+4638*c*g^4*p^2*q*x^2+570*c*g^4*p^2*r^2*x+3869*c*g^4*p^2*r*x^2+1812* c*g^4*p^2*x^3+262*c*g^4*p*q^2*r*x+3162*c*g^4*p*q^2*x^2+676*c*g^4*p*q*r^2*x+7644 *c*g^4*p*q*r*x^2+5600*c*g^4*p*q*x^3+242*c*g^4*p*r^3*x+1053*c*g^4*p*r^2*x^2-2595 *c*g^4*p*r*x^3+16*c*g^4*q^3*r*x+450*c*g^4*q^3*x^2+83*c*g^4*q^2*r^2*x+1990*c*g^4 *q^2*r*x^2+1812*c*g^4*q^2*x^3+68*c*g^4*q*r^3*x+594*c*g^4*q*r^2*x^2-2595*c*g^4*q *r*x^3+9*c*g^4*r^4*x-342*c*g^4*r^3*x^2-2080*c*g^4*r^2*x^3+392*c*g^3*p^4*r*x+ 1854*c*g^3*p^4*x^2+1450*c*g^3*p^3*q*r*x+9228*c*g^3*p^3*q*x^2+942*c*g^3*p^3*r^2* x+5342*c*g^3*p^3*r*x^2+1416*c*g^3*p^3*x^3+1262*c*g^3*p^2*q^2*r*x+11400*c*g^3*p^ 2*q^2*x^2+2428*c*g^3*p^2*q*r^2*x+21537*c*g^3*p^2*q*r*x^2+11500*c*g^3*p^2*q*x^3+ 654*c*g^3*p^2*r^3*x+1815*c*g^3*p^2*r^2*x^2-7373*c*g^3*p^2*r*x^3+288*c*g^3*p*q^3 *r*x+4380*c*g^3*p*q^3*x^2+1219*c*g^3*p*q^2*r^2*x+16428*c*g^3*p*q^2*r*x^2+11500* c*g^3*p*q^2*x^3+926*c*g^3*p*q*r^3*x+6129*c*g^3*p*q*r^2*x^2-11066*c*g^3*p*q*r*x^ 3+117*c*g^3*p*r^4*x-1541*c*g^3*p*r^3*x^2-9481*c*g^3*p*r^2*x^3+10*c*g^3*q^4*r*x+ 354*c*g^3*q^4*x^2+86*c*g^3*q^3*r^2*x+2344*c*g^3*q^3*r*x^2+1416*c*g^3*q^3*x^3+ 108*c*g^3*q^2*r^3*x+1074*c*g^3*q^2*r^2*x^2-7373*c*g^3*q^2*r*x^3+36*c*g^3*q*r^4* x-1129*c*g^3*q*r^3*x^2-9481*c*g^3*q*r^2*x^3-285*c*g^3*r^4*x^2-596*c*g^3*r^3*x^3 +228*c*g^2*p^5*r*x+1038*c*g^2*p^5*x^2+1466*c*g^2*p^4*q*r*x+8370*c*g^2*p^4*q*x^2 +673*c*g^2*p^4*r^2*x+2910*c*g^2*p^4*r*x^2-224*c*g^2*p^4*x^3+2116*c*g^2*p^3*q^2* r*x+16068*c*g^2*p^3*q^2*x^2+3296*c*g^2*p^3*q*r^2*x+23659*c*g^2*p^3*q*r*x^2+8512 *c*g^2*p^3*q*x^3+634*c*g^2*p^3*r^3*x-114*c*g^2*p^3*r^2*x^2-10199*c*g^2*p^3*r*x^ 3+1004*c*g^2*p^2*q^3*r*x+11292*c*g^2*p^2*q^3*x^2+3224*c*g^2*p^2*q^2*r^2*x+33768 *c*g^2*p^2*q^2*r*x^2+17472*c*g^2*p^2*q^2*x^3+2116*c*g^2*p^2*q*r^3*x+9107*c*g^2* p^2*q*r^2*x^2-24724*c*g^2*p^2*q*r*x^3+193*c*g^2*p^2*r^4*x-3304*c*g^2*p^2*r^3*x^ 2-14632*c*g^2*p^2*r^2*x^3+128*c*g^2*p*q^4*r*x+2670*c*g^2*p*q^4*x^2+876*c*g^2*p* q^3*r^2*x+14189*c*g^2*p*q^3*r*x^2+8512*c*g^2*p*q^3*x^3+1032*c*g^2*p*q^2*r^3*x+ 7147*c*g^2*p*q^2*r^2*x^2-24724*c*g^2*p*q^2*r*x^3+342*c*g^2*p*q*r^4*x-4680*c*g^2 *p*q*r^3*x^2-34464*c*g^2*p*q*r^2*x^3+4*c*g^2*p*r^5*x-1310*c*g^2*p*r^4*x^2-2640* c*g^2*p*r^3*x^3+2*c*g^2*q^5*r*x+114*c*g^2*q^5*x^2+37*c*g^2*q^4*r^2*x+1170*c*g^2 *q^4*r*x^2-224*c*g^2*q^4*x^3+56*c*g^2*q^3*r^3*x+303*c*g^2*q^3*r^2*x^2-10199*c*g ^2*q^3*r*x^3+26*c*g^2*q^2*r^4*x-1706*c*g^2*q^2*r^3*x^2-14632*c*g^2*q^2*r^2*x^3+ 4*c*g^2*q*r^5*x-850*c*g^2*q*r^4*x^2-2640*c*g^2*q*r^3*x^3+860*c*g^2*r^4*x^3+58*c *g*p^6*r*x+252*c*g*p^6*x^2+678*c*g*p^5*q*r*x+3474*c*g*p^5*q*x^2+204*c*g*p^5*r^2 *x+443*c*g*p^5*r*x^2-612*c*g*p^5*x^3+1450*c*g*p^4*q^2*r*x+9552*c*g*p^4*q^2*x^2+ 1925*c*g*p^4*q*r^2*x+10809*c*g*p^4*q*r*x^2+1840*c*g*p^4*q*x^3+248*c*g*p^4*r^3*x -1225*c*g*p^4*r^2*x^2-5867*c*g*p^4*r*x^3+1116*c*g*p^3*q^3*r*x+10344*c*g*p^3*q^3 *x^2+2987*c*g*p^3*q^2*r^2*x+24832*c*g*p^3*q^2*r*x^2+8580*c*g*p^3*q^2*x^3+1764*c *g*p^3*q*r^3*x+3682*c*g*p^3*q*r^2*x^2-21887*c*g*p^3*q*r*x^3+116*c*g*p^3*r^4*x-\ 2612*c*g*p^3*r^3*x^2-8091*c*g*p^3*r^2*x^3+304*c*g*p^2*q^4*r*x+4680*c*g*p^2*q^4* x^2+1488*c*g*p^2*q^3*r^2*x+19223*c*g*p^2*q^3*r*x^2+8580*c*g*p^2*q^3*x^3+1612*c* g*p^2*q^2*r^3*x+7020*c*g*p^2*q^2*r^2*x^2-32040*c*g*p^2*q^2*r*x^3+541*c*g*p^2*q* r^4*x-6062*c*g*p^2*q*r^3*x^2-34974*c*g*p^2*q*r^2*x^3+14*c*g*p^2*r^5*x-1217*c*g* p^2*r^4*x^2-814*c*g*p^2*r^3*x^3+18*c*g*p*q^5*r*x+678*c*g*p*q^5*x^2+227*c*g*p*q^ 4*r^2*x+4971*c*g*p*q^4*r*x^2+1840*c*g*p*q^4*x^3+310*c*g*p*q^3*r^3*x+1853*c*g*p* q^3*r^2*x^2-21887*c*g*p*q^3*r*x^3+137*c*g*p*q^2*r^4*x-5242*c*g*p*q^2*r^3*x^2-\ 34974*c*g*p*q^2*r^2*x^3+24*c*g*p*q*r^5*x-2520*c*g*p*q*r^4*x^2-6192*c*g*p*q*r^3* x^3-20*c*g*p*r^5*x^2+1770*c*g*p*r^4*x^3+12*c*g*q^6*x^2+5*c*g*q^5*r^2*x+214*c*g* q^5*r*x^2-612*c*g*q^5*x^3-260*c*g*q^4*r^2*x^2-5867*c*g*q^4*r*x^3-11*c*g*q^3*r^4 *x-1030*c*g*q^3*r^3*x^2-8091*c*g*q^3*r^2*x^3-6*c*g*q^2*r^5*x-538*c*g*q^2*r^4*x^ 2-814*c*g*q^2*r^3*x^3+20*c*g*q*r^5*x^2+1770*c*g*q*r^4*x^3+6*c*p^7*r*x+24*c*p^7* x^2+120*c*p^6*q*r*x+546*c*p^6*q*x^2+25*c*p^6*r^2*x-10*c*p^6*r*x^2-140*c*p^6*x^3 +348*c*p^5*q^2*r*x+1998*c*p^5*q^2*x^2+416*c*p^5*q*r^2*x+1741*c*p^5*q*r*x^2-72*c *p^5*q*x^3+39*c*p^5*r^3*x-363*c*p^5*r^2*x^2-1062*c*p^5*r*x^3+384*c*p^4*q^3*r*x+ 3012*c*p^4*q^3*x^2+912*c*p^4*q^2*r^2*x+5825*c*p^4*q^2*r*x^2+972*c*p^4*q^2*x^3+ 507*c*p^4*q*r^3*x+168*c*p^4*q*r^2*x^2-6026*c*p^4*q*r*x^3+27*c*p^4*r^4*x-642*c*p ^4*r^3*x^2-1292*c*p^4*r^2*x^3+174*c*p^3*q^4*r*x+2148*c*p^3*q^4*x^2+688*c*p^3*q^ 3*r^2*x+6942*c*p^3*q^3*r*x^2+1808*c*p^3*q^3*x^3+714*c*p^3*q^2*r^3*x+1395*c*p^3* q^2*r^2*x^2-12768*c*p^3*q^2*r*x^3+246*c*p^3*q*r^4*x-2271*c*p^3*q*r^3*x^2-9872*c *p^3*q*r^2*x^3+7*c*p^3*r^5*x-358*c*p^3*r^4*x^2+322*c*p^3*r^3*x^3+24*c*p^2*q^5*r *x+666*c*p^2*q^5*x^2+179*c*p^2*q^4*r^2*x+3436*c*p^2*q^4*r*x^2+972*c*p^2*q^4*x^3 +240*c*p^2*q^3*r^3*x+765*c*p^2*q^3*r^2*x^2-12768*c*p^2*q^3*r*x^3+135*c*p^2*q^2* r^4*x-3150*c*p^2*q^2*r^3*x^2-17160*c*p^2*q^2*r^2*x^3+35*c*p^2*q*r^5*x-1229*c*p^ 2*q*r^4*x^2-1446*c*p^2*q*r^3*x^3-45*c*p^2*r^5*x^2+680*c*p^2*r^4*x^3+54*c*p*q^6* x^2+12*c*p*q^5*r^2*x+581*c*p*q^5*r*x^2-72*c*p*q^5*x^3-9*c*p*q^4*r^3*x-168*c*p*q ^4*r^2*x^2-6026*c*p*q^4*r*x^3-36*c*p*q^3*r^4*x-1665*c*p*q^3*r^3*x^2-9872*c*p*q^ 3*r^2*x^3-15*c*p*q^2*r^5*x-886*c*p*q^2*r^4*x^2-1446*c*p*q^2*r^3*x^3+1800*c*p*q* r^4*x^3+13*c*q^6*r*x^2-140*c*q^6*x^3-3*c*q^5*r^3*x-69*c*q^5*r^2*x^2-1062*c*q^5* r*x^3-6*c*q^4*r^4*x-144*c*q^4*r^3*x^2-1292*c*q^4*r^2*x^3-3*c*q^3*r^5*x-17*c*q^3 *r^4*x^2+322*c*q^3*r^3*x^3+45*c*q^2*r^5*x^2+680*c*q^2*r^4*x^3+4*g^6*p^2*r*x+18* g^6*p^2*x^2+2*g^6*p*q*r*x+24*g^6*p*q*x^2+5*g^6*p*r^2*x+39*g^6*p*r*x^2+28*g^6*p* x^3+6*g^6*q^2*x^2+18*g^6*q*r*x^2+28*g^6*q*x^3-9*g^6*r^2*x^2-46*g^6*r*x^3+18*g^5 *p^3*r*x+78*g^5*p^3*x^2+32*g^5*p^2*q*r*x+234*g^5*p^2*q*x^2+34*g^5*p^2*r^2*x+210 *g^5*p^2*r*x^2+96*g^5*p^2*x^3+10*g^5*p*q^2*r*x+150*g^5*p*q^2*x^2+34*g^5*p*q*r^2 *x+426*g^5*p*q*r*x^2+368*g^5*p*q*x^3+14*g^5*p*r^3*x+46*g^5*p*r^2*x^2-193*g^5*p* r*x^3+18*g^5*q^3*x^2+78*g^5*q^2*r*x^2+96*g^5*q^2*x^3-g^5*q*r^2*x^2-193*g^5*q*r* x^3-24*g^5*r^3*x^2-114*g^5*r^2*x^3+30*g^4*p^4*r*x+126*g^4*p^4*x^2+110*g^4*p^3*q *r*x+684*g^4*p^3*q*x^2+74*g^4*p^3*r^2*x+369*g^4*p^3*r*x^2+72*g^4*p^3*x^3+90*g^4 *p^2*q^2*r*x+840*g^4*p^2*q^2*x^2+188*g^4*p^2*q*r^2*x+1718*g^4*p^2*q*r*x^2+1028* g^4*p^2*q*x^3+52*g^4*p^2*r^3*x+107*g^4*p^2*r^2*x^2-653*g^4*p^2*r*x^3+16*g^4*p*q ^3*r*x+300*g^4*p*q^3*x^2+83*g^4*p*q^2*r^2*x+1249*g^4*p*q^2*r*x^2+1028*g^4*p*q^2 *x^3+68*g^4*p*q*r^3*x+495*g^4*p*q*r^2*x^2-782*g^4*p*q*r*x^3+9*g^4*p*r^4*x-123*g ^4*p*r^3*x^2-719*g^4*p*r^2*x^3+18*g^4*q^4*x^2+117*g^4*q^3*r*x^2+72*g^4*q^3*x^3+ 10*g^4*q^2*r^2*x^2-653*g^4*q^2*r*x^3-99*g^4*q*r^3*x^2-719*g^4*q*r^2*x^3-15*g^4* r^4*x^2+4*g^4*r^3*x^3+22*g^3*p^5*r*x+90*g^3*p^5*x^2+160*g^3*p^4*q*r*x+894*g^3*p ^4*q*x^2+66*g^3*p^4*r^2*x+226*g^3*p^4*r*x^2-88*g^3*p^4*x^3+232*g^3*p^3*q^2*r*x+ 1764*g^3*p^3*q^2*x^2+366*g^3*p^3*q*r^2*x+2671*g^3*p^3*q*r*x^2+1064*g^3*p^3*q*x^ 3+62*g^3*p^3*r^3*x-104*g^3*p^3*r^2*x^2-1220*g^3*p^3*r*x^3+104*g^3*p^2*q^3*r*x+ 1212*g^3*p^2*q^3*x^2+356*g^3*p^2*q^2*r^2*x+3888*g^3*p^2*q^2*r*x^2+2304*g^3*p^2* q^2*x^3+236*g^3*p^2*q*r^3*x+1144*g^3*p^2*q*r^2*x^2-2482*g^3*p^2*q*r*x^3+18*g^3* p^2*r^4*x-376*g^3*p^2*r^3*x^2-1552*g^3*p^2*r^2*x^3+10*g^3*p*q^4*r*x+258*g^3*p*q ^4*x^2+86*g^3*p*q^3*r^2*x+1511*g^3*p*q^3*r*x^2+1064*g^3*p*q^3*x^3+108*g^3*p*q^2 *r^3*x+854*g^3*p*q^2*r^2*x^2-2482*g^3*p*q^2*r*x^3+36*g^3*p*q*r^4*x-480*g^3*p*q* r^3*x^2-3784*g^3*p*q*r^2*x^3-132*g^3*p*r^4*x^2-212*g^3*p*r^3*x^3+6*g^3*q^5*x^2+ 68*g^3*q^4*r*x^2-88*g^3*q^4*x^3-40*g^3*q^3*r^2*x^2-1220*g^3*q^3*r*x^3-188*g^3*q ^2*r^3*x^2-1552*g^3*q^2*r^2*x^3-78*g^3*q*r^4*x^2-212*g^3*q*r^3*x^3+80*g^3*r^4*x ^3+6*g^2*p^6*r*x+24*g^2*p^6*x^2+114*g^2*p^5*q*r*x+576*g^2*p^5*q*x^2+21*g^2*p^5* r^2*x-16*g^2*p^5*r*x^2-156*g^2*p^5*x^3+256*g^2*p^4*q^2*r*x+1680*g^2*p^4*q^2*x^2 +328*g^2*p^4*q*r^2*x+1869*g^2*p^4*q*r*x^2+356*g^2*p^4*q*x^3+24*g^2*p^4*r^3*x-\ 321*g^2*p^4*r^2*x^2-1066*g^2*p^4*r*x^3+196*g^2*p^3*q^3*r*x+1824*g^2*p^3*q^3*x^2 +534*g^2*p^3*q^2*r^2*x+4582*g^2*p^3*q^2*r*x^2+1848*g^2*p^3*q^2*x^3+304*g^2*p^3* q*r^3*x+741*g^2*p^3*q*r^2*x^2-3622*g^2*p^3*q*r*x^3+9*g^2*p^3*r^4*x-476*g^2*p^3* r^3*x^2-1286*g^2*p^3*r^2*x^3+50*g^2*p^2*q^4*r*x+792*g^2*p^2*q^4*x^2+264*g^2*p^2 *q^3*r^2*x+3500*g^2*p^2*q^3*r*x^2+1848*g^2*p^2*q^3*x^3+292*g^2*p^2*q^2*r^3*x+ 1512*g^2*p^2*q^2*r^2*x^2-5112*g^2*p^2*q^2*r*x^3+94*g^2*p^2*q*r^4*x-1004*g^2*p^2 *q*r^3*x^2-6186*g^2*p^2*q*r^2*x^3-196*g^2*p^2*r^4*x^2-52*g^2*p^2*r^3*x^3+2*g^2* p*q^5*r*x+96*g^2*p*q^5*x^2+37*g^2*p*q^4*r^2*x+810*g^2*p*q^4*r*x^2+356*g^2*p*q^4 *x^3+56*g^2*p*q^3*r^3*x+375*g^2*p*q^3*r^2*x^2-3622*g^2*p*q^3*r*x^3+26*g^2*p*q^2 *r^4*x-868*g^2*p*q^2*r^3*x^2-6186*g^2*p*q^2*r^2*x^3+4*g^2*p*q*r^5*x-450*g^2*p*q *r^4*x^2-1240*g^2*p*q*r^3*x^3+290*g^2*p*r^4*x^3+7*g^2*q^5*r*x^2-156*g^2*q^5*x^3 -75*g^2*q^4*r^2*x^2-1066*g^2*q^4*r*x^3-154*g^2*q^3*r^3*x^2-1286*g^2*q^3*r^2*x^3 -74*g^2*q^2*r^4*x^2-52*g^2*q^2*r^3*x^3+290*g^2*q*r^4*x^3+40*g*p^6*q*r*x+180*g*p ^6*q*x^2-50*g*p^6*r*x^2-72*g*p^6*x^3+128*g*p^5*q^2*r*x+732*g*p^5*q^2*x^2+141*g* p^5*q*r^2*x+585*g*p^5*q*r*x^2-40*g*p^5*q*x^3-191*g*p^5*r^2*x^2-395*g*p^5*r*x^3+ 144*g*p^4*q^3*r*x+1128*g*p^4*q^3*x^2+340*g*p^4*q^2*r^2*x+2244*g*p^4*q^2*r*x^2+ 488*g*p^4*q^2*x^3+176*g*p^4*q*r^3*x+72*g*p^4*q*r^2*x^2-2129*g*p^4*q*r*x^3-238*g *p^4*r^3*x^2-366*g*p^4*r^2*x^3+64*g*p^3*q^4*r*x+792*g*p^3*q^4*x^2+262*g*p^3*q^3 *r^2*x+2718*g*p^3*q^3*r*x^2+912*g*p^3*q^3*x^3+272*g*p^3*q^2*r^3*x+722*g*p^3*q^2 *r^2*x^2-4412*g*p^3*q^2*r*x^3+89*g*p^3*q*r^4*x-784*g*p^3*q*r^3*x^2-3648*g*p^3*q *r^2*x^3-107*g*p^3*r^4*x^2+198*g*p^3*r^3*x^3+8*g*p^2*q^5*r*x+228*g*p^2*q^5*x^2+ 68*g*p^2*q^4*r^2*x+1290*g*p^2*q^4*r*x^2+488*g*p^2*q^4*x^3+96*g*p^2*q^3*r^3*x+ 430*g*p^2*q^3*r^2*x^2-4412*g*p^2*q^3*r*x^3+54*g*p^2*q^2*r^4*x-1116*g*p^2*q^2*r^ 3*x^2-6564*g*p^2*q^2*r^2*x^3+14*g*p^2*q*r^5*x-448*g*p^2*q*r^4*x^2-716*g*p^2*q*r ^3*x^3-10*g*p^2*r^5*x^2+230*g*p^2*r^4*x^3+12*g*p*q^6*x^2+5*g*p*q^5*r^2*x+177*g* p*q^5*r*x^2-40*g*p*q^5*x^3-63*g*p*q^4*r^2*x^2-2129*g*p*q^4*r*x^3-11*g*p*q^3*r^4 *x-608*g*p*q^3*r^3*x^2-3648*g*p*q^3*r^2*x^3-6*g*p*q^2*r^5*x-362*g*p*q^2*r^4*x^2 -716*g*p*q^2*r^3*x^3+680*g*p*q*r^4*x^3-4*g*q^6*r*x^2-72*g*q^6*x^3-34*g*q^5*r^2* x^2-395*g*q^5*r*x^3-38*g*q^4*r^3*x^2-366*g*q^4*r^2*x^3+2*g*q^3*r^4*x^2+198*g*q^ 3*r^3*x^3+10*g*q^2*r^5*x^2+230*g*q^2*r^4*x^3+6*p^7*q*r*x+24*p^7*q*x^2-6*p^7*r*x ^2-8*p^7*x^3+24*p^6*q^2*r*x+120*p^6*q^2*x^2+25*p^6*q*r^2*x+77*p^6*q*r*x^2-20*p^ 6*q*x^3-26*p^6*r^2*x^2-43*p^6*r*x^3+36*p^5*q^3*r*x+240*p^5*q^3*x^2+78*p^5*q^2*r ^2*x+384*p^5*q^2*r*x^2+12*p^5*q^2*x^3+39*p^5*q*r^3*x-26*p^5*q*r^2*x^2-400*p^5*q *r*x^3-39*p^5*r^3*x^2-27*p^5*r^2*x^3+24*p^4*q^4*r*x+240*p^4*q^4*x^2+84*p^4*q^3* r^2*x+646*p^4*q^3*r*x^2+80*p^4*q^3*x^3+84*p^4*q^2*r^3*x+53*p^4*q^2*r^2*x^2-1213 *p^4*q^2*r*x^3+27*p^4*q*r^4*x-210*p^4*q*r^3*x^2-671*p^4*q*r^2*x^3-24*p^4*r^4*x^ 2+58*p^4*r^3*x^3+6*p^3*q^5*r*x+120*p^3*q^5*x^2+34*p^3*q^4*r^2*x+494*p^3*q^4*r*x ^2+80*p^3*q^4*x^3+48*p^3*q^3*r^3*x+54*p^3*q^3*r^2*x^2-1712*p^3*q^3*r*x^3+30*p^3 *q^2*r^4*x-417*p^3*q^2*r^3*x^2-1878*p^3*q^2*r^2*x^3+7*p^3*q*r^5*x-151*p^3*q*r^4 *x^2-14*p^3*q*r^3*x^3-5*p^3*r^5*x^2+50*p^3*r^4*x^3+24*p^2*q^6*x^2+3*p^2*q^5*r^2 *x+165*p^2*q^5*r*x^2+12*p^2*q^5*x^3-26*p^2*q^4*r^2*x^2-1213*p^2*q^4*r*x^3-3*p^2 *q^3*r^4*x-357*p^2*q^3*r^3*x^2-1878*p^2*q^3*r^2*x^3-180*p^2*q^2*r^4*x^2-144*p^2 *q^2*r^3*x^3-20*p^2*q*r^5*x^2+280*p^2*q*r^4*x^3+16*p*q^6*r*x^2-20*p*q^6*x^3-3*p *q^5*r^3*x-28*p*q^5*r^2*x^2-400*p*q^5*r*x^3-6*p*q^4*r^4*x-108*p*q^4*r^3*x^2-671 *p*q^4*r^2*x^3-3*p*q^3*r^5*x-44*p*q^3*r^4*x^2-14*p*q^3*r^3*x^3+20*p*q^2*r^5*x^2 +280*p*q^2*r^4*x^3-8*q^7*x^3-q^6*r^2*x^2-43*q^6*r*x^3+3*q^5*r^3*x^2-27*q^5*r^2* x^3+9*q^4*r^4*x^2+58*q^4*r^3*x^3+5*q^3*r^5*x^2+50*q^3*r^4*x^3-32*a^6*b*c*r-384* a^6*b*c*x-32*a^6*b*p*r-384*a^6*b*p*x-16*a^6*b*q*r-192*a^6*b*q*x-32*a^6*b*r^2-\ 720*a^6*b*r*x-1632*a^6*b*x^2-64*a^6*c^2*r-768*a^6*c^2*x-16*a^6*c*g*r-192*a^6*c* g*x-64*a^6*c*p*r-768*a^6*c*p*x-64*a^6*c*q*r-768*a^6*c*q*x-64*a^6*c*r^2-1312*a^6 *c*r*x-2688*a^6*c*x^2-16*a^6*g*p*r-192*a^6*g*p*x-8*a^6*g*q*r-96*a^6*g*q*x-16*a^ 6*g*r^2-360*a^6*g*r*x-816*a^6*g*x^2-32*a^6*p*q*r-384*a^6*p*q*x+96*a^6*p*r*x+384 *a^6*p*x^2-16*a^6*q^2*r-192*a^6*q^2*x-32*a^6*q*r^2-656*a^6*q*r*x-1344*a^6*q*x^2 +112*a^6*r^2*x+912*a^6*r*x^2+704*a^6*x^3-96*a^5*b^2*c*r-1408*a^5*b^2*c*x-80*a^5 *b^2*p*r-1344*a^5*b^2*p*x-32*a^5*b^2*q*r-576*a^5*b^2*q*x-80*a^5*b^2*r^2-2480*a^ 5*b^2*r*x-7008*a^5*b^2*x^2-416*a^5*b*c^2*r-5632*a^5*b*c^2*x-144*a^5*b*c*g*r-\ 1920*a^5*b*c*g*x-528*a^5*b*c*p*r-7104*a^5*b*c*p*x-304*a^5*b*c*q*r-4608*a^5*b*c* q*x-464*a^5*b*c*r^2-10592*a^5*b*c*r*x-23904*a^5*b*c*x^2-136*a^5*b*g*p*r-1824*a^ 5*b*g*p*x-56*a^5*b*g*q*r-832*a^5*b*g*q*x-136*a^5*b*g*r^2-3472*a^5*b*g*r*x-8832* a^5*b*g*x^2-128*a^5*b*p^2*r-1536*a^5*b*p^2*x-192*a^5*b*p*q*r-2880*a^5*b*p*q*x-\ 192*a^5*b*p*r^2-3160*a^5*b*p*r*x-4752*a^5*b*p*x^2-48*a^5*b*q^2*r-896*a^5*b*q^2* x-160*a^5*b*q*r^2-4048*a^5*b*q*r*x-9840*a^5*b*q*x^2-64*a^5*b*r^3-824*a^5*b*r^2* x+1680*a^5*b*r*x^2+3712*a^5*b*x^3-448*a^5*c^3*r-5760*a^5*c^3*x-304*a^5*c^2*g*r-\ 3904*a^5*c^2*g*x-704*a^5*c^2*p*r-8832*a^5*c^2*p*x-512*a^5*c^2*q*r-7040*a^5*c^2* q*x-576*a^5*c^2*r^2-11264*a^5*c^2*r*x-21600*a^5*c^2*x^2-48*a^5*c*g^2*r-608*a^5* c*g^2*x-360*a^5*c*g*p*r-4512*a^5*c*g*p*x-248*a^5*c*g*q*r-3392*a^5*c*g*q*x-328*a ^5*c*g*r^2-7120*a^5*c*g*r*x-15552*a^5*c*g*x^2-240*a^5*c*p^2*r-2880*a^5*c*p^2*x-\ 576*a^5*c*p*q*r-7488*a^5*c*p*q*x-352*a^5*c*p*r^2-5272*a^5*c*p*r*x-6672*a^5*c*p* x^2-176*a^5*c*q^2*r-2720*a^5*c*q^2*x-448*a^5*c*q*r^2-8928*a^5*c*q*r*x-17424*a^5 *c*q*x^2-112*a^5*c*r^3-1048*a^5*c*r^2*x+4144*a^5*c*r*x^2+6208*a^5*c*x^3-48*a^5* g^2*p*r-576*a^5*g^2*p*x-20*a^5*g^2*q*r-272*a^5*g^2*q*x-48*a^5*g^2*r^2-1116*a^5* g^2*r*x-2664*a^5*g^2*x^2-56*a^5*g*p^2*r-672*a^5*g*p^2*x-144*a^5*g*p*q*r-1920*a^ 5*g*p*q*x-80*a^5*g*p*r^2-1216*a^5*g*p*r*x-1536*a^5*g*p*x^2-48*a^5*g*q^2*r-720*a ^5*g*q^2*x-128*a^5*g*q*r^2-2936*a^5*g*q*r*x-6720*a^5*g*q*x^2-24*a^5*g*r^3-144*a ^5*g*r^2*x+2008*a^5*g*r*x^2+2560*a^5*g*x^3-128*a^5*p^2*q*r-1536*a^5*p^2*q*x+384 *a^5*p^2*r*x+1536*a^5*p^2*x^2-112*a^5*p*q^2*r-1536*a^5*p*q^2*x-192*a^5*p*q*r^2-\ 3032*a^5*p*q*r*x-4272*a^5*p*q*x^2+648*a^5*p*r^2*x+4416*a^5*p*r*x^2+2912*a^5*p*x ^3-16*a^5*q^3*r-320*a^5*q^3*x-80*a^5*q^2*r^2-1648*a^5*q^2*r*x-3312*a^5*q^2*x^2-\ 64*a^5*q*r^3-824*a^5*q*r^2*x+728*a^5*q*r*x^2+2400*a^5*q*x^3+232*a^5*r^3*x+1672* a^5*r^2*x^2+1296*a^5*r*x^3-96*a^4*b^3*c*r-1920*a^4*b^3*c*x-64*a^4*b^3*p*r-1728* a^4*b^3*p*x-16*a^4*b^3*q*r-576*a^4*b^3*q*x-64*a^4*b^3*r^2-3120*a^4*b^3*r*x-\ 11712*a^4*b^3*x^2-736*a^4*b^2*c^2*r-12416*a^4*b^2*c^2*x-272*a^4*b^2*c*g*r-4544* a^4*b^2*c*g*x-928*a^4*b^2*c*p*r-16704*a^4*b^2*c*p*x-368*a^4*b^2*c*q*r-8256*a^4* b^2*c*q*x-736*a^4*b^2*c*r^2-22816*a^4*b^2*c*r*x-64128*a^4*b^2*c*x^2-216*a^4*b^2 *g*p*r-4128*a^4*b^2*g*p*x-64*a^4*b^2*g*q*r-1568*a^4*b^2*g*q*x-216*a^4*b^2*g*r^2 -7704*a^4*b^2*g*r*x-24720*a^4*b^2*g*x^2-272*a^4*b^2*p^2*r-4608*a^4*b^2*p^2*x-\ 256*a^4*b^2*p*q*r-5696*a^4*b^2*p*q*x-384*a^4*b^2*p*r^2-9728*a^4*b^2*p*r*x-20832 *a^4*b^2*p*x^2-32*a^4*b^2*q^2*r-1216*a^4*b^2*q^2*x-192*a^4*b^2*q*r^2-7360*a^4*b ^2*q*r*x-23520*a^4*b^2*q*x^2-112*a^4*b^2*r^3-2648*a^4*b^2*r^2*x-1056*a^4*b^2*r* x^2+8512*a^4*b^2*x^3-1760*a^4*b*c^3*r-26368*a^4*b*c^3*x-1280*a^4*b*c^2*g*r-\ 19072*a^4*b*c^2*g*x-3072*a^4*b*c^2*p*r-45376*a^4*b*c^2*p*x-1552*a^4*b*c^2*q*r-\ 27712*a^4*b*c^2*q*x-2304*a^4*b*c^2*r^2-53136*a^4*b*c^2*r*x-116736*a^4*b*c^2*x^2 -224*a^4*b*c*g^2*r-3296*a^4*b*c*g^2*x-1672*a^4*b*c*g*p*r-24608*a^4*b*c*g*p*x-\ 768*a^4*b*c*g*q*r-13920*a^4*b*c*g*q*x-1400*a^4*b*c*g*r^2-35392*a^4*b*c*g*r*x-\ 88128*a^4*b*c*g*x^2-1536*a^4*b*c*p^2*r-21120*a^4*b*c*p^2*x-1952*a^4*b*c*p*q*r-\ 33216*a^4*b*c*p*q*x-2128*a^4*b*c*p*r^2-39752*a^4*b*c*p*r*x-65136*a^4*b*c*p*x^2-\ 376*a^4*b*c*q^2*r-8896*a^4*b*c*q^2*x-1376*a^4*b*c*q*r^2-36352*a^4*b*c*q*r*x-\ 87216*a^4*b*c*q*x^2-632*a^4*b*c*r^3-9728*a^4*b*c*r^2*x+9128*a^4*b*c*r*x^2+35872 *a^4*b*c*x^3-204*a^4*b*g^2*p*r-2976*a^4*b*g^2*p*x-64*a^4*b*g^2*q*r-1232*a^4*b*g ^2*q*x-204*a^4*b*g^2*r^2-5772*a^4*b*g^2*r*x-16224*a^4*b*g^2*x^2-456*a^4*b*g*p^2 *r-6144*a^4*b*g*p^2*x-528*a^4*b*g*p*q*r-9152*a^4*b*g*p*q*x-656*a^4*b*g*p*r^2-\ 13004*a^4*b*g*p*r*x-23928*a^4*b*g*p*x^2-96*a^4*b*g*q^2*r-2384*a^4*b*g*q^2*x-424 *a^4*b*g*q*r^2-12456*a^4*b*g*q*r*x-34392*a^4*b*g*q*x^2-200*a^4*b*g*r^3-3368*a^4 *b*g*r^2*x+2536*a^4*b*g*r*x^2+13216*a^4*b*g*x^3-208*a^4*b*p^3*r-2496*a^4*b*p^3* x-536*a^4*b*p^2*q*r-8448*a^4*b*p^2*q*x-416*a^4*b*p^2*r^2-5412*a^4*b*p^2*r*x-\ 4056*a^4*b*p^2*x^2-272*a^4*b*p*q^2*r-5616*a^4*b*p*q^2*x-712*a^4*b*p*q*r^2-15576 *a^4*b*p*q*r*x-28656*a^4*b*p*q*x^2-248*a^4*b*p*r^3-1836*a^4*b*p*r^2*x+13528*a^4 *b*p*r*x^2+16112*a^4*b*p*x^3-20*a^4*b*q^3*r-816*a^4*b*q^3*x-176*a^4*b*q^2*r^2-\ 5624*a^4*b*q^2*r*x-15000*a^4*b*q^2*x^2-196*a^4*b*q*r^3-3656*a^4*b*q*r^2*x+2188* a^4*b*q*r*x^2+14576*a^4*b*q*x^3-40*a^4*b*r^4+432*a^4*b*r^3*x+10748*a^4*b*r^2*x^ 2+14532*a^4*b*r*x^3-1312*a^4*c^4*r-18176*a^4*c^4*x-1440*a^4*c^3*g*r-19904*a^4*c ^3*g*x-2816*a^4*c^3*p*r-37696*a^4*c^3*p*x-1680*a^4*c^3*q*r-26176*a^4*c^3*q*x-\ 2048*a^4*c^3*r^2-39680*a^4*c^3*r*x-72000*a^4*c^3*x^2-504*a^4*c^2*g^2*r-6912*a^4 *c^2*g^2*x-2432*a^4*c^2*g*p*r-32320*a^4*c^2*g*p*x-1424*a^4*c^2*g*q*r-22272*a^4* c^2*g*q*x-1888*a^4*c^2*g*r^2-39448*a^4*c^2*g*r*x-80880*a^4*c^2*g*x^2-1816*a^4*c ^2*p^2*r-23136*a^4*c^2*p^2*x-2944*a^4*c^2*p*q*r-42752*a^4*c^2*p*q*x-2448*a^4*c^ 2*p*r^2-39272*a^4*c^2*p*r*x-52320*a^4*c^2*p*x^2-712*a^4*c^2*q^2*r-13248*a^4*c^2 *q^2*x-2048*a^4*c^2*q*r^2-42128*a^4*c^2*q*r*x-79344*a^4*c^2*q*x^2-712*a^4*c^2*r ^3-8152*a^4*c^2*r^2*x+17280*a^4*c^2*r*x^2+34592*a^4*c^2*x^3-56*a^4*c*g^3*r-752* a^4*c*g^3*x-652*a^4*c*g^2*p*r-8416*a^4*c*g^2*p*x-340*a^4*c*g^2*q*r-5376*a^4*c*g ^2*q*x-564*a^4*c*g^2*r^2-12760*a^4*c*g^2*r*x-29400*a^4*c*g^2*x^2-1028*a^4*c*g*p ^2*r-13008*a^4*c*g*p^2*x-1728*a^4*c*g*p*q*r-25184*a^4*c*g*p*q*x-1424*a^4*c*g*p* r^2-24404*a^4*c*g*p*r*x-37104*a^4*c*g*p*x^2-416*a^4*c*g*q^2*r-7824*a^4*c*g*q^2* x-1280*a^4*c*g*q*r^2-28736*a^4*c*g*q*r*x-62232*a^4*c*g*q*x^2-416*a^4*c*g*r^3-\ 5280*a^4*c*g*r^2*x+10180*a^4*c*g*r*x^2+24064*a^4*c*g*x^3-360*a^4*c*p^3*r-4320*a ^4*c*p^3*x-1468*a^4*c*p^2*q*r-19632*a^4*c*p^2*q*x-696*a^4*c*p^2*r^2-7824*a^4*c* p^2*r*x-2304*a^4*c*p^2*x^2-928*a^4*c*p*q^2*r-15248*a^4*c*p*q^2*x-1944*a^4*c*p*q *r^2-32848*a^4*c*p*q*r*x-46056*a^4*c*p*q*x^2-392*a^4*c*p*r^3-696*a^4*c*p*r^2*x+ 30380*a^4*c*p*r*x^2+27712*a^4*c*p*x^3-108*a^4*c*q^3*r-2704*a^4*c*q^3*x-608*a^4* c*q^2*r^2-13848*a^4*c*q^2*r*x-27480*a^4*c*q^2*x^2-556*a^4*c*q*r^3-6864*a^4*c*q* r^2*x+13992*a^4*c*q*r*x^2+30800*a^4*c*q*x^3-56*a^4*c*r^4+1704*a^4*c*r^3*x+20868 *a^4*c*r^2*x^2+23168*a^4*c*r*x^3-56*a^4*g^3*p*r-672*a^4*g^3*p*x-18*a^4*g^3*q*r-\ 296*a^4*g^3*q*x-56*a^4*g^3*r^2-1350*a^4*g^3*r*x-3396*a^4*g^3*x^2-148*a^4*g^2*p^ 2*r-1776*a^4*g^2*p^2*x-224*a^4*g^2*p*q*r-3296*a^4*g^2*p*q*x-208*a^4*g^2*p*r^2-\ 3668*a^4*g^2*p*r*x-6072*a^4*g^2*p*x^2-52*a^4*g^2*q^2*r-1008*a^4*g^2*q^2*x-188*a ^4*g^2*q*r^2-4772*a^4*g^2*q*r*x-12000*a^4*g^2*q*x^2-60*a^4*g^2*r^3-788*a^4*g^2* r^2*x+1916*a^4*g^2*r*x^2+4480*a^4*g^2*x^3-76*a^4*g*p^3*r-912*a^4*g*p^3*x-426*a^ 4*g*p^2*q*r-5784*a^4*g*p^2*q*x-140*a^4*g*p^2*r^2-1270*a^4*g*p^2*r*x+1068*a^4*g* p^2*x^2-288*a^4*g*p*q^2*r-4688*a^4*g*p*q^2*x-592*a^4*g*p*q*r^2-10996*a^4*g*p*q* r*x-18204*a^4*g*p*q*x^2-72*a^4*g*p*r^3+642*a^4*g*p*r^2*x+12362*a^4*g*p*r*x^2+ 10632*a^4*g*p*x^3-32*a^4*g*q^3*r-832*a^4*g*q^3*x-200*a^4*g*q^2*r^2-4872*a^4*g*q ^2*r*x-11184*a^4*g*q^2*x^2-176*a^4*g*q*r^3-2588*a^4*g*q*r^2*x+2818*a^4*g*q*r*x^ 2+10176*a^4*g*q*x^3-8*a^4*g*r^4+684*a^4*g*r^3*x+7016*a^4*g*r^2*x^2+7394*a^4*g*r *x^3-208*a^4*p^3*q*r-2496*a^4*p^3*q*x+624*a^4*p^3*r*x+2496*a^4*p^3*x^2-264*a^4* p^2*q^2*r-3840*a^4*p^2*q^2*x-416*a^4*p^2*q*r^2-5444*a^4*p^2*q*r*x-4536*a^4*p^2* q*x^2+1372*a^4*p^2*r^2*x+8248*a^4*p^2*r*x^2+4688*a^4*p^2*x^3-80*a^4*p*q^3*r-\ 1648*a^4*p*q^3*x-328*a^4*p*q^2*r^2-6072*a^4*p*q^2*r*x-9072*a^4*p*q^2*x^2-248*a^ 4*p*q*r^3-2084*a^4*p*q*r^2*x+8608*a^4*p*q*r*x^2+10928*a^4*p*q*x^3+872*a^4*p*r^3 *x+4976*a^4*p*r^2*x^2+2052*a^4*p*r*x^3-4*a^4*q^4*r-176*a^4*q^4*x-48*a^4*q^3*r^2 -1352*a^4*q^3*r*x-2904*a^4*q^3*x^2-84*a^4*q^2*r^3-1088*a^4*q^2*r^2*x+3236*a^4*q ^2*r*x^2+6752*a^4*q^2*x^3-40*a^4*q*r^4+296*a^4*q*r^3*x+7952*a^4*q*r^2*x^2+10104 *a^4*q*r*x^3+144*a^4*r^4*x+108*a^4*r^3*x^2-2620*a^4*r^2*x^3-32*a^3*b^4*c*r-1152 *a^3*b^4*c*x-16*a^3*b^4*p*r-960*a^3*b^4*p*x-192*a^3*b^4*q*x-16*a^3*b^4*r^2-1680 *a^3*b^4*r*x-9408*a^3*b^4*x^2-480*a^3*b^3*c^2*r-11648*a^3*b^3*c^2*x-176*a^3*b^3 *c*g*r-4288*a^3*b^3*c*g*x-576*a^3*b^3*c*p*r-16128*a^3*b^3*c*p*x-128*a^3*b^3*c*q *r-5760*a^3*b^3*c*q*x-384*a^3*b^3*c*r^2-19824*a^3*b^3*c*r*x-76608*a^3*b^3*c*x^2 -112*a^3*b^3*g*p*r-3712*a^3*b^3*g*p*x-16*a^3*b^3*g*q*r-1024*a^3*b^3*g*q*x-112*a ^3*b^3*g*r^2-6656*a^3*b^3*g*r*x-29568*a^3*b^3*g*x^2-176*a^3*b^3*p^2*r-4928*a^3* b^3*p^2*x-96*a^3*b^3*p*q*r-4288*a^3*b^3*p*q*x-224*a^3*b^3*p*r^2-10112*a^3*b^3*p *r*x-30528*a^3*b^3*p*x^2-512*a^3*b^3*q^2*x-64*a^3*b^3*q*r^2-5200*a^3*b^3*q*r*x-\ 24960*a^3*b^3*q*x^2-48*a^3*b^3*r^3-2352*a^3*b^3*r^2*x-3936*a^3*b^3*r*x^2+11008* a^3*b^3*x^3-2080*a^3*b^2*c^3*r-40320*a^3*b^2*c^3*x-1536*a^3*b^2*c^2*g*r-29696*a ^3*b^2*c^2*g*x-3680*a^3*b^2*c^2*p*r-73856*a^3*b^2*c^2*p*x-1280*a^3*b^2*c^2*q*r-\ 34944*a^3*b^2*c^2*q*x-2400*a^3*b^2*c^2*r^2-77888*a^3*b^2*c^2*r*x-219936*a^3*b^2 *c^2*x^2-272*a^3*b^2*c*g^2*r-5248*a^3*b^2*c*g^2*x-1960*a^3*b^2*c*g*p*r-40224*a^ 3*b^2*c*g*p*x-592*a^3*b^2*c*g*q*r-17312*a^3*b^2*c*g*q*x-1464*a^3*b^2*c*g*r^2-\ 52344*a^3*b^2*c*g*r*x-168000*a^3*b^2*c*g*x^2-2064*a^3*b^2*c*p^2*r-39424*a^3*b^2 *c*p^2*x-1728*a^3*b^2*c*p*q*r-45632*a^3*b^2*c*p*q*x-2576*a^3*b^2*c*p*r^2-71232* a^3*b^2*c*p*r*x-155520*a^3*b^2*c*p*x^2-168*a^3*b^2*c*q^2*r-8544*a^3*b^2*c*q^2*x -1056*a^3*b^2*c*q*r^2-45792*a^3*b^2*c*q*r*x-151872*a^3*b^2*c*q*x^2-632*a^3*b^2* c*r^3-15792*a^3*b^2*c*r^2*x+3856*a^3*b^2*c*r*x^2+76576*a^3*b^2*c*x^3-208*a^3*b^ 2*g^2*p*r-4576*a^3*b^2*g^2*p*x-40*a^3*b^2*g^2*q*r-1504*a^3*b^2*g^2*q*x-208*a^3* b^2*g^2*r^2-8552*a^3*b^2*g^2*r*x-31512*a^3*b^2*g^2*x^2-600*a^3*b^2*g*p^2*r-\ 11712*a^3*b^2*g*p^2*x-440*a^3*b^2*g*p*q*r-12416*a^3*b^2*g*p*q*x-808*a^3*b^2*g*p *r^2-24508*a^3*b^2*g*p*r*x-61032*a^3*b^2*g*p*x^2-32*a^3*b^2*g*q^2*r-2144*a^3*b^ 2*g*q^2*x-328*a^3*b^2*g*q*r^2-15584*a^3*b^2*g*q*r*x-59112*a^3*b^2*g*q*x^2-208*a ^3*b^2*g*r^3-5832*a^3*b^2*g*r^2*x-2136*a^3*b^2*g*r*x^2+26848*a^3*b^2*g*x^3-360* a^3*b^2*p^3*r-6144*a^3*b^2*p^3*x-544*a^3*b^2*p^2*q*r-13152*a^3*b^2*p^2*q*x-656* a^3*b^2*p^2*r^2-14360*a^3*b^2*p^2*r*x-21960*a^3*b^2*p^2*x^2-148*a^3*b^2*p*q^2*r -6096*a^3*b^2*p*q^2*x-624*a^3*b^2*p*q*r^2-22920*a^3*b^2*p*q*r*x-58944*a^3*b^2*p *q*x^2-332*a^3*b^2*p*r^3-5920*a^3*b^2*p*r^2*x+13640*a^3*b^2*p*r*x^2+33264*a^3*b ^2*p*x^3-496*a^3*b^2*q^3*x-84*a^3*b^2*q^2*r^2-5764*a^3*b^2*q^2*r*x-23544*a^3*b^ 2*q^2*x^2-120*a^3*b^2*q*r^3-4132*a^3*b^2*q*r^2*x+3052*a^3*b^2*q*r*x^2+32240*a^3 *b^2*q*x^3-36*a^3*b^2*r^4+560*a^3*b^2*r^3*x+21112*a^3*b^2*r^2*x^2+37116*a^3*b^2 *r*x^3-3552*a^3*b*c^4*r-59136*a^3*b*c^4*x-3952*a^3*b*c^3*g*r-65600*a^3*b*c^3*g* x-8096*a^3*b*c^3*p*r-132480*a^3*b*c^3*p*x-3552*a^3*b*c^3*q*r-74112*a^3*b*c^3*q* x-5344*a^3*b*c^3*r^2-128112*a^3*b*c^3*r*x-277440*a^3*b*c^3*x^2-1408*a^3*b*c^2*g ^2*r-23232*a^3*b*c^2*g^2*x-7128*a^3*b*c^2*g*p*r-116000*a^3*b*c^2*g*p*x-2944*a^3 *b*c^2*g*q*r-62880*a^3*b*c^2*g*q*x-5032*a^3*b*c^2*g*r^2-128624*a^3*b*c^2*g*r*x-\ 312624*a^3*b*c^2*g*x^2-6256*a^3*b*c^2*p^2*r-96096*a^3*b*c^2*p^2*x-6720*a^3*b*c^ 2*p*q*r-132288*a^3*b*c^2*p*q*x-7888*a^3*b*c^2*p*r^2-159792*a^3*b*c^2*p*r*x-\ 263328*a^3*b*c^2*p*x^2-1064*a^3*b*c^2*q^2*r-31296*a^3*b*c^2*q^2*x-4192*a^3*b*c^ 2*q*r^2-120752*a^3*b*c^2*q*r*x-293184*a^3*b*c^2*q*x^2-2072*a^3*b*c^2*r^3-33224* a^3*b*c^2*r^2*x+49368*a^3*b*c^2*r*x^2+159264*a^3*b*c^2*x^3-160*a^3*b*c*g^3*r-\ 2608*a^3*b*c*g^3*x-1888*a^3*b*c*g^2*p*r-30368*a^3*b*c*g^2*p*x-668*a^3*b*c*g^2*q *r-15088*a^3*b*c*g^2*q*x-1504*a^3*b*c*g^2*r^2-41840*a^3*b*c*g^2*r*x-115176*a^3* b*c*g^2*x^2-3832*a^3*b*c*g*p^2*r-58192*a^3*b*c*g*p^2*x-3952*a^3*b*c*g*p*q*r-\ 78976*a^3*b*c*g*p*q*x-5024*a^3*b*c*g*p*r^2-107664*a^3*b*c*g*p*r*x-200928*a^3*b* c*g*p*x^2-572*a^3*b*c*g*q^2*r-18048*a^3*b*c*g*q^2*x-2664*a^3*b*c*g*q*r^2-82560* a^3*b*c*g*q*r*x-227424*a^3*b*c*g*q*x^2-1348*a^3*b*c*g*r^3-23832*a^3*b*c*g*r^2*x +23416*a^3*b*c*g*r*x^2+111152*a^3*b*c*g*x^3-1892*a^3*b*c*p^3*r-26352*a^3*b*c*p^ 3*x-3836*a^3*b*c*p^2*q*r-69088*a^3*b*c*p^2*q*x-3516*a^3*b*c*p^2*r^2-56304*a^3*b *c*p^2*r*x-59472*a^3*b*c*p^2*x^2-1560*a^3*b*c*p*q^2*r-39872*a^3*b*c*p*q^2*x-\ 4560*a^3*b*c*p*q*r^2-110432*a^3*b*c*p*q*r*x-204696*a^3*b*c*p*q*x^2-1880*a^3*b*c *p*r^3-19808*a^3*b*c*p*r^2*x+87772*a^3*b*c*p*r*x^2+129488*a^3*b*c*p*x^3-88*a^3* b*c*q^3*r-4928*a^3*b*c*q^3*x-904*a^3*b*c*q^2*r^2-33960*a^3*b*c*q^2*r*x-94968*a^ 3*b*c*q^2*x^2-1064*a^3*b*c*q*r^3-19872*a^3*b*c*q*r^2*x+43216*a^3*b*c*q*r*x^2+ 135664*a^3*b*c*q*x^3-248*a^3*b*c*r^4+3496*a^3*b*c*r^3*x+85868*a^3*b*c*r^2*x^2+ 122968*a^3*b*c*r*x^3-142*a^3*b*g^3*p*r-2248*a^3*b*g^3*p*x-30*a^3*b*g^3*q*r-832* a^3*b*g^3*q*x-142*a^3*b*g^3*r^2-4424*a^3*b*g^3*r*x-13776*a^3*b*g^3*x^2-560*a^3* b*g^2*p^2*r-8272*a^3*b*g^2*p^2*x-500*a^3*b*g^2*p*q*r-10368*a^3*b*g^2*p*q*x-772* a^3*b*g^2*p*r^2-17608*a^3*b*g^2*p*r*x-37056*a^3*b*g^2*p*x^2-60*a^3*b*g^2*q^2*r-\ 2240*a^3*b*g^2*q^2*x-396*a^3*b*g^2*q*r^2-13640*a^3*b*g^2*q*r*x-43320*a^3*b*g^2* q*x^2-212*a^3*b*g^2*r^3-4082*a^3*b*g^2*r^2*x+3176*a^3*b*g^2*r*x^2+20144*a^3*b*g ^2*x^3-594*a^3*b*g*p^3*r-8040*a^3*b*g*p^3*x-1182*a^3*b*g*p^2*q*r-21584*a^3*b*g* p^2*q*x-1122*a^3*b*g*p^2*r^2-18372*a^3*b*g*p^2*r*x-21468*a^3*b*g*p^2*x^2-464*a^ 3*b*g*p*q^2*r-12192*a^3*b*g*p*q^2*x-1480*a^3*b*g*p*q*r^2-38824*a^3*b*g*p*q*r*x-\ 83364*a^3*b*g*p*q*x^2-608*a^3*b*g*p*r^3-6842*a^3*b*g*p*r^2*x+29104*a^3*b*g*p*r* x^2+46760*a^3*b*g*p*x^3-20*a^3*b*g*q^3*r-1424*a^3*b*g*q^3*x-296*a^3*b*g*q^2*r^2 -11784*a^3*b*g*q^2*r*x-37536*a^3*b*g*q^2*x^2-356*a^3*b*g*q*r^3-7676*a^3*b*g*q*r ^2*x+7940*a^3*b*g*q*r*x^2+45848*a^3*b*g*q*x^3-80*a^3*b*g*r^4+1146*a^3*b*g*r^3*x +29800*a^3*b*g*r^2*x^2+44056*a^3*b*g*r*x^3-176*a^3*b*p^4*r-2112*a^3*b*p^4*x-656 *a^3*b*p^3*q*r-10608*a^3*b*p^3*q*x-440*a^3*b*p^3*r^2-4670*a^3*b*p^3*r*x+300*a^3 *b*p^3*x^2-508*a^3*b*p^2*q^2*r-11216*a^3*b*p^2*q^2*x-1164*a^3*b*p^2*q*r^2-22760 *a^3*b*p^2*q*r*x-29652*a^3*b*p^2*q*x^2-368*a^3*b*p^2*r^3-1202*a^3*b*p^2*r^2*x+ 27300*a^3*b*p^2*r*x^2+24768*a^3*b*p^2*x^3-84*a^3*b*p*q^3*r-3440*a^3*b*p*q^3*x-\ 544*a^3*b*p*q^2*r^2-16818*a^3*b*p*q^2*r*x-35628*a^3*b*p*q^2*x^2-572*a^3*b*p*q*r ^3-8146*a^3*b*p*q*r^2*x+27702*a^3*b*p*q*r*x^2+51616*a^3*b*p*q*x^3-112*a^3*b*p*r ^4+1634*a^3*b*p*r^3*x+28558*a^3*b*p*r^2*x^2+30024*a^3*b*p*r*x^3-208*a^3*b*q^4*x -44*a^3*b*q^3*r^2-2688*a^3*b*q^3*r*x-9132*a^3*b*q^3*x^2-96*a^3*b*q^2*r^3-2090*a ^3*b*q^2*r^2*x+11146*a^3*b*q^2*r*x^2+28896*a^3*b*q^2*x^3-60*a^3*b*q*r^4+1154*a^ 3*b*q*r^3*x+30334*a^3*b*q*r^2*x^2+46128*a^3*b*q*r*x^3-8*a^3*b*r^5+488*a^3*b*r^4 *x+3044*a^3*b*r^3*x^2-6544*a^3*b*r^2*x^3-2048*a^3*c^5*r-30848*a^3*c^5*x-3088*a^ 3*c^4*g*r-46336*a^3*c^4*g*x-5584*a^3*c^4*p*r-81088*a^3*c^4*p*x-2880*a^3*c^4*q*r -50880*a^3*c^4*q*x-3728*a^3*c^4*r^2-74096*a^3*c^4*r*x-130080*a^3*c^4*x^2-1680*a ^3*c^3*g^2*r-25024*a^3*c^3*g^2*x-6944*a^3*c^3*g*p*r-99712*a^3*c^3*g*p*x-3488*a^ 3*c^3*g*q*r-62208*a^3*c^3*g*q*x-4800*a^3*c^3*g*r^2-100088*a^3*c^3*g*r*x-195120* a^3*c^3*g*x^2-5248*a^3*c^3*p^2*r-72160*a^3*c^3*p^2*x-6880*a^3*c^3*p*q*r-112960* a^3*c^3*p*q*x-6624*a^3*c^3*p*r^2-111792*a^3*c^3*p*r*x-145536*a^3*c^3*p*x^2-1408 *a^3*c^3*q^2*r-31136*a^3*c^3*q^2*x-4416*a^3*c^3*q*r^2-97472*a^3*c^3*q*r*x-\ 182592*a^3*c^3*q*x^2-1776*a^3*c^3*r^3-20712*a^3*c^3*r^2*x+55704*a^3*c^3*r*x^2+ 105984*a^3*c^3*x^3-388*a^3*c^2*g^3*r-5696*a^3*c^2*g^3*x-3016*a^3*c^2*g^2*p*r-\ 42240*a^3*c^2*g^2*p*x-1416*a^3*c^2*g^2*q*r-25728*a^3*c^2*g^2*q*x-2224*a^3*c^2*g ^2*r^2-49052*a^3*c^2*g^2*r*x-106920*a^3*c^2*g^2*x^2-4912*a^3*c^2*g*p^2*r-66720* a^3*c^2*g*p^2*x-6488*a^3*c^2*g*p*q*r-106656*a^3*c^2*g*p*q*x-6312*a^3*c^2*g*p*r^ 2-112116*a^3*c^2*g*p*r*x-166248*a^3*c^2*g*p*x^2-1276*a^3*c^2*g*q^2*r-29024*a^3* c^2*g*q^2*x-4312*a^3*c^2*g*q*r^2-100664*a^3*c^2*g*q*r*x-212232*a^3*c^2*g*q*x^2-\ 1692*a^3*c^2*g*r^3-22032*a^3*c^2*g*r^2*x+45344*a^3*c^2*g*r*x^2+107440*a^3*c^2*g *x^3-2036*a^3*c^2*p^3*r-26256*a^3*c^2*p^3*x-5448*a^3*c^2*p^2*q*r-81968*a^3*c^2* p^2*q*x-3740*a^3*c^2*p^2*r^2-50348*a^3*c^2*p^2*r*x-34920*a^3*c^2*p^2*x^2-2820*a ^3*c^2*p*q^2*r-54992*a^3*c^2*p*q^2*x-6672*a^3*c^2*p*q*r^2-122936*a^3*c^2*p*q*r* x-170352*a^3*c^2*p*q*x^2-1980*a^3*c^2*p*r^3-11988*a^3*c^2*p*r^2*x+112996*a^3*c^ 2*p*r*x^2+122320*a^3*c^2*p*x^3-272*a^3*c^2*q^3*r-8528*a^3*c^2*q^3*x-1716*a^3*c^ 2*q^2*r^2-44388*a^3*c^2*q^2*r*x-90480*a^3*c^2*q^2*x^2-1704*a^3*c^2*q*r^3-20796* a^3*c^2*q*r^2*x+72992*a^3*c^2*q*r*x^2+138368*a^3*c^2*q*x^3-260*a^3*c^2*r^4+5784 *a^3*c^2*r^3*x+86564*a^3*c^2*r^2*x^2+102464*a^3*c^2*r*x^3-32*a^3*c*g^4*r-456*a^ 3*c*g^4*x-534*a^3*c*g^3*p*r-7096*a^3*c*g^3*p*x-210*a^3*c*g^3*q*r-3984*a^3*c*g^3 *q*x-442*a^3*c*g^3*r^2-10368*a^3*c*g^3*r*x-25176*a^3*c*g^3*x^2-1472*a^3*c*g^2*p ^2*r-19256*a^3*c*g^2*p^2*x-1868*a^3*c*g^2*p*q*r-30800*a^3*c*g^2*p*q*x-1948*a^3* c*g^2*p*r^2-36160*a^3*c*g^2*p*r*x-60480*a^3*c*g^2*p*x^2-340*a^3*c*g^2*q^2*r-\ 8184*a^3*c*g^2*q^2*x-1328*a^3*c*g^2*q*r^2-33520*a^3*c*g^2*q*r*x-80688*a^3*c*g^2 *q*x^2-524*a^3*c*g^2*r^3-7434*a^3*c*g^2*r^2*x+13080*a^3*c*g^2*r*x^2+37344*a^3*c *g^2*x^3-1190*a^3*c*g*p^3*r-15192*a^3*c*g*p^3*x-3474*a^3*c*g*p^2*q*r-52416*a^3* c*g*p^2*q*x-2186*a^3*c*g*p^2*r^2-30320*a^3*c*g*p^2*r*x-23160*a^3*c*g*p^2*x^2-\ 1808*a^3*c*g*p*q^2*r-35456*a^3*c*g*p*q^2*x-4352*a^3*c*g*p*q*r^2-85624*a^3*c*g*p *q*r*x-138108*a^3*c*g*p*q*x^2-1136*a^3*c*g*p*r^3-6714*a^3*c*g*p*r^2*x+75194*a^3 *c*g*p*r*x^2+84936*a^3*c*g*p*x^3-160*a^3*c*g*q^3*r-5360*a^3*c*g*q^3*x-1144*a^3* c*g*q^2*r^2-31060*a^3*c*g*q^2*r*x-71760*a^3*c*g*q^2*x^2-1120*a^3*c*g*q*r^3-\ 15728*a^3*c*g*q*r^2*x+38560*a^3*c*g*q*r*x^2+94040*a^3*c*g*q*x^3-136*a^3*c*g*r^4 +4202*a^3*c*g*r^3*x+59748*a^3*c*g*r^2*x^2+72444*a^3*c*g*r*x^3-276*a^3*c*p^4*r-\ 3312*a^3*c*p^4*x-1700*a^3*c*p^3*q*r-23136*a^3*c*p^3*q*x-664*a^3*c*p^3*r^2-5322* a^3*c*p^3*r*x+6804*a^3*c*p^3*x^2-1668*a^3*c*p^2*q^2*r-28632*a^3*c*p^2*q^2*x-\ 3108*a^3*c*p^2*q*r^2-46012*a^3*c*p^2*q*r*x-40512*a^3*c*p^2*q*x^2-524*a^3*c*p^2* r^3+2704*a^3*c*p^2*r^2*x+58926*a^3*c*p^2*r*x^2+42680*a^3*c*p^2*x^3-420*a^3*c*p* q^3*r-10736*a^3*c*p*q^3*x-1920*a^3*c*p*q^2*r^2-40702*a^3*c*p*q^2*r*x-60948*a^3* c*p*q^2*x^2-1644*a^3*c*p*q*r^3-14154*a^3*c*p*q*r^2*x+79648*a^3*c*p*q*r*x^2+ 102192*a^3*c*p*q*x^3-144*a^3*c*p*r^4+5682*a^3*c*p*r^3*x+54190*a^3*c*p*r^2*x^2+ 44778*a^3*c*p*r*x^3-16*a^3*c*q^4*r-976*a^3*c*q^4*x-236*a^3*c*q^3*r^2-7984*a^3*c *q^3*r*x-18276*a^3*c*q^3*x^2-432*a^3*c*q^2*r^3-5478*a^3*c*q^2*r^2*x+31426*a^3*c *q^2*r*x^2+57776*a^3*c*q^2*x^3-220*a^3*c*q*r^4+3066*a^3*c*q*r^3*x+62910*a^3*c*q *r^2*x^2+79064*a^3*c*q*r*x^3-8*a^3*c*r^5+1316*a^3*c*r^4*x+5756*a^3*c*r^3*x^2-\ 11800*a^3*c*r^2*x^3-32*a^3*g^4*p*r-384*a^3*g^4*p*x-7*a^3*g^4*q*r-156*a^3*g^4*q* x-32*a^3*g^4*r^2-801*a^3*g^4*r*x-2118*a^3*g^4*x^2-146*a^3*g^3*p^2*r-1752*a^3*g^ 3*p^2*x-156*a^3*g^3*p*q*r-2592*a^3*g^3*p*q*x-200*a^3*g^3*p*r^2-3764*a^3*g^3*p*r *x-6840*a^3*g^3*p*x^2-24*a^3*g^3*q^2*r-660*a^3*g^3*q^2*x-128*a^3*g^3*q*r^2-3602 *a^3*g^3*q*r*x-10008*a^3*g^3*q*x^2-54*a^3*g^3*r^3-788*a^3*g^3*r^2*x+1594*a^3*g^ 3*r*x^2+4560*a^3*g^3*x^3-172*a^3*g^2*p^3*r-2064*a^3*g^2*p^3*x-515*a^3*g^2*p^2*q *r-7804*a^3*g^2*p^2*q*x-312*a^3*g^2*p^2*r^2-4221*a^3*g^2*p^2*r*x-3054*a^3*g^2*p ^2*x^2-264*a^3*g^2*p*q^2*r-5256*a^3*g^2*p*q^2*x-672*a^3*g^2*p*q*r^2-14456*a^3*g ^2*p*q*r*x-27366*a^3*g^2*p*q*x^2-156*a^3*g^2*p*r^3-703*a^3*g^2*p*r^2*x+13381*a^ 3*g^2*p*r*x^2+15220*a^3*g^2*p*x^3-20*a^3*g^2*q^3*r-768*a^3*g^2*q^3*x-180*a^3*g^ 2*q^2*r^2-5242*a^3*g^2*q^2*r*x-13956*a^3*g^2*q^2*x^2-176*a^3*g^2*q*r^3-2890*a^3 *g^2*q*r^2*x+4349*a^3*g^2*q*r*x^2+15760*a^3*g^2*q*x^3-16*a^3*g^2*r^4+760*a^3*g^ 2*r^3*x+9920*a^3*g^2*r^2*x^2+11797*a^3*g^2*r*x^3-50*a^3*g*p^4*r-600*a^3*g*p^4*x -530*a^3*g*p^3*q*r-7272*a^3*g*p^3*q*x-112*a^3*g*p^3*r^2-182*a^3*g*p^3*r*x+4524* a^3*g*p^3*x^2-556*a^3*g*p^2*q^2*r-9508*a^3*g*p^2*q^2*x-992*a^3*g*p^2*q*r^2-\ 15662*a^3*g*p^2*q*r*x-16674*a^3*g*p^2*q*x^2-78*a^3*g*p^2*r^3+2321*a^3*g*p^2*r^2 *x+22791*a^3*g*p^2*r*x^2+15700*a^3*g*p^2*x^3-136*a^3*g*p*q^3*r-3536*a^3*g*p*q^3 *x-656*a^3*g*p*q^2*r^2-14698*a^3*g*p*q^2*r*x-25932*a^3*g*p*q^2*x^2-536*a^3*g*p* q*r^3-5478*a^3*g*p*q*r^2*x+23243*a^3*g*p*q*r*x^2+34728*a^3*g*p*q*x^3-16*a^3*g*p *r^4+2220*a^3*g*p*r^3*x+17950*a^3*g*p*r^2*x^2+13465*a^3*g*p*r*x^3-4*a^3*g*q^4*r -304*a^3*g*q^4*x-80*a^3*g*q^3*r^2-2816*a^3*g*q^3*r*x-7344*a^3*g*q^3*x^2-148*a^3 *g*q^2*r^3-2174*a^3*g*q^2*r^2*x+8910*a^3*g*q^2*r*x^2+20160*a^3*g*q^2*x^3-72*a^3 *g*q*r^4+938*a^3*g*q*r^3*x+22102*a^3*g*q*r^2*x^2+29940*a^3*g*q*r*x^3+410*a^3*g* r^4*x+1412*a^3*g*r^3*x^2-5224*a^3*g*r^2*x^3-176*a^3*p^4*q*r-2112*a^3*p^4*q*x+ 528*a^3*p^4*r*x+2112*a^3*p^4*x^2-296*a^3*p^3*q^2*r-4464*a^3*p^3*q^2*x-440*a^3*p ^3*q*r^2-4926*a^3*p^3*q*r*x-1308*a^3*p^3*q*x^2+1426*a^3*p^3*r^2*x+7744*a^3*p^3* r*x^2+3768*a^3*p^3*x^3-140*a^3*p^2*q^3*r-2992*a^3*p^2*q^3*x-508*a^3*p^2*q^2*r^2 -8612*a^3*p^2*q^2*r*x-8676*a^3*p^2*q^2*x^2-368*a^3*p^2*q*r^3-1854*a^3*p^2*q*r^2 *x+18790*a^3*p^2*q*r*x^2+17320*a^3*p^2*q*x^3+1262*a^3*p^2*r^3*x+5702*a^3*p^2*r^ 2*x^2-124*a^3*p^2*r*x^3-16*a^3*p*q^4*r-672*a^3*p*q^4*x-144*a^3*p*q^3*r^2-3922*a ^3*p*q^3*r*x-6468*a^3*p*q^3*x^2-240*a^3*p*q^2*r^3-2352*a^3*p*q^2*r^2*x+15314*a^ 3*p*q^2*r*x^2+21272*a^3*p*q^2*x^3-112*a^3*p*q*r^4+1194*a^3*p*q*r^3*x+21604*a^3* p*q*r^2*x^2+21568*a^3*p*q*r*x^3+396*a^3*p*r^4*x-162*a^3*p*r^3*x^2-7552*a^3*p*r^ 2*x^3-32*a^3*q^5*x-8*a^3*q^4*r^2-448*a^3*q^4*r*x-1212*a^3*q^4*x^2-24*a^3*q^3*r^ 3-278*a^3*q^3*r^2*x+4464*a^3*q^3*r*x^2+7720*a^3*q^3*x^3-24*a^3*q^2*r^4+612*a^3* q^2*r^3*x+10934*a^3*q^2*r^2*x^2+13640*a^3*q^2*r*x^3-8*a^3*q*r^5+428*a^3*q*r^4*x +2672*a^3*q*r^3*x^2-3616*a^3*q*r^2*x^3+28*a^3*r^5*x-424*a^3*r^4*x^2-1672*a^3*r^ 3*x^3-256*a^2*b^5*c*x-192*a^2*b^5*p*x-320*a^2*b^5*r*x-3552*a^2*b^5*x^2-96*a^2*b ^4*c^2*r-4736*a^2*b^4*c^2*x-32*a^2*b^4*c*g*r-1664*a^2*b^4*c*g*x-112*a^2*b^4*c*p *r-6720*a^2*b^4*c*p*x-1344*a^2*b^4*c*q*x-48*a^2*b^4*c*r^2-7008*a^2*b^4*c*r*x-\ 43776*a^2*b^4*c*x^2-16*a^2*b^4*g*p*r-1376*a^2*b^4*g*p*x-192*a^2*b^4*g*q*x-16*a^ 2*b^4*g*r^2-2288*a^2*b^4*g*r*x-16464*a^2*b^4*g*x^2-32*a^2*b^4*p^2*r-2176*a^2*b^ 4*p^2*x-1088*a^2*b^4*p*q*x-32*a^2*b^4*p*r^2-4160*a^2*b^4*p*r*x-19872*a^2*b^4*p* x^2-1232*a^2*b^4*q*r*x-12000*a^2*b^4*q*x^2-616*a^2*b^4*r^2*x-2352*a^2*b^4*r*x^2 +8512*a^2*b^4*x^3-864*a^2*b^3*c^3*r-25728*a^2*b^3*c^3*x-624*a^2*b^3*c^2*g*r-\ 18752*a^2*b^3*c^2*g*x-1536*a^2*b^3*c^2*p*r-49536*a^2*b^3*c^2*p*x-288*a^2*b^3*c^ 2*q*r-16640*a^2*b^3*c^2*q*x-768*a^2*b^3*c^2*r^2-45040*a^2*b^3*c^2*r*x-185376*a^ 2*b^3*c^2*x^2-104*a^2*b^3*c*g^2*r-3232*a^2*b^3*c*g^2*x-768*a^2*b^3*c*g*p*r-\ 26336*a^2*b^3*c*g*p*x-112*a^2*b^3*c*g*q*r-7680*a^2*b^3*c*g*q*x-464*a^2*b^3*c*g* r^2-29784*a^2*b^3*c*g*r*x-140160*a^2*b^3*c*g*x^2-904*a^2*b^3*c*p^2*r-28704*a^2* b^3*c*p^2*x-416*a^2*b^3*c*p*q*r-23744*a^2*b^3*c*p*q*x-928*a^2*b^3*c*p*r^2-47824 *a^2*b^3*c*p*r*x-151296*a^2*b^3*c*p*x^2-2368*a^2*b^3*c*q^2*x-192*a^2*b^3*c*q*r^ 2-21072*a^2*b^3*c*q*r*x-115392*a^2*b^3*c*q*x^2-144*a^2*b^3*c*r^3-8184*a^2*b^3*c *r^2*x-4312*a^2*b^3*c*r*x^2+76576*a^2*b^3*c*x^3-64*a^2*b^3*g^2*p*r-2752*a^2*b^3 *g^2*p*x-4*a^2*b^3*g^2*q*r-592*a^2*b^3*g^2*q*x-64*a^2*b^3*g^2*r^2-4748*a^2*b^3* g^2*r*x-26040*a^2*b^3*g^2*x^2-240*a^2*b^3*g*p^2*r-8288*a^2*b^3*g*p^2*x-88*a^2*b ^3*g*p*q*r-5984*a^2*b^3*g*p*q*x-288*a^2*b^3*g*p*r^2-16404*a^2*b^3*g*p*r*x-59592 *a^2*b^3*g*p*x^2-480*a^2*b^3*g*q^2*x-64*a^2*b^3*g*q*r^2-6840*a^2*b^3*g*q*r*x-\ 42888*a^2*b^3*g*q*x^2-48*a^2*b^3*g*r^3-2920*a^2*b^3*g*r^2*x-3936*a^2*b^3*g*r*x^ 2+26848*a^2*b^3*g*x^3-176*a^2*b^3*p^3*r-5104*a^2*b^3*p^3*x-148*a^2*b^3*p^2*q*r-\ 7632*a^2*b^3*p^2*q*x-272*a^2*b^3*p^2*r^2-11704*a^2*b^3*p^2*r*x-27768*a^2*b^3*p^ 2*x^2-2016*a^2*b^3*p*q^2*x-128*a^2*b^3*p*q*r^2-12320*a^2*b^3*p*q*r*x-50784*a^2* b^3*p*q*x^2-96*a^2*b^3*p*r^3-4216*a^2*b^3*p*r^2*x+3992*a^2*b^3*p*r*x^2+32240*a^ 2*b^3*p*x^3-1788*a^2*b^3*q^2*r*x-15336*a^2*b^3*q^2*x^2-1068*a^2*b^3*q*r^2*x+ 3388*a^2*b^3*q*r*x^2+33264*a^2*b^3*q*x^3+632*a^2*b^3*r^3*x+17156*a^2*b^3*r^2*x^ 2+37116*a^2*b^3*r*x^3-2784*a^2*b^2*c^4*r-62336*a^2*b^2*c^4*x-3072*a^2*b^2*c^3*g *r-68992*a^2*b^2*c^3*g*x-6464*a^2*b^2*c^3*p*r-147712*a^2*b^2*c^3*p*x-1952*a^2*b ^2*c^3*q*r-64384*a^2*b^2*c^3*q*x-3584*a^2*b^2*c^3*r^2-126144*a^2*b^2*c^3*r*x-\ 368640*a^2*b^2*c^3*x^2-1072*a^2*b^2*c^2*g^2*r-24256*a^2*b^2*c^2*g^2*x-5608*a^2* b^2*c^2*g*p*r-129472*a^2*b^2*c^2*g*p*x-1520*a^2*b^2*c^2*g*q*r-53152*a^2*b^2*c^2 *g*q*x-3352*a^2*b^2*c^2*g*r^2-125840*a^2*b^2*c^2*g*r*x-413376*a^2*b^2*c^2*g*x^2 -5392*a^2*b^2*c^2*p^2*r-117568*a^2*b^2*c^2*p^2*x-3904*a^2*b^2*c^2*p*q*r-124480* a^2*b^2*c^2*p*q*x-5936*a^2*b^2*c^2*p*r^2-182304*a^2*b^2*c^2*p*r*x-408528*a^2*b^ 2*c^2*p*x^2-312*a^2*b^2*c^2*q^2*r-20320*a^2*b^2*c^2*q^2*x-2016*a^2*b^2*c^2*q*r^ 2-101840*a^2*b^2*c^2*q*r*x-366768*a^2*b^2*c^2*q*x^2-1224*a^2*b^2*c^2*r^3-31936* a^2*b^2*c^2*r^2*x+43968*a^2*b^2*c^2*r*x^2+249344*a^2*b^2*c^2*x^3-116*a^2*b^2*c* g^3*r-2672*a^2*b^2*c*g^3*x-1404*a^2*b^2*c*g^2*p*r-33376*a^2*b^2*c*g^2*p*x-300*a ^2*b^2*c*g^2*q*r-12160*a^2*b^2*c*g^2*q*x-972*a^2*b^2*c*g^2*r^2-40336*a^2*b^2*c* g^2*r*x-151968*a^2*b^2*c*g^2*x^2-3284*a^2*b^2*c*g*p^2*r-72240*a^2*b^2*c*g*p^2*x -2176*a^2*b^2*c*g*p*q*r-72800*a^2*b^2*c*g*p*q*x-3824*a^2*b^2*c*g*p*r^2-125176*a ^2*b^2*c*g*p*r*x-317592*a^2*b^2*c*g*p*x^2-136*a^2*b^2*c*g*q^2*r-10848*a^2*b^2*c *g*q^2*x-1272*a^2*b^2*c*g*q*r^2-67944*a^2*b^2*c*g*q*r*x-276552*a^2*b^2*c*g*q*x^ 2-808*a^2*b^2*c*g*r^3-23036*a^2*b^2*c*g*r^2*x+15924*a^2*b^2*c*g*r*x^2+174176*a^ 2*b^2*c*g*x^3-1892*a^2*b^2*c*p^3*r-37536*a^2*b^2*c*p^3*x-2468*a^2*b^2*c*p^2*q*r -71776*a^2*b^2*c*p^2*q*x-3124*a^2*b^2*c*p^2*r^2-79440*a^2*b^2*c*p^2*r*x-128880* a^2*b^2*c*p^2*x^2-524*a^2*b^2*c*p*q^2*r-29344*a^2*b^2*c*p*q^2*x-2448*a^2*b^2*c* p*q*r^2-106800*a^2*b^2*c*p*q*r*x-290880*a^2*b^2*c*p*q*x^2-1364*a^2*b^2*c*p*r^3-\ 27224*a^2*b^2*c*p*r^2*x+85216*a^2*b^2*c*p*r*x^2+206640*a^2*b^2*c*p*x^3-1872*a^2 *b^2*c*q^3*x-252*a^2*b^2*c*q^2*r^2-22836*a^2*b^2*c*q^2*r*x-108864*a^2*b^2*c*q^2 *x^2-360*a^2*b^2*c*q*r^3-13348*a^2*b^2*c*q*r^2*x+45716*a^2*b^2*c*q*r*x^2+206640 *a^2*b^2*c*q*x^3-108*a^2*b^2*c*r^4+4016*a^2*b^2*c*r^3*x+112176*a^2*b^2*c*r^2*x^ 2+199600*a^2*b^2*c*r*x^3-86*a^2*b^2*g^3*p*r-2272*a^2*b^2*g^3*p*x-8*a^2*b^2*g^3* q*r-616*a^2*b^2*g^3*q*x-86*a^2*b^2*g^3*r^2-4150*a^2*b^2*g^3*r*x-18216*a^2*b^2*g ^3*x^2-452*a^2*b^2*g^2*p^2*r-10176*a^2*b^2*g^2*p^2*x-240*a^2*b^2*g^2*p*q*r-9152 *a^2*b^2*g^2*p*q*x-576*a^2*b^2*g^2*p*r^2-20752*a^2*b^2*g^2*p*r*x-60336*a^2*b^2* g^2*p*x^2-8*a^2*b^2*g^2*q^2*r-1200*a^2*b^2*g^2*q^2*x-184*a^2*b^2*g^2*q*r^2-\ 10812*a^2*b^2*g^2*q*r*x-50976*a^2*b^2*g^2*q*x^2-124*a^2*b^2*g^2*r^3-3872*a^2*b^ 2*g^2*r^2*x+1524*a^2*b^2*g^2*r*x^2+31328*a^2*b^2*g^2*x^3-606*a^2*b^2*g*p^3*r-\ 12072*a^2*b^2*g*p^3*x-736*a^2*b^2*g*p^2*q*r-22248*a^2*b^2*g*p^2*q*x-1038*a^2*b^ 2*g*p^2*r^2-28014*a^2*b^2*g*p^2*r*x-52056*a^2*b^2*g*p^2*x^2-132*a^2*b^2*g*p*q^2 *r-8376*a^2*b^2*g*p*q^2*x-800*a^2*b^2*g*p*q*r^2-37340*a^2*b^2*g*p*q*r*x-116784* a^2*b^2*g*p*q*x^2-468*a^2*b^2*g*p*r^3-10558*a^2*b^2*g*p*r^2*x+21550*a^2*b^2*g*p *r*x^2+71800*a^2*b^2*g*p*x^3-432*a^2*b^2*g*q^3*x-84*a^2*b^2*g*q^2*r^2-7404*a^2* b^2*g*q^2*r*x-40176*a^2*b^2*g*q^2*x^2-120*a^2*b^2*g*q*r^3-4832*a^2*b^2*g*q*r^2* x+10196*a^2*b^2*g*q*r*x^2+71800*a^2*b^2*g*q*x^3-36*a^2*b^2*g*r^4+1336*a^2*b^2*g *r^3*x+39330*a^2*b^2*g*r^2*x^2+73324*a^2*b^2*g*r*x^3-232*a^2*b^2*p^4*r-3984*a^2 *b^2*p^4*x-488*a^2*b^2*p^3*q*r-12512*a^2*b^2*p^3*q*x-516*a^2*b^2*p^3*r^2-10012* a^2*b^2*p^3*r*x-9336*a^2*b^2*p^3*x^2-208*a^2*b^2*p^2*q^2*r-9424*a^2*b^2*p^2*q^2 *x-720*a^2*b^2*p^2*q*r^2-25768*a^2*b^2*p^2*q*r*x-51480*a^2*b^2*p^2*q*x^2-356*a^ 2*b^2*p^2*r^3-4588*a^2*b^2*p^2*r^2*x+30054*a^2*b^2*p^2*r*x^2+42224*a^2*b^2*p^2* x^3-1664*a^2*b^2*p*q^3*x-168*a^2*b^2*p*q^2*r^2-13192*a^2*b^2*p*q^2*r*x-46152*a^ 2*b^2*p*q^2*x^2-240*a^2*b^2*p*q*r^3-7284*a^2*b^2*p*q*r^2*x+28356*a^2*b^2*p*q*r* x^2+81376*a^2*b^2*p*q*x^3-72*a^2*b^2*p*r^4+1488*a^2*b^2*p*r^3*x+43668*a^2*b^2*p *r^2*x^2+63996*a^2*b^2*p*r*x^3-1228*a^2*b^2*q^3*r*x-9192*a^2*b^2*q^3*x^2-388*a^ 2*b^2*q^2*r^2*x+13278*a^2*b^2*q^2*r*x^2+42224*a^2*b^2*q^2*x^3+1692*a^2*b^2*q*r^ 3*x+35712*a^2*b^2*q*r^2*x^2+63996*a^2*b^2*q*r*x^3+480*a^2*b^2*r^4*x+4536*a^2*b^ 2*r^3*x^2-7848*a^2*b^2*r^2*x^3-3776*a^2*b*c^5*r-70272*a^2*b*c^5*x-5648*a^2*b*c^ 4*g*r-105024*a^2*b*c^4*g*x-10720*a^2*b*c^4*p*r-196416*a^2*b*c^4*p*x-4144*a^2*b* c^4*q*r-100544*a^2*b*c^4*q*x-6368*a^2*b*c^4*r^2-163040*a^2*b*c^4*r*x-359520*a^2 *b*c^4*x^2-3032*a^2*b*c^3*g^2*r-56288*a^2*b*c^3*g^2*x-13304*a^2*b*c^3*g*p*r-\ 242048*a^2*b*c^3*g*p*x-4848*a^2*b*c^3*g*q*r-120992*a^2*b*c^3*g*q*x-8184*a^2*b*c ^3*g*r^2-217912*a^2*b*c^3*g*r*x-529104*a^2*b*c^3*g*x^2-11288*a^2*b*c^3*p^2*r-\ 194944*a^2*b*c^3*p^2*x-10496*a^2*b*c^3*p*q*r-241088*a^2*b*c^3*p*q*x-13072*a^2*b *c^3*p*r^2-289664*a^2*b*c^3*p*r*x-483552*a^2*b*c^3*p*x^2-1416*a^2*b*c^3*q^2*r-\ 50624*a^2*b*c^3*q^2*x-5920*a^2*b*c^3*q*r^2-190704*a^2*b*c^3*q*r*x-490080*a^2*b* c^3*q*x^2-3064*a^2*b*c^3*r^3-50320*a^2*b*c^3*r^2*x+125776*a^2*b*c^3*r*x^2+ 343040*a^2*b*c^3*x^3-684*a^2*b*c^2*g^3*r-12656*a^2*b*c^2*g^3*x-5684*a^2*b*c^2*g ^2*p*r-102320*a^2*b*c^2*g^2*p*x-1848*a^2*b*c^2*g^2*q*r-48752*a^2*b*c^2*g^2*q*x-\ 3732*a^2*b*c^2*g^2*r^2-105168*a^2*b*c^2*g^2*r*x-286392*a^2*b*c^2*g^2*x^2-10828* a^2*b*c^2*g*p^2*r-184784*a^2*b*c^2*g*p^2*x-9704*a^2*b*c^2*g*p*q*r-226304*a^2*b* c^2*g*p*q*x-12856*a^2*b*c^2*g*p*r^2-296316*a^2*b*c^2*g*p*r*x-552816*a^2*b*c^2*g *p*x^2-1180*a^2*b*c^2*g*q^2*r-45536*a^2*b*c^2*g*q^2*x-5736*a^2*b*c^2*g*q*r^2-\ 193632*a^2*b*c^2*g*q*r*x-553152*a^2*b*c^2*g*q*x^2-3028*a^2*b*c^2*g*r^3-53668*a^ 2*b*c^2*g*r^2*x+104588*a^2*b*c^2*g*r*x^2+356048*a^2*b*c^2*g*x^3-5432*a^2*b*c^2* p^3*r-85904*a^2*b*c^2*p^3*x-9208*a^2*b*c^2*p^2*q*r-193152*a^2*b*c^2*p^2*q*x-\ 9368*a^2*b*c^2*p^2*r^2-171596*a^2*b*c^2*p^2*r*x-195456*a^2*b*c^2*p^2*x^2-3128*a ^2*b*c^2*p*q^2*r-98880*a^2*b*c^2*p*q^2*x-9984*a^2*b*c^2*p*q*r^2-275184*a^2*b*c^ 2*p*q*r*x-529752*a^2*b*c^2*p*q*x^2-4520*a^2*b*c^2*p*r^3-53940*a^2*b*c^2*p*r^2*x +257676*a^2*b*c^2*p*r*x^2+409600*a^2*b*c^2*p*x^3-144*a^2*b*c^2*q^3*r-10336*a^2* b*c^2*q^3*x-1656*a^2*b*c^2*q^2*r^2-73892*a^2*b*c^2*q^2*r*x-230352*a^2*b*c^2*q^2 *x^2-2016*a^2*b*c^2*q*r^3-38292*a^2*b*c^2*q*r^2*x+159908*a^2*b*c^2*q*r*x^2+ 425648*a^2*b*c^2*q*x^3-504*a^2*b*c^2*r^4+10152*a^2*b*c^2*r^3*x+236460*a^2*b*c^2 *r^2*x^2+347656*a^2*b*c^2*r*x^3-54*a^2*b*c*g^4*r-992*a^2*b*c*g^4*x-950*a^2*b*c* g^3*p*r-16848*a^2*b*c*g^3*p*x-240*a^2*b*c*g^3*q*r-7224*a^2*b*c*g^3*q*x-710*a^2* b*c*g^3*r^2-21730*a^2*b*c*g^3*r*x-67320*a^2*b*c*g^3*x^2-3264*a^2*b*c*g^2*p^2*r-\ 54456*a^2*b*c*g^2*p^2*x-2668*a^2*b*c*g^2*p*q*r-64400*a^2*b*c*g^2*p*q*x-4028*a^2 *b*c*g^2*p*r^2-97496*a^2*b*c*g^2*p*r*x-204948*a^2*b*c*g^2*p*x^2-266*a^2*b*c*g^2 *q^2*r-12128*a^2*b*c*g^2*q^2*x-1724*a^2*b*c*g^2*q*r^2-62704*a^2*b*c*g^2*q*r*x-\ 203820*a^2*b*c*g^2*q*x^2-950*a^2*b*c*g^2*r^3-17988*a^2*b*c*g^2*r^2*x+31342*a^2* b*c*g^2*r*x^2+125920*a^2*b*c*g^2*x^3-3534*a^2*b*c*g*p^3*r-54952*a^2*b*c*g*p^3*x -5928*a^2*b*c*g*p^2*q*r-125368*a^2*b*c*g*p^2*q*x-6206*a^2*b*c*g*p^2*r^2-117336* a^2*b*c*g*p^2*r*x-151812*a^2*b*c*g*p^2*x^2-1900*a^2*b*c*g*p*q^2*r-62280*a^2*b*c *g*p*q^2*x-6648*a^2*b*c*g*p*q*r^2-193436*a^2*b*c*g*p*q*r*x-423624*a^2*b*c*g*p*q *x^2-3028*a^2*b*c*g*p*r^3-39702*a^2*b*c*g*p*r^2*x+157758*a^2*b*c*g*p*r*x^2+ 285144*a^2*b*c*g*p*x^3-68*a^2*b*c*g*q^3*r-6000*a^2*b*c*g*q^3*x-1088*a^2*b*c*g*q ^2*r^2-49974*a^2*b*c*g*q^2*r*x-174048*a^2*b*c*g*q^2*x^2-1348*a^2*b*c*g*q*r^3-\ 28342*a^2*b*c*g*q*r^2*x+86488*a^2*b*c*g*q*r*x^2+294248*a^2*b*c*g*q*x^3-328*a^2* b*c*g*r^4+6942*a^2*b*c*g*r^3*x+166092*a^2*b*c*g*r^2*x^2+254320*a^2*b*c*g*r*x^3-\ 1162*a^2*b*c*p^4*r-16344*a^2*b*c*p^4*x-3300*a^2*b*c*p^3*q*r-61904*a^2*b*c*p^3*q *x-2696*a^2*b*c*p^3*r^2-37798*a^2*b*c*p^3*r*x-17496*a^2*b*c*p^3*x^2-2094*a^2*b* c*p^2*q^2*r-57152*a^2*b*c*p^2*q^2*x-5332*a^2*b*c*p^2*q*r^2-120836*a^2*b*c*p^2*q *r*x-163656*a^2*b*c*p^2*q*x^2-2022*a^2*b*c*p^2*r^3-13324*a^2*b*c*p^2*r^2*x+ 146448*a^2*b*c*p^2*r*x^2+155376*a^2*b*c*p^2*x^3-268*a^2*b*c*p*q^3*r-15136*a^2*b *c*p*q^3*x-2032*a^2*b*c*p*q^2*r^2-76750*a^2*b*c*p*q^2*r*x-175284*a^2*b*c*p*q^2* x^2-2276*a^2*b*c*p*q*r^3-34166*a^2*b*c*p*q*r^2*x+183864*a^2*b*c*p*q*r*x^2+ 331056*a^2*b*c*p*q*x^3-512*a^2*b*c*p*r^4+8954*a^2*b*c*p*r^3*x+173900*a^2*b*c*p* r^2*x^2+202964*a^2*b*c*p*r*x^3-688*a^2*b*c*q^4*x-132*a^2*b*c*q^3*r^2-10528*a^2* b*c*q^3*r*x-43056*a^2*b*c*q^3*x^2-288*a^2*b*c*q^2*r^3-6128*a^2*b*c*q^2*r^2*x+ 70218*a^2*b*c*q^2*r*x^2+170472*a^2*b*c*q^2*x^3-180*a^2*b*c*q*r^4+7262*a^2*b*c*q *r^3*x+157846*a^2*b*c*q*r^2*x^2+237250*a^2*b*c*q*r*x^3-24*a^2*b*c*r^5+2604*a^2* b*c*r^4*x+18888*a^2*b*c*r^3*x^2-31936*a^2*b*c*r^2*x^3-47*a^2*b*g^4*p*r-824*a^2* b*g^4*p*x-5*a^2*b*g^4*q*r-264*a^2*b*g^4*q*x-47*a^2*b*g^4*r^2-1622*a^2*b*g^4*r*x -5730*a^2*b*g^4*x^2-306*a^2*b*g^3*p^2*r-4920*a^2*b*g^3*p^2*x-198*a^2*b*g^3*p*q* r-5224*a^2*b*g^3*p*q*x-400*a^2*b*g^3*p*r^2-10336*a^2*b*g^3*p*r*x-24552*a^2*b*g^ 3*p*x^2-12*a^2*b*g^3*q^2*r-892*a^2*b*g^3*q^2*x-158*a^2*b*g^3*q*r^2-6456*a^2*b*g ^3*q*r*x-24504*a^2*b*g^3*q*x^2-94*a^2*b*g^3*r^3-1876*a^2*b*g^3*r^2*x+3806*a^2*b *g^3*r*x^2+15328*a^2*b*g^3*x^3-557*a^2*b*g^2*p^3*r-8336*a^2*b*g^2*p^3*x-874*a^2 *b*g^2*p^2*q*r-18828*a^2*b*g^2*p^2*q*x-997*a^2*b*g^2*p^2*r^2-19335*a^2*b*g^2*p^ 2*r*x-27978*a^2*b*g^2*p^2*x^2-248*a^2*b*g^2*p*q^2*r-8864*a^2*b*g^2*p*q^2*x-1038 *a^2*b*g^2*p*q*r^2-32714*a^2*b*g^2*p*q*r*x-82722*a^2*b*g^2*p*q*x^2-490*a^2*b*g^ 2*p*r^3-6955*a^2*b*g^2*p*r^2*x+24600*a^2*b*g^2*p*r*x^2+50168*a^2*b*g^2*p*x^3-5* a^2*b*g^2*q^3*r-764*a^2*b*g^2*q^3*x-164*a^2*b*g^2*q^2*r^2-7977*a^2*b*g^2*q^2*r* x-31848*a^2*b*g^2*q^2*x^2-209*a^2*b*g^2*q*r^3-4869*a^2*b*g^2*q*r^2*x+11259*a^2* b*g^2*q*r*x^2+50708*a^2*b*g^2*q*x^3-50*a^2*b*g^2*r^4+1178*a^2*b*g^2*r^3*x+28141 *a^2*b*g^2*r^2*x^2+43819*a^2*b*g^2*r*x^3-376*a^2*b*g*p^4*r-5112*a^2*b*g*p^4*x-\ 1094*a^2*b*g*p^3*q*r-20704*a^2*b*g*p^3*q*x-882*a^2*b*g*p^3*r^2-12247*a^2*b*g*p^ 3*r*x-5748*a^2*b*g*p^3*x^2-684*a^2*b*g*p^2*q^2*r-18908*a^2*b*g*p^2*q^2*x-1818*a ^2*b*g*p^2*q*r^2-43792*a^2*b*g*p^2*q*r*x-70020*a^2*b*g*p^2*q*x^2-670*a^2*b*g*p^ 2*r^3-4497*a^2*b*g*p^2*r^2*x+50820*a^2*b*g*p^2*r*x^2+56092*a^2*b*g*p^2*x^3-74*a ^2*b*g*p*q^3*r-4672*a^2*b*g*p*q^3*x-696*a^2*b*g*p*q^2*r^2-27459*a^2*b*g*p*q^2*r *x-72234*a^2*b*g*p*q^2*x^2-794*a^2*b*g*p*q*r^3-14031*a^2*b*g*p*q*r^2*x+49394*a^ 2*b*g*p*q*r*x^2+113248*a^2*b*g*p*q*x^3-172*a^2*b*g*p*r^4+2933*a^2*b*g*p*r^3*x+ 60768*a^2*b*g*p*r^2*x^2+73820*a^2*b*g*p*r*x^3-168*a^2*b*g*q^4*x-44*a^2*b*g*q^3* r^2-3414*a^2*b*g*q^3*r*x-15792*a^2*b*g*q^3*x^2-96*a^2*b*g*q^2*r^3-2192*a^2*b*g* q^2*r^2*x+21549*a^2*b*g*q^2*r*x^2+60552*a^2*b*g*q^2*x^3-60*a^2*b*g*q*r^4+2445*a ^2*b*g*q*r^3*x+56039*a^2*b*g*q*r^2*x^2+90295*a^2*b*g*q*r*x^3-8*a^2*b*g*r^5+841* a^2*b*g*r^4*x+6130*a^2*b*g*r^3*x^2-12284*a^2*b*g*r^2*x^3-82*a^2*b*p^5*r-984*a^2 *b*p^5*x-405*a^2*b*p^4*q*r-6660*a^2*b*p^4*q*x-246*a^2*b*p^4*r^2-2162*a^2*b*p^4* r*x+2124*a^2*b*p^4*x^2-424*a^2*b*p^3*q^2*r-9900*a^2*b*p^3*q^2*x-890*a^2*b*p^3*q *r^2-15810*a^2*b*p^3*q*r*x-12336*a^2*b*p^3*q*x^2-262*a^2*b*p^3*r^3-5*a^2*b*p^3* r^2*x+23046*a^2*b*p^3*r*x^2+17404*a^2*b*p^3*x^3-113*a^2*b*p^2*q^3*r-4860*a^2*b* p^2*q^3*x-604*a^2*b*p^2*q^2*r^2-18305*a^2*b*p^2*q^2*r*x-29160*a^2*b*p^2*q^2*x^2 -605*a^2*b*p^2*q*r^3-6275*a^2*b*p^2*q*r^2*x+49414*a^2*b*p^2*q*r*x^2+62356*a^2*b *p^2*q*x^3-114*a^2*b*p^2*r^4+2075*a^2*b*p^2*r^3*x+27704*a^2*b*p^2*r^2*x^2+20671 *a^2*b*p^2*r*x^3-636*a^2*b*p*q^4*x-88*a^2*b*p*q^3*r^2-6008*a^2*b*p*q^3*r*x-\ 17280*a^2*b*p*q^3*x^2-192*a^2*b*p*q^2*r^3-3558*a^2*b*p*q^2*r^2*x+35576*a^2*b*p* q^2*r*x^2+66308*a^2*b*p*q^2*x^3-120*a^2*b*p*q*r^4+2820*a^2*b*p*q*r^3*x+62562*a^ 2*b*p*q*r^2*x^2+79262*a^2*b*p*q*r*x^3-16*a^2*b*p*r^5+994*a^2*b*p*r^4*x+4516*a^2 *b*p*r^3*x^2-17382*a^2*b*p*r^2*x^3-403*a^2*b*q^4*r*x-2580*a^2*b*q^4*x^2+138*a^2 *b*q^3*r^2*x+9796*a^2*b*q^3*r*x^2+21356*a^2*b*q^3*x^3+1455*a^2*b*q^2*r^3*x+ 24334*a^2*b*q^2*r^2*x^2+34435*a^2*b*q^2*r*x^3+789*a^2*b*q*r^4*x+5712*a^2*b*q*r^ 3*x^2-13446*a^2*b*q*r^2*x^3+70*a^2*b*r^5*x-1300*a^2*b*r^4*x^2-7952*a^2*b*r^3*x^ 3-1792*a^2*c^6*r-29568*a^2*c^6*x-3424*a^2*c^5*g*r-56256*a^2*c^5*g*x-5936*a^2*c^ 5*p*r-94784*a^2*c^5*p*x-2720*a^2*c^5*q*r-54464*a^2*c^5*q*x-3696*a^2*c^5*r^2-\ 77632*a^2*c^5*r*x-137280*a^2*c^5*x^2-2520*a^2*c^4*g^2*r-41120*a^2*c^4*g^2*x-\ 9696*a^2*c^4*g*p*r-152640*a^2*c^4*g*p*x-4280*a^2*c^4*g*q*r-86944*a^2*c^4*g*q*x-\ 6128*a^2*c^4*g*r^2-131848*a^2*c^4*g*r*x-252144*a^2*c^4*g*x^2-7320*a^2*c^4*p^2*r -110528*a^2*c^4*p^2*x-8256*a^2*c^4*p*q*r-154496*a^2*c^4*p*q*x-8736*a^2*c^4*p*r^ 2-158256*a^2*c^4*p*r*x-205632*a^2*c^4*p*x^2-1472*a^2*c^4*q^2*r-38240*a^2*c^4*q^ 2*x-4960*a^2*c^4*q*r^2-120624*a^2*c^4*q*r*x-236496*a^2*c^4*q*x^2-2176*a^2*c^4*r ^3-25824*a^2*c^4*r^2*x+93616*a^2*c^4*r*x^2+172000*a^2*c^4*x^3-884*a^2*c^3*g^3*r -14256*a^2*c^3*g^3*x-5952*a^2*c^3*g^2*p*r-91536*a^2*c^3*g^2*p*x-2460*a^2*c^3*g^ 2*q*r-51216*a^2*c^3*g^2*q*x-3880*a^2*c^3*g^2*r^2-86072*a^2*c^3*g^2*r*x-180408*a ^2*c^3*g^2*x^2-9680*a^2*c^3*g*p^2*r-143664*a^2*c^3*g*p^2*x-10784*a^2*c^3*g*p*q* r-202144*a^2*c^3*g*p*q*x-11640*a^2*c^3*g*p*r^2-217496*a^2*c^3*g*p*r*x-314784*a^ 2*c^3*g*p*x^2-1812*a^2*c^3*g*q^2*r-48960*a^2*c^3*g*q^2*x-6600*a^2*c^3*g*q*r^2-\ 165784*a^2*c^3*g*q*r*x-355440*a^2*c^3*g*q*x^2-2868*a^2*c^3*g*r^3-36896*a^2*c^3* g*r^2*x+110208*a^2*c^3*g*r*x^2+233904*a^2*c^3*g*x^3-4220*a^2*c^3*p^3*r-59520*a^ 2*c^3*p^3*x-9044*a^2*c^3*p^2*q*r-155040*a^2*c^3*p^2*q*x-7396*a^2*c^3*p^2*r^2-\ 110760*a^2*c^3*p^2*r*x-85320*a^2*c^3*p^2*x^2-4012*a^2*c^3*p*q^2*r-92768*a^2*c^3 *p*q^2*x-10400*a^2*c^3*p*q*r^2-214336*a^2*c^3*p*q*r*x-305808*a^2*c^3*p*q*x^2-\ 3684*a^2*c^3*p*r^3-27272*a^2*c^3*p*r^2*x+225028*a^2*c^3*p*r*x^2+265520*a^2*c^3* p*x^3-328*a^2*c^3*q^3*r-12560*a^2*c^3*q^3*x-2300*a^2*c^3*q^2*r^2-68556*a^2*c^3* q^2*r*x-153000*a^2*c^3*q^2*x^2-2416*a^2*c^3*q*r^3-30172*a^2*c^3*q*r^2*x+153832* a^2*c^3*q*r*x^2+286704*a^2*c^3*q*x^3-444*a^2*c^3*r^4+10000*a^2*c^3*r^3*x+164880 *a^2*c^3*r^2*x^2+201816*a^2*c^3*r*x^3-146*a^2*c^2*g^4*r-2304*a^2*c^2*g^4*x-1684 *a^2*c^2*g^3*p*r-24880*a^2*c^2*g^3*p*x-614*a^2*c^2*g^3*q*r-13400*a^2*c^2*g^3*q* x-1168*a^2*c^2*g^3*r^2-26938*a^2*c^2*g^3*r*x-62532*a^2*c^2*g^3*x^2-4584*a^2*c^2 *g^2*p^2*r-65736*a^2*c^2*g^2*p^2*x-4908*a^2*c^2*g^2*p*q*r-92480*a^2*c^2*g^2*p*q *x-5604*a^2*c^2*g^2*p*r^2-107828*a^2*c^2*g^2*p*r*x-174156*a^2*c^2*g^2*p*x^2-746 *a^2*c^2*g^2*q^2*r-21648*a^2*c^2*g^2*q^2*x-3112*a^2*c^2*g^2*q*r^2-82024*a^2*c^2 *g^2*q*r*x-195996*a^2*c^2*g^2*q*x^2-1366*a^2*c^2*g^2*r^3-18728*a^2*c^2*g^2*r^2* x+49786*a^2*c^2*g^2*r*x^2+120320*a^2*c^2*g^2*x^3-4112*a^2*c^2*g*p^3*r-57104*a^2 *c^2*g*p^3*x-9070*a^2*c^2*g*p^2*q*r-155192*a^2*c^2*g*p^2*q*x-7212*a^2*c^2*g*p^2 *r^2-111588*a^2*c^2*g*p^2*r*x-100032*a^2*c^2*g*p^2*x^2-3928*a^2*c^2*g*p*q^2*r-\ 92096*a^2*c^2*g*p*q^2*x-10544*a^2*c^2*g*p*q*r^2-226760*a^2*c^2*g*p*q*r*x-366612 *a^2*c^2*g*p*q*x^2-3544*a^2*c^2*g*p*r^3-28854*a^2*c^2*g*p*r^2*x+213842*a^2*c^2* g*p*r*x^2+272136*a^2*c^2*g*p*x^3-288*a^2*c^2*g*q^3*r-11968*a^2*c^2*g*q^3*x-2316 *a^2*c^2*g*q^2*r^2-71042*a^2*c^2*g*q^2*r*x-174504*a^2*c^2*g*q^2*x^2-2424*a^2*c^ 2*g*q*r^3-33366*a^2*c^2*g*q*r^2*x+137538*a^2*c^2*g*q*r*x^2+296720*a^2*c^2*g*q*x ^3-396*a^2*c^2*g*r^4+10614*a^2*c^2*g*r^3*x+172250*a^2*c^2*g*r^2*x^2+218462*a^2* c^2*g*r*x^3-1138*a^2*c^2*p^4*r-14856*a^2*c^2*p^4*x-4484*a^2*c^2*p^3*q*r-69488*a ^2*c^2*p^3*q*x-2636*a^2*c^2*p^3*r^2-29562*a^2*c^2*p^3*r*x+3480*a^2*c^2*p^3*x^2-\ 3678*a^2*c^2*p^2*q^2*r-74880*a^2*c^2*p^2*q^2*x-7668*a^2*c^2*p^2*q*r^2-129292*a^ 2*c^2*p^2*q*r*x-118224*a^2*c^2*p^2*q*x^2-1978*a^2*c^2*p^2*r^3-2128*a^2*c^2*p^2* r^2*x+171826*a^2*c^2*p^2*r*x^2+143648*a^2*c^2*p^2*x^3-780*a^2*c^2*p*q^3*r-24800 *a^2*c^2*p*q^3*x-3960*a^2*c^2*p*q^2*r^2-98494*a^2*c^2*p*q^2*r*x-157116*a^2*c^2* p*q^2*x^2-3684*a^2*c^2*p*q*r^3-33466*a^2*c^2*p*q*r^2*x+246492*a^2*c^2*p*q*r*x^2 +327216*a^2*c^2*p*q*x^3-504*a^2*c^2*p*r^4+14394*a^2*c^2*p*r^3*x+173744*a^2*c^2* p*r^2*x^2+163904*a^2*c^2*p*r*x^3-24*a^2*c^2*q^4*r-1872*a^2*c^2*q^4*x-420*a^2*c^ 2*q^3*r^2-17124*a^2*c^2*q^3*r*x-45456*a^2*c^2*q^3*x^2-792*a^2*c^2*q^2*r^3-10092 *a^2*c^2*q^2*r^2*x+92284*a^2*c^2*q^2*r*x^2+171416*a^2*c^2*q^2*x^3-420*a^2*c^2*q *r^4+9010*a^2*c^2*q*r^3*x+170934*a^2*c^2*q*r^2*x^2+215902*a^2*c^2*q*r*x^3-24*a^ 2*c^2*r^5+3564*a^2*c^2*r^4*x+19920*a^2*c^2*r^3*x^2-28212*a^2*c^2*r^2*x^3-9*a^2* c*g^5*r-136*a^2*c*g^5*x-213*a^2*c*g^4*p*r-2928*a^2*c*g^4*p*x-59*a^2*c*g^4*q*r-\ 1440*a^2*c*g^4*q*x-167*a^2*c*g^4*r^2-4048*a^2*c*g^4*r*x-10398*a^2*c*g^4*x^2-921 *a^2*c*g^3*p^2*r-12376*a^2*c*g^3*p^2*x-890*a^2*c*g^3*p*q*r-17000*a^2*c*g^3*p*q* x-1160*a^2*c*g^3*p*r^2-22808*a^2*c*g^3*p*r*x-40818*a^2*c*g^3*p*x^2-112*a^2*c*g^ 3*q^2*r-3772*a^2*c*g^3*q^2*x-608*a^2*c*g^3*q*r^2-17232*a^2*c*g^3*q*r*x-46884*a^ 2*c*g^3*q*x^2-280*a^2*c*g^3*r^3-3936*a^2*c*g^3*r^2*x+11347*a^2*c*g^3*r*x^2+ 28408*a^2*c*g^3*x^3-1293*a^2*c*g^2*p^3*r-17176*a^2*c*g^2*p^3*x-2858*a^2*c*g^2*p ^2*q*r-48748*a^2*c*g^2*p^2*q*x-2277*a^2*c*g^2*p^2*r^2-35777*a^2*c*g^2*p^2*r*x-\ 36144*a^2*c*g^2*p^2*x^2-1176*a^2*c*g^2*p*q^2*r-28400*a^2*c*g^2*p*q^2*x-3390*a^2 *c*g^2*p*q*r^2-77226*a^2*c*g^2*p*q*r*x-143142*a^2*c*g^2*p*q*x^2-1102*a^2*c*g^2* p*r^3-9543*a^2*c*g^2*p*r^2*x+67973*a^2*c*g^2*p*r*x^2+92920*a^2*c*g^2*p*x^3-71*a ^2*c*g^2*q^3*r-3476*a^2*c*g^2*q^3*x-728*a^2*c*g^2*q^2*r^2-23407*a^2*c*g^2*q^2*r *x-64656*a^2*c*g^2*q^2*x^2-767*a^2*c*g^2*q*r^3-11687*a^2*c*g^2*q*r^2*x+39327*a^ 2*c*g^2*q*r*x^2+101212*a^2*c*g^2*q*x^3-110*a^2*c*g^2*r^4+3742*a^2*c*g^2*r^3*x+ 58245*a^2*c*g^2*r^2*x^2+74747*a^2*c*g^2*r*x^3-666*a^2*c*g*p^4*r-8592*a^2*c*g*p^ 4*x-3006*a^2*c*g*p^3*q*r-46648*a^2*c*g*p^3*q*x-1522*a^2*c*g*p^3*r^2-16653*a^2*c *g*p^3*r*x+5268*a^2*c*g*p^3*x^2-2508*a^2*c*g*p^2*q^2*r-51132*a^2*c*g*p^2*q^2*x-\ 5192*a^2*c*g*p^2*q*r^2-92026*a^2*c*g*p^2*q*r*x-101052*a^2*c*g*p^2*q*x^2-1108*a^ 2*c*g*p^2*r^3+965*a^2*c*g*p^2*r^2*x+119298*a^2*c*g*p^2*r*x^2+100452*a^2*c*g*p^2 *x^3-502*a^2*c*g*p*q^3*r-16472*a^2*c*g*p*q^3*x-2744*a^2*c*g*p*q^2*r^2-70959*a^2 *c*g*p*q^2*r*x-129810*a^2*c*g*p*q^2*x^2-2502*a^2*c*g*p*q*r^3-26455*a^2*c*g*p*q* r^2*x+150150*a^2*c*g*p*q*r*x^2+225680*a^2*c*g*p*q*x^3-260*a^2*c*g*p*r^4+10389*a ^2*c*g*p*r^3*x+119522*a^2*c*g*p*r^2*x^2+114664*a^2*c*g*p*r*x^3-12*a^2*c*g*q^4*r -1144*a^2*c*g*q^4*x-284*a^2*c*g*q^3*r^2-11728*a^2*c*g*q^3*r*x-34428*a^2*c*g*q^3 *x^2-540*a^2*c*g*q^2*r^3-7546*a^2*c*g*q^2*r^2*x+57875*a^2*c*g*q^2*r*x^2+121080* a^2*c*g*q^2*x^3-276*a^2*c*g*q*r^4+6051*a^2*c*g*q*r^3*x+121213*a^2*c*g*q*r^2*x^2 +163197*a^2*c*g*q*r*x^3-8*a^2*c*g*r^5+2359*a^2*c*g*r^4*x+12664*a^2*c*g*r^3*x^2-\ 22158*a^2*c*g*r^2*x^3-114*a^2*c*p^5*r-1368*a^2*c*p^5*x-1007*a^2*c*p^4*q*r-13884 *a^2*c*p^4*q*x-330*a^2*c*p^4*r^2-1588*a^2*c*p^4*r*x+7836*a^2*c*p^4*x^2-1360*a^2 *c*p^3*q^2*r-24220*a^2*c*p^3*q^2*x-2334*a^2*c*p^3*q*r^2-30780*a^2*c*p^3*q*r*x-\ 10932*a^2*c*p^3*q*x^2-334*a^2*c*p^3*r^3+4007*a^2*c*p^3*r^2*x+48434*a^2*c*p^3*r* x^2+29772*a^2*c*p^3*x^3-543*a^2*c*p^2*q^3*r-14388*a^2*c*p^2*q^3*x-2168*a^2*c*p^ 2*q^2*r^2-43443*a^2*c*p^2*q^2*r*x-45156*a^2*c*p^2*q^2*x^2-1759*a^2*c*p^2*q*r^3-\ 9717*a^2*c*p^2*q*r^2*x+118818*a^2*c*p^2*q*r*x^2+117492*a^2*c*p^2*q*x^3-134*a^2* c*p^2*r^4+6601*a^2*c*p^2*r^3*x+51010*a^2*c*p^2*r^2*x^2+27159*a^2*c*p^2*r*x^3-48 *a^2*c*p*q^4*r-2780*a^2*c*p*q^4*x-520*a^2*c*p*q^3*r^2-17618*a^2*c*p*q^3*r*x-\ 32388*a^2*c*p*q^3*x^2-912*a^2*c*p*q^2*r^3-9184*a^2*c*p*q^2*r^2*x+92026*a^2*c*p* q^2*r*x^2+130836*a^2*c*p*q^2*x^3-456*a^2*c*p*q*r^4+7494*a^2*c*p*q*r^3*x+127628* a^2*c*p*q*r^2*x^2+131260*a^2*c*p*q*r*x^3-16*a^2*c*p*r^5+2560*a^2*c*p*r^4*x+6910 *a^2*c*p*r^3*x^2-33924*a^2*c*p*r^2*x^3-96*a^2*c*q^5*x-24*a^2*c*q^4*r^2-1751*a^2 *c*q^4*r*x-6000*a^2*c*q^4*x^2-72*a^2*c*q^3*r^3-658*a^2*c*q^3*r^2*x+23822*a^2*c* q^3*r*x^2+43116*a^2*c*q^3*x^3-72*a^2*c*q^2*r^4+3259*a^2*c*q^2*r^3*x+54960*a^2*c *q^2*r^2*x^2+67007*a^2*c*q^2*r*x^3-24*a^2*c*q*r^5+2073*a^2*c*q*r^4*x+12510*a^2* c*q*r^3*x^2-25956*a^2*c*q*r^2*x^3+154*a^2*c*r^5*x-3004*a^2*c*r^4*x^2-14912*a^2* c*r^3*x^3-9*a^2*g^5*p*r-108*a^2*g^5*p*x-a^2*g^5*q*r-40*a^2*g^5*q*x-9*a^2*g^5*r^ 2-234*a^2*g^5*r*x-648*a^2*g^5*x^2-67*a^2*g^4*p^2*r-804*a^2*g^4*p^2*x-50*a^2*g^4 *p*q*r-992*a^2*g^4*p*q*x-88*a^2*g^4*p*r^2-1743*a^2*g^4*p*r*x-3366*a^2*g^4*p*x^2 -4*a^2*g^4*q^2*r-204*a^2*g^4*q^2*x-41*a^2*g^4*q*r^2-1294*a^2*g^4*q*r*x-4092*a^2 *g^4*q*x^2-21*a^2*g^4*r^3-284*a^2*g^4*r^2*x+1152*a^2*g^4*r*x^2+2612*a^2*g^4*x^3 -135*a^2*g^3*p^3*r-1620*a^2*g^3*p^3*x-277*a^2*g^3*p^2*q*r-4704*a^2*g^3*p^2*q*x-\ 239*a^2*g^3*p^2*r^2-3637*a^2*g^3*p^2*r*x-3810*a^2*g^3*p^2*x^2-102*a^2*g^3*p*q^2 *r-2632*a^2*g^3*p*q^2*x-342*a^2*g^3*p*q*r^2-8446*a^2*g^3*p*q*r*x-18162*a^2*g^3* p*q*x^2-114*a^2*g^3*p*r^3-973*a^2*g^3*p*r^2*x+7660*a^2*g^3*p*r*x^2+10844*a^2*g^ 3*p*x^3-4*a^2*g^3*q^3*r-296*a^2*g^3*q^3*x-70*a^2*g^3*q^2*r^2-2431*a^2*g^3*q^2*r *x-7764*a^2*g^3*q^2*x^2-76*a^2*g^3*q*r^3-1287*a^2*g^3*q*r^2*x+3717*a^2*g^3*q*r* x^2+11492*a^2*g^3*q*x^3-10*a^2*g^3*r^4+426*a^2*g^3*r^3*x+6285*a^2*g^3*r^2*x^2+ 7818*a^2*g^3*r*x^3-93*a^2*g^2*p^4*r-1116*a^2*g^2*p^4*x-478*a^2*g^2*p^3*q*r-7416 *a^2*g^2*p^3*q*x-206*a^2*g^2*p^3*r^2-1947*a^2*g^2*p^3*r*x+1998*a^2*g^2*p^3*x^2-\ 401*a^2*g^2*p^2*q^2*r-8224*a^2*g^2*p^2*q^2*x-839*a^2*g^2*p^2*q*r^2-15863*a^2*g^ 2*p^2*q*r*x-20898*a^2*g^2*p^2*q*x^2-141*a^2*g^2*p^2*r^3+821*a^2*g^2*p^2*r^2*x+ 21293*a^2*g^2*p^2*r*x^2+17712*a^2*g^2*p^2*x^3-72*a^2*g^2*p*q^3*r-2536*a^2*g^2*p *q^3*x-450*a^2*g^2*p*q^2*r^2-12314*a^2*g^2*p*q^2*r*x-26184*a^2*g^2*p*q^2*x^2-\ 406*a^2*g^2*p*q*r^3-5079*a^2*g^2*p*q*r^2*x+21052*a^2*g^2*p*q*r*x^2+37832*a^2*g^ 2*p*q*x^3-28*a^2*g^2*p*r^4+1878*a^2*g^2*p*r^3*x+19759*a^2*g^2*p*r^2*x^2+18270*a ^2*g^2*p*r*x^3-a^2*g^2*q^4*r-156*a^2*g^2*q^4*x-44*a^2*g^2*q^3*r^2-1879*a^2*g^2* q^3*r*x-6246*a^2*g^2*q^3*x^2-85*a^2*g^2*q^2*r^3-1283*a^2*g^2*q^2*r^2*x+8866*a^2 *g^2*q^2*r*x^2+21084*a^2*g^2*q^2*x^3-42*a^2*g^2*q*r^4+998*a^2*g^2*q*r^3*x+20793 *a^2*g^2*q*r^2*x^2+29537*a^2*g^2*q*r*x^3+368*a^2*g^2*r^4*x+1713*a^2*g^2*r^3*x^2 -4698*a^2*g^2*r^2*x^3-16*a^2*g*p^5*r-192*a^2*g*p^5*x-328*a^2*g*p^4*q*r-4536*a^2 *g*p^4*q*x-42*a^2*g*p^4*r^2+459*a^2*g*p^4*r*x+4026*a^2*g*p^4*x^2-476*a^2*g*p^3* q^2*r-8464*a^2*g*p^3*q^2*x-772*a^2*g*p^3*q*r^2-10601*a^2*g*p^3*q*r*x-5010*a^2*g *p^3*q*x^2-36*a^2*g*p^3*r^3+2426*a^2*g*p^3*r^2*x+18236*a^2*g*p^3*r*x^2+10560*a^ 2*g*p^3*x^3-188*a^2*g*p^2*q^3*r-5000*a^2*g*p^2*q^3*x-770*a^2*g*p^2*q^2*r^2-\ 16161*a^2*g*p^2*q^2*r*x-20598*a^2*g*p^2*q^2*x^2-592*a^2*g*p^2*q*r^3-3890*a^2*g* p^2*q*r^2*x+38692*a^2*g*p^2*q*r*x^2+41092*a^2*g*p^2*q*x^3-10*a^2*g*p^2*r^4+2533 *a^2*g*p^2*r^3*x+16453*a^2*g*p^2*r^2*x^2+6637*a^2*g*p^2*r*x^3-14*a^2*g*p*q^4*r-\ 904*a^2*g*p*q^4*x-184*a^2*g*p*q^3*r^2-6429*a^2*g*p*q^3*r*x-13746*a^2*g*p*q^3*x^ 2-326*a^2*g*p*q^2*r^3-3951*a^2*g*p*q^2*r^2*x+28183*a^2*g*p*q^2*r*x^2+46176*a^2* g*p*q^2*x^3-156*a^2*g*p*q*r^4+2333*a^2*g*p*q*r^3*x+45369*a^2*g*p*q*r^2*x^2+ 50855*a^2*g*p*q*r*x^3+793*a^2*g*p*r^4*x+1250*a^2*g*p*r^3*x^2-13977*a^2*g*p*r^2* x^3-24*a^2*g*q^5*x-8*a^2*g*q^4*r^2-568*a^2*g*q^4*r*x-2184*a^2*g*q^4*x^2-24*a^2* g*q^3*r^3-216*a^2*g*q^3*r^2*x+8003*a^2*g*q^3*r*x^2+15644*a^2*g*q^3*x^3-24*a^2*g *q^2*r^4+1136*a^2*g*q^2*r^3*x+19873*a^2*g*q^2*r^2*x^2+26339*a^2*g*q^2*r*x^3-8*a ^2*g*q*r^5+685*a^2*g*q*r^4*x+4613*a^2*g*q*r^3*x^2-8337*a^2*g*q*r^2*x^3+28*a^2*g *r^5*x-1074*a^2*g*r^4*x^2-4732*a^2*g*r^3*x^3-82*a^2*p^5*q*r-984*a^2*p^5*q*x+246 *a^2*p^5*r*x+984*a^2*p^5*x^2-173*a^2*p^4*q^2*r-2676*a^2*p^4*q^2*x-246*a^2*p^4*q *r^2-2398*a^2*p^4*q*r*x+762*a^2*p^4*q*x^2+786*a^2*p^4*r^2*x+3909*a^2*p^4*r*x^2+ 1600*a^2*p^4*x^3-112*a^2*p^3*q^3*r-2492*a^2*p^3*q^3*x-374*a^2*p^3*q^2*r^2-5866* a^2*p^3*q^2*r*x-3096*a^2*p^3*q^2*x^2-262*a^2*p^3*q*r^3-627*a^2*p^3*q*r^2*x+ 16462*a^2*p^3*q*r*x^2+12500*a^2*p^3*q*x^3+880*a^2*p^3*r^3*x+3122*a^2*p^3*r^2*x^ 2-1763*a^2*p^3*r*x^3-21*a^2*p^2*q^4*r-892*a^2*p^2*q^4*x-156*a^2*p^2*q^3*r^2-\ 4157*a^2*p^2*q^3*r*x-4812*a^2*p^2*q^3*x^2-249*a^2*p^2*q^2*r^3-1716*a^2*p^2*q^2* r^2*x+21892*a^2*p^2*q^2*r*x^2+23948*a^2*p^2*q^2*x^3-114*a^2*p^2*q*r^4+1569*a^2* p^2*q*r^3*x+21452*a^2*p^2*q*r^2*x^2+15754*a^2*p^2*q*r*x^3+396*a^2*p^2*r^4*x-618 *a^2*p^2*r^3*x^2-7953*a^2*p^2*r^2*x^3-92*a^2*p*q^5*x-16*a^2*p*q^4*r^2-986*a^2*p *q^4*r*x-2208*a^2*p*q^4*x^2-48*a^2*p*q^3*r^3-434*a^2*p*q^3*r^2*x+11488*a^2*p*q^ 3*r*x^2+16796*a^2*p*q^3*x^3-48*a^2*p*q^2*r^4+1374*a^2*p*q^2*r^3*x+22242*a^2*p*q ^2*r^2*x^2+23033*a^2*p*q^2*r*x^3-16*a^2*p*q*r^5+874*a^2*p*q*r^4*x+4129*a^2*p*q* r^3*x^2-10632*a^2*p*q*r^2*x^3+56*a^2*p*r^5*x-836*a^2*p*r^4*x^2-2784*a^2*p*r^3*x ^3-51*a^2*q^5*r*x-270*a^2*q^5*x^2+71*a^2*q^4*r^2*x+2149*a^2*q^4*r*x^2+3748*a^2* q^4*x^3+391*a^2*q^3*r^3*x+5308*a^2*q^3*r^2*x^2+5516*a^2*q^3*r*x^3+312*a^2*q^2*r ^4*x+1389*a^2*q^2*r^3*x^2-6615*a^2*q^2*r^2*x^3+70*a^2*q*r^5*x-958*a^2*q*r^4*x^2 -5720*a^2*q*r^3*x^3-50*a^2*r^5*x^2+440*a^2*r^4*x^3-480*a*b^6*x^2-640*a*b^5*c^2* x-192*a*b^5*c*g*x-960*a*b^5*c*p*x-720*a*b^5*c*r*x-10848*a*b^5*c*x^2-160*a*b^5*g *p*x-224*a*b^5*g*r*x-3840*a*b^5*g*x^2-320*a*b^5*p^2*x-520*a*b^5*p*r*x-5424*a*b^ 5*p*x^2-2064*a*b^5*q*x^2+24*a*b^5*r^2*x-48*a*b^5*r*x^2+3712*a*b^5*x^3-96*a*b^4* c^3*r-6400*a*b^4*c^3*x-64*a*b^4*c^2*g*r-4480*a*b^4*c^2*g*x-176*a*b^4*c^2*p*r-\ 13120*a*b^4*c^2*p*x-2368*a*b^4*c^2*q*x-48*a*b^4*c^2*r^2-9552*a*b^4*c^2*r*x-\ 69888*a*b^4*c^2*x^2-8*a*b^4*c*g^2*r-704*a*b^4*c*g^2*x-80*a*b^4*c*g*p*r-6624*a*b ^4*c*g*p*x-896*a*b^4*c*g*q*x-32*a*b^4*c*g*r^2-6032*a*b^4*c*g*r*x-51072*a*b^4*c* g*x^2-104*a*b^4*c*p^2*r-8128*a*b^4*c*p^2*x-3840*a*b^4*c*p*q*x-64*a*b^4*c*p*r^2-\ 11768*a*b^4*c*p*r*x-63216*a*b^4*c*p*x^2-2704*a*b^4*c*q*r*x-36912*a*b^4*c*q*x^2-\ 1160*a*b^4*c*r^2*x-4400*a*b^4*c*r*x^2+35872*a*b^4*c*x^3-4*a*b^4*g^2*p*r-608*a*b ^4*g^2*p*x-48*a*b^4*g^2*q*x-4*a*b^4*g^2*r^2-884*a*b^4*g^2*r*x-9120*a*b^4*g^2*x^ 2-24*a*b^4*g*p^2*r-2192*a*b^4*g*p^2*x-800*a*b^4*g*p*q*x-24*a*b^4*g*p*r^2-3924*a *b^4*g*p*r*x-24120*a*b^4*g*p*x^2-776*a*b^4*g*q*r*x-12408*a*b^4*g*q*x^2-344*a*b^ 4*g*r^2*x-1360*a*b^4*g*r*x^2+13216*a*b^4*g*x^3-20*a*b^4*p^3*r-1584*a*b^4*p^3*x-\ 1392*a*b^4*p^2*q*x-20*a*b^4*p^2*r^2-3356*a*b^4*p^2*r*x-13560*a*b^4*p^2*x^2-1944 *a*b^4*p*q*r*x-18000*a*b^4*p*q*x^2-780*a*b^4*p*r^2*x-904*a*b^4*p*r*x^2+14576*a* b^4*p*x^3-3480*a*b^4*q^2*x^2+232*a*b^4*q*r^2*x+2732*a*b^4*q*r*x^2+16112*a*b^4*q *x^3+264*a*b^4*r^3*x+5608*a*b^4*r^2*x^2+14532*a*b^4*r*x^3-672*a*b^3*c^4*r-24576 *a*b^3*c^4*x-720*a*b^3*c^3*g*r-26816*a*b^3*c^3*g*x-1600*a*b^3*c^3*p*r-61824*a*b ^3*c^3*p*x-256*a*b^3*c^3*q*r-18816*a*b^3*c^3*q*x-640*a*b^3*c^3*r^2-44336*a*b^3* c^3*r*x-202944*a*b^3*c^3*x^2-232*a*b^3*c^2*g^2*r-9120*a*b^3*c^2*g^2*x-1344*a*b^ 3*c^2*g*p*r-53472*a*b^3*c^2*g*p*x-176*a*b^3*c^2*g*q*r-14528*a*b^3*c^2*g*q*x-592 *a*b^3*c^2*g*r^2-43224*a*b^3*c^2*g*r*x-224304*a*b^3*c^2*g*x^2-1400*a*b^3*c^2*p^ 2*r-52800*a*b^3*c^2*p^2*x-544*a*b^3*c^2*p*q*r-40128*a*b^3*c^2*p*q*x-1184*a*b^3* c^2*p*r^2-72928*a*b^3*c^2*p*r*x-249600*a*b^3*c^2*p*x^2-3360*a*b^3*c^2*q^2*x-192 *a*b^3*c^2*q*r^2-27776*a*b^3*c^2*q*r*x-184608*a*b^3*c^2*q*x^2-144*a*b^3*c^2*r^3 -9344*a*b^3*c^2*r^2*x+6432*a*b^3*c^2*r*x^2+159264*a*b^3*c^2*x^3-20*a*b^3*c*g^3* r-928*a*b^3*c*g^3*x-304*a*b^3*c*g^2*p*r-13312*a*b^3*c*g^2*p*x-24*a*b^3*c*g^2*q* r-2912*a*b^3*c*g^2*q*x-160*a*b^3*c*g^2*r^2-13220*a*b^3*c*g^2*r*x-81000*a*b^3*c* g^2*x^2-820*a*b^3*c*g*p^2*r-32064*a*b^3*c*g*p^2*x-272*a*b^3*c*g*p*q*r-22144*a*b ^3*c*g*p*q*x-768*a*b^3*c*g*p*r^2-49848*a*b^3*c*g*p*r*x-192960*a*b^3*c*g*p*x^2-\ 1456*a*b^3*c*g*q^2*x-128*a*b^3*c*g*q*r^2-17400*a*b^3*c*g*q*r*x-131904*a*b^3*c*g *q*x^2-96*a*b^3*c*g*r^3-6516*a*b^3*c*g*r^2*x-1732*a*b^3*c*g*r*x^2+111152*a*b^3* c*g*x^3-536*a*b^3*c*p^3*r-18560*a*b^3*c*p^3*x-376*a*b^3*c*p^2*q*r-25568*a*b^3*c *p^2*q*x-704*a*b^3*c*p^2*r^2-36764*a*b^3*c*p^2*r*x-93432*a*b^3*c*p^2*x^2-5776*a *b^3*c*p*q^2*x-256*a*b^3*c*p*q*r^2-33848*a*b^3*c*p*q*r*x-161640*a*b^3*c*p*q*x^2 -192*a*b^3*c*p*r^3-9892*a*b^3*c*p*r^2*x+28724*a*b^3*c*p*r*x^2+135664*a*b^3*c*p* x^3-3836*a*b^3*c*q^2*r*x-47616*a*b^3*c*q^2*x^2-1444*a*b^3*c*q*r^2*x+17840*a*b^3 *c*q*r*x^2+129488*a*b^3*c*q*x^3+2080*a*b^3*c*r^3*x+54484*a*b^3*c*r^2*x^2+122968 *a*b^3*c*r*x^3-12*a*b^3*g^3*p*r-808*a*b^3*g^3*p*x-112*a*b^3*g^3*q*x-12*a*b^3*g^ 3*r^2-1244*a*b^3*g^3*r*x-9456*a*b^3*g^3*x^2-100*a*b^3*g^2*p^2*r-4352*a*b^3*g^2* p^2*x-20*a*b^3*g^2*p*q*r-2496*a*b^3*g^2*p*q*x-112*a*b^3*g^2*p*r^2-8136*a*b^3*g^ 2*p*r*x-36552*a*b^3*g^2*p*x^2-112*a*b^3*g^2*q^2*x-16*a*b^3*g^2*q*r^2-2456*a*b^3 *g^2*q*r*x-22752*a*b^3*g^2*q*x^2-12*a*b^3*g^2*r^3-926*a*b^3*g^2*r^2*x-212*a*b^3 *g^2*r*x^2+20144*a*b^3*g^2*x^3-164*a*b^3*g*p^3*r-5936*a*b^3*g*p^3*x-104*a*b^3*g *p^2*q*r-7488*a*b^3*g*p^2*q*x-236*a*b^3*g*p^2*r^2-13100*a*b^3*g*p^2*r*x-38160*a *b^3*g*p^2*x^2-1352*a*b^3*g*p*q^2*x-96*a*b^3*g*p*q*r^2-11376*a*b^3*g*p*q*r*x-\ 61740*a*b^3*g*p*q*x^2-72*a*b^3*g*p*r^3-3974*a*b^3*g*p*r^2*x+4054*a*b^3*g*p*r*x^ 2+45848*a*b^3*g*p*x^3-1020*a*b^3*g*q^2*r*x-15204*a*b^3*g*q^2*x^2-328*a*b^3*g*q* r^2*x+6662*a*b^3*g*q*r*x^2+46760*a*b^3*g*q*x^3+702*a*b^3*g*r^3*x+18860*a*b^3*g* r^2*x^2+44056*a*b^3*g*r*x^3-76*a*b^3*p^4*r-2272*a*b^3*p^4*x-84*a*b^3*p^3*q*r-\ 5024*a*b^3*p^3*q*x-136*a*b^3*p^3*r^2-5670*a*b^3*p^3*r*x-9948*a*b^3*p^3*x^2-2240 *a*b^3*p^2*q^2*x-80*a*b^3*p^2*q*r^2-9536*a*b^3*p^2*q*r*x-33228*a*b^3*p^2*q*x^2-\ 60*a*b^3*p^2*r^3-2290*a*b^3*p^2*r^2*x+12254*a*b^3*p^2*r*x^2+28896*a*b^3*p^2*x^3 -2770*a*b^3*p*q^2*r*x-22788*a*b^3*p*q^2*x^2-1310*a*b^3*p*q*r^2*x+10146*a*b^3*p* q*r*x^2+51616*a*b^3*p*q*x^3+914*a*b^3*p*r^3*x+23990*a*b^3*p*r^2*x^2+46128*a*b^3 *p*r*x^3-2964*a*b^3*q^3*x^2+506*a*b^3*q^2*r^2*x+7116*a*b^3*q^2*r*x^2+24768*a*b^ 3*q^2*x^3+782*a*b^3*q*r^3*x+14654*a*b^3*q*r^2*x^2+30024*a*b^3*q*r*x^3+132*a*b^3 *r^4*x+1396*a*b^3*r^3*x^2-6544*a*b^3*r^2*x^3-1792*a*b^2*c^5*r-46464*a*b^2*c^5*x -2624*a*b^2*c^4*g*r-68736*a*b^2*c^4*g*x-5200*a*b^2*c^4*p*r-137024*a*b^2*c^4*p*x -1376*a*b^2*c^4*q*r-54336*a*b^2*c^4*q*x-2512*a*b^2*c^4*r^2-98576*a*b^2*c^4*r*x-\ 310368*a*b^2*c^4*x^2-1352*a*b^2*c^3*g^2*r-36128*a*b^2*c^3*g^2*x-6344*a*b^2*c^3* g*p*r-168320*a*b^2*c^3*g*p*x-1520*a*b^2*c^3*g*q*r-63392*a*b^2*c^3*g*q*x-3176*a* b^2*c^3*g*r^2-129808*a*b^2*c^3*g*r*x-452880*a*b^2*c^3*g*x^2-5800*a*b^2*c^3*p^2* r-146048*a*b^2*c^3*p^2*x-3648*a*b^2*c^3*p*q*r-140864*a*b^2*c^3*p*q*x-5680*a*b^2 *c^3*p*r^2-197600*a*b^2*c^3*p*r*x-467424*a*b^2*c^3*p*x^2-248*a*b^2*c^3*q^2*r-\ 20032*a*b^2*c^3*q^2*x-1632*a*b^2*c^3*q*r^2-97488*a*b^2*c^3*q*r*x-401760*a*b^2*c ^3*q*x^2-1000*a*b^2*c^3*r^3-27376*a*b^2*c^3*r^2*x+77360*a*b^2*c^3*r*x^2+343040* a*b^2*c^3*x^3-280*a*b^2*c^2*g^3*r-7808*a*b^2*c^2*g^3*x-2600*a*b^2*c^2*g^2*p*r-\ 70352*a*b^2*c^2*g^2*p*x-512*a*b^2*c^2*g^2*q*r-24128*a*b^2*c^2*g^2*q*x-1384*a*b^ 2*c^2*g^2*r^2-60820*a*b^2*c^2*g^2*r*x-242616*a*b^2*c^2*g^2*x^2-5520*a*b^2*c^2*g *p^2*r-139376*a*b^2*c^2*g*p^2*x-3224*a*b^2*c^2*g*p*q*r-129440*a*b^2*c^2*g*p*q*x -5608*a*b^2*c^2*g*p*r^2-203252*a*b^2*c^2*g*p*r*x-535632*a*b^2*c^2*g*p*x^2-176*a *b^2*c^2*g*q^2*r-16640*a*b^2*c^2*g*q^2*x-1560*a*b^2*c^2*g*q*r^2-95800*a*b^2*c^2 *g*q*r*x-439968*a*b^2*c^2*g*q*x^2-992*a*b^2*c^2*g*r^3-29096*a*b^2*c^2*g*r^2*x+ 59200*a*b^2*c^2*g*r*x^2+356048*a*b^2*c^2*g*x^3-3088*a*b^2*c^2*p^3*r-71296*a*b^2 *c^2*p^3*x-3464*a*b^2*c^2*p^2*q*r-122880*a*b^2*c^2*p^2*q*x-4600*a*b^2*c^2*p^2*r ^2-135800*a*b^2*c^2*p^2*r*x-232992*a*b^2*c^2*p^2*x^2-604*a*b^2*c^2*p*q^2*r-\ 44208*a*b^2*c^2*p*q^2*x-3024*a*b^2*c^2*p*q*r^2-159336*a*b^2*c^2*p*q*r*x-480744* a*b^2*c^2*p*q*x^2-1732*a*b^2*c^2*p*r^3-37384*a*b^2*c^2*p*r^2*x+179632*a*b^2*c^2 *p*r*x^2+425648*a*b^2*c^2*p*x^3-2288*a*b^2*c^2*q^3*x-252*a*b^2*c^2*q^2*r^2-\ 29220*a*b^2*c^2*q^2*r*x-174720*a*b^2*c^2*q^2*x^2-360*a*b^2*c^2*q*r^3-13764*a*b^ 2*c^2*q*r^2*x+100212*a*b^2*c^2*q*r*x^2+409600*a*b^2*c^2*q*x^3-108*a*b^2*c^2*r^4 +7296*a*b^2*c^2*r^3*x+187692*a*b^2*c^2*r^2*x^2+347656*a*b^2*c^2*r*x^3-18*a*b^2* c*g^4*r-560*a*b^2*c*g^4*x-390*a*b^2*c*g^3*p*r-11184*a*b^2*c*g^3*p*x-48*a*b^2*c* g^3*q*r-3192*a*b^2*c*g^3*q*x-238*a*b^2*c*g^3*r^2-11882*a*b^2*c*g^3*r*x-56280*a* b^2*c*g^3*x^2-1608*a*b^2*c*g^2*p^2*r-41048*a*b^2*c*g^2*p^2*x-796*a*b^2*c*g^2*p* q*r-35408*a*b^2*c*g^2*p*q*x-1724*a*b^2*c*g^2*p*r^2-66860*a*b^2*c*g^2*p*r*x-\ 200148*a*b^2*c*g^2*p*x^2-26*a*b^2*c*g^2*q^2*r-3840*a*b^2*c*g^2*q^2*x-440*a*b^2* c*g^2*q*r^2-29160*a*b^2*c*g^2*q*r*x-155868*a*b^2*c*g^2*q*x^2-294*a*b^2*c*g^2*r^ 3-9176*a*b^2*c*g^2*r^2*x+17786*a*b^2*c*g^2*r*x^2+125920*a*b^2*c*g^2*x^3-2030*a* b^2*c*g*p^3*r-46824*a*b^2*c*g*p^3*x-2168*a*b^2*c*g*p^2*q*r-78744*a*b^2*c*g*p^2* q*x-3126*a*b^2*c*g*p^2*r^2-96022*a*b^2*c*g*p^2*r*x-186576*a*b^2*c*g*p^2*x^2-324 *a*b^2*c*g*p*q^2*r-26104*a*b^2*c*g*p*q^2*x-2032*a*b^2*c*g*p*q*r^2-110592*a*b^2* c*g*p*q*r*x-375048*a*b^2*c*g*p*q*x^2-1212*a*b^2*c*g*p*r^3-29116*a*b^2*c*g*p*r^2 *x+98990*a*b^2*c*g*p*r*x^2+294248*a*b^2*c*g*p*x^3-1072*a*b^2*c*g*q^3*x-168*a*b^ 2*c*g*q^2*r^2-18224*a*b^2*c*g*q^2*r*x-122508*a*b^2*c*g*q^2*x^2-240*a*b^2*c*g*q* r^3-9608*a*b^2*c*g*q*r^2*x+56844*a*b^2*c*g*q*r*x^2+285144*a*b^2*c*g*q*x^3-72*a* b^2*c*g*r^4+4886*a*b^2*c*g*r^3*x+131424*a*b^2*c*g*r^2*x^2+254320*a*b^2*c*g*r*x^ 3-778*a*b^2*c*p^4*r-15880*a*b^2*c*p^4*x-1388*a*b^2*c*p^3*q*r-43600*a*b^2*c*p^3* q*x-1576*a*b^2*c*p^3*r^2-37398*a*b^2*c*p^3*r*x-40584*a*b^2*c*p^3*x^2-466*a*b^2* c*p^2*q^2*r-28976*a*b^2*c*p^2*q^2*x-1800*a*b^2*c*p^2*q*r^2-79904*a*b^2*c*p^2*q* r*x-173844*a*b^2*c*p^2*q*x^2-942*a*b^2*c*p^2*r^3-14314*a*b^2*c*p^2*r^2*x+111132 *a*b^2*c*p^2*r*x^2+170472*a*b^2*c*p^2*x^3-4112*a*b^2*c*p*q^3*x-336*a*b^2*c*p*q^ 2*r^2-35366*a*b^2*c*p*q^2*r*x-148320*a*b^2*c*p*q^2*x^2-480*a*b^2*c*p*q*r^3-\ 15726*a*b^2*c*p*q*r^2*x+124188*a*b^2*c*p*q*r*x^2+331056*a*b^2*c*p*q*x^3-144*a*b ^2*c*p*r^4+6314*a*b^2*c*p*r^3*x+156020*a*b^2*c*p*r^2*x^2+237250*a*b^2*c*p*r*x^3 -2576*a*b^2*c*q^3*r*x-28992*a*b^2*c*q^3*x^2+408*a*b^2*c*q^2*r^2*x+46548*a*b^2*c *q^2*r*x^2+155376*a*b^2*c*q^2*x^3+5306*a*b^2*c*q*r^3*x+111244*a*b^2*c*q*r^2*x^2 +202964*a*b^2*c*q*r*x^3+1356*a*b^2*c*r^4*x+13848*a*b^2*c*r^3*x^2-31936*a*b^2*c* r^2*x^3-13*a*b^2*g^4*p*r-480*a*b^2*g^4*p*x-92*a*b^2*g^4*q*x-13*a*b^2*g^4*r^2-\ 801*a*b^2*g^4*r*x-4698*a*b^2*g^4*x^2-136*a*b^2*g^3*p^2*r-3604*a*b^2*g^3*p^2*x-\ 42*a*b^2*g^3*p*q*r-2632*a*b^2*g^3*p*q*x-160*a*b^2*g^3*p*r^2-6988*a*b^2*g^3*p*r* x-24360*a*b^2*g^3*p*x^2-216*a*b^2*g^3*q^2*x-34*a*b^2*g^3*q*r^2-2662*a*b^2*g^3*q *r*x-17712*a*b^2*g^3*q*x^2-24*a*b^2*g^3*r^3-784*a*b^2*g^3*r^2*x+2602*a*b^2*g^3* r*x^2+15328*a*b^2*g^3*x^3-314*a*b^2*g^2*p^3*r-7256*a*b^2*g^2*p^3*x-298*a*b^2*g^ 2*p^2*q*r-11528*a*b^2*g^2*p^2*q*x-504*a*b^2*g^2*p^2*r^2-16418*a*b^2*g^2*p^2*r*x -36300*a*b^2*g^2*p^2*x^2-29*a*b^2*g^2*p*q^2*r-3336*a*b^2*g^2*p*q^2*x-312*a*b^2* g^2*p*q*r^2-18250*a*b^2*g^2*p*q*r*x-71334*a*b^2*g^2*p*q*x^2-199*a*b^2*g^2*p*r^3 -5378*a*b^2*g^2*p*r^2*x+12768*a*b^2*g^2*p*r*x^2+50708*a*b^2*g^2*p*x^3-92*a*b^2* g^2*q^3*x-21*a*b^2*g^2*q^2*r^2-2475*a*b^2*g^2*q^2*r*x-20310*a*b^2*g^2*q^2*x^2-\ 30*a*b^2*g^2*q*r^3-1247*a*b^2*g^2*q*r^2*x+9402*a*b^2*g^2*q*r*x^2+50168*a*b^2*g^ 2*q*x^3-9*a*b^2*g^2*r^4+834*a*b^2*g^2*r^3*x+22148*a*b^2*g^2*r^2*x^2+43819*a*b^2 *g^2*r*x^3-264*a*b^2*g*p^4*r-5352*a*b^2*g*p^4*x-454*a*b^2*g*p^3*q*r-14584*a*b^2 *g*p^3*q*x-548*a*b^2*g*p^3*r^2-13469*a*b^2*g*p^3*r*x-17052*a*b^2*g*p^3*x^2-142* a*b^2*g*p^2*q^2*r-9068*a*b^2*g*p^2*q^2*x-626*a*b^2*g*p^2*q*r^2-29054*a*b^2*g*p^ 2*q*r*x-73170*a*b^2*g*p^2*q*x^2-338*a*b^2*g*p^2*r^3-5838*a*b^2*g*p^2*r^2*x+ 34593*a*b^2*g*p^2*r*x^2+60552*a*b^2*g*p^2*x^3-1024*a*b^2*g*p*q^3*x-126*a*b^2*g* p*q^2*r^2-12013*a*b^2*g*p*q^2*r*x-57024*a*b^2*g*p*q^2*x^2-180*a*b^2*g*p*q*r^3-\ 6617*a*b^2*g*p*q*r^2*x+31078*a*b^2*g*p*q*r*x^2+113248*a*b^2*g*p*q*x^3-54*a*b^2* g*p*r^4+2035*a*b^2*g*p*r^3*x+55426*a*b^2*g*p*r^2*x^2+90295*a*b^2*g*p*r*x^3-634* a*b^2*g*q^3*r*x-8736*a*b^2*g*q^3*x^2+356*a*b^2*g*q^2*r^2*x+17061*a*b^2*g*q^2*r* x^2+56092*a*b^2*g*q^2*x^3+1843*a*b^2*g*q*r^3*x+38820*a*b^2*g*q*r^2*x^2+73820*a* b^2*g*q*r*x^3+475*a*b^2*g*r^4*x+4634*a*b^2*g*r^3*x^2-12284*a*b^2*g*r^2*x^3-73*a *b^2*p^5*r-1260*a*b^2*p^5*x-198*a*b^2*p^4*q*r-5316*a*b^2*p^4*q*x-191*a*b^2*p^4* r^2-3331*a*b^2*p^4*r*x-1092*a*b^2*p^4*x^2-113*a*b^2*p^3*q^2*r-5748*a*b^2*p^3*q^ 2*x-348*a*b^2*p^3*q*r^2-12246*a*b^2*p^3*q*r*x-17592*a*b^2*p^3*q*x^2-163*a*b^2*p ^3*r^3-1409*a*b^2*p^3*r^2*x+19793*a*b^2*p^3*r*x^2+21356*a*b^2*p^3*x^3-1692*a*b^ 2*p^2*q^3*x-105*a*b^2*p^2*q^2*r^2-9851*a*b^2*p^2*q^2*r*x-28800*a*b^2*p^2*q^2*x^ 2-150*a*b^2*p^2*q*r^3-3795*a*b^2*p^2*q*r^2*x+36727*a*b^2*p^2*q*r*x^2+66308*a*b^ 2*p^2*q*x^3-45*a*b^2*p^2*r^4+1257*a*b^2*p^2*r^3*x+29693*a*b^2*p^2*r^2*x^2+34435 *a*b^2*p^2*r*x^3-1884*a*b^2*p*q^3*r*x-13656*a*b^2*p*q^3*x^2-404*a*b^2*p*q^2*r^2 *x+22949*a*b^2*p*q^2*r*x^2+62356*a*b^2*p*q^2*x^3+2382*a*b^2*p*q*r^3*x+49704*a*b ^2*p*q*r^2*x^2+79262*a*b^2*p*q*r*x^3+585*a*b^2*p*r^4*x+5160*a*b^2*p*r^3*x^2-\ 13446*a*b^2*p*r^2*x^3-1356*a*b^2*q^4*x^2+452*a*b^2*q^3*r^2*x+6603*a*b^2*q^3*r*x ^2+17404*a*b^2*q^3*x^3+839*a*b^2*q^2*r^3*x+13867*a*b^2*q^2*r^2*x^2+20671*a*b^2* q^2*r*x^3+246*a*b^2*q*r^4*x+1532*a*b^2*q*r^3*x^2-17382*a*b^2*q*r^2*x^3-30*a*b^2 *r^5*x-1460*a*b^2*r^4*x^2-7952*a*b^2*r^3*x^3-2048*a*b*c^6*r-42752*a*b*c^6*x-\ 3840*a*b*c^5*g*r-80384*a*b*c^5*g*x-6992*a*b*c^5*p*r-144512*a*b*c^5*p*x-2416*a*b *c^5*q*r-67712*a*b*c^5*q*x-3792*a*b*c^5*r^2-105984*a*b*c^5*r*x-247680*a*b*c^5*x ^2-2744*a*b*c^4*g^2*r-57696*a*b*c^4*g^2*x-11280*a*b*c^4*g*p*r-231552*a*b*c^4*g* p*x-3656*a*b*c^4*g*q*r-105888*a*b*c^4*g*q*x-6192*a*b*c^4*g*r^2-176568*a*b*c^4*g *r*x-445152*a*b*c^4*g*x^2-9352*a*b*c^4*p^2*r-183040*a*b*c^4*p^2*x-7680*a*b*c^4* p*q*r-205952*a*b*c^4*p*q*x-10032*a*b*c^4*p*r^2-246848*a*b*c^4*p*r*x-430848*a*b* c^4*p*x^2-904*a*b*c^4*q^2*r-38464*a*b*c^4*q^2*x-3968*a*b*c^4*q*r^2-145072*a*b*c ^4*q*r*x-413760*a*b*c^4*q*x^2-2120*a*b*c^4*r^3-36072*a*b*c^4*r^2*x+133320*a*b*c ^4*r*x^2+351680*a*b*c^4*x^3-916*a*b*c^3*g^3*r-19408*a*b*c^3*g^3*x-6760*a*b*c^3* g^2*p*r-137632*a*b*c^3*g^2*p*x-1964*a*b*c^3*g^2*q*r-60304*a*b*c^3*g^2*q*x-3800* a*b*c^3*g^2*r^2-112004*a*b*c^3*g^2*r*x-311760*a*b*c^3*g^2*x^2-12396*a*b*c^3*g*p ^2*r-239472*a*b*c^3*g*p^2*x-9760*a*b*c^3*g*p*q*r-266368*a*b*c^3*g*p*q*x-13456*a *b*c^3*g*p*r^2-338728*a*b*c^3*g*p*r*x-646032*a*b*c^3*g*p*x^2-1028*a*b*c^3*g*q^2 *r-47280*a*b*c^3*g*q^2*x-5176*a*b*c^3*g*q*r^2-194520*a*b*c^3*g*q*r*x-604656*a*b *c^3*g*q*x^2-2812*a*b*c^3*g*r^3-50260*a*b*c^3*g*r^2*x+162444*a*b*c^3*g*r*x^2+ 486816*a*b*c^3*g*x^3-6220*a*b*c^3*p^3*r-112112*a*b*c^3*p^3*x-9132*a*b*c^3*p^2*q *r-224736*a*b*c^3*p^2*q*x-10012*a*b*c^3*p^2*r^2-208740*a*b*c^3*p^2*r*x-253080*a *b*c^3*p^2*x^2-2664*a*b*c^3*p*q^2*r-102672*a*b*c^3*p*q^2*x-9136*a*b*c^3*p*q*r^2 -290936*a*b*c^3*p*q*r*x-608448*a*b*c^3*p*q*x^2-4392*a*b*c^3*p*r^3-56972*a*b*c^3 *p*r^2*x+334368*a*b*c^3*p*r*x^2+561760*a*b*c^3*p*x^3-104*a*b*c^3*q^3*r-9152*a*b *c^3*q^3*x-1304*a*b*c^3*q^2*r^2-68980*a*b*c^3*q^2*r*x-253896*a*b*c^3*q^2*x^2-\ 1624*a*b*c^3*q*r^3-31668*a*b*c^3*q*r^2*x+209352*a*b*c^3*q*r*x^2+561760*a*b*c^3* q*x^3-424*a*b*c^3*r^4+12040*a*b*c^3*r^3*x+274728*a*b*c^3*r^2*x^2+420672*a*b*c^3 *r*x^3-138*a*b*c^2*g^4*r-2968*a*b*c^2*g^4*x-1820*a*b*c^2*g^3*p*r-36736*a*b*c^2* g^3*p*x-430*a*b*c^2*g^3*q*r-14872*a*b*c^2*g^3*q*x-1076*a*b*c^2*g^3*r^2-33530*a* b*c^2*g^3*r*x-105960*a*b*c^2*g^3*x^2-5820*a*b*c^2*g^2*p^2*r-110208*a*b*c^2*g^2* p^2*x-4216*a*b*c^2*g^2*p*q*r-119392*a*b*c^2*g^2*p*q*x-6440*a*b*c^2*g^2*p*r^2-\ 167308*a*b*c^2*g^2*p*r*x-353844*a*b*c^2*g^2*p*x^2-362*a*b*c^2*g^2*q^2*r-19512*a *b*c^2*g^2*q^2*x-2332*a*b*c^2*g^2*q*r^2-92224*a*b*c^2*g^2*q*r*x-321996*a*b*c^2* g^2*q*x^2-1310*a*b*c^2*g^2*r^3-24200*a*b*c^2*g^2*r^2*x+78264*a*b*c^2*g^2*r*x^2+ 254528*a*b*c^2*g^2*x^3-6288*a*b*c^2*g*p^3*r-111488*a*b*c^2*g*p^3*x-9078*a*b*c^2 *g*p^2*q*r-224872*a*b*c^2*g*p^2*q*x-10240*a*b*c^2*g*p^2*r^2-218260*a*b*c^2*g*p^ 2*r*x-295584*a*b*c^2*g*p^2*x^2-2468*a*b*c^2*g*p*q^2*r-99136*a*b*c^2*g*p*q^2*x-\ 9288*a*b*c^2*g*p*q*r^2-305980*a*b*c^2*g*p*q*r*x-709536*a*b*c^2*g*p*q*x^2-4508*a *b*c^2*g*p*r^3-63452*a*b*c^2*g*p*r^2*x+313500*a*b*c^2*g*p*r*x^2+585592*a*b*c^2* g*p*x^3-76*a*b*c^2*g*q^3*r-8000*a*b*c^2*g*q^3*x-1288*a*b*c^2*g*q^2*r^2-68510*a* b*c^2*g*q^2*r*x-276216*a*b*c^2*g*q^2*x^2-1628*a*b*c^2*g*q*r^3-33942*a*b*c^2*g*q *r^2*x+189606*a*b*c^2*g*q*r*x^2+585592*a*b*c^2*g*q*x^3-416*a*b*c^2*g*r^4+12460* a*b*c^2*g*r^3*x+289878*a*b*c^2*g*r^2*x^2+461628*a*b*c^2*g*r*x^3-2142*a*b*c^2*p^ 4*r-34712*a*b*c^2*p^4*x-5060*a*b*c^2*p^3*q*r-111616*a*b*c^2*p^3*q*x-4648*a*b*c^ 2*p^3*r^2-78124*a*b*c^2*p^3*r*x-50004*a*b*c^2*p^3*x^2-2714*a*b*c^2*p^2*q^2*r-\ 91592*a*b*c^2*p^2*q^2*x-7532*a*b*c^2*p^2*q*r^2-201048*a*b*c^2*p^2*q*r*x-294096* a*b*c^2*p^2*q*x^2-3170*a*b*c^2*p^2*r^3-26552*a*b*c^2*p^2*r^2*x+272656*a*b*c^2*p ^2*r*x^2+321896*a*b*c^2*p^2*x^3-284*a*b*c^2*p*q^3*r-20800*a*b*c^2*p*q^3*x-2432* a*b*c^2*p*q^2*r^2-112160*a*b*c^2*p*q^2*r*x-294000*a*b*c^2*p*q^2*x^2-2836*a*b*c^ 2*p*q*r^3-44776*a*b*c^2*p*q*r^2*x+358824*a*b*c^2*p*q*r*x^2+668096*a*b*c^2*p*q*x ^3-688*a*b*c^2*p*r^4+16264*a*b*c^2*p*r^3*x+325138*a*b*c^2*p*r^2*x^2+402382*a*b* c^2*p*r*x^3-752*a*b*c^2*q^4*x-132*a*b*c^2*q^3*r^2-13176*a*b*c^2*q^3*r*x-69996*a *b*c^2*q^3*x^2-288*a*b*c^2*q^2*r^3-5218*a*b*c^2*q^2*r^2*x+125078*a*b*c^2*q^2*r* x^2+321896*a*b*c^2*q^2*x^3-180*a*b*c^2*q*r^4+12664*a*b*c^2*q*r^3*x+261512*a*b*c ^2*q*r^2*x^2+402382*a*b*c^2*q*r*x^3-24*a*b*c^2*r^5+4140*a*b*c^2*r^4*x+34584*a*b *c^2*r^3*x^2-54688*a*b*c^2*r^2*x^3-7*a*b*c*g^5*r-156*a*b*c*g^5*x-205*a*b*c*g^4* p*r-4128*a*b*c*g^4*p*x-30*a*b*c*g^4*q*r-1428*a*b*c*g^4*q*x-137*a*b*c*g^4*r^2-\ 4691*a*b*c*g^4*r*x-17316*a*b*c*g^4*x^2-1128*a*b*c*g^3*p^2*r-20724*a*b*c*g^3*p^2 *x-684*a*b*c*g^3*p*q*r-21104*a*b*c*g^3*p*q*x-1288*a*b*c*g^3*p*r^2-35088*a*b*c*g ^3*p*r*x-83586*a*b*c*g^3*p*x^2-37*a*b*c*g^3*q^2*r-3000*a*b*c*g^3*q^2*x-414*a*b* c*g^3*q*r^2-17980*a*b*c*g^3*q*r*x-73686*a*b*c*g^3*q*x^2-247*a*b*c*g^3*r^3-4538* a*b*c*g^3*r^2*x+19392*a*b*c*g^3*r*x^2+60672*a*b*c*g^3*x^3-2033*a*b*c*g^2*p^3*r-\ 34988*a*b*c*g^2*p^3*x-2790*a*b*c*g^2*p^2*q*r-70252*a*b*c*g^2*p^2*q*x-3363*a*b*c *g^2*p^2*r^2-73318*a*b*c*g^2*p^2*r*x-110958*a*b*c*g^2*p^2*x^2-658*a*b*c*g^2*p*q ^2*r-29188*a*b*c*g^2*p*q^2*x-2948*a*b*c*g^2*p*q*r^2-102722*a*b*c*g^2*p*q*r*x-\ 269496*a*b*c*g^2*p*q*x^2-1478*a*b*c*g^2*p*r^3-22474*a*b*c*g^2*p*r^2*x+96605*a*b *c*g^2*p*r*x^2+202164*a*b*c*g^2*p*x^3-12*a*b*c*g^2*q^3*r-2000*a*b*c*g^2*q^3*x-\ 378*a*b*c*g^2*q^2*r^2-20855*a*b*c*g^2*q^2*r*x-96030*a*b*c*g^2*q^2*x^2-488*a*b*c *g^2*q*r^3-10647*a*b*c*g^2*q*r^2*x+58246*a*b*c*g^2*q*r*x^2+202164*a*b*c*g^2*q*x ^3-122*a*b*c*g^2*r^4+4338*a*b*c*g^2*r^3*x+98817*a*b*c*g^2*r^2*x^2+160418*a*b*c* g^2*r*x^3-1447*a*b*c*g*p^4*r-22964*a*b*c*g*p^4*x-3456*a*b*c*g*p^3*q*r-76488*a*b *c*g*p^3*q*x-3174*a*b*c*g*p^3*r^2-53990*a*b*c*g*p^3*r*x-39594*a*b*c*g*p^3*x^2-\ 1801*a*b*c*g*p^2*q^2*r-61540*a*b*c*g*p^2*q^2*x-5254*a*b*c*g*p^2*q*r^2-145930*a* b*c*g*p^2*q*r*x-245412*a*b*c*g*p^2*q*x^2-2187*a*b*c*g*p^2*r^3-19896*a*b*c*g*p^2 *r^2*x+181653*a*b*c*g*p^2*r*x^2+227932*a*b*c*g*p^2*x^3-160*a*b*c*g*p*q^3*r-\ 12888*a*b*c*g*p*q^3*x-1692*a*b*c*g*p*q^2*r^2-79176*a*b*c*g*p*q^2*r*x-231972*a*b *c*g*p*q^2*x^2-2008*a*b*c*g*p*q*r^3-36276*a*b*c*g*p*q*r^2*x+212076*a*b*c*g*p*q* r*x^2+464160*a*b*c*g*p*q*x^3-476*a*b*c*g*p*r^4+10890*a*b*c*g*p*r^3*x+229639*a*b *c*g*p*r^2*x^2+299081*a*b*c*g*p*r*x^3-368*a*b*c*g*q^4*x-88*a*b*c*g*q^3*r^2-8182 *a*b*c*g*q^3*r*x-48030*a*b*c*g*q^3*x^2-192*a*b*c*g*q^2*r^3-3433*a*b*c*g*q^2*r^2 *x+81876*a*b*c*g*q^2*r*x^2+227932*a*b*c*g*q^2*x^3-120*a*b*c*g*q*r^4+8608*a*b*c* g*q*r^3*x+183980*a*b*c*g*q*r^2*x^2+299081*a*b*c*g*q*r*x^3-16*a*b*c*g*r^5+2758*a *b*c*g*r^4*x+22524*a*b*c*g*r^3*x^2-43960*a*b*c*g*r^2*x^3-352*a*b*c*p^5*r-4992*a *b*c*p^5*x-1304*a*b*c*p^4*q*r-25256*a*b*c*p^4*q*x-978*a*b*c*p^4*r^2-12148*a*b*c *p^4*r*x+1956*a*b*c*p^4*x^2-1132*a*b*c*p^3*q^2*r-32872*a*b*c*p^3*q^2*x-2624*a*b *c*p^3*q*r^2-56248*a*b*c*p^3*q*r*x-49248*a*b*c*p^3*q*x^2-932*a*b*c*p^3*r^3-3106 *a*b*c*p^3*r^2*x+86636*a*b*c*p^3*r*x^2+75632*a*b*c*p^3*x^3-236*a*b*c*p^2*q^3*r-\ 14008*a*b*c*p^2*q^3*x-1458*a*b*c*p^2*q^2*r^2-55918*a*b*c*p^2*q^2*r*x-100296*a*b *c*p^2*q^2*x^2-1560*a*b*c*p^2*q*r^3-17772*a*b*c*p^2*q*r^2*x+190360*a*b*c*p^2*q* r*x^2+256560*a*b*c*p^2*q*x^3-338*a*b*c*p^2*r^4+7248*a*b*c*p^2*r^3*x+115716*a*b* c*p^2*r^2*x^2+104728*a*b*c*p^2*r*x^3-1400*a*b*c*p*q^4*x-176*a*b*c*p*q^3*r^2-\ 15876*a*b*c*p*q^3*r*x-57456*a*b*c*p*q^3*x^2-384*a*b*c*p*q^2*r^3-6828*a*b*c*p*q^ 2*r^2*x+130940*a*b*c*p*q^2*r*x^2+256560*a*b*c*p*q^2*x^3-240*a*b*c*p*q*r^4+10976 *a*b*c*p*q*r^3*x+219618*a*b*c*p*q*r^2*x^2+283644*a*b*c*p*q*r*x^3-32*a*b*c*p*r^5 +3392*a*b*c*p*r^4*x+20456*a*b*c*p*r^3*x^2-56740*a*b*c*p*r^2*x^3-826*a*b*c*q^4*r *x-8364*a*b*c*q^4*x^2+1002*a*b*c*q^3*r^2*x+31576*a*b*c*q^3*r*x^2+75632*a*b*c*q^ 3*x^3+4356*a*b*c*q^2*r^3*x+74550*a*b*c*q^2*r^2*x^2+104728*a*b*c*q^2*r*x^3+2070* a*b*c*q*r^4*x+15412*a*b*c*q*r^3*x^2-56740*a*b*c*q*r^2*x^3+80*a*b*c*r^5*x-5760*a *b*c*r^4*x^2-33216*a*b*c*r^3*x^3-6*a*b*g^5*p*r-128*a*b*g^5*p*x-32*a*b*g^5*q*x-6 *a*b*g^5*r^2-240*a*b*g^5*r*x-1056*a*b*g^5*x^2-74*a*b*g^4*p^2*r-1304*a*b*g^4*p^2 *x-28*a*b*g^4*p*q*r-1128*a*b*g^4*p*q*x-89*a*b*g^4*p*r^2-2630*a*b*g^4*p*r*x-7158 *a*b*g^4*p*x^2-128*a*b*g^4*q^2*x-23*a*b*g^4*q*r^2-1182*a*b*g^4*q*r*x-6066*a*b*g ^4*q*x^2-15*a*b*g^4*r^3-247*a*b*g^4*r^2*x+2103*a*b*g^4*r*x^2+5576*a*b*g^4*x^3-\ 210*a*b*g^3*p^3*r-3440*a*b*g^3*p^3*x-254*a*b*g^3*p^2*q*r-6656*a*b*g^3*p^2*q*x-\ 354*a*b*g^3*p^2*r^2-7911*a*b*g^3*p^2*r*x-13308*a*b*g^3*p^2*x^2-42*a*b*g^3*p*q^2 *r-2480*a*b*g^3*p*q^2*x-284*a*b*g^3*p*q*r^2-10904*a*b*g^3*p*q*r*x-33312*a*b*g^3 *p*q*x^2-154*a*b*g^3*p*r^3-2533*a*b*g^3*p*r^2*x+10041*a*b*g^3*p*r*x^2+23360*a*b *g^3*p*x^3-128*a*b*g^3*q^3*x-30*a*b*g^3*q^2*r^2-1845*a*b*g^3*q^2*r*x-10500*a*b* g^3*q^2*x^2-40*a*b*g^3*q*r^3-855*a*b*g^3*q*r^2*x+6615*a*b*g^3*q*r*x^2+23360*a*b *g^3*q*x^3-10*a*b*g^3*r^4+502*a*b*g^3*r^3*x+10659*a*b*g^3*r^2*x^2+17052*a*b*g^3 *r*x^3-238*a*b*g^2*p^4*r-3608*a*b*g^2*p^4*x-556*a*b*g^2*p^3*q*r-12408*a*b*g^2*p ^3*q*x-527*a*b*g^2*p^3*r^2-8917*a*b*g^2*p^3*r*x-7086*a*b*g^2*p^3*x^2-272*a*b*g^ 2*p^2*q^2*r-9632*a*b*g^2*p^2*q^2*x-870*a*b*g^2*p^2*q*r^2-25590*a*b*g^2*p^2*q*r* x-49812*a*b*g^2*p^2*q*x^2-365*a*b*g^2*p^2*r^3-3488*a*b*g^2*p^2*r^2*x+30430*a*b* g^2*p^2*r*x^2+40288*a*b*g^2*p^2*x^3-16*a*b*g^2*p*q^3*r-1776*a*b*g^2*p*q^3*x-272 *a*b*g^2*p*q^2*r^2-13253*a*b*g^2*p*q^2*r*x-44376*a*b*g^2*p*q^2*x^2-334*a*b*g^2* p*q*r^3-6965*a*b*g^2*p*q*r^2*x+28665*a*b*g^2*p*q*r*x^2+78648*a*b*g^2*p*q*x^3-78 *a*b*g^2*p*r^4+1780*a*b*g^2*p*r^3*x+39206*a*b*g^2*p*r^2*x^2+52773*a*b*g^2*p*r*x ^3-32*a*b*g^2*q^4*x-11*a*b*g^2*q^3*r^2-1068*a*b*g^2*q^3*r*x-7566*a*b*g^2*q^3*x^ 2-24*a*b*g^2*q^2*r^3-272*a*b*g^2*q^2*r^2*x+14234*a*b*g^2*q^2*r*x^2+40288*a*b*g^ 2*q^2*x^3-15*a*b*g^2*q*r^4+1482*a*b*g^2*q*r^3*x+31255*a*b*g^2*q*r^2*x^2+52773*a *b*g^2*q*r*x^3-2*a*b*g^2*r^5+425*a*b*g^2*r^4*x+3078*a*b*g^2*r^3*x^2-9652*a*b*g^ 2*r^2*x^3-116*a*b*g*p^5*r-1584*a*b*g*p^5*x-454*a*b*g*p^4*q*r-8832*a*b*g*p^4*q*x -326*a*b*g*p^4*r^2-3891*a*b*g*p^4*r*x+1122*a*b*g*p^4*x^2-394*a*b*g*p^3*q^2*r-\ 11496*a*b*g*p^3*q^2*x-932*a*b*g*p^3*q*r^2-20929*a*b*g*p^3*q*r*x-22716*a*b*g*p^3 *q*x^2-316*a*b*g*p^3*r^3-965*a*b*g*p^3*r^2*x+30744*a*b*g*p^3*r*x^2+27304*a*b*g* p^3*x^3-76*a*b*g*p^2*q^3*r-4608*a*b*g*p^2*q^3*x-526*a*b*g*p^2*q^2*r^2-20780*a*b *g*p^2*q^2*r*x-43776*a*b*g*p^2*q^2*x^2-568*a*b*g*p^2*q*r^3-7812*a*b*g*p^2*q*r^2 *x+59088*a*b*g*p^2*q*r*x^2+90568*a*b*g*p^2*q*x^3-118*a*b*g*p^2*r^4+2425*a*b*g*p ^2*r^3*x+40848*a*b*g*p^2*r^2*x^2+38313*a*b*g*p^2*r*x^3-360*a*b*g*p*q^4*x-66*a*b *g*p*q^3*r^2-5449*a*b*g*p*q^3*r*x-22284*a*b*g*p*q^3*x^2-144*a*b*g*p*q^2*r^3-\ 3048*a*b*g*p*q^2*r^2*x+39366*a*b*g*p*q^2*r*x^2+90568*a*b*g*p*q^2*x^3-90*a*b*g*p *q*r^4+3624*a*b*g*p*q*r^3*x+79254*a*b*g*p*q*r^2*x^2+112384*a*b*g*p*q*r*x^3-12*a *b*g*p*r^5+1133*a*b*g*p*r^4*x+7247*a*b*g*p*r^3*x^2-19952*a*b*g*p*r^2*x^3-187*a* b*g*q^4*r*x-2346*a*b*g*q^4*x^2+465*a*b*g*q^3*r^2*x+11574*a*b*g*q^3*r*x^2+27304* a*b*g*q^3*x^3+1551*a*b*g*q^2*r^3*x+26214*a*b*g*q^2*r^2*x^2+38313*a*b*g*q^2*r*x^ 3+754*a*b*g*q*r^4*x+5647*a*b*g*q*r^3*x^2-19952*a*b*g*q*r^2*x^3+28*a*b*g*r^5*x-\ 1950*a*b*g*r^4*x^2-11256*a*b*g*r^3*x^3-20*a*b*p^6*r-240*a*b*p^6*x-124*a*b*p^5*q *r-2064*a*b*p^5*q*x-70*a*b*p^5*r^2-513*a*b*p^5*r*x+1050*a*b*p^5*x^2-164*a*b*p^4 *q^2*r-4016*a*b*p^4*q^2*x-323*a*b*p^4*q*r^2-5263*a*b*p^4*q*r*x-1350*a*b*p^4*q*x ^2-90*a*b*p^4*r^3+236*a*b*p^4*r^2*x+8810*a*b*p^4*r*x^2+5724*a*b*p^4*x^3-60*a*b* p^3*q^3*r-2800*a*b*p^3*q^3*x-284*a*b*p^3*q^2*r^2-8499*a*b*p^3*q^2*r*x-9084*a*b* p^3*q^2*x^2-274*a*b*p^3*q*r^3-1902*a*b*p^3*q*r^2*x+30471*a*b*p^3*q*r*x^2+30800* a*b*p^3*q*x^3-50*a*b*p^3*r^4+1073*a*b*p^3*r^3*x+11498*a*b*p^3*r^2*x^2+4958*a*b* p^3*r*x^3-608*a*b*p^2*q^4*x-55*a*b*p^2*q^3*r^2-4365*a*b*p^2*q^3*r*x-10236*a*b*p ^2*q^3*x^2-120*a*b*p^2*q^2*r^3-1683*a*b*p^2*q^2*r^2*x+34251*a*b*p^2*q^2*r*x^2+ 50152*a*b*p^2*q^2*x^3-75*a*b*p^2*q*r^4+2247*a*b*p^2*q*r^3*x+42411*a*b*p^2*q*r^2 *x^2+42402*a*b*p^2*q*r*x^3-10*a*b*p^2*r^5+655*a*b*p^2*r^4*x+1696*a*b*p^2*r^3*x^ 2-14847*a*b*p^2*r^2*x^3-616*a*b*p*q^4*r*x-3870*a*b*p*q^4*x^2+232*a*b*p*q^3*r^2* x+15237*a*b*p*q^3*r*x^2+30800*a*b*p*q^3*x^3+2001*a*b*p*q^2*r^3*x+33684*a*b*p*q^ 2*r^2*x^2+42402*a*b*p*q^2*r*x^3+975*a*b*p*q*r^4*x+6426*a*b*p*q*r^3*x^2-21822*a* b*p*q*r^2*x^3+91*a*b*p*r^5*x-1678*a*b*p*r^4*x^2-9828*a*b*p*r^3*x^3-318*a*b*q^5* x^2+181*a*b*q^4*r^2*x+2647*a*b*q^4*r*x^2+5724*a*b*q^4*x^3+383*a*b*q^3*r^3*x+ 5563*a*b*q^3*r^2*x^2+4958*a*b*q^3*r*x^3+138*a*b*q^2*r^4*x-94*a*b*q^2*r^3*x^2-\ 14847*a*b*q^2*r^2*x^3-39*a*b*q*r^5*x-2012*a*b*q*r^4*x^2-9828*a*b*q*r^3*x^3+1000 *a*b*r^4*x^3-832*a*c^7*r-15104*a*c^7*x-1920*a*c^6*g*r-34752*a*c^6*g*x-3248*a*c^ 6*p*r-57536*a*c^6*p*x-1344*a*c^6*q*r-30400*a*c^6*q*x-1904*a*c^6*r^2-43248*a*c^6 *r*x-80640*a*c^6*x^2-1776*a*c^5*g^2*r-32000*a*c^5*g^2*x-6584*a*c^5*g*p*r-114848 *a*c^5*g*p*x-2600*a*c^5*g*q*r-59968*a*c^5*g*q*x-3864*a*c^5*g*r^2-88240*a*c^5*g* r*x-173184*a*c^5*g*x^2-4960*a*c^5*p^2*r-83328*a*c^5*p^2*x-4960*a*c^5*p*q*r-\ 105984*a*c^5*p*q*x-5632*a*c^5*p*r^2-111888*a*c^5*p*r*x-152160*a*c^5*p*x^2-784*a *c^5*q^2*r-23616*a*c^5*q^2*x-2816*a*c^5*q*r^2-76640*a*c^5*q*r*x-165120*a*c^5*q* x^2-1312*a*c^5*r^3-16312*a*c^5*r^2*x+73432*a*c^5*r*x^2+140032*a*c^5*x^3-832*a*c ^4*g^3*r-14880*a*c^4*g^3*x-5260*a*c^4*g^2*p*r-89776*a*c^4*g^2*p*x-1932*a*c^4*g^ 2*q*r-45952*a*c^4*g^2*q*x-3108*a*c^4*g^2*r^2-71576*a*c^4*g^2*r*x-149952*a*c^4*g ^2*x^2-8516*a*c^4*g*p^2*r-140096*a*c^4*g*p^2*x-8296*a*c^4*g*p*q*r-178016*a*c^4* g*p*q*x-9664*a*c^4*g*p*r^2-194400*a*c^4*g*p*r*x-284880*a*c^4*g*p*x^2-1220*a*c^4 *g*q^2*r-38544*a*c^4*g*q^2*x-4744*a*c^4*g*q*r^2-131120*a*c^4*g*q*r*x-300936*a*c ^4*g*q*x^2-2204*a*c^4*g*r^3-28576*a*c^4*g*r^2*x+116860*a*c^4*g*r*x^2+241376*a*c ^4*g*x^3-3800*a*c^4*p^3*r-59616*a*c^4*p^3*x-6976*a*c^4*p^2*q*r-137216*a*c^4*p^2 *q*x-6376*a*c^4*p^2*r^2-106920*a*c^4*p^2*r*x-90432*a*c^4*p^2*x^2-2716*a*c^4*p*q ^2*r-73872*a*c^4*p*q^2*x-7600*a*c^4*p*q*r^2-178216*a*c^4*p*q*r*x-276840*a*c^4*p *q*x^2-2996*a*c^4*p*r^3-25240*a*c^4*p*r^2*x+214048*a*c^4*p*r*x^2+274304*a*c^4*p *x^3-192*a*c^4*q^3*r-8752*a*c^4*q^3*x-1484*a*c^4*q^2*r^2-51100*a*c^4*q^2*r*x-\ 131472*a*c^4*q^2*x^2-1624*a*c^4*q*r^3-21444*a*c^4*q*r^2*x+141508*a*c^4*q*r*x^2+ 281632*a*c^4*q*x^3-332*a*c^4*r^4+8408*a*c^4*r^3*x+149040*a*c^4*r^2*x^2+191688*a *c^4*r*x^3-204*a*c^3*g^4*r-3600*a*c^3*g^4*x-2082*a*c^3*g^3*p*r-34408*a*c^3*g^3* p*x-678*a*c^3*g^3*q*r-17008*a*c^3*g^3*q*x-1254*a*c^3*g^3*r^2-29280*a*c^3*g^3*r* x-66576*a*c^3*g^3*x^2-5596*a*c^3*g^2*p^2*r-89040*a*c^3*g^2*p^2*x-5192*a*c^3*g^2 *p*q*r-112512*a*c^3*g^2*p*q*x-6372*a*c^3*g^2*p*r^2-129648*a*c^3*g^2*p*r*x-\ 206304*a*c^3*g^2*p*x^2-680*a*c^3*g^2*q^2*r-23296*a*c^3*g^2*q^2*x-3008*a*c^3*g^2 *q*r^2-85344*a*c^3*g^2*q*r*x-212904*a*c^3*g^2*q*x^2-1412*a*c^3*g^2*r^3-18710*a* c^3*g^2*r^2*x+75518*a*c^3*g^2*r*x^2+165600*a*c^3*g^2*x^3-5218*a*c^3*g*p^3*r-\ 80152*a*c^3*g*p^3*x-9598*a*c^3*g*p^2*q*r-188112*a*c^3*g*p^2*q*x-8734*a*c^3*g*p^ 2*r^2-149186*a*c^3*g*p^2*r*x-142188*a*c^3*g*p^2*x^2-3584*a*c^3*g*p*q^2*r-99600* a*c^3*g*p*q^2*x-10496*a*c^3*g*p*q*r^2-252236*a*c^3*g*p*q*r*x-428676*a*c^3*g*p*q *x^2-4040*a*c^3*g*p*r^3-36946*a*c^3*g*p*r^2*x+276502*a*c^3*g*p*r*x^2+378136*a*c ^3*g*p*x^3-224*a*c^3*g*q^3*r-11184*a*c^3*g*q^3*x-2000*a*c^3*g*q^2*r^2-69782*a*c ^3*g*q^2*r*x-192624*a*c^3*g*q^2*x^2-2192*a*c^3*g*q*r^3-30570*a*c^3*g*q*r^2*x+ 180912*a*c^3*g*q*r*x^2+392776*a*c^3*g*q*x^3-416*a*c^3*g*r^4+11860*a*c^3*g*r^3*x +208174*a*c^3*g*r^2*x^2+275780*a*c^3*g*r*x^3-1540*a*c^3*p^4*r-22304*a*c^3*p^4*x -4800*a*c^3*p^3*q*r-85568*a*c^3*p^3*q*x-3432*a*c^3*p^3*r^2-45752*a*c^3*p^3*r*x-\ 7488*a*c^3*p^3*x^2-3408*a*c^3*p^2*q^2*r-82272*a*c^3*p^2*q^2*x-7756*a*c^3*p^2*q* r^2-151436*a*c^3*p^2*q*r*x-152868*a*c^3*p^2*q*x^2-2444*a*c^3*p^2*r^3-8262*a*c^3 *p^2*r^2*x+218540*a*c^3*p^2*r*x^2+203960*a*c^3*p^2*x^3-620*a*c^3*p*q^3*r-23984* a*c^3*p*q^3*x-3472*a*c^3*p*q^2*r^2-102072*a*c^3*p*q^2*r*x-185532*a*c^3*p*q^2*x^ 2-3428*a*c^3*p*q*r^3-33840*a*c^3*p*q*r^2*x+306656*a*c^3*p*q*r*x^2+438656*a*c^3* p*q*x^3-576*a*c^3*p*r^4+16064*a*c^3*p*r^3*x+225156*a*c^3*p*r^2*x^2+230582*a*c^3 *p*r*x^3-16*a*c^3*q^4*r-1520*a*c^3*q^4*x-324*a*c^3*q^3*r^2-15704*a*c^3*q^3*r*x-\ 51192*a*c^3*q^3*x^2-624*a*c^3*q^2*r^3-8012*a*c^3*q^2*r^2*x+107270*a*c^3*q^2*r*x ^2+216840*a*c^3*q^2*x^3-340*a*c^3*q*r^4+10468*a*c^3*q*r^3*x+196762*a*c^3*q*r^2* x^2+257482*a*c^3*q*r*x^3-24*a*c^3*r^5+3888*a*c^3*r^4*x+25564*a*c^3*r^3*x^2-\ 32832*a*c^3*r^2*x^3-24*a*c^2*g^5*r-412*a*c^2*g^5*x-418*a*c^2*g^4*p*r-6568*a*c^2 *g^4*p*x-109*a*c^2*g^4*q*r-3044*a*c^2*g^4*q*x-264*a*c^2*g^4*r^2-6311*a*c^2*g^4* r*x-15816*a*c^2*g^4*x^2-1745*a*c^2*g^3*p^2*r-26304*a*c^2*g^3*p^2*x-1474*a*c^2*g ^3*p*q*r-32664*a*c^2*g^3*p*q*x-2008*a*c^2*g^3*p*r^2-41216*a*c^2*g^3*p*r*x-71604 *a*c^2*g^3*p*x^2-157*a*c^2*g^3*q^2*r-6292*a*c^2*g^3*q^2*x-878*a*c^2*g^3*q*r^2-\ 26060*a*c^2*g^3*q*r*x-72714*a*c^2*g^3*q*x^2-427*a*c^2*g^3*r^3-5518*a*c^2*g^3*r^ 2*x+26421*a*c^2*g^3*r*x^2+57640*a*c^2*g^3*x^3-2595*a*c^2*g^2*p^3*r-38268*a*c^2* g^2*p^3*x-4697*a*c^2*g^2*p^2*q*r-91720*a*c^2*g^2*p^2*q*x-4347*a*c^2*g^2*p^2*r^2 -74937*a*c^2*g^2*p^2*r*x-79590*a*c^2*g^2*p^2*x^2-1629*a*c^2*g^2*p*q^2*r-47220*a *c^2*g^2*p*q^2*x-5172*a*c^2*g^2*p*q*r^2-128780*a*c^2*g^2*p*q*r*x-243168*a*c^2*g ^2*p*q*x^2-1975*a*c^2*g^2*p*r^3-19285*a*c^2*g^2*p*r^2*x+131655*a*c^2*g^2*p*r*x^ 2+192764*a*c^2*g^2*p*x^3-82*a*c^2*g^2*q^3*r-4876*a*c^2*g^2*q^3*x-937*a*c^2*g^2* q^2*r^2-33604*a*c^2*g^2*q^2*r*x-102084*a*c^2*g^2*q^2*x^2-1036*a*c^2*g^2*q*r^3-\ 15076*a*c^2*g^2*q*r^2*x+85421*a*c^2*g^2*q*r*x^2+202180*a*c^2*g^2*q*x^3-181*a*c^ 2*g^2*r^4+6256*a*c^2*g^2*r^3*x+106099*a*c^2*g^2*r^2*x^2+142586*a*c^2*g^2*r*x^3-\ 1531*a*c^2*g*p^4*r-21788*a*c^2*g*p^4*x-5020*a*c^2*g*p^3*q*r-89152*a*c^2*g*p^3*q *x-3386*a*c^2*g*p^3*r^2-45717*a*c^2*g*p^3*r*x-9474*a*c^2*g*p^3*x^2-3535*a*c^2*g *p^2*q^2*r-85724*a*c^2*g*p^2*q^2*x-8142*a*c^2*g*p^2*q*r^2-164240*a*c^2*g*p^2*q* r*x-191136*a*c^2*g*p^2*q*x^2-2365*a*c^2*g*p^2*r^3-7975*a*c^2*g*p^2*r^2*x+221673 *a*c^2*g*p^2*r*x^2+213000*a*c^2*g*p^2*x^3-596*a*c^2*g*p*q^3*r-24048*a*c^2*g*p*q ^3*x-3646*a*c^2*g*p*q^2*r^2-109661*a*c^2*g*p*q^2*r*x-220224*a*c^2*g*p*q^2*x^2-\ 3576*a*c^2*g*p*q*r^3-39727*a*c^2*g*p*q*r^2*x+293047*a*c^2*g*p*q*r*x^2+459832*a* c^2*g*p*q*x^3-526*a*c^2*g*p*r^4+17007*a*c^2*g*p*r^3*x+235767*a*c^2*g*p*r^2*x^2+ 249203*a*c^2*g*p*r*x^3-12*a*c^2*g*q^4*r-1376*a*c^2*g*q^4*x-328*a*c^2*g*q^3*r^2-\ 15750*a*c^2*g*q^3*r*x-55230*a*c^2*g*q^3*x^2-636*a*c^2*g*q^2*r^3-8489*a*c^2*g*q^ 2*r^2*x+106289*a*c^2*g*q^2*r*x^2+230504*a*c^2*g*q^2*x^3-336*a*c^2*g*q*r^4+10839 *a*c^2*g*q*r^3*x+208758*a*c^2*g*q*r^2*x^2+286687*a*c^2*g*q*r*x^3-16*a*c^2*g*r^5 +3963*a*c^2*g*r^4*x+25544*a*c^2*g*r^3*x^2-37902*a*c^2*g*r^2*x^3-311*a*c^2*p^5*r -4116*a*c^2*p^5*x-1708*a*c^2*p^4*q*r-27164*a*c^2*p^4*q*x-871*a*c^2*p^4*r^2-7879 *a*c^2*p^4*r*x+10248*a*c^2*p^4*x^2-1955*a*c^2*p^3*q^2*r-41444*a*c^2*p^3*q^2*x-\ 3720*a*c^2*p^3*q*r^2-58092*a*c^2*p^3*q*r*x-26244*a*c^2*p^3*q*x^2-841*a*c^2*p^3* r^3+3179*a*c^2*p^3*r^2*x+97095*a*c^2*p^3*r*x^2+68836*a*c^2*p^3*x^3-666*a*c^2*p^ 2*q^3*r-21844*a*c^2*p^2*q^3*x-2917*a*c^2*p^2*q^2*r^2-70489*a*c^2*p^2*q^2*r*x-\ 83196*a*c^2*p^2*q^2*x^2-2564*a*c^2*p^2*q*r^3-16123*a*c^2*p^2*q*r^2*x+227963*a*c ^2*p^2*q*r*x^2+244924*a*c^2*p^2*q*x^3-313*a*c^2*p^2*r^4+11141*a*c^2*p^2*r^3*x+ 112985*a*c^2*p^2*r^2*x^2+79843*a*c^2*p^2*r*x^3-48*a*c^2*p*q^4*r-3544*a*c^2*p*q^ 4*x-608*a*c^2*p*q^3*r^2-25394*a*c^2*p*q^3*r*x-56748*a*c^2*p*q^3*x^2-1104*a*c^2* p*q^2*r^3-11554*a*c^2*p*q^2*r^2*x+165441*a*c^2*p*q^2*r*x^2+254588*a*c^2*p*q^2*x ^3-576*a*c^2*p*q*r^4+13684*a*c^2*p*q*r^3*x+234080*a*c^2*p*q*r^2*x^2+251376*a*c^ 2*p*q*r*x^3-32*a*c^2*p*r^5+4517*a*c^2*p*r^4*x+18230*a*c^2*p*r^3*x^2-58938*a*c^2 *p*r^2*x^3-96*a*c^2*q^5*x-24*a*c^2*q^4*r^2-2158*a*c^2*q^4*r*x-10044*a*c^2*q^4*x ^2-72*a*c^2*q^3*r^3-222*a*c^2*q^3*r^2*x+39235*a*c^2*q^3*r*x^2+78500*a*c^2*q^3*x ^3-72*a*c^2*q^2*r^4+5321*a*c^2*q^2*r^3*x+89733*a*c^2*q^2*r^2*x^2+111185*a*c^2*q ^2*r*x^3-24*a*c^2*q*r^5+3108*a*c^2*q*r^4*x+20018*a*c^2*q*r^3*x^2-51988*a*c^2*q* r^2*x^3+194*a*c^2*r^5*x-6244*a*c^2*r^4*x^2-33272*a*c^2*r^3*x^3-a*c*g^6*r-16*a*c *g^6*x-38*a*c*g^5*p*r-548*a*c*g^5*p*x-6*a*c*g^5*q*r-224*a*c*g^5*q*x-27*a*c*g^5* r^2-673*a*c*g^5*r*x-1860*a*c*g^5*x^2-256*a*c*g^4*p^2*r-3532*a*c*g^4*p^2*x-178*a *c*g^4*p*q*r-4168*a*c*g^4*p*q*x-301*a*c*g^4*p*r^2-6215*a*c*g^4*p*r*x-11766*a*c* g^4*p*x^2-12*a*c*g^4*q^2*r-712*a*c*g^4*q^2*x-114*a*c*g^4*q*r^2-3662*a*c*g^4*q*r *x-11904*a*c*g^4*q*x^2-60*a*c*g^4*r^3-676*a*c*g^4*r^2*x+5265*a*c*g^4*r*x^2+ 10368*a*c*g^4*x^3-556*a*c*g^3*p^3*r-7604*a*c*g^3*p^3*x-951*a*c*g^3*p^2*q*r-\ 18520*a*c*g^3*p^2*q*x-937*a*c*g^3*p^2*r^2-15981*a*c*g^3*p^2*r*x-18432*a*c*g^3*p ^2*x^2-286*a*c*g^3*p*q^2*r-9072*a*c*g^3*p*q^2*x-1062*a*c*g^3*p*q*r^2-27908*a*c* g^3*p*q*r*x-59724*a*c*g^3*p*q*x^2-418*a*c*g^3*p*r^3-4219*a*c*g^3*p*r^2*x+28218* a*c*g^3*p*r*x^2+43664*a*c*g^3*p*x^3-9*a*c*g^3*q^3*r-816*a*c*g^3*q^3*x-174*a*c*g ^3*q^2*r^2-6590*a*c*g^3*q^2*r*x-22968*a*c*g^3*q^2*x^2-197*a*c*g^3*q*r^3-2890*a* c*g^3*q*r^2*x+18391*a*c*g^3*q*r*x^2+45956*a*c*g^3*q*x^3-32*a*c*g^3*r^4+1458*a*c *g^3*r^3*x+23190*a*c*g^3*r^2*x^2+30595*a*c*g^3*r*x^3-491*a*c*g^2*p^4*r-6644*a*c *g^2*p^4*x-1674*a*c*g^2*p^3*q*r-29532*a*c*g^2*p^3*q*x-1077*a*c*g^2*p^3*r^2-\ 14282*a*c*g^2*p^3*r*x-2682*a*c*g^2*p^3*x^2-1150*a*c*g^2*p^2*q^2*r-28232*a*c*g^2 *p^2*q^2*x-2733*a*c*g^2*p^2*q*r^2-57491*a*c*g^2*p^2*q*r*x-77502*a*c*g^2*p^2*q*x ^2-734*a*c*g^2*p^2*r^3-2119*a*c*g^2*p^2*r^2*x+74457*a*c*g^2*p^2*r*x^2+73208*a*c *g^2*p^2*x^3-168*a*c*g^2*p*q^3*r-7460*a*c*g^2*p*q^3*x-1204*a*c*g^2*p*q^2*r^2-\ 37635*a*c*g^2*p*q^2*r*x-85008*a*c*g^2*p*q^2*x^2-1186*a*c*g^2*p*q*r^3-14994*a*c* g^2*p*q*r^2*x+88070*a*c*g^2*p*q*r*x^2+156368*a*c*g^2*p*q*x^3-150*a*c*g^2*p*r^4+ 5890*a*c*g^2*p*r^3*x+79312*a*c*g^2*p*r^2*x^2+84627*a*c*g^2*p*r*x^3-2*a*c*g^2*q^ 4*r-360*a*c*g^2*q^4*x-99*a*c*g^2*q^3*r^2-4799*a*c*g^2*q^3*r*x-18762*a*c*g^2*q^3 *x^2-194*a*c*g^2*q^2*r^3-2513*a*c*g^2*q^2*r^2*x+35014*a*c*g^2*q^2*r*x^2+80372*a *c*g^2*q^2*x^3-99*a*c*g^2*q*r^4+3704*a*c*g^2*q*r^3*x+71343*a*c*g^2*q*r^2*x^2+ 101748*a*c*g^2*q*r*x^3-2*a*c*g^2*r^5+1260*a*c*g^2*r^4*x+7229*a*c*g^2*r^3*x^2-\ 16797*a*c*g^2*r^2*x^3-178*a*c*g*p^5*r-2328*a*c*g*p^5*x-1185*a*c*g*p^4*q*r-18844 *a*c*g*p^4*q*x-488*a*c*g*p^4*r^2-3852*a*c*g*p^4*r*x+8934*a*c*g*p^4*x^2-1394*a*c *g*p^3*q^2*r-29528*a*c*g*p^3*q^2*x-2596*a*c*g*p^3*q*r^2-42065*a*c*g*p^3*q*r*x-\ 25068*a*c*g*p^3*q*x^2-454*a*c*g*p^3*r^3+3718*a*c*g*p^3*r^2*x+69004*a*c*g*p^3*r* x^2+48316*a*c*g*p^3*x^3-461*a*c*g*p^2*q^3*r-15236*a*c*g*p^2*q^3*x-2102*a*c*g*p^ 2*q^2*r^2-52395*a*c*g*p^2*q^2*r*x-72600*a*c*g*p^2*q^2*x^2-1797*a*c*g*p^2*q*r^3-\ 13350*a*c*g*p^2*q*r^2*x+150574*a*c*g*p^2*q*r*x^2+173268*a*c*g*p^2*q*x^3-156*a*c *g*p^2*r^4+8145*a*c*g*p^2*r^3*x+78020*a*c*g*p^2*r^2*x^2+54572*a*c*g*p^2*r*x^3-\ 28*a*c*g*p*q^4*r-2272*a*c*g*p*q^4*x-434*a*c*g*p*q^3*r^2-18199*a*c*g*p*q^3*r*x-\ 45300*a*c*g*p*q^3*x^2-796*a*c*g*p*q^2*r^3-9689*a*c*g*p*q^2*r^2*x+106302*a*c*g*p *q^2*r*x^2+181388*a*c*g*p*q^2*x^3-402*a*c*g*p*q*r^4+9160*a*c*g*p*q*r^3*x+168299 *a*c*g*p*q*r^2*x^2+195011*a*c*g*p*q*r*x^3-12*a*c*g*p*r^5+3034*a*c*g*p*r^4*x+ 11955*a*c*g*p*r^3*x^2-42474*a*c*g*p*r^2*x^3-48*a*c*g*q^5*x-16*a*c*g*q^4*r^2-\ 1333*a*c*g*q^4*r*x-6702*a*c*g*q^4*x^2-48*a*c*g*q^3*r^3-36*a*c*g*q^3*r^2*x+27203 *a*c*g*q^3*r*x^2+56436*a*c*g*q^3*x^3-48*a*c*g*q^2*r^4+3727*a*c*g*q^2*r^3*x+ 63900*a*c*g*q^2*r^2*x^2+83927*a*c*g*q^2*r*x^3-16*a*c*g*q*r^5+2124*a*c*g*q*r^4*x +14478*a*c*g*q*r^3*x^2-35551*a*c*g*q*r^2*x^3+84*a*c*g*r^5*x-4452*a*c*g*r^4*x^2-\ 22444*a*c*g*r^3*x^3-24*a*c*p^6*r-288*a*c*p^6*x-298*a*c*p^5*q*r-4152*a*c*p^5*q*x -82*a*c*p^5*r^2-107*a*c*p^5*r*x+3162*a*c*p^5*x^2-518*a*c*p^4*q^2*r-9520*a*c*p^4 *q^2*x-835*a*c*p^4*q*r^2-9911*a*c*p^4*q*r*x+1842*a*c*p^4*q*x^2-102*a*c*p^4*r^3+ 1948*a*c*p^4*r^2*x+18070*a*c*p^4*r*x^2+9644*a*c*p^4*x^3-286*a*c*p^3*q^3*r-7920* a*c*p^3*q^3*x-1040*a*c*p^3*q^2*r^2-19877*a*c*p^3*q^2*r*x-11868*a*c*p^3*q^2*x^2-\ 808*a*c*p^3*q*r^3-2380*a*c*p^3*q*r^2*x+67197*a*c*p^3*q*r*x^2+56064*a*c*p^3*q*x^ 3-54*a*c*p^3*r^4+3173*a*c*p^3*r^3*x+20198*a*c*p^3*r^2*x^2+3992*a*c*p^3*r*x^3-42 *a*c*p^2*q^4*r-2448*a*c*p^2*q^4*x-367*a*c*p^2*q^3*r^2-12563*a*c*p^2*q^3*r*x-\ 17532*a*c*p^2*q^3*x^2-618*a*c*p^2*q^2*r^3-4525*a*c*p^2*q^2*r^2*x+81419*a*c*p^2* q^2*r*x^2+96120*a*c*p^2*q^2*x^3-303*a*c*p^2*q*r^4+5853*a*c*p^2*q*r^3*x+84795*a* c*p^2*q*r^2*x^2+67822*a*c*p^2*q*r*x^3-10*a*c*p^2*r^5+1609*a*c*p^2*r^4*x+1300*a* c*p^2*r^3*x^2-29427*a*c*p^2*r^2*x^3-184*a*c*p*q^5*x-32*a*c*p*q^4*r^2-2592*a*c*p *q^4*r*x-7902*a*c*p*q^4*x^2-96*a*c*p*q^3*r^3-606*a*c*p*q^3*r^2*x+38949*a*c*p*q^ 3*r*x^2+62624*a*c*p*q^3*x^3-96*a*c*p*q^2*r^4+4717*a*c*p*q^2*r^3*x+75896*a*c*p*q ^2*r^2*x^2+79740*a*c*p*q^2*r*x^3-32*a*c*p*q*r^5+2723*a*c*p*q*r^4*x+13466*a*c*p* q*r^3*x^2-44388*a*c*p*q*r^2*x^3+203*a*c*p*r^5*x-3782*a*c*p*r^4*x^2-17220*a*c*p* r^3*x^3-102*a*c*q^5*r*x-918*a*c*q^5*x^2+291*a*c*q^4*r^2*x+6657*a*c*q^4*r*x^2+ 12924*a*c*q^4*x^3+1125*a*c*q^3*r^3*x+16043*a*c*q^3*r^2*x^2+15910*a*c*q^3*r*x^3+ 762*a*c*q^2*r^4*x+3128*a*c*q^2*r^3*x^2-26227*a*c*q^2*r^2*x^3+101*a*c*q*r^5*x-\ 3958*a*c*q*r^4*x^2-21480*a*c*q*r^3*x^3-100*a*c*r^5*x^2+2000*a*c*r^4*x^3-a*g^6*p *r-12*a*g^6*p*x-4*a*g^6*q*x-a*g^6*r^2-27*a*g^6*r*x-78*a*g^6*x^2-14*a*g^5*p^2*r-\ 168*a*g^5*p^2*x-6*a*g^5*p*q*r-168*a*g^5*p*q*x-17*a*g^5*p*r^2-356*a*g^5*p*r*x-\ 720*a*g^5*p*x^2-24*a*g^5*q^2*x-5*a*g^5*q*r^2-184*a*g^5*q*r*x-738*a*g^5*q*x^2-3* a*g^5*r^3-21*a*g^5*r^2*x+458*a*g^5*r*x^2+764*a*g^5*x^3-44*a*g^4*p^3*r-528*a*g^4 *p^3*x-65*a*g^4*p^2*q*r-1268*a*g^4*p^2*q*x-75*a*g^4*p^2*r^2-1222*a*g^4*p^2*r*x-\ 1440*a*g^4*p^2*x^2-14*a*g^4*p*q^2*r-564*a*g^4*p*q^2*x-75*a*g^4*p*q*r^2-2150*a*g ^4*p*q*r*x-5352*a*g^4*p*q*x^2-33*a*g^4*p*r^3-329*a*g^4*p*r^2*x+2380*a*g^4*p*r*x ^2+3764*a*g^4*p*x^3-40*a*g^4*q^3*x-10*a*g^4*q^2*r^2-423*a*g^4*q^2*r*x-1824*a*g^ 4*q^2*x^2-12*a*g^4*q*r^3-157*a*g^4*q*r^2*x+1610*a*g^4*q*r*x^2+3928*a*g^4*q*x^3-\ 2*a*g^4*r^4+122*a*g^4*r^3*x+1777*a*g^4*r^2*x^2+2143*a*g^4*r*x^3-52*a*g^3*p^4*r-\ 624*a*g^3*p^4*x-176*a*g^3*p^3*q*r-3072*a*g^3*p^3*q*x-113*a*g^3*p^3*r^2-1363*a*g ^3*p^3*r*x+30*a*g^3*p^3*x^2-114*a*g^3*p^2*q^2*r-2880*a*g^3*p^2*q^2*x-291*a*g^3* p^2*q*r^2-6478*a*g^3*p^2*q*r*x-10170*a*g^3*p^2*q*x^2-75*a*g^3*p^2*r^3-112*a*g^3 *p^2*r^2*x+8563*a*g^3*p^2*r*x^2+8452*a*g^3*p^2*x^3-12*a*g^3*p*q^3*r-688*a*g^3*p *q^3*x-122*a*g^3*p*q^2*r^2-4079*a*g^3*p*q^2*r*x-10644*a*g^3*p*q^2*x^2-124*a*g^3 *p*q*r^3-1823*a*g^3*p*q*r^2*x+8193*a*g^3*p*q*r*x^2+17264*a*g^3*p*q*x^3-14*a*g^3 *p*r^4+656*a*g^3*p*r^3*x+8505*a*g^3*p*r^2*x^2+8780*a*g^3*p*r*x^3-24*a*g^3*q^4*x -8*a*g^3*q^3*r^2-412*a*g^3*q^3*r*x-1944*a*g^3*q^3*x^2-16*a*g^3*q^2*r^3-153*a*g^ 3*q^2*r^2*x+3996*a*g^3*q^2*r*x^2+9268*a*g^3*q^2*x^3-8*a*g^3*q*r^4+420*a*g^3*q*r ^3*x+7785*a*g^3*q*r^2*x^2+11332*a*g^3*q*r*x^3+117*a*g^3*r^4*x+481*a*g^3*r^3*x^2 -2613*a*g^3*r^2*x^3-23*a*g^2*p^5*r-276*a*g^2*p^5*x-197*a*g^2*p^4*q*r-3120*a*g^2 *p^4*q*x-60*a*g^2*p^4*r^2-257*a*g^2*p^4*r*x+2082*a*g^2*p^4*x^2-237*a*g^2*p^3*q^ 2*r-5028*a*g^2*p^3*q^2*x-435*a*g^2*p^3*q*r^2-7367*a*g^2*p^3*q*r*x-5586*a*g^2*p^ 3*q*x^2-51*a*g^2*p^3*r^3+1035*a*g^2*p^3*r^2*x+12377*a*g^2*p^3*r*x^2+8396*a*g^2* p^3*x^3-74*a*g^2*p^2*q^3*r-2508*a*g^2*p^2*q^3*x-362*a*g^2*p^2*q^2*r^2-9428*a*g^ 2*p^2*q^2*r*x-15402*a*g^2*p^2*q^2*x^2-302*a*g^2*p^2*q*r^3-2665*a*g^2*p^2*q*r^2* x+23651*a*g^2*p^2*q*r*x^2+29744*a*g^2*p^2*q*x^3-14*a*g^2*p^2*r^4+1498*a*g^2*p^2 *r^3*x+12870*a*g^2*p^2*r^2*x^2+8123*a*g^2*p^2*r*x^3-3*a*g^2*p*q^4*r-328*a*g^2*p *q^4*x-72*a*g^2*p*q^3*r^2-3087*a*g^2*p*q^3*r*x-8718*a*g^2*p*q^3*x^2-135*a*g^2*p *q^2*r^3-1907*a*g^2*p*q^2*r^2*x+16054*a*g^2*p*q^2*r*x^2+31388*a*g^2*p*q^2*x^3-\ 66*a*g^2*p*q*r^4+1474*a*g^2*p*q*r^3*x+29181*a*g^2*p*q*r^2*x^2+36257*a*g^2*p*q*r *x^3+489*a*g^2*p*r^4*x+1622*a*g^2*p*r^3*x^2-8142*a*g^2*p*r^2*x^3-4*a*g^2*q^5*x-\ 2*a*g^2*q^4*r^2-167*a*g^2*q^4*r*x-984*a*g^2*q^4*x^2-6*a*g^2*q^3*r^3+78*a*g^2*q^ 3*r^2*x+4850*a*g^2*q^3*r*x^2+10040*a*g^2*q^3*x^3-6*a*g^2*q^2*r^4+656*a*g^2*q^2* r^3*x+10962*a*g^2*q^2*r^2*x^2+14965*a*g^2*q^2*r*x^3-2*a*g^2*q*r^5+345*a*g^2*q*r ^4*x+2326*a*g^2*q*r^3*x^2-6418*a*g^2*q*r^2*x^3+4*a*g^2*r^5*x-743*a*g^2*r^4*x^2-\ 3382*a*g^2*r^3*x^3-2*a*g*p^6*r-24*a*g*p^6*x-100*a*g*p^5*q*r-1392*a*g*p^5*q*x-6* a*g*p^5*r^2+273*a*g*p^5*r*x+1494*a*g*p^5*x^2-188*a*g*p^4*q^2*r-3452*a*g*p^4*q^2 *x-284*a*g*p^4*q*r^2-3438*a*g*p^4*q*r*x+480*a*g*p^4*q*x^2-6*a*g*p^4*r^3+1046*a* g*p^4*r^2*x+6664*a*g*p^4*r*x^2+3284*a*g*p^4*x^3-104*a*g*p^3*q^3*r-2872*a*g*p^3* q^3*x-382*a*g*p^3*q^2*r^2-7591*a*g*p^3*q^2*r*x-6150*a*g*p^3*q^2*x^2-280*a*g*p^3 *q*r^3-1013*a*g*p^3*q*r^2*x+23107*a*g*p^3*q*r*x^2+20020*a*g*p^3*q*x^3-2*a*g*p^3 *r^4+1197*a*g*p^3*r^3*x+6228*a*g*p^3*r^2*x^2-237*a*g*p^3*r*x^3-14*a*g*p^2*q^4*r -836*a*g*p^2*q^4*x-136*a*g*p^2*q^3*r^2-4757*a*g*p^2*q^3*r*x-7998*a*g*p^2*q^3*x^ 2-230*a*g*p^2*q^2*r^3-2140*a*g*p^2*q^2*r^2*x+26820*a*g*p^2*q^2*r*x^2+34840*a*g* p^2*q^2*x^3-108*a*g*p^2*q*r^4+1892*a*g*p^2*q*r^3*x+30740*a*g*p^2*q*r^2*x^2+ 27046*a*g*p^2*q*r*x^3+490*a*g*p^2*r^4*x-349*a*g*p^2*r^3*x^2-11721*a*g*p^2*r^2*x ^3-48*a*g*p*q^5*x-12*a*g*p*q^4*r^2-898*a*g*p*q^4*r*x-3096*a*g*p*q^4*x^2-36*a*g* p*q^3*r^3-319*a*g*p*q^3*r^2*x+12817*a*g*p*q^3*r*x^2+22756*a*g*p*q^3*x^3-36*a*g* p*q^2*r^4+1628*a*g*p*q^2*r^3*x+28048*a*g*p*q^2*r^2*x^2+33061*a*g*p*q^2*r*x^3-12 *a*g*p*q*r^5+926*a*g*p*q*r^4*x+5508*a*g*p*q*r^3*x^2-13761*a*g*p*q*r^2*x^3+42*a* g*p*r^5*x-1361*a*g*p*r^4*x^2-5640*a*g*p*r^3*x^3-21*a*g*q^5*r*x-234*a*g*q^5*x^2+ 124*a*g*q^4*r^2*x+2440*a*g*q^4*r*x^2+4652*a*g*q^4*x^3+407*a*g*q^3*r^3*x+5662*a* g*q^3*r^2*x^2+5778*a*g*q^3*r*x^3+280*a*g*q^2*r^4*x+1194*a*g*q^2*r^3*x^2-9329*a* g*q^2*r^2*x^3+34*a*g*q*r^5*x-1412*a*g*q*r^4*x^2-7866*a*g*q*r^3*x^3-20*a*g*r^5*x ^2+680*a*g*r^4*x^3-20*a*p^6*q*r-240*a*p^6*q*x+60*a*p^6*r*x+240*a*p^6*x^2-51*a*p ^5*q^2*r-804*a*p^5*q^2*x-70*a*p^5*q*r^2-601*a*p^5*q*r*x+558*a*p^5*q*x^2+221*a*p ^5*r^2*x+1016*a*p^5*r*x^2+340*a*p^5*x^3-42*a*p^4*q^3*r-972*a*p^4*q^3*x-132*a*p^ 4*q^2*r^2-1928*a*p^4*q^2*r*x-90*a*p^4*q^2*x^2-90*a*p^4*q*r^3-21*a*p^4*q*r^2*x+ 6446*a*p^4*q*r*x^2+4224*a*p^4*q*x^3+297*a*p^4*r^3*x+811*a*p^4*r^2*x^2-1049*a*p^ 4*r*x^3-11*a*p^3*q^4*r-492*a*p^3*q^4*x-72*a*p^3*q^3*r^2-1891*a*p^3*q^3*r*x-1248 *a*p^3*q^3*x^2-111*a*p^3*q^2*r^3-466*a*p^3*q^2*r^2*x+12270*a*p^3*q^2*r*x^2+ 11348*a*p^3*q^2*x^3-50*a*p^3*q*r^4+829*a*p^3*q*r^3*x+9113*a*p^3*q*r^2*x^2+4288* a*p^3*q*r*x^3+171*a*p^3*r^4*x-447*a*p^3*r^3*x^2-3560*a*p^3*r^2*x^3-84*a*p^2*q^5 *x-10*a*p^2*q^4*r^2-702*a*p^2*q^4*r*x-1224*a*p^2*q^4*x^2-30*a*p^2*q^3*r^3-149*a *p^2*q^3*r^2*x+9656*a*p^2*q^3*r*x^2+12100*a*p^2*q^3*x^3-30*a*p^2*q^2*r^4+1020*a *p^2*q^2*r^3*x+14827*a*p^2*q^2*r^2*x^2+11879*a*p^2*q^2*r*x^3-10*a*p^2*q*r^5+580 *a*p^2*q*r^4*x+1750*a*p^2*q*r^3*x^2-9621*a*p^2*q*r^2*x^3+35*a*p^2*r^5*x-536*a*p ^2*r^4*x^2-1374*a*p^2*r^3*x^3-78*a*p*q^5*r*x-414*a*p*q^5*x^2+102*a*p*q^4*r^2*x+ 3206*a*p*q^4*r*x^2+5352*a*p*q^4*x^3+529*a*p*q^3*r^3*x+7321*a*p*q^3*r^2*x^2+6698 *a*p*q^3*r*x^3+390*a*p*q^2*r^4*x+1503*a*p*q^2*r^3*x^2-9900*a*p*q^2*r^2*x^3+91*a *p*q*r^5*x-1237*a*p*q*r^4*x^2-7008*a*p*q*r^3*x^3-65*a*p*r^5*x^2+570*a*p*r^4*x^3 -30*a*q^6*x^2+27*a*q^5*r^2*x+390*a*q^5*r*x^2+716*a*q^5*x^3+63*a*q^4*r^3*x+796*a *q^4*r^2*x^2+156*a*q^4*r*x^3+24*a*q^3*r^4*x-260*a*q^3*r^3*x^2-3839*a*q^3*r^2*x^ 3-12*a*q^2*r^5*x-659*a*q^2*r^4*x^2-2698*a*q^2*r^3*x^3-15*a*q*r^5*x^2+690*a*q*r^ 4*x^3-768*b^6*c*x^2-240*b^6*g*x^2-384*b^6*p*x^2+192*b^6*r*x^2+704*b^6*x^3-384*b ^5*c^3*x-256*b^5*c^2*g*x-896*b^5*c^2*p*x-528*b^5*c^2*r*x-9312*b^5*c^2*x^2-32*b^ 5*c*g^2*x-416*b^5*c*g*p*x-320*b^5*c*g*r*x-6336*b^5*c*g*x^2-608*b^5*c*p^2*x-696* b^5*c*p*r*x-8976*b^5*c*p*x^2-3600*b^5*c*q*x^2-88*b^5*c*r^2*x-1216*b^5*c*r*x^2+ 6208*b^5*c*x^3-32*b^5*g^2*p*x-32*b^5*g^2*r*x-1032*b^5*g^2*x^2-144*b^5*g*p^2*x-\ 240*b^5*g*p*r*x-3168*b^5*g*p*x^2-960*b^5*g*q*x^2-32*b^5*g*r^2*x-88*b^5*g*r*x^2+ 2560*b^5*g*x^3-128*b^5*p^3*x-216*b^5*p^2*r*x-2160*b^5*p^2*x^2-1776*b^5*p*q*x^2-\ 368*b^5*p*r*x^2+2400*b^5*p*x^3+936*b^5*q*r*x^2+2912*b^5*q*x^3-8*b^5*r^3*x+488*b ^5*r^2*x^2+1296*b^5*r*x^3-32*b^4*c^4*r-2816*b^4*c^4*x-32*b^4*c^3*g*r-3008*b^4*c ^3*g*x-80*b^4*c^3*p*r-7744*b^4*c^3*p*x-1216*b^4*c^3*q*x-16*b^4*c^3*r^2-4608*b^4 *c^3*r*x-39744*b^4*c^3*x^2-8*b^4*c^2*g^2*r-960*b^4*c^2*g^2*x-64*b^4*c^2*g*p*r-\ 6528*b^4*c^2*g*p*x-832*b^4*c^2*g*q*x-16*b^4*c^2*g*r^2-4384*b^4*c^2*g*r*x-42672* b^4*c^2*g*x^2-72*b^4*c^2*p^2*r-7104*b^4*c^2*p^2*x-3008*b^4*c^2*p*q*x-32*b^4*c^2 *p*r^2-8312*b^4*c^2*p*r*x-52080*b^4*c^2*p*x^2-1728*b^4*c^2*q*r*x-31680*b^4*c^2* q*x^2-992*b^4*c^2*r^2*x-5448*b^4*c^2*r*x^2+34592*b^4*c^2*x^3-80*b^4*c*g^3*x-12* b^4*c*g^2*p*r-1536*b^4*c*g^2*p*x-112*b^4*c*g^2*q*x-4*b^4*c*g^2*r^2-1204*b^4*c*g ^2*r*x-14808*b^4*c*g^2*x^2-40*b^4*c*g*p^2*r-4176*b^4*c*g*p^2*x-1472*b^4*c*g*p*q *x-24*b^4*c*g*p*r^2-5652*b^4*c*g*p*r*x-39192*b^4*c*g*p*x^2-1000*b^4*c*g*q*r*x-\ 20544*b^4*c*g*q*x^2-760*b^4*c*g*r^2*x-4420*b^4*c*g*r*x^2+24064*b^4*c*g*x^3-28*b ^4*c*p^3*r-2704*b^4*c*p^3*x-2192*b^4*c*p^2*q*x-20*b^4*c*p^2*r^2-4692*b^4*c*p^2* r*x-21720*b^4*c*p^2*x^2-2408*b^4*c*p*q*r*x-29400*b^4*c*p*q*x^2-780*b^4*c*p*r^2* x+900*b^4*c*p*r*x^2+30800*b^4*c*p*x^3-6240*b^4*c*q^2*x^2-104*b^4*c*q*r^2*x+1348 *b^4*c*q*r*x^2+27712*b^4*c*q*x^3+96*b^4*c*r^3*x+7308*b^4*c*r^2*x^2+23168*b^4*c* r*x^3-80*b^4*g^3*p*x-80*b^4*g^3*r*x-1620*b^4*g^3*x^2-4*b^4*g^2*p^2*r-528*b^4*g^ 2*p^2*x-128*b^4*g^2*p*q*x-4*b^4*g^2*p*r^2-892*b^4*g^2*p*r*x-7200*b^4*g^2*p*x^2-\ 80*b^4*g^2*q*r*x-3096*b^4*g^2*q*x^2-84*b^4*g^2*r^2*x-476*b^4*g^2*r*x^2+4480*b^4 *g^2*x^3-8*b^4*g*p^3*r-832*b^4*g*p^3*x-560*b^4*g*p^2*q*x-8*b^4*g*p^2*r^2-1660*b ^4*g*p^2*r*x-8640*b^4*g*p^2*x^2-808*b^4*g*p*q*r*x-10116*b^4*g*p*q*x^2-388*b^4*g *p*r^2*x-754*b^4*g*p*r*x^2+10176*b^4*g*p*x^3-1380*b^4*g*q^2*x^2-72*b^4*g*q*r^2* x+1588*b^4*g*q*r*x^2+10632*b^4*g*q*x^3-28*b^4*g*r^3*x+2314*b^4*g*r^2*x^2+7394*b ^4*g*r*x^3-4*b^4*p^4*r-368*b^4*p^4*x-496*b^4*p^3*q*x-4*b^4*p^3*r^2-844*b^4*p^3* r*x-2808*b^4*p^3*x^2-760*b^4*p^2*q*r*x-6864*b^4*p^2*q*x^2-168*b^4*p^2*r^2*x+ 1252*b^4*p^2*r*x^2+6752*b^4*p^2*x^3-3192*b^4*p*q^2*x^2+128*b^4*p*q*r^2*x+884*b^ 4*p*q*r*x^2+10928*b^4*p*q*x^3+200*b^4*p*r^3*x+3904*b^4*p*r^2*x^2+10104*b^4*p*r* x^3+1748*b^4*q^2*r*x^2+4688*b^4*q^2*x^3-40*b^4*q*r^3*x+1324*b^4*q*r^2*x^2+2052* b^4*q*r*x^3-24*b^4*r^4*x-204*b^4*r^3*x^2-2620*b^4*r^2*x^3-192*b^3*c^5*r-8576*b^ 3*c^5*x-272*b^3*c^4*g*r-12544*b^3*c^4*g*x-576*b^3*c^4*p*r-27072*b^3*c^4*p*x-80* b^3*c^4*q*r-7360*b^3*c^4*q*x-192*b^3*c^4*r^2-16384*b^3*c^4*r*x-85920*b^3*c^4*x^ 2-128*b^3*c^3*g^2*r-6400*b^3*c^3*g^2*x-688*b^3*c^3*g*p*r-33024*b^3*c^3*g*p*x-80 *b^3*c^3*g*q*r-8128*b^3*c^3*g*q*x-240*b^3*c^3*g*r^2-21312*b^3*c^3*g*r*x-125040* b^3*c^3*g*x^2-672*b^3*c^3*p^2*r-30752*b^3*c^3*p^2*x-224*b^3*c^3*p*q*r-21184*b^3 *c^3*p*q*x-480*b^3*c^3*p*r^2-36272*b^3*c^3*p*r*x-138624*b^3*c^3*p*x^2-1504*b^3* c^3*q^2*x-64*b^3*c^3*q*r^2-12416*b^3*c^3*q*r*x-103488*b^3*c^3*q*x^2-48*b^3*c^3* r^3-4184*b^3*c^3*r^2*x+4200*b^3*c^3*r*x^2+105984*b^3*c^3*x^3-20*b^3*c^2*g^3*r-\ 1280*b^3*c^2*g^3*x-264*b^3*c^2*g^2*p*r-13536*b^3*c^2*g^2*p*x-20*b^3*c^2*g^2*q*r -2736*b^3*c^2*g^2*q*x-96*b^3*c^2*g^2*r^2-9496*b^3*c^2*g^2*r*x-66216*b^3*c^2*g^2 *x^2-628*b^3*c^2*g*p^2*r-29216*b^3*c^2*g*p^2*x-184*b^3*c^2*g*p*q*r-18624*b^3*c^ 2*g*p*q*x-480*b^3*c^2*g*p*r^2-37404*b^3*c^2*g*p*r*x-158760*b^3*c^2*g*p*x^2-1056 *b^3*c^2*g*q^2*x-64*b^3*c^2*g*q*r^2-11680*b^3*c^2*g*q*r*x-108744*b^3*c^2*g*q*x^ 2-48*b^3*c^2*g*r^3-4740*b^3*c^2*g*r^2*x-2828*b^3*c^2*g*r*x^2+107440*b^3*c^2*g*x ^3-384*b^3*c^2*p^3*r-16208*b^3*c^2*p^3*x-228*b^3*c^2*p^2*q*r-20336*b^3*c^2*p^2* q*x-432*b^3*c^2*p^2*r^2-27892*b^3*c^2*p^2*r*x-77904*b^3*c^2*p^2*x^2-3920*b^3*c^ 2*p*q^2*x-128*b^3*c^2*p*q*r^2-22920*b^3*c^2*p*q*r*x-132240*b^3*c^2*p*q*x^2-96*b ^3*c^2*p*r^3-5692*b^3*c^2*p*r^2*x+32512*b^3*c^2*p*r*x^2+138368*b^3*c^2*p*x^3-\ 2208*b^3*c^2*q^2*r*x-40296*b^3*c^2*q^2*x^2-1384*b^3*c^2*q*r^2*x+10856*b^3*c^2*q *r*x^2+122320*b^3*c^2*q*x^3+984*b^3*c^2*r^3*x+40180*b^3*c^2*r^2*x^2+102464*b^3* c^2*r*x^3-72*b^3*c*g^4*x-32*b^3*c*g^3*p*r-2040*b^3*c*g^3*p*x-256*b^3*c*g^3*q*x-\ 12*b^3*c*g^3*r^2-1612*b^3*c*g^3*r*x-14952*b^3*c*g^3*x^2-172*b^3*c*g^2*p^2*r-\ 8472*b^3*c*g^2*p^2*x-36*b^3*c*g^2*p*q*r-4688*b^3*c*g^2*p*q*x-144*b^3*c*g^2*p*r^ 2-12164*b^3*c*g^2*p*r*x-59232*b^3*c*g^2*p*x^2-152*b^3*c*g^2*q^2*x-16*b^3*c*g^2* q*r^2-3080*b^3*c*g^2*q*r*x-36288*b^3*c*g^2*q*x^2-12*b^3*c*g^2*r^3-1386*b^3*c*g^ 2*r^2*x-1584*b^3*c*g^2*r*x^2+37344*b^3*c*g^2*x^3-248*b^3*c*g*p^3*r-10640*b^3*c* g*p^3*x-136*b^3*c*g*p^2*q*r-12512*b^3*c*g*p^2*q*x-300*b^3*c*g*p^2*r^2-19940*b^3 *c*g*p^2*r*x-62544*b^3*c*g*p^2*x^2-1992*b^3*c*g*p*q^2*x-96*b^3*c*g*p*q*r^2-\ 15608*b^3*c*g*p*q*r*x-98772*b^3*c*g*p*q*x^2-72*b^3*c*g*p*r^3-4906*b^3*c*g*p*r^2 *x+13802*b^3*c*g*p*r*x^2+94040*b^3*c*g*p*x^3-1204*b^3*c*g*q^2*r*x-24840*b^3*c*g *q^2*x^2-1240*b^3*c*g*q*r^2*x+6292*b^3*c*g*q*r*x^2+84936*b^3*c*g*q*x^3+398*b^3* c*g*r^3*x+26808*b^3*c*g*r^2*x^2+72444*b^3*c*g*r*x^3-108*b^3*c*p^4*r-4000*b^3*c* p^4*x-100*b^3*c*p^3*q*r-8000*b^3*c*p^3*q*x-168*b^3*c*p^3*r^2-8882*b^3*c*p^3*r*x -17268*b^3*c*p^3*x^2-3048*b^3*c*p^2*q^2*x-80*b^3*c*p^2*q*r^2-12968*b^3*c*p^2*q* r*x-53652*b^3*c*p^2*q*x^2-60*b^3*c*p^2*r^3-2482*b^3*c*p^2*r^2*x+24434*b^3*c*p^2 *r*x^2+57776*b^3*c*p^2*x^3-3214*b^3*c*p*q^2*r*x-36936*b^3*c*p*q^2*x^2-826*b^3*c *p*q*r^2*x+21620*b^3*c*p*q*r*x^2+102192*b^3*c*p*q*x^3+1602*b^3*c*p*r^3*x+39630* b^3*c*p*r^2*x^2+79064*b^3*c*p*r*x^3-5196*b^3*c*q^3*x^2+142*b^3*c*q^2*r^2*x+8580 *b^3*c*q^2*r*x^2+42680*b^3*c*q^2*x^3+366*b^3*c*q*r^3*x+19628*b^3*c*q*r^2*x^2+ 44778*b^3*c*q*r*x^3+36*b^3*c*r^4*x+2212*b^3*c*r^3*x^2-11800*b^3*c*r^2*x^3-72*b^ 3*g^4*p*x-72*b^3*g^4*r*x-1182*b^3*g^4*x^2-12*b^3*g^3*p^2*r-708*b^3*g^3*p^2*x-\ 288*b^3*g^3*p*q*x-12*b^3*g^3*p*r^2-1216*b^3*g^3*p*r*x-7152*b^3*g^3*p*x^2-168*b^ 3*g^3*q*r*x-3720*b^3*g^3*q*x^2-60*b^3*g^3*r^2*x+146*b^3*g^3*r*x^2+4560*b^3*g^3* x^3-36*b^3*g^2*p^3*r-1632*b^3*g^2*p^3*x-16*b^3*g^2*p^2*q*r-1704*b^3*g^2*p^2*q*x -48*b^3*g^2*p^2*r^2-3436*b^3*g^2*p^2*r*x-12324*b^3*g^2*p^2*x^2-184*b^3*g^2*p*q^ 2*x-16*b^3*g^2*p*q*r^2-2448*b^3*g^2*p*q*r*x-17874*b^3*g^2*p*q*x^2-12*b^3*g^2*p* r^3-950*b^3*g^2*p*r^2*x+847*b^3*g^2*p*r*x^2+15760*b^3*g^2*p*x^3-64*b^3*g^2*q^2* r*x-3366*b^3*g^2*q^2*x^2-112*b^3*g^2*q*r^2*x+1790*b^3*g^2*q*r*x^2+15220*b^3*g^2 *q*x^3+28*b^3*g^2*r^3*x+4195*b^3*g^2*r^2*x^2+11797*b^3*g^2*r*x^3-36*b^3*g*p^4*r -1360*b^3*g*p^4*x-32*b^3*g*p^3*q*r-2576*b^3*g*p^3*q*x-60*b^3*g*p^3*r^2-3272*b^3 *g*p^3*r*x-7344*b^3*g*p^3*x^2-820*b^3*g*p^2*q^2*x-32*b^3*g*p^2*q*r^2-4624*b^3*g *p^2*q*r*x-21516*b^3*g*p^2*q*x^2-24*b^3*g*p^2*r^3-1118*b^3*g*p^2*r^2*x+6642*b^3 *g*p^2*r*x^2+20160*b^3*g*p^2*x^3-1048*b^3*g*p*q^2*r*x-12414*b^3*g*p*q^2*x^2-572 *b^3*g*p*q*r^2*x+5083*b^3*g*p*q*r*x^2+34728*b^3*g*p*q*x^3+502*b^3*g*p*r^3*x+ 13934*b^3*g*p*r^2*x^2+29940*b^3*g*p*r*x^3-852*b^3*g*q^3*x^2-36*b^3*g*q^2*r^2*x+ 4500*b^3*g*q^2*r*x^2+15700*b^3*g*q^2*x^3-52*b^3*g*q*r^3*x+6209*b^3*g*q*r^2*x^2+ 13465*b^3*g*q*r*x^3-20*b^3*g*r^4*x+496*b^3*g*r^3*x^2-5224*b^3*g*r^2*x^3-12*b^3* p^5*r-368*b^3*p^5*x-16*b^3*p^4*q*r-1104*b^3*p^4*q*x-24*b^3*p^4*r^2-978*b^3*p^4* r*x-1116*b^3*p^4*x^2-736*b^3*p^3*q^2*x-16*b^3*p^3*q*r^2-2328*b^3*p^3*q*r*x-6612 *b^3*p^3*q*x^2-12*b^3*p^3*r^3-368*b^3*p^3*r^2*x+4854*b^3*p^3*r*x^2+7720*b^3*p^3 *x^3-1034*b^3*p^2*q^2*r*x-8388*b^3*p^2*q^2*x^2-190*b^3*p^2*q*r^2*x+7192*b^3*p^2 *q*r*x^2+21272*b^3*p^2*q*x^3+360*b^3*p^2*r^3*x+8542*b^3*p^2*r^2*x^2+13640*b^3*p ^2*r*x^3-2892*b^3*p*q^3*x^2+340*b^3*p*q^2*r^2*x+3776*b^3*p*q^2*r*x^2+17320*b^3* p*q^2*x^3+606*b^3*p*q*r^3*x+10448*b^3*p*q*r^2*x^2+21568*b^3*p*q*r*x^3+108*b^3*p *r^4*x+1264*b^3*p*r^3*x^2-3616*b^3*p*r^2*x^3+1634*b^3*q^3*r*x^2+3768*b^3*q^3*x^ 3-70*b^3*q^2*r^3*x+1318*b^3*q^2*r^2*x^2-124*b^3*q^2*r*x^3-72*b^3*q*r^4*x-726*b^ 3*q*r^3*x^2-7552*b^3*q*r^2*x^3-12*b^3*r^5*x-236*b^3*r^4*x^2-1672*b^3*r^3*x^3-\ 448*b^2*c^6*r-13440*b^2*c^6*x-816*b^2*c^5*g*r-24960*b^2*c^5*g*x-1568*b^2*c^5*p* r-47936*b^2*c^5*p*x-368*b^2*c^5*q*r-17216*b^2*c^5*q*x-672*b^2*c^5*r^2-30112*b^2 *c^5*r*x-105408*b^2*c^5*x^2-552*b^2*c^4*g^2*r-17504*b^2*c^4*g^2*x-2480*b^2*c^4* g*p*r-76480*b^2*c^4*g*p*x-528*b^2*c^4*g*q*r-26112*b^2*c^4*g*q*x-1072*b^2*c^4*g* r^2-49504*b^2*c^4*g*r*x-190128*b^2*c^4*g*x^2-2200*b^2*c^4*p^2*r-64448*b^2*c^4*p ^2*x-1216*b^2*c^4*p*q*r-56576*b^2*c^4*p*q*x-1936*b^2*c^4*p*r^2-77504*b^2*c^4*p* r*x-199344*b^2*c^4*p*x^2-72*b^2*c^4*q^2*r-7040*b^2*c^4*q^2*x-480*b^2*c^4*q*r^2-\ 34336*b^2*c^4*q*r*x-167808*b^2*c^4*q*x^2-296*b^2*c^4*r^3-9032*b^2*c^4*r^2*x+ 37976*b^2*c^4*r*x^2+172000*b^2*c^4*x^3-164*b^2*c^3*g^3*r-5616*b^2*c^3*g^3*x-\ 1428*b^2*c^3*g^2*p*r-44976*b^2*c^3*g^2*p*x-252*b^2*c^3*g^2*q*r-14016*b^2*c^3*g^ 2*q*x-620*b^2*c^3*g^2*r^2-30348*b^2*c^3*g^2*r*x-132984*b^2*c^3*g^2*x^2-2884*b^2 *c^3*g*p^2*r-84576*b^2*c^3*g*p^2*x-1488*b^2*c^3*g*p*q*r-71776*b^2*c^3*g*p*q*x-\ 2592*b^2*c^3*g*p*r^2-106656*b^2*c^3*g*p*r*x-300528*b^2*c^3*g*p*x^2-72*b^2*c^3*g *q^2*r-8016*b^2*c^3*g*q^2*x-616*b^2*c^3*g*q*r^2-44816*b^2*c^3*g*q*r*x-241536*b^ 2*c^3*g*q*x^2-392*b^2*c^3*g*r^3-13148*b^2*c^3*g*r^2*x+38868*b^2*c^3*g*r*x^2+ 233904*b^2*c^3*g*x^3-1580*b^2*c^3*p^3*r-42656*b^2*c^3*p^3*x-1540*b^2*c^3*p^2*q* r-66656*b^2*c^3*p^2*q*x-2132*b^2*c^3*p^2*r^2-73488*b^2*c^3*p^2*r*x-136200*b^2*c ^3*p^2*x^2-228*b^2*c^3*p*q^2*r-21120*b^2*c^3*p*q^2*x-1200*b^2*c^3*p*q*r^2-76848 *b^2*c^3*p*q*r*x-266352*b^2*c^3*p*q*x^2-700*b^2*c^3*p*r^3-16128*b^2*c^3*p*r^2*x +117788*b^2*c^3*p*r*x^2+286704*b^2*c^3*p*x^3-912*b^2*c^3*q^3*x-84*b^2*c^3*q^2*r ^2-12308*b^2*c^3*q^2*r*x-96168*b^2*c^3*q^2*x^2-120*b^2*c^3*q*r^3-5556*b^2*c^3*q *r^2*x+57776*b^2*c^3*q*r*x^2+265520*b^2*c^3*q*x^3-36*b^2*c^3*r^4+3376*b^2*c^3*r ^3*x+100440*b^2*c^3*r^2*x^2+201816*b^2*c^3*r*x^3-18*b^2*c^2*g^4*r-768*b^2*c^2*g ^4*x-352*b^2*c^2*g^3*p*r-11696*b^2*c^2*g^3*p*x-40*b^2*c^2*g^3*q*r-3040*b^2*c^2* g^3*q*x-152*b^2*c^2*g^3*r^2-8388*b^2*c^2*g^3*r*x-44724*b^2*c^2*g^3*x^2-1316*b^2 *c^2*g^2*p^2*r-38904*b^2*c^2*g^2*p^2*x-588*b^2*c^2*g^2*p*q*r-31040*b^2*c^2*g^2* p*q*x-1212*b^2*c^2*g^2*p*r^2-52432*b^2*c^2*g^2*p*r*x-165780*b^2*c^2*g^2*p*x^2-\ 18*b^2*c^2*g^2*q^2*r-2832*b^2*c^2*g^2*q^2*x-256*b^2*c^2*g^2*q*r^2-19820*b^2*c^2 *g^2*q*r*x-125124*b^2*c^2*g^2*q*x^2-170*b^2*c^2*g^2*r^3-6116*b^2*c^2*g^2*r^2*x+ 16550*b^2*c^2*g^2*r*x^2+120320*b^2*c^2*g^2*x^3-1600*b^2*c^2*g*p^3*r-43024*b^2*c ^2*g*p^3*x-1496*b^2*c^2*g*p^2*q*r-65888*b^2*c^2*g*p^2*q*x-2216*b^2*c^2*g*p^2*r^ 2-78304*b^2*c^2*g*p^2*r*x-161088*b^2*c^2*g*p^2*x^2-192*b^2*c^2*g*p*q^2*r-19232* b^2*c^2*g*p*q^2*x-1232*b^2*c^2*g*p*q*r^2-80156*b^2*c^2*g*p*q*r*x-305484*b^2*c^2 *g*p*q*x^2-744*b^2*c^2*g*p*r^3-19414*b^2*c^2*g*p*r^2*x+102138*b^2*c^2*g*p*r*x^2 +296720*b^2*c^2*g*p*x^3-656*b^2*c^2*g*q^3*x-84*b^2*c^2*g*q^2*r^2-11412*b^2*c^2* g*q^2*r*x-98736*b^2*c^2*g*q^2*x^2-120*b^2*c^2*g*q*r^3-6624*b^2*c^2*g*q*r^2*x+ 46924*b^2*c^2*g*q*r*x^2+272136*b^2*c^2*g*q*x^3-36*b^2*c^2*g*r^4+2934*b^2*c^2*g* r^3*x+102808*b^2*c^2*g*r^2*x^2+218462*b^2*c^2*g*r*x^3-610*b^2*c^2*p^4*r-14712*b ^2*c^2*p^4*x-932*b^2*c^2*p^3*q*r-36080*b^2*c^2*p^3*q*x-1124*b^2*c^2*p^3*r^2-\ 32058*b^2*c^2*p^3*r*x-38952*b^2*c^2*p^3*x^2-258*b^2*c^2*p^2*q^2*r-21168*b^2*c^2 *p^2*q^2*x-1080*b^2*c^2*p^2*q*r^2-59320*b^2*c^2*p^2*q*r*x-146124*b^2*c^2*p^2*q* x^2-586*b^2*c^2*p^2*r^3-9582*b^2*c^2*p^2*r^2*x+104606*b^2*c^2*p^2*r*x^2+171416* b^2*c^2*p^2*x^3-2480*b^2*c^2*p*q^3*x-168*b^2*c^2*p*q^2*r^2-23062*b^2*c^2*p*q^2* r*x-120984*b^2*c^2*p*q^2*x^2-240*b^2*c^2*p*q*r^3-7778*b^2*c^2*p*q*r^2*x+119448* b^2*c^2*p*q*r*x^2+327216*b^2*c^2*p*q*x^3-72*b^2*c^2*p*r^4+5770*b^2*c^2*p*r^3*x+ 135624*b^2*c^2*p*r^2*x^2+215902*b^2*c^2*p*r*x^3-1380*b^2*c^2*q^3*r*x-23856*b^2* c^2*q^3*x^2+68*b^2*c^2*q^2*r^2*x+36134*b^2*c^2*q^2*r*x^2+143648*b^2*c^2*q^2*x^3 +2862*b^2*c^2*q*r^3*x+84268*b^2*c^2*q*r^2*x^2+163904*b^2*c^2*q*r*x^3+732*b^2*c^ 2*r^4*x+11760*b^2*c^2*r^3*x^2-28212*b^2*c^2*r^2*x^3-28*b^2*c*g^5*x-31*b^2*c*g^4 *p*r-1224*b^2*c*g^4*p*x-204*b^2*c*g^4*q*x-13*b^2*c*g^4*r^2-969*b^2*c*g^4*r*x-\ 7110*b^2*c*g^4*x^2-238*b^2*c*g^3*p^2*r-7228*b^2*c*g^3*p^2*x-74*b^2*c*g^3*p*q*r-\ 5096*b^2*c*g^3*p*q*x-226*b^2*c*g^3*p*r^2-10758*b^2*c*g^3*p*r*x-39492*b^2*c*g^3* p*x^2-292*b^2*c*g^3*q^2*x-34*b^2*c*g^3*q*r^2-3230*b^2*c*g^3*q*r*x-27198*b^2*c*g ^3*q*x^2-24*b^2*c*g^3*r^3-886*b^2*c*g^3*r^2*x+4655*b^2*c*g^3*r*x^2+28408*b^2*c* g^3*x^3-510*b^2*c*g^2*p^3*r-13688*b^2*c*g^2*p^3*x-434*b^2*c*g^2*p^2*q*r-20120*b ^2*c*g^2*p^2*q*x-728*b^2*c*g^2*p^2*r^2-26814*b^2*c*g^2*p^2*r*x-61980*b^2*c*g^2* p^2*x^2-39*b^2*c*g^2*p*q^2*r-5104*b^2*c*g^2*p*q^2*x-384*b^2*c*g^2*p*q*r^2-26250 *b^2*c*g^2*p*q*r*x-113586*b^2*c*g^2*p*q*x^2-245*b^2*c*g^2*p*r^3-7222*b^2*c*g^2* p*r^2*x+28122*b^2*c*g^2*p*r*x^2+101212*b^2*c*g^2*p*x^3-100*b^2*c*g^2*q^3*x-21*b ^2*c*g^2*q^2*r^2-2851*b^2*c*g^2*q^2*r*x-31440*b^2*c*g^2*q^2*x^2-30*b^2*c*g^2*q* r^3-1839*b^2*c*g^2*q*r^2*x+14269*b^2*c*g^2*q*r*x^2+92920*b^2*c*g^2*q*x^3-9*b^2* c*g^2*r^4+874*b^2*c*g^2*r^3*x+33858*b^2*c*g^2*r^2*x^2+74747*b^2*c*g^2*r*x^3-422 *b^2*c*g*p^4*r-10096*b^2*c*g*p^4*x-630*b^2*c*g*p^3*q*r-24608*b^2*c*g*p^3*q*x-\ 798*b^2*c*g*p^3*r^2-23259*b^2*c*g*p^3*r*x-32352*b^2*c*g*p^3*x^2-162*b^2*c*g*p^2 *q^2*r-13548*b^2*c*g*p^2*q^2*x-770*b^2*c*g*p^2*q*r^2-43110*b^2*c*g*p^2*q*r*x-\ 119418*b^2*c*g*p^2*q*x^2-430*b^2*c*g*p^2*r^3-8084*b^2*c*g*p^2*r^2*x+65839*b^2*c *g*p^2*r*x^2+121080*b^2*c*g*p^2*x^3-1288*b^2*c*g*p*q^3*x-126*b^2*c*g*p*q^2*r^2-\ 15745*b^2*c*g*p*q^2*r*x-89808*b^2*c*g*p*q^2*x^2-180*b^2*c*g*p*q*r^3-7317*b^2*c* g*p*q*r^2*x+66486*b^2*c*g*p*q*r*x^2+225680*b^2*c*g*p*q*x^3-54*b^2*c*g*p*r^4+ 3673*b^2*c*g*p*r^3*x+96038*b^2*c*g*p*r^2*x^2+163197*b^2*c*g*p*r*x^3-698*b^2*c*g *q^3*r*x-13680*b^2*c*g*q^3*x^2-268*b^2*c*g*q^2*r^2*x+25077*b^2*c*g*q^2*r*x^2+ 100452*b^2*c*g*q^2*x^3+1367*b^2*c*g*q*r^3*x+56146*b^2*c*g*q*r^2*x^2+114664*b^2* c*g*q*r*x^3+415*b^2*c*g*r^4*x+7688*b^2*c*g*r^3*x^2-22158*b^2*c*g*r^2*x^3-119*b^ 2*c*p^5*r-2484*b^2*c*p^5*x-270*b^2*c*p^4*q*r-9044*b^2*c*p^4*q*x-283*b^2*c*p^4*r ^2-6317*b^2*c*p^4*r*x-3504*b^2*c*p^4*x^2-123*b^2*c*p^3*q^2*r-8604*b^2*c*p^3*q^2 *x-420*b^2*c*p^3*q*r^2-18942*b^2*c*p^3*q*r*x-31020*b^2*c*p^3*q*x^2-209*b^2*c*p^ 3*r^3-2201*b^2*c*p^3*r^2*x+35911*b^2*c*p^3*r*x^2+43116*b^2*c*p^3*x^3-2044*b^2*c *p^2*q^3*x-105*b^2*c*p^2*q^2*r^2-13077*b^2*c*p^2*q^2*r*x-47508*b^2*c*p^2*q^2*x^ 2-150*b^2*c*p^2*q*r^3-3557*b^2*c*p^2*q*r^2*x+68849*b^2*c*p^2*q*r*x^2+130836*b^2 *c*p^2*q*x^3-45*b^2*c*p^2*r^4+2545*b^2*c*p^2*r^3*x+54075*b^2*c*p^2*r^2*x^2+ 67007*b^2*c*p^2*r*x^3-2068*b^2*c*p*q^3*r*x-22188*b^2*c*p*q^3*x^2+566*b^2*c*p*q^ 2*r^2*x+40401*b^2*c*p*q^2*r*x^2+117492*b^2*c*p*q^2*x^3+4032*b^2*c*p*q*r^3*x+ 80740*b^2*c*p*q*r^2*x^2+131260*b^2*c*p*q*r*x^3+909*b^2*c*p*r^4*x+8514*b^2*c*p*r ^3*x^2-25956*b^2*c*p*r^2*x^3-2196*b^2*c*q^4*x^2+284*b^2*c*q^3*r^2*x+9643*b^2*c* q^3*r*x^2+29772*b^2*c*q^3*x^3+469*b^2*c*q^2*r^3*x+18971*b^2*c*q^2*r^2*x^2+27159 *b^2*c*q^2*r*x^3+30*b^2*c*q*r^4*x+1694*b^2*c*q*r^3*x^2-33924*b^2*c*q*r^2*x^3-66 *b^2*c*r^5*x-2276*b^2*c*r^4*x^2-14912*b^2*c*r^3*x^3-28*b^2*g^5*p*x-28*b^2*g^5*r *x-408*b^2*g^5*x^2-13*b^2*g^4*p^2*r-432*b^2*g^4*p^2*x-224*b^2*g^4*p*q*x-13*b^2* g^4*p*r^2-759*b^2*g^4*p*r*x-3408*b^2*g^4*p*x^2-116*b^2*g^4*q*r*x-2022*b^2*g^4*q *x^2+7*b^2*g^4*r^2*x+675*b^2*g^4*r*x^2+2612*b^2*g^4*x^3-50*b^2*g^3*p^3*r-1352*b ^2*g^3*p^3*x-34*b^2*g^3*p^2*q*r-1816*b^2*g^3*p^2*q*x-74*b^2*g^3*p^2*r^2-2934*b^ 2*g^3*p^2*r*x-7752*b^2*g^3*p^2*x^2-348*b^2*g^3*p*q^2*x-34*b^2*g^3*p*q*r^2-2618* b^2*g^3*p*q*r*x-13590*b^2*g^3*p*q*x^2-24*b^2*g^3*p*r^3-808*b^2*g^3*p*r^2*x+2562 *b^2*g^3*p*r*x^2+11492*b^2*g^3*p*x^3-108*b^2*g^3*q^2*r*x-2922*b^2*g^3*q^2*x^2-6 *b^2*g^3*q*r^2*x+2141*b^2*g^3*q*r*x^2+10844*b^2*g^3*q*x^3+104*b^2*g^3*r^3*x+ 3546*b^2*g^3*r^2*x^2+7818*b^2*g^3*r*x^3-70*b^2*g^2*p^4*r-1656*b^2*g^2*p^4*x-98* b^2*g^2*p^3*q*r-3952*b^2*g^2*p^3*q*x-136*b^2*g^2*p^3*r^2-4090*b^2*g^2*p^3*r*x-\ 6462*b^2*g^2*p^3*x^2-21*b^2*g^2*p^2*q^2*r-1960*b^2*g^2*p^2*q^2*x-128*b^2*g^2*p^ 2*q*r^2-7538*b^2*g^2*p^2*q*r*x-23880*b^2*g^2*p^2*q*x^2-75*b^2*g^2*p^2*r^3-1624* b^2*g^2*p^2*r^2*x+9935*b^2*g^2*p^2*r*x^2+21084*b^2*g^2*p^2*x^3-120*b^2*g^2*p*q^ 3*x-21*b^2*g^2*p*q^2*r^2-2453*b^2*g^2*p*q^2*r*x-15990*b^2*g^2*p*q^2*x^2-30*b^2* g^2*p*q*r^3-1503*b^2*g^2*p*q*r^2*x+8114*b^2*g^2*p*q*r*x^2+37832*b^2*g^2*p*q*x^3 -9*b^2*g^2*p*r^4+554*b^2*g^2*p*r^3*x+16350*b^2*g^2*p*r^2*x^2+29537*b^2*g^2*p*r* x^3-12*b^2*g^2*q^3*r*x-1530*b^2*g^2*q^3*x^2+29*b^2*g^2*q^2*r^2*x+5071*b^2*g^2*q ^2*r*x^2+17712*b^2*g^2*q^2*x^3+128*b^2*g^2*q*r^3*x+8729*b^2*g^2*q*r^2*x^2+18270 *b^2*g^2*q*r*x^3+43*b^2*g^2*r^4*x+1005*b^2*g^2*r^3*x^2-4698*b^2*g^2*r^2*x^3-42* b^2*g*p^5*r-864*b^2*g*p^5*x-94*b^2*g*p^4*q*r-3184*b^2*g*p^4*q*x-102*b^2*g*p^4*r ^2-2313*b^2*g*p^4*r*x-1596*b^2*g*p^4*x^2-42*b^2*g*p^3*q^2*r-2888*b^2*g*p^3*q^2* x-154*b^2*g*p^3*q*r^2-7126*b^2*g*p^3*q*r*x-13794*b^2*g*p^3*q*x^2-78*b^2*g*p^3*r ^3-957*b^2*g*p^3*r^2*x+12118*b^2*g*p^3*r*x^2+15644*b^2*g*p^3*x^3-568*b^2*g*p^2* q^3*x-42*b^2*g*p^2*q^2*r^2-4707*b^2*g*p^2*q^2*r*x-19290*b^2*g*p^2*q^2*x^2-60*b^ 2*g*p^2*q*r^3-1757*b^2*g*p^2*q*r^2*x+20417*b^2*g*p^2*q*r*x^2+46176*b^2*g*p^2*q* x^3-18*b^2*g*p^2*r^4+856*b^2*g*p^2*r^3*x+19736*b^2*g*p^2*r^2*x^2+26339*b^2*g*p^ 2*r*x^3-654*b^2*g*p*q^3*r*x-7266*b^2*g*p*q^3*x^2-25*b^2*g*p*q^2*r^2*x+12395*b^2 *g*p*q^2*r*x^2+41092*b^2*g*p*q^2*x^3+1343*b^2*g*p*q*r^3*x+28764*b^2*g*p*q*r^2*x ^2+50855*b^2*g*p*q*r*x^3+361*b^2*g*p*r^4*x+3535*b^2*g*p*r^3*x^2-8337*b^2*g*p*r^ 2*x^3-174*b^2*g*q^4*x^2+22*b^2*g*q^3*r^2*x+4372*b^2*g*q^3*r*x^2+10560*b^2*g*q^3 *x^3-29*b^2*g*q^2*r^3*x+5879*b^2*g*q^2*r^2*x^2+6637*b^2*g*q^2*r*x^3-52*b^2*g*q* r^4*x+64*b^2*g*q*r^3*x^2-13977*b^2*g*q*r^2*x^3-12*b^2*g*r^5*x-636*b^2*g*r^4*x^2 -4732*b^2*g*r^3*x^3-9*b^2*p^6*r-156*b^2*p^6*x-30*b^2*p^5*q*r-836*b^2*p^5*q*x-27 *b^2*p^5*r^2-427*b^2*p^5*r*x+126*b^2*p^5*x^2-21*b^2*p^4*q^2*r-1204*b^2*p^4*q^2* x-60*b^2*p^4*q*r^2-2086*b^2*p^4*q*r*x-1824*b^2*p^4*q*x^2-27*b^2*p^4*r^3-132*b^2 *p^4*r^2*x+4154*b^2*p^4*r*x^2+3748*b^2*p^4*x^3-524*b^2*p^3*q^3*x-21*b^2*p^3*q^2 *r^2-2339*b^2*p^3*q^2*r*x-5436*b^2*p^3*q^2*x^2-30*b^2*p^3*q*r^3-557*b^2*p^3*q*r ^2*x+12089*b^2*p^3*q*r*x^2+16796*b^2*p^3*q*x^3-9*b^2*p^3*r^4+319*b^2*p^3*r^3*x+ 6446*b^2*p^3*r^2*x^2+5516*b^2*p^3*r*x^3-680*b^2*p^2*q^3*r*x-4896*b^2*p^2*q^3*x^ 2+105*b^2*p^2*q^2*r^2*x+11081*b^2*p^2*q^2*r*x^2+23948*b^2*p^2*q^2*x^3+888*b^2*p ^2*q*r^3*x+17421*b^2*p^2*q*r^2*x^2+23033*b^2*p^2*q*r*x^3+150*b^2*p^2*r^4*x+987* b^2*p^2*r^3*x^2-6615*b^2*p^2*r^2*x^3-1410*b^2*p*q^4*x^2+328*b^2*p*q^3*r^2*x+ 3965*b^2*p*q^3*r*x^2+12500*b^2*p*q^3*x^3+663*b^2*p*q^2*r^3*x+10156*b^2*p*q^2*r^ 2*x^2+15754*b^2*p*q^2*r*x^3+198*b^2*p*q*r^4*x+1559*b^2*p*q*r^3*x^2-10632*b^2*p* q*r^2*x^3-30*b^2*p*r^5*x-1082*b^2*p*r^4*x^2-5720*b^2*p*r^3*x^3+819*b^2*q^4*r*x^ 2+1600*b^2*q^4*x^3-56*b^2*q^3*r^3*x+577*b^2*q^3*r^2*x^2-1763*b^2*q^3*r*x^3-78*b ^2*q^2*r^4*x-894*b^2*q^2*r^3*x^2-7953*b^2*q^2*r^2*x^3-24*b^2*q*r^5*x-424*b^2*q* r^4*x^2-2784*b^2*q*r^3*x^3+50*b^2*r^5*x^2+440*b^2*r^4*x^3-448*b*c^7*r-10496*b*c ^7*x-1008*b*c^6*g*r-23808*b*c^6*g*x-1792*b*c^6*p*r-41920*b*c^6*p*x-560*b*c^6*q* r-17984*b*c^6*q*x-896*b*c^6*r^2-27792*b*c^6*r*x-71040*b*c^6*x^2-896*b*c^5*g^2*r -21440*b*c^5*g^2*x-3568*b*c^5*g*p*r-83104*b*c^5*g*p*x-1040*b*c^5*g*q*r-34688*b* c^5*g*q*x-1776*b*c^5*g*r^2-55584*b*c^5*g*r*x-151296*b*c^5*g*x^2-2912*b*c^5*p^2* r-64896*b*c^5*p^2*x-2144*b*c^5*p*q*r-66816*b*c^5*p*q*x-2912*b*c^5*p*r^2-80560*b *c^5*p*r*x-151872*b*c^5*p*x^2-224*b*c^5*q^2*r-11136*b*c^5*q^2*x-1024*b*c^5*q*r^ 2-42816*b*c^5*q*r*x-139872*b*c^5*q*x^2-560*b*c^5*r^3-10184*b*c^5*r^2*x+50024*b* c^5*r*x^2+140032*b*c^5*x^3-392*b*c^4*g^3*r-9600*b*c^4*g^3*x-2768*b*c^4*g^2*p*r-\ 64240*b*c^4*g^2*p*x-720*b*c^4*g^2*q*r-25600*b*c^4*g^2*q*x-1368*b*c^4*g^2*r^2-\ 43592*b*c^4*g^2*r*x-129504*b*c^4*g^2*x^2-4960*b*c^4*g*p^2*r-109152*b*c^4*g*p^2* x-3480*b*c^4*g*p*q*r-110816*b*c^4*g*p*q*x-4968*b*c^4*g*p*r^2-138968*b*c^4*g*p*r *x-280248*b*c^4*g*p*x^2-324*b*c^4*g*q^2*r-17408*b*c^4*g*q^2*x-1680*b*c^4*g*q*r^ 2-71472*b*c^4*g*q*r*x-251760*b*c^4*g*q*x^2-932*b*c^4*g*r^3-17640*b*c^4*g*r^2*x+ 78476*b*c^4*g*r*x^2+241376*b*c^4*g*x^3-2480*b*c^4*p^3*r-51184*b*c^4*p^3*x-3224* b*c^4*p^2*q*r-93024*b*c^4*p^2*q*x-3744*b*c^4*p^2*r^2-89276*b*c^4*p^2*r*x-118032 *b*c^4*p^2*x^2-824*b*c^4*p*q^2*r-38048*b*c^4*p*q^2*x-3000*b*c^4*p*q*r^2-111072* b*c^4*p*q*r*x-261144*b*c^4*p*q*x^2-1504*b*c^4*p*r^3-21052*b*c^4*p*r^2*x+155828* b*c^4*p*r*x^2+281632*b*c^4*p*x^3-28*b*c^4*q^3*r-2928*b*c^4*q^3*x-376*b*c^4*q^2* r^2-23424*b*c^4*q^2*r*x-105024*b*c^4*q^2*x^2-476*b*c^4*q*r^3-9928*b*c^4*q*r^2*x +93632*b*c^4*q*r*x^2+274304*b*c^4*q*x^3-128*b*c^4*r^4+4784*b*c^4*r^3*x+116688*b *c^4*r^2*x^2+191688*b*c^4*r*x^3-84*b*c^3*g^4*r-2160*b*c^3*g^4*x-1040*b*c^3*g^3* p*r-24136*b*c^3*g^3*p*x-220*b*c^3*g^3*q*r-8848*b*c^3*g^3*q*x-508*b*c^3*g^3*r^2-\ 16784*b*c^3*g^3*r*x-56544*b*c^3*g^3*x^2-3204*b*c^3*g^2*p^2*r-69328*b*c^3*g^2*p^ 2*x-2064*b*c^3*g^2*p*q*r-68544*b*c^3*g^2*p*q*x-3216*b*c^3*g^2*p*r^2-91584*b*c^3 *g^2*p*r*x-200856*b*c^3*g^2*p*x^2-156*b*c^3*g^2*q^2*r-9744*b*c^3*g^2*q^2*x-1004 *b*c^3*g^2*q*r^2-44328*b*c^3*g^2*q*r*x-174432*b*c^3*g^2*q*x^2-572*b*c^3*g^2*r^3 -10954*b*c^3*g^2*r^2*x+51082*b*c^3*g^2*r*x^2+165600*b*c^3*g^2*x^3-3440*b*c^3*g* p^3*r-69792*b*c^3*g*p^3*x-4364*b*c^3*g*p^2*q*r-126912*b*c^3*g*p^2*q*x-5220*b*c^ 3*g*p^2*r^2-125880*b*c^3*g*p^2*r*x-180936*b*c^3*g*p^2*x^2-1032*b*c^3*g*p*q^2*r-\ 49848*b*c^3*g*p*q^2*x-4120*b*c^3*g*p*q*r^2-155872*b*c^3*g*p*q*r*x-397404*b*c^3* g*p*q*x^2-2088*b*c^3*g*p*r^3-31460*b*c^3*g*p*r^2*x+200190*b*c^3*g*p*r*x^2+ 392776*b*c^3*g*p*x^3-28*b*c^3*g*q^3*r-3424*b*c^3*g*q^3*x-496*b*c^3*g*q^2*r^2-\ 30664*b*c^3*g*q^2*r*x-149244*b*c^3*g*q^2*x^2-636*b*c^3*g*q*r^3-14524*b*c^3*g*q* r^2*x+114020*b*c^3*g*q*r*x^2+378136*b*c^3*g*q*x^3-168*b*c^3*g*r^4+6232*b*c^3*g* r^3*x+161210*b*c^3*g*r^2*x^2+275780*b*c^3*g*r*x^3-1188*b*c^3*p^4*r-22208*b*c^3* p^4*x-2432*b*c^3*p^3*q*r-63296*b*c^3*p^3*q*x-2424*b*c^3*p^3*r^2-47984*b*c^3*p^3 *r*x-37224*b*c^3*p^3*x^2-1128*b*c^3*p^2*q^2*r-46464*b*c^3*p^2*q^2*x-3364*b*c^3* p^2*q*r^2-106212*b*c^3*p^2*q*r*x-174564*b*c^3*p^2*q*x^2-1516*b*c^3*p^2*r^3-\ 14558*b*c^3*p^2*r^2*x+167032*b*c^3*p^2*r*x^2+216840*b*c^3*p^2*x^3-100*b*c^3*p*q ^3*r-9104*b*c^3*p*q^3*x-944*b*c^3*p*q^2*r^2-52672*b*c^3*p*q^2*r*x-164028*b*c^3* p*q^2*x^2-1132*b*c^3*p*q*r^3-18368*b*c^3*p*q*r^2*x+219904*b*c^3*p*q*r*x^2+ 438656*b*c^3*p*q*x^3-288*b*c^3*p*r^4+9568*b*c^3*p*r^3*x+195596*b*c^3*p*r^2*x^2+ 257482*b*c^3*p*r*x^3-272*b*c^3*q^4*x-44*b*c^3*q^3*r^2-5336*b*c^3*q^3*r*x-37728* b*c^3*q^3*x^2-96*b*c^3*q^2*r^3-1544*b*c^3*q^2*r^2*x+71590*b*c^3*q^2*r*x^2+ 203960*b*c^3*q^2*x^3-60*b*c^3*q*r^4+6140*b*c^3*q*r^3*x+142422*b*c^3*q*r^2*x^2+ 230582*b*c^3*q*r*x^3-8*b*c^3*r^5+1928*b*c^3*r^4*x+20372*b*c^3*r^3*x^2-32832*b*c ^3*r^2*x^3-7*b*c^2*g^5*r-208*b*c^2*g^5*x-188*b*c^2*g^4*p*r-4424*b*c^2*g^4*p*x-\ 25*b*c^2*g^4*q*r-1372*b*c^2*g^4*q*x-90*b*c^2*g^4*r^2-3213*b*c^2*g^4*r*x-13080*b *c^2*g^4*x^2-964*b*c^2*g^3*p^2*r-20392*b*c^2*g^3*p^2*x-526*b*c^2*g^3*p*q*r-\ 19128*b*c^2*g^3*p*q*x-970*b*c^2*g^3*p*r^2-28510*b*c^2*g^3*p*r*x-69510*b*c^2*g^3 *p*x^2-25*b*c^2*g^3*q^2*r-2256*b*c^2*g^3*q^2*x-256*b*c^2*g^3*q*r^2-12252*b*c^2* g^3*q*r*x-57468*b*c^2*g^3*q*x^2-153*b*c^2*g^3*r^3-2736*b*c^2*g^3*r^2*x+18801*b* c^2*g^3*r*x^2+57640*b*c^2*g^3*x^3-1716*b*c^2*g^2*p^3*r-33916*b*c^2*g^2*p^3*x-\ 2068*b*c^2*g^2*p^2*q*r-61272*b*c^2*g^2*p^2*q*x-2622*b*c^2*g^2*p^2*r^2-64071*b*c ^2*g^2*p^2*r*x-100872*b*c^2*g^2*p^2*x^2-420*b*c^2*g^2*p*q^2*r-22516*b*c^2*g^2*p *q^2*x-1982*b*c^2*g^2*p*q*r^2-78072*b*c^2*g^2*p*q*r*x-220848*b*c^2*g^2*p*q*x^2-\ 1034*b*c^2*g^2*p*r^3-16661*b*c^2*g^2*p*r^2*x+94450*b*c^2*g^2*p*r*x^2+202180*b*c ^2*g^2*p*x^3-7*b*c^2*g^2*q^3*r-1260*b*c^2*g^2*q^3*x-214*b*c^2*g^2*q^2*r^2-13450 *b*c^2*g^2*q^2*r*x-75294*b*c^2*g^2*q^2*x^2-279*b*c^2*g^2*q*r^3-6598*b*c^2*g^2*q *r^2*x+52890*b*c^2*g^2*q*r*x^2+192764*b*c^2*g^2*q*x^3-72*b*c^2*g^2*r^4+3136*b*c ^2*g^2*r^3*x+81293*b*c^2*g^2*r^2*x^2+142586*b*c^2*g^2*r*x^3-1245*b*c^2*g*p^4*r-\ 22820*b*c^2*g*p^4*x-2546*b*c^2*g*p^3*q*r-66336*b*c^2*g*p^3*q*x-2558*b*c^2*g*p^3 *r^2-51067*b*c^2*g*p^3*r*x-44430*b*c^2*g*p^3*x^2-1137*b*c^2*g*p^2*q^2*r-47516*b *c^2*g*p^2*q^2*x-3580*b*c^2*g*p^2*q*r^2-115846*b*c^2*g*p^2*q*r*x-211884*b*c^2*g *p^2*q*x^2-1609*b*c^2*g*p^2*r^3-16885*b*c^2*g*p^2*r^2*x+167701*b*c^2*g*p^2*r*x^ 2+230504*b*c^2*g*p^2*x^3-86*b*c^2*g*p*q^3*r-8512*b*c^2*g*p*q^3*x-996*b*c^2*g*p* q^2*r^2-55567*b*c^2*g*p*q^2*r*x-188268*b*c^2*g*p*q^2*x^2-1214*b*c^2*g*p*q*r^3-\ 22895*b*c^2*g*p*q*r^2*x+203819*b*c^2*g*p*q*r*x^2+459832*b*c^2*g*p*q*x^3-304*b*c ^2*g*p*r^4+9523*b*c^2*g*p*r^3*x+207351*b*c^2*g*p*r^2*x^2+286687*b*c^2*g*p*r*x^3 -200*b*c^2*g*q^4*x-44*b*c^2*g*q^3*r^2-4864*b*c^2*g*q^3*r*x-37482*b*c^2*g*q^3*x^ 2-96*b*c^2*g*q^2*r^3-2047*b*c^2*g*q^2*r^2*x+69093*b*c^2*g*q^2*r*x^2+213000*b*c^ 2*g*q^2*x^3-60*b*c^2*g*q*r^4+5559*b*c^2*g*q*r^3*x+145782*b*c^2*g*q*r^2*x^2+ 249203*b*c^2*g*q*r*x^3-8*b*c^2*g*r^5+1857*b*c^2*g*r^4*x+20404*b*c^2*g*r^3*x^2-\ 37902*b*c^2*g*r^2*x^3-316*b*c^2*p^5*r-5232*b*c^2*p^5*x-971*b*c^2*p^4*q*r-22324* b*c^2*p^4*q*x-824*b*c^2*p^4*r^2-12828*b*c^2*p^4*r*x-1812*b*c^2*p^4*x^2-718*b*c^ 2*p^3*q^2*r-25828*b*c^2*p^3*q^2*x-1806*b*c^2*p^3*q*r^2-46894*b*c^2*p^3*q*r*x-\ 47892*b*c^2*p^3*q*x^2-716*b*c^2*p^3*r^3-3721*b*c^2*p^3*r^2*x+79940*b*c^2*p^3*r* x^2+78500*b*c^2*p^3*x^3-123*b*c^2*p^2*q^3*r-9500*b*c^2*p^2*q^3*x-854*b*c^2*p^2* q^2*r^2-40735*b*c^2*p^2*q^2*r*x-86796*b*c^2*p^2*q^2*x^2-955*b*c^2*p^2*q*r^3-\ 11195*b*c^2*p^2*q*r^2*x+174144*b*c^2*p^2*q*r*x^2+254588*b*c^2*p^2*q*x^3-224*b*c ^2*p^2*r^4+6461*b*c^2*p^2*r^3*x+110766*b*c^2*p^2*r^2*x^2+111185*b*c^2*p^2*r*x^3 -764*b*c^2*p*q^4*x-88*b*c^2*p*q^3*r^2-10052*b*c^2*p*q^3*r*x-47244*b*c^2*p*q^3*x ^2-192*b*c^2*p*q^2*r^3-2352*b*c^2*p*q^2*r^2*x+115750*b*c^2*p*q^2*r*x^2+244924*b *c^2*p*q^2*x^3-120*b*c^2*p*q*r^4+9742*b*c^2*p*q*r^3*x+188236*b*c^2*p*q*r^2*x^2+ 251376*b*c^2*p*q*r*x^3-16*b*c^2*p*r^5+2722*b*c^2*p*r^4*x+19234*b*c^2*p*r^3*x^2-\ 51988*b*c^2*p*r^2*x^3-423*b*c^2*q^4*r*x-6528*b*c^2*q^4*x^2+696*b*c^2*q^3*r^2*x+ 26208*b*c^2*q^3*r*x^2+68836*b*c^2*q^3*x^3+2531*b*c^2*q^2*r^3*x+57298*b*c^2*q^2* r^2*x^2+79843*b*c^2*q^2*r*x^3+1065*b*c^2*q*r^4*x+10642*b*c^2*q*r^3*x^2-58938*b* c^2*q*r^2*x^3-26*b*c^2*r^5*x-5336*b*c^2*r^4*x^2-33272*b*c^2*r^3*x^3-4*b*c*g^6*x -13*b*c*g^5*p*r-332*b*c*g^5*p*x-68*b*c*g^5*q*x-6*b*c*g^5*r^2-262*b*c*g^5*r*x-\ 1464*b*c*g^5*x^2-131*b*c*g^4*p^2*r-2692*b*c*g^4*p^2*x-48*b*c*g^4*p*q*r-2248*b*c *g^4*p*q*x-132*b*c*g^4*p*r^2-4131*b*c*g^4*p*r*x-11532*b*c*g^4*p*x^2-172*b*c*g^4 *q^2*x-23*b*c*g^4*q*r^2-1362*b*c*g^4*q*r*x-8814*b*c*g^4*q*x^2-15*b*c*g^4*r^3-\ 158*b*c*g^4*r^2*x+4095*b*c*g^4*r*x^2+10368*b*c*g^4*x^3-362*b*c*g^3*p^3*r-6876*b *c*g^3*p^3*x-392*b*c*g^3*p^2*q*r-12120*b*c*g^3*p^2*q*x-558*b*c*g^3*p^2*r^2-\ 13881*b*c*g^3*p^2*r*x-24108*b*c*g^3*p^2*x^2-55*b*c*g^3*p*q^2*r-3952*b*c*g^3*p*q ^2*x-382*b*c*g^3*p*q*r^2-16260*b*c*g^3*p*q*r*x-52884*b*c*g^3*p*q*x^2-213*b*c*g^ 3*p*r^3-3643*b*c*g^3*p*r^2*x+19904*b*c*g^3*p*r*x^2+45956*b*c*g^3*p*x^3-140*b*c* g^3*q^3*x-30*b*c*g^3*q^2*r^2-2087*b*c*g^3*q^2*r*x-15528*b*c*g^3*q^2*x^2-40*b*c* g^3*q*r^3-805*b*c*g^3*q*r^2*x+12234*b*c*g^3*q*r*x^2+43664*b*c*g^3*q*x^3-10*b*c* g^3*r^4+748*b*c*g^3*r^3*x+17580*b*c*g^3*r^2*x^2+30595*b*c*g^3*r*x^3-421*b*c*g^2 *p^4*r-7452*b*c*g^2*p^4*x-842*b*c*g^2*p^3*q*r-22076*b*c*g^2*p^3*q*x-872*b*c*g^2 *p^3*r^2-17441*b*c*g^2*p^3*r*x-16734*b*c*g^2*p^3*x^2-348*b*c*g^2*p^2*q^2*r-\ 15176*b*c*g^2*p^2*q^2*x-1206*b*c*g^2*p^2*q*r^2-40632*b*c*g^2*p^2*q*r*x-83820*b* c*g^2*p^2*q*x^2-549*b*c*g^2*p^2*r^3-6222*b*c*g^2*p^2*r^2*x+55037*b*c*g^2*p^2*r* x^2+80372*b*c*g^2*p^2*x^3-18*b*c*g^2*p*q^3*r-2340*b*c*g^2*p*q^3*x-322*b*c*g^2*p *q^2*r^2-18340*b*c*g^2*p*q^2*r*x-69630*b*c*g^2*p*q^2*x^2-404*b*c*g^2*p*q*r^3-\ 8798*b*c*g^2*p*q*r^2*x+59086*b*c*g^2*p*q*r*x^2+156368*b*c*g^2*p*q*x^3-100*b*c*g ^2*p*r^4+3074*b*c*g^2*p*r^3*x+70761*b*c*g^2*p*r^2*x^2+101748*b*c*g^2*p*r*x^3-32 *b*c*g^2*q^4*x-11*b*c*g^2*q^3*r^2-1136*b*c*g^2*q^3*r*x-11118*b*c*g^2*q^3*x^2-24 *b*c*g^2*q^2*r^3-391*b*c*g^2*q^2*r^2*x+23217*b*c*g^2*q^2*r*x^2+73208*b*c*g^2*q^ 2*x^3-15*b*c*g^2*q*r^4+1662*b*c*g^2*q*r^3*x+47543*b*c*g^2*q*r^2*x^2+84627*b*c*g ^2*q*r*x^3-2*b*c*g^2*r^5+529*b*c*g^2*r^4*x+5605*b*c*g^2*r^3*x^2-16797*b*c*g^2*r ^2*x^3-219*b*c*g*p^5*r-3540*b*c*g*p^5*x-692*b*c*g*p^4*q*r-15904*b*c*g*p^4*q*x-\ 576*b*c*g*p^4*r^2-8919*b*c*g*p^4*r*x-1506*b*c*g*p^4*x^2-507*b*c*g*p^3*q^2*r-\ 18236*b*c*g*p^3*q^2*x-1310*b*c*g*p^3*q*r^2-34999*b*c*g*p^3*q*r*x-42228*b*c*g*p^ 3*q*x^2-507*b*c*g*p^3*r^3-2831*b*c*g*p^3*r^2*x+55696*b*c*g*p^3*r*x^2+56436*b*c* g*p^3*x^3-80*b*c*g*p^2*q^3*r-6272*b*c*g*p^2*q^3*x-626*b*c*g*p^2*q^2*r^2-30080*b *c*g*p^2*q^2*r*x-72204*b*c*g*p^2*q^2*x^2-708*b*c*g*p^2*q*r^3-10022*b*c*g*p^2*q* r^2*x+112071*b*c*g*p^2*q*r*x^2+181388*b*c*g*p^2*q*x^3-162*b*c*g*p^2*r^4+4417*b* c*g*p^2*r^3*x+79524*b*c*g*p^2*r^2*x^2+83927*b*c*g*p^2*r*x^3-400*b*c*g*p*q^4*x-\ 66*b*c*g*p*q^3*r^2-6879*b*c*g*p*q^3*r*x-34788*b*c*g*p*q^3*x^2-144*b*c*g*p*q^2*r ^3-2721*b*c*g*p*q^2*r^2*x+72797*b*c*g*p*q^2*r*x^2+173268*b*c*g*p*q^2*x^3-90*b*c *g*p*q*r^4+6430*b*c*g*p*q*r^3*x+134974*b*c*g*p*q*r^2*x^2+195011*b*c*g*p*q*r*x^3 -12*b*c*g*p*r^5+1945*b*c*g*p*r^4*x+14568*b*c*g*p*r^3*x^2-35551*b*c*g*p*r^2*x^3-\ 195*b*c*g*q^4*r*x-3306*b*c*g*q^4*x^2+347*b*c*g*q^3*r^2*x+18893*b*c*g*q^3*r*x^2+ 48316*b*c*g*q^3*x^3+1349*b*c*g*q^2*r^3*x+38458*b*c*g*q^2*r^2*x^2+54572*b*c*g*q^ 2*r*x^3+650*b*c*g*q*r^4*x+7449*b*c*g*q*r^3*x^2-42474*b*c*g*q*r^2*x^3+4*b*c*g*r^ 5*x-3378*b*c*g*r^4*x^2-22444*b*c*g*r^3*x^3-42*b*c*p^6*r-600*b*c*p^6*x-194*b*c*p ^5*q*r-3856*b*c*p^5*q*x-136*b*c*p^5*r^2-1509*b*c*p^5*r*x+1242*b*c*p^5*x^2-214*b *c*p^4*q^2*r-6576*b*c*p^4*q^2*x-463*b*c*p^4*q*r^2-9447*b*c*p^4*q*r*x-3846*b*c*p ^4*q*x^2-156*b*c*p^4*r^3-90*b*c*p^4*r^2*x+17112*b*c*p^4*r*x^2+12924*b*c*p^4*x^3 -62*b*c*p^3*q^3*r-3984*b*c*p^3*q^3*x-334*b*c*p^3*q^2*r^2-12999*b*c*p^3*q^2*r*x-\ 16932*b*c*p^3*q^2*x^2-344*b*c*p^3*q*r^3-2652*b*c*p^3*q*r^2*x+56259*b*c*p^3*q*r* x^2+62624*b*c*p^3*q*x^3-72*b*c*p^3*r^4+1815*b*c*p^3*r^3*x+24736*b*c*p^3*r^2*x^2 +15910*b*c*p^3*r*x^3-664*b*c*p^2*q^4*x-55*b*c*p^2*q^3*r^2-5705*b*c*p^2*q^3*r*x-\ 17796*b*c*p^2*q^3*x^2-120*b*c*p^2*q^2*r^3-1153*b*c*p^2*q^2*r^2*x+60007*b*c*p^2* q^2*r*x^2+96120*b*c*p^2*q^2*x^3-75*b*c*p^2*q*r^4+4231*b*c*p^2*q*r^3*x+75673*b*c *p^2*q*r^2*x^2+79740*b*c*p^2*q*r*x^3-10*b*c*p^2*r^5+1027*b*c*p^2*r^4*x+4066*b*c *p^2*r^3*x^2-26227*b*c*p^2*r^2*x^3-644*b*c*p*q^4*r*x-6390*b*c*p*q^4*x^2+862*b*c *p*q^3*r^2*x+25107*b*c*p*q^3*r*x^2+56064*b*c*p*q^3*x^3+3255*b*c*p*q^2*r^3*x+ 53796*b*c*p*q^2*r^2*x^2+67822*b*c*p*q^2*r*x^3+1371*b*c*p*q*r^4*x+9106*b*c*p*q*r ^3*x^2-44388*b*c*p*q*r^2*x^3+31*b*c*p*r^5*x-3962*b*c*p*r^4*x^2-21480*b*c*p*r^3* x^3-438*b*c*q^5*x^2+153*b*c*q^4*r^2*x+4247*b*c*q^4*r*x^2+9644*b*c*q^4*x^3+239*b *c*q^3*r^3*x+7603*b*c*q^3*r^2*x^2+3992*b*c*q^3*r*x^3-18*b*c*q^2*r^4*x-958*b*c*q ^2*r^3*x^2-29427*b*c*q^2*r^2*x^3-87*b*c*q*r^5*x-2968*b*c*q*r^4*x^2-17220*b*c*q* r^3*x^3+100*b*c*r^5*x^2+2000*b*c*r^4*x^3-4*b*g^6*p*x-4*b*g^6*r*x-54*b*g^6*x^2-6 *b*g^5*p^2*r-120*b*g^5*p^2*x-72*b*g^5*p*q*x-6*b*g^5*p*r^2-218*b*g^5*p*r*x-726*b *g^5*p*x^2-30*b*g^5*q*r*x-480*b*g^5*q*x^2+20*b*g^5*r^2*x+391*b*g^5*r*x^2+764*b* g^5*x^3-27*b*g^4*p^3*r-484*b*g^4*p^3*x-23*b*g^4*p^2*q*r-792*b*g^4*p^2*q*x-42*b* g^4*p^2*r^2-1078*b*g^4*p^2*r*x-2076*b*g^4*p^2*x^2-200*b*g^4*p*q^2*x-23*b*g^4*p* q*r^2-1154*b*g^4*p*q*r*x-4584*b*g^4*p*q*x^2-15*b*g^4*p*r^3-273*b*g^4*p*r^2*x+ 1624*b*g^4*p*r*x^2+3928*b*g^4*p*x^3-50*b*g^4*q^2*r*x-1032*b*g^4*q^2*x^2+52*b*g^ 4*q*r^2*x+1295*b*g^4*q*r*x^2+3764*b*g^4*q*x^3+70*b*g^4*r^3*x+1325*b*g^4*r^2*x^2 +2143*b*g^4*r*x^3-46*b*g^3*p^4*r-768*b*g^3*p^4*x-86*b*g^3*p^3*q*r-2296*b*g^3*p^ 3*q*x-96*b*g^3*p^3*r^2-1905*b*g^3*p^3*r*x-1956*b*g^3*p^3*x^2-30*b*g^3*p^2*q^2*r -1464*b*g^3*p^2*q^2*x-126*b*g^3*p^2*q*r^2-4548*b*g^3*p^2*q*r*x-10800*b*g^3*p^2* q*x^2-60*b*g^3*p^2*r^3-726*b*g^3*p^2*r^2*x+5991*b*g^3*p^2*r*x^2+9268*b*g^3*p^2* x^3-168*b*g^3*p*q^3*x-30*b*g^3*p*q^2*r^2-1825*b*g^3*p*q^2*r*x-8202*b*g^3*p*q^2* x^2-40*b*g^3*p*q*r^3-1011*b*g^3*p*q*r^2*x+5331*b*g^3*p*q*r*x^2+17264*b*g^3*p*q* x^3-10*b*g^3*p*r^4+326*b*g^3*p*r^3*x+7722*b*g^3*p*r^2*x^2+11332*b*g^3*p*r*x^3-\ 18*b*g^3*q^3*r*x-858*b*g^3*q^3*x^2+97*b*g^3*q^2*r^2*x+3020*b*g^3*q^2*r*x^2+8452 *b*g^3*q^2*x^3+188*b*g^3*q*r^3*x+4920*b*g^3*q*r^2*x^2+8780*b*g^3*q*r*x^3+45*b*g ^3*r^4*x+347*b*g^3*r^3*x^2-2613*b*g^3*r^2*x^3-37*b*g^2*p^5*r-568*b*g^2*p^5*x-\ 118*b*g^2*p^4*q*r-2716*b*g^2*p^4*q*x-98*b*g^2*p^4*r^2-1468*b*g^2*p^4*r*x-180*b* g^2*p^4*x^2-84*b*g^2*p^3*q^2*r-3060*b*g^2*p^3*q^2*x-228*b*g^2*p^3*q*r^2-6340*b* g^2*p^3*q*r*x-8982*b*g^2*p^3*q*x^2-87*b*g^2*p^3*r^3-486*b*g^2*p^3*r^2*x+9688*b* g^2*p^3*r*x^2+10040*b*g^2*p^3*x^3-11*b*g^2*p^2*q^3*r-948*b*g^2*p^2*q^3*x-108*b* g^2*p^2*q^2*r^2-5340*b*g^2*p^2*q^2*r*x-14646*b*g^2*p^2*q^2*x^2-125*b*g^2*p^2*q* r^3-2134*b*g^2*p^2*q*r^2*x+16883*b*g^2*p^2*q*r*x^2+31388*b*g^2*p^2*q*x^3-28*b*g ^2*p^2*r^4+728*b*g^2*p^2*r^3*x+13773*b*g^2*p^2*r^2*x^2+14965*b*g^2*p^2*r*x^3-36 *b*g^2*p*q^4*x-11*b*g^2*p*q^3*r^2-1064*b*g^2*p*q^3*r*x-6066*b*g^2*p*q^3*x^2-24* b*g^2*p*q^2*r^3-611*b*g^2*p*q^2*r^2*x+10753*b*g^2*p*q^2*r*x^2+29744*b*g^2*p*q^2 *x^3-15*b*g^2*p*q*r^4+998*b*g^2*p*q*r^3*x+23172*b*g^2*p*q*r^2*x^2+36257*b*g^2*p *q*r*x^3-2*b*g^2*p*r^5+322*b*g^2*p*r^4*x+2456*b*g^2*p*r^3*x^2-6418*b*g^2*p*r^2* x^3+6*b*g^2*q^4*r*x-222*b*g^2*q^4*x^2+82*b*g^2*q^3*r^2*x+3628*b*g^2*q^3*r*x^2+ 8396*b*g^2*q^3*x^3+144*b*g^2*q^2*r^3*x+5946*b*g^2*q^2*r^2*x^2+8123*b*g^2*q^2*r* x^3+69*b*g^2*q*r^4*x+934*b*g^2*q*r^3*x^2-8142*b*g^2*q*r^2*x^3+4*b*g^2*r^5*x-472 *b*g^2*r^4*x^2-3382*b*g^2*r^3*x^3-14*b*g*p^6*r-192*b*g*p^6*x-70*b*g*p^5*q*r-\ 1392*b*g*p^5*q*x-46*b*g*p^5*r^2-476*b*g*p^5*r*x+534*b*g*p^5*x^2-78*b*g*p^4*q^2* r-2396*b*g*p^4*q^2*x-170*b*g*p^4*q*r^2-3591*b*g*p^4*q*r*x-2124*b*g*p^4*q*x^2-54 *b*g*p^4*r^3-3*b*g*p^4*r^2*x+6149*b*g*p^4*r*x^2+4652*b*g*p^4*x^3-22*b*g*p^3*q^3 *r-1384*b*g*p^3*q^3*x-126*b*g*p^3*q^2*r^2-4991*b*g*p^3*q^2*r*x-7938*b*g*p^3*q^2 *x^2-130*b*g*p^3*q*r^3-1280*b*g*p^3*q*r^2*x+18902*b*g*p^3*q*r*x^2+22756*b*g*p^3 *q*x^3-26*b*g*p^3*r^4+621*b*g*p^3*r^3*x+8807*b*g*p^3*r^2*x^2+5778*b*g*p^3*r*x^3 -188*b*g*p^2*q^4*x-22*b*g*p^2*q^3*r^2-2073*b*g*p^2*q^3*r*x-7338*b*g*p^2*q^3*x^2 -48*b*g*p^2*q^2*r^3-700*b*g*p^2*q^2*r^2*x+19326*b*g*p^2*q^2*r*x^2+34840*b*g*p^2 *q^2*x^3-30*b*g*p^2*q*r^4+1464*b*g*p^2*q*r^3*x+28229*b*g*p^2*q*r^2*x^2+33061*b* g*p^2*q*r*x^3-4*b*g*p^2*r^5+354*b*g*p^2*r^4*x+1518*b*g*p^2*r^3*x^2-9329*b*g*p^2 *r^2*x^3-197*b*g*p*q^4*r*x-2028*b*g*p*q^4*x^2+238*b*g*p*q^3*r^2*x+8384*b*g*p*q^ 3*r*x^2+20020*b*g*p*q^3*x^3+1148*b*g*p*q^2*r^3*x+19552*b*g*p*q^2*r^2*x^2+27046* b*g*p*q^2*r*x^3+568*b*g*p*q*r^4*x+4320*b*g*p*q*r^3*x^2-13761*b*g*p*q*r^2*x^3+14 *b*g*p*r^5*x-1423*b*g*p*r^4*x^2-7866*b*g*p*r^3*x^3+30*b*g*q^5*x^2+23*b*g*q^4*r^ 2*x+1811*b*g*q^4*r*x^2+3284*b*g*q^4*x^3-5*b*g*q^3*r^3*x+2256*b*g*q^3*r^2*x^2-\ 237*b*g*q^3*r*x^3-43*b*g*q^2*r^4*x-677*b*g*q^2*r^3*x^2-11721*b*g*q^2*r^2*x^3-18 *b*g*q*r^5*x-889*b*g*q*r^4*x^2-5640*b*g*q*r^3*x^3+20*b*g*r^5*x^2+680*b*g*r^4*x^ 3-2*b*p^7*r-24*b*p^7*x-15*b*p^6*q*r-252*b*p^6*q*x-8*b*p^6*r^2-49*b*p^6*r*x+162* b*p^6*x^2-24*b*p^5*q^2*r-612*b*p^5*q^2*x-45*b*p^5*q*r^2-677*b*p^5*q*r*x+186*b*p ^5*q*x^2-12*b*p^5*r^3+58*b*p^5*r^2*x+1263*b*p^5*r*x^2+716*b*p^5*x^3-11*b*p^4*q^ 3*r-564*b*p^4*q^3*x-48*b*p^4*q^2*r^2-1424*b*p^4*q^2*r*x-768*b*p^4*q^2*x^2-45*b* p^4*q*r^3-172*b*p^4*q*r^2*x+6208*b*p^4*q*r*x^2+5352*b*p^4*q*x^3-8*b*p^4*r^4+195 *b*p^4*r^3*x+1721*b*p^4*r^2*x^2+156*b*p^4*r*x^3-180*b*p^3*q^4*x-11*b*p^3*q^3*r^ 2-1013*b*p^3*q^3*r*x-1800*b*p^3*q^3*x^2-24*b*p^3*q^2*r^3-190*b*p^3*q^2*r^2*x+ 9895*b*p^3*q^2*r*x^2+12100*b*p^3*q^2*x^3-15*b*p^3*q*r^4+553*b*p^3*q*r^3*x+9194* b*p^3*q*r^2*x^2+6698*b*p^3*q*r*x^3-2*b*p^3*r^5+140*b*p^3*r^4*x+104*b*p^3*r^3*x^ 2-3839*b*p^3*r^2*x^3-217*b*p^2*q^4*r*x-1362*b*p^2*q^4*x^2+177*b*p^2*q^3*r^2*x+ 6429*b*p^2*q^3*r*x^2+11348*b*p^2*q^3*x^3+708*b*p^2*q^2*r^3*x+11561*b*p^2*q^2*r^ 2*x^2+11879*b*p^2*q^2*r*x^3+261*b*p^2*q*r^4*x+1179*b*p^2*q*r^3*x^2-9900*b*p^2*q *r^2*x^3+28*b*p^2*r^5*x-496*b*p^2*r^4*x^2-2698*b*p^2*r^3*x^3-354*b*p*q^5*x^2+ 137*b*p*q^4*r^2*x+1690*b*p*q^4*r*x^2+4224*b*p*q^4*x^3+307*b*p*q^3*r^3*x+4186*b* p*q^3*r^2*x^2+4288*b*p*q^3*r*x^3+108*b*p*q^2*r^4*x+194*b*p*q^2*r^3*x^2-9621*b*p *q^2*r^2*x^3-39*b*p*q*r^5*x-1463*b*p*q*r^4*x^2-7008*b*p*q*r^3*x^3+15*b*p*r^5*x^ 2+690*b*p*r^4*x^3+211*b*q^5*r*x^2+340*b*q^5*x^3-21*b*q^4*r^3*x+98*b*q^4*r^2*x^2 -1049*b*q^4*r*x^3-36*b*q^3*r^4*x-447*b*q^3*r^3*x^2-3560*b*q^3*r^2*x^3-15*b*q^2* r^5*x-229*b*q^2*r^4*x^2-1374*b*q^2*r^3*x^3+65*b*q*r^5*x^2+570*b*q*r^4*x^3-160*c ^8*r-3200*c^8*x-432*c^7*g*r-8640*c^7*g*x-720*c^7*p*r-14208*c^7*p*x-272*c^7*q*r-\ 6912*c^7*q*x-400*c^7*r^2-9984*c^7*r*x-20352*c^7*x^2-480*c^6*g^2*r-9600*c^6*g^2* x-1744*c^6*g*p*r-33920*c^6*g*p*x-624*c^6*g*q*r-16256*c^6*g*q*x-960*c^6*g*r^2-\ 23792*c^6*g*r*x-50112*c^6*g*x^2-1312*c^6*p^2*r-24704*c^6*p^2*x-1184*c^6*p*q*r-\ 28800*c^6*p*q*x-1424*c^6*p*r^2-31520*c^6*p*r*x-46896*c^6*p*x^2-168*c^6*q^2*r-\ 5792*c^6*q^2*x-640*c^6*q*r^2-19632*c^6*q*r*x-47952*c^6*q*x^2-312*c^6*r^3-4208*c ^6*r^2*x+21792*c^6*r*x^2+45824*c^6*x^3-280*c^5*g^3*r-5600*c^5*g^3*x-1720*c^5*g^ 2*p*r-32832*c^5*g^2*p*x-568*c^5*g^2*q*r-15360*c^5*g^2*q*x-936*c^5*g^2*r^2-23024 *c^5*g^2*r*x-50688*c^5*g^2*x^2-2776*c^5*g*p^2*r-51104*c^5*g*p^2*x-2416*c^5*g*p* q*r-59264*c^5*g*p*q*x-2992*c^5*g*p*r^2-66128*c^5*g*p*r*x-102840*c^5*g*p*x^2-316 *c^5*g*q^2*r-11504*c^5*g*q^2*x-1304*c^5*g*q*r^2-40200*c^5*g*q*r*x-102984*c^5*g* q*x^2-636*c^5*g*r^3-8664*c^5*g*r^2*x+43776*c^5*g*r*x^2+95744*c^5*g*x^3-1256*c^5 *p^3*r-22160*c^5*p^3*x-2040*c^5*p^2*q*r-46048*c^5*p^2*q*x-2024*c^5*p^2*r^2-\ 38484*c^5*p^2*r*x-37296*c^5*p^2*x^2-708*c^5*p*q^2*r-22384*c^5*p*q^2*x-2120*c^5* p*q*r^2-57000*c^5*p*q*r*x-100224*c^5*p*q*x^2-900*c^5*p*r^3-8628*c^5*p*r^2*x+ 76820*c^5*p*r*x^2+109088*c^5*p*x^3-44*c^5*q^3*r-2336*c^5*q^3*x-372*c^5*q^2*r^2-\ 14732*c^5*q^2*r*x-44784*c^5*q^2*x^2-420*c^5*q*r^3-6028*c^5*q*r^2*x+49060*c^5*q* r*x^2+109088*c^5*q*x^3-92*c^5*r^4+2712*c^5*r^3*x+52656*c^5*r^2*x^2+73328*c^5*r* x^3-90*c^4*g^4*r-1800*c^4*g^4*x-880*c^4*g^3*p*r-16384*c^4*g^3*p*x-256*c^4*g^3*q *r-7360*c^4*g^3*q*x-472*c^4*g^3*r^2-11528*c^4*g^3*r*x-26976*c^4*g^3*x^2-2348*c^ 4*g^2*p^2*r-41872*c^4*g^2*p^2*x-1928*c^4*g^2*p*q*r-48064*c^4*g^2*p*q*x-2512*c^4 *g^2*p*r^2-55328*c^4*g^2*p*r*x-90636*c^4*g^2*p*x^2-222*c^4*g^2*q^2*r-8824*c^4*g ^2*q^2*x-1036*c^4*g^2*q*r^2-32324*c^4*g^2*q*r*x-88596*c^4*g^2*q*x^2-510*c^4*g^2 *r^3-6812*c^4*g^2*r^2*x+37056*c^4*g^2*r*x^2+82176*c^4*g^2*x^3-2232*c^4*g*p^3*r-\ 38400*c^4*g*p^3*x-3576*c^4*g*p^2*q*r-80512*c^4*g*p^2*q*x-3576*c^4*g*p^2*r^2-\ 68244*c^4*g*p^2*r*x-71064*c^4*g*p^2*x^2-1176*c^4*g*p*q^2*r-38272*c^4*g*p*q^2*x-\ 3712*c^4*g*p*q*r^2-101048*c^4*g*p*q*r*x-188832*c^4*g*p*q*x^2-1560*c^4*g*p*r^3-\ 15804*c^4*g*p*r^2*x+127952*c^4*g*p*r*x^2+190352*c^4*g*p*x^3-64*c^4*g*q^3*r-3744 *c^4*g*q^3*x-628*c^4*g*q^2*r^2-24928*c^4*g*q^2*r*x-80280*c^4*g*q^2*x^2-712*c^4* g*q*r^3-10584*c^4*g*q*r^2*x+80524*c^4*g*q*r*x^2+190352*c^4*g*q*x^3-148*c^4*g*r^ 4+4672*c^4*g*r^3*x+90984*c^4*g*r^2*x^2+129368*c^4*g*r*x^3-682*c^4*p^4*r-11128*c ^4*p^4*x-1808*c^4*p^3*q*r-37216*c^4*p^3*q*x-1464*c^4*p^3*r^2-22884*c^4*p^3*r*x-\ 8412*c^4*p^3*x^2-1134*c^4*p^2*q^2*r-32184*c^4*p^2*q^2*x-2780*c^4*p^2*q*r^2-\ 63376*c^4*p^2*q*r*x-74508*c^4*p^2*q*x^2-990*c^4*p^2*r^3-4938*c^4*p^2*r^2*x+ 99444*c^4*p^2*r*x^2+103648*c^4*p^2*x^3-180*c^4*p*q^3*r-8272*c^4*p*q^3*x-1104*c^ 4*p*q^2*r^2-38208*c^4*p*q^2*r*x-81732*c^4*p*q^2*x^2-1140*c^4*p*q*r^3-12364*c^4* p*q*r^2*x+135180*c^4*p*q*r*x^2+214176*c^4*p*q*x^3-216*c^4*p*r^4+6648*c^4*p*r^3* x+104610*c^4*p*r^2*x^2+116852*c^4*p*r*x^3-4*c^4*q^4*r-448*c^4*q^4*x-92*c^4*q^3* r^2-5212*c^4*q^3*r*x-21108*c^4*q^3*x^2-180*c^4*q^2*r^3-2310*c^4*q^2*r^2*x+46260 *c^4*q^2*r*x^2+103648*c^4*q^2*x^3-100*c^4*q*r^4+4188*c^4*q*r^3*x+84042*c^4*q*r^ 2*x^2+116852*c^4*q*r*x^3-8*c^4*r^5+1472*c^4*r^4*x+11496*c^4*r^3*x^2-15752*c^4*r ^2*x^3-15*c^3*g^5*r-300*c^3*g^5*x-245*c^3*g^4*p*r-4408*c^3*g^4*p*x-57*c^3*g^4*q *r-1840*c^3*g^4*q*x-129*c^3*g^4*r^2-3136*c^3*g^4*r*x-7992*c^3*g^4*x^2-1006*c^3* g^3*p^2*r-17128*c^3*g^3*p^2*x-748*c^3*g^3*p*q*r-19264*c^3*g^3*p*q*x-1068*c^3*g^ 3*p*r^2-23384*c^3*g^3*p*r*x-40698*c^3*g^3*p*x^2-69*c^3*g^3*q^2*r-3220*c^3*g^3*q ^2*x-398*c^3*g^3*q*r^2-12742*c^3*g^3*q*r*x-38646*c^3*g^3*q*x^2-201*c^3*g^3*r^3-\ 2442*c^3*g^3*r^2*x+17712*c^3*g^3*r*x^2+37632*c^3*g^3*x^3-1534*c^3*g^2*p^3*r-\ 25364*c^3*g^2*p^3*x-2386*c^3*g^2*p^2*q*r-53672*c^3*g^2*p^2*q*x-2446*c^3*g^2*p^2 *r^2-46541*c^3*g^2*p^2*r*x-51996*c^3*g^2*p^2*x^2-717*c^3*g^2*p*q^2*r-24620*c^3* g^2*p*q^2*x-2470*c^3*g^2*p*q*r^2-68634*c^3*g^2*p*q*r*x-138432*c^3*g^2*p*q*x^2-\ 1041*c^3*g^2*p*r^3-10973*c^3*g^2*p*r^2*x+83497*c^3*g^2*p*r*x^2+130088*c^3*g^2*p *x^3-31*c^3*g^2*q^3*r-2168*c^3*g^2*q^3*x-389*c^3*g^2*q^2*r^2-15635*c^3*g^2*q^2* r*x-54924*c^3*g^2*q^2*x^2-445*c^3*g^2*q*r^3-6619*c^3*g^2*q*r^2*x+52445*c^3*g^2* q*r*x^2+130088*c^3*g^2*q*x^3-87*c^3*g^2*r^4+3238*c^3*g^2*r^3*x+61236*c^3*g^2*r^ 2*x^2+87916*c^3*g^2*r*x^3-959*c^3*g*p^4*r-15284*c^3*g*p^4*x-2584*c^3*g*p^3*q*r-\ 52848*c^3*g*p^3*q*x-2044*c^3*g*p^3*r^2-32164*c^3*g*p^3*r*x-13734*c^3*g*p^3*x^2-\ 1583*c^3*g*p^2*q^2*r-45324*c^3*g*p^2*q^2*x-3974*c^3*g*p^2*q*r^2-92280*c^3*g*p^2 *q*r*x-119286*c^3*g*p^2*q*x^2-1359*c^3*g*p^2*r^3-7297*c^3*g*p^2*r^2*x+135662*c^ 3*g*p^2*r*x^2+145712*c^3*g*p^2*x^3-230*c^3*g*p*q^3*r-11112*c^3*g*p*q^3*x-1558*c ^3*g*p*q^2*r^2-54566*c^3*g*p*q^2*r*x-125274*c^3*g*p*q^2*x^2-1610*c^3*g*p*q*r^3-\ 19272*c^3*g*p*q*r^2*x+177672*c^3*g*p*q*r*x^2+302016*c^3*g*p*q*x^3-282*c^3*g*p*r ^4+9268*c^3*g*p*r^3*x+146837*c^3*g*p*r^2*x^2+168572*c^3*g*p*r*x^3-4*c^3*g*q^4*r -536*c^3*g*q^4*x-124*c^3*g*q^3*r^2-6838*c^3*g*q^3*r*x-29466*c^3*g*q^3*x^2-244*c ^3*g*q^2*r^3-3335*c^3*g*q^2*r^2*x+61414*c^3*g*q^2*r*x^2+145712*c^3*g*q^2*x^3-\ 132*c^3*g*q*r^4+5546*c^3*g*q*r^3*x+116611*c^3*g*q*r^2*x^2+168572*c^3*g*q*r*x^3-\ 8*c^3*g*r^5+1994*c^3*g*r^4*x+15744*c^3*g*r^3*x^2-22928*c^3*g*r^2*x^3-209*c^3*p^ 5*r-3116*c^3*p^5*x-893*c^3*p^4*q*r-16496*c^3*p^4*q*x-565*c^3*p^4*r^2-6661*c^3*p ^4*r*x+3888*c^3*p^4*x^2-891*c^3*p^3*q^2*r-22424*c^3*p^3*q^2*x-1842*c^3*p^3*q*r^ 2-34358*c^3*p^3*q*r*x-20976*c^3*p^3*q*x^2-519*c^3*p^3*r^3+322*c^3*p^3*r^2*x+ 61147*c^3*p^3*r*x^2+49000*c^3*p^3*x^3-263*c^3*p^2*q^3*r-10448*c^3*p^2*q^3*x-\ 1257*c^3*p^2*q^2*r^2-36588*c^3*p^2*q^2*r*x-52056*c^3*p^2*q^2*x^2-1173*c^3*p^2*q *r^3-8386*c^3*p^2*q*r^2*x+136459*c^3*p^2*q*r*x^2+162392*c^3*p^2*q*x^3-179*c^3*p ^2*r^4+6162*c^3*p^2*r^3*x+75039*c^3*p^2*r^2*x^2+61940*c^3*p^2*r*x^3-16*c^3*p*q^ 4*r-1436*c^3*p*q^4*x-232*c^3*p*q^3*r^2-11698*c^3*p*q^3*r*x-32448*c^3*p*q^3*x^2-\ 432*c^3*p*q^2*r^3-4434*c^3*p*q^2*r^2*x+95567*c^3*p*q^2*r*x^2+162392*c^3*p*q^2*x ^3-232*c^3*p*q*r^4+7926*c^3*p*q*r^3*x+138648*c^3*p*q*r^2*x^2+157928*c^3*p*q*r*x ^3-16*c^3*p*r^5+2461*c^3*p*r^4*x+12362*c^3*p*r^3*x^2-36542*c^3*p*r^2*x^3-32*c^3 *q^5*x-8*c^3*q^4*r^2-855*c^3*q^4*r*x-5256*c^3*q^4*x^2-24*c^3*q^3*r^3+158*c^3*q^ 3*r^2*x+22619*c^3*q^3*r*x^2+49000*c^3*q^3*x^3-24*c^3*q^2*r^4+2604*c^3*q^2*r^3*x +49131*c^3*q^2*r^2*x^2+61940*c^3*q^2*r*x^3-8*c^3*q*r^5+1391*c^3*q*r^4*x+10234*c ^3*q*r^3*x^2-36542*c^3*q*r^2*x^3+56*c^3*r^5*x-3960*c^3*r^4*x^2-22752*c^3*r^3*x^ 3-c^2*g^6*r-20*c^2*g^6*x-35*c^2*g^5*p*r-600*c^2*g^5*p*x-5*c^2*g^5*q*r-216*c^2*g ^5*q*x-18*c^2*g^5*r^2-439*c^2*g^5*r*x-1260*c^2*g^5*x^2-227*c^2*g^4*p^2*r-3604*c ^2*g^4*p^2*x-140*c^2*g^4*p*q*r-3880*c^2*g^4*p*q*x-239*c^2*g^4*p*r^2-5194*c^2*g^ 4*p*r*x-9678*c^2*g^4*p*x^2-8*c^2*g^4*q^2*r-544*c^2*g^4*q^2*x-73*c^2*g^4*q*r^2-\ 2472*c^2*g^4*q*r*x-8850*c^2*g^4*q*x^2-39*c^2*g^4*r^3-330*c^2*g^4*r^2*x+5274*c^2 *g^4*r*x^2+9904*c^2*g^4*x^3-508*c^2*g^3*p^3*r-7884*c^2*g^3*p^3*x-744*c^2*g^3*p^ 2*q*r-16792*c^2*g^3*p^2*q*x-808*c^2*g^3*p^2*r^2-15152*c^2*g^3*p^2*r*x-18018*c^2 *g^3*p^2*x^2-189*c^2*g^3*p*q^2*r-7252*c^2*g^3*p*q^2*x-766*c^2*g^3*p*q*r^2-22060 *c^2*g^3*p*q*r*x-49128*c^2*g^3*p*q*x^2-333*c^2*g^3*p*r^3-3550*c^2*g^3*p*r^2*x+ 27195*c^2*g^3*p*r*x^2+43868*c^2*g^3*p*x^3-5*c^2*g^3*q^3*r-528*c^2*g^3*q^3*x-104 *c^2*g^3*q^2*r^2-4329*c^2*g^3*q^2*r*x-17586*c^2*g^3*q^2*x^2-121*c^2*g^3*q*r^3-\ 1623*c^2*g^3*q*r^2*x+17646*c^2*g^3*q*r*x^2+43868*c^2*g^3*q*x^3-22*c^2*g^3*r^4+ 1146*c^2*g^3*r^3*x+20010*c^2*g^3*r^2*x^2+28234*c^2*g^3*r*x^3-491*c^2*g^2*p^4*r-\ 7476*c^2*g^2*p^4*x-1330*c^2*g^2*p^3*q*r-26976*c^2*g^2*p^3*q*x-1040*c^2*g^2*p^3* r^2-16205*c^2*g^2*p^3*r*x-7524*c^2*g^2*p^3*x^2-780*c^2*g^2*p^2*q^2*r-22776*c^2* g^2*p^2*q^2*x-2046*c^2*g^2*p^2*q*r^2-48728*c^2*g^2*p^2*q*r*x-69972*c^2*g^2*p^2* q*x^2-678*c^2*g^2*p^2*r^3-3786*c^2*g^2*p^2*r^2*x+67964*c^2*g^2*p^2*r*x^2+75160* c^2*g^2*p^2*x^3-96*c^2*g^2*p*q^3*r-5184*c^2*g^2*p*q^3*x-775*c^2*g^2*p*q^2*r^2-\ 27821*c^2*g^2*p*q^2*r*x-69912*c^2*g^2*p*q^2*x^2-810*c^2*g^2*p*q*r^3-10723*c^2*g ^2*p*q*r^2*x+83547*c^2*g^2*p*q*r*x^2+155112*c^2*g^2*p*q*x^3-131*c^2*g^2*p*r^4+ 4712*c^2*g^2*p*r^3*x+74450*c^2*g^2*p*r^2*x^2+86829*c^2*g^2*p*r*x^3-c^2*g^2*q^4* r-204*c^2*g^2*q^4*x-55*c^2*g^2*q^3*r^2-2972*c^2*g^2*q^3*r*x-14328*c^2*g^2*q^3*x ^2-109*c^2*g^2*q^2*r^3-1368*c^2*g^2*q^2*r^2*x+30550*c^2*g^2*q^2*r*x^2+75160*c^2 *g^2*q^2*x^3-57*c^2*g^2*q*r^4+2738*c^2*g^2*q*r^3*x+58369*c^2*g^2*q*r^2*x^2+ 86829*c^2*g^2*q*r*x^3-2*c^2*g^2*r^5+935*c^2*g^2*r^4*x+6810*c^2*g^2*r^3*x^2-\ 15066*c^2*g^2*r^2*x^3-209*c^2*g*p^5*r-3060*c^2*g*p^5*x-963*c^2*g*p^4*q*r-17700* c^2*g*p^4*q*x-558*c^2*g*p^4*r^2-6482*c^2*g*p^4*r*x+4536*c^2*g*p^4*x^2-965*c^2*g *p^3*q^2*r-24276*c^2*g*p^3*q^2*x-1990*c^2*g*p^3*q*r^2-38030*c^2*g*p^3*q*r*x-\ 27912*c^2*g*p^3*q*x^2-501*c^2*g*p^3*r^3+781*c^2*g*p^3*r^2*x+64460*c^2*g*p^3*r*x ^2+51964*c^2*g*p^3*x^3-273*c^2*g*p^2*q^3*r-10980*c^2*g*p^2*q^3*x-1374*c^2*g*p^2 *q^2*r^2-40723*c^2*g*p^2*q^2*r*x-64692*c^2*g*p^2*q^2*x^2-1265*c^2*g*p^2*q*r^3-\ 10477*c^2*g*p^2*q*r^2*x+138134*c^2*g*p^2*q*r*x^2+174140*c^2*g*p^2*q*x^3-164*c^2 *g*p^2*r^4+6676*c^2*g*p^2*r^3*x+79769*c^2*g*p^2*r^2*x^2+67216*c^2*g*p^2*r*x^3-\ 14*c^2*g*p*q^4*r-1368*c^2*g*p*q^4*x-250*c^2*g*p*q^3*r^2-12468*c^2*g*p*q^3*r*x-\ 37200*c^2*g*p*q^3*x^2-470*c^2*g*p*q^2*r^3-5744*c^2*g*p*q^2*r^2*x+94603*c^2*g*p* q^2*r*x^2+174140*c^2*g*p*q^2*x^3-246*c^2*g*p*q*r^4+8070*c^2*g*p*q*r^3*x+149508* c^2*g*p*q*r^2*x^2+181140*c^2*g*p*q*r*x^3-12*c^2*g*p*r^5+2602*c^2*g*p*r^4*x+ 13679*c^2*g*p*r^3*x^2-37347*c^2*g*p*r^2*x^3-24*c^2*g*q^5*x-8*c^2*g*q^4*r^2-765* c^2*g*q^4*r*x-4956*c^2*g*q^4*x^2-24*c^2*g*q^3*r^3+118*c^2*g*q^3*r^2*x+23365*c^2 *g*q^3*r*x^2+51964*c^2*g*q^3*x^3-24*c^2*g*q^2*r^4+2482*c^2*g*q^2*r^3*x+50980*c^ 2*g*q^2*r^2*x^2+67216*c^2*g*q^2*r*x^3-8*c^2*g*q*r^5+1387*c^2*g*q*r^4*x+11227*c^ 2*g*q*r^3*x^2-37347*c^2*g*q*r^2*x^3+44*c^2*g*r^5*x-4080*c^2*g*r^4*x^2-23488*c^2 *g*r^3*x^3-33*c^2*p^6*r-444*c^2*p^6*x-246*c^2*p^5*q*r-4004*c^2*p^5*q*x-109*c^2* p^5*r^2-740*c^2*p^5*r*x+2484*c^2*p^5*x^2-366*c^2*p^4*q^2*r-8048*c^2*p^4*q^2*x-\ 649*c^2*p^4*q*r^2-9463*c^2*p^4*q*r*x+72*c^2*p^4*q*x^2-129*c^2*p^4*r^3+1122*c^2* p^4*r^2*x+18571*c^2*p^4*r*x^2+11600*c^2*p^4*x^3-174*c^2*p^3*q^3*r-5952*c^2*p^3* q^3*x-687*c^2*p^3*q^2*r^2-16206*c^2*p^3*q^2*r*x-12672*c^2*p^3*q^2*x^2-576*c^2*p ^3*q*r^3-2150*c^2*p^3*q*r^2*x+62780*c^2*p^3*q*r*x^2+58136*c^2*p^3*q*x^3-63*c^2* p^3*r^4+2664*c^2*p^3*r^3*x+23228*c^2*p^3*r^2*x^2+10401*c^2*p^3*r*x^3-21*c^2*p^2 *q^4*r-1556*c^2*p^2*q^4*x-211*c^2*p^2*q^3*r^2-9038*c^2*p^2*q^3*r*x-16272*c^2*p^ 2*q^3*x^2-369*c^2*p^2*q^2*r^3-2664*c^2*p^2*q^2*r^2*x+71190*c^2*p^2*q^2*r*x^2+ 93072*c^2*p^2*q^2*x^3-189*c^2*p^2*q*r^4+5172*c^2*p^2*q*r^3*x+78942*c^2*p^2*q*r^ 2*x^2+68967*c^2*p^2*q*r*x^3-10*c^2*p^2*r^5+1363*c^2*p^2*r^4*x+2641*c^2*p^2*r^3* x^2-27729*c^2*p^2*r^2*x^3-92*c^2*p*q^5*x-16*c^2*p*q^4*r^2-1606*c^2*p*q^4*r*x-\ 6660*c^2*p*q^4*x^2-48*c^2*p*q^3*r^3+132*c^2*p*q^3*r^2*x+32734*c^2*p*q^3*r*x^2+ 58136*c^2*p*q^3*x^3-48*c^2*p*q^2*r^4+3966*c^2*p*q^2*r^3*x+63870*c^2*p*q^2*r^2*x ^2+68967*c^2*p*q^2*r*x^3-16*c^2*p*q*r^5+2047*c^2*p*q*r^4*x+10818*c^2*p*q*r^3*x^ 2-44622*c^2*p*q*r^2*x^3+117*c^2*p*r^5*x-4028*c^2*p*r^4*x^2-19844*c^2*p*r^3*x^3-\ 51*c^2*q^5*r*x-648*c^2*q^5*x^2+220*c^2*q^4*r^2*x+5753*c^2*q^4*r*x^2+11600*c^2*q ^4*x^3+678*c^2*q^3*r^3*x+12286*c^2*q^3*r^2*x^2+10401*c^2*q^3*r*x^3+372*c^2*q^2* r^4*x+1301*c^2*q^2*r^3*x^2-27729*c^2*q^2*r^2*x^3+7*c^2*q*r^5*x-3502*c^2*q*r^4*x ^2-19844*c^2*q*r^3*x^3+2080*c^2*r^4*x^3-2*c*g^6*p*r-32*c*g^6*p*x-8*c*g^6*q*x-c* g^6*r^2-25*c*g^6*r*x-84*c*g^6*x^2-25*c*g^5*p^2*r-356*c*g^5*p^2*x-10*c*g^5*p*q*r -344*c*g^5*p*q*x-26*c*g^5*p*r^2-565*c*g^5*p*r*x-1128*c*g^5*p*x^2-32*c*g^5*q^2*x -5*c*g^5*q*r^2-196*c*g^5*q*r*x-972*c*g^5*q*x^2-3*c*g^5*r^3+14*c*g^5*r^2*x+924*c *g^5*r*x^2+1440*c*g^5*x^3-81*c*g^4*p^3*r-1136*c*g^4*p^3*x-105*c*g^4*p^2*q*r-\ 2404*c*g^4*p^2*q*x-129*c*g^4*p^2*r^2-2342*c*g^4*p^2*r*x-2898*c*g^4*p^2*x^2-18*c *g^4*p*q^2*r-928*c*g^4*p*q^2*x-107*c*g^4*p*q*r^2-3296*c*g^4*p*q*r*x-8400*c*g^4* p*q*x^2-51*c*g^4*p*r^3-526*c*g^4*p*r^2*x+4542*c*g^4*p*r*x^2+7388*c*g^4*p*x^3-44 *c*g^4*q^3*x-10*c*g^4*q^2*r^2-463*c*g^4*q^2*r*x-2538*c*g^4*q^2*x^2-12*c*g^4*q*r ^3-67*c*g^4*q*r^2*x+3243*c*g^4*q*r*x^2+7388*c*g^4*q*x^3-2*c*g^4*r^4+206*c*g^4*r ^3*x+3120*c*g^4*r^2*x^2+4066*c*g^4*r*x^3-109*c*g^3*p^4*r-1524*c*g^3*p^4*x-289*c *g^3*p^3*q*r-5800*c*g^3*p^3*q*x-230*c*g^3*p^3*r^2-3434*c*g^3*p^3*r*x-1524*c*g^3 *p^3*x^2-156*c*g^3*p^2*q^2*r-4752*c*g^3*p^2*q^2*x-445*c*g^3*p^2*q*r^2-10996*c*g ^3*p^2*q*r*x-17778*c*g^3*p^2*q*x^2-147*c*g^3*p^2*r^3-802*c*g^3*p^2*r^2*x+15045* c*g^3*p^2*r*x^2+16996*c*g^3*p^2*x^3-13*c*g^3*p*q^3*r-952*c*g^3*p*q^3*x-156*c*g^ 3*p*q^2*r^2-5887*c*g^3*p*q^2*r*x-16722*c*g^3*p*q^2*x^2-169*c*g^3*p*q*r^3-2487*c *g^3*p*q*r^2*x+16599*c*g^3*p*q*r*x^2+34376*c*g^3*p*q*x^3-26*c*g^3*p*r^4+1030*c* g^3*p*r^3*x+16044*c*g^3*p*r^2*x^2+18542*c*g^3*p*r*x^3-24*c*g^3*q^4*x-8*c*g^3*q^ 3*r^2-436*c*g^3*q^3*r*x-2724*c*g^3*q^3*x^2-16*c*g^3*q^2*r^3-61*c*g^3*q^2*r^2*x+ 7074*c*g^3*q^2*r*x^2+16996*c*g^3*q^2*x^3-8*c*g^3*q*r^4+618*c*g^3*q*r^3*x+12399* c*g^3*q*r^2*x^2+18542*c*g^3*q*r*x^3+171*c*g^3*r^4*x+894*c*g^3*r^3*x^2-4954*c*g^ 3*r^2*x^3-67*c*g^2*p^5*r-928*c*g^2*p^5*x-334*c*g^2*p^4*q*r-6084*c*g^2*p^4*q*x-\ 176*c*g^2*p^4*r^2-1905*c*g^2*p^4*r*x+1968*c*g^2*p^4*x^2-333*c*g^2*p^3*q^2*r-\ 8408*c*g^2*p^3*q^2*x-692*c*g^2*p^3*q*r^2-13616*c*g^2*p^3*q*r*x-11892*c*g^2*p^3* q*x^2-153*c*g^2*p^3*r^3+538*c*g^2*p^3*r^2*x+22408*c*g^2*p^3*r*x^2+17996*c*g^2*p ^3*x^3-87*c*g^2*p^2*q^3*r-3632*c*g^2*p^2*q^3*x-478*c*g^2*p^2*q^2*r^2-14600*c*g^ 2*p^2*q^2*r*x-26208*c*g^2*p^2*q^2*x^2-437*c*g^2*p^2*q*r^3-4221*c*g^2*p^2*q*r^2* x+44477*c*g^2*p^2*q*r*x^2+60400*c*g^2*p^2*q*x^3-46*c*g^2*p^2*r^4+2366*c*g^2*p^2 *r^3*x+27154*c*g^2*p^2*r^2*x^2+22607*c*g^2*p^2*r*x^3-3*c*g^2*p*q^4*r-384*c*g^2* p*q^4*x-83*c*g^2*p*q^3*r^2-4146*c*g^2*p*q^3*r*x-13644*c*g^2*p*q^3*x^2-159*c*g^2 *p*q^2*r^3-2261*c*g^2*p*q^2*r^2*x+29695*c*g^2*p*q^2*r*x^2+60400*c*g^2*p*q^2*x^3 -81*c*g^2*p*q*r^4+2626*c*g^2*p*q*r^3*x+51696*c*g^2*p*q*r^2*x^2+66448*c*g^2*p*q* r*x^3-2*c*g^2*p*r^5+874*c*g^2*p*r^4*x+4468*c*g^2*p*r^3*x^2-13488*c*g^2*p*r^2*x^ 3-4*c*g^2*q^5*x-2*c*g^2*q^4*r^2-165*c*g^2*q^4*r*x-1296*c*g^2*q^4*x^2-6*c*g^2*q^ 3*r^3+121*c*g^2*q^3*r^2*x+8189*c*g^2*q^3*r*x^2+17996*c*g^2*q^3*x^3-6*c*g^2*q^2* r^4+768*c*g^2*q^2*r^3*x+16742*c*g^2*q^2*r^2*x^2+22607*c*g^2*q^2*r*x^3-2*c*g^2*q *r^5+414*c*g^2*q*r^4*x+3452*c*g^2*q*r^3*x^2-13488*c*g^2*q*r^2*x^3+8*c*g^2*r^5*x -1290*c*g^2*r^4*x^2-7256*c*g^2*r^3*x^3-18*c*g*p^6*r-240*c*g*p^6*x-175*c*g*p^5*q *r-2844*c*g*p^5*q*x-58*c*g*p^5*r^2-250*c*g*p^5*r*x+2088*c*g*p^5*x^2-270*c*g*p^4 *q^2*r-5924*c*g*p^4*q^2*x-464*c*g*p^4*q*r^2-6939*c*g*p^4*q*r*x-672*c*g*p^4*q*x^ 2-66*c*g*p^4*r^3+1098*c*g*p^4*r^2*x+13376*c*g*p^4*r*x^2+8124*c*g*p^4*x^3-127*c* g*p^3*q^3*r-4324*c*g*p^3*q^3*x-512*c*g*p^3*q^2*r^2-12377*c*g*p^3*q^2*r*x-11952* c*g*p^3*q^2*x^2-415*c*g*p^3*q*r^3-1909*c*g*p^3*q*r^2*x+43628*c*g*p^3*q*r*x^2+ 42060*c*g*p^3*q*x^3-30*c*g*p^3*r^4+1968*c*g*p^3*r^3*x+16007*c*g*p^3*r^2*x^2+ 6520*c*g*p^3*r*x^3-14*c*g*p^2*q^4*r-1052*c*g*p^2*q^4*x-158*c*g*p^2*q^3*r^2-6768 *c*g*p^2*q^3*r*x-13788*c*g*p^2*q^3*x^2-278*c*g*p^2*q^2*r^3-2560*c*g*p^2*q^2*r^2 *x+48060*c*g*p^2*q^2*r*x^2+67872*c*g*p^2*q^2*x^3-138*c*g*p^2*q*r^4+3564*c*g*p^2 *q*r^3*x+58168*c*g*p^2*q*r^2*x^2+55316*c*g*p^2*q*r*x^3-4*c*g*p^2*r^5+916*c*g*p^ 2*r^4*x+1527*c*g*p^2*r^3*x^2-20163*c*g*p^2*r^2*x^3-48*c*g*p*q^5*x-12*c*g*p*q^4* r^2-1101*c*g*p*q^4*r*x-4848*c*g*p*q^4*x^2-36*c*g*p*q^3*r^3-80*c*g*p*q^3*r^2*x+ 22033*c*g*p*q^3*r*x^2+42060*c*g*p*q^3*x^3-36*c*g*p*q^2*r^4+2744*c*g*p*q^2*r^3*x +46754*c*g*p*q^2*r^2*x^2+55316*c*g*p*q^2*r*x^3-12*c*g*p*q*r^5+1494*c*g*p*q*r^4* x+9288*c*g*p*q*r^3*x^2-28308*c*g*p*q*r^2*x^3+56*c*g*p*r^5*x-2964*c*g*p*r^4*x^2-\ 14164*c*g*p*r^3*x^3-21*c*g*q^5*r*x-252*c*g*q^5*x^2+133*c*g*q^4*r^2*x+4225*c*g*q ^4*r*x^2+8124*c*g*q^4*x^3+386*c*g*q^3*r^3*x+8266*c*g*q^3*r^2*x^2+6520*c*g*q^3*r *x^3+237*c*g*q^2*r^4*x+915*c*g*q^2*r^3*x^2-20163*c*g*q^2*r^2*x^3+16*c*g*q*r^5*x -2346*c*g*q*r^4*x^2-14164*c*g*q*r^3*x^3+1440*c*g*r^4*x^3-2*c*p^7*r-24*c*p^7*x-\ 35*c*p^6*q*r-492*c*p^6*q*x-8*c*p^6*r^2+23*c*p^6*r*x+450*c*p^6*x^2-75*c*p^5*q^2* r-1416*c*p^5*q^2*x-115*c*p^5*q*r^2-1238*c*p^5*q*r*x+924*c*p^5*q*x^2-12*c*p^5*r^ 3+321*c*p^5*r^2*x+2523*c*p^5*r*x^2+1176*c*p^5*x^3-53*c*p^4*q^3*r-1536*c*p^4*q^3 *x-180*c*p^4*q^2*r^2-3300*c*p^4*q^2*r*x-546*c*p^4*q^2*x^2-135*c*p^4*q*r^3-101*c *p^4*q*r^2*x+12978*c*p^4*q*r*x^2+9512*c*p^4*q*x^3-8*c*p^4*r^4+540*c*p^4*r^3*x+ 2820*c*p^4*r^2*x^2-635*c*p^4*r*x^3-11*c*p^3*q^4*r-672*c*p^3*q^4*x-83*c*p^3*q^3* r^2-2872*c*p^3*q^3*r*x-2712*c*p^3*q^3*x^2-135*c*p^3*q^2*r^3-594*c*p^3*q^2*r^2*x +22161*c*p^3*q^2*r*x^2+22656*c*p^3*q^2*x^3-65*c*p^3*q*r^4+1434*c*p^3*q*r^3*x+ 18105*c*p^3*q*r^2*x^2+10240*c*p^3*q*r*x^3-2*c*p^3*r^5+329*c*p^3*r^4*x-343*c*p^3 *r^3*x^2-7559*c*p^3*r^2*x^3-84*c*p^2*q^5*x-10*c*p^2*q^4*r^2-911*c*p^2*q^4*r*x-\ 2370*c*p^2*q^4*x^2-30*c*p^2*q^3*r^3+36*c*p^2*q^3*r^2*x+16143*c*p^2*q^3*r*x^2+ 22656*c*p^2*q^3*x^3-30*c*p^2*q^2*r^4+1728*c*p^2*q^2*r^3*x+25740*c*p^2*q^2*r^2*x ^2+21750*c*p^2*q^2*r*x^3-10*c*p^2*q*r^5+841*c*p^2*q*r^4*x+2665*c*p^2*q*r^3*x^2-\ 19515*c*p^2*q*r^2*x^3+63*c*p^2*r^5*x-1128*c*p^2*r^4*x^2-4448*c*p^2*r^3*x^3-78*c *p*q^5*r*x-708*c*p*q^5*x^2+235*c*p*q^4*r^2*x+5100*c*p*q^4*r*x^2+9512*c*p*q^4*x^ 3+828*c*p*q^3*r^3*x+11511*c*p*q^3*r^2*x^2+10240*c*p*q^3*r*x^3+498*c*p*q^2*r^4*x +1673*c*p*q^2*r^3*x^2-19515*c*p*q^2*r^2*x^3+52*c*p*q*r^5*x-2700*c*p*q*r^4*x^2-\ 13776*c*p*q*r^3*x^3-50*c*p*r^5*x^2+1310*c*p*r^4*x^3-30*c*q^6*x^2+27*c*q^5*r^2*x +663*c*q^5*r*x^2+1176*c*q^5*x^3+42*c*q^4*r^3*x+1056*c*q^4*r^2*x^2-635*c*q^4*r*x ^3-12*c*q^3*r^4*x-623*c*q^3*r^3*x^2-7559*c*q^3*r^2*x^3-27*c*q^2*r^5*x-912*c*q^2 *r^4*x^2-4448*c*q^2*r^3*x^3+50*c*q*r^5*x^2+1310*c*q*r^4*x^3-g^6*p^2*r-12*g^6*p^ 2*x-8*g^6*p*q*x-g^6*p*r^2-23*g^6*p*r*x-48*g^6*p*x^2-2*g^6*q*r*x-36*g^6*q*x^2+5* g^6*r^2*x+69*g^6*r*x^2+88*g^6*x^3-5*g^5*p^3*r-60*g^5*p^3*x-5*g^5*p^2*q*r-120*g^ 5*p^2*q*x-8*g^5*p^2*r^2-138*g^5*p^2*r*x-168*g^5*p^2*x^2-36*g^5*p*q^2*x-5*g^5*p* q*r^2-178*g^5*p*q*r*x-552*g^5*p*q*x^2-3*g^5*p*r^3-29*g^5*p*r^2*x+313*g^5*p*r*x^ 2+500*g^5*p*x^3-6*g^5*q^2*r*x-120*g^5*q^2*x^2+18*g^5*q*r^2*x+266*g^5*q*r*x^2+ 500*g^5*q*x^3+14*g^5*r^3*x+171*g^5*r^2*x^2+170*g^5*r*x^3-9*g^4*p^4*r-108*g^4*p^ 4*x-22*g^4*p^3*q*r-436*g^4*p^3*q*x-19*g^4*p^3*r^2-256*g^4*p^3*r*x-72*g^4*p^3*x^ 2-10*g^4*p^2*q^2*r-336*g^4*p^2*q^2*x-34*g^4*p^2*q*r^2-890*g^4*p^2*q*r*x-1650*g^ 4*p^2*q*x^2-12*g^4*p^2*r^3-58*g^4*p^2*r^2*x+1274*g^4*p^2*r*x^2+1444*g^4*p^2*x^3 -52*g^4*p*q^3*x-10*g^4*p*q^2*r^2-421*g^4*p*q^2*r*x-1434*g^4*p*q^2*x^2-12*g^4*p* q*r^3-199*g^4*p*q*r^2*x+1173*g^4*p*q*r*x^2+2776*g^4*p*q*x^3-2*g^4*p*r^4+80*g^4* p*r^3*x+1226*g^4*p*r^2*x^2+1332*g^4*p*r*x^3-4*g^4*q^3*r*x-144*g^4*q^3*x^2+39*g^ 4*q^2*r^2*x+685*g^4*q^2*r*x^2+1444*g^4*q^2*x^3+56*g^4*q*r^3*x+931*g^4*q*r^2*x^2 +1332*g^4*q*r*x^3+9*g^4*r^4*x-6*g^4*r^3*x^2-592*g^4*r^2*x^3-7*g^3*p^5*r-84*g^3* p^5*x-37*g^3*p^4*q*r-664*g^3*p^4*q*x-18*g^3*p^4*r^2-156*g^3*p^4*r*x+324*g^3*p^4 *x^2-36*g^3*p^3*q^2*r-920*g^3*p^3*q^2*x-77*g^3*p^3*q*r^2-1572*g^3*p^3*q*r*x-\ 1620*g^3*p^3*q*x^2-15*g^3*p^3*r^3+110*g^3*p^3*r^2*x+2627*g^3*p^3*r*x^2+2064*g^3 *p^3*x^3-8*g^3*p^2*q^3*r-368*g^3*p^2*q^3*x-52*g^3*p^2*q^2*r^2-1672*g^3*p^2*q^2* r*x-3456*g^3*p^2*q^2*x^2-48*g^3*p^2*q*r^3-550*g^3*p^2*q*r^2*x+4504*g^3*p^2*q*r* x^2+6760*g^3*p^2*q*x^3-4*g^3*p^2*r^4+272*g^3*p^2*r^3*x+2934*g^3*p^2*r^2*x^2+ 2256*g^3*p^2*r*x^3-28*g^3*p*q^4*x-8*g^3*p*q^3*r^2-412*g^3*p*q^3*r*x-1572*g^3*p* q^3*x^2-16*g^3*p*q^2*r^3-260*g^3*p*q^2*r^2*x+2942*g^3*p*q^2*r*x^2+6760*g^3*p*q^ 2*x^3-8*g^3*p*q*r^4+272*g^3*p*q*r^3*x+5676*g^3*p*q*r^2*x^2+7708*g^3*p*q*r*x^3+ 90*g^3*p*r^4*x+388*g^3*p*r^3*x^2-1777*g^3*p*r^2*x^3+2*g^3*q^4*r*x-60*g^3*q^4*x^ 2+46*g^3*q^3*r^2*x+1033*g^3*q^3*r*x^2+2064*g^3*q^3*x^3+84*g^3*q^2*r^3*x+1722*g^ 3*q^2*r^2*x^2+2256*g^3*q^2*r*x^3+36*g^3*q*r^4*x+248*g^3*q*r^3*x^2-1777*g^3*q*r^ 2*x^3-120*g^3*r^4*x^2-624*g^3*r^3*x^3-2*g^2*p^6*r-24*g^2*p^6*x-30*g^2*p^5*q*r-\ 484*g^2*p^5*q*x-6*g^2*p^5*r^2+25*g^2*p^5*r*x+456*g^2*p^5*x^2-48*g^2*p^4*q^2*r-\ 1052*g^2*p^4*q^2*x-80*g^2*p^4*q*r^2-1228*g^2*p^4*q*r*x-246*g^2*p^4*q*x^2-6*g^2* p^4*r^3+271*g^2*p^4*r^2*x+2402*g^2*p^4*r*x^2+1384*g^2*p^4*x^3-22*g^2*p^3*q^3*r-\ 752*g^2*p^3*q^3*x-92*g^2*p^3*q^2*r^2-2300*g^2*p^3*q^2*r*x-2706*g^2*p^3*q^2*x^2-\ 72*g^2*p^3*q*r^3-401*g^2*p^3*q*r^2*x+7311*g^2*p^3*q*r*x^2+7384*g^2*p^3*q*x^3-2* g^2*p^3*r^4+366*g^2*p^3*r^3*x+2602*g^2*p^3*r^2*x^2+729*g^2*p^3*r*x^3-2*g^2*p^2* q^4*r-164*g^2*p^2*q^4*x-28*g^2*p^2*q^3*r^2-1218*g^2*p^2*q^3*r*x-2838*g^2*p^2*q^ 3*x^2-50*g^2*p^2*q^2*r^3-576*g^2*p^2*q^2*r^2*x+7668*g^2*p^2*q^2*r*x^2+12000*g^2 *p^2*q^2*x^3-24*g^2*p^2*q*r^4+588*g^2*p^2*q*r^3*x+10354*g^2*p^2*q*r^2*x^2+10624 *g^2*p^2*q*r*x^3+148*g^2*p^2*r^4*x+114*g^2*p^2*r^3*x^2-3783*g^2*p^2*r^2*x^3-4*g ^2*p*q^5*x-2*g^2*p*q^4*r^2-169*g^2*p*q^4*r*x-822*g^2*p*q^4*x^2-6*g^2*p*q^3*r^3-\ 35*g^2*p*q^3*r^2*x+3555*g^2*p*q^3*r*x^2+7384*g^2*p*q^3*x^3-6*g^2*p*q^2*r^4+452* g^2*p*q^2*r^3*x+8204*g^2*p*q^2*r^2*x^2+10624*g^2*p*q^2*r*x^3-2*g^2*p*q*r^5+260* g^2*p*q*r^4*x+1860*g^2*p*q*r^3*x^2-4266*g^2*p*q*r^2*x^3+4*g^2*p*r^5*x-514*g^2*p *r^4*x^2-2300*g^2*p*r^3*x^3+2*g^2*q^5*r*x+12*g^2*q^5*x^2+25*g^2*q^4*r^2*x+796*g ^2*q^4*r*x^2+1384*g^2*q^4*x^3+44*g^2*q^3*r^3*x+1256*g^2*q^3*r^2*x^2+729*g^2*q^3 *r*x^3+26*g^2*q^2*r^4*x+42*g^2*q^2*r^3*x^2-3783*g^2*q^2*r^2*x^3+4*g^2*q*r^5*x-\ 356*g^2*q*r^4*x^2-2300*g^2*q*r^3*x^3+230*g^2*r^4*x^3-12*g*p^6*q*r-168*g*p^6*q*x +46*g*p^6*r*x+204*g*p^6*x^2-28*g*p^5*q^2*r-528*g*p^5*q^2*x-40*g*p^5*q*r^2-431*g *p^5*q*r*x+336*g*p^5*q*x^2+162*g*p^5*r^2*x+912*g*p^5*r*x^2+380*g*p^5*x^3-20*g*p ^4*q^3*r-576*g*p^4*q^3*x-68*g*p^4*q^2*r^2-1288*g*p^4*q^2*r*x-468*g*p^4*q^2*x^2-\ 48*g*p^4*q*r^3-57*g*p^4*q*r^2*x+4611*g*p^4*q*r*x^2+3444*g*p^4*q*x^3+200*g*p^4*r ^3*x+808*g*p^4*r^2*x^2-552*g*p^4*r*x^3-4*g*p^3*q^4*r-240*g*p^3*q^4*x-32*g*p^3*q ^3*r^2-1122*g*p^3*q^3*r*x-1368*g*p^3*q^3*x^2-52*g*p^3*q^2*r^3-328*g*p^3*q^2*r^2 *x+7716*g*p^3*q^2*r*x^2+8432*g*p^3*q^2*x^3-24*g*p^3*q*r^4+480*g*p^3*q*r^3*x+ 6686*g*p^3*q*r^2*x^2+4238*g*p^3*q*r*x^3+98*g*p^3*r^4*x-303*g*p^3*r^3*x^2-2954*g *p^3*r^2*x^3-24*g*p^2*q^5*x-4*g*p^2*q^4*r^2-334*g*p^2*q^4*r*x-996*g*p^2*q^4*x^2 -12*g*p^2*q^3*r^3-36*g*p^2*q^3*r^2*x+5520*g*p^2*q^3*r*x^2+8432*g*p^2*q^3*x^3-12 *g*p^2*q^2*r^4+620*g*p^2*q^2*r^3*x+9846*g*p^2*q^2*r^2*x^2+9580*g*p^2*q^2*r*x^3-\ 4*g*p^2*q*r^5+294*g*p^2*q*r^4*x+1204*g*p^2*q*r^3*x^2-6489*g*p^2*q*r^2*x^3+14*g* p^2*r^5*x-406*g*p^2*r^4*x^2-1456*g*p^2*r^3*x^3-23*g*p*q^5*r*x-216*g*p*q^5*x^2+ 78*g*p*q^4*r^2*x+1776*g*p*q^4*r*x^2+3444*g*p*q^4*x^3+304*g*p*q^3*r^3*x+4258*g*p *q^3*r^2*x^2+4238*g*p*q^3*r*x^3+208*g*p*q^2*r^4*x+944*g*p*q^2*r^3*x^2-6489*g*p* q^2*r^2*x^3+20*g*p*q*r^5*x-1020*g*p*q*r^4*x^2-5448*g*p*q*r^3*x^3-10*g*p*r^5*x^2 +465*g*p*r^4*x^3+12*g*q^6*x^2+5*g*q^5*r^2*x+273*g*q^5*r*x^2+380*g*q^5*x^3+290*g *q^4*r^2*x^2-552*g*q^4*r*x^3-11*g*q^3*r^4*x-291*g*q^3*r^3*x^2-2954*g*q^3*r^2*x^ 3-6*g*q^2*r^5*x-284*g*q^2*r^4*x^2-1456*g*q^2*r^3*x^3+10*g*q*r^5*x^2+465*g*q*r^4 *x^3-2*p^7*q*r-24*p^7*q*x+6*p^7*r*x+24*p^7*x^2-6*p^6*q^2*r-96*p^6*q^2*x-8*p^6*q *r^2-61*p^6*q*r*x+96*p^6*q*x^2+25*p^6*r^2*x+107*p^6*r*x^2+28*p^6*x^3-6*p^5*q^3* r-144*p^5*q^3*x-18*p^5*q^2*r^2-246*p^5*q^2*r*x+108*p^5*q^2*x^2-12*p^5*q*r^3+19* p^5*q*r^2*x+941*p^5*q*r*x^2+544*p^5*q*x^3+39*p^5*r^3*x+79*p^5*r^2*x^2-187*p^5*r *x^3-2*p^4*q^4*r-96*p^4*q^4*x-12*p^4*q^3*r^2-312*p^4*q^3*r*x-48*p^4*q^3*x^2-18* p^4*q^2*r^3-30*p^4*q^2*r^2*x+2374*p^4*q^2*r*x^2+1924*p^4*q^2*x^3-8*p^4*q*r^4+ 153*p^4*q*r^3*x+1397*p^4*q*r^2*x^2+270*p^4*q*r*x^3+27*p^4*r^4*x-96*p^4*r^3*x^2-\ 572*p^4*r^2*x^3-24*p^3*q^5*x-2*p^3*q^4*r^2-160*p^3*q^4*r*x-192*p^3*q^4*x^2-6*p^ 3*q^3*r^3+4*p^3*q^3*r^2*x+2568*p^3*q^3*r*x^2+2816*p^3*q^3*x^3-6*p^3*q^2*r^4+240 *p^3*q^2*r^3*x+3169*p^3*q^2*r^2*x^2+1745*p^3*q^2*r*x^3-2*p^3*q*r^5+125*p^3*q*r^ 4*x+179*p^3*q*r^3*x^2-2567*p^3*q*r^2*x^3+7*p^3*r^5*x-112*p^3*r^4*x^2-200*p^3*r^ 3*x^3-27*p^2*q^5*r*x-144*p^2*q^5*x^2+49*p^2*q^4*r^2*x+1265*p^2*q^4*r*x^2+1924*p ^2*q^4*x^3+180*p^2*q^3*r^3*x+2465*p^2*q^3*r^2*x^2+1745*p^2*q^3*r*x^3+108*p^2*q^ 2*r^4*x+216*p^2*q^2*r^3*x^2-3990*p^2*q^2*r^2*x^3+28*p^2*q*r^5*x-370*p^2*q*r^4*x ^2-1924*p^2*q*r^3*x^3-20*p^2*r^5*x^2+175*p^2*r^4*x^3-36*p*q^6*x^2+21*p*q^5*r^2* x+259*p*q^5*r*x^2+544*p*q^5*x^3+51*p*q^4*r^3*x+616*p*q^4*r^2*x^2+270*p*q^4*r*x^ 3+18*p*q^3*r^4*x-137*p*q^3*r^3*x^2-2567*p*q^3*r^2*x^3-12*p*q^2*r^5*x-470*p*q^2* r^4*x^2-1924*p*q^2*r^3*x^3+470*p*q*r^4*x^3+22*q^6*r*x^2+28*q^6*x^3-3*q^5*r^3*x+ 2*q^5*r^2*x^2-187*q^5*r*x^3-6*q^4*r^4*x-78*q^4*r^3*x^2-572*q^4*r^2*x^3-3*q^3*r^ 5*x-38*q^3*r^4*x^2-200*q^3*r^3*x^3+20*q^2*r^5*x^2+175*q^2*r^4*x^3+64*a^6*b*c+ 128*a^6*b*p+32*a^6*b*q+176*a^6*b*r+1152*a^6*b*x+128*a^6*c^2+32*a^6*c*g+256*a^6* c*p+128*a^6*c*q+320*a^6*c*r+1920*a^6*c*x+64*a^6*g*p+16*a^6*g*q+88*a^6*g*r+576*a ^6*g*x+128*a^6*p*q-32*a^6*p*r-384*a^6*p*x+32*a^6*q^2+160*a^6*q*r+960*a^6*q*x-32 *a^6*r^2-720*a^6*r*x-1632*a^6*x^2+192*a^5*b^2*c+352*a^5*b^2*p+64*a^5*b^2*q+480* a^5*b^2*r+4128*a^5*b^2*x+832*a^5*b*c^2+288*a^5*b*c*g+1888*a^5*b*c*p+608*a^5*b*c *q+2192*a^5*b*c*r+14848*a^5*b*c*x+528*a^5*b*g*p+112*a^5*b*g*q+744*a^5*b*g*r+ 5552*a^5*b*g*x+512*a^5*b*p^2+672*a^5*b*p*q+768*a^5*b*p*r+2688*a^5*b*p*x+96*a^5* b*q^2+736*a^5*b*q*r+5584*a^5*b*q*x+160*a^5*b*r^2-1680*a^5*b*r*x-8736*a^5*b*x^2+ 896*a^5*c^3+608*a^5*c^2*g+2368*a^5*c^2*p+1024*a^5*c^2*q+2400*a^5*c^2*r+13792*a^ 5*c^2*x+96*a^5*c*g^2+1296*a^5*c*g*p+496*a^5*c*g*q+1560*a^5*c*g*r+10064*a^5*c*g* x+960*a^5*c*p^2+1824*a^5*c*p*q+1200*a^5*c*p*r+3072*a^5*c*p*x+352*a^5*c*q^2+1744 *a^5*c*q*r+10320*a^5*c*q*x+112*a^5*c*r^2-4688*a^5*c*r*x-15840*a^5*c*x^2+176*a^5 *g^2*p+40*a^5*g^2*q+252*a^5*g^2*r+1744*a^5*g^2*x+224*a^5*g*p^2+512*a^5*g*p*q+ 264*a^5*g*p*r+576*a^5*g*p*x+96*a^5*g*q^2+600*a^5*g*q*r+4112*a^5*g*q*x-8*a^5*g*r ^2-1936*a^5*g*r*x-6192*a^5*g*x^2+512*a^5*p^2*q-128*a^5*p^2*r-1536*a^5*p^2*x+320 *a^5*p*q^2+736*a^5*p*q*r+2496*a^5*p*q*x-192*a^5*p*r^2-3480*a^5*p*r*x-6384*a^5*p *x^2+32*a^5*q^3+272*a^5*q^2*r+1712*a^5*q^2*x+160*a^5*q*r^2-960*a^5*q*r*x-5712*a ^5*q*x^2-64*a^5*r^3-1192*a^5*r^2*x-2160*a^5*r*x^2+192*a^5*x^3+192*a^4*b^3*c+320 *a^4*b^3*p+32*a^4*b^3*q+432*a^4*b^3*r+5472*a^4*b^3*x+1472*a^4*b^2*c^2+544*a^4*b ^2*c*g+3392*a^4*b^2*c*p+736*a^4*b^2*c*q+3680*a^4*b^2*c*r+33184*a^4*b^2*c*x+912* a^4*b^2*g*p+128*a^4*b^2*g*q+1280*a^4*b^2*g*r+12880*a^4*b^2*g*x+1216*a^4*b^2*p^2 +896*a^4*b^2*p*q+1904*a^4*b^2*p*r+11200*a^4*b^2*p*x+64*a^4*b^2*q^2+952*a^4*b^2* q*r+10656*a^4*b^2*q*x+432*a^4*b^2*r^2-424*a^4*b^2*r*x-17376*a^4*b^2*x^2+3520*a^ 4*b*c^3+2560*a^4*b*c^2*g+9920*a^4*b*c^2*p+3104*a^4*b*c^2*q+9520*a^4*b*c^2*r+ 64992*a^4*b*c^2*x+448*a^4*b*c*g^2+5680*a^4*b*c*g*p+1536*a^4*b*c*g*q+6504*a^4*b* c*g*r+49504*a^4*b*c*g*x+5920*a^4*b*c*p^2+6112*a^4*b*c*p*q+8288*a^4*b*c*p*r+ 34304*a^4*b*c*p*x+752*a^4*b*c*q^2+5576*a^4*b*c*q*r+43760*a^4*b*c*q*x+1624*a^4*b *c*r^2-11208*a^4*b*c*r*x-77664*a^4*b*c*x^2+744*a^4*b*g^2*p+128*a^4*b*g^2*q+1088 *a^4*b*g^2*r+9184*a^4*b*g^2*x+1808*a^4*b*g*p^2+1776*a^4*b*g*p*q+2808*a^4*b*g*p* r+13280*a^4*b*g*p*x+192*a^4*b*g*q^2+1964*a^4*b*g*q*r+17448*a^4*b*g*q*x+592*a^4* b*g*r^2-3332*a^4*b*g*r*x-28368*a^4*b*g*x^2+832*a^4*b*p^3+2080*a^4*b*p^2*q+1312* a^4*b*p^2*r+576*a^4*b*p^2*x+784*a^4*b*p*q^2+2880*a^4*b*p*q*r+14672*a^4*b*p*q*x+ 304*a^4*b*p*r^2-11164*a^4*b*p*r*x-35784*a^4*b*p*x^2+40*a^4*b*q^3+680*a^4*b*q^2* r+6512*a^4*b*q^2*x+556*a^4*b*q*r^2-2520*a^4*b*q*r*x-27744*a^4*b*q*x^2-116*a^4*b *r^3-6724*a^4*b*r^2*x-25620*a^4*b*r*x^2-7760*a^4*b*x^3+2624*a^4*c^4+2880*a^4*c^ 3*g+8704*a^4*c^3*p+3360*a^4*c^3*q+7552*a^4*c^3*r+41888*a^4*c^3*x+1008*a^4*c^2*g ^2+7744*a^4*c^2*g*p+2848*a^4*c^2*g*q+7672*a^4*c^2*g*r+47664*a^4*c^2*g*x+6704*a^ 4*c^2*p^2+8672*a^4*c^2*p*q+8216*a^4*c^2*p*r+25120*a^4*c^2*p*x+1424*a^4*c^2*q^2+ 7168*a^4*c^2*q*r+42256*a^4*c^2*q*x+1112*a^4*c^2*r^2-19360*a^4*c^2*r*x-79536*a^4 *c^2*x^2+112*a^4*c*g^3+2136*a^4*c*g^2*p+680*a^4*c*g^2*q+2548*a^4*c*g^2*r+17536* a^4*c*g^2*x+3912*a^4*c*g*p^2+5296*a^4*c*g*p*q+5188*a^4*c*g*p*r+18992*a^4*c*g*p* x+832*a^4*c*g*q^2+4996*a^4*c*g*q*r+33656*a^4*c*g*q*x+712*a^4*c*g*r^2-12228*a^4* c*g*r*x-55656*a^4*c*g*x^2+1440*a^4*c*p^3+5224*a^4*c*p^2*q+1636*a^4*c*p^2*r-3936 *a^4*c*p^2*x+2576*a^4*c*p*q^2+6564*a^4*c*p*q*r+22592*a^4*c*p*q*x-392*a^4*c*p*r^ 2-27528*a^4*c*p*r*x-64464*a^4*c*p*x^2+216*a^4*c*q^3+2008*a^4*c*q^2*r+13088*a^4* c*q^2*x+1100*a^4*c*q*r^2-12128*a^4*c*q*r*x-62472*a^4*c*q*x^2-508*a^4*c*r^3-\ 14448*a^4*c*r^2*x-42296*a^4*c*r*x^2-9984*a^4*c*x^3+184*a^4*g^3*p+36*a^4*g^3*q+ 278*a^4*g^3*r+2056*a^4*g^3*x+552*a^4*g^2*p^2+736*a^4*g^2*p*q+796*a^4*g^2*p*r+ 3264*a^4*g^2*p*x+104*a^4*g^2*q^2+852*a^4*g^2*q*r+6600*a^4*g^2*q*x+104*a^4*g^2*r ^2-2124*a^4*g^2*r*x-10128*a^4*g^2*x^2+304*a^4*g*p^3+1636*a^4*g*p^2*q+202*a^4*g* p^2*r-2448*a^4*g*p^2*x+816*a^4*g*p*q^2+2298*a^4*g*p*q*r+9784*a^4*g*p*q*x-324*a^ 4*g*p*r^2-10462*a^4*g*p*r*x-23988*a^4*g*p*x^2+64*a^4*g*q^3+716*a^4*g*q^2*r+5352 *a^4*g*q^2*x+444*a^4*g*q*r^2-2996*a^4*g*q*r*x-21108*a^4*g*q*x^2-192*a^4*g*r^3-\ 4870*a^4*g*r^2*x-13510*a^4*g*r*x^2-2344*a^4*g*x^3+832*a^4*p^3*q-208*a^4*p^3*r-\ 2496*a^4*p^3*x+864*a^4*p^2*q^2+1320*a^4*p^2*q*r+1344*a^4*p^2*q*x-416*a^4*p^2*r^ 2-6500*a^4*p^2*r*x-9624*a^4*p^2*x^2+208*a^4*p*q^3+1024*a^4*p*q^2*r+4064*a^4*p*q ^2*x+360*a^4*p*q*r^2-7636*a^4*p*q*r*x-24504*a^4*p*q*x^2-248*a^4*p*r^3-3564*a^4* p*r^2*x-2088*a^4*p*r*x^2+3888*a^4*p*x^3+8*a^4*q^4+156*a^4*q^3*r+1216*a^4*q^3*x+ 140*a^4*q^2*r^2-2200*a^4*q^2*r*x-12024*a^4*q^2*x^2-88*a^4*q*r^3-5068*a^4*q*r^2* x-18168*a^4*q*r*x^2-4832*a^4*q*x^3-40*a^4*r^4-112*a^4*r^3*x+5372*a^4*r^2*x^2+ 9716*a^4*r*x^3+64*a^3*b^4*c+96*a^3*b^4*p+128*a^3*b^4*r+3168*a^3*b^4*x+960*a^3*b ^3*c^2+352*a^3*b^3*c*g+2240*a^3*b^3*c*p+256*a^3*b^3*c*q+2208*a^3*b^3*c*r+31296* a^3*b^3*c*x+544*a^3*b^3*g*p+32*a^3*b^3*g*q+752*a^3*b^3*g*r+11968*a^3*b^3*g*x+ 928*a^3*b^3*p^2+352*a^3*b^3*p*q+1416*a^3*b^3*p*r+13968*a^3*b^3*p*x+376*a^3*b^3* q*r+8400*a^3*b^3*q*x+264*a^3*b^3*r^2+1360*a^3*b^3*r*x-16512*a^3*b^3*x^2+4160*a^ 3*b^2*c^3+3072*a^3*b^2*c^2*g+12160*a^3*b^2*c^2*p+2560*a^3*b^2*c^2*q+10640*a^3*b ^2*c^2*r+101600*a^3*b^2*c^2*x+544*a^3*b^2*c*g^2+6864*a^3*b^2*c*g*p+1184*a^3*b^2 *c*g*q+7280*a^3*b^2*c*g*r+77536*a^3*b^2*c*g*x+8544*a^3*b^2*c*p^2+5600*a^3*b^2*c *p*q+11720*a^3*b^2*c*p*r+74416*a^3*b^2*c*p*x+336*a^3*b^2*c*q^2+4896*a^3*b^2*c*q *r+61648*a^3*b^2*c*q*x+2160*a^3*b^2*c*r^2-6592*a^3*b^2*c*r*x-132192*a^3*b^2*c*x ^2+832*a^3*b^2*g^2*p+80*a^3*b^2*g^2*q+1208*a^3*b^2*g^2*r+14512*a^3*b^2*g^2*x+ 2640*a^3*b^2*g*p^2+1520*a^3*b^2*g*p*q+4140*a^3*b^2*g*p*r+30248*a^3*b^2*g*p*x+64 *a^3*b^2*g*q^2+1680*a^3*b^2*g*q*r+23680*a^3*b^2*g*q*x+828*a^3*b^2*g*r^2-516*a^3 *b^2*g*r*x-46464*a^3*b^2*g*x^2+1632*a^3*b^2*p^3+2240*a^3*b^2*p^2*q+2848*a^3*b^2 *p^2*r+9816*a^3*b^2*p^2*x+440*a^3*b^2*p*q^2+3004*a^3*b^2*p*q*r+26080*a^3*b^2*p* q*x+940*a^3*b^2*p*r^2-10752*a^3*b^2*p*r*x-65424*a^3*b^2*p*x^2+400*a^3*b^2*q^2*r +7992*a^3*b^2*q^2*x+420*a^3*b^2*q*r^2-1692*a^3*b^2*q*r*x-46200*a^3*b^2*q*x^2-\ 116*a^3*b^2*r^3-10772*a^3*b^2*r^2*x-59280*a^3*b^2*r*x^2-24240*a^3*b^2*x^3+7104* a^3*b*c^4+7904*a^3*b*c^3*g+24704*a^3*b*c^3*p+7104*a^3*b*c^3*q+20128*a^3*b*c^3*r +140160*a^3*b*c^3*x+2816*a^3*b*c^2*g^2+22128*a^3*b*c^2*g*p+5888*a^3*b*c^2*g*q+ 20536*a^3*b*c^2*g*r+158480*a^3*b*c^2*g*x+23072*a^3*b*c^2*p^2+20128*a^3*b*c^2*p* q+29192*a^3*b*c^2*p*r+126736*a^3*b*c^2*p*x+2128*a^3*b*c^2*q^2+16000*a^3*b*c^2*q *r+134032*a^3*b*c^2*q*x+4880*a^3*b*c^2*r^2-42600*a^3*b*c^2*r*x-300864*a^3*b*c^2 *x^2+320*a^3*b*c*g^3+6016*a^3*b*c*g^2*p+1336*a^3*b*c*g^2*q+6796*a^3*b*c*g^2*r+ 58560*a^3*b*c*g^2*x+14416*a^3*b*c*g*p^2+12160*a^3*b*c*g*p*q+20112*a^3*b*c*g*p*r +101280*a^3*b*c*g*p*x+1144*a^3*b*c*g*q^2+11092*a^3*b*c*g*q*r+103760*a^3*b*c*g*q *x+3644*a^3*b*c*g*r^2-23352*a^3*b*c*g*r*x-211008*a^3*b*c*g*x^2+7576*a^3*b*c*p^3 +14008*a^3*b*c*p^2*q+11856*a^3*b*c*p^2*r+19696*a^3*b*c*p^2*x+4448*a^3*b*c*p*q^2 +17348*a^3*b*c*p*q*r+94080*a^3*b*c*p*q*x+2948*a^3*b*c*p*r^2-71120*a^3*b*c*p*r*x -268128*a^3*b*c*p*x^2+176*a^3*b*c*q^3+3500*a^3*b*c*q^2*r+38360*a^3*b*c*q^2*x+ 2568*a^3*b*c*q*r^2-26032*a^3*b*c*q*r*x-221424*a^3*b*c*q*x^2-860*a^3*b*c*r^3-\ 49420*a^3*b*c*r^2*x-206816*a^3*b*c*r*x^2-65888*a^3*b*c*x^3+476*a^3*b*g^3*p+60*a ^3*b*g^3*q+730*a^3*b*g^3*r+7036*a^3*b*g^3*x+2128*a^3*b*g^2*p^2+1624*a^3*b*g^2*p *q+3372*a^3*b*g^2*p*r+19488*a^3*b*g^2*p*x+120*a^3*b*g^2*q^2+1858*a^3*b*g^2*q*r+ 19720*a^3*b*g^2*q*x+652*a^3*b*g^2*r^2-3314*a^3*b*g^2*r*x-37944*a^3*b*g^2*x^2+ 2404*a^3*b*g*p^3+4524*a^3*b*g*p^2*q+4016*a^3*b*g*p^2*r+8332*a^3*b*g*p^2*x+1328* a^3*b*g*p*q^2+6250*a^3*b*g*p*q*r+40016*a^3*b*g*p*q*x+1102*a^3*b*g*p*r^2-23458*a ^3*b*g*p*r*x-97008*a^3*b*g*p*x^2+40*a^3*b*g*q^3+1212*a^3*b*g*q^2*r+14816*a^3*b* g*q^2*x+1028*a^3*b*g*q*r^2-5716*a^3*b*g*q*r*x-75384*a^3*b*g*q*x^2-276*a^3*b*g*r ^3-17204*a^3*b*g*r^2*x-74738*a^3*b*g*r*x^2-23712*a^3*b*g*x^3+704*a^3*b*p^4+2680 *a^3*b*p^3*q+1132*a^3*b*p^3*r-3264*a^3*b*p^3*x+1736*a^3*b*p^2*q^2+4280*a^3*b*p^ 2*q*r+12188*a^3*b*p^2*q*x+96*a^3*b*p^2*r^2-21340*a^3*b*p^2*r*x-52632*a^3*b*p^2* x^2+224*a^3*b*p*q^3+2052*a^3*b*p*q^2*r+14936*a^3*b*p*q^2*x+1172*a^3*b*p*q*r^2-\ 19630*a^3*b*p*q*r*x-97200*a^3*b*p*q*x^2-436*a^3*b*p*r^3-17946*a^3*b*p*r^2*x-\ 50148*a^3*b*p*r*x^2-4832*a^3*b*p*x^3+182*a^3*b*q^3*r+3196*a^3*b*q^3*x+176*a^3*b *q^2*r^2-4844*a^3*b*q^2*r*x-40392*a^3*b*q^2*x^2-242*a^3*b*q*r^3-15566*a^3*b*q*r ^2*x-73606*a^3*b*q*r*x^2-22272*a^3*b*q*x^3-116*a^3*b*r^4-1898*a^3*b*r^3*x+12392 *a^3*b*r^2*x^2+39108*a^3*b*r*x^3+4096*a^3*c^5+6176*a^3*c^4*g+16544*a^3*c^4*p+ 5760*a^3*c^4*q+12720*a^3*c^4*r+69760*a^3*c^4*x+3360*a^3*c^3*g^2+20672*a^3*c^3*g *p+6976*a^3*c^3*g*q+17432*a^3*c^3*g*r+105456*a^3*c^3*g*x+18560*a^3*c^3*p^2+ 19744*a^3*c^3*p*q+21368*a^3*c^3*p*r+65712*a^3*c^3*p*x+2816*a^3*c^3*q^2+14776*a^ 3*c^3*q*r+90128*a^3*c^3*q*x+2728*a^3*c^3*r^2-49048*a^3*c^3*r*x-214848*a^3*c^3*x ^2+776*a^3*c^2*g^3+8992*a^3*c^2*g^2*p+2832*a^3*c^2*g^2*q+8704*a^3*c^2*g^2*r+ 58272*a^3*c^2*g^2*x+17568*a^3*c^2*g*p^2+18832*a^3*c^2*g*p*q+21748*a^3*c^2*g*p*r +80552*a^3*c^2*g*p*x+2552*a^3*c^2*g*q^2+15436*a^3*c^2*g*q*r+105136*a^3*c^2*g*q* x+2992*a^3*c^2*g*r^2-43700*a^3*c^2*g*r*x-220032*a^3*c^2*g*x^2+7864*a^3*c^2*p^3+ 18640*a^3*c^2*p^2*q+10304*a^3*c^2*p^2*r-248*a^3*c^2*p^2*x+7784*a^3*c^2*p*q^2+ 21524*a^3*c^2*p*q*r+76048*a^3*c^2*p*q*x+488*a^3*c^2*p*r^2-98140*a^3*c^2*p*r*x-\ 265824*a^3*c^2*p*x^2+544*a^3*c^2*q^3+5692*a^3*c^2*q^2*r+40736*a^3*c^2*q^2*x+ 2884*a^3*c^2*q*r^2-48988*a^3*c^2*q*r*x-247680*a^3*c^2*q*x^2-1648*a^3*c^2*r^3-\ 55588*a^3*c^2*r^2*x-181052*a^3*c^2*r*x^2-44160*a^3*c^2*x^3+64*a^3*c*g^4+1580*a^ 3*c*g^3*p+420*a^3*c*g^3*q+1882*a^3*c*g^3*r+13868*a^3*c*g^3*x+5240*a^3*c*g^2*p^2 +5528*a^3*c*g^2*p*q+7164*a^3*c*g^2*p*r+31160*a^3*c*g^2*p*x+680*a^3*c*g^2*q^2+ 5214*a^3*c*g^2*q*r+40176*a^3*c*g^2*q*x+1048*a^3*c*g^2*r^2-13226*a^3*c*g^2*r*x-\ 76440*a^3*c*g^2*x^2+4668*a^3*c*g*p^3+12244*a^3*c*g*p^2*q+6202*a^3*c*g*p^2*r+940 *a^3*c*g*p^2*x+5008*a^3*c*g*p*q^2+15302*a^3*c*g*p*q*r+65936*a^3*c*g*p*q*x+30*a^ 3*c*g*p*r^2-65926*a^3*c*g*p*r*x-186012*a^3*c*g*p*x^2+320*a^3*c*g*q^3+4004*a^3*c *g*q^2*r+31992*a^3*c*g*q^2*x+2288*a^3*c*g*q*r^2-27648*a^3*c*g*q*r*x-169968*a^3* c*g*q*x^2-1176*a^3*c*g*r^3-38664*a^3*c*g*r^2*x-129366*a^3*c*g*r*x^2-31920*a^3*c *g*x^3+1104*a^3*c*p^4+6432*a^3*c*p^3*q+964*a^3*c*p^3*r-12000*a^3*c*p^3*x+5400*a ^3*c*p^2*q^2+9398*a^3*c*p^2*q*r+10804*a^3*c*p^2*q*x-1480*a^3*c*p^2*r^2-49474*a^ 3*c*p^2*r*x-92628*a^3*c*p^2*x^2+1104*a^3*c*p*q^3+6028*a^3*c*p*q^2*r+25760*a^3*c *p*q^2*x+1988*a^3*c*p*q*r^2-60330*a^3*c*p*q*r*x-203388*a^3*c*p*q*x^2-1656*a^3*c *p*r^3-36976*a^3*c*p*r^2*x-73330*a^3*c*p*r*x^2+2616*a^3*c*p*x^3+32*a^3*c*q^4+ 802*a^3*c*q^3*r+7460*a^3*c*q^3*x+624*a^3*c*q^2*r^2-16520*a^3*c*q^2*r*x-90744*a^ 3*c*q^2*x^2-734*a^3*c*q*r^3-35998*a^3*c*q*r^2*x-131902*a^3*c*q*r*x^2-28960*a^3* c*q*x^3-332*a^3*c*r^4-3442*a^3*c*r^3*x+26672*a^3*c*r^2*x^2+66296*a^3*c*r*x^3+92 *a^3*g^4*p+14*a^3*g^4*q+149*a^3*g^4*r+1188*a^3*g^4*x+496*a^3*g^3*p^2+480*a^3*g^ 3*p*q+770*a^3*g^3*p*r+3736*a^3*g^3*p*x+48*a^3*g^3*q^2+570*a^3*g^3*q*r+5020*a^3* g^3*q*x+118*a^3*g^3*r^2-1460*a^3*g^3*r*x-9156*a^3*g^3*x^2+652*a^3*g^2*p^3+1894* a^3*g^2*p^2*q+861*a^3*g^2*p^2*r-60*a^3*g^2*p^2*x+736*a^3*g^2*p*q^2+2651*a^3*g^2 *p*q*r+13908*a^3*g^2*p*q*x-76*a^3*g^2*p*r^2-11399*a^3*g^2*p*r*x-32994*a^3*g^2*p *x^2+40*a^3*g^2*q^3+678*a^3*g^2*q^2*r+6156*a^3*g^2*q^2*x+442*a^3*g^2*q*r^2-3500 *a^3*g^2*q*r*x-28770*a^3*g^2*q*x^2-208*a^3*g^2*r^3-6507*a^3*g^2*r^2*x-21353*a^3 *g^2*r*x^2-4420*a^3*g^2*x^3+200*a^3*g*p^4+2124*a^3*g*p^3*q-92*a^3*g*p^3*r-5376* a^3*g*p^3*x+1832*a^3*g*p^2*q^2+3351*a^3*g*p^2*q*r+6200*a^3*g*p^2*q*x-808*a^3*g* p^2*r^2-18231*a^3*g*p^2*r*x-33258*a^3*g*p^2*x^2+352*a^3*g*p*q^3+2204*a^3*g*p*q^ 2*r+11484*a^3*g*p*q^2*x+864*a^3*g*p*q*r^2-18400*a^3*g*p*q*r*x-70734*a^3*g*p*q*x ^2-610*a^3*g*p*r^3-12201*a^3*g*p*r^2*x-21549*a^3*g*p*r*x^2+4076*a^3*g*p*x^3+8*a ^3*g*q^4+280*a^3*g*q^3*r+2896*a^3*g*q^3*x+252*a^3*g*q^2*r^2-4850*a^3*g*q^2*r*x-\ 31788*a^3*g*q^2*x^2-224*a^3*g*q*r^3-12674*a^3*g*q*r^2*x-50746*a^3*g*q*r*x^2-\ 13072*a^3*g*q*x^3-100*a^3*g*r^4-786*a^3*g*r^3*x+11306*a^3*g*r^2*x^2+25462*a^3*g *r*x^3+704*a^3*p^4*q-176*a^3*p^4*r-2112*a^3*p^4*x+1048*a^3*p^3*q^2+1196*a^3*p^3 *q*r-1584*a^3*p^3*q*x-440*a^3*p^3*r^2-6110*a^3*p^3*r*x-7092*a^3*p^3*x^2+424*a^3 *p^2*q^3+1484*a^3*p^2*q^2*r+2676*a^3*p^2*q^2*x+244*a^3*p^2*q*r^2-15380*a^3*p^2* q*r*x-37212*a^3*p^2*q*x^2-368*a^3*p^2*r^3-4114*a^3*p^2*r^2*x+3544*a^3*p^2*r*x^2 +8752*a^3*p^2*x^3+40*a^3*p*q^4+452*a^3*p*q^3*r+2552*a^3*p*q^3*x+264*a^3*p*q^2*r ^2-9808*a^3*p*q^2*r*x-37932*a^3*p*q^2*x^2-344*a^3*p*q*r^3-13828*a^3*p*q*r^2*x-\ 36870*a^3*p*q*r*x^2-2880*a^3*p*q*x^3-112*a^3*p*r^4+42*a^3*p*r^3*x+15478*a^3*p*r ^2*x^2+23652*a^3*p*r*x^3+30*a^3*q^4*r+452*a^3*q^4*x+16*a^3*q^3*r^2-1864*a^3*q^3 *r*x-10572*a^3*q^3*x^2-126*a^3*q^2*r^3-5576*a^3*q^2*r^2*x-21152*a^3*q^2*r*x^2-\ 2912*a^3*q^2*x^3-104*a^3*q*r^4-1648*a^3*q*r^3*x+7186*a^3*q*r^2*x^2+23896*a^3*q* r*x^3-8*a^3*r^5+308*a^3*r^4*x+3296*a^3*r^3*x^2+2084*a^3*r^2*x^3+672*a^2*b^5*x+ 192*a^2*b^4*c^2+64*a^2*b^4*c*g+480*a^2*b^4*c*p+400*a^2*b^4*c*r+12832*a^2*b^4*c* x+96*a^2*b^4*g*p+128*a^2*b^4*g*r+4624*a^2*b^4*g*x+224*a^2*b^4*p^2+312*a^2*b^4*p *r+7008*a^2*b^4*p*x+2368*a^2*b^4*q*x+24*a^2*b^4*r^2+872*a^2*b^4*r*x-8160*a^2*b^ 4*x^2+1728*a^2*b^3*c^3+1248*a^2*b^3*c^2*g+5376*a^2*b^3*c^2*p+576*a^2*b^3*c^2*q+ 4080*a^2*b^3*c^2*r+67040*a^2*b^3*c^2*x+208*a^2*b^3*c*g^2+2880*a^2*b^3*c*g*p+224 *a^2*b^3*c*g*q+2704*a^2*b^3*c*g*r+49696*a^2*b^3*c*g*x+4272*a^2*b^3*c*p^2+1440*a ^2*b^3*c*p*q+5376*a^2*b^3*c*p*r+61072*a^2*b^3*c*p*x+1160*a^2*b^3*c*q*r+34288*a^ 2*b^3*c*q*x+696*a^2*b^3*c*r^2+1576*a^2*b^3*c*r*x-97536*a^2*b^3*c*x^2+304*a^2*b^ 3*g^2*p+8*a^2*b^3*g^2*q+428*a^2*b^3*g^2*r+9040*a^2*b^3*g^2*x+1248*a^2*b^3*g*p^2 +320*a^2*b^3*g*p*q+1856*a^2*b^3*g*p*r+24160*a^2*b^3*g*p*x+364*a^2*b^3*g*q*r+ 12104*a^2*b^3*g*q*x+248*a^2*b^3*g*r^2+1284*a^2*b^3*g*r*x-34080*a^2*b^3*g*x^2+ 976*a^2*b^3*p^3+696*a^2*b^3*p^2*q+1660*a^2*b^3*p^2*r+12216*a^2*b^3*p^2*x+876*a^ 2*b^3*p*q*r+17920*a^2*b^3*p*q*x+448*a^2*b^3*p*r^2-2632*a^2*b^3*p*r*x-50520*a^2* b^3*p*x^2+3192*a^2*b^3*q^2*x+16*a^2*b^3*q*r^2-500*a^2*b^3*q*r*x-34368*a^2*b^3*q *x^2-96*a^2*b^3*r^3-6816*a^2*b^3*r^2*x-52068*a^2*b^3*r*x^2-24240*a^2*b^3*x^3+ 5568*a^2*b^2*c^4+6144*a^2*b^2*c^3*g+20224*a^2*b^2*c^3*p+3904*a^2*b^2*c^3*q+ 14688*a^2*b^2*c^3*r+152960*a^2*b^2*c^3*x+2144*a^2*b^2*c^2*g^2+17872*a^2*b^2*c^2 *g*p+3040*a^2*b^2*c^2*g*q+14784*a^2*b^2*c^2*g*r+170112*a^2*b^2*c^2*g*x+21248*a^ 2*b^2*c^2*p^2+12192*a^2*b^2*c^2*p*q+25368*a^2*b^2*c^2*p*r+175888*a^2*b^2*c^2*p* x+624*a^2*b^2*c^2*q^2+9040*a^2*b^2*c^2*q*r+134128*a^2*b^2*c^2*q*x+3536*a^2*b^2* c^2*r^2-25952*a^2*b^2*c^2*r*x-374016*a^2*b^2*c^2*x^2+232*a^2*b^2*c*g^3+4664*a^2 *b^2*c*g^2*p+600*a^2*b^2*c*g^2*q+4764*a^2*b^2*c*g^2*r+61936*a^2*b^2*c*g^2*x+ 13288*a^2*b^2*c*g*p^2+6928*a^2*b^2*c*g*p*q+17672*a^2*b^2*c*g*p*r+139896*a^2*b^2 *c*g*p*x+272*a^2*b^2*c*g*q^2+6036*a^2*b^2*c*g*q*r+98856*a^2*b^2*c*g*q*x+2644*a^ 2*b^2*c*g*r^2-11620*a^2*b^2*c*g*r*x-261264*a^2*b^2*c*g*x^2+8392*a^2*b^2*c*p^3+ 9784*a^2*b^2*c*p^2*q+13300*a^2*b^2*c*p^2*r+53144*a^2*b^2*c*p^2*x+1560*a^2*b^2*c *p*q^2+11472*a^2*b^2*c*p*q*r+116608*a^2*b^2*c*p*q*x+3496*a^2*b^2*c*p*r^2-54984* a^2*b^2*c*p*r*x-359304*a^2*b^2*c*p*x^2+1220*a^2*b^2*c*q^2*r+33128*a^2*b^2*c*q^2 *x+1004*a^2*b^2*c*q*r^2-15484*a^2*b^2*c*q*r*x-260616*a^2*b^2*c*q*x^2-736*a^2*b^ 2*c*r^3-51152*a^2*b^2*c*r^2*x-299400*a^2*b^2*c*r*x^2-111808*a^2*b^2*c*x^3+324*a ^2*b^2*g^3*p+16*a^2*b^2*g^3*q+488*a^2*b^2*g^3*r+7336*a^2*b^2*g^3*x+1912*a^2*b^2 *g^2*p^2+816*a^2*b^2*g^2*p*q+2966*a^2*b^2*g^2*p*r+27136*a^2*b^2*g^2*p*x+16*a^2* b^2*g^2*q^2+954*a^2*b^2*g^2*q*r+17776*a^2*b^2*g^2*q*x+454*a^2*b^2*g^2*r^2-1424* a^2*b^2*g^2*r*x-46992*a^2*b^2*g^2*x^2+2772*a^2*b^2*g*p^3+3008*a^2*b^2*g*p^2*q+ 4814*a^2*b^2*g*p^2*r+23364*a^2*b^2*g*p^2*x+376*a^2*b^2*g*p*q^2+4012*a^2*b^2*g*p *q*r+46832*a^2*b^2*g*p*q*x+1430*a^2*b^2*g*p*r^2-15010*a^2*b^2*g*p*r*x-125760*a^ 2*b^2*g*p*x^2+376*a^2*b^2*g*q^2*r+11484*a^2*b^2*g*q^2*x+352*a^2*b^2*g*q*r^2-\ 3656*a^2*b^2*g*q*r*x-89640*a^2*b^2*g*q*x^2-248*a^2*b^2*g*r^3-18030*a^2*b^2*g*r^ 2*x-109986*a^2*b^2*g*r*x^2-42736*a^2*b^2*g*x^3+1064*a^2*b^2*p^4+2224*a^2*b^2*p^ 3*q+2016*a^2*b^2*p^3*r+2200*a^2*b^2*p^3*x+776*a^2*b^2*p^2*q^2+3430*a^2*b^2*p^2* q*r+21752*a^2*b^2*p^2*q*x+704*a^2*b^2*p^2*r^2-20204*a^2*b^2*p^2*r*x-81072*a^2*b ^2*p^2*x^2+894*a^2*b^2*p*q^2*r+16424*a^2*b^2*p*q^2*x+672*a^2*b^2*p*q*r^2-13412* a^2*b^2*p*q*r*x-122064*a^2*b^2*p*q*x^2-306*a^2*b^2*p*r^3-22076*a^2*b^2*p*r^2*x-\ 100694*a^2*b^2*p*r*x^2-26160*a^2*b^2*p*x^3+2056*a^2*b^2*q^3*x-34*a^2*b^2*q^2*r^ 2-3428*a^2*b^2*q^2*r*x-45600*a^2*b^2*q^2*x^2-252*a^2*b^2*q*r^3-14120*a^2*b^2*q* r^2*x-91294*a^2*b^2*q*r*x^2-26160*a^2*b^2*q*x^3-90*a^2*b^2*r^4-2004*a^2*b^2*r^3 *x+11772*a^2*b^2*r^2*x^2+58784*a^2*b^2*r*x^3+7552*a^2*b*c^5+11296*a^2*b*c^4*g+ 31744*a^2*b*c^4*p+8288*a^2*b*c^4*q+22560*a^2*b*c^4*r+165376*a^2*b*c^4*x+6064*a^ 2*b*c^3*g^2+39280*a^2*b*c^3*g*p+9696*a^2*b*c^3*g*q+30408*a^2*b*c^3*g*r+242800*a ^2*b*c^3*g*x+40656*a^2*b*c^3*p^2+30816*a^2*b*c^3*p*q+46576*a^2*b*c^3*p*r+213392 *a^2*b*c^3*p*x+2832*a^2*b*c^3*q^2+21936*a^2*b*c^3*q*r+205296*a^2*b*c^3*q*x+6336 *a^2*b*c^3*r^2-81040*a^2*b*c^3*r*x-573216*a^2*b*c^3*x^2+1368*a^2*b*c^2*g^3+ 16744*a^2*b*c^2*g^2*p+3696*a^2*b*c^2*g^2*q+14812*a^2*b*c^2*g^2*r+131096*a^2*b*c ^2*g^2*x+39032*a^2*b*c^2*g*p^2+28640*a^2*b*c^2*g*p*q+48212*a^2*b*c^2*g*p*r+ 252736*a^2*b*c^2*g*p*x+2360*a^2*b*c^2*g*q^2+22424*a^2*b*c^2*g*q*r+229384*a^2*b* c^2*g*q*x+6996*a^2*b*c^2*g*r^2-70928*a^2*b*c^2*g*r*x-596880*a^2*b*c^2*g*x^2+ 21616*a^2*b*c^2*p^3+32960*a^2*b*c^2*p^2*q+31952*a^2*b*c^2*p^2*r+66440*a^2*b*c^2 *p^2*x+8880*a^2*b*c^2*p*q^2+37144*a^2*b*c^2*p*q*r+224816*a^2*b*c^2*p*q*x+7024*a ^2*b*c^2*p*r^2-182580*a^2*b*c^2*p*r*x-766176*a^2*b*c^2*p*x^2+288*a^2*b*c^2*q^3+ 6440*a^2*b*c^2*q^2*r+85688*a^2*b*c^2*q^2*x+4048*a^2*b*c^2*q*r^2-74068*a^2*b*c^2 *q*r*x-617664*a^2*b*c^2*q*x^2-2272*a^2*b*c^2*r^3-123148*a^2*b*c^2*r^2*x-553672* a^2*b*c^2*r*x^2-160672*a^2*b*c^2*x^3+108*a^2*b*c*g^4+2804*a^2*b*c*g^3*p+480*a^2 *b*c*g^3*q+3086*a^2*b*c*g^3*r+30760*a^2*b*c*g^3*x+11712*a^2*b*c*g^2*p^2+7992*a^ 2*b*c*g^2*p*q+16080*a^2*b*c*g^2*p*r+96912*a^2*b*c*g^2*p*x+532*a^2*b*c*g^2*q^2+ 7296*a^2*b*c*g^2*q*r+83608*a^2*b*c*g^2*q*x+2426*a^2*b*c*g^2*r^2-21428*a^2*b*c*g ^2*r*x-210960*a^2*b*c*g^2*x^2+14148*a^2*b*c*g*p^3+21552*a^2*b*c*g*p^2*q+22320*a ^2*b*c*g*p^2*r+59352*a^2*b*c*g*p^2*x+5336*a^2*b*c*g*p*q^2+26384*a^2*b*c*g*p*q*r +183984*a^2*b*c*g*p*q*x+5494*a^2*b*c*g*p*r^2-114982*a^2*b*c*g*p*r*x-537984*a^2* b*c*g*p*x^2+136*a^2*b*c*g*q^3+4340*a^2*b*c*g*q^2*r+62848*a^2*b*c*g*q^2*x+3088*a ^2*b*c*g*q*r^2-41050*a^2*b*c*g*q*r*x-425700*a^2*b*c*g*q*x^2-1532*a^2*b*c*g*r^3-\ 86780*a^2*b*c*g*r^2*x-406480*a^2*b*c*g*r*x^2-124288*a^2*b*c*g*x^3+4780*a^2*b*c* p^4+13200*a^2*b*c*p^3*q+8062*a^2*b*c*p^3*r-6712*a^2*b*c*p^3*x+7188*a^2*b*c*p^2* q^2+19400*a^2*b*c*p^2*q*r+62972*a^2*b*c*p^2*q*x+1544*a^2*b*c*p^2*r^2-108614*a^2 *b*c*p^2*r*x-311352*a^2*b*c*p^2*x^2+720*a^2*b*c*p*q^3+7870*a^2*b*c*p*q^2*r+ 69568*a^2*b*c*p*q^2*x+4004*a^2*b*c*p*q*r^2-105338*a^2*b*c*p*q*r*x-551748*a^2*b* c*p*q*x^2-2214*a^2*b*c*p*r^3-99644*a^2*b*c*p*r^2*x-329044*a^2*b*c*p*r*x^2-48336 *a^2*b*c*p*x^3+550*a^2*b*c*q^3*r+13676*a^2*b*c*q^3*x+340*a^2*b*c*q^2*r^2-24326* a^2*b*c*q^2*r*x-215172*a^2*b*c*q^2*x^2-1330*a^2*b*c*q*r^3-72032*a^2*b*c*q*r^2*x -359254*a^2*b*c*q*r*x^2-79912*a^2*b*c*q*x^3-568*a^2*b*c*r^4-9846*a^2*b*c*r^3*x+ 56236*a^2*b*c*r^2*x^2+213040*a^2*b*c*r*x^3+142*a^2*b*g^4*p+10*a^2*b*g^4*q+231*a ^2*b*g^4*r+2620*a^2*b*g^4*x+1084*a^2*b*g^3*p^2+620*a^2*b*g^3*p*q+1730*a^2*b*g^3 *p*r+12020*a^2*b*g^3*p*x+24*a^2*b*g^3*q^2+750*a^2*b*g^3*q*r+9920*a^2*b*g^3*q*x+ 262*a^2*b*g^3*r^2-2388*a^2*b*g^3*r*x-25500*a^2*b*g^3*x^2+2206*a^2*b*g^2*p^3+ 3260*a^2*b*g^2*p^2*q+3777*a^2*b*g^2*p^2*r+12264*a^2*b*g^2*p^2*x+692*a^2*b*g^2*p *q^2+4502*a^2*b*g^2*p*q*r+36704*a^2*b*g^2*p*q*x+1027*a^2*b*g^2*p*r^2-17909*a^2* b*g^2*p*r*x-94626*a^2*b*g^2*p*x^2+10*a^2*b*g^2*q^3+684*a^2*b*g^2*q^2*r+11120*a^ 2*b*g^2*q^2*x+535*a^2*b*g^2*q*r^2-5591*a^2*b*g^2*q*r*x-73398*a^2*b*g^2*q*x^2-\ 255*a^2*b*g^2*r^3-14759*a^2*b*g^2*r^2*x-70328*a^2*b*g^2*r*x^2-20476*a^2*b*g^2*x ^3+1552*a^2*b*g*p^4+4528*a^2*b*g*p^3*q+2723*a^2*b*g*p^3*r-1872*a^2*b*g*p^3*x+ 2328*a^2*b*g*p^2*q^2+7202*a^2*b*g*p^2*q*r+30078*a^2*b*g*p^2*q*x+597*a^2*b*g*p^2 *r^2-37432*a^2*b*g*p^2*r*x-113184*a^2*b*g*p^2*x^2+184*a^2*b*g*p*q^3+2790*a^2*b* g*p*q^2*r+28408*a^2*b*g*p*q^2*x+1746*a^2*b*g*p*q*r^2-29813*a^2*b*g*p*q*r*x-\ 190854*a^2*b*g*p*q*x^2-718*a^2*b*g*p*r^3-34916*a^2*b*g*p*r^2*x-121171*a^2*b*g*p *r*x^2-19120*a^2*b*g*p*x^3+167*a^2*b*g*q^3*r+4666*a^2*b*g*q^3*x+102*a^2*b*g*q^2 *r^2-7643*a^2*b*g*q^2*r*x-75378*a^2*b*g*q^2*x^2-459*a^2*b*g*q*r^3-25722*a^2*b*g *q*r^2*x-136651*a^2*b*g*q*r*x^2-36268*a^2*b*g*q*x^3-186*a^2*b*g*r^4-3188*a^2*b* g*r^3*x+21588*a^2*b*g*r^2*x^2+79518*a^2*b*g*r*x^3+328*a^2*b*p^5+1710*a^2*b*p^4* q+525*a^2*b*p^4*r-3480*a^2*b*p^4*x+1628*a^2*b*p^3*q^2+3024*a^2*b*p^3*q*r+2080*a ^2*b*p^3*q*x-132*a^2*b*p^3*r^2-17587*a^2*b*p^3*r*x-35514*a^2*b*p^3*x^2+366*a^2* b*p^2*q^3+2266*a^2*b*p^2*q^2*r+11412*a^2*b*p^2*q^2*x+831*a^2*b*p^2*q*r^2-32261* a^2*b*p^2*q*r*x-116208*a^2*b*p^2*q*x^2-551*a^2*b*p^2*r^3-17536*a^2*b*p^2*r^2*x-\ 31195*a^2*b*p^2*r*x^2+10004*a^2*b*p^2*x^3+393*a^2*b*p*q^3*r+6344*a^2*b*p*q^3*x+ 240*a^2*b*p*q^2*r^2-15622*a^2*b*p*q^2*r*x-96186*a^2*b*p*q^2*x^2-591*a^2*b*p*q*r ^3-31860*a^2*b*p*q*r^2*x-124535*a^2*b*p*q*r*x^2-17816*a^2*b*p*q*x^3-242*a^2*b*p *r^4-2921*a^2*b*p*r^3*x+32176*a^2*b*p*r^2*x^2+78034*a^2*b*p*r*x^3+636*a^2*b*q^4 *x-34*a^2*b*q^3*r^2-2666*a^2*b*q^3*r*x-23772*a^2*b*q^3*x^2-210*a^2*b*q^2*r^3-\ 9511*a^2*b*q^2*r^2*x-49922*a^2*b*q^2*r*x^2-1660*a^2*b*q^2*x^3-150*a^2*b*q*r^4-\ 2571*a^2*b*q*r^3*x+19574*a^2*b*q*r^2*x^2+78278*a^2*b*q*r*x^3-20*a^2*b*r^5+632*a ^2*b*r^4*x+12458*a^2*b*r^3*x^2+18016*a^2*b*r^2*x^3+3584*a^2*c^6+6848*a^2*c^5*g+ 17248*a^2*c^5*p+5440*a^2*c^5*q+12048*a^2*c^5*r+68064*a^2*c^5*x+5040*a^2*c^4*g^2 +27872*a^2*c^4*g*p+8560*a^2*c^4*g*q+20640*a^2*c^4*g*r+125280*a^2*c^4*g*x+25456* a^2*c^4*p^2+23520*a^2*c^4*p*q+27560*a^2*c^4*p*r+87056*a^2*c^4*p*x+2944*a^2*c^4* q^2+16360*a^2*c^4*q*r+108848*a^2*c^4*q*x+3104*a^2*c^4*r^2-67072*a^2*c^4*r*x-\ 312528*a^2*c^4*x^2+1768*a^2*c^3*g^3+16832*a^2*c^3*g^2*p+4920*a^2*c^3*g^2*q+ 13632*a^2*c^3*g^2*r+89928*a^2*c^3*g^2*x+33440*a^2*c^3*g*p^2+30608*a^2*c^3*g*p*q +38228*a^2*c^3*g*p*r+141368*a^2*c^3*g*p*x+3624*a^2*c^3*g*q^2+22632*a^2*c^3*g*q* r+163016*a^2*c^3*g*q*x+4584*a^2*c^3*g*r^2-82216*a^2*c^3*g*r*x-427152*a^2*c^3*g* x^2+16120*a^2*c^3*p^3+30744*a^2*c^3*p^2*q+21176*a^2*c^3*p^2*r+10200*a^2*c^3*p^2 *x+11096*a^2*c^3*p*q^2+33344*a^2*c^3*p*q*r+129056*a^2*c^3*p*q*x+2008*a^2*c^3*p* r^2-174400*a^2*c^3*p*r*x-527712*a^2*c^3*p*x^2+656*a^2*c^3*q^3+7748*a^2*c^3*q^2* r+64776*a^2*c^3*q^2*x+3604*a^2*c^3*q*r^2-85556*a^2*c^3*q*r*x-461952*a^2*c^3*q*x ^2-2632*a^2*c^3*r^3-96648*a^2*c^3*r^2*x-339520*a^2*c^3*r*x^2-74208*a^2*c^3*x^3+ 292*a^2*c^2*g^4+4640*a^2*c^2*g^3*p+1228*a^2*c^2*g^3*q+4332*a^2*c^2*g^3*r+31352* a^2*c^2*g^3*x+15552*a^2*c^2*g^2*p^2+13896*a^2*c^2*g^2*p*q+19214*a^2*c^2*g^2*p*r +82576*a^2*c^2*g^2*p*x+1492*a^2*c^2*g^2*q^2+11286*a^2*c^2*g^2*q*r+89656*a^2*c^2 *g^2*q*x+2420*a^2*c^2*g^2*r^2-37776*a^2*c^2*g^2*r*x-220032*a^2*c^2*g^2*x^2+ 15736*a^2*c^2*g*p^3+31004*a^2*c^2*g*p^2*q+21508*a^2*c^2*g*p^2*r+21412*a^2*c^2*g *p^2*x+10784*a^2*c^2*g*p*q^2+35594*a^2*c^2*g*p*q*r+161640*a^2*c^2*g*p*q*x+2188* a^2*c^2*g*p*r^2-170426*a^2*c^2*g*p*r*x-546924*a^2*c^2*g*p*x^2+576*a^2*c^2*g*q^3 +8052*a^2*c^2*g*q^2*r+72724*a^2*c^2*g*q^2*x+4120*a^2*c^2*g*q*r^2-78246*a^2*c^2* g*q*r*x-478992*a^2*c^2*g*q*x^2-2784*a^2*c^2*g*r^3-101764*a^2*c^2*g*r^2*x-370832 *a^2*c^2*g*r*x^2-87320*a^2*c^2*g*x^3+4532*a^2*c^2*p^4+16816*a^2*c^2*p^3*q+5874* a^2*c^2*p^3*r-24512*a^2*c^2*p^3*x+12012*a^2*c^2*p^2*q^2+23274*a^2*c^2*p^2*q*r+ 31812*a^2*c^2*p^2*q*x-1872*a^2*c^2*p^2*r^2-137370*a^2*c^2*p^2*r*x-297864*a^2*c^ 2*p^2*x^2+2064*a^2*c^2*p*q^3+12784*a^2*c^2*p*q^2*r+64584*a^2*c^2*p*q^2*x+3972*a ^2*c^2*p*q*r^2-160310*a^2*c^2*p*q*r*x-588324*a^2*c^2*p*q*x^2-3996*a^2*c^2*p*r^3 -109600*a^2*c^2*p*r^2*x-268490*a^2*c^2*p*r*x^2-12224*a^2*c^2*p*x^3+48*a^2*c^2*q ^4+1470*a^2*c^2*q^3*r+17460*a^2*c^2*q^3*x+958*a^2*c^2*q^2*r^2-40202*a^2*c^2*q^2 *r*x-244020*a^2*c^2*q^2*x^2-1926*a^2*c^2*q*r^3-88176*a^2*c^2*q*r^2*x-342424*a^2 *c^2*q*r*x^2-55000*a^2*c^2*q*x^3-846*a^2*c^2*r^4-10786*a^2*c^2*r^3*x+60840*a^2* c^2*r^2*x^2+184492*a^2*c^2*r*x^3+18*a^2*c*g^5+562*a^2*c*g^4*p+118*a^2*c*g^4*q+ 663*a^2*c*g^4*r+5276*a^2*c*g^4*x+3002*a^2*c*g^3*p^2+2524*a^2*c*g^3*p*q+4149*a^2 *c*g^3*p*r+20396*a^2*c*g^3*p*x+224*a^2*c*g^3*q^2+2392*a^2*c*g^3*q*r+21412*a^2*c *g^3*q*x+536*a^2*c*g^3*r^2-8186*a^2*c*g^3*r*x-51642*a^2*c*g^3*x^2+4854*a^2*c*g^ 2*p^3+9844*a^2*c*g^2*p^2*q+7000*a^2*c*g^2*p^2*r+10480*a^2*c*g^2*p^2*x+3204*a^2* c*g^2*p*q^2+12258*a^2*c*g^2*p*q*r+65848*a^2*c*g^2*p*q*x+739*a^2*c*g^2*p*r^2-\ 54831*a^2*c*g^2*p*r*x-187584*a^2*c*g^2*p*x^2+142*a^2*c*g^2*q^3+2654*a^2*c*g^2*q ^2*r+26492*a^2*c*g^2*q^2*x+1493*a^2*c*g^2*q*r^2-22869*a^2*c*g^2*q*r*x-163698*a^ 2*c*g^2*q*x^2-969*a^2*c*g^2*r^3-34741*a^2*c*g^2*r^2*x-128018*a^2*c*g^2*r*x^2-\ 28956*a^2*c*g^2*x^3+2676*a^2*c*g*p^4+11544*a^2*c*g*p^3*q+3207*a^2*c*g*p^3*r-\ 17640*a^2*c*g*p^3*x+8184*a^2*c*g*p^2*q^2+16920*a^2*c*g*p^2*q*r+35162*a^2*c*g*p^ 2*q*x-1813*a^2*c*g*p^2*r^2-95254*a^2*c*g*p^2*r*x-209688*a^2*c*g*p^2*x^2+1296*a^ 2*c*g*p*q^3+9230*a^2*c*g*p*q^2*r+54344*a^2*c*g*p*q^2*x+3420*a^2*c*g*p*q*r^2-\ 100877*a^2*c*g*p*q*r*x-411354*a^2*c*g*p*q*x^2-2836*a^2*c*g*p*r^3-75824*a^2*c*g* p*r^2*x-190247*a^2*c*g*p*r*x^2-8672*a^2*c*g*p*x^3+24*a^2*c*g*q^4+999*a^2*c*g*q^ 3*r+12746*a^2*c*g*q^3*x+714*a^2*c*g*q^2*r^2-25425*a^2*c*g*q^2*r*x-171486*a^2*c* g*q^2*x^2-1291*a^2*c*g*q*r^3-62668*a^2*c*g*q*r^2*x-260635*a^2*c*g*q*r*x^2-52452 *a^2*c*g*q*x^3-550*a^2*c*g*r^4-6634*a^2*c*g*r^3*x+47134*a^2*c*g*r^2*x^2+137778* a^2*c*g*r*x^3+456*a^2*c*p^5+3970*a^2*c*p^4*q+189*a^2*c*p^4*r-10032*a^2*c*p^4*x+ 4868*a^2*c*p^3*q^2+6428*a^2*c*p^3*q*r-7040*a^2*c*p^3*q*x-1544*a^2*c*p^3*r^2-\ 38999*a^2*c*p^3*r*x-60486*a^2*c*p^3*x^2+1682*a^2*c*p^2*q^3+6578*a^2*c*p^2*q^2*r +14428*a^2*c*p^2*q^2*x+1027*a^2*c*p^2*q*r^2-85765*a^2*c*p^2*q*r*x-229392*a^2*c* p^2*q*x^2-1895*a^2*c*p^2*r^3-34358*a^2*c*p^2*r^2*x-33867*a^2*c*p^2*r*x^2+28820* a^2*c*p^2*x^3+120*a^2*c*p*q^4+1739*a^2*c*p*q^3*r+12880*a^2*c*p*q^3*x+864*a^2*c* p*q^2*r^2-49012*a^2*c*p*q^2*r*x-209694*a^2*c*p*q^2*x^2-1833*a^2*c*p*q*r^3-72956 *a^2*c*p*q*r^2*x-210701*a^2*c*p*q*r*x^2-8176*a^2*c*p*q*x^3-662*a^2*c*p*r^4-4007 *a^2*c*p*r^3*x+71450*a^2*c*p*r^2*x^2+136198*a^2*c*p*r*x^3+90*a^2*c*q^4*r+2040*a ^2*c*q^4*x+6*a^2*c*q^3*r^2-8260*a^2*c*q^3*r*x-54480*a^2*c*q^3*x^2-588*a^2*c*q^2 *r^3-24927*a^2*c*q^2*r^2*x-101150*a^2*c*q^2*r*x^2-1388*a^2*c*q^2*x^3-462*a^2*c* q*r^4-6619*a^2*c*q*r^3*x+44468*a^2*c*q*r^2*x^2+143796*a^2*c*q*r*x^3-44*a^2*c*r^ 5+1880*a^2*c*r^4*x+26054*a^2*c*r^3*x^2+33520*a^2*c*r^2*x^3+22*a^2*g^5*p+2*a^2*g ^5*q+39*a^2*g^5*r+338*a^2*g^5*x+202*a^2*g^4*p^2+144*a^2*g^4*p*q+327*a^2*g^4*p*r +1784*a^2*g^4*p*x+8*a^2*g^4*q^2+181*a^2*g^4*q*r+1866*a^2*g^4*q*x+42*a^2*g^4*r^2 -734*a^2*g^4*r*x-4674*a^2*g^4*x^2+474*a^2*g^3*p^3+966*a^2*g^3*p^2*q+734*a^2*g^3 *p^2*r+1330*a^2*g^3*p^2*x+276*a^2*g^3*p*q^2+1359*a^2*g^3*p*q*r+8716*a^2*g^3*p*q *x+81*a^2*g^3*p*r^2-5969*a^2*g^3*p*r*x-21654*a^2*g^3*p*x^2+8*a^2*g^3*q^3+274*a^ 2*g^3*q^2*r+3118*a^2*g^3*q^2*x+170*a^2*g^3*q*r^2-2187*a^2*g^3*q*r*x-18642*a^2*g ^3*q*x^2-108*a^2*g^3*r^3-3787*a^2*g^3*r^2*x-13535*a^2*g^3*r*x^2-2264*a^2*g^3*x^ 3+358*a^2*g^2*p^4+1892*a^2*g^2*p^3*q+345*a^2*g^2*p^3*r-3452*a^2*g^2*p^3*x+1306* a^2*g^2*p^2*q^2+2998*a^2*g^2*p^2*q*r+8762*a^2*g^2*p^2*q*x-443*a^2*g^2*p^2*r^2-\ 16669*a^2*g^2*p^2*r*x-36774*a^2*g^2*p^2*x^2+180*a^2*g^2*p*q^3+1599*a^2*g^2*p*q^ 2*r+11128*a^2*g^2*p*q^2*x+713*a^2*g^2*p*q*r^2-14783*a^2*g^2*p*q*r*x-70002*a^2*g ^2*p*q*x^2-501*a^2*g^2*p*r^3-12689*a^2*g^2*p*r^2*x-30735*a^2*g^2*p*r*x^2+520*a^ 2*g^2*p*x^3+2*a^2*g^2*q^4+157*a^2*g^2*q^3*r+2216*a^2*g^2*q^3*x+115*a^2*g^2*q^2* r^2-3965*a^2*g^2*q^2*r*x-29748*a^2*g^2*q^2*x^2-212*a^2*g^2*q*r^3-10799*a^2*g^2* q*r^2*x-47582*a^2*g^2*q*r*x^2-10676*a^2*g^2*q*x^3-84*a^2*g^2*r^4-854*a^2*g^2*r^ 3*x+9580*a^2*g^2*r^2*x^2+25467*a^2*g^2*r*x^3+64*a^2*g*p^5+1356*a^2*g*p^4*q-195* a^2*g*p^4*r-4200*a^2*g*p^4*x+1732*a^2*g*p^3*q^2+2326*a^2*g*p^3*q*r-1220*a^2*g*p ^3*q*x-756*a^2*g*p^3*r^2-14082*a^2*g*p^3*r*x-20862*a^2*g*p^3*x^2+568*a^2*g*p^2* q^3+2481*a^2*g*p^2*q^2*r+7732*a^2*g*p^2*q^2*x+523*a^2*g*p^2*q*r^2-28467*a^2*g*p ^2*q*r*x-82140*a^2*g*p^2*q*x^2-687*a^2*g*p^2*r^3-10976*a^2*g*p^2*r^2*x-6358*a^2 *g*p^2*r*x^2+13836*a^2*g*p^2*x^3+32*a^2*g*p*q^4+624*a^2*g*p*q^3*r+5356*a^2*g*p* q^3*x+398*a^2*g*p*q^2*r^2-15377*a^2*g*p*q^2*r*x-74574*a^2*g*p*q^2*x^2-574*a^2*g *p*q*r^3-25978*a^2*g*p*q*r^2*x-83496*a^2*g*p*q*r*x^2-8492*a^2*g*p*q*x^3-198*a^2 *g*p*r^4-587*a^2*g*p*r^3*x+28729*a^2*g*p*r^2*x^2+51878*a^2*g*p*r*x^3+27*a^2*g*q ^4*r+686*a^2*g*q^4*x-6*a^2*g*q^3*r^2-2811*a^2*g*q^3*r*x-19470*a^2*g*q^3*x^2-211 *a^2*g*q^2*r^3-9024*a^2*g*q^2*r^2*x-39470*a^2*g*q^2*r*x^2-3164*a^2*g*q^2*x^3-\ 154*a^2*g*q*r^4-2379*a^2*g*q*r^3*x+14833*a^2*g*q*r^2*x^2+51733*a^2*g*q*r*x^3-8* a^2*g*r^5+721*a^2*g*r^4*x+8514*a^2*g*r^3*x^2+9426*a^2*g*r^2*x^3+328*a^2*p^5*q-\ 82*a^2*p^5*r-984*a^2*p^5*x+646*a^2*p^4*q^2+584*a^2*p^4*q*r-2172*a^2*p^4*q*x-246 *a^2*p^4*r^2-3090*a^2*p^4*r*x-2652*a^2*p^4*x^2+380*a^2*p^3*q^3+1032*a^2*p^3*q^2 *r-308*a^2*p^3*q^2*x+10*a^2*p^3*q*r^2-13029*a^2*p^3*q*r*x-25866*a^2*p^3*q*x^2-\ 262*a^2*p^3*r^3-2273*a^2*p^3*r^2*x+6018*a^2*p^3*r*x^2+7580*a^2*p^3*x^3+62*a^2*p ^2*q^4+483*a^2*p^2*q^3*r+1672*a^2*p^2*q^3*x+147*a^2*p^2*q^2*r^2-13634*a^2*p^2*q ^2*r*x-42624*a^2*p^2*q^2*x^2-444*a^2*p^2*q*r^3-13819*a^2*p^2*q*r^2*x-24741*a^2* p^2*q*r*x^2+6488*a^2*p^2*q*x^3-114*a^2*p^2*r^4+387*a^2*p^2*r^3*x+16310*a^2*p^2* r^2*x^2+21063*a^2*p^2*r*x^3+63*a^2*p*q^4*r+868*a^2*p*q^4*x+8*a^2*p*q^3*r^2-4858 *a^2*p*q^3*r*x-23682*a^2*p*q^3*x^2-285*a^2*p*q^2*r^3-11278*a^2*p*q^2*r^2*x-\ 35029*a^2*p*q^2*r*x^2+1900*a^2*p*q^2*x^3-218*a^2*p*q*r^4-2621*a^2*p*q*r^3*x+ 20302*a^2*p*q*r^2*x^2+49204*a^2*p*q*r*x^3-16*a^2*p*r^5+634*a^2*p*r^4*x+5638*a^2 *p*r^3*x^2+1122*a^2*p*r^2*x^3+76*a^2*q^5*x-8*a^2*q^4*r^2-593*a^2*q^4*r*x-4272*a ^2*q^4*x^2-54*a^2*q^3*r^3-2049*a^2*q^3*r^2*x-8280*a^2*q^3*r*x^2+2992*a^2*q^3*x^ 3-60*a^2*q^2*r^4-632*a^2*q^2*r^3*x+9438*a^2*q^2*r^2*x^2+27897*a^2*q^2*r*x^3-20* a^2*q*r^5+473*a^2*q*r^4*x+9128*a^2*q*r^3*x^2+12886*a^2*q*r^2*x^3+70*a^2*r^5*x-\ 496*a^2*r^4*x^2-4544*a^2*r^3*x^3+1792*a*b^5*c*x+560*a*b^5*g*x+1168*a*b^5*p*x+48 *a*b^5*r*x-2400*a*b^5*x^2+192*a*b^4*c^3+128*a*b^4*c^2*g+672*a*b^4*c^2*p+416*a*b ^4*c^2*r+18144*a*b^4*c^2*x+16*a*b^4*c*g^2+320*a*b^4*c*g*p+248*a*b^4*c*g*r+12448 *a*b^4*c*g*x+624*a*b^4*c*p^2+648*a*b^4*c*p*r+19760*a*b^4*c*p*x+6080*a*b^4*c*q*x +16*a*b^4*c*r^2+2320*a*b^4*c*r*x-29952*a*b^4*c*x^2+24*a*b^4*g^2*p+32*a*b^4*g^2* r+2080*a*b^4*g^2*x+160*a*b^4*g*p^2+212*a*b^4*g*p*r+7176*a*b^4*g*p*x+1760*a*b^4* g*q*x+4*a*b^4*g*r^2+564*a*b^4*g*r*x-11280*a*b^4*g*x^2+168*a*b^4*p^3+244*a*b^4*p ^2*r+5072*a*b^4*p^2*x+4016*a*b^4*p*q*x+12*a*b^4*p*r^2+572*a*b^4*p*r*x-15984*a*b ^4*p*x^2-368*a*b^4*q*r*x-12552*a*b^4*q*x^2-24*a*b^4*r^3-1584*a*b^4*r^2*x-17976* a*b^4*r*x^2-7760*a*b^4*x^3+1344*a*b^3*c^4+1440*a*b^3*c^3*g+5312*a*b^3*c^3*p+512 *a*b^3*c^3*q+3264*a*b^3*c^3*r+65664*a*b^3*c^3*x+464*a*b^3*c^2*g^2+4512*a*b^3*c^ 2*g*p+352*a*b^3*c^2*g*q+3128*a*b^3*c^2*g*r+70160*a*b^3*c^2*g*x+6288*a*b^3*c^2*p ^2+1824*a*b^3*c^2*p*q+6576*a*b^3*c^2*p*r+90448*a*b^3*c^2*p*x+1192*a*b^3*c^2*q*r +48016*a*b^3*c^2*q*x+504*a*b^3*c^2*r^2+336*a*b^3*c^2*r*x-176928*a*b^3*c^2*x^2+ 40*a*b^3*c*g^3+1072*a*b^3*c*g^2*p+48*a*b^3*c*g^2*q+920*a*b^3*c*g^2*r+24384*a*b^ 3*c*g^2*x+3800*a*b^3*c*g*p^2+896*a*b^3*c*g*p*q+4476*a*b^3*c*g*p*r+69296*a*b^3*c *g*p*x+712*a*b^3*c*g*q*r+32256*a*b^3*c*g*q*x+352*a*b^3*c*g*r^2+1796*a*b^3*c*g*r *x-122448*a*b^3*c*g*x^2+2864*a*b^3*c*p^3+1744*a*b^3*c*p^2*q+4164*a*b^3*c*p^2*r+ 36824*a*b^3*c*p^2*x+1800*a*b^3*c*p*q*r+51024*a*b^3*c*p*q*x+704*a*b^3*c*p*r^2-\ 11540*a*b^3*c*p*r*x-185568*a*b^3*c*p*x^2+7840*a*b^3*c*q^2*x-32*a*b^3*c*q*r^2-\ 1188*a*b^3*c*q*r*x-120336*a*b^3*c*q*x^2-288*a*b^3*c*r^3-18036*a*b^3*c*r^2*x-\ 162088*a*b^3*c*r*x^2-65888*a*b^3*c*x^3+56*a*b^3*g^3*p+80*a*b^3*g^3*r+2716*a*b^3 *g^3*x+504*a*b^3*g^2*p^2+72*a*b^3*g^2*p*q+710*a*b^3*g^2*p*r+12952*a*b^3*g^2*p*x +88*a*b^3*g^2*q*r+5184*a*b^3*g^2*q*x+34*a*b^3*g^2*r^2+74*a*b^3*g^2*r*x-22488*a* b^3*g^2*x^2+920*a*b^3*g*p^3+464*a*b^3*g*p^2*q+1500*a*b^3*g*p^2*r+15440*a*b^3*g* p^2*x+588*a*b^3*g*p*q*r+18392*a*b^3*g*p*q*x+312*a*b^3*g*p*r^2-1830*a*b^3*g*p*r* x-62160*a*b^3*g*p*x^2+2068*a*b^3*g*q^2*x-16*a*b^3*g*q*r^2-1016*a*b^3*g*q*r*x-\ 43272*a*b^3*g*q*x^2-92*a*b^3*g*r^3-6264*a*b^3*g*r^2*x-57430*a*b^3*g*r*x^2-23712 *a*b^3*g*x^3+440*a*b^3*p^4+488*a*b^3*p^3*q+814*a*b^3*p^3*r+4012*a*b^3*p^3*x+660 *a*b^3*p^2*q*r+12536*a*b^3*p^2*q*x+214*a*b^3*p^2*r^2-5952*a*b^3*p^2*r*x-46296*a *b^3*p^2*x^2+5324*a*b^3*p*q^2*x-32*a*b^3*p*q*r^2-2074*a*b^3*p*q*r*x-57648*a*b^3 *p*q*x^2-156*a*b^3*p*r^3-9222*a*b^3*p*r^2*x-64778*a*b^3*p*r*x^2-22272*a*b^3*p*x ^3-1156*a*b^3*q^2*r*x-21672*a*b^3*q^2*x^2-72*a*b^3*q*r^3-4042*a*b^3*q*r^2*x-\ 39924*a*b^3*q*r*x^2-4832*a*b^3*q*x^3-24*a*b^3*r^4-250*a*b^3*r^3*x+7240*a*b^3*r^ 2*x^2+39108*a*b^3*r*x^3+3584*a*b^2*c^5+5248*a*b^2*c^4*g+15776*a*b^2*c^4*p+2752* a*b^2*c^4*q+9776*a*b^2*c^4*r+116224*a*b^2*c^4*x+2704*a*b^2*c^3*g^2+19184*a*b^2* c^3*g*p+3040*a*b^2*c^3*g*q+12824*a*b^2*c^3*g*r+166576*a*b^2*c^3*g*x+22256*a*b^2 *c^3*p^2+11168*a*b^2*c^3*p*q+23264*a*b^2*c^3*p*r+182640*a*b^2*c^3*p*x+496*a*b^2 *c^3*q^2+7200*a*b^2*c^3*q*r+131600*a*b^2*c^3*q*x+2224*a*b^2*c^3*r^2-32624*a*b^2 *c^3*r*x-455904*a*b^2*c^3*x^2+560*a*b^2*c^2*g^3+7872*a*b^2*c^2*g^2*p+1024*a*b^2 *c^2*g^2*q+5940*a*b^2*c^2*g^2*r+87320*a*b^2*c^2*g^2*x+21264*a*b^2*c^2*g*p^2+ 9808*a*b^2*c^2*g*p*q+24020*a*b^2*c^2*g*p*r+211864*a*b^2*c^2*g*p*x+352*a*b^2*c^2 *g*q^2+7000*a*b^2*c^2*g*q*r+139888*a*b^2*c^2*g*q*x+2436*a*b^2*c^2*g*r^2-25540*a *b^2*c^2*g*r*x-471264*a*b^2*c^2*g*x^2+13520*a*b^2*c^2*p^3+13552*a*b^2*c^2*p^2*q +19220*a*b^2*c^2*p^2*r+88328*a*b^2*c^2*p^2*x+1800*a*b^2*c^2*p*q^2+14028*a*b^2*c ^2*p*q*r+175808*a*b^2*c^2*p*q*x+3628*a*b^2*c^2*p*r^2-93792*a*b^2*c^2*p*r*x-\ 659280*a*b^2*c^2*p*x^2+1240*a*b^2*c^2*q^2*r+45704*a*b^2*c^2*q^2*x+620*a*b^2*c^2 *q*r^2-25116*a*b^2*c^2*q*r*x-462624*a*b^2*c^2*q*x^2-1268*a*b^2*c^2*r^3-74380*a* b^2*c^2*r^2*x-489296*a*b^2*c^2*r*x^2-160672*a*b^2*c^2*x^3+36*a*b^2*c*g^4+1204*a *b^2*c*g^3*p+96*a*b^2*c*g^3*q+1130*a*b^2*c*g^3*r+19720*a*b^2*c*g^3*x+6248*a*b^2 *c*g^2*p^2+2440*a*b^2*c*g^2*p*q+7870*a*b^2*c*g^2*p*r+79936*a*b^2*c*g^2*p*x+52*a *b^2*c*g^2*q^2+2070*a*b^2*c*g^2*q*r+47832*a*b^2*c*g^2*q*x+740*a*b^2*c*g^2*r^2-\ 7872*a*b^2*c*g^2*r*x-166800*a*b^2*c*g^2*x^2+8988*a*b^2*c*g*p^3+8480*a*b^2*c*g*p ^2*q+13816*a*b^2*c*g*p^2*r+75376*a*b^2*c*g*p^2*x+912*a*b^2*c*g*p*q^2+9672*a*b^2 *c*g*p*q*r+135408*a*b^2*c*g*p*q*x+3054*a*b^2*c*g*p*r^2-53552*a*b^2*c*g*p*r*x-\ 457044*a*b^2*c*g*p*x^2+742*a*b^2*c*g*q^2*r+30048*a*b^2*c*g*q^2*x+408*a*b^2*c*g* q*r^2-14068*a*b^2*c*g*q*r*x-317448*a*b^2*c*g*q*x^2-842*a*b^2*c*g*r^3-52112*a*b^ 2*c*g*r^2*x-356480*a*b^2*c*g*r*x^2-124288*a*b^2*c*g*x^3+3620*a*b^2*c*p^4+6296*a *b^2*c*p^3*q+6356*a*b^2*c*p^3*r+11204*a*b^2*c*p^3*x+1772*a*b^2*c*p^2*q^2+8642*a *b^2*c*p^2*q*r+68128*a*b^2*c*p^2*q*x+1646*a*b^2*c*p^2*r^2-65240*a*b^2*c*p^2*r*x -296244*a*b^2*c*p^2*x^2+1818*a*b^2*c*p*q^2*r+47636*a*b^2*c*p*q^2*x+872*a*b^2*c* p*q*r^2-45662*a*b^2*c*p*q*r*x-441420*a*b^2*c*p*q*x^2-1210*a*b^2*c*p*r^3-70206*a *b^2*c*p*r^2*x-352496*a*b^2*c*p*r*x^2-79912*a*b^2*c*p*x^3+4784*a*b^2*c*q^3*x-\ 108*a*b^2*c*q^2*r^2-8714*a*b^2*c*q^2*r*x-154776*a*b^2*c*q^2*x^2-720*a*b^2*c*q*r ^3-36988*a*b^2*c*q*r^2*x-279848*a*b^2*c*q*r*x^2-48336*a*b^2*c*q*x^3-252*a*b^2*c *r^4-4806*a*b^2*c*r^3*x+39572*a*b^2*c*r^2*x^2+213040*a*b^2*c*r*x^3+46*a*b^2*g^4 *p+72*a*b^2*g^4*r+1588*a*b^2*g^4*x+540*a*b^2*g^3*p^2+140*a*b^2*g^3*p*q+804*a*b^ 2*g^3*p*r+9776*a*b^2*g^3*p*x+176*a*b^2*g^3*q*r+5180*a*b^2*g^3*q*x+48*a*b^2*g^3* r^2-1184*a*b^2*g^3*r*x-20484*a*b^2*g^3*x^2+1412*a*b^2*g^2*p^3+1180*a*b^2*g^2*p^ 2*q+2404*a*b^2*g^2*p^2*r+15572*a*b^2*g^2*p^2*x+78*a*b^2*g^2*p*q^2+1553*a*b^2*g^ 2*p*q*r+25316*a*b^2*g^2*p*q*x+597*a*b^2*g^2*p*r^2-7100*a*b^2*g^2*p*r*x-78726*a* b^2*g^2*p*x^2+88*a*b^2*g^2*q^2*r+4596*a*b^2*g^2*q^2*x+11*a*b^2*g^2*q*r^2-2711*a *b^2*g^2*q*r*x-55878*a*b^2*g^2*q*x^2-145*a*b^2*g^2*r^3-8766*a*b^2*g^2*r^2*x-\ 61129*a*b^2*g^2*r*x^2-20476*a*b^2*g^2*x^3+1248*a*b^2*g*p^4+2092*a*b^2*g*p^3*q+ 2352*a*b^2*g*p^3*r+5926*a*b^2*g*p^3*x+488*a*b^2*g*p^2*q^2+3154*a*b^2*g*p^2*q*r+ 29344*a*b^2*g*p^2*q*x+736*a*b^2*g*p^2*r^2-20687*a*b^2*g*p^2*r*x-106278*a*b^2*g* p^2*x^2+593*a*b^2*g*p*q^2*r+17082*a*b^2*g*p*q^2*x+424*a*b^2*g*p*q*r^2-11497*a*b ^2*g*p*q*r*x-148890*a*b^2*g*p*q*x^2-395*a*b^2*g*p*r^3-25109*a*b^2*g*p*r^2*x-\ 134234*a*b^2*g*p*r*x^2-36268*a*b^2*g*p*x^3+1116*a*b^2*g*q^3*x-43*a*b^2*g*q^2*r^ 2-3673*a*b^2*g*q^2*r*x-55092*a*b^2*g*q^2*x^2-238*a*b^2*g*q*r^3-12968*a*b^2*g*q* r^2*x-100289*a*b^2*g*q*r*x^2-19120*a*b^2*g*q*x^3-87*a*b^2*g*r^4-1692*a*b^2*g*r^ 3*x+15264*a*b^2*g*r^2*x^2+79518*a*b^2*g*r*x^3+338*a*b^2*p^5+972*a*b^2*p^4*q+682 *a*b^2*p^4*r-852*a*b^2*p^4*x+514*a*b^2*p^3*q^2+1653*a*b^2*p^3*q*r+6656*a*b^2*p^ 3*q*x+203*a*b^2*p^3*r^2-12663*a*b^2*p^3*r*x-40296*a*b^2*p^3*x^2+649*a*b^2*p^2*q ^2*r+11052*a*b^2*p^2*q^2*x+273*a*b^2*p^2*q*r^2-16773*a*b^2*p^2*q*r*x-102738*a*b ^2*p^2*q*x^2-258*a*b^2*p^2*r^3-14870*a*b^2*p^2*r^2*x-53383*a*b^2*p^2*r*x^2-1660 *a*b^2*p^2*x^3+3400*a*b^2*p*q^3*x-97*a*b^2*p*q^2*r^2-5796*a*b^2*p*q^2*r*x-70860 *a*b^2*p*q^2*x^2-390*a*b^2*p*q*r^3-19002*a*b^2*p*q*r^2*x-113251*a*b^2*p*q*r*x^2 -17816*a*b^2*p*q*x^3-117*a*b^2*p*r^4-2019*a*b^2*p*r^3*x+20764*a*b^2*p*r^2*x^2+ 78278*a*b^2*p*r*x^3-1144*a*b^2*q^3*r*x-16698*a*b^2*q^3*x^2-78*a*b^2*q^2*r^3-\ 3699*a*b^2*q^2*r^2*x-30818*a*b^2*q^2*r*x^2+10004*a*b^2*q^2*x^3-48*a*b^2*q*r^4+ 63*a*b^2*q*r^3*x+19970*a*b^2*q*r^2*x^2+78034*a*b^2*q*r*x^3+792*a*b^2*r^4*x+ 11398*a*b^2*r^3*x^2+18016*a*b^2*r^2*x^3+4096*a*b*c^6+7680*a*b*c^5*g+20384*a*b*c ^5*p+4832*a*b*c^5*q+12912*a*b*c^5*r+103872*a*b*c^5*x+5488*a*b*c^4*g^2+32384*a*b *c^4*g*p+7312*a*b*c^4*g*q+21496*a*b*c^4*g*r+184832*a*b*c^4*g*x+33392*a*b*c^4*p^ 2+22336*a*b*c^4*p*q+34912*a*b*c^4*p*r+175072*a*b*c^4*p*x+1808*a*b*c^4*q^2+14496 *a*b*c^4*q*r+157984*a*b*c^4*q*x+3696*a*b*c^4*r^2-69912*a*b*c^4*r*x-527520*a*b*c ^4*x^2+1832*a*b*c^3*g^3+19040*a*b*c^3*g^2*p+3928*a*b*c^3*g^2*q+13612*a*b*c^3*g^ 2*r+127968*a*b*c^3*g^2*x+43656*a*b*c^3*g*p^2+28160*a*b*c^3*g*p*q+48028*a*b*c^3* g*p*r+268816*a*b*c^3*g*p*x+2056*a*b*c^3*g*q^2+19412*a*b*c^3*g*q*r+227440*a*b*c^ 3*g*q*x+5252*a*b*c^3*g*r^2-86140*a*b*c^3*g*r*x-730224*a*b*c^3*g*x^2+24840*a*b*c ^3*p^3+32568*a*b*c^3*p^2*q+34348*a*b*c^3*p^2*r+83624*a*b*c^3*p^2*x+7552*a*b*c^3 *p*q^2+33812*a*b*c^3*p*q*r+239920*a*b*c^3*p*q*x+6164*a*b*c^3*p*r^2-203916*a*b*c ^3*p*r*x-950976*a*b*c^3*p*x^2+208*a*b*c^3*q^3+5100*a*b*c^3*q^2*r+84440*a*b*c^3* q^2*x+2552*a*b*c^3*q*r^2-78900*a*b*c^3*q*r*x-734304*a*b*c^3*q*x^2-2524*a*b*c^3* r^3-127480*a*b*c^3*r^2*x-631008*a*b*c^3*r*x^2-159232*a*b*c^3*x^3+276*a*b*c^2*g^ 4+5008*a*b*c^2*g^3*p+860*a*b*c^2*g^3*q+4058*a*b*c^2*g^3*r+42944*a*b*c^2*g^3*x+ 20080*a*b*c^2*g^2*p^2+12080*a*b*c^2*g^2*p*q+23754*a*b*c^2*g^2*p*r+150752*a*b*c^ 2*g^2*p*x+724*a*b*c^2*g^2*q^2+9140*a*b*c^2*g^2*q*r+118904*a*b*c^2*g^2*q*x+2536* a*b*c^2*g^2*r^2-41136*a*b*c^2*g^2*r*x-381792*a*b*c^2*g^2*x^2+24928*a*b*c^2*g*p^ 3+32300*a*b*c^2*g*p^2*q+36322*a*b*c^2*g*p^2*r+108640*a*b*c^2*g*p^2*x+6848*a*b*c ^2*g*p*q^2+35610*a*b*c^2*g*p*q*r+282520*a*b*c^2*g*p*q*x+7284*a*b*c^2*g*p*r^2-\ 194784*a*b*c^2*g*p*r*x-997140*a*b*c^2*g*p*x^2+152*a*b*c^2*g*q^3+5034*a*b*c^2*g* q^2*r+89272*a*b*c^2*g*q^2*x+2764*a*b*c^2*g*q*r^2-70890*a*b*c^2*g*q*r*x-759636*a *b*c^2*g*q*x^2-2582*a*b*c^2*g*r^3-134554*a*b*c^2*g*r^2*x-692442*a*b*c^2*g*r*x^2 -190128*a*b*c^2*g*x^3+9004*a*b*c^2*p^4+20304*a*b*c^2*p^3*q+14824*a*b*c^2*p^3*r-\ 1428*a*b*c^2*p^3*x+9388*a*b*c^2*p^2*q^2+27662*a*b*c^2*p^2*q*r+108796*a*b*c^2*p^ 2*q*x+2750*a*b*c^2*p^2*r^2-182364*a*b*c^2*p^2*r*x-594900*a*b*c^2*p^2*x^2+768*a* b*c^2*p*q^3+9614*a*b*c^2*p*q^2*r+108700*a*b*c^2*p*q^2*x+3956*a*b*c^2*p*q*r^2-\ 171420*a*b*c^2*p*q*r*x-1002144*a*b*c^2*p*q*x^2-3718*a*b*c^2*p*r^3-167980*a*b*c^ 2*p*r^2*x-623844*a*b*c^2*p*r*x^2-82776*a*b*c^2*p*x^3+554*a*b*c^2*q^3*r+18564*a* b*c^2*q^3*x+112*a*b*c^2*q^2*r^2-34786*a*b*c^2*q^2*r*x-370788*a*b*c^2*q^2*x^2-\ 2150*a*b*c^2*q*r^3-104354*a*b*c^2*q*r^2*x-583302*a*b*c^2*q*r*x^2-82776*a*b*c^2* q*x^3-860*a*b*c^2*r^4-15196*a*b*c^2*r^3*x+82032*a*b*c^2*r^2*x^2+379208*a*b*c^2* r*x^3+14*a*b*c*g^5+550*a*b*c*g^4*p+60*a*b*c*g^4*q+562*a*b*c*g^4*r+6924*a*b*c*g^ 4*x+3772*a*b*c*g^3*p^2+1960*a*b*c*g^3*p*q+4972*a*b*c*g^3*p*r+36452*a*b*c*g^3*p* x+74*a*b*c*g^3*q^2+1749*a*b*c*g^3*q*r+26552*a*b*c*g^3*q*x+457*a*b*c*g^3*r^2-\ 9782*a*b*c*g^3*r*x-91008*a*b*c*g^3*x^2+7922*a*b*c*g^2*p^3+9916*a*b*c*g^2*p^2*q+ 12381*a*b*c*g^2*p^2*r+44878*a*b*c*g^2*p^2*x+1784*a*b*c*g^2*p*q^2+11884*a*b*c*g^ 2*p*q*r+108176*a*b*c*g^2*p*q*x+2729*a*b*c*g^2*p*r^2-60308*a*b*c*g^2*p*r*x-\ 345138*a*b*c*g^2*p*x^2+24*a*b*c*g^2*q^3+1499*a*b*c*g^2*q^2*r+29950*a*b*c*g^2*q^ 2*x+798*a*b*c*g^2*q*r^2-21949*a*b*c*g^2*q*r*x-261354*a*b*c*g^2*q*x^2-885*a*b*c* g^2*r^3-45843*a*b*c*g^2*r^2*x-240627*a*b*c*g^2*r*x^2-64808*a*b*c*g^2*x^3+6078*a *b*c*g*p^4+14008*a*b*c*g*p^3*q+10471*a*b*c*g*p^3*r+3460*a*b*c*g*p^3*x+6078*a*b* c*g*p^2*q^2+20331*a*b*c*g*p^2*q*r+97428*a*b*c*g*p^2*q*x+2304*a*b*c*g*p^2*r^2-\ 122722*a*b*c*g*p^2*r*x-425346*a*b*c*g*p^2*x^2+400*a*b*c*g*p*q^3+6715*a*b*c*g*p* q^2*r+83988*a*b*c*g*p*q^2*x+3498*a*b*c*g*p*q*r^2-102946*a*b*c*g*p*q*r*x-696240* a*b*c*g*p*q*x^2-2479*a*b*c*g*p*r^3-119138*a*b*c*g*p*r^2*x-466185*a*b*c*g*p*r*x^ 2-76564*a*b*c*g*p*x^3+332*a*b*c*g*q^3*r+11896*a*b*c*g*q^3*x+26*a*b*c*g*q^2*r^2-\ 22945*a*b*c*g*q^2*r*x-258450*a*b*c*g*q^2*x^2-1464*a*b*c*g*q*r^3-73479*a*b*c*g*q *r^2*x-431058*a*b*c*g*q*r*x^2-76564*a*b*c*g*q*x^3-574*a*b*c*g*r^4-9980*a*b*c*g* r^3*x+65940*a*b*c*g*r^2*x^2+287788*a*b*c*g*r*x^3+1480*a*b*c*p^5+5560*a*b*c*p^4* q+2632*a*b*c*p^4*r-8936*a*b*c*p^4*x+4440*a*b*c*p^3*q^2+9200*a*b*c*p^3*q*r+10896 *a*b*c*p^3*q*x+90*a*b*c*p^3*r^2-61882*a*b*c*p^3*r*x-147480*a*b*c*p^3*x^2+776*a* b*c*p^2*q^3+5744*a*b*c*p^2*q^2*r+38744*a*b*c*p^2*q^2*x+1736*a*b*c*p^2*q*r^2-\ 106488*a*b*c*p^2*q*r*x-432564*a*b*c*p^2*q*x^2-1792*a*b*c*p^2*r^3-65974*a*b*c*p^ 2*r^2*x-161116*a*b*c*p^2*r*x^2+20608*a*b*c*p^2*x^3+792*a*b*c*p*q^3*r+19104*a*b* c*p*q^3*x+142*a*b*c*p*q^2*r^2-47068*a*b*c*p*q^2*r*x-337116*a*b*c*p*q^2*x^2-2092 *a*b*c*p*q*r^3-98974*a*b*c*p*q*r^2*x-425466*a*b*c*p*q*r*x^2-30000*a*b*c*p*q*x^3 -770*a*b*c*p*r^4-10204*a*b*c*p*r^3*x+99452*a*b*c*p*r^2*x^2+285742*a*b*c*p*r*x^3 +1384*a*b*c*q^4*x-76*a*b*c*q^3*r^2-6822*a*b*c*q^3*r*x-79416*a*b*c*q^3*x^2-576*a *b*c*q^2*r^3-24808*a*b*c*q^2*r^2*x-153068*a*b*c*q^2*r*x^2+20608*a*b*c*q^2*x^3-\ 396*a*b*c*q*r^4-5160*a*b*c*q*r^3*x+70768*a*b*c*q*r^2*x^2+285742*a*b*c*q*r*x^3-\ 40*a*b*c*r^5+2992*a*b*c*r^4*x+49824*a*b*c*r^3*x^2+79536*a*b*c*r^2*x^3+16*a*b*g^ 5*p+28*a*b*g^5*r+416*a*b*g^5*x+236*a*b*g^4*p^2+84*a*b*g^4*p*q+369*a*b*g^4*p*r+ 3198*a*b*g^4*p*x+110*a*b*g^4*q*r+2106*a*b*g^4*q*x+20*a*b*g^4*r^2-1005*a*b*g^4*r *x-8364*a*b*g^4*x^2+792*a*b*g^3*p^3+904*a*b*g^3*p^2*q+1362*a*b*g^3*p^2*r+5914*a *b*g^3*p^2*x+112*a*b*g^3*p*q^2+1232*a*b*g^3*p*q*r+13416*a*b*g^3*p*q*x+326*a*b*g ^3*p*r^2-6071*a*b*g^3*p*r*x-39672*a*b*g^3*p*x^2+124*a*b*g^3*q^2*r+3106*a*b*g^3* q^2*x+36*a*b*g^3*q*r^2-2645*a*b*g^3*q*r*x-30408*a*b*g^3*q*x^2-102*a*b*g^3*r^3-\ 4941*a*b*g^3*r^2*x-25578*a*b*g^3*r*x^2-5456*a*b*g^3*x^3+980*a*b*g^2*p^4+2288*a* b*g^2*p^3*q+1782*a*b*g^2*p^3*r+1226*a*b*g^2*p^3*x+888*a*b*g^2*p^2*q^2+3612*a*b* g^2*p^2*q*r+21084*a*b*g^2*p^2*q*x+451*a*b*g^2*p^2*r^2-20422*a*b*g^2*p^2*r*x-\ 75528*a*b*g^2*p^2*x^2+36*a*b*g^2*p*q^3+1091*a*b*g^2*p*q^2*r+15648*a*b*g^2*p*q^2 *x+712*a*b*g^2*p*q*r^2-14189*a*b*g^2*p*q*r*x-117972*a*b*g^2*p*q*x^2-400*a*b*g^2 *p*r^3-20420*a*b*g^2*p*r^2*x-82737*a*b*g^2*p*r*x^2-13988*a*b*g^2*p*x^3+38*a*b*g ^2*q^3*r+1706*a*b*g^2*q^3*x-41*a*b*g^2*q^2*r^2-4226*a*b*g^2*q^2*r*x-45336*a*b*g ^2*q^2*x^2-255*a*b*g^2*q*r^3-12469*a*b*g^2*q*r^2*x-75582*a*b*g^2*q*r*x^2-13988* a*b*g^2*q*x^3-90*a*b*g^2*r^4-1364*a*b*g^2*r^3*x+14478*a*b*g^2*r^2*x^2+54494*a*b *g^2*r*x^3+488*a*b*g*p^5+1988*a*b*g*p^4*q+884*a*b*g*p^4*r-3198*a*b*g*p^4*x+1528 *a*b*g*p^3*q^2+3508*a*b*g*p^3*q*r+7260*a*b*g*p^3*q*x+45*a*b*g*p^3*r^2-21854*a*b *g*p^3*r*x-53736*a*b*g*p^3*x^2+220*a*b*g*p^2*q^3+2122*a*b*g*p^2*q^2*r+17180*a*b *g*p^2*q^2*x+864*a*b*g*p^2*q*r^2-33881*a*b*g*p^2*q*r*x-154806*a*b*g*p^2*q*x^2-\ 597*a*b*g*p^2*r^3-23382*a*b*g*p^2*r^2*x-60056*a*b*g*p^2*r*x^2+6652*a*b*g*p^2*x^ 3+258*a*b*g*p*q^3*r+6828*a*b*g*p*q^3*x+102*a*b*g*p*q^2*r^2-14159*a*b*g*p*q^2*r* x-116898*a*b*g*p*q^2*x^2-708*a*b*g*p*q*r^3-35962*a*b*g*p*q*r^2*x-168576*a*b*g*p *q*r*x^2-25024*a*b*g*p*q*x^3-260*a*b*g*p*r^4-3614*a*b*g*p*r^3*x+35062*a*b*g*p*r ^2*x^2+104741*a*b*g*p*r*x^3+270*a*b*g*q^4*x-29*a*b*g*q^3*r^2-2684*a*b*g*q^3*r*x -28176*a*b*g*q^3*x^2-196*a*b*g*q^2*r^3-8748*a*b*g*q^2*r^2*x-54883*a*b*g*q^2*r*x ^2+6652*a*b*g*q^2*x^3-141*a*b*g*q*r^4-2014*a*b*g*q*r^3*x+24794*a*b*g*q*r^2*x^2+ 104741*a*b*g*q*r*x^3-14*a*b*g*r^5+1010*a*b*g*r^4*x+16884*a*b*g*r^3*x^2+25964*a* b*g*r^2*x^3+80*a*b*p^6+536*a*b*p^5*q+125*a*b*p^5*r-1368*a*b*p^5*x+688*a*b*p^4*q ^2+1024*a*b*p^4*q*r-1470*a*b*p^4*q*x-102*a*b*p^4*r^2-6639*a*b*p^4*r*x-11202*a*b *p^4*x^2+232*a*b*p^3*q^3+1067*a*b*p^3*q^2*r+2950*a*b*p^3*q^2*x+212*a*b*p^3*q*r^ 2-19262*a*b*p^3*q*r*x-56856*a*b*p^3*q*x^2-285*a*b*p^3*r^3-7354*a*b*p^3*r^2*x-\ 5449*a*b*p^3*r*x^2+10104*a*b*p^3*x^3+276*a*b*p^2*q^3*r+4102*a*b*p^2*q^3*x+45*a* b*p^2*q^2*r^2-15035*a*b*p^2*q^2*r*x-75228*a*b*p^2*q^2*x^2-471*a*b*p^2*q*r^3-\ 21440*a*b*p^2*q*r^2*x-65625*a*b*p^2*q*r*x^2+6984*a*b*p^2*q*x^3-164*a*b*p^2*r^4-\ 1249*a*b*p^2*r^3*x+26887*a*b*p^2*r^2*x^2+52088*a*b*p^2*r*x^3+1050*a*b*p*q^4*x-\ 67*a*b*p*q^3*r^2-4028*a*b*p*q^3*r*x-35544*a*b*p*q^3*x^2-312*a*b*p*q^2*r^3-12713 *a*b*p*q^2*r^2*x-61581*a*b*p*q^2*r*x^2+6984*a*b*p*q^2*x^3-195*a*b*p*q*r^4-2544* a*b*p*q*r^3*x+32733*a*b*p*q*r^2*x^2+104664*a*b*p*q*r*x^3-26*a*b*p*r^5+812*a*b*p *r^4*x+14993*a*b*p*r^3*x^2+18558*a*b*p*r^2*x^3-476*a*b*q^4*r*x-5970*a*b*q^4*x^2 -36*a*b*q^3*r^3-1419*a*b*q^3*r^2*x-9425*a*b*q^3*r*x^2+10104*a*b*q^3*x^3-30*a*b* q^2*r^4+541*a*b*q^2*r^3*x+17654*a*b*q^2*r^2*x^2+52088*a*b*q^2*r*x^3+1146*a*b*q* r^4*x+14491*a*b*q*r^3*x^2+18558*a*b*q*r^2*x^3+32*a*b*r^5*x-1500*a*b*r^4*x^2-\ 10576*a*b*r^3*x^3+1664*a*c^7+3840*a*c^6*g+9376*a*c^6*p+2688*a*c^6*q+6064*a*c^6* r+36960*a*c^6*x+3552*a*c^5*g^2+18608*a*c^5*g*p+5200*a*c^5*g*q+12400*a*c^5*g*r+ 78992*a*c^5*g*x+17248*a*c^5*p^2+14144*a*c^5*p*q+17688*a*c^5*p*r+60832*a*c^5*p*x +1568*a*c^5*q^2+9304*a*c^5*q*r+70496*a*c^5*q*x+1720*a*c^5*r^2-44984*a*c^5*r*x-\ 231168*a*c^5*x^2+1664*a*c^4*g^3+14456*a*c^4*g^2*p+3864*a*c^4*g^2*q+10096*a*c^4* g^2*r+68088*a*c^4*g^2*x+29016*a*c^4*g*p^2+23344*a*c^4*g*p*q+30828*a*c^4*g*p*r+ 118672*a*c^4*g*p*x+2440*a*c^4*g*q^2+15940*a*c^4*g*q*r+127536*a*c^4*g*q*x+3068*a *c^4*g*r^2-72120*a*c^4*g*r*x-398616*a*c^4*g*x^2+14624*a*c^4*p^3+23904*a*c^4*p^2 *q+18828*a*c^4*p^2*r+16008*a*c^4*p^2*x+7544*a*c^4*p*q^2+24692*a*c^4*p*q*r+ 111616*a*c^4*p*q*x+1924*a*c^4*p*r^2-147400*a*c^4*p*r*x-500040*a*c^4*p*x^2+384*a *c^4*q^3+5092*a*c^4*q^2*r+51136*a*c^4*q^2*x+2156*a*c^4*q*r^2-67108*a*c^4*q*r*x-\ 412272*a*c^4*q*x^2-2056*a*c^4*r^3-79020*a*c^4*r^2*x-304996*a*c^4*r*x^2-59168*a* c^4*x^3+408*a*c^3*g^4+5508*a*c^3*g^3*p+1356*a*c^3*g^3*q+4156*a*c^3*g^3*r+30148* a*c^3*g^3*x+18480*a*c^3*g^2*p^2+14384*a*c^3*g^2*p*q+20662*a*c^3*g^2*p*r+89520*a *c^3*g^2*p*x+1360*a*c^3*g^2*q^2+10386*a*c^3*g^2*q*r+89480*a*c^3*g^2*q*x+2042*a* c^3*g^2*r^2-46150*a*c^3*g^2*r*x-273360*a*c^3*g^2*x^2+19828*a*c^3*g*p^3+32588*a* c^3*g*p^2*q+26424*a*c^3*g*p^2*r+35056*a*c^3*g*p^2*x+9808*a*c^3*g*p*q^2+35006*a* c^3*g*p*q*r+177296*a*c^3*g*p*q*x+2990*a*c^3*g*p*r^2-193934*a*c^3*g*p*r*x-694044 *a*c^3*g*p*x^2+448*a*c^3*g*q^3+6956*a*c^3*g*q^2*r+73892*a*c^3*g*q^2*x+3104*a*c^ 3*g*q*r^2-85858*a*c^3*g*q*r*x-573540*a*c^3*g*q*x^2-2900*a*c^3*g*r^3-110954*a*c^ 3*g*r^2*x-441336*a*c^3*g*r*x^2-93072*a*c^3*g*x^3+6224*a*c^3*p^4+18248*a*c^3*p^3 *q+8714*a*c^3*p^3*r-22156*a*c^3*p^3*x+11280*a*c^3*p^2*q^2+24214*a*c^3*p^2*q*r+ 44492*a*c^3*p^2*q*x-898*a*c^3*p^2*r^2-160546*a*c^3*p^2*r*x-395892*a*c^3*p^2*x^2 +1648*a*c^3*p*q^3+11580*a*c^3*p*q^2*r+73308*a*c^3*p*q^2*x+3324*a*c^3*p*q*r^2-\ 173620*a*c^3*p*q*r*x-719520*a*c^3*p*q*x^2-4172*a*c^3*p*r^3-129666*a*c^3*p*r^2*x -365900*a*c^3*p*r*x^2-20216*a*c^3*p*x^3+32*a*c^3*q^4+1158*a*c^3*q^3*r+17404*a*c ^3*q^3*x+604*a*c^3*q^2*r^2-39352*a*c^3*q^2*r*x-281988*a*c^3*q^2*x^2-2074*a*c^3* q*r^3-90912*a*c^3*q*r^2*x-390978*a*c^3*q*r*x^2-41736*a*c^3*q*x^3-880*a*c^3*r^4-\ 12344*a*c^3*r^3*x+62284*a*c^3*r^2*x^2+226952*a*c^3*r*x^3+48*a*c^2*g^5+1048*a*c^ 2*g^4*p+218*a*c^2*g^4*q+905*a*c^2*g^4*r+7180*a*c^2*g^4*x+5486*a*c^2*g^3*p^2+ 4012*a*c^2*g^3*p*q+6621*a*c^2*g^3*p*r+32380*a*c^2*g^3*p*x+314*a*c^2*g^3*q^2+ 3171*a*c^2*g^3*q*r+30260*a*c^2*g^3*q*x+609*a*c^2*g^3*r^2-15476*a*c^2*g^3*r*x-\ 94950*a*c^2*g^3*x^2+9594*a*c^2*g^2*p^3+15762*a*c^2*g^2*p^2*q+13421*a*c^2*g^2*p^ 2*r+24646*a*c^2*g^2*p^2*x+4378*a*c^2*g^2*p*q^2+17880*a*c^2*g^2*p*q*r+103248*a*c ^2*g^2*p*q*x+1664*a*c^2*g^2*p*r^2-93155*a*c^2*g^2*p*r*x-355284*a*c^2*g^2*p*x^2+ 164*a*c^2*g^2*q^3+3337*a*c^2*g^2*q^2*r+38498*a*c^2*g^2*q^2*x+1515*a*c^2*g^2*q*r ^2-40396*a*c^2*g^2*q*r*x-294630*a*c^2*g^2*q*x^2-1514*a*c^2*g^2*r^3-56808*a*c^2* g^2*r^2*x-229297*a*c^2*g^2*r*x^2-47848*a*c^2*g^2*x^3+6170*a*c^2*g*p^4+19144*a*c ^2*g*p^3*q+8703*a*c^2*g*p^3*r-20522*a*c^2*g*p^3*x+11550*a*c^2*g*p^2*q^2+26518*a *c^2*g*p^2*q*r+65180*a*c^2*g*p^2*q*x-1126*a*c^2*g*p^2*r^2-164828*a*c^2*g*p^2*r* x-417630*a*c^2*g*p^2*x^2+1536*a*c^2*g*p*q^3+12406*a*c^2*g*p*q^2*r+87310*a*c^2*g *p*q^2*x+4204*a*c^2*g*p*q*r^2-168759*a*c^2*g*p*q*r*x-758592*a*c^2*g*p*q*x^2-\ 4412*a*c^2*g*p*r^3-136872*a*c^2*g*p*r^2*x-400308*a*c^2*g*p*r*x^2-30172*a*c^2*g* p*x^3+24*a*c^2*g*q^4+1158*a*c^2*g*q^3*r+18272*a*c^2*g*q^3*x+609*a*c^2*g*q^2*r^2 -38824*a*c^2*g*q^2*r*x-297282*a*c^2*g*q^2*x^2-2148*a*c^2*g*q*r^3-96541*a*c^2*g* q*r^2*x-436073*a*c^2*g*q*r*x^2-61324*a*c^2*g*q*x^3-887*a*c^2*g*r^4-12186*a*c^2* g*r^3*x+71150*a*c^2*g*r^2*x^2+253116*a*c^2*g*r*x^3+1270*a*c^2*p^5+6848*a*c^2*p^ 4*q+1498*a*c^2*p^4*r-16028*a*c^2*p^4*x+7166*a*c^2*p^3*q^2+10739*a*c^2*p^3*q*r-\ 7488*a*c^2*p^3*q*x-1765*a*c^2*p^3*r^2-74171*a*c^2*p^3*r*x-136452*a*c^2*p^3*x^2+ 2092*a*c^2*p^2*q^3+9303*a*c^2*p^2*q^2*r+28652*a*c^2*p^2*q^2*x+1379*a*c^2*p^2*q* r^2-145655*a*c^2*p^2*q*r*x-439734*a*c^2*p^2*q*x^2-3034*a*c^2*p^2*r^3-69968*a*c^ 2*p^2*r^2*x-114643*a*c^2*p^2*r*x^2+38916*a*c^2*p^2*x^3+120*a*c^2*p*q^4+2122*a*c ^2*p*q^3*r+21472*a*c^2*p*q^3*x+799*a*c^2*p*q^2*r^2-74946*a*c^2*p*q^2*r*x-372156 *a*c^2*p*q^2*x^2-3024*a*c^2*p*q*r^3-120004*a*c^2*p*q*r^2*x-387399*a*c^2*p*q*r*x ^2+1152*a*c^2*p*q*x^3-1105*a*c^2*p*r^4-9287*a*c^2*p*r^3*x+118018*a*c^2*p*r^2*x^ 2+263410*a*c^2*p*r*x^3+90*a*c^2*q^4*r+2724*a*c^2*q^4*x-36*a*c^2*q^3*r^2-11320*a *c^2*q^3*r*x-92058*a*c^2*q^3*x^2-876*a*c^2*q^2*r^3-35809*a*c^2*q^2*r^2*x-165646 *a*c^2*q^2*r*x^2+15564*a*c^2*q^2*x^3-660*a*c^2*q*r^4-8751*a*c^2*q*r^3*x+76668*a *c^2*q*r^2*x^2+267218*a*c^2*q*r*x^3-64*a*c^2*r^5+3628*a*c^2*r^4*x+53942*a*c^2*r ^3*x^2+82204*a*c^2*r^2*x^3+2*a*c*g^6+88*a*c*g^5*p+12*a*c*g^5*q+98*a*c*g^5*r+858 *a*c*g^5*x+744*a*c*g^4*p^2+476*a*c*g^4*p*q+1011*a*c*g^4*p*r+5566*a*c*g^4*p*x+24 *a*c*g^4*q^2+444*a*c*g^4*q*r+4888*a*c*g^4*q*x+74*a*c*g^4*r^2-2866*a*c*g^4*r*x-\ 16998*a*c*g^4*x^2+1948*a*c*g^3*p^3+3142*a*c*g^3*p^2*q+2924*a*c*g^3*p^2*r+6820*a *c*g^3*p^2*x+752*a*c*g^3*p*q^2+3863*a*c*g^3*p*q*r+26028*a*c*g^3*p*q*x+399*a*c*g ^3*p*r^2-19613*a*c*g^3*p*r*x-80256*a*c*g^3*p*x^2+18*a*c*g^3*q^3+646*a*c*g^3*q^2 *r+8460*a*c*g^3*q^2*x+271*a*c*g^3*q*r^2-8644*a*c*g^3*q*r*x-67020*a*c*g^3*q*x^2-\ 345*a*c*g^3*r^3-12461*a*c*g^3*r^2*x-49425*a*c*g^3*r*x^2-8236*a*c*g^3*x^3+1926*a *c*g^2*p^4+6404*a*c*g^2*p^3*q+2730*a*c*g^2*p^3*r-6462*a*c*g^2*p^3*x+3692*a*c*g^ 2*p^2*q^2+9403*a*c*g^2*p^2*q*r+30152*a*c*g^2*p^2*q*x-496*a*c*g^2*p^2*r^2-55495* a*c*g^2*p^2*r*x-144372*a*c*g^2*p^2*x^2+416*a*c*g^2*p*q^3+4213*a*c*g^2*p*q^2*r+ 33752*a*c*g^2*p*q^2*x+1701*a*c*g^2*p*q*r^2-51622*a*c*g^2*p*q*r*x-259482*a*c*g^2 *p*q*x^2-1519*a*c*g^2*p*r^3-46535*a*c*g^2*p*r^2*x-137535*a*c*g^2*p*r*x^2-9084*a *c*g^2*p*x^3+4*a*c*g^2*q^4+347*a*c*g^2*q^3*r+5996*a*c*g^2*q^3*x+137*a*c*g^2*q^2 *r^2-12847*a*c*g^2*q^2*r*x-102960*a*c*g^2*q^2*x^2-734*a*c*g^2*q*r^3-33003*a*c*g ^2*q*r^2*x-155219*a*c*g^2*q*r*x^2-24144*a*c*g^2*q*x^3-280*a*c*g^2*r^4-3382*a*c* g^2*r^3*x+30274*a*c*g^2*r^2*x^2+95814*a*c*g^2*r*x^3+732*a*c*g*p^5+4850*a*c*g*p^ 4*q+656*a*c*g*p^4*r-11946*a*c*g*p^4*x+5104*a*c*g*p^3*q^2+7954*a*c*g*p^3*q*r-540 *a*c*g*p^3*q*x-1555*a*c*g*p^3*r^2-52421*a*c*g*p^3*r*x-96120*a*c*g*p^3*x^2+1394* a*c*g*p^2*q^3+6946*a*c*g*p^2*q^2*r+27102*a*c*g*p^2*q^2*x+1392*a*c*g*p^2*q*r^2-\ 98077*a*c*g*p^2*q*r*x-315966*a*c*g*p^2*q*x^2-2175*a*c*g*p^2*r^3-48459*a*c*g*p^2 *r^2*x-79075*a*c*g*p^2*r*x^2+29680*a*c*g*p^2*x^3+64*a*c*g*p*q^4+1499*a*c*g*p*q^ 3*r+16628*a*c*g*p*q^3*x+742*a*c*g*p*q^2*r^2-48488*a*c*g*p*q^2*r*x-264330*a*c*g* p*q^2*x^2-2031*a*c*g*p*q*r^3-86548*a*c*g*p*q*r^2*x-303541*a*c*g*p*q*r*x^2-18908 *a*c*g*p*q*x^3-726*a*c*g*p*r^4-5726*a*c*g*p*r^3*x+85480*a*c*g*p*r^2*x^2+191528* a*c*g*p*r*x^3+54*a*c*g*q^4*r+1690*a*c*g*q^4*x-45*a*c*g*q^3*r^2-7919*a*c*g*q^3*r *x-65208*a*c*g*q^3*x^2-618*a*c*g*q^2*r^3-25462*a*c*g*q^2*r^2*x-123521*a*c*g*q^2 *r*x^2+6180*a*c*g*q^2*x^3-449*a*c*g*q*r^4-6264*a*c*g*q*r^3*x+53268*a*c*g*q*r^2* x^2+194202*a*c*g*q*r*x^3-30*a*c*g*r^5+2704*a*c*g*r^4*x+37004*a*c*g*r^3*x^2+ 53358*a*c*g*r^2*x^3+96*a*c*p^6+1212*a*c*p^5*q-31*a*c*p^5*r-3600*a*c*p^5*x+1996* a*c*p^4*q^2+2118*a*c*p^4*q*r-7054*a*c*p^4*q*x-662*a*c*p^4*r^2-14143*a*c*p^4*r*x -18222*a*c*p^4*x^2+1004*a*c*p^3*q^3+3071*a*c*p^3*q^2*r+634*a*c*p^3*q^2*x+48*a*c *p^3*q*r^2-47356*a*c*p^3*q*r*x-107400*a*c*p^3*q*x^2-905*a*c*p^3*r^3-13468*a*c*p ^3*r^2*x+2351*a*c*p^3*r*x^2+22864*a*c*p^3*x^3+124*a*c*p^2*q^4+1232*a*c*p^2*q^3* r+6722*a*c*p^2*q^3*x+267*a*c*p^2*q^2*r^2-43469*a*c*p^2*q^2*r*x-156420*a*c*p^2*q ^2*x^2-1449*a*c*p^2*q*r^3-48410*a*c*p^2*q*r^2*x-103029*a*c*p^2*q*r*x^2+26648*a* c*p^2*q*x^3-428*a*c*p^2*r^4-679*a*c*p^2*r^3*x+59135*a*c*p^2*r^2*x^2+92450*a*c*p ^2*r*x^3+126*a*c*p*q^4*r+2786*a*c*p*q^4*x-59*a*c*p*q^3*r^2-13786*a*c*p*q^3*r*x-\ 81432*a*c*p*q^3*x^2-882*a*c*p*q^2*r^3-33989*a*c*p*q^2*r^2*x-119055*a*c*p*q^2*r* x^2+19008*a*c*p*q^2*x^3-631*a*c*p*q*r^4-6890*a*c*p*q*r^3*x+76093*a*c*p*q*r^2*x^ 2+195254*a*c*p*q*r*x^3-58*a*c*p*r^5+2404*a*c*p*r^4*x+29677*a*c*p*r^3*x^2+29064* a*c*p*r^2*x^3+152*a*c*q^5*x-16*a*c*q^4*r^2-1526*a*c*q^4*r*x-14190*a*c*q^4*x^2-\ 144*a*c*q^3*r^3-5333*a*c*q^3*r^2*x-25749*a*c*q^3*r*x^2+15224*a*c*q^3*x^3-150*a* c*q^2*r^4-883*a*c*q^2*r^3*x+33232*a*c*q^2*r^2*x^2+100048*a*c*q^2*r*x^3-40*a*c*q *r^5+2092*a*c*q*r^4*x+32693*a*c*q*r^3*x^2+45522*a*c*q*r^2*x^3+172*a*c*r^5*x-\ 2744*a*c*r^4*x^2-21056*a*c*r^3*x^3+2*a*g^6*p+4*a*g^6*r+38*a*g^6*x+36*a*g^5*p^2+ 16*a*g^5*p*q+59*a*g^5*p*r+362*a*g^5*p*x+22*a*g^5*q*r+296*a*g^5*q*x+2*a*g^5*r^2-\ 231*a*g^5*r*x-1242*a*g^5*x^2+140*a*g^4*p^3+210*a*g^4*p^2*q+233*a*g^4*p^2*r+630* a*g^4*p^2*x+36*a*g^4*p*q^2+294*a*g^4*p*q*r+2388*a*g^4*p*q*x+37*a*g^4*p*r^2-1547 *a*g^4*p*r*x-6810*a*g^4*p*x^2+40*a*g^4*q^2*r+646*a*g^4*q^2*x+10*a*g^4*q*r^2-761 *a*g^4*q*r*x-5778*a*g^4*q*x^2-28*a*g^4*r^3-959*a*g^4*r^2*x-3493*a*g^4*r*x^2-92* a*g^4*x^3+188*a*g^3*p^4+676*a*g^3*p^3*q+266*a*g^3*p^3*r-778*a*g^3*p^3*x+356*a*g ^3*p^2*q^2+1078*a*g^3*p^2*q*r+4450*a*g^3*p^2*q*x-72*a*g^3*p^2*r^2-6238*a*g^3*p^ 2*r*x-16578*a*g^3*p^2*x^2+28*a*g^3*p*q^3+444*a*g^3*p*q^2*r+4210*a*g^3*p*q^2*x+ 221*a*g^3*p*q*r^2-4867*a*g^3*p*q*r*x-28794*a*g^3*p*q*x^2-167*a*g^3*p*r^3-5048*a *g^3*p*r^2*x-14452*a*g^3*p*r*x^2+28*a*g^3*q^3*r+588*a*g^3*q^3*x-6*a*g^3*q^2*r^2 -1513*a*g^3*q^2*r*x-11856*a*g^3*q^2*x^2-84*a*g^3*q*r^3-3597*a*g^3*q*r^2*x-17325 *a*g^3*q*r*x^2-2432*a*g^3*q*x^3-26*a*g^3*r^4-204*a*g^3*r^3*x+4517*a*g^3*r^2*x^2 +12011*a*g^3*r*x^3+90*a*g^2*p^5+826*a*g^2*p^4*q+17*a*g^2*p^4*r-2308*a*g^2*p^4*x +866*a*g^2*p^3*q^2+1436*a*g^2*p^3*q*r+940*a*g^2*p^3*q*x-351*a*g^2*p^3*r^2-9249* a*g^2*p^3*r*x-16602*a*g^2*p^3*x^2+212*a*g^2*p^2*q^3+1253*a*g^2*p^2*q^2*r+6148*a *g^2*p^2*q^2*x+327*a*g^2*p^2*q*r^2-15757*a*g^2*p^2*q*r*x-55248*a*g^2*p^2*q*x^2-\ 390*a*g^2*p^2*r^3-8083*a*g^2*p^2*r^2*x-11701*a*g^2*p^2*r*x^2+6804*a*g^2*p^2*x^3 +6*a*g^2*p*q^4+246*a*g^2*p*q^3*r+3084*a*g^2*p*q^3*x+153*a*g^2*p*q^2*r^2-7387*a* g^2*p*q^2*r*x-45558*a*g^2*p*q^2*x^2-327*a*g^2*p*q*r^3-15089*a*g^2*p*q*r^2*x-\ 57157*a*g^2*p*q*r*x^2-6356*a*g^2*p*q*x^3-114*a*g^2*p*r^4-718*a*g^2*p*r^3*x+ 16015*a*g^2*p*r^2*x^2+34686*a*g^2*p*r*x^3+6*a*g^2*q^4*r+222*a*g^2*q^4*x-19*a*g^ 2*q^3*r^2-1458*a*g^2*q^3*r*x-11478*a*g^2*q^3*x^2-110*a*g^2*q^2*r^3-4351*a*g^2*q ^2*r^2*x-21761*a*g^2*q^2*r*x^2+892*a*g^2*q^2*x^3-73*a*g^2*q*r^4-986*a*g^2*q*r^3 *x+9827*a*g^2*q*r^2*x^2+35071*a*g^2*q*r*x^3-2*a*g^2*r^5+481*a*g^2*r^4*x+5753*a* g^2*r^3*x^2+6981*a*g^2*r^2*x^3+8*a*g*p^6+424*a*g*p^5*q-91*a*g*p^5*r-1464*a*g*p^ 5*x+736*a*g*p^4*q^2+775*a*g*p^4*q*r-2254*a*g*p^4*q*x-308*a*g*p^4*r^2-5010*a*g*p ^4*r*x-5940*a*g*p^4*x^2+356*a*g*p^3*q^3+1191*a*g*p^3*q^2*r+1328*a*g*p^3*q^2*x+ 81*a*g*p^3*q*r^2-16476*a*g*p^3*q*r*x-39264*a*g*p^3*q*x^2-323*a*g*p^3*r^3-4083*a *g*p^3*r^2*x+4003*a*g*p^3*r*x^2+9972*a*g*p^3*x^3+36*a*g*p^2*q^4+460*a*g*p^2*q^3 *r+3090*a*g*p^2*q^3*x+164*a*g*p^2*q^2*r^2-14556*a*g*p^2*q^2*r*x-57318*a*g*p^2*q ^2*x^2-472*a*g*p^2*q*r^3-17581*a*g*p^2*q*r^2*x-42539*a*g*p^2*q*r*x^2+6440*a*g*p ^2*q*x^3-126*a*g*p^2*r^4+328*a*g*p^2*r^3*x+23218*a*g*p^2*r^2*x^2+34904*a*g*p^2* r*x^3+41*a*g*p*q^4*r+994*a*g*p*q^4*x-16*a*g*p*q^3*r^2-4528*a*g*p*q^3*r*x-29016* a*g*p*q^3*x^2-313*a*g*p*q^2*r^3-12581*a*g*p*q^2*r^2*x-48973*a*g*p*q^2*r*x^2+ 2012*a*g*p*q^2*x^3-216*a*g*p*q*r^4-2736*a*g*p*q*r^3*x+24420*a*g*p*q*r^2*x^2+ 69297*a*g*p*q*r*x^3-12*a*g*p*r^5+908*a*g*p*r^4*x+9901*a*g*p*r^3*x^2+8235*a*g*p* r^2*x^3+22*a*g*q^5*x-6*a*g*q^4*r^2-586*a*g*q^4*r*x-5022*a*g*q^4*x^2-50*a*g*q^3* r^3-1881*a*g*q^3*r^2*x-9118*a*g*q^3*r*x^2+5544*a*g*q^3*x^3-54*a*g*q^2*r^4-370*a *g*q^2*r^3*x+11775*a*g*q^2*r^2*x^2+36959*a*g*q^2*r*x^3-14*a*g*q*r^5+734*a*g*q*r ^4*x+11884*a*g*q*r^3*x^2+17328*a*g*q*r^2*x^3+40*a*g*r^5*x-1042*a*g*r^4*x^2-7152 *a*g*r^3*x^3+80*a*p^6*q-20*a*p^6*r-240*a*p^6*x+198*a*p^5*q^2+147*a*p^5*q*r-912* a*p^5*q*x-70*a*p^5*r^2-805*a*p^5*r*x-456*a*p^5*x^2+156*a*p^4*q^3+346*a*p^4*q^2* r-818*a*p^4*q^2*x-43*a*p^4*q*r^2-5012*a*p^4*q*r*x-8424*a*p^4*q*x^2-90*a*p^4*r^3 -597*a*p^4*r^2*x+2991*a*p^4*r*x^2+2900*a*p^4*x^3+38*a*p^3*q^4+222*a*p^3*q^3*r+ 266*a*p^3*q^3*x+13*a*p^3*q^2*r^2-7532*a*p^3*q^2*r*x-20124*a*p^3*q^2*x^2-233*a*p ^3*q*r^3-5926*a*p^3*q*r^2*x-5470*a*p^3*q*r*x^2+6544*a*p^3*q*x^3-50*a*p^3*r^4+ 307*a*p^3*r^3*x+7325*a*p^3*r^2*x^2+7959*a*p^3*r*x^3+43*a*p^2*q^4*r+538*a*p^2*q^ 4*x-19*a*p^2*q^3*r^2-4113*a*p^2*q^3*r*x-17610*a*p^2*q^3*x^2-213*a*p^2*q^2*r^3-\ 7486*a*p^2*q^2*r^2*x-17683*a*p^2*q^2*r*x^2+6820*a*p^2*q^2*x^3-149*a*p^2*q*r^4-\ 1216*a*p^2*q*r^3*x+17817*a*p^2*q*r^2*x^2+33839*a*p^2*q*r*x^3-10*a*p^2*r^5+430*a *p^2*r^4*x+2971*a*p^2*r^3*x^2-1626*a*p^2*r^2*x^3+126*a*p*q^5*x-14*a*p*q^4*r^2-\ 860*a*p*q^4*r*x-6264*a*p*q^4*x^2-78*a*p*q^3*r^3-2725*a*p*q^3*r^2*x-10097*a*p*q^ 3*r*x^2+5608*a*p*q^3*x^3-78*a*p*q^2*r^4-578*a*p*q^2*r^3*x+14408*a*p*q^2*r^2*x^2 +36967*a*p*q^2*r*x^3-26*a*p*q*r^5+617*a*p*q*r^4*x+10964*a*p*q*r^3*x^2+13062*a*p *q*r^2*x^3+91*a*p*r^5*x-640*a*p*r^4*x^2-5556*a*p*r^3*x^3-72*a*q^5*r*x-810*a*q^5 *x^2-6*a*q^4*r^3-191*a*q^4*r^2*x-875*a*q^4*r*x^2+2432*a*q^4*x^3-6*a*q^3*r^4+229 *a*q^3*r^3*x+4682*a*q^3*r^2*x^2+11087*a*q^3*r*x^3+402*a*q^2*r^4*x+4141*a*q^2*r^ 3*x^2+2924*a*q^2*r^2*x^3+41*a*q*r^5*x-984*a*q*r^4*x^2-7044*a*q*r^3*x^3-30*a*r^5 *x^2+380*a*r^4*x^3-480*b^6*x^2+1504*b^5*c^2*x+848*b^5*c*g*x+1872*b^5*c*p*x+672* b^5*c*r*x-2784*b^5*c*x^2+112*b^5*g^2*x+560*b^5*g*p*x+160*b^5*g*r*x-1488*b^5*g*x ^2+560*b^5*p^2*x+136*b^5*p*r*x-1488*b^5*p*x^2-2352*b^5*q*x^2-8*b^5*r^2*x-1728*b ^5*r*x^2+192*b^5*x^3+64*b^4*c^4+64*b^4*c^3*g+288*b^4*c^3*p+144*b^4*c^3*r+9632*b ^4*c^3*x+16*b^4*c^2*g^2+224*b^4*c^2*g*p+120*b^4*c^2*g*r+9456*b^4*c^2*g*x+400*b^ 4*c^2*p^2+336*b^4*c^2*p*r+14992*b^4*c^2*p*x+4480*b^4*c^2*q*x-8*b^4*c^2*r^2+3368 *b^4*c^2*r*x-24240*b^4*c^2*x^2+40*b^4*c*g^2*p+24*b^4*c*g^2*r+2944*b^4*c*g^2*x+ 224*b^4*c*g*p^2+220*b^4*c*g*p*r+10616*b^4*c*g*p*x+2432*b^4*c*g*q*x+4*b^4*c*g*r^ 2+2372*b^4*c*g*r*x-16536*b^4*c*g*x^2+216*b^4*c*p^3+244*b^4*c*p^2*r+7328*b^4*c*p ^2*x+5936*b^4*c*p*q*x-20*b^4*c*p*r^2+964*b^4*c*p*r*x-29928*b^4*c*p*x^2+1504*b^4 *c*q*r*x-18672*b^4*c*q*x^2-24*b^4*c*r^3-888*b^4*c*r^2*x-27208*b^4*c*r*x^2-9984* b^4*c*x^3+280*b^4*g^3*x+24*b^4*g^2*p^2+28*b^4*g^2*p*r+1800*b^4*g^2*p*x+288*b^4* g^2*q*x-4*b^4*g^2*r^2+268*b^4*g^2*r*x-3312*b^4*g^2*x^2+64*b^4*g*p^3+92*b^4*g*p^ 2*r+2808*b^4*g*p^2*x+1696*b^4*g*p*q*x+12*b^4*g*p*r^2+576*b^4*g*p*r*x-9420*b^4*g *p*x^2+312*b^4*g*q*r*x-7908*b^4*g*q*x^2-168*b^4*g*r^2*x-8672*b^4*g*r*x^2-2344*b ^4*g*x^3+40*b^4*p^4+56*b^4*p^3*r+1120*b^4*p^3*x+1856*b^4*p^2*q*x-16*b^4*p^2*r^2 -216*b^4*p^2*r*x-8232*b^4*p^2*x^2+88*b^4*p*q*r*x-8280*b^4*p*q*x^2-24*b^4*p*r^3-\ 1020*b^4*p*r^2*x-12144*b^4*p*r*x^2-4832*b^4*p*x^3-4440*b^4*q^2*x^2+88*b^4*q*r^2 *x-4068*b^4*q*r*x^2+3888*b^4*q*x^3+200*b^4*r^3*x+2488*b^4*r^2*x^2+9716*b^4*r*x^ 3+384*b^3*c^5+544*b^3*c^4*g+1856*b^3*c^4*p+160*b^3*c^4*q+960*b^3*c^4*r+25600*b^ 3*c^4*x+256*b^3*c^3*g^2+2176*b^3*c^3*g*p+160*b^3*c^3*g*q+1176*b^3*c^3*g*r+35376 *b^3*c^3*g*x+2944*b^3*c^3*p^2+736*b^3*c^3*p*q+2616*b^3*c^3*p*r+46160*b^3*c^3*p* x+408*b^3*c^3*q*r+23664*b^3*c^3*q*x+72*b^3*c^3*r^2+2456*b^3*c^3*r*x-103104*b^3* c^3*x^2+40*b^3*c^2*g^3+816*b^3*c^2*g^2*p+40*b^3*c^2*g^2*q+468*b^3*c^2*g^2*r+ 17568*b^3*c^2*g^2*x+2744*b^3*c^2*g*p^2+576*b^3*c^2*g*p*q+2644*b^3*c^2*g*p*r+ 51664*b^3*c^2*g*p*x+348*b^3*c^2*g*q*r+23048*b^3*c^2*g*q*x+104*b^3*c^2*g*r^2+ 4472*b^3*c^2*g*r*x-102288*b^3*c^2*g*x^2+2032*b^3*c^2*p^3+1048*b^3*c^2*p^2*q+ 2504*b^3*c^2*p^2*r+28160*b^3*c^2*p^2*x+924*b^3*c^2*p*q*r+37936*b^3*c^2*p*q*x+ 160*b^3*c^2*p*r^2-8508*b^3*c^2*p*r*x-167424*b^3*c^2*p*x^2+5128*b^3*c^2*q^2*x-48 *b^3*c^2*q*r^2+4000*b^3*c^2*q*r*x-101136*b^3*c^2*q*x^2-192*b^3*c^2*r^3-9204*b^3 *c^2*r^2*x-126340*b^3*c^2*r*x^2-44160*b^3*c^2*x^3+96*b^3*c*g^3*p+60*b^3*c*g^3*r +3644*b^3*c*g^3*x+760*b^3*c*g^2*p^2+104*b^3*c*g^2*p*q+806*b^3*c*g^2*p*r+18720*b ^3*c*g^2*p*x+72*b^3*c*g^2*q*r+6968*b^3*c*g^2*q*x+2*b^3*c*g^2*r^2+1438*b^3*c*g^2 *r*x-35592*b^3*c*g^2*x^2+1328*b^3*c*g*p^3+592*b^3*c*g*p^2*q+1812*b^3*c*g*p^2*r+ 22776*b^3*c*g*p^2*x+604*b^3*c*g*p*q*r+26600*b^3*c*g*p*q*x+232*b^3*c*g*p*r^2-\ 2890*b^3*c*g*p*r*x-112152*b^3*c*g*p*x^2+2620*b^3*c*g*q^2*x-16*b^3*c*g*q*r^2+ 2976*b^3*c*g*q*r*x-68796*b^3*c*g*q*x^2-92*b^3*c*g*r^3-5724*b^3*c*g*r^2*x-87966* b^3*c*g*r*x^2-31920*b^3*c*g*x^3+632*b^3*c*p^4+584*b^3*c*p^3*q+1002*b^3*c*p^3*r+ 6452*b^3*c*p^3*x+660*b^3*c*p^2*q*r+18464*b^3*c*p^2*q*x+86*b^3*c*p^2*r^2-9528*b^ 3*c*p^2*r*x-82584*b^3*c*p^2*x^2+7228*b^3*c*p*q^2*x-96*b^3*c*p*q*r^2-2302*b^3*c* p*q*r*x-103188*b^3*c*p*q*x^2-252*b^3*c*p*r^3-12718*b^3*c*p*r^2*x-105290*b^3*c*p *r*x^2-28960*b^3*c*p*x^3+872*b^3*c*q^2*r*x-35412*b^3*c*q^2*x^2-72*b^3*c*q*r^3-\ 2414*b^3*c*q*r^2*x-61004*b^3*c*q*r*x^2+2616*b^3*c*q*x^3-24*b^3*c*r^4+102*b^3*c* r^3*x+8728*b^3*c*r^2*x^2+66296*b^3*c*r*x^3+252*b^3*g^4*x+56*b^3*g^3*p^2+68*b^3* g^3*p*r+2164*b^3*g^3*p*x+616*b^3*g^3*q*x-12*b^3*g^3*r^2-12*b^3*g^3*r*x-4524*b^3 *g^3*x^2+200*b^3*g^2*p^3+64*b^3*g^2*p^2*q+310*b^3*g^2*p^2*r+4524*b^3*g^2*p^2*x+ 76*b^3*g^2*p*q*r+4416*b^3*g^2*p*q*x+50*b^3*g^2*p*r^2+2*b^3*g^2*p*r*x-18510*b^3* g^2*p*x^2+252*b^3*g^2*q^2*x-16*b^3*g^2*q*r^2+192*b^3*g^2*q*r*x-12666*b^3*g^2*q* x^2-12*b^3*g^2*r^3-782*b^3*g^2*r^2*x-14038*b^3*g^2*r*x^2-4420*b^3*g^2*x^3+216*b ^3*g*p^4+176*b^3*g*p^3*q+376*b^3*g*p^3*r+2896*b^3*g*p^3*x+248*b^3*g*p^2*q*r+ 7068*b^3*g*p^2*q*x+68*b^3*g*p^2*r^2-2582*b^3*g*p^2*r*x-28692*b^3*g*p^2*x^2+1940 *b^3*g*p*q^2*x+16*b^3*g*p*q*r^2-240*b^3*g*p*q*r*x-33450*b^3*g*p*q*x^2-68*b^3*g* p*r^3-4506*b^3*g*p*r^2*x-39074*b^3*g*p*r*x^2-13072*b^3*g*p*x^3+60*b^3*g*q^2*r*x -13842*b^3*g*q^2*x^2-460*b^3*g*q*r^2*x-18846*b^3*g*q*r*x^2+4076*b^3*g*q*x^3+130 *b^3*g*r^3*x+4366*b^3*g*r^2*x^2+25462*b^3*g*r*x^3+72*b^3*p^5+112*b^3*p^4*q+142* b^3*p^4*r+356*b^3*p^4*x+148*b^3*p^3*q*r+2696*b^3*p^3*q*x+22*b^3*p^3*r^2-2254*b^ 3*p^3*r*x-12588*b^3*p^3*x^2+2388*b^3*p^2*q^2*x-64*b^3*p^2*q*r^2-1686*b^3*p^2*q* r*x-25884*b^3*p^2*q*x^2-72*b^3*p^2*r^3-3184*b^3*p^2*r^2*x-19768*b^3*p^2*r*x^2-\ 2912*b^3*p^2*x^3-366*b^3*p*q^2*r*x-14748*b^3*p*q^2*x^2-72*b^3*p*q*r^3-2672*b^3* p*q*r^2*x-27834*b^3*p*q*r*x^2-2880*b^3*p*q*x^3-24*b^3*p*r^4-240*b^3*p*r^3*x+ 3662*b^3*p*r^2*x^2+23896*b^3*p*r*x^3-4212*b^3*q^3*x^2+270*b^3*q^2*r^2*x-3172*b^ 3*q^2*r*x^2+8752*b^3*q^2*x^3+606*b^3*q*r^3*x+7178*b^3*q*r^2*x^2+23652*b^3*q*r*x ^3+120*b^3*r^4*x+1720*b^3*r^3*x^2+2084*b^3*r^2*x^3+896*b^2*c^6+1632*b^2*c^5*g+ 4672*b^2*c^5*p+736*b^2*c^5*q+2528*b^2*c^5*r+36192*b^2*c^5*x+1104*b^2*c^4*g^2+ 7264*b^2*c^4*g*p+1056*b^2*c^4*g*q+4040*b^2*c^4*g*r+63264*b^2*c^4*g*x+8336*b^2*c ^4*p^2+3680*b^2*c^4*p*q+7712*b^2*c^4*p*r+71696*b^2*c^4*p*x+144*b^2*c^4*q^2+2104 *b^2*c^4*q*r+49232*b^2*c^4*q*x+416*b^2*c^4*r^2-11432*b^2*c^4*r*x-203472*b^2*c^4 *x^2+328*b^2*c^3*g^3+4088*b^2*c^3*g^2*p+504*b^2*c^3*g^2*q+2360*b^2*c^3*g^2*r+ 42504*b^2*c^3*g^2*x+10808*b^2*c^3*g*p^2+4400*b^2*c^3*g*p*q+10512*b^2*c^3*g*p*r+ 108104*b^2*c^3*g*p*x+144*b^2*c^3*g*q^2+2644*b^2*c^3*g*q*r+68120*b^2*c^3*g*q*x+ 620*b^2*c^3*g*r^2-10876*b^2*c^3*g*r*x-274560*b^2*c^3*g*x^2+6904*b^2*c^3*p^3+ 6008*b^2*c^3*p^2*q+8768*b^2*c^3*p^2*r+47976*b^2*c^3*p^2*x+680*b^2*c^3*p*q^2+ 5560*b^2*c^3*p*q*r+89600*b^2*c^3*p*q*x+976*b^2*c^3*p*r^2-49512*b^2*c^3*p*r*x-\ 398160*b^2*c^3*p*x^2+420*b^2*c^3*q^2*r+21048*b^2*c^3*q^2*x+36*b^2*c^3*q*r^2-\ 7148*b^2*c^3*q*r*x-268848*b^2*c^3*q*x^2-648*b^2*c^3*r^3-32208*b^2*c^3*r^2*x-\ 265928*b^2*c^3*r*x^2-74208*b^2*c^3*x^3+36*b^2*c^2*g^4+976*b^2*c^2*g^3*p+80*b^2* c^2*g^3*q+594*b^2*c^2*g^3*r+13544*b^2*c^2*g^3*x+4864*b^2*c^2*g^2*p^2+1688*b^2*c ^2*g^2*p*q+5036*b^2*c^2*g^2*p*r+59440*b^2*c^2*g^2*p*x+36*b^2*c^2*g^2*q^2+1084*b ^2*c^2*g^2*q*r+33544*b^2*c^2*g^2*q*x+222*b^2*c^2*g^2*r^2-4540*b^2*c^2*g^2*r*x-\ 140928*b^2*c^2*g^2*x^2+6968*b^2*c^2*g*p^3+5728*b^2*c^2*g*p^2*q+9426*b^2*c^2*g*p ^2*r+59308*b^2*c^2*g*p^2*x+536*b^2*c^2*g*p*q^2+5692*b^2*c^2*g*p*q*r+100512*b^2* c^2*g*p*q*x+1384*b^2*c^2*g*p*r^2-42846*b^2*c^2*g*p*r*x-411168*b^2*c^2*g*p*x^2+ 366*b^2*c^2*g*q^2*r+20116*b^2*c^2*g*q^2*x+56*b^2*c^2*g*q*r^2-3508*b^2*c^2*g*q*r *x-269484*b^2*c^2*g*q*x^2-594*b^2*c^2*g*r^3-32322*b^2*c^2*g*r^2*x-284554*b^2*c^ 2*g*r*x^2-87320*b^2*c^2*g*x^3+2876*b^2*c^2*p^4+4264*b^2*c^2*p^3*q+4592*b^2*c^2* p^3*r+10956*b^2*c^2*p^3*x+996*b^2*c^2*p^2*q^2+5212*b^2*c^2*p^2*q*r+53592*b^2*c^ 2*p^2*q*x+686*b^2*c^2*p^2*r^2-52524*b^2*c^2*p^2*r*x-270228*b^2*c^2*p^2*x^2+924* b^2*c^2*p*q^2*r+34572*b^2*c^2*p*q^2*x+72*b^2*c^2*p*q*r^2-33266*b^2*c^2*p*q*r*x-\ 393324*b^2*c^2*p*q*x^2-1048*b^2*c^2*p*r^3-52866*b^2*c^2*p*r^2*x-305282*b^2*c^2* p*r*x^2-55000*b^2*c^2*p*x^3+2824*b^2*c^2*q^3*x-74*b^2*c^2*q^2*r^2-1678*b^2*c^2* q^2*r*x-133080*b^2*c^2*q^2*x^2-468*b^2*c^2*q*r^3-20124*b^2*c^2*q*r^2*x-223222*b ^2*c^2*q*r*x^2-12224*b^2*c^2*q*x^3-162*b^2*c^2*r^4-2626*b^2*c^2*r^3*x+23796*b^2 *c^2*r^2*x^2+184492*b^2*c^2*r*x^3+82*b^2*c*g^4*p+54*b^2*c*g^4*r+1988*b^2*c*g^4* x+864*b^2*c*g^3*p^2+204*b^2*c*g^3*p*q+972*b^2*c*g^3*p*r+14020*b^2*c*g^3*p*x+144 *b^2*c*g^3*q*r+6776*b^2*c*g^3*q*x-18*b^2*c*g^3*r^2-1494*b^2*c*g^3*r*x-33582*b^2 *c*g^3*x^2+2212*b^2*c*g^2*p^3+1628*b^2*c*g^2*p^2*q+3242*b^2*c*g^2*p^2*r+23816*b ^2*c*g^2*p^2*x+98*b^2*c*g^2*p*q^2+1759*b^2*c*g^2*p*q*r+36292*b^2*c*g^2*p*q*x+ 553*b^2*c*g^2*p*r^2-11664*b^2*c*g^2*p*r*x-139938*b^2*c*g^2*p*x^2+78*b^2*c*g^2*q ^2*r+5776*b^2*c*g^2*q^2*x-61*b^2*c*g^2*q*r^2-1127*b^2*c*g^2*q*r*x-91176*b^2*c*g ^2*q*x^2-191*b^2*c*g^2*r^3-10354*b^2*c*g^2*r^2*x-96223*b^2*c*g^2*r*x^2-28956*b^ 2*c*g^2*x^3+1996*b^2*c*g*p^4+2860*b^2*c*g*p^3*q+3398*b^2*c*g*p^3*r+10670*b^2*c* g*p^3*x+568*b^2*c*g*p^2*q^2+3814*b^2*c*g*p^2*q*r+43952*b^2*c*g*p^2*q*x+720*b^2* c*g*p^2*r^2-33389*b^2*c*g*p^2*r*x-191754*b^2*c*g*p^2*x^2+603*b^2*c*g*p*q^2*r+ 23918*b^2*c*g*p*q^2*x+272*b^2*c*g*p*q*r^2-17213*b^2*c*g*p*q*r*x-265686*b^2*c*g* p*q*x^2-649*b^2*c*g*p*r^3-37493*b^2*c*g*p*r^2*x-228956*b^2*c*g*p*r*x^2-52452*b^ 2*c*g*p*x^3+1308*b^2*c*g*q^3*x-43*b^2*c*g*q^2*r^2-1033*b^2*c*g*q^2*r*x-91668*b^ 2*c*g*q^2*x^2-238*b^2*c*g*q*r^3-12448*b^2*c*g*q*r^2*x-153745*b^2*c*g*q*r*x^2-\ 8672*b^2*c*g*q*x^3-87*b^2*c*g*r^4-1658*b^2*c*g*r^3*x+19340*b^2*c*g*r^2*x^2+ 137778*b^2*c*g*r*x^3+574*b^2*c*p^5+1356*b^2*c*p^4*q+1088*b^2*c*p^4*r-456*b^2*c* p^4*x+574*b^2*c*p^3*q^2+2043*b^2*c*p^3*q*r+11512*b^2*c*p^3*q*x+189*b^2*c*p^3*r^ 2-20349*b^2*c*p^3*r*x-74868*b^2*c*p^3*x^2+649*b^2*c*p^2*q^2*r+16780*b^2*c*p^2*q ^2*x-15*b^2*c*p^2*q*r^2-25835*b^2*c*p^2*q*r*x-182814*b^2*c*p^2*q*x^2-514*b^2*c* p^2*r^3-24042*b^2*c*p^2*r^2*x-99871*b^2*c*p^2*r*x^2-1388*b^2*c*p^2*x^3+4216*b^2 *c*p*q^3*x-137*b^2*c*p*q^2*r^2-7348*b^2*c*p*q^2*r*x-123084*b^2*c*p*q^2*x^2-606* b^2*c*p*q*r^3-26068*b^2*c*p*q*r^2*x-183079*b^2*c*p*q*r*x^2-8176*b^2*c*p*q*x^3-\ 189*b^2*c*p*r^4-2623*b^2*c*p*r^3*x+33400*b^2*c*p*r^2*x^2+143796*b^2*c*p*r*x^3-\ 208*b^2*c*q^3*r*x-28830*b^2*c*q^3*x^2-78*b^2*c*q^2*r^3-2319*b^2*c*q^2*r^2*x-\ 47610*b^2*c*q^2*r*x^2+28820*b^2*c*q^2*x^3-48*b^2*c*q*r^4+1209*b^2*c*q*r^3*x+ 30322*b^2*c*q*r^2*x^2+136198*b^2*c*q*r*x^3+1152*b^2*c*r^4*x+18682*b^2*c*r^3*x^2 +33520*b^2*c*r^2*x^3+98*b^2*g^5*x+46*b^2*g^4*p^2+59*b^2*g^4*p*r+1182*b^2*g^4*p* x+440*b^2*g^4*q*x-13*b^2*g^4*r^2-257*b^2*g^4*r*x-3162*b^2*g^4*x^2+216*b^2*g^3*p ^3+124*b^2*g^3*p^2*q+352*b^2*g^3*p^2*r+3106*b^2*g^3*p^2*x+150*b^2*g^3*p*q*r+ 4144*b^2*g^3*p*q*x+60*b^2*g^3*p*r^2-1032*b^2*g^3*p*r*x-15834*b^2*g^3*p*x^2+442* b^2*g^3*q^2*x-34*b^2*g^3*q*r^2-450*b^2*g^3*q*r*x-10878*b^2*g^3*q*x^2-24*b^2*g^3 *r^3-1048*b^2*g^3*r^2*x-9919*b^2*g^3*r*x^2-2264*b^2*g^3*x^3+332*b^2*g^2*p^4+444 *b^2*g^2*p^3*q+612*b^2*g^2*p^3*r+2432*b^2*g^2*p^3*x+62*b^2*g^2*p^2*q^2+661*b^2* g^2*p^2*q*r+8824*b^2*g^2*p^2*q*x+167*b^2*g^2*p^2*r^2-5034*b^2*g^2*p^2*r*x-33504 *b^2*g^2*p^2*x^2+75*b^2*g^2*p*q^2*r+3854*b^2*g^2*p*q^2*x+67*b^2*g^2*p*q*r^2-\ 1845*b^2*g^2*p*q*r*x-43494*b^2*g^2*p*q*x^2-96*b^2*g^2*p*r^3-6356*b^2*g^2*p*r^2* x-41029*b^2*g^2*p*r*x^2-10676*b^2*g^2*p*x^3+76*b^2*g^2*q^3*x-21*b^2*g^2*q^2*r^2 -447*b^2*g^2*q^2*r*x-16362*b^2*g^2*q^2*x^2-30*b^2*g^2*q*r^3-1659*b^2*g^2*q*r^2* x-24075*b^2*g^2*q*r*x^2+520*b^2*g^2*q*x^3-9*b^2*g^2*r^4-146*b^2*g^2*r^3*x+4514* b^2*g^2*r^2*x^2+25467*b^2*g^2*r*x^3+204*b^2*g*p^5+476*b^2*g*p^4*q+410*b^2*g*p^4 *r+98*b^2*g*p^4*x+176*b^2*g*p^3*q^2+776*b^2*g*p^3*q*r+5404*b^2*g*p^3*q*x+102*b^ 2*g*p^3*r^2-6926*b^2*g*p^3*r*x-27462*b^2*g*p^3*x^2+243*b^2*g*p^2*q^2*r+6424*b^2 *g*p^2*q^2*x+62*b^2*g*p^2*q*r^2-7611*b^2*g*p^2*q*r*x-63954*b^2*g*p^2*q*x^2-173* b^2*g*p^2*r^3-8887*b^2*g*p^2*r^2*x-39547*b^2*g*p^2*r*x^2-3164*b^2*g*p^2*x^3+ 1036*b^2*g*p*q^3*x-b^2*g*p*q^2*r^2-2170*b^2*g*p*q^2*r*x-41136*b^2*g*p*q^2*x^2-\ 178*b^2*g*p*q*r^3-9373*b^2*g*p*q*r^2*x-69069*b^2*g*p*q*r*x^2-8492*b^2*g*p*q*x^3 -69*b^2*g*p*r^4-1301*b^2*g*p*r^3*x+10178*b^2*g*p*r^2*x^2+51733*b^2*g*p*r*x^3-\ 218*b^2*g*q^3*r*x-10818*b^2*g*q^3*x^2-402*b^2*g*q^2*r^2*x-13553*b^2*g*q^2*r*x^2 +13836*b^2*g*q^2*x^3+599*b^2*g*q*r^3*x+13202*b^2*g*q*r^2*x^2+51878*b^2*g*q*r*x^ 3+283*b^2*g*r^4*x+5682*b^2*g*r^3*x^2+9426*b^2*g*r^2*x^3+42*b^2*p^6+156*b^2*p^5* q+89*b^2*p^5*r-320*b^2*p^5*x+114*b^2*p^4*q^2+285*b^2*p^4*q*r+484*b^2*p^4*q*x+16 *b^2*p^4*r^2-2598*b^2*p^4*r*x-6972*b^2*p^4*x^2+142*b^2*p^3*q^2*r+2296*b^2*p^3*q ^2*x+9*b^2*p^3*q*r^2-5459*b^2*p^3*q*r*x-26706*b^2*p^3*q*x^2-67*b^2*p^3*r^3-3187 *b^2*p^3*r^2*x-8268*b^2*p^3*r*x^2+2992*b^2*p^3*x^3+1492*b^2*p^2*q^3*x-84*b^2*p^ 2*q^2*r^2-2823*b^2*p^2*q^2*r*x-29220*b^2*p^2*q^2*x^2-168*b^2*p^2*q*r^3-6457*b^2 *p^2*q*r^2*x-34070*b^2*p^2*q*r*x^2+1900*b^2*p^2*q*x^3-36*b^2*p^2*r^4-230*b^2*p^ 2*r^3*x+10407*b^2*p^2*r^2*x^2+27897*b^2*p^2*r*x^3-532*b^2*p*q^3*r*x-11634*b^2*p *q^3*x^2-78*b^2*p*q^2*r^3-2523*b^2*p*q^2*r^2*x-22521*b^2*p*q^2*r*x^2+6488*b^2*p *q^2*x^3-48*b^2*p*q*r^4-51*b^2*p*q*r^3*x+11594*b^2*p*q*r^2*x^2+49204*b^2*p*q*r* x^3+597*b^2*p*r^4*x+8032*b^2*p*r^3*x^2+12886*b^2*p*r^2*x^3-2148*b^2*q^4*x^2+272 *b^2*q^3*r^2*x-729*b^2*q^3*r*x^2+7580*b^2*q^3*x^3+663*b^2*q^2*r^3*x+7549*b^2*q^ 2*r^2*x^2+21063*b^2*q^2*r*x^3+222*b^2*q*r^4*x+2714*b^2*q*r^3*x^2+1122*b^2*q*r^2 *x^3-30*b^2*r^5*x-824*b^2*r^4*x^2-4544*b^2*r^3*x^3+896*b*c^7+2016*b*c^6*g+5184* b*c^6*p+1120*b*c^6*q+2976*b*c^6*r+27360*b*c^6*x+1792*b*c^5*g^2+10080*b*c^5*g*p+ 2080*b*c^5*g*q+5864*b*c^5*g*r+57104*b*c^5*g*x+10400*b*c^5*p^2+6208*b*c^5*p*q+ 10008*b*c^5*p*r+57248*b*c^5*p*x+448*b*c^5*q^2+3720*b*c^5*q*r+48544*b*c^5*q*x+ 776*b*c^5*r^2-21576*b*c^5*r*x-188928*b*c^5*x^2+784*b*c^4*g^3+7584*b*c^4*g^2*p+ 1440*b*c^4*g^2*q+4500*b*c^4*g^2*r+47640*b*c^4*g^2*x+17296*b*c^4*g*p^2+9904*b*c^ 4*g*p*q+17128*b*c^4*g*p*r+106848*b*c^4*g*p*x+648*b*c^4*g*q^2+6116*b*c^4*g*q*r+ 85552*b*c^4*g*q*x+1308*b*c^4*g*r^2-33736*b*c^4*g*r*x-325512*b*c^4*g*x^2+10016*b *c^4*p^3+11536*b*c^4*p^2*q+12940*b*c^4*p^2*r+37696*b*c^4*p^2*x+2336*b*c^4*p*q^2 +11136*b*c^4*p*q*r+95920*b*c^4*p*q*x+1752*b*c^4*p*r^2-81428*b*c^4*p*r*x-432624* b*c^4*p*x^2+56*b*c^4*q^3+1480*b*c^4*q^2*r+30600*b*c^4*q^2*x+516*b*c^4*q*r^2-\ 26984*b*c^4*q*r*x-322872*b*c^4*q*x^2-996*b*c^4*r^3-46668*b*c^4*r^2*x-270068*b*c ^4*r*x^2-59168*b*c^4*x^3+168*b*c^3*g^4+2736*b*c^3*g^3*p+440*b*c^3*g^3*q+1674*b* c^3*g^3*r+20116*b*c^3*g^3*x+10816*b*c^3*g^2*p^2+5744*b*c^3*g^2*p*q+11134*b*c^3* g^2*p*r+77432*b*c^3*g^2*p*x+312*b*c^3*g^2*q^2+3686*b*c^3*g^2*q*r+57648*b*c^3*g^ 2*q*x+730*b*c^3*g^2*r^2-21714*b*c^3*g^2*r*x-223440*b*c^3*g^2*x^2+13640*b*c^3*g* p^3+15400*b*c^3*g*p^2*q+18298*b*c^3*g*p^2*r+62204*b*c^3*g*p^2*x+2840*b*c^3*g*p* q^2+15492*b*c^3*g*p*q*r+146024*b*c^3*g*p*q*x+2780*b*c^3*g*p*r^2-105136*b*c^3*g* p*r*x-604788*b*c^3*g*p*x^2+56*b*c^3*g*q^3+1906*b*c^3*g*q^2*r+42112*b*c^3*g*q^2* x+704*b*c^3*g*q*r^2-31452*b*c^3*g*q*r*x-440364*b*c^3*g*q*x^2-1326*b*c^3*g*r^3-\ 63990*b*c^3*g*r^2*x-386004*b*c^3*g*r*x^2-93072*b*c^3*g*x^3+5120*b*c^3*p^4+9880* b*c^3*p^3*q+8066*b*c^3*p^3*r+3436*b*c^3*p^3*x+3936*b*c^3*p^2*q^2+12542*b*c^3*p^ 2*q*r+62340*b*c^3*p^2*q*x+1174*b*c^3*p^2*r^2-99114*b*c^3*p^2*r*x-368532*b*c^3*p ^2*x^2+272*b*c^3*p*q^3+3796*b*c^3*p*q^2*r+55652*b*c^3*p*q^2*x+1060*b*c^3*p*q*r^ 2-86868*b*c^3*p*q*r*x-596448*b*c^3*p*q*x^2-2036*b*c^3*p*r^3-89746*b*c^3*p*r^2*x -381468*b*c^3*p*r*x^2-41736*b*c^3*p*x^3+186*b*c^3*q^3*r+8084*b*c^3*q^3*x-52*b*c ^3*q^2*r^2-13596*b*c^3*q^2*r*x-215988*b*c^3*q^2*x^2-1062*b*c^3*q*r^3-46932*b*c^ 3*q*r^2*x-325846*b*c^3*q*r*x^2-20216*b*c^3*q*x^3-408*b*c^3*r^4-7152*b*c^3*r^3*x +36212*b*c^3*r^2*x^2+226952*b*c^3*r*x^3+14*b*c^2*g^5+468*b*c^2*g^4*p+50*b*c^2*g ^4*q+301*b*c^2*g^4*r+4444*b*c^2*g^4*x+3108*b*c^2*g^3*p^2+1420*b*c^2*g^3*p*q+ 3380*b*c^2*g^3*p*r+27056*b*c^2*g^3*p*x+50*b*c^2*g^3*q^2+959*b*c^2*g^3*q*r+18244 *b*c^2*g^3*q*x+113*b*c^2*g^3*r^2-7856*b*c^2*g^3*r*x-77970*b*c^2*g^3*x^2+6620*b* c^2*g^2*p^3+7168*b*c^2*g^2*p^2*q+9342*b*c^2*g^2*p^2*r+37286*b*c^2*g^2*p^2*x+ 1112*b*c^2*g^2*p*q^2+7580*b*c^2*g^2*p*q*r+80928*b*c^2*g^2*p*q*x+1530*b*c^2*g^2* p*r^2-49425*b*c^2*g^2*p*r*x-311910*b*c^2*g^2*p*x^2+14*b*c^2*g^2*q^3+805*b*c^2*g ^2*q^2*r+20350*b*c^2*g^2*q^2*x+191*b*c^2*g^2*q*r^2-14390*b*c^2*g^2*q*r*x-223008 *b*c^2*g^2*q*x^2-676*b*c^2*g^2*r^3-32002*b*c^2*g^2*r^2*x-198461*b*c^2*g^2*r*x^2 -47848*b*c^2*g^2*x^3+5306*b*c^2*g*p^4+10296*b*c^2*g*p^3*q+8688*b*c^2*g*p^3*r+ 7472*b*c^2*g*p^3*x+3830*b*c^2*g*p^2*q^2+13757*b*c^2*g*p^2*q*r+78970*b*c^2*g*p^2 *q*x+1563*b*c^2*g*p^2*r^2-100236*b*c^2*g*p^2*r*x-394230*b*c^2*g*p^2*x^2+216*b*c ^2*g*p*q^3+3935*b*c^2*g*p*q^2*r+62312*b*c^2*g*p*q^2*x+1568*b*c^2*g*p*q*r^2-\ 79531*b*c^2*g*p*q*r*x-620904*b*c^2*g*p*q*x^2-2015*b*c^2*g*p*r^3-95134*b*c^2*g*p *r^2*x-423988*b*c^2*g*p*r*x^2-61324*b*c^2*g*p*x^3+165*b*c^2*g*q^3*r+7486*b*c^2* g*q^3*x-76*b*c^2*g*q^2*r^2-12248*b*c^2*g*q^2*r*x-221370*b*c^2*g*q^2*x^2-1005*b* c^2*g*q*r^3-46887*b*c^2*g*q*r^2*x-347301*b*c^2*g*q*r*x^2-30172*b*c^2*g*q*x^3-\ 388*b*c^2*g*r^4-7046*b*c^2*g*r^3*x+42556*b*c^2*g*r^2*x^2+253116*b*c^2*g*r*x^3+ 1388*b*c^2*p^5+4234*b*c^2*p^4*q+2481*b*c^2*p^4*r-5508*b*c^2*p^4*x+2872*b*c^2*p^ 3*q^2+6550*b*c^2*p^3*q*r+12616*b*c^2*p^3*q*x+176*b*c^2*p^3*r^2-52025*b*c^2*p^3* r*x-143442*b*c^2*p^3*x^2+410*b*c^2*p^2*q^3+3478*b*c^2*p^2*q^2*r+32252*b*c^2*p^2 *q^2*x+617*b*c^2*p^2*q*r^2-83649*b*c^2*p^2*q*r*x-391608*b*c^2*p^2*q*x^2-1497*b* c^2*p^2*r^3-56842*b*c^2*p^2*r^2*x-167909*b*c^2*p^2*r*x^2+15564*b*c^2*p^2*x^3+ 399*b*c^2*p*q^3*r+13512*b*c^2*p*q^3*x-138*b*c^2*p*q^2*r^2-33442*b*c^2*p*q^2*r*x -295038*b*c^2*p*q^2*x^2-1717*b*c^2*p*q*r^3-74160*b*c^2*p*q*r^2*x-366729*b*c^2*p *q*r*x^2+1152*b*c^2*p*q*x^3-600*b*c^2*p*r^4-7967*b*c^2*p*r^3*x+79296*b*c^2*p*r^ 2*x^2+267218*b*c^2*p*r*x^3+748*b*c^2*q^4*x-42*b*c^2*q^3*r^2-3284*b*c^2*q^3*r*x-\ 70056*b*c^2*q^3*x^2-366*b*c^2*q^2*r^3-14281*b*c^2*q^2*r^2*x-124886*b*c^2*q^2*r* x^2+38916*b*c^2*q^2*x^3-246*b*c^2*q*r^4-1699*b*c^2*q*r^3*x+58796*b*c^2*q*r^2*x^ 2+263410*b*c^2*q*r*x^3-20*b*c^2*r^5+2720*b*c^2*r^4*x+45874*b*c^2*r^3*x^2+82204* b*c^2*r^2*x^3+30*b*c*g^5*p+21*b*c*g^5*r+462*b*c*g^5*x+394*b*c*g^4*p^2+124*b*c*g ^4*p*q+466*b*c*g^4*p*r+4516*b*c*g^4*p*x+90*b*c*g^4*q*r+2614*b*c*g^4*q*x-23*b*c* g^4*r^2-1696*b*c*g^4*r*x-14106*b*c*g^4*x^2+1340*b*c*g^3*p^3+1324*b*c*g^3*p^2*q+ 2030*b*c*g^3*p^2*r+9600*b*c*g^3*p^2*x+138*b*c*g^3*p*q^2+1493*b*c*g^3*p*q*r+ 19188*b*c*g^3*p*q*x+339*b*c*g^3*p*r^2-10157*b*c*g^3*p*r*x-70848*b*c*g^3*p*x^2+ 111*b*c*g^3*q^2*r+3916*b*c*g^3*q^2*x-62*b*c*g^3*q*r^2-3629*b*c*g^3*q*r*x-50736* b*c*g^3*q*x^2-161*b*c*g^3*r^3-6851*b*c*g^3*r^2*x-42360*b*c*g^3*r*x^2-8236*b*c*g ^3*x^3+1754*b*c*g^2*p^4+3388*b*c*g^2*p^3*q+3018*b*c*g^2*p^3*r+3968*b*c*g^2*p^3* x+1116*b*c*g^2*p^2*q^2+4828*b*c*g^2*p^2*q*r+32564*b*c*g^2*p^2*q*x+647*b*c*g^2*p ^2*r^2-32870*b*c*g^2*p^2*r*x-138156*b*c*g^2*p^2*x^2+40*b*c*g^2*p*q^3+1232*b*c*g ^2*p*q^2*r+22280*b*c*g^2*p*q^2*x+640*b*c*g^2*p*q*r^2-22638*b*c*g^2*p*q*r*x-\ 209622*b*c*g^2*p*q*x^2-645*b*c*g^2*p*r^3-32421*b*c*g^2*p*r^2*x-150025*b*c*g^2*p *r*x^2-24144*b*c*g^2*p*x^3+36*b*c*g^2*q^3*r+1974*b*c*g^2*q^3*x-91*b*c*g^2*q^2*r ^2-4255*b*c*g^2*q^2*r*x-75252*b*c*g^2*q^2*x^2-325*b*c*g^2*q*r^3-14766*b*c*g^2*q *r^2*x-116346*b*c*g^2*q*r*x^2-9084*b*c*g^2*q*x^3-112*b*c*g^2*r^4-1758*b*c*g^2*r ^3*x+20117*b*c*g^2*r^2*x^2+95814*b*c*g^2*r*x^3+958*b*c*g*p^5+3040*b*c*g*p^4*q+ 1766*b*c*g*p^4*r-3506*b*c*g*p^4*x+1974*b*c*g*p^3*q^2+4965*b*c*g*p^3*q*r+13556*b *c*g*p^3*q*x+193*b*c*g*p^3*r^2-36412*b*c*g*p^3*r*x-104100*b*c*g*p^3*x^2+236*b*c *g*p^2*q^3+2572*b*c*g*p^2*q^2*r+26706*b*c*g*p^2*q^2*x+760*b*c*g*p^2*q*r^2-54257 *b*c*g*p^2*q*r*x-279834*b*c*g*p^2*q*x^2-1019*b*c*g*p^2*r^3-41086*b*c*g*p^2*r^2* x-128260*b*c*g*p^2*r*x^2+6180*b*c*g*p^2*x^3+260*b*c*g*p*q^3*r+9180*b*c*g*p*q^3* x+24*b*c*g*p*q^2*r^2-20300*b*c*g*p*q^2*r*x-203838*b*c*g*p*q^2*x^2-1114*b*c*g*p* q*r^3-53223*b*c*g*p*q*r^2*x-281492*b*c*g*p*q*r*x^2-18908*b*c*g*p*q*x^3-418*b*c* g*p*r^4-6354*b*c*g*p*r^3*x+53385*b*c*g*p*r^2*x^2+194202*b*c*g*p*r*x^3+294*b*c*g *q^4*x-29*b*c*g*q^3*r^2-2310*b*c*g*q^3*r*x-48828*b*c*g*q^3*x^2-196*b*c*g*q^2*r^ 3-8897*b*c*g*q^2*r^2*x-84641*b*c*g*q^2*r*x^2+29680*b*c*g*q^2*x^3-141*b*c*g*q*r^ 4-1220*b*c*g*q*r^3*x+41942*b*c*g*q*r^2*x^2+191528*b*c*g*q*r*x^3-14*b*c*g*r^5+ 1630*b*c*g*r^4*x+30328*b*c*g*r^3*x^2+53358*b*c*g*r^2*x^3+180*b*c*p^6+868*b*c*p^ 5*q+333*b*c*p^5*r-2008*b*c*p^5*x+932*b*c*p^4*q^2+1570*b*c*p^4*q*r-1270*b*c*p^4* q*x-74*b*c*p^4*r^2-11981*b*c*p^4*r*x-24582*b*c*p^4*x^2+244*b*c*p^3*q^3+1329*b*c *p^3*q^2*r+6122*b*c*p^3*q^2*x+146*b*c*p^3*q*r^2-31096*b*c*p^3*q*r*x-106440*b*c* p^3*q*x^2-453*b*c*p^3*r^3-14026*b*c*p^3*r^2*x-21981*b*c*p^3*r*x^2+15224*b*c*p^3 *x^3+276*b*c*p^2*q^3*r+6562*b*c*p^2*q^3*x-155*b*c*p^2*q^2*r^2-22057*b*c*p^2*q^2 *r*x-131940*b*c*p^2*q^2*x^2-847*b*c*p^2*q*r^3-33766*b*c*p^2*q*r^2*x-120165*b*c* p^2*q*r*x^2+19008*b*c*p^2*q*x^3-252*b*c*p^2*r^4-1821*b*c*p^2*r^3*x+45449*b*c*p^ 2*r^2*x^2+100048*b*c*p^2*r*x^3+1178*b*c*p*q^4*x-75*b*c*p*q^3*r^2-5266*b*c*p*q^3 *r*x-60792*b*c*p*q^3*x^2-468*b*c*p*q^2*r^3-17411*b*c*p*q^2*r^2*x-100437*b*c*p*q ^2*r*x^2+26648*b*c*p*q^2*x^3-291*b*c*p*q*r^4-2530*b*c*p*q*r^3*x+57071*b*c*p*q*r ^2*x^2+195254*b*c*p*q*r*x^3-26*b*c*p*r^5+2096*b*c*p*r^4*x+31747*b*c*p*r^3*x^2+ 45522*b*c*p*r^2*x^3-320*b*c*q^4*r*x-10710*b*c*q^4*x^2-36*b*c*q^3*r^3-873*b*c*q^ 3*r^2*x-14327*b*c*q^3*r*x^2+22864*b*c*q^3*x^3-30*b*c*q^2*r^4+1579*b*c*q^2*r^3*x +29146*b*c*q^2*r^2*x^2+92450*b*c*q^2*r*x^3+1590*b*c*q*r^4*x+21983*b*c*q*r^3*x^2 +29064*b*c*q*r^2*x^3-28*b*c*r^5*x-3256*b*c*r^4*x^2-21056*b*c*r^3*x^3+14*b*g^6*x +16*b*g^5*p^2+22*b*g^5*p*r+284*b*g^5*p*x+122*b*g^5*q*x-6*b*g^5*r^2-164*b*g^5*r* x-1050*b*g^5*x^2+94*b*g^4*p^3+74*b*g^4*p^2*q+158*b*g^4*p^2*r+898*b*g^4*p^2*x+92 *b*g^4*p*q*r+1620*b*g^4*p*q*x+25*b*g^4*p*r^2-775*b*g^4*p*r*x-6006*b*g^4*p*x^2+ 222*b*g^4*q^2*x-23*b*g^4*q*r^2-462*b*g^4*q*r*x-4482*b*g^4*q*x^2-15*b*g^4*r^3-\ 507*b*g^4*r^2*x-2936*b*g^4*r*x^2-92*b*g^4*x^3+184*b*g^3*p^4+344*b*g^3*p^3*q+338 *b*g^3*p^3*r+600*b*g^3*p^3*x+88*b*g^3*p^2*q^2+534*b*g^3*p^2*q*r+4366*b*g^3*p^2* q*x+84*b*g^3*p^2*r^2-3508*b*g^3*p^2*r*x-15948*b*g^3*p^2*x^2+106*b*g^3*p*q^2*r+ 2482*b*g^3*p*q^2*x+68*b*g^3*p*q*r^2-2005*b*g^3*p*q*r*x-22998*b*g^3*p*q*x^2-68*b *g^3*p*r^3-3534*b*g^3*p*r^2*x-16671*b*g^3*p*r*x^2-2432*b*g^3*p*x^3+110*b*g^3*q^ 3*x-30*b*g^3*q^2*r^2-695*b*g^3*q^2*r*x-8778*b*g^3*q^2*x^2-40*b*g^3*q*r^3-1463*b *g^3*q*r^2*x-11888*b*g^3*q*r*x^2-10*b*g^3*r^4-70*b*g^3*r^3*x+3322*b*g^3*r^2*x^2 +12011*b*g^3*r*x^3+158*b*g^2*p^5+524*b*g^2*p^4*q+301*b*g^2*p^4*r-582*b*g^2*p^4* x+316*b*g^2*p^3*q^2+916*b*g^2*p^3*q*r+3348*b*g^2*p^3*q*x+43*b*g^2*p^3*r^2-6296* b*g^2*p^3*r*x-18642*b*g^2*p^3*x^2+26*b*g^2*p^2*q^3+451*b*g^2*p^2*q^2*r+5392*b*g ^2*p^2*q^2*x+195*b*g^2*p^2*q*r^2-8216*b*g^2*p^2*q*r*x-48606*b*g^2*p^2*q*x^2-166 *b*g^2*p^2*r^3-7162*b*g^2*p^2*r^2*x-23134*b*g^2*p^2*r*x^2+892*b*g^2*p^2*x^3+32* b*g^2*p*q^3*r+1420*b*g^2*p*q^3*x+15*b*g^2*p*q^2*r^2-2859*b*g^2*p*q^2*r*x-33984* b*g^2*p*q^2*x^2-171*b*g^2*p*q*r^3-9080*b*g^2*p*q*r^2*x-51614*b*g^2*p*q*r*x^2-\ 6356*b*g^2*p*q*x^3-68*b*g^2*p*r^4-1116*b*g^2*p*r^3*x+9427*b*g^2*p*r^2*x^2+35071 *b*g^2*p*r*x^3-4*b*g^2*q^4*x-11*b*g^2*q^3*r^2-500*b*g^2*q^3*r*x-8586*b*g^2*q^3* x^2-24*b*g^2*q^2*r^3-1159*b*g^2*q^2*r^2*x-12668*b*g^2*q^2*r*x^2+6804*b*g^2*q^2* x^3-15*b*g^2*q*r^4-30*b*g^2*q*r^3*x+8411*b*g^2*q*r^2*x^2+34686*b*g^2*q*r*x^3-2* b*g^2*r^5+210*b*g^2*r^4*x+4393*b*g^2*r^3*x^2+6981*b*g^2*r^2*x^3+60*b*g*p^6+320* b*g*p^5*q+111*b*g*p^5*r-746*b*g*p^5*x+336*b*g*p^4*q^2+612*b*g*p^4*q*r+22*b*g*p^ 4*q*x-26*b*g*p^4*r^2-4295*b*g*p^4*r*x-8934*b*g*p^4*x^2+76*b*g*p^3*q^3+510*b*g*p ^3*q^2*r+3030*b*g*p^3*q^2*x+106*b*g*p^3*q*r^2-10613*b*g*p^3*q*r*x-39252*b*g*p^3 *q*x^2-155*b*g*p^3*r^3-5026*b*g*p^3*r^2*x-8216*b*g*p^3*r*x^2+5544*b*g*p^3*x^3+ 103*b*g*p^2*q^3*r+2516*b*g*p^2*q^3*x-22*b*g*p^2*q^2*r^2-7062*b*g*p^2*q^2*r*x-\ 47202*b*g*p^2*q^2*x^2-297*b*g*p^2*q*r^3-12762*b*g*p^2*q*r^2*x-50210*b*g*p^2*q*r *x^2+2012*b*g*p^2*q*x^3-88*b*g*p^2*r^4-694*b*g*p^2*r^3*x+16212*b*g*p^2*r^2*x^2+ 36959*b*g*p^2*r*x^3+254*b*g*p*q^4*x-7*b*g*p*q^3*r^2-1753*b*g*p*q^3*r*x-20796*b* g*p*q^3*x^2-148*b*g*p*q^2*r^3-6393*b*g*p*q^2*r^2*x-38599*b*g*p*q^2*r*x^2+6440*b *g*p*q^2*x^3-111*b*g*p*q*r^4-1548*b*g*p*q*r^3*x+16863*b*g*p*q*r^2*x^2+69297*b*g *p*q*r*x^3-10*b*g*p*r^5+745*b*g*p*r^4*x+11714*b*g*p*r^3*x^2+17328*b*g*p*r^2*x^3 -157*b*g*q^4*r*x-3912*b*g*q^4*x^2-111*b*g*q^3*r^2*x-3292*b*g*q^3*r*x^2+9972*b*g *q^3*x^3+656*b*g*q^2*r^3*x+11945*b*g*q^2*r^2*x^2+34904*b*g*q^2*r*x^3+436*b*g*q* r^4*x+7019*b*g*q*r^3*x^2+8235*b*g*q*r^2*x^3-998*b*g*r^4*x^2-7152*b*g*r^3*x^3+8* b*p^7+66*b*p^6*q+12*b*p^6*r-192*b*p^6*x+108*b*p^5*q^2+134*b*p^5*q*r-474*b*p^5*q *x-20*b*p^5*r^2-945*b*p^5*r*x-1338*b*p^5*x^2+50*b*p^4*q^3+181*b*p^4*q^2*r+82*b* p^4*q^2*x+10*b*p^4*q*r^2-3862*b*p^4*q*r*x-9792*b*p^4*q*x^2-52*b*p^4*r^3-1116*b* p^4*r^2*x+407*b*p^4*r*x^2+2432*b*p^4*x^3+59*b*p^3*q^3*r+818*b*p^3*q^3*x-23*b*p^ 3*q^2*r^2-4352*b*p^3*q^2*r*x-18690*b*p^3*q^2*x^2-118*b*p^3*q*r^3-4598*b*p^3*q*r ^2*x-9997*b*p^3*q*r*x^2+5608*b*p^3*q*x^3-36*b*p^3*r^4-135*b*p^3*r^3*x+6835*b*p^ 3*r^2*x^2+11087*b*p^3*r*x^3+454*b*p^2*q^4*x-44*b*p^2*q^3*r^2-1691*b*p^2*q^3*r*x -13920*b*p^2*q^3*x^2-126*b*p^2*q^2*r^3-4220*b*p^2*q^2*r^2*x-17954*b*p^2*q^2*r*x ^2+6820*b*p^2*q^2*x^3-60*b*p^2*q*r^4-254*b*p^2*q*r^3*x+15292*b*p^2*q*r^2*x^2+ 36967*b*p^2*q*r*x^3-8*b*p^2*r^5+239*b*p^2*r^4*x+3953*b*p^2*r^3*x^2+2924*b*p^2*r ^2*x^3-256*b*p*q^4*r*x-4248*b*p*q^4*x^2-36*b*p*q^3*r^3-999*b*p*q^3*r^2*x-7394*b *p*q^3*r*x^2+6544*b*p*q^3*x^3-30*b*p*q^2*r^4+340*b*p*q^2*r^3*x+11046*b*p*q^2*r^ 2*x^2+33839*b*p*q^2*r*x^3+843*b*p*q*r^4*x+10060*b*p*q*r^3*x^2+13062*b*p*q*r^2*x ^3+11*b*p*r^5*x-1086*b*p*r^4*x^2-7044*b*p*r^3*x^3-564*b*q^5*x^2+116*b*q^4*r^2*x +156*b*q^4*r*x^2+2900*b*q^4*x^3+307*b*q^3*r^3*x+3355*b*q^3*r^2*x^2+7959*b*q^3*r *x^3+123*b*q^2*r^4*x+1151*b*q^2*r^3*x^2-1626*b*q^2*r^2*x^3-39*b*q*r^5*x-1070*b* q*r^4*x^2-5556*b*q*r^3*x^3+30*b*r^5*x^2+380*b*r^4*x^3+320*c^8+864*c^7*g+2080*c^ 7*p+544*c^7*q+1264*c^7*r+8640*c^7*x+960*c^6*g^2+4896*c^6*g*p+1248*c^6*g*q+2992* c^6*g*r+20992*c^6*g*x+4608*c^6*p^2+3392*c^6*p*q+4512*c^6*p*r+17824*c^6*p*x+336* c^6*q^2+2136*c^6*q*r+18880*c^6*q*x+376*c^6*r^2-11568*c^6*r*x-68736*c^6*x^2+560* c^5*g^3+4656*c^5*g^2*p+1136*c^5*g^2*q+2872*c^5*g^2*r+20896*c^5*g^2*x+9456*c^5*g *p^2+6784*c^5*g*p*q+9424*c^5*g*p*r+39968*c^5*g*p*x+632*c^5*g*q^2+4348*c^5*g*q*r +40112*c^5*g*q*x+756*c^5*g*r^2-23064*c^5*g*r*x-143616*c^5*g*x^2+4928*c^5*p^3+ 7088*c^5*p^2*q+6192*c^5*p^2*r+8232*c^5*p^2*x+1976*c^5*p*q^2+7044*c^5*p*q*r+ 38512*c^5*p*q*x+604*c^5*p*r^2-47132*c^5*p*r*x-182712*c^5*p*x^2+88*c^5*q^3+1300* c^5*q^2*r+15720*c^5*q^2*x+496*c^5*q*r^2-19372*c^5*q*r*x-144552*c^5*q*x^2-628*c^ 5*r^3-24824*c^5*r^2*x-109992*c^5*r*x^2-20416*c^5*x^3+180*c^4*g^4+2272*c^4*g^3*p +512*c^4*g^3*q+1424*c^4*g^3*r+10912*c^4*g^3*x+7672*c^4*g^2*p^2+5280*c^4*g^2*p*q +7840*c^4*g^2*p*r+36064*c^4*g^2*p*x+444*c^4*g^2*q^2+3462*c^4*g^2*q*r+34024*c^4* g^2*q*x+562*c^4*g^2*r^2-19132*c^4*g^2*r*x-123264*c^4*g^2*x^2+8544*c^4*g*p^3+ 12192*c^4*g*p^2*q+10992*c^4*g*p^2*r+18592*c^4*g*p^2*x+3216*c^4*g*p*q^2+12416*c^ 4*g*p*q*r+73536*c^4*g*p*q*x+1152*c^4*g*p*r^2-78924*c^4*g*p*r*x-319656*c^4*g*p*x ^2+128*c^4*g*q^3+2192*c^4*g*q^2*r+27808*c^4*g*q^2*x+828*c^4*g*q*r^2-31496*c^4*g *q*r*x-251400*c^4*g*q*x^2-1100*c^4*g*r^3-42928*c^4*g*r^2*x-194052*c^4*g*r*x^2-\ 37472*c^4*g*x^3+2836*c^4*p^4+7032*c^4*p^3*q+4060*c^4*p^3*r-6508*c^4*p^3*x+3804* c^4*p^2*q^2+9018*c^4*p^2*q*r+23196*c^4*p^2*q*x-106*c^4*p^2*r^2-66654*c^4*p^2*r* x-187680*c^4*p^2*x^2+480*c^4*p*q^3+3800*c^4*p*q^2*r+30420*c^4*p*q^2*x+980*c^4*p *q*r^2-66380*c^4*p*q*r*x-321264*c^4*p*q*x^2-1608*c^4*p*r^3-54482*c^4*p*r^2*x-\ 178512*c^4*p*r*x^2-11152*c^4*p*x^3+8*c^4*q^4+334*c^4*q^3*r+6188*c^4*q^3*x+130*c ^4*q^2*r^2-13470*c^4*q^2*r*x-123264*c^4*q^2*x^2-794*c^4*q*r^3-33914*c^4*q*r^2*x -172044*c^4*q*r*x^2-11152*c^4*q*x^3-326*c^4*r^4-4816*c^4*r^3*x+23628*c^4*r^2*x^ 2+107280*c^4*r*x^3+30*c^3*g^5+594*c^3*g^4*p+114*c^3*g^4*q+383*c^3*g^4*r+3164*c^ 3*g^4*x+3100*c^3*g^3*p^2+1984*c^3*g^3*p*q+3288*c^3*g^3*p*r+16600*c^3*g^3*p*x+ 138*c^3*g^3*q^2+1341*c^3*g^3*q*r+14548*c^3*g^3*q*x+171*c^3*g^3*r^2-8810*c^3*g^3 *r*x-56448*c^3*g^3*x^2+5656*c^3*g^2*p^3+7940*c^3*g^2*p^2*q+7524*c^3*g^2*p^2*r+ 15762*c^3*g^2*p^2*x+1910*c^3*g^2*p*q^2+8341*c^3*g^2*p*q*r+54652*c^3*g^2*p*q*x+ 827*c^3*g^2*p*r^2-51359*c^3*g^2*p*r*x-218862*c^3*g^2*p*x^2+62*c^3*g^2*q^3+1361* c^3*g^2*q^2*r+18690*c^3*g^2*q^2*x+448*c^3*g^2*q*r^2-20307*c^3*g^2*q*r*x-171402* c^3*g^2*q*x^2-765*c^3*g^2*r^3-28886*c^3*g^2*r^2*x-131874*c^3*g^2*r*x^2-24624*c^ 3*g^2*x^3+3926*c^3*g*p^4+9948*c^3*g*p^3*q+5718*c^3*g*p^3*r-7310*c^3*g*p^3*x+ 5198*c^3*g*p^2*q^2+13165*c^3*g*p^2*q*r+40554*c^3*g*p^2*q*x-117*c^3*g*p^2*r^2-\ 91767*c^3*g*p^2*r*x-265572*c^3*g*p^2*x^2+592*c^3*g*p*q^3+5380*c^3*g*p*q^2*r+ 46542*c^3*g*p*q^2*x+1632*c^3*g*p*q*r^2-87444*c^3*g*p*q*r*x-453024*c^3*g*p*q*x^2 -2254*c^3*g*p*r^3-76883*c^3*g*p*r^2*x-259108*c^3*g*p*r*x^2-20848*c^3*g*p*x^3+8* c^3*g*q^4+439*c^3*g*q^3*r+8422*c^3*g*q^3*x+147*c^3*g*q^2*r^2-17519*c^3*g*q^2*r* x-171564*c^3*g*q^2*x^2-1081*c^3*g*q*r^3-46657*c^3*g*q*r^2*x-246608*c^3*g*q*r*x^ 2-20848*c^3*g*q*x^3-437*c^3*g*r^4-6496*c^3*g*r^3*x+34392*c^3*g*r^2*x^2+155408*c ^3*g*r*x^3+886*c^3*p^5+3694*c^3*p^4*q+1259*c^3*p^4*r-8008*c^3*p^4*x+3346*c^3*p^ 3*q^2+5639*c^3*p^3*q*r-328*c^3*p^3*q*x-655*c^3*p^3*r^2-43452*c^3*p^3*r*x-92694* c^3*p^3*x^2+834*c^3*p^2*q^3+4209*c^3*p^2*q^2*r+18480*c^3*p^2*q^2*x+532*c^3*p^2* q*r^2-77444*c^3*p^2*q*r*x-269382*c^3*p^2*q*x^2-1579*c^3*p^2*r^3-42460*c^3*p^2*r ^2*x-90756*c^3*p^2*r*x^2+18960*c^3*p^2*x^3+40*c^3*p*q^4+835*c^3*p*q^3*r+11144*c ^3*p*q^3*x+199*c^3*p*q^2*r^2-36552*c^3*p*q^2*r*x-217794*c^3*p*q^2*x^2-1607*c^3* p*q*r^3-63528*c^3*p*q*r^2*x-236892*c^3*p*q*r*x^2+8544*c^3*p*q*x^3-579*c^3*p*r^4 -5558*c^3*p*r^3*x+65652*c^3*p*r^2*x^2+170304*c^3*p*r*x^3+30*c^3*q^4*r+1136*c^3* q^4*x-26*c^3*q^3*r^2-4924*c^3*q^3*r*x-54306*c^3*q^3*x^2-414*c^3*q^2*r^3-16552*c ^3*q^2*r^2*x-95064*c^3*q^2*r*x^2+18960*c^3*q^2*x^3-302*c^3*q*r^4-3430*c^3*q*r^3 *x+43974*c^3*q*r^2*x^2+170304*c^3*q*r*x^3-28*c^3*r^5+2176*c^3*r^4*x+34128*c^3*r ^3*x^2+57840*c^3*r^2*x^3+2*c^2*g^6+78*c^2*g^5*p+10*c^2*g^5*q+53*c^2*g^5*r+488*c ^2*g^5*x+642*c^2*g^4*p^2+356*c^2*g^4*p*q+722*c^2*g^4*p*r+4054*c^2*g^4*p*x+16*c^ 2*g^4*q^2+251*c^2*g^4*q*r+3226*c^2*g^4*q*x+6*c^2*g^4*r^2-2502*c^2*g^4*r*x-14856 *c^2*g^4*x^2+1768*c^2*g^3*p^3+2396*c^2*g^3*p^2*q+2472*c^2*g^3*p^2*r+6254*c^2*g^ 3*p^2*x+486*c^2*g^3*p*q^2+2623*c^2*g^3*p*q*r+19636*c^2*g^3*p*q*x+277*c^2*g^3*p* r^2-16376*c^2*g^3*p*r*x-73740*c^2*g^3*p*x^2+10*c^2*g^3*q^3+367*c^2*g^3*q^2*r+ 5822*c^2*g^3*q^2*x+55*c^2*g^3*q*r^2-6827*c^2*g^3*q*r*x-57864*c^2*g^3*q*x^2-266* c^2*g^3*r^3-9418*c^2*g^3*r^2*x-42351*c^2*g^3*r*x^2-6248*c^2*g^3*x^3+1946*c^2*g^ 2*p^4+5052*c^2*g^2*p^3*q+2902*c^2*g^2*p^3*r-2852*c^2*g^2*p^3*x+2488*c^2*g^2*p^2 *q^2+6968*c^2*g^2*p^2*q*r+25898*c^2*g^2*p^2*q*x-52*c^2*g^2*p^2*r^2-46116*c^2*g^ 2*p^2*r*x-137670*c^2*g^2*p^2*x^2+236*c^2*g^2*p*q^3+2684*c^2*g^2*p*q^2*r+25838*c ^2*g^2*p*q^2*x+947*c^2*g^2*p*q*r^2-41085*c^2*g^2*p*q*r*x-232668*c^2*g^2*p*q*x^2 -1149*c^2*g^2*p*r^3-39197*c^2*g^2*p*r^2*x-134018*c^2*g^2*p*r*x^2-10660*c^2*g^2* p*x^3+2*c^2*g^2*q^4+190*c^2*g^2*q^3*r+3952*c^2*g^2*q^3*x+c^2*g^2*q^2*r^2-8702*c ^2*g^2*q^2*r*x-87810*c^2*g^2*q^2*x^2-552*c^2*g^2*q*r^3-23116*c^2*g^2*q*r^2*x-\ 126469*c^2*g^2*q*r*x^2-10660*c^2*g^2*q*x^3-205*c^2*g^2*r^4-2688*c^2*g^2*r^3*x+ 22599*c^2*g^2*r^2*x^2+87468*c^2*g^2*r*x^3+882*c^2*g*p^5+3994*c^2*g*p^4*q+1209*c ^2*g*p^4*r-8488*c^2*g*p^4*x+3578*c^2*g*p^3*q^2+6313*c^2*g*p^3*q*r+3132*c^2*g*p^ 3*q*x-799*c^2*g*p^3*r^2-46049*c^2*g*p^3*r*x-99072*c^2*g*p^3*x^2+826*c^2*g*p^2*q ^3+4688*c^2*g*p^2*q^2*r+23864*c^2*g*p^2*q^2*x+835*c^2*g*p^2*q*r^2-79287*c^2*g*p ^2*q*r*x-291132*c^2*g*p^2*q*x^2-1701*c^2*g*p^2*r^3-45496*c^2*g*p^2*r^2*x-100320 *c^2*g*p^2*r*x^2+18736*c^2*g*p^2*x^3+32*c^2*g*p*q^4+875*c^2*g*p*q^3*r+12420*c^2 *g*p*q^3*x+323*c^2*g*p*q^2*r^2-35756*c^2*g*p*q^2*r*x-231288*c^2*g*p*q^2*x^2-\ 1635*c^2*g*p*q*r^3-68512*c^2*g*p*q*r^2*x-271710*c^2*g*p*q*r*x^2-5328*c^2*g*p*q* x^3-597*c^2*g*p*r^4-6138*c^2*g*p*r^3*x+67324*c^2*g*p*r^2*x^2+182044*c^2*g*p*r*x ^3+27*c^2*g*q^4*r+1004*c^2*g*q^4*x-39*c^2*g*q^3*r^2-4954*c^2*g*q^3*r*x-56820*c^ 2*g*q^3*x^2-407*c^2*g*q^2*r^3-16707*c^2*g*q^2*r^2*x-101328*c^2*g*q^2*r*x^2+ 18736*c^2*g*q^2*x^3-295*c^2*g*q*r^4-3686*c^2*g*q*r^3*x+44717*c^2*g*q*r^2*x^2+ 182044*c^2*g*q*r*x^3-22*c^2*g*r^5+2266*c^2*g*r^4*x+35232*c^2*g*r^3*x^2+58720*c^ 2*g*r^2*x^3+138*c^2*p^6+1040*c^2*p^5*q+130*c^2*p^5*r-3056*c^2*p^5*x+1464*c^2*p^ 4*q^2+1795*c^2*p^4*q*r-4814*c^2*p^4*q*x-420*c^2*p^4*r^2-13751*c^2*p^4*r*x-21942 *c^2*p^4*x^2+624*c^2*p^3*q^3+2171*c^2*p^3*q^2*r+2590*c^2*p^3*q^2*x+23*c^2*p^3*q *r^2-39690*c^2*p^3*q*r*x-103992*c^2*p^3*q*x^2-720*c^2*p^3*r^3-14122*c^2*p^3*r^2 *x-10127*c^2*p^3*r*x^2+18396*c^2*p^3*x^3+62*c^2*p^2*q^4+749*c^2*p^2*q^3*r+6190* c^2*p^2*q^3*x+36*c^2*p^2*q^2*r^2-32886*c^2*p^2*q^2*r*x-139608*c^2*p^2*q^2*x^2-\ 1173*c^2*p^2*q*r^3-40304*c^2*p^2*q*r^2*x-103272*c^2*p^2*q*r*x^2+26148*c^2*p^2*q *x^3-350*c^2*p^2*r^4-1088*c^2*p^2*r^3*x+52944*c^2*p^2*r^2*x^2+94668*c^2*p^2*r*x ^3+63*c^2*p*q^4*r+1918*c^2*p*q^4*x-67*c^2*p*q^3*r^2-9644*c^2*p*q^3*r*x-70416*c^ 2*p*q^3*x^2-675*c^2*p*q^2*r^3-25232*c^2*p*q^2*r^2*x-103629*c^2*p*q^2*r*x^2+ 26148*c^2*p*q^2*x^3-461*c^2*p*q*r^4-4424*c^2*p*q*r^3*x+66933*c^2*p*q*r^2*x^2+ 188240*c^2*p*q*r*x^3-42*c^2*p*r^5+2367*c^2*p*r^4*x+31693*c^2*p*r^3*x^2+39646*c^ 2*p*r^2*x^3+76*c^2*q^5*x-8*c^2*q^4*r^2-933*c^2*q^4*r*x-12858*c^2*q^4*x^2-90*c^2 *q^3*r^3-3180*c^2*q^3*r^2*x-21076*c^2*q^3*r*x^2+18396*c^2*q^3*x^3-90*c^2*q^2*r^ 4+252*c^2*q^2*r^3*x+30243*c^2*q^2*r^2*x^2+94668*c^2*q^2*r*x^3-20*c^2*q*r^5+1841 *c^2*q*r^4*x+27839*c^2*q*r^3*x^2+39646*c^2*q*r^2*x^3+72*c^2*r^5*x-3120*c^2*r^4* x^2-21952*c^2*r^3*x^3+4*c*g^6*p+3*c*g^6*r+32*c*g^6*x+62*c*g^5*p^2+24*c*g^5*p*q+ 77*c*g^5*p*r+488*c*g^5*p*x+18*c*g^5*q*r+332*c*g^5*q*x-7*c*g^5*r^2-422*c*g^5*r*x -2160*c*g^5*x^2+258*c*g^4*p^3+322*c*g^4*p^2*q+390*c*g^4*p^2*r+1156*c*g^4*p^2*x+ 44*c*g^4*p*q^2+374*c*g^4*p*q*r+3380*c*g^4*p*q*x+44*c*g^4*p*r^2-2590*c*g^4*p*r*x -12324*c*g^4*p*x^2+36*c*g^4*q^2*r+796*c*g^4*q^2*x-22*c*g^4*q*r^2-1291*c*g^4*q*r *x-9840*c*g^4*q*x^2-46*c*g^4*r^3-1460*c*g^4*r^2*x-6099*c*g^4*r*x^2-136*c*g^4*x^ 3+406*c*g^3*p^4+1078*c*g^3*p^3*q+627*c*g^3*p^3*r-496*c*g^3*p^3*x+476*c*g^3*p^2* q^2+1574*c*g^3*p^2*q*r+7154*c*g^3*p^2*q*x-10*c*g^3*p^2*r^2-10088*c*g^3*p^2*r*x-\ 31146*c*g^3*p^2*x^2+30*c*g^3*p*q^3+540*c*g^3*p*q^2*r+6098*c*g^3*p*q^2*x+222*c*g ^3*p*q*r^2-8097*c*g^3*p*q*r*x-51564*c*g^3*p*q*x^2-250*c*g^3*p*r^3-8492*c*g^3*p* r^2*x-28694*c*g^3*p*r*x^2-1192*c*g^3*p*x^3+27*c*g^3*q^3*r+704*c*g^3*q^3*x-40*c* g^3*q^2*r^2-2117*c*g^3*q^2*r*x-19842*c*g^3*q^2*x^2-129*c*g^3*q*r^3-4847*c*g^3*q *r^2*x-26932*c*g^3*q*r*x^2-1192*c*g^3*q*x^3-38*c*g^3*r^4-290*c*g^3*r^3*x+7431*c *g^3*r^2*x^2+22536*c*g^3*r*x^3+274*c*g^2*p^5+1388*c*g^2*p^4*q+349*c*g^2*p^4*r-\ 3034*c*g^2*p^4*x+1214*c*g^2*p^3*q^2+2296*c*g^2*p^3*q*r+2628*c*g^2*p^3*q*x-331*c *g^2*p^3*r^2-15986*c*g^2*p^3*r*x-34464*c*g^2*p^3*x^2+246*c*g^2*p^2*q^3+1672*c*g ^2*p^2*q^2*r+10028*c*g^2*p^2*q^2*x+400*c*g^2*p^2*q*r^2-25825*c*g^2*p^2*q*r*x-\ 101922*c*g^2*p^2*q*x^2-598*c*g^2*p^2*r^3-15671*c*g^2*p^2*r^2*x-34276*c*g^2*p^2* r*x^2+7364*c*g^2*p^2*x^3+6*c*g^2*p*q^4+277*c*g^2*p*q^3*r+4380*c*g^2*p*q^3*x+132 *c*g^2*p*q^2*r^2-11043*c*g^2*p*q^2*r*x-79278*c*g^2*p*q^2*x^2-533*c*g^2*p*q*r^3-\ 23664*c*g^2*p*q*r^2*x-99672*c*g^2*p*q*r*x^2-6208*c*g^2*p*q*x^3-196*c*g^2*p*r^4-\ 2014*c*g^2*p*r^3*x+23850*c*g^2*p*r^2*x^2+64756*c*g^2*p*r*x^3+6*c*g^2*q^4*r+230* c*g^2*q^4*x-30*c*g^2*q^3*r^2-1767*c*g^2*q^3*r*x-19524*c*g^2*q^3*x^2-134*c*g^2*q ^2*r^3-5259*c*g^2*q^2*r^2*x-33545*c*g^2*q^2*r*x^2+7364*c*g^2*q^2*x^3-88*c*g^2*q *r^4-998*c*g^2*q*r^3*x+16614*c*g^2*q*r^2*x^2+64756*c*g^2*q*r*x^3-4*c*g^2*r^5+ 736*c*g^2*r^4*x+10884*c*g^2*r^3*x^2+16408*c*g^2*r^2*x^3+76*c*g*p^6+754*c*g*p^5* q+26*c*g*p^5*r-2318*c*g*p^5*x+1080*c*g*p^4*q^2+1349*c*g*p^4*q*r-2904*c*g*p^4*q* x-362*c*g*p^4*r^2-9824*c*g*p^4*r*x-15336*c*g*p^4*x^2+438*c*g*p^3*q^3+1671*c*g*p ^3*q^2*r+3332*c*g*p^3*q^2*x+99*c*g*p^3*q*r^2-27949*c*g*p^3*q*r*x-76446*c*g*p^3* q*x^2-520*c*g*p^3*r^3-9726*c*g*p^3*r^2*x-5831*c*g*p^3*r*x^2+14160*c*g*p^3*x^3+ 36*c*g*p^2*q^4+559*c*g*p^2*q^3*r+5168*c*g*p^2*q^3*x+110*c*g*p^2*q^2*r^2-22296*c *g*p^2*q^2*r*x-101808*c*g*p^2*q^2*x^2-809*c*g*p^2*q*r^3-29857*c*g*p^2*q*r^2*x-\ 84434*c*g*p^2*q*r*x^2+12688*c*g*p^2*q*x^3-230*c*g*p^2*r^4-454*c*g*p^2*r^3*x+ 38738*c*g*p^2*r^2*x^2+69168*c*g*p^2*r*x^3+41*c*g*p*q^4*r+1272*c*g*p*q^4*x-27*c* g*p*q^3*r^2-6354*c*g*p*q^3*r*x-49734*c*g*p*q^3*x^2-461*c*g*p*q^2*r^3-18443*c*g* p*q^2*r^2*x-81514*c*g*p*q^2*r*x^2+12688*c*g*p*q^2*x^3-327*c*g*p*q*r^4-3954*c*g* p*q*r^3*x+42462*c*g*p*q*r^2*x^2+133380*c*g*p*q*r*x^3-22*c*g*p*r^5+1788*c*g*p*r^ 4*x+22961*c*g*p*r^3*x^2+28638*c*g*p*r^2*x^3+22*c*g*q^5*x-6*c*g*q^4*r^2-673*c*g* q^4*r*x-9036*c*g*q^4*x^2-50*c*g*q^3*r^3-1985*c*g*q^3*r^2*x-13729*c*g*q^3*r*x^2+ 14160*c*g*q^3*x^3-54*c*g*q^2*r^4+158*c*g*q^2*r^3*x+21751*c*g*q^2*r^2*x^2+69168* c*g*q^2*r*x^3-14*c*g*q*r^5+1170*c*g*q*r^4*x+19531*c*g*q*r^3*x^2+28638*c*g*q*r^2 *x^3+40*c*g*r^5*x-2160*c*g*r^4*x^2-15232*c*g*r^3*x^3+8*c*p^7+146*c*p^6*q-12*c*p ^6*r-480*c*p^6*x+306*c*p^5*q^2+271*c*p^5*q*r-1506*c*p^5*q*x-102*c*p^5*r^2-1932* c*p^5*r*x-2034*c*p^5*x^2+206*c*p^4*q^3+519*c*p^4*q^2*r-888*c*p^4*q^2*x-53*c*p^4 *q*r^2-9022*c*p^4*q*r*x-17880*c*p^4*q*x^2-154*c*p^4*r^3-1867*c*p^4*r^2*x+3096*c *p^4*r*x^2+5164*c*p^4*x^3+38*c*p^3*q^4+279*c*p^3*q^3*r+948*c*p^3*q^3*x-18*c*p^3 *q^2*r^2-11850*c*p^3*q^2*r*x-37326*c*p^3*q^2*x^2-361*c*p^3*q*r^3-10320*c*p^3*q* r^2*x-13845*c*p^3*q*r*x^2+12544*c*p^3*q*x^3-90*c*p^3*r^4+224*c*p^3*r^3*x+14744* c*p^3*r^2*x^2+19732*c*p^3*r*x^3+43*c*p^2*q^4*r+936*c*p^2*q^4*x-63*c*p^2*q^3*r^2 -5832*c*p^2*q^3*r*x-30642*c*p^2*q^3*x^2-339*c*p^2*q^2*r^3-11426*c*p^2*q^2*r^2*x -32625*c*p^2*q^2*r*x^2+14760*c*p^2*q^2*x^3-209*c*p^2*q*r^4-1262*c*p^2*q*r^3*x+ 33351*c*p^2*q*r^2*x^2+68276*c*p^2*q*r*x^3-18*c*p^2*r^5+741*c*p^2*r^4*x+7584*c*p ^2*r^3*x^2+2884*c*p^2*r^2*x^3+126*c*p*q^5*x-14*c*p*q^4*r^2-1144*c*p*q^4*r*x-\ 10656*c*p*q^4*x^2-114*c*p*q^3*r^3-3726*c*p*q^3*r^2*x-16875*c*p*q^3*r*x^2+12544* c*p*q^3*x^3-108*c*p*q^2*r^4-270*c*p*q^2*r^3*x+25194*c*p*q^2*r^2*x^2+68276*c*p*q ^2*r*x^3-26*c*p*q*r^5+1460*c*p*q*r^4*x+20664*c*p*q*r^3*x^2+25056*c*p*q*r^2*x^3+ 102*c*p*r^5*x-1846*c*p*r^4*x^2-13124*c*p*r^3*x^3-72*c*q^5*r*x-1494*c*q^5*x^2-6* c*q^4*r^3-103*c*q^4*r^2*x-1191*c*q^4*r*x^2+5164*c*q^4*x^3-6*c*q^3*r^4+504*c*q^3 *r^3*x+7933*c*q^3*r^2*x^2+19732*c*q^3*r*x^3+525*c*q^2*r^4*x+5760*c*q^2*r^3*x^2+ 2884*c*q^2*r^2*x^3+2*c*q*r^5*x-2084*c*q*r^4*x^2-13124*c*q*r^3*x^3+800*c*r^4*x^3 +2*g^6*p^2+3*g^6*p*r+22*g^6*p*x+10*g^6*q*x-g^6*r^2-31*g^6*r*x-132*g^6*x^2+14*g^ 5*p^3+14*g^5*p^2*q+24*g^5*p^2*r+80*g^5*p^2*x+18*g^5*p*q*r+220*g^5*p*q*x+3*g^5*p *r^2-161*g^5*p*r*x-816*g^5*p*x^2+32*g^5*q^2*x-5*g^5*q*r^2-114*g^5*q*r*x-684*g^5 *q*x^2-3*g^5*r^3-79*g^5*r^2*x-255*g^5*r*x^2+120*g^5*x^3+30*g^4*p^4+80*g^4*p^3*q +49*g^4*p^3*r-42*g^4*p^3*x+28*g^4*p^2*q^2+127*g^4*p^2*q*r+722*g^4*p^2*q*x-820*g ^4*p^2*r*x-2622*g^4*p^2*x^2+34*g^4*p*q^2*r+506*g^4*p*q^2*x+17*g^4*p*q*r^2-559*g ^4*p*q*r*x-4164*g^4*p*q*x^2-19*g^4*p*r^3-652*g^4*p*r^2*x-2074*g^4*p*r*x^2+160*g ^4*p*x^3+30*g^4*q^3*x-10*g^4*q^2*r^2-231*g^4*q^2*r*x-1710*g^4*q^2*x^2-12*g^4*q* r^3-357*g^4*q*r^2*x-1922*g^4*q*r*x^2+160*g^4*q*x^3-2*g^4*r^4+16*g^4*r^3*x+888*g ^4*r^2*x^2+2122*g^4*r*x^3+26*g^3*p^5+154*g^3*p^4*q+28*g^3*p^4*r-380*g^3*p^4*x+ 128*g^3*p^3*q^2+271*g^3*p^3*q*r+520*g^3*p^3*q*x-46*g^3*p^3*r^2-1842*g^3*p^3*r*x -3936*g^3*p^3*x^2+20*g^3*p^2*q^3+188*g^3*p^2*q^2*r+1368*g^3*p^2*q^2*x+60*g^3*p^ 2*q*r^2-2638*g^3*p^2*q*r*x-11532*g^3*p^2*q*x^2-68*g^3*p^2*r^3-1720*g^3*p^2*r^2* x-3466*g^3*p^2*r*x^2+1216*g^3*p^2*x^3+24*g^3*p*q^3*r+472*g^3*p*q^3*x+12*g^3*p*q ^2*r^2-1076*g^3*p*q^2*r*x-8748*g^3*p*q^2*x^2-56*g^3*p*q*r^3-2592*g^3*p*q*r^2*x-\ 11562*g^3*p*q*r*x^2-1008*g^3*p*q*x^3-20*g^3*p*r^4-176*g^3*p*r^3*x+3008*g^3*p*r^ 2*x^2+7719*g^3*p*r*x^3+4*g^3*q^4*x-8*g^3*q^3*r^2-248*g^3*q^3*r*x-2256*g^3*q^3*x ^2-16*g^3*q^2*r^3-508*g^3*q^2*r^2*x-3302*g^3*q^2*r*x^2+1216*g^3*q^2*x^3-8*g^3*q *r^4-36*g^3*q*r^3*x+2323*g^3*q*r^2*x^2+7719*g^3*q*r*x^3+72*g^3*r^4*x+936*g^3*r^ 3*x^2+970*g^3*r^2*x^3+8*g^2*p^6+132*g^2*p^5*q-12*g^2*p^5*r-448*g^2*p^5*x+192*g^ 2*p^4*q^2+247*g^2*p^4*q*r-390*g^2*p^4*q*x-80*g^2*p^4*r^2-1737*g^2*p^4*r*x-2580* g^2*p^4*x^2+72*g^2*p^3*q^3+313*g^2*p^3*q^2*r+916*g^2*p^3*q^2*x+35*g^2*p^3*q*r^2 -4753*g^2*p^3*q*r*x-13686*g^2*p^3*q*x^2-94*g^2*p^3*r^3-1595*g^2*p^3*r^2*x-354*g ^2*p^3*r*x^2+2940*g^2*p^3*x^3+4*g^2*p^2*q^4+99*g^2*p^2*q^3*r+1048*g^2*p^2*q^3*x +36*g^2*p^2*q^2*r^2-3568*g^2*p^2*q^2*r*x-18000*g^2*p^2*q^2*x^2-133*g^2*p^2*q*r^ 3-5356*g^2*p^2*q*r^2*x-16577*g^2*p^2*q*r*x^2+1184*g^2*p^2*q*x^3-36*g^2*p^2*r^4+ 16*g^2*p^2*r^3*x+7184*g^2*p^2*r^2*x^2+12515*g^2*p^2*r*x^3+5*g^2*p*q^4*r+186*g^2 *p*q^4*x-3*g^2*p*q^3*r^2-997*g^2*p*q^3*r*x-8466*g^2*p*q^3*x^2-75*g^2*p*q^2*r^3-\ 3206*g^2*p*q^2*r^2*x-15295*g^2*p*q^2*r*x^2+1184*g^2*p*q^2*x^3-55*g^2*p*q*r^4-\ 812*g^2*p*q*r^3*x+6399*g^2*p*q*r^2*x^2+22826*g^2*p*q*r*x^3-2*g^2*p*r^5+324*g^2* p*r^4*x+3831*g^2*p*r^3*x^2+4321*g^2*p*r^2*x^3-4*g^2*q^5*x-2*g^2*q^4*r^2-131*g^2 *q^4*r*x-1572*g^2*q^4*x^2-6*g^2*q^3*r^3-249*g^2*q^3*r^2*x-1833*g^2*q^3*r*x^2+ 2940*g^2*q^3*x^3-6*g^2*q^2*r^4+88*g^2*q^2*r^3*x+4165*g^2*q^2*r^2*x^2+12515*g^2* q^2*r*x^3-2*g^2*q*r^5+166*g^2*q*r^4*x+3069*g^2*q*r^3*x^2+4321*g^2*q*r^2*x^3+4*g ^2*r^5*x-345*g^2*r^4*x^2-2404*g^2*r^3*x^3+52*g*p^6*q-14*g*p^6*r-192*g*p^6*x+116 *g*p^5*q^2+100*g*p^5*q*r-530*g*p^5*q*x-46*g*p^5*r^2-670*g*p^5*r*x-606*g*p^5*x^2 +76*g*p^4*q^3+206*g*p^4*q^2*r-168*g*p^4*q^2*x-10*g*p^4*q*r^2-3235*g*p^4*q*r*x-\ 6624*g*p^4*q*x^2-54*g*p^4*r^3-520*g*p^4*r^2*x+1730*g*p^4*r*x^2+2176*g*p^4*x^3+ 12*g*p^3*q^4+108*g*p^3*q^3*r+508*g*p^3*q^3*x+8*g*p^3*q^2*r^2-4178*g*p^3*q^2*r*x -14070*g*p^3*q^2*x^2-122*g*p^3*q*r^3-3821*g*p^3*q*r^2*x-6109*g*p^3*q*r*x^2+4040 *g*p^3*q*x^3-26*g*p^3*r^4+208*g*p^3*r^3*x+5709*g*p^3*r^2*x^2+7357*g*p^3*r*x^3+ 16*g*p^2*q^4*r+360*g*p^2*q^4*x-18*g*p^2*q^3*r^2-1982*g*p^2*q^3*r*x-11226*g*p^2* q^3*x^2-124*g*p^2*q^2*r^3-4406*g*p^2*q^2*r^2*x-14370*g*p^2*q^2*r*x^2+3728*g*p^2 *q^2*x^3-74*g*p^2*q*r^4-558*g*p^2*q*r^3*x+11366*g*p^2*q*r^2*x^2+24867*g*p^2*q*r *x^3-4*g*p^2*r^5+276*g*p^2*r^4*x+2510*g*p^2*r^3*x^2+406*g*p^2*r^2*x^3+22*g*p*q^ 5*x-2*g*p*q^4*r^2-400*g*p*q^4*r*x-3708*g*p*q^4*x^2-38*g*p*q^3*r^3-1393*g*p*q^3* r^2*x-6605*g*p*q^3*r*x^2+4040*g*p*q^3*x^3-42*g*p*q^2*r^4-298*g*p*q^2*r^3*x+8101 *g*p*q^2*r^2*x^2+24867*g*p*q^2*r*x^3-10*g*p*q*r^5+538*g*p*q*r^4*x+8172*g*p*q*r^ 3*x^2+11320*g*p*q*r^2*x^3+26*g*p*r^5*x-713*g*p*r^4*x^2-4694*g*p*r^3*x^3-31*g*q^ 5*r*x-534*g*q^5*x^2-2*g*q^4*r^2*x-74*g*q^4*r*x^2+2176*g*q^4*x^3+196*g*q^3*r^3*x +3153*g*q^3*r^2*x^2+7357*g*q^3*r*x^3+154*g*q^2*r^4*x+1858*g*q^2*r^3*x^2+406*g*q ^2*r^2*x^3+6*g*q*r^5*x-682*g*q*r^4*x^2-4694*g*q*r^3*x^3+280*g*r^4*x^3+8*p^7*q-2 *p^7*r-24*p^7*x+24*p^6*q^2+15*p^6*q*r-132*p^6*q*x-8*p^6*r^2-85*p^6*r*x-24*p^6*x ^2+24*p^5*q^3+45*p^5*q^2*r-198*p^5*q^2*x-11*p^5*q*r^2-724*p^5*q*r*x-1044*p^5*q* x^2-12*p^5*r^3-59*p^5*r^2*x+497*p^5*r*x^2+412*p^5*x^3+8*p^4*q^4+37*p^4*q^3*r-42 *p^4*q^3*x-6*p^4*q^2*r^2-1446*p^4*q^2*r*x-3396*p^4*q^2*x^2-43*p^4*q*r^3-920*p^4 *q*r^2*x-23*p^4*q*r*x^2+1592*p^4*q*x^3-8*p^4*r^4+69*p^4*r^3*x+1184*p^4*r^2*x^2+ 1063*p^4*r*x^3+9*p^3*q^4*r+102*p^3*q^4*x-11*p^3*q^3*r^2-1102*p^3*q^3*r*x-4224*p ^3*q^3*x^2-51*p^3*q^2*r^3-1588*p^3*q^2*r^2*x-2452*p^3*q^2*r*x^2+2716*p^3*q^2*x^ 3-33*p^3*q*r^4-160*p^3*q*r^3*x+4658*p^3*q*r^2*x^2+7380*p^3*q*r*x^3-2*p^3*r^5+95 *p^3*r^4*x+488*p^3*r^3*x^2-815*p^3*r^2*x^3+54*p^2*q^5*x-8*p^2*q^4*r^2-337*p^2*q ^4*r*x-2376*p^2*q^4*x^2-30*p^2*q^3*r^3-884*p^2*q^3*r^2*x-2783*p^2*q^3*r*x^2+ 2716*p^2*q^3*x^3-24*p^2*q^2*r^4-12*p^2*q^2*r^3*x+5985*p^2*q^2*r^2*x^2+12634*p^2 *q^2*r*x^3-8*p^2*q*r^5+188*p^2*q*r^4*x+2927*p^2*q*r^3*x^2+2105*p^2*q*r^2*x^3+28 *p^2*r^5*x-196*p^2*r^4*x^2-1570*p^2*r^3*x^3-42*p*q^5*r*x-588*p*q^5*x^2-6*p*q^4* r^3-139*p*q^4*r^2*x-787*p*q^4*r*x^2+1592*p*q^4*x^3-6*p*q^3*r^4+156*p*q^3*r^3*x+ 3043*p*q^3*r^2*x^2+7380*p*q^3*r*x^3+288*p*q^2*r^4*x+2845*p*q^2*r^3*x^2+2105*p*q ^2*r^2*x^3+20*p*q*r^5*x-705*p*q*r^4*x^2-4628*p*q*r^3*x^3-15*p*r^5*x^2+250*p*r^4 *x^3-60*q^6*x^2+18*q^5*r^2*x+64*q^5*r*x^2+412*q^5*x^3+51*q^4*r^3*x+532*q^4*r^2* x^2+1063*q^4*r*x^3+21*q^3*r^4*x+112*q^3*r^3*x^2-815*q^3*r^2*x^3-12*q^2*r^5*x-\ 329*q^2*r^4*x^2-1570*q^2*r^3*x^3+15*q*r^5*x^2+250*q*r^4*x^3-224*a^6*b-384*a^6*c -112*a^6*g+128*a^6*p-192*a^6*q+176*a^6*r+1152*a^6*x-640*a^5*b^2-2528*a^5*b*c-\ 944*a^5*b*g-208*a^5*b*p-832*a^5*b*q+544*a^5*b*r+6240*a^5*b*x-2496*a^5*c^2-1808* a^5*c*g+176*a^5*c*p-1696*a^5*c*q+1520*a^5*c*r+12224*a^5*c*x-312*a^5*g^2+128*a^5 *g*p-688*a^5*g*q+568*a^5*g*r+4544*a^5*g*x+512*a^5*p^2-240*a^5*p*q+848*a^5*p*r+ 4032*a^5*p*x-224*a^5*q^2+352*a^5*q*r+4144*a^5*q*x+240*a^5*r^2+800*a^5*r*x-1728* a^5*x^2-608*a^4*b^3-4416*a^4*b^2*c-1696*a^4*b^2*g-1312*a^4*b^2*p-1136*a^4*b^2*q +408*a^4*b^2*r+10480*a^4*b^2*x-9824*a^4*b*c^2-7408*a^4*b*c*g-3184*a^4*b*c*p-\ 5648*a^4*b*c*q+3752*a^4*b*c*r+50608*a^4*b*c*x-1360*a^4*b*g^2-1464*a^4*b*g*p-\ 2232*a^4*b*g*q+1204*a^4*b*g*r+18312*a^4*b*g*x+968*a^4*b*p^2-1568*a^4*b*p*q+3056 *a^4*b*p*r+23504*a^4*b*p*x-656*a^4*b*q^2+776*a^4*b*q*r+15424*a^4*b*q*x+1284*a^4 *b*r^2+12812*a^4*b*r*x+9048*a^4*b*x^2-6912*a^4*c^3-7792*a^4*c^2*g-800*a^4*c^2*p -6144*a^4*c^2*q+6056*a^4*c^2*r+55712*a^4*c^2*x-2840*a^4*c*g^2-1104*a^4*c*g*p-\ 4872*a^4*c*g*q+4008*a^4*c*g*r+39064*a^4*c*g*x+3392*a^4*c*p^2-1688*a^4*c*p*q+ 7724*a^4*c*p*r+43856*a^4*c*p*x-1584*a^4*c*q^2+3124*a^4*c*q*r+37808*a^4*c*q*x+ 2908*a^4*c*r^2+21056*a^4*c*r*x+8016*a^4*c*x^2-332*a^4*g^3-248*a^4*g^2*p-952*a^4 *g^2*q+680*a^4*g^2*r+6944*a^4*g^2*x+1276*a^4*g*p^2-1020*a^4*g*p*q+2750*a^4*g*p* r+15872*a^4*g*p*x-632*a^4*g*q^2+910*a^4*g*q*r+13096*a^4*g*q*x+968*a^4*g*r^2+ 6658*a^4*g*r*x+684*a^4*g*x^2+832*a^4*p^3+616*a^4*p^2*q+1584*a^4*p^2*r+5184*a^4* p^2*x-304*a^4*p*q^2+2192*a^4*p*q*r+16288*a^4*p*q*x+688*a^4*p*r^2-1052*a^4*p*r*x -12264*a^4*p*x^2-120*a^4*q^3+424*a^4*q^2*r+6048*a^4*q^2*x+976*a^4*q*r^2+9332*a^ 4*q*r*x+6168*a^4*q*x^2-4*a^4*r^3-3644*a^4*r^2*x-18324*a^4*r*x^2-9232*a^4*x^3-\ 192*a^3*b^4-2880*a^3*b^3*c-1056*a^3*b^3*g-1440*a^3*b^3*p-496*a^3*b^3*q-24*a^3*b ^3*r+6752*a^3*b^3*x-11680*a^3*b^2*c^2-8704*a^3*b^2*c*g-7648*a^3*b^2*c*p-5568*a^ 3*b^2*c*q+2392*a^3*b^2*c*r+66000*a^3*b^2*c*x-1584*a^3*b^2*g^2-3384*a^3*b^2*g*p-\ 2048*a^3*b^2*g*q+608*a^3*b^2*g*r+23128*a^3*b^2*g*x-288*a^3*b^2*p^2-2552*a^3*b^2 *p*q+2812*a^3*b^2*p*r+37552*a^3*b^2*p*x-464*a^3*b^2*q^2+340*a^3*b^2*q*r+17504*a ^3*b^2*q*x+1644*a^3*b^2*r^2+26944*a^3*b^2*r*x+35208*a^3*b^2*x^2-18880*a^3*b*c^3 -20944*a^3*b*c^2*g-11104*a^3*b*c^2*p-15232*a^3*b*c^2*q+11280*a^3*b*c^2*r+169072 *a^3*b*c^2*x-7576*a^3*b*c*g^2-10384*a^3*b*c*g*p-11528*a^3*b*c*g*q+6912*a^3*b*c* g*r+118616*a^3*b*c*g*x+4080*a^3*b*c*p^2-8952*a^3*b*c*p*q+18536*a^3*b*c*p*r+ 163360*a^3*b*c*p*x-3384*a^3*b*c*q^2+4968*a^3*b*c*q*r+102424*a^3*b*c*q*x+8536*a^ 3*b*c*r^2+99036*a^3*b*c*r*x+87552*a^3*b*c*x^2-892*a^3*b*g^3-2256*a^3*b*g^2*p-\ 2132*a^3*b*g^2*q+1046*a^3*b*g^2*r+21004*a^3*b*g^2*x+912*a^3*b*g*p^2-4244*a^3*b* g*p*q+6220*a^3*b*g*p*r+59500*a^3*b*g*p*x-1240*a^3*b*g*q^2+1344*a^3*b*g*q*r+ 35044*a^3*b*g*q*x+3006*a^3*b*g*r^2+36270*a^3*b*g*r*x+32064*a^3*b*g*x^2+2076*a^3 *b*p^3-16*a^3*b*p^2*q+5512*a^3*b*p^2*r+32040*a^3*b*p^2*x-1340*a^3*b*p*q^2+4400* a^3*b*p*q*r+52924*a^3*b*p*q*x+3400*a^3*b*p*r^2+22092*a^3*b*p*r*x-7248*a^3*b*p*x ^2-188*a^3*b*q^3+556*a^3*b*q^2*r+14604*a^3*b*q^2*x+2310*a^3*b*q*r^2+33272*a^3*b *q*r*x+32832*a^3*b*q*x^2+298*a^3*b*r^3-7826*a^3*b*r^2*x-69204*a^3*b*r*x^2-44048 *a^3*b*x^3-10528*a^3*c^4-15664*a^3*c^3*g-2624*a^3*c^3*p-11888*a^3*c^3*q+12976*a ^3*c^3*r+132096*a^3*c^3*x-8512*a^3*c^2*g^2-5528*a^3*c^2*g*p-13624*a^3*c^2*g*q+ 12368*a^3*c^2*g*r+136112*a^3*c^2*g*x+10096*a^3*c^2*p^2-5176*a^3*c^2*p*q+26388*a ^3*c^2*p*r+169920*a^3*c^2*p*x-4520*a^3*c^2*q^2+10008*a^3*c^2*q*r+129720*a^3*c^2 *q*x+10484*a^3*c^2*r^2+89480*a^3*c^2*r*x+49728*a^3*c^2*x^2-1996*a^3*c*g^3-2856* a^3*c*g^2*p-5116*a^3*c*g^2*q+3898*a^3*c*g^2*r+46964*a^3*c*g^2*x+6220*a^3*c*g*p^ 2-5948*a^3*c*g*p*q+17886*a^3*c*g*p*r+120188*a^3*c*g*p*x-3432*a^3*c*g*q^2+6080*a ^3*c*g*q*r+89748*a^3*c*g*q*x+7334*a^3*c*g*r^2+64918*a^3*c*g*r*x+36912*a^3*c*g*x ^2+5732*a^3*c*p^3+3892*a^3*c*p^2*q+13050*a^3*c*p^2*r+55904*a^3*c*p^2*x-1996*a^3 *c*p*q^2+14310*a^3*c*p*q*r+118228*a^3*c*p*q*x+7160*a^3*c*p*r^2+26950*a^3*c*p*r* x-39276*a^3*c*p*x^2-660*a^3*c*q^3+2484*a^3*c*q^2*r+39396*a^3*c*q^2*x+6062*a^3*c *q*r^2+62344*a^3*c*q*r*x+36240*a^3*c*q*x^2+402*a^3*c*r^3-20030*a^3*c*r^2*x-\ 127664*a^3*c*r*x^2-70240*a^3*c*x^3-170*a^3*g^4-416*a^3*g^3*p-628*a^3*g^3*q+414* a^3*g^3*r+5480*a^3*g^3*x+974*a^3*g^2*p^2-1518*a^3*g^2*p*q+3031*a^3*g^2*p*r+ 21204*a^3*g^2*p*x-636*a^3*g^2*q^2+861*a^3*g^2*q*r+15300*a^3*g^2*q*x+1242*a^3*g^ 2*r^2+10881*a^3*g^2*r*x+4638*a^3*g^2*x^2+2076*a^3*g*p^3+778*a^3*g*p^2*q+4537*a^ 3*g*p^2*r+19624*a^3*g*p^2*x-1032*a^3*g*p*q^2+4643*a^3*g*p*q*r+42424*a^3*g*p*q*x +2304*a^3*g*p*r^2+7103*a^3*g*p*r*x-19638*a^3*g*p*x^2-240*a^3*g*q^3+766*a^3*g*q^ 2*r+13760*a^3*g*q^2*x+2174*a^3*g*q*r^2+24600*a^3*g*q*r*x+18144*a^3*g*q*x^2+54*a ^3*g*r^3-8104*a^3*g*r^2*x-48344*a^3*g*r*x^2-26200*a^3*g*x^3+704*a^3*p^4+1492*a^ 3*p^3*q+1492*a^3*p^3*r+2880*a^3*p^3*x+312*a^3*p^2*q^2+4112*a^3*p^2*q*r+22964*a^ 3*p^2*q*x+752*a^3*p^2*r^2-5908*a^3*p^2*r*x-23088*a^3*p^2*x^2-212*a^3*p*q^3+1836 *a^3*p*q^2*r+19044*a^3*p*q^2*x+2644*a^3*p*q*r^2+16870*a^3*p*q*r*x-3936*a^3*p*q* x^2-104*a^3*p*r^3-10474*a^3*p*r^2*x-43260*a^3*p*r*x^2-18320*a^3*p*x^3-28*a^3*q^ 4+190*a^3*q^3*r+3704*a^3*q^3*x+782*a^3*q^2*r^2+9112*a^3*q^2*r*x+3768*a^3*q^2*x^ 2+264*a^3*q*r^3-4804*a^3*q*r^2*x-42854*a^3*q*r*x^2-25440*a^3*q*x^3-80*a^3*r^4-\ 2074*a^3*r^3*x-2640*a^3*r^2*x^2+8296*a^3*r*x^3-608*a^2*b^4*c-192*a^2*b^4*g-464* a^2*b^4*p-64*a^2*b^4*r+1264*a^2*b^4*x-5088*a^2*b^3*c^2-3552*a^2*b^3*c*g-5264*a^ 2*b^3*c*p-1552*a^2*b^3*c*q+192*a^2*b^3*c*r+31344*a^2*b^3*c*x-600*a^2*b^3*g^2-\ 2088*a^2*b^3*g*p-472*a^2*b^3*g*q+20*a^2*b^3*g*r+10744*a^2*b^3*g*x-1088*a^2*b^3* p^2-1160*a^2*b^3*p*q+648*a^2*b^3*p*r+21824*a^2*b^3*p*x-24*a^2*b^3*q*r+6496*a^2* b^3*q*x+772*a^2*b^3*r^2+19732*a^2*b^3*r*x+37512*a^2*b^3*x^2-15040*a^2*b^2*c^3-\ 16160*a^2*b^2*c^2*g-15776*a^2*b^2*c^2*p-10016*a^2*b^2*c^2*q+5648*a^2*b^2*c^2*r+ 155968*a^2*b^2*c^2*x-5640*a^2*b^2*c*g^2-13368*a^2*b^2*c*g*p-6984*a^2*b^2*c*g*q+ 3156*a^2*b^2*c*g*r+107936*a^2*b^2*c*g*x-2080*a^2*b^2*c*p^2-9824*a^2*b^2*c*p*q+ 11668*a^2*b^2*c*p*r+178984*a^2*b^2*c*p*x-1432*a^2*b^2*c*q^2+1744*a^2*b^2*c*q*r+ 80296*a^2*b^2*c*q*x+6880*a^2*b^2*c*r^2+125216*a^2*b^2*c*r*x+167712*a^2*b^2*c*x^ 2-632*a^2*b^2*g^3-2732*a^2*b^2*g^2*p-1172*a^2*b^2*g^2*q+458*a^2*b^2*g^2*r+19144 *a^2*b^2*g^2*x-1636*a^2*b^2*g*p^2-3952*a^2*b^2*g*p*q+3536*a^2*b^2*g*p*r+63152*a ^2*b^2*g*p*x-416*a^2*b^2*g*q^2+506*a^2*b^2*g*q*r+27032*a^2*b^2*g*q*x+2460*a^2*b ^2*g*r^2+46106*a^2*b^2*g*r*x+64104*a^2*b^2*g*x^2+960*a^2*b^2*p^3-1772*a^2*b^2*p ^2*q+4466*a^2*b^2*p^2*r+44872*a^2*b^2*p^2*x-1044*a^2*b^2*p*q^2+1980*a^2*b^2*p*q *r+49472*a^2*b^2*p*q*x+3314*a^2*b^2*p*r^2+44100*a^2*b^2*p*r*x+30672*a^2*b^2*p*x ^2+128*a^2*b^2*q^2*r+9400*a^2*b^2*q^2*x+1554*a^2*b^2*q*r^2+34700*a^2*b^2*q*r*x+ 47808*a^2*b^2*q*x^2+246*a^2*b^2*r^3-6148*a^2*b^2*r^2*x-88176*a^2*b^2*r*x^2-\ 69632*a^2*b^2*x^3-19648*a^2*b*c^4-28080*a^2*b*c^3*g-17072*a^2*b*c^3*p-20192*a^2 *b*c^3*q+17128*a^2*b*c^3*r+277856*a^2*b*c^3*x-14696*a^2*b*c^2*g^2-23088*a^2*b*c ^2*g*p-21904*a^2*b*c^2*g*q+15868*a^2*b*c^2*g*r+288272*a^2*b*c^2*g*x+7096*a^2*b* c^2*p^2-19456*a^2*b*c^2*p*q+41604*a^2*b*c^2*p*r+417904*a^2*b*c^2*p*x-6256*a^2*b *c^2*q^2+11068*a^2*b*c^2*q*r+242848*a^2*b*c^2*q*x+19196*a^2*b*c^2*r^2+249152*a^ 2*b*c^2*r*x+226128*a^2*b*c^2*x^2-3332*a^2*b*c*g^3-9856*a^2*b*c*g^2*p-7696*a^2*b *c*g^2*q+4870*a^2*b*c*g^2*r+100676*a^2*b*c*g^2*x+1832*a^2*b*c*g*p^2-17136*a^2*b *c*g*p*q+27168*a^2*b*c*g*p*r+296560*a^2*b*c*g*p*x-4328*a^2*b*c*g*q^2+6550*a^2*b *c*g*q*r+165940*a^2*b*c*g*q*x+13642*a^2*b*c*g*r^2+184394*a^2*b*c*g*r*x+177144*a ^2*b*c*g*x^2+8712*a^2*b*c*p^3-1080*a^2*b*c*p^2*q+26202*a^2*b*c*p^2*r+179220*a^2 *b*c*p^2*x-5640*a^2*b*c*p*q^2+18876*a^2*b*c*p*q*r+260244*a^2*b*c*p*q*x+17028*a^ 2*b*c*p*r^2+144818*a^2*b*c*p*r*x+16104*a^2*b*c*p*x^2-572*a^2*b*c*q^3+2216*a^2*b *c*q^2*r+65016*a^2*b*c*q^2*x+9510*a^2*b*c*q*r^2+150362*a^2*b*c*q*r*x+135012*a^2 *b*c*q*x^2+1350*a^2*b*c*r^3-33966*a^2*b*c*r^2*x-351128*a^2*b*c*r*x^2-236736*a^2 *b*c*x^3-274*a^2*b*g^4-1340*a^2*b*g^3*p-868*a^2*b*g^3*q+506*a^2*b*g^3*r+11904*a ^2*b*g^3*x-290*a^2*b*g^2*p^2-3624*a^2*b*g^2*p*q+4295*a^2*b*g^2*p*r+52188*a^2*b* g^2*p*x-712*a^2*b*g^2*q^2+968*a^2*b*g^2*q*r+28432*a^2*b*g^2*q*x+2336*a^2*b*g^2* r^2+32158*a^2*b*g^2*r*x+29154*a^2*b*g^2*x^2+2792*a^2*b*g*p^3-1756*a^2*b*g*p^2*q +9083*a^2*b*g*p^2*r+66176*a^2*b*g*p^2*x-2290*a^2*b*g*p*q^2+5794*a^2*b*g*p*q*r+ 91250*a^2*b*g*p*q*x+6041*a^2*b*g*p*r^2+54553*a^2*b*g*p*r*x+9456*a^2*b*g*p*x^2-\ 158*a^2*b*g*q^3+734*a^2*b*g*q^2*r+22214*a^2*b*g*q^2*x+3453*a^2*b*g*q*r^2+57421* a^2*b*g*q*r*x+60054*a^2*b*g*q*x^2+445*a^2*b*g*r^3-12869*a^2*b*g*r^2*x-131126*a^ 2*b*g*r*x^2-89016*a^2*b*g*x^3+1612*a^2*b*p^4+1592*a^2*b*p^3*q+4424*a^2*b*p^3*r+ 19916*a^2*b*p^3*x-766*a^2*b*p^2*q^2+6636*a^2*b*p^2*q*r+61954*a^2*b*p^2*q*x+3301 *a^2*b*p^2*r^2+9931*a^2*b*p^2*r*x-35694*a^2*b*p^2*x^2-406*a^2*b*p*q^3+1866*a^2* b*p*q^2*r+36900*a^2*b*p*q^2*x+4659*a^2*b*p*q*r^2+54088*a^2*b*p*q*r*x+17652*a^2* b*p*q*x^2+415*a^2*b*p*r^3-19525*a^2*b*p*r^2*x-136258*a^2*b*p*r*x^2-73960*a^2*b* p*x^3+114*a^2*b*q^3*r+5126*a^2*b*q^3*x+1008*a^2*b*q^2*r^2+18827*a^2*b*q^2*r*x+ 11802*a^2*b*q^2*x^2+306*a^2*b*q*r^3-9632*a^2*b*q*r^2*x-115762*a^2*b*q*r*x^2-\ 81080*a^2*b*q*x^3-120*a^2*b*r^4-6104*a^2*b*r^3*x-26316*a^2*b*r^2*x^2+5624*a^2*b *r*x^3-9312*a^2*c^5-16768*a^2*c^4*g-3616*a^2*c^4*p-12880*a^2*c^4*q+15136*a^2*c^ 4*r+169472*a^2*c^4*x-11744*a^2*c^3*g^2-9200*a^2*c^3*g*p-18864*a^2*c^3*g*q+19252 *a^2*c^3*g*r+231384*a^2*c^3*g*x+15128*a^2*c^3*p^2-8800*a^2*c^3*p*q+42448*a^2*c^ 3*p*r+308120*a^2*c^3*p*x-6296*a^2*c^3*q^2+14872*a^2*c^3*q*r+212056*a^2*c^3*q*x+ 16808*a^2*c^3*r^2+160640*a^2*c^3*r*x+91872*a^2*c^3*x^2-3992*a^2*c^2*g^3-7036*a^ 2*c^2*g^2*p-10124*a^2*c^2*g^2*q+8988*a^2*c^2*g^2*r+118196*a^2*c^2*g^2*x+12760*a ^2*c^2*g*p^2-13436*a^2*c^2*g*p*q+42518*a^2*c^2*g*p*r+323760*a^2*c^2*g*p*x-6840* a^2*c^2*g*q^2+14046*a^2*c^2*g*q*r+219420*a^2*c^2*g*q*x+17866*a^2*c^2*g*r^2+ 178350*a^2*c^2*g*r*x+113532*a^2*c^2*g*x^2+14240*a^2*c^2*p^3+7860*a^2*c^2*p^2*q+ 34696*a^2*c^2*p^2*r+174588*a^2*c^2*p^2*x-5108*a^2*c^2*p*q^2+32528*a^2*c^2*p*q*r +305140*a^2*c^2*p*q*x+19970*a^2*c^2*p*r^2+110502*a^2*c^2*p*r*x-58368*a^2*c^2*p* x^2-1260*a^2*c^2*q^3+5096*a^2*c^2*q^2*r+91920*a^2*c^2*q^2*x+13348*a^2*c^2*q*r^2 +151758*a^2*c^2*q*r*x+77844*a^2*c^2*q*x^2+1296*a^2*c^2*r^3-44574*a^2*c^2*r^2*x-\ 336244*a^2*c^2*r*x^2-194416*a^2*c^2*x^3-658*a^2*c*g^4-2098*a^2*c*g^3*p-2352*a^2 *c*g^3*q+1871*a^2*c*g^3*r+27220*a^2*c*g^3*x+3208*a^2*c*g^2*p^2-6360*a^2*c*g^2*p *q+13846*a^2*c*g^2*p*r+111804*a^2*c*g^2*p*x-2396*a^2*c*g^2*q^2+4234*a^2*c*g^2*q *r+74688*a^2*c*g^2*q*x+6152*a^2*c*g^2*r^2+62518*a^2*c*g^2*r*x+37686*a^2*c*g^2*x ^2+9568*a^2*c*g*p^3+2960*a^2*c*g*p^2*q+23955*a^2*c*g*p^2*r+124588*a^2*c*g*p^2*x -4658*a^2*c*g*p*q^2+21312*a^2*c*g*p*q*r+217182*a^2*c*g*p*q*x+13827*a^2*c*g*p*r^ 2+80017*a^2*c*g*p*r*x-40680*a^2*c*g*p*x^2-862*a^2*c*g*q^3+3288*a^2*c*g*q^2*r+ 63838*a^2*c*g*q^2*x+9595*a^2*c*g*q*r^2+117257*a^2*c*g*q*r*x+78282*a^2*c*g*q*x^2 +715*a^2*c*g*r^3-33959*a^2*c*g*r^2*x-250586*a^2*c*g*r*x^2-146408*a^2*c*g*x^3+ 4076*a^2*c*p^4+6932*a^2*c*p^3*q+9924*a^2*c*p^3*r+31652*a^2*c*p^3*x+706*a^2*c*p^ 2*q^2+19698*a^2*c*p^2*q*r+127866*a^2*c*p^2*q*x+6387*a^2*c*p^2*r^2-1067*a^2*c*p^ 2*r*x-91302*a^2*c*p^2*x^2-1022*a^2*c*p*q^3+7634*a^2*c*p*q^2*r+93180*a^2*c*p*q^2 *x+12219*a^2*c*p*q*r^2+90826*a^2*c*p*q*r*x-23868*a^2*c*p*q*x^2+175*a^2*c*p*r^3-\ 49735*a^2*c*p*r^2*x-252446*a^2*c*p*r*x^2-117976*a^2*c*p*x^3-84*a^2*c*q^4+696*a^ 2*c*q^3*r+16250*a^2*c*q^3*x+3178*a^2*c*q^2*r^2+41363*a^2*c*q^2*r*x+10050*a^2*c* q^2*x^2+918*a^2*c*q*r^3-25614*a^2*c*q*r^2*x-233476*a^2*c*q*r*x^2-141456*a^2*c*q *x^3-432*a^2*c*r^4-14382*a^2*c*r^3*x-49284*a^2*c*r^2*x^2+6896*a^2*c*r*x^3-42*a^ 2*g^5-214*a^2*g^4*p-198*a^2*g^4*q+149*a^2*g^4*r+2392*a^2*g^4*x+236*a^2*g^3*p^2-\ 946*a^2*g^3*p*q+1476*a^2*g^3*p*r+12802*a^2*g^3*p*x-268*a^2*g^3*q^2+413*a^2*g^3* q*r+8458*a^2*g^3*q*x+675*a^2*g^3*r^2+6712*a^2*g^3*r*x+2664*a^2*g^3*x^2+1610*a^2 *g^2*p^3-84*a^2*g^2*p^2*q+4098*a^2*g^2*p^2*r+21914*a^2*g^2*p^2*x-1014*a^2*g^2*p *q^2+3292*a^2*g^2*p*q*r+37686*a^2*g^2*p*q*x+2315*a^2*g^2*p*r^2+13097*a^2*g^2*p* r*x-10218*a^2*g^2*p*x^2-138*a^2*g^2*q^3+527*a^2*g^2*q^2*r+10962*a^2*g^2*q^2*x+ 1677*a^2*g^2*q*r^2+21756*a^2*g^2*q*r*x+16482*a^2*g^2*q*x^2+68*a^2*g^2*r^3-6618* a^2*g^2*r^2*x-45854*a^2*g^2*r*x^2-26316*a^2*g^2*x^3+1458*a^2*g*p^4+2138*a^2*g*p ^3*q+3382*a^2*g*p^3*r+10512*a^2*g*p^3*x-154*a^2*g*p^2*q^2+6771*a^2*g*p^2*q*r+ 47450*a^2*g*p^2*q*x+1956*a^2*g*p^2*r^2-3570*a^2*g*p^2*r*x-38988*a^2*g*p^2*x^2-\ 418*a^2*g*p*q^3+2481*a^2*g*p*q^2*r+33336*a^2*g*p*q^2*x+4433*a^2*g*p*q*r^2+37549 *a^2*g*p*q*r*x+1560*a^2*g*p*q*x^2-107*a^2*g*p*r^3-19401*a^2*g*p*r^2*x-94967*a^2 *g*p*r*x^2-44168*a^2*g*p*x^3-22*a^2*g*q^4+243*a^2*g*q^3*r+5652*a^2*g*q^3*x+1159 *a^2*g*q^2*r^2+16112*a^2*g*q^2*r*x+7488*a^2*g*q^2*x^2+336*a^2*g*q*r^3-8843*a^2* g*q*r^2*x-85325*a^2*g*q*r*x^2-53316*a^2*g*q*x^3-166*a^2*g*r^4-4792*a^2*g*r^3*x-\ 13730*a^2*g*r^2*x^2+8224*a^2*g*r*x^3+328*a^2*p^5+1194*a^2*p^4*q+757*a^2*p^4*r+ 504*a^2*p^4*x+740*a^2*p^3*q^2+3376*a^2*p^3*q*r+14796*a^2*p^3*q*x+384*a^2*p^3*r^ 2-6487*a^2*p^3*r*x-18402*a^2*p^3*x^2-76*a^2*p^2*q^3+2512*a^2*p^2*q^2*r+21222*a^ 2*p^2*q^2*x+2628*a^2*p^2*q*r^2+8798*a^2*p^2*q*r*x-22446*a^2*p^2*q*x^2-195*a^2*p ^2*r^3-11020*a^2*p^2*r^2*x-37201*a^2*p^2*r*x^2-12300*a^2*p^2*x^3-58*a^2*p*q^4+ 519*a^2*p*q^3*r+8700*a^2*p*q^3*x+1561*a^2*p*q^2*r^2+14326*a^2*p*q^2*r*x-6198*a^ 2*p*q^2*x^2+388*a^2*p*q*r^3-12789*a^2*p*q*r^2*x-86969*a^2*p*q*r*x^2-43600*a^2*p *q*x^3-170*a^2*p*r^4-3617*a^2*p*r^3*x+100*a^2*p*r^2*x^2+20842*a^2*p*r*x^3+26*a^ 2*q^4*r+946*a^2*q^4*x+212*a^2*q^3*r^2+3117*a^2*q^3*r*x-1578*a^2*q^3*x^2+66*a^2* q^2*r^3-4343*a^2*q^2*r^2*x-39982*a^2*q^2*r*x^2-24180*a^2*q^2*x^3-90*a^2*q*r^4-\ 4543*a^2*q*r^3*x-19486*a^2*q*r^2*x^2+1578*a^2*q*r*x^3-20*a^2*r^5+164*a^2*r^4*x+ 7070*a^2*r^3*x^2+15700*a^2*r^2*x^3-96*a*b^5*x-640*a*b^4*c^2-368*a*b^4*c*g-1040* a*b^4*c*p-96*a*b^4*c*r+2896*a*b^4*c*x-48*a*b^4*g^2-328*a*b^4*g*p-16*a*b^4*g*r+ 1224*a*b^4*g*x-376*a*b^4*p^2-16*a*b^4*p*r+3664*a*b^4*p*x+272*a*b^4*q*x+144*a*b^ 4*r^2+5168*a*b^4*r*x+14232*a*b^4*x^2-3968*a*b^3*c^3-3888*a*b^3*c^2*g-6544*a*b^3 *c^2*p-1616*a*b^3*c^2*q+552*a*b^3*c^2*r+45136*a*b^3*c^2*x-1200*a*b^3*c*g^2-4936 *a*b^3*c*g*p-912*a*b^3*c*g*q+252*a*b^3*c*g*r+30056*a*b^3*c*g*x-2808*a*b^3*c*p^2 -2544*a*b^3*c*p*q+1828*a*b^3*c*p*r+66568*a*b^3*c*p*x+16*a*b^3*c*q*r+15568*a*b^3 *c*q*x+1800*a*b^3*c*r^2+54308*a*b^3*c*r*x+110112*a*b^3*c*x^2-112*a*b^3*g^3-892* a*b^3*g^2*p-112*a*b^3*g^2*q+80*a*b^3*g^2*r+5548*a*b^3*g^2*x-1272*a*b^3*g*p^2-\ 776*a*b^3*g*p*q+430*a*b^3*g*p*r+21820*a*b^3*g*p*x+56*a*b^3*g*q*r+5764*a*b^3*g*q *x+618*a*b^3*g*r^2+18962*a*b^3*g*r*x+39072*a*b^3*g*x^2-236*a*b^3*p^3-920*a*b^3* p^2*q+942*a*b^3*p^2*r+20508*a*b^3*p^2*x+144*a*b^3*p*q*r+13372*a*b^3*p*q*x+1030* a*b^3*p*r^2+24444*a*b^3*p*r*x+33984*a*b^3*p*x^2+1080*a*b^3*q^2*x+392*a*b^3*q*r^ 2+11868*a*b^3*q*r*x+21744*a*b^3*q*x^2+36*a*b^3*r^3-2674*a*b^3*r^2*x-48120*a*b^3 *r*x^2-44048*a*b^3*x^3-9504*a*b^2*c^4-12944*a*b^2*c^3*g-14192*a*b^2*c^3*p-7872* a*b^2*c^3*q+5848*a*b^2*c^3*r+160544*a*b^2*c^3*x-6344*a*b^2*c^2*g^2-17256*a*b^2* c^2*g*p-7760*a*b^2*c^2*g*q+5068*a*b^2*c^2*g*r+162656*a*b^2*c^2*g*x-3528*a*b^2*c ^2*p^2-12440*a*b^2*c^2*p*q+16272*a*b^2*c^2*p*r+284464*a*b^2*c^2*p*x-1472*a*b^2* c^2*q^2+2596*a*b^2*c^2*q*r+114352*a*b^2*c^2*q*x+8876*a*b^2*c^2*r^2+184776*a*b^2 *c^2*r*x+255888*a*b^2*c^2*x^2-1308*a*b^2*c*g^3-6748*a*b^2*c*g^2*p-2380*a*b^2*c* g^2*q+1592*a*b^2*c*g^2*r+56516*a*b^2*c*g^2*x-4680*a*b^2*c*g*p^2-9448*a*b^2*c*g* p*q+9838*a*b^2*c*g*p*r+197284*a*b^2*c*g*p*x-812*a*b^2*c*g*q^2+1590*a*b^2*c*g*q* r+76024*a*b^2*c*g*q*x+6218*a*b^2*c*g*r^2+134394*a*b^2*c*g*r*x+195720*a*b^2*c*g* x^2+2072*a*b^2*c*p^3-5020*a*b^2*c*p^2*q+12342*a*b^2*c*p^2*r+146088*a*b^2*c*p^2* x-2228*a*b^2*c*p*q^2+5282*a*b^2*c*p*q*r+149916*a*b^2*c*p*q*x+9298*a*b^2*c*p*r^2 +143604*a*b^2*c*p*r*x+104724*a*b^2*c*p*x^2+296*a*b^2*c*q^2*r+22644*a*b^2*c*q^2* x+3764*a*b^2*c*q*r^2+95622*a*b^2*c*q*r*x+128904*a*b^2*c*q*x^2+520*a*b^2*c*r^3-\ 17302*a*b^2*c*r^2*x-287992*a*b^2*c*r*x^2-236736*a*b^2*c*x^3-92*a*b^2*g^4-836*a* b^2*g^3*p-216*a*b^2*g^3*q+212*a*b^2*g^3*r+6888*a*b^2*g^3*x-1276*a*b^2*g^2*p^2-\ 1710*a*b^2*g^2*p*q+1373*a*b^2*g^2*p*r+33760*a*b^2*g^2*p*x-92*a*b^2*g^2*q^2+348* a*b^2*g^2*q*r+13440*a*b^2*g^2*q*x+1045*a*b^2*g^2*r^2+22959*a*b^2*g^2*r*x+32274* a*b^2*g^2*x^2+336*a*b^2*g*p^3-2352*a*b^2*g*p^2*q+4074*a*b^2*g*p^2*r+53114*a*b^2 *g*p^2*x-650*a*b^2*g*p*q^2+1449*a*b^2*g*p*q*r+49286*a*b^2*g*p*q*x+3385*a*b^2*g* p*r^2+55004*a*b^2*g*p*r*x+48750*a*b^2*g*p*x^2+156*a*b^2*g*q^2*r+8084*a*b^2*g*q^ 2*x+1303*a*b^2*g*q*r^2+33671*a*b^2*g*q*r*x+47904*a*b^2*g*q*x^2+201*a*b^2*g*r^3-\ 6545*a*b^2*g*r^2*x-107428*a*b^2*g*r*x^2-89016*a*b^2*g*x^3+720*a*b^2*p^4-282*a*b ^2*p^3*q+2619*a*b^2*p^3*r+21650*a*b^2*p^3*x-806*a*b^2*p^2*q^2+2281*a*b^2*p^2*q* r+43452*a*b^2*p^2*q*x+2178*a*b^2*p^2*r^2+22288*a*b^2*p^2*r*x-6822*a*b^2*p^2*x^2 +332*a*b^2*p*q^2*r+16606*a*b^2*p*q^2*x+2061*a*b^2*p*q*r^2+42804*a*b^2*p*q*r*x+ 35796*a*b^2*p*q*x^2+177*a*b^2*p*r^3-10822*a*b^2*p*r^2*x-119072*a*b^2*p*r*x^2-\ 81080*a*b^2*p*x^3+1100*a*b^2*q^3*x+388*a*b^2*q^2*r^2+9554*a*b^2*q^2*r*x+5682*a* b^2*q^2*x^2+6*a*b^2*q*r^3-7319*a*b^2*q*r^2*x-97844*a*b^2*q*r*x^2-73960*a*b^2*q* x^3-132*a*b^2*r^4-5044*a*b^2*r^3*x-27732*a*b^2*r^2*x^2+5624*a*b^2*r*x^3-10656*a *b*c^5-18224*a*b*c^4*g-12640*a*b*c^4*p-13120*a*b*c^4*q+12736*a*b*c^4*r+222432*a *b*c^4*x-12024*a*b*c^3*g^2-21560*a*b*c^3*g*p-18120*a*b*c^3*g*q+15996*a*b*c^3*g* r+304416*a*b*c^3*g*x+5448*a*b*c^3*p^2-18552*a*b*c^3*p*q+40388*a*b*c^3*p*r+ 461864*a*b*c^3*p*x-4984*a*b*c^3*q^2+10400*a*b*c^3*q*r+245192*a*b*c^3*q*x+17952* a*b*c^3*r^2+262072*a*b*c^3*r*x+238848*a*b*c^3*x^2-3812*a*b*c^2*g^3-13236*a*b*c^ 2*g^2*p-8952*a*b*c^2*g^2*q+7524*a*b*c^2*g^2*r+156688*a*b*c^2*g^2*x+1260*a*b*c^2 *g*p^2-23004*a*b*c^2*g*p*q+39372*a*b*c^2*g*p*r+486836*a*b*c^2*g*p*x-4916*a*b*c^ 2*g*q^2+9614*a*b*c^2*g*q*r+249332*a*b*c^2*g*q*x+18964*a*b*c^2*g*r^2+288846*a*b* c^2*g*r*x+285192*a*b*c^2*g*x^2+12012*a*b*c^2*p^3-3332*a*b*c^2*p^2*q+39482*a*b*c ^2*p^2*r+314552*a*b*c^2*p^2*x-7400*a*b*c^2*p*q^2+25906*a*b*c^2*p*q*r+411728*a*b *c^2*p*q*x+25870*a*b*c^2*p*r^2+263664*a*b*c^2*p*r*x+57444*a*b*c^2*p*x^2-580*a*b *c^2*q^3+2804*a*b*c^2*q^2*r+90440*a*b*c^2*q^2*x+12522*a*b*c^2*q*r^2+223122*a*b* c^2*q*r*x+190884*a*b*c^2*q*x^2+1834*a*b*c^2*r^3-44876*a*b*c^2*r^2*x-568812*a*b* c^2*r*x^2-405280*a*b*c^2*x^3-576*a*b*c*g^4-3448*a*b*c*g^3*p-1842*a*b*c*g^3*q+ 1659*a*b*c*g^3*r+36676*a*b*c*g^3*x-1430*a*b*c*g^2*p^2-9172*a*b*c*g^2*p*q+12245* a*b*c*g^2*p*r+168478*a*b*c*g^2*p*x-1486*a*b*c*g^2*q^2+3075*a*b*c*g^2*q*r+84694* a*b*c*g^2*q*x+6452*a*b*c*g^2*r^2+100757*a*b*c*g^2*r*x+97212*a*b*c*g^2*x^2+7238* a*b*c*g*p^3-5538*a*b*c*g*p^2*q+27004*a*b*c*g*p^2*r+228318*a*b*c*g*p^2*x-5606*a* b*c*g*p*q^2+16127*a*b*c*g*p*q*r+285996*a*b*c*g*p*q*x+18532*a*b*c*g*p*r^2+199868 *a*b*c*g*p*r*x+67746*a*b*c*g*p*x^2-312*a*b*c*g*q^3+1908*a*b*c*g*q^2*r+61422*a*b *c*g*q^2*x+8840*a*b*c*g*q*r^2+164741*a*b*c*g*q*r*x+161946*a*b*c*g*q*x^2+1236*a* b*c*g*r^3-35060*a*b*c*g*r^2*x-431682*a*b*c*g*r*x^2-311088*a*b*c*g*x^3+4844*a*b* c*p^4+3624*a*b*c*p^3*q+14414*a*b*c*p^3*r+80408*a*b*c*p^3*x-2656*a*b*c*p^2*q^2+ 18528*a*b*c*p^2*q*r+205292*a*b*c*p^2*q*x+11124*a*b*c*p^2*r^2+61174*a*b*c*p^2*r* x-86880*a*b*c*p^2*x^2-840*a*b*c*p*q^3+4700*a*b*c*p*q^2*r+109844*a*b*c*p*q^2*x+ 12884*a*b*c*p*q*r^2+172958*a*b*c*p*q*r*x+45000*a*b*c*p*q*x^2+1160*a*b*c*p*r^3-\ 58292*a*b*c*p*r^2*x-471010*a*b*c*p*r*x^2-271224*a*b*c*p*x^3+236*a*b*c*q^3*r+ 12344*a*b*c*q^3*x+2556*a*b*c*q^2*r^2+53126*a*b*c*q^2*r*x+25056*a*b*c*q^2*x^2+ 544*a*b*c*q*r^3-29608*a*b*c*q*r^2*x-386216*a*b*c*q*r*x^2-271224*a*b*c*q*x^3-536 *a*b*c*r^4-23136*a*b*c*r^3*x-119304*a*b*c*r^2*x^2-4272*a*b*c*r*x^3-32*a*b*g^5-\ 320*a*b*g^4*p-128*a*b*g^4*q+152*a*b*g^4*r+3316*a*b*g^4*x-414*a*b*g^3*p^2-1156*a *b*g^3*p*q+1196*a*b*g^3*p*r+19146*a*b*g^3*p*x-128*a*b*g^3*q^2+386*a*b*g^3*q*r+ 9882*a*b*g^3*q*x+694*a*b*g^3*r^2+10734*a*b*g^3*r*x+8184*a*b*g^3*x^2+1008*a*b*g^ 2*p^3-1664*a*b*g^2*p^2*q+4494*a*b*g^2*p^2*r+40970*a*b*g^2*p^2*x-1004*a*b*g^2*p* q^2+2317*a*b*g^2*p*q*r+48372*a*b*g^2*p*q*x+3198*a*b*g^2*p*r^2+35967*a*b*g^2*p*r *x+12840*a*b*g^2*p*x^2-32*a*b*g^2*q^3+386*a*b*g^2*q^2*r+10778*a*b*g^2*q^2*x+ 1503*a*b*g^2*q*r^2+28812*a*b*g^2*q*r*x+29124*a*b*g^2*q*x^2+169*a*b*g^2*r^3-7374 *a*b*g^2*r^2*x-81741*a*b*g^2*r*x^2-57656*a*b*g^2*x^3+1668*a*b*g*p^4+688*a*b*g*p ^3*q+5110*a*b*g*p^3*r+29890*a*b*g*p^3*x-1294*a*b*g*p^2*q^2+6166*a*b*g*p^2*q*r+ 74828*a*b*g*p^2*q*x+4001*a*b*g*p^2*r^2+23763*a*b*g*p^2*r*x-29796*a*b*g*p^2*x^2-\ 232*a*b*g*p*q^3+1445*a*b*g*p*q^2*r+36920*a*b*g*p*q^2*x+4772*a*b*g*p*q*r^2+69078 *a*b*g*p*q*r*x+37536*a*b*g*p*q*x^2+430*a*b*g*p*r^3-20639*a*b*g*p*r^2*x-172731*a *b*g*p*r*x^2-102420*a*b*g*p*x^3+106*a*b*g*q^3*r+4330*a*b*g*q^3*x+887*a*b*g*q^2* r^2+18590*a*b*g*q^2*r*x+9840*a*b*g*q^2*x^2+235*a*b*g*q*r^3-10371*a*b*g*q*r^2*x-\ 141492*a*b*g*q*r*x^2-102420*a*b*g*q*x^3-180*a*b*g*r^4-7892*a*b*g*r^3*x-38946*a* b*g*r^2*x^2+4920*a*b*g*r*x^3+562*a*b*p^5+1080*a*b*p^4*q+1648*a*b*p^4*r+5688*a*b *p^4*x-2*a*b*p^3*q^2+3811*a*b*p^3*q*r+29694*a*b*p^3*q*x+1377*a*b*p^3*r^2-836*a* b*p^3*r*x-26424*a*b*p^3*x^2-304*a*b*p^2*q^3+1809*a*b*p^2*q^2*r+30284*a*b*p^2*q^ 2*x+3071*a*b*p^2*q*r^2+27062*a*b*p^2*q*r*x-21168*a*b*p^2*q*x^2+141*a*b*p^2*r^3-\ 15705*a*b*p^2*r^2*x-89766*a*b*p^2*r*x^2-40304*a*b*p^2*x^3+216*a*b*p*q^3*r+8382* a*b*p*q^3*x+1323*a*b*p*q^2*r^2+23018*a*b*p*q^2*r*x+216*a*b*p*q^2*x^2+201*a*b*p* q*r^3-16327*a*b*p*q*r^2*x-156996*a*b*p*q*r*x^2-94848*a*b*p*q*x^3-166*a*b*p*r^4-\ 7099*a*b*p*r^3*x-25072*a*b*p*r^2*x^2+16760*a*b*p*r*x^3+456*a*b*q^4*x+166*a*b*q^ 3*r^2+3140*a*b*q^3*r*x-3888*a*b*q^3*x^2-54*a*b*q^2*r^3-6472*a*b*q^2*r^2*x-66498 *a*b*q^2*r*x^2-40304*a*b*q^2*x^3-198*a*b*q*r^4-6597*a*b*q*r^3*x-30602*a*b*q*r^2 *x^2+16760*a*b*q*r*x^3-16*a*b*r^5+700*a*b*r^4*x+15864*a*b*r^3*x^2+38192*a*b*r^2 *x^3-4512*a*c^6-9344*a*c^5*g-2672*a*c^5*p-7344*a*c^5*q+9024*a*c^5*r+111552*a*c^ 5*x-7760*a*c^4*g^2-7160*a*c^4*g*p-12904*a*c^4*g*q+14560*a*c^4*g*r+190400*a*c^4* g*x+10728*a*c^4*p^2-7624*a*c^4*p*q+32388*a*c^4*p*r+265840*a*c^4*p*x-4248*a*c^4* q^2+10456*a*c^4*q*r+166152*a*c^4*q*x+12628*a*c^4*r^2+135720*a*c^4*r*x+79536*a*c ^4*x^2-3296*a*c^3*g^3-6772*a*c^3*g^2*p-8740*a*c^3*g^2*q+9172*a*c^3*g^2*r+128640 *a*c^3*g^2*x+11816*a*c^3*g*p^2-13804*a*c^3*g*p*q+43246*a*c^3*g*p*r+371724*a*c^3 *g*p*x-5912*a*c^3*g*q^2+13516*a*c^3*g*q*r+228944*a*c^3*g*q*x+17844*a*c^3*g*r^2+ 199058*a*c^3*g*r*x+129384*a*c^3*g*x^2+14768*a*c^3*p^3+5844*a*c^3*p^2*q+37572*a* c^3*p^2*r+218500*a*c^3*p^2*x-5444*a*c^3*p*q^2+31070*a*c^3*p*q*r+334632*a*c^3*p* q*x+21874*a*c^3*p*r^2+151242*a*c^3*p*r*x-40428*a*c^3*p*x^2-1020*a*c^3*q^3+4436* a*c^3*q^2*r+90788*a*c^3*q^2*x+12582*a*c^3*q*r^2+161672*a*c^3*q*r*x+79980*a*c^3* q*x^2+1406*a*c^3*r^3-42524*a*c^3*r^2*x-380544*a*c^3*r*x^2-231968*a*c^3*x^3-754* a*c^2*g^4-2906*a*c^2*g^3*p-2830*a*c^2*g^3*q+2900*a*c^2*g^3*r+43816*a*c^2*g^3*x+ 4070*a*c^2*g^2*p^2-8992*a*c^2*g^2*p*q+20870*a*c^2*g^2*p*r+190946*a*c^2*g^2*p*x-\ 2926*a*c^2*g^2*q^2+6378*a*c^2*g^2*q*r+116286*a*c^2*g^2*q*x+9177*a*c^2*g^2*r^2+ 104689*a*c^2*g^2*r*x+67128*a*c^2*g^2*x^2+14498*a*c^2*g*p^3+2844*a*c^2*g*p^2*q+ 38933*a*c^2*g*p^2*r+234348*a*c^2*g*p^2*x-6820*a*c^2*g*p*q^2+30815*a*c^2*g*p*q*r +355470*a*c^2*g*p*q*x+23253*a*c^2*g*p*r^2+169829*a*c^2*g*p*r*x-27462*a*c^2*g*p* x^2-1004*a*c^2*g*q^3+4414*a*c^2*g*q^2*r+94294*a*c^2*g*q^2*x+13415*a*c^2*g*q*r^2 +181998*a*c^2*g*q*r*x+113118*a*c^2*g*q*x^2+1329*a*c^2*g*r^3-47707*a*c^2*g*r^2*x -424088*a*c^2*g*r*x^2-262928*a*c^2*g*x^3+7020*a*c^2*p^4+9670*a*c^2*p^3*q+18055* a*c^2*p^3*r+72702*a*c^2*p^3*x-170*a*c^2*p^2*q^2+29439*a*c^2*p^2*q*r+224080*a*c^ 2*p^2*q*x+12296*a*c^2*p^2*r^2+28790*a*c^2*p^2*r*x-132558*a*c^2*p^2*x^2-1408*a*c ^2*p*q^3+10112*a*c^2*p*q^2*r+145782*a*c^2*p*q^2*x+18031*a*c^2*p*q*r^2+159984*a* c^2*p*q*r*x-37824*a*c^2*p*q*x^2+659*a*c^2*p*r^3-78874*a*c^2*p*r^2*x-467236*a*c^ 2*p*r*x^2-231976*a*c^2*p*x^3-84*a*c^2*q^4+822*a*c^2*q^3*r+22216*a*c^2*q^3*x+ 4258*a*c^2*q^2*r^2+63200*a*c^2*q^2*r*x+10710*a*c^2*q^2*x^2+1050*a*c^2*q*r^3-\ 38895*a*c^2*q*r^2*x-396490*a*c^2*q*r*x^2-247048*a*c^2*q*x^3-756*a*c^2*r^4-27386 *a*c^2*r^3*x-122644*a*c^2*r^2*x^2-23000*a*c^2*r*x^3-88*a*c*g^5-572*a*c*g^4*p-\ 432*a*c*g^4*q+481*a*c*g^4*r+7676*a*c*g^4*x+394*a*c*g^3*p^2-2482*a*c*g^3*p*q+ 4310*a*c*g^3*p*r+42908*a*c*g^3*p*x-596*a*c*g^3*q^2+1351*a*c*g^3*q*r+26184*a*c*g ^3*q*x+2016*a*c*g^3*r^2+22809*a*c*g^3*r*x+11172*a*c*g^3*x^2+4572*a*c*g^2*p^3-\ 570*a*c*g^2*p^2*q+13107*a*c*g^2*p^2*r+82098*a*c*g^2*p^2*x-2744*a*c*g^2*p*q^2+ 9612*a*c*g^2*p*q*r+122476*a*c*g^2*p*q*x+7957*a*c*g^2*p*r^2+59678*a*c*g^2*p*r*x-\ 11274*a*c*g^2*p*x^2-298*a*c*g^2*q^3+1490*a*c*g^2*q^2*r+32288*a*c*g^2*q^2*x+4607 *a*c*g^2*q*r^2+65464*a*c*g^2*q*r*x+44766*a*c*g^2*q*x^2+323*a*c*g^2*r^3-19112*a* c*g^2*r^2*x-159278*a*c*g^2*r*x^2-97992*a*c*g^2*x^3+4888*a*c*g*p^4+5896*a*c*g*p^ 3*q+12616*a*c*g*p^3*r+51782*a*c*g*p^3*x-1078*a*c*g*p^2*q^2+20344*a*c*g*p^2*q*r+ 164750*a*c*g*p^2*q*x+8470*a*c*g*p^2*r^2+20037*a*c*g*p^2*r*x-97662*a*c*g*p^2*x^2 -1058*a*c*g*p*q^3+6633*a*c*g*p*q^2*r+102998*a*c*g*p*q^2*x+13164*a*c*g*p*q*r^2+ 128490*a*c*g*p*q*r*x+4926*a*c*g*p*q*x^2+270*a*c*g*p*r^3-57376*a*c*g*p*r^2*x-\ 340148*a*c*g*p*r*x^2-171776*a*c*g*p*x^3-44*a*c*g*q^4+588*a*c*g*q^3*r+15392*a*c* g*q^3*x+3021*a*c*g*q^2*r^2+46820*a*c*g*q^2*r*x+14832*a*c*g*q^2*x^2+767*a*c*g*q* r^3-27450*a*c*g*q*r^2*x-290368*a*c*g*q*r*x^2-186104*a*c*g*q*x^3-568*a*c*g*r^4-\ 19092*a*c*g*r^3*x-80092*a*c*g*r^2*x^2-3172*a*c*g*r*x^3+1346*a*c*p^5+3696*a*c*p^ 4*q+3512*a*c*p^4*r+7784*a*c*p^4*x+1662*a*c*p^3*q^2+10713*a*c*p^3*q*r+57250*a*c* p^3*q*x+2391*a*c*p^3*r^2-12248*a*c*p^3*r*x-59556*a*c*p^3*x^2-424*a*c*p^2*q^3+ 6869*a*c*p^2*q^2*r+70460*a*c*p^2*q^2*x+8051*a*c*p^2*q*r^2+37698*a*c*p^2*q*r*x-\ 76116*a*c*p^2*q*x^2-297*a*c*p^2*r^3-38933*a*c*p^2*r^2*x-165036*a*c*p^2*r*x^2-\ 64472*a*c*p^2*x^3-116*a*c*p*q^4+1258*a*c*p*q^3*r+25682*a*c*p*q^3*x+4269*a*c*p*q ^2*r^2+46930*a*c*p*q^2*r*x-23892*a*c*p*q^2*x^2+797*a*c*p*q*r^3-43155*a*c*p*q*r^ 2*x-317402*a*c*p*q*r*x^2-165272*a*c*p*q*x^3-578*a*c*p*r^4-16149*a*c*p*r^3*x-\ 37696*a*c*p*r^2*x^2+37698*a*c*p*r*x^3+52*a*c*q^4*r+2276*a*c*q^4*x+562*a*c*q^3*r ^2+9190*a*c*q^3*r*x-6852*a*c*q^3*x^2+78*a*c*q^2*r^3-13450*a*c*q^2*r^2*x-134366* a*c*q^2*r*x^2-79248*a*c*q^2*x^3-378*a*c*q*r^4-15363*a*c*q*r^3*x-70536*a*c*q*r^2 *x^2+11766*a*c*q*r*x^3-56*a*c*r^5+1208*a*c*r^4*x+32536*a*c*r^3*x^2+76600*a*c*r^ 2*x^3-4*a*g^6-42*a*g^5*p-24*a*g^5*q+34*a*g^5*r+550*a*g^5*x-14*a*g^4*p^2-242*a*g ^4*p*q+319*a*g^4*p*r+3568*a*g^4*p*x-40*a*g^4*q^2+117*a*g^4*q*r+2254*a*g^4*q*x+ 155*a*g^4*r^2+1632*a*g^4*r*x+6*a*g^4*x^2+472*a*g^3*p^3-298*a*g^3*p^2*q+1442*a*g ^3*p^2*r+9464*a*g^3*p^2*x-348*a*g^3*p*q^2+920*a*g^3*p*q*r+13652*a*g^3*p*q*x+866 *a*g^3*p*r^2+6397*a*g^3*p*r*x-2832*a*g^3*p*x^2-24*a*g^3*q^3+184*a*g^3*q^2*r+ 3722*a*g^3*q^2*x+505*a*g^3*q*r^2+7371*a*g^3*q*r*x+4722*a*g^3*q*x^2+7*a*g^3*r^3-\ 2660*a*g^3*r^2*x-19712*a*g^3*r*x^2-11612*a*g^3*x^3+846*a*g^2*p^4+784*a*g^2*p^3* q+2170*a*g^2*p^3*r+8960*a*g^2*p^3*x-406*a*g^2*p^2*q^2+3367*a*g^2*p^2*q*r+29612* a*g^2*p^2*q*x+1404*a*g^2*p^2*r^2+2642*a*g^2*p^2*r*x-19668*a*g^2*p^2*x^2-186*a*g ^2*p*q^3+1023*a*g^2*p*q^2*r+17626*a*g^2*p*q^2*x+2328*a*g^2*p*q*r^2+24842*a*g^2* p*q*r*x+6060*a*g^2*p*q*x^2-6*a*g^2*p*r^3-10536*a*g^2*p*r^2*x-61062*a*g^2*p*r*x^ 2-30744*a*g^2*p*x^3-4*a*g^2*q^4+116*a*g^2*q^3*r+2702*a*g^2*q^3*x+514*a*g^2*q^2* r^2+8181*a*g^2*q^2*r*x+2856*a*g^2*q^2*x^2+121*a*g^2*q*r^3-5097*a*g^2*q*r^2*x-\ 53046*a*g^2*q*r*x^2-34140*a*g^2*q*x^3-103*a*g^2*r^4-3054*a*g^2*r^3*x-10621*a*g^ 2*r^2*x^2+4540*a*g^2*r*x^3+478*a*g*p^5+1258*a*g*p^4*q+1171*a*g*p^4*r+2286*a*g*p ^4*x+422*a*g*p^3*q^2+3822*a*g*p^3*q*r+21746*a*g*p^3*q*x+674*a*g*p^3*r^2-6167*a* g*p^3*r*x-24504*a*g*p^3*x^2-218*a*g*p^2*q^3+2361*a*g*p^2*q^2*r+26142*a*g*p^2*q^ 2*x+2982*a*g*p^2*q*r^2+16910*a*g*p^2*q*r*x-21924*a*g*p^2*q*x^2-221*a*g*p^2*r^3-\ 14961*a*g*p^2*r^2*x-61636*a*g*p^2*r*x^2-23888*a*g*p^2*x^3-30*a*g*p*q^4+414*a*g* p*q^3*r+8836*a*g*p*q^3*x+1595*a*g*p*q^2*r^2+19349*a*g*p*q^2*r*x-1668*a*g*p*q^2* x^2+333*a*g*p*q*r^3-14409*a*g*p*q*r^2*x-114400*a*g*p*q*r*x^2-62388*a*g*p*q*x^3-\ 216*a*g*p*r^4-5425*a*g*p*r^3*x-10145*a*g*p*r^2*x^2+18567*a*g*p*r*x^3+22*a*g*q^4 *r+788*a*g*q^4*x+195*a*g*q^3*r^2+3145*a*g*q^3*r*x-2520*a*g*q^3*x^2+38*a*g*q^2*r ^3-4772*a*g*q^2*r^2*x-49392*a*g*q^2*r*x^2-30316*a*g*q^2*x^3-131*a*g*q*r^4-5575* a*g*q*r^3*x-26504*a*g*q*r^2*x^2+3105*a*g*q*r*x^3-14*a*g*r^5+533*a*g*r^4*x+11378 *a*g*r^3*x^2+25660*a*g*r^2*x^3+80*a*p^6+422*a*p^5*q+198*a*p^5*r-108*a*p^5*x+424 *a*p^4*q^2+1278*a*p^4*q*r+4422*a*p^4*q*x+89*a*p^4*r^2-2832*a*p^4*r*x-6678*a*p^4 *x^2+40*a*p^3*q^3+1376*a*p^3*q^2*r+9898*a*p^3*q^2*x+1123*a*p^3*q*r^2+360*a*p^3* q*r*x-17028*a*p^3*q*x^2-122*a*p^3*r^3-4959*a*p^3*r^2*x-13458*a*p^3*r*x^2-2908*a *p^3*x^3-42*a*p^2*q^4+452*a*p^2*q^3*r+6782*a*p^2*q^3*x+1019*a*p^2*q^2*r^2+6708* a*p^2*q^2*r*x-13734*a*p^2*q^2*x^2+156*a*p^2*q*r^3-10700*a*p^2*q*r^2*x-59012*a*p ^2*q*r*x^2-24428*a*p^2*q*x^3-119*a*p^2*r^4-1996*a*p^2*r^3*x+4082*a*p^2*r^2*x^2+ 17241*a*p^2*r*x^3+44*a*p*q^4*r+1482*a*p*q^4*x+275*a*p*q^3*r^2+3750*a*p*q^3*r*x-\ 4920*a*p*q^3*x^2+24*a*p*q^2*r^3-6756*a*p*q^2*r^2*x-53644*a*p*q^2*r*x^2-28252*a* p*q^2*x^3-127*a*p*q*r^4-5325*a*p*q*r^3*x-18543*a*p*q*r^2*x^2+9558*a*p*q*r*x^3-\ 26*a*p*r^5+227*a*p*r^4*x+8537*a*p*r^3*x^2+17652*a*p*r^2*x^3+68*a*q^5*x+26*a*q^4 *r^2+342*a*q^4*r*x-1536*a*q^4*x^2-24*a*q^3*r^3-1724*a*q^3*r^2*x-14468*a*q^3*r*x ^2-6732*a*q^3*x^3-72*a*q^2*r^4-1955*a*q^2*r^3*x-5963*a*q^2*r^2*x^2+11581*a*q^2* r*x^3-16*a*q*r^5+436*a*q*r^4*x+10629*a*q*r^3*x^2+24444*a*q*r^2*x^3+50*a*r^5*x-\ 396*a*r^4*x^2-4424*a*r^3*x^3-832*b^5*c*x-160*b^5*g*x-80*b^5*p*x+368*b^5*r*x+ 1152*b^5*x^2-224*b^4*c^3-176*b^4*c^2*g-576*b^4*c^2*p-32*b^4*c^2*r+416*b^4*c^2*x -32*b^4*c*g^2-360*b^4*c*g*p-40*b^4*c*g*r-56*b^4*c*g*x-424*b^4*c*p^2-24*b^4*c*p* r+5264*b^4*c*p*x-1936*b^4*c*q*x+64*b^4*c*r^2+5968*b^4*c*r*x+21936*b^4*c*x^2-48* b^4*g^2*p+8*b^4*g^2*r+128*b^4*g^2*x-144*b^4*g*p^2-44*b^4*g*p*r+1408*b^4*g*p*x-\ 208*b^4*g*q*x-4*b^4*g*r^2+1820*b^4*g*r*x+6348*b^4*g*x^2-96*b^4*p^3+36*b^4*p^2*r +2256*b^4*p^2*x+64*b^4*p*q*x+92*b^4*p*r^2+3308*b^4*p*r*x+8328*b^4*p*x^2+928*b^4 *q*r*x+600*b^4*q*x^2-24*b^4*r^3-760*b^4*r^2*x-10824*b^4*r*x^2-9232*b^4*x^3-1152 *b^3*c^4-1392*b^3*c^3*g-2720*b^3*c^3*p-560*b^3*c^3*q+336*b^3*c^3*r+20352*b^3*c^ 3*x-552*b^3*c^2*g^2-2944*b^3*c^2*g*p-440*b^3*c^2*g*q+160*b^3*c^2*g*r+18368*b^3* c^2*g*x-1864*b^3*c^2*p^2-1384*b^3*c^2*p*q+1156*b^3*c^2*p*r+49464*b^3*c^2*p*x+40 *b^3*c^2*q*r+5232*b^3*c^2*q*x+788*b^3*c^2*r^2+34768*b^3*c^2*r*x+82752*b^3*c^2*x ^2-72*b^3*c*g^3-1012*b^3*c*g^2*p-80*b^3*c*g^2*q+80*b^3*c*g^2*r+6116*b^3*c*g^2*x -1568*b^3*c*g*p^2-840*b^3*c*g*p*q+462*b^3*c*g*p*r+31932*b^3*c*g*p*x+8*b^3*c*g*q *r+2972*b^3*c*g*q*x+434*b^3*c*g*r^2+23518*b^3*c*g*r*x+58848*b^3*c*g*x^2-372*b^3 *c*p^3-1016*b^3*c*p^2*q+1230*b^3*c*p^2*r+31236*b^3*c*p^2*x+128*b^3*c*p*q*r+ 18028*b^3*c*p*q*x+1206*b^3*c*p*r^2+35732*b^3*c*p*r*x+50640*b^3*c*p*x^2-1312*b^3 *c*q^2*x+232*b^3*c*q*r^2+14624*b^3*c*q*r*x+31428*b^3*c*q*x^2-60*b^3*c*r^3-2086* b^3*c*r^2*x-71224*b^3*c*r*x^2-70240*b^3*c*x^3-104*b^3*g^3*p+32*b^3*g^3*r+848*b^ 3*g^3*x-324*b^3*g^2*p^2-104*b^3*g^2*p*q+22*b^3*g^2*p*r+5040*b^3*g^2*p*x+44*b^3* g^2*q*r+876*b^3*g^2*q*x+50*b^3*g^2*r^2+3566*b^3*g^2*r*x+8622*b^3*g^2*x^2-208*b^ 3*g*p^3-336*b^3*g*p^2*q+358*b^3*g*p^2*r+10664*b^3*g*p^2*x-44*b^3*g*p*q*r+5140*b ^3*g*p*q*x+410*b^3*g*p*r^2+12928*b^3*g*p*r*x+21072*b^3*g*p*x^2+208*b^3*g*q^2*x+ 4400*b^3*g*q*r*x+7410*b^3*g*q*x^2-44*b^3*g*r^3-1164*b^3*g*r^2*x-28042*b^3*g*r*x ^2-26200*b^3*g*x^3+12*b^3*p^4-232*b^3*p^3*q+316*b^3*p^3*r+5720*b^3*p^3*x+160*b^ 3*p^2*q*r+6996*b^3*p^2*q*x+352*b^3*p^2*r^2+7728*b^3*p^2*r*x+4968*b^3*p^2*x^2+ 500*b^3*p*q^2*x+264*b^3*p*q*r^2+7834*b^3*p*q*r*x+12576*b^3*p*q*x^2+24*b^3*p*r^3 -1280*b^3*p*r^2*x-28834*b^3*p*r*x^2-25440*b^3*p*x^3+808*b^3*q^2*r*x-3168*b^3*q^ 2*x^2-72*b^3*q*r^3-2174*b^3*q*r^2*x-27696*b^3*q*r*x^2-18320*b^3*q*x^3-24*b^3*r^ 4-498*b^3*r^3*x-3612*b^3*r^2*x^2+8296*b^3*r*x^3-2368*b^2*c^5-3792*b^2*c^4*g-\ 4752*b^2*c^4*p-2288*b^2*c^4*q+2184*b^2*c^4*r+60416*b^2*c^4*x-2240*b^2*c^3*g^2-\ 7368*b^2*c^3*g*p-2824*b^2*c^3*g*q+2448*b^2*c^3*g*r+78792*b^2*c^3*g*x-1880*b^2*c ^3*p^2-5168*b^2*c^3*p*q+7392*b^2*c^3*p*r+148264*b^2*c^3*p*x-504*b^2*c^3*q^2+ 1192*b^2*c^3*q*r+49256*b^2*c^3*q*x+3400*b^2*c^3*r^2+87048*b^2*c^3*r*x+130752*b^ 2*c^3*x^2-580*b^2*c^2*g^3-4128*b^2*c^2*g^2*p-1144*b^2*c^2*g^2*q+1114*b^2*c^2*g^ 2*r+39092*b^2*c^2*g^2*x-3244*b^2*c^2*g*p^2-5624*b^2*c^2*g*p*q+6554*b^2*c^2*g*p* r+151596*b^2*c^2*g*p*x-396*b^2*c^2*g*q^2+988*b^2*c^2*g*q*r+46320*b^2*c^2*g*q*x+ 3334*b^2*c^2*g*r^2+92072*b^2*c^2*g*r*x+148428*b^2*c^2*g*x^2+1120*b^2*c^2*p^3-\ 3440*b^2*c^2*p^2*q+8452*b^2*c^2*p^2*r+118128*b^2*c^2*p^2*x-1184*b^2*c^2*p*q^2+ 3270*b^2*c^2*p*q*r+110140*b^2*c^2*p*q*x+6080*b^2*c^2*p*r^2+114616*b^2*c^2*p*r*x +87156*b^2*c^2*p*x^2+168*b^2*c^2*q^2*r+9804*b^2*c^2*q^2*x+1890*b^2*c^2*q*r^2+ 65234*b^2*c^2*q*r*x+95040*b^2*c^2*q*x^2+130*b^2*c^2*r^3-7530*b^2*c^2*r^2*x-\ 217232*b^2*c^2*r*x^2-194416*b^2*c^2*x^3-56*b^2*c*g^4-968*b^2*c*g^3*p-152*b^2*c* g^3*q+302*b^2*c*g^3*r+9160*b^2*c*g^3*x-1652*b^2*c*g^2*p^2-1922*b^2*c*g^2*p*q+ 1791*b^2*c*g^2*p*r+50928*b^2*c*g^2*p*x-72*b^2*c*g^2*q^2+426*b^2*c*g^2*q*r+15396 *b^2*c*g^2*q*x+1045*b^2*c*g^2*r^2+30723*b^2*c*g^2*r*x+49182*b^2*c*g^2*x^2+284*b ^2*c*g*p^3-2952*b^2*c*g*p^2*q+5500*b^2*c*g*p^2*r+84106*b^2*c*g*p^2*x-690*b^2*c* g*p*q^2+1627*b^2*c*g*p*q*r+71514*b^2*c*g*p*q*x+4277*b^2*c*g*p*r^2+85578*b^2*c*g *p*r*x+79074*b^2*c*g*p*x^2+126*b^2*c*g*q^2*r+6568*b^2*c*g*q^2*x+1031*b^2*c*g*q* r^2+43515*b^2*c*g*q*r*x+66696*b^2*c*g*q*x^2+39*b^2*c*g*r^3-6165*b^2*c*g*r^2*x-\ 162748*b^2*c*g*r*x^2-146408*b^2*c*g*x^3+876*b^2*c*p^4-606*b^2*c*p^3*q+3653*b^2* c*p^3*r+36638*b^2*c*p^3*x-866*b^2*c*p^2*q^2+2977*b^2*c*p^2*q*r+66300*b^2*c*p^2* q*x+3134*b^2*c*p^2*r^2+40084*b^2*c*p^2*r*x-5886*b^2*c*p^2*x^2+322*b^2*c*p*q^2*r +21558*b^2*c*p*q^2*x+2565*b^2*c*p*q*r^2+63204*b^2*c*p*q*r*x+48396*b^2*c*p*q*x^2 +199*b^2*c*p*r^3-14546*b^2*c*p*r^2*x-197912*b^2*c*p*r*x^2-141456*b^2*c*p*x^3-4* b^2*c*q^3*x+288*b^2*c*q^2*r^2+12676*b^2*c*q^2*r*x+4842*b^2*c*q^2*x^2-210*b^2*c* q*r^3-8607*b^2*c*q*r^2*x-156148*b^2*c*q*r*x^2-117976*b^2*c*q*x^3-204*b^2*c*r^4-\ 7010*b^2*c*r^3*x-51276*b^2*c*r^2*x^2+6896*b^2*c*r*x^3-76*b^2*g^4*p+42*b^2*g^4*r +880*b^2*g^4*x-258*b^2*g^3*p^2-192*b^2*g^3*p*q+150*b^2*g^3*p*r+5650*b^2*g^3*p*x +100*b^2*g^3*q*r+2026*b^2*g^3*q*x+104*b^2*g^3*r^2+3096*b^2*g^3*r*x+4128*b^2*g^3 *x^2-68*b^2*g^2*p^3-618*b^2*g^2*p^2*q+839*b^2*g^2*p^2*r+14718*b^2*g^2*p^2*x-76* b^2*g^2*p*q^2+161*b^2*g^2*p*q*r+11178*b^2*g^2*p*q*x+710*b^2*g^2*p*r^2+15203*b^2 *g^2*p*r*x+15546*b^2*g^2*p*x^2+66*b^2*g^2*q^2*r+1502*b^2*g^2*q^2*x+111*b^2*g^2* q*r^2+6437*b^2*g^2*q*r*x+8658*b^2*g^2*q*x^2-21*b^2*g^2*r^3-1552*b^2*g^2*r^2*x-\ 30547*b^2*g^2*r*x^2-26316*b^2*g^2*x^3+260*b^2*g*p^4-372*b^2*g*p^3*q+1272*b^2*g* p^3*r+13644*b^2*g*p^3*x-276*b^2*g*p^2*q^2+913*b^2*g*p^2*q*r+22716*b^2*g*p^2*q*x +1195*b^2*g*p^2*r^2+16189*b^2*g*p^2*r*x+2004*b^2*g*p^2*x^2+33*b^2*g*p*q^2*r+ 6446*b^2*g*p*q^2*x+887*b^2*g*p*q*r^2+23122*b^2*g*p*q*r*x+23916*b^2*g*p*q*x^2+ 146*b^2*g*p*r^3-4188*b^2*g*p*r^2*x-69874*b^2*g*p*r*x^2-53316*b^2*g*p*x^3+468*b^ 2*g*q^3*x+11*b^2*g*q^2*r^2+3625*b^2*g*q^2*r*x-2520*b^2*g*q^2*x^2-118*b^2*g*q*r^ 3-3874*b^2*g*q*r^2*x-60667*b^2*g*q*r*x^2-44168*b^2*g*q*x^3-51*b^2*g*r^4-1960*b^ 2*g*r^3*x-14548*b^2*g*r^2*x^2+8224*b^2*g*r*x^3+146*b^2*p^5+54*b^2*p^4*q+519*b^2 *p^4*r+3646*b^2*p^4*x-200*b^2*p^3*q^2+710*b^2*p^3*q*r+11724*b^2*p^3*q*x+447*b^2 *p^3*r^2+3105*b^2*p^3*r*x-7398*b^2*p^3*x^2+221*b^2*p^2*q^2*r+7818*b^2*p^2*q^2*x +696*b^2*p^2*q*r^2+13367*b^2*p^2*q*r*x+498*b^2*p^2*q*x^2-31*b^2*p^2*r^3-5312*b^ 2*p^2*r^2*x-43709*b^2*p^2*r*x^2-24180*b^2*p^2*x^3+564*b^2*p*q^3*x+275*b^2*p*q^2 *r^2+6578*b^2*p*q^2*r*x+2982*b^2*p*q^2*x^2-4081*b^2*p*q*r^2*x-60643*b^2*p*q*r*x ^2-43600*b^2*p*q*x^3-105*b^2*p*r^4-3447*b^2*p*r^3*x-19172*b^2*p*r^2*x^2+1578*b^ 2*p*r*x^3+260*b^2*q^3*r*x-4338*b^2*q^3*x^2-78*b^2*q^2*r^3-2259*b^2*q^2*r^2*x-\ 25988*b^2*q^2*r*x^2-12300*b^2*q^2*x^3-48*b^2*q*r^4-693*b^2*q*r^3*x-3466*b^2*q*r ^2*x^2+20842*b^2*q*r*x^3+492*b^2*r^4*x+6562*b^2*r^3*x^2+15700*b^2*r^2*x^3-2368* b*c^6-4624*b*c^5*g-3696*b*c^5*p-3344*b*c^5*q+3680*b*c^5*r+69312*b*c^5*x-3528*b* c^4*g^2-7424*b*c^4*g*p-5512*b*c^4*g*q+5812*b*c^4*g*r+117296*b*c^4*g*x+1416*b*c^ 4*p^2-6480*b*c^4*p*q+14256*b*c^4*p*r+186504*b*c^4*p*x-1456*b*c^4*q^2+3524*b*c^4 *q*r+88672*b*c^4*q*x+5928*b*c^4*r^2+100792*b*c^4*r*x+97968*b*c^4*x^2-1316*b*c^3 *g^3-5756*b*c^3*g^2*p-3356*b*c^3*g^2*q+3660*b*c^3*g^2*r+78720*b*c^3*g^2*x+124*b *c^3*g*p^2-10176*b*c^3*g*p*q+18464*b*c^3*g*p*r+260192*b*c^3*g*p*x-1828*b*c^3*g* q^2+4360*b*c^3*g*q*r+118044*b*c^3*g*q*x+8064*b*c^3*g*r^2+143726*b*c^3*g*r*x+ 149832*b*c^3*g*x^2+5336*b*c^3*p^3-2364*b*c^3*p^2*q+19080*b*c^3*p^2*r+177332*b*c ^3*p^2*x-3100*b*c^3*p*q^2+11414*b*c^3*p*q*r+211560*b*c^3*p*q*x+12354*b*c^3*p*r^ 2+152162*b*c^3*p*r*x+45228*b*c^3*p*x^2-196*b*c^3*q^3+1144*b*c^3*q^2*r+38596*b*c ^3*q^2*x+5162*b*c^3*q*r^2+111188*b*c^3*q*r*x+101076*b*c^3*q*x^2+686*b*c^3*r^3-\ 16452*b*c^3*r^2*x-300312*b*c^3*r*x^2-231968*b*c^3*x^3-242*b*c^2*g^4-2124*b*c^2* g^3*p-894*b*c^2*g^3*q+1229*b*c^2*g^3*r+26836*b*c^2*g^3*x-1140*b*c^2*g^2*p^2-\ 5760*b*c^2*g^2*p*q+8554*b*c^2*g^2*p*r+133566*b*c^2*g^2*p*x-754*b*c^2*g^2*q^2+ 2145*b*c^2*g^2*q*r+58670*b*c^2*g^2*q*x+3996*b*c^2*g^2*r^2+73853*b*c^2*g^2*r*x+ 76416*b*c^2*g^2*x^2+4742*b*c^2*g*p^3-4302*b*c^2*g*p^2*q+19451*b*c^2*g*p^2*r+ 191242*b*c^2*g*p^2*x-3356*b*c^2*g*p*q^2+10519*b*c^2*g*p*q*r+217782*b*c^2*g*p*q* x+13071*b*c^2*g*p*r^2+169913*b*c^2*g*p*r*x+70854*b*c^2*g*p*x^2-154*b*c^2*g*q^3+ 1144*b*c^2*g*q^2*r+38088*b*c^2*g*q^2*x+5035*b*c^2*g*q*r^2+116822*b*c^2*g*q*r*x+ 117978*b*c^2*g*q*x^2+629*b*c^2*g*r^3-19113*b*c^2*g*r^2*x-335260*b*c^2*g*r*x^2-\ 262928*b*c^2*g*x^3+3452*b*c^2*p^4+1804*b*c^2*p^3*q+10988*b*c^2*p^3*r+73600*b*c^ 2*p^3*x-1950*b*c^2*p^2*q^2+12588*b*c^2*p^2*q*r+165234*b*c^2*p^2*q*x+8651*b*c^2* p^2*r^2+65463*b*c^2*p^2*r*x-57402*b*c^2*p^2*x^2-434*b*c^2*p*q^3+2824*b*c^2*p*q^ 2*r+79384*b*c^2*p*q^2*x+8665*b*c^2*p*q*r^2+139314*b*c^2*p*q*r*x+34368*b*c^2*p*q *x^2+767*b*c^2*p*r^3-41523*b*c^2*p*r^2*x-405164*b*c^2*p*r*x^2-247048*b*c^2*p*x^ 3+122*b*c^2*q^3*r+6306*b*c^2*q^3*x+1448*b*c^2*q^2*r^2+39033*b*c^2*q^2*r*x+15810 *b*c^2*q^2*x^2+22*b*c^2*q*r^3-19652*b*c^2*q*r^2*x-322994*b*c^2*q*r*x^2-231976*b *c^2*q*x^3-488*b*c^2*r^4-19318*b*c^2*r^3*x-123968*b*c^2*r^2*x^2-23000*b*c^2*r*x ^3-18*b*c*g^5-364*b*c*g^4*p-88*b*c*g^4*q+240*b*c*g^4*r+4784*b*c*g^4*x-588*b*c*g ^3*p^2-1358*b*c*g^3*p*q+1667*b*c*g^3*p*r+30012*b*c*g^3*p*x-102*b*c*g^3*q^2+569* b*c*g^3*q*r+13388*b*c*g^3*q*x+845*b*c*g^3*r^2+15744*b*c*g^3*r*x+13536*b*c*g^3*x ^2+1232*b*c*g^2*p^3-2276*b*c*g^2*p^2*q+6360*b*c*g^2*p^2*r+67484*b*c*g^2*p^2*x-\ 1124*b*c*g^2*p*q^2+2992*b*c*g^2*p*q*r+72616*b*c*g^2*p*q*x+4421*b*c*g^2*p*r^2+ 60270*b*c*g^2*p*r*x+27666*b*c*g^2*p*x^2-28*b*c*g^2*q^3+489*b*c*g^2*q^2*r+12978* b*c*g^2*q^2*x+1551*b*c*g^2*q*r^2+38489*b*c*g^2*q*r*x+38526*b*c*g^2*q*x^2+108*b* c*g^2*r^3-8955*b*c*g^2*r^2*x-128164*b*c*g^2*r*x^2-97992*b*c*g^2*x^3+2320*b*c*g* p^4+554*b*c*g*p^3*q+7761*b*c*g*p^3*r+54284*b*c*g*p^3*x-1692*b*c*g*p^2*q^2+8344* b*c*g*p^2*q*r+118502*b*c*g*p^2*q*x+6349*b*c*g*p^2*r^2+51559*b*c*g*p^2*r*x-33372 *b*c*g*p^2*x^2-240*b*c*g*p*q^3+1616*b*c*g*p*q^2*r+52622*b*c*g*p*q^2*x+6176*b*c* g*p*q*r^2+106441*b*c*g*p*q*r*x+51798*b*c*g*p*q*x^2+701*b*c*g*p*r^3-27567*b*c*g* p*r^2*x-292238*b*c*g*p*r*x^2-186104*b*c*g*p*x^3+100*b*c*g*q^3*r+4490*b*c*g*q^3* x+795*b*c*g*q^2*r^2+25603*b*c*g*q^2*r*x+8622*b*c*g*q^2*x^2-31*b*c*g*q*r^3-13838 *b*c*g*q*r^2*x-234436*b*c*g*q*r*x^2-171776*b*c*g*q*x^3-294*b*c*g*r^4-12416*b*c* g*r^3*x-79982*b*c*g*r^2*x^2-3172*b*c*g*r*x^3+874*b*c*p^5+1316*b*c*p^4*q+2740*b* c*p^4*r+12668*b*c*p^4*x-254*b*c*p^3*q^2+5315*b*c*p^3*q*r+50690*b*c*p^3*q*x+2321 *b*c*p^3*r^2+5422*b*c*p^3*r*x-38820*b*c*p^3*x^2-316*b*c*p^2*q^3+2323*b*c*p^2*q^ 2*r+45980*b*c*p^2*q^2*x+4347*b*c*p^2*q*r^2+48040*b*c*p^2*q*r*x-33132*b*c*p^2*q* x^2+75*b*c*p^2*r^3-25667*b*c*p^2*r^2*x-165778*b*c*p^2*r*x^2-79248*b*c*p^2*x^3+ 214*b*c*p*q^3*r+10642*b*c*p*q^3*x+1761*b*c*p*q^2*r^2+35106*b*c*p*q^2*r*x-3828*b *c*p*q^2*x^2+151*b*c*p*q*r^3-24133*b*c*p*q*r^2*x-268360*b*c*p*q*r*x^2-165272*b* c*p*q*x^3-396*b*c*p*r^4-14417*b*c*p*r^3*x-66030*b*c*p*r^2*x^2+11766*b*c*p*r*x^3 +272*b*c*q^4*x+146*b*c*q^3*r^2+4430*b*c*q^3*r*x-9036*b*c*q^3*x^2-210*b*c*q^2*r^ 3-8944*b*c*q^2*r^2*x-112314*b*c*q^2*r*x^2-64472*b*c*q^2*x^3-294*b*c*q*r^4-8455* b*c*q*r^3*x-49496*b*c*q*r^2*x^2+37698*b*c*q*r*x^3-16*b*c*r^5+1720*b*c*r^4*x+ 30632*b*c*r^3*x^2+76600*b*c*r^2*x^3-22*b*g^5*p+22*b*g^5*r+358*b*g^5*x-82*b*g^4* p^2-106*b*g^4*p*q+112*b*g^4*p*r+2482*b*g^4*p*x+73*b*g^4*q*r+1240*b*g^4*q*x+61*b *g^4*r^2+1075*b*g^4*r*x+270*b*g^4*x^2+80*b*g^3*p^3-366*b*g^3*p^2*q+662*b*g^3*p^ 2*r+7814*b*g^3*p^2*x-106*b*g^3*p*q^2+262*b*g^3*p*q*r+7856*b*g^3*p*q*x+476*b*g^3 *p*r^2+6717*b*g^3*p*r*x+2574*b*g^3*p*x^2+94*b*g^3*q^2*r+1664*b*g^3*q^2*x+152*b* g^3*q*r^2+3833*b*g^3*q*r*x+2832*b*g^3*q*x^2-8*b*g^3*r^3-1465*b*g^3*r^2*x-16321* b*g^3*r*x^2-11612*b*g^3*x^3+378*b*g^2*p^4-80*b*g^2*p^3*q+1338*b*g^2*p^3*r+9866* b*g^2*p^3*x-356*b*g^2*p^2*q^2+1289*b*g^2*p^2*q*r+20674*b*g^2*p^2*q*x+1120*b*g^2 *p^2*r^2+9554*b*g^2*p^2*r*x-5532*b*g^2*p^2*x^2-22*b*g^2*p*q^3+207*b*g^2*p*q^2*r +8348*b*g^2*p*q^2*x+1031*b*g^2*p*q*r^2+19299*b*g^2*p*q*r*x+13008*b*g^2*p*q*x^2+ 133*b*g^2*p*r^3-4697*b*g^2*p*r^2*x-52167*b*g^2*p*r*x^2-34140*b*g^2*p*x^3+37*b*g ^2*q^3*r+944*b*g^2*q^3*x+81*b*g^2*q^2*r^2+3609*b*g^2*q^2*r*x-744*b*g^2*q^2*x^2-\ 46*b*g^2*q*r^3-2932*b*g^2*q*r^2*x-42996*b*g^2*q*r*x^2-30744*b*g^2*q*x^3-40*b*g^ 2*r^4-1694*b*g^2*r^3*x-10322*b*g^2*r^2*x^2+4540*b*g^2*r*x^3+312*b*g*p^5+392*b*g *p^4*q+987*b*g*p^4*r+4700*b*g*p^4*x-186*b*g*p^3*q^2+1870*b*g*p^3*q*r+19072*b*g* p^3*q*x+847*b*g*p^3*r^2+2243*b*g*p^3*r*x-14112*b*g*p^3*x^2-96*b*g*p^2*q^3+757*b *g*p^2*q^2*r+16026*b*g*p^2*q^2*x+1697*b*g*p^2*q*r^2+20586*b*g*p^2*q*r*x-4368*b* g*p^2*q*x^2+42*b*g*p^2*r^3-9209*b*g*p^2*r^2*x-61485*b*g*p^2*r*x^2-30316*b*g*p^2 *x^3+44*b*g*p*q^3*r+3278*b*g*p*q^3*x+623*b*g*p*q^2*r^2+12970*b*g*p*q^2*r*x+2604 *b*g*p*q^2*x^2+171*b*g*p*q*r^3-6852*b*g*p*q*r^2*x-93491*b*g*p*q*r*x^2-62388*b*g *p*q*x^3-136*b*g*p*r^4-5405*b*g*p*r^3*x-25480*b*g*p*r^2*x^2+3105*b*g*p*r*x^3+ 258*b*g*q^4*x+9*b*g*q^3*r^2+1128*b*g*q^3*r*x-5412*b*g*q^3*x^2-100*b*g*q^2*r^3-\ 3688*b*g*q^2*r^2*x-43076*b*g*q^2*r*x^2-23888*b*g*q^2*x^3-81*b*g*q*r^4-2543*b*g* q*r^3*x-14560*b*g*q*r^2*x^2+18567*b*g*q*r*x^3-6*b*g*r^5+489*b*g*r^4*x+10078*b*g *r^3*x^2+25660*b*g*r^2*x^3+74*b*p^6+212*b*p^5*q+233*b*p^5*r+596*b*p^5*x+64*b*p^ 4*q^2+748*b*p^4*q*r+5010*b*p^4*q*x+208*b*p^4*r^2-940*b*p^4*r*x-5760*b*p^4*x^2-\ 74*b*p^3*q^3+522*b*p^3*q^2*r+7862*b*p^3*q^2*x+634*b*p^3*q*r^2+3650*b*p^3*q*r*x-\ 11904*b*p^3*q*x^2+3*b*p^3*r^3-3877*b*p^3*r^2*x-18793*b*p^3*r*x^2-6732*b*p^3*x^3 +119*b*p^2*q^3*r+3694*b*p^2*q^3*x+436*b*p^2*q^2*r^2+6979*b*p^2*q^2*r*x-6726*b*p ^2*q^2*x^2-55*b*p^2*q*r^3-7640*b*p^2*q*r^2*x-57257*b*p^2*q*r*x^2-28252*b*p^2*q* x^3-56*b*p^2*r^4-1767*b*p^2*r^3*x-2809*b*p^2*r^2*x^2+11581*b*p^2*r*x^3+246*b*p* q^4*x+123*b*p*q^3*r^2+2284*b*p*q^3*r*x-2604*b*p*q^3*x^2-42*b*p*q^2*r^3-3929*b*p *q^2*r^2*x-42505*b*p*q^2*r*x^2-24428*b*p*q^2*x^3-153*b*p*q*r^4-4421*b*p*q*r^3*x -20643*b*p*q*r^2*x^2+9558*b*p*q*r*x^3-10*b*p*r^5+538*b*p*r^4*x+10503*b*p*r^3*x^ 2+24444*b*p*r^2*x^3+3*b*q^4*r*x-2022*b*q^4*x^2-36*b*q^3*r^3-989*b*q^3*r^2*x-\ 10419*b*q^3*r*x^2-2908*b*q^3*x^3-30*b*q^2*r^4-176*b*q^2*r^3*x+796*b*q^2*r^2*x^2 +17241*b*q^2*r*x^3+657*b*q*r^4*x+8131*b*q*r^3*x^2+17652*b*q*r^2*x^3-10*b*r^5*x-\ 744*b*r^4*x^2-4424*b*r^3*x^3-928*c^7-2144*c^6*g-832*c^6*p-1712*c^6*q+2152*c^6*r +29536*c^6*x-2000*c^5*g^2-2256*c^5*g*p-3480*c^5*g*q+4236*c^5*g*r+60688*c^5*g*x+ 2816*c^5*p^2-2552*c^5*p*q+9452*c^5*p*r+88312*c^5*p*x-1112*c^5*q^2+2820*c^5*q*r+ 50152*c^5*q*x+3636*c^5*r^2+45168*c^5*r*x+30624*c^5*x^2-960*c^4*g^3-2392*c^4*g^2 *p-2780*c^4*g^2*q+3390*c^4*g^2*r+50984*c^4*g^2*x+3896*c^4*g*p^2-5296*c^4*g*p*q+ 15824*c^4*g*p*r+154432*c^4*g*p*x-1872*c^4*g*q^2+4640*c^4*g*q*r+86176*c^4*g*q*x+ 6300*c^4*g*r^2+80300*c^4*g*r*x+56208*c^4*g*x^2+5380*c^4*p^3+1260*c^4*p^2*q+ 14378*c^4*p^2*r+96632*c^4*p^2*x-2028*c^4*p*q^2+10660*c^4*p*q*r+133160*c^4*p*q*x +8436*c^4*p*r^2+71938*c^4*p*r*x-4752*c^4*p*x^2-300*c^4*q^3+1400*c^4*q^2*r+32216 *c^4*q^2*x+4320*c^4*q*r^2+65470*c^4*q*r*x+38208*c^4*q*x^2+492*c^4*r^3-14248*c^4 *r^2*x-160920*c^4*r*x^2-106432*c^4*x^3-250*c^3*g^4-1260*c^3*g^3*p-1090*c^3*g^3* q+1453*c^3*g^3*r+22780*c^3*g^3*x+1760*c^3*g^2*p^2-4254*c^3*g^2*p*q+10167*c^3*g^ 2*p*r+105414*c^3*g^2*p*x-1166*c^3*g^2*q^2+3009*c^3*g^2*q*r+57954*c^3*g^2*q*x+ 4237*c^3*g^2*r^2+55036*c^3*g^2*r*x+36936*c^3*g^2*x^2+7026*c^3*g*p^3+406*c^3*g*p ^2*q+19905*c^3*g*p^2*r+138188*c^3*g*p^2*x-3194*c^3*g*p*q^2+14110*c^3*g*p*q*r+ 187620*c^3*g*p*q*x+11948*c^3*g*p*r^2+106251*c^3*g*p*r*x+1332*c^3*g*p*x^2-382*c^ 3*g*q^3+1892*c^3*g*q^2*r+44180*c^3*g*q^2*x+5914*c^3*g*q*r^2+93751*c^3*g*q*r*x+ 61212*c^3*g*q*x^2+624*c^3*g*r^3-20638*c^3*g*r^2*x-233112*c^3*g*r*x^2-156480*c^3 *g*x^3+3692*c^3*p^4+4094*c^3*p^3*q+9911*c^3*p^3*r+48058*c^3*p^3*x-564*c^3*p^2*q ^2+14013*c^3*p^2*q*r+125478*c^3*p^2*q*x+6949*c^3*p^2*r^2+29317*c^3*p^2*r*x-\ 63936*c^3*p^2*x^2-598*c^3*p*q^3+4314*c^3*p*q^2*r+73890*c^3*p*q^2*x+8656*c^3*p*q *r^2+93746*c^3*p*q*r*x-12816*c^3*p*q*x^2+404*c^3*p*r^3-40325*c^3*p*r^2*x-281552 *c^3*p*r*x^2-149536*c^3*p*x^3-28*c^3*q^4+316*c^3*q^3*r+9670*c^3*q^3*x+1862*c^3* q^2*r^2+33625*c^3*q^2*r*x+7056*c^3*q^2*x^2+324*c^3*q*r^3-18647*c^3*q*r^2*x-\ 229360*c^3*q*r*x^2-149536*c^3*q*x^3-428*c^3*r^4-15896*c^3*r^3*x-86760*c^3*r^2*x ^2-26336*c^3*r*x^3-34*c^2*g^5-342*c^2*g^4*p-210*c^2*g^4*q+372*c^2*g^4*r+5864*c^ 2*g^4*x+214*c^2*g^3*p^2-1630*c^2*g^3*p*q+3121*c^2*g^3*p*r+35218*c^2*g^3*p*x-318 *c^2*g^3*q^2+1007*c^2*g^3*q*r+19342*c^2*g^3*q*x+1374*c^2*g^3*r^2+17823*c^2*g^3* r*x+9372*c^2*g^3*x^2+3252*c^2*g^2*p^3-748*c^2*g^2*p^2*q+9986*c^2*g^2*p^2*r+ 72320*c^2*g^2*p^2*x-1806*c^2*g^2*p*q^2+6618*c^2*g^2*p*q*r+96224*c^2*g^2*p*q*x+ 6099*c^2*g^2*p*r^2+55731*c^2*g^2*p*r*x+162*c^2*g^2*p*x^2-160*c^2*g^2*q^3+1004*c ^2*g^2*q^2*r+22460*c^2*g^2*q^2*x+2921*c^2*g^2*q*r^2+48182*c^2*g^2*q*r*x+31818*c ^2*g^2*q*x^2+209*c^2*g^2*r^3-12831*c^2*g^2*r^2*x-131202*c^2*g^2*r*x^2-87056*c^2 *g^2*x^3+3834*c^2*g*p^4+3716*c^2*g*p^3*q+10519*c^2*g*p^3*r+52180*c^2*g*p^3*x-\ 1150*c^2*g*p^2*q^2+14542*c^2*g*p^2*q*r+137238*c^2*g*p^2*q*x+7487*c^2*g*p^2*r^2+ 34098*c^2*g*p^2*r*x-65430*c^2*g*p^2*x^2-640*c^2*g*p*q^3+4190*c^2*g*p*q^2*r+ 77394*c^2*g*p*q^2*x+9338*c^2*g*p*q*r^2+108656*c^2*g*p*q*r*x+7992*c^2*g*p*q*x^2+ 448*c^2*g*p*r^3-41727*c^2*g*p*r^2*x-300810*c^2*g*p*r*x^2-163776*c^2*g*p*x^3-22* c^2*g*q^4+345*c^2*g*q^3*r+9928*c^2*g*q^3*x+1823*c^2*g*q^2*r^2+35106*c^2*g*q^2*r *x+9222*c^2*g*q^2*x^2+313*c^2*g*q*r^3-19120*c^2*g*q*r^2*x-245322*c^2*g*q*r*x^2-\ 163776*c^2*g*q*x^3-453*c^2*g*r^4-16404*c^2*g*r^3*x-88080*c^2*g*r^2*x^2-20224*c^ 2*g*r*x^3+1184*c^2*p^5+2604*c^2*p^4*q+3262*c^2*p^4*r+10414*c^2*p^4*x+782*c^2*p^ 3*q^2+8009*c^2*p^3*q*r+51906*c^2*p^3*q*x+2382*c^2*p^3*r^2-3712*c^2*p^3*r*x-\ 48144*c^2*p^3*x^2-348*c^2*p^2*q^3+4578*c^2*p^2*q^2*r+56428*c^2*p^2*q^2*x+6023*c ^2*p^2*q*r^2+38815*c^2*p^2*q*r*x-59268*c^2*p^2*q*x^2-173*c^2*p^2*r^3-33133*c^2* p^2*r^2*x-163972*c^2*p^2*r*x^2-69792*c^2*p^2*x^3-58*c^2*p*q^4+739*c^2*p*q^3*r+ 18330*c^2*p*q^3*x+2943*c^2*p*q^2*r^2+39172*c^2*p*q^2*r*x-19176*c^2*p*q^2*x^2+ 409*c^2*p*q*r^3-33517*c^2*p*q*r^2*x-282360*c^2*p*q*r*x^2-153440*c^2*p*q*x^3-513 *c^2*p*r^4-15783*c^2*p*r^3*x-55542*c^2*p*r^2*x^2+16152*c^2*p*r*x^3+26*c^2*q^4*r +1330*c^2*q^4*x+350*c^2*q^3*r^2+7237*c^2*q^3*r*x-7044*c^2*q^3*x^2-66*c^2*q^2*r^ 3-10432*c^2*q^2*r^2*x-120032*c^2*q^2*r*x^2-69792*c^2*q^2*x^3-336*c^2*q*r^4-\ 11929*c^2*q*r^3*x-63396*c^2*q*r^2*x^2+16152*c^2*q*r*x^3-36*c^2*r^5+1536*c^2*r^4 *x+32928*c^2*r^3*x^2+81152*c^2*r^2*x^3-2*c*g^6-44*c*g^5*p-16*c*g^5*q+57*c*g^5*r +844*c*g^5*x-38*c*g^4*p^2-290*c*g^4*p*q+454*c*g^4*p*r+5776*c*g^4*p*x-32*c*g^4*q ^2+189*c*g^4*q*r+3292*c*g^4*q*x+210*c*g^4*r^2+2581*c*g^4*r*x+204*c*g^4*x^2+626* c*g^3*p^3-454*c*g^3*p^2*q+2148*c*g^3*p^2*r+16456*c*g^3*p^2*x-422*c*g^3*p*q^2+ 1282*c*g^3*p*q*r+21252*c*g^3*p*q*x+1317*c*g^3*p*r^2+12061*c*g^3*p*r*x-1962*c*g^ 3*p*x^2-22*c*g^3*q^3+268*c*g^3*q^2*r+5152*c*g^3*q^2*x+612*c*g^3*q*r^2+10299*c*g ^3*q*r*x+5538*c*g^3*q*x^2-4*c*g^3*r^3-3929*c*g^3*r^2*x-33804*c*g^3*r*x^2-21376* c*g^3*x^3+1294*c*g^2*p^4+960*c*g^2*p^3*q+3629*c*g^2*p^3*r+18406*c*g^2*p^3*x-646 *c*g^2*p^2*q^2+4796*c*g^2*p^2*q*r+48752*c*g^2*p^2*q*x+2594*c*g^2*p^2*r^2+12062* c*g^2*p^2*r*x-23964*c*g^2*p^2*x^2-208*c*g^2*p*q^3+1276*c*g^2*p*q^2*r+26108*c*g^ 2*p*q^2*x+3216*c*g^2*p*q*r^2+40242*c*g^2*p*q*r*x+9312*c*g^2*p*q*x^2+136*c*g^2*p *r^3-14531*c*g^2*p*r^2*x-106047*c*g^2*p*r*x^2-58576*c*g^2*p*x^3-4*c*g^2*q^4+148 *c*g^2*q^3*r+3466*c*g^2*q^3*x+555*c*g^2*q^2*r^2+11331*c*g^2*q^2*r*x+1872*c*g^2* q^2*x^2+50*c*g^2*q*r^3-7295*c*g^2*q*r^2*x-88221*c*g^2*q*r*x^2-58576*c*g^2*q*x^3 -153*c*g^2*r^4-5066*c*g^2*r^3*x-24612*c*g^2*r^2*x^2+1908*c*g^2*r*x^3+842*c*g*p^ 5+1766*c*g*p^4*q+2293*c*g*p^4*r+7278*c*g*p^4*x+344*c*g*p^3*q^2+5749*c*g*p^3*q*r +39120*c*g*p^3*q*x+1616*c*g*p^3*r^2-3302*c*g*p^3*r*x-36192*c*g*p^3*x^2-304*c*g* p^2*q^3+3138*c*g*p^2*q^2*r+41120*c*g*p^2*q^2*x+4537*c*g*p^2*q*r^2+33384*c*g*p^2 *q*r*x-32724*c*g*p^2*q*x^2-197*c*g*p^2*r^3-24369*c*g*p^2*r^2*x-120246*c*g*p^2*r *x^2-51728*c*g*p^2*x^3-30*c*g*p*q^4+459*c*g*p*q^3*r+12408*c*g*p*q^3*x+2126*c*g* p*q^2*r^2+30464*c*g*p*q^2*r*x-5340*c*g*p*q^2*x^2+429*c*g*p*q*r^3-21494*c*g*p*q* r^2*x-200070*c*g*p*q*r*x^2-114384*c*g*p*q*x^3-382*c*g*p*r^4-11580*c*g*p*r^3*x-\ 40773*c*g*p*r^2*x^2+12244*c*g*p*r*x^3+22*c*g*q^4*r+978*c*g*q^4*x+194*c*g*q^3*r^ 2+4596*c*g*q^3*r*x-6288*c*g*q^3*x^2-62*c*g*q^2*r^3-7382*c*g*q^2*r^2*x-87258*c*g *q^2*r*x^2-51728*c*g*q^2*x^3-212*c*g*q*r^4-8150*c*g*q*r^3*x-45141*c*g*q*r^2*x^2 +12244*c*g*q*r*x^3-20*c*g*r^5+1094*c*g*r^4*x+22848*c*g*r^3*x^2+56016*c*g*r^2*x^ 3+170*c*p^6+654*c*p^5*q+471*c*p^5*r+608*c*p^5*x+504*c*p^4*q^2+2026*c*p^4*q*r+ 9080*c*p^4*q*x+313*c*p^4*r^2-3786*c*p^4*r*x-12330*c*p^4*x^2-22*c*p^3*q^3+1886*c *p^3*q^2*r+16988*c*p^3*q^2*x+1697*c*p^3*q*r^2+3014*c*p^3*q*r*x-29256*c*p^3*q*x^ 2-143*c*p^3*r^3-9354*c*p^3*r^2*x-33883*c*p^3*r*x^2-10592*c*p^3*x^3-42*c*p^2*q^4 +571*c*p^2*q^3*r+10304*c*p^2*q^3*x+1423*c*p^2*q^2*r^2+12539*c*p^2*q^2*r*x-22140 *c*p^2*q^2*x^2+61*c*p^2*q*r^3-18496*c*p^2*q*r^2*x-111883*c*p^2*q*r*x^2-48800*c* p^2*q*x^3-191*c*p^2*r^4-4083*c*p^2*r^3*x-915*c*p^2*r^2*x^2+25012*c*p^2*r*x^3+44 *c*p*q^4*r+1856*c*p*q^4*x+390*c*p*q^3*r^2+6044*c*p*q^3*r*x-8376*c*p*q^3*x^2-18* c*p*q^2*r^3-10339*c*p*q^2*r^2*x-92945*c*p*q^2*r*x^2-48800*c*p*q^2*x^3-280*c*p*q *r^4-9526*c*p*q*r^3*x-37584*c*p*q*r^2*x^2+18472*c*p*q*r*x^3-36*c*p*r^5+855*c*p* r^4*x+20108*c*p*r^3*x^2+44590*c*p*r^2*x^3+68*c*q^5*x+26*c*q^4*r^2+501*c*q^4*r*x -3162*c*q^4*x^2-60*c*q^3*r^3-2543*c*q^3*r^2*x-25313*c*q^3*r*x^2-10592*c*q^3*x^3 -102*c*q^2*r^4-2259*c*q^2*r^3*x-7737*c*q^2*r^2*x^2+25012*c*q^2*r*x^3-16*c*q*r^5 +1093*c*q*r^4*x+19264*c*q*r^3*x^2+44590*c*q*r^2*x^3+40*c*r^5*x-1200*c*r^4*x^2-\ 9344*c*r^3*x^3-2*g^6*p+4*g^6*r+52*g^6*x-8*g^5*p^2-18*g^5*p*q+24*g^5*p*r+368*g^5 *p*x+17*g^5*q*r+236*g^5*q*x+11*g^5*r^2+107*g^5*r*x-180*g^5*x^2+42*g^4*p^3-68*g^ 4*p^2*q+167*g^4*p^2*r+1382*g^4*p^2*x-32*g^4*p*q^2+84*g^4*p*q*r+1700*g^4*p*q*x+ 100*g^4*p*r^2+883*g^4*p*r*x-558*g^4*p*x^2+32*g^4*q^2*r+470*g^4*q^2*x+45*g^4*q*r ^2+731*g^4*q*r*x+78*g^4*q*x^2-7*g^4*r^3-446*g^4*r^2*x-3183*g^4*r*x^2-1832*g^4*x ^3+144*g^3*p^4+54*g^3*p^3*q+409*g^3*p^3*r+2118*g^3*p^3*x-108*g^3*p^2*q^2+494*g^ 3*p^2*q*r+5612*g^3*p^2*q*x+286*g^3*p^2*r^2+1236*g^3*p^2*r*x-3300*g^3*p^2*x^2-18 *g^3*p*q^3+122*g^3*p*q^2*r+2828*g^3*p*q^2*x+350*g^3*p*q*r^2+4708*g^3*p*q*r*x+ 1512*g^3*p*q*x^2+8*g^3*p*r^3-1741*g^3*p*r^2*x-12394*g^3*p*r*x^2-6796*g^3*p*x^3+ 26*g^3*q^3*r+438*g^3*q^3*x+52*g^3*q^2*r^2+1072*g^3*q^2*r*x-348*g^3*q^2*x^2-8*g^ 3*q*r^3-1056*g^3*q*r^2*x-10763*g^3*q*r*x^2-6796*g^3*q*x^3-16*g^3*r^4-434*g^3*r^ 3*x-1455*g^3*r^2*x^2+2094*g^3*r*x^3+148*g^2*p^5+282*g^2*p^4*q+394*g^2*p^4*r+ 1206*g^2*p^4*x+6*g^2*p^3*q^2+998*g^2*p^3*q*r+7224*g^2*p^3*q*x+260*g^2*p^3*r^2-\ 892*g^2*p^3*r*x-7104*g^2*p^3*x^2-64*g^2*p^2*q^3+506*g^2*p^2*q^2*r+7264*g^2*p^2* q^2*x+829*g^2*p^2*q*r^2+6882*g^2*p^2*q*r*x-3966*g^2*p^2*q*x^2-53*g^2*p^2*r^3-\ 4471*g^2*p^2*r^2*x-21642*g^2*p^2*r*x^2-9244*g^2*p^2*x^3-2*g^2*p*q^4+66*g^2*p*q^ 3*r+2004*g^2*p*q^3*x+359*g^2*p*q^2*r^2+5600*g^2*p*q^2*r*x+414*g^2*p*q^2*x^2+96* g^2*p*q*r^3-3273*g^2*p*q*r^2*x-34239*g^2*p*q*r*x^2-20488*g^2*p*q*x^3-69*g^2*p*r ^4-1978*g^2*p*r^3*x-6294*g^2*p*r^2*x^2+3661*g^2*p*r*x^3+7*g^2*q^4*r+198*g^2*q^4 *x+19*g^2*q^3*r^2+587*g^2*q^3*r*x-1716*g^2*q^3*x^2-25*g^2*q^2*r^3-1452*g^2*q^2* r^2*x-15903*g^2*q^2*r*x^2-9244*g^2*q^2*x^3-31*g^2*q*r^4-1216*g^2*q*r^3*x-6669*g ^2*q*r^2*x^2+3661*g^2*q*r*x^3-2*g^2*r^5+185*g^2*r^4*x+3606*g^2*r^3*x^2+8554*g^2 *r^2*x^3+60*g*p^6+234*g*p^5*q+153*g*p^5*r+118*g*p^5*x+160*g*p^4*q^2+742*g*p^4*q *r+3498*g*p^4*q*x+76*g*p^4*r^2-1710*g*p^4*r*x-4986*g*p^4*x^2-26*g*p^3*q^3+679*g *p^3*q^2*r+6506*g*p^3*q^2*x+642*g*p^3*q*r^2+1750*g*p^3*q*r*x-9786*g*p^3*q*x^2-\ 77*g*p^3*r^3-3561*g*p^3*r^2*x-12494*g*p^3*r*x^2-3796*g*p^3*x^3-12*g*p^2*q^4+195 *g*p^2*q^3*r+3662*g*p^2*q^3*x+562*g*p^2*q^2*r^2+5662*g*p^2*q^2*r*x-5592*g*p^2*q ^2*x^2+41*g*p^2*q*r^3-6485*g*p^2*q*r^2*x-41483*g*p^2*q*r*x^2-18940*g*p^2*q*x^3-\ 70*g*p^2*r^4-1346*g*p^2*r^3*x+698*g*p^2*r^2*x^2+10520*g*p^2*r*x^3+11*g*p*q^4*r+ 582*g*p*q^4*x+141*g*p*q^3*r^2+2246*g*p*q^3*r*x-2334*g*p*q^3*x^2+29*g*p*q^2*r^3-\ 3220*g*p*q^2*r^2*x-33118*g*p*q^2*r*x^2-18940*g*p*q^2*x^3-99*g*p*q*r^4-3792*g*p* q*r^3*x-16980*g*p*q*r^2*x^2+2768*g*p*q*r*x^3-10*g*p*r^5+364*g*p*r^4*x+7357*g*p* r^3*x^2+16005*g*p*r^2*x^3+46*g*q^5*x+2*g*q^4*r^2+94*g*q^4*r*x-1542*g*q^4*x^2-26 *g*q^3*r^3-1005*g*q^3*r^2*x-9577*g*q^3*r*x^2-3796*g*q^3*x^3-30*g*q^2*r^4-694*g* q^2*r^3*x-1916*g*q^2*r^2*x^2+10520*g*q^2*r*x^3-6*g*q*r^5+333*g*q*r^4*x+6725*g*q *r^3*x^2+16005*g*q*r^2*x^3+12*g*r^5*x-420*g*r^4*x^2-3280*g*r^3*x^3+8*p^7+56*p^6 *q+21*p^6*r-36*p^6*x+78*p^5*q^2+183*p^5*q*r+494*p^5*q*x+7*p^5*r^2-442*p^5*r*x-\ 912*p^5*x^2+20*p^4*q^3+263*p^4*q^2*r+1646*p^4*q^2*x+174*p^4*q*r^2-494*p^4*q*r*x -3780*p^4*q*x^2-25*p^4*r^3-806*p^4*r^2*x-1691*p^4*r*x^2-92*p^4*x^3-10*p^3*q^4+ 123*p^3*q^3*r+1704*p^3*q^3*x+209*p^3*q^2*r^2+748*p^3*q^2*r*x-5172*p^3*q^2*x^2+ 13*p^3*q*r^3-2708*p^3*q*r^2*x-12667*p^3*q*r*x^2-4192*p^3*q*x^3-27*p^3*r^4-352*p ^3*r^3*x+1653*p^3*r^2*x^2+4333*p^3*r*x^3+22*p^2*q^4*r+626*p^2*q^4*x+88*p^2*q^3* r^2+1079*p^2*q^3*r*x-2976*p^2*q^3*x^2-30*p^2*q^2*r^3-2863*p^2*q^2*r^2*x-18951*p ^2*q^2*r*x^2-8200*p^2*q^2*x^3-44*p^2*q*r^4-1369*p^2*q*r^3*x-2346*p^2*q*r^2*x^2+ 7339*p^2*q*r*x^3-8*p^2*r^5+77*p^2*r^4*x+2384*p^2*r^3*x^2+4271*p^2*r^2*x^3+38*p* q^5*x+20*p*q^4*r^2+270*p*q^4*r*x-996*p*q^4*x^2-18*p*q^3*r^3-1093*p*q^3*r^2*x-\ 9473*p*q^3*r*x^2-4192*p*q^3*x^3-54*p*q^2*r^4-1287*p*q^2*r^3*x-3969*p*q^2*r^2*x^ 2+7339*p*q^2*r*x^3-10*p*q*r^5+337*p*q*r^4*x+6942*p*q*r^3*x^2+15334*p*q*r^2*x^3+ 29*p*r^5*x-288*p*r^4*x^2-2812*p*r^3*x^3-9*q^5*r*x-324*q^5*x^2-6*q^4*r^3-154*q^4 *r^2*x-1498*q^4*r*x^2-92*q^4*x^3-6*q^3*r^4+24*q^3*r^3*x+792*q^3*r^2*x^2+4333*q^ 3*r*x^3+210*q^2*r^4*x+2326*q^2*r^3*x^2+4271*q^2*r^2*x^3-q*r^5*x-462*q*r^4*x^2-\ 2812*q*r^3*x^3+120*r^4*x^3-224*a^6-1216*a^5*b-2592*a^5*c-912*a^5*g-560*a^5*p-\ 832*a^5*q+64*a^5*r+2112*a^5*x-1648*a^4*b^2-8944*a^4*b*c-3176*a^4*b*g-3832*a^4*b *p-2208*a^4*b*q-1404*a^4*b*r-784*a^4*b*x-10864*a^4*c^2-7536*a^4*c*g-7104*a^4*c* p-6200*a^4*c*q-1880*a^4*c*r+4848*a^4*c*x-1296*a^4*g^2-2516*a^4*g*p-2188*a^4*g*q -542*a^4*g*r+2768*a^4*g*x-248*a^4*p^2-2712*a^4*p*q+1088*a^4*p*r+10576*a^4*p*x-\ 736*a^4*q^2-1116*a^4*q*r-1136*a^4*q*x+788*a^4*r^2+10116*a^4*r*x+14712*a^4*x^2-\ 624*a^3*b^3-8368*a^3*b^2*c-2864*a^3*b^2*g-5376*a^3*b^2*p-1400*a^3*b^2*q-2980*a^ 3*b^2*r-13136*a^3*b^2*x-25504*a^3*b*c^2-17616*a^3*b*c*g-24816*a^3*b*c*p-11696*a ^3*b*c*q-11108*a^3*b*c*r-23848*a^3*b*c*x-3004*a^3*b*g^2-9204*a^3*b*g*p-3952*a^3 *b*g*q-4172*a^3*b*g*r-9256*a^3*b*g*x-4176*a^3*b*p^2-7100*a^3*b*p*q-1160*a^3*b*p *r+15920*a^3*b*p*x-1048*a^3*b*q^2-3690*a^3*b*q*r-12804*a^3*b*q*x+1650*a^3*b*r^2 +36168*a^3*b*r*x+71544*a^3*b*x^2-22656*a^3*c^3-23168*a^3*c^2*g-26528*a^3*c^2*p-\ 17920*a^3*c^2*q-9428*a^3*c^2*r-1144*a^3*c^2*x-7796*a^3*c*g^2-19160*a^3*c*g*p-\ 12352*a^3*c*g*q-7056*a^3*c*g*r-2232*a^3*c*g*x-5956*a^3*c*p^2-17016*a^3*c*p*q+ 1866*a^3*c*p*r+48600*a^3*c*p*x-4008*a^3*c*q^2-7014*a^3*c*q*r-8388*a^3*c*q*x+ 4726*a^3*c*r^2+72528*a^3*c*r*x+118128*a^3*c*x^2-868*a^3*g^3-3406*a^3*g^2*p-2082 *a^3*g^2*q-1205*a^3*g^2*r+284*a^3*g^2*x-2066*a^3*g*p^2-6410*a^3*g*p*q+1017*a^3* g*p*r+20152*a^3*g*p*x-1356*a^3*g*q^2-2912*a^3*g*q*r-5756*a^3*g*q*x+1824*a^3*g*r ^2+27112*a^3*g*r*x+43572*a^3*g*x^2+444*a^3*p^3-3072*a^3*p^2*q+2488*a^3*p^2*r+ 17296*a^3*p^2*x-2240*a^3*p*q^2-1172*a^3*p*q*r+9116*a^3*p*q*x+2236*a^3*p*r^2+ 22540*a^3*p*r*x+25536*a^3*p*x^2-252*a^3*q^3-946*a^3*q^2*r-1360*a^3*q^2*x+1044*a ^3*q*r^2+22780*a^3*q*r*x+42144*a^3*q*x^2+366*a^3*r^3+386*a^3*r^2*x-18660*a^3*r* x^2-15840*a^3*x^3+32*a^2*b^4-2016*a^2*b^3*c-648*a^2*b^3*g-2144*a^2*b^3*p-16*a^2 *b^3*q-1800*a^2*b^3*r-15440*a^2*b^3*x-15648*a^2*b^2*c^2-10424*a^2*b^2*c*g-21696 *a^2*b^2*c*p-4624*a^2*b^2*c*q-12708*a^2*b^2*c*r-66928*a^2*b^2*c*x-1740*a^2*b^2* g^2-7732*a^2*b^2*g*p-1460*a^2*b^2*g*q-4722*a^2*b^2*g*r-25696*a^2*b^2*g*x-5904*a ^2*b^2*p^2-4392*a^2*b^2*p*q-4214*a^2*b^2*p*r-5860*a^2*b^2*p*x-120*a^2*b^2*q^2-\ 3188*a^2*b^2*q*r-22996*a^2*b^2*q*x+1112*a^2*b^2*r^2+38136*a^2*b^2*r*x+104448*a^ 2*b^2*x^2-35088*a^2*b*c^3-35496*a^2*b*c^2*g-56536*a^2*b*c^2*p-22200*a^2*b*c^2*q -26852*a^2*b*c^2*r-77552*a^2*b*c^2*x-11844*a^2*b*c*g^2-40828*a^2*b*c*g*p-14668* a^2*b*c*g*q-20286*a^2*b*c*g*r-63276*a^2*b*c*g*x-23084*a^2*b*c*p^2-29372*a^2*b*c *p*q-11274*a^2*b*c*p*r+40788*a^2*b*c*p*x-3488*a^2*b*c*q^2-15370*a^2*b*c*q*r-\ 62136*a^2*b*c*q*x+6874*a^2*b*c*r^2+170540*a^2*b*c*r*x+371904*a^2*b*c*x^2-1308*a ^2*b*g^3-7230*a^2*b*g^2*p-2404*a^2*b*g^2*q-3601*a^2*b*g^2*r-10596*a^2*b*g^2*x-\ 8944*a^2*b*g*p^2-10482*a^2*b*g*p*q-4602*a^2*b*g*p*r+12656*a^2*b*g*p*x-1108*a^2* b*g*q^2-5953*a^2*b*g*q*r-27184*a^2*b*g*q*x+2561*a^2*b*g*r^2+63724*a^2*b*g*r*x+ 140100*a^2*b*g*x^2-1806*a^2*b*p^3-7754*a^2*b*p^2*q+1329*a^2*b*p^2*r+31444*a^2*b *p^2*x-2952*a^2*b*p*q^2-5139*a^2*b*p*q*r-642*a^2*b*p*q*x+3891*a^2*b*p*r^2+69260 *a^2*b*p*r*x+114876*a^2*b*p*x^2-92*a^2*b*q^3-1716*a^2*b*q^2*r-9050*a^2*b*q^2*x+ 1568*a^2*b*q*r^2+48882*a^2*b*q*r*x+122100*a^2*b*q*x^2+894*a^2*b*r^3+10206*a^2*b *r^2*x-15840*a^2*b*r*x^2-37344*a^2*b*x^3-25280*a^2*c^4-33896*a^2*c^3*g-44360*a^ 2*c^3*p-24832*a^2*c^3*q-17196*a^2*c^3*r-16624*a^2*c^3*x-16728*a^2*c^2*g^2-47732 *a^2*c^2*g*p-25180*a^2*c^2*g*q-19894*a^2*c^2*g*r-27308*a^2*c^2*g*x-20332*a^2*c^ 2*p^2-38692*a^2*c^2*p*q-2728*a^2*c^2*p*r+92376*a^2*c^2*p*x-7688*a^2*c^2*q^2-\ 16106*a^2*c^2*q*r-26660*a^2*c^2*q*x+10362*a^2*c^2*r^2+182176*a^2*c^2*r*x+322344 *a^2*c^2*x^2-3646*a^2*c*g^3-16772*a^2*c*g^2*p-8304*a^2*c*g^2*q-7219*a^2*c*g^2*r -9620*a^2*c*g^2*x-15272*a^2*c*g*p^2-28338*a^2*c*g*p*q-2508*a^2*c*g*p*r+65052*a^ 2*c*g*p*x-5112*a^2*c*g*q^2-12925*a^2*c*g*q*r-30376*a^2*c*g*q*x+7765*a^2*c*g*r^2 +135698*a^2*c*g*r*x+242604*a^2*c*g*x^2-938*a^2*c*p^3-15758*a^2*c*p^2*q+8171*a^2 *c*p^2*r+76864*a^2*c*p^2*x-9520*a^2*c*p*q^2-6851*a^2*c*p*q*r+38254*a^2*c*p*q*x+ 10901*a^2*c*p*r^2+135242*a^2*c*p*r*x+182052*a^2*c*p*x^2-840*a^2*c*q^3-4082*a^2* c*q^2*r-8450*a^2*c*q^2*x+4780*a^2*c*q*r^2+111108*a^2*c*q*r*x+221952*a^2*c*q*x^2 +2304*a^2*c*r^3+18388*a^2*c*r^2*x-36136*a^2*c*r*x^2-60096*a^2*c*x^3-298*a^2*g^4 -1928*a^2*g^3*p-898*a^2*g^3*q-797*a^2*g^3*r-490*a^2*g^3*x-2804*a^2*g^2*p^2-5068 *a^2*g^2*p*q-412*a^2*g^2*p*r+12590*a^2*g^2*p*x-834*a^2*g^2*q^2-2486*a^2*g^2*q*r -6840*a^2*g^2*q*x+1455*a^2*g^2*r^2+24640*a^2*g^2*r*x+43242*a^2*g^2*x^2-210*a^2* g*p^3-6320*a^2*g*p^2*q+3363*a^2*g*p^2*r+30744*a^2*g*p^2*x-3410*a^2*g*p*q^2-3301 *a^2*g*p*q*r+8866*a^2*g*p*q*x+4104*a^2*g*p*r^2+50273*a^2*g*p*r*x+67320*a^2*g*p* x^2-270*a^2*g*q^3-1607*a^2*g*q^2*r-4654*a^2*g*q^2*x+1708*a^2*g*q*r^2+41371*a^2* g*q*r*x+85218*a^2*g*q*x^2+769*a^2*g*r^3+4771*a^2*g*r^2*x-21798*a^2*g*r*x^2-\ 26784*a^2*g*x^3+548*a^2*p^4-1430*a^2*p^3*q+2232*a^2*p^3*r+12612*a^2*p^3*x-2368* a^2*p^2*q^2+563*a^2*p^2*q*r+19622*a^2*p^2*q*x+2325*a^2*p^2*r^2+18015*a^2*p^2*r* x+12906*a^2*p^2*x^2-646*a^2*p*q^3-1213*a^2*p*q^2*r+4350*a^2*p*q^2*x+2594*a^2*p* q*r^2+44888*a^2*p*q*r*x+69048*a^2*p*q*x^2+625*a^2*p*r^3-2177*a^2*p*r^2*x-43620* a^2*p*r*x^2-30664*a^2*p*x^3-20*a^2*q^4-286*a^2*q^3*r-704*a^2*q^3*x+610*a^2*q^2* r^2+16005*a^2*q^2*r*x+35454*a^2*q^2*x^2+672*a^2*q*r^3+7954*a^2*q*r^2*x-5524*a^2 *q*r*x^2-20488*a^2*q*x^3-30*a^2*r^4-3532*a^2*r^3*x-23636*a^2*r^2*x^2-19020*a^2* r*x^3+128*a*b^4*c+16*a*b^4*g-48*a*b^4*p-320*a*b^4*r-5968*a*b^4*x-1968*a*b^3*c^2 -1144*a*b^3*c*g-4968*a*b^3*c*p+96*a*b^3*c*q-4080*a*b^3*c*r-46408*a*b^3*c*x-200* a*b^3*g^2-1556*a*b^3*g*p-48*a*b^3*g*q-1416*a*b^3*g*r-16264*a*b^3*g*x-2060*a*b^3 *p^2-240*a*b^3*p*q-2104*a*b^3*p*r-13956*a*b^3*p*x-808*a*b^3*q*r-13072*a*b^3*q*x +328*a*b^3*r^2+15084*a*b^3*r*x+60600*a*b^3*x^2-12592*a*b^2*c^3-11944*a*b^2*c^2* g-28632*a*b^2*c^2*p-4792*a*b^2*c^2*q-16284*a*b^2*c^2*r-107312*a*b^2*c^2*x-3792* a*b^2*c*g^2-19820*a*b^2*c*g*p-2892*a*b^2*c*g*q-11948*a*b^2*c*g*r-81852*a*b^2*c* g*x-16828*a*b^2*c*p^2-10180*a*b^2*c*p*q-12988*a*b^2*c*p*r-31848*a*b^2*c*p*x-160 *a*b^2*c*q^2-7464*a*b^2*c*q*r-72012*a*b^2*c*q*x+2792*a*b^2*c*r^2+107404*a*b^2*c *r*x+338304*a*b^2*c*x^2-424*a*b^2*g^3-3338*a*b^2*g^2*p-500*a*b^2*g^2*q-2048*a*b ^2*g^2*r-13716*a*b^2*g^2*x-6280*a*b^2*g*p^2-3162*a*b^2*g*p*q-5112*a*b^2*g*p*r-\ 15880*a*b^2*g*p*x-140*a*b^2*g*q^2-2600*a*b^2*g*q*r-25792*a*b^2*g*q*x+1004*a*b^2 *g*r^2+40026*a*b^2*g*r*x+126948*a*b^2*g*x^2-2618*a*b^2*p^3-4070*a*b^2*p^2*q-\ 1624*a*b^2*p^2*r+9574*a*b^2*p^2*x-348*a*b^2*p*q^2-3676*a*b^2*p*q*r-18786*a*b^2* p*q*x+1936*a*b^2*p*r^2+52192*a*b^2*p*r*x+121140*a*b^2*p*x^2-736*a*b^2*q^2*r-\ 9932*a*b^2*q^2*x+840*a*b^2*q*r^2+30846*a*b^2*q*r*x+107004*a*b^2*q*x^2+704*a*b^2 *r^3+11622*a*b^2*r^2*x-1032*a*b^2*r*x^2-37344*a*b^2*x^3-23296*a*b*c^4-30504*a*b *c^3*g-54632*a*b*c^3*p-18016*a*b*c^3*q-25868*a*b*c^3*r-93424*a*b*c^3*x-14712*a* b*c^2*g^2-58028*a*b*c^2*g*p-17260*a*b*c^2*g*q-29016*a*b*c^2*g*r-114040*a*b*c^2* g*x-37796*a*b*c^2*p^2-38840*a*b*c^2*p*q-22052*a*b*c^2*p*r+28320*a*b*c^2*p*x-\ 3752*a*b*c^2*q^2-20150*a*b*c^2*q*r-105120*a*b*c^2*q*x+8766*a*b*c^2*r^2+247796*a *b*c^2*r*x+607920*a*b*c^2*x^2-3170*a*b*c*g^3-20066*a*b*c*g^2*p-5438*a*b*c*g^2*q -10274*a*b*c*g^2*r-39948*a*b*c*g^2*x-28520*a*b*c*g*p^2-26958*a*b*c*g*p*q-17716* a*b*c*g*p*r+8826*a*b*c*g*p*x-2384*a*b*c*g*q^2-15048*a*b*c*g*q*r-85374*a*b*c*g*q *x+6540*a*b*c*g*r^2+187846*a*b*c*g*r*x+466632*a*b*c*g*x^2-8392*a*b*c*p^3-22472* a*b*c*p^2*q-502*a*b*c*p^2*r+79196*a*b*c*p^2*x-6816*a*b*c*p*q^2-15568*a*b*c*p*q* r-15720*a*b*c*p*q*x+11296*a*b*c*p*r^2+226512*a*b*c*p*r*x+415476*a*b*c*p*x^2-168 *a*b*c*q^3-4284*a*b*c*q^2*r-32740*a*b*c*q^2*x+4284*a*b*c*q*r^2+141718*a*b*c*q*r *x+398196*a*b*c*q*x^2+3264*a*b*c*r^3+48688*a*b*c*r^2*x+6408*a*b*c*r*x^2-112704* a*b*c*x^3-264*a*b*g^4-2238*a*b*g^3*p-596*a*b*g^3*q-1104*a*b*g^3*r-3544*a*b*g^3* x-5314*a*b*g^2*p^2-4524*a*b*g^2*p*q-3355*a*b*g^2*p*r+946*a*b*g^2*p*x-416*a*b*g^ 2*q^2-2648*a*b*g^2*q*r-15338*a*b*g^2*q*x+1274*a*b*g^2*r^2+35503*a*b*g^2*r*x+ 86484*a*b*g^2*x^2-3362*a*b*g*p^3-8466*a*b*g*p^2*q-546*a*b*g*p^2*r+27946*a*b*g*p ^2*x-2124*a*b*g*p*q^2-6443*a*b*g*p*q*r-14296*a*b*g*p*q*x+4041*a*b*g*p*r^2+83246 *a*b*g*p*r*x+157050*a*b*g*p*x^2-96*a*b*g*q^3-1474*a*b*g*q^2*r-11690*a*b*g*q^2*x +1488*a*b*g*q*r^2+52007*a*b*g*q*r*x+150210*a*b*g*q*x^2+1132*a*b*g*r^3+15882*a*b *g*r^2*x-7380*a*b*g*r*x^2-47520*a*b*g*x^3-210*a*b*p^4-3446*a*b*p^3*q+1617*a*b*p ^3*r+19468*a*b*p^3*x-2604*a*b*p^2*q^2-1911*a*b*p^2*q*r+16084*a*b*p^2*q*x+2959*a *b*p^2*r^2+44332*a*b*p^2*r*x+59112*a*b*p^2*x^2-192*a*b*p*q^3-1928*a*b*p*q^2*r-\ 5300*a*b*p*q^2*x+2708*a*b*p*q*r^2+67332*a*b*p*q*r*x+142272*a*b*p*q*x^2+990*a*b* p*r^3+8020*a*b*p*r^2*x-38318*a*b*p*r*x^2-49856*a*b*p*x^3-290*a*b*q^3*r-3068*a*b *q^3*x+706*a*b*q^2*r^2+21064*a*b*q^2*r*x+61800*a*b*q^2*x^2+944*a*b*q*r^3+13550* a*b*q*r^2*x-11962*a*b*q*r*x^2-49856*a*b*q*x^3-100*a*b*r^4-7340*a*b*r^3*x-57288* a*b*r^2*x^2-51528*a*b*r*x^3-14432*a*c^5-23760*a*c^4*g-34800*a*c^4*p-16544*a*c^4 *q-13964*a*c^4*r-22744*a*c^4*x-15216*a*c^3*g^2-49368*a*c^3*g*p-21912*a*c^3*g*q-\ 21300*a*c^3*g*r-42836*a*c^3*g*x-25256*a*c^3*p^2-37424*a*c^3*p*q-7998*a*c^3*p*r+ 76300*a*c^3*p*x-6296*a*c^3*q^2-15834*a*c^3*q*r-39012*a*c^3*q*x+9586*a*c^3*r^2+ 190244*a*c^3*r*x+369648*a*c^3*x^2-4820*a*c^2*g^3-25604*a*c^2*g^2*p-10528*a*c^2* g^2*q-11603*a*c^2*g^2*r-24112*a*c^2*g^2*x-28502*a*c^2*g*p^2-40274*a*c^2*g*p*q-\ 10527*a*c^2*g*p*r+72994*a*c^2*g*p*x-6176*a*c^2*g*q^2-18350*a*c^2*g*q*r-55430*a* c^2*g*q*x+10574*a*c^2*g*r^2+212106*a*c^2*g*r*x+419376*a*c^2*g*x^2-5010*a*c^2*p^ 3-25546*a*c^2*p^2*q+8238*a*c^2*p^2*r+114186*a*c^2*p^2*x-12668*a*c^2*p*q^2-12658 *a*c^2*p*q*r+43314*a*c^2*p*q*x+16770*a*c^2*p*r^2+241676*a*c^2*p*r*x+361932*a*c^ 2*p*x^2-924*a*c^2*q^3-5682*a*c^2*q^2*r-19656*a*c^2*q^2*x+6664*a*c^2*q*r^2+ 168386*a*c^2*q*r*x+373788*a*c^2*q*x^2+4114*a*c^2*r^3+48856*a*c^2*r^2*x+8656*a*c ^2*r*x^2-82016*a*c^2*x^3-778*a*c*g^4-5746*a*c*g^3*p-2210*a*c*g^3*q-2604*a*c*g^3 *r-4170*a*c*g^3*x-10512*a*c*g^2*p^2-14038*a*c*g^2*p*q-4129*a*c*g^2*p*r+25478*a* c*g^2*p*x-1976*a*c*g^2*q^2-6793*a*c*g^2*q*r-22644*a*c*g^2*q*x+3997*a*c*g^2*r^2+ 79042*a*c*g^2*r*x+155544*a*c*g^2*x^2-3894*a*c*g*p^3-19786*a*c*g*p^2*q+5756*a*c* g*p^2*r+83336*a*c*g*p^2*x-8836*a*c*g*p*q^2-11212*a*c*g*p*q*r+16726*a*c*g*p*q*x+ 12214*a*c*g*p*r^2+176566*a*c*g*p*r*x+268092*a*c*g*p*x^2-612*a*c*g*q^3-4232*a*c* g*q^2*r-16926*a*c*g*q^2*x+4748*a*c*g*q*r^2+124692*a*c*g*q*r*x+284292*a*c*g*q*x^ 2+2898*a*c*g*r^3+31866*a*c*g*r^2*x-13756*a*c*g*r*x^2-72784*a*c*g*x^3+794*a*c*p^ 4-5750*a*c*p^3*q+6127*a*c*p^3*r+43504*a*c*p^3*x-7076*a*c*p^2*q^2+79*a*c*p^2*q*r +58376*a*c*p^2*q*x+8039*a*c*p^2*r^2+83076*a*c*p^2*r*x+88260*a*c*p^2*x^2-1484*a* c*p*q^3-3954*a*c*p*q^2*r+7480*a*c*p*q^2*x+7896*a*c*p*q*r^2+149830*a*c*p*q*r*x+ 252876*a*c*p*q*x^2+2492*a*c*p*r^3+9176*a*c*p*r^2*x-95704*a*c*p*r*x^2-89736*a*c* p*x^3-40*a*c*q^4-786*a*c*q^3*r-4092*a*c*q^3*x+1734*a*c*q^2*r^2+47942*a*c*q^2*r* x+118032*a*c*q^2*x^2+2188*a*c*q*r^3+29538*a*c*q*r^2*x-10862*a*c*q*r*x^2-76536*a *c*q*x^3-200*a*c*r^4-15788*a*c*r^3*x-116068*a*c*r^2*x^2-107944*a*c*r*x^3-52*a*g ^5-468*a*g^4*p-178*a*g^4*q-191*a*g^4*r+10*a*g^4*x-1270*a*g^3*p^2-1570*a*g^3*p*q -475*a*g^3*p*r+3440*a*g^3*p*x-216*a*g^3*q^2-782*a*g^3*q*r-2554*a*g^3*q*x+514*a* g^3*r^2+9645*a*g^3*r*x+18234*a*g^3*x^2-724*a*g^2*p^3-3780*a*g^2*p^2*q+1066*a*g^ 2*p^2*r+15762*a*g^2*p^2*x-1482*a*g^2*p*q^2-2365*a*g^2*p*q*r+498*a*g^2*p*q*x+ 2199*a*g^2*p*r^2+31517*a*g^2*p*r*x+47466*a*g^2*p*x^2-108*a*g^2*q^3-740*a*g^2*q^ 2*r-3086*a*g^2*q^2*x+873*a*g^2*q*r^2+23126*a*g^2*q*r*x+52884*a*g^2*q*x^2+471*a* g^2*r^3+4148*a*g^2*r^2*x-9879*a*g^2*r*x^2-17088*a*g^2*x^3+370*a*g*p^4-2438*a*g* p^3*q+2446*a*g*p^3*r+17188*a*g*p^3*x-2682*a*g*p^2*q^2-506*a*g*p^2*q*r+18694*a*g *p^2*q*x+2999*a*g*p^2*r^2+30665*a*g*p^2*r*x+32112*a*g*p^2*x^2-466*a*g*p*q^3-\ 1691*a*g*p*q^2*r-72*a*g*p*q^2*x+2764*a*g*p*q*r^2+55067*a*g*p*q*r*x+97302*a*g*p* q*x^2+826*a*g*p*r^3+1662*a*g*p*r^2*x-42050*a*g*p*r*x^2-37068*a*g*p*x^3-20*a*g*q ^4-264*a*g*q^3*r-1404*a*g*q^3*x+610*a*g*q^2*r^2+17558*a*g*q^2*r*x+44778*a*g*q^2 *x^2+803*a*g*q*r^3+11055*a*g*q*r^2*x-2951*a*g*q*r*x^2-28164*a*g*q*x^3-97*a*g*r^ 4-5710*a*g*r^3*x-39284*a*g*r^2*x^2-34404*a*g*r*x^3+224*a*p^5-222*a*p^4*q+890*a* p^4*r+4268*a*p^4*x-1032*a*p^3*q^2+975*a*p^3*q*r+12554*a*p^3*q*x+1038*a*p^3*r^2+ 5869*a*p^3*r*x+564*a*p^3*x^2-542*a*p^2*q^3-347*a*p^2*q^2*r+7666*a*p^2*q^2*x+ 2043*a*p^2*q*r^2+29591*a*p^2*q*r*x+36642*a*p^2*q*x^2+339*a*p^2*r^3-3521*a*p^2*r ^2*x-33949*a*p^2*r*x^2-20292*a*p^2*x^3-36*a*p*q^4-308*a*p*q^3*r+316*a*p*q^3*x+ 992*a*p*q^2*r^2+21830*a*p*q^2*r*x+41172*a*p*q^2*x^2+759*a*p*q*r^3+6499*a*p*q*r^ 2*x-21011*a*p*q*r*x^2-29112*a*p*q*x^3-49*a*p*r^4-4230*a*p*r^3*x-25694*a*p*r^2*x ^2-18090*a*p*r*x^3-42*a*q^4*r-312*a*q^4*x+184*a*q^3*r^2+4630*a*q^3*r*x+11358*a* q^3*x^2+288*a*q^2*r^3+2967*a*q^2*r^2*x-11566*a*q^2*r*x^2-18996*a*q^2*x^3-58*a*q *r^4-4936*a*q*r^3*x-37410*a*q*r^2*x^2-31578*a*q*r*x^3-16*a*r^5+64*a*r^4*x+6378* a*r^3*x^2+18556*a*r^2*x^3-768*b^5*x+96*b^4*c^2+64*b^4*c*g+64*b^4*c*p-48*b^4*c*r -9072*b^4*c*x+24*b^4*g*p-2896*b^4*g*x-40*b^4*p^2-152*b^4*p*r-3296*b^4*p*x-2288* b^4*q*x+104*b^4*r^2+2616*b^4*r*x+12984*b^4*x^2-576*b^3*c^3-352*b^3*c^2*g-2488*b ^3*c^2*p+112*b^3*c^2*q-1464*b^3*c^2*r-34168*b^3*c^2*x-72*b^3*c*g^2-1468*b^3*c*g *p+48*b^3*c*g*q-940*b^3*c*g*r-24168*b^3*c*g*x-2420*b^3*c*p^2-16*b^3*c*p*q-2492* b^3*c*p*r-22788*b^3*c*p*x-264*b^3*c*q*r-22104*b^3*c*q*x+432*b^3*c*r^2+16088*b^3 *c*r*x+92592*b^3*c*x^2-16*b^3*g^3-208*b^3*g^2*p-24*b^3*g^2*q-120*b^3*g^2*r-3700 *b^3*g^2*x-776*b^3*g*p^2-8*b^3*g*p*q-882*b^3*g*p*r-8684*b^3*g*p*x-36*b^3*g*q*r-\ 6896*b^3*g*q*x+198*b^3*g*r^2+6810*b^3*g*r*x+35028*b^3*g*x^2-600*b^3*p^3-144*b^3 *p^2*q-654*b^3*p^2*r-2560*b^3*p^2*x-396*b^3*p*q*r-7396*b^3*p*q*x+190*b^3*p*r^2+ 8760*b^3*p*r*x+34176*b^3*p*x^2-2624*b^3*q^2*x+312*b^3*q*r^2+6976*b^3*q*r*x+ 29424*b^3*q*x^2+84*b^3*r^3+1358*b^3*r^2*x-6228*b^3*r*x^2-15840*b^3*x^3-3664*b^2 *c^4-4240*b^2*c^3*g-11976*b^2*c^3*p-1568*b^2*c^3*q-5740*b^2*c^3*r-55504*b^2*c^3 *x-1756*b^2*c^2*g^2-11968*b^2*c^2*g*p-1240*b^2*c^2*g*q-6086*b^2*c^2*g*r-62204*b ^2*c^2*g*x-11628*b^2*c^2*p^2-5340*b^2*c^2*p*q-9130*b^2*c^2*p*r-35972*b^2*c^2*p* x-40*b^2*c^2*q^2-3188*b^2*c^2*q*r-61032*b^2*c^2*q*x+1584*b^2*c^2*r^2+63164*b^2* c^2*r*x+260904*b^2*c^2*x^2-340*b^2*c*g^3-3898*b^2*c*g^2*p-368*b^2*c*g^2*q-2028* b^2*c*g^2*r-21116*b^2*c*g^2*x-8320*b^2*c*g*p^2-3170*b^2*c*g*p*q-6894*b^2*c*g*p* r-31168*b^2*c*g*p*x-80*b^2*c*g*q^2-1926*b^2*c*g*q*r-42324*b^2*c*g*q*x+1218*b^2* c*g*r^2+47860*b^2*c*g*r*x+196620*b^2*c*g*x^2-4046*b^2*c*p^3-4802*b^2*c*p^2*q-\ 3138*b^2*c*p^2*r+7486*b^2*c*p^2*x-208*b^2*c*p*q^2-4534*b^2*c*p*q*r-34010*b^2*c* p*q*x+2322*b^2*c*p*r^2+75544*b^2*c*p*r*x+202416*b^2*c*p*x^2-396*b^2*c*q^2*r-\ 19280*b^2*c*q^2*x+1308*b^2*c*q*r^2+38944*b^2*c*q*r*x+171876*b^2*c*q*x^2+936*b^2 *c*r^3+20380*b^2*c*r^2*x+15448*b^2*c*r*x^2-60096*b^2*c*x^3-32*b^2*g^4-410*b^2*g ^3*p-64*b^2*g^3*q-198*b^2*g^3*r-1954*b^2*g^3*x-1464*b^2*g^2*p^2-448*b^2*g^2*p*q -1225*b^2*g^2*p*r-5904*b^2*g^2*p*x-48*b^2*g^2*q^2-220*b^2*g^2*q*r-6286*b^2*g^2* q*x+281*b^2*g^2*r^2+9333*b^2*g^2*r*x+35706*b^2*g^2*x^2-1556*b^2*g*p^3-1528*b^2* g*p^2*q-1374*b^2*g*p^2*r+830*b^2*g*p^2*x-82*b^2*g*p*q^2-1607*b^2*g*p*q*r-13490* b^2*g*p*q*x+639*b^2*g*p*r^2+25920*b^2*g*p*r*x+74730*b^2*g*p*x^2-72*b^2*g*q^2*r-\ 5724*b^2*g*q^2*x+545*b^2*g*q*r^2+15973*b^2*g*q*r*x+65184*b^2*g*q*x^2+241*b^2*g* r^3+5589*b^2*g*r^2*x-2874*b^2*g*r*x^2-26784*b^2*g*x^3-402*b^2*p^4-1168*b^2*p^3* q-67*b^2*p^3*r+5116*b^2*p^3*x-178*b^2*p^2*q^2-1117*b^2*p^2*q*r-2346*b^2*p^2*q*x +910*b^2*p^2*r^2+19732*b^2*p^2*r*x+37086*b^2*p^2*x^2-374*b^2*p*q^2*r-5806*b^2*p *q^2*x+525*b^2*p*q*r^2+18562*b^2*p*q*r*x+61752*b^2*p*q*x^2+463*b^2*p*r^3+7640*b ^2*p*r^2*x+790*b^2*p*r*x^2-20488*b^2*p*x^3-1452*b^2*q^3*x+338*b^2*q^2*r^2+6802* b^2*q^2*r*x+23994*b^2*q^2*x^2+138*b^2*q*r^3+1389*b^2*q*r^2*x-18906*b^2*q*r*x^2-\ 30664*b^2*q*x^3-78*b^2*r^4-3024*b^2*r^3*x-23464*b^2*r^2*x^2-19020*b^2*r*x^3-\ 5984*b*c^5-9400*b*c^4*g-18968*b*c^4*p-5304*b*c^4*q-8448*b*c^4*r-41176*b*c^4*x-\ 5664*b*c^3*g^2-26268*b*c^3*g*p-6448*b*c^3*g*q-12202*b*c^3*g*r-63284*b*c^3*g*x-\ 19344*b*c^3*p^2-16344*b*c^3*p*q-12342*b*c^3*p*r-4260*b*c^3*p*x-1312*b*c^3*q^2-\ 7926*b*c^3*q*r-65204*b*c^3*q*x+3486*b*c^3*r^2+110012*b*c^3*r*x+326256*b*c^3*x^2 -1686*b*c^2*g^3-13308*b*c^2*g^2*p-2822*b*c^2*g^2*q-6375*b*c^2*g^2*r-33400*b*c^2 *g^2*x-21340*b*c^2*g*p^2-16436*b*c^2*g*p*q-14262*b*c^2*g*p*r-13166*b*c^2*g*p*x-\ 1216*b*c^2*g*q^2-8197*b*c^2*g*q*r-72446*b*c^2*g*q*x+3885*b*c^2*g*r^2+123278*b*c ^2*g*r*x+369408*b*c^2*g*x^2-7734*b*c^2*p^3-15546*b*c^2*p^2*q-3057*b*c^2*p^2*r+ 48456*b*c^2*p^2*x-3724*b*c^2*p*q^2-11303*b*c^2*p*q*r-28878*b*c^2*p*q*x+7551*b*c ^2*p*r^2+177060*b*c^2*p*r*x+367356*b*c^2*p*x^2-76*b*c^2*q^3-2228*b*c^2*q^2*r-\ 34182*b*c^2*q^2*x+3024*b*c^2*q*r^2+97434*b*c^2*q*r*x+333996*b*c^2*q*x^2+2602*b* c^2*r^3+50180*b*c^2*r^2*x+60344*b*c^2*r*x^2-82016*b*c^2*x^3-268*b*c*g^4-2910*b* c*g^3*p-570*b*c*g^3*q-1375*b*c*g^3*r-6534*b*c*g^3*x-7724*b*c*g^2*p^2-5324*b*c*g ^2*p*q-5200*b*c*g^2*p*r-5544*b*c*g^2*p*x-422*b*c*g^2*q^2-2641*b*c*g^2*q*r-24322 *b*c*g^2*q*x+1638*b*c*g^2*r^2+47928*b*c*g^2*r*x+138432*b*c*g^2*x^2-6008*b*c*g*p ^3-11220*b*c*g*p^2*q-2994*b*c*g*p^2*r+31278*b*c*g*p^2*x-2266*b*c*g*p*q^2-8748*b *c*g*p*q*r-30146*b*c*g*p*q*x+4985*b*c*g*p*r^2+126562*b*c*g*p*r*x+274020*b*c*g*p *x^2-84*b*c*g*q^3-1290*b*c*g*q^2*r-22948*b*c*g*q^2*x+2156*b*c*g*q*r^2+70854*b*c *g*q*r*x+247236*b*c*g*q*x^2+1634*b*c*g*r^3+31756*b*c*g*r^2*x+23272*b*c*g*r*x^2-\ 72784*b*c*g*x^3-970*b*c*p^4-5390*b*c*p^3*q+1435*b*c*p^3*r+27876*b*c*p^3*x-3084* b*c*p^2*q^2-3661*b*c*p^2*q*r+16720*b*c*p^2*q*x+4711*b*c*p^2*r^2+79354*b*c*p^2*r *x+119712*b*c*p^2*x^2-164*b*c*p*q^3-2570*b*c*p*q^2*r-13912*b*c*p*q^2*x+3554*b*c *p*q*r^2+100788*b*c*p*q*r*x+242940*b*c*p*q*x^2+1962*b*c*p*r^3+25032*b*c*p*r^2*x -24436*b*c*p*r*x^2-76536*b*c*p*x^3-222*b*c*q^3*r-7016*b*c*q^3*x+1186*b*c*q^2*r^ 2+30354*b*c*q^2*r*x+105156*b*c*q^2*x^2+1200*b*c*q*r^3+20976*b*c*q*r^2*x-17390*b *c*q*r*x^2-89736*b*c*q*x^3-264*b*c*r^4-13884*b*c*r^3*x-113732*b*c*r^2*x^2-\ 107944*b*c*r*x^3-20*b*g^5-226*b*g^4*p-54*b*g^4*q-91*b*g^4*r-254*b*g^4*x-918*b*g ^3*p^2-552*b*g^3*p*q-596*b*g^3*p*r-406*b*g^3*p*x-68*b*g^3*q^2-250*b*g^3*q*r-\ 2224*b*g^3*q*x+242*b*g^3*r^2+6254*b*g^3*r*x+16602*b*g^3*x^2-1156*b*g^2*p^3-1974 *b*g^2*p^2*q-645*b*g^2*p^2*r+5302*b*g^2*p^2*x-328*b*g^2*p*q^2-1577*b*g^2*p*q*r-\ 6450*b*g^2*p*q*x+815*b*g^2*p*r^2+22247*b*g^2*p*r*x+49536*b*g^2*p*x^2-30*b*g^2*q ^3-130*b*g^2*q^2*r-3162*b*g^2*q^2*x+464*b*g^2*q*r^2+13451*b*g^2*q*r*x+44766*b*g ^2*q*x^2+212*b*g^2*r^3+3849*b*g^2*r^2*x-3741*b*g^2*r*x^2-17088*b*g^2*x^3-398*b* g*p^4-2110*b*g*p^3*q+459*b*g*p^3*r+10188*b*g*p^3*x-982*b*g*p^2*q^2-1746*b*g*p^2 *q*r+2628*b*g*p^2*q*x+1716*b*g*p^2*r^2+29651*b*g*p^2*r*x+46170*b*g*p^2*x^2-64*b *g*p*q^3-911*b*g*p*q^2*r-5834*b*g*p*q^2*x+986*b*g*p*q*r^2+34158*b*g*p*q*r*x+ 89862*b*g*p*q*x^2+754*b*g*p*r^3+10031*b*g*p*r^2*x-6364*b*g*p*r*x^2-28164*b*g*p* x^3-45*b*g*q^3*r-1904*b*g*q^3*x+465*b*g*q^2*r^2+12105*b*g*q^2*r*x+39552*b*g*q^2 *x^2+338*b*g*q*r^3+6077*b*g*q*r^2*x-13651*b*g*q*r*x^2-37068*b*g*q*x^3-74*b*g*r^ 4-4410*b*g*r^3*x-37696*b*g*r^2*x^2-34404*b*g*r*x^3+26*b*p^5-534*b*p^4*q+419*b*p ^4*r+3912*b*p^4*x-730*b*p^3*q^2-43*b*p^3*q*r+7300*b*p^3*q*x+697*b*p^3*r^2+8955* b*p^3*r*x+8838*b*p^3*x^2-90*b*p^2*q^3-557*b*p^2*q^2*r+658*b*p^2*q^2*x+1256*b*p^ 2*q*r^2+25443*b*p^2*q*r*x+43584*b*p^2*q*x^2+224*b*p^2*r^3-187*b*p^2*r^2*x-23177 *b*p^2*r*x^2-18996*b*p^2*x^3-153*b*p*q^3*r-1870*b*p*q^3*x+461*b*p*q^2*r^2+13084 *b*p*q^2*r*x+36642*b*p*q^2*x^2+610*b*p*q*r^3+8599*b*p*q*r^2*x-7663*b*p*q*r*x^2-\ 29112*b*p*q*x^3-84*b*p*r^4-4810*b*p*r^3*x-35922*b*p*r^2*x^2-31578*b*p*r*x^3-388 *b*q^4*x+156*b*q^3*r^2+2830*b*q^3*r*x+8160*b*q^3*x^2+60*b*q^2*r^3-235*b*q^2*r^2 *x-17774*b*q^2*r*x^2-20292*b*q^2*x^3-108*b*q*r^4-3824*b*q*r^3*x-27262*b*q*r^2*x ^2-18090*b*q*r*x^3-4*b*r^5+412*b*r^4*x+6894*b*r^3*x^2+18556*b*r^2*x^3-3312*c^6-\ 6408*c^5*g-10424*c^5*p-4264*c^5*q-4252*c^5*r-11120*c^5*x-4948*c^4*g^2-18232*c^4 *g*p-6896*c^4*g*q-7808*c^4*g*r-21904*c^4*g*x-10720*c^4*p^2-13036*c^4*p*q-4652*c ^4*p*r+19628*c^4*p*x-1880*c^4*q^2-5626*c^4*q*r-23332*c^4*q*x+3186*c^4*r^2+71112 *c^4*r*x+159648*c^4*x^2-1982*c^3*g^3-12390*c^3*g^2*p-4250*c^3*g^2*q-5539*c^3*g^ 2*r-15596*c^3*g^2*x-15908*c^3*g*p^2-18306*c^3*g*p*q-7566*c^3*g*p*r+23426*c^3*g* p*x-2420*c^3*g*q^2-8149*c^3*g*q*r-36454*c^3*g*q*x+4587*c^3*g*r^2+103348*c^3*g*r *x+234720*c^3*g*x^2-4028*c^3*p^3-13100*c^3*p^2*q+2045*c^3*p^2*r+53890*c^3*p^2*x -5388*c^3*p*q^2-7391*c^3*p*q*r+8844*c^3*p*q*x+8135*c^3*p*r^2+135982*c^3*p*r*x+ 229152*c^3*p*x^2-336*c^3*q^3-2546*c^3*q^2*r-17102*c^3*q^2*x+3080*c^3*q*r^2+ 83790*c^3*q*r*x+219456*c^3*q*x^2+2260*c^3*r^3+34992*c^3*r^2*x+39504*c^3*r*x^2-\ 39808*c^3*x^3-456*c^2*g^4-4080*c^2*g^3*p-1266*c^2*g^3*q-1853*c^2*g^3*r-4504*c^2 *g^3*x-8670*c^2*g^2*p^2-9334*c^2*g^2*p*q-4280*c^2*g^2*p*r+11950*c^2*g^2*p*x-\ 1140*c^2*g^2*q^2-4262*c^2*g^2*q*r-19706*c^2*g^2*q*x+2649*c^2*g^2*r^2+58240*c^2* g^2*r*x+130584*c^2*g^2*x^2-4730*c^2*g*p^3-14768*c^2*g*p^2*q+1563*c^2*g*p^2*r+ 56130*c^2*g*p^2*x-5478*c^2*g*p*q^2-9043*c^2*g*p*q*r+404*c^2*g*p*q*x+8511*c^2*g* p*r^2+145567*c^2*g*p*r*x+250308*c^2*g*p*x^2-342*c^2*g*q^3-2557*c^2*g*q^2*r-\ 18522*c^2*g*q^2*x+3239*c^2*g*q*r^2+90079*c^2*g*q*r*x+241020*c^2*g*q*x^2+2330*c^ 2*g*r^3+35330*c^2*g*r^2*x+30336*c^2*g*r*x^2-51712*c^2*g*x^3-52*c^2*p^4-5212*c^2 *p^3*q+3938*c^2*p^3*r+35252*c^2*p^3*x-4946*c^2*p^2*q^2-1385*c^2*p^2*q*r+38836*c ^2*p^2*q*x+6556*c^2*p^2*r^2+81221*c^2*p^2*r*x+102120*c^2*p^2*x^2-838*c^2*p*q^3-\ 3125*c^2*p*q^2*r-1256*c^2*p*q^2*x+5603*c^2*p*q*r^2+120598*c^2*p*q*r*x+230160*c^ 2*p*q*x^2+2280*c^2*p*r^3+18741*c^2*p*r^2*x-47704*c^2*p*r*x^2-71488*c^2*p*x^3-20 *c^2*q^4-500*c^2*q^3*r-5848*c^2*q^3*x+1362*c^2*q^2*r^2+37281*c^2*q^2*r*x+107256 *c^2*q^2*x^2+1654*c^2*q*r^3+26595*c^2*q*r^2*x-752*c^2*q*r*x^2-71488*c^2*q*x^3-\ 248*c^2*r^4-15432*c^2*r^3*x-121728*c^2*r^2*x^2-120480*c^2*r*x^3-62*c*g^5-646*c* g^4*p-194*c*g^4*q-274*c*g^4*r-284*c*g^4*x-2058*c*g^3*p^2-2032*c*g^3*p*q-982*c*g ^3*p*r+3428*c*g^3*p*x-248*c*g^3*q^2-927*c*g^3*q*r-4072*c*g^3*q*x+726*c*g^3*r^2+ 14986*c*g^3*r*x+32064*c*g^3*x^2-1810*c*g^2*p^3-5448*c*g^2*p^2*q+387*c*g^2*p^2*r +19958*c*g^2*p^2*x-1782*c*g^2*p*q^2-3509*c*g^2*p*q*r-2556*c*g^2*p*q*x+2924*c*g^ 2*p*r^2+50947*c*g^2*p*r*x+88422*c*g^2*p*x^2-128*c*g^2*q^3-780*c*g^2*q^2*r-5878* c*g^2*q^2*x+1245*c*g^2*q*r^2+33121*c*g^2*q*r*x+87306*c*g^2*q*x^2+719*c*g^2*r^3+ 9610*c*g^2*r^2*x-2862*c*g^2*r*x^2-25936*c*g^2*x^3-46*c*g*p^4-4210*c*g*p^3*q+ 2894*c*g*p^3*r+26210*c*g*p^3*x-3592*c*g*p^2*q^2-1822*c*g*p^2*q*r+23536*c*g*p^2* q*x+4831*c*g*p^2*r^2+59957*c*g*p^2*r*x+76080*c*g*p^2*x^2-524*c*g*p*q^3-2444*c*g *p*q^2*r-3848*c*g*p*q^2*x+3670*c*g*p*q*r^2+85570*c*g*p*q*r*x+171576*c*g*p*q*x^2 +1682*c*g*p*r^3+14197*c*g*p*r^2*x-34428*c*g*p*r*x^2-53808*c*g*p*x^3-20*c*g*q^4-\ 281*c*g*q^3*r-3694*c*g*q^3*x+963*c*g*q^2*r^2+26969*c*g*q^2*r*x+79104*c*g*q^2*x^ 2+1101*c*g*q*r^3+18565*c*g*q*r^2*x-2304*c*g*q*r*x^2-53808*c*g*q*x^3-187*c*g*r^4 -10752*c*g*r^3*x-84024*c*g*r^2*x^2-81168*c*g*r*x^3+250*c*p^5-676*c*p^4*q+1367*c *p^4*r+8284*c*p^4*x-1674*c*p^3*q^2+1054*c*p^3*q*r+19642*c*p^3*q*x+1849*c*p^3*r^ 2+15864*c*p^3*r*x+11466*c*p^3*x^2-644*c*p^2*q^3-832*c*p^2*q^2*r+9012*c*p^2*q^2* x+3279*c*p^2*q*r^2+52794*c*p^2*q*r*x+73746*c*p^2*q*x^2+599*c*p^2*r^3-2978*c*p^2 *r^2*x-52164*c*p^2*r*x^2-35600*c*p^2*x^3-36*c*p*q^4-463*c*p*q^3*r-1238*c*p*q^3* x+1381*c*p*q^2*r^2+33856*c*p*q^2*r*x+72654*c*p*q^2*x^2+1319*c*p*q*r^3+14524*c*p *q*r^2*x-27708*c*p*q*r*x^2-53920*c*p*q*x^3-153*c*p*r^4-9660*c*p*r^3*x-65936*c*p *r^2*x^2-56312*c*p*r*x^3-42*c*q^4*r-884*c*q^4*x+320*c*q^3*r^2+7294*c*q^3*r*x+ 20310*c*q^3*x^2+348*c*q^2*r^3+3844*c*q^2*r^2*x-22872*c*q^2*r*x^2-35600*c*q^2*x^ 3-166*c*q*r^4-8816*c*q*r^3*x-67834*c*q*r^2*x^2-56312*c*q*r*x^3-20*c*r^5+512*c*r ^4*x+14016*c*r^3*x^2+39664*c*r^2*x^3-4*g^6-38*g^5*p-14*g^5*q-11*g^5*r+56*g^5*x-\ 180*g^4*p^2-156*g^4*p*q-76*g^4*p*r+428*g^4*p*x-24*g^4*q^2-65*g^4*q*r-208*g^4*q* x+75*g^4*r^2+1407*g^4*r*x+2748*g^4*x^2-226*g^3*p^3-656*g^3*p^2*q+40*g^3*p^2*r+ 2496*g^3*p^2*x-184*g^3*p*q^2-427*g^3*p*q*r-476*g^3*p*q*x+333*g^3*p*r^2+5837*g^3 *p*r*x+10008*g^3*p*x^2-20*g^3*q^3-66*g^3*q^2*r-456*g^3*q^2*x+177*g^3*q*r^2+4206 *g^3*q*r*x+10380*g^3*q*x^2+61*g^3*r^3+495*g^3*r^2*x-3141*g^3*r*x^2-4440*g^3*x^3 -4*g^2*p^4-844*g^2*p^3*q+542*g^2*p^3*r+4962*g^2*p^3*x-632*g^2*p^2*q^2-489*g^2*p ^2*q*r+3312*g^2*p^2*q*x+875*g^2*p^2*r^2+10771*g^2*p^2*r*x+13470*g^2*p^2*x^2-78* g^2*p*q^3-440*g^2*p*q^2*r-1068*g^2*p*q^2*x+570*g^2*p*q*r^2+14649*g^2*p*q*r*x+ 30732*g^2*p*q*x^2+290*g^2*p*r^3+2219*g^2*p*r^2*x-7922*g^2*p*r*x^2-10820*g^2*p*x ^3-6*g^2*q^4-25*g^2*q^3*r-426*g^2*q^3*x+195*g^2*q^2*r^2+5032*g^2*q^2*r*x+14262* g^2*q^2*x^2+157*g^2*q*r^3+2594*g^2*q*r^2*x-3061*g^2*q*r*x^2-10820*g^2*q*x^3-35* g^2*r^4-1712*g^2*r^3*x-12831*g^2*r^2*x^2-11340*g^2*r*x^3+108*g*p^5-304*g*p^4*q+ 541*g*p^4*r+3242*g*p^4*x-662*g*p^3*q^2+285*g*p^3*q*r+6848*g*p^3*q*x+685*g*p^3*r ^2+5761*g*p^3*r*x+3894*g*p^3*x^2-206*g*p^2*q^3-436*g*p^2*q^2*r+2184*g*p^2*q^2*x +1195*g*p^2*q*r^2+20033*g*p^2*q*r*x+29454*g*p^2*q*x^2+191*g*p^2*r^3-1604*g*p^2* r^2*x-21200*g*p^2*r*x^2-14272*g*p^2*x^3-14*g*p*q^4-164*g*p*q^3*r-604*g*p*q^3*x+ 413*g*p*q^2*r^2+11668*g*p*q^2*r*x+27366*g*p*q^2*x^2+534*g*p*q*r^3+6812*g*p*q*r^ 2*x-4152*g*p*q*r*x^2-17600*g*p*q*x^3-67*g*p*r^4-3622*g*p*r^3*x-23896*g*p*r^2*x^ 2-19992*g*p*r*x^3-9*g*q^4*r-202*g*q^4*x+121*g*q^3*r^2+2844*g*q^3*r*x+7494*g*q^3 *x^2+101*g*q^2*r^3+1010*g*q^2*r^2*x-10360*g*q^2*r*x^2-14272*g*q^2*x^3-49*g*q*r^ 4-2990*g*q*r^3*x-24119*g*q*r^2*x^2-19992*g*q*r*x^3-6*g*r^5+186*g*r^4*x+4920*g*r ^3*x^2+13904*g*r^2*x^3+32*p^6+6*p^5*q+132*p^5*r+548*p^5*x-158*p^4*q^2+270*p^4*q *r+2582*p^4*q*x+168*p^4*r^2+616*p^4*r*x-672*p^4*x^2-148*p^3*q^3+40*p^3*q^2*r+ 2798*p^3*q^2*x+494*p^3*q*r^2+6140*p^3*q*r*x+5676*p^3*q*x^2+58*p^3*r^3-1150*p^3* r^2*x-8171*p^3*r*x^2-4292*p^3*x^3-16*p^2*q^4-81*p^2*q^3*r+602*p^2*q^3*x+434*p^2 *q^2*r^2+8047*p^2*q^2*r*x+12300*p^2*q^2*x^2+183*p^2*q*r^3+184*p^2*q*r^2*x-14282 *p^2*q*r*x^2-11580*p^2*q*x^3-20*p^2*r^4-1177*p^2*r^3*x-5870*p^2*r^2*x^2-2532*p^ 2*r*x^3-23*p*q^4*r-202*p*q^4*x+123*p*q^3*r^2+2946*p*q^3*r*x+6900*p*q^3*x^2+183* p*q^2*r^3+1807*p*q^2*r^2*x-7735*p*q^2*r*x^2-11580*p*q^2*x^3-51*p*q*r^4-3200*p*q *r^3*x-23001*p*q*r^2*x^2-18552*p*q*r*x^3-10*p*r^5+73*p*r^4*x+4071*p*r^3*x^2+ 11342*p*r^2*x^3-40*q^5*x+26*q^4*r^2+423*q^4*r*x+948*q^4*x^2+6*q^3*r^3-289*q^3*r ^2*x-4828*q^3*r*x^2-4292*q^3*x^3-36*q^2*r^4-1119*q^2*r^3*x-6943*q^2*r^2*x^2-\ 2532*q^2*r*x^3-4*q*r^5+247*q*r^4*x+4365*q*r^3*x^2+11342*q*r^2*x^3+8*r^5*x-180*r ^4*x^2-1488*r^3*x^3-576*a^5-760*a^4*b-2912*a^4*c-1124*a^4*g-2200*a^4*p-328*a^4* q-1380*a^4*r-5792*a^4*x+888*a^3*b^2-1080*a^3*b*c-192*a^3*b*g-4464*a^3*b*p+1036* a^3*b*q-4944*a^3*b*r-31552*a^3*b*x-5736*a^3*c^2-3640*a^3*c*g-12116*a^3*c*p-828* a^3*c*q-10584*a^3*c*r-52792*a^3*c*x-638*a^3*g^2-4662*a^3*g*p+72*a^3*g*q-3906*a^ 3*g*r-19264*a^3*g*x-2960*a^3*p^2-2612*a^3*p*q-2540*a^3*p*r-6704*a^3*p*x+156*a^3 *q^2-3222*a^3*q*r-19412*a^3*q*x+286*a^3*r^2+12264*a^3*r*x+29232*a^3*x^2+1280*a^ 2*b^3+5512*a^2*b^2*c+2164*a^2*b^2*g-828*a^2*b^2*p+2176*a^2*b^2*q-4372*a^2*b^2*r -42352*a^2*b^2*x+3160*a^2*b*c^2+3508*a^2*b*c*g-14188*a^2*b*c*p+6220*a^2*b*c*q-\ 22036*a^2*b*c*r-160336*a^2*b*c*x+698*a^2*b*g^2-4884*a^2*b*g*p+2726*a^2*b*g*q-\ 8248*a^2*b*g*r-60512*a^2*b*g*x-6298*a^2*b*p^2-1182*a^2*b*p*q-8736*a^2*b*p*r-\ 46256*a^2*b*p*x+1080*a^2*b*q^2-5462*a^2*b*q*r-50024*a^2*b*q*x-702*a^2*b*r^2+ 12484*a^2*b*r*x+63216*a^2*b*x^2-4680*a^2*c^3-3068*a^2*c^2*g-24344*a^2*c^2*p+948 *a^2*c^2*q-26068*a^2*c^2*r-146480*a^2*c^2*x-658*a^2*c*g^2-17332*a^2*c*g*p+2214* a^2*c*g*q-19466*a^2*c*g*r-110460*a^2*c*g*x-14646*a^2*c*p^2-9458*a^2*c*p*q-17114 *a^2*c*p*r-67668*a^2*c*p*x+1308*a^2*c*q^2-14156*a^2*c*q*r-96864*a^2*c*q*x-712*a ^2*c*r^2+34392*a^2*c*r*x+115248*a^2*c*x^2-82*a^2*g^3-3128*a^2*g^2*p+632*a^2*g^2 *q-3519*a^2*g^2*r-19600*a^2*g^2*x-5692*a^2*g*p^2-2940*a^2*g*p*q-6290*a^2*g*p*r-\ 24564*a^2*g*p*x+650*a^2*g*q^2-5407*a^2*g*q*r-37968*a^2*g*q*x-7*a^2*g*r^2+16240* a^2*g*r*x+49248*a^2*g*x^2-1790*a^2*p^3-3936*a^2*p^2*q-1445*a^2*p^2*r+964*a^2*p^ 2*x-606*a^2*p*q^2-5855*a^2*p*q*r-29162*a^2*p*q*x+1057*a^2*p*r^2+26720*a^2*p*r*x +54324*a^2*p*x^2+156*a^2*q^3-1646*a^2*q^2*r-14106*a^2*q^2*x-676*a^2*q*r^2+5234* a^2*q*r*x+33948*a^2*q*x^2+552*a^2*r^3+10186*a^2*r^2*x+24300*a^2*r*x^2+3056*a^2* x^3+256*a*b^4+3264*a*b^3*c+1096*a*b^3*g+1208*a*b^3*p+624*a*b^3*q-1128*a*b^3*r-\ 20608*a*b^3*x+8936*a*b^2*c^2+6912*a*b^2*c*g+816*a*b^2*c*p+5632*a*b^2*c*q-10416* a*b^2*c*r-126736*a*b^2*c*x+1220*a*b^2*g^2+672*a*b^2*g*p+1892*a*b^2*g*q-3868*a*b ^2*g*r-47360*a*b^2*g*x-2172*a*b^2*p^2+1988*a*b^2*p*q-5936*a*b^2*p*r-49064*a*b^2 *p*x+544*a*b^2*q^2-2300*a*b^2*q*r-38384*a*b^2*q*x-1204*a*b^2*r^2-2324*a*b^2*r*x +48816*a*b^2*x^2+6904*a*b*c^3+9488*a*b*c^2*g-13280*a*b*c^2*p+10292*a*b*c^2*q-\ 29096*a*b*c^2*r-248608*a*b*c^2*x+3772*a*b*c*g^2-8376*a*b*c*g*p+8368*a*b*c*g*q-\ 21976*a*b*c*g*r-190744*a*b*c*g*x-15876*a*b*c*p^2+360*a*b*c*p*q-27824*a*b*c*p*r-\ 170692*a*b*c*p*x+2952*a*b*c*q^2-13420*a*b*c*q*r-153412*a*b*c*q*x-4460*a*b*c*r^2 +2944*a*b*c*r*x+169056*a*b*c*x^2+408*a*b*g^3-1362*a*b*g^2*p+1564*a*b*g^2*q-4128 *a*b*g^2*r-35452*a*b*g^2*x-5770*a*b*g*p^2+892*a*b*g*p*q-10300*a*b*g*p*r-64514*a *b*g*p*x+968*a*b*g*q^2-4956*a*b*g*q*r-57674*a*b*g*q*x-1450*a*b*g*r^2+5084*a*b*g *r*x+71280*a*b*g*x^2-3352*a*b*p^3-2816*a*b*p^2*q-5102*a*b*p^2*r-20740*a*b*p^2*x +916*a*b*p*q^2-7500*a*b*p*q*r-58328*a*b*p*q*x-4*a*b*p*r^2+25664*a*b*p*r*x+85296 *a*b*p*x^2+204*a*b*q^3-1552*a*b*q^2*r-23428*a*b*q^2*x-1502*a*b*q*r^2-692*a*b*q* r*x+64272*a*b*q*x^2+1026*a*b*r^3+24620*a*b*r^2*x+77292*a*b*r*x^2+15904*a*b*x^3-\ 824*a*c^4+1080*a*c^3*g-20316*a*c^3*p+3372*a*c^3*q-25744*a*c^3*r-163592*a*c^3*x+ 1506*a*c^2*g^2-20614*a*c^2*g*p+5600*a*c^2*g*q-28818*a*c^2*g*r-186384*a*c^2*g*x-\ 22136*a*c^2*p^2-9668*a*c^2*p*q-30856*a*c^2*p*r-146024*a*c^2*p*x+2492*a*c^2*q^2-\ 19166*a*c^2*q*r-154604*a*c^2*q*x-3686*a*c^2*r^2+18364*a*c^2*r*x+149136*a*c^2*x^ 2+416*a*c*g^3-7038*a*c*g^2*p+2614*a*c*g^2*q-10682*a*c*g^2*r-69120*a*c*g^2*x-\ 16322*a*c*g*p^2-5498*a*c*g*p*q-22758*a*c*g*p*r-108360*a*c*g*p*x+2092*a*c*g*q^2-\ 14442*a*c*g*q*r-119044*a*c*g*q*x-2292*a*c*g*r^2+21674*a*c*g*r*x+128280*a*c*g*x^ 2-6960*a*c*p^3-10532*a*c*p^2*q-8742*a*c*p^2*r-22840*a*c*p^2*x-488*a*c*p*q^2-\ 18172*a*c*p*q*r-105200*a*c*p*q*x+1530*a*c*p*r^2+67746*a*c*p*r*x+164652*a*c*p*x^ 2+476*a*c*q^3-4276*a*c*q^2*r-45848*a*c*q^2*x-2842*a*c*q*r^2+4360*a*c*q*r*x+ 109524*a*c*q*x^2+2346*a*c*r^3+50572*a*c*r^2*x+154392*a*c*r*x^2+41760*a*c*x^3+18 *a*g^4-820*a*g^3*p+344*a*g^3*q-1286*a*g^3*r-8070*a*g^3*x-3026*a*g^2*p^2-708*a*g ^2*p*q-4065*a*g^2*p*r-18964*a*g^2*p*x+400*a*g^2*q^2-2733*a*g^2*q*r-22554*a*g^2* q*x-236*a*g^2*r^2+6887*a*g^2*r*x+28800*a*g^2*x^2-2710*a*g*p^3-3688*a*g*p^2*q-\ 3177*a*g*p^2*r-7860*a*g*p^2*x+90*a*g*p*q^2-6883*a*g*p*q*r-41376*a*g*p*q*x+791*a *g*p*r^2+27715*a*g*p*r*x+66246*a*g*p*x^2+148*a*g*q^3-1568*a*g*q^2*r-17228*a*g*q ^2*x-1083*a*g*q*r^2+1528*a*g*q*r*x+41226*a*g*q*x^2+873*a*g*r^3+17323*a*g*r^2*x+ 49008*a*g*r*x^2+10704*a*g*x^3-490*a*p^4-2172*a*p^3*q-168*a*p^3*r+3414*a*p^3*x-\ 986*a*p^2*q^2-3536*a*p^2*q*r-13692*a*p^2*q*x+1015*a*p^2*r^2+19496*a*p^2*r*x+ 34446*a*p^2*x^2+112*a*p*q^3-2256*a*p*q^2*r-16394*a*p*q^2*x-219*a*p*q*r^2+14122* a*p*q*r*x+48900*a*p*q*x^2+657*a*p*r^3+10440*a*p*r^2*x+19776*a*p*r*x^2-408*a*p*x ^3+28*a*q^4-342*a*q^3*r-4652*a*q^3*x-364*a*q^2*r^2+2094*a*q^2*r*x+24102*a*q^2*x ^2+688*a*q*r^3+16405*a*q*r^2*x+49590*a*q*r*x^2+9384*a*q*x^3+8*a*r^4-2818*a*r^3* x-27612*a*r^2*x^2-32752*a*r*x^3+32*b^4*c+16*b^4*g+128*b^4*p-128*b^4*r-4064*b^4* x+1312*b^3*c^2+880*b^3*c*g+1936*b^3*c*p+176*b^3*c*q-576*b^3*c*r-27256*b^3*c*x+ 136*b^3*g^2+612*b^3*g*p+72*b^3*g*q-324*b^3*g*r-10720*b^3*g*x+348*b^3*p^2+312*b^ 3*p*q-600*b^3*p*r-11444*b^3*p*x-392*b^3*q*r-10592*b^3*q*x-116*b^3*r^2-168*b^3*r *x+18288*b^3*x^2+3640*b^2*c^3+4164*b^2*c^2*g+2868*b^2*c^2*p+2560*b^2*c^2*q-4356 *b^2*c^2*r-85040*b^2*c^2*x+1548*b^2*c*g^2+2332*b^2*c*g*p+1632*b^2*c*g*q-3424*b^ 2*c*g*r-64476*b^2*c*g*x-1520*b^2*c*p^2+3248*b^2*c*p*q-7272*b^2*c*p*r-77328*b^2* c*p*x+264*b^2*c*q^2-1880*b^2*c*q*r-57492*b^2*c*q*x-1912*b^2*c*r^2-17192*b^2*c*r *x+65040*b^2*c*x^2+172*b^2*g^3+402*b^2*g^2*p+236*b^2*g^2*q-734*b^2*g^2*r-12064* b^2*g^2*x-320*b^2*g*p^2+1006*b^2*g*p*q-2372*b^2*g*p*r-27480*b^2*g*p*x+100*b^2*g *q^2-894*b^2*g*q*r-22428*b^2*g*q*x-460*b^2*g*r^2-2684*b^2*g*r*x+31104*b^2*g*x^2 -866*b^2*p^3+554*b^2*p^2*q-2274*b^2*p^2*r-15738*b^2*p^2*x+272*b^2*p*q^2-1268*b^ 2*p*q*r-21866*b^2*p*q*x-678*b^2*p*r^2-1080*b^2*p*r*x+27516*b^2*p*x^2-432*b^2*q^ 2*r-10124*b^2*q^2*x-102*b^2*q*r^2+2006*b^2*q*r*x+37668*b^2*q*x^2+454*b^2*r^3+ 10014*b^2*r^2*x+32760*b^2*r*x^2+3056*b^2*x^3+3200*b*c^4+5444*b*c^3*g-2604*b*c^3 *p+4660*b*c^3*q-10908*b*c^3*r-120200*b*c^3*x+3326*b*c^2*g^2-1964*b*c^2*g*p+5254 *b*c^2*g*q-12316*b*c^2*g*r-136416*b*c^2*g*x-9110*b*c^2*p^2+3026*b*c^2*p*q-19948 *b*c^2*p*r-148172*b*c^2*p*x+1592*b*c^2*q^2-6994*b*c^2*q*r-118088*b*c^2*q*x-4730 *b*c^2*r^2-33324*b*c^2*r*x+96912*b*c^2*x^2+818*b*c*g^3-592*b*c*g^2*p+1918*b*c*g ^2*q-4896*b*c*g^2*r-52008*b*c*g^2*x-6178*b*c*g*p^2+2754*b*c*g*p*q-14084*b*c*g*p *r-108772*b*c*g*p*x+968*b*c*g*q^2-5188*b*c*g*q*r-87504*b*c*g*q*x-2840*b*c*g*r^2 -15354*b*c*g*r*x+90072*b*c*g*x^2-4756*b*c*p^3-2108*b*c*p^2*q-9348*b*c*p^2*r-\ 47528*b*c*p^2*x+1624*b*c*p*q^2-9510*b*c*p*q*r-95264*b*c*p*q*x-1682*b*c*p*r^2+ 17934*b*c*p*r*x+120084*b*c*p*x^2+148*b*c*q^3-1748*b*c*q^2*r-39736*b*c*q^2*x-\ 2074*b*c*q*r^2-10568*b*c*q*r*x+104556*b*c*q*x^2+1962*b*c*r^3+48236*b*c*r^2*x+ 169440*b*c*r*x^2+41760*b*c*x^3+58*b*g^4-80*b*g^3*p+212*b*g^3*q-658*b*g^3*r-6438 *b*g^3*x-1062*b*g^2*p^2+506*b*g^2*p*q-2418*b*g^2*p*r-19206*b*g^2*p*x+128*b*g^2* q^2-1076*b*g^2*q*r-16264*b*g^2*q*x-272*b*g^2*r^2+749*b*g^2*r*x+22464*b*g^2*x^2-\ 1768*b*g*p^3-362*b*g*p^2*q-3557*b*g*p^2*r-18620*b*g*p^2*x+478*b*g*p*q^2-3081*b* g*p*q*r-33936*b*g*p*q*x-796*b*g*p*r^2+4941*b*g*p*r*x+43266*b*g*p*x^2+54*b*g*q^3 -756*b*g*q^2*r-15300*b*g*q^2*x-543*b*g*q*r^2-684*b*g*q*r*x+44958*b*g*q*x^2+611* b*g*r^3+15735*b*g*r^2*x+54204*b*g*r*x^2+10704*b*g*x^3-612*b*p^4-1116*b*p^3*q-\ 907*b*p^3*r-2132*b*p^3*x+234*b*p^2*q^2-2897*b*p^2*q*r-18806*b*p^2*q*x+436*b*p^2 *r^2+13705*b*p^2*r*x+32886*b*p^2*x^2+102*b*p*q^3-882*b*p*q^2*r-13692*b*p*q^2*x-\ 799*b*p*q*r^2+774*b*p*q*r*x+38436*b*p*q*x^2+663*b*p*r^3+14917*b*p*r^2*x+45144*b *p*r*x^2+9384*b*p*x^3-202*b*q^3*r-4182*b*q^3*x+50*b*q^2*r^2+3321*b*q^2*r*x+ 26430*b*q^2*x^2+592*b*q*r^3+12008*b*q*r^2*x+34494*b*q*r*x^2-408*b*q*x^3-56*b*r^ 4-3334*b*r^3*x-28056*b*r^2*x^2-32752*b*r*x^3+456*c^5+1584*c^4*g-5648*c^4*p+1924 *c^4*q-8736*c^4*r-65744*c^4*x+1642*c^3*g^2-7312*c^3*g*p+3402*c^3*g*q-12822*c^3* g*r-97344*c^3*g*x-10254*c^3*p^2-2286*c^3*p*q-16654*c^3*p*r-93864*c^3*p*x+1340*c ^3*q^2-8080*c^3*q*r-84168*c^3*q*x-3036*c^3*r^2-11952*c^3*r*x+59712*c^3*x^2+690* c^2*g^3-3620*c^2*g^2*p+2168*c^2*g^2*q-7253*c^2*g^2*r-54692*c^2*g^2*x-10898*c^2* g*p^2-1534*c^2*g*p*q-17956*c^2*g*p*r-102382*c^2*g*p*x+1462*c^2*g*q^2-8845*c^2*g *q*r-93094*c^2*g*q*x-2985*c^2*g*r^2-7620*c^2*g*r*x+77568*c^2*g*x^2-5824*c^2*p^3 -6246*c^2*p^2*q-9195*c^2*p^2*r-35430*c^2*p^2*x+530*c^2*p*q^2-13239*c^2*p*q*r-\ 93740*c^2*p*q*x-269*c^2*p*r^2+37954*c^2*p*r*x+126240*c^2*p*x^2+320*c^2*q^3-2722 *c^2*q^2*r-40566*c^2*q^2*x-2576*c^2*q*r^2-8998*c^2*q*r*x+88224*c^2*q*x^2+2228*c ^2*r^3+52384*c^2*r^2*x+180720*c^2*r*x^2+55936*c^2*x^3+108*c*g^4-840*c*g^3*p+566 *c*g^3*q-1859*c*g^3*r-13596*c*g^3*x-3866*c*g^2*p^2-274*c*g^2*p*q-6265*c*g^2*p*r -35670*c*g^2*p*x+508*c*g^2*q^2-3391*c*g^2*q*r-34554*c*g^2*q*x-703*c*g^2*r^2+ 3116*c*g^2*r*x+38904*c*g^2*x^2-4364*c*g*p^3-4072*c*g*p^2*q-6907*c*g*p^2*r-26764 *c*g*p^2*x+572*c*g*p*q^2-9440*c*g*p*q*r-69700*c*g*p*q*x-330*c*g*p*r^2+26901*c*g *p*r*x+93636*c*g*p*x^2+186*c*g*q^3-1972*c*g*q^2*r-29788*c*g*q^2*x-1732*c*g*q*r^ 2-5223*c*g*q*r*x+67788*c*g*q*x^2+1568*c*g*r^3+36150*c*g*r^2*x+121752*c*g*r*x^2+ 34624*c*g*x^3-1146*c*p^4-3172*c*p^3*q-1237*c*p^3*r+70*c*p^3*x-816*c*p^2*q^2-\ 6165*c*p^2*q*r-29726*c*p^2*q*x+1419*c*p^2*r^2+31723*c*p^2*r*x+62784*c*p^2*x^2+ 242*c*p*q^3-3022*c*p*q^2*r-28634*c*p*q^2*x-998*c*p*q*r^2+14214*c*p*q*r*x+80880* c*p*q*x^2+1416*c*p*r^3+27541*c*p*r^2*x+75180*c*p*r*x^2+16384*c*p*x^3+28*c*q^4-\ 476*c*q^3*r-8774*c*q^3*x-410*c*q^2*r^2+2431*c*q^2*r*x+44016*c*q^2*x^2+1260*c*q* r^3+29439*c*q*r^2*x+93756*c*q*r*x^2+16384*c*q*x^3-56*c*r^4-6496*c*r^3*x-59496*c *r^2*x^2-72016*c*r*x^3+2*g^5-76*g^4*p+46*g^4*q-173*g^4*r-1184*g^4*x-464*g^3*p^2 -14*g^3*p*q-705*g^3*p*r-3918*g^3*p*x+52*g^3*q^2-457*g^3*q*r-4290*g^3*q*x-5*g^3* r^2+1561*g^3*r*x+6660*g^3*x^2-820*g^2*p^3-638*g^2*p^2*q-1251*g^2*p^2*r-4688*g^2 *p^2*x+108*g^2*p*q^2-1618*g^2*p*q*r-12408*g^2*p*q*x-42*g^2*p*r^2+5301*g^2*p*r*x +18066*g^2*p*x^2+22*g^2*q^3-393*g^2*q^2*r-5480*g^2*q^2*x-204*g^2*q*r^2+440*g^2* q*r*x+14394*g^2*q*x^2+255*g^2*r^3+5503*g^2*r^2*x+17010*g^2*r*x^2+3472*g^2*x^3-\ 442*g*p^4-1166*g*p^3*q-429*g*p^3*r+272*g*p^3*x-160*g*p^2*q^2-2433*g*p^2*q*r-\ 12376*g*p^2*q*x+597*g*p^2*r^2+12556*g*p^2*r*x+24834*g*p^2*x^2+64*g*p*q^3-984*g* p*q^2*r-10288*g*p*q^2*x-576*g*p*q*r^2+2622*g*p*q*r*x+26400*g*p*q*x^2+540*g*p*r^ 3+10117*g*p*r^2*x+26814*g*p*r*x^2+5264*g*p*x^3+10*g*q^4-195*g*q^3*r-3328*g*q^3* x-97*g*q^2*r^2+1716*g*q^2*r*x+17982*g*q^2*x^2+419*g*q*r^3+10340*g*q*r^2*x+33162 *g*q*r*x^2+5264*g*q*x^3-23*g*r^4-2292*g*r^3*x-20856*g*r^2*x^2-25016*g*r*x^3-48* p^5-408*p^4*q+46*p^4*r+990*p^4*x-364*p^3*q^2-654*p^3*q*r-1556*p^3*q*x+276*p^3*r ^2+4456*p^3*r*x+6936*p^3*x^2+22*p^2*q^3-865*p^2*q^2*r-5200*p^2*q^2*x+232*p^2*q* r^2+8359*p^2*q*r*x+19812*p^2*q*x^2+183*p^2*r^3+2117*p^2*r^2*x+792*p^2*r*x^2-\ 2528*p^2*x^3+14*p*q^4-199*p*q^3*r-2780*p*q^3*x-175*p*q^2*r^2+1812*p*q^2*r*x+ 14928*p*q^2*x^2+443*p*q*r^3+9757*p*q*r^2*x+27828*p*q*r*x^2+4736*p*q*x^3-3*p*r^4 -1811*p*r^3*x-16632*p*r^2*x^2-19148*p*r*x^3-34*q^4*r-630*q^4*x+36*q^3*r^2+1113* q^3*r*x+5940*q^3*x^2+180*q^2*r^3+3190*q^2*r^2*x+6804*q^2*r*x^2-2528*q^2*x^3-32* q*r^4-2105*q*r^3*x-17394*q*r^2*x^2-19148*q*r*x^3-4*r^5+64*r^4*x+2232*r^3*x^2+ 6792*r^2*x^3+280*a^4+3016*a^3*b+4616*a^3*c+1684*a^3*g-624*a^3*p+2076*a^3*q-2116 *a^3*r-14832*a^3*x+3768*a^2*b^2+15632*a^2*b*c+5924*a^2*b*g+3380*a^2*b*p+4604*a^ 2*b*q-2560*a^2*b*r-29920*a^2*b*x+14624*a^2*c^2+11208*a^2*c*g+2616*a^2*c*p+10008 *a^2*c*q-7500*a^2*c*r-61616*a^2*c*x+2018*a^2*g^2+860*a^2*g*p+4014*a^2*g*q-3136* a^2*g*r-25312*a^2*g*x-1706*a^2*p^2+2510*a^2*p*q-4186*a^2*p*r-25772*a^2*p*x+1284 *a^2*q^2-1258*a^2*q*r-16132*a^2*q*x-1066*a^2*r^2-7112*a^2*r*x+888*a^2*x^2+1040* a*b^3+9536*a*b^2*c+3504*a*b^2*g+4400*a*b^2*p+1960*a*b^2*q+292*a*b^2*r-15520*a*b ^2*x+22984*a*b*c^2+17600*a*b*c*g+14752*a*b*c*p+11688*a*b*c*q-2540*a*b*c*r-69680 *a*b*c*x+3312*a*b*g^2+5548*a*b*g*p+4336*a*b*g*q-1312*a*b*g*r-29152*a*b*g*x+740* a*b*p^2+5452*a*b*p*q-4540*a*b*p*r-40748*a*b*p*x+1192*a*b*q^2+434*a*b*q*r-19724* a*b*q*x-2762*a*b*r^2-31588*a*b*r*x-23856*a*b*x^2+16744*a*c^3+19412*a*c^2*g+ 10416*a*c^2*p+14604*a*c^2*q-7000*a*c^2*r-77688*a*c^2*x+7336*a*c*g^2+7788*a*c*g* p+11452*a*c*g*q-5948*a*c*g*r-64460*a*c*g*x-1860*a*c*p^2+9716*a*c*p*q-12098*a*c* p*r-82988*a*c*p*x+3392*a*c*q^2-1374*a*c*q*r-42716*a*c*q*x-5642*a*c*r^2-58396*a* c*r*x-51696*a*c*x^2+876*a*g^3+1338*a*g^2*p+2238*a*g^2*q-1363*a*g^2*r-13792*a*g^ 2*x-816*a*g*p^2+3908*a*g*p*q-4733*a*g*p*r-32494*a*g*p*x+1256*a*g*q^2-544*a*g*q* r-16486*a*g*q*x-1954*a*g*r^2-18310*a*g*r*x-12024*a*g*x^2-1138*a*p^3+742*a*p^2*q -2780*a*p^2*r-15198*a*p^2*x+1532*a*p*q^2-2596*a*p*q*r-23490*a*p*q*x-922*a*p*r^2 -3176*a*p*r*x+8604*a*p*x^2+236*a*q^3+38*a*q^2*r-7132*a*q^2*x-1896*a*q*r^2-21422 *a*q*r*x-16236*a*q*x^2+382*a*r^3+11932*a*r^2*x+47940*a*r*x^2+19968*a*x^3+32*b^4 +288*b^3*c+208*b^3*g+632*b^3*p+112*b^3*q+216*b^3*r-3888*b^3*x+3928*b^2*c^2+3056 *b^2*c*g+6360*b^2*c*p+976*b^2*c*q+2348*b^2*c*r-11408*b^2*c*x+656*b^2*g^2+2052*b ^2*g*p+552*b^2*g*q+470*b^2*g*r-7168*b^2*g*x+1548*b^2*p^2+1204*b^2*p*q-30*b^2*p* r-9700*b^2*p*x+136*b^2*q^2+244*b^2*q*r-9116*b^2*q*x-1184*b^2*r^2-15572*b^2*r*x-\ 10056*b^2*x^2+9168*b*c^3+10524*b*c^2*g+13260*b*c^2*p+5652*b*c^2*q+2980*b*c^2*r-\ 25464*b*c^2*x+4232*b*c*g^2+9404*b*c*g*p+4256*b*c*g*q+1202*b*c*g*r-26252*b*c*g*x +3672*b*c*p^2+7880*b*c*p*q-3890*b*c*p*r-53276*b*c*p*x+912*b*c*q^2+2358*b*c*q*r-\ 22892*b*c*q*x-5462*b*c*r^2-73444*b*c*r*x-73584*b*c*x^2+572*b*g^3+1572*b*g^2*p+ 904*b*g^2*q-185*b*g^2*r-7456*b*g^2*x+1510*b*g*p^2+2554*b*g*p*q-1138*b*g*p*r-\ 18526*b*g*p*x+452*b*g*q^2+501*b*g*q*r-11206*b*g*q*x-1745*b*g*r^2-23506*b*g*r*x-\ 20088*b*g*x^2-210*b*p^3+1942*b*p^2*q-2147*b*p^2*r-15916*b*p^2*x+736*b*p*q^2-73* b*p*q*r-13026*b*p*q*x-1543*b*p*r^2-16976*b*p*r*x-11916*b*p*x^2+68*b*q^3-8*b*q^2 *r-7182*b*q^2*x-1476*b*q*r^2-17894*b*q*r*x-7380*b*q*x^2+482*b*r^3+12376*b*r^2*x +50316*b*r*x^2+19968*b*x^3+6264*c^4+9552*c^3*g+7912*c^3*p+6336*c^3*q-608*c^3*r-\ 25952*c^3*x+5582*c^2*g^2+8644*c^2*g*p+7206*c^2*g*q-1246*c^2*g*r-33344*c^2*g*x+ 1138*c^2*p^2+8510*c^2*p*q-7582*c^2*p*r-62960*c^2*p*x+1964*c^2*q^2+1180*c^2*q*r-\ 24944*c^2*q*x-5904*c^2*r^2-73872*c^2*r*x-83904*c^2*x^2+1454*c*g^3+2950*c*g^2*p+ 2874*c*g^2*q-1081*c*g^2*r-16564*c*g^2*x+960*c*g*p^2+6254*c*g*p*q-5338*c*g*p*r-\ 45842*c*g*p*x+1452*c*g*q^2+621*c*g*q*r-19994*c*g*q*x-4071*c*g*r^2-49660*c*g*r*x -51936*c*g*x^2-1192*c*p^3+2488*c*p^2*q-4929*c*p^2*r-30058*c*p^2*x+2292*c*p*q^2-\ 2489*c*p*q*r-34204*c*p*q*x-2763*c*p*r^2-24626*c*p*r*x-13992*c*p*x^2+248*c*q^3+ 358*c*q^2*r-11290*c*q^2*x-3432*c*q*r^2-43202*c*q*r*x-35160*c*q*x^2+912*c*r^3+ 25992*c*r^2*x+108024*c*r*x^2+46656*c*x^3+134*g^4+308*g^3*p+398*g^3*q-257*g^3*r-\ 2824*g^3*x+160*g^2*p^2+1082*g^2*p*q-962*g^2*p*r-8438*g^2*p*x+302*g^2*q^2-78*g^2 *q*r-4766*g^2*q*x-613*g^2*r^2-6860*g^2*r*x-5208*g^2*x^2-484*g*p^3+1122*g*p^2*q-\ 1917*g*p^2*r-11738*g*p^2*x+740*g*p*q^2-619*g*p*q*r-11108*g*p*q*x-1037*g*p*r^2-\ 8867*g*p*r*x-4188*g*p*x^2+114*g*q^3+41*g*q^2*r-4886*g*q^2*x-1189*g*q*r^2-15215* g*q*r*x-11604*g*q*x^2+326*g*r^3+9118*g*r^2*x+37524*g*r*x^2+15840*g*x^3-238*p^4-\ 74*p^3*q-580*p^3*r-2776*p^3*x+550*p^2*q^2-1325*p^2*q*r-9664*p^2*q*x-106*p^2*r^2 +1701*p^2*r*x+6744*p^2*x^2+146*p*q^3-91*p*q^2*r-4780*p*q^2*x-1045*p*q*r^2-11130 *p*q*r*x-7104*p*q*x^2+248*p*r^3+7017*p*r^2*x+27120*p*r*x^2+11088*p*x^3+12*q^4-\ 38*q^3*r-1780*q^3*x-412*q^2*r^2-4311*q^2*r*x+840*q^2*x^2+304*q*r^3+7779*q*r^2*x +30324*q*r*x^2+11088*q*x^3-2*r^4-1016*r^3*x-10188*r^2*x^2-13488*r*x^3+1696*a^3+ 3336*a^2*b+7736*a^2*c+3060*a^2*g+2528*a^2*p+1924*a^2*q+76*a^2*r-3600*a^2*x+712* a*b^2+6664*a*b*c+2696*a*b*g+4552*a*b*p+756*a*b*q+2912*a*b*r+9696*a*b*x+9976*a*c ^2+7928*a*c*g+9388*a*c*p+3940*a*c*q+4464*a*c*r+14152*a*c*x+1614*a*g^2+3554*a*g* p+1540*a*g*q+1330*a*g*r+2432*a*g*x+1228*a*p^2+2792*a*p*q-692*a*p*r-8136*a*p*x+ 228*a*q^2+2150*a*q*r+7620*a*q*x-1374*a*r^2-19300*a*r*x-28224*a*x^2-256*b^3-1272 *b^2*c-212*b^2*g+748*b^2*p-416*b^2*q+1756*b^2*r+7344*b^2*x+592*b*c^2+1036*b*c*g +5788*b*c*p-1316*b*c*q+7484*b*c*r+36040*b*c*x+466*b*g^2+1884*b*g*p-238*b*g*q+ 2376*b*g*r+10496*b*g*x+1798*b*p^2+910*b*p*q+1260*b*p*r+3300*b*p*x-184*b*q^2+ 2182*b*q*r+7848*b*q*x-1502*b*r^2-21676*b*r*x-31680*b*x^2+3024*c^3+3744*c^2*g+ 7480*c^2*p+728*c^2*q+6816*c^2*r+33408*c^2*x+1798*c*g^2+5296*c*g*p+718*c*g*q+ 4538*c*g*r+20720*c*g*x+3102*c*p^2+3622*c*p*q+1042*c*p*r-976*c*p*x-228*c*q^2+ 4716*c*q*r+20192*c*q*x-3080*c*r^2-45120*c*r*x-69984*c*x^2+302*g^3+916*g^2*p+276 *g^2*q+595*g^2*r+2044*g^2*x+1198*g*p^2+1154*g*p*q+396*g*p*r-578*g*p*x-22*g*q^2+ 1649*g*q*r+6838*g*q*x-1083*g*r^2-15672*g*r*x-23760*g*x^2+152*p^3+1150*p^2*q-563 *p^2*r-4434*p^2*x+282*p*q^2+927*p*q*r+2532*p*q*x-767*p*r^2-10308*p*r*x-14688*p* x^2-20*q^3+602*q^2*r+1470*q^2*x-960*q*r^2-13512*q*r*x-18576*q*x^2+136*r^3+4472* r^2*x+20232*r*x^2+9792*x^3+816*a^2-872*a*b-136*a*c+172*a*g+1408*a*p-780*a*q+ 1812*a*r+10480*a*x-1160*b^2-4080*b*c-1284*b*g+12*b*p-1468*b*q+2300*b*r+13936*b* x-2720*c^2-1704*c*g+1200*c*p-2616*c*q+4556*c*r+28432*c*x-154*g^2+420*g*p-918*g* q+1582*g*r+9680*g*x+638*p^2-82*p*q+842*p*r+4772*p*x-420*q^2+1494*q*r+8660*q*x-\ 538*r^2-8520*r*x-14688*x^2-800*a-1424*b-2552*c-880*g-232*p-940*q+888*r+6000*x-\ 552)*dx-7680*c^8*x^2+7680*c^8*x-8448*c^7*x^2-12*p^7*x^2-12*q^7*x^2+576*a^6*x^2+ 576*b^6*x^2+8448*c^7*x+22656*c^6*x^2+72*g^6*x^2+(-32*a^6*b*c*x^4-16*a^6*b*p*x^4 -16*a^6*b*q*x^4-48*a^6*b*r*x^4-64*a^6*c^2*x^4-16*a^6*c*g*x^4-32*a^6*c*p*x^4-64* a^6*c*q*x^4-96*a^6*c*r*x^4-8*a^6*g*p*x^4-8*a^6*g*q*x^4-24*a^6*g*r*x^4-16*a^6*p* q*x^4-16*a^6*q^2*x^4-48*a^6*q*r*x^4-160*a^5*b^2*c*x^4-80*a^5*b^2*p*x^4-80*a^5*b ^2*q*x^4-240*a^5*b^2*r*x^4-576*a^5*b*c^2*x^4-192*a^5*b*c*g*x^4-416*a^5*b*c*p*x^ 4-544*a^5*b*c*q*x^4-1008*a^5*b*c*r*x^4-96*a^5*b*g*p*x^4-96*a^5*b*g*q*x^4-288*a^ 5*b*g*r*x^4-64*a^5*b*p^2*x^4-192*a^5*b*p*q*x^4-264*a^5*b*p*r*x^4-128*a^5*b*q^2* x^4-456*a^5*b*q*r*x^4-144*a^5*b*r^2*x^4-544*a^5*c^3*x^4-368*a^5*c^2*g*x^4-512*a ^5*c^2*p*x^4-736*a^5*c^2*q*x^4-1104*a^5*c^2*r*x^4-56*a^5*c*g^2*x^4-240*a^5*c*g* p*x^4-352*a^5*c*g*q*x^4-624*a^5*c*g*r*x^4-120*a^5*c*p^2*x^4-480*a^5*c*p*q*x^4-\ 504*a^5*c*p*r*x^4-328*a^5*c*q^2*x^4-984*a^5*c*q*r*x^4-288*a^5*c*r^2*x^4-28*a^5* g^2*p*x^4-28*a^5*g^2*q*x^4-84*a^5*g^2*r*x^4-28*a^5*g*p^2*x^4-112*a^5*g*p*q*x^4-\ 120*a^5*g*p*r*x^4-84*a^5*g*q^2*x^4-288*a^5*g*q*r*x^4-72*a^5*g*r^2*x^4-64*a^5*p^ 2*q*x^4-112*a^5*p*q^2*x^4-264*a^5*p*q*r*x^4-48*a^5*q^3*x^4-216*a^5*q^2*r*x^4-\ 144*a^5*q*r^2*x^4-320*a^4*b^3*c*x^4-160*a^4*b^3*p*x^4-160*a^4*b^3*q*x^4-480*a^4 *b^3*r*x^4-1728*a^4*b^2*c^2*x^4-624*a^4*b^2*c*g*x^4-1408*a^4*b^2*c*p*x^4-1568*a ^4*b^2*c*q*x^4-3168*a^4*b^2*c*r*x^4-312*a^4*b^2*g*p*x^4-312*a^4*b^2*g*q*x^4-936 *a^4*b^2*g*r*x^4-272*a^4*b^2*p^2*x^4-624*a^4*b^2*p*q*x^4-1104*a^4*b^2*p*r*x^4-\ 352*a^4*b^2*q^2*x^4-1344*a^4*b^2*q*r*x^4-576*a^4*b^2*r^2*x^4-3168*a^4*b*c^3*x^4 -2272*a^4*b*c^2*g*x^4-3488*a^4*b*c^2*p*x^4-4160*a^4*b*c^2*q*x^4-6816*a^4*b*c^2* r*x^4-384*a^4*b*c*g^2*x^4-1768*a^4*b*c*g*p*x^4-2104*a^4*b*c*g*q*x^4-4080*a^4*b* c*g*r*x^4-1160*a^4*b*c*p^2*x^4-3104*a^4*b*c*p*q*x^4-4344*a^4*b*c*p*r*x^4-1784*a ^4*b*c*q^2*x^4-5784*a^4*b*c*q*r*x^4-2160*a^4*b*c*r^2*x^4-192*a^4*b*g^2*p*x^4-\ 192*a^4*b*g^2*q*x^4-576*a^4*b*g^2*r*x^4-316*a^4*b*g*p^2*x^4-800*a^4*b*g*p*q*x^4 -1284*a^4*b*g*p*r*x^4-484*a^4*b*g*q^2*x^4-1788*a^4*b*g*q*r*x^4-672*a^4*b*g*r^2* x^4-104*a^4*b*p^3*x^4-536*a^4*b*p^2*q*x^4-540*a^4*b*p^2*r*x^4-680*a^4*b*p*q^2*x ^4-1968*a^4*b*p*q*r*x^4-504*a^4*b*p*r^2*x^4-248*a^4*b*q^3*x^4-1188*a^4*b*q^2*r* x^4-936*a^4*b*q*r^2*x^4-80*a^4*b*r^3*x^4-1952*a^4*c^4*x^4-2128*a^4*c^3*g*x^4-\ 2688*a^4*c^3*p*x^4-3328*a^4*c^3*q*x^4-4896*a^4*c^3*r*x^4-728*a^4*c^2*g^2*x^4-\ 2208*a^4*c^2*g*p*x^4-2832*a^4*c^2*g*q*x^4-4488*a^4*c^2*g*r*x^4-1216*a^4*c^2*p^2 *x^4-3552*a^4*c^2*p*q*x^4-4392*a^4*c^2*p*r*x^4-2088*a^4*c^2*q^2*x^4-6120*a^4*c^ 2*q*r*x^4-2160*a^4*c^2*r^2*x^4-76*a^4*c*g^3*x^4-532*a^4*c*g^2*p*x^4-684*a^4*c*g ^2*q*x^4-1284*a^4*c*g^2*r*x^4-648*a^4*c*g*p^2*x^4-2008*a^4*c*g*p*q*x^4-2556*a^4 *c*g*p*r*x^4-1236*a^4*c*g*q^2*x^4-3876*a^4*c*g*q*r*x^4-1344*a^4*c*g*r^2*x^4-180 *a^4*c*p^3*x^4-1148*a^4*c*p^2*q*x^4-960*a^4*c*p^2*r*x^4-1536*a^4*c*p*q^2*x^4-\ 3960*a^4*c*p*q*r*x^4-936*a^4*c*p*r^2*x^4-568*a^4*c*q^3*x^4-2484*a^4*c*q^2*r*x^4 -1800*a^4*c*q*r^2*x^4-160*a^4*c*r^3*x^4-38*a^4*g^3*p*x^4-38*a^4*g^3*q*x^4-114*a ^4*g^3*r*x^4-84*a^4*g^2*p^2*x^4-244*a^4*g^2*p*q*x^4-348*a^4*g^2*p*r*x^4-160*a^4 *g^2*q^2*x^4-576*a^4*g^2*q*r*x^4-192*a^4*g^2*r^2*x^4-38*a^4*g*p^3*x^4-314*a^4*g *p^2*q*x^4-210*a^4*g*p^2*r*x^4-452*a^4*g*p*q^2*x^4-1212*a^4*g*p*q*r*x^4-216*a^4 *g*p*r^2*x^4-176*a^4*g*q^3*x^4-816*a^4*g*q^2*r*x^4-600*a^4*g*q*r^2*x^4-40*a^4*g *r^3*x^4-104*a^4*p^3*q*x^4-264*a^4*p^2*q^2*x^4-540*a^4*p^2*q*r*x^4-216*a^4*p*q^ 3*x^4-864*a^4*p*q^2*r*x^4-504*a^4*p*q*r^2*x^4-56*a^4*q^4*x^4-324*a^4*q^3*r*x^4-\ 360*a^4*q^2*r^2*x^4-80*a^4*q*r^3*x^4-320*a^3*b^4*c*x^4-160*a^3*b^4*p*x^4-160*a^ 3*b^4*q*x^4-480*a^3*b^4*r*x^4-2432*a^3*b^3*c^2*x^4-896*a^3*b^3*c*g*x^4-2112*a^3 *b^3*c*p*x^4-2112*a^3*b^3*c*q*x^4-4512*a^3*b^3*c*r*x^4-448*a^3*b^3*g*p*x^4-448* a^3*b^3*g*q*x^4-1344*a^3*b^3*g*r*x^4-448*a^3*b^3*p^2*x^4-896*a^3*b^3*p*q*x^4-\ 1776*a^3*b^3*p*r*x^4-448*a^3*b^3*q^2*x^4-1776*a^3*b^3*q*r*x^4-864*a^3*b^3*r^2*x ^4-6784*a^3*b^2*c^3*x^4-4976*a^3*b^2*c^2*g*x^4-8128*a^3*b^2*c^2*p*x^4-8576*a^3* b^2*c^2*q*x^4-14928*a^3*b^2*c^2*r*x^4-872*a^3*b^2*c*g^2*x^4-4216*a^3*b^2*c*g*p* x^4-4440*a^3*b^2*c*g*q*x^4-9120*a^3*b^2*c*g*r*x^4-3088*a^3*b^2*c*p^2*x^4-6912*a ^3*b^2*c*p*q*x^4-10992*a^3*b^2*c*p*r*x^4-3504*a^3*b^2*c*q^2*x^4-11952*a^3*b^2*c *q*r*x^4-5040*a^3*b^2*c*r^2*x^4-436*a^3*b^2*g^2*p*x^4-436*a^3*b^2*g^2*q*x^4-\ 1308*a^3*b^2*g^2*r*x^4-864*a^3*b^2*g*p^2*x^4-1840*a^3*b^2*g*p*q*x^4-3420*a^3*b^ 2*g*p*r*x^4-976*a^3*b^2*g*q^2*x^4-3756*a^3*b^2*g*q*r*x^4-1656*a^3*b^2*g*r^2*x^4 -360*a^3*b^2*p^3*x^4-1336*a^3*b^2*p^2*q*x^4-1836*a^3*b^2*p^2*r*x^4-1432*a^3*b^2 *p*q^2*x^4-4584*a^3*b^2*p*q*r*x^4-1656*a^3*b^2*p*r^2*x^4-456*a^3*b^2*q^3*x^4-\ 2268*a^3*b^2*q^2*r*x^4-1944*a^3*b^2*q*r^2*x^4-240*a^3*b^2*r^3*x^4-8352*a^3*b*c^ 4*x^4-9216*a^3*b*c^3*g*x^4-12608*a^3*b*c^3*p*x^4-13888*a^3*b*c^3*q*x^4-21408*a^ 3*b*c^3*r*x^4-3224*a^3*b*c^2*g^2*x^4-10696*a^3*b*c^2*g*p*x^4-11944*a^3*b*c^2*g* q*x^4-19944*a^3*b*c^2*g*r*x^4-6664*a^3*b*c^2*p^2*x^4-16064*a^3*b*c^2*p*q*x^4-\ 22368*a^3*b*c^2*p*r*x^4-8408*a^3*b*c^2*q^2*x^4-25824*a^3*b*c^2*q*r*x^4-9936*a^3 *b*c^2*r^2*x^4-352*a^3*b*c*g^3*x^4-2644*a^3*b*c*g^2*p*x^4-2948*a^3*b*c*g^2*q*x^ 4-5820*a^3*b*c*g^2*r*x^4-3852*a^3*b*c*g*p^2*x^4-9376*a^3*b*c*g*p*q*x^4-13920*a^ 3*b*c*g*p*r*x^4-5028*a^3*b*c*g*q^2*x^4-16560*a^3*b*c*g*q*r*x^4-6456*a^3*b*c*g*r ^2*x^4-1400*a^3*b*c*p^3*x^4-5856*a^3*b*c*p^2*q*x^4-6876*a^3*b*c*p^2*r*x^4-6632* a^3*b*c*p*q^2*x^4-18864*a^3*b*c*p*q*r*x^4-6048*a^3*b*c*p*r^2*x^4-2176*a^3*b*c*q ^3*x^4-9924*a^3*b*c*q^2*r*x^4-7776*a^3*b*c*q*r^2*x^4-880*a^3*b*c*r^3*x^4-176*a^ 3*b*g^3*p*x^4-176*a^3*b*g^3*q*x^4-528*a^3*b*g^3*r*x^4-516*a^3*b*g^2*p^2*x^4-\ 1184*a^3*b*g^2*p*q*x^4-2040*a^3*b*g^2*p*r*x^4-668*a^3*b*g^2*q^2*x^4-2496*a^3*b* g^2*q*r*x^4-984*a^3*b*g^2*r^2*x^4-404*a^3*b*g*p^3*x^4-1736*a^3*b*g*p^2*q*x^4-\ 2076*a^3*b*g*p^2*r*x^4-2012*a^3*b*g*p*q^2*x^4-6108*a^3*b*g*p*q*r*x^4-1896*a^3*b *g*p*r^2*x^4-680*a^3*b*g*q^3*x^4-3288*a^3*b*g*q^2*r*x^4-2664*a^3*b*g*q*r^2*x^4-\ 280*a^3*b*g*r^3*x^4-88*a^3*b*p^4*x^4-656*a^3*b*p^3*q*x^4-546*a^3*b*p^3*r*x^4-\ 1248*a^3*b*p^2*q^2*x^4-3150*a^3*b*p^2*q*r*x^4-684*a^3*b*p^2*r^2*x^4-880*a^3*b*p *q^3*x^4-3798*a^3*b*p*q^2*r*x^4-2664*a^3*b*p*q*r^2*x^4-200*a^3*b*p*r^3*x^4-200* a^3*b*q^4*x^4-1194*a^3*b*q^3*r*x^4-1404*a^3*b*q^2*r^2*x^4-360*a^3*b*q*r^3*x^4-\ 3808*a^3*c^5*x^4-5680*a^3*c^4*g*x^4-6880*a^3*c^4*p*x^4-7840*a^3*c^4*q*x^4-11280 *a^3*c^4*r*x^4-3024*a^3*c^3*g^2*x^4-8272*a^3*c^3*g*p*x^4-9616*a^3*c^3*g*q*x^4-\ 14376*a^3*c^3*g*r*x^4-4568*a^3*c^3*p^2*x^4-11648*a^3*c^3*p*q*x^4-14976*a^3*c^3* p*r*x^4-6296*a^3*c^3*q^2*x^4-18048*a^3*c^3*q*r*x^4-6624*a^3*c^3*r^2*x^4-668*a^3 *c^2*g^3*x^4-3364*a^3*c^2*g^2*p*x^4-3996*a^3*c^2*g^2*q*x^4-6444*a^3*c^2*g^2*r*x ^4-4080*a^3*c^2*g*p^2*x^4-10808*a^3*c^2*g*p*q*x^4-14172*a^3*c^2*g*p*r*x^4-5956* a^3*c^2*g*q^2*x^4-17748*a^3*c^2*g*q*r*x^4-6528*a^3*c^2*g*r^2*x^4-1316*a^3*c^2*p ^3*x^4-6076*a^3*c^2*p^2*q*x^4-6420*a^3*c^2*p^2*r*x^4-7208*a^3*c^2*p*q^2*x^4-\ 18936*a^3*c^2*p*q*r*x^4-5688*a^3*c^2*p*r^2*x^4-2448*a^3*c^2*q^3*x^4-10464*a^3*c ^2*q^2*r*x^4-7704*a^3*c^2*q*r^2*x^4-880*a^3*c^2*r^3*x^4-50*a^3*c*g^4*x^4-524*a^ 3*c*g^3*p*x^4-624*a^3*c*g^3*q*x^4-1188*a^3*c*g^3*r*x^4-1116*a^3*c*g^2*p^2*x^4-\ 3028*a^3*c*g^2*p*q*x^4-4176*a^3*c*g^2*p*r*x^4-1722*a^3*c*g^2*q^2*x^4-5496*a^3*c *g^2*q*r*x^4-2004*a^3*c*g^2*r^2*x^4-732*a^3*c*g*p^3*x^4-3740*a^3*c*g*p^2*q*x^4-\ 3780*a^3*c*g*p^2*r*x^4-4596*a^3*c*g*p*q^2*x^4-12420*a^3*c*g*p*q*r*x^4-3528*a^3* c*g*p*r^2*x^4-1588*a^3*c*g*q^3*x^4-7044*a^3*c*g*q^2*r*x^4-5280*a^3*c*g*q*r^2*x^ 4-560*a^3*c*g*r^3*x^4-138*a^3*c*p^4*x^4-1284*a^3*c*p^3*q*x^4-882*a^3*c*p^3*r*x^ 4-2610*a^3*c*p^2*q^2*x^4-5994*a^3*c*p^2*q*r*x^4-1152*a^3*c*p^2*r^2*x^4-1920*a^3 *c*p*q^3*x^4-7686*a^3*c*p*q^2*r*x^4-4968*a^3*c*p*q*r^2*x^4-360*a^3*c*p*r^3*x^4-\ 456*a^3*c*q^4*x^4-2574*a^3*c*q^3*r*x^4-2844*a^3*c*q^2*r^2*x^4-680*a^3*c*q*r^3*x ^4-25*a^3*g^4*p*x^4-25*a^3*g^4*q*x^4-75*a^3*g^4*r*x^4-95*a^3*g^3*p^2*x^4-240*a^ 3*g^3*p*q*x^4-378*a^3*g^3*p*r*x^4-145*a^3*g^3*q^2*x^4-528*a^3*g^3*q*r*x^4-186*a ^3*g^3*r^2*x^4-95*a^3*g^2*p^3*x^4-525*a^3*g^2*p^2*q*x^4-507*a^3*g^2*p^2*r*x^4-\ 670*a^3*g^2*p*q^2*x^4-1920*a^3*g^2*p*q*r*x^4-492*a^3*g^2*p*r^2*x^4-240*a^3*g^2* q^3*x^4-1128*a^3*g^2*q^2*r*x^4-864*a^3*g^2*q*r^2*x^4-80*a^3*g^2*r^3*x^4-25*a^3* g*p^4*x^4-378*a^3*g*p^3*q*x^4-168*a^3*g*p^3*r*x^4-833*a^3*g*p^2*q^2*x^4-1896*a^ 3*g*p^2*q*r*x^4-234*a^3*g*p^2*r^2*x^4-632*a^3*g*p*q^3*x^4-2616*a^3*g*p*q^2*r*x^ 4-1680*a^3*g*p*q*r^2*x^4-80*a^3*g*p*r^3*x^4-152*a^3*g*q^4*x^4-888*a^3*g*q^3*r*x ^4-1008*a^3*g*q^2*r^2*x^4-240*a^3*g*q*r^3*x^4-88*a^3*p^4*q*x^4-296*a^3*p^3*q^2* x^4-546*a^3*p^3*q*r*x^4-360*a^3*p^2*q^3*x^4-1314*a^3*p^2*q^2*r*x^4-684*a^3*p^2* q*r^2*x^4-184*a^3*p*q^4*x^4-990*a^3*p*q^3*r*x^4-1008*a^3*p*q^2*r^2*x^4-200*a^3* p*q*r^3*x^4-32*a^3*q^5*x^4-222*a^3*q^4*r*x^4-324*a^3*q^3*r^2*x^4-120*a^3*q^2*r^ 3*x^4-160*a^2*b^5*c*x^4-80*a^2*b^5*p*x^4-80*a^2*b^5*q*x^4-240*a^2*b^5*r*x^4-\ 1728*a^2*b^4*c^2*x^4-624*a^2*b^4*c*g*x^4-1568*a^2*b^4*c*p*x^4-1408*a^2*b^4*c*q* x^4-3168*a^2*b^4*c*r*x^4-312*a^2*b^4*g*p*x^4-312*a^2*b^4*g*q*x^4-936*a^2*b^4*g* r*x^4-352*a^2*b^4*p^2*x^4-624*a^2*b^4*p*q*x^4-1344*a^2*b^4*p*r*x^4-272*a^2*b^4* q^2*x^4-1104*a^2*b^4*q*r*x^4-576*a^2*b^4*r^2*x^4-6784*a^2*b^3*c^3*x^4-4976*a^2* b^3*c^2*g*x^4-8576*a^2*b^3*c^2*p*x^4-8128*a^2*b^3*c^2*q*x^4-14928*a^2*b^3*c^2*r *x^4-872*a^2*b^3*c*g^2*x^4-4440*a^2*b^3*c*g*p*x^4-4216*a^2*b^3*c*g*q*x^4-9120*a ^2*b^3*c*g*r*x^4-3504*a^2*b^3*c*p^2*x^4-6912*a^2*b^3*c*p*q*x^4-11952*a^2*b^3*c* p*r*x^4-3088*a^2*b^3*c*q^2*x^4-10992*a^2*b^3*c*q*r*x^4-5040*a^2*b^3*c*r^2*x^4-\ 436*a^2*b^3*g^2*p*x^4-436*a^2*b^3*g^2*q*x^4-1308*a^2*b^3*g^2*r*x^4-976*a^2*b^3* g*p^2*x^4-1840*a^2*b^3*g*p*q*x^4-3756*a^2*b^3*g*p*r*x^4-864*a^2*b^3*g*q^2*x^4-\ 3420*a^2*b^3*g*q*r*x^4-1656*a^2*b^3*g*r^2*x^4-456*a^2*b^3*p^3*x^4-1432*a^2*b^3* p^2*q*x^4-2268*a^2*b^3*p^2*r*x^4-1336*a^2*b^3*p*q^2*x^4-4584*a^2*b^3*p*q*r*x^4-\ 1944*a^2*b^3*p*r^2*x^4-360*a^2*b^3*q^3*x^4-1836*a^2*b^3*q^2*r*x^4-1656*a^2*b^3* q*r^2*x^4-240*a^2*b^3*r^3*x^4-12800*a^2*b^2*c^4*x^4-14176*a^2*b^2*c^3*g*x^4-\ 20480*a^2*b^2*c^3*p*x^4-20480*a^2*b^2*c^3*q*x^4-33024*a^2*b^2*c^3*r*x^4-4992*a^ 2*b^2*c^2*g^2*x^4-17600*a^2*b^2*c^2*g*p*x^4-17600*a^2*b^2*c^2*g*q*x^4-30912*a^2 *b^2*c^2*g*r*x^4-11768*a^2*b^2*c^2*p^2*x^4-25024*a^2*b^2*c^2*p*q*x^4-37680*a^2* b^2*c^2*p*r*x^4-11768*a^2*b^2*c^2*q^2*x^4-37680*a^2*b^2*c^2*q*r*x^4-15552*a^2*b ^2*c^2*r^2*x^4-552*a^2*b^2*c*g^3*x^4-4376*a^2*b^2*c*g^2*p*x^4-4376*a^2*b^2*c*g^ 2*q*x^4-9072*a^2*b^2*c*g^2*r*x^4-6996*a^2*b^2*c*g*p^2*x^4-14736*a^2*b^2*c*g*p*q *x^4-24048*a^2*b^2*c*g*p*r*x^4-6996*a^2*b^2*c*g*q^2*x^4-24048*a^2*b^2*c*g*q*r*x ^4-10224*a^2*b^2*c*g*r^2*x^4-2828*a^2*b^2*c*p^3*x^4-9804*a^2*b^2*c*p^2*q*x^4-\ 13356*a^2*b^2*c*p^2*r*x^4-9804*a^2*b^2*c*p*q^2*x^4-29808*a^2*b^2*c*p*q*r*x^4-\ 11088*a^2*b^2*c*p*r^2*x^4-2828*a^2*b^2*c*q^3*x^4-13356*a^2*b^2*c*q^2*r*x^4-\ 11088*a^2*b^2*c*q*r^2*x^4-1440*a^2*b^2*c*r^3*x^4-276*a^2*b^2*g^3*p*x^4-276*a^2* b^2*g^3*q*x^4-828*a^2*b^2*g^3*r*x^4-940*a^2*b^2*g^2*p^2*x^4-1880*a^2*b^2*g^2*p* q*x^4-3612*a^2*b^2*g^2*p*r*x^4-940*a^2*b^2*g^2*q^2*x^4-3612*a^2*b^2*g^2*q*r*x^4 -1584*a^2*b^2*g^2*r^2*x^4-870*a^2*b^2*g*p^3*x^4-2982*a^2*b^2*g*p^2*q*x^4-4338*a ^2*b^2*g*p^2*r*x^4-2982*a^2*b^2*g*p*q^2*x^4-9792*a^2*b^2*g*p*q*r*x^4-3744*a^2*b ^2*g*p*r^2*x^4-870*a^2*b^2*g*q^3*x^4-4338*a^2*b^2*g*q^2*r*x^4-3744*a^2*b^2*g*q* r^2*x^4-480*a^2*b^2*g*r^3*x^4-232*a^2*b^2*p^4*x^4-1216*a^2*b^2*p^3*q*x^4-1416*a ^2*b^2*p^3*r*x^4-1968*a^2*b^2*p^2*q^2*x^4-5544*a^2*b^2*p^2*q*r*x^4-1728*a^2*b^2 *p^2*r^2*x^4-1216*a^2*b^2*p*q^3*x^4-5544*a^2*b^2*p*q^2*r*x^4-4320*a^2*b^2*p*q*r ^2*x^4-480*a^2*b^2*p*r^3*x^4-232*a^2*b^2*q^4*x^4-1416*a^2*b^2*q^3*r*x^4-1728*a^ 2*b^2*q^2*r^2*x^4-480*a^2*b^2*q*r^3*x^4-11808*a^2*b*c^5*x^4-17584*a^2*b*c^4*g*x ^4-22720*a^2*b*c^4*p*x^4-23680*a^2*b*c^4*q*x^4-35280*a^2*b*c^4*r*x^4-9360*a^2*b *c^3*g^2*x^4-27600*a^2*b*c^3*g*p*x^4-28944*a^2*b*c^3*g*q*x^4-44856*a^2*b*c^3*g* r*x^4-16584*a^2*b*c^3*p^2*x^4-37248*a^2*b*c^3*p*q*x^4-51456*a^2*b*c^3*p*r*x^4-\ 18312*a^2*b*c^3*q^2*x^4-54528*a^2*b*c^3*q*r*x^4-21024*a^2*b*c^3*r^2*x^4-2076*a^ 2*b*c^2*g^3*x^4-11364*a^2*b*c^2*g^2*p*x^4-11996*a^2*b*c^2*g^2*q*x^4-20100*a^2*b *c^2*g^2*r*x^4-15332*a^2*b*c^2*g*p^2*x^4-34856*a^2*b*c^2*g*p*q*x^4-49740*a^2*b* c^2*g*p*r*x^4-17208*a^2*b*c^2*g*q^2*x^4-53316*a^2*b*c^2*g*q*r*x^4-20736*a^2*b*c ^2*g*r^2*x^4-5620*a^2*b*c^2*p^3*x^4-20980*a^2*b*c^2*p^2*q*x^4-25896*a^2*b*c^2*p ^2*r*x^4-22112*a^2*b*c^2*p*q^2*x^4-61992*a^2*b*c^2*p*q*r*x^4-21240*a^2*b*c^2*p* r^2*x^4-6752*a^2*b*c^2*q^3*x^4-29940*a^2*b*c^2*q^2*r*x^4-23256*a^2*b*c^2*q*r^2* x^4-2880*a^2*b*c^2*r^3*x^4-158*a^2*b*c*g^4*x^4-1780*a^2*b*c*g^3*p*x^4-1880*a^2* b*c*g^3*q*x^4-3720*a^2*b*c*g^3*r*x^4-4346*a^2*b*c*g^2*p^2*x^4-9868*a^2*b*c*g^2* p*q*x^4-15072*a^2*b*c*g^2*p*r*x^4-4952*a^2*b*c*g^2*q^2*x^4-16392*a^2*b*c*g^2*q* r*x^4-6396*a^2*b*c*g^2*r^2*x^4-3466*a^2*b*c*g*p^3*x^4-13318*a^2*b*c*g*p^2*q*x^4 -16644*a^2*b*c*g*p^2*r*x^4-14174*a^2*b*c*g*p*q^2*x^4-41340*a^2*b*c*g*p*q*r*x^4-\ 14088*a^2*b*c*g*p*r^2*x^4-4322*a^2*b*c*g*q^3*x^4-19908*a^2*b*c*g*q^2*r*x^4-\ 15840*a^2*b*c*g*q*r^2*x^4-1880*a^2*b*c*g*r^3*x^4-848*a^2*b*c*p^4*x^4-4952*a^2*b *c*p^3*q*x^4-5094*a^2*b*c*p^3*r*x^4-8526*a^2*b*c*p^2*q^2*x^4-21942*a^2*b*c*p^2* q*r*x^4-6156*a^2*b*c*p^2*r^2*x^4-5588*a^2*b*c*p*q^3*x^4-23634*a^2*b*c*p*q^2*r*x ^4-16920*a^2*b*c*p*q*r^2*x^4-1720*a^2*b*c*p*r^3*x^4-1166*a^2*b*c*q^4*x^4-6786*a ^2*b*c*q^3*r*x^4-7848*a^2*b*c*q^2*r^2*x^4-2040*a^2*b*c*q*r^3*x^4-79*a^2*b*g^4*p *x^4-79*a^2*b*g^4*q*x^4-237*a^2*b*g^4*r*x^4-371*a^2*b*g^3*p^2*x^4-792*a^2*b*g^3 *p*q*x^4-1416*a^2*b*g^3*p*r*x^4-421*a^2*b*g^3*q^2*x^4-1566*a^2*b*g^3*q*r*x^4-\ 606*a^2*b*g^3*r^2*x^4-502*a^2*b*g^2*p^3*x^4-1936*a^2*b*g^2*p^2*q*x^4-2514*a^2*b *g^2*p^2*r*x^4-2081*a^2*b*g^2*p*q^2*x^4-6504*a^2*b*g^2*p*q*r*x^4-2184*a^2*b*g^2 *p*r^2*x^4-647*a^2*b*g^2*q^3*x^4-3135*a^2*b*g^2*q^2*r*x^4-2556*a^2*b*g^2*q*r^2* x^4-280*a^2*b*g^2*r^3*x^4-251*a^2*b*g*p^4*x^4-1584*a^2*b*g*p^3*q*x^4-1557*a^2*b *g*p^3*r*x^4-2793*a^2*b*g*p^2*q^2*x^4-7407*a^2*b*g*p^2*q*r*x^4-1944*a^2*b*g*p^2 *r^2*x^4-1838*a^2*b*g*p*q^3*x^4-8127*a^2*b*g*p*q^2*r*x^4-5976*a^2*b*g*p*q*r^2*x ^4-560*a^2*b*g*p*r^3*x^4-378*a^2*b*g*q^4*x^4-2277*a^2*b*g*q^3*r*x^4-2718*a^2*b* g*q^2*r^2*x^4-720*a^2*b*g*q*r^3*x^4-41*a^2*b*p^5*x^4-405*a^2*b*p^4*q*x^4-294*a^ 2*b*p^4*r*x^4-1042*a^2*b*p^3*q^2*x^4-2370*a^2*b*p^3*q*r*x^4-450*a^2*b*p^3*r^2*x ^4-1106*a^2*b*p^2*q^3*x^4-4374*a^2*b*p^2*q^2*r*x^4-2754*a^2*b*p^2*q*r^2*x^4-180 *a^2*b*p^2*r^3*x^4-501*a^2*b*p*q^4*x^4-2814*a^2*b*p*q^3*r*x^4-3078*a^2*b*p*q^2* r^2*x^4-720*a^2*b*p*q*r^3*x^4-73*a^2*b*q^5*x^4-516*a^2*b*q^4*r*x^4-774*a^2*b*q^ 3*r^2*x^4-300*a^2*b*q^2*r^3*x^4-4256*a^2*c^6*x^4-8032*a^2*c^5*g*x^4-9504*a^2*c^ 5*p*x^4-10272*a^2*c^5*q*x^4-14592*a^2*c^5*r*x^4-5792*a^2*c^4*g^2*x^4-15112*a^2* c^4*g*p*x^4-16472*a^2*c^4*g*q*x^4-23784*a^2*c^4*g*r*x^4-8296*a^2*c^4*p^2*x^4-\ 19584*a^2*c^4*p*q*x^4-25536*a^2*c^4*p*r*x^4-10016*a^2*c^4*q^2*x^4-28416*a^2*c^4 *q*r*x^4-10512*a^2*c^4*r^2*x^4-1960*a^2*c^3*g^3*x^4-8860*a^2*c^3*g^2*p*x^4-9772 *a^2*c^3*g^2*q*x^4-14580*a^2*c^3*g^2*r*x^4-10564*a^2*c^3*g*p^2*x^4-25488*a^2*c^ 3*g*p*q*x^4-33552*a^2*c^3*g*p*r*x^4-13084*a^2*c^3*g*q^2*x^4-37872*a^2*c^3*g*q*r *x^4-14040*a^2*c^3*g*r^2*x^4-3524*a^2*c^3*p^3*x^4-14164*a^2*c^3*p^2*q*x^4-16188 *a^2*c^3*p^2*r*x^4-15652*a^2*c^3*p*q^2*x^4-41424*a^2*c^3*p*q*r*x^4-13392*a^2*c^ 3*p*r^2*x^4-5012*a^2*c^3*q^3*x^4-21228*a^2*c^3*q^2*r*x^4-15696*a^2*c^3*q*r^2*x^ 4-1920*a^2*c^3*r^3*x^4-302*a^2*c^2*g^4*x^4-2310*a^2*c^2*g^3*p*x^4-2586*a^2*c^2* g^3*q*x^4-4134*a^2*c^2*g^3*r*x^4-4674*a^2*c^2*g^2*p^2*x^4-11544*a^2*c^2*g^2*p*q *x^4-15528*a^2*c^2*g^2*p*r*x^4-5980*a^2*c^2*g^2*q^2*x^4-17916*a^2*c^2*g^2*q*r*x ^4-6588*a^2*c^2*g^2*r^2*x^4-3286*a^2*c^2*g*p^3*x^4-13918*a^2*c^2*g*p^2*q*x^4-\ 15672*a^2*c^2*g*p^2*r*x^4-15620*a^2*c^2*g*p*q^2*x^4-42084*a^2*c^2*g*p*q*r*x^4-\ 13392*a^2*c^2*g*p*r^2*x^4-4988*a^2*c^2*g*q^3*x^4-21606*a^2*c^2*g*q^2*r*x^4-\ 16200*a^2*c^2*g*q*r^2*x^4-1920*a^2*c^2*g*r^3*x^4-724*a^2*c^2*p^4*x^4-4792*a^2*c ^2*p^3*q*x^4-4374*a^2*c^2*p^3*r*x^4-8754*a^2*c^2*p^2*q^2*x^4-21006*a^2*c^2*p^2* q*r*x^4-5364*a^2*c^2*p^2*r^2*x^4-6028*a^2*c^2*p*q^3*x^4-24138*a^2*c^2*p*q^2*r*x ^4-16200*a^2*c^2*p*q*r^2*x^4-1560*a^2*c^2*p*r^3*x^4-1342*a^2*c^2*q^4*x^4-7506*a ^2*c^2*q^3*r*x^4-8280*a^2*c^2*q^2*r^2*x^4-2040*a^2*c^2*q*r^3*x^4-16*a^2*c*g^5*x ^4-251*a^2*c*g^4*p*x^4-283*a^2*c*g^4*q*x^4-531*a^2*c*g^4*r*x^4-833*a^2*c*g^3*p^ 2*x^4-2080*a^2*c*g^3*p*q*x^4-2946*a^2*c*g^3*p*r*x^4-1103*a^2*c*g^3*q^2*x^4-3516 *a^2*c*g^3*q*r*x^4-1254*a^2*c*g^3*r^2*x^4-946*a^2*c*g^2*p^3*x^4-4246*a^2*c*g^2* p^2*q*x^4-4710*a^2*c*g^2*p^2*r*x^4-4857*a^2*c*g^2*p*q^2*x^4-13512*a^2*c*g^2*p*q *r*x^4-4152*a^2*c*g^2*p*r^2*x^4-1557*a^2*c*g^2*q^3*x^4-6969*a^2*c*g^2*q^2*r*x^4 -5292*a^2*c*g^2*q*r^2*x^4-580*a^2*c*g^2*r^3*x^4-405*a^2*c*g*p^4*x^4-3106*a^2*c* g*p^3*q*x^4-2559*a^2*c*g*p^3*r*x^4-5897*a^2*c*g*p^2*q^2*x^4-14205*a^2*c*g*p^2*q *r*x^4-3288*a^2*c*g*p^2*r^2*x^4-4096*a^2*c*g*p*q^3*x^4-16803*a^2*c*g*p*q^2*r*x^ 4-11376*a^2*c*g*p*q*r^2*x^4-1000*a^2*c*g*p*r^3*x^4-900*a^2*c*g*q^4*x^4-5157*a^2 *c*g*q^3*r*x^4-5814*a^2*c*g*q^2*r^2*x^4-1440*a^2*c*g*q*r^3*x^4-57*a^2*c*p^5*x^4 -743*a^2*c*p^4*q*x^4-420*a^2*c*p^4*r*x^4-2066*a^2*c*p^3*q^2*x^4-4308*a^2*c*p^3* q*r*x^4-666*a^2*c*p^3*r^2*x^4-2310*a^2*c*p^2*q^3*x^4-8586*a^2*c*p^2*q^2*r*x^4-\ 4986*a^2*c*p^2*q*r^2*x^4-280*a^2*c*p^2*r^3*x^4-1109*a^2*c*p*q^4*x^4-5928*a^2*c* p*q^3*r*x^4-6102*a^2*c*p*q^2*r^2*x^4-1320*a^2*c*p*q*r^3*x^4-179*a^2*c*q^5*x^4-\ 1230*a^2*c*q^4*r*x^4-1782*a^2*c*q^3*r^2*x^4-660*a^2*c*q^2*r^3*x^4-8*a^2*g^5*p*x ^4-8*a^2*g^5*q*x^4-24*a^2*g^5*r*x^4-50*a^2*g^4*p^2*x^4-116*a^2*g^4*p*q*x^4-189* a^2*g^4*p*r*x^4-66*a^2*g^4*q^2*x^4-237*a^2*g^4*q*r*x^4-78*a^2*g^4*r^2*x^4-84*a^ 2*g^3*p^3*x^4-390*a^2*g^3*p^2*q*x^4-429*a^2*g^3*p^2*r*x^4-456*a^2*g^3*p*q^2*x^4 -1350*a^2*g^3*p*q*r*x^4-384*a^2*g^3*p*r^2*x^4-150*a^2*g^3*q^3*x^4-705*a^2*g^3*q ^2*r*x^4-540*a^2*g^3*q*r^2*x^4-50*a^2*g^3*r^3*x^4-50*a^2*g^2*p^4*x^4-469*a^2*g^ 2*p^3*q*x^4-327*a^2*g^2*p^3*r*x^4-931*a^2*g^2*p^2*q^2*x^4-2274*a^2*g^2*p^2*q*r* x^4-438*a^2*g^2*p^2*r^2*x^4-655*a^2*g^2*p*q^3*x^4-2790*a^2*g^2*p*q^2*r*x^4-1908 *a^2*g^2*p*q*r^2*x^4-140*a^2*g^2*p*r^3*x^4-143*a^2*g^2*q^4*x^4-843*a^2*g^2*q^3* r*x^4-972*a^2*g^2*q^2*r^2*x^4-240*a^2*g^2*q*r^3*x^4-8*a^2*g*p^5*x^4-228*a^2*g*p ^4*q*x^4-63*a^2*g*p^4*r*x^4-696*a^2*g*p^3*q^2*x^4-1395*a^2*g*p^3*q*r*x^4-108*a^ 2*g*p^3*r^2*x^4-800*a^2*g*p^2*q^3*x^4-3024*a^2*g*p^2*q^2*r*x^4-1710*a^2*g*p^2*q *r^2*x^4-50*a^2*g*p^2*r^3*x^4-384*a^2*g*p*q^4*x^4-2115*a^2*g*p*q^3*r*x^4-2232*a ^2*g*p*q^2*r^2*x^4-480*a^2*g*p*q*r^3*x^4-60*a^2*g*q^5*x^4-423*a^2*g*q^4*r*x^4-\ 630*a^2*g*q^3*r^2*x^4-240*a^2*g*q^2*r^3*x^4-41*a^2*p^5*q*x^4-173*a^2*p^4*q^2*x^ 4-294*a^2*p^4*q*r*x^4-282*a^2*p^3*q^3*x^4-954*a^2*p^3*q^2*r*x^4-450*a^2*p^3*q*r ^2*x^4-218*a^2*p^2*q^4*x^4-1098*a^2*p^2*q^3*r*x^4-1026*a^2*p^2*q^2*r^2*x^4-180* a^2*p^2*q*r^3*x^4-77*a^2*p*q^5*x^4-510*a^2*p*q^4*r*x^4-702*a^2*p*q^3*r^2*x^4-\ 240*a^2*p*q^2*r^3*x^4-9*a^2*q^6*x^4-72*a^2*q^5*r*x^4-126*a^2*q^4*r^2*x^4-60*a^2 *q^3*r^3*x^4-32*a*b^6*c*x^4-16*a*b^6*p*x^4-16*a*b^6*q*x^4-48*a*b^6*r*x^4-576*a* b^5*c^2*x^4-192*a*b^5*c*g*x^4-544*a*b^5*c*p*x^4-416*a*b^5*c*q*x^4-1008*a*b^5*c* r*x^4-96*a*b^5*g*p*x^4-96*a*b^5*g*q*x^4-288*a*b^5*g*r*x^4-128*a*b^5*p^2*x^4-192 *a*b^5*p*q*x^4-456*a*b^5*p*r*x^4-64*a*b^5*q^2*x^4-264*a*b^5*q*r*x^4-144*a*b^5*r ^2*x^4-3168*a*b^4*c^3*x^4-2272*a*b^4*c^2*g*x^4-4160*a*b^4*c^2*p*x^4-3488*a*b^4* c^2*q*x^4-6816*a*b^4*c^2*r*x^4-384*a*b^4*c*g^2*x^4-2104*a*b^4*c*g*p*x^4-1768*a* b^4*c*g*q*x^4-4080*a*b^4*c*g*r*x^4-1784*a*b^4*c*p^2*x^4-3104*a*b^4*c*p*q*x^4-\ 5784*a*b^4*c*p*r*x^4-1160*a*b^4*c*q^2*x^4-4344*a*b^4*c*q*r*x^4-2160*a*b^4*c*r^2 *x^4-192*a*b^4*g^2*p*x^4-192*a*b^4*g^2*q*x^4-576*a*b^4*g^2*r*x^4-484*a*b^4*g*p^ 2*x^4-800*a*b^4*g*p*q*x^4-1788*a*b^4*g*p*r*x^4-316*a*b^4*g*q^2*x^4-1284*a*b^4*g *q*r*x^4-672*a*b^4*g*r^2*x^4-248*a*b^4*p^3*x^4-680*a*b^4*p^2*q*x^4-1188*a*b^4*p ^2*r*x^4-536*a*b^4*p*q^2*x^4-1968*a*b^4*p*q*r*x^4-936*a*b^4*p*r^2*x^4-104*a*b^4 *q^3*x^4-540*a*b^4*q^2*r*x^4-504*a*b^4*q*r^2*x^4-80*a*b^4*r^3*x^4-8352*a*b^3*c^ 4*x^4-9216*a*b^3*c^3*g*x^4-13888*a*b^3*c^3*p*x^4-12608*a*b^3*c^3*q*x^4-21408*a* b^3*c^3*r*x^4-3224*a*b^3*c^2*g^2*x^4-11944*a*b^3*c^2*g*p*x^4-10696*a*b^3*c^2*g* q*x^4-19944*a*b^3*c^2*g*r*x^4-8408*a*b^3*c^2*p^2*x^4-16064*a*b^3*c^2*p*q*x^4-\ 25824*a*b^3*c^2*p*r*x^4-6664*a*b^3*c^2*q^2*x^4-22368*a*b^3*c^2*q*r*x^4-9936*a*b ^3*c^2*r^2*x^4-352*a*b^3*c*g^3*x^4-2948*a*b^3*c*g^2*p*x^4-2644*a*b^3*c*g^2*q*x^ 4-5820*a*b^3*c*g^2*r*x^4-5028*a*b^3*c*g*p^2*x^4-9376*a*b^3*c*g*p*q*x^4-16560*a* b^3*c*g*p*r*x^4-3852*a*b^3*c*g*q^2*x^4-13920*a*b^3*c*g*q*r*x^4-6456*a*b^3*c*g*r ^2*x^4-2176*a*b^3*c*p^3*x^4-6632*a*b^3*c*p^2*q*x^4-9924*a*b^3*c*p^2*r*x^4-5856* a*b^3*c*p*q^2*x^4-18864*a*b^3*c*p*q*r*x^4-7776*a*b^3*c*p*r^2*x^4-1400*a*b^3*c*q ^3*x^4-6876*a*b^3*c*q^2*r*x^4-6048*a*b^3*c*q*r^2*x^4-880*a*b^3*c*r^3*x^4-176*a* b^3*g^3*p*x^4-176*a*b^3*g^3*q*x^4-528*a*b^3*g^3*r*x^4-668*a*b^3*g^2*p^2*x^4-\ 1184*a*b^3*g^2*p*q*x^4-2496*a*b^3*g^2*p*r*x^4-516*a*b^3*g^2*q^2*x^4-2040*a*b^3* g^2*q*r*x^4-984*a*b^3*g^2*r^2*x^4-680*a*b^3*g*p^3*x^4-2012*a*b^3*g*p^2*q*x^4-\ 3288*a*b^3*g*p^2*r*x^4-1736*a*b^3*g*p*q^2*x^4-6108*a*b^3*g*p*q*r*x^4-2664*a*b^3 *g*p*r^2*x^4-404*a*b^3*g*q^3*x^4-2076*a*b^3*g*q^2*r*x^4-1896*a*b^3*g*q*r^2*x^4-\ 280*a*b^3*g*r^3*x^4-200*a*b^3*p^4*x^4-880*a*b^3*p^3*q*x^4-1194*a*b^3*p^3*r*x^4-\ 1248*a*b^3*p^2*q^2*x^4-3798*a*b^3*p^2*q*r*x^4-1404*a*b^3*p^2*r^2*x^4-656*a*b^3* p*q^3*x^4-3150*a*b^3*p*q^2*r*x^4-2664*a*b^3*p*q*r^2*x^4-360*a*b^3*p*r^3*x^4-88* a*b^3*q^4*x^4-546*a*b^3*q^3*r*x^4-684*a*b^3*q^2*r^2*x^4-200*a*b^3*q*r^3*x^4-\ 11808*a*b^2*c^5*x^4-17584*a*b^2*c^4*g*x^4-23680*a*b^2*c^4*p*x^4-22720*a*b^2*c^4 *q*x^4-35280*a*b^2*c^4*r*x^4-9360*a*b^2*c^3*g^2*x^4-28944*a*b^2*c^3*g*p*x^4-\ 27600*a*b^2*c^3*g*q*x^4-44856*a*b^2*c^3*g*r*x^4-18312*a*b^2*c^3*p^2*x^4-37248*a *b^2*c^3*p*q*x^4-54528*a*b^2*c^3*p*r*x^4-16584*a*b^2*c^3*q^2*x^4-51456*a*b^2*c^ 3*q*r*x^4-21024*a*b^2*c^3*r^2*x^4-2076*a*b^2*c^2*g^3*x^4-11996*a*b^2*c^2*g^2*p* x^4-11364*a*b^2*c^2*g^2*q*x^4-20100*a*b^2*c^2*g^2*r*x^4-17208*a*b^2*c^2*g*p^2*x ^4-34856*a*b^2*c^2*g*p*q*x^4-53316*a*b^2*c^2*g*p*r*x^4-15332*a*b^2*c^2*g*q^2*x^ 4-49740*a*b^2*c^2*g*q*r*x^4-20736*a*b^2*c^2*g*r^2*x^4-6752*a*b^2*c^2*p^3*x^4-\ 22112*a*b^2*c^2*p^2*q*x^4-29940*a*b^2*c^2*p^2*r*x^4-20980*a*b^2*c^2*p*q^2*x^4-\ 61992*a*b^2*c^2*p*q*r*x^4-23256*a*b^2*c^2*p*r^2*x^4-5620*a*b^2*c^2*q^3*x^4-\ 25896*a*b^2*c^2*q^2*r*x^4-21240*a*b^2*c^2*q*r^2*x^4-2880*a*b^2*c^2*r^3*x^4-158* a*b^2*c*g^4*x^4-1880*a*b^2*c*g^3*p*x^4-1780*a*b^2*c*g^3*q*x^4-3720*a*b^2*c*g^3* r*x^4-4952*a*b^2*c*g^2*p^2*x^4-9868*a*b^2*c*g^2*p*q*x^4-16392*a*b^2*c*g^2*p*r*x ^4-4346*a*b^2*c*g^2*q^2*x^4-15072*a*b^2*c*g^2*q*r*x^4-6396*a*b^2*c*g^2*r^2*x^4-\ 4322*a*b^2*c*g*p^3*x^4-14174*a*b^2*c*g*p^2*q*x^4-19908*a*b^2*c*g*p^2*r*x^4-\ 13318*a*b^2*c*g*p*q^2*x^4-41340*a*b^2*c*g*p*q*r*x^4-15840*a*b^2*c*g*p*r^2*x^4-\ 3466*a*b^2*c*g*q^3*x^4-16644*a*b^2*c*g*q^2*r*x^4-14088*a*b^2*c*g*q*r^2*x^4-1880 *a*b^2*c*g*r^3*x^4-1166*a*b^2*c*p^4*x^4-5588*a*b^2*c*p^3*q*x^4-6786*a*b^2*c*p^3 *r*x^4-8526*a*b^2*c*p^2*q^2*x^4-23634*a*b^2*c*p^2*q*r*x^4-7848*a*b^2*c*p^2*r^2* x^4-4952*a*b^2*c*p*q^3*x^4-21942*a*b^2*c*p*q^2*r*x^4-16920*a*b^2*c*p*q*r^2*x^4-\ 2040*a*b^2*c*p*r^3*x^4-848*a*b^2*c*q^4*x^4-5094*a*b^2*c*q^3*r*x^4-6156*a*b^2*c* q^2*r^2*x^4-1720*a*b^2*c*q*r^3*x^4-79*a*b^2*g^4*p*x^4-79*a*b^2*g^4*q*x^4-237*a* b^2*g^4*r*x^4-421*a*b^2*g^3*p^2*x^4-792*a*b^2*g^3*p*q*x^4-1566*a*b^2*g^3*p*r*x^ 4-371*a*b^2*g^3*q^2*x^4-1416*a*b^2*g^3*q*r*x^4-606*a*b^2*g^3*r^2*x^4-647*a*b^2* g^2*p^3*x^4-2081*a*b^2*g^2*p^2*q*x^4-3135*a*b^2*g^2*p^2*r*x^4-1936*a*b^2*g^2*p* q^2*x^4-6504*a*b^2*g^2*p*q*r*x^4-2556*a*b^2*g^2*p*r^2*x^4-502*a*b^2*g^2*q^3*x^4 -2514*a*b^2*g^2*q^2*r*x^4-2184*a*b^2*g^2*q*r^2*x^4-280*a*b^2*g^2*r^3*x^4-378*a* b^2*g*p^4*x^4-1838*a*b^2*g*p^3*q*x^4-2277*a*b^2*g*p^3*r*x^4-2793*a*b^2*g*p^2*q^ 2*x^4-8127*a*b^2*g*p^2*q*r*x^4-2718*a*b^2*g*p^2*r^2*x^4-1584*a*b^2*g*p*q^3*x^4-\ 7407*a*b^2*g*p*q^2*r*x^4-5976*a*b^2*g*p*q*r^2*x^4-720*a*b^2*g*p*r^3*x^4-251*a*b ^2*g*q^4*x^4-1557*a*b^2*g*q^3*r*x^4-1944*a*b^2*g*q^2*r^2*x^4-560*a*b^2*g*q*r^3* x^4-73*a*b^2*p^5*x^4-501*a*b^2*p^4*q*x^4-516*a*b^2*p^4*r*x^4-1106*a*b^2*p^3*q^2 *x^4-2814*a*b^2*p^3*q*r*x^4-774*a*b^2*p^3*r^2*x^4-1042*a*b^2*p^2*q^3*x^4-4374*a *b^2*p^2*q^2*r*x^4-3078*a*b^2*p^2*q*r^2*x^4-300*a*b^2*p^2*r^3*x^4-405*a*b^2*p*q ^4*x^4-2370*a*b^2*p*q^3*r*x^4-2754*a*b^2*p*q^2*r^2*x^4-720*a*b^2*p*q*r^3*x^4-41 *a*b^2*q^5*x^4-294*a*b^2*q^4*r*x^4-450*a*b^2*q^3*r^2*x^4-180*a*b^2*q^2*r^3*x^4-\ 8640*a*b*c^6*x^4-16256*a*b*c^5*g*x^4-20224*a*b*c^5*p*x^4-20224*a*b*c^5*q*x^4-\ 29760*a*b*c^5*r*x^4-11680*a*b*c^4*g^2*x^4-32256*a*b*c^4*g*p*x^4-32256*a*b*c^4*g *q*x^4-48240*a*b*c^4*g*r*x^4-18888*a*b*c^4*p^2*x^4-40320*a*b*c^4*p*q*x^4-55680* a*b*c^4*p*r*x^4-18888*a*b*c^4*q^2*x^4-55680*a*b*c^4*q*r*x^4-21600*a*b*c^4*r^2*x ^4-3936*a*b*c^3*g^3*x^4-19000*a*b*c^3*g^2*p*x^4-19000*a*b*c^3*g^2*q*x^4-29400*a *b*c^3*g^2*r*x^4-24416*a*b*c^3*g*p^2*x^4-52512*a*b*c^3*g*p*q*x^4-73536*a*b*c^3* g*p*r*x^4-24416*a*b*c^3*g*q^2*x^4-73536*a*b*c^3*g*q*r*x^4-28560*a*b*c^3*g*r^2*x ^4-8896*a*b*c^3*p^3*x^4-30896*a*b*c^3*p^2*q*x^4-39144*a*b*c^3*p^2*r*x^4-30896*a *b*c^3*p*q^2*x^4-86304*a*b*c^3*p*q*r*x^4-30528*a*b*c^3*p*r^2*x^4-8896*a*b*c^3*q ^3*x^4-39144*a*b*c^3*q^2*r*x^4-30528*a*b*c^3*q*r^2*x^4-4000*a*b*c^3*r^3*x^4-604 *a*b*c^2*g^4*x^4-4984*a*b*c^2*g^3*p*x^4-4984*a*b*c^2*g^3*q*x^4-8292*a*b*c^2*g^3 *r*x^4-11014*a*b*c^2*g^2*p^2*x^4-23808*a*b*c^2*g^2*p*q*x^4-34356*a*b*c^2*g^2*p* r*x^4-11014*a*b*c^2*g^2*q^2*x^4-34356*a*b*c^2*g^2*q*r*x^4-13272*a*b*c^2*g^2*r^2 *x^4-8666*a*b*c^2*g*p^3*x^4-30714*a*b*c^2*g*p^2*q*x^4-39102*a*b*c^2*g*p^2*r*x^4 -30714*a*b*c^2*g*p*q^2*x^4-87816*a*b*c^2*g*p*q*r*x^4-30984*a*b*c^2*g*p*r^2*x^4-\ 8666*a*b*c^2*g*q^3*x^4-39102*a*b*c^2*g*q^2*r*x^4-30984*a*b*c^2*g*q*r^2*x^4-3920 *a*b*c^2*g*r^3*x^4-2182*a*b*c^2*p^4*x^4-11284*a*b*c^2*p^3*q*x^4-12636*a*b*c^2*p ^3*r*x^4-18204*a*b*c^2*p^2*q^2*x^4-47412*a*b*c^2*p^2*q*r*x^4-14652*a*b*c^2*p^2* r^2*x^4-11284*a*b*c^2*p*q^3*x^4-47412*a*b*c^2*p*q^2*r*x^4-34416*a*b*c^2*p*q*r^2 *x^4-3920*a*b*c^2*p*r^3*x^4-2182*a*b*c^2*q^4*x^4-12636*a*b*c^2*q^3*r*x^4-14652* a*b*c^2*q^2*r^2*x^4-3920*a*b*c^2*q*r^3*x^4-32*a*b*c*g^5*x^4-542*a*b*c*g^4*p*x^4 -542*a*b*c*g^4*q*x^4-1062*a*b*c*g^4*r*x^4-2004*a*b*c*g^3*p^2*x^4-4296*a*b*c*g^3 *p*q*x^4-6630*a*b*c*g^3*p*r*x^4-2004*a*b*c*g^3*q^2*x^4-6630*a*b*c*g^3*q*r*x^4-\ 2508*a*b*c*g^3*r^2*x^4-2637*a*b*c*g^2*p^3*x^4-9505*a*b*c*g^2*p^2*q*x^4-12291*a* b*c*g^2*p^2*r*x^4-9505*a*b*c*g^2*p*q^2*x^4-28248*a*b*c*g^2*p*q*r*x^4-9876*a*b*c *g^2*p*r^2*x^4-2637*a*b*c*g^2*q^3*x^4-12291*a*b*c*g^2*q^2*r*x^4-9876*a*b*c*g^2* q*r^2*x^4-1160*a*b*c*g^2*r^3*x^4-1397*a*b*c*g*p^4*x^4-7570*a*b*c*g*p^3*q*x^4-\ 8316*a*b*c*g*p^3*r*x^4-12346*a*b*c*g*p^2*q^2*x^4-32808*a*b*c*g*p^2*q*r*x^4-9894 *a*b*c*g*p^2*r^2*x^4-7570*a*b*c*g*p*q^3*x^4-32808*a*b*c*g*p*q^2*r*x^4-24336*a*b *c*g*p*q*r^2*x^4-2680*a*b*c*g*p*r^3*x^4-1397*a*b*c*g*q^4*x^4-8316*a*b*c*g*q^3*r *x^4-9894*a*b*c*g*q^2*r^2*x^4-2680*a*b*c*g*q*r^3*x^4-254*a*b*c*p^5*x^4-1942*a*b *c*p^4*q*x^4-1794*a*b*c*p^4*r*x^4-4556*a*b*c*p^3*q^2*x^4-10812*a*b*c*p^3*q*r*x^ 4-2700*a*b*c*p^3*r^2*x^4-4556*a*b*c*p^2*q^3*x^4-18036*a*b*c*p^2*q^2*r*x^4-11844 *a*b*c*p^2*q*r^2*x^4-1060*a*b*c*p^2*r^3*x^4-1942*a*b*c*p*q^4*x^4-10812*a*b*c*p* q^3*r*x^4-11844*a*b*c*p*q^2*r^2*x^4-2880*a*b*c*p*q*r^3*x^4-254*a*b*c*q^5*x^4-\ 1794*a*b*c*q^4*r*x^4-2700*a*b*c*q^3*r^2*x^4-1060*a*b*c*q^2*r^3*x^4-16*a*b*g^5*p *x^4-16*a*b*g^5*q*x^4-48*a*b*g^5*r*x^4-120*a*b*g^4*p^2*x^4-240*a*b*g^4*p*q*x^4-\ 438*a*b*g^4*p*r*x^4-120*a*b*g^4*q^2*x^4-438*a*b*g^4*q*r*x^4-156*a*b*g^4*r^2*x^4 -248*a*b*g^3*p^3*x^4-888*a*b*g^3*p^2*q*x^4-1200*a*b*g^3*p^2*r*x^4-888*a*b*g^3*p *q^2*x^4-2832*a*b*g^3*p*q*r*x^4-972*a*b*g^3*p*r^2*x^4-248*a*b*g^3*q^3*x^4-1200* a*b*g^3*q^2*r*x^4-972*a*b*g^3*q*r^2*x^4-100*a*b*g^3*r^3*x^4-210*a*b*g^2*p^4*x^4 -1192*a*b*g^2*p^3*q*x^4-1281*a*b*g^2*p^3*r*x^4-1964*a*b*g^2*p^2*q^2*x^4-5397*a* b*g^2*p^2*q*r*x^4-1554*a*b*g^2*p^2*r^2*x^4-1192*a*b*g^2*p*q^3*x^4-5397*a*b*g^2* p*q^2*r*x^4-4104*a*b*g^2*p*q*r^2*x^4-420*a*b*g^2*p*r^3*x^4-210*a*b*g^2*q^4*x^4-\ 1281*a*b*g^2*q^3*r*x^4-1554*a*b*g^2*q^2*r^2*x^4-420*a*b*g^2*q*r^3*x^4-76*a*b*g* p^5*x^4-652*a*b*g*p^4*q*x^4-552*a*b*g*p^4*r*x^4-1576*a*b*g*p^3*q^2*x^4-3774*a*b *g*p^3*q*r*x^4-858*a*b*g*p^3*r^2*x^4-1576*a*b*g*p^2*q^3*x^4-6444*a*b*g*p^2*q^2* r*x^4-4302*a*b*g*p^2*q*r^2*x^4-350*a*b*g*p^2*r^3*x^4-652*a*b*g*p*q^4*x^4-3774*a *b*g*p*q^3*r*x^4-4302*a*b*g*p*q^2*r^2*x^4-1080*a*b*g*p*q*r^3*x^4-76*a*b*g*q^5*x ^4-552*a*b*g*q^4*r*x^4-858*a*b*g*q^3*r^2*x^4-350*a*b*g*q^2*r^3*x^4-10*a*b*p^6*x ^4-124*a*b*p^5*q*x^4-81*a*b*p^5*r*x^4-406*a*b*p^4*q^2*x^4-849*a*b*p^4*q*r*x^4-\ 144*a*b*p^4*r^2*x^4-584*a*b*p^3*q^3*x^4-2142*a*b*p^3*q^2*r*x^4-1224*a*b*p^3*q*r ^2*x^4-70*a*b*p^3*r^3*x^4-406*a*b*p^2*q^4*x^4-2142*a*b*p^2*q^3*r*x^4-2160*a*b*p ^2*q^2*r^2*x^4-450*a*b*p^2*q*r^3*x^4-124*a*b*p*q^5*x^4-849*a*b*p*q^4*r*x^4-1224 *a*b*p*q^3*r^2*x^4-450*a*b*p*q^2*r^3*x^4-10*a*b*q^6*x^4-81*a*b*q^5*r*x^4-144*a* b*q^4*r^2*x^4-70*a*b*q^3*r^3*x^4-2560*a*c^7*x^4-5856*a*c^6*g*x^4-6816*a*c^6*p*x ^4-7072*a*c^6*q*x^4-10080*a*c^6*r*x^4-5344*a*c^5*g^2*x^4-13520*a*c^5*g*p*x^4-\ 14064*a*c^5*g*q*x^4-20064*a*c^5*g*r*x^4-7384*a*c^5*p^2*x^4-16512*a*c^5*p*q*x^4-\ 21888*a*c^5*p*r*x^4-8072*a*c^5*q^2*x^4-23040*a*c^5*q*r*x^4-8640*a*c^5*r^2*x^4-\ 2448*a*c^4*g^3*x^4-10448*a*c^4*g^2*p*x^4-10912*a*c^4*g^2*q*x^4-15672*a*c^4*g^2* r*x^4-12272*a*c^4*g*p^2*x^4-27792*a*c^4*g*p*q*x^4-36816*a*c^4*g*p*r*x^4-13528*a *c^4*g*q^2*x^4-38880*a*c^4*g*q*r*x^4-14496*a*c^4*g*r^2*x^4-4148*a*c^4*p^3*x^4-\ 15348*a*c^4*p^2*q*x^4-18360*a*c^4*p^2*r*x^4-16092*a*c^4*p*q^2*x^4-43200*a*c^4*p *q*r*x^4-14544*a*c^4*p*r^2*x^4-4892*a*c^4*q^3*x^4-20880*a*c^4*q^2*r*x^4-15696*a *c^4*q*r^2*x^4-2000*a*c^4*r^3*x^4-576*a*c^3*g^4*x^4-3920*a*c^3*g^3*p*x^4-4120*a *c^3*g^3*q*x^4-6036*a*c^3*g^3*r*x^4-7650*a*c^3*g^2*p^2*x^4-17600*a*c^3*g^2*p*q* x^4-23388*a*c^3*g^2*p*r*x^4-8534*a*c^3*g^2*q^2*x^4-24852*a*c^3*g^2*q*r*x^4-9120 *a*c^3*g^2*r^2*x^4-5476*a*c^3*g*p^3*x^4-20888*a*c^3*g*p^2*q*x^4-24726*a*c^3*g*p ^2*r*x^4-22012*a*c^3*g*p*q^2*x^4-59568*a*c^3*g*p*q*r*x^4-19872*a*c^3*g*p*r^2*x^ 4-6600*a*c^3*g*q^3*x^4-28506*a*c^3*g*q^2*r*x^4-21552*a*c^3*g*q*r^2*x^4-2680*a*c ^3*g*r^3*x^4-1266*a*c^3*p^4*x^4-7204*a*c^3*p^3*q*x^4-7380*a*c^3*p^3*r*x^4-12288 *a*c^3*p^2*q^2*x^4-30420*a*c^3*p^2*q*r*x^4-8676*a*c^3*p^2*r^2*x^4-8028*a*c^3*p* q^3*x^4-32508*a*c^3*p*q^2*r*x^4-22464*a*c^3*p*q*r^2*x^4-2400*a*c^3*p*r^3*x^4-\ 1678*a*c^3*q^4*x^4-9468*a*c^3*q^3*r*x^4-10620*a*c^3*q^2*r^2*x^4-2720*a*c^3*q*r^ 3*x^4-62*a*c^2*g^5*x^4-718*a*c^2*g^4*p*x^4-762*a*c^2*g^4*q*x^4-1176*a*c^2*g^4*r *x^4-2186*a*c^2*g^3*p^2*x^4-5116*a*c^2*g^3*p*q*x^4-6888*a*c^2*g^3*p*r*x^4-2480* a*c^2*g^3*q^2*x^4-7404*a*c^2*g^3*q*r*x^4-2616*a*c^2*g^3*r^2*x^4-2539*a*c^2*g^2* p^3*x^4-10061*a*c^2*g^2*p^2*q*x^4-11757*a*c^2*g^2*p^2*r*x^4-10675*a*c^2*g^2*p*q ^2*x^4-29316*a*c^2*g^2*p*q*r*x^4-9564*a*c^2*g^2*p*r^2*x^4-3153*a*c^2*g^2*q^3*x^ 4-13851*a*c^2*g^2*q^2*r*x^4-10500*a*c^2*g^2*q*r^2*x^4-1220*a*c^2*g^2*r^3*x^4-\ 1206*a*c^2*g*p^4*x^4-7368*a*c^2*g*p^3*q*x^4-7233*a*c^2*g*p^3*r*x^4-12810*a*c^2* g*p^2*q^2*x^4-31821*a*c^2*g*p^2*q*r*x^4-8754*a*c^2*g*p^2*r^2*x^4-8340*a*c^2*g*p *q^3*x^4-34293*a*c^2*g*p*q^2*r*x^4-23904*a*c^2*g*p*q*r^2*x^4-2480*a*c^2*g*p*r^3 *x^4-1692*a*c^2*g*q^4*x^4-9705*a*c^2*g*q^3*r*x^4-11046*a*c^2*g*q^2*r^2*x^4-2840 *a*c^2*g*q*r^3*x^4-197*a*c^2*p^5*x^4-1779*a*c^2*p^4*q*x^4-1404*a*c^2*p^4*r*x^4-\ 4474*a*c^2*p^3*q^2*x^4-9936*a*c^2*p^3*q*r*x^4-2142*a*c^2*p^3*r^2*x^4-4718*a*c^2 *p^2*q^3*x^4-17874*a*c^2*p^2*q^2*r*x^4-10998*a*c^2*p^2*q*r^2*x^4-860*a*c^2*p^2* r^3*x^4-2145*a*c^2*p*q^4*x^4-11556*a*c^2*p*q^3*r*x^4-12114*a*c^2*p*q^2*r^2*x^4-\ 2760*a*c^2*p*q*r^3*x^4-319*a*c^2*q^5*x^4-2214*a*c^2*q^4*r*x^4-3258*a*c^2*q^3*r^ 2*x^4-1240*a*c^2*q^2*r^3*x^4-2*a*c*g^6*x^4-55*a*c*g^5*p*x^4-59*a*c*g^5*q*x^4-\ 105*a*c*g^5*r*x^4-277*a*c*g^4*p^2*x^4-652*a*c*g^4*p*q*x^4-915*a*c*g^4*p*r*x^4-\ 321*a*c*g^4*q^2*x^4-1005*a*c*g^4*q*r*x^4-324*a*c*g^4*r^2*x^4-481*a*c*g^3*p^3*x^ 4-1989*a*c*g^3*p^2*q*x^4-2292*a*c*g^3*p^2*r*x^4-2130*a*c*g^3*p*q^2*x^4-6018*a*c *g^3*p*q*r*x^4-1872*a*c*g^3*p*r^2*x^4-622*a*c*g^3*q^3*x^4-2799*a*c*g^3*q^2*r*x^ 4-2112*a*c*g^3*q*r^2*x^4-210*a*c*g^3*r^3*x^4-353*a*c*g^2*p^4*x^4-2373*a*c*g^2*p ^3*q*x^4-2184*a*c*g^2*p^3*r*x^4-4224*a*c*g^2*p^2*q^2*x^4-10575*a*c*g^2*p^2*q*r* x^4-2718*a*c*g^2*p^2*r^2*x^4-2741*a*c*g^2*p*q^3*x^4-11529*a*c*g^2*p*q^2*r*x^4-\ 8100*a*c*g^2*p*q*r^2*x^4-780*a*c*g^2*p*r^3*x^4-537*a*c*g^2*q^4*x^4-3138*a*c*g^2 *q^3*r*x^4-3618*a*c*g^2*q^2*r^2*x^4-920*a*c*g^2*q*r^3*x^4-108*a*c*g*p^5*x^4-\ 1193*a*c*g*p^4*q*x^4-801*a*c*g*p^4*r*x^4-3140*a*c*g*p^3*q^2*x^4-6882*a*c*g*p^3* q*r*x^4-1278*a*c*g*p^3*r^2*x^4-3342*a*c*g*p^2*q^3*x^4-12843*a*c*g*p^2*q^2*r*x^4 -7884*a*c*g*p^2*q*r^2*x^4-540*a*c*g*p^2*r^3*x^4-1496*a*c*g*p*q^4*x^4-8244*a*c*g *p*q^3*r*x^4-8838*a*c*g*p*q^2*r^2*x^4-2040*a*c*g*p*q*r^3*x^4-209*a*c*g*q^5*x^4-\ 1482*a*c*g*q^4*r*x^4-2232*a*c*g*q^3*r^2*x^4-870*a*c*g*q^2*r^3*x^4-12*a*c*p^6*x^ 4-216*a*c*p^5*q*x^4-99*a*c*p^5*r*x^4-774*a*c*p^4*q^2*x^4-1485*a*c*p^4*q*r*x^4-\ 180*a*c*p^4*r^2*x^4-1176*a*c*p^3*q^3*x^4-4104*a*c*p^3*q^2*r*x^4-2160*a*c*p^3*q* r^2*x^4-90*a*c*p^3*r^3*x^4-864*a*c*p^2*q^4*x^4-4392*a*c*p^2*q^3*r*x^4-4212*a*c* p^2*q^2*r^2*x^4-810*a*c*p^2*q*r^3*x^4-288*a*c*p*q^5*x^4-1917*a*c*p*q^4*r*x^4-\ 2664*a*c*p*q^3*r^2*x^4-930*a*c*p*q^2*r^3*x^4-30*a*c*q^6*x^4-243*a*c*q^5*r*x^4-\ 432*a*c*q^4*r^2*x^4-210*a*c*q^3*r^3*x^4-a*g^6*p*x^4-a*g^6*q*x^4-3*a*g^6*r*x^4-\ 12*a*g^5*p^2*x^4-26*a*g^5*p*q*x^4-42*a*g^5*p*r*x^4-14*a*g^5*q^2*x^4-48*a*g^5*q* r*x^4-12*a*g^5*r^2*x^4-31*a*g^4*p^3*x^4-131*a*g^4*p^2*q*x^4-150*a*g^4*p^2*r*x^4 -142*a*g^4*p*q^2*x^4-426*a*g^4*p*q*r*x^4-120*a*g^4*p*r^2*x^4-42*a*g^4*q^3*x^4-\ 195*a*g^4*q^2*r*x^4-144*a*g^4*q*r^2*x^4-10*a*g^4*r^3*x^4-31*a*g^3*p^4*x^4-236*a *g^3*p^3*q*x^4-195*a*g^3*p^3*r*x^4-432*a*g^3*p^2*q^2*x^4-1101*a*g^3*p^2*q*r*x^4 -246*a*g^3*p^2*r^2*x^4-280*a*g^3*p*q^3*x^4-1221*a*g^3*p*q^2*r*x^4-864*a*g^3*p*q *r^2*x^4-70*a*g^3*p*r^3*x^4-53*a*g^3*q^4*x^4-315*a*g^3*q^3*r*x^4-366*a*g^3*q^2* r^2*x^4-90*a*g^3*q*r^3*x^4-12*a*g^2*p^5*x^4-188*a*g^2*p^4*q*x^4-93*a*g^2*p^4*r* x^4-524*a*g^2*p^3*q^2*x^4-1131*a*g^2*p^3*q*r*x^4-156*a*g^2*p^3*r^2*x^4-564*a*g^ 2*p^2*q^3*x^4-2214*a*g^2*p^2*q^2*r*x^4-1350*a*g^2*p^2*q*r^2*x^4-70*a*g^2*p^2*r^ 3*x^4-248*a*g^2*p*q^4*x^4-1407*a*g^2*p*q^3*r*x^4-1548*a*g^2*p*q^2*r^2*x^4-360*a *g^2*p*q*r^3*x^4-32*a*g^2*q^5*x^4-231*a*g^2*q^4*r*x^4-354*a*g^2*q^3*r^2*x^4-140 *a*g^2*q^2*r^3*x^4-a*g*p^6*x^4-68*a*g*p^5*q*x^4-9*a*g*p^5*r*x^4-271*a*g*p^4*q^2 *x^4-489*a*g*p^4*q*r*x^4-18*a*g*p^4*r^2*x^4-424*a*g*p^3*q^3*x^4-1488*a*g*p^3*q^ 2*r*x^4-750*a*g*p^3*q*r^2*x^4-10*a*g*p^3*r^3*x^4-311*a*g*p^2*q^4*x^4-1620*a*g*p ^2*q^3*r*x^4-1584*a*g*p^2*q^2*r^2*x^4-300*a*g*p^2*q*r^3*x^4-100*a*g*p*q^5*x^4-\ 687*a*g*p*q^4*r*x^4-990*a*g*p*q^3*r^2*x^4-360*a*g*p*q^2*r^3*x^4-9*a*g*q^6*x^4-\ 75*a*g*q^5*r*x^4-138*a*g*q^4*r^2*x^4-70*a*g*q^3*r^3*x^4-10*a*p^6*q*x^4-51*a*p^5 *q^2*x^4-81*a*p^5*q*r*x^4-105*a*p^4*q^3*x^4-333*a*p^4*q^2*r*x^4-144*a*p^4*q*r^2 *x^4-110*a*p^3*q^4*x^4-522*a*p^3*q^3*r*x^4-450*a*p^3*q^2*r^2*x^4-70*a*p^3*q*r^3 *x^4-60*a*p^2*q^5*x^4-378*a*p^2*q^4*r*x^4-486*a*p^2*q^3*r^2*x^4-150*a*p^2*q^2*r ^3*x^4-15*a*p*q^6*x^4-117*a*p*q^5*r*x^4-198*a*p*q^4*r^2*x^4-90*a*p*q^3*r^3*x^4- a*q^7*x^4-9*a*q^6*r*x^4-18*a*q^5*r^2*x^4-10*a*q^4*r^3*x^4-64*b^6*c^2*x^4-16*b^6 *c*g*x^4-64*b^6*c*p*x^4-32*b^6*c*q*x^4-96*b^6*c*r*x^4-8*b^6*g*p*x^4-8*b^6*g*q*x ^4-24*b^6*g*r*x^4-16*b^6*p^2*x^4-16*b^6*p*q*x^4-48*b^6*p*r*x^4-544*b^5*c^3*x^4-\ 368*b^5*c^2*g*x^4-736*b^5*c^2*p*x^4-512*b^5*c^2*q*x^4-1104*b^5*c^2*r*x^4-56*b^5 *c*g^2*x^4-352*b^5*c*g*p*x^4-240*b^5*c*g*q*x^4-624*b^5*c*g*r*x^4-328*b^5*c*p^2* x^4-480*b^5*c*p*q*x^4-984*b^5*c*p*r*x^4-120*b^5*c*q^2*x^4-504*b^5*c*q*r*x^4-288 *b^5*c*r^2*x^4-28*b^5*g^2*p*x^4-28*b^5*g^2*q*x^4-84*b^5*g^2*r*x^4-84*b^5*g*p^2* x^4-112*b^5*g*p*q*x^4-288*b^5*g*p*r*x^4-28*b^5*g*q^2*x^4-120*b^5*g*q*r*x^4-72*b ^5*g*r^2*x^4-48*b^5*p^3*x^4-112*b^5*p^2*q*x^4-216*b^5*p^2*r*x^4-64*b^5*p*q^2*x^ 4-264*b^5*p*q*r*x^4-144*b^5*p*r^2*x^4-1952*b^4*c^4*x^4-2128*b^4*c^3*g*x^4-3328* b^4*c^3*p*x^4-2688*b^4*c^3*q*x^4-4896*b^4*c^3*r*x^4-728*b^4*c^2*g^2*x^4-2832*b^ 4*c^2*g*p*x^4-2208*b^4*c^2*g*q*x^4-4488*b^4*c^2*g*r*x^4-2088*b^4*c^2*p^2*x^4-\ 3552*b^4*c^2*p*q*x^4-6120*b^4*c^2*p*r*x^4-1216*b^4*c^2*q^2*x^4-4392*b^4*c^2*q*r *x^4-2160*b^4*c^2*r^2*x^4-76*b^4*c*g^3*x^4-684*b^4*c*g^2*p*x^4-532*b^4*c*g^2*q* x^4-1284*b^4*c*g^2*r*x^4-1236*b^4*c*g*p^2*x^4-2008*b^4*c*g*p*q*x^4-3876*b^4*c*g *p*r*x^4-648*b^4*c*g*q^2*x^4-2556*b^4*c*g*q*r*x^4-1344*b^4*c*g*r^2*x^4-568*b^4* c*p^3*x^4-1536*b^4*c*p^2*q*x^4-2484*b^4*c*p^2*r*x^4-1148*b^4*c*p*q^2*x^4-3960*b ^4*c*p*q*r*x^4-1800*b^4*c*p*r^2*x^4-180*b^4*c*q^3*x^4-960*b^4*c*q^2*r*x^4-936*b ^4*c*q*r^2*x^4-160*b^4*c*r^3*x^4-38*b^4*g^3*p*x^4-38*b^4*g^3*q*x^4-114*b^4*g^3* r*x^4-160*b^4*g^2*p^2*x^4-244*b^4*g^2*p*q*x^4-576*b^4*g^2*p*r*x^4-84*b^4*g^2*q^ 2*x^4-348*b^4*g^2*q*r*x^4-192*b^4*g^2*r^2*x^4-176*b^4*g*p^3*x^4-452*b^4*g*p^2*q *x^4-816*b^4*g*p^2*r*x^4-314*b^4*g*p*q^2*x^4-1212*b^4*g*p*q*r*x^4-600*b^4*g*p*r ^2*x^4-38*b^4*g*q^3*x^4-210*b^4*g*q^2*r*x^4-216*b^4*g*q*r^2*x^4-40*b^4*g*r^3*x^ 4-56*b^4*p^4*x^4-216*b^4*p^3*q*x^4-324*b^4*p^3*r*x^4-264*b^4*p^2*q^2*x^4-864*b^ 4*p^2*q*r*x^4-360*b^4*p^2*r^2*x^4-104*b^4*p*q^3*x^4-540*b^4*p*q^2*r*x^4-504*b^4 *p*q*r^2*x^4-80*b^4*p*r^3*x^4-3808*b^3*c^5*x^4-5680*b^3*c^4*g*x^4-7840*b^3*c^4* p*x^4-6880*b^3*c^4*q*x^4-11280*b^3*c^4*r*x^4-3024*b^3*c^3*g^2*x^4-9616*b^3*c^3* g*p*x^4-8272*b^3*c^3*g*q*x^4-14376*b^3*c^3*g*r*x^4-6296*b^3*c^3*p^2*x^4-11648*b ^3*c^3*p*q*x^4-18048*b^3*c^3*p*r*x^4-4568*b^3*c^3*q^2*x^4-14976*b^3*c^3*q*r*x^4 -6624*b^3*c^3*r^2*x^4-668*b^3*c^2*g^3*x^4-3996*b^3*c^2*g^2*p*x^4-3364*b^3*c^2*g ^2*q*x^4-6444*b^3*c^2*g^2*r*x^4-5956*b^3*c^2*g*p^2*x^4-10808*b^3*c^2*g*p*q*x^4-\ 17748*b^3*c^2*g*p*r*x^4-4080*b^3*c^2*g*q^2*x^4-14172*b^3*c^2*g*q*r*x^4-6528*b^3 *c^2*g*r^2*x^4-2448*b^3*c^2*p^3*x^4-7208*b^3*c^2*p^2*q*x^4-10464*b^3*c^2*p^2*r* x^4-6076*b^3*c^2*p*q^2*x^4-18936*b^3*c^2*p*q*r*x^4-7704*b^3*c^2*p*r^2*x^4-1316* b^3*c^2*q^3*x^4-6420*b^3*c^2*q^2*r*x^4-5688*b^3*c^2*q*r^2*x^4-880*b^3*c^2*r^3*x ^4-50*b^3*c*g^4*x^4-624*b^3*c*g^3*p*x^4-524*b^3*c*g^3*q*x^4-1188*b^3*c*g^3*r*x^ 4-1722*b^3*c*g^2*p^2*x^4-3028*b^3*c*g^2*p*q*x^4-5496*b^3*c*g^2*p*r*x^4-1116*b^3 *c*g^2*q^2*x^4-4176*b^3*c*g^2*q*r*x^4-2004*b^3*c*g^2*r^2*x^4-1588*b^3*c*g*p^3*x ^4-4596*b^3*c*g*p^2*q*x^4-7044*b^3*c*g*p^2*r*x^4-3740*b^3*c*g*p*q^2*x^4-12420*b ^3*c*g*p*q*r*x^4-5280*b^3*c*g*p*r^2*x^4-732*b^3*c*g*q^3*x^4-3780*b^3*c*g*q^2*r* x^4-3528*b^3*c*g*q*r^2*x^4-560*b^3*c*g*r^3*x^4-456*b^3*c*p^4*x^4-1920*b^3*c*p^3 *q*x^4-2574*b^3*c*p^3*r*x^4-2610*b^3*c*p^2*q^2*x^4-7686*b^3*c*p^2*q*r*x^4-2844* b^3*c*p^2*r^2*x^4-1284*b^3*c*p*q^3*x^4-5994*b^3*c*p*q^2*r*x^4-4968*b^3*c*p*q*r^ 2*x^4-680*b^3*c*p*r^3*x^4-138*b^3*c*q^4*x^4-882*b^3*c*q^3*r*x^4-1152*b^3*c*q^2* r^2*x^4-360*b^3*c*q*r^3*x^4-25*b^3*g^4*p*x^4-25*b^3*g^4*q*x^4-75*b^3*g^4*r*x^4-\ 145*b^3*g^3*p^2*x^4-240*b^3*g^3*p*q*x^4-528*b^3*g^3*p*r*x^4-95*b^3*g^3*q^2*x^4-\ 378*b^3*g^3*q*r*x^4-186*b^3*g^3*r^2*x^4-240*b^3*g^2*p^3*x^4-670*b^3*g^2*p^2*q*x ^4-1128*b^3*g^2*p^2*r*x^4-525*b^3*g^2*p*q^2*x^4-1920*b^3*g^2*p*q*r*x^4-864*b^3* g^2*p*r^2*x^4-95*b^3*g^2*q^3*x^4-507*b^3*g^2*q^2*r*x^4-492*b^3*g^2*q*r^2*x^4-80 *b^3*g^2*r^3*x^4-152*b^3*g*p^4*x^4-632*b^3*g*p^3*q*x^4-888*b^3*g*p^3*r*x^4-833* b^3*g*p^2*q^2*x^4-2616*b^3*g*p^2*q*r*x^4-1008*b^3*g*p^2*r^2*x^4-378*b^3*g*p*q^3 *x^4-1896*b^3*g*p*q^2*r*x^4-1680*b^3*g*p*q*r^2*x^4-240*b^3*g*p*r^3*x^4-25*b^3*g *q^4*x^4-168*b^3*g*q^3*r*x^4-234*b^3*g*q^2*r^2*x^4-80*b^3*g*q*r^3*x^4-32*b^3*p^ 5*x^4-184*b^3*p^4*q*x^4-222*b^3*p^4*r*x^4-360*b^3*p^3*q^2*x^4-990*b^3*p^3*q*r*x ^4-324*b^3*p^3*r^2*x^4-296*b^3*p^2*q^3*x^4-1314*b^3*p^2*q^2*r*x^4-1008*b^3*p^2* q*r^2*x^4-120*b^3*p^2*r^3*x^4-88*b^3*p*q^4*x^4-546*b^3*p*q^3*r*x^4-684*b^3*p*q^ 2*r^2*x^4-200*b^3*p*q*r^3*x^4-4256*b^2*c^6*x^4-8032*b^2*c^5*g*x^4-10272*b^2*c^5 *p*x^4-9504*b^2*c^5*q*x^4-14592*b^2*c^5*r*x^4-5792*b^2*c^4*g^2*x^4-16472*b^2*c^ 4*g*p*x^4-15112*b^2*c^4*g*q*x^4-23784*b^2*c^4*g*r*x^4-10016*b^2*c^4*p^2*x^4-\ 19584*b^2*c^4*p*q*x^4-28416*b^2*c^4*p*r*x^4-8296*b^2*c^4*q^2*x^4-25536*b^2*c^4* q*r*x^4-10512*b^2*c^4*r^2*x^4-1960*b^2*c^3*g^3*x^4-9772*b^2*c^3*g^2*p*x^4-8860* b^2*c^3*g^2*q*x^4-14580*b^2*c^3*g^2*r*x^4-13084*b^2*c^3*g*p^2*x^4-25488*b^2*c^3 *g*p*q*x^4-37872*b^2*c^3*g*p*r*x^4-10564*b^2*c^3*g*q^2*x^4-33552*b^2*c^3*g*q*r* x^4-14040*b^2*c^3*g*r^2*x^4-5012*b^2*c^3*p^3*x^4-15652*b^2*c^3*p^2*q*x^4-21228* b^2*c^3*p^2*r*x^4-14164*b^2*c^3*p*q^2*x^4-41424*b^2*c^3*p*q*r*x^4-15696*b^2*c^3 *p*r^2*x^4-3524*b^2*c^3*q^3*x^4-16188*b^2*c^3*q^2*r*x^4-13392*b^2*c^3*q*r^2*x^4 -1920*b^2*c^3*r^3*x^4-302*b^2*c^2*g^4*x^4-2586*b^2*c^2*g^3*p*x^4-2310*b^2*c^2*g ^3*q*x^4-4134*b^2*c^2*g^3*r*x^4-5980*b^2*c^2*g^2*p^2*x^4-11544*b^2*c^2*g^2*p*q* x^4-17916*b^2*c^2*g^2*p*r*x^4-4674*b^2*c^2*g^2*q^2*x^4-15528*b^2*c^2*g^2*q*r*x^ 4-6588*b^2*c^2*g^2*r^2*x^4-4988*b^2*c^2*g*p^3*x^4-15620*b^2*c^2*g*p^2*q*x^4-\ 21606*b^2*c^2*g*p^2*r*x^4-13918*b^2*c^2*g*p*q^2*x^4-42084*b^2*c^2*g*p*q*r*x^4-\ 16200*b^2*c^2*g*p*r^2*x^4-3286*b^2*c^2*g*q^3*x^4-15672*b^2*c^2*g*q^2*r*x^4-\ 13392*b^2*c^2*g*q*r^2*x^4-1920*b^2*c^2*g*r^3*x^4-1342*b^2*c^2*p^4*x^4-6028*b^2* c^2*p^3*q*x^4-7506*b^2*c^2*p^3*r*x^4-8754*b^2*c^2*p^2*q^2*x^4-24138*b^2*c^2*p^2 *q*r*x^4-8280*b^2*c^2*p^2*r^2*x^4-4792*b^2*c^2*p*q^3*x^4-21006*b^2*c^2*p*q^2*r* x^4-16200*b^2*c^2*p*q*r^2*x^4-2040*b^2*c^2*p*r^3*x^4-724*b^2*c^2*q^4*x^4-4374*b ^2*c^2*q^3*r*x^4-5364*b^2*c^2*q^2*r^2*x^4-1560*b^2*c^2*q*r^3*x^4-16*b^2*c*g^5*x ^4-283*b^2*c*g^4*p*x^4-251*b^2*c*g^4*q*x^4-531*b^2*c*g^4*r*x^4-1103*b^2*c*g^3*p ^2*x^4-2080*b^2*c*g^3*p*q*x^4-3516*b^2*c*g^3*p*r*x^4-833*b^2*c*g^3*q^2*x^4-2946 *b^2*c*g^3*q*r*x^4-1254*b^2*c*g^3*r^2*x^4-1557*b^2*c*g^2*p^3*x^4-4857*b^2*c*g^2 *p^2*q*x^4-6969*b^2*c*g^2*p^2*r*x^4-4246*b^2*c*g^2*p*q^2*x^4-13512*b^2*c*g^2*p* q*r*x^4-5292*b^2*c*g^2*p*r^2*x^4-946*b^2*c*g^2*q^3*x^4-4710*b^2*c*g^2*q^2*r*x^4 -4152*b^2*c*g^2*q*r^2*x^4-580*b^2*c*g^2*r^3*x^4-900*b^2*c*g*p^4*x^4-4096*b^2*c* g*p^3*q*x^4-5157*b^2*c*g*p^3*r*x^4-5897*b^2*c*g*p^2*q^2*x^4-16803*b^2*c*g*p^2*q *r*x^4-5814*b^2*c*g*p^2*r^2*x^4-3106*b^2*c*g*p*q^3*x^4-14205*b^2*c*g*p*q^2*r*x^ 4-11376*b^2*c*g*p*q*r^2*x^4-1440*b^2*c*g*p*r^3*x^4-405*b^2*c*g*q^4*x^4-2559*b^2 *c*g*q^3*r*x^4-3288*b^2*c*g*q^2*r^2*x^4-1000*b^2*c*g*q*r^3*x^4-179*b^2*c*p^5*x^ 4-1109*b^2*c*p^4*q*x^4-1230*b^2*c*p^4*r*x^4-2310*b^2*c*p^3*q^2*x^4-5928*b^2*c*p ^3*q*r*x^4-1782*b^2*c*p^3*r^2*x^4-2066*b^2*c*p^2*q^3*x^4-8586*b^2*c*p^2*q^2*r*x ^4-6102*b^2*c*p^2*q*r^2*x^4-660*b^2*c*p^2*r^3*x^4-743*b^2*c*p*q^4*x^4-4308*b^2* c*p*q^3*r*x^4-4986*b^2*c*p*q^2*r^2*x^4-1320*b^2*c*p*q*r^3*x^4-57*b^2*c*q^5*x^4-\ 420*b^2*c*q^4*r*x^4-666*b^2*c*q^3*r^2*x^4-280*b^2*c*q^2*r^3*x^4-8*b^2*g^5*p*x^4 -8*b^2*g^5*q*x^4-24*b^2*g^5*r*x^4-66*b^2*g^4*p^2*x^4-116*b^2*g^4*p*q*x^4-237*b^ 2*g^4*p*r*x^4-50*b^2*g^4*q^2*x^4-189*b^2*g^4*q*r*x^4-78*b^2*g^4*r^2*x^4-150*b^2 *g^3*p^3*x^4-456*b^2*g^3*p^2*q*x^4-705*b^2*g^3*p^2*r*x^4-390*b^2*g^3*p*q^2*x^4-\ 1350*b^2*g^3*p*q*r*x^4-540*b^2*g^3*p*r^2*x^4-84*b^2*g^3*q^3*x^4-429*b^2*g^3*q^2 *r*x^4-384*b^2*g^3*q*r^2*x^4-50*b^2*g^3*r^3*x^4-143*b^2*g^2*p^4*x^4-655*b^2*g^2 *p^3*q*x^4-843*b^2*g^2*p^3*r*x^4-931*b^2*g^2*p^2*q^2*x^4-2790*b^2*g^2*p^2*q*r*x ^4-972*b^2*g^2*p^2*r^2*x^4-469*b^2*g^2*p*q^3*x^4-2274*b^2*g^2*p*q^2*r*x^4-1908* b^2*g^2*p*q*r^2*x^4-240*b^2*g^2*p*r^3*x^4-50*b^2*g^2*q^4*x^4-327*b^2*g^2*q^3*r* x^4-438*b^2*g^2*q^2*r^2*x^4-140*b^2*g^2*q*r^3*x^4-60*b^2*g*p^5*x^4-384*b^2*g*p^ 4*q*x^4-423*b^2*g*p^4*r*x^4-800*b^2*g*p^3*q^2*x^4-2115*b^2*g*p^3*q*r*x^4-630*b^ 2*g*p^3*r^2*x^4-696*b^2*g*p^2*q^3*x^4-3024*b^2*g*p^2*q^2*r*x^4-2232*b^2*g*p^2*q *r^2*x^4-240*b^2*g*p^2*r^3*x^4-228*b^2*g*p*q^4*x^4-1395*b^2*g*p*q^3*r*x^4-1710* b^2*g*p*q^2*r^2*x^4-480*b^2*g*p*q*r^3*x^4-8*b^2*g*q^5*x^4-63*b^2*g*q^4*r*x^4-\ 108*b^2*g*q^3*r^2*x^4-50*b^2*g*q^2*r^3*x^4-9*b^2*p^6*x^4-77*b^2*p^5*q*x^4-72*b^ 2*p^5*r*x^4-218*b^2*p^4*q^2*x^4-510*b^2*p^4*q*r*x^4-126*b^2*p^4*r^2*x^4-282*b^2 *p^3*q^3*x^4-1098*b^2*p^3*q^2*r*x^4-702*b^2*p^3*q*r^2*x^4-60*b^2*p^3*r^3*x^4-\ 173*b^2*p^2*q^4*x^4-954*b^2*p^2*q^3*r*x^4-1026*b^2*p^2*q^2*r^2*x^4-240*b^2*p^2* q*r^3*x^4-41*b^2*p*q^5*x^4-294*b^2*p*q^4*r*x^4-450*b^2*p*q^3*r^2*x^4-180*b^2*p* q^2*r^3*x^4-2560*b*c^7*x^4-5856*b*c^6*g*x^4-7072*b*c^6*p*x^4-6816*b*c^6*q*x^4-\ 10080*b*c^6*r*x^4-5344*b*c^5*g^2*x^4-14064*b*c^5*g*p*x^4-13520*b*c^5*g*q*x^4-\ 20064*b*c^5*g*r*x^4-8072*b*c^5*p^2*x^4-16512*b*c^5*p*q*x^4-23040*b*c^5*p*r*x^4-\ 7384*b*c^5*q^2*x^4-21888*b*c^5*q*r*x^4-8640*b*c^5*r^2*x^4-2448*b*c^4*g^3*x^4-\ 10912*b*c^4*g^2*p*x^4-10448*b*c^4*g^2*q*x^4-15672*b*c^4*g^2*r*x^4-13528*b*c^4*g *p^2*x^4-27792*b*c^4*g*p*q*x^4-38880*b*c^4*g*p*r*x^4-12272*b*c^4*g*q^2*x^4-\ 36816*b*c^4*g*q*r*x^4-14496*b*c^4*g*r^2*x^4-4892*b*c^4*p^3*x^4-16092*b*c^4*p^2* q*x^4-20880*b*c^4*p^2*r*x^4-15348*b*c^4*p*q^2*x^4-43200*b*c^4*p*q*r*x^4-15696*b *c^4*p*r^2*x^4-4148*b*c^4*q^3*x^4-18360*b*c^4*q^2*r*x^4-14544*b*c^4*q*r^2*x^4-\ 2000*b*c^4*r^3*x^4-576*b*c^3*g^4*x^4-4120*b*c^3*g^3*p*x^4-3920*b*c^3*g^3*q*x^4-\ 6036*b*c^3*g^3*r*x^4-8534*b*c^3*g^2*p^2*x^4-17600*b*c^3*g^2*p*q*x^4-24852*b*c^3 *g^2*p*r*x^4-7650*b*c^3*g^2*q^2*x^4-23388*b*c^3*g^2*q*r*x^4-9120*b*c^3*g^2*r^2* x^4-6600*b*c^3*g*p^3*x^4-22012*b*c^3*g*p^2*q*x^4-28506*b*c^3*g*p^2*r*x^4-20888* b*c^3*g*p*q^2*x^4-59568*b*c^3*g*p*q*r*x^4-21552*b*c^3*g*p*r^2*x^4-5476*b*c^3*g* q^3*x^4-24726*b*c^3*g*q^2*r*x^4-19872*b*c^3*g*q*r^2*x^4-2680*b*c^3*g*r^3*x^4-\ 1678*b*c^3*p^4*x^4-8028*b*c^3*p^3*q*x^4-9468*b*c^3*p^3*r*x^4-12288*b*c^3*p^2*q^ 2*x^4-32508*b*c^3*p^2*q*r*x^4-10620*b*c^3*p^2*r^2*x^4-7204*b*c^3*p*q^3*x^4-\ 30420*b*c^3*p*q^2*r*x^4-22464*b*c^3*p*q*r^2*x^4-2720*b*c^3*p*r^3*x^4-1266*b*c^3 *q^4*x^4-7380*b*c^3*q^3*r*x^4-8676*b*c^3*q^2*r^2*x^4-2400*b*c^3*q*r^3*x^4-62*b* c^2*g^5*x^4-762*b*c^2*g^4*p*x^4-718*b*c^2*g^4*q*x^4-1176*b*c^2*g^4*r*x^4-2480*b *c^2*g^3*p^2*x^4-5116*b*c^2*g^3*p*q*x^4-7404*b*c^2*g^3*p*r*x^4-2186*b*c^2*g^3*q ^2*x^4-6888*b*c^2*g^3*q*r*x^4-2616*b*c^2*g^3*r^2*x^4-3153*b*c^2*g^2*p^3*x^4-\ 10675*b*c^2*g^2*p^2*q*x^4-13851*b*c^2*g^2*p^2*r*x^4-10061*b*c^2*g^2*p*q^2*x^4-\ 29316*b*c^2*g^2*p*q*r*x^4-10500*b*c^2*g^2*p*r^2*x^4-2539*b*c^2*g^2*q^3*x^4-\ 11757*b*c^2*g^2*q^2*r*x^4-9564*b*c^2*g^2*q*r^2*x^4-1220*b*c^2*g^2*r^3*x^4-1692* b*c^2*g*p^4*x^4-8340*b*c^2*g*p^3*q*x^4-9705*b*c^2*g*p^3*r*x^4-12810*b*c^2*g*p^2 *q^2*x^4-34293*b*c^2*g*p^2*q*r*x^4-11046*b*c^2*g*p^2*r^2*x^4-7368*b*c^2*g*p*q^3 *x^4-31821*b*c^2*g*p*q^2*r*x^4-23904*b*c^2*g*p*q*r^2*x^4-2840*b*c^2*g*p*r^3*x^4 -1206*b*c^2*g*q^4*x^4-7233*b*c^2*g*q^3*r*x^4-8754*b*c^2*g*q^2*r^2*x^4-2480*b*c^ 2*g*q*r^3*x^4-319*b*c^2*p^5*x^4-2145*b*c^2*p^4*q*x^4-2214*b*c^2*p^4*r*x^4-4718* b*c^2*p^3*q^2*x^4-11556*b*c^2*p^3*q*r*x^4-3258*b*c^2*p^3*r^2*x^4-4474*b*c^2*p^2 *q^3*x^4-17874*b*c^2*p^2*q^2*r*x^4-12114*b*c^2*p^2*q*r^2*x^4-1240*b*c^2*p^2*r^3 *x^4-1779*b*c^2*p*q^4*x^4-9936*b*c^2*p*q^3*r*x^4-10998*b*c^2*p*q^2*r^2*x^4-2760 *b*c^2*p*q*r^3*x^4-197*b*c^2*q^5*x^4-1404*b*c^2*q^4*r*x^4-2142*b*c^2*q^3*r^2*x^ 4-860*b*c^2*q^2*r^3*x^4-2*b*c*g^6*x^4-59*b*c*g^5*p*x^4-55*b*c*g^5*q*x^4-105*b*c *g^5*r*x^4-321*b*c*g^4*p^2*x^4-652*b*c*g^4*p*q*x^4-1005*b*c*g^4*p*r*x^4-277*b*c *g^4*q^2*x^4-915*b*c*g^4*q*r*x^4-324*b*c*g^4*r^2*x^4-622*b*c*g^3*p^3*x^4-2130*b *c*g^3*p^2*q*x^4-2799*b*c*g^3*p^2*r*x^4-1989*b*c*g^3*p*q^2*x^4-6018*b*c*g^3*p*q *r*x^4-2112*b*c*g^3*p*r^2*x^4-481*b*c*g^3*q^3*x^4-2292*b*c*g^3*q^2*r*x^4-1872*b *c*g^3*q*r^2*x^4-210*b*c*g^3*r^3*x^4-537*b*c*g^2*p^4*x^4-2741*b*c*g^2*p^3*q*x^4 -3138*b*c*g^2*p^3*r*x^4-4224*b*c*g^2*p^2*q^2*x^4-11529*b*c*g^2*p^2*q*r*x^4-3618 *b*c*g^2*p^2*r^2*x^4-2373*b*c*g^2*p*q^3*x^4-10575*b*c*g^2*p*q^2*r*x^4-8100*b*c* g^2*p*q*r^2*x^4-920*b*c*g^2*p*r^3*x^4-353*b*c*g^2*q^4*x^4-2184*b*c*g^2*q^3*r*x^ 4-2718*b*c*g^2*q^2*r^2*x^4-780*b*c*g^2*q*r^3*x^4-209*b*c*g*p^5*x^4-1496*b*c*g*p ^4*q*x^4-1482*b*c*g*p^4*r*x^4-3342*b*c*g*p^3*q^2*x^4-8244*b*c*g*p^3*q*r*x^4-\ 2232*b*c*g*p^3*r^2*x^4-3140*b*c*g*p^2*q^3*x^4-12843*b*c*g*p^2*q^2*r*x^4-8838*b* c*g*p^2*q*r^2*x^4-870*b*c*g*p^2*r^3*x^4-1193*b*c*g*p*q^4*x^4-6882*b*c*g*p*q^3*r *x^4-7884*b*c*g*p*q^2*r^2*x^4-2040*b*c*g*p*q*r^3*x^4-108*b*c*g*q^5*x^4-801*b*c* g*q^4*r*x^4-1278*b*c*g*q^3*r^2*x^4-540*b*c*g*q^2*r^3*x^4-30*b*c*p^6*x^4-288*b*c *p^5*q*x^4-243*b*c*p^5*r*x^4-864*b*c*p^4*q^2*x^4-1917*b*c*p^4*q*r*x^4-432*b*c*p ^4*r^2*x^4-1176*b*c*p^3*q^3*x^4-4392*b*c*p^3*q^2*r*x^4-2664*b*c*p^3*q*r^2*x^4-\ 210*b*c*p^3*r^3*x^4-774*b*c*p^2*q^4*x^4-4104*b*c*p^2*q^3*r*x^4-4212*b*c*p^2*q^2 *r^2*x^4-930*b*c*p^2*q*r^3*x^4-216*b*c*p*q^5*x^4-1485*b*c*p*q^4*r*x^4-2160*b*c* p*q^3*r^2*x^4-810*b*c*p*q^2*r^3*x^4-12*b*c*q^6*x^4-99*b*c*q^5*r*x^4-180*b*c*q^4 *r^2*x^4-90*b*c*q^3*r^3*x^4-b*g^6*p*x^4-b*g^6*q*x^4-3*b*g^6*r*x^4-14*b*g^5*p^2* x^4-26*b*g^5*p*q*x^4-48*b*g^5*p*r*x^4-12*b*g^5*q^2*x^4-42*b*g^5*q*r*x^4-12*b*g^ 5*r^2*x^4-42*b*g^4*p^3*x^4-142*b*g^4*p^2*q*x^4-195*b*g^4*p^2*r*x^4-131*b*g^4*p* q^2*x^4-426*b*g^4*p*q*r*x^4-144*b*g^4*p*r^2*x^4-31*b*g^4*q^3*x^4-150*b*g^4*q^2* r*x^4-120*b*g^4*q*r^2*x^4-10*b*g^4*r^3*x^4-53*b*g^3*p^4*x^4-280*b*g^3*p^3*q*x^4 -315*b*g^3*p^3*r*x^4-432*b*g^3*p^2*q^2*x^4-1221*b*g^3*p^2*q*r*x^4-366*b*g^3*p^2 *r^2*x^4-236*b*g^3*p*q^3*x^4-1101*b*g^3*p*q^2*r*x^4-864*b*g^3*p*q*r^2*x^4-90*b* g^3*p*r^3*x^4-31*b*g^3*q^4*x^4-195*b*g^3*q^3*r*x^4-246*b*g^3*q^2*r^2*x^4-70*b*g ^3*q*r^3*x^4-32*b*g^2*p^5*x^4-248*b*g^2*p^4*q*x^4-231*b*g^2*p^4*r*x^4-564*b*g^2 *p^3*q^2*x^4-1407*b*g^2*p^3*q*r*x^4-354*b*g^2*p^3*r^2*x^4-524*b*g^2*p^2*q^3*x^4 -2214*b*g^2*p^2*q^2*r*x^4-1548*b*g^2*p^2*q*r^2*x^4-140*b*g^2*p^2*r^3*x^4-188*b* g^2*p*q^4*x^4-1131*b*g^2*p*q^3*r*x^4-1350*b*g^2*p*q^2*r^2*x^4-360*b*g^2*p*q*r^3 *x^4-12*b*g^2*q^5*x^4-93*b*g^2*q^4*r*x^4-156*b*g^2*q^3*r^2*x^4-70*b*g^2*q^2*r^3 *x^4-9*b*g*p^6*x^4-100*b*g*p^5*q*x^4-75*b*g*p^5*r*x^4-311*b*g*p^4*q^2*x^4-687*b *g*p^4*q*r*x^4-138*b*g*p^4*r^2*x^4-424*b*g*p^3*q^3*x^4-1620*b*g*p^3*q^2*r*x^4-\ 990*b*g*p^3*q*r^2*x^4-70*b*g*p^3*r^3*x^4-271*b*g*p^2*q^4*x^4-1488*b*g*p^2*q^3*r *x^4-1584*b*g*p^2*q^2*r^2*x^4-360*b*g*p^2*q*r^3*x^4-68*b*g*p*q^5*x^4-489*b*g*p* q^4*r*x^4-750*b*g*p*q^3*r^2*x^4-300*b*g*p*q^2*r^3*x^4-b*g*q^6*x^4-9*b*g*q^5*r*x ^4-18*b*g*q^4*r^2*x^4-10*b*g*q^3*r^3*x^4-b*p^7*x^4-15*b*p^6*q*x^4-9*b*p^6*r*x^4 -60*b*p^5*q^2*x^4-117*b*p^5*q*r*x^4-18*b*p^5*r^2*x^4-110*b*p^4*q^3*x^4-378*b*p^ 4*q^2*r*x^4-198*b*p^4*q*r^2*x^4-10*b*p^4*r^3*x^4-105*b*p^3*q^4*x^4-522*b*p^3*q^ 3*r*x^4-486*b*p^3*q^2*r^2*x^4-90*b*p^3*q*r^3*x^4-51*b*p^2*q^5*x^4-333*b*p^2*q^4 *r*x^4-450*b*p^2*q^3*r^2*x^4-150*b*p^2*q^2*r^3*x^4-10*b*p*q^6*x^4-81*b*p*q^5*r* x^4-144*b*p*q^4*r^2*x^4-70*b*p*q^3*r^3*x^4-640*c^8*x^4-1728*c^7*g*x^4-1984*c^7* p*x^4-1984*c^7*q*x^4-2880*c^7*r*x^4-1920*c^6*g^2*x^4-4736*c^6*g*p*x^4-4736*c^6* g*q*x^4-6816*c^6*g*r*x^4-2576*c^6*p^2*x^4-5504*c^6*p*q*x^4-7488*c^6*p*r*x^4-\ 2576*c^6*q^2*x^4-7488*c^6*q*r*x^4-2880*c^6*r^2*x^4-1120*c^5*g^3*x^4-4576*c^5*g^ 2*p*x^4-4576*c^5*g^2*q*x^4-6528*c^5*g^2*r*x^4-5304*c^5*g*p^2*x^4-11424*c^5*g*p* q*x^4-15408*c^5*g*p*r*x^4-5304*c^5*g*q^2*x^4-15408*c^5*g*q*r*x^4-5856*c^5*g*r^2 *x^4-1808*c^5*p^3*x^4-6288*c^5*p^2*q*x^4-7848*c^5*p^2*r*x^4-6288*c^5*p*q^2*x^4-\ 17280*c^5*p*q*r*x^4-6048*c^5*p*r^2*x^4-1808*c^5*q^3*x^4-7848*c^5*q^2*r*x^4-6048 *c^5*q*r^2*x^4-800*c^5*r^3*x^4-360*c^4*g^4*x^4-2272*c^4*g^3*p*x^4-2272*c^4*g^3* q*x^4-3216*c^4*g^3*r*x^4-4308*c^4*g^2*p^2*x^4-9376*c^4*g^2*p*q*x^4-12528*c^4*g^ 2*p*r*x^4-4308*c^4*g^2*q^2*x^4-12528*c^4*g^2*q*r*x^4-4656*c^4*g^2*r^2*x^4-3100* c^4*g*p^3*x^4-10996*c^4*g*p^2*q*x^4-13548*c^4*g*p^2*r*x^4-10996*c^4*g*p*q^2*x^4 -30240*c^4*g*p*q*r*x^4-10464*c^4*g*p*r^2*x^4-3100*c^4*g*q^3*x^4-13548*c^4*g*q^2 *r*x^4-10464*c^4*g*q*r^2*x^4-1360*c^4*g*r^3*x^4-736*c^4*p^4*x^4-3808*c^4*p^3*q* x^4-4212*c^4*p^3*r*x^4-6144*c^4*p^2*q^2*x^4-15732*c^4*p^2*q*r*x^4-4824*c^4*p^2* r^2*x^4-3808*c^4*p*q^3*x^4-15732*c^4*p*q^2*r*x^4-11232*c^4*p*q*r^2*x^4-1280*c^4 *p*r^3*x^4-736*c^4*q^4*x^4-4212*c^4*q^3*r*x^4-4824*c^4*q^2*r^2*x^4-1280*c^4*q*r ^3*x^4-60*c^3*g^5*x^4-604*c^3*g^4*p*x^4-604*c^3*g^4*q*x^4-852*c^3*g^4*r*x^4-\ 1734*c^3*g^3*p^2*x^4-3824*c^3*g^3*p*q*x^4-5064*c^3*g^3*p*r*x^4-1734*c^3*g^3*q^2 *x^4-5064*c^3*g^3*q*r*x^4-1800*c^3*g^3*r^2*x^4-2012*c^3*g^2*p^3*x^4-7324*c^3*g^ 2*p^2*q*x^4-8874*c^3*g^2*p^2*r*x^4-7324*c^3*g^2*p*q^2*x^4-20208*c^3*g^2*p*q*r*x ^4-6840*c^3*g^2*p*r^2*x^4-2012*c^3*g^2*q^3*x^4-8874*c^3*g^2*q^2*r*x^4-6840*c^3* g^2*q*r^2*x^4-840*c^3*g^2*r^3*x^4-994*c^3*g*p^4*x^4-5360*c^3*g*p^3*q*x^4-5772*c ^3*g*p^3*r*x^4-8732*c^3*g*p^2*q^2*x^4-22344*c^3*g*p^2*q*r*x^4-6708*c^3*g*p^2*r^ 2*x^4-5360*c^3*g*p*q^3*x^4-22344*c^3*g*p*q^2*r*x^4-16032*c^3*g*p*q*r^2*x^4-1800 *c^3*g*p*r^3*x^4-994*c^3*g*q^4*x^4-5772*c^3*g*q^3*r*x^4-6708*c^3*g*q^2*r^2*x^4-\ 1800*c^3*g*q*r^3*x^4-172*c^3*p^5*x^4-1308*c^3*p^4*q*x^4-1206*c^3*p^4*r*x^4-3064 *c^3*p^3*q^2*x^4-7164*c^3*p^3*q*r*x^4-1800*c^3*p^3*r^2*x^4-3064*c^3*p^2*q^3*x^4 -11916*c^3*p^2*q^2*r*x^4-7704*c^3*p^2*q*r^2*x^4-700*c^3*p^2*r^3*x^4-1308*c^3*p* q^4*x^4-7164*c^3*p*q^3*r*x^4-7704*c^3*p*q^2*r^2*x^4-1840*c^3*p*q*r^3*x^4-172*c^ 3*q^5*x^4-1206*c^3*q^4*r*x^4-1800*c^3*q^3*r^2*x^4-700*c^3*q^2*r^3*x^4-4*c^2*g^6 *x^4-80*c^2*g^5*p*x^4-80*c^2*g^5*q*x^4-114*c^2*g^5*r*x^4-354*c^2*g^4*p^2*x^4-\ 792*c^2*g^4*p*q*x^4-1044*c^2*g^4*p*r*x^4-354*c^2*g^4*q^2*x^4-1044*c^2*g^4*q*r*x ^4-336*c^2*g^4*r^2*x^4-607*c^2*g^3*p^3*x^4-2285*c^2*g^3*p^2*q*x^4-2709*c^2*g^3* p^2*r*x^4-2285*c^2*g^3*p*q^2*x^4-6360*c^2*g^3*p*q*r*x^4-2064*c^2*g^3*p*r^2*x^4-\ 607*c^2*g^3*q^3*x^4-2709*c^2*g^3*q^2*r*x^4-2064*c^2*g^3*q*r^2*x^4-220*c^2*g^3*r ^3*x^4-473*c^2*g^2*p^4*x^4-2698*c^2*g^2*p^3*q*x^4-2793*c^2*g^2*p^3*r*x^4-4450*c ^2*g^2*p^2*q^2*x^4-11397*c^2*g^2*p^2*q*r*x^4-3288*c^2*g^2*p^2*r^2*x^4-2698*c^2* g^2*p*q^3*x^4-11397*c^2*g^2*p*q^2*r*x^4-8208*c^2*g^2*p*q*r^2*x^4-880*c^2*g^2*p* r^3*x^4-473*c^2*g^2*q^4*x^4-2793*c^2*g^2*q^3*r*x^4-3288*c^2*g^2*q^2*r^2*x^4-880 *c^2*g^2*q*r^3*x^4-165*c^2*g*p^5*x^4-1377*c^2*g*p^4*q*x^4-1185*c^2*g*p^4*r*x^4-\ 3306*c^2*g*p^3*q^2*x^4-7674*c^2*g*p^3*q*r*x^4-1818*c^2*g*p^3*r^2*x^4-3306*c^2*g *p^2*q^3*x^4-12978*c^2*g*p^2*q^2*r*x^4-8406*c^2*g*p^2*q*r^2*x^4-730*c^2*g*p^2*r ^3*x^4-1377*c^2*g*p*q^4*x^4-7674*c^2*g*p*q^3*r*x^4-8406*c^2*g*p*q^2*r^2*x^4-\ 2040*c^2*g*p*q*r^3*x^4-165*c^2*g*q^5*x^4-1185*c^2*g*q^4*r*x^4-1818*c^2*g*q^3*r^ 2*x^4-730*c^2*g*q^2*r^3*x^4-21*c^2*p^6*x^4-252*c^2*p^5*q*x^4-171*c^2*p^5*r*x^4-\ 819*c^2*p^4*q^2*x^4-1701*c^2*p^4*q*r*x^4-306*c^2*p^4*r^2*x^4-1176*c^2*p^3*q^3*x ^4-4248*c^2*p^3*q^2*r*x^4-2412*c^2*p^3*q*r^2*x^4-150*c^2*p^3*r^3*x^4-819*c^2*p^ 2*q^4*x^4-4248*c^2*p^2*q^3*r*x^4-4212*c^2*p^2*q^2*r^2*x^4-870*c^2*p^2*q*r^3*x^4 -252*c^2*p*q^5*x^4-1701*c^2*p*q^4*r*x^4-2412*c^2*p*q^3*r^2*x^4-870*c^2*p*q^2*r^ 3*x^4-21*c^2*q^6*x^4-171*c^2*q^5*r*x^4-306*c^2*q^4*r^2*x^4-150*c^2*q^3*r^3*x^4-\ 4*c*g^6*p*x^4-4*c*g^6*q*x^4-6*c*g^6*r*x^4-33*c*g^5*p^2*x^4-74*c*g^5*p*q*x^4-99* c*g^5*p*r*x^4-33*c*g^5*q^2*x^4-99*c*g^5*q*r*x^4-24*c*g^5*r^2*x^4-83*c*g^4*p^3*x ^4-325*c*g^4*p^2*q*x^4-375*c*g^4*p^2*r*x^4-325*c*g^4*p*q^2*x^4-924*c*g^4*p*q*r* x^4-276*c*g^4*p*r^2*x^4-83*c*g^4*q^3*x^4-375*c*g^4*q^2*r*x^4-276*c*g^4*q*r^2*x^ 4-20*c*g^4*r^3*x^4-92*c*g^3*p^4*x^4-567*c*g^3*p^3*q*x^4-552*c*g^3*p^3*r*x^4-950 *c*g^3*p^2*q^2*x^4-2445*c*g^3*p^2*q*r*x^4-654*c*g^3*p^2*r^2*x^4-567*c*g^3*p*q^3 *x^4-2445*c*g^3*p*q^2*r*x^4-1764*c*g^3*p*q*r^2*x^4-170*c*g^3*p*r^3*x^4-92*c*g^3 *q^4*x^4-552*c*g^3*q^3*r*x^4-654*c*g^3*q^2*r^2*x^4-170*c*g^3*q*r^3*x^4-48*c*g^2 *p^5*x^4-460*c*g^2*p^4*q*x^4-354*c*g^2*p^4*r*x^4-1140*c*g^2*p^3*q^2*x^4-2622*c* g^2*p^3*q*r*x^4-558*c*g^2*p^3*r^2*x^4-1140*c*g^2*p^2*q^3*x^4-4536*c*g^2*p^2*q^2 *r*x^4-2934*c*g^2*p^2*q*r^2*x^4-230*c*g^2*p^2*r^3*x^4-460*c*g^2*p*q^4*x^4-2622* c*g^2*p*q^3*r*x^4-2934*c*g^2*p*q^2*r^2*x^4-720*c*g^2*p*q*r^3*x^4-48*c*g^2*q^5*x ^4-354*c*g^2*q^4*r*x^4-558*c*g^2*q^3*r^2*x^4-230*c*g^2*q^2*r^3*x^4-11*c*g*p^6*x ^4-173*c*g*p^5*q*x^4-93*c*g*p^5*r*x^4-593*c*g*p^4*q^2*x^4-1200*c*g*p^4*q*r*x^4-\ 174*c*g*p^4*r^2*x^4-862*c*g*p^3*q^3*x^4-3135*c*g*p^3*q^2*r*x^4-1758*c*g*p^3*q*r ^2*x^4-90*c*g*p^3*r^3*x^4-593*c*g*p^2*q^4*x^4-3135*c*g*p^2*q^3*r*x^4-3168*c*g*p ^2*q^2*r^2*x^4-660*c*g*p^2*q*r^3*x^4-173*c*g*p*q^5*x^4-1200*c*g*p*q^4*r*x^4-\ 1758*c*g*p*q^3*r^2*x^4-660*c*g*p*q^2*r^3*x^4-11*c*g*q^6*x^4-93*c*g*q^5*r*x^4-\ 174*c*g*q^4*r^2*x^4-90*c*g*q^3*r^3*x^4-c*p^7*x^4-25*c*p^6*q*x^4-9*c*p^6*r*x^4-\ 111*c*p^5*q^2*x^4-198*c*p^5*q*r*x^4-18*c*p^5*r^2*x^4-215*c*p^4*q^3*x^4-711*c*p^ 4*q^2*r*x^4-342*c*p^4*q*r^2*x^4-10*c*p^4*r^3*x^4-215*c*p^3*q^4*x^4-1044*c*p^3*q ^3*r*x^4-936*c*p^3*q^2*r^2*x^4-160*c*p^3*q*r^3*x^4-111*c*p^2*q^5*x^4-711*c*p^2* q^4*r*x^4-936*c*p^2*q^3*r^2*x^4-300*c*p^2*q^2*r^3*x^4-25*c*p*q^6*x^4-198*c*p*q^ 5*r*x^4-342*c*p*q^4*r^2*x^4-160*c*p*q^3*r^3*x^4-c*q^7*x^4-9*c*q^6*r*x^4-18*c*q^ 5*r^2*x^4-10*c*q^4*r^3*x^4-g^6*p^2*x^4-2*g^6*p*q*x^4-3*g^6*p*r*x^4-g^6*q^2*x^4-\ 3*g^6*q*r*x^4-4*g^5*p^3*x^4-16*g^5*p^2*q*x^4-18*g^5*p^2*r*x^4-16*g^5*p*q^2*x^4-\ 48*g^5*p*q*r*x^4-12*g^5*p*r^2*x^4-4*g^5*q^3*x^4-18*g^5*q^2*r*x^4-12*g^5*q*r^2*x ^4-6*g^4*p^4*x^4-41*g^4*p^3*q*x^4-36*g^4*p^3*r*x^4-70*g^4*p^2*q^2*x^4-183*g^4*p ^2*q*r*x^4-42*g^4*p^2*r^2*x^4-41*g^4*p*q^3*x^4-183*g^4*p*q^2*r*x^4-132*g^4*p*q* r^2*x^4-10*g^4*p*r^3*x^4-6*g^4*q^4*x^4-36*g^4*q^3*r*x^4-42*g^4*q^2*r^2*x^4-10*g ^4*q*r^3*x^4-4*g^3*p^5*x^4-48*g^3*p^4*q*x^4-30*g^3*p^4*r*x^4-124*g^3*p^3*q^2*x^ 4-282*g^3*p^3*q*r*x^4-48*g^3*p^3*r^2*x^4-124*g^3*p^2*q^3*x^4-504*g^3*p^2*q^2*r* x^4-324*g^3*p^2*q*r^2*x^4-20*g^3*p^2*r^3*x^4-48*g^3*p*q^4*x^4-282*g^3*p*q^3*r*x ^4-324*g^3*p*q^2*r^2*x^4-80*g^3*p*q*r^3*x^4-4*g^3*q^5*x^4-30*g^3*q^4*r*x^4-48*g ^3*q^3*r^2*x^4-20*g^3*q^2*r^3*x^4-g^2*p^6*x^4-28*g^2*p^5*q*x^4-9*g^2*p^5*r*x^4-\ 103*g^2*p^4*q^2*x^4-201*g^2*p^4*q*r*x^4-18*g^2*p^4*r^2*x^4-152*g^2*p^3*q^3*x^4-\ 558*g^2*p^3*q^2*r*x^4-306*g^2*p^3*q*r^2*x^4-10*g^2*p^3*r^3*x^4-103*g^2*p^2*q^4* x^4-558*g^2*p^2*q^3*r*x^4-576*g^2*p^2*q^2*r^2*x^4-120*g^2*p^2*q*r^3*x^4-28*g^2* p*q^5*x^4-201*g^2*p*q^4*r*x^4-306*g^2*p*q^3*r^2*x^4-120*g^2*p*q^2*r^3*x^4-g^2*q ^6*x^4-9*g^2*q^5*r*x^4-18*g^2*q^4*r^2*x^4-10*g^2*q^3*r^3*x^4-8*g*p^6*q*x^4-40*g *p^5*q^2*x^4-66*g*p^5*q*r*x^4-80*g*p^4*q^3*x^4-264*g*p^4*q^2*r*x^4-120*g*p^4*q* r^2*x^4-80*g*p^3*q^4*x^4-396*g*p^3*q^3*r*x^4-360*g*p^3*q^2*r^2*x^4-60*g*p^3*q*r ^3*x^4-40*g*p^2*q^5*x^4-264*g*p^2*q^4*r*x^4-360*g*p^2*q^3*r^2*x^4-120*g*p^2*q^2 *r^3*x^4-8*g*p*q^6*x^4-66*g*p*q^5*r*x^4-120*g*p*q^4*r^2*x^4-60*g*p*q^3*r^3*x^4- p^7*q*x^4-6*p^6*q^2*x^4-9*p^6*q*r*x^4-15*p^5*q^3*x^4-45*p^5*q^2*r*x^4-18*p^5*q* r^2*x^4-20*p^4*q^4*x^4-90*p^4*q^3*r*x^4-72*p^4*q^2*r^2*x^4-10*p^4*q*r^3*x^4-15* p^3*q^5*x^4-90*p^3*q^4*r*x^4-108*p^3*q^3*r^2*x^4-30*p^3*q^2*r^3*x^4-6*p^2*q^6*x ^4-45*p^2*q^5*r*x^4-72*p^2*q^4*r^2*x^4-30*p^2*q^3*r^3*x^4-p*q^7*x^4-9*p*q^6*r*x ^4-18*p*q^5*r^2*x^4-10*p*q^4*r^3*x^4+96*a^6*b*c*x^3+64*a^6*b*p*x^3+48*a^6*b*q*x ^3+160*a^6*b*r*x^3+208*a^6*b*x^4+192*a^6*c^2*x^3+48*a^6*c*g*x^3+128*a^6*c*p*x^3 +192*a^6*c*q*x^3+320*a^6*c*r*x^3+384*a^6*c*x^4+32*a^6*g*p*x^3+24*a^6*g*q*x^3+80 *a^6*g*r*x^3+104*a^6*g*x^4+64*a^6*p*q*x^3-16*a^6*p*x^4+48*a^6*q^2*x^3+160*a^6*q *r*x^3+192*a^6*q*x^4-48*a^6*r*x^4+416*a^5*b^2*c*x^3+272*a^5*b^2*p*x^3+192*a^5*b ^2*q*x^3+672*a^5*b^2*r*x^3+1040*a^5*b^2*x^4+1568*a^5*b*c^2*x^3+528*a^5*b*c*g*x^ 3+1424*a^5*b*c*p*x^3+1392*a^5*b*c*q*x^3+2992*a^5*b*c*r*x^3+3968*a^5*b*c*x^4+344 *a^5*b*g*p*x^3+248*a^5*b*g*q*x^3+864*a^5*b*g*r*x^3+1248*a^5*b*g*x^4+256*a^5*b*p ^2*x^3+624*a^5*b*p*q*x^3+888*a^5*b*p*r*x^3+944*a^5*b*p*x^4+304*a^5*b*q^2*x^3+ 1272*a^5*b*q*r*x^3+1776*a^5*b*q*x^4+456*a^5*b*r^2*x^3+624*a^5*b*r*x^4+1536*a^5* c^3*x^3+1040*a^5*c^2*g*x^3+1760*a^5*c^2*p*x^3+1984*a^5*c^2*q*x^3+3376*a^5*c^2*r *x^3+4048*a^5*c^2*x^4+160*a^5*c*g^2*x^3+856*a^5*c*g*p*x^3+952*a^5*c*g*q*x^3+ 1920*a^5*c*g*r*x^3+2472*a^5*c*g*x^4+480*a^5*c*p^2*x^3+1584*a^5*c*p*q*x^3+1688*a ^5*c*p*r*x^3+1688*a^5*c*p*x^4+832*a^5*c*q^2*x^3+2888*a^5*c*q*r*x^3+3560*a^5*c*q *x^4+888*a^5*c*r^2*x^3+1200*a^5*c*r*x^4+104*a^5*g^2*p*x^3+76*a^5*g^2*q*x^3+264* a^5*g^2*r*x^3+364*a^5*g^2*x^4+112*a^5*g*p^2*x^3+384*a^5*g*p*q*x^3+400*a^5*g*p*r *x^3+404*a^5*g*p*x^4+216*a^5*g*q^2*x^3+848*a^5*g*q*r*x^3+1132*a^5*g*q*x^4+216*a ^5*g*r^2*x^3+264*a^5*g*r*x^4+256*a^5*p^2*q*x^3-64*a^5*p^2*x^4+352*a^5*p*q^2*x^3 +888*a^5*p*q*r*x^3+912*a^5*p*q*x^4-264*a^5*p*r*x^4+112*a^5*q^3*x^3+600*a^5*q^2* r*x^3+768*a^5*q^2*x^4+456*a^5*q*r^2*x^3+648*a^5*q*r*x^4-144*a^5*r^2*x^4+704*a^4 *b^3*c*x^3+448*a^4*b^3*p*x^3+288*a^4*b^3*q*x^3+1088*a^4*b^3*r*x^3+2080*a^4*b^3* x^4+4096*a^4*b^2*c^2*x^3+1488*a^4*b^2*c*g*x^3+4096*a^4*b^2*c*p*x^3+3264*a^4*b^2 *c*q*x^3+7904*a^4*b^2*c*r*x^3+12416*a^4*b^2*c*x^4+952*a^4*b^2*g*p*x^3+640*a^4*b ^2*g*q*x^3+2352*a^4*b^2*g*r*x^3+4056*a^4*b^2*g*x^4+928*a^4*b^2*p^2*x^3+1632*a^4 *b^2*p*q*x^3+3120*a^4*b^2*p*r*x^3+4128*a^4*b^2*p*x^4+624*a^4*b^2*q^2*x^3+3024*a ^4*b^2*q*r*x^3+5168*a^4*b^2*q*x^4+1488*a^4*b^2*r^2*x^3+2928*a^4*b^2*r*x^4+8000* a^4*b*c^3*x^3+5760*a^4*b*c^2*g*x^3+10560*a^4*b*c^2*p*x^3+9536*a^4*b*c^2*q*x^3+ 18368*a^4*b*c^2*r*x^3+24816*a^4*b*c^2*x^4+984*a^4*b*c*g^2*x^3+5512*a^4*b*c*g*p* x^3+4816*a^4*b*c*g*q*x^3+11080*a^4*b*c*g*r*x^3+16000*a^4*b*c*g*x^4+4080*a^4*b*c *p^2*x^3+8656*a^4*b*c*p*q*x^3+13064*a^4*b*c*p*r*x^3+15112*a^4*b*c*p*x^4+3632*a^ 4*b*c*q^2*x^3+14344*a^4*b*c*q*r*x^3+20728*a^4*b*c*q*x^4+6096*a^4*b*c*r^2*x^3+ 9768*a^4*b*c*r*x^4+628*a^4*b*g^2*p*x^3+436*a^4*b*g^2*q*x^3+1584*a^4*b*g^2*r*x^3 +2496*a^4*b*g^2*x^4+1144*a^4*b*g*p^2*x^3+2296*a^4*b*g*p*q*x^3+3916*a^4*b*g*p*r* x^3+4724*a^4*b*g*p*x^4+984*a^4*b*g*q^2*x^3+4460*a^4*b*g*q*r*x^3+6908*a^4*b*g*q* x^4+1908*a^4*b*g*r^2*x^3+3192*a^4*b*g*r*x^4+416*a^4*b*p^3*x^3+1776*a^4*b*p^2*q* x^3+1828*a^4*b*p^2*r*x^3+1664*a^4*b*p^2*x^4+1712*a^4*b*p*q^2*x^3+5544*a^4*b*p*q *r*x^3+6864*a^4*b*p*q*x^4+1632*a^4*b*p*r^2*x^3+1500*a^4*b*p*r*x^4+432*a^4*b*q^3 *x^3+2660*a^4*b*q^2*r*x^3+4160*a^4*b*q^2*x^4+2460*a^4*b*q*r^2*x^3+4236*a^4*b*q* r*x^4+296*a^4*b*r^3*x^3-504*a^4*b*r^2*x^4+5184*a^4*c^4*x^3+5664*a^4*c^3*g*x^3+ 8416*a^4*c^3*p*x^3+8192*a^4*c^3*q*x^3+13920*a^4*c^3*r*x^3+16896*a^4*c^3*x^4+ 1952*a^4*c^2*g^2*x^3+7040*a^4*c^2*g*p*x^3+6976*a^4*c^2*g*q*x^3+12824*a^4*c^2*g* r*x^3+16368*a^4*c^2*g*x^4+4360*a^4*c^2*p^2*x^3+10416*a^4*c^2*p*q*x^3+13656*a^4* c^2*p*r*x^3+14480*a^4*c^2*p*x^4+4688*a^4*c^2*q^2*x^3+16344*a^4*c^2*q*r*x^3+ 20776*a^4*c^2*q*x^4+6336*a^4*c^2*r^2*x^3+9096*a^4*c^2*r*x^4+208*a^4*c*g^3*x^3+ 1756*a^4*c*g^2*p*x^3+1688*a^4*c*g^2*q*x^3+3720*a^4*c*g^2*r*x^3+5052*a^4*c*g^2*x ^4+2380*a^4*c*g*p^2*x^3+5992*a^4*c*g*p*q*x^3+7996*a^4*c*g*p*r*x^3+8792*a^4*c*g* p*x^4+2776*a^4*c*g*q^2*x^3+10372*a^4*c*g*q*r*x^3+13916*a^4*c*g*q*x^4+3900*a^4*c *g*r^2*x^3+5952*a^4*c*g*r*x^4+720*a^4*c*p^3*x^3+3932*a^4*c*p^2*q*x^3+3228*a^4*c *p^2*r*x^3+2756*a^4*c*p^2*x^4+4160*a^4*c*p*q^2*x^3+11824*a^4*c*p*q*r*x^3+13044* a^4*c*p*q*x^4+2928*a^4*c*p*r^2*x^3+2520*a^4*c*p*r*x^4+1136*a^4*c*q^3*x^3+6140*a ^4*c*q^2*r*x^3+8260*a^4*c*q^2*x^4+5148*a^4*c*q*r^2*x^3+7284*a^4*c*q*r*x^4+520*a ^4*c*r^3*x^3-864*a^4*c*r^2*x^4+132*a^4*g^3*p*x^3+94*a^4*g^3*q*x^3+340*a^4*g^3*r *x^3+494*a^4*g^3*x^4+316*a^4*g^2*p^2*x^3+752*a^4*g^2*p*q*x^3+1112*a^4*g^2*p*r*x ^3+1252*a^4*g^2*p*x^4+360*a^4*g^2*q^2*x^3+1552*a^4*g^2*q*r*x^3+2240*a^4*g^2*q*x ^4+564*a^4*g^2*r^2*x^3+864*a^4*g^2*r*x^4+152*a^4*g*p^3*x^3+1110*a^4*g*p^2*q*x^3 +700*a^4*g*p^2*r*x^3+538*a^4*g*p^2*x^4+1248*a^4*g*p*q^2*x^3+3644*a^4*g*p*q*r*x^ 3+4210*a^4*g*p*q*x^4+648*a^4*g*p*r^2*x^3+294*a^4*g*p*r*x^4+352*a^4*g*q^3*x^3+ 2020*a^4*g*q^2*r*x^3+2866*a^4*g*q^2*x^4+1692*a^4*g*q*r^2*x^3+2664*a^4*g*q*r*x^4 +112*a^4*g*r^3*x^3-348*a^4*g*r^2*x^4+416*a^4*p^3*q*x^3-104*a^4*p^3*x^4+848*a^4* p^2*q^2*x^3+1828*a^4*p^2*q*r*x^3+1672*a^4*p^2*q*x^4-540*a^4*p^2*r*x^4+528*a^4*p *q^3*x^3+2424*a^4*p*q^2*r*x^3+2824*a^4*p*q^2*x^4+1632*a^4*p*q*r^2*x^3+1740*a^4* p*q*r*x^4-504*a^4*p*r^2*x^4+96*a^4*q^4*x^3+724*a^4*q^3*r*x^3+1048*a^4*q^3*x^4+ 972*a^4*q^2*r^2*x^3+1368*a^4*q^2*r*x^4+296*a^4*q*r^3*x^3-288*a^4*q*r^2*x^4-80*a ^4*r^3*x^4+576*a^3*b^4*c*x^3+352*a^3*b^4*p*x^3+192*a^3*b^4*q*x^3+832*a^3*b^4*r* x^3+2080*a^3*b^4*x^4+4864*a^3*b^3*c^2*x^3+1792*a^3*b^3*c*g*x^3+5088*a^3*b^3*c*p *x^3+3360*a^3*b^3*c*q*x^3+9024*a^3*b^3*c*r*x^3+17664*a^3*b^3*c*x^4+1120*a^3*b^3 *g*p*x^3+672*a^3*b^3*g*q*x^3+2688*a^3*b^3*g*r*x^3+5824*a^3*b^3*g*x^4+1264*a^3*b ^3*p^2*x^3+1792*a^3*b^3*p*q*x^3+4064*a^3*b^3*p*r*x^3+6752*a^3*b^3*p*x^4+528*a^3 *b^3*q^2*x^3+3040*a^3*b^3*q*r*x^3+6752*a^3*b^3*q*x^4+1728*a^3*b^3*r^2*x^3+4512* a^3*b^3*r*x^4+14784*a^3*b^2*c^3*x^3+10864*a^3*b^2*c^2*g*x^3+21024*a^3*b^2*c^2*p *x^3+15936*a^3*b^2*c^2*q*x^3+33424*a^3*b^2*c^2*r*x^3+54208*a^3*b^2*c^2*x^4+1912 *a^3*b^2*c*g^2*x^3+11144*a^3*b^2*c*g*p*x^3+8128*a^3*b^2*c*g*q*x^3+20488*a^3*b^2 *c*g*r*x^3+35640*a^3*b^2*c*g*x^4+9264*a^3*b^2*c*p^2*x^3+15648*a^3*b^2*c*p*q*x^3 +27760*a^3*b^2*c*p*r*x^3+38768*a^3*b^2*c*p*x^4+5328*a^3*b^2*c*q^2*x^3+23680*a^3 *b^2*c*q*r*x^3+42512*a^3*b^2*c*q*x^4+11544*a^3*b^2*c*r^2*x^3+23304*a^3*b^2*c*r* x^4+1204*a^3*b^2*g^2*p*x^3+768*a^3*b^2*g^2*q*x^3+2952*a^3*b^2*g^2*r*x^3+5668*a^ 3*b^2*g^2*x^4+2664*a^3*b^2*g*p^2*x^3+4216*a^3*b^2*g*p*q*x^3+8716*a^3*b^2*g*p*r* x^3+12880*a^3*b^2*g*p*x^4+1440*a^3*b^2*g*q^2*x^3+7436*a^3*b^2*g*q*r*x^3+14336*a ^3*b^2*g*q*x^4+3804*a^3*b^2*g*r^2*x^3+8256*a^3*b^2*g*r*x^4+1232*a^3*b^2*p^3*x^3 +3600*a^3*b^2*p^2*q*x^3+5220*a^3*b^2*p^2*r*x^3+6144*a^3*b^2*p^2*x^4+2736*a^3*b^ 2*p*q^2*x^3+10416*a^3*b^2*p*q*r*x^3+16032*a^3*b^2*p*q*x^4+4308*a^3*b^2*p*r^2*x^ 3+6732*a^3*b^2*p*r*x^4+528*a^3*b^2*q^3*x^3+3852*a^3*b^2*q^2*r*x^3+7808*a^3*b^2* q^2*x^4+3936*a^3*b^2*q*r^2*x^3+8556*a^3*b^2*q*r*x^4+616*a^3*b^2*r^3*x^3-792*a^3 *b^2*r^2*x^4+19584*a^3*b*c^4*x^3+21664*a^3*b*c^3*g*x^3+34688*a^3*b*c^3*p*x^3+ 28800*a^3*b*c^3*q*x^3+52608*a^3*b*c^3*r*x^3+73536*a^3*b*c^3*x^4+7624*a^3*b*c^2* g^2*x^3+29848*a^3*b*c^2*g*p*x^3+24672*a^3*b*c^2*g*q*x^3+49248*a^3*b*c^2*g*r*x^3 +72232*a^3*b*c^2*g*x^4+21056*a^3*b*c^2*p^2*x^3+39808*a^3*b*c^2*p*q*x^3+61184*a^ 3*b*c^2*p*r*x^3+74584*a^3*b*c^2*p*x^4+15024*a^3*b*c^2*q^2*x^3+57424*a^3*b*c^2*q *r*x^3+87176*a^3*b*c^2*q*x^4+25416*a^3*b*c^2*r^2*x^3+41736*a^3*b*c^2*r*x^4+844* a^3*b*c*g^3*x^3+7576*a^3*b*c*g^2*p*x^3+6044*a^3*b*c*g^2*q*x^3+14504*a^3*b*c*g^2 *r*x^3+22724*a^3*b*c*g^2*x^4+12432*a^3*b*c*g*p^2*x^3+23488*a^3*b*c*g*p*q*x^3+ 38424*a^3*b*c*g*p*r*x^3+48668*a^3*b*c*g*p*x^4+8888*a^3*b*c*g*q^2*x^3+36864*a^3* b*c*g*q*r*x^3+58916*a^3*b*c*g*q*x^4+16548*a^3*b*c*g*r^2*x^3+28812*a^3*b*c*g*r*x ^4+4996*a^3*b*c*p^3*x^3+16988*a^3*b*c*p^2*q*x^3+20868*a^3*b*c*p^2*r*x^3+21652*a ^3*b*c*p^2*x^4+14456*a^3*b*c*p*q^2*x^3+47408*a^3*b*c*p*q*r*x^3+62424*a^3*b*c*p* q*x^4+17256*a^3*b*c*p*r^2*x^3+21468*a^3*b*c*p*r*x^4+3216*a^3*b*c*q^3*x^3+19564* a^3*b*c*q^2*r*x^3+32660*a^3*b*c*q^2*x^4+18120*a^3*b*c*q*r^2*x^3+30996*a^3*b*c*q *r*x^4+2640*a^3*b*c*r^3*x^3-3600*a^3*b*c*r^2*x^4+530*a^3*b*g^3*p*x^3+354*a^3*b* g^3*q*x^3+1336*a^3*b*g^3*r*x^3+2288*a^3*b*g^3*x^4+1712*a^3*b*g^2*p^2*x^3+3024*a ^3*b*g^2*p*q*x^3+5720*a^3*b*g^2*p*r*x^3+7592*a^3*b*g^2*p*x^4+1160*a^3*b*g^2*q^2 *x^3+5576*a^3*b*g^2*q*r*x^3+9568*a^3*b*g^2*q*x^4+2556*a^3*b*g^2*r^2*x^3+4620*a^ 3*b*g^2*r*x^4+1478*a^3*b*g*p^3*x^3+5158*a^3*b*g*p^2*q*x^3+6408*a^3*b*g*p^2*r*x^ 3+6718*a^3*b*g*p^2*x^4+4416*a^3*b*g*p*q^2*x^3+15460*a^3*b*g*p*q*r*x^3+21316*a^3 *b*g*p*q*x^4+5460*a^3*b*g*p*r^2*x^3+6894*a^3*b*g*p*r*x^4+984*a^3*b*g*q^3*x^3+ 6460*a^3*b*g*q^2*r*x^3+11374*a^3*b*g*q^2*x^4+6180*a^3*b*g*q*r^2*x^3+11634*a^3*b *g*q*r*x^4+840*a^3*b*g*r^3*x^3-1248*a^3*b*g*r^2*x^4+352*a^3*b*p^4*x^3+2196*a^3* b*p^3*q*x^3+1858*a^3*b*p^3*r*x^3+1476*a^3*b*p^3*x^4+3244*a^3*b*p^2*q^2*x^3+8934 *a^3*b*p^2*q*r*x^3+10060*a^3*b*p^2*q*x^4+2262*a^3*b*p^2*r^2*x^3+1188*a^3*b*p^2* r*x^4+1628*a^3*b*p*q^3*x^3+8582*a^3*b*p*q^2*r*x^3+12364*a^3*b*p*q^2*x^4+7044*a^ 3*b*p*q*r^2*x^3+9840*a^3*b*p*q*r*x^4+776*a^3*b*p*r^3*x^3-1800*a^3*b*p*r^2*x^4+ 228*a^3*b*q^4*x^3+2018*a^3*b*q^3*r*x^3+3780*a^3*b*q^3*x^4+2886*a^3*b*q^2*r^2*x^ 3+5004*a^3*b*q^2*r*x^4+960*a^3*b*q*r^3*x^3-1368*a^3*b*q*r^2*x^4+40*a^3*b*r^4*x^ 3-680*a^3*b*r^3*x^4+9472*a^3*c^5*x^3+14176*a^3*c^4*g*x^3+19904*a^3*c^4*p*x^3+ 17664*a^3*c^4*q*x^3+29744*a^3*c^4*r*x^3+37200*a^3*c^4*x^4+7600*a^3*c^3*g^2*x^3+ 24176*a^3*c^3*g*p*x^3+21664*a^3*c^3*g*q*x^3+38104*a^3*c^3*g*r*x^3+49280*a^3*c^3 *g*x^4+15024*a^3*c^3*p^2*x^3+30944*a^3*c^3*p*q*x^3+43312*a^3*c^3*p*r*x^3+47816* a^3*c^3*p*x^4+12624*a^3*c^3*q^2*x^3+43920*a^3*c^3*q*r*x^3+58504*a^3*c^3*q*x^4+ 18192*a^3*c^3*r^2*x^3+25920*a^3*c^3*r*x^4+1704*a^3*c^2*g^3*x^3+10020*a^3*c^2*g^ 2*p*x^3+9008*a^3*c^2*g^2*q*x^3+17272*a^3*c^2*g^2*r*x^3+23324*a^3*c^2*g^2*x^4+ 13632*a^3*c^2*g*p^2*x^3+28952*a^3*c^2*g*p*q*x^3+41244*a^3*c^2*g*p*r*x^3+46888*a ^3*c^2*g*p*x^4+11896*a^3*c^2*g*q^2*x^3+43252*a^3*c^2*g*q*r*x^3+59828*a^3*c^2*g* q*x^4+17856*a^3*c^2*g*r^2*x^3+27108*a^3*c^2*g*r*x^4+4820*a^3*c^2*p^3*x^3+18656* a^3*c^2*p^2*q*x^3+20168*a^3*c^2*p^2*r*x^3+19184*a^3*c^2*p^2*x^4+17304*a^3*c^2*p *q^2*x^3+51392*a^3*c^2*p*q*r*x^3+59948*a^3*c^2*p*q*x^4+16836*a^3*c^2*p*r^2*x^3+ 18180*a^3*c^2*p*r*x^4+4256*a^3*c^2*q^3*x^3+23152*a^3*c^2*q^2*r*x^3+33176*a^3*c^ 2*q^2*x^4+19968*a^3*c^2*q*r^2*x^3+28104*a^3*c^2*q*r*x^4+2696*a^3*c^2*r^3*x^3-\ 3312*a^3*c^2*r^2*x^4+132*a^3*c*g^4*x^3+1618*a^3*c*g^3*p*x^3+1410*a^3*c*g^3*q*x^ 3+3256*a^3*c*g^3*r*x^3+4642*a^3*c*g^3*x^4+3824*a^3*c*g^2*p^2*x^3+8232*a^3*c*g^2 *p*q*x^3+12344*a^3*c*g^2*p*r*x^3+14472*a^3*c*g^2*p*x^4+3420*a^3*c*g^2*q^2*x^3+ 13456*a^3*c*g^2*q*r*x^3+19570*a^3*c*g^2*q*x^4+5532*a^3*c*g^2*r^2*x^3+8724*a^3*c *g^2*r*x^4+2730*a^3*c*g*p^3*x^3+11682*a^3*c*g*p^2*q*x^3+11944*a^3*c*g*p^2*r*x^3 +11450*a^3*c*g*p^2*x^4+11104*a^3*c*g*p*q^2*x^3+33844*a^3*c*g*p*q*r*x^3+40920*a^ 3*c*g*p*q*x^4+10308*a^3*c*g*p*r^2*x^3+11454*a^3*c*g*p*r*x^4+2736*a^3*c*g*q^3*x^ 3+15556*a^3*c*g*q^2*r*x^3+23206*a^3*c*g*q^2*x^4+13560*a^3*c*g*q*r^2*x^3+20874*a ^3*c*g*q*r*x^4+1624*a^3*c*g*r^3*x^3-2256*a^3*c*g*r^2*x^4+552*a^3*c*p^4*x^3+4496 *a^3*c*p^3*q*x^3+2978*a^3*c*p^3*r*x^3+2138*a^3*c*p^3*x^4+7352*a^3*c*p^2*q^2*x^3 +18122*a^3*c*p^2*q*r*x^3+18212*a^3*c*p^2*q*x^4+3666*a^3*c*p^2*r^2*x^3+1266*a^3* c*p^2*r*x^4+4068*a^3*c*p*q^3*x^3+19238*a^3*c*p*q^2*r*x^3+23990*a^3*c*p*q^2*x^4+ 14388*a^3*c*p*q*r^2*x^3+16164*a^3*c*p*q*r*x^4+1224*a^3*c*p*r^3*x^3-3348*a^3*c*p *r^2*x^4+660*a^3*c*q^4*x^3+5062*a^3*c*q^3*r*x^3+7916*a^3*c*q^3*x^4+6774*a^3*c*q ^2*r^2*x^3+9384*a^3*c*q^2*r*x^4+2144*a^3*c*q*r^3*x^3-3024*a^3*c*q*r^2*x^4+40*a^ 3*c*r^4*x^3-1280*a^3*c*r^3*x^4+82*a^3*g^4*p*x^3+57*a^3*g^4*q*x^3+214*a^3*g^4*r* x^3+325*a^3*g^4*x^4+336*a^3*g^3*p^2*x^3+672*a^3*g^3*p*q*x^3+1156*a^3*g^3*p*r*x^ 3+1385*a^3*g^3*p*x^4+286*a^3*g^3*q^2*x^3+1308*a^3*g^3*q*r*x^3+2035*a^3*g^3*q*x^ 4+534*a^3*g^3*r^2*x^3+822*a^3*g^3*r*x^4+362*a^3*g^2*p^3*x^3+1685*a^3*g^2*p^2*q* x^3+1638*a^3*g^2*p^2*r*x^3+1535*a^3*g^2*p^2*x^4+1636*a^3*g^2*p*q^2*x^3+5280*a^3 *g^2*p*q*r*x^3+6685*a^3*g^2*p*q*x^4+1452*a^3*g^2*p*r^2*x^3+1491*a^3*g^2*p*r*x^4 +408*a^3*g^2*q^3*x^3+2488*a^3*g^2*q^2*r*x^3+3915*a^3*g^2*q^2*x^4+2208*a^3*g^2*q *r^2*x^3+3720*a^3*g^2*q*r*x^4+224*a^3*g^2*r^3*x^3-402*a^3*g^2*r^2*x^4+100*a^3*g *p^4*x^3+1362*a^3*g*p^3*q*x^3+560*a^3*g*p^3*r*x^3+267*a^3*g*p^3*x^4+2390*a^3*g* p^2*q^2*x^3+5788*a^3*g*p^2*q*r*x^3+5952*a^3*g*p^2*q*x^4+702*a^3*g*p^2*r^2*x^3-\ 435*a^3*g*p^2*r*x^4+1344*a^3*g*p*q^3*x^3+6568*a^3*g*p*q^2*r*x^3+8517*a^3*g*p*q^ 2*x^4+4812*a^3*g*p*q*r^2*x^3+5970*a^3*g*p*q*r*x^4+224*a^3*g*p*r^3*x^3-1302*a^3* g*p*r^2*x^4+216*a^3*g*q^4*x^3+1736*a^3*g*q^3*r*x^3+2832*a^3*g*q^3*x^4+2376*a^3* g*q^2*r^2*x^3+3660*a^3*g*q^2*r*x^4+728*a^3*g*q*r^3*x^3-924*a^3*g*q*r^2*x^4-380* a^3*g*r^3*x^4+352*a^3*p^4*q*x^3-88*a^3*p^4*x^4+964*a^3*p^3*q^2*x^3+1858*a^3*p^3 *q*r*x^3+1540*a^3*p^3*q*x^4-546*a^3*p^3*r*x^4+908*a^3*p^2*q^3*x^3+3714*a^3*p^2* q^2*r*x^3+3996*a^3*p^2*q^2*x^4+2262*a^3*p^2*q*r^2*x^3+1710*a^3*p^2*q*r*x^4-684* a^3*p^2*r^2*x^4+332*a^3*p*q^4*x^3+2230*a^3*p*q^3*r*x^3+3020*a^3*p*q^3*x^4+2736* a^3*p*q^2*r^2*x^3+3150*a^3*p*q^2*r*x^4+776*a^3*p*q*r^3*x^3-1152*a^3*p*q*r^2*x^4 -200*a^3*p*r^3*x^4+36*a^3*q^5*x^3+374*a^3*q^4*r*x^3+652*a^3*q^4*x^4+678*a^3*q^3 *r^2*x^3+894*a^3*q^3*r*x^4+344*a^3*q^2*r^3*x^3-684*a^3*q^2*r^2*x^4+40*a^3*q*r^4 *x^3-560*a^3*q*r^3*x^4+224*a^2*b^5*c*x^3+128*a^2*b^5*p*x^3+48*a^2*b^5*q*x^3+288 *a^2*b^5*r*x^3+1040*a^2*b^5*x^4+2816*a^2*b^4*c^2*x^3+1008*a^2*b^4*c*g*x^3+3008* a^2*b^4*c*p*x^3+1536*a^2*b^4*c*q*x^3+4768*a^2*b^4*c*r*x^3+12416*a^2*b^4*c*x^4+ 608*a^2*b^4*g*p*x^3+296*a^2*b^4*g*q*x^3+1392*a^2*b^4*g*r*x^3+4056*a^2*b^4*g*x^4 +784*a^2*b^4*p^2*x^3+864*a^2*b^4*p*q*x^3+2352*a^2*b^4*p*r*x^3+5168*a^2*b^4*p*x^ 4+160*a^2*b^4*q^2*x^3+1296*a^2*b^4*q*r*x^3+4128*a^2*b^4*q*x^4+816*a^2*b^4*r^2*x ^3+2928*a^2*b^4*r*x^4+12352*a^2*b^3*c^3*x^3+9040*a^2*b^3*c^2*g*x^3+18368*a^2*b^ 3*c^2*p*x^3+11488*a^2*b^3*c^2*q*x^3+26288*a^2*b^3*c^2*r*x^3+54208*a^2*b^3*c^2*x ^4+1576*a^2*b^3*c*g^2*x^3+9632*a^2*b^3*c*g*p*x^3+5720*a^2*b^3*c*g*q*x^3+15992*a ^2*b^3*c*g*r*x^3+35640*a^2*b^3*c*g*x^4+8688*a^2*b^3*c*p^2*x^3+12000*a^2*b^3*c*p *q*x^3+24128*a^2*b^3*c*p*r*x^3+42512*a^2*b^3*c*p*x^4+3088*a^2*b^3*c*q^2*x^3+ 16208*a^2*b^3*c*q*r*x^3+38768*a^2*b^3*c*q*x^4+8616*a^2*b^3*c*r^2*x^3+23304*a^2* b^3*c*r*x^4+976*a^2*b^3*g^2*p*x^3+540*a^2*b^3*g^2*q*x^3+2280*a^2*b^3*g^2*r*x^3+ 5668*a^2*b^3*g^2*x^4+2464*a^2*b^3*g*p^2*x^3+3144*a^2*b^3*g*p*q*x^3+7588*a^2*b^3 *g*p*r*x^3+14336*a^2*b^3*g*p*x^4+792*a^2*b^3*g*q^2*x^3+4964*a^2*b^3*g*q*r*x^3+ 12880*a^2*b^3*g*q*x^4+2820*a^2*b^3*g*r^2*x^3+8256*a^2*b^3*g*r*x^4+1296*a^2*b^3* p^3*x^3+2992*a^2*b^3*p^2*q*x^3+5220*a^2*b^3*p^2*r*x^3+7808*a^2*b^3*p^2*x^4+1744 *a^2*b^3*p*q^2*x^3+7920*a^2*b^3*p*q*r*x^3+16032*a^2*b^3*p*q*x^4+3840*a^2*b^3*p* r^2*x^3+8556*a^2*b^3*p*r*x^4+208*a^2*b^3*q^3*x^3+2124*a^2*b^3*q^2*r*x^3+6144*a^ 2*b^3*q^2*x^4+2316*a^2*b^3*q*r^2*x^3+6732*a^2*b^3*q*r*x^4+344*a^2*b^3*r^3*x^3-\ 792*a^2*b^3*r^2*x^4+25600*a^2*b^2*c^4*x^3+28352*a^2*b^2*c^3*g*x^3+47904*a^2*b^2 *c^3*p*x^3+34016*a^2*b^2*c^3*q*x^3+66048*a^2*b^2*c^3*r*x^3+113280*a^2*b^2*c^3*x ^4+9984*a^2*b^2*c^2*g^2*x^3+41560*a^2*b^2*c^2*g*p*x^3+28840*a^2*b^2*c^2*g*q*x^3 +61824*a^2*b^2*c^2*g*r*x^3+111728*a^2*b^2*c^2*g*x^4+31640*a^2*b^2*c^2*p^2*x^3+ 50048*a^2*b^2*c^2*p*q*x^3+85264*a^2*b^2*c^2*p*r*x^3+126504*a^2*b^2*c^2*p*x^4+ 15432*a^2*b^2*c^2*q^2*x^3+65456*a^2*b^2*c^2*q*r*x^3+126504*a^2*b^2*c^2*q*x^4+ 31104*a^2*b^2*c^2*r^2*x^3+65280*a^2*b^2*c^2*r*x^4+1104*a^2*b^2*c*g^3*x^3+10520* a^2*b^2*c*g^2*p*x^3+6984*a^2*b^2*c*g^2*q*x^3+18144*a^2*b^2*c*g^2*r*x^3+35344*a^ 2*b^2*c*g^2*x^4+19108*a^2*b^2*c*g*p^2*x^3+29472*a^2*b^2*c*g*p*q*x^3+54672*a^2*b ^2*c*g*p*r*x^3+84876*a^2*b^2*c*g*p*x^4+8876*a^2*b^2*c*g*q^2*x^3+41520*a^2*b^2*c *g*q*r*x^3+84876*a^2*b^2*c*g*q*x^4+20448*a^2*b^2*c*g*r^2*x^3+45720*a^2*b^2*c*g* r*x^4+8628*a^2*b^2*c*p^3*x^3+23144*a^2*b^2*c*p^2*q*x^3+33976*a^2*b^2*c*p^2*r*x^ 3+43296*a^2*b^2*c*p^2*x^4+16072*a^2*b^2*c*p*q^2*x^3+59616*a^2*b^2*c*p*q*r*x^3+ 98760*a^2*b^2*c*p*q*x^4+25260*a^2*b^2*c*p*r^2*x^3+42660*a^2*b^2*c*p*r*x^4+2684* a^2*b^2*c*q^3*x^3+19448*a^2*b^2*c*q^2*r*x^3+43296*a^2*b^2*c*q^2*x^4+19092*a^2*b ^2*c*q*r^2*x^3+42660*a^2*b^2*c*q*r*x^4+2880*a^2*b^2*c*r^3*x^3-5472*a^2*b^2*c*r^ 2*x^4+690*a^2*b^2*g^3*p*x^3+414*a^2*b^2*g^3*q*x^3+1656*a^2*b^2*g^3*r*x^3+3588*a ^2*b^2*g^3*x^4+2628*a^2*b^2*g^2*p^2*x^3+3760*a^2*b^2*g^2*p*q*x^3+8264*a^2*b^2*g ^2*p*r*x^3+13668*a^2*b^2*g^2*p*x^4+1132*a^2*b^2*g^2*q^2*x^3+6184*a^2*b^2*g^2*q* r*x^3+13668*a^2*b^2*g^2*q*x^4+3168*a^2*b^2*g^2*r^2*x^3+7512*a^2*b^2*g^2*r*x^4+ 2710*a^2*b^2*g*p^3*x^3+7120*a^2*b^2*g*p^2*q*x^3+11156*a^2*b^2*g*p^2*r*x^3+14688 *a^2*b^2*g*p^2*x^4+4808*a^2*b^2*g*p*q^2*x^3+19584*a^2*b^2*g*p*q*r*x^3+34212*a^2 *b^2*g*p*q*x^4+8580*a^2*b^2*g*p*r^2*x^3+15570*a^2*b^2*g*p*r*x^4+770*a^2*b^2*g*q ^3*x^3+6196*a^2*b^2*g*q^2*r*x^3+14688*a^2*b^2*g*q^2*x^4+6396*a^2*b^2*g*q*r^2*x^ 3+15570*a^2*b^2*g*q*r*x^4+960*a^2*b^2*g*r^3*x^3-1800*a^2*b^2*g*r^2*x^4+796*a^2* b^2*p^4*x^3+3336*a^2*b^2*p^3*q*x^3+4044*a^2*b^2*p^3*r*x^3+4312*a^2*b^2*p^3*x^4+ 3936*a^2*b^2*p^2*q^2*x^3+12684*a^2*b^2*p^2*q*r*x^3+17928*a^2*b^2*p^2*q*x^4+4524 *a^2*b^2*p^2*r^2*x^3+5364*a^2*b^2*p^2*r*x^4+1528*a^2*b^2*p*q^3*x^3+9492*a^2*b^2 *p*q^2*r*x^3+17928*a^2*b^2*p*q^2*x^4+8640*a^2*b^2*p*q*r^2*x^3+16200*a^2*b^2*p*q *r*x^4+1232*a^2*b^2*p*r^3*x^3-2376*a^2*b^2*p*r^2*x^4+132*a^2*b^2*q^4*x^3+1620*a ^2*b^2*q^3*r*x^3+4312*a^2*b^2*q^3*x^4+2388*a^2*b^2*q^2*r^2*x^3+5364*a^2*b^2*q^2 *r*x^4+688*a^2*b^2*q*r^3*x^3-2376*a^2*b^2*q*r^2*x^4-1200*a^2*b^2*r^3*x^4+25600* a^2*b*c^5*x^3+38192*a^2*b*c^4*g*x^3+57280*a^2*b*c^4*p*x^3+44320*a^2*b*c^4*q*x^3 +78512*a^2*b*c^4*r*x^3+116112*a^2*b*c^4*x^4+20400*a^2*b*c^3*g^2*x^3+70088*a^2*b *c^3*g*p*x^3+53944*a^2*b*c^3*g*q*x^3+100120*a^2*b*c^3*g*r*x^3+153056*a^2*b*c^3* g*x^4+47744*a^2*b*c^3*p^2*x^3+82848*a^2*b*c^3*p*q*x^3+128032*a^2*b*c^3*p*r*x^3+ 165528*a^2*b*c^3*p*x^4+28672*a^2*b*c^3*q^2*x^3+107968*a^2*b*c^3*q*r*x^3+176216* a^2*b*c^3*q*x^4+48000*a^2*b*c^3*r^2*x^3+81600*a^2*b*c^3*r*x^4+4556*a^2*b*c^2*g^ 3*x^3+29244*a^2*b*c^2*g^2*p*x^3+22192*a^2*b*c^2*g^2*q*x^3+45112*a^2*b*c^2*g^2*r *x^3+72292*a^2*b*c^2*g^2*x^4+44676*a^2*b*c^2*g*p^2*x^3+77784*a^2*b*c^2*g*p*q*x^ 3+124484*a^2*b*c^2*g*p*r*x^3+165716*a^2*b*c^2*g*p*x^4+26596*a^2*b*c^2*g*q^2*x^3 +105388*a^2*b*c^2*g*q*r*x^3+178656*a^2*b*c^2*g*q*x^4+47400*a^2*b*c^2*g*r^2*x^3+ 84636*a^2*b*c^2*g*r*x^4+18208*a^2*b*c^2*p^3*x^3+54372*a^2*b*c^2*p^2*q*x^3+71532 *a^2*b*c^2*p^2*r*x^3+80164*a^2*b*c^2*p^2*x^4+42224*a^2*b*c^2*p*q^2*x^3+139376*a ^2*b*c^2*p*q*r*x^3+197084*a^2*b*c^2*p*q*x^4+54312*a^2*b*c^2*p*r^2*x^3+73656*a^2 *b*c^2*p*r*x^4+8424*a^2*b*c^2*q^3*x^3+51564*a^2*b*c^2*q^2*r*x^3+94156*a^2*b*c^2 *q^2*x^4+47220*a^2*b*c^2*q*r^2*x^3+83580*a^2*b*c^2*q*r*x^4+7176*a^2*b*c^2*r^3*x ^3-11232*a^2*b*c^2*r^2*x^4+352*a^2*b*c*g^4*x^3+4698*a^2*b*c*g^3*p*x^3+3430*a^2* b*c*g^3*q*x^3+8432*a^2*b*c*g^3*r*x^3+14450*a^2*b*c*g^3*x^4+12910*a^2*b*c*g^2*p^ 2*x^3+22152*a^2*b*c*g^2*p*q*x^3+38124*a^2*b*c*g^2*p*r*x^3+52714*a^2*b*c*g^2*p*x ^4+7494*a^2*b*c*g^2*q^2*x^3+32340*a^2*b*c*g^2*q*r*x^3+57812*a^2*b*c*g^2*q*x^4+ 14724*a^2*b*c*g^2*r^2*x^3+27228*a^2*b*c*g^2*r*x^4+11422*a^2*b*c*g*p^3*x^3+34908 *a^2*b*c*g*p^2*q*x^3+46446*a^2*b*c*g*p^2*r*x^3+53040*a^2*b*c*g*p^2*x^4+26976*a^ 2*b*c*g*p*q^2*x^3+93172*a^2*b*c*g*p*q*r*x^3+136628*a^2*b*c*g*p*q*x^4+36168*a^2* b*c*g*p*r^2*x^3+51594*a^2*b*c*g*p*r*x^4+5242*a^2*b*c*g*q^3*x^3+33998*a^2*b*c*g* q^2*r*x^3+64796*a^2*b*c*g*q^2*x^4+31992*a^2*b*c*g*q*r^2*x^3+61014*a^2*b*c*g*q*r *x^4+4664*a^2*b*c*g*r^3*x^3-7800*a^2*b*c*g*r^2*x^4+3058*a^2*b*c*p^4*x^3+14720*a ^2*b*c*p^3*q*x^3+15574*a^2*b*c*p^3*r*x^3+14672*a^2*b*c*p^3*x^4+19400*a^2*b*c*p^ 2*q^2*x^3+55646*a^2*b*c*p^2*q*r*x^3+67854*a^2*b*c*p^2*q*x^4+17748*a^2*b*c*p^2*r ^2*x^3+16200*a^2*b*c*p^2*r*x^4+8804*a^2*b*c*p*q^3*x^3+46970*a^2*b*c*p*q^2*r*x^3 +73632*a^2*b*c*p*q^2*x^4+39228*a^2*b*c*p*q*r^2*x^3+57060*a^2*b*c*p*q*r*x^4+5240 *a^2*b*c*p*r^3*x^3-10008*a^2*b*c*p*r^2*x^4+1066*a^2*b*c*q^4*x^3+9802*a^2*b*c*q^ 3*r*x^3+20450*a^2*b*c*q^3*x^4+13644*a^2*b*c*q^2*r^2*x^3+24318*a^2*b*c*q^2*r*x^4 +4256*a^2*b*c*q*r^3*x^3-9684*a^2*b*c*q*r^2*x^4+120*a^2*b*c*r^4*x^3-4640*a^2*b*c *r^3*x^4+219*a^2*b*g^4*p*x^3+140*a^2*b*g^4*q*x^3+546*a^2*b*g^4*r*x^3+1027*a^2*b *g^4*x^4+1134*a^2*b*g^3*p^2*x^3+1800*a^2*b*g^3*p*q*x^3+3648*a^2*b*g^3*p*r*x^3+ 5301*a^2*b*g^3*p*x^4+616*a^2*b*g^3*q^2*x^3+3088*a^2*b*g^3*q*r*x^3+5951*a^2*b*g^ 3*q*x^4+1422*a^2*b*g^3*r^2*x^3+2646*a^2*b*g^3*r*x^4+1691*a^2*b*g^2*p^3*x^3+5163 *a^2*b*g^2*p^2*q*x^3+7146*a^2*b*g^2*p^2*r*x^3+8297*a^2*b*g^2*p^2*x^4+3940*a^2*b *g^2*p*q^2*x^3+14724*a^2*b*g^2*p*q*r*x^3+22679*a^2*b*g^2*p*q*x^4+5700*a^2*b*g^2 *p*r^2*x^3+8310*a^2*b*g^2*p*r*x^4+753*a^2*b*g^2*q^3*x^3+5284*a^2*b*g^2*q^2*r*x^ 3+10677*a^2*b*g^2*q^2*x^4+5124*a^2*b*g^2*q*r^2*x^3+10539*a^2*b*g^2*q*r*x^4+704* a^2*b*g^2*r^3*x^3-1398*a^2*b*g^2*r^2*x^4+928*a^2*b*g*p^4*x^3+4808*a^2*b*g*p^3*q *x^3+4855*a^2*b*g*p^3*r*x^3+4496*a^2*b*g*p^3*x^4+6406*a^2*b*g*p^2*q^2*x^3+18943 *a^2*b*g*p^2*q*r*x^3+23811*a^2*b*g*p^2*q*x^4+5679*a^2*b*g*p^2*r^2*x^3+4977*a^2* b*g*p^2*r*x^4+2850*a^2*b*g*p*q^3*x^3+16117*a^2*b*g*p*q^2*r*x^3+26376*a^2*b*g*p* q^2*x^4+13830*a^2*b*g*p*q*r^2*x^3+22284*a^2*b*g*p*q*r*x^4+1716*a^2*b*g*p*r^3*x^ 3-3456*a^2*b*g*p*r^2*x^4+324*a^2*b*g*q^4*x^3+3217*a^2*b*g*q^3*r*x^3+7061*a^2*b* g*q^3*x^4+4665*a^2*b*g*q^2*r^2*x^3+9072*a^2*b*g*q^2*r*x^4+1476*a^2*b*g*q*r^3*x^ 3-3078*a^2*b*g*q*r^2*x^4+40*a^2*b*g*r^4*x^3-1540*a^2*b*g*r^3*x^4+164*a^2*b*p^5* x^3+1365*a^2*b*p^4*q*x^3+1005*a^2*b*p^4*r*x^3+703*a^2*b*p^4*x^4+2768*a^2*b*p^3* q^2*x^3+6756*a^2*b*p^3*q*r*x^3+7008*a^2*b*p^3*q*x^4+1518*a^2*b*p^3*r^2*x^3+267* a^2*b*p^3*r*x^4+2138*a^2*b*p^2*q^3*x^3+9954*a^2*b*p^2*q^2*r*x^3+13350*a^2*b*p^2 *q^2*x^4+7323*a^2*b*p^2*q*r^2*x^3+7965*a^2*b*p^2*q*r*x^4+738*a^2*b*p^2*r^3*x^3-\ 2214*a^2*b*p^2*r^2*x^4+612*a^2*b*p*q^4*x^3+4788*a^2*b*p*q^3*r*x^3+8488*a^2*b*p* q^3*x^4+6252*a^2*b*p*q^2*r^2*x^3+9405*a^2*b*p*q^2*r*x^4+1920*a^2*b*p*q*r^3*x^3-\ 3780*a^2*b*p*q*r^2*x^4+80*a^2*b*p*r^4*x^3-1320*a^2*b*p*r^3*x^4+41*a^2*b*q^5*x^3 +585*a^2*b*q^4*r*x^3+1443*a^2*b*q^4*x^4+1059*a^2*b*q^3*r^2*x^3+1707*a^2*b*q^3*r *x^4+430*a^2*b*q^2*r^3*x^3-2214*a^2*b*q^2*r^2*x^4-1680*a^2*b*q*r^3*x^4+9856*a^2 *c^6*x^3+18672*a^2*c^5*g*x^3+25472*a^2*c^5*p*x^3+21088*a^2*c^5*q*x^3+35328*a^2* c^5*r*x^3+46592*a^2*c^5*x^4+13552*a^2*c^4*g^2*x^3+40768*a^2*c^4*g*p*x^3+33816*a ^2*c^4*g*q*x^3+57904*a^2*c^4*g*r*x^3+77888*a^2*c^4*g*x^4+25216*a^2*c^4*p^2*x^3+ 47328*a^2*c^4*p*q*x^3+68256*a^2*c^4*p*r*x^3+79400*a^2*c^4*p*x^4+17848*a^2*c^4*q ^2*x^3+62448*a^2*c^4*q*r*x^3+89200*a^2*c^4*q*x^4+26424*a^2*c^4*r^2*x^3+38328*a^ 2*c^4*r*x^4+4640*a^2*c^3*g^3*x^3+24180*a^2*c^3*g^2*p*x^3+20064*a^2*c^3*g^2*q*x^ 3+35848*a^2*c^3*g^2*r*x^3+49508*a^2*c^3*g^2*x^4+32432*a^2*c^3*g*p^2*x^3+61840*a ^2*c^3*g*p*q*x^3+90248*a^2*c^3*g*p*r*x^3+107060*a^2*c^3*g*p*x^4+23200*a^2*c^3*g *q^2*x^3+83312*a^2*c^3*g*q*r*x^3+122012*a^2*c^3*g*q*x^4+35316*a^2*c^3*g*r^2*x^3 +53676*a^2*c^3*g*r*x^4+11932*a^2*c^3*p^3*x^3+39488*a^2*c^3*p^2*q*x^3+47296*a^2* c^3*p^2*r*x^3+48032*a^2*c^3*p^2*x^4+33480*a^2*c^3*p*q^2*x^3+102080*a^2*c^3*p*q* r*x^3+127400*a^2*c^3*p*q*x^4+36780*a^2*c^3*p*r^2*x^3+42132*a^2*c^3*p*r*x^4+7516 *a^2*c^3*q^3*x^3+41680*a^2*c^3*q^2*r*x^3+65120*a^2*c^3*q^2*x^4+36228*a^2*c^3*q* r^2*x^3+52836*a^2*c^3*q*r*x^4+5312*a^2*c^3*r^3*x^3-7344*a^2*c^3*r^2*x^4+732*a^2 *c^2*g^4*x^3+6440*a^2*c^2*g^3*p*x^3+5314*a^2*c^2*g^3*q*x^3+10348*a^2*c^2*g^3*r* x^3+14804*a^2*c^2*g^3*x^4+14590*a^2*c^2*g^2*p^2*x^3+28208*a^2*c^2*g^2*p*q*x^3+ 42300*a^2*c^2*g^2*p*r*x^3+51290*a^2*c^2*g^2*p*x^4+10522*a^2*c^2*g^2*q^2*x^3+ 39516*a^2*c^2*g^2*q*r*x^3+59864*a^2*c^2*g^2*q*x^4+16728*a^2*c^2*g^2*r^2*x^3+ 26148*a^2*c^2*g^2*r*x^4+11276*a^2*c^2*g*p^3*x^3+39166*a^2*c^2*g*p^2*q*x^3+46110 *a^2*c^2*g*p^2*r*x^3+47462*a^2*c^2*g*p^2*x^4+33424*a^2*c^2*g*p*q^2*x^3+103988*a ^2*c^2*g*p*q*r*x^3+133214*a^2*c^2*g*p*q*x^4+36636*a^2*c^2*g*p*r^2*x^3+44382*a^2 *c^2*g*p*r*x^4+7388*a^2*c^2*g*q^3*x^3+42258*a^2*c^2*g*q^2*r*x^3+67998*a^2*c^2*g *q^2*x^4+37176*a^2*c^2*g*q*r^2*x^3+57972*a^2*c^2*g*q*r*x^4+5160*a^2*c^2*g*r^3*x ^3-7308*a^2*c^2*g*r^2*x^4+2686*a^2*c^2*p^4*x^3+15168*a^2*c^2*p^3*q*x^3+13834*a^ 2*c^2*p^3*r*x^3+11784*a^2*c^2*p^3*x^4+21984*a^2*c^2*p^2*q^2*x^3+57682*a^2*c^2*p ^2*q*r*x^3+62482*a^2*c^2*p^2*q*x^4+16032*a^2*c^2*p^2*r^2*x^3+11316*a^2*c^2*p^2* r*x^4+11116*a^2*c^2*p*q^3*x^3+53942*a^2*c^2*p*q^2*r*x^3+72980*a^2*c^2*p*q^2*x^4 +42012*a^2*c^2*p*q*r^2*x^3+49356*a^2*c^2*p*q*r*x^4+4904*a^2*c^2*p*r^3*x^3-10152 *a^2*c^2*p*r^2*x^4+1614*a^2*c^2*q^4*x^3+12854*a^2*c^2*q^3*r*x^3+22282*a^2*c^2*q ^3*x^4+17088*a^2*c^2*q^2*r^2*x^3+24666*a^2*c^2*q^2*r*x^4+5344*a^2*c^2*q*r^3*x^3 -10188*a^2*c^2*q*r^2*x^4+120*a^2*c^2*r^4*x^3-4560*a^2*c^2*r^3*x^4+41*a^2*c*g^5* x^3+729*a^2*c*g^4*p*x^3+584*a^2*c*g^4*q*x^3+1374*a^2*c*g^4*r*x^3+2057*a^2*c*g^4 *x^4+2673*a^2*c*g^3*p^2*x^3+5152*a^2*c*g^3*p*q*x^3+8228*a^2*c*g^3*p*r*x^3+10199 *a^2*c*g^3*p*x^4+1918*a^2*c*g^3*q^2*x^3+7804*a^2*c*g^3*q*r*x^3+12389*a^2*c*g^3* q*x^4+3276*a^2*c*g^3*r^2*x^3+5040*a^2*c*g^3*r*x^4+3315*a^2*c*g^2*p^3*x^3+12129* a^2*c*g^2*p^2*q*x^3+14098*a^2*c*g^2*p^2*r*x^3+14591*a^2*c*g^2*p^2*x^4+10404*a^2 *c*g^2*p*q^2*x^3+33592*a^2*c*g^2*p*q*r*x^3+44477*a^2*c*g^2*p*q*x^4+11472*a^2*c* g^2*p*r^2*x^3+14178*a^2*c*g^2*p*r*x^4+2263*a^2*c*g^2*q^3*x^3+13556*a^2*c*g^2*q^ 2*r*x^3+22699*a^2*c*g^2*q^2*x^4+12096*a^2*c*g^2*q*r^2*x^3+20109*a^2*c*g^2*q*r*x ^4+1544*a^2*c*g^2*r^3*x^3-2574*a^2*c*g^2*r^2*x^4+1526*a^2*c*g*p^4*x^3+9992*a^2* c*g*p^3*q*x^3+8139*a^2*c*g*p^3*r*x^3+6748*a^2*c*g*p^3*x^4+14926*a^2*c*g*p^2*q^2 *x^3+39225*a^2*c*g*p^2*q*r*x^3+43465*a^2*c*g*p^2*q*x^4+9681*a^2*c*g*p^2*r^2*x^3 +6303*a^2*c*g*p^2*r*x^4+7514*a^2*c*g*p*q^3*x^3+37533*a^2*c*g*p*q^2*r*x^3+52392* a^2*c*g*p*q^2*x^4+29286*a^2*c*g*p*q*r^2*x^3+37764*a^2*c*g*p*q*r*x^4+2948*a^2*c* g*p*r^3*x^3-6912*a^2*c*g*p*r^2*x^4+1054*a^2*c*g*q^4*x^3+8739*a^2*c*g*q^3*r*x^3+ 15675*a^2*c*g*q^3*x^4+11877*a^2*c*g*q^2*r^2*x^3+18576*a^2*c*g*q^2*r*x^4+3660*a^ 2*c*g*q*r^3*x^3-6606*a^2*c*g*q*r^2*x^4+40*a^2*c*g*r^4*x^3-3000*a^2*c*g*r^3*x^4+ 228*a^2*c*p^5*x^3+2643*a^2*c*p^4*q*x^3+1425*a^2*c*p^4*r*x^3+815*a^2*c*p^4*x^4+ 5980*a^2*c*p^3*q^2*x^3+13154*a^2*c*p^3*q*r*x^3+12150*a^2*c*p^3*q*x^4+2166*a^2*c *p^3*r^2*x^3-537*a^2*c*p^3*r*x^4+5102*a^2*c*p^2*q^3*x^3+21696*a^2*c*p^2*q^2*r*x ^3+25326*a^2*c*p^2*q^2*x^4+14619*a^2*c*p^2*q*r^2*x^3+12357*a^2*c*p^2*q*r*x^4+ 1018*a^2*c*p^2*r^3*x^3-4266*a^2*c*p^2*r^2*x^4+1696*a^2*c*p*q^4*x^3+11734*a^2*c* p*q^3*r*x^3+17462*a^2*c*p*q^3*x^4+14460*a^2*c*p*q^2*r^2*x^3+17145*a^2*c*p*q^2*r *x^4+4248*a^2*c*p*q*r^3*x^3-7992*a^2*c*p*q*r^2*x^4+80*a^2*c*p*r^4*x^3-2340*a^2* c*p*r^3*x^4+159*a^2*c*q^5*x^3+1767*a^2*c*q^4*r*x^3+3471*a^2*c*q^4*x^4+3135*a^2* c*q^3*r^2*x^3+4251*a^2*c*q^3*r*x^4+1462*a^2*c*q^2*r^3*x^3-4410*a^2*c*q^2*r^2*x^ 4+120*a^2*c*q*r^4*x^3-3360*a^2*c*q*r^3*x^4+25*a^2*g^5*p*x^3+17*a^2*g^5*q*x^3+66 *a^2*g^5*r*x^3+104*a^2*g^5*x^4+167*a^2*g^4*p^2*x^3+296*a^2*g^4*p*q*x^3+554*a^2* g^4*p*r*x^3+697*a^2*g^4*p*x^4+113*a^2*g^4*q^2*x^3+534*a^2*g^4*q*r*x^3+905*a^2*g ^4*q*x^4+219*a^2*g^4*r^2*x^3+297*a^2*g^4*r*x^4+303*a^2*g^3*p^3*x^3+1143*a^2*g^3 *p^2*q*x^3+1336*a^2*g^3*p^2*r*x^3+1353*a^2*g^3*p^2*x^4+980*a^2*g^3*p*q^2*x^3+ 3400*a^2*g^3*p*q*r*x^3+4698*a^2*g^3*p*q*x^4+1110*a^2*g^3*p*r^2*x^3+1269*a^2*g^3 *p*r*x^4+212*a^2*g^3*q^3*x^3+1362*a^2*g^3*q^2*r*x^3+2409*a^2*g^3*q^2*x^4+1236*a ^2*g^3*q*r^2*x^3+2175*a^2*g^3*q*r*x^4+140*a^2*g^3*r^3*x^3-324*a^2*g^3*r^2*x^4+ 193*a^2*g^2*p^4*x^3+1546*a^2*g^2*p^3*q*x^3+1066*a^2*g^2*p^3*r*x^3+798*a^2*g^2*p ^3*x^4+2384*a^2*g^2*p^2*q^2*x^3+6350*a^2*g^2*p^2*q*r*x^3+7222*a^2*g^2*p^2*q*x^4 +1299*a^2*g^2*p^2*r^2*x^3+516*a^2*g^2*p^2*r*x^4+1192*a^2*g^2*p*q^3*x^3+6232*a^2 *g^2*p*q^2*r*x^3+9061*a^2*g^2*p*q^2*x^4+4896*a^2*g^2*p*q*r^2*x^3+6930*a^2*g^2*p *q*r*x^4+392*a^2*g^2*p*r^3*x^3-1206*a^2*g^2*p*r^2*x^4+161*a^2*g^2*q^4*x^3+1404* a^2*g^2*q^3*r*x^3+2637*a^2*g^2*q^3*x^4+1956*a^2*g^2*q^2*r^2*x^3+3315*a^2*g^2*q^ 2*r*x^4+592*a^2*g^2*q*r^3*x^3-1044*a^2*g^2*q*r^2*x^4-450*a^2*g^2*r^3*x^4+32*a^2 *g*p^5*x^3+834*a^2*g*p^4*q*x^3+210*a^2*g*p^4*r*x^3-3*a^2*g*p^4*x^4+2050*a^2*g*p ^3*q^2*x^3+4311*a^2*g*p^3*q*r*x^3+3999*a^2*g*p^3*q*x^4+324*a^2*g*p^3*r^2*x^3-\ 828*a^2*g*p^3*r*x^4+1776*a^2*g*p^2*q^3*x^3+7677*a^2*g*p^2*q^2*r*x^3+9222*a^2*g* p^2*q^2*x^4+4977*a^2*g*p^2*q*r^2*x^3+4581*a^2*g*p^2*q*r*x^4+140*a^2*g*p^2*r^3*x ^3-1620*a^2*g*p^2*r^2*x^4+578*a^2*g*p*q^4*x^3+4169*a^2*g*p*q^3*r*x^3+6435*a^2*g *p*q^3*x^4+5250*a^2*g*p*q^2*r^2*x^3+7020*a^2*g*p*q^2*r*x^4+1492*a^2*g*p*q*r^3*x ^3-2538*a^2*g*p*q*r^2*x^4-690*a^2*g*p*r^3*x^4+50*a^2*g*q^5*x^3+593*a^2*g*q^4*r* x^3+1215*a^2*g*q^4*x^4+1089*a^2*g*q^3*r^2*x^3+1611*a^2*g*q^3*r*x^4+516*a^2*g*q^ 2*r^3*x^3-1476*a^2*g*q^2*r^2*x^4+40*a^2*g*q*r^4*x^3-1200*a^2*g*q*r^3*x^4+164*a^ 2*p^5*q*x^3-41*a^2*p^5*x^4+569*a^2*p^4*q^2*x^3+1005*a^2*p^4*q*r*x^3+762*a^2*p^4 *q*x^4-294*a^2*p^4*r*x^4+728*a^2*p^3*q^3*x^3+2712*a^2*p^3*q^2*r*x^3+2718*a^2*p^ 3*q^2*x^4+1518*a^2*p^3*q*r^2*x^3+729*a^2*p^3*q*r*x^4-450*a^2*p^3*r^2*x^4+410*a^ 2*p^2*q^4*x^3+2490*a^2*p^2*q^3*r*x^3+3172*a^2*p^2*q^3*x^4+2799*a^2*p^2*q^2*r^2* x^3+2511*a^2*p^2*q^2*r*x^4+738*a^2*p^2*q*r^3*x^3-1512*a^2*p^2*q*r^2*x^4-180*a^2 *p^2*r^3*x^4+92*a^2*p*q^5*x^3+864*a^2*p*q^4*r*x^3+1443*a^2*p*q^4*x^4+1452*a^2*p *q^3*r^2*x^3+1659*a^2*p*q^3*r*x^4+688*a^2*p*q^2*r^3*x^3-1674*a^2*p*q^2*r^2*x^4+ 80*a^2*p*q*r^4*x^3-1080*a^2*p*q*r^3*x^4+5*a^2*q^6*x^3+81*a^2*q^5*r*x^3+186*a^2* q^5*x^4+171*a^2*q^4*r^2*x^3+171*a^2*q^4*r*x^4+86*a^2*q^3*r^3*x^3-612*a^2*q^3*r^ 2*x^4-540*a^2*q^2*r^3*x^4+32*a*b^6*c*x^3+16*a*b^6*p*x^3+32*a*b^6*r*x^3+208*a*b^ 6*x^4+736*a*b^5*c^2*x^3+240*a*b^5*c*g*x^3+784*a*b^5*c*p*x^3+240*a*b^5*c*q*x^3+ 1040*a*b^5*c*r*x^3+3968*a*b^5*c*x^4+136*a*b^5*g*p*x^3+40*a*b^5*g*q*x^3+288*a*b^ 5*g*r*x^3+1248*a*b^5*g*x^4+208*a*b^5*p^2*x^3+144*a*b^5*p*q*x^3+552*a*b^5*p*r*x^ 3+1776*a*b^5*p*x^4+168*a*b^5*q*r*x^3+944*a*b^5*q*x^4+120*a*b^5*r^2*x^3+624*a*b^ 5*r*x^4+4672*a*b^4*c^3*x^3+3328*a*b^4*c^2*g*x^3+7104*a*b^4*c^2*p*x^3+3392*a*b^4 *c^2*q*x^3+8896*a*b^4*c^2*r*x^3+24816*a*b^4*c^2*x^4+552*a*b^4*c*g^2*x^3+3600*a* b^4*c*g*p*x^3+1560*a*b^4*c*g*q*x^3+5240*a*b^4*c*g*r*x^3+16000*a*b^4*c*g*x^4+ 3504*a*b^4*c*p^2*x^3+3760*a*b^4*c*p*q*x^3+8792*a*b^4*c*p*r*x^3+20728*a*b^4*c*p* x^4+560*a*b^4*c*q^2*x^3+4312*a*b^4*c*q*r*x^3+15112*a*b^4*c*q*x^4+2544*a*b^4*c*r ^2*x^3+9768*a*b^4*c*r*x^4+332*a*b^4*g^2*p*x^3+140*a*b^4*g^2*q*x^3+720*a*b^4*g^2 *r*x^3+2496*a*b^4*g^2*x^4+952*a*b^4*g*p^2*x^3+904*a*b^4*g*p*q*x^3+2692*a*b^4*g* p*r*x^3+6908*a*b^4*g*p*x^4+120*a*b^4*g*q^2*x^3+1220*a*b^4*g*q*r*x^3+4724*a*b^4* g*q*x^4+780*a*b^4*g*r^2*x^3+3192*a*b^4*g*r*x^4+560*a*b^4*p^3*x^3+1008*a*b^4*p^2 *q*x^3+2092*a*b^4*p^2*r*x^3+4160*a*b^4*p^2*x^4+368*a*b^4*p*q^2*x^3+2328*a*b^4*p *q*r*x^3+6864*a*b^4*p*q*x^4+1284*a*b^4*p*r^2*x^3+4236*a*b^4*p*r*x^4+332*a*b^4*q ^2*r*x^3+1664*a*b^4*q^2*x^4+384*a*b^4*q*r^2*x^3+1500*a*b^4*q*r*x^4+24*a*b^4*r^3 *x^3-504*a*b^4*r^2*x^4+13824*a*b^3*c^4*x^3+15200*a*b^3*c^3*g*x^3+26752*a*b^3*c^ 3*p*x^3+15744*a*b^3*c^3*q*x^3+33024*a*b^3*c^3*r*x^3+73536*a*b^3*c^3*x^4+5272*a* b^3*c^2*g^2*x^3+23104*a*b^3*c^2*g*p*x^3+12936*a*b^3*c^2*g*q*x^3+30528*a*b^3*c^2 *g*r*x^3+72232*a*b^3*c^2*g*x^4+18608*a*b^3*c^2*p^2*x^3+24448*a*b^3*c^2*p*q*x^3+ 45872*a*b^3*c^2*p*r*x^3+87176*a*b^3*c^2*p*x^4+5600*a*b^3*c^2*q^2*x^3+28288*a*b^ 3*c^2*q*r*x^3+74584*a*b^3*c^2*q*x^4+14328*a*b^3*c^2*r^2*x^3+41736*a*b^3*c^2*r*x ^4+564*a*b^3*c*g^3*x^3+5748*a*b^3*c*g^2*p*x^3+3000*a*b^3*c*g^2*q*x^3+8776*a*b^3 *c*g^2*r*x^3+22724*a*b^3*c*g^2*x^4+11224*a*b^3*c*g*p^2*x^3+14016*a*b^3*c*g*p*q* x^3+29376*a*b^3*c*g*p*r*x^3+58916*a*b^3*c*g*p*x^4+2976*a*b^3*c*g*q^2*x^3+17256* a*b^3*c*g*q*r*x^3+48668*a*b^3*c*g*q*x^4+9276*a*b^3*c*g*r^2*x^3+28812*a*b^3*c*g* r*x^4+5488*a*b^3*c*p^3*x^3+12072*a*b^3*c*p^2*q*x^3+20132*a*b^3*c*p^2*r*x^3+ 32660*a*b^3*c*p^2*x^4+6436*a*b^3*c*p*q^2*x^3+28048*a*b^3*c*p*q*r*x^3+62424*a*b^ 3*c*p*q*x^4+12984*a*b^3*c*p*r^2*x^3+30996*a*b^3*c*p*r*x^4+604*a*b^3*c*q^3*x^3+ 6636*a*b^3*c*q^2*r*x^3+21652*a*b^3*c*q^2*x^4+6936*a*b^3*c*q*r^2*x^3+21468*a*b^3 *c*q*r*x^4+880*a*b^3*c*r^3*x^3-3600*a*b^3*c*r^2*x^4+350*a*b^3*g^3*p*x^3+174*a*b ^3*g^3*q*x^3+776*a*b^3*g^3*r*x^3+2288*a*b^3*g^3*x^4+1512*a*b^3*g^2*p^2*x^3+1712 *a*b^3*g^2*p*q*x^3+4408*a*b^3*g^2*p*r*x^3+9568*a*b^3*g^2*p*x^4+352*a*b^3*g^2*q^ 2*x^3+2440*a*b^3*g^2*q*r*x^3+7592*a*b^3*g^2*q*x^4+1380*a*b^3*g^2*r^2*x^3+4620*a *b^3*g^2*r*x^4+1736*a*b^3*g*p^3*x^3+3632*a*b^3*g*p^2*q*x^3+6692*a*b^3*g*p^2*r*x ^3+11374*a*b^3*g*p^2*x^4+1786*a*b^3*g*p*q^2*x^3+8972*a*b^3*g*p*q*r*x^3+21316*a* b^3*g*p*q*x^4+4476*a*b^3*g*p*r^2*x^3+11634*a*b^3*g*p*r*x^4+138*a*b^3*g*q^3*x^3+ 1896*a*b^3*g*q^2*r*x^3+6718*a*b^3*g*q^2*x^4+2124*a*b^3*g*q*r^2*x^3+6894*a*b^3*g *q*r*x^4+280*a*b^3*g*r^3*x^3-1248*a*b^3*g*r^2*x^4+572*a*b^3*p^4*x^3+1892*a*b^3* p^3*q*x^3+2758*a*b^3*p^3*r*x^3+3780*a*b^3*p^3*x^4+1748*a*b^3*p^2*q^2*x^3+6610*a *b^3*p^2*q*r*x^3+12364*a*b^3*p^2*q*x^4+2730*a*b^3*p^2*r^2*x^3+5004*a*b^3*p^2*r* x^4+428*a*b^3*p*q^3*x^3+3666*a*b^3*p*q^2*r*x^3+10060*a*b^3*p*q^2*x^4+3612*a*b^3 *p*q*r^2*x^3+9840*a*b^3*p*q*r*x^4+480*a*b^3*p*r^3*x^3-1368*a*b^3*p*r^2*x^4+326* a*b^3*q^3*r*x^3+1476*a*b^3*q^3*x^4+474*a*b^3*q^2*r^2*x^3+1188*a*b^3*q^2*r*x^4+ 24*a*b^3*q*r^3*x^3-1800*a*b^3*q*r^2*x^4-40*a*b^3*r^4*x^3-680*a*b^3*r^3*x^4+ 21632*a*b^2*c^5*x^3+32144*a*b^2*c^4*g*x^3+50400*a*b^2*c^4*p*x^3+33600*a*b^2*c^4 *q*x^3+62608*a*b^2*c^4*r*x^3+116112*a*b^2*c^4*x^4+17040*a*b^2*c^3*g^2*x^3+61832 *a*b^2*c^3*g*p*x^3+40312*a*b^2*c^3*g*q*x^3+79304*a*b^2*c^3*g*r*x^3+153056*a*b^2 *c^3*g*x^4+44576*a*b^2*c^3*p^2*x^3+66144*a*b^2*c^3*p*q*x^3+110144*a*b^2*c^3*p*r *x^3+176216*a*b^2*c^3*p*x^4+18592*a*b^2*c^3*q^2*x^3+77792*a*b^2*c^3*q*r*x^3+ 165528*a*b^2*c^3*q*x^4+36096*a*b^2*c^3*r^2*x^3+81600*a*b^2*c^3*r*x^4+3748*a*b^2 *c^2*g^3*x^3+25792*a*b^2*c^2*g^2*p*x^3+16212*a*b^2*c^2*g^2*q*x^3+35288*a*b^2*c^ 2*g^2*r*x^3+72292*a*b^2*c^2*g^2*x^4+42236*a*b^2*c^2*g*p^2*x^3+61640*a*b^2*c^2*g *p*q*x^3+107876*a*b^2*c^2*g*p*r*x^3+178656*a*b^2*c^2*g*p*x^4+16652*a*b^2*c^2*g* q^2*x^3+74476*a*b^2*c^2*g*q*r*x^3+165716*a*b^2*c^2*g*q*x^4+35544*a*b^2*c^2*g*r^ 2*x^3+84636*a*b^2*c^2*g*r*x^4+18584*a*b^2*c^2*p^3*x^3+46224*a*b^2*c^2*p^2*q*x^3 +68196*a*b^2*c^2*p^2*r*x^3+94156*a*b^2*c^2*p^2*x^4+29548*a*b^2*c^2*p*q^2*x^3+ 108592*a*b^2*c^2*p*q*r*x^3+197084*a*b^2*c^2*p*q*x^4+45804*a*b^2*c^2*p*r^2*x^3+ 83580*a*b^2*c^2*p*r*x^4+4272*a*b^2*c^2*q^3*x^3+32052*a*b^2*c^2*q^2*r*x^3+80164* a*b^2*c^2*q^2*x^4+30648*a*b^2*c^2*q*r^2*x^3+73656*a*b^2*c^2*q*r*x^4+4344*a*b^2* c^2*r^3*x^3-11232*a*b^2*c^2*r^2*x^4+280*a*b^2*c*g^4*x^3+4090*a*b^2*c*g^3*p*x^3+ 2422*a*b^2*c*g^3*q*x^3+6448*a*b^2*c*g^3*r*x^3+14450*a*b^2*c*g^3*x^4+12314*a*b^2 *c*g^2*p^2*x^3+17320*a*b^2*c*g^2*p*q*x^3+33228*a*b^2*c*g^2*p*r*x^3+57812*a*b^2* c*g^2*p*x^4+4474*a*b^2*c*g^2*q^2*x^3+22164*a*b^2*c*g^2*q*r*x^3+52714*a*b^2*c*g^ 2*q*x^4+10860*a*b^2*c*g^2*r^2*x^3+27228*a*b^2*c*g^2*r*x^4+12046*a*b^2*c*g*p^3*x ^3+29720*a*b^2*c*g*p^2*q*x^3+45634*a*b^2*c*g*p^2*r*x^3+64796*a*b^2*c*g*p^2*x^4+ 18364*a*b^2*c*g*p*q^2*x^3+72188*a*b^2*c*g*p*q*r*x^3+136628*a*b^2*c*g*p*q*x^4+ 31368*a*b^2*c*g*p*r^2*x^3+61014*a*b^2*c*g*p*r*x^4+2442*a*b^2*c*g*q^3*x^3+20130* a*b^2*c*g*q^2*r*x^3+53040*a*b^2*c*g*q^2*x^4+20184*a*b^2*c*g*q*r^2*x^3+51594*a*b ^2*c*g*q*r*x^4+2856*a*b^2*c*g*r^3*x^3-7800*a*b^2*c*g*r^2*x^4+3598*a*b^2*c*p^4*x ^3+13548*a*b^2*c*p^3*q*x^3+17342*a*b^2*c*p^3*r*x^3+20450*a*b^2*c*p^3*x^4+14704* a*b^2*c*p^2*q^2*x^3+47566*a*b^2*c*p^2*q*r*x^3+73632*a*b^2*c*p^2*q*x^4+17748*a*b ^2*c*p^2*r^2*x^3+24318*a*b^2*c*p^2*r*x^4+5088*a*b^2*c*p*q^3*x^3+32122*a*b^2*c*p *q^2*r*x^3+67854*a*b^2*c*p*q^2*x^4+28452*a*b^2*c*p*q*r^2*x^3+57060*a*b^2*c*p*q* r*x^4+3904*a*b^2*c*p*r^3*x^3-9684*a*b^2*c*p*r^2*x^4+334*a*b^2*c*q^4*x^3+4802*a* b^2*c*q^3*r*x^3+14672*a*b^2*c*q^3*x^4+6876*a*b^2*c*q^2*r^2*x^3+16200*a*b^2*c*q^ 2*r*x^4+1640*a*b^2*c*q*r^3*x^3-10008*a*b^2*c*q*r^2*x^4-120*a*b^2*c*r^4*x^3-4640 *a*b^2*c*r^3*x^4+176*a*b^2*g^4*p*x^3+97*a*b^2*g^4*q*x^3+402*a*b^2*g^4*r*x^3+ 1027*a*b^2*g^4*x^4+1068*a*b^2*g^3*p^2*x^3+1368*a*b^2*g^3*p*q*x^3+3176*a*b^2*g^3 *p*r*x^3+5951*a*b^2*g^3*p*x^4+350*a*b^2*g^3*q^2*x^3+2016*a*b^2*g^3*q*r*x^3+5301 *a*b^2*g^3*q*x^4+1002*a*b^2*g^3*r^2*x^3+2646*a*b^2*g^3*r*x^4+1835*a*b^2*g^2*p^3 *x^3+4384*a*b^2*g^2*p^2*q*x^3+7256*a*b^2*g^2*p^2*r*x^3+10677*a*b^2*g^2*p^2*x^4+ 2581*a*b^2*g^2*p*q^2*x^3+11292*a*b^2*g^2*p*q*r*x^3+22679*a*b^2*g^2*p*q*x^4+5100 *a*b^2*g^2*p*r^2*x^3+10539*a*b^2*g^2*p*r*x^4+317*a*b^2*g^2*q^3*x^3+2910*a*b^2*g ^2*q^2*r*x^3+8297*a*b^2*g^2*q^2*x^4+3036*a*b^2*g^2*q*r^2*x^3+8310*a*b^2*g^2*q*r *x^4+416*a*b^2*g^2*r^3*x^3-1398*a*b^2*g^2*r^2*x^4+1188*a*b^2*g*p^4*x^3+4502*a*b ^2*g*p^3*q*x^3+5891*a*b^2*g*p^3*r*x^3+7061*a*b^2*g*p^3*x^4+4766*a*b^2*g*p^2*q^2 *x^3+16391*a*b^2*g*p^2*q*r*x^3+26376*a*b^2*g*p^2*q*x^4+6207*a*b^2*g*p^2*r^2*x^3 +9072*a*b^2*g*p^2*r*x^4+1528*a*b^2*g*p*q^3*x^3+10685*a*b^2*g*p*q^2*r*x^3+23811* a*b^2*g*p*q^2*x^4+10074*a*b^2*g*p*q*r^2*x^3+22284*a*b^2*g*p*q*r*x^4+1404*a*b^2* g*p*r^3*x^3-3078*a*b^2*g*p*r^2*x^4+76*a*b^2*g*q^4*x^3+1373*a*b^2*g*q^3*r*x^3+ 4496*a*b^2*g*q^3*x^4+2097*a*b^2*g*q^2*r^2*x^3+4977*a*b^2*g*q^2*r*x^4+524*a*b^2* g*q*r^3*x^3-3456*a*b^2*g*q*r^2*x^4-40*a*b^2*g*r^4*x^3-1540*a*b^2*g*r^3*x^4+251* a*b^2*p^5*x^3+1392*a*b^2*p^4*q*x^3+1479*a*b^2*p^4*r*x^3+1443*a*b^2*p^4*x^4+2286 *a*b^2*p^3*q^2*x^3+6468*a*b^2*p^3*q*r*x^3+8488*a*b^2*p^3*q*x^4+2037*a*b^2*p^3*r ^2*x^3+1707*a*b^2*p^3*r*x^4+1400*a*b^2*p^2*q^3*x^3+7542*a*b^2*p^2*q^2*r*x^3+ 13350*a*b^2*p^2*q^2*x^4+6060*a*b^2*p^2*q*r^2*x^3+9405*a*b^2*p^2*q*r*x^4+770*a*b ^2*p^2*r^3*x^3-2214*a*b^2*p^2*r^2*x^4+255*a*b^2*p*q^4*x^3+2724*a*b^2*p*q^3*r*x^ 3+7008*a*b^2*p*q^3*x^4+3693*a*b^2*p*q^2*r^2*x^3+7965*a*b^2*p*q^2*r*x^4+960*a*b^ 2*p*q*r^3*x^3-3780*a*b^2*p*q*r^2*x^4-1680*a*b^2*p*r^3*x^4+171*a*b^2*q^4*r*x^3+ 703*a*b^2*q^4*x^4+282*a*b^2*q^3*r^2*x^3+267*a*b^2*q^3*r*x^4-18*a*b^2*q^2*r^3*x^ 3-2214*a*b^2*q^2*r^2*x^4-80*a*b^2*q*r^4*x^3-1320*a*b^2*q*r^3*x^4+17280*a*b*c^6* x^3+32512*a*b*c^5*g*x^3+46848*a*b*c^5*p*x^3+34048*a*b*c^5*q*x^3+59520*a*b*c^5*r *x^3+95040*a*b*c^5*x^4+23360*a*b*c^4*g^2*x^3+74984*a*b*c^4*g*p*x^3+54040*a*b*c^ 4*g*q*x^3+96480*a*b*c^4*g*r*x^3+157696*a*b*c^4*g*x^4+49824*a*b*c^4*p^2*x^3+ 80640*a*b*c^4*p*q*x^3+125328*a*b*c^4*p*r*x^3+174392*a*b*c^4*p*x^4+25728*a*b*c^4 *q^2*x^3+97392*a*b*c^4*q*r*x^3+174392*a*b*c^4*q*x^4+43200*a*b*c^4*r^2*x^3+78960 *a*b*c^4*r*x^4+7872*a*b*c^3*g^3*x^3+44444*a*b*c^3*g^2*p*x^3+31556*a*b*c^3*g^2*q *x^3+58800*a*b*c^3*g^2*r*x^3+99480*a*b*c^3*g^2*x^4+64848*a*b*c^3*g*p^2*x^3+ 105024*a*b*c^3*g*p*q*x^3+166120*a*b*c^3*g*p*r*x^3+235952*a*b*c^3*g*p*x^4+32816* a*b*c^3*g*q^2*x^3+128024*a*b*c^3*g*q*r*x^3+235952*a*b*c^3*g*q*x^4+57120*a*b*c^3 *g*r^2*x^3+108072*a*b*c^3*g*r*x^4+26372*a*b*c^3*p^3*x^3+71964*a*b*c^3*p^2*q*x^3 +98232*a*b*c^3*p^2*r*x^3+118984*a*b*c^3*p^2*x^4+51620*a*b*c^3*p*q^2*x^3+172608* a*b*c^3*p*q*r*x^3+266464*a*b*c^3*p*q*x^4+69024*a*b*c^3*p*r^2*x^3+101736*a*b*c^3 *p*r*x^4+9212*a*b*c^3*q^3*x^3+58344*a*b*c^3*q^2*r*x^3+118984*a*b*c^3*q^2*x^4+ 53088*a*b*c^3*q*r^2*x^3+101736*a*b*c^3*q*r*x^4+8000*a*b*c^3*r^3*x^3-14976*a*b*c ^3*r^2*x^4+1208*a*b*c^2*g^4*x^3+11790*a*b*c^2*g^3*p*x^3+8146*a*b*c^2*g^3*q*x^3+ 16584*a*b*c^2*g^3*r*x^3+29560*a*b*c^2*g^3*x^4+29586*a*b*c^2*g^2*p^2*x^3+47616*a *b*c^2*g^2*p*q*x^3+78104*a*b*c^2*g^2*p*r*x^3+114050*a*b*c^2*g^2*p*x^4+14470*a*b *c^2*g^2*q^2*x^3+59320*a*b*c^2*g^2*q*r*x^3+114050*a*b*c^2*g^2*q*x^4+26544*a*b*c ^2*g^2*r^2*x^3+51528*a*b*c^2*g^2*r*x^4+25956*a*b*c^2*g*p^3*x^3+71906*a*b*c^2*g* p^2*q*x^3+98796*a*b*c^2*g*p^2*r*x^3+121580*a*b*c^2*g*p^2*x^4+50950*a*b*c^2*g*p* q^2*x^3+175632*a*b*c^2*g*p*q*r*x^3+278668*a*b*c^2*g*p*q*x^4+70332*a*b*c^2*g*p*r ^2*x^3+108282*a*b*c^2*g*p*r*x^4+8708*a*b*c^2*g*q^3*x^3+57612*a*b*c^2*g*q^2*r*x^ 3+121580*a*b*c^2*g*q^2*x^4+53604*a*b*c^2*g*q*r^2*x^3+108282*a*b*c^2*g*q*r*x^4+ 7840*a*b*c^2*g*r^3*x^3-16008*a*b*c^2*g*r^2*x^4+7194*a*b*c^2*p^4*x^3+30136*a*b*c ^2*p^3*q*x^3+35144*a*b*c^2*p^3*r*x^3+36590*a*b*c^2*p^3*x^4+36408*a*b*c^2*p^2*q^ 2*x^3+107456*a*b*c^2*p^2*q*r*x^3+143034*a*b*c^2*p^2*q*x^4+37410*a*b*c^2*p^2*r^2 *x^3+40698*a*b*c^2*p^2*r*x^4+15000*a*b*c^2*p*q^3*x^3+82192*a*b*c^2*p*q^2*r*x^3+ 143034*a*b*c^2*p*q^2*x^4+68832*a*b*c^2*p*q*r^2*x^3+108144*a*b*c^2*p*q*r*x^4+ 9592*a*b*c^2*p*r^3*x^3-19908*a*b*c^2*p*r^2*x^4+1534*a*b*c^2*q^4*x^3+15400*a*b*c ^2*q^3*r*x^3+36590*a*b*c^2*q^3*x^4+21198*a*b*c^2*q^2*r^2*x^3+40698*a*b*c^2*q^2* r*x^4+6088*a*b*c^2*q*r^3*x^3-19908*a*b*c^2*q*r^2*x^4-9680*a*b*c^2*r^3*x^4+64*a* b*c*g^5*x^3+1309*a*b*c*g^4*p*x^3+859*a*b*c*g^4*q*x^3+2124*a*b*c*g^4*r*x^3+4098* a*b*c*g^4*x^4+5485*a*b*c*g^3*p^2*x^3+8592*a*b*c*g^3*p*q*x^3+15236*a*b*c*g^3*p*r *x^3+23128*a*b*c*g^3*p*x^4+2531*a*b*c*g^3*q^2*x^3+11284*a*b*c*g^3*q*r*x^3+23128 *a*b*c*g^3*q*x^4+5016*a*b*c*g^3*r^2*x^3+9756*a*b*c*g^3*r*x^4+8023*a*b*c*g^2*p^3 *x^3+22432*a*b*c*g^2*p^2*q*x^3+31444*a*b*c*g^2*p^2*r*x^3+39352*a*b*c*g^2*p^2*x^ 4+15588*a*b*c*g^2*p*q^2*x^3+56496*a*b*c*g^2*p*q*r*x^3+93078*a*b*c*g^2*p*q*x^4+ 22662*a*b*c*g^2*p*r^2*x^3+35943*a*b*c*g^2*p*r*x^4+2525*a*b*c*g^2*q^3*x^3+17720* a*b*c*g^2*q^2*r*x^3+39352*a*b*c*g^2*q^2*x^4+16842*a*b*c*g^2*q*r^2*x^3+35943*a*b *c*g^2*q*r*x^4+2320*a*b*c*g^2*r^3*x^3-5964*a*b*c*g^2*r^2*x^4+4677*a*b*c*g*p^4*x ^3+20440*a*b*c*g*p^3*q*x^3+23388*a*b*c*g*p^3*r*x^3+24441*a*b*c*g*p^3*x^4+24692* a*b*c*g*p^2*q^2*x^3+74664*a*b*c*g*p^2*q*r*x^3+101911*a*b*c*g*p^2*q*x^4+25425*a* b*c*g*p^2*r^2*x^3+28563*a*b*c*g*p^2*r*x^4+9840*a*b*c*g*p*q^3*x^3+56568*a*b*c*g* p*q^2*r*x^3+101911*a*b*c*g*p*q^2*x^4+48672*a*b*c*g*p*q*r^2*x^3+82896*a*b*c*g*p* q*r*x^4+6576*a*b*c*g*p*r^3*x^3-13398*a*b*c*g*p*r^2*x^4+911*a*b*c*g*q^4*x^3+9876 *a*b*c*g*q^3*r*x^3+24441*a*b*c*g*q^3*x^4+14151*a*b*c*g*q^2*r^2*x^3+28563*a*b*c* g*q^2*r*x^4+4144*a*b*c*g*q*r^3*x^3-13398*a*b*c*g*q*r^2*x^4-6440*a*b*c*g*r^3*x^4 +924*a*b*c*p^5*x^3+5872*a*b*c*p^4*q*x^3+5520*a*b*c*p^4*r*x^3+4752*a*b*c*p^4*x^4 +10684*a*b*c*p^3*q^2*x^3+27592*a*b*c*p^3*q*r*x^3+31476*a*b*c*p^3*q*x^4+7860*a*b *c*p^3*r^2*x^3+4776*a*b*c*p^3*r*x^4+7540*a*b*c*p^2*q^3*x^3+36072*a*b*c*p^2*q^2* r*x^3+53448*a*b*c*p^2*q^2*x^4+27276*a*b*c*p^2*q*r^2*x^3+32688*a*b*c*p^2*q*r*x^4 +3296*a*b*c*p^2*r^3*x^3-8712*a*b*c*p^2*r^2*x^4+1896*a*b*c*p*q^4*x^3+15656*a*b*c *p*q^3*r*x^3+31476*a*b*c*p*q^3*x^4+20100*a*b*c*p*q^2*r^2*x^3+32688*a*b*c*p*q^2* r*x^4+5760*a*b*c*p*q*r^3*x^3-16056*a*b*c*p*q*r^2*x^4+160*a*b*c*p*r^4*x^3-6260*a *b*c*p*r^3*x^4+92*a*b*c*q^5*x^3+1656*a*b*c*q^4*r*x^3+4752*a*b*c*q^4*x^4+2940*a* b*c*q^3*r^2*x^3+4776*a*b*c*q^3*r*x^4+944*a*b*c*q^2*r^3*x^3-8712*a*b*c*q^2*r^2*x ^4-160*a*b*c*q*r^4*x^3-6260*a*b*c*q*r^3*x^4+40*a*b*g^5*p*x^3+24*a*b*g^5*q*x^3+ 96*a*b*g^5*r*x^3+208*a*b*g^5*x^4+338*a*b*g^4*p^2*x^3+480*a*b*g^4*p*q*x^3+1024*a *b*g^4*p*r*x^3+1646*a*b*g^4*p*x^4+142*a*b*g^4*q^2*x^3+728*a*b*g^4*q*r*x^3+1646* a*b*g^4*q*x^4+312*a*b*g^4*r^2*x^3+570*a*b*g^4*r*x^4+772*a*b*g^3*p^3*x^3+2124*a* b*g^3*p^2*q*x^3+3140*a*b*g^3*p^2*r*x^3+3992*a*b*g^3*p^2*x^4+1428*a*b*g^3*p*q^2* x^3+5664*a*b*g^3*p*q*r*x^3+9856*a*b*g^3*p*q*x^4+2286*a*b*g^3*p*r^2*x^3+3636*a*b *g^3*p*r*x^4+220*a*b*g^3*q^3*x^3+1660*a*b*g^3*q^2*r*x^3+3992*a*b*g^3*q^2*x^4+ 1602*a*b*g^3*q*r^2*x^3+3636*a*b*g^3*q*r*x^4+200*a*b*g^3*r^3*x^3-744*a*b*g^3*r^2 *x^4+718*a*b*g^2*p^4*x^3+3270*a*b*g^2*p^3*q*x^3+3679*a*b*g^2*p^3*r*x^3+3813*a*b *g^2*p^3*x^4+3928*a*b*g^2*p^2*q^2*x^3+12367*a*b*g^2*p^2*q*r*x^3+17417*a*b*g^2*p ^2*q*x^4+4077*a*b*g^2*p^2*r^2*x^3+4494*a*b*g^2*p^2*r*x^4+1498*a*b*g^2*p*q^3*x^3 +9221*a*b*g^2*p*q^2*r*x^3+17417*a*b*g^2*p*q^2*x^4+8208*a*b*g^2*p*q*r^2*x^3+ 15186*a*b*g^2*p*q*r*x^4+1056*a*b*g^2*p*r^3*x^3-2298*a*b*g^2*p*r^2*x^4+122*a*b*g ^2*q^4*x^3+1445*a*b*g^2*q^3*r*x^3+3813*a*b*g^2*q^3*x^4+2139*a*b*g^2*q^2*r^2*x^3 +4494*a*b*g^2*q^2*r*x^4+624*a*b*g^2*q*r^3*x^3-2298*a*b*g^2*q*r^2*x^4-980*a*b*g^ 2*r^3*x^4+284*a*b*g*p^5*x^3+2010*a*b*g*p^4*q*x^3+1737*a*b*g*p^4*r*x^3+1431*a*b* g*p^4*x^4+3726*a*b*g*p^3*q^2*x^3+9722*a*b*g*p^3*q*r*x^3+11310*a*b*g*p^3*q*x^4+ 2541*a*b*g*p^3*r^2*x^3+1326*a*b*g*p^3*r*x^4+2578*a*b*g*p^2*q^3*x^3+12888*a*b*g* p^2*q^2*r*x^3+19758*a*b*g*p^2*q^2*x^4+9921*a*b*g*p^2*q*r^2*x^3+13230*a*b*g*p^2* q*r*x^4+1104*a*b*g*p^2*r^3*x^3-3060*a*b*g*p^2*r^2*x^4+598*a*b*g*p*q^4*x^3+5374* a*b*g*p*q^3*r*x^3+11310*a*b*g*p*q^3*x^4+7287*a*b*g*p*q^2*r^2*x^3+13230*a*b*g*p* q^2*r*x^4+2160*a*b*g*p*q*r^3*x^3-5004*a*b*g*p*q*r^2*x^4+60*a*b*g*p*r^4*x^3-2170 *a*b*g*p*r^3*x^4+20*a*b*g*q^5*x^3+471*a*b*g*q^4*r*x^3+1431*a*b*g*q^4*x^4+891*a* b*g*q^3*r^2*x^3+1326*a*b*g*q^3*r*x^4+296*a*b*g*q^2*r^3*x^3-3060*a*b*g*q^2*r^2*x ^4-60*a*b*g*q*r^4*x^3-2170*a*b*g*q*r^3*x^4+40*a*b*p^6*x^3+420*a*b*p^5*q*x^3+278 *a*b*p^5*r*x^3+172*a*b*p^5*x^4+1096*a*b*p^4*q^2*x^3+2430*a*b*p^4*q*r*x^3+2340*a *b*p^4*q*x^4+495*a*b*p^4*r^2*x^3-69*a*b*p^4*r*x^4+1168*a*b*p^3*q^3*x^3+4900*a*b *p^3*q^2*r*x^3+6160*a*b*p^3*q^2*x^4+3270*a*b*p^3*q*r^2*x^3+2604*a*b*p^3*q*r*x^4 +304*a*b*p^3*r^3*x^3-1116*a*b*p^3*r^2*x^4+528*a*b*p^2*q^4*x^3+3668*a*b*p^2*q^3* r*x^3+6160*a*b*p^2*q^3*x^4+4320*a*b*p^2*q^2*r^2*x^3+5346*a*b*p^2*q^2*r*x^4+1200 *a*b*p^2*q*r^3*x^3-3348*a*b*p^2*q*r^2*x^4+50*a*b*p^2*r^4*x^3-810*a*b*p^2*r^3*x^ 4+76*a*b*p*q^5*x^3+966*a*b*p*q^4*r*x^3+2340*a*b*p*q^4*x^4+1626*a*b*p*q^3*r^2*x^ 3+2604*a*b*p*q^3*r*x^4+600*a*b*p*q^2*r^3*x^3-3348*a*b*p*q^2*r^2*x^4-2340*a*b*p* q*r^3*x^4+46*a*b*q^5*r*x^3+172*a*b*q^5*x^4+81*a*b*q^4*r^2*x^3-69*a*b*q^4*r*x^4-\ 24*a*b*q^3*r^3*x^3-1116*a*b*q^3*r^2*x^4-50*a*b*q^2*r^4*x^3-810*a*b*q^2*r^3*x^4+ 5504*a*c^7*x^3+12624*a*c^6*g*x^3+16928*a*c^6*p*x^3+13184*a*c^6*q*x^3+22208*a*c^ 6*r*x^3+31520*a*c^6*x^4+11568*a*c^5*g^2*x^3+33720*a*c^5*g*p*x^3+26200*a*c^5*g*q *x^3+44384*a*c^5*g*r*x^3+63680*a*c^5*g*x^4+20784*a*c^5*p^2*x^3+36288*a*c^5*p*q* x^3+53616*a*c^5*p*r*x^3+66888*a*c^5*p*x^4+12704*a*c^5*q^2*x^3+45360*a*c^5*q*r*x ^3+70808*a*c^5*q*x^4+19440*a*c^5*r^2*x^3+30144*a*c^5*r*x^4+5336*a*c^4*g^3*x^3+ 26244*a*c^4*g^2*p*x^3+20300*a*c^4*g^2*q*x^3+34896*a*c^4*g^2*r*x^3+50824*a*c^4*g ^2*x^4+34768*a*c^4*g*p^2*x^3+61184*a*c^4*g*p*q*x^3+90720*a*c^4*g*p*r*x^3+114400 *a*c^4*g*p*x^4+21172*a*c^4*g*q^2*x^3+76480*a*c^4*g*q*r*x^3+121416*a*c^4*g*q*x^4 +32712*a*c^4*g*r^2*x^3+51960*a*c^4*g*r*x^4+13020*a*c^4*p^3*x^3+38960*a*c^4*p^2* q*x^3+49476*a*c^4*p^2*r*x^3+54044*a*c^4*p^2*x^4+30588*a*c^4*p*q^2*x^3+96016*a*c ^4*p*q*r*x^3+130416*a*c^4*p*q*x^4+36216*a*c^4*p*r^2*x^3+44832*a*c^4*p*r*x^4+ 6248*a*c^4*q^3*x^3+36076*a*c^4*q^2*r*x^3+62596*a*c^4*q^2*x^4+31680*a*c^4*q*r^2* x^3+50376*a*c^4*q*r*x^4+4736*a*c^4*r^3*x^3-7632*a*c^4*r^2*x^4+1272*a*c^3*g^4*x^ 3+9970*a*c^3*g^3*p*x^3+7646*a*c^3*g^3*q*x^3+13592*a*c^3*g^3*r*x^3+20220*a*c^3*g ^3*x^4+21908*a*c^3*g^2*p^2*x^3+38864*a*c^3*g^2*p*q*x^3+58228*a*c^3*g^2*p*r*x^3+ 74334*a*c^3*g^2*p*x^4+13232*a*c^3*g^2*q^2*x^3+48820*a*c^3*g^2*q*r*x^3+79370*a*c ^3*g^2*q*x^4+20736*a*c^3*g^2*r^2*x^3+33240*a*c^3*g^2*r*x^4+17346*a*c^3*g*p^3*x^ 3+53298*a*c^3*g*p^2*q*x^3+67110*a*c^3*g*p^2*r*x^3+73958*a*c^3*g*p^2*x^4+41748*a *c^3*g*p*q^2*x^3+132640*a*c^3*g*p*q*r*x^3+183340*a*c^3*g*p*q*x^4+49584*a*c^3*g* p*r^2*x^3+63954*a*c^3*g*p*r*x^4+8316*a*c^3*g*q^3*x^3+48954*a*c^3*g*q^2*r*x^3+ 86830*a*c^3*g*q^2*x^4+43332*a*c^3*g*q*r^2*x^3+71814*a*c^3*g*q*r*x^4+6272*a*c^3* g*r^3*x^3-10440*a*c^3*g*r^2*x^4+4368*a*c^3*p^4*x^3+20780*a*c^3*p^3*q*x^3+21680* a*c^3*p^3*r*x^3+20334*a*c^3*p^3*x^4+27560*a*c^3*p^2*q^2*x^3+75688*a*c^3*p^2*q*r *x^3+89254*a*c^3*p^2*q*x^4+23796*a*c^3*p^2*r^2*x^3+20382*a*c^3*p^2*r*x^4+12780* a*c^3*p*q^3*x^3+64392*a*c^3*p*q^2*r*x^3+96274*a*c^3*p*q^2*x^4+51336*a*c^3*p*q*r ^2*x^3+65904*a*c^3*p*q*r*x^4+6616*a*c^3*p*r^3*x^3-14004*a*c^3*p*r^2*x^4+1632*a* c^3*q^4*x^3+13968*a*c^3*q^3*r*x^3+27354*a*c^3*q^3*x^4+18684*a*c^3*q^2*r^2*x^3+ 29634*a*c^3*q^2*r*x^4+5656*a*c^3*q*r^3*x^3-13644*a*c^3*q*r^2*x^4+80*a*c^3*r^4*x ^3-6480*a*c^3*r^3*x^4+141*a*c^2*g^5*x^3+1869*a*c^2*g^4*p*x^3+1409*a*c^2*g^4*q*x ^3+2704*a*c^2*g^4*r*x^3+4144*a*c^2*g^4*x^4+6376*a*c^2*g^3*p^2*x^3+11360*a*c^2*g ^3*p*q*x^3+17468*a*c^2*g^3*p*r*x^3+22598*a*c^2*g^3*p*x^4+3785*a*c^2*g^3*q^2*x^3 +14516*a*c^2*g^3*q*r*x^3+24436*a*c^2*g^3*q*x^4+6054*a*c^2*g^3*r^2*x^3+9426*a*c^ 2*g^3*r*x^4+8162*a*c^2*g^2*p^3*x^3+25889*a*c^2*g^2*p^2*q*x^3+32366*a*c^2*g^2*p^ 2*r*x^3+35846*a*c^2*g^2*p^2*x^4+20179*a*c^2*g^2*p*q^2*x^3+65516*a*c^2*g^2*p*q*r *x^3+92624*a*c^2*g^2*p*q*x^4+24138*a*c^2*g^2*p*r^2*x^3+31737*a*c^2*g^2*p*r*x^4+ 3886*a*c^2*g^2*q^3*x^3+23534*a*c^2*g^2*q^2*r*x^3+43084*a*c^2*g^2*q^2*x^4+20982* a*c^2*g^2*q*r^2*x^3+36147*a*c^2*g^2*q*r*x^4+2856*a*c^2*g^2*r^3*x^3-5688*a*c^2*g ^2*r^2*x^4+4211*a*c^2*g*p^4*x^3+21456*a*c^2*g*p^3*q*x^3+21405*a*c^2*g*p^3*r*x^3 +20039*a*c^2*g*p^3*x^4+28804*a*c^2*g*p^2*q^2*x^3+79493*a*c^2*g*p^2*q*r*x^3+ 95361*a*c^2*g*p^2*q*x^4+23922*a*c^2*g*p^2*r^2*x^3+21180*a*c^2*g*p^2*r*x^4+13156 *a*c^2*g*p*q^3*x^3+67779*a*c^2*g*p*q^2*r*x^3+103737*a*c^2*g*p*q^2*x^4+54462*a*c ^2*g*p*q*r^2*x^3+74982*a*c^2*g*p*q*r*x^4+6628*a*c^2*g*p*r^3*x^3-13878*a*c^2*g*p *r^2*x^4+1597*a*c^2*g*q^4*x^3+14131*a*c^2*g*q^3*r*x^3+28415*a*c^2*g*q^3*x^4+ 19266*a*c^2*g*q^2*r^2*x^3+32076*a*c^2*g*q^2*r*x^4+5804*a*c^2*g*q*r^3*x^3-13794* a*c^2*g*q*r^2*x^4+40*a*c^2*g*r^4*x^3-6540*a*c^2*g*r^3*x^4+737*a*c^2*p^5*x^3+ 5758*a*c^2*p^4*q*x^3+4461*a*c^2*p^4*r*x^3+3355*a*c^2*p^4*x^4+11610*a*c^2*p^3*q^ 2*x^3+27522*a*c^2*p^3*q*r*x^3+27902*a*c^2*p^3*q*x^4+6471*a*c^2*p^3*r^2*x^3+1881 *a*c^2*p^3*r*x^4+9104*a*c^2*p^2*q^3*x^3+40272*a*c^2*p^2*q^2*r*x^3+51768*a*c^2*p ^2*q^2*x^4+28512*a*c^2*p^2*q*r^2*x^3+26991*a*c^2*p^2*q*r*x^4+2806*a*c^2*p^2*r^3 *x^3-9018*a*c^2*p^2*r^2*x^4+2725*a*c^2*p*q^4*x^3+19878*a*c^2*p*q^3*r*x^3+33250* a*c^2*p*q^3*x^4+24615*a*c^2*p*q^2*r^2*x^3+32031*a*c^2*p*q^2*r*x^4+7128*a*c^2*p* q*r^3*x^3-16776*a*c^2*p*q*r^2*x^4+160*a*c^2*p*r^4*x^3-5760*a*c^2*p*r^3*x^4+210* a*c^2*q^5*x^3+2667*a*c^2*q^4*r*x^3+6029*a*c^2*q^4*x^4+4734*a*c^2*q^3*r^2*x^3+ 6921*a*c^2*q^3*r*x^4+1994*a*c^2*q^2*r^3*x^3-8694*a*c^2*q^2*r^2*x^4+40*a*c^2*q*r ^4*x^3-6620*a*c^2*q*r^3*x^4+5*a*c*g^6*x^3+150*a*c*g^5*p*x^3+109*a*c*g^5*q*x^3+ 252*a*c*g^5*r*x^3+401*a*c*g^5*x^4+834*a*c*g^4*p^2*x^3+1464*a*c*g^4*p*q*x^3+2402 *a*c*g^4*p*r*x^3+3145*a*c*g^4*p*x^4+477*a*c*g^4*q^2*x^3+1966*a*c*g^4*q*r*x^3+ 3489*a*c*g^4*q*x^4+783*a*c*g^4*r^2*x^3+1056*a*c*g^4*r*x^4+1584*a*c*g^3*p^3*x^3+ 5192*a*c*g^3*p^2*q*x^3+6490*a*c*g^3*p^2*r*x^3+7145*a*c*g^3*p^2*x^4+4006*a*c*g^3 *p*q^2*x^3+13544*a*c*g^3*p*q*r*x^3+19737*a*c*g^3*p*q*x^4+4878*a*c*g^3*p*r^2*x^3 +6222*a*c*g^3*p*r*x^4+739*a*c*g^3*q^3*x^3+4666*a*c*g^3*q^2*r*x^3+8959*a*c*g^3*q ^2*x^4+4176*a*c*g^3*q*r^2*x^3+7425*a*c*g^3*q*r*x^4+508*a*c*g^3*r^3*x^3-1476*a*c *g^3*r^2*x^4+1257*a*c*g^2*p^4*x^3+7012*a*c*g^2*p^3*q*x^3+6585*a*c*g^2*p^3*r*x^3 +6035*a*c*g^2*p^3*x^4+9536*a*c*g^2*p^2*q^2*x^3+26629*a*c*g^2*p^2*q*r*x^3+32568* a*c*g^2*p^2*q*x^4+7512*a*c*g^2*p^2*r^2*x^3+6402*a*c*g^2*p^2*r*x^4+4264*a*c*g^2* p*q^3*x^3+22713*a*c*g^2*p*q^2*r*x^3+35857*a*c*g^2*p*q^2*x^4+18450*a*c*g^2*p*q*r ^2*x^3+27210*a*c*g^2*p*q*r*x^4+2064*a*c*g^2*p*r^3*x^3-4626*a*c*g^2*p*r^2*x^4+ 483*a*c*g^2*q^4*x^3+4457*a*c*g^2*q^3*r*x^3+9324*a*c*g^2*q^3*x^4+6189*a*c*g^2*q^ 2*r^2*x^3+10785*a*c*g^2*q^2*r*x^4+1832*a*c*g^2*q*r^3*x^3-4650*a*c*g^2*q*r^2*x^4 -2010*a*c*g^2*r^3*x^4+410*a*c*g*p^5*x^3+3923*a*c*g*p^4*q*x^3+2559*a*c*g*p^4*r*x ^3+1768*a*c*g*p^4*x^4+8218*a*c*g*p^3*q^2*x^3+19192*a*c*g*p^3*q*r*x^3+19699*a*c* g*p^3*q*x^4+3795*a*c*g*p^3*r^2*x^3+381*a*c*g*p^3*r*x^4+6434*a*c*g*p^2*q^3*x^3+ 28974*a*c*g*p^2*q^2*r*x^3+38141*a*c*g*p^2*q^2*x^4+20334*a*c*g*p^2*q*r^2*x^3+ 21123*a*c*g*p^2*q*r*x^4+1636*a*c*g*p^2*r^3*x^3-6318*a*c*g*p^2*r^2*x^4+1856*a*c* g*p*q^4*x^3+14076*a*c*g*p*q^3*r*x^3+24257*a*c*g*p*q^3*x^4+17871*a*c*g*p*q^2*r^2 *x^3+25545*a*c*g*p*q^2*r*x^4+5144*a*c*g*p*q*r^3*x^3-10890*a*c*g*p*q*r^2*x^4+60* a*c*g*p*r^4*x^3-3900*a*c*g*p*r^3*x^4+127*a*c*g*q^5*x^3+1735*a*c*g*q^4*r*x^3+ 4047*a*c*g*q^4*x^4+3192*a*c*g*q^3*r^2*x^3+4803*a*c*g*q^3*r*x^4+1376*a*c*g*q^2*r ^3*x^3-6000*a*c*g*q^2*r^2*x^4+20*a*c*g*q*r^4*x^3-4670*a*c*g*q*r^3*x^4+48*a*c*p^ 6*x^3+778*a*c*p^5*q*x^3+338*a*c*p^5*r*x^3+134*a*c*p^5*x^4+2286*a*c*p^4*q^2*x^3+ 4572*a*c*p^4*q*r*x^3+3902*a*c*p^4*q*x^4+603*a*c*p^4*r^2*x^3-597*a*c*p^4*r*x^4+ 2680*a*c*p^3*q^3*x^3+10444*a*c*p^3*q^2*r*x^3+11496*a*c*p^3*q^2*x^4+6408*a*c*p^3 *q*r^2*x^3+3732*a*c*p^3*q*r*x^4+360*a*c*p^3*r^3*x^3-2160*a*c*p^3*r^2*x^4+1384*a *c*p^2*q^4*x^3+8744*a*c*p^2*q^3*r*x^3+12416*a*c*p^2*q^3*x^4+9918*a*c*p^2*q^2*r^ 2*x^3+9666*a*c*p^2*q^2*r*x^4+2676*a*c*p^2*q*r^3*x^3-6696*a*c*p^2*q*r^2*x^4+50*a *c*p^2*r^4*x^3-1350*a*c*p^2*r^3*x^4+270*a*c*p*q^5*x^3+2754*a*c*p*q^4*r*x^3+5282 *a*c*p*q^4*x^4+4572*a*c*p*q^3*r^2*x^3+5748*a*c*p*q^3*r*x^4+1976*a*c*p*q^2*r^3*x ^3-6840*a*c*p*q^2*r^2*x^4+160*a*c*p*q*r^4*x^3-4500*a*c*p*q*r^3*x^4+10*a*c*q^6*x ^3+220*a*c*q^5*r*x^3+594*a*c*q^5*x^4+459*a*c*q^4*r^2*x^3+411*a*c*q^4*r*x^4+172* a*c*q^3*r^3*x^3-2304*a*c*q^3*r^2*x^4-50*a*c*q^2*r^4*x^3-1970*a*c*q^2*r^3*x^4+3* a*g^6*p*x^3+2*a*g^6*q*x^3+8*a*g^6*r*x^3+13*a*g^6*x^4+38*a*g^5*p^2*x^3+60*a*g^5* p*q*x^3+118*a*g^5*p*r*x^3+155*a*g^5*p*x^4+20*a*g^5*q^2*x^3+94*a*g^5*q*r*x^3+181 *a*g^5*q*x^4+33*a*g^5*r^2*x^3+21*a*g^5*r*x^4+106*a*g^4*p^3*x^3+351*a*g^4*p^2*q* x^3+450*a*g^4*p^2*r*x^3+478*a*g^4*p^2*x^4+265*a*g^4*p*q^2*x^3+972*a*g^4*p*q*r*x ^3+1479*a*g^4*p*q*x^4+339*a*g^4*p*r^2*x^3+369*a*g^4*p*r*x^4+47*a*g^4*q^3*x^3+ 314*a*g^4*q^2*r*x^3+650*a*g^4*q^2*x^4+279*a*g^4*q*r^2*x^3+504*a*g^4*q*r*x^4+28* a*g^4*r^3*x^3-144*a*g^4*r^2*x^4+114*a*g^3*p^4*x^3+714*a*g^3*p^3*q*x^3+616*a*g^3 *p^3*r*x^3+522*a*g^3*p^3*x^4+982*a*g^3*p^2*q^2*x^3+2816*a*g^3*p^2*q*r*x^3+3518* a*g^3*p^2*q*x^4+717*a*g^3*p^2*r^2*x^3+465*a*g^3*p^2*r*x^4+426*a*g^3*p*q^3*x^3+ 2394*a*g^3*p*q^2*r*x^3+3946*a*g^3*p*q^2*x^4+1980*a*g^3*p*q*r^2*x^3+3120*a*g^3*p *q*r*x^4+196*a*g^3*p*r^3*x^3-540*a*g^3*p*r^2*x^4+44*a*g^3*q^4*x^3+426*a*g^3*q^3 *r*x^3+950*a*g^3*q^3*x^4+600*a*g^3*q^2*r^2*x^3+1089*a*g^3*q^2*r*x^4+172*a*g^3*q *r^3*x^3-528*a*g^3*q*r^2*x^4-180*a*g^3*r^3*x^4+47*a*g^2*p^5*x^3+633*a*g^2*p^4*q *x^3+306*a*g^2*p^4*r*x^3+155*a*g^2*p^4*x^4+1388*a*g^2*p^3*q^2*x^3+3195*a*g^2*p^ 3*q*r*x^3+3313*a*g^2*p^3*q*x^4+465*a*g^2*p^3*r^2*x^3-237*a*g^2*p^3*r*x^4+1082*a *g^2*p^2*q^3*x^3+5007*a*g^2*p^2*q^2*r*x^3+6787*a*g^2*p^2*q^2*x^4+3480*a*g^2*p^2 *q*r^2*x^3+3942*a*g^2*p^2*q*r*x^4+196*a*g^2*p^2*r^3*x^3-1116*a*g^2*p^2*r^2*x^4+ 297*a*g^2*p*q^4*x^3+2373*a*g^2*p*q^3*r*x^3+4255*a*g^2*p*q^3*x^4+3108*a*g^2*p*q^ 2*r^2*x^3+4893*a*g^2*p*q^2*r*x^4+888*a*g^2*p*q*r^3*x^3-1674*a*g^2*p*q*r^2*x^4-\ 600*a*g^2*p*r^3*x^4+17*a*g^2*q^5*x^3+255*a*g^2*q^4*r*x^3+626*a*g^2*q^4*x^4+483* a*g^2*q^3*r^2*x^3+714*a*g^2*q^3*r*x^4+208*a*g^2*q^2*r^3*x^3-1038*a*g^2*q^2*r^2* x^4-770*a*g^2*q*r^3*x^4+4*a*g*p^6*x^3+252*a*g*p^5*q*x^3+30*a*g*p^5*r*x^3-41*a*g *p^5*x^4+814*a*g*p^4*q^2*x^3+1527*a*g*p^4*q*r*x^3+1287*a*g*p^4*q*x^4+54*a*g*p^4 *r^2*x^3-435*a*g*p^4*r*x^4+972*a*g*p^3*q^3*x^3+3809*a*g*p^3*q^2*r*x^3+4282*a*g* p^3*q^2*x^4+2217*a*g*p^3*q*r^2*x^3+1377*a*g*p^3*q*r*x^4+28*a*g*p^3*r^3*x^3-804* a*g*p^3*r^2*x^4+492*a*g*p^2*q^4*x^3+3219*a*g*p^2*q^3*r*x^3+4714*a*g*p^2*q^3*x^4 +3714*a*g*p^2*q^2*r^2*x^3+4140*a*g*p^2*q^2*r*x^4+964*a*g*p^2*q*r^3*x^3-2250*a*g *p^2*q*r^2*x^4-390*a*g*p^2*r^3*x^4+88*a*g*p*q^5*x^3+969*a*g*p*q^4*r*x^3+1935*a* g*p*q^4*x^4+1689*a*g*p*q^3*r^2*x^3+2409*a*g*p*q^3*r*x^4+756*a*g*p*q^2*r^3*x^3-\ 2268*a*g*p*q^2*r^2*x^4+60*a*g*p*q*r^4*x^3-1680*a*g*p*q*r^3*x^4+2*a*g*q^6*x^3+62 *a*g*q^5*r*x^3+175*a*g*q^5*x^4+138*a*g*q^4*r^2*x^3+81*a*g*q^4*r*x^4+52*a*g*q^3* r^3*x^3-822*a*g*q^3*r^2*x^4-20*a*g*q^2*r^4*x^3-700*a*g*q^2*r^3*x^4+40*a*p^6*q*x ^3-10*a*p^6*x^4+169*a*p^5*q^2*x^3+278*a*p^5*q*r*x^3+194*a*p^5*q*x^4-81*a*p^5*r* x^4+276*a*p^4*q^3*x^3+951*a*p^4*q^2*r*x^3+893*a*p^4*q^2*x^4+495*a*p^4*q*r^2*x^3 +114*a*p^4*q*r*x^4-144*a*p^4*r^2*x^4+214*a*p^3*q^4*x^3+1190*a*p^3*q^3*r*x^3+ 1432*a*p^3*q^3*x^4+1233*a*p^3*q^2*r^2*x^3+801*a*p^3*q^2*r*x^4+304*a*p^3*q*r^3*x ^3-792*a*p^3*q*r^2*x^4-70*a*p^3*r^3*x^4+76*a*p^2*q^5*x^3+644*a*p^2*q^4*r*x^3+ 1028*a*p^2*q^4*x^4+990*a*p^2*q^3*r^2*x^3+909*a*p^2*q^3*r*x^4+430*a*p^2*q^2*r^3* x^3-1350*a*p^2*q^2*r^2*x^4+50*a*p^2*q*r^4*x^3-660*a*p^2*q*r^3*x^4+9*a*p*q^6*x^3 +132*a*p*q^5*r*x^3+302*a*p*q^5*x^4+261*a*p*q^4*r^2*x^3+276*a*p*q^4*r*x^4+120*a* p*q^3*r^3*x^3-900*a*p*q^3*r^2*x^4-750*a*p*q^2*r^3*x^4+5*a*q^6*r*x^3+17*a*q^6*x^ 4+9*a*q^5*r^2*x^3-27*a*q^5*r*x^4-6*a*q^4*r^3*x^3-198*a*q^4*r^2*x^4-10*a*q^3*r^4 *x^3-160*a*q^3*r^3*x^4+64*b^6*c^2*x^3+16*b^6*c*g*x^3+64*b^6*c*p*x^3+64*b^6*c*r* x^3+384*b^6*c*x^4+8*b^6*g*p*x^3+16*b^6*g*r*x^3+104*b^6*g*x^4+16*b^6*p^2*x^3+32* b^6*p*r*x^3+192*b^6*p*x^4-16*b^6*q*x^4-48*b^6*r*x^4+640*b^5*c^3*x^3+432*b^5*c^2 *g*x^3+960*b^5*c^2*p*x^3+288*b^5*c^2*q*x^3+1040*b^5*c^2*r*x^3+4048*b^5*c^2*x^4+ 64*b^5*c*g^2*x^3+456*b^5*c*g*p*x^3+104*b^5*c*g*q*x^3+576*b^5*c*g*r*x^3+2472*b^5 *c*g*x^4+480*b^5*c*p^2*x^3+336*b^5*c*p*q*x^3+1048*b^5*c*p*r*x^3+3560*b^5*c*p*x^ 4+328*b^5*c*q*r*x^3+1688*b^5*c*q*x^4+264*b^5*c*r^2*x^3+1200*b^5*c*r*x^4+36*b^5* g^2*p*x^3+8*b^5*g^2*q*x^3+72*b^5*g^2*r*x^3+364*b^5*g^2*x^4+120*b^5*g*p^2*x^3+64 *b^5*g*p*q*x^3+304*b^5*g*p*r*x^3+1132*b^5*g*p*x^4+80*b^5*g*q*r*x^3+404*b^5*g*q* x^4+72*b^5*g*r^2*x^3+264*b^5*g*r*x^4+80*b^5*p^3*x^3+96*b^5*p^2*q*x^3+264*b^5*p^ 2*r*x^3+768*b^5*p^2*x^4+168*b^5*p*q*r*x^3+912*b^5*p*q*x^4+120*b^5*p*r^2*x^3+648 *b^5*p*r*x^4-64*b^5*q^2*x^4-264*b^5*q*r*x^4-144*b^5*r^2*x^4+2624*b^4*c^4*x^3+ 2848*b^4*c^3*g*x^3+5120*b^4*c^3*p*x^3+2336*b^4*c^3*q*x^3+5664*b^4*c^3*r*x^3+ 16896*b^4*c^3*x^4+960*b^4*c^2*g^2*x^3+4352*b^4*c^2*g*p*x^3+1792*b^4*c^2*g*q*x^3 +5128*b^4*c^2*g*r*x^3+16368*b^4*c^2*g*x^4+3664*b^4*c^2*p^2*x^3+3792*b^4*c^2*p*q *x^3+8136*b^4*c^2*p*r*x^3+20776*b^4*c^2*p*x^4+504*b^4*c^2*q^2*x^3+3912*b^4*c^2* q*r*x^3+14480*b^4*c^2*q*x^4+2304*b^4*c^2*r^2*x^3+9096*b^4*c^2*r*x^4+96*b^4*c*g^ 3*x^3+1048*b^4*c*g^2*p*x^3+372*b^4*c*g^2*q*x^3+1416*b^4*c*g^2*r*x^3+5052*b^4*c* g^2*x^4+2168*b^4*c*g*p^2*x^3+2040*b^4*c*g*p*q*x^3+5132*b^4*c*g*p*r*x^3+13916*b^ 4*c*g*p*x^4+212*b^4*c*g*q^2*x^3+2228*b^4*c*g*q*r*x^3+8792*b^4*c*g*q*x^4+1476*b^ 4*c*g*r^2*x^3+5952*b^4*c*g*r*x^4+1136*b^4*c*p^3*x^3+1984*b^4*c*p^2*q*x^3+3796*b ^4*c*p^2*r*x^3+8260*b^4*c*p^2*x^4+660*b^4*c*p*q^2*x^3+4016*b^4*c*p*q*r*x^3+ 13044*b^4*c*p*q*x^4+2052*b^4*c*p*r^2*x^3+7284*b^4*c*p*r*x^4+612*b^4*c*q^2*r*x^3 +2756*b^4*c*q^2*x^4+816*b^4*c*q*r^2*x^3+2520*b^4*c*q*r*x^4+120*b^4*c*r^3*x^3-\ 864*b^4*c*r^2*x^4+58*b^4*g^3*p*x^3+20*b^4*g^3*q*x^3+116*b^4*g^3*r*x^3+494*b^4*g ^3*x^4+280*b^4*g^2*p^2*x^3+224*b^4*g^2*p*q*x^3+752*b^4*g^2*p*r*x^3+2240*b^4*g^2 *p*x^4+20*b^4*g^2*q^2*x^3+280*b^4*g^2*q*r*x^3+1252*b^4*g^2*q*x^4+204*b^4*g^2*r^ 2*x^3+864*b^4*g^2*r*x^4+352*b^4*g*p^3*x^3+560*b^4*g*p^2*q*x^3+1244*b^4*g*p^2*r* x^3+2866*b^4*g*p^2*x^4+146*b^4*g*p*q^2*x^3+1204*b^4*g*p*q*r*x^3+4210*b^4*g*p*q* x^4+708*b^4*g*p*r^2*x^3+2664*b^4*g*p*r*x^4+140*b^4*g*q^2*r*x^3+538*b^4*g*q^2*x^ 4+216*b^4*g*q*r^2*x^3+294*b^4*g*q*r*x^4+48*b^4*g*r^3*x^3-348*b^4*g*r^2*x^4+128* b^4*p^4*x^3+336*b^4*p^3*q*x^3+572*b^4*p^3*r*x^3+1048*b^4*p^3*x^4+208*b^4*p^2*q^ 2*x^3+1032*b^4*p^2*q*r*x^3+2824*b^4*p^2*q*x^4+468*b^4*p^2*r^2*x^3+1368*b^4*p^2* r*x^4+332*b^4*p*q^2*r*x^3+1672*b^4*p*q^2*x^4+384*b^4*p*q*r^2*x^3+1740*b^4*p*q*r *x^4+24*b^4*p*r^3*x^3-288*b^4*p*r^2*x^4-104*b^4*q^3*x^4-540*b^4*q^2*r*x^4-504*b ^4*q*r^2*x^4-80*b^4*r^3*x^4+5760*b^3*c^5*x^3+8544*b^3*c^4*g*x^3+13696*b^3*c^4*p *x^3+7616*b^3*c^4*q*x^3+15376*b^3*c^4*r*x^3+37200*b^3*c^4*x^4+4496*b^3*c^3*g^2* x^3+16800*b^3*c^3*g*p*x^3+8912*b^3*c^3*g*q*x^3+19400*b^3*c^3*g*r*x^3+49280*b^3* c^3*g*x^4+12560*b^3*c^3*p^2*x^3+15648*b^3*c^3*p*q*x^3+28272*b^3*c^3*p*r*x^3+ 58504*b^3*c^3*p*x^4+3248*b^3*c^3*q^2*x^3+16592*b^3*c^3*q*r*x^3+47816*b^3*c^3*q* x^4+8304*b^3*c^3*r^2*x^3+25920*b^3*c^3*r*x^4+968*b^3*c^2*g^3*x^3+6976*b^3*c^2*g ^2*p*x^3+3436*b^3*c^2*g^2*q*x^3+8504*b^3*c^2*g^2*r*x^3+23324*b^3*c^2*g^2*x^4+ 11928*b^3*c^2*g*p^2*x^3+14280*b^3*c^2*g*p*q*x^3+27740*b^3*c^2*g*p*r*x^3+59828*b ^3*c^2*g*p*x^4+2688*b^3*c^2*g*q^2*x^3+15444*b^3*c^2*g*q*r*x^3+46888*b^3*c^2*g*q *x^4+8256*b^3*c^2*g*r^2*x^3+27108*b^3*c^2*g*r*x^4+5536*b^3*c^2*p^3*x^3+11528*b^ 3*c^2*p^2*q*x^3+18704*b^3*c^2*p^2*r*x^3+33176*b^3*c^2*p^2*x^4+5648*b^3*c^2*p*q^ 2*x^3+24352*b^3*c^2*p*q*r*x^3+59948*b^3*c^2*p*q*x^4+10848*b^3*c^2*p*r^2*x^3+ 28104*b^3*c^2*p*r*x^4+444*b^3*c^2*q^3*x^3+5512*b^3*c^2*q^2*r*x^3+19184*b^3*c^2* q^2*x^4+5916*b^3*c^2*q*r^2*x^3+18180*b^3*c^2*q*r*x^4+824*b^3*c^2*r^3*x^3-3312*b ^3*c^2*r^2*x^4+68*b^3*c*g^4*x^3+1086*b^3*c*g^3*p*x^3+478*b^3*c*g^3*q*x^3+1496*b ^3*c*g^3*r*x^3+4642*b^3*c*g^3*x^4+3468*b^3*c*g^2*p^2*x^3+3880*b^3*c*g^2*p*q*x^3 +8528*b^3*c*g^2*p*r*x^3+19570*b^3*c*g^2*p*x^4+640*b^3*c*g^2*q^2*x^3+4360*b^3*c* g^2*q*r*x^3+14472*b^3*c*g^2*q*x^4+2484*b^3*c*g^2*r^2*x^3+8724*b^3*c*g^2*r*x^4+ 3616*b^3*c*g*p^3*x^3+7280*b^3*c*g*p^2*q*x^3+12620*b^3*c*g*p^2*r*x^3+23206*b^3*c *g*p^2*x^4+3278*b^3*c*g*p*q^2*x^3+15836*b^3*c*g*p*q*r*x^3+40920*b^3*c*g*p*q*x^4 +7560*b^3*c*g*p*r^2*x^3+20874*b^3*c*g*p*r*x^4+198*b^3*c*g*q^3*x^3+3176*b^3*c*g* q^2*r*x^3+11450*b^3*c*g*q^2*x^4+3804*b^3*c*g*q*r^2*x^3+11454*b^3*c*g*q*r*x^4+ 616*b^3*c*g*r^3*x^3-2256*b^3*c*g*r^2*x^4+1164*b^3*c*p^4*x^3+3612*b^3*c*p^3*q*x^ 3+5234*b^3*c*p^3*r*x^3+7916*b^3*c*p^3*x^4+3088*b^3*c*p^2*q^2*x^3+11506*b^3*c*p^ 2*q*r*x^3+23990*b^3*c*p^2*q*x^4+4602*b^3*c*p^2*r^2*x^3+9384*b^3*c*p^2*r*x^4+640 *b^3*c*p*q^3*x^3+5854*b^3*c*p*q^2*r*x^3+18212*b^3*c*p*q^2*x^4+5484*b^3*c*p*q*r^ 2*x^3+16164*b^3*c*p*q*r*x^4+576*b^3*c*p*r^3*x^3-3024*b^3*c*p*r^2*x^4+550*b^3*c* q^3*r*x^3+2138*b^3*c*q^3*x^4+942*b^3*c*q^2*r^2*x^3+1266*b^3*c*q^2*r*x^4+216*b^3 *c*q*r^3*x^3-3348*b^3*c*q*r^2*x^4-40*b^3*c*r^4*x^3-1280*b^3*c*r^3*x^4+43*b^3*g^ 4*p*x^3+18*b^3*g^4*q*x^3+86*b^3*g^4*r*x^3+325*b^3*g^4*x^4+294*b^3*g^3*p^2*x^3+ 288*b^3*g^3*p*q*x^3+804*b^3*g^3*p*r*x^3+2035*b^3*g^3*p*x^4+44*b^3*g^3*q^2*x^3+ 356*b^3*g^3*q*r*x^3+1385*b^3*g^3*q*x^4+210*b^3*g^3*r^2*x^3+822*b^3*g^3*r*x^4+ 552*b^3*g^2*p^3*x^3+1044*b^3*g^2*p^2*q*x^3+2024*b^3*g^2*p^2*r*x^3+3915*b^3*g^2* p^2*x^4+415*b^3*g^2*p*q^2*x^3+2400*b^3*g^2*p*q*r*x^3+6685*b^3*g^2*p*q*x^4+1248* b^3*g^2*p*r^2*x^3+3720*b^3*g^2*p*r*x^4+18*b^3*g^2*q^3*x^3+390*b^3*g^2*q^2*r*x^3 +1535*b^3*g^2*q^2*x^4+516*b^3*g^2*q*r^2*x^3+1491*b^3*g^2*q*r*x^4+96*b^3*g^2*r^3 *x^3-402*b^3*g^2*r^2*x^4+392*b^3*g*p^4*x^3+1184*b^3*g*p^3*q*x^3+1816*b^3*g*p^3* r*x^3+2832*b^3*g*p^3*x^4+942*b^3*g*p^2*q^2*x^3+3896*b^3*g*p^2*q*r*x^3+8517*b^3* g*p^2*q*x^4+1656*b^3*g*p^2*r^2*x^3+3660*b^3*g*p^2*r*x^4+150*b^3*g*p*q^3*x^3+ 1796*b^3*g*p*q^2*r*x^3+5952*b^3*g*p*q^2*x^4+1908*b^3*g*p*q*r^2*x^3+5970*b^3*g*p *q*r*x^4+232*b^3*g*p*r^3*x^3-924*b^3*g*p*r^2*x^4+112*b^3*g*q^3*r*x^3+267*b^3*g* q^3*x^4+234*b^3*g*q^2*r^2*x^3-435*b^3*g*q^2*r*x^4+96*b^3*g*q*r^3*x^3-1302*b^3*g *q*r^2*x^4-380*b^3*g*r^3*x^4+92*b^3*p^5*x^3+404*b^3*p^4*q*x^3+514*b^3*p^4*r*x^3 +652*b^3*p^4*x^4+532*b^3*p^3*q^2*x^3+1730*b^3*p^3*q*r*x^3+3020*b^3*p^3*q*x^4+ 618*b^3*p^3*r^2*x^3+894*b^3*p^3*r*x^4+220*b^3*p^2*q^3*x^3+1542*b^3*p^2*q^2*r*x^ 3+3996*b^3*p^2*q^2*x^4+1296*b^3*p^2*q*r^2*x^3+3150*b^3*p^2*q*r*x^4+136*b^3*p^2* r^3*x^3-684*b^3*p^2*r^2*x^4+326*b^3*p*q^3*r*x^3+1540*b^3*p*q^3*x^4+474*b^3*p*q^ 2*r^2*x^3+1710*b^3*p*q^2*r*x^4+24*b^3*p*q*r^3*x^3-1152*b^3*p*q*r^2*x^4-40*b^3*p *r^4*x^3-560*b^3*p*r^3*x^4-88*b^3*q^4*x^4-546*b^3*q^3*r*x^4-684*b^3*q^2*r^2*x^4 -200*b^3*q*r^3*x^4+7168*b^2*c^6*x^3+13456*b^2*c^5*g*x^3+20000*b^2*c^5*p*x^3+ 12544*b^2*c^5*q*x^3+23040*b^2*c^5*r*x^3+46592*b^2*c^5*x^4+9616*b^2*c^4*g^2*x^3+ 32072*b^2*c^4*g*p*x^3+19680*b^2*c^4*g*q*x^3+37232*b^2*c^4*g*r*x^3+77888*b^2*c^4 *g*x^4+22216*b^2*c^4*p^2*x^3+31008*b^2*c^4*p*q*x^3+51216*b^2*c^4*p*r*x^3+89200* b^2*c^4*p*x^4+7968*b^2*c^4*q^2*x^3+33888*b^2*c^4*q*r*x^3+79400*b^2*c^4*q*x^4+ 15624*b^2*c^4*r^2*x^3+38328*b^2*c^4*r*x^4+3200*b^2*c^3*g^3*x^3+19024*b^2*c^3*g^ 2*p*x^3+11260*b^2*c^3*g^2*q*x^3+22472*b^2*c^3*g^2*r*x^3+49508*b^2*c^3*g^2*x^4+ 29136*b^2*c^3*g*p^2*x^3+40112*b^2*c^3*g*p*q*x^3+68176*b^2*c^3*g*p*r*x^3+122012* b^2*c^3*g*p*x^4+9824*b^2*c^3*g*q^2*x^3+43960*b^2*c^3*g*q*r*x^3+107060*b^2*c^3*g *q*x^4+20844*b^2*c^3*g*r^2*x^3+53676*b^2*c^3*g*r*x^4+12532*b^2*c^3*p^3*x^3+ 29128*b^2*c^3*p^2*q*x^3+43232*b^2*c^3*p^2*r*x^3+65120*b^2*c^3*p^2*x^4+17168*b^2 *c^3*p*q^2*x^3+63616*b^2*c^3*p*q*r*x^3+127400*b^2*c^3*p*q*x^4+26556*b^2*c^3*p*r ^2*x^3+52836*b^2*c^3*p*r*x^4+2164*b^2*c^3*q^3*x^3+17456*b^2*c^3*q^2*r*x^3+48032 *b^2*c^3*q^2*x^4+16788*b^2*c^3*q*r^2*x^3+42132*b^2*c^3*q*r*x^4+2368*b^2*c^3*r^3 *x^3-7344*b^2*c^3*r^2*x^4+476*b^2*c^2*g^4*x^3+5030*b^2*c^2*g^3*p*x^3+2800*b^2*c ^2*g^3*q*x^3+6188*b^2*c^2*g^3*r*x^3+14804*b^2*c^2*g^3*x^4+13398*b^2*c^2*g^2*p^2 *x^3+17968*b^2*c^2*g^2*p*q*x^3+32148*b^2*c^2*g^2*p*r*x^3+59864*b^2*c^2*g^2*p*x^ 4+4106*b^2*c^2*g^2*q^2*x^3+19812*b^2*c^2*g^2*q*r*x^3+51290*b^2*c^2*g^2*q*x^4+ 9624*b^2*c^2*g^2*r^2*x^3+26148*b^2*c^2*g^2*r*x^4+12564*b^2*c^2*g*p^3*x^3+29056* b^2*c^2*g*p^2*q*x^3+44166*b^2*c^2*g*p^2*r*x^3+67998*b^2*c^2*g*p^2*x^4+16506*b^2 *c^2*g*p*q^2*x^3+64348*b^2*c^2*g*p*q*r*x^3+133214*b^2*c^2*g*p*q*x^4+27624*b^2*c ^2*g*p*r^2*x^3+57972*b^2*c^2*g*p*r*x^4+1868*b^2*c^2*g*q^3*x^3+16578*b^2*c^2*g*q ^2*r*x^3+47462*b^2*c^2*g*q^2*x^4+16932*b^2*c^2*g*q*r^2*x^3+44382*b^2*c^2*g*q*r* x^4+2520*b^2*c^2*g*r^3*x^3-7308*b^2*c^2*g*r^2*x^4+3754*b^2*c^2*p^4*x^3+12996*b^ 2*c^2*p^3*q*x^3+17170*b^2*c^2*p^3*r*x^3+22282*b^2*c^2*p^3*x^4+13032*b^2*c^2*p^2 *q^2*x^3+42610*b^2*c^2*p^2*q*r*x^3+72980*b^2*c^2*p^2*q*x^4+16032*b^2*c^2*p^2*r^ 2*x^3+24666*b^2*c^2*p^2*r*x^4+4000*b^2*c^2*p*q^3*x^3+26342*b^2*c^2*p*q^2*r*x^3+ 62482*b^2*c^2*p*q^2*x^4+22788*b^2*c^2*p*q*r^2*x^3+49356*b^2*c^2*p*q*r*x^4+2816* b^2*c^2*p*r^3*x^3-10188*b^2*c^2*p*r^2*x^4+210*b^2*c^2*q^4*x^3+3662*b^2*c^2*q^3* r*x^3+11784*b^2*c^2*q^3*x^4+5424*b^2*c^2*q^2*r^2*x^3+11316*b^2*c^2*q^2*r*x^4+ 1336*b^2*c^2*q*r^3*x^3-10152*b^2*c^2*q*r^2*x^4-120*b^2*c^2*r^4*x^3-4560*b^2*c^2 *r^3*x^4+23*b^2*c*g^5*x^3+548*b^2*c*g^4*p*x^3+275*b^2*c*g^4*q*x^3+750*b^2*c*g^4 *r*x^3+2057*b^2*c*g^4*x^4+2494*b^2*c*g^3*p^2*x^3+3168*b^2*c*g^3*p*q*x^3+6260*b^ 2*c*g^3*p*r*x^3+12389*b^2*c*g^3*p*x^4+659*b^2*c*g^3*q^2*x^3+3556*b^2*c*g^3*q*r* x^3+10199*b^2*c*g^3*q*x^4+1740*b^2*c*g^3*r^2*x^3+5040*b^2*c*g^3*r*x^4+3965*b^2* c*g^2*p^3*x^3+9024*b^2*c*g^2*p^2*q*x^3+14320*b^2*c*g^2*p^2*r*x^3+22699*b^2*c*g^ 2*p^2*x^4+4855*b^2*c*g^2*p*q^2*x^3+20456*b^2*c*g^2*p*q*r*x^3+44477*b^2*c*g^2*p* q*x^4+9072*b^2*c*g^2*p*r^2*x^3+20109*b^2*c*g^2*p*r*x^4+469*b^2*c*g^2*q^3*x^3+ 4742*b^2*c*g^2*q^2*r*x^3+14591*b^2*c*g^2*q^2*x^4+5136*b^2*c*g^2*q*r^2*x^3+14178 *b^2*c*g^2*q*r*x^4+776*b^2*c*g^2*r^3*x^3-2574*b^2*c*g^2*r^2*x^4+2546*b^2*c*g*p^ 4*x^3+8870*b^2*c*g*p^3*q*x^3+11889*b^2*c*g*p^3*r*x^3+15675*b^2*c*g*p^3*x^4+8662 *b^2*c*g*p^2*q^2*x^3+29679*b^2*c*g*p^2*q*r*x^3+52392*b^2*c*g*p^2*q*x^4+11379*b^ 2*c*g*p^2*r^2*x^3+18576*b^2*c*g*p^2*r*x^4+2432*b^2*c*g*p*q^3*x^3+17595*b^2*c*g* p*q^2*r*x^3+43465*b^2*c*g*p*q^2*x^4+16218*b^2*c*g*p*q*r^2*x^3+37764*b^2*c*g*p*q *r*x^4+2100*b^2*c*g*p*r^3*x^3-6606*b^2*c*g*p*r^2*x^4+94*b^2*c*g*q^4*x^3+2097*b^ 2*c*g*q^3*r*x^3+6748*b^2*c*g*q^3*x^4+3471*b^2*c*g*q^2*r^2*x^3+6303*b^2*c*g*q^2* r*x^4+1052*b^2*c*g*q*r^3*x^3-6912*b^2*c*g*q*r^2*x^4-40*b^2*c*g*r^4*x^3-3000*b^2 *c*g*r^3*x^4+557*b^2*c*p^5*x^3+2740*b^2*c*p^4*q*x^3+3153*b^2*c*p^4*r*x^3+3471*b ^2*c*p^4*x^4+4138*b^2*c*p^3*q^2*x^3+11978*b^2*c*p^3*q*r*x^3+17462*b^2*c*p^3*q*x ^4+3993*b^2*c*p^3*r^2*x^3+4251*b^2*c*p^3*r*x^4+2284*b^2*c*p^2*q^3*x^3+12648*b^2 *c*p^2*q^2*r*x^3+25326*b^2*c*p^2*q^2*x^4+9948*b^2*c*p^2*q*r^2*x^3+17145*b^2*c*p ^2*q*r*x^4+1178*b^2*c*p^2*r^3*x^3-4410*b^2*c*p^2*r^2*x^4+329*b^2*c*p*q^4*x^3+ 4078*b^2*c*p*q^3*r*x^3+12150*b^2*c*p*q^3*x^4+5325*b^2*c*p*q^2*r^2*x^3+12357*b^2 *c*p*q^2*r*x^4+1032*b^2*c*p*q*r^3*x^3-7992*b^2*c*p*q*r^2*x^4-120*b^2*c*p*r^4*x^ 3-3360*b^2*c*p*r^3*x^4+255*b^2*c*q^4*r*x^3+815*b^2*c*q^4*x^4+498*b^2*c*q^3*r^2* x^3-537*b^2*c*q^3*r*x^4+102*b^2*c*q^2*r^3*x^3-4266*b^2*c*q^2*r^2*x^4-80*b^2*c*q *r^4*x^3-2340*b^2*c*q*r^3*x^4+15*b^2*g^5*p*x^3+7*b^2*g^5*q*x^3+30*b^2*g^5*r*x^3 +104*b^2*g^5*x^4+151*b^2*g^4*p^2*x^3+168*b^2*g^4*p*q*x^3+414*b^2*g^4*p*r*x^3+ 905*b^2*g^4*p*x^4+33*b^2*g^4*q^2*x^3+202*b^2*g^4*q*r*x^3+697*b^2*g^4*q*x^4+93*b ^2*g^4*r^2*x^3+297*b^2*g^4*r*x^4+388*b^2*g^3*p^3*x^3+844*b^2*g^3*p^2*q*x^3+1458 *b^2*g^3*p^2*r*x^3+2409*b^2*g^3*p^2*x^4+417*b^2*g^3*p*q^2*x^3+2000*b^2*g^3*p*q* r*x^3+4698*b^2*g^3*p*q*x^4+924*b^2*g^3*p*r^2*x^3+2175*b^2*g^3*p*r*x^4+33*b^2*g^ 3*q^3*x^3+380*b^2*g^3*q^2*r*x^3+1353*b^2*g^3*q^2*x^4+426*b^2*g^3*q*r^2*x^3+1269 *b^2*g^3*q*r*x^4+60*b^2*g^3*r^3*x^3-324*b^2*g^3*r^2*x^4+411*b^2*g^2*p^4*x^3+ 1428*b^2*g^2*p^3*q*x^3+1968*b^2*g^2*p^3*r*x^3+2637*b^2*g^2*p^3*x^4+1340*b^2*g^2 *p^2*q^2*x^3+4928*b^2*g^2*p^2*q*r*x^3+9061*b^2*g^2*p^2*q*x^4+1932*b^2*g^2*p^2*r ^2*x^3+3315*b^2*g^2*p^2*r*x^4+330*b^2*g^2*p*q^3*x^3+2746*b^2*g^2*p*q^2*r*x^3+ 7222*b^2*g^2*p*q^2*x^4+2736*b^2*g^2*p*q*r^2*x^3+6930*b^2*g^2*p*q*r*x^4+368*b^2* g^2*p*r^3*x^3-1044*b^2*g^2*p*r^2*x^4+7*b^2*g^2*q^4*x^3+242*b^2*g^2*q^3*r*x^3+ 798*b^2*g^2*q^3*x^4+453*b^2*g^2*q^2*r^2*x^3+516*b^2*g^2*q^2*r*x^4+168*b^2*g^2*q *r^3*x^3-1206*b^2*g^2*q*r^2*x^4-450*b^2*g^2*r^3*x^4+190*b^2*g*p^5*x^3+958*b^2*g *p^4*q*x^3+1099*b^2*g*p^4*r*x^3+1215*b^2*g*p^4*x^4+1424*b^2*g*p^3*q^2*x^3+4291* b^2*g*p^3*q*r*x^3+6435*b^2*g*p^3*q*x^4+1431*b^2*g*p^3*r^2*x^3+1611*b^2*g*p^3*r* x^4+734*b^2*g*p^2*q^3*x^3+4419*b^2*g*p^2*q^2*r*x^3+9222*b^2*g*p^2*q^2*x^4+3678* b^2*g*p^2*q*r^2*x^3+7020*b^2*g*p^2*q*r*x^4+444*b^2*g*p^2*r^3*x^3-1476*b^2*g*p^2 *r^2*x^4+78*b^2*g*p*q^4*x^3+1269*b^2*g*p*q^3*r*x^3+3999*b^2*g*p*q^3*x^4+1863*b^ 2*g*p*q^2*r^2*x^3+4581*b^2*g*p*q^2*r*x^4+428*b^2*g*p*q*r^3*x^3-2538*b^2*g*p*q*r ^2*x^4-40*b^2*g*p*r^4*x^3-1200*b^2*g*p*r^3*x^4+42*b^2*g*q^4*r*x^3-3*b^2*g*q^4*x ^4+108*b^2*g*q^3*r^2*x^3-828*b^2*g*q^3*r*x^4+60*b^2*g*q^2*r^3*x^3-1620*b^2*g*q^ 2*r^2*x^4-690*b^2*g*q*r^3*x^4+31*b^2*p^6*x^3+216*b^2*p^5*q*x^3+207*b^2*p^5*r*x^ 3+186*b^2*p^5*x^4+462*b^2*p^4*q^2*x^3+1176*b^2*p^4*q*r*x^3+1443*b^2*p^4*q*x^4+ 333*b^2*p^4*r^2*x^3+171*b^2*p^4*r*x^4+400*b^2*p^3*q^3*x^3+1902*b^2*p^3*q^2*r*x^ 3+3172*b^2*p^3*q^2*x^4+1356*b^2*p^3*q*r^2*x^3+1659*b^2*p^3*q*r*x^4+154*b^2*p^3* r^3*x^3-612*b^2*p^3*r^2*x^4+123*b^2*p^2*q^4*x^3+1104*b^2*p^2*q^3*r*x^3+2718*b^2 *p^2*q^3*x^4+1305*b^2*p^2*q^2*r^2*x^3+2511*b^2*p^2*q^2*r*x^4+272*b^2*p^2*q*r^3* x^3-1674*b^2*p^2*q*r^2*x^4-540*b^2*p^2*r^3*x^4+171*b^2*p*q^4*r*x^3+762*b^2*p*q^ 4*x^4+282*b^2*p*q^3*r^2*x^3+729*b^2*p*q^3*r*x^4-18*b^2*p*q^2*r^3*x^3-1512*b^2*p *q^2*r^2*x^4-80*b^2*p*q*r^4*x^3-1080*b^2*p*q*r^3*x^4-41*b^2*q^5*x^4-294*b^2*q^4 *r*x^4-450*b^2*q^3*r^2*x^4-180*b^2*q^2*r^3*x^4+4736*b*c^7*x^3+10800*b*c^6*g*x^3 +15104*b*c^6*p*x^3+10336*b*c^6*q*x^3+18112*b*c^6*r*x^3+31520*b*c^6*x^4+9808*b*c ^5*g^2*x^3+30056*b*c^5*g*p*x^3+20360*b*c^5*g*q*x^3+35872*b*c^5*g*r*x^3+63680*b* c^5*g*x^4+19584*b*c^5*p^2*x^3+29760*b*c^5*p*q*x^3+46800*b*c^5*p*r*x^3+70808*b*c ^5*p*x^4+8752*b*c^5*q^2*x^3+33936*b*c^5*q*r*x^3+66888*b*c^5*q*x^4+15120*b*c^5*r ^2*x^3+30144*b*c^5*r*x^4+4456*b*c^4*g^3*x^3+23348*b*c^4*g^2*p*x^3+15548*b*c^4*g ^2*q*x^3+27792*b*c^4*g^2*r*x^3+50824*b*c^4*g^2*x^4+32940*b*c^4*g*p^2*x^3+49984* b*c^4*g*p*q*x^3+79040*b*c^4*g*p*r*x^3+121416*b*c^4*g*p*x^4+14320*b*c^4*g*q^2*x^ 3+56544*b*c^4*g*q*r*x^3+114400*b*c^4*g*q*x^4+25272*b*c^4*g*r^2*x^3+51960*b*c^4* g*r*x^4+13320*b*c^4*p^3*x^3+33780*b*c^4*p^2*q*x^3+47444*b*c^4*p^2*r*x^3+62596*b *c^4*p^2*x^4+22432*b*c^4*p*q^2*x^3+76784*b*c^4*p*q*r*x^3+130416*b*c^4*p*q*x^4+ 31104*b*c^4*p*r^2*x^3+50376*b*c^4*p*r*x^4+3572*b*c^4*q^3*x^3+23964*b*c^4*q^2*r* x^3+54044*b*c^4*q^2*x^4+21960*b*c^4*q*r^2*x^3+44832*b*c^4*q*r*x^4+3264*b*c^4*r^ 3*x^3-7632*b*c^4*r^2*x^4+1032*b*c^3*g^4*x^3+8834*b*c^3*g^3*p*x^3+5710*b*c^3*g^3 *q*x^3+10552*b*c^3*g^3*r*x^3+20220*b*c^3*g^3*x^4+20904*b*c^3*g^2*p^2*x^3+31536* b*c^3*g^2*p*q*x^3+50588*b*c^3*g^2*p*r*x^3+79370*b*c^3*g^2*p*x^4+8692*b*c^3*g^2* q^2*x^3+35324*b*c^3*g^2*q*r*x^3+74334*b*c^3*g^2*q*x^4+15744*b*c^3*g^2*r^2*x^3+ 33240*b*c^3*g^2*r*x^4+18084*b*c^3*g*p^3*x^3+46300*b*c^3*g*p^2*q*x^3+65070*b*c^3 *g*p^2*r*x^3+86830*b*c^3*g*p^2*x^4+30254*b*c^3*g*p*q^2*x^3+105632*b*c^3*g*p*q*r *x^3+183340*b*c^3*g*p*q*x^4+42876*b*c^3*g*p*r^2*x^3+71814*b*c^3*g*p*r*x^4+4558* b*c^3*g*q^3*x^3+31794*b*c^3*g*q^2*r*x^3+73958*b*c^3*g*q^2*x^4+29904*b*c^3*g*q*r ^2*x^3+63954*b*c^3*g*q*r*x^4+4448*b*c^3*g*r^3*x^3-10440*b*c^3*g*r^2*x^4+5080*b* c^3*p^4*x^3+19332*b*c^3*p^3*q*x^3+23904*b*c^3*p^3*r*x^3+27354*b*c^3*p^3*x^4+ 21592*b*c^3*p^2*q^2*x^3+65640*b*c^3*p^2*q*r*x^3+96274*b*c^3*p^2*q*x^4+23796*b*c ^3*p^2*r^2*x^3+29634*b*c^3*p^2*r*x^4+8036*b*c^3*p*q^3*x^3+45992*b*c^3*p*q^2*r*x ^3+89254*b*c^3*p*q^2*x^4+38520*b*c^3*p*q*r^2*x^3+65904*b*c^3*p*q*r*x^4+5224*b*c ^3*p*r^3*x^3-13644*b*c^3*p*r^2*x^4+696*b*c^3*q^4*x^3+7840*b*c^3*q^3*r*x^3+20334 *b*c^3*q^3*x^4+10908*b*c^3*q^2*r^2*x^3+20382*b*c^3*q^2*r*x^4+2984*b*c^3*q*r^3*x ^3-14004*b*c^3*q*r^2*x^4-80*b*c^3*r^4*x^3-6480*b*c^3*r^3*x^4+107*b*c^2*g^5*x^3+ 1639*b*c^2*g^4*p*x^3+1003*b*c^2*g^4*q*x^3+2000*b*c^2*g^4*r*x^3+4144*b*c^2*g^4*x ^4+6135*b*c^2*g^3*p^2*x^3+9104*b*c^2*g^3*p*q*x^3+15100*b*c^2*g^3*p*r*x^3+24436* b*c^2*g^3*p*x^4+2368*b*c^2*g^3*q^2*x^3+10084*b*c^2*g^3*q*r*x^3+22598*b*c^2*g^3* q*x^4+4410*b*c^2*g^3*r^2*x^3+9426*b*c^2*g^3*r*x^4+8726*b*c^2*g^2*p^3*x^3+22521* b*c^2*g^2*p^2*q*x^3+31870*b*c^2*g^2*p^2*r*x^3+43084*b*c^2*g^2*p^2*x^4+14355*b*c ^2*g^2*p*q^2*x^3+51748*b*c^2*g^2*p*q*r*x^3+92624*b*c^2*g^2*p*q*x^4+21018*b*c^2* g^2*p*r^2*x^3+36147*b*c^2*g^2*p*r*x^4+1994*b*c^2*g^2*q^3*x^3+14662*b*c^2*g^2*q^ 2*r*x^3+35846*b*c^2*g^2*q^2*x^4+14118*b*c^2*g^2*q*r^2*x^3+31737*b*c^2*g^2*q*r*x ^4+2024*b*c^2*g^2*r^3*x^3-5688*b*c^2*g^2*r^2*x^4+5171*b*c^2*g*p^4*x^3+20204*b*c ^2*g*p^3*q*x^3+24689*b*c^2*g*p^3*r*x^3+28415*b*c^2*g*p^3*x^4+22436*b*c^2*g*p^2* q^2*x^3+69393*b*c^2*g*p^2*q*r*x^3+103737*b*c^2*g*p^2*q*x^4+24918*b*c^2*g*p^2*r^ 2*x^3+32076*b*c^2*g*p^2*r*x^4+8016*b*c^2*g*p*q^3*x^3+47791*b*c^2*g*p*q^2*r*x^3+ 95361*b*c^2*g*p*q^2*x^4+41154*b*c^2*g*p*q*r^2*x^3+74982*b*c^2*g*p*q*r*x^4+5556* b*c^2*g*p*r^3*x^3-13794*b*c^2*g*p*r^2*x^4+613*b*c^2*g*q^4*x^3+7527*b*c^2*g*q^3* r*x^3+20039*b*c^2*g*q^3*x^4+11094*b*c^2*g*q^2*r^2*x^3+21180*b*c^2*g*q^2*r*x^4+ 3292*b*c^2*g*q*r^3*x^3-13878*b*c^2*g*q*r^2*x^4-40*b*c^2*g*r^4*x^3-6540*b*c^2*g* r^3*x^4+1066*b*c^2*p^5*x^3+5855*b*c^2*p^4*q*x^3+6189*b*c^2*p^4*r*x^3+6029*b*c^2 *p^4*x^4+9768*b*c^2*p^3*q^2*x^3+26346*b*c^2*p^3*q*r*x^3+33250*b*c^2*p^3*q*x^4+ 8298*b*c^2*p^3*r^2*x^3+6921*b*c^2*p^3*r*x^4+6286*b*c^2*p^2*q^3*x^3+31224*b*c^2* p^2*q^2*r*x^3+51768*b*c^2*p^2*q^2*x^4+23841*b*c^2*p^2*q*r^2*x^3+32031*b*c^2*p^2 *q*r*x^4+2966*b*c^2*p^2*r^3*x^3-8694*b*c^2*p^2*r^2*x^4+1358*b*c^2*p*q^4*x^3+ 12222*b*c^2*p*q^3*r*x^3+27902*b*c^2*p*q^3*x^4+15480*b*c^2*p*q^2*r^2*x^3+26991*b *c^2*p*q^2*r*x^4+3912*b*c^2*p*q*r^3*x^3-16776*b*c^2*p*q*r^2*x^4-40*b*c^2*p*r^4* x^3-6620*b*c^2*p*r^3*x^4+51*b*c^2*q^5*x^3+1155*b*c^2*q^4*r*x^3+3355*b*c^2*q^4*x ^4+2097*b*c^2*q^3*r^2*x^3+1881*b*c^2*q^3*r*x^4+634*b*c^2*q^2*r^3*x^3-9018*b*c^2 *q^2*r^2*x^4-160*b*c^2*q*r^4*x^3-5760*b*c^2*q*r^3*x^4+3*b*c*g^6*x^3+127*b*c*g^5 *p*x^3+70*b*c*g^5*q*x^3+168*b*c*g^5*r*x^3+401*b*c*g^5*x^4+807*b*c*g^4*p^2*x^3+ 1144*b*c*g^4*p*q*x^3+2054*b*c*g^4*p*r*x^3+3489*b*c*g^4*p*x^4+274*b*c*g^4*q^2*x^ 3+1258*b*c*g^4*q*r*x^3+3145*b*c*g^4*q*x^4+513*b*c*g^4*r^2*x^3+1056*b*c*g^4*r*x^ 4+1749*b*c*g^3*p^3*x^3+4514*b*c*g^3*p^2*q*x^3+6530*b*c*g^3*p^2*r*x^3+8959*b*c*g ^3*p^2*x^4+2764*b*c*g^3*p*q^2*x^3+10528*b*c*g^3*p*q*r*x^3+19737*b*c*g^3*p*q*x^4 +4272*b*c*g^3*p*r^2*x^3+7425*b*c*g^3*p*r*x^4+340*b*c*g^3*q^3*x^3+2678*b*c*g^3*q ^2*r*x^3+7145*b*c*g^3*q^2*x^4+2610*b*c*g^3*q*r^2*x^3+6222*b*c*g^3*q*r*x^4+332*b *c*g^3*r^3*x^3-1476*b*c*g^3*r^2*x^4+1665*b*c*g^2*p^4*x^3+6700*b*c*g^2*p^3*q*x^3 +8095*b*c*g^2*p^3*r*x^3+9324*b*c*g^2*p^3*x^4+7360*b*c*g^2*p^2*q^2*x^3+23403*b*c *g^2*p^2*q*r*x^3+35857*b*c*g^2*p^2*q*x^4+8283*b*c*g^2*p^2*r^2*x^3+10785*b*c*g^2 *p^2*r*x^4+2480*b*c*g^2*p*q^3*x^3+15671*b*c*g^2*p*q^2*r*x^3+32568*b*c*g^2*p*q^2 *x^4+13950*b*c*g^2*p*q*r^2*x^3+27210*b*c*g^2*p*q*r*x^4+1848*b*c*g^2*p*r^3*x^3-\ 4650*b*c*g^2*p*r^2*x^4+155*b*c*g^2*q^4*x^3+2151*b*c*g^2*q^3*r*x^3+6035*b*c*g^2* q^3*x^4+3360*b*c*g^2*q^2*r^2*x^3+6402*b*c*g^2*q^2*r*x^4+1056*b*c*g^2*q*r^3*x^3-\ 4626*b*c*g^2*q*r^2*x^4-2010*b*c*g^2*r^3*x^4+709*b*c*g*p^5*x^3+4128*b*c*g*p^4*q* x^3+4193*b*c*g*p^4*r*x^3+4047*b*c*g*p^4*x^4+6934*b*c*g*p^3*q^2*x^3+18900*b*c*g* p^3*q*r*x^3+24257*b*c*g*p^3*q*x^4+5736*b*c*g*p^3*r^2*x^3+4803*b*c*g*p^3*r*x^4+ 4342*b*c*g*p^2*q^3*x^3+22398*b*c*g*p^2*q^2*r*x^3+38141*b*c*g*p^2*q^2*x^4+17481* b*c*g*p^2*q*r^2*x^3+25545*b*c*g*p^2*q*r*x^4+2104*b*c*g*p^2*r^3*x^3-6000*b*c*g*p ^2*r^2*x^4+849*b*c*g*p*q^4*x^3+8336*b*c*g*p*q^3*r*x^3+19699*b*c*g*p*q^3*x^4+ 11202*b*c*g*p*q^2*r^2*x^3+21123*b*c*g*p*q^2*r*x^4+3016*b*c*g*p*q*r^3*x^3-10890* b*c*g*p*q*r^2*x^4-20*b*c*g*p*r^4*x^3-4670*b*c*g*p*r^3*x^4+22*b*c*g*q^5*x^3+645* b*c*g*q^4*r*x^3+1768*b*c*g*q^4*x^4+1317*b*c*g*q^3*r^2*x^3+381*b*c*g*q^3*r*x^4+ 524*b*c*g*q^2*r^3*x^3-6318*b*c*g*q^2*r^2*x^4-60*b*c*g*q*r^4*x^3-3900*b*c*g*q*r^ 3*x^4+110*b*c*p^6*x^3+882*b*c*p^5*q*x^3+752*b*c*p^5*r*x^3+594*b*c*p^5*x^4+2072* b*c*p^4*q^2*x^3+4914*b*c*p^4*q*r*x^3+5282*b*c*p^4*q*x^4+1269*b*c*p^4*r^2*x^3+ 411*b*c*p^4*r*x^4+2024*b*c*p^3*q^3*x^3+8824*b*c*p^3*q^2*r*x^3+12416*b*c*p^3*q^2 *x^4+6084*b*c*p^3*q*r^2*x^3+5748*b*c*p^3*q*r*x^4+668*b*c*p^3*r^3*x^3-2304*b*c*p ^3*r^2*x^4+810*b*c*p^2*q^4*x^3+5972*b*c*p^2*q^3*r*x^3+11496*b*c*p^2*q^3*x^4+ 6930*b*c*p^2*q^2*r^2*x^3+9666*b*c*p^2*q^2*r*x^4+1744*b*c*p^2*q*r^3*x^3-6840*b*c *p^2*q*r^2*x^4+50*b*c*p^2*r^4*x^3-1970*b*c*p^2*r^3*x^4+86*b*c*p*q^5*x^3+1368*b* c*p*q^4*r*x^3+3902*b*c*p*q^4*x^4+2232*b*c*p*q^3*r^2*x^3+3732*b*c*p*q^3*r*x^4+ 564*b*c*p*q^2*r^3*x^3-6696*b*c*p*q^2*r^2*x^4-160*b*c*p*q*r^4*x^3-4500*b*c*p*q*r ^3*x^4+58*b*c*q^5*r*x^3+134*b*c*q^5*x^4+117*b*c*q^4*r^2*x^3-597*b*c*q^4*r*x^4-\ 2160*b*c*q^3*r^2*x^4-50*b*c*q^2*r^4*x^3-1350*b*c*q^2*r^3*x^4+2*b*g^6*p*x^3+b*g^ 6*q*x^3+4*b*g^6*r*x^3+13*b*g^6*x^4+36*b*g^5*p^2*x^3+44*b*g^5*p*q*x^3+98*b*g^5*p *r*x^3+181*b*g^5*p*x^4+10*b*g^5*q^2*x^3+50*b*g^5*q*r*x^3+155*b*g^5*q*x^4+15*b*g ^5*r^2*x^3+21*b*g^5*r*x^4+121*b*g^4*p^3*x^3+303*b*g^4*p^2*q*x^3+466*b*g^4*p^2*r *x^3+650*b*g^4*p^2*x^4+173*b*g^4*p*q^2*x^3+732*b*g^4*p*q*r*x^3+1479*b*g^4*p*q*x ^4+297*b*g^4*p*r^2*x^3+504*b*g^4*p*r*x^4+18*b*g^4*q^3*x^3+150*b*g^4*q^2*r*x^3+ 478*b*g^4*q^2*x^4+141*b*g^4*q*r^2*x^3+369*b*g^4*q*r*x^4+12*b*g^4*r^3*x^3-144*b* g^4*r^2*x^4+168*b*g^3*p^4*x^3+694*b*g^3*p^3*q*x^3+834*b*g^3*p^3*r*x^3+950*b*g^3 *p^3*x^4+746*b*g^3*p^2*q^2*x^3+2490*b*g^3*p^2*q*r*x^3+3946*b*g^3*p^2*q*x^4+864* b*g^3*p^2*r^2*x^3+1089*b*g^3*p^2*r*x^4+230*b*g^3*p*q^3*x^3+1588*b*g^3*p*q^2*r*x ^3+3518*b*g^3*p*q^2*x^4+1476*b*g^3*p*q*r^2*x^3+3120*b*g^3*p*q*r*x^4+188*b*g^3*p *r^3*x^3-528*b*g^3*p*r^2*x^4+10*b*g^3*q^4*x^3+164*b*g^3*q^3*r*x^3+522*b*g^3*q^3 *x^4+267*b*g^3*q^2*r^2*x^3+465*b*g^3*q^2*r*x^4+84*b*g^3*q*r^3*x^3-540*b*g^3*q*r ^2*x^4-180*b*g^3*r^3*x^4+111*b*g^2*p^5*x^3+695*b*g^2*p^4*q*x^3+669*b*g^2*p^4*r* x^3+626*b*g^2*p^4*x^4+1174*b*g^2*p^3*q^2*x^3+3255*b*g^2*p^3*q*r*x^3+4255*b*g^2* p^3*q*x^4+933*b*g^2*p^3*r^2*x^3+714*b*g^2*p^3*r*x^4+708*b*g^2*p^2*q^3*x^3+3849* b*g^2*p^2*q^2*r*x^3+6787*b*g^2*p^2*q^2*x^4+3084*b*g^2*p^2*q*r^2*x^3+4893*b*g^2* p^2*q*r*x^4+352*b*g^2*p^2*r^3*x^3-1038*b*g^2*p^2*r^2*x^4+119*b*g^2*p*q^4*x^3+ 1329*b*g^2*p*q^3*r*x^3+3313*b*g^2*p*q^3*x^4+1920*b*g^2*p*q^2*r^2*x^3+3942*b*g^2 *p*q^2*r*x^4+552*b*g^2*p*q*r^3*x^3-1674*b*g^2*p*q*r^2*x^4-770*b*g^2*p*r^3*x^4+b *g^2*q^5*x^3+66*b*g^2*q^4*r*x^3+155*b*g^2*q^4*x^4+159*b*g^2*q^3*r^2*x^3-237*b*g ^2*q^3*r*x^4+84*b*g^2*q^2*r^3*x^3-1116*b*g^2*q^2*r^2*x^4-600*b*g^2*q*r^3*x^4+34 *b*g*p^6*x^3+312*b*g*p^5*q*x^3+238*b*g*p^5*r*x^3+175*b*g*p^5*x^4+752*b*g*p^4*q^ 2*x^3+1779*b*g*p^4*q*r*x^3+1935*b*g*p^4*q*x^4+414*b*g*p^4*r^2*x^3+81*b*g*p^4*r* x^4+724*b*g*p^3*q^3*x^3+3261*b*g*p^3*q^2*r*x^3+4714*b*g*p^3*q^2*x^4+2271*b*g*p^ 3*q*r^2*x^3+2409*b*g*p^3*q*r*x^4+228*b*g*p^3*r^3*x^3-822*b*g*p^3*r^2*x^4+270*b* g*p^2*q^4*x^3+2143*b*g*p^2*q^3*r*x^3+4282*b*g*p^2*q^3*x^4+2622*b*g*p^2*q^2*r^2* x^3+4140*b*g*p^2*q^2*r*x^4+684*b*g*p^2*q*r^3*x^3-2268*b*g*p^2*q*r^2*x^4+20*b*g* p^2*r^4*x^3-700*b*g*p^2*r^3*x^4+20*b*g*p*q^5*x^3+429*b*g*p*q^4*r*x^3+1287*b*g*p *q^4*x^4+783*b*g*p*q^3*r^2*x^3+1377*b*g*p*q^3*r*x^4+236*b*g*p*q^2*r^3*x^3-2250* b*g*p*q^2*r^2*x^4-60*b*g*p*q*r^4*x^3-1680*b*g*p*q*r^3*x^4+6*b*g*q^5*r*x^3-41*b* g*q^5*x^4+18*b*g*q^4*r^2*x^3-435*b*g*q^4*r*x^4+12*b*g*q^3*r^3*x^3-804*b*g*q^3*r ^2*x^4-390*b*g*q^2*r^3*x^4+4*b*p^7*x^3+51*b*p^6*q*x^3+31*b*p^6*r*x^3+17*b*p^6*x ^4+164*b*p^5*q^2*x^3+336*b*p^5*q*r*x^3+302*b*p^5*q*x^4+63*b*p^5*r^2*x^3-27*b*p^ 5*r*x^4+226*b*p^4*q^3*x^3+868*b*p^4*q^2*r*x^3+1028*b*p^4*q^2*x^4+531*b*p^4*q*r^ 2*x^3+276*b*p^4*q*r*x^4+46*b*p^4*r^3*x^3-198*b*p^4*r^2*x^4+144*b*p^3*q^4*x^3+ 898*b*p^3*q^3*r*x^3+1432*b*p^3*q^3*x^4+954*b*p^3*q^2*r^2*x^3+909*b*p^3*q^2*r*x^ 4+240*b*p^3*q*r^3*x^3-900*b*p^3*q*r^2*x^4+10*b*p^3*r^4*x^3-160*b*p^3*r^3*x^4+35 *b*p^2*q^5*x^3+381*b*p^2*q^4*r*x^3+893*b*p^2*q^4*x^4+567*b*p^2*q^3*r^2*x^3+801* b*p^2*q^3*r*x^4+170*b*p^2*q^2*r^3*x^3-1350*b*p^2*q^2*r^2*x^4-750*b*p^2*q*r^3*x^ 4+46*b*p*q^5*r*x^3+194*b*p*q^5*x^4+81*b*p*q^4*r^2*x^3+114*b*p*q^4*r*x^4-24*b*p* q^3*r^3*x^3-792*b*p*q^3*r^2*x^4-50*b*p*q^2*r^4*x^3-660*b*p*q^2*r^3*x^4-10*b*q^6 *x^4-81*b*q^5*r*x^4-144*b*q^4*r^2*x^4-70*b*q^3*r^3*x^4+1280*c^8*x^3+3456*c^7*g* x^3+4576*c^7*p*x^3+3360*c^7*q*x^3+5760*c^7*r*x^3+8896*c^7*x^4+3840*c^6*g^2*x^3+ 10944*c^6*g*p*x^3+8000*c^6*g*q*x^3+13632*c^6*g*r*x^3+21216*c^6*g*x^4+6728*c^6*p ^2*x^3+11008*c^6*p*q*x^3+16736*c^6*p*r*x^3+22672*c^6*p*x^4+3576*c^6*q^2*x^3+ 13216*c^6*q*r*x^3+22672*c^6*q*x^4+5760*c^6*r^2*x^3+9792*c^6*r*x^4+2240*c^5*g^3* x^3+10608*c^5*g^2*p*x^3+7696*c^5*g^2*q*x^3+13056*c^5*g^2*r*x^3+20544*c^5*g^2*x^ 4+13908*c^5*g*p^2*x^3+22848*c^5*g*p*q*x^3+34576*c^5*g*p*r*x^3+47096*c^5*g*p*x^4 +7308*c^5*g*q^2*x^3+27056*c^5*g*q*r*x^3+47096*c^5*g*q*x^4+11712*c^5*g*r^2*x^3+ 20160*c^5*g*r*x^4+5268*c^5*p^3*x^3+14548*c^5*p^2*q*x^3+19384*c^5*p^2*r*x^3+ 23040*c^5*p^2*x^4+10604*c^5*p*q^2*x^3+34560*c^5*p*q*r*x^3+51552*c^5*p*q*x^4+ 13464*c^5*p*r^2*x^3+18504*c^5*p*r*x^4+1964*c^5*q^3*x^3+12008*c^5*q^2*r*x^3+ 23040*c^5*q^2*x^4+10728*c^5*q*r^2*x^3+18504*c^5*q*r*x^4+1600*c^5*r^3*x^3-3168*c ^5*r^2*x^4+720*c^4*g^4*x^3+5296*c^4*g^3*p*x^3+3792*c^4*g^3*q*x^3+6432*c^4*g^3*r *x^3+10288*c^4*g^3*x^4+11370*c^4*g^2*p^2*x^3+18752*c^4*g^2*p*q*x^3+28296*c^4*g^ 2*p*r*x^3+38788*c^4*g^2*p*x^4+5862*c^4*g^2*q^2*x^3+21816*c^4*g^2*q*r*x^3+38788* c^4*g^2*q*x^4+9312*c^4*g^2*r^2*x^3+16032*c^4*g^2*r*x^4+9088*c^4*g*p^3*x^3+25512 *c^4*g*p^2*q*x^3+33680*c^4*g*p^2*r*x^3+40176*c^4*g*p^2*x^4+18472*c^4*g*p*q^2*x^ 3+60480*c^4*g*p*q*r*x^3+91336*c^4*g*p*q*x^4+23400*c^4*g*p*r^2*x^3+32892*c^4*g*p *r*x^4+3312*c^4*g*q^3*x^3+20512*c^4*g*q^2*r*x^3+40176*c^4*g*q^2*x^4+18456*c^4*g *q*r^2*x^3+32892*c^4*g*q*r*x^4+2720*c^4*g*r^3*x^3-5376*c^4*g*r^2*x^4+2362*c^4*p ^4*x^3+10028*c^4*p^3*q*x^3+11396*c^4*p^3*r*x^3+11760*c^4*p^3*x^4+12288*c^4*p^2* q^2*x^3+35332*c^4*p^2*q*r*x^3+45840*c^4*p^2*q*x^4+11898*c^4*p^2*r^2*x^3+12024*c ^4*p^2*r*x^4+5204*c^4*p*q^3*x^3+27596*c^4*p*q^2*r*x^3+45840*c^4*p*q^2*x^4+22464 *c^4*p*q*r^2*x^3+32040*c^4*p*q*r*x^4+2960*c^4*p*r^3*x^3-7128*c^4*p*r^2*x^4+582* c^4*q^4*x^3+5452*c^4*q^3*r*x^3+11760*c^4*q^3*x^4+7398*c^4*q^2*r^2*x^3+12024*c^4 *q^2*r*x^4+2160*c^4*q*r^3*x^3-7128*c^4*q*r^2*x^4-3280*c^4*r^3*x^4+120*c^3*g^5*x ^3+1422*c^3*g^4*p*x^3+994*c^3*g^4*q*x^3+1704*c^3*g^4*r*x^3+2796*c^3*g^4*x^4+ 4627*c^3*g^3*p^2*x^3+7648*c^3*g^3*p*q*x^3+11564*c^3*g^3*p*r*x^3+15966*c^3*g^3*p *x^4+2309*c^3*g^3*q^2*x^3+8692*c^3*g^3*q*r*x^3+15966*c^3*g^3*q*x^4+3600*c^3*g^3 *r^2*x^3+6000*c^3*g^3*r*x^4+5957*c^3*g^2*p^3*x^3+17069*c^3*g^2*p^2*q*x^3+22310* c^3*g^2*p^2*r*x^3+26640*c^3*g^2*p^2*x^4+12227*c^3*g^2*p*q^2*x^3+40416*c^3*g^2*p *q*r*x^3+62056*c^3*g^2*p*q*x^4+15450*c^3*g^2*p*r^2*x^3+21882*c^3*g^2*p*r*x^4+ 2091*c^3*g^2*q^3*x^3+13186*c^3*g^2*q^2*r*x^3+26640*c^3*g^2*q^2*x^4+11910*c^3*g^ 2*q*r^2*x^3+21882*c^3*g^2*q*r*x^4+1680*c^3*g^2*r^3*x^3-3864*c^3*g^2*r^2*x^4+ 3217*c^3*g*p^4*x^3+14198*c^3*g*p^3*q*x^3+15736*c^3*g*p^3*r*x^3+16230*c^3*g*p^3* x^4+17464*c^3*g*p^2*q^2*x^3+50336*c^3*g*p^2*q*r*x^3+66050*c^3*g*p^2*q*x^4+16599 *c^3*g*p^2*r^2*x^3+17280*c^3*g*p^2*r*x^4+7242*c^3*g*p*q^3*x^3+39040*c^3*g*p*q^2 *r*x^3+66050*c^3*g*p*q^2*x^4+32064*c^3*g*p*q*r^2*x^3+48048*c^3*g*p*q*r*x^4+4136 *c^3*g*p*r^3*x^3-9516*c^3*g*p*r^2*x^4+759*c^3*g*q^4*x^3+7352*c^3*g*q^3*r*x^3+ 16230*c^3*g*q^3*x^4+10233*c^3*g*q^2*r^2*x^3+17280*c^3*g*q^2*r*x^4+3064*c^3*g*q* r^3*x^3-9516*c^3*g*q*r^2*x^4-4480*c^3*g*r^3*x^4+601*c^3*p^5*x^3+3871*c^3*p^4*q* x^3+3550*c^3*p^4*r*x^3+3072*c^3*p^4*x^4+7126*c^3*p^3*q^2*x^3+17956*c^3*p^3*q*r* x^3+20136*c^3*p^3*q*x^4+4923*c^3*p^3*r^2*x^3+2682*c^3*p^3*r*x^4+5130*c^3*p^2*q^ 3*x^3+23832*c^3*p^2*q^2*r*x^3+34128*c^3*p^2*q^2*x^4+17451*c^3*p^2*q*r^2*x^3+ 19062*c^3*p^2*q*r*x^4+1924*c^3*p^2*r^3*x^3-6120*c^3*p^2*r^2*x^4+1361*c^3*p*q^4* x^3+10700*c^3*p*q^3*r*x^3+20136*c^3*p*q^3*x^4+13365*c^3*p*q^2*r^2*x^3+19062*c^3 *p*q^2*r*x^4+3680*c^3*p*q*r^3*x^3-11376*c^3*p*q*r^2*x^4+40*c^3*p*r^4*x^3-4180*c ^3*p*r^3*x^4+87*c^3*q^5*x^3+1274*c^3*q^4*r*x^3+3072*c^3*q^4*x^4+2277*c^3*q^3*r^ 2*x^3+2682*c^3*q^3*r*x^4+876*c^3*q^2*r^3*x^3-6120*c^3*q^2*r^2*x^4-40*c^3*q*r^4* x^3-4180*c^3*q*r^3*x^4+8*c^2*g^6*x^3+192*c^2*g^5*p*x^3+128*c^2*g^5*q*x^3+228*c^ 2*g^5*r*x^3+390*c^2*g^5*x^4+963*c^2*g^4*p^2*x^3+1584*c^2*g^4*p*q*x^3+2432*c^2*g ^4*p*r*x^3+3382*c^2*g^4*p*x^4+453*c^2*g^4*q^2*x^3+1744*c^2*g^4*q*r*x^3+3382*c^2 *g^4*q*x^4+672*c^2*g^4*r^2*x^3+972*c^2*g^4*r*x^4+1827*c^2*g^3*p^3*x^3+5365*c^2* g^3*p^2*q*x^3+6950*c^2*g^3*p^2*r*x^3+8256*c^2*g^3*p^2*x^4+3775*c^2*g^3*p*q^2*x^ 3+12720*c^2*g^3*p*q*r*x^3+19994*c^2*g^3*p*q*x^4+4764*c^2*g^3*p*r^2*x^3+6573*c^2 *g^3*p*r*x^4+601*c^2*g^3*q^3*x^3+3886*c^2*g^3*q^2*r*x^3+8256*c^2*g^3*q^2*x^4+ 3492*c^2*g^3*q*r^2*x^3+6573*c^2*g^3*q*r*x^4+440*c^2*g^3*r^3*x^3-1512*c^2*g^3*r^ 2*x^4+1552*c^2*g^2*p^4*x^3+7212*c^2*g^2*p^3*q*x^3+7731*c^2*g^2*p^3*r*x^3+7893*c ^2*g^2*p^3*x^4+8900*c^2*g^2*p^2*q^2*x^3+25815*c^2*g^2*p^2*q*r*x^3+34321*c^2*g^2 *p^2*q*x^4+8247*c^2*g^2*p^2*r^2*x^3+8544*c^2*g^2*p^2*r*x^4+3580*c^2*g^2*p*q^3*x ^3+19773*c^2*g^2*p*q^2*r*x^3+34321*c^2*g^2*p*q^2*x^4+16416*c^2*g^2*p*q*r^2*x^3+ 25866*c^2*g^2*p*q*r*x^4+2040*c^2*g^2*p*r^3*x^3-4752*c^2*g^2*p*r^2*x^4+340*c^2*g ^2*q^4*x^3+3441*c^2*g^2*q^3*r*x^3+7893*c^2*g^2*q^3*x^4+4905*c^2*g^2*q^2*r^2*x^3 +8544*c^2*g^2*q^2*r*x^4+1480*c^2*g^2*q*r^3*x^3-4752*c^2*g^2*q*r^2*x^4-2100*c^2* g^2*r^3*x^4+583*c^2*g*p^5*x^3+4115*c^2*g*p^4*q*x^3+3514*c^2*g*p^4*r*x^3+2980*c^ 2*g*p^4*x^4+7720*c^2*g*p^3*q^2*x^3+19332*c^2*g*p^3*q*r*x^3+21898*c^2*g*p^3*q*x^ 4+4953*c^2*g*p^3*r^2*x^3+2595*c^2*g*p^3*r*x^4+5504*c^2*g*p^2*q^3*x^3+25956*c^2* g*p^2*q^2*r*x^3+37836*c^2*g*p^2*q^2*x^4+19035*c^2*g*p^2*q*r^2*x^3+22311*c^2*g*p ^2*q*r*x^4+1940*c^2*g*p^2*r^3*x^3-6318*c^2*g*p^2*r^2*x^4+1393*c^2*g*p*q^4*x^3+ 11364*c^2*g*p*q^3*r*x^3+21898*c^2*g*p*q^3*x^4+14589*c^2*g*p*q^2*r^2*x^3+22311*c ^2*g*p*q^2*r*x^4+4080*c^2*g*p*q*r^3*x^3-11340*c^2*g*p*q*r^2*x^4+20*c^2*g*p*r^4* x^3-4410*c^2*g*p*r^3*x^4+77*c^2*g*q^5*x^3+1226*c^2*g*q^4*r*x^3+2980*c^2*g*q^4*x ^4+2319*c^2*g*q^3*r^2*x^3+2595*c^2*g*q^3*r*x^4+980*c^2*g*q^2*r^3*x^3-6318*c^2*g *q^2*r^2*x^4-20*c^2*g*q*r^4*x^3-4410*c^2*g*q*r^3*x^4+79*c^2*p^6*x^3+830*c^2*p^5 *q*x^3+545*c^2*p^5*r*x^3+351*c^2*p^5*x^4+2179*c^2*p^4*q^2*x^3+4743*c^2*p^4*q*r* x^3+4527*c^2*p^4*q*x^4+936*c^2*p^4*r^2*x^3-180*c^2*p^4*r*x^4+2352*c^2*p^3*q^3*x ^3+9634*c^2*p^3*q^2*r*x^3+11826*c^2*p^3*q^2*x^4+6246*c^2*p^3*q*r^2*x^3+4518*c^2 *p^3*q*r*x^4+514*c^2*p^3*r^3*x^3-2358*c^2*p^3*r^2*x^4+1097*c^2*p^2*q^4*x^3+7358 *c^2*p^2*q^3*r*x^3+11826*c^2*p^2*q^3*x^4+8424*c^2*p^2*q^2*r^2*x^3+9396*c^2*p^2* q^2*r*x^4+2210*c^2*p^2*q*r^3*x^3-6858*c^2*p^2*q*r^2*x^4+50*c^2*p^2*r^4*x^3-1710 *c^2*p^2*r^3*x^4+178*c^2*p*q^5*x^3+2061*c^2*p*q^4*r*x^3+4527*c^2*p*q^4*x^4+3402 *c^2*p*q^3*r^2*x^3+4518*c^2*p*q^3*r*x^4+1270*c^2*p*q^2*r^3*x^3-6858*c^2*p*q^2*r ^2*x^4-4500*c^2*p*q*r^3*x^4+5*c^2*q^6*x^3+139*c^2*q^5*r*x^3+351*c^2*q^5*x^4+288 *c^2*q^4*r^2*x^3-180*c^2*q^4*r*x^4+86*c^2*q^3*r^3*x^3-2358*c^2*q^3*r^2*x^4-50*c ^2*q^2*r^4*x^3-1710*c^2*q^2*r^3*x^4+10*c*g^6*p*x^3+6*c*g^6*q*x^3+12*c*g^6*r*x^3 +22*c*g^6*x^4+93*c*g^5*p^2*x^3+148*c*g^5*p*q*x^3+240*c*g^5*p*r*x^3+335*c*g^5*p* x^4+39*c*g^5*q^2*x^3+156*c*g^5*q*r*x^3+335*c*g^5*q*x^4+48*c*g^5*r^2*x^3+24*c*g^ 5*r*x^4+257*c*g^4*p^3*x^3+773*c*g^4*p^2*q*x^3+1000*c*g^4*p^2*r*x^3+1164*c*g^4*p ^2*x^4+527*c*g^4*p*q^2*x^3+1848*c*g^4*p*q*r*x^3+3010*c*g^4*p*q*x^4+669*c*g^4*p* r^2*x^3+825*c*g^4*p*r*x^4+75*c*g^4*q^3*x^3+500*c*g^4*q^2*r*x^3+1164*c*g^4*q^2*x ^4+435*c*g^4*q*r^2*x^3+825*c*g^4*q*r*x^4+40*c*g^4*r^3*x^3-312*c*g^4*r^2*x^4+309 *c*g^3*p^4*x^3+1538*c*g^3*p^3*q*x^3+1576*c*g^3*p^3*r*x^3+1557*c*g^3*p^3*x^4+ 1900*c*g^3*p^2*q^2*x^3+5592*c*g^3*p^2*q*r*x^3+7550*c*g^3*p^2*q*x^4+1701*c*g^3*p ^2*r^2*x^3+1617*c*g^3*p^2*r*x^4+730*c*g^3*p*q^3*x^3+4188*c*g^3*p*q^2*r*x^3+7550 *c*g^3*p*q^2*x^4+3528*c*g^3*p*q*r^2*x^3+5850*c*g^3*p*q*r*x^4+412*c*g^3*p*r^3*x^ 3-1080*c*g^3*p*r^2*x^4+59*c*g^3*q^4*x^3+632*c*g^3*q^3*r*x^3+1557*c*g^3*q^3*x^4+ 915*c*g^3*q^2*r^2*x^3+1617*c*g^3*q^2*r*x^4+268*c*g^3*q*r^3*x^3-1080*c*g^3*q*r^2 *x^4-380*c*g^3*r^3*x^4+173*c*g^2*p^5*x^3+1395*c*g^2*p^4*q*x^3+1071*c*g^2*p^4*r* x^3+857*c*g^2*p^4*x^4+2678*c*g^2*p^3*q^2*x^3+6668*c*g^2*p^3*q*r*x^3+7619*c*g^2* p^3*q*x^4+1539*c*g^2*p^3*r^2*x^3+621*c*g^2*p^3*r*x^4+1882*c*g^2*p^2*q^3*x^3+ 9072*c*g^2*p^2*q^2*r*x^3+13524*c*g^2*p^2*q^2*x^4+6666*c*g^2*p^2*q*r^2*x^3+8352* c*g^2*p^2*q*r*x^4+604*c*g^2*p^2*r^3*x^3-2160*c*g^2*p^2*r^2*x^4+445*c*g^2*p*q^4* x^3+3820*c*g^2*p*q^3*r*x^3+7619*c*g^2*p*q^3*x^4+5070*c*g^2*p*q^2*r^2*x^3+8352*c *g^2*p*q^2*r*x^4+1440*c*g^2*p*q*r^3*x^3-3600*c*g^2*p*q*r^2*x^4-1440*c*g^2*p*r^3 *x^4+19*c*g^2*q^5*x^3+345*c*g^2*q^4*r*x^3+857*c*g^2*q^4*x^4+693*c*g^2*q^3*r^2*x ^3+621*c*g^2*q^3*r*x^4+316*c*g^2*q^2*r^3*x^3-2160*c*g^2*q^2*r^2*x^4-1440*c*g^2* q*r^3*x^4+42*c*g*p^6*x^3+579*c*g*p^5*q*x^3+298*c*g*p^5*r*x^3+156*c*g*p^5*x^4+ 1592*c*g*p^4*q^2*x^3+3372*c*g*p^4*q*r*x^3+3230*c*g*p^4*q*x^4+522*c*g*p^4*r^2*x^ 3-321*c*g*p^4*r*x^4+1724*c*g*p^3*q^3*x^3+7130*c*g*p^3*q^2*r*x^3+8910*c*g*p^3*q^ 2*x^4+4539*c*g*p^3*q*r^2*x^3+3603*c*g*p^3*q*r*x^4+284*c*g*p^3*r^3*x^3-1686*c*g* p^3*r^2*x^4+780*c*g*p^2*q^4*x^3+5410*c*g*p^2*q^3*r*x^3+8910*c*g*p^2*q^3*x^4+ 6336*c*g*p^2*q^2*r^2*x^3+7848*c*g*p^2*q^2*r*x^4+1648*c*g*p^2*q*r^3*x^3-4662*c*g *p^2*q*r^2*x^4+20*c*g*p^2*r^4*x^3-1170*c*g*p^2*r^3*x^4+113*c*g*p*q^5*x^3+1428*c *g*p*q^4*r*x^3+3230*c*g*p*q^4*x^4+2493*c*g*p*q^3*r^2*x^3+3603*c*g*p*q^3*r*x^4+ 992*c*g*p*q^2*r^3*x^3-4662*c*g*p*q^2*r^2*x^4-3360*c*g*p*q*r^3*x^4+2*c*g*q^6*x^3 +74*c*g*q^5*r*x^3+156*c*g*q^5*x^4+174*c*g*q^4*r^2*x^3-321*c*g*q^4*r*x^4+76*c*g* q^3*r^3*x^3-1686*c*g*q^3*r^2*x^4-20*c*g*q^2*r^4*x^3-1170*c*g*q^2*r^3*x^4+4*c*p^ 7*x^3+91*c*p^6*q*x^3+31*c*p^6*r*x^3+5*c*p^6*x^4+333*c*p^5*q^2*x^3+614*c*p^5*q*r *x^3+486*c*p^5*q*x^4+63*c*p^5*r^2*x^3-126*c*p^5*r*x^4+502*c*p^4*q^3*x^3+1819*c* p^4*q^2*r*x^3+1899*c*p^4*q^2*x^4+1026*c*p^4*q*r^2*x^3+342*c*p^4*q*r*x^4+46*c*p^ 4*r^3*x^3-378*c*p^4*r^2*x^4+358*c*p^3*q^4*x^3+2088*c*p^3*q^3*r*x^3+2836*c*p^3*q ^3*x^4+2187*c*p^3*q^2*r^2*x^3+1656*c*p^3*q^2*r*x^4+544*c*p^3*q*r^3*x^3-1728*c*p ^3*q*r^2*x^4+10*c*p^3*r^4*x^3-250*c*p^3*r^3*x^4+111*c*p^2*q^5*x^3+1025*c*p^2*q^ 4*r*x^3+1899*c*p^2*q^4*x^4+1557*c*p^2*q^3*r^2*x^3+1656*c*p^2*q^3*r*x^4+600*c*p^ 2*q^2*r^3*x^3-2700*c*p^2*q^2*r^2*x^4+50*c*p^2*q*r^4*x^3-1410*c*p^2*q*r^3*x^4+9* c*p*q^6*x^3+178*c*p*q^5*r*x^3+486*c*p*q^5*x^4+342*c*p*q^4*r^2*x^3+342*c*p*q^4*r *x^4+96*c*p*q^3*r^3*x^3-1728*c*p*q^3*r^2*x^4-50*c*p*q^2*r^4*x^3-1410*c*p*q^2*r^ 3*x^4+5*c*q^6*r*x^3+5*c*q^6*x^4+9*c*q^5*r^2*x^3-126*c*q^5*r*x^4-6*c*q^4*r^3*x^3 -378*c*q^4*r^2*x^4-10*c*q^3*r^4*x^3-250*c*q^3*r^3*x^4+3*g^6*p^2*x^3+4*g^6*p*q*x ^3+8*g^6*p*r*x^3+11*g^6*p*x^4+g^6*q^2*x^3+4*g^6*q*r*x^3+11*g^6*q*x^4-6*g^6*r*x^ 4+13*g^5*p^3*x^3+39*g^5*p^2*q*x^3+52*g^5*p^2*r*x^3+57*g^5*p^2*x^4+25*g^5*p*q^2* x^3+96*g^5*p*q*r*x^3+166*g^5*p*q*x^4+33*g^5*p*r^2*x^3+27*g^5*p*r*x^4+3*g^5*q^3* x^3+20*g^5*q^2*r*x^3+57*g^5*q^2*x^4+15*g^5*q*r^2*x^3+27*g^5*q*r*x^4-24*g^5*r^2* x^4+21*g^4*p^4*x^3+114*g^4*p^3*q*x^3+110*g^4*p^3*r*x^3+99*g^4*p^3*x^4+140*g^4*p ^2*q^2*x^3+426*g^4*p^2*q*r*x^3+586*g^4*p^2*q*x^4+120*g^4*p^2*r^2*x^3+81*g^4*p^2 *r*x^4+50*g^4*p*q^3*x^3+306*g^4*p*q^2*r*x^3+586*g^4*p*q^2*x^4+264*g^4*p*q*r^2*x ^3+462*g^4*p*q*r*x^4+28*g^4*p*r^3*x^3-96*g^4*p*r^2*x^4+3*g^4*q^4*x^3+34*g^4*q^3 *r*x^3+99*g^4*q^3*x^4+48*g^4*q^2*r^2*x^3+81*g^4*q^2*r*x^4+12*g^4*q*r^3*x^3-96*g ^4*q*r^2*x^4-20*g^4*r^3*x^4+15*g^3*p^5*x^3+149*g^3*p^4*q*x^3+96*g^3*p^4*r*x^3+ 64*g^3*p^4*x^4+294*g^3*p^3*q^2*x^3+730*g^3*p^3*q*r*x^3+838*g^3*p^3*q*x^4+141*g^ 3*p^3*r^2*x^3+202*g^3*p^2*q^3*x^3+1008*g^3*p^2*q^2*r*x^3+1548*g^3*p^2*q^2*x^4+ 744*g^3*p^2*q*r^2*x^3+990*g^3*p^2*q*r*x^4+56*g^3*p^2*r^3*x^3-252*g^3*p^2*r^2*x^ 4+43*g^3*p*q^4*x^3+398*g^3*p*q^3*r*x^3+838*g^3*p*q^3*x^4+552*g^3*p*q^2*r^2*x^3+ 990*g^3*p*q^2*r*x^4+160*g^3*p*q*r^3*x^3-360*g^3*p*q*r^2*x^4-140*g^3*p*r^3*x^4+g ^3*q^5*x^3+24*g^3*q^4*r*x^3+64*g^3*q^4*x^4+51*g^3*q^3*r^2*x^3+24*g^3*q^2*r^3*x^ 3-252*g^3*q^2*r^2*x^4-140*g^3*q*r^3*x^4+4*g^2*p^6*x^3+96*g^2*p^5*q*x^3+30*g^2*p ^5*r*x^3+3*g^2*p^5*x^4+280*g^2*p^4*q^2*x^3+573*g^2*p^4*q*r*x^3+547*g^2*p^4*q*x^ 4+54*g^2*p^4*r^2*x^3-114*g^2*p^4*r*x^4+304*g^2*p^3*q^3*x^3+1275*g^2*p^3*q^2*r*x ^3+1626*g^2*p^3*q^2*x^4+792*g^2*p^3*q*r^2*x^3+678*g^2*p^3*q*r*x^4+28*g^2*p^3*r^ 3*x^3-300*g^2*p^3*r^2*x^4+132*g^2*p^2*q^4*x^3+957*g^2*p^2*q^3*r*x^3+1626*g^2*p^ 2*q^3*x^4+1152*g^2*p^2*q^2*r^2*x^3+1584*g^2*p^2*q^2*r*x^4+296*g^2*p^2*q*r^3*x^3 -756*g^2*p^2*q*r^2*x^4-180*g^2*p^2*r^3*x^4+16*g^2*p*q^5*x^3+231*g^2*p*q^4*r*x^3 +547*g^2*p*q^4*x^4+432*g^2*p*q^3*r^2*x^3+678*g^2*p*q^3*r*x^4+184*g^2*p*q^2*r^3* x^3-756*g^2*p*q^2*r^2*x^4-600*g^2*p*q*r^3*x^4+6*g^2*q^5*r*x^3+3*g^2*q^5*x^4+18* g^2*q^4*r^2*x^3-114*g^2*q^4*r*x^4+12*g^2*q^3*r^3*x^3-300*g^2*q^3*r^2*x^4-180*g^ 2*q^2*r^3*x^4+30*g*p^6*q*x^3-9*g*p^6*x^4+122*g*p^5*q^2*x^3+208*g*p^5*q*r*x^3+ 160*g*p^5*q*x^4-75*g*p^5*r*x^4+188*g*p^4*q^3*x^3+680*g*p^4*q^2*r*x^3+721*g*p^4* q^2*x^4+360*g*p^4*q*r^2*x^3+123*g*p^4*q*r*x^4-138*g*p^4*r^2*x^4+132*g*p^3*q^4*x ^3+792*g*p^3*q^3*r*x^3+1104*g*p^3*q^3*x^4+840*g*p^3*q^2*r^2*x^3+744*g*p^3*q^2*r *x^4+200*g*p^3*q*r^3*x^3-606*g*p^3*q*r^2*x^4-70*g*p^3*r^3*x^4+38*g*p^2*q^5*x^3+ 376*g*p^2*q^4*r*x^3+721*g*p^2*q^4*x^4+600*g*p^2*q^3*r^2*x^3+744*g*p^2*q^3*r*x^4 +240*g*p^2*q^2*r^3*x^3-936*g*p^2*q^2*r^2*x^4+20*g*p^2*q*r^4*x^3-540*g*p^2*q*r^3 *x^4+2*g*p*q^6*x^3+56*g*p*q^5*r*x^3+160*g*p*q^5*x^4+120*g*p*q^4*r^2*x^3+123*g*p *q^4*r*x^4+40*g*p*q^3*r^3*x^3-606*g*p*q^3*r^2*x^4-20*g*p*q^2*r^4*x^3-540*g*p*q^ 2*r^3*x^4-9*g*q^6*x^4-75*g*q^5*r*x^4-138*g*q^4*r^2*x^4-70*g*q^3*r^3*x^4+4*p^7*q *x^3-p^7*x^4+20*p^6*q^2*x^3+31*p^6*q*r*x^3+20*p^6*q*x^4-9*p^6*r*x^4+40*p^5*q^3* x^3+129*p^5*q^2*r*x^3+114*p^5*q^2*x^4+63*p^5*q*r^2*x^3-18*p^5*r^2*x^4+40*p^4*q^ 4*x^3+206*p^4*q^3*r*x^3+235*p^4*q^3*x^4+198*p^4*q^2*r^2*x^3+81*p^4*q^2*r*x^4+46 *p^4*q*r^3*x^3-144*p^4*q*r^2*x^4-10*p^4*r^3*x^4+20*p^3*q^5*x^3+154*p^3*q^4*r*x^ 3+235*p^3*q^4*x^4+216*p^3*q^3*r^2*x^3+144*p^3*q^3*r*x^4+86*p^3*q^2*r^3*x^3-342* p^3*q^2*r^2*x^4+10*p^3*q*r^4*x^3-130*p^3*q*r^3*x^4+4*p^2*q^6*x^3+51*p^2*q^5*r*x ^3+114*p^2*q^5*x^4+90*p^2*q^4*r^2*x^3+81*p^2*q^4*r*x^4+34*p^2*q^3*r^3*x^3-342*p ^2*q^3*r^2*x^4-240*p^2*q^2*r^3*x^4+5*p*q^6*r*x^3+20*p*q^6*x^4+9*p*q^5*r^2*x^3-6 *p*q^4*r^3*x^3-144*p*q^4*r^2*x^4-10*p*q^3*r^4*x^3-130*p*q^3*r^3*x^4-q^7*x^4-9*q ^6*r*x^4-18*q^5*r^2*x^4-10*q^4*r^3*x^4-96*a^6*b*c*x^2-96*a^6*b*p*x^2-48*a^6*b*q *x^2-192*a^6*b*r*x^2-656*a^6*b*x^3-192*a^6*c^2*x^2-48*a^6*c*g*x^2-192*a^6*c*p*x ^2-192*a^6*c*q*x^2-384*a^6*c*r*x^2-1216*a^6*c*x^3-48*a^6*g*p*x^2-24*a^6*g*q*x^2 -96*a^6*g*r*x^2-328*a^6*g*x^3-96*a^6*p*q*x^2+64*a^6*p*x^3-48*a^6*q^2*x^2-192*a^ 6*q*r*x^2-608*a^6*q*x^3+160*a^6*r*x^3+208*a^6*x^4-352*a^5*b^2*c*x^2-336*a^5*b^2 *p*x^2-144*a^5*b^2*q*x^2-656*a^5*b^2*r*x^2-2800*a^5*b^2*x^3-1408*a^5*b*c^2*x^2-\ 480*a^5*b*c*g*x^2-1776*a^5*b*c*p*x^2-1152*a^5*b*c*q*x^2-3136*a^5*b*c*r*x^2-\ 11088*a^5*b*c*x^3-456*a^5*b*g*p*x^2-208*a^5*b*g*q*x^2-920*a^5*b*g*r*x^2-3536*a^ 5*b*g*x^3-384*a^5*b*p^2*x^2-720*a^5*b*p*q*x^2-1080*a^5*b*p*r*x^2-2904*a^5*b*p*x ^3-224*a^5*b*q^2*x^2-1224*a^5*b*q*r*x^2-4664*a^5*b*q*x^3-512*a^5*b*r^2*x^2-1688 *a^5*b*r*x^3-16*a^5*b*x^4-1440*a^5*c^3*x^2-976*a^5*c^2*g*x^2-2208*a^5*c^2*p*x^2 -1760*a^5*c^2*q*x^2-3664*a^5*c^2*r*x^2-11568*a^5*c^2*x^3-152*a^5*c*g^2*x^2-1128 *a^5*c*g*p*x^2-848*a^5*c*g*q*x^2-2104*a^5*c*g*r*x^2-7152*a^5*c*g*x^3-720*a^5*c* p^2*x^2-1872*a^5*c*p*q*x^2-2040*a^5*c*p*r*x^2-5144*a^5*c*p*x^3-680*a^5*c*q^2*x^ 2-2968*a^5*c*q*r*x^2-9672*a^5*c*q*x^3-968*a^5*c*r^2*x^2-3000*a^5*c*r*x^3-64*a^5 *c*x^4-144*a^5*g^2*p*x^2-68*a^5*g^2*q*x^2-296*a^5*g^2*r*x^2-1068*a^5*g^2*x^3-\ 168*a^5*g*p^2*x^2-480*a^5*g*p*q*x^2-480*a^5*g*p*r*x^2-1216*a^5*g*p*x^3-180*a^5* g*q^2*x^2-880*a^5*g*q*r*x^2-3136*a^5*g*q*x^3-228*a^5*g*r^2*x^2-616*a^5*g*r*x^3+ 200*a^5*g*x^4-384*a^5*p^2*q*x^2+256*a^5*p^2*x^3-384*a^5*p*q^2*x^2-1080*a^5*p*q* r*x^2-2824*a^5*p*q*x^3+888*a^5*p*r*x^3+1024*a^5*p*x^4-80*a^5*q^3*x^2-568*a^5*q^ 2*r*x^2-1944*a^5*q^2*x^3-512*a^5*q*r^2*x^2-1760*a^5*q*r*x^3-240*a^5*q*x^4+456*a ^5*r^2*x^3+864*a^5*r*x^4-480*a^4*b^3*c*x^2-432*a^4*b^3*p*x^2-144*a^4*b^3*q*x^2-\ 816*a^4*b^3*r*x^2-4640*a^4*b^3*x^3-3104*a^4*b^2*c^2*x^2-1136*a^4*b^2*c*g*x^2-\ 4176*a^4*b^2*c*p*x^2-2064*a^4*b^2*c*q*x^2-6752*a^4*b^2*c*r*x^2-29792*a^4*b^2*c* x^3-1032*a^4*b^2*g*p*x^2-392*a^4*b^2*g*q*x^2-2024*a^4*b^2*g*r*x^2-9832*a^4*b^2* g*x^3-1152*a^4*b^2*p^2*x^2-1424*a^4*b^2*p*q*x^2-3088*a^4*b^2*p*r*x^2-11056*a^4* b^2*p*x^3-304*a^4*b^2*q^2*x^2-2224*a^4*b^2*q*r*x^2-11216*a^4*b^2*q*x^3-1328*a^4 *b^2*r^2*x^2-6928*a^4*b^2*r*x^3-1936*a^4*b^2*x^4-6592*a^4*b*c^3*x^2-4768*a^4*b* c^2*g*x^2-11344*a^4*b*c^2*p*x^2-6928*a^4*b*c^2*q*x^2-17264*a^4*b*c^2*r*x^2-\ 63040*a^4*b*c^2*x^3-824*a^4*b*c*g^2*x^2-6152*a^4*b*c*g*p*x^2-3480*a^4*b*c*g*q*x ^2-10504*a^4*b*c*g*r*x^2-41040*a^4*b*c*g*x^3-5280*a^4*b*c*p^2*x^2-8304*a^4*b*c* p*q*x^2-13976*a^4*b*c*p*r*x^2-41960*a^4*b*c*p*x^3-2224*a^4*b*c*q^2*x^2-12056*a^ 4*b*c*q*r*x^2-48568*a^4*b*c*q*x^3-6040*a^4*b*c*r^2*x^2-24168*a^4*b*c*r*x^3-3736 *a^4*b*c*x^4-744*a^4*b*g^2*p*x^2-308*a^4*b*g^2*q*x^2-1520*a^4*b*g^2*r*x^2-6472* a^4*b*g^2*x^3-1536*a^4*b*g*p^2*x^2-2288*a^4*b*g*p*q*x^2-4268*a^4*b*g*p*r*x^2-\ 13348*a^4*b*g*p*x^3-596*a^4*b*g*q^2*x^2-3772*a^4*b*g*q*r*x^2-16364*a^4*b*g*q*x^ 3-1908*a^4*b*g*r^2*x^2-8028*a^4*b*g*r*x^3-1288*a^4*b*g*x^4-624*a^4*b*p^3*x^2-\ 2112*a^4*b*p^2*q*x^2-2244*a^4*b*p^2*r*x^2-4996*a^4*b*p^2*x^3-1404*a^4*b*p*q^2*x ^2-5424*a^4*b*p*q*r*x^2-18024*a^4*b*p*q*x^3-1876*a^4*b*p*r^2*x^2-3940*a^4*b*p*r *x^3+2044*a^4*b*p*x^4-204*a^4*b*q^3*x^2-1924*a^4*b*q^2*r*x^2-8788*a^4*b*q^2*x^3 -2216*a^4*b*q*r^2*x^2-10016*a^4*b*q*r*x^3-1748*a^4*b*q*x^4-360*a^4*b*r^3*x^2+ 1164*a^4*b*r^2*x^3+5996*a^4*b*r*x^4-4544*a^4*c^4*x^2-4976*a^4*c^3*g*x^2-9424*a^ 4*c^3*p*x^2-6544*a^4*c^3*q*x^2-13920*a^4*c^3*r*x^2-44736*a^4*c^3*x^3-1728*a^4*c ^2*g^2*x^2-8080*a^4*c^2*g*p*x^2-5568*a^4*c^2*g*q*x^2-12896*a^4*c^2*g*r*x^2-\ 43720*a^4*c^2*g*x^3-5784*a^4*c^2*p^2*x^2-10688*a^4*c^2*p*q*x^2-15176*a^4*c^2*p* r*x^2-41072*a^4*c^2*p*x^3-3312*a^4*c^2*q^2*x^2-15080*a^4*c^2*q*r*x^2-51480*a^4* c^2*q*x^3-6536*a^4*c^2*r^2*x^2-22616*a^4*c^2*r*x^3-2216*a^4*c^2*x^4-188*a^4*c*g ^3*x^2-2104*a^4*c*g^2*p*x^2-1344*a^4*c*g^2*q*x^2-3792*a^4*c*g^2*r*x^2-13660*a^4 *c*g^2*x^3-3252*a^4*c*g*p^2*x^2-6296*a^4*c*g*p*q*x^2-8956*a^4*c*g*p*r*x^2-25240 *a^4*c*g*p*x^3-1956*a^4*c*g*q^2*x^2-9596*a^4*c*g*q*r*x^2-34780*a^4*c*g*q*x^3-\ 3980*a^4*c*g*r^2*x^2-14780*a^4*c*g*r*x^3-1792*a^4*c*g*x^4-1080*a^4*c*p^3*x^2-\ 4908*a^4*c*p^2*q*x^2-3924*a^4*c*p^2*r*x^2-8064*a^4*c*p^2*x^3-3812*a^4*c*p*q^2*x ^2-12488*a^4*c*p*q*r*x^2-35516*a^4*c*p*q*x^3-3244*a^4*c*p*r^2*x^2-5476*a^4*c*p* r*x^3+4184*a^4*c*p*x^4-676*a^4*c*q^3*x^2-5092*a^4*c*q^2*r*x^2-18884*a^4*c*q^2*x ^3-5144*a^4*c*q*r^2*x^2-18000*a^4*c*q*r*x^3-860*a^4*c*q*x^4-576*a^4*c*r^3*x^2+ 2844*a^4*c*r^2*x^3+10336*a^4*c*r*x^4-168*a^4*g^3*p*x^2-74*a^4*g^3*q*x^2-356*a^4 *g^3*r*x^2-1358*a^4*g^3*x^3-444*a^4*g^2*p^2*x^2-824*a^4*g^2*p*q*x^2-1272*a^4*g^ 2*p*r*x^2-3652*a^4*g^2*p*x^3-252*a^4*g^2*q^2*x^2-1444*a^4*g^2*q*r*x^2-5672*a^4* g^2*q*x^3-580*a^4*g^2*r^2*x^2-2180*a^4*g^2*r*x^3-160*a^4*g^2*x^4-228*a^4*g*p^3* x^2-1446*a^4*g*p^2*q*x^2-840*a^4*g*p^2*r*x^2-1502*a^4*g*p^2*x^3-1172*a^4*g*p*q^ 2*x^2-3900*a^4*g*p*q*r*x^2-11722*a^4*g*p*q*x^3-684*a^4*g*p*r^2*x^2-264*a^4*g*p* r*x^3+2214*a^4*g*p*x^4-208*a^4*g*q^3*x^2-1680*a^4*g*q^2*r*x^2-6592*a^4*g*q^2*x^ 3-1680*a^4*g*q*r^2*x^2-6616*a^4*g*q*r*x^3-888*a^4*g*q*x^4-108*a^4*g*r^3*x^2+ 1188*a^4*g*r^2*x^3+3478*a^4*g*r*x^4-624*a^4*p^3*q*x^2+416*a^4*p^3*x^3-960*a^4*p ^2*q^2*x^2-2244*a^4*p^2*q*r*x^2-5076*a^4*p^2*q*x^3+1828*a^4*p^2*r*x^3+1936*a^4* p^2*x^4-412*a^4*p*q^3*x^2-2336*a^4*p*q^2*r*x^2-7176*a^4*p*q^2*x^3-1876*a^4*p*q* r^2*x^2-4636*a^4*p*q*r*x^3+796*a^4*p*q*x^4+1632*a^4*p*r^2*x^3+2604*a^4*p*r*x^4-\ 44*a^4*q^4*x^2-516*a^4*q^3*r*x^2-2164*a^4*q^3*x^3-888*a^4*q^2*r^2*x^2-3212*a^4* q^2*r*x^3+124*a^4*q^2*x^4-360*a^4*q*r^3*x^2+648*a^4*q*r^2*x^3+4280*a^4*q*r*x^4+ 296*a^4*r^3*x^3+72*a^4*r^2*x^4-288*a^3*b^4*c*x^2-240*a^3*b^4*p*x^2-48*a^3*b^4*q *x^2-432*a^3*b^4*r*x^2-3680*a^3*b^4*x^3-2912*a^3*b^3*c^2*x^2-1072*a^3*b^3*c*g*x ^2-4032*a^3*b^3*c*p*x^2-1440*a^3*b^3*c*q*x^2-5840*a^3*b^3*c*r*x^2-35328*a^3*b^3 *c*x^3-928*a^3*b^3*g*p*x^2-256*a^3*b^3*g*q*x^2-1728*a^3*b^3*g*r*x^2-11648*a^3*b ^3*g*x^3-1232*a^3*b^3*p^2*x^2-1072*a^3*b^3*p*q*x^2-3080*a^3*b^3*p*r*x^2-15264*a ^3*b^3*p*x^3-128*a^3*b^3*q^2*x^2-1544*a^3*b^3*q*r*x^2-11744*a^3*b^3*q*x^3-1128* a^3*b^3*r^2*x^2-9024*a^3*b^3*r*x^3-3424*a^3*b^3*x^4-10080*a^3*b^2*c^3*x^2-7424* a^3*b^2*c^2*g*x^2-18464*a^3*b^2*c^2*p*x^2-8736*a^3*b^2*c^2*q*x^2-25264*a^3*b^2* c^2*r*x^2-118352*a^3*b^2*c^2*x^3-1312*a^3*b^2*c*g^2*x^2-10056*a^3*b^2*c*g*p*x^2 -4328*a^3*b^2*c*g*q*x^2-15504*a^3*b^2*c*g*r*x^2-78112*a^3*b^2*c*g*x^3-9856*a^3* b^2*c*p^2*x^2-11408*a^3*b^2*c*p*q*x^2-24120*a^3*b^2*c*p*r*x^2-93696*a^3*b^2*c*p *x^3-2136*a^3*b^2*c*q^2*x^2-15032*a^3*b^2*c*q*r*x^2-83392*a^3*b^2*c*q*x^3-9064* a^3*b^2*c*r^2*x^2-50640*a^3*b^2*c*r*x^3-10888*a^3*b^2*c*x^4-1144*a^3*b^2*g^2*p* x^2-376*a^3*b^2*g^2*q*x^2-2232*a^3*b^2*g^2*r*x^2-12476*a^3*b^2*g^2*x^3-2928*a^3 *b^2*g*p^2*x^2-3104*a^3*b^2*g*p*q*x^2-7648*a^3*b^2*g*p*r*x^2-31532*a^3*b^2*g*p* x^3-536*a^3*b^2*g*q^2*x^2-4688*a^3*b^2*g*q*r*x^2-28068*a^3*b^2*g*q*x^3-2996*a^3 *b^2*g*r^2*x^2-18068*a^3*b^2*g*r*x^3-4864*a^3*b^2*g*x^4-1536*a^3*b^2*p^3*x^2-\ 3288*a^3*b^2*p^2*q*x^2-5212*a^3*b^2*p^2*r*x^2-16356*a^3*b^2*p^2*x^3-1524*a^3*b^ 2*p*q^2*x^2-7768*a^3*b^2*p*q*r*x^2-35360*a^3*b^2*p*q*x^3-3880*a^3*b^2*p*r^2*x^2 -15808*a^3*b^2*p*r*x^3-252*a^3*b^2*p*x^4-124*a^3*b^2*q^3*x^2-1924*a^3*b^2*q^2*r *x^2-13404*a^3*b^2*q^2*x^3-2592*a^3*b^2*q*r^2*x^2-17148*a^3*b^2*q*r*x^3-2780*a^ 3*b^2*q*x^4-540*a^3*b^2*r^3*x^2+1572*a^3*b^2*r^2*x^3+13668*a^3*b^2*r*x^4-14784* a^3*b*c^4*x^2-16400*a^3*b*c^3*g*x^2-33120*a^3*b*c^3*p*x^2-18528*a^3*b*c^3*q*x^2 -44720*a^3*b*c^3*r*x^2-172288*a^3*b*c^3*x^3-5808*a^3*b*c^2*g^2*x^2-29000*a^3*b* c^2*g*p*x^2-15720*a^3*b*c^2*g*q*x^2-42016*a^3*b*c^2*g*r*x^2-170088*a^3*b*c^2*g* x^3-24024*a^3*b*c^2*p^2*x^2-33072*a^3*b*c^2*p*q*x^2-58856*a^3*b*c^2*p*r*x^2-\ 190384*a^3*b*c^2*p*x^3-7824*a^3*b*c^2*q^2*x^2-42728*a^3*b*c^2*q*r*x^2-186912*a^ 3*b*c^2*q*x^3-22792*a^3*b*c^2*r^2*x^2-96816*a^3*b*c^2*r*x^3-9912*a^3*b*c^2*x^4-\ 652*a^3*b*c*g^3*x^2-7592*a^3*b*c*g^2*p*x^2-3772*a^3*b*c*g^2*q*x^2-12452*a^3*b*c *g^2*r*x^2-53876*a^3*b*c*g^2*x^3-14548*a^3*b*c*g*p^2*x^2-19744*a^3*b*c*g*p*q*x^ 2-37344*a^3*b*c*g*p*r*x^2-125648*a^3*b*c*g*p*x^3-4512*a^3*b*c*g*q^2*x^2-27392*a ^3*b*c*g*q*r*x^2-126608*a^3*b*c*g*q*x^3-14880*a^3*b*c*g*r^2*x^2-67296*a^3*b*c*g *r*x^3-9716*a^3*b*c*g*x^4-6588*a^3*b*c*p^3*x^2-17272*a^3*b*c*p^2*q*x^2-22640*a^ 3*b*c*p^2*r*x^2-59688*a^3*b*c*p^2*x^3-9968*a^3*b*c*p*q^2*x^2-40688*a^3*b*c*p*q* r*x^2-147972*a^3*b*c*p*q*x^3-17368*a^3*b*c*p*r^2*x^2-52108*a^3*b*c*p*r*x^3+7876 *a^3*b*c*p*x^4-1232*a^3*b*c*q^3*x^2-12252*a^3*b*c*q^2*r*x^2-63036*a^3*b*c*q^2*x ^3-14416*a^3*b*c*q*r^2*x^2-67796*a^3*b*c*q*r*x^3-2212*a^3*b*c*q*x^4-2736*a^3*b* c*r^3*x^2+8196*a^3*b*c*r^2*x^3+50824*a^3*b*c*r*x^4-562*a^3*b*g^3*p*x^2-208*a^3* b*g^3*q*x^2-1158*a^3*b*g^3*r*x^2-5476*a^3*b*g^3*x^3-2068*a^3*b*g^2*p^2*x^2-2592 *a^3*b*g^2*p*q*x^2-5648*a^3*b*g^2*p*r*x^2-19880*a^3*b*g^2*p*x^3-560*a^3*b*g^2*q ^2*x^2-4132*a^3*b*g^2*q*r*x^2-20636*a^3*b*g^2*q*x^3-2324*a^3*b*g^2*r^2*x^2-\ 10980*a^3*b*g^2*r*x^3-1652*a^3*b*g^2*x^4-2010*a^3*b*g*p^3*x^2-5396*a^3*b*g*p^2* q*x^2-7102*a^3*b*g*p^2*r*x^2-18902*a^3*b*g*p^2*x^3-3048*a^3*b*g*p*q^2*x^2-13376 *a^3*b*g*p*q*r*x^2-51214*a^3*b*g*p*q*x^3-5568*a^3*b*g*p*r^2*x^2-17098*a^3*b*g*p *r*x^3+2830*a^3*b*g*p*x^4-356*a^3*b*g*q^3*x^2-4012*a^3*b*g*q^2*r*x^2-21832*a^3* b*g*q^2*x^3-4900*a^3*b*g*q*r^2*x^2-25458*a^3*b*g*q*r*x^3-3374*a^3*b*g*q*x^4-876 *a^3*b*g*r^3*x^2+2826*a^3*b*g*r^2*x^3+17608*a^3*b*g*r*x^4-528*a^3*b*p^4*x^2-\ 2652*a^3*b*p^3*q*x^2-2298*a^3*b*p^3*r*x^2-4318*a^3*b*p^3*x^3-2804*a^3*b*p^2*q^2 *x^2-8838*a^3*b*p^2*q*r*x^2-26362*a^3*b*p^2*q*x^3-2656*a^3*b*p^2*r^2*x^2-2914*a ^3*b*p^2*r*x^3+5256*a^3*b*p^2*x^4-860*a^3*b*p*q^3*x^2-6302*a^3*b*p*q^2*r*x^2-\ 26554*a^3*b*p*q^2*x^3-6400*a^3*b*p*q*r^2*x^2-23096*a^3*b*p*q*r*x^3+1832*a^3*b*p *q*x^4-972*a^3*b*p*r^3*x^2+4302*a^3*b*p*r^2*x^3+16304*a^3*b*p*r*x^4-52*a^3*b*q^ 4*x^2-994*a^3*b*q^3*r*x^2-6430*a^3*b*q^3*x^3-1920*a^3*b*q^2*r^2*x^2-10030*a^3*b *q^2*r*x^3+1632*a^3*b*q^2*x^4-864*a^3*b*q*r^3*x^2+2808*a^3*b*q*r^2*x^3+19656*a^ 3*b*q*r*x^4-72*a^3*b*r^4*x^2+1612*a^3*b*r^3*x^3+3240*a^3*b*r^2*x^4-7712*a^3*c^5 *x^2-11584*a^3*c^4*g*x^2-20272*a^3*c^4*p*x^2-12720*a^3*c^4*q*x^2-27456*a^3*c^4* r*x^2-92048*a^3*c^4*x^3-6256*a^3*c^3*g^2*x^2-24928*a^3*c^3*g*p*x^2-15552*a^3*c^ 3*g*q*x^2-35312*a^3*c^3*g*r*x^2-122664*a^3*c^3*g*x^3-18040*a^3*c^3*p^2*x^2-\ 28240*a^3*c^3*p*q*x^2-44472*a^3*c^3*p*r*x^2-126976*a^3*c^3*p*x^3-7784*a^3*c^3*q ^2*x^2-36632*a^3*c^3*q*r*x^2-134304*a^3*c^3*q*x^3-17592*a^3*c^3*r^2*x^2-62176*a ^3*c^3*r*x^3-1872*a^3*c^3*x^4-1424*a^3*c^2*g^3*x^2-10560*a^3*c^2*g^2*p*x^2-6432 *a^3*c^2*g^2*q*x^2-16148*a^3*c^2*g^2*r*x^2-58572*a^3*c^2*g^2*x^3-16680*a^3*c^2* g*p^2*x^2-26664*a^3*c^2*g*p*q*x^2-42624*a^3*c^2*g*p*r*x^2-125772*a^3*c^2*g*p*x^ 3-7256*a^3*c^2*g*q^2*x^2-36072*a^3*c^2*g*q*r*x^2-137828*a^3*c^2*g*q*x^3-17188*a ^3*c^2*g*r^2*x^2-65268*a^3*c^2*g*r*x^3-5380*a^3*c^2*g*x^4-6564*a^3*c^2*p^3*x^2-\ 20492*a^3*c^2*p^2*q*x^2-22748*a^3*c^2*p^2*r*x^2-53700*a^3*c^2*p^2*x^3-13748*a^3 *c^2*p*q^2*x^2-48712*a^3*c^2*p*q*r*x^2-149928*a^3*c^2*p*q*x^3-17592*a^3*c^2*p*r ^2*x^2-42692*a^3*c^2*p*r*x^3+12500*a^3*c^2*p*x^4-2132*a^3*c^2*q^3*x^2-16992*a^3 *c^2*q^2*r*x^2-69896*a^3*c^2*q^2*x^3-18048*a^3*c^2*q*r^2*x^2-65144*a^3*c^2*q*r* x^3+4816*a^3*c^2*q*x^4-2844*a^3*c^2*r^3*x^2+9816*a^3*c^2*r^2*x^3+46000*a^3*c^2* r*x^4-114*a^3*c*g^4*x^2-1774*a^3*c*g^3*p*x^2-996*a^3*c*g^3*q*x^2-3098*a^3*c*g^3 *r*x^2-11816*a^3*c*g^3*x^3-4814*a^3*c*g^2*p^2*x^2-7700*a^3*c*g^2*p*q*x^2-12952* a^3*c*g^2*p*r*x^2-39384*a^3*c*g^2*p*x^3-2046*a^3*c*g^2*q^2*x^2-11232*a^3*c*g^2* q*r*x^2-45344*a^3*c*g^2*q*x^3-5358*a^3*c*g^2*r^2*x^2-21300*a^3*c*g^2*r*x^3-2112 *a^3*c*g^2*x^4-3798*a^3*c*g*p^3*x^2-13104*a^3*c*g*p^2*q*x^2-13558*a^3*c*g*p^2*r *x^2-32384*a^3*c*g*p^2*x^3-8864*a^3*c*g*p*q^2*x^2-32248*a^3*c*g*p*q*r*x^2-\ 103490*a^3*c*g*p*q*x^3-10624*a^3*c*g*p*r^2*x^2-26570*a^3*c*g*p*r*x^3+8442*a^3*c *g*p*x^4-1340*a^3*c*g*q^3*x^2-11376*a^3*c*g*q^2*r*x^2-48848*a^3*c*g*q^2*x^3-\ 12172*a^3*c*g*q*r^2*x^2-48370*a^3*c*g*q*r*x^3-830*a^3*c*g*q*x^4-1632*a^3*c*g*r^ 3*x^2+7062*a^3*c*g*r^2*x^3+31388*a^3*c*g*r*x^4-828*a^3*c*p^4*x^2-5784*a^3*c*p^3 *q*x^2-3642*a^3*c*p^3*r*x^2-5922*a^3*c*p^3*x^3-7158*a^3*c*p^2*q^2*x^2-19514*a^3 *c*p^2*q*r*x^2-49556*a^3*c*p^2*q*x^3-4138*a^3*c*p^2*r^2*x^2-1086*a^3*c*p^2*r*x^ 3+10810*a^3*c*p^2*x^4-2684*a^3*c*p*q^3*x^2-16302*a^3*c*p*q^2*r*x^2-55542*a^3*c* p*q^2*x^3-14640*a^3*c*p*q*r^2*x^2-39308*a^3*c*p*q*r*x^3+9624*a^3*c*p*q*x^4-1404 *a^3*c*p*r^3*x^2+10386*a^3*c*p*r^2*x^3+28134*a^3*c*p*r*x^4-244*a^3*c*q^4*x^2-\ 3134*a^3*c*q^3*r*x^2-15082*a^3*c*q^3*x^3-5472*a^3*c*q^2*r^2*x^2-20606*a^3*c*q^2 *r*x^3+5092*a^3*c*q^2*x^4-2304*a^3*c*q*r^3*x^2+6828*a^3*c*q*r^2*x^3+37544*a^3*c *q*r*x^4-72*a^3*c*r^4*x^2+3580*a^3*c*r^3*x^3+5904*a^3*c*r^2*x^4-96*a^3*g^4*p*x^ 2-39*a^3*g^4*q*x^2-210*a^3*g^4*r*x^2-845*a^3*g^4*x^3-438*a^3*g^3*p^2*x^2-648*a^ 3*g^3*p*q*x^2-1252*a^3*g^3*p*r*x^2-3852*a^3*g^3*p*x^3-165*a^3*g^3*q^2*x^2-1096* a^3*g^3*q*r*x^2-4764*a^3*g^3*q*x^3-533*a^3*g^3*r^2*x^2-2090*a^3*g^3*r*x^3-90*a^ 3*g^3*x^4-516*a^3*g^2*p^3*x^2-1951*a^3*g^2*p^2*q*x^2-1898*a^3*g^2*p^2*r*x^2-\ 4409*a^3*g^2*p^2*x^3-1314*a^3*g^2*p*q^2*x^2-5076*a^3*g^2*p*q*r*x^2-17185*a^3*g^ 2*p*q*x^3-1502*a^3*g^2*p*r^2*x^2-3450*a^3*g^2*p*r*x^3+1865*a^3*g^2*p*x^4-192*a^ 3*g^2*q^3*x^2-1808*a^3*g^2*q^2*r*x^2-8230*a^3*g^2*q^2*x^3-1972*a^3*g^2*q*r^2*x^ 2-8660*a^3*g^2*q*r*x^3-850*a^3*g^2*q*x^4-216*a^3*g^2*r^3*x^2+1284*a^3*g^2*r^2*x ^3+5147*a^3*g^2*r*x^4-150*a^3*g*p^4*x^2-1818*a^3*g*p^3*q*x^2-672*a^3*g*p^3*r*x^ 2-590*a^3*g*p^3*x^3-2377*a^3*g*p^2*q^2*x^2-6332*a^3*g*p^2*q*r*x^2-16603*a^3*g*p ^2*q*x^3-741*a^3*g*p^2*r^2*x^2+2108*a^3*g*p^2*r*x^3+4805*a^3*g*p^2*x^4-884*a^3* g*p*q^3*x^2-5592*a^3*g*p*q^2*r*x^2-19898*a^3*g*p*q^2*x^3-4884*a^3*g*p*q*r^2*x^2 -14650*a^3*g*p*q*r*x^3+2016*a^3*g*p*q*x^4-216*a^3*g*p*r^3*x^2+4182*a^3*g*p*r^2* x^3+9395*a^3*g*p*r*x^4-76*a^3*g*q^4*x^2-1064*a^3*g*q^3*r*x^2-5352*a^3*g*q^3*x^3 -1904*a^3*g*q^2*r^2*x^2-7974*a^3*g*q^2*r*x^3+930*a^3*g*q^2*x^4-768*a^3*g*q*r^3* x^2+2118*a^3*g*q*r^2*x^3+13056*a^3*g*q*r*x^4+1120*a^3*g*r^3*x^3+1524*a^3*g*r^2* x^4-528*a^3*p^4*q*x^2+352*a^3*p^4*x^3-1116*a^3*p^3*q^2*x^2-2298*a^3*p^3*q*r*x^2 -4586*a^3*p^3*q*x^3+1858*a^3*p^3*r*x^3+1836*a^3*p^3*x^4-748*a^3*p^2*q^3*x^2-\ 3626*a^3*p^2*q^2*r*x^2-10170*a^3*p^2*q^2*x^3-2656*a^3*p^2*q*r^2*x^2-4420*a^3*p^ 2*q*r*x^3+3020*a^3*p^2*q*x^4+2262*a^3*p^2*r^2*x^3+3024*a^3*p^2*r*x^4-168*a^3*p* q^4*x^2-1614*a^3*p*q^3*r*x^2-6334*a^3*p*q^3*x^3-2520*a^3*p*q^2*r^2*x^2-7346*a^3 *p*q^2*r*x^3+2344*a^3*p*q^2*x^4-972*a^3*p*q*r^3*x^2+2730*a^3*p*q*r^2*x^3+11936* a^3*p*q*r*x^4+776*a^3*p*r^3*x^3-144*a^3*p*r^2*x^4-8*a^3*q^5*x^2-182*a^3*q^4*r*x ^2-1102*a^3*q^4*x^3-456*a^3*q^3*r^2*x^2-1800*a^3*q^3*r*x^3+1160*a^3*q^3*x^4-324 *a^3*q^2*r^3*x^2+1434*a^3*q^2*r^2*x^3+7236*a^3*q^2*r*x^4-72*a^3*q*r^4*x^2+1340* a^3*q*r^3*x^3+2808*a^3*q*r^2*x^4+40*a^3*r^4*x^3-440*a^3*r^3*x^4-64*a^2*b^5*c*x^ 2-48*a^2*b^5*p*x^2-80*a^2*b^5*r*x^2-1360*a^2*b^5*x^3-1184*a^2*b^4*c^2*x^2-416*a ^2*b^4*c*g*x^2-1680*a^2*b^4*c*p*x^2-336*a^2*b^4*c*q*x^2-2048*a^2*b^4*c*r*x^2-\ 19872*a^2*b^4*c*x^3-344*a^2*b^4*g*p*x^2-48*a^2*b^4*g*q*x^2-584*a^2*b^4*g*r*x^2-\ 6392*a^2*b^4*g*x^3-544*a^2*b^4*p^2*x^2-272*a^2*b^4*p*q*x^2-1216*a^2*b^4*p*r*x^2 -9456*a^2*b^4*p*x^3-352*a^2*b^4*q*r*x^2-5456*a^2*b^4*q*x^3-320*a^2*b^4*r^2*x^2-\ 4784*a^2*b^4*r*x^3-1936*a^2*b^4*x^4-6432*a^2*b^3*c^3*x^2-4688*a^2*b^3*c^2*g*x^2 -12384*a^2*b^3*c^2*p*x^2-4160*a^2*b^3*c^2*q*x^2-14560*a^2*b^3*c^2*r*x^2-98480*a ^2*b^3*c^2*x^3-808*a^2*b^3*c*g^2*x^2-6584*a^2*b^3*c*g*p*x^2-1920*a^2*b^3*c*g*q* x^2-8760*a^2*b^3*c*g*r*x^2-64448*a^2*b^3*c*g*x^3-7176*a^2*b^3*c*p^2*x^2-5936*a^ 2*b^3*c*p*q*x^2-15704*a^2*b^3*c*p*r*x^2-86656*a^2*b^3*c*p*x^3-592*a^2*b^3*c*q^2 *x^2-6792*a^2*b^3*c*q*r*x^2-61376*a^2*b^3*c*q*x^3-4672*a^2*b^3*c*r^2*x^2-42576* a^2*b^3*c*r*x^3-10888*a^2*b^3*c*x^4-688*a^2*b^3*g^2*p*x^2-148*a^2*b^3*g^2*q*x^2 -1224*a^2*b^3*g^2*r*x^2-10196*a^2*b^3*g^2*x^3-2072*a^2*b^3*g*p^2*x^2-1496*a^2*b ^3*g*p*q*x^2-4916*a^2*b^3*g*p*r*x^2-29276*a^2*b^3*g*p*x^3-120*a^2*b^3*g*q^2*x^2 -2020*a^2*b^3*g*q*r*x^2-19988*a^2*b^3*g*q*x^3-1520*a^2*b^3*g*r^2*x^2-14956*a^2* b^3*g*r*x^3-4864*a^2*b^3*g*x^4-1276*a^2*b^3*p^3*x^2-1908*a^2*b^3*p^2*q*x^2-3976 *a^2*b^3*p^2*r*x^2-17828*a^2*b^3*p^2*x^3-504*a^2*b^3*p*q^2*x^2-4024*a^2*b^3*p*q *r*x^2-28768*a^2*b^3*p*q*x^3-2448*a^2*b^3*p*r^2*x^2-17076*a^2*b^3*p*r*x^3-2780* a^2*b^3*p*x^4-568*a^2*b^3*q^2*r*x^2-8220*a^2*b^3*q^2*x^3-892*a^2*b^3*q*r^2*x^2-\ 11120*a^2*b^3*q*r*x^3-252*a^2*b^3*q*x^4-132*a^2*b^3*r^3*x^2+1596*a^2*b^3*r^2*x^ 3+13668*a^2*b^3*r*x^4-15584*a^2*b^2*c^4*x^2-17248*a^2*b^2*c^3*g*x^2-36928*a^2*b ^2*c^3*p*x^2-16096*a^2*b^2*c^3*q*x^2-43936*a^2*b^2*c^3*r*x^2-226560*a^2*b^2*c^3 *x^3-6064*a^2*b^2*c^2*g^2*x^2-32368*a^2*b^2*c^2*g*p*x^2-13288*a^2*b^2*c^2*g*q*x ^2-41000*a^2*b^2*c^2*g*r*x^2-223456*a^2*b^2*c^2*g*x^3-29392*a^2*b^2*c^2*p^2*x^2 -31120*a^2*b^2*c^2*p*q*x^2-65288*a^2*b^2*c^2*p*r*x^2-279480*a^2*b^2*c^2*p*x^3-\ 5080*a^2*b^2*c^2*q^2*x^2-35576*a^2*b^2*c^2*q*r*x^2-226536*a^2*b^2*c^2*q*x^3-\ 21168*a^2*b^2*c^2*r^2*x^2-130560*a^2*b^2*c^2*r*x^3-15392*a^2*b^2*c^2*x^4-668*a^ 2*b^2*c*g^3*x^2-8344*a^2*b^2*c*g^2*p*x^2-3040*a^2*b^2*c*g^2*q*x^2-11952*a^2*b^2 *c*g^2*r*x^2-70688*a^2*b^2*c*g^2*x^3-18060*a^2*b^2*c*g*p^2*x^2-18200*a^2*b^2*c* g*p*q*x^2-42012*a^2*b^2*c*g*p*r*x^2-188580*a^2*b^2*c*g*p*x^3-2712*a^2*b^2*c*g*q ^2*x^2-22284*a^2*b^2*c*g*q*r*x^2-150924*a^2*b^2*c*g*q*x^3-13924*a^2*b^2*c*g*r^2 *x^2-91440*a^2*b^2*c*g*r*x^3-15848*a^2*b^2*c*g*x^4-9384*a^2*b^2*c*p^3*x^2-17944 *a^2*b^2*c*p^2*q*x^2-29804*a^2*b^2*c*p^2*r*x^2-105072*a^2*b^2*c*p^2*x^3-7336*a^ 2*b^2*c*p*q^2*x^2-38192*a^2*b^2*c*p*q*r*x^2-197520*a^2*b^2*c*p*q*x^3-19720*a^2* b^2*c*p*r^2*x^2-91684*a^2*b^2*c*p*r*x^3+2340*a^2*b^2*c*p*x^4-468*a^2*b^2*c*q^3* x^2-8012*a^2*b^2*c*q^2*r*x^2-68112*a^2*b^2*c*q^2*x^3-10468*a^2*b^2*c*q*r^2*x^2-\ 78956*a^2*b^2*c*q*r*x^3+2340*a^2*b^2*c*q*x^4-2016*a^2*b^2*c*r^3*x^2+10944*a^2*b ^2*c*r^2*x^3+80976*a^2*b^2*c*r*x^4-568*a^2*b^2*g^3*p*x^2-154*a^2*b^2*g^3*q*x^2-\ 1076*a^2*b^2*g^3*r*x^2-7176*a^2*b^2*g^3*x^3-2544*a^2*b^2*g^2*p^2*x^2-2288*a^2*b ^2*g^2*p*q*x^2-6368*a^2*b^2*g^2*p*r*x^2-30576*a^2*b^2*g^2*p*x^3-300*a^2*b^2*g^2 *q^2*x^2-3248*a^2*b^2*g^2*q*r*x^2-24096*a^2*b^2*g^2*q*x^3-2152*a^2*b^2*g^2*r^2* x^2-15024*a^2*b^2*g^2*r*x^3-2984*a^2*b^2*g^2*x^4-3018*a^2*b^2*g*p^3*x^2-5562*a^ 2*b^2*g*p^2*q*x^2-9906*a^2*b^2*g*p^2*r*x^2-36192*a^2*b^2*g*p^2*x^3-2094*a^2*b^2 *g*p*q^2*x^2-12480*a^2*b^2*g*p*q*r*x^2-68424*a^2*b^2*g*p*q*x^3-6744*a^2*b^2*g*p *r^2*x^2-33872*a^2*b^2*g*p*r*x^3-1870*a^2*b^2*g*p*x^4-108*a^2*b^2*g*q^3*x^2-\ 2466*a^2*b^2*g*q^2*r*x^2-22560*a^2*b^2*g*q^2*x^3-3468*a^2*b^2*g*q*r^2*x^2-28408 *a^2*b^2*g*q*r*x^3-1870*a^2*b^2*g*q*x^4-672*a^2*b^2*g*r^3*x^2+3600*a^2*b^2*g*r^ 2*x^3+28260*a^2*b^2*g*r*x^4-996*a^2*b^2*p^4*x^2-3128*a^2*b^2*p^3*q*x^2-4064*a^2 *b^2*p^3*r*x^2-11396*a^2*b^2*p^3*x^3-2356*a^2*b^2*p^2*q^2*x^2-9540*a^2*b^2*p^2* q*r*x^2-40068*a^2*b^2*p^2*q*x^3-4108*a^2*b^2*p^2*r^2*x^2-12468*a^2*b^2*p^2*r*x^ 3+4828*a^2*b^2*p^2*x^4-416*a^2*b^2*p*q^3*x^2-4752*a^2*b^2*p*q^2*r*x^2-31644*a^2 *b^2*p*q^2*x^3-5568*a^2*b^2*p*q*r^2*x^2-32400*a^2*b^2*p*q*r*x^3+2072*a^2*b^2*p* q*x^4-1080*a^2*b^2*p*r^3*x^2+4830*a^2*b^2*p*r^2*x^3+29076*a^2*b^2*p*r*x^4-428*a ^2*b^2*q^3*r*x^2-5852*a^2*b^2*q^3*x^3-904*a^2*b^2*q^2*r^2*x^2-8988*a^2*b^2*q^2* r*x^3+4828*a^2*b^2*q^2*x^4-264*a^2*b^2*q*r^3*x^2+4674*a^2*b^2*q*r^2*x^3+29076*a ^2*b^2*q*r*x^4+2400*a^2*b^2*r^3*x^3+6336*a^2*b^2*r^2*x^4-17568*a^2*b*c^5*x^2-\ 26256*a^2*b*c^4*g*x^2-49104*a^2*b*c^4*p*x^2-25136*a^2*b*c^4*q*x^2-60048*a^2*b*c ^4*r*x^2-251536*a^2*b*c^4*x^3-14072*a^2*b*c^3*g^2*x^2-60512*a^2*b*c^3*g*p*x^2-\ 30248*a^2*b*c^3*g*q*x^2-76648*a^2*b*c^3*g*r*x^2-332312*a^2*b*c^3*g*x^3-48736*a^ 2*b*c^3*p^2*x^2-60272*a^2*b*c^3*p*q*x^2-111000*a^2*b*c^3*p*r*x^2-391248*a^2*b*c ^3*p*x^3-12656*a^2*b*c^3*q^2*x^2-70664*a^2*b*c^3*q*r*x^2-347408*a^2*b*c^3*q*x^3 -38560*a^2*b*c^3*r^2*x^2-176640*a^2*b*c^3*r*x^3-3440*a^2*b*c^3*x^4-3164*a^2*b*c ^2*g^3*x^2-25580*a^2*b*c^2*g^2*p*x^2-12188*a^2*b*c^2*g^2*q*x^2-34600*a^2*b*c^2* g^2*r*x^2-157508*a^2*b*c^2*g^2*x^3-46196*a^2*b*c^2*g*p^2*x^2-56576*a^2*b*c^2*g* p*q*x^2-108484*a^2*b*c^2*g*p*r*x^2-394104*a^2*b*c^2*g*p*x^3-11384*a^2*b*c^2*g*q ^2*x^2-68620*a^2*b*c^2*g*q*r*x^2-351608*a^2*b*c^2*g*q*x^3-38136*a^2*b*c^2*g*r^2 *x^2-183644*a^2*b*c^2*g*r*x^3-11564*a^2*b*c^2*g*x^4-21476*a^2*b*c^2*p^3*x^2-\ 48288*a^2*b*c^2*p^2*q*x^2-69864*a^2*b*c^2*p^2*r*x^2-205088*a^2*b*c^2*p^2*x^3-\ 24720*a^2*b*c^2*p*q^2*x^2-105432*a^2*b*c^2*p*q*r*x^2-428564*a^2*b*c^2*p*q*x^3-\ 48928*a^2*b*c^2*p*r^2*x^2-167748*a^2*b*c^2*p*r*x^3+26360*a^2*b*c^2*p*x^4-2584*a ^2*b*c^2*q^3*x^2-27648*a^2*b*c^2*q^2*r*x^2-166792*a^2*b*c^2*q^2*x^3-32660*a^2*b *c^2*q*r^2*x^2-169664*a^2*b*c^2*q*r*x^3+18676*a^2*b*c^2*q*x^4-6444*a^2*b*c^2*r^ 3*x^2+24252*a^2*b*c^2*r^2*x^3+154056*a^2*b*c^2*r*x^4-248*a^2*b*c*g^4*x^2-4212*a ^2*b*c*g^3*p*x^2-1806*a^2*b*c*g^3*q*x^2-6488*a^2*b*c*g^3*r*x^2-31656*a^2*b*c*g^ 3*x^3-13614*a^2*b*c*g^2*p^2*x^2-16100*a^2*b*c*g^2*p*q*x^2-33520*a^2*b*c*g^2*p*r *x^2-126438*a^2*b*c*g^2*p*x^3-3032*a^2*b*c*g^2*q^2*x^2-20864*a^2*b*c*g^2*q*r*x^ 2-113578*a^2*b*c*g^2*q*x^3-11916*a^2*b*c*g^2*r^2*x^2-59512*a^2*b*c*g^2*r*x^3-\ 4360*a^2*b*c*g^2*x^4-13738*a^2*b*c*g*p^3*x^2-31342*a^2*b*c*g*p^2*q*x^2-45894*a^ 2*b*c*g*p^2*r*x^2-137442*a^2*b*c*g*p^2*x^3-15570*a^2*b*c*g*p*q^2*x^2-70536*a^2* b*c*g*p*q*r*x^2-298388*a^2*b*c*g*p*q*x^3-32748*a^2*b*c*g*p*r^2*x^2-118720*a^2*b *c*g*p*r*x^3+12318*a^2*b*c*g*p*x^4-1500*a^2*b*c*g*q^3*x^2-17974*a^2*b*c*g*q^2*r *x^2-113632*a^2*b*c*g*q^2*x^3-22016*a^2*b*c*g*q*r^2*x^2-123192*a^2*b*c*g*q*r*x^ 3+3046*a^2*b*c*g*q*x^4-4188*a^2*b*c*g*r^3*x^2+16908*a^2*b*c*g*r^2*x^3+107912*a^ 2*b*c*g*r*x^4-4086*a^2*b*c*p^4*x^2-15476*a^2*b*c*p^3*q*x^2-17086*a^2*b*c*p^3*r* x^2-40116*a^2*b*c*p^3*x^3-14288*a^2*b*c*p^2*q^2*x^2-48414*a^2*b*c*p^2*q*r*x^2-\ 162216*a^2*b*c*p^2*q*x^3-18126*a^2*b*c*p^2*r^2*x^2-38212*a^2*b*c*p^2*r*x^3+ 25092*a^2*b*c*p^2*x^4-3784*a^2*b*c*p*q^3*x^2-29706*a^2*b*c*p*q^2*r*x^2-144678*a ^2*b*c*p*q^2*x^3-31072*a^2*b*c*p*q*r^2*x^2-123548*a^2*b*c*p*q*r*x^3+25632*a^2*b *c*p*q*x^4-5508*a^2*b*c*p*r^3*x^2+22968*a^2*b*c*p*r^2*x^3+105916*a^2*b*c*p*r*x^ 4-172*a^2*b*c*q^4*x^2-3986*a^2*b*c*q^3*r*x^2-32100*a^2*b*c*q^3*x^3-7578*a^2*b*c *q^2*r^2*x^2-45664*a^2*b*c*q^2*r*x^3+19374*a^2*b*c*q^2*x^4-3120*a^2*b*c*q*r^3*x ^2+19338*a^2*b*c*q*r^2*x^3+115326*a^2*b*c*q*r*x^4-216*a^2*b*c*r^4*x^2+10196*a^2 *b*c*r^3*x^3+23328*a^2*b*c*r^2*x^4-206*a^2*b*g^4*p*x^2-66*a^2*b*g^4*q*x^2-422*a ^2*b*g^4*r*x^2-2269*a^2*b*g^4*x^3-1230*a^2*b*g^3*p^2*x^2-1306*a^2*b*g^3*p*q*x^2 -3254*a^2*b*g^3*p*r*x^2-12876*a^2*b*g^3*p*x^3-223*a^2*b*g^3*q^2*x^2-1962*a^2*b* g^3*q*r*x^2-11680*a^2*b*g^3*q*x^3-1167*a^2*b*g^3*r^2*x^2-5898*a^2*b*g^3*r*x^3-\ 154*a^2*b*g^3*x^4-2084*a^2*b*g^2*p^3*x^2-4707*a^2*b*g^2*p^2*q*x^2-7198*a^2*b*g^ 2*p^2*r*x^2-21877*a^2*b*g^2*p^2*x^3-2216*a^2*b*g^2*p*q^2*x^2-11144*a^2*b*g^2*p* q*r*x^2-49823*a^2*b*g^2*p*q*x^3-5239*a^2*b*g^2*p*r^2*x^2-19574*a^2*b*g^2*p*r*x^ 3+1876*a^2*b*g^2*p*x^4-191*a^2*b*g^2*q^3*x^2-2724*a^2*b*g^2*q^2*r*x^2-18460*a^2 *b*g^2*q^2*x^3-3489*a^2*b*g^2*q*r^2*x^2-21100*a^2*b*g^2*q*r*x^3-839*a^2*b*g^2*q *x^4-639*a^2*b*g^2*r^3*x^2+3006*a^2*b*g^2*r^2*x^3+18301*a^2*b*g^2*r*x^4-1278*a^ 2*b*g*p^4*x^2-5176*a^2*b*g*p^3*q*x^2-5457*a^2*b*g*p^3*r*x^2-12574*a^2*b*g*p^3*x ^3-4727*a^2*b*g*p^2*q^2*x^2-16643*a^2*b*g*p^2*q*r*x^2-57828*a^2*b*g*p^2*q*x^3-\ 5903*a^2*b*g*p^2*r^2*x^2-12068*a^2*b*g*p^2*r*x^3+9149*a^2*b*g*p^2*x^4-1168*a^2* b*g*p*q^3*x^2-10125*a^2*b*g*p*q^2*r*x^2-51651*a^2*b*g*p*q^2*x^3-10948*a^2*b*g*p *q*r^2*x^2-48496*a^2*b*g*p*q*r*x^3+3266*a^2*b*g*p*q*x^4-1824*a^2*b*g*p*r^3*x^2+ 7857*a^2*b*g*p*r^2*x^3+36932*a^2*b*g*p*r*x^4-42*a^2*b*g*q^4*x^2-1259*a^2*b*g*q^ 3*r*x^2-10798*a^2*b*g*q^3*x^3-2548*a^2*b*g*q^2*r^2*x^2-16664*a^2*b*g*q^2*r*x^3+ 5274*a^2*b*g*q^2*x^4-1062*a^2*b*g*q*r^3*x^2+6231*a^2*b*g*q*r^2*x^3+40593*a^2*b* g*q*r*x^4-72*a^2*b*g*r^4*x^2+3352*a^2*b*g*r^3*x^3+7692*a^2*b*g*r^2*x^4-246*a^2* b*p^5*x^2-1665*a^2*b*p^4*q*x^2-1251*a^2*b*p^4*r*x^2-1998*a^2*b*p^4*x^3-2475*a^2 *b*p^3*q^2*x^2-6738*a^2*b*p^3*q*r*x^2-18292*a^2*b*p^3*q*x^3-1817*a^2*b*p^3*r^2* x^2-439*a^2*b*p^3*r*x^3+4883*a^2*b*p^3*x^4-1215*a^2*b*p^2*q^3*x^2-7388*a^2*b*p^ 2*q^2*r*x^2-29100*a^2*b*p^2*q^2*x^3-6706*a^2*b*p^2*q*r^2*x^2-18516*a^2*b*p^2*q* r*x^3+8537*a^2*b*p^2*q*x^4-954*a^2*b*p^2*r^3*x^2+5400*a^2*b*p^2*r^2*x^3+16161*a ^2*b*p^2*r*x^4-159*a^2*b*p*q^4*x^2-2366*a^2*b*p*q^3*r*x^2-14796*a^2*b*p*q^3*x^3 -4080*a^2*b*p*q^2*r^2*x^2-18819*a^2*b*p*q^2*r*x^3+7861*a^2*b*p*q^2*x^4-1728*a^2 *b*p*q*r^3*x^2+7869*a^2*b*p*q*r^2*x^3+41562*a^2*b*p*q*r*x^4-144*a^2*b*p*r^4*x^2 +3166*a^2*b*p*r^3*x^3+5004*a^2*b*p*r^2*x^4-153*a^2*b*q^4*r*x^2-1990*a^2*b*q^4*x ^3-395*a^2*b*q^3*r^2*x^2-2938*a^2*b*q^3*r*x^3+4207*a^2*b*q^3*x^4-165*a^2*b*q^2* r^3*x^2+4299*a^2*b*q^2*r^2*x^3+20373*a^2*b*q^2*r*x^4+3518*a^2*b*q*r^3*x^3+7956* a^2*b*q*r^2*x^4+100*a^2*b*r^4*x^3-1840*a^2*b*r^3*x^4-7392*a^2*c^6*x^2-14064*a^2 *c^5*g*x^2-23696*a^2*c^5*p*x^2-13616*a^2*c^5*q*x^2-29888*a^2*c^5*r*x^2-107648*a ^2*c^5*x^3-10280*a^2*c^4*g^2*x^2-38160*a^2*c^4*g*p*x^2-21736*a^2*c^4*g*q*x^2-\ 49168*a^2*c^4*g*r*x^2-180744*a^2*c^4*g*x^3-27632*a^2*c^4*p^2*x^2-38624*a^2*c^4* p*q*x^2-64488*a^2*c^4*p*r*x^2-197664*a^2*c^4*p*x^3-9560*a^2*c^4*q^2*x^2-46776*a ^2*c^4*q*r*x^2-189944*a^2*c^4*q*x^3-23568*a^2*c^4*r^2*x^2-87424*a^2*c^4*r*x^3+ 4520*a^2*c^4*x^4-3564*a^2*c^3*g^3*x^2-22884*a^2*c^3*g^2*p*x^2-12804*a^2*c^3*g^2 *q*x^2-30648*a^2*c^3*g^2*r*x^2-115652*a^2*c^3*g^2*x^3-35916*a^2*c^3*g*p^2*x^2-\ 50536*a^2*c^3*g*p*q*x^2-85724*a^2*c^3*g*p*r*x^2-268464*a^2*c^3*g*p*x^3-12240*a^ 2*c^3*g*q^2*x^2-62316*a^2*c^3*g*q*r*x^2-260072*a^2*c^3*g*q*x^3-31492*a^2*c^3*g* r^2*x^2-122976*a^2*c^3*g*r*x^3+348*a^2*c^3*g*x^4-14880*a^2*c^3*p^3*x^2-38760*a^ 2*c^3*p^2*q*x^2-49356*a^2*c^3*p^2*r*x^2-127140*a^2*c^3*p^2*x^3-23192*a^2*c^3*p* q^2*x^2-87056*a^2*c^3*p*q*r*x^2-295720*a^2*c^3*p*q*x^3-35760*a^2*c^3*p*r^2*x^2-\ 96908*a^2*c^3*p*r*x^3+28300*a^2*c^3*p*x^4-3140*a^2*c^3*q^3*x^2-26868*a^2*c^3*q^ 2*r*x^2-126684*a^2*c^3*q^2*x^3-29308*a^2*c^3*q*r^2*x^2-115012*a^2*c^3*q*r*x^3+ 21468*a^2*c^3*q*x^4-5208*a^2*c^3*r^3*x^2+18960*a^2*c^3*r^2*x^3+96744*a^2*c^3*r* x^4-576*a^2*c^2*g^4*x^2-6220*a^2*c^2*g^3*p*x^2-3350*a^2*c^2*g^3*q*x^2-8960*a^2* c^2*g^3*r*x^2-34950*a^2*c^2*g^3*x^3-16434*a^2*c^2*g^2*p^2*x^2-23120*a^2*c^2*g^2 *p*q*x^2-40624*a^2*c^2*g^2*p*r*x^2-129970*a^2*c^2*g^2*p*x^3-5412*a^2*c^2*g^2*q^ 2*x^2-29500*a^2*c^2*g^2*q*r*x^2-127874*a^2*c^2*g^2*q*x^3-15024*a^2*c^2*g^2*r^2* x^2-60588*a^2*c^2*g^2*r*x^3-920*a^2*c^2*g^2*x^4-14276*a^2*c^2*g*p^3*x^2-38798*a ^2*c^2*g*p^2*q*x^2-48452*a^2*c^2*g*p^2*r*x^2-127024*a^2*c^2*g*p^2*x^3-23024*a^2 *c^2*g*p*q^2*x^2-88832*a^2*c^2*g*p*q*r*x^2-310870*a^2*c^2*g*p*q*x^3-35432*a^2*c ^2*g*p*r^2*x^2-102540*a^2*c^2*g*p*r*x^3+23502*a^2*c^2*g*p*x^4-2992*a^2*c^2*g*q^ 3*x^2-27056*a^2*c^2*g*q^2*r*x^2-131732*a^2*c^2*g*q^2*x^3-29916*a^2*c^2*g*q*r^2* x^2-125792*a^2*c^2*g*q*r*x^3+13660*a^2*c^2*g*q*x^4-4920*a^2*c^2*g*r^3*x^2+19584 *a^2*c^2*g*r^2*x^3+99954*a^2*c^2*g*r*x^4-3714*a^2*c^2*p^4*x^2-17372*a^2*c^2*p^3 *q*x^2-15766*a^2*c^2*p^3*r*x^2-32300*a^2*c^2*p^3*x^3-18720*a^2*c^2*p^2*q^2*x^2-\ 55738*a^2*c^2*p^2*q*r*x^2-157284*a^2*c^2*p^2*q*x^3-16982*a^2*c^2*p^2*r^2*x^2-\ 23448*a^2*c^2*p^2*r*x^3+29896*a^2*c^2*p^2*x^4-6200*a^2*c^2*p*q^3*x^2-40282*a^2* c^2*p*q^2*r*x^2-155906*a^2*c^2*p*q^2*x^3-38232*a^2*c^2*p*q*r^2*x^2-112460*a^2*c ^2*p*q*r*x^3+39012*a^2*c^2*p*q*x^4-5292*a^2*c^2*p*r^3*x^2+28338*a^2*c^2*p*r^2*x ^3+96936*a^2*c^2*p*r*x^4-468*a^2*c^2*q^4*x^2-6814*a^2*c^2*q^3*r*x^2-39172*a^2*c ^2*q^3*x^3-12002*a^2*c^2*q^2*r^2*x^2-50796*a^2*c^2*q^2*r*x^3+21862*a^2*c^2*q^2* x^4-5016*a^2*c^2*q*r^3*x^2+21816*a^2*c^2*q*r^2*x^3+113394*a^2*c^2*q*r*x^4-216*a ^2*c^2*r^4*x^2+11364*a^2*c^2*r^3*x^3+22680*a^2*c^2*r^2*x^4-34*a^2*c*g^5*x^2-732 *a^2*c*g^4*p*x^2-360*a^2*c*g^4*q*x^2-1218*a^2*c*g^4*r*x^2-4943*a^2*c*g^4*x^3-\ 3094*a^2*c*g^3*p^2*x^2-4250*a^2*c*g^3*p*q*x^2-8074*a^2*c*g^3*p*r*x^2-26267*a^2* c*g^3*p*x^3-943*a^2*c*g^3*q^2*x^2-5812*a^2*c*g^3*q*r*x^2-26582*a^2*c*g^3*q*x^3-\ 3009*a^2*c*g^3*r^2*x^2-12008*a^2*c*g^3*r*x^3+356*a^2*c*g^3*x^4-4294*a^2*c*g^2*p ^3*x^2-12187*a^2*c*g^2*p^2*q*x^2-15062*a^2*c*g^2*p^2*r*x^2-39702*a^2*c*g^2*p^2* x^3-7100*a^2*c*g^2*p*q^2*x^2-28792*a^2*c*g^2*p*q*r*x^2-104629*a^2*c*g^2*p*q*x^3 -11163*a^2*c*g^2*p*r^2*x^2-33294*a^2*c*g^2*p*r*x^3+7310*a^2*c*g^2*p*x^4-869*a^2 *c*g^2*q^3*x^2-8578*a^2*c*g^2*q^2*r*x^2-43728*a^2*c*g^2*q^2*x^3-9683*a^2*c*g^2* q*r^2*x^2-43588*a^2*c*g^2*q*r*x^3+2069*a^2*c*g^2*q*x^4-1449*a^2*c*g^2*r^3*x^2+ 6966*a^2*c*g^2*r^2*x^3+33565*a^2*c*g^2*r*x^4-2148*a^2*c*g*p^4*x^2-11662*a^2*c*g *p^3*q*x^2-9325*a^2*c*g*p^3*r*x^2-18586*a^2*c*g*p^3*x^3-12783*a^2*c*g*p^2*q^2*x ^2-38175*a^2*c*g*p^2*q*r*x^2-110892*a^2*c*g*p^2*q*x^3-10089*a^2*c*g*p^2*r^2*x^2 -12072*a^2*c*g*p^2*r*x^3+21459*a^2*c*g*p^2*x^4-4118*a^2*c*g*p*q^3*x^2-27977*a^2 *c*g*p*q^2*r*x^2-112055*a^2*c*g*p*q^2*x^3-26520*a^2*c*g*p*q*r^2*x^2-86272*a^2*c *g*p*q*r*x^3+19120*a^2*c*g*p*q*x^4-3012*a^2*c*g*p*r^3*x^2+20127*a^2*c*g*p*r^2*x ^3+65968*a^2*c*g*p*r*x^4-286*a^2*c*g*q^4*x^2-4561*a^2*c*g*q^3*r*x^2-27224*a^2*c *g*q^3*x^3-8264*a^2*c*g*q^2*r^2*x^2-37754*a^2*c*g*q^2*r*x^3+12300*a^2*c*g*q^2*x ^4-3366*a^2*c*g*q*r^3*x^2+14427*a^2*c*g*q*r^2*x^3+79743*a^2*c*g*q*r*x^4-72*a^2* c*g*r^4*x^2+7608*a^2*c*g*r^3*x^3+14676*a^2*c*g*r^2*x^4-342*a^2*c*p^5*x^2-3471*a ^2*c*p^4*q*x^2-1755*a^2*c*p^4*r*x^2-2054*a^2*c*p^4*x^3-6055*a^2*c*p^3*q^2*x^2-\ 14380*a^2*c*p^3*q*r*x^2-32962*a^2*c*p^3*q*x^3-2501*a^2*c*p^3*r^2*x^2+3267*a^2*c *p^3*r*x^3+10059*a^2*c*p^3*x^4-3597*a^2*c*p^2*q^3*x^2-18676*a^2*c*p^2*q^2*r*x^2 -59258*a^2*c*p^2*q^2*x^3-15134*a^2*c*p^2*q*r^2*x^2-29378*a^2*c*p^2*q*r*x^3+ 21189*a^2*c*p^2*q*x^4-1224*a^2*c*p^2*r^3*x^2+12786*a^2*c*p^2*r^2*x^3+27733*a^2* c*p^2*r*x^4-695*a^2*c*p*q^4*x^2-7336*a^2*c*p*q^3*r*x^2-33802*a^2*c*p*q^3*x^3-\ 11640*a^2*c*p*q^2*r^2*x^2-37313*a^2*c*p*q^2*r*x^3+19257*a^2*c*p*q^2*x^4-4644*a^ 2*c*p*q*r^3*x^2+18201*a^2*c*p*q*r^2*x^3+78108*a^2*c*p*q*r*x^4-144*a^2*c*p*r^4*x ^2+6670*a^2*c*p*r^3*x^3+7812*a^2*c*p*r^2*x^4-24*a^2*c*q^5*x^2-711*a^2*c*q^4*r*x ^2-5452*a^2*c*q^4*x^3-1765*a^2*c*q^3*r^2*x^2-8180*a^2*c*q^3*r*x^3+8127*a^2*c*q^ 3*x^4-1137*a^2*c*q^2*r^3*x^2+8769*a^2*c*q^2*r^2*x^3+41085*a^2*c*q^2*r*x^4-216*a ^2*c*q*r^4*x^2+7538*a^2*c*q*r^3*x^3+15552*a^2*c*q*r^2*x^4+220*a^2*c*r^4*x^3-\ 3520*a^2*c*r^3*x^4-27*a^2*g^5*p*x^2-10*a^2*g^5*q*x^2-61*a^2*g^5*r*x^2-258*a^2*g ^5*x^3-201*a^2*g^4*p^2*x^2-248*a^2*g^4*p*q*x^2-566*a^2*g^4*p*r*x^2-1845*a^2*g^4 *p*x^3-51*a^2*g^4*q^2*x^2-397*a^2*g^4*q*r*x^2-1960*a^2*g^4*q*x^3-212*a^2*g^4*r^ 2*x^2-765*a^2*g^4*r*x^3+169*a^2*g^4*x^4-405*a^2*g^3*p^3*x^2-1176*a^2*g^3*p^2*q* x^2-1481*a^2*g^3*p^2*r*x^2-3785*a^2*g^3*p^2*x^3-658*a^2*g^3*p*q^2*x^2-2934*a^2* g^3*p*q*r*x^2-11199*a^2*g^3*p*q*x^3-1118*a^2*g^3*p*r^2*x^2-3142*a^2*g^3*p*r*x^3 +1063*a^2*g^3*p*x^4-74*a^2*g^3*q^3*x^2-845*a^2*g^3*q^2*r*x^2-4606*a^2*g^3*q^2*x ^3-986*a^2*g^3*q*r^2*x^2-4730*a^2*g^3*q*r*x^3+49*a^2*g^3*q*x^4-135*a^2*g^3*r^3* x^2+840*a^2*g^3*r^2*x^3+3626*a^2*g^3*r*x^4-279*a^2*g^2*p^4*x^2-1854*a^2*g^2*p^3 *q*x^2-1248*a^2*g^2*p^3*r*x^2-2211*a^2*g^2*p^3*x^3-2056*a^2*g^2*p^2*q^2*x^2-\ 6253*a^2*g^2*p^2*q*r*x^2-18789*a^2*g^2*p^2*q*x^3-1352*a^2*g^2*p^2*r^2*x^2-687*a ^2*g^2*p^2*r*x^3+4209*a^2*g^2*p^2*x^4-634*a^2*g^2*p*q^3*x^2-4626*a^2*g^2*p*q^2* r*x^2-19400*a^2*g^2*p*q^2*x^3-4421*a^2*g^2*p*q*r^2*x^2-15966*a^2*g^2*p*q*r*x^3+ 1714*a^2*g^2*p*q*x^4-378*a^2*g^2*p*r^3*x^2+3609*a^2*g^2*p*r^2*x^3+10772*a^2*g^2 *p*r*x^4-39*a^2*g^2*q^4*x^2-712*a^2*g^2*q^3*r*x^2-4497*a^2*g^2*q^3*x^3-1337*a^2 *g^2*q^2*r^2*x^2-6610*a^2*g^2*q^2*r*x^3+1638*a^2*g^2*q^2*x^4-531*a^2*g^2*q*r^3* x^2+2346*a^2*g^2*q*r^2*x^3+13545*a^2*g^2*q*r*x^4+1180*a^2*g^2*r^3*x^3+2034*a^2* g^2*r^2*x^4-48*a^2*g*p^5*x^2-1134*a^2*g*p^4*q*x^2-252*a^2*g*p^4*r*x^2+167*a^2*g *p^4*x^3-2116*a^2*g*p^3*q^2*x^2-4799*a^2*g*p^3*q*r*x^2-11143*a^2*g*p^3*q*x^3-\ 342*a^2*g*p^3*r^2*x^2+2965*a^2*g*p^3*r*x^3+4200*a^2*g*p^3*x^4-1250*a^2*g*p^2*q^ 3*x^2-6652*a^2*g*p^2*q^2*r*x^2-21835*a^2*g*p^2*q^2*x^3-5162*a^2*g*p^2*q*r^2*x^2 -11053*a^2*g*p^2*q*r*x^3+6509*a^2*g*p^2*q*x^4-135*a^2*g*p^2*r^3*x^2+5022*a^2*g* p^2*r^2*x^3+9089*a^2*g*p^2*r*x^4-226*a^2*g*p*q^4*x^2-2585*a^2*g*p*q^3*r*x^2-\ 12383*a^2*g*p*q^3*x^3-4204*a^2*g*p*q^2*r^2*x^2-15229*a^2*g*p*q^2*r*x^3+4962*a^2 *g*p*q^2*x^4-1608*a^2*g*p*q*r^3*x^2+5805*a^2*g*p*q*r^2*x^3+27489*a^2*g*p*q*r*x^ 4+2080*a^2*g*p*r^3*x^3+1692*a^2*g*p*r^2*x^4-6*a^2*g*q^5*x^2-229*a^2*g*q^4*r*x^2 -1858*a^2*g*q^4*x^3-600*a^2*g*q^3*r^2*x^2-3003*a^2*g*q^3*r*x^3+2653*a^2*g*q^3*x ^4-390*a^2*g*q^2*r^3*x^2+2964*a^2*g*q^2*r^2*x^3+14799*a^2*g*q^2*r*x^4-72*a^2*g* q*r^4*x^2+2628*a^2*g*q*r^3*x^3+5874*a^2*g*q*r^2*x^4+40*a^2*g*r^4*x^3-1140*a^2*g *r^3*x^4-246*a^2*p^5*q*x^2+164*a^2*p^5*x^3-669*a^2*p^4*q^2*x^2-1251*a^2*p^4*q*r *x^2-2225*a^2*p^4*q*x^3+1005*a^2*p^4*r*x^3+935*a^2*p^4*x^4-623*a^2*p^3*q^3*x^2-\ 2674*a^2*p^3*q^2*r*x^2-6912*a^2*p^3*q^2*x^3-1817*a^2*p^3*q*r^2*x^2-1771*a^2*p^3 *q*r*x^3+3115*a^2*p^3*q*x^4+1518*a^2*p^3*r^2*x^3+1683*a^2*p^3*r*x^4-223*a^2*p^2 *q^4*x^2-1824*a^2*p^2*q^3*r*x^2-6754*a^2*p^2*q^3*x^3-2598*a^2*p^2*q^2*r^2*x^2-\ 5802*a^2*p^2*q^2*r*x^3+4411*a^2*p^2*q^2*x^4-954*a^2*p^2*q*r^3*x^2+3675*a^2*p^2* q*r^2*x^3+12138*a^2*p^2*q*r*x^4+738*a^2*p^2*r^3*x^3-486*a^2*p^2*r^2*x^4-23*a^2* p*q^5*x^2-422*a^2*p*q^4*r*x^2-2492*a^2*p*q^4*x^3-960*a^2*p*q^3*r^2*x^2-3339*a^2 *p*q^3*r*x^3+3217*a^2*p*q^3*x^4-648*a^2*p*q^2*r^3*x^2+3531*a^2*p*q^2*r^2*x^3+ 15015*a^2*p*q^2*r*x^4-144*a^2*p*q*r^4*x^2+2622*a^2*p*q*r^3*x^3+4464*a^2*p*q*r^2 *x^4+80*a^2*p*r^4*x^3-840*a^2*p*r^3*x^4-21*a^2*q^5*r*x^2-261*a^2*q^5*x^3-63*a^2 *q^4*r^2*x^2-313*a^2*q^4*r*x^3+986*a^2*q^4*x^4-33*a^2*q^3*r^3*x^2+1188*a^2*q^3* r^2*x^3+4560*a^2*q^3*r*x^4+1204*a^2*q^2*r^3*x^3+1998*a^2*q^2*r^2*x^4+100*a^2*q* r^4*x^3-1360*a^2*q*r^3*x^4-176*a*b^6*x^3-160*a*b^5*c^2*x^2-48*a*b^5*c*g*x^2-240 *a*b^5*c*p*x^2-208*a*b^5*c*r*x^2-4784*a*b^5*c*x^3-40*a*b^5*g*p*x^2-56*a*b^5*g*r *x^2-1456*a*b^5*g*x^3-80*a*b^5*p^2*x^2-144*a*b^5*p*r*x^2-2440*a*b^5*p*x^3-872*a *b^5*q*x^3-8*a*b^5*r^2*x^2-808*a*b^5*r*x^3-16*a*b^5*x^4-1600*a*b^4*c^3*x^2-1120 *a*b^4*c^2*g*x^2-3280*a*b^4*c^2*p*x^2-592*a*b^4*c^2*q*x^2-3056*a*b^4*c^2*r*x^2-\ 36224*a*b^4*c^2*x^3-176*a*b^4*c*g^2*x^2-1656*a*b^4*c*g*p*x^2-224*a*b^4*c*g*q*x^ 2-1744*a*b^4*c*g*r*x^2-22960*a*b^4*c*g*x^3-2032*a*b^4*c*p^2*x^2-960*a*b^4*c*p*q *x^2-3728*a*b^4*c*p*r*x^2-34344*a*b^4*c*p*x^3-848*a*b^4*c*q*r*x^2-18488*a*b^4*c *q*x^3-712*a*b^4*c*r^2*x^2-14904*a*b^4*c*r*x^3-3736*a*b^4*c*x^4-152*a*b^4*g^2*p *x^2-12*a*b^4*g^2*q*x^2-224*a*b^4*g^2*r*x^2-3512*a*b^4*g^2*x^3-548*a*b^4*g*p^2* x^2-200*a*b^4*g*p*q*x^2-1120*a*b^4*g*p*r*x^2-11268*a*b^4*g*p*x^3-224*a*b^4*g*q* r*x^2-5548*a*b^4*g*q*x^3-216*a*b^4*g*r^2*x^2-4740*a*b^4*g*r*x^3-1288*a*b^4*g*x^ 4-396*a*b^4*p^3*x^2-348*a*b^4*p^2*q*x^2-1072*a*b^4*p^2*r*x^2-7852*a*b^4*p^2*x^3 -600*a*b^4*p*q*r*x^2-9432*a*b^4*p*q*x^3-452*a*b^4*p*r^2*x^2-6928*a*b^4*p*r*x^3-\ 1748*a*b^4*p*x^4-1660*a*b^4*q^2*x^3-4*a*b^4*q*r^2*x^2-2060*a*b^4*q*r*x^3+2044*a *b^4*q*x^4+48*a*b^4*r^3*x^2+852*a*b^4*r^2*x^3+5996*a*b^4*r*x^4-6144*a*b^3*c^4*x ^2-6704*a*b^3*c^3*g*x^2-15456*a*b^3*c^3*p*x^2-4704*a*b^3*c^3*q*x^2-15344*a*b^3* c^3*r*x^2-121856*a*b^3*c^3*x^3-2280*a*b^3*c^2*g^2*x^2-13368*a*b^3*c^2*g*p*x^2-\ 3632*a*b^3*c^2*g*q*x^2-13936*a*b^3*c^2*g*r*x^2-118840*a*b^3*c^2*g*x^3-13200*a*b ^3*c^2*p^2*x^2-10032*a*b^3*c^2*p*q*x^2-25400*a*b^3*c^2*p*r*x^2-161792*a*b^3*c^2 *p*x^3-840*a*b^3*c^2*q^2*x^2-9512*a*b^3*c^2*q*r*x^2-107952*a*b^3*c^2*q*x^3-6160 *a*b^3*c^2*r^2*x^2-70128*a*b^3*c^2*r*x^3-9912*a*b^3*c^2*x^4-232*a*b^3*c*g^3*x^2 -3328*a*b^3*c*g^2*p*x^2-728*a*b^3*c*g^2*q*x^2-3860*a*b^3*c*g^2*r*x^2-37020*a*b^ 3*c*g^2*x^3-8016*a*b^3*c*g*p^2*x^2-5536*a*b^3*c*g*p*q*x^2-16160*a*b^3*c*g*p*r*x ^2-109056*a*b^3*c*g*p*x^3-364*a*b^3*c*g*q^2*x^2-5592*a*b^3*c*g*q*r*x^2-69024*a* b^3*c*g*q*x^3-3972*a*b^3*c*g*r^2*x^2-47952*a*b^3*c*g*r*x^3-9716*a*b^3*c*g*x^4-\ 4640*a*b^3*c*p^3*x^2-6392*a*b^3*c*p^2*q*x^2-13104*a*b^3*c*p^2*r*x^2-67604*a*b^3 *c*p^2*x^3-1444*a*b^3*c*p*q^2*x^2-11648*a*b^3*c*p*q*r*x^2-101724*a*b^3*c*p*q*x^ 3-6712*a*b^3*c*p*r^2*x^2-56188*a*b^3*c*p*r*x^3-2212*a*b^3*c*p*x^4-1292*a*b^3*c* q^2*r*x^2-26920*a*b^3*c*q^2*x^3-1888*a*b^3*c*q*r^2*x^2-33764*a*b^3*c*q*r*x^3+ 7876*a*b^3*c*q*x^4-96*a*b^3*c*r^3*x^2+6204*a*b^3*c*r^2*x^3+50824*a*b^3*c*r*x^4-\ 202*a*b^3*g^3*p*x^2-28*a*b^3*g^3*q*x^2-318*a*b^3*g^3*r*x^2-3676*a*b^3*g^3*x^3-\ 1088*a*b^3*g^2*p^2*x^2-624*a*b^3*g^2*p*q*x^2-2380*a*b^3*g^2*p*r*x^2-17636*a*b^3 *g^2*p*x^3-28*a*b^3*g^2*q^2*x^2-728*a*b^3*g^2*q*r*x^2-10488*a*b^3*g^2*q*x^3-560 *a*b^3*g^2*r^2*x^2-7500*a*b^3*g^2*r*x^3-1652*a*b^3*g^2*x^4-1484*a*b^3*g*p^3*x^2 -1872*a*b^3*g*p^2*q*x^2-4360*a*b^3*g*p^2*r*x^2-23664*a*b^3*g*p^2*x^3-338*a*b^3* g*p*q^2*x^2-3644*a*b^3*g*p*q*r*x^2-34050*a*b^3*g*p*q*x^3-2344*a*b^3*g*p*r^2*x^2 -21078*a*b^3*g*p*r*x^3-3374*a*b^3*g*p*x^4-334*a*b^3*g*q^2*r*x^2-7970*a*b^3*g*q^ 2*x^3-564*a*b^3*g*q*r^2*x^2-10478*a*b^3*g*q*r*x^3+2830*a*b^3*g*q*x^4-36*a*b^3*g *r^3*x^2+2166*a*b^3*g*r^2*x^3+17608*a*b^3*g*r*x^4-568*a*b^3*p^4*x^2-1256*a*b^3* p^3*q*x^2-2104*a*b^3*p^3*r*x^2-8690*a*b^3*p^3*x^3-560*a*b^3*p^2*q^2*x^2-3344*a* b^3*p^2*q*r*x^2-22902*a*b^3*p^2*q*x^3-1686*a*b^3*p^2*r^2*x^2-9986*a*b^3*p^2*r*x ^3+1632*a*b^3*p^2*x^4-936*a*b^3*p*q^2*r*x^2-13878*a*b^3*p*q^2*x^3-1252*a*b^3*p* q*r^2*x^2-16264*a*b^3*p*q*r*x^3+1832*a*b^3*p*q*x^4-144*a*b^3*p*r^3*x^2+2664*a*b ^3*p*r^2*x^3+19656*a*b^3*p*r*x^4-1586*a*b^3*q^3*x^3+26*a*b^3*q^2*r^2*x^2-1838*a *b^3*q^2*r*x^3+5256*a*b^3*q^2*x^4+156*a*b^3*q*r^3*x^2+2898*a*b^3*q*r^2*x^3+ 16304*a*b^3*q*r*x^4+48*a*b^3*r^4*x^2+1108*a*b^3*r^3*x^3+3240*a*b^3*r^2*x^4-\ 11616*a*b^2*c^5*x^2-17184*a*b^2*c^4*g*x^2-34256*a*b^2*c^4*p*x^2-13584*a*b^2*c^4 *q*x^2-36192*a*b^2*c^4*r*x^2-212912*a*b^2*c^4*x^3-9032*a*b^2*c^3*g^2*x^2-42080* a*b^2*c^3*g*p*x^2-15848*a*b^2*c^3*g*q*x^2-45424*a*b^2*c^3*g*r*x^2-279912*a*b^2* c^3*g*x^3-36512*a*b^2*c^3*p^2*x^2-35216*a*b^2*c^3*p*q*x^2-73928*a*b^2*c^3*p*r*x ^2-357456*a*b^2*c^3*p*x^3-5008*a*b^2*c^3*q^2*x^2-35640*a*b^2*c^3*q*r*x^2-270864 *a*b^2*c^3*q*x^3-20704*a*b^2*c^3*r^2*x^2-149760*a*b^2*c^3*r*x^3-3440*a*b^2*c^3* x^4-1952*a*b^2*c^2*g^3*x^2-17588*a*b^2*c^2*g^2*p*x^2-6032*a*b^2*c^2*g^2*q*x^2-\ 19864*a*b^2*c^2*g^2*r*x^2-131660*a*b^2*c^2*g^2*x^3-34844*a*b^2*c^2*g*p^2*x^2-\ 32360*a*b^2*c^2*g*p*q*x^2-72352*a*b^2*c^2*g*p*r*x^2-363016*a*b^2*c^2*g*p*x^3-\ 4160*a*b^2*c^2*g*q^2*x^2-33472*a*b^2*c^2*g*q*r*x^2-268760*a*b^2*c^2*g*q*x^3-\ 20352*a*b^2*c^2*g*r^2*x^2-154900*a*b^2*c^2*g*r*x^3-11564*a*b^2*c^2*g*x^4-17824* a*b^2*c^2*p^3*x^2-30720*a*b^2*c^2*p^2*q*x^2-52596*a*b^2*c^2*p^2*r*x^2-209832*a* b^2*c^2*p^2*x^3-11052*a*b^2*c^2*p*q^2*x^2-59256*a*b^2*c^2*p*q*r*x^2-359772*a*b^ 2*c^2*p*q*x^3-30536*a*b^2*c^2*p*r^2*x^2-164656*a*b^2*c^2*p*r*x^3+18676*a*b^2*c^ 2*p*x^4-572*a*b^2*c^2*q^3*x^2-10644*a*b^2*c^2*q^2*r*x^2-115568*a*b^2*c^2*q^2*x^ 3-13432*a*b^2*c^2*q*r^2*x^2-126876*a*b^2*c^2*q*r*x^3+26360*a*b^2*c^2*q*x^4-2196 *a*b^2*c^2*r^3*x^2+20676*a*b^2*c^2*r^2*x^3+154056*a*b^2*c^2*r*x^4-140*a*b^2*c*g ^4*x^2-2796*a*b^2*c*g^3*p*x^2-798*a*b^2*c*g^3*q*x^2-3512*a*b^2*c*g^3*r*x^2-\ 26144*a*b^2*c*g^3*x^3-10262*a*b^2*c*g^2*p^2*x^2-8852*a*b^2*c*g^2*p*q*x^2-22196* a*b^2*c*g^2*p*r*x^2-117670*a*b^2*c*g^2*p*x^3-960*a*b^2*c*g^2*q^2*x^2-9580*a*b^2 *c*g^2*q*r*x^2-84418*a*b^2*c*g^2*q*x^3-6120*a*b^2*c*g^2*r^2*x^2-49400*a*b^2*c*g ^2*r*x^3-4360*a*b^2*c*g^2*x^4-11706*a*b^2*c*g*p^3*x^2-19686*a*b^2*c*g*p^2*q*x^2 -35428*a*b^2*c*g*p^2*r*x^2-145552*a*b^2*c*g*p^2*x^3-6526*a*b^2*c*g*p*q^2*x^2-\ 39060*a*b^2*c*g*p*q*r*x^2-248124*a*b^2*c*g*p*q*x^3-21080*a*b^2*c*g*p*r^2*x^2-\ 120864*a*b^2*c*g*p*r*x^3+3046*a*b^2*c*g*p*x^4-268*a*b^2*c*g*q^3*x^2-6420*a*b^2* c*g*q^2*r*x^2-74718*a*b^2*c*g*q^2*x^3-8772*a*b^2*c*g*q*r^2*x^2-87656*a*b^2*c*g* q*r*x^3+12318*a*b^2*c*g*q*x^4-1476*a*b^2*c*g*r^3*x^2+14292*a*b^2*c*g*r^2*x^3+ 107912*a*b^2*c*g*r*x^4-3970*a*b^2*c*p^4*x^2-10900*a*b^2*c*p^3*q*x^2-15296*a*b^2 *c*p^3*r*x^2-49700*a*b^2*c*p^3*x^3-7244*a*b^2*c*p^2*q^2*x^2-30600*a*b^2*c*p^2*q *r*x^2-149850*a*b^2*c*p^2*q*x^3-13734*a*b^2*c*p^2*r^2*x^2-51608*a*b^2*c*p^2*r*x ^3+19374*a*b^2*c*p^2*x^4-1028*a*b^2*c*p*q^3*x^2-13128*a*b^2*c*p*q^2*r*x^2-\ 109200*a*b^2*c*p*q^2*x^3-14908*a*b^2*c*p*q*r^2*x^2-104692*a*b^2*c*p*q*r*x^3+ 25632*a*b^2*c*p*q*x^4-2592*a*b^2*c*p*r^3*x^2+19398*a*b^2*c*p*r^2*x^3+115326*a*b ^2*c*p*r*x^4-928*a*b^2*c*q^3*r*x^2-18572*a*b^2*c*q^3*x^3-1818*a*b^2*c*q^2*r^2*x ^2-26588*a*b^2*c*q^2*r*x^3+25092*a*b^2*c*q^2*x^4-108*a*b^2*c*q*r^3*x^2+17064*a* b^2*c*q*r^2*x^3+105916*a*b^2*c*q*r*x^4+144*a*b^2*c*r^4*x^2+8364*a*b^2*c*r^3*x^3 +23328*a*b^2*c*r^2*x^4-120*a*b^2*g^4*p*x^2-23*a*b^2*g^4*q*x^2-206*a*b^2*g^4*r*x ^2-1839*a*b^2*g^4*x^3-901*a*b^2*g^3*p^2*x^2-658*a*b^2*g^3*p*q*x^2-2094*a*b^2*g^ 3*p*r*x^2-12124*a*b^2*g^3*p*x^3-54*a*b^2*g^3*q^2*x^2-806*a*b^2*g^3*q*r*x^2-8328 *a*b^2*g^3*q*x^3-537*a*b^2*g^3*r^2*x^2-4686*a*b^2*g^3*r*x^3-154*a*b^2*g^3*x^4-\ 1814*a*b^2*g^2*p^3*x^2-2882*a*b^2*g^2*p^2*q*x^2-5682*a*b^2*g^2*p^2*r*x^2-24248* a*b^2*g^2*p^2*x^3-834*a*b^2*g^2*p*q^2*x^2-5996*a*b^2*g^2*p*q*r*x^2-40893*a*b^2* g^2*p*q*x^3-3453*a*b^2*g^2*p*r^2*x^2-21056*a*b^2*g^2*p*r*x^3-839*a*b^2*g^2*p*x^ 4-23*a*b^2*g^2*q^3*x^2-844*a*b^2*g^2*q^2*r*x^2-11311*a*b^2*g^2*q^2*x^3-1243*a*b ^2*g^2*q*r^2*x^2-13666*a*b^2*g^2*q*r*x^3+1876*a*b^2*g^2*q*x^4-207*a*b^2*g^2*r^3 *x^2+2586*a*b^2*g^2*r^2*x^3+18301*a*b^2*g^2*r*x^4-1338*a*b^2*g*p^4*x^2-3646*a*b ^2*g*p^3*q*x^2-5270*a*b^2*g*p^3*r*x^2-17446*a*b^2*g*p^3*x^3-2267*a*b^2*g*p^2*q^ 2*x^2-10536*a*b^2*g*p^2*q*r*x^2-53853*a*b^2*g*p^2*q*x^3-4861*a*b^2*g*p^2*r^2*x^ 2-19624*a*b^2*g*p^2*r*x^3+5274*a*b^2*g*p^2*x^4-256*a*b^2*g*p*q^3*x^2-4256*a*b^2 *g*p*q^2*r*x^2-37416*a*b^2*g*p*q^2*x^3-5314*a*b^2*g*p*q*r^2*x^2-40640*a*b^2*g*p *q*r*x^3+3266*a*b^2*g*p*q*x^4-954*a*b^2*g*p*r^3*x^2+6081*a*b^2*g*p*r^2*x^3+ 40593*a*b^2*g*p*r*x^4-234*a*b^2*g*q^3*r*x^2-5410*a*b^2*g*q^3*x^3-530*a*b^2*g*q^ 2*r^2*x^2-7840*a*b^2*g*q^2*r*x^3+9149*a*b^2*g*q^2*x^4-36*a*b^2*g*q*r^3*x^2+5967 *a*b^2*g*q*r^2*x^3+36932*a*b^2*g*q*r*x^4+48*a*b^2*g*r^4*x^2+2808*a*b^2*g*r^3*x^ 3+7692*a*b^2*g*r^2*x^4-315*a*b^2*p^5*x^2-1329*a*b^2*p^4*q*x^2-1494*a*b^2*p^4*r* x^2-3782*a*b^2*p^4*x^3-1437*a*b^2*p^3*q^2*x^2-4886*a*b^2*p^3*q*r*x^2-19156*a*b^ 2*p^3*q*x^3-1862*a*b^2*p^3*r^2*x^2-3890*a*b^2*p^3*r*x^3+4207*a*b^2*p^3*x^4-423* a*b^2*p^2*q^3*x^2-3770*a*b^2*p^2*q^2*r*x^2-24300*a*b^2*p^2*q^2*x^3-3792*a*b^2*p ^2*q*r^2*x^2-18801*a*b^2*p^2*q*r*x^3+7861*a*b^2*p^2*q*x^4-675*a*b^2*p^2*r^3*x^2 +4557*a*b^2*p^2*r^2*x^3+20373*a*b^2*p^2*r*x^4-690*a*b^2*p*q^3*r*x^2-9740*a*b^2* p*q^3*x^3-1261*a*b^2*p*q^2*r^2*x^2-13344*a*b^2*p*q^2*r*x^3+8537*a*b^2*p*q^2*x^4 -288*a*b^2*p*q*r^3*x^2+7251*a*b^2*p*q*r^2*x^3+41562*a*b^2*p*q*r*x^4+3202*a*b^2* p*r^3*x^3+7956*a*b^2*p*r^2*x^4-814*a*b^2*q^4*x^3+37*a*b^2*q^3*r^2*x^2-629*a*b^2 *q^3*r*x^3+4883*a*b^2*q^3*x^4+180*a*b^2*q^2*r^3*x^2+3456*a*b^2*q^2*r^2*x^3+ 16161*a*b^2*q^2*r*x^4+96*a*b^2*q*r^4*x^2+2114*a*b^2*q*r^3*x^3+5004*a*b^2*q*r^2* x^4-100*a*b^2*r^4*x^3-1840*a*b^2*r^3*x^4-10688*a*b*c^6*x^2-20096*a*b*c^5*g*x^2-\ 36128*a*b*c^5*p*x^2-16928*a*b*c^5*q*x^2-40576*a*b*c^5*r*x^2-190080*a*b*c^5*x^3-\ 14424*a*b*c^4*g^2*x^2-57888*a*b*c^4*g*p*x^2-26472*a*b*c^4*g*q*x^2-65568*a*b*c^4 *g*r*x^2-315392*a*b*c^4*g*x^3-45760*a*b*c^4*p^2*x^2-51488*a*b*c^4*p*q*x^2-97424 *a*b*c^4*p*r*x^2-381888*a*b*c^4*p*x^3-9616*a*b*c^4*q^2*x^2-55520*a*b*c^4*q*r*x^ 2-315680*a*b*c^4*q*x^3-30488*a*b*c^4*r^2*x^2-157920*a*b*c^4*r*x^3+8560*a*b*c^4* x^4-4852*a*b*c^3*g^3*x^2-34408*a*b*c^3*g^2*p*x^2-15076*a*b*c^3*g^2*q*x^2-39768* a*b*c^3*g^2*r*x^2-198960*a*b*c^3*g^2*x^3-59868*a*b*c^3*g*p^2*x^2-66592*a*b*c^3* g*p*q*x^2-129376*a*b*c^3*g*p*r*x^2-518264*a*b*c^3*g*p*x^3-11820*a*b*c^3*g*q^2*x ^2-72232*a*b*c^3*g*q*r*x^2-425544*a*b*c^3*g*q*x^3-40316*a*b*c^3*g*r^2*x^2-\ 216144*a*b*c^3*g*r*x^3+4872*a*b*c^3*g*x^4-28028*a*b*c^3*p^3*x^2-56184*a*b*c^3*p ^2*q*x^2-86304*a*b*c^3*p^2*r*x^2-282996*a*b*c^3*p^2*x^3-25668*a*b*c^3*p*q^2*x^2 -114448*a*b*c^3*p*q*r*x^2-532928*a*b*c^3*p*q*x^3-55088*a*b*c^3*p*r^2*x^2-215624 *a*b*c^3*p*r*x^3+44840*a*b*c^3*p*x^4-2288*a*b*c^3*q^3*x^2-26472*a*b*c^3*q^2*r*x ^2-192940*a*b*c^3*q^2*x^3-31184*a*b*c^3*q*r^2*x^2-191320*a*b*c^3*q*r*x^3+44840* a*b*c^3*q*x^4-6000*a*b*c^3*r^3*x^2+29952*a*b*c^3*r^2*x^3+200128*a*b*c^3*r*x^4-\ 742*a*b*c^2*g^4*x^2-9184*a*b*c^2*g^3*p*x^2-3718*a*b*c^2*g^3*q*x^2-11128*a*b*c^2 *g^3*r*x^2-59120*a*b*c^2*g^3*x^3-27552*a*b*c^2*g^2*p^2*x^2-29848*a*b*c^2*g^2*p* q*x^2-61020*a*b*c^2*g^2*p*r*x^2-251598*a*b*c^2*g^2*p*x^3-4878*a*b*c^2*g^2*q^2*x ^2-32844*a*b*c^2*g^2*q*r*x^2-204602*a*b*c^2*g^2*q*x^3-18718*a*b*c^2*g^2*r^2*x^2 -103056*a*b*c^2*g^2*r*x^3+2536*a*b*c^2*g^2*x^4-27872*a*b*c^2*g*p^3*x^2-56218*a* b*c^2*g*p^2*q*x^2-87398*a*b*c^2*g*p^2*r*x^2-291340*a*b*c^2*g*p^2*x^3-24784*a*b* c^2*g*p*q^2*x^2-116100*a*b*c^2*g*p*q*r*x^2-557336*a*b*c^2*g*p*q*x^3-56392*a*b*c ^2*g*p*r^2*x^2-230852*a*b*c^2*g*p*r*x^3+34874*a*b*c^2*g*p*x^4-2000*a*b*c^2*g*q^ 3*x^2-25622*a*b*c^2*g*q^2*r*x^2-194980*a*b*c^2*g*q^2*x^3-31300*a*b*c^2*g*q*r^2* x^2-202276*a*b*c^2*g*q*r*x^3+34874*a*b*c^2*g*q*x^4-5904*a*b*c^2*g*r^3*x^2+32016 *a*b*c^2*g*r^2*x^3+211220*a*b*c^2*g*r*x^4-8678*a*b*c^2*p^4*x^2-27904*a*b*c^2*p^ 3*q*x^2-34694*a*b*c^2*p^3*r*x^2-93606*a*b*c^2*p^3*x^3-22898*a*b*c^2*p^2*q^2*x^2 -82202*a*b*c^2*p^2*q*r*x^2-314744*a*b*c^2*p^2*q*x^3-33802*a*b*c^2*p^2*r^2*x^2-\ 90550*a*b*c^2*p^2*r*x^3+48382*a*b*c^2*p^2*x^4-5200*a*b*c^2*p*q^3*x^2-44306*a*b* c^2*p*q^2*r*x^2-257392*a*b*c^2*p*q^2*x^3-46732*a*b*c^2*p*q*r^2*x^2-216288*a*b*c ^2*p*q*r*x^3+71272*a*b*c^2*p*q*x^4-8532*a*b*c^2*p*r^3*x^2+43188*a*b*c^2*p*r^2*x ^3+217418*a*b*c^2*p*r*x^4-188*a*b*c^2*q^4*x^2-5078*a*b*c^2*q^3*r*x^2-52754*a*b* c^2*q^3*x^3-9484*a*b*c^2*q^2*r^2*x^2-72242*a*b*c^2*q^2*r*x^3+48382*a*b*c^2*q^2* x^4-3276*a*b*c^2*q*r^3*x^2+36444*a*b*c^2*q*r^2*x^3+217418*a*b*c^2*q*r*x^4-72*a* b*c^2*r^4*x^2+19360*a*b*c^2*r^3*x^3+49104*a*b*c^2*r^2*x^4-39*a*b*c*g^5*x^2-1032 *a*b*c*g^4*p*x^2-357*a*b*c*g^4*q*x^2-1406*a*b*c*g^4*r*x^2-8196*a*b*c*g^4*x^3-\ 5181*a*b*c*g^3*p^2*x^2-5276*a*b*c*g^3*p*q*x^2-11962*a*b*c*g^3*p*r*x^2-51347*a*b *c*g^3*p*x^3-750*a*b*c*g^3*q^2*x^2-6034*a*b*c*g^3*q*r*x^2-41165*a*b*c*g^3*q*x^3 -3525*a*b*c*g^3*r^2*x^2-19512*a*b*c*g^3*r*x^3+2004*a*b*c*g^3*x^4-8747*a*b*c*g^2 *p^3*x^2-17563*a*b*c*g^2*p^2*q*x^2-28150*a*b*c*g^2*p^2*r*x^2-95341*a*b*c*g^2*p^ 2*x^3-7297*a*b*c*g^2*p*q^2*x^2-37088*a*b*c*g^2*p*q*r*x^2-186156*a*b*c*g^2*p*q*x ^3-18354*a*b*c*g^2*p*r^2*x^2-77590*a*b*c*g^2*p*r*x^3+9483*a*b*c*g^2*p*x^4-500*a *b*c*g^2*q^3*x^2-7564*a*b*c*g^2*q^2*r*x^2-62067*a*b*c*g^2*q^2*x^3-9624*a*b*c*g^ 2*q*r^2*x^2-66182*a*b*c*g^2*q*r*x^3+9483*a*b*c*g^2*q*x^4-1752*a*b*c*g^2*r^3*x^2 +11928*a*b*c*g^2*r^2*x^3+72422*a*b*c*g^2*r*x^4-5741*a*b*c*g*p^4*x^2-19122*a*b*c *g*p^3*q*x^2-23390*a*b*c*g*p^3*r*x^2-63383*a*b*c*g*p^3*x^3-15385*a*b*c*g*p^2*q^ 2*x^2-57328*a*b*c*g*p^2*q*r*x^2-225798*a*b*c*g*p^2*q*x^3-23164*a*b*c*g*p^2*r^2* x^2-64517*a*b*c*g*p^2*r*x^3+31289*a*b*c*g*p^2*x^4-3222*a*b*c*g*p*q^3*x^2-30184* a*b*c*g*p*q^2*r*x^2-181846*a*b*c*g*p*q^2*x^3-33088*a*b*c*g*p*q*r^2*x^2-165792*a *b*c*g*p*q*r*x^3+33300*a*b*c*g*p*q*x^4-5880*a*b*c*g*p*r^3*x^2+28941*a*b*c*g*p*r ^2*x^3+152611*a*b*c*g*p*r*x^4-92*a*b*c*g*q^4*x^2-3122*a*b*c*g*q^3*r*x^2-34381*a *b*c*g*q^3*x^3-6253*a*b*c*g*q^2*r^2*x^2-49735*a*b*c*g*q^2*r*x^3+31289*a*b*c*g*q ^2*x^4-2232*a*b*c*g*q*r^3*x^2+24651*a*b*c*g*q*r^2*x^3+152611*a*b*c*g*q*r*x^4-48 *a*b*c*g*r^4*x^2+12880*a*b*c*g*r^3*x^3+32184*a*b*c*g*r^2*x^4-1248*a*b*c*p^5*x^2 -6314*a*b*c*p^4*q*x^2-6114*a*b*c*p^4*r*x^2-12874*a*b*c*p^4*x^3-8218*a*b*c*p^3*q ^2*x^2-24220*a*b*c*p^3*q*r*x^2-75648*a*b*c*p^3*q*x^3-8134*a*b*c*p^3*r^2*x^2-\ 10648*a*b*c*p^3*r*x^3+17764*a*b*c*p^3*x^4-3502*a*b*c*p^2*q^3*x^2-22956*a*b*c*p^ 2*q^2*r*x^2-106896*a*b*c*p^2*q^2*x^3-21456*a*b*c*p^2*q*r^2*x^2-69984*a*b*c*p^2* q*r*x^3+39180*a*b*c*p^2*q*x^4-3528*a*b*c*p^2*r^3*x^2+20028*a*b*c*p^2*r^2*x^3+ 72664*a*b*c*p^2*r*x^4-350*a*b*c*p*q^4*x^2-6316*a*b*c*p*q^3*r*x^2-50256*a*b*c*p* q^3*x^3-10692*a*b*c*p*q^2*r^2*x^2-60768*a*b*c*p*q^2*r*x^3+39180*a*b*c*p*q^2*x^4 -4032*a*b*c*p*q*r^3*x^2+32112*a*b*c*p*q*r^2*x^3+163908*a*b*c*p*q*r*x^4-288*a*b* c*p*r^4*x^2+13464*a*b*c*p*r^3*x^3+27324*a*b*c*p*r^2*x^4-318*a*b*c*q^4*r*x^2-\ 6134*a*b*c*q^4*x^3-754*a*b*c*q^3*r^2*x^2-8456*a*b*c*q^3*r*x^3+17764*a*b*c*q^3*x ^4+14820*a*b*c*q^2*r^2*x^3+72664*a*b*c*q^2*r*x^4+192*a*b*c*q*r^4*x^2+11576*a*b* c*q*r^3*x^3+27324*a*b*c*q*r^2*x^4-7680*a*b*c*r^3*x^4-32*a*b*g^5*p*x^2-8*a*b*g^5 *q*x^2-62*a*b*g^5*r*x^2-416*a*b*g^5*x^3-326*a*b*g^4*p^2*x^2-282*a*b*g^4*p*q*x^2 -809*a*b*g^4*p*r*x^2-3689*a*b*g^4*p*x^3-32*a*b*g^4*q^2*x^2-365*a*b*g^4*q*r*x^2-\ 2895*a*b*g^4*q*x^3-217*a*b*g^4*r^2*x^2-1140*a*b*g^4*r*x^3+442*a*b*g^4*x^4-860*a *b*g^3*p^3*x^2-1664*a*b*g^3*p^2*q*x^2-2869*a*b*g^3*p^2*r*x^2-9844*a*b*g^3*p^2*x ^3-620*a*b*g^3*p*q^2*x^2-3662*a*b*g^3*p*q*r*x^2-19712*a*b*g^3*p*q*x^3-1888*a*b* g^3*p*r^2*x^2-8080*a*b*g^3*p*r*x^3+1120*a*b*g^3*p*x^4-32*a*b*g^3*q^3*x^2-649*a* b*g^3*q^2*r*x^2-6124*a*b*g^3*q^2*x^3-862*a*b*g^3*q*r^2*x^2-6464*a*b*g^3*q*r*x^3 +1120*a*b*g^3*q*x^4-150*a*b*g^3*r^3*x^2+1488*a*b*g^3*r^2*x^3+7900*a*b*g^3*r*x^4 -902*a*b*g^2*p^4*x^2-3102*a*b*g^2*p^3*q*x^2-3763*a*b*g^2*p^3*r*x^2-10085*a*b*g^ 2*p^3*x^3-2408*a*b*g^2*p^2*q^2*x^2-9539*a*b*g^2*p^2*q*r*x^2-38968*a*b*g^2*p^2*q *x^3-3792*a*b*g^2*p^2*r^2*x^2-10476*a*b*g^2*p^2*r*x^3+5456*a*b*g^2*p^2*x^4-444* a*b*g^2*p*q^3*x^2-4820*a*b*g^2*p*q^2*r*x^2-30700*a*b*g^2*p*q^2*x^3-5572*a*b*g^2 *p*q*r^2*x^2-30372*a*b*g^2*p*q*r*x^3+2646*a*b*g^2*p*q*x^4-963*a*b*g^2*p*r^3*x^2 +4869*a*b*g^2*p*r^2*x^3+25995*a*b*g^2*p*r*x^4-8*a*b*g^2*q^4*x^2-412*a*b*g^2*q^3 *r*x^2-5167*a*b*g^2*q^3*x^3-885*a*b*g^2*q^2*r^2*x^2-7500*a*b*g^2*q^2*r*x^3+5456 *a*b*g^2*q^2*x^4-315*a*b*g^2*q*r^3*x^2+4323*a*b*g^2*q*r^2*x^3+25995*a*b*g^2*q*r *x^4-6*a*b*g^2*r^4*x^2+1960*a*b*g^2*r^3*x^3+4548*a*b*g^2*r^2*x^4-396*a*b*g*p^5* x^2-2208*a*b*g*p^4*q*x^2-1977*a*b*g*p^4*r*x^2-3971*a*b*g*p^4*x^3-2874*a*b*g*p^3 *q^2*x^2-8629*a*b*g*p^3*q*r*x^2-27648*a*b*g*p^3*q*x^3-2688*a*b*g*p^3*r^2*x^2-\ 3047*a*b*g*p^3*r*x^3+6533*a*b*g*p^3*x^4-1152*a*b*g*p^2*q^3*x^2-8179*a*b*g*p^2*q ^2*r*x^2-39516*a*b*g*p^2*q^2*x^3-7829*a*b*g*p^2*q*r^2*x^2-28647*a*b*g*p^2*q*r*x ^3+10511*a*b*g*p^2*q*x^4-1203*a*b*g*p^2*r^3*x^2+6972*a*b*g*p^2*r^2*x^3+25589*a* b*g*p^2*r*x^4-90*a*b*g*p*q^4*x^2-2107*a*b*g*p*q^3*r*x^2-17592*a*b*g*p*q^3*x^3-\ 3878*a*b*g*p*q^2*r^2*x^2-24273*a*b*g*p*q^2*r*x^3+10511*a*b*g*p*q^2*x^4-1512*a*b *g*p*q*r^3*x^2+10008*a*b*g*p*q*r^2*x^3+58380*a*b*g*p*q*r*x^4-108*a*b*g*p*r^4*x^ 2+4608*a*b*g*p*r^3*x^3+9702*a*b*g*p*r^2*x^4-78*a*b*g*q^4*r*x^2-1753*a*b*g*q^4*x ^3-213*a*b*g*q^3*r^2*x^2-2257*a*b*g*q^3*r*x^3+6533*a*b*g*q^3*x^4+9*a*b*g*q^2*r^ 3*x^2+5268*a*b*g*q^2*r^2*x^3+25589*a*b*g*q^2*r*x^4+72*a*b*g*q*r^4*x^2+4072*a*b* g*q*r^3*x^3+9702*a*b*g*q*r^2*x^4-2600*a*b*g*r^3*x^4-60*a*b*p^6*x^2-516*a*b*p^5* q*x^2-348*a*b*p^5*r*x^2-473*a*b*p^5*x^3-1004*a*b*p^4*q^2*x^2-2439*a*b*p^4*q*r*x ^2-6075*a*b*p^4*q*x^3-603*a*b*p^4*r^2*x^2+304*a*b*p^4*r*x^3+1968*a*b*p^4*x^4-\ 700*a*b*p^3*q^3*x^2-3661*a*b*p^3*q^2*r*x^2-13586*a*b*p^3*q^2*x^3-3014*a*b*p^3*q *r^2*x^2-5944*a*b*p^3*q*r*x^3+6520*a*b*p^3*q*x^4-405*a*b*p^3*r^3*x^2+2760*a*b*p ^3*r^2*x^3+6838*a*b*p^3*r*x^4-152*a*b*p^2*q^4*x^2-1813*a*b*p^2*q^3*r*x^2-11054* a*b*p^2*q^3*x^3-2745*a*b*p^2*q^2*r^2*x^2-10692*a*b*p^2*q^2*r*x^3+9104*a*b*p^2*q ^2*x^4-1080*a*b*p^2*q*r^3*x^2+7038*a*b*p^2*q*r^2*x^3+28938*a*b*p^2*q*r*x^4-90*a *b*p^2*r^4*x^2+1984*a*b*p^2*r^3*x^3+2016*a*b*p^2*r^2*x^4-243*a*b*p*q^4*r*x^2-\ 3285*a*b*p*q^4*x^3-548*a*b*p*q^3*r^2*x^2-4472*a*b*p*q^3*r*x^3+6520*a*b*p*q^3*x^ 4-180*a*b*p*q^2*r^3*x^2+6354*a*b*p*q^2*r^2*x^3+28938*a*b*p*q^2*r*x^4+4680*a*b*p *q*r^3*x^3+9936*a*b*p*q*r^2*x^4+130*a*b*p*r^4*x^3-2460*a*b*p*r^3*x^4-215*a*b*q^ 5*x^3+18*a*b*q^4*r^2*x^2-28*a*b*q^4*r*x^3+1968*a*b*q^4*x^4+87*a*b*q^3*r^3*x^2+ 1704*a*b*q^3*r^2*x^3+6838*a*b*q^3*r*x^4+60*a*b*q^2*r^4*x^2+1256*a*b*q^2*r^3*x^3 +2016*a*b*q^2*r^2*x^4-130*a*b*q*r^4*x^3-2460*a*b*q*r^3*x^4-3776*a*c^7*x^2-8688* a*c^6*g*x^2-14384*a*c^6*p*x^2-7600*a*c^6*q*x^2-17072*a*c^6*r*x^2-67776*a*c^6*x^ 3-8000*a*c^5*g^2*x^2-28712*a*c^5*g*p*x^2-14992*a*c^5*g*q*x^2-34184*a*c^5*g*r*x^ 2-137296*a*c^5*g*x^3-20832*a*c^5*p^2*x^2-26496*a*c^5*p*q*x^2-46272*a*c^5*p*r*x^ 2-155728*a*c^5*p*x^3-5904*a*c^5*q^2*x^2-30288*a*c^5*q*r*x^2-139456*a*c^5*q*x^3-\ 15696*a*c^5*r^2*x^2-64352*a*c^5*r*x^3+6944*a*c^5*x^4-3720*a*c^4*g^3*x^2-22444*a *c^4*g^2*p*x^2-11488*a*c^4*g^2*q*x^2-26972*a*c^4*g^2*r*x^2-110024*a*c^4*g^2*x^3 -35024*a*c^4*g*p^2*x^2-44504*a*c^4*g*p*q*x^2-78640*a*c^4*g*p*r*x^2-267704*a*c^4 *g*p*x^3-9636*a*c^4*g*q^2*x^2-50840*a*c^4*g*q*r*x^2-238988*a*c^4*g*q*x^3-26476* a*c^4*g*r^2*x^2-111448*a*c^4*g*r*x^3+8992*a*c^4*g*x^4-14904*a*c^4*p^3*x^2-34304 *a*c^4*p^2*q*x^2-47420*a*c^4*p^2*r*x^2-134688*a*c^4*p^2*x^3-18468*a*c^4*p*q^2*x ^2-73304*a*c^4*p*q*r*x^2-280956*a*c^4*p*q*x^3-32180*a*c^4*p*r^2*x^2-98340*a*c^4 *p*r*x^3+31288*a*c^4*p*x^4-2188*a*c^4*q^3*x^2-20288*a*c^4*q^2*r*x^2-112008*a*c^ 4*q^2*x^3-22564*a*c^4*q*r^2*x^2-102164*a*c^4*q*r*x^3+26984*a*c^4*q*x^4-4164*a*c ^4*r^3*x^2+17604*a*c^4*r^2*x^3+97208*a*c^4*r*x^4-900*a*c^3*g^4*x^2-8602*a*c^3*g ^3*p*x^2-4252*a*c^3*g^3*q*x^2-10578*a*c^3*g^3*r*x^2-44060*a*c^3*g^3*x^3-22260*a *c^3*g^2*p^2*x^2-28128*a*c^3*g^2*p*q*x^2-50876*a*c^3*g^2*p*r*x^2-175216*a*c^3*g ^2*p*x^3-5824*a*c^3*g^2*q^2*x^2-32220*a*c^3*g^2*q*r*x^2-156132*a*c^3*g^2*q*x^3-\ 16896*a*c^3*g^2*r^2*x^2-71884*a*c^3*g^2*r*x^3+6000*a*c^3*g^2*x^4-20038*a*c^3*g* p^3*x^2-47028*a*c^3*g*p^2*q*x^2-64746*a*c^3*g*p^2*r*x^2-185902*a*c^3*g*p^2*x^3-\ 24900*a*c^3*g*p*q^2*x^2-101220*a*c^3*g*p*q*r*x^2-395854*a*c^3*g*p*q*x^3-44080*a *c^3*g*p*r^2*x^2-141330*a*c^3*g*p*r*x^3+36422*a*c^3*g*p*x^4-2796*a*c^3*g*q^3*x^ 2-27228*a*c^3*g*q^2*r*x^2-154552*a*c^3*g*q^2*x^3-30732*a*c^3*g*q*r^2*x^2-145162 *a*c^3*g*q*r*x^3+31202*a*c^3*g*q*x^4-5436*a*c^3*g*r^3*x^2+24486*a*c^3*g*r^2*x^3 +134908*a*c^3*g*r*x^4-5576*a*c^3*p^4*x^2-21392*a*c^3*p^3*q*x^2-22846*a*c^3*p^3* r*x^2-53304*a*c^3*p^3*x^3-20568*a*c^3*p^2*q^2*x^2-65622*a*c^3*p^2*q*r*x^2-\ 209078*a*c^3*p^2*q*x^3-23236*a*c^3*p^2*r^2*x^2-43660*a*c^3*p^2*r*x^3+39610*a*c^ 3*p^2*x^4-5996*a*c^3*p*q^3*x^2-42114*a*c^3*p*q^2*r*x^2-189682*a*c^3*p*q^2*x^3-\ 41316*a*c^3*p*q*r^2*x^2-140392*a*c^3*p*q*r*x^3+58552*a*c^3*p*q*x^4-6516*a*c^3*p *r^3*x^2+35130*a*c^3*p*r^2*x^3+137730*a*c^3*p*r*x^4-380*a*c^3*q^4*x^2-6290*a*c^ 3*q^3*r*x^2-44100*a*c^3*q^3*x^3-11192*a*c^3*q^2*r^2*x^2-57108*a*c^3*q^2*r*x^3+ 32670*a*c^3*q^2*x^4-4452*a*c^3*q*r^3*x^2+27114*a*c^3*q*r^2*x^3+145790*a*c^3*q*r *x^4-168*a*c^3*r^4*x^2+14520*a*c^3*r^3*x^3+32688*a*c^3*r^2*x^4-103*a*c^2*g^5*x^ 2-1642*a*c^2*g^4*p*x^2-761*a*c^2*g^4*q*x^2-2134*a*c^2*g^4*r*x^2-9134*a*c^2*g^4* x^3-6576*a*c^2*g^3*p^2*x^2-8166*a*c^2*g^3*p*q*x^2-15484*a*c^2*g^3*p*r*x^2-53862 *a*c^2*g^3*p*x^3-1573*a*c^2*g^3*q^2*x^2-9466*a*c^2*g^3*q*r*x^2-48047*a*c^2*g^3* q*x^3-5011*a*c^2*g^3*r^2*x^2-20734*a*c^2*g^3*r*x^3+3260*a*c^2*g^3*x^4-9567*a*c^ 2*g^2*p^3*x^2-22930*a*c^2*g^2*p^2*q*x^2-31642*a*c^2*g^2*p^2*r*x^2-91247*a*c^2*g ^2*p^2*x^3-11805*a*c^2*g^2*p*q^2*x^2-49960*a*c^2*g^2*p*q*r*x^2-200692*a*c^2*g^2 *p*q*x^3-21643*a*c^2*g^2*p*r^2*x^2-71232*a*c^2*g^2*p*r*x^3+16483*a*c^2*g^2*p*x^ 4-1219*a*c^2*g^2*q^3*x^2-12830*a*c^2*g^2*q^2*r*x^2-76078*a*c^2*g^2*q^2*x^3-\ 14759*a*c^2*g^2*q*r^2*x^2-72716*a*c^2*g^2*q*r*x^3+13655*a*c^2*g^2*q*x^4-2463*a* c^2*g^2*r^3*x^2+13326*a*c^2*g^2*r^2*x^3+68762*a*c^2*g^2*r*x^4-5447*a*c^2*g*p^4* x^2-22288*a*c^2*g*p^3*q*x^2-22716*a*c^2*g*p^3*r*x^2-53095*a*c^2*g*p^3*x^3-21431 *a*c^2*g*p^2*q^2*x^2-69174*a*c^2*g*p^2*q*r*x^2-225038*a*c^2*g*p^2*q*x^3-23230*a *c^2*g*p^2*r^2*x^2-45471*a*c^2*g*p^2*r*x^3+39330*a*c^2*g*p^2*x^4-6012*a*c^2*g*p *q^3*x^2-44108*a*c^2*g*p*q^2*r*x^2-203840*a*c^2*g*p*q^2*x^3-43714*a*c^2*g*p*q*r ^2*x^2-159794*a*c^2*g*p*q*r*x^3+49304*a*c^2*g*p*q*x^4-6330*a*c^2*g*p*r^3*x^2+ 35868*a*c^2*g*p*r^2*x^3+142301*a*c^2*g*p*r*x^4-344*a*c^2*g*q^4*x^2-6236*a*c^2*g *q^3*r*x^2-45247*a*c^2*g*q^3*x^3-11439*a*c^2*g*q^2*r^2*x^2-61057*a*c^2*g*q^2*r* x^3+31468*a*c^2*g*q^2*x^4-4500*a*c^2*g*q*r^3*x^2+27798*a*c^2*g*q*r^2*x^3+153917 *a*c^2*g*q*r*x^4-96*a*c^2*g*r^4*x^2+14832*a*c^2*g*r^3*x^3+32784*a*c^2*g*r^2*x^4 -1029*a*c^2*p^5*x^2-6791*a*c^2*p^4*q*x^2-5124*a*c^2*p^4*r*x^2-8900*a*c^2*p^4*x^ 3-10361*a*c^2*p^3*q^2*x^2-26976*a*c^2*p^3*q*r*x^2-70494*a*c^2*p^3*q*x^3-6956*a* c^2*p^3*r^2*x^2-1804*a*c^2*p^3*r*x^3+19967*a*c^2*p^3*x^4-5461*a*c^2*p^2*q^3*x^2 -30474*a*c^2*p^2*q^2*r*x^2-112038*a*c^2*p^2*q^2*x^3-26092*a*c^2*p^2*q*r^2*x^2-\ 60169*a*c^2*p^2*q*r*x^3+45623*a*c^2*p^2*q*x^4-3123*a*c^2*p^2*r^3*x^2+24261*a*c^ 2*p^2*r^2*x^3+66209*a*c^2*p^2*r*x^4-886*a*c^2*p*q^4*x^2-10596*a*c^2*p*q^3*r*x^2 -59162*a*c^2*p*q^3*x^3-16991*a*c^2*p*q^2*r^2*x^2-64958*a*c^2*p*q^2*r*x^3+42601* a*c^2*p*q^2*x^4-6660*a*c^2*p*q*r^3*x^2+36009*a*c^2*p*q*r^2*x^3+158928*a*c^2*p*q *r*x^4-288*a*c^2*p*r^4*x^2+14214*a*c^2*p*r^3*x^3+23076*a*c^2*p*r^2*x^4-24*a*c^2 *q^5*x^2-876*a*c^2*q^4*r*x^2-8718*a*c^2*q^4*x^3-2161*a*c^2*q^3*r^2*x^2-12857*a* c^2*q^3*r*x^3+16945*a*c^2*q^3*x^4-1152*a*c^2*q^2*r^3*x^2+15834*a*c^2*q^2*r^2*x^ 3+76147*a*c^2*q^2*r*x^4-120*a*c^2*q*r^4*x^2+13482*a*c^2*q*r^3*x^3+29556*a*c^2*q *r^2*x^4+220*a*c^2*r^4*x^3-7720*a*c^2*r^3*x^4-4*a*c*g^6*x^2-137*a*c*g^5*p*x^2-\ 56*a*c*g^5*q*x^2-205*a*c*g^5*r*x^2-904*a*c*g^5*x^3-883*a*c*g^4*p^2*x^2-1042*a*c *g^4*p*q*x^2-2187*a*c*g^4*p*r*x^2-7637*a*c*g^4*p*x^3-178*a*c*g^4*q^2*x^2-1256*a *c*g^4*q*r*x^2-6862*a*c*g^4*q*x^3-672*a*c*g^4*r^2*x^2-2435*a*c*g^4*r*x^3+1086*a *c*g^4*x^4-1901*a*c*g^3*p^3*x^2-4630*a*c*g^3*p^2*q*x^2-6512*a*c*g^3*p^2*r*x^2-\ 18564*a*c*g^3*p^2*x^3-2268*a*c*g^3*p*q^2*x^2-10314*a*c*g^3*p*q*r*x^2-43014*a*c* g^3*p*q*x^3-4486*a*c*g^3*p*r^2*x^2-14478*a*c*g^3*p*r*x^3+3943*a*c*g^3*p*x^4-204 *a*c*g^3*q^3*x^2-2450*a*c*g^3*q^2*r*x^2-15618*a*c*g^3*q^2*x^3-2889*a*c*g^3*q*r^ 2*x^2-14796*a*c*g^3*q*r*x^3+3022*a*c*g^3*q*x^4-447*a*c*g^3*r^3*x^2+3372*a*c*g^3 *r^2*x^3+15171*a*c*g^3*r*x^4-1661*a*c*g^2*p^4*x^2-7383*a*c*g^2*p^3*q*x^2-7115*a *c*g^2*p^3*r*x^2-16263*a*c*g^2*p^3*x^3-7058*a*c*g^2*p^2*q^2*x^2-23322*a*c*g^2*p ^2*q*r*x^2-77711*a*c*g^2*p^2*q*x^3-7345*a*c*g^2*p^2*r^2*x^2-13911*a*c*g^2*p^2*r *x^3+13531*a*c*g^2*p^2*x^4-1865*a*c*g^2*p*q^3*x^2-14640*a*c*g^2*p*q^2*r*x^2-\ 70184*a*c*g^2*p*q^2*x^3-14784*a*c*g^2*p*q*r^2*x^2-58216*a*c*g^2*p*q*r*x^3+12271 *a*c*g^2*p*q*x^4-1935*a*c*g^2*p*r^3*x^2+12144*a*c*g^2*p*r^2*x^3+47301*a*c*g^2*p *r*x^4-90*a*c*g^2*q^4*x^2-1886*a*c*g^2*q^3*r*x^2-14563*a*c*g^2*q^3*x^3-3583*a*c *g^2*q^2*r^2*x^2-20084*a*c*g^2*q^2*r*x^3+10219*a*c*g^2*q^2*x^4-1383*a*c*g^2*q*r ^3*x^2+9573*a*c*g^2*q*r^2*x^3+52478*a*c*g^2*q*r*x^4-6*a*c*g^2*r^4*x^2+4652*a*c* g^2*r^3*x^3+9432*a*c*g^2*r^2*x^4-582*a*c*g*p^5*x^2-4711*a*c*g*p^4*q*x^2-2953*a* c*g*p^4*r*x^2-4637*a*c*g*p^4*x^3-7382*a*c*g*p^3*q^2*x^2-18975*a*c*g*p^3*q*r*x^2 -50516*a*c*g*p^3*q*x^3-4004*a*c*g*p^3*r^2*x^2+1295*a*c*g*p^3*r*x^3+14672*a*c*g* p^3*x^4-3809*a*c*g*p^2*q^3*x^2-21944*a*c*g*p^2*q^2*r*x^2-82864*a*c*g*p^2*q^2*x^ 3-18567*a*c*g*p^2*q*r^2*x^2-47424*a*c*g*p^2*q*r*x^3+27981*a*c*g*p^2*q*x^4-1716* a*c*g*p^2*r^3*x^2+17556*a*c*g*p^2*r^2*x^3+45414*a*c*g*p^2*r*x^4-568*a*c*g*p*q^4 *x^2-7415*a*c*g*p*q^3*r*x^2-42692*a*c*g*p*q^3*x^3-12290*a*c*g*p*q^2*r^2*x^2-\ 51399*a*c*g*p*q^2*r*x^3+25096*a*c*g*p*q^2*x^4-4728*a*c*g*p*q*r^3*x^2+23613*a*c* g*p*q*r^2*x^3+113001*a*c*g*p*q*r*x^4-108*a*c*g*p*r^4*x^2+9748*a*c*g*p*r^3*x^3+ 15552*a*c*g*p*r^2*x^4-12*a*c*g*q^5*x^2-546*a*c*g*q^4*r*x^2-5707*a*c*g*q^4*x^3-\ 1434*a*c*g*q^3*r^2*x^2-8704*a*c*g*q^3*r*x^3+11787*a*c*g*q^3*x^4-783*a*c*g*q^2*r ^3*x^2+10992*a*c*g*q^2*r^2*x^3+54243*a*c*g*q^2*r*x^4-72*a*c*g*q*r^4*x^2+9448*a* c*g*q*r^3*x^3+21528*a*c*g*q*r^2*x^4+80*a*c*g*r^4*x^3-5220*a*c*g*r^3*x^4-72*a*c* p^6*x^2-1038*a*c*p^5*q*x^2-420*a*c*p^5*r*x^2-265*a*c*p^5*x^3-2380*a*c*p^4*q^2*x ^2-5061*a*c*p^4*q*r*x^2-10535*a*c*p^4*q*x^3-717*a*c*p^4*r^2*x^2+2266*a*c*p^4*r* x^3+4048*a*c*p^4*x^4-1980*a*c*p^3*q^3*x^2-9091*a*c*p^3*q^2*r*x^2-27106*a*c*p^3* q^2*x^3-6740*a*c*p^3*q*r^2*x^2-8504*a*c*p^3*q*r*x^3+13878*a*c*p^3*q*x^4-459*a*c *p^3*r^3*x^2+6348*a*c*p^3*r^2*x^3+11472*a*c*p^3*r*x^4-612*a*c*p^2*q^4*x^2-5507* a*c*p^2*q^3*r*x^2-24450*a*c*p^2*q^3*x^3-7941*a*c*p^2*q^2*r^2*x^2-20832*a*c*p^2* q^2*r*x^3+19440*a*c*p^2*q^2*x^4-2988*a*c*p^2*q*r^3*x^2+15306*a*c*p^2*q*r^2*x^3+ 53298*a*c*p^2*q*r*x^4-90*a*c*p^2*r^4*x^2+3964*a*c*p^2*r^3*x^3+2196*a*c*p^2*r^2* x^4-46*a*c*p*q^5*x^2-1099*a*c*p*q^4*r*x^2-8397*a*c*p*q^4*x^3-2470*a*c*p*q^3*r^2 *x^2-10932*a*c*p*q^3*r*x^3+13438*a*c*p*q^3*x^4-1476*a*c*p*q^2*r^3*x^2+13584*a*c *p*q^2*r^2*x^3+57828*a*c*p*q^2*r*x^4-288*a*c*p*q*r^4*x^2+9924*a*c*p*q*r^3*x^3+ 18036*a*c*p*q*r^2*x^4+290*a*c*p*r^4*x^3-4500*a*c*p*r^3*x^4-42*a*c*q^5*r*x^2-783 *a*c*q^5*x^3-114*a*c*q^4*r^2*x^2-870*a*c*q^4*r*x^3+3828*a*c*q^4*x^4+15*a*c*q^3* r^3*x^2+3930*a*c*q^3*r^2*x^3+16002*a*c*q^3*r*x^4+60*a*c*q^2*r^4*x^2+3760*a*c*q^ 2*r^3*x^3+6552*a*c*q^2*r^2*x^4+70*a*c*q*r^4*x^3-5280*a*c*q*r^3*x^4-3*a*g^6*p*x^ 2-a*g^6*q*x^2-7*a*g^6*r*x^2-31*a*g^6*x^3-42*a*g^5*p^2*x^2-42*a*g^5*p*q*x^2-113* a*g^5*p*r*x^2-390*a*g^5*p*x^3-6*a*g^5*q^2*x^2-58*a*g^5*q*r*x^2-357*a*g^5*q*x^3-\ 31*a*g^5*r^2*x^2-65*a*g^5*r*x^3+133*a*g^5*x^4-132*a*g^4*p^3*x^2-317*a*g^4*p^2*q *x^2-475*a*g^4*p^2*r*x^2-1290*a*g^4*p^2*x^3-141*a*g^4*p*q^2*x^2-738*a*g^4*p*q*r *x^2-3256*a*g^4*p*q*x^3-331*a*g^4*p*r^2*x^2-951*a*g^4*p*r*x^3+448*a*g^4*p*x^4-\ 10*a*g^4*q^3*x^2-153*a*g^4*q^2*r*x^2-1108*a*g^4*q^2*x^3-186*a*g^4*q*r^2*x^2-979 *a*g^4*q*r*x^3+311*a*g^4*q*x^4-27*a*g^4*r^3*x^2+315*a*g^4*r^2*x^3+1183*a*g^4*r* x^4-156*a*g^3*p^4*x^2-768*a*g^3*p^3*q*x^2-695*a*g^3*p^3*r*x^2-1453*a*g^3*p^3*x^ 3-720*a*g^3*p^2*q^2*x^2-2495*a*g^3*p^2*q*r*x^2-8547*a*g^3*p^2*q*x^3-730*a*g^3*p ^2*r^2*x^2-1073*a*g^3*p^2*r*x^3+1739*a*g^3*p^2*x^4-172*a*g^3*p*q^3*x^2-1515*a*g ^3*p*q^2*r*x^2-7678*a*g^3*p*q^2*x^3-1588*a*g^3*p*q*r^2*x^2-6752*a*g^3*p*q*r*x^3 +838*a*g^3*p*q*x^4-189*a*g^3*p*r^3*x^2+1377*a*g^3*p*r^2*x^3+5050*a*g^3*p*r*x^4-\ 6*a*g^3*q^4*x^2-164*a*g^3*q^3*r*x^2-1434*a*g^3*q^3*x^3-325*a*g^3*q^2*r^2*x^2-\ 1932*a*g^3*q^2*r*x^3+1181*a*g^3*q^2*x^4-123*a*g^3*q*r^3*x^2+1116*a*g^3*q*r^2*x^ 3+5742*a*g^3*q*r*x^4+424*a*g^3*r^3*x^3+684*a*g^3*r^2*x^4-69*a*g^2*p^5*x^2-780*a *g^2*p^4*q*x^2-362*a*g^2*p^4*r*x^2-385*a*g^2*p^4*x^3-1257*a*g^2*p^3*q^2*x^2-\ 3204*a*g^2*p^3*q*r*x^2-8683*a*g^2*p^3*q*x^3-487*a*g^2*p^3*r^2*x^2+992*a*g^2*p^3 *r*x^3+2812*a*g^2*p^3*x^4-627*a*g^2*p^2*q^3*x^2-3793*a*g^2*p^2*q^2*r*x^2-14819* a*g^2*p^2*q^2*x^3-3181*a*g^2*p^2*q*r^2*x^2-8972*a*g^2*p^2*q*r*x^3+3988*a*g^2*p^ 2*q*x^4-189*a*g^2*p^2*r^3*x^2+3192*a*g^2*p^2*r^2*x^3+7423*a*g^2*p^2*r*x^4-82*a* g^2*p*q^4*x^2-1222*a*g^2*p*q^3*r*x^2-7369*a*g^2*p*q^3*x^3-2119*a*g^2*p*q^2*r^2* x^2-9745*a*g^2*p*q^2*r*x^3+3301*a*g^2*p*q^2*x^4-801*a*g^2*p*q*r^3*x^2+3690*a*g^ 2*p*q*r^2*x^3+19305*a*g^2*p*q*r*x^4+1560*a*g^2*p*r^3*x^3+2178*a*g^2*p*r^2*x^4-a *g^2*q^5*x^2-72*a*g^2*q^4*r*x^2-848*a*g^2*q^4*x^3-202*a*g^2*q^3*r^2*x^2-1227*a* g^2*q^3*r*x^3+2125*a*g^2*q^3*x^4-108*a*g^2*q^2*r^3*x^2+1944*a*g^2*q^2*r^2*x^3+ 9353*a*g^2*q^2*r*x^4-6*a*g^2*q*r^4*x^2+1556*a*g^2*q*r^3*x^3+3546*a*g^2*q*r^2*x^ 4-810*a*g^2*r^3*x^4-6*a*g*p^6*x^2-348*a*g*p^5*q*x^2-36*a*g*p^5*r*x^2+177*a*g*p^ 5*x^3-863*a*g*p^4*q^2*x^2-1725*a*g*p^4*q*r*x^2-3574*a*g*p^4*q*x^3-57*a*g*p^4*r^ 2*x^2+1437*a*g*p^4*r*x^3+1633*a*g*p^4*x^4-718*a*g*p^3*q^3*x^2-3342*a*g*p^3*q^2* r*x^2-10235*a*g*p^3*q^2*x^3-2346*a*g*p^3*q*r^2*x^2-3213*a*g*p^3*q*r*x^3+4685*a* g*p^3*q*x^4-27*a*g*p^3*r^3*x^2+2442*a*g*p^3*r^2*x^3+3637*a*g*p^3*r*x^4-209*a*g* p^2*q^4*x^2-2018*a*g*p^2*q^3*r*x^2-9259*a*g*p^2*q^3*x^3-2968*a*g*p^2*q^2*r^2*x^ 2-8949*a*g*p^2*q^2*r*x^3+5885*a*g*p^2*q^2*x^4-1068*a*g*p^2*q*r^3*x^2+5136*a*g*p ^2*q*r^2*x^3+19164*a*g*p^2*q*r*x^4+1216*a*g*p^2*r^3*x^3+72*a*g*p^2*r^2*x^4-12*a *g*p*q^5*x^2-375*a*g*p*q^4*r*x^2-2994*a*g*p*q^4*x^3-908*a*g*p*q^3*r^2*x^2-4481* a*g*p*q^3*r*x^3+4247*a*g*p*q^3*x^4-558*a*g*p*q^2*r^3*x^2+4494*a*g*p*q^2*r^2*x^3 +21207*a*g*p*q^2*r*x^4-108*a*g*p*q*r^4*x^2+3596*a*g*p*q*r^3*x^3+7434*a*g*p*q*r^ 2*x^4+60*a*g*p*r^4*x^3-1500*a*g*p*r^3*x^4-10*a*g*q^5*r*x^2-219*a*g*q^5*x^3-31*a *g*q^4*r^2*x^2-182*a*g*q^4*r*x^3+1414*a*g*q^4*x^4+9*a*g*q^3*r^3*x^2+1416*a*g*q^ 3*r^2*x^3+5680*a*g*q^3*r*x^4+24*a*g*q^2*r^4*x^2+1352*a*g*q^2*r^3*x^3+2406*a*g*q ^2*r^2*x^4+20*a*g*q*r^4*x^3-1890*a*g*q*r^3*x^4-60*a*p^6*q*x^2+40*a*p^6*x^3-201* a*p^5*q^2*x^2-348*a*p^5*q*r*x^2-555*a*p^5*q*x^3+278*a*p^5*r*x^3+245*a*p^5*x^4-\ 243*a*p^4*q^3*x^2-945*a*p^4*q^2*r*x^2-2265*a*p^4*q^2*x^3-603*a*p^4*q*r^2*x^2-\ 224*a*p^4*q*r*x^3+1323*a*p^4*q*x^4+495*a*p^4*r^2*x^3+447*a*p^4*r*x^4-123*a*p^3* q^4*x^2-879*a*p^3*q^3*r*x^2-3088*a*p^3*q^3*x^3-1152*a*p^3*q^2*r^2*x^2-1816*a*p^ 3*q^2*r*x^3+2791*a*p^3*q^2*x^4-405*a*p^3*q*r^3*x^2+1956*a*p^3*q*r^2*x^3+5260*a* p^3*q*r*x^4+304*a*p^3*r^3*x^3-342*a*p^3*r^2*x^4-21*a*p^2*q^5*x^2-315*a*p^2*q^4* r*x^2-1824*a*p^2*q^4*x^3-639*a*p^2*q^3*r^2*x^2-1831*a*p^2*q^3*r*x^3+2885*a*p^2* q^3*x^4-405*a*p^2*q^2*r^3*x^2+2871*a*p^2*q^2*r^2*x^3+10221*a*p^2*q^2*r*x^4-90*a *p^2*q*r^4*x^2+1644*a*p^2*q*r^3*x^3+1962*a*p^2*q*r^2*x^4+50*a*p^2*r^4*x^3-510*a *p^2*r^3*x^4-33*a*p*q^5*r*x^2-429*a*p*q^5*x^3-87*a*p*q^4*r^2*x^2-500*a*p*q^4*r* x^3+1464*a*p*q^4*x^4-36*a*p*q^3*r^3*x^2+1707*a*p*q^3*r^2*x^3+6450*a*p*q^3*r*x^4 +1598*a*p*q^2*r^3*x^3+2466*a*p*q^2*r^2*x^4+130*a*p*q*r^4*x^3-1800*a*p*q*r^3*x^4 -23*a*q^6*x^3+3*a*q^5*r^2*x^2+17*a*q^5*r*x^3+292*a*q^5*x^4+15*a*q^4*r^3*x^2+297 *a*q^4*r^2*x^3+1042*a*q^4*r*x^4+12*a*q^3*r^4*x^2+238*a*q^3*r^3*x^3+162*a*q^3*r^ 2*x^4-40*a*q^2*r^4*x^3-770*a*q^2*r^3*x^4-320*b^6*c*x^3-88*b^6*g*x^3-160*b^6*p*x ^3+32*b^6*r*x^3+208*b^6*x^4-96*b^5*c^3*x^2-64*b^5*c^2*g*x^2-224*b^5*c^2*p*x^2-\ 160*b^5*c^2*r*x^2-4624*b^5*c^2*x^3-8*b^5*c*g^2*x^2-104*b^5*c*g*p*x^2-88*b^5*c*g *r*x^2-2736*b^5*c*g*x^3-152*b^5*c*p^2*x^2-208*b^5*c*p*r*x^2-4568*b^5*c*p*x^3-\ 1608*b^5*c*q*x^3-32*b^5*c*r^2*x^2-1800*b^5*c*r*x^3-64*b^5*c*x^4-8*b^5*g^2*p*x^2 -8*b^5*g^2*r*x^2-388*b^5*g^2*x^3-36*b^5*g*p^2*x^2-64*b^5*g*p*r*x^2-1392*b^5*g*p *x^3-400*b^5*g*q*x^3-12*b^5*g*r^2*x^2-440*b^5*g*r*x^3+200*b^5*g*x^4-32*b^5*p^3* x^2-64*b^5*p^2*r*x^2-1128*b^5*p^2*x^3-824*b^5*p*q*x^3-8*b^5*p*r^2*x^2-832*b^5*p *r*x^3-240*b^5*p*x^4+168*b^5*q*r*x^3+1024*b^5*q*x^4+120*b^5*r^2*x^3+864*b^5*r*x ^4-704*b^4*c^4*x^2-752*b^4*c^3*g*x^2-1936*b^4*c^3*p*x^2-304*b^4*c^3*q*x^2-1536* b^4*c^3*r*x^2-22848*b^4*c^3*x^3-240*b^4*c^2*g^2*x^2-1632*b^4*c^2*g*p*x^2-208*b^ 4*c^2*g*q*x^2-1352*b^4*c^2*g*r*x^2-21752*b^4*c^2*g*x^3-1776*b^4*c^2*p^2*x^2-752 *b^4*c^2*p*q*x^2-2768*b^4*c^2*p*r*x^2-31624*b^4*c^2*p*x^3-560*b^4*c^2*q*r*x^2-\ 16848*b^4*c^2*q*x^3-488*b^4*c^2*r^2*x^2-13768*b^4*c^2*r*x^3-2216*b^4*c^2*x^4-20 *b^4*c*g^3*x^2-384*b^4*c*g^2*p*x^2-28*b^4*c*g^2*q*x^2-336*b^4*c*g^2*r*x^2-6548* b^4*c*g^2*x^3-1044*b^4*c*g*p^2*x^2-368*b^4*c*g*p*q*x^2-1736*b^4*c*g*p*r*x^2-\ 20884*b^4*c*g*p*x^3-304*b^4*c*g*q*r*x^2-9928*b^4*c*g*q*x^3-344*b^4*c*g*r^2*x^2-\ 9028*b^4*c*g*r*x^3-1792*b^4*c*g*x^4-676*b^4*c*p^3*x^2-548*b^4*c*p^2*q*x^2-1576* b^4*c*p^2*r*x^2-14156*b^4*c*p^2*x^3-776*b^4*c*p*q*r*x^2-16660*b^4*c*p*q*x^3-500 *b^4*c*p*r^2*x^2-11136*b^4*c*p*r*x^3-860*b^4*c*p*x^4-2960*b^4*c*q^2*x^3-76*b^4* c*q*r^2*x^2-4604*b^4*c*q*r*x^3+4184*b^4*c*q*x^4+24*b^4*c*r^3*x^2+612*b^4*c*r^2* x^3+10336*b^4*c*r*x^4-20*b^4*g^3*p*x^2-20*b^4*g^3*r*x^2-618*b^4*g^3*x^3-132*b^4 *g^2*p^2*x^2-32*b^4*g^2*p*q*x^2-244*b^4*g^2*p*r*x^2-3288*b^4*g^2*p*x^3-24*b^4*g ^2*q*r*x^2-1356*b^4*g^2*q*x^3-40*b^4*g^2*r^2*x^2-1276*b^4*g^2*r*x^3-160*b^4*g^2 *x^4-208*b^4*g*p^3*x^2-140*b^4*g*p^2*q*x^2-516*b^4*g*p^2*r*x^2-4872*b^4*g*p^2*x ^3-240*b^4*g*p*q*r*x^2-5118*b^4*g*p*q*x^3-204*b^4*g*p*r^2*x^2-4040*b^4*g*p*r*x^ 3-888*b^4*g*p*x^4-650*b^4*g*q^2*x^3-36*b^4*g*q*r^2*x^2-912*b^4*g*q*r*x^3+2214*b ^4*g*q*x^4-12*b^4*g*r^3*x^2+204*b^4*g*r^2*x^3+3478*b^4*g*r*x^4-92*b^4*p^4*x^2-\ 124*b^4*p^3*q*x^2-288*b^4*p^3*r*x^2-2028*b^4*p^3*x^3-248*b^4*p^2*q*r*x^2-4120*b ^4*p^2*q*x^3-132*b^4*p^2*r^2*x^2-2260*b^4*p^2*r*x^3+124*b^4*p^2*x^4-1612*b^4*p* q^2*x^3-4*b^4*p*q*r^2*x^2-2324*b^4*p*q*r*x^3+796*b^4*p*q*x^4+48*b^4*p*r^3*x^2+ 504*b^4*p*r^2*x^3+4280*b^4*p*r*x^4+332*b^4*q^2*r*x^3+1936*b^4*q^2*x^4+384*b^4*q *r^2*x^3+2604*b^4*q*r*x^4+24*b^4*r^3*x^3+72*b^4*r^2*x^4-2144*b^3*c^5*x^2-3136*b ^3*c^4*g*x^2-6768*b^3*c^4*p*x^2-1840*b^3*c^4*q*x^2-5904*b^3*c^4*r*x^2-56752*b^3 *c^4*x^3-1600*b^3*c^3*g^2*x^2-8256*b^3*c^3*g*p*x^2-2032*b^3*c^3*g*q*x^2-7256*b^ 3*c^3*g*r*x^2-74456*b^3*c^3*g*x^3-7688*b^3*c^3*p^2*x^2-5296*b^3*c^3*p*q*x^2-\ 13160*b^3*c^3*p*r*x^2-99712*b^3*c^3*p*x^3-376*b^3*c^3*q^2*x^2-4392*b^3*c^3*q*r* x^2-64288*b^3*c^3*q*x^3-2760*b^3*c^3*r^2*x^2-41504*b^3*c^3*r*x^3-1872*b^3*c^3*x ^4-320*b^3*c^2*g^3*x^2-3384*b^3*c^2*g^2*p*x^2-684*b^3*c^2*g^2*q*x^2-2996*b^3*c^ 2*g^2*r*x^2-34724*b^3*c^2*g^2*x^3-7304*b^3*c^2*g*p^2*x^2-4656*b^3*c^2*g*p*q*x^2 -12804*b^3*c^2*g*p*r*x^2-101484*b^3*c^2*g*p*x^3-264*b^3*c^2*g*q^2*x^2-3924*b^3* c^2*g*q*r*x^2-61780*b^3*c^2*g*q*x^3-2788*b^3*c^2*g*r^2*x^2-43164*b^3*c^2*g*r*x^ 3-5380*b^3*c^2*g*x^4-4052*b^3*c^2*p^3*x^2-5084*b^3*c^2*p^2*q*x^2-10320*b^3*c^2* p^2*r*x^2-62808*b^3*c^2*p^2*x^3-980*b^3*c^2*p*q^2*x^2-8152*b^3*c^2*p*q*r*x^2-\ 89864*b^3*c^2*p*q*x^3-4368*b^3*c^2*p*r^2*x^2-47272*b^3*c^2*p*r*x^3+4816*b^3*c^2 *p*x^4-764*b^3*c^2*q^2*r*x^2-23036*b^3*c^2*q^2*x^3-1212*b^3*c^2*q*r^2*x^2-30028 *b^3*c^2*q*r*x^3+12500*b^3*c^2*q*x^4-36*b^3*c^2*r^3*x^2+3432*b^3*c^2*r^2*x^3+ 46000*b^3*c^2*r*x^4-18*b^3*c*g^4*x^2-510*b^3*c*g^3*p*x^2-64*b^3*c*g^3*q*x^2-458 *b^3*c*g^3*r*x^2-6752*b^3*c*g^3*x^3-2118*b^3*c*g^2*p^2*x^2-1172*b^3*c*g^2*p*q*x ^2-3840*b^3*c*g^2*p*r*x^2-32936*b^3*c*g^2*p*x^3-38*b^3*c*g^2*q^2*x^2-976*b^3*c* g^2*q*r*x^2-18504*b^3*c*g^2*q*x^3-786*b^3*c*g^2*r^2*x^2-13596*b^3*c*g^2*r*x^3-\ 2112*b^3*c*g^2*x^4-2660*b^3*c*g*p^3*x^2-3128*b^3*c*g*p^2*q*x^2-6972*b^3*c*g*p^2 *r*x^2-43976*b^3*c*g*p^2*x^3-498*b^3*c*g*p*q^2*x^2-5236*b^3*c*g*p*q*r*x^2-60190 *b^3*c*g*p*q*x^3-3172*b^3*c*g*p*r^2*x^2-35126*b^3*c*g*p*r*x^3-830*b^3*c*g*p*x^4 -406*b^3*c*g*q^2*r*x^2-13416*b^3*c*g*q^2*x^3-868*b^3*c*g*q*r^2*x^2-19246*b^3*c* g*q*r*x^3+8442*b^3*c*g*q*x^4-120*b^3*c*g*r^3*x^2+1962*b^3*c*g*r^2*x^3+31388*b^3 *c*g*r*x^4-1000*b^3*c*p^4*x^2-2000*b^3*c*p^3*q*x^2-3392*b^3*c*p^3*r*x^2-16582*b ^3*c*p^3*x^3-762*b^3*c*p^2*q^2*x^2-4704*b^3*c*p^2*q*r*x^2-40418*b^3*c*p^2*q*x^3 -2214*b^3*c*p^2*r^2*x^2-16930*b^3*c*p^2*r*x^3+5092*b^3*c*p^2*x^4-1112*b^3*c*p*q ^2*r*x^2-23292*b^3*c*p*q^2*x^3-1284*b^3*c*p*q*r^2*x^2-25348*b^3*c*p*q*r*x^3+ 9624*b^3*c*p*q*x^4+48*b^3*c*p*r^3*x^2+5268*b^3*c*p*r^2*x^3+37544*b^3*c*p*r*x^4-\ 2630*b^3*c*q^3*x^3-52*b^3*c*q^2*r^2*x^2-3978*b^3*c*q^2*r*x^3+10810*b^3*c*q^2*x^ 4+108*b^3*c*q*r^3*x^2+3006*b^3*c*q*r^2*x^3+28134*b^3*c*q*r*x^4+48*b^3*c*r^4*x^2 +1540*b^3*c*r^3*x^3+5904*b^3*c*r^2*x^4-18*b^3*g^4*p*x^2-18*b^3*g^4*r*x^2-455*b^ 3*g^4*x^3-177*b^3*g^3*p^2*x^2-72*b^3*g^3*p*q*x^2-340*b^3*g^3*p*r*x^2-3376*b^3*g ^3*p*x^3-52*b^3*g^3*q*r*x^2-1688*b^3*g^3*q*x^3-47*b^3*g^3*r^2*x^2-1198*b^3*g^3* r*x^3-90*b^3*g^3*x^4-408*b^3*g^2*p^3*x^2-426*b^3*g^2*p^2*q*x^2-1112*b^3*g^2*p^2 *r*x^2-7430*b^3*g^2*p^2*x^3-46*b^3*g^2*p*q^2*x^2-756*b^3*g^2*p*q*r*x^2-9555*b^3 *g^2*p*q*x^3-532*b^3*g^2*p*r^2*x^2-6220*b^3*g^2*p*r*x^3-850*b^3*g^2*p*x^4-26*b^ 3*g^2*q^2*r*x^2-1731*b^3*g^2*q^2*x^3-98*b^3*g^2*q*r^2*x^2-2514*b^3*g^2*q*r*x^3+ 1865*b^3*g^2*q*x^4-24*b^3*g^2*r^3*x^2+324*b^3*g^2*r^2*x^3+5147*b^3*g^2*r*x^4-\ 340*b^3*g*p^4*x^2-644*b^3*g*p^3*q*x^2-1184*b^3*g*p^3*r*x^2-5976*b^3*g*p^3*x^3-\ 205*b^3*g*p^2*q^2*x^2-1584*b^3*g*p^2*q*r*x^2-14170*b^3*g*p^2*q*x^3-824*b^3*g*p^ 2*r^2*x^2-6666*b^3*g*p^2*r*x^3+930*b^3*g*p^2*x^4-344*b^3*g*p*q^2*r*x^2-7205*b^3 *g*p*q^2*x^3-528*b^3*g*p*q*r^2*x^2-9230*b^3*g*p*q*r*x^3+2016*b^3*g*p*q*x^4-24*b ^3*g*p*r^3*x^2+1578*b^3*g*p*r^2*x^3+13056*b^3*g*p*r*x^4-478*b^3*g*q^3*x^3-39*b^ 3*g*q^2*r^2*x^2-368*b^3*g*q^2*r*x^3+4805*b^3*g*q^2*x^4-24*b^3*g*q*r^3*x^2+1026* b^3*g*q*r^2*x^3+9395*b^3*g*q*r*x^4+400*b^3*g*r^3*x^3+1524*b^3*g*r^2*x^4-92*b^3* p^5*x^2-276*b^3*p^4*q*x^2-392*b^3*p^4*r*x^2-1506*b^3*p^4*x^3-184*b^3*p^3*q^2*x^ 2-864*b^3*p^3*q*r*x^2-5746*b^3*p^3*q*x^3-366*b^3*p^3*r^2*x^2-1776*b^3*p^3*r*x^3 +1160*b^3*p^3*x^4-368*b^3*p^2*q^2*r*x^2-5814*b^3*p^2*q^2*x^3-360*b^3*p^2*q*r^2* x^2-5254*b^3*p^2*q*r*x^3+2344*b^3*p^2*q*x^4-12*b^3*p^2*r^3*x^2+1302*b^3*p^2*r^2 *x^3+7236*b^3*p^2*r*x^4-1574*b^3*p*q^3*x^3+26*b^3*p*q^2*r^2*x^2-2420*b^3*p*q^2* r*x^3+3020*b^3*p*q^2*x^4+156*b^3*p*q*r^3*x^2+1878*b^3*p*q*r^2*x^3+11936*b^3*p*q *r*x^4+48*b^3*p*r^4*x^2+900*b^3*p*r^3*x^3+2808*b^3*p*r^2*x^4+326*b^3*q^3*r*x^3+ 1836*b^3*q^3*x^4+474*b^3*q^2*r^2*x^3+3024*b^3*q^2*r*x^4+24*b^3*q*r^3*x^3-144*b^ 3*q*r^2*x^4-40*b^3*r^4*x^3-440*b^3*r^3*x^4-3360*b^2*c^6*x^2-6240*b^2*c^5*g*x^2-\ 11984*b^2*c^5*p*x^2-4304*b^2*c^5*q*x^2-11456*b^2*c^5*r*x^2-78720*b^2*c^5*x^3-\ 4376*b^2*c^4*g^2*x^2-19120*b^2*c^4*g*p*x^2-6528*b^2*c^4*g*q*x^2-18160*b^2*c^4*g *r*x^2-130808*b^2*c^4*g*x^3-16112*b^2*c^4*p^2*x^2-14144*b^2*c^4*p*q*x^2-29928*b ^2*c^4*p*r*x^2-166856*b^2*c^4*p*x^3-1760*b^2*c^4*q^2*x^2-12936*b^2*c^4*q*r*x^2-\ 119936*b^2*c^4*q*x^3-7368*b^2*c^4*r^2*x^2-65888*b^2*c^4*r*x^3+4520*b^2*c^4*x^4-\ 1404*b^2*c^3*g^3*x^2-11244*b^2*c^3*g^2*p*x^2-3504*b^2*c^3*g^2*q*x^2-10584*b^2*c ^3*g^2*r*x^2-82380*b^2*c^3*g^2*x^3-21144*b^2*c^3*g*p^2*x^2-17944*b^2*c^3*g*p*q* x^2-39612*b^2*c^3*g*p*r*x^2-227976*b^2*c^3*g*p*x^3-2004*b^2*c^3*g*q^2*x^2-16292 *b^2*c^3*g*q*r*x^2-159776*b^2*c^3*g*q*x^3-9784*b^2*c^3*g*r^2*x^2-91728*b^2*c^3* g*r*x^3+348*b^2*c^3*g*x^4-10664*b^2*c^3*p^3*x^2-16664*b^2*c^3*p^2*q*x^2-29196*b ^2*c^3*p^2*r*x^2-133796*b^2*c^3*p^2*x^3-5280*b^2*c^3*p*q^2*x^2-29360*b^2*c^3*p* q*r*x^2-213880*b^2*c^3*p*q*x^3-14800*b^2*c^3*p*r^2*x^2-96332*b^2*c^3*p*r*x^3+ 21468*b^2*c^3*p*x^4-228*b^2*c^3*q^3*x^2-4596*b^2*c^3*q^2*r*x^2-64988*b^2*c^3*q^ 2*x^3-5772*b^2*c^3*q*r^2*x^2-71620*b^2*c^3*q*r*x^3+28300*b^2*c^3*q*x^4-792*b^2* c^3*r^3*x^2+10416*b^2*c^3*r^2*x^3+96744*b^2*c^3*r*x^4-192*b^2*c^2*g^4*x^2-2924* b^2*c^2*g^3*p*x^2-760*b^2*c^2*g^3*q*x^2-2720*b^2*c^2*g^3*r*x^2-24266*b^2*c^2*g^ 3*x^3-9726*b^2*c^2*g^2*p^2*x^2-7760*b^2*c^2*g^2*p*q*x^2-18448*b^2*c^2*g^2*p*r*x ^2-111582*b^2*c^2*g^2*p*x^3-708*b^2*c^2*g^2*q^2*x^2-6892*b^2*c^2*g^2*q*r*x^2-\ 75190*b^2*c^2*g^2*q*x^3-4368*b^2*c^2*g^2*r^2*x^2-44004*b^2*c^2*g^2*r*x^3-920*b^ 2*c^2*g^2*x^4-10756*b^2*c^2*g*p^3*x^2-16472*b^2*c^2*g*p^2*q*x^2-29918*b^2*c^2*g *p^2*r*x^2-140260*b^2*c^2*g*p^2*x^3-4808*b^2*c^2*g*p*q^2*x^2-29372*b^2*c^2*g*p* q*r*x^2-221986*b^2*c^2*g*p*q*x^3-15588*b^2*c^2*g*p*r^2*x^2-106096*b^2*c^2*g*p*r *x^3+13660*b^2*c^2*g*p*x^4-164*b^2*c^2*g*q^3*x^2-4154*b^2*c^2*g*q^2*r*x^2-62824 *b^2*c^2*g*q^2*x^3-5876*b^2*c^2*g*q*r^2*x^2-74988*b^2*c^2*g*q*r*x^3+23502*b^2*c ^2*g*q*x^4-960*b^2*c^2*g*r^3*x^2+9648*b^2*c^2*g*r^2*x^3+99954*b^2*c^2*g*r*x^4-\ 3678*b^2*c^2*p^4*x^2-9020*b^2*c^2*p^3*q*x^2-13288*b^2*c^2*p^3*r*x^2-49956*b^2*c ^2*p^3*x^3-5292*b^2*c^2*p^2*q^2*x^2-23284*b^2*c^2*p^2*q*r*x^2-136014*b^2*c^2*p^ 2*q*x^3-10418*b^2*c^2*p^2*r^2*x^2-47868*b^2*c^2*p^2*r*x^3+21862*b^2*c^2*p^2*x^4 -620*b^2*c^2*p*q^3*x^2-8728*b^2*c^2*p*q^2*r*x^2-92644*b^2*c^2*p*q^2*x^3-9396*b^ 2*c^2*p*q*r^2*x^2-84964*b^2*c^2*p*q*r*x^3+39012*b^2*c^2*p*q*x^4-1224*b^2*c^2*p* r^3*x^2+18936*b^2*c^2*p*r^2*x^3+113394*b^2*c^2*p*r*x^4-508*b^2*c^2*q^3*r*x^2-\ 14836*b^2*c^2*q^3*x^3-1070*b^2*c^2*q^2*r^2*x^2-21816*b^2*c^2*q^2*r*x^3+29896*b^ 2*c^2*q^2*x^4+60*b^2*c^2*q*r^3*x^2+12270*b^2*c^2*q*r^2*x^3+96936*b^2*c^2*q*r*x^ 4+144*b^2*c^2*r^4*x^2+6876*b^2*c^2*r^3*x^3+22680*b^2*c^2*r^2*x^4-7*b^2*c*g^5*x^ 2-306*b^2*c*g^4*p*x^2-51*b^2*c*g^4*q*x^2-282*b^2*c*g^4*r*x^2-3285*b^2*c*g^4*x^3 -1807*b^2*c*g^3*p^2*x^2-1274*b^2*c*g^3*p*q*x^2-3496*b^2*c*g^3*p*r*x^2-22974*b^2 *c*g^3*p*x^3-73*b^2*c*g^3*q^2*x^2-1066*b^2*c*g^3*q*r*x^2-14529*b^2*c*g^3*q*x^3-\ 705*b^2*c*g^3*r^2*x^2-8152*b^2*c*g^3*r*x^3+356*b^2*c*g^3*x^4-3422*b^2*c*g^2*p^3 *x^2-5030*b^2*c*g^2*p^2*q*x^2-9724*b^2*c*g^2*p^2*r*x^2-47068*b^2*c*g^2*p^2*x^3-\ 1276*b^2*c*g^2*p*q^2*x^2-9088*b^2*c*g^2*p*q*r*x^2-73279*b^2*c*g^2*p*q*x^3-5147* b^2*c*g^2*p*r^2*x^2-36848*b^2*c*g^2*p*r*x^3+2069*b^2*c*g^2*p*x^4-25*b^2*c*g^2*q ^3*x^2-1028*b^2*c*g^2*q^2*r*x^2-18662*b^2*c*g^2*q^2*x^3-1659*b^2*c*g^2*q*r^2*x^ 2-23418*b^2*c*g^2*q*r*x^3+7310*b^2*c*g^2*q*x^4-297*b^2*c*g^2*r^3*x^2+3330*b^2*c *g^2*r^2*x^3+33565*b^2*c*g^2*r*x^4-2524*b^2*c*g*p^4*x^2-6152*b^2*c*g*p^3*q*x^2-\ 9286*b^2*c*g*p^3*r*x^2-35476*b^2*c*g*p^3*x^3-3387*b^2*c*g*p^2*q^2*x^2-16196*b^2 *c*g*p^2*q*r*x^2-97513*b^2*c*g*p^2*q*x^3-7517*b^2*c*g*p^2*r^2*x^2-36550*b^2*c*g *p^2*r*x^3+12300*b^2*c*g*p^2*x^4-322*b^2*c*g*p*q^3*x^2-5730*b^2*c*g*p*q^2*r*x^2 -62968*b^2*c*g*p*q^2*x^3-6918*b^2*c*g*p*q*r^2*x^2-64784*b^2*c*g*p*q*r*x^3+19120 *b^2*c*g*p*q*x^4-1026*b^2*c*g*p*r^3*x^2+11997*b^2*c*g*p*r^2*x^3+79743*b^2*c*g*p *r*x^4-262*b^2*c*g*q^3*r*x^2-8406*b^2*c*g*q^3*x^3-774*b^2*c*g*q^2*r^2*x^2-13140 *b^2*c*g*q^2*r*x^3+21459*b^2*c*g*q^2*x^4-168*b^2*c*g*q*r^3*x^2+7521*b^2*c*g*q*r ^2*x^3+65968*b^2*c*g*q*r*x^4+48*b^2*c*g*r^4*x^2+4392*b^2*c*g*r^3*x^3+14676*b^2* c*g*r^2*x^4-621*b^2*c*p^5*x^2-2261*b^2*c*p^4*q*x^2-2790*b^2*c*p^4*r*x^2-8432*b^ 2*c*p^4*x^3-2151*b^2*c*p^3*q^2*x^2-7702*b^2*c*p^3*q*r*x^2-36046*b^2*c*p^3*q*x^3 -3052*b^2*c*p^3*r^2*x^2-8824*b^2*c*p^3*r*x^3+8127*b^2*c*p^3*x^4-511*b^2*c*p^2*q ^3*x^2-5104*b^2*c*p^2*q^2*r*x^2-42046*b^2*c*p^2*q^2*x^3-4872*b^2*c*p^2*q*r^2*x^ 2-31267*b^2*c*p^2*q*r*x^3+19257*b^2*c*p^2*q*x^4-711*b^2*c*p^2*r^3*x^2+8871*b^2* c*p^2*r^2*x^3+41085*b^2*c*p^2*r*x^4-766*b^2*c*p*q^3*r*x^2-15638*b^2*c*p*q^3*x^3 -1193*b^2*c*p*q^2*r^2*x^2-20050*b^2*c*p*q^2*r*x^3+21189*b^2*c*p*q^2*x^4+180*b^2 *c*p*q*r^3*x^2+13767*b^2*c*p*q*r^2*x^3+78108*b^2*c*p*q*r*x^4+144*b^2*c*p*r^4*x^ 2+5902*b^2*c*p*r^3*x^3+15552*b^2*c*p*r^2*x^4-1206*b^2*c*q^4*x^3+b^2*c*q^3*r^2*x ^2-1119*b^2*c*q^3*r*x^3+10059*b^2*c*q^3*x^4+150*b^2*c*q^2*r^3*x^2+4278*b^2*c*q^ 2*r^2*x^3+27733*b^2*c*q^2*r*x^4+96*b^2*c*q*r^4*x^2+2690*b^2*c*q*r^3*x^3+7812*b^ 2*c*q*r^2*x^4-220*b^2*c*r^4*x^3-3520*b^2*c*r^3*x^4-7*b^2*g^5*p*x^2-7*b^2*g^5*r* x^2-158*b^2*g^5*x^3-108*b^2*g^4*p^2*x^2-56*b^2*g^4*p*q*x^2-217*b^2*g^4*p*r*x^2-\ 1660*b^2*g^4*p*x^3-38*b^2*g^4*q*r*x^2-943*b^2*g^4*q*x^3-23*b^2*g^4*r^2*x^2-423* b^2*g^4*r*x^3+169*b^2*g^4*x^4-338*b^2*g^3*p^3*x^2-454*b^2*g^3*p^2*q*x^2-989*b^2 *g^3*p^2*r*x^2-5030*b^2*g^3*p^2*x^3-87*b^2*g^3*p*q^2*x^2-834*b^2*g^3*p*q*r*x^2-\ 7593*b^2*g^3*p*q*x^3-518*b^2*g^3*p*r^2*x^2-3970*b^2*g^3*p*r*x^3+49*b^2*g^3*p*x^ 4-47*b^2*g^3*q^2*r*x^2-1627*b^2*g^3*q^2*x^3-92*b^2*g^3*q*r^2*x^2-1934*b^2*g^3*q *r*x^3+1063*b^2*g^3*q*x^4-15*b^2*g^3*r^3*x^2+456*b^2*g^3*r^2*x^3+3626*b^2*g^3*r *x^4-414*b^2*g^2*p^4*x^2-988*b^2*g^2*p^3*q*x^2-1558*b^2*g^2*p^3*r*x^2-6051*b^2* g^2*p^3*x^3-490*b^2*g^2*p^2*q^2*x^2-2670*b^2*g^2*p^2*q*r*x^2-16844*b^2*g^2*p^2* q*x^3-1301*b^2*g^2*p^2*r^2*x^2-6650*b^2*g^2*p^2*r*x^3+1638*b^2*g^2*p^2*x^4-30*b ^2*g^2*p*q^3*x^2-847*b^2*g^2*p*q^2*r*x^2-10099*b^2*g^2*p*q^2*x^3-1181*b^2*g^2*p *q*r^2*x^2-11754*b^2*g^2*p*q*r*x^3+1714*b^2*g^2*p*q*x^4-195*b^2*g^2*p*r^3*x^2+ 1830*b^2*g^2*p*r^2*x^3+13545*b^2*g^2*p*r*x^4-12*b^2*g^2*q^3*r*x^2-981*b^2*g^2*q ^3*x^3-83*b^2*g^2*q^2*r^2*x^2-1377*b^2*g^2*q^2*r*x^3+4209*b^2*g^2*q^2*x^4-42*b^ 2*g^2*q*r^3*x^2+1215*b^2*g^2*q*r^2*x^3+10772*b^2*g^2*q*r*x^4+620*b^2*g^2*r^3*x^ 3+2034*b^2*g^2*r^2*x^4-216*b^2*g*p^5*x^2-796*b^2*g*p^4*q*x^2-988*b^2*g*p^4*r*x^ 2-3002*b^2*g*p^4*x^3-722*b^2*g*p^3*q^2*x^2-2768*b^2*g*p^3*q*r*x^2-13357*b^2*g*p ^3*q*x^3-1113*b^2*g*p^3*r^2*x^2-3441*b^2*g*p^3*r*x^3+2653*b^2*g*p^3*x^4-142*b^2 *g*p^2*q^3*x^2-1765*b^2*g*p^2*q^2*r*x^2-15053*b^2*g*p^2*q^2*x^3-1846*b^2*g*p^2* q*r^2*x^2-12851*b^2*g*p^2*q*r*x^3+4962*b^2*g*p^2*q*x^4-282*b^2*g*p^2*r^3*x^2+ 2940*b^2*g*p^2*r^2*x^3+14799*b^2*g*p^2*r*x^4-236*b^2*g*p*q^3*r*x^2-4853*b^2*g*p *q^3*x^3-491*b^2*g*p*q^2*r^2*x^2-7271*b^2*g*p*q^2*r*x^3+6509*b^2*g*p*q^2*x^4-12 *b^2*g*p*q*r^3*x^2+4347*b^2*g*p*q*r^2*x^3+27489*b^2*g*p*q*r*x^4+48*b^2*g*p*r^4* x^2+2172*b^2*g*p*r^3*x^3+5874*b^2*g*p*r^2*x^4-155*b^2*g*q^4*x^3-18*b^2*g*q^3*r^ 2*x^2+347*b^2*g*q^3*r*x^3+4200*b^2*g*q^3*x^4-15*b^2*g*q^2*r^3*x^2+1458*b^2*g*q^ 2*r^2*x^3+9089*b^2*g*q^2*r*x^4+680*b^2*g*q*r^3*x^3+1692*b^2*g*q*r^2*x^4-40*b^2* g*r^4*x^3-1140*b^2*g*r^3*x^4-39*b^2*p^6*x^2-209*b^2*p^5*q*x^2-210*b^2*p^5*r*x^2 -483*b^2*p^5*x^3-301*b^2*p^4*q^2*x^2-890*b^2*p^4*q*r*x^2-3280*b^2*p^4*q*x^3-306 *b^2*p^4*r^2*x^2-371*b^2*p^4*r*x^3+986*b^2*p^4*x^4-131*b^2*p^3*q^3*x^2-942*b^2* p^3*q^2*r*x^2-5934*b^2*p^3*q^2*x^3-816*b^2*p^3*q*r^2*x^2-3297*b^2*p^3*q*r*x^3+ 3217*b^2*p^3*q*x^4-135*b^2*p^3*r^3*x^2+1260*b^2*p^3*r^2*x^3+4560*b^2*p^3*r*x^4-\ 262*b^2*p^2*q^3*r*x^2-3960*b^2*p^2*q^3*x^3-357*b^2*p^2*q^2*r^2*x^2-4242*b^2*p^2 *q^2*r*x^3+4411*b^2*p^2*q^2*x^4-24*b^2*p^2*q*r^3*x^2+3165*b^2*p^2*q*r^2*x^3+ 15015*b^2*p^2*q*r*x^4+956*b^2*p^2*r^3*x^3+1998*b^2*p^2*r^2*x^4-823*b^2*p*q^4*x^ 3+37*b^2*p*q^3*r^2*x^2-1145*b^2*p*q^3*r*x^3+3115*b^2*p*q^3*x^4+180*b^2*p*q^2*r^ 3*x^2+2373*b^2*p*q^2*r^2*x^3+12138*b^2*p*q^2*r*x^4+96*b^2*p*q*r^4*x^2+1698*b^2* p*q*r^3*x^3+4464*b^2*p*q*r^2*x^4-100*b^2*p*r^4*x^3-1360*b^2*p*r^3*x^4+171*b^2*q ^4*r*x^3+935*b^2*q^4*x^4+282*b^2*q^3*r^2*x^3+1683*b^2*q^3*r*x^4-18*b^2*q^2*r^3* x^3-486*b^2*q^2*r^2*x^4-80*b^2*q*r^4*x^3-840*b^2*q*r^3*x^4-2624*b*c^7*x^2-5952* b*c^6*g*x^2-10480*b*c^6*p*x^2-4496*b*c^6*q*x^2-10928*b*c^6*r*x^2-58304*b*c^6*x^ 3-5360*b*c^5*g^2*x^2-20776*b*c^5*g*p*x^2-8672*b*c^5*g*q*x^2-21416*b*c^5*g*r*x^2 -117424*b*c^5*g*x^3-16224*b*c^5*p^2*x^2-16704*b*c^5*p*q*x^2-32448*b*c^5*p*r*x^2 -143776*b*c^5*p*x^3-2784*b*c^5*q^2*x^2-16752*b*c^5*q*r*x^2-111824*b*c^5*q*x^3-\ 9216*b*c^5*r^2*x^2-56224*b*c^5*r*x^3+6944*b*c^5*x^4-2400*b*c^4*g^3*x^2-16060*b* c^4*g^2*p*x^2-6400*b*c^4*g^2*q*x^2-16316*b*c^4*g^2*r*x^2-93272*b*c^4*g^2*x^3-\ 27288*b*c^4*g*p^2*x^2-27704*b*c^4*g*p*q*x^2-54680*b*c^4*g*p*r*x^2-246676*b*c^4* g*p*x^3-4352*b*c^4*g*q^2*x^2-27376*b*c^4*g*q*r*x^2-189896*b*c^4*g*q*x^3-15316*b *c^4*g*r^2*x^2-96392*b*c^4*g*r*x^3+8992*b*c^4*g*x^4-12796*b*c^4*p^3*x^2-23256*b *c^4*p^2*q*x^2-37340*b*c^4*p^2*r*x^2-138376*b*c^4*p^2*x^3-9512*b*c^4*p*q^2*x^2-\ 44456*b*c^4*p*q*r*x^2-240708*b*c^4*p*q*x^3-21700*b*c^4*p*r^2*x^2-99340*b*c^4*p* r*x^3+26984*b*c^4*p*x^4-732*b*c^4*q^3*x^2-9152*b*c^4*q^2*r*x^2-81488*b*c^4*q^2* x^3-10796*b*c^4*q*r^2*x^2-80988*b*c^4*q*r*x^3+31288*b*c^4*q*x^4-1956*b*c^4*r^3* x^2+12924*b*c^4*r^2*x^3+97208*b*c^4*r*x^4-540*b*c^3*g^4*x^2-6034*b*c^3*g^3*p*x^ 2-2212*b*c^3*g^3*q*x^2-6018*b*c^3*g^3*r*x^2-36820*b*c^3*g^3*x^3-17332*b*c^3*g^2 *p^2*x^2-17136*b*c^3*g^2*p*q*x^2-34872*b*c^3*g^2*p*r*x^2-161348*b*c^3*g^2*p*x^3 -2436*b*c^3*g^2*q^2*x^2-16520*b*c^3*g^2*q*r*x^2-122120*b*c^3*g^2*q*x^3-9408*b*c ^3*g^2*r^2*x^2-61076*b*c^3*g^2*r*x^3+6000*b*c^3*g^2*x^4-17448*b*c^3*g*p^3*x^2-\ 31728*b*c^3*g*p^2*q*x^2-51402*b*c^3*g*p^2*r*x^2-192768*b*c^3*g*p^2*x^3-12462*b* c^3*g*p*q^2*x^2-60708*b*c^3*g*p*q*r*x^2-337506*b*c^3*g*p*q*x^3-30048*b*c^3*g*p* r^2*x^2-142094*b*c^3*g*p*r*x^3+31202*b*c^3*g*p*x^4-856*b*c^3*g*q^3*x^2-11772*b* c^3*g*q^2*r*x^2-109930*b*c^3*g*q^2*x^3-14560*b*c^3*g*q*r^2*x^2-114486*b*c^3*g*q *r*x^3+36422*b*c^3*g*q*x^4-2700*b*c^3*g*r^3*x^2+17274*b*c^3*g*r^2*x^3+134908*b* c^3*g*r*x^4-5552*b*c^3*p^4*x^2-15824*b*c^3*p^3*q*x^2-21194*b*c^3*p^3*r*x^2-\ 65316*b*c^3*p^3*x^3-11616*b*c^3*p^2*q^2*x^2-43986*b*c^3*p^2*q*r*x^2-195414*b*c^ 3*p^2*q*x^3-18860*b*c^3*p^2*r^2*x^2-61428*b*c^3*p^2*r*x^3+32670*b*c^3*p^2*x^4-\ 2276*b*c^3*p*q^3*x^2-21078*b*c^3*p*q^2*r*x^2-147938*b*c^3*p*q^2*x^3-22092*b*c^3 *p*q*r^2*x^2-123224*b*c^3*p*q*r*x^3+58552*b*c^3*p*q*x^4-3804*b*c^3*p*r^3*x^2+ 27462*b*c^3*p*r^2*x^3+145790*b*c^3*p*r*x^4-68*b*c^3*q^4*x^2-2086*b*c^3*q^3*r*x^ 2-28032*b*c^3*q^3*x^3-3904*b*c^3*q^2*r^2*x^2-37868*b*c^3*q^2*r*x^3+39610*b*c^3* q^2*x^4-1068*b*c^3*q*r^3*x^2+20886*b*c^3*q*r^2*x^3+137730*b*c^3*q*r*x^4+72*b*c^ 3*r^4*x^2+11400*b*c^3*r^3*x^3+32688*b*c^3*r^2*x^4-52*b*c^2*g^5*x^2-1106*b*c^2*g ^4*p*x^2-343*b*c^2*g^4*q*x^2-1078*b*c^2*g^4*r*x^2-7442*b*c^2*g^4*x^3-5098*b*c^2 *g^3*p^2*x^2-4782*b*c^2*g^3*p*q*x^2-10342*b*c^2*g^3*p*r*x^2-49697*b*c^2*g^3*p*x ^3-564*b*c^2*g^3*q^2*x^2-4408*b*c^2*g^3*q*r*x^2-36530*b*c^2*g^3*q*x^3-2545*b*c^ 2*g^3*r^2*x^2-16970*b*c^2*g^3*r*x^3+3260*b*c^2*g^3*x^4-8479*b*c^2*g^2*p^3*x^2-\ 15318*b*c^2*g^2*p^2*q*x^2-25334*b*c^2*g^2*p^2*r*x^2-96258*b*c^2*g^2*p^2*x^3-\ 5629*b*c^2*g^2*p*q^2*x^2-29308*b*c^2*g^2*p*q*r*x^2-169804*b*c^2*g^2*p*q*x^3-\ 14813*b*c^2*g^2*p*r^2*x^2-71872*b*c^2*g^2*p*r*x^3+13655*b*c^2*g^2*p*x^4-315*b*c ^2*g^2*q^3*x^2-5086*b*c^2*g^2*q^2*r*x^2-52137*b*c^2*g^2*q^2*x^3-6613*b*c^2*g^2* q*r^2*x^2-55716*b*c^2*g^2*q*r*x^3+16483*b*c^2*g^2*q*x^4-1215*b*c^2*g^2*r^3*x^2+ 9426*b*c^2*g^2*r^2*x^3+68762*b*c^2*g^2*r*x^4-5705*b*c^2*g*p^4*x^2-16584*b*c^2*g *p^3*q*x^2-22073*b*c^2*g*p^3*r*x^2-68413*b*c^2*g*p^3*x^3-11879*b*c^2*g*p^2*q^2* x^2-46529*b*c^2*g*p^2*q*r*x^2-211108*b*c^2*g*p^2*q*x^3-19917*b*c^2*g*p^2*r^2*x^ 2-67247*b*c^2*g*p^2*r*x^3+31468*b*c^2*g*p^2*x^4-2128*b*c^2*g*p*q^3*x^2-21621*b* c^2*g*p*q^2*r*x^2-156406*b*c^2*g*p*q^2*x^3-23752*b*c^2*g*p*q*r^2*x^2-140134*b*c ^2*g*p*q*r*x^3+49304*b*c^2*g*p*q*x^4-4128*b*c^2*g*p*r^3*x^2+27378*b*c^2*g*p*r^2 *x^3+153917*b*c^2*g*p*r*x^4-50*b*c^2*g*q^4*x^2-1899*b*c^2*g*q^3*r*x^2-27061*b*c ^2*g*q^3*x^3-3988*b*c^2*g*q^2*r^2*x^2-39249*b*c^2*g*q^2*r*x^3+39330*b*c^2*g*q^2 *x^4-1326*b*c^2*g*q*r^3*x^2+19644*b*c^2*g*q*r^2*x^3+142301*b*c^2*g*q*r*x^4+24*b *c^2*g*r^4*x^2+11328*b*c^2*g*r^3*x^3+32784*b*c^2*g*r^2*x^4-1308*b*c^2*p^5*x^2-\ 5581*b*c^2*p^4*q*x^2-6159*b*c^2*p^4*r*x^2-15398*b*c^2*p^4*x^3-6457*b*c^2*p^3*q^ 2*x^2-20298*b*c^2*p^3*q*r*x^2-73838*b*c^2*p^3*q*x^3-7507*b*c^2*p^3*r^2*x^2-\ 14827*b*c^2*p^3*r*x^3+16945*b*c^2*p^3*x^4-2375*b*c^2*p^2*q^3*x^2-16902*b*c^2*p^ 2*q^2*r*x^2-95034*b*c^2*p^2*q^2*x^3-15830*b*c^2*p^2*q*r^2*x^2-63166*b*c^2*p^2*q *r*x^3+42601*b*c^2*p^2*q*x^4-2610*b*c^2*p^2*r^3*x^2+18942*b*c^2*p^2*r^2*x^3+ 76147*b*c^2*p^2*r*x^4-191*b*c^2*p*q^4*x^2-4026*b*c^2*p*q^3*r*x^2-41114*b*c^2*p* q^3*x^3-6544*b*c^2*p*q^2*r^2*x^2-47795*b*c^2*p*q^2*r*x^3+45623*b*c^2*p*q^2*x^4-\ 1836*b*c^2*p*q*r^3*x^2+31095*b*c^2*p*q*r^2*x^3+158928*b*c^2*p*q*r*x^4+12998*b*c ^2*p*r^3*x^3+29556*b*c^2*p*r^2*x^4-165*b*c^2*q^4*r*x^2-4520*b*c^2*q^4*x^3-395*b *c^2*q^3*r^2*x^2-5720*b*c^2*q^3*r*x^3+19967*b*c^2*q^3*x^4+135*b*c^2*q^2*r^3*x^2 +11811*b*c^2*q^2*r^2*x^3+66209*b*c^2*q^2*r*x^4+192*b*c^2*q*r^4*x^2+8826*b*c^2*q *r^3*x^3+23076*b*c^2*q*r^2*x^4-220*b*c^2*r^4*x^3-7720*b*c^2*r^3*x^4-b*c*g^6*x^2 -83*b*c*g^5*p*x^2-17*b*c*g^5*q*x^2-79*b*c*g^5*r*x^2-700*b*c*g^5*x^3-673*b*c*g^4 *p^2*x^2-562*b*c*g^4*p*q*x^2-1388*b*c*g^4*p*r*x^2-7094*b*c*g^4*p*x^3-43*b*c*g^4 *q^2*x^2-471*b*c*g^4*q*r*x^2-4943*b*c*g^4*q*x^3-267*b*c*g^4*r^2*x^2-1789*b*c*g^ 4*r*x^3+1086*b*c*g^4*x^4-1719*b*c*g^3*p^3*x^2-3030*b*c*g^3*p^2*q*x^2-5246*b*c*g ^3*p^2*r*x^2-20218*b*c*g^3*p^2*x^3-988*b*c*g^3*p*q^2*x^2-5790*b*c*g^3*p*q*r*x^2 -35934*b*c*g^3*p*q*x^3-3033*b*c*g^3*p*r^2*x^2-14904*b*c*g^3*p*r*x^3+3022*b*c*g^ 3*p*x^4-35*b*c*g^3*q^3*x^2-794*b*c*g^3*q^2*r*x^2-10016*b*c*g^3*q^2*x^3-1084*b*c *g^3*q*r^2*x^2-10410*b*c*g^3*q*r*x^3+3943*b*c*g^3*q*x^4-183*b*c*g^3*r^3*x^2+ 2532*b*c*g^3*r^2*x^3+15171*b*c*g^3*r*x^4-1863*b*c*g^2*p^4*x^2-5519*b*c*g^2*p^3* q*x^2-7343*b*c*g^2*p^3*r*x^2-22733*b*c*g^2*p^3*x^3-3794*b*c*g^2*p^2*q^2*x^2-\ 15675*b*c*g^2*p^2*q*r*x^2-73244*b*c*g^2*p^2*q*x^3-6724*b*c*g^2*p^2*r^2*x^2-\ 23056*b*c*g^2*p^2*r*x^3+10219*b*c*g^2*p^2*x^4-585*b*c*g^2*p*q^3*x^2-6885*b*c*g^ 2*p*q^2*r*x^2-52561*b*c*g^2*p*q^2*x^3-8034*b*c*g^2*p*q*r^2*x^2-50624*b*c*g^2*p* q*r*x^3+12271*b*c*g^2*p*q*x^4-1407*b*c*g^2*p*r^3*x^2+9027*b*c*g^2*p*r^2*x^3+ 52478*b*c*g^2*p*r*x^4-8*b*c*g^2*q^4*x^2-464*b*c*g^2*q^3*r*x^2-7877*b*c*g^2*q^3* x^3-1117*b*c*g^2*q^2*r^2*x^2-11697*b*c*g^2*q^2*r*x^3+13531*b*c*g^2*q^2*x^4-423* b*c*g^2*q*r^3*x^2+6360*b*c*g^2*q*r^2*x^3+47301*b*c*g^2*q*r*x^4-6*b*c*g^2*r^4*x^ 2+3388*b*c*g^2*r^3*x^3+9432*b*c*g^2*r^2*x^4-885*b*c*g*p^5*x^2-3976*b*c*g*p^4*q* x^2-4233*b*c*g*p^4*r*x^2-10481*b*c*g*p^4*x^3-4559*b*c*g*p^3*q^2*x^2-14651*b*c*g *p^3*q*r*x^2-54336*b*c*g*p^3*q*x^3-5250*b*c*g*p^3*r^2*x^2-10508*b*c*g*p^3*r*x^3 +11787*b*c*g*p^3*x^4-1568*b*c*g*p^2*q^3*x^2-12080*b*c*g*p^2*q^2*r*x^2-69700*b*c *g*p^2*q^2*x^3-11705*b*c*g*p^2*q*r^2*x^2-50781*b*c*g*p^2*q*r*x^3+25096*b*c*g*p^ 2*q*x^4-1875*b*c*g*p^2*r^3*x^2+13008*b*c*g*p^2*r^2*x^3+54243*b*c*g*p^2*r*x^4-\ 100*b*c*g*p*q^4*x^2-2691*b*c*g*p*q^3*r*x^2-28280*b*c*g*p*q^3*x^3-4869*b*c*g*p*q ^2*r^2*x^2-37068*b*c*g*p*q^2*r*x^3+27981*b*c*g*p*q^2*x^4-1536*b*c*g*p*q*r^3*x^2 +19947*b*c*g*p*q*r^2*x^3+113001*b*c*g*p*q*r*x^4-12*b*c*g*p*r^4*x^2+9232*b*c*g*p *r^3*x^3+21528*b*c*g*p*r^2*x^4-82*b*c*g*q^4*r*x^2-2435*b*c*g*q^4*x^3-287*b*c*g* q^3*r^2*x^2-2819*b*c*g*q^3*r*x^3+14672*b*c*g*q^3*x^4-48*b*c*g*q^2*r^3*x^2+7716* b*c*g*q^2*r^2*x^3+45414*b*c*g*q^2*r*x^4+72*b*c*g*q*r^4*x^2+5852*b*c*g*q*r^3*x^3 +15552*b*c*g*q*r^2*x^4-80*b*c*g*r^4*x^3-5220*b*c*g*r^3*x^4-150*b*c*p^6*x^2-964* b*c*p^5*q*x^2-840*b*c*p^5*r*x^2-1593*b*c*p^5*x^3-1644*b*c*p^4*q^2*x^2-4339*b*c* p^4*q*r*x^2-12731*b*c*p^4*q*x^3-1329*b*c*p^4*r^2*x^2-774*b*c*p^4*r*x^3+3828*b*c *p^4*x^4-996*b*c*p^3*q^3*x^2-5627*b*c*p^3*q^2*r*x^2-25214*b*c*p^3*q^2*x^3-4738* b*c*p^3*q*r^2*x^2-12060*b*c*p^3*q*r*x^3+13438*b*c*p^3*q*x^4-729*b*c*p^3*r^3*x^2 +5286*b*c*p^3*r^2*x^3+16002*b*c*p^3*r*x^4-166*b*c*p^2*q^4*x^2-2383*b*c*p^2*q^3* r*x^2-18878*b*c*p^2*q^3*x^3-3459*b*c*p^2*q^2*r^2*x^2-17832*b*c*p^2*q^2*r*x^3+ 19440*b*c*p^2*q^2*x^4-1128*b*c*p^2*q*r^3*x^2+13776*b*c*p^2*q*r^2*x^3+57828*b*c* p^2*q*r*x^4-90*b*c*p^2*r^4*x^2+4120*b*c*p^2*r^3*x^3+6552*b*c*p^2*r^2*x^4-255*b* c*p*q^4*r*x^2-5073*b*c*p*q^4*x^3-476*b*c*p*q^3*r^2*x^2-6424*b*c*p*q^3*r*x^3+ 13878*b*c*p*q^3*x^4+180*b*c*p*q^2*r^3*x^2+11478*b*c*p*q^2*r^2*x^3+53298*b*c*p*q ^2*r*x^4+192*b*c*p*q*r^4*x^2+8076*b*c*p*q*r^3*x^3+18036*b*c*p*q*r^2*x^4-70*b*c* p*r^4*x^3-5280*b*c*p*r^3*x^4-271*b*c*q^5*x^3+12*b*c*q^4*r^2*x^2+122*b*c*q^4*r*x ^3+4048*b*c*q^4*x^4+81*b*c*q^3*r^3*x^2+2292*b*c*q^3*r^2*x^3+11472*b*c*q^3*r*x^4 +60*b*c*q^2*r^4*x^2+1436*b*c*q^2*r^3*x^3+2196*b*c*q^2*r^2*x^4-290*b*c*q*r^4*x^3 -4500*b*c*q*r^3*x^4-b*g^6*p*x^2-b*g^6*r*x^2-21*b*g^6*x^3-30*b*g^5*p^2*x^2-18*b* g^5*p*q*x^2-64*b*g^5*p*r*x^2-367*b*g^5*p*x^3-11*b*g^5*q*r*x^2-230*b*g^5*q*x^3-4 *b*g^5*r^2*x^2-19*b*g^5*r*x^3+133*b*g^5*x^4-121*b*g^4*p^3*x^2-198*b*g^4*p^2*q*x ^2-381*b*g^4*p^2*r*x^2-1492*b*g^4*p^2*x^3-50*b*g^4*p*q^2*x^2-378*b*g^4*p*q*r*x^ 2-2660*b*g^4*p*q*x^3-213*b*g^4*p*r^2*x^2-1037*b*g^4*p*r*x^3+311*b*g^4*p*x^4-25* b*g^4*q^2*r*x^2-622*b*g^4*q^2*x^3-34*b*g^4*q*r^2*x^2-525*b*g^4*q*r*x^3+448*b*g^ 4*q*x^4-3*b*g^4*r^3*x^2+261*b*g^4*r^2*x^3+1183*b*g^4*r*x^4-192*b*g^3*p^4*x^2-\ 574*b*g^3*p^3*q*x^2-776*b*g^3*p^3*r*x^2-2366*b*g^3*p^3*x^3-366*b*g^3*p^2*q^2*x^ 2-1659*b*g^3*p^2*q*r*x^2-8106*b*g^3*p^2*q*x^3-721*b*g^3*p^2*r^2*x^2-2424*b*g^3* p^2*r*x^3+1181*b*g^3*p^2*x^4-42*b*g^3*p*q^3*x^2-653*b*g^3*p*q^2*r*x^2-5525*b*g^ 3*p*q^2*x^3-832*b*g^3*p*q*r^2*x^2-5728*b*g^3*p*q*r*x^3+838*b*g^3*p*q*x^4-147*b* g^3*p*r^3*x^2+996*b*g^3*p*r^2*x^3+5742*b*g^3*p*r*x^4-17*b*g^3*q^3*r*x^2-635*b*g ^3*q^3*x^3-55*b*g^3*q^2*r^2*x^2-787*b*g^3*q^2*r*x^3+1739*b*g^3*q^2*x^4-21*b*g^3 *q*r^3*x^2+783*b*g^3*q*r^2*x^3+5050*b*g^3*q*r*x^4+296*b*g^3*r^3*x^3+684*b*g^3*r ^2*x^4-142*b*g^2*p^5*x^2-679*b*g^2*p^4*q*x^2-693*b*g^2*p^4*r*x^2-1656*b*g^2*p^4 *x^3-765*b*g^2*p^3*q^2*x^2-2545*b*g^2*p^3*q*r*x^2-9651*b*g^2*p^3*q*x^3-877*b*g^ 2*p^3*r^2*x^2-1629*b*g^2*p^3*r*x^3+2125*b*g^2*p^3*x^4-237*b*g^2*p^2*q^3*x^2-\ 2056*b*g^2*p^2*q^2*r*x^2-12329*b*g^2*p^2*q^2*x^3-2083*b*g^2*p^2*q*r^2*x^2-9827* b*g^2*p^2*q*r*x^3+3301*b*g^2*p^2*q*x^4-324*b*g^2*p^2*r^3*x^2+2208*b*g^2*p^2*r^2 *x^3+9353*b*g^2*p^2*r*x^4-9*b*g^2*p*q^4*x^2-405*b*g^2*p*q^3*r*x^2-4569*b*g^2*p* q^3*x^3-841*b*g^2*p*q^2*r^2*x^2-6796*b*g^2*p*q^2*r*x^3+3988*b*g^2*p*q^2*x^4-297 *b*g^2*p*q*r^3*x^2+3006*b*g^2*p*q*r^2*x^3+19305*b*g^2*p*q*r*x^4-6*b*g^2*p*r^4*x ^2+1524*b*g^2*p*r^3*x^3+3546*b*g^2*p*r^2*x^4-2*b*g^2*q^4*r*x^2-235*b*g^2*q^4*x^ 3-28*b*g^2*q^3*r^2*x^2-44*b*g^2*q^3*r*x^3+2812*b*g^2*q^3*x^4-21*b*g^2*q^2*r^3*x ^2+1272*b*g^2*q^2*r^2*x^3+7423*b*g^2*q^2*r*x^4+840*b*g^2*q*r^3*x^3+2178*b*g^2*q *r^2*x^4-810*b*g^2*r^3*x^4-48*b*g*p^6*x^2-348*b*g*p^5*q*x^2-274*b*g*p^5*r*x^2-\ 481*b*g*p^5*x^3-599*b*g*p^4*q^2*x^2-1590*b*g*p^4*q*r*x^2-4746*b*g*p^4*q*x^3-445 *b*g*p^4*r^2*x^2-142*b*g*p^4*r*x^3+1414*b*g*p^4*x^4-346*b*g*p^3*q^3*x^2-2081*b* g*p^3*q^2*r*x^2-9597*b*g*p^3*q^2*x^3-1781*b*g*p^3*q*r^2*x^2-5155*b*g*p^3*q*r*x^ 3+4247*b*g*p^3*q*x^4-255*b*g*p^3*r^3*x^2+1872*b*g*p^3*r^2*x^3+5680*b*g*p^3*r*x^ 4-47*b*g*p^2*q^4*x^2-843*b*g*p^2*q^3*r*x^2-6893*b*g*p^2*q^3*x^3-1330*b*g*p^2*q^ 2*r^2*x^2-7611*b*g*p^2*q^2*r*x^3+5885*b*g*p^2*q^2*x^4-450*b*g*p^2*q*r^3*x^2+ 4578*b*g*p^2*q*r^2*x^3+21207*b*g*p^2*q*r*x^4-36*b*g*p^2*r^4*x^2+1448*b*g*p^2*r^ 3*x^3+2406*b*g*p^2*r^2*x^4-78*b*g*p*q^4*r*x^2-1574*b*g*p*q^4*x^3-195*b*g*p*q^3* r^2*x^2-2295*b*g*p*q^3*r*x^3+4685*b*g*p*q^3*x^4+24*b*g*p*q^2*r^3*x^2+3864*b*g*p *q^2*r^2*x^3+19164*b*g*p*q^2*r*x^4+72*b*g*p*q*r^4*x^2+3124*b*g*p*q*r^3*x^3+7434 *b*g*p*q*r^2*x^4-20*b*g*p*r^4*x^3-1890*b*g*p*r^3*x^4-13*b*g*q^5*x^3-3*b*g*q^4*r ^2*x^2+303*b*g*q^4*r*x^3+1633*b*g*q^4*x^4-3*b*g*q^3*r^3*x^2+774*b*g*q^3*r^2*x^3 +3637*b*g*q^3*r*x^4+344*b*g*q^2*r^3*x^3+72*b*g*q^2*r^2*x^4-60*b*g*q*r^4*x^3-\ 1500*b*g*q*r^3*x^4-6*b*p^7*x^2-63*b*p^6*q*x^2-39*b*p^6*r*x^2-45*b*p^6*x^3-153*b *p^5*q^2*x^2-339*b*p^5*q*r*x^2-779*b*p^5*q*x^3-78*b*p^5*r^2*x^2+91*b*p^5*r*x^3+ 292*b*p^5*x^4-141*b*p^4*q^3*x^2-651*b*p^4*q^2*r*x^2-2288*b*p^4*q^2*x^3-492*b*p^ 4*q*r^2*x^2-604*b*p^4*q*r*x^3+1464*b*p^4*q*x^4-63*b*p^4*r^3*x^2+495*b*p^4*r^2*x ^3+1042*b*p^4*r*x^4-45*b*p^3*q^4*x^2-441*b*p^3*q^3*r*x^2-2640*b*p^3*q^3*x^3-585 *b*p^3*q^2*r^2*x^2-1805*b*p^3*q^2*r*x^3+2885*b*p^3*q^2*x^4-216*b*p^3*q*r^3*x^2+ 1893*b*p^3*q*r^2*x^3+6450*b*p^3*q*r*x^4-18*b*p^3*r^4*x^2+402*b*p^3*r^3*x^3+162* b*p^3*r^2*x^4-90*b*p^2*q^4*r*x^2-1307*b*p^2*q^4*x^3-153*b*p^2*q^3*r^2*x^2-1388* b*p^2*q^3*r*x^3+2791*b*p^2*q^3*x^4-15*b*p^2*q^2*r^3*x^2+2529*b*p^2*q^2*r^2*x^3+ 10221*b*p^2*q^2*r*x^4+1402*b*p^2*q*r^3*x^3+2466*b*p^2*q*r^2*x^4+40*b*p^2*r^4*x^ 3-770*b*p^2*r^3*x^4-221*b*p*q^5*x^3+18*b*p*q^4*r^2*x^2-232*b*p*q^4*r*x^3+1323*b *p*q^4*x^4+87*b*p*q^3*r^3*x^2+1212*b*p*q^3*r^2*x^3+5260*b*p*q^3*r*x^4+60*b*p*q^ 2*r^4*x^2+996*b*p*q^2*r^3*x^3+1962*b*p*q^2*r^2*x^4-130*b*p*q*r^4*x^3-1800*b*p*q *r^3*x^4+46*b*q^5*r*x^3+245*b*q^5*x^4+81*b*q^4*r^2*x^3+447*b*q^4*r*x^4-24*b*q^3 *r^3*x^3-342*b*q^3*r^2*x^4-50*b*q^2*r^4*x^3-510*b*q^2*r^3*x^4-800*c^8*x^2-2160* c^7*g*x^2-3552*c^7*p*x^2-1728*c^7*q*x^2-4000*c^7*r*x^2-17792*c^7*x^3-2400*c^6*g ^2*x^2-8480*c^6*g*p*x^2-4064*c^6*g*q*x^2-9440*c^6*g*r*x^2-42432*c^6*g*x^3-6176* c^6*p^2*x^2-7200*c^6*p*q*x^2-13120*c^6*p*r*x^2-49288*c^6*p*x^3-1448*c^6*q^2*x^2 -7840*c^6*q*r*x^2-41400*c^6*q*x^3-4152*c^6*r^2*x^2-19584*c^6*r*x^3+2848*c^6*x^4 -1400*c^5*g^3*x^2-8208*c^5*g^2*p*x^2-3840*c^5*g^2*q*x^2-9008*c^5*g^2*r*x^2-\ 41088*c^5*g^2*x^3-12776*c^5*g*p^2*x^2-14816*c^5*g*p*q*x^2-27160*c^5*g*p*r*x^2-\ 102676*c^5*g*p*x^3-2876*c^5*g*q^2*x^2-15880*c^5*g*q*r*x^2-85708*c^5*g*q*x^3-\ 8444*c^5*g*r^2*x^2-40320*c^5*g*r*x^3+5488*c^5*g*x^4-5540*c^5*p^3*x^2-11512*c^5* p^2*q*x^2-16952*c^5*p^2*r*x^2-53880*c^5*p^2*x^3-5596*c^5*p*q^2*x^2-23552*c^5*p* q*r*x^2-103104*c^5*p*q*x^3-10776*c^5*p*r^2*x^2-38288*c^5*p*r*x^3+12736*c^5*p*x^ 4-584*c^5*q^3*x^2-5888*c^5*q^2*r*x^2-38280*c^5*q^2*x^3-6672*c^5*q*r^2*x^2-35728 *c^5*q*r*x^3+12736*c^5*q*x^4-1224*c^5*r^3*x^2+6336*c^5*r^2*x^3+38672*c^5*r*x^4-\ 450*c^4*g^4*x^2-4096*c^4*g^3*p*x^2-1840*c^4*g^3*q*x^2-4416*c^4*g^3*r*x^2-20576* c^4*g^3*x^3-10468*c^4*g^2*p^2*x^2-12016*c^4*g^2*p*q*x^2-22308*c^4*g^2*p*r*x^2-\ 84898*c^4*g^2*p*x^3-2206*c^4*g^2*q^2*x^2-12588*c^4*g^2*q*r*x^2-70254*c^4*g^2*q* x^3-6718*c^4*g^2*r^2*x^2-32064*c^4*g^2*r*x^3+5112*c^4*g^2*x^4-9600*c^4*g*p^3*x^ 2-20128*c^4*g*p^2*q*x^2-29620*c^4*g*p^2*r*x^2-94524*c^4*g*p^2*x^3-9568*c^4*g*p* q^2*x^2-41064*c^4*g*p*q*r*x^2-182672*c^4*g*p*q*x^3-18796*c^4*g*p*r^2*x^2-68544* c^4*g*p*r*x^3+20044*c^4*g*p*x^4-936*c^4*g*q^3*x^2-9868*c^4*g*q^2*r*x^2-66180*c^ 4*g*q^2*x^3-11380*c^4*g*q*r^2*x^2-63024*c^4*g*q*r*x^3+20044*c^4*g*q*x^4-2064*c^ 4*g*r^3*x^2+10752*c^4*g*r^2*x^3+66712*c^4*g*r*x^4-2782*c^4*p^4*x^2-9304*c^4*p^3 *q*x^2-11010*c^4*p^3*r*x^2-29194*c^4*p^3*x^3-8046*c^4*p^2*q^2*x^2-27402*c^4*p^2 *q*r*x^2-99898*c^4*p^2*q*x^3-10524*c^4*p^2*r^2*x^2-25002*c^4*p^2*r*x^3+19076*c^ 4*p^2*x^4-2068*c^4*p*q^3*x^2-15798*c^4*p*q^2*r*x^2-83462*c^4*p*q^2*x^3-15852*c^ 4*p*q*r^2*x^2-64080*c^4*p*q*r*x^3+30912*c^4*p*q*x^4-2580*c^4*p*r^3*x^2+16218*c^ 4*p*r^2*x^3+70652*c^4*p*r*x^4-112*c^4*q^4*x^2-2094*c^4*q^3*r*x^2-17846*c^4*q^3* x^3-3774*c^4*q^2*r^2*x^2-23094*c^4*q^2*r*x^3+19076*c^4*q^2*x^4-1380*c^4*q*r^3*x ^2+12294*c^4*q*r^2*x^3+70652*c^4*q*r*x^4-24*c^4*r^4*x^2+6560*c^4*r^3*x^3+16416* c^4*r^2*x^4-75*c^3*g^5*x^2-1102*c^3*g^4*p*x^2-460*c^3*g^4*q*x^2-1162*c^3*g^4*r* x^2-5592*c^3*g^4*x^3-4282*c^3*g^3*p^2*x^2-4816*c^3*g^3*p*q*x^2-9178*c^3*g^3*p*r *x^2-35151*c^3*g^3*p*x^3-805*c^3*g^3*q^2*x^2-4870*c^3*g^3*q*r*x^2-28713*c^3*g^3 *q*x^3-2601*c^3*g^3*r^2*x^2-12000*c^3*g^3*r*x^3+3204*c^3*g^3*x^4-6341*c^3*g^2*p ^3*x^2-13418*c^3*g^2*p^2*q*x^2-19818*c^3*g^2*p^2*r*x^2-63230*c^3*g^2*p^2*x^3-\ 6155*c^3*g^2*p*q^2*x^2-27272*c^3*g^2*p*q*r*x^2-124112*c^3*g^2*p*q*x^3-12518*c^3 *g^2*p*r^2*x^2-46120*c^3*g^2*p*r*x^3+12856*c^3*g^2*p*x^4-542*c^3*g^2*q^3*x^2-\ 6132*c^3*g^2*q^2*r*x^2-43330*c^3*g^2*q^2*x^3-7208*c^3*g^2*q*r^2*x^2-41408*c^3*g ^2*q*r*x^3+12856*c^3*g^2*q*x^4-1266*c^3*g^2*r^3*x^2+7728*c^3*g^2*r^2*x^3+45108* c^3*g^2*r*x^4-3821*c^3*g*p^4*x^2-13212*c^3*g*p^3*q*x^2-15315*c^3*g*p^3*r*x^2-\ 40653*c^3*g*p^3*x^3-11331*c^3*g*p^2*q^2*x^2-39099*c^3*g*p^2*q*r*x^2-144525*c^3* g*p^2*q*x^3-14706*c^3*g*p^2*r^2*x^2-36341*c^3*g*p^2*r*x^3+25324*c^3*g*p^2*x^4-\ 2778*c^3*g*p*q^3*x^2-22155*c^3*g*p*q^2*r*x^2-119675*c^3*g*p*q^2*x^3-22614*c^3*g *p*q*r^2*x^2-96096*c^3*g*p*q*r*x^3+37872*c^3*g*p*q*x^4-3558*c^3*g*p*r^3*x^2+ 21879*c^3*g*p*r^2*x^3+98232*c^3*g*p*r*x^4-134*c^3*g*q^4*x^2-2739*c^3*g*q^3*r*x^ 2-24267*c^3*g*q^3*x^3-5157*c^3*g*q^2*r^2*x^2-32779*c^3*g*q^2*r*x^3+25324*c^3*g* q^2*x^4-1950*c^3*g*q*r^3*x^2+16185*c^3*g*q*r^2*x^3+98232*c^3*g*q*r*x^4-24*c^3*g *r^4*x^2+8960*c^3*g*r^3*x^3+22464*c^3*g*r^2*x^4-779*c^3*p^5*x^2-4124*c^3*p^4*q* x^2-3761*c^3*p^4*r*x^2-7920*c^3*p^4*x^3-5606*c^3*p^3*q^2*x^2-15758*c^3*p^3*q*r* x^2-47488*c^3*p^3*q*x^3-4821*c^3*p^3*r^2*x^2-4801*c^3*p^3*r*x^3+12920*c^3*p^3*x ^4-2612*c^3*p^2*q^3*x^2-15792*c^3*p^2*q^2*r*x^2-68256*c^3*p^2*q^2*x^3-13974*c^3 *p^2*q*r^2*x^2-39697*c^3*p^2*q*r*x^3+30424*c^3*p^2*q*x^4-1911*c^3*p^2*r^3*x^2+ 15039*c^3*p^2*r^2*x^3+47860*c^3*p^2*r*x^4-359*c^3*p*q^4*x^2-4874*c^3*p*q^3*r*x^ 2-33056*c^3*p*q^3*x^3-7845*c^3*p*q^2*r^2*x^2-36551*c^3*p*q^2*r*x^3+30424*c^3*p* q^2*x^4-2832*c^3*p*q*r^3*x^2+22752*c^3*p*q*r^2*x^3+104728*c^3*p*q*r*x^4-96*c^3* p*r^4*x^2+9220*c^3*p*r^3*x^3+17568*c^3*p*r^2*x^4-8*c^3*q^5*x^2-347*c^3*q^4*r*x^ 2-4368*c^3*q^4*x^3-852*c^3*q^3*r^2*x^2-5927*c^3*q^3*r*x^3+12920*c^3*q^3*x^4-339 *c^3*q^2*r^3*x^2+9441*c^3*q^2*r^2*x^3+47860*c^3*q^2*r*x^4+24*c^3*q*r^4*x^2+7500 *c^3*q*r^3*x^3+17568*c^3*q*r^2*x^4-5280*c^3*r^3*x^4-5*c^2*g^6*x^2-150*c^2*g^5*p *x^2-54*c^2*g^5*q*x^2-154*c^2*g^5*r*x^2-780*c^2*g^5*x^3-901*c^2*g^4*p^2*x^2-970 *c^2*g^4*p*q*x^2-1955*c^2*g^4*p*r*x^2-7517*c^2*g^4*p*x^3-136*c^2*g^4*q^2*x^2-\ 923*c^2*g^4*q*r*x^2-6011*c^2*g^4*q*x^3-487*c^2*g^4*r^2*x^2-1944*c^2*g^4*r*x^3+ 1328*c^2*g^4*x^4-1971*c^2*g^3*p^3*x^2-4198*c^2*g^3*p^2*q*x^2-6287*c^2*g^3*p^2*r *x^2-19869*c^2*g^3*p^2*x^3-1813*c^2*g^3*p*q^2*x^2-8490*c^2*g^3*p*q*r*x^2-39988* c^2*g^3*p*q*x^3-3933*c^2*g^3*p*r^2*x^2-14164*c^2*g^3*p*r*x^3+4531*c^2*g^3*p*x^4 -132*c^2*g^3*q^3*x^2-1691*c^2*g^3*q^2*r*x^2-13155*c^2*g^3*q^2*x^3-2025*c^2*g^3* q*r^2*x^2-12128*c^2*g^3*q*r*x^3+4531*c^2*g^3*q*x^4-330*c^2*g^3*r^3*x^2+3024*c^2 *g^3*r^2*x^3+14962*c^2*g^3*r*x^4-1869*c^2*g^2*p^4*x^2-6744*c^2*g^2*p^3*q*x^2-\ 7637*c^2*g^2*p^3*r*x^2-20040*c^2*g^2*p^3*x^3-5694*c^2*g^2*p^2*q^2*x^2-20101*c^2 *g^2*p^2*q*r*x^2-75562*c^2*g^2*p^2*q*x^3-7386*c^2*g^2*p^2*r^2*x^2-18342*c^2*g^2 *p^2*r*x^3+12695*c^2*g^2*p^2*x^4-1296*c^2*g^2*p*q^3*x^2-11038*c^2*g^2*p*q^2*r*x ^2-61722*c^2*g^2*p*q^2*x^3-11550*c^2*g^2*p*q*r^2*x^2-51732*c^2*g^2*p*q*r*x^3+ 16284*c^2*g^2*p*q*x^4-1752*c^2*g^2*p*r^3*x^2+10911*c^2*g^2*p*r^2*x^3+49465*c^2* g^2*p*r*x^4-51*c^2*g^2*q^4*x^2-1202*c^2*g^2*q^3*r*x^2-11532*c^2*g^2*q^3*x^3-\ 2373*c^2*g^2*q^2*r^2*x^2-15834*c^2*g^2*q^2*r*x^3+12695*c^2*g^2*q^2*x^4-912*c^2* g^2*q*r^3*x^2+8097*c^2*g^2*q*r^2*x^3+49465*c^2*g^2*q*r*x^4-6*c^2*g^2*r^4*x^2+ 4200*c^2*g^2*r^3*x^3+9960*c^2*g^2*r^2*x^4-765*c^2*g*p^5*x^2-4425*c^2*g*p^4*q*x^ 2-3749*c^2*g*p^4*r*x^2-7746*c^2*g*p^4*x^3-6069*c^2*g*p^3*q^2*x^2-17056*c^2*g*p^ 3*q*r*x^2-52100*c^2*g*p^3*q*x^3-4821*c^2*g*p^3*r^2*x^2-4488*c^2*g*p^3*r*x^3+ 13643*c^2*g*p^3*x^4-2745*c^2*g*p^2*q^3*x^2-17172*c^2*g*p^2*q^2*r*x^2-75672*c^2* g*p^2*q^2*x^3-15251*c^2*g*p^2*q*r^2*x^2-46742*c^2*g*p^2*q*r*x^3+29035*c^2*g*p^2 *q*x^4-1863*c^2*g*p^2*r^3*x^2+15882*c^2*g*p^2*r^2*x^3+50266*c^2*g*p^2*r*x^4-342 *c^2*g*p*q^4*x^2-5104*c^2*g*p*q^3*r*x^2-35492*c^2*g*p*q^3*x^3-8582*c^2*g*p*q^2* r^2*x^2-42502*c^2*g*p*q^2*r*x^3+29035*c^2*g*p*q^2*x^4-3132*c^2*g*p*q*r^3*x^2+ 22680*c^2*g*p*q*r^2*x^3+112032*c^2*g*p*q*r*x^4-60*c^2*g*p*r^4*x^2+9840*c^2*g*p* r^3*x^3+19068*c^2*g*p*r^2*x^4-6*c^2*g*q^5*x^2-317*c^2*g*q^4*r*x^2-4174*c^2*g*q^ 4*x^3-870*c^2*g*q^3*r^2*x^2-5892*c^2*g*q^3*r*x^3+13643*c^2*g*q^3*x^4-423*c^2*g* q^2*r^3*x^2+9390*c^2*g*q^2*r^2*x^3+50266*c^2*g*q^2*r*x^4+7800*c^2*g*q*r^3*x^3+ 19068*c^2*g*q*r^2*x^4-5440*c^2*g*r^3*x^4-111*c^2*p^6*x^2-1001*c^2*p^5*q*x^2-630 *c^2*p^5*r*x^2-882*c^2*p^5*x^3-2012*c^2*p^4*q^2*x^2-4700*c^2*p^4*q*r*x^2-11454* c^2*p^4*q*x^3-1023*c^2*p^4*r^2*x^2+1022*c^2*p^4*r*x^3+4195*c^2*p^4*x^4-1488*c^2 *p^3*q^3*x^2-7359*c^2*p^3*q^2*r*x^2-25872*c^2*p^3*q^2*x^3-5739*c^2*p^3*q*r^2*x^ 2-9710*c^2*p^3*q*r*x^3+14062*c^2*p^3*q*x^4-594*c^2*p^3*r^3*x^2+6192*c^2*p^3*r^2 *x^3+14271*c^2*p^3*r*x^4-389*c^2*p^2*q^4*x^2-3945*c^2*p^2*q^3*r*x^2-21432*c^2*p ^2*q^3*x^3-5700*c^2*p^2*q^2*r^2*x^2-18792*c^2*p^2*q^2*r*x^3+19734*c^2*p^2*q^2*x ^4-2058*c^2*p^2*q*r^3*x^2+14796*c^2*p^2*q*r^2*x^3+54897*c^2*p^2*q*r*x^4-90*c^2* p^2*r^4*x^2+4182*c^2*p^2*r^3*x^3+4536*c^2*p^2*r^2*x^4-23*c^2*p*q^5*x^2-677*c^2* p*q^4*r*x^2-6654*c^2*p*q^4*x^3-1473*c^2*p*q^3*r^2*x^2-8362*c^2*p*q^3*r*x^3+ 14062*c^2*p*q^3*x^4-648*c^2*p*q^2*r^3*x^2+12636*c^2*p*q^2*r^2*x^3+54897*c^2*p*q ^2*r*x^4-48*c^2*p*q*r^4*x^2+9000*c^2*p*q*r^3*x^3+17568*c^2*p*q*r^2*x^4+110*c^2* p*r^4*x^3-5020*c^2*p*r^3*x^4-21*c^2*q^5*r*x^2-522*c^2*q^5*x^3-51*c^2*q^4*r^2*x^ 2-302*c^2*q^4*r*x^3+4195*c^2*q^4*x^4+48*c^2*q^3*r^3*x^2+3240*c^2*q^3*r^2*x^3+ 14271*c^2*q^3*r*x^4+60*c^2*q^2*r^4*x^2+2658*c^2*q^2*r^3*x^3+4536*c^2*q^2*r^2*x^ 4-110*c^2*q*r^4*x^3-5020*c^2*q*r^3*x^4-8*c*g^6*p*x^2-2*c*g^6*q*x^2-8*c*g^6*r*x^ 2-44*c*g^6*x^3-89*c*g^5*p^2*x^2-86*c*g^5*p*q*x^2-198*c*g^5*p*r*x^2-758*c*g^5*p* x^3-8*c*g^5*q^2*x^2-72*c*g^5*q*r*x^2-582*c*g^5*q*x^3-35*c*g^5*r^2*x^2-48*c*g^5* r*x^3+300*c*g^5*x^4-284*c*g^4*p^3*x^2-601*c*g^4*p^2*q*x^2-936*c*g^4*p^2*r*x^2-\ 2871*c*g^4*p^2*x^3-232*c*g^4*p*q^2*x^2-1208*c*g^4*p*q*r*x^2-6020*c*g^4*p*q*x^3-\ 575*c*g^4*p*r^2*x^2-1881*c*g^4*p*r*x^3+931*c*g^4*p*x^4-11*c*g^4*q^3*x^2-186*c*g ^4*q^2*r*x^2-1785*c*g^4*q^2*x^3-224*c*g^4*q*r^2*x^2-1419*c*g^4*q*r*x^3+931*c*g^ 4*q*x^4-30*c*g^4*r^3*x^2+624*c*g^4*r^2*x^3+2402*c*g^4*r*x^4-381*c*g^3*p^4*x^2-\ 1450*c*g^3*p^3*q*x^2-1604*c*g^3*p^3*r*x^2-4046*c*g^3*p^3*x^3-1188*c*g^3*p^2*q^2 *x^2-4371*c*g^3*p^2*q*r*x^2-16787*c*g^3*p^2*q*x^3-1570*c*g^3*p^2*r^2*x^2-3639*c *g^3*p^2*r*x^3+2987*c*g^3*p^2*x^4-238*c*g^3*p*q^3*x^2-2265*c*g^3*p*q^2*r*x^2-\ 13413*c*g^3*p*q^2*x^3-2467*c*g^3*p*q*r^2*x^2-11700*c*g^3*p*q*r*x^3+2902*c*g^3*p *q*x^4-363*c*g^3*p*r^3*x^2+2415*c*g^3*p*r^2*x^3+10646*c*g^3*p*r*x^4-6*c*g^3*q^4 *x^2-188*c*g^3*q^3*r*x^2-2182*c*g^3*q^3*x^3-391*c*g^3*q^2*r^2*x^2-2829*c*g^3*q^ 2*r*x^3+2987*c*g^3*q^2*x^4-147*c*g^3*q*r^3*x^2+1905*c*g^3*q*r^2*x^3+10646*c*g^3 *q*r*x^4+760*c*g^3*r^3*x^3+1464*c*g^3*r^2*x^4-232*c*g^2*p^5*x^2-1521*c*g^2*p^4* q*x^2-1165*c*g^2*p^4*r*x^2-2258*c*g^2*p^4*x^3-2102*c*g^2*p^3*q^2*x^2-5936*c*g^2 *p^3*q*r*x^2-18368*c*g^2*p^3*q*x^3-1509*c*g^2*p^3*r^2*x^2-954*c*g^2*p^3*r*x^3+ 4882*c*g^2*p^3*x^4-908*c*g^2*p^2*q^3*x^2-5977*c*g^2*p^2*q^2*r*x^2-27048*c*g^2*p ^2*q^2*x^3-5356*c*g^2*p^2*q*r^2*x^2-17683*c*g^2*p^2*q*r*x^3+8675*c*g^2*p^2*q*x^ 4-567*c*g^2*p^2*r^3*x^2+5514*c*g^2*p^2*r^2*x^3+16907*c*g^2*p^2*r*x^4-96*c*g^2*p *q^4*x^2-1664*c*g^2*p*q^3*r*x^2-12108*c*g^2*p*q^3*x^3-2962*c*g^2*p*q^2*r^2*x^2-\ 15725*c*g^2*p*q^2*r*x^3+8675*c*g^2*p*q^2*x^4-1098*c*g^2*p*q*r^3*x^2+7200*c*g^2* p*q*r^2*x^3+38424*c*g^2*p*q*r*x^4-6*c*g^2*p*r^4*x^2+3280*c*g^2*p*r^3*x^3+6120*c *g^2*p*r^2*x^4-c*g^2*q^5*x^2-76*c*g^2*q^4*r*x^2-1170*c*g^2*q^4*x^3-240*c*g^2*q^ 3*r^2*x^2-1530*c*g^2*q^3*r*x^3+4882*c*g^2*q^3*x^4-135*c*g^2*q^2*r^3*x^2+3126*c* g^2*q^2*r^2*x^3+16907*c*g^2*q^2*r*x^4-6*c*g^2*q*r^4*x^2+2480*c*g^2*q*r^3*x^3+ 6120*c*g^2*q*r^2*x^4-1720*c*g^2*r^3*x^4-60*c*g*p^6*x^2-711*c*g*p^5*q*x^2-346*c* g*p^5*r*x^2-366*c*g*p^5*x^3-1481*c*g*p^4*q^2*x^2-3375*c*g*p^4*q*r*x^2-8302*c*g* p^4*q*x^3-559*c*g*p^4*r^2*x^2+1253*c*g*p^4*r*x^3+3123*c*g*p^4*x^4-1081*c*g*p^3* q^3*x^2-5464*c*g*p^3*q^2*r*x^2-19608*c*g*p^3*q^2*x^3-4173*c*g*p^3*q*r^2*x^2-\ 7853*c*g*p^3*q*r*x^3+9435*c*g*p^3*q*x^4-309*c*g*p^3*r^3*x^2+4548*c*g*p^3*r^2*x^ 3+9822*c*g*p^3*r*x^4-263*c*g*p^2*q^4*x^2-2884*c*g*p^2*q^3*r*x^2-16032*c*g*p^2*q ^3*x^3-4298*c*g*p^2*q^2*r^2*x^2-15696*c*g*p^2*q^2*r*x^3+12624*c*g*p^2*q^2*x^4-\ 1518*c*g*p^2*q*r^3*x^2+10122*c*g*p^2*q*r^2*x^3+39966*c*g*p^2*q*r*x^4-36*c*g*p^2 *r^4*x^2+2888*c*g*p^2*r^3*x^3+2976*c*g*p^2*r^2*x^4-12*c*g*p*q^5*x^2-459*c*g*p*q ^4*r*x^2-4618*c*g*p*q^4*x^3-1104*c*g*p*q^3*r^2*x^2-6559*c*g*p*q^3*r*x^3+9435*c* g*p*q^3*x^4-534*c*g*p*q^2*r^3*x^2+8526*c*g*p*q^2*r^2*x^3+39966*c*g*p*q^2*r*x^4-\ 36*c*g*p*q*r^4*x^2+6720*c*g*p*q*r^3*x^3+14328*c*g*p*q*r^2*x^4+40*c*g*p*r^4*x^3-\ 3540*c*g*p*r^3*x^4-10*c*g*q^5*r*x^2-258*c*g*q^5*x^3-37*c*g*q^4*r^2*x^2+31*c*g*q ^4*r*x^3+3123*c*g*q^4*x^4+3*c*g*q^3*r^3*x^2+2196*c*g*q^3*r^2*x^3+9822*c*g*q^3*r *x^4+24*c*g*q^2*r^4*x^2+1792*c*g*q^2*r^3*x^3+2976*c*g*q^2*r^2*x^4-40*c*g*q*r^4* x^3-3540*c*g*q*r^3*x^4-6*c*p^7*x^2-123*c*p^6*q*x^2-39*c*p^6*r*x^2+3*c*p^6*x^3-\ 354*c*p^5*q^2*x^2-687*c*p^5*q*r*x^2-1304*c*p^5*q*x^3-78*c*p^5*r^2*x^2+429*c*p^5 *r*x^3+597*c*p^5*x^4-384*c*p^4*q^3*x^2-1596*c*p^4*q^2*r*x^2-4501*c*p^4*q^2*x^3-\ 1095*c*p^4*q*r^2*x^2-696*c*p^4*q*r*x^3+2899*c*p^4*q*x^4-63*c*p^4*r^3*x^2+1098*c *p^4*r^2*x^3+1675*c*p^4*r*x^4-168*c*p^3*q^4*x^2-1320*c*p^3*q^3*r*x^2-5672*c*p^3 *q^3*x^3-1737*c*p^3*q^2*r^2*x^2-3501*c*p^3*q^2*r*x^3+5712*c*p^3*q^2*x^4-621*c*p ^3*q*r^3*x^2+3951*c*p^3*q*r^2*x^3+11680*c*p^3*q*r*x^4-18*c*p^3*r^4*x^2+762*c*p^ 3*r^3*x^3-108*c*p^3*r^2*x^4-21*c*p^2*q^5*x^2-405*c*p^2*q^4*r*x^2-3095*c*p^2*q^4 *x^3-792*c*p^2*q^3*r^2*x^2-3123*c*p^2*q^3*r*x^3+5712*c*p^2*q^3*x^4-420*c*p^2*q^ 2*r^3*x^2+5400*c*p^2*q^2*r^2*x^3+20010*c*p^2*q^2*r*x^4-90*c*p^2*q*r^4*x^2+3046* c*p^2*q*r^3*x^3+4284*c*p^2*q*r^2*x^4+90*c*p^2*r^4*x^3-1360*c*p^2*r^3*x^4-33*c*p *q^5*r*x^2-640*c*p*q^5*x^3-69*c*p*q^4*r^2*x^2-672*c*p*q^4*r*x^3+2899*c*p*q^4*x^ 4+51*c*p*q^3*r^3*x^2+2961*c*p*q^3*r^2*x^3+11680*c*p*q^3*r*x^4+60*c*p*q^2*r^4*x^ 2+2594*c*p*q^2*r^3*x^3+4284*c*p*q^2*r^2*x^4-3600*c*p*q*r^3*x^4-23*c*q^6*x^3+3*c *q^5*r^2*x^2+75*c*q^5*r*x^3+597*c*q^5*x^4+15*c*q^4*r^3*x^2+414*c*q^4*r^2*x^3+ 1675*c*q^4*r*x^4+12*c*q^3*r^4*x^2+238*c*q^3*r^3*x^3-108*c*q^3*r^2*x^4-90*c*q^2* r^4*x^3-1360*c*q^2*r^3*x^4-3*g^6*p^2*x^2-2*g^6*p*q*x^2-7*g^6*p*r*x^2-26*g^6*p*x ^3-g^6*q*r*x^2-18*g^6*q*x^3+12*g^6*r*x^3+26*g^6*x^4-15*g^5*p^3*x^2-30*g^5*p^2*q *x^2-52*g^5*p^2*r*x^2-148*g^5*p^2*x^3-9*g^5*p*q^2*x^2-60*g^5*p*q*r*x^2-332*g^5* p*q*x^3-31*g^5*p*r^2*x^2-77*g^5*p*r*x^3+85*g^5*p*x^4-4*g^5*q^2*r*x^2-80*g^5*q^2 *x^3-4*g^5*q*r^2*x^2-31*g^5*q*r*x^3+85*g^5*q*x^4+48*g^5*r^2*x^3+138*g^5*r*x^4-\ 27*g^4*p^4*x^2-109*g^4*p^3*q*x^2-119*g^4*p^3*r*x^2-270*g^4*p^3*x^3-84*g^4*p^2*q ^2*x^2-335*g^4*p^2*q*r*x^2-1325*g^4*p^2*q*x^3-119*g^4*p^2*r^2*x^2-214*g^4*p^2*r *x^3+293*g^4*p^2*x^4-13*g^4*p*q^3*x^2-155*g^4*p*q^2*r*x^2-1019*g^4*p*q^2*x^3-\ 182*g^4*p*q*r^2*x^2-924*g^4*p*q*r*x^3+182*g^4*p*q*x^4-27*g^4*p*r^3*x^2+201*g^4* p*r^2*x^3+820*g^4*p*r*x^4-5*g^4*q^3*r*x^2-126*g^4*q^3*x^3-11*g^4*q^2*r^2*x^2-\ 110*g^4*q^2*r*x^3+293*g^4*q^2*x^4-3*g^4*q*r^3*x^2+183*g^4*q*r^2*x^3+820*g^4*q*r *x^4+40*g^4*r^3*x^3+24*g^4*r^2*x^4-21*g^3*p^5*x^2-166*g^3*p^4*q*x^2-110*g^3*p^4 *r*x^2-174*g^3*p^4*x^3-230*g^3*p^3*q^2*x^2-660*g^3*p^3*q*r*x^2-2064*g^3*p^3*q*x ^3-145*g^3*p^3*r^2*x^2+37*g^3*p^3*r*x^3+618*g^3*p^3*x^4-92*g^3*p^2*q^3*x^2-658* g^3*p^2*q^2*r*x^2-3096*g^3*p^2*q^2*x^3-602*g^3*p^2*q*r^2*x^2-2138*g^3*p^2*q*r*x ^3+800*g^3*p^2*q*x^4-54*g^3*p^2*r^3*x^2+636*g^3*p^2*r^2*x^3+1814*g^3*p^2*r*x^4-\ 7*g^3*p*q^4*x^2-162*g^3*p*q^3*r*x^2-1288*g^3*p*q^3*x^3-314*g^3*p*q^2*r^2*x^2-\ 1822*g^3*p*q^2*r*x^3+800*g^3*p*q^2*x^4-120*g^3*p*q*r^3*x^2+720*g^3*p*q*r^2*x^3+ 4184*g^3*p*q*r*x^4+328*g^3*p*r^3*x^3+528*g^3*p*r^2*x^4-2*g^3*q^4*r*x^2-82*g^3*q ^4*x^3-10*g^3*q^3*r^2*x^2-37*g^3*q^3*r*x^3+618*g^3*q^3*x^4-6*g^3*q^2*r^3*x^2+ 372*g^3*q^2*r^2*x^3+1814*g^3*q^2*r*x^4+232*g^3*q*r^3*x^3+528*g^3*q*r^2*x^4-160* g^3*r^3*x^4-6*g^2*p^6*x^2-121*g^2*p^5*q*x^2-36*g^2*p^5*r*x^2+4*g^2*p^5*x^3-263* g^2*p^4*q^2*x^2-583*g^2*p^4*q*r*x^2-1439*g^2*p^4*q*x^3-57*g^2*p^4*r^2*x^2+369*g ^2*p^4*r*x^3+593*g^2*p^4*x^4-188*g^2*p^3*q^3*x^2-981*g^2*p^3*q^2*r*x^2-3607*g^2 *p^3*q^2*x^3-732*g^2*p^3*q*r^2*x^2-1509*g^2*p^3*q*r*x^3+1523*g^2*p^3*q*x^4-27*g ^2*p^3*r^3*x^2+834*g^2*p^3*r^2*x^3+1591*g^2*p^3*r*x^4-41*g^2*p^2*q^4*x^2-504*g^ 2*p^2*q^3*r*x^2-2897*g^2*p^2*q^3*x^3-782*g^2*p^2*q^2*r^2*x^2-3168*g^2*p^2*q^2*r *x^3+1860*g^2*p^2*q^2*x^4-270*g^2*p^2*q*r^3*x^2+1656*g^2*p^2*q*r^2*x^3+7002*g^2 *p^2*q*r*x^4+464*g^2*p^2*r^3*x^3+348*g^2*p^2*r^2*x^4-g^2*p*q^5*x^2-70*g^2*p*q^4 *r*x^2-749*g^2*p*q^4*x^3-192*g^2*p*q^3*r^2*x^2-1203*g^2*p*q^3*r*x^3+1523*g^2*p* q^3*x^4-102*g^2*p*q^2*r^3*x^2+1368*g^2*p*q^2*r^2*x^3+7002*g^2*p*q^2*r*x^4-6*g^2 *p*q*r^4*x^2+1200*g^2*p*q*r^3*x^3+2760*g^2*p*q*r^2*x^4-580*g^2*p*r^3*x^4-16*g^2 *q^5*x^3-3*g^2*q^4*r^2*x^2+87*g^2*q^4*r*x^3+593*g^2*q^4*x^4-3*g^2*q^3*r^3*x^2+ 366*g^2*q^3*r^2*x^3+1591*g^2*q^3*r*x^4+256*g^2*q^2*r^3*x^3+348*g^2*q^2*r^2*x^4-\ 580*g^2*q*r^3*x^4-42*g*p^6*q*x^2+34*g*p^6*x^3-132*g*p^5*q^2*x^2-238*g*p^5*q*r*x ^2-442*g*p^5*q*x^3+238*g*p^5*r*x^3+235*g*p^5*x^4-144*g*p^4*q^3*x^2-602*g*p^4*q^ 2*r*x^2-1734*g*p^4*q^2*x^3-388*g*p^4*q*r^2*x^2-261*g*p^4*q*r*x^3+1023*g*p^4*q*x ^4+414*g*p^4*r^2*x^3+504*g*p^4*r*x^4-60*g*p^3*q^4*x^2-500*g*p^3*q^3*r*x^2-2208* g*p^3*q^3*x^3-668*g*p^3*q^2*r^2*x^2-1591*g*p^3*q^2*r*x^3+1894*g*p^3*q^2*x^4-228 *g*p^3*q*r^3*x^2+1380*g*p^3*q*r^2*x^3+4284*g*p^3*q*r*x^4+228*g*p^3*r^3*x^3-192* g*p^3*r^2*x^4-6*g*p^2*q^5*x^2-146*g*p^2*q^4*r*x^2-1150*g*p^2*q^4*x^3-308*g*p^2* q^3*r^2*x^2-1385*g*p^2*q^3*r*x^3+1894*g*p^2*q^3*x^4-168*g*p^2*q^2*r^3*x^2+1872* g*p^2*q^2*r^2*x^3+7560*g*p^2*q^2*r*x^4-36*g*p^2*q*r^4*x^2+1132*g*p^2*q*r^3*x^3+ 1884*g*p^2*q*r^2*x^4+20*g*p^2*r^4*x^3-460*g*p^2*r^3*x^4-10*g*p*q^5*r*x^2-198*g* p*q^5*x^3-28*g*p*q^4*r^2*x^2-231*g*p*q^4*r*x^3+1023*g*p*q^4*x^4+12*g*p*q^3*r^3* x^2+1044*g*p*q^3*r^2*x^3+4284*g*p*q^3*r*x^4+24*g*p*q^2*r^4*x^2+1028*g*p*q^2*r^3 *x^3+1884*g*p*q^2*r^2*x^4-1360*g*p*q*r^3*x^4+2*g*q^6*x^3+62*g*q^5*r*x^3+235*g*q ^5*x^4+138*g*q^4*r^2*x^3+504*g*q^4*r*x^4+52*g*q^3*r^3*x^3-192*g*q^3*r^2*x^4-20* g*q^2*r^4*x^3-460*g*q^2*r^3*x^4-6*p^7*q*x^2+4*p^7*x^3-24*p^6*q^2*x^2-39*p^6*q*r *x^2-56*p^6*q*x^3+31*p^6*r*x^3+26*p^6*x^4-36*p^5*q^3*x^2-129*p^5*q^2*r*x^2-288* p^5*q^2*x^3-78*p^5*q*r^2*x^2+13*p^5*q*r*x^3+203*p^5*q*x^4+63*p^5*r^2*x^3+45*p^5 *r*x^4-24*p^4*q^4*x^2-153*p^4*q^3*r*x^2-512*p^4*q^3*x^3-186*p^4*q^2*r^2*x^2-175 *p^4*q^2*r*x^3+578*p^4*q^2*x^4-63*p^4*q*r^3*x^2+360*p^4*q*r^2*x^3+820*p^4*q*r*x ^4+46*p^4*r^3*x^3-72*p^4*r^2*x^4-6*p^3*q^5*x^2-75*p^3*q^4*r*x^2-428*p^3*q^4*x^3 -135*p^3*q^3*r^2*x^2-288*p^3*q^3*r*x^3+802*p^3*q^3*x^4-81*p^3*q^2*r^3*x^2+729*p ^3*q^2*r^2*x^3+2235*p^3*q^2*r*x^4-18*p^3*q*r^4*x^2+334*p^3*q*r^3*x^3+216*p^3*q* r^2*x^4+10*p^3*r^4*x^3-100*p^3*r^3*x^4-12*p^2*q^5*r*x^2-168*p^2*q^5*x^3-24*p^2* q^4*r^2*x^2-149*p^2*q^4*r*x^3+578*p^2*q^4*x^4-3*p^2*q^3*r^3*x^2+639*p^2*q^3*r^2 *x^3+2235*p^2*q^3*r*x^4+480*p^2*q^2*r^3*x^3+576*p^2*q^2*r^2*x^4+40*p^2*q*r^4*x^ 3-560*p^2*q*r^3*x^4-24*p*q^6*x^3+3*p*q^5*r^2*x^2-13*p*q^5*r*x^3+203*p*q^5*x^4+ 15*p*q^4*r^3*x^2+216*p*q^4*r^2*x^3+820*p*q^4*r*x^4+12*p*q^3*r^4*x^2+186*p*q^3*r ^3*x^3+216*p*q^3*r^2*x^4-40*p*q^2*r^4*x^3-560*p*q^2*r^3*x^4+5*q^6*r*x^3+26*q^6* x^4+9*q^5*r^2*x^3+45*q^5*r*x^4-6*q^4*r^3*x^3-72*q^4*r^2*x^4-10*q^3*r^4*x^3-100* q^3*r^3*x^4+32*a^6*b*c*x+64*a^6*b*p*x+16*a^6*b*q*x+96*a^6*b*r*x+720*a^6*b*x^2+ 64*a^6*c^2*x+16*a^6*c*g*x+128*a^6*c*p*x+64*a^6*c*q*x+192*a^6*c*r*x+1344*a^6*c*x ^2+32*a^6*g*p*x+8*a^6*g*q*x+48*a^6*g*r*x+360*a^6*g*x^2+64*a^6*p*q*x-96*a^6*p*x^ 2+16*a^6*q^2*x+96*a^6*q*r*x+672*a^6*q*x^2-192*a^6*r*x^2-656*a^6*x^3+96*a^5*b^2* c*x+176*a^5*b^2*p*x+32*a^5*b^2*q*x+256*a^5*b^2*r*x+2544*a^5*b^2*x^2+416*a^5*b*c ^2*x+144*a^5*b*c*g*x+944*a^5*b*c*p*x+304*a^5*b*c*q*x+1328*a^5*b*c*r*x+10624*a^5 *b*c*x^2+264*a^5*b*g*p*x+56*a^5*b*g*q*x+400*a^5*b*g*r*x+3440*a^5*b*g*x^2+256*a^ 5*b*p^2*x+336*a^5*b*p*q*x+552*a^5*b*p*r*x+3048*a^5*b*p*x^2+48*a^5*b*q^2*x+456*a ^5*b*q*r*x+4096*a^5*b*q*x^2+232*a^5*b*r^2*x+1512*a^5*b*r*x^2-592*a^5*b*x^3+448* a^5*c^3*x+304*a^5*c^2*g*x+1184*a^5*c^2*p*x+512*a^5*c^2*q*x+1616*a^5*c^2*r*x+ 11440*a^5*c^2*x^2+48*a^5*c*g^2*x+648*a^5*c*g*p*x+248*a^5*c*g*q*x+944*a^5*c*g*r* x+7160*a^5*c*g*x^2+480*a^5*c*p^2*x+912*a^5*c*p*q*x+1032*a^5*c*p*r*x+5304*a^5*c* p*x^2+176*a^5*c*q^2*x+1208*a^5*c*q*r*x+8952*a^5*c*q*x^2+424*a^5*c*r^2*x+2352*a^ 5*c*r*x^2-1488*a^5*c*x^3+88*a^5*g^2*p*x+20*a^5*g^2*q*x+136*a^5*g^2*r*x+1084*a^5 *g^2*x^2+112*a^5*g*p^2*x+256*a^5*g*p*q*x+240*a^5*g*p*r*x+1224*a^5*g*p*x^2+48*a^ 5*g*q^2*x+368*a^5*g*q*r*x+2972*a^5*g*q*x^2+96*a^5*g*r^2*x+412*a^5*g*r*x^2-1032* a^5*g*x^3+256*a^5*p^2*q*x-384*a^5*p^2*x^2+160*a^5*p*q^2*x+552*a^5*p*q*r*x+3000* a^5*p*q*x^2-1080*a^5*p*r*x^2-3176*a^5*p*x^3+16*a^5*q^3*x+200*a^5*q^2*r*x+1616*a ^5*q^2*x^2+232*a^5*q*r^2*x+1600*a^5*q*r*x^2+152*a^5*q*x^3-512*a^5*r^2*x^2-2360* a^5*r*x^3-1056*a^5*x^4+96*a^4*b^3*c*x+160*a^4*b^3*p*x+16*a^4*b^3*q*x+224*a^4*b^ 3*r*x+3312*a^4*b^3*x^2+736*a^4*b^2*c^2*x+272*a^4*b^2*c*g*x+1696*a^4*b^2*c*p*x+ 368*a^4*b^2*c*q*x+2224*a^4*b^2*c*r*x+23632*a^4*b^2*c*x^2+456*a^4*b^2*g*p*x+64*a ^4*b^2*g*q*x+672*a^4*b^2*g*r*x+7864*a^4*b^2*g*x^2+608*a^4*b^2*p^2*x+448*a^4*b^2 *p*q*x+1232*a^4*b^2*p*r*x+9928*a^4*b^2*p*x^2+32*a^4*b^2*q^2*x+576*a^4*b^2*q*r*x +7704*a^4*b^2*q*x^2+464*a^4*b^2*r^2*x+5416*a^4*b^2*r*x^2+3344*a^4*b^2*x^3+1760* a^4*b*c^3*x+1280*a^4*b*c^2*g*x+4960*a^4*b*c^2*p*x+1552*a^4*b*c^2*q*x+6400*a^4*b *c^2*r*x+54048*a^4*b*c^2*x^2+224*a^4*b*c*g^2*x+2840*a^4*b*c*g*p*x+768*a^4*b*c*g *q*x+3936*a^4*b*c*g*r*x+35488*a^4*b*c*g*x^2+2960*a^4*b*c*p^2*x+3056*a^4*b*c*p*q *x+6136*a^4*b*c*p*r*x+39464*a^4*b*c*p*x^2+376*a^4*b*c*q^2*x+3800*a^4*b*c*q*r*x+ 37328*a^4*b*c*q*x^2+2384*a^4*b*c*r^2*x+19792*a^4*b*c*r*x^2+3184*a^4*b*c*x^3+372 *a^4*b*g^2*p*x+64*a^4*b*g^2*q*x+576*a^4*b*g^2*r*x+5644*a^4*b*g^2*x^2+904*a^4*b* g*p^2*x+888*a^4*b*g*p*q*x+1924*a^4*b*g*p*r*x+12824*a^4*b*g*p*x^2+96*a^4*b*g*q^2 *x+1196*a^4*b*g*q*r*x+12696*a^4*b*g*q*x^2+764*a^4*b*g*r^2*x+6724*a^4*b*g*r*x^2+ 1336*a^4*b*g*x^3+416*a^4*b*p^3*x+1040*a^4*b*p^2*q*x+1164*a^4*b*p^2*r*x+5004*a^4 *b*p^2*x^2+392*a^4*b*p*q^2*x+2088*a^4*b*p*q*r*x+15764*a^4*b*p*q*x^2+872*a^4*b*p *r^2*x+3264*a^4*b*p*r*x^2-7932*a^4*b*p*x^3+20*a^4*b*q^3*x+472*a^4*b*q^2*r*x+ 5804*a^4*b*q^2*x^2+764*a^4*b*q*r^2*x+7780*a^4*b*q*r*x^2+2624*a^4*b*q*x^3+164*a^ 4*b*r^3*x-1032*a^4*b*r^2*x^2-15060*a^4*b*r*x^3-10180*a^4*b*x^4+1312*a^4*c^4*x+ 1440*a^4*c^3*g*x+4352*a^4*c^3*p*x+1680*a^4*c^3*q*x+5552*a^4*c^3*r*x+40496*a^4*c ^3*x^2+504*a^4*c^2*g^2*x+3872*a^4*c^2*g*p*x+1424*a^4*c^2*g*q*x+5184*a^4*c^2*g*r *x+39888*a^4*c^2*g*x^2+3352*a^4*c^2*p^2*x+4336*a^4*c^2*p*q*x+6952*a^4*c^2*p*r*x +39544*a^4*c^2*p*x^2+712*a^4*c^2*q^2*x+5368*a^4*c^2*q*r*x+42712*a^4*c^2*q*x^2+ 2688*a^4*c^2*r^2*x+18264*a^4*c^2*r*x^2-1736*a^4*c^2*x^3+56*a^4*c*g^3*x+1068*a^4 *c*g^2*p*x+340*a^4*c*g^2*q*x+1544*a^4*c*g^2*r*x+12592*a^4*c*g^2*x^2+1956*a^4*c* g*p^2*x+2648*a^4*c*g*p*q*x+4148*a^4*c*g*p*r*x+24620*a^4*c*g*p*x^2+416*a^4*c*g*q ^2*x+3436*a^4*c*g*q*r*x+29096*a^4*c*g*q*x^2+1620*a^4*c*g*r^2*x+11916*a^4*c*g*r* x^2-268*a^4*c*g*x^3+720*a^4*c*p^3*x+2612*a^4*c*p^2*q*x+2004*a^4*c*p^2*r*x+7656* a^4*c*p^2*x^2+1288*a^4*c*p*q^2*x+5344*a^4*c*p*q*r*x+32648*a^4*c*p*q*x^2+1448*a^ 4*c*p*r^2*x+2832*a^4*c*p*r*x^2-17512*a^4*c*p*x^3+108*a^4*c*q^3*x+1536*a^4*c*q^2 *r*x+14000*a^4*c*q^2*x^2+2028*a^4*c*q*r^2*x+14732*a^4*c*q*r*x^2-1820*a^4*c*q*x^ 3+244*a^4*c*r^3*x-3444*a^4*c*r^2*x^2-28420*a^4*c*r*x^3-16608*a^4*c*x^4+92*a^4*g ^3*p*x+18*a^4*g^3*q*x+148*a^4*g^3*r*x+1270*a^4*g^3*x^2+276*a^4*g^2*p^2*x+368*a^ 4*g^2*p*q*x+600*a^4*g^2*p*r*x+3624*a^4*g^2*p*x^2+52*a^4*g^2*q^2*x+520*a^4*g^2*q *r*x+4800*a^4*g^2*q*x^2+236*a^4*g^2*r^2*x+1780*a^4*g^2*r*x^2-288*a^4*g^2*x^3+ 152*a^4*g*p^3*x+818*a^4*g*p^2*q*x+420*a^4*g*p^2*r*x+1278*a^4*g*p^2*x^2+408*a^4* g*p*q^2*x+1716*a^4*g*p*q*r*x+11086*a^4*g*p*q*x^2+288*a^4*g*p*r^2*x-584*a^4*g*p* r*x^2-7790*a^4*g*p*x^3+32*a^4*g*q^3*x+508*a^4*g*q^2*r*x+4902*a^4*g*q^2*x^2+668* a^4*g*q*r^2*x+5496*a^4*g*q*r*x^2+866*a^4*g*q*x^3+40*a^4*g*r^3*x-1422*a^4*g*r^2* x^2-9584*a^4*g*r*x^3-5378*a^4*g*x^4+416*a^4*p^3*q*x-624*a^4*p^3*x^2+432*a^4*p^2 *q^2*x+1164*a^4*p^2*q*r*x+5196*a^4*p^2*q*x^2-2244*a^4*p^2*r*x^2-5924*a^4*p^2*x^ 3+104*a^4*p*q^3*x+856*a^4*p*q^2*r*x+5984*a^4*p*q^2*x^2+872*a^4*p*q*r^2*x+4016*a ^4*p*q*r*x^2-4132*a^4*p*q*x^3-1876*a^4*p*r^2*x^2-7060*a^4*p*r*x^3-2244*a^4*p*x^ 4+4*a^4*q^4*x+120*a^4*q^3*r*x+1384*a^4*q^3*x^2+300*a^4*q^2*r^2*x+2440*a^4*q^2*r *x^2-756*a^4*q^2*x^3+164*a^4*q*r^3*x-592*a^4*q*r^2*x^2-10980*a^4*q*r*x^3-7144*a ^4*q*x^4-360*a^4*r^3*x^2-324*a^4*r^2*x^3+2588*a^4*r*x^4+32*a^3*b^4*c*x+48*a^3*b ^4*p*x+64*a^3*b^4*r*x+1872*a^3*b^4*x^2+480*a^3*b^3*c^2*x+176*a^3*b^3*c*g*x+1120 *a^3*b^3*c*p*x+128*a^3*b^3*c*q*x+1328*a^3*b^3*c*r*x+21936*a^3*b^3*c*x^2+272*a^3 *b^3*g*p*x+16*a^3*b^3*g*q*x+384*a^3*b^3*g*r*x+7168*a^3*b^3*g*x^2+464*a^3*b^3*p^ 2*x+176*a^3*b^3*p*q*x+856*a^3*b^3*p*r*x+11088*a^3*b^3*p*x^2+216*a^3*b^3*q*r*x+ 5808*a^3*b^3*q*x^2+264*a^3*b^3*r^2*x+5720*a^3*b^3*r*x^2+6848*a^3*b^3*x^3+2080*a ^3*b^2*c^3*x+1536*a^3*b^2*c^2*g*x+6080*a^3*b^2*c^2*p*x+1280*a^3*b^2*c^2*q*x+ 7184*a^3*b^2*c^2*r*x+83504*a^3*b^2*c^2*x^2+272*a^3*b^2*c*g^2*x+3432*a^3*b^2*c*g *p*x+592*a^3*b^2*c*g*q*x+4392*a^3*b^2*c*g*r*x+55096*a^3*b^2*c*g*x^2+4272*a^3*b^ 2*c*p^2*x+2800*a^3*b^2*c*p*q*x+8184*a^3*b^2*c*p*r*x+74656*a^3*b^2*c*p*x^2+168*a ^3*b^2*c*q^2*x+3240*a^3*b^2*c*q*r*x+50296*a^3*b^2*c*q*x^2+2752*a^3*b^2*c*r^2*x+ 35856*a^3*b^2*c*r*x^2+19104*a^3*b^2*c*x^3+416*a^3*b^2*g^2*p*x+40*a^3*b^2*g^2*q* x+624*a^3*b^2*g^2*r*x+8776*a^3*b^2*g^2*x^2+1320*a^3*b^2*g*p^2*x+760*a^3*b^2*g*p *q*x+2624*a^3*b^2*g*p*r*x+25472*a^3*b^2*g*p*x^2+32*a^3*b^2*g*q^2*x+984*a^3*b^2* g*q*r*x+16756*a^3*b^2*g*q*x^2+912*a^3*b^2*g*r^2*x+12932*a^3*b^2*g*r*x^2+9120*a^ 3*b^2*g*x^3+816*a^3*b^2*p^3*x+1120*a^3*b^2*p^2*q*x+2108*a^3*b^2*p^2*r*x+14496*a ^3*b^2*p^2*x^2+220*a^3*b^2*p*q^2*x+2064*a^3*b^2*p*q*r*x+24844*a^3*b^2*p*q*x^2+ 1372*a^3*b^2*p*r^2*x+12128*a^3*b^2*p*r*x^2-3584*a^3*b^2*p*x^3+256*a^3*b^2*q^2*r *x+6480*a^3*b^2*q^2*x^2+600*a^3*b^2*q*r^2*x+10832*a^3*b^2*q*r*x^2+6388*a^3*b^2* q*x^3+180*a^3*b^2*r^3*x-1168*a^3*b^2*r^2*x^2-29772*a^3*b^2*r*x^3-25260*a^3*b^2* x^4+3552*a^3*b*c^4*x+3952*a^3*b*c^3*g*x+12352*a^3*b*c^3*p*x+3552*a^3*b*c^3*q*x+ 14768*a^3*b*c^3*r*x+133968*a^3*b*c^3*x^2+1408*a^3*b*c^2*g^2*x+11064*a^3*b*c^2*g *p*x+2944*a^3*b*c^2*g*q*x+13880*a^3*b*c^2*g*r*x+132536*a^3*b*c^2*g*x^2+11536*a^ 3*b*c^2*p^2*x+10064*a^3*b*c^2*p*q*x+22792*a^3*b*c^2*p*r*x+162904*a^3*b*c^2*p*x^ 2+1064*a^3*b*c^2*q^2*x+11672*a^3*b*c^2*q*r*x+128656*a^3*b*c^2*q*x^2+8112*a^3*b* c^2*r^2*x+74008*a^3*b*c^2*r*x^2+7744*a^3*b*c^2*x^3+160*a^3*b*c*g^3*x+3008*a^3*b *c*g^2*p*x+668*a^3*b*c*g^2*q*x+4108*a^3*b*c*g^2*r*x+42072*a^3*b*c*g^2*x^2+7208* a^3*b*c*g*p^2*x+6080*a^3*b*c*g*p*q*x+14640*a^3*b*c*g*p*r*x+108876*a^3*b*c*g*p*x ^2+572*a^3*b*c*g*q^2*x+7424*a^3*b*c*g*q*r*x+87032*a^3*b*c*g*q*x^2+5316*a^3*b*c* g*r^2*x+52020*a^3*b*c*g*r*x^2+12488*a^3*b*c*g*x^3+3788*a^3*b*c*p^3*x+7004*a^3*b *c*p^2*q*x+10180*a^3*b*c*p^2*r*x+55036*a^3*b*c*p^2*x^2+2224*a^3*b*c*p*q^2*x+ 13360*a^3*b*c*p*q*r*x+115032*a^3*b*c*p*q*x^2+7016*a^3*b*c*p*r^2*x+40832*a^3*b*c *p*r*x^2-39552*a^3*b*c*p*x^3+88*a^3*b*c*q^3*x+2524*a^3*b*c*q^2*r*x+37040*a^3*b* c*q^2*x^2+4360*a^3*b*c*q*r^2*x+48204*a^3*b*c*q*r*x^2+2144*a^3*b*c*q*x^3+1096*a^ 3*b*c*r^3*x-7148*a^3*b*c*r^2*x^2-119860*a^3*b*c*r*x^3-86296*a^3*b*c*x^4+238*a^3 *b*g^3*p*x+30*a^3*b*g^3*q*x+380*a^3*b*g^3*r*x+4288*a^3*b*g^3*x^2+1064*a^3*b*g^2 *p^2*x+812*a^3*b*g^2*p*q*x+2248*a^3*b*g^2*p*r*x+17490*a^3*b*g^2*p*x^2+60*a^3*b* g^2*q^2*x+1100*a^3*b*g^2*q*r*x+14146*a^3*b*g^2*q*x^2+836*a^3*b*g^2*r^2*x+8670*a ^3*b*g^2*r*x^2+2404*a^3*b*g^2*x^3+1202*a^3*b*g*p^3*x+2262*a^3*b*g*p^2*q*x+3284* a^3*b*g*p^2*r*x+17878*a^3*b*g*p^2*x^2+664*a^3*b*g*p*q^2*x+4432*a^3*b*g*p*q*r*x+ 40388*a^3*b*g*p*q*x^2+2292*a^3*b*g*p*r^2*x+13808*a^3*b*g*p*r*x^2-13356*a^3*b*g* p*x^3+20*a^3*b*g*q^3*x+804*a^3*b*g*q^2*r*x+12650*a^3*b*g*q^2*x^2+1480*a^3*b*g*q *r^2*x+18170*a^3*b*g*q*r*x^2+6312*a^3*b*g*q*x^3+356*a^3*b*g*r^3*x-2422*a^3*b*g* r^2*x^2-41614*a^3*b*g*r*x^3-30624*a^3*b*g*x^4+352*a^3*b*p^4*x+1340*a^3*b*p^3*q* x+1206*a^3*b*p^3*r*x+4098*a^3*b*p^3*x^2+868*a^3*b*p^2*q^2*x+3474*a^3*b*p^2*q*r* x+22892*a^3*b*p^2*q*x^2+1262*a^3*b*p^2*r^2*x+1926*a^3*b*p^2*r*x^2-17628*a^3*b*p ^2*x^3+112*a^3*b*p*q^3*x+1598*a^3*b*p*q^2*r*x+17972*a^3*b*p*q^2*x^2+2236*a^3*b* p*q*r^2*x+17588*a^3*b*p*q*r*x^2-9612*a^3*b*p*q*x^3+452*a^3*b*p*r^3*x-3898*a^3*b *p*r^2*x^2-40642*a^3*b*p*r*x^3-22864*a^3*b*p*x^4+126*a^3*b*q^3*r*x+3058*a^3*b*q ^3*x^2+438*a^3*b*q^2*r^2*x+6286*a^3*b*q^2*r*x^2-2136*a^3*b*q^2*x^3+288*a^3*b*q* r^3*x-2152*a^3*b*q*r^2*x^2-42716*a^3*b*q*r*x^3-32664*a^3*b*q*x^4+36*a^3*b*r^4*x -1404*a^3*b*r^3*x^2-7420*a^3*b*r^2*x^3+3644*a^3*b*r*x^4+2048*a^3*c^5*x+3088*a^3 *c^4*g*x+8272*a^3*c^4*p*x+2880*a^3*c^4*q*x+10000*a^3*c^4*r*x+76912*a^3*c^4*x^2+ 1680*a^3*c^3*g^2*x+10336*a^3*c^3*g*p*x+3488*a^3*c^3*g*q*x+12880*a^3*c^3*g*r*x+ 102864*a^3*c^3*g*x^2+9280*a^3*c^3*p^2*x+9872*a^3*c^3*p*q*x+18600*a^3*c^3*p*r*x+ 113880*a^3*c^3*p*x^2+1408*a^3*c^3*q^2*x+11624*a^3*c^3*q*r*x+101624*a^3*c^3*q*x^ 2+6776*a^3*c^3*r^2*x+48752*a^3*c^3*r*x^2-9456*a^3*c^3*x^3+388*a^3*c^2*g^3*x+ 4496*a^3*c^2*g^2*p*x+1416*a^3*c^2*g^2*q*x+5908*a^3*c^2*g^2*r*x+49380*a^3*c^2*g^ 2*x^2+8784*a^3*c^2*g*p^2*x+9416*a^3*c^2*g*p*q*x+17952*a^3*c^2*g*p*r*x+114080*a^ 3*c^2*g*p*x^2+1276*a^3*c^2*g*q^2*x+11408*a^3*c^2*g*q*r*x+104404*a^3*c^2*g*q*x^2 +6588*a^3*c^2*g*r^2*x+51560*a^3*c^2*g*r*x^2-888*a^3*c^2*g*x^3+3932*a^3*c^2*p^3* x+9320*a^3*c^2*p^2*q*x+10672*a^3*c^2*p^2*r*x+49888*a^3*c^2*p^2*x^2+3892*a^3*c^2 *p*q^2*x+18304*a^3*c^2*p*q*r*x+125032*a^3*c^2*p*q*x^2+7372*a^3*c^2*p*r^2*x+ 30224*a^3*c^2*p*r*x^2-56424*a^3*c^2*p*x^3+272*a^3*c^2*q^3*x+4460*a^3*c^2*q^2*r* x+46868*a^3*c^2*q^2*x^2+6392*a^3*c^2*q*r^2*x+49636*a^3*c^2*q*r*x^2-19248*a^3*c^ 2*q*x^3+1156*a^3*c^2*r^3*x-11112*a^3*c^2*r^2*x^2-118752*a^3*c^2*r*x^3-73680*a^3 *c^2*x^4+32*a^3*c*g^4*x+790*a^3*c*g^3*p*x+210*a^3*c*g^3*q*x+1140*a^3*c*g^3*r*x+ 10046*a^3*c*g^3*x^2+2620*a^3*c*g^2*p^2*x+2764*a^3*c*g^2*p*q*x+5528*a^3*c*g^2*p* r*x+36284*a^3*c*g^2*p*x^2+340*a^3*c*g^2*q^2*x+3528*a^3*c*g^2*q*r*x+34416*a^3*c* g^2*q*x^2+2056*a^3*c*g^2*r^2*x+17116*a^3*c*g^2*r*x^2+916*a^3*c*g^2*x^3+2334*a^3 *c*g*p^3*x+6122*a^3*c*g*p^2*q*x+6404*a^3*c*g*p^2*r*x+30394*a^3*c*g*p^2*x^2+2504 *a^3*c*g*p*q^2*x+12224*a^3*c*g*p*q*r*x+87440*a^3*c*g*p*q*x^2+4388*a^3*c*g*p*r^2 *x+18288*a^3*c*g*p*r*x^2-37758*a^3*c*g*p*x^3+160*a^3*c*g*q^3*x+2956*a^3*c*g*q^2 *r*x+32586*a^3*c*g*q^2*x^2+4308*a^3*c*g*q*r^2*x+37066*a^3*c*g*q*r*x^2-3796*a^3* c*g*q*x^3+636*a^3*c*g*r^3*x-8186*a^3*c*g*r^2*x^2-81654*a^3*c*g*r*x^3-51540*a^3* c*g*x^4+552*a^3*c*p^4*x+3216*a^3*c*p^3*q*x+1878*a^3*c*p^3*r*x+4938*a^3*c*p^3*x^ 2+2700*a^3*c*p^2*q^2*x+8638*a^3*c*p^2*q*r*x+45064*a^3*c*p^2*q*x^2+1886*a^3*c*p^ 2*r^2*x-2856*a^3*c*p^2*r*x^2-37710*a^3*c*p^2*x^3+552*a^3*c*p*q^3*x+5150*a^3*c*p *q^2*r*x+41774*a^3*c*p*q^2*x^2+5932*a^3*c*p*q*r^2*x+30912*a^3*c*p*q*r*x^2-37366 *a^3*c*p*q*x^3+612*a^3*c*p*r^3*x-11904*a^3*c*p*r^2*x^2-75518*a^3*c*p*r*x^3-\ 35898*a^3*c*p*x^4+16*a^3*c*q^4*x+618*a^3*c*q^3*r*x+8678*a^3*c*q^3*x^2+1638*a^3* c*q^2*r^2*x+14594*a^3*c*q^2*r*x^2-10864*a^3*c*q^2*x^3+944*a^3*c*q*r^3*x-5808*a^ 3*c*q*r^2*x^2-88124*a^3*c*q*r*x^3-57800*a^3*c*q*x^4+36*a^3*c*r^4*x-3600*a^3*c*r ^3*x^2-14164*a^3*c*r^2*x^3+6536*a^3*c*r*x^4+46*a^3*g^4*p*x+7*a^3*g^4*q*x+78*a^3 *g^4*r*x+729*a^3*g^4*x^2+248*a^3*g^3*p^2*x+240*a^3*g^3*p*q*x+548*a^3*g^3*p*r*x+ 3634*a^3*g^3*p*x^2+24*a^3*g^3*q^2*x+340*a^3*g^3*q*r*x+3631*a^3*g^3*q*x^2+208*a^ 3*g^3*r^2*x+1751*a^3*g^3*r*x^2-118*a^3*g^3*x^3+326*a^3*g^2*p^3*x+947*a^3*g^2*p^ 2*q*x+910*a^3*g^2*p^2*r*x+4197*a^3*g^2*p^2*x^2+368*a^3*g^2*p*q^2*x+1944*a^3*g^2 *p*q*r*x+14781*a^3*g^2*p*q*x^2+616*a^3*g^2*p*r^2*x+2272*a^3*g^2*p*r*x^2-7151*a^ 3*g^2*p*x^3+20*a^3*g^2*q^3*x+460*a^3*g^2*q^2*r*x+5445*a^3*g^2*q^2*x^2+696*a^3*g ^2*q*r^2*x+6702*a^3*g^2*q*r*x^2+1033*a^3*g^2*q*x^3+80*a^3*g^2*r^3*x-1491*a^3*g^ 2*r^2*x^2-13482*a^3*g^2*r*x^3-8405*a^3*g^2*x^4+100*a^3*g*p^4*x+1062*a^3*g*p^3*q *x+336*a^3*g*p^3*r*x+168*a^3*g*p^3*x^2+916*a^3*g*p^2*q^2*x+2884*a^3*g*p^2*q*r*x +15590*a^3*g*p^2*q*x^2+312*a^3*g*p^2*r^2*x-3385*a^3*g*p^2*r*x^2-15383*a^3*g*p^2 *x^3+176*a^3*g*p*q^3*x+1776*a^3*g*p*q^2*r*x+15093*a^3*g*p*q^2*x^2+2004*a^3*g*p* q*r^2*x+11798*a^3*g*p*q*r*x^2-9709*a^3*g*p*q*x^3+80*a^3*g*p*r^3*x-4767*a^3*g*p* r^2*x^2-25222*a^3*g*p*r*x^3-11213*a^3*g*p*x^4+4*a^3*g*q^4*x+204*a^3*g*q^3*r*x+ 3028*a^3*g*q^3*x^2+568*a^3*g*q^2*r^2*x+5620*a^3*g*q^2*r*x^2-2062*a^3*g*q^2*x^3+ 316*a^3*g*q*r^3*x-1816*a^3*g*q*r^2*x^2-30936*a^3*g*q*r*x^3-21344*a^3*g*q*x^4-\ 1146*a^3*g*r^3*x^2-3696*a^3*g*r^2*x^3+3890*a^3*g*r*x^4+352*a^3*p^4*q*x-528*a^3* p^4*x^2+524*a^3*p^3*q^2*x+1206*a^3*p^3*q*r*x+4518*a^3*p^3*q*x^2-2298*a^3*p^3*r* x^2-5550*a^3*p^3*x^3+212*a^3*p^2*q^3*x+1366*a^3*p^2*q^2*r*x+8472*a^3*p^2*q^2*x^ 2+1262*a^3*p^2*q*r^2*x+3512*a^3*p^2*q*r*x^2-11086*a^3*p^2*q*x^3-2656*a^3*p^2*r^ 2*x^2-8134*a^3*p^2*r*x^3-1336*a^3*p^2*x^4+20*a^3*p*q^4*x+390*a^3*p*q^3*r*x+4148 *a^3*p*q^3*x^2+864*a^3*p*q^2*r^2*x+5454*a^3*p*q^2*r*x^2-7126*a^3*p*q^2*x^3+452* a^3*p*q*r^3*x-2538*a^3*p*q*r^2*x^2-30346*a^3*p*q*r*x^3-16560*a^3*p*q*x^4-972*a^ 3*p*r^3*x^2-6*a^3*p*r^2*x^3+7796*a^3*p*r*x^4+22*a^3*q^4*r*x+518*a^3*q^4*x^2+102 *a^3*q^3*r^2*x+1124*a^3*q^3*r*x^2-1906*a^3*q^3*x^3+108*a^3*q^2*r^3*x-1104*a^3*q ^2*r^2*x^2-15474*a^3*q^2*r*x^3-10324*a^3*q^2*x^4+36*a^3*q*r^4*x-1188*a^3*q*r^3* x^2-6508*a^3*q*r^2*x^3+1088*a^3*q*r*x^4-72*a^3*r^4*x^2+996*a^3*r^3*x^3+3168*a^3 *r^2*x^4+384*a^2*b^5*x^2+96*a^2*b^4*c^2*x+32*a^2*b^4*c*g*x+240*a^2*b^4*c*p*x+ 240*a^2*b^4*c*r*x+8752*a^2*b^4*c*x^2+48*a^2*b^4*g*p*x+64*a^2*b^4*g*r*x+2704*a^2 *b^4*g*x^2+112*a^2*b^4*p^2*x+176*a^2*b^4*p*r*x+5064*a^2*b^4*p*x^2+1528*a^2*b^4* q*x^2+32*a^2*b^4*r^2*x+2200*a^2*b^4*r*x^2+4400*a^2*b^4*x^3+864*a^2*b^3*c^3*x+ 624*a^2*b^3*c^2*g*x+2688*a^2*b^3*c^2*p*x+288*a^2*b^3*c^2*q*x+2784*a^2*b^3*c^2*r *x+53696*a^2*b^3*c^2*x^2+104*a^2*b^3*c*g^2*x+1440*a^2*b^3*c*g*p*x+112*a^2*b^3*c *g*q*x+1632*a^2*b^3*c*g*r*x+34600*a^2*b^3*c*g*x^2+2136*a^2*b^3*c*p^2*x+720*a^2* b^3*c*p*q*x+3592*a^2*b^3*c*p*r*x+55192*a^2*b^3*c*p*x^2+744*a^2*b^3*c*q*r*x+ 26176*a^2*b^3*c*q*x^2+904*a^2*b^3*c*r^2*x+23760*a^2*b^3*c*r*x^2+24448*a^2*b^3*c *x^3+152*a^2*b^3*g^2*p*x+4*a^2*b^3*g^2*q*x+216*a^2*b^3*g^2*r*x+5356*a^2*b^3*g^2 *x^2+624*a^2*b^3*g*p^2*x+160*a^2*b^3*g*p*q*x+1108*a^2*b^3*g*p*r*x+18568*a^2*b^3 *g*p*x^2+204*a^2*b^3*g*q*r*x+8156*a^2*b^3*g*q*x^2+292*a^2*b^3*g*r^2*x+8264*a^2* b^3*g*r*x^2+10336*a^2*b^3*g*x^3+488*a^2*b^3*p^3*x+348*a^2*b^3*p^2*q*x+1108*a^2* b^3*p^2*r*x+13116*a^2*b^3*p^2*x^2+560*a^2*b^3*p*q*r*x+14956*a^2*b^3*p*q*x^2+552 *a^2*b^3*p*r^2*x+10724*a^2*b^3*p*r*x^2+4732*a^2*b^3*p*x^3+2292*a^2*b^3*q^2*x^2+ 88*a^2*b^3*q*r^2*x+5096*a^2*b^3*q*r*x^2+4592*a^2*b^3*q*x^3+12*a^2*b^3*r^3*x-\ 1204*a^2*b^3*r^2*x^2-24900*a^2*b^3*r*x^3-25260*a^2*b^3*x^4+2784*a^2*b^2*c^4*x+ 3072*a^2*b^2*c^3*g*x+10112*a^2*b^2*c^3*p*x+1952*a^2*b^2*c^3*q*x+10912*a^2*b^2*c ^3*r*x+142784*a^2*b^2*c^3*x^2+1072*a^2*b^2*c^2*g^2*x+8936*a^2*b^2*c^2*g*p*x+ 1520*a^2*b^2*c^2*g*q*x+10088*a^2*b^2*c^2*g*r*x+140016*a^2*b^2*c^2*g*x^2+10624*a ^2*b^2*c^2*p^2*x+6096*a^2*b^2*c^2*p*q*x+19048*a^2*b^2*c^2*p*r*x+199600*a^2*b^2* c^2*p*x^2+312*a^2*b^2*c^2*q^2*x+6456*a^2*b^2*c^2*q*r*x+120184*a^2*b^2*c^2*q*x^2 +5616*a^2*b^2*c^2*r^2*x+83152*a^2*b^2*c^2*r*x^2+30784*a^2*b^2*c^2*x^3+116*a^2*b ^2*c*g^3*x+2332*a^2*b^2*c*g^2*p*x+300*a^2*b^2*c*g^2*q*x+2880*a^2*b^2*c*g^2*r*x+ 43888*a^2*b^2*c*g^2*x^2+6644*a^2*b^2*c*g*p^2*x+3464*a^2*b^2*c*g*p*q*x+12276*a^2 *b^2*c*g*p*r*x+135252*a^2*b^2*c*g*p*x^2+136*a^2*b^2*c*g*q^2*x+3924*a^2*b^2*c*g* q*r*x+78768*a^2*b^2*c*g*q*x^2+3700*a^2*b^2*c*g*r^2*x+58472*a^2*b^2*c*g*r*x^2+ 31696*a^2*b^2*c*g*x^3+4196*a^2*b^2*c*p^3*x+4892*a^2*b^2*c*p^2*q*x+10276*a^2*b^2 *c*p^2*r*x+83756*a^2*b^2*c*p^2*x^2+780*a^2*b^2*c*p*q^2*x+8384*a^2*b^2*c*p*q*r*x +122464*a^2*b^2*c*p*q*x^2+5980*a^2*b^2*c*p*r^2*x+63452*a^2*b^2*c*p*r*x^2-20596* a^2*b^2*c*p*x^3+828*a^2*b^2*c*q^2*r*x+28316*a^2*b^2*c*q^2*x^2+2032*a^2*b^2*c*q* r^2*x+44360*a^2*b^2*c*q*r*x^2+11236*a^2*b^2*c*q*x^3+576*a^2*b^2*c*r^3*x-8056*a^ 2*b^2*c*r^2*x^2-161952*a^2*b^2*c*r*x^3-139376*a^2*b^2*c*x^4+162*a^2*b^2*g^3*p*x +8*a^2*b^2*g^3*q*x+248*a^2*b^2*g^3*r*x+4390*a^2*b^2*g^3*x^2+956*a^2*b^2*g^2*p^2 *x+408*a^2*b^2*g^2*p*q*x+1852*a^2*b^2*g^2*p*r*x+22012*a^2*b^2*g^2*p*x^2+8*a^2*b ^2*g^2*q^2*x+540*a^2*b^2*g^2*q*r*x+12292*a^2*b^2*g^2*q*x^2+568*a^2*b^2*g^2*r^2* x+9636*a^2*b^2*g^2*r*x^2+5968*a^2*b^2*g^2*x^3+1386*a^2*b^2*g*p^3*x+1504*a^2*b^2 *g*p^2*q*x+3464*a^2*b^2*g*p^2*r*x+29376*a^2*b^2*g*p^2*x^2+188*a^2*b^2*g*p*q^2*x +2688*a^2*b^2*g*p*q*r*x+42164*a^2*b^2*g*p*q*x^2+2060*a^2*b^2*g*p*r^2*x+23876*a^ 2*b^2*g*p*r*x^2-1068*a^2*b^2*g*p*x^3+232*a^2*b^2*g*q^2*r*x+8928*a^2*b^2*g*q^2*x ^2+664*a^2*b^2*g*q*r^2*x+15680*a^2*b^2*g*q*r*x^2+8548*a^2*b^2*g*q*x^3+192*a^2*b ^2*g*r^3*x-2666*a^2*b^2*g*r^2*x^2-56520*a^2*b^2*g*r*x^3-50492*a^2*b^2*g*x^4+532 *a^2*b^2*p^4*x+1112*a^2*b^2*p^3*q*x+1660*a^2*b^2*p^3*r*x+9946*a^2*b^2*p^3*x^2+ 388*a^2*b^2*p^2*q^2*x+2568*a^2*b^2*p^2*q*r*x+28658*a^2*b^2*p^2*q*x^2+1468*a^2*b ^2*p^2*r^2*x+9318*a^2*b^2*p^2*r*x^2-16356*a^2*b^2*p^2*x^3+636*a^2*b^2*p*q^2*r*x +16022*a^2*b^2*p*q^2*x^2+1248*a^2*b^2*p*q*r^2*x+20244*a^2*b^2*p*q*r*x^2-4144*a^ 2*b^2*p*q*x^3+360*a^2*b^2*p*r^3*x-3552*a^2*b^2*p*r^2*x^2-63350*a^2*b^2*p*r*x^3-\ 46140*a^2*b^2*p*x^4+1630*a^2*b^2*q^3*x^2+88*a^2*b^2*q^2*r^2*x+4098*a^2*b^2*q^2* r*x^2-2956*a^2*b^2*q^2*x^3+24*a^2*b^2*q*r^3*x-3318*a^2*b^2*q*r^2*x^2-52954*a^2* b^2*q*r*x^3-46140*a^2*b^2*q*x^4-1680*a^2*b^2*r^3*x^2-12672*a^2*b^2*r^2*x^3+2112 *a^2*b^2*r*x^4+3776*a^2*b*c^5*x+5648*a^2*b*c^4*g*x+15872*a^2*b*c^4*p*x+4144*a^2 *b*c^4*q*x+17792*a^2*b*c^4*r*x+177568*a^2*b*c^4*x^2+3032*a^2*b*c^3*g^2*x+19640* a^2*b*c^3*g*p*x+4848*a^2*b*c^3*g*q*x+22600*a^2*b*c^3*g*r*x+234112*a^2*b*c^3*g*x ^2+20328*a^2*b*c^3*p^2*x+15408*a^2*b*c^3*p*q*x+38232*a^2*b*c^3*p*r*x+306032*a^2 *b*c^3*p*x^2+1416*a^2*b*c^3*q^2*x+16872*a^2*b*c^3*q*r*x+214224*a^2*b*c^3*q*x^2+ 12432*a^2*b*c^3*r^2*x+124672*a^2*b*c^3*r*x^2-5488*a^2*b*c^3*x^3+684*a^2*b*c^2*g ^3*x+8372*a^2*b*c^2*g^2*p*x+1848*a^2*b*c^2*g^2*q*x+10116*a^2*b*c^2*g^2*r*x+ 110660*a^2*b*c^2*g^2*x^2+19516*a^2*b*c^2*g*p^2*x+14320*a^2*b*c^2*g*p*q*x+37484* a^2*b*c^2*g*p*r*x+309964*a^2*b*c^2*g*p*x^2+1180*a^2*b*c^2*g*q^2*x+16164*a^2*b*c ^2*g*q*r*x+215404*a^2*b*c^2*g*q*x^2+12312*a^2*b*c^2*g*r^2*x+130464*a^2*b*c^2*g* r*x^2+11880*a^2*b*c^2*g*x^3+10808*a^2*b*c^2*p^3*x+16480*a^2*b*c^2*p^2*q*x+27828 *a^2*b*c^2*p^2*r*x+174560*a^2*b*c^2*p^2*x^2+4440*a^2*b*c^2*p*q^2*x+29872*a^2*b* c^2*p*q*r*x+299960*a^2*b*c^2*p*q*x^2+17680*a^2*b*c^2*p*r^2*x+123492*a^2*b*c^2*p *r*x^2-105472*a^2*b*c^2*p*x^3+144*a^2*b*c^2*q^3*x+4800*a^2*b*c^2*q^2*r*x+86420* a^2*b*c^2*q^2*x^2+8696*a^2*b*c^2*q*r^2*x+109496*a^2*b*c^2*q*r*x^2-24176*a^2*b*c ^2*q*x^3+2340*a^2*b*c^2*r^3*x-19824*a^2*b*c^2*r^2*x^2-336252*a^2*b*c^2*r*x^3-\ 248984*a^2*b*c^2*x^4+54*a^2*b*c*g^4*x+1402*a^2*b*c*g^3*p*x+240*a^2*b*c*g^3*q*x+ 1868*a^2*b*c*g^3*r*x+22162*a^2*b*c*g^3*x^2+5856*a^2*b*c*g^2*p^2*x+3996*a^2*b*c* g^2*p*q*x+11624*a^2*b*c*g^2*p*r*x+100152*a^2*b*c*g^2*p*x^2+266*a^2*b*c*g^2*q^2* x+4788*a^2*b*c*g^2*q*r*x+68926*a^2*b*c*g^2*q*x^2+3854*a^2*b*c*g^2*r^2*x+42780*a ^2*b*c*g^2*r*x^2+5476*a^2*b*c*g^2*x^3+7074*a^2*b*c*g*p^3*x+10776*a^2*b*c*g*p^2* q*x+18532*a^2*b*c*g*p^2*r*x+118824*a^2*b*c*g*p^2*x^2+2668*a^2*b*c*g*p*q^2*x+ 19928*a^2*b*c*g*p*q*r*x+209472*a^2*b*c*g*p*q*x^2+11912*a^2*b*c*g*p*r^2*x+88884* a^2*b*c*g*p*r*x^2-58548*a^2*b*c*g*p*x^3+68*a^2*b*c*g*q^3*x+3024*a^2*b*c*g*q^2*r *x+57760*a^2*b*c*g*q^2*x^2+5848*a^2*b*c*g*q*r^2*x+79352*a^2*b*c*g*q*r*x^2+2894* a^2*b*c*g*q*x^3+1532*a^2*b*c*g*r^3*x-13758*a^2*b*c*g*r^2*x^2-235760*a^2*b*c*g*r *x^3-179816*a^2*b*c*g*x^4+2390*a^2*b*c*p^4*x+6600*a^2*b*c*p^3*q*x+7826*a^2*b*c* p^3*r*x+36176*a^2*b*c*p^3*x^2+3594*a^2*b*c*p^2*q^2*x+16306*a^2*b*c*p^2*q*r*x+ 126956*a^2*b*c*p^2*q*x^2+7476*a^2*b*c*p^2*r^2*x+27808*a^2*b*c*p^2*r*x^2-85084*a ^2*b*c*p^2*x^3+360*a^2*b*c*p*q^3*x+6274*a^2*b*c*p*q^2*r*x+87322*a^2*b*c*p*q^2*x ^2+9412*a^2*b*c*p*q*r^2*x+85808*a^2*b*c*p*q*r*x^2-70106*a^2*b*c*p*q*x^3+2236*a^ 2*b*c*p*r^3*x-19864*a^2*b*c*p*r^2*x^2-248448*a^2*b*c*p*r*x^3-152772*a^2*b*c*p*x ^4+390*a^2*b*c*q^3*r*x+13094*a^2*b*c*q^3*x^2+1470*a^2*b*c*q^2*r^2*x+25776*a^2*b *c*q^2*r*x^2-21342*a^2*b*c*q^2*x^3+912*a^2*b*c*q*r^3*x-14038*a^2*b*c*q*r^2*x^2-\ 230230*a^2*b*c*q*r*x^3-174674*a^2*b*c*q*x^4+108*a^2*b*c*r^4*x-8112*a^2*b*c*r^3* x^2-49848*a^2*b*c*r^2*x^3+10928*a^2*b*c*r*x^4+71*a^2*b*g^4*p*x+5*a^2*b*g^4*q*x+ 118*a^2*b*g^4*r*x+1582*a^2*b*g^4*x^2+542*a^2*b*g^3*p^2*x+310*a^2*b*g^3*p*q*x+ 1132*a^2*b*g^3*p*r*x+10304*a^2*b*g^3*p*x^2+12*a^2*b*g^3*q^2*x+428*a^2*b*g^3*q*r *x+6989*a^2*b*g^3*q*x^2+378*a^2*b*g^3*r^2*x+4341*a^2*b*g^3*r*x^2+46*a^2*b*g^3*x ^3+1103*a^2*b*g^2*p^3*x+1630*a^2*b*g^2*p^2*q*x+2962*a^2*b*g^2*p^2*r*x+19311*a^2 *b*g^2*p^2*x^2+346*a^2*b*g^2*p*q^2*x+3116*a^2*b*g^2*p*q*r*x+35069*a^2*b*g^2*p*q *x^2+1928*a^2*b*g^2*p*r^2*x+15103*a^2*b*g^2*p*r*x^2-8857*a^2*b*g^2*p*x^3+5*a^2* b*g^2*q^3*x+432*a^2*b*g^2*q^2*r*x+9125*a^2*b*g^2*q^2*x^2+915*a^2*b*g^2*q*r^2*x+ 13499*a^2*b*g^2*q*r*x^2+3031*a^2*b*g^2*q*x^3+236*a^2*b*g^2*r^3*x-2395*a^2*b*g^2 *r^2*x^2-39972*a^2*b*g^2*r*x^3-30827*a^2*b*g^2*x^4+776*a^2*b*g*p^4*x+2264*a^2*b *g*p^3*q*x+2577*a^2*b*g*p^3*r*x+11655*a^2*b*g*p^3*x^2+1164*a^2*b*g*p^2*q^2*x+ 5671*a^2*b*g*p^2*q*r*x+46098*a^2*b*g*p^2*q*x^2+2493*a^2*b*g*p^2*r^2*x+9117*a^2* b*g*p^2*r*x^2-30174*a^2*b*g*p^2*x^3+92*a^2*b*g*p*q^3*x+2093*a^2*b*g*p*q^2*r*x+ 30862*a^2*b*g*p*q^2*x^2+3322*a^2*b*g*p*q*r^2*x+34048*a^2*b*g*p*q*r*x^2-12375*a^ 2*b*g*p*q*x^3+754*a^2*b*g*p*r^3*x-6690*a^2*b*g*p*r^2*x^2-86875*a^2*b*g*p*r*x^3-\ 54800*a^2*b*g*p*x^4+111*a^2*b*g*q^3*r*x+4177*a^2*b*g*q^3*x^2+485*a^2*b*g*q^2*r^ 2*x+9144*a^2*b*g*q^2*r*x^2-4813*a^2*b*g*q^2*x^3+306*a^2*b*g*q*r^3*x-4651*a^2*b* g*q*r^2*x^2-81151*a^2*b*g*q*r*x^3-64931*a^2*b*g*q*x^4+36*a^2*b*g*r^4*x-2655*a^2 *b*g*r^3*x^2-16342*a^2*b*g*r^2*x^3+5362*a^2*b*g*r*x^4+164*a^2*b*p^5*x+855*a^2*b *p^4*q*x+663*a^2*b*p^4*r*x+1776*a^2*b*p^4*x^2+814*a^2*b*p^3*q^2*x+2688*a^2*b*p^ 3*q*r*x+15721*a^2*b*p^3*q*x^2+880*a^2*b*p^3*r^2*x-258*a^2*b*p^3*r*x^2-15507*a^2 *b*p^3*x^3+183*a^2*b*p^2*q^3*x+1913*a^2*b*p^2*q^2*r*x+20115*a^2*b*p^2*q^2*x^2+ 2371*a^2*b*p^2*q*r^2*x+13721*a^2*b*p^2*q*r*x^2-26562*a^2*b*p^2*q*x^3+453*a^2*b* p^2*r^3*x-4951*a^2*b*p^2*r^2*x^2-40018*a^2*b*p^2*r*x^3-18047*a^2*b*p^2*x^4+304* a^2*b*p*q^3*r*x+7337*a^2*b*p*q^3*x^2+906*a^2*b*p*q^2*r^2*x+11643*a^2*b*p*q^2*r* x^2-14507*a^2*b*p*q^2*x^3+576*a^2*b*p*q*r^3*x-5970*a^2*b*p*q*r^2*x^2-90477*a^2* b*p*q*r*x^3-59782*a^2*b*p*q*x^4+72*a^2*b*p*r^4*x-2808*a^2*b*p*r^3*x^2-11498*a^2 *b*p*r^2*x^3+13038*a^2*b*p*r*x^4+555*a^2*b*q^4*x^2+38*a^2*b*q^3*r^2*x+1340*a^2* b*q^3*r*x^2-4400*a^2*b*q^3*x^3+15*a^2*b*q^2*r^3*x-2919*a^2*b*q^2*r^2*x^2-37017* a^2*b*q^2*r*x^3-27035*a^2*b*q^2*x^4-2589*a^2*b*q*r^3*x^2-16530*a^2*b*q*r^2*x^3+ 6330*a^2*b*q*r*x^4-180*a^2*b*r^4*x^2+3460*a^2*b*r^3*x^3+14688*a^2*b*r^2*x^4+ 1792*a^2*c^6*x+3424*a^2*c^5*g*x+8624*a^2*c^5*p*x+2720*a^2*c^5*q*x+9968*a^2*c^5* r*x+82896*a^2*c^5*x^2+2520*a^2*c^4*g^2*x+13936*a^2*c^4*g*p*x+4280*a^2*c^4*g*q*x +16368*a^2*c^4*g*r*x+139320*a^2*c^4*g*x^2+12728*a^2*c^4*p^2*x+11760*a^2*c^4*p*q *x+24648*a^2*c^4*p*r*x+164936*a^2*c^4*p*x^2+1472*a^2*c^4*q^2*x+13304*a^2*c^4*q* r*x+130928*a^2*c^4*q*x^2+8456*a^2*c^4*r^2*x+65112*a^2*c^4*r*x^2-22808*a^2*c^4*x ^3+884*a^2*c^3*g^3*x+8416*a^2*c^3*g^2*p*x+2460*a^2*c^3*g^2*q*x+10180*a^2*c^3*g^ 2*r*x+89316*a^2*c^3*g^2*x^2+16720*a^2*c^3*g*p^2*x+15304*a^2*c^3*g*p*q*x+32860*a ^2*c^3*g*p*r*x+225692*a^2*c^3*g*p*x^2+1812*a^2*c^3*g*q^2*x+17588*a^2*c^3*g*q*r* x+178832*a^2*c^3*g*q*x^2+11280*a^2*c^3*g*r^2*x+92432*a^2*c^3*g*r*x^2-17136*a^2* c^3*g*x^3+8060*a^2*c^3*p^3*x+15372*a^2*c^3*p^2*q*x+21260*a^2*c^3*p^2*r*x+111972 *a^2*c^3*p^2*x^2+5548*a^2*c^3*p*q^2*x+29056*a^2*c^3*p*q*r*x+226016*a^2*c^3*p*q* x^2+13980*a^2*c^3*p*r^2*x+69468*a^2*c^3*p*r*x^2-107944*a^2*c^3*p*x^3+328*a^2*c^ 3*q^3*x+6164*a^2*c^3*q^2*r*x+76368*a^2*c^3*q^2*x^2+9384*a^2*c^3*q*r^2*x+81312*a ^2*c^3*q*r*x^2-48384*a^2*c^3*q*x^3+2016*a^2*c^3*r^3*x-19016*a^2*c^3*r^2*x^2-\ 230936*a^2*c^3*r*x^3-148056*a^2*c^3*x^4+146*a^2*c^2*g^4*x+2320*a^2*c^2*g^3*p*x+ 614*a^2*c^2*g^3*q*x+2968*a^2*c^2*g^3*r*x+27098*a^2*c^2*g^3*x^2+7776*a^2*c^2*g^2 *p^2*x+6948*a^2*c^2*g^2*p*q*x+15668*a^2*c^2*g^2*p*r*x+110392*a^2*c^2*g^2*p*x^2+ 746*a^2*c^2*g^2*q^2*x+8220*a^2*c^2*g^2*q*r*x+87682*a^2*c^2*g^2*q*x^2+5394*a^2*c ^2*g^2*r^2*x+46284*a^2*c^2*g^2*r*x^2-5244*a^2*c^2*g^2*x^3+7868*a^2*c^2*g*p^3*x+ 15502*a^2*c^2*g*p^2*q*x+21000*a^2*c^2*g*p^2*r*x+113398*a^2*c^2*g*p^2*x^2+5392*a ^2*c^2*g*p*q^2*x+29640*a^2*c^2*g*p*q*r*x+238806*a^2*c^2*g*p*q*x^2+13756*a^2*c^2 *g*p*r^2*x+74164*a^2*c^2*g*p*r*x^2-97050*a^2*c^2*g*p*x^3+288*a^2*c^2*g*q^3*x+ 6112*a^2*c^2*g*q^2*r*x+78706*a^2*c^2*g*q^2*x^2+9556*a^2*c^2*g*q*r^2*x+89076*a^2 *c^2*g*q*r*x^2-31756*a^2*c^2*g*q*x^3+1860*a^2*c^2*g*r^3*x-20178*a^2*c^2*g*r^2*x ^2-240076*a^2*c^2*g*r*x^3-157990*a^2*c^2*g*x^4+2266*a^2*c^2*p^4*x+8408*a^2*c^2* p^3*q*x+7526*a^2*c^2*p^3*r*x+28486*a^2*c^2*p^3*x^2+6006*a^2*c^2*p^2*q^2*x+21738 *a^2*c^2*p^2*q*r*x+131262*a^2*c^2*p^2*q*x^2+7256*a^2*c^2*p^2*r^2*x+10950*a^2*c^ 2*p^2*r*x^2-103560*a^2*c^2*p^2*x^3+1032*a^2*c^2*p*q^3*x+11030*a^2*c^2*p*q^2*r*x +106416*a^2*c^2*p*q^2*x^2+13812*a^2*c^2*p*q*r^2*x+82516*a^2*c^2*p*q*r*x^2-\ 116450*a^2*c^2*p*q*x^3+2196*a^2*c^2*p*r^3*x-29940*a^2*c^2*p*r^2*x^2-245010*a^2* c^2*p*r*x^3-128728*a^2*c^2*p*x^4+24*a^2*c^2*q^4*x+1134*a^2*c^2*q^3*r*x+19908*a^ 2*c^2*q^3*x^2+3182*a^2*c^2*q^2*r^2*x+33054*a^2*c^2*q^2*r*x^2-35402*a^2*c^2*q^2* x^3+1872*a^2*c^2*q*r^3*x-17216*a^2*c^2*q*r^2*x^2-245812*a^2*c^2*q*r*x^3-162950* a^2*c^2*q*x^4+108*a^2*c^2*r^4*x-10320*a^2*c^2*r^3*x^2-51048*a^2*c^2*r^2*x^3+ 7812*a^2*c^2*r*x^4+9*a^2*c*g^5*x+281*a^2*c*g^4*p*x+59*a^2*c*g^4*q*x+402*a^2*c*g ^4*r*x+3866*a^2*c*g^4*x^2+1501*a^2*c*g^3*p^2*x+1262*a^2*c*g^3*p*q*x+3152*a^2*c* g^3*p*r*x+22658*a^2*c*g^3*p*x^2+112*a^2*c*g^3*q^2*x+1584*a^2*c*g^3*q*r*x+18169* a^2*c*g^3*q*x^2+1092*a^2*c*g^3*r^2*x+9473*a^2*c*g^3*r*x^2-2031*a^2*c*g^3*x^3+ 2427*a^2*c*g^2*p^3*x+4922*a^2*c*g^2*p^2*q*x+6618*a^2*c*g^2*p^2*r*x+36145*a^2*c* g^2*p^2*x^2+1602*a^2*c*g^2*p*q^2*x+9588*a^2*c*g^2*p*q*r*x+80947*a^2*c*g^2*p*q*x ^2+4332*a^2*c*g^2*p*r^2*x+24555*a^2*c*g^2*p*r*x^2-30214*a^2*c*g^2*p*x^3+71*a^2* c*g^2*q^3*x+1884*a^2*c*g^2*q^2*r*x+25793*a^2*c*g^2*q^2*x^2+3077*a^2*c*g^2*q*r^2 *x+30983*a^2*c*g^2*q*r*x^2-5167*a^2*c*g^2*q*x^3+536*a^2*c*g^2*r^3*x-7181*a^2*c* g^2*r^2*x^2-80908*a^2*c*g^2*r*x^3-53727*a^2*c*g^2*x^4+1338*a^2*c*g*p^4*x+5772*a ^2*c*g*p^3*q*x+4469*a^2*c*g*p^3*r*x+16353*a^2*c*g*p^3*x^2+4092*a^2*c*g*p^2*q^2* x+15051*a^2*c*g*p^2*q*r*x+94124*a^2*c*g*p^2*q*x^2+4235*a^2*c*g*p^2*r^2*x+3719*a ^2*c*g*p^2*r*x^2-72914*a^2*c*g*p^2*x^3+648*a^2*c*g*p*q^3*x+7613*a^2*c*g*p*q^2*r *x+76406*a^2*c*g*p*q^2*x^2+9594*a^2*c*g*p*q*r^2*x+64038*a^2*c*g*p*q*r*x^2-63297 *a^2*c*g*p*q*x^3+1194*a^2*c*g*p*r^3*x-21752*a^2*c*g*p*r^2*x^2-168133*a^2*c*g*p* r*x^3-89164*a^2*c*g*p*x^4+12*a^2*c*g*q^4*x+735*a^2*c*g*q^3*r*x+13541*a^2*c*g*q^ 3*x^2+2181*a^2*c*g*q^2*r^2*x+24308*a^2*c*g*q^2*r*x^2-18923*a^2*c*g*q^2*x^3+1254 *a^2*c*g*q*r^3*x-11581*a^2*c*g*q*r^2*x^2-173747*a^2*c*g*q*r*x^3-120369*a^2*c*g* q*x^4+36*a^2*c*g*r^4*x-6957*a^2*c*g*r^3*x^2-33052*a^2*c*g*r^2*x^3+8982*a^2*c*g* r*x^4+228*a^2*c*p^5*x+1985*a^2*c*p^4*q*x+915*a^2*c*p^4*r*x+1272*a^2*c*p^4*x^2+ 2434*a^2*c*p^3*q^2*x+6530*a^2*c*p^3*q*r*x+29533*a^2*c*p^3*q*x^2+1168*a^2*c*p^3* r^2*x-6012*a^2*c*p^3*r*x^2-32581*a^2*c*p^3*x^3+841*a^2*c*p^2*q^3*x+6091*a^2*c*p ^2*q^2*r*x+45043*a^2*c*p^2*q^2*x^2+6287*a^2*c*p^2*q*r^2*x+21685*a^2*c*p^2*q*r*x ^2-68286*a^2*c*p^2*q*x^3+553*a^2*c*p^2*r^3*x-14159*a^2*c*p^2*r^2*x^2-72720*a^2* c*p^2*r*x^3-26735*a^2*c*p^2*x^4+60*a^2*c*p*q^4*x+1490*a^2*c*p*q^3*r*x+19933*a^2 *c*p*q^3*x^2+3498*a^2*c*p*q^2*r^2*x+25771*a^2*c*p*q^2*r*x^2-44261*a^2*c*p*q^2*x ^3+1932*a^2*c*p*q*r^3*x-15516*a^2*c*p*q*r^2*x^2-182677*a^2*c*p*q*r*x^3-103352*a ^2*c*p*q*x^4+72*a^2*c*p*r^4*x-6858*a^2*c*p*r^3*x^2-18716*a^2*c*p*r^2*x^3+27282* a^2*c*p*r*x^4+66*a^2*c*q^4*r*x+2193*a^2*c*q^4*x^2+340*a^2*c*q^3*r^2*x+4674*a^2* c*q^3*r*x^2-10922*a^2*c*q^3*x^3+339*a^2*c*q^2*r^3*x-6239*a^2*c*q^2*r^2*x^2-\ 81307*a^2*c*q^2*r*x^3-53311*a^2*c*q^2*x^4+108*a^2*c*q*r^4*x-6153*a^2*c*q*r^3*x^ 2-34008*a^2*c*q*r^2*x^3+12084*a^2*c*q*r*x^4-396*a^2*c*r^4*x^2+7456*a^2*c*r^3*x^ 3+27648*a^2*c*r^2*x^4+11*a^2*g^5*p*x+a^2*g^5*q*x+20*a^2*g^5*r*x+206*a^2*g^5*x^2 +101*a^2*g^4*p^2*x+72*a^2*g^4*p*q*x+226*a^2*g^4*p*r*x+1634*a^2*g^4*p*x^2+4*a^2* g^4*q^2*x+104*a^2*g^4*q*r*x+1335*a^2*g^4*q*x^2+79*a^2*g^4*r^2*x+650*a^2*g^4*r*x ^2-421*a^2*g^4*x^3+237*a^2*g^3*p^3*x+483*a^2*g^3*p^2*q*x+670*a^2*g^3*p^2*r*x+ 3559*a^2*g^3*p^2*x^2+138*a^2*g^3*p*q^2*x+972*a^2*g^3*p*q*r*x+8758*a^2*g^3*p*q*x ^2+442*a^2*g^3*p*r^2*x+2445*a^2*g^3*p*r*x^2-3659*a^2*g^3*p*x^3+4*a^2*g^3*q^3*x+ 176*a^2*g^3*q^2*r*x+2665*a^2*g^3*q^2*x^2+310*a^2*g^3*q*r^2*x+3387*a^2*g^3*q*r*x ^2-163*a^2*g^3*q*x^3+50*a^2*g^3*r^3*x-830*a^2*g^3*r^2*x^2-8726*a^2*g^3*r*x^3-\ 5668*a^2*g^3*x^4+179*a^2*g^2*p^4*x+946*a^2*g^2*p^3*q*x+606*a^2*g^2*p^3*r*x+1918 *a^2*g^2*p^3*x^2+653*a^2*g^2*p^2*q^2*x+2500*a^2*g^2*p^2*q*r*x+16325*a^2*g^2*p^2 *q*x^2+559*a^2*g^2*p^2*r^2*x-517*a^2*g^2*p^2*r*x^2-13457*a^2*g^2*p^2*x^3+90*a^2 *g^2*p*q^3*x+1240*a^2*g^2*p*q^2*r*x+13186*a^2*g^2*p*q^2*x^2+1600*a^2*g^2*p*q*r^ 2*x+12056*a^2*g^2*p*q*r*x^2-7205*a^2*g^2*p*q*x^3+140*a^2*g^2*p*r^3*x-3941*a^2*g ^2*p*r^2*x^2-27697*a^2*g^2*p*r*x^3-14320*a^2*g^2*p*x^4+a^2*g^2*q^4*x+108*a^2*g^ 2*q^3*r*x+2165*a^2*g^2*q^3*x^2+347*a^2*g^2*q^2*r^2*x+4174*a^2*g^2*q^2*r*x^2-\ 2390*a^2*g^2*q^2*x^3+196*a^2*g^2*q*r^3*x-1927*a^2*g^2*q*r^2*x^2-29730*a^2*g^2*q *r*x^3-21367*a^2*g^2*q*x^4-1098*a^2*g^2*r^3*x^2-4659*a^2*g^2*r^2*x^3+2889*a^2*g ^2*r*x^4+32*a^2*g*p^5*x+678*a^2*g*p^4*q*x+126*a^2*g*p^4*r*x-483*a^2*g*p^4*x^2+ 866*a^2*g*p^3*q^2*x+2245*a^2*g*p^3*q*r*x+10333*a^2*g*p^3*q*x^2+144*a^2*g*p^3*r^ 2*x-3855*a^2*g*p^3*r*x^2-12789*a^2*g*p^3*x^3+284*a^2*g*p^2*q^3*x+2187*a^2*g*p^2 *q^2*r*x+16819*a^2*g*p^2*q^2*x^2+2181*a^2*g*p^2*q*r^2*x+8473*a^2*g*p^2*q*r*x^2-\ 21814*a^2*g*p^2*q*x^3+50*a^2*g*p^2*r^3*x-5552*a^2*g*p^2*r^2*x^2-23779*a^2*g*p^2 *r*x^3-7593*a^2*g*p^2*x^4+16*a^2*g*p*q^4*x+513*a^2*g*p*q^3*r*x+7207*a^2*g*p*q^3 *x^2+1262*a^2*g*p*q^2*r^2*x+10544*a^2*g*p*q^2*r*x^2-11891*a^2*g*p*q^2*x^3+674*a ^2*g*p*q*r^3*x-4951*a^2*g*p*q*r^2*x^2-64907*a^2*g*p*q*r*x^3-38749*a^2*g*p*q*x^4 -2175*a^2*g*p*r^3*x^2-4116*a^2*g*p*r^2*x^3+12630*a^2*g*p*r*x^4+19*a^2*g*q^4*r*x +707*a^2*g*q^4*x^2+113*a^2*g*q^3*r^2*x+1647*a^2*g*q^3*r*x^2-3453*a^2*g*q^3*x^3+ 114*a^2*g*q^2*r^3*x-2157*a^2*g*q^2*r^2*x^2-29219*a^2*g*q^2*r*x^3-20323*a^2*g*q^ 2*x^4+36*a^2*g*q*r^4*x-2103*a^2*g*q*r^3*x^2-12529*a^2*g*q*r^2*x^3+3063*a^2*g*q* r*x^4-72*a^2*g*r^4*x^2+2616*a^2*g*r^3*x^3+8808*a^2*g*r^2*x^4+164*a^2*p^5*q*x-\ 246*a^2*p^5*x^2+323*a^2*p^4*q^2*x+663*a^2*p^4*q*r*x+2103*a^2*p^4*q*x^2-1251*a^2 *p^4*r*x^2-2794*a^2*p^4*x^3+190*a^2*p^3*q^3*x+1028*a^2*p^3*q^2*r*x+5728*a^2*p^3 *q^2*x^2+880*a^2*p^3*q*r^2*x+1132*a^2*p^3*q*r*x^2-10455*a^2*p^3*q*x^3-1817*a^2* p^3*r^2*x^2-4483*a^2*p^3*r*x^3+115*a^2*p^3*x^4+31*a^2*p^2*q^4*x+453*a^2*p^2*q^3 *r*x+4522*a^2*p^2*q^3*x^2+903*a^2*p^2*q^2*r^2*x+4167*a^2*p^2*q^2*r*x^2-12318*a^ 2*p^2*q^2*x^3+453*a^2*p^2*q*r^3*x-3441*a^2*p^2*q*r^2*x^2-30622*a^2*p^2*q*r*x^3-\ 13694*a^2*p^2*q*x^4-954*a^2*p^2*r^3*x^2+876*a^2*p^2*r^2*x^3+8529*a^2*p^2*r*x^4+ 52*a^2*p*q^4*r*x+1216*a^2*p*q^4*x^2+210*a^2*p*q^3*r^2*x+2053*a^2*p*q^3*r*x^2-\ 5819*a^2*p*q^3*x^3+216*a^2*p*q^2*r^3*x-2706*a^2*p*q^2*r^2*x^2-32218*a^2*p*q^2*r *x^3-18745*a^2*p*q^2*x^4+72*a^2*p*q*r^4*x-2376*a^2*p*q*r^3*x^2-10409*a^2*p*q*r^ 2*x^3+6708*a^2*p*q*r*x^4-144*a^2*p*r^4*x^2+1934*a^2*p*r^3*x^3+5436*a^2*p*r^2*x^ 4+73*a^2*q^5*x^2+6*a^2*q^4*r^2*x+145*a^2*q^4*r*x^2-1162*a^2*q^4*x^3+3*a^2*q^3*r ^3*x-788*a^2*q^3*r^2*x^2-8293*a^2*q^3*r*x^3-4936*a^2*q^3*x^4-942*a^2*q^2*r^3*x^ 2-4455*a^2*q^2*r^2*x^3+4887*a^2*q^2*r*x^4-180*a^2*q*r^4*x^2+2522*a^2*q*r^3*x^3+ 10620*a^2*q*r^2*x^4+100*a^2*r^4*x^3-880*a^2*r^3*x^4+1168*a*b^5*c*x^2+320*a*b^5* g*x^2+760*a*b^5*p*x^2+192*a*b^5*r*x^2+656*a*b^5*x^3+96*a*b^4*c^3*x+64*a*b^4*c^2 *g*x+336*a*b^4*c^2*p*x+288*a*b^4*c^2*r*x+13824*a*b^4*c^2*x^2+8*a*b^4*c*g^2*x+ 160*a*b^4*c*g*p*x+152*a*b^4*c*g*r*x+8368*a*b^4*c*g*x^2+312*a*b^4*c*p^2*x+416*a* b^4*c*p*r*x+15992*a*b^4*c*p*x^2+4256*a*b^4*c*q*x^2+48*a*b^4*c*r^2*x+5896*a*b^4* c*r*x^2+11760*a*b^4*c*x^3+12*a*b^4*g^2*p*x+16*a*b^4*g^2*r*x+1204*a*b^4*g^2*x^2+ 80*a*b^4*g*p^2*x+120*a*b^4*g*p*r*x+5052*a*b^4*g*p*x^2+1124*a*b^4*g*q*x^2+16*a*b ^4*g*r^2*x+1792*a*b^4*g*r*x^2+3816*a*b^4*g*x^3+84*a*b^4*p^3*x+148*a*b^4*p^2*r*x +4400*a*b^4*p^2*x^2+2876*a*b^4*p*q*x^2+32*a*b^4*p*r^2*x+3148*a*b^4*p*r*x^2+4368 *a*b^4*p*x^3+444*a*b^4*q*r*x^2-244*a*b^4*q*x^3-12*a*b^4*r^3*x-564*a*b^4*r^2*x^2 -8924*a*b^4*r*x^3-10180*a*b^4*x^4+672*a*b^3*c^4*x+720*a*b^3*c^3*g*x+2656*a*b^3* c^3*p*x+256*a*b^3*c^3*q*x+2480*a*b^3*c^3*r*x+58320*a*b^3*c^3*x^2+232*a*b^3*c^2* g^2*x+2256*a*b^3*c^2*g*p*x+176*a*b^3*c^2*g*q*x+2184*a*b^3*c^2*g*r*x+55664*a*b^3 *c^2*g*x^2+3144*a*b^3*c^2*p^2*x+912*a*b^3*c^2*p*q*x+4808*a*b^3*c^2*p*r*x+90976* a*b^3*c^2*p*x^2+840*a*b^3*c^2*q*r*x+39256*a*b^3*c^2*q*x^2+968*a*b^3*c^2*r^2*x+ 33976*a*b^3*c^2*r*x^2+31904*a*b^3*c^2*x^3+20*a*b^3*c*g^3*x+536*a*b^3*c*g^2*p*x+ 24*a*b^3*c*g^2*q*x+564*a*b^3*c*g^2*r*x+16788*a*b^3*c*g^2*x^2+1900*a*b^3*c*g*p^2 *x+448*a*b^3*c*g*p*q*x+3008*a*b^3*c*g*p*r*x+60704*a*b^3*c*g*p*x^2+456*a*b^3*c*g *q*r*x+23940*a*b^3*c*g*q*x^2+624*a*b^3*c*g*r^2*x+23004*a*b^3*c*g*r*x^2+26376*a* b^3*c*g*x^3+1432*a*b^3*c*p^3*x+872*a*b^3*c*p^2*q*x+2984*a*b^3*c*p^2*r*x+43892*a *b^3*c*p^2*x^2+1248*a*b^3*c*p*q*r*x+45660*a*b^3*c*p*q*x^2+1216*a*b^3*c*p*r^2*x+ 30792*a*b^3*c*p*r*x^2+6704*a*b^3*c*p*x^3+5884*a*b^3*c*q^2*x^2+144*a*b^3*c*q*r^2 *x+13316*a*b^3*c*q*r*x^2+8048*a*b^3*c*q*x^3-24*a*b^3*c*r^3*x-4160*a*b^3*c*r^2*x ^2-83436*a*b^3*c*r*x^3-86296*a*b^3*c*x^4+28*a*b^3*g^3*p*x+40*a*b^3*g^3*r*x+1588 *a*b^3*g^3*x^2+252*a*b^3*g^2*p^2*x+36*a*b^3*g^2*p*q*x+420*a*b^3*g^2*p*r*x+9646* a*b^3*g^2*p*x^2+48*a*b^3*g^2*q*r*x+3402*a*b^3*g^2*q*x^2+80*a*b^3*g^2*r^2*x+3450 *a*b^3*g^2*r*x^2+4204*a*b^3*g^2*x^3+460*a*b^3*g*p^3*x+232*a*b^3*g*p^2*q*x+992*a *b^3*g*p^2*r*x+15398*a*b^3*g*p^2*x^2+372*a*b^3*g*p*q*r*x+14642*a*b^3*g*p*q*x^2+ 436*a*b^3*g*p*r^2*x+11600*a*b^3*g*p*r*x^2+7184*a*b^3*g*p*x^3+1480*a*b^3*g*q^2*x ^2+48*a*b^3*g*q*r^2*x+3878*a*b^3*g*q*r*x^2+2036*a*b^3*g*q*x^3-4*a*b^3*g*r^3*x-\ 1432*a*b^3*g*r^2*x^2-28818*a*b^3*g*r*x^3-30624*a*b^3*g*x^4+220*a*b^3*p^4*x+244* a*b^3*p^3*q*x+584*a*b^3*p^3*r*x+6448*a*b^3*p^3*x^2+452*a*b^3*p^2*q*r*x+12494*a* b^3*p^2*q*x^2+360*a*b^3*p^2*r^2*x+6220*a*b^3*p^2*r*x^2-4392*a*b^3*p^2*x^3+4166* a*b^3*p*q^2*x^2+88*a*b^3*p*q*r^2*x+7340*a*b^3*p*q*r*x^2+2284*a*b^3*p*q*x^3-1936 *a*b^3*p*r^2*x^2-35908*a*b^3*p*r*x^3-32664*a*b^3*p*x^4+312*a*b^3*q^2*r*x^2-3396 *a*b^3*q^2*x^3-36*a*b^3*q*r^3*x-1792*a*b^3*q*r^2*x^2-24574*a*b^3*q*r*x^3-22864* a*b^3*q*x^4-12*a*b^3*r^4*x-648*a*b^3*r^3*x^2-5540*a*b^3*r^2*x^3+3644*a*b^3*r*x^ 4+1792*a*b^2*c^5*x+2624*a*b^2*c^4*g*x+7888*a*b^2*c^4*p*x+1376*a*b^2*c^4*q*x+ 7888*a*b^2*c^4*r*x+119632*a*b^2*c^4*x^2+1352*a*b^2*c^3*g^2*x+9592*a*b^2*c^3*g*p *x+1520*a*b^2*c^3*g*q*x+9760*a*b^2*c^3*g*r*x+155512*a*b^2*c^3*g*x^2+11128*a*b^2 *c^3*p^2*x+5584*a*b^2*c^3*p*q*x+18664*a*b^2*c^3*p*r*x+229296*a*b^2*c^3*p*x^2+ 248*a*b^2*c^3*q^2*x+5496*a*b^2*c^3*q*r*x+125456*a*b^2*c^3*q*x^2+4784*a*b^2*c^3* r^2*x+84352*a*b^2*c^3*r*x^2+19248*a*b^2*c^3*x^3+280*a*b^2*c^2*g^3*x+3936*a*b^2* c^2*g^2*p*x+512*a*b^2*c^2*g^2*q*x+4148*a*b^2*c^2*g^2*r*x+71888*a*b^2*c^2*g^2*x^ 2+10632*a*b^2*c^2*g*p^2*x+4904*a*b^2*c^2*g*p*q*x+18176*a*b^2*c^2*g*p*r*x+232516 *a*b^2*c^2*g*p*x^2+176*a*b^2*c^2*g*q^2*x+4992*a*b^2*c^2*g*q*r*x+121948*a*b^2*c^ 2*g*q*x^2+4704*a*b^2*c^2*g*r^2*x+87348*a*b^2*c^2*g*r*x^2+34376*a*b^2*c^2*g*x^3+ 6760*a*b^2*c^2*p^3*x+6776*a*b^2*c^2*p^2*q*x+15564*a*b^2*c^2*p^2*r*x+150980*a*b^ 2*c^2*p^2*x^2+900*a*b^2*c^2*p*q^2*x+10832*a*b^2*c^2*p*q*r*x+196772*a*b^2*c^2*p* q*x^2+7988*a*b^2*c^2*p*r^2*x+101984*a*b^2*c^2*p*r*x^2-50528*a*b^2*c^2*p*x^3+888 *a*b^2*c^2*q^2*r*x+40280*a*b^2*c^2*q^2*x^2+2200*a*b^2*c^2*q*r^2*x+62184*a*b^2*c ^2*q*r*x^2+32*a*b^2*c^2*q*x^3+540*a*b^2*c^2*r^3*x-14460*a*b^2*c^2*r^2*x^2-\ 279972*a*b^2*c^2*r*x^3-248984*a*b^2*c^2*x^4+18*a*b^2*c*g^4*x+602*a*b^2*c*g^3*p* x+48*a*b^2*c*g^3*q*x+692*a*b^2*c*g^3*r*x+13894*a*b^2*c*g^3*x^2+3124*a*b^2*c*g^2 *p^2*x+1220*a*b^2*c*g^2*p*q*x+5488*a*b^2*c*g^2*p*r*x+75064*a*b^2*c*g^2*p*x^2+26 *a*b^2*c*g^2*q^2*x+1332*a*b^2*c*g^2*q*r*x+37122*a*b^2*c*g^2*q*x^2+1390*a*b^2*c* g^2*r^2*x+27612*a*b^2*c*g^2*r*x^2+11964*a*b^2*c*g^2*x^3+4494*a*b^2*c*g*p^3*x+ 4240*a*b^2*c*g*p^2*q*x+10562*a*b^2*c*g*p^2*r*x+105640*a*b^2*c*g*p^2*x^2+456*a*b ^2*c*g*p*q^2*x+6988*a*b^2*c*g*p*q*r*x+134076*a*b^2*c*g*p*q*x^2+5568*a*b^2*c*g*p *r^2*x+75860*a*b^2*c*g*p*r*x^2-15078*a*b^2*c*g*p*x^3+494*a*b^2*c*g*q^2*r*x+ 24738*a*b^2*c*g*q^2*x^2+1432*a*b^2*c*g*q*r^2*x+42288*a*b^2*c*g*q*r*x^2+9276*a*b ^2*c*g*q*x^3+372*a*b^2*c*g*r^3*x-9834*a*b^2*c*g*r^2*x^2-195888*a*b^2*c*g*r*x^3-\ 179816*a*b^2*c*g*x^4+1810*a*b^2*c*p^4*x+3148*a*b^2*c*p^3*q*x+5320*a*b^2*c*p^3*r *x+39494*a*b^2*c*p^3*x^2+886*a*b^2*c*p^2*q^2*x+6764*a*b^2*c*p^2*q*r*x+95080*a*b ^2*c*p^2*q*x^2+4146*a*b^2*c*p^2*r^2*x+34692*a*b^2*c*p^2*r*x^2-56154*a*b^2*c*p^2 *x^3+1352*a*b^2*c*p*q^2*r*x+47432*a*b^2*c*p*q^2*x^2+2728*a*b^2*c*p*q*r^2*x+ 57524*a*b^2*c*p*q*r*x^2-32422*a*b^2*c*p*q*x^3+720*a*b^2*c*p*r^3*x-14128*a*b^2*c *p*r^2*x^2-231074*a*b^2*c*p*r*x^3-174674*a*b^2*c*p*x^4+3860*a*b^2*c*q^3*x^2+156 *a*b^2*c*q^2*r^2*x+10372*a*b^2*c*q^2*r*x^2-15284*a*b^2*c*q^2*x^3-60*a*b^2*c*q*r ^3*x-11008*a*b^2*c*q*r^2*x^2-175216*a*b^2*c*q*r*x^3-152772*a*b^2*c*q*x^4-36*a*b ^2*c*r^4*x-5364*a*b^2*c*r^3*x^2-43464*a*b^2*c*r^2*x^3+10928*a*b^2*c*r*x^4+23*a* b^2*g^4*p*x+36*a*b^2*g^4*r*x+937*a*b^2*g^4*x^2+270*a*b^2*g^3*p^2*x+70*a*b^2*g^3 *p*q*x+496*a*b^2*g^3*p*r*x+7655*a*b^2*g^3*p*x^2+96*a*b^2*g^3*q*r*x+3482*a*b^2*g ^3*q*x^2+114*a*b^2*g^3*r^2*x+2523*a*b^2*g^3*r*x^2+570*a*b^2*g^3*x^3+706*a*b^2*g ^2*p^3*x+590*a*b^2*g^2*p^2*q*x+1704*a*b^2*g^2*p^2*r*x+17807*a*b^2*g^2*p^2*x^2+ 39*a*b^2*g^2*p*q^2*x+1016*a*b^2*g^2*p*q*r*x+21674*a*b^2*g^2*p*q*x^2+915*a*b^2*g ^2*p*r^2*x+13433*a*b^2*g^2*p*r*x^2+325*a*b^2*g^2*p*x^3+52*a*b^2*g^2*q^2*r*x+ 3462*a*b^2*g^2*q^2*x^2+186*a*b^2*g^2*q*r^2*x+6241*a*b^2*g^2*q*r*x^2+1353*a*b^2* g^2*q*x^3+50*a*b^2*g^2*r^3*x-1765*a*b^2*g^2*r^2*x^2-33232*a*b^2*g^2*r*x^3-30827 *a*b^2*g^2*x^4+624*a*b^2*g*p^4*x+1046*a*b^2*g*p^3*q*x+1864*a*b^2*g*p^3*r*x+ 14149*a*b^2*g*p^3*x^2+244*a*b^2*g*p^2*q^2*x+2314*a*b^2*g*p^2*q*r*x+34165*a*b^2* g*p^2*q*x^2+1488*a*b^2*g*p^2*r^2*x+13584*a*b^2*g*p^2*r*x^2-16283*a*b^2*g*p^2*x^ 3+414*a*b^2*g*p*q^2*r*x+15480*a*b^2*g*p*q^2*x^2+988*a*b^2*g*p*q*r^2*x+22264*a*b ^2*g*p*q*r*x^2-689*a*b^2*g*p*q*x^3+270*a*b^2*g*p*r^3*x-4426*a*b^2*g*p*r^2*x^2-\ 81221*a*b^2*g*p*r*x^3-64931*a*b^2*g*p*x^4+909*a*b^2*g*q^3*x^2+52*a*b^2*g*q^2*r^ 2*x+2775*a*b^2*g*q^2*r*x^2-6422*a*b^2*g*q^2*x^3-14*a*b^2*g*q*r^3*x-3855*a*b^2*g *q*r^2*x^2-60853*a*b^2*g*q*r*x^3-54800*a*b^2*g*q*x^4-12*a*b^2*g*r^4*x-1839*a*b^ 2*g*r^3*x^2-14426*a*b^2*g*r^2*x^3+5362*a*b^2*g*r*x^4+169*a*b^2*p^5*x+486*a*b^2* p^4*q*x+615*a*b^2*p^4*r*x+3243*a*b^2*p^4*x^2+257*a*b^2*p^3*q^2*x+1320*a*b^2*p^3 *q*r*x+13877*a*b^2*p^3*q*x^2+671*a*b^2*p^3*r^2*x+2768*a*b^2*p^3*r*x^2-12428*a*b ^2*p^3*x^3+497*a*b^2*p^2*q^2*r*x+12915*a*b^2*p^2*q^2*x^2+810*a*b^2*p^2*q*r^2*x+ 11616*a*b^2*p^2*q*r*x^2-16937*a*b^2*p^2*q*x^3+225*a*b^2*p^2*r^3*x-3306*a*b^2*p^ 2*r^2*x^2-44475*a*b^2*p^2*r*x^3-27035*a*b^2*p^2*x^4+2893*a*b^2*p*q^3*x^2+88*a*b ^2*p*q^2*r^2*x+5963*a*b^2*p*q^2*r*x^2-7586*a*b^2*p*q^2*x^3-5043*a*b^2*p*q*r^2*x ^2-75771*a*b^2*p*q*r*x^3-59782*a*b^2*p*q*x^4-2115*a*b^2*p*r^3*x^2-15294*a*b^2*p *r^2*x^3+6330*a*b^2*p*r*x^4+27*a*b^2*q^3*r*x^2-4025*a*b^2*q^3*x^3-39*a*b^2*q^2* r^3*x-2035*a*b^2*q^2*r^2*x^2-24626*a*b^2*q^2*r*x^3-18047*a*b^2*q^2*x^4-24*a*b^2 *q*r^4*x-1230*a*b^2*q*r^3*x^2-8518*a*b^2*q*r^2*x^3+13038*a*b^2*q*r*x^4+120*a*b^ 2*r^4*x^2+3900*a*b^2*r^3*x^3+14688*a*b^2*r^2*x^4+2048*a*b*c^6*x+3840*a*b*c^5*g* x+10192*a*b*c^5*p*x+2416*a*b*c^5*q*x+10816*a*b*c^5*r*x+121440*a*b*c^5*x^2+2744* a*b*c^4*g^2*x+16192*a*b*c^4*g*p*x+3656*a*b*c^4*g*q*x+17328*a*b*c^4*g*r*x+200216 *a*b*c^4*g*x^2+16696*a*b*c^4*p^2*x+11168*a*b*c^4*p*q*x+29936*a*b*c^4*p*r*x+ 272656*a*b*c^4*p*x^2+904*a*b*c^4*q^2*x+11648*a*b*c^4*q*r*x+173344*a*b*c^4*q*x^2 +8888*a*b*c^4*r^2*x+101008*a*b*c^4*r*x^2-17120*a*b*c^4*x^3+916*a*b*c^3*g^3*x+ 9520*a*b*c^3*g^2*p*x+1964*a*b*c^3*g^2*q*x+10368*a*b*c^3*g^2*r*x+125196*a*b*c^3* g^2*x^2+21828*a*b*c^3*g*p^2*x+14080*a*b*c^3*g*p*q*x+39648*a*b*c^3*g*p*r*x+ 370324*a*b*c^3*g*p*x^2+1028*a*b*c^3*g*q^2*x+14888*a*b*c^3*g*q*r*x+231244*a*b*c^ 3*g*q*x^2+11756*a*b*c^3*g*r^2*x+138800*a*b*c^3*g*r*x^2-9744*a*b*c^3*g*x^3+12420 *a*b*c^3*p^3*x+16284*a*b*c^3*p^2*q*x+30572*a*b*c^3*p^2*r*x+221840*a*b*c^3*p^2*x ^2+3776*a*b*c^3*p*q^2*x+28144*a*b*c^3*p*q*r*x+335308*a*b*c^3*p*q*x^2+17880*a*b* c^3*p*r^2*x+146488*a*b*c^3*p*r*x^2-133968*a*b*c^3*p*x^3+104*a*b*c^3*q^3*x+3916* a*b*c^3*q^2*r*x+86756*a*b*c^3*q^2*x^2+7336*a*b*c^3*q*r^2*x+110032*a*b*c^3*q*r*x ^2-45392*a*b*c^3*q*x^3+2000*a*b*c^3*r^3*x-23036*a*b*c^3*r^2*x^2-400256*a*b*c^3* r*x^3-307904*a*b*c^3*x^4+138*a*b*c^2*g^4*x+2504*a*b*c^2*g^3*p*x+430*a*b*c^2*g^3 *q*x+2836*a*b*c^2*g^3*r*x+36746*a*b*c^2*g^3*x^2+10040*a*b*c^2*g^2*p^2*x+6040*a* b*c^2*g^2*p*q*x+18600*a*b*c^2*g^2*p*r*x+179924*a*b*c^2*g^2*p*x^2+362*a*b*c^2*g^ 2*q^2*x+6552*a*b*c^2*g^2*q*r*x+109430*a*b*c^2*g^2*q*x^2+5446*a*b*c^2*g^2*r^2*x+ 66426*a*b*c^2*g^2*r*x^2-5072*a*b*c^2*g^2*x^3+12464*a*b*c^2*g*p^3*x+16150*a*b*c^ 2*g*p^2*q*x+31150*a*b*c^2*g*p^2*r*x+230344*a*b*c^2*g*p^2*x^2+3424*a*b*c^2*g*p*q ^2*x+28284*a*b*c^2*g*p*q*r*x+349738*a*b*c^2*g*p*q*x^2+18380*a*b*c^2*g*p*r^2*x+ 158820*a*b*c^2*g*p*r*x^2-113906*a*b*c^2*g*p*x^3+76*a*b*c^2*g*q^3*x+3666*a*b*c^2 *g*q^2*r*x+85804*a*b*c^2*g*q^2*x^2+7344*a*b*c^2*g*q*r^2*x+115956*a*b*c^2*g*q*r* x^2-25590*a*b*c^2*g*q*x^3+1984*a*b*c^2*g*r^3*x-24300*a*b*c^2*g*r^2*x^2-422440*a *b*c^2*g*r*x^3-333756*a*b*c^2*g*x^4+4502*a*b*c^2*p^4*x+10152*a*b*c^2*p^3*q*x+ 14098*a*b*c^2*p^3*r*x+78996*a*b*c^2*p^3*x^2+4694*a*b*c^2*p^2*q^2*x+23850*a*b*c^ 2*p^2*q*r*x+223066*a*b*c^2*p^2*q*x^2+12376*a*b*c^2*p^2*r^2*x+63202*a*b*c^2*p^2* r*x^2-149298*a*b*c^2*p^2*x^3+384*a*b*c^2*p*q^3*x+7834*a*b*c^2*p*q^2*r*x+137038* a*b*c^2*p*q^2*x^2+12316*a*b*c^2*p*q*r^2*x+135480*a*b*c^2*p*q*r*x^2-142544*a*b*c ^2*p*q*x^3+3116*a*b*c^2*p*r^3*x-35078*a*b*c^2*p*r^2*x^2-473268*a*b*c^2*p*r*x^3-\ 306582*a*b*c^2*p*x^4+402*a*b*c^2*q^3*r*x+17718*a*b*c^2*q^3*x^2+1606*a*b*c^2*q^2 *r^2*x+35740*a*b*c^2*q^2*r*x^2-44230*a*b*c^2*q^2*x^3+852*a*b*c^2*q*r^3*x-24962* a*b*c^2*q*r^2*x^2-396404*a*b*c^2*q*r*x^3-306582*a*b*c^2*q*x^4+72*a*b*c^2*r^4*x-\ 14076*a*b*c^2*r^3*x^2-98208*a*b*c^2*r^2*x^3+10424*a*b*c^2*r*x^4+7*a*b*c*g^5*x+ 275*a*b*c*g^4*p*x+30*a*b*c*g^4*q*x+344*a*b*c*g^4*r*x+5007*a*b*c*g^4*x^2+1886*a* b*c*g^3*p^2*x+980*a*b*c*g^3*p*q*x+3606*a*b*c*g^3*p*r*x+36743*a*b*c*g^3*p*x^2+37 *a*b*c*g^3*q^2*x+1130*a*b*c*g^3*q*r*x+21470*a*b*c*g^3*q*x^2+1017*a*b*c*g^3*r^2* x+12609*a*b*c*g^3*r*x^2-4008*a*b*c*g^3*x^3+3961*a*b*c*g^2*p^3*x+4958*a*b*c*g^2* p^2*q*x+10121*a*b*c*g^2*p^2*r*x+76312*a*b*c*g^2*p^2*x^2+892*a*b*c*g^2*p*q^2*x+ 8840*a*b*c*g^2*p*q*r*x+116216*a*b*c*g^2*p*q*x^2+6014*a*b*c*g^2*p*r^2*x+54452*a* b*c*g^2*p*r*x^2-32763*a*b*c*g^2*p*x^3+12*a*b*c*g^2*q^3*x+1011*a*b*c*g^2*q^2*r*x +26401*a*b*c*g^2*q^2*x^2+2212*a*b*c*g^2*q*r^2*x+37340*a*b*c*g^2*q*r*x^2-5169*a* b*c*g^2*q*x^3+592*a*b*c*g^2*r^3*x-8863*a*b*c*g^2*r^2*x^2-144844*a*b*c*g^2*r*x^3 -115426*a*b*c*g^2*x^4+3039*a*b*c*g*p^4*x+7004*a*b*c*g*p^3*q*x+9652*a*b*c*g*p^3* r*x+54415*a*b*c*g*p^3*x^2+3039*a*b*c*g*p^2*q^2*x+16684*a*b*c*g*p^2*q*r*x+161238 *a*b*c*g*p^2*q*x^2+8573*a*b*c*g*p^2*r^2*x+46180*a*b*c*g*p^2*r*x^2-98179*a*b*c*g *p^2*x^3+200*a*b*c*g*p*q^3*x+5212*a*b*c*g*p*q^2*r*x+95310*a*b*c*g*p*q^2*x^2+ 8752*a*b*c*g*p*q*r^2*x+104572*a*b*c*g*p*q*r*x^2-66600*a*b*c*g*p*q*x^3+2168*a*b* c*g*p*r^3*x-23414*a*b*c*g*p*r^2*x^2-332461*a*b*c*g*p*r*x^3-223613*a*b*c*g*p*x^4 +228*a*b*c*g*q^3*r*x+10912*a*b*c*g*q^3*x^2+1056*a*b*c*g*q^2*r^2*x+24007*a*b*c*g *q^2*r*x^2-26977*a*b*c*g*q^2*x^3+584*a*b*c*g*q*r^3*x-16979*a*b*c*g*q*r^2*x^2-\ 277983*a*b*c*g*q*r*x^3-223613*a*b*c*g*q*x^4+48*a*b*c*g*r^4*x-9408*a*b*c*g*r^3*x ^2-64368*a*b*c*g*r^2*x^3+14996*a*b*c*g*r*x^4+740*a*b*c*p^5*x+2780*a*b*c*p^4*q*x +2844*a*b*c*p^4*r*x+11320*a*b*c*p^4*x^2+2220*a*b*c*p^3*q^2*x+8288*a*b*c*p^3*q*r *x+59334*a*b*c*p^3*q*x^2+3416*a*b*c*p^3*r^2*x+6528*a*b*c*p^3*r*x^2-55084*a*b*c* p^3*x^3+388*a*b*c*p^2*q^3*x+4920*a*b*c*p^2*q^2*r*x+66134*a*b*c*p^2*q^2*x^2+6492 *a*b*c*p^2*q*r^2*x+47188*a*b*c*p^2*q*r*x^2-100282*a*b*c*p^2*q*x^3+1456*a*b*c*p^ 2*r^3*x-17100*a*b*c*p^2*r^2*x^2-169628*a*b*c*p^2*r*x^3-87244*a*b*c*p^2*x^4+624* a*b*c*p*q^3*r*x+21246*a*b*c*p*q^3*x^2+1968*a*b*c*p*q^2*r^2*x+33364*a*b*c*p*q^2* r*x^2-56438*a*b*c*p*q^2*x^3+1152*a*b*c*p*q*r^3*x-23248*a*b*c*p*q*r^2*x^2-327816 *a*b*c*p*q*r*x^3-221100*a*b*c*p*q*x^4+144*a*b*c*p*r^4*x-10548*a*b*c*p*r^3*x^2-\ 56872*a*b*c*p*r^2*x^3+32546*a*b*c*p*r*x^4+1210*a*b*c*q^4*x^2+72*a*b*c*q^3*r^2*x +3240*a*b*c*q^3*r*x^2-15972*a*b*c*q^3*x^3-48*a*b*c*q^2*r^3*x-9288*a*b*c*q^2*r^2 *x^2-121028*a*b*c*q^2*r*x^3-87244*a*b*c*q^2*x^4-48*a*b*c*q*r^4*x-7716*a*b*c*q*r ^3*x^2-52424*a*b*c*q*r^2*x^3+32546*a*b*c*q*r*x^4-120*a*b*c*r^4*x^2+15360*a*b*c* r^3*x^3+61344*a*b*c*r^2*x^4+8*a*b*g^5*p*x+14*a*b*g^5*r*x+248*a*b*g^5*x^2+118*a* b*g^4*p^2*x+42*a*b*g^4*p*q*x+238*a*b*g^4*p*r*x+2640*a*b*g^4*p*x^2+60*a*b*g^4*q* r*x+1449*a*b*g^4*q*x^2+61*a*b*g^4*r^2*x+735*a*b*g^4*r*x^2-884*a*b*g^4*x^3+396*a *b*g^3*p^3*x+452*a*b*g^3*p^2*q*x+1044*a*b*g^3*p^2*r*x+8035*a*b*g^3*p^2*x^2+56*a *b*g^3*p*q^2*x+830*a*b*g^3*p*q*r*x+12174*a*b*g^3*p*q*x^2+622*a*b*g^3*p*r^2*x+ 5881*a*b*g^3*p*r*x^2-3486*a*b*g^3*p*x^3+74*a*b*g^3*q^2*r*x+2455*a*b*g^3*q^2*x^2 +184*a*b*g^3*q*r^2*x+3457*a*b*g^3*q*r*x^2-994*a*b*g^3*q*x^3+50*a*b*g^3*r^3*x-\ 1086*a*b*g^3*r^2*x^2-15800*a*b*g^3*r*x^3-12352*a*b*g^3*x^4+490*a*b*g^2*p^4*x+ 1144*a*b*g^2*p^3*q*x+1589*a*b*g^2*p^3*r*x+8870*a*b*g^2*p^3*x^2+444*a*b*g^2*p^2* q^2*x+2776*a*b*g^2*p^2*q*r*x+28104*a*b*g^2*p^2*q*x^2+1430*a*b*g^2*p^2*r^2*x+ 7820*a*b*g^2*p^2*r*x^2-16690*a*b*g^2*p^2*x^3+18*a*b*g^2*p*q^3*x+789*a*b*g^2*p*q ^2*r*x+15702*a*b*g^2*p*q^2*x^2+1468*a*b*g^2*p*q*r^2*x+19277*a*b*g^2*p*q*r*x^2-\ 5292*a*b*g^2*p*q*x^3+360*a*b*g^2*p*r^3*x-3843*a*b*g^2*p*r^2*x^2-56575*a*b*g^2*p *r*x^3-39001*a*b*g^2*p*x^4+24*a*b*g^2*q^3*r*x+1493*a*b*g^2*q^3*x^2+139*a*b*g^2* q^2*r^2*x+3356*a*b*g^2*q^2*r*x^2-5134*a*b*g^2*q^2*x^3+78*a*b*g^2*q*r^3*x-3024*a *b*g^2*q*r^2*x^2-47405*a*b*g^2*q*r*x^3-39001*a*b*g^2*q*x^4+6*a*b*g^2*r^4*x-1446 *a*b*g^2*r^3*x^2-9096*a*b*g^2*r^2*x^3+5594*a*b*g^2*r*x^4+244*a*b*g*p^5*x+994*a* b*g*p^4*q*x+951*a*b*g*p^4*r*x+3588*a*b*g*p^4*x^2+764*a*b*g*p^3*q^2*x+2993*a*b*g *p^3*q*r*x+22137*a*b*g*p^3*q*x^2+1161*a*b*g*p^3*r^2*x+1913*a*b*g*p^3*r*x^2-\ 19916*a*b*g*p^3*x^3+110*a*b*g*p^2*q^3*x+1735*a*b*g*p^2*q^2*r*x+24347*a*b*g*p^2* q^2*x^2+2384*a*b*g*p^2*q*r^2*x+19729*a*b*g*p^2*q*r*x^2-28459*a*b*g*p^2*q*x^3+ 508*a*b*g*p^2*r^3*x-5878*a*b*g*p^2*r^2*x^2-59983*a*b*g*p^2*r*x^3-31441*a*b*g*p^ 2*x^4+195*a*b*g*p*q^3*r*x+7053*a*b*g*p*q^3*x^2+719*a*b*g*p*q^2*r^2*x+13168*a*b* g*p*q^2*r*x^2-13585*a*b*g*p*q^2*x^3+432*a*b*g*p*q*r^3*x-7389*a*b*g*p*q*r^2*x^2-\ 116760*a*b*g*p*q*r*x^3-84548*a*b*g*p*q*x^4+54*a*b*g*p*r^4*x-3576*a*b*g*p*r^3*x^ 2-20103*a*b*g*p*r^2*x^3+11335*a*b*g*p*r*x^4+261*a*b*g*q^4*x^2+24*a*b*g*q^3*r^2* x+728*a*b*g*q^3*r*x^2-6216*a*b*g*q^3*x^3-14*a*b*g*q^2*r^3*x-3322*a*b*g*q^2*r^2* x^2-42373*a*b*g*q^2*r*x^3-31441*a*b*g*q^2*x^4-18*a*b*g*q*r^4*x-2772*a*b*g*q*r^3 *x^2-18705*a*b*g*q*r^2*x^3+11335*a*b*g*q*r*x^4-42*a*b*g*r^4*x^2+5200*a*b*g*r^3* x^3+20784*a*b*g*r^2*x^4+40*a*b*p^6*x+268*a*b*p^5*q*x+186*a*b*p^5*r*x+387*a*b*p^ 5*x^2+344*a*b*p^4*q^2*x+984*a*b*p^4*q*r*x+5154*a*b*p^4*q*x^2+297*a*b*p^4*r^2*x-\ 543*a*b*p^4*r*x^2-6067*a*b*p^4*x^3+116*a*b*p^3*q^3*x+958*a*b*p^3*q^2*r*x+9544*a *b*p^3*q^2*x^2+1076*a*b*p^3*q*r^2*x+4192*a*b*p^3*q*r*x^2-18674*a*b*p^3*q*x^3+ 196*a*b*p^3*r^3*x-2554*a*b*p^3*r^2*x^2-16823*a*b*p^3*r*x^3-5712*a*b*p^3*x^4+232 *a*b*p^2*q^3*r*x+5746*a*b*p^2*q^3*x^2+585*a*b*p^2*q^2*r^2*x+6516*a*b*p^2*q^2*r* x^2-18208*a*b*p^2*q^2*x^3+360*a*b*p^2*q*r^3*x-5274*a*b*p^2*q*r^2*x^2-63237*a*b* p^2*q*r*x^3-35112*a*b*p^2*q*x^4+45*a*b*p^2*r^4*x-1809*a*b*p^2*r^3*x^2-4763*a*b* p^2*r^2*x^3+13236*a*b*p^2*r*x^4+969*a*b*p*q^4*x^2+38*a*b*p*q^3*r^2*x+1984*a*b*p *q^3*r*x^2-7406*a*b*p*q^3*x^3-4248*a*b*p*q^2*r^2*x^2-52515*a*b*p*q^2*r*x^3-\ 35112*a*b*p*q^2*x^4-3276*a*b*p*q*r^3*x^2-19872*a*b*p*q*r^2*x^3+13056*a*b*p*q*r* x^4-234*a*b*p*r^4*x^2+4532*a*b*p*r^3*x^3+18432*a*b*p*r^2*x^4-45*a*b*q^4*r*x^2-\ 1805*a*b*q^4*x^3-18*a*b*q^3*r^3*x-970*a*b*q^3*r^2*x^2-10529*a*b*q^3*r*x^3-5712* a*b*q^3*x^4-15*a*b*q^2*r^4*x-717*a*b*q^2*r^3*x^2-3301*a*b*q^2*r^2*x^3+13236*a*b *q^2*r*x^4+156*a*b*q*r^4*x^2+5308*a*b*q*r^3*x^3+18432*a*b*q*r^2*x^4-2000*a*b*r^ 3*x^4+832*a*c^7*x+1920*a*c^6*g*x+4688*a*c^6*p*x+1344*a*c^6*q*x+5216*a*c^6*r*x+ 47904*a*c^6*x^2+1776*a*c^5*g^2*x+9304*a*c^5*g*p*x+2600*a*c^5*g*q*x+10400*a*c^5* g*r*x+96824*a*c^5*g*x^2+8624*a*c^5*p^2*x+7072*a*c^5*p*q*x+16144*a*c^5*p*r*x+ 120400*a*c^5*p*x^2+784*a*c^5*q^2*x+7744*a*c^5*q*r*x+87104*a*c^5*q*x^2+5216*a*c^ 5*r^2*x+44552*a*c^5*r*x^2-19664*a*c^5*x^3+832*a*c^4*g^3*x+7228*a*c^4*g^2*p*x+ 1932*a*c^4*g^2*q*x+8160*a*c^4*g^2*r*x+77412*a*c^4*g^2*x^2+14508*a*c^4*g*p^2*x+ 11672*a*c^4*g*p*q*x+27432*a*c^4*g*p*r*x+207832*a*c^4*g*p*x^2+1220*a*c^4*g*q^2*x +12856*a*c^4*g*q*r*x+148452*a*c^4*g*q*x^2+8804*a*c^4*g*r^2*x+77916*a*c^4*g*r*x^ 2-26676*a*c^4*g*x^3+7312*a*c^4*p^3*x+11952*a*c^4*p^2*q*x+18684*a*c^4*p^2*r*x+ 111372*a*c^4*p^2*x^2+3772*a*c^4*p*q^2*x+21816*a*c^4*p*q*r*x+196348*a*c^4*p*q*x^ 2+11652*a*c^4*p*r^2*x+67940*a*c^4*p*r*x^2-100428*a*c^4*p*x^3+192*a*c^4*q^3*x+ 4092*a*c^4*q^2*r*x+60052*a*c^4*q^2*x^2+6544*a*c^4*q*r^2*x+65896*a*c^4*q*r*x^2-\ 45576*a*c^4*q*x^3+1528*a*c^4*r^3*x-15952*a*c^4*r^2*x^2-213404*a*c^4*r*x^3-\ 143176*a*c^4*x^4+204*a*c^3*g^4*x+2754*a*c^3*g^3*p*x+678*a*c^3*g^3*q*x+3176*a*c^ 3*g^3*r*x+30946*a*c^3*g^3*x^2+9240*a*c^3*g^2*p^2*x+7192*a*c^3*g^2*p*q*x+17756*a *c^3*g^2*p*r*x+136788*a*c^3*g^2*p*x^2+680*a*c^3*g^2*q^2*x+8008*a*c^3*g^2*q*r*x+ 96260*a*c^3*g^2*q*x^2+5636*a*c^3*g^2*r^2*x+50958*a*c^3*g^2*r*x^2-17036*a*c^3*g^ 2*x^3+9914*a*c^3*g*p^3*x+16294*a*c^3*g*p^2*q*x+25620*a*c^3*g*p^2*r*x+155374*a*c ^3*g*p^2*x^2+4904*a*c^3*g*p*q^2*x+29956*a*c^3*g*p*q*r*x+276848*a*c^3*g*p*q*x^2+ 15920*a*c^3*g*p*r^2*x+99056*a*c^3*g*p*r*x^2-122606*a*c^3*g*p*x^3+224*a*c^3*g*q^ 3*x+5388*a*c^3*g*q^2*r*x+81950*a*c^3*g*q^2*x^2+8892*a*c^3*g*q*r^2*x+93730*a*c^3 *g*q*r*x^2-50542*a*c^3*g*q*x^3+1968*a*c^3*g*r^3*x-22466*a*c^3*g*r^2*x^2-297242* a*c^3*g*r*x^3-203604*a*c^3*g*x^4+3112*a*c^3*p^4*x+9124*a*c^3*p^3*q*x+10034*a*c^ 3*p^3*r*x+45590*a*c^3*p^3*x^2+5640*a*c^3*p^2*q^2*x+22702*a*c^3*p^2*q*r*x+160820 *a*c^3*p^2*q*x^2+9214*a*c^3*p^2*r^2*x+26028*a*c^3*p^2*r*x^2-127602*a*c^3*p^2*x^ 3+824*a*c^3*p*q^3*x+10034*a*c^3*p*q^2*r*x+116598*a*c^3*p*q^2*x^2+13372*a*c^3*p* q*r^2*x+95292*a*c^3*p*q*r*x^2-142816*a*c^3*p*q*x^3+2556*a*c^3*p*r^3*x-33628*a*c ^3*p*r^2*x^2-323842*a*c^3*p*r*x^3-181822*a*c^3*p*x^4+16*a*c^3*q^4*x+894*a*c^3*q ^3*r*x+19318*a*c^3*q^3*x^2+2650*a*c^3*q^2*r^2*x+33332*a*c^3*q^2*r*x^2-42174*a*c ^3*q^2*x^3+1532*a*c^3*q*r^3*x-20138*a*c^3*q*r^2*x^2-290850*a*c^3*q*r*x^3-199362 *a*c^3*q*x^4+96*a*c^3*r^4*x-11988*a*c^3*r^3*x^2-69092*a*c^3*r^2*x^3+3384*a*c^3* r*x^4+24*a*c^2*g^5*x+524*a*c^2*g^4*p*x+109*a*c^2*g^4*q*x+634*a*c^2*g^4*r*x+6421 *a*c^2*g^4*x^2+2743*a*c^2*g^3*p^2*x+2006*a*c^2*g^3*p*q*x+5414*a*c^2*g^3*p*r*x+ 42394*a*c^2*g^3*p*x^2+157*a*c^2*g^3*q^2*x+2286*a*c^2*g^3*q*r*x+29309*a*c^2*g^3* q*x^2+1685*a*c^2*g^3*r^2*x+15045*a*c^2*g^3*r*x^2-7969*a*c^2*g^3*x^3+4797*a*c^2* g^2*p^3*x+7881*a*c^2*g^2*p^2*q*x+12635*a*c^2*g^2*p^2*r*x+77428*a*c^2*g^2*p^2*x^ 2+2189*a*c^2*g^2*p*q^2*x+14636*a*c^2*g^2*p*q*r*x+140481*a*c^2*g^2*p*q*x^2+7831* a*c^2*g^2*p*r^2*x+51079*a*c^2*g^2*p*r*x^2-56328*a*c^2*g^2*p*x^3+82*a*c^2*g^2*q^ 3*x+2455*a*c^2*g^2*q^2*r*x+39662*a*c^2*g^2*q^2*x^2+4240*a*c^2*g^2*q*r^2*x+46901 *a*c^2*g^2*q*r*x^2-21273*a*c^2*g^2*q*x^3+882*a*c^2*g^2*r^3*x-12083*a*c^2*g^2*r^ 2*x^2-151714*a*c^2*g^2*r*x^3-104726*a*c^2*g^2*x^4+3085*a*c^2*g*p^4*x+9572*a*c^2 *g*p^3*q*x+10032*a*c^2*g*p^3*r*x+46012*a*c^2*g*p^3*x^2+5775*a*c^2*g*p^2*q^2*x+ 24004*a*c^2*g*p^2*q*r*x+174641*a*c^2*g*p^2*q*x^2+9139*a*c^2*g*p^2*r^2*x+27151*a *c^2*g*p^2*r*x^2-128039*a*c^2*g*p^2*x^3+768*a*c^2*g*p*q^3*x+10382*a*c^2*g*p*q^2 *r*x+124603*a*c^2*g*p*q^2*x^2+14140*a*c^2*g*p*q*r^2*x+109320*a*c^2*g*p*q*r*x^2-\ 124590*a*c^2*g*p*q*x^3+2418*a*c^2*g*p*r^3*x-35253*a*c^2*g*p*r^2*x^2-336960*a*c^ 2*g*p*r*x^3-193439*a*c^2*g*p*x^4+12*a*c^2*g*q^4*x+858*a*c^2*g*q^3*r*x+19373*a*c ^2*g*q^3*x^2+2700*a*c^2*g*q^2*r^2*x+35290*a*c^2*g*q^2*r*x^2-39077*a*c^2*g*q^2*x ^3+1546*a*c^2*g*q*r^3*x-20882*a*c^2*g*q*r^2*x^2-307942*a*c^2*g*q*r*x^3-218003*a *c^2*g*q*x^4+60*a*c^2*g*r^4*x-12357*a*c^2*g*r^3*x^2-69556*a*c^2*g*r^2*x^3+8388* a*c^2*g*r*x^4+635*a*c^2*p^5*x+3424*a*c^2*p^4*q*x+2481*a*c^2*p^4*r*x+7225*a*c^2* p^4*x^2+3583*a*c^2*p^3*q^2*x+10810*a*c^2*p^3*q*r*x+58617*a*c^2*p^3*q*x^2+3033*a *c^2*p^3*r^2*x-3450*a*c^2*p^3*r*x^2-63422*a*c^2*p^3*x^3+1046*a*c^2*p^2*q^3*x+ 8601*a*c^2*p^2*q^2*r*x+77633*a*c^2*p^2*q^2*x^2+9598*a*c^2*p^2*q*r^2*x+41836*a*c ^2*p^2*q*r*x^2-128627*a*c^2*p^2*q*x^3+1331*a*c^2*p^2*r^3*x-24484*a*c^2*p^2*r^2* x^2-163907*a*c^2*p^2*r*x^3-71523*a*c^2*p^2*x^4+60*a*c^2*p*q^4*x+1810*a*c^2*p*q^ 3*r*x+30757*a*c^2*p*q^3*x^2+4472*a*c^2*p*q^2*r^2*x+40873*a*c^2*p*q^2*r*x^2-\ 79450*a*c^2*p*q^2*x^3+2508*a*c^2*p*q*r^3*x-28487*a*c^2*p*q*r^2*x^2-343753*a*c^2 *p*q*r*x^3-202356*a*c^2*p*q*x^4+144*a*c^2*p*r^4*x-12915*a*c^2*p*r^3*x^2-50536*a *c^2*p*r^2*x^3+38742*a*c^2*p*r*x^4+66*a*c^2*q^4*r*x+2832*a*c^2*q^4*x^2+374*a*c^ 2*q^3*r^2*x+6455*a*c^2*q^3*r*x^2-18841*a*c^2*q^3*x^3+315*a*c^2*q^2*r^3*x-10573* a*c^2*q^2*r^2*x^2-138644*a*c^2*q^2*r*x^3-92217*a*c^2*q^2*x^4+84*a*c^2*q*r^4*x-\ 10050*a*c^2*q*r^3*x^2-60364*a*c^2*q*r^2*x^3+25742*a*c^2*q*r*x^4-456*a*c^2*r^4*x ^2+16016*a*c^2*r^3*x^3+61488*a*c^2*r^2*x^4+a*c*g^6*x+44*a*c*g^5*p*x+6*a*c*g^5*q *x+60*a*c*g^5*r*x+642*a*c*g^5*x^2+372*a*c*g^4*p^2*x+238*a*c*g^4*p*q*x+768*a*c*g ^4*p*r*x+6094*a*c*g^4*p*x^2+12*a*c*g^4*q^2*x+288*a*c*g^4*q*r*x+4120*a*c*g^4*q*x ^2+230*a*c*g^4*r^2*x+1862*a*c*g^4*r*x^2-2385*a*c*g^4*x^3+974*a*c*g^3*p^3*x+1571 *a*c*g^3*p^2*q*x+2648*a*c*g^3*p^2*r*x+16132*a*c*g^3*p^2*x^2+376*a*c*g^3*p*q^2*x +2964*a*c*g^3*p*q*r*x+30132*a*c*g^3*p*q*x^2+1642*a*c*g^3*p*r^2*x+10842*a*c*g^3* p*r*x^2-12428*a*c*g^3*p*x^3+9*a*c*g^3*q^3*x+440*a*c*g^3*q^2*r*x+7920*a*c*g^3*q^ 2*x^2+815*a*c*g^3*q*r^2*x+9465*a*c*g^3*q*r*x^2-4812*a*c*g^3*q*x^3+160*a*c*g^3*r ^3*x-2935*a*c*g^3*r^2*x^2-33412*a*c*g^3*r*x^3-22637*a*c*g^3*x^4+963*a*c*g^2*p^4 *x+3202*a*c*g^2*p^3*q*x+3187*a*c*g^2*p^3*r*x+14373*a*c*g^2*p^3*x^2+1846*a*c*g^2 *p^2*q^2*x+8121*a*c*g^2*p^2*q*r*x+61079*a*c*g^2*p^2*q*x^2+2887*a*c*g^2*p^2*r^2* x+8294*a*c*g^2*p^2*r*x^2-43234*a*c*g^2*p^2*x^3+208*a*c*g^2*p*q^3*x+3361*a*c*g^2 *p*q^2*r*x+42512*a*c*g^2*p*q^2*x^2+4768*a*c*g^2*p*q*r^2*x+40298*a*c*g^2*p*q*r*x ^2-32721*a*c*g^2*p*q*x^3+720*a*c*g^2*p*r^3*x-12094*a*c*g^2*p*r^2*x^2-112622*a*c *g^2*p*r*x^3-65193*a*c*g^2*p*x^4+2*a*c*g^2*q^4*x+243*a*c*g^2*q^3*r*x+6008*a*c*g ^2*q^3*x^2+829*a*c*g^2*q^2*r^2*x+11315*a*c*g^2*q^2*r*x^2-12634*a*c*g^2*q^2*x^3+ 470*a*c*g^2*q*r^3*x-7289*a*c*g^2*q*r^2*x^2-105471*a*c*g^2*q*r*x^3-76338*a*c*g^2 *q*x^4+6*a*c*g^2*r^4*x-3945*a*c*g^2*r^3*x^2-20265*a*c*g^2*r^2*x^3+8370*a*c*g^2* r*x^4+366*a*c*g*p^5*x+2425*a*c*g*p^4*q*x+1433*a*c*g*p^4*r*x+3588*a*c*g*p^4*x^2+ 2552*a*c*g*p^3*q^2*x+7701*a*c*g*p^3*q*r*x+42822*a*c*g*p^3*q*x^2+1711*a*c*g*p^3* r^2*x-4811*a*c*g*p^3*r*x^2-45744*a*c*g*p^3*x^3+697*a*c*g*p^2*q^3*x+6189*a*c*g*p ^2*q^2*r*x+57630*a*c*g*p^2*q^2*x^2+6863*a*c*g*p^2*q*r^2*x+33699*a*c*g*p^2*q*r*x ^2-81911*a*c*g*p^2*q*x^3+698*a*c*g*p^2*r^3*x-18029*a*c*g*p^2*r^2*x^2-113307*a*c *g*p^2*r*x^3-48940*a*c*g*p^2*x^4+32*a*c*g*p*q^4*x+1235*a*c*g*p*q^3*r*x+21779*a* c*g*p*q^3*x^2+3235*a*c*g*p*q^2*r^2*x+32285*a*c*g*p*q^2*r*x^2-46237*a*c*g*p*q^2* x^3+1780*a*c*g*p*q*r^3*x-18911*a*c*g*p*q*r^2*x^2-245585*a*c*g*p*q*r*x^3-152191* a*c*g*p*q*x^4+54*a*c*g*p*r^4*x-8871*a*c*g*p*r^3*x^2-33939*a*c*g*p*r^2*x^3+28872 *a*c*g*p*r*x^4+38*a*c*g*q^4*r*x+1741*a*c*g*q^4*x^2+248*a*c*g*q^3*r^2*x+4215*a*c *g*q^3*r*x^2-13030*a*c*g*q^3*x^3+214*a*c*g*q^2*r^3*x-7410*a*c*g*q^2*r^2*x^2-\ 98425*a*c*g*q^2*r*x^3-68085*a*c*g*q^2*x^4+54*a*c*g*q*r^4*x-7008*a*c*g*q*r^3*x^2 -43442*a*c*g*q*r^2*x^3+16358*a*c*g*q*r*x^4-186*a*c*g*r^4*x^2+11288*a*c*g*r^3*x^ 3+41496*a*c*g*r^2*x^4+48*a*c*p^6*x+606*a*c*p^5*q*x+222*a*c*p^5*r*x-9*a*c*p^5*x^ 2+998*a*c*p^4*q^2*x+2346*a*c*p^4*q*r*x+9266*a*c*p^4*q*x^2+345*a*c*p^4*r^2*x-\ 3171*a*c*p^4*r*x^2-12541*a*c*p^4*x^3+502*a*c*p^3*q^3*x+3030*a*c*p^3*q^2*r*x+ 20728*a*c*p^3*q^2*x^2+2862*a*c*p^3*q*r^2*x+5484*a*c*p^3*q*r*x^2-42122*a*c*p^3*q *x^3+216*a*c*p^3*r^3*x-6892*a*c*p^3*r^2*x^2-29401*a*c*p^3*r*x^3-7372*a*c*p^3*x^ 4+62*a*c*p^2*q^4*x+1142*a*c*p^2*q^3*r*x+14780*a*c*p^2*q^3*x^2+2391*a*c*p^2*q^2* r^2*x+13928*a*c*p^2*q^2*r*x^2-45648*a*c*p^2*q^2*x^3+1266*a*c*p^2*q*r^3*x-12984* a*c*p^2*q*r^2*x^2-124299*a*c*p^2*q*r*x^3-59444*a*c*p^2*q*x^4+45*a*c*p^2*r^4*x-\ 4203*a*c*p^2*r^3*x^2-5387*a*c*p^2*r^2*x^3+27906*a*c*p^2*r*x^4+104*a*c*p*q^4*r*x +3473*a*c*p*q^4*x^2+454*a*c*p*q^3*r^2*x+6032*a*c*p*q^3*r*x^2-19962*a*c*p*q^3*x^ 3+432*a*c*p*q^2*r^3*x-9668*a*c*p*q^2*r^2*x^2-114579*a*c*p*q^2*r*x^3-67644*a*c*p *q^2*x^4+144*a*c*p*q*r^4*x-8028*a*c*p*q*r^3*x^2-38644*a*c*p*q*r^2*x^3+28602*a*c *p*q*r*x^4-522*a*c*p*r^4*x^2+9408*a*c*p*r^3*x^3+32580*a*c*p*r^2*x^4+146*a*c*q^5 *x^2+12*a*c*q^4*r^2*x+323*a*c*q^4*r*x^2-3895*a*c*q^4*x^3-12*a*c*q^3*r^3*x-2424* a*c*q^3*r^2*x^2-26873*a*c*q^3*r*x^3-15572*a*c*q^3*x^4-15*a*c*q^2*r^4*x-2625*a*c *q^2*r^3*x^2-13207*a*c*q^2*r^2*x^3+20660*a*c*q^2*r*x^4-204*a*c*q*r^4*x^2+10472* a*c*q*r^3*x^3+40140*a*c*q*r^2*x^4+200*a*c*r^4*x^3-4000*a*c*r^3*x^4+a*g^6*p*x+2* a*g^6*r*x+23*a*g^6*x^2+18*a*g^5*p^2*x+8*a*g^5*p*q*x+40*a*g^5*p*r*x+320*a*g^5*p* x^2+12*a*g^5*q*r*x+209*a*g^5*q*x^2+11*a*g^5*r^2*x+62*a*g^5*r*x^2-277*a*g^5*x^3+ 70*a*g^4*p^3*x+105*a*g^4*p^2*q*x+200*a*g^4*p^2*r*x+1170*a*g^4*p^2*x^2+18*a*g^4* p*q^2*x+204*a*g^4*p*q*r*x+2280*a*g^4*p*q*x^2+125*a*g^4*p*r^2*x+787*a*g^4*p*r*x^ 2-1181*a*g^4*p*x^3+24*a*g^4*q^2*r*x+535*a*g^4*q^2*x^2+50*a*g^4*q*r^2*x+605*a*g^ 4*q*r*x^2-557*a*g^4*q*x^3+10*a*g^4*r^3*x-258*a*g^4*r^2*x^2-2595*a*g^4*r*x^3-\ 1639*a*g^4*x^4+94*a*g^3*p^4*x+338*a*g^3*p^3*q*x+322*a*g^3*p^3*r*x+1331*a*g^3*p^ 3*x^2+178*a*g^3*p^2*q^2*x+872*a*g^3*p^2*q*r*x+6850*a*g^3*p^2*q*x^2+293*a*g^3*p^ 2*r^2*x+646*a*g^3*p^2*r*x^2-5167*a*g^3*p^2*x^3+14*a*g^3*p*q^3*x+330*a*g^3*p*q^2 *r*x+4576*a*g^3*p*q^2*x^2+508*a*g^3*p*q*r^2*x+4764*a*g^3*p*q*r*x^2-2435*a*g^3*p *q*x^3+70*a*g^3*p*r^3*x-1339*a*g^3*p*r^2*x^2-12025*a*g^3*p*r*x^3-6825*a*g^3*p*x ^4+18*a*g^3*q^3*r*x+552*a*g^3*q^3*x^2+70*a*g^3*q^2*r^2*x+1010*a*g^3*q^2*r*x^2-\ 1580*a*g^3*q^2*x^3+40*a*g^3*q*r^3*x-864*a*g^3*q*r^2*x^2-11608*a*g^3*q*r*x^3-\ 8449*a*g^3*q*x^4-366*a*g^3*r^3*x^2-1509*a*g^3*r^2*x^3+2019*a*g^3*r*x^4+45*a*g^2 *p^5*x+413*a*g^2*p^4*q*x+178*a*g^2*p^4*r*x+233*a*g^2*p^4*x^2+433*a*g^2*p^3*q^2* x+1323*a*g^2*p^3*q*r*x+7561*a*g^2*p^3*q*x^2+203*a*g^2*p^3*r^2*x-1501*a*g^2*p^3* r*x^2-8417*a*g^2*p^3*x^3+106*a*g^2*p^2*q^3*x+1064*a*g^2*p^2*q^2*r*x+10348*a*g^2 *p^2*q^2*x^2+1183*a*g^2*p^2*q*r^2*x+6557*a*g^2*p^2*q*r*x^2-12258*a*g^2*p^2*q*x^ 3+70*a*g^2*p^2*r^3*x-3322*a*g^2*p^2*r^2*x^2-18703*a*g^2*p^2*r*x^3-7587*a*g^2*p^ 2*x^4+3*a*g^2*p*q^4*x+193*a*g^2*p*q^3*r*x+3651*a*g^2*p*q^3*x^2+553*a*g^2*p*q^2* r^2*x+6087*a*g^2*p*q^2*r*x^2-5973*a*g^2*p*q^2*x^3+300*a*g^2*p*q*r^3*x-3006*a*g^ 2*p*q*r^2*x^2-42270*a*g^2*p*q*r*x^3-27502*a*g^2*p*q*x^4-1449*a*g^2*p*r^3*x^2-\ 4872*a*g^2*p*r^2*x^3+6264*a*g^2*p*r*x^4+4*a*g^2*q^4*r*x+231*a*g^2*q^4*x^2+33*a* g^2*q^3*r^2*x+532*a*g^2*q^3*r*x^2-2463*a*g^2*q^3*x^3+28*a*g^2*q^2*r^3*x-1338*a* g^2*q^2*r^2*x^2-16941*a*g^2*q^2*r*x^3-11986*a*g^2*q^2*x^4+6*a*g^2*q*r^4*x-1158* a*g^2*q*r^3*x^2-7062*a*g^2*q*r^2*x^3+3257*a*g^2*q*r*x^4-6*a*g^2*r^4*x^2+1852*a* g^2*r^3*x^3+6288*a*g^2*r^2*x^4+4*a*g*p^6*x+212*a*g*p^5*q*x+18*a*g*p^5*r*x-285*a *g*p^5*x^2+368*a*g*p^4*q^2*x+825*a*g*p^4*q*r*x+3257*a*g*p^4*q*x^2+24*a*g*p^4*r^ 2*x-1728*a*g*p^4*r*x^2-4800*a*g*p^4*x^3+178*a*g*p^3*q^3*x+1125*a*g*p^3*q^2*r*x+ 7955*a*g*p^3*q^2*x^2+1017*a*g*p^3*q*r^2*x+2214*a*g*p^3*q*r*x^2-14474*a*g*p^3*q* x^3+10*a*g*p^3*r^3*x-2652*a*g*p^3*r^2*x^2-9259*a*g*p^3*r*x^3-1566*a*g*p^3*x^4+ 18*a*g*p^2*q^4*x+413*a*g*p^2*q^3*r*x+5556*a*g*p^2*q^3*x^2+896*a*g*p^2*q^2*r^2*x +6066*a*g*p^2*q^2*r*x^2-14205*a*g*p^2*q^2*x^3+458*a*g*p^2*q*r^3*x-4336*a*g*p^2* q*r^2*x^2-45126*a*g*p^2*q*r*x^3-22730*a*g*p^2*q*x^4-1311*a*g*p^2*r^3*x^2-225*a* g*p^2*r^2*x^3+11844*a*g*p^2*r*x^4+33*a*g*p*q^4*r*x+1171*a*g*p*q^4*x^2+167*a*g*p *q^3*r^2*x+2418*a*g*p*q^3*r*x^2-6018*a*g*p*q^3*x^3+162*a*g*p*q^2*r^3*x-3245*a*g *p*q^2*r^2*x^2-41849*a*g*p*q^2*r*x^3-26756*a*g*p*q^2*x^4+54*a*g*p*q*r^4*x-2829* a*g*p*q*r^3*x^2-15510*a*g*p*q*r^2*x^3+7167*a*g*p*q*r*x^4-108*a*g*p*r^4*x^2+3344 *a*g*p*r^3*x^3+10710*a*g*p*r^2*x^4+28*a*g*q^5*x^2+4*a*g*q^4*r^2*x+43*a*g*q^4*r* x^2-1487*a*g*q^4*x^3-4*a*g*q^3*r^3*x-880*a*g*q^3*r^2*x^2-9466*a*g*q^3*r*x^3-\ 5592*a*g*q^3*x^4-6*a*g*q^2*r^4*x-960*a*g*q^2*r^3*x^2-4852*a*g*q^2*r^2*x^3+7273* a*g*q^2*r*x^4-66*a*g*q*r^4*x^2+3748*a*g*q*r^3*x^3+14634*a*g*q*r^2*x^4+40*a*g*r^ 4*x^3-1360*a*g*r^3*x^4+40*a*p^6*q*x-60*a*p^6*x^2+99*a*p^5*q^2*x+186*a*p^5*q*r*x +501*a*p^5*q*x^2-348*a*p^5*r*x^2-724*a*p^5*x^3+78*a*p^4*q^3*x+369*a*p^4*q^2*r*x +1861*a*p^4*q^2*x^2+297*a*p^4*q*r^2*x+6*a*p^4*q*r*x^2-4254*a*p^4*q*x^3-603*a*p^ 4*r^2*x^2-1175*a*p^4*r*x^3+325*a*p^4*x^4+19*a*p^3*q^4*x+222*a*p^3*q^3*r*x+2105* a*p^3*q^3*x^2+405*a*p^3*q^2*r^2*x+1223*a*p^3*q^2*r*x^2-7560*a*p^3*q^2*x^3+196*a *p^3*q*r^3*x-1844*a*p^3*q*r^2*x^2-13181*a*p^3*q*r*x^3-4642*a*p^3*q*x^4-405*a*p^ 3*r^3*x^2+723*a*p^3*r^2*x^3+3937*a*p^3*r*x^4+39*a*p^2*q^4*r*x+931*a*p^2*q^4*x^2 +135*a*p^2*q^3*r^2*x+1103*a*p^2*q^3*r*x^2-5539*a*p^2*q^3*x^3+135*a*p^2*q^2*r^3* x-2187*a*p^2*q^2*r^2*x^2-22074*a*p^2*q^2*r*x^3-10825*a*p^2*q^2*x^4+45*a*p^2*q*r ^4*x-1539*a*p^2*q*r^3*x^2-4709*a*p^2*q*r^2*x^3+7989*a*p^2*q*r*x^4-90*a*p^2*r^4* x^2+1214*a*p^2*r^3*x^3+2826*a*p^2*r^2*x^4+126*a*p*q^5*x^2+6*a*p*q^4*r^2*x+222*a *p*q^4*r*x^2-1794*a*p*q^4*x^3-1115*a*p*q^3*r^2*x^2-11690*a*p*q^3*r*x^3-6424*a*p *q^3*x^4-1197*a*p*q^2*r^3*x^2-5295*a*p*q^2*r^2*x^3+7809*a*p*q^2*r*x^4-234*a*p*q *r^4*x^2+3288*a*p*q*r^3*x^3+13212*a*p*q*r^2*x^4+130*a*p*r^4*x^3-1140*a*p*r^3*x^ 4-12*a*q^5*r*x^2-285*a*q^5*x^3-3*a*q^4*r^3*x-165*a*q^4*r^2*x^2-1622*a*q^4*r*x^3 -566*a*q^4*x^4-3*a*q^3*r^4*x-132*a*q^3*r^3*x^2-209*a*q^3*r^2*x^3+3757*a*q^3*r*x ^4+48*a*q^2*r^4*x^2+1706*a*q^2*r^3*x^3+5202*a*q^2*r^2*x^4+30*a*q*r^4*x^3-1380*a *q*r^3*x^4-176*b^6*x^3+1024*b^5*c^2*x^2+536*b^5*c*g*x^2+1296*b^5*c*p*x^2+552*b^ 5*c*r*x^2+1744*b^5*c*x^3+64*b^5*g^2*x^2+356*b^5*g*p*x^2+148*b^5*g*r*x^2+232*b^5 *g*x^3+392*b^5*p^2*x^2+208*b^5*p*r*x^2+808*b^5*p*x^3-920*b^5*q*x^3-8*b^5*r^2*x^ 2-1096*b^5*r*x^3-1056*b^5*x^4+32*b^4*c^4*x+32*b^4*c^3*g*x+144*b^4*c^3*p*x+112*b ^4*c^3*r*x+7664*b^4*c^3*x^2+8*b^4*c^2*g^2*x+112*b^4*c^2*g*p*x+88*b^4*c^2*g*r*x+ 6936*b^4*c^2*g*x^2+200*b^4*c^2*p^2*x+240*b^4*c^2*p*r*x+12928*b^4*c^2*p*x^2+3208 *b^4*c^2*q*x^2+16*b^4*c^2*r^2*x+4992*b^4*c^2*r*x^2+10600*b^4*c^2*x^3+20*b^4*c*g ^2*p*x+16*b^4*c*g^2*r*x+1924*b^4*c*g^2*x^2+112*b^4*c*g*p^2*x+144*b^4*c*g*p*r*x+ 8252*b^4*c*g*p*x^2+1652*b^4*c*g*q*x^2+16*b^4*c*g*r^2*x+3288*b^4*c*g*r*x^2+7436* b^4*c*g*x^3+108*b^4*c*p^3*x+164*b^4*c*p^2*r*x+6908*b^4*c*p^2*x^2+4364*b^4*c*p*q *x^2+16*b^4*c*p*r^2*x+4436*b^4*c*p*r*x^2+5260*b^4*c*p*x^3+1524*b^4*c*q*r*x^2+ 776*b^4*c*q*x^3-12*b^4*c*r^3*x-96*b^4*c*r^2*x^2-12924*b^4*c*r*x^3-16608*b^4*c*x ^4+160*b^4*g^3*x^2+12*b^4*g^2*p^2*x+16*b^4*g^2*p*r*x+1224*b^4*g^2*p*x^2+180*b^4 *g^2*q*x^2+424*b^4*g^2*r*x^2+928*b^4*g^2*x^3+32*b^4*g*p^3*x+56*b^4*g*p^2*r*x+ 2322*b^4*g*p^2*x^2+1180*b^4*g*p*q*x^2+16*b^4*g*p*r^2*x+1632*b^4*g*p*r*x^2+2686* b^4*g*p*x^3+388*b^4*g*q*r*x^2-1066*b^4*g*q*x^3+54*b^4*g*r^2*x^2-4328*b^4*g*r*x^ 3-5378*b^4*g*x^4+20*b^4*p^4*x+36*b^4*p^3*r*x+1180*b^4*p^3*x^2+1400*b^4*p^2*q*x^ 2+1012*b^4*p^2*r*x^2+260*b^4*p^2*x^3+548*b^4*p*q*r*x^2+948*b^4*p*q*x^3-12*b^4*p *r^3*x-376*b^4*p*r^2*x^2-6140*b^4*p*r*x^3-7144*b^4*p*x^4-1820*b^4*q^2*x^3-4*b^4 *q*r^2*x^2-3356*b^4*q*r*x^3-2244*b^4*q*x^4+48*b^4*r^3*x^2+36*b^4*r^2*x^3+2588*b ^4*r*x^4+192*b^3*c^5*x+272*b^3*c^4*g*x+928*b^3*c^4*p*x+80*b^3*c^4*q*x+800*b^3*c ^4*r*x+23968*b^3*c^4*x^2+128*b^3*c^3*g^2*x+1088*b^3*c^3*g*p*x+80*b^3*c^3*g*q*x+ 936*b^3*c^3*g*r*x+30552*b^3*c^3*g*x^2+1472*b^3*c^3*p^2*x+368*b^3*c^3*p*q*x+2072 *b^3*c^3*p*r*x+49736*b^3*c^3*p*x^2+312*b^3*c^3*q*r*x+19848*b^3*c^3*q*x^2+328*b^ 3*c^3*r^2*x+17744*b^3*c^3*r*x^2+16944*b^3*c^3*x^3+20*b^3*c^2*g^3*x+408*b^3*c^2* g^2*p*x+20*b^3*c^2*g^2*q*x+348*b^3*c^2*g^2*r*x+13608*b^3*c^2*g^2*x^2+1372*b^3*c ^2*g*p^2*x+288*b^3*c^2*g*p*q*x+1972*b^3*c^2*g*p*r*x+49888*b^3*c^2*g*p*x^2+252*b ^3*c^2*g*q*r*x+18092*b^3*c^2*g*q*x^2+332*b^3*c^2*g*r^2*x+18404*b^3*c^2*g*r*x^2+ 22408*b^3*c^2*g*x^3+1016*b^3*c^2*p^3*x+524*b^3*c^2*p^2*q*x+1924*b^3*c^2*p^2*r*x +36236*b^3*c^2*p^2*x^2+688*b^3*c^2*p*q*r*x+34936*b^3*c^2*p*q*x^2+616*b^3*c^2*p* r^2*x+22828*b^3*c^2*p*r*x^2-16*b^3*c^2*p*x^3+3892*b^3*c^2*q^2*x^2+56*b^3*c^2*q* r^2*x+11228*b^3*c^2*q*r*x^2+6424*b^3*c^2*q*x^3-36*b^3*c^2*r^3*x-1536*b^3*c^2*r^ 2*x^2-65248*b^3*c^2*r*x^3-73680*b^3*c^2*x^4+48*b^3*c*g^3*p*x+40*b^3*c*g^3*r*x+ 2450*b^3*c*g^3*x^2+380*b^3*c*g^2*p^2*x+52*b^3*c*g^2*p*q*x+552*b^3*c*g^2*p*r*x+ 15804*b^3*c*g^2*p*x^2+48*b^3*c*g^2*q*r*x+4964*b^3*c*g^2*q*x^2+80*b^3*c*g^2*r^2* x+5560*b^3*c*g^2*r*x^2+7532*b^3*c*g^2*x^3+664*b^3*c*g*p^3*x+296*b^3*c*g*p^2*q*x +1304*b^3*c*g*p^2*r*x+25278*b^3*c*g*p^2*x^2+420*b^3*c*g*p*q*r*x+22490*b^3*c*g*p *q*x^2+476*b^3*c*g*p*r^2*x+17200*b^3*c*g*p*r*x^2+7116*b^3*c*g*p*x^3+1942*b^3*c* g*q^2*x^2+48*b^3*c*g*q*r^2*x+7302*b^3*c*g*q*r*x^2+3990*b^3*c*g*q*x^3-4*b^3*c*g* r^3*x-536*b^3*c*g*r^2*x^2-43898*b^3*c*g*r*x^3-51540*b^3*c*g*x^4+316*b^3*c*p^4*x +292*b^3*c*p^3*q*x+760*b^3*c*p^3*r*x+10928*b^3*c*p^3*x^2+484*b^3*c*p^2*q*r*x+ 19088*b^3*c*p^2*q*x^2+360*b^3*c*p^2*r^2*x+9080*b^3*c*p^2*r*x^2-9504*b^3*c*p^2*x ^3+5668*b^3*c*p*q^2*x^2+56*b^3*c*p*q*r^2*x+9972*b^3*c*p*q*r*x^2-1130*b^3*c*p*q* x^3-48*b^3*c*p*r^3*x-3468*b^3*c*p*r^2*x^2-62052*b^3*c*p*r*x^3-57800*b^3*c*p*x^4 +1482*b^3*c*q^2*r*x^2-5530*b^3*c*q^2*x^3-36*b^3*c*q*r^3*x-834*b^3*c*q*r^2*x^2-\ 37018*b^3*c*q*r*x^3-35898*b^3*c*q*x^4-12*b^3*c*r^4*x-540*b^3*c*r^3*x^2-9452*b^3 *c*r^2*x^3+6536*b^3*c*r*x^4+144*b^3*g^4*x^2+28*b^3*g^3*p^2*x+40*b^3*g^3*p*r*x+ 1549*b^3*g^3*p*x^2+388*b^3*g^3*q*x^2+413*b^3*g^3*r*x^2+478*b^3*g^3*x^3+100*b^3* g^2*p^3*x+32*b^3*g^2*p^2*q*x+204*b^3*g^2*p^2*r*x+4245*b^3*g^2*p^2*x^2+48*b^3*g^ 2*p*q*r*x+3336*b^3*g^2*p*q*x^2+80*b^3*g^2*p*r^2*x+3042*b^3*g^2*p*r*x^2+2367*b^3 *g^2*p*x^3+180*b^3*g^2*q^2*x^2+868*b^3*g^2*q*r*x^2-309*b^3*g^2*q*x^3-51*b^3*g^2 *r^2*x^2-7106*b^3*g^2*r*x^3-8405*b^3*g^2*x^4+108*b^3*g*p^4*x+88*b^3*g*p^3*q*x+ 268*b^3*g*p^3*r*x+3964*b^3*g*p^3*x^2+168*b^3*g*p^2*q*r*x+6501*b^3*g*p^2*q*x^2+ 144*b^3*g*p^2*r^2*x+3658*b^3*g*p^2*r*x^2-1658*b^3*g*p^2*x^3+1493*b^3*g*p*q^2*x^ 2+48*b^3*g*p*q*r^2*x+3668*b^3*g*p*q*r*x^2+1645*b^3*g*p*q*x^3-4*b^3*g*p*r^3*x-\ 1006*b^3*g*p*r^2*x^2-21288*b^3*g*p*r*x^3-21344*b^3*g*p*x^4+329*b^3*g*q^2*r*x^2-\ 3837*b^3*g*q^2*x^3-33*b^3*g*q*r^2*x^2-12358*b^3*g*q*r*x^3-11213*b^3*g*q*x^4-66* b^3*g*r^3*x^2-2400*b^3*g*r^2*x^3+3890*b^3*g*r*x^4+36*b^3*p^5*x+56*b^3*p^4*q*x+ 108*b^3*p^4*r*x+1124*b^3*p^4*x^2+108*b^3*p^3*q*r*x+3266*b^3*p^3*q*x^2+72*b^3*p^ 3*r^2*x+1088*b^3*p^3*r*x^2-2734*b^3*p^3*x^3+1938*b^3*p^2*q^2*x^2+2316*b^3*p^2*q *r*x^2-2250*b^3*p^2*q*x^3-12*b^3*p^2*r^3*x-906*b^3*p^2*r^2*x^2-13470*b^3*p^2*r* x^3-10324*b^3*p^2*x^4+512*b^3*p*q^2*r*x^2-994*b^3*p*q^2*x^3-36*b^3*p*q*r^3*x-\ 1260*b^3*p*q*r^2*x^2-17398*b^3*p*q*r*x^3-16560*b^3*p*q*x^4-12*b^3*p*r^4*x-528*b ^3*p*r^3*x^2-4724*b^3*p*r^2*x^3+1088*b^3*p*r*x^4-1794*b^3*q^3*x^3+26*b^3*q^2*r^ 2*x^2-3962*b^3*q^2*r*x^3-1336*b^3*q^2*x^4+156*b^3*q*r^3*x^2+582*b^3*q*r^2*x^3+ 7796*b^3*q*r*x^4+48*b^3*r^4*x^2+764*b^3*r^3*x^3+3168*b^3*r^2*x^4+448*b^2*c^6*x+ 816*b^2*c^5*g*x+2336*b^2*c^5*p*x+368*b^2*c^5*q*x+2192*b^2*c^5*r*x+39504*b^2*c^5 *x^2+552*b^2*c^4*g^2*x+3632*b^2*c^4*g*p*x+528*b^2*c^4*g*q*x+3392*b^2*c^4*g*r*x+ 64416*b^2*c^4*g*x^2+4168*b^2*c^4*p^2*x+1840*b^2*c^4*p*q*x+6568*b^2*c^4*p*r*x+ 96296*b^2*c^4*p*x^2+72*b^2*c^4*q^2*x+1704*b^2*c^4*q*r*x+48344*b^2*c^4*q*x^2+ 1456*b^2*c^4*r^2*x+32808*b^2*c^4*r*x^2+4728*b^2*c^4*x^3+164*b^2*c^3*g^3*x+2044* b^2*c^3*g^2*p*x+252*b^2*c^3*g^2*q*x+1892*b^2*c^3*g^2*r*x+39408*b^2*c^3*g^2*x^2+ 5404*b^2*c^3*g*p^2*x+2200*b^2*c^3*g*p*q*x+8596*b^2*c^3*g*p*r*x+130688*b^2*c^3*g *p*x^2+72*b^2*c^3*g*q^2*x+2052*b^2*c^3*g*q*r*x+62660*b^2*c^3*g*q*x^2+1916*b^2*c ^3*g*r^2*x+45560*b^2*c^3*g*r*x^2+15744*b^2*c^3*g*x^3+3452*b^2*c^3*p^3*x+3004*b^ 2*c^3*p^2*q*x+7444*b^2*c^3*p^2*r*x+87036*b^2*c^3*p^2*x^2+340*b^2*c^3*p*q^2*x+ 4512*b^2*c^3*p*q*r*x+103256*b^2*c^3*p*q*x^2+3332*b^2*c^3*p*r^2*x+53292*b^2*c^3* p*r*x^2-37488*b^2*c^3*p*x^3+316*b^2*c^3*q^2*r*x+18744*b^2*c^3*q^2*x^2+768*b^2*c ^3*q*r^2*x+31536*b^2*c^3*q*r*x^2-5256*b^2*c^3*q*x^3+144*b^2*c^3*r^3*x-6200*b^2* c^3*r^2*x^2-156040*b^2*c^3*r*x^3-148056*b^2*c^3*x^4+18*b^2*c^2*g^4*x+488*b^2*c^ 2*g^3*p*x+40*b^2*c^2*g^3*q*x+444*b^2*c^2*g^3*r*x+11072*b^2*c^2*g^3*x^2+2432*b^2 *c^2*g^2*p^2*x+844*b^2*c^2*g^2*p*q*x+3896*b^2*c^2*g^2*p*r*x+63244*b^2*c^2*g^2*p *x^2+18*b^2*c^2*g^2*q^2*x+792*b^2*c^2*g^2*q*r*x+28222*b^2*c^2*g^2*q*x^2+822*b^2 *c^2*g^2*r^2*x+21408*b^2*c^2*g^2*r*x^2+8924*b^2*c^2*g^2*x^3+3484*b^2*c^2*g*p^3* x+2864*b^2*c^2*g*p^2*q*x+7650*b^2*c^2*g*p^2*r*x+91498*b^2*c^2*g*p^2*x^2+268*b^2 *c^2*g*p*q^2*x+4396*b^2*c^2*g*p*q*r*x+105480*b^2*c^2*g*p*q*x^2+3548*b^2*c^2*g*p *r^2*x+59532*b^2*c^2*g*p*r*x^2-22884*b^2*c^2*g*p*x^3+262*b^2*c^2*g*q^2*r*x+ 17098*b^2*c^2*g*q^2*x^2+768*b^2*c^2*g*q*r^2*x+32836*b^2*c^2*g*q*r*x^2+3042*b^2* c^2*g*q*x^3+180*b^2*c^2*g*r^3*x-5274*b^2*c^2*g*r^2*x^2-159740*b^2*c^2*g*r*x^3-\ 157990*b^2*c^2*g*x^4+1438*b^2*c^2*p^4*x+2132*b^2*c^2*p^3*q*x+3956*b^2*c^2*p^3*r *x+36084*b^2*c^2*p^3*x^2+498*b^2*c^2*p^2*q^2*x+4260*b^2*c^2*p^2*q*r*x+76578*b^2 *c^2*p^2*q*x^2+2678*b^2*c^2*p^2*r^2*x+28662*b^2*c^2*p^2*r*x^2-52046*b^2*c^2*p^2 *x^3+716*b^2*c^2*p*q^2*r*x+34302*b^2*c^2*p*q^2*x^2+1416*b^2*c^2*p*q*r^2*x+41272 *b^2*c^2*p*q*r*x^2-39598*b^2*c^2*p*q*x^3+288*b^2*c^2*p*r^3*x-12896*b^2*c^2*p*r^ 2*x^2-207764*b^2*c^2*p*r*x^3-162950*b^2*c^2*p*x^4+2290*b^2*c^2*q^3*x^2+68*b^2*c ^2*q^2*r^2*x+8502*b^2*c^2*q^2*r*x^2-16024*b^2*c^2*q^2*x^3-84*b^2*c^2*q*r^3*x-\ 5838*b^2*c^2*q*r^2*x^2-142734*b^2*c^2*q*r*x^3-128728*b^2*c^2*q*x^4-36*b^2*c^2*r ^4*x-3588*b^2*c^2*r^3*x^2-39672*b^2*c^2*r^2*x^3+7812*b^2*c^2*r*x^4+41*b^2*c*g^4 *p*x+36*b^2*c*g^4*r*x+1379*b^2*c*g^4*x^2+432*b^2*c*g^3*p^2*x+102*b^2*c*g^3*p*q* x+692*b^2*c*g^3*p*r*x+12757*b^2*c*g^3*p*x^2+96*b^2*c*g^3*q*r*x+5051*b^2*c*g^3*q *x^2+114*b^2*c*g^3*r^2*x+3689*b^2*c*g^3*r*x^2+607*b^2*c*g^3*x^3+1106*b^2*c*g^2* p^3*x+814*b^2*c*g^2*p^2*q*x+2480*b^2*c*g^2*p^2*r*x+30803*b^2*c*g^2*p^2*x^2+49*b ^2*c*g^2*p*q^2*x+1268*b^2*c*g^2*p*q*r*x+33922*b^2*c*g^2*p*q*x^2+1169*b^2*c*g^2* p*r^2*x+20873*b^2*c*g^2*p*r*x^2-3109*b^2*c*g^2*p*x^3+52*b^2*c*g^2*q^2*r*x+4585* b^2*c*g^2*q^2*x^2+186*b^2*c*g^2*q*r^2*x+9741*b^2*c*g^2*q*r*x^2+974*b^2*c*g^2*q* x^3+50*b^2*c*g^2*r^3*x-1727*b^2*c*g^2*r^2*x^2-53352*b^2*c*g^2*r*x^3-53727*b^2*c *g^2*x^4+998*b^2*c*g*p^4*x+1430*b^2*c*g*p^3*q*x+2798*b^2*c*g*p^3*r*x+25919*b^2* c*g*p^3*x^2+284*b^2*c*g*p^2*q^2*x+2954*b^2*c*g*p^2*q*r*x+54593*b^2*c*g*p^2*q*x^ 2+1972*b^2*c*g*p^2*r^2*x+22502*b^2*c*g*p^2*r*x^2-30277*b^2*c*g*p^2*x^3+444*b^2* c*g*p*q^2*r*x+22238*b^2*c*g*p*q^2*x^2+1092*b^2*c*g*p*q*r^2*x+31806*b^2*c*g*p*q* r*x^2-13183*b^2*c*g*p*q*x^3+258*b^2*c*g*p*r^3*x-7936*b^2*c*g*p*r^2*x^2-145225*b ^2*c*g*p*r*x^3-120369*b^2*c*g*p*x^4+1083*b^2*c*g*q^3*x^2+52*b^2*c*g*q^2*r^2*x+ 5321*b^2*c*g*q^2*r*x^2-12922*b^2*c*g*q^2*x^3-14*b^2*c*g*q*r^3*x-2843*b^2*c*g*q* r^2*x^2-95739*b^2*c*g*q*r*x^3-89164*b^2*c*g*q*x^4-12*b^2*c*g*r^4*x-2133*b^2*c*g *r^3*x^2-25652*b^2*c*g*r^2*x^3+8982*b^2*c*g*r*x^4+287*b^2*c*p^5*x+678*b^2*c*p^4 *q*x+975*b^2*c*p^4*r*x+6663*b^2*c*p^4*x^2+287*b^2*c*p^3*q^2*x+1692*b^2*c*p^3*q* r*x+23299*b^2*c*p^3*q*x^2+913*b^2*c*p^3*r^2*x+5640*b^2*c*p^3*r*x^2-21586*b^2*c* p^3*x^3+517*b^2*c*p^2*q^2*r*x+19225*b^2*c*p^2*q^2*x^2+810*b^2*c*p^2*q*r^2*x+ 16702*b^2*c*p^2*q*r*x^2-32767*b^2*c*p^2*q*x^3+189*b^2*c*p^2*r^3*x-6392*b^2*c*p^ 2*r^2*x^2-83033*b^2*c*p^2*r*x^3-53311*b^2*c*p^2*x^4+3547*b^2*c*p*q^3*x^2+68*b^2 *c*p*q^2*r^2*x+7693*b^2*c*p*q^2*r*x^2-16470*b^2*c*p*q^2*x^3-108*b^2*c*p*q*r^3*x -8865*b^2*c*p*q*r^2*x^2-129755*b^2*c*p*q*r*x^3-103352*b^2*c*p*q*x^4-36*b^2*c*p* r^4*x-3699*b^2*c*p*r^3*x^2-28200*b^2*c*p*r^2*x^3+12084*b^2*c*p*r*x^4+567*b^2*c* q^3*r*x^2-7655*b^2*c*q^3*x^3-39*b^2*c*q^2*r^3*x-1397*b^2*c*q^2*r^2*x^2-38212*b^ 2*c*q^2*r*x^3-26735*b^2*c*q^2*x^4-24*b^2*c*q*r^4*x-888*b^2*c*q*r^3*x^2-12532*b^ 2*c*q*r^2*x^3+27282*b^2*c*q*r*x^4+264*b^2*c*r^4*x^2+6624*b^2*c*r^3*x^3+27648*b^ 2*c*r^2*x^4+56*b^2*g^5*x^2+23*b^2*g^4*p^2*x+36*b^2*g^4*p*r*x+885*b^2*g^4*p*x^2+ 281*b^2*g^4*q*x^2+137*b^2*g^4*r*x^2-255*b^2*g^4*x^3+108*b^2*g^3*p^3*x+62*b^2*g^ 3*p^2*q*x+248*b^2*g^3*p^2*r*x+3301*b^2*g^3*p^2*x^2+96*b^2*g^3*p*q*r*x+3349*b^2* g^3*p*q*x^2+114*b^2*g^3*p*r^2*x+2247*b^2*g^3*p*r*x^2-33*b^2*g^3*p*x^3+322*b^2*g ^3*q^2*x^2+633*b^2*g^3*q*r*x^2-593*b^2*g^3*q*x^3-254*b^2*g^3*r^2*x^2-5778*b^2*g ^3*r*x^3-5668*b^2*g^3*x^4+166*b^2*g^2*p^4*x+222*b^2*g^2*p^3*q*x+476*b^2*g^2*p^3 *r*x+4496*b^2*g^2*p^3*x^2+31*b^2*g^2*p^2*q^2*x+476*b^2*g^2*p^2*q*r*x+9352*b^2*g ^2*p^2*q*x^2+347*b^2*g^2*p^2*r^2*x+4234*b^2*g^2*p^2*r*x^2-4162*b^2*g^2*p^2*x^3+ 52*b^2*g^2*p*q^2*r*x+3290*b^2*g^2*p*q^2*x^2+186*b^2*g^2*p*q*r^2*x+5738*b^2*g^2* p*q*r*x^2+349*b^2*g^2*p*q*x^3+50*b^2*g^2*p*r^3*x-1153*b^2*g^2*p*r^2*x^2-24450*b ^2*g^2*p*r*x^3-21367*b^2*g^2*p*x^4+73*b^2*g^2*q^3*x^2+518*b^2*g^2*q^2*r*x^2-\ 3379*b^2*g^2*q^2*x^3-350*b^2*g^2*q*r^2*x^2-15391*b^2*g^2*q*r*x^3-14320*b^2*g^2* q*x^4-258*b^2*g^2*r^3*x^2-3477*b^2*g^2*r^2*x^3+2889*b^2*g^2*r*x^4+102*b^2*g*p^5 *x+238*b^2*g*p^4*q*x+352*b^2*g*p^4*r*x+2423*b^2*g*p^4*x^2+88*b^2*g*p^3*q^2*x+ 610*b^2*g*p^3*q*r*x+8668*b^2*g*p^3*q*x^2+340*b^2*g*p^3*r^2*x+2304*b^2*g*p^3*r*x ^2-7159*b^2*g*p^3*x^3+182*b^2*g*p^2*q^2*r*x+6646*b^2*g*p^2*q^2*x^2+324*b^2*g*p^ 2*q*r^2*x+6977*b^2*g*p^2*q*r*x^2-7957*b^2*g*p^2*q*x^3+78*b^2*g*p^2*r^3*x-2121*b ^2*g*p^2*r^2*x^2-29977*b^2*g*p^2*r*x^3-20323*b^2*g*p^2*x^4+898*b^2*g*p*q^3*x^2+ 52*b^2*g*p*q^2*r^2*x+2800*b^2*g*p*q^2*r*x^2-4222*b^2*g*p*q^2*x^3-14*b^2*g*p*q*r ^3*x-2764*b^2*g*p*q*r^2*x^2-45049*b^2*g*p*q*r*x^3-38749*b^2*g*p*q*x^4-12*b^2*g* p*r^4*x-1419*b^2*g*p*r^3*x^2-10967*b^2*g*p*r^2*x^3+3063*b^2*g*p*r*x^4+72*b^2*g* q^3*r*x^2-4011*b^2*g*q^3*x^3-206*b^2*g*q^2*r^2*x^2-12577*b^2*g*q^2*r*x^3-7593*b ^2*g*q^2*x^4-75*b^2*g*q*r^3*x^2-2652*b^2*g*q*r^2*x^3+12630*b^2*g*q*r*x^4+48*b^2 *g*r^4*x^2+1944*b^2*g*r^3*x^3+8808*b^2*g*r^2*x^4+21*b^2*p^6*x+78*b^2*p^5*q*x+87 *b^2*p^5*r*x+406*b^2*p^5*x^2+57*b^2*p^4*q^2*x+240*b^2*p^4*q*r*x+2398*b^2*p^4*q* x^2+111*b^2*p^4*r^2*x+232*b^2*p^4*r*x^2-2782*b^2*p^4*x^3+117*b^2*p^3*q^2*r*x+ 3292*b^2*p^3*q^2*x^2+162*b^2*p^3*q*r^2*x+1990*b^2*p^3*q*r*x^2-7049*b^2*p^3*q*x^ 3+45*b^2*p^3*r^3*x-896*b^2*p^3*r^2*x^2-9947*b^2*p^3*r*x^3-4936*b^2*p^3*x^4+1300 *b^2*p^2*q^3*x^2+1827*b^2*p^2*q^2*r*x^2-5326*b^2*p^2*q^2*x^3-24*b^2*p^2*q*r^3*x -2157*b^2*p^2*q*r^2*x^2-27842*b^2*p^2*q*r*x^3-18745*b^2*p^2*q*x^4-570*b^2*p^2*r ^3*x^2-3537*b^2*p^2*r^2*x^3+4887*b^2*p^2*r*x^4+193*b^2*p*q^3*r*x^2-2005*b^2*p*q ^3*x^3-39*b^2*p*q^2*r^3*x-1488*b^2*p*q^2*r^2*x^2-17930*b^2*p*q^2*r*x^3-13694*b^ 2*p*q^2*x^4-24*b^2*p*q*r^4*x-990*b^2*p*q*r^3*x^2-7447*b^2*p*q*r^2*x^3+6708*b^2* p*q*r*x^4+120*b^2*p*r^4*x^2+2918*b^2*p*r^3*x^3+10620*b^2*p*r^2*x^4-946*b^2*q^4* x^3+37*b^2*q^3*r^2*x^2-2249*b^2*q^3*r*x^3+115*b^2*q^3*x^4+180*b^2*q^2*r^3*x^2+ 1068*b^2*q^2*r^2*x^3+8529*b^2*q^2*r*x^4+96*b^2*q*r^4*x^2+1426*b^2*q*r^3*x^3+ 5436*b^2*q*r^2*x^4-100*b^2*r^4*x^3-880*b^2*r^3*x^4+448*b*c^7*x+1008*b*c^6*g*x+ 2592*b*c^6*p*x+560*b*c^6*q*x+2624*b*c^6*r*x+33696*b*c^6*x^2+896*b*c^5*g^2*x+ 5040*b*c^5*g*p*x+1040*b*c^5*g*q*x+5072*b*c^5*g*r*x+67016*b*c^5*g*x^2+5200*b*c^5 *p^2*x+3104*b*c^5*p*q*x+8912*b*c^5*p*r*x+93584*b*c^5*p*x^2+224*b*c^5*q^2*x+3104 *b*c^5*q*r*x+54544*b*c^5*q*x^2+2416*b*c^5*r^2*x+32360*b*c^5*r*x^2-8112*b*c^5*x^ 3+392*b*c^4*g^3*x+3792*b*c^4*g^2*p*x+720*b*c^4*g^2*q*x+3784*b*c^4*g^2*r*x+52284 *b*c^4*g^2*x^2+8648*b*c^4*g*p^2*x+4952*b*c^4*g*p*q*x+14904*b*c^4*g*p*r*x+159984 *b*c^4*g*p*x^2+324*b*c^4*g*q^2*x+4952*b*c^4*g*q*r*x+91120*b*c^4*g*q*x^2+3996*b* c^4*g*r^2*x+55332*b*c^4*g*r*x^2-9292*b*c^4*g*x^3+5008*b*c^4*p^3*x+5768*b*c^4*p^ 2*q*x+11776*b*c^4*p^2*r*x+99604*b*c^4*p^2*x^2+1168*b*c^4*p*q^2*x+9544*b*c^4*p*q *r*x+135976*b*c^4*p*q*x^2+6328*b*c^4*p*r^2*x+61660*b*c^4*p*r*x^2-62360*b*c^4*p* x^3+28*b*c^4*q^3*x+1168*b*c^4*q^2*r*x+31572*b*c^4*q^2*x^2+2236*b*c^4*q*r^2*x+ 41912*b*c^4*q*r*x^2-24724*b*c^4*q*x^3+592*b*c^4*r^3*x-8932*b*c^4*r^2*x^2-175428 *b*c^4*r*x^3-143176*b*c^4*x^4+84*b*c^3*g^4*x+1368*b*c^3*g^3*p*x+220*b*c^3*g^3*q *x+1348*b*c^3*g^3*r*x+20086*b*c^3*g^3*x^2+5408*b*c^3*g^2*p^2*x+2872*b*c^3*g^2*p *q*x+9380*b*c^3*g^2*p*r*x+104084*b*c^3*g^2*p*x^2+156*b*c^3*g^2*q^2*x+2864*b*c^3 *g^2*q*r*x+57144*b*c^3*g^2*q*x^2+2428*b*c^3*g^2*r^2*x+34746*b*c^3*g^2*r*x^2-\ 6964*b*c^3*g^2*x^3+6820*b*c^3*g*p^3*x+7700*b*c^3*g*p^2*q*x+16230*b*c^3*g*p^2*r* x+139274*b*c^3*g*p^2*x^2+1420*b*c^3*g*p*q^2*x+12836*b*c^3*g*p*q*r*x+189326*b*c^ 3*g*p*q*x^2+8784*b*c^3*g*p*r^2*x+89128*b*c^3*g*p*r*x^2-74266*b*c^3*g*p*x^3+28*b *c^3*g*q^3*x+1446*b*c^3*g*q^2*r*x+41416*b*c^3*g*q^2*x^2+2976*b*c^3*g*q*r^2*x+ 58790*b*c^3*g*q*r*x^2-23082*b*c^3*g*q*x^3+808*b*c^3*g*r^3*x-11648*b*c^3*g*r^2*x ^2-242390*b*c^3*g*r*x^3-203604*b*c^3*g*x^4+2560*b*c^3*p^4*x+4940*b*c^3*p^3*q*x+ 7654*b*c^3*p^3*r*x+51142*b*c^3*p^3*x^2+1968*b*c^3*p^2*q^2*x+11050*b*c^3*p^2*q*r *x+125196*b*c^3*p^2*q*x^2+6162*b*c^3*p^2*r^2*x+39812*b*c^3*p^2*r*x^2-88506*b*c^ 3*p^2*x^3+136*b*c^3*p*q^3*x+3158*b*c^3*p*q^2*r*x+69110*b*c^3*p*q^2*x^2+5108*b*c ^3*p*q*r^2*x+69540*b*c^3*p*q*r*x^2-91392*b*c^3*p*q*x^3+1284*b*c^3*p*r^3*x-20660 *b*c^3*p*r^2*x^2-292310*b*c^3*p*r*x^3-199362*b*c^3*p*x^4+138*b*c^3*q^3*r*x+7682 *b*c^3*q^3*x^2+574*b*c^3*q^2*r^2*x+17340*b*c^3*q^2*r*x^2-30838*b*c^3*q^2*x^3+ 228*b*c^3*q*r^3*x-12262*b*c^3*q*r^2*x^2-227078*b*c^3*q*r*x^3-181822*b*c^3*q*x^4 -7308*b*c^3*r^3*x^2-61660*b*c^3*r^2*x^3+3384*b*c^3*r*x^4+7*b*c^2*g^5*x+234*b*c^ 2*g^4*p*x+25*b*c^2*g^4*q*x+226*b*c^2*g^4*r*x+3883*b*c^2*g^4*x^2+1554*b*c^2*g^3* p^2*x+710*b*c^2*g^3*p*q*x+2714*b*c^2*g^3*p*r*x+31784*b*c^2*g^3*p*x^2+25*b*c^2*g ^3*q^2*x+702*b*c^2*g^3*q*r*x+16396*b*c^2*g^3*q*x^2+639*b*c^2*g^3*r^2*x+9399*b*c ^2*g^3*r*x^2-5071*b*c^2*g^3*x^3+3310*b*c^2*g^2*p^3*x+3584*b*c^2*g^2*p^2*q*x+ 8007*b*c^2*g^2*p^2*r*x+69932*b*c^2*g^2*p^2*x^2+556*b*c^2*g^2*p*q^2*x+6000*b*c^2 *g^2*p*q*r*x+94149*b*c^2*g^2*p*q*x^2+4332*b*c^2*g^2*p*r^2*x+45635*b*c^2*g^2*p*r *x^2-33347*b*c^2*g^2*p*x^3+7*b*c^2*g^2*q^3*x+579*b*c^2*g^2*q^2*r*x+18763*b*c^2* g^2*q^2*x^2+1297*b*c^2*g^2*q*r^2*x+27805*b*c^2*g^2*q*r*x^2-9604*b*c^2*g^2*q*x^3 +356*b*c^2*g^2*r^3*x-6233*b*c^2*g^2*r^2*x^2-123334*b*c^2*g^2*r*x^3-104726*b*c^2 *g^2*x^4+2653*b*c^2*g*p^4*x+5148*b*c^2*g*p^3*q*x+8041*b*c^2*g*p^3*r*x+54122*b*c ^2*g*p^3*x^2+1915*b*c^2*g*p^2*q^2*x+11669*b*c^2*g*p^2*q*r*x+135505*b*c^2*g*p^2* q*x^2+6564*b*c^2*g*p^2*r^2*x+44575*b*c^2*g*p^2*r*x^2-86795*b*c^2*g*p^2*x^3+108* b*c^2*g*p*q^3*x+3149*b*c^2*g*p*q^2*r*x+71693*b*c^2*g*p*q^2*x^2+5518*b*c^2*g*p*q *r^2*x+79830*b*c^2*g*p*q*r*x^2-72626*b*c^2*g*p*q*x^3+1402*b*c^2*g*p*r^3*x-20252 *b*c^2*g*p*r^2*x^2-307726*b*c^2*g*p*r*x^3-218003*b*c^2*g*p*x^4+117*b*c^2*g*q^3* r*x+6961*b*c^2*g*q^3*x^2+571*b*c^2*g*q^2*r^2*x+17818*b*c^2*g*q^2*r*x^2-29281*b* c^2*g*q^2*x^3+278*b*c^2*g*q*r^3*x-10917*b*c^2*g*q*r^2*x^2-232244*b*c^2*g*q*r*x^ 3-193439*b*c^2*g*q*x^4+12*b*c^2*g*r^4*x-7101*b*c^2*g*r^3*x^2-61580*b*c^2*g*r^2* x^3+8388*b*c^2*g*r*x^4+694*b*c^2*p^5*x+2117*b*c^2*p^4*q*x+2541*b*c^2*p^4*r*x+ 12852*b*c^2*p^4*x^2+1436*b*c^2*p^3*q^2*x+5972*b*c^2*p^3*q*r*x+52771*b*c^2*p^3*q *x^2+2778*b*c^2*p^3*r^2*x+9410*b*c^2*p^3*r*x^2-48939*b*c^2*p^3*x^3+205*b*c^2*p^ 2*q^3*x+3027*b*c^2*p^2*q^2*r*x+52127*b*c^2*p^2*q^2*x^2+4121*b*c^2*p^2*q*r^2*x+ 38185*b*c^2*p^2*q*r*x^2-90954*b*c^2*p^2*q*x^3+967*b*c^2*p^2*r^3*x-15235*b*c^2*p ^2*r^2*x^2-165944*b*c^2*p^2*r*x^3-92217*b*c^2*p^2*x^4+320*b*c^2*p*q^3*r*x+14547 *b*c^2*p*q^3*x^2+1042*b*c^2*p*q^2*r^2*x+23275*b*c^2*p*q^2*r*x^2-53865*b*c^2*p*q ^2*x^3+468*b*c^2*p*q*r^3*x-21116*b*c^2*p*q*r^2*x^2-291959*b*c^2*p*q*r*x^3-\ 202356*b*c^2*p*q*x^4+36*b*c^2*p*r^4*x-9324*b*c^2*p*r^3*x^2-57860*b*c^2*p*r^2*x^ 3+25742*b*c^2*p*r*x^4+655*b*c^2*q^4*x^2+34*b*c^2*q^3*r^2*x+2424*b*c^2*q^3*r*x^2 -16446*b*c^2*q^3*x^3-63*b*c^2*q^2*r^3*x-5809*b*c^2*q^2*r^2*x^2-100929*b*c^2*q^2 *r*x^3-71523*b*c^2*q^2*x^4-48*b*c^2*q*r^4*x-4833*b*c^2*q*r^3*x^2-41768*b*c^2*q* r^2*x^3+38742*b*c^2*q*r*x^4+204*b*c^2*r^4*x^2+14864*b*c^2*r^3*x^3+61488*b*c^2*r ^2*x^4+15*b*c*g^5*p*x+14*b*c*g^5*r*x+336*b*c*g^5*x^2+197*b*c*g^4*p^2*x+62*b*c*g ^4*p*q*x+346*b*c*g^4*p*r*x+4468*b*c*g^4*p*x^2+60*b*c*g^4*q*r*x+2053*b*c*g^4*q*x ^2+61*b*c*g^4*r^2*x+893*b*c*g^4*r*x^2-1959*b*c*g^4*x^3+670*b*c*g^3*p^3*x+662*b* c*g^3*p^2*q*x+1658*b*c*g^3*p^2*r*x+14820*b*c*g^3*p^2*x^2+69*b*c*g^3*p*q^2*x+ 1104*b*c*g^3*p*q*r*x+19512*b*c*g^3*p*q*x^2+883*b*c*g^3*p*r^2*x+9627*b*c*g^3*p*r *x^2-7276*b*c*g^3*p*x^3+74*b*c*g^3*q^2*r*x+3310*b*c*g^3*q^2*x^2+184*b*c*g^3*q*r ^2*x+4740*b*c*g^3*q*r*x^2-3344*b*c*g^3*q*x^3+50*b*c*g^3*r^3*x-1675*b*c*g^3*r^2* x^2-27272*b*c*g^3*r*x^3-22637*b*c*g^3*x^4+877*b*c*g^2*p^4*x+1694*b*c*g^2*p^3*q* x+2710*b*c*g^2*p^3*r*x+18263*b*c*g^2*p^3*x^2+558*b*c*g^2*p^2*q^2*x+3896*b*c*g^2 *p^2*q*r*x+47102*b*c*g^2*p^2*q*x^2+2242*b*c*g^2*p^2*r^2*x+15773*b*c*g^2*p^2*r*x ^2-28242*b*c*g^2*p^2*x^3+20*b*c*g^2*p*q^3*x+936*b*c*g^2*p*q^2*r*x+23354*b*c*g^2 *p*q^2*x^2+1850*b*c*g^2*p*q*r^2*x+28910*b*c*g^2*p*q*r*x^2-16363*b*c*g^2*p*q*x^3 +480*b*c*g^2*p*r^3*x-6470*b*c*g^2*p*r^2*x^2-104441*b*c*g^2*p*r*x^3-76338*b*c*g^ 2*p*x^4+24*b*c*g^2*q^3*r*x+1794*b*c*g^2*q^3*x^2+139*b*c*g^2*q^2*r^2*x+4973*b*c* g^2*q^2*r*x^2-10890*b*c*g^2*q^2*x^3+78*b*c*g^2*q*r^3*x-3418*b*c*g^2*q*r^2*x^2-\ 76582*b*c*g^2*q*r*x^3-65193*b*c*g^2*q*x^4+6*b*c*g^2*r^4*x-2049*b*c*g^2*r^3*x^2-\ 17463*b*c*g^2*r^2*x^3+8370*b*c*g^2*r*x^4+479*b*c*g*p^5*x+1520*b*c*g*p^4*q*x+ 1777*b*c*g*p^4*r*x+8902*b*c*g*p^4*x^2+987*b*c*g*p^3*q^2*x+4343*b*c*g*p^3*q*r*x+ 39245*b*c*g*p^3*q*x^2+1972*b*c*g*p^3*r^2*x+6921*b*c*g*p^3*r*x^2-34118*b*c*g*p^3 *x^3+118*b*c*g*p^2*q^3*x+2149*b*c*g*p^2*q^2*r*x+37884*b*c*g*p^2*q^2*x^2+3084*b* c*g*p^2*q*r^2*x+31358*b*c*g*p^2*q*r*x^2-54147*b*c*g*p^2*q*x^3+704*b*c*g*p^2*r^3 *x-10434*b*c*g*p^2*r^2*x^2-118547*b*c*g*p^2*r*x^3-68085*b*c*g*p^2*x^4+201*b*c*g *p*q^3*r*x+9468*b*c*g*p*q^3*x^2+805*b*c*g*p*q^2*r^2*x+18165*b*c*g*p*q^2*r*x^2-\ 30013*b*c*g*p*q^2*x^3+404*b*c*g*p*q*r^3*x-13412*b*c*g*p*q*r^2*x^2-206419*b*c*g* p*q*r*x^3-152191*b*c*g*p*q*x^4+30*b*c*g*p*r^4*x-6684*b*c*g*p*r^3*x^2-42670*b*c* g*p*r^2*x^3+16358*b*c*g*p*r*x^4+285*b*c*g*q^4*x^2+24*b*c*g*q^3*r^2*x+1360*b*c*g *q^3*r*x^2-12944*b*c*g*q^3*x^3-14*b*c*g*q^2*r^3*x-3269*b*c*g*q^2*r^2*x^2-68349* b*c*g*q^2*r*x^3-48940*b*c*g*q^2*x^4-18*b*c*g*q*r^4*x-3027*b*c*g*q*r^3*x^2-28269 *b*c*g*q*r^2*x^3+28872*b*c*g*q*r*x^4+54*b*c*g*r^4*x^2+9592*b*c*g*r^3*x^3+41496* b*c*g*r^2*x^4+90*b*c*p^6*x+434*b*c*p^5*q*x+396*b*c*p^5*r*x+1361*b*c*p^5*x^2+466 *b*c*p^4*q^2*x+1500*b*c*p^4*q*r*x+9974*b*c*p^4*q*x^2+567*b*c*p^4*r^2*x+179*b*c* p^4*r*x^2-11417*b*c*p^4*x^3+122*b*c*p^3*q^3*x+1208*b*c*p^3*q^2*r*x+15926*b*c*p^ 3*q^2*x^2+1426*b*c*p^3*q*r^2*x+7724*b*c*p^3*q*r*x^2-33790*b*c*p^3*q*x^3+306*b*c *p^3*r^3*x-4458*b*c*p^3*r^2*x^2-37135*b*c*p^3*r*x^3-15572*b*c*p^3*x^4+236*b*c*p ^2*q^3*r*x+8386*b*c*p^2*q^3*x^2+585*b*c*p^2*q^2*r^2*x+9428*b*c*p^2*q^2*r*x^2-\ 32112*b*c*p^2*q^2*x^3+312*b*c*p^2*q*r^3*x-9956*b*c*p^2*q*r^2*x^2-116733*b*c*p^2 *q*r*x^3-67644*b*c*p^2*q*x^4+45*b*c*p^2*r^4*x-3165*b*c*p^2*r^3*x^2-13001*b*c*p^ 2*r^2*x^3+20660*b*c*p^2*r*x^4+1073*b*c*p*q^4*x^2+34*b*c*p*q^3*r^2*x+2364*b*c*p* q^3*r*x^2-13390*b*c*p*q^3*x^3-78*b*c*p*q^2*r^3*x-7242*b*c*p*q^2*r^2*x^2-88893*b *c*p*q^2*r*x^3-59444*b*c*p*q^2*x^4-48*b*c*p*q*r^4*x-5256*b*c*p*q*r^3*x^2-33500* b*c*p*q*r^2*x^3+28602*b*c*p*q*r*x^4+6*b*c*p*r^4*x^2+10648*b*c*p*r^3*x^3+40140*b *c*p*r^2*x^4+45*b*c*q^4*r*x^2-3651*b*c*q^4*x^3-18*b*c*q^3*r^3*x-808*b*c*q^3*r^2 *x^2-16487*b*c*q^3*r*x^3-7372*b*c*q^3*x^4-15*b*c*q^2*r^4*x-411*b*c*q^2*r^3*x^2-\ 3397*b*c*q^2*r^2*x^3+27906*b*c*q^2*r*x^4+348*b*c*q*r^4*x^2+8592*b*c*q*r^3*x^3+ 32580*b*c*q*r^2*x^4-200*b*c*r^4*x^3-4000*b*c*r^3*x^4+8*b*g^6*x^2+8*b*g^5*p^2*x+ 14*b*g^5*p*r*x+224*b*g^5*p*x^2+80*b*g^5*q*x^2-7*b*g^5*r*x^2-255*b*g^5*x^3+47*b* g^4*p^3*x+37*b*g^4*p^2*q*x+120*b*g^4*p^2*r*x+1111*b*g^4*p^2*x^2+60*b*g^4*p*q*r* x+1386*b*g^4*p*q*x^2+61*b*g^4*p*r^2*x+692*b*g^4*p*r*x^2-687*b*g^4*p*x^3+168*b*g ^4*q^2*x^2+148*b*g^4*q*r*x^2-611*b*g^4*q*x^3-177*b*g^4*r^2*x^2-2137*b*g^4*r*x^3 -1639*b*g^4*x^4+92*b*g^3*p^4*x+172*b*g^3*p^3*q*x+292*b*g^3*p^3*r*x+1950*b*g^3*p ^3*x^2+44*b*g^3*p^2*q^2*x+402*b*g^3*p^2*q*r*x+5218*b*g^3*p^2*q*x^2+244*b*g^3*p^ 2*r^2*x+1748*b*g^3*p^2*r*x^2-3144*b*g^3*p^2*x^3+74*b*g^3*p*q^2*r*x+2317*b*g^3*p *q^2*x^2+184*b*g^3*p*q*r^2*x+3228*b*g^3*p*q*r*x^2-917*b*g^3*p*q*x^3+50*b*g^3*p* r^3*x-684*b*g^3*p*r^2*x^2-11360*b*g^3*p*r*x^3-8449*b*g^3*p*x^4+104*b*g^3*q^3*x^ 2+217*b*g^3*q^2*r*x^2-1789*b*g^3*q^2*x^3-448*b*g^3*q*r^2*x^2-8175*b*g^3*q*r*x^3 -6825*b*g^3*q*x^4-174*b*g^3*r^3*x^2-1227*b*g^3*r^2*x^3+2019*b*g^3*r*x^4+79*b*g^ 2*p^5*x+262*b*g^2*p^4*q*x+299*b*g^2*p^4*r*x+1443*b*g^2*p^4*x^2+158*b*g^2*p^3*q^ 2*x+760*b*g^2*p^3*q*r*x+7074*b*g^2*p^3*q*x^2+338*b*g^2*p^3*r^2*x+1135*b*g^2*p^3 *r*x^2-6037*b*g^2*p^3*x^3+13*b*g^2*p^2*q^3*x+357*b*g^2*p^2*q^2*r*x+6613*b*g^2*p ^2*q^2*x^2+553*b*g^2*p^2*q*r^2*x+6210*b*g^2*p^2*q*r*x^2-7231*b*g^2*p^2*q*x^3+ 124*b*g^2*p^2*r^3*x-1734*b*g^2*p^2*r^2*x^2-20471*b*g^2*p^2*r*x^3-11986*b*g^2*p^ 2*x^4+24*b*g^2*p*q^3*r*x+1390*b*g^2*p*q^3*x^2+139*b*g^2*p*q^2*r^2*x+3293*b*g^2* p*q^2*r*x^2-3694*b*g^2*p*q^2*x^3+78*b*g^2*p*q*r^3*x-1980*b*g^2*p*q*r^2*x^2-\ 34950*b*g^2*p*q*r*x^3-27502*b*g^2*p*q*x^4+6*b*g^2*p*r^4*x-1110*b*g^2*p*r^3*x^2-\ 7122*b*g^2*p*r^2*x^3+3257*b*g^2*p*r*x^4+8*b*g^2*q^4*x^2+53*b*g^2*q^3*r*x^2-2831 *b*g^2*q^3*x^3-442*b*g^2*q^2*r^2*x^2-10989*b*g^2*q^2*r*x^3-7587*b*g^2*q^2*x^4-\ 369*b*g^2*q*r^3*x^2-3840*b*g^2*q*r^2*x^3+6264*b*g^2*q*r*x^4-6*b*g^2*r^4*x^2+ 1388*b*g^2*r^3*x^3+6288*b*g^2*r^2*x^4+30*b*g*p^6*x+160*b*g*p^5*q*x+134*b*g*p^5* r*x+421*b*g*p^5*x^2+168*b*g*p^4*q^2*x+558*b*g*p^4*q*r*x+3799*b*g*p^4*q*x^2+196* b*g*p^4*r^2*x-17*b*g*p^4*r*x^2-4169*b*g*p^4*x^3+38*b*g*p^3*q^3*x+446*b*g*p^3*q^ 2*r*x+6063*b*g*p^3*q^2*x^2+542*b*g*p^3*q*r^2*x+3429*b*g*p^3*q*r*x^2-10970*b*g*p ^3*q*x^3+110*b*g*p^3*r^3*x-1564*b*g*p^3*r^2*x^2-13254*b*g*p^3*r*x^3-5592*b*g*p^ 3*x^4+84*b*g*p^2*q^3*r*x+2942*b*g*p^2*q^3*x^2+234*b*g*p^2*q^2*r^2*x+4059*b*g*p^ 2*q^2*r*x^2-9335*b*g*p^2*q^2*x^3+126*b*g*p^2*q*r^3*x-3371*b*g*p^2*q*r^2*x^2-\ 42979*b*g*p^2*q*r*x^3-26756*b*g*p^2*q*x^4+18*b*g*p^2*r^4*x-1104*b*g*p^2*r^3*x^2 -4772*b*g*p^2*r^2*x^3+7273*b*g*p^2*r*x^4+257*b*g*p*q^4*x^2+24*b*g*p*q^3*r^2*x+ 837*b*g*p*q^3*r*x^2-4266*b*g*p*q^3*x^3-14*b*g*p*q^2*r^3*x-2428*b*g*p*q^2*r^2*x^ 2-31530*b*g*p*q^2*r*x^3-22730*b*g*p*q^2*x^4-18*b*g*p*q*r^4*x-2121*b*g*p*q*r^3*x ^2-14226*b*g*p*q*r^2*x^3+7167*b*g*p*q*r*x^4-6*b*g*p*r^4*x^2+3812*b*g*p*r^3*x^3+ 14634*b*g*p*r^2*x^4-27*b*g*q^4*r*x^2-1732*b*g*q^4*x^3-150*b*g*q^3*r^2*x^2-5289* b*g*q^3*r*x^3-1566*b*g*q^3*x^4-3*b*g*q^2*r^3*x^2-63*b*g*q^2*r^2*x^3+11844*b*g*q ^2*r*x^4+72*b*g*q*r^4*x^2+2656*b*g*q*r^3*x^3+10710*b*g*q*r^2*x^4-40*b*g*r^4*x^3 -1360*b*g*r^3*x^4+4*b*p^7*x+33*b*p^6*q*x+21*b*p^6*r*x+33*b*p^6*x^2+54*b*p^5*q^2 *x+138*b*p^5*q*r*x+651*b*p^5*q*x^2+39*b*p^5*r^2*x-123*b*p^5*r*x^2-883*b*p^5*x^3 +25*b*p^4*q^3*x+171*b*p^4*q^2*r*x+1627*b*p^4*q^2*x^2+177*b*p^4*q*r^2*x+378*b*p^ 4*q*r*x^2-4062*b*p^4*q*x^3+31*b*p^4*r^3*x-462*b*p^4*r^2*x^2-2546*b*p^4*r*x^3-\ 566*b*p^4*x^4+54*b*p^3*q^3*r*x+1433*b*p^3*q^3*x^2+117*b*p^3*q^2*r^2*x+1064*b*p^ 3*q^2*r*x^2-6001*b*p^3*q^2*x^3+72*b*p^3*q*r^3*x-1394*b*p^3*q*r^2*x^2-14110*b*p^ 3*q*r*x^3-6424*b*p^3*q*x^4+9*b*p^3*r^4*x-378*b*p^3*r^3*x^2-439*b*p^3*r^2*x^3+ 3757*b*p^3*r*x^4+424*b*p^2*q^4*x^2+581*b*p^2*q^3*r*x^2-3604*b*p^2*q^3*x^3-15*b* p^2*q^2*r^3*x-1674*b*p^2*q^2*r^2*x^2-18810*b*p^2*q^2*r*x^3-10825*b*p^2*q^2*x^4-\ 903*b*p^2*q*r^3*x^2-4569*b*p^2*q*r^2*x^3+7809*b*p^2*q*r*x^4-72*b*p^2*r^4*x^2+ 1374*b*p^2*r^3*x^3+5202*b*p^2*r^2*x^4+18*b*p*q^4*r*x^2-1038*b*p*q^4*x^3-18*b*p* q^3*r^3*x-728*b*p*q^3*r^2*x^2-7859*b*p*q^3*r*x^3-4642*b*p*q^3*x^4-15*b*p*q^2*r^ 4*x-567*b*p*q^2*r^3*x^2-3139*b*p*q^2*r^2*x^3+7989*b*p*q^2*r*x^4+156*b*p*q*r^4*x ^2+3912*b*p*q*r^3*x^3+13212*b*p*q*r^2*x^4-30*b*p*r^4*x^3-1380*b*p*r^3*x^4-256*b *q^5*x^3+18*b*q^4*r^2*x^2-613*b*q^4*r*x^3+325*b*q^4*x^4+87*b*q^3*r^3*x^2+645*b* q^3*r^2*x^3+3937*b*q^3*r*x^4+60*b*q^2*r^4*x^2+826*b*q^2*r^3*x^3+2826*b*q^2*r^2* x^4-130*b*q*r^4*x^3-1140*b*q*r^3*x^4+160*c^8*x+432*c^7*g*x+1040*c^7*p*x+272*c^7 *q*x+1120*c^7*r*x+11520*c^7*x^2+480*c^6*g^2*x+2448*c^6*g*p*x+624*c^6*g*q*x+2624 *c^6*g*r*x+27280*c^6*g*x^2+2304*c^6*p^2*x+1696*c^6*p*q*x+4176*c^6*p*r*x+35200*c ^6*p*x^2+168*c^6*q^2*x+1808*c^6*q*r*x+23368*c^6*q*x^2+1272*c^6*r^2*x+12472*c^6* r*x^2-5696*c^6*x^3+280*c^5*g^3*x+2328*c^5*g^2*p*x+568*c^5*g^2*q*x+2480*c^5*g^2* r*x+26176*c^5*g^2*x^2+4728*c^5*g*p^2*x+3392*c^5*g*p*q*x+8616*c^5*g*p*r*x+73352* c^5*g*p*x^2+316*c^5*g*q^2*x+3608*c^5*g*q*r*x+47900*c^5*g*q*x^2+2588*c^5*g*r^2*x +25804*c^5*g*r*x^2-10976*c^5*g*x^3+2464*c^5*p^3*x+3544*c^5*p^2*q*x+6092*c^5*p^2 *r*x+41568*c^5*p^2*x^2+988*c^5*p*q^2*x+6272*c^5*p*q*r*x+65716*c^5*p*q*x^2+3596* c^5*p*r^2*x+24928*c^5*p*r*x^2-34916*c^5*p*x^3+44*c^5*q^3*x+1052*c^5*q^2*r*x+ 18168*c^5*q^2*x^2+1756*c^5*q*r^2*x+21088*c^5*q*r*x^2-16028*c^5*q*x^3+424*c^5*r^ 3*x-5148*c^5*r^2*x^2-77344*c^5*r*x^3-55472*c^5*x^4+90*c^4*g^4*x+1136*c^4*g^3*p* x+256*c^4*g^3*q*x+1200*c^4*g^3*r*x+12952*c^4*g^3*x^2+3836*c^4*g^2*p^2*x+2640*c^ 4*g^2*p*q*x+7044*c^4*g^2*p*r*x+60676*c^4*g^2*p*x^2+222*c^4*g^2*q^2*x+2796*c^4*g ^2*q*r*x+38710*c^4*g^2*q*x^2+2062*c^4*g^2*r^2*x+20630*c^4*g^2*r*x^2-10224*c^4*g ^2*x^3+4272*c^4*g*p^3*x+6096*c^4*g*p^2*q*x+10668*c^4*g*p^2*r*x+73444*c^4*g*p^2* x^2+1608*c^4*g*p*q^2*x+10824*c^4*g*p*q*r*x+116088*c^4*g*p*q*x^2+6272*c^4*g*p*r^ 2*x+45288*c^4*g*p*r*x^2-55876*c^4*g*p*x^3+64*c^4*g*q^3*x+1724*c^4*g*q^2*r*x+ 30928*c^4*g*q^2*x^2+2976*c^4*g*q*r^2*x+37008*c^4*g*q*r*x^2-24300*c^4*g*q*x^3+ 704*c^4*g*r^3*x-8788*c^4*g*r^2*x^2-133424*c^4*g*r*x^3-97144*c^4*g*x^4+1418*c^4* p^4*x+3516*c^4*p^3*q*x+4422*c^4*p^3*r*x+23726*c^4*p^3*x^2+1902*c^4*p^2*q^2*x+ 8438*c^4*p^2*q*r*x+70626*c^4*p^2*q*x^2+3844*c^4*p^2*r^2*x+15294*c^4*p^2*r*x^2-\ 56408*c^4*p^2*x^3+240*c^4*p*q^3*x+3298*c^4*p*q^2*r*x+45972*c^4*p*q^2*x^2+4620*c ^4*p*q*r^2*x+40044*c^4*p*q*r*x^2-61824*c^4*p*q*x^3+960*c^4*p*r^3*x-14100*c^4*p* r^2*x^2-153782*c^4*p*r*x^3-92564*c^4*p*x^4+4*c^4*q^4*x+258*c^4*q^3*r*x+6704*c^4 *q^3*x^2+806*c^4*q^2*r^2*x+12432*c^4*q^2*r*x^2-19896*c^4*q^2*x^3+440*c^4*q*r^3* x-8214*c^4*q*r^2*x^2-128826*c^4*q*r*x^3-92564*c^4*q*x^4+24*c^4*r^4*x-4884*c^4*r ^3*x^2-32832*c^4*r^2*x^3+976*c^4*r*x^4+15*c^3*g^5*x+297*c^3*g^4*p*x+57*c^3*g^4* q*x+310*c^3*g^4*r*x+3464*c^3*g^4*x^2+1550*c^3*g^3*p^2*x+992*c^3*g^3*p*q*x+2878* c^3*g^3*p*r*x+25138*c^3*g^3*p*x^2+69*c^3*g^3*q^2*x+1042*c^3*g^3*q*r*x+15481*c^3 *g^3*q*x^2+801*c^3*g^3*r^2*x+7765*c^3*g^3*r*x^2-6408*c^3*g^3*x^3+2828*c^3*g^2*p ^3*x+3970*c^3*g^2*p^2*q*x+7171*c^3*g^2*p^2*r*x+49620*c^3*g^2*p^2*x^2+955*c^3*g^ 2*p*q^2*x+7064*c^3*g^2*p*q*r*x+78517*c^3*g^2*p*q*x^2+4187*c^3*g^2*p*r^2*x+31076 *c^3*g^2*p*r*x^2-35809*c^3*g^2*p*x^3+31*c^3*g^2*q^3*x+1031*c^3*g^2*q^2*r*x+ 19770*c^3*g^2*q^2*x^2+1859*c^3*g^2*q*r^2*x+24008*c^3*g^2*q*r*x^2-15615*c^3*g^2* q*x^3+426*c^3*g^2*r^3*x-6247*c^3*g^2*r^2*x^2-90216*c^3*g^2*r*x^3-65868*c^3*g^2* x^4+1963*c^3*g*p^4*x+4974*c^3*g*p^3*q*x+6183*c^3*g*p^3*r*x+33439*c^3*g*p^3*x^2+ 2599*c^3*g*p^2*q^2*x+12021*c^3*g*p^2*q*r*x+102609*c^3*g*p^2*q*x^2+5360*c^3*g*p^ 2*r^2*x+22747*c^3*g*p^2*r*x^2-75658*c^3*g*p^2*x^3+296*c^3*g*p*q^3*x+4545*c^3*g* p*q^2*r*x+65334*c^3*g*p*q^2*x^2+6582*c^3*g*p*q*r^2*x+60512*c^3*g*p*q*r*x^2-\ 75744*c^3*g*p*q*x^3+1300*c^3*g*p*r^3*x-19292*c^3*g*p*r^2*x^2-214433*c^3*g*p*r*x ^3-131816*c^3*g*p*x^4+4*c^3*g*q^4*x+327*c^3*g*q^3*r*x+8860*c^3*g*q^3*x^2+1087*c ^3*g*q^2*r^2*x+17404*c^3*g*q^2*r*x^2-25638*c^3*g*q^2*x^3+608*c^3*g*q*r^3*x-\ 10751*c^3*g*q*r^2*x^2-178495*c^3*g*q*r*x^3-131816*c^3*g*q*x^4+24*c^3*g*r^4*x-\ 6666*c^3*g*r^3*x^2-44928*c^3*g*r^2*x^3+2704*c^3*g*r*x^4+443*c^3*p^5*x+1847*c^3* p^4*q*x+1674*c^3*p^4*r*x+6485*c^3*p^4*x^2+1673*c^3*p^3*q^2*x+5594*c^3*p^3*q*r*x +36620*c^3*p^3*q*x^2+1937*c^3*p^3*r^2*x+1216*c^3*p^3*r*x^2-39065*c^3*p^3*x^3+ 417*c^3*p^2*q^3*x+3876*c^3*p^2*q^2*r*x+42798*c^3*p^2*q^2*x^2+4573*c^3*p^2*q*r^2 *x+25611*c^3*p^2*q*r*x^2-75209*c^3*p^2*q*x^3+766*c^3*p^2*r^3*x-13887*c^3*p^2*r^ 2*x^2-111079*c^3*p^2*r*x^3-53880*c^3*p^2*x^4+20*c^3*p*q^4*x+710*c^3*p*q^3*r*x+ 14972*c^3*p*q^3*x^2+1838*c^3*p*q^2*r^2*x+20892*c^3*p*q^2*r*x^2-46487*c^3*p*q^2* x^3+992*c^3*p*q*r^3*x-16785*c^3*p*q*r^2*x^2-209456*c^3*p*q*r*x^3-129432*c^3*p*q *x^4+60*c^3*p*r^4*x-7557*c^3*p*r^3*x^2-36130*c^3*p*r^2*x^3+21064*c^3*p*r*x^4+22 *c^3*q^4*r*x+1157*c^3*q^4*x^2+136*c^3*q^3*r^2*x+2905*c^3*q^3*r*x^2-12615*c^3*q^ 3*x^3+84*c^3*q^2*r^3*x-5490*c^3*q^2*r^2*x^2-80361*c^3*q^2*r*x^3-53880*c^3*q^2*x ^4+12*c^3*q*r^4*x-4977*c^3*q*r^3*x^2-34142*c^3*q*r^2*x^3+21064*c^3*q*r*x^4-84*c ^3*r^4*x^2+10560*c^3*r^3*x^3+42048*c^3*r^2*x^4+c^2*g^6*x+39*c^2*g^5*p*x+5*c^2*g ^5*q*x+40*c^2*g^5*r*x+473*c^2*g^5*x^2+321*c^2*g^4*p^2*x+178*c^2*g^4*p*q*x+606*c ^2*g^4*p*r*x+5383*c^2*g^4*p*x^2+8*c^2*g^4*q^2*x+184*c^2*g^4*q*r*x+3124*c^2*g^4* q*x^2+151*c^2*g^4*r^2*x+1265*c^2*g^4*r*x^2-2656*c^2*g^4*x^3+884*c^2*g^3*p^3*x+ 1198*c^2*g^3*p^2*q*x+2296*c^2*g^3*p^2*r*x+15833*c^2*g^3*p^2*x^2+243*c^2*g^3*p*q ^2*x+2130*c^2*g^3*p*q*r*x+25105*c^2*g^3*p*q*x^2+1325*c^2*g^3*p*r^2*x+9850*c^2*g ^3*p*r*x^2-12088*c^2*g^3*p*x^3+5*c^2*g^3*q^3*x+264*c^2*g^3*q^2*r*x+5762*c^2*g^3 *q^2*x^2+505*c^2*g^3*q*r^2*x+6796*c^2*g^3*q*r*x^2-6036*c^2*g^3*q*x^3+110*c^2*g^ 3*r^3*x-2370*c^2*g^3*r^2*x^2-29924*c^2*g^3*r*x^3-21346*c^2*g^3*x^4+973*c^2*g^2* p^4*x+2526*c^2*g^2*p^3*q*x+3118*c^2*g^2*p^3*r*x+16774*c^2*g^2*p^3*x^2+1244*c^2* g^2*p^2*q^2*x+6157*c^2*g^2*p^2*q*r*x+53972*c^2*g^2*p^2*q*x^2+2701*c^2*g^2*p^2*r ^2*x+11850*c^2*g^2*p^2*r*x^2-37681*c^2*g^2*p^2*x^3+118*c^2*g^2*p*q^3*x+2188*c^2 *g^2*p*q^2*r*x+33212*c^2*g^2*p*q^2*x^2+3342*c^2*g^2*p*q*r^2*x+32815*c^2*g^2*p*q *r*x^2-32568*c^2*g^2*p*q*x^3+630*c^2*g^2*p*r^3*x-9637*c^2*g^2*p*r^2*x^2-108053* c^2*g^2*p*r*x^3-67355*c^2*g^2*p*x^4+c^2*g^2*q^4*x+135*c^2*g^2*q^3*r*x+4012*c^2* g^2*q^3*x^2+482*c^2*g^2*q^2*r^2*x+8088*c^2*g^2*q^2*r*x^2-13099*c^2*g^2*q^2*x^3+ 274*c^2*g^2*q*r^3*x-5416*c^2*g^2*q*r^2*x^2-89807*c^2*g^2*q*r*x^3-67355*c^2*g^2* q*x^4+6*c^2*g^2*r^4*x-3132*c^2*g^2*r^3*x^2-19920*c^2*g^2*r^2*x^3+6156*c^2*g^2*r *x^4+441*c^2*g*p^5*x+1997*c^2*g*p^4*q*x+1677*c^2*g*p^4*r*x+6392*c^2*g*p^4*x^2+ 1789*c^2*g*p^3*q^2*x+6090*c^2*g*p^3*q*r*x+40635*c^2*g*p^3*q*x^2+1920*c^2*g*p^3* r^2*x+768*c^2*g*p^3*r*x^2-41186*c^2*g*p^3*x^3+413*c^2*g*p^2*q^3*x+4194*c^2*g*p^ 2*q^2*r*x+47402*c^2*g*p^2*q^2*x^2+5006*c^2*g*p^2*q*r^2*x+30732*c^2*g*p^2*q*r*x^ 2-73276*c^2*g*p^2*q*x^3+726*c^2*g*p^2*r^3*x-14966*c^2*g*p^2*r^2*x^2-117595*c^2* g*p^2*r*x^3-57688*c^2*g*p^2*x^4+16*c^2*g*p*q^4*x+722*c^2*g*p*q^3*r*x+15723*c^2* g*p*q^3*x^2+2015*c^2*g*p*q^2*r^2*x+24372*c^2*g*p*q^2*r*x^2-42864*c^2*g*p*q^2*x^ 3+1092*c^2*g*p*q*r^3*x-16749*c^2*g*p*q*r^2*x^2-224064*c^2*g*p*q*r*x^3-144696*c^ 2*g*p*q*x^4+42*c^2*g*p*r^4*x-8115*c^2*g*p*r^3*x^2-39563*c^2*g*p*r^2*x^3+20484*c ^2*g*p*r*x^4+19*c^2*g*q^4*r*x+1034*c^2*g*q^4*x^2+135*c^2*g*q^3*r^2*x+2874*c^2*g *q^3*r*x^2-13386*c^2*g*q^3*x^3+100*c^2*g*q^2*r^3*x-5228*c^2*g*q^2*r^2*x^2-83469 *c^2*g*q^2*r*x^3-57688*c^2*g*q^2*x^4+18*c^2*g*q*r^4*x-5055*c^2*g*q*r^3*x^2-\ 36709*c^2*g*q*r^2*x^3+20484*c^2*g*q*r*x^4-66*c^2*g*r^4*x^2+10880*c^2*g*r^3*x^3+ 43392*c^2*g*r^2*x^4+69*c^2*p^6*x+520*c^2*p^5*q*x+309*c^2*p^5*r*x+613*c^2*p^5*x^ 2+732*c^2*p^4*q^2*x+1923*c^2*p^4*q*r*x+9457*c^2*p^4*q*x^2+456*c^2*p^4*r^2*x-\ 1808*c^2*p^4*r*x^2-12717*c^2*p^4*x^3+312*c^2*p^3*q^3*x+2119*c^2*p^3*q^2*r*x+ 18130*c^2*p^3*q^2*x^2+2144*c^2*p^3*q*r^2*x+6118*c^2*p^3*q*r*x^2-38728*c^2*p^3*q *x^3+261*c^2*p^3*r^3*x-6063*c^2*p^3*r^2*x^2-34595*c^2*p^3*r*x^3-11943*c^2*p^3*x ^4+31*c^2*p^2*q^4*x+689*c^2*p^2*q^3*r*x+11470*c^2*p^2*q^3*x^2+1488*c^2*p^2*q^2* r^2*x+11358*c^2*p^2*q^2*r*x^2-39468*c^2*p^2*q^2*x^3+789*c^2*p^2*q*r^3*x-11700*c ^2*p^2*q*r^2*x^2-118991*c^2*p^2*q*r*x^3-60789*c^2*p^2*q*x^4+45*c^2*p^2*r^4*x-\ 3819*c^2*p^2*r^3*x^2-9392*c^2*p^2*r^2*x^3+24048*c^2*p^2*r*x^4+52*c^2*p*q^4*r*x+ 2257*c^2*p*q^4*x^2+244*c^2*p*q^3*r^2*x+4096*c^2*p*q^3*r*x^2-17520*c^2*p*q^3*x^3 +177*c^2*p*q^2*r^3*x-8460*c^2*p*q^2*r^2*x^2-100597*c^2*p*q^2*r*x^3-60789*c^2*p* q^2*x^4+48*c^2*p*q*r^4*x-6642*c^2*p*q*r^3*x^2-35136*c^2*p*q*r^2*x^3+29304*c^2*p *q*r*x^4-258*c^2*p*r^4*x^2+10392*c^2*p*r^3*x^3+37296*c^2*p*r^2*x^4+73*c^2*q^5*x ^2+6*c^2*q^4*r^2*x+178*c^2*q^4*r*x^2-4063*c^2*q^4*x^3-15*c^2*q^3*r^3*x-1635*c^2 *q^3*r^2*x^2-22489*c^2*q^3*r*x^3-11943*c^2*q^3*x^4-15*c^2*q^2*r^4*x-1533*c^2*q^ 2*r^3*x^2-8752*c^2*q^2*r^2*x^3+24048*c^2*q^2*r*x^4+72*c^2*q*r^4*x^2+9688*c^2*q* r^3*x^3+37296*c^2*q*r^2*x^4-4160*c^2*r^3*x^4+2*c*g^6*p*x+2*c*g^6*r*x+26*c*g^6*x ^2+31*c*g^5*p^2*x+12*c*g^5*p*q*x+60*c*g^5*p*r*x+545*c*g^5*p*x^2+12*c*g^5*q*r*x+ 281*c*g^5*q*x^2+11*c*g^5*r^2*x+31*c*g^5*r*x^2-600*c*g^5*x^3+129*c*g^4*p^3*x+161 *c*g^4*p^2*q*x+348*c*g^4*p^2*r*x+2350*c*g^4*p^2*x^2+22*c*g^4*p*q^2*x+284*c*g^4* p*q*r*x+3725*c*g^4*p*q*x^2+197*c*g^4*p*r^2*x+1397*c*g^4*p*r*x^2-2258*c*g^4*p*x^ 3+24*c*g^4*q^2*r*x+721*c*g^4*q^2*x^2+50*c*g^4*q*r^2*x+704*c*g^4*q*r*x^2-1466*c* g^4*q*x^3+10*c*g^4*r^3*x-470*c*g^4*r^2*x^2-4804*c*g^4*r*x^3-3182*c*g^4*x^4+203* c*g^3*p^4*x+539*c*g^3*p^3*q*x+670*c*g^3*p^3*r*x+3485*c*g^3*p^3*x^2+238*c*g^3*p^ 2*q^2*x+1328*c*g^3*p^2*q*r*x+12098*c*g^3*p^2*q*x^2+583*c*g^3*p^2*r^2*x+2490*c*g ^3*p^2*r*x^2-8503*c*g^3*p^2*x^3+15*c*g^3*p*q^3*x+418*c*g^3*p*q^2*r*x+7037*c*g^3 *p*q^2*x^2+703*c*g^3*p*q*r^2*x+7469*c*g^3*p*q*r*x^2-5804*c*g^3*p*q*x^3+130*c*g^ 3*p*r^3*x-2080*c*g^3*p*r^2*x^2-23179*c*g^3*p*r*x^3-14414*c*g^3*p*x^4+18*c*g^3*q ^3*r*x+689*c*g^3*q^3*x^2+70*c*g^3*q^2*r^2*x+1275*c*g^3*q^2*r*x^2-3445*c*g^3*q^2 *x^3+40*c*g^3*q*r^3*x-1315*c*g^3*q*r^2*x^2-19405*c*g^3*q*r*x^3-14414*c*g^3*q*x^ 4-570*c*g^3*r^3*x^2-2928*c*g^3*r^2*x^3+3680*c*g^3*r*x^4+137*c*g^2*p^5*x+694*c*g ^2*p^4*q*x+529*c*g^2*p^4*r*x+1883*c*g^2*p^4*x^2+607*c*g^2*p^3*q^2*x+2136*c*g^2* p^3*q*r*x+14562*c*g^2*p^3*q*x^2+600*c*g^2*p^3*r^2*x-170*c*g^2*p^3*r*x^2-14466*c *g^2*p^3*x^3+123*c*g^2*p^2*q^3*x+1441*c*g^2*p^2*q^2*r*x+16907*c*g^2*p^2*q^2*x^2 +1762*c*g^2*p^2*q*r^2*x+11906*c*g^2*p^2*q*r*x^2-22461*c*g^2*p^2*q*x^3+214*c*g^2 *p^2*r^3*x-5267*c*g^2*p^2*r^2*x^2-39862*c*g^2*p^2*r*x^3-19397*c*g^2*p^2*x^4+3*c *g^2*p*q^4*x+220*c*g^2*p*q^3*r*x+5172*c*g^2*p*q^3*x^2+688*c*g^2*p*q^2*r^2*x+ 8969*c*g^2*p*q^2*r*x^2-12239*c*g^2*p*q^2*x^3+378*c*g^2*p*q*r^3*x-5315*c*g^2*p*q *r^2*x^2-76848*c*g^2*p*q*r*x^3-51836*c*g^2*p*q*x^4+6*c*g^2*p*r^4*x-2748*c*g^2*p *r^3*x^2-12972*c*g^2*p*r^2*x^3+8088*c*g^2*p*r*x^4+4*c*g^2*q^4*r*x+251*c*g^2*q^4 *x^2+33*c*g^2*q^3*r^2*x+694*c*g^2*q^3*r*x^2-5062*c*g^2*q^3*x^3+28*c*g^2*q^2*r^3 *x-1685*c*g^2*q^2*r^2*x^2-27766*c*g^2*q^2*r*x^3-19397*c*g^2*q^2*x^4+6*c*g^2*q*r ^4*x-1548*c*g^2*q*r^3*x^2-11508*c*g^2*q*r^2*x^3+8088*c*g^2*q*r*x^4-12*c*g^2*r^4 *x^2+3440*c*g^2*r^3*x^3+13464*c*g^2*r^2*x^4+38*c*g*p^6*x+377*c*g*p^5*q*x+170*c* g*p^5*r*x+190*c*g*p^5*x^2+540*c*g*p^4*q^2*x+1401*c*g*p^4*q*r*x+6996*c*g*p^4*q*x ^2+244*c*g*p^4*r^2*x-1776*c*g*p^4*r*x^2-9298*c*g*p^4*x^3+219*c*g*p^3*q^3*x+1579 *c*g*p^3*q^2*r*x+13838*c*g*p^3*q^2*x^2+1572*c*g*p^3*q*r^2*x+5157*c*g*p^3*q*r*x^ 2-26527*c*g*p^3*q*x^3+130*c*g*p^3*r^3*x-4516*c*g*p^3*r^2*x^2-23963*c*g*p^3*r*x^ 3-7890*c*g*p^3*x^4+18*c*g*p^2*q^4*x+499*c*g*p^2*q^3*r*x+8474*c*g*p^2*q^3*x^2+ 1130*c*g*p^2*q^2*r^2*x+9613*c*g*p^2*q^2*r*x^2-25248*c*g*p^2*q^2*x^3+584*c*g*p^2 *q*r^3*x-8075*c*g*p^2*q*r^2*x^2-87187*c*g*p^2*q*r*x^3-46864*c*g*p^2*q*x^4+18*c* g*p^2*r^4*x-2631*c*g*p^2*r^3*x^2-6035*c*g*p^2*r^2*x^3+17772*c*g*p^2*r*x^4+33*c* g*p*q^4*r*x+1470*c*g*p*q^4*x^2+189*c*g*p*q^3*r^2*x+3216*c*g*p*q^3*r*x^2-11213*c *g*p*q^3*x^3+148*c*g*p*q^2*r^3*x-5681*c*g*p*q^2*r^2*x^2-72677*c*g*p*q^2*r*x^3-\ 46864*c*g*p*q^2*x^4+36*c*g*p*q*r^4*x-4950*c*g*p*q*r^3*x^2-28656*c*g*p*q*r^2*x^3 +15660*c*g*p*q*r*x^4-114*c*g*p*r^4*x^2+7576*c*g*p*r^3*x^3+26556*c*g*p*r^2*x^4+ 28*c*g*q^5*x^2+4*c*g*q^4*r^2*x+57*c*g*q^4*r*x^2-3194*c*g*q^4*x^3-4*c*g*q^3*r^3* x-988*c*g*q^3*r^2*x^2-15325*c*g*q^3*r*x^3-7890*c*g*q^3*x^4-6*c*g*q^2*r^4*x-987* c*g*q^2*r^3*x^2-5869*c*g*q^2*r^2*x^3+17772*c*g*q^2*r*x^4+6*c*g*q*r^4*x^2+6584*c *g*q*r^3*x^3+26556*c*g*q*r^2*x^4-2880*c*g*r^3*x^4+4*c*p^7*x+73*c*p^6*q*x+21*c*p ^6*r*x-39*c*p^6*x^2+153*c*p^5*q^2*x+324*c*p^5*q*r*x+1122*c*p^5*q*x^2+39*c*p^5*r ^2*x-543*c*p^5*r*x^2-1791*c*p^5*x^3+103*c*p^4*q^3*x+540*c*p^4*q^2*r*x+3450*c*p^ 4*q^2*x^2+474*c*p^4*q*r^2*x+264*c*p^4*q*r*x^2-8548*c*p^4*q*x^3+31*c*p^4*r^3*x-\ 1179*c*p^4*r^2*x^2-4189*c*p^4*r*x^3-457*c*p^4*x^4+19*c*p^3*q^4*x+276*c*p^3*q^3* r*x+3504*c*p^3*q^3*x^2+522*c*p^3*q^2*r^2*x+2205*c*p^3*q^2*r*x^2-13577*c*p^3*q^2 *x^3+268*c*p^3*q*r^3*x-3330*c*p^3*q*r^2*x^2-27133*c*p^3*q*r*x^3-10672*c*p^3*q*x ^4+9*c*p^3*r^4*x-837*c*p^3*r^3*x^2+188*c*p^3*r^2*x^3+7792*c*p^3*r*x^4+39*c*p^2* q^4*r*x+1341*c*p^2*q^4*x^2+135*c*p^2*q^3*r^2*x+1638*c*p^2*q^3*r*x^2-9271*c*p^2* q^3*x^3+120*c*p^2*q^2*r^3*x-3861*c*p^2*q^2*r^2*x^2-40020*c*p^2*q^2*r*x^3-20430* c*p^2*q^2*x^4+45*c*p^2*q*r^4*x-2442*c*p^2*q*r^3*x^2-8870*c*p^2*q*r^2*x^3+15936* c*p^2*q*r*x^4-162*c*p^2*r^4*x^2+2812*c*p^2*r^3*x^3+8712*c*p^2*r^2*x^4+126*c*p*q ^5*x^2+6*c*p*q^4*r^2*x+228*c*p*q^4*r*x^2-3048*c*p*q^4*x^3-18*c*p*q^3*r^3*x-1845 *c*p*q^3*r^2*x^2-19587*c*p*q^3*r*x^3-10672*c*p*q^3*x^4-15*c*p*q^2*r^4*x-1764*c* p*q^2*r^3*x^2-8266*c*p*q^2*r^2*x^3+15936*c*p*q^2*r*x^4-78*c*p*q*r^4*x^2+7200*c* p*q*r^3*x^3+26064*c*p*q*r^2*x^4+100*c*p*r^4*x^3-2620*c*p*r^3*x^4-12*c*q^5*r*x^2 -597*c*q^5*x^3-3*c*q^4*r^3*x-153*c*q^4*r^2*x^2-2511*c*q^4*r*x^3-457*c*q^4*x^4-3 *c*q^3*r^4*x-51*c*q^3*r^3*x^2+244*c*q^3*r^2*x^3+7792*c*q^3*r*x^4+108*c*q^2*r^4* x^2+2628*c*q^2*r^3*x^3+8712*c*q^2*r^2*x^4-100*c*q*r^4*x^3-2620*c*q*r^3*x^4+g^6* p^2*x+2*g^6*p*r*x+19*g^6*p*x^2+7*g^6*q*x^2-8*g^6*r*x^2-52*g^6*x^3+7*g^5*p^3*x+7 *g^5*p^2*q*x+20*g^5*p^2*r*x+128*g^5*p^2*x^2+12*g^5*p*q*r*x+199*g^5*p*q*x^2+11*g ^5*p*r^2*x+69*g^5*p*r*x^2-182*g^5*p*x^3+26*g^5*q^2*x^2-158*g^5*q*x^3-35*g^5*r^2 *x^2-276*g^5*r*x^3-150*g^5*x^4+15*g^4*p^4*x+40*g^4*p^3*q*x+52*g^4*p^3*r*x+246*g ^4*p^3*x^2+14*g^4*p^2*q^2*x+100*g^4*p^2*q*r*x+968*g^4*p^2*q*x^2+46*g^4*p^2*r^2* x+170*g^4*p^2*r*x^2-763*g^4*p^2*x^3+24*g^4*p*q^2*r*x+509*g^4*p*q^2*x^2+50*g^4*p *q*r^2*x+592*g^4*p*q*r*x^2-364*g^4*p*q*x^3+10*g^4*p*r^3*x-161*g^4*p*r^2*x^2-\ 1769*g^4*p*r*x^3-1060*g^4*p*x^4+30*g^4*q^3*x^2+14*g^4*q^2*r*x^2-409*g^4*q^2*x^3 -134*g^4*q*r^2*x^2-1511*g^4*q*r*x^3-1060*g^4*q*x^4-30*g^4*r^3*x^2-48*g^4*r^2*x^ 3+578*g^4*r*x^4+13*g^3*p^5*x+77*g^3*p^4*q*x+52*g^3*p^4*r*x+148*g^3*p^4*x^2+64*g ^3*p^3*q^2*x+240*g^3*p^3*q*r*x+1678*g^3*p^3*q*x^2+59*g^3*p^3*r^2*x-116*g^3*p^3* r*x^2-1746*g^3*p^3*x^3+10*g^3*p^2*q^3*x+154*g^3*p^2*q^2*r*x+1926*g^3*p^2*q^2*x^ 2+198*g^3*p^2*q*r^2*x+1488*g^3*p^2*q*r*x^2-2130*g^3*p^2*q*x^3+20*g^3*p^2*r^3*x-\ 602*g^3*p^2*r^2*x^2-4298*g^3*p^2*r*x^3-1993*g^3*p^2*x^4+18*g^3*p*q^3*r*x+514*g^ 3*p*q^3*x^2+70*g^3*p*q^2*r^2*x+1014*g^3*p*q^2*r*x^2-1070*g^3*p*q^2*x^3+40*g^3*p *q*r^3*x-532*g^3*p*q*r^2*x^2-8368*g^3*p*q*r*x^3-5886*g^3*p*q*x^4-282*g^3*p*r^3* x^2-1176*g^3*p*r^2*x^3+1319*g^3*p*r*x^4+10*g^3*q^4*x^2-5*g^3*q^3*r*x^2-726*g^3* q^3*x^3-206*g^3*q^2*r^2*x^2-2958*g^3*q^2*r*x^3-1993*g^3*q^2*x^4-138*g^3*q*r^3*x ^2-936*g^3*q*r^2*x^3+1319*g^3*q*r*x^4+320*g^3*r^3*x^3+1176*g^3*r^2*x^4+4*g^2*p^ 6*x+66*g^2*p^5*q*x+18*g^2*p^5*r*x-31*g^2*p^5*x^2+96*g^2*p^4*q^2*x+247*g^2*p^4*q *r*x+1248*g^2*p^4*q*x^2+24*g^2*p^4*r^2*x-444*g^2*p^4*r*x^2-1708*g^2*p^4*x^3+36* g^2*p^3*q^3*x+284*g^2*p^3*q^2*r*x+2569*g^2*p^3*q^2*x^2+279*g^2*p^3*q*r^2*x+1038 *g^2*p^3*q*r*x^2-4379*g^2*p^3*q*x^3+10*g^2*p^3*r^3*x-841*g^2*p^3*r^2*x^2-3918*g ^2*p^3*r*x^3-1110*g^2*p^3*x^4+2*g^2*p^2*q^4*x+85*g^2*p^2*q^3*r*x+1504*g^2*p^2*q ^3*x^2+206*g^2*p^2*q^2*r^2*x+1964*g^2*p^2*q^2*r*x^2-3720*g^2*p^2*q^2*x^3+104*g^ 2*p^2*q*r^3*x-1334*g^2*p^2*q*r^2*x^2-15422*g^2*p^2*q*r*x^3-8687*g^2*p^2*q*x^4-\ 432*g^2*p^2*r^3*x^2-714*g^2*p^2*r^2*x^3+3525*g^2*p^2*r*x^4+4*g^2*p*q^4*r*x+213* g^2*p*q^4*x^2+33*g^2*p*q^3*r^2*x+579*g^2*p*q^3*r*x^2-1713*g^2*p*q^3*x^3+28*g^2* p*q^2*r^3*x-902*g^2*p*q^2*r^2*x^2-12586*g^2*p*q^2*r*x^3-8687*g^2*p*q^2*x^4+6*g^ 2*p*q*r^4*x-882*g^2*p*q*r^3*x^2-5520*g^2*p*q*r^2*x^3+1806*g^2*p*q*r*x^4-6*g^2*p *r^4*x^2+1296*g^2*p*r^3*x^3+4320*g^2*p*r^2*x^4-g^2*q^5*x^2-21*g^2*q^4*r*x^2-664 *g^2*q^4*x^3-139*g^2*q^3*r^2*x^2-2446*g^2*q^3*r*x^3-1110*g^2*q^3*x^4-120*g^2*q^ 2*r^3*x^2-678*g^2*q^2*r^2*x^3+3525*g^2*q^2*r*x^4-6*g^2*q*r^4*x^2+1024*g^2*q*r^3 *x^3+4320*g^2*q*r^2*x^4-460*g^2*r^3*x^4+26*g*p^6*q*x-48*g*p^6*x^2+58*g*p^5*q^2* x+116*g*p^5*q*r*x+394*g*p^5*q*x^2-274*g*p^5*r*x^2-671*g*p^5*x^3+38*g*p^4*q^3*x+ 206*g*p^4*q^2*r*x+1353*g*p^4*q^2*x^2+172*g*p^4*q*r^2*x+120*g*p^4*q*r*x^2-3052*g *p^4*q*x^3-445*g*p^4*r^2*x^2-1241*g*p^4*r*x^3+47*g*p^4*x^4+6*g*p^3*q^4*x+104*g* p^3*q^3*r*x+1360*g*p^3*q^3*x^2+202*g*p^3*q^2*r^2*x+1036*g*p^3*q^2*r*x^2-4593*g* p^3*q^2*x^3+100*g*p^3*q*r^3*x-1155*g*p^3*q*r^2*x^2-10049*g*p^3*q*r*x^3-4160*g*p ^3*q*x^4-255*g*p^3*r^3*x^2+441*g*p^3*r^2*x^3+3181*g*p^3*r*x^4+14*g*p^2*q^4*r*x+ 477*g*p^2*q^4*x^2+54*g*p^2*q^3*r^2*x+727*g*p^2*q^3*r*x^2-2983*g*p^2*q^3*x^3+48* g*p^2*q^2*r^3*x-1360*g*p^2*q^2*r^2*x^2-15120*g*p^2*q^2*r*x^3-8414*g*p^2*q^2*x^4 +18*g*p^2*q*r^4*x-882*g*p^2*q*r^3*x^2-3794*g*p^2*q*r^2*x^3+4875*g*p^2*q*r*x^4-\ 36*g*p^2*r^4*x^2+1004*g*p^2*r^3*x^3+2874*g*p^2*r^2*x^4+28*g*p*q^5*x^2+4*g*p*q^4 *r^2*x+75*g*p*q^4*r*x^2-1040*g*p*q^4*x^3-4*g*p*q^3*r^3*x-651*g*p*q^3*r^2*x^2-\ 7087*g*p*q^3*r*x^3-4160*g*p*q^3*x^4-6*g*p*q^2*r^4*x-726*g*p*q^2*r^3*x^2-3742*g* p*q^2*r^2*x^3+4875*g*p*q^2*r*x^4-30*g*p*q*r^4*x^2+2720*g*p*q*r^3*x^3+10212*g*p* q*r^2*x^4+20*g*p*r^4*x^3-930*g*p*r^3*x^4-10*g*q^5*r*x^2-269*g*q^5*x^3-31*g*q^4* r^2*x^2-775*g*q^4*r*x^3+47*g*q^4*x^4+9*g*q^3*r^3*x^2+327*g*q^3*r^2*x^3+3181*g*q ^3*r*x^4+24*g*q^2*r^4*x^2+836*g*q^2*r^3*x^3+2874*g*q^2*r^2*x^4-20*g*q*r^4*x^3-\ 930*g*q*r^3*x^4+4*p^7*q*x-6*p^7*x^2+12*p^6*q^2*x+21*p^6*q*r*x+48*p^6*q*x^2-39*p ^6*r*x^2-76*p^6*x^3+12*p^5*q^3*x+51*p^5*q^2*r*x+234*p^5*q^2*x^2+39*p^5*q*r^2*x-\ 42*p^5*q*r*x^2-636*p^5*q*x^3-78*p^5*r^2*x^2-116*p^5*r*x^3+74*p^5*x^4+4*p^4*q^4* x+39*p^4*q^3*r*x+354*p^4*q^3*x^2+66*p^4*q^2*r^2*x+99*p^4*q^2*r*x^2-1544*p^4*q^2 *x^3+31*p^4*q*r^3*x-342*p^4*q*r^2*x^2-2042*p^4*q*r*x^3-521*p^4*q*x^4-63*p^4*r^3 *x^2+162*p^4*r^2*x^3+649*p^4*r*x^4+9*p^3*q^4*r*x+228*p^3*q^4*x^2+27*p^3*q^3*r^2 *x+165*p^3*q^3*r*x^2-1604*p^3*q^3*x^3+27*p^3*q^2*r^3*x-549*p^3*q^2*r^2*x^2-4846 *p^3*q^2*r*x^3-1933*p^3*q^2*x^4+9*p^3*q*r^4*x-324*p^3*q*r^3*x^2-568*p^3*q*r^2*x ^3+2416*p^3*q*r*x^4-18*p^3*r^4*x^2+248*p^3*r^3*x^3+450*p^3*r^2*x^4+54*p^2*q^5*x ^2+60*p^2*q^4*r*x^2-768*p^2*q^4*x^3-3*p^2*q^3*r^3*x-414*p^2*q^3*r^2*x^2-4094*p^ 2*q^3*r*x^3-1933*p^2*q^3*x^4-336*p^2*q^2*r^3*x^2-1152*p^2*q^2*r^2*x^3+3534*p^2* q^2*r*x^4-72*p^2*q*r^4*x^2+1000*p^2*q*r^3*x^3+3726*p^2*q*r^2*x^4+40*p^2*r^4*x^3 -350*p^2*r^3*x^4-3*p*q^5*r*x^2-176*p*q^5*x^3-3*p*q^4*r^3*x-126*p*q^4*r^2*x^2-\ 1238*p*q^4*r*x^3-521*p*q^4*x^4-3*p*q^3*r^4*x-102*p*q^3*r^3*x^2-296*p*q^3*r^2*x^ 3+2416*p*q^3*r*x^4+48*p*q^2*r^4*x^2+1240*p*q^2*r^3*x^3+3726*p*q^2*r^2*x^4-940*p *q*r^3*x^4-28*q^6*x^3+3*q^5*r^2*x^2-64*q^5*r*x^3+74*q^5*x^4+15*q^4*r^3*x^2+126* q^4*r^2*x^3+649*q^4*r*x^4+12*q^3*r^4*x^2+152*q^3*r^3*x^3+450*q^3*r^2*x^4-40*q^2 *r^4*x^3-350*q^2*r^3*x^4-16*a^6*b*p-16*a^6*b*r-304*a^6*b*x-32*a^6*c*p-32*a^6*c* r-576*a^6*c*x-8*a^6*g*p-8*a^6*g*r-152*a^6*g*x-16*a^6*p*q+64*a^6*p*x-16*a^6*q*r-\ 288*a^6*q*x+96*a^6*r*x+720*a^6*x^2-32*a^5*b^2*p-32*a^5*b^2*r-848*a^5*b^2*x-176* a^5*b*c*p-176*a^5*b*c*r-3856*a^5*b*c*x-56*a^5*b*g*p-56*a^5*b*g*r-1264*a^5*b*g*x -64*a^5*b*p^2-48*a^5*b*p*q-96*a^5*b*p*r-1160*a^5*b*p*x-48*a^5*b*q*r-1304*a^5*b* q*x-32*a^5*b*r^2-456*a^5*b*r*x+1344*a^5*b*x^2-224*a^5*c^2*p-224*a^5*c^2*r-4368* a^5*c^2*x-136*a^5*c*g*p-136*a^5*c*g*r-2752*a^5*c*g*x-120*a^5*c*p^2-144*a^5*c*p* q-176*a^5*c*p*r-1928*a^5*c*p*x-144*a^5*c*q*r-3128*a^5*c*q*x-56*a^5*c*r^2-504*a^ 5*c*r*x+3488*a^5*c*x^2-20*a^5*g^2*p-20*a^5*g^2*r-420*a^5*g^2*x-28*a^5*g*p^2-48* a^5*g*p*q-40*a^5*g*p*r-416*a^5*g*p*x-48*a^5*g*q*r-1064*a^5*g*q*x-12*a^5*g*r^2-\ 32*a^5*g*r*x+1568*a^5*g*x^2-64*a^5*p^2*q+256*a^5*p^2*x-16*a^5*p*q^2-96*a^5*p*q* r-1176*a^5*p*q*x+552*a^5*p*r*x+3384*a^5*p*x^2-16*a^5*q^2*r-472*a^5*q^2*x-32*a^5 *q*r^2-512*a^5*q*r*x+496*a^5*q*x^2+232*a^5*r^2*x+2168*a^5*r*x^2+2208*a^5*x^3-16 *a^4*b^3*p-16*a^4*b^3*r-784*a^4*b^3*x-208*a^4*b^2*c*p-208*a^4*b^2*c*r-6672*a^4* b^2*c*x-64*a^4*b^2*g*p-64*a^4*b^2*g*r-2216*a^4*b^2*g*x-112*a^4*b^2*p^2-32*a^4*b ^2*p*q-160*a^4*b^2*p*r-3200*a^4*b^2*p*x-32*a^4*b^2*q*r-1720*a^4*b^2*q*x-48*a^4* b^2*r^2-1488*a^4*b^2*r*x-1304*a^4*b^2*x^2-688*a^4*b*c^2*p-688*a^4*b*c^2*r-17200 *a^4*b*c^2*x-432*a^4*b*c*g*p-432*a^4*b*c*g*r-11312*a^4*b*c*g*x-600*a^4*b*c*p^2-\ 304*a^4*b*c*p*q-880*a^4*b*c*p*r-13496*a^4*b*c*p*x-304*a^4*b*c*q*r-10096*a^4*b*c *q*x-280*a^4*b*c*r^2-5632*a^4*b*c*r*x+4336*a^4*b*c*x^2-64*a^4*b*g^2*p-64*a^4*b* g^2*r-1796*a^4*b*g^2*x-196*a^4*b*g*p^2-96*a^4*b*g*p*q-288*a^4*b*g*p*r-4500*a^4* b*g*p*x-96*a^4*b*g*q*r-3432*a^4*b*g*q*x-92*a^4*b*g*r^2-1980*a^4*b*g*r*x+1068*a^ 4*b*g*x^2-104*a^4*b*p^3-168*a^4*b*p^2*q-208*a^4*b*p^2*r-1676*a^4*b*p^2*x-20*a^4 *b*p*q^2-240*a^4*b*p*q*r-4912*a^4*b*p*q*x-124*a^4*b*p*r^2-708*a^4*b*p*r*x+10196 *a^4*b*p*x^2-20*a^4*b*q^2*r-1216*a^4*b*q^2*x-72*a^4*b*q*r^2-2116*a^4*b*q*r*x-\ 572*a^4*b*q*x^2-20*a^4*b*r^3+452*a^4*b*r^2*x+12912*a^4*b*r*x^2+23252*a^4*b*x^3-\ 656*a^4*c^3*p-656*a^4*c^3*r-13968*a^4*c^3*x-624*a^4*c^2*g*p-624*a^4*c^2*g*r-\ 13784*a^4*c^2*g*x-712*a^4*c^2*p^2-512*a^4*c^2*p*q-1040*a^4*c^2*p*r-13792*a^4*c^ 2*p*x-512*a^4*c^2*q*r-13032*a^4*c^2*q*x-328*a^4*c^2*r^2-4816*a^4*c^2*r*x+10616* a^4*c^2*x^2-188*a^4*c*g^2*p-188*a^4*c*g^2*r-4360*a^4*c*g^2*x-436*a^4*c*g*p^2-\ 336*a^4*c*g*p*q-632*a^4*c*g*p*r-8688*a^4*c*g*p*x-336*a^4*c*g*q*r-8904*a^4*c*g*q *x-196*a^4*c*g*r^2-3124*a^4*c*g*r*x+6220*a^4*c*g*x^2-180*a^4*c*p^3-488*a^4*c*p^ 2*q-348*a^4*c*p^2*r-2144*a^4*c*p^2*x-100*a^4*c*p*q^2-720*a^4*c*p*q*r-10924*a^4* c*p*q*x-196*a^4*c*p*r^2+684*a^4*c*p*r*x+23600*a^4*c*p*x^2-100*a^4*c*q^2*r-3576* a^4*c*q^2*x-232*a^4*c*q*r^2-4252*a^4*c*q*r*x+5780*a^4*c*q*x^2-28*a^4*c*r^3+1740 *a^4*c*r^2*x+26524*a^4*c*r*x^2+38968*a^4*c*x^3-18*a^4*g^3*p-18*a^4*g^3*r-442*a^ 4*g^3*x-64*a^4*g^2*p^2-52*a^4*g^2*p*q-92*a^4*g^2*p*r-1300*a^4*g^2*p*x-52*a^4*g^ 2*q*r-1472*a^4*g^2*q*x-28*a^4*g^2*r^2-468*a^4*g^2*r*x+1124*a^4*g^2*x^2-38*a^4*g *p^3-168*a^4*g*p^2*q-70*a^4*g*p^2*r-202*a^4*g*p^2*x-32*a^4*g*p*q^2-248*a^4*g*p* q*r-3846*a^4*g*p*q*x-36*a^4*g*p*r^2+784*a^4*g*p*r*x+9314*a^4*g*p*x^2-32*a^4*g*q ^2*r-1240*a^4*g*q^2*x-80*a^4*g*q*r^2-1640*a^4*g*q*r*x+772*a^4*g*q*x^2-4*a^4*g*r ^3+680*a^4*g*r^2*x+8922*a^4*g*r*x^2+12490*a^4*g*x^3-104*a^4*p^3*q+416*a^4*p^3*x -56*a^4*p^2*q^2-208*a^4*p^2*q*r-1852*a^4*p^2*q*x+1164*a^4*p^2*r*x+6156*a^4*p^2* x^2-4*a^4*p*q^3-80*a^4*p*q^2*r-1736*a^4*p*q^2*x-124*a^4*p*q*r^2-1084*a^4*p*q*r* x+6232*a^4*p*q*x^2+872*a^4*p*r^2*x+6352*a^4*p*r*x^2+3572*a^4*p*x^3-4*a^4*q^3*r-\ 276*a^4*q^3*x-24*a^4*q^2*r^2-636*a^4*q^2*r*x+936*a^4*q^2*x^2-20*a^4*q*r^3+288*a ^4*q*r^2*x+9636*a^4*q*r*x^2+16772*a^4*q*x^3+164*a^4*r^3*x+296*a^4*r^2*x^2-7044* a^4*r*x^3-6164*a^4*x^4-240*a^3*b^4*x-64*a^3*b^3*c*p-64*a^3*b^3*c*r-4272*a^3*b^3 *c*x-16*a^3*b^3*g*p-16*a^3*b^3*g*r-1344*a^3*b^3*g*x-48*a^3*b^3*p^2-64*a^3*b^3*p *r-2688*a^3*b^3*p*x-704*a^3*b^3*q*x-16*a^3*b^3*r^2-1208*a^3*b^3*r*x-4288*a^3*b^ 3*x^2-512*a^3*b^2*c^2*p-512*a^3*b^2*c^2*r-20192*a^3*b^2*c^2*x-304*a^3*b^2*c*g*p -304*a^3*b^2*c*g*r-13136*a^3*b^2*c*g*x-592*a^3*b^2*c*p^2-128*a^3*b^2*c*p*q-832* a^3*b^2*c*p*r-20864*a^3*b^2*c*p*x-128*a^3*b^2*c*q*r-9336*a^3*b^2*c*q*x-240*a^3* b^2*c*r^2-8808*a^3*b^2*c*r*x-8880*a^3*b^2*c*x^2-40*a^3*b^2*g^2*p-40*a^3*b^2*g^2 *r-2040*a^3*b^2*g^2*x-192*a^3*b^2*g*p^2-32*a^3*b^2*g*p*q-272*a^3*b^2*g*p*r-7212 *a^3*b^2*g*p*x-32*a^3*b^2*g*q*r-2992*a^3*b^2*g*q*x-80*a^3*b^2*g*r^2-3240*a^3*b^ 2*g*r*x-4988*a^3*b^2*g*x^2-152*a^3*b^2*p^3-96*a^3*b^2*p^2*q-280*a^3*b^2*p^2*r-\ 4500*a^3*b^2*p^2*x-128*a^3*b^2*p*q*r-5740*a^3*b^2*p*q*x-144*a^3*b^2*p*r^2-3124* a^3*b^2*p*r*x+7192*a^3*b^2*p*x^2-748*a^3*b^2*q^2*x-32*a^3*b^2*q*r^2-2268*a^3*b^ 2*q*r*x-4804*a^3*b^2*q*x^2-16*a^3*b^2*r^3+424*a^3*b^2*r^2*x+21564*a^3*b^2*r*x^2 +53316*a^3*b^2*x^3-1312*a^3*b*c^3*p-1312*a^3*b*c^3*r-37712*a^3*b*c^3*x-1216*a^3 *b*c^2*g*p-1216*a^3*b*c^2*g*r-37016*a^3*b*c^2*g*x-1904*a^3*b*c^2*p^2-736*a^3*b* c^2*p*q-2752*a^3*b*c^2*p*r-50240*a^3*b*c^2*p*x-736*a^3*b*c^2*q*r-30056*a^3*b*c^ 2*q*x-848*a^3*b*c^2*r^2-19808*a^3*b*c^2*r*x+10624*a^3*b*c^2*x^2-348*a^3*b*c*g^2 *p-348*a^3*b*c*g^2*r-11600*a^3*b*c*g^2*x-1240*a^3*b*c*g*p^2-448*a^3*b*c*g*p*q-\ 1800*a^3*b*c*g*p*r-34040*a^3*b*c*g*p*x-448*a^3*b*c*g*q*r-20044*a^3*b*c*g*q*x-\ 560*a^3*b*c*g*r^2-14224*a^3*b*c*g*r*x+1184*a^3*b*c*g*x^2-796*a^3*b*c*p^3-864*a^ 3*b*c*p^2*q-1532*a^3*b*c*p^2*r-17616*a^3*b*c*p^2*x-80*a^3*b*c*p*q^2-1216*a^3*b* c*p*q*r-31164*a^3*b*c*p*q*x-856*a^3*b*c*p*r^2-9988*a^3*b*c*p*r*x+55492*a^3*b*c* p*x^2-80*a^3*b*c*q^2*r-6552*a^3*b*c*q^2*x-352*a^3*b*c*q*r^2-11924*a^3*b*c*q*r*x +1000*a^3*b*c*q*x^2-120*a^3*b*c*r^3+2956*a^3*b*c*r^2*x+95732*a^3*b*c*r*x^2+ 189792*a^3*b*c*x^3-30*a^3*b*g^3*p-30*a^3*b*g^3*r-1160*a^3*b*g^3*x-192*a^3*b*g^2 *p^2-60*a^3*b*g^2*p*q-280*a^3*b*g^2*p*r-5556*a^3*b*g^2*p*x-60*a^3*b*g^2*q*r-\ 3178*a^3*b*g^2*q*x-88*a^3*b*g^2*r^2-2444*a^3*b*g^2*r*x-350*a^3*b*g^2*x^2-266*a^ 3*b*g*p^3-288*a^3*b*g*p^2*q-514*a^3*b*g*p^2*r-5922*a^3*b*g*p^2*x-20*a^3*b*g*p*q ^2-408*a^3*b*g*p*q*r-11086*a^3*b*g*p*q*x-288*a^3*b*g*p*r^2-3562*a^3*b*g*p*r*x+ 18466*a^3*b*g*p*x^2-20*a^3*b*g*q^2*r-2144*a^3*b*g*q^2*x-120*a^3*b*g*q*r^2-4550* a^3*b*g*q*r*x-3524*a^3*b*g*q*x^2-40*a^3*b*g*r^3+982*a^3*b*g*r^2*x+33352*a^3*b*g *r*x^2+67804*a^3*b*g*x^3-88*a^3*b*p^4-228*a^3*b*p^3*q-220*a^3*b*p^3*r-1146*a^3* b*p^3*x-60*a^3*b*p^2*q^2-420*a^3*b*p^2*q*r-6938*a^3*b*p^2*q*x-184*a^3*b*p^2*r^2 +138*a^3*b*p^2*r*x+20160*a^3*b*p^2*x^2-80*a^3*b*p*q^2*r-3922*a^3*b*p*q^2*x-216* a^3*b*p*q*r^2-4472*a^3*b*p*q*r*x+12772*a^3*b*p*q*x^2-56*a^3*b*p*r^3+1674*a^3*b* p*r^2*x+34424*a^3*b*p*r*x^2+49528*a^3*b*p*x^3-340*a^3*b*q^3*x-20*a^3*b*q^2*r^2-\ 1300*a^3*b*q^2*r*x+222*a^3*b*q^2*x^2-24*a^3*b*q*r^3+748*a^3*b*q*r^2*x+30770*a^3 *b*q*r*x^2+68772*a^3*b*q*x^3-4*a^3*b*r^4+518*a^3*b*r^3*x+5684*a^3*b*r^2*x^2-\ 11232*a^3*b*r*x^3-21916*a^3*b*x^4-1024*a^3*c^4*p-1024*a^3*c^4*r-24080*a^3*c^4*x -1312*a^3*c^3*g*p-1312*a^3*c^3*g*r-32072*a^3*c^3*g*x-1696*a^3*c^3*p^2-928*a^3*c ^3*p*q-2464*a^3*c^3*p*r-37072*a^3*c^3*p*x-928*a^3*c^3*q*r-27568*a^3*c^3*q*x-768 *a^3*c^3*r^2-12944*a^3*c^3*r*x+24240*a^3*c^3*x^2-592*a^3*c^2*g^2*p-592*a^3*c^2* g^2*r-15308*a^3*c^2*g^2*x-1656*a^3*c^2*g*p^2-896*a^3*c^2*g*p*q-2400*a^3*c^2*g*p *r-37612*a^3*c^2*g*p*x-896*a^3*c^2*g*q*r-28100*a^3*c^2*g*q*x-744*a^3*c^2*g*r^2-\ 13944*a^3*c^2*g*r*x+17084*a^3*c^2*g*x^2-872*a^3*c^2*p^3-1408*a^3*c^2*p^2*q-1672 *a^3*c^2*p^2*r-15412*a^3*c^2*p^2*x-240*a^3*c^2*p*q^2-2048*a^3*c^2*p*q*r-37388*a ^3*c^2*p*q*x-928*a^3*c^2*p*r^2-4504*a^3*c^2*p*r*x+77688*a^3*c^2*p*x^2-240*a^3*c ^2*q^2*r-10492*a^3*c^2*q^2*x-640*a^3*c^2*q*r^2-13328*a^3*c^2*q*r*x+23052*a^3*c^ 2*q*x^2-128*a^3*c^2*r^3+5428*a^3*c^2*r^2*x+104556*a^3*c^2*r*x^2+169592*a^3*c^2* x^3-110*a^3*c*g^3*p-110*a^3*c*g^3*r-3092*a^3*c*g^3*x-514*a^3*c*g^2*p^2-268*a^3* c*g^2*p*q-744*a^3*c*g^2*p*r-12168*a^3*c*g^2*p*x-268*a^3*c*g^2*q*r-9158*a^3*c*g^ 2*q*x-230*a^3*c*g^2*r^2-4756*a^3*c*g^2*r*x+4142*a^3*c*g^2*x^2-534*a^3*c*g*p^3-\ 960*a^3*c*g*p^2*q-1010*a^3*c*g*p^2*r-9436*a^3*c*g*p^2*x-148*a^3*c*g*p*q^2-1400* a^3*c*g*p*q*r-26554*a^3*c*g*p*q*x-544*a^3*c*g*p*r^2-2298*a^3*c*g*p*r*x+51926*a^ 3*c*g*p*x^2-148*a^3*c*g*q^2*r-7152*a^3*c*g*q^2*x-440*a^3*c*g*q*r^2-10158*a^3*c* g*q*r*x+8676*a^3*c*g*q*x^2-68*a^3*c*g*r^3+3962*a^3*c*g*r^2*x+72408*a^3*c*g*r*x^ 2+119300*a^3*c*g*x^3-138*a^3*c*p^4-644*a^3*c*p^3*q-332*a^3*c*p^3*r-662*a^3*c*p^ 3*x-284*a^3*c*p^2*q^2-1252*a^3*c*p^2*q*r-14308*a^3*c*p^2*q*x-262*a^3*c*p^2*r^2+ 3906*a^3*c*p^2*r*x+44378*a^3*c*p^2*x^2-16*a^3*c*p*q^3-400*a^3*c*p*q^2*r-10778*a ^3*c*p*q^2*x-712*a^3*c*p*q*r^2-7764*a^3*c*p*q*r*x+45784*a^3*c*p*q*x^2-72*a^3*c* p*r^3+5754*a^3*c*p*r^2*x+68310*a^3*c*p*r*x^2+76902*a^3*c*p*x^3-16*a^3*c*q^3*r-\ 1476*a^3*c*q^3*x-116*a^3*c*q^2*r^2-3572*a^3*c*q^2*r*x+7194*a^3*c*q^2*x^2-104*a^ 3*c*q*r^3+2264*a^3*c*q*r^2*x+69854*a^3*c*q*r*x^2+126820*a^3*c*q*x^3-4*a^3*c*r^4 +1454*a^3*c*r^3*x+10920*a^3*c*r^2*x^2-24744*a^3*c*r*x^3-37400*a^3*c*x^4-7*a^3*g ^4*p-7*a^3*g^4*r-223*a^3*g^4*x-51*a^3*g^3*p^2-24*a^3*g^3*p*q-74*a^3*g^3*p*r-\ 1252*a^3*g^3*p*x-24*a^3*g^3*q*r-950*a^3*g^3*q*x-23*a^3*g^3*r^2-512*a^3*g^3*r*x+ 488*a^3*g^3*x^2-77*a^3*g^2*p^3-156*a^3*g^2*p^2*q-143*a^3*g^2*p^2*r-1307*a^3*g^2 *p^2*x-20*a^3*g^2*p*q^2-228*a^3*g^2*p*q*r-4575*a^3*g^2*p*q*x-74*a^3*g^2*p*r^2-\ 158*a^3*g^2*p*r*x+9081*a^3*g^2*p*x^2-20*a^3*g^2*q^2*r-1158*a^3*g^2*q^2*x-72*a^3 *g^2*q*r^2-1880*a^3*g^2*q*r*x+132*a^3*g^2*q*x^2-8*a^3*g^2*r^3+706*a^3*g^2*r^2*x +12043*a^3*g^2*r*x^2+19517*a^3*g^2*x^3-25*a^3*g*p^4-228*a^3*g*p^3*q-56*a^3*g*p^ 3*r+366*a^3*g*p^3*x-96*a^3*g*p^2*q^2-444*a^3*g*p^2*q*r-5179*a^3*g*p^2*q*x-39*a^ 3*g*p^2*r^2+2186*a^3*g*p^2*r*x+16813*a^3*g*p^2*x^2-4*a^3*g*p*q^3-136*a^3*g*p*q^ 2*r-3912*a^3*g*p*q^2*x-252*a^3*g*p*q*r^2-3154*a^3*g*p*q*r*x+13414*a^3*g*p*q*x^2 -8*a^3*g*p*r^3+2196*a^3*g*p*r^2*x+22671*a^3*g*p*r*x^2+23383*a^3*g*p*x^3-4*a^3*g *q^3*r-492*a^3*g*q^3*x-40*a^3*g*q^2*r^2-1378*a^3*g*q^2*r*x+1340*a^3*g*q^2*x^2-\ 36*a^3*g*q*r^3+722*a^3*g*q*r^2*x+24796*a^3*g*q*r*x^2+47680*a^3*g*q*x^3+456*a^3* g*r^3*x+2758*a^3*g*r^2*x^2-12088*a^3*g*r*x^3-14930*a^3*g*x^4-88*a^3*p^4*q+352*a ^3*p^4*x-76*a^3*p^3*q^2-220*a^3*p^3*q*r-1438*a^3*p^3*q*x+1206*a^3*p^3*r*x+5634* a^3*p^3*x^2-12*a^3*p^2*q^3-140*a^3*p^2*q^2*r-2418*a^3*p^2*q^2*x-184*a^3*p^2*q*r ^2-604*a^3*p^2*q*r*x+13652*a^3*p^2*q*x^2+1262*a^3*p^2*r^2*x+7138*a^3*p^2*r*x^2-\ 8*a^3*p^2*x^3-16*a^3*p*q^3*r-862*a^3*p*q^3*x-72*a^3*p*q^2*r^2-1310*a^3*p*q^2*r* x+6876*a^3*p*q^2*x^2-56*a^3*p*q*r^3+1166*a^3*p*q*r^2*x+26284*a^3*p*q*r*x^2+ 37036*a^3*p*q*x^3+452*a^3*p*r^3*x-18*a^3*p*r^2*x^2-20770*a^3*p*r*x^3-15700*a^3* p*x^4-56*a^3*q^4*x-4*a^3*q^3*r^2-234*a^3*q^3*r*x+800*a^3*q^3*x^2-8*a^3*q^2*r^3+ 354*a^3*q^2*r^2*x+10872*a^3*q^2*r*x^2+21100*a^3*q^2*x^3-4*a^3*q*r^4+446*a^3*q*r ^3*x+5076*a^3*q*r^2*x^2-4616*a^3*q*r*x^3-12960*a^3*q*x^4+36*a^3*r^4*x-864*a^3*r ^3*x^2-7264*a^3*r^2*x^3-5032*a^3*r*x^4-880*a^2*b^4*c*x-240*a^2*b^4*g*x-712*a^2* b^4*p*x-272*a^2*b^4*r*x-2888*a^2*b^4*x^2-96*a^2*b^3*c^2*p-96*a^2*b^3*c^2*r-8592 *a^2*b^3*c^2*x-48*a^2*b^3*c*g*p-48*a^2*b^3*c*g*r-5280*a^2*b^3*c*g*x-144*a^2*b^3 *c*p^2-192*a^2*b^3*c*p*r-11128*a^2*b^3*c*p*x-2432*a^2*b^3*c*q*x-48*a^2*b^3*c*r^ 2-4200*a^2*b^3*c*r*x-16896*a^2*b^3*c*x^2-4*a^2*b^3*g^2*p-4*a^2*b^3*g^2*r-756*a^ 2*b^3*g^2*x-40*a^2*b^3*g*p^2-56*a^2*b^3*g*p*r-3660*a^2*b^3*g*p*x-656*a^2*b^3*g* q*x-16*a^2*b^3*g*r^2-1444*a^2*b^3*g*r*x-6812*a^2*b^3*g*x^2-52*a^2*b^3*p^3-84*a^ 2*b^3*p^2*r-3232*a^2*b^3*p^2*x-1996*a^2*b^3*p*q*x-32*a^2*b^3*p*r^2-2176*a^2*b^3 *p*r*x-2320*a^2*b^3*p*x^2-636*a^2*b^3*q*r*x-5072*a^2*b^3*q*x^2+364*a^2*b^3*r^2* x+14256*a^2*b^3*r*x^2+47724*a^2*b^3*x^3-608*a^2*b^2*c^3*p-608*a^2*b^2*c^3*r-\ 29504*a^2*b^2*c^3*x-528*a^2*b^2*c^2*g*p-528*a^2*b^2*c^2*g*r-28288*a^2*b^2*c^2*g *x-1104*a^2*b^2*c^2*p^2-192*a^2*b^2*c^2*p*q-1536*a^2*b^2*c^2*p*r-48448*a^2*b^2* c^2*p*x-192*a^2*b^2*c^2*q*r-18328*a^2*b^2*c^2*q*x-432*a^2*b^2*c^2*r^2-17872*a^2 *b^2*c^2*r*x-18392*a^2*b^2*c^2*x^2-132*a^2*b^2*c*g^2*p-132*a^2*b^2*c*g^2*r-8544 *a^2*b^2*c*g^2*x-696*a^2*b^2*c*g*p^2-96*a^2*b^2*c*g*p*q-984*a^2*b^2*c*g*p*r-\ 32820*a^2*b^2*c*g*p*x-96*a^2*b^2*c*g*q*r-11448*a^2*b^2*c*g*q*x-288*a^2*b^2*c*g* r^2-12752*a^2*b^2*c*g*r*x-19780*a^2*b^2*c*g*x^2-612*a^2*b^2*c*p^3-288*a^2*b^2*c *p^2*q-1092*a^2*b^2*c*p^2*r-23036*a^2*b^2*c*p^2*x-384*a^2*b^2*c*p*q*r-23704*a^2 *b^2*c*p*q*x-528*a^2*b^2*c*p*r^2-14560*a^2*b^2*c*p*r*x+29716*a^2*b^2*c*p*x^2-\ 2444*a^2*b^2*c*q^2*x-96*a^2*b^2*c*q*r^2-7932*a^2*b^2*c*q*r*x-18032*a^2*b^2*c*q* x^2-48*a^2*b^2*c*r^3+2584*a^2*b^2*c*r^2*x+105688*a^2*b^2*c*r*x^2+278752*a^2*b^2 *c*x^3-8*a^2*b^2*g^3*p-8*a^2*b^2*g^3*r-802*a^2*b^2*g^3*x-100*a^2*b^2*g^2*p^2-8* a^2*b^2*g^2*p*q-144*a^2*b^2*g^2*p*r-5314*a^2*b^2*g^2*p*x-8*a^2*b^2*g^2*q*r-1654 *a^2*b^2*g^2*q*x-44*a^2*b^2*g^2*r^2-2124*a^2*b^2*g^2*r*x-3872*a^2*b^2*g^2*x^2-\ 208*a^2*b^2*g*p^3-80*a^2*b^2*g*p^2*q-376*a^2*b^2*g*p^2*r-8276*a^2*b^2*g*p^2*x-\ 112*a^2*b^2*g*p*q*r-7952*a^2*b^2*g*p*q*x-184*a^2*b^2*g*p*r^2-5674*a^2*b^2*g*p*r *x+5786*a^2*b^2*g*p*x^2-652*a^2*b^2*g*q^2*x-32*a^2*b^2*g*q*r^2-2742*a^2*b^2*g*q *r*x-8638*a^2*b^2*g*q*x^2-16*a^2*b^2*g*r^3+866*a^2*b^2*g*r^2*x+36930*a^2*b^2*g* r*x^2+100984*a^2*b^2*g*x^3-100*a^2*b^2*p^4-104*a^2*b^2*p^3*q-224*a^2*b^2*p^3*r-\ 2952*a^2*b^2*p^3*x-168*a^2*b^2*p^2*q*r-6790*a^2*b^2*p^2*q*x-156*a^2*b^2*p^2*r^2 -2164*a^2*b^2*p^2*r*x+17914*a^2*b^2*p^2*x^2-2034*a^2*b^2*p*q^2*x-64*a^2*b^2*p*q *r^2-4044*a^2*b^2*p*q*r*x+2288*a^2*b^2*p*q*x^2-32*a^2*b^2*p*r^3+1206*a^2*b^2*p* r^2*x+45688*a^2*b^2*p*r*x^2+96036*a^2*b^2*p*x^3-524*a^2*b^2*q^2*r*x-2186*a^2*b^ 2*q^2*x^2+912*a^2*b^2*q*r^2*x+30094*a^2*b^2*q*r*x^2+88524*a^2*b^2*q*x^3+480*a^2 *b^2*r^3*x+8124*a^2*b^2*r^2*x^2-4224*a^2*b^2*r*x^3-31504*a^2*b^2*x^4-1328*a^2*b *c^4*p-1328*a^2*b*c^4*r-44096*a^2*b*c^4*x-1616*a^2*b*c^3*g*p-1616*a^2*b*c^3*g*r -57288*a^2*b*c^3*g*x-2752*a^2*b*c^3*p^2-864*a^2*b*c^3*p*q-3936*a^2*b*c^3*p*r-\ 84904*a^2*b*c^3*p*x-864*a^2*b*c^3*q*r-42952*a^2*b*c^3*q*x-1184*a^2*b*c^3*r^2-\ 30624*a^2*b*c^3*r*x+18128*a^2*b*c^3*x^2-672*a^2*b*c^2*g^2*p-672*a^2*b*c^2*g^2*r -26500*a^2*b*c^2*g^2*x-2664*a^2*b*c^2*g*p^2-768*a^2*b*c^2*g*p*q-3840*a^2*b*c^2* g*p*r-86304*a^2*b*c^2*g*p*x-768*a^2*b*c^2*g*q*r-42236*a^2*b*c^2*g*q*x-1176*a^2* b*c^2*g*r^2-32608*a^2*b*c^2*g*r*x+4928*a^2*b*c^2*g*x^2-1920*a^2*b*c^2*p^3-1584* a^2*b*c^2*p^2*q-3600*a^2*b*c^2*p^2*r-51868*a^2*b*c^2*p^2*x-120*a^2*b*c^2*p*q^2-\ 2208*a^2*b*c^2*p*q*r-71000*a^2*b*c^2*p*q*x-1920*a^2*b*c^2*p*r^2-29400*a^2*b*c^2 *p*r*x+128596*a^2*b*c^2*p*x^2-120*a^2*b*c^2*q^2*r-12560*a^2*b*c^2*q^2*x-624*a^2 *b*c^2*q*r^2-24060*a^2*b*c^2*q*r*x+5524*a^2*b*c^2*q*x^2-240*a^2*b*c^2*r^3+7428* a^2*b*c^2*r^2*x+246196*a^2*b*c^2*r*x^2+523976*a^2*b*c^2*x^3-108*a^2*b*c*g^3*p-\ 108*a^2*b*c*g^3*r-5140*a^2*b*c*g^3*x-806*a^2*b*c*g^2*p^2-196*a^2*b*c*g^2*p*q-\ 1172*a^2*b*c*g^2*p*r-27980*a^2*b*c*g^2*p*x-196*a^2*b*c*g^2*q*r-13040*a^2*b*c*g^ 2*q*x-366*a^2*b*c*g^2*r^2-10936*a^2*b*c*g^2*r*x-472*a^2*b*c*g^2*x^2-1292*a^2*b* c*g*p^3-1024*a^2*b*c*g*p^2*q-2440*a^2*b*c*g*p^2*r-36098*a^2*b*c*g*p^2*x-60*a^2* b*c*g*p*q^2-1448*a^2*b*c*g*p*q*r-49500*a^2*b*c*g*p*q*x-1308*a^2*b*c*g*p*r^2-\ 21966*a^2*b*c*g*p*r*x+77194*a^2*b*c*g*p*x^2-60*a^2*b*c*g*q^2*r-7972*a^2*b*c*g*q ^2*x-424*a^2*b*c*g*q*r^2-17586*a^2*b*c*g*q*r*x-9008*a^2*b*c*g*q*x^2-160*a^2*b*c *g*r^3+5078*a^2*b*c*g*r^2*x+172880*a^2*b*c*g*r*x^2+379172*a^2*b*c*g*x^3-514*a^2 *b*c*p^4-892*a^2*b*c*p^3*q-1220*a^2*b*c*p^3*r-10692*a^2*b*c*p^3*x-180*a^2*b*c*p ^2*q^2-1596*a^2*b*c*p^2*q*r-34182*a^2*b*c*p^2*q*x-942*a^2*b*c*p^2*r^2-4762*a^2* b*c*p^2*r*x+96114*a^2*b*c*p^2*x^2-240*a^2*b*c*p*q^2*r-16152*a^2*b*c*p*q^2*x-776 *a^2*b*c*p*q*r^2-19740*a^2*b*c*p*q*r*x+63234*a^2*b*c*p*q*x^2-248*a^2*b*c*p*r^3+ 7996*a^2*b*c*p*r^2*x+196558*a^2*b*c*p*r*x^2+325196*a^2*b*c*p*x^3-1060*a^2*b*c*q ^3*x-60*a^2*b*c*q^2*r^2-4650*a^2*b*c*q^2*r*x+900*a^2*b*c*q^2*x^2-72*a^2*b*c*q*r ^3+4276*a^2*b*c*q*r^2*x+149436*a^2*b*c*q*r*x^2+352646*a^2*b*c*q*x^3-12*a^2*b*c* r^4+2714*a^2*b*c*r^3*x+35076*a^2*b*c*r^2*x^2-33364*a^2*b*c*r*x^3-115872*a^2*b*c *x^4-5*a^2*b*g^4*p-5*a^2*b*g^4*r-350*a^2*b*g^4*x-75*a^2*b*g^3*p^2-12*a^2*b*g^3* p*q-110*a^2*b*g^3*p*r-2890*a^2*b*g^3*p*x-12*a^2*b*g^3*q*r-1244*a^2*b*g^3*q*x-35 *a^2*b*g^3*r^2-1146*a^2*b*g^3*r*x+108*a^2*b*g^3*x^2-208*a^2*b*g^2*p^3-150*a^2*b *g^2*p^2*q-396*a^2*b*g^2*p^2*r-6040*a^2*b*g^2*p^2*x-5*a^2*b*g^2*p*q^2-216*a^2*b *g^2*p*q*r-8226*a^2*b*g^2*p*q*x-213*a^2*b*g^2*p*r^2-3926*a^2*b*g^2*p*r*x+11655* a^2*b*g^2*p*x^2-5*a^2*b*g^2*q^2*r-1160*a^2*b*g^2*q^2*x-66*a^2*b*g^2*q*r^2-2993* a^2*b*g^2*q*r*x-3152*a^2*b*g^2*q*x^2-25*a^2*b*g^2*r^3+853*a^2*b*g^2*r^2*x+29304 *a^2*b*g^2*r*x^2+65077*a^2*b*g^2*x^3-175*a^2*b*g*p^4-312*a^2*b*g*p^3*q-418*a^2* b*g*p^3*r-3572*a^2*b*g*p^3*x-50*a^2*b*g*p^2*q^2-564*a^2*b*g*p^2*q*r-12707*a^2*b *g*p^2*q*x-325*a^2*b*g*p^2*r^2-1684*a^2*b*g*p^2*r*x+33662*a^2*b*g*p^2*x^2-70*a^ 2*b*g*p*q^2*r-5531*a^2*b*g*p*q^2*x-276*a^2*b*g*p*q*r^2-8046*a^2*b*g*p*q*r*x+ 13763*a^2*b*g*p*q*x^2-86*a^2*b*g*p*r^3+2667*a^2*b*g*p*r^2*x+69047*a^2*b*g*p*r*x ^2+117794*a^2*b*g*p*x^3-280*a^2*b*g*q^3*x-20*a^2*b*g*q^2*r^2-1592*a^2*b*g*q^2*r *x-1072*a^2*b*g*q^2*x^2-24*a^2*b*g*q*r^3+1470*a^2*b*g*q*r^2*x+52884*a^2*b*g*q*r *x^2+131193*a^2*b*g*q*x^3-4*a^2*b*g*r^4+896*a^2*b*g*r^3*x+11480*a^2*b*g*r^2*x^2 -14950*a^2*b*g*r*x^3-43722*a^2*b*g*x^4-41*a^2*b*p^5-150*a^2*b*p^4*q-123*a^2*b*p ^4*r-370*a^2*b*p^4*x-65*a^2*b*p^3*q^2-336*a^2*b*p^3*q*r-4598*a^2*b*p^3*q*x-131* a^2*b*p^3*r^2+765*a^2*b*p^3*r*x+16805*a^2*b*p^3*x^2-105*a^2*b*p^2*q^2*r-4535*a^ 2*b*p^2*q^2*x-234*a^2*b*p^2*q*r^2-3137*a^2*b*p^2*q*r*x+27139*a^2*b*p^2*q*x^2-57 *a^2*b*p^2*r^3+2100*a^2*b*p^2*r^2*x+33526*a^2*b*p^2*r*x^2+36039*a^2*b*p^2*x^3-\ 893*a^2*b*p*q^3*x-40*a^2*b*p*q^2*r^2-2274*a^2*b*p*q^2*r*x+7668*a^2*b*p*q^2*x^2-\ 48*a^2*b*p*q*r^3+2007*a^2*b*p*q*r^2*x+65052*a^2*b*p*q*r*x^2+124208*a^2*b*p*q*x^ 3-8*a^2*b*p*r^4+1059*a^2*b*p*r^3*x+8754*a^2*b*p*r^2*x^2-35540*a^2*b*p*r*x^3-\ 46370*a^2*b*p*x^4-183*a^2*b*q^3*r*x+224*a^2*b*q^3*x^2+735*a^2*b*q^2*r^2*x+20791 *a^2*b*q^2*r*x^2+52625*a^2*b*q^2*x^3+759*a^2*b*q*r^3*x+10986*a^2*b*q*r^2*x^2-\ 10956*a^2*b*q*r*x^3-43630*a^2*b*q*x^4+90*a^2*b*r^4*x-2244*a^2*b*r^3*x^2-29824*a ^2*b*r^2*x^3-31784*a^2*b*r*x^4-896*a^2*c^5*p-896*a^2*c^5*r-23472*a^2*c^5*x-1432 *a^2*c^4*g*p-1432*a^2*c^4*g*r-39104*a^2*c^4*g*x-2016*a^2*c^4*p^2-912*a^2*c^4*p* q-2912*a^2*c^4*p*r-49664*a^2*c^4*p*x-912*a^2*c^4*q*r-31472*a^2*c^4*q*x-896*a^2* c^4*r^2-16616*a^2*c^4*r*x+31856*a^2*c^4*x^2-852*a^2*c^3*g^2*p-852*a^2*c^3*g^2*r -24772*a^2*c^3*g^2*x-2672*a^2*c^3*g*p^2-1152*a^2*c^3*g*p*q-3864*a^2*c^3*g*p*r-\ 68512*a^2*c^3*g*p*x-1152*a^2*c^3*g*q*r-42396*a^2*c^3*g*q*x-1192*a^2*c^3*g*r^2-\ 24148*a^2*c^3*g*r*x+31320*a^2*c^3*g*x^2-1588*a^2*c^3*p^3-1936*a^2*c^3*p^2*q-\ 3012*a^2*c^3*p^2*r-33704*a^2*c^3*p^2*x-280*a^2*c^3*p*q^2-2784*a^2*c^3*p*q*r-\ 60872*a^2*c^3*p*q*x-1640*a^2*c^3*p*r^2-13440*a^2*c^3*p*r*x+132812*a^2*c^3*p*x^2 -280*a^2*c^3*q^2*r-14740*a^2*c^3*q^2*x-848*a^2*c^3*q*r^2-20084*a^2*c^3*q*r*x+ 37444*a^2*c^3*q*x^2-216*a^2*c^3*r^3+8488*a^2*c^3*r^2*x+187952*a^2*c^3*r*x^2+ 327744*a^2*c^3*x^3-230*a^2*c^2*g^3*p-230*a^2*c^2*g^3*r-7396*a^2*c^2*g^3*x-1258* a^2*c^2*g^2*p^2-500*a^2*c^2*g^2*p*q-1824*a^2*c^2*g^2*p*r-33854*a^2*c^2*g^2*p*x-\ 500*a^2*c^2*g^2*q*r-20386*a^2*c^2*g^2*q*x-566*a^2*c^2*g^2*r^2-12468*a^2*c^2*g^2 *r*x+11648*a^2*c^2*g^2*x^2-1582*a^2*c^2*g*p^3-1952*a^2*c^2*g*p^2*q-2986*a^2*c^2 *g*p^2*r-34840*a^2*c^2*g*p^2*x-252*a^2*c^2*g*p*q^2-2824*a^2*c^2*g*p*q*r-64570*a ^2*c^2*g*p*q*x-1600*a^2*c^2*g*p*r^2-14864*a^2*c^2*g*p*r*x+125010*a^2*c^2*g*p*x^ 2-252*a^2*c^2*g*q^2*r-14808*a^2*c^2*g*q^2*x-872*a^2*c^2*g*q*r^2-22344*a^2*c^2*g *q*r*x+25266*a^2*c^2*g*q*x^2-196*a^2*c^2*g*r^3+9060*a^2*c^2*g*r^2*x+196856*a^2* c^2*g*r*x^2+351814*a^2*c^2*g*x^3-514*a^2*c^2*p^4-1412*a^2*c^2*p^3*q-1220*a^2*c^ 2*p^3*r-7208*a^2*c^2*p^3*x-516*a^2*c^2*p^2*q^2-2676*a^2*c^2*p^2*q*r-38136*a^2*c ^2*p^2*q*x-942*a^2*c^2*p^2*r^2+3674*a^2*c^2*p^2*r*x+120336*a^2*c^2*p^2*x^2-24*a ^2*c^2*p*q^3-720*a^2*c^2*p*q^2*r-24262*a^2*c^2*p*q^2*x-1456*a^2*c^2*p*q*r^2-\ 19616*a^2*c^2*p*q*r*x+116614*a^2*c^2*p*q*x^2-248*a^2*c^2*p*r^3+13782*a^2*c^2*p* r^2*x+209682*a^2*c^2*p*r*x^2+278116*a^2*c^2*p*x^3-24*a^2*c^2*q^3*r-2772*a^2*c^2 *q^3*x-204*a^2*c^2*q^2*r^2-7334*a^2*c^2*q^2*r*x+15618*a^2*c^2*q^2*x^2-192*a^2*c ^2*q*r^3+5924*a^2*c^2*q*r^2*x+177742*a^2*c^2*q*r*x^2+342818*a^2*c^2*q*x^3-12*a^ 2*c^2*r^4+3858*a^2*c^2*r^3*x+37436*a^2*c^2*r^2*x^2-39348*a^2*c^2*r*x^3-99932*a^ 2*c^2*x^4-27*a^2*c*g^4*p-27*a^2*c*g^4*r-1034*a^2*c*g^4*x-247*a^2*c*g^3*p^2-84*a ^2*c*g^3*p*q-360*a^2*c*g^3*p*r-7049*a^2*c*g^3*p*x-84*a^2*c*g^3*q*r-4104*a^2*c*g ^3*q*x-113*a^2*c*g^3*r^2-2672*a^2*c*g^3*r*x+2632*a^2*c*g^3*x^2-502*a^2*c*g^2*p^ 3-618*a^2*c*g^2*p^2*q-944*a^2*c*g^2*p^2*r-11419*a^2*c*g^2*p^2*x-65*a^2*c*g^2*p* q^2-900*a^2*c*g^2*p*q*r-21978*a^2*c*g^2*p*q*x-497*a^2*c*g^2*p*r^2-5130*a^2*c*g^ 2*p*r*x+39051*a^2*c*g^2*p*x^2-65*a^2*c*g^2*q^2*r-4666*a^2*c*g^2*q^2*x-282*a^2*c *g^2*q*r^2-7913*a^2*c*g^2*q*r*x+4182*a^2*c*g^2*q*x^2-55*a^2*c*g^2*r^3+3175*a^2* c*g^2*r^2*x+66682*a^2*c*g^2*r*x^2+119987*a^2*c*g^2*x^3-311*a^2*c*g*p^4-996*a^2* c*g*p^3*q-724*a^2*c*g*p^3*r-3940*a^2*c*g*p^3*x-338*a^2*c*g*p^2*q^2-1896*a^2*c*g *p^2*q*r-28043*a^2*c*g*p^2*q*x-539*a^2*c*g*p^2*r^2+3850*a^2*c*g*p^2*r*x+83752*a ^2*c*g*p^2*x^2-12*a^2*c*g*p*q^3-478*a^2*c*g*p*q^2*r-17287*a^2*c*g*p*q^2*x-1032* a^2*c*g*p*q*r^2-15848*a^2*c*g*p*q*r*x+68493*a^2*c*g*p*q*x^2-130*a^2*c*g*p*r^3+ 9965*a^2*c*g*p*r^2*x+144959*a^2*c*g*p*r*x^2+194014*a^2*c*g*p*x^3-12*a^2*c*g*q^3 *r-1784*a^2*c*g*q^3*x-140*a^2*c*g*q^2*r^2-5386*a^2*c*g*q^2*r*x+7120*a^2*c*g*q^2 *x^2-132*a^2*c*g*q*r^3+4032*a^2*c*g*q*r^2*x+126468*a^2*c*g*q*r*x^2+255347*a^2*c *g*q*x^3-4*a^2*c*g*r^4+2584*a^2*c*g*r^3*x+24012*a^2*c*g*r^2*x^2-35036*a^2*c*g*r *x^3-75826*a^2*c*g*x^4-57*a^2*c*p^5-414*a^2*c*p^4*q-165*a^2*c*p^4*r+358*a^2*c*p ^4*x-293*a^2*c*p^3*q^2-996*a^2*c*p^3*q*r-8780*a^2*c*p^3*q*x-167*a^2*c*p^3*r^2+ 4371*a^2*c*p^3*r*x+35723*a^2*c*p^3*x^2-36*a^2*c*p^2*q^3-525*a^2*c*p^2*q^2*r-\ 11641*a^2*c*p^2*q^2*x-786*a^2*c*p^2*q*r^2-4037*a^2*c*p^2*q*r*x+73911*a^2*c*p^2* q*x^2-67*a^2*c*p^2*r^3+6646*a^2*c*p^2*r^2*x+63730*a^2*c*p^2*r*x^2+48851*a^2*c*p ^2*x^3-48*a^2*c*p*q^3*r-3541*a^2*c*p*q^3*x-256*a^2*c*p*q^2*r^2-5804*a^2*c*p*q^2 *r*x+33024*a^2*c*p*q^2*x^2-216*a^2*c*p*q*r^3+6051*a^2*c*p*q*r^2*x+143816*a^2*c* p*q*r*x^2+219636*a^2*c*p*q*x^3-8*a^2*c*p*r^4+2835*a^2*c*p*r^3*x+13752*a^2*c*p*r ^2*x^2-81358*a^2*c*p*r*x^3-83042*a^2*c*p*x^4-168*a^2*c*q^4*x-12*a^2*c*q^3*r^2-\ 867*a^2*c*q^3*r*x+2978*a^2*c*q^3*x^2-24*a^2*c*q^2*r^3+1781*a^2*c*q^2*r^2*x+ 51911*a^2*c*q^2*r*x^2+107221*a^2*c*q^2*x^3-12*a^2*c*q*r^4+2097*a^2*c*q*r^3*x+ 24548*a^2*c*q*r^2*x^2-30114*a^2*c*q*r*x^3-80532*a^2*c*q*x^4+198*a^2*c*r^4*x-\ 5808*a^2*c*r^3*x^2-59956*a^2*c*r^2*x^3-59408*a^2*c*r*x^4-a^2*g^5*p-a^2*g^5*r-54 *a^2*g^5*x-17*a^2*g^4*p^2-4*a^2*g^4*p*q-25*a^2*g^4*p*r-521*a^2*g^4*p*x-4*a^2*g^ 4*q*r-288*a^2*g^4*q*x-8*a^2*g^4*r^2-199*a^2*g^4*r*x+328*a^2*g^4*x^2-51*a^2*g^3* p^3-60*a^2*g^3*p^2*q-96*a^2*g^3*p^2*r-1175*a^2*g^3*p^2*x-4*a^2*g^3*p*q^2-88*a^2 *g^3*p*q*r-2387*a^2*g^3*p*q*x-50*a^2*g^3*p*r^2-552*a^2*g^3*p*r*x+4267*a^2*g^3*p *x^2-4*a^2*g^3*q^2*r-452*a^2*g^3*q^2*x-28*a^2*g^3*q*r^2-882*a^2*g^3*q*r*x+97*a^ 2*g^3*q*x^2-5*a^2*g^3*r^3+352*a^2*g^3*r^2*x+7194*a^2*g^3*r*x^2+12658*a^2*g^3*x^ 3-43*a^2*g^2*p^4-169*a^2*g^2*p^3*q-97*a^2*g^2*p^3*r-395*a^2*g^2*p^3*x-50*a^2*g^ 2*p^2*q^2-323*a^2*g^2*p^2*q*r-5025*a^2*g^2*p^2*q*x-68*a^2*g^2*p^2*r^2+1009*a^2* g^2*p^2*r*x+14789*a^2*g^2*p^2*x^2-a^2*g^2*p*q^3-72*a^2*g^2*p*q^2*r-2937*a^2*g^2 *p*q^2*x-175*a^2*g^2*p*q*r^2-3120*a^2*g^2*p*q*r*x+8943*a^2*g^2*p*q*x^2-14*a^2*g ^2*p*r^3+1777*a^2*g^2*p*r^2*x+24084*a^2*g^2*p*r*x^2+31241*a^2*g^2*p*x^3-a^2*g^2 *q^3*r-261*a^2*g^2*q^3*x-22*a^2*g^2*q^2*r^2-913*a^2*g^2*q^2*r*x+693*a^2*g^2*q^2 *x^2-21*a^2*g^2*q*r^3+678*a^2*g^2*q*r^2*x+21826*a^2*g^2*q*r*x^2+45773*a^2*g^2*q *x^3+406*a^2*g^2*r^3*x+3370*a^2*g^2*r^2*x^2-8651*a^2*g^2*r*x^3-14517*a^2*g^2*x^ 4-8*a^2*g*p^5-150*a^2*g*p^4*q-21*a^2*g*p^4*r+477*a^2*g*p^4*x-104*a^2*g*p^3*q^2-\ 362*a^2*g*p^3*q*r-3233*a^2*g*p^3*q*x-18*a^2*g*p^3*r^2+2127*a^2*g*p^3*r*x+13212* a^2*g*p^3*x^2-10*a^2*g*p^2*q^3-188*a^2*g*p^2*q^2*r-4418*a^2*g*p^2*q^2*x-286*a^2 *g*p^2*q*r^2-1807*a^2*g*p^2*q*r*x+24575*a^2*g*p^2*q*x^2-5*a^2*g*p^2*r^3+2496*a^ 2*g*p^2*r^2*x+20601*a^2*g*p^2*r*x^2+12504*a^2*g*p^2*x^3-14*a^2*g*p*q^3*r-1235*a ^2*g*p*q^3*x-92*a^2*g*p*q^2*r^2-2415*a^2*g*p*q^2*r*x+9165*a^2*g*p*q^2*x^2-78*a^ 2*g*p*q*r^3+1965*a^2*g*p*q*r^2*x+51686*a^2*g*p*q*r*x^2+84236*a^2*g*p*q*x^3+884* a^2*g*p*r^3*x+2745*a^2*g*p*r^2*x^2-35038*a^2*g*p*r*x^3-32536*a^2*g*p*x^4-44*a^2 *g*q^4*x-4*a^2*g*q^3*r^2-291*a^2*g*q^3*r*x+825*a^2*g*q^3*x^2-8*a^2*g*q^2*r^3+ 637*a^2*g*q^2*r^2*x+18656*a^2*g*q^2*r*x^2+40690*a^2*g*q^2*x^3-4*a^2*g*q*r^4+718 *a^2*g*q*r^3*x+8885*a^2*g*q*r^2*x^2-8831*a^2*g*q*r*x^3-28377*a^2*g*q*x^4+36*a^2 *g*r^4*x-2199*a^2*g*r^3*x^2-19534*a^2*g*r^2*x^3-17664*a^2*g*r*x^4-41*a^2*p^5*q+ 164*a^2*p^5*x-50*a^2*p^4*q^2-123*a^2*p^4*q*r-579*a^2*p^4*q*x+663*a^2*p^4*r*x+ 2772*a^2*p^4*x^2-13*a^2*p^3*q^3-112*a^2*p^3*q^2*r-1592*a^2*p^3*q^2*x-131*a^2*p^ 3*q*r^2+133*a^2*p^3*q*r*x+11934*a^2*p^3*q*x^2+880*a^2*p^3*r^2*x+3806*a^2*p^3*r* x^2-2815*a^2*p^3*x^3-21*a^2*p^2*q^3*r-974*a^2*p^2*q^3*x-78*a^2*p^2*q^2*r^2-872* a^2*p^2*q^2*r*x+11268*a^2*p^2*q^2*x^2-57*a^2*p^2*q*r^3+1535*a^2*p^2*q*r^2*x+ 26223*a^2*p^2*q*r*x^2+28629*a^2*p^2*q*x^3+453*a^2*p^2*r^3*x-843*a^2*p^2*r^2*x^2 -22330*a^2*p^2*r*x^3-14715*a^2*p^2*x^4-143*a^2*p*q^4*x-8*a^2*p*q^3*r^2-398*a^2* p*q^3*r*x+3021*a^2*p*q^3*x^2-16*a^2*p*q^2*r^3+867*a^2*p*q^2*r^2*x+22667*a^2*p*q ^2*r*x^2+37793*a^2*p*q^2*x^3-8*a^2*p*q*r^4+915*a^2*p*q*r^3*x+8112*a^2*p*q*r^2*x ^2-19633*a^2*p*q*r*x^3-28700*a^2*p*q*x^4+72*a^2*p*r^4*x-1728*a^2*p*r^3*x^2-\ 12488*a^2*p*r^2*x^3-6138*a^2*p*r*x^4-23*a^2*q^4*r*x+205*a^2*q^4*x^2+185*a^2*q^3 *r^2*x+4621*a^2*q^3*r*x^2+9889*a^2*q^3*x^3+282*a^2*q^2*r^3*x+3115*a^2*q^2*r^2*x ^2-8389*a^2*q^2*r*x^3-16725*a^2*q^2*x^4+90*a^2*q*r^4*x-1605*a^2*q*r^3*x^2-21844 *a^2*q*r^2*x^3-22826*a^2*q*r*x^4-180*a^2*r^4*x^2+1404*a^2*r^3*x^3+8136*a^2*r^2* x^4-528*a*b^5*x^2-1040*a*b^4*c^2*x-544*a*b^4*c*g*x-1768*a*b^4*c*p*x-520*a*b^4*c *r*x-8528*a*b^4*c*x^2-60*a*b^4*g^2*x-500*a*b^4*g*p*x-152*a*b^4*g*r*x-2652*a*b^4 *g*x^2-668*a*b^4*p^2*x-340*a*b^4*p*r*x-3188*a*b^4*p*x^2-1336*a*b^4*q*x^2+136*a* b^4*r^2*x+3708*a*b^4*r*x^2+17468*a*b^4*x^3-64*a*b^3*c^3*p-64*a*b^3*c^3*r-7504*a *b^3*c^3*x-48*a*b^3*c^2*g*p-48*a*b^3*c^2*g*r-6720*a*b^3*c^2*g*x-144*a*b^3*c^2*p ^2-192*a*b^3*c^2*p*r-15224*a*b^3*c^2*p*x-2752*a*b^3*c^2*q*x-48*a*b^3*c^2*r^2-\ 4704*a*b^3*c^2*r*x-25616*a*b^3*c^2*x^2-8*a*b^3*c*g^2*p-8*a*b^3*c*g^2*r-1812*a*b ^3*c*g^2*x-80*a*b^3*c*g*p^2-112*a*b^3*c*g*p*r-9860*a*b^3*c*g*p*x-1440*a*b^3*c*g *q*x-32*a*b^3*c*g*r^2-3176*a*b^3*c*g*r*x-19648*a*b^3*c*g*x^2-104*a*b^3*c*p^3-\ 168*a*b^3*c*p^2*r-9060*a*b^3*c*p^2*x-4680*a*b^3*c*p*q*x-64*a*b^3*c*p*r^2-5080*a *b^3*c*p*r*x-5840*a*b^3*c*p*x^2-1224*a*b^3*c*q*r*x-15908*a*b^3*c*q*x^2+1152*a*b ^3*c*r^2*x+41096*a*b^3*c*r*x^2+155392*a*b^3*c*x^3-140*a*b^3*g^3*x-8*a*b^3*g^2*p ^2-12*a*b^3*g^2*p*r-1478*a*b^3*g^2*p*x-152*a*b^3*g^2*q*x-4*a*b^3*g^2*r^2-436*a* b^3*g^2*r*x-3050*a*b^3*g^2*x^2-32*a*b^3*g*p^3-56*a*b^3*g*p^2*r-3156*a*b^3*g*p^2 *x-1312*a*b^3*g*p*q*x-24*a*b^3*g*p*r^2-1952*a*b^3*g*p*r*x-4832*a*b^3*g*p*x^2-\ 336*a*b^3*g*q*r*x-4622*a*b^3*g*q*x^2+376*a*b^3*g*r^2*x+14158*a*b^3*g*r*x^2+ 54692*a*b^3*g*x^3-24*a*b^3*p^4-44*a*b^3*p^3*r-1606*a*b^3*p^3*x-1816*a*b^3*p^2*q *x-20*a*b^3*p^2*r^2-1198*a*b^3*p^2*r*x+3606*a*b^3*p^2*x^2-776*a*b^3*p*q*r*x-\ 5072*a*b^3*p*q*x^2+604*a*b^3*p*r^2*x+20558*a*b^3*p*r*x^2+61884*a*b^3*p*x^3-1188 *a*b^3*q^2*x^2+416*a*b^3*q*r^2*x+10322*a*b^3*q*r*x^2+41928*a*b^3*q*x^3+174*a*b^ 3*r^3*x+2864*a*b^3*r^2*x^2-3344*a*b^3*r*x^3-21916*a*b^3*x^4-352*a*b^2*c^4*p-352 *a*b^2*c^4*r-20880*a*b^2*c^4*x-400*a*b^2*c^3*g*p-400*a*b^2*c^3*g*r-26224*a*b^2* c^3*g*x-880*a*b^2*c^3*p^2-128*a*b^2*c^3*p*q-1216*a*b^2*c^3*p*r-48136*a*b^2*c^3* p*x-128*a*b^2*c^3*q*r-15528*a*b^2*c^3*q*x-336*a*b^2*c^3*r^2-15200*a*b^2*c^3*r*x -18976*a*b^2*c^3*x^2-144*a*b^2*c^2*g^2*p-144*a*b^2*c^2*g^2*r-11464*a*b^2*c^2*g^ 2*x-816*a*b^2*c^2*g*p^2-96*a*b^2*c^2*g*p*q-1152*a*b^2*c^2*g*p*r-48372*a*b^2*c^2 *g*p*x-96*a*b^2*c^2*g*q*r-14176*a*b^2*c^2*g*q*x-336*a*b^2*c^2*g*r^2-15932*a*b^2 *c^2*g*r*x-28816*a*b^2*c^2*g*x^2-768*a*b^2*c^2*p^3-288*a*b^2*c^2*p^2*q-1344*a*b ^2*c^2*p^2*r-36528*a*b^2*c^2*p^2*x-384*a*b^2*c^2*p*q*r-31564*a*b^2*c^2*p*q*x-\ 624*a*b^2*c^2*p*r^2-20260*a*b^2*c^2*p*r*x+45052*a*b^2*c^2*p*x^2-2644*a*b^2*c^2* q^2*x-96*a*b^2*c^2*q*r^2-8964*a*b^2*c^2*q*r*x-29660*a*b^2*c^2*q*x^2-48*a*b^2*c^ 2*r^3+4392*a*b^2*c^2*r^2*x+161776*a*b^2*c^2*r*x^2+471960*a*b^2*c^2*x^3-16*a*b^2 *c*g^3*p-16*a*b^2*c*g^3*r-2016*a*b^2*c*g^3*x-224*a*b^2*c*g^2*p^2-16*a*b^2*c*g^2 *p*q-324*a*b^2*c*g^2*p*r-15326*a*b^2*c*g^2*p*x-16*a*b^2*c*g^2*q*r-3866*a*b^2*c* g^2*q*x-100*a*b^2*c*g^2*r^2-5000*a*b^2*c*g^2*r*x-10204*a*b^2*c*g^2*x^2-512*a*b^ 2*c*g*p^3-160*a*b^2*c*g*p^2*q-920*a*b^2*c*g*p^2*r-25836*a*b^2*c*g*p^2*x-224*a*b ^2*c*g*p*q*r-20792*a*b^2*c*g*p*q*x-440*a*b^2*c*g*p*r^2-15598*a*b^2*c*g*p*r*x+ 17950*a*b^2*c*g*p*x^2-1384*a*b^2*c*g*q^2*x-64*a*b^2*c*g*q*r^2-6018*a*b^2*c*g*q* r*x-24542*a*b^2*c*g*q*x^2-32*a*b^2*c*g*r^3+2914*a*b^2*c*g*r^2*x+113072*a*b^2*c* g*r*x^2+340092*a*b^2*c*g*x^3-272*a*b^2*c*p^4-208*a*b^2*c*p^3*q-580*a*b^2*c*p^3* r-10628*a*b^2*c*p^3*x-336*a*b^2*c*p^2*q*r-18986*a*b^2*c*p^2*q*x-372*a*b^2*c*p^2 *r^2-7182*a*b^2*c*p^2*r*x+53118*a*b^2*c*p^2*x^2-4498*a*b^2*c*p*q^2*x-128*a*b^2* c*p*q*r^2-9472*a*b^2*c*p*q*r*x+6708*a*b^2*c*p*q*x^2-64*a*b^2*c*p*r^3+4522*a*b^2 *c*p*r^2*x+150702*a*b^2*c*p*r*x^2+346050*a*b^2*c*p*x^3-1018*a*b^2*c*q^2*r*x-\ 8586*a*b^2*c*q^2*x^2+2860*a*b^2*c*q*r^2*x+86710*a*b^2*c*q*r*x^2+285892*a*b^2*c* q*x^3+1482*a*b^2*c*r^3*x+25500*a*b^2*c*r^2*x^2-10348*a*b^2*c*r*x^3-115872*a*b^2 *c*x^4-115*a*b^2*g^4*x-16*a*b^2*g^3*p^2-24*a*b^2*g^3*p*r-1498*a*b^2*g^3*p*x-294 *a*b^2*g^3*q*x-8*a*b^2*g^3*r^2-426*a*b^2*g^3*r*x-678*a*b^2*g^3*x^2-80*a*b^2*g^2 *p^3-16*a*b^2*g^2*p^2*q-148*a*b^2*g^2*p^2*r-4418*a*b^2*g^2*p^2*x-24*a*b^2*g^2*p *q*r-3159*a*b^2*g^2*p*q*x-72*a*b^2*g^2*p*r^2-2861*a*b^2*g^2*p*r*x+907*a*b^2*g^2 *p*x^2-139*a*b^2*g^2*q^2*x-8*a*b^2*g^2*q*r^2-798*a*b^2*g^2*q*r*x-3660*a*b^2*g^2 *q*x^2-4*a*b^2*g^2*r^3+511*a*b^2*g^2*r^2*x+19194*a*b^2*g^2*r*x^2+58231*a*b^2*g^ 2*x^3-96*a*b^2*g*p^4-64*a*b^2*g*p^3*q-208*a*b^2*g*p^3*r-3924*a*b^2*g*p^3*x-112* a*b^2*g*p^2*q*r-6744*a*b^2*g*p^2*q*x-136*a*b^2*g*p^2*r^2-2992*a*b^2*g*p^2*r*x+ 16133*a*b^2*g*p^2*x^2-1249*a*b^2*g*p*q^2*x-48*a*b^2*g*p*q*r^2-3698*a*b^2*g*p*q* r*x-3766*a*b^2*g*p*q*x^2-24*a*b^2*g*p*r^3+1451*a*b^2*g*p*r^2*x+52989*a*b^2*g*p* r*x^2+128531*a*b^2*g*p*x^3-254*a*b^2*g*q^2*r*x-1966*a*b^2*g*q^2*x^2+966*a*b^2*g *q*r^2*x+30014*a*b^2*g*q*r*x^2+101406*a*b^2*g*q*x^3+518*a*b^2*g*r^3*x+8606*a*b^ 2*g*r^2*x^2-6498*a*b^2*g*r*x^3-43722*a*b^2*g*x^4-32*a*b^2*p^5-48*a*b^2*p^4*q-84 *a*b^2*p^4*r-912*a*b^2*p^4*x-88*a*b^2*p^3*q*r-3345*a*b^2*p^3*q*x-72*a*b^2*p^3*r ^2-511*a*b^2*p^3*r*x+12266*a*b^2*p^3*x^2-1795*a*b^2*p^2*q^2*x-40*a*b^2*p^2*q*r^ 2-2175*a*b^2*p^2*q*r*x+11313*a*b^2*p^2*q*x^2-20*a*b^2*p^2*r^3+1062*a*b^2*p^2*r^ 2*x+31978*a*b^2*p^2*r*x^2+55515*a*b^2*p^2*x^3-617*a*b^2*p*q^2*r*x-1325*a*b^2*p* q^2*x^2+1446*a*b^2*p*q*r^2*x+42993*a*b^2*p*q*r*x^2+114920*a*b^2*p*q*x^3+585*a*b ^2*p*r^3*x+9132*a*b^2*p*r^2*x^2-14364*a*b^2*p*r*x^3-43630*a*b^2*p*x^4-418*a*b^2 *q^3*x^2+458*a*b^2*q^2*r^2*x+10438*a*b^2*q^2*r*x^2+36149*a*b^2*q^2*x^3+339*a*b^ 2*q*r^3*x+4284*a*b^2*q*r^2*x^2-16612*a*b^2*q*r*x^3-46370*a*b^2*q*x^4-30*a*b^2*r ^4*x-2904*a*b^2*r^3*x^2-28928*a*b^2*r^2*x^3-31784*a*b^2*r*x^4-688*a*b*c^5*p-688 *a*b*c^5*r-26400*a*b*c^5*x-1032*a*b*c^4*g*p-1032*a*b*c^4*g*r-42520*a*b*c^4*g*x-\ 1872*a*b*c^4*p^2-496*a*b*c^4*p*q-2656*a*b*c^4*p*r-67616*a*b*c^4*p*x-496*a*b*c^4 *q*r-29600*a*b*c^4*q*x-784*a*b*c^4*r^2-22048*a*b*c^4*r*x+13344*a*b*c^4*x^2-556* a*b*c^3*g^2*p-556*a*b*c^3*g^2*r-25716*a*b*c^3*g^2*x-2392*a*b*c^3*g*p^2-576*a*b* c^3*g*p*q-3432*a*b*c^3*g*p*r-91468*a*b*c^3*g*p*x-576*a*b*c^3*g*q*r-38196*a*b*c^ 3*g*q*x-1040*a*b*c^3*g*r^2-30728*a*b*c^3*g*r*x+7320*a*b*c^3*g*x^2-1868*a*b*c^3* p^3-1248*a*b*c^3*p^2*q-3436*a*b*c^3*p^2*r-60300*a*b*c^3*p^2*x-80*a*b*c^3*p*q^2-\ 1728*a*b*c^3*p*q*r-68844*a*b*c^3*p*q*x-1768*a*b*c^3*p*r^2-32284*a*b*c^3*p*r*x+ 133412*a*b*c^3*p*x^2-80*a*b*c^3*q^2*r-10328*a*b*c^3*q^2*x-480*a*b*c^3*q*r^2-\ 20764*a*b*c^3*q*r*x+548*a*b*c^3*q*x^2-200*a*b*c^3*r^3+8060*a*b*c^3*r^2*x+265132 *a*b*c^3*r*x^2+615808*a*b*c^3*x^3-126*a*b*c^2*g^3*p-126*a*b*c^2*g^3*r-7186*a*b* c^2*g^3*x-1060*a*b*c^2*g^2*p^2-212*a*b*c^2*g^2*p*q-1540*a*b*c^2*g^2*p*r-44118*a *b*c^2*g^2*p*x-212*a*b*c^2*g^2*q*r-17136*a*b*c^2*g^2*q*x-480*a*b*c^2*g^2*r^2-\ 14898*a*b*c^2*g^2*r*x+2170*a*b*c^2*g^2*x^2-1882*a*b*c^2*g*p^3-1184*a*b*c^2*g*p^ 2*q-3506*a*b*c^2*g*p^2*r-63396*a*b*c^2*g*p^2*x-60*a*b*c^2*g*p*q^2-1672*a*b*c^2* g*p*q*r-71070*a*b*c^2*g*p*q*x-1824*a*b*c^2*g*p*r^2-36180*a*b*c^2*g*p*r*x+119528 *a*b*c^2*g*p*x^2-60*a*b*c^2*g*q^2*r-9592*a*b*c^2*g*q^2*x-488*a*b*c^2*g*q*r^2-\ 22032*a*b*c^2*g*q*r*x-12946*a*b*c^2*g*q*x^2-200*a*b*c^2*g*r^3+8292*a*b*c^2*g*r^ 2*x+279720*a*b*c^2*g*r*x^2+667512*a*b*c^2*g*x^3-836*a*b*c^2*p^4-1100*a*b*c^2*p^ 3*q-1912*a*b*c^2*p^3*r-22434*a*b*c^2*p^3*x-180*a*b*c^2*p^2*q^2-1932*a*b*c^2*p^2 *q*r-53068*a*b*c^2*p^2*q*x-1392*a*b*c^2*p^2*r^2-12176*a*b*c^2*p^2*r*x+154094*a* b*c^2*p^2*x^2-240*a*b*c^2*p*q^2*r-20968*a*b*c^2*p*q^2*x-904*a*b*c^2*p*q*r^2-\ 27336*a*b*c^2*p*q*r*x+93446*a*b*c^2*p*q*x^2-328*a*b*c^2*p*r^3+13040*a*b*c^2*p*r ^2*x+344478*a*b*c^2*p*r*x^2+630298*a*b*c^2*p*x^3-1100*a*b*c^2*q^3*x-60*a*b*c^2* q^2*r^2-5370*a*b*c^2*q^2*r*x-3508*a*b*c^2*q^2*x^2-72*a*b*c^2*q*r^3+7184*a*b*c^2 *q*r^2*x+229182*a*b*c^2*q*r*x^2+596030*a*b*c^2*q*x^3-12*a*b*c^2*r^4+4396*a*b*c^ 2*r^3*x+63764*a*b*c^2*r^2*x^2-20848*a*b*c^2*r*x^3-203000*a*b*c^2*x^4-10*a*b*c*g ^4*p-10*a*b*c*g^4*r-909*a*b*c*g^4*x-186*a*b*c*g^3*p^2-24*a*b*c*g^3*p*q-274*a*b* c*g^3*p*r-8888*a*b*c*g^3*p*x-24*a*b*c*g^3*q*r-3069*a*b*c*g^3*q*x-88*a*b*c*g^3*r ^2-2853*a*b*c*g^3*r*x+1849*a*b*c*g^3*x^2-600*a*b*c*g^2*p^3-332*a*b*c*g^2*p^2*q-\ 1134*a*b*c*g^2*p^2*r-21367*a*b*c*g^2*p^2*x-10*a*b*c*g^2*p*q^2-480*a*b*c*g^2*p*q *r-23138*a*b*c*g^2*p*q*x-594*a*b*c*g^2*p*r^2-12915*a*b*c*g^2*p*r*x+34939*a*b*c* g^2*p*x^2-10*a*b*c*g^2*q^2*r-2642*a*b*c*g^2*q^2*x-148*a*b*c*g^2*q*r^2-6991*a*b* c*g^2*q*r*x-6452*a*b*c*g^2*q*x^2-60*a*b*c*g^2*r^3+2899*a*b*c*g^2*r^2*x+95805*a* b*c*g^2*r*x^2+230852*a*b*c*g^2*x^3-578*a*b*c*g*p^4-752*a*b*c*g*p^3*q-1334*a*b*c *g*p^3*r-15869*a*b*c*g*p^3*x-100*a*b*c*g*p^2*q^2-1352*a*b*c*g*p^2*q*r-38715*a*b *c*g*p^2*q*x-980*a*b*c*g*p^2*r^2-9532*a*b*c*g*p^2*r*x+102834*a*b*c*g*p^2*x^2-\ 140*a*b*c*g*p*q^2*r-14011*a*b*c*g*p*q^2*x-648*a*b*c*g*p*q*r^2-21676*a*b*c*g*p*q *r*x+43833*a*b*c*g*p*q*x^2-232*a*b*c*g*p*r^3+8709*a*b*c*g*p*r^2*x+242538*a*b*c* g*p*r*x^2+460819*a*b*c*g*p*x^3-576*a*b*c*g*q^3*x-40*a*b*c*g*q^2*r^2-3529*a*b*c* g*q^2*r*x-3969*a*b*c*g*q^2*x^2-48*a*b*c*g*q*r^3+4888*a*b*c*g*q*r^2*x+160821*a*b *c*g*q*r*x^2+433633*a*b*c*g*q*x^3-8*a*b*c*g*r^4+2968*a*b*c*g*r^3*x+42024*a*b*c* g*r^2*x^2-29992*a*b*c*g*r*x^3-156756*a*b*c*g*x^4-162*a*b*c*p^5-396*a*b*c*p^4*q-\ 456*a*b*c*p^4*r-3026*a*b*c*p^4*x-130*a*b*c*p^3*q^2-848*a*b*c*p^3*q*r-15756*a*b* c*p^3*q*x-442*a*b*c*p^3*r^2+144*a*b*c*p^3*r*x+57830*a*b*c*p^3*x^2-210*a*b*c*p^2 *q^2*r-12686*a*b*c*p^2*q^2*x-548*a*b*c*p^2*q*r^2-9736*a*b*c*p^2*q*r*x+85118*a*b *c*p^2*q*x^2-164*a*b*c*p^2*r^3+6694*a*b*c*p^2*r^2*x+132932*a*b*c*p^2*r*x^2+ 178456*a*b*c*p^2*x^3-1872*a*b*c*p*q^3*x-80*a*b*c*p*q^2*r^2-5440*a*b*c*p*q^2*r*x +19352*a*b*c*p*q^2*x^2-96*a*b*c*p*q*r^3+7192*a*b*c*p*q*r^2*x+212740*a*b*c*p*q*r *x^2+442200*a*b*c*p*q*x^3-16*a*b*c*p*r^4+3548*a*b*c*p*r^3*x+38286*a*b*c*p*r^2*x ^2-87296*a*b*c*p*r*x^3-163698*a*b*c*p*x^4-360*a*b*c*q^3*r*x-838*a*b*c*q^3*x^2+ 2270*a*b*c*q^2*r^2*x+60032*a*b*c*q^2*r*x^2+170520*a*b*c*q^2*x^3+2196*a*b*c*q*r^ 3*x+31614*a*b*c*q*r^2*x^2-42888*a*b*c*q*r*x^3-163698*a*b*c*q*x^4+120*a*b*c*r^4* x-10776*a*b*c*r^3*x^2-122688*a*b*c*r^2*x^3-137040*a*b*c*r*x^4-40*a*b*g^5*x-10*a *b*g^4*p^2-15*a*b*g^4*p*r-622*a*b*g^4*p*x-175*a*b*g^4*q*x-5*a*b*g^4*r^2-165*a*b *g^4*r*x+463*a*b*g^4*x^2-60*a*b*g^3*p^3-24*a*b*g^3*p^2*q-115*a*b*g^3*p^2*r-2310 *a*b*g^3*p^2*x-36*a*b*g^3*p*q*r-2318*a*b*g^3*p*q*x-60*a*b*g^3*p*r^2-1474*a*b*g^ 3*p*r*x+3387*a*b*g^3*p*x^2-196*a*b*g^3*q^2*x-12*a*b*g^3*q*r^2-592*a*b*g^3*q*r*x -351*a*b*g^3*q*x^2-5*a*b*g^3*r^3+342*a*b*g^3*r^2*x+10434*a*b*g^3*r*x^2+24704*a* b*g^3*x^3-96*a*b*g^2*p^4-120*a*b*g^2*p^3*q-224*a*b*g^2*p^3*r-2682*a*b*g^2*p^3*x -10*a*b*g^2*p^2*q^2-222*a*b*g^2*p^2*q*r-6820*a*b*g^2*p^2*q*x-166*a*b*g^2*p^2*r^ 2-1754*a*b*g^2*p^2*r*x+17189*a*b*g^2*p^2*x^2-15*a*b*g^2*p*q^2*r-2152*a*b*g^2*p* q^2*x-108*a*b*g^2*p*q*r^2-4091*a*b*g^2*p*q*r*x+3444*a*b*g^2*p*q*x^2-39*a*b*g^2* p*r^3+1399*a*b*g^2*p*r^2*x+41272*a*b*g^2*p*r*x^2+80474*a*b*g^2*p*x^3-55*a*b*g^2 *q^3*x-5*a*b*g^2*q^2*r^2-434*a*b*g^2*q^2*r*x-145*a*b*g^2*q^2*x^2-6*a*b*g^2*q*r^ 3+872*a*b*g^2*q*r^2*x+27517*a*b*g^2*q*r*x^2+75530*a*b*g^2*q*x^3-a*b*g^2*r^4+466 *a*b*g^2*r^3*x+5971*a*b*g^2*r^2*x^2-11188*a*b*g^2*r*x^3-30802*a*b*g^2*x^4-56*a* b*g*p^5-144*a*b*g*p^4*q-159*a*b*g*p^4*r-987*a*b*g*p^4*x-40*a*b*g*p^3*q^2-312*a* b*g*p^3*q*r-6055*a*b*g*p^3*q*x-156*a*b*g*p^3*r^2+89*a*b*g*p^3*r*x+20743*a*b*g*p ^3*x^2-70*a*b*g*p^2*q^2*r-4589*a*b*g*p^2*q^2*x-204*a*b*g*p^2*q*r^2-4300*a*b*g*p ^2*q*r*x+25412*a*b*g*p^2*q*x^2-59*a*b*g*p^2*r^3+2289*a*b*g*p^2*r^2*x+47309*a*b* g*p^2*r*x^2+65184*a*b*g*p^2*x^3-515*a*b*g*p*q^3*x-30*a*b*g*p*q^2*r^2-2137*a*b*g *p*q^2*r*x+3101*a*b*g*p*q^2*x^2-36*a*b*g*p*q*r^3+2385*a*b*g*p*q*r^2*x+75974*a*b *g*p*q*r*x^2+169096*a*b*g*p*q*x^3-6*a*b*g*p*r^4+1208*a*b*g*p*r^3*x+13539*a*b*g* p*r^2*x^2-30445*a*b*g*p*r*x^3-59655*a*b*g*p*x^4-78*a*b*g*q^3*r*x+193*a*b*g*q^3* x^2+791*a*b*g*q^2*r^2*x+20894*a*b*g*q^2*r*x^2+60580*a*b*g*q^2*x^3+800*a*b*g*q*r ^3*x+11442*a*b*g*q*r^2*x^2-14895*a*b*g*q*r*x^3-59655*a*b*g*q*x^4+42*a*b*g*r^4*x -3660*a*b*g*r^3*x^2-41568*a*b*g*r^2*x^3-45448*a*b*g*r*x^4-10*a*b*p^6-48*a*b*p^5 *q-35*a*b*p^5*r-43*a*b*p^5*x-30*a*b*p^4*q^2-126*a*b*p^4*q*r-1443*a*b*p^4*q*x-45 *a*b*p^4*r^2+450*a*b*p^4*r*x+6363*a*b*p^4*x^2-55*a*b*p^3*q^2*r-2203*a*b*p^3*q^2 *x-108*a*b*p^3*q*r^2-763*a*b*p^3*q*r*x+17859*a*b*p^3*q*x^2-25*a*b*p^3*r^3+1078* a*b*p^3*r^2*x+13945*a*b*p^3*r*x^2+9744*a*b*p^3*x^3-767*a*b*p^2*q^3*x-25*a*b*p^2 *q^2*r^2-1170*a*b*p^2*q^2*r*x+11063*a*b*p^2*q^2*x^2-30*a*b*p^2*q*r^3+1710*a*b*p ^2*q*r^2*x+45459*a*b*p^2*q*r*x^2+72084*a*b*p^2*q*x^3-5*a*b*p^2*r^4+702*a*b*p^2* r^3*x+3667*a*b*p^2*r^2*x^2-33761*a*b*p^2*r*x^3-32998*a*b*p^2*x^4-205*a*b*p*q^3* r*x+957*a*b*p*q^3*x^2+1116*a*b*p*q^2*r^2*x+29376*a*b*p*q^2*r*x^2+68364*a*b*p*q^ 2*x^3+936*a*b*p*q*r^3*x+12339*a*b*p*q*r^2*x^2-26112*a*b*p*q*r*x^3-60516*a*b*p*q *x^4+117*a*b*p*r^4*x-2880*a*b*p*r^3*x^2-36622*a*b*p*r^2*x^3-35760*a*b*p*r*x^4-\ 30*a*b*q^4*x^2+214*a*b*q^3*r^2*x+4504*a*b*q^3*r*x^2+13104*a*b*q^3*x^3+204*a*b*q ^2*r^3*x+1474*a*b*q^2*r^2*x^2-19183*a*b*q^2*r*x^3-32998*a*b*q^2*x^4-39*a*b*q*r^ 4*x-4044*a*b*q*r^3*x^2-37106*a*b*q*r^2*x^3-35760*a*b*q*r*x^4-48*a*b*r^4*x^2+ 4000*a*b*r^3*x^3+18864*a*b*r^2*x^4-416*a*c^6*p-416*a*c^6*r-12192*a*c^6*x-792*a* c^5*g*p-792*a*c^5*g*r-24280*a*c^5*g*x-1192*a*c^5*p^2-464*a*c^5*p*q-1712*a*c^5*p *r-33256*a*c^5*p*x-464*a*c^5*q*r-18456*a*c^5*q*x-520*a*c^5*r^2-10568*a*c^5*r*x+ 19824*a*c^5*x^2-580*a*c^4*g^2*p-580*a*c^4*g^2*r-19036*a*c^4*g^2*x-1980*a*c^4*g* p^2-720*a*c^4*g*p*q-2856*a*c^4*g*p*r-57580*a*c^4*g*p*x-720*a*c^4*g*q*r-30788*a* c^4*g*q*x-876*a*c^4*g*r^2-18940*a*c^4*g*r*x+26972*a*c^4*g*x^2-1280*a*c^4*p^3-\ 1280*a*c^4*p^2*q-2400*a*c^4*p^2*r-31752*a*c^4*p^2*x-160*a*c^4*p*q^2-1824*a*c^4* p*q*r-47396*a*c^4*p*q*x-1280*a*c^4*p*r^2-13676*a*c^4*p*r*x+108616*a*c^4*p*x^2-\ 160*a*c^4*q^2*r-9948*a*c^4*q^2*x-544*a*c^4*q*r^2-14632*a*c^4*q*r*x+24636*a*c^4* q*x^2-160*a*c^4*r^3+6548*a*c^4*r^2*x+159116*a*c^4*r*x^2+302096*a*c^4*x^3-202*a* c^3*g^3*p-202*a*c^3*g^3*r-7414*a*c^3*g^3*x-1238*a*c^3*g^2*p^2-404*a*c^3*g^2*p*q -1796*a*c^3*g^2*p*r-38006*a*c^3*g^2*p*x-404*a*c^3*g^2*q*r-19370*a*c^3*g^2*q*x-\ 558*a*c^3*g^2*r^2-12758*a*c^3*g^2*r*x+15504*a*c^3*g^2*x^2-1746*a*c^3*g*p^3-1696 *a*c^3*g*p^2*q-3278*a*c^3*g*p^2*r-45110*a*c^3*g*p^2*x-188*a*c^3*g*p*q^2-2440*a* c^3*g*p*q*r-66614*a*c^3*g*p*q*x-1736*a*c^3*g*p*r^2-20894*a*c^3*g*p*r*x+136602*a *c^3*g*p*x^2-188*a*c^3*g*q^2*r-13120*a*c^3*g*q^2*x-744*a*c^3*g*q*r^2-21086*a*c^ 3*g*q*r*x+24518*a*c^3*g*q*x^2-204*a*c^3*g*r^3+9230*a*c^3*g*r^2*x+222754*a*c^3*g *r*x^2+431388*a*c^3*g*x^3-638*a*c^3*p^4-1308*a*c^3*p^3*q-1488*a*c^3*p^3*r-12224 *a*c^3*p^3*x-404*a*c^3*p^2*q^2-2428*a*c^3*p^2*q*r-42684*a*c^3*p^2*q*x-1118*a*c^ 3*p^2*r^2-584*a*c^3*p^2*r*x+138856*a*c^3*p^2*x^2-16*a*c^3*p*q^3-560*a*c^3*p*q^2 *r-23134*a*c^3*p*q^2*x-1272*a*c^3*p*q*r^2-20940*a*c^3*p*q*r*x+119262*a*c^3*p*q* x^2-280*a*c^3*p*r^3+14354*a*c^3*p*r^2*x+257724*a*c^3*p*r*x^2+383634*a*c^3*p*x^3 -16*a*c^3*q^3*r-2220*a*c^3*q^3*x-156*a*c^3*q^2*r^2-6496*a*c^3*q^2*r*x+11366*a*c ^3*q^2*x^2-152*a*c^3*q*r^3+6464*a*c^3*q*r^2*x+190966*a*c^3*q*r*x^2+403450*a*c^3 *q*x^3-12*a*c^3*r^4+4184*a*c^3*r^3*x+47572*a*c^3*r^2*x^2-23308*a*c^3*r*x^3-\ 120616*a*c^3*x^4-33*a*c^2*g^4*p-33*a*c^2*g^4*r-1487*a*c^2*g^4*x-357*a*c^2*g^3*p ^2-96*a*c^2*g^3*p*q-522*a*c^2*g^3*p*r-11809*a*c^2*g^3*p*x-96*a*c^2*g^3*q*r-5639 *a*c^2*g^3*q*x-165*a*c^2*g^3*r^2-3921*a*c^2*g^3*r*x+5863*a*c^2*g^3*x^2-853*a*c^ 2*g^2*p^3-784*a*c^2*g^2*p^2*q-1607*a*c^2*g^2*p^2*r-23027*a*c^2*g^2*p^2*x-70*a*c ^2*g^2*p*q^2-1140*a*c^2*g^2*p*q*r-33596*a*c^2*g^2*p*q*x-844*a*c^2*g^2*p*r^2-\ 11376*a*c^2*g^2*p*r*x+62975*a*c^2*g^2*p*x^2-70*a*c^2*g^2*q^2*r-6017*a*c^2*g^2*q ^2*x-356*a*c^2*g^2*q*r^2-10663*a*c^2*g^2*q*r*x+8628*a*c^2*g^2*q*x^2-90*a*c^2*g^ 2*r^3+4852*a*c^2*g^2*r^2*x+113956*a*c^2*g^2*r*x^2+222334*a*c^2*g^2*x^3-643*a*c^ 2*g*p^4-1372*a*c^2*g*p^3*q-1488*a*c^2*g*p^3*r-12599*a*c^2*g*p^3*x-388*a*c^2*g*p ^2*q^2-2572*a*c^2*g*p^2*q*r-46992*a*c^2*g*p^2*q*x-1097*a*c^2*g*p^2*r^2-642*a*c^ 2*g*p^2*r*x+140808*a*c^2*g*p^2*x^2-12*a*c^2*g*p*q^3-548*a*c^2*g*p*q^2*r-24362*a *c^2*g*p*q^2*x-1356*a*c^2*g*p*q*r^2-24826*a*c^2*g*p*q*r*x+107547*a*c^2*g*p*q*x^ 2-260*a*c^2*g*p*r^3+15220*a*c^2*g*p*r^2*x+270492*a*c^2*g*p*r*x^2+411205*a*c^2*g *p*x^3-12*a*c^2*g*q^3*r-2092*a*c^2*g*q^3*x-160*a*c^2*g*q^2*r^2-6877*a*c^2*g*q^2 *r*x+8623*a*c^2*g*q^2*x^2-156*a*c^2*g*q*r^3+6718*a*c^2*g*q*r^2*x+203037*a*c^2*g *q*r*x^2+442833*a*c^2*g*q*x^3-8*a*c^2*g*r^4+4318*a*c^2*g*r^3*x+48000*a*c^2*g*r^ 2*x^2-34144*a*c^2*g*r*x^3-136216*a*c^2*g*x^4-146*a*c^2*p^5-612*a*c^2*p^4*q-414* a*c^2*p^4*r-1170*a*c^2*p^4*x-358*a*c^2*p^3*q^2-1420*a*c^2*p^3*q*r-16381*a*c^2*p ^3*q*x-406*a*c^2*p^3*r^2+4965*a*c^2*p^3*r*x+68274*a*c^2*p^3*x^2-36*a*c^2*p^2*q^ 3-630*a*c^2*p^2*q^2*r-17893*a*c^2*p^2*q^2*x-1060*a*c^2*p^2*q*r^2-7953*a*c^2*p^2 *q*r*x+122737*a*c^2*p^2*q*x^2-154*a*c^2*p^2*r^3+10802*a*c^2*p^2*r^2*x+136304*a* c^2*p^2*r*x^2+141623*a*c^2*p^2*x^3-48*a*c^2*p*q^3*r-4496*a*c^2*p*q^3*x-296*a*c^ 2*p*q^2*r^2-8225*a*c^2*p*q^2*r*x+46323*a*c^2*p*q^2*x^2-264*a*c^2*p*q*r^3+9998*a *c^2*p*q*r^2*x+247435*a*c^2*p*q*r*x^2+415958*a*c^2*p*q*x^3-16*a*c^2*p*r^4+4899* a*c^2*p*r^3*x+35018*a*c^2*p*r^2*x^2-117138*a*c^2*p*r*x^3-154922*a*c^2*p*x^4-168 *a*c^2*q^4*x-12*a*c^2*q^3*r^2-1032*a*c^2*q^3*r*x+2602*a*c^2*q^3*x^2-24*a*c^2*q^ 2*r^3+2858*a*c^2*q^2*r^2*x+79526*a*c^2*q^2*r*x^2+182775*a*c^2*q^2*x^3-12*a*c^2* q*r^4+3195*a*c^2*q*r^3*x+39972*a*c^2*q*r^2*x^2-46762*a*c^2*q*r*x^3-151406*a*c^2 *q*x^4+258*a*c^2*r^4*x-11976*a*c^2*r^3*x^2-128308*a*c^2*r^2*x^3-139832*a*c^2*r* x^4-2*a*c*g^5*p-2*a*c*g^5*r-143*a*c*g^5*x-46*a*c*g^4*p^2-8*a*c*g^4*p*q-68*a*c*g ^4*p*r-1702*a*c*g^4*p*x-8*a*c*g^4*q*r-738*a*c*g^4*q*x-22*a*c*g^4*r^2-520*a*c*g^ 4*r*x+1526*a*c*g^4*x^2-176*a*c*g^3*p^3-144*a*c*g^3*p^2*q-334*a*c*g^3*p^2*r-4969 *a*c*g^3*p^2*x-8*a*c*g^3*p*q^2-212*a*c*g^3*p*q*r-7115*a*c*g^3*p*q*x-174*a*c*g^3 *p*r^2-2604*a*c*g^3*p*r*x+13022*a*c*g^3*p*x^2-8*a*c*g^3*q^2*r-1096*a*c*g^3*q^2* x-68*a*c*g^3*q*r^2-2153*a*c*g^3*q*r*x+1758*a*c*g^3*q*x^2-16*a*c*g^3*r^3+1121*a* c*g^3*r^2*x+25051*a*c*g^3*r*x^2+48028*a*c*g^3*x^3-206*a*c*g^2*p^4-458*a*c*g^2*p ^3*q-473*a*c*g^2*p^3*r-4044*a*c*g^2*p^3*x-110*a*c*g^2*p^2*q^2-868*a*c*g^2*p^2*q *r-16737*a*c*g^2*p^2*q*x-341*a*c*g^2*p^2*r^2-62*a*c*g^2*p^2*r*x+47046*a*c*g^2*p ^2*x^2-2*a*c*g^2*p*q^3-159*a*c*g^2*p*q^2*r-8098*a*c*g^2*p*q^2*x-458*a*c*g^2*p*q *r^2-9492*a*c*g^2*p*q*r*x+29473*a*c*g^2*p*q*x^2-75*a*c*g^2*p*r^3+5222*a*c*g^2*p *r^2*x+91094*a*c*g^2*p*r*x^2+139149*a*c*g^2*p*x^3-2*a*c*g^2*q^3*r-581*a*c*g^2*q ^3*x-49*a*c*g^2*q^2*r^2-2154*a*c*g^2*q^2*r*x+2552*a*c*g^2*q^2*x^2-48*a*c*g^2*q* r^3+2341*a*c*g^2*q*r^2*x+69938*a*c*g^2*q*r*x^2+155985*a*c*g^2*q*x^3-a*c*g^2*r^4 +1388*a*c*g^2*r^3*x+14075*a*c*g^2*r^2*x^2-22451*a*c*g^2*r*x^3-53664*a*c*g^2*x^4 -86*a*c*g*p^5-444*a*c*g*p^4*q-238*a*c*g*p^4*r-337*a*c*g*p^4*x-248*a*c*g*p^3*q^2 -1036*a*c*g*p^3*q*r-12349*a*c*g*p^3*q*x-224*a*c*g*p^3*r^2+4297*a*c*g*p^3*r*x+ 48563*a*c*g*p^3*x^2-20*a*c*g*p^2*q^3-446*a*c*g*p^2*q^2*r-13331*a*c*g*p^2*q^2*x-\ 776*a*c*g*p^2*q*r^2-6998*a*c*g*p^2*q*r*x+80936*a*c*g*p^2*q*x^2-78*a*c*g*p^2*r^3 +7899*a*c*g*p^2*r^2*x+94821*a*c*g*p^2*r*x^2+97361*a*c*g*p^2*x^3-28*a*c*g*p*q^3* r-3040*a*c*g*p*q^3*x-214*a*c*g*p*q^2*r^2-6603*a*c*g*p*q^2*r*x+26282*a*c*g*p*q^2 *x^2-192*a*c*g*p*q*r^3+6750*a*c*g*p*q*r^2*x+177968*a*c*g*p*q*r*x^2+315713*a*c*g *p*q*x^3-6*a*c*g*p*r^4+3326*a*c*g*p*r^3*x+23086*a*c*g*p*r^2*x^2-85891*a*c*g*p*r *x^3-112792*a*c*g*p*x^4-88*a*c*g*q^4*x-8*a*c*g*q^3*r^2-657*a*c*g*q^3*r*x+1790*a *c*g*q^3*x^2-16*a*c*g*q^2*r^3+2017*a*c*g*q^2*r^2*x+56354*a*c*g*q^2*r*x^2+133992 *a*c*g*q^2*x^3-8*a*c*g*q*r^4+2236*a*c*g*q*r^3*x+28591*a*c*g*q*r^2*x^2-30800*a*c *g*q*r*x^3-108868*a*c*g*q*x^4+114*a*c*g*r^4*x-8832*a*c*g*r^3*x^2-87716*a*c*g*r^ 2*x^3-92244*a*c*g*r*x^4-12*a*c*p^6-130*a*c*p^5*q-41*a*c*p^5*r+277*a*c*p^5*x-130 *a*c*p^4*q^2-372*a*c*p^4*q*r-2535*a*c*p^4*q*x-51*a*c*p^4*r^2+1932*a*c*p^4*r*x+ 13097*a*c*p^4*x^2-26*a*c*p^3*q^3-279*a*c*p^3*q^2*r-5319*a*c*p^3*q^2*x-370*a*c*p ^3*q*r^2-177*a*c*p^3*q*r*x+43351*a*c*p^3*q*x^2-27*a*c*p^3*r^3+3182*a*c*p^3*r^2* x+24923*a*c*p^3*r*x^2+8662*a*c*p^3*x^3-42*a*c*p^2*q^3*r-2729*a*c*p^2*q^3*x-181* a*c*p^2*q^2*r^2-2754*a*c*p^2*q^2*r*x+35093*a*c*p^2*q^2*x^2-144*a*c*p^2*q*r^3+ 5014*a*c*p^2*q*r^2*x+97227*a*c*p^2*q*r*x^2+121606*a*c*p^2*q*x^3-5*a*c*p^2*r^4+ 1788*a*c*p^2*r^3*x+3397*a*c*p^2*r^2*x^2-75433*a*c*p^2*r*x^3-60544*a*c*p^2*x^4-\ 286*a*c*p*q^4*x-16*a*c*p*q^3*r^2-987*a*c*p*q^3*r*x+7451*a*c*p*q^3*x^2-32*a*c*p* q^2*r^3+2834*a*c*p*q^2*r^2*x+73134*a*c*p*q^2*r*x^2+134702*a*c*p*q^2*x^3-16*a*c* p*q*r^4+2766*a*c*p*q*r^3*x+26897*a*c*p*q*r^2*x^2-69888*a*c*p*q*r*x^3-114934*a*c *p*q*x^4+261*a*c*p*r^4*x-7308*a*c*p*r^3*x^2-69398*a*c*p*r^2*x^3-59394*a*c*p*r*x ^4-46*a*c*q^4*r*x+272*a*c*q^4*x^2+564*a*c*q^3*r^2*x+13382*a*c*q^3*r*x^2+32434*a *c*q^3*x^3+768*a*c*q^2*r^3*x+8258*a*c*q^2*r^2*x^2-31105*a*c*q^2*r*x^3-61446*a*c *q^2*x^4+141*a*c*q*r^4*x-7284*a*c*q*r^3*x^2-81172*a*c*q*r^2*x^3-83022*a*c*q*r*x ^4-408*a*c*r^4*x^2+7416*a*c*r^3*x^3+37584*a*c*r^2*x^4-5*a*g^6*x-2*a*g^5*p^2-3*a *g^5*p*r-90*a*g^5*p*x-33*a*g^5*q*x-a*g^5*r^2-21*a*g^5*r*x+169*a*g^5*x^2-13*a*g^ 4*p^3-8*a*g^4*p^2*q-25*a*g^4*p^2*r-382*a*g^4*p^2*x-12*a*g^4*p*q*r-523*a*g^4*p*q *x-13*a*g^4*p*r^2-215*a*g^4*p*r*x+1054*a*g^4*p*x^2-62*a*g^4*q^2*x-4*a*g^4*q*r^2 -132*a*g^4*q*r*x+247*a*g^4*q*x^2-a*g^4*r^3+92*a*g^4*r^2*x+1936*a*g^4*r*x^2+3473 *a*g^4*x^3-21*a*g^3*p^4-48*a*g^3*p^3*q-48*a*g^3*p^3*r-391*a*g^3*p^3*x-8*a*g^3*p ^2*q^2-92*a*g^3*p^2*q*r-1925*a*g^3*p^2*q*x-34*a*g^3*p^2*r^2+35*a*g^3*p^2*r*x+ 5327*a*g^3*p^2*x^2-12*a*g^3*p*q^2*r-828*a*g^3*p*q^2*x-48*a*g^3*p*q*r^2-1170*a*g ^3*p*q*r*x+2306*a*g^3*p*q*x^2-7*a*g^3*p*r^3+565*a*g^3*p*r^2*x+9756*a*g^3*p*r*x^ 2+14564*a*g^3*p*x^3-42*a*g^3*q^3*x-4*a*g^3*q^2*r^2-172*a*g^3*q^2*r*x+428*a*g^3* q^2*x^2-4*a*g^3*q*r^3+278*a*g^3*q*r^2*x+7748*a*g^3*q*r*x^2+17387*a*g^3*q*x^3+ 130*a*g^3*r^3*x+1051*a*g^3*r^2*x^2-4619*a*g^3*r*x^3-7129*a*g^3*x^4-11*a*g^2*p^5 -78*a*g^2*p^4*q-29*a*g^2*p^4*r+69*a*g^2*p^4*x-40*a*g^2*p^3*q^2-183*a*g^2*p^3*q* r-2272*a*g^2*p^3*q*x-25*a*g^2*p^3*r^2+956*a*g^2*p^3*r*x+8639*a*g^2*p^3*x^2-2*a* g^2*p^2*q^3-74*a*g^2*p^2*q^2*r-2399*a*g^2*p^2*q^2*x-137*a*g^2*p^2*q*r^2-1487*a* g^2*p^2*q*r*x+12653*a*g^2*p^2*q*x^2-7*a*g^2*p^2*r^3+1435*a*g^2*p^2*r^2*x+15789* a*g^2*p^2*r*x^2+14966*a*g^2*p^2*x^3-3*a*g^2*p*q^3*r-471*a*g^2*p*q^3*x-36*a*g^2* p*q^2*r^2-1257*a*g^2*p*q^2*r*x+3232*a*g^2*p*q^2*x^2-33*a*g^2*p*q*r^3+1092*a*g^2 *p*q*r^2*x+30912*a*g^2*p*q*r*x^2+57712*a*g^2*p*q*x^3+540*a*g^2*p*r^3*x+3295*a*g ^2*p*r^2*x^2-17132*a*g^2*p*r*x^3-20838*a*g^2*p*x^4-8*a*g^2*q^4*x-a*g^2*q^3*r^2-\ 72*a*g^2*q^3*r*x+473*a*g^2*q^3*x^2-2*a*g^2*q^2*r^3+368*a*g^2*q^2*r^2*x+9706*a*g ^2*q^2*r*x^2+23456*a*g^2*q^2*x^3-a*g^2*q*r^4+374*a*g^2*q*r^3*x+4611*a*g^2*q*r^2 *x^2-6562*a*g^2*q*r*x^3-19755*a*g^2*q*x^4+6*a*g^2*r^4*x-1536*a*g^2*r^3*x^2-\ 13593*a*g^2*r^2*x^3-12864*a*g^2*r*x^4-a*g*p^6-48*a*g*p^5*q-3*a*g*p^5*r+203*a*g* p^5*x-48*a*g*p^4*q^2-138*a*g*p^4*q*r-940*a*g*p^4*q*x-3*a*g*p^4*r^2+885*a*g*p^4* r*x+4743*a*g*p^4*x^2-8*a*g*p^3*q^3-104*a*g*p^3*q^2*r-2090*a*g*p^3*q^2*x-138*a*g *p^3*q*r^2-192*a*g*p^3*q*r*x+15251*a*g*p^3*q*x^2-a*g*p^3*r^3+1176*a*g*p^3*r^2*x +7684*a*g*p^3*r*x^2+400*a*g*p^3*x^3-14*a*g*p^2*q^3*r-1003*a*g*p^2*q^3*x-68*a*g* p^2*q^2*r^2-1261*a*g*p^2*q^2*r*x+11178*a*g*p^2*q^2*x^2-54*a*g*p^2*q*r^3+1694*a* g*p^2*q*r^2*x+35716*a*g*p^2*q*r*x^2+47880*a*g*p^2*q*x^3+548*a*g*p^2*r^3*x-246*a *g*p^2*r^2*x^2-30871*a*g*p^2*r*x^3-23386*a*g*p^2*x^4-78*a*g*p*q^4*x-6*a*g*p*q^3 *r^2-388*a*g*p*q^3*r*x+1966*a*g*p*q^3*x^2-12*a*g*p*q^2*r^3+985*a*g*p*q^2*r^2*x+ 26658*a*g*p*q^2*r*x^2+52950*a*g*p*q^2*x^3-6*a*g*p*q*r^4+970*a*g*p*q*r^3*x+10593 *a*g*p*q*r^2*x^2-19510*a*g*p*q*r*x^3-39471*a*g*p*q*x^4+54*a*g*p*r^4*x-2757*a*g* p*r^3*x^2-23175*a*g*p*r^2*x^3-18195*a*g*p*r*x^4-8*a*g*q^4*r*x+176*a*g*q^4*x^2+ 201*a*g*q^3*r^2*x+4674*a*g*q^3*r*x^2+11468*a*g*q^3*x^3+284*a*g*q^2*r^3*x+3062*a *g*q^2*r^2*x^2-10852*a*g*q^2*r*x^3-22517*a*g*q^2*x^4+48*a*g*q*r^4*x-2610*a*g*q* r^3*x^2-29474*a*g*q*r^2*x^3-31017*a*g*q*r*x^4-90*a*g*r^4*x^2+2728*a*g*r^3*x^3+ 12768*a*g*r^2*x^4-10*a*p^6*q+40*a*p^6*x-16*a*p^5*q^2-35*a*p^5*q*r-113*a*p^5*q*x +186*a*p^5*r*x+702*a*p^5*x^2-6*a*p^4*q^3-42*a*p^4*q^2*r-499*a*p^4*q^2*x-45*a*p^ 4*q*r^2+204*a*p^4*q*r*x+4656*a*p^4*q*x^2+297*a*p^4*r^2*x+951*a*p^4*r*x^2-1713*a *p^4*x^3-11*a*p^3*q^3*r-466*a*p^3*q^3*x-36*a*p^3*q^2*r^2-182*a*p^3*q^2*r*x+6772 *a*p^3*q^2*x^2-25*a*p^3*q*r^3+812*a*p^3*q*r^2*x+11175*a*p^3*q*r*x^2+8664*a*p^3* q*x^3+196*a*p^3*r^3*x-692*a*p^3*r^2*x^2-10175*a*p^3*r*x^3-5891*a*p^3*x^4-120*a* p^2*q^4*x-5*a*p^2*q^3*r^2-191*a*p^2*q^3*r*x+3185*a*p^2*q^3*x^2-10*a*p^2*q^2*r^3 +693*a*p^2*q^2*r^2*x+15595*a*p^2*q^2*r*x^2+21561*a*p^2*q^2*x^3-5*a*p^2*q*r^4+ 612*a*p^2*q*r^3*x+3739*a*p^2*q*r^2*x^2-20963*a*p^2*q*r*x^3-21241*a*p^2*q*x^4+45 *a*p^2*r^4*x-1134*a*p^2*r^3*x^2-6590*a*p^2*r^2*x^3-945*a*p^2*r*x^4-24*a*p*q^4*r *x+375*a*p*q^4*x^2+272*a*p*q^3*r^2*x+6469*a*p*q^3*r*x^2+12848*a*p*q^3*x^3+351*a *p*q^2*r^3*x+3454*a*p*q^2*r^2*x^2-14451*a*p*q^2*r*x^3-22799*a*p*q^2*x^4+117*a*p *q*r^4*x-2070*a*p*q*r^3*x^2-26689*a*p*q*r^2*x^3-25374*a*p*q*r*x^4-234*a*p*r^4*x ^2+1810*a*p*r^3*x^3+10044*a*p*r^2*x^4+8*a*q^5*x^2+36*a*q^4*r^2*x+701*a*q^4*r*x^ 2+1664*a*q^4*x^3+39*a*q^3*r^3*x+19*a*q^3*r^2*x^2-5785*a*q^3*r*x^3-7449*a*q^3*x^ 4-12*a*q^2*r^4*x-1341*a*q^2*r^3*x^2-10799*a*q^2*r^2*x^3-7741*a*q^2*r*x^4-84*a*q *r^4*x^2+2646*a*q*r^3*x^3+12636*a*q*r^2*x^4+60*a*r^4*x^3-760*a*r^3*x^4-1360*b^5 *c*x^2-328*b^5*g*x^2-488*b^5*p*x^2+272*b^5*r*x^2+2016*b^5*x^3-400*b^4*c^3*x-304 *b^4*c^2*g*x-1056*b^4*c^2*p*x-248*b^4*c^2*r*x-7888*b^4*c^2*x^2-52*b^4*c*g^2*x-\ 612*b^4*c*g*p*x-176*b^4*c*g*r*x-5336*b^4*c*g*x^2-812*b^4*c*p^2*x-348*b^4*c*p*r* x-4840*b^4*c*p*x^2-3832*b^4*c*q*x^2+72*b^4*c*r^2*x+3280*b^4*c*r*x^2+27464*b^4*c *x^3-72*b^4*g^2*p*x-8*b^4*g^2*r*x-700*b^4*g^2*x^2-252*b^4*g*p^2*x-160*b^4*g*p*r *x-1958*b^4*g*p*x^2-772*b^4*g*q*x^2-8*b^4*g*r^2*x+1038*b^4*g*r*x^2+9022*b^4*g*x ^3-192*b^4*p^3*x-80*b^4*p^2*r*x-588*b^4*p^2*x^2-1388*b^4*p*q*x^2+104*b^4*p*r^2* x+2376*b^4*p*r*x^2+11804*b^4*p*x^3+796*b^4*q*r*x^2+5404*b^4*q*x^3-12*b^4*r^3*x-\ 244*b^4*r^2*x^2-3308*b^4*r*x^3-6164*b^4*x^4-16*b^3*c^4*p-16*b^3*c^4*r-2400*b^3* c^4*x-16*b^3*c^3*g*p-16*b^3*c^3*g*r-2784*b^3*c^3*g*x-48*b^3*c^3*p^2-64*b^3*c^3* p*r-6784*b^3*c^3*p*x-1024*b^3*c^3*q*x-16*b^3*c^3*r^2-1712*b^3*c^3*r*x-15360*b^3 *c^3*x^2-4*b^3*c^2*g^2*p-4*b^3*c^2*g^2*r-1032*b^3*c^2*g^2*x-40*b^3*c^2*g*p^2-56 *b^3*c^2*g*p*r-6536*b^3*c^2*g*p*x-784*b^3*c^2*g*q*x-16*b^3*c^2*g*r^2-1804*b^3*c ^2*g*r*x-17860*b^3*c^2*g*x^2-52*b^3*c^2*p^3-84*b^3*c^2*p^2*r-6260*b^3*c^2*p^2*x -2684*b^3*c^2*p*q*x-32*b^3*c^2*p*r^2-2928*b^3*c^2*p*r*x-5796*b^3*c^2*p*x^2-588* b^3*c^2*q*r*x-16584*b^3*c^2*q*x^2+596*b^3*c^2*r^2*x+24300*b^3*c^2*r*x^2+125128* b^3*c^2*x^3-120*b^3*c*g^3*x-8*b^3*c*g^2*p^2-12*b^3*c*g^2*p*r-1922*b^3*c*g^2*p*x -136*b^3*c*g^2*q*x-4*b^3*c*g^2*r^2-472*b^3*c*g^2*r*x-5782*b^3*c*g^2*x^2-32*b^3* c*g*p^3-56*b^3*c*g*p^2*r-4300*b^3*c*g*p^2*x-1536*b^3*c*g*p*q*x-24*b^3*c*g*p*r^2 -2360*b^3*c*g*p*r*x-7692*b^3*c*g*p*x^2-384*b^3*c*g*q*r*x-10696*b^3*c*g*q*x^2+ 248*b^3*c*g*r^2*x+15774*b^3*c*g*r*x^2+86860*b^3*c*g*x^3-24*b^3*c*p^4-44*b^3*c*p ^3*r-2298*b^3*c*p^3*x-2104*b^3*c*p^2*q*x-20*b^3*c*p^2*r^2-1334*b^3*c*p^2*r*x+ 5154*b^3*c*p^2*x^2-792*b^3*c*p*q*r*x-8570*b^3*c*p*q*x^2+964*b^3*c*p*r^2*x+30746 *b^3*c*p*r*x^2+104380*b^3*c*p*x^3-3892*b^3*c*q^2*x^2+288*b^3*c*q*r^2*x+10560*b^ 3*c*q*r*x^2+66690*b^3*c*q*x^3+126*b^3*c*r^3*x+3852*b^3*c*r^2*x^2-1400*b^3*c*r*x ^3-37400*b^3*c*x^4-160*b^3*g^3*p*x-8*b^3*g^3*r*x-406*b^3*g^3*x^2-4*b^3*g^2*p^3-\ 8*b^3*g^2*p^2*r-702*b^3*g^2*p^2*x-172*b^3*g^2*p*q*x-4*b^3*g^2*p*r^2-424*b^3*g^2 *p*r*x-1869*b^3*g^2*p*x^2-1182*b^3*g^2*q*x^2+32*b^3*g^2*r^2*x+2479*b^3*g^2*r*x^ 2+14103*b^3*g^2*x^3-8*b^3*g*p^4-16*b^3*g*p^3*r-836*b^3*g*p^3*x-648*b^3*g*p^2*q* x-8*b^3*g*p^2*r^2-580*b^3*g*p^2*r*x+734*b^3*g*p^2*x^2-372*b^3*g*p*q*r*x-3617*b^ 3*g*p*q*x^2+252*b^3*g*p*r^2*x+10324*b^3*g*p*r*x^2+37696*b^3*g*p*x^3-506*b^3*g*q ^2*x^2+3375*b^3*g*q*r*x^2+21469*b^3*g*q*x^3-4*b^3*g*r^3*x+814*b^3*g*r^2*x^2-\ 3472*b^3*g*r*x^3-14930*b^3*g*x^4-4*b^3*p^5-8*b^3*p^4*r-282*b^3*p^4*x-512*b^3*p^ 3*q*x-4*b^3*p^3*r^2-190*b^3*p^3*r*x+2042*b^3*p^3*x^2-160*b^3*p^2*q*r*x-438*b^3* p^2*q*x^2+288*b^3*p^2*r^2*x+7866*b^3*p^2*r*x^2+20196*b^3*p^2*x^3-1486*b^3*p*q^2 *x^2+328*b^3*p*q*r^2*x+6862*b^3*p*q*r*x^2+29204*b^3*p*q*x^3+150*b^3*p*r^3*x+ 2400*b^3*p*r^2*x^2+264*b^3*p*r*x^3-12960*b^3*p*x^4+880*b^3*q^2*r*x^2+5352*b^3*q ^2*x^3-36*b^3*q*r^3*x-900*b^3*q*r^2*x^2-10414*b^3*q*r*x^3-15700*b^3*q*x^4-12*b^ 3*r^4*x-516*b^3*r^3*x^2-5408*b^3*r^2*x^3-5032*b^3*r*x^4-80*b^2*c^5*p-80*b^2*c^5 *r-5744*b^2*c^5*x-112*b^2*c^4*g*p-112*b^2*c^4*g*r-8856*b^2*c^4*g*x-256*b^2*c^4* p^2-32*b^2*c^4*p*q-352*b^2*c^4*p*r-17352*b^2*c^4*p*x-32*b^2*c^4*q*r-4816*b^2*c^ 4*q*x-96*b^2*c^4*r^2-4648*b^2*c^4*r*x-9448*b^2*c^4*x^2-52*b^2*c^3*g^2*p-52*b^2* c^3*g^2*r-4936*b^2*c^3*g^2*x-312*b^2*c^3*g*p^2-32*b^2*c^3*g*p*q-440*b^2*c^3*g*p *r-23100*b^2*c^3*g*p*x-32*b^2*c^3*g*q*r-5720*b^2*c^3*g*q*x-128*b^2*c^3*g*r^2-\ 6492*b^2*c^3*g*r*x-18000*b^2*c^3*g*x^2-308*b^2*c^3*p^3-96*b^2*c^3*p^2*q-532*b^2 *c^3*p^2*r-18424*b^2*c^3*p^2*x-128*b^2*c^3*p*q*r-13600*b^2*c^3*p*q*x-240*b^2*c^ 3*p*r^2-8848*b^2*c^3*p*r*x+21100*b^2*c^3*p*x^2-948*b^2*c^3*q^2*x-32*b^2*c^3*q*r ^2-3300*b^2*c^3*q*r*x-21220*b^2*c^3*q*x^2-16*b^2*c^3*r^3+2040*b^2*c^3*r^2*x+ 75608*b^2*c^3*r*x^2+264480*b^2*c^3*x^3-8*b^2*c^2*g^3*p-8*b^2*c^2*g^3*r-1166*b^2 *c^2*g^3*x-124*b^2*c^2*g^2*p^2-8*b^2*c^2*g^2*p*q-180*b^2*c^2*g^2*p*r-10812*b^2* c^2*g^2*p*x-8*b^2*c^2*g^2*q*r-2180*b^2*c^2*g^2*q*x-56*b^2*c^2*g^2*r^2-2928*b^2* c^2*g^2*r*x-9604*b^2*c^2*g^2*x^2-304*b^2*c^2*g*p^3-80*b^2*c^2*g*p^2*q-544*b^2*c ^2*g*p^2*r-19400*b^2*c^2*g*p^2*x-112*b^2*c^2*g*p*q*r-13288*b^2*c^2*g*p*q*x-256* b^2*c^2*g*p*r^2-10320*b^2*c^2*g*p*r*x+11958*b^2*c^2*g*p*x^2-732*b^2*c^2*g*q^2*x -32*b^2*c^2*g*q*r^2-3372*b^2*c^2*g*q*r*x-25128*b^2*c^2*g*q*x^2-16*b^2*c^2*g*r^3 +1776*b^2*c^2*g*r^2*x+76352*b^2*c^2*g*r*x^2+280146*b^2*c^2*g*x^3-172*b^2*c^2*p^ 4-104*b^2*c^2*p^3*q-356*b^2*c^2*p^3*r-8656*b^2*c^2*p^3*x-168*b^2*c^2*p^2*q*r-\ 12772*b^2*c^2*p^2*q*x-216*b^2*c^2*p^2*r^2-5050*b^2*c^2*p^2*r*x+40584*b^2*c^2*p^ 2*x^2-2464*b^2*c^2*p*q^2*x-64*b^2*c^2*p*q*r^2-5460*b^2*c^2*p*q*r*x+1336*b^2*c^2 *p*q*x^2-32*b^2*c^2*p*r^3+3812*b^2*c^2*p*r^2*x+120670*b^2*c^2*p*r*x^2+308982*b^ 2*c^2*p*x^3-494*b^2*c^2*q^2*r*x-10968*b^2*c^2*q^2*x^2+1692*b^2*c^2*q*r^2*x+ 56268*b^2*c^2*q*r*x^2+236796*b^2*c^2*q*x^3+930*b^2*c^2*r^3*x+20372*b^2*c^2*r^2* x^2+8100*b^2*c^2*r*x^3-99932*b^2*c^2*x^4-97*b^2*c*g^4*x-16*b^2*c*g^3*p^2-24*b^2 *c*g^3*p*r-2044*b^2*c*g^3*p*x-262*b^2*c*g^3*q*x-8*b^2*c*g^3*r^2-410*b^2*c*g^3*r *x-1325*b^2*c*g^3*x^2-92*b^2*c*g^2*p^3-16*b^2*c*g^2*p^2*q-172*b^2*c*g^2*p^2*r-\ 6532*b^2*c*g^2*p^2*x-24*b^2*c*g^2*p*q*r-3937*b^2*c*g^2*p*q*x-84*b^2*c*g^2*p*r^2 -3725*b^2*c*g^2*p*r*x+1095*b^2*c*g^2*p*x^2-129*b^2*c*g^2*q^2*x-8*b^2*c*g^2*q*r^ 2-810*b^2*c*g^2*q*r*x-7731*b^2*c*g^2*q*x^2-4*b^2*c*g^2*r^3+585*b^2*c*g^2*r^2*x+ 25348*b^2*c*g^2*r*x^2+94921*b^2*c*g^2*x^3-120*b^2*c*g*p^4-64*b^2*c*g*p^3*q-256* b^2*c*g*p^3*r-6326*b^2*c*g*p^3*x-112*b^2*c*g*p^2*q*r-8928*b^2*c*g*p^2*q*x-160*b ^2*c*g*p^2*r^2-4272*b^2*c*g*p^2*r*x+24151*b^2*c*g*p^2*x^2-1389*b^2*c*g*p*q^2*x-\ 48*b^2*c*g*p*q*r^2-4468*b^2*c*g*p*q*r*x-6678*b^2*c*g*p*q*x^2-24*b^2*c*g*p*r^3+ 2273*b^2*c*g*p*r^2*x+83685*b^2*c*g*p*r*x^2+226129*b^2*c*g*p*x^3-284*b^2*c*g*q^2 *r*x-6236*b^2*c*g*q^2*x^2+806*b^2*c*g*q*r^2*x+36368*b^2*c*g*q*r*x^2+162642*b^2* c*g*q*x^3+506*b^2*c*g*r^3*x+12912*b^2*c*g*r^2*x^2-892*b^2*c*g*r*x^3-75826*b^2*c *g*x^4-44*b^2*c*p^5-48*b^2*c*p^4*q-108*b^2*c*p^4*r-1746*b^2*c*p^4*x-88*b^2*c*p^ 3*q*r-4767*b^2*c*p^3*q*x-84*b^2*c*p^3*r^2-945*b^2*c*p^3*r*x+18974*b^2*c*p^3*x^2 -1975*b^2*c*p^2*q^2*x-40*b^2*c*p^2*q*r^2-2379*b^2*c*p^2*q*r*x+15783*b^2*c*p^2*q *x^2-20*b^2*c*p^2*r^3+2030*b^2*c*p^2*r^2*x+54500*b^2*c*p^2*r*x^2+106023*b^2*c*p ^2*x^3-627*b^2*c*p*q^2*r*x-3813*b^2*c*p*q^2*x^2+2346*b^2*c*p*q*r^2*x+64433*b^2* c*p*q*r*x^2+193772*b^2*c*p*q*x^3+1035*b^2*c*p*r^3*x+15836*b^2*c*p*r^2*x^2-18222 *b^2*c*p*r*x^3-80532*b^2*c*p*x^4-1666*b^2*c*q^3*x^2+378*b^2*c*q^2*r^2*x+11968*b ^2*c*q^2*r*x^2+58089*b^2*c*q^2*x^3+231*b^2*c*q*r^3*x+4476*b^2*c*q*r^2*x^2-27770 *b^2*c*q*r*x^3-83042*b^2*c*q*x^4-66*b^2*c*r^4*x-4560*b^2*c*r^3*x^2-50636*b^2*c* r^2*x^3-59408*b^2*c*r*x^4-122*b^2*g^4*p*x+6*b^2*g^4*r*x+79*b^2*g^4*x^2-8*b^2*g^ 3*p^3-16*b^2*g^3*p^2*r-696*b^2*g^3*p^2*x-324*b^2*g^3*p*q*x-8*b^2*g^3*p*r^2-402* b^2*g^3*p*r*x-98*b^2*g^3*p*x^2+12*b^2*g^3*q*r*x-332*b^2*g^3*q*x^2+84*b^2*g^3*r^ 2*x+2772*b^2*g^3*r*x^2+10014*b^2*g^3*x^3-20*b^2*g^2*p^4-8*b^2*g^2*p^3*q-44*b^2* g^2*p^3*r-1126*b^2*g^2*p^3*x-16*b^2*g^2*p^2*q*r-1479*b^2*g^2*p^2*q*x-28*b^2*g^2 *p^2*r^2-865*b^2*g^2*p^2*r*x+3351*b^2*g^2*p^2*x^2-146*b^2*g^2*p*q^2*x-8*b^2*g^2 *p*q*r^2-814*b^2*g^2*p*q*r*x-2388*b^2*g^2*p*q*x^2-4*b^2*g^2*p*r^3+314*b^2*g^2*p *r^2*x+13906*b^2*g^2*p*r*x^2+39695*b^2*g^2*p*x^3+22*b^2*g^2*q^2*r*x-328*b^2*g^2 *q^2*x^2+102*b^2*g^2*q*r^2*x+5625*b^2*g^2*q*r*x^2+26039*b^2*g^2*q*x^3+50*b^2*g^ 2*r^3*x+1597*b^2*g^2*r^2*x^2-2905*b^2*g^2*r*x^3-14517*b^2*g^2*x^4-16*b^2*g*p^5-\ 16*b^2*g*p^4*q-40*b^2*g*p^4*r-656*b^2*g*p^4*x-32*b^2*g*p^3*q*r-1770*b^2*g*p^3*q *x-32*b^2*g*p^3*r^2-438*b^2*g*p^3*r*x+6384*b^2*g*p^3*x^2-603*b^2*g*p^2*q^2*x-16 *b^2*g*p^2*q*r^2-1066*b^2*g*p^2*q*r*x+3264*b^2*g*p^2*q*x^2-8*b^2*g*p^2*r^3+689* b^2*g*p^2*r^2*x+19793*b^2*g*p^2*r*x^2+40602*b^2*g*p^2*x^3-304*b^2*g*p*q^2*r*x-\ 1813*b^2*g*p*q^2*x^2+674*b^2*g*p*q*r^2*x+21899*b^2*g*p*q*r*x^2+70760*b^2*g*p*q* x^3+404*b^2*g*p*r^3*x+6542*b^2*g*p*r^2*x^2-3421*b^2*g*p*r*x^3-28377*b^2*g*p*x^4 +45*b^2*g*q^3*x^2+22*b^2*g*q^2*r^2*x+3798*b^2*g*q^2*r*x^2+17868*b^2*g*q^2*x^3-\ 14*b^2*g*q*r^3*x+549*b^2*g*q*r^2*x^2-15482*b^2*g*q*r*x^3-32536*b^2*g*q*x^4-12*b ^2*g*r^4*x-1191*b^2*g*r^3*x^2-15698*b^2*g*r^2*x^3-17664*b^2*g*r*x^4-4*b^2*p^6-8 *b^2*p^5*q-12*b^2*p^5*r-107*b^2*p^5*x-16*b^2*p^4*q*r-585*b^2*p^4*q*x-12*b^2*p^4 *r^2-12*b^2*p^4*r*x+2635*b^2*p^4*x^2-496*b^2*p^3*q^2*x-8*b^2*p^3*q*r^2-327*b^2* p^3*q*r*x+4866*b^2*p^3*q*x^2-4*b^2*p^3*r^3+275*b^2*p^3*r^2*x+7102*b^2*p^3*r*x^2 +9855*b^2*p^3*x^3-100*b^2*p^2*q^2*r*x+780*b^2*p^2*q^2*x^2+648*b^2*p^2*q*r^2*x+ 16103*b^2*p^2*q*r*x^2+37187*b^2*p^2*q*x^3+150*b^2*p^2*r^3*x+1738*b^2*p^2*r^2*x^ 2-11159*b^2*p^2*r*x^3-16725*b^2*p^2*x^4-741*b^2*p*q^3*x^2+370*b^2*p*q^2*r^2*x+ 7185*b^2*p*q^2*r*x^2+26147*b^2*p*q^2*x^3+291*b^2*p*q*r^3*x+3669*b^2*p*q*r^2*x^2 -7199*b^2*p*q*r*x^3-28700*b^2*p*q*x^4-30*b^2*p*r^4*x-2199*b^2*p*r^3*x^2-20636*b ^2*p*r^2*x^3-22826*b^2*p*r*x^4+455*b^2*q^3*r*x^2+2355*b^2*q^3*x^3-39*b^2*q^2*r^ 3*x-1131*b^2*q^2*r^2*x^2-11786*b^2*q^2*r*x^3-14715*b^2*q^2*x^4-24*b^2*q*r^4*x-\ 966*b^2*q*r^3*x^2-9256*b^2*q*r^2*x^3-6138*b^2*q*r*x^4+120*b^2*r^4*x^2+2116*b^2* r^3*x^3+8136*b^2*r^2*x^4-144*b*c^6*p-144*b*c^6*r-6368*b*c^6*x-256*b*c^5*g*p-256 *b*c^5*g*r-12200*b*c^5*g*x-488*b*c^5*p^2-112*b*c^5*p*q-688*b*c^5*p*r-20616*b*c^ 5*p*x-112*b*c^5*q*r-7912*b*c^5*q*x-200*b*c^5*r^2-6056*b*c^5*r*x+2496*b*c^5*x^2-\ 168*b*c^4*g^2*p-168*b*c^4*g^2*r-9012*b*c^4*g^2*x-772*b*c^4*g*p^2-160*b*c^4*g*p* q-1104*b*c^4*g*p*r-34816*b*c^4*g*p*x-160*b*c^4*g*q*r-12572*b*c^4*g*q*x-332*b*c^ 4*g*r^2-10388*b*c^4*g*r*x+896*b*c^4*g*x^2-640*b*c^4*p^3-360*b*c^4*p^2*q-1160*b* c^4*p^2*r-24516*b*c^4*p^2*x-20*b*c^4*p*q^2-496*b*c^4*p*q*r-24096*b*c^4*p*q*x-\ 580*b*c^4*p*r^2-12172*b*c^4*p*r*x+49812*b*c^4*p*x^2-20*b*c^4*q^2*r-3104*b*c^4*q ^2*x-136*b*c^4*q*r^2-6512*b*c^4*q*r*x-4940*b*c^4*q*x^2-60*b*c^4*r^3+3072*b*c^4* r^2*x+102152*b*c^4*r*x^2+270608*b*c^4*x^3-48*b*c^3*g^3*p-48*b*c^3*g^3*r-3178*b* c^3*g^3*x-446*b*c^3*g^2*p^2-76*b*c^3*g^2*p*q-648*b*c^3*g^2*p*r-22234*b*c^3*g^2* p*x-76*b*c^3*g^2*q*r-7258*b*c^3*g^2*q*x-202*b*c^3*g^2*r^2-6466*b*c^3*g^2*r*x+ 396*b*c^3*g^2*x^2-856*b*c^3*g*p^3-448*b*c^3*g*p^2*q-1580*b*c^3*g*p^2*r-34444*b* c^3*g*p^2*x-20*b*c^3*g*p*q^2-632*b*c^3*g*p*q*r-32880*b*c^3*g*p*q*x-804*b*c^3*g* p*r^2-18144*b*c^3*g*p*r*x+60104*b*c^3*g*p*x^2-20*b*c^3*g*q^2*r-3764*b*c^3*g*q^2 *x-184*b*c^3*g*q*r^2-9044*b*c^3*g*q*r*x-12684*b*c^3*g*q*x^2-80*b*c^3*g*r^3+4004 *b*c^3*g*r^2*x+140476*b*c^3*g*r*x^2+383028*b*c^3*g*x^3-410*b*c^3*p^4-436*b*c^3* p^3*q-912*b*c^3*p^3*r-13532*b*c^3*p^3*x-60*b*c^3*p^2*q^2-756*b*c^3*p^2*q*r-\ 26112*b*c^3*p^2*q*x-634*b*c^3*p^2*r^2-7380*b*c^3*p^2*r*x+80864*b*c^3*p^2*x^2-80 *b*c^3*p*q^2*r-8738*b*c^3*p*q^2*x-344*b*c^3*p*q*r^2-12084*b*c^3*p*q*r*x+42126*b *c^3*p*q*x^2-136*b*c^3*p*r^3+7046*b*c^3*p*r^2*x+193156*b*c^3*p*r*x^2+393998*b*c ^3*p*x^3-380*b*c^3*q^3*x-20*b*c^3*q^2*r^2-2020*b*c^3*q^2*r*x-6290*b*c^3*q^2*x^2 -24*b*c^3*q*r^3+3528*b*c^3*q*r^2*x+112578*b*c^3*q*r*x^2+343654*b*c^3*q*x^3-4*b* c^3*r^4+2152*b*c^3*r^3*x+36424*b*c^3*r^2*x^2+9772*b*c^3*r*x^3-120616*b*c^3*x^4-\ 5*b*c^2*g^4*p-5*b*c^2*g^4*r-529*b*c^2*g^4*x-111*b*c^2*g^3*p^2-12*b*c^2*g^3*p*q-\ 164*b*c^2*g^3*p*r-6582*b*c^2*g^3*p*x-12*b*c^2*g^3*q*r-1785*b*c^2*g^3*q*x-53*b*c ^2*g^3*r^2-1671*b*c^2*g^3*r*x+1516*b*c^2*g^3*x^2-404*b*c^2*g^2*p^3-182*b*c^2*g^ 2*p^2*q-762*b*c^2*g^2*p^2*r-17409*b*c^2*g^2*p^2*x-5*b*c^2*g^2*p*q^2-264*b*c^2*g ^2*p*q*r-15786*b*c^2*g^2*p*q*x-393*b*c^2*g^2*p*r^2-9579*b*c^2*g^2*p*r*x+26739*b *c^2*g^2*p*x^2-5*b*c^2*g^2*q^2*r-1472*b*c^2*g^2*q^2*x-82*b*c^2*g^2*q*r^2-4034*b *c^2*g^2*q*r*x-7111*b*c^2*g^2*q*x^2-35*b*c^2*g^2*r^3+2088*b*c^2*g^2*r^2*x+71386 *b*c^2*g^2*r*x^2+196570*b*c^2*g^2*x^3-427*b*c^2*g*p^4-440*b*c^2*g*p^3*q-964*b*c ^2*g*p^3*r-14573*b*c^2*g*p^3*x-50*b*c^2*g*p^2*q^2-788*b*c^2*g*p^2*q*r-28272*b*c ^2*g*p^2*q*x-679*b*c^2*g*p^2*r^2-8836*b*c^2*g*p^2*r*x+80200*b*c^2*g*p^2*x^2-70* b*c^2*g*p*q^2*r-8620*b*c^2*g*p*q^2*x-372*b*c^2*g*p*q*r^2-14360*b*c^2*g*p*q*r*x+ 29601*b*c^2*g*p*q*x^2-146*b*c^2*g*p*r^3+6828*b*c^2*g*p*r^2*x+202713*b*c^2*g*p*r *x^2+429179*b*c^2*g*p*x^3-296*b*c^2*g*q^3*x-20*b*c^2*g*q^2*r^2-1967*b*c^2*g*q^2 *r*x-7329*b*c^2*g*q^2*x^2-24*b*c^2*g*q*r^3+3194*b*c^2*g*q*r^2*x+113418*b*c^2*g* q*r*x^2+362551*b*c^2*g*q*x^3-4*b*c^2*g*r^4+2060*b*c^2*g*r^3*x+36036*b*c^2*g*r^2 *x^2+592*b*c^2*g*r*x^3-136216*b*c^2*g*x^4-133*b*c^2*p^5-246*b*c^2*p^4*q-357*b*c ^2*p^4*r-3458*b*c^2*p^4*x-65*b*c^2*p^3*q^2-512*b*c^2*p^3*q*r-12532*b*c^2*p^3*q* x-323*b*c^2*p^3*r^2-991*b*c^2*p^3*r*x+47749*b*c^2*p^3*x^2-105*b*c^2*p^2*q^2*r-\ 8331*b*c^2*p^2*q^2*x-314*b*c^2*p^2*q*r^2-6771*b*c^2*p^2*q*r*x+63579*b*c^2*p^2*q *x^2-107*b*c^2*p^2*r^3+5562*b*c^2*p^2*r^2*x+120476*b*c^2*p^2*r*x^2+186093*b*c^2 *p^2*x^3-979*b*c^2*p*q^3*x-40*b*c^2*p*q^2*r^2-3176*b*c^2*p*q^2*r*x+10594*b*c^2* p*q^2*x^2-48*b*c^2*p*q*r^3+6053*b*c^2*p*q*r^2*x+169744*b*c^2*p*q*r*x^2+393466*b *c^2*p*q*x^3-8*b*c^2*p*r^4+2939*b*c^2*p*r^3*x+36216*b*c^2*p*r^2*x^2-56206*b*c^2 *p*r*x^3-151406*b*c^2*p*x^4-177*b*c^2*q^3*r*x-2190*b*c^2*q^3*x^2+1455*b*c^2*q^2 *r^2*x+41837*b*c^2*q^2*r*x^2+144469*b*c^2*q^2*x^3+1329*b*c^2*q*r^3*x+21866*b*c^ 2*q*r^2*x^2-37830*b*c^2*q*r*x^3-154922*b*c^2*q*x^4-6*b*c^2*r^4*x-10248*b*c^2*r^ 3*x^2-117644*b*c^2*r^2*x^3-139832*b*c^2*r*x^4-33*b*c*g^5*x-10*b*c*g^4*p^2-15*b* c*g^4*p*r-872*b*c*g^4*p*x-155*b*c*g^4*q*x-5*b*c*g^4*r^2-123*b*c*g^4*r*x+887*b*c *g^4*x^2-78*b*c*g^3*p^3-24*b*c*g^3*p^2*q-151*b*c*g^3*p^2*r-3726*b*c*g^3*p^2*x-\ 36*b*c*g^3*p*q*r-3055*b*c*g^3*p*q*x-78*b*c*g^3*p*r^2-2089*b*c*g^3*p*r*x+5454*b* c*g^3*p*x^2-183*b*c*g^3*q^2*x-12*b*c*g^3*q*r^2-534*b*c*g^3*q*r*x-604*b*c*g^3*q* x^2-5*b*c*g^3*r^3+537*b*c*g^3*r^2*x+15841*b*c*g^3*r*x^2+42520*b*c*g^3*x^3-142*b *c*g^2*p^4-136*b*c*g^2*p^3*q-326*b*c*g^2*p^3*r-5042*b*c*g^2*p^3*x-10*b*c*g^2*p^ 2*q^2-254*b*c*g^2*p^2*q*r-9802*b*c*g^2*p^2*q*x-232*b*c*g^2*p^2*r^2-3364*b*c*g^2 *p^2*r*x+25964*b*c*g^2*p^2*x^2-15*b*c*g^2*p*q^2*r-2560*b*c*g^2*p*q^2*x-124*b*c* g^2*p*q*r^2-5296*b*c*g^2*p*q*r*x+4936*b*c*g^2*p*q*x^2-49*b*c*g^2*p*r^3+2118*b*c *g^2*p*r^2*x+68393*b*c*g^2*p*r*x^2+149367*b*c*g^2*p*x^3-53*b*c*g^2*q^3*x-5*b*c* g^2*q^2*r^2-401*b*c*g^2*q^2*r*x-1470*b*c*g^2*q^2*x^2-6*b*c*g^2*q*r^3+1038*b*c*g ^2*q*r^2*x+37034*b*c*g^2*q*r*x^2+121623*b*c*g^2*q*x^3-b*c*g^2*r^4+586*b*c*g^2*r ^3*x+9872*b*c*g^2*r^2*x^2-11029*b*c*g^2*r*x^3-53664*b*c*g^2*x^4-94*b*c*g*p^5-\ 176*b*c*g*p^4*q-255*b*c*g*p^4*r-2461*b*c*g*p^4*x-40*b*c*g*p^3*q^2-376*b*c*g*p^3 *q*r-9470*b*c*g*p^3*q*x-234*b*c*g*p^3*r^2-873*b*c*g*p^3*r*x+33422*b*c*g*p^3*x^2 -70*b*c*g*p^2*q^2*r-5901*b*c*g*p^2*q^2*x-236*b*c*g*p^2*q*r^2-5950*b*c*g*p^2*q*r *x+38147*b*c*g*p^2*q*x^2-79*b*c*g*p^2*r^3+3827*b*c*g*p^2*r^2*x+86537*b*c*g*p^2* r*x^2+138348*b*c*g*p^2*x^3-543*b*c*g*p*q^3*x-30*b*c*g*p*q^2*r^2-2620*b*c*g*p*q^ 2*r*x+3089*b*c*g*p*q^2*x^2-36*b*c*g*p*q*r^3+3793*b*c*g*p*q*r^2*x+119219*b*c*g*p *q*r*x^2+293051*b*c*g*p*q*x^3-6*b*c*g*p*r^4+2116*b*c*g*p*r^3*x+27433*b*c*g*p*r^ 2*x^2-34632*b*c*g*p*r*x^3-108868*b*c*g*p*x^4-84*b*c*g*q^3*r*x-637*b*c*g*q^3*x^2 +763*b*c*g*q^2*r^2*x+27384*b*c*g*q^2*r*x^2+98399*b*c*g*q^2*x^3+772*b*c*g*q*r^3* x+14581*b*c*g*q*r^2*x^2-29597*b*c*g*q*r*x^3-112792*b*c*g*q*x^4+18*b*c*g*r^4*x-\ 6288*b*c*g*r^3*x^2-78268*b*c*g*r^2*x^3-92244*b*c*g*r*x^4-20*b*c*p^6-64*b*c*p^5* q-65*b*c*p^5*r-319*b*c*p^5*x-30*b*c*p^4*q^2-158*b*c*p^4*q*r-2597*b*c*p^4*q*x-75 *b*c*p^4*r^2+366*b*c*p^4*r*x+11555*b*c*p^4*x^2-55*b*c*p^3*q^2*r-3145*b*c*p^3*q^ 2*x-124*b*c*p^3*q*r^2-1273*b*c*p^3*q*r*x+28193*b*c*p^3*q*x^2-35*b*c*p^3*r^3+ 1710*b*c*p^3*r^2*x+28775*b*c*p^3*r*x^2+29854*b*c*p^3*x^3-803*b*c*p^2*q^3*x-25*b *c*p^2*q^2*r^2-1270*b*c*p^2*q^2*r*x+14789*b*c*p^2*q^2*x^2-30*b*c*p^2*q*r^3+3110 *b*c*p^2*q*r^2*x+76365*b*c*p^2*q*r*x^2+135874*b*c*p^2*q*x^3-5*b*c*p^2*r^4+1082* b*c*p^2*r^3*x+7949*b*c*p^2*r^2*x^2-51535*b*c*p^2*r*x^3-61446*b*c*p^2*x^4-207*b* c*p*q^3*r*x+253*b*c*p*q^3*x^2+1820*b*c*p*q^2*r^2*x+44118*b*c*p*q^2*r*x^2+116170 *b*c*p*q^2*x^3+1518*b*c*p*q*r^3*x+19181*b*c*p*q*r^2*x^2-44520*b*c*p*q*r*x^3-\ 114934*b*c*p*q*x^4+57*b*c*p*r^4*x-7548*b*c*p*r^3*x^2-79388*b*c*p*r^2*x^3-83022* b*c*p*r*x^4-238*b*c*q^4*x^2+198*b*c*q^3*r^2*x+5552*b*c*q^3*r*x^2+20826*b*c*q^3* x^3+126*b*c*q^2*r^3*x+412*b*c*q^2*r^2*x^2-36191*b*c*q^2*r*x^3-60544*b*c*q^2*x^4 -87*b*c*q*r^4*x-6084*b*c*q*r^3*x^2-60922*b*c*q*r^2*x^3-59394*b*c*q*r*x^4+192*b* c*r^4*x^2+8584*b*c*r^3*x^3+37584*b*c*r^2*x^4-38*b*g^5*p*x+8*b*g^5*r*x+136*b*g^5 *x^2-5*b*g^4*p^3-10*b*g^4*p^2*r-284*b*g^4*p^2*x-185*b*g^4*p*q*x-5*b*g^4*p*r^2-\ 157*b*g^4*p*r*x+442*b*g^4*p*x^2+18*b*g^4*q*r*x+199*b*g^4*q*x^2+55*b*g^4*r^2*x+ 1249*b*g^4*r*x^2+3083*b*g^4*x^3-15*b*g^3*p^4-12*b*g^3*p^3*q-35*b*g^3*p^3*r-560* b*g^3*p^3*x-24*b*g^3*p^2*q*r-1074*b*g^3*p^2*q*x-25*b*g^3*p^2*r^2-408*b*g^3*p^2* r*x+2774*b*g^3*p^2*x^2-206*b*g^3*p*q^2*x-12*b*g^3*p*q*r^2-582*b*g^3*p*q*r*x+29* b*g^3*p*q*x^2-5*b*g^3*p*r^3+214*b*g^3*p*r^2*x+7376*b*g^3*p*r*x^2+16409*b*g^3*p* x^3+32*b*g^3*q^2*r*x+260*b*g^3*q^2*x^2+142*b*g^3*q*r^2*x+3981*b*g^3*q*r*x^2+ 12736*b*g^3*q*x^3+50*b*g^3*r^3*x+628*b*g^3*r^2*x^2-3457*b*g^3*r*x^3-7129*b*g^3* x^4-16*b*g^2*p^5-30*b*g^2*p^4*q-44*b*g^2*p^4*r-414*b*g^2*p^4*x-5*b*g^2*p^3*q^2-\ 66*b*g^2*p^3*q*r-1744*b*g^2*p^3*q*x-41*b*g^2*p^3*r^2-167*b*g^2*p^3*r*x+5834*b*g ^2*p^3*x^2-10*b*g^2*p^2*q^2*r-988*b*g^2*p^2*q^2*x-42*b*g^2*p^2*q*r^2-1254*b*g^2 *p^2*q*r*x+5119*b*g^2*p^2*q*x^2-14*b*g^2*p^2*r^3+628*b*g^2*p^2*r^2*x+15001*b*g^ 2*p^2*r*x^2+24488*b*g^2*p^2*x^3-53*b*g^2*p*q^3*x-5*b*g^2*p*q^2*r^2-479*b*g^2*p* q^2*r*x-193*b*g^2*p*q^2*x^2-6*b*g^2*p*q*r^3+546*b*g^2*p*q*r^2*x+19932*b*g^2*p*q *r*x^2+52296*b*g^2*p*q*x^3-b*g^2*p*r^4+354*b*g^2*p*r^3*x+4701*b*g^2*p*r^2*x^2-\ 6466*b*g^2*p*r*x^3-19755*b*g^2*p*x^4+18*b*g^2*q^3*r*x+260*b*g^2*q^3*x^2+97*b*g^ 2*q^2*r^2*x+4218*b*g^2*q^2*r*x^2+15382*b*g^2*q^2*x^3+78*b*g^2*q*r^3*x+1747*b*g^ 2*q*r^2*x^2-7924*b*g^2*q*r*x^3-20838*b*g^2*q*x^4+6*b*g^2*r^4*x-840*b*g^2*r^3*x^ 2-11559*b*g^2*r^2*x^3-12864*b*g^2*r*x^4-7*b*g*p^6-24*b*g*p^5*q-23*b*g*p^5*r-99* b*g*p^5*x-10*b*g*p^4*q^2-60*b*g*p^4*q*r-1022*b*g*p^4*q*x-27*b*g*p^4*r^2+144*b*g *p^4*r*x+4199*b*g*p^4*x^2-20*b*g*p^3*q^2*r-1188*b*g*p^3*q^2*x-48*b*g*p^3*q*r^2-\ 641*b*g*p^3*q*r*x+9394*b*g*p^3*q*x^2-13*b*g*p^3*r^3+599*b*g*p^3*r^2*x+10356*b*g *p^3*r*x^2+10900*b*g*p^3*x^3-243*b*g*p^2*q^3*x-10*b*g*p^2*q^2*r^2-584*b*g*p^2*q ^2*r*x+3873*b*g*p^2*q^2*x^2-12*b*g*p^2*q*r^3+1095*b*g*p^2*q*r^2*x+28353*b*g*p^2 *q*r*x^2+54074*b*g*p^2*q*x^3-2*b*g*p^2*r^4+380*b*g*p^2*r^3*x+2942*b*g*p^2*r^2*x ^2-18240*b*g*p^2*r*x^3-22517*b*g*p^2*x^4-105*b*g*p*q^3*r*x-61*b*g*p*q^3*x^2+570 *b*g*p*q^2*r^2*x+15322*b*g*p*q^2*r*x^2+43040*b*g*p*q^2*x^3+620*b*g*p*q*r^3*x+ 8667*b*g*p*q*r^2*x^2-9158*b*g*p*q*r*x^3-39471*b*g*p*q*x^4+24*b*g*p*r^4*x-2706*b *g*p*r^3*x^2-29062*b*g*p*r^2*x^3-31017*b*g*p*r*x^4+141*b*g*q^4*x^2+18*b*g*q^3*r ^2*x+1729*b*g*q^3*r*x^2+5864*b*g*q^3*x^3-14*b*g*q^2*r^3*x-489*b*g*q^2*r^2*x^2-\ 16505*b*g*q^2*r*x^3-23386*b*g*q^2*x^4-18*b*g*q*r^4*x-1725*b*g*q*r^3*x^2-19665*b *g*q*r^2*x^3-18195*b*g*q*r*x^4+30*b*g*r^4*x^2+2712*b*g*r^3*x^3+12768*b*g*r^2*x^ 4-b*p^7-6*b*p^6*q-4*b*p^6*r+b*p^6*x-5*b*p^5*q^2-18*b*p^5*q*r-173*b*p^5*q*x-6*b* p^5*r^2+81*b*p^5*r*x+905*b*p^5*x^2-10*b*p^4*q^2*r-382*b*p^4*q^2*x-18*b*p^4*q*r^ 2-24*b*p^4*q*r*x+3777*b*p^4*q*x^2-4*b*p^4*r^3+195*b*p^4*r^2*x+2087*b*p^4*r*x^2+ 600*b*p^4*x^3-208*b*p^3*q^3*x-5*b*p^3*q^2*r^2-158*b*p^3*q^2*r*x+3878*b*p^3*q^2* x^2-6*b*p^3*q*r^3+437*b*p^3*q*r^2*x+10099*b*p^3*q*r*x^2+12848*b*p^3*q*x^3-b*p^3 *r^4+151*b*p^3*r^3*x+364*b*p^3*r^2*x^2-9243*b*p^3*r*x^3-7449*b*p^3*x^4-20*b*p^2 *q^3*r*x+838*b*p^2*q^3*x^2+468*b*p^2*q^2*r^2*x+10699*b*p^2*q^2*r*x^2+21739*b*p^ 2*q^2*x^3+249*b*p^2*q*r^3*x+2365*b*p^2*q*r^2*x^2-16785*b*p^2*q*r*x^3-22799*b*p^ 2*q*x^4+36*b*p^2*r^4*x-843*b*p^2*r^3*x^2-10009*b*p^2*r^2*x^3-7741*b*p^2*r*x^4-\ 168*b*p*q^4*x^2+176*b*p*q^3*r^2*x+3192*b*p*q^3*r*x^2+9904*b*p*q^3*x^3+174*b*p*q ^2*r^3*x+1384*b*p*q^2*r^2*x^2-10993*b*p*q^2*r*x^3-21241*b*p*q^2*x^4-39*b*p*q*r^ 4*x-3006*b*p*q*r^3*x^2-26159*b*p*q*r^2*x^3-25374*b*p*q*r*x^4+6*b*p*r^4*x^2+2874 *b*p*r^3*x^3+12636*b*p*r^2*x^4+108*b*q^4*r*x^2+413*b*q^4*x^3-18*b*q^3*r^3*x-575 *b*q^3*r^2*x^2-5573*b*q^3*r*x^3-5891*b*q^3*x^4-15*b*q^2*r^4*x-552*b*q^2*r^3*x^2 -4714*b*q^2*r^2*x^3-945*b*q^2*r*x^4+156*b*q*r^4*x^2+2750*b*q*r^3*x^3+10044*b*q* r^2*x^4-60*b*r^4*x^3-760*b*r^3*x^4-80*c^7*p-80*c^7*r-2624*c^7*x-176*c^6*g*p-176 *c^6*g*r-6064*c^6*g*x-280*c^6*p^2-96*c^6*p*q-400*c^6*p*r-8864*c^6*p*x-96*c^6*q* r-4360*c^6*q*x-120*c^6*r^2-2680*c^6*r*x+4360*c^6*x^2-152*c^5*g^2*p-152*c^5*g^2* r-5632*c^5*g^2*x-556*c^5*g*p^2-176*c^5*g*p*q-800*c^5*g*p*r-18408*c^5*g*p*x-176* c^5*g*q*r-8652*c^5*g*q*x-244*c^5*g*r^2-5644*c^5*g*r*x+7780*c^5*g*x^2-384*c^5*p^ 3-328*c^5*p^2*q-712*c^5*p^2*r-11060*c^5*p^2*x-36*c^5*p*q^2-464*c^5*p*q*r-14164* c^5*p*q*x-372*c^5*p*r^2-4872*c^5*p*r*x+33292*c^5*p*x^2-36*c^5*q^2*r-2596*c^5*q^ 2*x-136*c^5*q*r^2-4136*c^5*q*r*x+4960*c^5*q*x^2-44*c^5*r^3+1980*c^5*r^2*x+51964 *c^5*r*x^2+110944*c^5*x^3-64*c^4*g^3*p-64*c^4*g^3*r-2664*c^4*g^3*x-430*c^4*g^2* p^2-120*c^4*g^2*p*q-624*c^4*g^2*p*r-15140*c^4*g^2*p*x-120*c^4*g^2*q*r-6670*c^4* g^2*q*x-194*c^4*g^2*r^2-4598*c^4*g^2*r*x+6386*c^4*g^2*x^2-660*c^4*g*p^3-536*c^4 *g*p^2*q-1232*c^4*g*p^2*r-19796*c^4*g*p^2*x-52*c^4*g*p*q^2-768*c^4*g*p*q*r-\ 24752*c^4*g*p*q*x-644*c^4*g*p*r^2-9252*c^4*g*p*r*x+53476*c^4*g*p*x^2-52*c^4*g*q ^2*r-4224*c^4*g*q^2*x-232*c^4*g*q*r^2-7260*c^4*g*q*r*x+6112*c^4*g*q*x^2-72*c^4* g*r^3+3412*c^4*g*r^2*x+89844*c^4*g*r*x^2+194288*c^4*g*x^3-262*c^4*p^4-436*c^4*p ^3*q-600*c^4*p^3*r-6262*c^4*p^3*x-116*c^4*p^2*q^2-796*c^4*p^2*q*r-17004*c^4*p^2 *q*x-438*c^4*p^2*r^2-1580*c^4*p^2*r*x+56774*c^4*p^2*x^2-4*c^4*p*q^3-160*c^4*p*q ^2*r-7914*c^4*p*q^2*x-404*c^4*p*q*r^2-8004*c^4*p*q*r*x+42236*c^4*p*q*x^2-104*c^ 4*p*r^3+5542*c^4*p*r^2*x+112688*c^4*p*r*x^2+188880*c^4*p*x^3-4*c^4*q^3*r-648*c^ 4*q^3*x-44*c^4*q^2*r^2-2098*c^4*q^2*r*x+2006*c^4*q^2*x^2-44*c^4*q*r^3+2516*c^4* q*r^2*x+75254*c^4*q*r*x^2+181376*c^4*q*x^3-4*c^4*r^4+1604*c^4*r^3*x+21048*c^4*r ^2*x^2-1952*c^4*r*x^3-56864*c^4*x^4-13*c^3*g^4*p-13*c^3*g^4*r-668*c^3*g^4*x-161 *c^3*g^3*p^2-36*c^3*g^3*p*q-236*c^3*g^3*p*r-6210*c^3*g^3*p*x-36*c^3*g^3*q*r-\ 2477*c^3*g^3*q*x-75*c^3*g^3*r^2-1765*c^3*g^3*r*x+3607*c^3*g^3*x^2-432*c^3*g^2*p ^3-322*c^3*g^2*p^2*q-814*c^3*g^2*p^2*r-13601*c^3*g^2*p^2*x-25*c^3*g^2*p*q^2-468 *c^3*g^2*p*q*r-16461*c^3*g^2*p*q*x-425*c^3*g^2*p*r^2-6666*c^3*g^2*p*r*x+33627*c ^3*g^2*p*x^2-25*c^3*g^2*q^2*r-2509*c^3*g^2*q^2*x-146*c^3*g^2*q*r^2-4654*c^3*g^2 *q*r*x+3336*c^3*g^2*q*x^2-43*c^3*g^2*r^3+2383*c^3*g^2*r^2*x+60847*c^3*g^2*r*x^2 +131736*c^3*g^2*x^3-365*c^3*g*p^4-604*c^3*g*p^3*q-836*c^3*g*p^3*r-9039*c^3*g*p^ 3*x-146*c^3*g*p^2*q^2-1120*c^3*g*p^2*q*r-24856*c^3*g*p^2*q*x-605*c^3*g*p^2*r^2-\ 2722*c^3*g*p^2*r*x+76757*c^3*g*p^2*x^2-4*c^3*g*p*q^3-206*c^3*g*p*q^2*r-10987*c^ 3*g*p*q^2*x-576*c^3*g*p*q*r^2-12464*c^3*g*p*q*r*x+51534*c^3*g*p*q*x^2-138*c^3*g *p*r^3+7667*c^3*g*p*r^2*x+157894*c^3*g*p*r*x^2+269726*c^3*g*p*x^3-4*c^3*g*q^3*r -800*c^3*g*q^3*x-60*c^3*g*q^2*r^2-2869*c^3*g*q^2*r*x+1727*c^3*g*q^2*x^2-60*c^3* g*q*r^3+3344*c^3*g*q*r^2*x+103987*c^3*g*q*r*x^2+257538*c^3*g*q*x^3-4*c^3*g*r^4+ 2186*c^3*g*r^3*x+28746*c^3*g*r^2*x^2-5408*c^3*g*r*x^3-82800*c^3*g*x^4-93*c^3*p^ 5-286*c^3*p^4*q-257*c^3*p^4*r-1442*c^3*p^4*x-141*c^3*p^3*q^2-644*c^3*p^3*q*r-\ 9503*c^3*p^3*q*x-243*c^3*p^3*r^2+1642*c^3*p^3*r*x+40099*c^3*p^3*x^2-12*c^3*p^2* q^3-245*c^3*p^2*q^2*r-8670*c^3*p^2*q^2*x-458*c^3*p^2*q*r^2-4648*c^3*p^2*q*r*x+ 63234*c^3*p^2*q*x^2-87*c^3*p^2*r^3+5706*c^3*p^2*r^2*x+86574*c^3*p^2*r*x^2+ 107712*c^3*p^2*x^3-16*c^3*p*q^3*r-1817*c^3*p*q^3*x-112*c^3*p*q^2*r^2-3731*c^3*p *q^2*r*x+20151*c^3*p*q^2*x^2-104*c^3*p*q*r^3+5409*c^3*p*q*r^2*x+137381*c^3*p*q* r*x^2+258864*c^3*p*q*x^3-8*c^3*p*r^4+2666*c^3*p*r^3*x+23628*c^3*p*r^2*x^2-57518 *c^3*p*r*x^3-98612*c^3*p*x^4-56*c^3*q^4*x-4*c^3*q^3*r^2-399*c^3*q^3*r*x+424*c^3 *q^3*x^2-8*c^3*q^2*r^3+1431*c^3*q^2*r^2*x+40497*c^3*q^2*r*x^2+107808*c^3*q^2*x^ 3-4*c^3*q*r^4+1508*c^3*q*r^3*x+20646*c^3*q*r^2*x^2-26738*c^3*q*r*x^3-98612*c^3* q*x^4+84*c^3*r^4*x-7608*c^3*r^3*x^2-84096*c^3*r^2*x^3-97248*c^3*r*x^4-c^2*g^5*p -c^2*g^5*r-83*c^2*g^5*x-29*c^2*g^4*p^2-4*c^2*g^4*p*q-43*c^2*g^4*p*r-1305*c^2*g^ 4*p*x-4*c^2*g^4*q*r-438*c^2*g^4*q*x-14*c^2*g^4*r^2-293*c^2*g^4*r*x+1469*c^2*g^4 *x^2-133*c^2*g^3*p^3-84*c^2*g^3*p^2*q-254*c^2*g^3*p^2*r-4444*c^2*g^3*p^2*x-4*c^ 2*g^3*p*q^2-124*c^2*g^3*p*q*r-5111*c^2*g^3*p*q*x-132*c^2*g^3*p*r^2-2247*c^2*g^3 *p*r*x+10642*c^2*g^3*p*x^2-4*c^2*g^3*q^2*r-639*c^2*g^3*q^2*x-40*c^2*g^3*q*r^2-\ 1253*c^2*g^3*q*r*x+1564*c^2*g^3*q*x^2-11*c^2*g^3*r^3+858*c^2*g^3*r^2*x+20186*c^ 2*g^3*r*x^2+42692*c^2*g^3*x^3-183*c^2*g^2*p^4-297*c^2*g^2*p^3*q-420*c^2*g^2*p^3 *r-4680*c^2*g^2*p^3*x-60*c^2*g^2*p^2*q^2-561*c^2*g^2*p^2*q*r-13175*c^2*g^2*p^2* q*x-301*c^2*g^2*p^2*r^2-1616*c^2*g^2*p^2*r*x+37991*c^2*g^2*p^2*x^2-c^2*g^2*p*q^ 3-87*c^2*g^2*p*q^2*r-5367*c^2*g^2*p*q^2*x-291*c^2*g^2*p*q*r^2-6949*c^2*g^2*p*q* r*x+21878*c^2*g^2*p*q*x^2-65*c^2*g^2*p*r^3+3832*c^2*g^2*p*r^2*x+79765*c^2*g^2*p *r*x^2+137709*c^2*g^2*p*x^3-c^2*g^2*q^3*r-320*c^2*g^2*q^3*x-27*c^2*g^2*q^2*r^2-\ 1234*c^2*g^2*q^2*r*x+1118*c^2*g^2*q^2*x^2-27*c^2*g^2*q*r^3+1717*c^2*g^2*q*r^2*x +52396*c^2*g^2*q*r*x^2+131711*c^2*g^2*q*x^3-c^2*g^2*r^4+1032*c^2*g^2*r^3*x+ 12635*c^2*g^2*r^2*x^2-12312*c^2*g^2*r*x^3-48472*c^2*g^2*x^4-94*c^2*g*p^5-310*c^ 2*g*p^4*q-257*c^2*g*p^4*r-1422*c^2*g*p^4*x-144*c^2*g*p^3*q^2-706*c^2*g*p^3*q*r-\ 10757*c^2*g*p^3*q*x-238*c^2*g*p^3*r^2+1914*c^2*g*p^3*r*x+42316*c^2*g*p^3*x^2-10 *c^2*g*p^2*q^3-258*c^2*g*p^2*q^2*r-9566*c^2*g*p^2*q^2*x-506*c^2*g*p^2*q*r^2-\ 6015*c^2*g*p^2*q*r*x+62796*c^2*g*p^2*q*x^2-81*c^2*g*p^2*r^3+6196*c^2*g*p^2*r^2* x+92543*c^2*g*p^2*r*x^2+116595*c^2*g*p^2*x^3-14*c^2*g*p*q^3*r-1805*c^2*g*p*q^3* x-122*c^2*g*p*q^2*r^2-4467*c^2*g*p*q^2*r*x+17178*c^2*g*p*q^2*x^2-114*c^2*g*p*q* r^3+5409*c^2*g*p*q*r^2*x+147074*c^2*g*p*q*r*x^2+289392*c^2*g*p*q*x^3-6*c^2*g*p* r^4+2846*c^2*g*p*r^3*x+26171*c^2*g*p*r^2*x^2-56387*c^2*g*p*r*x^3-104442*c^2*g*p *x^4-44*c^2*g*q^4*x-4*c^2*g*q^3*r^2-366*c^2*g*q^3*r*x+616*c^2*g*q^3*x^2-8*c^2*g *q^2*r^3+1362*c^2*g*q^2*r^2*x+41354*c^2*g*q^2*r*x^2+114157*c^2*g*q^2*x^3-4*c^2* g*q*r^4+1504*c^2*g*q*r^3*x+21890*c^2*g*q*r^2*x^2-25549*c^2*g*q*r*x^3-104442*c^2 *g*q*x^4+66*c^2*g*r^4*x-7890*c^2*g*r^3*x^2-86784*c^2*g*r^2*x^3-99392*c^2*g*r*x^ 4-16*c^2*p^6-97*c^2*p^5*q-53*c^2*p^5*r+16*c^2*p^5*x-80*c^2*p^4*q^2-265*c^2*p^4* q*r-2517*c^2*p^4*q*x-63*c^2*p^4*r^2+1293*c^2*p^4*r*x+13048*c^2*p^4*x^2-13*c^2*p ^3*q^3-167*c^2*p^3*q^2*r-4193*c^2*p^3*q^2*x-247*c^2*p^3*q*r^2-589*c^2*p^3*q*r*x +36147*c^2*p^3*q*x^2-31*c^2*p^3*r^3+2603*c^2*p^3*r^2*x+27907*c^2*p^3*r*x^2+ 20200*c^2*p^3*x^3-21*c^2*p^2*q^3*r-1755*c^2*p^2*q^3*x-103*c^2*p^2*q^2*r^2-1962* c^2*p^2*q^2*r*x+25303*c^2*p^2*q^2*x^2-87*c^2*p^2*q*r^3+4127*c^2*p^2*q*r^2*x+ 85613*c^2*p^2*q*r*x^2+122680*c^2*p^2*q*x^3-5*c^2*p^2*r^4+1485*c^2*p^2*r^3*x+ 5610*c^2*p^2*r^2*x^2-63866*c^2*p^2*r*x^3-60114*c^2*p^2*x^4-143*c^2*p*q^4*x-8*c^ 2*p*q^3*r^2-589*c^2*p*q^3*r*x+4335*c^2*p*q^3*x^2-16*c^2*p*q^2*r^3+2317*c^2*p*q^ 2*r^2*x+58022*c^2*p*q^2*r*x^2+120476*c^2*p*q^2*x^3-8*c^2*p*q*r^4+2142*c^2*p*q*r ^3*x+22428*c^2*p*q*r^2*x^2-58608*c^2*p*q*r*x^3-111700*c^2*p*q*x^4+159*c^2*p*r^4 *x-7779*c^2*p*r^3*x^2-76700*c^2*p*r^2*x^3-74432*c^2*p*r*x^4-23*c^2*q^4*r*x+67*c ^2*q^4*x^2+379*c^2*q^3*r^2*x+9748*c^2*q^3*r*x^2+27572*c^2*q^3*x^3+447*c^2*q^2*r ^3*x+4650*c^2*q^2*r^2*x^2-32326*c^2*q^2*r*x^3-60114*c^2*q^2*x^4+27*c^2*q*r^4*x-\ 6723*c^2*q*r^3*x^2-72484*c^2*q*r^2*x^3-74432*c^2*q*r*x^4-108*c^2*r^4*x^2+8320*c ^2*r^3*x^3+39168*c^2*r^2*x^4-4*c*g^6*x-2*c*g^5*p^2-3*c*g^5*p*r-127*c*g^5*p*x-29 *c*g^5*q*x-c*g^5*r^2-7*c*g^5*r*x+343*c*g^5*x^2-19*c*g^4*p^3-8*c*g^4*p^2*q-37*c* g^4*p^2*r-685*c*g^4*p^2*x-12*c*g^4*p*q*r-715*c*g^4*p*q*x-19*c*g^4*p*r^2-351*c*g ^4*p*r*x+1756*c*g^4*p*x^2-58*c*g^4*q^2*x-4*c*g^4*q*r^2-100*c*g^4*q*r*x+568*c*g^ 4*q*x^2-c*g^4*r^3+158*c*g^4*r^2*x+3234*c*g^4*r*x^2+6364*c*g^4*x^3-39*c*g^3*p^4-\ 60*c*g^3*p^3*q-90*c*g^3*p^3*r-1019*c*g^3*p^3*x-8*c*g^3*p^2*q^2-116*c*g^3*p^2*q* r-2981*c*g^3*p^2*q*x-64*c*g^3*p^2*r^2-393*c*g^3*p^2*r*x+8269*c*g^3*p^2*x^2-12*c *g^3*p*q^2*r-1054*c*g^3*p*q^2*x-60*c*g^3*p*q*r^2-1619*c*g^3*p*q*r*x+3765*c*g^3* p*q*x^2-13*c*g^3*p*r^3+810*c*g^3*p*r^2*x+17079*c*g^3*p*r*x^2+29299*c*g^3*p*x^3-\ 41*c*g^3*q^3*x-4*c*g^3*q^2*r^2-138*c*g^3*q^2*r*x+682*c*g^3*q^2*x^2-4*c*g^3*q*r^ 3+425*c*g^3*q*r^2*x+11418*c*g^3*q*r*x^2+28357*c*g^3*q*x^3+190*c*g^3*r^3*x+1796* c*g^3*r^2*x^2-7360*c*g^3*r*x^3-13352*c*g^3*x^4-30*c*g^2*p^5-108*c*g^2*p^4*q-81* c*g^2*p^4*r-412*c*g^2*p^4*x-45*c*g^2*p^3*q^2-249*c*g^2*p^3*q*r-3960*c*g^2*p^3*q *x-73*c*g^2*p^3*r^2+775*c*g^2*p^3*r*x+14674*c*g^2*p^3*x^2-2*c*g^2*p^2*q^3-84*c* g^2*p^2*q^2*r-3383*c*g^2*p^2*q^2*x-179*c*g^2*p^2*q*r^2-2513*c*g^2*p^2*q*r*x+ 19670*c*g^2*p^2*q*x^2-23*c*g^2*p^2*r^3+2183*c*g^2*p^2*r^2*x+31690*c*g^2*p^2*r*x ^2+39466*c*g^2*p^2*x^3-3*c*g^2*p*q^3*r-536*c*g^2*p*q^3*x-41*c*g^2*p*q^2*r^2-\ 1658*c*g^2*p*q^2*r*x+4337*c*g^2*p*q^2*x^2-39*c*g^2*p*q*r^3+1715*c*g^2*p*q*r^2*x +50443*c*g^2*p*q*r*x^2+103672*c*g^2*p*q*x^3-c*g^2*p*r^4+964*c*g^2*p*r^3*x+8767* c*g^2*p*r^2*x^2-20718*c*g^2*p*r*x^3-37442*c*g^2*p*x^4-8*c*g^2*q^4*x-c*g^2*q^3*r ^2-57*c*g^2*q^3*r*x+568*c*g^2*q^3*x^2-2*c*g^2*q^2*r^3+449*c*g^2*q^2*r^2*x+13546 *c*g^2*q^2*r*x^2+38122*c*g^2*q^2*x^3-c*g^2*q*r^4+452*c*g^2*q*r^3*x+6571*c*g^2*q *r^2*x^2-11634*c*g^2*q*r*x^3-37442*c*g^2*q*x^4+12*c*g^2*r^4*x-2526*c*g^2*r^3*x^ 2-26928*c*g^2*r^2*x^3-29012*c*g^2*r*x^4-9*c*g*p^6-72*c*g*p^5*q-29*c*g*p^5*r+94* c*g*p^5*x-58*c*g*p^4*q^2-198*c*g*p^4*q*r-1928*c*g*p^4*q*x-33*c*g*p^4*r^2+1085*c *g*p^4*r*x+9393*c*g*p^4*x^2-8*c*g*p^3*q^3-124*c*g*p^3*q^2*r-3236*c*g*p^3*q^2*x-\ 186*c*g*p^3*q*r^2-679*c*g*p^3*q*r*x+25296*c*g*p^3*q*x^2-15*c*g*p^3*r^3+1921*c*g *p^3*r^2*x+19405*c*g*p^3*r*x^2+13124*c*g*p^3*x^3-14*c*g*p^2*q^3*r-1256*c*g*p^2* q^3*x-78*c*g*p^2*q^2*r^2-1765*c*g*p^2*q^2*r*x+16085*c*g*p^2*q^2*x^2-66*c*g*p^2* q*r^3+2893*c*g*p^2*q*r^2*x+63312*c*g*p^2*q*r*x^2+95980*c*g*p^2*q*x^3-2*c*g*p^2* r^4+1008*c*g*p^2*r^3*x+3337*c*g*p^2*r^2*x^2-47045*c*g*p^2*r*x^3-43966*c*g*p^2*x ^4-78*c*g*p*q^4*x-6*c*g*p*q^3*r^2-488*c*g*p*q^3*r*x+2325*c*g*p*q^3*x^2-12*c*g*p *q^2*r^3+1539*c*g*p*q^2*r^2*x+41547*c*g*p*q^2*r*x^2+91476*c*g*p*q^2*x^3-6*c*g*p *q*r^4+1590*c*g*p*q*r^3*x+18555*c*g*p*q*r^2*x^2-31320*c*g*p*q*r*x^3-76908*c*g*p *q*x^4+78*c*g*p*r^4*x-5868*c*g*p*r^3*x^2-55267*c*g*p*r^2*x^3-53424*c*g*p*r*x^4-\ 8*c*g*q^4*r*x+237*c*g*q^4*x^2+211*c*g*q^3*r^2*x+6448*c*g*q^3*r*x^2+18436*c*g*q^ 3*x^3+270*c*g*q^2*r^3*x+3088*c*g*q^2*r^2*x^2-24043*c*g*q^2*r*x^3-43966*c*g*q^2* x^4+30*c*g*q*r^4*x-4380*c*g*q*r^3*x^2-50957*c*g*q*r^2*x^3-53424*c*g*q*r*x^4-60* c*g*r^4*x^2+5760*c*g*r^3*x^3+27168*c*g*r^2*x^4-c*p^7-16*c*p^6*q-4*c*p^6*r+49*c* p^6*x-21*c*p^5*q^2-53*c*p^5*q*r-276*c*p^5*q*x-6*c*p^5*r^2+303*c*p^5*r*x+1799*c* p^5*x^2-6*c*p^4*q^3-52*c*p^4*q^2*r-873*c*p^4*q^2*x-63*c*p^4*q*r^2+216*c*p^4*q*r *x+8561*c*p^4*q*x^2-4*c*p^4*r^3+540*c*p^4*r^2*x+3416*c*p^4*r*x^2-687*c*p^4*x^3-\ 11*c*p^3*q^3*r-668*c*p^3*q^3*x-41*c*p^3*q^2*r^2-324*c*p^3*q^2*r*x+10610*c*p^3*q ^2*x^2-31*c*p^3*q*r^3+1275*c*p^3*q*r^2*x+21050*c*p^3*q*r*x^2+20522*c*p^3*q*x^3- c*p^3*r^4+367*c*p^3*r^3*x-348*c*p^3*r^2*x^2-20042*c*p^3*r*x^3-13744*c*p^3*x^4-\ 120*c*p^2*q^4*x-5*c*p^2*q^3*r^2-207*c*p^2*q^3*r*x+4151*c*p^2*q^3*x^2-10*c*p^2*q ^2*r^3+1161*c*p^2*q^2*r^2*x+25782*c*p^2*q^2*r*x^2+40860*c*p^2*q^2*x^3-5*c*p^2*q *r^4+861*c*p^2*q*r^3*x+5736*c*p^2*q*r^2*x^2-38088*c*p^2*q*r*x^3-42820*c*p^2*q*x ^4+81*c*p^2*r^4*x-2193*c*p^2*r^3*x^2-18171*c*p^2*r^2*x^3-10916*c*p^2*r*x^4-24*c *p*q^4*r*x+311*c*p*q^4*x^2+444*c*p*q^3*r^2*x+9731*c*p*q^3*r*x^2+22166*c*p*q^3*x ^3+525*c*p*q^2*r^3*x+4830*c*p*q^2*r^2*x^2-25656*c*p*q^2*r*x^3-42820*c*p*q^2*x^4 +78*c*p*q*r^4*x-5076*c*p*q*r^3*x^2-52128*c*p*q*r^2*x^3-49320*c*p*q*r*x^4-228*c* p*r^4*x^2+4964*c*p*r^3*x^3+23616*c*p*r^2*x^4+8*c*q^5*x^2+36*c*q^4*r^2*x+899*c*q ^4*r*x^2+2515*c*q^4*x^3+21*c*q^3*r^3*x-432*c*q^3*r^2*x^2-11126*c*q^3*r*x^3-\ 13744*c*q^3*x^4-27*c*q^2*r^4*x-1917*c*q^2*r^3*x^2-16677*c*q^2*r^2*x^3-10916*c*q ^2*r*x^4+72*c*q*r^4*x^2+5516*c*q*r^3*x^3+23616*c*q*r^2*x^4-1600*c*r^3*x^4-4*g^6 *p*x+2*g^6*r*x+31*g^6*x^2-g^5*p^3-2*g^5*p^2*r-40*g^5*p^2*x-33*g^5*p*q*x-g^5*p*r ^2-21*g^5*p*r*x+119*g^5*p*x^2+6*g^5*q*r*x+83*g^5*q*x^2+11*g^5*r^2*x+185*g^5*r*x ^2+300*g^5*x^3-3*g^4*p^4-4*g^4*p^3*q-7*g^4*p^3*r-78*g^4*p^3*x-8*g^4*p^2*q*r-241 *g^4*p^2*q*x-5*g^4*p^2*r^2-34*g^4*p^2*r*x+683*g^4*p^2*x^2-64*g^4*p*q^2*x-4*g^4* p*q*r^2-130*g^4*p*q*r*x+215*g^4*p*q*x^2-g^4*p*r^3+59*g^4*p*r^2*x+1292*g^4*p*r*x ^2+2133*g^4*p*x^3+12*g^4*q^2*r*x+152*g^4*q^2*x^2+44*g^4*q*r^2*x+905*g^4*q*r*x^2 +2107*g^4*q*x^3+10*g^4*r^3*x+17*g^4*r^2*x^2-1156*g^4*r*x^3-1354*g^4*x^4-3*g^3*p ^5-12*g^3*p^4*q-8*g^3*p^4*r-30*g^3*p^4*x-4*g^3*p^3*q^2-28*g^3*p^3*q*r-474*g^3*p ^3*q*x-7*g^3*p^3*r^2+109*g^3*p^3*r*x+1704*g^3*p^3*x^2-8*g^3*p^2*q^2*r-378*g^3*p ^2*q^2*x-20*g^3*p^2*q*r^2-340*g^3*p^2*q*r*x+1904*g^3*p^2*q*x^2-2*g^3*p^2*r^3+ 246*g^3*p^2*r^2*x+3446*g^3*p^2*r*x^2+4054*g^3*p^2*x^3-42*g^3*p*q^3*x-4*g^3*p*q^ 2*r^2-182*g^3*p*q^2*r*x+314*g^3*p*q^2*x^2-4*g^3*p*q*r^3+172*g^3*p*q*r^2*x+5486* g^3*p*q*r*x^2+11772*g^3*p*q*x^3+100*g^3*p*r^3*x+828*g^3*p*r^2*x^2-2984*g^3*p*r* x^3-4607*g^3*p*x^4+12*g^3*q^3*r*x+174*g^3*q^3*x^2+58*g^3*q^2*r^2*x+1436*g^3*q^2 *r*x^2+3918*g^3*q^2*x^3+40*g^3*q*r^3*x+468*g^3*q*r^2*x^2-2292*g^3*q*r*x^3-4607* g^3*q*x^4-240*g^3*r^3*x^2-2352*g^3*r^2*x^3-2066*g^3*r*x^4-g^2*p^6-13*g^2*p^5*q-\ 3*g^2*p^5*r+38*g^2*p^5*x-10*g^2*p^4*q^2-36*g^2*p^4*q*r-360*g^2*p^4*q*x-3*g^2*p^ 4*r^2+233*g^2*p^4*r*x+1674*g^2*p^4*x^2-g^2*p^3*q^3-22*g^2*p^3*q^2*r-609*g^2*p^3 *q^2*x-34*g^2*p^3*q*r^2-172*g^2*p^3*q*r*x+4278*g^2*p^3*q*x^2-g^2*p^3*r^3+353*g^ 2*p^3*r^2*x+3194*g^2*p^3*r*x^2+1700*g^2*p^3*x^3-2*g^2*p^2*q^3*r-212*g^2*p^2*q^3 *x-14*g^2*p^2*q^2*r^2-380*g^2*p^2*q^2*r*x+2338*g^2*p^2*q^2*x^2-12*g^2*p^2*q*r^3 +485*g^2*p^2*q*r^2*x+11336*g^2*p^2*q*r*x^2+18111*g^2*p^2*q*x^3+164*g^2*p^2*r^3* x+338*g^2*p^2*r^2*x^2-9001*g^2*p^2*r*x^3-8078*g^2*p^2*x^4-7*g^2*p*q^4*x-g^2*p*q ^3*r^2-89*g^2*p*q^3*r*x+279*g^2*p*q^3*x^2-2*g^2*p*q^2*r^3+239*g^2*p*q^2*r^2*x+ 7082*g^2*p*q^2*r*x^2+16637*g^2*p*q^2*x^3-g^2*p*q*r^4+282*g^2*p*q*r^3*x+3618*g^2 *p*q*r^2*x^2-3612*g^2*p*q*r*x^3-12776*g^2*p*q*x^4+6*g^2*p*r^4*x-1050*g^2*p*r^3* x^2-9171*g^2*p*r^2*x^3-8351*g^2*p*r*x^4+4*g^2*q^4*r*x+108*g^2*q^4*x^2+27*g^2*q^ 3*r^2*x+986*g^2*q^3*r*x^2+2740*g^2*q^3*x^3+28*g^2*q^2*r^3*x+284*g^2*q^2*r^2*x^2 -5099*g^2*q^2*r*x^3-8078*g^2*q^2*x^4+6*g^2*q*r^4*x-642*g^2*q*r^3*x^2-8109*g^2*q *r^2*x^3-8351*g^2*q*r*x^4-6*g^2*r^4*x^2+920*g^2*r^3*x^3+4296*g^2*r^2*x^4-6*g*p^ 6*q+30*g*p^6*x-8*g*p^5*q^2-20*g*p^5*q*r-102*g*p^5*q*x+134*g*p^5*r*x+637*g*p^5*x ^2-2*g*p^4*q^3-20*g*p^4*q^2*r-352*g*p^4*q^2*x-24*g*p^4*q*r^2+64*g*p^4*q*r*x+ 3111*g*p^4*q*x^2+196*g*p^4*r^2*x+971*g*p^4*r*x^2-775*g*p^4*x^3-4*g*p^3*q^3*r-\ 256*g*p^3*q^3*x-16*g*p^3*q^2*r^2-177*g*p^3*q^2*r*x+3653*g*p^3*q^2*x^2-12*g*p^3* q*r^3+446*g*p^3*q*r^2*x+7892*g*p^3*q*r*x^2+8319*g*p^3*q*x^3+110*g*p^3*r^3*x-451 *g*p^3*r^2*x^2-7997*g*p^3*r*x^3-5237*g*p^3*x^4-36*g*p^2*q^4*x-2*g*p^2*q^3*r^2-\ 98*g*p^2*q^3*r*x+1238*g*p^2*q^3*x^2-4*g*p^2*q^2*r^3+424*g*p^2*q^2*r^2*x+9780*g* p^2*q^2*r*x^2+16828*g*p^2*q^2*x^3-2*g*p^2*q*r^4+310*g*p^2*q*r^3*x+2416*g*p^2*q* r^2*x^2-12288*g*p^2*q*r*x^3-15185*g*p^2*q*x^4+18*g*p^2*r^4*x-822*g*p^2*r^3*x^2-\ 6056*g*p^2*r^2*x^3-3050*g*p^2*r*x^4-13*g*p*q^4*r*x+93*g*p*q^4*x^2+148*g*p*q^3*r ^2*x+3449*g*p*q^3*r*x^2+8321*g*p*q^3*x^3+218*g*p*q^2*r^3*x+2338*g*p*q^2*r^2*x^2 -7212*g*p*q^2*r*x^3-15185*g*p*q^2*x^4+30*g*p*q*r^4*x-1914*g*p*q*r^3*x^2-20424*g *p*q*r^2*x^3-20852*g*p*q*r*x^4-54*g*p*r^4*x^2+1872*g*p*r^3*x^3+8436*g*p*r^2*x^4 +34*g*q^5*x^2+4*g*q^4*r^2*x+272*g*q^4*r*x^2+587*g*q^4*x^3-4*g*q^3*r^3*x-280*g*q ^3*r^2*x^2-4727*g*q^3*r*x^3-5237*g*q^3*x^4-6*g*q^2*r^4*x-570*g*q^2*r^3*x^2-5440 *g*q^2*r^2*x^3-3050*g*q^2*r*x^4+6*g*q*r^4*x^2+1848*g*q*r^3*x^3+8436*g*q*r^2*x^4 -560*g*r^3*x^4-p^7*q+4*p^7*x-2*p^6*q^2-4*p^6*q*r-8*p^6*q*x+21*p^6*r*x+72*p^6*x^ 2-p^5*q^3-6*p^5*q^2*r-60*p^5*q^2*x-6*p^5*q*r^2+45*p^5*q*r*x+677*p^5*q*x^2+39*p^ 5*r^2*x+87*p^5*r*x^2-308*p^5*x^3-2*p^4*q^3*r-80*p^4*q^3*x-6*p^4*q^2*r^2+3*p^4*q ^2*r*x+1370*p^4*q^2*x^2-4*p^4*q*r^3+150*p^4*q*r^2*x+1715*p^4*q*r*x^2+756*p^4*q* x^3+31*p^4*r^3*x-156*p^4*r^2*x^2-1661*p^4*r*x^3-844*p^4*x^4-32*p^3*q^4*x-p^3*q^ 3*r^2-21*p^3*q^3*r*x+984*p^3*q^3*x^2-2*p^3*q^2*r^3+171*p^3*q^2*r^2*x+3423*p^3*q ^2*r*x^2+3740*p^3*q^2*x^3-p^3*q*r^4+133*p^3*q*r^3*x+480*p^3*q*r^2*x^2-6048*p^3* q*r*x^3-4934*p^3*q*x^4+9*p^3*r^4*x-243*p^3*r^3*x^2-1081*p^3*r^2*x^3+415*p^3*r*x ^4+206*p^2*q^4*x^2+108*p^2*q^3*r^2*x+2295*p^2*q^3*r*x^2+3992*p^2*q^3*x^3+96*p^2 *q^2*r^3*x+618*p^2*q^2*r^2*x^2-7068*p^2*q^2*r*x^3-8180*p^2*q^2*x^4+36*p^2*q*r^4 *x-618*p^2*q*r^3*x^2-7339*p^2*q*r^2*x^3-5551*p^2*q*r*x^4-72*p^2*r^4*x^2+554*p^2 *r^3*x^3+2880*p^2*r^2*x^4-13*p*q^5*x^2+30*p*q^4*r^2*x+509*p*q^4*r*x^2+1328*p*q^ 4*x^3+33*p*q^3*r^3*x+72*p*q^3*r^2*x^2-3616*p*q^3*r*x^3-4934*p*q^3*x^4-12*p*q^2* r^4*x-978*p*q^2*r^3*x^2-7565*p*q^2*r^2*x^3-5551*p*q^2*r*x^4-30*p*q*r^4*x^2+1880 *p*q*r^3*x^3+8352*p*q*r^2*x^4+30*p*r^4*x^3-500*p*r^3*x^4+9*q^5*r*x^2+12*q^5*x^3 -3*q^4*r^3*x-102*q^4*r^2*x^2-935*q^4*r*x^3-844*q^4*x^4-3*q^3*r^4*x-99*q^3*r^3*x ^2-719*q^3*r^2*x^3+415*q^3*r*x^4+48*q^2*r^4*x^2+846*q^2*r^3*x^3+2880*q^2*r^2*x^ 4-30*q*r^4*x^3-500*q*r^3*x^4+32*a^6*b+64*a^6*c+16*a^6*g-16*a^6*p+32*a^6*q-16*a^ 6*r-304*a^6*x+64*a^5*b^2+352*a^5*b*c+112*a^5*b*g+72*a^5*b*p+96*a^5*b*q+8*a^5*b* r-848*a^5*b*x+448*a^5*c^2+272*a^5*c*g+80*a^5*c*p+288*a^5*c*q-48*a^5*c*r-2256*a^ 5*c*x+40*a^5*g^2+4*a^5*g*p+96*a^5*g*q-28*a^5*g*r-840*a^5*g*x-64*a^5*p^2+88*a^5* p*q-96*a^5*p*r-1336*a^5*p*x+32*a^5*q^2+24*a^5*q*r-488*a^5*q*x-32*a^5*r^2-712*a^ 5*r*x-1200*a^5*x^2+32*a^4*b^3+416*a^4*b^2*c+128*a^4*b^2*g+200*a^4*b^2*p+64*a^4* b^2*q+72*a^4*b^2*r-152*a^4*b^2*x+1376*a^4*b*c^2+864*a^4*b*c*g+880*a^4*b*c*p+608 *a^4*b*c*q+240*a^4*b*c*r-4424*a^4*b*c*x+128*a^4*b*g^2+300*a^4*b*g*p+192*a^4*b*g *q+92*a^4*b*g*r-1300*a^4*b*g*x+4*a^4*b*p^2+308*a^4*b*p*q-116*a^4*b*p*r-4772*a^4 *b*p*x+40*a^4*b*q^2+116*a^4*b*q*r-360*a^4*b*q*x-80*a^4*b*r^2-4144*a^4*b*r*x-\ 16684*a^4*b*x^2+1312*a^4*c^3+1248*a^4*c^2*g+840*a^4*c^2*p+1024*a^4*c^2*q+72*a^4 *c^2*r-7832*a^4*c^2*x+376*a^4*c*g^2+516*a^4*c*g*p+672*a^4*c*g*q+36*a^4*c*g*r-\ 4872*a^4*c*g*x-204*a^4*c*p^2+748*a^4*c*p*q-560*a^4*c*p*r-11400*a^4*c*p*x+200*a^ 4*c*q^2+236*a^4*c*q*r-3556*a^4*c*q*x-276*a^4*c*r^2-9104*a^4*c*r*x-28056*a^4*c*x ^2+36*a^4*g^3+76*a^4*g^2*p+104*a^4*g^2*q+4*a^4*g^2*r-780*a^4*g^2*x-112*a^4*g*p^ 2+272*a^4*g*p*q-230*a^4*g*p*r-4114*a^4*g*p*x+64*a^4*g*q^2+96*a^4*g*q*r-878*a^4* g*q*x-98*a^4*g*r^2-3028*a^4*g*r*x-8866*a^4*g*x^2-104*a^4*p^3+60*a^4*p^2*q-208*a ^4*p^2*r-2284*a^4*p^2*x+104*a^4*p*q^2-36*a^4*p*q*r-3252*a^4*p*q*x-124*a^4*p*r^2 -1940*a^4*p*r*x-164*a^4*p*x^2+8*a^4*q^3+40*a^4*q^2*r-320*a^4*q^2*x-56*a^4*q*r^2 -3188*a^4*q*r*x-12560*a^4*q*x^2-20*a^4*r^3-12*a^4*r^2*x+6680*a^4*r*x^2+15268*a^ 4*x^3+128*a^3*b^3*c+32*a^3*b^3*g+112*a^3*b^3*p+48*a^3*b^3*r+864*a^3*b^3*x+1024* a^3*b^2*c^2+608*a^3*b^2*c*g+1136*a^3*b^2*c*p+256*a^3*b^2*c*q+432*a^3*b^2*c*r+ 472*a^3*b^2*c*x+80*a^3*b^2*g^2+392*a^3*b^2*g*p+64*a^3*b^2*g*q+168*a^3*b^2*g*r+ 716*a^3*b^2*g*x+216*a^3*b^2*p^2+224*a^3*b^2*p*q+72*a^3*b^2*p*r-3684*a^3*b^2*p*x +96*a^3*b^2*q*r+1244*a^3*b^2*q*x-64*a^3*b^2*r^2-5700*a^3*b^2*r*x-35576*a^3*b^2* x^2+2624*a^3*b*c^3+2432*a^3*b*c^2*g+3136*a^3*b*c^2*p+1472*a^3*b*c^2*q+1024*a^3* b*c^2*r-9896*a^3*b*c^2*x+696*a^3*b*c*g^2+2144*a^3*b*c*g*p+896*a^3*b*c*g*q+784*a ^3*b*c*g*r-4692*a^3*b*c*g*x+616*a^3*b*c*p^2+1680*a^3*b*c*p*q-204*a^3*b*c*p*r-\ 26352*a^3*b*c*p*x+160*a^3*b*c*q^2+656*a^3*b*c*q*r-1060*a^3*b*c*q*x-460*a^3*b*c* r^2-28472*a^3*b*c*r*x-132628*a^3*b*c*x^2+60*a^3*b*g^3+354*a^3*b*g^2*p+120*a^3*b *g^2*q+146*a^3*b*g^2*r-470*a^3*b*g^2*x+228*a^3*b*g*p^2+596*a^3*b*g*p*q-42*a^3*b *g*p*r-8784*a^3*b*g*p*x+40*a^3*b*g*q^2+260*a^3*b*g*q*r+610*a^3*b*g*q*x-154*a^3* b*g*r^2-9986*a^3*b*g*r*x-47866*a^3*b*g*x^2-110*a^3*b*p^3+348*a^3*b*p^2*q-338*a^ 3*b*p^2*r-8460*a^3*b*p^2*x+140*a^3*b*p*q^2+140*a^3*b*p*q*r-5428*a^3*b*p*q*x-278 *a^3*b*p*r^2-10734*a^3*b*p*r*x-32056*a^3*b*p*x^2+60*a^3*b*q^2*r+346*a^3*b*q^2*x -88*a^3*b*q*r^2-8030*a^3*b*q*r*x-46032*a^3*b*q*x^2-58*a^3*b*r^3-1500*a^3*b*r^2* x+11674*a^3*b*r*x^2+52676*a^3*b*x^3+2048*a^3*c^4+2624*a^3*c^3*g+2352*a^3*c^3*p+ 1856*a^3*c^3*q+496*a^3*c^3*r-15024*a^3*c^3*x+1184*a^3*c^2*g^2+2416*a^3*c^2*g*p+ 1792*a^3*c^2*g*q+592*a^3*c^2*g*r-12640*a^3*c^2*g*x+40*a^3*c^2*p^2+2336*a^3*c^2* p*q-1208*a^3*c^2*p*r-37564*a^3*c^2*p*x+480*a^3*c^2*q^2+800*a^3*c^2*q*r-9596*a^3 *c^2*q*x-848*a^3*c^2*r^2-34300*a^3*c^2*r*x-123280*a^3*c^2*x^2+220*a^3*c*g^3+796 *a^3*c*g^2*p+536*a^3*c*g^2*q+228*a^3*c*g^2*r-3418*a^3*c*g^2*x-24*a^3*c*g*p^2+ 1684*a^3*c*g*p*q-874*a^3*c*g*p*r-25138*a^3*c*g*p*x+296*a^3*c*g*q^2+644*a^3*c*g* q*r-4538*a^3*c*g*q*x-598*a^3*c*g*r^2-23890*a^3*c*g*r*x-87546*a^3*c*g*x^2-492*a^ 3*c*p^3+588*a^3*c*p^2*q-1230*a^3*c*p^2*r-18866*a^3*c*p^2*x+556*a^3*c*p*q^2-4*a^ 3*c*p*q*r-19902*a^3*c*p*q*x-888*a^3*c*p*r^2-22110*a^3*c*p*r*x-45558*a^3*c*p*x^2 +32*a^3*c*q^3+220*a^3*c*q^2*r-1422*a^3*c*q^2*x-312*a^3*c*q*r^2-20602*a^3*c*q*r* x-89136*a^3*c*q*x^2-166*a^3*c*r^3-2588*a^3*c*r^2*x+29842*a^3*c*r*x^2+97400*a^3* c*x^3+14*a^3*g^4+85*a^3*g^3*p+48*a^3*g^3*q+29*a^3*g^3*r-314*a^3*g^3*x-16*a^3*g^ 2*p^2+294*a^3*g^2*p*q-155*a^3*g^2*p*r-4205*a^3*g^2*p*x+40*a^3*g^2*q^2+126*a^3*g ^2*q*r-351*a^3*g^2*q*x-101*a^3*g^2*r^2-3996*a^3*g^2*r*x-14449*a^3*g^2*x^2-211*a ^3*g*p^3+240*a^3*g*p^2*q-474*a^3*g*p^2*r-6697*a^3*g*p^2*x+200*a^3*g*p*q^2+36*a^ 3*g*p*q*r-6349*a^3*g*p*q*x-309*a^3*g*p*r^2-7196*a^3*g*p*r*x-13007*a^3*g*p*x^2+8 *a^3*g*q^3+88*a^3*g*q^2*r-192*a^3*g*q^2*x-108*a^3*g*q*r^2-7440*a^3*g*q*r*x-\ 34244*a^3*g*q*x^2-50*a^3*g*r^3-548*a^3*g*r^2*x+12878*a^3*g*r*x^2+37690*a^3*g*x^ 3-88*a^3*p^4-34*a^3*p^3*q-220*a^3*p^3*r-1962*a^3*p^3*x+120*a^3*p^2*q^2-198*a^3* p^2*q*r-6126*a^3*p^2*q*x-184*a^3*p^2*r^2-1970*a^3*p^2*r*x+4432*a^3*p^2*x^2+28*a ^3*p*q^3+52*a^3*p*q^2*r-2230*a^3*p*q^2*x-206*a^3*p*q*r^2-8454*a^3*p*q*r*x-25360 *a^3*p*q*x^2-56*a^3*p*r^3+302*a^3*p*r^2*x+19216*a^3*p*r*x^2+37496*a^3*p*x^3+12* a^3*q^3*r-30*a^3*q^3*x-28*a^3*q^2*r^2-2710*a^3*q^2*r*x-13714*a^3*q^2*x^2-50*a^3 *q*r^3-1408*a^3*q*r^2*x+5828*a^3*q*r*x^2+31756*a^3*q*x^3-4*a^3*r^4+338*a^3*r^3* x+5724*a^3*r^2*x^2+8684*a^3*r*x^3-2160*a^3*x^4+472*a^2*b^4*x+192*a^2*b^3*c^2+96 *a^2*b^3*c*g+336*a^2*b^3*c*p+144*a^2*b^3*c*r+3528*a^2*b^3*c*x+8*a^2*b^3*g^2+96* a^2*b^3*g*p+48*a^2*b^3*g*r+1356*a^2*b^3*g*x+136*a^2*b^3*p^2+68*a^2*b^3*p*r+320* a^2*b^3*p*x+1060*a^2*b^3*q*x-28*a^2*b^3*r^2-2784*a^2*b^3*r*x-27188*a^2*b^3*x^2+ 1216*a^2*b^2*c^3+1056*a^2*b^2*c^2*g+2208*a^2*b^2*c^2*p+384*a^2*b^2*c^2*q+864*a^ 2*b^2*c^2*r+3000*a^2*b^2*c^2*x+264*a^2*b^2*c*g^2+1464*a^2*b^2*c*g*p+192*a^2*b^2 *c*g*q+648*a^2*b^2*c*g*r+3932*a^2*b^2*c*g*x+1056*a^2*b^2*c*p^2+672*a^2*b^2*c*p* q+420*a^2*b^2*c*p*r-12588*a^2*b^2*c*p*x+288*a^2*b^2*c*q*r+5584*a^2*b^2*c*q*x-\ 276*a^2*b^2*c*r^2-24712*a^2*b^2*c*r*x-174016*a^2*b^2*c*x^2+16*a^2*b^2*g^3+226*a ^2*b^2*g^2*p+16*a^2*b^2*g^2*q+114*a^2*b^2*g^2*r+888*a^2*b^2*g^2*x+404*a^2*b^2*g *p^2+192*a^2*b^2*g*p*q+196*a^2*b^2*g*p*r-3152*a^2*b^2*g*p*x+96*a^2*b^2*g*q*r+ 2264*a^2*b^2*g*q*x-96*a^2*b^2*g*r^2-8670*a^2*b^2*g*r*x-62998*a^2*b^2*g*x^2+90*a ^2*b^2*p^3+272*a^2*b^2*p^2*q-50*a^2*b^2*p^2*r-6894*a^2*b^2*p^2*x+136*a^2*b^2*p* q*r-216*a^2*b^2*p*q*x-164*a^2*b^2*p*r^2-11864*a^2*b^2*p*r*x-62548*a^2*b^2*p*x^2 +822*a^2*b^2*q^2*x-56*a^2*b^2*q*r^2-5766*a^2*b^2*q*r*x-51280*a^2*b^2*q*x^2-40*a ^2*b^2*r^3-1788*a^2*b^2*r^2*x+3664*a^2*b^2*r*x^2+63008*a^2*b^2*x^3+2656*a^2*b*c ^4+3232*a^2*b*c^3*g+4848*a^2*b*c^3*p+1728*a^2*b*c^3*q+1712*a^2*b*c^3*r-10608*a^ 2*b*c^3*x+1344*a^2*b*c^2*g^2+4920*a^2*b*c^2*g*p+1536*a^2*b*c^2*g*q+1944*a^2*b*c ^2*g*r-6300*a^2*b*c^2*g*x+2232*a^2*b*c^2*p^2+3192*a^2*b*c^2*p*q+288*a^2*b*c^2*p *r-54452*a^2*b*c^2*p*x+240*a^2*b*c^2*q^2+1272*a^2*b*c^2*q*r+912*a^2*b*c^2*q*x-\ 984*a^2*b*c^2*r^2-66832*a^2*b*c^2*r*x-350624*a^2*b*c^2*x^2+216*a^2*b*c*g^3+1584 *a^2*b*c*g^2*p+392*a^2*b*c*g^2*q+704*a^2*b*c*g^2*r-828*a^2*b*c*g^2*x+1676*a^2*b *c*g*p^2+2172*a^2*b*c*g*p*q+400*a^2*b*c*g*p*r-34112*a^2*b*c*g*p*x+120*a^2*b*c*g *q^2+972*a^2*b*c*g*q*r+3748*a^2*b*c*g*q*x-668*a^2*b*c*g*r^2-47076*a^2*b*c*g*r*x -254670*a^2*b*c*g*x^2-40*a^2*b*c*p^3+1588*a^2*b*c*p^2*q-1034*a^2*b*c*p^2*r-\ 39238*a^2*b*c*p^2*x+420*a^2*b*c*p*q^2+692*a^2*b*c*p*q*r-20068*a^2*b*c*p*q*x-\ 1204*a^2*b*c*p*r^2-57114*a^2*b*c*p*r*x-213750*a^2*b*c*p*x^2+180*a^2*b*c*q^2*r+ 2276*a^2*b*c*q^2*x-376*a^2*b*c*q*r^2-34592*a^2*b*c*q*r*x-223038*a^2*b*c*q*x^2-\ 274*a^2*b*c*r^3-8616*a^2*b*c*r^2*x+36098*a^2*b*c*r*x^2+257536*a^2*b*c*x^3+10*a^ 2*b*g^4+161*a^2*b*g^3*p+24*a^2*b*g^3*q+81*a^2*b*g^3*r+6*a^2*b*g^3*x+309*a^2*b*g ^2*p^2+341*a^2*b*g^2*p*q+111*a^2*b*g^2*p*r-5130*a^2*b*g^2*p*x+10*a^2*b*g^2*q^2+ 173*a^2*b*g^2*q*r+1072*a^2*b*g^2*q*x-108*a^2*b*g^2*r^2-7981*a^2*b*g^2*r*x-43896 *a^2*b*g^2*x^2-5*a^2*b*g*p^3+626*a^2*b*g*p^2*q-342*a^2*b*g*p^2*r-13751*a^2*b*g* p^2*x+120*a^2*b*g*p*q^2+322*a^2*b*g*p*q*r-4998*a^2*b*g*p*q*x-410*a^2*b*g*p*r^2-\ 20243*a^2*b*g*p*r*x-78625*a^2*b*g*p*x^2+60*a^2*b*g*q^2*r+991*a^2*b*g*q^2*x-136* a^2*b*g*q*r^2-12358*a^2*b*g*q*r*x-82993*a^2*b*g*q*x^2-93*a^2*b*g*r^3-2837*a^2*b *g*r^2*x+14867*a^2*b*g*r*x^2+96870*a^2*b*g*x^3-111*a^2*b*p^4+161*a^2*b*p^3*q-\ 335*a^2*b*p^3*r-6621*a^2*b*p^3*x+170*a^2*b*p^2*q^2-33*a^2*b*p^2*q*r-9808*a^2*b* p^2*q*x-335*a^2*b*p^2*r^2-10165*a^2*b*p^2*r*x-19193*a^2*b*p^2*x^2+85*a^2*b*p*q^ 2*r-954*a^2*b*p*q^2*x-230*a^2*b*p*q*r^2-16746*a^2*b*p*q*r*x-81246*a^2*b*p*q*x^2 -121*a^2*b*p*r^3-2160*a^2*b*p*r^2*x+33085*a^2*b*p*r*x^2+109530*a^2*b*p*x^3+263* a^2*b*q^3*x-35*a^2*b*q^2*r^2-3867*a^2*b*q^2*r*x-30905*a^2*b*q^2*x^2-60*a^2*b*q* r^3-2511*a^2*b*q*r^2*x+6920*a^2*b*q*r*x^2+85174*a^2*b*q*x^3-10*a^2*b*r^4+622*a^ 2*b*r^3*x+20132*a^2*b*r^2*x^2+61840*a^2*b*r*x^3+10632*a^2*b*x^4+1792*a^2*c^5+ 2864*a^2*c^4*g+3056*a^2*c^4*p+1824*a^2*c^4*q+816*a^2*c^4*r-15568*a^2*c^4*x+1704 *a^2*c^3*g^2+4288*a^2*c^3*g*p+2304*a^2*c^3*g*q+1328*a^2*c^3*g*r-16756*a^2*c^3*g *x+840*a^2*c^3*p^2+3400*a^2*c^3*p*q-1156*a^2*c^3*p*r-58888*a^2*c^3*p*x+560*a^2* c^3*q^2+1224*a^2*c^3*q*r-11192*a^2*c^3*q*x-1236*a^2*c^3*r^2-57424*a^2*c^3*r*x-\ 231784*a^2*c^3*x^2+460*a^2*c^2*g^3+2158*a^2*c^2*g^2*p+1000*a^2*c^2*g^2*q+774*a^ 2*c^2*g^2*r-6276*a^2*c^2*g^2*x+1004*a^2*c^2*g*p^2+3612*a^2*c^2*g*p*q-1046*a^2*c ^2*g*p*r-57094*a^2*c^2*g*p*x+504*a^2*c^2*g*q^2+1452*a^2*c^2*g*q*r-7562*a^2*c^2* g*q*x-1302*a^2*c^2*g*r^2-60706*a^2*c^2*g*r*x-251510*a^2*c^2*g*x^2-762*a^2*c^2*p ^3+1676*a^2*c^2*p^2*q-2492*a^2*c^2*p^2*r-50648*a^2*c^2*p^2*x+1044*a^2*c^2*p*q^2 +340*a^2*c^2*p*q*r-42620*a^2*c^2*p*q*x-2084*a^2*c^2*p*r^2-65346*a^2*c^2*p*r*x-\ 179010*a^2*c^2*p*x^2+48*a^2*c^2*q^3+420*a^2*c^2*q^2*r-1474*a^2*c^2*q^2*x-656*a^ 2*c^2*q*r^2-47346*a^2*c^2*q*r*x-229946*a^2*c^2*q*x^2-418*a^2*c^2*r^3-9044*a^2*c ^2*r^2*x+54414*a^2*c^2*r*x^2+248172*a^2*c^2*x^3+54*a^2*c*g^4+459*a^2*c*g^3*p+ 168*a^2*c*g^3*q+191*a^2*c*g^3*r-1043*a^2*c*g^3*x+385*a^2*c*g^2*p^2+1223*a^2*c*g ^2*p*q-285*a^2*c*g^2*p*r-17905*a^2*c*g^2*p*x+130*a^2*c*g^2*q^2+551*a^2*c*g^2*q* r-1080*a^2*c*g^2*q*x-440*a^2*c*g^2*r^2-20701*a^2*c*g^2*r*x-86564*a^2*c*g^2*x^2-\ 575*a^2*c*g*p^3+1346*a^2*c*g*p^2*q-1800*a^2*c*g*p^2*r-35071*a^2*c*g*p^2*x+720*a ^2*c*g*p*q^2+430*a^2*c*g*p*q*r-26544*a^2*c*g*p*q*x-1460*a^2*c*g*p*r^2-45415*a^2 *c*g*p*r*x-126393*a^2*c*g*p*x^2+24*a^2*c*g*q^3+324*a^2*c*g*q^2*r-69*a^2*c*g*q^2 *x-460*a^2*c*g*q*r^2-34068*a^2*c*g*q*r*x-173215*a^2*c*g*q*x^2-275*a^2*c*g*r^3-\ 5601*a^2*c*g*r^2*x+43547*a^2*c*g*r*x^2+186122*a^2*c*g*x^3-391*a^2*c*p^4+59*a^2* c*p^3*q-1089*a^2*c*p^3*r-13939*a^2*c*p^3*x+530*a^2*c*p^2*q^2-627*a^2*c*p^2*q*r-\ 29128*a^2*c*p^2*q*x-1007*a^2*c*p^2*r^2-19325*a^2*c*p^2*r*x-16739*a^2*c*p^2*x^2+ 84*a^2*c*p*q^3+241*a^2*c*p*q^2*r-8360*a^2*c*p*q^2*x-848*a^2*c*p*q*r^2-41596*a^2 *c*p*q*r*x-145232*a^2*c*p*q*x^2-331*a^2*c*p*r^3-2382*a^2*c*p*r^2*x+82911*a^2*c* p*r*x^2+205710*a^2*c*p*x^3+36*a^2*c*q^3*r+183*a^2*c*q^3*x-119*a^2*c*q^2*r^2-\ 11637*a^2*c*q^2*r*x-67511*a^2*c*q^2*x^2-210*a^2*c*q*r^3-6287*a^2*c*q*r^2*x+ 27558*a^2*c*q*r*x^2+174896*a^2*c*q*x^3-22*a^2*c*r^4+1996*a^2*c*r^3*x+44008*a^2* c*r^2*x^2+115072*a^2*c*r*x^3+21648*a^2*c*x^4+2*a^2*g^5+35*a^2*g^4*p+8*a^2*g^4*q +17*a^2*g^4*r-74*a^2*g^4*x+48*a^2*g^3*p^2+130*a^2*g^3*p*q-20*a^2*g^3*p*r-1843*a ^2*g^3*p*x+8*a^2*g^3*q^2+66*a^2*g^3*q*r+37*a^2*g^3*q*x-46*a^2*g^3*r^2-2238*a^2* g^3*r*x-9214*a^2*g^3*x^2-110*a^2*g^2*p^3+267*a^2*g^2*p^2*q-321*a^2*g^2*p^2*r-\ 6016*a^2*g^2*p^2*x+114*a^2*g^2*p*q^2+116*a^2*g^2*p*q*r-3773*a^2*g^2*p*q*x-247*a ^2*g^2*p*r^2-7589*a^2*g^2*p*r*x-20497*a^2*g^2*p*x^2+2*a^2*g^2*q^3+58*a^2*g^2*q^ 2*r+129*a^2*g^2*q^2*x-79*a^2*g^2*q*r^2-5954*a^2*g^2*q*r*x-31455*a^2*g^2*q*x^2-\ 42*a^2*g^2*r^3-740*a^2*g^2*r^2*x+9168*a^2*g^2*r*x^2+34693*a^2*g^2*x^3-158*a^2*g *p^4+44*a^2*g*p^3*q-409*a^2*g*p^3*r-4857*a^2*g*p^3*x+212*a^2*g*p^2*q^2-194*a^2* g*p^2*q*r-10120*a^2*g*p^2*q*x-346*a^2*g*p^2*r^2-6035*a^2*g*p^2*r*x-1998*a^2*g*p ^2*x^2+24*a^2*g*p*q^3+112*a^2*g*p*q^2*r-2332*a^2*g*p*q^2*x-297*a^2*g*p*q*r^2-\ 15223*a^2*g*p*q*r*x-57395*a^2*g*p*q*x^2-99*a^2*g*p*r^3-134*a^2*g*p*r^2*x+33637* a^2*g*p*r*x^2+78710*a^2*g*p*x^3+12*a^2*g*q^3*r+99*a^2*g*q^3*x-44*a^2*g*q^2*r^2-\ 4204*a^2*g*q^2*r*x-25501*a^2*g*q^2*x^2-75*a^2*g*q*r^3-2269*a^2*g*q*r^2*x+9041*a ^2*g*q*r*x^2+62899*a^2*g*q*x^3-4*a^2*g*r^4+784*a^2*g*r^3*x+14624*a^2*g*r^2*x^2+ 34054*a^2*g*r*x^3+3252*a^2*g*x^4-41*a^2*p^5-61*a^2*p^4*q-123*a^2*p^4*r-902*a^2* p^4*x+58*a^2*p^3*q^2-223*a^2*p^3*q*r-4963*a^2*p^3*q*x-131*a^2*p^3*r^2-895*a^2*p ^3*r*x+5583*a^2*p^3*x^2+34*a^2*p^2*q^3-4*a^2*p^2*q^2*r-3581*a^2*p^2*q^2*x-257*a ^2*p^2*q*r^2-8218*a^2*p^2*q*r*x-16924*a^2*p^2*q*x^2-57*a^2*p^2*r^3+632*a^2*p^2* r^2*x+20232*a^2*p^2*r*x^2+33783*a^2*p^2*x^3+17*a^2*p*q^3*r-383*a^2*p*q^3*x-74*a ^2*p*q^2*r^2-5608*a^2*p*q^2*r*x-24000*a^2*p*q^2*x^2-105*a^2*p*q*r^3-2157*a^2*p* q*r^2*x+19529*a^2*p*q*r*x^2+68838*a^2*p*q*x^3-8*a^2*p*r^4+699*a^2*p*r^3*x+9858* a^2*p*r^2*x^2+8382*a^2*p*r*x^3-8258*a^2*p*x^4+29*a^2*q^4*x-7*a^2*q^3*r^2-840*a^ 2*q^3*r*x-5963*a^2*q^3*x^2-20*a^2*q^2*r^3-736*a^2*q^2*r^2*x+4657*a^2*q^2*r*x^2+ 31331*a^2*q^2*x^3-10*a^2*q*r^4+433*a^2*q*r^3*x+14964*a^2*q*r^2*x^2+45746*a^2*q* r*x^3+8854*a^2*q*x^4+90*a^2*r^4*x-696*a^2*r^3*x^2-16372*a^2*r^2*x^3-23396*a^2*r *x^4+1144*a*b^4*c*x+308*a*b^4*g*x+624*a*b^4*p*x-484*a*b^4*r*x-8008*a*b^4*x^2+ 128*a*b^3*c^3+96*a*b^3*c^2*g+336*a*b^3*c^2*p+144*a*b^3*c^2*r+5064*a*b^3*c^2*x+ 16*a*b^3*c*g^2+192*a*b^3*c*g*p+96*a*b^3*c*g*r+3724*a*b^3*c*g*x+272*a*b^3*c*p^2+ 136*a*b^3*c*p*r+1476*a*b^3*c*p*x+2520*a*b^3*c*q*x-56*a*b^3*c*r^2-6708*a*b^3*c*r *x-81028*a*b^3*c*x^2+20*a*b^3*g^2*p+12*a*b^3*g^2*r+566*a*b^3*g^2*x+88*a*b^3*g*p ^2+56*a*b^3*g*p*r+998*a*b^3*g*p*x+600*a*b^3*g*q*x-16*a*b^3*g*r^2-2308*a*b^3*g*r *x-28198*a*b^3*g*x^2+68*a*b^3*p^3+20*a*b^3*p^2*r-910*a*b^3*p^2*x+1392*a*b^3*p*q *x-52*a*b^3*p*r^2-3986*a*b^3*p*r*x-35700*a*b^3*p*x^2-1404*a*b^3*q*r*x-20656*a*b ^3*q*x^2-12*a*b^3*r^3-568*a*b^3*r^2*x-158*a*b^3*r*x^2+34988*a*b^3*x^3+704*a*b^2 *c^4+800*a*b^2*c^3*g+1808*a*b^2*c^3*p+256*a*b^2*c^3*q+720*a*b^2*c^3*r+4576*a*b^ 2*c^3*x+288*a*b^2*c^2*g^2+1752*a*b^2*c^2*g*p+192*a*b^2*c^2*g*q+792*a*b^2*c^2*g* r+7060*a*b^2*c^2*g*x+1464*a*b^2*c^2*p^2+672*a*b^2*c^2*p*q+624*a*b^2*c^2*p*r-\ 14136*a*b^2*c^2*p*x+288*a*b^2*c^2*q*r+8236*a*b^2*c^2*q*x-360*a*b^2*c^2*r^2-\ 33028*a*b^2*c^2*r*x-272600*a*b^2*c^2*x^2+32*a*b^2*c*g^3+512*a*b^2*c*g^2*p+32*a* b^2*c*g^2*q+264*a*b^2*c*g^2*r+2784*a*b^2*c*g^2*x+1072*a*b^2*c*g*p^2+384*a*b^2*c *g*p*q+560*a*b^2*c*g*p*r-6598*a*b^2*c*g*p*x+192*a*b^2*c*g*q*r+6096*a*b^2*c*g*q* x-240*a*b^2*c*g*r^2-23052*a*b^2*c*g*r*x-196050*a*b^2*c*g*x^2+384*a*b^2*c*p^3+ 544*a*b^2*c*p^2*q-40*a*b^2*c*p^2*r-17546*a*b^2*c*p^2*x+272*a*b^2*c*p*q*r+1390*a *b^2*c*p*q*x-484*a*b^2*c*p*r^2-34894*a*b^2*c*p*r*x-213144*a*b^2*c*p*x^2+1894*a* b^2*c*q^2*x-112*a*b^2*c*q*r^2-14322*a*b^2*c*q*r*x-154794*a*b^2*c*q*x^2-116*a*b^ 2*c*r^3-5304*a*b^2*c*r^2*x+1574*a*b^2*c*r*x^2+205952*a*b^2*c*x^3+40*a*b^2*g^3*p +24*a*b^2*g^3*r+256*a*b^2*g^3*x+192*a*b^2*g^2*p^2+40*a*b^2*g^2*p*q+118*a*b^2*g^ 2*p*r-505*a*b^2*g^2*p*x+24*a*b^2*g^2*q*r+887*a*b^2*g^2*q*x-42*a*b^2*g^2*r^2-\ 3915*a*b^2*g^2*r*x-33627*a*b^2*g^2*x^2+160*a*b^2*g*p^3+176*a*b^2*g*p^2*q+20*a*b ^2*g*p^2*r-5504*a*b^2*g*p^2*x+112*a*b^2*g*p*q*r+1533*a*b^2*g*p*q*x-164*a*b^2*g* p*r^2-12329*a*b^2*g*p*r*x-79000*a*b^2*g*p*x^2+353*a*b^2*g*q^2*x-32*a*b^2*g*q*r^ 2-4954*a*b^2*g*q*r*x-54043*a*b^2*g*q*x^2-40*a*b^2*g*r^3-1865*a*b^2*g*r^2*x+2189 *a*b^2*g*r*x^2+78018*a*b^2*g*x^3+8*a*b^2*p^4+136*a*b^2*p^3*q-74*a*b^2*p^3*r-\ 4339*a*b^2*p^3*x+40*a*b^2*p^2*q*r-2305*a*b^2*p^2*q*x-134*a*b^2*p^2*r^2-8156*a*b ^2*p^2*r*x-35240*a*b^2*p^2*x^2+1068*a*b^2*p*q^2*x-104*a*b^2*p*q*r^2-8175*a*b^2* p*q*r*x-67314*a*b^2*p*q*x^2-52*a*b^2*p*r^3-1695*a*b^2*p*r^2*x+12032*a*b^2*p*r*x ^2+89346*a*b^2*p*x^3-1477*a*b^2*q^2*r*x-19358*a*b^2*q^2*x^2-24*a*b^2*q*r^3-870* a*b^2*q*r^2*x+4693*a*b^2*q*r*x^2+75950*a*b^2*q*x^3+846*a*b^2*r^3*x+18788*a*b^2* r^2*x^2+65296*a*b^2*r*x^3+10632*a*b^2*x^4+1376*a*b*c^5+2064*a*b*c^4*g+3448*a*b* c^4*p+992*a*b*c^4*q+1272*a*b*c^4*r-4784*a*b*c^4*x+1112*a*b*c^3*g^2+4608*a*b*c^3 *g*p+1152*a*b*c^3*g*q+1904*a*b*c^3*g*r-2448*a*b*c^3*g*x+2632*a*b*c^3*p^2+2576*a *b*c^3*p*q+724*a*b*c^3*p*r-48244*a*b*c^3*p*x+160*a*b*c^3*q^2+1040*a*b*c^3*q*r+ 3964*a*b*c^3*q*x-908*a*b*c^3*r^2-65004*a*b*c^3*r*x-388000*a*b*c^3*x^2+252*a*b*c ^2*g^3+2166*a*b*c^2*g^2*p+424*a*b*c^2*g^2*q+1006*a*b*c^2*g^2*r+366*a*b*c^2*g^2* x+2932*a*b*c^2*g*p^2+2556*a*b*c^2*g*p*q+1094*a*b*c^2*g*p*r-44332*a*b*c^2*g*p*x+ 120*a*b*c^2*g*q^2+1164*a*b*c^2*g*q*r+7498*a*b*c^2*g*q*x-922*a*b*c^2*g*r^2-68500 *a*b*c^2*g*r*x-421354*a*b*c^2*g*x^2+454*a*b*c^2*p^3+2132*a*b*c^2*p^2*q-994*a*b* c^2*p^2*r-57586*a*b*c^2*p^2*x+420*a*b*c^2*p*q^2+964*a*b*c^2*p*q*r-22174*a*b*c^2 *p*q*x-1730*a*b*c^2*p*r^2-91900*a*b*c^2*p*r*x-404364*a*b*c^2*p*x^2+180*a*b*c^2* q^2*r+3764*a*b*c^2*q^2*x-488*a*b*c^2*q*r^2-46924*a*b*c^2*q*r*x-352962*a*b*c^2*q *x^2-410*a*b*c^2*r^3-14660*a*b*c^2*r^2*x+22644*a*b*c^2*r*x^2+406000*a*b*c^2*x^3 +20*a*b*c*g^4+412*a*b*c*g^3*p+48*a*b*c*g^3*q+216*a*b*c*g^3*r+155*a*b*c*g^3*x+ 1064*a*b*c*g^2*p^2+762*a*b*c*g^2*p*q+504*a*b*c*g^2*p*r-12793*a*b*c*g^2*p*x+20*a *b*c*g^2*q^2+394*a*b*c*g^2*q*r+3272*a*b*c*g^2*q*x-308*a*b*c*g^2*r^2-23383*a*b*c *g^2*r*x-146259*a*b*c*g^2*x^2+396*a*b*c*g*p^3+1604*a*b*c*g*p^2*q-574*a*b*c*g*p^ 2*r-38980*a*b*c*g*p^2*x+240*a*b*c*g*p*q^2+868*a*b*c*g*p*q*r-10533*a*b*c*g*p*q*x -1174*a*b*c*g*p*r^2-65072*a*b*c*g*p*r*x-297090*a*b*c*g*p*x^2+120*a*b*c*g*q^2*r+ 2693*a*b*c*g*q^2*x-336*a*b*c*g*q*r^2-33065*a*b*c*g*q*r*x-256311*a*b*c*g*q*x^2-\ 280*a*b*c*g*r^3-9840*a*b*c*g*r^2*x+25392*a*b*c*g*r*x^2+313512*a*b*c*g*x^3-172*a *b*c*p^4+594*a*b*c*p^3*q-800*a*b*c*p^3*r-22040*a*b*c*p^3*x+340*a*b*c*p^2*q^2+14 *a*b*c*p^2*q*r-25540*a*b*c*p^2*q*x-980*a*b*c*p^2*r^2-37700*a*b*c*p^2*r*x-107794 *a*b*c*p^2*x^2+170*a*b*c*p*q^2*r-570*a*b*c*p*q^2*x-668*a*b*c*p*q*r^2-48832*a*b* c*p*q*r*x-275892*a*b*c*p*q*x^2-372*a*b*c*p*r^3-8418*a*b*c*p*r^2*x+81982*a*b*c*p *r*x^2+364782*a*b*c*p*x^3+576*a*b*c*q^3*x-70*a*b*c*q^2*r^2-9936*a*b*c*q^2*r*x-\ 95890*a*b*c*q^2*x^2-168*a*b*c*q*r^3-6834*a*b*c*q*r^2*x+15370*a*b*c*q*r*x^2+ 290010*a*b*c*q*x^3-20*a*b*c*r^4+3096*a*b*c*r^3*x+81332*a*b*c*r^2*x^2+274080*a*b *c*r*x^3+60432*a*b*c*x^4+25*a*b*g^4*p+15*a*b*g^4*r-21*a*b*g^4*x+127*a*b*g^3*p^2 +60*a*b*g^3*p*q+73*a*b*g^3*p*r-1110*a*b*g^3*p*x+36*a*b*g^3*q*r+314*a*b*g^3*q*x-\ 34*a*b*g^3*r^2-2534*a*b*g^3*r*x-15748*a*b*g^3*x^2+84*a*b*g^2*p^3+292*a*b*g^2*p^ 2*q-69*a*b*g^2*p^2*r-6458*a*b*g^2*p^2*x+25*a*b*g^2*p*q^2+183*a*b*g^2*p*q*r-798* a*b*g^2*p*q*x-188*a*b*g^2*p*r^2-11100*a*b*g^2*p*r*x-52133*a*b*g^2*p*x^2+15*a*b* g^2*q^2*r+326*a*b*g^2*q^2*x-61*a*b*g^2*q*r^2-5699*a*b*g^2*q*r*x-44717*a*b*g^2*q *x^2-45*a*b*g^2*r^3-1423*a*b*g^2*r^2*x+8155*a*b*g^2*r*x^2+61604*a*b*g^2*x^3-61* a*b*g*p^4+256*a*b*g*p^3*q-281*a*b*g*p^3*r-7927*a*b*g*p^3*x+110*a*b*g*p^2*q^2+58 *a*b*g*p^2*q*r-7950*a*b*g*p^2*q*x-343*a*b*g*p^2*r^2-13573*a*b*g*p^2*r*x-40301*a *b*g*p^2*x^2+70*a*b*g*p*q^2*r+459*a*b*g*p*q^2*x-234*a*b*g*p*q*r^2-17594*a*b*g*p *q*r*x-105382*a*b*g*p*q*x^2-130*a*b*g*p*r^3-3017*a*b*g*p*r^2*x+28653*a*b*g*p*r* x^2+132707*a*b*g*p*x^3+57*a*b*g*q^3*x-20*a*b*g*q^2*r^2-3452*a*b*g*q^2*r*x-33395 *a*b*g*q^2*x^2-60*a*b*g*q*r^3-2560*a*b*g*q*r^2*x+5328*a*b*g*q*r*x^2+105913*a*b* g*q*x^3-7*a*b*g*r^4+1060*a*b*g*r^3*x+27670*a*b*g*r^2*x^2+90896*a*b*g*r*x^3+ 16800*a*b*g*x^4-43*a*b*p^5+24*a*b*p^4*q-142*a*b*p^4*r-2397*a*b*p^4*x+85*a*b*p^3 *q^2-89*a*b*p^3*q*r-6112*a*b*p^3*q*x-168*a*b*p^3*r^2-4107*a*b*p^3*r*x-2756*a*b* p^3*x^2+25*a*b*p^2*q^2*r-1959*a*b*p^2*q^2*x-191*a*b*p^2*q*r^2-11550*a*b*p^2*q*r *x-46082*a*b*p^2*q*x^2-82*a*b*p^2*r^3-794*a*b*p^2*r^2*x+29282*a*b*p^2*r*x^2+ 76644*a*b*p^2*x^3+336*a*b*p*q^3*x-65*a*b*p*q^2*r^2-5409*a*b*p*q^2*r*x-40502*a*b *p*q^2*x^2-78*a*b*p*q*r^3-2403*a*b*p*q*r^2*x+18747*a*b*p*q*r*x^2+121032*a*b*p*q *x^3-13*a*b*p*r^4+804*a*b*p*r^3*x+23964*a*b*p*r^2*x^2+66176*a*b*p*r*x^3+6428*a* b*p*x^4-666*a*b*q^3*r*x-7796*a*b*q^3*x^2-15*a*b*q^2*r^3-315*a*b*q^2*r^2*x+7415* a*b*q^2*r*x^2+55348*a*b*q^2*x^3+1200*a*b*q*r^3*x+24690*a*b*q*r^2*x^2+76864*a*b* q*r*x^3+6428*a*b*q*x^4+48*a*b*r^4*x-2700*a*b*r^3*x^2-37728*a*b*r^2*x^3-56056*a* b*r*x^4+832*a*c^6+1584*a*c^5*g+1920*a*c^5*p+928*a*c^5*q+576*a*c^5*r-7936*a*c^5* x+1160*a*c^4*g^2+3372*a*c^4*g*p+1440*a*c^4*g*q+1164*a*c^4*g*r-10440*a*c^4*g*x+ 1064*a*c^4*p^2+2344*a*c^4*p*q-448*a*c^4*p*r-43452*a*c^4*p*x+320*a*c^4*q^2+872*a *c^4*q*r-5380*a*c^4*q*x-872*a*c^4*r^2-44808*a*c^4*r*x-203920*a*c^4*x^2+404*a*c^ 3*g^3+2252*a*c^3*g^2*p+808*a*c^3*g^2*q+892*a*c^3*g^2*r-5004*a*c^3*g^2*x+1720*a* c^3*g*p^2+3260*a*c^3*g*p*q-334*a*c^3*g*p*r-55626*a*c^3*g*p*x+376*a*c^3*g*q^2+ 1356*a*c^3*g*q*r-4158*a*c^3*g*q*x-1218*a*c^3*g*r^2-63204*a*c^3*g*r*x-294074*a*c ^3*g*x^2-396*a*c^3*p^3+1828*a*c^3*p^2*q-2106*a*c^3*p^2*r-55180*a*c^3*p^2*x+836* a*c^3*p*q^2+548*a*c^3*p*q*r-37294*a*c^3*p*q*x-2052*a*c^3*p*r^2-75392*a*c^3*p*r* x-247982*a*c^3*p*x^2+32*a*c^3*q^3+340*a*c^3*q^2*r+38*a*c^3*q^2*x-600*a*c^3*q*r^ 2-46082*a*c^3*q*r*x-256488*a*c^3*q*x^2-430*a*c^3*r^3-11140*a*c^3*r^2*x+38240*a* c^3*r*x^2+274248*a*c^3*x^3+66*a*c^2*g^4+703*a*c^2*g^3*p+192*a*c^2*g^3*q+319*a*c ^2*g^3*r-1234*a*c^2*g^3*x+1010*a*c^2*g^2*p^2+1604*a*c^2*g^2*p*q+13*a*c^2*g^2*p* r-25528*a*c^2*g^2*p*x+140*a*c^2*g^2*q^2+748*a*c^2*g^2*q*r-440*a*c^2*g^2*q*x-619 *a*c^2*g^2*r^2-32466*a*c^2*g^2*r*x-152917*a*c^2*g^2*x^2-357*a*c^2*g*p^3+2148*a* c^2*g*p^2*q-2158*a*c^2*g*p^2*r-56641*a*c^2*g*p^2*x+840*a*c^2*g*p*q^2+864*a*c^2* g*p*q*r-34489*a*c^2*g*p*q*x-2157*a*c^2*g*p*r^2-79987*a*c^2*g*p*r*x-269693*a*c^2 *g*p*x^2+24*a*c^2*g*q^3+384*a*c^2*g*q^2*r+956*a*c^2*g*q^2*x-628*a*c^2*g*q*r^2-\ 49339*a*c^2*g*q*r*x-283598*a*c^2*g*q*x^2-440*a*c^2*g*r^3-11215*a*c^2*g*r^2*x+ 46483*a*c^2*g*r*x^2+307856*a*c^2*g*x^3-510*a*c^2*p^4+356*a*c^2*p^3*q-1592*a*c^2 *p^3*r-26463*a*c^2*p^3*x+700*a*c^2*p^2*q^2-620*a*c^2*p^2*q*r-42809*a*c^2*p^2*q* x-1596*a*c^2*p^2*r^2-40224*a*c^2*p^2*r*x-73878*a*c^2*p^2*x^2+84*a*c^2*p*q^3+326 *a*c^2*p*q^2*r-9052*a*c^2*p*q^2*x-1182*a*c^2*p*q*r^2-64959*a*c^2*p*q*r*x-267204 *a*c^2*p*q*x^2-546*a*c^2*p*r^3-6929*a*c^2*p*r^2*x+121038*a*c^2*p*r*x^2+370942*a *c^2*p*x^3+36*a*c^2*q^3*r+456*a*c^2*q^3*x-154*a*c^2*q^2*r^2-16021*a*c^2*q^2*r*x -109746*a*c^2*q^2*x^2-294*a*c^2*q*r^3-9480*a*c^2*q*r^2*x+32231*a*c^2*q*r*x^2+ 297186*a*c^2*q*x^3-32*a*c^2*r^4+3824*a*c^2*r^3*x+89868*a*c^2*r^2*x^2+276704*a*c ^2*r*x^3+71168*a*c^2*x^4+4*a*c*g^5+100*a*c*g^4*p+16*a*c*g^4*q+52*a*c*g^4*r-221* a*c*g^4*x+256*a*c*g^3*p^2+320*a*c*g^3*p*q+54*a*c*g^3*p*r-4979*a*c*g^3*p*x+16*a* c*g^3*q^2+168*a*c*g^3*q*r+161*a*c*g^3*q*x-134*a*c*g^3*r^2-7129*a*c*g^3*r*x-\ 33306*a*c*g^3*x^2-101*a*c*g^2*p^3+826*a*c*g^2*p^2*q-708*a*c*g^2*p^2*r-18888*a*c *g^2*p^2*x+253*a*c*g^2*p*q^2+415*a*c*g^2*p*q*r-9665*a*c*g^2*p*q*x-723*a*c*g^2*p *r^2-27200*a*c*g^2*p*r*x-92335*a*c*g^2*p*x^2+4*a*c*g^2*q^3+131*a*c*g^2*q^2*r+ 512*a*c*g^2*q^2*x-219*a*c*g^2*q*r^2-17135*a*c*g^2*q*r*x-100992*a*c*g^2*q*x^2-\ 140*a*c*g^2*r^3-3249*a*c*g^2*r^2*x+22674*a*c*g^2*r*x^2+119088*a*c*g^2*x^3-382*a *c*g*p^4+344*a*c*g*p^3*q-1162*a*c*g*p^3*r-18663*a*c*g*p^3*x+534*a*c*g*p^2*q^2-\ 330*a*c*g*p^2*q*r-29192*a*c*g*p^2*q*x-1128*a*c*g*p^2*r^2-28060*a*c*g*p^2*r*x-\ 51127*a*c*g*p^2*x^2+48*a*c*g*p*q^3+294*a*c*g*p*q^2*r-4847*a*c*g*p*q^2*x-828*a*c *g*p*q*r^2-47294*a*c*g*p*q*r*x-205541*a*c*g*p*q*x^2-363*a*c*g*p*r^3-4249*a*c*g* p*r^2*x+87975*a*c*g*p*r*x^2+268866*a*c*g*p*x^3+24*a*c*g*q^3*r+288*a*c*g*q^3*x-\ 108*a*c*g*q^2*r^2-11384*a*c*g*q^2*r*x-79947*a*c*g*q^2*x^2-210*a*c*g*q*r^3-6844* a*c*g*q*r^2*x+22281*a*c*g*q*r*x^2+215942*a*c*g*q*x^3-15*a*c*g*r^4+2908*a*c*g*r^ 3*x+62366*a*c*g*r^2*x^2+183288*a*c*g*r*x^3+40792*a*c*g*x^4-137*a*c*p^5-98*a*c*p ^4*q-430*a*c*p^4*r-4763*a*c*p^4*x+201*a*c*p^3*q^2-535*a*c*p^3*q*r-16252*a*c*p^3 *q*x-478*a*c*p^3*r^2-6979*a*c*p^3*r*x+5188*a*c*p^3*x^2+68*a*c*p^2*q^3+17*a*c*p^ 2*q^2*r-9325*a*c*p^2*q^2*x-705*a*c*p^2*q*r^2-27574*a*c*p^2*q*r*x-74074*a*c*p^2* q*x^2-214*a*c*p^2*r^3+302*a*c*p^2*r^2*x+70068*a*c*p^2*r*x^2+143542*a*c*p^2*x^3+ 34*a*c*p*q^3*r-448*a*c*p*q^3*x-213*a*c*p*q^2*r^2-16281*a*c*p*q^2*r*x-83612*a*c* p*q^2*x^2-288*a*c*p*q*r^3-6269*a*c*p*q*r^2*x+60399*a*c*p*q*r*x^2+250970*a*c*p*q *x^3-29*a*c*p*r^4+2562*a*c*p*r^3*x+49814*a*c*p*r^2*x^2+106860*a*c*p*r*x^3+5418* a*c*p*x^4+58*a*c*q^4*x-14*a*c*q^3*r^2-2226*a*c*q^3*r*x-19194*a*c*q^3*x^2-55*a*c *q^2*r^3-1867*a*c*q^2*r^2*x+13595*a*c*q^2*r*x^2+108088*a*c*q^2*x^3-20*a*c*q*r^4 +2066*a*c*q*r^3*x+54416*a*c*q*r^2*x^2+170646*a*c*q*r*x^3+28938*a*c*q*x^4+228*a* c*r^4*x-4644*a*c*r^3*x^2-76124*a*c*r^2*x^3-112184*a*c*r*x^4+5*a*g^5*p+3*a*g^5*r -23*a*g^5*x+24*a*g^4*p^2+20*a*g^4*p*q+10*a*g^4*p*r-345*a*g^4*p*x+12*a*g^4*q*r+7 *a*g^4*q*x-10*a*g^4*r^2-548*a*g^4*r*x-2438*a*g^4*x^2-9*a*g^3*p^3+104*a*g^3*p^2* q-73*a*g^3*p^2*r-2069*a*g^3*p^2*x+20*a*g^3*p*q^2+62*a*g^3*p*q*r-755*a*g^3*p*q*x -75*a*g^3*p*r^2-2929*a*g^3*p*r*x-9760*a*g^3*p*x^2+12*a*g^3*q^2*r+36*a*g^3*q^2*x -26*a*g^3*q*r^2-1914*a*g^3*q*r*x-11407*a*g^3*q*x^2-13*a*g^3*r^3-227*a*g^3*r^2*x +3844*a*g^3*r*x^2+15409*a*g^3*x^3-72*a*g^2*p^4+81*a*g^2*p^3*q-210*a*g^2*p^3*r-\ 3239*a*g^2*p^3*x+98*a*g^2*p^2*q^2-30*a*g^2*p^2*q*r-4752*a*g^2*p^2*q*x-194*a*g^2 *p^2*r^2-4691*a*g^2*p^2*r*x-7662*a*g^2*p^2*x^2+5*a*g^2*p*q^3+62*a*g^2*p*q^2*r-\ 513*a*g^2*p*q^2*x-139*a*g^2*p*q*r^2-8332*a*g^2*p*q*r*x-38169*a*g^2*p*q*x^2-57*a *g^2*p*r^3-535*a*g^2*p*r^2*x+16519*a*g^2*p*r*x^2+48653*a*g^2*p*x^3+3*a*g^2*q^3* r+12*a*g^2*q^3*x-20*a*g^2*q^2*r^2-1974*a*g^2*q^2*r*x-13958*a*g^2*q^2*x^2-36*a*g ^2*q*r^3-1112*a*g^2*q*r^2*x+4901*a*g^2*q*r*x^2+39838*a*g^2*q*x^3-a*g^2*r^4+526* a*g^2*r^3*x+9904*a*g^2*r^2*x^2+25781*a*g^2*r*x^3+3114*a*g^2*x^4-54*a*g*p^5-30*a *g*p^4*q-159*a*g*p^4*r-1618*a*g*p^4*x+88*a*g*p^3*q^2-186*a*g*p^3*q*r-5902*a*g*p ^3*q*x-162*a*g*p^3*r^2-2010*a*g*p^3*r*x+4036*a*g*p^3*x^2+22*a*g*p^2*q^3+24*a*g* p^2*q^2*r-3006*a*g*p^2*q^2*x-254*a*g*p^2*q*r^2-10324*a*g*p^2*q*r*x-30494*a*g*p^ 2*q*x^2-63*a*g*p^2*r^3+597*a*g*p^2*r^2*x+27694*a*g*p^2*r*x^2+54428*a*g*p^2*x^3+ 14*a*g*p*q^3*r-29*a*g*p*q^3*x-76*a*g*p*q^2*r^2-5952*a*g*p*q^2*r*x-32628*a*g*p*q ^2*x^2-105*a*g*p*q*r^3-2473*a*g*p*q*r^2*x+18599*a*g*p*q*r*x^2+87947*a*g*p*q*x^3 -6*a*g*p*r^4+988*a*g*p*r^3*x+16827*a*g*p*r^2*x^2+32211*a*g*p*r*x^3-1971*a*g*p*x ^4-4*a*g*q^4*x-4*a*g*q^3*r^2-776*a*g*q^3*r*x-6642*a*g*q^3*x^2-20*a*g*q^2*r^3-\ 712*a*g*q^2*r^2*x+4686*a*g*q^2*r*x^2+39441*a*g*q^2*x^3-7*a*g*q*r^4+746*a*g*q*r^ 3*x+19761*a*g*q*r^2*x^2+63274*a*g*q*r*x^3+11517*a*g*q*x^4+54*a*g*r^4*x-1911*a*g *r^3*x^2-26386*a*g*r^2*x^3-37748*a*g*r*x^4-10*a*p^6-27*a*p^5*q-35*a*p^5*r-212*a *p^5*x+10*a*p^4*q^2-100*a*p^4*q*r-1842*a*p^4*q*x-45*a*p^4*r^2-165*a*p^4*r*x+ 2552*a*p^4*x^2+17*a*p^3*q^3-26*a*p^3*q^2*r-2133*a*p^3*q^2*x-132*a*p^3*q*r^2-\ 3416*a*p^3*q*r*x-3634*a*p^3*q*x^2-25*a*p^3*r^3+407*a*p^3*r^2*x+9073*a*p^3*r*x^2 +12922*a*p^3*x^3+5*a*p^2*q^3*r-517*a*p^2*q^3*x-62*a*p^2*q^2*r^2-3837*a*p^2*q^2* r*x-13388*a*p^2*q^2*x^2-72*a*p^2*q*r^3-938*a*p^2*q*r^2*x+18773*a*p^2*q*r*x^2+ 49997*a*p^2*q*x^3-5*a*p^2*r^4+477*a*p^2*r^3*x+5287*a*p^2*r^2*x^2-1364*a*p^2*r*x ^3-8619*a*p^2*x^4+36*a*p*q^4*x-13*a*p*q^3*r^2-1159*a*p*q^3*r*x-7796*a*p*q^3*x^2 -26*a*p*q^2*r^3-688*a*p*q^2*r^2*x+8972*a*p*q^2*r*x^2+43654*a*p*q^2*x^3-13*a*p*q *r^4+570*a*p*q*r^3*x+17830*a*p*q*r^2*x^2+48719*a*p*q*r*x^3+5706*a*p*q*x^4+117*a *p*r^4*x-909*a*p*r^3*x^2-19948*a*p*r^2*x^3-27126*a*p*r*x^4-109*a*q^4*r*x-1140*a *q^4*x^2-3*a*q^3*r^3-11*a*q^3*r^2*x+2491*a*q^3*r*x^2+12819*a*q^3*x^3+405*a*q^2* r^3*x+7405*a*q^2*r^2*x^2+18375*a*q^2*r*x^3-2787*a*q^2*x^4+57*a*q*r^4*x-1686*a*q *r^3*x^2-25374*a*q*r^2*x^3-36390*a*q*r*x^4-120*a*r^4*x^2+1184*a*r^3*x^3+7776*a* r^2*x^4-912*b^5*x^2+672*b^4*c^2*x+404*b^4*c*g*x+896*b^4*c*p*x-28*b^4*c*r*x-\ 10800*b^4*c*x^2+36*b^4*g^2*x+288*b^4*g*p*x+24*b^4*g*r*x-3664*b^4*g*x^2+220*b^4* p^2*x-264*b^4*p*r*x-5108*b^4*p*x^2-2912*b^4*q*x^2+104*b^4*r^2*x+1076*b^4*r*x^2+ 9388*b^4*x^3+32*b^3*c^4+32*b^3*c^3*g+112*b^3*c^3*p+48*b^3*c^3*r+2400*b^3*c^3*x+ 8*b^3*c^2*g^2+96*b^3*c^2*g*p+48*b^3*c^2*g*r+2656*b^3*c^2*g*x+136*b^3*c^2*p^2+68 *b^3*c^2*p*r+1972*b^3*c^2*p*x+1460*b^3*c^2*q*x-28*b^3*c^2*r^2-2556*b^3*c^2*r*x-\ 56584*b^3*c^2*x^2+20*b^3*c*g^2*p+12*b^3*c*g^2*r+834*b^3*c*g^2*x+88*b^3*c*g*p^2+ 56*b^3*c*g*p*r+1894*b^3*c*g*p*x+792*b^3*c*g*q*x-16*b^3*c*g*r^2-1516*b^3*c*g*r*x -38886*b^3*c*g*x^2+68*b^3*c*p^3+20*b^3*c*p^2*r-742*b^3*c*p^2*x+1936*b^3*c*p*q*x -52*b^3*c*p*r^2-4910*b^3*c*p*r*x-55476*b^3*c*p*x^2-492*b^3*c*q*r*x-30240*b^3*c* q*x^2-12*b^3*c*r^3-376*b^3*c*r^2*x-5174*b^3*c*r*x^2+52200*b^3*c*x^3+52*b^3*g^3* x+12*b^3*g^2*p^2+8*b^3*g^2*p*r+388*b^3*g^2*p*x+36*b^3*g^2*q*x-4*b^3*g^2*r^2-232 *b^3*g^2*r*x-6328*b^3*g^2*x^2+24*b^3*g*p^3+16*b^3*g*p^2*r-22*b^3*g*p^2*x+584*b^ 3*g*p*q*x-8*b^3*g*p*r^2-1568*b^3*g*p*r*x-19268*b^3*g*p*x^2-60*b^3*g*q*r*x-10136 *b^3*g*q*x^2+24*b^3*g*r^2*x-46*b^3*g*r*x^2+22030*b^3*g*x^3+12*b^3*p^4-4*b^3*p^3 *r-492*b^3*p^3*x+480*b^3*p^2*q*x-28*b^3*p^2*r^2-1556*b^3*p^2*r*x-12358*b^3*p^2* x^2-820*b^3*p*q*r*x-13612*b^3*p*q*x^2-12*b^3*p*r^3-452*b^3*p*r^2*x-1492*b^3*p*r *x^2+20084*b^3*p*x^3-3608*b^3*q^2*x^2+328*b^3*q*r^2*x+3682*b^3*q*r*x^2+25304*b^ 3*q*x^3+162*b^3*r^3*x+2940*b^3*r^2*x^2+11444*b^3*r*x^3-2160*b^3*x^4+160*b^2*c^5 +224*b^2*c^4*g+536*b^2*c^4*p+64*b^2*c^4*q+216*b^2*c^4*r+2200*b^2*c^4*x+104*b^2* c^3*g^2+680*b^2*c^3*g*p+64*b^2*c^3*g*q+312*b^2*c^3*g*r+4132*b^2*c^3*g*x+624*b^2 *c^3*p^2+224*b^2*c^3*p*q+276*b^2*c^3*p*r-4416*b^2*c^3*p*x+96*b^2*c^3*q*r+3896*b ^2*c^3*q*x-148*b^2*c^3*r^2-12648*b^2*c^3*r*x-136888*b^2*c^3*x^2+16*b^2*c^2*g^3+ 286*b^2*c^2*g^2*p+16*b^2*c^2*g^2*q+150*b^2*c^2*g^2*r+2392*b^2*c^2*g^2*x+668*b^2 *c^2*g*p^2+192*b^2*c^2*g*p*q+364*b^2*c^2*g*p*r-2342*b^2*c^2*g*p*x+96*b^2*c^2*g* q*r+4216*b^2*c^2*g*q*x-144*b^2*c^2*g*r^2-12594*b^2*c^2*g*r*x-144008*b^2*c^2*g*x ^2+294*b^2*c^2*p^3+272*b^2*c^2*p^2*q+10*b^2*c^2*p^2*r-11004*b^2*c^2*p^2*x+136*b ^2*c^2*p*q*r+2694*b^2*c^2*p*q*x-320*b^2*c^2*p*r^2-24278*b^2*c^2*p*r*x-179192*b^ 2*c^2*p*x^2+1072*b^2*c^2*q^2*x-56*b^2*c^2*q*r^2-6732*b^2*c^2*q*r*x-117030*b^2*c ^2*q*x^2-76*b^2*c^2*r^3-3404*b^2*c^2*r^2*x-16758*b^2*c^2*r*x^2+151556*b^2*c^2*x ^3+40*b^2*c*g^3*p+24*b^2*c*g^3*r+448*b^2*c*g^3*x+228*b^2*c*g^2*p^2+40*b^2*c*g^2 *p*q+142*b^2*c*g^2*p*r-59*b^2*c*g^2*p*x+24*b^2*c*g^2*q*r+1205*b^2*c*g^2*q*x-54* b^2*c*g^2*r^2-4199*b^2*c*g^2*r*x-48965*b^2*c*g^2*x^2+232*b^2*c*g*p^3+176*b^2*c* g*p^2*q+68*b^2*c*g*p^2*r-6602*b^2*c*g*p^2*x+112*b^2*c*g*p*q*r+2969*b^2*c*g*p*q* x-188*b^2*c*g*p*r^2-16599*b^2*c*g*p*r*x-129388*b^2*c*g*p*x^2+473*b^2*c*g*q^2*x-\ 32*b^2*c*g*q*r^2-3976*b^2*c*g*q*r*x-79335*b^2*c*g*q*x^2-40*b^2*c*g*r^3-1971*b^2 *c*g*r^2*x-7669*b^2*c*g*r*x^2+117182*b^2*c*g*x^3+44*b^2*c*p^4+136*b^2*c*p^3*q-\ 86*b^2*c*p^3*r-5881*b^2*c*p^3*x+40*b^2*c*p^2*q*r-1933*b^2*c*p^2*q*x-218*b^2*c*p ^2*r^2-12604*b^2*c*p^2*r*x-65714*b^2*c*p^2*x^2+1408*b^2*c*p*q^2*x-104*b^2*c*p*q *r^2-10437*b^2*c*p*q*r*x-106436*b^2*c*p*q*x^2-88*b^2*c*p*r^3-2993*b^2*c*p*r^2*x +9720*b^2*c*p*r*x^2+147232*b^2*c*p*x^3-907*b^2*c*q^2*r*x-30596*b^2*c*q^2*x^2-24 *b^2*c*q*r^3-222*b^2*c*q*r^2*x+2529*b^2*c*q*r*x^2+126458*b^2*c*q*x^3+1332*b^2*c *r^3*x+30028*b^2*c*r^2*x^2+122560*b^2*c*r*x^3+21648*b^2*c*x^4+5*b^2*g^4*x+24*b^ 2*g^3*p^2+16*b^2*g^3*p*r+62*b^2*g^3*p*x+34*b^2*g^3*q*x-8*b^2*g^3*r^2-476*b^2*g^ 3*r*x-5248*b^2*g^3*x^2+46*b^2*g^2*p^3+24*b^2*g^2*p^2*q+24*b^2*g^2*p^2*r-897*b^2 *g^2*p^2*x+16*b^2*g^2*p*q*r+646*b^2*g^2*p*q*x-26*b^2*g^2*p*r^2-2688*b^2*g^2*p*r *x-22338*b^2*g^2*p*x^2-27*b^2*g^2*q^2*x-8*b^2*g^2*q*r^2-576*b^2*g^2*q*r*x-12694 *b^2*g^2*q*x^2-4*b^2*g^2*r^3-159*b^2*g^2*r^2*x+549*b^2*g^2*r*x^2+23375*b^2*g^2* x^3+20*b^2*g*p^4+48*b^2*g*p^3*q-24*b^2*g*p^3*r-2002*b^2*g*p^3*x+32*b^2*g*p^2*q* r-173*b^2*g*p^2*q*x-76*b^2*g*p^2*r^2-4647*b^2*g*p^2*r*x-25369*b^2*g*p^2*x^2+376 *b^2*g*p*q^2*x-16*b^2*g*p*q*r^2-3384*b^2*g*p*q*r*x-37181*b^2*g*p*q*x^2-32*b^2*g *p*r^3-1410*b^2*g*p*r^2*x+926*b^2*g*p*r*x^2+50609*b^2*g*p*x^3-186*b^2*g*q^2*r*x -10044*b^2*g*q^2*x^2+224*b^2*g*q*r^2*x+4303*b^2*g*q*r*x^2+51434*b^2*g*q*x^3+326 *b^2*g*r^3*x+8870*b^2*g*r^2*x^2+36602*b^2*g*r*x^3+3252*b^2*g*x^4-2*b^2*p^5+24*b ^2*p^4*q-20*b^2*p^4*r-897*b^2*p^4*x-8*b^2*p^3*q*r-1070*b^2*p^3*q*x-34*b^2*p^3*r ^2-1763*b^2*p^3*r*x-5912*b^2*p^3*x^2+355*b^2*p^2*q^2*x-56*b^2*p^2*q*r^2-3132*b^ 2*p^2*q*r*x-23091*b^2*p^2*q*x^2-16*b^2*p^2*r^3-121*b^2*p^2*r^2*x+8812*b^2*p^2*r *x^2+35569*b^2*p^2*x^3-914*b^2*p*q^2*r*x-13201*b^2*p*q^2*x^2-24*b^2*p*q*r^3-696 *b^2*p*q*r^2*x+878*b^2*p*q*r*x^2+45962*b^2*p*q*x^3+651*b^2*p*r^3*x+13152*b^2*p* r^2*x^2+45558*b^2*p*r*x^3+8854*b^2*p*x^4-2172*b^2*q^3*x^2+370*b^2*q^2*r^2*x+ 4416*b^2*q^2*r*x^2+25077*b^2*q^2*x^3+315*b^2*q*r^3*x+5010*b^2*q*r^2*x^2+16170*b ^2*q*r*x^3-8258*b^2*q*x^4-30*b^2*r^4*x-1764*b^2*r^3*x^2-16172*b^2*r^2*x^3-23396 *b^2*r*x^4+288*b*c^6+512*b*c^5*g+928*b*c^5*p+224*b*c^5*q+352*b*c^5*r-496*b*c^5* x+336*b*c^4*g^2+1532*b*c^4*g*p+320*b*c^4*g*q+652*b*c^4*g*r+556*b*c^4*g*x+1012*b *c^4*p^2+756*b*c^4*p*q+348*b*c^4*p*r-15100*b*c^4*p*x+40*b*c^4*q^2+308*b*c^4*q*r +2352*b*c^4*q*x-304*b*c^4*r^2-22044*b*c^4*r*x-156688*b*c^4*x^2+96*b*c^3*g^3+936 *b*c^3*g^2*p+152*b*c^3*g^2*q+448*b*c^3*g^2*r+1104*b*c^3*g^2*x+1484*b*c^3*g*p^2+ 980*b*c^3*g*p*q+652*b*c^3*g*p*r-18060*b*c^3*g*p*x+40*b*c^3*g*q^2+452*b*c^3*g*q* r+4552*b*c^3*g*q*x-408*b*c^3*g*r^2-30210*b*c^3*g*r*x-221534*b*c^3*g*x^2+384*b*c ^3*p^3+892*b*c^3*p^2*q-298*b*c^3*p^2*r-26928*b*c^3*p^2*x+140*b*c^3*p*q^2+412*b* c^3*p*q*r-6990*b*c^3*p*q*x-804*b*c^3*p*r^2-46460*b*c^3*p*r*x-242310*b*c^3*p*x^2 +60*b*c^3*q^2*r+1834*b*c^3*q^2*x-200*b*c^3*q*r^2-19450*b*c^3*q*r*x-188012*b*c^3 *q*x^2-194*b*c^3*r^3-7480*b*c^3*r^2*x-11380*b*c^3*r*x^2+208216*b*c^3*x^3+10*b*c ^2*g^4+251*b*c^2*g^3*p+24*b*c^2*g^3*q+135*b*c^2*g^3*r+375*b*c^2*g^3*x+791*b*c^2 *g^2*p^2+421*b*c^2*g^2*p*q+417*b*c^2*g^2*p*r-7617*b*c^2*g^2*p*x+10*b*c^2*g^2*q^ 2+221*b*c^2*g^2*q*r+2630*b*c^2*g^2*q*x-212*b*c^2*g^2*r^2-15352*b*c^2*g^2*r*x-\ 114271*b*c^2*g^2*x^2+473*b*c^2*g*p^3+978*b*c^2*g*p^2*q-184*b*c^2*g*p^2*r-26843* b*c^2*g*p^2*x+120*b*c^2*g*p*q^2+546*b*c^2*g*p*q*r-4051*b*c^2*g*p*q*x-788*b*c^2* g*p*r^2-48577*b*c^2*g*p*r*x-263117*b*c^2*g*p*x^2+60*b*c^2*g*q^2*r+1822*b*c^2*g* q^2*x-200*b*c^2*g*q*r^2-19321*b*c^2*g*q*r*x-196712*b*c^2*g*q*x^2-187*b*c^2*g*r^ 3-7253*b*c^2*g*r^2*x-5621*b*c^2*g*r*x^2+237008*b*c^2*g*x^3-25*b*c^2*p^4+433*b*c ^2*p^3*q-477*b*c^2*p^3*r-16917*b*c^2*p^3*x+170*b*c^2*p^2*q^2+47*b*c^2*p^2*q*r-\ 15648*b*c^2*p^2*q*x-729*b*c^2*p^2*r^2-31687*b*c^2*p^2*r*x-114723*b*c^2*p^2*x^2+ 85*b*c^2*p*q^2*r+724*b*c^2*p*q^2*x-438*b*c^2*p*q*r^2-34364*b*c^2*p*q*r*x-233466 *b*c^2*p*q*x^2-287*b*c^2*p*r^3-7596*b*c^2*p*r^2*x+46397*b*c^2*p*r*x^2+308438*b* c^2*p*x^3+313*b*c^2*q^3*x-35*b*c^2*q^2*r^2-5499*b*c^2*q^2*r*x-78147*b*c^2*q^2*x ^2-108*b*c^2*q*r^3-3803*b*c^2*q*r^2*x+2076*b*c^2*q*r*x^2+248746*b*c^2*q*x^3-10* b*c^2*r^4+2960*b*c^2*r^3*x+73872*b*c^2*r^2*x^2+282624*b*c^2*r*x^3+71168*b*c^2*x ^4+25*b*c*g^4*p+15*b*c*g^4*r-20*b*c*g^4*x+181*b*c*g^3*p^2+60*b*c*g^3*p*q+109*b* c*g^3*p*r-1329*b*c*g^3*p*x+36*b*c*g^3*q*r+447*b*c*g^3*q*x-52*b*c*g^3*r^2-3421*b *c*g^3*r*x-25044*b*c*g^3*x^2+192*b*c*g^2*p^3+340*b*c*g^2*p^2*q-7*b*c*g^2*p^2*r-\ 8590*b*c*g^2*p^2*x+25*b*c*g^2*p*q^2+215*b*c*g^2*p*q*r-202*b*c*g^2*p*q*x-244*b*c *g^2*p*r^2-16240*b*c*g^2*p*r*x-91065*b*c*g^2*p*x^2+15*b*c*g^2*q^2*r+374*b*c*g^2 *q^2*x-77*b*c*g^2*q*r^2-6326*b*c*g^2*q*r*x-66046*b*c*g^2*q*x^2-55*b*c*g^2*r^3-\ 1834*b*c*g^2*r^2*x+5541*b*c*g^2*r*x^2+95568*b*c*g^2*x^3-7*b*c*g*p^4+352*b*c*g*p ^3*q-319*b*c*g*p^3*r-11926*b*c*g*p^3*x+110*b*c*g*p^2*q^2+122*b*c*g*p^2*q*r-9390 *b*c*g*p^2*q*x-509*b*c*g*p^2*r^2-23021*b*c*g*p^2*r*x-86481*b*c*g*p^2*x^2+70*b*c *g*p*q^2*r+1129*b*c*g*p*q^2*x-266*b*c*g*p*q*r^2-23891*b*c*g*p*q*r*x-171548*b*c* g*p*q*x^2-204*b*c*g*p*r^3-6124*b*c*g*p*r^2*x+28029*b*c*g*p*r*x^2+219530*b*c*g*p *x^3+81*b*c*g*q^3*x-20*b*c*g*q^2*r^2-3317*b*c*g*q^2*r*x-52684*b*c*g*q^2*x^2-60* b*c*g*q*r^3-2314*b*c*g*q*r^2*x+3534*b*c*g*q*r*x^2+182302*b*c*g*q*x^3-7*b*c*g*r^ 4+1772*b*c*g*r^3*x+48194*b*c*g*r^2*x^2+185688*b*c*g*r*x^3+40792*b*c*g*x^4-43*b* c*p^5+72*b*c*p^4*q-182*b*c*p^4*r-4229*b*c*p^4*x+85*b*c*p^3*q^2-105*b*c*p^3*q*r-\ 8320*b*c*p^3*q*x-248*b*c*p^3*r^2-7927*b*c*p^3*r*x-15324*b*c*p^3*x^2+25*b*c*p^2* q^2*r-1677*b*c*p^2*q^2*x-303*b*c*p^2*q*r^2-17562*b*c*p^2*q*r*x-85370*b*c*p^2*q* x^2-122*b*c*p^2*r^3-1236*b*c*p^2*r^2*x+44240*b*c*p^2*r*x^2+137696*b*c*p^2*x^3+ 404*b*c*p*q^3*x-65*b*c*p*q^2*r^2-7175*b*c*p*q^2*r*x-65920*b*c*p*q^2*x^2-126*b*c *p*q*r^3-3737*b*c*p*q*r^2*x+22347*b*c*p*q*r*x^2+208766*b*c*p*q*x^3-13*b*c*p*r^4 +2206*b*c*p*r^3*x+51740*b*c*p*r^2*x^2+161442*b*c*p*r*x^3+28938*b*c*p*x^4-552*b* c*q^3*r*x-13058*b*c*q^3*x^2-15*b*c*q^2*r^3+281*b*c*q^2*r^2*x+11205*b*c*q^2*r*x^ 2+98634*b*c*q^2*x^3+1830*b*c*q*r^3*x+37100*b*c*q*r^2*x^2+130716*b*c*q*r*x^3+ 5418*b*c*q*x^4-12*b*c*r^4*x-6396*b*c*r^3*x^2-74212*b*c*r^2*x^3-112184*b*c*r*x^4 -16*b*g^5*x+15*b*g^4*p^2+10*b*g^4*p*r-74*b*g^4*p*x-12*b*g^4*q*x-5*b*g^4*r^2-271 *b*g^4*r*x-1853*b*g^4*x^2+26*b*g^3*p^3+36*b*g^3*p^2*q+7*b*g^3*p^2*r-876*b*g^3*p ^2*x+24*b*g^3*p*q*r+96*b*g^3*p*q*x-24*b*g^3*p*r^2-1726*b*g^3*p*r*x-9940*b*g^3*p *x^2-40*b*g^3*q^2*x-12*b*g^3*q*r^2-708*b*g^3*q*r*x-7018*b*g^3*q*x^2-5*b*g^3*r^3 -84*b*g^3*r^2*x+2101*b*g^3*r*x^2+13107*b*g^3*x^3+b*g^2*p^4+71*b*g^2*p^3*q-50*b* g^2*p^3*r-2069*b*g^2*p^3*x+15*b*g^2*p^2*q^2+40*b*g^2*p^2*q*r-1236*b*g^2*p^2*q*x -84*b*g^2*p^2*r^2-4027*b*g^2*p^2*r*x-15506*b*g^2*p^2*x^2+10*b*g^2*p*q^2*r+268*b *g^2*p*q^2*x-37*b*g^2*p*q*r^2-3902*b*g^2*p*q*r*x-30045*b*g^2*p*q*x^2-34*b*g^2*p *r^3-1108*b*g^2*p*r^2*x+4757*b*g^2*p*r*x^2+39182*b*g^2*p*x^3-36*b*g^2*q^3*x-5*b *g^2*q^2*r^2-470*b*g^2*q^2*r*x-8286*b*g^2*q^2*x^2-6*b*g^2*q*r^3-151*b*g^2*q*r^2 *x+2707*b*g^2*q*r*x^2+34699*b*g^2*q*x^3-b*g^2*r^4+230*b*g^2*r^3*x+6853*b*g^2*r^ 2*x^2+25675*b*g^2*r*x^3+3114*b*g^2*x^4-16*b*g*p^5+34*b*g*p^4*q-66*b*g*p^4*r-\ 1543*b*g*p^4*x+30*b*g*p^3*q^2-28*b*g*p^3*q*r-2837*b*g*p^3*q*x-89*b*g*p^3*r^2-\ 2894*b*g*p^3*r*x-5790*b*g*p^3*x^2+20*b*g*p^2*q^2*r-275*b*g*p^2*q^2*x-110*b*g*p^ 2*q*r^2-6645*b*g*p^2*q*r*x-34314*b*g*p^2*q*x^2-44*b*g*p^2*r^3-480*b*g*p^2*r^2*x +15768*b*g*p^2*r*x^2+50627*b*g*p^2*x^3+82*b*g*p*q^3*x-10*b*g*p*q^2*r^2-2386*b*g *p*q^2*r*x-23234*b*g*p*q^2*x^2-48*b*g*p*q*r^3-1919*b*g*p*q*r^2*x+3071*b*g*p*q*r *x^2+69937*b*g*p*q*x^3-5*b*g*p*r^4+790*b*g*p*r^3*x+19143*b*g*p*r^2*x^2+60794*b* g*p*r*x^3+11517*b*g*p*x^4-129*b*g*q^3*r*x-4160*b*g*q^3*x^2+282*b*g*q^2*r^2*x+ 6145*b*g*q^2*r*x^2+39116*b*g*q^2*x^3+494*b*g*q*r^3*x+11562*b*g*q*r^2*x^2+40569* b*g*q*r*x^3-1971*b*g*q*x^4+6*b*g*r^4*x-1887*b*g*r^3*x^2-24686*b*g*r^2*x^3-37748 *b*g*r*x^4-6*b*p^6-b*p^5*q-22*b*p^5*r-329*b*p^5*x+15*b*p^4*q^2-26*b*p^4*q*r-\ 1260*b*p^4*q*x-30*b*p^4*r^2-595*b*p^4*r*x+456*b*p^4*x^2-5*b*p^3*q^2*r-776*b*p^3 *q^2*x-49*b*p^3*q*r^2-2509*b*p^3*q*r*x-7796*b*p^3*q*x^2-18*b*p^3*r^3-48*b*p^3*r ^2*x+7678*b*p^3*r*x^2+16977*b*p^3*x^3+105*b*p^2*q^3*x-35*b*p^2*q^2*r^2-2015*b*p ^2*q^2*r*x-13655*b*p^2*q^2*x^2-24*b*p^2*q*r^3-199*b*p^2*q*r^2*x+12473*b*p^2*q*r *x^2+47542*b*p^2*q*x^3-4*b*p^2*r^4+239*b*p^2*r^3*x+6220*b*p^2*r^2*x^2+12589*b*p ^2*r*x^3-2787*b*p^2*x^4-431*b*p*q^3*r*x-5494*b*p*q^3*x^2-15*b*p*q^2*r^3-261*b*p *q^2*r^2*x+3818*b*p*q^2*r*x^2+34967*b*p*q^2*x^3+906*b*p*q*r^3*x+17035*b*p*q*r^2 *x^2+52777*b*p*q*r*x^3+5706*b*p*q*x^4+21*b*p*r^4*x-2028*b*p*r^3*x^2-25170*b*p*r ^2*x^3-36390*b*p*r*x^4-637*b*q^4*x^2+176*b*q^3*r^2*x+2170*b*q^3*r*x^2+10642*b*q ^3*x^3+189*b*q^2*r^3*x+2473*b*q^2*r^2*x^2+5144*b*q^2*r*x^3-8619*b*q^2*x^4-39*b* q*r^4*x-2319*b*q*r^3*x^2-20228*b*q*r^2*x^3-27126*b*q*r*x^4+60*b*r^4*x^2+1856*b* r^3*x^3+7776*b*r^2*x^4+160*c^7+352*c^6*g+472*c^6*p+192*c^6*q+152*c^6*r-1512*c^6 *x+304*c^5*g^2+988*c^5*g*p+352*c^5*g*q+364*c^5*g*r-2292*c^5*g*x+404*c^5*p^2+620 *c^5*p*q-36*c^5*p*r-12064*c^5*p*x+72*c^5*q^2+236*c^5*q*r-716*c^5*q*x-240*c^5*r^ 2-13292*c^5*r*x-70064*c^5*x^2+128*c^4*g^3+814*c^4*g^2*p+240*c^4*g^2*q+342*c^4*g ^2*r-1274*c^4*g^2*x+804*c^4*g*p^2+1060*c^4*g*p*q+68*c^4*g*p*r-19244*c^4*g*p*x+ 104*c^4*g*q^2+452*c^4*g*q*r-256*c^4*g*q*x-416*c^4*g*r^2-23132*c^4*g*r*x-123652* c^4*g*x^2-22*c^4*p^3+680*c^4*p^2*q-636*c^4*p^2*r-21038*c^4*p^2*x+244*c^4*p*q^2+ 240*c^4*p*q*r-11324*c^4*p*q*x-732*c^4*p*r^2-30488*c^4*p*r*x-119302*c^4*p*x^2+8* c^4*q^3+100*c^4*q^2*r+410*c^4*q^2*x-200*c^4*q*r^2-16150*c^4*q*r*x-108046*c^4*q* x^2-158*c^4*r^3-4632*c^4*r^2*x+5836*c^4*r*x^2+113728*c^4*x^3+26*c^3*g^4+329*c^3 *g^3*p+72*c^3*g^3*q+157*c^3*g^3*r-403*c^3*g^3*x+621*c^3*g^2*p^2+675*c^3*g^2*p*q +151*c^3*g^2*p*r-11688*c^3*g^2*p*x+50*c^3*g^2*q^2+323*c^3*g^2*q*r+437*c^3*g^2*q *x-284*c^3*g^2*r^2-15739*c^3*g^2*r*x-84680*c^3*g^2*x^2+31*c^3*g*p^3+1042*c^3*g* p^2*q-816*c^3*g*p^2*r-28669*c^3*g*p^2*x+320*c^3*g*p*q^2+470*c^3*g*p*q*r-13662*c ^3*g*p*q*x-1014*c^3*g*p*r^2-43054*c^3*g*p*r*x-171943*c^3*g*p*x^2+8*c^3*g*q^3+ 148*c^3*g*q^2*r+833*c^3*g*q^2*x-276*c^3*g*q*r^2-22363*c^3*g*q*r*x-153661*c^3*g* q*x^2-215*c^3*g*r^3-6282*c^3*g*r^2*x+9992*c^3*g*r*x^2+165600*c^3*g*x^3-195*c^3* p^4+263*c^3*p^3*q-727*c^3*p^3*r-14926*c^3*p^3*x+290*c^3*p^2*q^2-191*c^3*p^2*q*r -19615*c^3*p^2*q*x-801*c^3*p^2*r^2-24257*c^3*p^2*r*x-61817*c^3*p^2*x^2+28*c^3*p *q^3+137*c^3*p*q^2*r-2922*c^3*p*q^2*x-540*c^3*p*q*r^2-32653*c^3*p*q*r*x-160482* c^3*p*q*x^2-283*c^3*p*r^3-4737*c^3*p*r^2*x+56223*c^3*p*r*x^2+220232*c^3*p*x^3+ 12*c^3*q^3*r+243*c^3*q^3*x-63*c^3*q^2*r^2-7094*c^3*q^2*r*x-61961*c^3*q^2*x^2-\ 134*c^3*q*r^3-4401*c^3*q*r^2*x+10053*c^3*q*r*x^2+174216*c^3*q*x^3-14*c^3*r^4+ 2328*c^3*r^3*x+55956*c^3*r^2*x^2+194496*c^3*r*x^3+54784*c^3*x^4+2*c^2*g^5+65*c^ 2*g^4*p+8*c^2*g^4*q+35*c^2*g^4*r-141*c^2*g^4*x+232*c^2*g^3*p^2+190*c^2*g^3*p*q+ 90*c^2*g^3*p*r-3375*c^2*g^3*p*x+8*c^2*g^3*q^2+102*c^2*g^3*q*r+231*c^2*g^3*q*x-\ 96*c^2*g^3*r^2-5224*c^2*g^3*r*x-27793*c^2*g^3*x^2+55*c^2*g^2*p^3+583*c^2*g^2*p^ 2*q-363*c^2*g^2*p^2*r-14145*c^2*g^2*p^2*x+139*c^2*g^2*p*q^2+315*c^2*g^2*p*q*r-\ 5594*c^2*g^2*p*q*x-502*c^2*g^2*p*r^2-21861*c^2*g^2*p*r*x-88304*c^2*g^2*p*x^2+2* c^2*g^2*q^3+73*c^2*g^2*q^2*r+426*c^2*g^2*q^2*x-148*c^2*g^2*q*r^2-11370*c^2*g^2* q*r*x-79307*c^2*g^2*q*x^2-102*c^2*g^2*r^3-2675*c^2*g^2*r^2*x+11321*c^2*g^2*r*x^ 2+96944*c^2*g^2*x^3-204*c^2*g*p^4+348*c^2*g*p^3*q-777*c^2*g*p^3*r-15835*c^2*g*p ^3*x+322*c^2*g*p^2*q^2-104*c^2*g*p^2*q*r-19795*c^2*g*p^2*q*x-858*c^2*g*p^2*r^2-\ 26254*c^2*g*p^2*r*x-68520*c^2*g*p^2*x^2+24*c^2*g*p*q^3+182*c^2*g*p*q^2*r-2109*c ^2*g*p*q^2*x-547*c^2*g*p*q*r^2-35042*c^2*g*p*q*r*x-179809*c^2*g*p*q*x^2-296*c^2 *g*p*r^3-5374*c^2*g*p*r^2*x+55958*c^2*g*p*r*x^2+232450*c^2*g*p*x^3+12*c^2*g*q^3 *r+189*c^2*g*q^3*x-64*c^2*g*q^2*r^2-7111*c^2*g*q^2*r*x-64863*c^2*g*q^2*x^2-135* c^2*g*q*r^3-4551*c^2*g*q*r^2*x+9701*c^2*g*q*r*x^2+185318*c^2*g*q*x^3-11*c^2*g*r ^4+2450*c^2*g*r^3*x+57784*c^2*g*r^2*x^2+198784*c^2*g*r*x^3+52576*c^2*g*x^4-98*c ^2*p^5-13*c^2*p^4*q-327*c^2*p^4*r-4754*c^2*p^4*x+143*c^2*p^3*q^2-320*c^2*p^3*q* r-12293*c^2*p^3*q*x-381*c^2*p^3*r^2-7727*c^2*p^3*r*x-5533*c^2*p^3*x^2+34*c^2*p^ 2*q^3+21*c^2*p^2*q^2*r-5569*c^2*p^2*q^2*x-504*c^2*p^2*q*r^2-22244*c^2*p^2*q*r*x -75683*c^2*p^2*q*x^2-173*c^2*p^2*r^3-347*c^2*p^2*r^2*x+58352*c^2*p^2*r*x^2+ 139768*c^2*p^2*x^3+17*c^2*p*q^3*r-65*c^2*p*q^3*x-139*c^2*p*q^2*r^2-11597*c^2*p* q^2*r*x-72377*c^2*p*q^2*x^2-207*c^2*p*q*r^3-4860*c^2*p*q*r^2*x+41986*c^2*p*q*r* x^2+223400*c^2*p*q*x^3-21*c^2*p*r^4+2514*c^2*p*r^3*x+52632*c^2*p*r^2*x^2+140938 *c^2*p*r*x^3+22924*c^2*p*x^4+29*c^2*q^4*x-7*c^2*q^3*r^2-1386*c^2*q^3*r*x-16591* c^2*q^3*x^2-35*c^2*q^2*r^3-841*c^2*q^2*r^2*x+11042*c^2*q^2*r*x^2+100688*c^2*q^2 *x^3-10*c^2*q*r^4+1948*c^2*q*r^3*x+46308*c^2*q*r^2*x^2+156790*c^2*q*r*x^3+22924 *c^2*q*x^4+108*c^2*r^4*x-5760*c^2*r^3*x^2-78336*c^2*r^2*x^3-118240*c^2*r*x^4+5* c*g^5*p+3*c*g^5*r-43*c*g^5*x+42*c*g^4*p^2+20*c*g^4*p*q+22*c*g^4*p*r-461*c*g^4*p *x+12*c*g^4*q*r-c*g^4*q*x-16*c*g^4*r^2-832*c*g^4*r*x-4214*c*g^4*x^2+23*c*g^3*p^ 3+140*c*g^3*p^2*q-63*c*g^3*p^2*r-2997*c*g^3*p^2*x+20*c*g^3*p*q^2+86*c*g^3*p*q*r -863*c*g^3*p*q*x-103*c*g^3*p*r^2-4680*c*g^3*p*r*x-18823*c*g^3*p*x^2+12*c*g^3*q^ 2*r+20*c*g^3*q^2*x-38*c*g^3*q*r^2-2525*c*g^3*q*r*x-17410*c*g^3*q*x^2-19*c*g^3*r ^3-332*c*g^3*r^2*x+5506*c*g^3*r*x^2+26704*c*g^3*x^3-70*c*g^2*p^4+152*c*g^2*p^3* q-269*c*g^2*p^3*r-5468*c*g^2*p^3*x+113*c*g^2*p^2*q^2+10*c*g^2*p^2*q*r-6300*c*g^ 2*p^2*q*x-295*c*g^2*p^2*r^2-9108*c*g^2*p^2*r*x-23602*c*g^2*p^2*x^2+5*c*g^2*p*q^ 3+72*c*g^2*p*q^2*r-357*c*g^2*p*q^2*x-176*c*g^2*p*q*r^2-12019*c*g^2*p*q*r*x-\ 64539*c*g^2*p*q*x^2-98*c*g^2*p*r^3-1844*c*g^2*p*r^2*x+19465*c*g^2*p*r*x^2+81929 *c*g^2*p*x^3+3*c*g^2*q^3*r-10*c*g^2*q^3*x-25*c*g^2*q^2*r^2-2314*c*g^2*q^2*r*x-\ 21586*c*g^2*q^2*x^2-42*c*g^2*q*r^3-1254*c*g^2*q*r^2*x+5839*c*g^2*q*r*x^2+67839* c*g^2*q*x^3-2*c*g^2*r^4+806*c*g^2*r^3*x+17937*c*g^2*r^2*x^2+58024*c*g^2*r*x^3+ 11308*c*g^2*x^4-74*c*g*p^5+4*c*g*p^4*q-241*c*g*p^4*r-3380*c*g*p^4*x+118*c*g*p^3 *q^2-214*c*g*p^3*q*r-8810*c*g*p^3*q*x-271*c*g*p^3*r^2-5355*c*g*p^3*r*x-3139*c*g *p^3*x^2+22*c*g*p^2*q^3+44*c*g*p^2*q^2*r-3461*c*g*p^2*q^2*x-364*c*g*p^2*q*r^2-\ 16725*c*g*p^2*q*r*x-60668*c*g*p^2*q*x^2-115*c*g*p^2*r^3+21*c*g*p^2*r^2*x+42941* c*g*p^2*r*x^2+102172*c*g*p^2*x^3+14*c*g*p*q^3*r+59*c*g*p*q^3*x-86*c*g*p*q^2*r^2 -8202*c*g*p*q^2*r*x-53912*c*g*p*q^2*x^2-153*c*g*p*q*r^3-4227*c*g*p*q*r^2*x+ 23027*c*g*p*q*r*x^2+153816*c*g*p*q*x^3-11*c*g*p*r^4+1928*c*g*p*r^3*x+38466*c*g* p*r^2*x^2+102197*c*g*p*r*x^3+16164*c*g*p*x^4-4*c*g*q^4*x-4*c*g*q^3*r^2-854*c*g* q^3*r*x-11107*c*g*q^3*x^2-20*c*g*q^2*r^3-494*c*g*q^2*r^2*x+8438*c*g*q^2*r*x^2+ 73692*c*g*q^2*x^3-7*c*g*q*r^4+1240*c*g*q*r^3*x+32001*c*g*q*r^2*x^2+111499*c*g*q *r*x^3+16164*c*g*q*x^4+60*c*g*r^4*x-4038*c*g*r^3*x^2-54336*c*g*r^2*x^3-81744*c* g*r*x^4-18*c*p^6-28*c*p^5*q-63*c*p^5*r-613*c*p^5*x+25*c*p^4*q^2-126*c*p^4*q*r-\ 3110*c*p^4*q*x-81*c*p^4*r^2-856*c*p^4*r*x+2818*c*p^4*x^2+17*c*p^3*q^3-31*c*p^3* q^2*r-2889*c*p^3*q^2*x-181*c*p^3*q*r^2-5829*c*p^3*q*r*x-10700*c*p^3*q*x^2-45*c* p^3*r^3+415*c*p^3*r^2*x+17633*c*p^3*r*x^2+31299*c*p^3*x^3+5*c*p^2*q^3*r-448*c*p ^2*q^3*x-97*c*p^2*q^2*r^2-5772*c*p^2*q^2*r*x-25575*c*p^2*q^2*x^2-96*c*p^2*q*r^3 -1033*c*p^2*q*r^2*x+31440*c*p^2*q*r*x^2+94503*c*p^2*q*x^3-9*c*p^2*r^4+796*c*p^2 *r^3*x+12681*c*p^2*r^2*x^2+15629*c*p^2*r*x^3-8500*c*p^2*x^4+36*c*p*q^4*x-13*c*p *q^3*r^2-1592*c*p*q^3*r*x-13166*c*p*q^3*x^2-41*c*p*q^2*r^3-965*c*p*q^2*r^2*x+ 12792*c*p*q^2*r*x^2+76777*c*p*q^2*x^3-13*c*p*q*r^4+1476*c*p*q*r^3*x+34395*c*p*q *r^2*x^2+98640*c*p*q*r*x^3+11080*c*p*q*x^4+138*c*p*r^4*x-3207*c*p*r^3*x^2-47458 *c*p*r^2*x^3-66896*c*p*r*x^4-109*c*q^4*r*x-1985*c*q^4*x^2-3*c*q^3*r^3+149*c*q^3 *r^2*x+4259*c*q^3*r*x^2+23677*c*q^3*x^3+594*c*q^2*r^3*x+10440*c*q^2*r^2*x^2+ 28035*c*q^2*r*x^3-8500*c*q^2*x^4+18*c*q*r^4*x-4035*c*q*r^3*x^2-47006*c*q*r^2*x^ 3-66896*c*q*r*x^4-60*c*r^4*x^2+3200*c*r^3*x^3+16416*c*r^2*x^4-5*g^6*x+3*g^5*p^2 +2*g^5*p*r-22*g^5*p*x-10*g^5*q*x-g^5*r^2-47*g^5*r*x-205*g^5*x^2+3*g^4*p^3+12*g^ 4*p^2*q-3*g^4*p^2*r-231*g^4*p^2*x+8*g^4*p*q*r-33*g^4*p*q*x-7*g^4*p*r^2-351*g^4* p*r*x-1372*g^4*p*x^2-18*g^4*q^2*x-4*g^4*q*r^2-206*g^4*q*r*x-1333*g^4*q*x^2-g^4* r^3+7*g^4*r^2*x+807*g^4*r*x^2+2708*g^4*x^3-8*g^3*p^4+22*g^3*p^3*q-30*g^3*p^3*r-\ 620*g^3*p^3*x+12*g^3*p^2*q^2+8*g^3*p^2*q*r-616*g^3*p^2*q*x-32*g^3*p^2*r^2-1002* g^3*p^2*r*x-2448*g^3*p^2*x^2+8*g^3*p*q^2*r-2*g^3*p*q^2*x-18*g^3*p*q*r^2-1302*g^ 3*p*q*r*x-7337*g^3*p*q*x^2-10*g^3*p*r^3-178*g^3*p*r^2*x+2467*g^3*p*r*x^2+9748*g ^3*p*x^3-22*g^3*q^3*x-4*g^3*q^2*r^2-252*g^3*q^2*r*x-2244*g^3*q^2*x^2-4*g^3*q*r^ 3-62*g^3*q*r^2*x+1429*g^3*q*r*x^2+8680*g^3*q*x^3+80*g^3*r^3*x+1565*g^3*r^2*x^2+ 4132*g^3*r*x^3-210*g^3*x^4-14*g^2*p^5+4*g^2*p^4*q-44*g^2*p^4*r-587*g^2*p^4*x+24 *g^2*p^3*q^2-33*g^2*p^3*q*r-1532*g^2*p^3*q*x-47*g^2*p^3*r^2-878*g^2*p^3*r*x-144 *g^2*p^3*x^2+3*g^2*p^2*q^3+14*g^2*p^2*q^2*r-478*g^2*p^2*q^2*x-63*g^2*p^2*q*r^2-\ 3053*g^2*p^2*q*r*x-11760*g^2*p^2*q*x^2-18*g^2*p^2*r^3+77*g^2*p^2*r^2*x+7984*g^2 *p^2*r*x^2+18517*g^2*p^2*x^3+2*g^2*p*q^3*r+21*g^2*p*q^3*x-12*g^2*p*q^2*r^2-1361 *g^2*p*q^2*r*x-9549*g^2*p*q^2*x^2-27*g^2*p*q*r^3-858*g^2*p*q*r^2*x+2767*g^2*p*q *r*x^2+25552*g^2*p*q*x^3-g^2*p*r^4+354*g^2*p*r^3*x+6528*g^2*p*r^2*x^2+16217*g^2 *p*r*x^3+1625*g^2*p*x^4-9*g^2*q^4*x-g^2*q^3*r^2-120*g^2*q^3*r*x-1704*g^2*q^3*x^ 2-2*g^2*q^2*r^3-3*g^2*q^2*r^2*x+2131*g^2*q^2*r*x^2+13795*g^2*q^2*x^3-g^2*q*r^4+ 178*g^2*q*r^3*x+4935*g^2*q*r^2*x^2+17187*g^2*q*r*x^3+1625*g^2*q*x^4+6*g^2*r^4*x -660*g^2*r^3*x^2-8592*g^2*r^2*x^3-12620*g^2*r*x^4-7*g*p^6-10*g*p^5*q-23*g*p^5*r -201*g*p^5*x+12*g*p^4*q^2-46*g*p^4*q*r-1160*g*p^4*q*x-27*g*p^4*r^2-208*g*p^4*r* x+1436*g*p^4*x^2+6*g*p^3*q^3-8*g*p^3*q^2*r-1006*g*p^3*q^2*x-67*g*p^3*q*r^2-2230 *g*p^3*q*r*x-4678*g*p^3*q*x^2-13*g*p^3*r^3+259*g*p^3*r^2*x+6868*g*p^3*r*x^2+ 11731*g*p^3*x^3+4*g*p^2*q^3*r-97*g*p^2*q^3*x-36*g*p^2*q^2*r^2-2220*g*p^2*q^2*r* x-10578*g*p^2*q^2*x^2-36*g*p^2*q*r^3-451*g*p^2*q*r^2*x+10683*g*p^2*q*r*x^2+ 34261*g*p^2*q*x^3-2*g*p^2*r^4+302*g*p^2*r^3*x+4239*g*p^2*r^2*x^2+3827*g*p^2*r*x ^3-4214*g*p^2*x^4+2*g*p*q^4*x-2*g*p*q^3*r^2-543*g*p*q^3*r*x-4681*g*p*q^3*x^2-16 *g*p*q^2*r^3-535*g*p*q^2*r^2*x+3069*g*p*q^2*r*x^2+26479*g*p*q^2*x^3-5*g*p*q*r^4 +554*g*p*q*r^3*x+13554*g*p*q*r^2*x^2+41704*g*p*q*r*x^3+7340*g*p*q*x^4+36*g*p*r^ 4*x-1311*g*p*r^3*x^2-17225*g*p*r^2*x^3-23976*g*p*r*x^4-27*g*q^4*r*x-607*g*q^4*x ^2+88*g*q^3*r^2*x+1963*g*q^3*r*x^2+9217*g*q^3*x^3+170*g*q^2*r^3*x+3315*g*q^2*r^ 2*x^2+8373*g*q^2*r*x^3-4214*g*q^2*x^4+12*g*q*r^4*x-1275*g*q*r^3*x^2-16519*g*q*r ^2*x^3-23976*g*q*r*x^4-18*g*r^4*x^2+1120*g*r^3*x^3+5760*g*r^2*x^4-p^7-4*p^6*q-4 *p^6*r-20*p^6*x-16*p^5*q*r-258*p^5*q*x-6*p^5*r^2-6*p^5*r*x+407*p^5*x^2+3*p^4*q^ 3-8*p^4*q^2*r-430*p^4*q^2*x-24*p^4*q*r^2-511*p^4*q*r*x+29*p^4*q*x^2-4*p^4*r^3+ 84*p^4*r^2*x+1463*p^4*r*x^2+1748*p^4*x^3-p^3*q^3*r-182*p^3*q^3*x-16*p^3*q^2*r^2 -829*p^3*q^2*r*x-2194*p^3*q^2*x^2-16*p^3*q*r^3-107*p^3*q*r^2*x+5135*p^3*q*r*x^2 +11392*p^3*q*x^3-p^3*r^4+106*p^3*r^3*x+894*p^3*r^2*x^2-1644*p^3*r*x^3-2449*p^3* x^4+10*p^2*q^4*x-7*p^2*q^3*r^2-419*p^2*q^3*r*x-2572*p^2*q^3*x^2-8*p^2*q^2*r^3-\ 42*p^2*q^2*r^2*x+4785*p^2*q^2*r*x^2+16360*p^2*q^2*x^3-4*p^2*q*r^4+176*p^2*q*r^3 *x+4716*p^2*q*r^2*x^2+9628*p^2*q*r*x^3-1515*p^2*q*x^4+36*p^2*r^4*x-285*p^2*r^3* x^2-5638*p^2*r^2*x^3-6976*p^2*r*x^4-73*p*q^4*r*x-829*p*q^4*x^2-3*p*q^3*r^3-13*p *q^3*r^2*x+1487*p*q^3*r*x^2+8344*p*q^3*x^3+300*p*q^2*r^3*x+5055*p*q^2*r^2*x^2+ 12576*p*q^2*r*x^3-1515*p*q^2*x^4+30*p*q*r^4*x-1266*p*q*r^3*x^2-16704*p*q*r^2*x^ 3-23216*p*q*r*x^4-66*p*r^4*x^2+832*p*r^3*x^3+4968*p*r^2*x^4-73*q^5*x^2+30*q^4*r ^2*x+374*q^4*r*x^2+1628*q^4*x^3+36*q^3*r^3*x+351*q^3*r^2*x^2-16*q^3*r*x^3-2449* q^3*x^4-12*q^2*r^4*x-723*q^2*r^3*x^2-5882*q^2*r^2*x^3-6976*q^2*r*x^4+24*q*r^4*x ^2+1168*q*r^3*x^3+4968*q*r^2*x^4-240*r^3*x^4+32*a^6+112*a^5*b+320*a^5*c+104*a^5 *g+104*a^5*p+80*a^5*q+40*a^5*r+48*a^4*b^2+640*a^4*b*c+184*a^4*b*g+464*a^4*b*p+ 56*a^4*b*q+296*a^4*b*r+3724*a^4*b*x+1168*a^4*c^2+712*a^4*c*g+1128*a^4*c*p+456*a ^4*c*q+664*a^4*c*r+5696*a^4*c*x+104*a^4*g^2+376*a^4*g*p+128*a^4*g*q+212*a^4*g*r +1754*a^4*g*x+116*a^4*p^2+356*a^4*p*q+44*a^4*p*r-1412*a^4*p*x+16*a^4*q^2+252*a^ 4*q*r+3052*a^4*q*x-32*a^4*r^2-2432*a^4*r*x-12068*a^4*x^2-32*a^3*b^3+96*a^3*b^2* c-16*a^3*b^2*g+328*a^3*b^2*p-64*a^3*b^2*q+344*a^3*b^2*r+7728*a^3*b^2*x+1344*a^3 *b*c^2+672*a^3*b*c*g+2536*a^3*b*c*p+96*a^3*b*c*q+1984*a^3*b*c*r+30108*a^3*b*c*x +60*a^3*b*g^2+844*a^3*b*g*p-40*a^3*b*g*q+704*a^3*b*g*r+11094*a^3*b*g*x+672*a^3* b*p^2+436*a^3*b*p*q+648*a^3*b*p*r+5328*a^3*b*p*x-40*a^3*b*q^2+492*a^3*b*q*r+ 10220*a^3*b*q*x+48*a^3*b*r^2-4590*a^3*b*r*x-40828*a^3*b*x^2+2080*a^3*c^3+1792*a ^3*c^2*g+3800*a^3*c^2*p+960*a^3*c^2*q+2600*a^3*c^2*r+28056*a^3*c^2*x+464*a^3*c* g^2+2528*a^3*c*g*p+472*a^3*c*g*q+1812*a^3*c*g*r+20410*a^3*c*g*x+1388*a^3*c*p^2+ 1860*a^3*c*p*q+1184*a^3*c*p*r+3674*a^3*c*p*x+24*a^3*c*q^2+1500*a^3*c*q*r+20892* a^3*c*q*x-20*a^3*c*r^2-13026*a^3*c*r*x-81580*a^3*c*x^2+34*a^3*g^3+410*a^3*g^2*p +36*a^3*g^2*q+304*a^3*g^2*r+3461*a^3*g^2*x+462*a^3*g*p^2+628*a^3*g*p*q+352*a^3* g*p*r+501*a^3*g*p*x-16*a^3*g*q^2+556*a^3*g*q*r+8268*a^3*g*q*x-38*a^3*g*r^2-5172 *a^3*g*r*x-30724*a^3*g*x^2+42*a^3*p^3+540*a^3*p^2*q-58*a^3*p^2*r-3496*a^3*p^2*x +136*a^3*p*q^2+580*a^3*p*q*r+4928*a^3*p*q*x-134*a^3*p*r^2-6754*a^3*p*r*x-27920* a^3*p*x^2-8*a^3*q^3+160*a^3*q^2*r+3018*a^3*q^2*x+72*a^3*q*r^2-2616*a^3*q*r*x-\ 25400*a^3*q*x^2-42*a^3*r^3-1660*a^3*r^2*x-3738*a^3*r*x^2+9888*a^3*x^3-96*a^2*b^ 3*c-32*a^2*b^3*g-16*a^2*b^3*p+104*a^2*b^3*r+4516*a^2*b^3*x-144*a^2*b^2*c*g+936* a^2*b^2*c*p-192*a^2*b^2*c*q+1344*a^2*b^2*c*r+34640*a^2*b^2*c*x-52*a^2*b^2*g^2+ 240*a^2*b^2*g*p-64*a^2*b^2*g*q+472*a^2*b^2*g*r+12506*a^2*b^2*g*x+508*a^2*b^2*p^ 2-32*a^2*b^2*p*q+658*a^2*b^2*p*r+12900*a^2*b^2*p*x+208*a^2*b^2*q*r+8648*a^2*b^2 *q*x+74*a^2*b^2*r^2-1552*a^2*b^2*r*x-39280*a^2*b^2*x^2+1312*a^2*b*c^3+816*a^2*b *c^2*g+4776*a^2*b*c^2*p-48*a^2*b*c^2*q+4488*a^2*b*c^2*r+77264*a^2*b*c^2*x+56*a^ 2*b*c*g^2+3020*a^2*b*c*g*p-248*a^2*b*c*g*q+3180*a^2*b*c*g*r+56666*a^2*b*c*g*x+ 3116*a^2*b*c*p^2+1244*a^2*b*c*p*q+3504*a^2*b*c*p*r+41830*a^2*b*c*p*x-120*a^2*b* c*q^2+1892*a^2*b*c*q*r+45458*a^2*b*c*q*x+364*a^2*b*c*r^2-15118*a^2*b*c*r*x-\ 184840*a^2*b*c*x^2-22*a^2*b*g^3+440*a^2*b*g^2*p-82*a^2*b*g^2*q+542*a^2*b*g^2*r+ 9910*a^2*b*g^2*x+1114*a^2*b*g*p^2+312*a^2*b*g*p*q+1267*a^2*b*g*p*r+15915*a^2*b* g*p*x-40*a^2*b*g*q^2+684*a^2*b*g*q*r+16891*a^2*b*g*q*x+119*a^2*b*g*r^2-5825*a^2 *b*g*r*x-69182*a^2*b*g*x^2+440*a^2*b*p^3+694*a^2*b*p^2*q+496*a^2*b*p^2*r+817*a^ 2*b*p^2*x-20*a^2*b*p*q^2+953*a^2*b*p*q*r+17184*a^2*b*p*q*x+4*a^2*b*p*r^2-11687* a^2*b*p*r*x-82682*a^2*b*p*x^2+130*a^2*b*q^2*r+5247*a^2*b*q^2*x+125*a^2*b*q*r^2-\ 2082*a^2*b*q*r*x-51566*a^2*b*q*x^2-60*a^2*b*r^3-4986*a^2*b*r^2*x-37246*a^2*b*r* x^2-14760*a^2*b*x^3+1952*a^2*c^4+2112*a^2*c^3*g+5656*a^2*c^3*p+944*a^2*c^3*q+ 4320*a^2*c^3*r+53472*a^2*c^3*x+716*a^2*c^2*g^2+5568*a^2*c^2*g*p+584*a^2*c^2*g*q +4636*a^2*c^2*g*r+59558*a^2*c^2*g*x+3976*a^2*c^2*p^2+3412*a^2*c^2*p*q+3946*a^2* c^2*p*r+28718*a^2*c^2*p*x-24*a^2*c^2*q^2+3196*a^2*c^2*q*r+51438*a^2*c^2*q*x+206 *a^2*c^2*r^2-25806*a^2*c^2*r*x-200996*a^2*c^2*x^2+70*a^2*c*g^3+1742*a^2*c*g^2*p +26*a^2*c*g^2*q+1604*a^2*c*g^2*r+21076*a^2*c*g^2*x+2774*a^2*c*g*p^2+2196*a^2*c* g*p*q+2749*a^2*c*g*p*r+21055*a^2*c*g*p*x-88*a^2*c*g*q^2+2352*a^2*c*g*q*r+39477* a^2*c*g*q*x+77*a^2*c*g*r^2-19575*a^2*c*g*r*x-149160*a^2*c*g*x^2+738*a^2*c*p^3+ 2314*a^2*c*p^2*q+582*a^2*c*p^2*r-6945*a^2*c*p^2*x+388*a^2*c*p*q^2+2693*a^2*c*p* q*r+29444*a^2*c*p*q*x-362*a^2*c*p*r^2-31695*a^2*c*p*r*x-161664*a^2*c*p*x^2-24*a ^2*c*q^3+610*a^2*c*q^2*r+13773*a^2*c*q^2*x+341*a^2*c*q*r^2-10264*a^2*c*q*r*x-\ 123216*a^2*c*q*x^2-222*a^2*c*r^3-11942*a^2*c*r^2*x-67472*a^2*c*r*x^2-20680*a^2* c*x^3-2*a^2*g^4+172*a^2*g^3*p-20*a^2*g^3*q+176*a^2*g^3*r+2320*a^2*g^3*x+475*a^2 *g^2*p^2+321*a^2*g^2*p*q+462*a^2*g^2*p*r+3506*a^2*g^2*p*x-28*a^2*g^2*q^2+421*a^ 2*g^2*q*r+7327*a^2*g^2*q*x-3*a^2*g^2*r^2-3744*a^2*g^2*r*x-27166*a^2*g^2*x^2+234 *a^2*g*p^3+850*a^2*g*p^2*q+124*a^2*g*p^2*r-3521*a^2*g*p^2*x+96*a^2*g*p*q^2+1019 *a^2*g*p*q*r+12228*a^2*g*p*q*x-187*a^2*g*p*r^2-12232*a^2*g*p*r*x-60513*a^2*g*p* x^2-8*a^2*g*q^3+224*a^2*g*q^2*r+5182*a^2*g*q^2*x+123*a^2*g*q*r^2-3635*a^2*g*q*r *x-45255*a^2*g*q*x^2-85*a^2*g*r^3-4011*a^2*g*r^2*x-19557*a^2*g*r*x^2+1612*a^2*g *x^3-11*a^2*p^4+369*a^2*p^3*q-111*a^2*p^3*r-3181*a^2*p^3*x+220*a^2*p^2*q^2+479* a^2*p^2*q*r+1791*a^2*p^2*q*x-179*a^2*p^2*r^2-6893*a^2*p^2*r*x-23447*a^2*p^2*x^2 -4*a^2*p*q^3+312*a^2*p*q^2*r+5040*a^2*p*q^2*x+70*a^2*p*q*r^2-7333*a^2*p*q*r*x-\ 53348*a^2*p*q*x^2-89*a^2*p*r^3-2814*a^2*p*r^2*x-663*a^2*p*r*x^2+27810*a^2*p*x^3 +26*a^2*q^3*r+1026*a^2*q^3*x+44*a^2*q^2*r^2-969*a^2*q^2*r*x-17877*a^2*q^2*x^2-\ 40*a^2*q*r^3-3781*a^2*q*r^2*x-28732*a^2*q*r*x^2-15258*a^2*q*x^3-10*a^2*r^4+154* a^2*r^3*x+11124*a^2*r^2*x^2+46236*a^2*r*x^3+19852*a^2*x^4+608*a*b^4*x-96*a*b^3* c^2-64*a*b^3*c*g-32*a*b^3*c*p+208*a*b^3*c*r+10956*a*b^3*c*x-8*a*b^3*g^2-16*a*b^ 3*g*p+64*a*b^3*g*r+3722*a*b^3*g*x+24*a*b^3*p^2+172*a*b^3*p*r+6184*a*b^3*p*x+ 1656*a*b^3*q*x+52*a*b^3*r^2+362*a*b^3*r*x-14296*a*b^3*x^2-96*a*b^2*c^3-240*a*b^ 2*c^2*g+888*a*b^2*c^2*p-192*a*b^2*c^2*q+1656*a*b^2*c^2*r+47992*a*b^2*c^2*x-128* a*b^2*c*g^2+432*a*b^2*c*g*p-128*a*b^2*c*g*q+1136*a*b^2*c*g*r+34422*a*b^2*c*g*x+ 1088*a*b^2*c*p^2-64*a*b^2*c*p*q+1832*a*b^2*c*p*r+41376*a*b^2*c*p*x+416*a*b^2*c* q*r+21170*a*b^2*c*q*x+304*a*b^2*c*r^2-698*a*b^2*c*r*x-107464*a*b^2*c*x^2-16*a*b ^2*g^3+30*a*b^2*g^2*p-16*a*b^2*g^2*q+194*a*b^2*g^2*r+5959*a*b^2*g^2*x+340*a*b^2 *g*p^2-32*a*b^2*g*p*q+652*a*b^2*g*p*r+15240*a*b^2*g*p*x+128*a*b^2*g*q*r+7153*a* b^2*g*q*x+112*a*b^2*g*r^2-507*a*b^2*g*r*x-40904*a*b^2*g*x^2+294*a*b^2*p^3+48*a* b^2*p^2*q+410*a*b^2*p^2*r+6828*a*b^2*p^2*x+344*a*b^2*p*q*r+11812*a*b^2*p*q*x+26 *a*b^2*p*r^2-4210*a*b^2*p*r*x-57824*a*b^2*p*x^2+1640*a*b^2*q^2*x+104*a*b^2*q*r^ 2-15*a*b^2*q*r*x-32312*a*b^2*q*x^2-62*a*b^2*r^3-4558*a*b^2*r^2*x-42430*a*b^2*r* x^2-27768*a*b^2*x^3+592*a*b*c^4+352*a*b*c^3*g+3800*a*b*c^3*p-160*a*b*c^3*q+4208 *a*b*c^3*r+80096*a*b*c^3*x-92*a*b*c^2*g^2+3460*a*b*c^2*g*p-376*a*b*c^2*g*q+4440 *a*b*c^2*g*r+87598*a*b*c^2*g*x+4288*a*b*c^2*p^2+1180*a*b*c^2*p*q+5580*a*b*c^2*p *r+80960*a*b*c^2*p*x-120*a*b*c^2*q^2+2308*a*b*c^2*q*r+63202*a*b*c^2*q*x+740*a*b *c^2*r^2-12220*a*b*c^2*r*x-258460*a*b*c^2*x^2-80*a*b*c*g^3+938*a*b*c*g^2*p-196* a*b*c*g^2*q+1522*a*b*c*g^2*r+30833*a*b*c*g^2*x+2956*a*b*c*g*p^2+560*a*b*c*g*p*q +4008*a*b*c*g*p*r+60276*a*b*c*g*p*x-80*a*b*c*g*q^2+1624*a*b*c*g*q*r+45899*a*b*c *g*q*x+512*a*b*c*g*r^2-10396*a*b*c*g*r*x-198958*a*b*c*g*x^2+1530*a*b*c*p^3+1484 *a*b*c*p^2*q+1992*a*b*c*p^2*r+16074*a*b*c*p^2*x-40*a*b*c*p*q^2+2594*a*b*c*p*q*r +54792*a*b*c*p*q*x+138*a*b*c*p*r^2-29840*a*b*c*p*r*x-261436*a*b*c*p*x^2+260*a*b *c*q^2*r+13122*a*b*c*q^2*x+458*a*b*c*q*r^2-2420*a*b*c*q*r*x-149278*a*b*c*q*x^2-\ 260*a*b*c*r^3-19988*a*b*c*r^2*x-172476*a*b*c*r*x^2-120864*a*b*c*x^3-10*a*b*g^4+ 65*a*b*g^3*p-24*a*b*g^3*q+167*a*b*g^3*r+3396*a*b*g^3*x+493*a*b*g^2*p^2+35*a*b*g ^2*p*q+693*a*b*g^2*p*r+10752*a*b*g^2*p*x-10*a*b*g^2*q^2+285*a*b*g^2*q*r+8096*a* b*g^2*q*x+76*a*b*g^2*r^2-2561*a*b*g^2*r*x-39043*a*b*g^2*x^2+567*a*b*g*p^3+466*a *b*g*p^2*q+738*a*b*g*p^2*r+6436*a*b*g*p^2*x-20*a*b*g*p*q^2+950*a*b*g*p*q*r+ 20834*a*b*g*p*q*x+55*a*b*g*p*r^2-10490*a*b*g*p*r*x-94814*a*b*g*p*x^2+80*a*b*g*q ^2*r+4378*a*b*g*q^2*x+176*a*b*g*q*r^2-821*a*b*g*q*r*x-54623*a*b*g*q*x^2-90*a*b* g*r^3-6886*a*b*g*r^2*x-57280*a*b*g*r*x^2-33600*a*b*g*x^3+133*a*b*p^4+407*a*b*p^ 3*q+147*a*b*p^3*r-1574*a*b*p^3*x+30*a*b*p^2*q^2+605*a*b*p^2*q*r+9224*a*b*p^2*q* x-61*a*b*p^2*r^2-9545*a*b*p^2*r*x-56422*a*b*p^2*x^2+215*a*b*p*q^2*r+7136*a*b*p* q^2*x+65*a*b*p*q*r^2-5691*a*b*p*q*r*x-76304*a*b*p*q*x^2-83*a*b*p*r^3-5639*a*b*p *r^2*x-36386*a*b*p*r*x^2-700*a*b*p*x^3+702*a*b*q^3*x+65*a*b*q^2*r^2-680*a*b*q^2 *r*x-24478*a*b*q^2*x^2-87*a*b*q*r^3-6151*a*b*q*r^2*x-52418*a*b*q*r*x^2-25012*a* b*q*x^3-8*a*b*r^4+700*a*b*r^3*x+25020*a*b*r^2*x^2+112112*a*b*r*x^3+50648*a*b*x^ 4+928*a*c^5+1176*a*c^4*g+3904*a*c^4*p+432*a*c^4*q+3296*a*c^4*r+45704*a*c^4*x+ 448*a*c^3*g^2+5040*a*c^3*g*p+264*a*c^3*g*q+4748*a*c^3*g*r+67626*a*c^3*g*x+4276* a*c^3*p^2+2668*a*c^3*p*q+4688*a*c^3*p*r+45714*a*c^3*p*x-56*a*c^3*q^2+2900*a*c^3 *q*r+53136*a*c^3*q*x+396*a*c^3*r^2-20380*a*c^3*r*x-205652*a*c^3*x^2+22*a*c^2*g^ 3+2284*a*c^2*g^2*p-72*a*c^2*g^2*q+2490*a*c^2*g^2*r+36165*a*c^2*g^2*x+4502*a*c^2 *g*p^2+2476*a*c^2*g*p*q+5094*a*c^2*g*p*r+51799*a*c^2*g*p*x-128*a*c^2*g*q^2+3164 *a*c^2*g*q*r+59740*a*c^2*g*q*x+380*a*c^2*g*r^2-22905*a*c^2*g*r*x-229356*a*c^2*g *x^2+1644*a*c^2*p^3+3056*a*c^2*p^2*q+1748*a*c^2*p^2*r+1934*a*c^2*p^2*x+368*a*c^ 2*p*q^2+3990*a*c^2*p*q*r+54098*a*c^2*p*q*x-296*a*c^2*p*r^2-47038*a*c^2*p*r*x-\ 285572*a*c^2*p*x^2-24*a*c^2*q^3+740*a*c^2*q^2*r+19552*a*c^2*q^2*x+570*a*c^2*q*r ^2-10655*a*c^2*q*r*x-183920*a*c^2*q*x^2-380*a*c^2*r^3-23362*a*c^2*r^2*x-170116* a*c^2*r*x^2-119720*a*c^2*x^3-16*a*c*g^4+418*a*c*g^3*p-64*a*c*g^3*q+558*a*c*g^3* r+8137*a*c*g^3*x+1535*a*c*g^2*p^2+677*a*c*g^2*p*q+1776*a*c*g^2*p*r+18429*a*c*g^ 2*p*x-66*a*c*g^2*q^2+1127*a*c*g^2*q*r+21785*a*c*g^2*q*x+93*a*c*g^2*r^2-9301*a*c *g^2*r*x-87024*a*c*g^2*x^2+1172*a*c*g*p^3+2166*a*c*g*p^2*q+1212*a*c*g*p^2*r+ 1430*a*c*g*p^2*x+172*a*c*g*p*q^2+2988*a*c*g*p*q*r+42659*a*c*g*p*q*x-274*a*c*g*p *r^2-34051*a*c*g*p*r*x-206244*a*c*g*p*x^2-16*a*c*g*q^3+528*a*c*g*q^2*r+14210*a* c*g*q^2*x+422*a*c*g*q*r^2-7632*a*c*g*q*r*x-135370*a*c*g*q*x^2-288*a*c*g*r^3-\ 16464*a*c*g*r^2*x-113112*a*c*g*r*x^2-65652*a*c*g*x^3+159*a*c*p^4+1145*a*c*p^3*q -15*a*c*p^3*r-7410*a*c*p^3*x+470*a*c*p^2*q^2+1563*a*c*p^2*q*r+11630*a*c*p^2*q*x -443*a*c*p^2*r^2-24445*a*c*p^2*r*x-106222*a*c*p^2*x^2-8*a*c*p*q^3+839*a*c*p*q^2 *r+16616*a*c*p*q^2*x+205*a*c*p*q*r^2-20571*a*c*p*q*r*x-176996*a*c*p*q*x^2-297*a *c*p*r^3-13003*a*c*p*r^2*x-53626*a*c*p*r*x^2+24550*a*c*p*x^3+52*a*c*q^3*r+2638* a*c*q^3*x+153*a*c*q^2*r^2-1978*a*c*q^2*r*x-54536*a*c*q^2*x^2-167*a*c*q*r^3-\ 13553*a*c*q*r^2*x-110842*a*c*q*r*x^2-65194*a*c*q*x^3-28*a*c*r^4+1208*a*c*r^3*x+ 51692*a*c*r^2*x^2+224724*a*c*r*x^3+103800*a*c*x^4-2*a*g^5+24*a*g^4*p-8*a*g^4*q+ 44*a*g^4*r+624*a*g^4*x+170*a*g^3*p^2+46*a*g^3*p*q+196*a*g^3*p*r+2032*a*g^3*p*x-\ 8*a*g^3*q^2+130*a*g^3*q*r+2533*a*g^3*q*x+2*a*g^3*r^2-1313*a*g^3*r*x-10947*a*g^3 *x^2+205*a*g^2*p^3+369*a*g^2*p^2*q+202*a*g^2*p^2*r+56*a*g^2*p^2*x+10*a*g^2*p*q^ 2+543*a*g^2*p*q*r+8142*a*g^2*p*q*x-61*a*g^2*p*r^2-6142*a*g^2*p*r*x-36658*a*g^2* p*x^2-2*a*g^2*q^3+94*a*g^2*q^2*r+2504*a*g^2*q^2*x+70*a*g^2*q*r^2-1611*a*g^2*q*r *x-25494*a*g^2*q*x^2-52*a*g^2*r^3-2675*a*g^2*r^2*x-15968*a*g^2*r*x^2-3682*a*g^2 *x^3+42*a*g*p^4+440*a*g*p^3*q-52*a*g*p^3*r-3233*a*g*p^3*x+148*a*g*p^2*q^2+610*a *g*p^2*q*r+5326*a*g*p^2*q*x-198*a*g*p^2*r^2-9335*a*g*p^2*r*x-39543*a*g*p^2*x^2-\ 4*a*g*p*q^3+312*a*g*p*q^2*r+6426*a*g*p*q^2*x+86*a*g*p*q*r^2-6901*a*g*p*q*r*x-\ 63336*a*g*p*q*x^2-111*a*g*p*r^3-4389*a*g*p*r^2*x-15285*a*g*p*r*x^2+16511*a*g*p* x^3+16*a*g*q^3*r+866*a*g*q^3*x+60*a*g*q^2*r^2-664*a*g*q^2*r*x-19760*a*g*q^2*x^2 -62*a*g*q*r^3-4970*a*g*q*r^2*x-40890*a*g*q*r*x^2-25013*a*g*q*x^3-7*a*g*r^4+558* a*g*r^3*x+18376*a*g*r^2*x^2+76022*a*g*r*x^3+33948*a*g*x^4-11*a*p^5+117*a*p^4*q-\ 58*a*p^4*r-1265*a*p^4*x+130*a*p^3*q^2+162*a*p^3*q*r-573*a*p^3*q*x-96*a*p^3*r^2-\ 3012*a*p^3*r*x-8178*a*p^3*x^2+6*a*p^2*q^3+200*a*p^2*q^2*r+2672*a*p^2*q^2*x-4*a* p^2*q*r^2-6342*a*p^2*q*r*x-37677*a*p^2*q*x^2-62*a*p^2*r^3-1496*a*p^2*r^2*x+4596 *a*p^2*r*x^2+24797*a*p^2*x^3+43*a*p*q^3*r+1388*a*p*q^3*x+26*a*p*q^2*r^2-2169*a* p*q^2*r*x-25955*a*p*q^2*x^2-57*a*p*q*r^3-4326*a*p*q*r^2*x-28394*a*p*q*r*x^2-\ 5536*a*p*q*x^3-13*a*p*r^4+219*a*p*r^3*x+13348*a*p*r^2*x^2+52112*a*p*r*x^3+20934 *a*p*x^4+110*a*q^4*x+13*a*q^3*r^2-291*a*q^3*r*x-5888*a*q^3*x^2-28*a*q^2*r^3-\ 1898*a*q^2*r^2*x-13697*a*q^2*r*x^2+75*a*q^2*x^3-8*a*q*r^4+403*a*q*r^3*x+16870*a *q*r^2*x^2+74082*a*q*r*x^3+31878*a*q*x^4+66*a*r^4*x-492*a*r^3*x^2-15072*a*r^2*x ^3-25952*a*r*x^4-56*b^4*c*x+20*b^4*g*x+328*b^4*p*x-148*b^4*r*x-3248*b^4*x^2-32* b^3*c^3-32*b^3*c^2*g-16*b^3*c^2*p+104*b^3*c^2*r+4448*b^3*c^2*x-8*b^3*c*g^2-16*b ^3*c*g*p+64*b^3*c*g*r+2942*b^3*c*g*x+24*b^3*c*p^2+172*b^3*c*p*r+8120*b^3*c*p*x+ 328*b^3*c*q*x+52*b^3*c*r^2+1430*b^3*c*r*x-13780*b^3*c*x^2+16*b^3*g^2*r+506*b^3* g^2*x+32*b^3*g*p*r+2556*b^3*g*p*x+216*b^3*g*q*x+120*b^3*g*r*x-7234*b^3*g*x^2+16 *b^3*p^3+84*b^3*p^2*r+2406*b^3*p^2*x+924*b^3*p*q*x+40*b^3*p*r^2+456*b^3*p*r*x-\ 7892*b^3*p*x^2-552*b^3*q*r*x-9632*b^3*q*x^2-12*b^3*r^3-668*b^3*r^2*x-7878*b^3*r *x^2-1248*b^3*x^3-48*b^2*c^4-112*b^2*c^3*g+280*b^2*c^3*p-64*b^2*c^3*q+656*b^2*c ^3*r+19088*b^2*c^3*x-76*b^2*c^2*g^2+192*b^2*c^2*g*p-64*b^2*c^2*g*q+664*b^2*c^2* g*r+19980*b^2*c^2*g*x+580*b^2*c^2*p^2-32*b^2*c^2*p*q+1174*b^2*c^2*p*r+31800*b^2 *c^2*p*x+208*b^2*c^2*q*r+9866*b^2*c^2*q*x+230*b^2*c^2*r^2+3774*b^2*c^2*r*x-\ 56072*b^2*c^2*x^2-16*b^2*c*g^3+30*b^2*c*g^2*p-16*b^2*c*g^2*q+242*b^2*c*g^2*r+ 6999*b^2*c*g^2*x+340*b^2*c*g*p^2-32*b^2*c*g*p*q+748*b^2*c*g*p*r+22388*b^2*c*g*p *x+128*b^2*c*g*q*r+6345*b^2*c*g*q*x+112*b^2*c*g*r^2+1661*b^2*c*g*r*x-45750*b^2* c*g*x^2+342*b^2*c*p^3+48*b^2*c*p^2*q+662*b^2*c*p^2*r+12830*b^2*c*p^2*x+344*b^2* c*p*q*r+15520*b^2*c*p*q*x+146*b^2*c*p*r^2-2846*b^2*c*p*r*x-81720*b^2*c*p*x^2+ 810*b^2*c*q^2*x+104*b^2*c*q*r^2+819*b^2*c*q*r*x-42786*b^2*c*q*x^2-98*b^2*c*r^3-\ 6798*b^2*c*r^2*x-78704*b^2*c*r*x^2-65912*b^2*c*x^3+32*b^2*g^3*r+806*b^2*g^3*x+ 42*b^2*g^2*p^2+108*b^2*g^2*p*r+3732*b^2*g^2*p*x+32*b^2*g^2*q*r+1045*b^2*g^2*q*x +2*b^2*g^2*r^2-195*b^2*g^2*r*x-10189*b^2*g^2*x^2+116*b^2*g*p^3+256*b^2*g*p^2*r+ 5042*b^2*g*p^2*x+64*b^2*g*p*q*r+4850*b^2*g*p*q*x+84*b^2*g*p*r^2-206*b^2*g*p*r*x -26820*b^2*g*p*x^2+377*b^2*g*q^2*x-448*b^2*g*q*r*x-19599*b^2*g*q*x^2-24*b^2*g*r ^3-1867*b^2*g*r^2*x-23379*b^2*g*r*x^2-14620*b^2*g*x^3+58*b^2*p^4+32*b^2*p^3*q+ 74*b^2*p^3*r+977*b^2*p^3*x+168*b^2*p^2*q*r+4561*b^2*p^2*q*x-34*b^2*p^2*r^2-2726 *b^2*p^2*r*x-24234*b^2*p^2*x^2+946*b^2*p*q^2*x+80*b^2*p*q*r^2+342*b^2*p*q*r*x-\ 19034*b^2*p*q*x^2-50*b^2*p*r^3-3095*b^2*p*r^2*x-28450*b^2*p*r*x^2-20158*b^2*p*x ^3-697*b^2*q^2*r*x-10388*b^2*q^2*x^2-24*b^2*q*r^3-1182*b^2*q*r^2*x-12345*b^2*q* r*x^2+5222*b^2*q*x^3+546*b^2*r^3*x+10824*b^2*r^2*x^2+47348*b^2*r*x^3+19852*b^2* x^4+96*b*c^5+24*b*c^4*g+1096*b*c^4*p-72*b*c^4*q+1408*b*c^4*r+28552*b*c^4*x-88*b *c^3*g^2+1284*b*c^3*g*p-168*b*c^3*g*q+1964*b*c^3*g*r+40774*b*c^3*g*x+1844*b*c^3 *p^2+372*b*c^3*p*q+2724*b*c^3*p*r+46938*b*c^3*p*x-40*b*c^3*q^2+908*b*c^3*q*r+ 26636*b*c^3*q*x+424*b*c^3*r^2+288*b*c^3*r*x-106604*b*c^3*x^2-58*b*c^2*g^3+498*b *c^2*g^2*p-114*b*c^2*g^2*q+1028*b*c^2*g^2*r+21571*b*c^2*g^2*x+1842*b*c^2*g*p^2+ 248*b*c^2*g*p*q+2837*b*c^2*g*p*r+50969*b*c^2*g*p*x-40*b*c^2*g*q^2+940*b*c^2*g*q *r+27728*b*c^2*g*q*x+393*b*c^2*g*r^2-1181*b*c^2*g*r*x-123084*b*c^2*g*x^2+1138*b *c^2*p^3+790*b*c^2*p^2*q+1748*b*c^2*p^2*r+20483*b*c^2*p^2*x-20*b*c^2*p*q^2+1641 *b*c^2*p*q*r+41860*b*c^2*p*q*x+254*b*c^2*p*r^2-16489*b*c^2*p*r*x-200798*b*c^2*p *x^2+130*b*c^2*q^2*r+7045*b*c^2*q^2*x+333*b*c^2*q*r^2+1408*b*c^2*q*r*x-102278*b *c^2*q*x^2-236*b*c^2*r^3-17402*b*c^2*r^2*x-178996*b*c^2*r*x^2-164952*b*c^2*x^3-\ 10*b*c*g^4+65*b*c*g^3*p-24*b*c*g^3*q+239*b*c*g^3*r+4939*b*c*g^3*x+583*b*c*g^2*p ^2+35*b*c*g^2*p*q+937*b*c*g^2*p*r+17596*b*c*g^2*p*x-10*b*c*g^2*q^2+349*b*c*g^2* q*r+9566*b*c*g^2*q*x+86*b*c*g^2*r^2-2174*b*c*g^2*r*x-51744*b*c*g^2*x^2+819*b*c* g*p^3+466*b*c*g*p^2*q+1316*b*c*g*p^2*r+16048*b*c*g*p^2*x-20*b*c*g*p*q^2+1078*b* c*g*p*q*r+30048*b*c*g*p*q*x+255*b*c*g*p*r^2-9962*b*c*g*p*r*x-140752*b*c*g*p*x^2 +80*b*c*g*q^2*r+4501*b*c*g*q^2*x+176*b*c*g*q*r^2+286*b*c*g*q*r*x-76398*b*c*g*q* x^2-144*b*c*g*r^3-11104*b*c*g*r^2*x-116712*b*c*g*r*x^2-97516*b*c*g*x^3+263*b*c* p^4+471*b*c*p^3*q+337*b*c*p^3*r+736*b*c*p^3*x+30*b*c*p^2*q^2+941*b*c*p^2*q*r+ 17078*b*c*p^2*q*x-111*b*c*p^2*r^2-14537*b*c*p^2*r*x-98948*b*c*p^2*x^2+215*b*c*p *q^2*r+9476*b*c*p*q^2*x+225*b*c*p*q*r^2-4971*b*c*p*q*r*x-113690*b*c*p*q*x^2-193 *b*c*p*r^3-12323*b*c*p*r^2*x-97036*b*c*p*r*x^2-50558*b*c*p*x^3+536*b*c*q^3*x+65 *b*c*q^2*r^2-1016*b*c*q^2*r*x-38860*b*c*q^2*x^2-135*b*c*q*r^3-8751*b*c*q*r^2*x-\ 89410*b*c*q*r*x^2-46222*b*c*q*x^3-8*b*c*r^4+1832*b*c*r^3*x+48824*b*c*r^2*x^2+ 224012*b*c*r*x^3+103800*b*c*x^4+20*b*g^4*r+389*b*g^4*x+57*b*g^3*p^2+98*b*g^3*p* r+1916*b*g^3*p*x+48*b*g^3*q*r+1096*b*g^3*q*x+b*g^3*r^2-594*b*g^3*r*x-7494*b*g^3 *x^2+145*b*g^2*p^3+57*b*g^2*p^2*q+238*b*g^2*p^2*r+2988*b*g^2*p^2*x+158*b*g^2*p* q*r+5068*b*g^2*p*q*x+53*b*g^2*p*r^2-1533*b*g^2*p*r*x-24510*b*g^2*p*x^2+20*b*g^2 *q^2*r+718*b*g^2*q^2*x+5*b*g^2*q*r^2-556*b*g^2*q*r*x-15727*b*g^2*q*x^2-20*b*g^2 *r^3-1506*b*g^2*r^2*x-15809*b*g^2*r*x^2-8774*b*g^2*x^3+99*b*g*p^4+162*b*g*p^3*q +128*b*g*p^3*r+382*b*g*p^3*x+376*b*g*p^2*q*r+7004*b*g*p^2*q*x-36*b*g*p^2*r^2-\ 5244*b*g*p^2*r*x-36539*b*g*p^2*x^2+40*b*g*p*q^2*r+2942*b*g*p*q^2*x+130*b*g*p*q* r^2-435*b*g*p*q*r*x-36321*b*g*p*q*x^2-68*b*g*p*r^3-4666*b*g*p*r^2*x-37170*b*g*p *r*x^2-21055*b*g*p*x^3+225*b*g*q^3*x-816*b*g*q^2*r*x-16575*b*g*q^2*x^2-36*b*g*q *r^3-2580*b*g*q*r^2*x-27822*b*g*q*r*x^2-8627*b*g*q*x^3-3*b*g*r^4+520*b*g*r^3*x+ 15826*b*g*r^2*x^2+74970*b*g*r*x^3+33948*b*g*x^4+15*b*p^5+81*b*p^4*q+12*b*p^4*r-\ 558*b*p^4*x+20*b*p^3*q^2+113*b*p^3*q*r+1356*b*p^3*q*x-26*b*p^3*r^2-2364*b*p^3*r *x-12125*b*p^3*x^2+105*b*p^2*q^2*r+2721*b*p^2*q^2*x-37*b*p^2*q*r^2-3658*b*p^2*q *r*x-31787*b*p^2*q*x^2-28*b*p^2*r^3-1323*b*p^2*r^2*x-5018*b*p^2*r*x^2+11073*b*p ^2*x^3+417*b*p*q^3*x+50*b*p*q^2*r^2-271*b*p*q^2*r*x-15132*b*p*q^2*x^2-69*b*p*q* r^3-4115*b*p*q*r^2*x-34481*b*p*q*r*x^2-17288*b*p*q*x^3-5*b*p*r^4+551*b*p*r^3*x+ 16564*b*p*r^2*x^2+71478*b*p*r*x^3+31878*b*p*x^4-357*b*q^3*r*x-4758*b*q^3*x^2-15 *b*q^2*r^3-612*b*q^2*r^2*x-5166*b*q^2*r*x^2+9679*b*q^2*x^3+729*b*q*r^3*x+13768* b*q*r^2*x^2+56392*b*q*r*x^3+20934*b*q*x^4-6*b*r^4*x-1500*b*r^3*x^2-16032*b*r^2* x^3-25952*b*r*x^4+176*c^6+248*c^5*g+1024*c^5*p+72*c^5*q+952*c^5*r+14592*c^5*x+ 92*c^4*g^2+1624*c^4*g*p+24*c^4*g*q+1712*c^4*g*r+26508*c^4*g*x+1572*c^4*p^2+760* c^4*p*q+1882*c^4*p*r+22682*c^4*p*x-24*c^4*q^2+952*c^4*q*r+19538*c^4*q*x+202*c^4 *r^2-4860*c^4*r*x-74216*c^4*x^2-14*c^3*g^3+952*c^3*g^2*p-62*c^3*g^2*q+1206*c^3* g^2*r+18812*c^3*g^2*x+2190*c^3*g*p^2+908*c^3*g*p*q+2729*c^3*g*p*r+33697*c^3*g*p *x-56*c^3*g*q^2+1368*c^3*g*q*r+28275*c^3*g*q*x+265*c^3*g*r^2-7288*c^3*g*r*x-\ 108360*c^3*g*x^2+964*c^3*p^3+1282*c^3*p^2*q+1192*c^3*p^2*r+7221*c^3*p^2*x+116*c ^3*p*q^2+1877*c^3*p*q*r+31050*c^3*p*q*x-28*c^3*p*r^2-21501*c^3*p*r*x-159420*c^3 *p*x^2-8*c^3*q^3+290*c^3*q^2*r+8797*c^3*q^2*x+301*c^3*q*r^2-2647*c^3*q*r*x-\ 90396*c^3*q*x^2-212*c^3*r^3-13908*c^3*r^2*x-121496*c^3*r*x^2-109568*c^3*x^3-14* c^2*g^4+246*c^2*g^3*p-44*c^2*g^3*q+414*c^2*g^3*r+6447*c^2*g^3*x+1102*c^2*g^2*p^ 2+356*c^2*g^2*p*q+1422*c^2*g^2*p*r+17792*c^2*g^2*p*x-38*c^2*g^2*q^2+738*c^2*g^2 *q*r+15109*c^2*g^2*q*x+98*c^2*g^2*r^2-5165*c^2*g^2*r*x-63476*c^2*g^2*x^2+1054*c ^2*g*p^3+1316*c^2*g*p^2*q+1344*c^2*g*p^2*r+8897*c^2*g*p^2*x+76*c^2*g*p*q^2+2033 *c^2*g*p*q*r+35113*c^2*g*p*q*x-3*c^2*g*p*r^2-21785*c^2*g*p*r*x-167839*c^2*g*p*x ^2-8*c^2*g*q^3+304*c^2*g*q^2*r+9110*c^2*g*q^2*x+299*c^2*g*q*r^2-2906*c^2*g*q*r* x-97141*c^2*g*q*x^2-227*c^2*g*r^3-14392*c^2*g*r^2*x-124052*c^2*g*r*x^2-105152*c ^2*g*x^3+228*c^2*p^4+808*c^2*p^3*q+170*c^2*p^3*r-3374*c^2*p^3*x+250*c^2*p^2*q^2 +1252*c^2*p^2*q*r+13620*c^2*p^2*q*x-298*c^2*p^2*r^2-20162*c^2*p^2*r*x-103137*c^ 2*p^2*x^2-4*c^2*p*q^3+527*c^2*p*q^2*r+12862*c^2*p*q^2*x+215*c^2*p*q*r^2-12682*c ^2*p*q*r*x-141614*c^2*p*q*x^2-258*c^2*p*r^3-13186*c^2*p*r^2*x-79901*c^2*p*r*x^2 -24056*c^2*p*x^3+26*c^2*q^3*r+1612*c^2*q^3*x+109*c^2*q^2*r^2-1136*c^2*q^2*r*x-\ 44517*c^2*q^2*x^2-151*c^2*q*r^3-11162*c^2*q*r^2*x-103679*c^2*q*r*x^2-67640*c^2* q*x^3-18*c^2*r^4+1600*c^2*r^3*x+52380*c^2*r^2*x^2+236480*c^2*r*x^3+112832*c^2*x ^4-2*c*g^5+24*c*g^4*p-8*c*g^4*q+68*c*g^4*r+1032*c*g^4*x+236*c*g^3*p^2+46*c*g^3* p*q+312*c*g^3*p*r+3897*c*g^3*p*x-8*c*g^3*q^2+178*c*g^3*q*r+3508*c*g^3*q*x+4*c*g ^3*r^2-1826*c*g^3*r*x-17463*c*g^3*x^2+376*c*g^2*p^3+426*c*g^2*p^2*q+487*c*g^2*p ^2*r+3308*c*g^2*p^2*x+10*c*g^2*p*q^2+701*c*g^2*p*q*r+12703*c*g^2*p*q*x+4*c*g^2* p*r^2-7331*c*g^2*p*r*x-58167*c*g^2*p*x^2-2*c*g^2*q^3+114*c*g^2*q^2*r+3086*c*g^2 *q^2*x+75*c*g^2*q*r^2-1797*c*g^2*q*r*x-37032*c*g^2*q*x^2-77*c*g^2*r^3-4473*c*g^ 2*r^2*x-35981*c*g^2*r*x^2-22616*c*g^2*x^3+162*c*g*p^4+602*c*g*p^3*q+107*c*g*p^3 *r-2566*c*g*p^3*x+148*c*g*p^2*q^2+986*c*g*p^2*q*r+11542*c*g*p^2*q*x-239*c*g*p^2 *r^2-14851*c*g*p^2*r*x-75487*c*g*p^2*x^2-4*c*g*p*q^3+352*c*g*p*q^2*r+9310*c*g*p *q^2*x+216*c*g*p*q*r^2-7367*c*g*p*q*r*x-97372*c*g*p*q*x^2-194*c*g*p*r^3-9789*c* g*p*r^2*x-58956*c*g*p*r*x^2-17586*c*g*p*x^3+16*c*g*q^3*r+1032*c*g*q^3*x+60*c*g* q^2*r^2-984*c*g*q^2*r*x-32767*c*g*q^2*x^2-98*c*g*q*r^3-7566*c*g*q*r^2*x-72909*c *g*q*r*x^2-47070*c*g*q*x^3-10*c*g*r^4+1158*c*g*r^3*x+36398*c*g*r^2*x^2+163488*c *g*r*x^3+76928*c*g*x^4+8*c*p^5+198*c*p^4*q-46*c*p^4*r-1857*c*p^4*x+150*c*p^3*q^ 2+275*c*p^3*q*r+649*c*p^3*q*x-134*c*p^3*r^2-5774*c*p^3*r*x-21749*c*p^3*x^2+6*c* p^2*q^3+305*c*p^2*q^2*r+5145*c*p^2*q^2*x-41*c*p^2*q*r^2-9992*c*p^2*q*r*x-67160* c*p^2*q*x^2-98*c*p^2*r^3-3123*c*p^2*r^2*x-3016*c*p^2*r*x^2+30552*c*p^2*x^3+43*c *p*q^3*r+1873*c*p*q^3*x+76*c*p*q^2*r^2-2368*c*p*q^2*r*x-40571*c*p*q^2*x^2-126*c *p*q*r^3-8331*c*p*q*r^2*x-61269*c*p*q*r*x^2-22160*c*p*q*x^3-18*c*p*r^4+870*c*p* r^3*x+31860*c*p*r^2*x^2+131158*c*p*r*x^3+57668*c*p*x^4+110*c*q^4*x+13*c*q^3*r^2 -534*c*q^3*r*x-10316*c*q^3*x^2-43*c*q^2*r^3-2574*c*q^2*r^2*x-21625*c*q^2*r*x^2+ 3448*c*q^2*x^3-8*c*q*r^4+1132*c*q*r^3*x+31182*c*q*r^2*x^2+136426*c*q*r*x^3+ 57668*c*q*x^4+60*c*r^4*x-2112*c*r^3*x^2-32832*c*r^2*x^3-55280*c*r*x^4+4*g^5*r+ 55*g^5*x+18*g^4*p^2+24*g^4*p*r+295*g^4*p*x+16*g^4*q*r+290*g^4*q*x-2*g^4*r^2-229 *g^4*r*x-1769*g^4*x^2+44*g^3*p^3+42*g^3*p^2*q+56*g^3*p^2*r+362*g^3*p^2*x+76*g^3 *p*q*r+1451*g^3*p*q*x-836*g^3*p*r*x-6675*g^3*p*x^2+16*g^3*q^2*r+344*g^3*q^2*x+2 *g^3*q*r^2-422*g^3*q*r*x-5073*g^3*q*x^2-8*g^3*r^3-389*g^3*r^2*x-2499*g^3*r*x^2+ 420*g^3*x^3+28*g^2*p^4+110*g^2*p^3*q+15*g^2*p^3*r-533*g^2*p^3*x+18*g^2*p^2*q^2+ 189*g^2*p^2*q*r+2363*g^2*p^2*q*x-47*g^2*p^2*r^2-2704*g^2*p^2*r*x-13535*g^2*p^2* x^2+52*g^2*p*q^2*r+1572*g^2*p*q^2*x+48*g^2*p*q*r^2-961*g^2*p*q*r*x-16122*g^2*p* q*x^2-35*g^2*p*r^3-1699*g^2*p*r^2*x-9532*g^2*p*r*x^2-1075*g^2*p*x^3+4*g^2*q^3*r +161*g^2*q^3*x+2*g^2*q^2*r^2-361*g^2*q^2*r*x-6452*g^2*q^2*x^2-15*g^2*q*r^3-1124 *g^2*q*r^2*x-10987*g^2*q*r*x^2-5425*g^2*q*x^3-g^2*r^4+200*g^2*r^3*x+5773*g^2*r^ 2*x^2+25240*g^2*r*x^3+11264*g^2*x^4+78*g*p^4*q-26*g*p^4*r-779*g*p^4*x+52*g*p^3* q^2+111*g*p^3*q*r+461*g*p^3*q*x-57*g*p^3*r^2-2188*g*p^3*r*x-8002*g*p^3*x^2+124* g*p^2*q^2*r+2164*g*p^2*q^2*x-11*g*p^2*q*r^2-3579*g*p^2*q*r*x-24949*g*p^2*q*x^2-\ 36*g*p^2*r^3-1025*g*p^2*r^2*x+149*g*p^2*r*x^2+13359*g*p^2*x^3+8*g*p*q^3*r+578*g *p*q^3*x+44*g*p*q^2*r^2-423*g*p*q^2*r*x-13276*g*p*q^2*x^2-47*g*p*q*r^3-3342*g*p *q*r^2*x-26149*g*p*q*r*x^2-14680*g*p*q*x^3-5*g*p*r^4+382*g*p*r^3*x+11799*g*p*r^ 2*x^2+47271*g*p*r*x^3+20578*g*p*x^4+44*g*q^4*x-281*g*q^3*r*x-4231*g*q^3*x^2-12* g*q^2*r^3-781*g*q^2*r^2*x-6670*g*q^2*r*x^2+3497*g*q^2*x^3-3*g*q*r^4+344*g*q*r^3 *x+10740*g*q*r^2*x^2+48633*g*q*r*x^3+20578*g*q*x^4+18*g*r^4*x-750*g*r^3*x^2-\ 11520*g*r^2*x^3-19384*g*r*x^4-2*p^6+14*p^5*q-10*p^5*r-186*p^5*x+26*p^4*q^2+18*p ^4*q*r-309*p^4*q*x-18*p^4*r^2-475*p^4*r*x-963*p^4*x^2+4*p^3*q^3+38*p^3*q^2*r+ 379*p^3*q^2*x-11*p^3*q*r^2-1626*p^3*q*r*x-8327*p^3*q*x^2-14*p^3*r^3-251*p^3*r^2 *x+1952*p^3*r*x^2+6496*p^3*x^3+21*p^2*q^3*r+521*p^2*q^3*x-10*p^2*q^2*r^2-1251*p ^2*q^2*r*x-10408*p^2*q^2*x^2-20*p^2*q*r^3-1064*p^2*q*r^2*x-4478*p^2*q*r*x^2+ 6068*p^2*q*x^3-4*p^2*r^4+77*p^2*r^3*x+3708*p^2*r^2*x^2+12802*p^2*r*x^3+4274*p^2 *x^4+67*p*q^4*x+10*p*q^3*r^2-164*p*q^3*r*x-3755*p*q^3*x^2-22*p*q^2*r^3-1255*p*q ^2*r^2*x-8900*p*q^2*r*x^2-8*p*q^2*x^3-5*p*q*r^4+326*p*q*r^3*x+11034*p*q*r^2*x^2 +46432*p*q*r*x^3+19492*p*q*x^4+39*p*r^4*x-405*p*r^3*x^2-9642*p*r^2*x^3-16060*p* r*x^4-64*q^4*r*x-783*q^4*x^2-3*q^3*r^3-94*q^3*r^2*x-490*q^3*r*x^2+3300*q^3*x^3+ 231*q^2*r^3*x+4074*q^2*r^2*x^2+15102*q^2*r*x^3+4274*q^2*x^4+3*q*r^4*x-909*q*r^3 *x^2-10230*q*r^2*x^3-16060*q*r*x^4-12*r^4*x^2+480*r^3*x^3+2592*r^2*x^4+48*a^5-\ 112*a^4*b+248*a^4*p-120*a^4*q+208*a^4*r+3092*a^4*x-304*a^3*b^2-1168*a^3*b*c-472 *a^3*b*g+64*a^3*b*p-440*a^3*b*q+432*a^3*b*r+10628*a^3*b*x-784*a^3*c^2-688*a^3*c *g+880*a^3*c*p-920*a^3*c*q+1320*a^3*c*r+22780*a^3*c*x-140*a^3*g^2+336*a^3*g*p-\ 392*a^3*g*q+492*a^3*g*r+8396*a^3*g*x+408*a^3*p^2-44*a^3*p*q+512*a^3*p*r+6276*a^ 3*p*x-144*a^3*q^2+284*a^3*q*r+6996*a^3*q*x+96*a^3*r^2-162*a^3*r*x-11412*a^3*x^2 -96*a^2*b^3-1200*a^2*b^2*c-432*a^2*b^2*g-440*a^2*b^2*p-192*a^2*b^2*q+148*a^2*b^ 2*r+7776*a^2*b^2*x-3120*a^2*b*c^2-2408*a^2*b*c*g-888*a^2*b*c*p-1704*a^2*b*c*q+ 1536*a^2*b*c*r+44872*a^2*b*c*x-452*a^2*b*g^2-412*a^2*b*g*p-632*a^2*b*g*q+562*a^ 2*b*g*r+16666*a^2*b*g*x+384*a^2*b*p^2-652*a^2*b*p*q+960*a^2*b*p*r+20482*a^2*b*p *x-120*a^2*b*q^2+170*a^2*b*q*r+9910*a^2*b*q*x+288*a^2*b*r^2+6890*a^2*b*r*x+3320 *a^2*b*x^2-1968*a^2*c^3-2496*a^2*c^2*g+712*a^2*c^2*p-2232*a^2*c^2*q+2860*a^2*c^ 2*r+55588*a^2*c^2*x-1008*a^2*c*g^2+360*a^2*c*g*p-1808*a^2*c*g*q+2098*a^2*c*g*r+ 40944*a^2*c*g*x+1568*a^2*c*p^2-784*a^2*c*p*q+2716*a^2*c*p*r+40668*a^2*c*p*x-552 *a^2*c*q^2+1022*a^2*c*q*r+29916*a^2*c*q*x+732*a^2*c*r^2+10964*a^2*c*r*x-8960*a^ 2*c*x^2-128*a^2*g^3+38*a^2*g^2*p-358*a^2*g^2*q+378*a^2*g^2*r+7342*a^2*g^2*x+608 *a^2*g*p^2-384*a^2*g*p*q+1003*a^2*g*p*r+14923*a^2*g*p*x-208*a^2*g*q^2+378*a^2*g *q*r+11205*a^2*g*q*x+241*a^2*g*r^2+2877*a^2*g*r*x-8806*a^2*g*x^2+298*a^2*p^3+ 198*a^2*p^2*q+462*a^2*p^2*r+4367*a^2*p^2*x-216*a^2*p*q^2+665*a^2*p*q*r+13894*a^ 2*p*q*x+136*a^2*p*r^2-2175*a^2*p*r*x-27566*a^2*p*x^2-24*a^2*q^3+48*a^2*q^2*r+ 3159*a^2*q^2*x+237*a^2*q*r^2+5778*a^2*q*r*x+6902*a^2*q*x^2-20*a^2*r^3-2866*a^2* r^2*x-28934*a^2*r*x^2-35804*a^2*x^3-192*a*b^3*c-64*a*b^3*g-144*a*b^3*p-72*a*b^3 *r+664*a*b^3*x-1488*a*b^2*c^2-1056*a*b^2*c*g-1312*a*b^2*c*p-384*a*b^2*c*q+80*a* b^2*c*r+15688*a*b^2*c*x-188*a*b^2*g^2-472*a*b^2*g*p-128*a*b^2*g*q+16*a*b^2*g*r+ 5976*a*b^2*g*x-188*a*b^2*p^2-288*a*b^2*p*q+382*a*b^2*p*r+12220*a*b^2*p*x-144*a* b^2*q*r+1772*a*b^2*q*x+298*a*b^2*r^2+9218*a*b^2*r*x+22832*a*b^2*x^2-3184*a*b*c^ 3-3592*a*b*c^2*g-2400*a*b*c^2*p-2088*a*b*c^2*q+1560*a*b*c^2*r+55460*a*b*c^2*x-\ 1332*a*b*c*g^2-1912*a*b*c*g*p-1520*a*b*c*g*q+1120*a*b*c*g*r+42202*a*b*c*g*x+268 *a*b*c*p^2-1880*a*b*c*p*q+2660*a*b*c*p*r+62552*a*b*c*p*x-240*a*b*c*q^2+52*a*b*c *q*r+20766*a*b*c*q*x+1256*a*b*c*r^2+35436*a*b*c*r*x+74056*a*b*c*x^2-158*a*b*g^3 -370*a*b*g^2*p-278*a*b*g^2*q+220*a*b*g^2*r+8241*a*b*g^2*x+42*a*b*g*p^2-700*a*b* g*p*q+939*a*b*g*p*r+22550*a*b*g*p*x-80*a*b*g*q^2-8*a*b*g*q*r+7577*a*b*g*q*x+441 *a*b*g*r^2+11832*a*b*g*r*x+20636*a*b*g*x^2+298*a*b*p^3-294*a*b*p^2*q+698*a*b*p^ 2*r+13324*a*b*p^2*x-180*a*b*p*q^2+487*a*b*p*q*r+15788*a*b*p*q*x+286*a*b*p*r^2+ 5228*a*b*p*r*x-10628*a*b*p*x^2-90*a*b*q^2*r+1580*a*b*q^2*x+421*a*b*q*r^2+12056* a*b*q*r*x+25840*a*b*q*x^2-50*a*b*r^3-6156*a*b*r^2*x-71572*a*b*r*x^2-101296*a*b* x^3-1824*a*c^4-2992*a*c^3*g-368*a*c^3*p-2184*a*c^3*q+2520*a*c^3*r+54020*a*c^3*x -1784*a*c^2*g^2-760*a*c^2*g*p-2568*a*c^2*g*q+2736*a*c^2*g*r+59932*a*c^2*g*x+ 1724*a*c^2*p^2-1724*a*c^2*p*q+4278*a*c^2*p*r+72552*a*c^2*p*x-672*a*c^2*q^2+1048 *a*c^2*q*r+38076*a*c^2*q*x+1474*a*c^2*r^2+32456*a*c^2*r*x+51228*a*c^2*x^2-452*a *c*g^3-392*a*c*g^2*p-994*a*c*g^2*q+1008*a*c*g^2*r+22364*a*c*g^2*x+1196*a*c*g*p^ 2-1468*a*c*g*p*q+3087*a*c*g*p*r+52314*a*c*g*p*x-496*a*c*g*q^2+748*a*c*g*q*r+ 28436*a*c*g*q*x+1047*a*c*g*r^2+21596*a*c*g*r*x+24562*a*c*g*x^2+932*a*c*p^3+102* a*c*p^2*q+1814*a*c*p^2*r+23904*a*c*p^2*x-612*a*c*p*q^2+1817*a*c*p*q*r+42328*a*c *p*q*x+684*a*c*p*r^2+4326*a*c*p*r*x-48314*a*c*p*x^2-48*a*c*q^3+6*a*c*q^2*r+7090 *a*c*q^2*x+895*a*c*q*r^2+23820*a*c*q*r*x+45472*a*c*q*x^2-110*a*c*r^3-13192*a*c* r^2*x-143680*a*c*r*x^2-200664*a*c*x^3-40*a*g^4-59*a*g^3*p-124*a*g^3*q+125*a*g^3 *r+2745*a*g^3*x+207*a*g^2*p^2-303*a*g^2*p*q+543*a*g^2*p*r+9183*a*g^2*p*x-92*a*g ^2*q^2+147*a*g^2*q*r+5493*a*g^2*q*x+172*a*g^2*r^2+3001*a*g^2*r*x-379*a*g^2*x^2+ 363*a*g*p^3-22*a*g*p^2*q+668*a*g*p^2*r+8727*a*g*p^2*x-232*a*g*p*q^2+653*a*g*p*q *r+15448*a*g*p*q*x+219*a*g*p*r^2+626*a*g*p*r*x-21949*a*g*p*x^2-16*a*g*q^3-8*a*g *q^2*r+2524*a*g*q^2*x+335*a*g*q*r^2+8795*a*g*q*r*x+16898*a*g*q*x^2-52*a*g*r^3-\ 4823*a*g*r^2*x-48941*a*g*r*x^2-65364*a*g*x^3+101*a*p^4+185*a*p^3*q+177*a*p^3*r+ 1075*a*p^3*x-100*a*p^2*q^2+503*a*p^2*q*r+9323*a*p^2*q*x+53*a*p^2*r^2-2735*a*p^2 *r*x-22056*a*p^2*x^2-36*a*p*q^3+148*a*p*q^2*r+4996*a*p*q^2*x+247*a*p*q*r^2+4758 *a*p*q*r*x-2466*a*p*q*x^2-31*a*p*r^3-3372*a*p*r^2*x-31152*a*p*r*x^2-34986*a*p*x ^3-18*a*q^3*r+430*a*q^3*x+136*a*q^2*r^2+3443*a*q^2*r*x+4580*a*q^2*x^2-25*a*q*r^ 3-4153*a*q*r^2*x-48291*a*q*r*x^2-65994*a*q*x^3-8*a*r^4+40*a*r^3*x+9652*a*r^2*x^ 2+51556*a*r*x^3+28056*a*x^4-104*b^4*x-96*b^3*c^2-64*b^3*c*g-144*b^3*c*p-72*b^3* c*r-2220*b^3*c*x-16*b^3*g^2-32*b^3*g*p-298*b^3*g*x-64*b^3*p^2-32*b^3*p*r+376*b^ 3*p*x-124*b^3*q*x+64*b^3*r^2+1714*b^3*r*x+5292*b^3*x^2-592*b^2*c^3-624*b^2*c^2* g-872*b^2*c^2*p-192*b^2*c^2*q-68*b^2*c^2*r+1616*b^2*c^2*x-236*b^2*c*g^2-568*b^2 *c*g*p-128*b^2*c*g*q+16*b^2*c*g*r+2314*b^2*c*g*x-380*b^2*c*p^2-288*b^2*c*p*q+ 286*b^2*c*p*r+13956*b^2*c*p*x-144*b^2*c*q*r-2302*b^2*c*q*x+490*b^2*c*r^2+16396* b^2*c*r*x+58888*b^2*c*x^2-32*b^2*g^3-80*b^2*g^2*p-32*b^2*g^2*q+40*b^2*g^2*r+979 *b^2*g^2*x-160*b^2*g*p^2-64*b^2*g*p*q+16*b^2*g*p*r+4116*b^2*g*p*x+117*b^2*g*q*x +128*b^2*g*r^2+4731*b^2*g*r*x+15542*b^2*g*x^2-8*b^2*p^3-128*b^2*p^2*q+234*b^2*p ^2*r+5502*b^2*p^2*x-64*b^2*p*q*r+1088*b^2*p*q*x+196*b^2*p*r^2+5752*b^2*p*r*x+ 14252*b^2*p*x^2+38*b^2*q^2*x+128*b^2*q*r^2+2907*b^2*q*r*x+6316*b^2*q*x^2-38*b^2 *r^3-2810*b^2*r^2*x-30602*b^2*r*x^2-43604*b^2*x^3-1120*b*c^4-1656*b*c^3*g-1448* b*c^3*p-824*b*c^3*q+456*b*c^3*r+17004*b*c^3*x-928*b*c^2*g^2-1596*b*c^2*g*p-888* b*c^2*g*q+558*b*c^2*g*r+20076*b*c^2*g*x-308*b*c^2*p^2-1228*b*c^2*p*q+1604*b*c^2 *p*r+43830*b*c^2*p*x-120*b*c^2*q^2-118*b*c^2*q*r+5454*b*c^2*q*x+1160*b*c^2*r^2+ 36992*b*c^2*r*x+119076*b*c^2*x^2-230*b*c*g^3-554*b*c*g^2*p-342*b*c*g^2*q+300*b* c*g^2*r+9076*b*c*g^2*x-326*b*c*g*p^2-828*b*c*g*p*q+955*b*c*g*p*r+29950*b*c*g*p* x-80*b*c*g*q^2-8*b*c*g*q*r+4744*b*c*g*q*x+729*b*c*g*r^2+23740*b*c*g*r*x+72358*b *c*g*x^2+258*b*c*p^3-550*b*c*p^2*q+1178*b*c*p^2*r+23502*b*c*p^2*x-180*b*c*p*q^2 +359*b*c*p*q*r+18490*b*c*p*q*x+726*b*c*p*r^2+18014*b*c*p*r*x+23518*b*c*p*x^2-90 *b*c*q^2*r+90*b*c*q^2*x+677*b*c*q*r^2+19922*b*c*q*r*x+57844*b*c*q*x^2-130*b*c*r ^3-12156*b*c*r^2*x-142612*b*c*r*x^2-214536*b*c*x^3-20*b*g^4-60*b*g^3*p-48*b*g^3 *q+56*b*g^3*r+1438*b*g^3*x-76*b*g^2*p^2-120*b*g^2*p*q+132*b*g^2*p*r+5001*b*g^2* p*x-20*b*g^2*q^2+52*b*g^2*q*r+1526*b*g^2*q*x+96*b*g^2*r^2+3048*b*g^2*r*x+7259*b *g^2*x^2+84*b*g*p^3-240*b*g*p^2*q+435*b*g*p^2*r+8741*b*g*p^2*x-40*b*g*p*q^2+8*b *g*p*q*r+5267*b*g*p*q*x+286*b*g*p*r^2+7231*b*g*p*r*x+10961*b*g*p*x^2+619*b*g*q^ 2*x+192*b*g*q*r^2+6091*b*g*q*r*x+15758*b*g*q*x^2-37*b*g*r^3-3843*b*g*r^2*x-\ 47363*b*g*r*x^2-70428*b*g*x^3+68*b*p^4-20*b*p^3*q+154*b*p^3*r+2685*b*p^3*x-80*b *p^2*q^2+309*b*p^2*q*r+7148*b*p^2*q*x+46*b*p^2*r^2-210*b*p^2*r*x-11917*b*p^2*x^ 2-40*b*p*q^2*r+1004*b*p*q^2*x+274*b*p*q*r^2+7369*b*p*q*r*x+15162*b*p*q*x^2-42*b *p*r^3-4009*b*p*r^2*x-44385*b*p*r*x^2-61518*b*p*x^3+79*b*q^3*x+80*b*q^2*r^2+ 1415*b*q^2*r*x+621*b*q^2*x^2-51*b*q*r^3-3656*b*q*r^2*x-37572*b*q*r*x^2-48750*b* q*x^3-2*b*r^4+432*b*r^3*x+11092*b*r^2*x^2+52252*b*r*x^3+28056*b*x^4-592*c^5-\ 1184*c^4*g-448*c^4*p-752*c^4*q+772*c^4*r+17352*c^4*x-932*c^3*g^2-816*c^3*g*p-\ 1152*c^3*g*q+1130*c^3*g*r+25560*c^3*g*x+500*c^3*p^2-984*c^3*p*q+2042*c^3*p*r+ 38888*c^3*p*x-264*c^3*q^2+310*c^3*q*r+13704*c^3*q*x+902*c^3*r^2+24248*c^3*r*x+ 65440*c^3*x^2-356*c^2*g^3-510*c^2*g^2*p-668*c^2*g^2*q+670*c^2*g^2*r+15004*c^2*g ^2*x+428*c^2*g*p^2-1148*c^2*g*p*q+2100*c^2*g*p*r+40919*c^2*g*p*x-288*c^2*g*q^2+ 370*c^2*g*q*r+15177*c^2*g*q*x+934*c^2*g*r^2+24660*c^2*g*r*x+62536*c^2*g*x^2+626 *c^2*p^3-224*c^2*p^2*q+1586*c^2*p^2*r+24287*c^2*p^2*x-396*c^2*p*q^2+1088*c^2*p* q*r+29914*c^2*p*q*x+744*c^2*p*r^2+12189*c^2*p*r*x-6344*c^2*p*x^2-24*c^2*q^3-42* c^2*q^2*r+3139*c^2*q^2*x+786*c^2*q*r^2+22527*c^2*q*r*x+59032*c^2*q*x^2-128*c^2* r^3-13212*c^2*r^2*x-150944*c^2*r*x^2-225664*c^2*x^3-64*c*g^4-131*c*g^3*p-172*c* g^3*q+189*c*g^3*r+4111*c*g^3*x+113*c*g^2*p^2-423*c*g^2*p*q+695*c*g^2*p*r+13970* c*g^2*p*x-112*c*g^2*q^2+199*c*g^2*q*r+6345*c*g^2*q*x+290*c*g^2*r^2+6969*c*g^2*r *x+12968*c*g^2*x^2+455*c*g*p^3-262*c*g*p^2*q+1175*c*g*p^2*r+17883*c*g*p^2*x-272 *c*g*p*q^2+661*c*g*p*q*r+20464*c*g*p*q*x+561*c*g*p*r^2+9430*c*g*p*r*x-3425*c*g* p*x^2-16*c*g*q^3-8*c*g*q^2*r+2439*c*g*q^2*x+527*c*g*q*r^2+15587*c*g*q*r*x+40801 *c*g*q*x^2-97*c*g*r^3-9230*c*g*r^2*x-104364*c*g*r*x^2-153856*c*g*x^3+183*c*p^4+ 165*c*p^3*q+373*c*p^3*r+4234*c*p^3*x-180*c*p^2*q^2+812*c*p^2*q*r+15983*c*p^2*q* x+117*c*p^2*r^2-2537*c*p^2*r*x-31351*c*p^2*x^2-36*c*p*q^3+108*c*p*q^2*r+6108*c* p*q^2*x+521*c*p*q*r^2+11949*c*p*q*r*x+12230*c*p*q*x^2-83*c*p*r^3-7973*c*p*r^2*x -81079*c*p*r*x^2-106468*c*p*x^3-18*c*q^3*r+343*c*q^3*x+216*c*q^2*r^2+5346*c*q^2 *r*x+9305*c*q^2*x^2-76*c*q*r^3-7837*c*q*r^2*x-88981*c*q*r*x^2-124204*c*q*x^3-10 *c*r^4+512*c*r^3*x+21912*c*r^2*x^2+110560*c*r*x^3+60912*c*x^4-4*g^5-12*g^4*p-16 *g^4*q+20*g^4*r+415*g^4*x+9*g^3*p^2-48*g^3*p*q+74*g^3*p*r+1546*g^3*p*x-16*g^3*q ^2+40*g^3*q*r+988*g^3*q*x+25*g^3*r^2+433*g^3*r*x-415*g^3*x^2+83*g^2*p^3-67*g^2* p^2*q+212*g^2*p^2*r+3194*g^2*p^2*x-40*g^2*p*q^2+90*g^2*p*q*r+3346*g^2*p*q*x+99* g^2*p*r^2+1574*g^2*p*r*x-1484*g^2*p*x^2-4*g^2*q^3+16*g^2*q^2*r+637*g^2*q^2*x+77 *g^2*q*r^2+2243*g^2*q*r*x+5041*g^2*q*x^2-18*g^2*r^3-1477*g^2*r^2*x-16093*g^2*r* x^2-22528*g^2*x^3+71*g*p^4+50*g*p^3*q+136*g*p^3*r+1516*g*p^3*x-80*g*p^2*q^2+309 *g*p^2*q*r+6105*g*p^2*q*x+32*g*p^2*r^2-1233*g*p^2*r*x-12794*g*p^2*x^2-8*g*p*q^3 +1750*g*p*q^2*x+216*g*p*q*r^2+5297*g*p*q*r*x+8683*g*p*q*x^2-36*g*p*r^3-3020*g*p *r^2*x-29468*g*p*r*x^2-38054*g*p*x^3+243*g*q^3*x+64*g*q^2*r^2+1654*g*q^2*r*x+ 1999*g*q^2*x^2-23*g*q*r^3-2647*g*q*r^2*x-31511*g*q*r*x^2-44258*g*q*x^3-3*g*r^4+ 190*g*r^3*x+7704*g*r^2*x^2+38768*g*r*x^3+21240*g*x^4+13*p^5+45*p^4*q+24*p^4*r+ 37*p^4*x-8*p^3*q^2+115*p^3*q*r+1937*p^3*q*x+4*p^3*r^2-827*p^3*r*x-5383*p^3*x^2-\ 16*p^2*q^3+96*p^2*q^2*r+2228*p^2*q^2*x+49*p^2*q*r^2+208*p^2*q*r*x-6745*p^2*q*x^ 2-12*p^2*r^3-914*p^2*r^2*x-7040*p^2*r*x^2-5704*p^2*x^3-8*p*q^3*r+277*p*q^3*x+88 *p*q^2*r^2+2068*p*q^2*r*x+2369*p*q^2*x^2-23*p*q*r^3-2682*p*q*r^2*x-29470*p*q*r* x^2-38984*p*q*x^3-5*p*r^4+62*p*r^3*x+6180*p*r^2*x^2+31460*p*r*x^3+16776*p*x^4+ 21*q^4*x+16*q^3*r^2+195*q^3*r*x-589*q^3*x^2-16*q^2*r^3-1108*q^2*r^2*x-10490*q^2 *r*x^2-11392*q^2*x^3-2*q*r^4+252*q*r^3*x+7062*q*r^2*x^2+32780*q*r*x^3+16776*q*x ^4+12*r^4*x-300*r^3*x^2-5184*r^2*x^3-9264*r*x^4-128*a^4-528*a^3*b-1168*a^3*c-\ 432*a^3*g-152*a^3*p-392*a^3*q+136*a^3*r+4004*a^3*x-272*a^2*b^2-2144*a^2*b*c-792 *a^2*b*g-896*a^2*b*p-360*a^2*b*q-168*a^2*b*r+1224*a^2*b*x-3008*a^2*c^2-2240*a^2 *c*g-1608*a^2*c*p-1536*a^2*c*q+40*a^2*c*r+9304*a^2*c*x-408*a^2*g^2-584*a^2*g*p-\ 584*a^2*g*q+66*a^2*g*r+4422*a^2*g*x+12*a^2*p^2-684*a^2*p*q+370*a^2*p*r+8614*a^2 *p*x-112*a^2*q^2-190*a^2*q*r-346*a^2*q*x+186*a^2*r^2+5930*a^2*r*x+18684*a^2*x^2 +32*a*b^3-448*a*b^2*c-160*a*b^2*g-472*a*b^2*p+64*a*b^2*q-468*a*b^2*r-6112*a*b^2 *x-2608*a*b*c^2-1920*a*b*c*g-2792*a*b*c*p-592*a*b*c*q-1416*a*b*c*r-13624*a*b*c* x-368*a*b*g^2-996*a*b*g*p-208*a*b*g*q-494*a*b*g*r-3836*a*b*g*x-508*a*b*p^2-636* a*b*p*q+76*a*b*p*r+5684*a*b*p*x+40*a*b*q^2-666*a*b*q*r-8040*a*b*q*x+392*a*b*r^2 +15516*a*b*r*x+63300*a*b*x^2-2992*a*c^3-3344*a*c^2*g-3232*a*c^2*p-1832*a*c^2*q-\ 796*a*c^2*r-1348*a*c^2*x-1252*a*c*g^2-2352*a*c*g*p-1376*a*c*g*q-526*a*c*g*r+ 1234*a*c*g*x-640*a*c*p^2-2004*a*c*p*q+720*a*c*p*r+20354*a*c*p*x-184*a*c*q^2-\ 1046*a*c*q*r-9664*a*c*q*x+872*a*c*r^2+30956*a*c*r*x+118468*a*c*x^2-154*a*g^3-\ 416*a*g^2*p-270*a*g^2*q-62*a*g^2*r+1095*a*g^2*x-226*a*g*p^2-740*a*g*p*q+307*a*g *p*r+8125*a*g*p*x-64*a*g*q^2-398*a*g*q*r-3514*a*g*q*x+325*a*g*r^2+10637*a*g*r*x +38384*a*g*x^2+72*a*p^3-402*a*p^2*q+308*a*p^2*r+6254*a*p^2*x-200*a*p*q^2-29*a*p *q*r+2668*a*p*q*x+208*a*p*r^2+5792*a*p*r*x+15444*a*p*x^2+8*a*q^3-216*a*q^2*r-\ 2220*a*q^2*x+269*a*q*r^2+10769*a*q*r*x+42972*a*q*x^2-2302*a*r^2*x-32816*a*r*x^2 -55176*a*x^3+32*b^3*c-112*b^3*r-2204*b^3*x-176*b^2*c^2-160*b^2*c*g-472*b^2*c*p+ 64*b^2*c*q-804*b^2*c*r-15936*b^2*c*x-56*b^2*g^2-112*b^2*g*p-224*b^2*g*r-4654*b^ 2*g*x-224*b^2*p^2-224*b^2*p*r-3100*b^2*p*x-224*b^2*q*r-3880*b^2*q*x+208*b^2*r^2 +6814*b^2*r*x+30384*b^2*x^2-992*b*c^3-1128*b*c^2*g-1896*b*c^2*p-232*b*c^2*q-\ 1584*b*c^2*r-26620*b*c^2*x-488*b*c*g^2-1236*b*c*g*p-208*b*c*g*q-998*b*c*g*r-\ 16570*b*c*g*x-988*b*c*p^2-636*b*c*p*q-444*b*c*p*r-1450*b*c*p*x+40*b*c*q^2-1114* b*c*q*r-19048*b*c*q*x+832*b*c*r^2+30968*b*c*r*x+139276*b*c*x^2-76*b*g^3-188*b*g ^2*p-76*b*g^2*q-112*b*g^2*r-1747*b*g^2*x-376*b*g*p^2-152*b*g*p*q-236*b*g*p*r-\ 1311*b*g*p*x-336*b*g*q*r-5876*b*g*q*x+260*b*g*r^2+10171*b*g*r*x+45980*b*g*x^2-\ 80*b*p^3-304*b*p^2*q+164*b*p^2*r+3983*b*p^2*x-320*b*p*q*r-3952*b*p*q*x+248*b*p* r^2+9127*b*p*r*x+36258*b*p*x^2-140*b*q^2*r-2057*b*q^2*x+280*b*q*r^2+8680*b*q*r* x+36090*b*q*x^2-28*b*r^3-2890*b*r^2*x-33860*b*r*x^2-57048*b*x^3-1024*c^4-1536*c ^3*g-1776*c^3*p-688*c^3*q-812*c^3*r-10656*c^3*x-900*c^2*g^2-1880*c^2*g*p-792*c^ 2*g*q-816*c^2*g*r-9960*c^2*g*x-876*c^2*p^2-1320*c^2*p*q+126*c^2*p*r+8732*c^2*p* x-72*c^2*q^2-1080*c^2*q*r-15572*c^2*q*x+894*c^2*r^2+32704*c^2*r*x+139896*c^2*x^ 2-242*c*g^3-636*c*g^2*p-346*c*g^2*q-202*c*g^2*r-1660*c*g^2*x-666*c*g*p^2-892*c* g*p*q+19*c*g*p*r+5675*c*g*p*x-64*c*g*q^2-734*c*g*q*r-10723*c*g*q*x+629*c*g*r^2+ 22620*c*g*r*x+95444*c*g*x^2-32*c*p^3-706*c*p^2*q+484*c*p^2*r+10059*c*p^2*x-200* c*p*q^2-349*c*p*q*r-1150*c*p*q*x+504*c*p*r^2+16345*c*p*r*x+57968*c*p*x^2+8*c*q^ 3-356*c*q^2*r-5013*c*q^2*x+549*c*q*r^2+19923*c*q*r*x+84572*c*q*x^2-32*c*r^3-\ 5496*c*r^2*x-71044*c*r*x^2-121824*c*x^3-24*g^4-68*g^3*p-56*g^3*q-4*g^3*r+205*g^ 3*x-122*g^2*p^2-140*g^2*p*q-4*g^2*p*r+1046*g^2*p*x-24*g^2*q^2-96*g^2*q*r-1353*g ^2*q*x+102*g^2*r^2+3473*g^2*r*x+13954*g^2*x^2-8*g*p^3-280*g*p^2*q+195*g*p^2*r+ 3929*g*p^2*x-48*g*p*q^2-192*g*p*q*r-1343*g*p*q*x+194*g*p*r^2+6029*g*p*r*x+20827 *g*p*x^2-112*g*q^2*r-1562*g*q^2*x+184*g*q*r^2+6998*g*q*r*x+30133*g*q*x^2-13*g*r ^3-1944*g*r^2*x-24920*g*r*x^2-42480*g*x^3+22*p^4-68*p^3*q+76*p^3*r+1408*p^3*x-\ 96*p^2*q^2+89*p^2*q*r+2384*p^2*q*x+52*p^2*r^2+1040*p^2*r*x+939*p^2*x^2-104*p*q^ 2*r-1038*p*q^2*x+170*p*q*r^2+6254*p*q*r*x+24042*p*q*x^2-4*p*r^3-1470*p*r^2*x-\ 19595*p*r*x^2-32112*p*x^3-28*q^3*r-334*q^3*x+88*q^2*r^2+2538*q^2*r*x+9471*q^2*x ^2-15*q*r^3-1836*q*r^2*x-21575*q*r*x^2-34992*q*x^3-2*r^4+60*r^3*x+3444*r^2*x^2+ 18528*r*x^3+10944*x^4-256*a^3-176*a^2*b-880*a^2*c-352*a^2*g-472*a^2*p-88*a^2*q-\ 212*a^2*r-2508*a^2*x+240*a*b^2+208*a*b*c+56*a*b*g-440*a*b*p+344*a*b*q-728*a*b*r -12652*a*b*x-752*a*c^2-592*a*c*g-1408*a*c*p+168*a*c*q-1344*a*c*r-21236*a*c*x-\ 132*a*g^2-524*a*g*p+64*a*g*q-470*a*g*r-6832*a*g*x-296*a*p^2-276*a*p*q-134*a*p*r -976*a*p*x+112*a*q^2-530*a*q*r-9024*a*q*x+146*a*r^2+7144*a*r*x+33652*a*x^2+64*b ^3+432*b^2*c+128*b^2*g+64*b^2*p+128*b^2*q-376*b^2*r-6856*b^2*x+576*b*c^2+344*b* c*g-280*b*c*p+600*b*c*q-1528*b*c*r-28908*b*c*x+16*b*g^2-48*b*g*p+192*b*g*q-500* b*g*r-9636*b*g*x-240*b*p^2+96*b*p*q-360*b*p*r-6450*b*p*x+80*b*q^2-508*b*q*r-\ 8690*b*q*x+200*b*r^2+7628*b*r*x+36460*b*x^2-64*c^3-112*c^2*g-872*c^2*p+384*c^2* q-1508*c^2*r-27064*c^2*x-108*c*g^2-572*c*g*p+256*c*g*q-1050*c*g*r-18516*c*g*x-\ 568*c*p^2-180*c*p*q-566*c*p*r-8616*c*p*x+192*c*q^2-1038*c*q*r-18588*c*q*x+370*c *r^2+15764*c*r*x+76048*c*x^2-28*g^3-92*g^2*p+20*g^2*q-160*g^2*r-2690*g^2*x-216* g*p^2-24*g*p*q-220*g*p*r-3159*g*p*x+64*g*q^2-364*g*q*r-6645*g*q*x+132*g*r^2+ 5536*g*r*x+26540*g*x^2-56*p^3-160*p^2*q+14*p^2*r+667*p^2*x+32*p*q^2-264*p*q*r-\ 4550*p*q*x+92*p*r^2+4095*p*r*x+18734*p*x^2+16*q^3-160*q^2*r-2529*q^2*x+128*q*r^ 2+4955*q*r*x+23054*q*x^2-2*r^3-852*r^2*x-11940*r*x^2-21888*x^3+416*a*b+528*a*c+ 168*a*g-112*a*p+312*a*q-332*a*r-6484*a*x+224*b^2+896*b*c+304*b*g+144*b*p+304*b* q-400*b*r-7516*b*x+752*c^2+520*c*g+64*c*p+616*c*q-780*c*r-15136*c*x+72*g^2+32*g *p+224*g*q-276*g*r-5300*g*x-80*p^2+112*p*q-168*p*r-3302*p*x+96*q^2-268*q*r-4934 *q*x+56*r^2+2676*r*x+13704*x^2+208*a+256*b+496*c+176*g+80*p+176*q-136*r-2760*x+ 96)*dx^2+10*a*g^6+182*a*g^5+32*b^5*g^2+16*b^5*g+80*b^4*g^3+28*b^2*g^5+144*a^6*g +440*a^5*g^2+1408*a^5*g+1440*a^4*b^3+3688*a^4*b+864*a^3*b^4+3712*a^3*b^3+4400*a ^4*b^2+608*a*g^4-46*a*b^2*g^2*q^3-1802*a*b^2*g^3*p^2-108*a*b^2*g^3*q^2-240*a*b^ 2*g^4*p-46*a*b^2*g^4*q-3628*a*b^2*g^2*p^3-2874*a*b^2*p^3*q^2-846*p^2*a*b^2*q^3-\ 2676*b^2*g*a*p^4-2658*a*b^2*p^4*q-33856*a*b*c^5*q-72256*a*b*c^5*p-78*b^2*p^6-\ 484*b^2*p^5-118*b^2*p^4+198*b^2*g^4*p+138*b^2*g*q^3-130*b^2*g^3*p^2+1928*b^2*g^ 3*p-1376*b^2*g^2*p^3+3210*b^2*g^2*p^2-1550*b^2*g*p^4+1440*b^2*g*p^3-5248*b*c^7-\ 33408*b*c^5*p*q-41552*b*c^5*g*p-17344*b*c^5*g*q-35424*c^4*b*g*p-32120*c^4*b*g^2 *p-54576*c^4*b*g*p^2-26704*c^4*b*p*q-12800*c^4*b*g^2*q-8704*c^4*b*g*q^2-46512*c ^4*b*p^2*q-19024*c^4*b*p*q^2-3712*c^4*b*g*q-4224*b*c^6+12864*b*c^5-4000*b*c^5*q -24224*b*c^5*p-6608*b*c^5*g-648*c^4*b*q^2+19016*c^4*b*q+25024*c^4*b*g-41272*c^4 *b*p^2+22200*c^4*b*p-3096*c^4*b*g^2-17768*b*c^3*g^2*p+9476*b*c^3*q^2+268*b*c^3* q^3-31804*b*c^3*p^3+20*b*c^3*g^3+9256*b*c^3*p^2+19656*b*c^3*g^2-51380*c^3*g*b*p ^2+38896*c^3*g*b*p-12068*b*c^3*g^3*p-41904*b*c^3*p^2*q-8972*p*c^3*b*q^2-34664*b *c^3*g^2*p^2-34896*c^3*g*b*p^3-4424*b*c^3*g^3*q-31648*b*c^3*p^3*q-23232*b*c^3*p ^2*q^2-4552*p*c^3*b*q^3+31740*p*c^3*b*q-1712*c^3*g*b*q^3+464*c^3*g*b*q^2+28944* c^3*g*b*q-4872*b*c^3*g^2*q^2+336*b*c^3*g^2*q+1800*b*c^2*q^3-3152*b*c^2*g^3*p-\ 21764*b*g^2*c^2*p^2+25266*b*g^2*c^2*p-26770*b*c^2*p^3*q-13250*b*c^2*p^2*q^2-\ 31100*c^2*g*b*p^3+16292*c^2*g*b*p^2-16958*b*g^2*c^2*p^3-11410*c^2*g*b*p^4-2212* b*c^2*g^4*p-10196*b*c^2*g^3*p^2-11162*b*c^2*p^4*q-12914*b*c^2*p^3*q^2-4750*b*c^ 2*p^2*q^3+14946*b*c^2*p^2*q-630*b*g^2*c^2*q^3+1058*b*g^2*c^2*q^2+16702*b*g^2*c^ 2*q-100*c^2*g*b*q^4+350*c^2*g*b*q^3+10326*c^2*g*b*q^2-686*b*c^2*g^4*q-382*p*b*c ^2*q^4-690*p*b*c^2*q^3+14564*p*b*c^2*q^2-1128*b*c^2*g^3*q^2+1232*b*c^2*g^3*q+ 374*b*c^2*g^4+62*b*c^2*q^4-12240*b*c^2*p^4-2494*b*c^2*p^3+7784*b*c^2*g^3-7496*c *b*p^4*q-6536*b*p^3*c*q^2+1234*b*c*g*q^3+2414*b*c*p*q^3-1928*c*b*p^5*q-3288*c*b *p^4*q^2-1992*b*p^3*c*q^3+1078*b*p^3*c*q+6*b*c*g*q^4+70*b*c*p*q^4-3438*c*g^3*b* p^3-3480*c*g^3*b*p^2+7140*c*g^3*b*p-166*c*b*g^5*p-3726*b*g^2*c*p^4-9530*b*g^2*c *p^3+8488*b*g^2*c*p^2-1770*b*c*g*p^5-1346*c*b*g^4*p^2+32*c*b*g^4*p-8272*b*c*g*p ^4+124*b*c*g*p^3-34*c*b*g^5*q-86*c*b*g^4*q^2+374*c*b*g^4*q-70*c*g^3*b*q^3+404*c *g^3*b*q^2+4336*c*g^3*b*q-332*b*p^2*c*q^4-1216*b*p^2*c*q^3+5962*b*p^2*c*q^2-16* b*g^2*c*q^4+120*b*g^2*c*q^3+3840*b*g^2*c*q^2+100*c*b*q^4+84*c*b*g^5+1534*c*b*g^ 4-2246*c*b*p^5-2282*c*b*p^4+422*b*g^4*q+496*g^3*b*q^2-306*b*p^5*q^2-750*b*p^5*q -1030*p^4*b*q^2-402*p^4*b*q+4*g^3*b*q^3+28*b*g^5*q+36*b*g^4*q^2+232*b*g^2*q^3-\ 568*g^3*b*p^2*q-2*b*g*p*q^4+778*b*g*p*q^3-2484*b*g^2*p^3*q-814*p^2*g^2*b*q^2-\ 2518*b*g*p^4*q-2022*p^3*g*b*q^2-732*g^3*b*p^2*q^2-396*b*g^4*p^2*q-1358*b*g^2*p^ 4*q-1530*b*g^2*p^3*q^2-474*p^2*g^2*b*q^3+3554*p^2*g^2*b*q-1148*g^3*b*p^3*q-696* b*g*p^5*q-1198*b*g*p^4*q^2-692*p^3*g*b*q^3+1196*p^3*g*b*q-36*b*g^5*p*q-100*b*g^ 4*p*q^2+156*b*g^4*p*q-94*p^2*g*b*q^4-284*p^2*g*b*q^3+2598*p^2*g*b*q^2-84*b*g^3* p*q^3+110*b*g^3*p*q^2+2242*b*g^3*p*q-18*b*p*g^2*q^4+20*b*p*g^2*q^3+2110*b*p*g^2 *q^2-282*p^4*b*q^3+680*b*p^2*q^3+54*b*g*q^4+20*b*p^2*q^4+84*p*b*q^4-8*b*g^2*q^4 -900*g^3*b*p^3+40*b*g^5*p-142*b*g^4*p^2-90*b*p^3*q^4-410*b*p^3*q^3+544*b*p^3*q^ 2+728*b*g^4*p-778*b*g*p^5-674*b*g*p^4+1360*g^3*b*p^2-1350*b*g^2*p^4+424*b*g^2*p ^3-3456*c^7*q-12*b*p^7-150*b*p^6-350*b*p^5-4320*c^7*g-7104*c^7*p-14400*c^6*p*q-\ 8128*c^6*g*q-2896*c^6*q^2-2992*c^6*q-1168*c^5*q^3-1632*c^5*q^2+8240*c^5*q-4800* c^6*g^2+2032*a^3*g^3-4192*c^6*g+3646*a^3*g^2+306*a^3*g^4-12352*c^6*p^2-11584*c^ 6*p-29632*c^5*g*p*q-3520*c^5*g^2+9896*c^5*g-11080*c^5*p^3-22224*c^5*p^2+6152*c^ 5*p-2800*c^5*g^3-344*c^4*q^3+5884*c^4*q^2-224*c^4*q^4+232*b^4*g^2-16960*c^6*g*p -5752*c^5*g*q^2-5192*c^5*g*q-23024*c^5*p^2*q-11192*c^5*p*q^2-18136*c^5*p*q-7680 *c^5*g^2*q-25552*c^5*g*p^2-22256*c^5*g*p-16416*c^5*g^2*p+12328*p*c^4*q-31620*c^ 4*p^2*q-10368*p*c^4*q^2-3680*c^4*g^3*q-4412*c^4*g^2*q^2-3124*c^4*g^2*q-1872*c^4 *g*q^3-2080*c^4*g*q^2+15872*c^4*g*q-18608*c^4*p^3*q-16092*c^4*p^2*q^2-4136*p*c^ 4*q^3-19200*c^4*g*p^3-36568*c^4*g*p^2+14120*c^4*g*p-8192*c^4*g^3*p-28368*c^4*g* p*q-24032*c^4*g^2*p*q-40256*c^4*g*p^2*q-19136*c^4*g*p*q^2-900*c^4*g^4-1360*c^4* g^3+9556*c^4*g^2-5564*c^4*p^4-20156*c^4*p^3-1364*c^4*p^2-15910*c^3*g^2*p*q-\ 26424*c^3*g*p^3*q-22662*c^3*g*p^2*q^2-41370*c^3*g*p^2*q-5556*c^3*g*p*q^3-12528* c^3*g*p*q^2+21876*c^3*g*p*q-9632*c^3*g^3*p*q-26836*c^3*g^2*p^2*q-12310*c^3*g^2* p*q^2-20936*c^4*g^2*p^2-16408*c^4*g^2*p-5692*c^3*g^3*p-24632*c^3*p^3*q-16212*p^ 2*c^3*q^2+2376*p^2*c^3*q-2552*c^3*p*q^3+1940*c^3*q^3-14*c^3*q^4-16*c^3*q^5-150* c^3*g^5-200*c^3*g^4+1056*a^5*b^2-1558*c^3*p^5-9662*c^3*p^4+2112*a^5*b-6478*c^3* p^3+4982*c^3*g^3-2204*c^3*g^4*p-8248*c^3*p^4*q-11212*c^3*p^3*q^2-5224*p^2*c^3*q ^3-718*c^3*p*q^4+8586*c^3*p*q^2-8564*c^3*g^3*p^2-1084*c^3*g^2*q^3-720*c^3*g^2*q ^2+12252*c^3*g^2*q-268*c^3*g*q^4-292*c^3*g*q^3+8902*c^3*g*q^2-920*c^3*g^4*q-\ 22572*c^3*g^2*p^2+12738*c^3*g^2*p-7642*c^3*g*p^4-27166*c^3*g*p^3+1594*c^3*g*p^2 -1610*c^3*g^3*q^2-622*c^3*g^3*q-12682*c^3*g^2*p^3-9514*c^2*p^4*q-10360*p^3*c^2* q^2-3870*p^3*c^2*q-3520*p^2*c^2*q^3-2976*p^3*c^2*q^3-2002*c^2*p^5*q-4024*c^2*p^ 4*q^2+2798*p^2*c^2*q^2-778*p^2*c^2*q^4+2*c^2*q^5+290*c^2*q^4-222*c^2*p^6-2446*c ^2*p^5-3988*c^2*p^4-10*c^2*g^6+10*c^2*g^5+1474*c^2*g^4-1802*c^2*g^4*p^2-886*c^2 *g^4*p-3942*g^3*c^2*p^3-6386*g^3*c^2*p^2+5600*g^3*c^2*p-3738*c^2*g^2*p^4-13084* c^2*g^2*p^3+3166*c^2*g^2*p^2-300*c^2*g^5*p-1530*c^2*g*p^5-9920*c^2*g*p^4-5536*c ^2*g*p^3-108*c^2*g^5*q-272*c^2*g^4*q^2+68*c^2*g^4*q-264*g^3*c^2*q^3+40*g^3*c^2* q^2+4748*g^3*c^2*q-46*c^2*p*q^5-226*c^2*p*q^4+2634*c^2*p*q^3-102*c^2*g^2*q^4-40 *c^2*g^2*q^3+5068*c^2*g^2*q^2-12*c^2*g*q^5-20*c^2*g*q^4+2096*c^2*g*q^3+198*c*g* q^4-1752*c*p^5*q-2892*p^4*c*q^2-2030*p^4*c*q-1704*p^3*c*q^3+334*p*c*q^4-246*c*p ^6*q-708*c*p^5*q^2-768*p^4*c*q^3-336*p^3*c*q^4-524*p^3*c*q^2+920*g^4*c*q-12*g^3 *c*q^4+10*g^3*c*q^3+1292*g^3*c*q^2-14*c*g^2*q^4+764*c*g^2*q^3-4*c*g^6*q-16*c*g^ 5*q^2+34*c*g^5*q-22*g^4*c*q^3+50*g^4*c*q^2-270*c*p^2*q^4+886*c*p^2*q^3+16*c*q^5 +230*c*g^5+4*c*g^6-12*c*p^7-294*c*p^6-938*c*p^5-4*c*g*q^5-42*c*p^2*q^5-2*c*g^2* q^5-178*c*g^5*p^2-38*c*g^5*p-120*c*g*p^6-568*g^4*c*p^3-796*g^4*c*p^2+1184*g^4*c *p-762*g^3*c*p^4-2654*g^3*c*p^3+1370*g^3*c*p^2-16*c*g^6*p-1672*c*g*p^5-2706*c*g *p^4-464*c*g^2*p^5-3278*c*g^2*p^4-1360*c*g^2*p^3-164*g^4*p^2*q-772*g^3*p^3*q-\ 372*p^2*g^3*q^2+760*p^2*g^3*q-1092*g^2*p^4*q-1102*p^3*g^2*q^2+60*p^3*g^2*q-304* p^2*g^2*q^3-616*g*p^5*q-4*p*g*q^5+102*p*g*q^4-1014*p^4*g*q^2-606*p^4*g*q-568*p^ 3*g*q^3-218*g^4*p^3*q-168*g^4*p^2*q^2-120*p^6*q+4*g^5*q^2+124*g^4*q^2-4*g^3*q^4 +96*g^3*q^3-266*p^5*q-264*p^4*q^3+36*g^2*q^4-12*p^7*q-48*p^6*q^2-72*p^5*q^3-288 *p^5*q^2-248*p^4*q^2+24*p^3*q^3-48*p^4*q^4-84*p^3*q^4+88*p^2*q^4-2*g^2*q^5+8*g* q^5-12*p^3*q^5+10*p*q^5+2*g^6*p+2*g^6*q-30*g^5*p^3-32*g^5*p^2+94*g^5*p-12*g^2*p ^6-278*g^2*p^5-456*g^2*p^4+70*g^5*q-54*g^4*p^4-192*g^4*p^3+178*g^4*p^2-42*g^3*p ^5-6*g^6*p^2-96*g*p^6-346*g*p^5-352*g^3*p^4-84*g^3*p^3-82*p^2*g^2*q^4+836*p^2*g ^2*q^2-332*g^3*p^4*q-460*g^3*p^3*q^2-184*p^2*g^3*q^3-60*g^5*p^2*q-84*g*p^6*q-\ 264*g*p^5*q^2-288*p^4*g*q^3-120*p^3*g*q^4+46*p^3*g*q^2-242*g^2*p^5*q-526*g^2*p^ 4*q^2-376*p^3*g^2*q^3-4*g^6*p*q-18*g^5*p*q^2+14*g^5*p*q-26*g^4*p*q^3-2*g^4*p*q^ 2+430*g^4*p*q-2*g^2*p*q^5-18*g^2*p*q^4+366*g^2*p*q^3-12*g*p^2*q^5-78*g*p^2*q^4+ 400*g*p^2*q^3-14*p*g^3*q^4-28*p*g^3*q^3+604*p*g^3*q^2-192*a^6*b*c-192*a^6*b*p-\ 96*a^6*b*q-96*a^6*q^2+192*a^6*q-384*a^6*c^2+384*a^6*c-192*a^6*p-192*a^6*p*q-96* a^6*c*g-384*a^6*c*p-384*a^6*c*q-96*a^6*g*p-48*a^6*g*q-704*a^5*b^2*c-2816*a^5*b* c^2-672*a^5*b^2*p-288*a^5*b^2*q-448*a^5*b*q^2+992*a^5*b*q+584*a*b^4*g^2+1176*a* b^4*g-3520*a^5*c^2*q+2816*a^5*b*c+752*b^3*a*g^3+3044*b^3*a*g^2-768*a^5*b*p^2-\ 240*a^5*b*p-4416*a^5*c^2*p-10440*a^4*b*x-1952*a^5*c^2*g-2880*a^5*c^3+1568*a^5*c ^2+3520*a^5*c-160*a^5*q^3+64*a^5*q^2+1280*a^5*q-768*a^5*p^2+432*a^5*p-1360*a^5* c*q^2+912*a^5*c*q-304*a^5*c*g^2+1936*a^5*c*g-1440*a^5*c*p^2-1488*a^5*c*p-288*a^ 5*g^2*p-336*a^5*g*p^2-432*a^5*g*p-136*a^5*g^2*q-360*a^5*g*q^2+760*a^5*g*q-768*a ^5*p^2*q-768*a^5*p*q^2-336*a^5*p*q+112*a*b*g^5-864*a^4*b^3*p-288*a^4*b^3*q-960* a^4*b^3*c-6208*a^4*b^2*c^2-608*a^4*b^2*q^2+1968*a^4*b^2*q+6368*a^4*b^2*c-2304*a ^4*b^2*p^2+848*a^4*b^2*p-13184*a^4*b*c^3+472*a^4*b*q^2+5192*a^4*b*q-408*a^4*b*q ^3+7296*a^4*b*c^2+16448*a^4*b*c-1248*a^4*b*p^3-2952*a^4*b*p^2+4840*a^4*b*p-9088 *a^4*c^4+928*a^4*c^3+14512*a^4*c^2-13088*a^4*c^3*q-6624*a^4*c^2*q^2-304*a^4*c^2 *q-9952*a^4*c^3*g-18848*a^4*c^3*p-11568*a^4*c^2*p^2-9616*a^4*c^2*p-3456*a^4*c^2 *g^2+5184*a^4*c^2*g-1352*a^4*c*q^3-608*a^4*c*q^2+9544*a^4*c*q-112*a^4*q^3+1392* a^4*q^2-88*a^4*q^4+12104*a^4*c*g-2160*a^4*c*p^3+1408*a^5*b*g-376*a^4*c*g^3-7728 *a^4*c*p^2+6016*a^4*c*p+3296*a^4*c*g^2+2644*a^4*g*p-888*a^4*g^2*p^2-240*a^4*g^2 *p+2672*p*a^4*q-456*a^4*g*p^3-2484*a^4*g*p^2-1248*a^4*p^3*q+3344*a^4*b^2*g-336* a^4*g^3*p-416*a^4*g*q^3+300*a^4*g*q^2+4184*a^4*g*q-1920*a^4*p^2*q^2-2568*a^4*p^ 2*q-824*p*a^4*q^3-1280*p*a^4*q^2+2360*a^4*b*g^2+6888*a^4*b*g-148*a^4*g^3*q-504* a^4*g^2*q^2+1200*a^4*g^2*q-2*c*b*g^6-1248*a^4*p^3-648*a^4*p^2-576*a^3*b^4*c-96* a^3*b^4*q-480*a^3*b^4*p-5824*a^3*b^3*c^2+6240*a^3*b^3*c+3200*a^3*b^3*g-300*c*b* p^6-256*a^3*b^3*q^2+1728*a^3*b^3*q-2464*a^3*b^3*p^2+1920*a^3*b^3*p-20160*a^3*b^ 2*c^3+12064*a^3*b^2*c^2+24576*a^3*b^2*c+6904*a^3*b^2*q+1008*a^3*b^2*q^2-248*a^3 *b^2*q^3-3072*a^3*b^2*p^3-3120*a^3*b^2*p^2+10160*a^3*b^2*p-29568*a^3*b*c^4+4128 *a^3*b*c^3+48032*a^3*b*c^2+4020*a^3*b*q^2+92*a^3*b*q^3-104*a^3*b*q^4-1056*a^3*b *p^4-4908*a^3*b*p^3+2448*a^3*b*p^2-25440*a^3*c^4*q-40544*a^3*c^4*p-7664*a^3*c^3 *q-15568*a^3*c^3*q^2-23168*a^3*c^4*g-176*b^4*g-15424*a^3*c^5-4768*a^3*c^4+29088 *a^3*c^3-36080*a^3*c^3*p^2-32112*a^3*c^3*p-12512*a^3*c^3*g^2+1728*a^3*c^3*g-\ 4264*a^3*c^2*q^3-4088*a^3*c^2*q^2+27432*a^3*c^2*q-13128*a^3*c^2*p^3-2848*a^3*c^ 2*g^3-33424*a^3*c^2*p^2+20304*a^3*c^2*p+5928*a^3*c^2*g^2+36664*a^3*c^2*g-812*a^ 3*c*q^3+7836*a^3*c*q^2-488*a^3*c*q^4-228*a^3*c*g^4+2548*a^3*c*g^3-11292*a^3*c*p ^3-1532*a^3*c*p^2+15172*a^3*c*g^2-1656*a^3*c*p^4+736*p^2*a^3*q+2352*p*a^3*q^2-\ 192*a^3*g^4*p-876*a^3*g^3*p^2+68*a^3*g^3*p-336*p*a^3*q^4-1064*p*a^3*q^3-1032*a^ 3*g^2*p^3-78*a^3*g^4*q-1056*a^3*p^4*q-2232*a^3*p^3*q^2-4068*a^3*p^3*q-1496*p^2* a^3*q^3-3864*p^2*a^3*q^2-16*a^3*q^5-44*a^3*q^4+688*a^3*q^3-1056*a^3*p^4-1836*a^ 3*p^3-330*a^3*g^3*q^2+926*a^3*g^3*q-384*a^3*g^2*q^3+474*a^3*g^2*q^2+5088*a^3*g^ 2*q-152*a^3*g*q^4-88*a^3*g*q^3+3448*a^3*g*q^2-2838*a^3*g^2*p^2+4338*a^3*g^2*p-\ 300*a^3*g*p^4-3696*a^3*g*p^3+2*a^3*g*p^2-128*a^2*b^5*c-96*a^2*b^5*p-2368*a^2*b^ 4*c^2+560*a^2*b^4*q+2720*a^2*b^4*c-1088*a^2*b^4*p^2+1296*a^2*b^4*p-12864*a^2*b^ 3*c^3+3392*a^2*b^3*q+8896*a^2*b^3*c^2+14496*a^2*b^3*c+600*a^2*b^3*q^2-2552*a^2* b^3*p^3-600*a^2*b^3*p^2+7648*a^2*b^3*p-31168*b^2*a^2*c^4+6784*b^2*a^2*c^3+3308* b^2*a^2*q^2+284*b^2*a^2*q^3+50000*b^2*a^2*c^2-1992*b^2*a^2*p^4-5164*b^2*a^2*p^3 +7316*b^2*a^2*p^2-35136*a^2*b*c^5-8128*a^2*b*c^4-14784*a^2*c^6-9888*a^2*c^5+ 31456*a^2*c^4+182*a^2*q^4+2*a^2*q^5-492*a^2*p^5-1512*a^2*p^4-56468*a*b*c^2*g*r^ 3*x-137836*a*b*c^2*g*r^2*x^2+10868*a*b*c^2*p^3*r*x-251266*a*b*c^2*p^2*r*x^2+ 12800*a*b*c^2*q^3*r*x-251266*a*b*c^2*q^2*r*x^2+6296*b^4*c*g^2*r*x+380*b^4*c*g*r ^2*x-22336*b^4*c*g*r*x^2+9036*b^4*c*p^2*r*x-27404*b^4*c*p*r*x^2+1964*b^4*c*q^2* r*x-22160*b^4*c*q*r*x^2-3770*a*p*q^4*r*x^2+2672*b^5*c*g*r*x+3752*b^5*c*p*r*x+ 1320*b^5*c*q*r*x+1392*b^5*g*p*r*x+352*b^5*g*q*r*x+600*b^5*p*q*r*x+18072*b^4*c^2 *g*r*x+21528*b^4*c^2*p*r*x+11656*b^4*c^2*q*r*x+384*a*g^5*p*r*x+306*a*g^5*q*r*x+ 620*a*g^4*p^2*r*x-3110*a*g^4*p*r*x^2+588*a*g^4*q^2*r*x-3329*a*g^4*q*r*x^2-334*a *g^3*p^3*r*x-6485*a*g^3*p^2*r*x^2+382*a*g^3*q^3*r*x-7483*a*g^3*q^2*r*x^2-1344*a *g^2*p^4*r*x-5794*a*g^2*p^3*r*x^2-11*a*g^2*q^4*r*x-7557*a*g^2*q^3*r*x^2-870*a*g *p^5*r*x-1947*a*g*p^4*r*x^2-78*a*g*q^5*r*x-3230*a*g*q^4*r*x^2-420*a*p^5*q*r*x-\ 447*a*p^4*q^2*r*x-2873*a*p^4*q*r*x^2-232*a*p^3*q^3*r*x-8173*a*p^3*q^2*r*x^2-114 *a*p^2*q^4*r*x-8771*a*p^2*q^3*r*x^2-60*a*p*q^5*r*x-1948*a*c*p^5*r*x-6054*a*c*p^ 4*r*x^2-126*a*c*q^5*r*x-8966*a*c*q^4*r*x^2+914*a*c*g^5*r*x-2242*a*c*g^4*r^2*x-\ 8686*a*c*g^4*r*x^2-4710*a*c*g^3*r^3*x-8801*a*c*g^3*r^2*x^2-690*a*c*g^2*r^4*x+ 7403*a*c*g^2*r^3*x^2+660*a*c*g*r^5*x+4306*a*c*g*r^4*x^2-1184*b^3*c*g^3*q*r*x-\ 10128*b^3*c*g^2*p^2*r*x-30734*b^3*c*g^2*p*r*x^2-1760*b^3*c*g^2*q^2*r*x-20568*b^ 3*c*g^2*q*r*x^2-11024*b^3*c*g*p^3*r*x-26258*b^3*c*g*p^2*r*x^2-624*b^3*c*g*q^3*r *x-7070*b^3*c*g*q^2*r*x^2-11076*b^3*c*p^3*q*r*x-9404*b^3*c*p^2*q^2*r*x-19334*b^ 3*c*p^2*q*r*x^2-1964*b^3*c*p*q^3*r*x-11600*b^3*c*p*q^2*r*x^2-2856*b^3*c*g^3*p*r *x-19664*b^3*c^2*g^2*p*r*x-9368*b^3*c^2*g^2*q*r*x-35616*b^3*c^2*g*p^2*r*x-75668 *b^3*c^2*g*p*r*x^2-7872*b^3*c^2*g*q^2*r*x-54224*b^3*c^2*g*q*r*x^2-34912*b^3*c^2 *p^2*q*r*x-17032*b^3*c^2*p*q^2*r*x-53540*b^3*c^2*p*q*r*x^2-616*b^4*g^2*p*q*r*x-\ 1576*b^4*g*p^2*q*r*x-460*b^4*g*p*q^2*r*x-6038*b^4*g*p*q*r*x^2-48816*b^3*c^3*g*p *r*x-25312*b^3*c^3*g*q*r*x-46560*b^3*c^3*p*q*r*x-2296*b^3*q^3*r*x^2+39296*b^2*c ^5*r*x-19888*b^2*c^4*r^2*x-145432*b^2*c^4*r*x^2-16584*b^2*c^3*r^3*x-58392*b^2*c ^3*r^2*x^2-652*b^2*c^2*r^4*x+480*b^3*g^4*r*x-156*b^3*g^3*r^2*x-4164*b^3*g^3*r*x ^2-552*b^3*g^2*r^3*x-3633*b^3*g^2*r^2*x^2+22*b^3*g*r^4*x+1996*b^3*g*r^3*x^2+410 *b^3*p^4*r*x-6072*b^3*p^3*r*x^2+36*b^3*c*r^4*x+5048*b^3*c*r^3*x^2+656*b^4*g^3*r *x+32*b^4*g^2*r^2*x-4128*b^4*g^2*r*x^2-216*b^4*g*r^3*x-2210*b^4*g*r^2*x^2+1180* b^4*p^3*r*x-5836*b^4*p^2*r*x^2-3112*b^4*q^2*r*x^2+34000*b^3*c^4*r*x-5728*b^3*c^ 3*r^2*x-92784*b^3*c^3*r*x^2-5716*b^3*c^2*r^3*x-30880*b^3*c^2*r^2*x^2-772*b^4*c* r^3*x-7072*b^4*c*r^2*x^2+416*b^5*g^2*r*x+16*b^5*g*r^2*x-2208*b^5*g*r*x^2+904*b^ 5*p^2*r*x-40*b^5*p*r^2*x-2256*b^5*p*r*x^2-2064*b^5*q*r*x^2+16352*b^4*c^3*r*x+ 232*b^4*c^2*r^2*x-31464*b^4*c^2*r*x^2-360*a*g^4*r^3*x-581*a*g^4*r^2*x^2-30*a*g^ 3*r^4*x+979*a*g^3*r^3*x^2+112*a*g^2*r^5*x+643*a*g^2*r^4*x^2+4*a*g*r^6*x-136*a*g *r^5*x^2-140*a*p^6*r*x-149*a*p^5*r*x^2-11*a*q^6*r*x-448*a*q^5*r*x^2+320*b^6*c*r *x+96*b^6*g*r*x+160*b^6*p*r*x+3888*b^5*c^2*r*x+200*b^5*c*r^2*x-5568*b^5*c*r*x^2 +43912*b^2*c*g^2*p*q*r*x+42765*b^2*c*g*p^2*q*r*x+26733*b^2*c*g*p*q^2*r*x-185176 *b^2*c*g*p*q*r*x^2+129700*b*c^3*g*p*q*r*x+78678*b*c^2*g^2*p*q*r*x+67057*b*c^2*g *p^2*q*r*x+51365*b*c^2*g*p*q^2*r*x-368508*b*c^2*g*p*q*r*x^2+20530*b*c*g^3*p*q*r *x+29917*b*c*g^2*p^2*q*r*x+53277*a*c^2*g*p^2*q*r*x+59265*a*c^2*g*p*q^2*r*x-\ 368508*a*c^2*g*p*q*r*x^2+23092*a*c*g^3*p*q*r*x+25781*a*c*g^2*p^2*q*r*x+26293*a* c*g^2*p*q^2*r*x-128657*a*c*g^2*p*q*r*x^2+3234*a*c*g*p^3*q*r*x+18130*a*c*g*p^2*q ^2*r*x-133833*a*c*g*p^2*q*r*x^2+8838*a*c*g*p*q^3*r*x-142208*a*c*g*p*q^2*r*x^2+ 37312*b^3*c*g*p*q*r*x+109112*b^2*c^2*g*p*q*r*x+14240*a*b*g^3*p*q*r*x+19821*a*b* g^2*p^2*q*r*x+15333*a*b*g^2*p*q^2*r*x-67246*a*b*g^2*p*q*r*x^2+7462*a*b*g*p^3*q* r*x+13722*a*b*g*p^2*q^2*r*x-72671*a*b*g*p^2*q*r*x^2+4950*a*b*g*p*q^3*r*x-72671* a*b*g*p*q^2*r*x^2+133764*a*c^3*g*p*q*r*x+84506*a*c^2*g^2*p*q*r*x+38396*a*b*c*g^ 3*p*r*x+29036*a*b*c*g^3*q*r*x+45772*a*b*c*g^2*p^2*r*x-172011*a*b*c*g^2*p*r*x^2+ 29904*a*b*c*g^2*q^2*r*x-172011*a*b*c*g^2*q*r*x^2+11324*a*b*c*g*p^3*r*x-180899*a *b*c*g*p^2*r*x^2+9298*a*b*c*g*q^3*r*x-180899*a*b*c*g*q^2*r*x^2+12076*a*b*c*p^3* q*r*x+25440*a*b*c*p^2*q^2*r*x-199536*a*b*c*p^2*q*r*x^2+10524*a*b*c*p*q^3*r*x-\ 199536*a*b*c*p*q^2*r*x^2+250016*a*b*c^3*g*p*r*x+209920*a*b*c^3*g*q*r*x+196704*a *b*c^3*p*q*r*x+148772*a*b*c^2*g^2*p*r*x+119496*a*b*c^2*g^2*q*r*x+109800*a*b*c^2 *g*p^2*r*x-488858*a*b*c^2*g*p*r*x^2+80376*a*b*c^2*g*q^2*r*x-488858*a*b*c^2*g*q* r*x^2+90236*a*b*c^2*p^2*q*r*x+78976*a*b*c^2*p*q^2*r*x-536200*a*b*c^2*p*q*r*x^2-\ 1184*a*b^3*g^2*q^2*r*x-13704*a*b^3*g^2*q*r*x^2-5440*a*b^3*g*p^3*r*x-16050*a*b^3 *g*p^2*r*x^2-504*a*b^3*g*q^3*r*x-6890*a*b^3*g*q^2*r*x^2-6028*a*b^3*p^3*q*r*x-\ 5740*a*b^3*p^2*q^2*r*x-13120*a*b^3*p^2*q*r*x^2-1540*a*b^3*p*q^3*r*x-9520*a*b^3* p*q^2*r*x^2-105760*a*b^2*c^4*g*r*x-167328*a*b^2*c^4*p*r*x-113088*a*b^2*c^4*q*r* x-21128*b*c^4*r^3*x-53328*b*c^4*r^2*x^2-1696*b*c^3*r^4*x+17520*b*c^3*r^3*x^2+ 626*b*c^2*r^5*x+6388*b*c^2*r^4*x^2+166*b^2*g^5*r*x-242*b^2*g^4*r^2*x-2271*b^2*g ^4*r*x^2-544*b^2*g^3*r^3*x-2337*b^2*g^3*r^2*x^2-58*b^2*g^2*r^4*x+1944*b^2*g^2*r ^3*x^2+56*b^2*g*r^5*x+898*b^2*g*r^4*x^2-129*b^2*p^5*r*x-2690*b^2*p^4*r*x^2-861* b^2*q^4*r*x^2+24672*b*c^6*r*x-23952*b*c^5*r^2*x-115872*b*c^5*r*x^2+13924*b^2*c^ 2*r^3*x^2+226*b^2*c*r^5*x+2848*b^2*c*r^4*x^2+3614*a*b*g^4*p*r*x+2494*a*b*g^4*q* r*x+8154*a*b*c*g^4*r*x-9670*a*b*c*g^3*r^2*x-53000*a*b*c*g^3*r*x^2-19198*a*b*c*g ^2*r^3*x-48554*a*b*c*g^2*r^2*x^2-2144*a*b*c*g*r^4*x+21088*a*b*c*g*r^3*x^2-3236* a*b*c*p^4*r*x-55584*a*b*c*p^3*r*x^2+396*a*b*c*q^4*r*x-55584*a*b*c*q^3*r*x^2+588 *b^2*g^3*q^3*r*x^2+1001*b^2*g^2*p^4*r*x^2+350*b^2*g^2*q^4*r*x^2+420*b^2*g*p^5*r *x^2+56*b^2*g*q^5*r*x^2+539*b^2*p^5*q*r*x^2+1526*b^2*p^4*q^2*r*x^2+1974*b^2*p^3 *q^3*r*x^2+1211*b^2*p^2*q^4*r*x^2+287*b^2*p*q^5*r*x^2+56*b^2*g^5*p*r*x^2+56*b^2 *g^5*q*r*x^2+462*b^2*g^4*p^2*r*x^2+350*b^2*g^4*q^2*r*x^2+1050*b^2*g^3*p^3*r*x^2 +1253*b^2*c*p^5*r*x^2+399*b^2*c*q^5*r*x^2+112*b^2*c*g^5*r*x^2+50*b^2*c*g^4*r^3* x+1526*b^2*c*g^4*r^2*x^2+58*b^2*c*g^3*r^4*x+844*b^2*c*g^3*r^3*x^2+8*b^2*c*g^2*r ^5*x-719*b^2*c*g^2*r^4*x^2-4*b^2*c*g*r^6*x-300*b^2*c*g*r^5*x^2+5068*b^2*c^2*q^4 *r*x^2+100*b^2*c^2*g^4*r^2*x+2114*b^2*c^2*g^4*r*x^2+584*b^2*c^2*g^3*r^3*x+10670 *b^2*c^2*g^3*r^2*x^2+412*b^2*c^2*g^2*r^4*x+4324*b^2*c^2*g^2*r^3*x^2+12*b^2*c^2* g*r^5*x-2178*b^2*c^2*g*r^4*x^2+9394*b^2*c^2*p^4*r*x^2+936*b^2*c^3*g^3*r^2*x+ 13720*b^2*c^3*g^3*r*x^2+2400*b^2*c^3*g^2*r^3*x+34928*b^2*c^3*g^2*r^2*x^2+928*b^ 2*c^3*g*r^4*x+8532*b^2*c^3*g*r^3*x^2+35084*b^2*c^3*p^3*r*x^2+24668*b^2*c^3*q^3* r*x^2+3216*b^2*c^4*g^2*r^2*x+40544*b^2*c^4*g^2*r*x^2+4192*b^2*c^4*g*r^3*x+54104 *b^2*c^4*g*r^2*x^2+70112*b^2*c^4*p^2*r*x^2+58072*b^2*c^4*q^2*r*x^2+4832*b^2*c^5 *g*r^2*x+56224*b^2*c^5*g*r*x^2+71904*b^2*c^5*p*r*x^2+66528*b^2*c^5*q*r*x^2+175* b^3*g^4*p*r*x^2+175*b^3*g^4*q*r*x^2+1015*b^3*g^3*p^2*r*x^2+665*b^3*g^3*q^2*r*x^ 2+1680*b^3*g^2*p^3*r*x^2+665*b^3*g^2*q^3*r*x^2+1064*b^3*g*p^4*r*x^2+175*b^3*g*q ^4*r*x^2+1288*b^3*p^4*q*r*x^2+2520*b^3*p^3*q^2*r*x^2+2072*b^3*p^2*q^3*r*x^2+616 *b^3*p*q^4*r*x^2+350*b^3*c*g^4*r*x^2+76*b^3*c*g^3*r^3*x+3454*b^3*c*g^3*r^2*x^2+ 48*b^3*c*g^2*r^4*x+1572*b^3*c*g^2*r^3*x^2-12*b^3*c*g*r^5*x-656*b^3*c*g*r^4*x^2+ 3192*b^3*c*p^4*r*x^2+966*b^3*c*q^4*r*x^2+152*b^3*c^2*g^3*r^2*x+4676*b^3*c^2*g^3 *r*x^2+608*b^3*c^2*g^2*r^3*x+16880*b^3*c^2*g^2*r^2*x^2+172*b^3*c^2*g*r^4*x+4684 *b^3*c^2*g*r^3*x^2+17136*b^3*c^2*p^3*r*x^2+9212*b^3*c^2*q^3*r*x^2+18102*b^2*c^2 *g^3*p*r*x^2+16170*b^2*c^2*g^3*q*r*x^2+41860*b^2*c^2*g^2*p^2*r*x^2+32718*b^2*c^ 2*g^2*q^2*r*x^2+34916*b^2*c^2*g*p^3*r*x^2+23002*b^2*c^2*g*q^3*r*x^2+42196*b^2*c ^2*p^3*q*r*x^2+61278*b^2*c^2*p^2*q^2*r*x^2+33544*b^2*c^2*p*q^3*r*x^2+91588*b^2* c^3*g*p^2*r*x^2+73948*b^2*c^3*g*q^2*r*x^2+109564*b^2*c^3*p^2*q*r*x^2+99148*b^2* c^3*p*q^2*r*x^2+68404*b^2*c^3*g^2*p*r*x^2+62020*b^2*c^3*g^2*q*r*x^2+115304*b^2* c^4*g*p*r*x^2+105784*b^2*c^4*g*q*r*x^2+137088*b^2*c^4*p*q*r*x^2+1680*b^3*g^3*p* q*r*x^2+4690*b^3*g^2*p^2*q*r*x^2+3675*b^3*g^2*p*q^2*r*x^2+4424*b^3*g*p^3*q*r*x^ 2+5831*b^3*g*p^2*q^2*r*x^2+2646*b^3*g*p*q^3*r*x^2+5124*b^3*c*g*q^3*r*x^2+13440* b^3*c*p^3*q*r*x^2+18270*b^3*c*p^2*q^2*r*x^2+8988*b^3*c*p*q^3*r*x^2+4368*b^3*c*g ^3*p*r*x^2+3668*b^3*c*g^3*q*r*x^2+12054*b^3*c*g^2*p^2*r*x^2+7812*b^3*c*g^2*q^2* r*x^2+11116*b^3*c*g*p^3*r*x^2+27972*b^3*c^2*g^2*p*r*x^2+23548*b^3*c^2*g^2*q*r*x ^2+41692*b^3*c^2*g*p^2*r*x^2+28560*b^3*c^2*g*q^2*r*x^2+50456*b^3*c^2*p^2*q*r*x^ 2+42532*b^3*c^2*p*q^2*r*x^2+67312*b^3*c^3*g*p*r*x^2+57904*b^3*c^3*g*q*r*x^2+ 81536*b^3*c^3*p*q*r*x^2+80*b^2*g^5*r^2*x^2+47*b^2*g^4*r^3*x^2-79*b^2*g^3*r^4*x^ 2-45*b^2*g^2*r^5*x^2+63*b^2*p^6*r*x^2+16490*a*g^3*p*q*r*x+30106*a*g^2*p^2*q*r*x +24403*a*g^2*p*q^2*r*x+20492*a*g*p^3*q*r*x+29893*a*g*p^2*q^2*r*x+14040*a*g*p*q^ 3*r*x+64010*b^3*c*g*p*r*x+33226*b^3*c*g*q*r*x+52312*b^3*c*p*q*r*x+17804*b^3*g*p *q*r*x+228580*b^2*c^2*g*p*r*x+136332*b^2*c^2*g*q*r*x+200384*b^2*c^2*p*q*r*x+ 3268*a*b*c*q^3+116*a*b*c*q^4+12482*a*b*c*g^3-13504*a*b*c*p^4-3668*a*b*c*p^3+ 1278*a*b*c*g^4-418*b^2*p^5*q-602*b^2*p^4*q^2-262*b^2*p^3*q^3-828*b^2*g^2*p^4-\ 432*b^2*g*p^5-216*b^2*g^4*p^2-676*b^2*g^3*p^3+1166*a*b*g*q^3-4396*p^3*a*b*q^2+ 1782*a*b*p*q^3-4416*a*b*p^4*q+402*p^3*a*b*q+438*a*b*g^4*q+434*a*b*g^3*q^2+3606* a*b*g^3*q+142*g^2*b*a*q^3+3346*g^2*b*a*q^2+6*a*b*g*q^4+54*a*b*p*q^4+372*a*b*g^4 *p-1414*a*b*g^3*p^2+5370*a*b*g^3*p-5096*g^2*b*a*p^3+6118*g^2*b*a*p^2-4524*a*b*g *p^4-94*a*b*g*p^3-1096*b*p^2*a*q^3+3694*b*p^2*a*q^2-104*b*c^2*g^5+3016*a^2*c*q^ 3-7552*a*c^7-7296*a*c^6-15200*a*c^6*q-17376*a*c^6*g-28768*a*c^6*p-11808*a*c^5*q ^2-11072*a*c^5*q-39712*a*c^5*p-16000*a*c^5*g^2-11888*a*c^5*g-41664*a*c^5*p^2-\ 4376*c^4*a*q^3-5944*c^4*a*q^2+28296*c^4*a*q-56488*c^4*a*p*q-59440*c^4*a*g*p-\ 13944*c^4*a*g*q+17952*a*c^5+35896*c^4*a*g-29808*c^4*a*p^3-63576*c^4*a*p^2+21104 *c^4*a*p-7440*c^4*a*g^3-6216*c^4*a*g^2+16372*c^3*a*q^2-760*c^3*a*q^4-1276*c^3*a *q^3+x^3*(x-1)^3*(8*a^4*b*x+16*a^4*c*x+4*a^4*g*x+8*a^4*q*x+24*a^3*b^2*x+88*a^3* b*c*x+28*a^3*b*g*x+20*a^3*b*p*x+36*a^3*b*q*x+88*a^3*c^2*x+56*a^3*c*g*x+36*a^3*c *p*x+68*a^3*c*q*x+8*a^3*g^2*x+8*a^3*g*p*x+24*a^3*g*q*x+20*a^3*p*q*x+12*a^3*q^2* x+24*a^2*b^3*x+144*a^2*b^2*c*x+48*a^2*b^2*g*x+48*a^2*b^2*p*x+48*a^2*b^2*q*x+288 *a^2*b*c^2*x+188*a^2*b*c*g*x+172*a^2*b*c*p*x+204*a^2*b*c*q*x+28*a^2*b*g^2*x+56* a^2*b*g*p*x+72*a^2*b*g*q*x+18*a^2*b*p^2*x+72*a^2*b*p*q*x+30*a^2*b*q^2*x+192*a^2 *c^3*x+192*a^2*c^2*g*x+156*a^2*c^2*p*x+204*a^2*c^2*q*x+58*a^2*c*g^2*x+100*a^2*c *g*p*x+144*a^2*c*g*q*x+28*a^2*c*p^2*x+132*a^2*c*p*q*x+66*a^2*c*q^2*x+5*a^2*g^3* x+14*a^2*g^2*p*x+24*a^2*g^2*q*x+5*a^2*g*p^2*x+48*a^2*g*p*q*x+24*a^2*g*q^2*x+18* a^2*p^2*q*x+24*a^2*p*q^2*x+6*a^2*q^3*x+8*a*b^4*x+88*a*b^3*c*x+28*a*b^3*g*x+36*a *b^3*p*x+20*a*b^3*q*x+288*a*b^2*c^2*x+188*a*b^2*c*g*x+204*a*b^2*c*p*x+172*a*b^2 *c*q*x+28*a*b^2*g^2*x+72*a*b^2*g*p*x+56*a*b^2*g*q*x+30*a*b^2*p^2*x+72*a*b^2*p*q *x+18*a*b^2*q^2*x+400*a*b*c^3*x+392*a*b*c^2*g*x+392*a*b*c^2*p*x+392*a*b*c^2*q*x +116*a*b*c*g^2*x+268*a*b*c*g*p*x+268*a*b*c*g*q*x+106*a*b*c*p^2*x+288*a*b*c*p*q* x+106*a*b*c*q^2*x+10*a*b*g^3*x+42*a*b*g^2*p*x+42*a*b*g^2*q*x+35*a*b*g*p^2*x+108 *a*b*g*p*q*x+35*a*b*g*q^2*x+7*a*b*p^3*x+45*a*b*p^2*q*x+45*a*b*p*q^2*x+7*a*b*q^3 *x+200*a*c^4*x+268*a*c^3*g*x+240*a*c^3*p*x+272*a*c^3*q*x+122*a*c^2*g^2*x+248*a* c^2*g*p*x+284*a*c^2*g*q*x+86*a*c^2*p^2*x+276*a*c^2*p*q*x+124*a*c^2*q^2*x+21*a*c *g^3*x+78*a*c*g^2*p*x+92*a*c*g^2*q*x+54*a*c*g*p^2*x+204*a*c*g*p*q*x+87*a*c*g*q^ 2*x+9*a*c*p^3*x+81*a*c*p^2*q*x+93*a*c*p*q^2*x+21*a*c*q^3*x+a*g^4*x+7*a*g^3*p*x+ 9*a*g^3*q*x+7*a*g^2*p^2*x+36*a*g^2*p*q*x+14*a*g^2*q^2*x+a*g*p^3*x+30*a*g*p^2*q* x+36*a*g*p*q^2*x+7*a*g*q^3*x+7*a*p^3*q*x+15*a*p^2*q^2*x+9*a*p*q^3*x+a*q^4*x+16* b^4*c*x+4*b^4*g*x+8*b^4*p*x+88*b^3*c^2*x+56*b^3*c*g*x+68*b^3*c*p*x+36*b^3*c*q*x +8*b^3*g^2*x+24*b^3*g*p*x+8*b^3*g*q*x+12*b^3*p^2*x+20*b^3*p*q*x+192*b^2*c^3*x+ 192*b^2*c^2*g*x+204*b^2*c^2*p*x+156*b^2*c^2*q*x+58*b^2*c*g^2*x+144*b^2*c*g*p*x+ 100*b^2*c*g*q*x+66*b^2*c*p^2*x+132*b^2*c*p*q*x+28*b^2*c*q^2*x+5*b^2*g^3*x+24*b^ 2*g^2*p*x+14*b^2*g^2*q*x+24*b^2*g*p^2*x+48*b^2*g*p*q*x+5*b^2*g*q^2*x+6*b^2*p^3* x+24*b^2*p^2*q*x+18*b^2*p*q^2*x+200*b*c^4*x+268*b*c^3*g*x+272*b*c^3*p*x+240*b*c ^3*q*x+122*b*c^2*g^2*x+284*b*c^2*g*p*x+248*b*c^2*g*q*x+124*b*c^2*p^2*x+276*b*c^ 2*p*q*x+86*b*c^2*q^2*x+21*b*c*g^3*x+92*b*c*g^2*p*x+78*b*c*g^2*q*x+87*b*c*g*p^2* x+204*b*c*g*p*q*x+54*b*c*g*q^2*x+21*b*c*p^3*x+93*b*c*p^2*q*x+81*b*c*p*q^2*x+9*b *c*q^3*x+b*g^4*x+9*b*g^3*p*x+7*b*g^3*q*x+14*b*g^2*p^2*x+36*b*g^2*p*q*x+7*b*g^2* q^2*x+7*b*g*p^3*x+36*b*g*p^2*q*x+30*b*g*p*q^2*x+b*g*q^3*x+b*p^4*x+9*b*p^3*q*x+ 15*b*p^2*q^2*x+7*b*p*q^3*x+80*c^5*x+136*c^4*g*x+128*c^4*p*x+128*c^4*q*x+84*c^3* g^2*x+180*c^3*g*p*x+180*c^3*g*q*x+70*c^3*p^2*x+184*c^3*p*q*x+70*c^3*q^2*x+22*c^ 2*g^3*x+88*c^2*g^2*p*x+88*c^2*g^2*q*x+73*c^2*g*p^2*x+204*c^2*g*p*q*x+73*c^2*g*q ^2*x+15*c^2*p^3*x+87*c^2*p^2*q*x+87*c^2*p*q^2*x+15*c^2*q^3*x+2*c*g^4*x+17*c*g^3 *p*x+17*c*g^3*q*x+23*c*g^2*p^2*x+72*c*g^2*p*q*x+23*c*g^2*q^2*x+9*c*g*p^3*x+66*c *g*p^2*q*x+66*c*g*p*q^2*x+9*c*g*q^3*x+c*p^4*x+16*c*p^3*q*x+30*c*p^2*q^2*x+16*c* p*q^3*x+c*q^4*x+g^4*p*x+g^4*q*x+2*g^3*p^2*x+8*g^3*p*q*x+2*g^3*q^2*x+g^2*p^3*x+ 12*g^2*p^2*q*x+12*g^2*p*q^2*x+g^2*q^3*x+6*g*p^3*q*x+12*g*p^2*q^2*x+6*g*p*q^3*x+ p^4*q*x+3*p^3*q^2*x+3*p^2*q^3*x+p*q^4*x-8*a^4*b-16*a^4*c-4*a^4*g-8*a^4*q+8*a^4* x-16*a^3*b^2-72*a^3*b*c-24*a^3*b*g-20*a^3*b*p-24*a^3*b*q-4*a^3*b*r+68*a^3*b*x-\ 80*a^3*c^2-52*a^3*c*g-36*a^3*c*p-56*a^3*c*q-4*a^3*c*r+128*a^3*c*x-8*a^3*g^2-8*a ^3*g*p-20*a^3*g*q+38*a^3*g*x-20*a^3*p*q+20*a^3*p*x-8*a^3*q^2-4*a^3*q*r+56*a^3*q *x-8*a^2*b^3-72*a^2*b^2*c-24*a^2*b^2*g-32*a^2*b^2*p-16*a^2*b^2*q+120*a^2*b^2*x-\ 192*a^2*b*c^2-128*a^2*b*c*g-140*a^2*b*c*p-104*a^2*b*c*q-12*a^2*b*c*r+464*a^2*b* c*x-20*a^2*b*g^2-48*a^2*b*g*p-36*a^2*b*g*q-4*a^2*b*g*r+154*a^2*b*g*x-18*a^2*b*p ^2-48*a^2*b*p*q-8*a^2*b*p*r+132*a^2*b*p*x-10*a^2*b*q^2+168*a^2*b*q*x-152*a^2*c^ 3-156*a^2*c^2*g-140*a^2*c^2*p-136*a^2*c^2*q-12*a^2*c^2*r+456*a^2*c^2*x-50*a^2*c *g^2-92*a^2*c*g*p-96*a^2*c*g*q-4*a^2*c*g*r+300*a^2*c*g*x-28*a^2*c*p^2-108*a^2*c *p*q-8*a^2*c*p*r+234*a^2*c*p*x-34*a^2*c*q^2-12*a^2*c*q*r+336*a^2*c*q*x-5*a^2*g^ 3-14*a^2*g^2*p-16*a^2*g^2*q+45*a^2*g^2*x-5*a^2*g*p^2-40*a^2*g*p*q+69*a^2*g*p*x-\ 12*a^2*g*q^2-4*a^2*g*q*r+120*a^2*g*q*x-18*a^2*p^2*q+18*a^2*p^2*x-16*a^2*p*q^2-8 *a^2*p*q*r+108*a^2*p*q*x-2*a^2*q^3+54*a^2*q^2*x-16*a*b^3*c-4*a*b^3*g-12*a*b^3*p +4*a*b^3*r+68*a*b^3*x-96*a*b^2*c^2-60*a*b^2*c*g-100*a*b^2*c*p-32*a*b^2*c*q+12*a *b^2*c*r+464*a*b^2*c*x-8*a*b^2*g^2-36*a*b^2*g*p-8*a*b^2*g*q+4*a*b^2*g*r+154*a*b ^2*g*x-20*a*b^2*p^2-24*a*b^2*p*q+168*a*b^2*p*x+8*a*b^2*q*r+132*a*b^2*q*x-200*a* b*c^3-196*a*b*c^2*g-256*a*b*c^2*p-136*a*b*c^2*q+968*a*b*c^2*x-58*a*b*c*g^2-180* a*b*c*g*p-88*a*b*c*g*q+644*a*b*c*g*x-86*a*b*c*p^2-144*a*b*c*p*q-16*a*b*c*p*r+ 626*a*b*c*p*x-20*a*b*c*q^2+16*a*b*c*q*r+626*a*b*c*q*x-5*a*b*g^3-30*a*b*g^2*p-12 *a*b*g^2*q+98*a*b*g^2*x-30*a*b*g*p^2-54*a*b*g*p*q-6*a*b*g*p*r+217*a*b*g*p*x-5*a *b*g*q^2+6*a*b*g*q*r+217*a*b*g*q*x-7*a*b*p^3-30*a*b*p^2*q-5*a*b*p^2*r+81*a*b*p^ 2*x-15*a*b*p*q^2+234*a*b*p*q*x+5*a*b*q^2*r+81*a*b*q^2*x-128*a*c^4-176*a*c^3*g-\ 184*a*c^3*p-136*a*c^3*q-8*a*c^3*r+648*a*c^3*x-84*a*c^2*g^2-196*a*c^2*g*p-140*a* c^2*g*q-4*a*c^2*g*r+654*a*c^2*g*x-76*a*c^2*p^2-180*a*c^2*p*q-16*a*c^2*p*r+576*a *c^2*p*x-44*a*c^2*q^2-4*a*c^2*q*r+662*a*c^2*q*x-16*a*c*g^3-66*a*c*g^2*p-44*a*c* g^2*q+201*a*c*g^2*x-49*a*c*g*p^2-134*a*c*g*p*q-6*a*c*g*p*r+390*a*c*g*p*x-29*a*c *g*q^2-2*a*c*g*q*r+467*a*c*g*q*x-9*a*c*p^3-66*a*c*p^2*q-5*a*c*p^2*r+135*a*c*p^2 *x-47*a*c*p*q^2-16*a*c*p*q*r+450*a*c*p*q*x-4*a*c*q^3+5*a*c*q^2*r+197*a*c*q^2*x- a*g^4-7*a*g^3*p-4*a*g^3*q+18*a*g^3*x-7*a*g^2*p^2-24*a*g^2*p*q+60*a*g^2*p*x-4*a* g^2*q^2+77*a*g^2*q*x-a*g*p^3-25*a*g*p^2*q+39*a*g*p^2*x-18*a*g*p*q^2-6*a*g*p*q*r +168*a*g*p*q*x-a*g*q^3+2*a*g*q^2*r+70*a*g*q^2*x-7*a*p^3*q+7*a*p^3*x-10*a*p^2*q^ 2-5*a*p^2*q*r+66*a*p^2*q*x-3*a*p*q^3+75*a*p*q^2*x+a*q^3*r+16*a*q^3*x+8*b^4*x-8* b^3*c^2-4*b^3*c*g-12*b^3*c*p+4*b^3*c*r+128*b^3*c*x-4*b^3*g*p+38*b^3*g*x-4*b^3*p ^2+4*b^3*p*r+56*b^3*p*x+20*b^3*q*x-40*b^2*c^3-36*b^2*c^2*g-68*b^2*c^2*p-16*b^2* c^2*q+12*b^2*c^2*r+456*b^2*c^2*x-8*b^2*c*g^2-48*b^2*c*g*p-8*b^2*c*g*q+4*b^2*c*g *r+300*b^2*c*g*x-32*b^2*c*p^2-24*b^2*c*p*q+12*b^2*c*p*r+336*b^2*c*p*x+8*b^2*c*q *r+234*b^2*c*q*x-8*b^2*g^2*p+45*b^2*g^2*x-12*b^2*g*p^2-8*b^2*g*p*q+4*b^2*g*p*r+ 120*b^2*g*p*x+69*b^2*g*q*x-4*b^2*p^3-8*b^2*p^2*q+54*b^2*p^2*x+8*b^2*p*q*r+108*b ^2*p*q*x+18*b^2*q^2*x-72*b*c^4-92*b*c^3*g-136*b*c^3*p-56*b*c^3*q+8*b*c^3*r+648* b*c^3*x-38*b*c^2*g^2-144*b*c^2*g*p-52*b*c^2*g*q+4*b*c^2*g*r+654*b*c^2*g*x-80*b* c^2*p^2-96*b*c^2*p*q+4*b*c^2*p*r+662*b*c^2*p*x-10*b*c^2*q^2+16*b*c^2*q*r+576*b* c^2*q*x-5*b*c*g^3-48*b*c*g^2*p-12*b*c*g^2*q+201*b*c*g^2*x-58*b*c*g*p^2-70*b*c*g *p*q+2*b*c*g*p*r+467*b*c*g*p*x-5*b*c*g*q^2+6*b*c*g*q*r+390*b*c*g*q*x-17*b*c*p^3 -46*b*c*p^2*q-5*b*c*p^2*r+197*b*c*p^2*x-15*b*c*p*q^2+16*b*c*p*q*r+450*b*c*p*q*x +5*b*c*q^2*r+135*b*c*q^2*x-5*b*g^3*p+18*b*g^3*x-10*b*g^2*p^2-12*b*g^2*p*q+77*b* g^2*p*x+60*b*g^2*q*x-6*b*g*p^3-18*b*g*p^2*q-2*b*g*p^2*r+70*b*g*p^2*x-5*b*g*p*q^ 2+6*b*g*p*q*r+168*b*g*p*q*x+39*b*g*q^2*x-b*p^4-6*b*p^3*q-b*p^3*r+16*b*p^3*x-5*b *p^2*q^2+75*b*p^2*q*x+5*b*p*q^2*r+66*b*p*q^2*x+7*b*q^3*x-40*c^5-68*c^4*g-80*c^4 *p-48*c^4*q+328*c^4*x-42*c^3*g^2-116*c^3*g*p-64*c^3*g*q+448*c^3*g*x-52*c^3*p^2-\ 92*c^3*p*q-4*c^3*p*r+418*c^3*p*x-18*c^3*q^2+4*c^3*q*r+418*c^3*q*x-11*c^2*g^3-60 *c^2*g^2*p-28*c^2*g^2*q+210*c^2*g^2*x-56*c^2*g*p^2-102*c^2*g*p*q-2*c^2*g*p*r+ 441*c^2*g*p*x-17*c^2*g*q^2+2*c^2*g*q*r+441*c^2*g*q*x-13*c^2*p^3-56*c^2*p^2*q-5* c^2*p^2*r+171*c^2*p^2*x-31*c^2*p*q^2+450*c^2*p*q*x-2*c^2*q^3+5*c^2*q^2*r+171*c^ 2*q^2*x-c*g^4-13*c*g^3*p-4*c*g^3*q+38*c*g^3*x-19*c*g^2*p^2-36*c*g^2*p*q+144*c*g ^2*p*x-4*c*g^2*q^2+144*c*g^2*q*x-8*c*g*p^3-43*c*g*p^2*q-2*c*g*p^2*r+117*c*g*p^2 *x-23*c*g*p*q^2+336*c*g*p*q*x-c*g*q^3+2*c*g*q^2*r+117*c*g*q^2*x-c*p^4-13*c*p^3* q-c*p^3*r+25*c*p^3*x-15*c*p^2*q^2-5*c*p^2*q*r+141*c*p^2*q*x-3*c*p*q^3+5*c*p*q^2 *r+141*c*p*q^2*x+c*q^3*r+25*c*q^3*x-g^4*p+2*g^4*x-2*g^3*p^2-4*g^3*p*q+14*g^3*p* x+14*g^3*q*x-g^2*p^3-8*g^2*p^2*q+18*g^2*p^2*x-4*g^2*p*q^2+60*g^2*p*q*x+18*g^2*q ^2*x-5*g*p^3*q+7*g*p^3*x-6*g*p^2*q^2-2*g*p^2*q*r+54*g*p^2*q*x-g*p*q^3+2*g*p*q^2 *r+54*g*p*q^2*x+7*g*q^3*x-p^4*q+p^4*x-2*p^3*q^2-p^3*q*r+13*p^3*q*x-p^2*q^3+24*p ^2*q^2*x+p*q^3*r+13*p*q^3*x+q^4*x-8*a^4-52*a^3*b-112*a^3*c-34*a^3*g-20*a^3*p-44 *a^3*q-4*a^3*r+44*a^3*x-60*a^2*b^2-296*a^2*b*c-100*a^2*b*g-100*a^2*b*p-86*a^2*b *q-10*a^2*b*r+184*a^2*b*x-348*a^2*c^2-234*a^2*c*g-202*a^2*c*p-218*a^2*c*q-22*a^ 2*c*r+352*a^2*c*x-37*a^2*g^2-61*a^2*g*p-78*a^2*g*q-4*a^2*g*r+114*a^2*g*x-18*a^2 *p^2-84*a^2*p*q-8*a^2*p*r+84*a^2*p*x-28*a^2*q^2-10*a^2*q*r+136*a^2*q*x-16*a*b^3 -168*a*b^2*c-54*a*b^2*g-82*a*b^2*p-32*a*b^2*q+10*a*b^2*r+184*a*b^2*x-484*a*b*c^ 2-322*a*b*c*g-390*a*b*c*p-236*a*b*c*q+768*a*b*c*x-49*a*b*g^2-138*a*b*g*p-79*a*b *g*q+260*a*b*g*x-61*a*b*p^2-117*a*b*p*q-13*a*b*p*r+246*a*b*p*x-20*a*b*q^2+13*a* b*q*r+246*a*b*q*x-408*a*c^3-420*a*c^2*g-426*a*c^2*p-336*a*c^2*q-22*a*c^2*r+772* a*c^2*x-134*a*c*g^2-295*a*c*g*p-235*a*c*g*q-8*a*c*g*r+522*a*c*g*x-115*a*c*p^2-\ 285*a*c*p*q-29*a*c*p*r+450*a*c*p*x-76*a*c*q^2-7*a*c*q*r+528*a*c*q*x-13*a*g^3-48 *a*g^2*p-38*a*g^2*q+81*a*g^2*x-34*a*g*p^2-107*a*g*p*q-6*a*g*p*r+150*a*g*p*x-26* a*g*q^2-2*a*g*q*r+189*a*g*q*x-7*a*p^3-51*a*p^2*q-5*a*p^2*r+51*a*p^2*x-38*a*p*q^ 2-13*a*p*q*r+180*a*p*q*x-4*a*q^3+4*a*q^2*r+77*a*q^2*x-16*b^3*c-4*b^3*g-12*b^3*p +4*b^3*r+44*b^3*x-108*b^2*c^2-66*b^2*c*g-118*b^2*c*p-32*b^2*c*q+22*b^2*c*r+352* b^2*c*x-8*b^2*g^2-42*b^2*g*p-8*b^2*g*q+4*b^2*g*r+114*b^2*g*x-26*b^2*p^2-24*b^2* p*q+10*b^2*p*r+136*b^2*p*x+8*b^2*q*r+84*b^2*q*x-240*b*c^3-234*b*c^2*g-326*b*c^2 *p-150*b*c^2*q+22*b*c^2*r+772*b*c^2*x-67*b*c*g^2-232*b*c*g*p-95*b*c*g*q+8*b*c*g *r+522*b*c*g*x-121*b*c*p^2-165*b*c*p*q+7*b*c*p*r+528*b*c*p*x-20*b*c*q^2+29*b*c* q*r+450*b*c*q*x-5*b*g^3-39*b*g^2*p-12*b*g^2*q+81*b*g^2*x-44*b*g*p^2-61*b*g*p*q+ 2*b*g*p*r+189*b*g*p*x-5*b*g*q^2+6*b*g*q*r+150*b*g*q*x-12*b*p^3-37*b*p^2*q-4*b*p ^2*r+77*b*p^2*x-15*b*p*q^2+13*b*p*q*r+180*b*p*q*x+5*b*q^2*r+51*b*q^2*x-164*c^4-\ 224*c^3*g-256*c^3*p-162*c^3*q+528*c^3*x-105*c^2*g^2-276*c^2*g*p-165*c^2*g*q+544 *c^2*g*x-123*c^2*p^2-225*c^2*p*q-11*c^2*p*r+502*c^2*p*x-48*c^2*q^2+11*c^2*q*r+ 502*c^2*q*x-19*c*g^3-94*c*g^2*p-50*c*g^2*q+172*c*g^2*x-86*c*g*p^2-168*c*g*p*q-4 *c*g*p*r+354*c*g*p*x-31*c*g*q^2+4*c*g*q*r+354*c*g*q*x-21*c*p^3-88*c*p^2*q-9*c*p ^2*r+136*c*p^2*x-53*c*p*q^2+360*c*p*q*x-4*c*q^3+9*c*q^2*r+136*c*q^2*x-g^4-10*g^ 3*p-4*g^3*q+16*g^3*x-14*g^2*p^2-30*g^2*p*q+58*g^2*p*x-4*g^2*q^2+58*g^2*q*x-6*g* p^3-34*g*p^2*q-2*g*p^2*r+46*g*p^2*x-20*g*p*q^2+136*g*p*q*x-g*q^3+2*g*q^2*r+46*g *q^2*x-p^4-10*p^3*q-p^3*r+10*p^3*x-12*p^2*q^2-4*p^2*q*r+56*p^2*q*x-3*p*q^3+4*p* q^2*r+56*p*q^2*x+q^3*r+10*q^3*x-36*a^3-112*a^2*b-256*a^2*c-84*a^2*g-68*a^2*p-86 *a^2*q-10*a^2*r+88*a^2*x-72*a*b^2-384*a*b*c-130*a*b*g-146*a*b*p-100*a*b*q+200*a *b*x-476*a*c^2-326*a*c*g-318*a*c*p-272*a*c*q-20*a*c*r+400*a*c*x-52*a*g^2-107*a* g*p-97*a*g*q-4*a*g*r+136*a*g*x-41*a*p^2-111*a*p*q-13*a*p*r+114*a*p*x-32*a*q^2-3 *a*q*r+138*a*q*x-8*b^3-96*b^2*c-30*b^2*g-50*b^2*p-16*b^2*q+10*b^2*r+88*b^2*x-\ 296*b*c^2-196*b*c*g-256*b*c*p-132*b*c*q+20*b*c*r+400*b*c*x-29*b*g^2-92*b*g*p-43 *b*g*q+4*b*g*r+136*b*g*x-45*b*p^2-69*b*p*q+3*b*p*r+138*b*p*x-10*b*q^2+13*b*q*r+ 114*b*q*x-264*c^3-272*c^2*g-300*c^2*p-202*c^2*q+416*c^2*x-86*c*g^2-214*c*g*p-\ 140*c*g*q+288*c*g*x-94*c*p^2-180*c*p*q-10*c*p*r+262*c*p*x-42*c*q^2+10*c*q*r+262 *c*q*x-8*g^3-36*g^2*p-22*g^2*q+46*g^2*x-32*g*p^2-68*g*p*q-2*g*p*r+93*g*p*x-14*g *q^2+2*g*q*r+93*g*q*x-8*p^3-34*p^2*q-4*p^2*r+35*p^2*x-22*p*q^2+94*p*q*x-2*q^3+4 *q^2*r+35*q^2*x-60*a^2-100*a*b-240*a*c-82*a*g-76*a*p-72*a*q-6*a*r+76*a*x-28*b^2 -160*b*c-54*b*g-66*b*p-38*b*q+6*b*r+76*b*x-208*c^2-144*c*g-152*c*p-110*c*q+160* c*x-23*g^2-54*g*p-39*g*q+56*g*x-23*p^2-47*p*q-3*p*r+50*p*x-12*q^2+3*q*r+50*q*x-\ 44*a-32*b-80*c-28*g-28*p-22*q+24*x-12)*dx^5-77552*c^3*a*p^2*q-8504*c^3*a*g^3*q-\ 11648*c^3*a*g^2*q^2-4520*c^3*a*g^2*q-42784*c^3*a*p^3*q-41136*c^3*a*p^2*q^2-\ 11992*p*c^3*a*q^3-28860*p*c^3*a*q^2+31644*p*c^3*a*q-11104*b*c^3*p^4-136*b*c^3*q ^4-2616*b*c^2*p^5-17204*c^3*a*g^3*p-44520*c^3*a*g^2*p^2-31512*c^3*a*g^2*p-40076 *a*c^3*g*p^3-80212*a*c^3*g*p^2+41100*a*c^3*g*p-5592*a*c^3*g*q^3-5372*a*c^3*g*q^ 2+45628*a*c^3*g*q-44070*a*c^2*p^3*q-32654*p^2*c^2*a*q^2+3026*p^2*c^2*a*q-6190*a *c^2*p*q^3-1800*c^3*a*g^4-532*c^3*a*g^3-11152*c^3*a*p^4-45164*c^3*a*p^3-3592*c^ 3*a*p^2+28944*c^3*a*g^2+4268*a*c^2*q^3-72*a*c^2*q^4-35188*a*c^2*g^2*p^2+28642*a *c^2*g^2*p-3284*a*c^2*g^4*p-44356*c^2*g*a*p^3+4248*c^2*g*a*p^2-13152*a*c^2*g^3* p^2-6676*a*c^2*g^3*p-10894*c^2*g*a*p^4-13582*a*c^2*p^4*q-20722*a*c^2*p^3*q^2-\ 10922*p^2*c^2*a*q^3-1772*a*c^2*p*q^4+15882*a*c^2*p*q^2-19134*a*c^2*g^2*p^3-2438 *a*c^2*g^2*q^3-776*a*c^2*g^2*q^2+27660*a*c^2*g^2*q-1522*a*c^2*g^4*q-3146*a*c^2* g^3*q^2+634*a*c^2*g^3*q-688*c^2*g*a*q^4-734*c^2*g*a*q^3+19538*c^2*g*a*q^2-48*a* c^2*q^5-206*a*c^2*g^5-2058*a*c^2*p^5-15502*a*c^2*p^4-12672*a*c^2*p^3+506*a*c^2* g^4+11726*a*c^2*g^3+472*c*a*q^4+4*c*a*q^5-8*c*a*g^6+144*c*a*g^5+2356*c*a*g^4-\ 144*c*a*p^6-2394*c*a*p^5-4982*c*a*p^4-10880*c*a*p^4*q-13396*p^3*a*c*q^2-5566*p^ 3*a*c*q-5372*p^2*a*c*q^3+2506*p^2*a*c*q^2+512*c*a*g^4*q+360*g^3*a*c*q^2+7452*g^ 3*a*c*q-8*a*c*g^2*q^3+7792*a*c*g^2*q^2-34*a*c*g*q^4+3244*a*c*g*q^3-352*c*a*g^4* p-6208*g^3*a*c*p^2-458*a*c*p*q^4+3274*a*c*p*q^3+8452*g^3*a*c*p-13890*a*c*g^2*p^ 3+4776*a*c*g^2*p^2-10356*a*c*g*p^4-7358*a*c*g*p^3-4414*a*g^2*p^3*q+72*a*g^4*p*q -1600*g^3*a*p^2*q-244*a*g^3*p*q^2+3148*a*g^3*p*q-4418*p^3*g*a*q^2-998*p^3*g*a*q -1644*p^2*g*a*q^3-2800*p^2*a*g^2*q^2+3082*p^2*a*g^2*q-378*a*p*g^2*q^3-3674*a*g* p^4*q+1992*p^2*g*a*q^2+3260*a*p*g^2*q^2-118*a*g*p*q^4+1364*a*g*p*q^3-1226*p^3*a *q^3-942*a*p^5*q-1308*p^4*a*q+160*a*g*q^4+234*p*a*q^4-4*a*g*q^5-6*a*g^6*p-1406* g^3*a*p^3+958*g^3*a*p^2-84*a*g^5*p^2+28*a*g^5*p-264*a*g^4*p^3-360*a*g^4*p^2-\ 1694*a*g^2*p^4+884*a*g^4*p-312*g^3*a*p^4-138*a*g^2*p^5-120*a*p^6*q-402*a*p^5*q^ 2-486*p^4*a*q^3-1786*p^4*a*q^2-246*p^3*a*q^4-580*p^3*a*q^2-2*a*g^6*q-12*a*g^5*q ^2+58*a*g^5*q-20*a*g^4*q^3+74*a*g^4*q^2+746*a*g^4*q-12*g^3*a*q^4+24*g^3*a*q^3+ 1036*g^3*a*q^2-42*a*p^2*q^5-262*a*p^2*q^4+406*a*p^2*q^3-2*a*g^2*q^5-6*a*g^2*q^4 +622*a*g^2*q^3-12*a*g*p^6-786*a*g*p^5-1782*a*g*p^4-120*a*p^6-540*a*p^5+16*a*q^5 +2440*a^4*g^2+3148*a^4*g+524*a^4*g^3-1010*a*g^2*p^3-192*b^5*c^3+320*b^5*c^2-32* b^5*c+136*b^5*g*p+208*b^5*c*g+384*b^5*c*p-64*b^5*p^3+112*b^5*p^2+80*b^5*p-1408* b^4*c^4+1312*b^4*c^3+848*b^4*c^2*q+1680*b^4*c^2*g+1376*b^4*c^2*p+1504*b^4*c^2+ 520*b^4*c*g*q+1048*b^4*c*p*q+1576*b^4*c*g*p+680*b^4*c*g^2+16*b^4*c*q+1088*b^4*c *g+280*b^4*c*p^2+2608*b^4*c*p+88*b^4*g*q+304*b^4*p^2*q+72*b^4*g^2*q+296*b^4*p*q +384*b^4*g^2*p+324*b^4*g*p^2+932*b^4*g*p+344*b^4*g*p*q-40*b^4*p^3+840*b^4*p^2-\ 184*b^4*p^4+2544*b^3*c^3*q+3216*b^3*c^3*g-2384*b^3*c^3*p-4288*b^3*c^5+3824*a^3* b^2+1088*b^3*c^4+7872*b^3*c^3+1184*b^3*c^2*g*p+3304*b^3*c^2*g*q+2000*b^3*c^2*p* q+4080*b^3*c^2*q+824*b^3*c^2*q^2+8824*b^3*c^2*g+2640*b^3*c^2*g^2-5384*b^3*c^2*p ^2+13800*b^3*c^2*p+2872*b^3*g*c*q+6692*b^3*c*p*q+1336*b^3*c*g^2*q-416*b^3*c*p^2 *q+1040*b^3*c*p*q^2+452*b^3*g*c*q^2+184*b^3*c*q^2+152*b^3*g^3*q+796*b^3*c*g^3-\ 2984*b^3*c*p^3+6876*b^3*c*p^2+3436*b^3*c*g^2+2076*b^3*p^2*q+588*b^3*g^2*q+10896 *b^3*g*c*p+1944*b^3*c*g^2*p-1668*b^3*g*c*p^2+298*b^3*g*p*q^2+2318*b^3*g*p*q+720 *b^3*g^2*p*q+378*b^3*g*p^2*q+964*b^3*p^3-184*b^3*p^5-512*b^3*p^4+164*b^3*g*q^2+ 300*b^3*p^2*q^2+412*b^3*p*q^2+48*b^3*g^2*q^2+410*b^3*g^3*p-380*b^3*p^3*q+186*b^ 3*g^2*p^2+2142*b^3*g^2*p-712*b^3*g*p^3+2908*b^3*g*p^2-6720*b^2*c^6-2208*b^2*c^5 +15088*b^2*c^4+592*b^2*c^4*q-768*b^2*c^4*g-16400*b^2*c^4*p+2064*b^2*c^3*g^2+ 1536*b^2*c^3*q^2+15112*b^2*c^3*q-9104*b^2*c^3*p*q+3640*b^2*c^3*g*q-15056*b^2*c^ 3*g*p+23184*b^2*c^3*g-26040*b^2*c^3*p^2+27272*b^2*c^3*p+4104*b^2*c^2*q^2+356*b^ 2*c^2*q^3+1648*b^2*c^2*g^3+13600*b^2*c^2*g^2-15324*b^2*c^2*p^2*q-2536*b^2*c^2*g ^2*p+2012*c^2*g*b^2*q^2+16656*c^2*g*b^2*q+180*p*c^2*b^2*q^2+25208*p*c^2*b^2*q+ 3548*b^2*c^2*g^2*q-21460*c^2*g*b^2*p^2+34116*c^2*g*b^2*p-16752*b^2*c^2*p^3+ 15120*b^2*c^2*p^2+150*g*b^2*c*q^3+2840*g*b^2*c*q^2-7858*b^2*c*p^3*q+446*p*b^2*c *q^3+6186*p*b^2*c*q^2+842*b^2*c*g^3*p-6844*g^2*b^2*c*p^3-4658*g^2*b^2*c*p^2+ 14166*g^2*b^2*c*p-5048*g*b^2*c*p^4-10166*g*b^2*c*p^3-4522*b^2*c*p^4*q+1150*b^2* c*g^3*q-4302*b^2*c*p^3*q^2-50*g^2*b^2*c*q^3+794*g^2*b^2*c*q^2+6330*g^2*b^2*c*q+ 14138*g*b^2*c*p^2-1022*b^2*p^2*c*q^3-1630*b^2*p^2*c*q^2+11622*b^2*p^2*c*q+406*b ^2*c*g^4+3590*b^2*c*g^3+220*b^2*c*q^3-4746*b^2*c*p^4+2344*b^2*c*p^3-352*b^2*g^2 *p^2*q-2176*b^2*g*p^3*q+92*g*b^2*p*q^3+2074*g*b^2*p*q^2-908*b^2*g^3*p^2*q-1976* b^2*g^2*p^3*q-980*b^2*g^2*p^2*q^2-1592*b^2*g*p^4*q-1444*b^2*g*p^3*q^2+106*b^2*g ^4*q+80*b^2*g^3*q^2+836*b^2*g^3*q-1276*b^2*p^4*q+1836*b^2*p^2*q^2+2*b^2*g^2*q^3 +556*b^2*g^2*q^2+128*b^2*p^2*q^3+270*b^2*p*q^3-664*b^2*p^3*q^2+1428*b^2*p^3*q-\ 112*b^2*g^4*p*q-174*b^2*g^3*p*q^2+530*b^2*g^3*p*q-60*g^2*b^2*p*q^3+376*g^2*b^2* p*q^2+3780*g^2*b^2*p*q-284*b^2*p^2*g*q^3-148*b^2*p^2*g*q^2+4968*b^2*p^2*g*q+ 2836*a^2*c^2*g^3+32248*a^2*c^2*g^2-456*b^2*c^3*q^3-1152*a^2*c^2*g^4-7428*a^2*c^ 2*p^4-35332*a^2*c^2*p^3-2856*a^2*c^2*p^2+160*a*b^5*g-354*b^3*g^3*p^2-816*b^3*g^ 2*p^3-680*b^3*g*p^4-552*b^3*p^4*q-368*b^3*p^3*q^2-8608*b^2*c^5*q-3520*b^2*c^4*q ^2-11136*a^4*c^2*g*q-23968*b^2*c^5*p-32224*b^2*c^4*p^2-21328*b^2*c^3*p^3-7356*b ^2*c^2*p^4-1242*b^2*c*p^5-20960*b*c^6*p-32448*b*c^5*p^2-9816*a^4*c*p^2*q-4208*a ^4*c*g^2*p-6504*a^4*c*g*p^2-3752*a^4*c*g*p-2688*a^4*c*g^2*q-3912*a^4*c*g*q^2+ 3040*a^4*c*g*q-7624*a^4*c*p*q^2-6704*a^4*c*p*q-25592*c^4*b*p^3-1464*c^4*b*q^3-\ 10240*a*b*c^4*q-65056*a*b*c^4*p-1544*a*c^3*b*q^2+55576*a*c^3*b*q-92144*a*c^3*b* p^2+63448*a*c^3*b*p+564*a*b*c^2*q^3+22120*a*b*c^2*q^2-53616*a*b*c^2*p^3+19420*a *b*c^2*p^2-20176*a*g*b^2*c*p^2+51044*a*g*b^2*c*p-5592*a*b^2*c*g^3*p-20524*a*b^2 *c*g^2*p^2-148*a^2*g^3*q^3+302*a^2*g^3*q^2+2870*a^2*g^3*q-78*g^2*a^2*q^4+34*g^2 *a^2*q^3+2958*g^2*a^2*q^2-20*a^2*g^5*q-36*b^3*g^4*r+46*b^3*g^3*r^2-14*b^2*g^5*r +66*b^2*g^4*r^2-12*a^2*g*q^5-14*a^2*g*q^4+1218*a^2*g*q^3-2*b*g^6*r+34*b*g^5*r^2 -46*a^2*p*q^5-102*a^2*g^4*q^2+354*a^2*g^4*q-16*b^5*g^2*r-8*b^5*g*r^2-40*b^4*g^3 *r-24*b^4*p*r^4-16512*b^3*c^3*g*p-4064*b^3*c^3*g*q-10592*b^3*c^3*p*q-14000*c*g^ 2*p^2*q*r-6930*c*g^2*p*q^2*r-11544*c*g*p^3*q*r-10913*c*g*p^2*q^2*r-3065*c*g*p*q ^3*r-20168*c^2*g*p*q^2*r-6049*c*g^3*p*q*r-51656*c^3*g*p*q*r-26903*c^2*g^2*p*q*r -38920*c^2*g*p^2*q*r-5476*b*g*p^3*q*r-4181*b*g*p^2*q^2*r-916*b*g*p*q^3*r-2319*b *g^3*p*q*r-5969*b*g^2*p^2*q*r-2338*b*g^2*p*q^2*r-20540*b*c*g^2*p^2*r-3261*b*c*g ^2*q^2*r-16787*b*c*g*p^3*r-1199*b*c*g*q^3*r-14373*b*c*p^3*q*r-11457*b*c*p^2*q^2 *r-2683*b*c*p*q^3*r-16099*b*c^2*g^2*q*r-57272*b*c^2*g*p^2*r-10155*b*c^2*g*q^2*r -45377*b*c^2*p^2*q*r-20215*b*c^2*p*q^2*r-9260*b*c*g^3*p*r-3574*b*c*g^3*q*r-\ 76140*b*c^3*g*p*r-32214*b*c^3*g*q*r-57128*b*c^3*p*q*r-40050*b*c^2*g^2*p*r-17561 *b^2*c*p^2*q*r-5875*b^2*c*p*q^2*r-3441*b^2*g^2*p*q*r-6330*b^2*g*p^2*q*r-2008*b^ 2*g*p*q^2*r-1111*g*p^4*q*r-1783*g*p^3*q^2*r-878*g*p^2*q^3*r-147*g*p*q^4*r-1636* g^3*p^2*q*r-762*g^3*p*q^2*r-2136*g^2*p^3*q*r-1976*g^2*p^2*q^2*r-510*g^2*p*q^3*r -4581*c*p^3*q^2*r-2375*c*p^2*q^3*r-432*c*p*q^4*r-2144*a^3*b^3*p*q-495*g^4*p*q*r -1809*c*g^4*p*r-848*c*g^4*q*r-5047*c*g^3*p^2*r-1190*c*g^3*q^2*r-5698*c*g^2*p^3* r-769*c*g^2*q^3*r-2441*c*g*p^4*r-229*c*g*q^4*r-1856*a^3*b^3*g*p-512*a^3*b^3*g*q -2905*c*p^4*q*r-21805*c^2*g^2*p^2*r-5543*c^2*g^2*q^2*r-16166*c^2*g*p^3*r-2426*c ^2*g*q^3*r-15268*c^2*p^3*q*r-14649*c^2*p^2*q^2*r-4380*c^2*p*q^3*r-14608*b^3*c^2 *g*p^2-31071*c^3*g^2*p*r-15483*c^3*g^2*q*r-41195*c^3*g*p^2*r-11207*c^3*g*q^2*r-\ 35202*c^3*p^2*q*r-18888*c^3*p*q^2*r-10643*c^2*g^3*p*r-5130*c^2*g^3*q*r-1977*b*p ^3*q^2*r-802*b*p^2*q^3*r-10168*b^3*c^2*p^2*q-100*b*p*q^4*r-1960*b^3*c^2*p*q^2-\ 6768*b^3*c^2*g^2*p-1368*b^3*c^2*g^2*q-44696*c^4*g*p*r-22948*c^4*g*q*r-36172*c^4 *p*q*r-794*b*g^4*p*r-305*b*g^4*q*r-2425*b*g^3*p^2*r-358*b*g^3*q^2*r-3058*b*g^2* p^3*r-186*b*g^2*q^3*r-1552*b*g*p^4*r-49*b*g*q^4*r-528*b^3*c^2*g*q^2-1517*b*p^4* q*r-33504*b*c^4*g*r-53456*b*c^4*p*r-23744*b*c^4*q*r-23108*b*c^3*g^2*r-52388*b*c ^3*p^2*r-10306*b*c^3*q^2*r-8028*b*c^2*g^3*r-22676*b*c^2*p^3*r-17472*a^3*b^2*c^2 *q-1876*b*c^2*q^3*r-1424*b*c*g^4*r-4211*b*c*p^4*r-128*b*c*q^4*r-368*b^2*g^2*q^2 *r-1020*b^3*c*g^3*p-36928*a^3*b^2*c^2*p-4062*b^2*g*p^3*r-107*b^2*g*q^3*r-128*b^ 3*c*g^3*q-3106*b^2*p^3*q*r-1874*b^2*p^2*q^2*r-4236*b^3*c*g^2*p^2-289*b^2*p*q^3* r-1524*b^3*c*p^2*q^2-23248*b^2*c^3*g*r-42068*b^2*c^3*p*r-13960*b^2*c^3*q*r-76*b ^3*c*g^2*q^2-12014*b^2*c^2*g^2*r-33972*b^2*c^2*p^2*r-3412*b^2*c^2*q^2*r-5320*b^ 3*g*c*p^3-2824*b^2*c*g^3*r-10802*b^2*c*p^3*r-242*b^2*c*q^3*r-1800*b^2*g^3*p*r-\ 534*b^2*g^3*q*r-14848*a^3*b^2*c^2*g-4461*b^2*g^2*p^2*r-6212*b^3*c^2*g*r-14052*b ^3*c^2*p*r-2452*b^3*c^2*q*r-2182*b^3*c*g^2*r-8678*b^3*c*p^2*r-112*b^3*c*q^2*r-\ 1684*b^3*g^2*p*r-314*b^3*g^2*q*r-3124*b^3*g*p^2*r-94*b^3*g*q^2*r-1826*b^3*p^2*q *r-382*b^3*p*q^2*r-4000*b^3*c*p^3*q-328*a*p*q^4*r-412*b^4*c*g*r-1692*b^4*c*p*r+ 120*b^4*c*q*r-588*b^4*g*p*r-20*b^4*g*q*r-220*b^4*p*q*r-2999*a*g^3*p^2*r-1012*a* g^3*q^2*r-410*b^3*g*p^2*q^2-2853*a*g^2*p^3*r-691*a*g^2*q^3*r-859*a*g*p^4*r-204* a*g*q^4*r-1556*a*p^4*q*r-2884*a*p^3*q^2*r-1661*a*p^2*q^3*r-1822*b^3*g*p*q*r-\ 44656*b^2*c^2*g*p*r-13792*b^2*c^2*g*q*r-29720*b^2*c^2*p*q*r-15605*b^2*c*g^2*p*r -4560*b^2*c*g^2*q*r-24815*b^2*c*g*p^2*r-2192*b^2*c*g*q^2*r-9804*b^3*c*g*p*r-\ 1626*b^3*c*g*q*r-5320*b^3*c*p*q*r-6741*a*g*p^3*q*r-7351*a*g*p^2*q^2*r-2283*a*g* p*q^3*r-6327*a*c*p*q^3*r-4175*a*g^3*p*q*r-8866*a*g^2*p^2*q*r-5031*a*g^2*p*q^2*r -13757*a*c*g^3*p*r-7774*a*c*g^3*q*r-25575*a*c*g^2*p^2*r-8836*a*c*g^2*q^2*r-\ 16629*a*c*g*p^3*r-3994*a*c*g*q^3*r-17825*a*c*p^3*q*r-19347*a*c*p^2*q^2*r-94584* a*c^3*p*q*r-58998*a*c^2*g^2*p*r-33741*a*c^2*g^2*q*r-72110*a*c^2*g*p^2*r-25495*a *c^2*g*q^2*r-65605*a*c^2*p^2*q*r-38993*a*c^2*p*q^2*r-8959*a*b*p^3*q*r-8079*a*b* p^2*q^2*r-2141*a*b*p*q^3*r-111758*a*c^3*g*p*r-64728*a*c^3*g*q*r-25472*a*b*c^2*q ^2*r-12048*a*b*c*g^3*r-25938*a*b*c*p^3*r-3638*a*b*c*q^3*r-6285*a*b*g^3*p*r-3051 *a*b*g^3*q*r-12878*a*b*g^2*p^2*r-3149*a*b*g^2*q^2*r-9588*a*b*g*p^3*r-1293*a*b*g *q^3*r-2842*a*b^2*g*q^2*r-12283*a*b^2*p^2*q*r-4837*a*b^2*p*q^2*r-93392*a*b*c^3* g*r-138436*a*b*c^3*p*r-70244*a*b*c^3*q*r-49908*a*b*c^2*g^2*r-96698*a*b*c^2*p^2* r-2538*a*b^3*g*q*r-4444*a*b^3*p*q*r-52772*a*b^2*c^2*g*r-85736*a*b^2*c^2*p*r-\ 35596*a*b^2*c^2*q*r-19086*a*b^2*c*g^2*r-44058*a*b^2*c*p^2*r-7746*a*b^2*c*q^2*r-\ 10989*a*b^2*g^2*p*r-4528*a*b^2*g^2*q*r-16287*a*b^2*g*p^2*r-9785*a^2*g*p*q^2*r-\ 11344*a*b^3*c*g*r-20656*a*b^3*c*p*r-6596*a*b^3*c*q*r-7300*a*b^3*g*p*r-39420*a^2 *c*g*p^2*r-18502*a^2*c*g*q^2*r-39269*a^2*c*p^2*q*r-26355*a^2*c*p*q^2*r-11735*a^ 2*g^2*p*q*r-14617*a^2*g*p^2*q*r-18873*a^2*b*p^2*q*r-10651*a^2*b*p*q^2*r-100970* a^2*c^2*g*p*r-65888*a^2*c^2*g*q*r-90036*a^2*c^2*p*q*r-35986*a^2*c*g^2*p*r-23400 *a^2*c*g^2*q*r-93700*a^2*b*c^2*g*r-130008*a^2*b*c^2*p*r-73992*a^2*b*c^2*q*r-\ 34210*a^2*b*c*g^2*r-56926*a^2*b*c*p^2*r-19372*a^2*b*c*q^2*r-17114*a^2*b*g^2*p*r -9532*a^2*b*g^2*q*r-21034*a^2*b*g*p^2*r-7018*a^2*b*g*q^2*r-28508*a^3*c*g*q*r-\ 36456*a^3*c*p*q*r-13310*a^3*g*p*q*r-37360*a^2*b^2*c*g*r-56284*a^2*b^2*c*p*r-\ 26904*a^2*b^2*c*q*r-20496*a^2*b^2*g*p*r-9742*a^2*b^2*g*q*r-15376*a^2*b^2*p*q*r-\ 40096*a^3*b*c*g*r-52044*a^3*b*c*p*r-32992*a^3*b*c*q*r-19210*a^3*b*g*p*r-11944*a ^3*b*g*q*r-16636*a^3*b*p*q*r-38434*a^3*c*g*p*r-39476*a*c^3*g^2*r-66688*a*c^3*p^ 2*r-24058*a*c^3*q^2*r-13986*a*c^2*g^3*r-23548*a*c^2*p^3*r-5682*a*c^2*q^3*r-92*b ^3*g^2*p*q^2-2538*a*c*g^4*r-2955*a*c*p^4*r-590*a*c*q^4*r-1203*a*g^4*p*r-677*a*g ^4*q*r-736*a*b^3*q^2*r-49440*a*b^2*c^3*r-2354*a*b^2*g^3*r-6678*a*b^2*p^3*r-530* a*b^2*q^3*r-65824*a*b*c^4*r-1107*a*b*g^4*r-2073*a*b*p^4*r-176*a*b*q^4*r-56328*a *c^4*g*r-78332*a*c^4*p*r-45852*a*c^4*q*r-4927*a^2*p^3*q*r-6252*a^2*p^2*q^2*r-\ 2268*a^2*p*q^3*r-1872*a*b^4*c*r-788*a*b^4*g*r-1420*a*b^4*p*r-456*a*b^4*q*r-\ 15664*a*b^3*c^2*r-2146*a*b^3*g^2*r-6022*a*b^3*p^2*r-38666*a^2*c^2*g^2*r-55104*a ^2*c^2*p^2*r-25594*a^2*c^2*q^2*r-9388*a^2*c*g^3*r-10844*a^2*c*p^3*r-4276*a^2*c* q^3*r-4285*a^2*g^3*p*r-2771*a^2*g^3*q*r-6971*a^2*g^2*p^2*r-3309*a^2*g^2*q^2*r-\ 3514*a^2*g*p^3*r-1555*a^2*g*q^3*r-11792*a^2*b^3*c*r-4372*a^2*b^3*g*r-7148*a^2*b ^3*p*r-2880*a^2*b^3*q*r-51232*a^2*b^2*c^2*r-6920*a^2*b^2*g^2*r-13910*a^2*b^2*p^ 2*r-3310*a^2*b^2*q^2*r-86544*a^2*b*c^3*r-4218*a^2*b*g^3*r-6754*a^2*b*p^3*r-1506 *a^2*b*q^3*r-72080*a^2*c^3*g*r-93844*a^2*c^3*p*r-61352*a^2*c^3*q*r-53328*a^3*c^ 2*p*r-39428*a^3*c^2*q*r-16162*a^3*c*g^2*r-18170*a^3*c*p^2*r-11698*a^3*c*q^2*r-\ 6943*a^3*g^2*p*r-5120*a^3*g^2*q*r-6277*a^3*g*p^2*r-4312*a^3*g*q^2*r-7384*a^3*p^ 2*q*r-5776*a^3*p*q^2*r-144*b^3*g^3*p*q-7432*a^4*b*p*r-1288*b^3*g*p^3*q-5180*a^4 *b*q*r-13012*a^4*c*g*r-13916*a^4*c*p*r-11996*a^4*c*q*r-5030*a^4*g*p*r-4324*a^4* g*q*r-5164*a^4*p*q*r-22544*a^3*b^2*c*r-8308*a^3*b^2*g*r-11976*a^3*b^2*p*r-6276* a^3*b^2*q*r-54688*a^3*b*c^2*r-7430*a^3*b*g^2*r-10376*a^3*b*p^2*r-4670*a^3*b*q^2 *r-44340*a^3*c^2*g*r-852*b^3*g^2*p^2*q-16592*a^4*b*c*r-6196*a^4*b*g*r+8*g*p^2*q ^4*r+2*g*p*q^5*r+2*g^2*p*q^4*r+116*g*p^5*q*r+77*g*p^4*q^2*r+20*g*p^3*q^3*r-180* g^3*p^2*q^2*r-2624*a^3*b^2*c*g^2+14960*a^3*b^2*c*g-26*g^3*p*q^3*r-19712*a^3*b^2 *c*p^2-160*a^3*b^2*c*p+90*g^2*p^4*q*r-89*g^2*p^3*q^2*r-58*g^2*p^2*q^3*r-41*g^5* p*q*r-137*g^4*p^2*q*r-59*g^4*p*q^2*r-4272*a^3*b^2*c*q^2+7568*a^3*b^2*c*q-90*g^3 *p^3*q*r+351*c*p^5*q*r+346*c*p^4*q^2*r+152*c*p^3*q^3*r+30*c*p^2*q^4*r+c*p*q^5*r -121*c*g^5*p*r-22*c*g^5*q*r-221*c*g^4*p^2*r-5*c*g^4*q^2*r+244*c*g^3*p^3*r+37*c* g^3*q^3*r+827*c*g^2*p^4*r+33*c*g^2*q^4*r+604*c*g*p^5*r+6*c*g*q^5*r+526*c^2*p^3* q^2*r-2288*a^3*b^2*g^2*p+22*c^2*p^2*q^3*r-13*c^2*p*q^4*r-5856*a^3*b^2*g*p^2+ 3184*a^3*b^2*g*p-188*p^5*q*r-480*p^4*q^2*r-397*p^3*q^3*r-121*p^2*q^4*r-13*p*q^5 *r-250*c*g^5*r-289*c*p^5*r-22*c*q^5*r-122*g^5*p*r-57*g^5*q*r-435*g^4*p^2*r-96*g ^4*q^2*r-320*a*b^5*c^2-656*g^3*p^3*r-80*g^3*q^3*r-398*g^2*p^4*r-34*g^2*q^4*r-67 *g*p^5*r-8*g*q^5*r-19280*b*c^5*r-102*b*g^5*r-242*b*p^5*r-17032*c^5*g*r-25212*c^ 5*p*r-13260*c^5*q*r-14612*c^4*g^2*r-28586*c^4*p^2*r-8226*c^4*q^2*r-6670*c^3*g^3 *r-14916*c^3*p^3*r-2446*c^3*q^3*r-1742*c^2*g^4*r-3542*c^2*p^4*r-357*c^2*q^4*r-\ 32016*a*c^5*r-187*a*g^5*r-27*a*p^5*r-22*a*q^5*r+96*b^5*c*r+8*b^5*g*r-40*b^5*p*r -552*b^4*c^2*r-100*b^4*g^2*r-636*b^4*p^2*r-6112*b^3*c^3*r-274*b^3*g^3*r-1570*b^ 3*p^3*r-16952*b^2*c^4*r-255*b^2*g^4*r-1135*b^2*p^4*r-1224*a^5*p*r-1328*a^5*q*r-\ 3576*a^4*b^2*r-17800*a^4*c^2*r-2420*a^4*g^2*r-1692*a^4*p^2*r-1936*a^4*q^2*r-\ 2688*a^3*b^3*r-41072*a^3*c^3*r-1998*a^3*g^3*r-1098*a^3*p^3*r-1040*a^3*q^3*r-840 *a^2*b^4*r-50680*a^2*c^4*r-870*a^2*g^4*r-324*a^2*p^4*r-233*a^2*q^4*r-96*a*b^5*r +31*p^6*q*r+52*p^5*q^2*r+40*p^4*q^3*r+13*p^3*q^4*r+p^2*q^5*r-1968*a^5*b*r-3872* a^5*c*r-1464*a^5*g*r+142*c*g^4*r^3-27*c*g^3*r^4-78*c*g^2*r^5+128*c*p^6*r-8*g^6* p*r+g^6*q*r-21*g^5*p^2*r+6*g^5*q^2*r+19*g^4*p^3*r+12*g^4*q^3*r+416*a*b^5*c+108* g^3*p^4*r+10*g^3*q^4*r+122*g^2*p^5*r+3*g^2*q^5*r+53*g*p^6*r-1432*c^4*g^3*r+5488 *c^4*g^2*r^2+4600*c^4*g*r^3+2184*c^4*p^3*r-304*c^4*q^3*r-474*c^3*g^4*r+2428*c^3 *g^3*r^2+3034*c^3*g^2*r^3+144*c^3*g*r^4+2047*c^3*p^4*r-23*c^3*q^4*r-87*c^2*g^5* r+625*c^2*g^4*r^2+960*c^2*g^3*r^3+9*c^2*g^2*r^4-237*c^2*g*r^5+775*c^2*p^5*r+c^2 *q^5*r-7*c*g^6*r+92*c*g^5*r^2-60494*b*c^2*g*p*q*r-20788*b*c*g^2*p*q*r-33325*b*c *g*p^2*q*r-14038*b*c*g*p*q^2*r-20536*b^2*c*g*p*q*r-28393*a*c*g*p*q^2*r-102564*a *c^2*g*p*q*r-36249*a*c*g^2*p*q*r-48747*a*c*g*p^2*q*r-14882*a*b*g^2*p*q*r-22135* a*b*g*p^2*q*r-10600*a*b*g*p*q^2*r-53292*a*b*c*g^2*p*r-25899*a*b*c*g^2*q*r-70954 *a*b*c*g*p^2*r-17887*a*b*c*g*q^2*r-59508*a*b*c*p^2*q*r-29736*a*b*c*p*q^2*r-\ 43792*a*b^2*c*p*q*r-15424*a*b^2*g*p*q*r-149498*a*b*c^2*g*p*r-74048*a*b*c^2*g*q* r-117736*a*b*c^2*p*q*r-28464*a^2*b*g*p*q*r-65638*a^2*c*g*p*q*r-61684*a*b^2*c*g* p*r-25086*a*b^2*c*g*q*r-94544*a^2*b*c*g*p*r-53074*a^2*b*c*g*q*r-78344*a^2*b*c*p *q*r+728*c*g*p^4*q*r-4*c*g*p^3*q^2*r-140*c*g*p^2*q^3*r-6*c*g*p*q^4*r-238*c*g^2* p^3*q*r-1033*c*g^2*p^2*q^2*r-245*c*g^2*p*q^3*r-539*c*g^4*p*q*r-1139*c*g^3*p^2*q *r-655*c*g^3*p*q^2*r-3327*c^2*g^2*p^2*q*r-2461*c^2*g^2*p*q^2*r+527*c^2*g*p^3*q* r-1702*c^2*g*p^2*q^2*r-599*c^2*g*p*q^3*r-3820*c^3*g*p*q^2*r-2717*c^2*g^3*p*q*r-\ 7804*c^4*g*p*q*r-6610*c^3*g^2*p*q*r-3884*c^3*g*p^2*q*r-11*b*g*p*q^4*r-59*b*g*p^ 4*q*r-361*b*g*p^3*q^2*r-160*b*g*p^2*q^3*r-893*b*g^3*p^2*q*r-331*b*g^3*p*q^2*r-\ 728*b*g^2*p^3*q*r-745*b*g^2*p^2*q^2*r-115*b*g^2*p*q^3*r-56*b*c*p*q^4*r-313*b*g^ 4*p*q*r-1126*b*c*g^2*p^3*r+b*c*g^2*q^3*r+593*b*c*g*p^4*r+11*b*c*g*q^4*r+258*b*c *p^4*q*r-432*b*c*p^3*q^2*r-330*b*c*p^2*q^3*r-1111*b*c*g^4*p*r-274*b*c*g^4*q*r-\ 2329*b*c*g^3*p^2*r-198*b*c*g^3*q^2*r-5700*b*c^2*g^3*p*r-2232*b*c^2*g^3*q*r-7983 *b*c^2*g^2*p^2*r-1677*b*c^2*g^2*q^2*r-1915*b*c^2*g*p^3*r-395*b*c^2*g*q^3*r-1683 *b*c^2*p^3*q*r-2893*b*c^2*p^2*q^2*r-881*b*c^2*p*q^3*r-14256*b*c^3*g^2*p*r-6990* b*c^3*g^2*q*r-11768*b*c^3*g*p^2*r-3722*b*c^3*g*q^2*r-8246*b*c^3*p^2*q*r-5196*b* c^3*p*q^2*r-17456*b*c^4*g*p*r-9784*b*c^4*g*q*r-11740*b*c^4*p*q*r-836*b^2*g*p^2* q^2*r-117*b^2*g*p*q^3*r-804*b^2*g^3*p*q*r-1767*b^2*g^2*p^2*q*r-557*b^2*g^2*p*q^ 2*r-1132*b^2*g*p^3*q*r-3099*b^2*c*g*p^3*r-83*b^2*c*g*q^3*r-2181*b^2*c*p^3*q*r-\ 1917*b^2*c*p^2*q^2*r-367*b^2*c*p*q^3*r-8588*b^2*c^2*p^2*q*r-3850*b^2*c^2*p*q^2* r-3336*b^2*c*g^3*p*r-856*b^2*c*g^3*q*r-5908*b^2*c*g^2*p^2*r-486*b^2*c*g^2*q^2*r -20768*b^2*c^3*g*p*r-8944*b^2*c^3*g*q*r-12660*b^2*c^3*p*q*r-12722*b^2*c^2*g^2*p *r-4604*b^2*c^2*g^2*q*r-13488*b^2*c^2*g*p^2*r-2078*b^2*c^2*g*q^2*r-838*b^3*g^2* p*q*r-1272*b^3*g*p^2*q*r-300*b^3*g*p*q^2*r-3276*b^3*c^2*g*q*r-5596*b^3*c^2*p*q* r-4182*b^3*c*g^2*p*r-974*b^3*c*g^2*q*r-5288*b^3*c*g*p^2*r-308*b^3*c*g*q^2*r-\ 3002*b^3*c*p^2*q*r-834*b^3*c*p*q^2*r-2112*b^4*c*g*p*r-364*b^4*c*g*q*r-804*b^4*c *p*q*r-308*b^4*g*p*q*r-10488*b^3*c^2*g*p*r-2511*b*c*g*p^3*q*r-3056*b*c*g*p^2*q^ 2*r-685*b*c*g*p*q^3*r-3349*b*c*g^3*p*q*r-5920*b*c*g^2*p^2*q*r-2730*b*c*g^2*p*q^ 2*r-12464*b*c^2*g*p^2*q*r-6752*b*c^2*g*p*q^2*r-20268*b*c^3*g*p*q*r-12645*b*c^2* g^2*p*q*r-16016*b^2*c^2*g*p*q*r-6439*b^2*c*g^2*p*q*r-7932*b^2*c*g*p^2*q*r-3054* b^2*c*g*p*q^2*r-4472*b^3*c*g*p*q*r-4108*a*c*g^2*p*q^2*r+922*a*c*g*p^3*q*r-2497* a*c*g*p^2*q^2*r-934*a*c*g*p*q^3*r-4630*a*c*g^3*p*q*r-4985*a*c*g^2*p^2*q*r-22300 *a*c^3*g*p*q*r-15559*a*c^2*g^2*p*q*r-7708*a*c^2*g*p^2*q*r-8568*a*c^2*g*p*q^2*r-\ 84608*a*b*c*g*p*q*r-18876*a*b*c*g*p^2*q*r-11061*a*b*c*g*p*q^2*r+499*a*g*p^4*q*r -15*a*g*p^3*q^2*r-112*a*g*p^2*q^3*r-a*g*p*q^4*r-901*a*g^3*p^2*q*r-611*a*g^3*p*q ^2*r-161*a*g^2*p^3*q*r-851*a*g^2*p^2*q^2*r-230*a*g^2*p*q^3*r+6*a*c*p*q^4*r-498* a*g^4*p*q*r-277*a*c*g^2*q^3*r+3222*a*c*g*p^4*r+7*a*c*g*q^4*r+1734*a*c*p^4*q*r+ 910*a*c*p^3*q^2*r+152*a*c*p^2*q^3*r-1361*a*c*g^4*p*r-782*a*c*g^4*q*r-1285*a*c*g ^3*p^2*r-834*a*c*g^3*q^2*r+2103*a*c*g^2*p^3*r-4352*a*c^2*g^3*q*r-3323*a*c^2*g^2 *p^2*r-3705*a*c^2*g^2*q^2*r+6467*a*c^2*g*p^3*r-985*a*c^2*g*q^3*r+3409*a*c^2*p^3 *q*r-871*a*c^2*p^2*q^2*r-773*a*c^2*p*q^3*r-14800*a*c^3*g^2*p*r-11490*a*c^3*g^2* q*r-2342*a*c^3*g*p^2*r-6608*a*c^3*g*q^2*r-2346*a*c^3*p^2*q*r-5460*a*c^3*p*q^2*r -6436*a*c^2*g^3*p*r-16480*a*c^4*g*p*r-14680*a*c^4*g*q*r-11436*a*c^4*p*q*r+597*a *b*g*p^4*r+11*a*b*g*q^4*r+214*a*b*p^4*q*r-298*a*b*p^3*q^2*r-258*a*b*p^2*q^3*r-\ 52*a*b*p*q^4*r+3001*a*b*c*g^3*r^2+5027*a*b*c*g^2*r^3+444*a*b*c*g*r^4+1746*a*b*c *p^4*r-70*a*b*c*q^4*r-925*a*b*g^4*p*r-365*a*b*g^4*q*r-1665*a*b*g^3*p^2*r-325*a* b*g^3*q^2*r-559*a*b*g^2*p^3*r-67*a*b*g^2*q^3*r-30656*a*b*c^4*g*r-30096*a*b*c^4* p*r-20072*a*b*c^4*q*r-24052*a*b*c^3*g^2*r+27604*a*b*c^3*g*r^2-16588*a*b*c^3*p^2 *r-8628*a*b*c^3*q^2*r-9236*a*b*c^2*g^3*r+13370*a*b*c^2*g^2*r^2+14870*a*b*c^2*g* r^3-424*a*b*c^2*p^3*r-1390*a*b*c^2*q^3*r-1705*a*b*c*g^4*r-1619*a*b^2*p^3*q*r-\ 1591*a*b^2*p^2*q^2*r-335*a*b^2*p*q^3*r-4546*a*b^2*c*g^3*r+3694*a*b^2*c*g^2*r^2+ 5282*a*b^2*c*g*r^3-4022*a*b^2*c*p^3*r-460*a*b^2*c*q^3*r-2644*a*b^2*g^3*p*r-894* a*b^2*g^3*q*r-4326*a*b^2*g^2*p^2*r-536*a*b^2*g^2*q^2*r-2065*a*b^2*g*p^3*r-75*a* b^2*g*q^3*r-742*a*b^3*p*q^2*r-31464*a*b^2*c^3*g*r-36896*a*b^2*c^3*p*r-19000*a*b ^2*c^3*q*r-18352*a*b^2*c^2*g^2*r+11564*a*b^2*c^2*g*r^2-21464*a*b^2*c^2*p^2*r-\ 5440*a*b^2*c^2*q^2*r-14024*a*b^3*c^2*g*r-19296*a*b^3*c^2*p*r-7376*a*b^3*c^2*q*r -5272*a*b^3*c*g^2*r+1688*a*b^3*c*g*r^2-9104*a*b^3*c*p^2*r-1012*a*b^3*c*q^2*r-\ 3262*a*b^3*g^2*p*r-886*a*b^3*g^2*q*r-4000*a*b^3*g*p^2*r-268*a*b^3*g*q^2*r-2450* a*b^3*p^2*q*r-2488*a*b^4*c*g*r-4128*a*b^4*c*p*r-928*a*b^4*c*q*r-1656*a*b^4*g*p* r-300*a*b^4*g*q*r-692*a*b^4*p*q*r-2514*a*b*g*p^2*q^2*r-583*a*b*g*p*q^3*r-2850*a *b*g^3*p*q*r-4618*a*b*g^2*p^2*q*r-2374*a*b*g^2*p*q^2*r-1839*a*b*g*p^3*q*r-2198* a*b*c*p^3*q*r-4416*a*b*c*p^2*q^2*r-1422*a*b*c*p*q^3*r-9129*a*b*c*g^3*p*r-4449*a *b*c*g^3*q*r-11354*a*b*c*g^2*p^2*r-3420*a*b*c*g^2*q^2*r-1833*a*b*c*g*p^3*r-820* a*b*c*g*q^3*r-33060*a*b*c^2*g^2*p*r-18422*a*b*c^2*g^2*q*r-24578*a*b*c^2*g*p^2*r -9866*a*b*c^2*g*q^2*r-17774*a*b*c^2*p^2*q*r-12144*a*b*c^2*p*q^2*r-52052*a*b*c^3 *g*p*r-32004*a*b*c^3*g*q*r-34968*a*b*c^3*p*q*r-5279*a*b^2*g^2*p*q*r-6268*a*b^2* g*p^2*q*r-2560*a*b^2*g*p*q^2*r-29740*a*b^2*c^2*p*q*r-19642*a*b^2*c*g^2*p*r-8128 *a*b^2*c*g^2*q*r-19656*a*b^2*c*g*p^2*r-3738*a*b^2*c*g*q^2*r-13266*a*b^2*c*p^2*q *r-6352*a*b^2*c*p*q^2*r-16104*a*b^3*c*g*p*r-5384*a*b^3*c*g*q*r-9032*a*b^3*c*p*q *r-3624*a*b^3*g*p*q*r-47236*a*b^2*c^2*g*p*r-22180*a*b^2*c^2*g*q*r-12634*a^2*c*g ^2*p*q*r-5946*a^2*c*g*p^2*q*r-7053*a^2*c*g*p*q^2*r-25778*a^2*c^2*g*p*q*r-8364*a ^2*b*g^2*p*q*r-7200*a^2*b*g*p^2*q*r-4745*a^2*b*g*p*q^2*r-39984*a^2*b*c^2*p*q*r-\ 24882*a^2*b*c*g^2*p*r-16470*a^2*b*c*g^2*q*r-16168*a^2*b*c*g*p^2*r-9014*a^2*b*c* g*q^2*r-13160*a^2*b*c*p^2*q*r-9736*a^2*b*c*p*q^2*r-35684*a^2*b^2*c*g*p*r-19328* a^2*b^2*c*g*q*r-23612*a^2*b^2*c*p*q*r-10430*a^2*b^2*g*p*q*r-57892*a^2*b*c^2*g*p *r-40304*a^2*b*c^2*g*q*r-9716*a^3*b*g*p*q*r-13480*a^3*c*g*p*q*r-420*a^2*g*p*q^3 *r-1950*a^2*g^3*p*q*r-1919*a^2*g^2*p^2*q*r-1820*a^2*g^2*p*q^2*r+249*a^2*g*p^3*q *r-1095*a^2*g*p^2*q^2*r+2083*a^2*c*p^3*q*r-709*a^2*c*p^2*q^2*r-515*a^2*c*p*q^3* r-5966*a^2*c^2*p*q^2*r-5001*a^2*c*g^3*p*r-4157*a^2*c*g^3*q*r-1787*a^2*c*g^2*p^2 *r-3581*a^2*c*g^2*q^2*r+5100*a^2*c*g*p^3*r-947*a^2*c*g*q^3*r-24332*a^2*c^3*g*p* r-23628*a^2*c^3*g*q*r-16180*a^2*c^3*p*q*r-17022*a^2*c^2*g^2*p*r-15074*a^2*c^2*g ^2*q*r-1702*a^2*c^2*g*p^2*r-8440*a^2*c^2*g*q^2*r-2510*a^2*c^2*p^2*q*r-44*a^2*b* g*p^3*r-449*a^2*b*g*q^3*r-797*a^2*b*p^3*q*r-1745*a^2*b*p^2*q^2*r-573*a^2*b*p*q^ 3*r-10864*a^2*b*c^2*q^2*r-8024*a^2*b*c*g^3*r+7476*a^2*b*c*g^2*r^2+10426*a^2*b*c *g*r^3+606*a^2*b*c*p^3*r-1246*a^2*b*c*q^3*r-3463*a^2*b*g^3*p*r-2167*a^2*b*g^3*q *r-3641*a^2*b*g^2*p^2*r-1765*a^2*b*g^2*q^2*r-1852*a^2*b^2*g*q^2*r+2070*a^2*b^2* g*q*r^2-5094*a^2*b^2*p^2*q*r-2686*a^2*b^2*p*q^2*r-48912*a^2*b*c^3*g*r-43488*a^2 *b*c^3*p*r-31960*a^2*b*c^3*q*r-30012*a^2*b*c^2*g^2*r+23680*a^2*b*c^2*g*r^2-\ 16256*a^2*b*c^2*p^2*r-2524*a^2*b^3*g*q*r-3772*a^2*b^3*p*q*r-38224*a^2*b^2*c^2*g *r-41248*a^2*b^2*c^2*p*r-23720*a^2*b^2*c^2*q*r-15392*a^2*b^2*c*g^2*r+6312*a^2*b ^2*c*g*r^2-14980*a^2*b^2*c*p^2*r-4900*a^2*b^2*c*q^2*r-7496*a^2*b^2*g^2*p*r-3796 *a^2*b^2*g^2*q*r-6872*a^2*b^2*g*p^2*r-11712*a^2*b^3*c*g*r-14920*a^2*b^3*c*p*r-\ 6512*a^2*b^3*c*q*r-6296*a^2*b^3*g*p*r-1820*a^3*c*p^2*q*r-3398*a^3*c*p*q^2*r-\ 3299*a^3*g^2*p*q*r-1534*a^3*g*p^2*q*r-2063*a^3*g*p*q^2*r-17008*a^3*c^2*g*p*r-\ 19280*a^3*c^2*g*q*r-12584*a^3*c^2*p*q*r-7694*a^3*c*g^2*p*r-8540*a^3*c*g^2*q*r+ 466*a^3*c*g*p^2*r-4974*a^3*c*g*q^2*r-30344*a^3*b*c^2*p*r-25528*a^3*b*c^2*q*r-\ 15636*a^3*b*c*g^2*r+8004*a^3*b*c*g*r^2-6164*a^3*b*c*p^2*r-6168*a^3*b*c*q^2*r-\ 5662*a^3*b*g^2*p*r-4726*a^3*b*g^2*q*r-2822*a^3*b*g*p^2*r-2750*a^3*b*g*q^2*r-\ 3272*a^3*b*p^2*q*r-2696*a^3*b*p*q^2*r-2466*a^4*g*p*q*r-20016*a^3*b^2*c*g*r-\ 19776*a^3*b^2*c*p*r-13112*a^3*b^2*c*q*r-8552*a^3*b^2*g*p*r-5548*a^3*b^2*g*q*r-\ 6196*a^3*b^2*p*q*r-37664*a^3*b*c^2*g*r-13360*a^4*b*c*g*r-9456*a^4*b*c*p*r-9952* a^4*b*c*q*r-3956*a^4*b*g*p*r-4400*a^4*b*g*q*r-3796*a^4*b*p*q*r-4712*a^4*c*g*p*r -7568*a^4*c*g*q*r-4928*a^4*c*p*q*r+1315*c*g*p^3*q^3*r+370*c*g*p^2*q^4*r+24*c*g* p*q^5*r+781*c*g*p^5*q*r+1683*c*g*p^4*q^2*r+1699*c*g^2*p^4*q*r+2486*c*g^2*p^3*q^ 2*r+1216*c*g^2*p^2*q^3*r+167*c*g^2*p*q^4*r+773*c*g^4*p^2*q*r+338*c*g^4*p*q^2*r+ 1710*c*g^3*p^3*q*r+1527*c*g^3*p^2*q^2*r+371*c*g^3*p*q^3*r+123*c*g^5*p*q*r+3583* c^2*g*p^2*q^3*r+548*c^2*g*p*q^4*r-26820*a^3*b*c*g*p*r-22292*a^3*b*c*g*q*r-20440 *a^3*b*c*p*q*r+1932*c^2*g^2*p*q^3*r+4947*c^2*g*p^4*q*r+7143*c^2*g*p^3*q^2*r+ 1346*c^2*g^4*p*q*r+5268*c^2*g^3*p^2*q*r+2559*c^2*g^3*p*q^2*r+7856*c^2*g^2*p^3*q *r+7191*c^2*g^2*p^2*q^2*r+15268*c^3*g*p^3*q*r+14132*c^3*g*p^2*q^2*r+4016*c^3*g* p*q^3*r+6536*c^3*g^3*p*q*r+16544*c^3*g^2*p^2*q*r+8510*c^3*g^2*p*q^2*r+19504*c^5 *g*p*q*r+16032*c^4*g^2*p*q*r+24496*c^4*g*p^2*q*r+13028*c^4*g*p*q^2*r+645*b*g*p^ 4*q^2*r+398*b*g*p^3*q^3*r+68*b*g*p^2*q^4*r+20*b*g^2*p*q^4*r+368*b*g*p^5*q*r+721 *b*g^2*p^4*q*r+859*b*g^2*p^3*q^2*r+315*b*g^2*p^2*q^3*r+228*b*g^4*p^2*q*r+68*b*g ^4*p*q^2*r+630*b*g^3*p^3*q*r+447*b*g^3*p^2*q^2*r+68*b*g^3*p*q^3*r+20*b*g^5*p*q* r+961*b*c*g*p^5*r+1036*b*c*p^5*q*r+1776*b*c*p^4*q^2*r+1108*b*c*p^3*q^3*r+202*b* c*p^2*q^4*r+94*b*c*g^5*p*r+20*b*c*g^5*q*r+807*b*c*g^4*p^2*r+68*b*c*g^4*q^2*r+ 1979*b*c*g^3*p^3*r+68*b*c*g^3*q^3*r+2061*b*c*g^2*p^4*r+20*b*c*g^2*q^4*r+1960*b* c*g*p^2*q^3*r+166*b*c*g*p*q^4*r+4252*b*c*g*p^4*q*r+5085*b*c*g*p^3*q^2*r+3502*b* c*g^3*p^2*q*r+1309*b*c*g^3*p*q^2*r+6065*b*c*g^2*p^3*q*r+4542*b*c*g^2*p^2*q^2*r+ 864*b*c*g^2*p*q^3*r+681*b*c*g^4*p*q*r+17668*b*c^2*g^2*p^2*q*r+7329*b*c^2*g^2*p* q^2*r+18224*b*c^2*g*p^3*q*r+14016*b*c^2*g*p^2*q^2*r+2958*b*c^2*g*p*q^3*r+5892*b *c^2*g^3*p*q*r+34176*b*c^4*g*p*q*r+21172*b*c^3*g^2*p*q*r+36468*b*c^3*g*p^2*q*r+ 15992*b*c^3*g*p*q^2*r+434*b^2*c*g*p*q^3*r+5184*b^2*c*g^2*p^2*q*r+1531*b^2*c*g^2 *p*q^2*r+6160*b^2*c*g*p^3*q*r+3654*b^2*c*g*p^2*q^2*r+5624*b^2*c^2*g*p*q^2*r+ 1324*b^2*c*g^3*p*q*r+19856*b^2*c^3*g*p*q*r+8444*b^2*c^2*g^2*p*q*r+17124*b^2*c^2 *g*p^2*q*r+1048*b^3*c*g^2*p*q*r+2788*b^3*c*g*p^2*q*r+524*b^3*c*g*p*q^2*r+280*b^ 4*c*g*p*q*r+4376*b^3*c^2*g*p*q*r+5373*a*c*g*p^4*q*r+8914*a*c*g*p^3*q^2*r+5095*a *c*g*p^2*q^3*r+918*a*c*g*p*q^4*r+8741*a*c*g^2*p^3*q*r+9142*a*c*g^2*p^2*q^2*r+ 2852*a*c*g^2*p*q^3*r+1535*a*c*g^4*p*q*r+5954*a*c*g^3*p^2*q*r+3348*a*c*g^3*p*q^2 *r+26400*a*c^2*g*p^3*q*r+27494*a*c^2*g*p^2*q^2*r+8890*a*c^2*g*p*q^3*r+11604*a*c ^2*g^3*p*q*r+29048*a*c^2*g^2*p^2*q*r+16907*a*c^2*g^2*p*q^2*r+58980*a*c^3*g*p^2* q*r+34976*a*c^3*g*p*q^2*r-47194*a*b*c^2*g*p*q*r-20469*a*b*c*g^2*p*q*r-37410*a^2 *b*c*g*p*q*r-25526*a*b^2*c*g*p*q*r+60736*a*c^4*g*p*q*r+39036*a*c^3*g^2*p*q*r+ 1500*a*b*g*p^2*q^3*r+158*a*b*g*p*q^4*r+692*a*b*g^2*p*q^3*r+2404*a*b*g*p^4*q*r+ 3302*a*b*g*p^3*q^2*r+1984*a*b*g^3*p^2*q*r+892*a*b*g^3*p*q^2*r+3466*a*b*g^2*p^3* q*r+2990*a*b*g^2*p^2*q^2*r+378*a*b*g^4*p*q*r+7006*a*b*c*p^4*q*r+9466*a*b*c*p^3* q^2*r+4378*a*b*c*p^2*q^3*r+516*a*b*c*p*q^4*r+1329*a*b*c*g^4*p*r+603*a*b*c*g^4*q *r+6319*a*b*c*g^3*p^2*r+1307*a*b*c*g^3*q^2*r+10099*a*b*c*g^2*p^3*r+926*a*b*c*g^ 2*q^3*r+6417*a*b*c*g*p^4*r+188*a*b*c*g*q^4*r+27778*a*b*c^2*p^2*q^2*r+7188*a*b*c ^2*p*q^3*r+11926*a*b*c^2*g^3*p*r+5750*a*b*c^2*g^3*q*r+33152*a*b*c^2*g^2*p^2*r+ 7878*a*b*c^2*g^2*q^2*r+31814*a*b*c^2*g*p^3*r+3412*a*b*c^2*g*q^3*r+31672*a*b*c^2 *p^3*q*r+44340*a*b*c^3*g^2*p*r+22572*a*b*c^3*g^2*q*r+71284*a*b*c^3*g*p^2*r+ 18372*a*b*c^3*g*q^2*r+66752*a*b*c^3*p^2*q*r+33880*a*b*c^3*p*q^2*r+73896*a*b*c^4 *g*p*r+38984*a*b*c^4*g*q*r+66016*a*b*c^4*p*q*r+1113*a*b^2*g^2*p*q^2*r+3770*a*b^ 2*g*p^3*q*r+2614*a*b^2*g*p^2*q^2*r+386*a*b^2*g*p*q^3*r+766*a*b^2*g^3*p*q*r+3112 *a*b^2*g^2*p^2*q*r+1546*a*b^2*c*g^2*q^2*r+12278*a*b^2*c*g*p^3*r+472*a*b^2*c*g*q ^3*r+11404*a*b^2*c*p^3*q*r+8102*a*b^2*c*p^2*q^2*r+1328*a*b^2*c*p*q^3*r+33624*a* b^2*c^2*p^2*q*r+13492*a*b^2*c^2*p*q^2*r+2994*a*b^2*c*g^3*p*r+1178*a*b^2*c*g^3*q *r+10960*a*b^2*c*g^2*p^2*r+48664*a*b^2*c^3*g*p*r+21512*a*b^2*c^3*g*q*r+41552*a* b^2*c^3*p*q*r+19944*a*b^2*c^2*g^2*p*r+8344*a*b^2*c^2*g^2*q*r+37812*a*b^2*c^2*g* p^2*r+6168*a*b^2*c^2*g*q^2*r+1812*a*b^3*g*p^2*q*r+420*a*b^3*g*p*q^2*r+7464*a*b^ 3*c*g*p^2*r+536*a*b^3*c*g*q^2*r+6192*a*b^3*c*p^2*q*r+1592*a*b^3*c*p*q^2*r+640*a *b^3*g^2*p*q*r+184*a*b^4*g*p*q*r+13200*a*b^3*c^2*g*p*r+4448*a*b^3*c^2*g*q*r+ 10480*a*b^3*c^2*p*q*r+3008*a*b^3*c*g^2*p*r+944*a*b^3*c*g^2*q*r+1280*a*b^4*c*g*p *r+256*a*b^4*c*g*q*r+864*a*b^4*c*p*q*r+13922*a^2*c*g*p^3*q*r+16725*a^2*c*g*p^2* q^2*r+6238*a^2*c*g*p*q^3*r+6188*a^2*c*g^3*p*q*r+15549*a^2*c*g^2*p^2*q*r+10443*a ^2*c*g^2*p*q^2*r+32916*a^2*c^2*g^2*p*q*r+49506*a^2*c^2*g*p^2*q*r+33240*a^2*c^2* g*p*q^2*r+70912*a^2*c^3*g*p*q*r+1770*a^2*b*g*p*q^3*r+5645*a^2*b*g^2*p^2*q*r+ 3187*a^2*b*g^2*p*q^2*r+5856*a^2*b*g*p^3*q*r+5925*a^2*b*g*p^2*q^2*r+5460*a^2*b*c *p*q^3*r+1786*a^2*b*g^3*p*q*r+3162*a^2*b*c*g^3*q*r+16564*a^2*b*c*g^2*p^2*r+5288 *a^2*b*c*g^2*q^2*r+15878*a^2*b*c*g*p^3*r+2684*a^2*b*c*g*q^3*r+17908*a^2*b*c*p^3 *q*r+17904*a^2*b*c*p^2*q^2*r+55996*a^2*b*c^2*g*p^2*r+18668*a^2*b*c^2*g*q^2*r+ 58896*a^2*b*c^2*p^2*q*r+33896*a^2*b*c^2*p*q^2*r+5566*a^2*b*c*g^3*p*r+79656*a^2* b*c^3*g*p*r+47112*a^2*b*c^3*g*q*r+80048*a^2*b*c^3*p*q*r+33868*a^2*b*c^2*g^2*p*r +19692*a^2*b*c^2*g^2*q*r+2844*a^2*b^2*g^2*p*q*r+6198*a^2*b^2*g*p^2*q*r+2848*a^2 *b^2*g*p*q^2*r+9672*a^2*b^2*c*g^2*p*r+4816*a^2*b^2*c*g^2*q*r+19908*a^2*b^2*c*g* p^2*r+4432*a^2*b^2*c*g*q^2*r+20280*a^2*b^2*c*p^2*q*r+9548*a^2*b^2*c*p*q^2*r+ 6704*a^2*b^3*c*p*q*r+1704*a^2*b^3*g*p*q*r+38728*a^2*b^2*c^2*g*p*r+19672*a^2*b^2 *c^2*g*q*r+38512*a^2*b^2*c^2*p*q*r+6720*a^2*b^3*c*g*p*r+2752*a^2*b^3*c*g*q*r+ 16608*a^3*c*g*p^2*q*r+12984*a^3*c*g*p*q^2*r+37816*a^3*c^2*g*p*q*r+10956*a^3*c*g ^2*p*q*r+3488*a^3*b*g^2*p*q*r+6444*a^3*b*g*p^2*q*r+4336*a^3*b*g*p*q^2*r+9972*a^ 3*b*c*g^2*p*r+6556*a^3*b*c*g^2*q*r+17540*a^3*b*c*g*p^2*r+7780*a^3*b*c*g*q^2*r+ 21192*a^3*b*c*p^2*q*r+14048*a^3*b*c*p*q^2*r+14480*a^3*b^2*c*p*q*r+3904*a^3*b^2* g*p*q*r+38472*a^3*b*c^2*g*p*r+25736*a^3*b*c^2*g*q*r+44848*a^3*b*c^2*p*q*r+2992* a^4*b*g*p*q*r+8744*a^4*c*g*p*q*r+11992*a^3*b^2*c*g*p*r+6968*a^3*b^2*c*g*q*r+ 7928*a^4*b*c*g*p*r+5928*a^4*b*c*g*q*r+11184*a^4*b*c*p*q*r+18849*a*b*c*g*p^2*q^2 *r+4680*a*b*c*g*p*q^3*r+6956*a*b*c*g^3*p*q*r+20937*a*b*c*g^2*p^2*q*r+10046*a*b* c*g^2*p*q^2*r+21550*a*b*c*g*p^3*q*r+86000*a*b*c^3*g*p*q*r+38896*a*b*c^2*g^2*p*q *r+66906*a*b*c^2*g*p^2*q*r+33284*a*b*c^2*g*p*q^2*r+8264*a*b^2*c*g*p*q^2*r+38256 *a*b^2*c^2*g*p*q*r+10440*a*b^2*c*g^2*p*q*r+21482*a*b^2*c*g*p^2*q*r+5792*a*b^3*c *g*p*q*r+21716*a^2*b*c*g^2*p*q*r+37954*a^2*b*c*g*p^2*q*r+21732*a^2*b*c*g*p*q^2* r+22592*a^2*b^2*c*g*p*q*r+75616*a^2*b*c^2*g*p*q*r+26688*a^3*b*c*g*p*q*r-80*a*b^ 4*c*g*p*r^2+44880*a*b*c^3*g*q*x+254592*a*b*c^3*p*q*x+31404*a*b*c^2*g^2*p*x-\ 20124*a*b*c^2*g^2*q*x+188568*a*b*c^2*g*p^2*x+412008*a*b*c^2*g*p*x^2+21672*a*b*c ^2*g*q^2*x+412008*a*b*c^2*g*q*x^2+237360*a*b*c^2*p^2*q*x+122784*a*b*c^2*p*q^2*x +362784*a*b*c^2*p*q*x^2-8754*a*b*c*g^3*p*x-15918*a*b*c*g^3*q*x+42738*a*b*c*g^2* p^2*x+168876*a*b*c*g^2*p*x^2-3906*a*b*c*g^2*q^2*x+168876*a*b*c*g^2*q*x^2+73974* a*b*c*g*p^3*x+132828*a*b*c*g*p^2*x^2+4722*a*b*c*g*q^3*x+132828*a*b*c*g*q^2*x^2+ 85632*a*b*c*p^3*q*x+80064*a*b*c*p^2*q^2*x+119520*a*b*c*p^2*q*x^2+23904*a*b*c*p* q^3*x+119520*a*b*c*p*q^2*x^2-4992*a*b*g^3*p*q*x+11520*a*b*g^2*p^2*q*x+2232*a*b* g^2*p*q^2*x+64632*a*b*g^2*p*q*x^2+25008*a*b*g*p^3*q*x+20664*a*b*g*p^2*q^2*x+ 53052*a*b*g*p^2*q*x^2+5472*a*b*g*p*q^3*x+53052*a*b*g*p*q^2*x^2+72468*a^2*b*c*g* p^2*x+239256*a^2*b*c*g*p*x^2-4800*a^2*b*c*g*q^2*x+259512*a^2*b*c*g*q*x^2+106224 *a^2*b*c*p^2*q*x+55644*a^2*b*c*p*q^2*x+221184*a^2*b*c*p*q*x^2-10650*a^2*b*g^2*p *q*x+22296*a^2*b*g*p^2*q*x+6990*a^2*b*g*p*q^2*x+93912*a^2*b*g*p*q*x^2+132924*a^ 2*c^2*g*p*q*x+18402*a^2*c*g^2*p*q*x+87048*a^2*c*g*p^2*q*x+51030*a^2*c*g*p*q^2*x +147360*a^2*c*g*p*q*x^2-39168*a*b^3*c*g*p*x-37824*a*b^3*c*g*q*x-12072*a*b^3*c*p *q*x-14220*a*b^3*g*p*q*x+11856*a*b^2*c^2*g*p*x-49104*a*b^2*c^2*g*q*x+78552*a*b^ 2*c^2*p*q*x-31524*a*b^2*c*g^2*p*x-38988*a*b^2*c*g^2*q*x+42336*a*b^2*c*g*p^2*x+ 259512*a*b^2*c*g*p*x^2-13908*a*b^2*c*g*q^2*x+239256*a*b^2*c*g*q*x^2+67908*a*b^2 *c*p^2*q*x+20640*a*b^2*c*p*q^2*x+221184*a*b^2*c*p*q*x^2-13326*a*b^2*g^2*p*q*x+ 10146*a*b^2*g*p^2*q*x-1200*a*b^2*g*p*q^2*x+93912*a*b^2*g*p*q*x^2+175152*a*b*c^3 *g*p*x-5104*b^2*c^5*r+4600*b^2*c^4*r^2+2804*b^2*c^3*r^3-176*b^2*c^2*r^4-106*b^2 *c*r^5+72*b^2*g^3*r^3-27*b^2*g^2*r^4-27*b^2*g*r^5+40*b^2*p^5*r-3408*b*c^6*r+ 6600*b*c^5*r^2+4688*b*c^4*r^3+68*b*c^3*r^4-262*b*c^2*r^5-8*b*c*r^6+41*b*g^4*r^3 -14*b*g^3*r^4-21*b*g^2*r^5-3*b*g*r^6+44*b*p^6*r-2352*c^6*g*r-1904*c^6*p*r-1744* c^6*q*r-2496*c^5*g^2*r+6608*c^5*g*r^2-164*c^5*p^2*r-1148*c^5*q^2*r+40*a*b^5*r^2 +136*a*b^4*r^3-28*a*b^3*r^4-70*a*b^2*r^5-4496*a*c^6*r+12536*a*c^5*r^2+9208*a*c^ 4*r^3+580*a*c^3*r^4-408*a*c^2*r^5-28*a*c*r^6-13*a*g^6*r+58*a*g^5*r^2+111*a*g^4* r^3-8*a*g^3*r^4-52*a*g^2*r^5-7*a*g*r^6+70*a*p^6*r-160*a*b^5*p^2-208*b^5*c^2*r+ 272*a*b^5*p-24*b^5*c*r^2-88*b^5*p^2*r+16*b^5*p*r^2-1456*b^4*c^3*r-40*b^4*c^2*r^ 2+16*b^4*c*r^3-16*b^4*g*r^3-252*b^4*p^3*r+92*b^4*p^2*r^2+84*b^4*p*r^3-3872*b^3* c^4*r+1040*b^3*c^3*r^2+604*b^3*c^2*r^3-124*b^3*c*r^4+30*b^3*g^2*r^3-44*b^3*g*r^ 4-144*b^3*p^4*r-816*a^3*b^4*r+96*a^3*b^3*r^2+1292*a^3*b^2*r^3+192*a^3*b*r^4-\ 12192*a^3*c^4*r+13840*a^3*c^3*r^2+7280*a^3*c^2*r^3+256*a^3*c*r^4-381*a^3*g^4*r+ 467*a^3*g^3*r^2+859*a^3*g^2*r^3+42*a^3*g*r^4+616*a^3*p^4*r-6*a^3*q^4*r-160*a^2* b^5*r+64*a^2*b^4*r^2+700*a^2*b^3*r^3+132*a^2*b^2*r^4-70*a^2*b*r^5-9840*a^2*c^5* r+18800*a^2*c^4*r^2+11972*a^2*c^3*r^3+672*a^2*c^2*r^4-232*a^2*c*r^5-112*a^2*g^5 *r+225*a^2*g^4*r^2+479*a^2*g^3*r^3+29*a^2*g^2*r^4-85*a^2*g*r^5+287*a^2*p^5*r+a^ 2*q^5*r-336*a^6*b*r-512*a^6*c*r-168*a^6*g*r+112*a^6*p*r-256*a^6*q*r-1168*a^5*b^ 2*r+344*a^5*b*r^2-3312*a^5*c^2*r+1072*a^5*c*r^2-524*a^5*g^2*r+412*a^5*g*r^2+448 *a^5*p^2*r-384*a^5*q^2*r-1488*a^4*b^3*r+288*a^4*b^2*r^2+904*a^4*b*r^3-8720*a^4* c^3*r+5272*a^4*c^2*r^2+1980*a^4*c*r^3-638*a^4*g^3*r+576*a^4*g^2*r^2+662*a^4*g*r ^3+728*a^4*p^3*r-144*a^4*q^3*r+36*g^4*p^4*r+26*g^3*p^5*r+7*g^2*p^6*r+7*p^7*q*r+ 28*p^6*q^2*r+15*p^6*q*r^2+42*p^5*q^3*r+28*p^4*q^4*r+7*p^3*q^5*r+200*c^4*q^4*r+ 116*c^3*g^5*r+462*c^3*g^4*r^2-10*c^3*g^3*r^3-524*c^3*g^2*r^4-226*c^3*g*r^5+866* c^3*p^5*r+16*c^3*q^5*r+8*c^2*g^6*r-126*b*p^6*q+66*c^2*g^5*r^2-32*c^2*g^4*r^3-\ 181*c^2*g^3*r^4-104*c^2*g^2*r^5+125*c^2*p^6*r+4*c*g^6*r^2-10*c*g^5*r^3-31*c*g^4 *r^4-19*c*g^3*r^5+7*c*p^7*r+5*g^6*p^2*r-g^6*q*r^2+22*g^5*p^3*r+3552*b*c^7*r+ 3936*b*c^6*r^2+368*b*c^5*r^3-752*b*c^4*r^4-218*b*c^3*r^5-10*b*c^2*r^6-6*b*g^5*r ^3-10*b*g^4*r^4-5*b*g^3*r^5+7*b*p^7*r+3136*c^7*g*r+4544*c^7*p*r+2560*c^7*q*r+ 3520*c^6*g^2*r+3552*c^6*g*r^2+7360*c^6*p^2*r+2240*c^6*q^2*r+2080*c^5*g^3*r+3408 *c^5*g^2*r^2+296*c^5*g*r^3+6328*c^5*p^3*r+960*c^5*q^3*r+680*c^4*g^4*r+1696*c^4* g^3*r^2+148*c^4*g^2*r^3-756*c^4*g*r^4+3108*c^4*p^4*r-19*a*g^4*r^4-13*a*g^3*r^5+ 64*b^5*c^3*r+16*b^5*c^2*r^2-8*b^5*c*r^3+16*b^5*p^3*r+8*b^5*p^2*r^2-8*b^5*p*r^3+ 608*b^4*c^4*r+320*b^4*c^3*r^2-48*b^4*c^2*r^3-24*b^4*c*r^4-4*b^4*g^2*r^3+68*b^4* p^4*r+80*b^4*p^3*r^2-16*b^4*p^2*r^3+1238*a*b*g^4+2272*b^3*c^5*r+1648*b^3*c^4*r^ 2-48*b^3*c^3*r^3-164*b^3*c^2*r^4-12*b^3*c*r^5-12*b^3*g^3*r^3-8*b^3*g^2*r^4+84*b ^3*p^5*r+4128*b^2*c^6*r+3776*b^2*c^5*r^2+152*b^2*c^4*r^3-516*b^2*c^3*r^4-86*b^2 *c^2*r^5-13*b^2*g^4*r^3-16*b^2*g^3*r^4-5*b^2*g^2*r^5+41*b^2*p^6*r+224*a^3*b^3*r ^3-68*a^3*b^2*r^4-62*a^3*b*r^5+12416*a^3*c^5*r+12656*a^3*c^4*r^2+1712*a^3*c^3*r ^3-928*a^3*c^2*r^4-170*a^3*c*r^5+74*a^3*g^3*r^3-115*a^3*g^2*r^4-50*a^3*g*r^5+16 *a^3*q^5*r+24*a^2*b^4*r^3-68*a^2*b^3*r^4-50*a^2*b^2*r^5-10*a^2*b*r^6+11520*a^2* c^6*r+12832*a^2*c^5*r^2+1800*a^2*c^4*r^3-1612*a^2*c^3*r^4-440*a^2*c^2*r^5-22*a^ 2*c*r^6+22*a^2*g^4*r^3-67*a^2*g^3*r^4-42*a^2*g^2*r^5-4*a^2*g*r^6-8*a*b^5*r^3-24 *a*b^4*r^4-12*a*b^3*r^5+5664*a*c^7*r+6848*a*c^6*r^2+912*a*c^5*r^3-1344*a*c^4*r^ 4-462*a*c^3*r^5-32*a*c^2*r^6-a*g^5*r^3+320*a^6*c^2*r+224*a^6*c*r^2+80*a^6*q^2*r +112*a^6*q*r^2+120*a^5*b*r^3+2400*a^5*c^3*r+1968*a^5*c^2*r^2+104*a^5*c*r^3+8*a^ 5*g*r^3+144*a^5*q^3*r+328*a^4*b^2*r^3-56*a^4*b*r^4+7488*a^4*c^4*r+6912*a^4*c^3* r^2+768*a^4*c^2*r^3-260*a^4*c*r^4+76*a^4*g^2*r^3-98*a^4*g*r^4+84*a^4*q^4*r-2*c^ 2*g^6*r^2-17*c^2*g^5*r^3-25*c^2*g^4*r^4-11*c^2*g^3*r^5-c*g^6*r^3-2*c*g^5*r^4-c* g^4*r^5-752*b*c^6*r^3-360*b*c^5*r^4-68*b*c^4*r^5-4*b*c^3*r^6-544*c^7*g*r^2-704* c^7*p*r^2-640*c^6*g^2*r^2-784*c^6*g*r^3-3200*a*b^4*c^3-400*c^5*g^3*r^2-784*c^5* g^2*r^3-392*c^5*g*r^4-140*c^4*g^4*r^2-408*c^4*g^3*r^3-316*c^4*g^2*r^4-76*c^4*g* r^5-26*c^3*g^5*r^2-116*c^3*g^4*r^3-126*c^3*g^3*r^4-44*c^3*g^2*r^5-2112*a^2*c^6* r^2-2800*a^2*c^5*r^3-1280*a^2*c^4*r^4-228*a^2*c^3*r^5-12*a^2*c^2*r^6-8*a^2*g^5* r^3-13*a^2*g^4*r^4-5*a^2*g^3*r^5-992*a*c^7*r^2-1488*a*c^6*r^3-792*a*c^5*r^4-172 *a*c^4*r^5-12*a*c^3*r^6-a*g^6*r^3-2*a*g^5*r^4-a*g^4*r^5-32*b^4*c^4*r^2-16*b^4*c ^3*r^3-4*b^4*p^4*r^2-4*b^4*p^3*r^3-224*b^3*c^5*r^2-176*b^3*c^4*r^3-32*b^3*c^3*r ^4-544*b^2*c^6*r^2-592*b^2*c^5*r^3-200*b^2*c^4*r^4-20*b^2*c^3*r^5-544*b*c^7*r^2 -16*a^6*b*r^3-64*a^6*c^2*r^2-32*a^6*c*r^3-8*a^6*g*r^3-16*a^6*q^2*r^2-16*a^6*q*r ^3-48*a^5*b^2*r^3-32*a^5*b*r^4-480*a^5*c^3*r^2-352*a^5*c^2*r^3-56*a^5*c*r^4-28* a^5*g^2*r^3-12*a^5*g*r^4-48*a^4*b^3*r^3-64*a^4*b^2*r^4-20*a^4*b*r^5-1472*a^4*c^ 4*r^2-1392*a^4*c^3*r^3-384*a^4*c^2*r^4-28*a^4*c*r^5-38*a^4*g^3*r^3-32*a^4*g^2*r ^4-4*a^4*g*r^5-16*a^3*b^4*r^3-32*a^3*b^3*r^4-20*a^3*b^2*r^5-4*a^3*b*r^6-2368*a^ 3*c^5*r^2-2704*a^3*c^4*r^3-1008*a^3*c^3*r^4-132*a^3*c^2*r^5-4*a^3*c*r^6-25*a^3* g^4*r^3-31*a^3*g^3*r^4-8*a^3*g^2*r^5+220140*a*c^3*g*p*q*x+77160*a*c^2*g^2*p*q*x +195228*a*c^2*g*p^2*q*x+114048*a*c^2*g*p*q^2*x+244368*a*c^2*g*p*q*x^2+6396*a*c* g^3*p*q*x+52086*a*c*g^2*p^2*q*x+27024*a*c*g^2*p*q^2*x+101652*a*c*g^2*p*q*x^2+ 67608*a*c*g*p^3*q*x+68928*a*c*g*p^2*q^2*x+76932*a*c*g*p^2*q*x^2+24984*a*c*g*p*q ^3*x+85632*a*c*g*p*q^2*x^2-11316*b^3*c*g*p*q*x+36660*b^2*c^2*g*p*q*x-4890*b^2*c *g^2*p*q*x+35802*b^2*c*g*p^2*q*x+6192*b^2*c*g*p*q^2*x+147360*b^2*c*g*p*q*x^2+ 145140*b*c^3*g*p*q*x+45144*b*c^2*g^2*p*q*x+139704*b*c^2*g*p^2*q*x+61788*b*c^2*g *p*q^2*x+244368*b*c^2*g*p*q*x^2+1356*b*c*g^3*p*q*x+34728*b*c*g^2*p^2*q*x+12282* b*c*g^2*p*q^2*x+101652*b*c*g^2*p*q*x^2+52368*b*c*g*p^3*q*x+43128*b*c*g*p^2*q^2* x+85632*b*c*g*p^2*q*x^2+10176*b*c*g*p*q^3*x+76932*b*c*g*p*q^2*x^2-273336*a^2*b* c*g*p*x-258828*a^2*b*c*g*q*x-231132*a^2*b*c*p*q*x+2880*a*b^4*c^2+2887*g*p^4*r*x +791*g*q^4*r*x+8736*c^2*g*r^3*x+8642*c*g^3*r^2*x+2128*c*g^2*r^3*x-3088*c*g*r^4* x+7588*b*c*g*r^3*x+7489*b*c*q^3*r*x+1376*g^3*r^2*x+186*g^5*r*x+766*g^4*r^2*x+38 *g^3*r^3*x-1376*g^3*r^2*x^2-486*g^2*r^4*x+56*g*r^5*x+505*p^5*r*x+123*q^5*r*x+ 8784*c^3*r^3*x-4448*c^2*r^4*x+160*c*r^5*x+46*a*r^5*x-144*b^5*r*x+2316*b^4*r^2*x +26*b^3*r^3*x-778*b^2*r^4*x+106*b*r^5*x-186*g^5*r*x^2-192*g^4*r^3*x-766*g^4*r^2 *x^2-116*g^3*r^4*x-38*g^3*r^3*x^2+46*g^2*r^5*x+486*g^2*r^4*x^2-56*g*r^5*x^2+5*p ^6*r*x-314*p^5*r*x^2+11*q^6*r*x-314*q^5*r*x^2+1584*a^5*r*x+4796*a^4*r^2*x-162*a ^3*r^3*x-1054*a^2*r^4*x-1266*b*g*r^4*x+858*b*q^4*r*x-3900*b*c*r^4*x+4050*b*g^3* r^2*x+794*b*g^2*r^3*x+7648*b^2*g^2*r^2*x+1112*b^2*g*r^3*x+2173*b^2*q^3*r*x+ 12310*b*c^2*r^3*x+6670*b^3*g*r^2*x+2296*b^3*q^2*r*x+4550*b^2*c*r^3*x+5210*a*g^3 *r^2*x+748*a*g^2*r^3*x-1630*a*g*r^4*x+3792*a*p^4*r*x+724*b^4*q*r*x+11794*a*c^2* r^3*x-4628*a*c*r^4*x+10813*a^2*p^3*r*x+2400*a*b^2*r^3*x-2144*a*b*r^4*x+4058*a^2 *c*r^3*x+12668*a^2*g^2*r^2*x+820*a^2*g*r^3*x+13250*a^3*g*r^2*x+14304*a^3*p^2*r* x+24712*a^2*b^2*r^2*x+2272*a^2*b*r^3*x+1675*p^4*q^2*r*x+1954*p^3*q^3*r*x+957*p^ 2*q^4*r*x+172*p*q^5*r*x+8404*a^4*p*r*x+466*g^5*p*r*x+336*g^5*q*r*x+1450*g^4*p^2 *r*x+772*g^4*q^2*r*x+2038*g^3*p^3*r*x+886*g^3*q^3*r*x+1237*g^2*p^4*r*x+509*g^2* q^4*r*x+254*g*p^5*r*x-1839*g*p^4*r*x^2+136*g*q^5*r*x-1839*g*q^4*r*x^2+522*p^5*q *r*x+1132*c*g^5*r*x+1050*c*g^4*r^2*x-1886*c*g^3*r^3*x-8642*c*g^3*r^2*x^2-1384*c *g^2*r^4*x-2128*c*g^2*r^3*x^2+288*c*g*r^5*x+3088*c*g*r^4*x^2+936*c*p^5*r*x+402* c*q^5*r*x+8040*c^2*g^4*r*x+7754*c^2*g^3*r^2*x-6942*c^2*g^2*r^3*x-4512*c^2*g*r^4 *x-8736*c^2*g*r^3*x^2+10812*c^2*p^4*r*x+4442*c^2*q^4*r*x+31028*c^3*g^3*r*x+ 24400*c^3*g^2*r^2*x-12144*c^3*g*r^3*x+47362*c^3*p^3*r*x+22422*c^3*q^3*r*x+7280* a*c*g*r^3*x+11184*a*b*c*r^3*x+3460*a*b*g*r^3*x+2330*g^4*p*q*r*x+6282*g^3*p^2*q* r*x+4534*g^3*p*q^2*r*x+7137*g^2*p^3*q*r*x+9276*g^2*p^2*q^2*r*x+3885*g^2*p*q^3*r *x+3343*g*p^4*q*r*x+7067*g*p^3*q^2*r*x+5257*g*p^2*q^3*r*x+1415*g*p*q^4*r*x+6960 *c*g^4*p*r*x+5038*c*g^4*q*r*x+17006*c*g^3*p^2*r*x+9292*c*g^3*q^2*r*x+17815*c*g^ 2*p^3*r*x+7957*c*g^2*q^3*r*x+7485*c*g*p^4*r*x+3061*c*g*q^4*r*x+8972*c*p^4*q*r*x +18358*c*p^3*q^2*r*x+13946*c*p^2*q^3*r*x+4026*c*p*q^4*r*x+41156*c^2*g^3*p*r*x+ 30130*c^2*g^3*q*r*x+74127*c^2*g^2*p^2*r*x+41603*c^2*g^2*q^2*r*x+50937*c^2*g*p^3 *r*x+23457*c^2*g*q^3*r*x+52754*c^2*p^3*q*r*x+68478*c^2*p^2*q^2*r*x+30978*c^2*p* q^3*r*x+120512*c^3*g^2*p*r*x+89336*c^3*g^2*q*r*x+141092*c^3*g*p^2*r*x+81116*c^3 *g*q^2*r*x+138142*c^3*p^2*q*r*x+105514*c^3*p*q^2*r*x+3446*b*g^4*p*r*x+2212*b*g^ 4*q*r*x+8896*b*g^3*p^2*r*x+3844*b*g^3*q^2*r*x+9924*b*g^2*p^3*r*x+3127*b*g^2*q^3 *r*x+4578*b*g*p^4*r*x+1137*b*g*q^4*r*x+4959*b*p^4*q*r*x+9087*b*p^3*q^2*r*x+6091 *b*p^2*q^3*r*x+1417*b*p*q^4*r*x+173616*c^4*g*p*r*x+130120*c^4*g*q*r*x+165648*c^ 4*p*q*r*x+7572*b*c*g^4*r*x+7974*b*c*g^3*r^2*x-5760*b*c*g^2*r^3*x-3504*b*c*g*r^4 *x-7434*b*c*g*r^3*x^2+12587*b*c*p^4*r*x+3227*b*c*q^4*r*x+43010*b*c^2*g^3*r*x+ 38044*b*c^2*g^2*r^2*x-14764*b*c^2*g*r^3*x+75021*b*c^2*p^3*r*x+26657*b*c^2*q^3*r *x+179752*b*c^4*g*r*x+233900*b*c^4*p*r*x+163388*b*c^4*q*r*x+124112*b*c^3*g^2*r* x+73360*b*c^3*g*r^2*x+196284*b*c^3*p^2*r*x+97272*b*c^3*q^2*r*x+9202*b^2*g^3*p*r *x+5312*b^2*g^3*q*r*x+18712*b^2*g^2*p^2*r*x+6702*b^2*g^2*q^2*r*x+14634*b^2*g*p^ 3*r*x+3541*b^2*g*q^3*r*x+13545*b^2*p^3*q*r*x+13827*b^2*p^2*q^2*r*x+4411*b^2*p*q ^3*r*x+18546*b^2*c*g^3*r*x+18638*b^2*c*g^2*r^2*x-5964*b^2*c*g*r^3*x+39275*b^2*c *p^3*r*x+9691*b^2*c*q^3*r*x+79352*b^2*c^2*g^2*r*x+55214*b^2*c^2*g*r^2*x+144248* b^2*c^2*p^2*r*x+56304*b^2*c^2*q^2*r*x+10982*b^3*g^2*p*r*x+5896*b^3*g^2*q*r*x+ 15938*b^3*g*p^2*r*x+5080*b^3*g*q^2*r*x+13214*b^3*p^2*q*r*x+6386*b^3*p*q^2*r*x+ 153620*b^2*c^3*g*r*x+215960*b^2*c^3*p*r*x+133712*b^2*c^3*q*r*x+20328*b^3*c*g^2* r*x+16850*b^3*c*g*r^2*x+44356*b^3*c*p^2*r*x+20310*b^3*c*p*r^2*x+13352*b^3*c*q^2 *r*x+4329*a*p^4*q*r*x+10255*a*p^3*q^2*r*x+8455*a*p^2*q^3*r*x+2581*a*p*q^4*r*x+ 9736*b^4*c*g*r*x+17100*b^4*c*p*r*x+8124*b^4*c*q*r*x+5752*b^4*g*p*r*x+3284*b^4*g *q*r*x+4196*b^4*p*q*r*x+58796*b^3*c^2*g*r*x+92008*b^3*c^2*p*r*x+48720*b^3*c^2*q *r*x+4008*a*g^4*p*r*x+3212*a*g^4*q*r*x+9126*a*g^3*p^2*r*x+6070*a*g^3*q^2*r*x+ 8461*a*g^2*p^3*r*x+5190*a*g^2*q^3*r*x+2757*a*g*p^4*r*x+1882*a*g*q^4*r*x+9800*a* c*g^4*r*x+9628*a*c*g^3*r^2*x-9046*a*c*g^2*r^3*x-5108*a*c*g*r^4*x-7434*a*c*g*r^3 *x^2+8881*a*c*p^4*r*x+5345*a*c*q^4*r*x+54926*a*c^2*g^3*r*x+44584*a*c^2*g^2*r^2* x-23640*a*c^2*g*r^3*x+70001*a*c^2*p^3*r*x+41033*a*c^2*q^3*r*x+156848*a*c^3*g^2* r*x+84112*a*c^3*g*r^2*x+210036*a*c^3*p^2*r*x+139624*a*c^3*q^2*r*x+4806*a*b*g^4* r*x+5122*a*b*g^3*r^2*x-4080*a*b*g^2*r^3*x-2164*a*b*g*r^4*x-3460*a*b*g*r^3*x^2+ 5747*a*b*p^4*r*x+1953*a*b*q^4*r*x+225400*a*c^4*g*r*x+272564*a*c^4*p*r*x+218692* a*c^4*q*r*x+237456*c^3*g*p*q*r*x+124320*c^2*g^2*p*q*r*x+151785*c^2*g*p^2*q*r*x+ 114281*c^2*g*p*q^2*r*x+28162*c*g^3*p*q*r*x+54205*c*g^2*p^2*q*r*x+40065*c*g^2*p* q^2*r*x+39288*c*g*p^3*q*r*x+51072*c*g*p^2*q^2*r*x+22330*c*g*p*q^3*r*x+40174*b*c *g^3*p*r*x+26014*b*c*g^3*q*r*x+75873*b*c*g^2*p^2*r*x+34001*b*c*g^2*q^2*r*x+ 54984*b*c*g*p^3*r*x+18386*b*c*g*q^3*r*x+54288*b*c*p^3*q*r*x+63750*b*c*p^2*q^2*r *x+25276*b*c*p*q^3*r*x+12778*b*g^3*p*q*r*x+26279*b*g^2*p^2*q*r*x+17050*b*g^2*p* q^2*r*x+20426*b*g*p^3*q*r*x+23553*b*g*p^2*q^2*r*x+8842*b*g*p*q^3*r*x+332294*b*c ^3*g*p*r*x+226158*b*c^3*g*q*r*x+306200*b*c^3*p*q*r*x+174236*b*c^2*g^2*p*r*x+ 115412*b*c^2*g^2*q*r*x+213111*b*c^2*g*p^2*r*x+100513*b*c^2*g*q^2*r*x+201055*b*c ^2*p^2*q*r*x+139583*b*c^2*p*q^2*r*x+79706*b^2*c*g^2*p*r*x+46116*b^2*c*g^2*q*r*x +104647*b^2*c*g*p^2*r*x+38659*b^2*c*g*q^2*r*x+93389*b^2*c*p^2*q*r*x+56333*b^2*c *p*q^2*r*x+23840*b^2*g^2*p*q*r*x+33823*b^2*g*p^2*q*r*x+19490*b^2*g*p*q^2*r*x+ 183688*a^3*b*c^2*r*x+45680*a^3*b*c*r^2*x+24328*a^3*b*g^2*r*x+16918*a^3*b*g*r^2* x+28588*a^3*b*p^2*r*x+23044*a^3*b*q^2*r*x+135052*a^3*c^2*g*r*x+150472*a^3*c^2*p *r*x+142760*a^3*c^2*q*r*x+48288*a^3*c*g^2*r*x+27774*a^3*c*g*r^2*x+49468*a^3*c*p ^2*r*x+50396*a^3*c*q^2*r*x-16*b^2*c^3*r^5*x-2184*b^2*c^3*r^4*x^2-12*b^2*c^2*r^6 *x-456*b^2*c^2*r^5*x^2+672*b^2*c^4*r^4*x+5768*b^2*c^4*r^3*x^2+2688*b^2*c^6*r^2* x+29792*b^2*c^6*r*x^2+2656*b^2*c^5*r^3*x+32000*b^2*c^5*r^2*x^2+250*b^3*g^4*r^2* x^2+150*b^3*g^3*r^3*x^2-107*b^3*g^2*r^4*x^2-38*b^3*g*r^5*x^2+224*b^3*p^5*r*x^2-\ 44*b^3*c^2*r^5*x-992*b^3*c^2*r^4*x^2-4*b^3*c*r^6*x-128*b^3*c*r^5*x^2+1232*b^3*c ^4*r^3*x+25920*b^3*c^4*r^2*x^2+128*b^3*c^3*r^4*x+4224*b^3*c^3*r^3*x^2+160*b^4*g ^2*r^3*x^2-78*b^4*g*r^4*x^2+392*b^4*p^4*r*x^2+1664*b^3*c^5*r^2*x+26656*b^3*c^5* r*x^2+380*b^4*g^3*r^2*x^2-24*b^4*c^2*r^4*x+1592*b^4*c^2*r^3*x^2-12*b^4*c*r^5*x-\ 224*b^4*c*r^4*x^2+18008*a^4*b*g*r*x+20212*a^4*b*p*r*x+17572*a^4*b*q*r*x+34936*a ^4*c*g*r*x+36196*a^4*c*p*r*x+37708*a^4*c*q*r*x+13304*a^4*g*p*r*x+13224*a^4*g*q* r*x+14084*a^4*p*q*r*x+84360*a^3*b^2*c*r*x+30696*a^3*b^2*g*r*x+38676*a^3*b^2*p*r *x+29092*a^3*b^2*q*r*x+234*g^5*p*q*r*x+642*g^4*p^2*q*r*x+486*g^4*p*q^2*r*x-2330 *g^4*p*q*r*x^2+478*g^3*p^3*q*r*x+1092*g^3*p^2*q^2*r*x-5408*g^3*p^2*q*r*x^2+350* g^3*p*q^3*r*x-5408*g^3*p*q^2*r*x^2-145*g^2*p^4*q*r*x+625*g^2*p^3*q^2*r*x-5511*g ^2*p^3*q*r*x^2+563*g^2*p^2*q^3*r*x-9276*g^2*p^2*q^2*r*x^2+31*g^2*p*q^4*r*x-5511 *g^2*p*q^3*r*x^2-270*g*p^5*q*r*x-126*g*p^4*q^2*r*x-2379*g*p^4*q*r*x^2+72*g*p^3* q^3*r*x-6162*g*p^3*q^2*r*x^2+12*g*p^2*q^4*r*x-6162*g*p^2*q^3*r*x^2-42*g*p*q^5*r *x-2379*g*p*q^4*r*x^2+48536*a^4*b*c*r*x-7790*a^3*c*r^3*x+7136*a^4*q^2*r*x+11712 *a^3*b^3*r*x+13564*a^3*b^2*r^2*x-3526*a^3*b*r^3*x+127744*a^3*c^3*r*x+37636*a^3* c^2*r^2*x+1024*b^3*c^3*g^2*r^2*x+21168*b^3*c^3*g^2*r*x^2+1528*b^3*c^3*g*r^3*x+ 34904*b^3*c^3*g*r^2*x^2+44072*b^3*c^3*p^2*r*x^2+31976*b^3*c^3*q^2*r*x^2+2272*b^ 3*c^4*g*r^2*x+39760*b^3*c^4*g*r*x^2+54880*b^3*c^4*p*r*x^2+48160*b^3*c^4*q*r*x^2 +1232*b^4*g*p^3*r*x^2+266*b^4*g*q^3*r*x^2+1512*b^4*p^3*q*r*x^2+1848*b^4*p^2*q^2 *r*x^2+728*b^4*p*q^3*r*x^2+266*b^4*g^3*p*r*x^2+266*b^4*g^3*q*r*x^2+1120*b^4*g^2 *p^2*r*x^2+588*b^4*g^2*q^2*r*x^2+4*b^4*c*g*r^4*x+1088*b^4*c*g*r^3*x^2+3976*b^4* c*p^3*r*x^2+1260*b^4*c*q^3*r*x^2+532*b^4*c*g^3*r*x^2+56*b^4*c*g^2*r^3*x+3768*b^ 4*c*g^2*r^2*x^2+112*b^4*c^2*g^2*r^2*x+5096*b^4*c^2*g^2*r*x^2+248*b^4*c^2*g*r^3* x+11880*b^4*c^2*g*r^2*x^2+14616*b^4*c^2*p^2*r*x^2+8512*b^4*c^2*q^2*r*x^2+480*b^ 4*c^3*g*r^2*x+14896*b^4*c^3*g*r*x^2+23296*b^4*c^3*p*r*x^2+18816*b^4*c^3*q*r*x^2 +196*b^5*g^2*p*r*x^2+196*b^5*g^2*q*r*x^2+16*b^5*g*p^2*r^2*x+588*b^5*g*p^2*r*x^2 +16*b^5*g*p*r^3*x+196*b^5*g*q^2*r*x^2+784*b^5*p^2*q*r*x^2+448*b^5*p*q^2*r*x^2+ 1848*b^5*c*g*r^2*x^2+80*b^5*c*p^2*r^2*x+2296*b^5*c*p^2*r*x^2+24*b^5*c*p*r^3*x+ 840*b^5*c*q^2*r*x^2+11424*a^4*b^2*r*x+5916*a^4*b*r^2*x+48712*a^4*c^2*r*x+9204*a ^4*c*r^2*x+6448*a^4*g^2*r*x+2924*a^4*g*r^2*x+4804*a^4*p^2*r*x-4564*a^4*p*r*x^2+ 24*g^5*q^2*r*x-401*g^5*q*r*x^2-10*g^4*p^3*r*x-1111*g^4*p^2*r*x^2+4*g^4*q^3*r*x-\ 1111*g^4*q^2*r*x^2-230*g^3*p^4*r*x-1462*g^3*p^3*r*x^2-34*g^3*q^4*r*x-1462*g^3*q ^3*r*x^2-272*g^2*p^5*r*x-873*g^2*p^4*r*x^2-34*g^2*q^5*r*x-873*g^2*q^4*r*x^2-116 *g*p^6*r*x-195*g*p^5*r*x^2-10*g*q^6*r*x-195*g*q^5*r*x^2-65*p^6*q*r*x-123*p^5*q^ 2*r*x-347*p^5*q*r*x^2-122*p^4*q^3*r*x-1316*p^4*q^2*r*x^2-68*p^3*q^4*r*x-1954*p^ 3*q^3*r*x^2-21*p^2*q^5*r*x-1316*p^2*q^4*r*x^2-3*p*q^6*r*x-347*p*q^5*r*x^2+5232* a^5*b*r*x+9536*a^5*c*r*x+3680*a^5*g*r*x+3288*a^5*p*r*x+3544*a^5*q*r*x+28*g^6*p* r*x+10*g^6*q*r*x+78*g^5*p^2*r*x-401*g^5*p*r*x^2+392*b^5*c*g^2*r*x^2+16*b^5*c*g* r^3*x+32*b^5*c^2*g*r^2*x+2576*b^5*c^2*g*r*x^2+128*b^5*c^2*p*r^2*x+5152*b^5*c^2* p*r*x^2+3584*b^5*c^2*q*r*x^2+56*b^6*g*p*r*x^2+56*b^6*g*q*r*x^2+112*b^6*p*q*r*x^ 2+448*b^6*c*p*r*x^2+224*b^6*c*q*r*x^2+112*b^6*c*g*r*x^2+63*a*g*q^6*r*x^2+70*a*p ^6*q*r*x^2+357*a*p^5*q^2*r*x^2+735*a*p^4*q^3*r*x^2+770*a*p^3*q^4*r*x^2+420*a*p^ 2*q^5*r*x^2+105*a*p*q^6*r*x^2+2*a*g^6*q*r^2*x+7*a*g^6*q*r*x^2+84*a*g^5*p^2*r*x^ 2+98*a*g^5*q^2*r*x^2+217*a*g^4*p^3*r*x^2+294*a*g^4*q^3*r*x^2+217*a*g^3*p^4*r*x^ 2+371*a*g^3*q^4*r*x^2+84*a*g^2*p^5*r*x^2+224*a*g^2*q^5*r*x^2+7*a*g*p^6*r*x^2+7* a*g^6*p*r*x^2+1756*a^3*c^2*r^4*x+12392*a^3*c^2*r^3*x^2+286*a^3*c*r^5*x+344*a^3* c*r^4*x^2-36800*a^3*c^5*r*x-36928*a^3*c^4*r^2*x-42320*a^3*c^4*r*x^2-5984*a^3*c^ 3*r^3*x+18528*a^3*c^3*r^2*x^2+252*a^3*b^2*r^4*x+3828*a^3*b^2*r^3*x^2+118*a^3*b* r^5*x+200*a^3*b*r^4*x^2-5120*a^2*b^3*c*g^2*r*x-22064*a^2*b^3*c*g*r^2*x-73160*a^ 2*b^3*c*g*r*x^2-28128*a^2*b^3*c*p^2*r*x-66512*a^2*b^3*c*p*r*x^2-11456*a^2*b^3*c *q^2*r*x-58864*a^2*b^3*c*q*r*x^2-3072*a^2*b^4*c*g*r*x-9184*a^2*b^4*c*p*r*x-5280 *a^2*b^4*c*q*r*x-1744*a^2*b^4*g*p*r*x-1120*a^2*b^4*g*q*r*x-2880*a^2*b^4*p*q*r*x -29696*a^2*b^3*c^2*g*r*x-59968*a^2*b^3*c^2*p*r*x-39776*a^2*b^3*c^2*q*r*x-26258* a^3*c*g*q^2*r*x^2-16012*a^3*c*p^3*q*r*x-27136*a^3*c*p^2*q^2*r*x-11600*a^3*c*p^2 *q*r*x^2-15804*a^3*c*p*q^3*r*x-19334*a^3*c*p*q^2*r*x^2-2556*a^3*g^3*p*q*r*x-\ 6040*a^3*g^2*p^2*q*r*x-6260*a^3*g^2*p*q^2*r*x-9675*a^3*g^2*p*q*r*x^2-4764*a^3*g *p^3*q*r*x-8734*a^3*g*p^2*q^2*r*x-5008*a^3*g*p^2*q*r*x^2-5232*a^3*g*p*q^3*r*x-\ 9043*a^3*g*p*q^2*r*x^2-6152*a^3*c*g^3*p*r*x-5880*a^3*c*g^3*q*r*x-13864*a^3*c*g^ 2*p^2*r*x-20568*a^3*c*g^2*p*r*x^2-13980*a^3*c*g^2*q^2*r*x-30734*a^3*c*g^2*q*r*x ^2-9624*a^3*c*g*p^3*r*x-7070*a^3*c*g*p^2*r*x^2-11208*a^3*c*g*q^3*r*x-37728*a^3* c^2*g^2*p*r*x-36280*a^3*c^2*g^2*q*r*x-49248*a^3*c^2*g*p^2*r*x-54224*a^3*c^2*g*p *r*x^2-47768*a^3*c^2*g*q^2*r*x-75668*a^3*c^2*g*q*r*x^2-68032*a^3*c^2*p^2*q*r*x-\ 66000*a^3*c^2*p*q^2*r*x-53540*a^3*c^2*p*q*r*x^2-5152*a^3*b*g*p^3*r*x-6890*a^3*b *g*p^2*r*x^2-4080*a^3*b*g*q^3*r*x-16050*a^3*b*g*q^2*r*x^2-7644*a^3*b*p^3*q*r*x-\ 11732*a^3*b*p^2*q^2*r*x-9520*a^3*b*p^2*q*r*x^2-6292*a^3*b*p*q^3*r*x-13120*a^3*b *p*q^2*r*x^2-90496*a^3*c^3*g*p*r*x-85808*a^3*c^3*g*q*r*x-116512*a^3*c^3*p*q*r*x -1888*a^3*b*g^3*p*r*x-1536*a^3*b*g^3*q*r*x-6040*a^3*b*g^2*p^2*r*x-13704*a^3*b*g ^2*p*r*x^2-4792*a^3*b*g^2*q^2*r*x-18720*a^3*b*g^2*q*r*x^2-22712*a^3*b*c*g^2*r^2 *x-46548*a^3*b*c*g^2*r*x^2-7612*a^3*b*c*g*r^3*x+13716*a^3*b*c*g*r^2*x^2-17480*a ^3*b*c*p^3*r*x-18628*a^3*b*c*p^2*r*x^2-13056*a^3*b*c*q^3*r*x-36756*a^3*b*c*q^2* r*x^2-3344*a^3*b*c*g^3*r*x-29552*a^3*b*c^2*g^2*r*x-69136*a^3*b*c^2*g*r^2*x-\ 120040*a^3*b*c^2*g*r*x^2-74848*a^3*b*c^2*p^2*r*x-89640*a^3*b*c^2*p*r*x^2-59088* a^3*b*c^2*q^2*r*x-110968*a^3*b*c^2*q*r*x^2-4040*a^3*b^2*g^2*p*r*x-3168*a^3*b^2* g^2*q*r*x-9000*a^3*b^2*g*p^2*r*x-24040*a^3*b^2*g*p*r*x^2-5856*a^3*b^2*g*q^2*r*x -27736*a^3*b^2*g*q*r*x^2-12432*a^3*b^2*p^2*q*r*x-10152*a^3*b^2*p*q^2*r*x-23600* a^3*b^2*p*q*r*x^2-82880*a^3*b*c^3*g*r*x-126688*a^3*b*c^3*p*r*x-110880*a^3*b*c^3 *q*r*x-7088*a^3*b^2*c*g^2*r*x-30976*a^3*b^2*c*g*r^2*x-73160*a^3*b^2*c*g*r*x^2-\ 31776*a^3*b^2*c*p^2*r*x-58864*a^3*b^2*c*p*r*x^2-20928*a^3*b^2*c*q^2*r*x-66512*a ^3*b^2*c*q*r*x^2-3584*a^3*b^3*g*p*r*x-2688*a^3*b^3*g*q*r*x-6272*a^3*b^3*p*q*r*x -39968*a^3*b^2*c^2*g*r*x-74016*a^3*b^2*c^2*p*r*x-60096*a^3*b^2*c^2*q*r*x-22476* a^4*c*g*q*r*x^2-14248*a^4*c*p^2*q*r*x-15952*a^4*c*p*q^2*r*x-14748*a^4*c*p*q*r*x ^2-2800*a^4*g^2*p*q*r*x-3936*a^4*g*p^2*q*r*x-4752*a^4*g*p*q^2*r*x-6038*a^4*g*p* q*r*x^2-6272*a^3*b^3*c*g*r*x-16992*a^3*b^3*c*p*r*x-12576*a^3*b^3*c*q*r*x-6448*a ^4*b*p*q^2*r*x-10000*a^4*b*p*q*r*x^2-26272*a^4*c^2*g*p*r*x-28208*a^4*c^2*g*q*r* x-39408*a^4*c^2*p*q*r*x-6536*a^4*c*g^2*p*r*x-6976*a^4*c*g^2*q*r*x-8480*a^4*c*g* p^2*r*x-12128*a^4*c*g*p*r*x^2-11384*a^4*c*g*q^2*r*x-14448*a^4*b*c*p^2*r*x-21800 *a^4*b*c*p*r*x^2-14656*a^4*b*c*q^2*r*x-33272*a^4*b*c*q*r*x^2-2240*a^4*b*g^2*p*r *x-1856*a^4*b*g^2*q*r*x-4016*a^4*b*g*p^2*r*x-8244*a^4*b*g*p*r*x^2-4056*a^4*b*g* q^2*r*x-13788*a^4*b*g*q*r*x^2-6264*a^4*b*p^2*q*r*x+2012*a^3*b^2*g*r^2*x^2-4168* a^3*b^2*p^3*r*x-7512*a^3*b^2*p^2*r*x^2-2208*a^3*b^2*q^3*r*x-10808*a^3*b^2*q^2*r *x^2-74304*a^3*b*c^4*r*x-68512*a^3*b*c^3*r^2*x-100864*a^3*b*c^3*r*x^2-5128*a^3* b^2*g^2*r^2*x-14388*a^3*b^2*g^2*r*x^2-2072*a^3*b^2*g*r^3*x-45728*a^3*b^2*c^2*r^ 2*x-90848*a^3*b^2*c^2*r*x^2-5496*a^3*b^2*c*r^3*x+8216*a^3*b^2*c*r^2*x^2-36416*a ^3*b^3*c*r*x^2-4480*a^3*b^3*g*r^2*x-14784*a^3*b^3*g*r*x^2-4112*a^3*b^3*p^2*r*x-\ 12928*a^3*b^3*p*r*x^2-2160*a^3*b^3*q^2*r*x-12928*a^3*b^3*q*r*x^2-54144*a^3*b^2* c^3*r*x-1920*a^3*b^4*c*r*x-1088*a^3*b^4*p*r*x-768*a^3*b^4*q*r*x-17024*a^3*b^3*c ^2*r*x-13152*a^3*b^3*c*r^2*x-492*a^4*g^3*p*r*x-416*a^4*g^3*q*r*x-1136*a^4*g^2*p ^2*r*x-2036*a^4*g^2*p*r*x^2-1512*a^4*g^2*q^2*r*x-4544*a^4*g^2*q*r*x^2-532*a^4*g *p^3*r*x+294*a^4*g*p^2*r*x^2-1472*a^4*g*q^3*r*x-4286*a^4*g*q^2*r*x^2-1456*a^4*p ^3*q*r*x-3112*a^4*p^2*q^2*r*x-1264*a^4*p^2*q*r*x^2-2064*a^4*p*q^3*r*x-3064*a^4* p*q^2*r*x^2-872*a^4*c*g^3*r*x-6008*a^4*c*g^2*r^2*x-10540*a^4*c*g^2*r*x^2-1600*a ^4*c*g*r^3*x+3040*a^4*c*g*r^2*x^2-2520*a^4*c*p^3*r*x-732*a^4*c*p^2*r*x^2-4696*a ^4*c*q^3*r*x-9796*a^4*c*q^2*r*x^2-22656*a^4*c^3*g*r*x-31520*a^4*c^3*p*r*x-32800 *a^4*c^3*q*r*x-7936*a^4*c^2*g^2*r*x-18480*a^4*c^2*g*r^2*x-27808*a^4*c^2*g*r*x^2 -15680*a^4*c^2*p^2*r*x-16448*a^4*c^2*p*r*x^2-19024*a^4*c^2*q^2*r*x-27112*a^4*c^ 2*q*r*x^2+1724*a^2*g^4*p*r*x+1856*a^2*g^4*q*r*x+1498*a^2*g^3*p^2*r*x-9063*a^2*g ^3*p*r*x^2+2876*a^2*g^3*q^2*r*x-10173*a^2*g^3*q*r*x^2-1726*a^2*g^2*p^3*r*x-\ 13305*a^2*g^2*p^2*r*x^2+1614*a^2*g^2*q^3*r*x-17560*a^2*g^2*q^2*r*x^2-2428*a^2*g *p^4*r*x-6948*a^2*g*p^3*r*x^2+179*a^2*g*q^4*r*x-12127*a^2*g*q^3*r*x^2-841*a^2*p ^4*q*r*x+218*a^2*p^3*q^2*r*x-9049*a^2*p^3*q*r*x^2+612*a^2*p^2*q^3*r*x-18205*a^2 *p^2*q^2*r*x^2+76*a^2*p*q^4*r*x-12707*a^2*p*q^3*r*x^2+5196*a^2*c*g^4*r*x-6336*a ^2*c*g^3*r^2*x-25110*a^2*c*g^3*r*x^2-12476*a^2*c*g^2*r^3*x-22597*a^2*c*g^2*r^2* x^2-1422*a^2*c*g*r^4*x+10278*a^2*c*g*r^3*x^2-5167*a^2*c*p^4*r*x-20293*a^2*c*p^3 *r*x^2+361*a^2*c*q^4*r*x-32749*a^2*c*q^3*r*x^2+28300*a^2*c^2*g^3*r*x-28968*a^2* c^2*g^2*r^2*x-106004*a^2*c^2*g^2*r*x^2-36656*a^2*c^2*g*r^3*x-65086*a^2*c^2*g*r^ 2*x^2-9382*a^2*c^2*p^3*r*x-107996*a^2*c^2*p^2*r*x^2+8866*a^2*c^2*q^3*r*x-135870 *a^2*c^2*q^2*r*x^2+74624*a^2*c^3*g^2*r*x-61216*a^2*c^3*g*r^2*x-202452*a^2*c^3*g *r*x^2+19448*a^2*c^3*p^2*r*x-213596*a^2*c^3*p*r*x^2+41816*a^2*c^3*q^2*r*x-\ 235244*a^2*c^3*q*r*x^2+2996*a^2*b*g^4*r*x-2364*a^2*b*g^3*r^2*x-13920*a^2*b*g^3* r*x^2-5840*a^2*b*g^2*r^3*x-13831*a^2*b*g^2*r^2*x^2-696*a^2*b*g*r^4*x+5632*a^2*b *g*r^3*x^2-1499*a^2*b*p^4*r*x-12493*a^2*b*p^3*r*x^2+123*a^2*b*q^4*r*x-16269*a^2 *b*q^3*r*x^2+96208*a^2*c^4*g*r*x+68384*a^2*c^4*p*r*x+76256*a^2*c^4*q*r*x-2180*a ^2*b*c*r^4*x+15328*a^2*b*c*r^3*x^2+46608*a*b*c^2*g^3*r*x-43004*a*b*c^2*g^2*r^2* x-222064*a*b*c^2*g^2*r*x^2+127960*a*b*c^3*g^2*r*x-89144*a*b*c^3*g*r^2*x-419416* a*b*c^3*g*r*x^2+84064*a*b*c^3*p^2*r*x-459272*a*b*c^3*p*r*x^2+68144*a*b*c^3*q^2* r*x-459272*a*b*c^3*q*r*x^2+11858*a*b^2*g^3*p*r*x+7162*a*b^2*g^3*q*r*x+16690*a*b ^2*g^2*p^2*r*x-45373*a*b^2*g^2*p*r*x^2+6370*a*b^2*g^2*q^2*r*x-43480*a*b^2*g^2*q *r*x^2+7021*a*b^2*g*p^3*r*x-50136*a*b^2*g*p^2*r*x^2+1401*a*b^2*g*q^3*r*x-44273* a*b^2*g*q^2*r*x^2+6058*a*b^2*p^3*q*r*x+8732*a*b^2*p^2*q^2*r*x-53203*a*b^2*p^2*q *r*x^2+2774*a*b^2*p*q^3*r*x-49427*a*b^2*p*q^2*r*x^2+171232*a*b*c^4*g*r*x+154288 *a*b*c^4*p*r*x+134240*a*b*c^4*q*r*x+25752*a*b^2*c*g^3*r*x-13756*a*b^2*c*g^2*r^2 *x-114260*a*b^2*c*g^2*r*x^2-24060*a*b^2*c*g*r^3*x-79344*a*b^2*c*g*r^2*x^2+14730 *a*b^2*c*p^3*r*x-137502*a*b^2*c*p^2*r*x^2+5286*a*b^2*c*q^3*r*x-121536*a*b^2*c*q ^2*r*x^2+105784*a*b^2*c^2*g^2*r*x-43676*a*b^2*c^2*g*r^2*x-318100*a*b^2*c^2*g*r* x^2+90852*a*b^2*c^2*p^2*r*x-359004*a*b^2*c^2*p*r*x^2+49676*a*b^2*c^2*q^2*r*x-\ 341216*a*b^2*c^2*q*r*x^2+17256*a*b^3*g^2*p*r*x+8928*a*b^3*g^2*q*r*x+17300*a*b^3 *g*p^2*r*x-42354*a*b^3*g*p*r*x^2+4336*a*b^3*g*q^2*r*x-39966*a*b^3*g*q*r*x^2+ 12874*a*b^3*p^2*q*r*x+6990*a*b^3*p*q^2*r*x-44112*a*b^3*p*q*r*x^2+186728*a*b^2*c ^3*g*r*x+184240*a*b^2*c^3*p*r*x+139392*a*b^2*c^3*q*r*x+36184*a*b^3*c*g^2*r*x-\ 7400*a*b^3*c*g*r^2*x-103812*a*b^3*c*g*r*x^2+39692*a*b^3*c*p^2*r*x-119804*a*b^3* c*p*r*x^2+13476*a*b^3*c*q^2*r*x-109316*a*b^3*c*q*r*x^2+11044*a*b^4*g*p*r*x+4588 *a*b^4*g*q*r*x+6896*a*b^4*p*q*r*x+96400*a*b^3*c^2*g*r*x+104736*a*b^3*c^2*p*r*x+ 66672*a*b^3*c^2*q*r*x+7932*a^2*g^3*p*q*r*x+7952*a^2*g^2*p^2*q*r*x+9540*a^2*g^2* p*q^2*r*x-32134*a^2*g^2*p*q*r*x^2+657*a^2*g*p^3*q*r*x+6349*a^2*g*p^2*q^2*r*x-\ 32099*a^2*g*p^2*q*r*x^2+3443*a^2*g*p*q^3*r*x-37278*a^2*g*p*q^2*r*x^2+22248*a*b^ 4*c*g*r*x+27448*a*b^4*c*p*r*x+13272*a*b^4*c*q*r*x+18582*a^2*c*g^3*p*r*x+19568*a ^2*c*g^3*q*r*x+12378*a^2*c*g^2*p^2*r*x-77542*a^2*c*g^2*p*r*x^2+21832*a^2*c*g^2* q^2*r*x-87501*a^2*c*g^2*q*r*x^2-7421*a^2*c*g*p^3*r*x-75887*a^2*c*g*p^2*r*x^2+ 7871*a^2*c*g*q^3*r*x-98334*a^2*c*g*q^2*r*x^2-688*a^2*c*p^3*q*r*x+10078*a^2*c*p^ 2*q^2*r*x-89727*a^2*c*p^2*q*r*x^2+5960*a^2*c*p*q^3*r*x-102183*a^2*c*p*q^2*r*x^2 +75024*a^2*c^2*g^2*q*r*x+28866*a^2*c^2*g*p^2*r*x-223510*a^2*c^2*g*p*r*x^2+53222 *a^2*c^2*g*q^2*r*x-249812*a^2*c^2*g*q*r*x^2+29918*a^2*c^2*p^2*q*r*x+41570*a^2*c ^2*p*q^2*r*x-260700*a^2*c^2*p*q*r*x^2-45373*a^2*b*g^2*q*r*x^2+1339*a^2*b*g*p^3* r*x-44273*a^2*b*g*p^2*r*x^2+3789*a^2*b*g*q^3*r*x-50136*a^2*b*g*q^2*r*x^2+3698*a ^2*b*p^3*q*r*x+9040*a^2*b*p^2*q^2*r*x-49427*a^2*b*p^2*q*r*x^2+3966*a^2*b*p*q^3* r*x-53203*a^2*b*p*q^2*r*x^2+116136*a^2*c^3*g*p*r*x+124752*a^2*c^3*g*q*r*x+94456 *a^2*c^3*p*q*r*x+71240*a^2*c^2*g^2*p*r*x+12300*a^2*b*g^3*p*r*x+10904*a^2*b*g^3* q*r*x+12580*a^2*b*g^2*p^2*r*x-43480*a^2*b*g^2*p*r*x^2+11568*a^2*b*g^2*q^2*r*x+ 32708*a^2*b*c*g^3*r*x-21320*a^2*b*c*g^2*r^2*x-114260*a^2*b*c*g^2*r*x^2-34348*a^ 2*b*c*g*r^3*x-79344*a^2*b*c*g*r^2*x^2+3154*a^2*b*c*p^3*r*x-121536*a^2*b*c*p^2*r *x^2+9178*a^2*b*c*q^3*r*x-137502*a^2*b*c*q^2*r*x^2-359004*a^2*b*c^2*q*r*x^2+42* a*b*g^5*r^2-7*a*b*g*r^6-200*a*b*r^5*x^2+26848*a*c^6*r*x-35824*a*c^5*r^2*x-\ 115872*a*c^5*r*x^2-30168*a*c^4*r^3*x-53328*a*c^4*r^2*x^2+140*a*b^3*g^3*r^2+20*a *b^3*r^4*x+2808*a*b^3*r^3*x^2+112*a*b^2*g^4*r^2+184*a*b^2*r^5*x+1528*a*b^2*r^4* x^2-20*a*b*c*r^6+192*a*b^6*r*x+16*a*b^5*g*r^2-184*a*b^5*r^2*x-3360*a*b^5*r*x^2+ 80*a*b^4*g^2*r^2-828*a*b^4*r^3*x-4644*a*b^4*r^2*x^2+362*a^2*g^5*r*x-560*a^2*g^4 *r^2*x-2271*a^2*g^4*r*x^2-1358*a^2*g^3*r^3*x-2337*a^2*g^3*r^2*x^2-170*a^2*g^2*r ^4*x+1944*a^2*g^2*r^3*x^2+172*a^2*g*r^5*x+898*a^2*g*r^4*x^2-574*a^2*p^5*r*x-861 *a^2*p^4*r*x^2-51*a^2*q^5*r*x-2690*a^2*q^4*r*x^2+478*a^2*c*r^5*x+2848*a^2*c*r^4 *x^2-145432*a^2*c^4*r*x^2-34920*a^2*c^3*r^3*x-58392*a^2*c^3*r^2*x^2-2348*a^2*c^ 2*r^4*x+13924*a^2*c^2*r^3*x^2+664*a^2*b^2*g^3*r^2-456*a^2*b^2*r^4*x+3928*a^2*b^ 2*r^3*x^2+300*a^2*b*g^4*r^2+184*a^2*b*r^5*x+1528*a^2*b*r^4*x^2+48768*a^2*c^5*r* x-48288*a^2*c^4*r^2*x+1632*a^2*b^5*r*x+272*a^2*b^4*g*r^2-288*a^2*b^4*r^2*x-8688 *a^2*b^4*r*x^2+656*a^2*b^3*g^2*r^2-3236*a^2*b^3*r^3*x-12372*a^2*b^3*r^2*x^2+ 1170*a^3*g^4*r*x-998*a^3*g^3*r^2*x-4164*a^3*g^3*r*x^2-2210*a^3*g^2*r^3*x-3633*a ^3*g^2*r^2*x^2-150*a^3*g*r^4*x+1996*a^3*g*r^3*x^2-1232*a^3*p^4*r*x-2296*a^3*p^3 *r*x^2+134*a^3*q^4*r*x-6072*a^3*q^3*r*x^2-19068*a^3*c^2*r^3*x-30880*a^3*c^2*r^2 *x^2-724*a^3*c*r^4*x+5048*a^3*c*r^3*x^2+820*a^3*b*g^3*r^2-420*a^3*b*r^4*x+2808* a^3*b*r^3*x^2+50640*a^3*c^4*r*x-31328*a^3*c^3*r^2*x-92784*a^3*c^3*r*x^2+1852*a^ 4*g^3*r*x-1120*a^4*g^2*r^2*x-4128*a^4*g^2*r*x^2-1572*a^4*g*r^3*x-2210*a^4*g*r^2 *x^2-1456*a^4*p^3*r*x-3112*a^4*p^2*r*x^2+964*a^4*q^3*r*x-5836*a^4*q^2*r*x^2+ 4608*a^3*b^4*r*x+992*a^3*b^3*g*r^2-368*a^3*b^3*r^2*x-11712*a^3*b^3*r*x^2+1424*a ^3*b^2*g^2*r^2-4420*a^3*b^2*r^3*x-12372*a^3*b^2*r^2*x^2-4700*a^4*c*r^3*x-7072*a ^4*c*r^2*x^2+5952*a^4*b^3*r*x+1296*a^4*b^2*g*r^2-736*a^4*b^2*r^2*x-8688*a^4*b^2 *r*x^2+1056*a^4*b*g^2*r^2-2364*a^4*b*r^3*x-4644*a^4*b*r^2*x^2+30880*a^4*c^3*r*x -10392*a^4*c^2*r^2*x-31464*a^4*c^2*r*x^2+624*a^5*b*g*r^2-792*a^5*b*r^2*x-3360*a ^5*b*r*x^2+10096*a^5*c^2*r*x-1992*a^5*c*r^2*x-5568*a^5*c*r*x^2+1432*a^5*g^2*r*x -824*a^5*g*r^2*x-2208*a^5*g*r*x^2-896*a^5*p^2*r*x-2064*a^5*p*r*x^2+1496*a^5*q^2 *r*x-2256*a^5*q*r*x^2+63*g*q^6*r*x^2-14*p^7*q*r*x-70*p^6*q^2*r*x+34*p^6*q*r*x^2 -140*p^5*q^3*r*x+72*p^5*q^2*r*x^2-140*p^4*q^4*r*x+95*p^4*q^3*r*x^2-70*p^3*q^5*r *x+95*p^3*q^4*r*x^2-14*p^2*q^6*r*x+72*p^2*q^5*r*x^2+4*p*q^6*r^2*x+34*p*q^6*r*x^ 2+864*a^6*b*r*x+1344*a^6*c*r*x+432*a^6*g*r*x-224*a^6*p*r*x+672*a^6*q*r*x+3648*a ^5*b^2*r*x+9108*a^2*b^2*g^3*r*x-3208*a^2*b^2*g^2*r^2*x-29832*a^2*b^2*g^2*r*x^2-\ 7820*a^2*b^2*g*r^3*x-23972*a^2*b^2*g*r^2*x^2+3728*a^2*b^2*p^3*r*x-34396*a^2*b^2 *p^2*r*x^2+1888*a^2*b^2*q^3*r*x-34396*a^2*b^2*q^2*r*x^2+140560*a^2*b*c^4*r*x-\ 73264*a^2*b*c^3*r^2*x-299088*a^2*b*c^3*r*x^2-48708*a^2*b*c^2*r^3*x-105728*a^2*b *c^2*r^2*x^2+12600*a^2*b^3*g^2*r*x-1588*a^2*b^3*g*r^2*x-26760*a^2*b^3*g*r*x^2+ 12708*a^2*b^3*p^2*r*x-29964*a^2*b^3*p*r*x^2+4852*a^2*b^3*q^2*r*x-29580*a^2*b^3* q*r*x^2+154496*a^2*b^2*c^3*r*x-36928*a^2*b^2*c^2*r^2*x-226400*a^2*b^2*c^2*r*x^2 -22144*a^2*b^2*c*r^3*x-63680*a^2*b^2*c*r^2*x^2+7760*a^2*b^4*g*r*x+9248*a^2*b^4* p*r*x+4768*a^2*b^4*q*r*x+81392*a^2*b^3*c^2*r*x-6352*a^2*b^3*c*r^2*x-73608*a^2*b ^3*c*r*x^2+3406*a^3*g^3*p*r*x+4734*a^3*g^3*q*r*x+854*a^3*g^2*p^2*r*x-12525*a^3* g^2*p*r*x^2+5606*a^3*g^2*q^2*r*x-14418*a^3*g^2*q*r*x^2-2926*a^3*g*p^3*r*x-11263 *a^3*g*p^2*r*x^2+2192*a^3*g*q^3*r*x-17126*a^3*g*q^2*r*x^2-82*a^3*p^3*q*r*x+2674 *a^3*p^2*q^2*r*x-13388*a^3*p^2*q*r*x^2+1658*a^3*p*q^3*r*x-17164*a^3*p*q^2*r*x^2 +19744*a^2*b^4*c*r*x+12648*a^3*c*g^3*r*x-8868*a^3*c*g^2*r^2*x-34308*a^3*c*g^2*r *x^2-13200*a^3*c*g*r^3*x-22312*a^3*c*g*r^2*x^2-5466*a^3*c*p^3*r*x-31410*a^3*c*p ^2*r*x^2+4554*a^3*c*q^3*r*x-47376*a^3*c*q^2*r*x^2-99596*a^3*c^2*p*r*x^2+29016*a ^3*c^2*q^2*r*x-117384*a^3*c^2*q*r*x^2-19044*a^3*b*g^2*r*x^2-6436*a^3*b*g*r^3*x-\ 14196*a^3*b*g*r^2*x^2-774*a^3*b*p^3*r*x-18948*a^3*b*p^2*r*x^2+2526*a^3*b*q^3*r* x-24396*a^3*b*q^2*r*x^2+82344*a^3*c^3*g*r*x+53616*a^3*c^3*p*r*x+66208*a^3*c^3*q *r*x+49128*a^3*c^2*g^2*r*x-28604*a^3*c^2*g*r^2*x-96924*a^3*c^2*g*r*x^2+8040*a^3 *c^2*p^2*r*x+7308*a^3*b*g^3*r*x-3056*a^3*b*g^2*r^2*x+16176*a^3*b^2*g^2*r*x-2436 *a^3*b^2*g*r^2*x-26760*a^3*b^2*g*r*x^2+10172*a^3*b^2*p^2*r*x-29580*a^3*b^2*p*r* x^2+8908*a^3*b^2*q^2*r*x-29964*a^3*b^2*q*r*x^2+118656*a^3*b*c^3*r*x-34096*a^3*b *c^2*r^2*x-144664*a^3*b*c^2*r*x^2-18528*a^3*b*c*r^3*x-38912*a^3*b*c*r^2*x^2+ 14784*a^3*b^3*g*r*x+14768*a^3*b^3*p*r*x+11088*a^3*b^3*q*r*x+100304*a^3*b^2*c^2* r*x-10080*a^3*b^2*c*r^2*x-73608*a^3*b^2*c*r*x^2-22160*a^4*c*p*r*x^2+10556*a^4*c *q^2*r*x-27404*a^4*c*q*r*x^2+2928*a^4*g^2*p*r*x+5824*a^4*g^2*q*r*x-1020*a^4*g*p ^2*r*x-8294*a^4*g*p*r*x^2+4776*a^4*g*q^2*r*x-9488*a^4*g*q*r*x^2+1692*a^4*p^2*q* r*x+3616*a^4*p*q^2*r*x-9140*a^4*p*q*r*x^2+36416*a^3*b^3*c*r*x+8632*a^4*b*g^2*r* x-2188*a^4*b*g*r^2*x-12600*a^4*b*g*r*x^2+1652*a^4*b*p^2*r*x-13236*a^4*b*p*r*x^2 +6316*a^4*b*q^2*r*x-13812*a^4*b*q*r*x^2+37544*a^4*c^2*g*r*x+21240*a^4*c^2*p*r*x +32696*a^4*c^2*q*r*x+14784*a^4*c*g^2*r*x-6460*a^4*c*g*r^2*x-22336*a^4*c*g*r*x^2 -500*a^4*c*p^2*r*x+12832*a^4*b^2*g*r*x+10336*a^4*b^2*p*r*x+11136*a^4*b^2*q*r*x+ 54496*a^4*b*c^2*r*x-7192*a^4*b*c*r^2*x-33816*a^4*b*c*r*x^2+4688*a^5*b*g*r*x+ 2360*a^5*b*p*r*x+4840*a^5*b*q*r*x+7808*a^5*c*g*r*x+2824*a^5*c*p*r*x+8040*a^5*c* q*r*x+664*a^5*g*p*r*x+3320*a^5*g*q*r*x+1960*a^5*p*q*r*x+31584*a^4*b^2*c*r*x-14* g^6*p*q*r*x-138*g^5*p^2*q*r*x-86*g^5*p*q^2*r*x-234*g^5*p*q*r*x^2-396*g^4*p^3*q* r*x-490*g^4*p^2*q^2*r*x-564*g^4*p^2*q*r*x^2-178*g^4*p*q^3*r*x-564*g^4*p*q^2*r*x ^2-508*g^3*p^4*q*r*x-1014*g^3*p^3*q^2*r*x-414*g^3*p^3*q*r*x^2-722*g^3*p^2*q^3*r *x-1092*g^3*p^2*q^2*r*x^2-164*g^3*p*q^4*r*x-414*g^3*p*q^3*r*x^2-324*g^2*p^5*q*r *x-956*g^2*p^4*q^2*r*x+57*g^2*p^4*q*r*x^2-1064*g^2*p^3*q^3*r*x-594*g^2*p^3*q^2* r*x^2-486*g^2*p^2*q^4*r*x-594*g^2*p^2*q^3*r*x^2-68*g^2*p*q^5*r*x+57*g^2*p*q^4*r *x^2-102*g*p^6*q*r*x-418*g*p^5*q^2*r*x+156*g*p^5*q*r*x^2-652*g*p^4*q^3*r*x+57*g *p^4*q^2*r*x^2-468*g*p^3*q^4*r*x-72*g*p^3*q^3*r*x^2-142*g*p^2*q^5*r*x+57*g*p^2* q^4*r*x^2-10*g*p*q^6*r*x+156*g*p*q^5*r*x^2+12016*a^5*b*c*r*x+66*g^6*r*x+32*g^5* r^2*x-8536*c^4*r^3*x-4368*c^3*r^4*x-8784*c^3*r^3*x^2+416*c^2*r^5*x+4448*c^2*r^4 *x^2-10*c*g*r^6-160*c*r^5*x^2-88*b^3*r^4*x+68*b^3*r^3*x^2+108*b^2*r^5*x+916*b^2 *r^4*x^2-6*b*r^6*x-76*b*r^5*x^2+37408*c^6*r*x+19840*c^5*r^2*x-2896*a^4*b*g^2*r^ 2*x-6336*a^4*b*g^2*r*x^2-1048*a^4*b*g*r^3*x+1344*a^4*b*g*r^2*x^2-1456*a^4*b*p^3 *r*x-1208*a^4*b*p^2*r*x^2-1800*a^4*b*q^3*r*x-6152*a^4*b*q^2*r*x^2-3016*a^4*b*c* r^3*x+4232*a^4*b*c*r^2*x^2-4144*a^4*b^2*g*r^2*x-10296*a^4*b^2*g*r*x^2-3152*a^4* b^2*p^2*r*x-7552*a^4*b^2*p*r*x^2-2544*a^4*b^2*q^2*r*x-10192*a^4*b^2*q*r*x^2-\ 31168*a^4*b*c^3*r*x-26400*a^4*b*c^2*r^2*x-41936*a^4*b*c^2*r*x^2-1472*a^4*b^3*p* r*x-1152*a^4*b^3*q*r*x-15488*a^4*b^2*c^2*r*x-12256*a^4*b^2*c*r^2*x-25664*a^4*b^ 2*c*r*x^2-376*a^5*g^2*p*r*x-320*a^5*g^2*q*r*x-392*a^5*g*p^2*r*x-508*a^5*g*p*r*x ^2-888*a^5*g*q^2*r*x-2356*a^5*g*q*r*x^2-896*a^5*p^2*q*r*x-1328*a^5*p*q^2*r*x-\ 1280*a^5*p*q*r*x^2-2560*a^4*b^3*c*r*x-4192*a^5*c^2*g*r*x-6496*a^5*c^2*p*r*x-\ 8000*a^5*c^2*q*r*x-656*a^5*c*g^2*r*x-3088*a^5*c*g*r^2*x-5240*a^5*c*g*r*x^2-1680 *a^5*c*p^2*r*x-2072*a^5*c*p*r*x^2-3392*a^5*c*q^2*r*x-5896*a^5*c*q*r*x^2-8288*a^ 5*b*c*r*x^2-1568*a^5*b*g*r^2*x-3168*a^5*b*g*r*x^2-896*a^5*b*p^2*r*x-1504*a^5*b* p*r*x^2-1232*a^5*b*q^2*r*x-3616*a^5*b*q*r*x^2-1344*a^3*b^4*r^2*x-5280*a^3*b^4*r *x^2-928*a^3*b^3*r^3*x+368*a^3*b^3*r^2*x^2-644*a^4*g^3*r^2*x-1254*a^4*g^3*r*x^2 -240*a^4*g^2*r^3*x+544*a^4*g^2*r^2*x^2+176*a^4*g*r^4*x+894*a^4*g*r^3*x^2+728*a^ 4*p^3*r*x^2-408*a^4*q^4*r*x-1072*a^4*q^3*r*x^2+460*a^4*c*r^4*x+2736*a^4*c*r^3*x ^2-20544*a^4*c^4*r*x-18592*a^4*c^3*r^2*x-23616*a^4*c^3*r*x^2-2408*a^4*c^2*r^3*x +5080*a^4*c^2*r^2*x^2-896*a^4*b^2*r^3*x+512*a^4*b^2*r^2*x^2+156*a^4*b*r^4*x+ 1596*a^4*b*r^3*x^2-488*a^5*g^2*r^2*x-924*a^5*g^2*r*x^2-48*a^5*g*r^3*x+404*a^5*g *r^2*x^2+448*a^5*p^2*r*x^2-464*a^5*q^3*r*x-1200*a^5*q^2*r*x^2-1856*a^4*b^3*r^2* x-5280*a^4*b^3*r*x^2-6992*a^5*c^2*r*x^2-320*a^5*c*r^3*x+896*a^5*c*r^2*x^2-1184* a^5*b^2*r^2*x-2640*a^5*b^2*r*x^2-240*a^5*b*r^3*x+488*a^5*b*r^2*x^2-6144*a^5*c^3 *r*x-4896*a^5*c^2*r^2*x-832*a^6*c*r*x^2-144*a^6*g*r^2*x-264*a^6*g*r*x^2+112*a^6 *p*r*x^2-192*a^6*q^2*r*x-256*a^6*q*r^2*x-416*a^6*q*r*x^2-288*a^6*b*r^2*x-528*a^ 6*b*r*x^2-768*a^6*c^2*r*x-512*a^6*c*r^2*x+7*g^2*q^6*r*x^2+7*p^7*q*r*x^2+42*p^6* q^2*r*x^2+105*p^5*q^3*r*x^2+140*p^4*q^4*r*x^2+105*p^3*q^5*r*x^2+42*p^2*q^6*r*x^ 2+7*p*q^7*r*x^2+7*g^6*p^2*r*x^2+7*g^6*q^2*r*x^2+28*g^5*p^3*r*x^2+28*g^5*q^3*r*x ^2+42*g^4*p^4*r*x^2+42*g^4*q^4*r*x^2+28*g^3*p^5*r*x^2+28*g^3*q^5*r*x^2+7*g^2*p^ 6*r*x^2-1600*a^5*b^2*c*r*x-928*a^5*b^2*p*r*x-768*a^5*b^2*q*r*x-6208*a^5*b*c^2*r *x-4800*a^5*b*c*r^2*x-384*a^6*b*c*r*x-224*a^6*b*p*r*x-192*a^6*b*q*r*x-192*a^6*c *g*r*x-448*a^6*c*p*r*x-768*a^6*c*q*r*x-112*a^6*g*p*r*x-96*a^6*g*q*r*x-224*a^6*p *q*r*x+287*g^4*p^3*q*r*x^2+490*g^4*p^2*q^2*r*x^2+287*g^4*p*q^3*r*x^2+336*g^3*p^ 4*q*r*x^2+868*g^3*p^3*q^2*r*x^2+868*g^3*p^2*q^3*r*x^2+336*g^3*p*q^4*r*x^2+196*g ^2*p^5*q*r*x^2+721*g^2*p^4*q^2*r*x^2+1064*g^2*p^3*q^3*r*x^2+721*g^2*p^2*q^4*r*x ^2+196*g^2*p*q^5*r*x^2+56*g*p^6*q*r*x^2+280*g*p^5*q^2*r*x^2+560*g*p^4*q^3*r*x^2 +560*g*p^3*q^4*r*x^2+280*g*p^2*q^5*r*x^2+56*g*p*q^6*r*x^2+14*g^6*p*q*r*x^2+112* g^5*p^2*q*r*x^2+112*g^5*p*q^2*r*x^2+77*c*g*q^6*r*x^2+175*c*p^6*q*r*x^2+777*c*p^ 5*q^2*r*x^2+1505*c*p^4*q^3*r*x^2+1505*c*p^3*q^4*r*x^2+777*c*p^2*q^5*r*x^2+175*c *p*q^6*r*x^2+28*c*g^6*p*r*x^2+28*c*g^6*q*r*x^2+231*c*g^5*p^2*r*x^2+231*c*g^5*q^ 2*r*x^2+581*c*g^4*p^3*r*x^2+581*c*g^4*q^3*r*x^2+644*c*g^3*p^4*r*x^2+644*c*g^3*q ^4*r*x^2+336*c*g^2*p^5*r*x^2+336*c*g^2*q^5*r*x^2+77*c*g*p^6*r*x^2+2*c*g^6*r^3*x +16*c*g^6*r^2*x^2+4*c*g^5*r^4*x-8*c*g^5*r^3*x^2+2*c*g^4*r^5*x-62*c*g^4*r^4*x^2-\ 38*c*g^3*r^5*x^2+7*c*p^7*r*x^2+7*c*q^7*r*x^2+4*c^2*g^6*r^2*x+28*c^2*g^6*r*x^2+ 38*c^2*g^5*r^3*x+276*c^2*g^5*r^2*x^2+56*c^2*g^4*r^4*x+100*c^2*g^4*r^3*x^2+22*c^ 2*g^3*r^5*x-362*c^2*g^3*r^4*x^2-210*c^2*g^2*r^5*x^2+147*c^2*p^6*r*x^2+147*c^2*q ^6*r*x^2+60*c^3*g^5*r^2*x+420*c^3*g^5*r*x^2+284*c^3*g^4*r^3*x+1944*c^3*g^4*r^2* x^2+300*c^3*g^3*r^4*x+800*c^3*g^3*r^3*x^2+84*c^3*g^2*r^5*x-1064*c^3*g^2*r^4*x^2 -448*c^3*g*r^5*x^2+1204*c^3*p^5*r*x^2+1204*c^3*q^5*r*x^2+2478*c^2*g^4*p^2*r*x^2 +2478*c^2*g^4*q^2*r*x^2+4249*c^2*g^3*p^3*r*x^2+4249*c^2*g^3*q^3*r*x^2+3311*c^2* g^2*p^4*r*x^2+3311*c^2*g^2*q^4*r*x^2+1155*c^2*g*p^5*r*x^2+1155*c^2*g*q^5*r*x^2+ 1764*c^2*p^5*q*r*x^2+5733*c^2*p^4*q^2*r*x^2+8232*c^2*p^3*q^3*r*x^2+5733*c^2*p^2 *q^4*r*x^2+1764*c^2*p*q^5*r*x^2+560*c^2*g^5*p*r*x^2+560*c^2*g^5*q*r*x^2+6*a*r^6 *x-76*a*r^5*x^2+192*b^6*r*x+232*b^5*r^2*x-720*b^5*r*x^2-412*b^4*r^3*x-3556*b^4* r^2*x^2-1276*a^4*r^3*x-3556*a^4*r^2*x^2-528*a^3*r^4*x+68*a^3*r^3*x^2+68*a^2*r^5 *x+916*a^2*r^4*x^2-8*a*b*r^6-20*g^6*r^2*x-66*g^6*r*x^2-30*g^5*r^3*x-32*g^5*r^2* x^2+6*g^4*r^4*x+192*g^4*r^3*x^2+16*g^3*r^5*x+116*g^3*r^4*x^2-46*g^2*r^5*x^2-14* p^7*r*x-8*p^6*r*x^2-8*q^6*r*x^2+864*a^6*r*x+392*a^5*r^2*x-720*a^5*r*x^2-11*c^2* g*r^6-416*c^2*r^5*x^2-2*c*g^2*r^6+6592*c^7*r*x-10240*c^6*r^2*x-37408*c^6*r*x^2-\ 10112*c^5*r^3*x-19840*c^5*r^2*x^2-1096*c^4*r^4*x+8536*c^4*r^3*x^2+528*c^3*r^5*x +4368*c^3*r^4*x^2+14*b^3*r^5*x+308*b^3*r^4*x^2-10*b^2*r^6*x-88*b^2*r^5*x^2-b*g^ 2*r^6+6*a*g^6*r^2-a*g^2*r^6-32*b^6*r^2*x-528*b^6*r*x^2-16*b^5*r^3*x-312*b^5*r^2 *x^2+60*b^4*r^4*x+844*b^4*r^3*x^2+164*a^3*g^4*r^2+74*a^3*r^5*x+308*a^3*r^4*x^2+ 32*a^2*b^5*r^2+50*a^2*g^5*r^2+10*a^2*r^6*x-88*a^2*r^5*x^2+208*a^5*g^2*r^2-368*a ^5*r^3*x-312*a^5*r^2*x^2+480*a^4*b^3*r^2+264*a^4*g^3*r^2-4*a^4*r^4*x+844*a^4*r^ 3*x^2+224*a^3*b^4*r^2+4*g^5*r^4*x+30*g^5*r^3*x^2+2*g^4*r^5*x-6*g^4*r^4*x^2-16*g ^3*r^5*x^2+7*p^7*r*x^2+7*q^7*r*x^2+128*a^6*b*r^2+64*a^6*g*r^2-288*a^6*r^2*x-528 *a^6*r*x^2+416*a^5*b^2*r^2+2*g^6*r^3*x+20*g^6*r^2*x^2+453*c*p^4*q^2*r*x^2-1262* c*p^3*q^4*r*x+332*c*p^3*q^3*r*x^2-402*c*p^2*q^5*r*x+453*c*p^2*q^4*r*x^2-36*c*p* q^6*r*x+426*c*p*q^5*r*x^2-38*c*g^6*p*r*x-18*c*g^6*q*r*x-348*c*g^5*p^2*r*x-431*c *g^5*p*r*x^2-114*c*g^5*q^2*r*x-431*c*g^5*q*r*x^2-934*c*g^4*p^3*r*x-898*c*g^4*p^ 2*r*x^2-228*c*g^4*q^3*r*x-898*c*g^4*q^2*r*x^2-1092*c*g^3*p^4*r*x-227*c*g^3*p^3* r*x^2-196*c*g^3*q^4*r*x-227*c*g^3*q^3*r*x^2-598*c*g^2*p^5*r*x+845*c*g^2*p^4*r*x ^2-74*c*g^2*q^5*r*x+845*c*g^2*q^4*r*x^2-144*c*g*p^6*r*x+706*c*g*p^5*r*x^2-10*c* g*q^6*r*x+706*c*g*q^5*r*x^2-314*c*p^6*q*r*x-1152*c*p^5*q^2*r*x+426*c*p^5*q*r*x^ 2-1748*c*p^4*q^3*r*x-1253*c^2*g^2*q^3*r*x^2-1994*c^2*g*p^5*r*x+2050*c^2*g*p^4*r *x^2-316*c^2*g*q^5*r*x+2050*c^2*g*q^4*r*x^2-2842*c^2*p^5*q*r*x-7514*c^2*p^4*q^2 *r*x+1197*c^2*p^4*q*r*x^2-8232*c^2*p^3*q^3*r*x-654*c^2*p^3*q^2*r*x^2-3952*c^2*p ^2*q^4*r*x-654*c^2*p^2*q^3*r*x^2-686*c^2*p*q^5*r*x+1197*c^2*p*q^4*r*x^2-702*c^2 *g^5*p*r*x-418*c^2*g^5*q*r*x-3474*c^2*g^4*p^2*r*x-3490*c^2*g^4*p*r*x^2-1482*c^2 *g^4*q^2*r*x-3490*c^2*g^4*q*r*x^2-6444*c^2*g^3*p^3*r*x-5418*c^2*g^3*p^2*r*x^2-\ 2054*c^2*g^3*q^3*r*x-5418*c^2*g^3*q^2*r*x^2-5366*c^2*g^2*p^4*r*x-1253*c^2*g^2*p ^3*r*x^2-1256*c^2*g^2*q^4*r*x-5088*c^3*g^4*p*r*x-3368*c^3*g^4*q*r*x-16346*c^3*g ^3*p^2*r*x-13858*c^3*g^3*p*r*x^2-7930*c^3*g^3*q^2*r*x-13858*c^3*g^3*q*r*x^2-\ 20674*c^3*g^2*p^3*r*x-14916*c^3*g^2*p^2*r*x^2-7494*c^3*g^2*q^3*r*x-14916*c^3*g^ 2*q^2*r*x^2-11018*c^3*g*p^4*r*x-2018*c^3*g*p^3*r*x^2-2898*c^3*g*q^4*r*x-2018*c^ 3*g*q^3*r*x^2-13238*c^3*p^4*q*r*x-24680*c^3*p^3*q^2*r*x-2448*c^3*p^3*q*r*x^2-\ 18216*c^3*p^2*q^3*r*x-8520*c^3*p^2*q^2*r*x^2-5074*c^3*p*q^4*r*x-2448*c^3*p*q^3* r*x^2-12*g^6*p^2*r*x-19*g^6*p*r*x^2-2*g^6*q^2*r*x-19*g^6*q*r*x^2-50*g^5*p^3*r*x -51*g^5*p^2*r*x^2-6*g^5*q^3*r*x-51*g^5*q^2*r*x^2-78*g^4*p^4*r*x+3*g^4*p^3*r*x^2 -6*g^4*q^4*r*x+3*g^4*q^3*r*x^2-54*g^3*p^5*r*x+132*g^3*p^4*r*x^2-2*g^3*q^5*r*x+ 132*g^3*q^4*r*x^2-14*g^2*p^6*r*x+153*g^2*p^5*r*x^2+153*g^2*q^5*r*x^2+63*g*p^6*r *x^2+8*c*g^5*r^3*x+304*c*g^5*r^2*x^2+62*c*g^4*r^4*x+576*c*g^4*r^3*x^2+38*c*g^3* r^5*x+54*c*g^3*r^4*x^2-172*c*g^2*r^5*x^2-14*c*p^7*r*x+139*c*p^6*r*x^2+139*c*q^6 *r*x^2-16*c*g^6*r^2*x-38*c*g^6*r*x^2-28*c^2*g^6*r*x-276*c^2*g^5*r^2*x-526*c^2*g ^5*r*x^2-100*c^2*g^4*r^3*x+2020*c^2*g^4*r^2*x^2+362*c^2*g^3*r^4*x+3796*c^2*g^3* r^3*x^2+210*c^2*g^2*r^5*x+610*c^2*g^2*r^4*x^2-544*c^2*g*r^5*x^2-272*c^2*p^6*r*x +849*c^2*p^5*r*x^2-22*c^2*q^6*r*x+849*c^2*q^5*r*x^2-420*c^3*g^5*r*x-1944*c^3*g^ 4*r^2*x-3100*c^3*g^4*r*x^2-800*c^3*g^3*r^3*x+7704*c^3*g^3*r^2*x^2+1064*c^3*g^2* r^4*x+11760*c^3*g^2*r^3*x^2+448*c^3*g*r^5*x+1504*c^3*g*r^4*x^2-2054*c^3*p^5*r*x +1812*c^3*p^4*r*x^2-354*c^3*q^5*r*x+1812*c^3*q^4*r*x^2+221624*a^2*b*c^3*g*r*x+ 188368*a^2*b*c^3*p*r*x+174368*a^2*b*c^3*q*r*x+129104*a^2*b*c^2*g^2*r*x-67908*a^ 2*b*c^2*g*r^2*x-318100*a^2*b*c^2*g*r*x^2+71308*a^2*b*c^2*p^2*r*x-341216*a^2*b*c ^2*p*r*x^2+69652*a^2*b*c^2*q^2*r*x+54936*a^2*b^2*c*p^2*r*x-179556*a^2*b^2*c*p*r *x^2+34776*a^2*b^2*c*q^2*r*x-179556*a^2*b^2*c*q*r*x^2+29544*a^2*b^2*g^2*p*r*x+ 22144*a^2*b^2*g^2*q*r*x+23968*a^2*b^2*g*p^2*r*x-64538*a^2*b^2*g*p*r*x^2+13928*a ^2*b^2*g*q^2*r*x-64538*a^2*b^2*g*q*r*x^2+20720*a^2*b^2*p^2*q*r*x+15904*a^2*b^2* p*q^2*r*x-69944*a^2*b^2*p*q*r*x^2+21176*a^2*b^3*p*q*r*x+184464*a^2*b^2*c^2*g*r* x+174576*a^2*b^2*c^2*p*r*x+139520*a^2*b^2*c^2*q*r*x+72016*a^2*b^2*c*g^2*r*x-\ 21352*a^2*b^2*c*g*r^2*x-162952*a^2*b^2*c*g*r*x^2-82714*a^3*c*g*q*r*x^2+12586*a^ 3*c*p^2*q*r*x+19730*a^3*c*p*q^2*r*x-83448*a^3*c*p*q*r*x^2+12136*a^3*g^2*p*q*r*x +6242*a^3*g*p^2*q*r*x+9834*a^3*g*p*q^2*r*x-29292*a^3*g*p*q*r*x^2+64856*a^2*b^3* c*g*r*x+68320*a^2*b^3*c*p*r*x+45600*a^2*b^3*c*q*r*x+28484*a^2*b^3*g*p*r*x+18012 *a^2*b^3*g*q*r*x-39966*a^3*b*g*p*r*x^2+14800*a^3*b*g*q^2*r*x-42354*a^3*b*g*q*r* x^2+12050*a^3*b*p^2*q*r*x+13366*a^3*b*p*q^2*r*x-44112*a^3*b*p*q*r*x^2+67956*a^3 *c^2*g*p*r*x+84460*a^3*c^2*g*q*r*x+60528*a^3*c^2*p*q*r*x+27288*a^3*c*g^2*p*r*x+ 35092*a^3*c*g^2*q*r*x+6296*a^3*c*g*p^2*r*x-70034*a^3*c*g*p*r*x^2+25944*a^3*c*g* q^2*r*x+56912*a^3*b*c*g^2*r*x-20032*a^3*b*c*g*r^2*x-103812*a^3*b*c*g*r*x^2+ 23780*a^3*b*c*p^2*r*x-109316*a^3*b*c*p*r*x^2+33820*a^3*b*c*q^2*r*x-119804*a^3*b *c*q*r*x^2+18480*a^3*b*g^2*p*r*x+20184*a^3*b*g^2*q*r*x+9444*a^3*b*g*p^2*r*x+ 30068*a^3*b^2*g*p*r*x+26988*a^3*b^2*g*q*r*x+26024*a^3*b^2*p*q*r*x+143680*a^3*b* c^2*g*r*x+112608*a^3*b*c^2*p*r*x+117200*a^3*b*c^2*q*r*x+39096*a^4*b*c*q*r*x+ 11900*a^4*b*g*p*r*x+16532*a^4*b*g*q*r*x+13104*a^4*b*p*q*r*x+16476*a^4*c*g*p*r*x +27932*a^4*c*g*q*r*x+18872*a^4*c*p*q*r*x+8196*a^4*g*p*q*r*x+81464*a^3*b^2*c*g*r *x+72128*a^3*b^2*c*p*r*x+64704*a^3*b^2*c*q*r*x-518*c*g^5*p*q*r*x-2710*c*g^4*p^2 *q*r*x-1840*c*g^4*p*q^2*r*x-3206*c*g^4*p*q*r*x^2-5308*c*g^3*p^3*q*r*x-6650*c*g^ 3*p^2*q^2*r*x-5580*c*g^3*p^2*q*r*x^2-2630*c*g^3*p*q^3*r*x-5580*c*g^3*p*q^2*r*x^ 2-4752*c*g^2*p^4*q*r*x-9250*c*g^2*p^3*q^2*r*x-2641*c*g^2*p^3*q*r*x^2-6710*c*g^2 *p^2*q^3*r*x-6972*c*g^2*p^2*q^2*r*x^2-1688*c*g^2*p*q^4*r*x-2641*c*g^2*p*q^3*r*x ^2-1968*c*g*p^5*q*r*x-5464*c*g*p^4*q^2*r*x+590*c*g*p^4*q*r*x^2-6034*c*g*p^3*q^3 *r*x-1760*c*g*p^3*q^2*r*x^2-2838*c*g*p^2*q^4*r*x-1760*c*g*p^2*q^3*r*x^2-454*c*g *p*q^5*r*x+590*c*g*p*q^4*r*x^2+43992*a^4*b*c*g*r*x+30328*a^4*b*c*p*r*x-31150*c^ 2*g^2*p^2*q^2*r*x-19905*c^2*g^2*p^2*q*r*x^2-12962*c^2*g^2*p*q^3*r*x-19905*c^2*g ^2*p*q^2*r*x^2-14038*c^2*g*p^4*q*r*x-26702*c^2*g*p^3*q^2*r*x-4922*c^2*g*p^3*q*r *x^2-19582*c^2*g*p^2*q^3*r*x-13944*c^2*g*p^2*q^2*r*x^2-5240*c^2*g*p*q^4*r*x-\ 4922*c^2*g*p*q^3*r*x^2-5544*c^2*g^4*p*q*r*x-18704*c^2*g^3*p^2*q*r*x-13286*c^2*g ^3*p*q^2*r*x-16998*c^2*g^3*p*q*r*x^2-24810*c^2*g^2*p^3*q*r*x-1206*b*g*p^2*q^3*r *x^2-88*b*g*p*q^5*r*x+445*b*g*p*q^4*r*x^2-79968*c^5*g*p*q*r*x-65632*c^4*g^2*p*q *r*x-88440*c^4*g*p^2*q*r*x-65504*c^4*g*p*q^2*r*x-54712*c^4*g*p*q*r*x^2-26768*c^ 3*g^3*p*q*r*x-59302*c^3*g^2*p^2*q*r*x-43234*c^3*g^2*p*q^2*r*x-43704*c^3*g^2*p*q *r*x^2-48772*c^3*g*p^3*q*r*x-61124*c^3*g*p^2*q^2*r*x-30366*c^3*g*p^2*q*r*x^2-\ 26268*c^3*g*p*q^3*r*x-30366*c^3*g*p*q^2*r*x^2-136*b*g^5*p*q*r*x-1002*b*g^4*p^2* q*r*x-568*b*g^4*p*q^2*r*x-2117*b*g^4*p*q*r*x^2-2312*b*g^3*p^3*q*r*x-2524*b*g^3* p^2*q^2*r*x-4016*b*g^3*p^2*q*r*x^2-808*b*g^3*p*q^3*r*x-3340*b*g^3*p*q^2*r*x^2-\ 376*b*g^3*p*q*r^3*x-2314*b*g^2*p^4*q*r*x-3950*b*g^2*p^3*q^2*r*x-2583*b*g^2*p^3* q*r*x^2-2472*b*g^2*p^2*q^3*r*x-4705*b*g^2*p^2*q^2*r*x^2-460*b*g^2*p*q^4*r*x-\ 1325*b*g^2*p*q^3*r*x^2-1044*b*g*p^5*q*r*x-2524*b*g*p^4*q^2*r*x-263*b*g*p^4*q*r* x^2-2468*b*g*p^3*q^3*r*x-1678*b*g*p^3*q^2*r*x^2-960*b*g*p^2*q^4*r*x-92*b*c*g*q^ 5*r*x+3110*b*c*g*q^4*r*x^2-2976*b*c*p^5*q*r*x-6988*b*c*p^4*q^2*r*x+88*b*c*p^4*q *r*x^2-6868*b*c*p^3*q^3*r*x-2000*b*c*p^3*q^2*r*x^2-2796*b*c*p^2*q^4*r*x-1128*b* c*p^2*q^3*r*x^2-316*b*c*p*q^5*r*x+1396*b*c*p*q^4*r*x^2-18704*c^4*g^3*p*r*x-\ 13104*c^4*g^3*q*r*x-39660*c^4*g^2*p^2*r*x-29308*c^4*g^2*p*r*x^2-20652*c^4*g^2*q ^2*r*x-29308*c^4*g^2*q*r*x^2-31256*c^4*g*p^3*r*x-19304*c^4*g*p^2*r*x^2-12144*c^ 4*g*q^3*r*x-19304*c^4*g*q^2*r*x^2-34432*c^4*p^3*q*r*x-43008*c^4*p^2*q^2*r*x-\ 16728*c^4*p^2*q*r*x^2-18880*c^4*p*q^3*r*x-16728*c^4*p*q^2*r*x^2-37152*c^5*g^2*p *r*x-26912*c^5*g^2*q*r*x-48120*c^5*g*p^2*r*x-31784*c^5*g*p*r*x^2-26136*c^5*g*q^ 2*r*x-31784*c^5*g*q*r*x^2-50360*c^5*p^2*q*r*x-37672*c^5*p*q^2*r*x-26784*c^5*p*q *r*x^2-2*b*g^2*q^5*r*x+713*b*g^2*q^4*r*x^2-116*b*g*p^6*r*x+225*b*g*p^5*r*x^2+ 461*b*g*q^5*r*x^2-174*b*p^6*q*r*x-556*b*p^5*q^2*r*x+148*b*p^5*q*r*x^2-764*b*p^4 *q^3*r*x+112*b*p^4*q^2*r*x^2-486*b*p^3*q^4*r*x+68*b*p^3*q^3*r*x^2-118*b*p^2*q^5 *r*x+187*b*p^2*q^4*r*x^2+208*b*p*q^5*r*x^2-38112*c^6*g*p*r*x-28192*c^6*g*q*r*x-\ 38528*c^6*p*q*r*x-4*b*g^6*p*r*x-2*b*g^6*q*r*x-120*b*g^5*p^2*r*x-339*b*g^5*p*r*x ^2-20*b*g^5*q^2*r*x-273*b*g^5*q*r*x^2-416*b*g^4*p^3*r*x-780*b*g^4*p^2*r*x^2-36* b*g^4*q^3*r*x-446*b*g^4*q^2*r*x^2-576*b*g^3*p^4*r*x-560*b*g^3*p^3*r*x^2-20*b*g^ 3*q^4*r*x+116*b*g^3*q^3*r*x^2-378*b*g^2*p^5*r*x+84*b*g^2*p^4*r*x^2+4228*c^3*g^4 *q*r*x^2+12138*c^3*g^3*p^2*r*x^2+12138*c^3*g^3*q^2*r*x^2+14084*c^3*g^2*p^3*r*x^ 2+14084*c^3*g^2*q^3*r*x^2+6958*c^3*g*p^4*r*x^2+6958*c^3*g*q^4*r*x^2+9156*c^3*p^ 4*q*r*x^2+21448*c^3*p^3*q^2*r*x^2+21448*c^3*p^2*q^3*r*x^2+9156*c^3*p*q^4*r*x^2+ 4228*c^3*g^4*p*r*x^2+43008*c^4*p^2*q^2*r*x^2+26656*c^4*p*q^3*r*x^2+15904*c^4*g^ 3*p*r*x^2+15904*c^4*g^3*q*r*x^2+30156*c^4*g^2*p^2*r*x^2+30156*c^4*g^2*q^2*r*x^2 +21700*c^4*g*p^3*r*x^2+21700*c^4*g*q^3*r*x^2+26656*c^4*p^3*q*r*x^2-22656*a^4*b* c^2*g*r*x-38784*a^4*b*c^2*p*r*x-37696*a^4*b*c^2*q*r*x-3936*a^4*b*c*g^2*r*x-\ 17616*a^4*b*c*g*r^2*x-33120*a^4*b*c*g*r*x^2-5904*a^5*c*p*q*r*x-1392*a^5*g*p*q*r *x-5664*a^4*b^2*c*g*r*x-14432*a^4*b^2*c*p*r*x-12768*a^4*b^2*c*q*r*x-3248*a^4*b^ 2*g*p*r*x-2624*a^4*b^2*g*q*r*x-5856*a^4*b^2*p*q*r*x+1211*c*g*p*q^5*r*x^2-2112*a ^5*b*c*g*r*x-5152*a^5*b*c*p*r*x-5568*a^5*b*c*q*r*x-1216*a^5*b*g*p*r*x-1024*a^5* b*g*q*r*x-2256*a^5*b*p*q*r*x-3104*a^5*c*g*p*r*x-3872*a^5*c*g*q*r*x+518*c*g^5*p* q*r*x^2+2275*c*g^4*p^2*q*r*x^2+2275*c*g^4*p*q^2*r*x^2+3969*c*g^3*p^3*q*r*x^2+ 6650*c*g^3*p^2*q^2*r*x^2+3969*c*g^3*p*q^3*r*x^2+3220*c*g^2*p^4*q*r*x^2+7980*c*g ^2*p^3*q^2*r*x^2+7980*c*g^2*p^2*q^3*r*x^2+3220*c*g^2*p*q^4*r*x^2+1211*c*g*p^5*q *r*x^2+4151*c*g*p^4*q^2*r*x^2+6034*c*g*p^3*q^3*r*x^2+4151*c*g*p^2*q^4*r*x^2+ 5544*c^2*g^4*p*q*r*x^2+15995*c^2*g^3*p^2*q*r*x^2+15995*c^2*g^3*p*q^2*r*x^2+ 18886*c^2*g^2*p^3*q*r*x^2+31150*c^2*g^2*p^2*q^2*r*x^2+18886*c^2*g^2*p*q^3*r*x^2 +9639*c^2*g*p^4*q*r*x^2+23142*c^2*g*p^3*q^2*r*x^2+23142*c^2*g*p^2*q^3*r*x^2+ 9639*c^2*g*p*q^4*r*x^2+61124*c^3*g*p^2*q^2*r*x^2+37520*c^3*g*p*q^3*r*x^2+26768* c^3*g^3*p*q*r*x^2+51268*c^3*g^2*p^2*q*r*x^2+51268*c^3*g^2*p*q^2*r*x^2+37520*c^3 *g*p^3*q*r*x^2+79968*c^5*g*p*q*r*x^2+65632*c^4*g^2*p*q*r*x^2+76972*c^4*g*p^2*q* r*x^2+76972*c^4*g*p*q^2*r*x^2+182*b*g^5*p*q*r*x^2+994*b*g^4*p^2*q*r*x^2+917*b*g ^4*p*q^2*r*x^2+1960*b*g^3*p^3*q*r*x^2+3024*b*g^3*p^2*q^2*r*x^2+1652*b*g^3*p*q^3 *r*x^2+1736*b*g^2*p^4*q*r*x^2+3948*b*g^2*p^3*q^2*r*x^2+3668*b*g^2*p^2*q^3*r*x^2 +1316*b*g^2*p*q^4*r*x^2+700*b*g*p^5*q*r*x^2+2177*b*g*p^4*q^2*r*x^2+2968*b*g*p^3 *q^3*r*x^2+1897*b*g*p^2*q^4*r*x^2+476*b*g*p*q^5*r*x^2+37128*c^5*g*p^2*r*x^2+ 37128*c^5*g*q^2*r*x^2+44016*c^5*p^2*q*r*x^2+44016*c^5*p*q^2*r*x^2+32032*c^5*g^2 *p*r*x^2+32032*c^5*g^2*q*r*x^2+33152*c^6*g*p*r*x^2+33152*c^6*g*q*r*x^2+38528*c^ 6*p*q*r*x^2+217*b*g^3*q^4*r*x^2+224*b*g^2*p^5*r*x^2+84*b*g^2*q^5*r*x^2+63*b*g*p ^6*r*x^2+7*b*g*q^6*r*x^2+105*b*p^6*q*r*x^2+420*b*p^5*q^2*r*x^2+104*b*p^4*q^3*r^ 2*x+770*b*p^4*q^3*r*x^2+735*b*p^3*q^4*r*x^2+357*b*p^2*q^5*r*x^2+70*b*p*q^6*r*x^ 2+7*b*g^6*p*r*x^2+7*b*g^6*q*r*x^2+98*b*g^5*p^2*r*x^2+84*b*g^5*q^2*r*x^2+294*b*g ^4*p^3*r*x^2+217*b*g^4*q^3*r*x^2+371*b*g^3*p^4*r*x^2+16*b*c*g^5*r^3*x+296*b*c*g ^5*r^2*x^2+26*b*c*g^4*r^4*x+136*b*c*g^4*r^3*x^2+10*b*c*g^3*r^5*x-351*b*c*g^3*r^ 4*x^2-201*b*c*g^2*r^5*x^2+210*b*c*p^6*r*x^2+84*b*c*q^6*r*x^2+3367*b*c*g^3*q^3*r *x^2+3759*b*c*g^2*p^4*r*x^2+2471*b*c*g^2*q^4*r*x^2+1463*b*c*g*p^5*r*x^2+756*b*c *g*q^5*r*x^2+2016*b*c*p^5*q*r*x^2+6048*b*c*p^4*q^2*r*x^2+8232*b*c*p^3*q^3*r*x^2 +5418*b*c*p^2*q^4*r*x^2+1512*b*c*p*q^5*r*x^2+413*b*c*g^5*p*r*x^2+385*b*c*g^5*q* r*x^2+2247*b*c*g^4*p^2*r*x^2+1939*b*c*g^4*q^2*r*x^2+4354*b*c*g^3*p^3*r*x^2+ 22071*b*c^2*g^2*p^3*r*x^2+17773*b*c^2*g^2*q^3*r*x^2+11844*b*c^2*g*p^4*r*x^2+ 8442*b*c^2*g*q^4*r*x^2+15015*b*c^2*p^4*q*r*x^2+33026*b*c^2*p^3*q^2*r*x^2+31318* b*c^2*p^2*q^3*r*x^2+12453*b*c^2*p*q^4*r*x^2+5334*b*c^2*g^4*p*r*x^2+5026*b*c^2*g ^4*q*r*x^2+17360*b*c^2*g^3*p^2*r*x^2+15302*b*c^2*g^3*q^2*r*x^2+14*b*c*g^6*r*x^2 +32*b*c^2*g^5*r^2*x+434*b*c^2*g^5*r*x^2+246*b*c^2*g^4*r^3*x+2968*b*c^2*g^4*r^2* x^2+274*b*c^2*g^3*r^4*x+1398*b*c^2*g^3*r^3*x^2+68*b*c^2*g^2*r^5*x-1558*b*c^2*g^ 2*r^4*x^2-4*b*c^2*g*r^6*x-654*b*c^2*g*r^5*x^2+2233*b*c^2*p^5*r*x^2+1379*b*c^2*q ^5*r*x^2+388*b*c^3*g^4*r^2*x+4032*b*c^3*g^4*r*x^2+1420*b*c^3*g^3*r^3*x+14184*b* c^3*g^3*r^2*x^2+1036*b*c^3*g^2*r^4*x+5000*b*c^3*g^2*r^3*x^2+144*b*c^3*g*r^5*x-\ 3080*b*c^3*g*r^4*x^2+11746*b*c^3*p^4*r*x^2+8862*b*c^3*q^4*r*x^2-178*a^2*c*g^5*r *x-2976*a^2*c^2*g^4*r*x-14452*a^2*c^2*g^3*r^2*x-23704*a^2*c^2*g^3*r*x^2-5576*a^ 2*c^2*g^2*r^3*x+19738*a^2*c^2*g^2*r^2*x^2+3390*a^2*c^2*g*r^4*x+26846*a^2*c^2*g* r^3*x^2-9416*a^2*c^2*p^4*r*x+2076*a^2*c^2*p^3*r*x^2-6516*a^2*c^2*q^4*r*x-10858* a^2*c^2*q^3*r*x^2-45808*a^2*c^3*g^2*r^2*x-64676*a^2*c^3*g^2*r*x^2-10828*a^2*c^3 *g*r^3*x+42324*a^2*c^3*g*r^2*x^2-42200*a^2*c^3*p^3*r*x-23256*a^2*c^3*p^2*r*x^2-\ 29552*a^2*c^3*q^3*r*x-45432*a^2*c^3*q^2*r*x^2-18232*a^2*c^3*g^3*r*x-93472*a^2*c ^5*p*r*x-80288*a^2*c^5*q*r*x-52208*a^2*c^4*g^2*r*x-69872*a^2*c^4*g*r^2*x-85392* a^2*c^4*g*r*x^2-90560*a^2*c^4*p^2*r*x-62104*a^2*c^4*p*r*x^2-68864*a^2*c^4*q^2*r *x-75024*a^2*c^4*q*r*x^2-978*a^2*b*g^4*r^2*x-2607*a^2*b*g^4*r*x^2-624*a^2*b*g^3 *r^3*x+1987*a^2*b*g^3*r^2*x^2+438*a^2*b*g^2*r^4*x+4935*a^2*b*g^2*r^3*x^2+204*a^ 2*b*g*r^5*x+512*a^2*b*g*r^4*x^2-574*a^2*b*p^5*r*x+763*a^2*b*p^4*r*x^2-178*a^2*b *q^5*r*x-125*a^2*b*q^4*r*x^2-71040*a^2*c^5*g*r*x+634*a^2*b*c*r^5*x+1568*a^2*b*c *r^4*x^2-15904*a^2*b*c^3*r^3*x+60640*a^2*b*c^3*r^2*x^2+3884*a^2*b*c^2*r^4*x+ 41464*a^2*b*c^2*r^3*x^2-2760*a^2*b^2*g^3*r^2*x-9108*a^2*b^2*g^3*r*x^2-1448*a^2* b^2*g^2*r^3*x+3208*a^2*b^2*g^2*r^2*x^2+540*a^2*b^2*g*r^4*x+7820*a^2*b^2*g*r^3*x ^2-2684*a^2*b^2*p^4*r*x-2808*a^2*b^2*p^3*r*x^2-564*a^2*b^2*q^4*r*x-2808*a^2*b^2 *q^3*r*x^2-93632*a^2*b*c^5*r*x-93408*a^2*b*c^4*r^2*x-130704*a^2*b*c^4*r*x^2+ 1632*a^2*b^2*c*r^4*x+22144*a^2*b^2*c*r^3*x^2-150512*a^2*c^4*g*p*r*x-129600*a^2* c^4*g*q*r*x-175008*a^2*c^4*p*q*r*x-90096*a^2*c^3*g^2*p*r*x-77736*a^2*c^3*g^2*q* r*x-116824*a^2*c^3*g*p^2*r*x-100748*a^2*c^3*g*p*r*x^2-90032*a^2*c^3*g*q^2*r*x-\ 121892*a^2*c^3*g*q*r*x^2-142672*a^2*c^3*p^2*q*r*x-125304*a^2*c^3*p*q^2*r*x-\ 90936*a^2*c^3*p*q*r*x^2-762*a^2*b*g^4*p*r*x-604*a^2*b*g^4*q*r*x-3996*a^2*b*g^3* p^2*r*x-9731*a^2*b*g^3*p*r*x^2-2468*a^2*b*g^3*q^2*r*x-11381*a^2*b*g^3*q*r*x^2-\ 5896*a^2*b*g^2*p^3*r*x-9475*a^2*b*g^2*p^2*r*x^2-3024*a^2*b*g^2*q^3*r*x-14129*a^ 2*b*g^2*q^2*r*x^2-3212*a^2*b*g*p^4*r*x-1370*a^2*b*g*p^3*r*x^2-1350*a^2*b*g*q^4* r*x-5405*a^2*b*g*q^3*r*x^2-4710*a^2*b*p^4*q*r*x-9736*a^2*b*p^3*q^2*r*x-3236*a^2 *b*p^3*q*r*x^2-7816*a^2*b*p^2*q^3*r*x-8886*a^2*b*p^2*q^2*r*x^2-2394*a^2*b*p*q^4 *r*x-5012*a^2*b*p*q^3*r*x^2-1352*a^2*b*c*g^4*r*x-12824*a^2*b*c*g^3*r^2*x-29230* a^2*b*c*g^3*r*x^2-5928*a^2*b*c*g^2*r^3*x+17538*a^2*b*c*g^2*r^2*x^2+2630*a^2*b*c *g*r^4*x+29204*a^2*b*c*g*r^3*x^2-10604*a^2*b*c*p^4*r*x-4220*a^2*b*c*p^3*r*x^2-\ 4328*a^2*b*c*q^4*r*x-11954*a^2*b*c*q^3*r*x^2-17104*a^2*b*c^2*g^3*r*x-61168*a^2* b*c^2*g^2*r^2*x-117444*a^2*b*c^2*g^2*r*x^2-17372*a^2*b*c^2*g*r^3*x+55792*a^2*b* c^2*g*r^2*x^2-63368*a^2*b*c^2*p^3*r*x-60492*a^2*b*c^2*p^2*r*x^2-32760*a^2*b*c^2 *q^3*r*x-80252*a^2*b*c^2*q^2*r*x^2-125568*a^2*b*c^3*g*r^2*x-204176*a^2*b*c^3*g* r*x^2-168016*a^2*b*c^3*p^2*r*x-163880*a^2*b*c^3*p*r*x^2-108320*a^2*b*c^3*q^2*r* x-179304*a^2*b*c^3*q*r*x^2-8*b*c*g*r^6*x-522*b*c*g*r^5*x^2-376*b*c*p^6*r*x+540* b*c*p^5*r*x^2+976*b*c*q^5*r*x^2-6*b*c*g^6*r*x-200*b*c*g^5*r^2*x-777*b*c*g^5*r*x ^2-82*b*c*g^4*r^3*x+1872*b*c*g^4*r^2*x^2+238*b*c*g^3*r^4*x+3898*b*c*g^3*r^3*x^2 +118*b*c*g^2*r^5*x+567*b*c*g^2*r^4*x^2-1148*b*c^2*g^3*r^3*x+10506*b*c^2*g^3*r^2 *x^2+1072*b*c^2*g^2*r^4*x+18112*b*c^2*g^2*r^3*x^2+404*b*c^2*g*r^5*x+2194*b*c^2* g*r^4*x^2-3602*b*c^2*p^5*r*x+601*b*c^2*p^4*r*x^2-198*b*c^2*q^5*r*x+3659*b*c^2*q ^4*r*x^2-310*b*c^2*g^5*r*x-2308*b*c^2*g^4*r^2*x-6272*b*c^2*g^4*r*x^2-398*b*c*g^ 5*p*r*x-188*b*c*g^5*q*r*x-2718*b*c*g^4*p^2*r*x-4993*b*c*g^4*p*r*x^2-770*b*c*g^4 *q^2*r*x-4325*b*c*g^4*q*r*x^2-5940*b*c*g^3*p^3*r*x-8599*b*c*g^3*p^2*r*x^2-1028* b*c*g^3*q^3*r*x-5703*b*c*g^3*q^2*r*x^2-5634*b*c*g^2*p^4*r*x-4600*b*c*g^2*p^3*r* x^2-532*b*c*g^2*q^4*r*x-21*b*c*g^2*q^3*r*x^2-2396*b*c*g*p^5*r*x+323*b*c*g*p^4*r *x^2-27908*b*c^2*g^3*p*r*x^2-7454*b*c^2*g^3*q^2*r*x-25018*b*c^2*g^3*q*r*x^2-\ 29428*b*c^2*g^2*p^3*r*x-33802*b*c^2*g^2*p^2*r*x^2-6706*b*c^2*g^2*q^3*r*x-23620* b*c^2*g^2*q^2*r*x^2-17404*b*c^2*g*p^4*r*x-11275*b*c^2*g*p^3*r*x^2-2252*b*c^2*g* q^4*r*x-435*b*c^2*g*q^3*r*x^2-19666*b*c^2*p^4*q*r*x-32988*b*c^2*p^3*q^2*r*x-\ 9334*b*c^2*p^3*q*r*x^2-21584*b*c^2*p^2*q^3*r*x-16812*b*c^2*p^2*q^2*r*x^2-4858*b *c^2*p*q^4*r*x-3218*b*c^2*p*q^3*r*x^2-5372*b*c^2*g^4*p*r*x-3032*b*c^2*g^4*q*r*x -20652*b*c^2*g^3*p^2*r*x-60756*b*c^3*g*p^3*r*x-56694*b*c^3*g*p^2*r*x^2-15896*b* c^3*g*q^3*r*x-39670*b*c^3*g*q^2*r*x^2-64920*b*c^3*p^3*q*r*x-73340*b*c^3*p^2*q^2 *r*x-45430*b*c^3*p^2*q*r*x^2-28048*b*c^3*p*q^3*r*x-36658*b*c^3*p*q^2*r*x^2-\ 29320*b*c^3*g^3*p*r*x-18200*b*c^3*g^3*q*r*x-70236*b*c^3*g^2*p^2*r*x-75118*b*c^3 *g^2*p*r*x^2-28736*b*c^3*g^2*q^2*r*x-68170*b*c^3*g^2*q*r*x^2-77872*b*c^4*g^2*p* r*x-50992*b*c^4*g^2*q*r*x-110496*b*c^4*g*p^2*r*x-98232*b*c^4*g*p*r*x^2-48536*b* c^4*g*q^2*r*x-89024*b*c^4*g*q*r*x^2-113688*b*c^4*p^2*q*r*x-76760*b*c^4*p*q^2*r* x-77712*b*c^4*p*q*r*x^2-486*b^2*g^4*p*q*r*x-2648*b^2*g^3*p^2*q*r*x-1332*b^2*g^3 *p*q^2*r*x-6786*b^2*g^3*p*q*r*x^2-4572*b^2*g^2*p^3*q*r*x-4378*b^2*g^2*p^2*q^2*r *x-9487*b^2*g^2*p^2*q*r*x^2-1158*b^2*g^2*p*q^3*r*x-6590*b^2*g^2*p*q^2*r*x^2-\ 3098*b^2*g*p^4*q*r*x-4624*b^2*g*p^3*q^2*r*x-4155*b^2*g*p^3*q*r*x^2-2458*b^2*g*p ^2*q^3*r*x-6090*b^2*g*p^2*q^2*r*x^2-306*b^2*g*p*q^4*r*x-1023*b^2*g*p*q^3*r*x^2-\ 100480*b*c^5*g*p*r*x-67936*b*c^5*g*q*r*x-100416*b*c^5*p*q*r*x-1546*b^2*c*g^4*p* r*x-700*b^2*c*g^4*q*r*x-7778*b^2*c*g^3*p^2*r*x-18747*b^2*c*g^3*p*r*x^2-1816*b^2 *c*g^3*q^2*r*x-14437*b^2*c*g^3*q*r*x^2-12754*b^2*c*g^2*p^3*r*x-24159*b^2*c*g^2* p^2*r*x^2-1436*b^2*c*g^2*q^3*r*x-11077*b^2*c*g^2*q^2*r*x^2-8302*b^2*c*g*p^4*r*x -10023*b^2*c*g*p^3*r*x^2-338*b^2*c*g*q^4*r*x+2238*b^2*c*g*q^3*r*x^2-8912*b^2*c* p^4*q*r*x-13412*b^2*c*p^3*q^2*r*x-7626*b^2*c*p^3*q*r*x^2-7448*b^2*c*p^2*q^3*r*x -11286*b^2*c*p^2*q^2*r*x^2-1108*b^2*c*p*q^4*r*x-1762*b^2*c*p*q^3*r*x^2+31640*b* c^3*g^2*r^2*x^2+2192*b*c^3*g*r^4*x+35776*b*c^3*g*r^3*x^2-17072*b*c^3*p^4*r*x-\ 8430*b*c^3*p^3*r*x^2-2556*b*c^3*q^4*r*x+342*b*c^3*q^3*r*x^2-3228*b*c^3*g^4*r*x-\ 11684*b*c^3*g^3*r^2*x-24844*b*c^3*g^3*r*x^2-4352*b*c^3*g^2*r^3*x-12616*b*c^4*q^ 3*r*x-23348*b*c^4*q^2*r*x^2-14384*b*c^4*g^3*r*x-29752*b*c^4*g^2*r^2*x-52776*b*c ^4*g^2*r*x^2-6736*b*c^4*g*r^3*x+48872*b*c^4*g*r^2*x^2-44664*b*c^4*p^3*r*x-34492 *b*c^4*p^2*r*x^2-32192*b*c^5*g^2*r*x-37424*b*c^5*g*r^2*x-57856*b*c^5*g*r*x^2-\ 65616*b*c^5*p^2*r*x-50216*b*c^5*p*r*x^2-30080*b*c^5*q^2*r*x-45048*b*c^5*q*r*x^2 -2161*b^2*g^2*p^3*r*x^2-14*b^2*g^2*q^4*r*x+736*b^2*g^2*q^3*r*x^2-626*b^2*g*p^5* r*x-327*b^2*g*p^4*r*x^2+1239*b^2*g*q^4*r*x^2-708*b^2*p^5*q*r*x-1500*b^2*p^4*q^2 *r*x-241*b^2*p^4*q*r*x^2-1292*b^2*p^3*q^3*r*x-976*b^2*p^3*q^2*r*x^2-396*b^2*p^2 *q^4*r*x-582*b^2*p^2*q^3*r*x^2+350*b^2*p*q^4*r*x^2-35808*b*c^6*g*r*x-50560*b*c^ 6*p*r*x-34880*b*c^6*q*r*x-30*b^2*g^5*p*r*x-14*b^2*g^5*q*r*x-452*b^2*g^4*p^2*r*x -1753*b^2*g^4*p*r*x^2-66*b^2*g^4*q^2*r*x-1225*b^2*g^4*q*r*x^2-1238*b^2*g^3*p^3* r*x-3233*b^2*g^3*p^2*r*x^2-66*b^2*g^3*q^3*r*x-1177*b^2*g^3*q^2*r*x^2-1338*b^2*g ^2*p^4*r*x-517*b^2*c*p^4*r*x^2+2415*b^2*c*q^4*r*x^2-46*b^2*c*g^5*r*x-850*b^2*c* g^4*r^2*x-4133*b^2*c*g^4*r*x^2-516*b^2*c*g^3*r^3*x+4351*b^2*c*g^3*r^2*x^2+276*b ^2*c*g^2*r^4*x+8989*b^2*c*g^2*r^3*x^2+68*b^2*c*g*r^5*x+946*b^2*c*g*r^4*x^2-1840 *b^2*c*p^5*r*x-1252*b^2*c^2*g^4*r*x-6888*b^2*c^2*g^3*r^2*x-23704*b^2*c^2*g^3*r* x^2-3072*b^2*c^2*g^2*r^3*x+19738*b^2*c^2*g^2*r^2*x^2+966*b^2*c^2*g*r^4*x+26846* b^2*c^2*g*r^3*x^2-12272*b^2*c^2*p^4*r*x-10858*b^2*c^2*p^3*r*x^2-720*b^2*c^2*q^4 *r*x+2076*b^2*c^2*q^3*r*x^2-2520*c^4*g^4*r*x-7072*c^4*g^3*r^2*x-9840*c^4*g^3*r* x^2-2240*c^4*g^2*r^3*x+17264*c^4*g^2*r^2*x^2+1576*c^4*g*r^4*x+17520*c^4*g*r^3*x ^2-8060*c^4*p^4*r*x-888*c^4*p^3*r*x^2-2244*c^4*q^4*r*x-888*c^4*q^3*r*x^2-7840*c ^5*g^3*r*x-14016*c^5*g^2*r^2*x-17600*c^5*g^2*r*x^2-2816*c^5*g*r^3*x+20768*c^5*g *r^2*x^2-18024*c^5*p^3*r*x-9552*c^5*p^2*r*x^2-7288*c^5*q^3*r*x-9552*c^5*q^2*r*x ^2-13440*c^6*g^2*r*x-14400*c^6*g*r^2*x-16736*c^6*g*r*x^2-23152*c^6*p^2*r*x-\ 13936*c^6*p*r*x^2-12912*c^6*q^2*r*x-13936*c^6*q*r*x^2+6*b*g^5*r^3*x+144*b*g^5*r ^2*x^2+20*b*g^4*r^4*x+290*b*g^4*r^3*x^2+10*b*g^3*r^5*x+24*b*g^3*r^4*x^2-81*b*g^ 2*r^5*x^2-14*b*p^7*r*x+55*b*p^6*r*x^2+70*b*q^6*r*x^2-12096*c^7*g*r*x-15872*c^7* p*r*x-11904*c^7*q*r*x-4*b*g^6*r^2*x-33*b*g^6*r*x^2-b*c*g^2*r^6+404*b*c^3*r^5*x+ 2208*b*c^3*r^4*x^2-22*b*c^2*r^6*x-772*b*c^2*r^5*x^2-18528*b*c^6*r^2*x-25760*b*c ^6*r*x^2-3744*b*c^5*r^3*x+29888*b*c^5*r^2*x^2+1680*b*c^4*r^4*x+25648*b*c^4*r^3* x^2-30*b^2*g^5*r^2*x-264*b^2*g^5*r*x^2-12*b^2*g^4*r^3*x+401*b^2*g^4*r^2*x^2+28* b^2*g^3*r^4*x+951*b^2*g^3*r^3*x^2+8*b^2*g^2*r^5*x+114*b^2*g^2*r^4*x^2-4*b^2*g*r ^6*x-114*b^2*g*r^5*x^2-104*b^2*p^6*r*x+90*b^2*p^5*r*x^2+287*b^2*q^5*r*x^2-15808 *b*c^7*r*x+102*b^2*c^2*r^5*x+1500*b^2*c^2*r^4*x^2-22*b^2*c*r^6*x-352*b^2*c*r^5* x^2-4120*b^2*c^4*r^3*x+34088*b^2*c^4*r^2*x^2+1088*b^2*c^3*r^4*x+25752*b^2*c^3*r ^3*x^2-86*b^3*g^4*r^2*x-825*b^3*g^4*r*x^2-64*b^3*g^3*r^3*x+577*b^3*g^3*r^2*x^2+ 1381*b^3*g^2*r^3*x^2-12*b^3*g*r^5*x+64*b^3*g*r^4*x^2-292*b^3*p^5*r*x-272*b^3*p^ 4*r*x^2+616*b^3*q^4*r*x^2-22400*b^2*c^6*r*x-22944*b^2*c^5*r^2*x-44032*b^2*c^5*r *x^2-9208*b^2*c^3*g^3*r*x-24048*b^2*c^3*g^2*r^2*x-64676*b^2*c^3*g^2*r*x^2-6236* b^2*c^3*g*r^3*x+42324*b^2*c^3*g*r^2*x^2-40616*b^2*c^3*p^3*r*x-45432*b^2*c^3*p^2 *r*x^2-7136*b^2*c^3*q^3*r*x-23256*b^2*c^3*q^2*r*x^2-25584*b^2*c^4*q^2*r*x-62104 *b^2*c^4*q*r*x^2-41408*b^2*c^5*g*r*x-63520*b^2*c^5*p*r*x-39584*b^2*c^5*q*r*x-\ 28880*b^2*c^4*g^2*r*x-38336*b^2*c^4*g*r^2*x-85392*b^2*c^4*g*r*x^2-71360*b^2*c^4 *p^2*r*x-75024*b^2*c^4*p*r*x^2-86*b^3*g^4*p*r*x-36*b^3*g^4*q*r*x-816*b^3*g^3*p^ 2*r*x-4037*b^3*g^3*p*r*x^2-88*b^3*g^3*q^2*r*x-2387*b^3*g^3*q*r*x^2-1656*b^3*g^2 *p^3*r*x-5597*b^3*g^2*p^2*r*x^2-36*b^3*g^2*q^3*r*x-943*b^3*g^2*q^2*r*x^2-1216*b ^3*g*p^4*r*x-2656*b^3*g*p^3*r*x^2+1379*b^3*g*q^3*r*x^2-1252*b^3*p^4*q*r*x-1628* b^3*p^3*q^2*r*x-2000*b^3*p^3*q*r*x^2-668*b^3*p^2*q^3*r*x-2568*b^3*p^2*q^2*r*x^2 -224*b^3*p*q^3*r*x^2+1824*b*c^4*g^3*r^2*x+17136*b*c^4*g^3*r*x^2+3896*b*c^4*g^2* r^3*x+35152*b*c^4*g^2*r^2*x^2+1688*b*c^4*g*r^4*x+7656*b*c^4*g*r^3*x^2+34244*b*c ^4*p^3*r*x^2+29036*b*c^4*q^3*r*x^2+37408*b*c^5*g^2*r*x^2+5136*b*c^5*g*r^3*x+ 43616*b*c^5*g*r^2*x^2+56504*b*c^5*p^2*r*x^2+51688*b*c^5*q^2*r*x^2+4192*b*c^5*g^ 2*r^2*x+4736*b*c^6*g*r^2*x+40992*b*c^6*g*r*x^2+49504*b*c^6*p*r*x^2+47712*b*c^6* q*r*x^2+136*c^4*g*r^5*x-1576*c^4*g*r^4*x^2+5152*c^4*p^4*r*x^2+5152*c^4*q^4*r*x^ 2+360*c^4*g^4*r^2*x+2520*c^4*g^4*r*x^2+1072*c^4*g^3*r^3*x+7072*c^4*g^3*r^2*x^2+ 776*c^4*g^2*r^4*x+2240*c^4*g^2*r^3*x^2+1120*c^5*g^3*r^2*x+7840*c^5*g^3*r*x^2+ 2176*c^5*g^2*r^3*x+14016*c^5*g^2*r^2*x^2+976*c^5*g*r^4*x+2816*c^5*g*r^3*x^2+ 12656*c^5*p^3*r*x^2+12656*c^5*q^3*r*x^2+1920*c^6*g^2*r^2*x+13440*c^6*g^2*r*x^2+ 2272*c^6*g*r^3*x+14400*c^6*g*r^2*x^2+18032*c^6*p^2*r*x^2+18032*c^6*q^2*r*x^2+ 1728*c^7*g*r^2*x+12096*c^7*g*r*x^2+13888*c^7*p*r*x^2+13888*c^7*q*r*x^2+10*b*g^6 *r^2*x^2-b*g^5*r^3*x^2-29*b*g^4*r^4*x^2-18*b*g^3*r^5*x^2+7*b*p^7*r*x^2-8*b*c^3* r^6*x-648*b*c^3*r^5*x^2+1008*b*c^5*r^4*x+4288*b*c^5*r^3*x^2+96*b*c^4*r^5*x-2272 *b*c^4*r^4*x^2+2112*b*c^7*r^2*x+17920*b*c^7*r*x^2+2624*b*c^6*r^3*x+21440*b*c^6* r^2*x^2-c^2*g^2*r^6+928*c^5*r^4*x+10112*c^5*r^3*x^2+328*c^4*r^5*x+1096*c^4*r^4* x^2-4*c^3*g*r^6-528*c^3*r^5*x^2-4480*c^8*r*x-6016*c^7*r^2*x-6592*c^7*r*x^2-1344 *c^6*r^3*x+10240*c^6*r^2*x^2-4*b^3*r^6*x-44*b^3*r^5*x^2+160*b^6*r^2*x^2-8*b^5*r ^4*x+192*b^5*r^3*x^2-12*b^4*r^5*x-28*b^4*r^4*x^2+28*a^4*r^5*x-28*a^4*r^4*x^2+4* a^3*r^6*x-44*a^3*r^5*x^2+32*a^6*r^3*x+160*a^6*r^2*x^2+56*a^5*r^4*x+192*a^5*r^3* x^2-2*g^4*r^5*x^2-2*g^6*r^3*x^2-4*g^5*r^4*x^2+80*c^5*r^5*x-928*c^5*r^4*x^2-328* c^4*r^5*x^2+640*c^8*r^2*x+4480*c^8*r*x^2+960*c^7*r^3*x+6016*c^7*r^2*x^2+480*c^6 *r^4*x+1344*c^6*r^3*x^2-229472*a^2*c^3*g*p*q*r*x-105280*a^2*c^2*g^2*p*q*r*x-\ 141308*a^2*c^2*g*p^2*q*r*x-125456*a^2*c^2*g*p*q^2*r*x-118874*a^2*c^2*g*p*q*r*x^ 2-19424*a^2*c*g^3*p*q*r*x-43740*a^2*c*g^2*p^2*q*r*x-39258*a^2*c*g^2*p*q^2*r*x-\ 50107*a^2*c*g^2*p*q*r*x^2-35230*a^2*c*g*p^3*q*r*x-54350*a^2*c*g*p^2*q^2*r*x-\ 29625*a^2*c*g*p^2*q*r*x^2-28750*a^2*c*g*p*q^3*r*x-41886*a^2*c*g*p*q^2*r*x^2-\ 50766*a^2*b*c*p^2*q*r*x^2-33172*a^2*b*c*p*q^3*r*x-58500*a^2*b*c*p*q^2*r*x^2-\ 6564*a^2*b*g^3*p*q*r*x-18084*a^2*b*g^2*p^2*q*r*x-14642*a^2*b*g^2*p*q^2*r*x-\ 33009*a^2*b*g^2*p*q*r*x^2-16558*a^2*b*g*p^3*q*r*x-22862*a^2*b*g*p^2*q^2*r*x-\ 23475*a^2*b*g*p^2*q*r*x^2-10866*a^2*b*g*p*q^3*r*x-27510*a^2*b*g*p*q^2*r*x^2-\ 16848*a^2*b*c*g^3*p*r*x-13328*a^2*b*c*g^3*q*r*x-45440*a^2*b*c*g^2*p^2*r*x-77606 *a^2*b*c*g^2*p*r*x^2-28992*a^2*b*c*g^2*q^2*r*x-87772*a^2*b*c*g^2*q*r*x^2-39668* a^2*b*c*g*p^3*r*x-49496*a^2*b*c*g*p^2*r*x^2-20660*a^2*b*c*g*q^3*r*x-68684*a^2*b *c*g*q^2*r*x^2-51244*a^2*b*c*p^3*q*r*x-69484*a^2*b*c*p^2*q^2*r*x-201056*a^2*b*c ^3*g*q*r*x-299232*a^2*b*c^3*p*q*r*x-105072*a^2*b*c^2*g^2*p*r*x-83720*a^2*b*c^2* g^2*q*r*x-157152*a^2*b*c^2*g*p^2*r*x-198372*a^2*b*c^2*g*p*r*x^2-101312*a^2*b*c^ 2*g*q^2*r*x-219816*a^2*b*c^2*g*q*r*x^2-192264*a^2*b*c^2*p^2*q*r*x-155056*a^2*b* c^2*p*q^2*r*x-181076*a^2*b*c^2*p*q*r*x^2-35488*a^2*b^2*c*g^2*p*r*x-25776*a^2*b^ 2*c*g^2*q*r*x-64448*a^2*b^2*c*g*p^2*r*x-129204*a^2*b^2*c*g*p*r*x^2-33496*a^2*b^ 2*c*g*q^2*r*x-129204*a^2*b^2*c*g*q*r*x^2-79360*a^2*b^2*c*p^2*q*r*x-57896*a^2*b^ 2*c*p*q^2*r*x-115032*a^2*b^2*c*p*q*r*x^2-13160*a^2*b^2*g^2*p*q*r*x-24224*a^2*b^ 2*g*p^2*q*r*x-17524*a^2*b^2*g*p*q^2*r*x-50172*a^2*b^2*g*p*q*r*x^2-251344*a^2*b* c^3*g*p*r*x-30832*a^2*b^3*c*g*p*r*x-20272*a^2*b^3*c*g*q*r*x-40608*a^2*b^3*c*p*q *r*x-10680*a^2*b^3*g*p*q*r*x-142256*a^2*b^2*c^2*g*p*r*x-104144*a^2*b^2*c^2*g*q* r*x-175168*a^2*b^2*c^2*p*q*r*x-92252*a^3*b*c*g*q*r*x^2-60592*a^3*b*c*p^2*q*r*x-\ 54280*a^3*b*c*p*q^2*r*x-72264*a^3*b*c*p*q*r*x^2-11136*a^3*b*g^2*p*q*r*x-18176*a ^3*b*g*p^2*q*r*x-16608*a^3*b*g*p*q^2*r*x-31124*a^3*b*g*p*q*r*x^2-109096*a^3*c^2 *g*p*q*r*x-31104*a^3*c*g^2*p*q*r*x-42264*a^3*c*g*p^2*q*r*x-42368*a^3*c*g*p*q^2* r*x-46320*a^3*c*g*p*q*r*x^2-108896*a^3*b*c^2*g*p*r*x-96144*a^3*b*c^2*g*q*r*x-\ 146816*a^3*b*c^2*p*q*r*x-27536*a^3*b*c*g^2*p*r*x-24184*a^3*b*c*g^2*q*r*x-43968* a^3*b*c*g*p^2*r*x-71556*a^3*b*c*g*p*r*x^2-35512*a^3*b*c*g*q^2*r*x+8351*b*c*g*p* q^4*r*x^2-20048*a^4*b*c*g*p*r*x-19376*a^4*b*c*g*q*r*x-32048*a^4*b*c*p*q*r*x-\ 8408*a^4*b*g*p*q*r*x-22520*a^4*c*g*p*q*r*x-38752*a^3*b^2*c*g*p*r*x-31328*a^3*b^ 2*c*g*q*r*x-56160*a^3*b^2*c*p*q*r*x-15080*a^3*b^2*g*p*q*r*x+4564*b*c*g^4*p*q*r* x^2+14910*b*c*g^3*p^2*q*r*x^2+13923*b*c*g^3*p*q^2*r*x^2+19187*b*c*g^2*p^3*q*r*x ^2+29568*b*c*g^2*p^2*q^2*r*x^2+16611*b*c*g^2*p*q^3*r*x^2+10472*b*c*g*p^4*q*r*x^ 2+23394*b*c*g*p^3*q^2*r*x^2+21980*b*c*g*p^2*q^3*r*x^2+51576*b*c^2*g*p*q^3*r*x^2 +35812*b*c^2*g^3*p*q*r*x^2+74725*b*c^2*g^2*p^2*q*r*x^2+70427*b*c^2*g^2*p*q^2*r* x^2+58380*b*c^2*g*p^3*q*r*x^2+89670*b*c^2*g*p^2*q^2*r*x^2+123200*b*c^3*g^2*p*q* r*x^2+154084*b*c^3*g*p^2*q*r*x^2+146216*b*c^3*g*p*q^2*r*x^2+14560*b^2*c*g^3*p*q *r*x^2+33999*b^2*c*g^2*p^2*q*r*x^2+29722*b^2*c*g^2*p*q^2*r*x^2+28672*b^2*c*g*p^ 3*q*r*x^2+41279*b^2*c*g*p^2*q^2*r*x^2+21742*b^2*c*g*p*q^3*r*x^2+194544*b*c^4*g* p*q*r*x^2+28840*b*c^3*g^3*p*r*x^2+27440*b*c^3*g^3*q*r*x^2+59738*b*c^3*g^2*p^2*r *x^2+53550*b*c^3*g^2*q^2*r*x^2+46200*b*c^3*g*p^3*r*x^2+38332*b*c^3*g*q^3*r*x^2+ 56196*b*c^3*p^3*q*r*x^2+86016*b*c^3*p^2*q^2*r*x^2+50428*b*c^3*p*q^3*r*x^2+76384 *b*c^4*g^2*p*r*x^2+73136*b*c^4*g^2*q*r*x^2+94696*b*c^4*g*p^2*r*x^2+85904*b*c^4* g*q^2*r*x^2+112644*b*c^4*p^2*q*r*x^2+107436*b*c^4*p*q^2*r*x^2+98448*b*c^5*g*p*r *x^2+94640*b*c^5*g*q*r*x^2+115584*b*c^5*p*q*r*x^2+812*b^2*g^4*p*q*r*x^2+3192*b^ 2*g^3*p^2*q*r*x^2+2730*b^2*g^3*p*q^2*r*x^2+4585*b^2*g^2*p^3*q*r*x^2+6517*b^2*g^ 2*p^2*q^2*r*x^2+3283*b^2*g^2*p*q^3*r*x^2+2688*b^2*g*p^4*q*r*x^2+5600*b^2*g*p^3* q^2*r*x^2+4872*b^2*g*p^2*q^3*r*x^2+1596*b^2*g*p*q^4*r*x^2+2835*b^2*c*g*q^4*r*x^ 2+7763*b^2*c*p^4*q*r*x^2+16170*b^2*c*p^3*q^2*r*x^2+14462*b^2*c*p^2*q^3*r*x^2+ 5201*b^2*c*p*q^4*r*x^2+1981*b^2*c*g^4*p*r*x^2+1757*b^2*c*g^4*q*r*x^2+7721*b^2*c *g^3*p^2*r*x^2+5831*b^2*c*g^3*q^2*r*x^2+10899*b^2*c*g^2*p^3*r*x^2+6622*b^2*c*g^ 2*q^3*r*x^2+6300*b^2*c*g*p^4*r*x^2-928*a*b^3*g^3*p*r*x-576*a*b^3*g^3*q*r*x-4560 *a*b^3*g^2*p^2*r*x-18720*a*b^3*g^2*p*r*x^2-17408*a*b^3*c*p^3*r*x-36756*a*b^3*c* p^2*r*x^2-2120*a*b^3*c*q^3*r*x-18628*a*b^3*c*q^2*r*x^2-1584*a*b^3*c*g^3*r*x-\ 11096*a*b^3*c*g^2*r^2*x-46548*a*b^3*c*g^2*r*x^2-2988*a*b^3*c*g*r^3*x+13716*a*b^ 3*c*g*r^2*x^2-15584*a*b^3*c^2*g^2*r*x-35440*a*b^3*c^2*g*r^2*x-120040*a*b^3*c^2* g*r*x^2-58624*a*b^3*c^2*p^2*r*x-110968*a*b^3*c^2*p*r*x^2-18448*a*b^3*c^2*q^2*r* x-89640*a*b^3*c^2*q*r*x^2-46144*a*b^3*c^3*g*r*x-83552*a*b^3*c^3*p*r*x-49824*a*b ^3*c^3*q*r*x-832*a*b^4*g^2*p*r*x-448*a*b^4*g^2*q*r*x-2720*a*b^4*g*p^2*r*x-13788 *a*b^4*g*p*r*x^2-408*a*b^4*g*q^2*r*x-8244*a*b^4*g*q*r*x^2-3072*a*b^4*p^2*q*r*x-\ 1240*a*b^4*p*q^2*r*x-10000*a*b^4*p*q*r*x^2-1440*a*b^4*c*g^2*r*x-6224*a*b^4*c*g* r^2*x-33120*a*b^4*c*g*r*x^2-10320*a*b^4*c*p^2*r*x-33272*a*b^4*c*p*r*x^2-1792*a* b^4*c*q^2*r*x-21800*a*b^4*c*q*r*x^2-320*a*b^5*g*p*r*x-128*a*b^5*g*q*r*x-432*a*b ^5*p*q*r*x-9152*a*b^4*c^2*g*r*x-20544*a*b^4*c^2*p*r*x-10048*a*b^4*c^2*q*r*x-\ 1138*a^2*g^4*p*q*r*x-4128*a^2*g^3*p^2*q*r*x-3736*a^2*g^3*p*q^2*r*x-6786*a^2*g^3 *p*q*r*x^2-5408*a^2*g^2*p^3*q*r*x-8656*a^2*g^2*p^2*q^2*r*x-6590*a^2*g^2*p^2*q*r *x^2-4598*a^2*g^2*p*q^3*r*x-9487*a^2*g^2*p*q^2*r*x^2-2886*a^2*g*p^4*q*r*x-7286* a^2*g*p^3*q^2*r*x-1023*a^2*g*p^3*q*r*x^2-6576*a^2*g*p^2*q^3*r*x-6090*a^2*g*p^2* q^2*r*x^2-2278*a^2*g*p*q^4*r*x-4155*a^2*g*p*q^3*r*x^2-576*a*b^5*c*g*r*x-2048*a* b^5*c*p*r*x-672*a*b^5*c*q*r*x-1762*a^2*c*p^3*q*r*x^2-18928*a^2*c*p^2*q^3*r*x-\ 11286*a^2*c*p^2*q^2*r*x^2-6614*a^2*c*p*q^4*r*x-7626*a^2*c*p*q^3*r*x^2-2814*a^2* c*g^4*p*r*x-2416*a^2*c*g^4*q*r*x-9846*a^2*c*g^3*p^2*r*x-14437*a^2*c*g^3*p*r*x^2 -7664*a^2*c*g^3*q^2*r*x-18747*a^2*c*g^3*q*r*x^2-11808*a^2*c*g^2*p^3*r*x-11077*a ^2*c*g^2*p^2*r*x^2-9044*a^2*c*g^2*q^3*r*x-24159*a^2*c*g^2*q^2*r*x^2-5332*a^2*c* g*p^4*r*x+2238*a^2*c*g*p^3*r*x^2-4298*a^2*c*g*q^4*r*x-10023*a^2*c*g*q^3*r*x^2-\ 9294*a^2*c*p^4*q*r*x-21476*a^2*c*p^3*q^2*r*x-24340*a^2*c^2*g^3*p*r*x-21008*a^2* c^2*g^3*q*r*x-52928*a^2*c^2*g^2*p^2*r*x-58822*a^2*c^2*g^2*p*r*x^2-41240*a^2*c^2 *g^2*q^2*r*x-72672*a^2*c^2*g^2*q*r*x^2-39868*a^2*c^2*g*p^3*r*x-29242*a^2*c^2*g* p^2*r*x^2-29236*a^2*c^2*g*q^3*r*x-58270*a^2*c^2*g*q^2*r*x^2-53892*a^2*c^2*p^3*q *r*x-80292*a^2*c^2*p^2*q^2*r*x-31258*a^2*c^2*p^2*q*r*x^2-42332*a^2*c^2*p*q^3*r* x-44192*a^2*c^2*p*q^2*r*x^2+86904*a*b*c*g*p^2*q*r*x+71274*a*b*c*g*p*q^2*r*x-\ 383708*a*b*c*g*p*q*r*x^2+383708*a*b*c*g*p*q*r*x+19154*a^3*g^2*p*r*x+17854*a^3*g ^2*q*r*x+17446*a^3*g*p^2*r*x+18314*a^3*g*q^2*r*x+20390*a^3*p^2*q*r*x+21114*a^3* p*q^2*r*x+62856*a^2*b^3*c*r*x+22824*a^2*b^3*g*r*x+30836*a^2*b^3*p*r*x+20484*a^2 *b^3*q*r*x+226400*a^2*b^2*c^2*r*x+63680*a^2*b^2*c*r^2*x+29832*a^2*b^2*g^2*r*x+ 23972*a^2*b^2*g*r^2*x+44996*a^2*b^2*p^2*r*x+23796*a^2*b^2*q^2*r*x+336192*a^2*b* c^3*r*x+114180*a^2*b*c^2*r^2*x-17866*a^2*b*c*r^3*x+15784*a^2*b*g^3*r*x+15220*a^ 2*b*g^2*r^2*x-6572*a^2*b*g*r^3*x+18717*a^2*b*p^3*r*x+11097*a^2*b*q^3*r*x+251284 *a^2*c^3*g*r*x+293480*a^2*c^3*p*r*x+254528*a^2*c^3*q*r*x+132656*a^2*c^2*g^2*r*x +74958*a^2*c^2*g*r^2*x+159688*a^2*c^2*p^2*r*x+127492*a^2*c^2*q^2*r*x+31674*a^2* c*g^3*r*x+26556*a^2*c*g^2*r^2*x-14592*a^2*c*g*r^3*x+30895*a^2*c*p^3*r*x+26223*a ^2*c*q^3*r*x+12814*a^2*g^3*p*r*x+11144*a^2*g^3*q*r*x+19908*a^2*g^2*p^2*r*x+ 16408*a^2*g^2*q^2*r*x+10355*a^2*g*p^3*r*x+9620*a^2*g*q^3*r*x+13687*a^2*p^3*q*r* x+22583*a^2*p^2*q^2*r*x+11869*a^2*p*q^3*r*x+19096*a*b^4*c*r*x+7192*a*b^4*g*r*x+ 10052*a*b^4*p*r*x+6260*a*b^4*q*r*x+105640*a*b^3*c^2*r*x+32144*a*b^3*c*r^2*x+ 1708*b^4*g^2*p*q*r*x^2+3164*b^4*g*p^2*q*r*x^2+2198*b^4*g*p*q^2*r*x^2+4788*b^4*c *g^2*p*r*x^2+3724*b^4*c*g^2*q*r*x^2+8652*b^4*c*g*p^2*r*x^2+4536*b^4*c*g*q^2*r*x ^2+10752*b^4*c*p^2*q*r*x^2+8036*b^4*c*p*q^2*r*x^2+19824*b^4*c^2*g*p*r*x^2+15456 *b^4*c^2*g*q*r*x^2+24864*b^4*c^2*p*q*r*x^2+784*b^5*g*p*q*r*x^2+48*b^5*c*g*p*r^2 *x+2464*b^5*c*g*p*r*x^2+1680*b^5*c*g*q*r*x^2+3360*b^5*c*p*q*r*x^2+917*a*g^4*p^2 *q*r*x^2+994*a*g^4*p*q^2*r*x^2+1652*a*g^3*p^3*q*r*x^2+3024*a*g^3*p^2*q^2*r*x^2+ 1960*a*g^3*p*q^3*r*x^2+1316*a*g^2*p^4*q*r*x^2+3668*a*g^2*p^3*q^2*r*x^2+3948*a*g ^2*p^2*q^3*r*x^2+1736*a*g^2*p*q^4*r*x^2+476*a*g*p^5*q*r*x^2+1897*a*g*p^4*q^2*r* x^2+2968*a*g*p^3*q^3*r*x^2+2177*a*g*p^2*q^4*r*x^2+700*a*g*p*q^5*r*x^2+182*a*g^5 *p*q*r*x^2+1512*a*c*p^5*q*r*x^2+5418*a*c*p^4*q^2*r*x^2+8232*a*c*p^3*q^3*r*x^2+ 6048*a*c*p^2*q^4*r*x^2+2016*a*c*p*q^5*r*x^2+385*a*c*g^5*p*r*x^2+413*a*c*g^5*q*r *x^2+1939*a*c*g^4*p^2*r*x^2+2247*a*c*g^4*q^2*r*x^2+3367*a*c*g^3*p^3*r*x^2+4354* a*c*g^3*q^3*r*x^2+2471*a*c*g^2*p^4*r*x^2+3759*a*c*g^2*q^4*r*x^2+756*a*c*g*p^5*r *x^2+1463*a*c*g*q^5*r*x^2-2464*b^3*c^3*r^3*x+18528*b^3*c^3*r^2*x^2+228*b^3*c^2* r^4*x+12392*b^3*c^2*r^3*x^2-30*b^3*c*r^5*x+344*b^3*c*r^4*x^2-1254*b^4*g^3*r*x^2 -80*b^4*g^2*r^3*x+544*b^4*g^2*r^2*x^2-20*b^4*g*r^4*x+894*b^4*g*r^3*x^2-376*b^4* p^4*r*x-1072*b^4*p^3*r*x^2+728*b^4*q^3*r*x^2-16512*b^3*c^5*r*x-14912*b^3*c^4*r^ 2*x-42320*b^3*c^4*r*x^2-116*b^4*g^3*r^2*x-776*b^4*c^2*r^3*x+5080*b^4*c^2*r^2*x^ 2-12*b^4*c*r^4*x+2736*b^4*c*r^3*x^2-72*b^5*g^2*r^2*x-924*b^5*g^2*r*x^2-32*b^5*g *r^3*x+404*b^5*g*r^2*x^2-208*b^5*p^3*r*x-256*b^5*p^2*r^2*x-1200*b^5*p^2*r*x^2-8 *b^5*p*r^3*x+448*b^5*q^2*r*x^2-6784*b^4*c^4*r*x-5408*b^4*c^3*r^2*x-23616*b^4*c^ 3*r*x^2-96*b^5*c*r^3*x+896*b^5*c*r^2*x^2-16*b^6*g*r^2*x-264*b^6*g*r*x^2-32*b^6* p^2*r*x-32*b^6*p*r^2*x-416*b^6*p*r*x^2+112*b^6*q*r*x^2-1472*b^5*c^3*r*x-992*b^5 *c^2*r^2*x-6992*b^5*c^2*r*x^2-128*b^6*c^2*r*x-64*b^6*c*r^2*x-832*b^6*c*r*x^2-16 *a*g^6*r^2*x-33*a*g^6*r*x^2-4*a*g^5*r^3*x+144*a*g^5*r^2*x^2+38*a*g^4*r^4*x+290* a*g^4*r^3*x^2+26*a*g^3*r^5*x+24*a*g^3*r^4*x^2-81*a*g^2*r^5*x^2+70*a*p^6*r*x^2+ 55*a*q^6*r*x^2-a*c*g^2*r^6+892*a*c^3*r^5*x+2208*a*c^3*r^4*x^2+22*a*c^2*r^6*x-\ 772*a*c^2*r^5*x^2-24352*a*c^6*r^2*x-25760*a*c^6*r*x^2-4832*a*c^5*r^3*x+29888*a* c^5*r^2*x^2+2864*a*c^4*r^4*x+25648*a*c^4*r^3*x^2-33064*a*c^2*p^2*q^3*r*x-16812* a*c^2*p^2*q^2*r*x^2-10364*a*c^2*p*q^4*r*x-9334*a*c^2*p*q^3*r*x^2-7020*a*c^2*g^4 *p*r*x-5296*a*c^2*g^4*q*r*x-23150*a*c^2*g^3*p^2*r*x-25018*a*c^2*g^3*p*r*x^2-\ 14068*a*c^2*g^3*q^2*r*x-27908*a*c^2*g^3*q*r*x^2-28840*a*c^2*g^2*p^3*r*x-23620*a *c^2*g^2*p^2*r*x^2-14714*a*c^2*g^2*q^3*r*x-33802*a*c^2*g^2*q^2*r*x^2-14632*a*c^ 2*g*p^4*r*x-435*a*c^2*g*p^3*r*x^2-6284*a*c^2*g*q^4*r*x-11275*a*c^2*g*q^3*r*x^2-\ 20048*a*c^2*p^4*q*r*x-41052*a*c^2*p^3*q^2*r*x-3218*a*c^2*p^3*q*r*x^2-36680*a*c^ 3*g^3*p*r*x-28360*a*c^3*g^3*q*r*x-78364*a*c^3*g^2*p^2*r*x-68170*a*c^3*g^2*p*r*x ^2-49240*a*c^3*g^2*q^2*r*x-75118*a*c^3*g^2*q*r*x^2-60768*a*c^3*g*p^3*r*x-39670* a*c^3*g*p^2*r*x^2-31644*a*c^3*g*q^3*r*x-56694*a*c^3*g*q^2*r*x^2-72808*a*c^3*p^3 *q*r*x-98692*a*c^3*p^2*q^2*r*x-36658*a*c^3*p^2*q*r*x^2-47472*a*c^3*p*q^3*r*x-\ 45430*a*c^3*p*q^2*r*x^2-121344*a*c^5*g*p*r*x-96416*a*c^5*g*q*r*x-130752*a*c^5*p *q*r*x-95280*a*c^4*g^2*p*r*x-74896*a*c^4*g^2*q*r*x-123272*a*c^4*g*p^2*r*x-89024 *a*c^4*g*p*r*x^2-78896*a*c^4*g*q^2*r*x-98232*a*c^4*g*q*r*x^2-138112*a*c^4*p^2*q *r*x-111600*a*c^4*p*q^2*r*x-77712*a*c^4*p*q*r*x^2-3054*a*b*g^4*p*r*x^2-506*a*b* g^4*q^2*r*x-3054*a*b*g^4*q*r*x^2-2684*a*b*g^3*p^3*r*x-4744*a*b*g^3*p^2*r*x^2-\ 788*a*b*g^3*q^3*r*x-4744*a*b*g^3*q^2*r*x^2-2474*a*b*g^2*p^4*r*x-1925*a*b*g^2*p^ 3*r*x^2-466*a*b*g^2*q^4*r*x-1925*a*b*g^2*q^3*r*x^2-976*a*b*g*p^5*r*x+655*a*b*g* p^4*r*x^2-88*a*b*g*q^5*r*x+655*a*b*g*q^4*r*x^2-1440*a*b*p^5*q*r*x-3776*a*b*p^4* q^2*r*x+34*a*b*p^4*q*r*x^2-4088*a*b*p^3*q^3*r*x-1708*a*b*p^3*q^2*r*x^2-1908*a*b *p^2*q^4*r*x-1708*a*b*p^2*q^3*r*x^2-296*a*b*p*q^5*r*x+34*a*b*p*q^4*r*x^2-128*a* b*g^5*p*r*x-96*a*b*g^5*q*r*x-1174*a*b*g^4*p^2*r*x+1420*a*b*c*p^4*r*x^2-376*a*b* c*q^5*r*x+1420*a*b*c*q^4*r*x^2-224*a*b*c*g^5*r*x-3036*a*b*c*g^4*r^2*x-8154*a*b* c*g^4*r*x^2-1580*a*b*c*g^3*r^3*x+9670*a*b*c*g^3*r^2*x^2+1574*a*b*c*g^2*r^4*x+ 19198*a*b*c*g^2*r^3*x^2+644*a*b*c*g*r^5*x+2144*a*b*c*g*r^4*x^2-3180*a*b*c*p^5*r *x+90944*a*b^2*c*g^2*p*r*x+60852*a*b^2*c*g^2*q*r*x+79326*a*b^2*c*g*p^2*r*x-\ 255806*a*b^2*c*g*p*r*x^2+37066*a*b^2*c*g*q^2*r*x-243126*a*b^2*c*g*q*r*x^2+62030 *a*b^2*c*p^2*q*r*x+43958*a*b^2*c*p*q^2*r*x-273024*a*b^2*c*p*q*r*x^2+29924*a*b^2 *g^2*p*q*r*x+29033*a*b^2*g*p^2*q*r*x+18835*a*b^2*g*p*q^2*r*x-97118*a*b^2*g*p*q* r*x^2+41007*a^2*c*g*p*q^2*r*x-185176*a^2*c*g*p*q*r*x^2+86064*a*b^3*c*g*p*r*x+ 50120*a*b^3*c*g*q*r*x+60856*a*b^3*c*p*q*r*x+25032*a*b^3*g*p*q*r*x+226748*a*b^2* c^2*g*p*r*x+162660*a*b^2*c^2*g*q*r*x+170832*a*b^2*c^2*p*q*r*x+94360*a^2*b*c*g^2 *p*r*x+84600*a^2*b*c*g^2*q*r*x+61926*a^2*b*c*g*p^2*r*x-243126*a^2*b*c*g*p*r*x^2 +58042*a^2*b*c*g*q^2*r*x-255806*a^2*b*c*g*q*r*x^2+57574*a^2*b*c*p^2*q*r*x+54970 *a^2*b*c*p*q^2*r*x-273024*a^2*b*c*p*q*r*x^2+36094*a^2*b*g^2*p*q*r*x+28115*a^2*b *g*p^2*q*r*x+25987*a^2*b*g*p*q^2*r*x-97118*a^2*b*g*p*q*r*x^2+128636*a^2*c^2*g*p *q*r*x+56302*a^2*c*g^2*p*q*r*x+32517*a^2*c*g*p^2*q*r*x+145560*a^2*b^2*c*g*p*r*x +112848*a^2*b^2*c*g*q*r*x+115032*a^2*b^2*c*p*q*r*x+50172*a^2*b^2*g*p*q*r*x+ 234084*a^2*b*c^2*g*p*r*x+212884*a^2*b*c^2*g*q*r*x+191320*a^2*b*c^2*p*q*r*x-3710 *b*c*g^4*p*q*r*x-15064*b*c*g^3*p^2*q*r*x-9278*b*c*g^3*p*q^2*r*x-21811*b*c*g^3*p *q*r*x^2-22400*b*c*g^2*p^3*q*r*x-24968*b*c*g^2*p^2*q^2*r*x-28105*b*c*g^2*p^2*q* r*x^2-8734*b*c*g^2*p*q^3*r*x-23526*b*c*g^2*p*q^2*r*x^2-13806*b*c*g*p^4*q*r*x-\ 23384*b*c*g*p^3*q^2*r*x-10415*b*c*g*p^3*q*r*x^2-15026*b*c*g*p^2*q^3*r*x-18689*b *c*g*p^2*q^2*r*x^2-3144*b*c*g*p*q^4*r*x-4841*b*c*g*p*q^3*r*x^2+92992*a^3*b*c*g* p*r*x+98440*a^3*b*c*g*q*r*x+83672*a^3*b*c*p*q*r*x+37216*a^3*b*g*p*q*r*x+55328*a ^3*c*g*p*q*r*x-167984*b*c^4*g*p*q*r*x-105336*b*c^3*g^2*p*q*r*x-155576*b*c^3*g*p ^2*q*r*x-103228*b*c^3*g*p*q^2*r*x-131732*b*c^3*g*p*q*r*x^2-30100*b*c^2*g^3*p*q* r*x-75486*b*c^2*g^2*p^2*q*r*x-48708*b*c^2*g^2*p*q^2*r*x-81592*b*c^2*g^2*p*q*r*x ^2-67714*b*c^2*g*p^3*q*r*x-76192*b*c^2*g*p^2*q^2*r*x-63161*b*c^2*g*p^2*q*r*x^2-\ 28134*b*c^2*g*p*q^3*r*x-52321*b*c^2*g*p*q^2*r*x^2-56336*b^2*c^2*g^2*p*q*r*x-\ 93224*b^2*c^2*g*p^2*q*r*x-53544*b^2*c^2*g*p*q^2*r*x-118874*b^2*c^2*g*p*q*r*x^2-\ 9696*b^2*c*g^3*p*q*r*x-28740*b^2*c*g^2*p^2*q*r*x-15704*b^2*c*g^2*p*q^2*r*x-\ 50107*b^2*c*g^2*p*q*r*x^2-28594*b^2*c*g*p^3*q*r*x-28208*b^2*c*g*p^2*q^2*r*x-\ 41886*b^2*c*g*p^2*q*r*x^2-8254*b^2*c*g*p*q^3*r*x-29625*b^2*c*g*p*q^2*r*x^2-5418 *a*c*g^4*p*q*r*x-18568*a*c*g^3*p^2*q*r*x-14756*a*c*g^3*p*q^2*r*x-21811*a*c*g^3* p*q*r*x^2-24488*a*c*g^2*p^3*q*r*x-34168*a*c*g^2*p^2*q^2*r*x-23526*a*c*g^2*p^2*q *r*x^2-15974*a*c*g^2*p*q^3*r*x-28105*a*c*g^2*p*q^2*r*x^2-13558*a*c*g*p^4*q*r*x-\ 28934*a*c*g*p^3*q^2*r*x-4841*a*c*g*p^3*q*r*x^2-23404*a*c*g*p^2*q^3*r*x-18689*a* c*g*p^2*q^2*r*x^2-7138*a*c*g*p*q^4*r*x-10415*a*c*g*p*q^3*r*x^2-5592*b^4*c*g*p*q *r*x-42216*b^3*c^2*g*p*q*r*x-11288*b^3*c*g^2*p*q*r*x-21976*b^3*c*g*p^2*q*r*x-\ 10096*b^3*c*g*p*q^2*r*x-46320*b^3*c*g*p*q*r*x^2-127360*b^2*c^3*g*p*q*r*x-49046* a*c^2*g*p*q^3*r*x-63161*a*c^2*g*p*q^2*r*x^2-10392*a^3*b*c^2*r^3*x+23544*a^3*b*c ^2*r^2*x^2+1328*a^3*b*c*r^4*x+13808*a^3*b*c*r^3*x^2-10*a*b^2*r^6*x-184*a*b^2*r^ 5*x^2-12*a*b*c^2*r^6-a*b*g^2*r^6-20032*a*c^7*r*x+92*a*b^4*r^4*x+1596*a*b^4*r^3* x^2+18*a*b^3*r^5*x+200*a*b^3*r^4*x^2-32*a*b^6*r^2*x-528*a*b^6*r*x^2+16*a*b^5*r^ 3*x+488*a*b^5*r^2*x^2+38*c*g^6*r*x-304*c*g^5*r^2*x-1132*c*g^5*r*x^2-576*c*g^4*r ^3*x-1050*c*g^4*r^2*x^2-54*c*g^3*r^4*x+1886*c*g^3*r^3*x^2+172*c*g^2*r^5*x+1384* c*g^2*r^4*x^2-288*c*g*r^5*x^2-267*c*p^6*r*x-669*c*p^5*r*x^2-11*c*q^6*r*x-669*c* q^5*r*x^2+6982*a*c^2*g^4*r*x-12762*a*c^2*g^3*r^2*x-48968*a*c^2*g^3*r*x^2-21578* a*c^2*g^2*r^3*x-41314*a*c^2*g^2*r^2*x^2-2654*a*c^2*g*r^4*x+19202*a*c^2*g*r^3*x^ 2-7923*a*c^2*p^4*r*x-48329*a*c^2*p^3*r*x^2+485*a*c^2*q^4*r*x-58027*a*c^2*q^3*r* x^2+26832*a*c^3*g^3*r*x-38476*a*c^3*g^2*r^2*x-140480*a*c^3*g^2*r*x^2-42280*a*c^ 3*g*r^3*x-78736*a*c^3*g*r^2*x^2-7608*a*c^3*p^3*r*x-153654*a*c^3*p^2*r*x^2+8652* a*c^3*q^3*r*x-167954*a*c^3*q^2*r*x^2+17360*a*c^2*g^3*q^2*r*x^2+17773*a*c^2*g^2* p^3*r*x^2+22071*a*c^2*g^2*q^3*r*x^2+8442*a*c^2*g*p^4*r*x^2+11844*a*c^2*g*q^4*r* x^2+12453*a*c^2*p^4*q*r*x^2+31318*a*c^2*p^3*q^2*r*x^2+33026*a*c^2*p^2*q^3*r*x^2 +15015*a*c^2*p*q^4*r*x^2+5026*a*c^2*g^4*p*r*x^2+5334*a*c^2*g^4*q*r*x^2+15302*a* c^2*g^3*p^2*r*x^2+50428*a*c^3*p^3*q*r*x^2+86016*a*c^3*p^2*q^2*r*x^2+56196*a*c^3 *p*q^3*r*x^2+27440*a*c^3*g^3*p*r*x^2+28840*a*c^3*g^3*q*r*x^2+53550*a*c^3*g^2*p^ 2*r*x^2+59738*a*c^3*g^2*q^2*r*x^2+38332*a*c^3*g*p^3*r*x^2+46200*a*c^3*g*q^3*r*x ^2+526*c^2*g^5*r*x-2020*c^2*g^4*r^2*x-8040*c^2*g^4*r*x^2-3796*c^2*g^3*r^3*x-\ 7754*c^2*g^3*r^2*x^2-610*c^2*g^2*r^4*x+6942*c^2*g^2*r^3*x^2+544*c^2*g*r^5*x+ 4512*c^2*g*r^4*x^2-1623*c^2*p^5*r*x-7627*c^2*p^4*r*x^2-75*c^2*q^5*r*x-7627*c^2* q^4*r*x^2+3100*c^3*g^4*r*x-7704*c^3*g^3*r^2*x-31028*c^3*g^3*r*x^2-11760*c^3*g^2 *r^3*x-24400*c^3*g^2*r^2*x^2-1504*c^3*g*r^4*x+12144*c^3*g*r^3*x^2-3882*c^3*p^4* r*x-34892*c^3*p^3*r*x^2+258*c^3*q^4*r*x-34892*c^3*q^3*r*x^2+13760*a*b^3*g^2*r*x +11474*a*b^3*g*r^2*x+25748*a*b^3*p^2*r*x+9308*a*b^3*q^2*r*x+261984*a*b^2*c^3*r* x+97276*a*b^2*c^2*r^2*x-12790*a*b^2*c*r^3*x+12056*a*b^2*g^3*r*x+12442*a*b^2*g^2 *r^2*x-4692*a*b^2*g*r^3*x+21441*a*b^2*p^3*r*x+6269*a*b^2*q^3*r*x+297680*a*b*c^4 *r*x+122256*a*b*c^3*r^2*x-28144*a*b*c^2*r^3*x+73136*a*c^4*g^2*p*r*x^2+76384*a*c ^4*g^2*q*r*x^2+85904*a*c^4*g*p^2*r*x^2+94696*a*c^4*g*q^2*r*x^2+107436*a*c^4*p^2 *q*r*x^2+112644*a*c^4*p*q^2*r*x^2+115584*a*c^5*p*q*r*x^2+4*a*c*g^6*r^2*x+14*a*c *g^6*r*x^2+54*a*c*g^5*r^3*x+296*a*c*g^5*r^2*x^2+82*a*c*g^4*r^4*x+136*a*c*g^4*r^ 3*x^2+32*a*c*g^3*r^5*x-351*a*c*g^3*r^4*x^2-201*a*c*g^2*r^5*x^2+84*a*c*p^6*r*x^2 +210*a*c*q^6*r*x^2+92*a*c^2*g^5*r^2*x+434*a*c^2*g^5*r*x^2+538*a*c^2*g^4*r^3*x+ 2968*a*c^2*g^4*r^2*x^2+598*a*c^2*g^3*r^4*x+1398*a*c^2*g^3*r^3*x^2+176*a*c^2*g^2 *r^5*x-1558*a*c^2*g^2*r^4*x^2+4*a*c^2*g*r^6*x-654*a*c^2*g*r^5*x^2+1379*a*c^2*p^ 5*r*x^2+2233*a*c^2*q^5*r*x^2+764*a*c^3*g^4*r^2*x+4032*a*c^3*g^4*r*x^2+2604*a*c^ 3*g^3*r^3*x+14184*a*c^3*g^3*r^2*x^2+2004*a*c^3*g^2*r^4*x+5000*a*c^3*g^2*r^3*x^2 +392*a*c^3*g*r^5*x-3080*a*c^3*g*r^4*x^2+8862*a*c^3*p^4*r*x^2+11746*a*c^3*q^4*r* x^2+3072*a*c^4*g^3*r^2*x+17136*a*c^4*g^3*r*x^2+6552*a*c^4*g^2*r^3*x+35152*a*c^4 *g^2*r^2*x^2+3144*a*c^4*g*r^4*x+7656*a*c^4*g*r^3*x^2+29036*a*c^4*p^3*r*x^2+ 34244*a*c^4*q^3*r*x^2-6384*a*b*c*r^4*x-11184*a*b*c*r^3*x^2-7136*b^4*c^3*g*r*x-\ 13792*b^4*c^3*p*r*x-6112*b^4*c^3*q*r*x-72*b^5*g^2*p*r*x-16*b^5*g^2*q*r*x-288*b^ 5*g*p^2*r*x-352*b^5*g*p*r^2*x-2356*b^5*g*p*r*x^2-508*b^5*g*q*r*x^2-240*b^5*p^2* q*r*x-1280*b^5*p*q*r*x^2-128*b^5*c*g^2*r*x-608*b^5*c*g*r^2*x-5240*b^5*c*g*r*x^2 -1200*b^5*c*p^2*r*x-1008*b^5*c*p*r^2*x-5896*b^5*c*p*r*x^2-2072*b^5*c*q*r*x^2-32 *b^6*c*g*r*x-128*b^6*c*p*r*x-16*b^6*g*p*r*x-960*b^5*c^2*g*r*x-2304*b^5*c^2*p*r* x-672*b^5*c^2*q*r*x-446*a*g^4*p^2*r*x^2-172*a*g^4*q^3*r*x-780*a*g^4*q^2*r*x^2-\ 414*a*g^3*p^4*r*x+116*a*g^3*p^3*r*x^2-166*a*g^3*q^4*r*x-560*a*g^3*q^3*r*x^2-166 *a*g^2*p^5*r*x+713*a*g^2*p^4*r*x^2-70*a*g^2*q^5*r*x+84*a*g^2*q^4*r*x^2-14*a*g*p ^6*r*x+461*a*g*p^5*r*x^2-10*a*g*q^6*r*x+225*a*g*q^5*r*x^2-140*a*p^6*q*r*x-596*a *p^5*q^2*r*x+208*a*p^5*q*r*x^2-984*a*p^4*q^3*r*x+187*a*p^4*q^2*r*x^2-776*a*p^3* q^4*r*x+68*a*p^3*q^3*r*x^2-284*a*p^2*q^5*r*x+112*a*p^2*q^4*r*x^2-36*a*p*q^6*r*x +148*a*p*q^5*r*x^2-12*a*g^6*p*r*x-10*a*g^6*q*r*x-148*a*g^5*p^2*r*x-273*a*g^5*p* r*x^2-76*a*g^5*q^2*r*x-339*a*g^5*q*r*x^2-398*a*g^4*p^3*r*x+9840*c^4*g^3*r*x-\ 17264*c^4*g^2*r^2*x-67928*c^4*g^2*r*x^2-17520*c^4*g*r^3*x-35592*c^4*g*r^2*x^2-\ 1600*c^4*p^3*r*x-78164*c^4*p^2*r*x^2+3376*c^4*q^3*r*x-78164*c^4*q^2*r*x^2+17600 *c^5*g^2*r*x-20768*c^5*g*r^2*x-78768*c^5*g*r*x^2+8568*c^5*p^2*r*x-86032*c^5*p*r *x^2+10536*c^5*q^2*r*x-86032*c^5*q*r*x^2+22*b*g^6*r*x-120*b*g^5*r^2*x-621*b*g^5 *r*x^2-220*b*g^4*r^3*x-581*b*g^4*r^2*x^2-18*b*g^3*r^4*x+979*b*g^3*r^3*x^2+50*b* g^2*r^5*x+643*b*g^2*r^4*x^2-4*b*g*r^6*x-136*b*g*r^5*x^2-99*b*p^6*r*x-448*b*p^5* r*x^2-149*b*q^5*r*x^2+16736*c^6*g*r*x+14096*c^6*p*r*x+13776*c^6*q*r*x+5888*a^3* g^3*r*x+4660*a^3*g^2*r^2*x-3056*a^3*g*r^3*x-9960*a^3*g*r^2*x^2+3394*a^3*p^3*r*x -8300*a^3*p^2*r*x^2+5542*a^3*q^3*r*x+5952*a^2*b^4*r*x+11180*a^2*b^3*r^2*x-3928* a^2*b^2*r^3*x-24712*a^2*b^2*r^2*x^2-1730*a^2*b*r^4*x-2336*a^2*b*r^3*x^2+179160* a^2*c^4*r*x+66144*a^2*c^3*r^2*x-19658*a^2*c^2*r^3*x-3850*a^2*c*r^4*x-4304*a^2*c *r^3*x^2+2886*a^2*g^4*r*x+2828*a^2*g^3*r^2*x-2760*a^2*g^2*r^3*x-10158*a^2*g^2*r ^2*x^2-1252*a^2*g*r^4*x-966*a^2*g*r^3*x^2+1185*a^2*p^4*r*x-6493*a^2*p^3*r*x^2+ 1788*a^2*q^4*r*x+1488*a*b^5*r*x+3372*a*b^4*r^2*x-2090*a*b^3*r^3*x-1326*a*b^2*r^ 4*x-2336*a*b^2*r^3*x^2+200*a*b*r^5*x+2144*a*b*r^4*x^2+128608*a*c^5*r*x+56448*a* c^4*r^2*x+44*a*g^6*r*x-168*a*g^5*r^2*x-621*a*g^5*r*x^2-2720*a*c^3*r^4*x+17520*a *c^3*r^3*x^2+918*a*c^2*r^5*x+6388*a*c^2*r^4*x^2+20*a*c*r^6*x-400*a*c*r^5*x^2+ 29618*b^2*c^2*g*q^2*r*x-223510*b^2*c^2*g*q*r*x^2+46814*b^2*c^2*p^2*q*r*x+32598* b^2*c^2*p*q^2*r*x-260700*b^2*c^2*p*q*r*x^2+6496*a*c^5*g^2*r^2*x+37408*a*c^5*g^2 *r*x^2+8240*a*c^5*g*r^3*x+43616*a*c^5*g*r^2*x^2+51688*a*c^5*p^2*r*x^2+56504*a*c ^5*q^2*r*x^2+47712*a*c^6*p*r*x^2+49504*a*c^6*q*r*x^2+178416*b^2*c^3*g*p*q*r*x^2 +80808*b^2*c^2*g^2*p*q*r*x^2+109340*b^2*c^2*g*p^2*q*r*x^2+97426*b^2*c^2*g*p*q^2 *r*x^2+75656*b^3*c^2*g*p*q*r*x^2+21196*b^3*c*g^2*p*q*r*x^2+32172*b^3*c*g*p^2*q* r*x^2+26180*b^3*c*g*p*q^2*r*x^2+21980*a*c*g*p^3*q^2*r*x^2+23394*a*c*g*p^2*q^3*r *x^2+10472*a*c*g*p*q^4*r*x^2+14056*b^4*c*g*p*q*r*x^2+4564*a*c*g^4*p*q*r*x^2+ 13923*a*c*g^3*p^2*q*r*x^2+14910*a*c*g^3*p*q^2*r*x^2+16611*a*c*g^2*p^3*q*r*x^2+ 29568*a*c*g^2*p^2*q^2*r*x^2+19187*a*c*g^2*p*q^3*r*x^2+8351*a*c*g*p^4*q*r*x^2+ 74725*a*c^2*g^2*p*q^2*r*x^2+51576*a*c^2*g*p^3*q*r*x^2+89670*a*c^2*g*p^2*q^2*r*x ^2+58380*a*c^2*g*p*q^3*r*x^2+35812*a*c^2*g^3*p*q*r*x^2+70427*a*c^2*g^2*p^2*q*r* x^2+194544*a*c^4*g*p*q*r*x^2+123200*a*c^3*g^2*p*q*r*x^2+146216*a*c^3*g*p^2*q*r* x^2+154084*a*c^3*g*p*q^2*r*x^2+1680*a*b*g^4*p*q*r*x^2+6216*a*b*g^3*p^2*q*r*x^2+ 6216*a*b*g^3*p*q^2*r*x^2+8344*a*b*g^2*p^3*q*r*x^2+13748*a*b*g^2*p^2*q^2*r*x^2+ 8344*a*b*g^2*p*q^3*r*x^2+4564*a*b*g*p^4*q*r*x^2+11032*a*b*g*p^3*q^2*r*x^2+11032 *a*b*g*p^2*q^3*r*x^2+4564*a*b*g*p*q^4*r*x^2+18459*a*b*c*g^2*q^3*r*x^2+9779*a*b* c*g*p^4*r*x^2+9779*a*b*c*g*q^4*r*x^2+13594*a*b*c*p^4*q*r*x^2+31892*a*b*c*p^3*q^ 2*r*x^2+31892*a*b*c*p^2*q^3*r*x^2+13594*a*b*c*p*q^4*r*x^2+3794*a*b*c*g^4*p*r*x^ 2+3794*a*b*c*g^4*q*r*x^2+14028*a*b*c*g^3*p^2*r*x^2+14028*a*b*c*g^3*q^2*r*x^2+ 18459*a*b*c*g^2*p^3*r*x^2-21516*a*c^3*r^3*x-7442*a*c^2*r^4*x-12052*a*c^2*r^3*x^ 2+376*a*c*r^5*x+4264*a*c*r^4*x^2-558*a*c^2*g^5*r*x-3628*a*c^2*g^4*r^2*x-6272*a* c^2*g^4*r*x^2-1648*a*c^2*g^3*r^3*x+10506*a*c^2*g^3*r^2*x^2+3968*a*c^3*g*r^4*x+ 35776*a*c^3*g*r^3*x^2-15168*a*c^3*p^4*r*x+342*a*c^3*p^3*r*x^2-6420*a*c^3*q^4*r* x-8430*a*c^3*q^3*r*x^2-4836*a*c^3*g^4*r*x-16684*a*c^3*g^3*r^2*x-24844*a*c^3*g^3 *r*x^2-5648*a*c^3*g^2*r^3*x+31640*a*c^3*g^2*r^2*x^2-23348*a*c^4*p^2*r*x^2-23824 *a*c^4*q^3*r*x-34492*a*c^4*q^2*r*x^2-19888*a*c^4*g^3*r*x-40552*a*c^4*g^2*r^2*x-\ 52776*a*c^4*g^2*r*x^2-8576*a*c^4*g*r^3*x+48872*a*c^4*g*r^2*x^2-45456*a*c^4*p^3* r*x-42624*a*c^5*g^2*r*x-49808*a*c^5*g*r^2*x-57856*a*c^5*g*r*x^2-73296*a*c^5*p^2 *r*x-45048*a*c^5*p*r*x^2-47392*a*c^5*q^2*r*x-50216*a*c^5*q*r*x^2-86*a*b*g^4*r^3 *x+882*a*b*g^4*r^2*x^2+174*a*b*g^3*r^4*x+2054*a*b*g^3*r^3*x^2+98*a*b*g^2*r^5*x+ 268*a*b*g^2*r^4*x^2-260*a*b*g*r^5*x^2-140*a*b*p^6*r*x+362*a*b*p^5*r*x^2+362*a*b *q^5*r*x^2-46176*a*c^6*g*r*x-60544*a*c^6*p*r*x-48448*a*c^6*q*r*x-160*a*b*g^5*r^ 2*x-528*a*b*g^5*r*x^2+968*a*b*c^2*r^5*x+3344*a*b*c^2*r^4*x^2-8*a*b*c*g*r^6-768* a*b*c*r^5*x^2+4496*a*b*c^3*r^4*x+53392*a*b*c^3*r^3*x^2+763*a*b^2*q^4*r*x^2-\ 60480*a*b*c^6*r*x-65280*a*b*c^5*r^2*x-89920*a*b*c^5*r*x^2-11920*a*b*c^4*r^3*x+ 69520*a*b*c^4*r^2*x^2-602*a*b^2*g^4*r^2*x-2607*a*b^2*g^4*r*x^2-332*a*b^2*g^3*r^ 3*x+1987*a*b^2*g^3*r^2*x^2+308*a*b^2*g^2*r^4*x+4935*a*b^2*g^2*r^3*x^2+104*a*b^2 *g*r^5*x+512*a*b^2*g*r^4*x^2-844*a*b^2*p^5*r*x-125*a*b^2*p^4*r*x^2-8328*a*b*c^2 *g^2*r^3*x+43004*a*b*c^2*g^2*r^2*x^2+4628*a*b*c^2*g*r^4*x+56468*a*b*c^2*g*r^3*x ^2-24636*a*b*c^2*p^4*r*x-11834*a*b*c^2*p^3*r*x^2-5912*a*b*c^2*q^4*r*x-11834*a*b *c^2*q^3*r*x^2-4228*a*b*c^2*g^4*r*x-21268*a*b*c^2*g^3*r^2*x-46608*a*b*c^2*g^3*r *x^2-27552*a*b*c^3*g^3*r*x-70080*a*b*c^3*g^2*r^2*x-127960*a*b*c^3*g^2*r*x^2-\ 16984*a*b*c^3*g*r^3*x+89144*a*b*c^3*g*r^2*x^2-90424*a*b*c^3*p^3*r*x-76104*a*b*c ^3*p^2*r*x^2-34120*a*b*c^3*q^3*r*x-76104*a*b*c^3*q^2*r*x^2-144264*a*b*c^4*p*r*x ^2-92736*a*b*c^4*q^2*r*x-144264*a*b*c^4*q*r*x^2-113792*a*b*c^5*g*r*x-162624*a*b *c^5*p*r*x-120512*a*b*c^5*q*r*x-81760*a*b*c^4*g^2*r*x-109456*a*b*c^4*g*r^2*x-\ 171232*a*b*c^4*g*r*x^2-171696*a*b*c^4*p^2*r*x-502*a*b^2*g^4*p*r*x-344*a*b^2*g^4 *q*r*x-3426*a*b^2*g^3*p^2*r*x-11381*a*b^2*g^3*p*r*x^2-1198*a*b^2*g^3*q^2*r*x-\ 9731*a*b^2*g^3*q*r*x^2-6034*a*b^2*g^2*p^3*r*x-14129*a*b^2*g^2*p^2*r*x^2-1132*a* b^2*g^2*q^3*r*x-9475*a*b^2*g^2*q^2*r*x^2-3942*a*b^2*g*p^4*r*x-5405*a*b^2*g*p^3* r*x^2-302*a*b^2*g*q^4*r*x-1370*a*b^2*g*q^3*r*x^2-4620*a*b^2*p^4*q*r*x-7668*a*b^ 2*p^3*q^2*r*x-5012*a*b^2*p^3*q*r*x^2-4852*a*b^2*p^2*q^3*r*x-8886*a*b^2*p^2*q^2* r*x^2-960*a*b^2*p*q^4*r*x-3236*a*b^2*p*q^3*r*x^2-11954*a*b^2*c*p^3*r*x^2-1268*a *b^2*c*q^4*r*x-4220*a*b^2*c*q^3*r*x^2-860*a*b^2*c*g^4*r*x-8636*a*b^2*c*g^3*r^2* x-29230*a*b^2*c*g^3*r*x^2-3696*a*b^2*c*g^2*r^3*x+17538*a*b^2*c*g^2*r^2*x^2+1850 *a*b^2*c*g*r^4*x+29204*a*b^2*c*g*r^3*x^2-11996*a*b^2*c*p^4*r*x-11960*a*b^2*c^2* g^3*r*x-43216*a*b^2*c^2*g^2*r^2*x-117444*a*b^2*c^2*g^2*r*x^2-11404*a*b^2*c^2*g* r^3*x+55792*a*b^2*c^2*g*r^2*x^2-61768*a*b^2*c^2*p^3*r*x-80252*a*b^2*c^2*p^2*r*x ^2-15312*a*b^2*c^2*q^3*r*x-60492*a*b^2*c^2*q^2*r*x^2-55440*a*b^2*c^3*g^2*r*x-\ 90832*a*b^2*c^3*g*r^2*x-204176*a*b^2*c^3*g*r*x^2-148048*a*b^2*c^3*p^2*r*x-\ 179304*a*b^2*c^3*p*r*x^2-64160*a*b^2*c^3*q^2*r*x-163880*a*b^2*c^3*q*r*x^2-49953 *a*b*c*g*p*r*x^2-49953*a*b*c*g*q*r*x^2-87372*a*b*c*p*q*r*x^2-22344*a*b*g*p*q*r* x^2-61715*a*c*g*p*q*r*x^2-61715*b*c*g*p*q*r*x^2+80682*a*b*c*g*p*r*x+19224*a*b*c *g*q*r*x+87372*a*b*c*p*q*r*x+22344*a*b*g*p*q*r*x+80594*a*c*g*p*q*r*x+42836*b*c* g*p*q*r*x-2600*b^4*c*g^2*p*r*x-912*b^4*c*g^2*q*r*x-5920*b^4*c*g*p^2*r*x-22476*b ^4*c*g*p*r*x^2-592*b^4*c*g*q^2*r*x-12128*b^4*c*g*q*r*x^2-5552*b^4*c*p^2*q*r*x-\ 1824*b^4*c*p*q^2*r*x-14748*b^4*c*p*q*r*x^2-1206*a*g*p^3*q^2*r*x^2-1830*a*g*p^2* q^4*r*x-1678*a*g*p^2*q^3*r*x^2-356*a*g*p*q^5*r*x-263*a*g*p*q^4*r*x^2-1056*b^5*c *g*p*r*x-256*b^5*c*g*q*r*x-816*b^5*c*p*q*r*x-176*b^5*g*p*q*r*x-11440*b^4*c^2*g* p*r*x-4640*b^4*c^2*g*q*r*x-10320*b^4*c^2*p*q*r*x-228*a*g^5*p*q*r*x-1266*a*g^4*p ^2*q*r*x-986*a*g^4*p*q^2*r*x-2117*a*g^4*p*q*r*x^2-2496*a*g^3*p^3*q*r*x-3524*a*g ^3*p^2*q^2*r*x-3340*a*g^3*p^2*q*r*x^2-1608*a*g^3*p*q^3*r*x-4016*a*g^3*p*q^2*r*x ^2-2172*a*g^2*p^4*q*r*x-4864*a*g^2*p^3*q^2*r*x-1325*a*g^2*p^3*q*r*x^2-3946*a*g^ 2*p^2*q^3*r*x-4705*a*g^2*p^2*q^2*r*x^2-1158*a*g^2*p*q^4*r*x-2583*a*g^2*p*q^3*r* x^2-864*a*g*p^5*q*r*x-2834*a*g*p^4*q^2*r*x+445*a*g*p^4*q*r*x^2-3468*a*g*p^3*q^3 *r*x-1884*a*c*g^2*q^4*r*x-4600*a*c*g^2*q^3*r*x^2-1420*a*c*g*p^5*r*x+3110*a*c*g* p^4*r*x^2-530*a*c*g*q^5*r*x+323*a*c*g*q^4*r*x^2-2708*a*c*p^5*q*r*x-8040*a*c*p^4 *q^2*r*x+1396*a*c*p^4*q*r*x^2-9596*a*c*p^3*q^3*r*x-1128*a*c*p^3*q^2*r*x^2-5108* a*c*p^2*q^4*r*x-2000*a*c*p^2*q^3*r*x^2-1056*a*c*p*q^5*r*x+88*a*c*p*q^4*r*x^2+ 67246*a*b*g^2*p*q*r*x+84206*a*b*g*p^2*q*r*x+61136*a*b*g*p*q^2*r*x+410578*a*c^2* g*p*q*r*x+144118*a*c*g^2*p*q*r*x+168542*a*c*g*p^2*q*r*x+137276*a*c*g*p*q^2*r*x+ 140074*b^2*c*g*p*q*r*x+326438*b*c^2*g*p*q*r*x+113196*b*c*g^2*p*q*r*x+147140*b*c *g*p^2*q*r*x+99124*b*c*g*p*q^2*r*x+564308*a*b*c^2*g*p*r*x+413408*a*b*c^2*g*q*r* x+536200*a*b*c^2*p*q*r*x+199404*a*b*c*g^2*p*r*x+144618*a*b*c*g^2*q*r*x+233966*a *b*c*g*p^2*r*x+127832*a*b*c*g*q^2*r*x+229308*a*b*c*p^2*q*r*x+169764*a*b*c*p*q^2 *r*x+21271*b*c*g^2*p*q^2*r*x-128657*b*c*g^2*p*q*r*x^2+11992*b*c*g*p^3*q*r*x+ 19248*b*c*g*p^2*q^2*r*x-142208*b*c*g*p^2*q*r*x^2+6448*b*c*g*p*q^3*r*x-133833*b* c*g*p*q^2*r*x^2+312584*a^2*b*c*g*p*r*x+247196*a^2*b*c*g*q*r*x+307576*a^2*b*c*p* q*r*x+110158*a^2*b*g*p*q*r*x+230278*a^2*c*g*p*q*r*x+264416*a*b^2*c*g*p*r*x+ 173668*a*b^2*c*g*q*r*x+238472*a*b^2*c*p*q*r*x+84078*a*b^2*g*p*q*r*x+530*c*g^5*p *r*x+332*c*g^5*q*r*x+1114*c*g^4*p^2*r*x-5999*c*g^4*p*r*x^2+682*c*g^4*q^2*r*x-\ 5999*c*g^4*q*r*x^2+20*c*g^3*p^3*r*x-13149*c*g^3*p^2*r*x^2+434*c*g^3*q^3*r*x-\ 13149*c*g^3*q^2*r*x^2-1639*c*g^2*p^4*r*x-12886*c*g^2*p^3*r*x^2-51*c*g^2*q^4*r*x -12886*c*g^2*q^3*r*x^2-1304*c*g*p^5*r*x-5273*c*g*p^4*r*x^2-108*c*g*q^5*r*x-5273 *c*g*q^4*r*x^2-776*c*p^5*q*r*x-769*c*p^4*q^2*r*x-6499*c*p^4*q*r*x^2-332*c*p^3*q ^3*r*x-16152*c*p^3*q^2*r*x^2-137*c*p^2*q^4*r*x-16152*c*p^2*q^3*r*x^2-76*c*p*q^5 *r*x-6499*c*p*q^4*r*x^2+3946*c^2*g^4*p*r*x+3034*c^2*g^4*q*r*x+6000*c^2*g^3*p^2* r*x-35643*c^2*g^3*p*r*x^2+4836*c^2*g^3*q^2*r*x-35643*c^2*g^3*q*r*x^2-53*c^2*g^2 *p^3*r*x-57865*c^2*g^2*p^2*r*x^2+2559*c^2*g^2*q^3*r*x-57865*c^2*g^2*q^2*r*x^2-\ 4264*c^2*g*p^4*r*x-37197*c^2*g*p^3*r*x^2+164*c^2*g*q^4*r*x-37197*c^2*g*q^3*r*x^ 2-2475*c^2*p^4*q*r*x+150*c^2*p^3*q^2*r*x-41866*c^2*p^3*q*r*x^2+1158*c^2*p^2*q^3 *r*x-68478*c^2*p^2*q^2*r*x^2+81*c^2*p*q^4*r*x-41866*c^2*p*q^3*r*x^2-104924*c^3* g^2*p*r*x^2+14562*c^3*g^2*q^2*r*x-104924*c^3*g^2*q*r*x^2-1066*c^3*g*p^3*r*x-\ 111104*c^3*g*p^2*r*x^2+5102*c^3*g*q^3*r*x-111104*c^3*g*q^2*r*x^2+668*c^3*p^3*q* r*x+8520*c^3*p^2*q^2*r*x-121828*c^3*p^2*q*r*x^2+4228*c^3*p*q^3*r*x-121828*c^3*p *q^2*r*x^2+14958*c^3*g^3*p*r*x+12758*c^3*g^3*q*r*x+15270*c^3*g^2*p^2*r*x+4*b*p* q^5*r*x-2873*b*p*q^4*r*x^2+32648*c^5*g*p*r*x+30920*c^5*g*q*r*x+26784*c^5*p*q*r* x+30724*c^4*g^2*p*r*x+27892*c^4*g^2*q*r*x+18488*c^4*g*p^2*r*x-151868*c^4*g*p*r* x^2+20120*c^4*g*q^2*r*x-151868*c^4*g*q*r*x^2+16016*c^4*p^2*q*r*x+17440*c^4*p*q^ 2*r*x-165648*c^4*p*q*r*x^2+372*b*g^5*p*r*x+162*b*g^5*q*r*x+972*b*g^4*p^2*r*x-\ 3329*b*g^4*p*r*x^2+272*b*g^4*q^2*r*x-3110*b*g^4*q*r*x^2+738*b*g^3*p^3*r*x-7483* b*g^3*p^2*r*x^2+102*b*g^3*q^3*r*x-6485*b*g^3*q^2*r*x^2-157*b*g^2*p^4*r*x-7557*b *g^2*p^3*r*x^2-82*b*g^2*q^4*r*x-5794*b*g^2*q^3*r*x^2-372*b*g*p^5*r*x-3230*b*g*p ^4*r*x^2-52*b*g*q^5*r*x-1947*b*g*q^4*r*x^2-236*b*p^5*q*r*x-110*b*p^4*q^2*r*x-\ 3770*b*p^4*q*r*x^2+96*b*p^3*q^3*r*x-8771*b*p^3*q^2*r*x^2+73*b*p^2*q^4*r*x-8173* b*p^2*q^3*r*x^2+640*b*c*g^5*r*x-1502*b*c*g^4*r^2*x-8686*b*c*g^4*r*x^2-3086*b*c* g^3*r^3*x-8801*b*c*g^3*r^2*x^2-444*b*c*g^2*r^4*x+7403*b*c*g^2*r^3*x^2+384*b*c*g *r^5*x+4306*b*c*g*r^4*x^2-954*b*c*p^5*r*x-8966*b*c*p^4*r*x^2-4*b*c*q^5*r*x-6054 *b*c*q^4*r*x^2+40428*a^2*g^2*p*q*r*x+44708*a^2*g*p^2*q*r*x+40733*a^2*g*p*q^2*r* x+75060*a*b^3*c*g*r*x+107468*a*b^3*c*p*r*x+63868*a*b^3*c*q*r*x+37710*a*b^3*g*p* r*x+23294*a*b^3*g*q*r*x+31920*a*b^3*p*q*r*x+43916*a^2*b*g^2*q*r*x+62465*a^2*b*g *p^2*r*x+40867*a^2*b*g*q^2*r*x+63463*a^2*b*p^2*q*r*x+51571*a^2*b*p*q^2*r*x+ 310688*a^2*c^2*g*p*r*x+271044*a^2*c^2*g*q*r*x+321016*a^2*c^2*p*q*r*x+108968*a^2 *c*g^2*p*r*x+95296*a^2*c*g^2*q*r*x+113115*a^2*c*g*p^2*r*x+92021*a^2*c*g*q^2*r*x +123121*a^2*c*p^2*q*r*x+110977*a^2*c*p*q^2*r*x+129384*a^2*b*c*g^2*r*x+86378*a^2 *b*c*g*r^2*x+170716*a^2*b*c*p^2*r*x+112816*a^2*b*c*q^2*r*x+56066*a^2*b*g^2*p*r* x+208936*a^2*b^2*c*p*r*x+150176*a^2*b^2*c*q*r*x+75292*a^2*b^2*g*p*r*x+53784*a^2 *b^2*g*q*r*x+69944*a^2*b^2*p*q*r*x+359028*a^2*b*c^2*g*r*x+435628*a^2*b*c^2*p*r* x+347260*a^2*b*c^2*q*r*x+132564*a^3*b*c*g*r*x+154764*a^3*b*c*p*r*x+132140*a^3*b *c*q*r*x+56638*a^3*b*g*p*r*x+46998*a^3*b*g*q*r*x+56304*a^3*b*p*q*r*x+106842*a^3 *c*g*p*r*x+101418*a^3*c*g*q*r*x+114584*a^3*c*p*q*r*x+40780*a^3*g*p*q*r*x+162952 *a^2*b^2*c*g*r*x+3206*c*g^4*p*q*r*x+6064*c*g^3*p^2*q*r*x+5096*c*g^3*p*q^2*r*x-\ 28162*c*g^3*p*q*r*x^2+2634*c*g^2*p^3*q*r*x+6972*c*g^2*p^2*q^2*r*x-47135*c*g^2*p ^2*q*r*x^2+2648*c*g^2*p*q^3*r*x-47135*c*g^2*p*q^2*r*x^2-1324*c*g*p^4*q*r*x+1624 *c*g*p^3*q^2*r*x-30809*c*g*p^3*q*r*x^2+1896*c*g*p^2*q^3*r*x-51072*c*g*p^2*q^2*r *x^2+144*c*g*p*q^4*r*x-30809*c*g*p*q^3*r*x^2+16998*c^2*g^3*p*q*r*x+20771*c^2*g^ 2*p^2*q*r*x+19039*c^2*g^2*p*q^2*r*x-124320*c^2*g^2*p*q*r*x^2+3796*c^2*g*p^3*q*r *x+13944*c^2*g*p^2*q^2*r*x-133033*c^2*g*p^2*q*r*x^2+6048*c^2*g*p*q^3*r*x-133033 *c^2*g*p*q^2*r*x^2+1932*b*g^4*p*q*r*x+4298*b*g^3*p^2*q*r*x+2770*b*g^3*p*q^2*r*x -14634*b*g^3*p*q*r*x^2+3081*b*g^2*p^3*q*r*x+4599*b*g^2*p^2*q^2*r*x-25341*b*g^2* p^2*q*r*x^2+1279*b*g^2*p*q^3*r*x-23578*b*g^2*p*q^2*r*x^2+321*b*g*p^4*q*r*x+1927 *b*g*p^3*q^2*r*x-17233*b*g*p^3*q*r*x^2+1351*b*g*p^2*q^3*r*x-26723*b*g*p^2*q^2*r *x^2+65*b*g*p*q^4*r*x-14667*b*g*p*q^3*r*x^2+54712*c^4*g*p*q*r*x+43704*c^3*g^2*p *q*r*x+30430*c^3*g*p^2*q*r*x+30302*c^3*g*p*q^2*r*x-237456*c^3*g*p*q*r*x^2-33816 *b*c*g*q^3*r*x^2-340*b*c*p^4*q*r*x+2584*b*c*p^3*q^2*r*x-46242*b*c*p^3*q*r*x^2+ 2368*b*c*p^2*q^3*r*x-71640*b*c*p^2*q^2*r*x^2+394*b*c*p*q^4*r*x-40418*b*c*p*q^3* r*x^2+5322*b*c*g^4*p*r*x+3238*b*c*g^4*q*r*x+10094*b*c*g^3*p^2*r*x-38688*b*c*g^3 *p*r*x^2+4616*b*c*g^3*q^2*r*x-36197*b*c*g^3*q*r*x^2+5449*b*c*g^2*p^3*r*x-64169* b*c*g^2*p^2*r*x^2+2123*b*c*g^2*q^3*r*x-56315*b*c*g^2*q^2*r*x^2-909*b*c*g*p^4*r* x-42191*b*c*g*p^3*r*x^2+101*b*c*g*q^4*r*x-181334*b*c^2*g*p^2*r*x^2+7297*b*c^2*g *q^3*r*x-162468*b*c^2*g*q^2*r*x^2+10244*b*c^2*p^3*q*r*x+18834*b*c^2*p^2*q^2*r*x -194671*b*c^2*p^2*q*r*x^2+7508*b*c^2*p*q^3*r*x-184973*b*c^2*p*q^2*r*x^2+29256*b *c^2*g^3*p*r*x+20814*b*c^2*g^3*q*r*x+38080*b*c^2*g^2*p^2*r*x-167927*b*c^2*g^2*p *r*x^2+21974*b*c^2*g^2*q^2*r*x-158311*b*c^2*g^2*q*r*x^2+12205*b*c^2*g*p^3*r*x+ 94640*a*c^5*g*p*r*x^2+98448*a*c^5*g*q*r*x^2+1736*a*b*g^3*p^3*r*x^2+1736*a*b*g^3 *q^3*r*x^2+1470*a*b*g^2*p^4*r*x^2+1470*a*b*g^2*q^4*r*x^2+532*a*b*g*p^5*r*x^2+ 532*a*b*g*q^5*r*x^2+868*a*b*p^5*q*r*x^2+2842*a*b*p^4*q^2*r*x^2+4088*a*b*p^3*q^3 *r*x^2+2842*a*b*p^2*q^4*r*x^2+868*a*b*p*q^5*r*x^2+112*a*b*g^5*p*r*x^2+112*a*b*g ^5*q*r*x^2+840*a*b*g^4*p^2*r*x^2+840*a*b*g^4*q^2*r*x^2+32*a*b*c*g^5*r^2*x+224*a *b*c*g^5*r*x^2+354*a*b*c*g^4*r^3*x+3036*a*b*c*g^4*r^2*x^2+418*a*b*c*g^3*r^4*x+ 1580*a*b*c*g^3*r^3*x^2+116*a*b*c*g^2*r^5*x-1574*a*b*c*g^2*r^4*x^2-644*a*b*c*g*r ^5*x^2+1778*a*b*c*p^5*r*x^2+1778*a*b*c*q^5*r*x^2+77884*b*c^3*g^2*p*r*x+60360*b* c^3*g^2*q*r*x+61854*b*c^3*g*p^2*r*x-320882*b*c^3*g*p*r*x^2+41050*b*c^3*g*q^2*r* x-305702*b*c^3*g*q*r*x^2+48216*b*c^3*p^2*q*r*x+39508*b*c^3*p*q^2*r*x-343656*b*c ^3*p*q*r*x^2+5640*b^2*g^3*p*q*r*x+9434*b^2*g^2*p^2*q*r*x+5228*b^2*g^2*p*q^2*r*x -32134*b^2*g^2*p*q*r*x^2+4867*b^2*g*p^3*q*r*x+5831*b^2*g*p^2*q^2*r*x-37278*b^2* g*p^2*q*r*x^2+1389*b^2*g*p*q^3*r*x-32099*b^2*g*p*q^2*r*x^2+101008*b*c^4*g*p*r*x +82328*b*c^4*g*q*r*x+78016*b*c^4*p*q*r*x+17926*b^2*c*g^3*p*r*x+10292*b^2*c*g^3* q*r*x+26486*b^2*c*g^2*p^2*r*x-87501*b^2*c*g^2*p*r*x^2+9776*b^2*c*g^2*q^2*r*x-\ 77542*b^2*c*g^2*q*r*x^2+12175*b^2*c*g*p^3*r*x-98334*b^2*c*g*p^2*r*x^2+2945*b^2* c*g*q^3*r*x-75887*b^2*c*g*q^2*r*x^2+9292*b^2*c*p^3*q*r*x+12494*b^2*c*p^2*q^2*r* x-102183*b^2*c*p^2*q*r*x^2+4212*b^2*c*p*q^3*r*x-89727*b^2*c*p*q^2*r*x^2+5562*b* c^2*g^4*r*x-8250*b*c^2*g^3*r^2*x-48968*b*c^2*g^3*r*x^2-14646*b*c^2*g^2*r^3*x-\ 41314*b*c^2*g^2*r^2*x^2-1734*b*c^2*g*r^4*x+19202*b*c^2*g*r^3*x^2-1687*b*c^2*p^4 *r*x-58027*b*c^2*p^3*r*x^2+605*b*c^2*q^4*r*x-48329*b*c^2*q^3*r*x^2+22856*b*c^3* g^3*r*x-24804*b*c^3*g^2*r^2*x-140480*b*c^3*g^2*r*x^2-29272*b*c^3*g*r^3*x-78736* b*c^3*g*r^2*x^2+8208*b*c^3*p^3*r*x-167954*b*c^3*p^2*r*x^2+6924*b*c^3*q^3*r*x-\ 153654*b*c^3*q^2*r*x^2+706*a*g^5*r*x+654*a*g^4*r^2*x-1186*a*g^3*r^3*x-4630*a*g^ 3*r^2*x^2-794*a*g^2*r^4*x-771*a*g^2*r^3*x^2+148*a*g*r^5*x+1448*a*g*r^4*x^2+176* a*p^5*r*x-2325*a*p^4*r*x^2+228*a*q^5*r*x+1600*b^5*c*r*x+736*b^5*g*r*x+968*b^5*p *r*x+840*b^5*q*r*x+14216*b^4*c^2*r*x+4940*b^4*c*r^2*x+1808*b^4*g^2*r*x+1496*b^4 *g*r^2*x+4536*b^4*p^2*r*x+1420*b^4*q^2*r*x-4564*b^4*q*r*x^2+57824*b^3*c^3*r*x+ 24124*b^3*c^2*r^2*x-2306*b^3*c*r^3*x+2440*b^3*g^3*r*x+2606*b^3*g^2*r^2*x-936*b^ 3*g*r^3*x-9960*b^3*g*r^2*x^2+6602*b^3*p^3*r*x+1198*b^3*q^3*r*x-8300*b^3*q^2*r*x ^2+111704*b^2*c^4*r*x+50640*b^2*c^3*r^2*x-8190*b^2*c^2*r^3*x+2740*a*b^2*c^2*r^4 *x+41464*a*b^2*c^2*r^3*x^2+294*a*b^2*c*r^5*x+1568*a*b^2*c*r^4*x^2-68256*a*b^2*c ^4*r^2*x-130704*a*b^2*c^4*r*x^2-10464*a*b^2*c^3*r^3*x+60640*a*b^2*c^3*r^2*x^2-\ 1080*a*b^3*g^3*r^2*x-5808*a*b^3*g^3*r*x^2-448*a*b^3*g^2*r^3*x+2148*a*b^3*g^2*r^ 2*x^2+262*a*b^3*g*r^4*x+4804*a*b^3*g*r^3*x^2-1828*a*b^3*p^4*r*x-3376*a*b^3*p^3* r*x^2+224*a*b^3*q^3*r*x^2-71680*a*b^2*c^5*r*x+752*a*b^3*c*r^4*x+13808*a*b^3*c*r ^3*x^2-35744*a*b^3*c^3*r^2*x-100864*a*b^3*c^3*r*x^2-4184*a*b^3*c^2*r^3*x+23544* a*b^3*c^2*r^2*x^2-944*a*b^4*g^2*r^2*x-6336*a*b^4*g^2*r*x^2-184*a*b^4*g*r^3*x+ 1344*a*b^4*g*r^2*x^2-1672*a*b^4*p^3*r*x-6152*a*b^4*p^2*r*x^2-1208*a*b^4*q^2*r*x ^2-42624*a*b^3*c^4*r*x-616*a*b^4*c*r^3*x+4232*a*b^4*c*r^2*x^2-352*a*b^5*g*r^2*x -3168*a*b^5*g*r*x^2-560*a*b^5*p^2*r*x-656*a*b^5*p*r^2*x-3616*a*b^5*p*r*x^2-1504 *a*b^5*q*r*x^2-13184*a*b^4*c^3*r*x-9600*a*b^4*c^2*r^2*x-41936*a*b^4*c^2*r*x^2-\ 1120*a*b^5*c*r^2*x-8288*a*b^5*c*r*x^2-214*a^2*g*q^5*r*x-327*a^2*g*q^4*r*x^2-574 *a^2*p^5*q*r*x-2026*a^2*p^4*q^2*r*x+350*a^2*p^4*q*r*x^2-2656*a^2*p^3*q^3*r*x-\ 582*a^2*p^3*q^2*r*x^2-1552*a^2*p^2*q^4*r*x-976*a^2*p^2*q^3*r*x^2-370*a^2*p*q^5* r*x-241*a^2*p*q^4*r*x^2-64*a*b^6*c*r*x-32*a*b^6*p*r*x-1856*a*b^5*c^2*r*x-98*a^2 *g^5*p*r*x-82*a^2*g^5*q*r*x-634*a^2*g^4*p^2*r*x-1225*a^2*g^4*p*r*x^2-472*a^2*g^ 4*q^2*r*x-1753*a^2*g^4*q*r*x^2-1110*a^2*g^3*p^3*r*x-1177*a^2*g^3*p^2*r*x^2-862* a^2*g^3*q^3*r*x-3233*a^2*g^3*q^2*r*x^2-686*a^2*g^2*p^4*r*x+736*a^2*g^2*p^3*r*x^ 2-664*a^2*g^2*q^4*r*x-2161*a^2*g^2*q^3*r*x^2-112*a^2*g*p^5*r*x+1239*a^2*g*p^4*r *x^2-6206*a*b*g*p*q^3*r*x^2-221104*a*c^4*g*p*q*r*x-141064*a*c^3*g^2*p*q*r*x-\ 189204*a*c^3*g*p^2*q*r*x-152592*a*c^3*g*p*q^2*r*x-131732*a*c^3*g*p*q*r*x^2-\ 41524*a*c^2*g^3*p*q*r*x-92146*a*c^2*g^2*p^2*q*r*x-73964*a*c^2*g^2*p*q^2*r*x-\ 81592*a*c^2*g^2*p*q*r*x^2-75018*a*c^2*g*p^3*q*r*x-103148*a*c^2*g*p^2*q^2*r*x-\ 52321*a*c^2*g*p^2*q*r*x^2-1680*a*b*g^4*p*q*r*x-7308*a*b*g^3*p^2*q*r*x-5124*a*b* g^3*p*q^2*r*x-14240*a*b*g^3*p*q*r*x^2-11118*a*b*g^2*p^3*q*r*x-13748*a*b*g^2*p^2 *q^2*r*x-17577*a*b*g^2*p^2*q*r*x^2-5570*a*b*g^2*p*q^3*r*x-17577*a*b*g^2*p*q^2*r *x^2-6810*a*b*g*p^4*q*r*x-12834*a*b*g*p^3*q^2*r*x-6206*a*b*g*p^3*q*r*x^2-9230*a *b*g*p^2*q^3*r*x-13722*a*b*g*p^2*q^2*r*x^2-2318*a*b*g*p*q^4*r*x-10311*a*b*c*g*p ^3*r*x^2-3550*a*b*c*g*q^4*r*x-10311*a*b*c*g*q^3*r*x^2-20084*a*b*c*p^4*q*r*x-\ 36980*a*b*c*p^3*q^2*r*x-11300*a*b*c*p^3*q*r*x^2-26804*a*b*c*p^2*q^3*r*x-25440*a *b*c*p^2*q^2*r*x^2-7104*a*b*c*p*q^4*r*x-11300*a*b*c*p*q^3*r*x^2-4520*a*b*c*g^4* p*r*x-3068*a*b*c*g^4*q*r*x-19040*a*b*c*g^3*p^2*r*x-33716*a*b*c*g^3*p*r*x^2-9016 *a*b*c*g^3*q^2*r*x-33716*a*b*c*g^3*q*r*x^2-27632*a*b*c*g^2*p^3*r*x-37838*a*b*c* g^2*p^2*r*x^2-9286*a*b*c*g^2*q^3*r*x-37838*a*b*c*g^2*q^2*r*x^2-16008*a*b*c*g*p^ 4*r*x-102372*a*b*c^2*g^2*p^2*r*x-134134*a*b*c^2*g^2*p*r*x^2-51824*a*b*c^2*g^2*q ^2*r*x-134134*a*b*c^2*g^2*q*r*x^2-89064*a*b*c^2*g*p^3*r*x-95088*a*b*c^2*g*p^2*r *x^2-32260*a*b*c^2*g*q^3*r*x-95088*a*b*c^2*g*q^2*r*x^2-103472*a*b*c^2*p^3*q*r*x -127428*a*b*c^2*p^2*q^2*r*x-84606*a*b*c^2*p^2*q*r*x^2-54504*a*b*c^2*p*q^3*r*x-\ 84606*a*b*c^2*p*q^2*r*x^2-41064*a*b*c^2*g^3*p*r*x-28712*a*b*c^2*g^3*q*r*x-\ 154768*a*b*c^3*g^2*p*r*x-111232*a*b*c^3*g^2*q*r*x-223824*a*b*c^3*g*p^2*r*x-\ 229968*a*b*c^3*g*p*r*x^2-118000*a*b*c^3*g*q^2*r*x-229968*a*b*c^3*g*q*r*x^2-\ 249144*a*b*c^3*p^2*q*r*x-183400*a*b*c^3*p*q^2*r*x-196704*a*b*c^3*p*q*r*x^2-\ 14492*a*b^2*g^2*p^2*q*r*x-9020*a*b^2*g^2*p*q^2*r*x-33009*a*b^2*g^2*p*q*r*x^2-\ 14866*a*b^2*g*p^3*q*r*x-16240*a*b^2*g*p^2*q^2*r*x-27510*a*b^2*g*p^2*q*r*x^2-\ 5618*a*b^2*g*p*q^3*r*x-23475*a*b^2*g*p*q^2*r*x^2-260704*a*b*c^4*g*p*r*x-190880* a*b*c^4*g*q*r*x-282240*a*b*c^4*p*q*r*x-39848*a*b^2*c*g*p^3*r*x-68684*a*b^2*c*g* p^2*r*x^2-8856*a*b^2*c*g*q^3*r*x-49496*a*b^2*c*g*q^2*r*x^2-45060*a*b^2*c*p^3*q* r*x-49880*a*b^2*c*p^2*q^2*r*x-58500*a*b^2*c*p^2*q*r*x^2-18084*a*b^2*c*p*q^3*r*x -50766*a*b^2*c*p*q^2*r*x^2-4524*a*b^2*g^3*p*q*r*x-12992*a*b^2*c*g^3*p*r*x-8072* a*b^2*c*g^3*q*r*x-40336*a*b^2*c*g^2*p^2*r*x-87772*a*b^2*c*g^2*p*r*x^2-15404*a*b ^2*c*g^2*q^2*r*x-77606*a*b^2*c*g^2*q*r*x^2-139600*a*b^2*c^2*g*p^2*r*x-219816*a* b^2*c^2*g*p*r*x^2-57496*a*b^2*c^2*g*q^2*r*x-198372*a*b^2*c^2*g*q*r*x^2-154512*a *b^2*c^2*p^2*q*r*x-101456*a*b^2*c^2*p*q^2*r*x-181076*a*b^2*c^2*p*q*r*x^2-31124* a*b^3*g*p*q*r*x^2-204160*a*b^2*c^3*g*p*r*x-135056*a*b^2*c^3*g*q*r*x-222240*a*b^ 2*c^3*p*q*r*x-84224*a*b^2*c^2*g^2*p*r*x-54024*a*b^2*c^2*g^2*q*r*x-17088*a*b^3*c *g^2*p*r*x-9480*a*b^3*c*g^2*q*r*x-34880*a*b^3*c*g*p^2*r*x-92252*a*b^3*c*g*p*r*x ^2-9960*a*b^3*c*g*q^2*r*x-71556*a*b^3*c*g*q*r*x^2-38568*a*b^3*c*p^2*q*r*x-21392 *a*b^3*c*p*q^2*r*x-72264*a*b^3*c*p*q*r*x^2-5440*a*b^3*g^2*p*q*r*x-11560*a*b^3*g *p^2*q*r*x-6128*a*b^3*g*p*q^2*r*x-10080*a*b^4*c*g*p*r*x-4704*a*b^4*c*g*q*r*x-\ 11408*a*b^4*c*p*q*r*x-2792*a*b^4*g*p*q*r*x-71072*a*b^3*c^2*g*p*r*x-40848*a*b^3* c^2*g*q*r*x-78080*a*b^3*c^2*p*q*r*x-1846*b^2*c*r^4*x-4304*b^2*c*r^3*x^2+1656*b^ 2*g^4*r*x+1846*b^2*g^3*r^2*x-1128*b^2*g^2*r^3*x-10158*b^2*g^2*r^2*x^2-544*b^2*g *r^4*x-966*b^2*g*r^3*x^2+3592*b^2*p^4*r*x+537*b^2*q^4*r*x-6493*b^2*q^3*r*x^2+ 103136*b*c^5*r*x+50208*b*c^4*r^2*x-13524*b*c^3*r^3*x+604*a*b*c^2*g^4*r^2*x+4228 *a*b*c^2*g^4*r*x^2+2764*a*b*c^2*g^3*r^3*x+21268*a*b*c^2*g^3*r^2*x^2+2212*a*b*c^ 2*g^2*r^4*x+8328*a*b*c^2*g^2*r^3*x^2+392*a*b*c^2*g*r^5*x-4628*a*b*c^2*g*r^4*x^2 +15274*a*b*c^2*p^4*r*x^2+15274*a*b*c^2*q^4*r*x^2+512*b^4*c^4*r^2*x+13664*b^4*c^ 4*r*x^2+256*b^4*c^3*r^3*x+12000*b^4*c^3*r^2*x^2+280*b^5*g^2*r^2*x^2+40*b^5*g*r^ 3*x^2+16*b^5*p^3*r^2*x+336*b^5*p^3*r*x^2+8*b^5*p^2*r^3*x-8*b^5*p*r^4*x+64*b^5*c ^3*r^2*x+3808*b^5*c^3*r*x^2+16*b^5*c^2*r^3*x+2944*b^5*c^2*r^2*x^2-8*b^5*c*r^4*x +208*b^5*c*r^3*x^2+80*b^6*g*r^2*x^2+112*b^6*p^2*r*x^2+144*b^6*p*r^2*x^2-16*b^6* q*r^2*x^2+448*b^6*c^2*r*x^2+288*b^6*c*r^2*x^2+10*a*g^6*r^2*x^2+4*a*g^5*r^4*x-a* g^5*r^3*x^2+2*a*g^4*r^5*x-29*a*g^4*r^4*x^2-18*a*g^3*r^5*x^2+7*a*q^7*r*x^2+2*a*g ^6*r^3*x+8*a*c^3*r^6*x-648*a*c^3*r^5*x^2-5334*b*c^2*r^4*x-12052*b*c^2*r^3*x^2+ 424*b*c*r^5*x+4264*b*c*r^4*x^2+536*b*g^5*r*x+508*b*g^4*r^2*x-772*b*g^3*r^3*x-\ 4630*b*g^3*r^2*x^2-492*b*g^2*r^4*x-771*b*g^2*r^3*x^2+124*b*g*r^5*x+1448*b*g*r^4 *x^2+668*b*p^5*r*x+122*b*q^5*r*x-2325*b*q^4*r*x^2+78768*c^5*g*r*x+97984*c^5*p*r *x+74080*c^5*q*r*x+67928*c^4*g^2*r*x+35592*c^4*g*r^2*x+98524*c^4*p^2*r*x+57804* c^4*q^2*r*x+277172*a*b^2*c^2*g*r*x+370748*a*b^2*c^2*p*r*x+246804*a*b^2*c^2*q*r* x+99136*a*b^2*c*g^2*r*x+72310*a*b^2*c*g*r^2*x+162188*a*b^2*c*p^2*r*x+72356*a*b^ 2*c*q^2*r*x+46830*a*b^2*g^2*p*r*x+30894*a*b^2*g^2*q*r*x+59405*a*b^2*g*p^2*r*x+ 26081*a*b^2*g*q^2*r*x+54835*a*b^2*p^2*q*r*x+35391*a*b^2*p*q^2*r*x+419416*a*b*c^ 3*g*r*x+527464*a*b*c^3*p*r*x+391080*a*b*c^3*q*r*x+222064*a*b*c^2*g^2*r*x+137836 *a*b*c^2*g*r^2*x+322492*a*b*c^2*p^2*r*x+180040*a*b*c^2*q^2*r*x+53000*a*b*c*g^3* r*x+48554*a*b*c*g^2*r^2*x-21088*a*b*c*g*r^3*x+77884*a*b*c*p^3*r*x+33284*a*b*c*q ^3*r*x+23374*a*b*g^3*p*r*x+16906*a*b*g^3*q*r*x+42083*a*b*g^2*p^2*r*x+22625*a*b* g^2*q^2*r*x+28468*a*b*g*p^3*r*x+11878*a*b*g*q^3*r*x+29770*a*b*p^3*q*r*x+38204*a *b*p^2*q^2*r*x+16134*a*b*p*q^3*r*x+385246*a*c^3*g*p*r*x+309470*a*c^3*g*q*r*x+ 381112*a*c^3*p*q*r*x+201210*a*c^2*g^2*p*r*x+161618*a*c^2*g^2*q*r*x+224423*a*c^2 *g*p^2*r*x+149557*a*c^2*g*q^2*r*x+230363*a*c^2*p^2*q*r*x+188287*a*c^2*p*q^2*r*x +46380*a*c*g^3*p*r*x+37202*a*c*g^3*q*r*x+78629*a*c*g^2*p^2*r*x+52465*a*c*g^2*q^ 2*r*x+49246*a*c*g*p^3*r*x+29398*a*c*g*q^3*r*x+55560*a*c*p^3*q*r*x+79530*a*c*p^2 *q^2*r*x+38196*a*c*p*q^3*r*x+304*a*c^4*r^5*x-2272*a*c^4*r^4*x^2+3008*a*c^7*r^2* x+17920*a*c^7*r*x^2+4096*a*c^6*r^3*x+21440*a*c^6*r^2*x^2+1872*a*c^5*r^4*x+4288* a*c^5*r^3*x^2+3936*a*b*c^3*g^3*r^2*x+27552*a*b*c^3*g^3*r*x^2+9800*a*b*c^3*g^2*r ^3*x+70080*a*b*c^3*g^2*r^2*x^2+4760*a*b*c^3*g*r^4*x+16984*a*b*c^3*g*r^3*x^2+ 62272*a*b*c^3*p^3*r*x^2+62272*a*b*c^3*q^3*r*x^2+11680*a*b*c^4*g^2*r^2*x+81760*a *b*c^4*g^2*r*x^2+16080*a*b*c^4*g*r^3*x+109456*a*b*c^4*g*r^2*x^2+132216*a*b*c^4* p^2*r*x^2+132216*a*b*c^4*q^2*r*x^2+16256*a*b*c^5*g*r^2*x+113792*a*b*c^5*g*r*x^2 +141568*a*b*c^5*p*r*x^2+141568*a*b*c^5*q*r*x^2+1757*a*b^2*g*q^4*r*x^2+3507*a*b^ 2*p^4*q*r*x^2+7742*a*b^2*p^3*q^2*r*x^2+7294*a*b^2*p^2*q^3*r*x^2+2835*a*b^2*p*q^ 4*r*x^2+553*a*b^2*g^4*p*r*x^2+553*a*b^2*g^4*q*r*x^2+2947*a*b^2*g^3*p^2*r*x^2+ 2597*a*b^2*g^3*q^2*r*x^2+4529*a*b^2*g^2*p^3*r*x^2+3514*a*b^2*g^2*q^3*r*x^2+2646 *a*b^2*g*p^4*r*x^2+100*a*b^2*c*g^4*r^2*x+1106*a*b^2*c*g^4*r*x^2+860*a*b^2*c*g^3 *r^3*x+10730*a*b^2*c*g^3*r^2*x^2+676*a*b^2*c*g^2*r^4*x+4812*a*b^2*c*g^2*r^3*x^2 +60*a*b^2*c*g*r^5*x-2240*a*b^2*c*g*r^4*x^2+8162*a*b^2*c*p^4*r*x^2+5936*a*b^2*c* q^4*r*x^2+34888*a*b*c^2*g^3*p*r*x^2+34888*a*b*c^2*g^3*q*r*x^2+77098*a*b*c^2*g^2 *p^2*r*x^2+77098*a*b*c^2*g^2*q^2*r*x^2+60662*a*b*c^2*g*p^3*r*x^2+60662*a*b*c^2* g*q^3*r*x^2+78988*a*b*c^2*p^3*q*r*x^2+127428*a*b*c^2*p^2*q^2*r*x^2+78988*a*b*c^ 2*p*q^3*r*x^2+216272*a*b*c^3*p^2*q*r*x^2+216272*a*b*c^3*p*q^2*r*x^2+133000*a*b* c^3*g^2*p*r*x^2+133000*a*b*c^3*g^2*q*r*x^2+170912*a*b*c^3*g*p^2*r*x^2+170912*a* b*c^3*g*q^2*r*x^2+282240*a*b*c^4*p*q*r*x^2+225792*a*b*c^4*g*p*r*x^2+225792*a*b* c^4*g*q*r*x^2+5544*a*b^2*g^3*p*q*r*x^2+14567*a*b^2*g^2*p^2*q*r*x^2+13552*a*b^2* g^2*p*q^2*r*x^2+12866*a*b^2*g*p^3*q*r*x^2+19551*a*b^2*g*p^2*q^2*r*x^2+11088*a*b ^2*g*p*q^3*r*x^2+34664*a*b^2*c*p*q^3*r*x^2+13160*a*b^2*c*g^3*p*r*x^2+12460*a*b^ 2*c*g^3*q*r*x^2+34664*a*b^2*c*g^2*p^2*r*x^2+30422*a*b^2*c*g^2*q^2*r*x^2+30254*a *b^2*c*g*p^3*r*x^2+24262*a*b^2*c*g*q^3*r*x^2+39116*a*b^2*c*p^3*q*r*x^2+59682*a* b^2*c*p^2*q^2*r*x^2+6976*a*c^6*g*r^2*x+40992*a*c^6*g*r*x^2+16*a*b*g^5*r^3*x+160 *a*b*g^5*r^2*x^2+26*a*b*g^4*r^4*x+86*a*b*g^4*r^3*x^2+10*a*b*g^3*r^5*x-174*a*b*g ^3*r^4*x^2-98*a*b*g^2*r^5*x^2+70*a*b*p^6*r*x^2+70*a*b*q^6*r*x^2-968*a*b*c^2*r^5 *x^2+3600*a*b*c^4*r^4*x+11920*a*b*c^4*r^3*x^2+400*a*b*c^3*r^5*x-4496*a*b*c^3*r^ 4*x^2+8640*a*b*c^6*r^2*x+60480*a*b*c^6*r*x^2+9920*a*b*c^5*r^3*x+65280*a*b*c^5*r ^2*x^2+58*a*b^2*g^3*r^4*x+478*a*b^2*g^3*r^3*x^2+8*a*b^2*g^2*r^5*x-373*a*b^2*g^2 *r^4*x^2-4*a*b^2*g*r^6*x-154*a*b^2*g*r^5*x^2+511*a*b^2*p^5*r*x^2+287*a*b^2*q^5* r*x^2+50*a*b^2*g^4*r^3*x+790*a*b^2*g^4*r^2*x^2-12*a*b^2*c*r^6*x-464*a*b^2*c*r^5 *x^2+84*a*b^2*c^2*r^5*x-3312*a*b^2*c^2*r^4*x^2+8880*a*b^2*c^4*r^3*x+80832*a*b^2 *c^4*r^2*x^2+2288*a*b^2*c^3*r^4*x+13184*a*b^2*c^3*r^3*x^2+1488*a*b^2*c^2*g^3*r^ 2*x+14532*a*b^2*c^2*g^3*r*x^2+4880*a*b^2*c^2*g^2*r^3*x+52192*a*b^2*c^2*g^2*r^2* x^2+2260*a*b^2*c^2*g*r^4*x+14388*a*b^2*c^2*g*r^3*x^2+47264*a*b^2*c^2*p^3*r*x^2+ 39340*a*b^2*c^2*q^3*r*x^2+11160*a*b^2*c^3*g*r^3*x+108200*a*b^2*c^3*g*r^2*x^2+ 128184*a*b^2*c^3*p^2*r*x^2+116088*a*b^2*c^3*q^2*r*x^2+7120*a*b^2*c^3*g^2*r^2*x+ 65520*a*b^2*c^3*g^2*r*x^2+13824*a*b^2*c^4*g*r^2*x+123088*a*b^2*c^4*g*r*x^2+ 165760*a*b^2*c^4*p*r*x^2+159040*a*b^2*c^4*q*r*x^2+2828*a*b^3*g*q^3*r*x^2+6160*a *b^3*p^3*q*r*x^2+8736*a*b^3*p^2*q^2*r*x^2+4592*a*b^3*p*q^3*r*x^2+1232*a*b^3*g^3 *p*r*x^2+1232*a*b^3*g^3*q*r*x^2+4676*a*b^3*g^2*p^2*r*x^2+3612*a*b^3*g^2*q^2*r*x ^2+4760*a*b^3*g*p^3*r*x^2+152*a*b^3*c*g^3*r^2*x+2464*a*b^3*c*g^3*r*x^2+936*a*b^ 3*c*g^2*r^3*x+16904*a*b^3*c*g^2*r^2*x^2+352*a*b^3*c*g*r^4*x+5300*a*b^3*c*g*r^3* x^2+15232*a*b^3*c*p^3*r*x^2+9800*a*b^3*c*q^3*r*x^2+46648*a*b^3*c^2*q^2*r*x^2+48 *a*b^3*g^2*r^4*x+884*a*b^3*g^2*r^3*x^2-12*a*b^3*g*r^5*x-348*a*b^3*g*r^4*x^2+ 1400*a*b^3*p^4*r*x^2+616*a*b^3*q^4*r*x^2+9472*a*b^2*c^5*r^2*x+82656*a*b^2*c^5*r *x^2+76*a*b^3*g^3*r^3*x+1760*a*b^3*g^3*r^2*x^2-40*a*b^3*c*r^5*x-1040*a*b^3*c*r^ 4*x^2+528*a*b^3*c^2*r^4*x+7288*a*b^3*c^2*r^3*x^2+4992*a*b^3*c^4*r^2*x+58464*a*b ^3*c^4*r*x^2+3680*a*b^3*c^3*r^3*x+52128*a*b^3*c^3*r^2*x^2+56*a*b^4*g^2*r^3*x+ 1920*a*b^4*g^2*r^2*x^2+4*a*b^4*g*r^4*x+616*a*b^4*g*r^3*x^2+1736*a*b^4*p^3*r*x^2 +728*a*b^4*q^3*r*x^2+8*a*b^4*c*r^4*x+1816*a*b^4*c*r^3*x^2+1280*a*b^4*c^3*r^2*x+ 22176*a*b^4*c^3*r*x^2+704*a*b^4*c^2*r^3*x+18000*a*b^4*c^2*r^2*x^2+16*a*b^5*g*r^ 3*x+960*a*b^5*g*r^2*x^2+48*a*b^5*p^2*r^2*x+896*a*b^5*p^2*r*x^2+40*a*b^5*p*r^3*x +448*a*b^5*q^2*r*x^2+48*a*b^5*c*r^3*x+2960*a*b^5*c*r^2*x^2+112*a*b^6*q*r*x^2+ 128*a*b^5*c^2*r^2*x+4032*a*b^5*c^2*r*x^2+224*a*b^6*c*r*x^2+112*a*b^6*p*r*x^2+ 287*a^2*p^5*q*r*x^2+1211*a^2*p^4*q^2*r*x^2+1974*a^2*p^3*q^3*r*x^2+1526*a^2*p^2* q^4*r*x^2+539*a^2*p*q^5*r*x^2+56*a^2*g^5*p*r*x^2+16*a^2*g^5*q*r^2*x+56*a^2*g^5* q*r*x^2+350*a^2*g^4*p^2*r*x^2+462*a^2*g^4*q^2*r*x^2+588*a^2*g^3*p^3*r*x^2+1050* a^2*g^3*q^3*r*x^2+350*a^2*g^2*p^4*r*x^2+1001*a^2*g^2*q^4*r*x^2+56*a^2*g*p^5*r*x ^2+420*a^2*g*q^5*r*x^2+1680*a*b^3*c^2*g^2*r^2*x+22568*a*b^3*c^2*g^2*r*x^2+3376* a*b^3*c^2*g*r^3*x+52288*a*b^3*c^2*g*r^2*x^2+58856*a*b^3*c^2*p^2*r*x^2+5248*a*b^ 3*c^3*g*r^2*x+64512*a*b^3*c^3*g*r*x^2+97216*a*b^3*c^3*p*r*x^2+88256*a*b^3*c^3*q *r*x^2+1344*a*b^4*g^2*p*r*x^2+1344*a*b^4*g^2*q*r*x^2+3388*a*b^4*g*p^2*r*x^2+ 2212*a*b^4*g*q^2*r*x^2+4760*a*b^4*p^2*q*r*x^2+3752*a*b^4*p*q^2*r*x^2+424*a*b^4* c*g*r^3*x+11920*a*b^4*c*g*r^2*x^2+12488*a*b^4*c*p^2*r*x^2+8120*a*b^4*c*q^2*r*x^ 2+112*a*b^4*c*g^2*r^2*x+2688*a*b^4*c*g^2*r*x^2+15904*a*b^4*c^2*g*r*x^2+29120*a* b^4*c^2*p*r*x^2+24416*a*b^4*c^2*q*r*x^2+832*a*b^4*c^2*g*r^2*x+16*a*b^5*g*p*r^2* x+672*a*b^5*g*p*r*x^2+672*a*b^5*g*q*r*x^2+1344*a*b^5*p*q*r*x^2+32*a*b^5*c*g*r^2 *x+1344*a*b^5*c*g*r*x^2+160*a*b^5*c*p*r^2*x+3808*a*b^5*c*p*r*x^2+2912*a*b^5*c*q *r*x^2+812*a^2*g^4*p*q*r*x^2+2730*a^2*g^3*p^2*q*r*x^2+3192*a^2*g^3*p*q^2*r*x^2+ 3283*a^2*g^2*p^3*q*r*x^2+6517*a^2*g^2*p^2*q^2*r*x^2+4585*a^2*g^2*p*q^3*r*x^2+ 1596*a^2*g*p^4*q*r*x^2+4872*a^2*g*p^3*q^2*r*x^2+5600*a^2*g*p^2*q^3*r*x^2+2688*a ^2*g*p*q^4*r*x^2+6300*a^2*c*g*q^4*r*x^2+5201*a^2*c*p^4*q*r*x^2+14462*a^2*c*p^3* q^2*r*x^2+16170*a^2*c*p^2*q^3*r*x^2+7763*a^2*c*p*q^4*r*x^2+32*a^2*c*g^5*r^2*x+ 112*a^2*c*g^5*r*x^2+304*a^2*c*g^4*r^3*x+1526*a^2*c*g^4*r^2*x^2+360*a^2*c*g^3*r^ 4*x+844*a^2*c*g^3*r^3*x^2+108*a^2*c*g^2*r^5*x-719*a^2*c*g^2*r^4*x^2+4*a^2*c*g*r ^6*x-300*a^2*c*g*r^5*x^2+399*a^2*c*p^5*r*x^2+1253*a^2*c*q^5*r*x^2+504*a^2*c^2*g ^4*r^2*x+2114*a^2*c^2*g^4*r*x^2+2172*a^2*c^2*g^3*r^3*x+10670*a^2*c^2*g^3*r^2*x^ 2+1784*a^2*c^2*g^2*r^4*x+4324*a^2*c^2*g^2*r^3*x^2+372*a^2*c^2*g*r^5*x-2178*a^2* c^2*g*r^4*x^2+5068*a^2*c^2*p^4*r*x^2+9394*a^2*c^2*q^4*r*x^2+2984*a^2*c^3*g^3*r^ 2*x+13720*a^2*c^3*g^3*r*x^2+7320*a^2*c^3*g^2*r^3*x+34928*a^2*c^3*g^2*r^2*x^2+ 3752*a^2*c^3*g*r^4*x+8532*a^2*c^3*g*r^3*x^2+24668*a^2*c^3*p^3*r*x^2+35084*a^2*c ^3*q^3*r*x^2+8368*a^2*c^4*g^2*r^2*x+40544*a^2*c^4*g^2*r*x^2+11664*a^2*c^4*g*r^3 *x+54104*a^2*c^4*g*r^2*x^2+58072*a^2*c^4*p^2*r*x^2+70112*a^2*c^4*q^2*r*x^2+1757 *a^2*c*g^4*p*r*x^2+1981*a^2*c*g^4*q*r*x^2+5831*a^2*c*g^3*p^2*r*x^2+7721*a^2*c*g ^3*q^2*r*x^2+6622*a^2*c*g^2*p^3*r*x^2+10899*a^2*c*g^2*q^3*r*x^2+2835*a^2*c*g*p^ 4*r*x^2+16170*a^2*c^2*g^3*p*r*x^2+18102*a^2*c^2*g^3*q*r*x^2+32718*a^2*c^2*g^2*p ^2*r*x^2+41860*a^2*c^2*g^2*q^2*r*x^2+23002*a^2*c^2*g*p^3*r*x^2+34916*a^2*c^2*g* q^3*r*x^2+33544*a^2*c^2*p^3*q*r*x^2+61278*a^2*c^2*p^2*q^2*r*x^2+42196*a^2*c^2*p *q^3*r*x^2+62020*a^2*c^3*g^2*p*r*x^2+68404*a^2*c^3*g^2*q*r*x^2+73948*a^2*c^3*g* p^2*r*x^2+91588*a^2*c^3*g*q^2*r*x^2+99148*a^2*c^3*p^2*q*r*x^2+109564*a^2*c^3*p* q^2*r*x^2+105784*a^2*c^4*g*p*r*x^2+115304*a^2*c^4*g*q*r*x^2+137088*a^2*c^4*p*q* r*x^2+4529*a^2*b*g^2*q^3*r*x^2+1757*a^2*b*g*p^4*r*x^2+2646*a^2*b*g*q^4*r*x^2+ 2835*a^2*b*p^4*q*r*x^2+7294*a^2*b*p^3*q^2*r*x^2+7742*a^2*b*p^2*q^3*r*x^2+3507*a ^2*b*p*q^4*r*x^2+553*a^2*b*g^4*p*r*x^2+553*a^2*b*g^4*q*r*x^2+2597*a^2*b*g^3*p^2 *r*x^2+2947*a^2*b*g^3*q^2*r*x^2+3514*a^2*b*g^2*p^3*r*x^2+83972*a*b^2*c^2*g^2*p* r*x^2+79548*a*b^2*c^2*g^2*q*r*x^2+120456*a*b^2*c^2*g*p^2*r*x^2+107324*a*b^2*c^2 *g*q^2*r*x^2+154784*a*b^2*c^2*p^2*q*r*x^2+146860*a*b^2*c^2*p*q^2*r*x^2+202608*a *b^2*c^3*g*p*r*x^2+193200*a*b^2*c^3*g*q*r*x^2+260736*a*b^2*c^3*p*q*r*x^2+8288*a *b^3*g^2*p*q*r*x^2+14084*a*b^3*g*p^2*q*r*x^2+12152*a*b^3*g*p*q^2*r*x^2+20636*a* b^3*c*g^2*p*r*x^2+18508*a*b^3*c*g^2*q*r*x^2+35196*a*b^3*c*g*p^2*r*x^2+26964*a*b ^3*c*g*q^2*r*x^2+46424*a*b^3*c*p^2*q*r*x^2+40992*a*b^3*c*p*q^2*r*x^2+83608*a*b^ 3*c^2*g*p*r*x^2+74872*a*b^3*c^2*g*q*r*x^2+112448*a*b^3*c^2*p*q*r*x^2+14728*a*b^ 4*c*g*p*r*x^2+12376*a*b^4*c*g*q*r*x^2+21728*a*b^4*c*p*q*r*x^2+5600*a*b^4*g*p*q* r*x^2+14560*a^2*c*g^3*p*q*r*x^2+29722*a^2*c*g^2*p^2*q*r*x^2+33999*a^2*c*g^2*p*q ^2*r*x^2+21742*a^2*c*g*p^3*q*r*x^2+41279*a^2*c*g*p^2*q^2*r*x^2+28672*a^2*c*g*p* q^3*r*x^2+178416*a^2*c^3*g*p*q*r*x^2+80808*a^2*c^2*g^2*p*q*r*x^2+97426*a^2*c^2* g*p^2*q*r*x^2+109340*a^2*c^2*g*p*q^2*r*x^2+5544*a^2*b*g^3*p*q*r*x^2+13552*a^2*b *g^2*p^2*q*r*x^2+14567*a^2*b*g^2*p*q^2*r*x^2+11088*a^2*b*g*p^3*q*r*x^2+19551*a^ 2*b*g*p^2*q^2*r*x^2+12866*a^2*b*g*p*q^3*r*x^2+30254*a^2*b*c*g*q^3*r*x^2+34664*a ^2*b*c*p^3*q*r*x^2+59682*a^2*b*c*p^2*q^2*r*x^2+39116*a^2*b*c*p*q^3*r*x^2+12460* a^2*b*c*g^3*p*r*x^2+13160*a^2*b*c*g^3*q*r*x^2+30422*a^2*b*c*g^2*p^2*r*x^2+34664 *a^2*b*c*g^2*q^2*r*x^2+24262*a^2*b*c*g*p^3*r*x^2+216*a^2*b*c*g^4*r^2*x+1106*a^2 *b*c*g^4*r*x^2+1620*a^2*b*c*g^3*r^3*x+10730*a^2*b*c*g^3*r^2*x^2+1456*a^2*b*c*g^ 2*r^4*x+4812*a^2*b*c*g^2*r^3*x^2+316*a^2*b*c*g*r^5*x-2240*a^2*b*c*g*r^4*x^2+ 5936*a^2*b*c*p^4*r*x^2+8162*a^2*b*c*q^4*r*x^2+2664*a^2*b*c^2*g^3*r^2*x+14532*a^ 2*b*c^2*g^3*r*x^2+8520*a^2*b*c^2*g^2*r^3*x+52192*a^2*b*c^2*g^2*r^2*x^2+4652*a^2 *b*c^2*g*r^4*x+14388*a^2*b*c^2*g*r^3*x^2+39340*a^2*b*c^2*p^3*r*x^2+47264*a^2*b* c^2*q^3*r*x^2+11600*a^2*b*c^3*g^2*r^2*x+65520*a^2*b*c^3*g^2*r*x^2+18744*a^2*b*c ^3*g*r^3*x+108200*a^2*b*c^3*g*r^2*x^2+116088*a^2*b*c^3*p^2*r*x^2+128184*a^2*b*c ^3*q^2*r*x^2+21344*a^2*b*c^4*g*r^2*x+123088*a^2*b*c^4*g*r*x^2+159040*a^2*b*c^4* p*r*x^2+165760*a^2*b*c^4*q*r*x^2+6090*a^2*b^2*g*p^3*r*x^2+6090*a^2*b^2*g*q^3*r* x^2+8512*a^2*b^2*p^3*q*r*x^2+13776*a^2*b^2*p^2*q^2*r*x^2+8512*a^2*b^2*p*q^3*r*x ^2+1932*a^2*b^2*g^3*p*r*x^2+1932*a^2*b^2*g^3*q*r*x^2+6580*a^2*b^2*g^2*p^2*r*x^2 +6580*a^2*b^2*g^2*q^2*r*x^2+552*a^2*b^2*c*g^3*r^2*x+3864*a^2*b^2*c*g^3*r*x^2+ 3024*a^2*b^2*c*g^2*r^3*x+26272*a^2*b^2*c*g^2*r^2*x^2+1704*a^2*b^2*c*g*r^4*x+ 8424*a^2*b^2*c*g*r^3*x^2+19796*a^2*b^2*c*p^3*r*x^2+19796*a^2*b^2*c*q^3*r*x^2+ 11232*a^2*c^5*g*r^2*x+56224*a^2*c^5*g*r*x^2+66528*a^2*c^5*p*r*x^2+71904*a^2*c^5 *q*r*x^2+108*a^2*b*g^4*r^3*x+790*a^2*b*g^4*r^2*x^2+144*a^2*b*g^3*r^4*x+478*a^2* b*g^3*r^3*x^2+48*a^2*b*g^2*r^5*x-373*a^2*b*g^2*r^4*x^2+4*a^2*b*g*r^6*x-154*a^2* b*g*r^5*x^2+287*a^2*b*p^5*r*x^2+511*a^2*b*q^5*r*x^2+12*a^2*b*c*r^6*x-464*a^2*b* c*r^5*x^2+4720*a^2*b*c^3*r^4*x+13184*a^2*b*c^3*r^3*x^2+492*a^2*b*c^2*r^5*x-3312 *a^2*b*c^2*r^4*x^2+14144*a^2*b*c^5*r^2*x+82656*a^2*b*c^5*r*x^2+14640*a^2*b*c^4* r^3*x+80832*a^2*b*c^4*r^2*x^2+276*a^2*b^2*g^3*r^3*x+2760*a^2*b^2*g^3*r^2*x^2+ 264*a^2*b^2*g^2*r^4*x+1448*a^2*b^2*g^2*r^3*x^2+48*a^2*b^2*g*r^5*x-540*a^2*b^2*g *r^4*x^2+1624*a^2*b^2*p^4*r*x^2+1624*a^2*b^2*q^4*r*x^2+144*a^2*b^2*c*r^5*x-1632 *a^2*b^2*c*r^4*x^2+2592*a^2*b^2*c^2*r^4*x+11392*a^2*b^2*c^2*r^3*x^2+12800*a^2*b ^2*c^4*r^2*x+89600*a^2*b^2*c^4*r*x^2+11008*a^2*b^2*c^3*r^3*x+80256*a^2*b^2*c^3* r^2*x^2+328*a^2*b^3*g^2*r^3*x+4360*a^2*b^3*g^2*r^2*x^2+180*a^2*b^3*g*r^4*x+1648 *a^2*b^3*g*r^3*x^2+3192*a^2*b^3*p^3*r*x^2+2520*a^2*b^3*q^3*r*x^2-4*a*b^3*r^6*x-\ 68*a*b^3*r^5*x^2-12*a*b^4*r^5*x-124*a*b^4*r^4*x^2+160*a*b^6*r^2*x^2-8*a*b^5*r^4 *x+112*a*b^5*r^3*x^2+16*a^2*g^5*r^3*x+80*a^2*g^5*r^2*x^2+26*a^2*g^4*r^4*x+47*a^ 2*g^4*r^3*x^2+10*a^2*g^3*r^5*x-79*a^2*g^3*r^4*x^2-45*a^2*g^2*r^5*x^2+63*a^2*q^6 *r*x^2+12*a^2*c^2*r^6*x-456*a^2*c^2*r^5*x^2+400*a^2*c^3*r^5*x-2184*a^2*c^3*r^4* x^2+7072*a^2*c^5*r^3*x+32000*a^2*c^5*r^2*x^2+2832*a^2*c^4*r^4*x+5768*a^2*c^4*r^ 3*x^2+5824*a^2*c^6*r^2*x+29792*a^2*c^6*r*x^2+4*a^2*b^3*r^5*x-252*a^2*b^3*r^4*x^ 2-120*a^2*b^2*r^5*x^2+32*a^2*b^4*r^4*x+592*a^2*b^4*r^3*x^2+32*a^2*b^5*r^3*x+800 *a^2*b^5*r^2*x^2+50*a^3*g^4*r^3*x+250*a^3*g^4*r^2*x^2+62*a^3*g^3*r^4*x+150*a^3* g^3*r^3*x^2+16*a^3*g^2*r^5*x-107*a^3*g^2*r^4*x^2-38*a^3*g*r^5*x^2+224*a^3*q^5*r *x^2+4992*a^2*b^2*c^2*g^2*r^2*x+34944*a^2*b^2*c^2*g^2*r*x^2+10304*a^2*b^2*c^2*g *r^3*x+80816*a^2*b^2*c^2*g*r^2*x^2+82376*a^2*b^2*c^2*p^2*r*x^2+82376*a^2*b^2*c^ 2*q^2*r*x^2+14176*a^2*b^2*c^3*g*r^2*x+99232*a^2*b^2*c^3*g*r*x^2+143360*a^2*b^2* c^3*p*r*x^2+143360*a^2*b^2*c^3*q*r*x^2+3052*a^2*b^3*g^2*p*r*x^2+3052*a^2*b^3*g^ 2*q*r*x^2+6832*a^2*b^3*g*p^2*r*x^2+6048*a^2*b^3*g*q^2*r*x^2+10024*a^2*b^3*p^2*q *r*x^2+9352*a^2*b^3*p*q^2*r*x^2+656*a^2*b^3*c*g^2*r^2*x+6104*a^2*b^3*c*g^2*r*x^ 2+2296*a^2*b^3*c*g*r^3*x+26520*a^2*b^3*c*g*r^2*x^2+24528*a^2*b^3*c*p^2*r*x^2+ 21616*a^2*b^3*c*q^2*r*x^2+3872*a^2*b^3*c^2*g*r^2*x+34832*a^2*b^3*c^2*g*r*x^2+ 60032*a^2*b^3*c^2*p*r*x^2+56896*a^2*b^3*c^2*q*r*x^2+2184*a^2*b^4*g*p*r*x^2+2184 *a^2*b^4*g*q*r*x^2+4368*a^2*b^4*p*q*r*x^2+352*a^2*b^4*c*g*r^2*x+4368*a^2*b^4*c* g*r*x^2+10976*a^2*b^4*c*p*r*x^2+9856*a^2*b^4*c*q*r*x^2+2646*a^3*g*p^3*q*r*x^2+ 5831*a^3*g*p^2*q^2*r*x^2+4424*a^3*g*p*q^3*r*x^2+1680*a^3*g^3*p*q*r*x^2+3675*a^3 *g^2*p^2*q*r*x^2+4690*a^3*g^2*p*q^2*r*x^2+3668*a^3*c*g^3*p*r*x^2+4368*a^3*c*g^3 *q*r*x^2+7812*a^3*c*g^2*p^2*r*x^2+12054*a^3*c*g^2*q^2*r*x^2+5124*a^3*c*g*p^3*r* x^2+11116*a^3*c*g*q^3*r*x^2+8988*a^3*c*p^3*q*r*x^2+18270*a^3*c*p^2*q^2*r*x^2+ 13440*a^3*c*p*q^3*r*x^2+544*a^2*b^3*c*r^4*x+4408*a^2*b^3*c*r^3*x^2+5376*a^2*b^3 *c^3*r^2*x+47488*a^2*b^3*c^3*r*x^2+3760*a^2*b^3*c^2*r^3*x+39280*a^2*b^3*c^2*r^2 *x^2+176*a^2*b^4*g*r^3*x+3120*a^2*b^4*g*r^2*x^2+2464*a^2*b^4*p^2*r*x^2+1904*a^2 *b^4*q^2*r*x^2+576*a^2*b^4*c*r^3*x+9248*a^2*b^4*c*r^2*x^2+560*a^2*b^5*q*r*x^2+ 1024*a^2*b^4*c^2*r^2*x+12096*a^2*b^4*c^2*r*x^2+64*a^2*b^5*c*r^2*x+1120*a^2*b^5* c*r*x^2+32*a^2*b^5*p*r^2*x+560*a^2*b^5*p*r*x^2+175*a^3*g^4*p*r*x^2+50*a^3*g^4*q *r^2*x+175*a^3*g^4*q*r*x^2+665*a^3*g^3*p^2*r*x^2+1015*a^3*g^3*q^2*r*x^2+665*a^3 *g^2*p^3*r*x^2+1680*a^3*g^2*q^3*r*x^2+175*a^3*g*p^4*r*x^2+1064*a^3*g*q^4*r*x^2+ 616*a^3*p^4*q*r*x^2+2072*a^3*p^3*q^2*r*x^2+2520*a^3*p^2*q^3*r*x^2+1288*a^3*p*q^ 4*r*x^2+966*a^3*c*p^4*r*x^2+3192*a^3*c*q^4*r*x^2+100*a^3*c*g^4*r^2*x+350*a^3*c* g^4*r*x^2+716*a^3*c*g^3*r^3*x+3454*a^3*c*g^3*r^2*x^2+620*a^3*c*g^2*r^4*x+1572*a ^3*c*g^2*r^3*x^2+124*a^3*c*g*r^5*x-656*a^3*c*g*r^4*x^2+83972*a^2*b*c^2*g^2*q*r* x^2+107324*a^2*b*c^2*g*p^2*r*x^2+120456*a^2*b*c^2*g*q^2*r*x^2+146860*a^2*b*c^2* p^2*q*r*x^2+154784*a^2*b*c^2*p*q^2*r*x^2+79548*a^2*b*c^2*g^2*p*r*x^2+193200*a^2 *b*c^3*g*p*r*x^2+202608*a^2*b*c^3*g*q*r*x^2+260736*a^2*b*c^3*p*q*r*x^2+20874*a^ 2*b^2*g*p^2*q*r*x^2+20874*a^2*b^2*g*p*q^2*r*x^2+48972*a^2*b^2*c*g*q^2*r*x^2+ 68628*a^2*b^2*c*p^2*q*r*x^2+68628*a^2*b^2*c*p*q^2*r*x^2+13160*a^2*b^2*g^2*p*q*r *x^2+30632*a^2*b^2*c*g^2*p*r*x^2+30632*a^2*b^2*c*g^2*q*r*x^2+48972*a^2*b^2*c*g* p^2*r*x^2+123200*a^2*b^2*c^2*g*q*r*x^2+175168*a^2*b^2*c^2*p*q*r*x^2+123200*a^2* b^2*c^2*g*p*r*x^2+31080*a^2*b^3*c*g*p*r*x^2+29512*a^2*b^3*c*g*q*r*x^2+48384*a^2 *b^3*c*p*q*r*x^2+12880*a^2*b^3*g*p*q*r*x^2+75656*a^3*c^2*g*p*q*r*x^2+21196*a^3* c*g^2*p*q*r*x^2+26180*a^3*c*g*p^2*q*r*x^2+32172*a^3*c*g*p*q^2*r*x^2+8288*a^3*b* g^2*p*q*r*x^2+12152*a^3*b*g*p^2*q*r*x^2+14084*a^3*b*g*p*q^2*r*x^2+18508*a^3*b*c *g^2*p*r*x^2+20636*a^3*b*c*g^2*q*r*x^2+26964*a^3*b*c*g*p^2*r*x^2+35196*a^3*b*c* g*q^2*r*x^2+40992*a^3*b*c*p^2*q*r*x^2+46424*a^3*b*c*p*q^2*r*x^2+23548*a^3*c^2*g ^2*p*r*x^2+27972*a^3*c^2*g^2*q*r*x^2+28560*a^3*c^2*g*p^2*r*x^2+41692*a^3*c^2*g* q^2*r*x^2+42532*a^3*c^2*p^2*q*r*x^2+50456*a^3*c^2*p*q^2*r*x^2+57904*a^3*c^3*g*p *r*x^2+67312*a^3*c^3*g*q*r*x^2+81536*a^3*c^3*p*q*r*x^2+3612*a^3*b*g^2*p^2*r*x^2 +4676*a^3*b*g^2*q^2*r*x^2+2828*a^3*b*g*p^3*r*x^2+4760*a^3*b*g*q^3*r*x^2+4592*a^ 3*b*p^3*q*r*x^2+8736*a^3*b*p^2*q^2*r*x^2+6160*a^3*b*p*q^3*r*x^2+1232*a^3*b*g^3* p*r*x^2+1232*a^3*b*g^3*q*r*x^2+9800*a^3*b*c*p^3*r*x^2+15232*a^3*b*c*q^3*r*x^2+ 552*a^3*b*c*g^3*r^2*x+2464*a^3*b*c*g^3*r*x^2+2944*a^3*b*c*g^2*r^3*x+16904*a^3*b *c*g^2*r^2*x^2+1800*a^3*b*c*g*r^4*x+5300*a^3*b*c*g*r^3*x^2+4768*a^3*b*c^2*g^2*r ^2*x+22568*a^3*b*c^2*g^2*r*x^2+9920*a^3*b*c^2*g*r^3*x+52288*a^3*b*c^2*g*r^2*x^2 +46648*a^3*b*c^2*p^2*r*x^2+58856*a^3*b*c^2*q^2*r*x^2+13184*a^3*b*c^3*g*r^2*x+ 64512*a^3*b*c^3*g*r*x^2+88256*a^3*b*c^3*p*r*x^2+97216*a^3*b*c^3*q*r*x^2+3052*a^ 3*b^2*g^2*p*r*x^2+3052*a^3*b^2*g^2*q*r*x^2+6048*a^3*b^2*g*p^2*r*x^2+6832*a^3*b^ 2*g*q^2*r*x^2+9352*a^3*b^2*p^2*q*r*x^2+10024*a^3*b^2*p*q^2*r*x^2+1088*a^3*b^2*c *g^2*r^2*x+6104*a^3*b^2*c*g^2*r*x^2+3784*a^3*b^2*c*g*r^3*x+26520*a^3*b^2*c*g*r^ 2*x^2+21616*a^3*b^2*c*p^2*r*x^2+24528*a^3*b^2*c*q^2*r*x^2+1184*a^3*c^2*g^3*r^2* x+4676*a^3*c^2*g^3*r*x^2+3688*a^3*c^2*g^2*r^3*x+16880*a^3*c^2*g^2*r^2*x^2+2004* a^3*c^2*g*r^4*x+4684*a^3*c^2*g*r^3*x^2+9212*a^3*c^2*p^3*r*x^2+17136*a^3*c^2*q^3 *r*x^2+5024*a^3*c^3*g^2*r^2*x+21168*a^3*c^3*g^2*r*x^2+8056*a^3*c^3*g*r^3*x+ 34904*a^3*c^3*g*r^2*x^2+31976*a^3*c^3*p^2*r*x^2+44072*a^3*c^3*q^2*r*x^2+9088*a^ 3*c^4*g*r^2*x+39760*a^3*c^4*g*r*x^2+48160*a^3*c^4*p*r*x^2+54880*a^3*c^4*q*r*x^2 +68*a^3*b*g*r^5*x-348*a^3*b*g*r^4*x^2+616*a^3*b*p^4*r*x^2+1400*a^3*b*q^4*r*x^2+ 276*a^3*b*g^3*r^3*x+1760*a^3*b*g^3*r^2*x^2+280*a^3*b*g^2*r^4*x+884*a^3*b*g^2*r^ 3*x^2+216*a^3*b*c*r^5*x-1040*a^3*b*c*r^4*x^2+2784*a^3*b*c^2*r^4*x+7288*a^3*b*c^ 2*r^3*x^2+11712*a^3*b*c^4*r^2*x+58464*a^3*b*c^4*r*x^2+10592*a^3*b*c^3*r^3*x+ 52128*a^3*b*c^3*r^2*x^2+544*a^3*b^2*g^2*r^3*x+4360*a^3*b^2*g^2*r^2*x^2+372*a^3* b^2*g*r^4*x+1648*a^3*b^2*g*r^3*x^2+2520*a^3*b^2*p^3*r*x^2+3192*a^3*b^2*q^3*r*x^ 2+1136*a^3*b^2*c*r^4*x+4408*a^3*b^2*c*r^3*x^2+8192*a^3*b^2*c^3*r^2*x+47488*a^3* b^2*c^3*r*x^2+6192*a^3*b^2*c^2*r^3*x+39280*a^3*b^2*c^2*r^2*x^2+448*a^3*b^3*g*r^ 3*x+4480*a^3*b^3*g*r^2*x^2+3136*a^3*b^3*p^2*r*x^2+3136*a^3*b^3*q^2*r*x^2+1504*a ^3*b^3*c*r^3*x+13152*a^3*b^3*c*r^2*x^2+1120*a^3*b^4*p*r*x^2+1120*a^3*b^4*q*r*x^ 2+2432*a^3*b^3*c^2*r^2*x+17024*a^3*b^3*c^2*r*x^2+256*a^3*b^4*c*r^2*x+2240*a^3*b ^4*c*r*x^2+1232*a^4*g*q^3*r*x^2+728*a^4*p^3*q*r*x^2+1848*a^4*p^2*q^2*r*x^2+1512 *a^4*p*q^3*r*x^2+266*a^4*g^3*p*r*x^2+76*a^4*g^3*q*r^2*x+266*a^4*g^3*q*r*x^2+588 *a^4*g^2*p^2*r*x^2+1120*a^4*g^2*q^2*r*x^2+266*a^4*g*p^3*r*x^2+3768*a^4*c*g^2*r^ 2*x^2+444*a^4*c*g*r^4*x+1088*a^4*c*g*r^3*x^2+1260*a^4*c*p^3*r*x^2+3976*a^4*c*q^ 3*r*x^2+152*a^4*c*g^3*r^2*x+532*a^4*c*g^3*r*x^2+800*a^4*c*g^2*r^3*x+8512*a^4*c^ 2*p^2*r*x^2+14616*a^4*c^2*q^2*r*x^2+1344*a^4*c^2*g^2*r^2*x+5096*a^4*c^2*g^2*r*x ^2+2744*a^4*c^2*g*r^3*x+11880*a^4*c^2*g*r^2*x^2+3776*a^4*c^3*g*r^2*x+14896*a^4* c^3*g*r*x^2+18816*a^4*c^3*p*r*x^2+23296*a^4*c^3*q*r*x^2+328*a^4*b*g^2*r^3*x+ 1920*a^4*b*g^2*r^2*x^2+220*a^4*b*g*r^4*x+616*a^4*b*g*r^3*x^2+728*a^4*b*p^3*r*x^ 2+1736*a^4*b*q^3*r*x^2+712*a^4*b*c*r^4*x+1816*a^4*b*c*r^3*x^2+5056*a^4*b*c^3*r^ 2*x+22176*a^4*b*c^3*r*x^2+3840*a^4*b*c^2*r^3*x+18000*a^4*b*c^2*r^2*x^2+448*a^4* b^2*g*r^3*x+3120*a^4*b^2*g*r^2*x^2+1904*a^4*b^2*p^2*r*x^2+2464*a^4*b^2*q^2*r*x^ 2+1536*a^4*b^2*c*r^3*x+9248*a^4*b^2*c*r^2*x^2+6080*a^3*b^2*c^2*g*r^2*x+34832*a^ 3*b^2*c^2*g*r*x^2+56896*a^3*b^2*c^2*p*r*x^2+60032*a^3*b^2*c^2*q*r*x^2+3136*a^3* b^3*g*p*r*x^2+3136*a^3*b^3*g*q*r*x^2+6272*a^3*b^3*p*q*r*x^2+896*a^3*b^3*c*g*r^2 *x+6272*a^3*b^3*c*g*r*x^2+14784*a^3*b^3*c*p*r*x^2+14784*a^3*b^3*c*q*r*x^2+1708* a^4*g^2*p*q*r*x^2+2198*a^4*g*p^2*q*r*x^2+3164*a^4*g*p*q^2*r*x^2+3724*a^4*c*g^2* p*r*x^2+4788*a^4*c*g^2*q*r*x^2+4536*a^4*c*g*p^2*r*x^2+8652*a^4*c*g*q^2*r*x^2+ 8036*a^4*c*p^2*q*r*x^2+10752*a^4*c*p*q^2*r*x^2+15456*a^4*c^2*g*p*r*x^2+19824*a^ 4*c^2*g*q*r*x^2+24864*a^4*c^2*p*q*r*x^2+1344*a^4*b*g^2*p*r*x^2+1344*a^4*b*g^2*q *r*x^2+2212*a^4*b*g*p^2*r*x^2+3388*a^4*b*g*q^2*r*x^2+3752*a^4*b*p^2*q*r*x^2+ 4760*a^4*b*p*q^2*r*x^2+656*a^4*b*c*g^2*r^2*x+2688*a^4*b*c*g^2*r*x^2+2296*a^4*b* c*g*r^3*x+11920*a^4*b*c*g*r^2*x^2+8120*a^4*b*c*p^2*r*x^2+12488*a^4*b*c*q^2*r*x^ 2+3712*a^4*b*c^2*g*r^2*x+15904*a^4*b*c^2*g*r*x^2+24416*a^4*b*c^2*p*r*x^2+29120* a^4*b*c^2*q*r*x^2+2184*a^4*b^2*g*p*r*x^2+2184*a^4*b^2*g*q*r*x^2+4368*a^4*b^2*p* q*r*x^2+896*a^4*b^2*c*g*r^2*x+4368*a^4*b^2*c*g*r*x^2+9856*a^4*b^2*c*p*r*x^2+ 10976*a^4*b^2*c*q*r*x^2+4*a^3*c*r^6*x-128*a^3*c*r^5*x^2+2080*a^3*c^3*r^4*x+4224 *a^3*c^3*r^3*x^2+220*a^3*c^2*r^5*x-992*a^3*c^2*r^4*x^2+5952*a^3*c^5*r^2*x+26656 *a^3*c^5*r*x^2+6288*a^3*c^4*r^3*x+25920*a^3*c^4*r^2*x^2+44*a^3*b^2*r^5*x-252*a^ 3*b^2*r^4*x^2+4*a^3*b*r^6*x-68*a^3*b*r^5*x^2+144*a^3*b^3*r^4*x+928*a^3*b^3*r^3* x^2+128*a^3*b^4*r^3*x+1600*a^3*b^4*r^2*x^2+76*a^4*g^3*r^3*x+380*a^4*g^3*r^2*x^2 +64*a^4*g^2*r^4*x+160*a^4*g^2*r^3*x^2+8*a^4*g*r^5*x-78*a^4*g*r^4*x^2+392*a^4*q^ 4*r*x^2+44*a^4*c*r^5*x-224*a^4*c*r^4*x^2+3008*a^4*c^3*r^3*x+12000*a^4*c^3*r^2*x ^2+744*a^4*c^2*r^4*x+1592*a^4*c^2*r^3*x^2+28*a^4*b*r^5*x-124*a^4*b*r^4*x^2+3392 *a^4*c^4*r^2*x+13664*a^4*c^4*r*x^2+192*a^4*b^3*r^3*x+1600*a^4*b^3*r^2*x^2+160*a ^4*b^2*r^4*x+592*a^4*b^2*r^3*x^2+24*a^5*g*r^4*x+40*a^5*g*r^3*x^2+336*a^5*q^3*r* x^2+56*a^5*g^2*r^3*x+280*a^5*g^2*r^2*x^2+104*a^5*c*r^4*x+208*a^5*c*r^3*x^2+1120 *a^4*b^3*p*r*x^2+1120*a^4*b^3*q*r*x^2+2432*a^4*b^2*c^2*r^2*x+12096*a^4*b^2*c^2* r*x^2+384*a^4*b^3*c*r^2*x+2240*a^4*b^3*c*r*x^2+196*a^5*g^2*p*r*x^2+56*a^5*g^2*q *r^2*x+196*a^5*g^2*q*r*x^2+196*a^5*g*p^2*r*x^2+588*a^5*g*q^2*r*x^2+448*a^5*p^2* q*r*x^2+784*a^5*p*q^2*r*x^2+112*a^5*c*g^2*r^2*x+392*a^5*c*g^2*r*x^2+400*a^5*c*g *r^3*x+1848*a^5*c*g*r^2*x^2+840*a^5*c*p^2*r*x^2+2296*a^5*c*q^2*r*x^2+704*a^5*c^ 2*g*r^2*x+2576*a^5*c^2*g*r*x^2+3584*a^5*c^2*p*r*x^2+5152*a^5*c^2*q*r*x^2+448*a^ 5*b*p^2*r*x^2+896*a^5*b*q^2*r*x^2+176*a^5*b*g*r^3*x+960*a^5*b*g*r^2*x^2+1024*a^ 5*b*c^2*r^2*x+4032*a^5*b*c^2*r*x^2+624*a^5*b*c*r^3*x+2960*a^5*b*c*r^2*x^2+560*a ^5*b^2*p*r*x^2+560*a^5*b^2*q*r*x^2+256*a^5*b^2*c*r^2*x+1120*a^5*b^2*c*r*x^2+56* a^6*g*p*r*x^2+16*a^6*g*q*r^2*x+56*a^6*g*q*r*x^2+112*a^6*p*q*r*x^2+32*a^6*c*g*r^ 2*x+112*a^6*c*g*r*x^2+224*a^6*c*p*r*x^2+128*a^6*c*q*r^2*x+448*a^6*c*q*r*x^2+112 *a^6*b*p*r*x^2+32*a^6*b*q*r^2*x+112*a^6*b*q*r*x^2+64*a^6*b*c*r^2*x+224*a^6*b*c* r*x^2+56*a^5*b*r^4*x+112*a^5*b*r^3*x^2+1024*a^5*c^3*r^2*x+3808*a^5*c^3*r*x^2+ 720*a^5*c^2*r^3*x+2944*a^5*c^2*r^2*x^2+128*a^5*b^2*r^3*x+800*a^5*b^2*r^2*x^2+16 *a^6*g*r^3*x+80*a^6*g*r^2*x^2+32*a^6*q^2*r^2*x+112*a^6*q^2*r*x^2+32*a^6*q*r^3*x +144*a^6*q*r^2*x^2+64*a^6*c*r^3*x+288*a^6*c*r^2*x^2+32*a^6*b*r^3*x+160*a^6*b*r^ 2*x^2+128*a^6*c^2*r^2*x+448*a^6*c^2*r*x^2+1680*a^5*c*g*p*r*x^2+2464*a^5*c*g*q*r *x^2+3360*a^5*c*p*q*r*x^2+784*a^5*g*p*q*r*x^2+672*a^5*b*g*p*r*x^2+672*a^5*b*g*q *r*x^2+1344*a^5*b*p*q*r*x^2+352*a^5*b*c*g*r^2*x+1344*a^5*b*c*g*r*x^2+2912*a^5*b *c*p*r*x^2+3808*a^5*b*c*q*r*x^2-2*c*g^6*r^3*x^2-4*c*g^5*r^4*x^2-2*c*g^4*r^5*x^2 -4*c^2*g^6*r^2*x^2-38*c^2*g^5*r^3*x^2-56*c^2*g^4*r^4*x^2-22*c^2*g^3*r^5*x^2-284 *c^3*g^4*r^3*x^2-300*c^3*g^3*r^4*x^2-84*c^3*g^2*r^5*x^2-60*c^3*g^5*r^2*x^2-360* c^4*g^4*r^2*x^2-1072*c^4*g^3*r^3*x^2-776*c^4*g^2*r^4*x^2-136*c^4*g*r^5*x^2-1120 *c^5*g^3*r^2*x^2-2176*c^5*g^2*r^3*x^2-976*c^5*g*r^4*x^2-1920*c^6*g^2*r^2*x^2-\ 2272*c^6*g*r^3*x^2-1728*c^7*g*r^2*x^2-b*g^6*p*r^2*x^2-54*b*c*g^4*r^4*x^2-21*b*c *g^3*r^5*x^2-2*b*c*g^6*r^2*x^2-35*b*c*g^5*r^3*x^2-62*b*c^2*g^5*r^2*x^2-392*b*c^ 2*g^4*r^3*x^2-436*b*c^2*g^3*r^4*x^2-122*b*c^2*g^2*r^5*x^2+74872*a^3*b*c^2*g*p*r *x^2+83608*a^3*b*c^2*g*q*r*x^2+112448*a^3*b*c^2*p*q*r*x^2+29512*a^3*b^2*c*g*p*r *x^2+31080*a^3*b^2*c*g*q*r*x^2+48384*a^3*b^2*c*p*q*r*x^2+12880*a^3*b^2*g*p*q*r* x^2+5600*a^4*b*g*p*q*r*x^2+14056*a^4*c*g*p*q*r*x^2+12376*a^4*b*c*g*p*r*x^2+ 14728*a^4*b*c*g*q*r*x^2+21728*a^4*b*c*p*q*r*x^2-576*b*c^3*g^4*r^2*x^2-2012*b*c^ 3*g^3*r^3*x^2-1520*b*c^3*g^2*r^4*x^2-268*b*c^3*g*r^5*x^2-2448*b*c^4*g^3*r^2*x^2 -5224*b*c^4*g^2*r^3*x^2-2416*b*c^4*g*r^4*x^2-5344*b*c^5*g^2*r^2*x^2-6688*b*c^5* g*r^3*x^2-5856*b*c^6*g*r^2*x^2-8*b^2*g^5*p*r^2*x^2-16*b^2*c*g^5*r^2*x^2-177*b^2 *c*g^4*r^3*x^2-209*b^2*c*g^3*r^4*x^2-58*b^2*c*g^2*r^5*x^2-302*b^2*c^2*g^4*r^2*x ^2-1378*b^2*c^2*g^3*r^3*x^2-1098*b^2*c^2*g^2*r^4*x^2-192*b^2*c^2*g*r^5*x^2-b*g^ 6*r^3*x^2-2*b*g^5*r^4*x^2-b*g^4*r^5*x^2-200*b*c^4*r^5*x^2-3360*b*c^6*r^3*x^2-\ 1440*b*c^5*r^4*x^2-2560*b*c^7*r^2*x^2-8*b^2*g^5*r^3*x^2-13*b^2*g^4*r^4*x^2-5*b^ 2*g^3*r^5*x^2-1752*b^2*c^4*r^4*x^2-192*b^2*c^3*r^5*x^2-4256*b^2*c^6*r^2*x^2-\ 4864*b^2*c^5*r^3*x^2-1960*b^2*c^3*g^3*r^2*x^2-4860*b^2*c^3*g^2*r^3*x^2-2340*b^2 *c^3*g*r^4*x^2-5792*b^2*c^4*g^2*r^2*x^2-7928*b^2*c^4*g*r^3*x^2-8032*b^2*c^5*g*r ^2*x^2-25*b^3*g^4*p*r^2*x^2-8*b^4*r^5*x^2-16*b^6*r^3*x^2-24*b^5*r^4*x^2-8*a^4*r ^5*x^2-16*a^6*r^3*x^2-24*a^5*r^4*x^2-80*c^5*r^5*x^2-640*c^8*r^2*x^2-960*c^7*r^3 *x^2-480*c^6*r^4*x^2-56*b^3*c*g*r^5*x^2-50*b^3*c*g^4*r^2*x^2-396*b^3*c*g^3*r^3* x^2-334*b^3*c*g^2*r^4*x^2-1088*b^3*c^2*g*r^4*x^2-668*b^3*c^2*g^3*r^2*x^2-2148*b ^3*c^2*g^2*r^3*x^2-3024*b^3*c^3*g^2*r^2*x^2-4792*b^3*c^3*g*r^3*x^2-5680*b^3*c^4 *g*r^2*x^2-38*b^4*g^3*p*r^2*x^2-224*b^4*c*g*r^4*x^2-76*b^4*c*g^3*r^2*x^2-428*b^ 4*c*g^2*r^3*x^2-728*b^4*c^2*g^2*r^2*x^2-1496*b^4*c^2*g*r^3*x^2-2128*b^4*c^3*g*r ^2*x^2-25*b^3*g^4*r^3*x^2-31*b^3*g^3*r^4*x^2-8*b^3*g^2*r^5*x^2-1104*b^3*c^3*r^4 *x^2-88*b^3*c^2*r^5*x^2-3808*b^3*c^5*r^2*x^2-3760*b^3*c^4*r^3*x^2-32*b^4*g^2*r^ 4*x^2-4*b^4*g*r^5*x^2-38*b^4*g^3*r^3*x^2-16*b^4*c*r^5*x^2-1632*b^4*c^3*r^3*x^2-\ 360*b^4*c^2*r^4*x^2-1952*b^4*c^4*r^2*x^2-28*b^5*g^2*r^3*x^2-12*b^5*g*r^4*x^2-\ 368*b^5*c^2*r^3*x^2-48*b^5*c*r^4*x^2-28*b^5*g^2*p*r^2*x^2-56*b^5*c*g^2*r^2*x^2-\ 208*b^5*c*g*r^3*x^2-368*b^5*c^2*g*r^2*x^2-8*b^6*g*p*r^2*x^2-16*b^6*c*g*r^2*x^2-\ 64*b^6*c*p*r^2*x^2-a*g^6*q*r^2*x^2-35*a*c*g^5*r^3*x^2-54*a*c*g^4*r^4*x^2-21*a*c *g^3*r^5*x^2-2*a*c*g^6*r^2*x^2-62*a*c^2*g^5*r^2*x^2-392*a*c^2*g^4*r^3*x^2-436*a *c^2*g^3*r^4*x^2-122*a*c^2*g^2*r^5*x^2-576*a*c^3*g^4*r^2*x^2-2012*a*c^3*g^3*r^3 *x^2-1520*a*c^3*g^2*r^4*x^2-268*a*c^3*g*r^5*x^2-5224*a*c^4*g^2*r^3*x^2-2416*a*c ^4*g*r^4*x^2-418*a*b*c*g^3*r^4*x^2-116*a*b*c*g^2*r^5*x^2-32*a*b*c*g^5*r^2*x^2-\ 354*a*b*c*g^4*r^3*x^2-2764*a*b*c^2*g^3*r^3*x^2-2212*a*b*c^2*g^2*r^4*x^2-392*a*b *c^2*g*r^5*x^2-604*a*b*c^2*g^4*r^2*x^2-9800*a*b*c^3*g^2*r^3*x^2-4760*a*b*c^3*g* r^4*x^2-3936*a*b*c^3*g^3*r^2*x^2-2448*a*c^4*g^3*r^2*x^2-5344*a*c^5*g^2*r^2*x^2-\ 6688*a*c^5*g*r^3*x^2-5856*a*c^6*g*r^2*x^2-16*a*b*g^5*r^3*x^2-26*a*b*g^4*r^4*x^2 -10*a*b*g^3*r^5*x^2-400*a*b*c^3*r^5*x^2-3600*a*b*c^4*r^4*x^2-544*b^5*c^3*r^2*x^ 2-8*b^6*g*r^3*x^2-16*b^6*p^2*r^2*x^2-16*b^6*p*r^3*x^2-32*b^6*c*r^3*x^2-64*b^6*c ^2*r^2*x^2-a*g^6*r^3*x^2-2*a*g^5*r^4*x^2-a*g^4*r^5*x^2-200*a*c^4*r^5*x^2-3360*a *c^6*r^3*x^2-1440*a*c^5*r^4*x^2-2560*a*c^7*r^2*x^2-11680*a*b*c^4*g^2*r^2*x^2-\ 16080*a*b*c^4*g*r^3*x^2-16256*a*b*c^5*g*r^2*x^2-1066*a*b^2*c*g^2*r^4*x^2-188*a* b^2*c*g*r^5*x^2-158*a*b^2*c*g^4*r^2*x^2-1240*a*b^2*c*g^3*r^3*x^2-6700*a*b^2*c^2 *g^2*r^3*x^2-3456*a*b^2*c^2*g*r^4*x^2-2076*a*b^2*c^2*g^3*r^2*x^2-14952*a*b^2*c^ 3*g*r^3*x^2-9360*a*b^2*c^3*g^2*r^2*x^2-17584*a*b^2*c^4*g*r^2*x^2+30072*a*b*c*g^ 3*p*q*r*x^2+66535*a*b*c*g^2*p^2*q*r*x^2+66535*a*b*c*g^2*p*q^2*r*x^2+52990*a*b*c *g*p^3*q*r*x^2+86422*a*b*c*g*p^2*q^2*r*x^2+52990*a*b*c*g*p*q^3*r*x^2-86528*a^3* b*c*g*p*q*r*x-103152*a^2*b^2*c*g*p*q*r*x-281352*a^2*b*c^2*g*p*q*r*x-80352*a^2*b *c*g^2*p*q*r*x-122916*a^2*b*c*g*p^2*q*r*x-99468*a^2*b*c*g*p*q^2*r*x-157156*a^2* b*c*g*p*q*r*x^2+166656*a*b*c^2*g^2*p*q*r*x^2+214998*a*b*c^2*g*p^2*q*r*x^2+ 214998*a*b*c^2*g*p*q^2*r*x^2+69076*a*b^2*c*g^2*p*q*r*x^2+99218*a*b^2*c*g*p^2*q* r*x^2+93226*a*b^2*c*g*p*q^2*r*x^2+367584*a*b*c^3*g*p*q*r*x^2+99218*a^2*b*c*g*p* q^2*r*x^2+65632*a*b^3*c*g*p*q*r*x^2+243992*a*b^2*c^2*g*p*q*r*x^2+243992*a^2*b*c ^2*g*p*q*r*x^2+69076*a^2*b*c*g^2*p*q*r*x^2+93226*a^2*b*c*g*p^2*q*r*x^2+65632*a^ 3*b*c*g*p*q*r*x^2+103152*a^2*b^2*c*g*p*q*r*x^2-8640*a*b*c^6*r^2*x^2-9920*a*b*c^ 5*r^3*x^2-79*a*b^2*g^4*r^3*x^2-101*a*b^2*g^3*r^4*x^2-28*a*b^2*g^2*r^5*x^2-3504* a*b^2*c^3*r^4*x^2-288*a*b^2*c^2*r^5*x^2-11760*a*b^2*c^4*r^3*x^2-11808*a*b^2*c^5 *r^2*x^2-176*a*b^3*g^3*r^3*x^2-164*a*b^3*g^2*r^4*x^2-28*a*b^3*g*r^5*x^2-1656*a* b^3*c^2*r^4*x^2-88*a*b^3*c*r^5*x^2-7136*a*b^3*c^3*r^3*x^2-352*a*b^3*c*g^3*r^2*x ^2-1940*a*b^3*c*g^2*r^3*x^2-1076*a*b^3*c*g*r^4*x^2-6648*a*b^3*c^2*g*r^3*x^2-\ 3224*a*b^3*c^2*g^2*r^2*x^2-9216*a*b^3*c^3*g*r^2*x^2-384*a*b^4*c*g^2*r^2*x^2-\ 1360*a*b^4*c*g*r^3*x^2-2272*a*b^4*c^2*g*r^2*x^2-192*a*b^5*c*g*r^2*x^2-8352*a*b^ 3*c^4*r^2*x^2-192*a*b^4*g^2*r^3*x^2-112*a*b^4*g*r^4*x^2-2272*a*b^4*c^2*r^3*x^2-\ 360*a*b^4*c*r^4*x^2-3168*a*b^4*c^3*r^2*x^2-96*a*b^5*g*r^3*x^2-336*a*b^5*c*r^3*x ^2-576*a*b^5*c^2*r^2*x^2-16*a*b^6*p*r^2*x^2-32*a*b^6*c*r^2*x^2-8*a^2*g^5*q*r^2* x^2-16*a^2*c*g^5*r^2*x^2-177*a^2*c*g^4*r^3*x^2-209*a^2*c*g^3*r^4*x^2-58*a^2*c*g ^2*r^5*x^2-302*a^2*c^2*g^4*r^2*x^2-1378*a^2*c^2*g^3*r^3*x^2-1098*a^2*c^2*g^2*r^ 4*x^2-192*a^2*c^2*g*r^5*x^2-1960*a^2*c^3*g^3*r^2*x^2-4860*a^2*c^3*g^2*r^3*x^2-\ 2340*a^2*c^3*g*r^4*x^2-5792*a^2*c^4*g^2*r^2*x^2-7928*a^2*c^4*g*r^3*x^2-8032*a^2 *c^5*g*r^2*x^2-101*a^2*b*g^3*r^4*x^2-28*a^2*b*g^2*r^5*x^2-79*a^2*b*g^4*r^3*x^2-\ 188*a^2*b*c*g*r^5*x^2-158*a^2*b*c*g^4*r^2*x^2-1240*a^2*b*c*g^3*r^3*x^2-1066*a^2 *b*c*g^2*r^4*x^2-2076*a^2*b*c^2*g^3*r^2*x^2-6700*a^2*b*c^2*g^2*r^3*x^2-3456*a^2 *b*c^2*g*r^4*x^2-9360*a^2*b*c^3*g^2*r^2*x^2-14952*a^2*b*c^3*g*r^3*x^2-17584*a^2 *b*c^4*g*r^2*x^2-552*a^2*b^2*c*g^3*r^2*x^2-3024*a^2*b^2*c*g^2*r^3*x^2-1704*a^2* b^2*c*g*r^4*x^2-4992*a^2*b^2*c^2*g^2*r^2*x^2-10304*a^2*b^2*c^2*g*r^3*x^2-14176* a^2*b^2*c^3*g*r^2*x^2-872*a^2*b^3*c*g^2*r^2*x^2-3040*a^2*b^3*c*g*r^3*x^2-3504*a ^2*b*c^3*r^4*x^2-288*a^2*b*c^2*r^5*x^2-11760*a^2*b*c^4*r^3*x^2-11808*a^2*b*c^5* r^2*x^2-276*a^2*b^2*g^3*r^3*x^2-264*a^2*b^2*g^2*r^4*x^2-48*a^2*b^2*g*r^5*x^2-\ 144*a^2*b^2*c*r^5*x^2-11008*a^2*b^2*c^3*r^3*x^2-2592*a^2*b^2*c^2*r^4*x^2-12800* a^2*b^2*c^4*r^2*x^2-436*a^2*b^3*g^2*r^3*x^2-276*a^2*b^3*g*r^4*x^2-840*a^2*b^3*c *r^4*x^2-6784*a^2*b^3*c^3*r^2*x^2-4976*a^2*b^3*c^2*r^3*x^2-24*a*b^5*r^4*x^2-8*a *b^4*r^5*x^2-16*a*b^6*r^3*x^2-8*a^2*g^5*r^3*x^2-13*a^2*g^4*r^4*x^2-5*a^2*g^3*r^ 5*x^2-192*a^2*c^3*r^5*x^2-1752*a^2*c^4*r^4*x^2-4256*a^2*c^6*r^2*x^2-4864*a^2*c^ 5*r^3*x^2-96*a^2*b^4*r^4*x^2-24*a^2*b^3*r^5*x^2-80*a^2*b^5*r^3*x^2-25*a^3*g^4*r ^3*x^2-31*a^3*g^3*r^4*x^2-8*a^3*g^2*r^5*x^2-4976*a^2*b^3*c^2*g*r^2*x^2-624*a^2* b^4*c*g*r^2*x^2-312*a^2*b^4*g*r^3*x^2-1728*a^2*b^4*c^2*r^2*x^2-1056*a^2*b^4*c*r ^3*x^2-160*a^2*b^5*c*r^2*x^2-25*a^3*g^4*q*r^2*x^2-50*a^3*c*g^4*r^2*x^2-396*a^3* c*g^3*r^3*x^2-334*a^3*c*g^2*r^4*x^2-56*a^3*c*g*r^5*x^2-668*a^3*c^2*g^3*r^2*x^2-\ 2148*a^3*c^2*g^2*r^3*x^2-1088*a^3*c^2*g*r^4*x^2-3024*a^3*c^3*g^2*r^2*x^2-4792*a ^3*c^3*g*r^3*x^2-5680*a^3*c^4*g*r^2*x^2-176*a^3*b*g^3*r^3*x^2-164*a^3*b*g^2*r^4 *x^2-28*a^3*b*g*r^5*x^2-352*a^3*b*c*g^3*r^2*x^2-1940*a^3*b*c*g^2*r^3*x^2-1076*a ^3*b*c*g*r^4*x^2-3224*a^3*b*c^2*g^2*r^2*x^2-6648*a^3*b*c^2*g*r^3*x^2-9216*a^3*b *c^3*g*r^2*x^2-88*a^3*b*c*r^5*x^2-1656*a^3*b*c^2*r^4*x^2-8352*a^3*b*c^4*r^2*x^2 -7136*a^3*b*c^3*r^3*x^2-276*a^3*b^2*g*r^4*x^2-436*a^3*b^2*g^2*r^3*x^2-4976*a^3* b^2*c^2*r^3*x^2-840*a^3*b^2*c*r^4*x^2-6784*a^3*b^2*c^3*r^2*x^2-448*a^3*b^3*g*r^ 3*x^2-1504*a^3*b^3*c*r^3*x^2-2432*a^3*b^3*c^2*r^2*x^2-320*a^3*b^4*c*r^2*x^2-872 *a^3*b^2*c*g^2*r^2*x^2-3040*a^3*b^2*c*g*r^3*x^2-4976*a^3*b^2*c^2*g*r^2*x^2-896* a^3*b^3*c*g*r^2*x^2-1104*a^3*c^3*r^4*x^2-88*a^3*c^2*r^5*x^2-3808*a^3*c^5*r^2*x^ 2-3760*a^3*c^4*r^3*x^2-24*a^3*b^2*r^5*x^2-160*a^3*b^4*r^3*x^2-144*a^3*b^3*r^4*x ^2-38*a^4*g^3*r^3*x^2-32*a^4*g^2*r^4*x^2-4*a^4*g*r^5*x^2-16*a^4*c*r^5*x^2-1632* a^4*c^3*r^3*x^2-360*a^4*c^2*r^4*x^2-1952*a^4*c^4*r^2*x^2-38*a^4*g^3*q*r^2*x^2-\ 76*a^4*c*g^3*r^2*x^2-428*a^4*c*g^2*r^3*x^2-224*a^4*c*g*r^4*x^2-728*a^4*c^2*g^2* r^2*x^2-1496*a^4*c^2*g*r^3*x^2-2128*a^4*c^3*g*r^2*x^2-192*a^4*b*g^2*r^3*x^2-112 *a^4*b*g*r^4*x^2-384*a^4*b*c*g^2*r^2*x^2-1360*a^4*b*c*g*r^3*x^2-2272*a^4*b*c^2* g*r^2*x^2-360*a^4*b*c*r^4*x^2-3168*a^4*b*c^3*r^2*x^2-2272*a^4*b*c^2*r^3*x^2-312 *a^4*b^2*g*r^3*x^2-1728*a^4*b^2*c^2*r^2*x^2-1056*a^4*b^2*c*r^3*x^2-320*a^4*b^3* c*r^2*x^2-28*a^5*g^2*q*r^2*x^2-624*a^4*b^2*c*g*r^2*x^2+52032*a^2*c^3*g+67360*a^ 2*b*c^3-1632*a^2*c^2*q^3+16932*a^2*c^2*q^2-211200*a*c^3*g^2*p*q*x^2-250656*a*c^ 3*g*p^2*q*x^2-264144*a*c^3*g*p*q^2*x^2-61392*a*c^2*g^3*p*q*x^2-120732*a*c^2*g^2 *p^2*q*x^2-128100*a*c^2*g^2*p*q^2*x^2-88416*a*c^2*g*p^3*q*x^2-153720*a*c^2*g*p^ 2*q^2*x^2-100080*a*c^2*g*p*q^3*x^2-7824*a*c*g^4*p*q*x^2-23868*a*c*g^3*p^2*q*x^2 -25560*a*c*g^3*p*q^2*x^2-28476*a*c*g^2*p^3*q*x^2-50688*a*c*g^2*p^2*q^2*x^2-\ 32892*a*c*g^2*p*q^3*x^2-14316*a*c*g*p^4*q*x^2-37680*a*c*g*p^3*q^2*x^2-40104*a*c *g*p^2*q^3*x^2-17952*a*c*g*p*q^4*x^2-24096*b^4*c*g*p*q*x^2-129696*b^3*c^2*g*p*q *x^2-36336*b^3*c*g^2*p*q*x^2-55152*b^3*c*g*p^2*q*x^2-44880*b^3*c*g*p*q^2*x^2-\ 305856*b^2*c^3*g*p*q*x^2-138528*b^2*c^2*g^2*p*q*x^2-187440*b^2*c^2*g*p^2*q*x^2-\ 167016*b^2*c^2*g*p*q^2*x^2-24960*b^2*c*g^3*p*q*x^2-58284*b^2*c*g^2*p^2*q*x^2-\ 50952*b^2*c*g^2*p*q^2*x^2-49152*b^2*c*g*p^3*q*x^2-70764*b^2*c*g*p^2*q^2*x^2-\ 37272*b^2*c*g*p*q^3*x^2-333504*b*c^4*g*p*q*x^2-211200*b*c^3*g^2*p*q*x^2-264144* b*c^3*g*p^2*q*x^2-16160*a^4*c^2*g*p-21376*a^4*c^2*p*q-936*a^2*c^2*q^4-36*b^3*g^ 4*p-1816*p^2*g^2*c*q^3-192*c*g^2*p*q^4+4450*c*g^2*p*q^2-1422*c*g*p^5*q-2962*c*g *p^4*q^2-2162*p^3*g*c*q^3-526*p^2*c*g*q^4+3202*p^2*c*g*q^2+7214*b^3*g^2*p*q*r*x +8252*b^3*g*p^2*q*r*x+3774*b^3*g*p*q^2*r*x-29292*b^3*g*p*q*r*x^2+119032*b^2*c^3 *g*p*r*x+85360*b^2*c^3*g*q*r*x+87416*b^2*c^3*p*q*r*x+70320*b^2*c^2*g^2*p*r*x+ 46404*b^2*c^2*g^2*q*r*x+63318*b^2*c^2*g*p^2*r*x-249812*b^2*c^2*g*p*r*x^2+66876* b^3*c^2*g*p*r*x+40492*b^3*c^2*g*q*r*x+46552*b^3*c^2*p*q*r*x+26376*b^3*c*g^2*p*r *x+13848*b^3*c*g^2*q*r*x+26572*b^3*c*g*p^2*r*x-82714*b^3*c*g*p*r*x^2+7844*b^3*c *g*q^2*r*x-70034*b^3*c*g*q*r*x^2+18938*b^3*c*p^2*q*r*x+10614*b^3*c*p*q^2*r*x-\ 83448*b^3*c*p*q*r*x^2+2302*a*g^4*p*q*r*x+3910*a*g^3*p^2*q*r*x+3734*a*g^3*p*q^2* r*x-14634*a*g^3*p*q*r*x^2+1371*a*g^2*p^3*q*r*x+4811*a*g^2*p^2*q^2*r*x-23578*a*g ^2*p^2*q*r*x^2+2085*a*g^2*p*q^3*r*x-25341*a*g^2*p*q^2*r*x^2-955*a*g*p^4*q*r*x+ 1061*a*g*p^3*q^2*r*x-14667*a*g*p^3*q*r*x^2+1429*a*g*p^2*q^3*r*x-26723*a*g*p^2*q ^2*r*x^2+205*a*g*p*q^4*r*x-17233*a*g*p*q^3*r*x^2+17020*b^4*c*g*p*r*x+7780*b^4*c *g*q*r*x+10624*b^4*c*p*q*r*x+3880*b^4*g*p*q*r*x-71640*a*c*p^2*q^2*r*x^2+164*a*c *p*q^4*r*x-46242*a*c*p*q^3*r*x^2+5412*a*c*g^4*p*r*x+4664*a*c*g^4*q*r*x+6790*a*c *g^3*p^2*r*x-36197*a*c*g^3*p*r*x^2+7104*a*c*g^3*q^2*r*x-38688*a*c*g^3*q*r*x^2-\ 2081*a*c*g^2*p^3*r*x-56315*a*c*g^2*p^2*r*x^2+3751*a*c*g^2*q^3*r*x-64169*a*c*g^2 *q^2*r*x^2-6321*a*c*g*p^4*r*x-33816*a*c*g*p^3*r*x^2+263*a*c*g*q^4*r*x-42191*a*c *g*q^3*r*x^2-3186*a*c*p^4*q*r*x-112*a*c*p^3*q^2*r*x-40418*a*c*p^3*q*r*x^2+1416* a*c*p^2*q^3*r*x+14790*a*c^2*p^2*q^2*r*x-184973*a*c^2*p^2*q*r*x^2+8424*a*c^2*p*q ^3*r*x-194671*a*c^2*p*q^2*r*x^2+29222*a*c^2*g^3*p*r*x+26560*a*c^2*g^3*q*r*x+ 25266*a*c^2*g^2*p^2*r*x-158311*a*c^2*g^2*p*r*x^2+29524*a*c^2*g^2*q^2*r*x-167927 *a*c^2*g^2*q*r*x^2-6427*a*c^2*g*p^3*r*x-162468*a*c^2*g*p^2*r*x^2+10345*a*c^2*g* q^3*r*x-181334*a*c^2*g*q^2*r*x^2-1072*a*c^2*p^3*q*r*x+75980*a*c^3*g^2*p*r*x+ 72352*a*c^3*g^2*q*r*x+38290*a*c^3*g*p^2*r*x-305702*a*c^3*g*p*r*x^2+51534*a*c^3* g*q^2*r*x-320882*a*c^3*g*q*r*x^2+33808*a*c^3*p^2*q*r*x+42644*a*c^3*p*q^2*r*x-\ 343656*a*c^3*p*q*r*x^2+6084*a*b*g^3*p^2*r*x-20140*a*b*g^3*p*r*x^2+3404*a*b*g^3* q^2*r*x-20140*a*b*g^3*q*r*x^2+2417*a*b*g^2*p^3*r*x-32354*a*b*g^2*p^2*r*x^2+1433 *a*b*g^2*q^3*r*x-32354*a*b*g^2*q^2*r*x^2-1241*a*b*g*p^4*r*x-20173*a*b*g*p^3*r*x ^2-69*a*b*g*q^4*r*x-20173*a*b*g*q^3*r*x^2-300*a*b*p^4*q*r*x+1748*a*b*p^3*q^2*r* x-22952*a*b*p^3*q*r*x^2+1668*a*b*p^2*q^3*r*x-38204*a*b*p^2*q^2*r*x^2+232*a*b*p* q^4*r*x-22952*a*b*p*q^3*r*x^2+95720*a*c^4*g*p*r*x+95456*a*c^4*g*q*r*x+77408*a*c ^4*p*q*r*x+4304*c^6-26400*b^3*a*c^2*p^2+49568*b*c^4*g^2*r*x-38680*b*c^4*g*r^2*x -202576*b*c^4*g*r*x^2+36588*b*c^4*p^2*r*x-226296*b*c^4*p*r*x^2+26780*b*c^4*q^2* r*x-217976*b*c^4*q*r*x^2+1650*b^2*g^4*p*r*x+726*b^2*g^4*q*r*x+3590*b^2*g^3*p^2* r*x-10173*b^2*g^3*p*r*x^2+856*b^2*g^3*q^2*r*x-9063*b^2*g^3*q*r*x^2+2708*b^2*g^2 *p^3*r*x-17560*b^2*g^2*p^2*r*x^2+254*b^2*g^2*q^3*r*x-13305*b^2*g^2*q^2*r*x^2+ 475*b^2*g*p^4*r*x-12127*b^2*g*p^3*r*x^2-50*b^2*g*q^4*r*x-6948*b^2*g*q^3*r*x^2+ 406*b^2*p^4*q*r*x+1340*b^2*p^3*q^2*r*x-12707*b^2*p^3*q*r*x^2+946*b^2*p^2*q^3*r* x-18205*b^2*p^2*q^2*r*x^2+141*b^2*p*q^4*r*x-9049*b^2*p*q^3*r*x^2+55008*b*c^5*g* r*x+51280*b*c^5*p*r*x+43104*b*c^5*q*r*x+3070*b^2*c*g^4*r*x-2366*b^2*c*g^3*r^2*x -25110*b^2*c*g^3*r*x^2-5502*b^2*c*g^2*r^3*x-22597*b^2*c*g^2*r^2*x^2-470*b^2*c*g *r^4*x+10278*b^2*c*g*r^3*x^2+673*b^2*c*p^4*r*x-32749*b^2*c*p^3*r*x^2+337*b^2*c* q^4*r*x-20293*b^2*c*q^3*r*x^2-904*b^3*c*g^2*r^3*x+4942*b^3*c*g^2*r^2*x^2+86*b^3 *c*g*r^4*x+8492*b^3*c*g*r^3*x^2-3636*b^3*c*p^4*r*x-5648*b^3*c*p^3*r*x^2+2086*b^ 3*c*q^3*r*x^2-136*b^3*c*g^4*r*x-1648*b^3*c*g^3*r^2*x-9526*b^3*c*g^3*r*x^2-2392* b^3*c^2*g^3*r*x-9144*b^3*c^2*g^2*r^2*x-38684*b^3*c^2*g^2*r*x^2-2836*b^3*c^2*g*r ^3*x+16288*b^3*c^2*g*r^2*x^2-17024*b^3*c^2*p^3*r*x-29928*b^3*c^2*p^2*r*x^2-1344 *b^3*c^2*q^3*r*x-10168*b^3*c^2*q^2*r*x^2-12064*b^3*c^3*g^2*r*x-19840*b^3*c^3*g* r^2*x-67024*b^3*c^3*g*r*x^2-37936*b^3*c^3*p^2*r*x-60600*b^3*c^3*p*r*x^2-9568*b^ 3*c^3*q^2*r*x-45176*b^3*c^3*q*r*x^2+294*b^4*g*q^2*r*x^2-960*b^4*p^3*q*r*x-584*b ^4*p^2*q^2*r*x-3064*b^4*p^2*q*r*x^2-1264*b^4*p*q^2*r*x^2-23904*b^3*c^4*g*r*x-\ 40448*b^3*c^4*p*r*x-22048*b^3*c^4*q*r*x-116*b^4*g^3*p*r*x-40*b^4*g^3*q*r*x-728* b^4*g^2*p^2*r*x-4544*b^4*g^2*p*r*x^2-40*b^4*g^2*q^2*r*x-2036*b^4*g^2*q*r*x^2-\ 992*b^4*g*p^3*r*x-4286*b^4*g*p^2*r*x^2-192*b^4*c*g^3*r*x-1528*b^4*c*g^2*r^2*x-\ 10540*b^4*c*g^2*r*x^2-576*b^4*c*g*r^3*x+3040*b^4*c*g*r^2*x^2-3256*b^4*c*p^3*r*x -9796*b^4*c*p^2*r*x^2-732*b^4*c*q^2*r*x^2-58270*b^2*c^2*g*p^2*r*x^2-6136*b^2*c^ 2*g*q^3*r*x-29242*b^2*c^2*g*q^2*r*x^2-42060*b^2*c^2*p^3*q*r*x-42264*b^2*c^2*p^2 *q^2*r*x-44192*b^2*c^2*p^2*q*r*x^2-13196*b^2*c^2*p*q^3*r*x-31258*b^2*c^2*p*q^2* r*x^2-15196*b^2*c^2*g^3*p*r*x-8000*b^2*c^2*g^3*q*r*x-42480*b^2*c^2*g^2*p^2*r*x-\ 72672*b^2*c^2*g^2*p*r*x^2-12508*b^2*c^2*g^2*q^2*r*x-58822*b^2*c^2*g^2*q*r*x^2-\ 40596*b^2*c^2*g*p^3*r*x-59072*b^2*c^3*g^2*p*r*x-33944*b^2*c^3*g^2*q*r*x-93144*b ^2*c^3*g*p^2*r*x-121892*b^2*c^3*g*p*r*x^2-31072*b^2*c^3*g*q^2*r*x-100748*b^2*c^ 3*g*q*r*x^2-93824*b^2*c^3*p^2*q*r*x-55624*b^2*c^3*p*q^2*r*x-90936*b^2*c^3*p*q*r *x^2-804*b^3*g^3*p*q*r*x-3120*b^3*g^2*p^2*q*r*x-1310*b^3*g^2*p*q^2*r*x-9675*b^3 *g^2*p*q*r*x^2-3616*b^3*g*p^3*q*r*x-2928*b^3*g*p^2*q^2*r*x-9043*b^3*g*p^2*q*r*x ^2-528*b^3*g*p*q^3*r*x-5008*b^3*g*p*q^2*r*x^2-101008*b^2*c^4*g*p*r*x-61056*b^2* c^4*g*q*r*x-99168*b^2*c^4*p*q*r*x+7200*a^3*x+7200*b^3*x+31296*c^5*x^2-1008*a^4* x^2-1008*b^4*x^2-31296*c^5*x-11328*c^4*x^2+72*g^4*x^2+672*p^4*x^2+672*q^4*x^2-\ 360*a^4*x-7200*a^3*x^2+2376*b^4*x-7200*b^3*x^2+11328*c^4*x-72*g^4*x-1800*g^3*x^ 2-1032*p^4*x-312*q^4*x+1800*g^3*x-9536*a^4*b*c^2*g-22688*a^4*b*c^2*p-73024*a*b^ 2*c^3*p^2-960*a^5*g*p*q+10328*a^3*b^2*g+99912*a*b^2*c^2*g*q^2*x-1008*a*b^2*c^2* g*q*x^2+277344*a*b^2*c^2*p^2*q*x+177288*a*b^2*c^2*p*q^2*x-114672*a*b^2*c^2*p*q* x^2+24540*a*b^2*c*g^3*p*x+14532*a*b^2*c*g^3*q*x+73884*a*b^2*c*g^2*p^2*x+38064*a *b^2*c*g^2*p*x^2+26844*a*b^2*c*g^2*q^2*x+29688*a*b^2*c*g^2*q*x^2+72276*a*b^2*c* g*p^3*x-18768*a*b^2*c*g*p^2*x^2+14652*a*b^2*c*g*q^3*x-29280*a*b^2*c*g*q^2*x^2+ 81288*a*b^2*c*p^3*q*x+88224*a*b^2*c*p^2*q^2*x-61776*a*b^2*c*p^2*q*x^2+30528*a*b ^2*c*p*q^3*x-63432*a*b^2*c*p*q^2*x^2+8208*a*b^2*g^3*p*q*x+26304*a*b^2*g^2*p^2*q *x+15486*a*b^2*g^2*p*q^2*x+11988*a*b^2*g^2*p*q*x^2+27012*a*b^2*g*p^3*q*x+28596* a*b^2*g*p^2*q^2*x-8568*a*b^2*g*p^2*q*x^2+9168*a*b^2*g*p*q^3*x-10548*a*b^2*g*p*q ^2*x^2+449904*a*b*c^4*g*p*x+324240*a*b*c^4*g*q*x+483840*a*b*c^4*p*q*x+266664*a* b*c^3*g^2*p*x+189336*a*b*c^3*g^2*q*x+389088*a*b*c^3*g*p^2*x-110016*a*b*c^3*g*p* x^2+196896*a*b*c^3*g*q^2*x-6756*a^2*c*g^2*p*q*x^2+59952*a^2*c*g*p^3*q*x+89556*a ^2*c*g*p^2*q^2*x-46620*a^2*c*g*p^2*q*x^2+45084*a^2*c*g*p*q^3*x-43416*a^2*c*g*p* q^2*x^2+21600*a*b^4*c*g*p*x+9360*a*b^4*c*g*q*x+22560*a*b^4*c*p*q*x+5424*a*b^4*g *p*q*x+138624*a*b^3*c^2*g*p*x+77616*a*b^3*c^2*g*q*x+146688*a*b^3*c^2*p*q*x+ 34488*a*b^3*c*g^2*p*x+18000*a*b^3*c*g^2*q*x+67344*a*b^3*c*g*p^2*x+44592*a*b^3*c *g*p*x^2+17856*a*b^3*c*g*q^2*x+27216*a*b^3*c*g*q*x^2+72432*a*b^3*c*p^2*q*x+ 38616*a*b^3*c*p*q^2*x-5472*a*b^3*c*p*q*x^2+10272*a*b^3*g^2*p*q*x+21792*a*b^3*g* p^2*q*x+10716*a*b^3*g*p*q^2*x+11472*a*b^3*g*p*q*x^2+370992*a*b^2*c^3*g*p*x+ 241872*a*b^2*c^3*g*q*x+396864*a*b^2*c^3*p*q*x+154752*a*b^2*c^2*g^2*p*x+97272*a* b^2*c^2*g^2*q*x+253416*a*b^2*c^2*g*p^2*x+11232*a*b^2*c^2*g*p*x^2-368*a^5*c^2*g* r^2*x^2-96*a^5*b*g*r^3*x^2-336*a^5*b*c*r^3*x^2-576*a^5*b*c^2*r^2*x^2-160*a^5*b^ 2*c*r^2*x^2-8*a^6*g*q*r^2*x^2-16*a^6*c*g*r^2*x^2-64*a^6*c*q*r^2*x^2-96*a^4*b^2* r^4*x^2-8*a^4*b*r^5*x^2-160*a^4*b^3*r^3*x^2-28*a^5*g^2*r^3*x^2-12*a^5*g*r^4*x^2 -48*a^5*c*r^4*x^2-544*a^5*c^3*r^2*x^2-368*a^5*c^2*r^3*x^2-24*a^5*b*r^4*x^2-80*a ^5*b^2*r^3*x^2-8*a^6*g*r^3*x^2-16*a^6*q^2*r^2*x^2-16*a^6*q*r^3*x^2-32*a^6*c*r^3 *x^2-64*a^6*c^2*r^2*x^2-16*a^6*b*r^3*x^2-16*a^6*b*q*r^2*x^2-32*a^6*b*c*r^2*x^2-\ 192*a^5*b*c*g*r^2*x^2-1080*b*c^3*g^4+326232*a^2*b*c^2*p^2*q*x+253344*a^2*b*c^2* p*q^2*x-114672*a^2*b*c^2*p*q*x^2+28188*a^2*b*c*g^3*p*x+20580*a^2*b*c*g^3*q*x+ 77460*a^2*b*c*g^2*p^2*x+29688*a^2*b*c*g^2*p*x^2+44964*a^2*b*c*g^2*q^2*x+38064*a ^2*b*c*g^2*q*x^2+68532*a^2*b*c*g*p^3*x-29280*a^2*b*c*g*p^2*x^2+31452*a^2*b*c*g* q^3*x-18768*a^2*b*c*g*q^2*x^2+88320*a^2*b*c*p^3*q*x+116400*a^2*b*c*p^2*q^2*x-\ 63432*a^2*b*c*p^2*q*x^2+52824*a^2*b*c*p*q^3*x-61776*a^2*b*c*p*q^2*x^2+10800*a^2 *b*g^3*p*q*x+30978*a^2*b*g^2*p^2*q*x+23640*a^2*b*g^2*p*q^2*x+11988*a^2*b*g^2*p* q*x^2+28848*a^2*b*g*p^3*q*x+38436*a^2*b*g*p^2*q^2*x-10548*a^2*b*g*p^2*q*x^2+ 17100*a^2*b*g*p*q^3*x-8568*a^2*b*g*p*q^2*x^2+371040*a^2*c^3*g*p*q*x+169248*a^2* c^2*g^2*p*q*x+234996*a^2*c^2*g*p^2*q*x+200544*a^2*c^2*g*p*q^2*x-84792*a^2*c^2*g *p*q*x^2+30912*a^2*c*g^3*p*q*x+72774*a^2*c*g^2*p^2*q*x+62424*a^2*c*g^2*p*q^2*x+ 18144*a^3*b*g^2*p*q*x+30948*a^3*b*g*p^2*q*x+26496*a^3*b*g*p*q^2*x+11472*a^3*b*g *p*q*x^2+173712*a^3*c^2*g*p*q*x+49392*a^3*c*g^2*p*q*x+70092*a^3*c*g*p^2*q*x+ 66624*a^3*c*g*p*q^2*x-5760*a^3*c*g*p*q*x^2+57792*a^2*b^3*c*g*p*x+34320*a^2*b^3* c*g*q*x+72000*a^2*b^3*c*p*q*x+18864*a^2*b^3*g*p*q*x+249360*a^2*b^2*c^2*g*p*x+ 173040*a^2*b^2*c^2*g*q*x+300288*a^2*b^2*c^2*p*q*x+63120*a^2*b^2*c*g^2*p*x+41904 *a^2*b^2*c*g^2*q*x+114648*a^2*b^2*c*g*p^2*x+56592*a^2*b^2*c*g*p*x^2+53256*a^2*b ^2*c*g*q^2*x+56592*a^2*b^2*c*g*q*x^2+138864*a^2*b^2*c*p^2*q*x+96432*a^2*b^2*c*p *q^2*x-7200*a^2*b^2*c*p*q*x^2+22560*a^2*b^2*g^2*p*q*x+42720*a^2*b^2*g*p^2*q*x+ 28848*a^2*b^2*g*p*q^2*x+18864*a^2*b^2*g*p*q*x^2+420528*a^2*b*c^3*g*p*x+323664*a ^2*b*c^3*g*q*x+497088*a^2*b*c^3*p*q*x+175464*a^2*b*c^2*g^2*p*x+133152*a^2*b*c^2 *g^2*q*x+268056*a^2*b*c^2*g*p^2*x-1008*a^2*b*c^2*g*p*x^2+159576*a^2*b*c^2*g*q^2 *x+11232*a^2*b*c^2*g*q*x^2-24*c*g*p*q^5-132*c*g*p*q^4+1986*c*g*p*q^3-250656*b*c ^3*g*p*q^2*x^2-61392*b*c^2*g^3*p*q*x^2-128100*b*c^2*g^2*p^2*q*x^2-120732*b*c^2* g^2*p*q^2*x^2-100080*b*c^2*g*p^3*q*x^2-153720*b*c^2*g*p^2*q^2*x^2-88416*b*c^2*g *p*q^3*x^2-7824*b*c*g^4*p*q*x^2-25560*b*c*g^3*p^2*q*x^2-23868*b*c*g^3*p*q^2*x^2 -32892*b*c*g^2*p^3*q*x^2-50688*b*c*g^2*p^2*q^2*x^2-28476*b*c*g^2*p*q^3*x^2-\ 17952*b*c*g*p^4*q*x^2-40104*b*c*g*p^3*q^2*x^2-37680*b*c*g*p^2*q^3*x^2-14316*b*c *g*p*q^4*x^2+33072*a^4*b*c*g*p*x+28896*a^4*b*c*g*q*x+51936*a^4*b*c*p*q*x+13776* a^4*b*g*p*q*x+35952*a^4*c*g*p*q*x+66864*a^3*b^2*c*g*p*x+48768*a^3*b^2*c*g*q*x+ 93888*a^3*b^2*c*p*q*x+25296*a^3*b^2*g*p*q*x+179088*a^3*b*c^2*g*p*x+148032*a^3*b *c^2*g*q*x+238848*a^3*b*c^2*p*q*x+45456*a^3*b*c*g^2*p*x+36264*a^3*b*c*g^2*q*x+ 74592*a^3*b*c*g*p^2*x+27216*a^3*b*c*g*p*x^2+53328*a^3*b*c*g*q^2*x+44592*a^3*b*c *g*q*x^2+101928*a^3*b*c*p^2*q*x+86736*a^3*b*c*p*q^2*x-5472*a^3*b*c*p*q*x^2+ 86976*a^3*c^3*x^2-1134*a^3*g^4*x+5760*a^3*g^3*x^2+2112*a^3*p^4*x+192*a^3*p^3*x^ 2+588*a^3*q^4*x+4320*a^3*q^3*x^2-2016*a^2*b^5*x+13248*a^2*b^4*x^2+32256*a^2*c^5 *x+115680*a^2*c^4*x^2-348*a^2*g^5*x+2988*a^2*g^4*x^2+984*a^2*p^5*x-540*a^2*p^4* x^2+162*a^2*q^5*x+1032*a^2*q^4*x^2-288*a*b^6*x+4608*a*b^5*x^2+28032*a*c^6*x+ 79488*a*c^5*x^2-42*a*g^6*x+756*a*g^5*x^2+240*a*p^6*x-300*a*p^5*x^2+6*a*q^6*x-96 *a*q^5*x^2-14*b^2*c*g^5-384*b^6*c*x-144*b^6*g*x-192*b^6*p*x-3168*b^5*c^2*x+6912 *b^5*c*x^2-600*b^5*g^2*x+2880*b^5*g*x^2-624*b^5*p^2*x+2880*b^5*p*x^2+1728*b^5*q *x^2-7296*b^4*c^3*x+34848*b^4*c^2*x^2-924*b^4*g^3*x+5760*b^4*g^2*x^2+312*b^4*p^ 3*x+5808*b^4*p^2*x^2+1632*b^4*q^2*x^2-1056*b^3*c^4*x+86976*b^3*c^3*x^2-666*b^3* g^4*x+5760*b^3*g^3*x^2+1524*b^3*p^4*x+4320*b^3*p^3*x^2+192*b^3*q^3*x^2+16896*b^ 2*c^5*x+115680*b^2*c^4*x^2-228*b^2*g^5*x+2988*b^2*g^4*x^2+1134*b^2*p^5*x+1032*b ^2*p^4*x^2-540*b^2*q^4*x^2+21888*b*c^6*x+79488*b*c^5*x^2-30*b*g^6*x+756*b*g^5*x ^2+306*b*p^6*x-96*b*p^5*x^2-300*b*q^5*x^2+18048*c^6*g*x+36048*c^6*p*x+18864*c^6 *q*x+14592*c^5*g^2*x+52416*c^5*g*x^2+58032*c^5*p^2*x-536*a*g*b^2*c*q^3+3540*a*g *b^2*c*q^2+28100*a*g*b^2*c*q-304*a*b^4*g^2*p-24*a*b^4*g^2*q-1096*a*b^4*g*p^2-\ 696*a*b^4*p^2*q-30912*b^3*a*c^3*p+412*a*b^2*q^3-630*a*b^2*p^5-2730*a*b^2*p^4+ 1432*a*b^2*p^3+11376*a*b*c*p*q^4*x-54768*a*b*c*p*q^3*x^2+2880*a*b*g^4*p*q*x+ 12744*a*b*g^3*p^2*q*x+8568*a*b*g^3*p*q^2*x+4992*a*b*g^3*p*q*x^2+19620*a*b*g^2*p ^3*q*x+23568*a*b*g^2*p^2*q^2*x-6876*a*b*g^2*p^2*q*x^2+8988*a*b*g^2*p*q^3*x-6876 *a*b*g^2*p*q^2*x^2+12060*a*b*g*p^4*q*x+22356*a*b*g*p^3*q^2*x-15240*a*b*g*p^3*q* x^2+15468*a*b*g*p^2*q^3*x-20664*a*b*g*p^2*q^2*x^2+3588*a*b*g*p*q^4*x-15240*a*b* g*p*q^3*x^2+367104*a*c^4*g*p*q*x+233184*a*c^3*g^2*p*q*x+319788*a*c^3*g*p^2*q*x+ 250488*a*c^3*g*p*q^2*x-182640*a*c^3*g*p*q*x^2+68160*a*c^2*g^3*p*q*x+155334*a*c^ 2*g^2*p^2*q*x+121074*a*c^2*g^2*p*q^2*x-61152*a*c^2*g^2*p*q*x^2+128736*a*c^2*g*p ^3*q*x+172824*a*c^2*g*p^2*q^2*x-128508*a*c^2*g*p^2*q*x^2+78936*a*c^2*g*p*q^3*x-\ 126876*a*c^2*g*p*q^2*x^2+8784*a*c*g^4*p*q*x+31152*a*c*g^3*p^2*q*x+24036*a*c*g^3 *p*q^2*x-3876*a*c*g^3*p*q*x^2+42072*a*c*g^2*p^3*q*x-110016*a*b*c^3*g*q*x^2+ 431784*a*b*c^3*p^2*q*x+309720*a*b*c^3*p*q^2*x-254592*a*b*c^3*p*q*x^2+70740*a*b* c^2*g^3*p*x+48876*a*b*c^2*g^3*q*x+177516*a*b*c^2*g^2*p^2*x-5640*a*b*c^2*g^2*p*x ^2+86820*a*b*c^2*g^2*q^2*x-5640*a*b*c^2*g^2*q*x^2+155736*a*b*c^2*g*p^3*x-105120 *a*b*c^2*g*p^2*x^2+52248*a*b*c^2*g*q^3*x-105120*a*b*c^2*g*q^2*x^2+180816*a*b*c^ 2*p^3*q*x+218448*a*b*c^2*p^2*q^2*x-180072*a*b*c^2*p^2*q*x^2+90000*a*b*c^2*p*q^3 *x-180072*a*b*c^2*p*q^2*x^2+7854*a*b*c*g^4*p*x+5154*a*b*c*g^4*q*x+32910*a*b*c*g ^3*p^2*x+12336*a*b*c*g^3*p*x^2+15186*a*b*c*g^3*q^2*x+12336*a*b*c*g^3*q*x^2+ 48138*a*b*c*g^2*p^3*x-19416*a*b*c*g^2*p^2*x^2+15150*a*b*c*g^2*q^3*x-19416*a*b*c *g^2*q^2*x^2+28062*a*b*c*g*p^4*x-39348*a*b*c*g*p^3*x^2+5466*a*b*c*g*q^4*x-39348 *a*b*c*g*q^3*x^2+35232*a*b*c*p^4*q*x+64104*a*b*c*p^3*q^2*x-54768*a*b*c*p^3*q*x^ 2+45240*a*b*c*p^2*q^3*x-80064*a*b*c*p^2*q^2*x^2-1242*p^2*a*b^2*q^2+8010*p^2*a*b ^2*q+338*a*b^2*p*q^3+4682*a*b^2*p*q^2-1490*a*b^2*g^2*p^2+10814*a*b^2*g^2*p+756* a*b^2*g^2*q^2+5640*a*b^2*g^2*q-5482*b^2*g*a*p^3+10246*b^2*g*a*p^2+138*b^2*g*a*q ^3+2956*b^2*g*a*q^2-4814*a*b^2*p^3*q-11376*c^3*q^4*x^2+48*c^2*g^6*x+120*c^2*g^5 *x^2+474*c^2*p^6*x-2628*c^2*p^5*x^2+30*c^2*q^6*x-2628*c^2*q^5*x^2+24*c*g^6*x^2+ 24*c*p^7*x-300*c*p^6*x^2-300*c*q^6*x^2+18*g^6*p^2*x+12*g^6*p*x^2+6*g^6*q^2*x+12 *g^6*q*x^2+78*g^5*p^3*x+1324*a^2*b*q^3-36*g^5*p^2*x^2+18*g^5*q^3*x-36*g^5*q^2*x ^2+126*g^4*p^4*x-252*g^4*p^3*x^2+18*g^4*q^4*x-252*g^4*q^3*x^2+90*g^3*p^5*x-432* g^3*p^4*x^2+6*g^3*q^5*x-432*g^3*q^4*x^2+24*g^2*p^6*x-324*g^2*p^5*x^2-324*g^2*q^ 5*x^2-108*g*p^6*x^2-108*g*q^6*x^2+24*p^7*q*x+120*p^6*q^2*x-120*p^6*q*x^2+240*p^ 5*q^3*x-432*p^5*q^2*x^2+240*p^4*q^4*x-780*p^4*q^3*x^2+120*p^3*q^5*x-780*p^3*q^4 *x^2+24*p^2*q^6*x-432*p^2*q^5*x^2-120*p*q^6*x^2-864*a^6*b*x-1152*a^6*c*x-432*a^ 6*g*x+384*a^6*p*x-576*a^6*q*x-3744*a^5*b^2*x+4608*a^5*b*x^2-5664*a^5*c^2*x+6912 *a^5*c*x^2-1416*a^5*g^2*x+2880*a^5*g*x^2+1536*a^5*p^2*x+1728*a^5*p*x^2-528*a^5* q^2*x+2880*a^5*q*x^2-6336*a^4*b^3*x+13248*a^4*b^2*x^2-6528*a^4*c^3*x+34848*a^4* c^2*x^2-1812*a^4*g^3*x+5760*a^4*g^2*x^2+2496*a^4*p^3*x+1632*a^4*p^2*x^2+456*a^4 *q^3*x+5808*a^4*q^2*x^2-5184*a^3*b^4*x+18432*a^3*b^3*x^2+10656*a^3*c^4*x+57216* a*c*g^2*p^2*q^2*x-32184*a*c*g^2*p^2*q*x^2+25584*a*c*g^2*p*q^3*x-30876*a*c*g^2*p *q^2*x^2+23538*a*c*g*p^4*q*x+49308*a*c*g*p^3*q^2*x-38892*a*c*g*p^3*q*x^2+38604* a*c*g*p^2*q^3*x-56028*a*c*g*p^2*q^2*x^2+11136*a*c*g*p*q^4*x-38676*a*c*g*p*q^3*x ^2+12240*b^4*c*g*p*q*x+85680*b^3*c^2*g*p*q*x+23280*b^3*c*g^2*p*q*x+43680*b^3*c* g*p^2*q*x+19668*b^3*c*g*p*q^2*x-5760*b^3*c*g*p*q*x^2+240672*b^2*c^3*g*p*q*x+ 107808*b^2*c^2*g^2*p*q*x+174336*b^2*c^2*g*p^2*q*x+99036*b^2*c^2*g*p*q^2*x-84792 *b^2*c^2*g*p*q*x^2+19008*b^2*c*g^3*p*q*x+54144*b^2*c*g^2*p^2*q*x+29130*b^2*c*g^ 2*p*q^2*x-6756*b^2*c*g^2*p*q*x^2+53220*b^2*c*g*p^3*q*x+51972*b^2*c*g*p^2*q^2*x-\ 43416*b^2*c*g*p^2*q*x^2+14592*b^2*c*g*p*q^3*x-46620*b^2*c*g*p*q^2*x^2+299904*b* c^4*g*p*q*x+189216*b*c^3*g^2*p*q*x+277800*b*c^3*g*p^2*q*x+181524*b*c^3*g*p*q^2* x-182640*b*c^3*g*p*q*x^2+54624*b*c^2*g^3*p*q*x-21800*a*b^2*c*p^3*q-14488*a*b^2* c*p^2*q^2-17968*a*b^2*c*p^2*q+136*p*a*b^2*c*q^2+3248*a*b^2*c*g^2*p-23412*a*g*b^ 2*c*p^3-80*a*b^5*g*p-11904*b*c^6*g-8992*b*c^6*q-10720*b*c^5*g^2-5568*b*c^5*q^2-\ 27232*a^2*c^5*q-1184*a*b^4*c^2*q-6560*a*b^4*c^2*p-960*a^5*b*c*g-3552*a^5*b*c*p-\ 2304*a^5*b*c*q-2056*p*a*b^2*c*q^3-1596*a*b^2*c*g^3*q-1920*a*b^2*c*g^2*q^2+7140* a*b^2*c*g^2*q-2968*b^3*a*g*p^3-56*b^3*a*g^3*q-2176*b^3*a*g^2*p^2-404*b^3*a*g^3* p-2512*b^3*a*p^3*q-1120*b^3*a*p^2*q^2-56*b^3*a*g^2*q^2-9408*b^3*a*c^3*q-1680*b^ 3*a*c^2*q^2-100362*a^2*b*g*p*q*x-160518*a^2*c*g*p*q*x-260196*a*b^2*c*g*p*x-\ 205176*a*b^2*c*g*q*x-211236*a*b^2*c*p*q*x-87462*a*b^2*g*p*q*x-431628*a*b*c^2*g* p*x-392388*a*b*c^2*g*q*x-362784*a*b*c^2*p*q*x-180018*a*b*c*g^2*p*x-157734*a*b*c *g^2*q*x-139290*a*b*c*g*p^2*x-126366*a*b*c*g*q^2*x-118908*a*b*c*p^2*q*x-120132* a*b*c*p*q^2*x-64632*a*b*g^2*p*q*x-55410*a*b*g*p^2*q*x-50694*a*b*g*p*q^2*x-\ 250356*a*c^2*g*p*q*x-106374*a*c*g^2*p*q*x-74706*a*c*g*p^2*q*x-85326*a*c*g*p*q^2 *x-134202*b^2*c*g*p*q*x-238380*b*c^2*g*p*q*x-96930*b*c*g^2*p*q*x-85938*b*c*g*p^ 2*q*x-79158*b*c*g*p*q^2*x+4122*c*g^3*p*q-3042*c*g^2*p^4*q-4204*c*g^2*p^3*q^2-\ 7956*c*g^2*p^3*q-4586*p^2*g^2*c*q^2+4204*p^2*g^2*c*q-528*c*g^2*p*q^3-6600*c*g*p ^4*q-7004*p^3*g*c*q^2-1440*p^3*g*c*q-2204*p^2*c*g*q^3-172*c*g^5*p*q-1202*g^4*c* p^2*q-464*g^4*c*p*q^2-230*g^4*c*p*q-2900*g^3*c*p^3*q-2376*g^3*c*p^2*q^2-3296*g^ 3*c*p^2*q-476*c*g^3*p*q^3-626*c*g^3*p*q^2-1696*a^5*c*g*q-3744*a^5*c*p*q-13488*c ^2*g^2*p^3*q-11388*c^2*g^2*p^2*q^2-2592*p*c^2*g^2*q^3-1940*c^2*g^4*p*q-8850*c^2 *g*p^4*q-12138*c^2*g*p^3*q^2-5490*p^2*c^2*g*q^3-684*p*c^2*g*q^4+10752*p*c^2*g*q ^2-8396*g^3*c^2*p^2*q-3626*g^3*c^2*p*q^2-492*a^2*b*p^5-3504*a^2*b*p^4-1526*a^2* b*p^3+183924*a*b*c*g*p*x^2+183924*a*b*c*g*q*x^2+192240*a*b*c*p*q*x^2+71424*a*b* g*p*q*x^2+132828*a*c*g*p*q*x^2+132828*b*c*g*p*q*x^2-216630*a*b*c*g*p*x-151218*a *b*c*g*q*x-192240*a*b*c*p*q*x-71424*a*b*g*p*q*x-147138*a*c*g*p*q*x-118518*b*c*g *p*q*x-56*a^5*c*g^2*r^2*x^2-208*a^5*c*g*r^3*x^2-7940*a*b^2*c*p^4+2988*a*b^2*g^3 +3330*a*b^2*g^2+434*a*b^2*g^4-12480*b^2*c^5*g-4064*a*b^4*c*p^2-27168*a*b^2*c^4* q-10016*a*b^2*c^3*q^2-6280*a^2*c^3*q^3-7728*a^2*c^3*q^2+39224*a^2*c^3*q-29760*a ^2*c^3*p^3-67848*a^2*c^3*p^2+29800*a^2*c^3*p-7128*a^2*c^3*g^3+408*a^2*c^3*g^2-\ 21216*a^4*b*c*g*p*x^2-25248*a^4*b*c*g*q*x^2-37248*a^4*b*c*p*q*x^2-9600*a^4*b*g* p*q*x^2-24096*a^4*c*g*p*q*x^2-50592*a^3*b^2*c*g*p*x^2-53280*a^3*b^2*c*g*q*x^2-\ 82944*a^3*b^2*c*p*q*x^2-22080*a^3*b^2*g*p*q*x^2-128352*a^3*b*c^2*g*p*x^2-143328 *a^3*b*c^2*g*q*x^2-192768*a^3*b*c^2*p*q*x^2-31728*a^3*b*c*g^2*p*x^2-35376*a^3*b *c*g^2*q*x^2-46224*a^3*b*c*g*p^2*x^2-2892*a^4*g*p^2*q-2344*a^4*g*p*q^2-868*a^4* g*p*q-30720*b*c^7*x^2-12*b*p^7*x^2-20736*c^7*g*x^2-23808*c^7*p*x^2-23808*c^7*q* x^2-23040*c^6*g^2*x^2-30912*c^6*p^2*x^2-30912*c^6*q^2*x^2-13440*c^5*g^3*x^2-\ 21696*c^5*p^3*x^2-21696*c^5*q^3*x^2-4320*c^4*g^4*x^2-8832*c^4*p^4*x^2-8832*c^4* q^4*x^2-720*c^3*g^5*x^2-2064*c^3*p^5*x^2-2064*c^3*q^5*x^2-48*c^2*g^6*x^2-252*c^ 2*p^6*x^2-252*c^2*q^6*x^2-12*c*p^7*x^2-12*c*q^7*x^2-12*g^6*p^2*x^2-12*g^6*q^2*x ^2-48*g^5*p^3*x^2-14*b^2*g^5*p-48*g^5*q^3*x^2-72*g^4*p^4*x^2-72*g^4*q^4*x^2-48* g^3*p^5*x^2-48*g^3*q^5*x^2-12*g^2*p^6*x^2-12*g^2*q^6*x^2-12*p^7*q*x^2-72*p^6*q^ 2*x^2-180*p^5*q^3*x^2-240*p^4*q^4*x^2-180*p^3*q^5*x^2-72*p^2*q^6*x^2-12*p*q^7*x ^2+576*a^6*b*x^2+1152*a^6*c^2*x+768*a^6*c*x^2+288*a^6*g*x^2-192*a^6*p*x^2+288*a ^6*q^2*x+384*a^6*q*x^2+2880*a^5*b^2*x^2+9216*a^5*c^3*x+4416*a^5*c^2*x^2+1008*a^ 5*g^2*x^2-768*a^5*p^2*x^2+672*a^5*q^3*x+576*a^5*q^2*x^2+5760*a^4*b^3*x^2+31104* a^4*c^4*x+6912*a^4*c^3*x^2+1368*a^4*g^3*x^2-1248*a^4*p^3*x^2+576*a^4*q^4*x-384* a^4*q^3*x^2+5760*a^3*b^4*x^2+56832*a^3*c^5*x-4800*a^3*c^4*x^2+900*a^3*g^4*x^2-\ 1056*a^3*p^4*x^2+216*a^3*q^5*x-1056*a^3*q^4*x^2+2880*a^2*b^5*x^2+59136*a^2*c^6* x-24576*a^2*c^5*x^2-23424*a^4*c^4*x^2-51072*a^2*c^6*x^2-768*a^6*c^2*x^2-108*a^2 *q^6*x^2-384*a^3*q^5*x^2-30720*a*c^7*x^2-192*a^6*q^2*x^2-6528*a^5*c^3*x^2-576*a ^5*q^3*x^2-12*a*q^7*x^2-45696*a^3*c^5*x^2-672*a^4*q^4*x^2-768*b^6*c^2*x^2-192*b ^6*p^2*x^2-6528*b^5*c^3*x^2-576*b^5*p^3*x^2-23424*b^4*c^4*x^2-672*b^4*p^4*x^2-\ 45696*b^3*c^5*x^2-384*b^3*p^5*x^2-51072*b^2*c^6*x^2-108*b^2*p^6*x^2-2256*a^5*c* g*p-1692*p^3*a^2*q+660*p^2*a^2*q^2+1002*a^2*p*q^3-2144*a^3*b^3*c*g-8064*a^3*b^3 *c*p-2880*a^3*b^3*c*q+288*a^2*g^5*x^2-492*a^2*p^5*x^2+30*a^2*q^6*x-648*a^2*q^5* x^2+576*a*b^6*x^2+33024*a*c^7*x-24960*a*c^6*x^2+36*a*g^6*x^2-120*a*p^6*x^2-156* a*q^6*x^2+384*b^6*c^2*x+768*b^6*c*x^2+288*b^6*g*x^2+96*b^6*p^2*x+384*b^6*p*x^2-\ 192*b^6*q*x^2+3840*b^5*c^3*x+4416*b^5*c^2*x^2+1008*b^5*g^2*x^2+480*b^5*p^3*x+ 576*b^5*p^2*x^2-768*b^5*q^2*x^2+15744*b^4*c^4*x+6912*b^4*c^3*x^2+1368*b^4*g^3*x ^2+768*b^4*p^4*x-384*b^4*p^3*x^2-1248*b^4*q^3*x^2+34560*b^3*c^5*x-4800*b^3*c^4* x^2+900*b^3*g^4*x^2+552*b^3*p^5*x-1056*b^3*p^4*x^2-1056*b^3*q^4*x^2+43008*b^2*c ^6*x-24576*b^2*c^5*x^2+288*b^2*g^5*x^2+186*b^2*p^6*x-648*b^2*p^5*x^2-492*b^2*q^ 5*x^2+28416*b*c^7*x-24960*b*c^6*x^2+36*b*g^6*x^2+24*b*p^7*x-156*b*p^6*x^2-120*b *q^6*x^2+20736*c^7*g*x+27456*c^7*p*x+20160*c^7*q*x+23040*c^6*g^2*x-18048*c^6*g* x^2+40368*c^6*p^2*x-27456*c^6*p*x^2+54*a^2*b*q^4+21456*c^6*q^2*x-27456*c^6*q*x^ 2+13440*c^5*g^3*x-14592*c^5*g^2*x^2+31608*c^5*p^3*x-37440*c^5*p^2*x^2+11784*c^5 *q^3*x-37440*c^5*q^2*x^2+4320*c^4*g^4*x-5184*c^4*g^3*x^2+14172*c^4*p^4*x-27360* c^4*p^3*x^2+3492*c^4*q^4*x-27360*c^4*q^3*x^2+720*c^3*g^5*x-528*c^3*g^4*x^2+3606 *c^3*p^5*x-11376*c^3*p^4*x^2+522*c^3*q^5*x-54*a^2*g^5*p-96*a^2*g*p^5-2478*a^2*g *p^4-402*a^2*g^4*p^2+100*a^2*g^4*p-810*a^2*g^3*p^3-1486*a^2*g^3*p^2+2954*a^2*g^ 3*p-558*g^2*a^2*p^4-3580*g^2*a^2*p^3+1366*g^2*a^2*p^2-13856*a^4*b*c^2*q-2272*a^ 4*b^2*c*g-4128*a^4*b^2*c*q-35648*b^2*c^2*a*p^3-1144*b^2*c^2*a*q^3+4288*a^4*b*c* q-4448*a^4*b*c*q^2-784*a^4*b^2*g*q-2848*a^4*b^2*p*q-8352*a^4*b^2*c*p-2064*a^4*b ^2*g*p+46272*c^5*p*x^2+16848*c^5*q^2*x+46272*c^5*q*x^2+5184*c^4*g^3*x+50784*c^4 *g^2*x^2+47172*c^4*p^3*x+34512*c^4*p^2*x^2+7548*c^4*q^3*x+34512*c^4*q^2*x^2+528 *c^3*g^4*x+26448*c^3*g^3*x^2+21024*c^3*p^4*x+10320*c^3*p^3*x^2+1728*c^3*q^4*x+ 10320*c^3*q^3*x^2-120*c^2*g^5*x+7776*c^2*g^4*x^2+5076*c^2*p^5*x+300*c^2*p^4*x^2 +180*c^2*q^5*x+300*c^2*q^4*x^2-24*c*g^6*x+1200*c*g^5*x^2+594*c*p^6*x-396*c*p^5* x^2+6*c*q^6*x-396*c*q^5*x^2-12*g^6*p*x-12*g^6*q*x+72*g^5*p^2*x+420*g^5*p*x^2+ 420*g^5*q*x^2+444*g^4*p^3*x+876*g^4*p^2*x^2+60*g^4*q^3*x+876*g^4*q^2*x^2+780*g^ 3*p^4*x+696*g^3*p^3*x^2+84*g^3*q^4*x+696*g^3*q^3*x^2+600*g^2*p^5*x+36*g^2*p^4*x ^2-384*b^2*c^2*g^4+48*g^2*q^5*x+36*g^2*q^4*x^2+204*g*p^6*x-180*g*p^5*x^2+12*g*q ^6*x-180*g*q^5*x^2+240*p^6*q*x+720*p^5*q^2*x-84*p^5*q*x^2+960*p^4*q^3*x+96*p^4* q^2*x^2+600*p^3*q^4*x+264*p^3*q^3*x^2+144*p^2*q^5*x+96*p^2*q^4*x^2-84*p*q^5*x^2 -6624*a^5*b*x-10464*a^5*c*x-4272*a^5*g*x-2160*a^5*p*x-4080*a^5*q*x-16416*a^4*b^ 2*x-47856*a^4*c^2*x-7968*a^4*g^2*x-984*a^4*p^2*x+6672*a^4*p*x^2-6360*a^4*q^2*x-\ 18432*a^3*b^3*x-108192*a^3*c^3*x-7332*a^3*g^3*x-22*a*c*g^6*r*x-392*a*c*g^5*r^2* x-777*a*c*g^5*r*x^2-190*a*c*g^4*r^3*x+1872*a*c*g^4*r^2*x^2+464*a*c*g^3*r^4*x+ 3898*a*c*g^3*r^3*x^2+284*a*c*g^2*r^5*x+567*a*c*g^2*r^4*x^2+8*a*c*g*r^6*x-522*a* c*g*r^5*x^2-168*a*c*p^6*r*x+976*a*c*p^5*r*x^2+2044*a*c^2*g^2*r^4*x+18112*a*c^2* g^2*r^3*x^2+904*a*c^2*g*r^5*x+2194*a*c^2*g*r^4*x^2-2560*a*c^2*p^5*r*x+3659*a*c^ 2*p^4*r*x^2-864*a*c^2*q^5*r*x+601*a*c^2*q^4*r*x^2+10384*c^5*r*x+43848*c^4*r^2*x +55472*c^4*r*x^2+4812*a^4*r*x^2-4772*a^3*r^2*x^2+4812*b^4*r*x^2-4772*b^3*r^2*x^ 2-10384*c^5*r*x^2-43848*c^4*r^2*x^2+2816*a*b^4*c+400*a*b^4*q-9168*b^3*r*x-13536 *a^3*r*x+11352*b^3*r*x^2+11352*a^3*r*x^2-792*a*b^4*p^3+448*a*b^4*p^2+1976*a*b^4 *p+1265*c^2*p^4*q*r-492*a^2*p^5*q-1338*a^2*p^4*q^2-2850*a^2*p^4*q-1246*p^3*a^2* q^3-4024*p^3*a^2*q^2-446*p^2*a^2*q^4-1900*p^2*a^2*q^3-232*a^2*p*q^4-2664*a^2*g* p^3-582*a*c*g^5*p*r*x-428*a*c*g^5*q*r*x-3108*a*c*g^4*p^2*r*x-4325*a*c*g^4*p*r*x ^2-1776*a*c*g^4*q^2*r*x-4993*a*c*g^4*q*r*x^2-5706*a*c*g^3*p^3*r*x-5703*a*c*g^3* p^2*r*x^2-2768*a*c*g^3*q^3*r*x-8599*a*c*g^3*q^2*r*x^2-4410*a*c*g^2*p^4*r*x-21*a *c*g^2*p^3*r*x^2-3048*a^3*b^2*p*q^2+824*a^3*b^2*p*q-6576*a^3*b^2*p^2*q-752*a^3* b^2*g^2*q-1072*a^3*b^2*g*q^2+4616*a^3*b^2*g*q-13056*b^2*c^4*g*q-28288*b^2*c^4*p *q-38240*b^2*c^4*g*p-7008*b^2*c^3*g^2*q-4008*b^2*c^3*g*q^2-10560*b^2*c^3*p*q^2-\ 33328*b^2*c^3*p^2*q-22488*b^2*c^3*g^2*p-42288*b^2*c^3*g*p^2-37056*a^3*b*c^3*q-\ 32800*a^3*b*c^3*g-66240*a^3*b*c^3*p-11616*a^3*b*c^2*g^2+17296*a^3*b*c^2*g-5848* b^2*c^2*g^3*p-48048*a^3*b*c^2*p^2-24112*a^3*b*c^2*p-15648*a^3*b*c^2*q^2+3584*a^ 3*b*c^2*q-1416*b^2*c^2*g^2*q^2-1520*b^2*c^2*g^3*q-19452*b^2*c^2*g^2*p^2-21512*c ^2*g*b^2*p^3-328*c^2*g*b^2*q^3-1240*p*c^2*b^2*q^3-18906*b*g^2*p^2*q*x-15564*b*g ^2*p*q^2*x-8556*b*g*p^3*q*x-15066*b*g*p^2*q^2*x-8076*b*g*p*q^3*x-131904*c^3*g*p *q*x-80928*c^2*g^2*p*q*x-59904*c^2*g*p^2*q*x-68136*c^2*g*p*q^2*x-21864*c*g^3*p* q*x-27174*c*g^2*p^2*q*x-27666*c*g^2*p*q^2*x-7794*c*g*p^3*q*x-21888*c*g*p^2*q^2* x-14646*c*g*p*q^3*x-43512*a*b^2*p*q*x-33360*a*b*p*q^2*x-26610*b^2*g^2*p*q*x-\ 27678*b^2*g*p^2*q*x-20724*b^2*g*p*q^2*x-222972*b*c^3*g*p*x-200988*b*c^3*g*q*x-\ 193920*b*c^3*p*q*x-137346*b*c^2*g^2*p*x-116376*b*c^2*g^2*q*x-110970*b*c^2*g*p^2 *x-99678*b*c^2*g*q^2*x-95556*b*c^2*p^2*q*x-98934*b*c^2*p*q^2*x-37272*b*c*g^3*p* x-30000*b*c*g^3*q*x-48204*b*c*g^2*p^2*x-36996*b*c*g^2*q^2*x-17964*b*c*g*p^3*x-\ 20976*b*c*g*q^3*x-16020*b*c*p^3*q*x-33696*b*c*p^2*q^2*x-21396*b*c*p*q^3*x-12990 *b*g^3*p*q*x-17508*a*g^2*p^2*q*x-18318*a*g^2*p*q^2*x-4524*a*g*p^3*q*x-13854*a*g *p^2*q^2*x-8892*a*g*p*q^3*x-72888*b^3*c*g*p*x-48828*b^3*c*g*q*x-58044*b^3*c*p*q *x-22290*b^3*g*p*q*x-199416*b^2*c^2*g*p*x-154836*b^2*c^2*g*q*x-167316*b^2*c^2*p *q*x-81726*b^2*c*g^2*p*x-59436*b^2*c*g^2*q*x-76638*b^2*c*g*p^2*x-49260*b^2*c*g* q^2*x-63978*b^2*c*p^2*q*x-54492*b^2*c*p*q^2*x-236436*a*c^3*g*q*x-193728*a*c^3*p *q*x-140256*a*c^2*g^2*p*x-142134*a*c^2*g^2*q*x-87522*a*c^2*g*p^2*x-117462*a*c^2 *g*q^2*x-75858*a*c^2*p^2*q*x-97428*a*c^2*p*q^2*x-38232*a*c*g^3*p*x-37896*a*c*g^ 3*q*x-38868*a*c*g^2*p^2*x-46812*a*c*g^2*q^2*x-3792*a*c*g*p^3*x-24204*a*c*g*q^3* x-5436*a*c*p^3*q*x-26784*a*c*p^2*q^2*x-20412*a*c*p*q^3*x-14802*a*g^3*p*q*x-\ 341472*a*b*c^3*p*x-325728*a*b*c^3*q*x-233472*a*b*c^2*g^2*x-154524*a*b*c^2*p^2*x -159924*a*b*c^2*q^2*x-63168*a*b*c*g^3*x-19272*a*b*c*p^3*x-33144*a*b*c*q^3*x-\ 24564*a*b*g^3*p*x-21036*a*b*g^3*q*x-30444*a*b*g^2*p^2*x-24900*a*b*g^2*q^2*x-\ 10056*a*b*g*p^3*x-12576*a*b*g*q^3*x-9660*a*b*p^3*q*x-20688*a*b*p^2*q^2*x-12420* a*b*p*q^3*x-225300*a*c^3*g*p*x-49218*a*b^2*g*p^2*x-31812*a*b^2*g*q^2*x-40710*a* b^2*p^2*q*x-33588*a*b^2*p*q^2*x-382944*a*b*c^3*g*x-41130*a*b^2*g^2*q*x-36792*a* b^3*p*q*x-313584*a*b^2*c^2*g*x-309984*a*b^2*c^2*p*x-256896*a*b^2*c^2*q*x-128568 *a*b^2*c*g^2*x-111084*a*b^2*c*p^2*x-81960*a*b^2*c*q^2*x-54018*a*b^2*g^2*p*x-\ 87684*a^2*c*g^2*p*x-94890*a^2*c*g^2*q*x-49356*a^2*c*g*p^2*x-76722*a^2*c*g*q^2*x -46524*a^2*c*p^2*q*x-61230*a^2*c*p*q^2*x-34686*a^2*g^2*p*q*x-23172*a^2*g*p^2*q* x-28050*a^2*g*p*q^2*x-106416*a*b^3*c*g*x-115872*a*b^3*c*p*x-83424*a*b^3*c*q*x-\ 47808*a*b^3*g*p*x-33288*a*b^3*g*q*x-68616*a^2*b^2*g*q*x-68064*a^2*b^2*p*q*x-\ 373680*a^2*b*c^2*g*x-321024*a^2*b*c^2*p*x-312960*a^2*b*c^2*q*x-154152*a^2*b*c*g ^2*x-92568*a^2*b*c*p^2*x-101892*a^2*b*c*q^2*x-57174*a^2*b*g^2*p*x-53286*a^2*b*g ^2*q*x-41604*a^2*b*g*p^2*x-42078*a^2*b*g*q^2*x-37380*a^2*b*p^2*q*x-38514*a^2*b* p*q^2*x-210012*a^2*c^2*g*p*x-230184*a^2*c^2*g*q*x-181452*a^2*c^2*p*q*x-129600*a ^3*b*c*p*x-133440*a^3*b*c*q*x-55272*a^3*b*g*p*x-56016*a^3*b*g*q*x-48456*a^3*b*p *q*x-82260*a^3*c*g*p*x-98712*a^3*c*g*q*x-75012*a^3*c*p*q*x-33294*a^3*g*p*q*x-\ 207264*a^2*b^2*c*g*x-197400*a^2*b^2*c*p*x-166920*a^2*b^2*c*q*x-83784*a^2*b^2*g* p*x+19152*c*g^2*p^2*q^2*x+27420*c*g^2*p^2*q*x^2+6024*c*g^2*p*q^3*x+27420*c*g^2* p*q^2*x^2+15708*c*g*p^4*q*x+23280*c*g*p^3*q^2*x+11220*c*g*p^3*q*x^2+13680*c*g*p ^2*q^3*x+21888*c*g*p^2*q^2*x^2+2772*c*g*p*q^4*x+11220*c*g*p*q^3*x^2-157680*a^3* b*c*g*x+113568*c^4*g*p*q*x+63648*c^3*g^2*p*q*x+130002*c^3*g*p^2*q*x+72318*c^3*g *p*q^2*x+131904*c^3*g*p*q*x^2+14472*c^2*g^3*p*q*x+57828*c^2*g^2*p^2*q*x+30228*c ^2*g^2*p*q^2*x+80928*c^2*g^2*p*q*x^2+66984*c^2*g*p^3*q*x+65088*c^2*g*p^2*q^2*x+ 64020*c^2*g*p^2*q*x^2+21384*c^2*g*p*q^3*x+64020*c^2*g*p*q^2*x^2+840*c*g^4*p*q*x +9870*c*g^3*p^2*q*x+4530*c*g^3*p*q^2*x+21864*c*g^3*p*q*x^2+20880*c*g^2*p^3*q*x+ 27852*b*c*p^3*q^2*x+18216*b*c*p^3*q*x^2+14028*b*c*p^2*q^3*x+30240*b*c*p^2*q^2*x ^2+1626*b*c*p*q^4*x+13416*b*c*p*q^3*x^2-792*b*g^4*p*q*x+1812*b*g^3*p^2*q*x+114* b*g^3*p*q^2*x+13896*b*g^3*p*q*x^2+7326*b*g^2*p^3*q*x+5130*b*g^2*p^2*q^2*x+18612 *b*g^2*p^2*q*x^2+1050*b*g^2*p*q^3*x+16536*b*g^2*p*q^2*x^2+6660*b*g*p^4*q*x+8610 *b*g*p^3*q^2*x+8724*b*g*p^3*q*x^2+4002*b*g*p^2*q^3*x+14460*b*g*p^2*q^2*x^2+444* b*g*p*q^4*x+6300*b*g*p*q^3*x^2+114216*b*c^2*g*p^2*x^2+4146*b*c^2*g*q^3*x+93600* b*c^2*g*q^2*x^2+83820*b*c^2*p^3*q*x+74340*b*c^2*p^2*q^2*x+96492*b*c^2*p^2*q*x^2 +19236*b*c^2*p*q^3*x+87396*b*c^2*p*q^2*x^2-1188*b*c*g^4*p*x-1866*b*c*g^4*q*x+ 8292*b*c*g^3*p^2*x+37584*b*c*g^3*p*x^2-672*b*c*g^3*q^2*x+34116*b*c*g^3*q*x^2+ 23154*b*c*g^2*p^3*x+47508*b*c*g^2*p^2*x^2+930*b*c*g^2*q^3*x+37932*b*c*g^2*q^2*x ^2+18954*b*c*g*p^4*x+21084*b*c*g*p^3*x^2+462*b*c*g*q^4*x+12384*b*c*g*q^3*x^2+ 20334*b*c*p^4*q*x+119688*b*c^4*g*p*x+44112*b*c^4*g*q*x+133224*b*c^4*p*q*x+54888 *b*c^3*g^2*p*x+11664*b*c^3*g^2*q*x+144288*b*c^3*g*p^2*x+229704*b*c^3*g*p*x^2+ 20868*b*c^3*g*q^2*x+213144*b*c^3*g*q*x^2+158076*b*c^3*p^2*q*x+77172*b*c^3*p*q^2 *x+193824*b*c^3*p*q*x^2+6714*b*c^2*g^3*p*x-3564*b*c^2*g^3*q*x+58020*b*c^2*g^2*p ^2*x+139740*b*c^2*g^2*p*x^2+3882*b*c^2*g^2*q^2*x+128316*b*c^2*g^2*q*x^2+77586*b *c^2*g*p^3*x+27864*b^2*g*p^2*q*x^2+18*b^2*g*p*q^3*x+21948*b^2*g*p*q^2*x^2+11496 *b^2*c*g^2*p^2*x+88308*b^2*c*g^2*p*x^2-4596*b^2*c*g^2*q^2*x+73560*b^2*c*g^2*q*x ^2+27816*b^2*c*g*p^3*x+76680*b^2*c*g*p^2*x^2-1428*b^2*c*g*q^3*x+49308*b^2*c*g*q ^2*x^2+30732*b^2*c*p^3*q*x+20748*b^2*c*p^2*q^2*x+62604*b^2*c*p^2*q*x^2+1692*b^2 *c*p*q^3*x+50508*b^2*c*p*q^2*x^2-2934*b^2*g^3*p*q*x+1848*b^2*g^2*p^2*q*x-1122*b ^2*g^2*p*q^2*x+30648*b^2*g^2*p*q*x^2+8322*b^2*g*p^3*q*x+4386*b^2*g*p^2*q^2*x+ 65544*b^3*c*g*q*x^2+9300*b^3*c*p^2*q*x-2664*b^3*c*p*q^2*x+66528*b^3*c*p*q*x^2-\ 4722*b^3*g^2*p*q*x-348*b^3*g*p^2*q*x-2142*b^3*g*p*q^2*x+27792*b^3*g*p*q*x^2+ 55248*b^2*c^3*g*p*x-2496*b^2*c^3*g*q*x+72624*b^2*c^3*p*q*x+2124*b^2*c^2*g^2*p*x -16452*b^2*c^2*g^2*q*x+65736*b^2*c^2*g*p^2*x+214800*b^2*c^2*g*p*x^2-6000*b^2*c^ 2*g*q^2*x+182424*b^2*c^2*g*q*x^2+77196*b^2*c^2*p^2*q*x+23976*b^2*c^2*p*q^2*x+ 174384*b^2*c^2*p*q*x^2-6708*b^2*c*g^3*p*x-7206*b^2*c*g^3*q*x+3114*a*g^2*p*q^3*x +18612*a*g^2*p*q^2*x^2+7788*a*g*p^4*q*x+12270*a*g*p^3*q^2*x+6300*a*g*p^3*q*x^2+ 7854*a*g*p^2*q^3*x+14460*a*g*p^2*q^2*x^2+1860*a*g*p*q^4*x+8724*a*g*p*q^3*x^2-\ 10488*b^4*c*g*p*x-7536*b^4*c*g*q*x-5880*b^4*c*p*q*x-3252*b^4*g*p*q*x-8712*b^3*c ^2*g*p*x-21432*b^3*c^2*g*q*x+3408*b^3*c^2*p*q*x-13104*b^3*c*g^2*p*x-11376*b^3*c *g^2*q*x+4560*b^3*c*g*p^2*x+85800*b^3*c*g*p*x^2-6288*b^3*c*g*q^2*x+34116*a*c*g^ 3*p*x^2+612*a*c*g^3*q^2*x+37584*a*c*g^3*q*x^2+28950*a*c*g^2*p^3*x+37932*a*c*g^2 *p^2*x^2+4110*a*c*g^2*q^3*x+47508*a*c*g^2*q^2*x^2+21186*a*c*g*p^4*x+12384*a*c*g *p^3*x^2+2478*a*c*g*q^4*x+21084*a*c*g*q^3*x^2+23526*a*c*p^4*q*x+38388*a*c*p^3*q ^2*x+13416*a*c*p^3*q*x^2+25524*a*c*p^2*q^3*x+30240*a*c*p^2*q^2*x^2+6258*a*c*p*q ^4*x+18216*a*c*p*q^3*x^2-624*a*g^4*p*q*x+3534*a*g^3*p^2*q*x+1164*a*g^3*p*q^2*x+ 13896*a*g^3*p*q*x^2+9918*a*g^2*p^3*q*x+9102*a*g^2*p^2*q^2*x+16536*a*g^2*p^2*q*x ^2-858*a*c^2*g^3*q*x+76374*a*c^2*g^2*p^2*x+128316*a*c^2*g^2*p*x^2+16044*a*c^2*g ^2*q^2*x+139740*a*c^2*g^2*q*x^2+93558*a*c^2*g*p^3*x+93600*a*c^2*g*p^2*x^2+16854 *a*c^2*g*q^3*x+114216*a*c^2*g*q^2*x^2+105996*a*c^2*p^3*q*x+113148*a*c^2*p^2*q^2 *x+87396*a*c^2*p^2*q*x^2+42660*a*c^2*p*q^3*x+96492*a*c^2*p*q^2*x^2-414*a*c*g^4* p*x-2148*a*c*g^4*q*x+12552*a*c*g^3*p^2*x+11316*a*b*g*p^3*x^2+378*a*b*g*q^4*x+ 11316*a*b*g*q^3*x^2+10350*a*b*p^4*q*x+15060*a*b*p^3*q^2*x+11040*a*b*p^3*q*x^2+ 8460*a*b*p^2*q^3*x+20688*a*b*p^2*q^2*x^2+1410*a*b*p*q^4*x+11040*a*b*p*q^3*x^2+ 155568*a*c^4*g*p*x+76728*a*c^4*g*q*x+192792*a*c^4*p*q*x+75360*a*c^3*g^2*p*x+ 28392*a*c^3*g^2*q*x+182220*a*c^3*g*p^2*x+213144*a*c^3*g*p*x^2+52272*a*c^3*g*q^2 *x+229704*a*c^3*g*q*x^2+214332*a*c^3*p^2*q*x+131988*a*c^3*p*q^2*x+193824*a*c^3* p*q*x^2+12252*a*c^2*g^3*p*x+228552*a*b*c^3*p^2*x+333600*a*b*c^3*p*x^2+47352*a*b *c^3*q^2*x+333600*a*b*c^3*q*x^2-23040*a*b*c^2*g^3*x+233472*a*b*c^2*g^2*x^2+ 120540*a*b*c^2*p^3*x+157224*a*b*c^2*p^2*x^2+12180*a*b*c^2*q^3*x+157224*a*b*c^2* q^2*x^2-6696*a*b*c*g^4*x+63168*a*b*c*g^3*x^2+28356*a*b*c*p^4*x+26208*a*b*c*p^3* x^2+1116*a*b*c*q^4*x+26208*a*b*c*q^3*x^2-2166*a*b*g^4*p*x-2298*a*b*g^4*q*x+1944 *a*b*g^3*p^2*x+22800*a*b*g^3*p*x^2-1752*a*b*g^3*q^2*x+22800*a*b*g^3*q*x^2+10722 *a*b*g^2*p^3*x+27672*a*b*g^2*p^2*x^2+246*a*b*g^2*q^3*x+27672*a*b*g^2*q^2*x^2+ 9438*a*b*g*p^4*x-1824*a*b^2*c^2*q^2*x+288960*a*b^2*c^2*q*x^2-22752*a*b^2*c*g^3* x+141360*a*b^2*c*g^2*x^2+45288*a*b^2*c*p^3*x+106488*a*b^2*c*p^2*x^2-1512*a*b^2* c*q^3*x+87264*a*b^2*c*q^2*x^2-8232*a*b^2*g^3*p*x-6960*a*b^2*g^3*q*x+96*a*b^2*g^ 2*p^2*x+53652*a*b^2*g^2*p*x^2-4458*a*b^2*g^2*q^2*x+49152*a*b^2*g^2*q*x^2+12156* a*b^2*g*p^3*x+45648*a*b^2*g*p^2*x^2-828*a*b^2*g*q^3*x+36708*a*b^2*g*q^2*x^2+ 14856*a*b^2*p^3*q*x+10200*a*b^2*p^2*q^2*x+39612*a*b^2*p^2*q*x^2+1272*a*b^2*p*q^ 3*x+35484*a*b^2*p*q^2*x^2+37248*a*b*c^4*g*x+189312*a*b*c^4*p*x+79680*a*b*c^4*q* x-17760*a*b*c^3*g^2*x+382944*a*b*c^3*g*x^2-3552*a*b^3*g*p^2*x+51912*a*b^3*g*p*x ^2-4332*a*b^3*g*q^2*x+44280*a*b^3*g*q*x^2+1500*a*b^3*p^2*q*x-2628*a*b^3*p*q^2*x +42624*a*b^3*p*q*x^2-44016*a*b^2*c^3*g*x+91680*a*b^2*c^3*p*x+6048*a*b^2*c^3*q*x -60168*a*b^2*c^2*g^2*x+343632*a*b^2*c^2*g*x^2+109008*a*b^2*c^2*p^2*x+311472*a*b ^2*c^2*p*x^2-12240*a*b^4*c*q*x-9624*a*b^4*g*p*x-5448*a*b^4*g*q*x-5136*a*b^4*p*q *x-61392*a*b^3*c^2*g*x-9216*a*b^3*c^2*p*x-30240*a*b^3*c^2*q*x-33960*a*b^3*c*g^2 *x+132048*a*b^3*c*g*x^2+10632*a*b^3*c*p^2*x+124656*a*b^3*c*p*x^2-9648*a*b^3*c*q ^2*x+106512*a*b^3*c*q*x^2-13464*a*b^3*g^2*p*x-9360*a*b^3*g^2*q*x+44196*a^2*c*g* p^3*x+49308*a^2*c*g*p^2*x^2+8544*a^2*c*g*q^3*x+76680*a^2*c*g*q^2*x^2+51348*a^2* c*p^3*q*x+58308*a^2*c*p^2*q^2*x+50508*a^2*c*p^2*q*x^2+24420*a^2*c*p*q^3*x+62604 *a^2*c*p*q^2*x^2-1818*a^2*g^3*p*q*x+9714*a^2*g^2*p^2*q*x+3888*a^2*g^2*p*q^2*x+ 30648*a^2*g^2*p*q*x^2+15606*a^2*g*p^3*q*x+16206*a^2*g*p^2*q^2*x+21948*a^2*g*p^2 *q*x^2+6438*a^2*g*p*q^3*x+27864*a^2*g*p*q^2*x^2-22176*a*b^4*c*g*x-15600*a*b^4*c *p*x+27732*a^2*c^2*g^2*p*x-5580*a^2*c^2*g^2*q*x+120672*a^2*c^2*g*p^2*x+182424*a ^2*c^2*g*p*x^2+30792*a^2*c^2*g*q^2*x+214800*a^2*c^2*g*q*x^2+156936*a^2*c^2*p^2* q*x+102324*a^2*c^2*p*q^2*x+174384*a^2*c^2*p*q*x^2-1890*a^2*c*g^3*p*x-9348*a^2*c *g^3*q*x+31212*a^2*c*g^2*p^2*x+73560*a^2*c*g^2*p*x^2+1248*a^2*c*g^2*q^2*x+88308 *a^2*c*g^2*q*x^2+106488*a^2*b*c*q^2*x^2-6984*a^2*b*g^3*p*x-9312*a^2*b*g^3*q*x+ 6450*a^2*b*g^2*p^2*x+49152*a^2*b*g^2*p*x^2-5544*a^2*b*g^2*q^2*x+53652*a^2*b*g^2 *q*x^2+17484*a^2*b*g*p^3*x+36708*a^2*b*g*p^2*x^2+540*a^2*b*g*q^3*x+45648*a^2*b* g*q^2*x^2+20136*a^2*b*p^3*q*x+19320*a^2*b*p^2*q^2*x+35484*a^2*b*p^2*q*x^2+6552* a^2*b*p*q^3*x+39612*a^2*b*p*q^2*x^2+117216*a^2*c^3*g*p*x+46224*a^2*c^3*g*q*x+ 183696*a^2*c^3*p*q*x+137760*a^2*b*c^3*p*x+41376*a^2*b*c^3*q*x-66840*a^2*b*c^2*g ^2*x+343632*a^2*b*c^2*g*x^2+149568*a^2*b*c^2*p^2*x+288960*a^2*b*c^2*p*x^2+26448 *a^2*b*c^2*q^2*x+311472*a^2*b*c^2*q*x^2-26448*a^2*b*c*g^3*x+141360*a^2*b*c*g^2* x^2+56904*a^2*b*c*p^3*x+87264*a^2*b*c*p^2*x^2+6792*a^2*b*c*q^3*x-61248*a^2*b^2* c*g^2*x+207264*a^2*b^2*c*g*x^2+38304*a^2*b^2*c*p^2*x+182160*a^2*b^2*c*p*x^2-\ 8928*a^2*b^2*c*q^2*x+182160*a^2*b^2*c*q*x^2-19296*a^2*b^2*g^2*p*x-19776*a^2*b^2 *g^2*q*x+2976*a^2*b^2*g*p^2*x+76200*a^2*b^2*g*p*x^2-8448*a^2*b^2*g*q^2*x+76200* a^2*b^2*g*q*x^2+11496*a^2*b^2*p^2*q*x+1752*a^2*b^2*p*q^2*x+68064*a^2*b^2*p*q*x^ 2-40848*a^2*b*c^3*g*x+2016*a^3*c*g*q^2*x+85800*a^3*c*g*q*x^2+45096*a^3*c*p^2*q* x+29820*a^3*c*p*q^2*x+66528*a^3*c*p*q*x^2-2118*a^3*g^2*p*q*x+10974*a^3*g*p^2*q* x+5220*a^3*g*p*q^2*x+27792*a^3*g*p*q*x^2-57984*a^2*b^3*c*g*x-28416*a^2*b^3*c*p* x-31104*a^2*b^3*c*q*x-20904*a^2*b^3*g*p*x-17208*a^2*b^3*g*q*x-10176*a^2*b^3*p*q *x-104256*a^2*b^2*c^2*g*x+14256*a^2*b^2*c^2*p*x-35952*a^2*b^2*c^2*q*x+124656*a^ 3*b*c*q*x^2-9648*a^3*b*g^2*p*x-16488*a^3*b*g^2*q*x+9180*a^3*b*g*p^2*x+44280*a^3 *b*g*p*x^2-6384*a^3*b*g*q^2*x+51912*a^3*b*g*q*x^2+13188*a^3*b*p^2*q*x+5604*a^3* b*p*q^2*x+42624*a^3*b*p*q*x^2+29880*a^3*c^2*g*p*x-7320*a^3*c^2*g*q*x+72720*a^3* c^2*p*q*x-1872*a^3*c*g^2*p*x-16896*a^3*c*g^2*q*x+33888*a^3*c*g*p^2*x+65544*a^3* c*g*p*x^2-67776*a^3*b^2*c*g*x-19968*a^3*b^2*c*p*x-35712*a^3*b^2*c*q*x-18312*a^3 *b^2*g*p*x-22680*a^3*b^2*g*q*x-7872*a^3*b^2*p*q*x-76656*a^3*b*c^2*g*x+29664*a^3 *b*c^2*p*x-17088*a^3*b*c^2*q*x-45816*a^3*b*c*g^2*x+132048*a^3*b*c*g*x^2+40080*a ^3*b*c*p^2*x+106512*a^3*b*c*p*x^2-552*a^3*b*c*q^2*x-35424*a^4*b*c*g*x-2928*a^4* b*c*p*x-19152*a^4*b*c*q*x-5208*a^4*b*g*p*x-13128*a^4*b*g*q*x-2160*a^4*b*p*q*x+ 1008*a^4*c*g*p*x-13416*a^4*c*g*q*x+9624*a^4*c*p*q*x-828*a^4*g*p*q*x-18480*c*g*p ^3*q^2*x^2+4680*c*g*p^2*q^4*x-18480*c*g*p^2*q^3*x^2+678*c*g*p*q^5*x-9240*c*g*p* q^4*x^2+10344*c*g*p^3*q^3*x-9240*c*g*p^4*q*x^2-7200*c*g^3*p*q^2*x^2+8370*c*g^2* p^4*q*x+16068*c*g^2*p^3*q^2*x-13452*c*g^2*p^3*q*x^2+11292*c*g^2*p^2*q^3*x-19152 *c*g^2*p^2*q^2*x^2+2670*c*g^2*p*q^4*x-13452*c*g^2*p*q^3*x^2+3474*c*g*p^5*q*x+ 9552*c*g*p^4*q^2*x+46320*c^2*g*p^3*q^2*x-44184*c^2*g*p^3*q*x^2+33024*c^2*g*p^2* q^3*x-65088*c^2*g*p^2*q^2*x^2+8358*c^2*g*p*q^4*x-44184*c^2*g*p*q^3*x^2+888*c*g^ 5*p*q*x+4638*c*g^4*p^2*q*x+3162*c*g^4*p*q^2*x-840*c*g^4*p*q*x^2+9228*c*g^3*p^3* q*x+11400*c*g^3*p^2*q^2*x-7200*c*g^3*p^2*q*x^2+4380*c*g^3*p*q^3*x+43272*c^2*g^2 *p^3*q*x+53400*c^2*g^2*p^2*q^2*x-44028*c^2*g^2*p^2*q*x^2+21480*c^2*g^2*p*q^3*x-\ 44028*c^2*g^2*p*q^2*x^2+24690*c^2*g*p^4*q*x-101160*c^3*g*p^2*q*x^2+43452*c^3*g* p*q^3*x-101160*c^3*g*p*q^2*x^2+9504*c^2*g^4*p*q*x+32190*c^2*g^3*p^2*q*x+22650*c ^2*g^3*p*q^2*x-14472*c^2*g^3*p*q*x^2-8136*b*g*p^2*q^3*x^2+120*b*g*p*q^5*x-4116* b*g*p*q^4*x^2+137088*c^5*g*p*q*x+112512*c^4*g^2*p*q*x+153072*c^4*g*p^2*q*x+ 110832*c^4*g*p*q^2*x-113568*c^4*g*p*q*x^2+45888*c^3*g^3*p*q*x+102414*c^3*g^2*p^ 2*q*x+73362*c^3*g^2*p*q^2*x-63648*c^3*g^2*p*q*x^2+85188*c^3*g*p^3*q*x+104784*c^ 3*g*p^2*q^2*x+4512*b*g*p^4*q^2*x-4260*b*g*p^4*q*x^2+4344*b*g*p^3*q^3*x-8232*b*g *p^3*q^2*x^2+1620*b*g*p^2*q^4*x+4164*b*g^3*p^3*q*x+4476*b*g^3*p^2*q^2*x-1488*b* g^3*p^2*q*x^2+1380*b*g^3*p*q^3*x-1824*b*g^3*p*q^2*x^2+4170*b*g^2*p^4*q*x+7044*b *g^2*p^3*q^2*x-5220*b*g^2*p^3*q*x^2+4248*b*g^2*p^2*q^3*x-7116*b*g^2*p^2*q^2*x^2 +714*b*g^2*p*q^4*x-5484*b*g^2*p*q^3*x^2+1872*b*g*p^5*q*x-26688*b*c*p^3*q^2*x^2+ 4860*b*c*p^2*q^4*x-26208*b*c*p^2*q^3*x^2+516*b*c*p*q^5*x-12576*b*c*p*q^4*x^2+ 264*b*g^5*p*q*x+1818*b*g^4*p^2*q*x+1038*b*g^4*p*q^2*x+708*b*g^4*p*q*x^2+930*b*c *g^2*q^4*x-14940*b*c*g^2*q^3*x^2+4254*b*c*g*p^5*x-10716*b*c*g*p^4*x^2+132*b*c*g *q^5*x-10824*b*c*g*q^4*x^2+5292*b*c*p^5*q*x+12432*b*c*p^4*q^2*x-13296*b*c*p^4*q *x^2+12144*b*c*p^3*q^3*x+1644*b*c*g^4*q^2*x+1140*b*c*g^4*q*x^2+10494*b*c*g^3*p^ 3*x-4452*b*c*g^3*p^2*x^2+2040*b*c*g^3*q^3*x-5940*b*c*g^3*q^2*x^2+9990*b*c*g^2*p ^4*x-13632*b*c*g^2*p^3*x^2-47220*b*c^2*g*p^3*x^2+3678*b*c^2*g*q^4*x-48852*b*c^2 *g*q^3*x^2+35130*b*c^2*p^4*q*x+58608*b*c^2*p^3*q^2*x-63240*b*c^2*p^3*q*x^2+ 37716*b*c^2*p^2*q^3*x-93744*b*c^2*p^2*q^2*x^2+8148*b*c^2*p*q^4*x-62616*b*c^2*p* q^3*x^2+762*b*c*g^5*p*x+420*b*c*g^5*q*x+4842*b*c*g^4*p^2*x+1668*b*c*g^4*p*x^2+ 36810*b*c^2*g^3*p^2*x-2928*b*c^2*g^3*p*x^2+14208*b*c^2*g^3*q^2*x-4344*b*c^2*g^3 *q*x^2+52356*b*c^2*g^2*p^3*x-37032*b*c^2*g^2*p^2*x^2+11964*b*c^2*g^2*q^3*x-\ 40128*b*c^2*g^2*q^2*x^2+31026*b*c^2*g*p^4*x+27348*b*c^3*g*q^3*x-101544*b*c^3*g* q^2*x^2+115992*b*c^3*p^3*q*x+129552*b*c^3*p^2*q^2*x-145032*b*c^3*p^2*q*x^2+ 48216*b*c^3*p*q^3*x-145752*b*c^3*p*q^2*x^2+9834*b*c^2*g^4*p*x+6018*b*c^2*g^4*q* x-7812*b^2*g*p*q^3*x^2+180336*b*c^5*g*p*x+122160*b*c^5*g*q*x+178560*b*c^5*p*q*x +140088*b*c^4*g^2*p*x+93288*b*c^4*g^2*q*x+197640*b*c^4*g*p^2*x-98208*b*c^4*g*p* x^2+85920*b*c^4*g*q^2*x-99840*b*c^4*g*q*x^2+202680*b*c^4*p^2*q*x+134592*b*c^4*p *q^2*x-163008*b*c^4*p*q*x^2+53004*b*c^3*g^3*p*x+34260*b*c^3*g^3*q*x+125424*b*c^ 3*g^2*p^2*x-41640*b*c^3*g^2*p*x^2+52152*b*c^3*g^2*q^2*x-43512*b*c^3*g^2*q*x^2+ 108504*b*c^3*g*p^3*x-98280*b*c^3*g*p^2*x^2-2868*b^2*g^2*p^2*q*x^2+1980*b^2*g^2* p*q^3*x-4296*b^2*g^2*p*q^2*x^2+5748*b^2*g*p^4*q*x+8544*b^2*g*p^3*q^2*x-7380*b^2 *g*p^3*q*x^2+4404*b^2*g*p^2*q^3*x-10296*b^2*g*p^2*q^2*x^2+468*b^2*g*p*q^4*x+ 15276*b^2*c*g*p^4*x-18180*b^2*c*g*p^3*x^2+564*b^2*c*g*q^4*x-21384*b^2*c*g*q^3*x ^2+16440*b^2*c*p^4*q*x+24828*b^2*c*p^3*q^2*x-27576*b^2*c*p^3*q*x^2+13704*b^2*c* p^2*q^3*x-39528*b^2*c*p^2*q^2*x^2+1974*b^2*c*p*q^4*x-26520*b^2*c*p*q^3*x^2+1008 *b^2*g^4*p*q*x+5064*b^2*g^3*p^2*q*x+2502*b^2*g^3*p*q^2*x+2376*b^2*g^3*p*q*x^2+ 8568*b^2*g^2*p^3*q*x+8040*b^2*g^2*p^2*q^2*x+1650*b^2*c*g^4*q*x+14964*b^2*c*g^3* p^2*x+8028*b^2*c*g^3*p*x^2+3954*b^2*c*g^3*q^2*x+4548*b^2*c*g^3*q*x^2+23790*b^2* c*g^2*p^3*x-6372*b^2*c*g^2*p^2*x^2+2814*b^2*c*g^2*q^3*x-13308*b^2*c*g^2*q^2*x^2 +78192*b^2*c^2*p^2*q^2*x-89760*b^2*c^2*p^2*q*x^2+24000*b^2*c^2*p*q^3*x-90456*b^ 2*c^2*p*q^2*x^2+3288*b^2*c*g^4*p*x-50736*b^2*c^3*g*p*x^2+58944*b^2*c^3*g*q^2*x-\ 57360*b^2*c^3*g*q*x^2+174768*b^2*c^3*p^2*q*x+103008*b^2*c^3*p*q^2*x-128160*b^2* c^3*p*q*x^2+30180*b^2*c^2*g^3*p*x+16800*b^2*c^2*g^3*q*x+80388*b^2*c^2*g^2*p^2*x +1728*b^2*c^2*g^2*p*x^2+24636*b^2*c^2*g^2*q^2*x-5640*b^2*c^2*g^2*q*x^2+75384*b^ 2*c^2*g*p^3*x-48264*b^2*c^2*g*p^2*x^2+11208*b^2*c^2*g*q^3*x-57336*b^2*c^2*g*q^2 *x^2+77976*b^2*c^2*p^3*q*x+880*a^3*c*b*q^2+29216*a^3*c*b*q-18040*b^2*c^2*p^3*q-\ 10584*b^2*c^2*p^2*q^2-2464*a^3*c*b*q^3+7104*b^3*g*p^3*q*x+5652*b^3*g*p^2*q^2*x-\ 2436*b^3*g*p^2*q*x^2+900*b^3*g*p*q^3*x-4416*b^3*g*p*q^2*x^2+192432*b^2*c^4*g*p* x+118080*b^2*c^4*g*q*x+186048*b^2*c^4*p*q*x+114144*b^2*c^3*g^2*p*x+67560*b^2*c^ 3*g^2*q*x+174816*b^2*c^3*g*p^2*x+71568*b^3*c^2*g*p^2*x+8016*b^3*c^2*g*p*x^2+ 16128*b^3*c^2*g*q^2*x-4224*b^3*c^2*g*q*x^2+69168*b^3*c^2*p^2*q*x+33888*b^3*c^2* p*q^2*x-38064*b^3*c^2*p*q*x^2+6516*b^3*c*g^3*p*x+2868*b^3*c*g^3*q*x+20808*b^3*c *g^2*p^2*x+15000*b^3*c*g^2*p*x^2+3840*b^3*c*g^2*q^2*x+6624*b^3*c*g^2*q*x^2+ 21696*b^3*c*g*p^3*x-3288*b^3*c*g*p^2*x^2+1188*b^3*c*g*q^3*x-13800*b^3*c*g*q^2*x ^2+21672*b^3*c*p^3*q*x+18528*b^3*c*p^2*q^2*x-19560*b^3*c*p^2*q*x^2+3840*b^3*c*p *q^3*x-21216*b^3*c*p*q^2*x^2+1728*b^3*g^3*p*q*x+6264*b^3*g^2*p^2*q*x+2490*b^3*g ^2*p*q^2*x+3420*b^3*g^2*p*q*x^2+2016*b^5*c*p*q*x+384*b^5*g*p*q*x+26112*b^4*c^2* g*p*x+10752*b^4*c^2*g*q*x+22752*b^4*c^2*p*q*x+6288*b^4*c*g^2*p*x+2232*b^4*c*g^2 *q*x+13008*b^4*c*g*p^2*x+11952*b^4*c*g*p*x^2+1272*b^4*c*g*q^2*x+3264*b^4*c*g*q* x^2+11904*b^4*c*p^2*q*x+3960*b^4*c*p*q^2*x-1872*b^4*c*p*q*x^2+1344*b^4*g^2*p*q* x+3360*b^4*g*p^2*q*x+876*b^4*g*p*q^2*x+2040*b^4*g*p*q*x^2+100800*b^3*c^3*g*p*x+ 53472*b^3*c^3*g*q*x+93888*b^3*c^3*p*q*x+41856*b^3*c^2*g^2*p*x+20616*b^3*c^2*g^2 *q*x-1824*a*g^3*p^2*q*x^2+2556*a*g^3*p*q^3*x-1488*a*g^3*p*q^2*x^2+3798*a*g^2*p^ 4*q*x+8328*a*g^2*p^3*q^2*x-5484*a*g^2*p^3*q*x^2+6492*a*g^2*p^2*q^3*x-7116*a*g^2 *p^2*q^2*x^2+1782*a*g^2*p*q^4*x-5220*a*g^2*p*q^3*x^2+1512*a*g*p^5*q*x+4884*a*g* p^4*q^2*x-4116*a*g*p^4*q*x^2+5832*a*g*p^3*q^3*x-8136*a*g*p^3*q^2*x^2+2952*a*g*p ^2*q^4*x-8232*a*g*p^2*q^3*x^2+528*a*g*p*q^5*x-4260*a*g*p*q^4*x^2+2736*b^5*c*g*p *x+624*b^5*c*g*q*x-13632*a*c*g^2*q^3*x^2+2460*a*c*g*p^5*x-10824*a*c*g*p^4*x^2+ 762*a*c*g*q^5*x-10716*a*c*g*q^4*x^2+4668*a*c*p^5*q*x+13716*a*c*p^4*q^2*x-12576* a*c*p^4*q*x^2+16080*a*c*p^3*q^3*x-26208*a*c*p^3*q^2*x^2+8304*a*c*p^2*q^4*x-\ 26688*a*c*p^2*q^3*x^2+1620*a*c*p*q^5*x-13296*a*c*p*q^4*x^2+360*a*g^5*p*q*x+2106 *a*g^4*p^2*q*x+1590*a*g^4*p*q^2*x+708*a*g^4*p*q*x^2+4284*a*g^3*p^3*q*x+5892*a*g ^3*p^2*q^2*x-63240*a*c^2*p*q^3*x^2+900*a*c*g^5*p*x+654*a*c*g^5*q*x+5004*a*c*g^4 *p^2*x+1140*a*c*g^4*p*x^2+2862*a*c*g^4*q^2*x+1668*a*c*g^4*q*x^2+9504*a*c*g^3*p^ 3*x-5940*a*c*g^3*p^2*x^2+4434*a*c*g^3*q^3*x-4452*a*c*g^3*q^2*x^2+7542*a*c*g^2*p ^4*x-14940*a*c*g^2*p^3*x^2+2898*a*c*g^2*q^4*x+22710*a*c^2*g^3*q^2*x-2928*a*c^2* g^3*q*x^2+48972*a*c^2*g^2*p^3*x-40128*a*c^2*g^2*p^2*x^2+23316*a*c^2*g^2*q^3*x-\ 37032*a*c^2*g^2*q^2*x^2+25266*a*c^2*g*p^4*x-48852*a*c^2*g*p^3*x^2+9582*a*c^2*g* q^4*x-47220*a*c^2*g*q^3*x^2+34548*a*c^2*p^4*q*x+69660*a*c^2*p^3*q^2*x-62616*a*c ^2*p^3*q*x^2+54624*a*c^2*p^2*q^3*x-93744*a*c^2*p^2*q^2*x^2+16350*a*c^2*p*q^4*x+ 45876*a*c^3*g^3*q*x+131448*a*c^3*g^2*p^2*x-43512*a*c^3*g^2*p*x^2+79392*a*c^3*g^ 2*q^2*x-41640*a*c^3*g^2*q*x^2+104076*a*c^3*g*p^3*x-101544*a*c^3*g*p^2*x^2+49896 *a*c^3*g*q^3*x-98280*a*c^3*g*q^2*x^2+124680*a*c^3*p^3*q*x+165360*a*c^3*p^2*q^2* x-145752*a*c^3*p^2*q*x^2+76680*a*c^3*p*q^3*x-145032*a*c^3*p*q^2*x^2+11214*a*c^2 *g^4*p*x+8454*a*c^2*g^4*q*x+38256*a*c^2*g^3*p^2*x-4344*a*c^2*g^3*p*x^2+3168*a*b *p^2*q^4*x-11760*a*b*p^2*q^3*x^2+456*a*b*p*q^5*x-5880*a*b*p*q^4*x^2+202320*a*c^ 5*g*p*x+157200*a*c^5*g*q*x+217728*a*c^5*p*q*x+157464*a*c^4*g^2*p*x+121800*a*c^4 *g^2*q*x+208608*a*c^4*g*p^2*x-99840*a*c^4*g*p*x^2+127032*a*c^4*g*q^2*x-98208*a* c^4*g*q*x^2+233760*a*c^4*p^2*q*x+183528*a*c^4*p*q^2*x-163008*a*c^4*p*q*x^2+ 59820*a*c^3*g^3*p*x+1320*a*b*g^3*q^3*x-96*a*b*g^3*q^2*x^2+4308*a*b*g^2*p^4*x-\ 5484*a*b*g^2*p^3*x^2+732*a*b*g^2*q^4*x-5484*a*b*g^2*q^3*x^2+1704*a*b*g*p^5*x-\ 4908*a*b*g*p^4*x^2+120*a*b*g*q^5*x-4908*a*b*g*q^4*x^2+2520*a*b*p^5*q*x+6576*a*b *p^4*q^2*x-5880*a*b*p^4*q*x^2+7008*a*b*p^3*q^3*x-11760*a*b*p^3*q^2*x^2+144*a*b* g^5*q*x+2028*a*b*g^4*p^2*x+2232*a*b*g^4*p*x^2+852*a*b*g^4*q^2*x+2232*a*b*g^4*q* x^2+4632*a*b*g^3*p^3*x-96*a*b*g^3*p^2*x^2+240*a*b*g^5*p*x+552*a*b*c*q^5*x-14736 *a*b*c*q^4*x^2-134496*a*b*c^4*q*x^2+47232*a*b*c^3*g^3*x+17760*a*b*c^3*g^2*x^2+ 158232*a*b*c^3*p^3*x-137952*a*b*c^3*p^2*x^2+55272*a*b*c^3*q^3*x-137952*a*b*c^3* q^2*x^2+7248*a*b*c^2*g^4*x+23040*a*b*c^2*g^3*x^2+43164*a*b*c^2*p^4*x-66360*a*b* c^2*p^3*x^2+9204*a*b*c^2*q^4*x-66360*a*b*c^2*q^3*x^2+384*a*b*c*g^5*x+6696*a*b*c *g^4*x^2+5544*a*b*c*p^5*x-14736*a*b*c*p^4*x^2-10704*a*b^2*p*q^3*x^2+195072*a*b* c^5*g*x+281088*a*b*c^5*p*x+204288*a*b*c^5*q*x+140160*a*b*c^4*g^2*x-37248*a*b*c^ 4*g*x^2+298944*a*b*c^4*p^2*x-134496*a*b*c^4*p*x^2+154368*a*b*c^4*q^2*x-8328*a*b ^2*g*q^3*x^2+8352*a*b^2*p^4*q*x+13716*a*b^2*p^3*q^2*x-10704*a*b^2*p^3*q*x^2+ 8400*a*b^2*p^2*q^3*x-14760*a*b^2*p^2*q^2*x^2+1530*a*b^2*p*q^4*x+2004*a*b^2*c*q^ 4*x-27696*a*b^2*c*q^3*x^2+1056*a*b^2*g^4*p*x+582*a*b^2*g^4*q*x+6408*a*b^2*g^3*p ^2*x+8772*a*b^2*g^3*p*x^2+2100*a*b^2*g^3*q^2*x+6972*a*b^2*g^3*q*x^2+11010*a*b^2 *g^2*p^3*x+2724*a*b^2*g^2*p^2*x^2+1902*a*b^2*g^2*q^3*x-996*a*b^2*g^2*q^2*x^2+ 7128*a*b^2*g*p^4*x-6348*a*b^2*g*p^3*x^2+456*a*b^2*g*q^4*x+24600*a*b^2*c*g^3*x^2 +21588*a*b^2*c*p^4*x-26040*a*b^2*c*p^3*x^2+302400*a*b^2*c^4*p*x+201600*a*b^2*c^ 4*q*x+102240*a*b^2*c^3*g^2*x+42432*a*b^2*c^3*g*x^2+267456*a*b^2*c^3*p^2*x-66528 *a*b^2*c^3*p*x^2+111552*a*b^2*c^3*q^2*x-71904*a*b^2*c^3*q*x^2+22488*a*b^2*c^2*g ^3*x+63504*a*b^2*c^2*g^2*x^2+111504*a*b^2*c^2*p^3*x-67728*a*b^2*c^2*p^2*x^2+ 25632*a*b^2*c^2*q^3*x-73872*a*b^2*c^2*q^2*x^2+1680*a*b^2*c*g^4*x+4968*a*b^3*g*p ^2*x^2+828*a*b^3*g*q^3*x-2424*a*b^3*g*q^2*x^2+11352*a*b^3*p^3*q*x+10488*a*b^3*p ^2*q^2*x-3552*a*b^3*p^2*q*x^2+2568*a*b^3*p*q^3*x-5280*a*b^3*p*q^2*x^2+192864*a* b^2*c^4*g*x+3624*a*b^3*c*q^3*x-15216*a*b^3*c*q^2*x^2+2100*a*b^3*g^3*p*x+1044*a* b^3*g^3*q*x+9072*a*b^3*g^2*p^2*x+14976*a*b^3*g^2*p*x^2+2112*a*b^3*g^2*q^2*x+ 9504*a*b^3*g^2*q*x^2+10416*a*b^3*g*p^3*x+160512*a*b^3*c^3*p*x+94464*a*b^3*c^3*q *x+31632*a*b^3*c^2*g^2*x+69024*a*b^3*c^2*g*x^2+111648*a*b^3*c^2*p^2*x+13152*a*b ^3*c^2*p*x^2+33600*a*b^3*c^2*q^2*x+288*a*b^3*c^2*q*x^2+3384*a*b^3*c*g^3*x+39888 *a*b^3*c*g^2*x^2+32928*a*b^3*c*p^3*x-5040*a*b^3*c*p^2*x^2+20352*a*b^4*c^2*q*x+ 3312*a*b^4*c*g^2*x+28800*a*b^4*c*g*x^2+21024*a*b^4*c*p^2*x+17376*a*b^4*c*p*x^2+ 3360*a*b^4*c*q^2*x+7584*a*b^4*c*q*x^2+1992*a*b^4*g^2*p*x+840*a*b^4*g^2*q*x+5712 *a*b^4*g*p^2*x+11376*a*b^4*g*p*x^2+720*a*b^4*g*q^2*x+5328*a*b^4*g*q*x^2+6048*a* b^4*p^2*q*x+2208*a*b^4*p*q^2*x+3648*a*b^4*p*q*x^2+91200*a*b^3*c^3*g*x-10296*a^2 *g*p^2*q^2*x^2+3468*a^2*g*p*q^4*x-7380*a^2*g*p*q^3*x^2+1440*a*b^5*c*g*x+4704*a* b^5*c*p*x+1440*a*b^5*c*q*x+816*a*b^5*g*p*x+240*a*b^5*g*q*x+864*a*b^5*p*q*x+ 19968*a*b^4*c^2*g*x+42624*a*b^4*c^2*p*x+10176*a^2*c*p*q^4*x-27576*a^2*c*p*q^3*x ^2+1776*a^2*g^4*p*q*x+6858*a^2*g^3*p^2*q*x+5880*a^2*g^3*p*q^2*x+2376*a^2*g^3*p* q*x^2+9276*a^2*g^2*p^3*q*x+14304*a^2*g^2*p^2*q^2*x-4296*a^2*g^2*p^2*q*x^2+7152* a^2*g^2*p*q^3*x-2868*a^2*g^2*p*q^2*x^2+5004*a^2*g*p^4*q*x+12300*a^2*g*p^3*q^2*x -7812*a^2*g*p^3*q*x^2+10656*a^2*g*p^2*q^3*x+6324*a^2*c*g*q^4*x-18180*a^2*c*g*q^ 3*x^2+15858*a^2*c*p^4*q*x+35880*a^2*c*p^3*q^2*x-26520*a^2*c*p^3*q*x^2+30612*a^2 *c*p^2*q^3*x-39528*a^2*c*p^2*q^2*x^2-90456*a^2*c^2*p^2*q*x^2+66696*a^2*c^2*p*q^ 3*x-89760*a^2*c^2*p*q^2*x^2+4374*a^2*c*g^4*p*x+3504*a^2*c*g^4*q*x+16038*a^2*c*g ^3*p^2*x+4548*a^2*c*g^3*p*x^2+11508*a^2*c*g^3*q^2*x+8028*a^2*c*g^3*q*x^2+19890* a^2*c*g^2*p^3*x-13308*a^2*c*g^2*p^2*x^2+13578*a^2*c*g^2*q^3*x-6372*a^2*c*g^2*q^ 2*x^2+9156*a^2*c*g*p^4*x-21384*a^2*c*g*p^3*x^2-5640*a^2*c^2*g^2*p*x^2+63132*a^2 *c^2*g^2*q^2*x+1728*a^2*c^2*g^2*q*x^2+67656*a^2*c^2*g*p^3*x-57336*a^2*c^2*g*p^2 *x^2+44328*a^2*c^2*g*q^3*x-48264*a^2*c^2*g*q^2*x^2+91008*a^2*c^2*p^3*q*x+131904 *a^2*c^2*p^2*q^2*x+1944*a^2*b*g*q^4*x-6348*a^2*b*g*q^3*x^2+8190*a^2*b*p^4*q*x+ 16608*a^2*b*p^3*q^2*x-10704*a^2*b*p^3*q*x^2+12828*a^2*b*p^2*q^3*x-14760*a^2*b*p ^2*q^2*x^2+3672*a^2*b*p*q^4*x-10704*a^2*b*p*q^3*x^2+244608*a^2*c^4*g*p*x+202896 *a^2*c^4*g*q*x+283968*a^2*c^4*p*q*x+145080*a^2*c^3*g^2*p*x+120384*a^2*c^3*g^2*q *x+194592*a^2*c^3*g*p^2*x-57360*a^2*c^3*g*p*x^2+139200*a^2*c^3*g*q^2*x-50736*a^ 2*c^3*g*q*x^2+236928*a^2*c^3*p^2*q*x+200880*a^2*c^3*p*q^2*x-128160*a^2*c^3*p*q* x^2+38640*a^2*c^2*g^3*p*x+31884*a^2*c^2*g^3*q*x+87540*a^2*c^2*g^2*p^2*x-73872*a ^2*b*c^2*p^2*x^2+50544*a^2*b*c^2*q^3*x-67728*a^2*b*c^2*q^2*x^2+2112*a^2*b*c*g^4 *x+24600*a^2*b*c*g^3*x^2+18348*a^2*b*c*p^4*x-27696*a^2*b*c*p^3*x^2+6396*a^2*b*c *q^4*x-26040*a^2*b*c*q^3*x^2+1314*a^2*b*g^4*p*x+840*a^2*b*g^4*q*x+6804*a^2*b*g^ 3*p^2*x+6972*a^2*b*g^3*p*x^2+3696*a^2*b*g^3*q^2*x+8772*a^2*b*g^3*q*x^2+10146*a^ 2*b*g^2*p^3*x-996*a^2*b*g^2*p^2*x^2+4518*a^2*b*g^2*q^3*x+2724*a^2*b*g^2*q^2*x^2 +5568*a^2*b*g*p^4*x-8328*a^2*b*g*p^3*x^2+19536*a^2*b^2*g^2*q*x^2+16260*a^2*b^2* g*p^3*x+2736*a^2*b^2*g*p^2*x^2+4620*a^2*b^2*g*q^3*x+2736*a^2*b^2*g*q^2*x^2+ 20016*a^2*b^2*p^3*q*x+23616*a^2*b^2*p^2*q^2*x-6624*a^2*b^2*p^2*q*x^2+9168*a^2*b ^2*p*q^3*x-6624*a^2*b^2*p*q^2*x^2+229152*a^2*b*c^4*g*x+343680*a^2*b*c^4*p*x+ 265920*a^2*b*c^4*q*x+122400*a^2*b*c^3*g^2*x+42432*a^2*b*c^3*g*x^2+286464*a^2*b* c^3*p^2*x-71904*a^2*b*c^3*p*x^2+172032*a^2*b*c^3*q^2*x-66528*a^2*b*c^3*q*x^2+ 27336*a^2*b*c^2*g^3*x+63504*a^2*b*c^2*g^2*x^2+109248*a^2*b*c^2*p^3*x+189840*a^2 *b^2*c^2*p^2*x+10848*a^2*b^2*c^2*p*x^2+92592*a^2*b^2*c^2*q^2*x+10848*a^2*b^2*c^ 2*q*x^2+6624*a^2*b^2*c*g^3*x+61248*a^2*b^2*c*g^2*x^2+51768*a^2*b^2*c*p^3*x-\ 14688*a^2*b^2*c*p^2*x^2+16104*a^2*b^2*c*q^3*x-14688*a^2*b^2*c*q^2*x^2+4140*a^2* b^2*g^3*p*x+2484*a^2*b^2*g^3*q*x+15768*a^2*b^2*g^2*p^2*x+19536*a^2*b^2*g^2*p*x^ 2+6792*a^2*b^2*g^2*q^2*x+18528*a^2*b^3*c*q^2*x+25536*a^2*b^3*c*q*x^2+5856*a^2*b ^3*g^2*p*x+3240*a^2*b^3*g^2*q*x+14784*a^2*b^3*g*p^2*x+21792*a^2*b^3*g*p*x^2+ 4752*a^2*b^3*g*q^2*x+17760*a^2*b^3*g*q*x^2+17952*a^2*b^3*p^2*q*x+10464*a^2*b^3* p*q^2*x+9024*a^2*b^3*p*q*x^2+170112*a^2*b^2*c^3*g*x+287424*a^2*b^2*c^3*p*x+ 204096*a^2*b^2*c^3*q*x+59904*a^2*b^2*c^2*g^2*x+104256*a^2*b^2*c^2*g*x^2+14340*a ^3*g*p^2*q^2*x-4416*a^3*g*p^2*q*x^2+8064*a^3*g*p*q^3*x-2436*a^3*g*p*q^2*x^2+ 6048*a^2*b^4*c*g*x+18048*a^2*b^4*c*p*x+9216*a^2*b^4*c*q*x+3648*a^2*b^4*g*p*x+ 1776*a^2*b^4*g*q*x+5184*a^2*b^4*p*q*x+54240*a^2*b^3*c^2*g*x+110208*a^2*b^3*c^2* p*x+68928*a^2*b^3*c^2*q*x+9456*a^2*b^3*c*g^2*x+62880*a^2*b^3*c*g*x^2+52128*a^2* b^3*c*p^2*x+32064*a^2*b^3*c*p*x^2+44112*a^3*c*p^2*q^2*x-21216*a^3*c*p^2*q*x^2+ 24408*a^3*c*p*q^3*x-19560*a^3*c*p*q^2*x^2+4032*a^3*g^3*p*q*x+10110*a^3*g^2*p^2* q*x+9816*a^3*g^2*p*q^2*x+3420*a^3*g^2*p*q*x^2+8172*a^3*g*p^3*q*x+16380*a^3*c*g* p^3*x-13800*a^3*c*g*p^2*x^2+16416*a^3*c*g*q^3*x-3288*a^3*c*g*q^2*x^2+26976*a^3* c*p^3*q*x+20520*a^3*c*g^2*q^2*x+15000*a^3*c*g^2*q*x^2-3552*a^3*b*p*q^2*x^2+ 145056*a^3*c^3*g*p*x+129984*a^3*c^3*g*q*x+185664*a^3*c^3*p*q*x+60120*a^3*c^2*g^ 2*p*x+54048*a^3*c^2*g^2*q*x+81792*a^3*c^2*g*p^2*x-4224*a^3*c^2*g*p*x^2+71376*a^ 3*c^2*g*q^2*x+8016*a^3*c^2*g*q*x^2+111936*a^3*c^2*p^2*q*x+103824*a^3*c^2*p*q^2* x-38064*a^3*c^2*p*q*x^2+9708*a^3*c*g^3*p*x+8460*a^3*c*g^3*q*x+22944*a^3*c*g^2*p ^2*x+6624*a^3*c*g^2*p*x^2+4968*a^3*b*g*q^2*x^2+13176*a^3*b*p^3*q*x+19464*a^3*b* p^2*q^2*x-5280*a^3*b*p^2*q*x^2+9768*a^3*b*p*q^3*x+5064*a^3*b*c*g^3*x+39888*a^3* b*c*g^2*x^2+29976*a^3*b*c*p^3*x-15216*a^3*b*c*p^2*x^2+19296*a^3*b*c*q^3*x-5040* a^3*b*c*q^2*x^2+3180*a^3*b*g^3*p*x+2124*a^3*b*g^3*q*x+10272*a^3*b*g^2*p^2*x+ 9504*a^3*b*g^2*p*x^2+6960*a^3*b*g^2*q^2*x+14976*a^3*b*g^2*q*x^2+8868*a^3*b*g*p^ 3*x-2424*a^3*b*g*p^2*x^2+5904*a^3*b*g*q^3*x+45744*a^3*b*c^2*g^2*x+69024*a^3*b*c ^2*g*x^2+126336*a^3*b*c^2*p^2*x+288*a^3*b*c^2*p*x^2+90144*a^3*b*c^2*q^2*x+13152 *a^3*b*c^2*q*x^2+4608*a^3*b^2*g^2*q*x+15984*a^3*b^2*g*p^2*x+17760*a^3*b^2*g*p*x ^2+8640*a^3*b^2*g*q^2*x+21792*a^3*b^2*g*q*x^2+21600*a^3*b^2*p^2*q*x+16416*a^3*b ^2*p*q^2*x+9024*a^3*b^2*p*q*x^2+129984*a^3*b*c^3*g*x+208128*a^3*b*c^3*p*x+ 172800*a^3*b*c^3*q*x+65184*a^3*b^2*c^2*g*x+126144*a^3*b^2*c^2*p*x+95616*a^3*b^2 *c^2*q*x+11472*a^3*b^2*c*g^2*x+62880*a^3*b^2*c*g*x^2+55584*a^3*b^2*c*p^2*x+ 25536*a^3*b^2*c*p*x^2+31968*a^3*b^2*c*q^2*x+32064*a^3*b^2*c*q*x^2+7224*a^3*b^2* g^2*p*x+3264*a^4*c*g*p*x^2+16656*a^4*c*g*q^2*x+11952*a^4*c*g*q*x^2+23592*a^4*c* p^2*q*x+24960*a^4*c*p*q^2*x-1872*a^4*c*p*q*x^2+4512*a^4*g^2*p*q*x+6660*a^4*g*p^ 2*q*x+7488*a^4*g*p*q^2*x+2040*a^4*g*p*q*x^2+10752*a^3*b^3*c*g*x+30528*a^3*b^3*c *p*x+20160*a^3*b^3*c*q*x+6720*a^3*b^3*g*p*x+4032*a^3*b^3*g*q*x+10752*a^3*b^3*p* q*x+2616*a^4*b*g^2*q*x+6864*a^4*b*g*p^2*x+5328*a^4*b*g*p*x^2+5904*a^4*b*g*q^2*x +11376*a^4*b*g*q*x^2+10656*a^4*b*p^2*q*x+10272*a^4*b*p*q^2*x+3648*a^4*b*p*q*x^2 +42240*a^4*c^2*g*p*x+41856*a^4*c^2*g*q*x+62496*a^4*c^2*p*q*x+10536*a^4*c*g^2*p* x+10128*a^4*c*g^2*q*x+14280*a^4*c*g*p^2*x+17376*a^4*b*c*q*x^2+3768*a^4*b*g^2*p* x+9504*a^5*c*p*q*x+2304*a^5*g*p*q*x+8928*a^4*b^2*c*g*x+24576*a^4*b^2*c*p*x+ 19584*a^4*b^2*c*q*x+5712*a^4*b^2*g*p*x+3840*a^4*b^2*g*q*x+9792*a^4*b^2*p*q*x+ 34560*a^4*b*c^2*g*x+63360*a^4*b*c^2*p*x+57216*a^4*b*c^2*q*x+5904*a^4*b*c*g^2*x+ 28800*a^4*b*c*g*x^2+24480*a^4*b*c*p^2*x+7584*a^4*b*c*p*x^2+21792*a^4*b*c*q^2*x-\ 2076*c*g*p*q^5*x^2+3168*a^5*b*c*g*x+8544*a^5*b*c*p*x+8352*a^5*b*c*q*x+2064*a^5* b*g*p*x+1488*a^5*b*g*q*x+3744*a^5*b*p*q*x+5136*a^5*c*g*p*x+5712*a^5*c*g*q*x-888 *c*g^5*p*q*x^2-3900*c*g^4*p^2*q*x^2-3900*c*g^4*p*q^2*x^2-6804*c*g^3*p^3*q*x^2-\ 11400*c*g^3*p^2*q^2*x^2-6804*c*g^3*p*q^3*x^2-5520*c*g^2*p^4*q*x^2-13680*c*g^2*p ^3*q^2*x^2-13680*c*g^2*p^2*q^3*x^2-5520*c*g^2*p*q^4*x^2-2076*c*g*p^5*q*x^2-7116 *c*g*p^4*q^2*x^2-10344*c*g*p^3*q^3*x^2-7116*c*g*p^2*q^4*x^2-816*b*g*p*q^5*x^2-\ 137088*c^5*g*p*q*x^2-112512*c^4*g^2*p*q*x^2-131952*c^4*g*p^2*q*x^2-131952*c^4*g *p*q^2*x^2-45888*c^3*g^3*p*q*x^2-87888*c^3*g^2*p^2*q*x^2-87888*c^3*g^2*p*q^2*x^ 2-64320*c^3*g*p^3*q*x^2-104784*c^3*g*p^2*q^2*x^2-64320*c^3*g*p*q^3*x^2-9504*c^2 *g^4*p*q*x^2-27420*c^2*g^3*p^2*q*x^2-27420*c^2*g^3*p*q^2*x^2-32376*c^2*g^2*p^3* q*x^2-53400*c^2*g^2*p^2*q^2*x^2-32376*c^2*g^2*p*q^3*x^2-16524*c^2*g*p^4*q*x^2-\ 39672*c^2*g*p^3*q^2*x^2-39672*c^2*g*p^2*q^3*x^2-16524*c^2*g*p*q^4*x^2-10368*b*c *p^4*q^2*x^2-14112*b*c*p^3*q^3*x^2-9288*b*c*p^2*q^4*x^2-2592*b*c*p*q^5*x^2-312* b*g^5*p*q*x^2-1704*b*g^4*p^2*q*x^2-1572*b*g^4*p*q^2*x^2-3360*b*g^3*p^3*q*x^2-\ 5184*b*g^3*p^2*q^2*x^2-2832*b*g^3*p*q^3*x^2-2976*b*g^2*p^4*q*x^2-6768*b*g^2*p^3 *q^2*x^2-6288*b*g^2*p^2*q^3*x^2-2256*b*g^2*p*q^4*x^2-1200*b*g*p^5*q*x^2-3732*b* g*p^4*q^2*x^2-5088*b*g*p^3*q^3*x^2-3252*b*g*p^2*q^4*x^2-30468*b*c^2*g^2*q^3*x^2 -20304*b*c^2*g*p^4*x^2-14472*b*c^2*g*q^4*x^2-25740*b*c^2*p^4*q*x^2-56616*b*c^2* p^3*q^2*x^2-53688*b*c^2*p^2*q^3*x^2-21348*b*c^2*p*q^4*x^2-708*b*c*g^5*p*x^2-660 *b*c*g^5*q*x^2-3852*b*c*g^4*p^2*x^2-3324*b*c*g^4*q^2*x^2-7464*b*c*g^3*p^3*x^2-\ 5772*b*c*g^3*q^3*x^2-6444*b*c*g^2*p^4*x^2-4236*b*c*g^2*q^4*x^2-2508*b*c*g*p^5*x ^2-1296*b*c*g*q^5*x^2-3456*b*c*p^5*q*x^2-49440*b*c^3*g^3*p*x^2-47040*b*c^3*g^3* q*x^2-102408*b*c^3*g^2*p^2*x^2-91800*b*c^3*g^2*q^2*x^2-79200*b*c^3*g*p^3*x^2-\ 65712*b*c^3*g*q^3*x^2-96336*b*c^3*p^3*q*x^2-147456*b*c^3*p^2*q^2*x^2-86448*b*c^ 3*p*q^3*x^2-9144*b*c^2*g^4*p*x^2-8616*b*c^2*g^4*q*x^2-29760*b*c^2*g^3*p^2*x^2-\ 26232*b*c^2*g^3*q^2*x^2-37836*b*c^2*g^2*p^3*x^2-130944*b*c^4*g^2*p*x^2-125376*b *c^4*g^2*q*x^2-162336*b*c^4*g*p^2*x^2-147264*b*c^4*g*q^2*x^2-193104*b*c^4*p^2*q *x^2-184176*b*c^4*p*q^2*x^2-162240*b*c^5*g*q*x^2-198144*b*c^5*p*q*x^2-2736*b^2* g*p*q^4*x^2-168768*b*c^5*g*p*x^2-11352*b^2*c*g^2*q^3*x^2-10800*b^2*c*g*p^4*x^2-\ 4860*b^2*c*g*q^4*x^2-13308*b^2*c*p^4*q*x^2-27720*b^2*c*p^3*q^2*x^2-24792*b^2*c* p^2*q^3*x^2-8916*b^2*c*p*q^4*x^2-1392*b^2*g^4*p*q*x^2-5472*b^2*g^3*p^2*q*x^2-\ 4680*b^2*g^3*p*q^2*x^2-7860*b^2*g^2*p^3*q*x^2-11172*b^2*g^2*p^2*q^2*x^2-5628*b^ 2*g^2*p*q^3*x^2-4608*b^2*g*p^4*q*x^2-9600*b^2*g*p^3*q^2*x^2-8352*b^2*g*p^2*q^3* x^2-39432*b^2*c^2*g*q^3*x^2-72336*b^2*c^2*p^3*q*x^2-105048*b^2*c^2*p^2*q^2*x^2-\ 57504*b^2*c^2*p*q^3*x^2-3396*b^2*c*g^4*p*x^2-3012*b^2*c*g^4*q*x^2-13236*b^2*c*g ^3*p^2*x^2-9996*b^2*c*g^3*q^2*x^2-18684*b^2*c*g^2*p^3*x^2-126768*b^2*c^3*g*q^2* x^2-187824*b^2*c^3*p^2*q*x^2-169968*b^2*c^3*p*q^2*x^2-31032*b^2*c^2*g^3*p*x^2-\ 27720*b^2*c^2*g^3*q*x^2-71760*b^2*c^2*g^2*p^2*x^2-56088*b^2*c^2*g^2*q^2*x^2-\ 59856*b^2*c^2*g*p^3*x^2-2880*b^3*g^3*p*q*x^2-8040*b^3*g^2*p^2*q*x^2-6300*b^3*g^ 2*p*q^2*x^2-7584*b^3*g*p^3*q*x^2-9996*b^3*g*p^2*q^2*x^2-4536*b^3*g*p*q^3*x^2-\ 197664*b^2*c^4*g*p*x^2-181344*b^2*c^4*g*q*x^2-235008*b^2*c^4*p*q*x^2-117264*b^2 *c^3*g^2*p*x^2-106320*b^2*c^3*g^2*q*x^2-157008*b^2*c^3*g*p^2*x^2-40368*b^3*c^2* g^2*q*x^2-71472*b^3*c^2*g*p^2*x^2-48960*b^3*c^2*g*q^2*x^2-86496*b^3*c^2*p^2*q*x ^2-72912*b^3*c^2*p*q^2*x^2-7488*b^3*c*g^3*p*x^2-6288*b^3*c*g^3*q*x^2-20664*b^3* c*g^2*p^2*x^2-13392*b^3*c*g^2*q^2*x^2-19056*b^3*c*g*p^3*x^2-8784*b^3*c*g*q^3*x^ 2-23040*b^3*c*p^3*q*x^2-31320*b^3*c*p^2*q^2*x^2-15408*b^3*c*p*q^3*x^2-2928*b^4* g^2*p*q*x^2-5424*b^4*g*p^2*q*x^2-3768*b^4*g*p*q^2*x^2-115392*b^3*c^3*g*p*x^2-\ 99264*b^3*c^3*g*q*x^2-139776*b^3*c^3*p*q*x^2-47952*b^3*c^2*g^2*p*x^2-1200*a*g*p *q^5*x^2-4224*b^5*c*g*p*x^2-2880*b^5*c*g*q*x^2-5760*b^5*c*p*q*x^2-1344*b^5*g*p* q*x^2-33984*b^4*c^2*g*p*x^2-26496*b^4*c^2*g*q*x^2-42624*b^4*c^2*p*q*x^2-8208*b^ 4*c*g^2*p*x^2-6384*b^4*c*g^2*q*x^2-14832*b^4*c*g*p^2*x^2-7776*b^4*c*g*q^2*x^2-\ 18432*b^4*c*p^2*q*x^2-13776*b^4*c*p*q^2*x^2-2832*a*g^3*p^3*q*x^2-5184*a*g^3*p^2 *q^2*x^2-3360*a*g^3*p*q^3*x^2-2256*a*g^2*p^4*q*x^2-6288*a*g^2*p^3*q^2*x^2-6768* a*g^2*p^2*q^3*x^2-2976*a*g^2*p*q^4*x^2-816*a*g*p^5*q*x^2-3252*a*g*p^4*q^2*x^2-\ 5088*a*g*p^3*q^3*x^2-3732*a*g*p^2*q^4*x^2-53688*a*c^2*p^3*q^2*x^2-56616*a*c^2*p ^2*q^3*x^2-25740*a*c^2*p*q^4*x^2-660*a*c*g^5*p*x^2-708*a*c*g^5*q*x^2-3324*a*c*g ^4*p^2*x^2-3852*a*c*g^4*q^2*x^2-5772*a*c*g^3*p^3*x^2-7464*a*c*g^3*q^3*x^2-4236* a*c*g^2*p^4*x^2-6444*a*c*g^2*q^4*x^2-1296*a*c*g*p^5*x^2-2508*a*c*g*q^5*x^2-2592 *a*c*p^5*q*x^2-9288*a*c*p^4*q^2*x^2-14112*a*c*p^3*q^3*x^2-10368*a*c*p^2*q^4*x^2 -3456*a*c*p*q^5*x^2-312*a*g^5*p*q*x^2-1572*a*g^4*p^2*q*x^2-1704*a*g^4*p*q^2*x^2 -49440*a*c^3*g^3*q*x^2-91800*a*c^3*g^2*p^2*x^2-102408*a*c^3*g^2*q^2*x^2-65712*a *c^3*g*p^3*x^2-79200*a*c^3*g*q^3*x^2-86448*a*c^3*p^3*q*x^2-147456*a*c^3*p^2*q^2 *x^2-96336*a*c^3*p*q^3*x^2-8616*a*c^2*g^4*p*x^2-9144*a*c^2*g^4*q*x^2-26232*a*c^ 2*g^3*p^2*x^2-29760*a*c^2*g^3*q^2*x^2-30468*a*c^2*g^2*p^3*x^2-37836*a*c^2*g^2*q ^3*x^2-14472*a*c^2*g*p^4*x^2-20304*a*c^2*g*q^4*x^2-21348*a*c^2*p^4*q*x^2-162240 *a*c^5*g*p*x^2-168768*a*c^5*g*q*x^2-198144*a*c^5*p*q*x^2-125376*a*c^4*g^2*p*x^2 -130944*a*c^4*g^2*q*x^2-147264*a*c^4*g*p^2*x^2-162336*a*c^4*g*q^2*x^2-184176*a* c^4*p^2*q*x^2-193104*a*c^4*p*q^2*x^2-47040*a*c^3*g^3*p*x^2-912*a*b*g*q^5*x^2-\ 1488*a*b*p^5*q*x^2-4872*a*b*p^4*q^2*x^2-7008*a*b*p^3*q^3*x^2-4872*a*b*p^2*q^4*x ^2-1488*a*b*p*q^5*x^2-26184*a*b*c^2*p^4*x^2-26184*a*b*c^2*q^4*x^2-384*a*b*c*g^5 *x^2-3048*a*b*c*p^5*x^2-3048*a*b*c*q^5*x^2-192*a*b*g^5*p*x^2-192*a*b*g^5*q*x^2-\ 1440*a*b*g^4*p^2*x^2-1440*a*b*g^4*q^2*x^2-2976*a*b*g^3*p^3*x^2-2976*a*b*g^3*q^3 *x^2-2520*a*b*g^2*p^4*x^2-2520*a*b*g^2*q^4*x^2-912*a*b*g*p^5*x^2-195072*a*b*c^5 *g*x^2-242688*a*b*c^5*p*x^2-242688*a*b*c^5*q*x^2-140160*a*b*c^4*g^2*x^2-226656* a*b*c^4*p^2*x^2-226656*a*b*c^4*q^2*x^2-47232*a*b*c^3*g^3*x^2-106752*a*b*c^3*p^3 *x^2-106752*a*b*c^3*q^3*x^2-7248*a*b*c^2*g^4*x^2-13992*a*b^2*c*p^4*x^2-10176*a* b^2*c*q^4*x^2-948*a*b^2*g^4*p*x^2-948*a*b^2*g^4*q*x^2-5052*a*b^2*g^3*p^2*x^2-\ 4452*a*b^2*g^3*q^2*x^2-7764*a*b^2*g^2*p^3*x^2-6024*a*b^2*g^2*q^3*x^2-4536*a*b^2 *g*p^4*x^2-3012*a*b^2*g*q^4*x^2-6012*a*b^2*p^4*q*x^2-13272*a*b^2*p^3*q^2*x^2-\ 12504*a*b^2*p^2*q^3*x^2-4860*a*b^2*p*q^4*x^2-272640*a*b^2*c^4*q*x^2-112320*a*b^ 2*c^3*g^2*x^2-219744*a*b^2*c^3*p^2*x^2-199008*a*b^2*c^3*q^2*x^2-24912*a*b^2*c^2 *g^3*x^2-81024*a*b^2*c^2*p^3*x^2-67440*a*b^2*c^2*q^3*x^2-1896*a*b^2*c*g^4*x^2-\ 100896*a*b^3*c^2*p^2*x^2-79968*a*b^3*c^2*q^2*x^2-4224*a*b^3*c*g^3*x^2-26112*a*b ^3*c*p^3*x^2-16800*a*b^3*c*q^3*x^2-2112*a*b^3*g^3*p*x^2-2112*a*b^3*g^3*q*x^2-\ 8016*a*b^3*g^2*p^2*x^2-6192*a*b^3*g^2*q^2*x^2-8160*a*b^3*g*p^3*x^2-4848*a*b^3*g *q^3*x^2-10560*a*b^3*p^3*q*x^2-14976*a*b^3*p^2*q^2*x^2-7872*a*b^3*p*q^3*x^2-\ 211008*a*b^2*c^4*g*x^2-284160*a*b^2*c^4*p*x^2-4608*a*b^4*c*g^2*x^2-21408*a*b^4* c*p^2*x^2-13920*a*b^4*c*q^2*x^2-2304*a*b^4*g^2*p*x^2-2304*a*b^4*g^2*q*x^2-5808* a*b^4*g*p^2*x^2-3792*a*b^4*g*q^2*x^2-8160*a*b^4*p^2*q*x^2-6432*a*b^4*p*q^2*x^2-\ 110592*a*b^3*c^3*g*x^2-166656*a*b^3*c^3*p*x^2-151296*a*b^3*c^3*q*x^2-38688*a*b^ 3*c^2*g^2*x^2-41856*a*b^4*c^2*q*x^2-2304*a*b^5*c*g*x^2-6528*a*b^5*c*p*x^2-4992* a*b^5*c*q*x^2-1152*a*b^5*g*p*x^2-1152*a*b^5*g*q*x^2-2304*a*b^5*p*q*x^2-27264*a* b^4*c^2*g*x^2-49920*a*b^4*c^2*p*x^2-13308*a^2*c*p*q^4*x^2-1392*a^2*g^4*p*q*x^2-\ 4680*a^2*g^3*p^2*q*x^2-5472*a^2*g^3*p*q^2*x^2-5628*a^2*g^2*p^3*q*x^2-11172*a^2* g^2*p^2*q^2*x^2-7860*a^2*g^2*p*q^3*x^2-2736*a^2*g*p^4*q*x^2-8352*a^2*g*p^3*q^2* x^2-9600*a^2*g*p^2*q^3*x^2-4608*a^2*g*p*q^4*x^2-10800*a^2*c*g*q^4*x^2-8916*a^2* c*p^4*q*x^2-24792*a^2*c*p^3*q^2*x^2-27720*a^2*c*p^2*q^3*x^2-117264*a^2*c^3*g^2* q*x^2-126768*a^2*c^3*g*p^2*x^2-157008*a^2*c^3*g*q^2*x^2-169968*a^2*c^3*p^2*q*x^ 2-187824*a^2*c^3*p*q^2*x^2-27720*a^2*c^2*g^3*p*x^2-31032*a^2*c^2*g^3*q*x^2-\ 56088*a^2*c^2*g^2*p^2*x^2-71760*a^2*c^2*g^2*q^2*x^2-39432*a^2*c^2*g*p^3*x^2-\ 59856*a^2*c^2*g*q^3*x^2-57504*a^2*c^2*p^3*q*x^2-105048*a^2*c^2*p^2*q^2*x^2-\ 72336*a^2*c^2*p*q^3*x^2-3012*a^2*c*g^4*p*x^2-3396*a^2*c*g^4*q*x^2-9996*a^2*c*g^ 3*p^2*x^2-13236*a^2*c*g^3*q^2*x^2-11352*a^2*c*g^2*p^3*x^2-18684*a^2*c*g^2*q^3*x ^2-4860*a^2*c*g*p^4*x^2-24912*a^2*b*c^2*g^3*x^2-67440*a^2*b*c^2*p^3*x^2-81024*a ^2*b*c^2*q^3*x^2-1896*a^2*b*c*g^4*x^2-10176*a^2*b*c*p^4*x^2-13992*a^2*b*c*q^4*x ^2-948*a^2*b*g^4*p*x^2-948*a^2*b*g^4*q*x^2-4452*a^2*b*g^3*p^2*x^2-5052*a^2*b*g^ 3*q^2*x^2-6024*a^2*b*g^2*p^3*x^2-7764*a^2*b*g^2*q^3*x^2-3012*a^2*b*g*p^4*x^2-\ 4536*a^2*b*g*q^4*x^2-4860*a^2*b*p^4*q*x^2-12504*a^2*b*p^3*q^2*x^2-13272*a^2*b*p ^2*q^3*x^2-6012*a^2*b*p*q^4*x^2-181344*a^2*c^4*g*p*x^2-197664*a^2*c^4*g*q*x^2-\ 235008*a^2*c^4*p*q*x^2-106320*a^2*c^3*g^2*p*x^2-170112*a^2*b^2*c^3*g*x^2-245760 *a^2*b^2*c^3*p*x^2-245760*a^2*b^2*c^3*q*x^2-59904*a^2*b^2*c^2*g^2*x^2-141216*a^ 2*b^2*c^2*p^2*x^2-141216*a^2*b^2*c^2*q^2*x^2-6624*a^2*b^2*c*g^3*x^2-33936*a^2*b ^2*c*p^3*x^2-33936*a^2*b^2*c*q^3*x^2-3312*a^2*b^2*g^3*p*x^2-3312*a^2*b^2*g^3*q* x^2-11280*a^2*b^2*g^2*p^2*x^2-11280*a^2*b^2*g^2*q^2*x^2-10440*a^2*b^2*g*p^3*x^2 -10440*a^2*b^2*g*q^3*x^2-14592*a^2*b^2*p^3*q*x^2-23616*a^2*b^2*p^2*q^2*x^2-\ 14592*a^2*b^2*p*q^3*x^2-211008*a^2*b*c^4*g*x^2-272640*a^2*b*c^4*p*x^2-284160*a^ 2*b*c^4*q*x^2-112320*a^2*b*c^3*g^2*x^2-199008*a^2*b*c^3*p^2*x^2-219744*a^2*b*c^ 3*q^2*x^2-8040*a^3*g^2*p*q^2*x^2-4536*a^3*g*p^3*q*x^2-9996*a^3*g*p^2*q^2*x^2-\ 7584*a^3*g*p*q^3*x^2-7488*a^2*b^4*c*g*x^2-18816*a^2*b^4*c*p*x^2-16896*a^2*b^4*c *q*x^2-3744*a^2*b^4*g*p*x^2-3744*a^2*b^4*g*q*x^2-7488*a^2*b^4*p*q*x^2-59712*a^2 *b^3*c^2*g*x^2-102912*a^2*b^3*c^2*p*x^2-97536*a^2*b^3*c^2*q*x^2-10464*a^2*b^3*c *g^2*x^2-42048*a^2*b^3*c*p^2*x^2-37056*a^2*b^3*c*q^2*x^2-5232*a^2*b^3*g^2*p*x^2 -5232*a^2*b^3*g^2*q*x^2-11712*a^2*b^3*g*p^2*x^2-10368*a^2*b^3*g*q^2*x^2-17184*a ^2*b^3*p^2*q*x^2-16032*a^2*b^3*p*q^2*x^2-612*b^2*c*g^4*p-3614*b^2*c*g^3*p^2-146 *b^2*c*g^3*q^2-13176*a^3*c*b*p^3-23560*a^3*c*b*p^2+31016*a^3*c*b*p-1304*a^3*c*b *g^3-102*b^2*c*g^4*q+10992*a^3*c*b*g^2+40432*a^3*c*b*g-8160*a^3*b*g*q^3*x^2-\ 7872*a^3*b*p^3*q*x^2-14976*a^3*b*p^2*q^2*x^2-10560*a^3*b*p*q^3*x^2-99264*a^3*c^ 3*g*p*x^2-115392*a^3*c^3*g*q*x^2-139776*a^3*c^3*p*q*x^2-40368*a^3*c^2*g^2*p*x^2 -47952*a^3*c^2*g^2*q*x^2-48960*a^3*c^2*g*p^2*x^2-71472*a^3*c^2*g*q^2*x^2-72912* a^3*c^2*p^2*q*x^2-86496*a^3*c^2*p*q^2*x^2-6288*a^3*c*g^3*p*x^2-7488*a^3*c*g^3*q *x^2-13392*a^3*c*g^2*p^2*x^2-20664*a^3*c*g^2*q^2*x^2-8784*a^3*c*g*p^3*x^2-19056 *a^3*c*g*q^3*x^2-15408*a^3*c*p^3*q*x^2-31320*a^3*c*p^2*q^2*x^2-23040*a^3*c*p*q^ 3*x^2-2880*a^3*g^3*p*q*x^2-6300*a^3*g^2*p^2*q*x^2-37056*a^3*b^2*c*p^2*x^2-42048 *a^3*b^2*c*q^2*x^2-5232*a^3*b^2*g^2*p*x^2-5232*a^3*b^2*g^2*q*x^2-10368*a^3*b^2* g*p^2*x^2-11712*a^3*b^2*g*q^2*x^2-16032*a^3*b^2*p^2*q*x^2-17184*a^3*b^2*p*q^2*x ^2-110592*a^3*b*c^3*g*x^2-151296*a^3*b*c^3*p*x^2-166656*a^3*b*c^3*q*x^2-38688*a ^3*b*c^2*g^2*x^2-79968*a^3*b*c^2*p^2*x^2-100896*a^3*b*c^2*q^2*x^2-4224*a^3*b*c* g^3*x^2-16800*a^3*b*c*p^3*x^2-26112*a^3*b*c*q^3*x^2-2112*a^3*b*g^3*p*x^2-2112*a ^3*b*g^3*q*x^2-6192*a^3*b*g^2*p^2*x^2-8016*a^3*b*g^2*q^2*x^2-4848*a^3*b*g*p^3*x ^2-6432*a^4*b*p^2*q*x^2-8160*a^4*b*p*q^2*x^2-26496*a^4*c^2*g*p*x^2-33984*a^4*c^ 2*g*q*x^2-42624*a^4*c^2*p*q*x^2-6384*a^4*c*g^2*p*x^2-8208*a^4*c*g^2*q*x^2-7776* a^4*c*g*p^2*x^2-14832*a^4*c*g*q^2*x^2-13776*a^4*c*p^2*q*x^2-18432*a^4*c*p*q^2*x ^2-2928*a^4*g^2*p*q*x^2-3768*a^4*g*p^2*q*x^2-5424*a^4*g*p*q^2*x^2-10752*a^3*b^3 *c*g*x^2-25344*a^3*b^3*c*p*x^2-25344*a^3*b^3*c*q*x^2-5376*a^3*b^3*g*p*x^2-5376* a^3*b^3*g*q*x^2-10752*a^3*b^3*p*q*x^2-59712*a^3*b^2*c^2*g*x^2-97536*a^3*b^2*c^2 *p*x^2-102912*a^3*b^2*c^2*q*x^2-10464*a^3*b^2*c*g^2*x^2-1152*a^5*b*g*q*x^2-2304 *a^5*b*p*q*x^2-2880*a^5*c*g*p*x^2-4224*a^5*c*g*q*x^2-5760*a^5*c*p*q*x^2-1344*a^ 5*g*p*q*x^2-7488*a^4*b^2*c*g*x^2-16896*a^4*b^2*c*p*x^2-18816*a^4*b^2*c*q*x^2-\ 3744*a^4*b^2*g*p*x^2-3744*a^4*b^2*g*q*x^2-7488*a^4*b^2*p*q*x^2-27264*a^4*b*c^2* g*x^2-41856*a^4*b*c^2*p*x^2-49920*a^4*b*c^2*q*x^2-4608*a^4*b*c*g^2*x^2-13920*a^ 4*b*c*p^2*x^2-21408*a^4*b*c*q^2*x^2-2304*a^4*b*g^2*p*x^2-2304*a^4*b*g^2*q*x^2-\ 3792*a^4*b*g*p^2*x^2-5808*a^4*b*g*q^2*x^2-6528*a^5*b*c*q*x^2-1152*a^5*b*g*p*x^2 -4992*a^5*b*c*p*x^2-22008*b*g^2*p*q*x-27972*b*g*p^2*q*x-20568*b*g*p*q^2*x+348*b *g*p*q*x^2-121008*c^2*g*p*q*x-45168*c*g^2*p*q*x-53952*c*g*p^2*q*x-42672*c*g*p*q ^2*x+2544*c*g*p*q*x^2+46992*a*b*c*g*x+1632*a*b*p*q*x-2544*c*g*p*q*x-27864*a*g^2 *p*q*x-32232*a*g*p^2*q*x-25644*a*g*p*q^2*x+348*a*g*p*q*x^2-82026*b^2*c*g*p*x-\ 56676*b^2*c*g*q*x-74256*b^2*c*p*q*x-26832*b^2*g*p*q*x-174246*b*c^2*g*p*x-123678 *b*c^2*g*q*x-161148*b*c^2*p*q*x-67926*b*c*g^2*p*x-48318*b*c*g^2*q*x-82632*b*c*g *p^2*x-10536*b*c*g*p*x^2-48342*b*c*g*q^2*x-2544*b*c*g*q*x^2-74364*b*c*p^2*q*x-\ 56604*b*c*p*q^2*x+3912*b*c*p*q*x^2-92538*a*c*g*p^2*x-2544*a*c*g*p*x^2-58848*a*c *g*q^2*x-10536*a*c*g*q*x^2-82740*a*c*p^2*q*x-68340*a*c*p*q^2*x+3912*a*c*p*q*x^2 -30228*a*b*g^2*q*x-51216*a*b*g*p^2*x-6540*a*b*g*p*x^2-28920*a*b*g*q^2*x-6540*a* b*g*q*x^2-44352*a*b*p^2*q*x-1632*a*b*p*q*x^2-212346*a*c^2*g*p*x-159282*a*c^2*g* q*x-195108*a*c^2*p*q*x-83370*a*c*g^2*p*x-61482*a*c*g^2*q*x-17256*a*b*c*p*x^2-\ 74832*a*b*c*q^2*x-17256*a*b*c*q*x^2-43188*a*b*g^2*p*x-132468*a*b^2*c*p*x-87672* a*b^2*c*q*x-50862*a*b^2*g*p*x-34860*a*b^2*g*q*x-211248*a*b*c^2*g*x-279204*a*b*c ^2*p*x-199308*a*b*c^2*q*x-87528*a*b*c*g^2*x-46992*a*b*c*g*x^2-128112*a*b*c*p^2* x+24936*b*g^2*p*q*x^2+26808*b*g*p^2*q*x^2+26400*b*g*p*q^2*x^2+121008*c^2*g*p*q* x^2+45168*c*g^2*p*q*x^2+48312*c*g*p^2*q*x^2+48312*c*g*p*q^2*x^2-129912*a^2*b*c* g*x-169320*a^2*b*c*p*x-117276*a^2*b*c*q*x-67860*a^2*b*g*p*x-44874*a^2*b*g*q*x-\ 56760*a^2*b*p*q*x-129468*a^2*c*g*p*x-95838*a^2*c*g*q*x-115056*a^2*c*p*q*x-43992 *a^2*g*p*q*x-93384*a*b^2*c*g*x+70740*b*c*g*p^2*x^2+70440*b*c*g*q^2*x^2+71352*b* c*p^2*q*x^2+69672*b*c*p*q^2*x^2+166764*a*c^2*g*q*x^2+178128*a*c^2*p*q*x^2+65844 *a*c*g^2*p*x^2+64704*a*c*g^2*q*x^2+70440*a*c*g*p^2*x^2+70740*a*c*g*q^2*x^2+ 69672*a*c*p^2*q*x^2+71352*a*c*p*q^2*x^2+24936*a*g^2*p*q*x^2+26400*a*g*p^2*q*x^2 +26808*a*g*p*q^2*x^2+88932*b^2*c*g*p*x^2+93072*b^2*c*g*q*x^2+94656*b^2*c*p*q*x^ 2+35412*b^2*g*p*q*x^2+166764*b*c^2*g*p*x^2+168012*b*c^2*g*q*x^2+178128*b*c^2*p* q*x^2+64704*b*c*g^2*p*x^2+65844*b*c*g^2*q*x^2+101472*a*b*c*q^2*x^2+36708*a*b*g^ 2*p*x^2+36708*a*b*g^2*q*x^2+40068*a*b*g*p^2*x^2+40068*a*b*g*q^2*x^2+38856*a*b*p ^2*q*x^2+38856*a*b*p*q^2*x^2+168012*a*c^2*g*p*x^2+88932*a^2*c*g*q*x^2+94656*a^2 *c*p*q*x^2+35412*a^2*g*p*q*x^2+111648*a*b^2*c*g*x^2+124872*a*b^2*c*p*x^2+128496 *a*b^2*c*q*x^2+47868*a*b^2*g*p*x^2+51360*a*b^2*g*q*x^2+50136*a*b^2*p*q*x^2+ 211248*a*b*c^2*g*x^2+239256*a*b*c^2*p*x^2+239256*a*b*c^2*q*x^2+87528*a*b*c*g^2* x^2+101472*a*b*c*p^2*x^2+19284*b*c*g*q*x+2628*b*c*p*q*x+1902*b*g*p*q*x+111648*a ^2*b*c*g*x^2+128496*a^2*b*c*p*x^2+124872*a^2*b*c*q*x^2+51360*a^2*b*g*p*x^2+ 47868*a^2*b*g*q*x^2+50136*a^2*b*p*q*x^2+93072*a^2*c*g*p*x^2+2004*a*b*c*p*x+ 32508*a*b*c*q*x+546*a*b*g*p*x+12534*a*b*g*q*x-14196*a*c*g*p*x+15132*a*c*g*q*x-\ 10452*a*c*p*q*x-2598*a*g*p*q*x+5940*b*c*g*p*x-2304*a^5*b*c*g*x^2-39488*a^3*c*b* g*p*q-133184*a*c^3*b*g*p*q-44812*c^2*g*b*a*p*q-36400*a^2*b^2*c*g*p*q-113152*b*a ^2*c^2*g*p*q-31140*a^2*c*g*b*p*q^2-16992*a^2*c*g*b*p*q-62684*a^2*c*g*b*p^2*q-\ 32200*a^2*c*b*g^2*p*q+10928*p*a^3*b*q-5304*a^3*b*p^3*q-5608*a^3*b*p^2*q^2-7136* a^3*b*p^2*q-2024*p*a^3*b*q^2-416*a^3*b*g^3*q-1120*a^3*b*g^2*q^2+3716*a^3*b*g^2* q+1444*a^3*b*g*q^2+12464*a^3*b*g*q-712*a^3*b*g*q^3-1720*p*a^3*b*q^3-11072*b^3*c *a*g*p*q-64720*b^2*c^2*a*g*p*q-39372*a*g*b^2*c*p^2*q-13052*a*g*b^2*c*p*q^2+888* a*g*b^2*c*p*q-17704*a*b^2*c*g^2*p*q-4136*a^3*b*g^2*p^2+1332*a^3*b*g^2*p-1124*a^ 3*b*g^3*p-4020*a^3*b*g*p^3-6364*a^3*b*g*p^2+14108*a^3*b*g*p-49856*a^3*c^3*g*p-\ 56480*a^3*c^3*p*q-31104*a^3*c^3*g*q-1648*a^4*b*c*g^2+9344*a^4*b*c*g-10560*a^4*b *c*p^2-3440*a^4*b*c*p-21120*a^3*c^2*g^2*p-40984*a^3*c^2*p^2*q-4224*a^4*b*p^2*q-\ 1488*a^4*b*g^2*p-3072*a^4*b*g*p^2+304*a^4*b*g*p-33360*a^3*c^2*g*p^2-22352*a^3*c ^2*g*p-27496*a^3*c^2*p*q^2-32656*a^3*c^2*p*q-14512*a^3*c^2*g*q^2+488*a^3*c^2*g* q-12864*a^3*c^2*g^2*q+19588*a^3*c*g*p+15176*a^3*c*p*q-9628*a^3*c*g^2*p^2-3416*a ^3*c*g^2*p-10552*a*b*c*g^3*p*q-35126*b*g^2*a*c*p^2*q-14594*b*g^2*a*c*p*q^2-\ 38244*c*g*b*a*p^3*q-30770*c*g*b*a*p^2*q^2-6444*b*p*a*c*g*q^3-60336*a*b^3*c*g*p^ 2*x^2-46224*a*b^3*c*g*q^2*x^2-79584*a*b^3*c*p^2*q*x^2-70272*a*b^3*c*p*q^2*x^2-\ 14208*a*b^3*g^2*p*q*x^2-24144*a*b^3*g*p^2*q*x^2-20832*a*b^3*g*p*q^2*x^2-347328* a*b^2*c^3*g*p*x^2-331200*a*b^2*c^3*g*q*x^2-446976*a*b^2*c^3*p*q*x^2-143952*a*b^ 2*c^2*g^2*p*x^2-136368*a*b^2*c^2*g^2*q*x^2-206496*a*b^2*c^2*g*p^2*x^2-183984*a* b^2*c^2*g*q^2*x^2-265344*a*b^2*c^2*p^2*q*x^2-251760*a*b^2*c^2*p*q^2*x^2-22560*a *b^2*c*g^3*p*x^2-21360*a*b^2*c*g^3*q*x^2-59424*a*b^2*c*g^2*p^2*x^2-52152*a*b^2* c*g^2*q^2*x^2-51864*a*b^2*c*g*p^3*x^2-41592*a*b^2*c*g*q^3*x^2-67056*a*b^2*c*p^3 *q*x^2-102312*a*b^2*c*p^2*q^2*x^2-59424*a*b^2*c*p*q^3*x^2-9504*a*b^2*g^3*p*q*x^ 2-24972*a*b^2*g^2*p^2*q*x^2-23232*a*b^2*g^2*p*q^2*x^2-22056*a*b^2*g*p^3*q*x^2-\ 33516*a*b^2*g*p^2*q^2*x^2-19008*a*b^2*g*p*q^3*x^2-387072*a*b*c^4*g*p*x^2-387072 *a*b*c^4*g*q*x^2-483840*a*b*c^4*p*q*x^2-228000*a*b*c^3*g^2*p*x^2-228000*a*b*c^3 *g^2*q*x^2-292992*a*b*c^3*g*p^2*x^2-7596*a^3*c*g*p^3-19636*a^3*c*g*p^2-3548*a^3 *c*g^3*p-14316*a^3*c*p^2*q^2-22840*a^3*c*p^2*q-5368*a^3*c*p*q^3-10676*a^3*c*p*q ^2-1992*a^3*c*g^3*q-11568*a^3*c*p^3*q-2680*a^3*c*g*q^3-396*a^3*c*g*q^2+23808*a^ 3*c*g*q-4092*a^3*c*g^2*q^2+3840*a^3*c*g^2*q-3902*a^3*g^2*p^2*q+7820*p*a^3*g*q-\ 3636*a^3*g*p^3*q-4754*a^3*g*p^2*q^2-6260*a^3*g*p^2*q-1768*p*a^3*g*q^3-2406*p*a^ 3*g*q^2-1296*a^3*g^3*p*q-2628*a^3*g^2*p*q^2-582*a^3*g^2*p*q-292992*a*b*c^3*g*q^ 2*x^2-370752*a*b*c^3*p^2*q*x^2-370752*a*b*c^3*p*q^2*x^2-59808*a*b*c^2*g^3*p*x^2 -59808*a*b*c^2*g^3*q*x^2-132168*a*b*c^2*g^2*p^2*x^2-132168*a*b*c^2*g^2*q^2*x^2-\ 103992*a*b*c^2*g*p^3*x^2-103992*a*b*c^2*g*q^3*x^2-135408*a*b*c^2*p^3*q*x^2-\ 218448*a*b*c^2*p^2*q^2*x^2-135408*a*b*c^2*p*q^3*x^2-6504*a*b*c*g^4*p*x^2-6504*a *b*c*g^4*q*x^2-24048*a*b*c*g^3*p^2*x^2-24048*a*b*c*g^3*q^2*x^2-31644*a*b*c*g^2* p^3*x^2-31644*a*b*c*g^2*q^3*x^2-16764*a*b*c*g*p^4*x^2-16764*a*b*c*g*q^4*x^2-\ 23304*a*b*c*p^4*q*x^2-54672*a*b*c*p^3*q^2*x^2-54672*a*b*c*p^2*q^3*x^2-23304*a*b *c*p*q^4*x^2-2880*a*b*g^4*p*q*x^2-10656*a*b*g^3*p^2*q*x^2-10656*a*b*g^3*p*q^2*x ^2-14304*a*b*g^2*p^3*q*x^2-23568*a*b*g^2*p^2*q^2*x^2-14304*a*b*g^2*p*q^3*x^2-\ 7824*a*b*g*p^4*q*x^2-18912*a*b*g*p^3*q^2*x^2-18912*a*b*g*p^2*q^3*x^2-7824*a*b*g *p*q^4*x^2-333504*a*c^4*g*p*q*x^2+22026*c*g^2*q*r^2*x+19399*c*g*q^2*r^2*x+3472* c*g*q*r^3*x+13887*a*g^2*q*r^2*x+11802*a*g*q^2*r^2*x+2148*a*g*q*r^3*x+35404*b^2* c*q*r^2*x+13351*b^2*g*q*r^2*x+78384*b*c^2*q*r^2*x+23326*b*c*q^2*r^2*x+3069*b*c* q*r^3*x+10123*b*g^2*q*r^2*x+8739*b*g*q^2*r^2*x+694*b*g*q*r^3*x+61917*c^2*g*q*r^ 2*x+31130*a^2*b*q*r^2*x+62520*a^2*c*q*r^2*x+23237*a^2*g*q*r^2*x+23826*a*b^2*q*r ^2*x+14858*a*b*q^2*r^2*x+2031*a*b*q*r^3*x+102944*a*c^2*q*r^2*x+31722*a*c*q^2*r^ 2*x+5429*a*c*q*r^3*x+4424*c*g^3*q*r^2*x+4537*c*g^2*q^2*r^2*x-4478*c*g^2*q*r^3*x +999*c*g*q^3*r^2*x-4610*c*g*q^2*r^3*x-2202*c*g*q*r^4*x+774*b*g^2*p*q^2*r^2-2730 *b*g^2*p*r^3*x+1499*b*g^2*q^2*r^2*x-1880*b*g^2*q*r^3*x+426*b*g*p*q^3*r^2-81*b*g *q^3*r^2*x-2012*b*g*q^2*r^3*x-646*b*g*q*r^4*x+483*b*p*q^3*r^2*x+41112*c^3*g*q*r ^2*x+21251*c^2*g^2*q*r^2*x+14003*c^2*g*q^2*r^2*x-12736*c^2*g*q*r^3*x+2420*b*c*g ^3*p*r^2+1077*b*c*g^3*q*r^2+1188*b*c*g^2*q^2*r^2+1070*b*c*g^2*q*r^3+541*b*c*g*q ^3*r^2+398*b*c*g*q^2*r^3-280*b*c*g*q*r^4+1254*b*c*p*q^3*r^2+889*b*c*q^3*r^2*x-\ 5175*b*c*q^2*r^3*x-2045*b*c*q*r^4*x+558*b*g^3*p*q*r^2+3284*b*g^3*p*r^2*x+1918*b *g^3*q*r^2*x+699*b^2*g^2*p*q*r^2+8316*b^2*g^2*p*r^2*x+3872*b^2*g^2*q*r^2*x+684* b^2*g*p*q^2*r^2-3160*b^2*g*p*r^3*x+1345*b^2*g*q^2*r^2*x-2440*b^2*g*q*r^3*x+2844 *b^2*p*q^2*r^2*x+10762*b*c^3*g*q*r^2+54272*b*c^3*q*r^2*x+4971*b*c^2*g^2*q*r^2+ 3913*b*c^2*g*q^2*r^2+3764*b*c^2*g*q*r^3+16890*b*c^2*q^2*r^2*x-14903*b*c^2*q*r^3 *x+36419*a*b*g*q*r^2*x+76193*a*c*g*q*r^2*x+56707*b*c*g*q*r^2*x+98548*a*b*c*q*r^ 2*x+59133*b*c^2*g*q*r^2*x+19775*b*c*g^2*q*r^2*x+11306*b*c*g*q^2*r^2*x-10380*b*c *g*q*r^3*x-16254*a*c*g*q*r^3*x+25853*b^2*c*g*q*r^2*x+13677*a*b*g^2*q*r^2*x+7498 *a*b*g*q^2*r^2*x-7136*a*b*g*q*r^3*x+75713*a*c^2*g*q*r^2*x+27641*a*c*g^2*q*r^2*x +17686*a*c*g*q^2*r^2*x+17557*a*b^2*g*q*r^2*x+23376*a*b*c^2*g*q*r^2+100744*a*b*c ^2*q*r^2*x+7435*a*b*c*g^2*q*r^2+6687*a*b*c*g*q^2*r^2+7158*a*b*c*g*q*r^3+20632*a *b*c*q^2*r^2*x-20196*a*b*c*q*r^3*x+14438*a^2*b*c*g*q*r^2+67358*a^2*b*c*q*r^2*x+ 26821*a^2*b*g*q*r^2*x+48947*a^2*c*g*q*r^2*x+6598*a*b^2*c*g*q*r^2+48270*a*b^2*c* q*r^2*x-2552*b*g^3*p*q*r^2*x-4323*b*g^2*p*q^2*r^2*x-2677*b*g*p*q^3*r^2*x+1993*b *c*g^3*p*q*r^2-8560*b*c*g^3*p*r^2*x-4942*b*c*g^3*q*r^2*x+5721*b*c*g^2*p^2*q*r^2 +1915*b*c*g^2*p*q^2*r^2-7451*b*c*g^2*q^2*r^2*x-7410*b*c*g^2*q*r^3*x+5433*b*c*g* p^3*q*r^2+3687*b*c*g*p^2*q^2*r^2+513*b*c*g*p*q^3*r^2-4365*b*c*g*q^3*r^2*x-4659* b*c*g*q^2*r^3*x-181*b*c*g*q*r^4*x-7596*b*c*p*q^3*r^2*x+11938*a^3*q*r^2*x+10018* a^2*q^2*r^2*x+1647*a^2*q*r^3*x+2939*a*q^3*r^2*x-47*a*q^2*r^3*x-1437*a*q*r^4*x+ 7686*b^3*p*r^2*x+5494*b^3*q*r^2*x+1677*b^2*p*r^3*x+4714*b^2*q^2*r^2*x-475*b^2*q *r^3*x+1693*b*q^3*r^2*x-756*b*q^2*r^3*x-945*b*q*r^4*x+57500*c^3*q*r^2*x+26750*c ^2*q^2*r^2*x+4819*c^2*q*r^3*x+4820*c*q^3*r^2*x-351*c*q^2*r^3*x-2430*c*q*r^4*x+ 2592*g^3*q*r^2*x+3458*g^2*q^2*r^2*x+438*g^2*q*r^3*x+1781*g*q^3*r^2*x-239*g*q^2* r^3*x-843*g*q*r^4*x+144*g^4*p*q*r^2+364*g^4*p*r^2*x+286*g^4*q*r^2*x+272*g^3*p*q ^2*r^2-800*g^3*p*r^3*x+392*g^3*q^2*r^2*x-550*g^3*q*r^3*x+238*g^2*p*q^3*r^2+49*g ^2*q^3*r^2*x-831*g^2*q^2*r^3*x-339*g^2*q*r^4*x+87*g*p*q^4*r^2-124*g*q^4*r^2*x-\ 498*g*q^3*r^3*x-148*g*q^2*r^4*x+86*g*q*r^5*x-42*p*q^4*r^2*x+9108*c^4*g*q*r^2+ 28036*c^4*q*r^2*x+5885*c^3*g^2*q*r^2+4837*c^3*g*q^2*r^2+4400*c^3*g*q*r^3+12876* c^3*q^2*r^2*x-12366*c^3*q*r^3*x+1884*c^2*g^3*q*r^2+2310*c^2*g^2*q^2*r^2+2063*c^ 2*g^2*q*r^3+1192*c^2*g*q^3*r^2+1280*c^2*g*q^2*r^3-131*c^2*g*q*r^4+1759*c^2*q^3* r^2*x-6510*c^2*q^2*r^3*x-3135*c^2*q*r^4*x+619*c*g^4*p*r^2+313*c*g^4*q*r^2+493*c *g^3*q^2*r^2+389*c*g^3*q*r^3+371*c*g^2*q^3*r^2+354*c*g^2*q^2*r^3-68*c*g^2*q*r^4 +121*c*g*q^4*r^2+70*c*g*q^3*r^3-155*c*g*q^2*r^4-121*c*g*q*r^5+247*c*p*q^4*r^2-\ 139*c*q^4*r^2*x-1300*c*q^3*r^3*x-465*c*q^2*r^4*x+272*c*q*r^5*x+286*b^2*g^3*p*r^ 2+142*b^2*g^3*q*r^2+972*b^2*g^2*p^2*r^2+626*b^2*g^2*p*r^3+107*b^2*g^2*q^2*r^2+ 41*b^2*g^2*q*r^3+922*b^2*g*p^2*r^3+19*b^2*g*q^3*r^2-92*b^2*g*q^2*r^3-121*b^2*g* q*r^4+624*b^2*p^2*q^2*r^2+189*b^2*p*q^3*r^2+148*b^2*p*q^2*r^3-109*b^2*p*q*r^4-\ 198*b^2*q^3*r^2*x-975*b^2*q^2*r^3*x-70*b^2*q*r^4*x+8608*b*c^4*q*r^2+4272*b*c^3* q^2*r^2+3918*b*c^3*q*r^3+952*b*c^2*q^3*r^2+777*b*c^2*q^2*r^3-445*b*c^2*q*r^4+81 *b*c*q^4*r^2-75*b*c*q^3*r^3-306*b*c*q^2*r^4-159*b*c*q*r^5+185*b*g^4*p*r^2+103*b *g^4*q*r^2+706*b*g^3*p^2*r^2+384*b*g^3*p*r^3+137*b*g^3*q^2*r^2+83*b*g^3*q*r^3+ 828*b*g^2*p^2*r^3+73*b*g^2*q^3*r^2+13*b*g^2*q^2*r^3-58*b*g^2*q*r^4+11*b*g*q^4*r ^2-56*b*g*q^3*r^3-106*b*g*q^2*r^4-45*b*g*q*r^5+344*b*p^2*q^3*r^2+71*b*p*q^4*r^2 +38*b*p*q^3*r^3-117*b*p*q^2*r^4-84*b*p*q*r^5-129*b*q^4*r^2*x-376*b*q^3*r^3*x+47 *b*q^2*r^4*x+140*b*q*r^5*x+384*a*g^4*p*r^2+210*a*g^4*q*r^2+385*a*g^3*q^2*r^2+ 353*a*g^3*q*r^3+1024*a*g^2*p^2*r^3+332*a*g^2*q^3*r^2+396*a*g^2*q^2*r^3+15*a*g^2 *q*r^4+118*a*g*q^4*r^2+136*a*g*q^3*r^3-49*a*g*q^2*r^4-76*a*g*q*r^5+180*a*p*q^4* r^2-134*a*q^4*r^2*x-944*a*q^3*r^3*x-448*a*q^2*r^4*x+132*a*q*r^5*x+16*b^4*c*q*r^ 2-12*b^4*g*q*r^2+116*b^4*p*q*r^2+2324*b^4*p*r^2*x+400*b^4*q*r^2*x+2640*b^3*c^2* p*r^2+644*b^3*c^2*q*r^2+1758*b^3*c*p^2*r^2+1028*b^3*c*p*r^3+150*b^3*c*q^2*r^2-\ 10*b^3*c*q*r^3+154*b^3*g^2*p*r^2+50*b^3*g^2*q*r^2+520*b^3*g*p^2*r^2+392*b^3*g*p *r^3+6*b^3*g*q^2*r^2-64*b^3*g*q*r^3+438*b^3*p^2*q*r^2+3716*b^3*p^2*r^2*x+228*b^ 3*p*q^2*r^2+194*b^3*p*q*r^3-1194*b^3*p*r^3*x+78*b^3*q^2*r^2*x-1052*b^3*q*r^3*x+ 4256*b^2*c^3*q*r^2+1420*b^2*c^2*q^2*r^2+1204*b^2*c^2*q*r^3+178*b^2*c*q^3*r^2-79 *b^2*c*q^2*r^3-346*b^2*c*q*r^4+3720*a^3*q^2*r^2*x-2342*a^3*q*r^3*x+864*a^2*b^3* p*r^2+640*a^2*b^3*q*r^2+1096*a^2*b^2*q^2*r^2+1418*a^2*b^2*q*r^3+2465*a^2*b*p^2* r^3+650*a^2*b*q^3*r^2+909*a^2*b*q^2*r^3+111*a^2*b*q*r^4+23824*a^2*c^3*q*r^2+ 10936*a^2*c^2*q^2*r^2+10314*a^2*c^2*q*r^3+2084*a^2*c*q^3*r^2+2689*a^2*c*q^2*r^3 +357*a^2*c*q*r^4+1412*a^2*g^3*p*r^2+730*a^2*g^3*q*r^2+1165*a^2*g^2*q^2*r^2+1225 *a^2*g^2*q*r^3+725*a^2*g*q^3*r^2+976*a^2*g*q^2*r^3+138*a^2*g*q*r^4+712*a^2*q^3* r^2*x-2594*a^2*q^2*r^3*x-1268*a^2*q*r^4*x+208*a*b^4*q*r^2+1070*a*b^3*p^2*r^2+ 884*a*b^3*p*r^3+358*a*b^3*q^2*r^2+310*a*b^3*q*r^3+274*a*b^2*q^3*r^2+231*a*b^2*q ^2*r^3-130*a*b^2*q*r^4+97*a*b*q^4*r^2+57*a*b*q^3*r^3-150*a*b*q^2*r^4-111*a*b*q* r^5+18644*a*c^4*q*r^2+10620*a*c^3*q^2*r^2+9770*a*c^3*q*r^3+2822*a*c^2*q^3*r^2+ 3405*a*c^2*q^2*r^3+158*a*c^2*q*r^4+331*a*c*q^4*r^2+383*a*c*q^3*r^3-166*a*c*q^2* r^4-231*a*c*q*r^5+358*g^2*p^3*q^2*r^2+148*g^2*p^2*q^3*r^2+10*g^2*p*q^4*r^2-32*g ^2*p*q^3*r^3-66*g^2*p*q^2*r^4-29*g^2*p*q*r^5-156*g^2*q^4*r^2*x-120*g^2*q^3*r^3* x+38*g^2*q^2*r^4*x+40*g^2*q*r^5*x+90*g*p^5*q*r^2+227*g*p^4*q^2*r^2+156*g*p^3*q^ 3*r^2+26*g*p^2*q^4*r^2-20*g*p*q^4*r^3-41*g*p*q^3*r^4-26*g*p*q^2*r^5-5*g*p*q*r^6 -32*g*q^5*r^2*x+11*g*q^4*r^3*x+63*g*q^3*r^4*x+28*g*q^2*r^5*x-2*g*q*r^6*x-382*p^ 2*q^4*r^2*x-51*p*q^5*r^2*x-35*p*q^4*r^3*x+73*p*q^3*r^4*x+60*p*q^2*r^5*x+2148*a^ 4*b*p*r^2+980*a^4*b*q*r^2+3524*a^4*c*q*r^2+2088*a^4*g*p*r^2+948*a^4*g*q*r^2+ 3964*a^4*q*r^2*x+2236*a^3*b^2*p*r^2+1148*a^3*b^2*q*r^2+1530*a^3*b*q^2*r^2+1892* a^3*b*q*r^3+13916*a^3*c^2*q*r^2+5112*a^3*c*p*r^3+4674*a^3*c*q^2*r^2+4560*a^3*c* q*r^3+2482*a^3*g^2*p*r^2+1212*a^3*g^2*q*r^2+1474*a^3*g*q^2*r^2+1574*a^3*g*q*r^3 +23*g^5*p*q*r^2-118*g^5*p*r^2*x-86*g^5*q*r^2*x+133*g^4*p^2*q*r^2-470*g^4*p^2*r^ 2*x+44*g^4*p*q^2*r^2+g^4*p*q*r^3-254*g^4*p*r^3*x-208*g^4*q^2*r^2*x-148*g^4*q*r^ 3*x+254*g^3*p^3*q*r^2+230*g^3*p^2*q^2*r^2+36*g^3*p*q^3*r^2-14*g^3*p*q^2*r^3-42* g^3*p*q*r^4-264*g^3*q^3*r^2*x-238*g^3*q^2*r^3*x-6*g^3*q*r^4*x+220*g^2*p^4*q*r^2 +107*c^2*p*q^4*r^2-1317*c^2*q^4*r^2*x-1350*c^2*q^3*r^3*x+287*c^2*q^2*r^4*x+421* c^2*q*r^5*x+102*c*g^5*p*r^2+10*c*g^5*q*r^2+413*c*g^4*p^2*r^2+16*c*g^4*p*r^3+10* c*g^4*q^2*r^2-51*c*g^4*q*r^3+612*c*g^3*p^3*r^2+c*g^3*q^3*r^2-93*c*g^3*q^2*r^3-\ 95*c*g^3*q*r^4+366*c*g^2*p^4*r^2-5*c*g^2*q^4*r^2-78*c*g^2*q^3*r^3-114*c*g^2*q^2 *r^4-47*c*g^2*q*r^5+71*c*g*p^5*r^2-2*c*g*q^5*r^2-28*c*g*q^4*r^3-53*c*g*q^3*r^4-\ 34*c*g*q^2*r^5-7*c*g*q*r^6+263*c*p^5*q*r^2+590*c*p^4*q^2*r^2+398*c*p^3*q^3*r^2+ 68*c*p^2*q^4*r^2-c*p*q^5*r^2-61*c*p*q^4*r^3-114*c*p*q^3*r^4-67*c*p*q^2*r^5-13*c *p*q*r^6-81*c*q^5*r^2*x+173*c*q^3*r^4*x+93*c*q^2*r^5*x-10*c*q*r^6*x+3714*c^3*g^ 3*p*r^2+1524*c^3*g^3*q*r^2+7679*c^3*g^2*p^2*r^2+1641*c^3*g^2*q^2*r^2-180*c^3*g^ 2*q*r^3+5630*c^3*g*p^3*r^2+600*c^3*g*q^3*r^2-412*c^3*g*q^2*r^3-876*c^3*g*q*r^4+ 5846*c^3*p^3*q*r^2+5296*c^3*p^2*q^2*r^2+1274*c^3*p*q^3*r^2-6952*c^3*q^3*r^2*x-\ 7464*c^3*q^2*r^3*x-560*c^3*q*r^4*x+857*c^2*g^4*p*r^2+251*c^2*g^4*q*r^2+2544*c^2 *g^3*p^2*r^2+361*c^2*g^3*q^2*r^2-151*c^2*g^3*q*r^3+2829*c^2*g^2*p^3*r^2+201*c^2 *g^2*q^3*r^2-271*c^2*g^2*q^2*r^3-433*c^2*g^2*q*r^4+1247*c^2*g*p^4*r^2+30*c^2*g* q^4*r^2-208*c^2*g*q^3*r^3-369*c^2*g*q^2*r^4-164*c^2*g*q*r^5+1775*c^2*p^4*q*r^2+ 2588*c^2*p^3*q^2*r^2+1102*c^2*p^2*q^3*r^2-35*b*g^2*p*r^5-6*b*g^2*q^4*r^2-19*b*g ^2*q^3*r^3-21*b*g^2*q^2*r^4-9*b*g^2*q*r^5+104*b*g*p^5*r^2-5*b*g*p*r^6+134*b*p^5 *q*r^2+223*b*p^4*q^2*r^2+100*b*p^3*q^3*r^2-3*b*p^2*q^4*r^2-76*b*p^2*q^3*r^3-99* b*p^2*q^2*r^4-36*b*p^2*q*r^5-21*b*p*q^4*r^3-36*b*p*q^3*r^4-15*b*p*q^2*r^5-3*b*p *r^6*x+10*b*q^5*r^2*x+70*b*q^4*r^3*x+77*b*q^3*r^4*x+4*b*q^2*r^5*x-13*b*q*r^6*x+ 10360*c^5*g*p*r^2+5392*c^5*g*q*r^2+8368*c^5*p*q*r^2-21072*c^5*q*r^2*x+8676*c^4* g^2*p*r^2+4160*c^4*g^2*q*r^2+11244*c^4*g*p^2*r^2+2872*c^4*g*q^2*r^2-60*c^4*g*q* r^3+9964*c^4*p^2*q*r^2+5056*c^4*p*q^2*r^2-17292*c^4*q^2*r^2*x-14784*c^4*q*r^3*x -116*b^2*p^2*q*r^4-56*b^2*p*q^3*r^3-78*b^2*p*q^2*r^4-24*b^2*p*q*r^5+131*b^2*p*r ^5*x+4*b^2*q^4*r^2*x+159*b^2*q^3*r^3*x+176*b^2*q^2*r^4*x+19*b^2*q*r^5*x+12016*b *c^5*p*r^2+5272*b*c^5*q*r^2+14124*b*c^4*p^2*r^2+2308*b*c^4*q^2*r^2-292*b*c^4*q* r^3+8144*b*c^3*p^3*r^2+330*b*c^3*q^3*r^2-630*b*c^3*q^2*r^3-910*b*c^3*q*r^4+2387 *b*c^2*p^4*r^2+b*c^2*q^4*r^2-234*b*c^2*q^3*r^3-351*b*c^2*q^2*r^4-138*b*c^2*q*r^ 5+323*b*c*p^5*r^2-13*b*c*p*r^6-21*b*c*q^4*r^3-36*b*c*q^3*r^4-15*b*c*q^2*r^5+36* b*g^5*p*r^2-6*b*g^5*q*r^2+181*b*g^4*p^2*r^2+15*b*g^4*p*r^3-18*b*g^4*q^2*r^2-28* b*g^4*q*r^3+331*b*g^3*p^3*r^2+62*b*g^3*p^2*r^3-49*b*g^3*p*r^4-18*b*g^3*q^3*r^2-\ 41*b*g^3*q^2*r^3-28*b*g^3*q*r^4+276*b*g^2*p^4*r^2-2980*a*g*q^2*r^3*x-1500*a*g*q *r^4*x+1380*b^3*c*g*p*r^2+258*b^3*c*g*q*r^2+1348*b^3*c*p*q*r^2+9706*b^3*c*q*r^2 *x+374*b^3*g*p*q*r^2+7834*b^3*g*p*r^2*x+2766*b^3*g*q*r^2*x+4582*b^3*p*q*r^2*x+ 3584*b^2*c^2*g*q*r^2+37362*b^2*c^2*q*r^2*x+3050*b^2*c*g^2*p*r^2+1060*b^2*c*g^2* q*r^2+744*b^2*c*g*q^2*r^2+644*b^2*c*g*q*r^3+2144*b^2*c*p*q^2*r^2+5956*b^2*c*q^2 *r^2*x-6159*b^2*c*q*r^3*x+2547*a*c*g^3*q*r^2+3502*a*c*g^2*q^2*r^2+3387*a*c*g^2* q*r^3+1946*a*c*g*q^3*r^2+2398*a*c*g*q^2*r^3+128*a*c*g*q*r^4+1921*a*c*q^3*r^2*x-\ 8313*a*c*q^2*r^3*x-4125*a*c*q*r^4*x+3100*a*g^3*q*r^2*x+3166*a*g^2*q^2*r^2*x-\ 2886*a*g^2*q*r^3*x+658*a*g*q^3*r^2*x+1600*a*b^2*p*q^2*r^2-5915*a*b^2*p*r^3*x+ 3490*a*b^2*q^2*r^2*x-4927*a*b^2*q*r^3*x+24284*a*b*c^3*q*r^2+10010*a*b*c^2*q^2*r ^2+10246*a*b*c^2*q*r^3+1698*a*b*c*q^3*r^2+1996*a*b*c*q^2*r^3-118*a*b*c*q*r^4+ 1486*a*b*g^3*p*r^2+826*a*b*g^3*q*r^2+1134*a*b*g^2*q^2*r^2+1182*a*b*g^2*q*r^3+ 607*a*b*g*q^3*r^2+714*a*b*g*q^2*r^3-8*a*b*g*q*r^4+928*a*b*p*q^3*r^2+317*a*b*q^3 *r^2*x-3861*a*b*q^2*r^3*x-1649*a*b*q*r^4*x+24728*a*c^3*g*q*r^2+65280*a*c^3*q*r^ 2*x+11957*a*c^2*g^2*q*r^2+10687*a*c^2*g*q^2*r^2+10198*a*c^2*g*q*r^3+22582*a*c^2 *q^2*r^2*x-23123*a*c^2*q*r^3*x+7170*a^2*c*g^2*q*r^2+7226*a^2*c*g*q^2*r^2+7228*a ^2*c*g*q*r^3+15116*a^2*c*q^2*r^2*x-13739*a^2*c*q*r^3*x+9308*a^2*g^2*q*r^2*x+ 6386*a^2*g*q^2*r^2*x-4714*a^2*g*q*r^3*x+3472*a*b^3*c*p*r^2+1860*a*b^3*c*q*r^2+ 892*a*b^3*g*p*r^2+682*a*b^3*g*q*r^2+1000*a*b^3*p*q*r^2+13246*a*b^3*p*r^2*x+6326 *a*b^3*q*r^2*x+10372*a*b^2*c^2*q*r^2+2932*a*b^2*c*q^2*r^2+3182*a*b^2*c*q*r^3+ 1886*a*b^2*g^2*p*r^2+1120*a*b^2*g^2*q*r^2+1054*a*b^2*g*q^2*r^2+1132*a*b^2*g*q*r ^3+8460*a^3*c*g*q*r^2+25922*a^3*c*q*r^2*x+10522*a^3*g*q*r^2*x+6688*a^2*b^2*c*q* r^2+3606*a^2*b^2*g*p*r^2+17372*a^2*b^2*q*r^2*x+23248*a^2*b*c^2*q*r^2+7060*a^2*b *c*q^2*r^2+7900*a^2*b*c*q*r^3+4148*a^2*b*g^2*p*r^2+2200*a^2*b*g^2*q*r^2+2360*a^ 2*b*g*q^2*r^2+2826*a^2*b*g*q*r^3+7564*a^2*b*q^2*r^2*x-6113*a^2*b*q*r^3*x+23024* a^2*c^2*g*q*r^2+61066*a^2*c^2*q*r^2*x-534*g^4*p*q*r^2*x-1234*g^3*p*q^2*r^2*x-\ 1283*g^2*p*q^3*r^2*x-526*g*p*q^4*r^2*x+8744*a^3*b*c*q*r^2+4946*a^3*b*g*p*r^2+ 2440*a^3*b*g*q*r^2+15410*a^3*b*q*r^2*x+443*c*g^4*p*q*r^2-1832*c*g^4*p*r^2*x-\ 1220*c*g^4*q*r^2*x+1661*c*g^3*p^2*q*r^2+696*c*g^3*p*q^2*r^2-2446*c*g^3*q^2*r^2* x-2104*c*g^3*q*r^3*x+2240*c*g^2*p^3*q*r^2+2058*c*g^2*p^2*q^2*r^2+421*c*g^2*p*q^ 3*r^2-2343*c*g^2*q^3*r^2*x-2488*c*g^2*q^2*r^3*x-198*c*g^2*q*r^4*x+1274*c*g*p^4* q*r^2+1955*c*g*p^3*q^2*r^2+828*c*g*p^2*q^3*r^2+74*c*g*p*q^4*r^2-922*c*g*q^4*r^2 *x-897*c*g*q^3*r^3*x+171*c*g*q^2*r^4*x+276*c*g*q*r^5*x-1455*c*p*q^4*r^2*x-7751* c^2*g*q^2*r^3*x-687*c^2*g*q*r^4*x+3059*c^2*g^3*p*q*r^2-7386*c^2*g^3*q*r^2*x+ 7463*c^2*g^2*p^2*q*r^2+3493*c^2*g^2*p*q^2*r^2-11307*c^2*g^2*q^2*r^2*x-10190*c^2 *g^2*q*r^3*x+6367*c^2*g*p^3*q*r^2+5833*c^2*g*p^2*q^2*r^2+1335*c^2*g*p*q^3*r^2-\ 7066*c^2*g*q^3*r^2*x+14620*c^4*g*p*q*r^2-35224*c^4*g*q*r^2*x+9748*c^3*g^2*p*q*r ^2-22924*c^3*g^2*q*r^2*x+14328*c^3*g*p^2*q*r^2+7082*c^3*g*p*q^2*r^2-23140*c^3*g *q^2*r^2*x-20540*c^3*g*q*r^3*x+131*b*g^4*p*q*r^2-670*b*g^4*p*r^2*x-436*b*g^4*q* r^2*x+629*b*g^3*p^2*q*r^2-2286*b*g^3*p^2*r^2*x+170*b*g^3*p*q^2*r^2+13*b*g^3*p*q *r^3-1518*b*g^3*p*r^3*x-846*b*g^3*q^2*r^2*x-722*b*g^3*q*r^3*x+971*b*g^2*p^3*q*r ^2+651*b*g^2*p^2*q^2*r^2+74*b*g^2*p*q^3*r^2-69*b*g^2*p*q^2*r^3-141*b*g^2*p*q*r^ 4-746*b*g^2*q^3*r^2*x-661*b*g^2*q^2*r^3*x-7*b*g^2*q*r^4*x+615*b*g*p^4*q*r^2+684 *b*g*p^3*q^2*r^2+178*b*g*p^2*q^3*r^2+5*b*g*p*q^4*r^2-88*b*g*p*q^3*r^3-148*b*g*p *q^2*r^4-63*b*g*p*q*r^5-226*b*g*q^4*r^2*x-47*b*g*q^3*r^3*x+203*b*g*q^2*r^4*x+84 *b*g*q*r^5*x-2020*b*p^2*q^3*r^2*x-371*b*p*q^4*r^2*x-357*b*p*q^3*r^3*x+208*b*p*q ^2*r^4*x+181*b*p*q*r^5*x+2968*b*c*g^2*p^3*r^2+4*b*c*g^2*q^3*r^2-232*b*c*g^2*q^2 *r^3-257*b*c*g^2*q*r^4+1656*b*c*g*p^4*r^2-7*b*c*g*q^4*r^2-126*b*c*g*q^3*r^3-190 *b*c*g*q^2*r^4-81*b*c*g*q*r^5+1643*b*c*p^4*q*r^2+1781*b*c*p^3*q^2*r^2+465*b*c*p ^2*q^3*r^2+4*b*c*p*q^4*r^2-291*b*c*p*q^3*r^3-429*b*c*p*q^2*r^4-165*b*c*p*q*r^5-\ 549*b*c*q^4*r^2*x-303*b*c*q^3*r^3*x+547*b*c*q^2*r^4*x+299*b*c*q*r^5*x-24152*b*c ^3*q^2*r^2*x-22560*b*c^3*q*r^3*x+4268*b*c^2*g^3*p*r^2+1154*b*c^2*g^3*q*r^2+ 10165*b*c^2*g^2*p^2*r^2+1020*b*c^2*g^2*q^2*r^2-349*b*c^2*g^2*q*r^3+8643*b*c^2*g *p^3*r^2+249*b*c^2*g*q^3*r^2-598*b*c^2*g*q^2*r^3-847*b*c^2*g*q*r^4+7357*b*c^2*p ^3*q*r^2+4974*b*c^2*p^2*q^2*r^2+729*b*c^2*p*q^3*r^2-6368*b*c^2*q^3*r^2*x-6971*b *c^2*q^2*r^3*x-112*b*c^2*q*r^4*x+636*b*c*g^4*p*r^2+70*b*c*g^4*q*r^2+2240*b*c*g^ 3*p^2*r^2+209*b*c*g^3*p*r^3+57*b*c*g^3*q^2*r^2-165*b*c*g^3*q*r^3-1330*b^2*g^3*p *r^2*x-742*b^2*g^3*q*r^2*x+911*b^2*g^2*p^2*q*r^2-3950*b^2*g^2*p^2*r^2*x+190*b^2 *g^2*p*q^2*r^2-5*b^2*g^2*p*q*r^3-3020*b^2*g^2*p*r^3*x-1130*b^2*g^2*q^2*r^2*x-\ 1070*b^2*g^2*q*r^3*x+952*b^2*g*p^3*q*r^2+428*b^2*g*p^2*q^2*r^2+29*b^2*g*p*q^3*r ^2-124*b^2*g*p*q^2*r^3-167*b^2*g*p*q*r^4-578*b^2*g*q^3*r^2*x-325*b^2*g*q^2*r^3* x+165*b^2*g*q*r^4*x-3700*b^2*p^2*q^2*r^2*x-1000*b^2*p*q^3*r^2*x-1100*b^2*p*q^2* r^3*x+118*b^2*p*q*r^4*x+20640*b*c^4*g*p*r^2+8480*b*c^4*g*q*r^2+14764*b*c^4*p*q* r^2-39280*b*c^4*q*r^2*x+13596*b*c^3*g^2*p*r^2+4902*b*c^3*g^2*q*r^2+19880*b*c^3* g*p^2*r^2+2822*b*c^3*g*q^2*r^2-408*b*c^3*g*q*r^3+15274*b*c^3*p^2*q*r^2+5796*b*c ^3*p*q^2*r^2+20416*b*c^3*g*p*q*r^2-49832*b*c^3*g*q*r^2*x+9979*b*c^2*g^2*p*q*r^2 -23236*b*c^2*g^2*q*r^2*x+16516*b*c^2*g*p^2*q*r^2+6046*b*c^2*g*p*q^2*r^2-23359*b *c^2*g*q^2*r^2*x-23160*b*c^2*g*q*r^3*x-4168*b^2*g^2*p*q*r^2*x-4539*b^2*g*p*q^2* r^2*x+2799*b^2*c*g^2*p*q*r^2-13648*b^2*c*g^2*p*r^2*x-6326*b^2*c*g^2*q*r^2*x+ 5236*b^2*c*g*p^2*q*r^2+1258*b^2*c*g*p*q^2*r^2-6489*b^2*c*g*q^2*r^2*x-7382*b^2*c *g*q*r^3*x-13488*b^2*c*p*q^2*r^2*x-2756*b^3*g*p*q*r^2*x+8792*b^2*c^2*g*p*q*r^2-\ 21256*b^2*c^2*g*q*r^2*x+1292*b^3*c*g*p*q*r^2-8564*b^3*c*g*p*r^2*x-2728*b^3*c*g* q*r^2*x-9032*b^3*c*p*q*r^2*x+8249*a*c*g*p^2*q^2*r^2+2228*a*c*g*p*q^3*r^2-9909*a *c*g*q^3*r^2*x-11017*a*c*g*q^2*r^3*x-1139*a*c*g*q*r^4*x+4254*a*c*g^3*p*q*r^2-\ 8814*a*c*g^3*q*r^2*x+9396*a*c*g^2*p^2*q*r^2+5283*a*c*g^2*p*q^2*r^2-14885*a*c*g^ 2*q^2*r^2*x-13510*a*c*g^2*q*r^3*x+7524*a*c*g*p^3*q*r^2+19797*a*c^2*g^2*p*q*r^2-\ 41308*a*c^2*g^2*q*r^2*x+27254*a*c^2*g*p^2*q*r^2+15700*a*c^2*g*p*q^2*r^2-44943*a *c^2*g*q^2*r^2*x-39704*a*c^2*g*q*r^3*x+1536*a*b*g^3*p*q*r^2-4606*a*b*g^3*p*r^2* x-3286*a*b*g^3*q*r^2*x+3933*a*b*g^2*p^2*q*r^2+1631*a*b*g^2*p*q^2*r^2-8032*a*b*g ^2*p*r^3*x-5747*a*b*g^2*q^2*r^2*x-5534*a*b*g^2*q*r^3*x+3529*a*b*g*p^3*q*r^2+ 2917*a*b*g*p^2*q^2*r^2+495*a*b*g*p*q^3*r^2-3699*a*b*g*q^3*r^2*x-3953*a*b*g*q^2* r^3*x-279*a*b*g*q*r^4*x-5408*a*b*p*q^3*r^2*x+39204*a*c^3*g*p*q*r^2-85280*a*c^3* g*q*r^2*x+488*a*b*c^2*g*q*r^3+31654*a*b*c^2*p^2*q*r^2+14184*a*b*c^2*p*q^2*r^2-\ 50224*a*b*c^2*q^2*r^2*x-46340*a*b*c^2*q*r^3*x+5815*a*b*c*g^3*p*r^2+2195*a*b*c*g ^3*q*r^2+12479*a*b*c*g^2*p^2*r^2+2050*a*b*c*g^2*q^2*r^2+6*a*b*c*g^2*q*r^3+9793* a*b*c*g*p^3*r^2+544*a*b*c*g*q^3*r^2-690*a*b*c*g*q^2*r^3-1198*a*b*c*g*q*r^4+9654 *a*b*c*p^3*q*r^2+7866*a*b*c*p^2*q^2*r^2+1442*a*b*c*p*q^3*r^2-10208*a*b*c*q^3*r^ 2*x-11124*a*b*c*q^2*r^3*x-656*a*b*c*q*r^4*x+2291*a*b^2*g^2*p*q*r^2-7256*a*b^2*g ^2*p*r^2*x-5338*a*b^2*g^2*q*r^2*x+4008*a*b^2*g*p^2*q*r^2+1196*a*b^2*g*p*q^2*r^2 -10804*a*b^2*g*p*r^3*x-6341*a*b^2*g*q^2*r^2*x-6222*a*b^2*g*q*r^3*x-9274*a*b^2*p *q^2*r^2*x+54140*a*b*c^3*g*p*r^2+25988*a*b*c^3*g*q*r^2+42512*a*b*c^3*p*q*r^2-\ 98560*a*b*c^3*q*r^2*x+27004*a*b*c^2*g^2*p*r^2+11930*a*b*c^2*g^2*q*r^2+36828*a*b *c^2*g*p^2*r^2+7442*a*b*c^2*g*q^2*r^2+9930*a*b^2*c*g^2*p*r^2+3148*a*b^2*c*g^2*q *r^2+15042*a*b^2*c*g*p^2*r^2+1442*a*b^2*c*g*q^2*r^2-232*a*b^2*c*g*q*r^3+11090*a *b^2*c*p^2*q*r^2+3468*a*b^2*c*p*q^2*r^2-17514*a*b^2*c*q^2*r^2*x-17616*a*b^2*c*q *r^3*x+6408*a*b^3*c*g*p*r^2+1552*a*b^3*c*g*q*r^2+3456*a*b^3*c*p*q*r^2-17032*a*b ^3*c*p*r^2*x-10712*a*b^3*c*q*r^2*x+1188*a*b^3*g*p*q*r^2-4492*a*b^3*g*p*r^2*x-\ 3880*a*b^3*g*q*r^2*x-5832*a*b^3*p*q*r^2*x+30052*a*b^2*c^2*g*p*r^2+11004*a*b^2*c ^2*g*q*r^2+20372*a*b^2*c^2*p*q*r^2-51120*a*b^2*c^2*q*r^2*x+12650*a^2*c*g^2*p*q* r^2-21888*a^2*c*g^2*q*r^2*x+16134*a^2*c*g*p^2*q*r^2+11165*a^2*c*g*p*q^2*r^2-\ 26883*a^2*c*g*q^2*r^2*x-24566*a^2*c*g*q*r^3*x+258*b^2*g^3*p*q*r^2+6946*b^2*c^2* g^2*p*r^2+1660*b^2*c^2*g^2*q*r^2+11244*b^2*c^2*g*p^2*r^2+694*b^2*c^2*g*q^2*r^2-\ 412*b^2*c^2*g*q*r^3+7176*b^2*c^2*p^2*q*r^2+1766*b^2*c^2*p*q^2*r^2-9882*b^2*c^2* q^2*r^2*x-11112*b^2*c^2*q*r^3*x+1414*b^2*c*g^3*p*r^2+162*b^2*c*g^3*q*r^2+3856*b ^2*c*g^2*p^2*r^2+398*b^2*c*g^2*p*r^3+83*b^2*c*g^2*q^2*r^2-179*b^2*c*g^2*q*r^3+ 3615*b^2*c*g*p^3*r^2+3*b^2*c*g*q^3*r^2-186*b^2*c*g*q^2*r^3-213*b^2*c*g*q*r^4+ 2539*b^2*c*p^3*q*r^2+1122*b^2*c*p^2*q^2*r^2+43*b^2*c*p*q^3*r^2-477*b^2*c*p*q^2* r^3-515*b^2*c*p*q*r^4-1314*b^2*c*q^3*r^2*x-1275*b^2*c*q^2*r^3*x+420*b^2*c*q*r^4 *x+202*b^3*g^2*p*q*r^2-1092*b^3*g^2*p*r^2*x-514*b^3*g^2*q*r^2*x+428*b^3*g*p^2*q *r^2-2796*b^3*g*p^2*r^2*x+60*b^3*g*p*q^2*r^2-56*b^3*g*p*q*r^3-2354*b^3*g*p*r^3* x-626*b^3*g*q^2*r^2*x-482*b^3*g*q*r^3*x-2684*b^3*p^2*q*r^2*x-1190*b^3*p*q^2*r^2 *x-1336*b^3*p*q*r^3*x+14216*b^2*c^3*g*p*r^2+4288*b^2*c^3*g*q*r^2+8468*b^2*c^3*p *q*r^2-24064*b^2*c^3*q*r^2*x+4128*b^3*c^2*g*p*r^2+788*b^3*c^2*g*q*r^2+1796*b^3* c^2*p*q*r^2-15224*b^3*c^2*p*r^2*x-4736*b^3*c^2*q*r^2*x+1330*b^3*c*g^2*p*r^2+146 *b^3*c*g^2*q*r^2+2400*b^3*c*g*p^2*r^2+140*b^3*c*g*p*r^3+36*b^3*c*g*q^2*r^2-96*b ^3*c*g*q*r^3+1130*b^3*c*p^2*q*r^2-9190*b^3*c*p^2*r^2*x+98*b^3*c*p*q^2*r^2-308*b ^3*c*p*q*r^3-6400*b^3*c*p*r^3*x-1222*b^3*c*q^2*r^2*x-1724*b^3*c*q*r^3*x+328*a*g ^4*p*q*r^2-998*a*g^4*p*r^2*x-720*a*g^4*q*r^2*x+1045*a*g^3*p^2*q*r^2+556*a*g^3*p *q^2*r^2-1808*a*g^3*p*r^3*x-1644*a*g^3*q^2*r^2*x-1456*a*g^3*q*r^3*x+1284*a*g^2* p^3*q*r^2+1462*a*g^2*p^2*q^2*r^2+367*a*g^2*p*q^3*r^2-1721*a*g^2*q^3*r^2*x-1877* a*g^2*q^2*r^3*x-175*a*g^2*q*r^4*x+681*a*g*p^4*q*r^2+1318*a*g*p^3*q^2*r^2+670*a* g*p^2*q^3*r^2+71*a*g*p*q^4*r^2-718*a*g*q^4*r^2*x-788*a*g*q^3*r^3*x+32*a*g*q^2*r ^4*x+192*a*g*q*r^5*x-1060*a*p*q^4*r^2*x+44*b^4*c*g*q*r^2+84*b^4*c*p*q*r^2-1600* b^4*c*p*r^2*x-184*b^4*c*q*r^2*x+52*b^4*g*p*q*r^2-356*b^4*g*p*r^2*x-228*b^4*g*q* r^2*x-552*b^4*p*q*r^2*x+1128*a*c*g^4*p*r^2+488*a*c*g^4*q*r^2+2840*a*c*g^3*p^2*r ^2+724*a*c*g^3*q^2*r^2-28*a*c*g^3*q*r^3+2615*a*c*g^2*p^3*r^2+424*a*c*g^2*q^3*r^ 2-239*a*c*g^2*q^2*r^3-564*a*c*g^2*q*r^4+824*a*c*g*p^4*r^2+69*a*c*g*q^4*r^2-286* a*c*g*q^3*r^3-548*a*c*g*q^2*r^4-247*a*c*g*q*r^5+2013*a*c*p^4*q*r^2+3505*a*c*p^3 *q^2*r^2+1769*a*c*p^2*q^3*r^2+210*a*c*p*q^4*r^2-1985*a*c*q^4*r^2*x-2225*a*c*q^3 *r^3*x+123*a*c*q^2*r^4*x+543*a*c*q*r^5*x-64320*a*c^4*q*r^2*x+21508*a*c^3*g^2*p* r^2+12162*a*c^3*g^2*q*r^2+25726*a*c^3*g*p^2*r^2+8956*a*c^3*g*q^2*r^2+732*a*c^3* g*q*r^3+25510*a*c^3*p^2*q*r^2+14804*a*c^3*p*q^2*r^2-44312*a*c^3*q^2*r^2*x-37384 *a*c^3*q*r^3*x+7022*a*c^2*g^3*p*r^2+3614*a*c^2*g^3*q*r^2+12955*a*c^2*g^2*p^2*r^ 2+4094*a*c^2*g^2*q^2*r^2+213*a*c^2*g^2*q*r^3+8395*a*c^2*g*p^3*r^2+1605*a*c^2*g* q^3*r^2-492*a*c^2*g*q^2*r^3-1691*a*c^2*g*q*r^4+10629*a*c^2*p^3*q*r^2+11226*a*c^ 2*p^2*q^2*r^2+3141*a*c^2*p*q^3*r^2-14216*a*c^2*q^3*r^2*x-15417*a*c^2*q^2*r^3*x-\ 1548*a*c^2*q*r^4*x+461*a*b*g^4*p*r^2+129*a*b*g^4*q*r^2+1382*a*b*g^3*p^2*r^2+227 *a*b*g^3*p*r^3+136*a*b*g^3*q^2*r^2-45*a*b*g^3*q*r^3+1634*a*b*g^2*p^3*r^2+36*a*b *g^2*q^3*r^2-156*a*b*g^2*q^2*r^3-201*a*b*g^2*q*r^4+802*a*b*g*p^4*r^2-7*a*b*g*q^ 4*r^2-126*a*b*g*q^3*r^3-190*a*b*g*q^2*r^4-81*a*b*g*q*r^5+1007*a*b*p^4*q*r^2+ 1339*a*b*p^3*q^2*r^2+473*a*b*p^2*q^3*r^2+8*a*b*p*q^4*r^2-171*a*b*p*q^3*r^3-273* a*b*p*q^2*r^4-117*a*b*p*q*r^5-597*a*b*q^4*r^2*x-473*a*b*q^3*r^3*x+339*a*b*q^2*r ^4*x+261*a*b*q*r^5*x+32024*a*c^4*g*p*r^2+19056*a*c^4*g*q*r^2+28004*a*c^4*p*q*r^ 2+76*a*b^2*c*q^3*r^2-518*a*b^2*c*q^2*r^3-628*a*b^2*c*q*r^4+1052*a*b^2*g^3*p*r^2 +248*a*b^2*g^3*q*r^2+2574*a*b^2*g^2*p^2*r^2+468*a*b^2*g^2*p*r^3+141*a*b^2*g^2*q ^2*r^2-87*a*b^2*g^2*q*r^3+2271*a*b^2*g*p^3*r^2+3*a*b^2*g*q^3*r^2-186*a*b^2*g*q^ 2*r^3-213*a*b^2*g*q*r^4+1865*a*b^2*p^3*q*r^2+1104*a*b^2*p^2*q^2*r^2+67*a*b^2*p* q^3*r^2-227*a*b^2*p*q^2*r^3-299*a*b^2*p*q*r^4-1690*a*b^2*q^3*r^2*x-1527*a*b^2*q ^2*r^3*x+246*a*b^2*q*r^4*x+39408*a*b*c^4*p*r^2+19752*a*b*c^4*q*r^2+35260*a*b*c^ 3*p^2*r^2+7804*a*b*c^3*q^2*r^2+496*a*b*c^3*q*r^3+14220*a*b*c^2*p^3*r^2+998*a*b* c^2*q^3*r^2-942*a*b*c^2*q^2*r^3-1786*a*b*c^2*q*r^4+2480*a*b*c*p^4*r^2+6*a*b*c*q ^4*r^2-348*a*b*c*q^3*r^3-546*a*b*c*q^2*r^4-228*a*b*c*q*r^5+1912*a^2*g^2*p*q^2*r ^2-4270*a^2*g^2*p*r^3*x-4336*a^2*g^2*q^2*r^2*x-4218*a^2*g^2*q*r^3*x+2003*a^2*g* p^3*q*r^2+2776*a^2*g*p^2*q^2*r^2+910*a^2*g*p*q^3*r^2-3291*a^2*g*q^3*r^2*x-3803* a^2*g*q^2*r^3*x-487*a^2*g*q*r^4*x+160*a*b^4*c*q*r^2+44*a*b^4*g*q*r^2+132*a*b^4* p*q*r^2-872*a*b^4*p*r^2*x-1184*a*b^4*q*r^2*x+9360*a*b^3*c^2*p*r^2+2560*a*b^3*c^ 2*q*r^2+5016*a*b^3*c*p^2*r^2+600*a*b^3*c*p*r^3+180*a*b^3*c*q^2*r^2-272*a*b^3*c* q*r^3+1042*a*b^3*g^2*p*r^2+186*a*b^3*g^2*q*r^2+1776*a*b^3*g*p^2*r^2+268*a*b^3*g *p*r^3+36*a*b^3*g*q^2*r^2-96*a*b^3*g*q*r^3+1066*a*b^3*p^2*q*r^2-5006*a*b^3*p^2* r^2*x+150*a*b^3*p*q^2*r^2-84*a*b^3*p*q*r^3-2170*a*b^3*q^2*r^2*x-1912*a*b^3*q*r^ 3*x+29200*a*b^2*c^3*p*r^2+11480*a*b^2*c^3*q*r^2+21320*a*b^2*c^2*p^2*r^2+2484*a* b^2*c^2*q^2*r^2-332*a*b^2*c^2*q*r^3+6350*a*b^2*c*p^3*r^2+1380*a^2*g^3*p*q*r^2-\ 3282*a^2*g^3*p*r^2*x-2218*a^2*g^3*q*r^2*x+2716*a^2*g^2*p^2*q*r^2+25900*a^2*c^3* g*q*r^2+35876*a^2*c^3*p*q*r^2-73584*a^2*c^3*q*r^2*x+18682*a^2*c^2*g^2*p*r^2+ 12726*a^2*c^2*g^2*q*r^2+19912*a^2*c^2*g*p^2*r^2+10140*a^2*c^2*g*q^2*r^2+1792*a^ 2*c^2*g*q*r^3+23166*a^2*c^2*p^2*q*r^2+15666*a^2*c^2*p*q^2*r^2-40690*a^2*c^2*q^2 *r^2*x-34604*a^2*c^2*q*r^3*x+4113*a^2*c*g^3*p*r^2+2669*a^2*c*g^3*q*r^2+6412*a^2 *c*g^2*p^2*r^2+3258*a^2*c*g^2*q^2*r^2+619*a^2*c*g^2*q*r^3+3204*a^2*c*g*p^3*r^2+ 1401*a^2*c*g*q^3*r^2+46*a^2*c*g*q^2*r^3-967*a^2*c*g*q*r^4+5999*a^2*c*p^3*q*r^2+ 7576*a^2*c*p^2*q^2*r^2+2503*a^2*c*p*q^3*r^2-9498*a^2*c*q^3*r^2*x-10453*a^2*c*q^ 2*r^3*x-1304*a^2*c*q*r^4*x-6192*a^2*b^2*q^2*r^2*x-6520*a^2*b^2*q*r^3*x+48944*a^ 2*b*c^3*p*r^2+28408*a^2*b*c^3*q*r^2+30688*a^2*b*c^2*p^2*r^2+9552*a^2*b*c^2*q^2* r^2+2048*a^2*b*c^2*q*r^3+7394*a^2*b*c*p^3*r^2+982*a^2*b*c*q^3*r^2-244*a^2*b*c*q ^2*r^3-1058*a^2*b*c*q*r^4+1847*a^2*b*g^3*p*r^2+935*a^2*b*g^3*q*r^2+3492*a^2*b*g ^2*p^2*r^2+767*a^2*b*g^2*p*r^3+972*a^2*b*g^2*q^2*r^2+263*a^2*b*g^2*q*r^3+2402*a ^2*b*g*p^3*r^2+295*a^2*b*g*q^3*r^2-92*a^2*b*g*q^2*r^3-351*a^2*b*g*q*r^4+2931*a^ 2*b*p^3*q*r^2+2910*a^2*b*p^2*q^2*r^2+689*a^2*b*p*q^3*r^2-3752*a^2*b*q^3*r^2*x-\ 4265*a^2*b*q^2*r^3*x-498*a^2*b*q*r^4*x+37260*a^2*c^3*g*p*r^2+2463*a^3*g^2*p*q*r ^2-5378*a^3*g^2*p*r^2*x-3208*a^3*g^2*q*r^2*x+2844*a^3*g*p^2*q*r^2+2513*a^3*g*p* q^2*r^2-3912*a^3*g*p*r^3*x-4704*a^3*g*q^2*r^2*x-4718*a^3*g*q*r^3*x+6808*a^2*b^3 *c*p*r^2+2384*a^2*b^3*c*q*r^2+2320*a^2*b^3*g*p*r^2+764*a^2*b^3*g*q*r^2+1516*a^2 *b^3*p*q*r^2-3872*a^2*b^3*p*r^2*x-3504*a^2*b^3*q*r^2*x+29024*a^2*b^2*c^2*p*r^2+ 13672*a^2*b^2*c^2*q*r^2+13356*a^2*b^2*c*p^2*r^2+2392*a^2*b^2*c*q^2*r^2+492*a^2* b^2*c*q*r^3+3328*a^2*b^2*g^2*p*r^2+1408*a^2*b^2*g^2*q*r^2+4670*a^2*b^2*g*p^2*r^ 2+1158*a^2*b^2*g*p*r^3+748*a^2*b^2*g*q^2*r^2+180*a^2*b^2*g*q*r^3+3962*a^2*b^2*p ^2*q*r^2+1598*a^2*b^2*p*q^2*r^2-8896*a^2*b^2*p*r^3*x+19712*a^3*c^2*g*p*r^2+ 16688*a^3*c^2*g*q*r^2+21680*a^3*c^2*p*q*r^2-37776*a^3*c^2*q*r^2*x+6466*a^3*c*g^ 2*p*r^2+5548*a^3*c*g^2*q*r^2+5538*a^3*c*g*p^2*r^2+4890*a^3*c*g*q^2*r^2+1276*a^3 *c*g*q*r^3+8648*a^3*c*p^2*q*r^2+7046*a^3*c*p*q^2*r^2-15022*a^3*c*q^2*r^2*x-\ 13464*a^3*c*q*r^3*x+1938*a^4*g*p*q*r^2-4428*a^4*g*p*r^2*x-2196*a^4*g*q*r^2*x+ 11936*a^3*b^2*c*p*r^2+6808*a^3*b^2*c*q*r^2+4080*a^3*b^2*g*p*r^2+2308*a^3*b^2*g* q*r^2+3580*a^3*b^2*p*q*r^2-6696*a^3*b^2*p*r^2*x-4440*a^3*b^2*q*r^2*x+28232*a^3* b*c^2*p*r^2+19400*a^3*b*c^2*q*r^2+10612*a^3*b*c*p^2*r^2+4976*a^3*b*c*q^2*r^2+ 1664*a^3*b*c*q*r^3+3178*a^3*b*g^2*p*r^2+2178*a^3*b*g^2*q*r^2+3462*a^3*b*g*p^2*r ^2+888*a^3*b*g*p*r^3+1718*a^3*b*g*q^2*r^2+680*a^3*b*g*q*r^3+4104*a^3*b*p^2*q*r^ 2+2708*a^3*b*p*q^2*r^2-6224*a^3*b*p*r^3*x-5926*a^3*b*q^2*r^2*x-6348*a^3*b*q*r^3 *x-1278*g^2*p^3*q^2*r^2*x-858*g^2*p^2*q^3*r^2*x-136*g^2*p*q^4*r^2*x+45*g^2*p*q^ 3*r^3*x+170*g^2*p*q^2*r^4*x+60*g^2*p*q*r^5*x-184*g*p^5*q*r^2*x-658*g*p^4*q^2*r^ 2*x-708*g*p^3*q^3*r^2*x-256*g*p^2*q^4*r^2*x-4*g*p*q^5*r^2*x+71*g*p*q^4*r^3*x+ 105*g*p*q^3*r^4*x+40*g*p*q^2*r^5*x+7264*a^4*b*c*p*r^2+6176*a^4*b*c*q*r^2+2380*a ^4*b*g*p*r^2+2096*a^4*b*g*q*r^2+2748*a^4*b*p*q*r^2-5064*a^4*b*p*r^2*x-2544*a^4* b*q*r^2*x+4344*a^4*c*g*p*r^2+4960*a^4*c*g*q*r^2+5992*a^4*c*p*q*r^2-8248*a^4*c*q *r^2*x-118*g^5*p*q*r^2*x-492*g^4*p^2*q*r^2*x-314*g^4*p*q^2*r^2*x-66*g^4*p*q*r^3 *x-774*g^3*p^3*q*r^2*x-1044*g^3*p^2*q^2*r^2*x-338*g^3*p*q^3*r^2*x-70*g^3*p*q^2* r^3*x+100*g^3*p*q*r^4*x-556*g^2*p^4*q*r^2*x-118*c*g^2*p*q^3*r^3-120*c*g^2*p*q^2 *r^4-42*c*g^2*p*q*r^5-132*c*g^2*q^4*r^2*x+115*c*g^2*q^3*r^3*x+263*c*g^2*q^2*r^4 *x+92*c*g^2*q*r^5*x-103*c*g*p^5*q*r^2-136*c*g*p^5*r^2*x-233*c*g*p^4*q^2*r^2-266 *c*g*p^4*q*r^3-199*c*g*p^3*q^3*r^2-413*c*g*p^3*q^2*r^3-229*c*g*p^3*q*r^4-66*c*g *p^2*q^4*r^2-200*c*g*p^2*q^3*r^3-204*c*g*p^2*q^2*r^4-72*c*g*p^2*q*r^5-6*c*g*p*q ^5*r^2-24*c*g*p*q^4*r^3-36*c*g*p*q^3*r^4-24*c*g*p*q^2*r^5-6*c*g*p*q*r^6+10*c*g* q^5*r^2*x+97*c*g*q^4*r^3*x+115*c*g*q^3*r^4*x+34*c*g*q^2*r^5*x-4*c*g*q*r^6*x-552 *c*p^5*q*r^2*x-1710*c*p^4*q^2*r^2*x-1792*c*p^3*q^3*r^2*x-666*c*p^2*q^4*r^2*x-24 *c*p*q^5*r^2*x+192*c*p*q^4*r^3*x+270*c*p*q^3*r^4*x+90*c*p*q^2*r^5*x-29*c*g^5*p* q*r^2-328*c*g^5*p*r^2*x-144*c*g^5*q*r^2*x-139*c*g^4*p^2*q*r^2-1192*c*g^4*p^2*r^ 2*x-76*c*g^4*p*q^2*r^2-108*c*g^4*p*q*r^3-158*c*g^4*p*r^3*x-386*c*g^4*q^2*r^2*x-\ 24*c*g^4*q*r^3*x-260*c*g^3*p^3*q*r^2-1616*c*g^3*p^3*r^2*x-265*c*g^3*p^2*q^2*r^2 -348*c*g^3*p^2*q*r^3-83*c*g^3*p*q^3*r^2-179*c*g^3*p*q^2*r^3-109*c*g^3*p*q*r^4-\ 394*c*g^3*q^3*r^2*x-2*c*g^3*q^2*r^3*x+200*c*g^3*q*r^4*x-233*c*g^2*p^4*q*r^2-874 *c*g^2*p^4*r^2*x-370*c*g^2*p^3*q^2*r^2-450*c*g^2*p^3*q*r^3-212*c*g^2*p^2*q^3*r^ 2-447*c*g^2*p^2*q^2*r^3-258*c*g^2*p^2*q*r^4-39*c*g^2*p*q^4*r^2-2944*c^2*g^4*p*r ^2*x-1732*c^2*g^4*q*r^2*x-882*c^2*g^3*p^2*q*r^2-7730*c^2*g^3*p^2*r^2*x-509*c^2* g^3*p*q^2*r^2-710*c^2*g^3*p*q*r^3-3364*c^2*g^3*q^2*r^2*x-540*c^2*g^3*q*r^3*x-\ 1152*c^2*g^2*p^3*q*r^2-7728*c^2*g^2*p^3*r^2*x-1181*c^2*g^2*p^2*q^2*r^2-1558*c^2 *g^2*p^2*q*r^3-388*c^2*g^2*p*q^3*r^2-842*c^2*g^2*p*q^2*r^3-520*c^2*g^2*p*q*r^4-\ 2472*c^2*g^2*q^3*r^2*x-297*c^2*g^2*q^2*r^3*x+953*c^2*g^2*q*r^4*x-673*c^2*g*p^4* q*r^2-3012*c^2*g*p^4*r^2*x-1043*c^2*g*p^3*q^2*r^2-1306*c^2*g*p^3*q*r^3-595*c^2* g*p^2*q^3*r^2-1273*c^2*g*p^2*q^2*r^3-761*c^2*g*p^2*q*r^4-114*c^2*g*p*q^4*r^2-\ 348*c^2*g*p*q^3*r^3-360*c^2*g*p*q^2*r^4-132*c^2*g*p*q*r^5-578*c^2*g*q^4*r^2*x+ 321*c^2*g*q^3*r^3*x+863*c^2*g*q^2*r^4*x+298*c^2*g*q*r^5*x-4494*c^2*p^4*q*r^2*x-\ 9064*c^2*p^3*q^2*r^2*x-6092*c^2*p^2*q^3*r^2*x-1158*c^2*p*q^4*r^2*x-274*c^2*g^4* p*q*r^2-1648*c^3*g*p*q^2*r^3-1040*c^3*g*p*q*r^4-5428*c^3*g*q^3*r^2*x-624*c^3*g* q^2*r^3*x+1984*c^3*g*q*r^4*x-17544*c^3*p^3*q*r^2*x-22212*c^3*p^2*q^2*r^2*x-8400 *c^3*p*q^3*r^2*x-1216*c^3*g^3*p*q*r^2-13092*c^3*g^3*p*r^2*x-8712*c^3*g^3*q*r^2* x-2632*c^3*g^2*p^2*q*r^2-23804*c^3*g^2*p^2*r^2*x-1568*c^3*g^2*p*q^2*r^2-2184*c^ 3*g^2*p*q*r^3-11728*c^3*g^2*q^2*r^2*x-2110*c^3*g^2*q*r^3*x-2184*c^3*g*p^3*q*r^2 -15488*c^3*g*p^3*r^2*x-2234*c^3*g*p^2*q^2*r^2-2988*c^3*g*p^2*q*r^3-752*c^3*g*p* q^3*r^2-2800*c^4*g^2*p*q*r^2-30776*c^4*g^2*p*r^2*x-21744*c^4*g^2*q*r^2*x-3752*c ^4*g*p^2*q*r^2-35000*c^4*g*p^2*r^2*x-2276*c^4*g*p*q^2*r^2-3192*c^4*g*p*q*r^3-\ 18256*c^4*g*q^2*r^2*x-3208*c^4*g*q*r^3*x-35016*c^4*p^2*q*r^2*x-25200*c^4*p*q^2* r^2*x-3248*c^5*g*p*q*r^2-36656*c^5*g*p*r^2*x-26720*c^5*g*q*r^2*x-34272*c^5*p*q* r^2*x-1432*b^3*p^2*r^3*x-70*b^3*p*q^2*r^3-72*b^3*p*q*r^4-18*b^3*p*r^4*x-60*b^3* q^3*r^2*x+144*b^3*q^2*r^3*x+170*b^3*q*r^4*x+10376*b^2*c^4*p*r^2+3440*b^2*c^4*q* r^2+10556*b^2*c^3*p^2*r^2+824*b^2*c^3*q^2*r^2-508*b^2*c^3*q*r^3+4992*b^2*c^2*p^ 3*r^2+26*b^2*c^2*q^3*r^2-384*b^2*c^2*q^2*r^3-422*b^2*c^2*q*r^4+1088*b^2*c*p^4*r ^2-101*b^2*c*p*r^5-56*b^2*c*q^3*r^3-78*b^2*c*q^2*r^4-24*b^2*c*q*r^5+99*b^2*g^4* p*r^2-13*b^2*g^4*q*r^2+424*b^2*g^3*p^2*r^2+44*b^2*g^3*p*r^3-26*b^2*g^3*q^2*r^2-\ 42*b^2*g^3*q*r^3+636*b^2*g^2*p^3*r^2+136*b^2*g^2*p^2*r^3-74*b^2*g^2*p*r^4-13*b^ 2*g^2*q^3*r^2-31*b^2*g^2*q^2*r^3-23*b^2*g^2*q*r^4+397*b^2*g*p^4*r^2-37*b^2*g*p* r^5+316*b^2*p^4*q*r^2+235*b^2*p^3*q^2*r^2+4*b^2*p^2*q^3*r^2-124*b^2*p^2*q^2*r^3 -13*a*p*q*r^6-79*a*q^5*r^2*x-42*a*q^4*r^3*x+112*a*q^3*r^4*x+89*a*q^2*r^5*x+3*a* q*r^6*x-112*b^5*q*r^2*x+56*b^4*c^2*q*r^2-40*b^4*c*q*r^3-4*b^4*g^2*q*r^2+24*b^4* p^2*q*r^2-616*b^4*p^2*r^2*x-40*b^4*p*q*r^3-568*b^4*p*r^3*x-136*b^4*q^2*r^2*x+28 *b^4*q*r^3*x+3976*b^3*c^3*p*r^2+864*b^3*c^3*q*r^2+3328*b^3*c^2*p^2*r^2+28*b^3*c ^2*p*r^3+64*b^3*c^2*q^2*r^2-248*b^3*c^2*q*r^3+1164*b^3*c*p^3*r^2+76*b^3*c*p^2*r ^3-200*b^3*c*p*r^4-70*b^3*c*q^2*r^3-72*b^3*c*q*r^4+128*b^3*g^3*p*r^2-12*b^3*g^3 *q*r^2+414*b^3*g^2*p^2*r^2+38*b^3*g^2*p*r^3-12*b^3*g^2*q^2*r^2-20*b^3*g^2*q*r^3 +428*b^3*g*p^3*r^2+56*b^3*g*p^2*r^3-60*b^3*g*p*r^4+230*b^3*p^3*q*r^2-1618*b^3*p ^3*r^2*x+22*b^3*p^2*q^2*r^2-80*b^3*p^2*q*r^3+8560*a*c^3*p^3*r^2+1694*a*c^3*q^3* r^2-418*a*c^3*q^2*r^3-1658*a*c^3*q*r^4+1680*a*c^2*p^4*r^2+140*a*c^2*q^4*r^2-384 *a*c^2*q^3*r^3-798*a*c^2*q^2*r^4-378*a*c^2*q*r^5+65*a*c*p^5*r^2-2*a*c*q^5*r^2-\ 77*a*c*q^4*r^3-150*a*c*q^3*r^4-95*a*c*q^2*r^5-20*a*c*q*r^6+73*a*g^5*p*r^2+23*a* g^5*q*r^2+234*a*g^4*p^2*r^2+21*a*g^4*p*r^3+36*a*g^4*q^2*r^2-13*a*g^4*q*r^3+261* a*g^3*p^3*r^2+22*a*g^3*q^3*r^2-45*a*g^3*q^2*r^3-62*a*g^3*q*r^4+64*a*g^2*p^4*r^2 +a*g^2*q^4*r^2-59*a*g^2*q^3*r^3-93*a*g^2*q^2*r^4-38*a*g^2*q*r^5-40*a*g*p^5*r^2-\ 2*a*g*q^5*r^2-28*a*g*q^4*r^3-53*a*g*q^3*r^4-34*a*g*q^2*r^5-7*a*g*q*r^6+139*a*p^ 5*q*r^2+381*a*p^4*q^2*r^2+304*a*p^3*q^3*r^2+71*a*p^2*q^4*r^2-a*p*q^5*r^2-40*a*p *q^4*r^3-78*a*p*q^3*r^4-52*a*p*q^2*r^5+343*a^2*g^4*p*r^2+203*a^2*g^4*q*r^2+684* a^2*g^3*p^2*r^2+65*a^2*g^3*p*r^3+326*a^2*g^3*q^2*r^2+65*a^2*g^3*q*r^3+382*a^2*g ^2*p^3*r^2+210*a^2*g^2*q^3*r^2+a^2*g^2*q^2*r^3-154*a^2*g^2*q*r^4-58*a^2*g*p^4*r ^2+39*a^2*g*q^4*r^2-78*a^2*g*q^3*r^3-179*a^2*g*q^2*r^4-83*a^2*g*q*r^5+522*a^2*p ^4*q*r^2+1130*a^2*p^3*q^2*r^2+671*a^2*p^2*q^3*r^2+103*a^2*p*q^4*r^2-748*a^2*q^4 *r^2*x-884*a^2*q^3*r^3*x-68*a^2*q^2*r^4*x+141*a^2*q*r^5*x-40*a*b^4*q*r^3+836*a* b^3*p^3*r^2+204*a*b^3*p^2*r^3-104*a*b^3*p*r^4-70*a*b^3*q^2*r^3-72*a*b^3*q*r^4+ 636*a*b^2*p^4*r^2-65*a*b^2*p*r^5-56*a*b^2*q^3*r^3-78*a*b^2*q^2*r^4-24*a*b^2*q*r ^5+133*a*b*p^5*r^2-13*a*b*p*r^6-21*a*b*q^4*r^3-36*a*b*q^3*r^4-15*a*b*q^2*r^5+ 18480*a*c^5*p*r^2+11304*a*c^5*q*r^2+18608*a*c^4*p^2*r^2+6752*a*c^4*q^2*r^2+596* a*c^4*q*r^3+715*a^3*g^3*p*r^2+603*a^3*g^3*q*r^2+786*a^3*g^2*p^2*r^2+13*a^3*g^2* p*r^3+817*a^3*g^2*q^2*r^2+246*a^3*g^2*q*r^3+63*a^3*g*p^3*r^2+396*a^3*g*q^3*r^2+ 126*a^3*g*q^2*r^3-152*a^3*g*q*r^4+1010*a^3*p^3*q*r^2+1624*a^3*p^2*q^2*r^2+636*a ^3*p*q^3*r^2-1950*a^3*q^3*r^2*x-2280*a^3*q^2*r^3*x-358*a^3*q*r^4*x+104*a^2*b^4* q*r^2+1736*a^2*b^3*p^2*r^2+396*a^2*b^3*p*r^3+116*a^2*b^3*q^2*r^2-24*a^2*b^3*q*r ^3+1838*a^2*b^2*p^3*r^2+50*a^2*b^2*q^3*r^2-134*a^2*b^2*q^2*r^3-206*a^2*b^2*q*r^ 4+513*a^2*b*p^4*r^2+5*a^2*b*q^4*r^2-114*a^2*b*q^3*r^3-195*a^2*b*q^2*r^4-90*a^2* b*q*r^5+27208*a^2*c^4*p*r^2+19000*a^2*c^4*q*r^2+20044*a^2*c^3*p^2*r^2+9944*a^2* c^3*q^2*r^2+1588*a^2*c^3*q*r^3+5804*a^2*c^2*p^3*r^2+2108*a^2*c^2*q^3*r^2+18*a^2 *c^2*q^2*r^3-1484*a^2*c^2*q*r^4+415*a^2*c*p^4*r^2+139*a^2*c*q^4*r^2-206*a^2*c*q ^3*r^3-525*a^2*c*q^2*r^4-264*a^2*c*q*r^5+508*a^5*g*q*r^2+552*a^5*p*q*r^2-1408*a ^5*p*r^2*x-536*a^5*q*r^2*x+1672*a^4*b^2*p*r^2+1176*a^4*b^2*q*r^2+1100*a^4*b*p^2 *r^2+296*a^4*b*p*r^3+920*a^4*b*q^2*r^2+404*a^4*b*q*r^3+7040*a^4*c^2*p*r^2+7352* a^4*c^2*q*r^2+1492*a^4*c*p^2*r^2+2388*a^4*c*q^2*r^2+692*a^4*c*q*r^3+676*a^4*g^2 *p*r^2+820*a^4*g^2*q*r^2+244*a^4*g*p^2*r^2-130*a^4*g*p*r^3+834*a^4*g*q^2*r^2+ 276*a^4*g*q*r^3+1052*a^4*p^2*q*r^2+1128*a^4*p*q^2*r^2-1092*a^4*p*r^3*x-1768*a^4 *q^2*r^2*x-1768*a^4*q*r^3*x+1520*a^3*b^3*p*r^2+688*a^3*b^3*q*r^2+2544*a^3*b^2*p ^2*r^2+768*a^3*b^2*p*r^3+732*a^3*b^2*q^2*r^2+316*a^3*b^2*q*r^3+1022*a^3*b*p^3*r ^2+314*a^3*b*q^3*r^2+68*a^3*b*q^2*r^3-182*a^3*b*q*r^4+19768*a^3*c^3*p*r^2+16272 *a^3*c^3*q*r^2+9364*a^3*c^2*p^2*r^2+7056*a^3*c^2*q^2*r^2+1596*a^3*c^2*q*r^3+ 1124*a^3*c*p^3*r^2+1134*a^3*c*q^3*r^2+256*a^3*c*q^2*r^3-530*a^3*c*q*r^4+4*g^2*q ^2*r^5*x-6*g*p^6*q*r^2+16*g*p^6*r^2*x-20*g*p^5*q^2*r^2-20*g*p^5*q*r^3-24*g*p^4* q^3*r^2-48*g*p^4*q^2*r^3-24*g*p^4*q*r^4-12*g*p^3*q^4*r^2-36*g*p^3*q^3*r^3-36*g* p^3*q^2*r^4-12*g*p^3*q*r^5-2*g*p^2*q^5*r^2-8*g*p^2*q^4*r^3-12*g*p^2*q^3*r^4-8*g *p^2*q^2*r^5-2*g*p^2*q*r^6+2*g*q^6*r^2*x+2*g*q^5*r^3*x-4*g*q^4*r^4*x-6*g*q^3*r^ 5*x-2*g*q^2*r^6*x-26*p^6*q*r^2*x-120*p^5*q^2*r^2*x-180*p^4*q^3*r^2*x-110*p^3*q^ 4*r^2*x-18*p^2*q^5*r^2*x+37*p^2*q^4*r^3*x+61*p^2*q^3*r^4*x+24*p^2*q^2*r^5*x+4*p ^2*q*r^6*x+14*p*q^5*r^3*x+12*p*q^4*r^4*x-2*p*q^3*r^5*x-4*p*q^2*r^6*x+600*a^5*b* p*r^2+704*a^5*b*q*r^2+944*a^5*c*p*r^2+1592*a^5*c*q*r^2+220*a^5*g*p*r^2-70*g^5*p ^2*r^2*x-4*g^5*p*q^2*r^2-6*g^5*p*q*r^3-8*g^5*p*r^3*x+102*g^5*p*r^2*x^2-8*g^5*q^ 2*r^2*x+6*g^5*q*r^3*x+102*g^5*q*r^2*x^2-21*g^4*p^3*q*r^2-118*g^4*p^3*r^2*x-21*g ^4*p^2*q^2*r^2-28*g^4*p^2*q*r^3-12*g^4*p^2*r^3*x-6*g^4*p*q^3*r^2-13*g^4*p*q^2*r ^3-8*g^4*p*q*r^4+26*g^4*p*r^4*x-8*g^4*q^3*r^2*x+14*g^4*q^2*r^3*x+16*g^4*q*r^4*x -26*g^3*p^4*q*r^2-70*g^3*p^4*r^2*x-42*g^3*p^3*q^2*r^2-50*g^3*p^3*q*r^3-24*g^3*p ^2*q^3*r^2-50*g^3*p^2*q^2*r^3-28*g^3*p^2*q*r^4-4*g^3*p*q^4*r^2-12*g^3*p*q^3*r^3 -12*g^3*p*q^2*r^4-4*g^3*p*q*r^5+20*g^3*p*r^5*x+2*g^3*q^4*r^2*x+22*g^3*q^3*r^3*x +26*g^3*q^2*r^4*x+8*g^3*q*r^5*x-17*g^2*p^5*q*r^2+6*g^2*p^5*r^2*x-41*g^2*p^4*q^2 *r^2-44*g^2*p^4*q*r^3-36*g^2*p^3*q^3*r^2-73*g^2*p^3*q^2*r^3-38*g^2*p^3*q*r^4-12 *g^2*p^2*q^4*r^2-36*g^2*p^2*q^3*r^3-36*g^2*p^2*q^2*r^4-12*g^2*p^2*q*r^5-g^2*p*q ^5*r^2-4*g^2*p*q^4*r^3-6*g^2*p*q^3*r^4-4*g^2*p*q^2*r^5-g^2*p*q*r^6+6*g^2*q^5*r^ 2*x+15*g^2*q^4*r^3*x+13*g^2*q^3*r^4*x-g^6*p*q*r^2-14*g^6*p*r^2*x-2*g^6*q*r^2*x-\ 8*g^5*p^2*q*r^2-140*c*g^3*p^3*r^3-83*c*g^3*p^2*r^4-13*c*g^3*p*r^5-4*c*g^3*q^4*r ^2-12*c*g^3*q^3*r^3-12*c*g^3*q^2*r^4-4*c*g^3*q*r^5-37*c*g^2*p^5*r^2-95*c*g^2*p^ 4*r^3-80*c*g^2*p^3*r^4-23*c*g^2*p^2*r^5-c*g^2*p*r^6-c*g^2*q^5*r^2-4*c*g^2*q^4*r ^3-6*c*g^2*q^3*r^4-4*c*g^2*q^2*r^5-c*g^2*q*r^6-9*c*g*p^6*r^2-29*c*g*p^5*r^3-33* c*g*p^4*r^4-15*c*g*p^3*r^5-2*c*g*p^2*r^6-19*c*p^6*q*r^2+2*c*p^6*r^2*x-56*c*p^5* q^2*r^2-62*c*p^5*q*r^3-64*c*p^4*q^3*r^2-132*c*p^4*q^2*r^3-72*c*p^4*q*r^4-31*c*p ^3*q^4*r^2-94*c*p^3*q^3*r^3-96*c*p^3*q^2*r^4-34*c*p^3*q*r^5-5*c*p^2*q^5*r^2-20* c*p^2*q^4*r^3-30*c*p^2*q^3*r^4-20*c*p^2*q^2*r^5-5*c*p^2*q*r^6+6*c*q^6*r^2*x+12* c*q^5*r^3*x-3*c*q^4*r^4*x-18*c*q^3*r^5*x-9*c*q^2*r^6*x-24*c^2*g*q^3*r^4-16*c^2* g*q^2*r^5-4*c^2*g*q*r^6-150*c^2*p^5*q*r^2-362*c^2*p^5*r^2*x-320*c^2*p^4*q^2*r^2 -386*c^2*p^4*q*r^3-266*c^2*p^3*q^3*r^2-564*c^2*p^3*q^2*r^3-330*c^2*p^3*q*r^4-87 *c^2*p^2*q^4*r^2-266*c^2*p^2*q^3*r^3-276*c^2*p^2*q^2*r^4-102*c^2*p^2*q*r^5-8*c^ 2*p*q^5*r^2-32*c^2*p*q^4*r^3-48*c^2*p*q^3*r^4-32*c^2*p*q^2*r^5-8*c^2*p*q*r^6+2* c^2*q^5*r^2*x+160*c^2*q^4*r^3*x+191*c^2*q^3*r^4*x+44*c^2*q^2*r^5*x-11*c^2*q*r^6 *x-3*c*g^6*p*r^2-25*c*g^5*p^2*r^2-23*c*g^5*p*r^3-4*c*g^5*q^2*r^2-6*c*g^5*q*r^3-\ 63*c*g^4*p^3*r^2-92*c*g^4*p^2*r^3-32*c*g^4*p*r^4-6*c*g^4*q^3*r^2-13*c*g^4*q^2*r ^3-8*c*g^4*q*r^4-70*c*g^3*p^4*r^2-1224*c^3*p^3*q*r^3-536*c^3*p^2*q^3*r^2-1164*c ^3*p^2*q^2*r^3-720*c^3*p^2*q*r^4-104*c^3*p*q^4*r^2-320*c^3*p*q^3*r^3-336*c^3*p* q^2*r^4-128*c^3*p*q*r^5-608*c^3*q^4*r^2*x+376*c^3*q^3*r^3*x+888*c^3*q^2*r^4*x+ 286*c^3*q*r^5*x-47*c^2*g^5*p*r^2-21*c^2*g^5*q*r^2-217*c^2*g^4*p^2*r^2-196*c^2*g ^4*p*r^3-55*c^2*g^4*q^2*r^2-80*c^2*g^4*q*r^3-382*c^2*g^3*p^3*r^2-554*c^2*g^3*p^ 2*r^3-201*c^2*g^3*p*r^4-59*c^2*g^3*q^3*r^2-129*c^2*g^3*q^2*r^3-81*c^2*g^3*q*r^4 -308*c^2*g^2*p^4*r^2-620*c^2*g^2*p^3*r^3-377*c^2*g^2*p^2*r^4-66*c^2*g^2*p*r^5-\ 27*c^2*g^2*q^4*r^2-82*c^2*g^2*q^3*r^3-84*c^2*g^2*q^2*r^4-30*c^2*g^2*q*r^5-115*c ^2*g*p^5*r^2-301*c^2*g*p^4*r^3-263*c^2*g*p^3*r^4-83*c^2*g*p^2*r^5-6*c^2*g*p*r^6 -4*c^2*g*q^5*r^2-16*c^2*g*q^4*r^3-1032*c^4*g^2*q*r^3-1592*c^4*g*p^3*r^2-2344*c^ 4*g*p^2*r^3-916*c^4*g*p*r^4-332*c^4*g*q^3*r^2-740*c^4*g*q^2*r^3-484*c^4*g*q*r^4 -1504*c^4*p^3*q*r^2-11104*c^4*p^3*r^2*x-1528*c^4*p^2*q^2*r^2-2080*c^4*p^2*q*r^3 -520*c^4*p*q^3*r^2-1152*c^4*p*q^2*r^3-744*c^4*p*q*r^4-3992*c^4*q^3*r^2*x-300*c^ 4*q^2*r^3*x+1500*c^4*q*r^4*x-300*c^3*g^4*p*r^2-156*c^3*g^4*q*r^2-916*c^3*g^3*p^ 2*r^2-832*c^3*g^3*p*r^3-286*c^3*g^3*q^2*r^2-412*c^3*g^3*q*r^3-1120*c^3*g^2*p^3* r^2-1632*c^3*g^2*p^2*r^3-616*c^3*g^2*p*r^4-212*c^3*g^2*q^3*r^2-468*c^3*g^2*q^2* r^3-300*c^3*g^2*q*r^4-594*c^3*g*p^4*r^2-1208*c^3*g*p^3*r^3-754*c^3*g*p^2*r^4-\ 144*c^3*g*p*r^5-60*c^3*g*q^4*r^2-184*c^3*g*q^3*r^3-192*c^3*g*q^2*r^4-72*c^3*g*q *r^5-628*c^3*p^4*q*r^2-3124*c^3*p^4*r^2*x-948*c^3*p^3*q^2*r^2-18*b*q^3*r^5*x-5* b*q^2*r^6*x-1776*c^6*g*p*r^2-1104*c^6*g*q*r^2-1504*c^6*p*q*r^2-17440*c^6*p*r^2* x-12928*c^6*q*r^2*x-1840*c^5*g^2*p*r^2-1104*c^5*g^2*q*r^2-2336*c^5*g*p^2*r^2-\ 2192*c^5*g*p*r^3-872*c^5*g*q^2*r^2-1264*c^5*g*q*r^3-2064*c^5*p^2*q*r^2-19792*c^ 5*p^2*r^2*x-1264*c^5*p*q^2*r^2-1792*c^5*p*q*r^3-10592*c^5*q^2*r^2*x-1720*c^5*q* r^3*x-1000*c^4*g^3*p*r^2-568*c^4*g^3*q*r^2-2048*c^4*g^2*p^2*r^2-1888*c^4*g^2*p* r^3-716*c^4*g^2*q^2*r^2+5100*a^2*b*g^2*p*q*r^2-11394*a^2*b*g^2*p*r^2*x-7884*a^2 *b*g^2*q*r^2*x+7312*a^2*b*g*p^2*q*r^2+3937*a^2*b*g*p*q^2*r^2-12858*a^2*b*g*p*r^ 3*x-10555*a^2*b*g*q^2*r^2*x-10954*a^2*b*g*q*r^3*x+37506*a^2*c^2*g*p*q*r^2-70640 *a^2*c^2*g*q*r^2*x+16786*a^2*b*c*g^2*p*r^2+9166*a^2*b*c*g^2*q*r^2+20938*a^2*b*c *g*p^2*r^2+6338*a^2*b*c*g*q^2*r^2+1576*a^2*b*c*g*q*r^3+20548*a^2*b*c*p^2*q*r^2+ 11044*a^2*b*c*p*q^2*r^2-31930*a^2*b*c*q^2*r^2*x-30612*a^2*b*c*q*r^3*x+19940*a^2 *b^2*c*g*p*r^2+9024*a^2*b^2*c*g*q*r^2+15340*a^2*b^2*c*p*q*r^2-29856*a^2*b^2*c*q *r^2*x+5330*a^2*b^2*g*p*q*r^2-12116*a^2*b^2*g*p*r^2*x-9044*a^2*b^2*g*q*r^2*x+ 50220*a^2*b*c^2*g*p*r^2+28608*a^2*b*c^2*g*q*r^2+43664*a^2*b*c^2*p*q*r^2-84304*a ^2*b*c^2*q*r^2*x+6476*a^3*b*g*p*q*r^2-12408*a^3*b*g*p*r^2*x-7588*a^3*b*g*q*r^2* x+14832*a^3*c*g*p*q*r^2-22724*a^3*c*g*q*r^2*x+19068*a^3*b*c*g*p*r^2+13196*a^3*b *c*g*q*r^2+18712*a^3*b*c*p*q*r^2-27576*a^3*b*c*q*r^2*x-2086*c*g^4*p*q*r^2*x-\ 6070*c*g^3*p^2*q*r^2*x-4140*c*g^3*p*q^2*r^2*x-6816*c*g^2*p^3*q*r^2*x-8988*c*g^2 *p^2*q^2*r^2*x-3178*c*g^2*p*q^3*r^2*x-3230*c*g*p^4*q*r^2*x-6902*c*g*p^3*q^2*r^2 *x-4648*c*g*p^2*q^3*r^2*x-830*c*g*p*q^4*r^2*x-13634*c^2*g^3*p*q*r^2*x-26894*c^2 *g^2*p^2*q*r^2*x-18954*c^2*g^2*p*q^2*r^2*x-19256*c^2*g*p^3*q*r^2*x-24858*c^2*g* p^2*q^2*r^2*x-9192*c^2*g*p*q^3*r^2*x-41848*c^3*g^2*p*q*r^2*x-50952*c^3*g*p^2*q* r^2*x-36460*c^3*g*p*q^2*r^2*x-61096*c^4*g*p*q*r^2*x-856*b*g^4*p*q*r^2*x-2798*b* g^3*p^2*q*r^2*x-1542*b*g^3*p*q^2*r^2*x-3452*b*g^2*p^3*q*r^2*x-3762*b*g^2*p^2*q^ 2*r^2*x-972*b*g^2*p*q^3*r^2*x-120*b*g^2*p*q^2*r^3*x+379*b*g^2*p*q*r^4*x-1792*b* g*p^4*q*r^2*x-3108*b*g*p^3*q^2*r^2*x-1654*b*g*p^2*q^3*r^2*x-122*b*g*p*q^4*r^2*x +260*b*g*p*q^3*r^3*x+401*b*g*p*q^2*r^4*x+114*b*g*p*q*r^5*x+240*b*c*g*q^3*r^3*x+ 388*b*c*g*q^2*r^4*x+102*b*c*g*q*r^5*x-4798*b*c*p^4*q*r^2*x-8036*b*c*p^3*q^2*r^2 *x-4352*b*c*p^2*q^3*r^2*x-408*b*c*p*q^4*r^2*x+750*b*c*p*q^3*r^3*x+1057*b*c*p*q^ 2*r^4*x+256*b*c*p*q*r^5*x-141*b*c*g^4*p*q*r^2-2632*b*c*g^4*p*r^2*x-1172*b*c*g^4 *q*r^2*x-558*b*c*g^3*p^2*q*r^2-7676*b*c*g^3*p^2*r^2*x-267*b*c*g^3*p*q^2*r^2-402 *b*c*g^3*p*q*r^3-1304*b*c*g^3*p*r^3*x-2070*b*c*g^3*q^2*r^2*x-420*b*c*g^3*q*r^3* x-837*b*c*g^2*p^3*q*r^2-8730*b*c*g^2*p^3*r^2*x-716*b*c*g^2*p^2*q^2*r^2-1033*b*c *g^2*p^2*q*r^3-180*b*c*g^2*p*q^3*r^2-411*b*c*g^2*p*q^2*r^3-282*b*c*g^2*p*q*r^4-\ 1240*b*c*g^2*q^3*r^2*x-167*b*c*g^2*q^2*r^3*x+547*b*c*g^2*q*r^4*x-546*b*c*g*p^4* q*r^2-4152*b*c*g*p^4*r^2*x-695*b*c*g*p^3*q^2*r^2-968*b*c*g*p^3*q*r^3-310*b*c*g* p^2*q^3*r^2-703*b*c*g*p^2*q^2*r^3-476*b*c*g*p^2*q*r^4-36*b*c*g*p*q^4*r^2-114*b* c*g*p*q^3*r^3-126*b*c*g*p*q^2*r^4-54*b*c*g*p*q*r^5-136*b*c*g*q^4*r^2*x+76952*a* b*c*g*q*r^2*x+14691*a*b*c*g^2*p*q*r^2-30206*a*b*c*g^2*q*r^2*x+22728*a*b*c*g*p^2 *q*r^2+9947*a*b*c*g*p*q^2*r^2-33760*a*b*c*g*q^2*r^2*x-32752*a*b*c*g*q*r^3*x+ 44306*a*b*c^2*g*p*q*r^2-95032*a*b*c^2*g*q*r^2*x+14082*a*b^2*c*g*p*q*r^2-32320*a *b^2*c*g*q*r^2*x+30422*a^2*b*c*g*p*q*r^2-52092*a^2*b*c*g*q*r^2*x-11458*b*c*g^3* p*q*r^2*x-24766*b*c*g^2*p^2*q*r^2*x-14512*b*c*g^2*p*q^2*r^2*x-19218*b*c*g*p^3*q *r^2*x-20736*b*c*g*p^2*q^2*r^2*x-5806*b*c*g*p*q^3*r^2*x-83*b*g^2*p^2*q*r^4-6*b* g^2*p*q^4*r^2-19*b*g^2*p*q^3*r^3-21*b*g^2*p*q^2*r^4-9*b*g^2*p*q*r^5+74*b*g^2*p* r^5*x+8*b*g^2*q^4*r^2*x+37*b*g^2*q^3*r^3*x+39*b*g^2*q^2*r^4*x+12*b*g^2*q*r^5*x-\ 46*b*g*p^5*q*r^2-206*b*g*p^5*r^2*x-83*b*g*p^4*q^2*r^2-110*b*g*p^4*q*r^3-56*b*g* p^3*q^3*r^2-125*b*g*p^3*q^2*r^3-82*b*g*p^3*q*r^4-12*b*g*p^2*q^4*r^2-38*b*g*p^2* q^3*r^3-42*b*g*p^2*q^2*r^4-18*b*g*p^2*q*r^5-2*b*g*p*r^6*x+10*b*g*q^5*r^2*x+5*b* g*q^4*r^3*x-23*b*g*q^3*r^4*x-24*b*g*q^2*r^5*x-6*b*g*q*r^6*x-320*b*p^5*q*r^2*x-\ 802*b*p^4*q^2*r^2*x-706*b*p^3*q^3*r^2*x-176*b*p^2*q^4*r^2*x+137*b*p^2*q^3*r^3*x +233*b*p^2*q^2*r^4*x+59*b*p^2*q*r^5*x+36*b*p^2*q*r^4*x^2+26*b*p*q^5*r^2*x+91*b* p*q^4*r^3*x+77*b*p*q^3*r^4*x-b*p*q^2*r^5*x-13*b*p*q*r^6*x-6*b*g^5*p*q*r^2-146*b *g^5*p*r^2*x-34*b*g^5*q*r^2*x-40*b*g^4*p^2*q*r^2-600*b*g^4*p^2*r^2*x-18*b*g^4*p *q^2*r^2-28*b*g^4*p*q*r^3-100*b*g^4*p*r^3*x+695*b*g^4*p*r^2*x^2-76*b*g^4*q^2*r^ 2*x+6*b*g^4*q*r^3*x+717*b*g^4*q*r^2*x^2-90*b*g^3*p^3*q*r^2-944*b*g^3*p^3*r^2*x-\ 77*b*g^3*p^2*q^2*r^2-112*b*g^3*p^2*q*r^3-226*b*g^3*p^2*r^3*x-18*b*g^3*p*q^3*r^2 -41*b*g^3*p*q^2*r^3-28*b*g^3*p*q*r^4+120*b*g^3*p*r^4*x-48*b*g^3*q^3*r^2*x+24*b* g^3*q^2*r^3*x+54*b*g^3*q*r^4*x-93*b*g^2*p^4*q*r^2-670*b*g^2*p^4*r^2*x-121*b*g^2 *p^3*q^2*r^2-167*b*g^2*p^3*q*r^3-55*b*g^2*p^2*q^3*r^2-124*b*g^2*p^2*q^2*r^3-83* b*c*g*p^2*r^5-6*b*c*g*p*r^6-132*b*c*p^5*q*r^2-676*b*c*p^5*r^2*x-228*b*c*p^4*q^2 *r^2-309*b*c*p^4*q*r^3-148*b*c*p^3*q^3*r^2-333*b*c*p^3*q^2*r^3-222*b*c*p^3*q*r^ 4-30*b*c*p^2*q^4*r^2-95*b*c*p^2*q^3*r^3-105*b*c*p^2*q^2*r^4-45*b*c*p^2*q*r^5-7* b*c*p*r^6*x+30*b*c*q^5*r^2*x+57*b*c*q^4*r^3*x-13*b*c*q^3*r^4*x-69*b*c*q^2*r^5*x -29*b*c*q*r^6*x-72*b*c^2*p*q*r^5-272*b*c^2*q^4*r^2*x+485*b*c^2*q^3*r^3*x+692*b* c^2*q^2*r^4*x+139*b*c^2*q*r^5*x-18*b*c*g^5*p*r^2-6*b*c*g^5*q*r^2-131*b*c*g^4*p^ 2*r^2-117*b*c*g^4*p*r^3-18*b*c*g^4*q^2*r^2-28*b*c*g^4*q*r^3-289*b*c*g^3*p^3*r^2 -407*b*c*g^3*p^2*r^3-135*b*c*g^3*p*r^4-18*b*c*g^3*q^3*r^2-41*b*c*g^3*q^2*r^3-28 *b*c*g^3*q*r^4-279*b*c*g^2*p^4*r^2-546*b*c*g^2*p^3*r^3-317*b*c*g^2*p^2*r^4-51*b *c*g^2*p*r^5-6*b*c*g^2*q^4*r^2-19*b*c*g^2*q^3*r^3-21*b*c*g^2*q^2*r^4-9*b*c*g^2* q*r^5-125*b*c*g*p^5*r^2-321*b*c*g*p^4*r^3-273*b*c*g*p^3*r^4+2044*b*c^3*q*r^4*x-\ 239*b*c^2*g^4*p*r^2-101*b*c^2*g^4*q*r^2-930*b*c^2*g^3*p^2*r^2-806*b*c^2*g^3*p*r ^3-190*b*c^2*g^3*q^2*r^2-290*b*c^2*g^3*q*r^3-1338*b*c^2*g^2*p^3*r^2-1860*b*c^2* g^2*p^2*r^3-641*b*c^2*g^2*p*r^4-125*b*c^2*g^2*q^3*r^2-287*b*c^2*g^2*q^2*r^3-199 *b*c^2*g^2*q*r^4-818*b*c^2*g*p^4*r^2-1594*b*c^2*g*p^3*r^3-930*b*c^2*g*p^2*r^4-\ 158*b*c^2*g*p*r^5-24*b*c^2*g*q^4*r^2-76*b*c^2*g*q^3*r^3-84*b*c^2*g*q^2*r^4-36*b *c^2*g*q*r^5-771*b*c^2*p^4*q*r^2-6062*b*c^2*p^4*r^2*x-957*b*c^2*p^3*q^2*r^2-\ 1350*b*c^2*p^3*q*r^3-417*b*c^2*p^2*q^3*r^2-951*b*c^2*p^2*q^2*r^3-651*b*c^2*p^2* q*r^4-48*b*c^2*p*q^4*r^2-152*b*c^2*p*q^3*r^3-168*b*c^2*p*q^2*r^4-3096*b*c^4*g^2 *p*r^2-1584*b*c^4*g^2*q*r^2-4456*b*c^4*g*p^2*r^2-3864*b*c^4*g*p*r^3-1168*b*c^4* g*q^2*r^2-1768*b*c^4*g*q*r^3-3720*b*c^4*p^2*q*r^2-49088*b*c^4*p^2*r^2*x-1884*b* c^4*p*q^2*r^2-2808*b*c^4*p*q*r^3-19384*b*c^4*q^2*r^2*x-3396*b*c^4*q*r^3*x-1232* b*c^3*g^3*p*r^2-588*b*c^3*g^3*q*r^2-2976*b*c^3*g^2*p^2*r^2-2568*b*c^3*g^2*p*r^3 -718*b*c^3*g^2*q^2*r^2-1088*b*c^3*g^2*q*r^3-2628*b*c^3*g*p^3*r^2-3640*b*c^3*g*p ^2*r^3-1284*b*c^3*g*p*r^4-284*b*c^3*g*q^3*r^2-656*b*c^3*g*q^2*r^3-460*b*c^3*g*q *r^4-2304*b*c^3*p^3*q*r^2-24336*b*c^3*p^3*r^2*x-1938*b*c^3*p^2*q^2*r^2-2820*b*c ^3*p^2*q*r^3-500*b*c^3*p*q^3*r^2-1152*b*c^3*p*q^2*r^3-804*b*c^3*p*q*r^4-4724*b* c^3*q^3*r^2*x-72*b*c^3*q^2*r^3*x-88*b^2*g*p^3*q^2*r^2-134*b^2*g*p^3*q*r^3-26*b^ 2*g*p^2*q^3*r^2-62*b^2*g*p^2*q^2*r^3-46*b^2*g*p^2*q*r^4+74*b^2*g*p*r^5*x+8*b^2* g*q^4*r^2*x-17*b^2*g*q^3*r^3*x-51*b^2*g*q^2*r^4*x-30*b^2*g*q*r^5*x-1146*b^2*p^4 *q*r^2*x-1638*b^2*p^3*q^2*r^2*x-638*b^2*p^2*q^3*r^2*x+101*b^2*p^2*q^2*r^3*x+280 *b^2*p^2*q*r^4*x+54*b^2*p*q^4*r^2*x+215*b^2*p*q^3*r^3*x+176*b^2*p*q^2*r^4*x+11* b^2*p*q*r^5*x-3808*b*c^5*g*p*r^2-2032*b*c^5*g*q*r^2-3072*b*c^5*p*q*r^2-48480*b* c^5*p*r^2*x-31792*b*c^5*q*r^2*x-13*b^2*g^4*p*q*r^2-564*b^2*g^4*p*r^2*x-152*b^2* g^4*q*r^2*x-68*b^2*g^3*p^2*q*r^2-1802*b^2*g^3*p^2*r^2*x-26*b^2*g^3*p*q^2*r^2-42 *b^2*g^3*p*q*r^3-344*b^2*g^3*p*r^3*x+1774*b^2*g^3*p*r^2*x^2-214*b^2*g^3*q^2*r^2 *x-60*b^2*g^3*q*r^3*x+2012*b^2*g^3*q*r^2*x^2-120*b^2*g^2*p^3*q*r^2-2220*b^2*g^2 *p^3*r^2*x-83*b^2*g^2*p^2*q^2*r^2-130*b^2*g^2*p^2*q*r^3-592*b^2*g^2*p^2*r^3*x-\ 13*b^2*g^2*p*q^3*r^2-31*b^2*g^2*p*q^2*r^3-23*b^2*g^2*p*q*r^4+214*b^2*g^2*p*r^4* x-76*b^2*g^2*q^3*r^2*x-34*b^2*g^2*q^2*r^3*x+26*b^2*g^2*q*r^4*x-88*b^2*g*p^4*q*r ^2-1150*b^2*g*p^4*r^2*x-42*b^2*c*g^3*q*r^3-426*b^2*c*g^2*p^3*r^2-556*b^2*c*g^2* p^2*r^3-161*b^2*c*g^2*p*r^4-13*b^2*c*g^2*q^3*r^2-31*b^2*c*g^2*q^2*r^3-23*b^2*c* g^2*q*r^4-302*b^2*c*g*p^4*r^2-542*b^2*c*g*p^3*r^3-270*b^2*c*g*p^2*r^4-30*b^2*c* g*p*r^5-251*b^2*c*p^4*q*r^2-3190*b^2*c*p^4*r^2*x-241*b^2*c*p^3*q^2*r^2-366*b^2* c*p^3*q*r^3-65*b^2*c*p^2*q^3*r^2-155*b^2*c*p^2*q^2*r^3-115*b^2*c*p^2*q*r^4+173* b^2*c*p*r^5*x+20*b^2*c*q^4*r^2*x+57*b^2*c*q^3*r^3*x-26*b^2*c*q^2*r^4*x-81*b^2*c *q*r^5*x-420*b^2*c^2*g^3*p*r^2-164*b^2*c^2*g^3*q*r^2-1288*b^2*c^2*g^2*p^2*r^2-\ 1032*b^2*c^2*g^2*p*r^3-190*b^2*c^2*g^2*q^2*r^2-304*b^2*c^2*g^2*q*r^3-1324*b^2*c ^2*g*p^3*r^2-1672*b^2*c^2*g*p^2*r^3-488*b^2*c^2*g*p*r^4-52*b^2*c^2*g*q^3*r^2-\ 124*b^2*c^2*g*q^2*r^3-92*b^2*c^2*g*q*r^4-1052*b^2*c^2*p^3*q*r^2-17660*b^2*c^2*p ^3*r^2*x-678*b^2*c^2*p^2*q^2*r^2-1048*b^2*c^2*p^2*q*r^3-104*b^2*c^2*p*q^3*r^2-\ 248*b^2*c^2*p*q^2*r^3-184*b^2*c^2*p*q*r^4-1632*b^2*c^2*q^3*r^2*x-40*b^2*c^2*q^2 *r^3*x+734*b^2*c^2*q*r^4*x-39*b^2*c*g^4*p*r^2-13*b^2*c*g^4*q*r^2-238*b^2*c*g^3* p^2*r^2-202*b^2*c*g^3*p*r^3-26*b^2*c*g^3*q^2*r^2-52*b^3*g*q*r^4*x-1624*b^3*p^3* q*r^2*x-1080*b^3*p^2*q^2*r^2*x-102*b^3*p^2*q*r^3*x+16*b^3*p*q^3*r^2*x+214*b^3*p *q^2*r^3*x+170*b^3*p*q*r^4*x-2736*b^2*c^4*g*p*r^2-1200*b^2*c^4*g*q*r^2-2048*b^2 *c^4*p*q*r^2-52160*b^2*c^4*p*r^2*x-30096*b^2*c^4*q*r^2*x-1632*b^2*c^3*g^2*p*r^2 -688*b^2*c^3*g^2*q*r^2-2760*b^2*c^3*g*p^2*r^2-2152*b^2*c^3*g*p*r^3-448*b^2*c^3* g*q^2*r^2-712*b^2*c^3*g*q*r^3-2120*b^2*c^3*p^2*q*r^2-44504*b^2*c^3*p^2*r^2*x-\ 812*b^2*c^3*p*q^2*r^2-1272*b^2*c^3*p*q*r^3-12624*b^2*c^3*q^2*r^2*x-2664*b^2*c^3 *q*r^3*x-12*b^3*g^3*p*q*r^2-1032*b^3*g^3*p*r^2*x-280*b^3*g^3*q*r^2*x-44*b^3*g^2 *p^2*q*r^2-2384*b^3*g^2*p^2*r^2*x-12*b^3*g^2*p*q^2*r^2-20*b^3*g^2*p*q*r^3-456*b ^3*g^2*p*r^3*x+2150*b^3*g^2*p*r^2*x^2-230*b^3*g^2*q^2*r^2*x-136*b^3*g^2*q*r^3*x +2946*b^3*g^2*q*r^2*x^2-52*b^3*g*p^3*q*r^2-1976*b^3*g*p^3*r^2*x-24*b^3*g*p^2*q^ 2*r^2-40*b^3*g*p^2*q*r^3-478*b^3*g*p^2*r^3*x+182*b^3*g*p*r^4*x-36*b^3*g*q^3*r^2 *x-72*b^3*g*q^2*r^3*x-36*b^3*c*g^3*p*r^2-12*b^3*c*g^3*q*r^2-172*b^3*c*g^2*p^2*r ^2-132*b^3*c*g^2*p*r^3-12*b^3*c*g^2*q^2*r^2-20*b^3*c*g^2*q*r^3-220*b^3*c*g*p^3* r^2-244*b^3*c*g*p^2*r^3-48*b^3*c*g*p*r^4-152*b^3*c*p^3*q*r^2-5372*b^3*c*p^3*r^2 *x-60*b^3*c*p^2*q^2*r^2-100*b^3*c*p^2*q*r^3-1052*b^3*c*p^2*r^3*x+514*b^3*c*p*r^ 4*x-132*b^3*c*q^3*r^2*x-96*b^3*c*q^2*r^3*x-30*b^3*c*q*r^4*x-1056*b*c^2*g^3*p*q* r^2-17686*b*c^2*g^3*p*r^2*x-9842*b*c^2*g^3*q*r^2*x-2652*b*c^2*g^2*p^2*q*r^2-\ 35304*b*c^2*g^2*p^2*r^2*x-1313*b*c^2*g^2*p*q^2*r^2-1954*b*c^2*g^2*p*q*r^3-12154 *b*c^2*g^2*q^2*r^2*x-2754*b*c^2*g^2*q*r^3*x-2456*b*c^2*g*p^3*q*r^2-25748*b*c^2* g*p^3*r^2*x-2088*b*c^2*g*p^2*q^2*r^2-3018*b*c^2*g*p^2*q*r^3-538*b*c^2*g*p*q^3*r ^2-1234*b*c^2*g*p*q^2*r^3-854*b*c^2*g*p*q*r^4-4660*b*c^2*g*q^3*r^2*x-515*b*c^2* g*q^2*r^3*x+1885*b*c^2*g*q*r^4*x-25910*b*c^2*p^3*q*r^2*x-27642*b*c^2*p^2*q^2*r^ 2*x-8066*b*c^2*p*q^3*r^2*x-3492*b*c^3*g^2*p*q*r^2-55952*b*c^3*g^2*p*r^2*x-34340 *b*c^3*g^2*q*r^2*x-5252*b*c^3*g*p^2*q*r^2-69248*b*c^3*g*p^2*r^2*x-2644*b*c^3*g* p*q^2*r^2-3928*b*c^3*g*p*q*r^3-26328*b*c^3*g*q^2*r^2*x-5478*b*c^3*g*q*r^3*x-\ 64236*b*c^3*p^2*q*r^2*x-39120*b*c^3*p*q^2*r^2*x+475*b^2*g*p*q*r^4*x-5328*b*c^4* g*p*q*r^2-84120*b*c^4*g*p*r^2*x-54040*b*c^4*g*q*r^2*x-73976*b*c^4*p*q*r^2*x-\ 2226*b^2*g^3*p*q*r^2*x-5270*b^2*g^2*p^2*q*r^2*x-2422*b^2*g^2*p*q^2*r^2*x-604*b^ 2*g^2*p*q*r^3*x-4362*b^2*g*p^3*q*r^2*x-3850*b^2*g*p^2*q^2*r^2*x-630*b^2*g*p*q^3 *r^2*x+178*b^2*g*p*q^2*r^3*x-232*b^2*c*g^3*p*q*r^2-7618*b^2*c*g^3*p*r^2*x-3302* b^2*c*g^3*q*r^2*x-700*b^2*c*g^2*p^2*q*r^2-16328*b^2*c*g^2*p^2*r^2*x-273*b^2*c*g ^2*p*q^2*r^2-434*b^2*c*g^2*p*q*r^3-2954*b^2*c*g^2*p*r^3*x-3552*b^2*c*g^2*q^2*r^ 2*x-1144*b^2*c*g^2*q*r^3*x-732*b^2*c*g*p^3*q*r^2-12732*b^2*c*g*p^3*r^2*x-488*b^ 2*c*g*p^2*q^2*r^2-758*b^2*c*g*p^2*q*r^3-78*b^2*c*g*p*q^3*r^2-186*b^2*c*g*p*q^2* r^3-138*b^2*c*g*p*q*r^4-988*b^2*c*g*q^3*r^2*x-245*b^2*c*g*q^2*r^3*x+359*b^2*c*g *q*r^4*x-11570*b^2*c*p^3*q*r^2*x-10286*b^2*c*p^2*q^2*r^2*x-1886*b^2*c*p*q^3*r^2 *x+681*b^2*c*p*q^2*r^3*x+1298*b^2*c*p*q*r^4*x-1268*b^2*c^2*g^2*p*q*r^2-36168*b^ 2*c^2*g^2*p*r^2*x-18740*b^2*c^2*g^2*q*r^2*x-2180*b^2*c^2*g*p^2*q*r^2-47496*b^2* c^2*g*p^2*r^2*x-848*b^2*c^2*g*p*q^2*r^2-1336*b^2*c^2*g*p*q*r^3-12572*b^2*c^2*g* q^2*r^2*x-3468*b^2*c^2*g*q*r^3*x-40352*b^2*c^2*p^2*q*r^2*x-20076*b^2*c^2*p*q^2* r^2*x-2736*b^2*c^3*g*p*q*r^2-72456*b^2*c^3*g*p*r^2*x-40536*b^2*c^3*g*q*r^2*x-\ 58568*b^2*c^3*p*q*r^2*x-2504*b^3*g^2*p*q*r^2*x-3816*b^3*g*p^2*q*r^2*x-1272*b^3* g*p*q^2*r^2*x-222*b^3*g*p*q*r^3*x-144*b^3*c*g^2*p*q*r^2-9856*b^3*c*g^2*p*r^2*x-\ 3976*b^3*c*g^2*q*r^2*x-284*b^3*c*g*p^2*q*r^2-13672*b^3*c*g*p^2*r^2*x-72*b^3*c*g *p*q^2*r^2-120*b^3*c*g*p*q*r^3-2302*b^3*c*g*p*r^3*x-2168*b^3*c*g*q^2*r^2*x-962* b^3*c*g*q*r^3*x-10388*b^3*c*p^2*q*r^2*x-3668*b^3*c*p*q^2*r^2*x-340*b^3*c*p*q*r^ 3*x-488*b^3*c^2*g*p*q*r^2-29520*b^3*c^2*g*p*r^2*x-13792*b^3*c^2*g*q*r^2*x-21128 *b^3*c^2*p*q*r^2*x-5384*a*g^2*p^2*q^2*r^2*x-2244*a*g^2*p*q^3*r^2*x-1474*a*g*p^4 *q*r^2*x-3934*a*g*p^3*q^2*r^2*x-3080*a*g*p^2*q^3*r^2*x-704*a*g*p*q^4*r^2*x-24*b ^4*c*g*p*q*r^2-5552*b^4*c*g*p*r^2*x-1936*b^4*c*g*q*r^2*x-3176*b^4*c*p*q*r^2*x-\ 1112*b^4*g*p*q*r^2*x-1250*a*g^4*p*q*r^2*x-3292*a*g^3*p^2*q*r^2*x-2652*a*g^3*p*q ^2*r^2*x-3392*a*g^2*p^3*q*r^2*x-1021*a*c*g*p^2*q*r^4-192*a*c*g*p*q^4*r^2-582*a* c*g*p*q^3*r^3-594*a*c*g*p*q^2*r^4-210*a*c*g*p*q*r^5-978*a*c*g*q^4*r^2*x+492*a*c *g*q^3*r^3*x+1394*a*c*g*q^2*r^4*x+494*a*c*g*q*r^5*x-4426*a*c*p^4*q*r^2*x-10432* a*c*p^3*q^2*r^2*x-8012*a*c*p^2*q^3*r^2*x-1932*a*c*p*q^4*r^2*x-319*a*c*g^4*p*q*r ^2-3288*a*c*g^4*p*r^2*x-2336*a*c*g^4*q*r^2*x-1006*a*c*g^3*p^2*q*r^2-7636*a*c*g^ 3*p^2*r^2*x-676*a*c*g^3*p*q^2*r^2-920*a*c*g^3*p*q*r^3-4644*a*c*g^3*q^2*r^2*x-\ 830*a*c*g^3*q*r^3*x-1295*a*c*g^2*p^3*q*r^2-6462*a*c*g^2*p^3*r^2*x-1524*a*c*g^2* p^2*q^2*r^2-1917*a*c*g^2*p^2*q*r^3-578*a*c*g^2*p*q^3*r^2-1231*a*c*g^2*p*q^2*r^3 -728*a*c*g^2*p*q*r^4-3642*a*c*g^2*q^3*r^2*x-433*a*c*g^2*q^2*r^3*x+1349*a*c*g^2* q*r^4*x-747*a*c*g*p^4*q*r^2-1798*a*c*g*p^4*r^2*x-1336*a*c*g*p^3*q^2*r^2-1566*a* c*g*p^3*q*r^3-865*a*c*g*p^2*q^3*r^2-1808*a*c*g*p^2*q^2*r^3-3654*a*c^2*g*p*q^2*r ^3-2226*a*c^2*g*p*q*r^4-11672*a*c^2*g*q^3*r^2*x-1495*a*c^2*g*q^2*r^3*x+4037*a*c ^2*g*q*r^4*x-27866*a*c^2*p^3*q*r^2*x-40146*a*c^2*p^2*q^2*r^2*x-17478*a*c^2*p*q^ 3*r^2*x-2208*a*c^2*g^3*p*q*r^2-21578*a*c^2*g^3*p*r^2*x-16378*a*c^2*g^3*q*r^2*x-\ 4708*a*c^2*g^2*p^2*q*r^2-36024*a*c^2*g^2*p^2*r^2*x-3179*a*c^2*g^2*p*q^2*r^2-\ 4310*a*c^2*g^2*p*q*r^3-23162*a*c^2*g^2*q^2*r^2*x-4294*a*c^2*g^2*q*r^3*x-3872*a* c^2*g*p^3*q*r^2-20952*a*c^2*g*p^3*r^2*x-4458*a*c^2*g*p^2*q^2*r^2-5726*a*c^2*g*p ^2*q*r^3-1694*a*c^2*g*p*q^3*r^2-9292*a*c^3*g*p^2*q*r^2-72136*a*c^3*g*p^2*r^2*x-\ 6272*a*c^3*g*p*q^2*r^2-8576*a*c^3*g*p*q*r^3-47400*a*c^3*g*q^2*r^2*x-8494*a*c^3* g*q*r^3*x-78548*a*c^3*p^2*q*r^2*x-63296*a*c^3*p*q^2*r^2*x-101128*a*c^4*g*p*r^2* x-80952*a*c^4*g*q*r^2*x-100456*a*c^4*p*q*r^2*x-7004*a*c^3*g^2*p*q*r^2-67552*a*c ^3*g^2*p*r^2*x-53084*a*c^3*g^2*q*r^2*x-551*a*b*g*p^2*q^2*r^3-364*a*b*g*p^2*q*r^ 4-36*a*b*g*p*q^4*r^2-114*a*b*g*p*q^3*r^3-126*a*b*g*p*q^2*r^4-54*a*b*g*p*q*r^5-\ 70*a*b*g*q^4*r^2*x+430*a*b*g*q^3*r^3*x+562*a*b*g*q^2*r^4*x+162*a*b*g*q*r^5*x-\ 2490*a*b*p^4*q*r^2*x-4884*a*b*p^3*q^2*r^2*x-3152*a*b*p^2*q^3*r^2*x-492*a*b*p*q^ 4*r^2*x+356*a*b*p*q^3*r^3*x+741*a*b*p*q^2*r^4*x+234*a*b*p*q*r^5*x-10448*a*c^4*g *p*q*r^2-82*a*b*g^4*p*q*r^2-1540*a*b*g^4*p*r^2*x-876*a*b*g^4*q*r^2*x-320*a*b*g^ 3*p^2*q*r^2-4038*a*b*g^3*p^2*r^2*x-188*a*b*g^3*p*q^2*r^2-282*a*b*g^3*p*q*r^3-\ 836*a*b*g^3*p*r^3*x+3946*a*b*g^3*p*r^2*x^2-1546*a*b*g^3*q^2*r^2*x-292*a*b*g^3*q *r^3*x+3946*a*b*g^3*q*r^2*x^2-482*a*b*g^2*p^3*q*r^2-4130*a*b*g^2*p^3*r^2*x-482* a*b*g^2*p^2*q^2*r^2-681*a*b*g^2*p^2*q*r^3-148*a*b*g^2*p*q^3*r^2-335*a*b*g^2*p*q ^2*r^3-226*a*b*g^2*p*q*r^4-934*a*b*g^2*q^3*r^2*x+81*a*b*g^2*q^2*r^3*x+543*a*b*g ^2*q*r^4*x-314*a*b*g*p^4*q*r^2-1688*a*b*g*p^4*r^2*x-464*a*b*g*p^3*q^2*r^2-624*a *b*g*p^3*q*r^3-246*a*b*g*p^2*q^3*r^2+1052*a*b*c*q^3*r^3*x+1552*a*b*c*q^2*r^4*x+ 440*a*b*c*q*r^5*x-235*a*b*c*g^4*p*r^2-143*a*b*c*g^4*q*r^2-987*a*b*c*g^3*p^2*r^2 -1014*a*b*c*g^3*p*r^3-301*a*b*c*g^3*q^2*r^2-460*a*b*c*g^3*q*r^3-1443*a*b*c*g^2* p^3*r^2-2229*a*b*c*g^2*p^2*r^3-884*a*b*c*g^2*p*r^4-218*a*b*c*g^2*q^3*r^2-498*a* b*c*g^2*q^2*r^3-342*a*b*c*g^2*q*r^4-869*a*b*c*g*p^4*r^2-1840*a*b*c*g*p^3*r^3-\ 1207*a*b*c*g*p^2*r^4-244*a*b*c*g*p*r^5-48*a*b*c*g*q^4*r^2-152*a*b*c*g*q^3*r^3-\ 168*a*b*c*g*q^2*r^4-72*a*b*c*g*q*r^5-934*a*b*c*p^4*q*r^2-5432*a*b*c*p^4*r^2*x-\ 1322*a*b*c*p^3*q^2*r^2-1812*a*b*c*p^3*q*r^3-674*a*b*c*p^2*q^3*r^2-1522*a*b*c*p^ 2*q^2*r^3-1022*a*b*c*p^2*q*r^4-96*a*b*c*p*q^4*r^2-304*a*b*c*p*q^3*r^3-336*a*b*c *p*q^2*r^4-144*a*b*c*p*q*r^5-484*a*b*c*q^4*r^2*x-2026*a*b*c^2*g^3*p*r^2-1182*a* b*c^2*g^3*q*r^2-5012*a*b*c^2*g^2*p^2*r^2-4900*a*b*c^2*g^2*p*r^3-1626*a*b*c^2*g^ 2*q^2*r^2-2456*a*b*c^2*g^2*q*r^3-4442*a*b*c^2*g*p^3*r^2-6734*a*b*c^2*g*p^2*r^3-\ 2684*a*b*c^2*g*p*r^4-724*a*b*c^2*g*q^3*r^2-1664*a*b*c^2*g*q^2*r^3-1156*a*b*c^2* g*q*r^4-4360*a*b*c^2*p^3*q*r^2-37176*a*b*c^2*p^3*r^2*x-4146*a*b*c^2*p^2*q^2*r^2 -5924*a*b*c^2*p^2*q*r^3-1244*a*b*c^2*p*q^3*r^2-2848*a*b*c^2*p*q^2*r^3-1964*a*b* c^2*p*q*r^4-10732*a*b*c^2*q^3*r^2*x-88*a*b*c^2*q^2*r^3*x+4748*a*b*c^2*q*r^4*x+ 872*a*b^2*p*q*r^4*x-11576*a*b*c^4*g*p*r^2-6920*a*b*c^4*g*q*r^2-10336*a*b*c^4*p* q*r^2-138368*a*b*c^4*p*r^2*x-99056*a*b*c^4*q*r^2*x-7212*a*b*c^3*g^2*p*r^2-4252* a*b*c^3*g^2*q*r^2-10468*a*b*c^3*g*p^2*r^2-10024*a*b*c^3*g*p*r^3-3508*a*b*c^3*g* q^2*r^2-5280*a*b*c^3*g*q*r^3-9712*a*b*c^3*p^2*q*r^2-107296*a*b*c^3*p^2*r^2*x-\ 5536*a*b*c^3*p*q^2*r^2-8160*a*b*c^3*p*q*r^3-52384*a*b*c^3*q^2*r^2*x-9432*a*b*c^ 3*q*r^3*x-53490*b*c^2*g^2*p*q*r^2*x-70260*b*c^2*g*p^2*q*r^2*x-42332*b*c^2*g*p*q ^2*r^2*x-104984*b*c^3*g*p*q*r^2*x-21114*b^2*c*g^2*p*q*r^2*x-29660*b^2*c*g*p^2*q *r^2*x-14384*b^2*c*g*p*q^2*r^2*x-62416*b^2*c^2*g*p*q*r^2*x-14960*b^3*c*g*p*q*r^ 2*x-15980*a*c*g^3*p*q*r^2*x-29474*a*c*g^2*p^2*q*r^2*x-23890*a*c*g^2*p*q^2*r^2*x -19828*a*c*g*p^3*q*r^2*x-29860*a*c*g*p^2*q^2*r^2*x-12808*a*c*g*p*q^3*r^2*x-\ 73126*a*c^2*g^2*p*q*r^2*x-84748*a*c^2*g*p^2*q*r^2*x-68628*a*c^2*g*p*q^2*r^2*x-\ 142560*a*c^3*g*p*q*r^2*x-7024*a*b*g^3*p*q*r^2*x-14322*a*b*g^2*p^2*q*r^2*x-9718* a*b*g^2*p*q^2*r^2*x-10570*a*b*g*p^3*q*r^2*x-13314*a*b*g*p^2*q^2*r^2*x-4502*a*b* g*p*q^3*r^2*x-1292*a*b*c*g^3*p*q*r^2-20118*a*b*c*g^3*p*r^2*x-12878*a*b*c*g^3*q* r^2*x-3213*a*b*c*g^2*p^2*q*r^2-37490*a*b*c*g^2*p^2*r^2*x-1864*a*b*c*g^2*p*q^2*r ^2-2748*a*b*c*g^2*p*q*r^3-16632*a*b*c*g^2*q^2*r^2*x-3470*a*b*c*g^2*q*r^3*x-2974 *a*b*c*g*p^3*q*r^2-25374*a*b*c*g*p^3*r^2*x-2901*a*b*c*g*p^2*q^2*r^2-4108*a*b*c* g*p^2*q*r^3-884*a*b*c*g*p*q^3*r^2-2012*a*b*c*g*p*q^2*r^3-1372*a*b*c*g*p*q*r^4-\ 6876*a*b*c*g*q^3*r^2*x-100*a*b*c*g*q^2*r^3*x+3234*a*b*c*g*q*r^4*x-28876*a*b*c*p ^3*q*r^2*x-35412*a*b*c*p^2*q^2*r^2*x-12452*a*b*c*p*q^3*r^2*x-6656*a*b*c^2*g^2*p *q*r^2-94768*a*b*c^2*g^2*p*r^2*x-64620*a*b*c^2*g^2*q*r^2*x-9946*a*b*c^2*g*p^2*q *r^2-111864*a*b*c^2*g*p^2*r^2*x-5724*a*b*c^2*g*p*q^2*r^2-8408*a*b*c^2*g*p*q*r^3 -53092*a*b*c^2*g*q^2*r^2*x-10632*a*b*c^2*g*q*r^3*x-113092*a*b*c^2*p^2*q*r^2*x-\ 78152*a*b*c^2*p*q^2*r^2*x-13968*a*b*c^3*g*p*q*r^2-190568*a*b*c^3*g*p*r^2*x-\ 134264*a*b*c^3*g*q*r^2*x-180160*a*b*c^3*p*q*r^2*x-13366*a*b^2*g^2*p*q*r^2*x-\ 18320*a*b^2*g*p^2*q*r^2*x-10288*a*b^2*g*p*q^2*r^2*x-64830*a*b*c*g^2*p*q*r^2*x-\ 81884*a*b*c*g*p^2*q*r^2*x-56322*a*b*c*g*p*q^2*r^2*x-190852*a*b*c^2*g*p*q*r^2*x-\ 212*b^4*g*p*r^3*x+1276*b^4*g*p*r^2*x^2-84*b^4*g*q^2*r^2*x-84*b^4*g*q*r^3*x+2328 *b^4*g*q*r^2*x^2-856*b^4*p^2*q*r^2*x-80*b^4*p*q^2*r^2*x+68*b^4*p*q*r^3*x-752*b^ 3*c^3*g*p*r^2-256*b^3*c^3*g*q*r^2-496*b^3*c^3*p*q*r^2-28160*b^3*c^3*p*r^2*x-\ 13936*b^3*c^3*q*r^2*x-292*b^3*c^2*g^2*p*r^2-100*b^3*c^2*g^2*q*r^2-624*b^3*c^2*g *p^2*r^2-424*b^3*c^2*g*p*r^3-48*b^3*c^2*g*q^2*r^2-80*b^3*c^2*g*q*r^3-420*b^3*c^ 2*p^2*q*r^2-18984*b^3*c^2*p^2*r^2*x-96*b^3*c^2*p*q^2*r^2-160*b^3*c^2*p*q*r^3-\ 2664*b^3*c^2*p*r^3*x-3464*b^3*c^2*q^2*r^2*x-1128*b^3*c^2*q*r^3*x-944*a*p^4*q^2* r^2*x-1114*a*p^3*q^3*r^2*x-498*a*p^2*q^4*r^2*x-50*a*p*q^5*r^2*x+105*a*p*q^4*r^3 *x+197*a*p*q^3*r^4*x+91*a*p*q^2*r^5*x+13*a*p*q*r^6*x-240*b^5*c*q*r^2*x-64*b^5*g *q*r^2*x-96*b^5*p*q*r^2*x-16*b^4*c^2*g*q*r^2-32*b^4*c^2*p*q*r^2-7952*b^4*c^2*p* r^2*x-3104*b^4*c^2*q*r^2*x-4*b^4*c*g^2*q*r^2-20*b^4*c*p^2*q*r^2-3792*b^4*c*p^2* r^2*x-476*b^4*c*p*r^3*x-304*b^4*c*q^2*r^2*x-204*b^4*c*q*r^3*x-4*b^4*g^2*p*q*r^2 -920*b^4*g^2*p*r^2*x-224*b^4*g^2*q*r^2*x-8*b^4*g*p^2*q*r^2-1368*b^4*g*p^2*r^2*x -606*a*g^3*p^3*r^2*x-165*a*g^3*p^2*q^2*r^2-206*a*g^3*p^2*q*r^3-62*a*g^3*p*q^3*r ^2-131*a*g^3*p*q^2*r^3-76*a*g^3*p*q*r^4-326*a*g^3*q^3*r^2*x-12*a*g^3*q^2*r^3*x+ 146*a*g^3*q*r^4*x-120*a*g^2*p^4*q*r^2-132*a*g^2*p^4*r^2*x-227*a*g^2*p^3*q^2*r^2 -253*a*g^2*p^3*q*r^3-151*a*g^2*p^2*q^3*r^2-309*a*g^2*p^2*q^2*r^3-165*a*g^2*p^2* q*r^4-33*a*g^2*p*q^4*r^2-99*a*g^2*p*q^3*r^3-99*a*g^2*p*q^2*r^4-33*a*g^2*p*q*r^5 -120*a*g^2*q^4*r^2*x+114*a*g^2*q^3*r^3*x+240*a*g^2*q^2*r^4*x+80*a*g^2*q*r^5*x-\ 52*a*g*p^5*q*r^2+90*a*g*p^5*r^2*x-143*a*g*p^4*q^2*r^2-146*a*g*p^4*q*r^3-140*a*g *p^3*q^3*r^2-281*a*g*p^3*q^2*r^3-142*a*g*p^3*q*r^4-54*a*g*p^2*q^4*r^2-162*a*g*p ^2*q^3*r^3-162*a*g*p^2*q^2*r^4-54*a*g*p^2*q*r^5-6*a*g*p*q^5*r^2-24*a*g*p*q^4*r^ 3-36*a*g*p*q^3*r^4-24*a*g*p*q^2*r^5-6*a*g*p*q*r^6+6*a*g*q^5*r^2*x+106*a*g*q^4*r ^3*x+146*a*g*q^3*r^4*x+58*a*g*q^2*r^5*x+2*a*g*q*r^6*x-252*a*p^5*q*r^2*x-16*a*g^ 5*p*q*r^2-192*a*g^5*p*r^2*x-120*a*g^5*q*r^2*x-75*a*g^4*p^2*q*r^2-580*a*g^4*p^2* r^2*x-50*a*g^4*p*q^2*r^2-70*a*g^4*p*q*r^3-92*a*g^4*p*r^3*x+717*a*g^4*p*r^2*x^2-\ 310*a*g^4*q^2*r^2*x-44*a*g^4*q*r^3*x+695*a*g^4*q*r^2*x^2-138*a*g^3*p^3*q*r^2-64 *a*c*p*q^2*r^5-16*a*c*p*q*r^6-26*a*c*q^5*r^2*x+267*a*c*q^4*r^3*x+399*a*c*q^3*r^ 4*x+157*a*c*q^2*r^5*x+7*a*c*q*r^6*x-45*a*c*g^5*p*r^2-29*a*c*g^5*q*r^2-221*a*c*g ^4*p^2*r^2-233*a*c*g^4*p*r^3-84*a*c*g^4*q^2*r^2-122*a*c*g^4*q*r^3-383*a*c*g^3*p ^3*r^2-603*a*c*g^3*p^2*r^3-244*a*c*g^3*p*r^4-97*a*c*g^3*q^3*r^2-210*a*c*g^3*q^2 *r^3-129*a*c*g^3*q*r^4-285*a*c*g^2*p^4*r^2-604*a*c*g^2*p^3*r^3-393*a*c*g^2*p^2* r^4-75*a*c*g^2*p*r^5-48*a*c*g^2*q^4*r^2-145*a*c*g^2*q^3*r^3-147*a*c*g^2*q^2*r^4 -51*a*c*g^2*q*r^5-92*a*c*g*p^5*r^2-250*a*c*g*p^4*r^3-230*a*c*g*p^3*r^4-78*a*c*g *p^2*r^5-6*a*c*g*p*r^6-8*a*c*g*q^5*r^2-32*a*c*g*q^4*r^3-48*a*c*g*q^3*r^4-32*a*c *g*q^2*r^5-8*a*c*g*q*r^6-168*a*c*p^5*q*r^2-100*a*c*p^5*r^2*x-412*a*c*p^4*q^2*r^ 2-463*a*c*p^4*q*r^3-384*a*c*p^3*q^3*r^2-795*a*c*p^3*q^2*r^3-438*a*c*p^3*q*r^4-\ 144*a*c*p^2*q^4*r^2-437*a*c*p^2*q^3*r^3-447*a*c*p^2*q^2*r^4-159*a*c*p^2*q*r^5-\ 16*a*c*p*q^5*r^2-64*a*c*p*q^4*r^3-96*a*c*p*q^3*r^4-1486*a*c^2*g^3*p*r^3-616*a*c ^2*g^3*q^2*r^2-878*a*c^2*g^3*q*r^3-1758*a*c^2*g^2*p^3*r^2-2740*a*c^2*g^2*p^2*r^ 3-1131*a*c^2*g^2*p*r^4-499*a*c^2*g^2*q^3*r^2-1089*a*c^2*g^2*q^2*r^3-681*a*c^2*g ^2*q*r^4-888*a*c^2*g*p^4*r^2-1898*a*c^2*g*p^3*r^3-1268*a*c^2*g*p^2*r^4-266*a*c^ 2*g*p*r^5-156*a*c^2*g*q^4*r^2-476*a*c^2*g*q^3*r^3-492*a*c^2*g*q^2*r^4-180*a*c^2 *g*q*r^5-1113*a*c^2*p^4*q*r^2-3630*a*c^2*p^4*r^2*x-1887*a*c^2*p^3*q^2*r^2-2322* a*c^2*p^3*q*r^3-1191*a*c^2*p^2*q^3*r^2-2541*a*c^2*p^2*q^2*r^3-1509*a*c^2*p^2*q* r^4-264*a*c^2*p*q^4*r^2-808*a*c^2*p*q^3*r^3-840*a*c^2*p*q^2*r^4-312*a*c^2*p*q*r ^5-1568*a*c^2*q^4*r^2*x+655*a*c^2*q^3*r^3*x+1992*a*c^2*q^2*r^4*x+719*a*c^2*q*r^ 5*x-2248*a*c^3*g^3*p*r^2-1468*a*c^3*g^3*q*r^2-4584*a*c^3*g^2*p^2*r^2-4576*a*c^3 *g^2*p*r^3-2034*a*c^3*g^2*q^2*r^2-2888*a*c^3*g^2*q*r^3-3500*a*c^3*g*p^3*r^2-\ 5456*a*c^3*g*p^2*r^3-2304*a*c^3*g*p*r^4-1032*a*c^3*g*q^3*r^2-2276*a*c^3*g*q^2*r ^3-1456*a*c^3*g*q*r^4-3712*a*c^3*p^3*q*r^2-21184*a*c^3*p^3*r^2*x-4174*a*c^3*p^2 *q^2*r^2-5500*a*c^3*p^2*q*r^3-1580*a*c^3*p*q^3*r^2-3456*a*c^3*p*q^2*r^3-2172*a* c^3*p*q*r^4-11436*a*c^3*q^3*r^2*x-1264*a*c^3*q^2*r^3*x+3924*a*c^3*q*r^4*x-477*a *c^2*g^4*p*r^2-303*a*c^2*g^4*q*r^2-1470*a*c^2*g^3*p^2*r^2+115*a*b*q^3*r^4*x+9*a *b*q^2*r^5*x-13*a*b*q*r^6*x-6480*a*c^5*g*p*r^2-4416*a*c^5*g*q*r^2-5952*a*c^5*p* q*r^2-58208*a*c^5*p*r^2*x-47056*a*c^5*q*r^2*x-5400*a*c^4*g^2*p*r^2-3616*a*c^4*g ^2*q*r^2-6808*a*c^4*g*p^2*r^2-6808*a*c^4*g*p*r^3-3112*a*c^4*g*q^2*r^2-4440*a*c^ 4*g*q*r^3-6600*a*c^4*p^2*q*r^2-51984*a*c^4*p^2*r^2*x-4436*a*c^4*p*q^2*r^2-6152* a*c^4*p*q*r^3-34344*a*c^4*q^2*r^2*x-5748*a*c^4*q*r^3*x-64*a*b*g^4*p^2*r^2-74*a* b*g^4*p*r^3-18*a*b*g^4*q^2*r^2-28*a*b*g^4*q*r^3-150*a*b*g^3*p^3*r^2-239*a*b*g^3 *p^2*r^3-94*a*b*g^3*p*r^4-18*a*b*g^3*q^3*r^2-41*a*b*g^3*q^2*r^3-28*a*b*g^3*q*r^ 4-142*a*b*g^2*p^4*r^2-303*a*b*g^2*p^3*r^3-199*a*b*g^2*p^2*r^4-39*a*b*g^2*p*r^5-\ 6*a*b*g^2*q^4*r^2-19*a*b*g^2*q^3*r^3-21*a*b*g^2*q^2*r^4-9*a*b*g^2*q*r^5-60*a*b* g*p^5*r^2-167*a*b*g*p^4*r^3-160*a*b*g*p^3*r^4-59*a*b*g*p^2*r^5-6*a*b*g*p*r^6-76 *a*b*p^5*q*r^2-224*a*b*p^5*r^2*x-152*a*b*p^4*q^2*r^2-197*a*b*p^4*q*r^3-116*a*b* p^3*q^3*r^2-257*a*b*p^3*q^2*r^3-166*a*b*p^3*q*r^4-30*a*b*p^2*q^4*r^2-95*a*b*p^2 *q^3*r^3-105*a*b*p^2*q^2*r^4-45*a*b*p^2*q*r^5+13*a*b*p*r^6*x+42*a*b*q^5*r^2*x+ 135*a*b*q^4*r^3*x-2632*a*b*c^4*q^2*r^2-3968*a*b*c^4*q*r^3-4384*a*b*c^3*p^3*r^2-\ 6576*a*b*c^3*p^2*r^3-2624*a*b*c^3*p*r^4-720*a*b*c^3*q^3*r^2-1664*a*b*c^3*q^2*r^ 3-1168*a*b*c^3*q*r^4-1306*a*b*c^2*p^4*r^2-2736*a*b*c^2*p^3*r^3-1778*a*b*c^2*p^2 *r^4-360*a*b*c^2*p*r^5-72*a*b*c^2*q^4*r^2-228*a*b*c^2*q^3*r^3-252*a*b*c^2*q^2*r ^4-108*a*b*c^2*q*r^5-190*a*b*c*p^5*r^2-522*a*b*c*p^4*r^3-490*a*b*c*p^3*r^4-174* a*b*c*p^2*r^5-16*a*b*c*p*r^6-6*a*b*g^5*p*r^2-6*a*b*g^5*q*r^2-13*a*b^2*g^4*p*r^2 -13*a*b^2*g^4*q*r^2-120*a*b^2*g^3*p^2*r^2-136*a*b^2*g^3*p*r^3-26*a*b^2*g^3*q^2* r^2-42*a*b^2*g^3*q*r^3-234*a*b^2*g^2*p^3*r^2-356*a*b^2*g^2*p^2*r^3-127*a*b^2*g^ 2*p*r^4-13*a*b^2*g^2*q^3*r^2-31*a*b^2*g^2*q^2*r^3-23*a*b^2*g^2*q*r^4-168*a*b^2* g*p^4*r^2-340*a*b^2*g*p^3*r^3-202*a*b^2*g*p^2*r^4-30*a*b^2*g*p*r^5-159*a*b^2*p^ 4*q*r^2-1558*a*b^2*p^4*r^2*x-183*a*b^2*p^3*q^2*r^2-274*a*b^2*p^3*q*r^3-65*a*b^2 *p^2*q^3*r^2-155*a*b^2*p^2*q^2*r^3-115*a*b^2*p^2*q*r^4+143*a*b^2*p*r^5*x+104*a* b^2*q^4*r^2*x+339*a*b^2*q^3*r^3*x+264*a*b^2*q^2*r^4*x+27*a*b^2*q*r^5*x-6944*a*b *c^5*p*r^2-4192*a*b*c^5*q*r^2-7760*a*b*c^4*p^2*r^2-7376*a*b*c^4*p*r^3-100*a*b^3 *g^2*p*r^3-12*a*b^3*g^2*q^2*r^2-20*a*b^3*g^2*q*r^3-132*a*b^3*g*p^3*r^2-180*a*b^ 3*g*p^2*r^3-48*a*b^3*g*p*r^4-112*a*b^3*p^3*q*r^2-3108*a*b^3*p^3*r^2*x-60*a*b^3* p^2*q^2*r^2-100*a*b^3*p^2*q*r^3-868*a*b^3*p^2*r^3*x+330*a*b^3*p*r^4*x+92*a*b^3* q^3*r^2*x+380*a*b^3*q^2*r^3*x+258*a*b^3*q*r^4*x-5360*a*b^2*c^4*p*r^2-2736*a*b^2 *c^4*q*r^2-5120*a*b^2*c^3*p^2*r^2-4464*a*b^2*c^3*p*r^3-1144*a*b^2*c^3*q^2*r^2-\ 1808*a*b^2*c^3*q*r^3-2336*a*b^2*c^2*p^3*r^2-3256*a*b^2*c^2*p^2*r^3-1108*a*b^2*c ^2*p*r^4-156*a*b^2*c^2*q^3*r^2-372*a*b^2*c^2*q^2*r^3-276*a*b^2*c^2*q*r^4-506*a* b^2*c*p^4*r^2-996*a*b^2*c*p^3*r^3-570*a*b^2*c*p^2*r^4-80*a*b^2*c*p*r^5-434*a^2* g*q^4*r^2*x+70*a^2*g*q^3*r^3*x+440*a^2*g*q^2*r^4*x+166*a^2*g*q*r^5*x-990*a^2*p^ 4*q*r^2*x-2890*a^2*p^3*q^2*r^2*x-2510*a^2*p^2*q^3*r^2*x-720*a^2*p*q^4*r^2*x-80* a*b^5*q*r^2*x-48*a*b^4*c^2*q*r^2-4*a*b^4*g^2*q*r^2-20*a*b^4*p^2*q*r^2-2416*a*b^ 4*p^2*r^2*x-396*a*b^4*p*r^3*x+1708*a*b^4*p*r^2*x^2-24*a*b^4*q^2*r^2*x+172*a*b^4 *q*r^3*x+3124*a*b^4*q*r^2*x^2-1664*a*b^3*c^3*p*r^2-672*a*b^3*c^3*q*r^2-1296*a*b ^3*c^2*p^2*r^2-992*a*b^3*c^2*p*r^3-144*a*b^3*c^2*q^2*r^2-240*a*b^3*c^2*q*r^3-\ 432*a*b^3*c*p^3*r^2-536*a*b^3*c*p^2*r^3-128*a*b^3*c*p*r^4-12*a*b^3*g^3*p*r^2-12 *a*b^3*g^3*q*r^2-92*a*b^3*g^2*p^2*r^2-79*a^2*g^4*p*q*r^2-864*a^2*g^4*p*r^2*x-\ 772*a^2*g^4*q*r^2*x-250*a^2*g^3*p^2*q*r^2-1634*a^2*g^3*p^2*r^2*x-204*a^2*g^3*p* q^2*r^2-268*a^2*g^3*p*q*r^3-274*a^2*g^3*p*r^3*x+2012*a^2*g^3*p*r^2*x^2-1606*a^2 *g^3*q^2*r^2*x-386*a^2*g^3*q*r^3*x+1774*a^2*g^3*q*r^2*x^2-316*a^2*g^2*p^3*q*r^2 -866*a^2*g^2*p^3*r^2*x-448*a^2*g^2*p^2*q^2*r^2-521*a^2*g^2*p^2*q*r^3-203*a^2*g^ 2*p*q^3*r^2-420*a^2*g^2*p*q^2*r^3-231*a^2*g^2*p*q*r^4-1368*a^2*g^2*q^3*r^2*x-\ 322*a^2*g^2*q^2*r^3*x+374*a^2*g^2*q*r^4*x-178*a^2*g*p^4*q*r^2+124*a^2*g*p^4*r^2 *x-392*a^2*g*p^3*q^2*r^2-410*a^2*g*p^3*q*r^3-296*a^2*g*p^2*q^3*r^2-597*a^2*g*p^ 2*q^2*r^3-306*a^2*g*p^2*q*r^4-78*a^2*g*p*q^4*r^2-234*a^2*g*p*q^3*r^3-234*a^2*g* p*q^2*r^4-78*a^2*g*p*q*r^5-146*a*b^2*g^3*p*q*r^2-4502*a*b^2*g^3*p*r^2*x-2286*a* b^2*g^3*q*r^2*x-436*a*b^2*g^2*p^2*q*r^2-9144*a*b^2*g^2*p^2*r^2*x-215*a*b^2*g^2* p*q^2*r^2-342*a*b^2*g^2*p*q*r^3-2014*a*b^2*g^2*p*r^3*x+7570*a*b^2*g^2*p*r^2*x^2 -2432*a*b^2*g^2*q^2*r^2*x-460*a*b^2*g^2*q*r^3*x+8366*a*b^2*g^2*q*r^2*x^2-462*a* b^2*g*p^3*q*r^2-6760*a*b^2*g*p^3*r^2*x-372*a*b^2*g*p^2*q^2*r^2-574*a*b^2*g*p^2* q*r^3-78*a*b^2*g*p*q^3*r^2-186*a*b^2*g*p*q^2*r^3-138*a*b^2*g*p*q*r^4-540*a*b^2* g*q^3*r^2*x+457*a*b^2*g*q^2*r^3*x+675*a*b^2*g*q*r^4*x-6850*a*b^2*p^3*q*r^2*x-\ 7170*a*b^2*p^2*q^2*r^2*x-1774*a*b^2*p*q^3*r^2*x+139*a*b^2*p*q^2*r^3*x-26064*a*b ^2*c^2*q^2*r^2*x-4516*a*b^2*c^2*q*r^3*x-430*a*b^2*c*g^3*p*r^2-242*a*b^2*c*g^3*q *r^2-1440*a*b^2*c*g^2*p^2*r^2-1400*a*b^2*c*g^2*p*r^3-322*a*b^2*c*g^2*q^2*r^2-\ 516*a*b^2*c*g^2*q*r^3-1526*a*b^2*c*g*p^3*r^2-2206*a*b^2*c*g*p^2*r^3-772*a*b^2*c *g*p*r^4-104*a*b^2*c*g*q^3*r^2-248*a*b^2*c*g*q^2*r^3-184*a*b^2*c*g*q*r^4-1388*a *b^2*c*p^3*q*r^2-19032*a*b^2*c*p^3*r^2*x-1066*a*b^2*c*p^2*q^2*r^2-1636*a*b^2*c* p^2*q*r^3-208*a*b^2*c*p*q^3*r^2-496*a*b^2*c*p*q^2*r^3-368*a*b^2*c*p*q*r^4-2260* a*b^2*c*q^3*r^2*x+996*a*b^2*c*q^2*r^3*x+1898*a*b^2*c*q*r^4*x+6040*a*b^3*g*p*r^2 *x^2-1216*a*b^3*g*q^2*r^2*x-50*a*b^3*g*q*r^3*x+8144*a*b^3*g*q*r^2*x^2-6924*a*b^ 3*p^2*q*r^2*x-2956*a*b^3*p*q^2*r^2*x-504*a*b^3*p*q*r^3*x-6696*a*b^2*c^3*g*p*r^2 -3432*a*b^2*c^3*g*q*r^2-5776*a*b^2*c^3*p*q*r^2-122480*a*b^2*c^3*p*r^2*x-76608*a *b^2*c^3*q*r^2*x-2816*a*b^2*c^2*g^2*p*r^2-1464*a*b^2*c^2*g^2*q*r^2-4916*a*b^2*c ^2*g*p^2*r^2-4456*a*b^2*c^2*g*p*r^3-1112*a*b^2*c^2*g*q^2*r^2-1768*a*b^2*c^2*g*q *r^3-4344*a*b^2*c^2*p^2*q*r^2-75984*a*b^2*c^2*p^2*r^2*x-1972*a*b^2*c^2*p*q^2*r^ 2-3080*a*b^2*c^2*p*q*r^3-4344*a*b^3*c*q^2*r^2*x-388*a*b^3*c*q*r^3*x-104*a*b^3*g ^2*p*q*r^2-5936*a*b^3*g^2*p*r^2*x-2560*a*b^3*g^2*q*r^2*x-204*a*b^3*g*p^2*q*r^2-\ 8144*a*b^3*g*p^2*r^2*x-72*a*b^3*g*p*q^2*r^2-120*a*b^3*g*p*q*r^3-1690*a*b^3*g*p* r^3*x-24*a*b^4*g*p*q*r^2-3440*a*b^4*g*p*r^2*x-1104*a*b^4*g*q*r^2*x-2280*a*b^4*p *q*r^2*x-1408*a*b^3*c^2*g*p*r^2-608*a*b^3*c^2*g*q*r^2-1168*a*b^3*c^2*p*q*r^2-\ 51312*a*b^3*c^2*p*r^2*x-26544*a*b^3*c^2*q*r^2*x-320*a*b^3*c*g^2*p*r^2-160*a*b^3 *c*g^2*q*r^2-760*a*b^3*c*g*p^2*r^2-656*a*b^3*c*g*p*r^3-96*a*b^3*c*g*q^2*r^2-160 *a*b^3*c*g*q*r^3-640*a*b^3*c*p^2*q*r^2-22776*a*b^3*c*p^2*r^2*x-192*a*b^3*c*p*q^ 2*r^2-320*a*b^3*c*p*q*r^3-4084*a*b^3*c*p*r^3*x-4470*a^2*g^3*p*q*r^2*x-7474*a^2* g^2*p^2*q*r^2*x-7272*a^2*g^2*p*q^2*r^2*x-4578*a^2*g*p^3*q*r^2*x-8546*a^2*g*p^2* q^2*r^2*x-4278*a^2*g*p*q^3*r^2*x-32*a*b^4*c*g*q*r^2-64*a*b^4*c*p*q*r^2-9984*a*b ^4*c*p*r^2*x-3664*a*b^4*c*q*r^2*x-2550*a^2*c*g*p*q^2*r^3-1470*a^2*c*g*p*q*r^4-\ 8304*a^2*c*g*q^3*r^2*x-1743*a^2*c*g*q^2*r^3*x+2303*a^2*c*g*q*r^4*x-13798*a^2*c* p^3*q*r^2*x-23194*a^2*c*p^2*q^2*r^2*x-11498*a^2*c*p*q^3*r^2*x-1192*a^2*c*g^3*p* q*r^2-11204*a^2*c*g^3*p*r^2*x-10128*a^2*c*g^3*q*r^2*x-2521*a^2*c*g^2*p^2*q*r^2-\ 16210*a^2*c*g^2*p^2*r^2*x-1993*a^2*c*g^2*p*q^2*r^2-2598*a^2*c*g^2*p*q*r^3-15132 *a^2*c*g^2*q^2*r^2*x-3396*a^2*c*g^2*q*r^3*x-2054*a^2*c*g*p^3*q*r^2-7390*a^2*c*g *p^3*r^2*x-2757*a^2*c*g*p^2*q^2*r^2-3326*a^2*c*g*p^2*q*r^3-1210*a^2*c*g*p*q^3*r ^2-7922*a^2*c^2*g*p^2*q*r^2-51008*a^2*c^2*g*p^2*r^2*x-6096*a^2*c^2*g*p*q^2*r^2-\ 8040*a^2*c^2*g*p*q*r^3-45288*a^2*c^2*g*q^2*r^2*x-9348*a^2*c^2*g*q*r^3*x-62876*a ^2*c^2*p^2*q*r^2*x-57332*a^2*c^2*p*q^2*r^2*x-106480*a^2*c^3*g*p*r^2*x-95824*a^2 *c^3*g*q*r^2*x-113384*a^2*c^3*p*q*r^2*x-6012*a^2*c^2*g^2*p*q*r^2-52784*a^2*c^2* g^2*p*r^2*x-47728*a^2*c^2*g^2*q*r^2*x+8366*a^2*b*g^2*p*r^2*x^2-5940*a^2*b*g^2*q ^2*r^2*x-1604*a^2*b*g^2*q*r^3*x+7570*a^2*b*g^2*q*r^2*x^2-808*a^2*b*g*p^3*q*r^2-\ 5338*a^2*b*g*p^3*r^2*x-929*a^2*b*g*p^2*q^2*r^2-1274*a^2*b*g*p^2*q*r^3-346*a^2*b *g*p*q^3*r^2-778*a^2*b*g*p*q^2*r^3-518*a^2*b*g*p*q*r^4-2808*a^2*b*g*q^3*r^2*x-\ 469*a^2*b*g*q^2*r^3*x+969*a^2*b*g*q*r^4*x-7502*a^2*b*p^3*q*r^2*x-10782*a^2*b*p^ 2*q^2*r^2*x-4498*a^2*b*p*q^3*r^2*x-12512*a^2*c^3*g*p*q*r^2-342*a^2*b*g^3*p*q*r^ 2-5484*a^2*b*g^3*p*r^2*x-4268*a^2*b*g^3*q*r^2*x-865*a^2*b*g^2*p^2*q*r^2-9134*a^ 2*b*g^2*p^2*r^2*x-609*a^2*b*g^2*p*q^2*r^2-886*a^2*b*g^2*p*q*r^3-2168*a^2*b*g^2* p*r^3*x-2524*a^2*b*c*p^3*q*r^2-16896*a^2*b*c*p^3*r^2*x-2768*a^2*b*c*p^2*q^2*r^2 -3848*a^2*b*c*p^2*q*r^3-988*a^2*b*c*p*q^3*r^2-2240*a^2*b*c*p*q^2*r^3-1516*a^2*b *c*p*q*r^4-8296*a^2*b*c*q^3*r^2*x-1088*a^2*b*c*q^2*r^3*x+2902*a^2*b*c*q*r^4*x-\ 5628*a^2*b*c^2*g^2*p*r^2-3932*a^2*b*c^2*g^2*q*r^2-8380*a^2*b*c^2*g*p^2*r^2-9016 *a^2*b*c^2*g*p*r^3-3748*a^2*b*c^2*g*q^2*r^2-5600*a^2*b*c^2*g*q*r^3-8832*a^2*b*c ^2*p^2*q*r^2-82472*a^2*b*c^2*p^2*r^2*x-5768*a^2*b*c^2*p*q^2*r^2-8368*a^2*b*c^2* p*q*r^3-52448*a^2*b*c^2*q^2*r^2*x-11444*a^2*b*c^2*q*r^3*x-946*a^2*b*c*g^3*p*r^2 -706*a^2*b*c*g^3*q*r^2-2516*a^2*b*c*g^2*p^2*r^2-2856*a^2*b*c*g^2*p*r^3-1156*a^2 *b*c*g^2*q^2*r^2-1740*a^2*b*c*g^2*q*r^3-2246*a^2*b*c*g*p^3*r^2-3766*a^2*b*c*g*p ^2*r^3-1720*a^2*b*c*g*p*r^4-596*a^2*b*c*g*q^3*r^2-1360*a^2*b*c*g*q^2*r^3-932*a^ 2*b*c*g*q*r^4-484*a^2*b^2*g^2*p*q*r^2-11976*a^2*b^2*g^2*p*r^2*x-8136*a^2*b^2*g^ 2*q*r^2*x-846*a^2*b^2*g*p^2*q*r^2-14272*a^2*b^2*g*p^2*r^2*x-500*a^2*b^2*g*p*q^2 *r^2-784*a^2*b^2*g*p*q*r^3-3672*a^2*b^2*g*p*r^3*x+10580*a^2*b^2*g*p*r^2*x^2-\ 6428*a^2*b^2*g*q^2*r^2*x-1716*a^2*b^2*g*q*r^3*x+10580*a^2*b^2*g*q*r^2*x^2-14748 *a^2*b^2*p^2*q*r^2*x-10020*a^2*b^2*p*q^2*r^2*x-12888*a^2*b*c^3*g*p*r^2-8808*a^2 *b*c^3*g*q*r^2-13040*a^2*b*c^3*p*q*r^2-151536*a^2*b*c^3*p*r^2*x-120896*a^2*b*c^ 3*q*r^2*x-569*a^2*c*g*p^2*r^4-130*a^2*c*g*p*r^5-132*a^2*c*g*q^4*r^2-400*a^2*c*g *q^3*r^3-408*a^2*c*g*q^2*r^4-144*a^2*c*g*q*r^5-593*a^2*c*p^4*q*r^2-810*a^2*c*p^ 4*r^2*x-1171*a^2*c*p^3*q^2*r^2-1338*a^2*c*p^3*q*r^3-839*a^2*c*p^2*q^3*r^2-1745* a^2*c*p^2*q^2*r^3-973*a^2*c*p^2*q*r^4-216*a^2*c*p*q^4*r^2-656*a^2*c*p*q^3*r^3-\ 672*a^2*c*p*q^2*r^4-240*a^2*c*p*q*r^5-1292*a^2*c*q^4*r^2*x+215*a^2*c*q^3*r^3*x+ 1274*a^2*c*q^2*r^4*x+499*a^2*c*q*r^5*x-2538*a^2*c^2*g*p^3*r^2-4226*a^2*c^2*g*p^ 2*r^3-1944*a^2*c^2*g*p*r^4-1156*a^2*c^2*g*q^3*r^2-2512*a^2*c^2*g*q^2*r^3-1556*a ^2*c^2*g*q*r^4-3164*a^2*c^2*p^3*q*r^2-13188*a^2*c^2*p^3*r^2*x-4032*a^2*c^2*p^2* q^2*r^2-5068*a^2*c^2*p^2*q*r^3-1724*a^2*c^2*p*q^3*r^2-3704*a^2*c^2*p*q^2*r^3-\ 2236*a^2*c^2*p*q*r^4-11892*a^2*c^2*q^3*r^2*x-2076*a^2*c^2*q^2*r^3*x+3442*a^2*c^ 2*q*r^4*x-214*a^2*c*g^4*p*r^2-172*a^2*c*g^4*q*r^2-693*a^2*c*g^3*p^2*r^2-800*a^2 *c*g^3*p*r^3-411*a^2*c*g^3*q^2*r^2-578*a^2*c*g^3*q*r^3-793*a^2*c*g^2*p^3*r^2-\ 1333*a^2*c*g^2*p^2*r^3-605*a^2*c*g^2*p*r^4-375*a^2*c*g^2*q^3*r^2-805*a^2*c*g^2* q^2*r^3-485*a^2*c*g^2*q*r^4-355*a^2*c*g*p^4*r^2-798*a^2*c*g*p^3*r^3-9080*a^2*c^ 4*g*p*r^2-6920*a^2*c^4*g*q*r^2-9248*a^2*c^4*p*q*r^2-77632*a^2*c^4*p*r^2*x-69408 *a^2*c^4*q*r^2*x-5740*a^2*c^3*g^2*p*r^2-4396*a^2*c^3*g^2*q*r^2-7204*a^2*c^3*g*p ^2*r^2-7776*a^2*c^3*g*p*r^3-4220*a^2*c^3*g*q^2*r^2-5896*a^2*c^3*g*q*r^3-7880*a^ 2*c^3*p^2*q*r^2-51064*a^2*c^3*p^2*r^2*x-5916*a^2*c^3*p*q^2*r^2-7960*a^2*c^3*p*q *r^3-43280*a^2*c^3*q^2*r^2*x-8088*a^2*c^3*q*r^3*x-1674*a^2*c^2*g^3*p*r^2-1294*a ^2*c^2*g^3*q*r^2-3432*a^2*c^2*g^2*p^2*r^2-3780*a^2*c^2*g^2*p*r^3-2040*a^2*c^2*g ^2*q^2*r^2-2840*a^2*c^2*g^2*q*r^3-42*a^2*b*g^4*p*r^2-42*a^2*b*g^4*q*r^2-231*a^2 *b*g^3*p^2*r^2-290*a^2*b*g^3*p*r^3-111*a^2*b*g^3*q^2*r^2-170*a^2*b*g^3*q*r^3-\ 349*a^2*b*g^2*p^3*r^2-601*a^2*b*g^2*p^2*r^3-277*a^2*b*g^2*p*r^4-93*a^2*b*g^2*q^ 3*r^2-211*a^2*b*g^2*q^2*r^3-143*a^2*b*g^2*q*r^4-201*a^2*b*g*p^4*r^2-464*a^2*b*g *p^3*r^3-345*a^2*b*g*p^2*r^4-86*a^2*b*g*p*r^5-24*a^2*b*g*q^4*r^2-76*a^2*b*g*q^3 *r^3-84*a^2*b*g*q^2*r^4-36*a^2*b*g*q*r^5-255*a^2*b*p^4*q*r^2-922*a^2*b*p^4*r^2* x-423*a^2*b*p^3*q^2*r^2-554*a^2*b*p^3*q*r^3-257*a^2*b*p^2*q^3*r^2-571*a^2*b*p^2 *q^2*r^3-371*a^2*b*p^2*q*r^4-48*a^2*b*p*q^4*r^2-152*a^2*b*p*q^3*r^3-168*a^2*b*p *q^2*r^4-72*a^2*b*p*q*r^5-296*a^2*b*q^4*r^2*x+285*a^2*b*q^3*r^3*x+570*a^2*b*q^2 *r^4*x+193*a^2*b*q*r^5*x-284*a^2*b^2*g*p*r^4-52*a^2*b^2*g*q^3*r^2-124*a^2*b^2*g *q^2*r^3-92*a^2*b^2*g*q*r^4-416*a^2*b^2*p^3*q*r^2-4684*a^2*b^2*p^3*r^2*x-388*a^ 2*b^2*p^2*q^2*r^2-588*a^2*b^2*p^2*q*r^3-104*a^2*b^2*p*q^3*r^2-248*a^2*b^2*p*q^2 *r^3-184*a^2*b^2*p*q*r^4-1108*a^2*b^2*q^3*r^2*x+140*a^2*b^2*q^2*r^3*x+668*a^2*b ^2*q*r^4*x-10160*a^2*b*c^4*p*r^2-6864*a^2*b*c^4*q*r^2-8736*a^2*b*c^3*p^2*r^2-\ 9136*a^2*b*c^3*p*r^3-3800*a^2*b*c^3*q^2*r^2-5680*a^2*b*c^3*q*r^3-3520*a^2*b*c^2 *p^3*r^2-5768*a^2*b*c^2*p^2*r^3-2600*a^2*b*c^2*p*r^4-888*a^2*b*c^2*q^3*r^2-2040 *a^2*b*c^2*q^2*r^3-1416*a^2*b*c^2*q*r^4-648*a^2*b*c*p^4*r^2-1476*a^2*b*c*p^3*r^ 3-1080*a^2*b*c*p^2*r^4-264*a^2*b*c*p*r^5-72*a^2*b*c*q^4*r^2-228*a^2*b*c*q^3*r^3 -252*a^2*b*c*q^2*r^4-108*a^2*b*c*q*r^5-60*a^2*b^3*g^2*p*r^2-60*a^2*b^3*g^2*q*r^ 2-200*a^2*b^3*g*p^2*r^2-232*a^2*b^3*g*p*r^3-48*a^2*b^3*g*q^2*r^2-80*a^2*b^3*g*q *r^3-220*a^2*b^3*p^2*q*r^2-6544*a^2*b^3*p^2*r^2*x-96*a^2*b^3*p*q^2*r^2-160*a^2* b^3*p*q*r^3-1636*a^2*b^3*p*r^3*x+4156*a^2*b^3*p*r^2*x^2-1880*a^2*b^3*q^2*r^2*x-\ 348*a^2*b^3*q*r^3*x+5100*a^2*b^3*q*r^2*x^2-6304*a^2*b^2*c^3*p*r^2-3744*a^2*b^2* c^3*q*r^2-4368*a^2*b^2*c^2*p^2*r^2-4400*a^2*b^2*c^2*p*r^3-1368*a^2*b^2*c^2*q^2* r^2-2160*a^2*b^2*c^2*q*r^3-1280*a^2*b^2*c*p^3*r^2-2032*a^2*b^2*c*p^2*r^3-836*a^ 2*b^2*c*p*r^4-156*a^2*b^2*c*q^3*r^2-372*a^2*b^2*c*q^2*r^3-276*a^2*b^2*c*q*r^4-\ 78*a^2*b^2*g^3*p*r^2-78*a^2*b^2*g^3*q*r^2-352*a^2*b^2*g^2*p^2*r^2-432*a^2*b^2*g ^2*p*r^3-132*a^2*b^2*g^2*q^2*r^2-212*a^2*b^2*g^2*q*r^3-398*a^2*b^2*g*p^3*r^2-\ 662*a^2*b^2*g*p^2*r^3-176*a^3*g^3*p*q*r^2-1734*a^3*g^3*p*r^2*x-1982*a^3*g^3*q*r ^2*x-377*a^3*g^2*p^2*q*r^2-1826*a^3*g^2*p^2*r^2*x-370*a^3*g^2*p*q^2*r^2-452*a^3 *g^2*p*q*r^3-202*a^3*g^2*p*r^3*x+2946*a^3*g^2*p*r^2*x^2-3190*a^3*g^2*q^2*r^2*x-\ 872*a^3*g^2*q*r^3*x+2150*a^3*g^2*q*r^2*x^2-302*a^3*g*p^3*q*r^2-162*a^3*g*p^3*r^ 2*x-509*a^3*g*p^2*q^2*r^2-548*a^3*g*p^2*q*r^3-268*a^3*g*p*q^3*r^2-544*a^3*g*p*q ^2*r^3-284*a^3*g*p*q*r^4-1912*a^3*g*q^3*r^2*x-618*a^3*g*q^2*r^3*x+366*a^3*g*q*r ^4*x-2004*a^3*p^3*q*r^2*x-4284*a^3*p^2*q^2*r^2*x-2436*a^3*p*q^3*r^2*x-48*a^2*b^ 4*c*q*r^2-16*a^2*b^4*g*q*r^2-32*a^2*b^4*p*q*r^2-3152*a^2*b^4*p*r^2*x-1456*a^2*b ^4*q*r^2*x-1504*a^2*b^3*c^2*p*r^2-768*a^2*b^3*c^2*q*r^2-760*a^2*b^3*c*p^2*r^2-\ 736*a^2*b^3*c*p*r^3-144*a^2*b^3*c*q^2*r^2-240*a^2*b^3*c*q*r^3-3676*a^3*c^2*p*q^ 2*r^2-4728*a^3*c^2*p*q*r^3-26440*a^3*c^2*q^2*r^2*x-5800*a^3*c^2*q*r^3*x-460*a^3 *c*g^3*p*r^2-432*a^3*c*g^3*q*r^2-968*a^3*c*g^2*p^2*r^2-1204*a^3*c*g^2*p*r^3-830 *a^3*c*g^2*q^2*r^2-1124*a^3*c*g^2*q*r^3-656*a^3*c*g*p^3*r^2-1176*a^3*c*g*p^2*r^ 3-592*a^3*c*g*p*r^4-544*a^3*c*g*q^3*r^2-1156*a^3*c*g*q^2*r^3-680*a^3*c*g*q*r^4-\ 1056*a^3*c*p^3*q*r^2-2380*a^3*c*p^3*r^2*x-1594*a^3*c*p^2*q^2*r^2-1856*a^3*c*p^2 *q*r^3-788*a^3*c*p*q^3*r^2-1648*a^3*c*p*q^2*r^3-932*a^3*c*p*q*r^4-5312*a^3*c*q^ 3*r^2*x-1412*a^3*c*q^2*r^3*x+1174*a^3*c*q*r^4*x-608*a^3*b*g*p^2*r^3-320*a^3*b*g *p*r^4-156*a^3*b*g*q^3*r^2-352*a^3*b*g*q^2*r^3-236*a^3*b*g*q*r^4-428*a^3*b*p^3* q*r^2-1952*a^3*b*p^3*r^2*x-560*a^3*b*p^2*q^2*r^2-744*a^3*b*p^2*q*r^3-244*a^3*b* p*q^3*r^2-544*a^3*b*p*q^2*r^3-356*a^3*b*p*q*r^4-2064*a^3*b*q^3*r^2*x-596*a^3*b* q^2*r^3*x+486*a^3*b*q*r^4*x-6032*a^3*c^3*g*p*r^2-5296*a^3*c^3*g*q*r^2-7056*a^3* c^3*p*q*r^2-51744*a^3*c^3*p*r^2*x-52752*a^3*c^3*q*r^2*x-2632*a^3*c^2*g^2*p*r^2-\ 2384*a^3*c^2*g^2*q*r^2-3296*a^3*c^2*g*p^2*r^2-3912*a^3*c^2*g*p*r^3-2660*a^3*c^2 *g*q^2*r^2-3608*a^3*c^2*g*q*r^3-4260*a^3*c^2*p^2*q*r^2-22064*a^3*c^2*p^2*r^2*x-\ 168*a^3*b^2*g^2*q*r^2-408*a^3*b^2*g*p^2*r^2-536*a^3*b^2*g*p*r^3-216*a^3*b^2*g*q ^2*r^2-344*a^3*b^2*g*q*r^3-504*a^3*b^2*p^2*q*r^2-6736*a^3*b^2*p^2*r^2*x-348*a^3 *b^2*p*q^2*r^2-536*a^3*b^2*p*q*r^3-1932*a^3*b^2*p*r^3*x+5100*a^3*b^2*p*r^2*x^2-\ 4536*a^3*b^2*q^2*r^2*x-1476*a^3*b^2*q*r^3*x+4156*a^3*b^2*q*r^2*x^2-7168*a^3*b*c ^3*p*r^2-5536*a^3*b*c^3*q*r^2-4392*a^3*b*c^2*p^2*r^2-5136*a^3*b*c^2*p*r^3-2568* a^3*b*c^2*q^2*r^2-3792*a^3*b*c^2*q*r^3-1096*a^3*b*c*p^3*r^2-1984*a^3*b*c*p^2*r^ 3-1024*a^3*b*c*p*r^4-464*a^3*b*c*q^3*r^2-1056*a^3*b*c*q^2*r^3-720*a^3*b*c*q*r^4 -112*a^3*b*g^3*p*r^2-112*a^3*b*g^3*q*r^2-368*a^3*b*g^2*p^2*r^2-492*a^3*b*g^2*p* r^3-248*a^3*b*g^2*q^2*r^2-372*a^3*b*g^2*q*r^3-328*a^3*b*g*p^3*r^2-192*a^4*g^2*p *q*r^2-1584*a^4*g^2*p*r^2*x-2408*a^4*g^2*q*r^2*x-258*a^4*g*p^2*q*r^2-572*a^4*g* p^2*r^2*x-308*a^4*g*p*q^2*r^2-344*a^4*g*p*q*r^3+176*a^4*g*p*r^3*x+2328*a^4*g*p* r^2*x^2-2732*a^4*g*q^2*r^2*x-764*a^4*g*q*r^3*x+1276*a^4*g*q*r^2*x^2-2184*a^4*p^ 2*q*r^2*x-3064*a^4*p*q^2*r^2*x-512*a^3*b^3*c*p*r^2-352*a^3*b^3*c*q*r^2-96*a^3*b ^3*g*p*r^2-96*a^3*b^3*g*q*r^2-176*a^3*b^3*p*q*r^2-5808*a^3*b^3*p*r^2*x-4144*a^3 *b^3*q*r^2*x-3296*a^3*b^2*c^2*p*r^2-2336*a^3*b^2*c^2*q*r^2-1472*a^3*b^2*c*p^2*r ^2-1744*a^3*b^2*c*p*r^3-680*a^3*b^2*c*q^2*r^2-1072*a^3*b^2*c*q*r^3-168*a^3*b^2* g^2*p*r^2-480*a^4*c*g^2*p*r^2-528*a^4*c*g^2*q*r^2-592*a^4*c*g*p^2*r^2-792*a^4*c *g*p*r^3-748*a^4*c*g*q^2*r^2-968*a^4*c*g*q*r^3-980*a^4*c*p^2*q*r^2-3288*a^4*c*p ^2*r^2*x-1028*a^4*c*p*q^2*r^2-1224*a^4*c*p*q*r^3-7760*a^4*c*q^2*r^2*x-1980*a^4* c*q*r^3*x-140*a^4*b*g^2*p*r^2-140*a^4*b*g^2*q*r^2-260*a^4*b*g*p^2*r^2-368*a^4*b *g*p*r^3-236*a^4*b*g*q^2*r^2-344*a^4*b*g*q*r^3-368*a^4*b*p^2*q*r^2-2224*a^4*b*p ^2*r^2*x-348*a^4*b*p*q^2*r^2-472*a^4*b*p*q*r^3-500*a^4*b*p*r^3*x+3124*a^4*b*p*r ^2*x^2-3528*a^4*b*q^2*r^2*x-1180*a^4*b*q*r^3*x+1708*a^4*b*q*r^2*x^2-1872*a^4*c^ 2*g*p*r^2-1984*a^4*c^2*g*q*r^2-2672*a^4*c^2*p*q*r^2-17072*a^4*c^2*p*r^2*x-21360 *a^4*c^2*q*r^2*x-224*a^5*c*g*p*r^2-304*a^5*c*g*q*r^2-432*a^5*c*p*q*r^2-2128*a^5 *c*p*r^2*x-4144*a^5*c*q*r^2*x-96*a^5*g*p*q*r^2-504*a^5*g*p*r^2*x-1336*a^5*g*q*r ^2*x-1200*a^5*p*q*r^2*x-720*a^4*b^2*c*p*r^2-624*a^4*b^2*c*q*r^2-152*a^4*b^2*g*p *r^2-152*a^4*b^2*g*q*r^2-272*a^4*b^2*p*q*r^2-4592*a^4*b^2*p*r^2*x-4496*a^4*b^2* q*r^2*x-2448*a^4*b*c^2*p*r^2-2224*a^4*b*c^2*q*r^2-936*a^4*b*c*p^2*r^2-1248*a^4* b*c*p*r^3-784*a^4*b*c*q^2*r^2-1136*a^4*b*c*q*r^3-31*b*g^3*p^4*r^2-61*b*g^3*p^3* r^3-35*b*g^3*p^2*r^4-5*b*g^3*p*r^5-21*b*g^2*p^5*r^2-54*b*g^2*p^4*r^3-46*b*g^2*p ^3*r^4-14*b*g^2*p^2*r^5-b*g^2*p*r^6-7*b*g*p^6*r^2-23*b*g*p^5*r^3-27*b*g*p^4*r^4 -13*b*g*p^3*r^5-2*b*g*p^2*r^6-9*b*p^6*q*r^2-22*b*p^6*r^2*x-21*b*p^5*q^2*r^2-27* b*p^5*q*r^3-19*b*p^4*q^3*r^2-42*b*p^4*q^2*r^3-27*b*p^4*q*r^4-6*b*p^3*q^4*r^2-19 *b*p^3*q^3*r^3-21*b*p^3*q^2*r^4-9*b*p^3*q*r^5+4*b*p^2*r^6*x-8*b*q^5*r^3*x-21*b* q^4*r^4*x-152*b*c^3*p*r^5-24*b*c^3*q^4*r^2-76*b*c^3*q^3*r^3-84*b*c^3*q^2*r^4-36 *b*c^3*q*r^5-183*b*c^2*p^5*r^2-467*b*c^2*p^4*r^3-393*b*c^2*p^3*r^4-117*b*c^2*p^ 2*r^5-8*b*c^2*p*r^6-22*b*c*p^6*r^2-71*b*c*p^5*r^3-81*b*c*p^4*r^4-37*b*c*p^3*r^5 -5*b*c*p^2*r^6-6*b*g^5*p^2*r^2-6*b*g^5*p*r^3-22*b*g^4*p^3*r^2-32*b*g^4*p^2*r^3-\ 10*b*g^4*p*r^4-50*b^2*g^2*p^4*r^2-92*b^2*g^2*p^3*r^3-47*b^2*g^2*p^2*r^4-5*b^2*g ^2*p*r^5-26*b^2*g*p^5*r^2-62*b^2*g*p^4*r^3-46*b^2*g*p^3*r^4-10*b^2*g*p^2*r^5-23 *b^2*p^5*q*r^2-200*b^2*p^5*r^2*x-31*b^2*p^4*q^2*r^2-46*b^2*p^4*q*r^3-13*b^2*p^3 *q^3*r^2-31*b^2*p^3*q^2*r^3-23*b^2*p^3*q*r^4+34*b^2*p^2*r^5*x-10*b^2*p*r^6*x-25 *b^2*q^4*r^3*x-56*b^2*q^3*r^4*x-39*b^2*q^2*r^5*x-8*b^2*q*r^6*x-1840*b*c^6*p*r^2 -1008*b*c^6*q*r^2-2544*b*c^5*p^2*r^2-2224*b*c^5*p*r^3-696*b*c^5*q^2*r^2-1056*b* c^5*q*r^3-1864*b*c^4*p^3*r^2-2584*b*c^4*p^2*r^3-924*b*c^4*p*r^4-212*b*c^4*q^3*r ^2-492*b*c^4*q^2*r^3-348*b*c^4*q*r^4-778*b*c^3*p^4*r^2-1512*b*c^3*p^3*r^3-882*b *c^3*p^2*r^4-38*b^3*q^3*r^3*x-70*b^3*q^2*r^4*x-36*b^3*q*r^5*x-1680*b^2*c^5*p*r^ 2-752*b^2*c^5*q*r^2-2064*b^2*c^4*p^2*r^2-1584*b^2*c^4*p*r^3-344*b^2*c^4*q^2*r^2 -544*b^2*c^4*q*r^3-1296*b^2*c^3*p^3*r^2-1600*b^2*c^3*p^2*r^3-460*b^2*c^3*p*r^4-\ 52*b^2*c^3*q^3*r^2-124*b^2*c^3*q^2*r^3-92*b^2*c^3*q*r^4-438*b^2*c^2*p^4*r^2-768 *b^2*c^2*p^3*r^3-370*b^2*c^2*p^2*r^4-40*b^2*c^2*p*r^5-75*b^2*c*p^5*r^2-175*b^2* c*p^4*r^3-125*b^2*c*p^3*r^4-25*b^2*c*p^2*r^5-13*b^2*g^4*p^2*r^2-13*b^2*g^4*p*r^ 3-42*b^2*g^3*p^3*r^2-58*b^2*g^3*p^2*r^3-16*b^2*g^3*p*r^4-208*b^3*c^4*q*r^2-664* b^3*c^3*p^2*r^2-416*b^3*c^3*p*r^3-48*b^3*c^3*q^2*r^2-80*b^3*c^3*q*r^3-340*b^3*c ^2*p^3*r^2-348*b^3*c^2*p^2*r^3-64*b^3*c^2*p*r^4-84*b^3*c*p^4*r^2-124*b^3*c*p^3* r^3-40*b^3*c*p^2*r^4-12*b^3*g^3*p^2*r^2-12*b^3*g^3*p*r^3-32*b^3*g^2*p^3*r^2-40* b^3*g^2*p^2*r^3-8*b^3*g^2*p*r^4-28*b^3*g*p^4*r^2-44*b^3*g*p^3*r^3-16*b^3*g*p^2* r^4-20*b^3*p^4*q*r^2-528*b^3*p^4*r^2*x-12*b^3*p^3*q^2*r^2-20*b^3*p^3*q*r^3-138* b^3*p^3*r^3*x+108*b^3*p^2*r^4*x+10*b^3*p*r^5*x-10*a*p^6*q*r^2+20*a*p^6*r^2*x-35 *a*p^5*q^2*r^2-35*a*p^5*q*r^3-45*a*p^4*q^3*r^2-90*a*p^4*q^2*r^3-45*a*p^4*q*r^4-\ 25*a*p^3*q^4*r^2-75*a*p^3*q^3*r^3-75*a*p^3*q^2*r^4-25*a*p^3*q*r^5-5*a*p^2*q^5*r ^2-20*a*p^2*q^4*r^3-30*a*p^2*q^3*r^4-20*a*p^2*q^2*r^5-5*a*p^2*q*r^6+6*a*q^6*r^2 *x+20*a*q^5*r^3*x+18*a*q^4*r^4*x-4*a*q^2*r^6*x+288*b^5*p*r^2*x^2-8*b^5*q*r^3*x+ 760*b^5*q*r^2*x^2-4*b^4*p^3*q*r^2-584*b^4*p^3*r^2*x-104*b^4*p^2*r^3*x+60*b^4*p* r^4*x-28*b^4*q^2*r^3*x-40*b^4*q*r^4*x-624*b^3*c^4*p*r^2-a*g^6*p*r^2-12*a*g^5*p^ 2*r^2-14*a*g^5*p*r^3-4*a*g^5*q^2*r^2-6*a*g^5*q*r^3-31*a*g^4*p^3*r^2-50*a*g^4*p^ 2*r^3-20*a*g^4*p*r^4-6*a*g^4*q^3*r^2-13*a*g^4*q^2*r^3-8*a*g^4*q*r^4-31*a*g^3*p^ 4*r^2-65*a*g^3*p^3*r^3-41*a*g^3*p^2*r^4-7*a*g^3*p*r^5-4*a*g^3*q^4*r^2-12*a*g^3* q^3*r^3-12*a*g^3*q^2*r^4-4*a*g^3*q*r^5-12*a*g^2*p^5*r^2-31*a*g^2*p^4*r^3-26*a*g ^2*p^3*r^4-7*a*g^2*p^2*r^5-a*g^2*q^5*r^2-4*a*g^2*q^4*r^3-6*a*g^2*q^3*r^4-4*a*g^ 2*q^2*r^5-a*g^2*q*r^6-a*g*p^6*r^2-3*a*g*p^5*r^3-3*a*g*p^4*r^4-a*g*p^3*r^5-10*a* b*p^6*r^2-35*a*b*p^5*r^3-45*a*b*p^4*r^4-25*a*b*p^3*r^5-5*a*b*p^2*r^6-3088*a*c^6 *p*r^2-2128*a*c^6*q*r^2-3888*a*c^5*p^2*r^2-3920*a*c^5*p*r^3-1800*a*c^5*q^2*r^2-\ 2592*a*c^5*q*r^3-2536*a*c^4*p^3*r^2-3976*a*c^4*p^2*r^3-1716*a*c^4*p*r^4-748*a*c ^4*q^3*r^2-1668*a*c^4*q^2*r^3-1092*a*c^4*q*r^4-902*a*c^3*p^4*r^2-1944*a*c^3*p^3 *r^3-1326*a*c^3*p^2*r^4-296*a*c^3*p*r^5-152*a*c^3*q^4*r^2-468*a*c^3*q^3*r^3-492 *a*c^3*q^2*r^4-188*a*c^3*q*r^5-165*a*c^2*p^5*r^2-457*a*c^2*p^4*r^3-435*a*c^2*p^ 3*r^4-159*a*c^2*p^2*r^5-16*a*c^2*p*r^6-12*a*c^2*q^5*r^2-48*a*c^2*q^4*r^3-72*a*c ^2*q^3*r^4-48*a*c^2*q^2*r^5-12*a*c^2*q*r^6-12*a*c*p^6*r^2-41*a*c*p^5*r^3-51*a*c *p^4*r^4-27*a*c*p^3*r^5-5*a*c*p^2*r^6-50*a^2*g^2*p^4*r^2-109*a^2*g^2*p^3*r^3-73 *a^2*g^2*p^2*r^4-14*a^2*g^2*p*r^5-21*a^2*g^2*q^4*r^2-63*a^2*g^2*q^3*r^3-63*a^2* g^2*q^2*r^4-21*a^2*g^2*q*r^5-8*a^2*g*p^5*r^2-21*a^2*g*p^4*r^3-18*a^2*g*p^3*r^4-\ 5*a^2*g*p^2*r^5-4*a^2*g*q^5*r^2-16*a^2*g*q^4*r^3-24*a^2*g*q^3*r^4-16*a^2*g*q^2* r^5-4*a^2*g*q*r^6-41*a^2*p^5*q*r^2+82*a^2*p^5*r^2*x-123*a^2*p^4*q^2*r^2-123*a^2 *p^4*q*r^3-131*a^2*p^3*q^3*r^2-262*a^2*p^3*q^2*r^3-131*a^2*p^3*q*r^4-57*a^2*p^2 *q^4*r^2-171*a^2*p^2*q^3*r^3-171*a^2*p^2*q^2*r^4-57*a^2*p^2*q*r^5-8*a^2*p*q^5*r ^2-32*a^2*p*q^4*r^3-48*a^2*p*q^3*r^4-32*a^2*p*q^2*r^5-8*a^2*p*q*r^6-28*a^2*q^5* r^2*x+82*a^2*q^4*r^3*x+152*a^2*q^3*r^4*x+74*a^2*q^2*r^5*x+10*a^2*q*r^6*x-52*a*b ^3*p^4*r^2-92*a*b^3*p^3*r^3-40*a*b^3*p^2*r^4-41*a*b^2*p^5*r^2-107*a*b^2*p^4*r^3 -91*a*b^2*p^3*r^4-25*a*b^2*p^2*r^5-5424*a^2*c^4*p^2*r^2-5824*a^2*c^4*p*r^3-3104 *a^2*c^4*q^2*r^2-4384*a^2*c^4*q*r^3-2640*a^2*c^3*p^3*r^2-4384*a^2*c^3*p^2*r^3-\ 2044*a^2*c^3*p*r^4-1124*a^2*c^3*q^3*r^2-2476*a^2*c^3*q^2*r^3-1580*a^2*c^3*q*r^4 -624*a^2*c^2*p^4*r^2-1416*a^2*c^2*p^3*r^3-1036*a^2*c^2*p^2*r^4-256*a^2*c^2*p*r^ 5-192*a^2*c^2*q^4*r^2-588*a^2*c^2*q^3*r^3-612*a^2*c^2*q^2*r^4-228*a^2*c^2*q*r^5 -57*a^2*c*p^5*r^2-165*a^2*c*p^4*r^3-167*a^2*c*p^3*r^4-67*a^2*c*p^2*r^5-8*a^2*c* p*r^6-12*a^2*c*q^5*r^2-48*a^2*c*q^4*r^3-72*a^2*c*q^3*r^4-48*a^2*c*q^2*r^5-12*a^ 2*c*q*r^6-8*a^2*g^5*p*r^2-50*a^2*g^4*p^2*r^2-63*a^2*g^4*p*r^3-29*a^2*g^4*q^2*r^ 2-42*a^2*g^4*q*r^3-84*a^2*g^3*p^3*r^2-143*a^2*g^3*p^2*r^3-64*a^2*g^3*p*r^4-38*a ^2*g^3*q^3*r^2-81*a^2*g^3*q^2*r^3-48*a^2*g^3*q*r^4-169*a^3*g^2*p^2*r^3-82*a^3*g ^2*p*r^4-88*a^3*g^2*q^3*r^2-184*a^3*g^2*q^2*r^3-104*a^3*g^2*q*r^4-25*a^3*g*p^4* r^2-56*a^3*g*p^3*r^3-39*a^3*g*p^2*r^4-8*a^3*g*p*r^5-36*a^3*g*q^4*r^2-108*a^3*g* q^3*r^3-108*a^3*g*q^2*r^4-36*a^3*g*q*r^5-88*a^3*p^4*q*r^2+176*a^3*p^4*r^2*x-220 *a^3*p^3*q^2*r^2-220*a^3*p^3*q*r^3-184*a^3*p^2*q^3*r^2-368*a^3*p^2*q^2*r^3-184* a^3*p^2*q*r^4-56*a^3*p*q^4*r^2-168*a^3*p*q^3*r^3-168*a^3*p*q^2*r^4-56*a^3*p*q*r ^5-332*a^3*q^4*r^2*x-26*a^3*q^3*r^3*x+240*a^3*q^2*r^4*x+102*a^3*q*r^5*x-124*a^2 *b^3*p^3*r^2-188*a^2*b^3*p^2*r^3-64*a^2*b^3*p*r^4-132*a^2*b^2*p^4*r^2-292*a^2*b ^2*p^3*r^3-200*a^2*b^2*p^2*r^4-40*a^2*b^2*p*r^5-41*a^2*b*p^5*r^2-123*a^2*b*p^4* r^3-131*a^2*b*p^3*r^4-57*a^2*b*p^2*r^5-8*a^2*b*p*r^6-5424*a^2*c^5*p*r^2-4112*a^ 2*c^5*q*r^2-208*a^3*b^2*p^3*r^2-376*a^3*b^2*p^2*r^3-188*a^3*b^2*p*r^4-52*a^3*b^ 2*q^3*r^2-124*a^3*b^2*q^2*r^3-92*a^3*b^2*q*r^4-88*a^3*b*p^4*r^2-220*a^3*b*p^3*r ^3-184*a^3*b*p^2*r^4-56*a^3*b*p*r^5-24*a^3*b*q^4*r^2-76*a^3*b*q^3*r^3-84*a^3*b* q^2*r^4-36*a^3*b*q*r^5-4816*a^3*c^4*p*r^2-4112*a^3*c^4*q*r^2-3592*a^3*c^3*p^2*r ^2-4160*a^3*c^3*p*r^3-2688*a^3*c^3*q^2*r^2-3696*a^3*c^3*q*r^3-1164*a^3*c^2*p^3* r^2-2068*a^3*c^2*p^2*r^3-1052*a^3*c^2*p*r^4-804*a^3*c^2*q^3*r^2-1740*a^3*c^2*q^ 2*r^3-1068*a^3*c^2*q*r^4-138*a^3*c*p^4*r^2-332*a^3*c*p^3*r^3-262*a^3*c*p^2*r^4-\ 72*a^3*c*p*r^5-104*a^3*c*q^4*r^2-316*a^3*c*q^3*r^3-324*a^3*c*q^2*r^4-116*a^3*c* q*r^5-25*a^3*g^4*p*r^2-95*a^3*g^3*p^2*r^2-126*a^3*g^3*p*r^3-81*a^3*g^3*q^2*r^2-\ 112*a^3*g^3*q*r^3-95*a^3*g^2*p^3*r^2-208*a^4*b*p^2*r^3-124*a^4*b*p*r^4-84*a^4*b *q^3*r^2-188*a^4*b*q^2*r^3-124*a^4*b*q*r^4-2224*a^4*c^3*p*r^2-2224*a^4*c^3*q*r^ 2-1104*a^4*c^2*p^2*r^2-1408*a^4*c^2*p*r^3-1200*a^4*c^2*q^2*r^2-1584*a^4*c^2*q*r ^3-180*a^4*c*p^3*r^2-348*a^4*c*p^2*r^3-196*a^4*c*p*r^4-268*a^4*c*q^3*r^2-564*a^ 4*c*q^2*r^3-324*a^4*c*q*r^4-38*a^4*g^3*p*r^2-84*a^4*g^2*p^2*r^2-116*a^4*g^2*p*r ^3-108*a^4*g^2*q^2*r^2-140*a^4*g^2*q*r^3-38*a^4*g*p^3*r^2-70*a^4*g*p^2*r^3-36*a ^4*g*p*r^4-88*a^4*g*q^3*r^2-180*a^4*g*q^2*r^3-96*a^4*g*q*r^4-104*a^4*p^3*q*r^2+ 208*a^4*p^3*r^2*x-208*a^4*p^2*q^2*r^2-208*a^4*p^2*q*r^3-124*a^4*p*q^3*r^2-248*a ^4*p*q^2*r^3-124*a^4*p*q*r^4-864*a^4*q^3*r^2*x-328*a^4*q^2*r^3*x+116*a^4*q*r^4* x-16*a^3*b^4*q*r^2-128*a^3*b^3*p^2*r^2-160*a^3*b^3*p*r^3-48*a^3*b^3*q^2*r^2-80* a^3*b^3*q*r^3-p*q^3*r^6*x-16*a^6*b*p*r^2-32*a^6*c*p*r^2-8*a^6*g*p*r^2-16*a^6*p* q*r^2+32*a^6*p*r^2*x-48*a^5*b^2*p*r^2-48*a^5*b^2*q*r^2-64*a^5*b*p^2*r^2-96*a^5* b*p*r^3-80*a^5*b*q^2*r^2-112*a^5*b*q*r^3-480*a^5*c^2*p*r^2-608*a^5*c^2*q*r^2-\ 120*a^5*c*p^2*r^2-176*a^5*c*p*r^3-248*a^5*c*q^2*r^2-304*a^5*c*q*r^3-28*a^5*g^2* p*r^2-28*a^5*g*p^2*r^2-40*a^5*g*p*r^3-68*a^5*g*q^2*r^2-80*a^5*g*q*r^3-64*a^5*p^ 2*q*r^2+128*a^5*p^2*r^2*x-96*a^5*p*q^2*r^2-96*a^5*p*q*r^3+184*a^5*p*r^3*x+760*a ^5*p*r^2*x^2-848*a^5*q^2*r^2*x-232*a^5*q*r^3*x+288*a^5*q*r^2*x^2-48*a^4*b^3*p*r ^2-48*a^4*b^3*q*r^2-160*a^4*b^2*p^2*r^2-224*a^4*b^2*p*r^3-112*a^4*b^2*q^2*r^2-\ 176*a^4*b^2*q*r^3-104*a^4*b*p^3*r^2-9*g*q^6*r^2*x^2+2*p^7*q*r^2*x+10*p^6*q^2*r^ 2*x+7*p^6*q*r^3*x+11*p^6*q*r^2*x^2+20*p^5*q^3*r^2*x+27*p^5*q^2*r^3*x+69*p^5*q^2 *r^2*x^2+9*p^5*q*r^4*x+20*p^4*q^4*r^2*x+38*p^4*q^3*r^3*x+145*p^4*q^3*r^2*x^2+24 *p^4*q^2*r^4*x+5*p^4*q*r^5*x+10*p^3*q^5*r^2*x+22*p^3*q^4*r^3*x+145*p^3*q^4*r^2* x^2+18*p^3*q^3*r^4*x+7*p^3*q^2*r^5*x+p^3*q*r^6*x+2*p^2*q^6*r^2*x+3*p^2*q^5*r^3* x+69*p^2*q^5*r^2*x^2-p^2*q^3*r^5*x-p*q^6*r^3*x+11*p*q^6*r^2*x^2-3*p*q^5*r^4*x-3 *p*q^4*r^5*x+2*g^2*p^6*r^2*x+6*g^2*p^5*r^3*x-6*g^2*p^5*r^2*x^2+6*g^2*p^4*r^4*x+ 2*g^2*p^3*r^5*x-6*g^2*q^5*r^2*x^2-9*g*p^6*r^2*x^2-2628*a^2*b^2*c*g*p^2*r^2-2840 *a^2*b^2*c*g*p*r^3-880*a^2*b^2*c*g*q^2*r^2-1400*a^2*b^2*c*g*q*r^3-2728*a^2*b^2* c*p^2*q*r^2-40904*a^2*b^2*c*p^2*r^2*x-1508*a^2*b^2*c*p*q^2*r^2-2344*a^2*b^2*c*p *q*r^3-18976*a^2*b^2*c*q^2*r^2*x-4416*a^2*b^2*c*q*r^3*x-248*a^2*b^3*g*p*q*r^2-\ 10592*a^2*b^3*g*p*r^2*x-6144*a^2*b^3*g*q*r^2*x-9384*a^2*b^3*p*q*r^2*x-5528*a^2* b^2*c^2*g*p*r^2-3416*a^2*b^2*c^2*g*q*r^2-5680*a^2*b^2*c^2*p*q*r^2-104176*a^2*b^ 2*c^2*p*r^2*x-73472*a^2*b^2*c^2*q*r^2*x-1384*a^2*b^2*c*g^2*p*r^2-944*a^2*b^2*c* g^2*q*r^2-7026*a^3*g^2*p*q*r^2*x-6840*a^3*g*p^2*q*r^2*x-7986*a^3*g*p*q^2*r^2*x-\ 752*a^2*b^3*c*g*p*r^2-448*a^2*b^3*c*g*q*r^2-848*a^2*b^3*c*p*q*r^2-30560*a^2*b^3 *c*p*r^2*x-18224*a^2*b^3*c*q*r^2*x-1996*a^3*c*g^2*p*q*r^2-16616*a^3*c*g^2*p*r^2 *x-18292*a^3*c*g^2*q*r^2*x-2632*a^3*c*g*p^2*q*r^2-13172*a^3*c*g*p^2*r^2*x-2408* a^3*c*g*p*q^2*r^2-3000*a^3*c*g*p*q*r^3-18652*a^3*c*g*q^2*r^2*x-4574*a^3*c*g*q*r ^3*x-20768*a^3*c*p^2*q*r^2*x-22220*a^3*c*p*q^2*r^2*x-6744*a^3*c^2*g*p*q*r^2-\ 51640*a^3*c^2*g*p*r^2*x-54640*a^3*c^2*g*q*r^2*x-60896*a^3*c^2*p*q*r^2*x-616*a^3 *b*g^2*p*q*r^2-8544*a^3*b*g^2*p*r^2*x-8208*a^3*b*g^2*q*r^2*x-956*a^3*b*g*p^2*q* r^2-8068*a^3*b*g*p^2*r^2*x-784*a^3*b*g*p*q^2*r^2-1104*a^3*b*g*p*q*r^3-2018*a^3* b*g*p*r^3*x+8144*a^3*b*g*p*r^2*x^2-8028*a^3*b*g*q^2*r^2*x-2514*a^3*b*g*q*r^3*x+ 6040*a^3*b*g*q*r^2*x^2-10864*a^3*b*p^2*q*r^2*x-10208*a^3*b*p*q^2*r^2*x-6312*a^3 *b*c^2*g*p*r^2-5064*a^3*b*c^2*g*q*r^2-7504*a^3*b*c^2*p*q*r^2-77888*a^3*b*c^2*p* r^2*x-71392*a^3*b*c^2*q*r^2*x-1644*a^3*b*c*g^2*p*r^2-1404*a^3*b*c*g^2*q*r^2-\ 2612*a^3*b*c*g*p^2*r^2-3224*a^3*b*c*g*p*r^3-1644*a^3*b*c*g*q^2*r^2-2432*a^3*b*c *g*q*r^3-3208*a^3*b*c*p^2*q*r^2-25208*a^3*b*c*p^2*r^2*x-2464*a^3*b*c*p*q^2*r^2-\ 3488*a^3*b*c*p*q*r^3-22696*a^3*b*c*q^2*r^2*x-6212*a^3*b*c*q*r^3*x-1720*a^3*b^2* c*g*p*r^2-1336*a^3*b^2*c*g*q*r^2-2224*a^3*b^2*c*p*q*r^2-37328*a^3*b^2*c*p*r^2*x -30560*a^3*b^2*c*q*r^2*x-624*a^3*b^2*g*p*q*r^2-12776*a^3*b^2*g*p*r^2*x-10568*a^ 3*b^2*g*q*r^2*x-13512*a^3*b^2*p*q*r^2*x-1528*a^4*c*g*p*q*r^2-10536*a^4*c*g*p*r^ 2*x-14528*a^4*c*g*q*r^2*x-14992*a^4*c*p*q*r^2*x-4884*a^4*g*p*q*r^2*x-1272*a^4*b *c*g*p*r^2-1224*a^4*b*c*g*q*r^2-1872*a^4*b*c*p*q*r^2-17872*a^4*b*c*p*r^2*x-\ 19904*a^4*b*c*q*r^2*x-496*a^4*b*g*p*q*r^2-5776*a^4*b*g*p*r^2*x-6800*a^4*b*g*q*r ^2*x-7512*a^4*b*p*q*r^2*x+294*c*g^3*p*q*r^4*x+654*c*g^2*p^4*q*r^2*x+1298*c*g^2* p^3*q^2*r^2*x+1206*c*g^2*p^3*q*r^3*x+4997*c*g^2*p^3*q*r^2*x^2+982*c*g^2*p^2*q^3 *r^2*x+1512*c*g^2*p^2*q^2*r^3*x+8988*c*g^2*p^2*q^2*r^2*x^2+627*c*g^2*p^2*q*r^4* x+266*c*g^2*p*q^4*r^2*x+542*c*g^2*p*q^3*r^3*x+4997*c*g^2*p*q^3*r^2*x^2+351*c*g^ 2*p*q^2*r^4*x+72*c*g^2*p*q*r^5*x+270*c*g*p^5*q*r^2*x+760*c*g*p^4*q^2*r^2*x+642* c*g*p^4*q*r^3*x+2030*c*g*p^4*q*r^2*x^2+862*c*g*p^3*q^3*r^2*x+1258*c*g*p^3*q^2*r ^3*x+5775*c*g*p^3*q^2*r^2*x^2+486*c*g*p^3*q*r^4*x+426*c*g*p^2*q^4*r^2*x+832*c*g *p^2*q^3*r^3*x+5775*c*g*p^2*q^3*r^2*x^2+528*c*g*p^2*q^2*r^4*x+114*c*g*p^2*q*r^5 *x+76*c*g*p*q^5*r^2*x+158*c*g*p*q^4*r^3*x+2030*c*g*p*q^4*r^2*x^2+100*c*g*p*q^3* r^4*x+18*c*g*p*q^2*r^5*x+74*c*g^5*p*q*r^2*x+388*c*g^4*p^2*q*r^2*x+262*c*g^4*p*q ^2*r^2*x+308*c*g^4*p*q*r^3*x+2086*c*g^4*p*q*r^2*x^2+744*c*g^3*p^3*q*r^2*x+950*c *g^3*p^2*q^2*r^2*x+984*c*g^3*p^2*q*r^3*x+5105*c*g^3*p^2*q*r^2*x^2+390*c*g^3*p*q ^3*r^2*x+646*c*g^3*p*q^2*r^3*x+5105*c*g^3*p*q^2*r^2*x^2+58*g*p^5*q^2*r^2*x+42*g *p^5*q*r^3*x+94*g*p^5*q*r^2*x^2+92*g*p^4*q^3*r^2*x+128*g*p^4*q^2*r^3*x+457*g*p^ 4*q^2*r^2*x^2+44*g*p^4*q*r^4*x+68*g*p^3*q^4*r^2*x+132*g*p^3*q^3*r^3*x+708*g*p^3 *q^3*r^2*x^2+84*g*p^3*q^2*r^4*x+18*g*p^3*q*r^5*x+22*g*p^2*q^5*r^2*x+48*g*p^2*q^ 4*r^3*x+457*g*p^2*q^4*r^2*x^2+36*g*p^2*q^3*r^4*x+12*g*p^2*q^2*r^5*x+2*g*p^2*q*r ^6*x+2*g*p*q^6*r^2*x+2*g*p*q^5*r^3*x+94*g*p*q^5*r^2*x^2-4*g*p*q^4*r^4*x-6*g*p*q ^3*r^5*x-2*g*p*q^2*r^6*x-352*a^5*b*c*p*r^2-384*a^5*b*c*q*r^2-80*a^5*b*g*p*r^2-\ 80*a^5*b*g*q*r^2-144*a^5*b*p*q*r^2-1280*a^5*b*p*r^2*x-1984*a^5*b*q*r^2*x+2*g^6* p*q*r^2*x+20*g^5*p^2*q*r^2*x+12*g^5*p*q^2*r^2*x+16*g^5*p*q*r^3*x+118*g^5*p*q*r^ 2*x^2+56*g^4*p^3*q*r^2*x+70*g^4*p^2*q^2*r^2*x+76*g^4*p^2*q*r^3*x+403*g^4*p^2*q* r^2*x^2+26*g^4*p*q^3*r^2*x+46*g^4*p*q^2*r^3*x+403*g^4*p*q^2*r^2*x^2+22*g^4*p*q* r^4*x+70*g^3*p^4*q*r^2*x+142*g^3*p^3*q^2*r^2*x+132*g^3*p^3*q*r^3*x+556*g^3*p^3* q*r^2*x^2+106*g^3*p^2*q^3*r^2*x+168*g^3*p^2*q^2*r^3*x+1044*g^3*p^2*q^2*r^2*x^2+ 70*g^3*p^2*q*r^4*x+26*g^3*p*q^4*r^2*x+56*g^3*p*q^3*r^3*x+556*g^3*p*q^3*r^2*x^2+ 38*g^3*p*q^2*r^4*x+8*g^3*p*q*r^5*x+44*g^2*p^5*q*r^2*x+132*g^2*p^4*q^2*r^2*x+107 *g^2*p^4*q*r^3*x+346*g^2*p^4*q*r^2*x^2+152*g^2*p^3*q^3*r^2*x+223*g^2*p^3*q^2*r^ 3*x+1068*g^2*p^3*q^2*r^2*x^2+83*g^2*p^3*q*r^4*x+74*g^2*p^2*q^4*r^2*x+149*g^2*p^ 2*q^3*r^3*x+1068*g^2*p^2*q^3*r^2*x^2+96*g^2*p^2*q^2*r^4*x+20*g^2*p^2*q*r^5*x+12 *g^2*p*q^5*r^2*x+27*g^2*p*q^4*r^3*x+346*g^2*p*q^4*r^2*x^2+19*g^2*p*q^3*r^4*x+4* g^2*p*q^2*r^5*x+14*g*p^6*q*r^2*x+4*c*p*q^5*r^3*x+288*c*p*q^5*r^2*x^2-15*c*p*q^4 *r^4*x-18*c*p*q^3*r^5*x-5*c*p*q^2*r^6*x+62*c*g*p^4*r^4*x+24*c*g*p^3*r^5*x+2*c*g *p^2*r^6*x+2*c*g*q^6*r^2*x+2*c*g*q^5*r^3*x+63*c*g*q^5*r^2*x^2-4*c*g*q^4*r^4*x-6 *c*g*q^3*r^5*x-2*c*g*q^2*r^6*x+44*c*p^6*q*r^2*x+162*c*p^5*q^2*r^2*x+128*c*p^5*q *r^3*x+288*c*p^5*q*r^2*x^2+248*c*p^4*q^3*r^2*x+349*c*p^4*q^2*r^3*x+1188*c*p^4*q ^2*r^2*x^2+129*c*p^4*q*r^4*x+182*c*p^3*q^4*r^2*x+348*c*p^3*q^3*r^3*x+1792*c*p^3 *q^3*r^2*x^2+222*c*p^3*q^2*r^4*x+50*c*p^3*q*r^5*x+60*c*p^2*q^5*r^2*x+125*c*p^2* q^4*r^3*x+1188*c*p^2*q^4*r^2*x^2+90*c*p^2*q^3*r^4*x+30*c*p^2*q^2*r^5*x+5*c*p^2* q*r^6*x+6*c*p*q^6*r^2*x+26*c*g^3*p*r^5*x+26*c*g^3*q^4*r^2*x+56*c*g^3*q^3*r^3*x+ 1005*c*g^3*q^3*r^2*x^2+38*c*g^3*q^2*r^4*x+8*c*g^3*q*r^5*x+84*c*g^2*p^5*r^2*x+ 209*c*g^2*p^4*r^3*x+503*c*g^2*p^4*r^2*x^2+167*c*g^2*p^3*r^4*x+42*c*g^2*p^2*r^5* x+12*c*g^2*q^5*r^2*x+27*c*g^2*q^4*r^3*x+503*c*g^2*q^4*r^2*x^2+19*c*g^2*q^3*r^4* x+4*c*g^2*q^2*r^5*x+20*c*g*p^6*r^2*x+60*c*g*p^5*r^3*x+63*c*g*p^5*r^2*x^2+6*c*g^ 6*p*r^2*x+2*c*g^6*q*r^2*x+54*c*g^5*p^2*r^2*x+50*c*g^5*p*r^3*x+236*c*g^5*p*r^2*x ^2+12*c*g^5*q^2*r^2*x+16*c*g^5*q*r^3*x+236*c*g^5*q*r^2*x^2+140*c*g^4*p^3*r^2*x+ 204*c*g^4*p^2*r^3*x+789*c*g^4*p^2*r^2*x^2+70*c*g^4*p*r^4*x+26*c*g^4*q^3*r^2*x+ 46*c*g^4*q^2*r^3*x+789*c*g^4*q^2*r^2*x^2+22*c*g^4*q*r^4*x+158*c*g^3*p^4*r^2*x+ 312*c*g^3*p^3*r^3*x+1005*c*g^3*p^3*r^2*x^2+180*c*g^3*p^2*r^4*x+140*c^2*g*p^2*r^ 5*x+2*c^2*g*p*r^6*x+54*c^2*g*q^5*r^2*x+110*c^2*g*q^4*r^3*x+1795*c^2*g*q^4*r^2*x ^2+64*c^2*g*q^3*r^4*x+6*c^2*g*q^2*r^5*x-2*c^2*g*q*r^6*x+394*c^2*p^5*q*r^2*x+ 1052*c^2*p^4*q^2*r^2*x+921*c^2*p^4*q*r^3*x+2826*c^2*p^4*q*r^2*x^2+1176*c^2*p^3* q^3*r^2*x+1714*c^2*p^3*q^2*r^3*x+7578*c^2*p^3*q^2*r^2*x^2+684*c^2*p^3*q*r^4*x+ 586*c^2*p^2*q^4*r^2*x+1118*c^2*p^2*q^3*r^3*x+7578*c^2*p^2*q^3*r^2*x^2+702*c^2*p ^2*q^2*r^4*x+157*c^2*p^2*q*r^5*x+110*c^2*p*q^5*r^2*x+213*c^2*p*q^4*r^3*x+2826*c ^2*p*q^4*r^2*x^2+120*c^2*p*q^3*r^4*x+17*c^2*p*q^2*r^5*x+1328*c^2*g^3*p^2*r^3*x+ 5547*c^2*g^3*p^2*r^2*x^2+464*c^2*g^3*p*r^4*x+284*c^2*g^3*q^3*r^2*x+478*c^2*g^3* q^2*r^3*x+5547*c^2*g^3*q^2*r^2*x^2+224*c^2*g^3*q*r^4*x+754*c^2*g^2*p^4*r^2*x+ 1469*c^2*g^2*p^3*r^3*x+5100*c^2*g^2*p^3*r^2*x^2+841*c^2*g^2*p^2*r^4*x+124*c^2*g ^2*p*r^5*x+192*c^2*g^2*q^4*r^2*x+393*c^2*g^2*q^3*r^3*x+5100*c^2*g^2*q^3*r^2*x^2 +255*c^2*g^2*q^2*r^4*x+52*c^2*g^2*q*r^5*x+276*c^2*g*p^5*r^2*x+680*c^2*g*p^4*r^3 *x+1795*c^2*g*p^4*r^2*x^2+542*c^2*g*p^3*r^4*x+106*c^2*g^5*p*r^2*x+54*c^2*g^5*q* r^2*x+516*c^2*g^4*p^2*r^2*x+464*c^2*g^4*p*r^3*x+2338*c^2*g^4*p*r^2*x^2+192*c^2* g^4*q^2*r^2*x+232*c^2*g^4*q*r^3*x+2338*c^2*g^4*q*r^2*x^2+930*c^2*g^3*p^3*r^2*x+ 2652*c^3*p^2*q^3*r^2*x+3972*c^3*p^2*q^2*r^3*x+22212*c^3*p^2*q^2*r^2*x^2+1668*c^ 3*p^2*q*r^4*x+784*c^3*p*q^4*r^2*x+1484*c^3*p*q^3*r^3*x+12972*c^3*p*q^3*r^2*x^2+ 900*c^3*p*q^2*r^4*x+184*c^3*p*q*r^5*x+2364*c^3*g^3*p^2*r^2*x+2108*c^3*g^3*p*r^3 *x+10902*c^3*g^3*p*r^2*x^2+1104*c^3*g^3*q^2*r^2*x+1268*c^3*g^3*q*r^3*x+10902*c^ 3*g^3*q*r^2*x^2+2920*c^3*g^2*p^3*r^2*x+4122*c^3*g^2*p^2*r^3*x+17766*c^3*g^2*p^2 *r^2*x^2+1456*c^3*g^2*p*r^4*x+1104*c^3*g^2*q^3*r^2*x+1794*c^3*g^2*q^2*r^3*x+ 17766*c^3*g^2*q^2*r^2*x^2+824*c^3*g^2*q*r^4*x+1528*c^3*g*p^4*r^2*x+2948*c^3*g*p ^3*r^3*x+10458*c^3*g*p^3*r^2*x^2+1680*c^3*g*p^2*r^4*x+252*c^3*g*p*r^5*x+460*c^3 *g*q^4*r^2*x+900*c^3*g*q^3*r^3*x+10458*c^3*g*q^3*r^2*x^2+556*c^3*g*q^2*r^4*x+ 108*c^3*g*q*r^5*x+1832*c^3*p^4*q*r^2*x+3476*c^3*p^3*q^2*r^2*x+3292*c^3*p^3*q*r^ 3*x+12972*c^3*p^3*q*r^2*x^2+748*c^3*g^4*p*r^2*x+460*c^3*g^4*q*r^2*x+6120*c^4*g* p^2*r^3*x+26628*c^4*g*p^2*r^2*x^2+2176*c^4*g*p*r^4*x+1840*c^4*g*q^3*r^2*x+2912* c^4*g*q^2*r^3*x+26628*c^4*g*q^2*r^2*x^2+1312*c^4*g*q*r^4*x+4792*c^4*p^3*q*r^2*x +6144*c^4*p^2*q^2*r^2*x+6172*c^4*p^2*q*r^3*x+30108*c^4*p^2*q*r^2*x^2+2824*c^4*p *q^3*r^2*x+4316*c^4*p*q^2*r^3*x+30108*c^4*p*q^2*r^2*x^2+1872*c^4*p*q*r^4*x+2704 *c^4*g^3*p*r^2*x+1840*c^4*g^3*q*r^2*x+5640*c^4*g^2*p^2*r^2*x+5032*c^4*g^2*p*r^3 *x+26260*c^4*g^2*p*r^2*x^2+2976*c^4*g^2*q^2*r^2*x+3320*c^4*g^2*q*r^3*x+26260*c^ 4*g^2*q*r^2*x^2+4360*c^4*g*p^3*r^2*x+5488*c^5*p*q^2*r^2*x+5760*c^5*p*q*r^3*x+ 34272*c^5*p*q*r^2*x^2+5312*c^5*g^2*p*r^2*x+3840*c^5*g^2*q*r^2*x+6768*c^5*g*p^2* r^2*x+6064*c^5*g*p*r^3*x+31688*c^5*g*p*r^2*x^2+3840*c^5*g*q^2*r^2*x+4208*c^5*g* q*r^3*x+31688*c^5*g*q*r^2*x^2+7088*c^5*p^2*q*r^2*x-5*b*p^2*q^2*r^5*x-8*b*p*q^5* r^3*x+113*b*p*q^5*r^2*x^2-21*b*p*q^4*r^4*x-18*b*p*q^3*r^5*x-5*b*p*q^2*r^6*x+ 5408*c^6*g*p*r^2*x+4064*c^6*g*q*r^2*x+5504*c^6*p*q*r^2*x+48*b*g*p^5*r^3*x+100*b *g*p^5*r^2*x^2+50*b*g*p^4*r^4*x+20*b*g*p^3*r^5*x+2*b*g*p^2*r^6*x-50*b*g*q^5*r^2 *x^2+24*b*p^6*q*r^2*x+76*b*p^5*q^2*r^2*x+66*b*p^5*q*r^3*x+185*b*p^5*q*r^2*x^2+ 148*b*p^4*q^2*r^3*x+650*b*p^4*q^2*r^2*x^2+60*b*p^4*q*r^4*x+66*b*p^3*q^4*r^2*x+ 118*b*p^3*q^3*r^3*x+910*b*p^3*q^3*r^2*x^2+72*b*p^3*q^2*r^4*x+18*b*p^3*q*r^5*x+ 16*b*p^2*q^5*r^2*x+21*b*p^2*q^4*r^3*x+560*b*p^2*q^4*r^2*x^2-42184*a*b^2*c*g^2*p *r^2*x-24004*a*b^2*c*g^2*q*r^2*x-2866*a*b^2*c*g*p^2*q*r^2-53592*a*b^2*c*g*p^2*r ^2*x-1348*a*b^2*c*g*p*q^2*r^2-2120*a*b^2*c*g*p*q*r^3-16900*a*b^2*c*g*q^2*r^2*x-\ 3360*a*b^2*c*g*q*r^3*x-50044*a*b^2*c*p^2*q*r^2*x-28832*a*b^2*c*p*q^2*r^2*x-1672 *a*b^2*c*g^2*p*q*r^2-9920*a*b^3*g*p*q*r^2*x-5616*a*b^2*c^2*g*p*q*r^2-126784*a*b ^2*c^2*g*p*r^2*x-76760*a*b^2*c^2*g*q*r^2*x-111800*a*b^2*c^2*p*q*r^2*x-736*a*b^3 *c*g*p*q*r^2-35568*a*b^3*c*g*p*r^2*x-17232*a*b^3*c*g*q*r^2*x-28304*a*b^3*c*p*q* r^2*x-40816*a^2*c*g^2*p*q*r^2*x-44136*a^2*c*g*p^2*q*r^2*x-41518*a^2*c*g*p*q^2*r ^2*x-18984*a^2*b*g^2*p*q*r^2*x-22520*a^2*b*g*p^2*q*r^2*x-18178*a^2*b*g*p*q^2*r^ 2*x-119844*a^2*c^2*g*p*q*r^2*x-5584*a^2*b*c*g*p*q*r^3-36184*a^2*b*c*g*q^2*r^2*x -8916*a^2*b*c*g*q*r^3*x-62992*a^2*b*c*p^2*q*r^2*x-49952*a^2*b*c*p*q^2*r^2*x-\ 3820*a^2*b*c*g^2*p*q*r^2-51280*a^2*b*c*g^2*p*r^2*x-40656*a^2*b*c*g^2*q*r^2*x-\ 5730*a^2*b*c*g*p^2*q*r^2-55892*a^2*b*c*g*p^2*r^2*x-3864*a^2*b*c*g*p*q^2*r^2-\ 24420*a^2*b^2*g*p*q*r^2*x-12688*a^2*b*c^2*g*p*q*r^2-155192*a^2*b*c^2*g*p*r^2*x-\ 123896*a^2*b*c^2*g*q*r^2*x-158384*a^2*b*c^2*p*q*r^2*x-3504*a^2*b^2*c*g*p*q*r^2-\ 71744*a^2*b^2*c*g*p*r^2*x-49912*a^2*b^2*c*g*q*r^2*x-68952*a^2*b^2*c*p*q*r^2*x-\ 20496*a^3*b*g*p*q*r^2*x-42040*a^3*c*g*p*q*r^2*x-4544*a^3*b*c*g*p*q*r^2-52264*a^ 3*b*c*g*p*r^2*x-49144*a^3*b*c*g*q*r^2*x-58816*a^3*b*c*p*q*r^2*x+792*c^2*g^4*p*q *r^2*x+2658*c^2*g^3*p^2*q*r^2*x+1912*c^2*g^3*p*q^2*r^2*x+2120*c^2*g^3*p*q*r^3*x +13634*c^2*g^3*p*q*r^2*x^2+3462*c^2*g^2*p^3*q*r^2*x+4450*c^2*g^2*p^2*q^2*r^2*x+ 4515*c^2*g^2*p^2*q*r^3*x+22924*c^2*g^2*p^2*q*r^2*x^2+1934*c^2*g^2*p*q^3*r^2*x+ 3083*c^2*g^2*p*q^2*r^3*x+22924*c^2*g^2*p*q^2*r^2*x^2+1368*c^2*g^2*p*q*r^4*x+ 1936*c^2*g*p^4*q*r^2*x+3754*c^2*g*p^3*q^2*r^2*x+3516*c^2*g*p^3*q*r^3*x+14224*c^ 2*g*p^3*q*r^2*x^2+2858*c^2*g*p^2*q^3*r^2*x+4326*c^2*g*p^2*q^2*r^3*x+24858*c^2*g *p^2*q^2*r^2*x^2+1802*c^2*g*p^2*q*r^4*x+818*c^2*g*p*q^4*r^2*x+1600*c^2*g*p*q^3* r^3*x+14224*c^2*g*p*q^3*r^2*x^2+1000*c^2*g*p*q^2*r^4*x+204*c^2*g*p*q*r^5*x+8388 *c^3*g^2*p^2*q*r^2*x+6260*c^3*g^2*p*q^2*r^2*x+6736*c^3*g^2*p*q*r^3*x+41848*c^3* g^2*p*q*r^2*x^2+6792*c^3*g*p^3*q*r^2*x+8732*c^3*g*p^2*q^2*r^2*x+8788*c^3*g*p^2* q*r^3*x+43706*c^3*g*p^2*q*r^2*x^2+3928*c^3*g*p*q^3*r^2*x+6108*c^3*g*p*q^2*r^3*x +43706*c^3*g*p*q^2*r^2*x^2+2672*c^3*g*p*q*r^4*x+3824*c^3*g^3*p*q*r^2*x+9376*c^4 *g^2*p*q*r^2*x+12472*c^4*g*p^2*q*r^2*x+9520*c^4*g*p*q^2*r^2*x+10080*c^4*g*p*q*r ^3*x+61096*c^4*g*p*q*r^2*x^2+11424*c^5*g*p*q*r^2*x+2417*b*g^3*p*q^2*r^2*x^2+96* b*g^3*p*q*r^4*x+308*b*g^2*p^4*q*r^2*x+534*b*g^2*p^3*q^2*r^2*x+537*b*g^2*p^3*q*r ^3*x+2848*b*g^2*p^3*q*r^2*x^2+352*b*g^2*p^2*q^3*r^2*x+553*b*g^2*p^2*q^2*r^3*x+ 4573*b*g^2*p^2*q^2*r^2*x^2+242*b*g^2*p^2*q*r^4*x+74*b*g^2*p*q^4*r^2*x+143*b*g^2 *p*q^3*r^3*x+2182*b*g^2*p*q^3*r^2*x^2+81*b*g^2*p*q^2*r^4*x+12*b*g^2*p*q*r^5*x+ 140*b*g*p^5*q*r^2*x+340*b*g*p^4*q^2*r^2*x+315*b*g*p^4*q*r^3*x+1248*b*g*p^4*q*r^ 2*x^2+340*b*g*p^3*q^3*r^2*x+503*b*g*p^3*q^2*r^3*x+3094*b*g*p^3*q^2*r^2*x^2+211* b*g*p^3*q*r^4*x+140*b*g*p^2*q^4*r^2*x+253*b*g*p^2*q^3*r^3*x+2794*b*g*p^2*q^3*r^ 2*x^2+144*b*g*p^2*q^2*r^4*x+30*b*g*p^2*q*r^5*x+16*b*g*p*q^5*r^2*x+17*b*g*p*q^4* r^3*x+798*b*g*p*q^4*r^2*x^2-17*b*g*p*q^3*r^4*x-24*b*g*p*q^2*r^5*x-6*b*g*p*q*r^6 *x+16*b*g^5*p*q*r^2*x+132*b*g^4*p^2*q*r^2*x+74*b*g^4*p*q^2*r^2*x+100*b*g^4*p*q* r^3*x+1053*b*g^4*p*q*r^2*x^2+308*b*g^3*p^3*q*r^2*x+344*b*g^3*p^2*q^2*r^2*x+388* b*g^3*p^2*q*r^3*x+2725*b*g^3*p^2*q*r^2*x^2+116*b*g^3*p*q^3*r^2*x+202*b*g^3*p*q^ 2*r^3*x+4*g^5*p*r^4*x+g^5*p*r^3*x^2+39*g^5*q^2*r^2*x^2+g^5*q*r^3*x^2+12*g^4*p^4 *r^2*x+24*g^4*p^3*r^3*x+63*g^4*p^3*r^2*x^2+14*g^4*p^2*r^4*x+2*g^4*p*r^5*x+63*g^ 4*q^3*r^2*x^2+8*g^3*p^5*r^2*x+20*g^3*p^4*r^3*x+34*g^3*p^4*r^2*x^2+16*g^3*p^3*r^ 4*x+4*g^3*p^2*r^5*x+34*g^3*q^4*r^2*x^2+2*g^6*p^2*r^2*x+2*g^6*p*r^3*x+8*g^6*p*r^ 2*x^2+8*g^6*q*r^2*x^2+8*g^5*p^3*r^2*x+12*g^5*p^2*r^3*x+39*g^5*p^2*r^2*x^2-c*q^6 *r^3*x-4*c*q^6*r^2*x^2-3*c*q^5*r^4*x-3*c*q^4*r^5*x-c*q^3*r^6*x+2*c*p^7*r^2*x+7* c*p^6*r^3*x-4*c*p^6*r^2*x^2+9*c*p^5*r^4*x+5*c*p^4*r^5*x+c*p^3*r^6*x+38*c^2*p^6* r^2*x+113*c^2*p^5*r^3*x+180*c^2*p^5*r^2*x^2+117*c^2*p^4*r^4*x+47*c^2*p^3*r^5*x+ 5*c^2*p^2*r^6*x+4*c^2*q^6*r^2*x+c^2*q^5*r^3*x+180*c^2*q^5*r^2*x^2-15*c^2*q^4*r^ 4*x-17*c^2*q^3*r^5*x-5*c^2*q^2*r^6*x+284*c^3*p^5*r^2*x+694*c^3*p^4*r^3*x+1866*c ^3*p^4*r^2*x^2+552*c^3*p^3*r^4*x+146*c^3*p^2*r^5*x+4*c^3*p*r^6*x+60*c^3*q^5*r^2 *x+110*c^3*q^4*r^3*x+1866*c^3*q^4*r^2*x^2+48*c^3*q^3*r^4*x-6*c^3*q^2*r^5*x-4*c^ 3*q*r^6*x+1112*c^4*p^4*r^2*x+2132*c^4*p^3*r^3*x+7548*c^4*p^3*r^2*x^2+1212*c^4*p ^2*r^4*x+184*c^4*p*r^5*x+360*c^4*q^4*r^2*x+676*c^4*q^3*r^3*x+7548*c^4*q^3*r^2*x ^2+396*c^4*q^2*r^4*x+72*c^4*q*r^5*x+2496*c^5*p^3*r^2*x+3496*c^5*p^2*r^3*x+15192 *c^5*p^2*r^2*x^2+1248*c^5*p*r^4*x+1120*c^5*q^3*r^2*x+1736*c^5*q^2*r^3*x+15192*c ^5*q^2*r^2*x^2+768*c^5*q*r^4*x+3232*c^6*p^2*r^2*x+2912*c^6*p*r^3*x+15184*c^6*p* r^2*x^2+1920*c^6*q^2*r^2*x+2080*c^6*q*r^3*x+15184*c^6*q*r^2*x^2+2*b*p^7*r^2*x+7 *b*p^6*r^3*x+8*b*p^6*r^2*x^2+9*b*p^5*r^4*x+5*b*p^4*r^5*x+b*p^3*r^6*x-10*b*q^6*r ^2*x^2+2240*c^7*p*r^2*x+1728*c^7*q*r^2*x+360*b*c*p^2*q^2*r^4*x+74*b*c*p^2*q*r^5 *x+48*b*c*p*q^5*r^2*x+32*b*c*p*q^4*r^3*x+2417*b*c*p*q^4*r^2*x^2-78*b*c*p*q^3*r^ 4*x-78*b*c*p*q^2*r^5*x-16*b*c*p*q*r^6*x+12*b*c*g^2*q*r^5*x+326*b*c*g*p^5*r^2*x+ 783*b*c*g*p^4*r^3*x+2565*b*c*g*p^4*r^2*x^2+597*b*c*g*p^3*r^4*x+138*b*c*g*p^2*r^ 5*x-2*b*c*g*p*r^6*x+16*b*c*g*q^5*r^2*x+17*b*c*g*q^4*r^3*x+967*b*c*g*q^4*r^2*x^2 -17*b*c*g*q^3*r^4*x-24*b*c*g*q^2*r^5*x-6*b*c*g*q*r^6*x+404*b*c*p^5*q*r^2*x+948* b*c*p^4*q^2*r^2*x+884*b*c*p^4*q*r^3*x+3365*b*c*p^4*q*r^2*x^2+940*b*c*p^3*q^3*r^ 2*x+1360*b*c*p^3*q^2*r^3*x+8024*b*c*p^3*q^2*r^2*x^2+570*b*c*p^3*q*r^4*x+392*b*c *p^2*q^4*r^2*x+668*b*c*p^2*q^3*r^3*x+7392*b*c*p^2*q^3*r^2*x^2+330*b*c*g^4*p*r^3 *x+2484*b*c*g^4*p*r^2*x^2+74*b*c*g^4*q^2*r^2*x+100*b*c*g^4*q*r^3*x+2230*b*c*g^4 *q*r^2*x^2+814*b*c*g^3*p^3*r^2*x+1130*b*c*g^3*p^2*r^3*x+6160*b*c*g^3*p^2*r^2*x^ 2+358*b*c*g^3*p*r^4*x+116*b*c*g^3*q^3*r^2*x+202*b*c*g^3*q^2*r^3*x+4853*b*c*g^3* q^2*r^2*x^2+96*b*c*g^3*q*r^4*x+768*b*c*g^2*p^4*r^2*x+1447*b*c*g^2*p^3*r^3*x+ 6186*b*c*g^2*p^3*r^2*x^2+773*b*c*g^2*p^2*r^4*x+92*b*c*g^2*p*r^5*x+74*b*c*g^2*q^ 4*r^2*x+143*b*c*g^2*q^3*r^3*x+3851*b*c*g^2*q^3*r^2*x^2+81*b*c*g^2*q^2*r^4*x+48* b*c*g^5*p*r^2*x+16*b*c*g^5*q*r^2*x+368*b*c*g^4*p^2*r^2*x+1142*b*c^2*p*q^3*r^3*x +17966*b*c^2*p*q^3*r^2*x^2+492*b*c^2*p*q^2*r^4*x+36*b*c^2*p*q*r^5*x+5388*b*c^2* g^2*p^2*r^3*x+29233*b*c^2*g^2*p^2*r^2*x^2+1710*b*c^2*g^2*p*r^4*x+906*b*c^2*g^2* q^3*r^2*x+1466*b*c^2*g^2*q^2*r^3*x+24089*b*c^2*g^2*q^2*r^2*x^2+662*b*c^2*g^2*q* r^4*x+2354*b*c^2*g*p^4*r^2*x+4353*b*c^2*g*p^3*r^3*x+18710*b*c^2*g*p^3*r^2*x^2+ 2279*b*c^2*g*p^2*r^4*x+262*b*c^2*g*p*r^5*x+342*b*c^2*g*q^4*r^2*x+589*b*c^2*g*q^ 3*r^3*x+12806*b*c^2*g*q^3*r^2*x^2+275*b*c^2*g*q^2*r^4*x+18*b*c^2*g*q*r^5*x+2652 *b*c^2*p^4*q*r^2*x+4484*b*c^2*p^3*q^2*r^2*x+4394*b*c^2*p^3*q*r^3*x+21694*b*c^2* p^3*q*r^2*x^2+3004*b*c^2*p^2*q^3*r^2*x+4368*b*c^2*p^2*q^2*r^3*x+33894*b*c^2*p^2 *q^2*r^2*x^2+1830*b*c^2*p^2*q*r^4*x+714*b*c^2*p*q^4*r^2*x+698*b*c^2*g^4*p*r^2*x +342*b*c^2*g^4*q*r^2*x+2794*b*c^2*g^3*p^2*r^2*x+2396*b*c^2*g^3*p*r^3*x+17032*b* c^2*g^3*p*r^2*x^2+906*b*c^2*g^3*q^2*r^2*x+1100*b*c^2*g^3*q*r^3*x+15710*b*c^2*g^ 3*q*r^2*x^2+3992*b*c^2*g^2*p^3*r^2*x+2260*b*c^3*g^3*q*r^2*x+9476*b*c^3*g^2*p^2* r^2*x+7964*b*c^3*g^2*p*r^3*x+54518*b*c^3*g^2*p*r^2*x^2+3784*b*c^3*g^2*q^2*r^2*x +4308*b*c^3*g^2*q*r^3*x+50946*b*c^3*g^2*q*r^2*x^2+8196*b*c^3*g*p^3*r^2*x+10866* b*c^3*g*p^2*r^3*x+58324*b*c^3*g*p^2*r^2*x^2+3420*b*c^3*g*p*r^4*x+2260*b*c^3*g*q ^3*r^2*x+3442*b*c^3*g*q^2*r^3*x+49232*b*c^3*g*q^2*r^2*x^2+1468*b*c^3*g*q*r^4*x+ 8752*b*c^3*p^3*q*r^2*x+10052*b*c^3*p^2*q^2*r^2*x+10200*b*c^3*p^2*q*r^3*x+63766* b*c^3*p^2*q*r^2*x^2+3992*b*c^3*p*q^3*r^2*x+5792*b*c^3*p*q^2*r^3*x+58834*b*c^3*p *q^2*r^2*x^2+2376*b*c^3*p*q*r^4*x+635*b*g^3*p^3*r^2*x^2+84*b*g^3*p^2*r^4*x+10*b *g^3*p*r^5*x+327*b*g^3*q^3*r^2*x^2+52*b*g^2*p^5*r^2*x+127*b*g^2*p^4*r^3*x+395*b *g^2*p^4*r^2*x^2+99*b*g^2*p^3*r^4*x+24*b*g^2*p^2*r^5*x+62*b*g^2*q^4*r^2*x^2+16* b*g*p^6*r^2*x+16*b*g^5*p^2*r^2*x+16*b*g^5*p*r^3*x+133*b*g^5*p*r^2*x^2+113*b*g^5 *q*r^2*x^2+58*b*g^4*p^3*r^2*x+84*b*g^4*p^2*r^3*x+455*b*g^4*p^2*r^2*x^2+26*b*g^4 *p*r^4*x+72*b*g^4*p*r^3*x^2+328*b*g^4*q^2*r^2*x^2+43*b*g^4*q*r^3*x^2+80*b*g^3*p ^4*r^2*x+154*b*g^3*p^3*r^3*x+58*b*c*p^3*r^5*x+5*b*c*p^2*r^6*x-8*b*c*q^5*r^3*x+ 35*b*c*q^5*r^2*x^2-21*b*c*q^4*r^4*x-18*b*c*q^3*r^5*x-5*b*c*q^2*r^6*x+52*b*c*p^6 *r^2*x+152*b*c*p^5*r^3*x+351*b*c*p^5*r^2*x^2+153*b*c*p^4*r^4*x-4*b*c^2*p*r^6*x+ 32*b*c^2*q^5*r^2*x+11*b*c^2*q^4*r^3*x+1951*b*c^2*q^4*r^2*x^2-78*b*c^2*q^3*r^4*x -73*b*c^2*q^2*r^5*x-16*b*c^2*q*r^6*x+490*b*c^2*p^5*r^2*x+1157*b*c^2*p^4*r^3*x+ 3815*b*c^2*p^4*r^2*x^2+864*b*c^2*p^3*r^4*x+193*b*c^2*p^2*r^5*x+2304*b*c^3*p^4*r ^2*x+4200*b*c^3*p^3*r^3*x+17886*b*c^3*p^3*r^2*x^2+2160*b*c^3*p^2*r^4*x+236*b*c^ 3*p*r^5*x+388*b*c^3*q^4*r^2*x+592*b*c^3*q^3*r^3*x+12954*b*c^3*q^3*r^2*x^2+204*b *c^3*q^2*r^4*x-20*b*c^3*q*r^5*x+2448*b*c^4*p*r^4*x+1824*b*c^4*q^3*r^2*x+2636*b* c^4*q^2*r^3*x+35684*b*c^4*q^2*r^2*x^2+1056*b*c^4*q*r^4*x+8816*b*c^5*p^2*r^2*x+ 7312*b*c^5*p*r^3*x+47768*b*c^5*p*r^2*x^2+4192*b*c^5*q^2*r^2*x+4432*b*c^5*q*r^3* x+45000*b*c^5*q*r^2*x^2+6008*b*c^4*p^3*r^2*x+7876*b*c^4*p^2*r^3*x+41716*b*c^4*p ^2*r^2*x^2+933*b^2*p^4*q*r^2*x^2+164*b^2*p^3*q^3*r^2*x+226*b^2*p^3*q^2*r^3*x+ 2074*b^2*p^3*q^2*r^2*x^2+92*b^2*p^3*q*r^4*x+50*b^2*p^2*q^4*r^2*x+56*b^2*p^2*q^3 *r^3*x+1764*b^2*p^2*q^3*r^2*x^2-8*b^2*p^2*q*r^5*x-25*b^2*p*q^4*r^3*x+468*b^2*p* q^4*r^2*x^2-56*b^2*p*q^3*r^4*x-39*b^2*p*q^2*r^5*x-8*b^2*p*q*r^6*x+6784*b*c^6*p* r^2*x+4736*b*c^6*q*r^2*x+310*b^2*g^2*p^3*r^3*x+1794*b^2*g^2*p^3*r^2*x^2+146*b^2 *g^2*p^2*r^4*x+8*b^2*g^2*p*r^5*x+471*b^2*g^2*q^3*r^2*x^2+82*b^2*g*p^5*r^2*x+187 *b^2*g*p^4*r^3*x+792*b^2*g*p^4*r^2*x^2+127*b^2*g*p^3*r^4*x+18*b^2*g*p^2*r^5*x-4 *b^2*g*p*r^6*x-66*b^2*g*q^4*r^2*x^2+92*b^2*p^5*q*r^2*x+192*b^2*p^4*q^2*r^2*x+ 184*b^2*p^4*q*r^3*x+50*b^2*g^4*p^2*r^2*x+50*b^2*g^4*p*r^3*x+668*b^2*g^4*p*r^2*x ^2+508*b^2*g^4*q*r^2*x^2+154*b^2*g^3*p^3*r^2*x+212*b^2*g^3*p^2*r^3*x+1704*b^2*g ^3*p^2*r^2*x^2+58*b^2*g^3*p*r^4*x+365*b^2*g^3*p*r^3*x^2+924*b^2*g^3*q^2*r^2*x^2 +167*b^2*g^3*q*r^3*x^2+172*b^2*g^2*p^4*r^2*x+1355*b*c*g*p^2*q*r^4*x+482*b*c*g*p *q^4*r^2*x+842*b*c*g*p*q^3*r^3*x+12817*b*c*g*p*q^3*r^2*x^2+419*b*c*g*p*q^2*r^4* x+48*b*c*g*p*q*r^5*x+474*b*c*g^4*p*q*r^2*x+2012*b*c*g^3*p^2*q*r^2*x+1250*b*c*g^ 3*p*q^2*r^2*x+1488*b*c*g^3*p*q*r^3*x+13719*b*c*g^3*p*q*r^2*x^2+3000*b*c*g^2*p^3 *q*r^2*x+3416*b*c*g^2*p^2*q^2*r^2*x+3645*b*c*g^2*p^2*q*r^3*x+24328*b*c*g^2*p^2* q*r^2*x^2+1258*b*c*g^2*p*q^3*r^2*x+2019*b*c*g^2*p*q^2*r^3*x+21993*b*c*g^2*p*q^2 *r^2*x^2+904*b*c*g^2*p*q*r^4*x+1850*b*c*g*p^4*q*r^2*x+3172*b*c*g*p^3*q^2*r^2*x+ 3134*b*c*g*p^3*q*r^3*x+16013*b*c*g*p^3*q*r^2*x^2+2114*b*c*g*p^2*q^3*r^2*x+3176* b*c*g*p^2*q^2*r^3*x+25298*b*c*g*p^2*q^2*r^2*x^2+3964*b*c^2*g^3*p*q*r^2*x+10148* b*c^2*g^2*p^2*q*r^2*x+6666*b*c^2*g^2*p*q^2*r^2*x+7416*b*c^2*g^2*p*q*r^3*x+63308 *b*c^2*g^2*p*q*r^2*x^2+9102*b*c^2*g*p^3*q*r^2*x+10440*b*c^2*g*p^2*q^2*r^2*x+ 10795*b*c^2*g*p^2*q*r^3*x+69444*b*c^2*g*p^2*q*r^2*x^2+4034*b*c^2*g*p*q^3*r^2*x+ 6115*b*c^2*g*p*q^2*r^3*x+63540*b*c^2*g*p*q^2*r^2*x^2+2612*b*c^2*g*p*q*r^4*x+ 14088*b*c^3*g^2*p*q*r^2*x+20992*b*c^3*g*p^2*q*r^2*x+14240*b*c^3*g*p*q^2*r^2*x+ 15208*b*c^3*g*p*q*r^3*x+123772*b*c^3*g*p*q*r^2*x^2+22672*b*c^4*g*p*q*r^2*x+1120 *b^2*c*g^3*p*q*r^2*x+3564*b^2*c*g^2*p^2*q*r^2*x+1998*b^2*c*g^2*p*q^2*r^2*x+2340 *b^2*c*g^2*p*q*r^3*x+30965*b^2*c*g^2*p*q*r^2*x^2+3618*b^2*c*g*p^3*q*r^2*x+3628* b^2*c*g*p^2*q^2*r^2*x+3809*b^2*c*g*p^2*q*r^3*x+35589*b^2*c*g*p^2*q*r^2*x^2+1130 *b^2*c*g*p*q^3*r^2*x+1595*b^2*c*g*p*q^2*r^3*x+29260*b^2*c*g*p*q^2*r^2*x^2+564*b ^2*c*g*p*q*r^4*x+3884*b*c^3*g^3*p*r^2*x+10632*b*c^4*p*q^2*r^2*x+11056*b*c^4*p*q *r^3*x+87216*b*c^4*p*q*r^2*x^2+10392*b*c^4*g^2*p*r^2*x+6632*b*c^4*g^2*q*r^2*x+ 14872*b*c^4*g*p^2*r^2*x+12384*b*c^4*g*p*r^3*x+82536*b*c^4*g*p*r^2*x^2+6632*b*c^ 4*g*q^2*r^2*x+7232*b*c^4*g*q*r^3*x+77584*b*c^4*g*q*r^2*x^2+15376*b*c^4*p^2*q*r^ 2*x+13456*b*c^5*g*p*r^2*x+9072*b*c^5*g*q*r^2*x+13632*b*c^5*p*q*r^2*x+50*b^2*g^4 *p*q*r^2*x+320*b^2*g^3*p^2*q*r^2*x+166*b^2*g^3*p*q^2*r^2*x+224*b^2*g^3*p*q*r^3* x+3348*b^2*g^3*p*q*r^2*x^2+572*b^2*g^2*p^3*q*r^2*x+566*b^2*g^2*p^2*q^2*r^2*x+ 640*b^2*g^2*p^2*q*r^3*x+6271*b^2*g^2*p^2*q*r^2*x^2+166*b^2*g^2*p*q^3*r^2*x+268* b^2*g^2*p*q^2*r^3*x+4948*b^2*g^2*p*q^2*r^2*x^2+110*b^2*g^2*p*q*r^4*x+394*b^2*g* p^4*q*r^2*x+592*b^2*g*p^3*q^2*r^2*x+605*b^2*g*p^3*q*r^3*x+4320*b^2*g*p^3*q*r^2* x^2+330*b^2*g*p^2*q^3*r^2*x+473*b^2*g*p^2*q^2*r^3*x+6198*b^2*g*p^2*q^2*r^2*x^2+ 184*b^2*g*p^2*q*r^4*x+50*b^2*g*p*q^4*r^2*x+55*b^2*g*p*q^3*r^3*x+2604*b^2*g*p*q^ 3*r^2*x^2-21*b^2*g*p*q^2*r^4*x-30*b^2*g*p*q*r^5*x+460*b^2*c*p^2*q*r^4*x+150*b^2 *c*p*q^4*r^2*x+98*b^2*c*p*q^3*r^3*x+7842*b^2*c*p*q^3*r^2*x^2-142*b^2*c*p*q^2*r^ 4*x-108*b^2*c*p*q*r^5*x+2074*b^2*c*g^2*p^2*r^3*x+15730*b^2*c*g^2*p^2*r^2*x^2+ 558*b^2*c*g^2*p*r^4*x+166*b^2*c*g^2*q^3*r^2*x+268*b^2*c*g^2*q^2*r^3*x+9881*b^2* c*g^2*q^2*r^2*x^2+110*b^2*c*g^2*q*r^4*x+1070*b^2*c*g*p^4*r^2*x+1861*b^2*c*g*p^3 *r^3*x+10518*b^2*c*g*p^3*r^2*x^2+831*b^2*c*g*p^2*r^4*x+30*b^2*c*g*p*r^5*x+50*b^ 2*c*g*q^4*r^2*x+55*b^2*c*g*q^3*r^3*x+4189*b^2*c*g*q^3*r^2*x^2-21*b^2*c*g*q^2*r^ 4*x-30*b^2*c*g*q*r^5*x+1144*b^2*c*p^4*q*r^2*x+1712*b^2*c*p^3*q^2*r^2*x+1686*b^2 *c*p^3*q*r^3*x+11534*b^2*c*p^3*q*r^2*x^2+960*b^2*c*p^2*q^3*r^2*x+1272*b^2*c*p^2 *q^2*r^3*x+16740*b^2*c*p^2*q^2*r^2*x^2+150*b^2*c*g^4*p*r^2*x+50*b^2*c*g^4*q*r^2 *x+930*b^2*c*g^3*p^2*r^2*x+796*b^2*c*g^3*p*r^3*x+8873*b^2*c*g^3*p*r^2*x^2+166*b ^2*c*g^3*q^2*r^2*x+224*b^2*c*g^3*q*r^3*x+7253*b^2*c*g^3*q*r^2*x^2+1608*b^2*c*g^ 2*p^3*r^2*x+1632*b^2*c^2*g*p*r^4*x+800*b^2*c^2*g*q^3*r^2*x+1122*b^2*c^2*g*q^2*r ^3*x+31790*b^2*c^2*g*q^2*r^2*x^2+380*b^2*c^2*g*q*r^4*x+5356*b^2*c^2*p^3*q*r^2*x +5400*b^2*c^2*p^2*q^2*r^2*x+5390*b^2*c^2*p^2*q*r^3*x+48842*b^2*c^2*p^2*q*r^2*x^ 2+1732*b^2*c^2*p*q^3*r^2*x+2182*b^2*c^2*p*q^2*r^3*x+41476*b^2*c^2*p*q^2*r^2*x^2 +648*b^2*c^2*p*q*r^4*x+1712*b^2*c^2*g^3*p*r^2*x+800*b^2*c^2*g^3*q*r^2*x+5228*b^ 2*c^2*g^2*p^2*r^2*x+4164*b^2*c^2*g^2*p*r^3*x+41948*b^2*c^2*g^2*p*r^2*x^2+1432*b ^2*c^2*g^2*q^2*r^2*x+1700*b^2*c^2*g^2*q*r^3*x+35762*b^2*c^2*g^2*q*r^2*x^2+5156* b^2*c^2*g*p^3*r^2*x+6362*b^2*c^2*g*p^2*r^3*x+46392*b^2*c^2*g*p^2*r^2*x^2+7008*b ^2*c^3*g^2*p*r^2*x+3808*b^2*c^3*g^2*q*r^2*x+11624*b^2*c^3*g*p^2*r^2*x+8880*b^2* c^3*g*p*r^3*x+84140*b^2*c^3*g*p*r^2*x^2+3808*b^2*c^3*g*q^2*r^2*x+4120*b^2*c^3*g *q*r^3*x+73508*b^2*c^3*g*q*r^2*x^2+11856*b^2*c^3*p^2*q*r^2*x+7096*b^2*c^3*p*q^2 *r^2*x+7120*b^2*c^3*p*q*r^3*x+85976*b^2*c^3*p*q*r^2*x^2+242*b^2*c*p^5*r^2*x+537 *b^2*c*p^4*r^3*x+2241*b^2*c*p^4*r^2*x^2+350*b^2*c*p^3*r^4*x+43*b^2*c*p^2*r^5*x-\ 12*b^2*c*p*r^6*x-25*b^2*c*q^4*r^3*x+395*b^2*c*q^4*r^2*x^2-56*b^2*c*q^3*r^4*x-39 *b^2*c*q^2*r^5*x-8*b^2*c*q*r^6*x+2682*b^2*c^2*p^3*r^3*x+14776*b^2*c^2*p^3*r^2*x ^2+1138*b^2*c^2*p^2*r^4*x+16*b^2*c^2*p*r^5*x+100*b^2*c^2*q^4*r^2*x+42*b^2*c^2*q ^3*r^3*x+7410*b^2*c^2*q^3*r^2*x^2-142*b^2*c^2*q^2*r^4*x-100*b^2*c^2*q*r^5*x+ 1496*b^2*c^3*p*r^4*x+936*b^2*c^3*q^3*r^2*x+1136*b^2*c^3*q^2*r^3*x+31844*b^2*c^3 *q^2*r^2*x^2+280*b^2*c^3*q*r^4*x+1588*b^2*c^2*p^4*r^2*x+8976*b^2*c^4*p^2*r^2*x+ 6672*b^2*c^4*p*r^3*x+60784*b^2*c^4*p*r^2*x^2+3216*b^2*c^4*q^2*r^2*x+3232*b^2*c^ 4*q*r^3*x+53864*b^2*c^4*q*r^2*x^2+5184*b^2*c^3*p^3*r^2*x+6200*b^2*c^3*p^2*r^3*x +43892*b^2*c^3*p^2*r^2*x^2-12*b^3*g*p*r^5*x+99*b^3*g*q^3*r^2*x^2+148*b^3*p^4*q* r^2*x+188*b^3*p^3*q^2*r^2*x+182*b^3*p^3*q*r^3*x+2030*b^3*p^3*q*r^2*x^2+76*b^3*p ^2*q^3*r^2*x+70*b^3*p^2*q^2*r^3*x+2682*b^3*p^2*q^2*r^2*x^2-38*b^3*p*q^3*r^3*x+ 994*b^3*p*q^3*r^2*x^2-70*b^3*p*q^2*r^4*x-36*b^3*p*q*r^5*x+7840*b^2*c^5*p*r^2*x+ 4832*b^2*c^5*q*r^2*x+76*b^3*g^3*p^2*r^2*x+76*b^3*g^3*p*r^3*x+1507*b^3*g^3*p*r^2 *x^2+1007*b^3*g^3*q*r^2*x^2+184*b^3*g^2*p^3*r^2*x+232*b^3*g^2*p^2*r^3*x+2787*b^ 3*g^2*p^2*r^2*x^2+48*b^3*g^2*p*r^4*x+664*b^3*g^2*p*r^3*x^2+1028*b^3*g^2*q^2*r^2 *x^2+169*b^3*g^2*q*r^3*x^2+144*b^3*g*p^4*r^2*x+232*b^3*g*p^3*r^3*x+1944*b^3*g*p ^3*r^2*x^2+76*b^3*g*p^2*r^4*x+436*b^3*c*p^4*r^2*x+666*b^3*c*p^3*r^3*x+5342*b^3* c*p^3*r^2*x^2+190*b^3*c*p^2*r^4*x-48*b^3*c*p*r^5*x-38*b^3*c*q^3*r^3*x+1256*b^3* c*q^3*r^2*x^2-70*b^3*c*q^2*r^4*x-36*b^3*c*q*r^5*x+4272*b^3*c^3*p^2*r^2*x+2736*b ^3*c^3*p*r^3*x+40456*b^3*c^3*p*r^2*x^2+1024*b^3*c^3*q^2*r^2*x+912*b^3*c^3*q*r^3 *x+32840*b^3*c^3*q*r^2*x^2+1984*b^3*c^2*p^3*r^2*x+2096*b^3*c^2*p^2*r^3*x+22712* b^3*c^2*p^2*r^2*x^2+280*b^3*c^2*p*r^4*x+152*b^3*c^2*q^3*r^2*x+72*b^3*c^2*q^2*r^ 3*x+12764*b^3*c^2*q^2*r^2*x^2-104*b^3*c^2*q*r^4*x+96*b^4*g*p^3*r^2*x+100*b^4*g* p^2*r^3*x+2050*b^4*g*p^2*r^2*x^2+4*b^4*g*p*r^4*x+488*b^4*g*p*r^3*x^2+328*b^4*g* q^2*r^2*x^2-46*b^4*g*q*r^3*x^2+96*b^4*p^3*q*r^2*x+56*b^4*p^2*q^2*r^2*x+40*b^4*p ^2*q*r^3*x+1960*b^4*p^2*q*r^2*x^2-28*b^4*p*q^2*r^3*x+1132*b^4*p*q^2*r^2*x^2-40* b^4*p*q*r^4*x+4352*b^3*c^4*p*r^2*x+2272*b^3*c^4*q*r^2*x+328*b^4*c*p^3*r^2*x+284 *b^4*c*p^2*r^3*x+5776*b^4*c*p^2*r^2*x^2-24*b^4*c*p*r^4*x-28*b^4*c*q^2*r^3*x+ 1796*b^4*c*q^2*r^2*x^2-40*b^4*c*q*r^4*x+56*b^4*g^2*p^2*r^2*x+56*b^4*g^2*p*r^3*x +1664*b^4*g^2*p*r^2*x^2+904*b^4*g^2*q*r^2*x^2+185*a*p*q^5*r^2*x^2+6*a*p*q^4*r^4 *x+32*b^5*c^2*q*r^2*x+2576*b^5*c*p*r^2*x^2-8*b^5*c*q*r^3*x+1184*b^5*c*q*r^2*x^2 +844*b^5*g*p*r^2*x^2+284*b^5*g*q*r^2*x^2+16*b^5*p^2*q*r^2*x-8*b^5*p*q*r^3*x+648 *b^5*p*q*r^2*x^2+1184*b^4*c^3*p*r^2*x+480*b^4*c^3*q*r^2*x+960*b^4*c^2*p^2*r^2*x +488*b^4*c^2*p*r^3*x+14656*b^4*c^2*p*r^2*x^2+112*b^4*c^2*q^2*r^2*x+56*b^4*c^2*q *r^3*x+10088*b^4*c^2*q*r^2*x^2+2*a*g*p^3*r^5*x+2*a*g*q^6*r^2*x+2*a*g*q^5*r^3*x+ 100*a*g*q^5*r^2*x^2-4*a*g*q^4*r^4*x-6*a*g*q^3*r^5*x-2*a*g*q^2*r^6*x+20*a*p^6*q* r^2*x+86*a*p^5*q^2*r^2*x+62*a*p^5*q*r^3*x+113*a*p^5*q*r^2*x^2+144*a*p^4*q^3*r^2 *x+201*a*p^4*q^2*r^3*x+560*a*p^4*q^2*r^2*x^2+69*a*p^4*q*r^4*x+116*a*p^3*q^4*r^2 *x+230*a*p^3*q^3*r^3*x+910*a*p^3*q^3*r^2*x^2+150*a*p^3*q^2*r^4*x+32*a*p^3*q*r^5 *x+44*a*p^2*q^5*r^2*x+104*a*p^2*q^4*r^3*x+650*a*p^2*q^4*r^2*x^2+90*a*p^2*q^3*r^ 4*x+35*a*p^2*q^2*r^5*x+5*a*p^2*q*r^6*x+6*a*p*q^6*r^2*x+12*a*p*q^5*r^3*x+14*a*g^ 3*p*r^5*x+26*a*g^3*q^4*r^2*x+56*a*g^3*q^3*r^3*x+635*a*g^3*q^3*r^2*x^2+38*a*g^3* q^2*r^4*x+8*a*g^3*q*r^5*x+24*a*g^2*p^5*r^2*x+62*a*g^2*p^4*r^3*x+62*a*g^2*p^4*r^ 2*x^2+52*a*g^2*p^3*r^4*x+14*a*g^2*p^2*r^5*x+12*a*g^2*q^5*r^2*x+27*a*g^2*q^4*r^3 *x+395*a*g^2*q^4*r^2*x^2+19*a*g^2*q^3*r^4*x+4*a*g^2*q^2*r^5*x+2*a*g*p^6*r^2*x+6 *a*g*p^5*r^3*x-50*a*g*p^5*r^2*x^2+6*a*g*p^4*r^4*x+2*a*g^6*p*r^2*x+24*a*g^5*p^2* r^2*x+28*a*g^5*p*r^3*x+113*a*g^5*p*r^2*x^2+12*a*g^5*q^2*r^2*x+16*a*g^5*q*r^3*x+ 133*a*g^5*q*r^2*x^2+62*a*g^4*p^3*r^2*x+100*a*g^4*p^2*r^3*x+328*a*g^4*p^2*r^2*x^ 2+40*a*g^4*p*r^4*x+43*a*g^4*p*r^3*x^2+26*a*g^4*q^3*r^2*x+46*a*g^4*q^2*r^3*x+455 *a*g^4*q^2*r^2*x^2+22*a*g^4*q*r^4*x+72*a*g^4*q*r^3*x^2+62*a*g^3*p^4*r^2*x+130*a *g^3*p^3*r^3*x+327*a*g^3*p^3*r^2*x^2+82*a*g^3*p^2*r^4*x+12288*b^2*c^4*g*p*r^2*x +7232*b^2*c^4*g*q*r^2*x+12384*b^2*c^4*p*q*r^2*x+76*b^3*g^3*p*q*r^2*x+344*b^3*g^ 2*p^2*q*r^2*x+160*b^3*g^2*p*q^2*r^2*x+208*b^3*g^2*p*q*r^3*x+4765*b^3*g^2*p*q*r^ 2*x^2+416*b^3*g*p^3*q*r^2*x+348*b^3*g*p^2*q^2*r^2*x+368*b^3*g*p^2*q*r^3*x+5901* b^3*g*p^2*q*r^2*x^2+76*b^3*g*p*q^3*r^2*x+84*b^3*g*p*q^2*r^3*x+4056*b^3*g*p*q^2* r^2*x^2-4*b^3*g*p*q*r^4*x+1014*b^3*c*p^2*q*r^3*x+16304*b^3*c*p^2*q*r^2*x^2+228* b^3*c*p*q^3*r^2*x+142*b^3*c*p*q^2*r^3*x+12218*b^3*c*p*q^2*r^2*x^2-104*b^3*c*p*q *r^4*x+228*b^3*c*g^3*p*r^2*x+76*b^3*c*g^3*q*r^2*x+1064*b^3*c*g^2*p^2*r^2*x+840* b^3*c*g^2*p*r^3*x+14074*b^3*c*g^2*p*r^2*x^2+160*b^3*c*g^2*q^2*r^2*x+208*b^3*c*g ^2*q*r^3*x+10296*b^3*c*g^2*q*r^2*x^2+1264*b^3*c*g*p^3*r^2*x+1436*b^3*c*g*p^2*r^ 3*x+16162*b^3*c*g*p^2*r^2*x^2+248*b^3*c*g*p*r^4*x+76*b^3*c*g*q^3*r^2*x+84*b^3*c *g*q^2*r^3*x+7670*b^3*c*g*q^2*r^2*x^2-4*b^3*c*g*q*r^4*x+1284*b^3*c*p^3*q*r^2*x+ 1076*b^3*c*p^2*q^2*r^2*x+32716*b^3*c^2*g*q*r^2*x^2+3952*b^3*c^2*p^2*q*r^2*x+ 1912*b^3*c^2*p*q^2*r^2*x+1744*b^3*c^2*p*q*r^3*x+41012*b^3*c^2*p*q*r^2*x^2+1904* b^3*c^2*g^2*p*r^2*x+832*b^3*c^2*g^2*q*r^2*x+3920*b^3*c^2*g*p^2*r^2*x+2732*b^3*c ^2*g*p*r^3*x+42080*b^3*c^2*g*p*r^2*x^2+832*b^3*c^2*g*q^2*r^2*x+892*b^3*c^2*g*q* r^3*x+56*b^4*g^2*p*q*r^2*x+152*b^4*g*p^2*q*r^2*x+56*b^4*g*p*q^2*r^2*x+60*b^4*g* p*q*r^3*x+2998*b^4*g*p*q*r^2*x^2+5072*b^3*c^3*g*p*r^2*x+2496*b^3*c^3*g*q*r^2*x+ 5088*b^3*c^3*p*q*r^2*x+348*b^4*c*g*p*r^3*x+10040*b^4*c*g*p*r^2*x^2+56*b^4*c*g*q ^2*r^2*x+60*b^4*c*g*q*r^3*x+6236*b^4*c*g*q*r^2*x^2+528*b^4*c*p^2*q*r^2*x+168*b^ 4*c*p*q^2*r^2*x+96*b^4*c*p*q*r^3*x+9084*b^4*c*p*q*r^2*x^2+912*b^4*c^2*g*p*r^2*x +352*b^4*c^2*g*q*r^2*x+912*b^4*c^2*p*q*r^2*x+168*b^4*c*g^2*p*r^2*x+56*b^4*c*g^2 *q*r^2*x+528*b^4*c*g*p^2*r^2*x+923*a*g^2*p^2*q^2*r^3*x+4573*a*g^2*p^2*q^2*r^2*x ^2+369*a*g^2*p^2*q*r^4*x+188*a*g^2*p*q^4*r^2*x+401*a*g^2*p*q^3*r^3*x+2848*a*g^2 *p*q^3*r^2*x^2+274*a*g^2*p*q^2*r^4*x+60*a*g^2*p*q*r^5*x+120*a*g*p^5*q*r^2*x+402 *a*g*p^4*q^2*r^2*x+309*a*g*p^4*q*r^3*x+798*a*g*p^4*q*r^2*x^2+508*a*g*p^3*q^3*r^ 2*x+739*a*g*p^3*q^2*r^3*x+2794*a*g*p^3*q^2*r^2*x^2+267*a*g*p^3*q*r^4*x+282*a*g* p^2*q^4*r^2*x+577*a*g*p^2*q^3*r^3*x+3094*a*g*p^2*q^3*r^2*x^2+384*a*g*p^2*q^2*r^ 4*x+84*a*g*p^2*q*r^5*x+60*a*g*p*q^5*r^2*x+143*a*g*p*q^4*r^3*x+1248*a*g*p*q^4*r^ 2*x^2+119*a*g*p*q^3*r^4*x+42*a*g*p*q^2*r^5*x+6*a*g*p*q*r^6*x+16*b^5*c*g*q*r^2*x +48*b^5*c*p*q*r^2*x+16*b^5*g*p*q*r^2*x+36*a*g^5*p*q*r^2*x+188*a*g^4*p^2*q*r^2*x +152*a*g^4*p*q^2*r^2*x+184*a*g^4*p*q*r^3*x+1053*a*g^4*p*q*r^2*x^2+356*a*g^3*p^3 *q*r^2*x+520*a*g^3*p^2*q^2*r^2*x+532*a*g^3*p^2*q*r^3*x+2417*a*g^3*p^2*q*r^2*x^2 +252*a*g^3*p*q^3*r^2*x+426*a*g^3*p*q^2*r^3*x+2725*a*g^3*p*q^2*r^2*x^2+192*a*g^3 *p*q*r^4*x+302*a*g^2*p^4*q*r^2*x+696*a*g^2*p^3*q^2*r^2*x+611*a*g^2*p^3*q*r^3*x+ 2182*a*g^2*p^3*q*r^2*x^2+594*a*g^2*p^2*q^3*r^2*x+6800*b^2*c^2*g^2*p*q*r^2*x+ 11704*b^2*c^2*g*p^2*q*r^2*x+6844*b^2*c^2*g*p*q^2*r^2*x+7324*b^2*c^2*g*p*q*r^3*x +91130*b^2*c^2*g*p*q*r^2*x^2+15712*b^2*c^3*g*p*q*r^2*x+1176*b^3*c*g^2*p*q*r^2*x +2472*b^3*c*g*p^2*q*r^2*x+1180*b^3*c*g*p*q^2*r^2*x+1260*b^3*c*g*p*q*r^3*x+28500 *b^3*c*g*p*q*r^2*x^2+504*b^4*c*g*p*q*r^2*x+4552*b^3*c^2*g*p*q*r^2*x+830*a*c*g^4 *p*q*r^2*x+2728*a*c*g^3*p^2*q*r^2*x+2248*a*c*g^3*p*q^2*r^2*x+2524*a*c*g^3*p*q*r ^3*x+13719*a*c*g^3*p*q*r^2*x^2+3488*a*c*g^2*p^3*q*r^2*x+5032*a*c*g^2*p^2*q^2*r^ 2*x+5031*a*c*g^2*p^2*q*r^3*x+21993*a*c*g^2*p^2*q*r^2*x^2+2482*a*c*g^2*p*q^3*r^2 *x+4041*a*c*g^2*p*q^2*r^3*x+24328*a*c*g^2*p*q^2*r^2*x^2+1796*a*c*g^2*p*q*r^4*x+ 1904*a*c*g*p^4*q*r^2*x+4166*a*c*g*p^3*q^2*r^2*x+3746*a*c*g*p^3*q*r^3*x+12817*a* c*g*p^3*q*r^2*x^2+3512*a*c*g*p^2*q^3*r^2*x+5386*a*c*g*p^2*q^2*r^3*x+25298*a*c*g *p^2*q^2*r^2*x^2+2209*a*c*g*p^2*q*r^4*x+1142*a*c*g*p*q^4*r^2*x+2362*a*c*g*p*q^3 *r^3*x+16013*a*c*g*p*q^3*r^2*x^2+1591*a*c*g*p*q^2*r^4*x+360*a*c*g*p*q*r^5*x+ 6268*a*c^2*g^3*p*q*r^2*x+13456*a*c^2*g^2*p^2*q*r^2*x+11202*a*c^2*g^2*p*q^2*r^2* x+12128*a*c^2*g^2*p*q*r^3*x+63308*a*c^2*g^2*p*q*r^2*x^2+10702*a*c^2*g*p^3*q*r^2 *x+15180*a*c^2*g*p^2*q^2*r^2*x+15099*a*c^2*g*p^2*q*r^3*x+63540*a*c^2*g*p^2*q*r^ 2*x^2+7578*a*c^2*g*p*q^3*r^2*x+12067*a*c^2*g*p*q^2*r^3*x+69444*a*c^2*g*p*q^2*r^ 2*x^2+5356*a*c^2*g*p*q*r^4*x+384*a*c*p^5*q*r^2*x+1156*a*c*p^4*q^2*r^2*x+958*a*c *p^4*q*r^3*x+2417*a*c*p^4*q*r^2*x^2+1412*a*c*p^3*q^3*r^2*x+2068*a*c*p^3*q^2*r^3 *x+7392*a*c*p^3*q^2*r^2*x^2+798*a*c*p^3*q*r^4*x+780*a*c*p^2*q^4*r^2*x+1568*a*c* p^2*q^3*r^3*x+8024*a*c*p^2*q^3*r^2*x^2+1044*a*c*p^2*q^2*r^4*x+240*a*c*p^2*q*r^5 *x+172*a*c*p*q^5*r^2*x+394*a*c*p*q^4*r^3*x+3365*a*c*p*q^4*r^2*x^2+318*a*c*p*q^3 *r^4*x+112*a*c*p*q^2*r^5*x+16*a*c*p*q*r^6*x+825*a*c*g^2*p^2*r^4*x+144*a*c*g^2*p *r^5*x+306*a*c*g^2*q^4*r^2*x+645*a*c*g^2*q^3*r^3*x+6186*a*c*g^2*q^3*r^2*x^2+433 *a*c*g^2*q^2*r^4*x+92*a*c*g^2*q*r^5*x+200*a*c*g*p^5*r^2*x+517*a*c*g*p^4*r^3*x+ 967*a*c*g*p^4*r^2*x^2+443*a*c*g*p^3*r^4*x+132*a*c*g*p^2*r^5*x+6*a*c*g*p*r^6*x+ 92*a*c*g*q^5*r^2*x+205*a*c*g*q^4*r^3*x+2565*a*c*g*q^4*r^2*x^2+147*a*c*g*q^3*r^4 *x+36*a*c*g*q^2*r^5*x+2*a*c*g*q*r^6*x+94*a*c*g^5*p*r^2*x+70*a*c*g^5*q*r^2*x+480 *a*c*g^4*p^2*r^2*x+510*a*c*g^4*p*r^3*x+2230*a*c*g^4*p*r^2*x^2+274*a*c*g^4*q^2*r ^2*x+340*a*c*g^4*q*r^3*x+2484*a*c*g^4*q*r^2*x^2+846*a*c*g^3*p^3*r^2*x+1326*a*c* g^3*p^2*r^3*x+4853*a*c*g^3*p^2*r^2*x^2+528*a*c*g^3*p*r^4*x+430*a*c*g^3*q^3*r^2* x+736*a*c*g^3*q^2*r^3*x+6160*a*c*g^3*q^2*r^2*x^2+346*a*c*g^3*q*r^4*x+632*a*c*g^ 2*p^4*r^2*x+1313*a*c*g^2*p^3*r^3*x+3851*a*c*g^2*p^3*r^2*x^2+516*a*c^2*p*q*r^5*x +2526*a*c^2*g^2*p*r^4*x+2314*a*c^2*g^2*q^3*r^2*x+3846*a*c^2*g^2*q^2*r^3*x+29233 *a*c^2*g^2*q^2*r^2*x^2+1790*a*c^2*g^2*q*r^4*x+2070*a*c^2*g*p^4*r^2*x+4233*a*c^2 *g*p^3*r^3*x+12806*a*c^2*g*p^3*r^2*x^2+2643*a*c^2*g*p^2*r^4*x+478*a*c^2*g*p*r^5 *x+1030*a*c^2*g*q^4*r^2*x+2117*a*c^2*g*q^3*r^3*x+18710*a*c^2*g*q^3*r^2*x^2+1403 *a*c^2*g*q^2*r^4*x+306*a*c^2*g*q*r^5*x+2844*a*c^2*p^4*q*r^2*x+5944*a*c^2*p^3*q^ 2*r^2*x+5482*a*c^2*p^3*q*r^3*x+17966*a*c^2*p^3*q*r^2*x^2+4952*a*c^2*p^2*q^3*r^2 *x+7548*a*c^2*p^2*q^2*r^3*x+33894*a*c^2*p^2*q^2*r^2*x^2+3174*a*c^2*p^2*q*r^4*x+ 1638*a*c^2*p*q^4*r^2*x+3310*a*c^2*p*q^3*r^3*x+21694*a*c^2*p*q^3*r^2*x^2+2208*a* c^2*p*q^2*r^4*x+1094*a*c^2*g^4*p*r^2*x+826*a*c^2*g^4*q*r^2*x+3466*a*c^2*g^3*p^2 *r^2*x+3492*a*c^2*g^3*p*r^3*x+15710*a*c^2*g^3*p*r^2*x^2+2166*a*c^2*g^3*q^2*r^2* x+2540*a*c^2*g^3*q*r^3*x+17032*a*c^2*g^3*q*r^2*x^2+4172*a*c^2*g^2*p^3*r^2*x+ 6372*a*c^2*g^2*p^2*r^3*x+24089*a*c^2*g^2*p^2*r^2*x^2+8692*a*c^3*g*p^3*r^2*x+ 13042*a*c^3*g*p^2*r^3*x+49232*a*c^3*g*p^2*r^2*x^2+5156*a*c^3*g*p*r^4*x+5004*a*c ^3*g*q^3*r^2*x+8138*a*c^3*g*q^2*r^3*x+58324*a*c^3*g*q^2*r^2*x^2+3764*a*c^3*g*q* r^4*x+10416*a*c^3*p^3*q*r^2*x+14524*a*c^3*p^2*q^2*r^2*x+14488*a*c^3*p^2*q*r^3*x +58834*a*c^3*p^2*q*r^2*x^2+7304*a*c^3*p*q^3*r^2*x+11472*a*c^3*p*q^2*r^3*x+63766 *a*c^3*p*q^2*r^2*x^2+5112*a*c^3*p*q*r^4*x+5580*a*c^3*g^3*p*r^2*x+4356*a*c^3*g^3 *q*r^2*x+11516*a*c^3*g^2*p^2*r^2*x+11284*a*c^3*g^2*p*r^3*x+50946*a*c^3*g^2*p*r^ 2*x^2+7592*a*c^3*g^2*q^2*r^2*x+8604*a*c^3*g^2*q*r^3*x+54518*a*c^3*g^2*q*r^2*x^2 +14264*a*c^4*g^2*p*r^2*x+11432*a*c^4*g^2*q*r^2*x+17912*a*c^4*g*p^2*r^2*x+17312* a*c^4*g*p*r^3*x+77584*a*c^4*g*p*r^2*x^2+12184*a*c^4*g*q^2*r^2*x+13536*a*c^4*g*q *r^3*x+82536*a*c^4*g*q*r^2*x^2+20064*a*c^4*p^2*q*r^2*x+16808*a*c^4*p*q^2*r^2*x+ 17744*a*c^4*p*q*r^3*x+87216*a*c^4*p*q*r^2*x^2+21112*a*c^3*g^2*p*q*r^2*x+27536*a *c^3*g*p^2*q*r^2*x+23032*a*c^3*g*p*q^2*r^2*x+24504*a*c^3*g*p*q*r^3*x+123772*a*c ^3*g*p*q*r^2*x^2+32912*a*c^4*g*p*q*r^2*x+944*a*b*g^3*p*q*r^3*x+7024*a*b*g^3*p*q *r^2*x^2+1526*a*b*g^2*p^3*q*r^2*x+1964*a*b*g^2*p^2*q^2*r^2*x+2145*a*b*g^2*p^2*q *r^3*x+12020*a*b*g^2*p^2*q*r^2*x^2+858*a*b*g^2*p*q^3*r^2*x+1453*a*b*g^2*p*q^2*r ^3*x+12020*a*b*g^2*p*q^2*r^2*x^2+684*a*b*g^2*p*q*r^4*x+930*a*b*g*p^4*q*r^2*x+ 1794*a*b*g*p^3*q^2*r^2*x+1768*a*b*g*p^3*q*r^3*x+7536*a*b*g*p^3*q*r^2*x^2+1358*a *b*g*p^2*q^3*r^2*x+2148*a*b*g*p^2*q^2*r^3*x+13314*a*b*g*p^2*q^2*r^2*x^2+955*a*b *g*p^2*q*r^4*x+374*a*b*g*p*q^4*r^2*x+748*a*b*g*p*q^3*r^3*x+7536*a*b*g*p*q^3*r^2 *x^2+479*a*b*g*p*q^2*r^4*x+108*a*b*g*p*q*r^5*x+240*a*b*g^4*p*q*r^2*x+1020*a*b*g ^3*p^2*q*r^2*x+756*a*b*g^3*p*q^2*r^2*x+20664*a*b*c*p^3*q*r^2*x^2+3908*a*b*c*p^2 *q^3*r^2*x+6012*a*b*c*p^2*q^2*r^3*x+35412*a*b*c*p^2*q^2*r^2*x^2+2660*a*b*c*p^2* q*r^4*x+1104*a*b*c*p*q^4*r^2*x+2096*a*b*c*p*q^3*r^3*x+20664*a*b*c*p*q^3*r^2*x^2 +1288*a*b*c*p*q^2*r^4*x+288*a*b*c*p*q*r^5*x+5828*a*b*c*g^2*p^2*r^3*x+27061*a*b* c*g^2*p^2*r^2*x^2+2188*a*b*c*g^2*p*r^4*x+1412*a*b*c*g^2*q^3*r^2*x+2366*a*b*c*g^ 2*q^2*r^3*x+27061*a*b*c*g^2*q^2*r^2*x^2+1104*a*b*c*g^2*q*r^4*x+2218*a*b*c*g*p^4 *r^2*x+4460*a*b*c*g*p^3*r^3*x+16125*a*b*c*g*p^3*r^2*x^2+2688*a*b*c*g*p^2*r^4*x+ 440*a*b*c*g*p*r^5*x+576*a*b*c*g*q^4*r^2*x+1084*a*b*c*g*q^3*r^3*x+16125*a*b*c*g* q^3*r^2*x^2+610*a*b*c*g*q^2*r^4*x+96*a*b*c*g*q*r^5*x+2780*a*b*c*p^4*q*r^2*x+ 5204*a*b*c*p^3*q^2*r^2*x+5112*a*b*c*p^3*q*r^3*x+634*a*b*c*g^4*p*r^2*x+450*a*b*c *g^4*q*r^2*x+2690*a*b*c*g^3*p^2*r^2*x+2764*a*b*c*g^3*p*r^3*x+16498*a*b*c*g^3*p* r^2*x^2+1318*a*b*c*g^3*q^2*r^2*x+1656*a*b*c*g^3*q*r^3*x+16498*a*b*c*g^3*q*r^2*x ^2+3862*a*b*c*g^2*p^3*r^2*x+4948*a*b*c^2*g*q^3*r^2*x+7964*a*b*c^2*g*q^2*r^3*x+ 82478*a*b*c^2*g*q^2*r^2*x^2+3636*a*b*c^2*g*q*r^4*x+14400*a*b*c^2*p^3*q*r^2*x+ 18204*a*b*c^2*p^2*q^2*r^2*x+18880*a*b*c^2*p^2*q*r^3*x+95622*a*b*c^2*p^2*q*r^2*x ^2+8168*a*b*c^2*p*q^3*r^2*x+12728*a*b*c^2*p*q^2*r^3*x+95622*a*b*c^2*p*q^2*r^2*x ^2+5736*a*b*c^2*p*q*r^4*x+5828*a*b*c^2*g^3*p*r^2*x+4140*a*b*c^2*g^3*q*r^2*x+ 14400*a*b*c^2*g^2*p^2*r^2*x+13896*a*b*c^2*g^2*p*r^3*x+79694*a*b*c^2*g^2*p*r^2*x ^2+7628*a*b*c^2*g^2*q^2*r^2*x+9008*a*b*c^2*g^2*q*r^3*x+79694*a*b*c^2*g^2*q*r^2* x^2+12384*a*b*c^2*g*p^3*r^2*x+18104*a*b*c^2*g*p^2*r^3*x+82478*a*b*c^2*g*p^2*r^2 *x^2+6692*a*b*c^2*g*p*r^4*x+17456*a*b*c^3*g*q^2*r^2*x+19768*a*b*c^3*g*q*r^3*x+ 162416*a*b*c^3*g*q*r^2*x^2+35072*a*b*c^3*p^2*q*r^2*x+26720*a*b*c^3*p*q^2*r^2*x+ 28768*a*b*c^3*p*q*r^3*x+180160*a*b*c^3*p*q*r^2*x^2+81*a*c*p^4*r^4*x+36*a*c*p^3* r^5*x+5*a*c*p^2*r^6*x+8*a*c*q^6*r^2*x+10*a*c*q^5*r^3*x+351*a*c*q^5*r^2*x^2-9*a* c*q^4*r^4*x-16*a*c*q^3*r^5*x-5*a*c*q^2*r^6*x+24*a*c*p^6*r^2*x+74*a*c*p^5*r^3*x+ 35*a*c*p^5*r^2*x^2+16*a*c^2*p*r^6*x+148*a*c^2*q^5*r^2*x+319*a*c^2*q^4*r^3*x+ 3815*a*c^2*q^4*r^2*x^2+222*a*c^2*q^3*r^4*x+55*a*c^2*q^2*r^5*x+4*a*c^2*q*r^6*x+ 362*a*c^2*p^5*r^2*x+925*a*c^2*p^4*r^3*x+1951*a*c^2*p^4*r^2*x^2+792*a*c^2*p^3*r^ 4*x+245*a*c^2*p^2*r^5*x+2688*a*c^3*p^2*r^4*x+500*a*c^3*p*r^5*x+1052*a*c^3*q^4*r ^2*x+2112*a*c^3*q^3*r^3*x+17886*a*c^3*q^3*r^2*x^2+1380*a*c^3*q^2*r^4*x+308*a*c^ 3*q*r^5*x+2144*a*c^3*p^4*r^2*x+4328*a*c^3*p^3*r^3*x+12954*a*c^3*p^3*r^2*x^2+ 6472*a*c^4*p^3*r^2*x+9604*a*c^4*p^2*r^3*x+35684*a*c^4*p^2*r^2*x^2+3792*a*c^4*p* r^4*x+3776*a*c^4*q^3*r^2*x+6044*a*c^4*q^2*r^3*x+41716*a*c^4*q^2*r^2*x^2+2784*a* c^4*q*r^4*x+8896*a*c^6*p*r^2*x+7360*a*c^6*q*r^2*x+10576*a*c^5*p^2*r^2*x+10160*a *c^5*p*r^3*x+45000*a*c^5*p*r^2*x^2+7328*a*c^5*q^2*r^2*x+8048*a*c^5*q*r^3*x+ 47768*a*c^5*q*r^2*x^2+20*a*b*p^6*r^2*x+62*a*b*p^5*r^3*x+91*a*b*p^5*r^2*x^2+69*a *b*p^4*r^4*x+32*a*b*p^3*r^5*x+5*a*b*p^2*r^6*x-8*a*b*q^5*r^3*x+91*a*b*q^5*r^2*x^ 2-21*a*b*q^4*r^4*x-18*a*b*q^3*r^5*x-5*a*b*q^2*r^6*x+114*a*b^2*p^5*r^2*x+279*a*b ^2*p^4*r^3*x+927*a*b^2*p^4*r^2*x^2+220*a*b^2*p^3*r^4*x+55*a*b^2*p^2*r^5*x-25*a* b^2*q^4*r^3*x+409*a*b^2*q^4*r^2*x^2-56*a*b^2*q^3*r^4*x-39*a*b^2*q^2*r^5*x-8*a*b ^2*q*r^6*x+17968*a*c^5*g*p*r^2*x+14672*a*c^5*g*q*r^2*x+19392*a*c^5*p*q*r^2*x+17 *a*b*g*q^4*r^3*x+879*a*b*g*q^4*r^2*x^2-17*a*b*g*q^3*r^4*x-24*a*b*g*q^2*r^5*x-6* a*b*g*q*r^6*x+200*a*b*p^5*q*r^2*x+528*a*b*p^4*q^2*r^2*x+480*a*b*p^4*q*r^3*x+ 1491*a*b*p^4*q*r^2*x^2+584*a*b*p^3*q^3*r^2*x+876*a*b*p^3*q^2*r^3*x+4018*a*b*p^3 *q^2*r^2*x^2+370*a*b*p^3*q*r^4*x+284*a*b*p^2*q^4*r^2*x+552*a*b*p^2*q^3*r^3*x+ 4018*a*b*p^2*q^3*r^2*x^2+360*a*b*p^2*q^2*r^4*x+90*a*b*p^2*q*r^5*x+48*a*b*p*q^5* r^2*x+86*a*b*p*q^4*r^3*x+1491*a*b*p*q^4*r^2*x^2+38*a*b*p*q^3*r^4*x+711*a*b*g^2* p^3*r^3*x+2532*a*b*g^2*p^3*r^2*x^2+437*a*b*g^2*p^2*r^4*x+72*a*b*g^2*p*r^5*x+74* a*b*g^2*q^4*r^2*x+143*a*b*g^2*q^3*r^3*x+2532*a*b*g^2*q^3*r^2*x^2+81*a*b*g^2*q^2 *r^4*x+12*a*b*g^2*q*r^5*x+136*a*b*g*p^5*r^2*x+351*a*b*g*p^4*r^3*x+879*a*b*g*p^4 *r^2*x^2+303*a*b*g*p^3*r^4*x+94*a*b*g*p^2*r^5*x+6*a*b*g*p*r^6*x+16*a*b*g*q^5*r^ 2*x+16*a*b*g^5*p*r^2*x+16*a*b*g^5*q*r^2*x+166*a*b*g^4*p^2*r^2*x+192*a*b*g^4*p*r ^3*x+1208*a*b*g^4*p*r^2*x^2+74*a*b*g^4*q^2*r^2*x+100*a*b*g^4*q*r^3*x+1208*a*b*g ^4*q*r^2*x^2+380*a*b*g^3*p^3*r^2*x+598*a*b*g^3*p^2*r^3*x+2792*a*b*g^3*p^2*r^2*x ^2+228*a*b*g^3*p*r^4*x+564*a*b*g^3*p*r^3*x^2+116*a*b*g^3*q^3*r^2*x+202*a*b*g^3* q^2*r^3*x+2792*a*b*g^3*q^2*r^2*x^2+96*a*b*g^3*q*r^4*x+564*a*b*g^3*q*r^3*x^2+346 *a*b*g^2*p^4*r^2*x+280*a*b*c*p^2*r^5*x+16*a*b*c*p*r^6*x+64*a*b*c*q^5*r^2*x+76*a *b*c*q^4*r^3*x+2958*a*b*c*q^4*r^2*x^2-40*a*b*c*q^3*r^4*x-68*a*b*c*q^2*r^5*x-16* a*b*c*q*r^6*x+444*a*b*c*p^5*r^2*x+1120*a*b*c*p^4*r^3*x+2958*a*b*c*p^4*r^2*x^2+ 940*a*b*c*p^3*r^4*x+3968*a*b*c^2*p^2*r^4*x+644*a*b*c^2*p*r^5*x+948*a*b*c^2*q^4* r^2*x+1704*a*b*c^2*q^3*r^3*x+23954*a*b*c^2*q^3*r^2*x^2+916*a*b*c^2*q^2*r^4*x+ 140*a*b*c^2*q*r^5*x+3416*a*b*c^2*p^4*r^2*x+6720*a*b*c^2*p^3*r^3*x+23954*a*b*c^2 *p^3*r^2*x^2+12560*a*b*c^3*p^3*r^2*x+17960*a*b*c^3*p^2*r^3*x+79840*a*b*c^3*p^2* r^2*x^2+6544*a*b*c^3*p*r^4*x+5232*a*b*c^3*q^3*r^2*x+8136*a*b*c^3*q^2*r^3*x+ 79840*a*b*c^3*q^2*r^2*x^2+3632*a*b*c^3*q*r^4*x+24016*a*b*c^4*p^2*r^2*x+21968*a* b*c^4*p*r^3*x+118712*a*b*c^4*p*r^2*x^2+13760*a*b*c^4*q^2*r^2*x+15152*a*b*c^4*q* r^3*x+118712*a*b*c^4*q*r^2*x^2+571*a*b^2*g*p^2*r^4*x+66*a*b^2*g*p*r^5*x+50*a*b^ 2*g*q^4*r^2*x+55*a*b^2*g*q^3*r^3*x+2939*a*b^2*g*q^3*r^2*x^2-21*a*b^2*g*q^2*r^4* x-30*a*b^2*g*q*r^5*x+612*a*b^2*p^4*q*r^2*x+1032*a*b^2*p^3*q^2*r^2*x+1060*a*b^2* p^3*q*r^3*x+5674*a*b^2*p^3*q*r^2*x^2+684*a*b^2*p^2*q^3*r^2*x+1042*a*b^2*p^2*q^2 *r^3*x+8976*a*b^2*p^2*q^2*r^2*x^2+460*a*b^2*p^2*q*r^4*x+150*a*b^2*p*q^4*r^2*x+ 236*a*b^2*p*q^3*r^3*x+4638*a*b^2*p*q^3*r^2*x^2+88*a*b^2*p*q^2*r^4*x+22976*a*b*c ^5*p*r^2*x+17472*a*b*c^5*q*r^2*x+50*a*b^2*g^4*p*r^2*x+50*a*b^2*g^4*q*r^2*x+430* a*b^2*g^3*p^2*r^2*x+488*a*b^2*g^3*p*r^3*x+4385*a*b^2*g^3*p*r^2*x^2+166*a*b^2*g^ 3*q^2*r^2*x+224*a*b^2*g^3*q*r^3*x+3885*a*b^2*g^3*q*r^2*x^2+788*a*b^2*g^2*p^3*r^ 2*x+1190*a*b^2*g^2*p^2*r^3*x+7542*a*b^2*g^2*p^2*r^2*x^2+410*a*b^2*g^2*p*r^4*x+ 1809*a*b^2*g^2*p*r^3*x^2+166*a*b^2*g^2*q^3*r^2*x+268*a*b^2*g^2*q^2*r^3*x+5783*a *b^2*g^2*q^2*r^2*x^2+110*a*b^2*g^2*q*r^4*x+1314*a*b^2*g^2*q*r^3*x^2+522*a*b^2*g *p^4*r^2*x+1023*a*b^2*g*p^3*r^3*x+4784*a*b^2*g*p^3*r^2*x^2-78948*a*b^2*c*g*p*q* r^2*x-111628*a^2*b*c*g*p*q*r^2*x+64830*a*b*c*g^2*p*q*r^2*x^2+9660*a*b*c*g*p^3*q *r^2*x+12346*a*b*c*g*p^2*q^2*r^2*x+13032*a*b*c*g*p^2*q*r^3*x+69103*a*b*c*g*p^2* q*r^2*x^2+5480*a*b*c*g*p*q^3*r^2*x+8840*a*b*c*g*p*q^2*r^3*x+69103*a*b*c*g*p*q^2 *r^2*x^2+4056*a*b*c*g*p*q*r^4*x+4296*a*b*c*g^3*p*q*r^2*x+10854*a*b*c*g^2*p^2*q* r^2*x+8156*a*b*c*g^2*p*q^2*r^2*x+9416*a*b*c*g^2*p*q*r^3*x+23808*a*b*c^2*g^2*p*q *r^2*x+34936*a*b*c^2*g*p^2*q*r^2*x+26492*a*b*c^2*g*p*q^2*r^2*x+29272*a*b*c^2*g* p*q*r^3*x+190852*a*b*c^2*g*p*q*r^2*x^2+52512*a*b*c^3*g*p*q*r^2*x+7720*a*b^2*c*g ^2*p*q*r^2*x+13176*a*b^2*c*g*p^2*q*r^2*x+8936*a*b^2*c*g*p*q^2*r^2*x+10316*a*b^2 *c*g*p*q*r^3*x+95288*a*b^2*c*g*p*q*r^2*x^2+27784*a*b^2*c^2*g*p*q*r^2*x+5568*a*b ^3*c*g*p*q*r^2*x+21960*a*b*c^3*g^2*p*r^2*x+16040*a*b*c^3*g^2*q*r^2*x+31376*a*b* c^3*g*p^2*r^2*x+29256*a*b*c^3*g*p*r^3*x+162416*a*b*c^3*g*p*r^2*x^2+36912*a*b*c^ 4*g*p*r^2*x+27600*a*b*c^4*g*q*r^2*x+40320*a*b*c^4*p*q*r^2*x+596*a*b^2*g^3*p*q*r ^2*x+1908*a*b^2*g^2*p^2*q*r^2*x+1286*a*b^2*g^2*p*q^2*r^2*x+1624*a*b^2*g^2*p*q*r ^3*x+16175*a*b^2*g^2*p*q*r^2*x^2+1954*a*b^2*g*p^3*q*r^2*x+2236*a*b^2*g*p^2*q^2* r^2*x+2505*a*b^2*g*p^2*q*r^3*x+18249*a*b^2*g*p^2*q*r^2*x^2+854*a*b^2*g*p*q^3*r^ 2*x+1381*a*b^2*g*p*q^2*r^3*x+16404*a*b^2*g*p*q^2*r^2*x^2+616*a*b^2*g*p*q*r^4*x+ 7482*a*b^2*c*g*p^2*r^3*x+44888*a*b^2*c*g*p^2*r^2*x^2+2480*a*b^2*c*g*p*r^4*x+ 1324*a*b^2*c*g*q^3*r^2*x+2030*a*b^2*c*g*q^2*r^3*x+36396*a*b^2*c*g*q^2*r^2*x^2+ 812*a*b^2*c*g*q*r^4*x+5988*a*b^2*c*p^3*q*r^2*x+6824*a*b^2*c*p^2*q^2*r^2*x+7274* a*b^2*c*p^2*q*r^3*x+49998*a*b^2*c*p^2*q*r^2*x^2+2636*a*b^2*c*p*q^3*r^2*x+3962*a *b^2*c*p*q^2*r^3*x+45912*a*b^2*c*p*q^2*r^2*x^2+1672*a*b^2*c*p*q*r^4*x+1604*a*b^ 2*c*g^3*p*r^2*x+1076*a*b^2*c*g^3*q*r^2*x+5236*a*b^2*c*g^2*p^2*r^2*x+5124*a*b^2* c*g^2*p*r^3*x+41420*a*b^2*c*g^2*p*r^2*x^2+2152*a*b^2*c*g^2*q^2*r^2*x+2684*a*b^2 *c*g^2*q*r^3*x+37642*a*b^2*c*g^2*q*r^2*x^2+5252*a*b^2*c*g*p^3*r^2*x+10880*a*b^2 *c^2*g^2*p*r^2*x+7200*a*b^2*c^2*g^2*q*r^2*x+18376*a*b^2*c^2*g*p^2*r^2*x+16628*a *b^2*c^2*g*p*r^3*x+125340*a*b^2*c^2*g*p*r^2*x^2+8064*a*b^2*c^2*g*q^2*r^2*x+9332 *a*b^2*c^2*g*q*r^3*x+115976*a*b^2*c^2*g*q*r^2*x^2+20688*a*b^2*c^2*p^2*q*r^2*x+ 14120*a*b^2*c^2*p*q^2*r^2*x+15376*a*b^2*c^2*p*q*r^3*x+135092*a*b^2*c^2*p*q*r^2* x^2+1432*a*b^3*g*p^2*q*r^2*x+852*a*b^3*g*p*q^2*r^2*x+1052*a*b^3*g*p*q*r^3*x+ 15208*a*b^3*g*p*q*r^2*x^2+26832*a*b^2*c^3*g*p*r^2*x+18144*a*b^2*c^3*g*q*r^2*x+ 29984*a*b^2*c^3*p*q*r^2*x+672*a*b^3*g^2*p*q*r^2*x+1864*a*b^3*c*g^2*p*r^2*x+1160 *a*b^3*c*g^2*q*r^2*x+4144*a*b^3*c*g*p^2*r^2*x+3744*a*b^3*c*g*p*r^3*x+42356*a*b^ 3*c*g*p*r^2*x^2+1336*a*b^3*c*g*q^2*r^2*x+1576*a*b^3*c*g*q*r^3*x+34748*a*b^3*c*g *q*r^2*x^2+4808*a*b^3*c*p^2*q*r^2*x+2840*a*b^3*c*p*q^2*r^2*x+3120*a*b^3*c*p*q*r ^3*x+43560*a*b^3*c*p*q*r^2*x^2+8288*a*b^3*c^2*g*p*r^2*x+4992*a*b^3*c^2*g*q*r^2* x+9728*a*b^3*c^2*p*q*r^2*x+328*a*b^4*g*p*q*r^2*x+960*a*b^4*c*g*p*r^2*x+528*a*b^ 4*c*g*q*r^2*x+1296*a*b^4*c*p*q*r^2*x+1600*a*b^2*c*p^4*r^2*x+3030*a*b^2*c*p^3*r^ 3*x+13664*a*b^2*c*p^3*r^2*x^2+1626*a*b^2*c*p^2*r^4*x+176*a*b^2*c*p*r^5*x+200*a* b^2*c*q^4*r^2*x+222*a*b^2*c*q^3*r^3*x+9578*a*b^2*c*q^3*r^2*x^2-54*a*b^2*c*q^2*r ^4*x-92*a*b^2*c*q*r^5*x+11196*a*b^2*c^2*p^2*r^3*x+64216*a*b^2*c^2*p^2*r^2*x^2+ 3568*a*b^2*c^2*p*r^4*x+2256*a*b^2*c^2*q^3*r^2*x+3236*a*b^2*c^2*q^2*r^3*x+54268* a*b^2*c^2*q^2*r^2*x^2+1216*a*b^2*c^2*q*r^4*x+19632*a*b^2*c^3*p^2*r^2*x+16960*a* b^2*c^3*p*r^3*x+121688*a*b^2*c^3*p*r^2*x^2+8992*a*b^2*c^3*q^2*r^2*x+9824*a*b^2* c^3*q*r^3*x+114072*a*b^2*c^3*q*r^2*x^2+8200*a*b^2*c^2*p^3*r^2*x-4*a*b^3*g*q*r^4 *x+1034*a*b^3*g*q*r^3*x^2+748*a*b^3*p^3*q*r^2*x+748*a*b^3*p^2*q^2*r^2*x+822*a*b ^3*p^2*q*r^3*x+8566*a*b^3*p^2*q*r^2*x^2+228*a*b^3*p*q^3*r^2*x+306*a*b^3*p*q^2*r ^3*x+6910*a*b^3*p*q^2*r^2*x^2+88*a*b^3*p*q*r^4*x+22176*a*b^2*c^4*p*r^2*x+15296* a*b^2*c^4*q*r^2*x+76*a*b^3*g^3*p*r^2*x+76*a*b^3*g^3*q*r^2*x+512*a*b^3*g^2*p^2*r ^2*x+560*a*b^3*g^2*p*r^3*x+7072*a*b^3*g^2*p*r^2*x^2+160*a*b^3*g^2*q^2*r^2*x+208 *a*b^3*g^2*q*r^3*x+5552*a*b^3*g^2*q*r^2*x^2+656*a*b^3*g*p^3*r^2*x+924*a*b^3*g*p ^2*r^3*x+8086*a*b^3*g*p^2*r^2*x^2+256*a*b^3*g*p*r^4*x+2102*a*b^3*g*p*r^3*x^2+76 *a*b^3*g*q^3*r^2*x+84*a*b^3*g*q^2*r^3*x+4642*a*b^3*g*q^2*r^2*x^2+704*a*b^3*c*p* r^4*x+304*a*b^3*c*q^3*r^2*x+308*a*b^3*c*q^2*r^3*x+14776*a*b^3*c*q^2*r^2*x^2-16* a*b^3*c*q*r^4*x+7136*a*b^3*c^2*p^2*r^2*x+5808*a*b^3*c^2*p*r^3*x+61352*a*b^3*c^2 *p*r^2*x^2+2416*a*b^3*c^2*q^2*r^2*x+2560*a*b^3*c^2*q*r^3*x+52216*a*b^3*c^2*q*r^ 2*x^2+2144*a*b^3*c*p^3*r^2*x+2788*a*b^3*c*p^2*r^3*x+22736*a*b^3*c*p^2*r^2*x^2+ 56*a*b^4*g^2*p*r^2*x+56*a*b^4*g^2*q*r^2*x+272*a*b^4*g*p^2*r^2*x+276*a*b^4*g*p*r ^3*x+5120*a*b^4*g*p*r^2*x^2+56*a*b^4*g*q^2*r^2*x+60*a*b^4*g*q*r^3*x+3440*a*b^4* g*q*r^2*x^2+352*a*b^4*p^2*q*r^2*x+168*a*b^4*p*q^2*r^2*x+184*a*b^4*p*q*r^3*x+ 4896*a*b^4*p*q*r^2*x^2+10016*a*b^3*c^3*p*r^2*x+6112*a*b^3*c^3*q*r^2*x+64*a*b^5* c*q*r^2*x+16*a*b^5*g*q*r^2*x+48*a*b^5*p*q*r^2*x+2112*a*b^4*c^2*p*r^2*x+1088*a*b ^4*c^2*q*r^2*x+1104*a*b^4*c*p^2*r^2*x+856*a*b^4*c*p*r^3*x+14944*a*b^4*c*p*r^2*x ^2+224*a*b^4*c*q^2*r^2*x+200*a*b^4*c*q*r^3*x+10768*a*b^4*c*q*r^2*x^2+182*a^2*g^ 4*p*q*r^2*x+614*a^2*g^3*p^2*q*r^2*x+592*a^2*g^3*p*q^2*r^2*x+676*a^2*g^3*p*q*r^3 *x+3348*a^2*g^3*p*q*r^2*x^2+772*a^2*g^2*p^3*q*r^2*x+1296*a^2*g^2*p^2*q^2*r^2*x+ 1248*a^2*g^2*p^2*q*r^3*x+4948*a^2*g^2*p^2*q*r^2*x^2+738*a^2*g^2*p*q^3*r^2*x+ 1220*a^2*g^2*p*q^2*r^3*x+6271*a^2*g^2*p*q^2*r^2*x^2+526*a^2*g^2*p*q*r^4*x+406*a ^2*g*p^4*q*r^2*x+1062*a^2*g*p^3*q^2*r^2*x+875*a^2*g*p^3*q*r^3*x+2604*a^2*g*p^3* q*r^2*x^2+1008*a^2*g*p^2*q^3*r^2*x+1543*a^2*g*p^2*q^2*r^3*x+6198*a^2*g*p^2*q^2* r^2*x^2+591*a^2*g*p^2*q*r^4*x+374*a^2*g*p*q^4*r^2*x+805*a^2*g*p*q^3*r^3*x+4320* a^2*g*p*q^3*r^2*x^2+560*a^2*g*p*q^2*r^4*x+126*a^2*g*p*q*r^5*x+230*a^2*c*g*p*r^5 *x+730*a^2*c*g*q^4*r^2*x+1577*a^2*c*g*q^3*r^3*x+10518*a^2*c*g*q^3*r^2*x^2+1107* a^2*c*g*q^2*r^4*x+258*a^2*c*g*q*r^5*x+1336*a^2*c*p^4*q*r^2*x+3172*a^2*c*p^3*q^2 *r^2*x+2774*a^2*c*p^3*q*r^3*x+7842*a^2*c*p^3*q*r^2*x^2+2908*a^2*c*p^2*q^3*r^2*x +4452*a^2*c*p^2*q^2*r^3*x+16740*a^2*c*p^2*q^2*r^2*x^2+1804*a^2*c*p^2*q*r^4*x+ 1074*a^2*c*p*q^4*r^2*x+2266*a^2*c*p*q^3*r^3*x+11534*a^2*c*p*q^3*r^2*x^2+1574*a^ 2*c*p*q^2*r^4*x+372*a^2*c*p*q*r^5*x+452*a^2*c*g^4*p*r^2*x+416*a^2*c*g^4*q*r^2*x +1500*a^2*c*g^3*p^2*r^2*x+1740*a^2*c*g^3*p*r^3*x+7253*a^2*c*g^3*p*r^2*x^2+1276* a^2*c*g^3*q^2*r^2*x+1548*a^2*c*g^3*q*r^3*x+8873*a^2*c*g^3*q*r^2*x^2+1726*a^2*c* g^2*p^3*r^2*x+2872*a^2*c*g^2*p^2*r^3*x+9881*a^2*c*g^2*p^2*r^2*x^2+1274*a^2*c*g^ 2*p*r^4*x+1506*a^2*c*g^2*q^3*r^2*x+2572*a^2*c*g^2*q^2*r^3*x+15730*a^2*c*g^2*q^2 *r^2*x^2+1206*a^2*c*g^2*q*r^4*x+760*a^2*c*g*p^4*r^2*x+1651*a^2*c*g*p^3*r^3*x+ 4189*a^2*c*g*p^3*r^2*x^2+1117*a^2*c*g*p^2*r^4*x+228*a*b^3*p^4*r^2*x+414*a*b^3*p ^3*r^3*x+2586*a*b^3*p^3*r^2*x^2+190*a*b^3*p^2*r^4*x-38*a*b^3*q^3*r^3*x+930*a*b^ 3*q^3*r^2*x^2-70*a*b^3*q^2*r^4*x-36*a*b^3*q*r^5*x+184*a*b^4*p^3*r^2*x+228*a*b^4 *p^2*r^3*x+2972*a*b^4*p^2*r^2*x^2+32*a*b^4*p*r^4*x+788*a*b^4*p*r^3*x^2-28*a*b^4 *q^2*r^3*x+1124*a*b^4*q^2*r^2*x^2-40*a*b^4*q*r^4*x+164*a*b^4*q*r^3*x^2+36*a^2*g *p^3*r^4*x+10*a^2*g*p^2*r^5*x+38*a^2*g*q^5*r^2*x+95*a^2*g*q^4*r^3*x+792*a^2*g*q ^4*r^2*x^2+83*a^2*g*q^3*r^4*x+30*a^2*g*q^2*r^5*x+4*a^2*g*q*r^6*x+82*a^2*p^5*q*r ^2*x+296*a^2*p^4*q^2*r^2*x+221*a^2*p^4*q*r^3*x+468*a^2*p^4*q*r^2*x^2+400*a^2*p^ 3*q^3*r^2*x+580*a^2*p^3*q^2*r^3*x+1764*a^2*p^3*q^2*r^2*x^2+206*a^2*p^3*q*r^4*x+ 244*a^2*p^2*q^4*r^2*x+506*a^2*p^2*q^3*r^3*x+2074*a^2*p^2*q^3*r^2*x^2+342*a^2*p^ 2*q^2*r^4*x+75*a^2*p^2*q*r^5*x+62*a^2*p*q^5*r^2*x+156*a^2*p*q^4*r^3*x+933*a^2*p *q^4*r^2*x^2+142*a^2*p*q^3*r^4*x+56*a^2*p*q^2*r^5*x+8*a^2*p*q*r^6*x+1320*a*b^5* p*r^2*x^2-8*a*b^5*q*r^3*x+680*a*b^5*q*r^2*x^2+668*a^2*g^4*q*r^2*x^2+168*a^2*g^3 *p^3*r^2*x+286*a^2*g^3*p^2*r^3*x+924*a^2*g^3*p^2*r^2*x^2+128*a^2*g^3*p*r^4*x+ 167*a^2*g^3*p*r^3*x^2+146*a^2*g^3*q^3*r^2*x+258*a^2*g^3*q^2*r^3*x+1704*a^2*g^3* q^2*r^2*x^2+122*a^2*g^3*q*r^4*x+365*a^2*g^3*q*r^3*x^2+100*a^2*g^2*p^4*r^2*x+218 *a^2*g^2*p^3*r^3*x+471*a^2*g^2*p^3*r^2*x^2+146*a^2*g^2*p^2*r^4*x+28*a^2*g^2*p*r ^5*x+114*a^2*g^2*q^4*r^2*x+252*a^2*g^2*q^3*r^3*x+1794*a^2*g^2*q^3*r^2*x^2+178*a ^2*g^2*q^2*r^4*x+40*a^2*g^2*q*r^5*x+16*a^2*g*p^5*r^2*x+42*a^2*g*p^4*r^3*x-66*a^ 2*g*p^4*r^2*x^2+16*a^2*g^5*p*r^2*x+100*a^2*g^4*p^2*r^2*x+126*a^2*g^4*p*r^3*x+ 508*a^2*g^4*p*r^2*x^2+82*a^2*g^4*q^2*r^2*x+108*a^2*g^4*q*r^3*x+95*a^2*c*p^2*r^5 *x+8*a^2*c*p*r^6*x+116*a^2*c*q^5*r^2*x+283*a^2*c*q^4*r^3*x+2241*a^2*c*q^4*r^2*x ^2+244*a^2*c*q^3*r^4*x+89*a^2*c*q^2*r^5*x+12*a^2*c*q*r^6*x+114*a^2*c*p^5*r^2*x+ 305*a^2*c*p^4*r^3*x+395*a^2*c*p^4*r^2*x^2+278*a^2*c*p^3*r^4*x+1348*a^2*c^2*p^4* r^2*x+2874*a^2*c^2*p^3*r^3*x+7410*a^2*c^2*p^3*r^2*x^2+1930*a^2*c^2*p^2*r^4*x+ 412*a^2*c^2*p*r^5*x+1096*a^2*c^2*q^4*r^2*x+2322*a^2*c^2*q^3*r^3*x+14776*a^2*c^2 *q^3*r^2*x^2+1622*a^2*c^2*q^2*r^4*x+392*a^2*c^2*q*r^5*x+7952*a^2*c^3*q^2*r^3*x+ 43892*a^2*c^3*q^2*r^2*x^2+3736*a^2*c^3*q*r^4*x+53864*a^2*c^4*p*r^2*x^2+11056*a^ 2*c^4*q^2*r^2*x+12272*a^2*c^4*q*r^3*x+60784*a^2*c^4*q*r^2*x^2+6112*a^2*c^3*p^3* r^2*x+9656*a^2*c^3*p^2*r^3*x+31844*a^2*c^3*p^2*r^2*x^2+4184*a^2*c^3*p*r^4*x+ 4840*a^2*c^3*q^3*r^2*x+8*a^2*b*p*r^6*x+32*a^2*b*q^5*r^2*x+65*a^2*b*q^4*r^3*x+ 927*a^2*b*q^4*r^2*x^2+38*a^2*b*q^3*r^4*x+5*a^2*b*q^2*r^5*x+14176*a^2*c^5*p*r^2* x+12704*a^2*c^5*q*r^2*x+13376*a^2*c^4*p^2*r^2*x+13792*a^2*c^4*p*r^3*x+82*a^2*b* p^5*r^2*x+221*a^2*b*p^4*r^3*x+409*a^2*b*p^4*r^2*x^2+206*a^2*b*p^3*r^4*x+75*a^2* b*p^2*r^5*x+6700*a^2*c^2*p*q^3*r^2*x+10702*a^2*c^2*p*q^2*r^3*x+48842*a^2*c^2*p* q^2*r^2*x^2+4752*a^2*c^2*p*q*r^4*x+3820*a^2*c^2*g^3*p*r^2*x+3460*a^2*c^2*g^3*q* r^2*x+7916*a^2*c^2*g^2*p^2*r^2*x+8652*a^2*c^2*g^2*p*r^3*x+35762*a^2*c^2*g^2*p*r ^2*x^2+6732*a^2*c^2*g^2*q^2*r^2*x+7780*a^2*c^2*g^2*q*r^3*x+41948*a^2*c^2*g^2*q* r^2*x^2+5772*a^2*c^2*g*p^3*r^2*x+9326*a^2*c^2*g*p^2*r^3*x+31790*a^2*c^2*g*p^2*r ^2*x^2+4084*a^2*c^2*g*p*r^4*x+4820*a^2*c^2*g*q^3*r^2*x+8042*a^2*c^2*g*q^2*r^3*x +46392*a^2*c^2*g*q^2*r^2*x^2+3768*a^2*c^2*g*q*r^4*x+7852*a^2*c^2*p^3*q*r^2*x+ 12108*a^2*c^2*p^2*q^2*r^2*x+11822*a^2*c^2*p^2*q*r^3*x+41476*a^2*c^2*p^2*q*r^2*x ^2+12536*a^2*c^3*g^2*q*r^2*x+17320*a^2*c^3*g*p^2*r^2*x+18248*a^2*c^3*g*p*r^3*x+ 73508*a^2*c^3*g*p*r^2*x^2+14544*a^2*c^3*g*q^2*r^2*x+16368*a^2*c^3*g*q*r^3*x+ 84140*a^2*c^3*g*q*r^2*x^2+21232*a^2*c^3*p^2*q*r^2*x+19448*a^2*c^3*p*q^2*r^2*x+ 20496*a^2*c^3*p*q*r^3*x+85976*a^2*c^3*p*q*r^2*x^2+13912*a^2*c^3*g^2*p*r^2*x+830 *a^2*b*p^2*q*r^4*x+390*a^2*b*p*q^4*r^2*x+816*a^2*b*p*q^3*r^3*x+5674*a^2*b*p*q^3 *r^2*x^2+566*a^2*b*p*q^2*r^4*x+144*a^2*b*p*q*r^5*x+22992*a^2*c^4*g*p*r^2*x+ 20656*a^2*c^4*g*q*r^2*x+26784*a^2*c^4*p*q*r^2*x+618*a^2*b*g^2*p*r^4*x+1314*a^2* b*g^2*p*r^3*x^2+506*a^2*b*g^2*q^3*r^2*x+900*a^2*b*g^2*q^2*r^3*x+7542*a^2*b*g^2* q^2*r^2*x^2+442*a^2*b*g^2*q*r^4*x+1809*a^2*b*g^2*q*r^3*x^2+452*a^2*b*g*p^4*r^2* x+983*a^2*b*g*p^3*r^3*x+2939*a^2*b*g*p^3*r^2*x^2+669*a^2*b*g*p^2*r^4*x+142*a^2* b*g*p*r^5*x+234*a^2*b*g*q^4*r^2*x+495*a^2*b*g*q^3*r^3*x+4784*a^2*b*g*q^3*r^2*x^ 2+335*a^2*b*g*q^2*r^4*x+78*a^2*b*g*q*r^5*x+660*a^2*b*p^4*q*r^2*x+1400*a^2*b*p^3 *q^2*r^2*x+1344*a^2*b*p^3*q*r^3*x+4638*a^2*b*p^3*q*r^2*x^2+1180*a^2*b*p^2*q^3*r ^2*x+1874*a^2*b*p^2*q^2*r^3*x+8976*a^2*b*p^2*q^2*r^2*x^2+108*a^2*b*g^4*p*r^2*x+ 108*a^2*b*g^4*q*r^2*x+576*a^2*b*g^3*p^2*r^2*x+720*a^2*b*g^3*p*r^3*x+3885*a^2*b* g^3*p*r^2*x^2+412*a^2*b*g^3*q^2*r^2*x+556*a^2*b*g^3*q*r^3*x+4385*a^2*b*g^3*q*r^ 2*x^2+838*a^2*b*g^2*p^3*r^2*x+1408*a^2*b*g^2*p^2*r^3*x+5783*a^2*b*g^2*p^2*r^2*x ^2+1496*a^2*b*c*p^4*r^2*x+3174*a^2*b*c*p^3*r^3*x+9578*a^2*b*c*p^3*r^2*x^2+2106* a^2*b*c*p^2*r^4*x+436*a^2*b*c*p*r^5*x+732*a^2*b*c*q^4*r^2*x+1494*a^2*b*c*q^3*r^ 3*x+13664*a^2*b*c*q^3*r^2*x^2+990*a^2*b*c*q^2*r^4*x+232*a^2*b*c*q*r^5*x+54268*a ^2*b*c^2*p^2*r^2*x^2+5864*a^2*b*c^2*p*r^4*x+5304*a^2*b*c^2*q^3*r^2*x+8764*a^2*b *c^2*q^2*r^3*x+64216*a^2*b*c^2*q^2*r^2*x^2+4184*a^2*b*c^2*q*r^4*x+114072*a^2*b* c^3*p*r^2*x^2+16992*a^2*b*c^3*q^2*r^2*x+19392*a^2*b*c^3*q*r^3*x+121688*a^2*b*c^ 3*q*r^2*x^2+8984*a^2*b*c^2*p^3*r^2*x+14028*a^2*b*c^2*p^2*r^3*x+1508*a^2*b^2*p*q ^2*r^3*x+12384*a^2*b^2*p*q^2*r^2*x^2+720*a^2*b^2*p*q*r^4*x+30144*a^2*b*c^4*p*r^ 2*x+25184*a^2*b*c^4*q*r^2*x+24176*a^2*b*c^3*p^2*r^2*x+24480*a^2*b*c^3*p*r^3*x+ 3040*a^2*c*g^3*p*q*r^2*x+6494*a^2*c*g^2*p^2*q*r^2*x+6150*a^2*c*g^2*p*q^2*r^2*x+ 6668*a^2*c*g^2*p*q*r^3*x+30965*a^2*c*g^2*p*q*r^2*x^2+5082*a^2*c*g*p^3*q*r^2*x+ 8166*a^2*c*g*p^2*q^2*r^2*x+7875*a^2*c*g*p^2*q*r^3*x+29260*a^2*c*g*p^2*q*r^2*x^2 +4574*a^2*c*g*p*q^3*r^2*x+7393*a^2*c*g*p*q^2*r^3*x+35589*a^2*c*g*p*q^2*r^2*x^2+ 3228*a^2*c*g*p*q*r^4*x+16288*a^2*c^2*g^2*p*q*r^2*x+20992*a^2*c^2*g*p^2*q*r^2*x+ 19536*a^2*c^2*g*p*q^2*r^2*x+20732*a^2*c^2*g*p*q*r^3*x+91130*a^2*c^2*g*p*q*r^2*x ^2+35264*a^2*c^3*g*p*q*r^2*x+2254*a^2*b*g^2*p*q^2*r^2*x+2712*a^2*b*g^2*p*q*r^3* x+16175*a^2*b*g^2*p*q*r^2*x^2+2314*a^2*b*g*p^3*q*r^2*x+3350*a^2*b*g*p^2*q^2*r^2 *x+3557*a^2*b*g*p^2*q*r^3*x+16404*a^2*b*g*p^2*q*r^2*x^2+1722*a^2*b*g*p*q^3*r^2* x+2913*a^2*b*g*p*q^2*r^3*x+18249*a^2*b*g*p*q^2*r^2*x^2+1376*a^2*b*g*p*q*r^4*x+ 988*a^2*b*g^3*p*q*r^2*x+2586*a^2*b*g^2*p^2*q*r^2*x+2800*a^2*b*c*g*q*r^4*x+7268* a^2*b*c*p^3*q*r^2*x+10228*a^2*b*c*p^2*q^2*r^2*x+10666*a^2*b*c*p^2*q*r^3*x+45912 *a^2*b*c*p^2*q*r^2*x^2+5188*a^2*b*c*p*q^3*r^2*x+8482*a^2*b*c*p*q^2*r^3*x+49998* a^2*b*c*p*q^2*r^2*x^2+3968*a^2*b*c*p*q*r^4*x+2484*a^2*b*c*g^3*p*r^2*x+2156*a^2* b*c*g^3*q*r^2*x+6540*a^2*b*c*g^2*p^2*r^2*x+7364*a^2*b*c*g^2*p*r^3*x+37642*a^2*b *c*g^2*p*r^2*x^2+4668*a^2*b*c*g^2*q^2*r^2*x+5804*a^2*b*c*g^2*q*r^3*x+41420*a^2* b*c*g^2*q*r^2*x^2+5608*a^2*b*c*g*p^3*r^2*x+9066*a^2*b*c*g*p^2*r^3*x+36396*a^2*b *c*g*p^2*r^2*x^2+3884*a^2*b*c*g*p*r^4*x+3392*a^2*b*c*g*q^3*r^2*x+5790*a^2*b*c*g *q^2*r^3*x+44888*a^2*b*c*g*q^2*r^2*x^2+27840*a^2*b*c^2*p^2*q*r^2*x+23536*a^2*b* c^2*p*q^2*r^2*x+25952*a^2*b*c^2*p*q*r^3*x+135092*a^2*b*c^2*p*q*r^2*x^2+15528*a^ 2*b*c^2*g^2*p*r^2*x+13112*a^2*b*c^2*g^2*q*r^2*x+22600*a^2*b*c^2*g*p^2*r^2*x+ 23828*a^2*b*c^2*g*p*r^3*x+115976*a^2*b*c^2*g*p*r^2*x^2+16040*a^2*b*c^2*g*q^2*r^ 2*x+18916*a^2*b*c^2*g*q*r^3*x+125340*a^2*b*c^2*g*q*r^2*x^2+37056*a^2*b*c^3*g*p* r^2*x+31056*a^2*b*c^3*g*q*r^2*x+44512*a^2*b*c^3*p*q*r^2*x+1880*a^2*b^2*g^2*p*q* r^2*x+3328*a^2*b^2*g*p^2*q*r^2*x+2636*a^2*b^2*g*p*q^2*r^2*x+3264*a^2*b^2*g*p*q* r^3*x+24420*a^2*b^2*g*p*q*r^2*x^2+276*a^2*b^2*g^3*p*r^2*x+276*a^2*b^2*g^3*q*r^2 *x+1160*a^2*b^2*g^2*p^2*r^2*x+1424*a^2*b^2*g^2*p*r^3*x+10056*a^2*b^2*g^2*p*r^2* x^2+720*a^2*b^2*g^2*q^2*r^2*x+984*a^2*b^2*g^2*q*r^3*x+10056*a^2*b^2*g^2*q*r^2*x ^2+1216*a^2*b^2*g*p^3*r^2*x+1984*a^2*b^2*g*p^2*r^3*x+10350*a^2*b^2*g*p^2*r^2*x^ 2+816*a^2*b^2*g*p*r^4*x+2694*a^2*b^2*g*p*r^3*x^2+524*a^2*b^2*g*q^3*r^2*x+908*a^ 2*b^2*g*q^2*r^3*x+10350*a^2*b^2*g*q^2*r^2*x^2+432*a^2*b^2*g*q*r^4*x+2694*a^2*b^ 2*g*q*r^3*x^2+1528*a^2*b^2*p^3*q*r^2*x+1968*a^2*b^2*p^2*q^2*r^2*x+2188*a^2*b^2* p^2*q*r^3*x+12384*a^2*b^2*p^2*q*r^2*x^2+904*a^2*b^2*p*q^3*r^2*x+3952*a^2*b^2*c* p^3*r^2*x+6112*a^2*b^2*c*p^2*r^3*x+29940*a^2*b^2*c*p^2*r^2*x^2+2408*a^2*b^2*c*p *r^4*x+1704*a^2*b^2*c*q^3*r^2*x+2792*a^2*b^2*c*q^2*r^3*x+29940*a^2*b^2*c*q^2*r^ 2*x^2+1288*a^2*b^2*c*q*r^4*x+14768*a^2*b^2*c^2*p^2*r^2*x+14800*a^2*b^2*c^2*p*r^ 3*x+88824*a^2*b^2*c^2*p*r^2*x^2+8768*a^2*b^2*c^2*q^2*r^2*x+10320*a^2*b^2*c^2*q* r^3*x+88824*a^2*b^2*c^2*q*r^2*x^2+328*a^2*b^3*g^2*p*r^2*x+328*a^2*b^3*g^2*q*r^2 *x+960*a^2*b^3*g*p^2*r^2*x+1140*a^2*b^3*g*p*r^3*x+10580*a^2*b^3*g*p*r^2*x^2+504 *a^2*b^3*g*q^2*r^2*x+684*a^2*b^3*g*q*r^3*x+9460*a^2*b^3*g*q*r^2*x^2+1304*a^2*b^ 3*p^2*q*r^2*x+928*a^2*b^3*p*q^2*r^2*x+1152*a^2*b^3*p*q*r^3*x+11448*a^2*b^3*p*q* r^2*x^2+23040*a^2*b^2*c^3*p*r^2*x+17920*a^2*b^2*c^3*q*r^2*x+3648*a^2*b^3*c*p*r^ 3*x+30560*a^2*b^3*c*p*r^2*x^2+1760*a^2*b^3*c*q^2*r^2*x+2160*a^2*b^3*c*q*r^3*x+ 27776*a^2*b^3*c*q*r^2*x^2+736*a^2*b^4*c*q*r^2*x+176*a^2*b^4*g*p*r^2*x+176*a^2*b ^4*g*q*r^2*x+384*a^2*b^4*p*q*r^2*x+7744*a^2*b^3*c^2*p*r^2*x+5600*a^2*b^3*c^2*q* r^2*x+3584*a^2*b^3*c*p^2*r^2*x+404*a^3*g^3*p*q*r^2*x+890*a^3*g^2*p^2*q*r^2*x+ 996*a^3*g^2*p*q^2*r^2*x+1072*a^3*g^2*p*q*r^3*x+4765*a^3*g^2*p*q*r^2*x^2+680*a^3 *g*p^3*q*r^2*x+1318*a^3*g*p^2*q^2*r^2*x+1180*a^3*g*p^2*q*r^3*x+4056*a^3*g*p^2*q *r^2*x^2+848*a^3*g*p*q^3*r^2*x+1376*a^3*g*p*q^2*r^3*x+5901*a^3*g*p*q^2*r^2*x^2+ 564*a^3*g*p*q*r^4*x+1056*a^2*b^4*c*p*r^2*x+3260*a^3*c*g*q^2*r^3*x+16162*a^3*c*g *q^2*r^2*x^2+1512*a^3*c*g*q*r^4*x+2340*a^3*c*p^3*q*r^2*x+4144*a^3*c*p^2*q^2*r^2 *x+3854*a^3*c*p^2*q*r^3*x+12218*a^3*c*p^2*q*r^2*x^2+2556*a^3*c*p*q^3*r^2*x+4110 *a^3*c*p*q^2*r^3*x+16304*a^3*c*p*q^2*r^2*x^2+1760*a^3*c*p*q*r^4*x+972*a^3*c*g^3 *p*r^2*x+1020*a^3*c*g^3*q*r^2*x+2072*a^3*c*g^2*p^2*r^2*x+2576*a^3*c*g^2*p*r^3*x +10296*a^3*c*g^2*p*r^2*x^2+2380*a^3*c*g^2*q^2*r^2*x+2824*a^3*c*g^2*q*r^3*x+ 14074*a^3*c*g^2*q*r^2*x^2+1388*a^3*c*g*p^3*r^2*x+2436*a^3*c*g*p^2*r^3*x+7670*a^ 3*c*g*p^2*r^2*x^2+1180*a^3*c*g*p*r^4*x+1912*a^3*c*g*q^3*r^2*x+5896*a^3*c^2*g^2* p*r^2*x+6088*a^3*c^2*g^2*q*r^2*x+7328*a^3*c^2*g*p^2*r^2*x+8556*a^3*c^2*g*p*r^3* x+32716*a^3*c^2*g*p*r^2*x^2+7992*a^3*c^2*g*q^2*r^2*x+9100*a^3*c^2*g*q*r^3*x+ 42080*a^3*c^2*g*q*r^2*x^2+10240*a^3*c^2*p^2*q*r^2*x+10464*a^3*c^2*p*q^2*r^2*x+ 10880*a^3*c^2*p*q*r^3*x+41012*a^3*c^2*p*q*r^2*x^2+14048*a^3*c^3*g*p*r^2*x+14160 *a^3*c^3*g*q*r^2*x+18208*a^3*c^3*p*q*r^2*x+704*a^3*b*g*q^3*r^2*x+1268*a^3*b*g*q ^2*r^3*x+8086*a^3*b*g*q^2*r^2*x^2+632*a^3*b*g*q*r^4*x+2102*a^3*b*g*q*r^3*x^2+ 1084*a^3*b*p^3*q*r^2*x+1748*a^3*b*p^2*q^2*r^2*x+1794*a^3*b*p^2*q*r^3*x+6910*a^3 *b*p^2*q*r^2*x^2+1012*a^3*b*p*q^3*r^2*x+1710*a^3*b*p*q^2*r^3*x+8566*a^3*b*p*q^2 *r^2*x^2+800*a^3*b*p*q*r^4*x+276*a^3*b*g^3*p*r^2*x+276*a^3*b*g^3*q*r^2*x+872*a^ 3*b*g^2*p^2*r^2*x+1152*a^3*b*g^2*p*r^3*x+5552*a^3*b*g^2*p*r^2*x^2+824*a^3*b*g^2 *q^2*r^2*x+1104*a^3*b*g^2*q*r^3*x+7072*a^3*b*g^2*q*r^2*x^2+732*a^3*b*g*p^3*r^2* x+1300*a^3*b*g*p^2*r^3*x+4642*a^3*b*g*p^2*r^2*x^2+636*a^3*b*g*p*r^4*x+1034*a^3* b*g*p*r^3*x^2+14*b^2*p^6*r^2*x+39*b^2*p^5*r^3*x+114*b^2*p^5*r^2*x^2+36*b^2*p^4* r^4*x+11*b^2*p^3*r^5*x-41*b^2*q^5*r^2*x^2+36*b^3*p^5*r^2*x+74*b^3*p^4*r^3*x+430 *b^3*p^4*r^2*x^2+38*b^3*p^3*r^4*x-4*b^3*p^2*r^5*x-4*b^3*p*r^6*x-88*b^3*q^4*r^2* x^2+52*b^4*p^3*r^3*x+724*b^4*p^3*r^2*x^2-12*b^4*p*r^5*x-104*b^4*q^3*r^2*x^2-a*q ^6*r^3*x+8*a*q^6*r^2*x^2-3*a*q^5*r^4*x-3*a*q^4*r^5*x-a*q^3*r^6*x+552*b^5*p^2*r^ 2*x^2+120*b^5*p*r^3*x^2-64*b^5*q^2*r^2*x^2-88*b^5*q*r^3*x^2+40*b^4*p^4*r^2*x-10 *a*p^6*r^2*x^2-41*a^2*p^5*r^2*x^2+4*a^2*q^6*r^2*x+9*a^2*q^5*r^3*x+114*a^2*q^5*r ^2*x^2+6*a^2*q^4*r^4*x+a^2*q^3*r^5*x-88*a^3*p^4*r^2*x^2+28*a^3*q^5*r^2*x+74*a^3 *q^4*r^3*x+430*a^3*q^4*r^2*x^2+70*a^3*q^3*r^4*x+28*a^3*q^2*r^5*x+4*a^3*q*r^6*x-\ 104*a^4*p^3*r^2*x^2+72*a^4*q^4*r^2*x+164*a^4*q^3*r^3*x+724*a^4*q^3*r^2*x^2+120* a^4*q^2*r^4*x+28*a^4*q*r^5*x+364*a^2*b^2*p^4*r^2*x+764*a^2*b^2*p^3*r^3*x+2896*a ^2*b^2*p^3*r^2*x^2+488*a^2*b^2*p^2*r^4*x+88*a^2*b^2*p*r^5*x+100*a^2*b^2*q^4*r^2 *x+180*a^2*b^2*q^3*r^3*x+2896*a^2*b^2*q^3*r^2*x^2+88*a^2*b^2*q^2*r^4*x+8*a^2*b^ 2*q*r^5*x+296*a^2*b^3*p*r^4*x+1556*a^2*b^3*p*r^3*x^2+152*a^2*b^3*q^3*r^2*x+236* a^2*b^3*q^2*r^3*x+4308*a^2*b^3*q^2*r^2*x^2+88*a^2*b^3*q*r^4*x+1140*a^2*b^3*q*r^ 3*x^2+272*a^2*b^4*p^2*r^2*x+304*a^2*b^4*p*r^3*x+3824*a^2*b^4*p*r^2*x^2+112*a^2* b^4*q^2*r^2*x+144*a^2*b^4*q*r^3*x+3024*a^2*b^4*q*r^2*x^2+528*a^2*b^3*p^3*r^2*x+ 820*a^2*b^3*p^2*r^3*x+5540*a^2*b^3*p^2*r^2*x^2+164*a^3*g^2*p*r^4*x+169*a^3*g^2* p*r^3*x^2+296*a^3*g^2*q^3*r^2*x+520*a^3*g^2*q^2*r^3*x+2787*a^3*g^2*q^2*r^2*x^2+ 240*a^3*g^2*q*r^4*x+664*a^3*g^2*q*r^3*x^2+50*a^3*g*p^4*r^2*x+112*a^3*g*p^3*r^3* x+99*a^3*g*p^3*r^2*x^2+78*a^3*g*p^2*r^4*x+16*a^3*g*p*r^5*x+160*a^3*g*q^4*r^2*x+ 360*a^3*g*q^3*r^3*x+1944*a^3*g*q^3*r^2*x^2+260*a^3*g*q^2*r^4*x+60*a^3*g*q*r^5*x +176*a^3*p^4*q*r^2*x+516*a^3*p^3*q^2*r^2*x+402*a^3*p^3*q*r^3*x+994*a^3*p^3*q*r^ 2*x^2+532*a^3*p^2*q^3*r^2*x+806*a^3*p^2*q^2*r^3*x+2682*a^3*p^2*q^2*r^2*x^2+298* a^3*p^2*q*r^4*x+220*a^3*p*q^4*r^2*x+478*a^3*p*q^3*r^3*x+2030*a^3*p*q^3*r^2*x^2+ 336*a^3*p*q^2*r^4*x+76*a^3*p*q*r^5*x+32*a^2*b^5*q*r^2*x+50*a^3*g^4*p*r^2*x+190* a^3*g^3*p^2*r^2*x+252*a^3*g^3*p*r^3*x+1007*a^3*g^3*p*r^2*x^2+214*a^3*g^3*q^2*r^ 2*x+276*a^3*g^3*q*r^3*x+1507*a^3*g^3*q*r^2*x^2+190*a^3*g^2*p^3*r^2*x+338*a^3*g^ 2*p^2*r^3*x+1028*a^3*g^2*p^2*r^2*x^2+108*a^3*c*p*r^5*x+476*a^3*c*q^4*r^2*x+1050 *a^3*c*q^3*r^3*x+5342*a^3*c*q^3*r^2*x^2+758*a^3*c*q^2*r^4*x+184*a^3*c*q*r^5*x+ 276*a^3*c*p^4*r^2*x+626*a^3*c*p^3*r^3*x+1256*a^3*c*p^3*r^2*x^2+454*a^3*c*p^2*r^ 4*x+2480*a^3*c^2*p^3*r^2*x+4208*a^3*c^2*p^2*r^3*x+12764*a^3*c^2*p^2*r^2*x^2+ 2000*a^3*c^2*p*r^4*x+2912*a^3*c^2*q^3*r^2*x+4880*a^3*c^2*q^2*r^3*x+22712*a^3*c^ 2*q^2*r^2*x^2+2288*a^3*c^2*q*r^4*x+11488*a^3*c^4*p*r^2*x+11328*a^3*c^4*q*r^2*x+ 8112*a^3*c^3*p^2*r^2*x+9072*a^3*c^3*p*r^3*x+32840*a^3*c^3*p*r^2*x^2+8320*a^3*c^ 3*q^2*r^2*x+9296*a^3*c^3*q*r^3*x+40456*a^3*c^3*q*r^2*x^2+176*a^3*b*p^4*r^2*x+ 402*a^3*b*p^3*r^3*x+930*a^3*b*p^3*r^2*x^2+298*a^3*b*p^2*r^4*x+76*a^3*b*p*r^5*x+ 172*a^3*b*q^4*r^2*x+382*a^3*b*q^3*r^3*x+2586*a^3*b*q^3*r^2*x^2+278*a^3*b*q^2*r^ 4*x+72*a^3*b*q*r^5*x+1140*a^3*b^2*p*r^3*x^2+384*a^3*b^2*q^3*r^2*x+692*a^3*b^2*q ^2*r^3*x+5540*a^3*b^2*q^2*r^2*x^2+352*a^3*b^2*q*r^4*x+1556*a^3*b^2*q*r^3*x^2+ 4976*a^3*b^3*q*r^2*x^2+568*a^3*b^2*p^3*r^2*x+988*a^3*b^2*p^2*r^3*x+4308*a^3*b^2 *p^2*r^2*x^2+464*a^3*b^2*p*r^4*x+72*a^4*g*p*r^4*x-46*a^4*g*p*r^3*x^2+256*a^4*g* q^3*r^2*x+444*a^4*g*q^2*r^3*x+2050*a^4*g*q^2*r^2*x^2+196*a^4*g*q*r^4*x+488*a^4* g*q*r^3*x^2+208*a^4*p^3*q*r^2*x+472*a^4*p^2*q^2*r^2*x+388*a^4*p^2*q*r^3*x+1132* a^4*p^2*q*r^2*x^2+336*a^4*p*q^3*r^2*x+536*a^4*p*q^2*r^3*x+1960*a^4*p*q^2*r^2*x^ 2+208*a^4*p*q*r^4*x+128*a^3*b^4*p*r^2*x+128*a^3*b^4*q*r^2*x+528*a^3*b^3*p^2*r^2 *x+672*a^3*b^3*p*r^3*x+4976*a^3*b^3*p*r^2*x^2+368*a^3*b^3*q^2*r^2*x+512*a^3*b^3 *q*r^3*x+76*a^4*g^3*p*r^2*x+168*a^4*g^2*p^2*r^2*x+232*a^4*g^2*p*r^3*x+904*a^4*g ^2*p*r^2*x^2+264*a^4*g^2*q^2*r^2*x+328*a^4*g^2*q*r^3*x+1664*a^4*g^2*q*r^2*x^2+ 76*a^4*g*p^3*r^2*x+140*a^4*g*p^2*r^3*x+328*a^4*g*p^2*r^2*x^2+352*a^4*c*p*r^4*x+ 808*a^4*c*q^3*r^2*x+1372*a^4*c*q^2*r^3*x+5776*a^4*c*q^2*r^2*x^2+624*a^4*c*q*r^4 *x+2496*a^3*b*c*p^3*r^2*x+4276*a^3*b*c*p^2*r^3*x+14776*a^3*b*c*p^2*r^2*x^2+2032 *a^3*b*c*p*r^4*x+2208*a^3*b*c*q^3*r^2*x+3828*a^3*b*c*q^2*r^3*x+22736*a^3*b*c*q^ 2*r^2*x^2+1888*a^3*b*c*q*r^4*x+10912*a^3*b*c^2*p^2*r^2*x+12352*a^3*b*c^2*p*r^3* x+52216*a^3*b*c^2*p*r^2*x^2+9680*a^3*b*c^2*q^2*r^2*x+11408*a^3*b*c^2*q*r^3*x+ 61352*a^3*b*c^2*q*r^2*x^2+544*a^3*b^2*g^2*p*r^2*x+544*a^3*b^2*g^2*q*r^2*x+1224* a^3*b^2*g*p^2*r^2*x+1596*a^3*b^2*g*p*r^3*x+9460*a^3*b^2*g*p*r^2*x^2+992*a^3*b^2 *g*q^2*r^2*x+1364*a^3*b^2*g*q*r^3*x+10580*a^3*b^2*g*q*r^2*x^2+1744*a^3*b^2*p^2* q*r^2*x+1560*a^3*b^2*p*q^2*r^2*x+1904*a^3*b^2*p*q*r^3*x+11448*a^3*b^2*p*q*r^2*x ^2+19104*a^3*b*c^3*p*r^2*x+17760*a^3*b*c^3*q*r^2*x+10656*a^3*b^2*c^2*p*r^2*x+ 9408*a^3*b^2*c^2*q*r^2*x+4416*a^3*b^2*c*p^2*r^2*x+5168*a^3*b^2*c*p*r^3*x+27776* a^3*b^2*c*p*r^2*x^2+3424*a^3*b^2*c*q^2*r^2*x+4320*a^3*b^2*c*q*r^3*x+30560*a^3*b ^2*c*q*r^2*x^2+748*a^4*g*p*q*r^3*x+2998*a^4*g*p*q*r^2*x^2+2272*a^3*b^3*c*p*r^2* x+1952*a^3*b^3*c*q*r^2*x+448*a^3*b^3*g*p*r^2*x+448*a^3*b^3*g*q*r^2*x+896*a^3*b^ 3*p*q*r^2*x+432*a^4*g^2*p*q*r^2*x+572*a^4*g*p^2*q*r^2*x+752*a^4*g*p*q^2*r^2*x+ 1008*a^4*c*g^2*p*r^2*x+1200*a^4*c*g^2*q*r^2*x+1240*a^4*c*g*p^2*r^2*x+1644*a^4*c *g*p*r^3*x+6236*a^4*c*g*p*r^2*x^2+1944*a^4*c*g*q^2*r^2*x+2236*a^4*c*g*q*r^3*x+ 10040*a^4*c*g*q*r^2*x^2+2128*a^4*c*p^2*q*r^2*x+2544*a^4*c*p*q^2*r^2*x+2544*a^4* c*p*q*r^3*x+9084*a^4*c*p*q*r^2*x^2+4064*a^4*c^2*g*p*r^2*x+4752*a^4*c^2*g*q*r^2* x+6192*a^4*c^2*p*q*r^2*x+328*a^4*b*g^2*p*r^2*x+328*a^4*b*g^2*q*r^2*x+576*a^4*b* g*p^2*r^2*x+796*a^4*b*g*p*r^3*x+3440*a^4*b*g*p*r^2*x^2+696*a^4*b*g*q^2*r^2*x+ 916*a^4*b*g*q*r^3*x+5120*a^4*b*g*q*r^2*x^2+904*a^4*b*p^2*q*r^2*x+1008*a^4*b*p*q ^2*r^2*x+1128*a^4*b*p*q*r^3*x+4896*a^4*b*p*q*r^2*x^2+5888*a^4*b*c^2*p*r^2*x+ 6208*a^4*b*c^2*q*r^2*x+2096*a^4*b*c*p^2*r^2*x+2696*a^4*b*c*p*r^3*x+10768*a^4*b* c*p*r^2*x^2+2464*a^4*b*c*q^2*r^2*x+3000*a^4*b*c*q*r^3*x+14944*a^4*b*c*q*r^2*x^2 +2080*a^4*b^2*c*p*r^2*x+2080*a^4*b^2*c*q*r^2*x+448*a^4*b^2*g*p*r^2*x+448*a^4*b^ 2*g*q*r^2*x+864*a^4*b^2*p*q*r^2*x+464*a^5*c*g*p*r^2*x+656*a^5*c*g*q*r^2*x+912*a ^5*c*p*q*r^2*x+208*a^5*g*p*q*r^2*x+768*a^5*b*c*p*r^2*x+928*a^5*b*c*q*r^2*x+176* a^5*b*g*p*r^2*x+176*a^5*b*g*q*r^2*x+336*a^5*b*p*q*r^2*x+2320*a^4*c^2*p^2*r^2*x+ 2872*a^4*c^2*p*r^3*x+10088*a^4*c^2*p*r^2*x^2+3216*a^4*c^2*q^2*r^2*x+3592*a^4*c^ 2*q*r^3*x+14656*a^4*c^2*q*r^2*x^2+360*a^4*c*p^3*r^2*x+668*a^4*c*p^2*r^3*x+1796* a^4*c*p^2*r^2*x^2+388*a^4*b*p^2*r^3*x+1124*a^4*b*p^2*r^2*x^2+208*a^4*b*p*r^4*x+ 164*a^4*b*p*r^3*x^2+312*a^4*b*q^3*r^2*x+564*a^4*b*q^2*r^3*x+2972*a^4*b*q^2*r^2* x^2+280*a^4*b*q*r^4*x+788*a^4*b*q*r^3*x^2+4896*a^4*c^3*p*r^2*x+5472*a^4*c^3*q*r ^2*x+592*a^4*b^2*q*r^3*x+3824*a^4*b^2*q*r^2*x^2+208*a^4*b*p^3*r^2*x+80*a^5*g*p* r^3*x+284*a^5*g*p*r^2*x^2+152*a^5*g*q^2*r^2*x+176*a^5*g*q*r^3*x+844*a^5*g*q*r^2 *x^2+128*a^5*p^2*q*r^2*x+208*a^5*p*q^2*r^2*x+184*a^5*p*q*r^3*x+648*a^5*p*q*r^2* x^2+192*a^4*b^3*p*r^2*x+192*a^4*b^3*q*r^2*x+432*a^4*b^2*p^2*r^2*x+592*a^4*b^2*p *r^3*x+3024*a^4*b^2*p*r^2*x^2+432*a^4*b^2*q^2*r^2*x+56*a^5*g^2*p*r^2*x+56*a^5*g *p^2*r^2*x+184*a^5*b*p*r^3*x+680*a^5*b*p*r^2*x^2+208*a^5*b*q^2*r^2*x+264*a^5*b* q*r^3*x+1320*a^5*b*q*r^2*x^2+992*a^5*c^2*p*r^2*x+1344*a^5*c^2*q*r^2*x+240*a^5*c *p^2*r^2*x+344*a^5*c*p*r^3*x+1184*a^5*c*p*r^2*x^2+576*a^5*c*q^2*r^2*x+632*a^5*c *q*r^3*x+2576*a^5*c*q*r^2*x^2+16*a^6*g*p*r^2*x+32*a^6*p*q*r^2*x+128*a^5*b^2*p*r ^2*x+128*a^5*b^2*q*r^2*x+128*a^5*b*p^2*r^2*x-80*g*p^3*q^4*r^2*x^2-132*g*p^3*q^3 *r^3*x^2-40*g*p^2*q^5*r^2*x^2-88*g*p^2*q^4*r^3*x^2-8*g*p*q^6*r^2*x^2-22*g*p*q^5 *r^3*x^2+32*a^6*b*p*r^2*x+64*a^6*c*p*r^2*x-103*g^2*p^4*q^2*r^2*x^2-67*g^2*p^4*q *r^3*x^2-152*g^2*p^3*q^3*r^2*x^2-186*g^2*p^3*q^2*r^3*x^2-103*g^2*p^2*q^4*r^2*x^ 2-186*g^2*p^2*q^3*r^3*x^2-28*g^2*p*q^5*r^2*x^2-67*g^2*p*q^4*r^3*x^2-8*g*p^6*q*r ^2*x^2-40*g*p^5*q^2*r^2*x^2-22*g*p^5*q*r^3*x^2-80*g*p^4*q^3*r^2*x^2-88*g*p^4*q^ 2*r^3*x^2-41*g^4*p^3*q*r^2*x^2-70*g^4*p^2*q^2*r^2*x^2-61*g^4*p^2*q*r^3*x^2-41*g ^4*p*q^3*r^2*x^2-61*g^4*p*q^2*r^3*x^2-48*g^3*p^4*q*r^2*x^2-124*g^3*p^3*q^2*r^2* x^2-94*g^3*p^3*q*r^3*x^2-124*g^3*p^2*q^3*r^2*x^2-168*g^3*p^2*q^2*r^3*x^2-48*g^3 *p*q^4*r^2*x^2-94*g^3*p*q^3*r^3*x^2-28*g^2*p^5*q*r^2*x^2-2*g^6*p*q*r^2*x^2-16*g ^5*p^2*q*r^2*x^2-16*g^5*p*q^2*r^2*x^2-16*g^5*p*q*r^3*x^2+4816*a^2*b^2*c*g^2*p*r ^2*x+3936*a^2*b^2*c*g^2*q*r^2*x+8744*a^2*b^2*c*g*p^2*r^2*x+9456*a^2*b^2*c*g*p*r ^3*x+60828*a^2*b^2*c*g*p*r^2*x^2+5248*a^2*b^2*c*g*q^2*r^2*x+6576*a^2*b^2*c*g*q* r^3*x+60828*a^2*b^2*c*g*q*r^2*x^2+11024*a^2*b^2*c*p^2*q*r^2*x+8584*a^2*b^2*c*p* q^2*r^2*x+9936*a^2*b^2*c*p*q*r^3*x+68952*a^2*b^2*c*p*q*r^2*x^2+19712*a^2*b^2*c^ 2*g*p*r^2*x+15488*a^2*b^2*c^2*g*q*r^2*x+25024*a^2*b^2*c^2*p*q*r^2*x+1464*a^2*b^ 3*g*p*q*r^2*x+3856*a^2*b^3*c*g*p*r^2*x+2944*a^2*b^3*c*g*q*r^2*x+5536*a^2*b^3*c* p*q*r^2*x+4880*a^3*c*g^2*p*q*r^2*x+6300*a^3*c*g*p^2*q*r^2*x+6720*a^3*c*g*p*q^2* r^2*x+7020*a^3*c*g*p*q*r^3*x+28500*a^3*c*g*p*q*r^2*x^2+17064*a^3*c^2*g*p*q*r^2* x+1696*a^3*b*g^2*p*q*r^2*x+2620*a^3*b*g*p^2*q*r^2*x+2592*a^3*b*g*p*q^2*r^2*x+ 3020*a^3*b*g*p*q*r^3*x+15208*a^3*b*g*p*q*r^2*x^2+4128*a^3*b*c*g^2*p*r^2*x+4032* a^3*b*c*g^2*q*r^2*x+6368*a^3*b*c*g*p^2*r^2*x+7704*a^3*b*c*g*p*r^3*x+34748*a^3*b *c*g*p*r^2*x^2+5912*a^3*b*c*g*q^2*r^2*x+7296*a^3*b*c*g*q*r^3*x+42356*a^3*b*c*g* q*r^2*x^2+8872*a^3*b*c*p^2*q*r^2*x+8456*a^3*b*c*p*q^2*r^2*x+9456*a^3*b*c*p*q*r^ 3*x+43560*a^3*b*c*p*q*r^2*x^2+15600*a^3*b*c^2*g*q*r^2*x+22400*a^3*b*c^2*p*q*r^2 *x+2216*a^3*b^2*g*p*q*r^2*x+16400*a^3*b*c^2*g*p*r^2*x+5488*a^3*b^2*c*g*p*r^2*x+ 5024*a^3*b^2*c*g*q*r^2*x+8288*a^3*b^2*c*p*q*r^2*x+3512*a^4*c*g*p*q*r^2*x+3008*a ^4*b*c*g*p*r^2*x+3248*a^4*b*c*g*q*r^2*x+4912*a^4*b*c*p*q*r^2*x+1272*a^4*b*g*p*q *r^2*x-173*c*g*p^5*q*r^2*x^2-593*c*g*p^4*q^2*r^2*x^2-400*c*g*p^4*q*r^3*x^2-862* c*g*p^3*q^3*r^2*x^2-1045*c*g*p^3*q^2*r^3*x^2-593*c*g*p^2*q^4*r^2*x^2-1045*c*g*p ^2*q^3*r^3*x^2-173*c*g*p*q^5*r^2*x^2-400*c*g*p*q^4*r^3*x^2-950*c*g^3*p^2*q^2*r^ 2*x^2-815*c*g^3*p^2*q*r^3*x^2-567*c*g^3*p*q^3*r^2*x^2-815*c*g^3*p*q^2*r^3*x^2-\ 460*c*g^2*p^4*q*r^2*x^2-1140*c*g^2*p^3*q^2*r^2*x^2-874*c*g^2*p^3*q*r^3*x^2-1140 *c*g^2*p^2*q^3*r^2*x^2-1512*c*g^2*p^2*q^2*r^3*x^2-460*c*g^2*p*q^4*r^2*x^2-874*c *g^2*p*q^3*r^3*x^2-74*c*g^5*p*q*r^2*x^2-325*c*g^4*p^2*q*r^2*x^2-325*c*g^4*p*q^2 *r^2*x^2-308*c*g^4*p*q*r^3*x^2-567*c*g^3*p^3*q*r^2*x^2-237*c*p^2*q^4*r^3*x^2-25 *c*p*q^6*r^2*x^2-66*c*p*q^5*r^3*x^2-11*c*g*q^6*r^2*x^2-31*c*g*q^5*r^3*x^2-25*c* p^6*q*r^2*x^2-111*c*p^5*q^2*r^2*x^2-66*c*p^5*q*r^3*x^2-215*c*p^4*q^3*r^2*x^2-\ 237*c*p^4*q^2*r^3*x^2-215*c*p^3*q^4*r^2*x^2-348*c*p^3*q^3*r^3*x^2-111*c*p^2*q^5 *r^2*x^2-48*c*g^2*q^5*r^2*x^2-118*c*g^2*q^4*r^3*x^2-11*c*g*p^6*r^2*x^2-31*c*g*p ^5*r^3*x^2-184*c*g^3*p^3*r^3*x^2-92*c*g^3*q^4*r^2*x^2-184*c*g^3*q^3*r^3*x^2-48* c*g^2*p^5*r^2*x^2-118*c*g^2*p^4*r^3*x^2-33*c*g^5*p^2*r^2*x^2-33*c*g^5*p*r^3*x^2 -33*c*g^5*q^2*r^2*x^2-33*c*g^5*q*r^3*x^2-83*c*g^4*p^3*r^2*x^2-125*c*g^4*p^2*r^3 *x^2-83*c*g^4*q^3*r^2*x^2-125*c*g^4*q^2*r^3*x^2-92*c*g^3*p^4*r^2*x^2-4*c*g^6*p* r^2*x^2-4*c*g^6*q*r^2*x^2-64*a^5*p^2*r^2*x^2-88*a^5*p*r^3*x^2+80*a^5*q^3*r^2*x+ 136*a^5*q^2*r^3*x+552*a^5*q^2*r^2*x^2+56*a^5*q*r^4*x+120*a^5*q*r^3*x^2-16*a^6*p *r^2*x^2-20*p^4*q^4*r^2*x^2-30*p^4*q^3*r^3*x^2-15*p^3*q^5*r^2*x^2-30*p^3*q^4*r^ 3*x^2-6*p^2*q^6*r^2*x^2-15*p^2*q^5*r^3*x^2-p*q^7*r^2*x^2-3*p*q^6*r^3*x^2-p^7*q* r^2*x^2-6*p^6*q^2*r^2*x^2-3*p^6*q*r^3*x^2-15*p^5*q^3*r^2*x^2-15*p^5*q^2*r^3*x^2 -3*g^2*p^5*r^3*x^2-g^2*q^6*r^2*x^2-3*g^2*q^5*r^3*x^2-6*g^4*q^4*r^2*x^2-12*g^4*q ^3*r^3*x^2-4*g^3*p^5*r^2*x^2-10*g^3*p^4*r^3*x^2-4*g^3*q^5*r^2*x^2-10*g^3*q^4*r^ 3*x^2-g^2*p^6*r^2*x^2-g^6*q^2*r^2*x^2-g^6*q*r^3*x^2-4*g^5*p^3*r^2*x^2-6*g^5*p^2 *r^3*x^2-2*g^5*p*r^4*x^2-4*g^5*q^3*r^2*x^2-6*g^5*q^2*r^3*x^2-2*g^5*q*r^4*x^2-6* g^4*p^4*r^2*x^2-12*g^4*p^3*r^3*x^2-g^6*p^2*r^2*x^2-g^6*p*r^3*x^2-c*q^7*r^2*x^2-\ 3*c*q^6*r^3*x^2-c*p^7*r^2*x^2-3*c*p^6*r^3*x^2-21*c^2*q^6*r^2*x^2-57*c^2*q^5*r^3 *x^2-3799*c^2*g^2*p*q^2*r^3*x^2-1377*c^2*g*p^4*q*r^2*x^2-3306*c^2*g*p^3*q^2*r^2 *x^2-2558*c^2*g*p^3*q*r^3*x^2-3306*c^2*g*p^2*q^3*r^2*x^2-4326*c^2*g*p^2*q^2*r^3 *x^2-1377*c^2*g*p*q^4*r^2*x^2-2558*c^2*g*p*q^3*r^3*x^2-792*c^2*g^4*p*q*r^2*x^2-\ 2285*c^2*g^3*p^2*q*r^2*x^2-2285*c^2*g^3*p*q^2*r^2*x^2-2120*c^2*g^3*p*q*r^3*x^2-\ 2698*c^2*g^2*p^3*q*r^2*x^2-4450*c^2*g^2*p^2*q^2*r^2*x^2-3799*c^2*g^2*p^2*q*r^3* x^2-2698*c^2*g^2*p*q^3*r^2*x^2-3824*c^3*g^3*p*q*r^2*x^2-7324*c^3*g^2*p^2*q*r^2* x^2-7324*c^3*g^2*p*q^2*r^2*x^2-6736*c^3*g^2*p*q*r^3*x^2-5360*c^3*g*p^3*q*r^2*x^ 2-8732*c^3*g*p^2*q^2*r^2*x^2-7448*c^3*g*p^2*q*r^3*x^2-5360*c^3*g*p*q^3*r^2*x^2-\ 7448*c^3*g*p*q^2*r^3*x^2-252*c^2*p^5*q*r^2*x^2-819*c^2*p^4*q^2*r^2*x^2-567*c^2* p^4*q*r^3*x^2-1176*c^2*p^3*q^3*r^2*x^2-1416*c^2*p^3*q^2*r^3*x^2-819*c^2*p^2*q^4 *r^2*x^2-1416*c^2*p^2*q^3*r^3*x^2-252*c^2*p*q^5*r^2*x^2-567*c^2*p*q^4*r^3*x^2-\ 473*c^2*g^2*q^4*r^2*x^2-931*c^2*g^2*q^3*r^3*x^2-165*c^2*g*p^5*r^2*x^2-395*c^2*g *p^4*r^3*x^2-165*c^2*g*q^5*r^2*x^2-395*c^2*g*q^4*r^3*x^2-607*c^2*g^3*p^3*r^2*x^ 2-903*c^2*g^3*p^2*r^3*x^2-607*c^2*g^3*q^3*r^2*x^2-903*c^2*g^3*q^2*r^3*x^2-473*c ^2*g^2*p^4*r^2*x^2-931*c^2*g^2*p^3*r^3*x^2-80*c^2*g^5*p*r^2*x^2-80*c^2*g^5*q*r^ 2*x^2-354*c^2*g^4*p^2*r^2*x^2-348*c^2*g^4*p*r^3*x^2-354*c^2*g^4*q^2*r^2*x^2-348 *c^2*g^4*q*r^3*x^2-3064*c^3*p^2*q^3*r^2*x^2-3972*c^3*p^2*q^2*r^3*x^2-1308*c^3*p *q^4*r^2*x^2-2388*c^3*p*q^3*r^3*x^2-2958*c^3*g^2*q^2*r^3*x^2-994*c^3*g*p^4*r^2* x^2-1924*c^3*g*p^3*r^3*x^2-994*c^3*g*q^4*r^2*x^2-1924*c^3*g*q^3*r^3*x^2-1308*c^ 3*p^4*q*r^2*x^2-3064*c^3*p^3*q^2*r^2*x^2-2388*c^3*p^3*q*r^3*x^2-604*c^3*g^4*p*r ^2*x^2-604*c^3*g^4*q*r^2*x^2-1734*c^3*g^3*p^2*r^2*x^2-1688*c^3*g^3*p*r^3*x^2-\ 1734*c^3*g^3*q^2*r^2*x^2-1688*c^3*g^3*q*r^3*x^2-2012*c^3*g^2*p^3*r^2*x^2-2958*c ^3*g^2*p^2*r^3*x^2-2012*c^3*g^2*q^3*r^2*x^2-9376*c^4*g^2*p*q*r^2*x^2-10996*c^4* g*p^2*q*r^2*x^2-10996*c^4*g*p*q^2*r^2*x^2-10080*c^4*g*p*q*r^3*x^2-11424*c^5*g*p *q*r^2*x^2-188*b*g^2*p*q^4*r^2*x^2-377*b*g^2*p*q^3*r^3*x^2-100*b*g*p^5*q*r^2*x^ 2-311*b*g*p^4*q^2*r^2*x^2-229*b*g*p^4*q*r^3*x^2-424*b*g*p^3*q^3*r^2*x^2-540*b*g *p^3*q^2*r^3*x^2-271*b*g*p^2*q^4*r^2*x^2-496*b*g*p^2*q^3*r^3*x^2-68*b*g*p*q^5*r ^2*x^2-163*b*g*p*q^4*r^3*x^2-142*b*g^4*p*q*r^3*x^2-280*b*g^3*p^3*q*r^2*x^2-432* b*g^3*p^2*q^2*r^2*x^2-407*b*g^3*p^2*q*r^3*x^2-236*b*g^3*p*q^3*r^2*x^2-367*b*g^3 *p*q^2*r^3*x^2-248*b*g^2*p^4*q*r^2*x^2-564*b*g^2*p^3*q^2*r^2*x^2-469*b*g^2*p^3* q*r^3*x^2-524*b*g^2*p^2*q^3*r^2*x^2-738*b*g^2*p^2*q^2*r^3*x^2-26*b*g^5*p*q*r^2* x^2-142*b*g^4*p^2*q*r^2*x^2-131*b*g^4*p*q^2*r^2*x^2-4176*c^4*g^2*q*r^3*x^2-3100 *c^4*g*p^3*r^2*x^2-4516*c^4*g*p^2*r^3*x^2-3100*c^4*g*q^3*r^2*x^2-4516*c^4*g*q^2 *r^3*x^2-3808*c^4*p^3*q*r^2*x^2-6144*c^4*p^2*q^2*r^2*x^2-5244*c^4*p^2*q*r^3*x^2 -3808*c^4*p*q^3*r^2*x^2-5244*c^4*p*q^2*r^3*x^2-2272*c^4*g^3*p*r^2*x^2-2272*c^4* g^3*q*r^2*x^2-4308*c^4*g^2*p^2*r^2*x^2-4176*c^4*g^2*p*r^3*x^2-4308*c^4*g^2*q^2* r^2*x^2-5304*c^5*g*p^2*r^2*x^2-5136*c^5*g*p*r^3*x^2-5304*c^5*g*q^2*r^2*x^2-5136 *c^5*g*q*r^3*x^2-6288*c^5*p^2*q*r^2*x^2-6288*c^5*p*q^2*r^2*x^2-5760*c^5*p*q*r^3 *x^2-4576*c^5*g^2*p*r^2*x^2-4576*c^5*g^2*q*r^2*x^2-4736*c^6*g*p*r^2*x^2-4736*c^ 6*g*q*r^2*x^2-5504*c^6*p*q*r^2*x^2-15*b*p^6*q*r^2*x^2-60*b*p^5*q^2*r^2*x^2-39*b *p^5*q*r^3*x^2-110*b*p^4*q^3*r^2*x^2-126*b*p^4*q^2*r^3*x^2-105*b*p^3*q^4*r^2*x^ 2-174*b*p^3*q^3*r^3*x^2-51*b*p^2*q^5*r^2*x^2-111*b*p^2*q^4*r^3*x^2-10*b*p*q^6*r ^2*x^2-27*b*p*q^5*r^3*x^2-31*b*g^2*q^4*r^3*x^2-9*b*g*p^6*r^2*x^2-25*b*g*p^5*r^3 *x^2-b*g*q^6*r^2*x^2-3*b*g*q^5*r^3*x^2-31*b*g^3*q^4*r^2*x^2-65*b*g^3*q^3*r^3*x^ 2-32*b*g^2*p^5*r^2*x^2-77*b*g^2*p^4*r^3*x^2-12*b*g^2*q^5*r^2*x^2-42*b*g^4*p^3*r ^2*x^2-65*b*g^4*p^2*r^3*x^2-24*b*g^4*p*r^4*x^2-31*b*g^4*q^3*r^2*x^2-50*b*g^4*q^ 2*r^3*x^2-20*b*g^4*q*r^4*x^2-53*b*g^3*p^4*r^2*x^2-105*b*g^3*p^3*r^3*x^2-b*g^6*q *r^2*x^2-14*b*g^5*p^2*r^2*x^2-16*b*g^5*p*r^3*x^2-12*b*g^5*q^2*r^2*x^2-14*b*g^5* q*r^3*x^2-1496*b*c*g*p^4*q*r^2*x^2-3342*b*c*g*p^3*q^2*r^2*x^2-2748*b*c*g*p^3*q* r^3*x^2-3140*b*c*g*p^2*q^3*r^2*x^2-4281*b*c*g*p^2*q^2*r^3*x^2-1193*b*c*g*p*q^4* r^2*x^2-2294*b*c*g*p*q^3*r^3*x^2-652*b*c*g^4*p*q*r^2*x^2-2130*b*c*g^3*p^2*q*r^2 *x^2-1989*b*c*g^3*p*q^2*r^2*x^2-2006*b*c*g^3*p*q*r^3*x^2-2741*b*c*g^2*p^3*q*r^2 *x^2-4224*b*c*g^2*p^2*q^2*r^2*x^2-3843*b*c*g^2*p^2*q*r^3*x^2-2373*b*c*g^2*p*q^3 *r^2*x^2-3525*b*c*g^2*p*q^2*r^3*x^2-1176*b*c*p^3*q^3*r^2*x^2-1464*b*c*p^3*q^2*r ^3*x^2-774*b*c*p^2*q^4*r^2*x^2-1368*b*c*p^2*q^3*r^3*x^2-216*b*c*p*q^5*r^2*x^2-\ 495*b*c*p*q^4*r^3*x^2-494*b*c*g*p^4*r^3*x^2-108*b*c*g*q^5*r^2*x^2-267*b*c*g*q^4 *r^3*x^2-288*b*c*p^5*q*r^2*x^2-864*b*c*p^4*q^2*r^2*x^2-639*b*c*p^4*q*r^3*x^2-\ 537*b*c*g^2*p^4*r^2*x^2-1046*b*c*g^2*p^3*r^3*x^2-353*b*c*g^2*q^4*r^2*x^2-728*b* c*g^2*q^3*r^3*x^2-209*b*c*g*p^5*r^2*x^2-321*b*c*g^4*p^2*r^2*x^2-335*b*c*g^4*p*r ^3*x^2-277*b*c*g^4*q^2*r^2*x^2-305*b*c*g^4*q*r^3*x^2-622*b*c*g^3*p^3*r^2*x^2-\ 933*b*c*g^3*p^2*r^3*x^2-481*b*c*g^3*q^3*r^2*x^2-764*b*c*g^3*q^2*r^3*x^2-59*b*c* g^5*p*r^2*x^2-55*b*c*g^5*q*r^2*x^2-5116*b*c^2*g^3*p*q*r^2*x^2-10675*b*c^2*g^2*p ^2*q*r^2*x^2-10061*b*c^2*g^2*p*q^2*r^2*x^2-9772*b*c^2*g^2*p*q*r^3*x^2-8340*b*c^ 2*g*p^3*q*r^2*x^2-12810*b*c^2*g*p^2*q^2*r^2*x^2-11431*b*c^2*g*p^2*q*r^3*x^2-\ 7368*b*c^2*g*p*q^3*r^2*x^2-10607*b*c^2*g*p*q^2*r^3*x^2-2145*b*c^2*p^4*q*r^2*x^2 -4718*b*c^2*p^3*q^2*r^2*x^2-3852*b*c^2*p^3*q*r^3*x^2-4474*b*c^2*p^2*q^3*r^2*x^2 -5958*b*c^2*p^2*q^2*r^3*x^2-1779*b*c^2*p*q^4*r^2*x^2-3312*b*c^2*p*q^3*r^3*x^2-\ 2539*b*c^2*g^2*q^3*r^2*x^2-3919*b*c^2*g^2*q^2*r^3*x^2-1692*b*c^2*g*p^4*r^2*x^2-\ 3235*b*c^2*g*p^3*r^3*x^2-1206*b*c^2*g*q^4*r^2*x^2-2411*b*c^2*g*q^3*r^3*x^2-718* b*c^2*g^4*q*r^2*x^2-2480*b*c^2*g^3*p^2*r^2*x^2-2468*b*c^2*g^3*p*r^3*x^2-2186*b* c^2*g^3*q^2*r^2*x^2-2296*b*c^2*g^3*q*r^3*x^2-3153*b*c^2*g^2*p^3*r^2*x^2-4617*b* c^2*g^2*p^2*r^3*x^2-762*b*c^2*g^4*p*r^2*x^2-5476*b*c^3*g*q^3*r^2*x^2-8242*b*c^3 *g*q^2*r^3*x^2-8028*b*c^3*p^3*q*r^2*x^2-12288*b*c^3*p^2*q^2*r^2*x^2-10836*b*c^3 *p^2*q*r^3*x^2-7204*b*c^3*p*q^3*r^2*x^2-10140*b*c^3*p*q^2*r^3*x^2-4120*b*c^3*g^ 3*p*r^2*x^2-3920*b*c^3*g^3*q*r^2*x^2-8534*b*c^3*g^2*p^2*r^2*x^2-8284*b*c^3*g^2* p*r^3*x^2-7650*b*c^3*g^2*q^2*r^2*x^2-7796*b*c^3*g^2*q*r^3*x^2-6600*b*c^3*g*p^3* r^2*x^2-9502*b*c^3*g*p^2*r^3*x^2-10448*b*c^4*g^2*q*r^2*x^2-13528*b*c^4*g*p^2*r^ 2*x^2-12960*b*c^4*g*p*r^3*x^2-12272*b*c^4*g*q^2*r^2*x^2-12272*b*c^4*g*q*r^3*x^2 -16092*b*c^4*p^2*q*r^2*x^2-15348*b*c^4*p*q^2*r^2*x^2-14400*b*c^4*p*q*r^3*x^2-\ 10912*b*c^4*g^2*p*r^2*x^2-12*b*c*q^6*r^2*x^2-33*b*c*q^5*r^3*x^2-30*b*c*p^6*r^2* x^2-81*b*c*p^5*r^3*x^2-468*b*c^2*q^4*r^3*x^2-319*b*c^2*p^5*r^2*x^2-738*b*c^2*p^ 4*r^3*x^2-197*b*c^2*q^5*r^2*x^2-1678*b*c^3*p^4*r^2*x^2-3156*b*c^3*p^3*r^3*x^2-\ 1266*b*c^3*q^4*r^2*x^2-2460*b*c^3*q^3*r^3*x^2-4148*b*c^4*q^3*r^2*x^2-6120*b*c^4 *q^2*r^3*x^2-4892*b*c^4*p^3*r^2*x^2-6960*b*c^4*p^2*r^3*x^2-8072*b*c^5*p^2*r^2*x ^2-7680*b*c^5*p*r^3*x^2-7384*b*c^5*q^2*r^2*x^2-7296*b*c^5*q*r^3*x^2-41*b^2*p*q^ 5*r^2*x^2-98*b^2*p*q^4*r^3*x^2-7072*b*c^6*p*r^2*x^2-6816*b*c^6*q*r^2*x^2-8*b^2* g*q^5*r^2*x^2-21*b^2*g*q^4*r^3*x^2-77*b^2*p^5*q*r^2*x^2-218*b^2*p^4*q^2*r^2*x^2 -170*b^2*p^4*q*r^3*x^2-282*b^2*p^3*q^3*r^2*x^2-366*b^2*p^3*q^2*r^3*x^2-173*b^2* p^2*q^4*r^2*x^2-318*b^2*p^2*q^3*r^3*x^2-143*b^2*g^2*p^4*r^2*x^2-281*b^2*g^2*p^3 *r^3*x^2-50*b^2*g^2*q^4*r^2*x^2-109*b^2*g^2*q^3*r^3*x^2-60*b^2*g*p^5*r^2*x^2-\ 141*b^2*g*p^4*r^3*x^2-8*b^2*g^5*q*r^2*x^2-66*b^2*g^4*p^2*r^2*x^2-79*b^2*g^4*p*r ^3*x^2-50*b^2*g^4*q^2*r^2*x^2-63*b^2*g^4*q*r^3*x^2-150*b^2*g^3*p^3*r^2*x^2-235* b^2*g^3*p^2*r^3*x^2-90*b^2*g^3*p*r^4*x^2-84*b^2*g^3*q^3*r^2*x^2-143*b^2*g^3*q^2 *r^3*x^2-64*b^2*g^3*q*r^4*x^2-14064*b*c^5*g*p*r^2*x^2-13520*b*c^5*g*q*r^2*x^2-\ 16512*b*c^5*p*q*r^2*x^2-696*b^2*g*p^2*q^3*r^2*x^2-1008*b^2*g*p^2*q^2*r^3*x^2-\ 228*b^2*g*p*q^4*r^2*x^2-465*b^2*g*p*q^3*r^3*x^2-116*b^2*g^4*p*q*r^2*x^2-456*b^2 *g^3*p^2*q*r^2*x^2-390*b^2*g^3*p*q^2*r^2*x^2-450*b^2*g^3*p*q*r^3*x^2-655*b^2*g^ 2*p^3*q*r^2*x^2-931*b^2*g^2*p^2*q^2*r^2*x^2-930*b^2*g^2*p^2*q*r^3*x^2-469*b^2*g ^2*p*q^3*r^2*x^2-758*b^2*g^2*p*q^2*r^3*x^2-384*b^2*g*p^4*q*r^2*x^2-800*b^2*g*p^ 3*q^2*r^2*x^2-705*b^2*g*p^3*q*r^3*x^2-405*b^2*c*g*q^4*r^2*x^2-853*b^2*c*g*q^3*r ^3*x^2-1109*b^2*c*p^4*q*r^2*x^2-2310*b^2*c*p^3*q^2*r^2*x^2-1976*b^2*c*p^3*q*r^3 *x^2-2066*b^2*c*p^2*q^3*r^2*x^2-2862*b^2*c*p^2*q^2*r^3*x^2-743*b^2*c*p*q^4*r^2* x^2-1436*b^2*c*p*q^3*r^3*x^2-1557*b^2*c*g^2*p^3*r^2*x^2-2323*b^2*c*g^2*p^2*r^3* x^2-946*b^2*c*g^2*q^3*r^2*x^2-1570*b^2*c*g^2*q^2*r^3*x^2-900*b^2*c*g*p^4*r^2*x^ 2-1719*b^2*c*g*p^3*r^3*x^2-283*b^2*c*g^4*p*r^2*x^2-251*b^2*c*g^4*q*r^2*x^2-1103 *b^2*c*g^3*p^2*r^2*x^2-1172*b^2*c*g^3*p*r^3*x^2-833*b^2*c*g^3*q^2*r^2*x^2-982*b ^2*c*g^3*q*r^3*x^2-17600*b*c^3*g^2*p*q*r^2*x^2-22012*b*c^3*g*p^2*q*r^2*x^2-\ 20888*b*c^3*g*p*q^2*r^2*x^2-19856*b*c^3*g*p*q*r^3*x^2-27792*b*c^4*g*p*q*r^2*x^2 -5897*b^2*c*g*p^2*q^2*r^2*x^2-5601*b^2*c*g*p^2*q*r^3*x^2-3106*b^2*c*g*p*q^3*r^2 *x^2-4735*b^2*c*g*p*q^2*r^3*x^2-2080*b^2*c*g^3*p*q*r^2*x^2-4857*b^2*c*g^2*p^2*q *r^2*x^2-4246*b^2*c*g^2*p*q^2*r^2*x^2-4504*b^2*c*g^2*p*q*r^3*x^2-4096*b^2*c*g*p ^3*q*r^2*x^2-4988*b^2*c^2*g*p^3*r^2*x^2-7202*b^2*c^2*g*p^2*r^3*x^2-3286*b^2*c^2 *g*q^3*r^2*x^2-5224*b^2*c^2*g*q^2*r^3*x^2-6028*b^2*c^2*p^3*q*r^2*x^2-8754*b^2*c ^2*p^2*q^2*r^2*x^2-8046*b^2*c^2*p^2*q*r^3*x^2-4792*b^2*c^2*p*q^3*r^2*x^2-7002*b ^2*c^2*p*q^2*r^3*x^2-2586*b^2*c^2*g^3*p*r^2*x^2-2310*b^2*c^2*g^3*q*r^2*x^2-5980 *b^2*c^2*g^2*p^2*r^2*x^2-5972*b^2*c^2*g^2*p*r^3*x^2-4674*b^2*c^2*g^2*q^2*r^2*x^ 2-5176*b^2*c^2*g^2*q*r^3*x^2-13084*b^2*c^3*g*p^2*r^2*x^2-12624*b^2*c^3*g*p*r^3* x^2-10564*b^2*c^3*g*q^2*r^2*x^2-11184*b^2*c^3*g*q*r^3*x^2-15652*b^2*c^3*p^2*q*r ^2*x^2-14164*b^2*c^3*p*q^2*r^2*x^2-13808*b^2*c^3*p*q*r^3*x^2-9772*b^2*c^3*g^2*p *r^2*x^2-8860*b^2*c^3*g^2*q*r^2*x^2-16472*b^2*c^4*g*p*r^2*x^2-15112*b^2*c^4*g*q *r^2*x^2-19584*b^2*c^4*p*q*r^2*x^2-525*b^3*g^2*p*q^2*r^2*x^2-640*b^3*g^2*p*q*r^ 3*x^2-632*b^3*g*p^3*q*r^2*x^2-833*b^3*g*p^2*q^2*r^2*x^2-872*b^3*g*p^2*q*r^3*x^2 -378*b^3*g*p*q^3*r^2*x^2-632*b^3*g*p*q^2*r^3*x^2-240*b^3*g^3*p*q*r^2*x^2-670*b^ 3*g^2*p^2*q*r^2*x^2-2348*b^3*c*g*p^2*r^3*x^2-732*b^3*c*g*q^3*r^2*x^2-1260*b^3*c *g*q^2*r^3*x^2-1920*b^3*c*p^3*q*r^2*x^2-2610*b^3*c*p^2*q^2*r^2*x^2-2562*b^3*c*p ^2*q*r^3*x^2-1284*b^3*c*p*q^3*r^2*x^2-1998*b^3*c*p*q^2*r^3*x^2-179*b^2*c*p^5*r^ 2*x^2-410*b^2*c*p^4*r^3*x^2-57*b^2*c*q^5*r^2*x^2-140*b^2*c*q^4*r^3*x^2-1342*b^2 *c^2*p^4*r^2*x^2-2502*b^2*c^2*p^3*r^3*x^2-724*b^2*c^2*q^4*r^2*x^2-1458*b^2*c^2* q^3*r^3*x^2-5012*b^2*c^3*p^3*r^2*x^2-7076*b^2*c^3*p^2*r^3*x^2-3524*b^2*c^3*q^3* r^2*x^2-5396*b^2*c^3*q^2*r^3*x^2-9472*b^2*c^4*p*r^3*x^2-8296*b^2*c^4*q^2*r^2*x^ 2-8512*b^2*c^4*q*r^3*x^2-10272*b^2*c^5*p*r^2*x^2-9504*b^2*c^5*q*r^2*x^2-10016*b ^2*c^4*p^2*r^2*x^2-25*b^3*g*q^4*r^2*x^2-56*b^3*g*q^3*r^3*x^2-184*b^3*p^4*q*r^2* x^2-360*b^3*p^3*q^2*r^2*x^2-330*b^3*p^3*q*r^3*x^2-296*b^3*p^2*q^3*r^2*x^2-438*b ^3*p^2*q^2*r^3*x^2-88*b^3*p*q^4*r^2*x^2-182*b^3*p*q^3*r^3*x^2-240*b^3*g^2*p^3*r ^2*x^2-376*b^3*g^2*p^2*r^3*x^2-144*b^3*g^2*p*r^4*x^2-95*b^3*g^2*q^3*r^2*x^2-169 *b^3*g^2*q^2*r^3*x^2-82*b^3*g^2*q*r^4*x^2-152*b^3*g*p^4*r^2*x^2-296*b^3*g*p^3*r ^3*x^2-25*b^3*g^4*q*r^2*x^2-145*b^3*g^3*p^2*r^2*x^2-176*b^3*g^3*p*r^3*x^2-95*b^ 3*g^3*q^2*r^2*x^2-126*b^3*g^3*q*r^3*x^2-456*b^3*c*p^4*r^2*x^2-858*b^3*c*p^3*r^3 *x^2-138*b^3*c*q^4*r^2*x^2-294*b^3*c*q^3*r^3*x^2-2448*b^3*c^2*p^3*r^2*x^2-3488* b^3*c^2*p^2*r^3*x^2-1316*b^3*c^2*q^3*r^2*x^2-2140*b^3*c^2*q^2*r^3*x^2-6296*b^3* c^3*p^2*r^2*x^2-6016*b^3*c^3*p*r^3*x^2-4568*b^3*c^3*q^2*r^2*x^2-4992*b^3*c^3*q* r^3*x^2+12016*a^2*b*c*g^2*p*q*r^2*x+17700*a^2*b*c*g*p^2*q*r^2*x+15172*a^2*b*c*g *p*q^2*r^2*x+17244*a^2*b*c*g*p*q*r^3*x+95288*a^2*b*c*g*p*q*r^2*x^2+41928*a^2*b* c^2*g*p*q*r^2*x+14736*a^2*b^2*c*g*p*q*r^2*x+13184*a^3*b*c*g*p*q*r^2*x-21*c^2*p^ 6*r^2*x^2-57*c^2*p^5*r^3*x^2-402*c^3*q^4*r^3*x^2-172*c^3*p^5*r^2*x^2-402*c^3*p^ 4*r^3*x^2-172*c^3*q^5*r^2*x^2-736*c^4*q^4*r^2*x^2-1404*c^4*q^3*r^3*x^2-736*c^4* p^4*r^2*x^2-1404*c^4*p^3*r^3*x^2-1808*c^5*p^3*r^2*x^2-2616*c^5*p^2*r^3*x^2-1808 *c^5*q^3*r^2*x^2-2616*c^5*q^2*r^3*x^2-2576*c^6*p^2*r^2*x^2-2496*c^6*p*r^3*x^2-\ 2576*c^6*q^2*r^2*x^2-2496*c^6*q*r^3*x^2-1984*c^7*p*r^2*x^2-1984*c^7*q*r^2*x^2-b *p^7*r^2*x^2-3*b*p^6*r^3*x^2-24*b^2*p^5*r^3*x^2-9*b^2*p^6*r^2*x^2-32*b^3*p^5*r^ 2*x^2-74*b^3*p^4*r^3*x^2-56*b^4*p^4*r^2*x^2-108*b^4*p^3*r^3*x^2-11544*b^2*c^2*g ^2*p*q*r^2*x^2-15620*b^2*c^2*g*p^2*q*r^2*x^2-13918*b^2*c^2*g*p*q^2*r^2*x^2-\ 14028*b^2*c^2*g*p*q*r^3*x^2-25488*b^2*c^3*g*p*q*r^2*x^2-3028*b^3*c*g^2*p*q*r^2* x^2-4596*b^3*c*g*p^2*q*r^2*x^2-3740*b^3*c*g*p*q^2*r^2*x^2-4140*b^3*c*g*p*q*r^3* x^2-10808*b^3*c^2*g*p*q*r^2*x^2-2008*b^4*c*g*p*q*r^2*x^2-624*b^3*c*g^3*p*r^2*x^ 2-524*b^3*c*g^3*q*r^2*x^2-1722*b^3*c*g^2*p^2*r^2*x^2-1832*b^3*c*g^2*p*r^3*x^2-\ 1116*b^3*c*g^2*q^2*r^2*x^2-1392*b^3*c*g^2*q*r^3*x^2-1588*b^3*c*g*p^3*r^2*x^2-\ 5916*b^3*c^2*g*p*r^3*x^2-4080*b^3*c^2*g*q^2*r^2*x^2-4724*b^3*c^2*g*q*r^3*x^2-\ 7208*b^3*c^2*p^2*q*r^2*x^2-6076*b^3*c^2*p*q^2*r^2*x^2-6312*b^3*c^2*p*q*r^3*x^2-\ 3996*b^3*c^2*g^2*p*r^2*x^2-3364*b^3*c^2*g^2*q*r^2*x^2-5956*b^3*c^2*g*p^2*r^2*x^ 2-9616*b^3*c^3*g*p*r^2*x^2-8272*b^3*c^3*g*q*r^2*x^2-11648*b^3*c^3*p*q*r^2*x^2-\ 452*b^4*g*p^2*q*r^2*x^2-314*b^4*g*p*q^2*r^2*x^2-404*b^4*g*p*q*r^3*x^2-244*b^4*g ^2*p*q*r^2*x^2-1148*b^4*c*p*q^2*r^2*x^2-1320*b^4*c*p*q*r^3*x^2-684*b^4*c*g^2*p* r^2*x^2-532*b^4*c*g^2*q*r^2*x^2-1236*b^4*c*g*p^2*r^2*x^2-1292*b^4*c*g*p*r^3*x^2 -648*b^4*c*g*q^2*r^2*x^2-852*b^4*c*g*q*r^3*x^2-1536*b^4*c*p^2*q*r^2*x^2-2832*b^ 4*c^2*g*p*r^2*x^2-2208*b^4*c^2*g*q*r^2*x^2-3552*b^4*c^2*p*q*r^2*x^2-112*b^5*g*p *q*r^2*x^2-100*a*g*p*q^5*r^2*x^2-229*a*g*p*q^4*r^3*x^2-352*b^5*c*g*p*r^2*x^2-\ 240*b^5*c*g*q*r^2*x^2-480*b^5*c*p*q*r^2*x^2-738*a*g^2*p^2*q^2*r^3*x^2-248*a*g^2 *p*q^4*r^2*x^2-469*a*g^2*p*q^3*r^3*x^2-68*a*g*p^5*q*r^2*x^2-271*a*g*p^4*q^2*r^2 *x^2-163*a*g*p^4*q*r^3*x^2-424*a*g*p^3*q^3*r^2*x^2-496*a*g*p^3*q^2*r^3*x^2-311* a*g*p^2*q^4*r^2*x^2-540*a*g*p^2*q^3*r^3*x^2-131*a*g^4*p^2*q*r^2*x^2-142*a*g^4*p *q^2*r^2*x^2-142*a*g^4*p*q*r^3*x^2-236*a*g^3*p^3*q*r^2*x^2-432*a*g^3*p^2*q^2*r^ 2*x^2-367*a*g^3*p^2*q*r^3*x^2-280*a*g^3*p*q^3*r^2*x^2-407*a*g^3*p*q^2*r^3*x^2-\ 188*a*g^2*p^4*q*r^2*x^2-524*a*g^2*p^3*q^2*r^2*x^2-377*a*g^2*p^3*q*r^3*x^2-564*a *g^2*p^2*q^3*r^2*x^2-26*a*g^5*p*q*r^2*x^2-216*b^4*p^3*q*r^2*x^2-264*b^4*p^2*q^2 *r^2*x^2-288*b^4*p^2*q*r^3*x^2-104*b^4*p*q^3*r^2*x^2-180*b^4*p*q^2*r^3*x^2-7840 *b^3*c^4*p*r^2*x^2-6880*b^3*c^4*q*r^2*x^2-160*b^4*g^2*p^2*r^2*x^2-192*b^4*g^2*p *r^3*x^2-84*b^4*g^2*q^2*r^2*x^2-116*b^4*g^2*q*r^3*x^2-176*b^4*g*p^3*r^2*x^2-272 *b^4*g*p^2*r^3*x^2-100*b^4*g*p*r^4*x^2-38*b^4*g*q^3*r^2*x^2-70*b^4*g*q^2*r^3*x^ 2-36*b^4*g*q*r^4*x^2-828*b^4*c*p^2*r^3*x^2-180*b^4*c*q^3*r^2*x^2-320*b^4*c*q^2* r^3*x^2-38*b^4*g^3*q*r^2*x^2-3328*b^4*c^3*p*r^2*x^2-2688*b^4*c^3*q*r^2*x^2-2088 *b^4*c^2*p^2*r^2*x^2-2040*b^4*c^2*p*r^3*x^2-1216*b^4*c^2*q^2*r^2*x^2-1464*b^4*c ^2*q*r^3*x^2-568*b^4*c*p^3*r^2*x^2-512*b^5*c^2*q*r^2*x^2-328*b^5*c*p^2*r^2*x^2-\ 328*b^5*c*p*r^3*x^2-120*b^5*c*q^2*r^2*x^2-168*b^5*c*q*r^3*x^2-28*b^5*g^2*q*r^2* x^2-84*b^5*g*p^2*r^2*x^2-96*b^5*g*p*r^3*x^2-28*b^5*g*q^2*r^2*x^2-40*b^5*g*q*r^3 *x^2-112*b^5*p^2*q*r^2*x^2-64*b^5*p*q^2*r^2*x^2-88*b^5*p*q*r^3*x^2-10*a*p^6*q*r ^2*x^2-51*a*p^5*q^2*r^2*x^2-27*a*p^5*q*r^3*x^2-105*a*p^4*q^3*r^2*x^2-111*a*p^4* q^2*r^3*x^2-110*a*p^3*q^4*r^2*x^2-174*a*p^3*q^3*r^3*x^2-60*a*p^2*q^5*r^2*x^2-\ 126*a*p^2*q^4*r^3*x^2-15*a*p*q^6*r^2*x^2-39*a*p*q^5*r^3*x^2-32*b^6*c*q*r^2*x^2-\ 8*b^6*g*q*r^2*x^2-16*b^6*p*q*r^2*x^2-736*b^5*c^2*p*r^2*x^2-a*g*p^6*r^2*x^2-3*a* g*p^5*r^3*x^2-9*a*g*q^6*r^2*x^2-25*a*g*q^5*r^3*x^2-12*a*g^2*p^5*r^2*x^2-31*a*g^ 2*p^4*r^3*x^2-32*a*g^2*q^5*r^2*x^2-77*a*g^2*q^4*r^3*x^2-20*a*g^4*p*r^4*x^2-42*a *g^4*q^3*r^2*x^2-65*a*g^4*q^2*r^3*x^2-24*a*g^4*q*r^4*x^2-31*a*g^3*p^4*r^2*x^2-\ 65*a*g^3*p^3*r^3*x^2-53*a*g^3*q^4*r^2*x^2-105*a*g^3*q^3*r^3*x^2-a*g^6*p*r^2*x^2 -12*a*g^5*p^2*r^2*x^2-14*a*g^5*p*r^3*x^2-14*a*g^5*q^2*r^2*x^2-16*a*g^5*q*r^3*x^ 2-31*a*g^4*p^3*r^2*x^2-50*a*g^4*p^2*r^3*x^2-30*a*c*q^6*r^2*x^2-81*a*c*q^5*r^3*x ^2-494*a*c*g*q^4*r^3*x^2-216*a*c*p^5*q*r^2*x^2-774*a*c*p^4*q^2*r^2*x^2-495*a*c* p^4*q*r^3*x^2-1176*a*c*p^3*q^3*r^2*x^2-1368*a*c*p^3*q^2*r^3*x^2-864*a*c*p^2*q^4 *r^2*x^2-1464*a*c*p^2*q^3*r^3*x^2-288*a*c*p*q^5*r^2*x^2-639*a*c*p*q^4*r^3*x^2-\ 537*a*c*g^2*q^4*r^2*x^2-1046*a*c*g^2*q^3*r^3*x^2-108*a*c*g*p^5*r^2*x^2-267*a*c* g*p^4*r^3*x^2-209*a*c*g*q^5*r^2*x^2-764*a*c*g^3*p^2*r^3*x^2-622*a*c*g^3*q^3*r^2 *x^2-933*a*c*g^3*q^2*r^3*x^2-353*a*c*g^2*p^4*r^2*x^2-728*a*c*g^2*p^3*r^3*x^2-55 *a*c*g^5*p*r^2*x^2-59*a*c*g^5*q*r^2*x^2-277*a*c*g^4*p^2*r^2*x^2-305*a*c*g^4*p*r ^3*x^2-321*a*c*g^4*q^2*r^2*x^2-335*a*c*g^4*q*r^3*x^2-481*a*c*g^3*p^3*r^2*x^2-\ 1496*a*c*g*p*q^4*r^2*x^2-2748*a*c*g*p*q^3*r^3*x^2-2373*a*c*g^2*p^3*q*r^2*x^2-\ 4224*a*c*g^2*p^2*q^2*r^2*x^2-3525*a*c*g^2*p^2*q*r^3*x^2-2741*a*c*g^2*p*q^3*r^2* x^2-3843*a*c*g^2*p*q^2*r^3*x^2-1193*a*c*g*p^4*q*r^2*x^2-3140*a*c*g*p^3*q^2*r^2* x^2-2294*a*c*g*p^3*q*r^3*x^2-3342*a*c*g*p^2*q^3*r^2*x^2-4281*a*c*g*p^2*q^2*r^3* x^2-652*a*c*g^4*p*q*r^2*x^2-1989*a*c*g^3*p^2*q*r^2*x^2-2130*a*c*g^3*p*q^2*r^2*x ^2-2006*a*c*g^3*p*q*r^3*x^2-1692*a*c^2*g*q^4*r^2*x^2-3235*a*c^2*g*q^3*r^3*x^2-\ 1779*a*c^2*p^4*q*r^2*x^2-4474*a*c^2*p^3*q^2*r^2*x^2-3312*a*c^2*p^3*q*r^3*x^2-\ 4718*a*c^2*p^2*q^3*r^2*x^2-5958*a*c^2*p^2*q^2*r^3*x^2-2145*a*c^2*p*q^4*r^2*x^2-\ 3852*a*c^2*p*q^3*r^3*x^2-2539*a*c^2*g^2*p^3*r^2*x^2-3919*a*c^2*g^2*p^2*r^3*x^2-\ 3153*a*c^2*g^2*q^3*r^2*x^2-4617*a*c^2*g^2*q^2*r^3*x^2-1206*a*c^2*g*p^4*r^2*x^2-\ 2411*a*c^2*g*p^3*r^3*x^2-718*a*c^2*g^4*p*r^2*x^2-762*a*c^2*g^4*q*r^2*x^2-2186*a *c^2*g^3*p^2*r^2*x^2-2296*a*c^2*g^3*p*r^3*x^2-2480*a*c^2*g^3*q^2*r^2*x^2-2468*a *c^2*g^3*q*r^3*x^2-6600*a*c^3*g*q^3*r^2*x^2-9502*a*c^3*g*q^2*r^3*x^2-7204*a*c^3 *p^3*q*r^2*x^2-12288*a*c^3*p^2*q^2*r^2*x^2-10140*a*c^3*p^2*q*r^3*x^2-8028*a*c^3 *p*q^3*r^2*x^2-10836*a*c^3*p*q^2*r^3*x^2-4120*a*c^3*g^3*q*r^2*x^2-7650*a*c^3*g^ 2*p^2*r^2*x^2-7796*a*c^3*g^2*p*r^3*x^2-8534*a*c^3*g^2*q^2*r^2*x^2-8284*a*c^3*g^ 2*q*r^3*x^2-5476*a*c^3*g*p^3*r^2*x^2-8242*a*c^3*g*p^2*r^3*x^2-3920*a*c^3*g^3*p* r^2*x^2-5116*a*c^2*g^3*p*q*r^2*x^2-10061*a*c^2*g^2*p^2*q*r^2*x^2-10675*a*c^2*g^ 2*p*q^2*r^2*x^2-9772*a*c^2*g^2*p*q*r^3*x^2-7368*a*c^2*g*p^3*q*r^2*x^2-12810*a*c ^2*g*p^2*q^2*r^2*x^2-10607*a*c^2*g*p^2*q*r^3*x^2-8340*a*c^2*g*p*q^3*r^2*x^2-\ 11431*a*c^2*g*p*q^2*r^3*x^2-17600*a*c^3*g^2*p*q*r^2*x^2-20888*a*c^3*g*p^2*q*r^2 *x^2-22012*a*c^3*g*p*q^2*r^2*x^2-19856*a*c^3*g*p*q*r^3*x^2-27792*a*c^4*g*p*q*r^ 2*x^2-1576*a*b*g*p^2*q^3*r^2*x^2-2148*a*b*g*p^2*q^2*r^3*x^2-652*a*b*g*p*q^4*r^2 *x^2-1258*a*b*g*p*q^3*r^3*x^2-888*a*b*g^3*p*q^2*r^2*x^2-944*a*b*g^3*p*q*r^3*x^2 -1192*a*b*g^2*p^3*q*r^2*x^2-1964*a*b*g^2*p^2*q^2*r^2*x^2-1799*a*b*g^2*p^2*q*r^3 *x^2-1192*a*b*g^2*p*q^3*r^2*x^2-1799*a*b*g^2*p*q^2*r^3*x^2-652*a*b*g*p^4*q*r^2* x^2-1576*a*b*g*p^3*q^2*r^2*x^2-1258*a*b*g*p^3*q*r^3*x^2-12272*a*c^4*g*p*r^3*x^2 -13528*a*c^4*g*q^2*r^2*x^2-12960*a*c^4*g*q*r^3*x^2-15348*a*c^4*p^2*q*r^2*x^2-\ 16092*a*c^4*p*q^2*r^2*x^2-14400*a*c^4*p*q*r^3*x^2-10448*a*c^4*g^2*p*r^2*x^2-\ 10912*a*c^4*g^2*q*r^2*x^2-12272*a*c^4*g*p^2*r^2*x^2-13520*a*c^5*g*p*r^2*x^2-\ 14064*a*c^5*g*q*r^2*x^2-16512*a*c^5*p*q*r^2*x^2-76*a*b*g*q^5*r^2*x^2-184*a*b*g* q^4*r^3*x^2-124*a*b*p^5*q*r^2*x^2-406*a*b*p^4*q^2*r^2*x^2-283*a*b*p^4*q*r^3*x^2 -584*a*b*p^3*q^3*r^2*x^2-714*a*b*p^3*q^2*r^3*x^2-406*a*b*p^2*q^4*r^2*x^2-714*a* b*p^2*q^3*r^3*x^2-124*a*b*p*q^5*r^2*x^2-283*a*b*p*q^4*r^3*x^2-210*a*b*g^2*q^4*r ^2*x^2-427*a*b*g^2*q^3*r^3*x^2-76*a*b*g*p^5*r^2*x^2-184*a*b*g*p^4*r^3*x^2-162*a *b*g^3*p*r^4*x^2-248*a*b*g^3*q^3*r^2*x^2-400*a*b*g^3*q^2*r^3*x^2-162*a*b*g^3*q* r^4*x^2-210*a*b*g^2*p^4*r^2*x^2-427*a*b*g^2*p^3*r^3*x^2-16*a*b*g^5*p*r^2*x^2-16 *a*b*g^5*q*r^2*x^2-120*a*b*g^4*p^2*r^2*x^2-146*a*b*g^4*p*r^3*x^2-120*a*b*g^4*q^ 2*r^2*x^2-146*a*b*g^4*q*r^3*x^2-248*a*b*g^3*p^3*r^2*x^2-400*a*b*g^3*p^2*r^3*x^2 -240*a*b*g^4*p*q*r^2*x^2-888*a*b*g^3*p^2*q*r^2*x^2-4556*a*b*c*p^2*q^3*r^2*x^2-\ 6012*a*b*c*p^2*q^2*r^3*x^2-1942*a*b*c*p*q^4*r^2*x^2-3604*a*b*c*p*q^3*r^3*x^2-\ 2772*a*b*c*g*p^3*r^3*x^2-1397*a*b*c*g*q^4*r^2*x^2-2772*a*b*c*g*q^3*r^3*x^2-1942 *a*b*c*p^4*q*r^2*x^2-4556*a*b*c*p^3*q^2*r^2*x^2-3604*a*b*c*p^3*q*r^3*x^2-2004*a *b*c*g^3*q^2*r^2*x^2-2210*a*b*c*g^3*q*r^3*x^2-2637*a*b*c*g^2*p^3*r^2*x^2-4097*a *b*c*g^2*p^2*r^3*x^2-2637*a*b*c*g^2*q^3*r^2*x^2-4097*a*b*c*g^2*q^2*r^3*x^2-1397 *a*b*c*g*p^4*r^2*x^2-542*a*b*c*g^4*p*r^2*x^2-542*a*b*c*g^4*q*r^2*x^2-2004*a*b*c *g^3*p^2*r^2*x^2-2210*a*b*c*g^3*p*r^3*x^2-7570*a*b*c*g*p^3*q*r^2*x^2-12346*a*b* c*g*p^2*q^2*r^2*x^2-10936*a*b*c*g*p^2*q*r^3*x^2-7570*a*b*c*g*p*q^3*r^2*x^2-\ 10936*a*b*c*g*p*q^2*r^3*x^2-4296*a*b*c*g^3*p*q*r^2*x^2-9505*a*b*c*g^2*p^2*q*r^2 *x^2-9505*a*b*c*g^2*p*q^2*r^2*x^2-9416*a*b*c*g^2*p*q*r^3*x^2-11284*a*b*c^2*p^3* q*r^2*x^2-18204*a*b*c^2*p^2*q^2*r^2*x^2-15804*a*b*c^2*p^2*q*r^3*x^2-11284*a*b*c ^2*p*q^3*r^2*x^2-15804*a*b*c^2*p*q^2*r^3*x^2-11452*a*b*c^2*g^2*p*r^3*x^2-11014* a*b*c^2*g^2*q^2*r^2*x^2-11452*a*b*c^2*g^2*q*r^3*x^2-8666*a*b*c^2*g*p^3*r^2*x^2-\ 13034*a*b*c^2*g*p^2*r^3*x^2-8666*a*b*c^2*g*q^3*r^2*x^2-13034*a*b*c^2*g*q^2*r^3* x^2-4984*a*b*c^2*g^3*p*r^2*x^2-4984*a*b*c^2*g^3*q*r^2*x^2-11014*a*b*c^2*g^2*p^2 *r^2*x^2-19000*a*b*c^3*g^2*q*r^2*x^2-24416*a*b*c^3*g*p^2*r^2*x^2-24512*a*b*c^3* g*p*r^3*x^2-24416*a*b*c^3*g*q^2*r^2*x^2-24512*a*b*c^3*g*q*r^3*x^2-30896*a*b*c^3 *p^2*q*r^2*x^2-30896*a*b*c^3*p*q^2*r^2*x^2-28768*a*b*c^3*p*q*r^3*x^2-19000*a*b* c^3*g^2*p*r^2*x^2-32256*a*b*c^4*g*p*r^2*x^2-32256*a*b*c^4*g*q*r^2*x^2-40320*a*b *c^4*p*q*r^2*x^2-2081*a*b^2*g^2*p^2*q*r^2*x^2-1936*a*b^2*g^2*p*q^2*r^2*x^2-2168 *a*b^2*g^2*p*q*r^3*x^2-1838*a*b^2*g*p^3*q*r^2*x^2-2793*a*b^2*g*p^2*q^2*r^2*x^2-\ 2709*a*b^2*g*p^2*q*r^3*x^2-1584*a*b^2*g*p*q^3*r^2*x^2-2469*a*b^2*g*p*q^2*r^3*x^ 2-792*a*b^2*g^3*p*q*r^2*x^2-254*a*b*c*p^5*r^2*x^2-598*a*b*c*p^4*r^3*x^2-254*a*b *c*q^5*r^2*x^2-598*a*b*c*q^4*r^3*x^2-2182*a*b*c^2*q^4*r^2*x^2-4212*a*b*c^2*q^3* r^3*x^2-2182*a*b*c^2*p^4*r^2*x^2-4212*a*b*c^2*p^3*r^3*x^2-8896*a*b*c^3*q^3*r^2* x^2-13048*a*b*c^3*q^2*r^3*x^2-8896*a*b*c^3*p^3*r^2*x^2-13048*a*b*c^3*p^2*r^3*x^ 2-18888*a*b*c^4*p^2*r^2*x^2-18560*a*b*c^4*p*r^3*x^2-18888*a*b*c^4*q^2*r^2*x^2-\ 18560*a*b*c^4*q*r^3*x^2-20224*a*b*c^5*p*r^2*x^2-20224*a*b*c^5*q*r^2*x^2-251*a*b ^2*g*q^4*r^2*x^2-519*a*b^2*g*q^3*r^3*x^2-501*a*b^2*p^4*q*r^2*x^2-1106*a*b^2*p^3 *q^2*r^2*x^2-938*a*b^2*p^3*q*r^3*x^2-1042*a*b^2*p^2*q^3*r^2*x^2-1458*a*b^2*p^2* q^2*r^3*x^2-405*a*b^2*p*q^4*r^2*x^2-790*a*b^2*p*q^3*r^3*x^2-426*a*b^2*g^2*p*r^4 *x^2-502*a*b^2*g^2*q^3*r^2*x^2-838*a*b^2*g^2*q^2*r^3*x^2-364*a*b^2*g^2*q*r^4*x^ 2-378*a*b^2*g*p^4*r^2*x^2-759*a*b^2*g*p^3*r^3*x^2-79*a*b^2*g^4*p*r^2*x^2-79*a*b ^2*g^4*q*r^2*x^2-421*a*b^2*g^3*p^2*r^2*x^2-522*a*b^2*g^3*p*r^3*x^2-371*a*b^2*g^ 3*q^2*r^2*x^2-472*a*b^2*g^3*q*r^3*x^2-647*a*b^2*g^2*p^3*r^2*x^2-1045*a*b^2*g^2* p^2*r^3*x^2-1166*a*b^2*c*p^4*r^2*x^2-2262*a*b^2*c*p^3*r^3*x^2-848*a*b^2*c*q^4*r ^2*x^2-1698*a*b^2*c*q^3*r^3*x^2-12*a*c*p^6*r^2*x^2-33*a*c*p^5*r^3*x^2-319*a*c^2 *q^5*r^2*x^2-738*a*c^2*q^4*r^3*x^2-197*a*c^2*p^5*r^2*x^2-468*a*c^2*p^4*r^3*x^2-\ 1266*a*c^3*p^4*r^2*x^2-2460*a*c^3*p^3*r^3*x^2-1678*a*c^3*q^4*r^2*x^2-3156*a*c^3 *q^3*r^3*x^2-4892*a*c^4*q^3*r^2*x^2-6960*a*c^4*q^2*r^3*x^2-4148*a*c^4*p^3*r^2*x ^2-6120*a*c^4*p^2*r^3*x^2-7384*a*c^5*p^2*r^2*x^2-7296*a*c^5*p*r^3*x^2-8072*a*c^ 5*q^2*r^2*x^2-7680*a*c^5*q*r^3*x^2-6816*a*c^6*p*r^2*x^2-7072*a*c^6*q*r^2*x^2-10 *a*b*p^6*r^2*x^2-27*a*b*p^5*r^3*x^2-10*a*b*q^6*r^2*x^2-27*a*b*q^5*r^3*x^2-41*a* b^2*q^5*r^2*x^2-98*a*b^2*q^4*r^3*x^2-73*a*b^2*p^5*r^2*x^2-172*a*b^2*p^4*r^3*x^2 -23808*a*b*c^2*g^2*p*q*r^2*x^2-30714*a*b*c^2*g*p^2*q*r^2*x^2-30714*a*b*c^2*g*p* q^2*r^2*x^2-29272*a*b*c^2*g*p*q*r^3*x^2-52512*a*b*c^3*g*p*q*r^2*x^2-9868*a*b^2* c*g^2*p*q*r^2*x^2-14174*a*b^2*c*g*p^2*q*r^2*x^2-13318*a*b^2*c*g*p*q^2*r^2*x^2-\ 13780*a*b^2*c*g*p*q*r^3*x^2-34856*a*b^2*c^2*g*p*q*r^2*x^2-7314*a*b^2*c*p*q^2*r^ 3*x^2-4322*a*b^2*c*g*p^3*r^2*x^2-6636*a*b^2*c*g*p^2*r^3*x^2-3466*a*b^2*c*g*q^3* r^2*x^2-5548*a*b^2*c*g*q^2*r^3*x^2-5588*a*b^2*c*p^3*q*r^2*x^2-8526*a*b^2*c*p^2* q^2*r^2*x^2-7878*a*b^2*c*p^2*q*r^3*x^2-4952*a*b^2*c*p*q^3*r^2*x^2-1880*a*b^2*c* g^3*p*r^2*x^2-1780*a*b^2*c*g^3*q*r^2*x^2-4952*a*b^2*c*g^2*p^2*r^2*x^2-5464*a*b^ 2*c*g^2*p*r^3*x^2-4346*a*b^2*c*g^2*q^2*r^2*x^2-5024*a*b^2*c*g^2*q*r^3*x^2-20980 *a*b^2*c^2*p*q^2*r^2*x^2-20664*a*b^2*c^2*p*q*r^3*x^2-11996*a*b^2*c^2*g^2*p*r^2* x^2-11364*a*b^2*c^2*g^2*q*r^2*x^2-17208*a*b^2*c^2*g*p^2*r^2*x^2-17772*a*b^2*c^2 *g*p*r^3*x^2-15332*a*b^2*c^2*g*q^2*r^2*x^2-16580*a*b^2*c^2*g*q*r^3*x^2-22112*a* b^2*c^2*p^2*q*r^2*x^2-28944*a*b^2*c^3*g*p*r^2*x^2-27600*a*b^2*c^3*g*q*r^2*x^2-\ 37248*a*b^2*c^3*p*q*r^2*x^2-2012*a*b^3*g*p^2*q*r^2*x^2-1736*a*b^3*g*p*q^2*r^2*x ^2-2036*a*b^3*g*p*q*r^3*x^2-1184*a*b^3*g^2*p*q*r^2*x^2-6752*a*b^2*c^2*p^3*r^2*x ^2-9980*a*b^2*c^2*p^2*r^3*x^2-5620*a*b^2*c^2*q^3*r^2*x^2-8632*a*b^2*c^2*q^2*r^3 *x^2-18312*a*b^2*c^3*p^2*r^2*x^2-18176*a*b^2*c^3*p*r^3*x^2-16584*a*b^2*c^3*q^2* r^2*x^2-17152*a*b^2*c^3*q*r^3*x^2-23680*a*b^2*c^4*p*r^2*x^2-22720*a*b^2*c^4*q*r ^2*x^2-404*a*b^3*g*q^3*r^2*x^2-692*a*b^3*g*q^2*r^3*x^2-316*a*b^3*g*q*r^4*x^2-\ 880*a*b^3*p^3*q*r^2*x^2-1248*a*b^3*p^2*q^2*r^2*x^2-1266*a*b^3*p^2*q*r^3*x^2-656 *a*b^3*p*q^3*r^2*x^2-1050*a*b^3*p*q^2*r^3*x^2-176*a*b^3*g^3*q*r^2*x^2-668*a*b^3 *g^2*p^2*r^2*x^2-832*a*b^3*g^2*p*r^3*x^2-516*a*b^3*g^2*q^2*r^2*x^2-680*a*b^3*g^ 2*q*r^3*x^2-680*a*b^3*g*p^3*r^2*x^2-1096*a*b^3*g*p^2*r^3*x^2-444*a*b^3*g*p*r^4* x^2-176*a*b^3*g^3*p*r^2*x^2-1400*a*b^3*c*q^3*r^2*x^2-2292*a*b^3*c*q^2*r^3*x^2-\ 2176*a*b^3*c*p^3*r^2*x^2-3308*a*b^3*c*p^2*r^3*x^2-13888*a*b^3*c^3*p*r^2*x^2-\ 12608*a*b^3*c^3*q*r^2*x^2-8408*a*b^3*c^2*p^2*r^2*x^2-8608*a*b^3*c^2*p*r^3*x^2-\ 6664*a*b^3*c^2*q^2*r^2*x^2-7456*a*b^3*c^2*q*r^3*x^2-316*a*b^4*g*q^2*r^2*x^2-428 *a*b^4*g*q*r^3*x^2-680*a*b^4*p^2*q*r^2*x^2-536*a*b^4*p*q^2*r^2*x^2-656*a*b^4*p* q*r^3*x^2-192*a*b^4*g^2*p*r^2*x^2-192*a*b^4*g^2*q*r^2*x^2-484*a*b^4*g*p^2*r^2*x ^2-596*a*b^4*g*p*r^3*x^2-4160*a*b^4*c^2*p*r^2*x^2-3488*a*b^4*c^2*q*r^2*x^2-1784 *a*b^4*c*p^2*r^2*x^2-1928*a*b^4*c*p*r^3*x^2-1160*a*b^4*c*q^2*r^2*x^2-1448*a*b^4 *c*q*r^3*x^2-800*a^2*g*p^2*q^3*r^2*x^2-1008*a^2*g*p^2*q^2*r^3*x^2-384*a^2*g*p*q ^4*r^2*x^2-705*a^2*g*p*q^3*r^3*x^2-544*a*b^5*c*p*r^2*x^2-416*a*b^5*c*q*r^2*x^2-\ 96*a*b^5*g*p*r^2*x^2-96*a*b^5*g*q*r^2*x^2-192*a*b^5*p*q*r^2*x^2-116*a^2*g^4*p*q *r^2*x^2-390*a^2*g^3*p^2*q*r^2*x^2-456*a^2*g^3*p*q^2*r^2*x^2-450*a^2*g^3*p*q*r^ 3*x^2-469*a^2*g^2*p^3*q*r^2*x^2-931*a^2*g^2*p^2*q^2*r^2*x^2-758*a^2*g^2*p^2*q*r ^3*x^2-655*a^2*g^2*p*q^3*r^2*x^2-930*a^2*g^2*p*q^2*r^3*x^2-228*a^2*g*p^4*q*r^2* x^2-696*a^2*g*p^3*q^2*r^2*x^2-465*a^2*g*p^3*q*r^3*x^2-5028*a*b^3*c*g*p^2*r^2*x^ 2-5520*a*b^3*c*g*p*r^3*x^2-3852*a*b^3*c*g*q^2*r^2*x^2-4640*a*b^3*c*g*q*r^3*x^2-\ 6632*a*b^3*c*p^2*q*r^2*x^2-5856*a*b^3*c*p*q^2*r^2*x^2-6288*a*b^3*c*p*q*r^3*x^2-\ 2948*a*b^3*c*g^2*p*r^2*x^2-2644*a*b^3*c*g^2*q*r^2*x^2-10696*a*b^3*c^2*g*q*r^2*x ^2-16064*a*b^3*c^2*p*q*r^2*x^2-11944*a*b^3*c^2*g*p*r^2*x^2-800*a*b^4*g*p*q*r^2* x^2-2104*a*b^4*c*g*p*r^2*x^2-1768*a*b^4*c*g*q*r^2*x^2-3104*a*b^4*c*p*q*r^2*x^2-\ 2080*a^2*c*g^3*p*q*r^2*x^2-4246*a^2*c*g^2*p^2*q*r^2*x^2-4857*a^2*c*g^2*p*q^2*r^ 2*x^2-4504*a^2*c*g^2*p*q*r^3*x^2-3106*a^2*c*g*p^3*q*r^2*x^2-5897*a^2*c*g*p^2*q^ 2*r^2*x^2-4735*a^2*c*g*p^2*q*r^3*x^2-4096*a^2*c*g*p*q^3*r^2*x^2-5601*a^2*c*g*p* q^2*r^3*x^2-743*a^2*c*p^4*q*r^2*x^2-2066*a^2*c*p^3*q^2*r^2*x^2-1436*a^2*c*p^3*q *r^3*x^2-2310*a^2*c*p^2*q^3*r^2*x^2-2862*a^2*c*p^2*q^2*r^3*x^2-1109*a^2*c*p*q^4 *r^2*x^2-1976*a^2*c*p*q^3*r^3*x^2-1557*a^2*c*g^2*q^3*r^2*x^2-2323*a^2*c*g^2*q^2 *r^3*x^2-405*a^2*c*g*p^4*r^2*x^2-853*a^2*c*g*p^3*r^3*x^2-900*a^2*c*g*q^4*r^2*x^ 2-1719*a^2*c*g*q^3*r^3*x^2-283*a^2*c*g^4*q*r^2*x^2-833*a^2*c*g^3*p^2*r^2*x^2-\ 982*a^2*c*g^3*p*r^3*x^2-1103*a^2*c*g^3*q^2*r^2*x^2-1172*a^2*c*g^3*q*r^3*x^2-946 *a^2*c*g^2*p^3*r^2*x^2-1570*a^2*c*g^2*p^2*r^3*x^2-251*a^2*c*g^4*p*r^2*x^2-6028* a^2*c^2*p*q^3*r^2*x^2-8046*a^2*c^2*p*q^2*r^3*x^2-5980*a^2*c^2*g^2*q^2*r^2*x^2-\ 5972*a^2*c^2*g^2*q*r^3*x^2-3286*a^2*c^2*g*p^3*r^2*x^2-5224*a^2*c^2*g*p^2*r^3*x^ 2-4988*a^2*c^2*g*q^3*r^2*x^2-7202*a^2*c^2*g*q^2*r^3*x^2-4792*a^2*c^2*p^3*q*r^2* x^2-8754*a^2*c^2*p^2*q^2*r^2*x^2-7002*a^2*c^2*p^2*q*r^3*x^2-2310*a^2*c^2*g^3*p* r^2*x^2-2586*a^2*c^2*g^3*q*r^2*x^2-4674*a^2*c^2*g^2*p^2*r^2*x^2-5176*a^2*c^2*g^ 2*p*r^3*x^2-200*a*b^3*p^4*r^2*x^2-398*a*b^3*p^3*r^3*x^2-88*a*b^3*q^4*r^2*x^2-\ 182*a*b^3*q^3*r^3*x^2-16*a*b^6*q*r^2*x^2-128*a*b^5*p^2*r^2*x^2-152*a*b^5*p*r^3* x^2-64*a*b^5*q^2*r^2*x^2-88*a*b^5*q*r^3*x^2-248*a*b^4*p^3*r^2*x^2-396*a*b^4*p^2 *r^3*x^2-156*a*b^4*p*r^4*x^2-104*a*b^4*q^3*r^2*x^2-180*a*b^4*q^2*r^3*x^2-84*a*b ^4*q*r^4*x^2-60*a^2*g*q^5*r^2*x^2-141*a^2*g*q^4*r^3*x^2-41*a^2*p^5*q*r^2*x^2-\ 173*a^2*p^4*q^2*r^2*x^2-98*a^2*p^4*q*r^3*x^2-282*a^2*p^3*q^3*r^2*x^2-318*a^2*p^ 3*q^2*r^3*x^2-218*a^2*p^2*q^4*r^2*x^2-366*a^2*p^2*q^3*r^3*x^2-77*a^2*p*q^5*r^2* x^2-170*a^2*p*q^4*r^3*x^2-109*a^2*g^2*p^3*r^3*x^2-143*a^2*g^2*q^4*r^2*x^2-281*a ^2*g^2*q^3*r^3*x^2-8*a^2*g*p^5*r^2*x^2-21*a^2*g*p^4*r^3*x^2-66*a^2*g^4*q^2*r^2* x^2-79*a^2*g^4*q*r^3*x^2-84*a^2*g^3*p^3*r^2*x^2-143*a^2*g^3*p^2*r^3*x^2-64*a^2* g^3*p*r^4*x^2-150*a^2*g^3*q^3*r^2*x^2-235*a^2*g^3*q^2*r^3*x^2-90*a^2*g^3*q*r^4* x^2-50*a^2*g^2*p^4*r^2*x^2-8*a^2*g^5*p*r^2*x^2-50*a^2*g^4*p^2*r^2*x^2-63*a^2*g^ 4*p*r^3*x^2-57*a^2*c*p^5*r^2*x^2-140*a^2*c*p^4*r^3*x^2-179*a^2*c*q^5*r^2*x^2-\ 410*a^2*c*q^4*r^3*x^2-1342*a^2*c^2*q^4*r^2*x^2-2502*a^2*c^2*q^3*r^3*x^2-724*a^2 *c^2*p^4*r^2*x^2-1458*a^2*c^2*p^3*r^3*x^2-3524*a^2*c^3*p^3*r^2*x^2-5396*a^2*c^3 *p^2*r^3*x^2-5012*a^2*c^3*q^3*r^2*x^2-7076*a^2*c^3*q^2*r^3*x^2-14028*a^2*c^2*g* p*q*r^3*x^2-11544*a^2*c^2*g^2*p*q*r^2*x^2-13918*a^2*c^2*g*p^2*q*r^2*x^2-15620*a ^2*c^2*g*p*q^2*r^2*x^2-25488*a^2*c^3*g*p*q*r^2*x^2-1584*a^2*b*g*p^3*q*r^2*x^2-\ 2793*a^2*b*g*p^2*q^2*r^2*x^2-2469*a^2*b*g*p^2*q*r^3*x^2-1838*a^2*b*g*p*q^3*r^2* x^2-2709*a^2*b*g*p*q^2*r^3*x^2-792*a^2*b*g^3*p*q*r^2*x^2-1936*a^2*b*g^2*p^2*q*r ^2*x^2-2081*a^2*b*g^2*p*q^2*r^2*x^2-2168*a^2*b*g^2*p*q*r^3*x^2-15652*a^2*c^3*p* q^2*r^2*x^2-13808*a^2*c^3*p*q*r^3*x^2-8860*a^2*c^3*g^2*p*r^2*x^2-9772*a^2*c^3*g ^2*q*r^2*x^2-10564*a^2*c^3*g*p^2*r^2*x^2-11184*a^2*c^3*g*p*r^3*x^2-13084*a^2*c^ 3*g*q^2*r^2*x^2-12624*a^2*c^3*g*q*r^3*x^2-14164*a^2*c^3*p^2*q*r^2*x^2-15112*a^2 *c^4*g*p*r^2*x^2-16472*a^2*c^4*g*q*r^2*x^2-19584*a^2*c^4*p*q*r^2*x^2-405*a^2*b* p^4*q*r^2*x^2-1042*a^2*b*p^3*q^2*r^2*x^2-790*a^2*b*p^3*q*r^3*x^2-1106*a^2*b*p^2 *q^3*r^2*x^2-1458*a^2*b*p^2*q^2*r^3*x^2-501*a^2*b*p*q^4*r^2*x^2-938*a^2*b*p*q^3 *r^3*x^2-647*a^2*b*g^2*q^3*r^2*x^2-1045*a^2*b*g^2*q^2*r^3*x^2-426*a^2*b*g^2*q*r ^4*x^2-251*a^2*b*g*p^4*r^2*x^2-519*a^2*b*g*p^3*r^3*x^2-378*a^2*b*g*q^4*r^2*x^2-\ 759*a^2*b*g*q^3*r^3*x^2-79*a^2*b*g^4*q*r^2*x^2-371*a^2*b*g^3*p^2*r^2*x^2-472*a^ 2*b*g^3*p*r^3*x^2-421*a^2*b*g^3*q^2*r^2*x^2-522*a^2*b*g^3*q*r^3*x^2-502*a^2*b*g ^2*p^3*r^2*x^2-838*a^2*b*g^2*p^2*r^3*x^2-364*a^2*b*g^2*p*r^4*x^2-79*a^2*b*g^4*p *r^2*x^2-848*a^2*b*c*p^4*r^2*x^2-1698*a^2*b*c*p^3*r^3*x^2-1166*a^2*b*c*q^4*r^2* x^2-2262*a^2*b*c*q^3*r^3*x^2-7314*a^2*b*c*p^2*q*r^3*x^2-5588*a^2*b*c*p*q^3*r^2* x^2-7878*a^2*b*c*p*q^2*r^3*x^2-5464*a^2*b*c*g^2*q*r^3*x^2-3466*a^2*b*c*g*p^3*r^ 2*x^2-5548*a^2*b*c*g*p^2*r^3*x^2-4322*a^2*b*c*g*q^3*r^2*x^2-6636*a^2*b*c*g*q^2* r^3*x^2-4952*a^2*b*c*p^3*q*r^2*x^2-8526*a^2*b*c*p^2*q^2*r^2*x^2-1780*a^2*b*c*g^ 3*p*r^2*x^2-1880*a^2*b*c*g^3*q*r^2*x^2-4346*a^2*b*c*g^2*p^2*r^2*x^2-5024*a^2*b* c*g^2*p*r^3*x^2-4952*a^2*b*c*g^2*q^2*r^2*x^2-15332*a^2*b*c^2*g*p^2*r^2*x^2-\ 16580*a^2*b*c^2*g*p*r^3*x^2-17208*a^2*b*c^2*g*q^2*r^2*x^2-17772*a^2*b*c^2*g*q*r ^3*x^2-20980*a^2*b*c^2*p^2*q*r^2*x^2-22112*a^2*b*c^2*p*q^2*r^2*x^2-20664*a^2*b* c^2*p*q*r^3*x^2-11364*a^2*b*c^2*g^2*p*r^2*x^2-11996*a^2*b*c^2*g^2*q*r^2*x^2-\ 37248*a^2*b*c^3*p*q*r^2*x^2-27600*a^2*b*c^3*g*p*r^2*x^2-28944*a^2*b*c^3*g*q*r^2 *x^2-1880*a^2*b^2*g^2*p*q*r^2*x^2-2982*a^2*b^2*g*p^2*q*r^2*x^2-2982*a^2*b^2*g*p *q^2*r^2*x^2-3264*a^2*b^2*g*p*q*r^3*x^2-9376*a*b^3*c*g*p*q*r^2*x^2-13780*a^2*b* c*g*p*q*r^3*x^2-9868*a^2*b*c*g^2*p*q*r^2*x^2-13318*a^2*b*c*g*p^2*q*r^2*x^2-\ 14174*a^2*b*c*g*p*q^2*r^2*x^2-34856*a^2*b*c^2*g*p*q*r^2*x^2-5620*a^2*b*c^2*p^3* r^2*x^2-8632*a^2*b*c^2*p^2*r^3*x^2-6752*a^2*b*c^2*q^3*r^2*x^2-9980*a^2*b*c^2*q^ 2*r^3*x^2-17152*a^2*b*c^3*p*r^3*x^2-18312*a^2*b*c^3*q^2*r^2*x^2-18176*a^2*b*c^3 *q*r^3*x^2-22720*a^2*b*c^4*p*r^2*x^2-23680*a^2*b*c^4*q*r^2*x^2-16584*a^2*b*c^3* p^2*r^2*x^2-1848*a^2*b^2*p^2*q*r^3*x^2-1216*a^2*b^2*p*q^3*r^2*x^2-1848*a^2*b^2* p*q^2*r^3*x^2-870*a^2*b^2*g*p^3*r^2*x^2-1446*a^2*b^2*g*p^2*r^3*x^2-624*a^2*b^2* g*p*r^4*x^2-870*a^2*b^2*g*q^3*r^2*x^2-1446*a^2*b^2*g*q^2*r^3*x^2-624*a^2*b^2*g* q*r^4*x^2-1216*a^2*b^2*p^3*q*r^2*x^2-1968*a^2*b^2*p^2*q^2*r^2*x^2-276*a^2*b^2*g ^3*p*r^2*x^2-276*a^2*b^2*g^3*q*r^2*x^2-940*a^2*b^2*g^2*p^2*r^2*x^2-1204*a^2*b^2 *g^2*p*r^3*x^2-940*a^2*b^2*g^2*q^2*r^2*x^2-1204*a^2*b^2*g^2*q*r^3*x^2-2828*a^2* b^2*c*p^3*r^2*x^2-4452*a^2*b^2*c*p^2*r^3*x^2-2828*a^2*b^2*c*q^3*r^2*x^2-4452*a^ 2*b^2*c*q^2*r^3*x^2-11768*a^2*b^2*c^2*p^2*r^2*x^2-12560*a^2*b^2*c^2*p*r^3*x^2-\ 11768*a^2*b^2*c^2*q^2*r^2*x^2-12560*a^2*b^2*c^2*q*r^3*x^2-20480*a^2*b^2*c^3*p*r ^2*x^2-20480*a^2*b^2*c^3*q*r^2*x^2-976*a^2*b^3*g*p^2*r^2*x^2-1252*a^2*b^3*g*p*r ^3*x^2-864*a^2*b^3*g*q^2*r^2*x^2-1140*a^2*b^3*g*q*r^3*x^2-1432*a^2*b^3*p^2*q*r^ 2*x^2-1336*a^2*b^3*p*q^2*r^2*x^2-1528*a^2*b^3*p*q*r^3*x^2-436*a^2*b^3*g^2*p*r^2 *x^2-436*a^2*b^3*g^2*q*r^2*x^2-3504*a^2*b^3*c*p^2*r^2*x^2-3984*a^2*b^3*c*p*r^3* x^2-3088*a^2*b^3*c*q^2*r^2*x^2-3664*a^2*b^3*c*q*r^3*x^2-8576*a^2*b^3*c^2*p*r^2* x^2-8128*a^2*b^3*c^2*q*r^2*x^2-10016*a^2*c^4*q^2*r^2*x^2-9472*a^2*c^4*q*r^3*x^2 -9504*a^2*c^5*p*r^2*x^2-10272*a^2*c^5*q*r^2*x^2-8296*a^2*c^4*p^2*r^2*x^2-8512*a ^2*c^4*p*r^3*x^2-73*a^2*b*q^5*r^2*x^2-172*a^2*b*q^4*r^3*x^2-41*a^2*b*p^5*r^2*x^ 2-98*a^2*b*p^4*r^3*x^2-232*a^2*b^2*p^4*r^2*x^2-472*a^2*b^2*p^3*r^3*x^2-232*a^2* b^2*q^4*r^2*x^2-472*a^2*b^2*q^3*r^3*x^2-456*a^2*b^3*p^3*r^2*x^2-756*a^2*b^3*p^2 *r^3*x^2-324*a^2*b^3*p*r^4*x^2-360*a^2*b^3*q^3*r^2*x^2-612*a^2*b^3*q^2*r^3*x^2-\ 276*a^2*b^3*q*r^4*x^2-272*a^2*b^4*q^2*r^2*x^2-368*a^2*b^4*q*r^3*x^2-88*a^3*p^4* q*r^2*x^2-296*a^3*p^3*q^2*r^2*x^2-182*a^3*p^3*q*r^3*x^2-360*a^3*p^2*q^3*r^2*x^2 -438*a^3*p^2*q^2*r^3*x^2-184*a^3*p*q^4*r^2*x^2-330*a^3*p*q^3*r^3*x^2-80*a^2*b^5 *p*r^2*x^2-80*a^2*b^5*q*r^2*x^2-352*a^2*b^4*p^2*r^2*x^2-448*a^2*b^4*p*r^3*x^2-\ 82*a^3*g^2*p*r^4*x^2-240*a^3*g^2*q^3*r^2*x^2-376*a^3*g^2*q^2*r^3*x^2-144*a^3*g^ 2*q*r^4*x^2-25*a^3*g*p^4*r^2*x^2-56*a^3*g*p^3*r^3*x^2-152*a^3*g*q^4*r^2*x^2-296 *a^3*g*q^3*r^3*x^2-25*a^3*g^4*p*r^2*x^2-95*a^3*g^3*p^2*r^2*x^2-126*a^3*g^3*p*r^ 3*x^2-145*a^3*g^3*q^2*r^2*x^2-176*a^3*g^3*q*r^3*x^2-95*a^3*g^2*p^3*r^2*x^2-169* a^3*g^2*p^2*r^3*x^2-456*a^3*c*q^4*r^2*x^2-858*a^3*c*q^3*r^3*x^2-6996*a^2*b^2*c* g*q^2*r^2*x^2-8016*a^2*b^2*c*g*q*r^3*x^2-9804*a^2*b^2*c*p^2*q*r^2*x^2-9804*a^2* b^2*c*p*q^2*r^2*x^2-9936*a^2*b^2*c*p*q*r^3*x^2-4376*a^2*b^2*c*g^2*p*r^2*x^2-\ 4376*a^2*b^2*c*g^2*q*r^2*x^2-6996*a^2*b^2*c*g*p^2*r^2*x^2-8016*a^2*b^2*c*g*p*r^ 3*x^2-17600*a^2*b^2*c^2*g*q*r^2*x^2-25024*a^2*b^2*c^2*p*q*r^2*x^2-17600*a^2*b^2 *c^2*g*p*r^2*x^2-1840*a^2*b^3*g*p*q*r^2*x^2-6912*a^2*b^3*c*p*q*r^2*x^2-4440*a^2 *b^3*c*g*p*r^2*x^2-4216*a^2*b^3*c*g*q*r^2*x^2-3028*a^3*c*g^2*p*q*r^2*x^2-3740*a ^3*c*g*p^2*q*r^2*x^2-4596*a^3*c*g*p*q^2*r^2*x^2-4140*a^3*c*g*p*q*r^3*x^2-1408*a ^2*b^4*c*q*r^2*x^2-312*a^2*b^4*g*p*r^2*x^2-312*a^2*b^4*g*q*r^2*x^2-624*a^2*b^4* p*q*r^2*x^2-525*a^3*g^2*p^2*q*r^2*x^2-670*a^3*g^2*p*q^2*r^2*x^2-640*a^3*g^2*p*q *r^3*x^2-378*a^3*g*p^3*q*r^2*x^2-833*a^3*g*p^2*q^2*r^2*x^2-632*a^3*g*p^2*q*r^3* x^2-632*a^3*g*p*q^3*r^2*x^2-872*a^3*g*p*q^2*r^3*x^2-1568*a^2*b^4*c*p*r^2*x^2-\ 240*a^3*g^3*p*q*r^2*x^2-1284*a^3*c*p^3*q*r^2*x^2-2610*a^3*c*p^2*q^2*r^2*x^2-\ 1998*a^3*c*p^2*q*r^3*x^2-1920*a^3*c*p*q^3*r^2*x^2-2562*a^3*c*p*q^2*r^3*x^2-1116 *a^3*c*g^2*p^2*r^2*x^2-1392*a^3*c*g^2*p*r^3*x^2-1722*a^3*c*g^2*q^2*r^2*x^2-1832 *a^3*c*g^2*q*r^3*x^2-732*a^3*c*g*p^3*r^2*x^2-1260*a^3*c*g*p^2*r^3*x^2-1588*a^3* c*g*q^3*r^2*x^2-2348*a^3*c*g*q^2*r^3*x^2-524*a^3*c*g^3*p*r^2*x^2-624*a^3*c*g^3* q*r^2*x^2-4724*a^3*c^2*g*p*r^3*x^2-5956*a^3*c^2*g*q^2*r^2*x^2-5916*a^3*c^2*g*q* r^3*x^2-6076*a^3*c^2*p^2*q*r^2*x^2-7208*a^3*c^2*p*q^2*r^2*x^2-6312*a^3*c^2*p*q* r^3*x^2-3364*a^3*c^2*g^2*p*r^2*x^2-3996*a^3*c^2*g^2*q*r^2*x^2-4080*a^3*c^2*g*p^ 2*r^2*x^2-8272*a^3*c^3*g*p*r^2*x^2-9616*a^3*c^3*g*q*r^2*x^2-11648*a^3*c^3*p*q*r ^2*x^2-10808*a^3*c^2*g*p*q*r^2*x^2-1184*a^3*b*g^2*p*q*r^2*x^2-1736*a^3*b*g*p^2* q*r^2*x^2-2012*a^3*b*g*p*q^2*r^2*x^2-2036*a^3*b*g*p*q*r^3*x^2-3852*a^3*b*c*g*p^ 2*r^2*x^2-4640*a^3*b*c*g*p*r^3*x^2-5028*a^3*b*c*g*q^2*r^2*x^2-5520*a^3*b*c*g*q* r^3*x^2-5856*a^3*b*c*p^2*q*r^2*x^2-6632*a^3*b*c*p*q^2*r^2*x^2-6288*a^3*b*c*p*q* r^3*x^2-2644*a^3*b*c*g^2*p*r^2*x^2-2948*a^3*b*c*g^2*q*r^2*x^2-11944*a^3*b*c^2*g *q*r^2*x^2-16064*a^3*b*c^2*p*q*r^2*x^2-10696*a^3*b*c^2*g*p*r^2*x^2-1840*a^3*b^2 *g*p*q*r^2*x^2-1266*a^3*b*p*q^2*r^3*x^2-404*a^3*b*g*p^3*r^2*x^2-692*a^3*b*g*p^2 *r^3*x^2-316*a^3*b*g*p*r^4*x^2-680*a^3*b*g*q^3*r^2*x^2-1096*a^3*b*g*q^2*r^3*x^2 -444*a^3*b*g*q*r^4*x^2-656*a^3*b*p^3*q*r^2*x^2-1248*a^3*b*p^2*q^2*r^2*x^2-1050* a^3*b*p^2*q*r^3*x^2-880*a^3*b*p*q^3*r^2*x^2-176*a^3*b*g^3*p*r^2*x^2-176*a^3*b*g ^3*q*r^2*x^2-516*a^3*b*g^2*p^2*r^2*x^2-680*a^3*b*g^2*p*r^3*x^2-668*a^3*b*g^2*q^ 2*r^2*x^2-832*a^3*b*g^2*q*r^3*x^2-2176*a^3*b*c*q^3*r^2*x^2-3308*a^3*b*c*q^2*r^3 *x^2-1400*a^3*b*c*p^3*r^2*x^2-2292*a^3*b*c*p^2*r^3*x^2-6664*a^3*b*c^2*p^2*r^2*x ^2-7456*a^3*b*c^2*p*r^3*x^2-8408*a^3*b*c^2*q^2*r^2*x^2-8608*a^3*b*c^2*q*r^3*x^2 -12608*a^3*b*c^3*p*r^2*x^2-13888*a^3*b*c^3*q*r^2*x^2-864*a^3*b^2*g*p^2*r^2*x^2-\ 1140*a^3*b^2*g*p*r^3*x^2-976*a^3*b^2*g*q^2*r^2*x^2-1252*a^3*b^2*g*q*r^3*x^2-\ 1336*a^3*b^2*p^2*q*r^2*x^2-1432*a^3*b^2*p*q^2*r^2*x^2-1528*a^3*b^2*p*q*r^3*x^2-\ 436*a^3*b^2*g^2*p*r^2*x^2-436*a^3*b^2*g^2*q*r^2*x^2-3088*a^3*b^2*c*p^2*r^2*x^2-\ 3664*a^3*b^2*c*p*r^3*x^2-3504*a^3*b^2*c*q^2*r^2*x^2-3984*a^3*b^2*c*q*r^3*x^2-\ 8128*a^3*b^2*c^2*p*r^2*x^2-8576*a^3*b^2*c^2*q*r^2*x^2-448*a^3*b^3*g*p*r^2*x^2-\ 448*a^3*b^3*g*q*r^2*x^2-896*a^3*b^3*p*q*r^2*x^2-138*a^3*c*p^4*r^2*x^2-294*a^3*c *p^3*r^3*x^2-1316*a^3*c^2*p^3*r^2*x^2-2140*a^3*c^2*p^2*r^3*x^2-2448*a^3*c^2*q^3 *r^2*x^2-3488*a^3*c^2*q^2*r^3*x^2-4992*a^3*c^3*p*r^3*x^2-6296*a^3*c^3*q^2*r^2*x ^2-6016*a^3*c^3*q*r^3*x^2-6880*a^3*c^4*p*r^2*x^2-7840*a^3*c^4*q*r^2*x^2-4568*a^ 3*c^3*p^2*r^2*x^2-182*a^3*b*p^3*r^3*x^2-200*a^3*b*q^4*r^2*x^2-398*a^3*b*q^3*r^3 *x^2-88*a^3*b*p^4*r^2*x^2-456*a^3*b^2*q^3*r^2*x^2-756*a^3*b^2*q^2*r^3*x^2-324*a ^3*b^2*q*r^4*x^2-360*a^3*b^2*p^3*r^2*x^2-612*a^3*b^2*p^2*r^3*x^2-276*a^3*b^2*p* r^4*x^2-448*a^3*b^3*p^2*r^2*x^2-592*a^3*b^3*p*r^3*x^2-448*a^3*b^3*q^2*r^2*x^2-\ 592*a^3*b^3*q*r^3*x^2-176*a^4*g*q^3*r^2*x^2-272*a^4*g*q^2*r^3*x^2-100*a^4*g*q*r ^4*x^2-104*a^4*p^3*q*r^2*x^2-264*a^4*p^2*q^2*r^2*x^2-180*a^4*p^2*q*r^3*x^2-216* a^4*p*q^3*r^2*x^2-288*a^4*p*q^2*r^3*x^2-160*a^3*b^4*p*r^2*x^2-160*a^3*b^4*q*r^2 *x^2-38*a^4*g^3*p*r^2*x^2-84*a^4*g^2*p^2*r^2*x^2-116*a^4*g^2*p*r^3*x^2-160*a^4* g^2*q^2*r^2*x^2-192*a^4*g^2*q*r^3*x^2-38*a^4*g*p^3*r^2*x^2-70*a^4*g*p^2*r^3*x^2 -36*a^4*g*p*r^4*x^2-180*a^4*c*p^3*r^2*x^2-320*a^4*c*p^2*r^3*x^2-568*a^4*c*q^3*r ^2*x^2-828*a^4*c*q^2*r^3*x^2-2088*a^4*c^2*q^2*r^2*x^2-2040*a^4*c^2*q*r^3*x^2-\ 2688*a^4*c^3*p*r^2*x^2-3328*a^4*c^3*q*r^2*x^2-1216*a^4*c^2*p^2*r^2*x^2-1464*a^4 *c^2*p*r^3*x^2-2112*a^3*b^3*c*p*r^2*x^2-2112*a^3*b^3*c*q*r^2*x^2-244*a^4*g^2*p* q*r^2*x^2-314*a^4*g*p^2*q*r^2*x^2-452*a^4*g*p*q^2*r^2*x^2-404*a^4*g*p*q*r^3*x^2 -1236*a^4*c*g*q^2*r^2*x^2-1292*a^4*c*g*q*r^3*x^2-1148*a^4*c*p^2*q*r^2*x^2-1536* a^4*c*p*q^2*r^2*x^2-1320*a^4*c*p*q*r^3*x^2-532*a^4*c*g^2*p*r^2*x^2-684*a^4*c*g^ 2*q*r^2*x^2-648*a^4*c*g*p^2*r^2*x^2-852*a^4*c*g*p*r^3*x^2-2208*a^4*c^2*g*p*r^2* x^2-2832*a^4*c^2*g*q*r^2*x^2-3552*a^4*c^2*p*q*r^2*x^2-680*a^4*b*p*q^2*r^2*x^2-\ 656*a^4*b*p*q*r^3*x^2-192*a^4*b*g^2*p*r^2*x^2-192*a^4*b*g^2*q*r^2*x^2-316*a^4*b *g*p^2*r^2*x^2-428*a^4*b*g*p*r^3*x^2-484*a^4*b*g*q^2*r^2*x^2-596*a^4*b*g*q*r^3* x^2-536*a^4*b*p^2*q*r^2*x^2-1160*a^4*b*c*p^2*r^2*x^2-1448*a^4*b*c*p*r^3*x^2-\ 1784*a^4*b*c*q^2*r^2*x^2-1928*a^4*b*c*q*r^3*x^2-624*a^4*b^2*p*q*r^2*x^2-3488*a^ 4*b*c^2*p*r^2*x^2-4160*a^4*b*c^2*q*r^2*x^2-312*a^4*b^2*g*p*r^2*x^2-312*a^4*b^2* g*q*r^2*x^2-a*q^7*r^2*x^2-3*a*q^6*r^3*x^2-48*b^5*p^3*r^2*x^2-72*b^5*p^2*r^3*x^2 -24*b^5*p*r^4*x^2-9*a^2*q^6*r^2*x^2-24*a^2*q^5*r^3*x^2-32*a^3*q^5*r^2*x^2-74*a^ 3*q^4*r^3*x^2-56*a^4*q^4*r^2*x^2-108*a^4*q^3*r^3*x^2-48*a^5*q^3*r^2*x^2-72*a^5* q^2*r^3*x^2-24*a^5*q*r^4*x^2-180*a^4*b*p^2*r^3*x^2-84*a^4*b*p*r^4*x^2-248*a^4*b *q^3*r^2*x^2-396*a^4*b*q^2*r^3*x^2-156*a^4*b*q*r^4*x^2-104*a^4*b*p^3*r^2*x^2-\ 272*a^4*b^2*p^2*r^2*x^2-368*a^4*b^2*p*r^3*x^2-352*a^4*b^2*q^2*r^2*x^2-448*a^4*b ^2*q*r^3*x^2-84*a^5*g*q^2*r^2*x^2-96*a^5*g*q*r^3*x^2-64*a^5*p^2*q*r^2*x^2-112*a ^5*p*q^2*r^2*x^2-88*a^5*p*q*r^3*x^2-160*a^4*b^3*p*r^2*x^2-160*a^4*b^3*q*r^2*x^2 -28*a^5*g^2*p*r^2*x^2-28*a^5*g*p^2*r^2*x^2-40*a^5*g*p*r^3*x^2-120*a^5*c*p^2*r^2 *x^2-168*a^5*c*p*r^3*x^2-328*a^5*c*q^2*r^2*x^2-328*a^5*c*q*r^3*x^2-128*a^5*b*q^ 2*r^2*x^2-152*a^5*b*q*r^3*x^2-512*a^5*c^2*p*r^2*x^2-736*a^5*c^2*q*r^2*x^2-80*a^ 5*b^2*p*r^2*x^2-80*a^5*b^2*q*r^2*x^2-64*a^5*b*p^2*r^2*x^2-88*a^5*b*p*r^3*x^2-8* a^6*g*p*r^2*x^2-16*a^6*p*q*r^2*x^2-16*a^6*b*p*r^2*x^2-32*a^6*c*p*r^2*x^2-1408*a ^4*b^2*c*p*r^2*x^2-1568*a^4*b^2*c*q*r^2*x^2-112*a^5*g*p*q*r^2*x^2-240*a^5*c*g*p *r^2*x^2-352*a^5*c*g*q*r^2*x^2-480*a^5*c*p*q*r^2*x^2-96*a^5*b*g*p*r^2*x^2-96*a^ 5*b*g*q*r^2*x^2-192*a^5*b*p*q*r^2*x^2-416*a^5*b*c*p*r^2*x^2-544*a^5*b*c*q*r^2*x ^2-4216*a^3*b^2*c*g*p*r^2*x^2-4440*a^3*b^2*c*g*q*r^2*x^2-6912*a^3*b^2*c*p*q*r^2 *x^2-2008*a^4*c*g*p*q*r^2*x^2-800*a^4*b*g*p*q*r^2*x^2-3104*a^4*b*c*p*q*r^2*x^2-\ 1768*a^4*b*c*g*p*r^2*x^2-2104*a^4*b*c*g*q*r^2*x^2-14736*a^2*b^2*c*g*p*q*r^2*x^2 -9376*a^3*b*c*g*p*q*r^2*x^2+2740*b^3*g*c*p*q+2428*a*b^2*g^2*p*q-3214*b^2*g*a*p^ 2*q-5764*a*b^2*g^2*p^2*q-1316*a*b^2*g^3*p*q-4534*b^2*g*a*p^2*q^2-7292*b^2*g*a*p ^3*q-1668*a*b^2*g^2*p*q^2+1068*a*g*b^2*p*q^2+14824*a*g*b^2*p*q-512*a*g*b^2*p*q^ 3-102976*a*b*c^4*p*q-52944*a*b*c^4*g*q-3312*c^2*g*b^2*p*q-112368*a*c^3*b*p^2*q-\ 51336*a*c^3*b*p*q^2-63592*a*c^3*b*p*q-30152*a*c^3*b*g^2*q-23640*a*c^3*b*g*q^2-\ 2536*a*c^3*b*g*q-76180*a*b*c^2*p^2*q-18892*p*a*b*c^2*q^2-9312*b^3*c^2*g*p*q-\ 2344*b^3*c*g^2*p*q-6256*b^3*g*c*p^2*q-996*b^3*g*c*p*q^2-35888*b^2*c^3*g*p*q-36* b^3*c*g^4-3816*a*b^2*c*g*p*q*x+168624*a*b*c^2*g*p*q*x+12984*a*b*c*g^2*p*q*x+ 124380*a*b*c*g*p^2*q*x+54396*a*b*c*g*p*q^2*x+308400*a*b*c*g*p*q*x^2-308400*a*b* c*g*p*q*x-168624*a*b*c^2*g*p*q*x^2+51552*a*b*c*g^3*p*q*x+134592*a*b*c*g^2*p^2*q *x+93528*a*b*c*g^2*p*q^2*x-12984*a*b*c*g^2*p*q*x^2+122640*a*b*c*g*p^3*q*x+ 148152*a*b*c*g*p^2*q^2*x-89388*a*b*c*g*p^2*q*x^2+59040*a*b*c*g*p*q^3*x-89388*a* b*c*g*p*q^2*x^2+31944*a^2*b*c*g*p*q*x+369840*a*b^2*c^2*g*p*q*x+103920*a*b^2*c*g ^2*p*q*x+178320*a*b^2*c*g*p^2*q*x+110184*a*b^2*c*g*p*q^2*x-14064*a*b^2*c*g*p*q* x^2+630144*a*b*c^3*g*p*q*x+285696*a*b*c^2*g^2*p*q*x+431436*a*b*c^2*g*p^2*q*x+ 305700*a*b*c^2*g*p*q^2*x+466704*a^2*b*c^2*g*p*q*x+132912*a^2*b*c*g^2*p*q*x+ 209448*a^2*b*c*g*p^2*q*x+161856*a^2*b*c*g*p*q^2*x-14064*a^2*b*c*g*p*q*x^2+84096 *a*b^3*c*g*p*q*x-285696*a*b*c^2*g^2*p*q*x^2-368568*a*b*c^2*g*p^2*q*x^2-368568*a *b*c^2*g*p*q^2*x^2-51552*a*b*c*g^3*p*q*x^2-114060*a*b*c*g^2*p^2*q*x^2-114060*a* b*c*g^2*p*q^2*x^2-90840*a*b*c*g*p^3*q*x^2-148152*a*b*c*g*p^2*q^2*x^2-90840*a*b* c*g*p*q^3*x^2+140928*a^3*b*c*g*p*q*x+176832*a^2*b^2*c*g*p*q*x-418272*a^2*b*c^2* g*p*q*x^2-118416*a^2*b*c*g^2*p*q*x^2-159816*a^2*b*c*g*p^2*q*x^2-170088*a^2*b*c* g*p*q^2*x^2-112512*a*b^3*c*g*p*q*x^2-418272*a*b^2*c^2*g*p*q*x^2-118416*a*b^2*c* g^2*p*q*x^2-170088*a*b^2*c*g*p^2*q*x^2-159816*a*b^2*c*g*p*q^2*x^2-630144*a*b*c^ 3*g*p*q*x^2-112512*a^3*b*c*g*p*q*x^2-176832*a^2*b^2*c*g*p*q*x^2-15520*b^2*c^2*g ^2*p*q-9616*c^2*g*b^2*p*q^2-32944*c^2*g*b^2*p^2*q+1580*g^2*b^2*c*p*q-7094*g*b^2 *c*p^2*q-2548*b^2*c*g^3*p*q-10060*g^2*b^2*c*p^2*q-2552*g^2*b^2*c*p*q^2-6774*g*b ^2*c*p^2*q^2-12304*g*b^2*c*p^3*q-644*b^2*p*c*g*q^3+1120*b^2*p*c*g*q^2+19584*b^2 *p*c*g*q-55408*c^4*b*g*p*q-4800*c^4*b*g^3-47392*a^2*c^5*p-28128*a^2*c^5*g-416*a ^5*b*g*q-1440*a^5*b*p*q-912*a^5*b*g*p-6272*b^3*c^4*g-1192*a^4*b*g*q^2+3168*a^4* b*g*q-2808*a^4*b*p*q^2-728*a^4*b*p*q-616*a^4*b*g^2*q-416*b^4*g*p^3-264*b^4*g^2* p^2-248*b^4*p^3*q-13536*b^3*c^4*p-9280*b^3*c*a*p^3+8100*b*g^2*x-3680*b^3*c^4*q+ 2292*b*p^3*x^2+3348*b*q^3*x^2-59232*c^4*g*x-76176*c^4*p*x-58128*c^4*q*x-46224*c ^3*g^2*x-16320*c^3*g*x^2-102*a^2*c*q^4-67032*c^3*p^2*x-4704*c^3*p*x^2-43848*c^3 *q^2*x-4704*c^3*q*x^2-18888*c^2*g^3*x-7824*c^2*g^2*x^2-25752*c^2*p^3*x+6912*c^2 *p^2*x^2-16656*c^2*q^3*x+6912*c^2*q^2*x^2-4056*c*g^4*x-1104*c*g^3*x^2-3906*c*p^ 4*x+4632*c*p^3*x^2-3126*c*q^4*x+4632*c*q^3*x^2-1770*g^4*p*x-3948*g^3*p^2*x+276* g^3*p*x^2+276*g^3*q*x^2-4032*g^2*p^3*x+1344*g^2*p^2*x^2+1344*g^2*q^2*x^2+1956*g *p^3*x^2+1956*g*q^3*x^2-1512*p^4*q*x-3336*p^3*q^2*x+1632*p^3*q*x^2-2832*p^2*q^3 *x+1920*p^2*q^2*x^2-1104*p*q^4*x+1632*p*q^3*x^2+876*a^3*g*x-6384*a^3*p*x+16128* a^2*b^2*x-22176*a^2*b*x^2+1110*a^2*g^2*x-13536*a^2*g*x^2-10278*a^2*p^2*x+570*a^ 2*q^2*x-22176*a*b^2*x^2+174*a*g^3*x-8352*a*g^2*x^2-5652*a*p^3*x+5604*b^3*g*x+ 3024*b^3*q*x+3858*b^2*g^2*x-752*b^3*c^3*q^2-13536*b^2*g*x^2-930*b^2*p^2*x+78*b^ 2*q^2*x+762*b*g^3*x-8352*b*g^2*x^2-1044*b*q^3*x+16320*c^3*g*x+7824*c^2*g^2*x+ 1104*c*g^3*x-792*g^3*p*x+240*g^3*q*x-2754*g^2*p^2*x+66*g^2*q^2*x-3390*g*p^3*x-\ 522*g*q^3*x-1920*p^2*q^2*x+8604*a*g^2*x-1648*a^4*g^2*p*q+1964*b^2*a^2*g^3+8624* b^2*a^2*g^2+6100*b^2*a^2*g+2412*b*g^4*x^2+2088*b*p^4*x^2+59232*c^4*g*x^2-68*a^2 *c*g^5+67152*c^4*p*x^2+67152*c^4*q*x^2+46224*c^3*g^2*x^2+55440*c^3*p^2*x^2+ 55440*c^3*q^2*x^2+18888*c^2*g^3*x^2+21204*c^2*p^3*x^2+21204*c^2*q^3*x^2+4056*c* g^4*x^2+3516*c*p^4*x^2+3516*c*q^4*x^2+1560*g^4*p*x^2+1560*g^4*q*x^2+3204*g^3*p^ 2*x^2+3204*g^3*q^2*x^2+3240*g^2*p^3*x^2+3240*g^2*q^3*x^2+1308*p^4*q*x^2+3084*p^ 3*q^2*x^2+3084*p^2*q^3*x^2+1308*p*q^4*x^2-20208*a^4*c*x-8868*a^4*g*x-6600*a^4*q *x-13608*a^3*b^2*x-9072*a^3*b*x^2-66960*a^3*c^2*x-11040*a^3*c*x^2-11490*a^3*g^2 *x-3240*a^3*g*x^2+1680*a^3*p*x^2-9096*a^3*q^2*x-3360*a^3*q*x^2-7992*a^2*b^3*x-\ 16128*a^2*b^2*x^2-114432*a^2*c^3*x-27984*a^2*c^2*x^2-7764*a^2*g^3*x-2484*a^2*g^ 2*x^2+5100*a^2*p^2*x^2-5562*a^2*q^3*x+180*a^2*q^2*x^2-2520*a*b^4*x-9072*a*b^3*x ^2-96384*a*c^4*x-27552*a*c^3*x^2-2658*a*g^4*x-468*a*g^3*x^2+3348*a*p^3*x^2-1656 *a*q^4*x+2292*a*q^3*x^2-3600*b^4*c*x-2424*b^4*p*x-23280*b^3*c^2*x-11040*b^3*c*x ^2-3240*b^3*g*x^2-8568*b^3*p^2*x-3360*b^3*p*x^2+1680*b^3*q*x^2-64704*b^2*c^3*x-\ 27984*b^2*c^2*x^2-2484*b^2*g^2*x^2-8454*b^2*p^3*x+180*b^2*p^2*x^2+5100*b^2*q^2* x^2-75072*b*c^4*x-27552*b*c^3*x^2-468*b*g^3*x^2-2520*b*p^4*x-19120*a^2*c^4*q^2-\ 14720*a^2*c^4*q+3824*a^3*b^2*g^2+14040*a^2*g*x-768*p*q^3*x-684*a^2*c*p^5-8190*c *p^3*x+12096*c^3*q*x+4200*b^3*p*x-7536*a^2*c*p^4+23568*a*c^3*x+36120*b^2*c^2*x-\ 8042*a^2*c*p^3+940*a^2*c*g^4+31536*b*c^3*x+11304*a*b^3*x+2520*a^3*q*x-654*a*q^3 *x+22608*a^2*b*x+5544*a^4*g*x^2+8792*a^2*c*g^3-15376*b^3*c^3*p^2-2688*c^3*p*x+ 13032*b^2*g*x+19848*a^2*c^2*x-16176*c^2*p^2*x+6840*a^3*b*x-1074*c*q^3*x+2352*c^ 2*q^2*x+4512*a^4*q*x^2-3930*b*p^3*x+21744*a*b^2*x+16656*b^3*c*x-2496*p^3*q*x-\ 3200*b^3*c^3*g^2+10800*a^3*b^2*x^2+45120*a^3*c^2*x^2+8100*a^3*g^2*x^2+8832*a^3* q^2*x^2+10800*a^2*b^3*x^2+89568*a^2*c^3*x^2+6264*a^2*g^3*x^2+7008*a^2*q^3*x^2+ 6480*a*b^4*x^2-48*a^2*c*q^5+85728*a*c^4*x^2+2412*a*g^4*x^2+2088*a*q^4*x^2+11904 *b^4*c*x^2+5544*b^4*g*x^2+4512*b^4*p*x^2+45120*b^3*c^2*x^2+8100*b^3*g^2*x^2+ 8832*b^3*p^2*x^2+89568*b^2*c^3*x^2-2000*b^3*c*p^4+6264*b^2*g^3*x^2+7008*b^2*p^3 *x^2+85728*b*c^4*x^2+5424*a^3*c*x-8104*b^3*c^2*p^3-640*b^3*c^2*g^3+11904*a^4*c* x^2+6480*a^4*b*x^2-68512*a*b^2*c^4*p-55264*a^2*c^4*p^2-51920*a^2*c^4*p-9360*a^2 *c^4*g-20560*a^2*c^4*g^2+135126*b*c^2*g^2*p^2*q*x+86130*b*c^2*g^2*p*q^2*x-61152 *b*c^2*g^2*p*q*x^2+121224*b*c^2*g*p^3*q*x+134616*b*c^2*g*p^2*q^2*x-126876*b*c^2 *g*p^2*q*x^2+48096*b*c^2*g*p*q^3*x-128508*b*c^2*g*p*q^2*x^2+6864*b*c*g^4*p*q*x+ 27084*b*c*g^3*p^2*q*x+16584*b*c*g^3*p*q^2*x-3876*b*c*g^3*p*q*x^2+40200*b*c*g^2* p^3*q*x+44160*b*c*g^2*p^2*q^2*x-30876*b*c*g^2*p^2*q*x^2+14880*b*c*g^2*p*q^3*x-\ 32184*b*c*g^2*p*q^2*x^2+24768*b*c*g*p^4*q*x+41604*b*c*g*p^3*q^2*x-38676*b*c*g*p ^3*q*x^2+26052*b*c*g*p^2*q^3*x-56028*b*c*g*p^2*q^2*x^2+5094*b*c*g*p*q^4*x-38892 *b*c*g*p*q^3*x^2-16608*a^3*b*c*g*p*x-50016*a^3*b*c*g*q*x+23016*a^3*b*c*p*q*x-\ 8724*a^3*b*g*p*q*x+22836*a^3*c*g*p*q*x-46296*a^2*b^2*c*g*p*x-66888*a^2*b^2*c*g* q*x+7200*a^2*b^2*c*p*q*x-18864*a^2*b^2*g*p*q*x+51120*a^2*b*c^2*g*p*x-34320*a^2* b*c^2*g*q*x+150792*a^2*b*c^2*p*q*x-20388*a^2*b*c*g^2*p*x-44604*a^2*b*c*g^2*q*x-\ 60336*a^3*b*c*g*q^2*x^2-70272*a^3*b*c*p^2*q*x^2-79584*a^3*b*c*p*q^2*x^2-14208*a ^3*b*g^2*p*q*x^2-20832*a^3*b*g*p^2*q*x^2-24144*a^3*b*g*p*q^2*x^2-129696*a^3*c^2 *g*p*q*x^2-36336*a^3*c*g^2*p*q*x^2-44880*a^3*c*g*p^2*q*x^2-55152*a^3*c*g*p*q^2* x^2-53280*a^2*b^3*c*g*p*x^2-50592*a^2*b^3*c*g*q*x^2-82944*a^2*b^3*c*p*q*x^2-\ 22080*a^2*b^3*g*p*q*x^2-211200*a^2*b^2*c^2*g*p*x^2-211200*a^2*b^2*c^2*g*q*x^2-\ 300288*a^2*b^2*c^2*p*q*x^2-52512*a^2*b^2*c*g^2*p*x^2-52512*a^2*b^2*c*g^2*q*x^2-\ 83952*a^2*b^2*c*g*p^2*x^2-83952*a^2*b^2*c*g*q^2*x^2-117648*a^2*b^2*c*p^2*q*x^2-\ 117648*a^2*b^2*c*p*q^2*x^2-22560*a^2*b^2*g^2*p*q*x^2-35784*a^2*b^2*g*p^2*q*x^2-\ 35784*a^2*b^2*g*p*q^2*x^2-331200*a^2*b*c^3*g*p*x^2-347328*a^2*b*c^3*g*q*x^2-\ 446976*a^2*b*c^3*p*q*x^2-136368*a^2*b*c^2*g^2*p*x^2-143952*a^2*b*c^2*g^2*q*x^2-\ 183984*a^2*b*c^2*g*p^2*x^2-4916*p*c^2*g^2*q^2+14380*p*c^2*g^2*q-3646*g^3*c^2*p* q-2202*p*c^2*g*q^3-18716*c^2*g^2*p^2*q-25002*c^2*g*p^3*q-15692*p^2*c^2*g*q^2+ 6636*p^2*c^2*g*q-736*b^4*c*g*p*q+14*g^6+70*g^5-9564*b*c^2*g^3*p*q-30636*b*g^2*c ^2*p^2*q-11258*b*g^2*c^2*p*q^2-8814*b*g^2*c^2*p*q-33168*c^2*g*b*p^3*q-23758*c^2 *g*b*p^2*q^2-37690*c^2*g*b*p^2*q-4256*b*p*c^2*g*q^3-6254*b*p*c^2*g*q^2+39678*b* p*c^2*g*q-216*c*g^3*b*p*q-716*b*g^2*p*c*q^2-17126*b*c*g*p^3*q-7452*b*p^2*c*g*q^ 2-9692*b*g^2*c*p^2*q-1124*c*b*g^4*p*q-6060*c*g^3*b*p^2*q-1976*c*g^3*b*p*q^2+ 16448*b*g^2*p*c*q-9118*b*c*g*p^3*q^2-3136*b*p^2*c*g*q^3+14890*b*p^2*c*g*q-11038 *b*g^2*c*p^3*q-7588*b*g^2*c*p^2*q^2-1170*b*g^2*p*c*q^3-7952*b*c*g*p^4*q-200*b*p *c*g*q^4-192*b*p*c*g*q^3+11158*b*p*c*g*q^2-206496*a^2*b*c^2*g*q^2*x^2-251760*a^ 2*b*c^2*p^2*q*x^2-265344*a^2*b*c^2*p*q^2*x^2-21360*a^2*b*c*g^3*p*x^2-22560*a^2* b*c*g^3*q*x^2-52152*a^2*b*c*g^2*p^2*x^2-59424*a^2*b*c*g^2*q^2*x^2-41592*a^2*b*c *g*p^3*x^2-51864*a^2*b*c*g*q^3*x^2-59424*a^2*b*c*p^3*q*x^2-102312*a^2*b*c*p^2*q ^2*x^2-67056*a^2*b*c*p*q^3*x^2-9504*a^2*b*g^3*p*q*x^2-23232*a^2*b*g^2*p^2*q*x^2 -24972*a^2*b*g^2*p*q^2*x^2-19008*a^2*b*g*p^3*q*x^2-33516*a^2*b*g*p^2*q^2*x^2-\ 22056*a^2*b*g*p*q^3*x^2-305856*a^2*c^3*g*p*q*x^2-138528*a^2*c^2*g^2*p*q*x^2-\ 167016*a^2*c^2*g*p^2*q*x^2-187440*a^2*c^2*g*p*q^2*x^2-24960*a^2*c*g^3*p*q*x^2-\ 50952*a^2*c*g^2*p^2*q*x^2-58284*a^2*c*g^2*p*q^2*x^2-37272*a^2*c*g*p^3*q*x^2-\ 70764*a^2*c*g*p^2*q^2*x^2-49152*a^2*c*g*p*q^3*x^2-25248*a*b^4*c*g*p*x^2-21216*a *b^4*c*g*q*x^2-37248*a*b^4*c*p*q*x^2-9600*a*b^4*g*p*q*x^2-143328*a*b^3*c^2*g*p* x^2-128352*a*b^3*c^2*g*q*x^2-192768*a*b^3*c^2*p*q*x^2-35376*a*b^3*c*g^2*p*x^2-\ 31728*a*b^3*c*g^2*q*x^2+66628*c^2*g*b*a*q-32292*a*b*c*p^3*q-18260*p^2*c*b*a*q^2 +19300*p^2*c*b*a*q+2366*b*g^2*a*c*q^2+26828*b*g^2*a*c*q+3388*a*b*c*g^3*q+656*c* g*b*a*q^3+17058*c*g*b*a*q^2-1428*p*c*b*a*q^3+19912*p*c*b*a*q^2-194*a*b*c*g^3*p-\ 33970*c*g*b*a*p^3+37970*b*g^2*a*c*p-20956*b*g^2*a*c*p^2+23520*c*g*b*a*p^2+828*a *b*g^3*p*q-4680*g^2*b*a*p^2*q-36*b*a*p*g^2*q^2-9918*a*b*g*p^3*q-4778*p^2*g*b*a* q^2+12528*b*a*p*g^2*q+10552*p^2*g*b*a*q-64*b^4*c^2*g*p*r^2-12*b^4*c*g^2*p*r^2-\ 40*b^4*c*g*p^2*r^2-24*b^4*c*g*p*r^3-150*b*g*p*a*q^3+8194*b*g*p*a*q^2-672*a^2*b^ 4*c*q-3360*a^2*b^4*c*p-832*a^2*b^4*c*g-96*a^2*b^4*g*q-544*a^2*b^4*p*q-89008*c^4 *a*g*p*q-688*a^2*b^4*g*p-66368*a*c^3*g*p*q-56256*c^3*a*g^2*p*q-94056*a*c^3*g*p^ 2*q-49800*a*c^3*g*p*q^2-24822*a*c^2*g^2*p*q-24862*a*c^2*g*p*q^2+45666*a*c^2*g*p *q-16332*a*c^2*g^3*p*q-72974*c^2*g*a*p^2*q-45860*a*c^2*g^2*p^2*q-23610*a*c^2*g^ 2*p*q^2-42862*c^2*g*a*p^2*q^2-12024*a*c^2*g*p*q^3-44576*c^2*g*a*p^3*q-2736*g^3* a*c*p*q-20618*a*c*g^2*p^2*q-5840*a*c*g^2*p*q^2+21170*a*c*g^2*p*q-20352*p^2*a*c* g*q^2+8932*p^2*a*c*g*q-3434*a*c*g*p*q^3-28908*a*c*g*p^3*q-2084*c*a*g^4*p*q-\ 14766*a*c*g^2*p^3*q-14116*a*c*g^2*p^2*q^2-9260*g^3*a*c*p^2*q-4536*g^3*a*c*p*q^2 -3730*a*c*g^2*p*q^3-9422*a*c*g*p^4*q-14764*a*c*g*p^3*q^2-7618*p^2*a*c*g*q^3-\ 1136*a*c*g*p*q^4+14584*a*c*g*p*q^2-12528*a^3*p^2*x-6906*a^2*p^3*x-1638*a*p^4*x-\ 2220*b^4*g*x-3288*b^4*q*x-4710*b^3*g^2*x-5808*b^3*q^2*x-4764*b^2*g^3*x-4494*b^2 *q^3*x-2166*b*g^4*x-1602*b*q^4*x-1350*g^4*q*x-2460*g^3*q^2*x-2448*g^2*q^3*x-\ 1578*g*p^4*x-1230*g*q^4*x-8752*b^2*c^4*g^2+1644*a^3*p^3*x+9168*a^3*p^2*x^2-4044 *a^3*q^3*x-10080*a^2*b^4*x-132048*a^2*c^4*x-3510*a^2*g^4*x+2052*a^2*p^4*x+5700* a^2*p^3*x^2-1332*a^2*q^4*x-2592*a*b^5*x-84576*a*c^5*x-822*a*g^5*x+840*a*p^5*x+ 1620*a*p^4*x^2-270*a*q^5*x-3360*b^5*c*x-1488*b^5*g*x-1680*b^5*p*x-1296*b^5*q*x-\ 21840*b^4*c^2*x-3552*b^4*g^2*x-5256*b^4*p^2*x-2280*b^4*q^2*x+6672*b^4*q*x^2-\ 65760*b^3*c^3*x-4188*b^3*g^3*x-4596*b^3*p^3*x-2028*b^3*q^3*x+9168*b^3*q^2*x^2-\ 99312*b^2*c^4*x-2466*b^2*g^4*x-732*b^2*p^4*x-972*b^2*q^4*x+5700*b^2*q^3*x^2-\ 74400*b*c^5*x-2808*b^2*c^3*g^3-690*b*g^5*x+462*b*p^5*x-240*b*q^5*x+1620*b*q^4*x ^2-52416*c^5*g*x-44184*c^5*p*x-48360*c^5*q*x-50784*c^4*g^2*x-27264*c^4*p^2*x-\ 41760*c^4*q^2*x-26448*c^3*g^3*x-1902*c^3*p^3*x-18738*c^3*q^3*x-7776*c^2*g^4*x+ 3978*c^2*p^4*x-4578*c^2*q^4*x-1200*c*g^5*x+1350*c*p^5*x-558*c*q^5*x-444*g^5*p*x -396*g^5*q*x-930*g^4*p^2*x-822*g^4*q^2*x-516*g^3*p^3*x-876*g^3*q^3*x+456*g^2*p^ 4*x-528*g^2*q^4*x+534*g*p^5*x+1404*g*p^4*x^2-174*g*q^5*x+1404*g*q^4*x^2+360*p^5 *q*x+240*p^4*q^2*x-264*p^3*q^3*x-432*p^2*q^4*x-192*p*q^5*x-10056*a^4*p*x+23993* b*g*p*q*r^2*x+50988*c*g*p*q*r^2*x+77617*b*c*g*p*r^2*x+66398*b*c*p*q*r^2*x+89113 *a*c*g*p*r^2*x+80706*a*c*p*q*r^2*x+29905*a*g*p*q*r^2*x+46221*a*b*g*p*r^2*x+ 40350*a*b*p*q*r^2*x+124476*a*b*c*p*r^2*x+11245*c*g*p^2*q*r^2*x+10981*c*g*p*q^2* r^2*x-11972*c*g*p*q*r^3*x-50988*c*g*p*q*r^2*x^2+16772*c*g^2*p*q*r^2*x+43134*c^2 *g*p*q*r^2*x+9303*b*g^2*p*q*r^2*x+8092*b*g*p^2*q*r^2*x+5363*b*g*p*q^2*r^2*x-\ 4868*b*g*p*q*r^3*x-26949*b*g*p*q*r^2*x^2+5884*b*c*g^2*p*q*r^2+28749*b*c*g^2*p*r ^2*x+11124*b*c*g*p^2*q*r^2+20868*b*c*g*p^2*r^2*x+5119*b*c*g*p*q^2*r^2+5065*b*c* g*p*q*r^3-15572*b*c*g*p*r^3*x-76905*b*c*g*p*r^2*x^2-72910*b*c*g*q*r^2*x^2+16995 *b*c*p^2*q*r^2*x+12823*b*c*p*q^2*r^2*x-14804*b*c*p*q*r^3*x-73552*b*c*p*q*r^2*x^ 2+12139*b^2*g*p*q*r^2*x+19472*b*c^2*g*p*q*r^2+78289*b*c^2*g*p*r^2*x+58590*b*c^2 *p*q*r^2*x-6144*b^5*c^2*q*x^2-672*b^5*c*g^2*x^2-3936*b^5*c*p^2*x^2-1440*b^5*c*q ^2*x^2-336*b^5*g^2*p*x^2-336*b^5*g^2*q*x^2-1008*b^5*g*p^2*x^2-336*b^5*g*q^2*x^2 -1344*b^5*p^2*q*x^2-768*b^5*p*q^2*x^2-25536*b^4*c^3*g*x^2-39936*b^4*c^3*p*x^2-\ 32256*b^4*c^3*q*x^2-8736*b^4*c^2*g^2*x^2-25056*b^4*c^2*p^2*x^2-14592*b^4*c^2*q^ 2*x^2-912*b^4*c*g^3*x^2-6816*b^4*c*p^3*x^2-2160*b^4*c*q^3*x^2-456*b^4*g^3*p*x^2 -456*b^4*g^3*q*x^2-1920*b^4*g^2*p^2*x^2-1008*b^4*g^2*q^2*x^2-2112*b^4*g*p^3*x^2 -456*b^4*g*q^3*x^2-2592*b^4*p^3*q*x^2-3168*b^4*p^2*q^2*x^2-1248*b^4*p*q^3*x^2-c *g^6*q*r^2-68160*b^3*c^4*g*x^2-94080*b^3*c^4*p*x^2-82560*b^3*c^4*q*x^2-36288*b^ 3*c^3*g^2*x^2-75552*b^3*c^3*p^2*x^2-54816*b^3*c^3*q^2*x^2-8016*b^3*c^2*g^3*x^2+ 2855*a*p^3*r^2*x-29376*b^3*c^2*p^3*x^2-15792*b^3*c^2*q^3*x^2-1532*a*p^2*r^3*x-\ 600*b^3*c*g^4*x^2-1263*a*p*r^4*x-5472*b^3*c*p^4*x^2-1656*b^3*c*q^4*x^2-300*b^3* g^4*p*x^2-300*b^3*g^4*q*x^2-1740*b^3*g^3*p^2*x^2-1140*b^3*g^3*q^2*x^2-2880*b^3* g^2*p^3*x^2-1140*b^3*g^2*q^3*x^2-1824*b^3*g*p^4*x^2-300*b^3*g*q^4*x^2-2208*b^3* p^4*q*x^2-1248*a*b^4*q^3*x^2-100224*a*b^3*c^4*x^2-2400*a*b^3*p^4*x^2-1056*a*b^3 *q^4*x^2-141696*a*b^2*c^5*x^2-876*a*b^2*p^5*x^2-492*a*b^2*q^5*x^2-103680*a*b*c^ 6*x^2-120*a*b*p^6*x^2-120*a*b*q^6*x^2-70272*a*c^6*g*x^2-81792*a*c^6*p*x^2-84864 *a*c^6*q*x^2+8648*a^2*p^2*r^2*x-64128*a*c^5*g^2*x^2-88608*a*c^5*p^2*x^2-1281*a^ 2*p*r^3*x-96864*a*c^5*q^2*x^2-29376*a*c^4*g^3*x^2-49776*a*c^4*p^3*x^2-58704*a*c ^4*q^3*x^2-6912*a*c^3*g^4*x^2-15192*a*c^3*p^4*x^2-20136*a*c^3*q^4*x^2-744*a*c^2 *g^5*x^2-2364*a*c^2*p^5*x^2-3828*a*c^2*q^5*x^2-24*a*c*g^6*x^2-144*a*c*p^6*x^2-\ 360*a*c*q^6*x^2-12*a*g^6*p*x^2-12*a*g^6*q*x^2-144*a*g^5*p^2*x^2-168*a*g^5*q^2*x ^2-372*a*g^4*p^3*x^2-504*a*g^4*q^3*x^2-372*a*g^3*p^4*x^2-636*a*g^3*q^4*x^2-144* a*g^2*p^5*x^2-384*a*g^2*q^5*x^2-12*a*g*p^6*x^2-108*a*g*q^6*x^2-120*a*p^6*q*x^2-\ 612*a*p^5*q^2*x^2-1260*a*p^4*q^3*x^2-1320*a*p^3*q^4*x^2-720*a*p^2*q^5*x^2-180*a *p*q^6*x^2-192*b^6*c*g*x^2-768*b^6*c*p*x^2-384*b^6*c*q*x^2-96*b^6*g*p*x^2-96*b^ 6*g*q*x^2-192*b^6*p*q*x^2-4416*b^5*c^2*g*x^2-8832*b^5*c^2*p*x^2-4224*a^2*b^4*p^ 2*x^2-3264*a^2*b^4*q^2*x^2-81408*a^2*b^3*c^3*x^2-5472*a^2*b^3*p^3*x^2-4320*a^2* b^3*q^3*x^2-153600*a^2*b^2*c^4*x^2-2784*a^2*b^2*p^4*x^2-2784*a^2*b^2*q^4*x^2-\ 141696*a^2*b*c^5*x^2-492*a^2*b*p^5*x^2-876*a^2*b*q^5*x^2+10754*a^3*p*r^2*x-\ 96384*a^2*c^5*g*x^2-114048*a^2*c^5*p*x^2-123264*a^2*c^5*q*x^2-69504*a^2*c^4*g^2 *x^2-99552*a^2*c^4*p^2*x^2-120192*a^2*c^4*q^2*x^2-23520*a^2*c^3*g^3*x^2-42288*a ^2*c^3*p^3*x^2-60144*a^2*c^3*q^3*x^2-3624*a^2*c^2*g^4*x^2-8688*a^2*c^2*p^4*x^2-\ 16104*a^2*c^2*q^4*x^2-192*a^2*c*g^5*x^2-684*a^2*c*p^5*x^2-2148*a^2*c*q^5*x^2-96 *a^2*g^5*p*x^2-96*a^2*g^5*q*x^2-600*a^2*g^4*p^2*x^2-792*a^2*g^4*q^2*x^2-1008*a^ 2*g^3*p^3*x^2-1800*a^2*g^3*q^3*x^2-600*a^2*g^2*p^4*x^2-1716*a^2*g^2*q^4*x^2-96* a^2*g*p^5*x^2-720*a^2*g*q^5*x^2-492*a^2*p^5*q*x^2-2076*a^2*p^4*q^2*x^2-3384*a^2 *p^3*q^3*x^2-2616*a^2*p^2*q^4*x^2-924*a^2*p*q^5*x^2-384*a*b^6*c*x^2-192*a*b^6*p *x^2-192*a*b^6*q*x^2-6912*a*b^5*c^2*x^2-1536*a*b^5*p^2*x^2-768*a*b^5*q^2*x^2-\ 38016*a*b^4*c^3*x^2-2976*a*b^4*p^3*x^2-1920*a^3*b^4*q*x^2-29184*a^3*b^3*c^2*x^2 -5376*a^3*b^3*p^2*x^2-2251*g*q^3*r^2*x^2-5376*a^3*b^3*q^2*x^2+516*g*q^2*r^3*x^2 -81408*a^3*b^2*c^3*x^2-4320*a^3*b^2*p^3*x^2+941*g*q*r^4*x^2-5472*a^3*b^2*q^3*x^ 2-100224*a^3*b*c^4*x^2-306*p^4*q*r^2*x-1056*a^3*b*p^4*x^2-53*p^3*q^2*r^2*x-2400 *a^3*b*q^4*x^2-1074*p^3*q*r^3*x-2403*p^3*q*r^2*x^2-68160*a^3*c^4*g*x^2+49*p^2*q ^3*r^2*x-82560*a^3*c^4*p*x^2-1362*p^2*q^2*r^3*x-4286*p^2*q^2*r^2*x^2-94080*a^3* c^4*q*x^2-387*p^2*q*r^4*x+167*p^2*q*r^3*x^2-36288*a^3*c^3*g^2*x^2-54816*a^3*c^3 *p^2*x^2-75552*a^3*c^3*q^2*x^2-608*p*q^3*r^3*x-2403*p*q^3*r^2*x^2-8016*a^3*c^2* g^3*x^2-295*p*q^2*r^4*x+167*p*q^2*r^3*x^2-15792*a^3*c^2*p^3*x^2-29376*a^3*c^2*q ^3*x^2+94*p*q*r^5*x+922*p*q*r^4*x^2-600*a^3*c*g^4*x^2-1656*a^3*c*p^4*x^2-5472*a ^3*c*q^4*x^2-300*a^3*g^4*p*x^2-300*a^3*g^4*q*x^2-1140*a^3*g^3*p^2*x^2-1740*a^3* g^3*q^2*x^2-1140*a^3*g^2*p^3*x^2-2880*a^3*g^2*q^3*x^2-300*a^3*g*p^4*x^2-1824*a^ 3*g*q^4*x^2-1056*a^3*p^4*q*x^2-3552*a^3*p^3*q^2*x^2-4320*a^3*p^2*q^3*x^2-2208*a ^3*p*q^4*x^2-1920*a^2*b^5*c*x^2-960*a^2*b^5*p*x^2-960*a^2*b^5*q*x^2-20736*a^2*b ^4*c^2*x^2-2976*a^4*b*q^3*x^2-25536*a^4*c^3*g*x^2-32256*a^4*c^3*p*x^2-39936*a^4 *c^3*q*x^2-8736*a^4*c^2*g^2*x^2+558*g^3*p^2*q*r^2+406*g^3*p^2*r^2*x-14592*a^4*c ^2*p^2*x^2+262*g^3*p*q*r^3-2918*g^3*p*r^2*x^2-25056*a^4*c^2*q^2*x^2-912*a^4*c*g ^3*x^2-2918*g^3*q*r^2*x^2-2160*a^4*c*p^3*x^2+901*g^2*p^3*q*r^2-501*g^2*p^3*r^2* x-6816*a^4*c*q^3*x^2+782*g^2*p^2*q^2*r^2+598*g^2*p^2*q*r^3-1683*g^2*p^2*r^3*x-\ 4353*g^2*p^2*r^2*x^2-456*a^4*g^3*p*x^2+302*g^2*p*q^2*r^3+21*g^2*p*q*r^4-521*g^2 *p*r^4*x-387*g^2*p*r^3*x^2-456*a^4*g^3*q*x^2-1008*a^4*g^2*p^2*x^2-1920*a^4*g^2* q^2*x^2-4353*g^2*q^2*r^2*x^2-456*a^4*g*p^3*x^2-387*g^2*q*r^3*x^2-2112*a^4*g*q^3 *x^2-1248*a^4*p^3*q*x^2+607*g*p^4*q*r^2-748*g*p^4*r^2*x-3168*a^4*p^2*q^2*x^2+ 822*g*p^3*q^2*r^2+477*g*p^3*q*r^3-1250*g*p^3*r^3*x-2251*g*p^3*r^2*x^2-2592*a^4* p*q^3*x^2+430*g*p^2*q^3*r^2+456*g*p^2*q^2*r^3+16*g*p^2*q*r^4-350*g*p^2*r^4*x+ 516*g*p^2*r^3*x^2-3840*a^3*b^4*c*x^2-1920*a^3*b^4*p*x^2+104*g*p*q^3*r^3-36*g*p* q^2*r^4-57*g*p*q*r^5+100*g*p*r^5*x+941*g*p*r^4*x^2-6912*a^5*b*c^2*x^2-768*a^5*b *p^2*x^2-1536*a^5*b*q^2*x^2-4416*a^5*c^2*g*x^2-6144*a^5*c^2*p*x^2-8832*a^5*c^2* q*x^2-672*a^5*c*g^2*x^2-1440*a^5*c*p^2*x^2-3936*a^5*c*q^2*x^2-336*a^5*g^2*p*x^2 -336*a^5*g^2*q*x^2-336*a^5*g*p^2*x^2-1008*a^5*g*q^2*x^2-768*a^5*p^2*q*x^2-1344* a^5*p*q^2*x^2-3840*a^4*b^3*c*x^2-1920*a^4*b^3*p*x^2-1920*a^4*b^3*q*x^2-20736*a^ 4*b^2*c^2*x^2-3264*a^4*b^2*p^2*x^2-4224*a^4*b^2*q^2*x^2-38016*a^4*b*c^3*x^2-\ 1248*a^4*b*p^3*x^2-384*a^6*b*c*x^2-192*a^6*b*p*x^2-192*a^6*b*q*x^2-192*a^6*c*g* x^2-384*a^6*c*p*x^2-768*a^6*c*q*x^2-96*a^6*g*p*x^2-96*a^6*g*q*x^2-192*a^6*p*q*x ^2-1920*a^5*b^2*c*x^2-960*a^5*b^2*p*x^2-960*a^5*b^2*q*x^2+1193*c*p^2*q^3*r^2+ 1156*c*p^2*q^2*r^3+2*c*p^2*q*r^4-1079*c*p^2*r^4*x+1036*c*p^2*r^3*x^2+252*c*p*q^ 3*r^3-158*c*p*q^2*r^4-167*c*p*q*r^5+252*c*p*r^5*x+2626*c*p*r^4*x^2-6167*c*q^3*r ^2*x^2+1036*c*q^2*r^3*x^2+2626*c*q*r^4*x^2-43472*a^2*c^4*g*q-77248*a^2*c^4*p*q-\ 76320*a^2*c^4*g*p+2106*c*g^3*p^2*r^2+972*c*g^3*p*r^3+3066*c*g^2*p^3*r^2+1870*c* g^2*p^2*r^3+34*c*g^2*p*r^4+1856*c*g*p^4*r^2+1248*c*g*p^3*r^3-73*c*g*p^2*r^4-199 *c*g*p*r^5+1748*c*p^4*q*r^2-1657*c*p^4*r^2*x+2319*c*p^3*q^2*r^2+1312*c*p^3*q*r^ 3-3334*c*p^3*r^3*x-6167*c*p^3*r^2*x^2+2657*c*g*q^4*r^2*x^2+2075*c*g*q^3*r^3*x^2 -89*c*g*q^2*r^4*x^2-354*c*g*q*r^5*x^2+36*c*p^4*q*r^3*x+2956*c*p^4*q*r^2*x^2-48* c*p^3*q^2*r^3*x+6588*c*p^3*q^2*r^2*x^2+466*c*p^3*q*r^4*x+2608*c*p^3*q*r^3*x^2+ 192*c*p^2*q^3*r^3*x+6588*c*p^2*q^3*r^2*x^2+600*c*p^2*q^2*r^4*x+4620*c*p^2*q^2*r ^3*x^2+192*c*p^2*q*r^5*x+9*c*p^2*q*r^4*x^2+2956*c*p*q^4*r^2*x^2+2608*c*p*q^3*r^ 3*x^2+9*c*p*q^2*r^4*x^2-360*c*p*q*r^5*x^2+1526*c*g^4*p*r^2*x^2+1526*c*g^4*q*r^2 *x^2-204*c*g^3*p^2*r^3*x+4059*c*g^3*p^2*r^2*x^2+330*c*g^3*p*r^4*x+2687*c*g^3*p* r^3*x^2+4059*c*g^3*q^2*r^2*x^2+2687*c*g^3*q*r^3*x^2+215*c*g^2*p^3*r^3*x+5038*c* g^2*p^3*r^2*x^2+687*c*g^2*p^2*r^4*x+4004*c*g^2*p^2*r^3*x^2+196*c*g^2*p*r^5*x+ 300*c*g^2*p*r^4*x^2+5038*c*g^2*q^3*r^2*x^2+4004*c*g^2*q^2*r^3*x^2+300*c*g^2*q*r ^4*x^2+349*c*g*p^4*r^3*x+2657*c*g*p^4*r^2*x^2+537*c*g*p^3*r^4*x+2075*c*g*p^3*r^ 3*x^2+200*c*g*p^2*r^5*x-89*c*g*p^2*r^4*x^2+4*c*g*p*r^6*x-354*c*g*p*r^5*x^2+548* c^2*p*q^3*r^3*x+16570*c^2*p*q^3*r^2*x^2+1399*c^2*p*q^2*r^4*x+13002*c^2*p*q^2*r^ 3*x^2+450*c^2*p*q*r^5*x+678*c^2*p*q*r^4*x^2-1090*c^2*g^3*p*r^3*x+9384*c^2*g^3*p *r^2*x^2+9384*c^2*g^3*q*r^2*x^2-1015*c^2*g^2*p^2*r^3*x+18499*c^2*g^2*p^2*r^2*x^ 2+1511*c^2*g^2*p*r^4*x+12587*c^2*g^2*p*r^3*x^2+18499*c^2*g^2*q^2*r^2*x^2+12587* c^2*g^2*q*r^3*x^2+373*c^2*g*p^3*r^3*x+14723*c^2*g*p^3*r^2*x^2+1973*c^2*g*p^2*r^ 4*x+11935*c^2*g*p^2*r^3*x^2+584*c^2*g*p*r^5*x+973*c^2*g*p*r^4*x^2+14723*c^2*g*q ^3*r^2*x^2+11935*c^2*g*q^2*r^3*x^2+973*c^2*g*q*r^4*x^2-344*c^2*p^3*q*r^3*x+ 16570*c^2*p^3*q*r^2*x^2-324*c^2*p^2*q^2*r^3*x+25620*c^2*p^2*q^2*r^2*x^2+1757*c^ 2*p^2*q*r^4*x+13002*c^2*p^2*q*r^3*x^2+11408*a*b*c*g*p*q*r^3*x^2-4056*a*b*c*g*p* q*r^4*x^2-130*a^2*g^5*r^2*x-264*a^2*g^5*r*x^2-82*a^2*g^4*r^3*x+401*a^2*g^4*r^2* x^2+130*a^2*g^3*r^4*x+951*a^2*g^3*r^3*x^2+82*a^2*g^2*r^5*x+114*a^2*g^2*r^4*x^2+ 4*a^2*g*r^6*x-114*a^2*g*r^5*x^2+287*a^2*p^5*r*x^2-22*a^2*q^6*r*x+90*a^2*q^5*r*x ^2-5328*c^3*g*p*q*r^3*x+72560*c^3*g*p*q*r^2*x^2-125*b*g*p^2*q^2*r^3*x+8705*b*g* p^2*q^2*r^2*x^2+504*b*g*p^2*q*r^4*x+5257*b*g*p^2*q*r^3*x^2+5437*b*g*p*q^3*r^2*x ^2+4638*b*g*p*q^2*r^3*x^2+399*b*g*p*q*r^4*x^2+3238*b*g^3*p*q*r^2*x^2-689*b*g^2* p^2*q*r^3*x+6904*b*g^2*p^2*q*r^2*x^2+6805*b*g^2*p*q^2*r^2*x^2+5019*b*g^2*p*q*r^ 3*x^2-356*b*g*p^3*q*r^3*x+5831*b*g*p^3*q*r^2*x^2+212*b^4*c*g^2*p*r+20*b^4*c*g^2 *q*r+720*b^4*c*g*p^2*r+472*b^4*c*g*p*r^2+48*b^5*c*g*p*r+1152*b^4*c^2*g*p*r+176* b^4*c^2*g*q*r+576*b^4*c^2*p*q*r-73752*b^2*c^2*q*x+792*c^4*q^2*r^3*x^2-31386*b^2 *c*g^2*x-19992*b^2*c*g*x^2-1828*c^4*q*r^4*x^2-55374*b^2*c*p^2*x-12624*b^2*c*p*x ^2-31002*b^2*c*q^2*x-264*b^2*c*q*x^2-15942*b^2*g^2*p*x-1738*a^2*g^2*c*q^3+466*a ^2*g^2*c*q^2+20748*a^2*g^2*c*q-21252*b^2*g*p^2*x-5244*b^2*g*p*x^2+1128*b^2*g*q* x^2-18390*b^2*p^2*q*x-12678*b^2*p*q^2*x+240*b^2*p*q*x^2-113880*b*c^3*g*x-152892 *b*c^3*p*x-110700*b*c^3*q*x-68292*b*c^2*g^2*x-31632*b*c^2*g*x^2-106482*b*c^2*p^ 2*x-12312*b*c^2*p*x^2-63978*b*c^2*q^2*x-4824*b*c^2*q*x^2-19392*b*c*g^3*x-9768*b *c*g^2*x^2-29268*b*c*p^3*x+5568*b*c*p^2*x^2-16860*b*c*q^3*x+11352*b*c*q^2*x^2-\ 9066*b*g^3*p*x-16272*b*g^2*p^2*x+11352*a*c*p^2*x^2-18684*a*c*q^3*x+5568*a*c*q^2 *x^2-572*a^2*c*g*q^4-530*a^2*c*g*q^3+14180*a^2*c*g*q^2-11184*a*g^3*p*x+2136*c^5 *p*r^3*x^2-8238*a*g^3*q*x-18516*a*g^2*p^2*x+2136*c^5*q*r^3*x^2+624*a*g^2*p*x^2-\ 11424*a*g^2*q^2*x-1500*a*g^2*q*x^2-11352*a*g*p^3*x+5088*a*g*p^2*x^2-7176*a*g*q^ 3*x+1956*a*g*q^2*x^2-10152*a*p^3*q*x-14634*a*p^2*q^2*x+4068*a*p^2*q*x^2+3012*a* p*q^2*x^2-720*a^2*c*g^4*q-19416*b^3*c*g*x-30120*b^3*c*p*x-21396*b^3*c*q*x-11136 *b^3*g*p*x-9960*b^3*p*q*x-74628*b^2*c^2*g*x-108876*b^2*c^2*p*x+792*c^4*p^2*r^3* x^2-1886*a^2*c*g^3*q^2+2162*a^2*c*g^3*q-1828*c^4*p*r^4*x^2-26226*a^2*g^2*p*x-\ 18690*a^2*g^2*q*x-27672*a^2*g*p^2*x+1128*a^2*g*p*x^2-17796*a^2*g*q^2*x-5244*a^2 *g*q*x^2-23466*a^2*p^2*q*x-20370*a^2*p*q^2*x+240*a^2*p*q*x^2-28128*a*b^3*c*x-\ 12648*a*b^3*g*x-13104*a*b^3*q*x-116016*a*b^2*c^2*x-21*b*p^5*r^3*x^2-44544*a*b^2 *c*x^2-20550*a*b^2*g^2*x-38*b*p^4*r^4*x^2-15624*a*b^2*g*x^2-34086*a*b^2*p^2*x-\ 16*b*p^3*r^5*x^2-9960*a*b^2*p*x^2-18162*a*b^2*q^2*x-4920*a*b^2*q*x^2-181632*a*b *c^3*x-61920*a*b*c^2*x^2-12816*a*b*g^3*x-27*b*q^5*r^3*x^2-6984*a*b*g^2*x^2-\ 16920*a*b*p^3*x-24*b*q^4*r^4*x^2+4224*a*b*p^2*x^2-9432*a*b*q^3*x-7*b*q^3*r^5*x^ 2+4224*a*b*q^2*x^2-146184*a*c^3*g*x-184452*a*c^3*p*x-141780*a*c^3*q*x-87084*a*c ^2*g^2*x-31632*a*c^2*g*x^2-117390*a*c^2*p^2*x-4824*a*c^2*p*x^2-77910*a*c^2*q^2* x-12312*a*c^2*q*x^2-24360*a*c*g^3*x-9768*a*c*g^2*x^2-27732*a*c*p^3*x+64332*c^2* p*q^2*x^2+15312*c*g^3*p*x^2+15312*c*g^3*q*x^2+24276*c*g^2*p^2*x^2+24276*c*g^2*q ^2*x^2+16440*c*g*p^3*x^2+16440*c*g*q^3*x^2+15936*c*p^3*q*x^2+24840*c*p^2*q^2*x^ 2-27*b^2*p^4*r^3*x^2+15936*c*p*q^3*x^2+5688*g^3*p*q*x^2-132*b^2*p^3*r^4*x^2+ 9036*g^2*p^2*q*x^2+9036*g^2*p*q^2*x^2-54*b^2*p^2*r^5*x^2+6120*g*p^3*q*x^2+9432* g*p^2*q^2*x^2+6120*g*p*q^3*x^2-64608*a^3*b*c*x-98*b^2*q^4*r^3*x^2-27096*a^3*b*g *x-35280*a^3*b*p*x-75*b^2*q^3*r^4*x^2-22008*a^3*b*q*x-54024*a^3*c*g*x-18*b^2*q^ 2*r^5*x^2-64572*a^3*c*p*x-48600*a^3*c*q*x-27030*a^3*g*p*x-18528*a^3*g*q*x-21720 *a^3*p*q*x-68928*a^2*b^2*c*x-28656*a^2*b^2*g*x-40536*a^2*b^2*p*x-25224*a^2*b^2* q*x-161808*a^2*b*c^2*x-44544*a^2*b*c*x^2-27762*a^2*b*g^2*x-15624*a^2*b*g*x^2-\ 38790*a^2*b*p^2*x-4920*a^2*b*p*x^2-22194*a^2*b*q^2*x-9960*a^2*b*q*x^2-132972*a^ 2*c^2*g*x-164136*a^2*c^2*p*x-126564*a^2*c^2*q*x-54366*a^2*c*g^2*x-19992*a^2*c*g *x^2-67038*a^2*c*p^2*x-264*a^2*c*p*x^2-46602*a^2*c*q^2*x-12624*a^2*c*q*x^2+8256 *a*p^3*q*x^2+13740*a*p^2*q^2*x^2+9192*a*p*q^3*x^2+36720*b^3*c*g*x^2+39360*b^3*c *p*x^2+42984*b^3*c*q*x^2+14832*b^3*g*p*x^2+18324*b^3*g*q*x^2+15840*b^3*p*q*x^2+ 103800*b^2*c^2*g*x^2+117720*b^2*c^2*p*x^2+118944*b^2*c^2*q*x^2+42876*b^2*c*g^2* x^2+50988*b^2*c*p^2*x^2+49020*b^2*c*q^2*x^2+17316*b^2*g^2*p*x^2+19080*b^2*g^2*q *x^2+19524*b^2*g*p^2*x^2+20244*b^2*g*q^2*x^2+19380*b^2*p^2*q*x^2+18072*b^2*p*q^ 2*x^2+130032*b*c^3*g*x^2+147336*b*c^3*p*x^2+147576*b*c^3*q*x^2+77688*b*c^2*g^2* x^2+92196*b*c^2*p^2*x^2+90684*b*c^2*q^2*x^2+21876*b*c*g^3*x^2+23976*b*c*p^3*x^2 +22296*b*c*q^3*x^2+82*b^3*p^3*r^3*x^2+8652*b*g^3*p*x^2+8940*b*g^3*q*x^2-174*b^3 *p^2*r^4*x^2+13848*b*g^2*p^2*x^2+14076*b*g^2*q^2*x^2-56*b^3*p*r^5*x^2+9456*b*g* p^3*x^2+9048*b*g*q^3*x^2-182*b^3*q^3*r^3*x^2+9192*b*p^3*q*x^2+13740*b*p^2*q^2*x ^2-114*b^3*q^2*r^4*x^2+8256*b*p*q^3*x^2+100848*c^3*g*p*x^2-20*b^3*q*r^5*x^2+ 100848*c^3*g*q*x^2+108576*c^3*p*q*x^2+58020*c^2*g^2*p*x^2+58020*c^2*g^2*q*x^2+ 63024*c^2*g*p^2*x^2+63024*c^2*g*q^2*x^2+64332*c^2*p^2*q*x^2+32880*a^2*b^2*q*x^2 +138912*a^2*b*c^2*x^2-16*a*q^3*r^5*x^2+24156*a^2*b*g^2*x^2+28476*a^2*b*p^2*x^2+ 28140*a^2*b*q^2*x^2+103800*a^2*c^2*g*x^2+118944*a^2*c^2*p*x^2+117720*a^2*c^2*q* x^2+42876*a^2*c*g^2*x^2+49020*a^2*c*p^2*x^2+50988*a^2*c*q^2*x^2+19080*a^2*g^2*p *x^2+17316*a^2*g^2*q*x^2+20244*a^2*g*p^2*x^2+19524*a^2*g*q^2*x^2+18072*a^2*p^2* q*x^2+19380*a^2*p*q^2*x^2+46368*a*b^3*c*x^2+19872*a*b^3*g*x^2+19872*a*b^3*p*x^2 +24192*a*b^3*q*x^2+138912*a*b^2*c^2*x^2+24156*a*b^2*g^2*x^2+28140*a*b^2*p^2*x^2 +28476*a*b^2*q^2*x^2+181632*a*b*c^3*x^2+12816*a*b*g^3*x^2+13176*a*b*p^3*x^2+216 *b^4*p^2*r^3*x^2+13176*a*b*q^3*x^2+130032*a*c^3*g*x^2-88*b^4*p*r^4*x^2+147576*a *c^3*p*x^2+147336*a*c^3*q*x^2-180*b^4*q^2*r^3*x^2+77688*a*c^2*g^2*x^2+90684*a*c ^2*p^2*x^2-84*b^4*q*r^4*x^2+92196*a*c^2*q^2*x^2+21876*a*c*g^3*x^2+22296*a*c*p^3 *x^2+23976*a*c*q^3*x^2+8940*a*g^3*p*x^2+8652*a*g^3*q*x^2+14076*a*g^2*p^2*x^2+ 13848*a*g^2*q^2*x^2+9048*a*g*p^3*x^2+9456*a*g*q^3*x^2+11424*a^2*c*q*x+5106*a^2* g*q*x-3732*a^2*p*q*x+49728*a*b^2*c*x+17628*a*b^2*g*x+12372*a*b^2*q*x-10512*a*b* p^2*x+2064*a*b*q^2*x+27216*a*c^2*g*x-16428*a*c^2*p*x+17292*a*c^2*q*x-25764*a*c* p^2*x+1080*a*c*q^2*x+582*a*g*q^2*x-7218*a*p^2*q*x+26436*b^2*c*g*x+13824*b^2*c*p *x+18012*b^2*c*q*x-17356*a*b*c^2*p^4+5382*b^2*g*p*x+3252*b^2*p*q*x+36048*b*c^2* g*x+7332*b*c^2*p*x+26076*b*c^2*q*x-12216*b*c*p^2*x+3060*b*c*q^2*x-4494*b*g*p^2* x-918*b*p*q^2*x-4116*c^2*g*p*x+13524*c^2*g*q*x-12744*c*g*p^2*x+1608*c*g*q^2*x-\ 10278*c*p^2*q*x-3882*c*p*q^2*x-3330*g*p^2*q*x-1110*g*p*q^2*x+46368*a^3*b*c*x^2+ 19872*a^3*b*g*x^2-27*a*p^5*r^3*x^2+24192*a^3*b*p*x^2+19872*a^3*b*q*x^2-24*a*p^4 *r^4*x^2+36720*a^3*c*g*x^2+42984*a^3*c*p*x^2-7*a*p^3*r^5*x^2+39360*a^3*c*q*x^2+ 18324*a^3*g*p*x^2+14832*a^3*g*q*x^2+15840*a^3*p*q*x^2+68928*a^2*b^2*c*x^2-21*a* q^5*r^3*x^2+28656*a^2*b^2*g*x^2+32880*a^2*b^2*p*x^2-38*a*q^4*r^4*x^2-140416*a^2 *b*c^4*g*r*x-204992*a^2*b*c^4*p*r*x-164192*a^2*b*c^4*q*r*x-75600*a^2*b*c^3*g^2* r*x-2208*a^2*b^2*g^3*p*r*x-1656*a^2*b^2*g^3*q*r*x-8736*a^2*b^2*g^2*p^2*r*x-\ 25844*a^2*b^2*g^2*p*r*x^2-4424*a^2*b^2*g^2*q^2*r*x-25844*a^2*b^2*g^2*q*r*x^2-\ 9068*a^2*b^2*g*p^3*r*x-18948*a^2*b^2*g*p^2*r*x^2-3112*a^2*b^2*g*q^3*r*x-18948*a ^2*b^2*g*q^2*r*x^2-11256*a^2*b^2*p^3*q*r*x-13776*a^2*b^2*p^2*q^2*r*x-18312*a^2* b^2*p^2*q*r*x^2-5768*a^2*b^2*p*q^3*r*x-18312*a^2*b^2*p*q^2*r*x^2-3864*a^2*b^2*c *g^3*r*x-26272*a^2*b^2*c*g^2*r^2*x-72016*a^2*b^2*c*g^2*r*x^2-8424*a^2*b^2*c*g*r ^3*x+21352*a^2*b^2*c*g*r^2*x^2-29112*a^2*b^2*c*p^3*r*x-44856*a^2*b^2*c*p^2*r*x^ 2-10480*a^2*b^2*c*q^3*r*x-44856*a^2*b^2*c*q^2*r*x^2-80816*a^2*b^2*c^2*g*r^2*x-\ 184464*a^2*b^2*c^2*g*r*x^2-107584*a^2*b^2*c^2*p^2*r*x-157048*a^2*b^2*c^2*p*r*x^ 2-57168*a^2*b^2*c^2*q^2*r*x-157048*a^2*b^2*c^2*q*r*x^2-99232*a^2*b^2*c^3*g*r*x-\ 164928*a^2*b^2*c^3*p*r*x-121792*a^2*b^2*c^3*q*r*x-34944*a^2*b^2*c^2*g^2*r*x-\ 2936*a^2*b^3*g^2*p*r*x-2064*a^2*b^3*g^2*q*r*x-7808*a^2*b^3*g*p^2*r*x-27736*a^2* b^3*g*p*r*x^2-3096*a^2*b^3*g*q^2*r*x-24040*a^2*b^3*g*q*r*x^2-9896*a^2*b^3*p^2*q *r*x-6272*a^2*b^3*p*q^2*r*x-23600*a^2*b^3*p*q*r*x^2-80256*a^2*b^2*c^3*r^2*x-\ 154496*a^2*b^2*c^3*r*x^2-11392*a^2*b^2*c^2*r^3*x+36928*a^2*b^2*c^2*r^2*x^2-3592 *a^2*b^3*g^2*r^2*x-14388*a^2*b^3*g^2*r*x^2-1224*a^2*b^3*g*r^3*x+2012*a^2*b^3*g* r^2*x^2-4176*a^2*b^3*p^3*r*x-10808*a^2*b^3*p^2*r*x^2-872*a^2*b^3*q^3*r*x-7512*a ^2*b^3*q^2*r*x^2-89600*a^2*b^2*c^4*r*x-3320*a^2*b^3*c*r^3*x+8216*a^2*b^3*c*r^2* x^2-2096*a^2*b^4*g*r^2*x-10296*a^2*b^4*g*r*x^2-2384*a^2*b^4*p^2*r*x-10192*a^2*b ^4*p*r*x^2-656*a^2*b^4*q^2*r*x-7552*a^2*b^4*q*r*x^2-40832*a^2*b^3*c^3*r*x-32832 *a^2*b^3*c^2*r^2*x-90848*a^2*b^3*c^2*r*x^2-8704*a^2*b^4*c^2*r*x-6240*a^2*b^4*c* r^2*x-25664*a^2*b^4*c*r*x^2-1704*a^3*g^2*q^3*r*x-5597*a^3*g^2*q^2*r*x^2-350*a^3 *g*p^4*r*x+1379*a^3*g*p^3*r*x^2-912*a^3*g*q^4*r*x-2656*a^3*g*q^3*r*x^2-1232*a^3 *p^4*q*r*x-3476*a^3*p^3*q^2*r*x-224*a^3*p^3*q*r*x^2-3412*a^3*p^2*q^3*r*x-2568*a ^3*p^2*q^2*r*x^2-1324*a^3*p*q^4*r*x-2000*a^3*p*q^3*r*x^2-640*a^2*b^5*c*r*x-352* a^2*b^5*p*r*x-192*a^2*b^5*q*r*x-314*a^3*g^4*p*r*x-264*a^3*g^4*q*r*x-1242*a^3*g^ 3*p^2*r*x-2387*a^3*g^3*p*r*x^2-1214*a^3*g^3*q^2*r*x-4037*a^3*g^3*q*r*x^2-1294*a ^3*g^2*p^3*r*x-943*a^3*g^2*p^2*r*x^2-564*a^3*c*g^4*r*x-5260*a^3*c*g^3*r^2*x-\ 9526*a^3*c*g^3*r*x^2-2240*a^3*c*g^2*r^3*x+4942*a^3*c*g^2*r^2*x^2+1226*a^3*c*g*r ^4*x+8492*a^3*c*g*r^3*x^2-1932*a^3*c*p^4*r*x+2086*a^3*c*p^3*r*x^2-2748*a^3*c*q^ 4*r*x-5648*a^3*c*q^3*r*x^2-6960*a^3*c^2*g^3*r*x-24616*a^3*c^2*g^2*r^2*x-38684*a ^3*c^2*g^2*r*x^2-6532*a^3*c^2*g*r^3*x+16288*a^3*c^2*g*r^2*x^2-17080*a^3*c^2*p^3 *r*x-10168*a^3*c^2*p^2*r*x^2-17248*a^3*c^2*q^3*r*x-29928*a^3*c^2*q^2*r*x^2-\ 55616*a^3*c^4*g*r*x-74272*a^3*c^4*p*r*x-69312*a^3*c^4*q*r*x-30272*a^3*c^3*g^2*r *x-49968*a^3*c^3*g*r^2*x-67024*a^3*c^3*g*r*x^2-54384*a^3*c^3*p^2*r*x-45176*a^3* c^3*p*r*x^2-50208*a^3*c^3*q^2*r*x-60600*a^3*c^3*q*r*x^2-2440*a^3*b*g^3*r^2*x-\ 5808*a^3*b*g^3*r*x^2-1320*a^3*b*g^2*r^3*x+2148*a^3*b*g^2*r^2*x^2+434*a^3*b*g*r^ 4*x+4804*a^3*b*g*r^3*x^2-1232*a^3*b*p^4*r*x+224*a^3*b*p^3*r*x^2-972*a^3*b*q^4*r *x-3376*a^3*b*q^3*r*x^2-1023*c^2*g*p*q^2*r^3*x+44341*c^2*g*p*q^2*r^2*x^2+2910*c ^2*g*p*q*r^4*x+28084*c^2*g*p*q*r^3*x^2-3150*c^2*g^2*p*q*r^3*x+35310*c^2*g^2*p*q *r^2*x^2-2643*c^2*g*p^2*q*r^3*x+44341*c^2*g*p^2*q*r^2*x^2+9674*a*c^3*g^2*q^2*r+ 23832*a*c^3*g*p^3*r+4816*a*c^3*g*q^3*r+25400*a*c^3*p^3*q*r+26218*a*c^3*p^2*q^2* r+8660*a*c^3*p*q^3*r+25588*a*c^4*p*q^2*r+12260*a*c^3*g^3*p*r+6948*a*c^3*g^3*q*r +28460*a*c^3*g^2*p^2*r+15592*a*c^4*g*q^2*r+42728*a*c^4*p^2*q*r+38752*a*c^5*g*p* r+23328*a*c^5*g*q*r+35712*a*c^5*p*q*r+30992*a*c^4*g^2*p*r+18224*a*c^4*g^2*q*r+ 43784*a*c^4*g*p^2*r+6404*b^3*c*g^3*r*x-1016*b^3*c*g^2*r^2*x-34308*b^3*c*g^2*r*x ^2-3784*b^3*c*g*r^3*x-22312*b^3*c*g*r^2*x^2+6742*b^3*c*p^3*r*x-47376*b^3*c*p^2* r*x^2+1294*b^3*c*q^3*r*x-31410*b^3*c*q^2*r*x^2+28240*b^3*c^2*g^2*r*x-3972*b^3*c ^2*g*r^2*x-96924*b^3*c^2*g*r*x^2+30840*b^3*c^2*p^2*r*x-117384*b^3*c^2*p*r*x^2+ 12296*b^3*c^2*q^2*r*x-99596*b^3*c^2*q*r*x^2+3264*b^4*g^2*p*r*x+1144*b^4*g^2*q*r *x+3796*b^4*g*p^2*r*x-9488*b^4*g*p*r*x^2+432*b^4*g*q^2*r*x-8294*b^4*g*q*r*x^2+ 2512*b^4*p^2*q*r*x+836*b^4*p*q^2*r*x-9140*b^4*p*q*r*x^2+51704*b^3*c^3*g*r*x+ 54992*b^3*c^3*p*r*x+36736*b^3*c^3*q*r*x-2*r^6-9024*a^3*c*b*g*q^2+11152*a^3*c*b* g*q-7544*a^3*c*b*g^2*q-15184*a^3*c*b*g^2*p-29096*a^3*c*b*g*p^2-5064*a^3*c*b*g*p -9288*c^2*g^3*p^2*x^2+3606*c^2*g^3*q^3*x-9288*c^2*g^3*q^2*x^2+9312*c^2*g^2*p^4* x-17004*c^2*g^2*p^3*x^2+2040*c^2*g^2*q^4*x-17004*c^2*g^2*q^3*x^2+3498*c^2*g*p^5 *x-11640*c^2*g*p^4*x^2+462*c^2*g*q^5*x-11640*c^2*g*q^4*x^2+100*a^3*b*q^4*r+4980 *c^2*p^5*q*x+13074*c^2*p^4*q^2*x-13716*c^2*p^4*q*x^2+14112*c^2*p^3*q^3*x-28008* c^2*p^3*q^2*x^2+6582*c^2*p^2*q^4*x-28008*c^2*p^2*q^3*x^2+1068*c^2*p*q^5*x-13716 *c^2*p*q^4*x^2+60*c*g^6*p*x+18992*a^3*c^4*g*r+36*c*g^6*q*x+558*c*g^5*p^2*x-84*a ^2*g*b*q^4+28112*a^3*c^4*p*r+60*c*g^5*p*x^2+20880*a^3*c^4*q*r+234*c*g^5*q^2*x+ 60*c*g^5*q*x^2-318*p*a^2*b*q^4+1542*c*g^4*p^3*x-1032*c*g^4*p^2*x^2+450*c*g^4*q^ 3*x-1032*c*g^4*q^2*x^2+1854*c*g^3*p^4*x+10536*a^3*c^3*g^2*r-3396*c*g^3*p^3*x^2+ 17168*a^3*c^3*g*r^2+354*c*g^3*q^4*x+22840*a^3*c^3*p^2*r-3396*c*g^3*q^3*x^2+1038 *c*g^2*p^5*x+13120*a^3*c^3*q^2*r-3876*c*g^2*p^4*x^2+114*c*g^2*q^5*x-3876*c*g^2* q^4*x^2+252*c*g*p^6*x-1848*c*g*p^5*x^2+12*c*g*q^6*x-10968*c^3*g^3*p*x^2+13854*c ^3*g^3*q^2*x-10968*c^3*g^3*q*x^2+14720*a^3*b^2*c^3*r+35742*c^3*g^2*p^3*x+12672* a^3*b^2*c^2*r^2-35280*c^3*g^2*p^2*x^2+1664*a^3*b^2*c*r^3+12546*c^3*g^2*q^3*x+ 632*a^3*b^2*g*r^3-35280*c^3*g^2*q^2*x^2+19302*c^3*g*p^4*x-36120*c^3*g*p^3*x^2+ 1648*a^3*b^2*p^3*r+4554*c^3*g*q^4*x-36120*c^3*g*q^3*x^2+23226*c^3*p^4*q*x+228*a ^3*b^2*q^3*r+42756*c^3*p^3*q^2*x-44928*c^3*p^3*q*x^2+30780*c^3*p^2*q^3*x-67104* c^3*p^2*q^2*x^2+8166*c^3*p*q^4*x-44928*c^3*p*q^3*x^2+22944*a^3*b*c^4*r+21776*a^ 3*b*c^3*r^2+1152*c^2*g^5*p*x+3408*a^3*b*c^2*r^3-520*a^3*b*c*r^4+768*c^2*g^5*q*x +5778*c^2*g^4*p^2*x+454*a^3*b*g^2*r^3-412*a^2*b*g^4*p-1176*c^2*g^4*p*x^2+2718*c ^2*g^4*q^2*x-162*a^3*b*g*r^4+616*a^3*b*p^4*r-1176*c^2*g^4*q*x^2+10962*c^2*g^3*p ^3*x+636*a^4*p*q^3*r-51168*c^5*g*p*x^2+43848*c^5*g*q^2*x-51168*c^5*g*q*x^2+ 87288*c^5*p^2*q*x+63624*c^5*p*q^2*x-72576*c^5*p*q*x^2+31776*c^4*g^3*p*x+22752*c ^4*g^3*q*x+68220*c^4*g^2*p^2*x-2460*a^2*b*g^3*p^2-35664*c^4*g^2*p*x^2+35172*c^4 *g^2*q^2*x-35664*c^4*g^2*q*x^2+1144*a^2*b*g^3*p+54528*c^4*g*p^3*x-59808*c^4*g*p ^2*x^2+19872*c^4*g*q^3*x-59808*c^4*g*q^2*x^2+352*a^3*b^4*c*r+60168*c^4*p^3*q*x+ 208*a^3*b^4*p*r+73728*c^4*p^2*q^2*x+80*a^3*b^4*q*r-4168*a^2*b*g^2*p^3-79200*c^4 *p^2*q*x^2+3904*a^3*b^3*c^2*r+31224*c^4*p*q^3*x+2960*a^3*b^3*c*r^2-4698*a^2*b*g ^2*p^2-79200*c^4*p*q^2*x^2+1200*a^3*b^3*p^2*r+8532*c^3*g^4*p*x+5964*c^3*g^4*q*x +224*a^3*b^3*q^2*r+13662*a^2*b*g^2*p+27762*c^3*g^3*p^2*x-21*a^2*q^4*r^4*x^2-6*a ^2*q^3*r^5*x^2-3946*r^2*b^2*c*p*q+1893*q*b*r^3*a*g-1054*r^2*q^2*b*p*c-346*r^2*q ^2*g*b*c-1702*r^2*p*b^2*q*g-3482*p*a*r^2*q*b^2-545*r^2*q^2*g*p*b-797*r^2*q^2*g* b*a-6732*r^2*b^2*c*a*q-1058*p*a*r^2*q^2*b-1164*a*c*g*p^5-3322*a*c*g^2*p^4+2462* q^2*g*b*a-408*g^3*a*c*q^3-10256*a*b*c^4*g-24*a*c*g*q^5-180*a*c*g^2*q^4-4760*c*a *p^4*q^2+46052*a*b*c^2*g^2+4132*a*b*c^2*g^3+1848*a*c^3*b*g^2+75312*a*c^3*b*g-\ 1336*a^2*b^2*c*g^3-x^2*(x-1)^2*(24*a^5*b*x^2+48*a^5*c*x^2+12*a^5*g*x^2+24*a^5*q *x^2+96*a^4*b^2*x^2+360*a^4*b*c*x^2+112*a^4*b*g*x^2+84*a^4*b*p*x^2+156*a^4*b*q* x^2+40*a^4*b*r*x^2+360*a^4*c^2*x^2+224*a^4*c*g*x^2+156*a^4*c*p*x^2+300*a^4*c*q* x^2+80*a^4*c*r*x^2+32*a^4*g^2*x^2+36*a^4*g*p*x^2+100*a^4*g*q*x^2+20*a^4*g*r*x^2 +84*a^4*p*q*x^2+60*a^4*q^2*x^2+40*a^4*q*r*x^2+144*a^3*b^3*x^2+840*a^3*b^2*c*x^2 +276*a^3*b^2*g*x^2+276*a^3*b^2*p*x^2+324*a^3*b^2*q*x^2+120*a^3*b^2*r*x^2+1656*a ^3*b*c^2*x^2+1076*a^3*b*c*g*x^2+1008*a^3*b*c*p*x^2+1296*a^3*b*c*q*x^2+440*a^3*b *c*r*x^2+164*a^3*b*g^2*x^2+316*a^3*b*g*p*x^2+444*a^3*b*g*q*x^2+140*a^3*b*g*r*x^ 2+114*a^3*b*p^2*x^2+444*a^3*b*p*q*x^2+100*a^3*b*p*r*x^2+234*a^3*b*q^2*x^2+180*a ^3*b*q*r*x^2+1104*a^3*c^3*x^2+1088*a^3*c^2*g*x^2+948*a^3*c^2*p*x^2+1284*a^3*c^2 *q*x^2+440*a^3*c^2*r*x^2+334*a^3*c*g^2*x^2+588*a^3*c*g*p*x^2+880*a^3*c*g*q*x^2+ 280*a^3*c*g*r*x^2+192*a^3*c*p^2*x^2+828*a^3*c*p*q*x^2+180*a^3*c*p*r*x^2+474*a^3 *c*q^2*x^2+340*a^3*c*q*r*x^2+31*a^3*g^3*x^2+82*a^3*g^2*p*x^2+144*a^3*g^2*q*x^2+ 40*a^3*g^2*r*x^2+39*a^3*g*p^2*x^2+280*a^3*g*p*q*x^2+40*a^3*g*p*r*x^2+168*a^3*g* q^2*x^2+120*a^3*g*q*r*x^2+114*a^3*p^2*q*x^2+168*a^3*p*q^2*x^2+100*a^3*p*q*r*x^2 +54*a^3*q^3*x^2+60*a^3*q^2*r*x^2+96*a^2*b^4*x^2+840*a^2*b^3*c*x^2+276*a^2*b^3*g *x^2+324*a^2*b^3*p*x^2+276*a^2*b^3*q*x^2+120*a^2*b^3*r*x^2+2592*a^2*b^2*c^2*x^2 +1704*a^2*b^2*c*g*x^2+1848*a^2*b^2*c*p*x^2+1848*a^2*b^2*c*q*x^2+720*a^2*b^2*c*r *x^2+264*a^2*b^2*g^2*x^2+624*a^2*b^2*g*p*x^2+624*a^2*b^2*g*q*x^2+240*a^2*b^2*g* r*x^2+288*a^2*b^2*p^2*x^2+720*a^2*b^2*p*q*x^2+240*a^2*b^2*p*r*x^2+288*a^2*b^2*q ^2*x^2+240*a^2*b^2*q*r*x^2+3504*a^2*b*c^3*x^2+3456*a^2*b*c^2*g*x^2+3540*a^2*b*c ^2*p*x^2+3876*a^2*b*c^2*q*x^2+1440*a^2*b*c^2*r*x^2+1066*a^2*b*c*g^2*x^2+2348*a^ 2*b*c*g*p*x^2+2640*a^2*b*c*g*q*x^2+940*a^2*b*c*g*r*x^2+1026*a^2*b*c*p^2*x^2+ 2820*a^2*b*c*p*q*x^2+860*a^2*b*c*p*r*x^2+1308*a^2*b*c*q^2*x^2+1020*a^2*b*c*q*r* x^2+101*a^2*b*g^3*x^2+364*a^2*b*g^2*p*x^2+426*a^2*b*g^2*q*x^2+140*a^2*b*g^2*r*x ^2+324*a^2*b*g*p^2*x^2+996*a^2*b*g*p*q*x^2+280*a^2*b*g*p*r*x^2+453*a^2*b*g*q^2* x^2+360*a^2*b*g*q*r*x^2+75*a^2*b*p^3*x^2+459*a^2*b*p^2*q*x^2+90*a^2*b*p^2*r*x^2 +513*a^2*b*p*q^2*x^2+360*a^2*b*p*q*r*x^2+129*a^2*b*q^3*x^2+150*a^2*b*q^2*r*x^2+ 1752*a^2*c^4*x^2+2340*a^2*c^3*g*x^2+2232*a^2*c^3*p*x^2+2616*a^2*c^3*q*x^2+960*a ^2*c^3*r*x^2+1098*a^2*c^2*g^2*x^2+2232*a^2*c^2*g*p*x^2+2700*a^2*c^2*g*q*x^2+960 *a^2*c^2*g*r*x^2+894*a^2*c^2*p^2*x^2+2700*a^2*c^2*p*q*x^2+780*a^2*c^2*p*r*x^2+ 1380*a^2*c^2*q^2*x^2+1020*a^2*c^2*q*r*x^2+209*a^2*c*g^3*x^2+692*a^2*c*g^2*p*x^2 +882*a^2*c*g^2*q*x^2+290*a^2*c*g^2*r*x^2+548*a^2*c*g*p^2*x^2+1896*a^2*c*g*p*q*x ^2+500*a^2*c*g*p*r*x^2+969*a^2*c*g*q^2*x^2+720*a^2*c*g*q*r*x^2+111*a^2*c*p^3*x^ 2+831*a^2*c*p^2*q*x^2+140*a^2*c*p^2*r*x^2+1017*a^2*c*p*q^2*x^2+660*a^2*c*p*q*r* x^2+297*a^2*c*q^3*x^2+330*a^2*c*q^2*r*x^2+13*a^2*g^4*x^2+64*a^2*g^3*p*x^2+90*a^ 2*g^3*q*x^2+25*a^2*g^3*r*x^2+73*a^2*g^2*p^2*x^2+318*a^2*g^2*p*q*x^2+70*a^2*g^2* p*r*x^2+162*a^2*g^2*q^2*x^2+120*a^2*g^2*q*r*x^2+18*a^2*g*p^3*x^2+285*a^2*g*p^2* q*x^2+25*a^2*g*p^2*r*x^2+372*a^2*g*p*q^2*x^2+240*a^2*g*p*q*r*x^2+105*a^2*g*q^3* x^2+120*a^2*g*q^2*r*x^2+75*a^2*p^3*q*x^2+171*a^2*p^2*q^2*x^2+90*a^2*p^2*q*r*x^2 +117*a^2*p*q^3*x^2+120*a^2*p*q^2*r*x^2+21*a^2*q^4*x^2+30*a^2*q^3*r*x^2+24*a*b^5 *x^2+360*a*b^4*c*x^2+112*a*b^4*g*x^2+156*a*b^4*p*x^2+84*a*b^4*q*x^2+40*a*b^4*r* x^2+1656*a*b^3*c^2*x^2+1076*a*b^3*c*g*x^2+1296*a*b^3*c*p*x^2+1008*a*b^3*c*q*x^2 +440*a*b^3*c*r*x^2+164*a*b^3*g^2*x^2+444*a*b^3*g*p*x^2+316*a*b^3*g*q*x^2+140*a* b^3*g*r*x^2+234*a*b^3*p^2*x^2+444*a*b^3*p*q*x^2+180*a*b^3*p*r*x^2+114*a*b^3*q^2 *x^2+100*a*b^3*q*r*x^2+3504*a*b^2*c^3*x^2+3456*a*b^2*c^2*g*x^2+3876*a*b^2*c^2*p *x^2+3540*a*b^2*c^2*q*x^2+1440*a*b^2*c^2*r*x^2+1066*a*b^2*c*g^2*x^2+2640*a*b^2* c*g*p*x^2+2348*a*b^2*c*g*q*x^2+940*a*b^2*c*g*r*x^2+1308*a*b^2*c*p^2*x^2+2820*a* b^2*c*p*q*x^2+1020*a*b^2*c*p*r*x^2+1026*a*b^2*c*q^2*x^2+860*a*b^2*c*q*r*x^2+101 *a*b^2*g^3*x^2+426*a*b^2*g^2*p*x^2+364*a*b^2*g^2*q*x^2+140*a*b^2*g^2*r*x^2+453* a*b^2*g*p^2*x^2+996*a*b^2*g*p*q*x^2+360*a*b^2*g*p*r*x^2+324*a*b^2*g*q^2*x^2+280 *a*b^2*g*q*r*x^2+129*a*b^2*p^3*x^2+513*a*b^2*p^2*q*x^2+150*a*b^2*p^2*r*x^2+459* a*b^2*p*q^2*x^2+360*a*b^2*p*q*r*x^2+75*a*b^2*q^3*x^2+90*a*b^2*q^2*r*x^2+3600*a* b*c^4*x^2+4760*a*b*c^3*g*x^2+5088*a*b*c^3*p*x^2+5088*a*b*c^3*q*x^2+2000*a*b*c^3 *r*x^2+2212*a*b*c^2*g^2*x^2+5164*a*b*c^2*g*p*x^2+5164*a*b*c^2*g*q*x^2+1960*a*b* c^2*g*r*x^2+2442*a*b*c^2*p^2*x^2+5736*a*b*c^2*p*q*x^2+1960*a*b*c^2*p*r*x^2+2442 *a*b*c^2*q^2*x^2+1960*a*b*c^2*q*r*x^2+418*a*b*c*g^3*x^2+1646*a*b*c*g^2*p*x^2+ 1646*a*b*c*g^2*q*x^2+580*a*b*c*g^2*r*x^2+1649*a*b*c*g*p^2*x^2+4056*a*b*c*g*p*q* x^2+1340*a*b*c*g*p*r*x^2+1649*a*b*c*g*q^2*x^2+1340*a*b*c*g*q*r*x^2+450*a*b*c*p^ 3*x^2+1974*a*b*c*p^2*q*x^2+530*a*b*c*p^2*r*x^2+1974*a*b*c*p*q^2*x^2+1440*a*b*c* p*q*r*x^2+450*a*b*c*q^3*x^2+530*a*b*c*q^2*r*x^2+26*a*b*g^4*x^2+162*a*b*g^3*p*x^ 2+162*a*b*g^3*q*x^2+50*a*b*g^3*r*x^2+259*a*b*g^2*p^2*x^2+684*a*b*g^2*p*q*x^2+ 210*a*b*g^2*p*r*x^2+259*a*b*g^2*q^2*x^2+210*a*b*g^2*q*r*x^2+143*a*b*g*p^3*x^2+ 717*a*b*g*p^2*q*x^2+175*a*b*g*p^2*r*x^2+717*a*b*g*p*q^2*x^2+540*a*b*g*p*q*r*x^2 +143*a*b*g*q^3*x^2+175*a*b*g*q^2*r*x^2+24*a*b*p^4*x^2+204*a*b*p^3*q*x^2+35*a*b* p^3*r*x^2+360*a*b*p^2*q^2*x^2+225*a*b*p^2*q*r*x^2+204*a*b*p*q^3*x^2+225*a*b*p*q ^2*r*x^2+24*a*b*q^4*x^2+35*a*b*q^3*r*x^2+1440*a*c^5*x^2+2416*a*c^4*g*x^2+2424*a *c^4*p*x^2+2616*a*c^4*q*x^2+1000*a*c^4*r*x^2+1520*a*c^3*g^2*x^2+3312*a*c^3*g*p* x^2+3592*a*c^3*g*q*x^2+1340*a*c^3*g*r*x^2+1446*a*c^3*p^2*x^2+3744*a*c^3*p*q*x^2 +1200*a*c^3*p*r*x^2+1770*a*c^3*q^2*x^2+1360*a*c^3*q*r*x^2+436*a*c^2*g^3*x^2+ 1594*a*c^2*g^2*p*x^2+1750*a*c^2*g^2*q*x^2+610*a*c^2*g^2*r*x^2+1459*a*c^2*g*p^2* x^2+3984*a*c^2*g*p*q*x^2+1240*a*c^2*g*p*r*x^2+1841*a*c^2*g*q^2*x^2+1420*a*c^2*g *q*r*x^2+357*a*c^2*p^3*x^2+1833*a*c^2*p^2*q*x^2+430*a*c^2*p^2*r*x^2+2019*a*c^2* p*q^2*x^2+1380*a*c^2*p*q*r*x^2+543*a*c^2*q^3*x^2+620*a*c^2*q^2*r*x^2+54*a*c*g^4 *x^2+312*a*c*g^3*p*x^2+352*a*c*g^3*q*x^2+105*a*c*g^3*r*x^2+453*a*c*g^2*p^2*x^2+ 1350*a*c*g^2*p*q*x^2+390*a*c*g^2*p*r*x^2+603*a*c*g^2*q^2*x^2+460*a*c*g^2*q*r*x^ 2+213*a*c*g*p^3*x^2+1314*a*c*g*p^2*q*x^2+270*a*c*g*p^2*r*x^2+1473*a*c*g*p*q^2*x ^2+1020*a*c*g*p*q*r*x^2+372*a*c*g*q^3*x^2+435*a*c*g*q^2*r*x^2+30*a*c*p^4*x^2+ 360*a*c*p^3*q*x^2+45*a*c*p^3*r*x^2+702*a*c*p^2*q^2*x^2+405*a*c*p^2*q*r*x^2+444* a*c*p*q^3*x^2+465*a*c*p*q^2*r*x^2+72*a*c*q^4*x^2+105*a*c*q^3*r*x^2+2*a*g^5*x^2+ 20*a*g^4*p*x^2+24*a*g^4*q*x^2+5*a*g^4*r*x^2+41*a*g^3*p^2*x^2+144*a*g^3*p*q*x^2+ 35*a*g^3*p*r*x^2+61*a*g^3*q^2*x^2+45*a*g^3*q*r*x^2+26*a*g^2*p^3*x^2+225*a*g^2*p ^2*q*x^2+35*a*g^2*p^2*r*x^2+258*a*g^2*p*q^2*x^2+180*a*g^2*p*q*r*x^2+59*a*g^2*q^ 3*x^2+70*a*g^2*q^2*r*x^2+3*a*g*p^4*x^2+125*a*g*p^3*q*x^2+5*a*g*p^3*r*x^2+264*a* g*p^2*q^2*x^2+150*a*g*p^2*q*r*x^2+165*a*g*p*q^3*x^2+180*a*g*p*q^2*r*x^2+23*a*g* q^4*x^2+35*a*g*q^3*r*x^2+24*a*p^4*q*x^2+75*a*p^3*q^2*x^2+35*a*p^3*q*r*x^2+81*a* p^2*q^3*x^2+75*a*p^2*q^2*r*x^2+33*a*p*q^4*x^2+45*a*p*q^3*r*x^2+3*a*q^5*x^2+5*a* q^4*r*x^2+48*b^5*c*x^2+12*b^5*g*x^2+24*b^5*p*x^2+360*b^4*c^2*x^2+224*b^4*c*g*x^ 2+300*b^4*c*p*x^2+156*b^4*c*q*x^2+80*b^4*c*r*x^2+32*b^4*g^2*x^2+100*b^4*g*p*x^2 +36*b^4*g*q*x^2+20*b^4*g*r*x^2+60*b^4*p^2*x^2+84*b^4*p*q*x^2+40*b^4*p*r*x^2+ 1104*b^3*c^3*x^2+1088*b^3*c^2*g*x^2+1284*b^3*c^2*p*x^2+948*b^3*c^2*q*x^2+440*b^ 3*c^2*r*x^2+334*b^3*c*g^2*x^2+880*b^3*c*g*p*x^2+588*b^3*c*g*q*x^2+280*b^3*c*g*r *x^2+474*b^3*c*p^2*x^2+828*b^3*c*p*q*x^2+340*b^3*c*p*r*x^2+192*b^3*c*q^2*x^2+ 180*b^3*c*q*r*x^2+31*b^3*g^3*x^2+144*b^3*g^2*p*x^2+82*b^3*g^2*q*x^2+40*b^3*g^2* r*x^2+168*b^3*g*p^2*x^2+280*b^3*g*p*q*x^2+120*b^3*g*p*r*x^2+39*b^3*g*q^2*x^2+40 *b^3*g*q*r*x^2+54*b^3*p^3*x^2+168*b^3*p^2*q*x^2+60*b^3*p^2*r*x^2+114*b^3*p*q^2* x^2+100*b^3*p*q*r*x^2+1752*b^2*c^4*x^2+2340*b^2*c^3*g*x^2+2616*b^2*c^3*p*x^2+ 2232*b^2*c^3*q*x^2+960*b^2*c^3*r*x^2+1098*b^2*c^2*g^2*x^2+2700*b^2*c^2*g*p*x^2+ 2232*b^2*c^2*g*q*x^2+960*b^2*c^2*g*r*x^2+1380*b^2*c^2*p^2*x^2+2700*b^2*c^2*p*q* x^2+1020*b^2*c^2*p*r*x^2+894*b^2*c^2*q^2*x^2+780*b^2*c^2*q*r*x^2+209*b^2*c*g^3* x^2+882*b^2*c*g^2*p*x^2+692*b^2*c*g^2*q*x^2+290*b^2*c*g^2*r*x^2+969*b^2*c*g*p^2 *x^2+1896*b^2*c*g*p*q*x^2+720*b^2*c*g*p*r*x^2+548*b^2*c*g*q^2*x^2+500*b^2*c*g*q *r*x^2+297*b^2*c*p^3*x^2+1017*b^2*c*p^2*q*x^2+330*b^2*c*p^2*r*x^2+831*b^2*c*p*q ^2*x^2+660*b^2*c*p*q*r*x^2+111*b^2*c*q^3*x^2+140*b^2*c*q^2*r*x^2+13*b^2*g^4*x^2 +90*b^2*g^3*p*x^2+64*b^2*g^3*q*x^2+25*b^2*g^3*r*x^2+162*b^2*g^2*p^2*x^2+318*b^2 *g^2*p*q*x^2+120*b^2*g^2*p*r*x^2+73*b^2*g^2*q^2*x^2+70*b^2*g^2*q*r*x^2+105*b^2* g*p^3*x^2+372*b^2*g*p^2*q*x^2+120*b^2*g*p^2*r*x^2+285*b^2*g*p*q^2*x^2+240*b^2*g *p*q*r*x^2+18*b^2*g*q^3*x^2+25*b^2*g*q^2*r*x^2+21*b^2*p^4*x^2+117*b^2*p^3*q*x^2 +30*b^2*p^3*r*x^2+171*b^2*p^2*q^2*x^2+120*b^2*p^2*q*r*x^2+75*b^2*p*q^3*x^2+90*b ^2*p*q^2*r*x^2+1440*b*c^5*x^2+2416*b*c^4*g*x^2+2616*b*c^4*p*x^2+2424*b*c^4*q*x^ 2+1000*b*c^4*r*x^2+1520*b*c^3*g^2*x^2+3592*b*c^3*g*p*x^2+3312*b*c^3*g*q*x^2+ 1340*b*c^3*g*r*x^2+1770*b*c^3*p^2*x^2+3744*b*c^3*p*q*x^2+1360*b*c^3*p*r*x^2+ 1446*b*c^3*q^2*x^2+1200*b*c^3*q*r*x^2+436*b*c^2*g^3*x^2+1750*b*c^2*g^2*p*x^2+ 1594*b*c^2*g^2*q*x^2+610*b*c^2*g^2*r*x^2+1841*b*c^2*g*p^2*x^2+3984*b*c^2*g*p*q* x^2+1420*b*c^2*g*p*r*x^2+1459*b*c^2*g*q^2*x^2+1240*b*c^2*g*q*r*x^2+543*b*c^2*p^ 3*x^2+2019*b*c^2*p^2*q*x^2+620*b*c^2*p^2*r*x^2+1833*b*c^2*p*q^2*x^2+1380*b*c^2* p*q*r*x^2+357*b*c^2*q^3*x^2+430*b*c^2*q^2*r*x^2+54*b*c*g^4*x^2+352*b*c*g^3*p*x^ 2+312*b*c*g^3*q*x^2+105*b*c*g^3*r*x^2+603*b*c*g^2*p^2*x^2+1350*b*c*g^2*p*q*x^2+ 460*b*c*g^2*p*r*x^2+453*b*c*g^2*q^2*x^2+390*b*c*g^2*q*r*x^2+372*b*c*g*p^3*x^2+ 1473*b*c*g*p^2*q*x^2+435*b*c*g*p^2*r*x^2+1314*b*c*g*p*q^2*x^2+1020*b*c*g*p*q*r* x^2+213*b*c*g*q^3*x^2+270*b*c*g*q^2*r*x^2+72*b*c*p^4*x^2+444*b*c*p^3*q*x^2+105* b*c*p^3*r*x^2+702*b*c*p^2*q^2*x^2+465*b*c*p^2*q*r*x^2+360*b*c*p*q^3*x^2+405*b*c *p*q^2*r*x^2+30*b*c*q^4*x^2+45*b*c*q^3*r*x^2+2*b*g^5*x^2+24*b*g^4*p*x^2+20*b*g^ 4*q*x^2+5*b*g^4*r*x^2+61*b*g^3*p^2*x^2+144*b*g^3*p*q*x^2+45*b*g^3*p*r*x^2+41*b* g^3*q^2*x^2+35*b*g^3*q*r*x^2+59*b*g^2*p^3*x^2+258*b*g^2*p^2*q*x^2+70*b*g^2*p^2* r*x^2+225*b*g^2*p*q^2*x^2+180*b*g^2*p*q*r*x^2+26*b*g^2*q^3*x^2+35*b*g^2*q^2*r*x ^2+23*b*g*p^4*x^2+165*b*g*p^3*q*x^2+35*b*g*p^3*r*x^2+264*b*g*p^2*q^2*x^2+180*b* g*p^2*q*r*x^2+125*b*g*p*q^3*x^2+150*b*g*p*q^2*r*x^2+3*b*g*q^4*x^2+5*b*g*q^3*r*x ^2+3*b*p^5*x^2+33*b*p^4*q*x^2+5*b*p^4*r*x^2+81*b*p^3*q^2*x^2+45*b*p^3*q*r*x^2+ 75*b*p^2*q^3*x^2+75*b*p^2*q^2*r*x^2+24*b*p*q^4*x^2+35*b*p*q^3*r*x^2+480*c^6*x^2 +976*c^5*g*x^2+1008*c^5*p*x^2+1008*c^5*q*x^2+400*c^5*r*x^2+776*c^4*g^2*x^2+1744 *c^4*g*p*x^2+1744*c^4*g*q*x^2+680*c^4*g*r*x^2+804*c^4*p^2*x^2+1872*c^4*p*q*x^2+ 640*c^4*p*r*x^2+804*c^4*q^2*x^2+640*c^4*q*r*x^2+300*c^3*g^3*x^2+1140*c^3*g^2*p* x^2+1140*c^3*g^2*q*x^2+420*c^3*g^2*r*x^2+1118*c^3*g*p^2*x^2+2672*c^3*g*p*q*x^2+ 900*c^3*g*p*r*x^2+1118*c^3*g*q^2*x^2+900*c^3*g*q*r*x^2+300*c^3*p^3*x^2+1284*c^3 *p^2*q*x^2+350*c^3*p^2*r*x^2+1284*c^3*p*q^2*x^2+920*c^3*p*q*r*x^2+300*c^3*q^3*x ^2+350*c^3*q^2*r*x^2+56*c^2*g^4*x^2+344*c^2*g^3*p*x^2+344*c^2*g^3*q*x^2+110*c^2 *g^3*r*x^2+548*c^2*g^2*p^2*x^2+1368*c^2*g^2*p*q*x^2+440*c^2*g^2*p*r*x^2+548*c^2 *g^2*q^2*x^2+440*c^2*g^2*q*r*x^2+303*c^2*g*p^3*x^2+1401*c^2*g*p^2*q*x^2+365*c^2 *g*p^2*r*x^2+1401*c^2*g*p*q^2*x^2+1020*c^2*g*p*q*r*x^2+303*c^2*g*q^3*x^2+365*c^ 2*g*q^2*r*x^2+51*c^2*p^4*x^2+402*c^2*p^3*q*x^2+75*c^2*p^3*r*x^2+702*c^2*p^2*q^2 *x^2+435*c^2*p^2*q*r*x^2+402*c^2*p*q^3*x^2+435*c^2*p*q^2*r*x^2+51*c^2*q^4*x^2+ 75*c^2*q^3*r*x^2+4*c*g^5*x^2+46*c*g^4*p*x^2+46*c*g^4*q*x^2+10*c*g^4*r*x^2+109*c *g^3*p^2*x^2+294*c*g^3*p*q*x^2+85*c*g^3*p*r*x^2+109*c*g^3*q^2*x^2+85*c*g^3*q*r* x^2+93*c*g^2*p^3*x^2+489*c*g^2*p^2*q*x^2+115*c*g^2*p^2*r*x^2+489*c*g^2*p*q^2*x^ 2+360*c*g^2*p*q*r*x^2+93*c*g^2*q^3*x^2+115*c*g^2*q^2*r*x^2+29*c*g*p^4*x^2+293*c *g*p^3*q*x^2+45*c*g*p^3*r*x^2+528*c*g*p^2*q^2*x^2+330*c*g*p^2*q*r*x^2+293*c*g*p *q^3*x^2+330*c*g*p*q^2*r*x^2+29*c*g*q^4*x^2+45*c*g*q^3*r*x^2+3*c*p^5*x^2+57*c*p ^4*q*x^2+5*c*p^4*r*x^2+156*c*p^3*q^2*x^2+80*c*p^3*q*r*x^2+156*c*p^2*q^3*x^2+150 *c*p^2*q^2*r*x^2+57*c*p*q^4*x^2+80*c*p*q^3*r*x^2+3*c*q^5*x^2+5*c*q^4*r*x^2+2*g^ 5*p*x^2+2*g^5*q*x^2+7*g^4*p^2*x^2+22*g^4*p*q*x^2+5*g^4*p*r*x^2+7*g^4*q^2*x^2+5* g^4*q*r*x^2+8*g^3*p^3*x^2+54*g^3*p^2*q*x^2+10*g^3*p^2*r*x^2+54*g^3*p*q^2*x^2+40 *g^3*p*q*r*x^2+8*g^3*q^3*x^2+10*g^3*q^2*r*x^2+3*g^2*p^4*x^2+51*g^2*p^3*q*x^2+5* g^2*p^3*r*x^2+96*g^2*p^2*q^2*x^2+60*g^2*p^2*q*r*x^2+51*g^2*p*q^3*x^2+60*g^2*p*q ^2*r*x^2+3*g^2*q^4*x^2+5*g^2*q^3*r*x^2+20*g*p^4*q*x^2+60*g*p^3*q^2*x^2+30*g*p^3 *q*r*x^2+60*g*p^2*q^3*x^2+60*g*p^2*q^2*r*x^2+20*g*p*q^4*x^2+30*g*p*q^3*r*x^2+3* p^5*q*x^2+12*p^4*q^2*x^2+5*p^4*q*r*x^2+18*p^3*q^3*x^2+15*p^3*q^2*r*x^2+12*p^2*q ^4*x^2+15*p^2*q^3*r*x^2+3*p*q^5*x^2+5*p*q^4*r*x^2-48*a^5*b*x-96*a^5*c*x-24*a^5* g*x-48*a^5*q*x+24*a^5*x^2-144*a^4*b^2*x-600*a^4*b*c*x-192*a^4*b*g*x-168*a^4*b*p *x-228*a^4*b*q*x-76*a^4*b*r*x+44*a^4*b*x^2-648*a^4*c^2*x-408*a^4*c*g*x-312*a^4* c*p*x-492*a^4*c*q*x-140*a^4*c*r*x+64*a^4*c*x^2-60*a^4*g^2*x-72*a^4*g*p*x-168*a^ 4*g*q*x-32*a^4*g*r*x+38*a^4*g*x^2-168*a^4*p*q*x+84*a^4*p*x^2-84*a^4*q^2*x-76*a^ 4*q*r*x+8*a^4*q*x^2+40*a^4*r*x^2-144*a^3*b^3*x-1032*a^3*b^2*c*x-344*a^3*b^2*g*x -420*a^3*b^2*p*x-312*a^3*b^2*q*x-156*a^3*b^2*r*x+12*a^3*b^2*x^2-2376*a^3*b*c^2* x-1564*a^3*b*c*g*x-1704*a^3*b*c*p*x-1560*a^3*b*c*q*x-680*a^3*b*c*r*x+160*a^3*b* c*x^2-244*a^3*b*g^2*x-552*a^3*b*g*p*x-540*a^3*b*g*q*x-220*a^3*b*g*r*x+68*a^3*b* g*x^2-228*a^3*b*p^2*x-660*a^3*b*p*q*x-196*a^3*b*p*r*x+200*a^3*b*p*x^2-216*a^3*b *q^2*x-240*a^3*b*q*r*x+48*a^3*b*q*x^2-20*a^3*b*r^2*x+340*a^3*b*r*x^2-1776*a^3*c ^3*x-1772*a^3*c^2*g*x-1716*a^3*c^2*p*x-1800*a^3*c^2*q*x-716*a^3*c^2*r*x+112*a^3 *c^2*x^2-556*a^3*c*g^2*x-1080*a^3*c*g*p*x-1248*a^3*c*g*q*x-444*a^3*c*g*r*x+96*a ^3*c*g*x^2-384*a^3*c*p^2*x-1380*a^3*c*p*q*x-324*a^3*c*p*r*x+378*a^3*c*p*x^2-552 *a^3*c*q^2*x-544*a^3*c*q*r*x+164*a^3*c*q*x^2-20*a^3*c*r^2*x+640*a^3*c*r*x^2-54* a^3*g^3*x-156*a^3*g^2*p*x-208*a^3*g^2*q*x-64*a^3*g^2*r*x+27*a^3*g^2*x^2-78*a^3* g*p^2*x-480*a^3*g*p*q*x-64*a^3*g*p*r*x+177*a^3*g*p*x^2-196*a^3*g*q^2*x-188*a^3* g*q*r*x+34*a^3*g*q*x^2+190*a^3*g*r*x^2-228*a^3*p^2*q*x+114*a^3*p^2*x^2-240*a^3* p*q^2*x-196*a^3*p*q*r*x+92*a^3*p*q*x^2+100*a^3*p*r*x^2-48*a^3*q^3*x-84*a^3*q^2* r*x+54*a^3*q^2*x^2-20*a^3*q*r^2*x+280*a^3*q*r*x^2-48*a^2*b^4*x-648*a^2*b^3*c*x-\ 208*a^2*b^3*g*x-336*a^2*b^3*p*x-132*a^2*b^3*q*x-84*a^2*b^3*r*x+12*a^2*b^3*x^2-\ 2592*a^2*b^2*c^2*x-1704*a^2*b^2*c*g*x-2316*a^2*b^2*c*p*x-1380*a^2*b^2*c*q*x-720 *a^2*b^2*c*r*x+192*a^2*b^2*c*x^2-264*a^2*b^2*g^2*x-796*a^2*b^2*g*p*x-452*a^2*b^ 2*g*q*x-240*a^2*b^2*g*r*x+60*a^2*b^2*g*x^2-444*a^2*b^2*p^2*x-720*a^2*b^2*p*q*x-\ 312*a^2*b^2*p*r*x+156*a^2*b^2*p*x^2-132*a^2*b^2*q^2*x-168*a^2*b^2*q*r*x+156*a^2 *b^2*q*x^2+600*a^2*b^2*r*x^2-4272*a^2*b*c^3*x-4236*a^2*b*c^2*g*x-5160*a^2*b*c^2 *p*x-3804*a^2*b*c^2*q*x-1836*a^2*b*c^2*r*x+432*a^2*b*c^2*x^2-1320*a^2*b*c*g^2*x -3476*a^2*b*c*g*p*x-2584*a^2*b*c*g*q*x-1204*a^2*b*c*g*r*x+360*a^2*b*c*g*x^2-\ 1758*a^2*b*c*p^2*x-3468*a^2*b*c*p*q*x-1340*a^2*b*c*p*r*x+808*a^2*b*c*p*x^2-942* a^2*b*c*q^2*x-1056*a^2*b*c*q*r*x+594*a^2*b*c*q*x^2-60*a^2*b*c*r^2*x+2320*a^2*b* c*r*x^2-128*a^2*b*g^3*x-554*a^2*b*g^2*p*x-414*a^2*b*g^2*q*x-184*a^2*b*g^2*r*x+ 93*a^2*b*g^2*x^2-576*a^2*b*g*p^2*x-1242*a^2*b*g*p*q*x-446*a^2*b*g*p*r*x+296*a^2 *b*g*p*x^2-314*a^2*b*g*q^2*x-366*a^2*b*g*q*r*x+153*a^2*b*g*q*x^2-20*a^2*b*g*r^2 *x+770*a^2*b*g*r*x^2-150*a^2*b*p^3*x-693*a^2*b*p^2*q*x-183*a^2*b*p^2*r*x+279*a^ 2*b*p^2*x^2-492*a^2*b*p*q^2*x-480*a^2*b*p*q*r*x+270*a^2*b*p*q*x^2-40*a^2*b*p*r^ 2*x+660*a^2*b*p*r*x^2-57*a^2*b*q^3*x-105*a^2*b*q^2*r*x+219*a^2*b*q^2*x^2+840*a^ 2*b*q*r*x^2-2472*a^2*c^4*x-3340*a^2*c^3*g*x-3612*a^2*c^3*p*x-3108*a^2*c^3*q*x-\ 1392*a^2*c^3*r*x+264*a^2*c^3*x^2-1596*a^2*c^2*g^2*x-3664*a^2*c^2*g*p*x-3224*a^2 *c^2*g*q*x-1380*a^2*c^2*g*r*x+258*a^2*c^2*g*x^2-1626*a^2*c^2*p^2*x-3852*a^2*c^2 *p*q*x-1284*a^2*c^2*p*r*x+912*a^2*c^2*p*x^2-1314*a^2*c^2*q^2*x-1344*a^2*c^2*q*r *x+678*a^2*c^2*q*x^2-60*a^2*c^2*r^2*x+2280*a^2*c^2*r*x^2-314*a^2*c*g^3*x-1166*a ^2*c*g^2*p*x-1062*a^2*c*g^2*q*x-424*a^2*c*g^2*r*x+139*a^2*c*g^2*x^2-1014*a^2*c* g*p^2*x-2742*a^2*c*g*p*q*x-798*a^2*c*g*p*r*x+652*a^2*c*g*p*x^2-914*a^2*c*g*q^2* x-930*a^2*c*g*q*r*x+381*a^2*c*g*q*x^2-20*a^2*c*g*r^2*x+1500*a^2*c*g*r*x^2-222*a ^2*c*p^3*x-1407*a^2*c*p^2*q*x-263*a^2*c*p^2*r*x+571*a^2*c*p^2*x^2-1212*a^2*c*p* q^2*x-1068*a^2*c*p*q*r*x+672*a^2*c*p*q*x^2-40*a^2*c*p*r^2*x+1170*a^2*c*p*r*x^2-\ 207*a^2*c*q^3*x-357*a^2*c*q^2*r*x+405*a^2*c*q^2*x^2-60*a^2*c*q*r^2*x+1680*a^2*c *q*r*x^2-21*a^2*g^4*x-114*a^2*g^3*p*x-110*a^2*g^3*q*x-40*a^2*g^3*r*x+29*a^2*g^3 *x^2-141*a^2*g^2*p^2*x-470*a^2*g^2*p*q*x-112*a^2*g^2*p*r*x+131*a^2*g^2*p*x^2-\ 150*a^2*g^2*q^2*x-152*a^2*g^2*q*r*x+54*a^2*g^2*q*x^2+225*a^2*g^2*r*x^2-36*a^2*g *p^3*x-498*a^2*g*p^2*q*x-40*a^2*g*p^2*r*x+245*a^2*g*p^2*x^2-446*a^2*g*p*q^2*x-\ 382*a^2*g*p*q*r*x+183*a^2*g*p*q*x^2+345*a^2*g*p*r*x^2-70*a^2*g*q^3*x-126*a^2*g* q^2*r*x+126*a^2*g*q^2*x^2-20*a^2*g*q*r^2*x+600*a^2*g*q*r*x^2-150*a^2*p^3*q*x+75 *a^2*p^3*x^2-249*a^2*p^2*q^2*x-183*a^2*p^2*q*r*x+162*a^2*p^2*q*x^2+90*a^2*p^2*r *x^2-108*a^2*p*q^3*x-168*a^2*p*q^2*r*x+159*a^2*p*q^2*x^2-40*a^2*p*q*r^2*x+540*a ^2*p*q*r*x^2-9*a^2*q^4*x-21*a^2*q^3*r*x+72*a^2*q^3*x^2+270*a^2*q^2*r*x^2-120*a* b^4*c*x-32*a*b^4*g*x-84*a*b^4*p*x-4*a*b^4*r*x+44*a*b^4*x^2-936*a*b^3*c^2*x-588* a*b^3*c*g*x-1032*a*b^3*c*p*x-312*a*b^3*c*q*x-200*a*b^3*c*r*x+160*a*b^3*c*x^2-84 *a*b^3*g^2*x-348*a*b^3*g*p*x-80*a*b^3*g*q*x-60*a*b^3*g*r*x+68*a*b^3*g*x^2-252*a *b^3*p^2*x-228*a*b^3*p*q*x-120*a*b^3*p*r*x+48*a*b^3*p*x^2-4*a*b^3*q*r*x+200*a*b ^3*q*x^2+20*a*b^3*r^2*x+340*a*b^3*r*x^2-2736*a*b^2*c^3*x-2676*a*b^2*c^2*g*x-\ 3948*a*b^2*c^2*p*x-1920*a*b^2*c^2*q*x-1044*a*b^2*c^2*r*x+432*a*b^2*c^2*x^2-812* a*b^2*c*g^2*x-2696*a*b^2*c*g*p*x-1220*a*b^2*c*g*q*x-676*a*b^2*c*g*r*x+360*a*b^2 *c*g*x^2-1674*a*b^2*c*p^2*x-2172*a*b^2*c*p*q*x-984*a*b^2*c*p*r*x+594*a*b^2*c*p* x^2-294*a*b^2*c*q^2*x-380*a*b^2*c*q*r*x+808*a*b^2*c*q*x^2+60*a*b^2*c*r^2*x+2320 *a*b^2*c*r*x^2-74*a*b^2*g^3*x-438*a*b^2*g^2*p*x-174*a*b^2*g^2*q*x-96*a*b^2*g^2* r*x+93*a*b^2*g^2*x^2-592*a*b^2*g*p^2*x-750*a*b^2*g*p*q*x-354*a*b^2*g*p*r*x+153* a*b^2*g*p*x^2-72*a*b^2*g*q^2*x-114*a*b^2*g*q*r*x+296*a*b^2*g*q*x^2+20*a*b^2*g*r ^2*x+770*a*b^2*g*r*x^2-201*a*b^2*p^3*x-534*a*b^2*p^2*q*x-195*a*b^2*p^2*r*x+219* a*b^2*p^2*x^2-225*a*b^2*p*q^2*x-240*a*b^2*p*q*r*x+270*a*b^2*p*q*x^2+840*a*b^2*p *r*x^2+3*a*b^2*q^2*r*x+279*a*b^2*q^2*x^2+40*a*b^2*q*r^2*x+660*a*b^2*q*r*x^2-\ 3600*a*b*c^4*x-4760*a*b*c^3*g*x-6288*a*b*c^3*p*x-3888*a*b*c^3*q*x-2000*a*b*c^3* r*x+496*a*b*c^3*x^2-2212*a*b*c^2*g^2*x-6424*a*b*c^2*g*p*x-3904*a*b*c^2*g*q*x-\ 1960*a*b*c^2*g*r*x+708*a*b*c^2*g*x^2-3618*a*b*c^2*p^2*x-5736*a*b*c^2*p*q*x-2452 *a*b*c^2*p*r*x+1358*a*b*c^2*p*x^2-1266*a*b*c^2*q^2*x-1468*a*b*c^2*q*r*x+1358*a* b*c^2*q*x^2+4840*a*b*c^2*r*x^2-418*a*b*c*g^3*x-2074*a*b*c*g^2*p*x-1218*a*b*c*g^ 2*q*x-580*a*b*c*g^2*r*x+414*a*b*c*g^2*x^2-2489*a*b*c*g*p^2*x-4056*a*b*c*g*p*q*x -1696*a*b*c*g*p*r*x+893*a*b*c*g*p*x^2-809*a*b*c*g*q^2*x-984*a*b*c*g*q*r*x+893*a *b*c*g*q*x^2+3220*a*b*c*g*r*x^2-780*a*b*c*p^3*x-2484*a*b*c*p^2*q*x-836*a*b*c*p^ 2*r*x+922*a*b*c*p^2*x^2-1464*a*b*c*p*q^2*x-1440*a*b*c*p*q*r*x+1236*a*b*c*p*q*x^ 2-80*a*b*c*p*r^2*x+3130*a*b*c*p*r*x^2-120*a*b*c*q^3*x-224*a*b*c*q^2*r*x+922*a*b *c*q^2*x^2+80*a*b*c*q*r^2*x+3130*a*b*c*q*r*x^2-26*a*b*g^4*x-210*a*b*g^3*p*x-114 *a*b*g^3*q*x-50*a*b*g^3*r*x+74*a*b*g^3*x^2-404*a*b*g^2*p^2*x-684*a*b*g^2*p*q*x-\ 276*a*b*g^2*p*r*x+173*a*b*g^2*p*x^2-114*a*b*g^2*q^2*x-144*a*b*g^2*q*r*x+173*a*b *g^2*q*x^2+490*a*b*g^2*r*x^2-258*a*b*g*p^3*x-918*a*b*g*p^2*q*x-284*a*b*g*p^2*r* x+335*a*b*g*p^2*x^2-516*a*b*g*p*q^2*x-540*a*b*g*p*q*r*x+294*a*b*g*p*q*x^2-30*a* b*g*p*r^2*x+1085*a*b*g*p*r*x^2-28*a*b*g*q^3*x-66*a*b*g*q^2*r*x+335*a*b*g*q^2*x^ 2+30*a*b*g*q*r^2*x+1085*a*b*g*q*r*x^2-48*a*b*p^4*x-312*a*b*p^3*q*x-74*a*b*p^3*r *x+151*a*b*p^3*x^2-360*a*b*p^2*q^2*x-300*a*b*p^2*q*r*x+333*a*b*p^2*q*x^2-25*a*b *p^2*r^2*x+405*a*b*p^2*r*x^2-96*a*b*p*q^3*x-150*a*b*p*q^2*r*x+333*a*b*p*q^2*x^2 +1170*a*b*p*q*r*x^2+4*a*b*q^3*r*x+151*a*b*q^3*x^2+25*a*b*q^2*r^2*x+405*a*b*q^2* r*x^2-1728*a*c^5*x-2928*a*c^4*g*x-3432*a*c^4*p*x-2544*a*c^4*q*x-1216*a*c^4*r*x+ 272*a*c^4*x^2-1868*a*c^3*g^2*x-4748*a*c^3*g*p*x-3496*a*c^3*g*q*x-1632*a*c^3*g*r *x+400*a*c^3*g*x^2-2352*a*c^3*p^2*x-4512*a*c^3*p*q*x-1716*a*c^3*p*r*x+1134*a*c^ 3*p*x^2-1308*a*c^3*q^2*x-1396*a*c^3*q*r*x+914*a*c^3*q*x^2-40*a*c^3*r^2*x+3240*a *c^3*r*x^2-548*a*c^2*g^3*x-2332*a*c^2*g^2*p*x-1704*a*c^2*g^2*q*x-756*a*c^2*g^2* r*x+338*a*c^2*g^2*x^2-2413*a*c^2*g*p^2*x-4830*a*c^2*g*p*q*x-1758*a*c^2*g*p*r*x+ 1073*a*c^2*g*p*x^2-1337*a*c^2*g*q^2*x-1434*a*c^2*g*q*r*x+879*a*c^2*g*q*x^2-20*a *c^2*g*r^2*x+3270*a*c^2*g*r*x^2-651*a*c^2*p^3*x-2664*a*c^2*p^2*q*x-721*a*c^2*p^ 2*r*x+1073*a*c^2*p^2*x^2-1959*a*c^2*p*q^2*x-1788*a*c^2*p*q*r*x+1416*a*c^2*p*q*x ^2-80*a*c^2*p*r^2*x+2880*a*c^2*p*r*x^2-270*a*c^2*q^3*x-479*a*c^2*q^2*r*x+829*a* c^2*q^2*x^2-20*a*c^2*q*r^2*x+3310*a*c^2*q*r*x^2-71*a*c*g^4*x-474*a*c*g^3*p*x-\ 342*a*c*g^3*q*x-138*a*c*g^3*r*x+141*a*c*g^3*x^2-773*a*c*g^2*p^2*x-1654*a*c*g^2* p*q*x-564*a*c*g^2*p*r*x+381*a*c*g^2*p*x^2-424*a*c*g^2*q^2*x-452*a*c*g^2*q*r*x+ 315*a*c*g^2*q*x^2+1005*a*c*g^2*r*x^2-396*a*c*g*p^3*x-1941*a*c*g*p^2*q*x-436*a*c *g*p^2*r*x+783*a*c*g*p^2*x^2-1420*a*c*g*p*q^2*x-1304*a*c*g*p*q*r*x+795*a*c*g*p* q*x^2-30*a*c*g*p*r^2*x+1950*a*c*g*p*r*x^2-173*a*c*g*q^3*x-326*a*c*g*q^2*r*x+565 *a*c*g*q^2*x^2-10*a*c*g*q*r^2*x+2335*a*c*g*q*r*x^2-60*a*c*p^4*x-618*a*c*p^3*q*x -90*a*c*p^3*r*x+315*a*c*p^3*x^2-858*a*c*p^2*q^2*x-666*a*c*p^2*q*r*x+711*a*c*p^2 *q*x^2-25*a*c*p^2*r^2*x+675*a*c*p^2*r*x^2-318*a*c*p*q^3*x-486*a*c*p*q^2*r*x+675 *a*c*p*q^2*x^2-80*a*c*p*q*r^2*x+2250*a*c*p*q*r*x^2-18*a*c*q^4*x-42*a*c*q^3*r*x+ 279*a*c*q^3*x^2+25*a*c*q^2*r^2*x+985*a*c*q^2*r*x^2-3*a*g^5*x-33*a*g^4*p*x-23*a* g^4*q*x-8*a*g^4*r*x+19*a*g^4*x^2-75*a*g^3*p^2*x-180*a*g^3*p*q*x-56*a*g^3*p*r*x+ 55*a*g^3*p*x^2-40*a*g^3*q^2*x-42*a*g^3*q*r*x+43*a*g^3*q*x^2+90*a*g^3*r*x^2-51*a *g^2*p^3*x-341*a*g^2*p^2*q*x-56*a*g^2*p^2*r*x+151*a*g^2*p^2*x^2-246*a*g^2*p*q^2 *x-228*a*g^2*p*q*r*x+99*a*g^2*p*q*x^2+300*a*g^2*p*r*x^2-24*a*g^2*q^3*x-48*a*g^2 *q^2*r*x+103*a*g^2*q^2*x^2+385*a*g^2*q*r*x^2-6*a*g*p^4*x-222*a*g*p^3*q*x-8*a*g* p^3*r*x+129*a*g*p^3*x^2-326*a*g*p^2*q^2*x-244*a*g*p^2*q*r*x+225*a*g*p^2*q*x^2+ 195*a*g*p^2*r*x^2-114*a*g*p*q^3*x-186*a*g*p*q^2*r*x+198*a*g*p*q^2*x^2-30*a*g*p* q*r^2*x+840*a*g*p*q*r*x^2-4*a*g*q^4*x-12*a*g*q^3*r*x+102*a*g*q^3*x^2+10*a*g*q^2 *r^2*x+350*a*g*q^2*r*x^2-48*a*p^4*q*x+24*a*p^4*x^2-111*a*p^3*q^2*x-74*a*p^3*q*r *x+97*a*p^3*q*x^2+35*a*p^3*r*x^2-78*a*p^2*q^3*x-105*a*p^2*q^2*r*x+150*a*p^2*q^2 *x^2-25*a*p^2*q*r^2*x+330*a*p^2*q*r*x^2-15*a*p*q^4*x-30*a*p*q^3*r*x+105*a*p*q^3 *x^2+375*a*p*q^2*r*x^2+a*q^4*r*x+28*a*q^4*x^2+5*a*q^3*r^2*x+80*a*q^3*r*x^2+24*b ^5*x^2-72*b^4*c^2*x-40*b^4*c*g*x-108*b^4*c*p*x-20*b^4*c*r*x+64*b^4*c*x^2-4*b^4* g^2*x-32*b^4*g*p*x-8*b^4*g*r*x+38*b^4*g*x^2-36*b^4*p^2*x-4*b^4*p*r*x+8*b^4*p*x^ 2+84*b^4*q*x^2+40*b^4*r*x^2-432*b^3*c^3*x-404*b^3*c^2*g*x-768*b^3*c^2*p*x-180*b ^3*c^2*q*x-164*b^3*c^2*r*x+112*b^3*c^2*x^2-112*b^3*c*g^2*x-512*b^3*c*g*p*x-96*b ^3*c*g*q*x-116*b^3*c*g*r*x+96*b^3*c*g*x^2-396*b^3*c*p^2*x-276*b^3*c*p*q*x-136*b ^3*c*p*r*x+164*b^3*c*p*x^2-36*b^3*c*q*r*x+378*b^3*c*q*x^2+20*b^3*c*r^2*x+640*b^ 3*c*r*x^2-8*b^3*g^3*x-80*b^3*g^2*p*x-8*b^3*g^2*q*x-16*b^3*g^2*r*x+27*b^3*g^2*x^ 2-140*b^3*g*p^2*x-80*b^3*g*p*q*x-52*b^3*g*p*r*x+34*b^3*g*p*x^2-16*b^3*g*q*r*x+ 177*b^3*g*q*x^2+190*b^3*g*r*x^2-60*b^3*p^3*x-96*b^3*p^2*q*x-36*b^3*p^2*r*x+54*b ^3*p^2*x^2-4*b^3*p*q*r*x+92*b^3*p*q*x^2+20*b^3*p*r^2*x+280*b^3*p*r*x^2+114*b^3* q^2*x^2+100*b^3*q*r*x^2-1032*b^2*c^4*x-1340*b^2*c^3*g*x-2124*b^2*c^3*p*x-852*b^ 2*c^3*q*x-528*b^2*c^3*r*x+264*b^2*c^3*x^2-600*b^2*c^2*g^2*x-2176*b^2*c^2*g*p*x-\ 800*b^2*c^2*g*q*x-540*b^2*c^2*g*r*x+258*b^2*c^2*g*x^2-1446*b^2*c^2*p^2*x-1548*b ^2*c^2*p*q*x-696*b^2*c^2*p*r*x+678*b^2*c^2*p*x^2-162*b^2*c^2*q^2*x-276*b^2*c^2* q*r*x+912*b^2*c^2*q*x^2+60*b^2*c^2*r^2*x+2280*b^2*c^2*r*x^2-104*b^2*c*g^3*x-702 *b^2*c*g^2*p*x-218*b^2*c*g^2*q*x-156*b^2*c*g^2*r*x+139*b^2*c*g^2*x^2-1024*b^2*c *g*p^2*x-1050*b^2*c*g*p*q*x-510*b^2*c*g*p*r*x+381*b^2*c*g*p*x^2-82*b^2*c*g*q^2* x-202*b^2*c*g*q*r*x+652*b^2*c*g*q*x^2+20*b^2*c*g*r^2*x+1500*b^2*c*g*r*x^2-387*b ^2*c*p^3*x-822*b^2*c*p^2*q*x-303*b^2*c*p^2*r*x+405*b^2*c*p^2*x^2-255*b^2*c*p*q^ 2*x-252*b^2*c*p*q*r*x+672*b^2*c*p*q*x^2+60*b^2*c*p*r^2*x+1680*b^2*c*p*r*x^2-17* b^2*c*q^2*r*x+571*b^2*c*q^2*x^2+40*b^2*c*q*r^2*x+1170*b^2*c*q*r*x^2-5*b^2*g^4*x -70*b^2*g^3*p*x-14*b^2*g^3*q*x-10*b^2*g^3*r*x+29*b^2*g^3*x^2-174*b^2*g^2*p^2*x-\ 166*b^2*g^2*p*q*x-88*b^2*g^2*p*r*x+54*b^2*g^2*p*x^2-5*b^2*g^2*q^2*x-28*b^2*g^2* q*r*x+131*b^2*g^2*q*x^2+225*b^2*g^2*r*x^2-140*b^2*g*p^3*x-298*b^2*g*p^2*q*x-114 *b^2*g*p^2*r*x+126*b^2*g*p^2*x^2-72*b^2*g*p*q^2*x-98*b^2*g*p*q*r*x+183*b^2*g*p* q*x^2+20*b^2*g*p*r^2*x+600*b^2*g*p*r*x^2-10*b^2*g*q^2*r*x+245*b^2*g*q^2*x^2+345 *b^2*g*q*r*x^2-33*b^2*p^4*x-126*b^2*p^3*q*x-39*b^2*p^3*r*x+72*b^2*p^3*x^2-93*b^ 2*p^2*q^2*x-72*b^2*p^2*q*r*x+159*b^2*p^2*q*x^2+270*b^2*p^2*r*x^2+3*b^2*p*q^2*r* x+162*b^2*p*q^2*x^2+40*b^2*p*q*r^2*x+540*b^2*p*q*r*x^2+75*b^2*q^3*x^2+90*b^2*q^ 2*r*x^2-1152*b*c^5*x-1904*b*c^4*g*x-2688*b*c^4*p*x-1416*b*c^4*q*x-784*b*c^4*r*x +272*b*c^4*x^2-1172*b*c^3*g^2*x-3688*b*c^3*g*p*x-1876*b*c^3*g*q*x-1048*b*c^3*g* r*x+400*b*c^3*g*x^2-2232*b*c^3*p^2*x-2976*b*c^3*p*q*x-1324*b*c^3*p*r*x+914*b*c^ 3*p*x^2-540*b*c^3*q^2*x-684*b*c^3*q*r*x+1134*b*c^3*q*x^2+40*b*c^3*r^2*x+3240*b* c^3*r*x^2-324*b*c^2*g^3*x-1796*b*c^2*g^2*p*x-856*b*c^2*g^2*q*x-464*b*c^2*g^2*r* x+338*b*c^2*g^2*x^2-2345*b*c^2*g*p^2*x-3138*b*c^2*g*p*q*x-1406*b*c^2*g*p*r*x+ 879*b*c^2*g*p*x^2-505*b*c^2*g*q^2*x-722*b*c^2*g*q*r*x+1073*b*c^2*g*q*x^2+20*b*c ^2*g*r^2*x+3270*b*c^2*g*r*x^2-816*b*c^2*p^3*x-2079*b*c^2*p^2*q*x-761*b*c^2*p^2* r*x+829*b*c^2*p^2*x^2-1002*b*c^2*p*q^2*x-972*b*c^2*p*q*r*x+1416*b*c^2*p*q*x^2+ 20*b*c^2*p*r^2*x+3310*b*c^2*p*r*x^2-63*b*c^2*q^3*x-139*b*c^2*q^2*r*x+1073*b*c^2 *q^2*x^2+80*b*c^2*q*r^2*x+2880*b*c^2*q*r*x^2-37*b*c*g^4*x-362*b*c*g^3*p*x-150*b *c*g^3*q*x-72*b*c*g^3*r*x+141*b*c*g^3*x^2-782*b*c*g^2*p^2*x-1046*b*c*g^2*p*q*x-\ 468*b*c*g^2*p*r*x+315*b*c*g^2*p*x^2-133*b*c*g^2*q^2*x-216*b*c*g^2*q*r*x+381*b*c *g^2*q*x^2+1005*b*c*g^2*r*x^2-571*b*c*g*p^3*x-1526*b*c*g*p^2*q*x-544*b*c*g*p^2* r*x+565*b*c*g*p^2*x^2-687*b*c*g*p*q^2*x-736*b*c*g*p*q*r*x+795*b*c*g*p*q*x^2+10* b*c*g*p*r^2*x+2335*b*c*g*p*r*x^2-30*b*c*g*q^3*x-104*b*c*g*q^2*r*x+783*b*c*g*q^2 *x^2+30*b*c*g*q*r^2*x+1950*b*c*g*q*r*x^2-126*b*c*p^4*x-570*b*c*p^3*q*x-168*b*c* p^3*r*x+279*b*c*p^3*x^2-546*b*c*p^2*q^2*x-444*b*c*p^2*q*r*x+675*b*c*p^2*q*x^2-\ 25*b*c*p^2*r^2*x+985*b*c*p^2*r*x^2-102*b*c*p*q^3*x-144*b*c*p*q^2*r*x+711*b*c*p* q^2*x^2+80*b*c*p*q*r^2*x+2250*b*c*p*q*r*x^2+315*b*c*q^3*x^2+25*b*c*q^2*r^2*x+ 675*b*c*q^2*r*x^2-b*g^5*x-25*b*g^4*p*x-7*b*g^4*q*x-2*b*g^4*r*x+19*b*g^4*x^2-82* b*g^3*p^2*x-108*b*g^3*p*q*x-48*b*g^3*p*r*x+43*b*g^3*p*x^2-7*b*g^3*q^2*x-14*b*g^ 3*q*r*x+55*b*g^3*q*x^2+90*b*g^3*r*x^2-94*b*g^2*p^3*x-270*b*g^2*p^2*q*x-92*b*g^2 *p^2*r*x+103*b*g^2*p^2*x^2-109*b*g^2*p*q^2*x-132*b*g^2*p*q*r*x+99*b*g^2*p*q*x^2 +385*b*g^2*p*r*x^2-b*g^2*q^3*x-14*b*g^2*q^2*r*x+151*b*g^2*q^2*x^2+300*b*g^2*q*r *x^2-42*b*g*p^4*x-216*b*g*p^3*q*x-58*b*g*p^3*r*x+102*b*g*p^3*x^2-202*b*g*p^2*q^ 2*x-174*b*g*p^2*q*r*x+198*b*g*p^2*q*x^2-10*b*g*p^2*r^2*x+350*b*g*p^2*r*x^2-28*b *g*p*q^3*x-56*b*g*p*q^2*r*x+225*b*g*p*q^2*x^2+30*b*g*p*q*r^2*x+840*b*g*p*q*r*x^ 2-2*b*g*q^3*r*x+129*b*g*q^3*x^2+195*b*g*q^2*r*x^2-6*b*p^5*x-51*b*p^4*q*x-11*b*p ^4*r*x+28*b*p^4*x^2-84*b*p^3*q^2*x-60*b*p^3*q*r*x+105*b*p^3*q*x^2-5*b*p^3*r^2*x +80*b*p^3*r*x^2-39*b*p^2*q^3*x-45*b*p^2*q^2*r*x+150*b*p^2*q^2*x^2+375*b*p^2*q*r *x^2+4*b*p*q^3*r*x+97*b*p*q^3*x^2+25*b*p*q^2*r^2*x+330*b*p*q^2*r*x^2+24*b*q^4*x ^2+35*b*q^3*r*x^2-480*c^6*x-976*c^5*g*x-1224*c^5*p*x-792*c^5*q*x-400*c^5*r*x+ 128*c^5*x^2-776*c^4*g^2*x-2136*c^4*g*p*x-1352*c^4*g*q*x-680*c^4*g*r*x+216*c^4*g *x^2-1146*c^4*p^2*x-1872*c^4*p*q*x-760*c^4*p*r*x+548*c^4*p*x^2-462*c^4*q^2*x-\ 520*c^4*q*r*x+548*c^4*q*x^2+1640*c^4*r*x^2-300*c^3*g^3*x-1414*c^3*g^2*p*x-866*c ^3*g^2*q*x-420*c^3*g^2*r*x+224*c^3*g^2*x^2-1617*c^3*g*p^2*x-2672*c^3*g*p*q*x-\ 1076*c^3*g*p*r*x+686*c^3*g*p*x^2-619*c^3*g*q^2*x-724*c^3*g*q*r*x+686*c^3*g*q*x^ 2+2240*c^3*g*r*x^2-489*c^3*p^3*x-1581*c^3*p^2*q*x-494*c^3*p^2*r*x+670*c^3*p^2*x ^2-987*c^3*p*q^2*x-920*c^3*p*q*r*x+976*c^3*p*q*x^2-20*c^3*p*r^2*x+2090*c^3*p*r* x^2-111*c^3*q^3*x-206*c^3*q^2*r*x+670*c^3*q^2*x^2+20*c^3*q*r^2*x+2090*c^3*q*r*x ^2-56*c^2*g^4*x-436*c^2*g^3*p*x-252*c^2*g^3*q*x-110*c^2*g^3*r*x+142*c^2*g^3*x^2 -812*c^2*g^2*p^2*x-1368*c^2*g^2*p*q*x-540*c^2*g^2*p*r*x+352*c^2*g^2*p*x^2-284*c ^2*g^2*q^2*x-340*c^2*g^2*q*r*x+352*c^2*g^2*q*x^2+1050*c^2*g^2*r*x^2-503*c^2*g*p ^3*x-1741*c^2*g*p^2*q*x-510*c^2*g*p^2*r*x+688*c^2*g*p^2*x^2-1061*c^2*g*p*q^2*x-\ 1020*c^2*g*p*q*r*x+870*c^2*g*p*q*x^2-10*c^2*g*p*r^2*x+2205*c^2*g*p*r*x^2-103*c^ 2*g*q^3*x-220*c^2*g*q^2*r*x+688*c^2*g*q^2*x^2+10*c^2*g*q*r^2*x+2205*c^2*g*q*r*x ^2-93*c^2*p^4*x-594*c^2*p^3*q*x-129*c^2*p^3*r*x+318*c^2*p^3*x^2-702*c^2*p^2*q^2 *x-555*c^2*p^2*q*r*x+708*c^2*p^2*q*x^2-25*c^2*p^2*r^2*x+855*c^2*p^2*r*x^2-210*c ^2*p*q^3*x-315*c^2*p*q^2*r*x+708*c^2*p*q^2*x^2+2250*c^2*p*q*r*x^2-9*c^2*q^4*x-\ 21*c^2*q^3*r*x+318*c^2*q^3*x^2+25*c^2*q^2*r^2*x+855*c^2*q^2*r*x^2-4*c*g^5*x-61* c*g^4*p*x-31*c*g^4*q*x-10*c*g^4*r*x+42*c*g^4*x^2-169*c*g^3*p^2*x-294*c*g^3*p*q* x-112*c*g^3*p*r*x+95*c*g^3*p*x^2-49*c*g^3*q^2*x-58*c*g^3*q*r*x+95*c*g^3*q*x^2+ 190*c*g^3*r*x^2-160*c*g^2*p^3*x-617*c*g^2*p^2*q*x-164*c*g^2*p^2*r*x+245*c*g^2*p ^2*x^2-361*c*g^2*p*q^2*x-360*c*g^2*p*q*r*x+240*c*g^2*p*q*x^2+720*c*g^2*p*r*x^2-\ 26*c*g^2*q^3*x-66*c*g^2*q^2*r*x+245*c*g^2*q^2*x^2+720*c*g^2*q*r*x^2-54*c*g*p^4* x-441*c*g*p^3*q*x-74*c*g*p^3*r*x+236*c*g*p^3*x^2-528*c*g*p^2*q^2*x-418*c*g*p^2* q*r*x+447*c*g*p^2*q*x^2-10*c*g*p^2*r^2*x+585*c*g*p^2*r*x^2-145*c*g*p*q^3*x-242* c*g*p*q^2*r*x+447*c*g*p*q^2*x^2+1680*c*g*p*q*r*x^2-4*c*g*q^4*x-16*c*g*q^3*r*x+ 236*c*g*q^3*x^2+10*c*g*q^2*r^2*x+585*c*g*q^2*r*x^2-6*c*p^5*x-99*c*p^4*q*x-11*c* p^4*r*x+58*c*p^4*x^2-195*c*p^3*q^2*x-134*c*p^3*q*r*x+208*c*p^3*q*x^2-5*c*p^3*r^ 2*x+125*c*p^3*r*x^2-117*c*p^2*q^3*x-150*c*p^2*q^2*r*x+300*c*p^2*q^2*x^2-25*c*p^ 2*q*r^2*x+705*c*p^2*q*r*x^2-15*c*p*q^4*x-26*c*p*q^3*r*x+208*c*p*q^3*x^2+25*c*p* q^2*r^2*x+705*c*p*q^2*r*x^2+c*q^4*r*x+58*c*q^4*x^2+5*c*q^3*r^2*x+125*c*q^3*r*x^ 2-3*g^5*p*x-g^5*q*x+4*g^5*x^2-12*g^4*p^2*x-22*g^4*p*q*x-8*g^4*p*r*x+11*g^4*p*x^ 2-2*g^4*q^2*x-2*g^4*q*r*x+11*g^4*q*x^2+10*g^4*r*x^2-15*g^3*p^3*x-70*g^3*p^2*q*x -16*g^3*p^2*r*x+32*g^3*p^2*x^2-38*g^3*p*q^2*x-40*g^3*p*q*r*x+20*g^3*p*q*x^2+70* g^3*p*r*x^2-g^3*q^3*x-4*g^3*q^2*r*x+32*g^3*q^2*x^2+70*g^3*q*r*x^2-6*g^2*p^4*x-\ 79*g^2*p^3*q*x-8*g^2*p^3*r*x+45*g^2*p^3*x^2-96*g^2*p^2*q^2*x-76*g^2*p^2*q*r*x+ 66*g^2*p^2*q*x^2+90*g^2*p^2*r*x^2-23*g^2*p*q^3*x-44*g^2*p*q^2*r*x+66*g^2*p*q^2* x^2+300*g^2*p*q*r*x^2-2*g^2*q^3*r*x+45*g^2*q^3*x^2+90*g^2*q^2*r*x^2-36*g*p^4*q* x+23*g*p^4*x^2-76*g*p^3*q^2*x-50*g*p^3*q*r*x+71*g*p^3*q*x^2+35*g*p^3*r*x^2-44*g *p^2*q^3*x-60*g*p^2*q^2*r*x+96*g*p^2*q^2*x^2-10*g*p^2*q*r^2*x+270*g*p^2*q*r*x^2 -4*g*p*q^4*x-10*g*p*q^3*r*x+71*g*p*q^3*x^2+10*g*p*q^2*r^2*x+270*g*p*q^2*r*x^2+ 23*g*q^4*x^2+35*g*q^3*r*x^2-6*p^5*q*x+3*p^5*x^2-18*p^4*q^2*x-11*p^4*q*r*x+19*p^ 4*q*x^2+5*p^4*r*x^2-18*p^3*q^3*x-21*p^3*q^2*r*x+42*p^3*q^2*x^2-5*p^3*q*r^2*x+65 *p^3*q*r*x^2-6*p^2*q^4*x-9*p^2*q^3*r*x+42*p^2*q^3*x^2+120*p^2*q^2*r*x^2+p*q^4*r *x+19*p*q^4*x^2+5*p*q^3*r^2*x+65*p*q^3*r*x^2+3*q^5*x^2+5*q^4*r*x^2+24*a^5*b+48* a^5*c+12*a^5*g+24*a^5*q-48*a^5*x+48*a^4*b^2+240*a^4*b*c+80*a^4*b*g+84*a^4*b*p+ 72*a^4*b*q+36*a^4*b*r-128*a^4*b*x+288*a^4*c^2+184*a^4*c*g+156*a^4*c*p+192*a^4*c *q+60*a^4*c*r-280*a^4*c*x+28*a^4*g^2+36*a^4*g*p+68*a^4*g*q+12*a^4*g*r-112*a^4*g *x+84*a^4*p*q-168*a^4*p*x+24*a^4*q^2+36*a^4*q*r-68*a^4*q*x-76*a^4*r*x-52*a^4*x^ 2+24*a^3*b^3+264*a^3*b^2*c+88*a^3*b^2*g+144*a^3*b^2*p+48*a^3*b^2*q+48*a^3*b^2*r -72*a^3*b^2*x+792*a^3*b*c^2+528*a^3*b*c*g+696*a^3*b*c*p+384*a^3*b*c*q+264*a^3*b *c*r-604*a^3*b*c*x+84*a^3*b*g^2+236*a^3*b*g*p+132*a^3*b*g*q+88*a^3*b*g*r-212*a^ 3*b*g*x+114*a^3*b*p^2+216*a^3*b*p*q+96*a^3*b*p*r-476*a^3*b*p*x+30*a^3*b*q^2+72* a^3*b*q*r-114*a^3*b*q*x+12*a^3*b*r^2-422*a^3*b*r*x-880*a^3*b*x^2+696*a^3*c^3+ 704*a^3*c^2*g+768*a^3*c^2*p+576*a^3*c^2*q+288*a^3*c^2*r-796*a^3*c^2*x+226*a^3*c *g^2+492*a^3*c*g*p+404*a^3*c*g*q+172*a^3*c*g*r-552*a^3*c*g*x+192*a^3*c*p^2+552* a^3*c*p*q+144*a^3*c*p*r-1056*a^3*c*p*x+126*a^3*c*q^2+216*a^3*c*q*r-470*a^3*c*q* x+12*a^3*c*r^2-950*a^3*c*r*x-1624*a^3*c*x^2+23*a^3*g^3+74*a^3*g^2*p+68*a^3*g^2* q+24*a^3*g^2*r-96*a^3*g^2*x+39*a^3*g*p^2+200*a^3*g*p*q+24*a^3*g*p*r-410*a^3*g*p *x+44*a^3*g*q^2+76*a^3*g*q*r-144*a^3*g*q*x-300*a^3*g*r*x-444*a^3*g*x^2+114*a^3* p^2*q-228*a^3*p^2*x+72*a^3*p*q^2+96*a^3*p*q*r-296*a^3*p*q*x-196*a^3*p*r*x-76*a^ 3*p*x^2+6*a^3*q^3+24*a^3*q^2*r-66*a^3*q^2*x+12*a^3*q*r^2-350*a^3*q*r*x-748*a^3* q*x^2-20*a^3*r^2*x+220*a^3*r*x^2+72*a^2*b^3*c+20*a^2*b^3*g+60*a^2*b^3*p+12*a^2* b^3*r+48*a^2*b^3*x+504*a^2*b^2*c^2+324*a^2*b^2*c*g+612*a^2*b^2*c*p+144*a^2*b^2* c*q+180*a^2*b^2*c*r-192*a^2*b^2*c*x+48*a^2*b^2*g^2+212*a^2*b^2*g*p+40*a^2*b^2*g *q+60*a^2*b^2*g*r-60*a^2*b^2*g*x+156*a^2*b^2*p^2+120*a^2*b^2*p*q+96*a^2*b^2*p*r -342*a^2*b^2*p*x+24*a^2*b^2*q*r+30*a^2*b^2*q*x-600*a^2*b^2*r*x-1656*a^2*b^2*x^2 +1176*a^2*b*c^3+1164*a^2*b*c^2*g+1764*a^2*b*c^2*p+720*a^2*b*c^2*q+612*a^2*b*c^2 *r-1080*a^2*b*c^2*x+362*a^2*b*c*g^2+1208*a^2*b*c*g*p+476*a^2*b*c*g*q+408*a^2*b* c*g*r-782*a^2*b*c*g*x+732*a^2*b*c*p^2+888*a^2*b*c*p*q+528*a^2*b*c*p*r-2002*a^2* b*c*p*x+90*a^2*b*c*q^2+264*a^2*b*c*q*r-420*a^2*b*c*q*x+36*a^2*b*c*r^2-2626*a^2* b*c*r*x-6208*a^2*b*c*x^2+35*a^2*b*g^3+198*a^2*b*g^2*p+72*a^2*b*g^2*q+64*a^2*b*g ^2*r-154*a^2*b*g^2*x+252*a^2*b*g*p^2+318*a^2*b*g*p*q+182*a^2*b*g*p*r-694*a^2*b* g*p*x+25*a^2*b*g*q^2+90*a^2*b*g*q*r-106*a^2*b*g*q*x+12*a^2*b*g*r^2-872*a^2*b*g* r*x-2052*a^2*b*g*x^2+75*a^2*b*p^3+234*a^2*b*p^2*q+93*a^2*b*p^2*r-600*a^2*b*p^2* x+75*a^2*b*p*q^2+144*a^2*b*p*q*r-495*a^2*b*p*q*x+24*a^2*b*p*r^2-821*a^2*b*p*r*x -1494*a^2*b*p*x^2+15*a^2*b*q^2*r-45*a^2*b*q^2*x-873*a^2*b*q*r*x-2166*a^2*b*q*x^ 2-50*a^2*b*r^2*x+920*a^2*b*r*x^2+840*a^2*c^4+1148*a^2*c^3*g+1428*a^2*c^3*p+816* a^2*c^3*q+516*a^2*c^3*r-1200*a^2*c^3*x+558*a^2*c^2*g^2+1472*a^2*c^2*g*p+844*a^2 *c^2*g*q+504*a^2*c^2*g*r-1182*a^2*c^2*g*x+732*a^2*c^2*p^2+1272*a^2*c^2*p*q+528* a^2*c^2*p*r-2628*a^2*c^2*p*x+234*a^2*c^2*q^2+456*a^2*c^2*q*r-1050*a^2*c^2*q*x+ 36*a^2*c^2*r^2-2994*a^2*c^2*r*x-6060*a^2*c^2*x^2+113*a^2*c*g^3+482*a^2*c*g^2*p+ 276*a^2*c*g^2*q+154*a^2*c*g^2*r-418*a^2*c*g^2*x+466*a^2*c*g*p^2+918*a^2*c*g*p*q +314*a^2*c*g*p*r-1812*a^2*c*g*p*x+157*a^2*c*g*q^2+318*a^2*c*g*q*r-664*a^2*c*g*q *x+12*a^2*c*g*r^2-2028*a^2*c*g*r*x-3946*a^2*c*g*x^2+111*a^2*c*p^3+576*a^2*c*p^2 *q+123*a^2*c*p^2*r-1324*a^2*c*p^2*x+291*a^2*c*p*q^2+432*a^2*c*p*q*r-1509*a^2*c* p*q*x+24*a^2*c*p*r^2-1745*a^2*c*p*r*x-2472*a^2*c*p*x^2+18*a^2*c*q^3+87*a^2*c*q^ 2*r-267*a^2*c*q^2*x+36*a^2*c*q*r^2-1923*a^2*c*q*r*x-4272*a^2*c*q*x^2-110*a^2*c* r^2*x+1760*a^2*c*r*x^2+8*a^2*g^4+50*a^2*g^3*p+28*a^2*g^3*q+15*a^2*g^3*r-52*a^2* g^3*x+68*a^2*g^2*p^2+160*a^2*g^2*p*q+42*a^2*g^2*p*r-313*a^2*g^2*p*x+24*a^2*g^2* q^2+52*a^2*g^2*q*r-108*a^2*g^2*q*x-320*a^2*g^2*r*x-564*a^2*g^2*x^2+18*a^2*g*p^3 +213*a^2*g*p^2*q+15*a^2*g*p^2*r-503*a^2*g*p^2*x+106*a^2*g*p*q^2+158*a^2*g*p*q*r -486*a^2*g*p*q*x-550*a^2*g*p*r*x-627*a^2*g*p*x^2+5*a^2*g*q^3+30*a^2*g*q^2*r-80* a^2*g*q^2*x+12*a^2*g*q*r^2-678*a^2*g*q*r*x-1579*a^2*g*q*x^2-20*a^2*g*r^2*x+570* a^2*g*r*x^2+75*a^2*p^3*q-150*a^2*p^3*x+78*a^2*p^2*q^2+93*a^2*p^2*q*r-405*a^2*p^ 2*q*x-183*a^2*p^2*r*x-9*a^2*p^2*x^2+15*a^2*p*q^3+48*a^2*p*q^2*r-213*a^2*p*q^2*x +24*a^2*p*q*r^2-677*a^2*p*q*r*x-1284*a^2*p*q*x^2-40*a^2*p*r^2*x+420*a^2*p*r*x^2 +3*a^2*q^3*r-24*a^2*q^3*x-294*a^2*q^2*r*x-603*a^2*q^2*x^2-50*a^2*q*r^2*x+680*a^ 2*q*r*x^2+40*a*b^4*x+72*a*b^3*c^2+40*a*b^3*c*g+120*a*b^3*c*p+24*a*b^3*c*r+284*a *b^3*c*x+4*a*b^3*g^2+36*a*b^3*g*p+8*a*b^3*g*r+76*a*b^3*g*x+48*a*b^3*p^2+12*a*b^ 3*p*r+18*a*b^3*p*x+76*a*b^3*q*x-8*a*b^3*r^2-258*a*b^3*r*x-880*a*b^3*x^2+408*a*b ^2*c^3+384*a*b^2*c^2*g+792*a*b^2*c^2*p+144*a*b^2*c^2*q+216*a*b^2*c^2*r+216*a*b^ 2*c^2*x+108*a*b^2*c*g^2+532*a*b^2*c*g*p+80*a*b^2*c*g*q+144*a*b^2*c*g*r+62*a*b^2 *c*g*x+456*a*b^2*c*p^2+240*a*b^2*c*p*q+228*a*b^2*c*p*r-768*a*b^2*c*p*x+48*a*b^2 *c*q*r+386*a*b^2*c*q*x-24*a*b^2*c*r^2-2014*a*b^2*c*r*x-6208*a*b^2*c*x^2+8*a*b^2 *g^3+84*a*b^2*g^2*p+8*a*b^2*g^2*q+20*a*b^2*g^2*r-32*a*b^2*g^2*x+164*a*b^2*g*p^2 +72*a*b^2*g*p*q+84*a*b^2*g*p*r-200*a*b^2*g*p*x+16*a*b^2*g*q*r+102*a*b^2*g*q*x-8 *a*b^2*g*r^2-668*a*b^2*g*r*x-2052*a*b^2*g*x^2+72*a*b^2*p^3+96*a*b^2*p^2*q+60*a* b^2*p^2*r-393*a*b^2*p^2*x+24*a*b^2*p*q*r-45*a*b^2*p*q*x-807*a*b^2*p*r*x-2166*a* b^2*p*x^2+42*a*b^2*q^2*x-16*a*b^2*q*r^2-499*a*b^2*q*r*x-1494*a*b^2*q*x^2+50*a*b ^2*r^2*x+920*a*b^2*r*x^2+816*a*b*c^4+1064*a*b*c^3*g+1776*a*b*c^3*p+576*a*b*c^3* q+576*a*b*c^3*r-496*a*b*c^3*x+484*a*b*c^2*g^2+1816*a*b*c^2*g*p+556*a*b*c^2*g*q+ 576*a*b*c^2*g*r-708*a*b*c^2*g*x+1266*a*b*c^2*p^2+1128*a*b*c^2*p*q+804*a*b*c^2*p *r-2720*a*b*c^2*p*x+90*a*b*c^2*q^2+312*a*b*c^2*q*r+4*a*b*c^2*q*x+12*a*b*c^2*r^2 -4840*a*b*c^2*r*x-13024*a*b*c^2*x^2+88*a*b*c*g^3+588*a*b*c*g^2*p+160*a*b*c*g^2* q+174*a*b*c*g^2*r-414*a*b*c*g^2*x+890*a*b*c*g*p^2+780*a*b*c*g*p*q+568*a*b*c*g*p *r-1773*a*b*c*g*p*x+50*a*b*c*g*q^2+212*a*b*c*g*q*r-13*a*b*c*g*q*x+8*a*b*c*g*r^2 -3220*a*b*c*g*r*x-8584*a*b*c*g*x^2+330*a*b*c*p^3+660*a*b*c*p^2*q+336*a*b*c*p^2* r-1924*a*b*c*p^2*x+150*a*b*c*p*q^2+336*a*b*c*p*q*r-1236*a*b*c*p*q*x+48*a*b*c*p* r^2-3464*a*b*c*p*r*x-7684*a*b*c*p*x^2+30*a*b*c*q^2*r+80*a*b*c*q^2*x-32*a*b*c*q* r^2-2796*a*b*c*q*r*x-7684*a*b*c*q*x^2+3840*a*b*c*r*x^2+5*a*b*g^4+60*a*b*g^3*p+ 12*a*b*g^3*q+15*a*b*g^3*r-74*a*b*g^3*x+150*a*b*g^2*p^2+126*a*b*g^2*p*q+96*a*b*g ^2*p*r-298*a*b*g^2*p*x+5*a*b*g^2*q^2+30*a*b*g^2*q*r-48*a*b*g^2*q*x+a*b*g^2*r^2-\ 490*a*b*g^2*r*x-1248*a*b*g^2*x^2+115*a*b*g*p^3+246*a*b*g*p^2*q+119*a*b*g*p^2*r-\ 682*a*b*g*p^2*x+45*a*b*g*p*q^2+126*a*b*g*p*q*r-294*a*b*g*p*q*x+18*a*b*g*p*r^2-\ 1198*a*b*g*p*r*x-2702*a*b*g*p*x^2+10*a*b*g*q^2*r+12*a*b*g*q^2*x-12*a*b*g*q*r^2-\ 972*a*b*g*q*r*x-2702*a*b*g*q*x^2+1300*a*b*g*r*x^2+24*a*b*p^4+108*a*b*p^3*q+39*a *b*p^3*r-307*a*b*p^3*x+60*a*b*p^2*q^2+90*a*b*p^2*q*r-555*a*b*p^2*q*x+15*a*b*p^2 *r^2-509*a*b*p^2*r*x-741*a*b*p^2*x^2+15*a*b*p*q^2*r-111*a*b*p*q^2*x-1170*a*b*p* q*r*x-2826*a*b*p*q*x^2-65*a*b*p*r^2*x+1230*a*b*p*r*x^2+5*a*b*q^3*x-10*a*b*q^2*r ^2-301*a*b*q^2*r*x-741*a*b*q^2*x^2+65*a*b*q*r^2*x+1230*a*b*q*r*x^2+504*a*c^5+ 860*a*c^4*g+1176*a*c^4*p+552*a*c^4*q+408*a*c^4*r-764*a*c^4*x+554*a*c^3*g^2+1648 *a*c^3*g*p+748*a*c^3*g*q+548*a*c^3*g*r-1042*a*c^3*g*x+936*a*c^3*p^2+1224*a*c^3* p*q+636*a*c^3*p*r-2802*a*c^3*p*x+186*a*c^3*q^2+408*a*c^3*q*r-710*a*c^3*q*x+28*a *c^3*r^2-3740*a*c^3*r*x-8688*a*c^3*x^2+165*a*c^2*g^3+826*a*c^2*g^2*p+356*a*c^2* g^2*q+256*a*c^2*g^2*r-626*a*c^2*g^2*x+979*a*c^2*g*p^2+1308*a*c^2*g*p*q+640*a*c^ 2*g*p*r-2741*a*c^2*g*p*x+182*a*c^2*g*q^2+424*a*c^2*g*q*r-727*a*c^2*g*q*x+16*a*c ^2*g*r^2-3852*a*c^2*g*r*x-8734*a*c^2*g*x^2+294*a*c^2*p^3+906*a*c^2*p^2*q+306*a* c^2*p^2*r-2411*a*c^2*p^2*x+366*a*c^2*p*q^2+600*a*c^2*p*q*r-2253*a*c^2*p*q*x+48* a*c^2*p*r^2-3709*a*c^2*p*r*x-6726*a*c^2*p*x^2+18*a*c^2*q^3+102*a*c^2*q^2*r-184* a*c^2*q^2*x+20*a*c^2*q*r^2-3347*a*c^2*q*r*x-8236*a*c^2*q*x^2-110*a*c^2*r^2*x+ 3860*a*c^2*r*x^2+22*a*c*g^4+174*a*c*g^3*p+68*a*c*g^3*q+48*a*c*g^3*r-190*a*c*g^3 *x+325*a*c*g^2*p^2+446*a*c*g^2*p*q+204*a*c*g^2*p*r-887*a*c*g^2*p*x+53*a*c*g^2*q ^2+134*a*c*g^2*q*r-300*a*c*g^2*q*x+a*c*g^2*r^2-1222*a*c*g^2*r*x-2577*a*c*g^2*x^ 2+183*a*c*g*p^3+672*a*c*g*p^2*q+176*a*c*g*p^2*r-1712*a*c*g*p^2*x+257*a*c*g*p*q^ 2+442*a*c*g*p*q*r-1401*a*c*g*p*q*x+18*a*c*g*p*r^2-2578*a*c*g*p*r*x-4542*a*c*g*p *x^2+10*a*c*g*q^3+70*a*c*g*q^2*r-124*a*c*g*q^2*x+12*a*c*g*q*r^2-2348*a*c*g*q*r* x-5923*a*c*g*q*x^2-40*a*c*g*r^2*x+2610*a*c*g*r*x^2+30*a*c*p^4+258*a*c*p^3*q+45* a*c*p^3*r-663*a*c*p^3*x+216*a*c*p^2*q^2+276*a*c*p^2*q*r-1419*a*c*p^2*q*x+15*a*c *p^2*r^2-1019*a*c*p^2*r*x-1041*a*c*p^2*x^2+30*a*c*p*q^3+111*a*c*p*q^2*r-561*a*c *p*q^2*x+48*a*c*p*q*r^2-2524*a*c*p*q*r*x-5256*a*c*p*q*x^2-145*a*c*p*r^2*x+2250* a*c*p*r*x^2+6*a*c*q^3*r-21*a*c*q^3*x-10*a*c*q^2*r^2-905*a*c*q^2*r*x-2077*a*c*q^ 2*x^2-35*a*c*q*r^2*x+2640*a*c*q*r*x^2+a*g^5+13*a*g^4*p+4*a*g^4*q+3*a*g^4*r-21*a *g^4*x+34*a*g^3*p^2+48*a*g^3*p*q+21*a*g^3*p*r-97*a*g^3*p*x+4*a*g^3*q^2+12*a*g^3 *q*r-48*a*g^3*q*x-114*a*g^3*r*x-204*a*g^3*x^2+25*a*g^2*p^3+121*a*g^2*p^2*q+21*a *g^2*p^2*r-303*a*g^2*p^2*x+42*a*g^2*p*q^2+78*a*g^2*p*q*r-205*a*g^2*p*q*x-420*a* g^2*p*r*x-663*a*g^2*p*x^2+a*g^2*q^3+10*a*g^2*q^2*r-34*a*g^2*q^2*x+a*g^2*q*r^2-\ 386*a*g^2*q*r*x-976*a*g^2*q*x^2+405*a*g^2*r*x^2+3*a*g*p^4+97*a*g*p^3*q+3*a*g*p^ 3*r-247*a*g*p^3*x+82*a*g*p^2*q^2+104*a*g*p^2*q*r-489*a*g*p^2*q*x-316*a*g*p^2*r* x-207*a*g*p^2*x^2+9*a*g*p*q^3+42*a*g*p*q^2*r-154*a*g*p*q^2*x+18*a*g*p*q*r^2-926 *a*g*p*q*r*x-2079*a*g*p*q*x^2-30*a*g*p*r^2*x+750*a*g*p*r*x^2+2*a*g*q^3*r-10*a*g *q^3*x-4*a*g*q^2*r^2-322*a*g*q^2*r*x-751*a*g*q^2*x^2-10*a*g*q*r^2*x+945*a*g*q*r *x^2+24*a*p^4*q-48*a*p^4*x+36*a*p^3*q^2+39*a*p^3*q*r-217*a*p^3*q*x-74*a*p^3*r*x +22*a*p^3*x^2+12*a*p^2*q^3+30*a*p^2*q^2*r-210*a*p^2*q^2*x+15*a*p^2*q*r^2-419*a* p^2*q*r*x-657*a*p^2*q*x^2-25*a*p^2*r^2*x+255*a*p^2*r*x^2+3*a*p*q^3*r-42*a*p*q^3 *x-393*a*p*q^2*r*x-786*a*p*q^2*x^2-65*a*p*q*r^2*x+900*a*p*q*r*x^2-a*q^4*x-2*a*q ^3*r^2-58*a*q^3*r*x-107*a*q^3*x^2+20*a*q^2*r^2*x+385*a*q^2*r*x^2+152*b^4*c*x+36 *b^4*g*x+52*b^4*p*x-4*b^4*r*x-52*b^4*x^2+24*b^3*c^3+20*b^3*c^2*g+60*b^3*c^2*p+ 12*b^3*c^2*r+572*b^3*c^2*x+4*b^3*c*g^2+36*b^3*c*g*p+8*b^3*c*g*r+360*b^3*c*g*x+ 48*b^3*c*p^2+12*b^3*c*p*r+142*b^3*c*p*x+300*b^3*c*q*x-8*b^3*c*r^2-330*b^3*c*r*x -1624*b^3*c*x^2+4*b^3*g^2*p+42*b^3*g^2*x+16*b^3*g*p^2+8*b^3*g*p*r+76*b^3*g*p*x+ 56*b^3*g*q*x-80*b^3*g*r*x-444*b^3*g*x^2+12*b^3*p^3-42*b^3*p^2*x+112*b^3*p*q*x-8 *b^3*p*r^2-210*b^3*p*r*x-748*b^3*p*x^2-4*b^3*q*r*x-76*b^3*q*x^2+20*b^3*r^2*x+ 220*b^3*r*x^2+120*b^2*c^4+148*b^2*c^3*g+324*b^2*c^3*p+48*b^2*c^3*q+84*b^2*c^3*r +672*b^2*c^3*x+60*b^2*c^2*g^2+320*b^2*c^2*g*p+40*b^2*c^2*g*q+84*b^2*c^2*g*r+666 *b^2*c^2*g*x+300*b^2*c^2*p^2+120*b^2*c^2*p*q+132*b^2*c^2*p*r-306*b^2*c^2*p*x+24 *b^2*c^2*q*r+804*b^2*c^2*q*x-24*b^2*c^2*r^2-1566*b^2*c^2*r*x-6060*b^2*c^2*x^2+8 *b^2*c*g^3+96*b^2*c*g^2*p+8*b^2*c*g^2*q+20*b^2*c*g^2*r+140*b^2*c*g^2*x+212*b^2* c*g*p^2+72*b^2*c*g*p*q+108*b^2*c*g*p*r-98*b^2*c*g*p*x+16*b^2*c*g*q*r+508*b^2*c* g*q*x-8*b^2*c*g*r^2-972*b^2*c*g*r*x-3946*b^2*c*g*x^2+108*b^2*c*p^3+96*b^2*c*p^2 *q+60*b^2*c*p^2*r-543*b^2*c*p^2*x+24*b^2*c*p*q*r+165*b^2*c*p*q*x-24*b^2*c*p*r^2 -1437*b^2*c*p*r*x-4272*b^2*c*p*x^2+182*b^2*c*q^2*x-16*b^2*c*q*r^2-595*b^2*c*q*r *x-2472*b^2*c*q*x^2+110*b^2*c*r^2*x+1760*b^2*c*r*x^2+8*b^2*g^3*p-6*b^2*g^3*x+36 *b^2*g^2*p^2+8*b^2*g^2*p*q+20*b^2*g^2*p*r+51*b^2*g^2*q*x-130*b^2*g^2*r*x-564*b^ 2*g^2*x^2+40*b^2*g*p^3+32*b^2*g*p^2*q+24*b^2*g*p^2*r-172*b^2*g*p^2*x+16*b^2*g*p *q*r+120*b^2*g*p*q*x-8*b^2*g*p*r^2-522*b^2*g*p*r*x-1579*b^2*g*p*x^2+13*b^2*g*q^ 2*x-140*b^2*g*q*r*x-627*b^2*g*q*x^2+20*b^2*g*r^2*x+570*b^2*g*r*x^2+12*b^2*p^4+ 24*b^2*p^3*q+12*b^2*p^3*r-120*b^2*p^3*x-105*b^2*p^2*q*x-246*b^2*p^2*r*x-603*b^2 *p^2*x^2+81*b^2*p*q^2*x-16*b^2*p*q*r^2-403*b^2*p*q*r*x-1284*b^2*p*q*x^2+50*b^2* p*r^2*x+680*b^2*p*r*x^2+3*b^2*q^2*r*x-9*b^2*q^2*x^2+40*b^2*q*r^2*x+420*b^2*q*r* x^2+216*b*c^5+348*b*c^4*g+624*b*c^4*p+168*b*c^4*q+192*b*c^4*r+220*b*c^4*x+206*b *c^3*g^2+844*b*c^3*g*p+212*b*c^3*g*q+256*b*c^3*g*r+242*b*c^3*g*x+648*b*c^3*p^2+ 456*b*c^3*p*q+372*b*c^3*p*r-1118*b*c^3*p*x+30*b*c^3*q^2+120*b*c^3*q*r+534*b*c^3 *q*x-12*b*c^3*r^2-2740*b*c^3*r*x-8688*b*c^3*x^2+53*b*c^2*g^3+402*b*c^2*g^2*p+88 *b*c^2*g^2*q+110*b*c^2*g^2*r-50*b*c^2*g^2*x+686*b*c^2*g*p^2+462*b*c^2*g*p*q+410 *b*c^2*g*p*r-1031*b*c^2*g*p*x+25*b*c^2*g*q^2+122*b*c^2*g*q*r+595*b*c^2*g*q*x-4* b*c^2*g*r^2-2688*b*c^2*g*r*x-8734*b*c^2*g*x^2+291*b*c^2*p^3+426*b*c^2*p^2*q+243 *b*c^2*p^2*r-1474*b*c^2*p^2*x+75*b*c^2*p*q^2+192*b*c^2*p*q*r-579*b*c^2*p*q*x-\ 3273*b*c^2*p*r*x-8236*b*c^2*p*x^2+15*b*c^2*q^2*r+265*b*c^2*q^2*x-32*b*c^2*q*r^2 -2051*b*c^2*q*r*x-6726*b*c^2*q*x^2+110*b*c^2*r^2*x+3860*b*c^2*r*x^2+5*b*c*g^4+ 78*b*c*g^3*p+12*b*c*g^3*q+15*b*c*g^3*r-92*b*c*g^3*x+232*b*c*g^2*p^2+142*b*c*g^2 *p*q+142*b*c*g^2*p*r-330*b*c*g^2*p*x+5*b*c*g^2*q^2+30*b*c*g^2*q*r+125*b*c*g^2*q *x+b*c*g^2*r^2-788*b*c*g^2*r*x-2577*b*c*g^2*x^2+209*b*c*g*p^3+310*b*c*g*p^2*q+ 179*b*c*g*p^2*r-1006*b*c*g*p^2*x+45*b*c*g*p*q^2+158*b*c*g*p*q*r-189*b*c*g*p*q*x +2*b*c*g*p*r^2-2322*b*c*g*p*r*x-5923*b*c*g*p*x^2+10*b*c*g*q^2*r+146*b*c*g*q^2*x -12*b*c*g*q*r^2-1322*b*c*g*q*r*x-4542*b*c*g*q*x^2+40*b*c*g*r^2*x+2610*b*c*g*r*x ^2+54*b*c*p^4+156*b*c*p^3*q+69*b*c*p^3*r-537*b*c*p^3*x+60*b*c*p^2*q^2+90*b*c*p^ 2*q*r-789*b*c*p^2*q*x+15*b*c*p^2*r^2-1065*b*c*p^2*r*x-2077*b*c*p^2*x^2+15*b*c*p *q^2*r-3*b*c*p*q^2*x-32*b*c*p*q*r^2-1976*b*c*p*q*r*x-5256*b*c*p*q*x^2+35*b*c*p* r^2*x+2640*b*c*p*r*x^2+33*b*c*q^3*x-10*b*c*q^2*r^2-331*b*c*q^2*r*x-1041*b*c*q^2 *x^2+145*b*c*q*r^2*x+2250*b*c*q*r*x^2+5*b*g^4*p-17*b*g^4*x+25*b*g^3*p^2+12*b*g^ 3*p*q+15*b*g^3*p*r-38*b*g^3*p*x-13*b*g^3*q*x-66*b*g^3*r*x-204*b*g^3*x^2+36*b*g^ 2*p^3+54*b*g^2*p^2*q+32*b*g^2*p^2*r-172*b*g^2*p^2*x+5*b*g^2*p*q^2+30*b*g^2*p*q* r+7*b*g^2*p*q*x+b*g^2*p*r^2-384*b*g^2*p*r*x-976*b*g^2*p*x^2+b*g^2*q^2*x-180*b*g ^2*q*r*x-663*b*g^2*q*x^2+405*b*g^2*r*x^2+19*b*g*p^4+60*b*g*p^3*q+25*b*g*p^3*r-\ 194*b*g*p^3*x+20*b*g*p^2*q^2+36*b*g*p^2*q*r-242*b*g*p^2*q*x+6*b*g*p^2*r^2-378*b *g*p^2*r*x-751*b*g*p^2*x^2+10*b*g*p*q^2*r+39*b*g*p*q^2*x-12*b*g*p*q*r^2-754*b*g *p*q*r*x-2079*b*g*p*q*x^2+10*b*g*p*r^2*x+945*b*g*p*r*x^2-11*b*g*q^3*x-74*b*g*q^ 2*r*x-207*b*g*q^2*x^2+30*b*g*q*r^2*x+750*b*g*q*r*x^2+3*b*p^5+18*b*p^4*q+6*b*p^4 *r-55*b*p^4*x+15*b*p^3*q^2+18*b*p^3*q*r-168*b*p^3*q*x+3*b*p^3*r^2-102*b*p^3*r*x -107*b*p^3*x^2-90*b*p^2*q^2*x-357*b*p^2*q*r*x-786*b*p^2*q*x^2-20*b*p^2*r^2*x+ 385*b*p^2*r*x^2+23*b*p*q^3*x-10*b*p*q^2*r^2-241*b*p*q^2*r*x-657*b*p*q^2*x^2+65* b*p*q*r^2*x+900*b*p*q*r*x^2+4*b*q^3*r*x+22*b*q^3*x^2+25*b*q^2*r^2*x+255*b*q^2*r *x^2+120*c^6+244*c^5*g+360*c^5*p+144*c^5*q+120*c^5*r-128*c^5*x+194*c^4*g^2+632* c^4*g*p+240*c^4*g*q+204*c^4*g*r-216*c^4*g*x+396*c^4*p^2+420*c^4*p*q+252*c^4*p*r -1034*c^4*p*x+54*c^4*q^2+132*c^4*q*r-62*c^4*q*x+4*c^4*r^2-1640*c^4*r*x-4376*c^4 *x^2+75*c^3*g^3+422*c^3*g^2*p+148*c^3*g^2*q+126*c^3*g^2*r-224*c^3*g^2*x+568*c^3 *g*p^2+590*c^3*g*p*q+358*c^3*g*p*r-1317*c^3*g*p*x+69*c^3*g*q^2+182*c^3*g*q*r-55 *c^3*g*q*x+4*c^3*g*r^2-2240*c^3*g*r*x-5984*c^3*g*x^2+195*c^3*p^3+444*c^3*p^2*q+ 183*c^3*p^2*r-1357*c^3*p^2*x+147*c^3*p*q^2+264*c^3*p*q*r-976*c^3*p*q*x+16*c^3*p *r^2-2370*c^3*p*r*x-5018*c^3*p*x^2+6*c^3*q^3+39*c^3*q^2*r+17*c^3*q^2*x-4*c^3*q* r^2-1810*c^3*q*r*x-5018*c^3*q*x^2+2640*c^3*r*x^2+14*c^2*g^4+132*c^2*g^3*p+40*c^ 2*g^3*q+33*c^2*g^3*r-142*c^2*g^3*x+293*c^2*g^2*p^2+294*c^2*g^2*p*q+182*c^2*g^2* p*r-622*c^2*g^2*p*x+29*c^2*g^2*q^2+82*c^2*g^2*q*r-82*c^2*g^2*q*x+c^2*g^2*r^2-\ 1050*c^2*g^2*r*x-2710*c^2*g^2*x^2+205*c^2*g*p^3+491*c^2*g*p^2*q+185*c^2*g*p^2*r -1405*c^2*g*p^2*x+151*c^2*g*p*q^2+300*c^2*g*p*q*r-870*c^2*g*p*q*x+10*c^2*g*p*r^ 2-2550*c^2*g*p*r*x-5383*c^2*g*p*x^2+5*c^2*g*q^3+40*c^2*g*q^2*r+29*c^2*g*q^2*x-\ 1860*c^2*g*q*r*x-5383*c^2*g*q*x^2+2720*c^2*g*r*x^2+42*c^2*p^4+207*c^2*p^3*q+57* c^2*p^3*r-639*c^2*p^3*x+138*c^2*p^2*q^2+183*c^2*p^2*q*r-1119*c^2*p^2*q*x+15*c^2 *p^2*r^2-1082*c^2*p^2*r*x-1611*c^2*p^2*x^2+15*c^2*p*q^3+63*c^2*p*q^2*r-297*c^2* p*q^2*x+8*c^2*p*q*r^2-2250*c^2*p*q*r*x-5178*c^2*p*q*x^2-55*c^2*p*r^2*x+2510*c^2 *p*r*x^2+3*c^2*q^3*r+3*c^2*q^3*x-10*c^2*q^2*r^2-628*c^2*q^2*r*x-1611*c^2*q^2*x^ 2+55*c^2*q*r^2*x+2510*c^2*q*r*x^2+c*g^5+19*c*g^4*p+4*c*g^4*q+3*c*g^4*r-42*c*g^4 *x+64*c*g^3*p^2+60*c*g^3*p*q+39*c*g^3*p*r-133*c*g^3*p*x+4*c*g^3*q^2+12*c*g^3*q* r-57*c*g^3*q*x-190*c*g^3*r*x-434*c*g^3*x^2+68*c*g^2*p^3+175*c*g^2*p^2*q+59*c*g^ 2*p^2*r-477*c*g^2*p^2*x+47*c*g^2*p*q^2+108*c*g^2*p*q*r-240*c*g^2*p*q*x+c*g^2*p* r^2-860*c*g^2*p*r*x-1740*c*g^2*p*x^2+c*g^2*q^3+10*c*g^2*q^2*r-13*c*g^2*q^2*x+c* g^2*q*r^2-580*c*g^2*q*r*x-1740*c*g^2*q*x^2+860*c*g^2*r*x^2+25*c*g*p^4+157*c*g*p ^3*q+31*c*g*p^3*r-463*c*g*p^3*x+102*c*g*p^2*q^2+140*c*g*p^2*q*r-755*c*g*p^2*q*x +6*c*g*p^2*r^2-758*c*g*p^2*r*x-1081*c*g*p^2*x^2+9*c*g*p*q^3+52*c*g*p*q^2*r-139* c*g*p*q^2*x+6*c*g*p*q*r^2-1680*c*g*p*q*r*x-4068*c*g*p*q*x^2-20*c*g*p*r^2*x+1770 *c*g*p*r*x^2+2*c*g*q^3*r-9*c*g*q^3*x-4*c*g*q^2*r^2-412*c*g*q^2*r*x-1081*c*g*q^2 *x^2+20*c*g*q*r^2*x+1770*c*g*q*r*x^2+3*c*p^5+42*c*p^4*q+6*c*p^4*r-115*c*p^4*x+ 51*c*p^3*q^2+57*c*p^3*q*r-391*c*p^3*q*x+3*c*p^3*r^2-192*c*p^3*r*x-107*c*p^3*x^2 +12*c*p^2*q^3+30*c*p^2*q^2*r-300*c*p^2*q^2*x+15*c*p^2*q*r^2-776*c*p^2*q*r*x-\ 1419*c*p^2*q*x^2-45*c*p^2*r^2*x+680*c*p^2*r*x^2+3*c*p*q^3*r-25*c*p*q^3*x-10*c*p *q^2*r^2-634*c*p*q^2*r*x-1419*c*p*q^2*x^2+1800*c*p*q*r*x^2-c*q^4*x-2*c*q^3*r^2-\ 58*c*q^3*r*x-107*c*q^3*x^2+45*c*q^2*r^2*x+680*c*q^2*r*x^2+g^5*p-4*g^5*x+5*g^4*p ^2+4*g^4*p*q+3*g^4*p*r-11*g^4*p*x-11*g^4*q*x-10*g^4*r*x-14*g^4*x^2+7*g^3*p^3+20 *g^3*p^2*q+6*g^3*p^2*r-54*g^3*p^2*x+4*g^3*p*q^2+12*g^3*p*q*r-20*g^3*p*q*x-88*g^ 3*p*r*x-158*g^3*p*x^2-10*g^3*q^2*x-52*g^3*q*r*x-158*g^3*q*x^2+80*g^3*r*x^2+3*g^ 2*p^4+29*g^2*p^3*q+3*g^2*p^3*r-83*g^2*p^3*x+18*g^2*p^2*q^2+26*g^2*p^2*q*r-122*g ^2*p^2*q*x-124*g^2*p^2*r*x-148*g^2*p^2*x^2+g^2*p*q^3+10*g^2*p*q^2*r-10*g^2*p*q^ 2*x+g^2*p*q*r^2-300*g^2*p*q*r*x-760*g^2*p*q*x^2+290*g^2*p*r*x^2-7*g^2*q^3*x-56* g^2*q^2*r*x-148*g^2*q^2*x^2+290*g^2*q*r*x^2+16*g*p^4*q-42*g*p^4*x+20*g*p^3*q^2+ 22*g*p^3*q*r-141*g*p^3*q*x-58*g*p^3*r*x-3*g*p^3*x^2+4*g*p^2*q^3+12*g*p^2*q^2*r-\ 96*g*p^2*q^2*x+6*g*p^2*q*r^2-292*g*p^2*q*r*x-584*g*p^2*q*x^2-10*g*p^2*r^2*x+230 *g*p^2*r*x^2+2*g*p*q^3*r-g*p*q^3*x-4*g*p*q^2*r^2-248*g*p*q^2*r*x-584*g*p*q^2*x^ 2+680*g*p*q*r*x^2-4*g*q^4*x-12*g*q^3*r*x-3*g*q^3*x^2+10*g*q^2*r^2*x+230*g*q^2*r *x^2+3*p^5*q-6*p^5*x+6*p^4*q^2+6*p^4*q*r-40*p^4*q*x-11*p^4*r*x+7*p^4*x^2+3*p^3* q^3+6*p^3*q^2*r-60*p^3*q^2*x+3*p^3*q*r^2-84*p^3*q*r*x-101*p^3*q*x^2-5*p^3*r^2*x +50*p^3*r*x^2-24*p^2*q^3*x-120*p^2*q^2*r*x-216*p^2*q^2*x^2-20*p^2*q*r^2*x+280*p ^2*q*r*x^2+2*p*q^4*x-2*p*q^3*r^2-46*p*q^3*r*x-101*p*q^3*x^2+20*p*q^2*r^2*x+280* p*q^2*r*x^2+q^4*r*x+7*q^4*x^2+5*q^3*r^2*x+50*q^3*r*x^2+24*a^5+84*a^4*b+216*a^4* c+74*a^4*g+84*a^4*p+60*a^4*q+36*a^4*r+16*a^4*x+36*a^3*b^2+396*a^3*b*c+136*a^3*b *g+276*a^3*b*p+42*a^3*b*q+150*a^3*b*r+892*a^3*b*x+660*a^3*c^2+448*a^3*c*g+678*a ^3*c*p+282*a^3*c*q+378*a^3*c*r+1636*a^3*c*x+73*a^3*g^2+233*a^3*g*p+98*a^3*g*q+ 118*a^3*g*r+434*a^3*g*x+114*a^3*p^2+204*a^3*p*q+96*a^3*p*r-56*a^3*p*x+12*a^3*q^ 2+126*a^3*q*r+802*a^3*q*x+12*a^3*r^2-266*a^3*r*x-748*a^3*x^2-24*a^2*b^3+36*a^2* b^2*c+6*a^2*b^2*g+138*a^2*b^2*p-48*a^2*b^2*q+150*a^2*b^2*r+1656*a^2*b^2*x+612*a ^2*b*c^2+410*a^2*b*c*g+1098*a^2*b*c*p+30*a^2*b*c*q+810*a^2*b*c*r+6376*a^2*b*c*x +67*a^2*b*g^2+382*a^2*b*g*p-a^2*b*g*q+274*a^2*b*g*r+2126*a^2*b*g*x+321*a^2*b*p^ 2+177*a^2*b*p*q+297*a^2*b*p*r+1380*a^2*b*p*x-30*a^2*b*q^2+219*a^2*b*q*r+2268*a^ 2*b*q*x+30*a^2*b*r^2-900*a^2*b*r*x-3368*a^2*b*x^2+900*a^2*c^3+906*a^2*c^2*g+ 1668*a^2*c^2*p+438*a^2*c^2*q+1068*a^2*c^2*r+6312*a^2*c^2*x+297*a^2*c*g^2+1144*a ^2*c*g*p+293*a^2*c*g*q+724*a^2*c*g*r+4158*a^2*c*g*x+753*a^2*c*p^2+789*a^2*c*p*q +711*a^2*c*p*r+2124*a^2*c*p*x+6*a^2*c*q^2+597*a^2*c*q*r+4536*a^2*c*q*x+66*a^2*c *r^2-1986*a^2*c*r*x-6368*a^2*c*x^2+31*a^2*g^3+190*a^2*g^2*p+48*a^2*g^2*q+115*a^ 2*g^2*r+615*a^2*g^2*x+258*a^2*g*p^2+279*a^2*g*p*q+221*a^2*g*p*r+479*a^2*g*p*x-2 *a^2*g*q^2+214*a^2*g*q*r+1666*a^2*g*q*x+12*a^2*g*r^2-696*a^2*g*r*x-2038*a^2*g*x ^2+75*a^2*p^3+243*a^2*p^2*q+93*a^2*p^2*r-156*a^2*p^2*x+54*a^2*p*q^2+249*a^2*p*q *r+1281*a^2*p*q*x+24*a^2*p*r^2-509*a^2*p*r*x-1326*a^2*p*x^2-6*a^2*q^3+72*a^2*q^ 2*r+675*a^2*q^2*x+30*a^2*q*r^2-657*a^2*q*r*x-2450*a^2*q*x^2-50*a^2*r^2*x+440*a^ 2*r*x^2-48*a*b^3*c-8*a*b^3*g-24*a*b^3*p+68*a*b^3*r+868*a*b^3*x-36*a*b^2*c^2-12* a*b^2*c*g+204*a*b^2*c*p-96*a*b^2*c*q+504*a*b^2*c*r+6040*a*b^2*c*x+6*a*b^2*g^2+ 46*a*b^2*g*p-16*a*b^2*g*q+172*a*b^2*g*r+1978*a*b^2*g*x+144*a*b^2*p^2-48*a*b^2*p *q+186*a*b^2*p*r+2064*a*b^2*p*x+136*a*b^2*q*r+1608*a*b^2*q*x-20*a*b^2*r^2-940*a *b^2*r*x-3368*a*b^2*x^2+372*a*b*c^3+388*a*b*c^2*g+1296*a*b*c^2*p-66*a*b*c^2*q+ 1374*a*b*c^2*r+13024*a*b*c^2*x+148*a*b*c*g^2+846*a*b*c*g*p-34*a*b*c*g*q+934*a*b *c*g*r+8584*a*b*c*g*x+942*a*b*c*p^2+258*a*b*c*p*q+1044*a*b*c*p*r+7408*a*b*c*p*x -60*a*b*c*q^2+710*a*b*c*q*r+7960*a*b*c*q*x+20*a*b*c*r^2-3840*a*b*c*r*x-14064*a* b*c*x^2+19*a*b*g^3+132*a*b*g^2*p+7*a*b*g^2*q+146*a*b*g^2*r+1248*a*b*g^2*x+337*a *b*g*p^2+51*a*b*g*p*q+367*a*b*g*p*r+2650*a*b*g*p*x-10*a*b*g*q^2+254*a*b*g*q*r+ 2754*a*b*g*q*x+7*a*b*g*r^2-1300*a*b*g*r*x-4764*a*b*g*x^2+156*a*b*p^3+192*a*b*p^ 2*q+189*a*b*p^2*r+567*a*b*p^2*x-30*a*b*p*q^2+273*a*b*p*q*r+2826*a*b*p*q*x+39*a* b*p*r^2-1177*a*b*p*r*x-4302*a*b*p*x^2+85*a*b*q^2*r+915*a*b*q^2*x-26*a*b*q*r^2-\ 1283*a*b*q*r*x-4302*a*b*q*x^2+1000*a*b*r*x^2+564*a*c^4+756*a*c^3*g+1614*a*c^3*p +270*a*c^3*q+1214*a*c^3*r+8868*a*c^3*x+381*a*c^2*g^2+1635*a*c^2*g*p+276*a*c^2*g *q+1266*a*c^2*g*r+9022*a*c^2*g*x+1308*a*c^2*p^2+918*a*c^2*p*q+1320*a*c^2*p*r+ 6324*a*c^2*p*x-24*a*c^2*q^2+952*a*c^2*q*r+8560*a*c^2*q*x+76*a*c^2*r^2-4146*a*c^ 2*r*x-14108*a*c^2*x^2+86*a*c*g^3+529*a*c*g^2*p+103*a*c*g^2*q+409*a*c*g^2*r+2723 *a*c*g^2*x+919*a*c*g*p^2+609*a*c*g*p*q+914*a*c*g*p*r+4344*a*c*g*p*x-14*a*c*g*q^ 2+682*a*c*g*q*r+6087*a*c*g*q*x+31*a*c*g*r^2-2928*a*c*g*r*x-9526*a*c*g*x^2+348*a *c*p^3+678*a*c*p^2*q+429*a*c*p^2*r+567*a*c*p^2*x+78*a*c*p*q^2+771*a*c*p*q*r+ 5250*a*c*p*q*x+87*a*c*p*r^2-2483*a*c*p*r*x-7680*a*c*p*x^2-12*a*c*q^3+229*a*c*q^ 2*r+2353*a*c*q^2*x+34*a*c*q*r^2-2617*a*c*q*r*x-9330*a*c*q*x^2-100*a*c*r^2*x+ 2000*a*c*r*x^2+7*a*g^4+54*a*g^3*p+14*a*g^3*q+39*a*g^3*r+229*a*g^3*x+157*a*g^2*p ^2+95*a*g^2*p*q+150*a*g^2*p*r+659*a*g^2*p*x+2*a*g^2*q^2+115*a*g^2*q*r+983*a*g^2 *q*x+a*g^2*r^2-482*a*g^2*r*x-1453*a*g^2*x^2+118*a*g*p^3+249*a*g*p^2*q+131*a*g*p ^2*r+20*a*g*p^2*x+14*a*g*p*q^2+286*a*g*p*q*r+2085*a*g*p*q*x+18*a*g*p*r^2-884*a* g*p*r*x-2535*a*g*p*x^2-2*a*g*q^3+84*a*g*q^2*r+836*a*g*q^2*x+11*a*g*q*r^2-938*a* g*q*r*x-3384*a*g*q*x^2-20*a*g*r^2*x+680*a*g*r*x^2+24*a*p^4+120*a*p^3*q+39*a*p^3 *r-106*a*p^3*x+60*a*p^2*q^2+159*a*p^2*q*r+576*a*p^2*q*x+15*a*p^2*r^2-314*a*p^2* r*x-726*a*p^2*x^2-6*a*p*q^3+90*a*p*q^2*r+840*a*p*q^2*x+39*a*p*q*r^2-853*a*p*q*r *x-3102*a*p*q*x^2-65*a*p*r^2*x+570*a*p*r*x^2+17*a*q^3*r+164*a*q^3*x-8*a*q^2*r^2 -411*a*q^2*r*x-1252*a*q^2*x^2-15*a*q*r^2*x+690*a*q*r*x^2+88*b^4*x-24*b^3*c^2-8* b^3*c*g-24*b^3*c*p+68*b^3*c*r+1612*b^3*c*x+4*b^3*g^2-12*b^3*g*p+8*b^3*g*r+454*b ^3*g*x+56*b^3*p*r+694*b^3*p*x+208*b^3*q*x-8*b^3*r^2-174*b^3*r*x-748*b^3*x^2-36* b^2*c^3-18*b^2*c^2*g+66*b^2*c^2*p-48*b^2*c^2*q+354*b^2*c^2*r+5808*b^2*c^2*x+18* b^2*c*g^2+10*b^2*c*g*p-16*b^2*c*g*q+196*b^2*c*g*r+3734*b^2*c*g*x+144*b^2*c*p^2-\ 48*b^2*c*p*q+354*b^2*c*p*r+4008*b^2*c*p*x+136*b^2*c*q*r+2820*b^2*c*q*x-44*b^2*c *r^2-1534*b^2*c*r*x-6368*b^2*c*x^2+8*b^2*g^3-6*b^2*g^2*p+8*b^2*g^2*q+20*b^2*g^2 *r+513*b^2*g^2*x+44*b^2*g*p^2-24*b^2*g*p*q+136*b^2*g*p*r+1492*b^2*g*p*x+16*b^2* g*q*r+775*b^2*g*q*x-8*b^2*g*r^2-444*b^2*g*r*x-2038*b^2*g*x^2+42*b^2*p^3+48*b^2* p^2*r+531*b^2*p^2*x+112*b^2*p*q*r+1287*b^2*p*q*x-20*b^2*p*r^2-703*b^2*p*r*x-\ 2450*b^2*p*x^2+174*b^2*q^2*x-16*b^2*q*r^2-331*b^2*q*r*x-1326*b^2*q*x^2+50*b^2*r ^2*x+440*b^2*r*x^2+72*b*c^4+114*b*c^3*g+474*b*c^3*p-54*b*c^3*q+714*b*c^3*r+8508 *b*c^3*x+93*b*c^2*g^2+428*b*c^2*g*p-33*b*c^2*g*q+684*b*c^2*g*r+8446*b*c^2*g*x+ 621*b*c^2*p^2+81*b*c^2*p*q+915*b*c^2*p*r+7912*b*c^2*p*x-30*b*c^2*q^2+491*b*c^2* q*r+7128*b*c^2*q*x-34*b*c^2*r^2-3574*b*c^2*r*x-14108*b*c^2*x^2+37*b*c*g^3+118*b *c*g^2*p+23*b*c*g^2*q+192*b*c*g^2*r+2431*b*c*g^2*x+427*b*c*g*p^2+3*b*c*g*p*q+ 669*b*c*g*p*r+5759*b*c*g*p*x-10*b*c*g*q^2+286*b*c*g*q*r+4740*b*c*g*q*x-9*b*c*g* r^2-2292*b*c*g*r*x-9526*b*c*g*x^2+246*b*c*p^3+192*b*c*p^2*q+309*b*c*p^2*r+1801* b*c*p^2*x-30*b*c*p*q^2+497*b*c*p*q*r+5262*b*c*p*q*x-b*c*p*r^2-2663*b*c*p*r*x-\ 9330*b*c*p*x^2+85*b*c*q^2*r+1515*b*c*q^2*x-58*b*c*q*r^2-2017*b*c*q*r*x-7680*b*c *q*x^2+100*b*c*r^2*x+2000*b*c*r*x^2+5*b*g^4+9*b*g^3*p+12*b*g^3*q+15*b*g^3*r+179 *b*g^3*x+71*b*g^2*p^2-11*b*g^2*p*q+114*b*g^2*p*r+969*b*g^2*p*x+5*b*g^2*q^2+30*b *g^2*q*r+667*b*g^2*q*x+b*g^2*r^2-328*b*g^2*r*x-1453*b*g^2*x^2+90*b*g*p^3+58*b*g *p^2*q+112*b*g*p^2*r+666*b*g*p^2*x-15*b*g*p*q^2+200*b*g*p*q*r+2073*b*g*p*q*x+b* g*p*r^2-952*b*g*p*r*x-3384*b*g*p*x^2+10*b*g*q^2*r+394*b*g*q^2*x-12*b*g*q*r^2-\ 616*b*g*q*r*x-2535*b*g*q*x^2+20*b*g*r^2*x+680*b*g*r*x^2+27*b*p^4+57*b*p^3*q+39* b*p^3*r+50*b*p^3*x+72*b*p^2*q*r+732*b*p^2*q*x+12*b*p^2*r^2-359*b*p^2*r*x-1252*b *p^2*x^2+70*b*p*q^2*r+738*b*p*q^2*x-26*b*p*q*r^2-947*b*p*q*r*x-3102*b*p*q*x^2+ 15*b*p*r^2*x+690*b*p*r*x^2+62*b*q^3*x-10*b*q^2*r^2-196*b*q^2*r*x-726*b*q^2*x^2+ 65*b*q*r^2*x+570*b*q*r*x^2+132*c^5+224*c^4*g+540*c^4*p+54*c^4*q+488*c^4*r+4376* c^4*x+161*c^3*g^2+712*c^3*g*p+81*c^3*g*q+668*c^3*g*r+5984*c^3*g*x+669*c^3*p^2+ 333*c^3*p*q+761*c^3*p*r+4778*c^3*p*x-18*c^3*q^2+481*c^3*q*r+5258*c^3*q*x+14*c^3 *r^2-2640*c^3*r*x-9648*c^3*x^2+63*c^2*g^3+333*c^2*g^2*p+63*c^2*g^2*q+314*c^2*g^ 2*r+2710*c^2*g^2*x+705*c^2*g*p^2+306*c^2*g*p*q+829*c^2*g*p*r+5246*c^2*g*p*x-12* c^2*g*q^2+484*c^2*g*q*r+5520*c^2*g*q*x+11*c^2*g*r^2-2720*c^2*g*r*x-9952*c^2*g*x ^2+315*c^2*p^3+435*c^2*p^2*q+384*c^2*p^2*r+1230*c^2*p^2*x+24*c^2*p*q^2+634*c^2* p*q*r+5178*c^2*p*q*x+43*c^2*p*r^2-2677*c^2*p*r*x-8726*c^2*p*x^2-6*c^2*q^3+157*c ^2*q^2*r+1992*c^2*q^2*x-12*c^2*q*r^2-2343*c^2*q*r*x-8726*c^2*q*x^2+2080*c^2*r*x ^2+13*c*g^4+64*c*g^3*p+26*c*g^3*q+57*c*g^3*r+434*c*g^3*x+239*c*g^2*p^2+84*c*g^2 *p*q+285*c*g^2*p*r+1762*c*g^2*p*x+7*c*g^2*q^2+145*c*g^2*q*r+1718*c*g^2*q*x+2*c* g^2*r^2-860*c*g^2*r*x-3104*c*g^2*x^2+225*c*g*p^3+307*c*g*p^2*q+267*c*g*p^2*r+ 828*c*g*p^2*x-c*g*p*q^2+486*c*g*p*q*r+4068*c*g*p*q*x+19*c*g*p*r^2-1956*c*g*p*r* x-6196*c*g*p*x^2-2*c*g*q^3+94*c*g*q^2*r+1334*c*g*q^2*x-c*g*q*r^2-1584*c*g*q*r*x -6196*c*g*q*x^2+1440*c*g*r*x^2+57*c*p^4+177*c*p^3*q+84*c*p^3*r-40*c*p^3*x+60*c* p^2*q^2+231*c*p^2*q*r+1284*c*p^2*q*x+27*c*p^2*r^2-737*c*p^2*r*x-2132*c*p^2*x^2-\ 6*c*p*q^3+160*c*p*q^2*r+1554*c*p*q^2*x+13*c*p*q*r^2-1800*c*p*q*r*x-6144*c*p*q*x ^2-50*c*p*r^2*x+1310*c*p*r*x^2+17*c*q^3*r+254*c*q^3*x-18*c*q^2*r^2-623*c*q^2*r* x-2132*c*q^2*x^2+50*c*q*r^2*x+1310*c*q*r*x^2+g^5+4*g^4*p+4*g^4*q+3*g^4*r+14*g^4 *x+26*g^3*p^2+6*g^3*p*q+30*g^3*p*r+174*g^3*p*x+4*g^3*q^2+12*g^3*q*r+142*g^3*q*x -80*g^3*r*x-276*g^3*x^2+39*g^2*p^3+52*g^2*p^2*q+44*g^2*p^2*r+112*g^2*p^2*x-4*g^ 2*p*q^2+89*g^2*p*q*r+760*g^2*p*q*x+g^2*p*r^2-336*g^2*p*r*x-1010*g^2*p*x^2+g^2*q ^3+10*g^2*q^2*r+184*g^2*q^2*x+g^2*q*r^2-244*g^2*q*r*x-1010*g^2*q*x^2+230*g^2*r* x^2+19*g*p^4+67*g*p^3*q+25*g*p^3*r-54*g*p^3*x+18*g*p^2*q^2+88*g*p^2*q*r+536*g*p ^2*q*x+6*g*p^2*r^2-264*g*p^2*r*x-709*g*p^2*x^2-3*g*p*q^3+66*g*p*q^2*r+632*g*p*q ^2*x+5*g*p*q*r^2-680*g*p*q*r*x-2382*g*p*q*x^2-10*g*p*r^2*x+465*g*p*r*x^2+2*g*q^ 3*r+60*g*q^3*x-4*g*q^2*r^2-196*g*q^2*r*x-709*g*q^2*x^2+10*g*q*r^2*x+465*g*q*r*x ^2+3*p^5+21*p^4*q+6*p^4*r-22*p^4*x+18*p^3*q^2+33*p^3*q*r+68*p^3*q*x+3*p^3*r^2-\ 63*p^3*r*x-125*p^3*x^2+24*p^2*q^2*r+216*p^2*q^2*x+12*p^2*q*r^2-260*p^2*q*r*x-\ 901*p^2*q*x^2-20*p^2*r^2*x+175*p^2*r*x^2+14*p*q^3*r+134*p*q^3*x-8*p*q^2*r^2-300 *p*q^2*r*x-901*p*q^2*x^2+470*p*q*r*x^2+8*q^4*x-2*q^3*r^2-37*q^3*r*x-125*q^3*x^2 +20*q^2*r^2*x+175*q^2*r*x^2+36*a^4-132*a^3*b-132*a^3*c-18*a^3*g+132*a^3*p-138*a ^3*q+102*a^3*r+820*a^3*x-324*a^2*b^2-1176*a^2*b*c-398*a^2*b*g-126*a^2*b*p-474*a ^2*b*q+246*a^2*b*r+3512*a^2*b*x-936*a^2*c^2-620*a^2*c*g+108*a^2*c*p-888*a^2*c*q +660*a^2*c*r+6992*a^2*c*x-93*a^2*g^2+92*a^2*g*p-325*a^2*g*q+238*a^2*g*r+2246*a^ 2*g*x+165*a^2*p^2-165*a^2*p*q+201*a^2*p*r+1386*a^2*p*x-156*a^2*q^2+177*a^2*q*r+ 2642*a^2*q*x+30*a^2*r^2-384*a^2*r*x-1796*a^2*x^2-120*a*b^3-1008*a*b^2*c-324*a*b ^2*g-372*a*b^2*p-240*a*b^2*q+266*a*b^2*r+3224*a*b^2*x-2316*a*b*c^2-1536*a*b*c*g -1152*a*b*c*p-1428*a*b*c*q+1072*a*b*c*r+14064*a*b*c*x-224*a*b*g^2-430*a*b*g*p-\ 482*a*b*g*q+371*a*b*g*r+4764*a*b*g*x+24*a*b*p^2-546*a*b*p*q+312*a*b*p*r+4332*a* b*p*x-150*a*b*q^2+365*a*b*q*r+4272*a*b*q*x+8*a*b*r^2-1000*a*b*r*x-4144*a*b*x^2-\ 1452*a*c^3-1510*a*c^2*g-552*a*c^2*p-1602*a*c^2*q+1280*a*c^2*r+14864*a*c^2*x-466 *a*c*g^2-396*a*c*g*p-1132*a*c*g*q+931*a*c*g*r+10100*a*c*g*x+324*a*c*p^2-876*a*c *p*q+822*a*c*p*r+8064*a*c*p*x-462*a*c*q^2+719*a*c*q*r+9606*a*c*q*x+68*a*c*r^2-\ 1936*a*c*r*x-8264*a*c*x^2-41*a*g^3-61*a*g^2*p-179*a*g^2*q+159*a*g^2*r+1563*a*g^ 2*x+152*a*g*p^2-357*a*g*p*q+298*a*g*p*r+2665*a*g*p*x-160*a*g*q^2+265*a*g*q*r+ 3468*a*g*q*x+15*a*g*r^2-708*a*g*r*x-2808*a*g*x^2+84*a*p^3-24*a*p^2*q+129*a*p^2* r+708*a*p^2*x-180*a*p*q^2+225*a*p*q*r+3237*a*p*q*x+39*a*p*r^2-490*a*p*r*x-2244* a*p*x^2-30*a*q^3+116*a*q^2*r+1297*a*q^2*x+14*a*q*r^2-666*a*q*r*x-2796*a*q*x^2-\ 30*a*r^2*x+380*a*r*x^2-120*b^3*c-28*b^3*g-84*b^3*p+56*b^3*r+676*b^3*x-684*b^2*c ^2-408*b^2*c*g-624*b^2*c*p-240*b^2*c*q+434*b^2*c*r+5744*b^2*c*x-42*b^2*g^2-238* b^2*g*p-56*b^2*g*q+112*b^2*g*r+1830*b^2*g*x-84*b^2*p^2-168*b^2*p*q+200*b^2*p*r+ 2258*b^2*p*x+112*b^2*q*r+1266*b^2*q*x-20*b^2*r^2-496*b^2*r*x-1796*b^2*x^2-1272* b*c^3-1222*b*c^2*g-1278*b*c^2*p-954*b*c^2*q+994*b*c^2*r+13352*b*c^2*x-320*b*c*g ^2-968*b*c*g*p-594*b*c*g*q+613*b*c*g*r+8952*b*c*g*x-186*b*c*p^2-882*b*c*p*q+742 *b*c*p*r+9054*b*c*p*x-150*b*c*q^2+589*b*c*q*r+7296*b*c*q*x-32*b*c*r^2-2064*b*c* r*x-8264*b*c*x^2-16*b*g^3-172*b*g^2*p-65*b*g^2*q+82*b*g^2*r+1343*b*g^2*x-75*b*g *p^2-351*b*g*p*q+272*b*g*p*r+3300*b*g*p*x-35*b*g*q^2+164*b*g*q*r+2405*b*g*q*x-5 *b*g*r^2-652*b*g*r*x-2808*b*g*x^2+27*b*p^3-126*b*p^2*q+90*b*p^2*r+1207*b*p^2*x-\ 105*b*p*q^2+272*b*p*q*r+2967*b*p*q*x-b*p*r^2-714*b*p*r*x-2796*b*p*x^2+70*b*q^2* r+744*b*q^2*x-26*b*q*r^2-650*b*q*r*x-2244*b*q*x^2+30*b*r^2*x+380*b*r*x^2-684*c^ 4-936*c^3*g-612*c^3*p-852*c^3*q+778*c^3*r+9648*c^3*x-415*c^2*g^2-726*c^2*g*p-\ 863*c^2*g*q+805*c^2*g*r+9952*c^2*g*x+75*c^2*p^2-879*c^2*p*q+821*c^2*p*r+8858*c^ 2*p*x-306*c^2*q^2+654*c^2*q*r+8594*c^2*q*x+18*c^2*r^2-2080*c^2*r*x-8608*c^2*x^2 -61*c*g^3-266*c*g^2*p-244*c*g^2*q+256*c*g^2*r+3104*c*g^2*x+58*c*g*p^2-708*c*g*p *q+615*c*g*p*r+6343*c*g*p*x-195*c*g*q^2+429*c*g*q*r+6049*c*g*q*x+10*c*g*r^2-\ 1440*c*g*r*x-5968*c*g*x^2+117*c*p^3-150*c*p^2*q+243*c*p^2*r+2111*c*p^2*x-285*c* p*q^2+497*c*p*q*r+6144*c*p*q*x+38*c*p*r^2-1284*c*p*r*x-5246*c*p*x^2-30*c*q^3+ 186*c*q^2*r+2153*c*q^2*x-12*c*q*r^2-1336*c*q*r*x-5246*c*q*x^2+800*c*r*x^2-g^4-\ 30*g^3*p-14*g^3*q+24*g^3*r+276*g^3*x+14*g^2*p^2-136*g^2*p*q+109*g^2*p*r+1052*g^ 2*p*x-22*g^2*q^2+63*g^2*q*r+968*g^2*q*x+g^2*r^2-230*g^2*r*x-946*g^2*x^2+50*g*p^ 3-68*g*p^2*q+88*g*p^2*r+698*g*p^2*x-116*g*p*q^2+193*g*p*q*r+2382*g*p*q*x+9*g*p* r^2-482*g*p*r*x-1871*g*p*x^2-7*g*q^3+54*g*q^2*r+720*g*q^2*x-g*q*r^2-448*g*q*r*x -1871*g*q*x^2+280*g*r*x^2+15*p^4+12*p^3*q+27*p^3*r+110*p^3*x-42*p^2*q^2+66*p^2* q*r+904*p^2*q*x+12*p^2*r^2-149*p^2*r*x-655*p^2*x^2-21*p*q^3+86*p*q^2*r+898*p*q^ 2*x+5*p*q*r^2-470*p*q*r*x-1862*p*q*x^2-15*p*r^2*x+250*p*r*x^2+14*q^3*r+140*q^3* x-8*q^2*r^2-201*q^2*r*x-655*q^2*x^2+15*q*r^2*x+250*q*r*x^2-144*a^3-708*a^2*b-\ 1404*a^2*c-450*a^2*g-204*a^2*p-558*a^2*q+108*a^2*r+1952*a^2*x-564*a*b^2-2676*a* b*c-908*a*b*g-816*a*b*p-786*a*b*q+274*a*b*r+4144*a*b*x-2940*a*c^2-2016*a*c*g-\ 1458*a*c*p-1902*a*c*q+550*a*c*r+8708*a*c*x-317*a*g^2-479*a*g*p-684*a*g*q+213*a* g*r+2964*a*g*x-72*a*p^2-642*a*p*q+138*a*p*r+2370*a*p*x-252*a*q^2+175*a*q*r+2880 *a*q*x+20*a*r^2-314*a*r*x-1676*a*x^2-72*b^3-780*b^2*c-242*b^2*g-366*b^2*p-144*b ^2*q+164*b^2*r+1640*b^2*x-2184*b*c^2-1442*b*c*g-1626*b*c*p-1074*b*c*q+614*b*c*r +7820*b*c*x-207*b*g^2-600*b*g*p-349*b*g*q+185*b*g*r+2652*b*g*x-207*b*p^2-507*b* p*q+199*b*p*r+2712*b*p*x-90*b*q^2+218*b*q*r+2118*b*q*x-10*b*r^2-446*b*r*x-1676* b*x^2-1752*c^3-1808*c^2*g-1620*c^2*p-1488*c^2*q+606*c^2*r+8608*c^2*x-561*c*g^2-\ 1180*c*g*p-1033*c*g*q+422*c*g*r+5968*c*g*x-321*c*p^2-1149*c*p*q+367*c*p*r+5366* c*p*x-342*c*q^2+393*c*q*r+5126*c*q*x+10*c*r^2-800*c*r*x-3536*c*x^2-49*g^3-201*g ^2*p-159*g^2*q+68*g^2*r+946*g^2*x-103*g*p^2-448*g*p*q+144*g*p*r+1916*g*p*x-114* g*q^2+127*g*q*r+1826*g*q*x+3*g*r^2-280*g*r*x-1240*g*x^2-3*p^3-165*p^2*q+42*p^2* r+670*p^2*x-162*p*q^2+127*p*q*r+1862*p*q*x+11*p*r^2-217*p*r*x-1078*p*x^2-18*q^3 +68*q^2*r+640*q^2*x-4*q*r^2-283*q*r*x-1078*q*x^2+120*r*x^2-408*a^2-804*a*b-1788 *a*c-610*a*g-468*a*p-582*a*q+76*a*r+1748*a*x-252*b^2-1344*b*c-454*b*g-498*b*p-\ 342*b*q+142*b*r+1604*b*x-1632*c^2-1132*c*g-1044*c*p-924*c*q+230*c*r+3536*c*x-\ 179*g^2-374*g*p-329*g*q+81*g*r+1240*g*x-123*p^2-357*p*q+55*p*r+1096*p*x-108*q^2 +88*q*r+1060*q*x+2*r^2-120*r*x-552*x^2-360*a-288*b-684*c-240*g-216*p-198*q+34*r +552*x-108)*dx^4-18768*a^2*b^2*c*p^3+14*c^2*g*q^4*r-309*c^2*g^4*q*r-898*c^2*g^3 *p^2*r-316*c^2*g^3*q^2*r-20408*a^2*b^2*c*p^2+42776*a^2*b^2*c*p+1231*c^2*g^2*p^3 *r+12032*a^2*b^2*c*g^2-75*c^2*g^2*q^3*r+41656*a^2*b^2*c*g+2228*c^2*g*p^4*r-2076 *c*a*p^5*q-765*c^2*g^4*p*r+2730*c^3*g*p^3*r-354*c^3*g*q^3*r+1362*c^3*p^3*q*r-\ 664*c^3*p^2*q^2*r-418*c^3*p*q^3*r-2092*c^4*p*q^2*r-2564*c^3*g^3*p*r-1464*c^3*g^ 3*q*r-1653*c^3*g^2*p^2*r-1299*c^3*g^2*q^2*r+1993*q^2*b*r*g+6522*b^2*q*r*a+3359* b^2*q*r*g+6244*q^2*c*b*a-3960*p^3*a*c*q^3+3618*q*b*p*g^2-1224*p^2*a*c*q^4-92*a* c*p*q^5+7928*b^3*c*a*q+992*c+280*g+292*q-16*b^5*g^2*p-384*g^3*b*p^4-16*b^5*c*g^ 2+46464*a*b*c^4-448*b^5*c^2*p-21376*a*b*c^6-11712*a*b*c^5-284*b*g^2*p^5-304*b^5 *c*p^2-1602*a*b*p^4-157*q^4*r*x-3234*g^3*r*x-96*b*g*p^6-55472*c^4*r*x-60*b*g^5* p^2-120*a*b*p^6-1170*a*b*p^5-870*g^4*r*x+3234*g^3*r*x^2+845*p^4*r*x+2916*b^3*r^ 2*x+132*a*b*q^4-72*b^5*g*p^2-2*b*g^6*p-1548*q^2*r^2*p*c*a-2211*q^2*r^2*a*c*g-\ 1205*q^2*r^2*p*c*g-26808*r^2*c^2*g*a*b-981*q^2*r^2*p*a*g-153*b^2*p*r*g*q-1337*r ^2*p^2*g*q*c-14360*b^2*r^2*p*c*a-5952*b^2*r^2*p*a*g+3195*p*a*r^3*b*g-362*r^2*p^ 2*a*q*c-1848*a*b-1512*a^2-1520*a*g-558*p^2-1704*p*a-2480*p*c-260*p*r-924*r*a-\ 3376*r*c-3400*c*a-1240*c*b-1104*c^2-824*c*q-1208*c*g-1644*r*b-1016*r*q-1100*r*g -864*q*a-636*q*p-1188*p*b-934*p*g+1304*b^3*c*a*q^2+44608*a*b^2*c^3-4680*b^4*r*x -1504*b^4*c^3*g+6628*a^3*r^2*x-400*a*b^4*g*p*q-5440*c^3-6976*a^2*c-2300*a^2*q-\ 11256*a*c^2-8712*b*c^2-962*b*p^2-6448*c^2*g-5728*c^2*q-2624*c*g^2-676*g^2*p-554 *p^2*q-13280*q*b*r^2*a^2*c-1454*q*b*r^2*p^2*g-15954*q*b*r^2*a*c^2-1547*q*b*r^2* p*g^2-12974*b^2*r^2*a*c*g-6713*q*b*r^2*c^2*g-7936*b^2*r^2*p*c*g-5510*r^2*q*a^2* b*g+1899*r^2*p^2*g*a*c-3178*r^2*q*a^2*p*g-5016*q*b*r^2*p*a^2-8534*q*b*r^2*p*c^2 -2088*q*b*r^2*c*g^2-3802*r^2*p^2*g*b*c-773*r^2*p^2*g*q*a-1876*r^2*p^2*g*a*b-\ 2562*q*b*r^2*p^2*c-14518*r^2*a^2*c*b*p-12883*r^2*c^2*g*q*a-1844*q*b*r^2*p^2*a-\ 10032*r^2*a^2*c*q*g-6056*r^2*a^2*c*q*p-20064*b^3*a*c^2*p*q+9664*b^3*a*c^2*g-352 *b^3*a*c^2*p-480*b^4*c^2*g^2+3284*a^2*r^3*x-898*a*r^4*x+2932*b^2*r^3*x-934*b*r^ 4*x+10064*c^3*r^2*x+16768*c^2*r^3*x-1936*c*r^4*x+1726*g^2*r^3*x-680*g*r^4*x+ 2197*p^3*r^2*x+663*p^2*r^3*x-569*p*r^4*x+1221*q^3*r^2*x+731*q^2*r^3*x-587*q*r^4 *x-2259*q^3*r*x+8076*a^2*b*r+6208*a^2*g*r+5172*a*b^2*r+3519*a*g^2*r+2464*b^2*g* r+2175*b*g^2*r-5192*a*b*g-40*b^4*c*g^3-4712*b^3*c*a*p^2+20432*b^3*c*a*p+5064*b^ 3*c*a*g^2+14800*b^3*c*a*g-7264*b^3*a*c^2*g*q-812*q*b*c^2*r*g-16782*q*c*a*r^2*g-\ 51536*b*p*c^2*r*a-7479*r^2*q*p*g*a-11009*r^2*q*p*g*c-9160*q*p*g*a^2*r-3143*q^2* b*r*p*c-18831*q*p*g*c^2*r-1592*b^2*p*a*r*q+2406*b^2*a*c*r*q+2938*b^2*a*c*r*g-\ 3596*b^2*c*r*g*p-11528*b^2*a*c*r*p-5954*q*p*g^2*c*r-9526*q*p^2*g*a*r-5918*p*b*a *r*g^2-12377*p*b*g*a^2*r-14023*q*p^2*g*c*r-314*q^2*c*r*g*b-2929*q^2*p*a*r*b-976 *q^2*p*r*g*b-1222*b^2*q*r*p*c-36395*p*a^2*c*r*g-7837*b*g^2*c*r*p-4051*b*g^2*a*c *r-18860*q*b*a*c*r^2-18967*p*a*c*r*g^2-8456*q*b*c*r^2*g-4523*q*b*p*r^2*g-7446*b *g*a^2*c*r-7506*q*b*c^2*r*a-15014*q*b*c^2*r*p-4237*q*b*p^2*r*g-13550*q*b*p^2*r* c-9792*q*b*p^2*r*a-4303*q*c*a*r*g^2+362*b*g^4-272*a*b^4+106948*a^2*c^2*r*x^2+ 25596*a*b^3*r*x^2+25596*a^3*b*r*x^2+39080*a^3*c*r*x^2+14104*a^3*q*r*x^2+20064*b ^2*a^2*c^2*g-13360*a*b*c-3904*a*b*p-8932*a*c*g-7240*a*c*q-2864*a*g*q-2112*a*p*q -7084*b*c*g-6844*b*c*p-2426*b*g*p-4474*c*g*q-3908*c*p*q-1402*g*p*q-608*b^4*c^3* q-3872*b^4*c^3*p-5308*a*c*p-1958*a*g*p-4102*c*g*p-3552*b^4*c^2*p^2-34544*a^3*c* b*p^2*q-19936*a^3*c*b*p*q^2-13968*a^3*c*b*p*q+756*a^2*q^2*r^3+395*a^2*q*r^4+344 *a*b^2*r^4+508*b^2*c*g*q*r*x+18512*b^2*c*p*q*r*x+3802*b^2*g*p*q*r*x+68204*b*c^2 *g*p*r*x+25714*a*g*p^2*q*r*x+14785*a*g*p*q^2*r*x+10986*b^2*c*g*p*r*x-12*a*b*c*g ^5*r^2-127*a*b*c*g^4*r^3-159*a*b*c*g^3*r^4-62*a*b*c*g^2*r^5-8544*c*p*x^2-3504*g *p*x^2-2976*p*q*x^2-250*q^3*r^3*x+3120*p*q^2*x+2976*p*q*x-260*q^2*r^4*x+55248*a *c^2*x+65*q*r^5*x+6186*a*q^2*x+32304*b^2*c*x+10524*b^2*p*x+50160*b*c^2*x+33408* c^2*g*x+30912*c^2*p*x+30912*c^2*q*x+13584*c*g^2*x+11112*c*q^2*x+4158*g^2*p*x+ 4602*g^2*q*x+4422*g*q^2*x+9504*a*b*x+14160*a*c*x+6696*a*g*x+4740*a*q*x+9840*b*c *x+5112*b*g*x+5388*b*p*x+5820*b*q*x+6144*c*g*x+10200*c*p*x+6888*c*q*x+4044*g*p* x+2964*g*q*x+35664*a^2*c*x+8892*a^2*p*x+3054*a*p^2*x+8568*c*p^2*x+3354*g*p^2*x+ 7764*a*p*x+5742*b*p^2*x+3000*p^2*q*x+11220*a^2*q*x+11700*b^2*q*x+6282*b*q^2*x-5 *p*q*r^6-23*q^5*r^2*x-50*q^4*r^3*x+30*q^3*r^4*x-6096*a^2*r*x-7940*a*r^2*x-1608* b^2*r*x-8468*b*r^2*x+9152*c^2*r*x-18512*c*r^2*x-780*g^2*r*x-6376*g*r^2*x-4162*p ^2*r*x-4258*p*r^2*x-2014*q^2*r*x-4954*q*r^2*x-33984*b^2*c*x^2+43*q^2*r^5*x-\ 10296*b^2*q*x^2+3852*b^2*r*x^2-52704*b*c^2*x^2-4668*b*q^2*x^2-33408*c^2*g*x^2-\ 30912*c^2*q*x^2-9152*c^2*r*x^2-13584*c*g^2*x^2-9840*c*q^2*x^2-4380*g^2*q*x^2+ 780*g^2*r*x^2-3888*g*q^2*x^2+3088*q^2*r*x^2-12000*b*c*x^2-5904*b*g*x^2-6792*b*q *x^2-6144*c*g*x^2-8544*c*q*x^2-3504*g*q*x^2-33984*a^2*c*x^2-3*q*r^6*x-10296*a^2 *p*x^2-10872*a^2*q*x^2+3852*a^2*r*x^2-52704*a*c^2*x^2+210*q^4*r^2*x-4668*a*p^2* x^2-5964*a*q^2*x^2-10872*b^2*p*x^2-5964*b*p^2*x^2-30912*c^2*p*x^2-9840*c*p^2*x^ 2-4380*g^2*p*x^2-3888*g*p^2*x^2-3060*p^2*q*x^2+3088*p^2*r*x^2-3060*p*q^2*x^2-\ 9504*a*b*x^2-12000*a*c*x^2-5904*a*g*x^2-6792*a*p*x^2-5064*a*q*x^2-5064*b*p*x^2-\ 44*a*q^2*r^5-8*a*q*r^6-40*b^4*q*r^3+334*b^3*p^3*r^2+264*b^3*p^2*r^3-28*b^3*p*r^ 4-70*b^3*q^2*r^3-72*b^3*q*r^4-55*b^2*p*r^5-56*b^2*q^3*r^3-78*b^2*q^2*r^4-24*b^2 *q*r^5-5*b*p*r^6-21*b*q^4*r^3-36*b*q^3*r^4-15*b*q^2*r^5+5476*c^5*q*r^2+3690*c^4 *q^2*r^2+3292*c^4*q*r^3+1238*c^3*q^3*r^2+1334*c^3*q^2*r^3-129*c^3*q*r^4+204*c^2 *q^4*r^2+150*c^2*q^3*r^3-236*c^2*q^2*r^4-195*c^2*q*r^5+13*c*q^5*r^2-20*c*q^4*r^ 3-84*c*q^3*r^4-59*c*q^2*r^5-8*c*q*r^6+39*g^5*p*r^2+23*g^5*q*r^2+174*g^4*p^2*r^2 +76*g^4*p*r^3+43*g^4*q^2*r^2+23*g^4*q*r^3+206*g^3*p^2*r^3+40*g^3*q^3*r^2+24*g^3 *q^2*r^3-14*g^3*q*r^4+16*g^2*q^4*r^2-2*g^2*q^3*r^3-30*g^2*q^2*r^4-17*g^2*q*r^5+ 2*g*q^5*r^2-12*g*q^4*r^3-29*g*q^3*r^4-18*g*q^2*r^5-3*g*q*r^6+65*p^2*q^4*r^2+10* p*q^5*r^2+p*q^4*r^3-36*p*q^3*r^4-32*p*q^2*r^5-g^2*q*r^6-7*g*p^6*r^2+50*p^5*q^2* r^2+50*p^4*q^3*r^2+15*p^3*q^4*r^2-p^2*q^5*r^2-16*p^2*q^4*r^3-27*p^2*q^3*r^4-16* p^2*q^2*r^5-4*p^2*q*r^6-3*p*q^5*r^3-6*p*q^4*r^4-3*p*q^3*r^5+4606*r^2*x^2*q+2*q^ 6*r^2*x+11*q^5*r^3*x+12*q^4*r^4*x+8204*r^2*x^2*b-q^3*r^5*x-4*q^2*r^6*x+648*a^5* p*r^2+264*a^5*q*r^2+668*a^4*q^2*r^2+684*a^4*q*r^3+500*a^3*q^3*r^2+688*a^3*q^2*r ^3+142*a^3*q*r^4+127*a^2*q^4*r^2+177*a^2*q^3*r^3-8*a^2*q^2*r^4-60*a^2*q*r^5+13* a*q^5*r^2+a*q^4*r^3-48*a*q^3*r^4-5640*r*x^2*g-4*g^2*q^2*r^5+8204*r^2*x^2*a+ 18512*r^2*x^2*c+6376*r^2*x^2*g+4606*r^2*x^2*p+91*p^5*r^2+40*p^3*r^4-170*r^2*g^4 +135*r^4*g^2+187*r^3*p^3-70*q^3*p+634*q^3*c^2-772*q^3*c+214*g^4*q+3128*p*a^4+ 436*q^3*p^2+88*a^2*g^5-1364*b^3*g-2480*b^3*a+264*g^3*q^2-256*q^3*a+924*p^3*g^2+ 196*p^4*g-8*p^4*a+1086*p^3*a^2+32368*a^2*c^3-2238*a^3*r^2+404*p^4*c+22192*a^3*c ^2+3842*q^2*c^3+5182*p^3*c^2+2144*a^4*q+17452*p*c^4+9152*c^3*g^2-328*q^2*g^2+ 504*p^4*b+262*q*p^4+23152*c^4*a+7536*a^4*c+424*g^4*p+8428*c^4*q+11896*c^4*g+ 1852*a^3*q^2+3104*p^2*a^3+688*q^2*p^3+674*q^3*a^2+788*g^4*c+12496*c^4*b+788*a^4 *r+10408*c^4*r+15434*p^2*c^3+165*g^4*r-452*p^4*r-358*g^3*r^2+7504*b^2*c^3-2912* b^2*a^2+102*g^3*a-7792*b^2*c^2-294*q^2*a^2-2718*q^2*c^2-192*g^3*b-1808*a^3*b^2* c^2*g*r^2-336*a^3*b^2*c*g^2*r^2-1160*a^3*b^2*c*g*r^3-96*a*b^5*c*g-480*a*b^5*c*p +20912*b^2*c^4*g*p*r+8112*b^2*c^4*g*q*r+15744*b^2*c^4*p*q*r+12008*b^2*c^3*g^2*p *r+4240*b^2*c^3*g^2*q*r+22048*b^2*c^3*g*p^2*r+2704*b^2*c^3*g*q^2*r-101072*a^2*c ^3*g*p*q+556*b^3*g*p^3*q*r+204*b^3*g*p^2*q^2*r+52*b^3*g^3*p*q*r+372*b^3*g^2*p^2 *q*r+52*b^3*g^2*p*q^2*r+1728*b^3*c*p^3*q*r+672*b^3*c*p^2*q^2*r+952*b^3*c^2*p*q^ 2*r+344*b^3*c*g^3*p*r+52*b^3*c*g^3*q*r+1772*b^3*c*g^2*p^2*r+52*b^3*c*g^2*q^2*r+ 2332*b^3*c*g*p^3*r-46240*a^2*c^2*g^2*p*q+4532*b^3*c^2*p^2*q*r-77596*a^2*c^2*g*p ^2*q-46048*a^2*c^2*g*p*q^2-51444*a^2*c^2*g*p*q+2860*b^3*c^2*g^2*p*r+676*b^3*c^2 *g^2*q*r+6464*b^3*c^2*g*p^2*r+320*b^3*c^2*g*q^2*r-189*a*g*q*r^5*x^2+25*a*p^4*q* r^3*x+1317*a*p^4*q*r^2*x^2-71*a*p^3*q^2*r^3*x+3217*a*p^3*q^2*r^2*x^2+257*a*p^3* q*r^4*x+1167*a*p^3*q*r^3*x^2+51*a*p^2*q^3*r^3*x+3389*a*p^2*q^3*r^2*x^2+367*a*p^ 2*q^2*r^4*x+2382*a*p^2*q^2*r^3*x^2+133*a*p^2*q*r^5*x-3*a*p^2*q*r^4*x^2+1575*a*p *q^4*r^2*x^2+1475*a*p*q^3*r^3*x^2+36*a*p*q^2*r^4*x^2-180*a*p*q*r^5*x^2+4924*b^4 *c*p*r^2*x^2+5924*b^4*c*q*r^2*x^2+1965*a*g^3*q^2*r^2*x^2+1487*a*g^3*q*r^3*x^2+ 329*a*g^2*p^3*r^3*x+2445*a*g^2*p^3*r^2*x^2+403*a*g^2*p^2*r^4*x+1672*a*g^2*p^2*r ^3*x^2+108*a*g^2*p*r^5*x+63*a*g^2*p*r^4*x^2+2544*a*g^2*q^3*r^2*x^2+2309*a*g^2*q ^2*r^3*x^2+206*a*g^2*q*r^4*x^2+309*a*g*p^4*r^3*x+1183*a*g*p^4*r^2*x^2+301*a*g*p ^3*r^4*x+668*a*g*p^3*r^3*x^2+102*a*g*p^2*r^5*x-183*a*g*p^2*r^4*x^2+6*a*g*p*r^6* x-150*a*g*p*r^5*x^2+1380*a*g*q^4*r^2*x^2+1287*a*g*q^3*r^3*x^2+51*a*g*q^2*r^4*x^ 2-6*a*g^3*p^2*r^3*x+1999*a*g^3*p^2*r^2*x^2+196*a*g^3*p*r^4*x+1265*a*g^3*p*r^3*x ^2+3879*a*c*q^4*r^2*x^2+3623*a*c*q^3*r^3*x^2+107*a*c*q^2*r^4*x^2-528*a*c*q*r^5* x^2+20*a*b*g^2*q^4*r+444*a*b*g*p^5*r+68*a*b*g^4*q^2*r+1016*a*b*g^3*p^3*r+68*a*b *g^3*q^3*r+1024*a*b*g^2*p^4*r+581*a*c*p^4*r^3*x+3301*a*c*p^4*r^2*x^2+823*a*c*p^ 3*r^4*x+2309*a*c*p^3*r^3*x^2+339*a*c*p^2*r^5*x-309*a*c*p^2*r^4*x^2+29*a*c*p*r^6 *x-450*a*c*p*r^5*x^2+121136*a*b*c^3*q*r^2*x^2-7508*a*b*c^2*p^2*r^3*x+76870*a*b* c^2*p^2*r^2*x^2+5808*a*b*c^2*p*r^4*x+55934*a*b*c^2*p*r^3*x^2-1955*a*b^2*g*p^2*r ^3*x+12081*a*b^2*g*p^2*r^2*x^2+777*a*b^2*g*p*r^4*x+10879*a*b^2*g*p*r^3*x^2+ 12506*a*b^2*g*q^2*r^2*x^2+9540*a*b^2*g*q*r^3*x^2-1239*a*b^2*p^2*q*r^3*x+14701*a *b^2*p^2*q*r^2*x^2+14207*a*b^2*p*q^2*r^2*x^2+10734*a*b^2*p*q*r^3*x^2-17688*a*b* c^3*p*r^3*x+121136*a*b*c^3*p*r^2*x^2-4660*a*b^2*c*p^2*r^3*x+37152*a*b^2*c*p^2*r ^2*x^2+2366*a*b^2*c*p*r^4*x+30286*a*b^2*c*p*r^3*x^2+36162*a*b^2*c*q^2*r^2*x^2+ 27200*a*b^2*c*q*r^3*x^2+22304*a*b^3*c*p*r^2*x^2+24304*a*b^3*c*q*r^2*x^2+9452*a* b^3*p*q*r^2*x^2-13268*a*b^2*c^2*p*r^3*x+82876*a*b^2*c^2*p*r^2*x^2+82316*a*b^2*c ^2*q*r^2*x^2-1472*a^2*g^2*p*q*r^3*x+7054*a^2*g^2*p*q*r^2*x^2-952*a^2*g*p^2*q*r^ 3*x+9665*a^2*g*p^2*q*r^2*x^2-1073*a^2*g*p*q^2*r^3*x+10122*a^2*g*p*q^2*r^2*x^2+ 851*a^2*g*p*q*r^4*x+7071*a^2*g*p*q*r^3*x^2-391*a*b^2*p^3*r^3*x+5269*a*b^2*p^3*r ^2*x^2+468*a*b^2*p^2*r^4*x+5065*a*b^2*p^2*r^3*x^2+486*a*b^2*p*r^4*x^2+205*a^2*p *q*r^5*x+204*a^2*p*q*r^4*x^2+5466*a*b^3*p^2*r^2*x^2+5340*a*b^3*p*r^3*x^2+5874*a *b^3*q^2*r^2*x^2+4068*a*b^3*q*r^3*x^2+274*a^2*g^2*p^2*r^3*x+4360*a^2*g^2*p^2*r^ 2*x^2+516*a^2*g^2*p*r^4*x+2670*a^2*g^2*p*r^3*x^2+4143*a^2*g^2*q^2*r^2*x^2+3619* a^2*g^2*q*r^3*x^2+713*a^2*g*p^3*r^3*x+3282*a^2*g*p^3*r^2*x^2+641*a^2*g*p^2*r^4* x+1908*a^2*g*p^2*r^3*x^2+168*a^2*g*p*r^5*x-63*a^2*g*p*r^4*x^2+3739*a^2*g*q^3*r^ 2*x^2+3749*a^2*g*q^2*r^3*x^2+379*a^2*g*q*r^4*x^2-101*a^2*p^3*q*r^3*x+3469*a^2*p ^3*q*r^2*x^2-407*a^2*p^2*q^2*r^3*x+6067*a^2*p^2*q^2*r^2*x^2+508*a^2*p^2*q*r^4*x +2888*a^2*p^2*q*r^3*x^2-3*a^2*p*q^3*r^3*x+4291*a^2*p*q^3*r^2*x^2+518*a^2*p*q^2* r^4*x+3689*a^2*p*q^2*r^3*x^2-62240*b^2*a^2*c^2*p*q+1189*a^2*c*p^3*r^3*x+8967*a^ 2*c*p^3*r^2*x^2+1728*a^2*c*p^2*r^4*x+6167*a^2*c*p^2*r^3*x^2+549*a^2*c*p*r^5*x+ 132*a^2*c*p*r^4*x^2+10893*a^2*c*q^3*r^2*x^2+10205*a^2*c*q^2*r^3*x^2+912*a^2*c*q *r^4*x^2-352*a^2*c^2*p^2*r^3*x+36742*a^2*c^2*p^2*r^2*x^2+4210*a^2*c^2*p*r^4*x+ 24244*a^2*c^2*p*r^3*x^2+39628*a^2*c^2*q^2*r^2*x^2+29306*a^2*c^2*q*r^3*x^2-7568* a^2*c^3*p*r^3*x+59272*a^2*c^3*p*r^2*x^2+61224*a^2*c^3*q*r^2*x^2-26576*b^2*a^2*c ^2*g*q+83*a^2*b*p^3*r^3*x+4775*a^2*b*p^3*r^2*x^2+654*a^2*b*p^2*r^4*x+3761*a^2*b *p^2*r^3*x^2+237*a^2*b*p*r^5*x+174*a^2*b*p*r^4*x^2+5269*a^2*b*q^3*r^2*x^2+5065* a^2*b*q^2*r^3*x^2+486*a^2*b*q*r^4*x^2+3882*c^2*g^3*p*r^2+9502*c^2*g^2*p^2*r^2+ 4460*c^2*g^2*p*r^3+8849*c^2*g*p^3*r^2+5464*c^2*g*p^2*r^3+155*c^2*g*p*r^4+7720*c ^2*p^3*q*r^2-2335*c^2*p^3*r^2*x+6813*c^2*p^2*q^2*r^2+4604*c^2*p^2*q*r^3-12720*c ^2*p^2*r^3*x-33141*c^2*p^2*r^2*x^2+2168*c^2*p*q^3*r^2+2332*c^2*p*q^2*r^3-31*c^2 *p*q*r^4-4277*c^2*p*r^4*x-4130*c^2*p*r^3*x^2-33141*c^2*q^2*r^2*x^2-4130*c^2*q*r ^3*x^2+11999*c^3*g^2*p*r^2+18711*c^3*g*p^2*r^2+8760*c^3*g*p*r^3+15866*c^3*p^2*q *r^2+10064*c^3*p^2*r^2*x+8400*c^3*p*q^2*r^2+6698*c^3*p*q*r^3-18134*c^3*p*r^3*x-\ 64998*c^3*p*r^2*x^2-64998*c^3*q*r^2*x^2+695*b*p^4*q*r^2-478*b*p^4*r^2*x+784*b*p ^3*q^2*r^2+518*b*p^3*q*r^3-1510*b*p^3*r^3*x-3637*b*p^3*r^2*x^2+328*b*p^2*q^2*r^ 3-46*b*p^2*q*r^4-516*b*p^2*r^4*x+246*b*p^2*r^3*x^2+144*b*p*r^5*x+1416*b*p*r^4*x ^2-2274*b*q^3*r^2*x^2+1144*b*q^2*r^3*x^2+1104*b*q*r^4*x^2+18100*c^4*g*p*r^2+ 15180*c^4*p*q*r^2+28948*c^4*p*r^2*x+402*a^3*p^3*r^3*x+1290*a^3*p^3*r^2*x^2+298* a^3*p^2*r^4*x+552*a^3*p^2*r^3*x^2+76*a^3*p*r^5*x-124*a^3*p*r^4*x^2+1784*a^3*q^3 *r^2*x^2+1856*a^3*q^2*r^3*x^2+388*a^4*p^2*r^3*x+1396*a^4*p^2*r^2*x^2+208*a^4*p* r^4*x+532*a^4*p*r^3*x^2+1192*a^4*q^2*r^2*x^2+1168*a^4*q*r^3*x^2-24*p^3*q^3*r^3* x^2-72*p^3*q^2*r^4*x^2-13*p^3*q*r^5*x^2-21*p^2*q^4*r^3*x^2-72*p^2*q^3*r^4*x^2-\ 24*p^2*q^2*r^5*x^2-12*p*q^5*r^3*x^2-29*p*q^4*r^4*x^2-13*p*q^3*r^5*x^2+1010*a*c^ 3*p^2*r^3*x^2-3534*a*c^3*p*r^4*x^2+2798*a*c^3*q^2*r^3*x^2-3634*a*c^3*q*r^4*x^2-\ 119*a*b*q^4*r^3*x^2-221*a*b*q^3*r^4*x^2-81*a*b*q^2*r^5*x^2+5248*a*c^4*p*r^3*x^2 +6328*a*c^4*q*r^3*x^2-119*a*b*p^4*r^3*x^2-221*a*b*p^3*r^4*x^2-81*a*b*p^2*r^5*x^ 2-211*a*b^2*q^3*r^3*x^2-459*a*b^2*q^2*r^4*x^2-132*a*b^2*q*r^5*x^2+53*a*b^2*p^3* r^3*x^2-519*a*b^2*p^2*r^4*x^2-168*a*b^2*p*r^5*x^2+732*a*b^3*p^2*r^3*x^2-408*a*b ^3*p*r^4*x^2-60*a*b^3*q^2*r^3*x^2-400*a*b^3*q*r^4*x^2+1212*a*b^2*g*p^2*r^3*x^2-\ 873*a*b^2*g*p*r^4*x^2+363*a*b^2*g*q^2*r^3*x^2-856*a*b^2*g*q*r^4*x^2+1083*a*b^2* p^2*q*r^3*x^2+819*a*b^2*p*q^2*r^3*x^2-990*a*b^2*p*q*r^4*x^2+2874*a*b^2*c*p^2*r^ 3*x^2-2634*a*b^2*c*p*r^4*x^2+1296*a*b^2*c*q^2*r^3*x^2-2528*a*b^2*c*q*r^4*x^2+ 1504*a*b^3*p*q*r^3*x^2+12356*a*b^2*c^2*p*r^3*x^2+10392*a*b^2*c^2*q*r^3*x^2+852* a^2*g*p*q^2*r^3*x^2-663*a^2*g*p*q*r^4*x^2+5148*a*b^3*c*p*r^3*x^2+3124*a*b^3*c*q *r^3*x^2+1038*a^2*g^2*p*q*r^3*x^2+387*a^2*g*p^2*q*r^3*x^2-1652*a^2*c*g*p*r^4*x^ 2+2316*a^2*c*g*q^2*r^3*x^2-1821*a^2*c*g*q*r^4*x^2+795*a^2*c*p^2*q*r^3*x^2+1647* a^2*c*p*q^2*r^3*x^2-1992*a^2*c*p*q*r^4*x^2+1958*a^2*c*g^2*p*r^3*x^2+3175*a^2*c* g^2*q*r^3*x^2-91*a^2*c*g*p^2*r^3*x^2+5866*a^2*c^2*g*p*r^3*x^2+8524*a^2*c^2*g*q* r^3*x^2+5652*a^2*c^2*p*q*r^3*x^2+363*a^2*b*g*p^2*r^3*x^2-856*a^2*b*g*p*r^4*x^2+ 1212*a^2*b*g*q^2*r^3*x^2-873*a^2*b*g*q*r^4*x^2+819*a^2*b*p^2*q*r^3*x^2+1083*a^2 *b*p*q^2*r^3*x^2-990*a^2*b*p*q*r^4*x^2-2424*b*c^4*q*r^4*x^2+516*a^3*c*g*r*x^2-\ 20898*a^3*c*p*r*x^2-4864*a^3*c*q*r*x^2-9465*a^3*g*p*r*x^2+108*a^3*g*q*r*x^2-\ 6120*a^3*p*q*r*x^2+24496*a^2*b^2*c*r*x^2+10452*a^2*b^2*g*r*x^2-1420*a^2*b^2*p*r *x^2-1420*a^2*b^2*q*r*x^2+10456*a^2*b*c^2*r*x^2-87824*a^2*b*c*r^2*x^2+1365*a^2* b*g^2*r*x^2-32720*a^2*b*g*r^2*x^2-18027*a^2*b*p^2*r*x^2-12551*a^2*b*q^2*r*x^2-\ 1770*b*c^3*p^2*r^4*x^2-171*b^2*p^2*q^2*r^4*x^2-24*b^2*p^2*q*r^5*x^2-75*b^2*p*q^ 3*r^4*x^2-18*b^2*p*q^2*r^5*x^2-714*a*b*c*g^4*q+12216*a^3*b*c*r*x^2+4392*a^3*b*g *r*x^2-7776*a^3*b*p*r*x^2+2232*a^3*b*q*r*x^2-2616*b*c^4*p*r^4*x^2-162*b^2*g^2*p ^2*r^4*x^2-24*b^2*g^2*p*r^5*x^2-73*b^2*g^2*q^2*r^4*x^2-14*b^2*g^2*q*r^5*x^2-105 *b^2*g*p^3*r^4*x^2-24*b^2*g*p^2*r^5*x^2-18*b^2*g*q^3*r^4*x^2-5*b^2*g*q^2*r^5*x^ 2-117*b^2*p^3*q*r^4*x^2-95916*a*b*c*g*p*q*r^2*x-11408*a*b*c*g*p*q*r^3*x+95916*a *b*c*g*p*q*r^2*x^2+3175*b^2*c*g^2*p*r^3*x^2+1958*b^2*c*g^2*q*r^3*x^2+2316*b^2*c *g*p^2*r^3*x^2-1821*b^2*c*g*p*r^4*x^2-91*b^2*c*g*q^2*r^3*x^2-1652*b^2*c*g*q*r^4 *x^2+1647*b^2*c*p^2*q*r^3*x^2+795*b^2*c*p*q^2*r^3*x^2+8524*b^2*c^2*g*p*r^3*x^2+ 5866*b^2*c^2*g*q*r^3*x^2+5652*b^2*c^2*p*q*r^3*x^2+1466*b^3*c*g*q*r^3*x^2+2076*b ^3*c*p*q*r^3*x^2+870*b^3*g*p*q*r^3*x^2+3438*b^3*c*g*p*r^3*x^2+464*a*g^3*p*q*r^3 *x^2+414*a*g^2*p^2*q*r^3*x^2+599*a*g^2*p*q^2*r^3*x^2-459*a*g^2*p*q*r^4*x^2-41*a *g*p^3*q*r^3*x^2+324*a*g*p^2*q^2*r^3*x^2-525*a*g*p^2*q*r^4*x^2+143*a*g*p*q^3*r^ 3*x^2-558*a*g*p*q^2*r^4*x^2-168*a*g*p*q*r^5*x^2-1435*a*c*g*q^2*r^4*x^2-467*a*c* g*q*r^5*x^2-196*a*c*p^3*q*r^3*x^2+414*a*c*p^2*q^2*r^3*x^2-1521*a*c*p^2*q*r^4*x^ 2+140*a*c*p*q^3*r^3*x^2-1605*a*c*p*q^2*r^4*x^2-450*a*c*p*q*r^5*x^2+3670*b*c*g^2 *p*q*r^3*x^2+2623*b*c*g*p^2*q*r^3*x^2+1785*b*c*g*p*q^2*r^3*x^2-2835*b*c*g*p*q*r ^4*x^2-390*b*c*g*q*r^5*x^2+140*b*c*p^3*q*r^3*x^2+414*b*c*p^2*q^2*r^3*x^2-1605*b *c*p^2*q*r^4*x^2-196*b*c*p*q^3*r^3*x^2-1521*b*c*p*q^2*r^4*x^2-450*b*c*p*q*r^5*x ^2+1067*b*c*g^3*p*r^3*x^2+826*b*c*g^3*q*r^3*x^2+1183*b*c*g^2*p^2*r^3*x^2-1235*b *c*g^2*p*r^4*x^2+322*b*c*g^2*q^2*r^3*x^2-1161*b*c*g^2*q*r^4*x^2+113*b*c*g*p^3*r ^3*x^2-1435*b*c*g*p^2*r^4*x^2-467*b*c*g*p*r^5*x^2-725*b*c*g*q^3*r^3*x^2-1323*b* c*g*q^2*r^4*x^2-3553*b*c^2*g*q*r^4*x^2+2601*b*c^2*p^2*q*r^3*x^2+1665*b*c^2*p*q^ 2*r^3*x^2-4176*b*c^2*p*q*r^4*x^2+455*a*p*q*r^4+1043*b*c*p*r^4+400*b*g*p*r^4+667 *c*p*q*r^4+1017*b*p^2*q*r^3+262*b*p*q*r^4-52*a*g*r^5-576*b^2-732*b*q-270*q^2-54 *a^3*q^3*r^4*x^2-12*a^3*q^2*r^5*x^2-60*a^4*q^2*r^4*x^2-8*a^4*q*r^5*x^2-588*a^3* c*g*p*r^4*x^2-880*a^3*c*g*q*r^4*x^2-828*a^3*c*p*q*r^4*x^2-7008*a^2*b*c^4*g*r^2-\ 156*a^2*b^2*c*g^3*r^2-840*a^2*b^2*c*g^2*r^3-520*a^2*b^2*c*g*r^4-3728*a^2*b^2*c^ 3*g*r^2-1360*a^2*b^2*c^2*g^2*r^2-2824*a^2*b^2*c^2*g*r^3-704*a^2*b^3*c^2*g*r^2-\ 120*a^2*b^3*c*g^2*r^2-416*a^2*b^3*c*g*r^3+2640*r*x*p-6*g^2*q^3*r^4+5952*r*x*a+ 17232*r*x*c+5640*r*x*g+4152*r*x*q+7392*r*x*b-6672*r*x^2*a-6672*r*x^2*b-17232*r* x^2*c-3396*r*x^2*p-3396*r*x^2*q+4896*b^3*a*c^3-10*c^2*q*r^6+2*c*p^6*r^2-4944*a^ 4*r*x-3*c*q^5*r^3-6*c*q^4*r^4-3*c*q^3*r^5+5*g^6*p*r^2+27*g^5*p^2*r^2+g^5*p*r^3-\ 4*g^5*q^2*r^2-6*g^5*q*r^3+49*g^4*p^3*r^2-13*g^4*p*r^4-6*g^4*q^3*r^2-13*g^4*q^2* r^3-8*g^4*q*r^4+32*g^3*p^4*r^2-10*g^3*p*r^5-4*g^3*q^4*r^2-12*g^3*q^3*r^3-12*g^3 *q^2*r^4-4*g^3*q*r^5-g^2*p^5*r^2-g^2*p*r^6-g^2*q^5*r^2-4*g^2*q^4*r^3-2426*q^2*a *c*r*b-973*q^2*a*b*r*g-18*g^2*p^2*r^5*x^2-50*g^2*q^4*r^3*x^2-55*g^2*q^3*r^4*x^2 -18*g^2*q^2*r^5*x^2-25*g*p^5*r^3*x^2-23*g*p^4*r^4*x^2-7*g*p^3*r^5*x^2-25*g*q^5* r^3*x^2-23*g*q^4*r^4*x^2-7*g*q^3*r^5*x^2-12*p^5*q*r^3*x^2-21*p^4*q^2*r^3*x^2-29 *p^4*q*r^4*x^2+13*c*g^6*p*r+3*c*g^6*q*r+131*c*g^5*p^2*r+14*c*g^5*q^2*r+375*c*g^ 4*p^3*r+288*a^6*b+460*b^3*g^3+72*b^3*g^4-g^4*p^2*r^3*x^2-21*g^4*p*r^4*x^2-g^4*q ^2*r^3*x^2-21*g^4*q*r^4*x^2-32*g^3*p^3*r^3*x^2-52*g^3*p^2*r^4*x^2-14*g^3*p*r^5* x^2-32*g^3*q^3*r^3*x^2-52*g^3*q^2*r^4*x^2-14*g^3*q*r^5*x^2-50*g^2*p^4*r^3*x^2-\ 55*g^2*p^3*r^4*x^2-54*c*p^5*r^3*x^2-68*c*p^4*r^4*x^2-25*c*p^3*r^5*x^2-54*c*q^5* r^3*x^2-68*c*q^4*r^4*x^2-25*c*q^3*r^5*x^2+2202*p^2*a^2*c*q-6188*a^2*c*g^3*p^2-\ 1508*a^2*c*g^3*p+10248*a^2*c*p*q^2-10230*g^2*p^2*q*x-7842*g^2*p*q^2*x+528*g^2*p *q*x^2-7326*g*p^3*q*x-9432*g*p^2*q^2*x+2220*g*p^2*q*x^2-4914*g*p*q^3*x+2220*g*p *q^2*x^2+11652*a^2*b*q*x-8340*a^2*g*p*x+8268*a*b^2*p*x+61920*a*b*c^2*x+6984*a*b *g^2*x-27360*a*b*g*x^2+7896*a*c*g^2*x-3978*a*g^2*p*x+2556*a*g^2*q*x-4296*a^2*c* g*p^4-22662*a^2*c*g*p^3-10920*a*g*p^2*x-2652*a*p*q^2*x+6084*b^2*g*q*x+11640*b*c *g^2*x+444*b*g^2*p*x+2730*b*g^2*q*x+744*b*g*q^2*x-3372*b*p^2*q*x-5280*c^2*p*q*x -3162*c*g^2*p*x+4170*c*g^2*q*x-528*g^2*p*q*x+27360*a*b*g*x-264*c^2*p^4*r^3*x^2-\ 1464*a^2*c*g^4*p-468*c^2*p^3*r^4*x^2-171*c^2*p^2*r^5*x^2-264*c^2*q^4*r^3*x^2-\ 468*c^2*q^3*r^4*x^2-171*c^2*q^2*r^5*x^2+774*c*g^3*p*q*r^3*x^2+828*c*g^2*p^2*q*r ^3*x^2+828*c*g^2*p*q^2*r^3*x^2-960*c*g^2*p*q*r^4*x^2+29*c*g*p^3*q*r^3*x^2+504*c *g*p^2*q^2*r^3*x^2-1107*c*g*p^2*q*r^4*x^2+29*c*g*p*q^3*r^3*x^2-1107*c*g*p*q^2*r ^4*x^2-336*c*g*p*q*r^5*x^2+13216*a*c^6*g*r+5532*c*g^4*p*x^2+19088*a*c^6*p*r+186 *c*g^4*q^2*x+11664*a*c^6*q*r+5532*c*g^4*q*x^2+6060*c*g^3*p^3*x+8964*c*g^3*p^2*x ^2+732*c*g^3*q^3*x+12400*a*c^5*g^2*r+8964*c*g^3*q^2*x^2+13952*a*c^5*g*r^2+7140* c*g^2*p^4*x+5304*c*g^2*p^3*x^2+25664*a*c^5*p^2*r+612*c*g^2*q^4*x+5304*c*g^2*q^3 *x^2+3516*c*g*p^5*x+276*c*g*p^4*x^2+180*c*g*q^5*x+276*c*g*q^4*x^2+9384*a*c^5*q^ 2*r+3840*c*p^5*q*x+8274*c*p^4*q^2*x+588*c*p^4*q*x^2+7728*c*p^3*q^3*x+3744*c*p^3 *q^2*x^2+3030*c*p^2*q^4*x+3744*c*p^2*q^3*x^2+336*c*p*q^5*x+588*c*p*q^4*x^2-72*g ^5*p*q*x+450*g^4*p^2*q*x+126*g^4*p*q^2*x+2184*g^4*p*q*x^2+1968*g^3*p^3*q*x+1584 *g^3*p^2*q^2*x+3840*g^3*p^2*q*x^2+480*g^3*p*q^3*x+3840*g^3*p*q^2*x^2+2550*g^2*p ^4*q*x+3606*g^2*p^3*q^2*x+5920*a*c^4*g^3*r+2556*g^2*p^3*q*x^2+11376*a*c^4*g^2*r ^2+333*a*b^2*p^5*r+67008*c^3*p^3*q*x+67104*c^3*p^2*q^2*x+49008*c^3*p^2*q*x^2+ 22848*c^3*p*q^3*x+49008*c^3*p*q^2*x^2+2130*c^2*g^4*p*x+222*c^2*g^4*q*x+15714*c^ 2*g^3*p^2*x+28332*c^2*g^3*p*x^2+2862*c^2*g^3*q^2*x+28332*c^2*g^3*q*x^2+30048*c^ 2*g^2*p^3*x+15200*a*b*c^6*r+33780*c^2*g^2*p^2*x^2+3960*c^2*g^2*q^3*x+33780*c^2* g^2*q^2*x^2+21540*c^2*g*p^4*x+12996*c^2*g*p^3*x^2+1740*c^2*g*q^4*x+12996*c^2*g* q^3*x^2+23004*c^2*p^4*q*x+16160*a*b*c^5*r^2+34848*c^2*p^3*q^2*x+2224*a*b*c^4*r^ 3+11784*c^2*p^3*q*x^2-1816*a*b*c^3*r^4-462*a*b*c^2*r^5+21168*c^2*p^2*q^3*x+5*a* b*g^4*r^3+22968*c^2*p^2*q^2*x^2-73*a*b*g^3*r^4-46*a*b*g^2*r^5+70*a*b*p^6*r+4428 *c^2*p*q^4*x+11784*c^2*p*q^3*x^2+12*c*g^5*p*x-132*c*g^5*q*x+1878*c*g^4*p^2*x+ 2880*b*p^3*q^3*x+12*a*b^4*p*r^3+2940*b*p^3*q^2*x^2+798*b*p^2*q^4*x+2532*b*p^2*q ^3*x^2-30*b*p*q^5*x+276*b*p*q^4*x^2+68232*c^5*g*p*x+34104*c^5*g*q*x+7104*a*b^3* c^4*r+72576*c^5*p*q*x+5392*a*b^3*c^3*r^2+48948*c^4*g^2*p*x+304*a*b^3*c^2*r^3+ 22380*c^4*g^2*q*x-232*a*b^3*c*r^4+94296*c^4*g*p^2*x+18*a*b^3*g^2*r^3+91248*c^4* g*p*x^2-76*a*b^3*g*r^4+528*a*b^3*p^4*r+25320*c^4*g*q^2*x+91248*c^4*g*q*x^2+ 100452*c^4*p^2*q*x+57948*c^4*p*q^2*x+80064*c^4*p*q*x^2+16038*c^3*g^3*p*x+5898*c ^3*g^3*q*x+57132*c^3*g^2*p^2*x+71952*c^3*g^2*p*x^2+13428*c^3*g^2*q^2*x+15200*a* b^2*c^5*r+71952*c^3*g^2*q*x^2+13856*a*b^2*c^4*r^2+62994*c^3*g*p^3*x+1488*a*b^2* c^3*r^3+55968*c^3*g*p^2*x^2-956*a*b^2*c^2*r^4-136*a*b^2*c*r^5+9246*c^3*g*q^3*x+ 24*a*b^2*g^3*r^3+55968*c^3*g*q^2*x^2-107*a*b^2*g^2*r^4-47*a*b^2*g*r^5+19914*b*c ^2*g*q*r*x+75712*b*c^2*p*q*r*x+22354*b*c*g^2*p*r*x+7730*b*c*g^2*q*r*x+55165*b*c *g*p^2*r*x+15595*b*c*g*q^2*r*x+52607*b*c*p^2*q*r*x+28189*b*c*p*q^2*r*x+5788*b*g ^2*p*q*r*x+16035*b*g*p^2*q*r*x+8614*b*g*p*q^2*r*x+68596*c^2*g*p*q*r*x+21260*c*g ^2*p*q*r*x+43955*c*g*p^2*q*r*x+25057*c*g*p*q^2*r*x+52468*c*g*p*q*r*x^2-174628*a *b*c*g*r*x-46192*a*b*p*q*r*x-52468*c*g*p*q*r*x+2184*g*p^2*r+100*g*p*r^2+1129*g* q^2*r+868*g*q*r^2+1895*p^2*q*r+1135*p*q^2*r+435*p*q*r^2-4360*a*b*q-6736*b*c*q-\ 2744*b*g*q-2208*b*p*q-126*b*q*r-887*b^2*q*r^2-703*b*q^2*r^2+2282*b^2*q*r+1511*b *q^2*r+354*g^3*p^3*r^2-2*g^3*p*r^4+324*g^2*p^4*r^2+200*g^2*p^3*r^3-24*g^2*p^2*r ^4-35*g^2*p*r^5+130*g*p^5*r^2+75*g*p^4*r^3-33*g*p^3*r^4-36*g*p^2*r^5-5*g*p*r^6+ 147*p^5*q*r^2-185*p^5*r^2*x+282*p^4*q^2*r^2+135*p^4*q*r^3-270*p^4*r^3*x-260*p^4 *r^2*x^2+209*p^3*q^3*r^2+182*p^3*q^2*r^3+8*p^3*q*r^4-80*p^3*r^4*x+355*p^3*r^3*x ^2+62*p^2*q^3*r^3-32*p^2*q^2*r^4-28*p^2*q*r^5+27*p^2*r^5*x+305*p^2*r^4*x^2-8724 *a^2*c*r^2-4535*a^2*p*r^2-2116*a^2*q*r^2-1702*a*b*r^3-10368*a*c^2*r^2-3626*a*c* r^3-1240*a*g*r^3-3063*a*p^2*r^2-694*a*p*r^3-901*a*q^2*r^2-1080*a*q*r^3-1008*b^2 *c*r^2-1036*b^2*p*r^2-2744*b*c^2*r^2-3098*b*c*r^3-988*b*g*r^3-2317*b*p^2*r^2-\ 972*b*p*r^3-638*b*q*r^3-4194*c^2*g*r^2-9223*c^2*p*r^2-2943*c^2*q*r^2-2080*c*g^2 *r^2-2456*c*g*r^3-5198*c*p^2*r^2-1824*c*p*r^3-1208*c*q^2*r^2-1766*c*q*r^3-1271* g^2*p*r^2-534*g^2*q*r^2-2022*g*p^2*r^2-678*g*p*r^3-519*g*q^2*r^2-619*g*q*r^3-\ 1436*p^2*q*r^2-600*p*q^2*r^2-599*p*q*r^3+15496*a^2*c*r+5108*a^2*p*r+4330*a^2*q* r+1628*a*b*r^2+21756*a*c^2*r+2732*a*c*r^2+669*a*g*r^2+2482*a*p^2*r-884*a*p*r^2+ 1806*a*q^2*r+1121*a*q*r^2+5504*b^2*c*r+3080*b^2*p*r+11644*b*c^2*r+4708*b*c*r^2+ 1375*b*g*r^2+3271*b*p^2*r+683*b*p*r^2+942*b*q*r^2+10976*c^2*g*r+14622*c^2*p*r+ 8166*c^2*q*r+4688*c*g^2*r+2980*c*g*r^2+5527*c*p^2*r+347*c*p*r^2+2765*c*q^2*r+ 2549*c*q*r^2+2004*g^2*p*r+1325*g^2*q*r+3150*c^2*g^2*p*q*r^3*x^2+1833*c^2*g*p^2* q*r^3*x^2+1833*c^2*g*p*q^2*r^3*x^2-2910*c^2*g*p*q*r^4*x^2+344*a^2*c^2+366*p*g^3 +1382*b*p^3+1082*p^2*g^2+1816*a^3*c+1156*p^3*g+1824*p^3*a+2786*p^3*c+3890*p^2*a ^2+1000*a^3*g+460*g^2*a^2-1384*c^2*g^2+6546*p^2*c^2-2392*c^3*a-88*a^3*q-248*a^3 *b+352*q^2*p^2-198*g^3*c+96*a*b^5-3960*c^3*q+3432*c^3*p-2832*c^3*g+3200*p*a^3+ 794*q*p^3-6376*b*c^3+2120*b^2*p^3+1008*p^2*g^3+3694*g^3*c^2-278*q^3*g-150*g^3*q -914*b^2*g^2+456*b^2*p^2-50*p^5+6368*c^5-15012*a*g^2*r*x-12324*b*g^2*r*x-24768* a^2*b^3*c^2*p+3904*b*g^2*r^2*x+13668*b*g^2*r*x^2-1968*b*q^3*r*x-82672*c^3*g*r*x -45868*c^2*g^2*r*x-9376*a^2*b^3*c^2*g-10940*c*g^3*r*x-3078*g^3*p*r*x-3392*g^3*q *r*x-2973*g^2*p^2*r*x-4267*g^2*q^2*r*x+680*g*p^3*r*x-1902*g*q^3*r*x-2552*p^2*q^ 2*r*x+14*g^4+13478*c^4*p^2*r^2+6240*c^4*p*r^3+8388*c^3*p^3*r^2+5160*c^3*p^2*r^3 +149*c^3*p*r^4+2647*c^2*p^4*r^2+1860*c^2*p^3*r^3-48*c^2*p^2*r^4-276*c^2*p*r^5+ 388*c*p^5*r^2+278*c*p^4*r^3-54*c*p^3*r^4-102*c*p^2*r^5-18*c*p*r^6+1768*b^3*c*a+ 299*q^3*r*p+540*q^3*r*a+1230*a^3*p^3*r^2+1012*q^3*c*r+626*a^3*p^2*r^3-26*a^3*p* r^4+2738*q^2*a^2*b+645*a^2*p^4*r^2+364*a^2*p^3*r^3-73*a^2*p^2*r^4+1814*b^3*r*g-\ 89*a^2*p*r^5+174*a*p^5*r^2+102*a*p^4*r^3-51*a*p^3*r^4-62*a*p^2*r^5-13*a*p*r^6+ 431*b^2*p^4*r^2+355*b^2*p^3*r^3-13*b^2*p^2*r^4+184*b*p^5*r^2+166*b*p^4*r^3+11*b *p^3*r^4-32*b*p^2*r^5+10604*c^5*p*r^2+504*b*g^2*q^2+2102*b*p^2*q^2-p^5*q*r^3-17 *p^5*r^3*x+104*p^5*r^2*x^2-23*p^4*q*r^4+22*p^4*r^4*x+160*p^4*r^3*x^2+772*b*g^3* q-1470*q^2*g*b-16*p^3*q^3*r^3-38*p^3*q^2*r^4-18*p^3*q*r^5+3198*b^2*p^2*q+21*p^3 *r^5*x+25*p^3*r^4*x^2+2004*q*c^2*b^2+8552*c^2*g*b^2+4*p^2*r^6*x-35*p^2*r^5*x^2-\ 576*q^2*b*p+104*q^5*r^2*x^2+160*q^4*r^3*x^2+8684*p^2*a*b^2+1596*q^3*a*c+25*q^3* r^4*x^2+1376*q^3*p*c+1064*q^3*a*p+726*q^2*r*g^2-35*q^2*r^5*x^2+1260*a^4*p^2*r^2 +520*a^4*p*r^3+3072*b^3*p*a-1772*q^2*b*a-3808*q*b^2*a+14656*a^2*b^2*c-22*g^3*p^ 3*r^3-38*g^3*p^2*r^4-39*g^2*p^4*r^3-48*g^2*p^3*r^4-18*g^2*p^2*r^5-23*g*p^5*r^3-\ 27*g*p^4*r^4-13*g*p^3*r^5-2*g*p^2*r^6+1972*c*g^3*q-36*p^6*r^2*x-865*c^3*p^2*r^4 -304*c^3*p*r^5-153*c^2*p^4*r^3-370*c^2*p^3*r^4-182*c^2*p^2*r^5-21*c^2*p*r^6-45* c*p^5*r^3-77*c*p^4*r^4-46*c*p^3*r^5-9*c*p^2*r^6-35*a*p^5*r^3+6888*b*p^3*c-45*a* p^4*r^4+28872*p^2*c^2*a-25*a*p^3*r^5-5*a*p^2*r^6+3112*q*b^2*a^2+1558*g^3*a*q-\ 4016*q^2*c*b+27*b^2*p^4*r^3-37*b^2*p^3*r^4-4*b*p^5*r^3-26*b*p^4*r^4-19*b*p^3*r^ 5+432*c^5*p*r^3-2272*a*b^2*c^4+216*c^4*p^2*r^3-980*c^4*p*r^4-136*c^3*p^3*r^3-\ 697*b^2*r^2*g-1634*b^2*r^2*a+4088*p^3*a*b-385*q*p^3*r+17186*p^2*a^2*c+3204*c*g^ 3*b-220*a^3*p^3*r^3-184*a^3*p^2*r^4+10356*q^2*c^2*a+35012*a*c^3*g+7814*a^2*c*q^ 2-56*a^3*p*r^5+6004*p^2*a^2*q+10718*p^2*a^2*b+20148*a^3*c*p+2360*p^3*g*a+20008* a^3*c*b+12984*a^3*c*q+133*p^2*c^2*r-123*a^2*p^4*r^3+14978*p^2*c^2*q+18516*p^2*c ^2*g+3932*p^3*c*q+20556*q*c^3*p+4350*q^2*c^2*g+8486*q^2*c^2*p-131*a^2*p^3*r^4+ 15884*p*c^2*g^2-57*a^2*p^2*r^5+2892*p^3*g*b+37504*a*c^3*b+26232*q*c^3*a+4714*b^ 2*p^2*g-8*a^2*p*r^6+8344*b^2*a^2*r+1166*q*g^3*p+47612*p*c^3*a+5312*p^3*a*c+2224 *p^3*a*q+4234*c*g^3*p+2352*p^2*g^2*q+4390*p^3*g*c+24642*b*c^2*p^2+7456*p^2*g^2* c+1684*p^3*g*q+28196*a^2*c^2*q+47196*a^2*c^2*p+37724*a^2*c^2*g+1740*q^2*p^2*g+ 14964*b*c^2*q^3*x^2-552*b*c*g^5*x+9912*b*c*g^4*x^2+4842*b*c*p^5*x+1896*b*c*p^4* x^2-42*b*c*q^5*x-504*b*c*q^4*x^2-234*b*g^5*p*x-180*b*g^5*q*x+216*b*g^4*p^2*x+ 3732*b*g^4*p*x^2-132*b*g^4*q^2*x+3336*b*g^4*q*x^2+2124*b*g^3*p^3*x+6492*b*g^3*p ^2*x^2+126*b*g^3*q^3*x+5028*b*g^3*q^2*x^2+3072*b*g^2*p^4*x+4500*b*g^2*p^3*x^2+ 128*a*b^5*c^2*r+174*b*g^2*q^4*x+48*a*b^5*c*r^2+48*a*b^5*p^2*r+2424*b*g^2*q^3*x^ 2+40*a*b^5*p*r^2+1674*b*g*p^5*x+888*b*g*p^4*x^2+66*b*g*q^5*x+1568*a*b^4*c^3*r-\ 324*b*g*q^4*x^2+928*a*b^4*c^2*r^2+1806*b*p^5*q*x-24*a*b^4*c*r^3+3552*b*p^4*q^2* x-8*a*b^4*g*r^3+308*a*b^4*p^3*r+888*b*p^4*q*x^2+364*a*b^4*p^2*r^2+18084*b^2*c*p ^3*x^2-516*b^2*c*q^4*x+5988*b^2*c*q^3*x^2+807*a^2*p^3*q^3*r-1224*b^2*g^4*p*x-\ 810*b^2*g^4*q*x-276*b^2*g^3*p^2*x+11988*b^2*g^3*p*x^2-642*b^2*g^3*q^2*x+9756*b^ 2*g^3*q*x^2+3486*b^2*g^2*p^3*x+16176*b^2*g^2*p^2*x^2-78*b^2*g^2*q^3*x+317*a^2*p ^2*q^4*r+9828*b^2*g^2*q^2*x^2+3876*b^2*g*p^4*x+8076*b^2*g*p^3*x^2+78*b^2*g*q^4* x+2160*b^2*g*q^3*x^2+4128*b^2*p^4*q*x+4620*b^2*p^3*q^2*x+6684*b^2*p^3*q*x^2+ 1392*b^2*p^2*q^3*x+9732*b^2*p^2*q^2*x^2+38*a^2*p*q^5*r-234*b^2*p*q^4*x+3540*b^2 *p*q^3*x^2+33120*b*c^5*g*x+85056*b*c^5*p*x+37152*b*c^5*q*x+13872*b*c^4*g^2*x+ 156864*b*c^4*g*x^2+119376*b*c^4*p^2*x+141408*b*c^4*p*x^2+22944*b*c^4*q^2*x+ 132576*b*c^4*q*x^2-1752*b*c^3*g^3*x+124800*b*c^3*g^2*x^2+81000*b*c^3*p^3*x+ 90600*b*c^3*p^2*x^2+5760*b*c^3*q^3*x+75960*b*c^3*q^2*x^2-2556*b*c^2*g^4*x+49920 *b*c^2*g^3*x^2+28380*b*c^2*p^4*x+24060*b*c^2*p^3*x^2+336*b*c^2*q^4*x-98*a^2*p^4 *r^3*x^2-75*a^2*p^3*r^4*x^2-18*a^2*p^2*r^5*x^2-27*a^2*q^4*r^3*x^2-132*a^2*q^3*r ^4*x^2-54*a^2*q^2*r^5*x^2+39360*a^2*b*c*x+13620*a^2*b*g*x-2532*a^2*b*p*x+13548* a^2*c*g*x-17484*a^2*c*p*x-182*a^3*p^3*r^3*x^2-114*a^3*p^2*r^4*x^2-20*a^3*p*r^5* x^2+82*a^3*q^3*r^3*x^2-174*a^3*q^2*r^4*x^2-56*a^3*q*r^5*x^2-88*a^4*q*r^4*x^2-\ 180*a^4*p^2*r^3*x^2-84*a^4*p*r^4*x^2+216*a^4*q^2*r^3*x^2-12*g^2*p^2*q*r^5*x^2-\ 51*g^2*p*q^3*r^4*x^2-12*g^2*p*q^2*r^5*x^2-20*g*p^4*q*r^4*x^2-60*g*p^3*q^2*r^4*x ^2-6*g*p^3*q*r^5*x^2-60*g*p^2*q^3*r^4*x^2-12*g*p^2*q^2*r^5*x^2-20*g*p*q^4*r^4*x ^2-6*g*p*q^3*r^5*x^2-17080*b*g^2*p*r*x-15142*b*g^2*q*r*x-11894*b*g*q^2*r*x-22*g ^4*p*q*r^4*x^2-54*g^3*p^2*q*r^4*x^2-54*g^3*p*q^2*r^4*x^2-8*g^3*p*q*r^5*x^2-51*g ^2*p^3*q*r^4*x^2-96*g^2*p^2*q^2*r^4*x^2-22146*b^2*g*q*r*x-50302*b*c*g^2*r*x-\ 1304*a*b*c^3*g^3*r^2-3244*a*b*c^3*g^2*r^3-1772*a*b*c^3*g*r^4-214*a*b*c^2*g^4*r^ 2-950*a*b*c^2*g^3*r^3-830*a*b*c^2*g^2*r^4-216*a*b*c^2*g*r^5-4832*a*b*c^5*g*r^2-\ 3648*a*b*c^4*g^2*r^2-5160*a*b*c^4*g*r^3-380*a*b^2*c^2*g^3*r^2-1240*a*b^2*c^2*g^ 2*r^3-656*a*b^2*c^2*g*r^4-26*a*b^2*c*g^4*r^2-222*a*b^2*c*g^3*r^3-194*a*b^2*c*g^ 2*r^4-40*a*b^2*c*g*r^5-3248*a*b^2*c^4*g*r^2-1744*a*b^2*c^3*g^2*r^2-2776*a*b^2*c ^3*g*r^3+2520*a^2*b^2*p*q*r^3*x^2+870*a^3*g*p*q*r^3*x^2+6828*a^2*b^2*c*p*r^3*x^ 2+6828*a^2*b^2*c*q*r^3*x^2-58000*a^3*b*c^2*g*p-1936*c^4+294*p^4+728*a^4-5780*b* g^3*r*x+2922*a*p^3*r*x-13076*b^3*g*r*x-9696*b^3*q*r*x-13160*b^2*g^2*r*x+4716*b^ 2*g*r^2*x-11630*b^2*p^2*r*x-6986*b^2*q^2*r*x+5408*a^2*b^3*c*q-6310*a*g^3*r*x+ 5926*a*g^2*r^2*x+13668*a*g^2*r*x^2-32*a^2*b^4*c*g*r^2-112*a^2*b^4*c*p*r^2-16*a^ 2*b^4*g*p*r^2-14394*a*g^2*p*r*x-18294*a*g^2*q*r*x-4898*a*g*p^2*r*x-10990*a*p*q^ 2*r*x-32034*a*b*g^2*r*x+12628*a*b*g*r^2*x+40776*a*b*g*r*x^2-55534*a*c*g^2*r*x-\ 224952*a*b*c^2*r*x-44444*a^2*b*q*r*x-18994*a^2*g*p*r*x-43976*a*b^2*p*r*x+7046*g ^2*p^2*q*r*x+3880*g^2*p*q^2*r*x+9796*g^2*p*q*r*x^2+7983*g*p^3*q*r*x+7422*g*p^2* q^2*r*x+3117*g*p*q^3*r*x+25491*c*g*p^3*r*x+6649*c*g*q^3*r*x+22778*c*p^3*q*r*x+ 22770*c*p^2*q^2*r*x+9254*c*p*q^3*r*x+2214*g^3*p*q*r*x-16*c*p^3*q*r^5*x^2-156*c* p^2*q^3*r^4*x^2-30*c*p^2*q^2*r^5*x^2-57*c*p*q^4*r^4*x^2-16*c*p*q^3*r^5*x^2+ 28470*c*g^2*p*r*x^2+7552*c*g^2*q^2*r*x+28470*c*g^2*q*r*x^2-23*c*g^2*p^2*r^5*x^2 -93*c*g^2*q^3*r^4*x^2-23*c*g^2*q^2*r^5*x^2-29*c*g*p^4*r^4*x^2-9*c*g*p^3*r^5*x^2 -29*c*g*q^4*r^4*x^2-9*c*g*q^3*r^5*x^2-57*c*p^4*q*r^4*x^2-156*c*p^3*q^2*r^4*x^2+ 24898*c*g^2*p^2*r*x-46*c*g^4*p*r^4*x^2-46*c*g^4*q*r^4*x^2-109*c*g^3*p^2*r^4*x^2 -17*c*g^3*p*r^5*x^2-109*c*g^3*q^2*r^4*x^2-17*c*g^3*q*r^5*x^2-93*c*g^2*p^3*r^4*x ^2+11202*b*g*p^3*r*x+3535*b*g*q^3*r*x+8396*b*g*q^2*r*x^2+10133*b*p^3*q*r*x+8887 *b*p^2*q^2*r*x+11431*b*p^2*q*r*x^2+3263*b*p*q^3*r*x+69516*c^3*g*p*r*x+28028*c^3 *g*q*r*x+72072*c^3*p*q*r*x+36242*c^2*g^2*p*r*x+14480*c^2*g^2*q*r*x+69887*c^2*g* p^2*r*x+20249*c^2*g*q^2*r*x+66151*c^2*p^2*q*r*x+39215*c^2*p*q^2*r*x+66832*c^2*p *q*r*x^2+9026*c*g^3*p*r*x+3966*c*g^3*q*r*x+10392*a^2*b*c^2*p*r^3*x^2+12356*a^2* b*c^2*q*r^3*x^2+2076*a^3*c*p*q*r^3*x^2+1466*a^3*c*g*p*r^3*x^2+3438*a^3*c*g*q*r^ 3*x^2+1504*a^3*b*p*q*r^3*x^2+3124*a^3*b*c*p*r^3*x^2+5148*a^3*b*c*q*r^3*x^2-489* c*g^2*p^2*q*r^4*x^2-489*c*g^2*p*q^2*r^4*x^2-72*c*g^2*p*q*r^5*x^2-293*c*g*p^3*q* r^4*x^2-528*c*g*p^2*q^2*r^4*x^2-66*c*g*p^2*q*r^5*x^2-293*c*g*p*q^3*r^4*x^2-66*c *g*p*q^2*r^5*x^2-294*c*g^3*p*q*r^4*x^2+30807*b*c*p^3*r*x+2782*b*g^3*p*r*x+1518* b*g^3*q*r*x+9597*b*g^2*p^2*r*x+17687*b*g^2*p*r*x^2+3611*b*g^2*q^2*r*x+14768*b*g ^2*q*r*x^2+4539*b^2*g*q^2*r*x+20570*b^2*g*q*r*x^2+8563*b^2*p^2*q*r*x+4001*b^2*p *q^2*r*x+10480*b*c^3*g*r*x+73344*b*c^3*p*r*x+23556*b*c^3*q*r*x+5994*b*c^2*g^2*r *x+90562*b*c^2*g*r^2*x+81256*b*c^2*p^2*r*x+20624*b*c^2*q^2*r*x+3080*b*c*g^3*r*x +33564*b*c*g^2*r^2*x+52918*b*c*g^2*r*x^2+15341*a*c^2*p^2*r^3*x^2+1013*a*c^2*p*r ^5*x+966*a*c^2*p*r^4*x^2+21151*a*c^2*q^3*r^2*x^2+18553*a*c^2*q^2*r^3*x^2+1616*a *c^2*q*r^4*x^2+1117*a*c^2*p^3*r^3*x+20063*a*c^2*p^3*r^2*x^2+3174*a*c^2*p^2*r^4* x-1948*a*c^3*p^2*r^3*x+52762*a*c^3*p^2*r^2*x^2+5024*a*c^3*p*r^4*x+34574*a*c^3*p *r^3*x^2+53454*a*c^3*q^2*r^2*x^2+37234*a*c^3*q*r^3*x^2+12633*a*p^3*q*r*x+13695* a*p^2*q^2*r*x+5943*a*p*q^3*r*x+11431*a*p*q^2*r*x^2-11372*b^3*c*g*r*x-3280*b^3*c *p*r*x-2744*b^3*c*q*r*x-2546*b^3*g*p*r*x+650*b^3*g*q*r*x-76*b^3*p*q*r*x-14496*b ^2*c^2*g*r*x+26032*b^2*c^2*p*r*x+788*b^2*c^2*q*r*x-4034*b^2*c*g^2*r*x+42462*b^2 *c*g*r^2*x+29438*b^2*c*p^2*r*x+7802*b^2*c*q^2*r*x+1120*b^2*g^2*p*r*x+1290*b^2*g ^2*q*r*x+8911*b^2*g*p^2*r*x+6506*a*c*g^3*r*x+43314*a*c*g^2*r^2*x+52918*a*c*g^2* r*x^2+39139*a*c*p^3*r*x+11013*a*c*q^3*r*x+5768*a*g^3*p*r*x+1960*a*g^3*q*r*x+ 16027*a*g^2*p^2*r*x+14768*a*g^2*p*r*x^2+4399*a*g^2*q^2*r*x+17687*a*g^2*q*r*x^2+ 15229*a*g*p^3*r*x+8396*a*g*p^2*r*x^2+4054*a*g*q^3*r*x-702*c^2*p^2*q^2*r^4*x^2-\ 87*c^2*p^2*q*r^5*x^2-402*c^2*p*q^3*r^4*x^2-87*c^2*p*q^2*r^5*x^2+18465*a*b*p^3*r *x+4803*a*b*q^3*r*x+38024*a*c^3*g*r*x+125672*a*c^3*p*r*x+56980*a*c^3*q*r*x+ 20034*a*c^2*g^2*r*x+116994*a*c^2*g*r^2*x+118102*a*c^2*p^2*r*x+38738*a*c^2*q^2*r *x-344*c^2*g^3*p*r^4*x^2-344*c^2*g^3*q*r^4*x^2-548*c^2*g^2*p^2*r^4*x^2-88*c^2*g ^2*p*r^5*x^2-548*c^2*g^2*q^2*r^4*x^2-88*c^2*g^2*q*r^5*x^2-303*c^2*g*p^3*r^4*x^2 -73*c^2*g*p^2*r^5*x^2-303*c^2*g*q^3*r^4*x^2-73*c^2*g*q^2*r^5*x^2-402*c^2*p^3*q* r^4*x^2+20512*a*b*c^3*r*x+156496*a*b*c^2*r^2*x+224952*a*b*c^2*r*x^2+1884*a*b*g^ 3*r*x+21908*a*b*g^2*r^2*x+32034*a*b*g^2*r*x^2-12628*a*b*g*r^2*x^2-25960*a*b^2*c ^2*r*x+77952*a*b^2*c*r^2*x-3170*a*b^2*g^2*r*x+28952*a*b^2*g*r^2*x+17806*a*b^2*p ^2*r*x+44210*a*b^2*p*r*x^2+5358*a*b^2*q^2*r*x+69766*a^2*c*g*r^2*x+69212*a^2*c*p ^2*r*x+22656*a^2*c*q^2*r*x+14850*a^2*g^2*p*r*x+2930*a^2*g^2*q*r*x+27287*a^2*g*p ^2*r*x+20570*a^2*g*p*r*x^2+6691*a^2*g*q^2*r*x+21211*a^2*p^2*q*r*x+13855*a^2*p*q ^2*r*x-22328*a*b^3*c*r*x-7760*a*b^3*g*r*x-3748*a*b^3*p*r*x-1452*a*b^3*q*r*x-\ 10452*a^2*b^2*g*r*x+6552*a^2*b^2*p*r*x-3712*a^2*b^2*q*r*x+5048*a^2*b*c^2*r*x+ 97696*a^2*b*c*r^2*x+440*a^2*b*g^2*r*x+36488*a^2*b*g*r^2*x+30696*a^2*b*p^2*r*x+ 7296*a^2*b*q^2*r*x+44210*a^2*b*q*r*x^2+27692*a^2*c^2*g*r*x+109948*a^2*c^2*p*r*x +45740*a^2*c^2*q*r*x+10616*a^2*c*g^2*r*x-1140*c^3*g^2*p*r^4*x^2-1140*c^3*g^2*q* r^4*x^2-1118*c^3*g*p^2*r^4*x^2-180*c^3*g*p*r^5*x^2-1118*c^3*g*q^2*r^4*x^2-180*c ^3*g*q*r^5*x^2-1284*c^3*p^2*q*r^4*x^2-1284*c^3*p*q^2*r^4*x^2-184*c^3*p*q*r^5*x^ 2+18280*a^3*g*p*r*x+2330*a^3*g*q*r*x+12316*a^3*p*q*r*x-24496*a^2*b^2*c*r*x-5550 *g*p*q^3*r*x^2-2104*a^3*b*c*r*x-1024*a^3*b*g*r*x+17004*a^3*b*p*r*x-716*a^3*b*q* r*x+10340*a^3*c*g*r*x+44540*a^3*c*p*r*x+13008*a^3*c*q*r*x-45068*c^2*g*q^2*r*x^2 -52683*c^2*p^2*q*r*x^2-52683*c^2*p*q^2*r*x^2-6496*c*g^3*p*r*x^2-6496*c*g^3*q*r* x^2-16225*c*g^2*p^2*r*x^2-16225*c*g^2*q^2*r*x^2-16070*c*g*p^3*r*x^2-16070*c*g*q ^3*r*x^2-16016*c*p^3*q*r*x^2-22770*c*p^2*q^2*r*x^2-16016*c*p*q^3*r*x^2-2214*g^3 *p*q*r*x^2-5463*g^2*p^2*q*r*x^2-5463*g^2*p*q^2*r*x^2-5550*g*p^3*q*r*x^2-7422*g* p^2*q^2*r*x^2-9382*b*g*q^3*r*x^2-8038*b*p^3*q*r*x^2-11291*b*p^2*q^2*r*x^2-1744* c^4*g*p*r^4*x^2-1744*c^4*g*q*r^4*x^2-1872*c^4*p*q*r^4*x^2-7948*b*p*q^3*r*x^2-\ 48772*c^3*g*p*r*x^2-48772*c^3*g*q*r*x^2-72072*c^3*p*q*r*x^2-25361*c^2*g^2*p*r*x ^2-25361*c^2*g^2*q*r*x^2-45068*c^2*g*p^2*r*x^2-20910*b*c*p^3*r*x^2-23314*b*c*q^ 3*r*x^2-2371*b*g^3*p*r*x^2-3643*b*g^3*q*r*x^2-6998*b*g^2*p^2*r*x^2-9819*b*g^2*q ^2*r*x^2-7628*b*g*p^3*r*x^2-33*b*p^4*q*r^4*x^2-81*b*p^3*q^2*r^4*x^2-9*b*p^3*q*r ^5*x^2-75*b*p^2*q^3*r^4*x^2-15*b*p^2*q^2*r^5*x^2-24*b*p*q^4*r^4*x^2-7*b*p*q^3*r ^5*x^2-38439*b*c*g^2*r^2*x^2+7818*a^2*p*g^2*q-3*p^5*q*r^4*x^2-12*p^4*q^2*r^4*x^ 2-p^4*q*r^5*x^2-18*p^3*q^3*r^4*x^2-3*p^3*q^2*r^5*x^2-12*p^2*q^4*r^4*x^2-3*p^2*q ^3*r^5*x^2-3*p*q^5*r^4*x^2-p*q^4*r^5*x^2+4*b*g^6+116*b*g^5-4*p^6*r^3-6*p^5*r^4-\ 4*p^4*r^5-p^3*r^6+19*p^6*r^2+11*p^5*r^3-11*p^4*r^4-14*p^3*r^5-4*p^2*r^6-11982*r ^2*p*b*a*g-17494*b*g*p*c*r^2-5666*q*b*a^2*c*r-659*b*g^2*q*r*a-31824*r^2*p*b*a*c -24659*p*a*c*r^2*g-27172*b*g*a*c*r^2-4873*r^2*c*g^2*q*a-7081*b*g*q*r^2*a-9591*r ^2*c*g^2*a*b-23121*b*g*c^2*r*p-10238*b*g*c^2*r*a-13557*b*g*p^2*r*a-2263*b*g^2*r ^2*a*q-54089*p*a*c^2*r*g-5959*r^2*p*a^2*b*g-12459*q*b*p*c*r^2-8993*q*b*p*a*r^2-\ 5517*r^2*a^2*c*p*g-11523*r^2*c^2*g*p*a+13988*b*c*g*q^3*r^2*x^2+10476*b*c*g*q^2* r^3*x^2+642*b*c*g*q*r^4*x^2-634*b*c*p^3*q*r^3*x+16966*b*c*p^3*q*r^2*x^2+24*b*c* p^2*q^2*r^3*x+25596*b*c*p^2*q^2*r^2*x^2+1449*b*c*p^2*q*r^4*x+13941*b*c*p^2*q*r^ 3*x^2+15810*b*c*p*q^3*r^2*x^2+12627*b*c*p*q^2*r^3*x^2+756*b*c*p*q*r^4*x^2+8687* b*c*g^3*p*r^2*x^2+8605*b*c*g^3*q*r^2*x^2-1933*b*c*g^2*p^2*r^3*x+17989*b*c*g^2*p ^2*r^2*x^2+1121*b*c*g^2*p*r^4*x+13626*b*c*g^2*p*r^3*x^2+17668*b*c*g^2*q^2*r^2*x ^2+12033*b*c*g^2*q*r^3*x^2-718*b*c*g*p^3*r^3*x+14730*b*c*g*p^3*r^2*x^2+1476*b*c *g*p^2*r^4*x+13356*b*c*g*p^2*r^3*x^2+440*b*c*g*p*r^5*x+1253*b*c*g*p*r^4*x^2+353 *b*c^2*p*q^2*r^3*x+63449*b*c^2*p*q^2*r^2*x^2+3402*b*c^2*p*q*r^4*x+39492*b*c^2*p *q*r^3*x^2-5804*b*c^2*g^2*p*r^3*x+41052*b*c^2*g^2*p*r^2*x^2+40250*b*c^2*g^2*q*r ^2*x^2-5161*b*c^2*g*p^2*r^3*x+54339*b*c^2*g*p^2*r^2*x^2+3401*b*c^2*g*p*r^4*x+ 39743*b*c^2*g*p*r^3*x^2+53215*b*c^2*g*q^2*r^2*x^2+36115*b*c^2*g*q*r^3*x^2-3029* b*c^2*p^2*q*r^3*x+64537*b*c^2*p^2*q*r^2*x^2-10646*b*c^3*g*p*r^3*x+85056*b*c^3*g *p*r^2*x^2+83816*b*c^3*g*q*r^2*x^2-5296*b*c^3*p*q*r^3*x+105736*b*c^3*p*q*r^2*x^ 2+7054*b^2*g^2*p*q*r^2*x^2-631*b^2*g*p^2*q*r^3*x+10122*b^2*g*p^2*q*r^2*x^2+9665 *b^2*g*p*q^2*r^2*x^2+7071*b^2*g*p*q*r^3*x^2+1575*b*p^4*q*r^2*x^2-9*b*p^3*q^2*r^ 3*x+3389*b*p^3*q^2*r^2*x^2+193*b*p^3*q*r^4*x+1475*b*p^3*q*r^3*x^2+3217*b*p^2*q^ 3*r^2*x^2+2382*b*p^2*q^2*r^3*x^2+1317*b*p*q^4*r^2*x^2+1167*b*p*q^3*r^3*x^2-3*b* p*q^2*r^4*x^2-180*b*p*q*r^5*x^2-118*b*g^2*p^3*r^3*x+2544*b*g^2*p^3*r^2*x^2+246* b*g^2*p^2*r^4*x+2309*b*g^2*p^2*r^3*x^2+206*b*g^2*p*r^4*x^2+2445*b*g^2*q^3*r^2*x ^2+1672*b*g^2*q^2*r^3*x^2+63*b*g^2*q*r^4*x^2+24*b*g*p^4*r^3*x+1380*b*g*p^4*r^2* x^2+198*b*g*p^3*r^4*x+1287*b*g*p^3*r^3*x^2+82*b*g*p^2*r^5*x+51*b*g*p^2*r^4*x^2-\ 189*b*g*p*r^5*x^2+1183*b*g*q^4*r^2*x^2+668*b*g*q^3*r^3*x^2-183*b*g*q^2*r^4*x^2-\ 150*b*g*q*r^5*x^2-25*b*p^4*q*r^3*x-72*p^6-12*p^7-18*g^2*r^5-40*b^2*r^5+1965*b*g ^3*p^2*r^2*x^2+1487*b*g^3*p*r^3*x^2+1999*b*g^3*q^2*r^2*x^2+1265*b*g^3*q*r^3*x^2 -11872*a^2*b^3*c*p*q-13168*a^2*b^3*c*g*p-3840*a^2*b^3*c*g*q-450*b*c*q*r^5*x^2+ 35*b*c*p^4*r^3*x+3879*b*c*p^4*r^2*x^2+579*b*c*p^3*r^4*x+3623*b*c*p^3*r^3*x^2+ 237*b*c*p^2*r^5*x+107*b*c*p^2*r^4*x^2-528*b*c*p*r^5*x^2+3301*b*c*q^4*r^2*x^2+ 2309*b*c*q^3*r^3*x^2-309*b*c*q^2*r^4*x^2+2146*b*c^2*p^2*r^4*x+18553*b*c^2*p^2*r ^3*x^2+605*b*c^2*p*r^5*x+1616*b*c^2*p*r^4*x^2+20063*b*c^2*q^3*r^2*x^2+15341*b*c ^2*q^2*r^3*x^2+966*b*c^2*q*r^4*x^2-925*b*c^2*p^3*r^3*x+21151*b*c^2*p^3*r^2*x^2-\ 4332*b*c^3*p^2*r^3*x+53454*b*c^3*p^2*r^2*x^2+3344*b*c^3*p*r^4*x+37234*b*c^3*p*r ^3*x^2+52762*b*c^3*q^2*r^2*x^2+34574*b*c^3*q*r^3*x^2+3282*b^2*g*q^3*r^2*x^2+ 1908*b^2*g*q^2*r^3*x^2-63*b^2*g*q*r^4*x^2-167*b^2*p^3*q*r^3*x+4291*b^2*p^3*q*r^ 2*x^2+6067*b^2*p^2*q^2*r^2*x^2+3689*b^2*p^2*q*r^3*x^2+3469*b^2*p*q^3*r^2*x^2+ 2888*b^2*p*q^2*r^3*x^2+204*b^2*p*q*r^4*x^2-6908*b*c^4*p*r^3*x+64280*b*c^4*p*r^2 *x^2+64000*b*c^4*q*r^2*x^2+139*a*p^3*q^3*r-34220*a*b^2*c^2*r^3*x-105728*a*b^2*c ^2*r^2*x^2-956*a*b^2*c*r^4*x+15328*a*b^2*c*r^3*x^2+4308*a*b^3*g^3*r*x-1240*a*b^ 3*g^2*r^2*x-19044*a*b^3*g^2*r*x^2-3172*a*b^3*g*r^3*x-14196*a*b^3*g*r^2*x^2+4226 *a*b^3*p^3*r*x-24396*a*b^3*p^2*r*x^2-4332*a*b^3*p*r^3*x+326*a*b^3*q^3*r*x-18948 *a*b^3*q^2*r*x^2+120848*a*b^2*c^4*r*x-48016*a*b^2*c^3*r^2*x-299088*a*b^2*c^3*r* x^2-9088*a*b^3*c*r^3*x-38912*a*b^3*c*r^2*x^2+4040*a*b^4*g^2*r*x-500*a*b^4*g*r^2 *x-12600*a*b^4*g*r*x^2+5988*a*b^4*p^2*r*x-13812*a*b^4*p*r*x^2+764*a*b^4*q^2*r*x -13236*a*b^4*q*r*x^2+83072*a*b^3*c^3*r*x-12992*a*b^3*c^2*r^2*x-144664*a*b^3*c^2 *r*x^2+4560*a*b^5*c*r*x+1648*a*b^5*g*r*x+2392*a*b^5*p*r*x+648*a*b^5*q*r*x+29376 *a*b^4*c^2*r*x-1272*a*b^4*c*r^2*x-33816*a*b^4*c*r*x^2-g^4*q*r^5*x^2+3298*p^2*a^ 2*g*q-8*g^3*p^3*r^4*x^2-2*g^3*p^2*r^5*x^2-8*g^3*q^3*r^4*x^2+5154*a^2*g*p*q^2-2* g^3*q^2*r^5*x^2-3*g^2*p^4*r^4*x^2-g^2*p^3*r^5*x^2-3*g^2*q^4*r^4*x^2-g^2*q^3*r^5 *x^2-7*g^4*p^2*r^4*x^2-g^4*p*r^5*x^2-7*g^4*q^2*r^4*x^2-2352*a^2*g^3*p^2*q-1316* a^2*g^3*p*q^2-28*a^2*g^3*p*q-1268*a^2*p*g^2*q^3-1372*a^2*p*g^2*q^2-496*a^2*g^4* p*q-3708*g^2*a^2*p^3*q-4112*g^2*a^2*p^2*q^2-5042*g^2*a^2*p^2*q-2268*a^2*g*p^4*q -4232*a^2*g*p^3*q^2-7702*a^2*g*p^3*q-2500*p^2*a^2*g*q^3-6058*p^2*a^2*g*q^2-452* a^2*g*p*q^4-1234*a^2*g*p*q^3-3*c*q^5*r^4*x^2-c*q^4*r^5*x^2-3*c*p^5*r^4*x^2-c*p^ 4*r^5*x^2+21985*a*c^2*g^2*p*r^2+33769*a*c^2*g*p^2*r^2+16719*a*c^2*g*p*r^3+30309 *a*c^2*p^2*q*r^2+9628*a*c^2*p^2*r^2*x+17470*a*c^2*p*q^2*r^2+13933*a*c^2*p*q*r^3 -32093*a*c^2*p*r^3*x-99830*a*c^2*p*r^2*x^2-104344*a*c^2*q*r^2*x^2+4042*a*b*g^2* p^2*r^2+2431*a*b*g^2*p*r^3+4052*a*b*g*p^3*r^2+2959*a*b*g*p^2*r^3+245*a*b*g*p*r^ 4+3624*a*b*p^3*q*r^2-639*a*b*p^3*r^2*x+3088*a*b*p^2*q^2*r^2+2492*a*b*p^2*q*r^3-\ 6301*a*b*p^2*r^3*x-18487*a*b*p^2*r^2*x^2+1140*a*b*p*q^2*r^3+45*a*b*p*q*r^4-2035 *a*b*p*r^4*x-1682*a*b*p*r^3*x^2-18487*a*b*q^2*r^2*x^2-1682*a*b*q*r^3*x^2+44746* a*c^3*g*p*r^2+39952*a*c^3*p*q*r^2+59652*a*c^3*p*r^2*x+46860*a*b*c^3*p*r^2+36656 *a*b*c^2*p^2*r^2+19840*a*b*c^2*p*r^3+11780*a*b*c*p^3*r^2+8402*a*b*c*p^2*r^3+650 *a*b*c*p*r^4+21820*a*b^2*c^2*p*r^2+12282*a*b^2*c*p^2*r^2+7574*a*b^2*c*p*r^3+ 3886*a*b^2*g*p^2*r^2+2751*a*b^2*g*p*r^3+3305*a*b^2*p^2*q*r^2+9750*a*b^2*p^2*r^2 *x+1785*a*b^2*p*q*r^3-31510*a*b^2*p*r^2*x^2-29822*a*b^2*q*r^2*x^2+10241*a*g^2*p *q*r^2*x+5819*a*g*p^2*q*r^2*x+7146*a*g*p*q^2*r^2*x-7022*a*g*p*q*r^3*x-26949*a*g *p*q*r^2*x^2+5138*b^2*c*g*p*q*r^2+44755*b^2*c*g*p*r^2*x+30454*b^2*c*p*q*r^2*x+ 85377*a*c*g*p^2*r*x+25157*a*c*g*q^2*r*x+77503*a*c*p^2*q*r*x+48277*a*c*p*q^2*r*x +11928*a*g^2*p*q*r*x-28*a^2*q^4*r^3-57*a^2*q^3*r^4-40*a^2*q^2*r^5-10*a^2*q*r^6-\ 10*a*p^6*r^2-3*a*q^5*r^3-6*a*q^4*r^4-3*a*q^3*r^5+144*b^3*p^4*r^2+28*b^3*p^3*r^3 -44*b^3*p^2*r^4-12*b^3*p*r^5+85*b^2*p^5*r^2-20*b^2*p^2*r^5-344*q^4*r*x^2+14*b*p ^6*r^2-4*b*p^2*r^6+4960*c^6*p*r^2+2704*c^6*q*r^2+6380*c^5*p^2*r^2+1780*c^5*q^2* r^2+16*c^5*q*r^3+4056*c^4*p^3*r^2+500*c^4*q^3*r^2-276*c^4*q^2*r^3-652*c^4*q*r^4 +1305*c^3*p^4*r^2+47*c^3*q^4*r^2-206*c^3*q^3*r^3-383*c^3*q^2*r^4-172*c^3*q*r^5+ 181*c^2*p^5*r^2-c^2*q^5*r^2-49*c^2*q^4*r^3-93*c^2*q^3*r^4-55*c^2*q^2*r^5-p^7*q* r^2+2*p^7*r^2*x-4*p^6*q^2*r^2-4*p^6*q*r^3-6*p^5*q^3*r^2-12*p^5*q^2*r^3-6*p^5*q* r^4-4*p^4*q^4*r^2-12*p^4*q^3*r^3-12*p^4*q^2*r^4-4*p^4*q*r^5-p^3*q^5*r^2-4*p^3*q ^4*r^3-6*p^3*q^3*r^4-4*p^3*q^2*r^5-p^3*q*r^6-q^6*r^3*x-3*q^5*r^4*x+3*q^5*r^3*x^ 2-3*q^4*r^5*x-q^3*r^6*x-16*a^6*p*r^2-64*a^5*p^2*r^2-96*a^5*p*r^3+304*a^5*q^2*r^ 2+104*a^5*q*r^3-104*a^4*p^3*r^2+220*a^4*q^3*r^2+96*a^4*q^2*r^3-52*a^4*q*r^4-88* a^3*p^4*r^2+46*a^3*q^4*r^2-28*a^3*q^3*r^3-110*a^3*q^2*r^4-58*a^3*q*r^5-41*a^2*p ^5*r^2-a^2*q^5*r^2-g^6*p^2*r^2-g^6*p*r^3-4*g^5*p^3*r^2-6*g^5*p^2*r^3-2*g^5*p*r^ 4-6*g^4*p^4*r^2-12*g^4*p^3*r^3-7*g^4*p^2*r^4-g^4*p*r^5-4*g^3*p^5*r^2-10*g^3*p^4 *r^3-8*g^3*p^3*r^4-2*g^3*p^2*r^5-g^2*p^6*r^2-3*g^2*p^5*r^3-3*g^2*p^4*r^4-g^2*p^ 3*r^5-24*b^3*c^2*g^3*r^2-92*b^3*c^2*g^2*r^3-32*b^3*c^2*g*r^4-71832*a^2*c^3*g*p^ 2-56216*a^2*c^3*g*p-12*b^3*c*g^3*r^3-8*b^3*c*g^2*r^4+409*a*g*p^5*r+6*a*g*q^5*r+ 212*a*p^5*q*r+247*a*p^4*q^2*r-51*a*g^5*q*r-156*a*g^4*p^2*r-57*a*g^4*q^2*r+252*a *g^3*p^3*r-8*a*g^3*q^3*r+647*a*g^2*p^4*r+17*a*g^2*q^4*r-229*a*c*g^5*r+786*a*c*g ^4*r^2+1433*a*c*g^3*r^3+90*a*c*g^2*r^4-295*a*c*g*r^5+972*a*c*p^5*r+2*a*c*q^5*r-\ 113*a*g^5*p*r+6460*b*r^3*g*a*c-13772*q*c^2*a*r*g-4305*q*p*g^2*a*r-11385*q^2*a*c *r*p-4197*q^2*a*c*r*g-1235*q*b*p*r*g^2-19201*p^2*c*b*r*g-9663*q*c*a^2*r*g-4574* q^2*c*r*g*p-2016*r^2*p*g^2*q*a-5427*r^2*p*g^2*b*c-528*q*b*c*r*g^2-3717*r^2*p*g^ 2*a*b-2741*r^2*p*g^2*q*c-28566*q*c*p*a^2*r-8378*q*b*p*a^2*r+4943*q*r^3*g*a*c-\ 3612*q^2*p*r*g*a-20008*r^2*a^2*c*b*g-3162*b^2*p*a*r*g-3894*r^2*p^2*a*b*c-6453*r ^2*c^2*g*q*p-14171*r^2*c^2*g*b*p-35706*b*p*a^2*c*r-22924*r^2*b*c^2*p*a+8875*p*a *r^3*c*g+6907*p*a*r^3*q*c+2345*p*a*r^3*q*g+9060*p*a*r^3*b*c+4602*p*c*r^3*b*g-\ 38042*p^2*c*a*r*b-27800*p^2*c*q*r*a-35205*p^2*c*a*r*g+3568*p*c*r^3*q*g-19613*q* c*p*a*r^2-8732*r^2*a*c^2*q*p-42634*q*c^2*a*r*p-4450*r^2*p*g^2*a*c+38040*p*b*a*q *c+14380*p*b*a*q*g+5415*q*p*g*a*r+9316*q*p*g*c*r+21438*a*c*g*q*b+33410*a*c*g*q* p+19100*p*c*g*q*b+54144*b*p*a*c*g-26736*b^3*a*c^2*g*p+11898*p*a*c*r*g+9788*b*g* p*a*r+16740*b*g*p*c*r+25370*q*b*a*c*r+24528*b*p*a*c*r+5316*q*b*p*r*g+13788*q*b* c*r*g+8756*q*b*p*a*r+12134*q*c*p*a*r+14164*q*b*p*c*r+18818*q*c*a*r*g+9719*q*b*a *r*g+33982*b*g*a*c*r+3576*b^3*c*a*p*q-12784*b^3*c*a*p^2*q-6656*b^3*c*a*g^2*p+ 46192*a*b*p*q*r*x^2+126468*a*c^2*g*p*r*x+49506*a*c^2*g*q*r*x+130952*a*c^2*p*q*r *x+44608*a*c*g^2*p*r*x+15286*a*c*g^2*q*r*x+9493*a*b*g*q^2*r*x+30813*a*b*p^2*q*r *x+17087*a*b*p*q^2*r*x+13736*a*b*g^2*p*r*x+3218*a*b*g^2*q*r*x+34661*a*b*g*p^2*r *x+26768*a*b*c*q^2*r*x-15586*a^2*g^2*r*x+10568*a^2*g*r^2*x+792*a^2*p^2*r*x-\ 11056*a^2*q^2*r*x+7712*a*b^2*r^2*x-15616*a^3*g*r*x-5816*a^3*p*r*x-41568*a^2*b^2 *r*x-1184*a^2*b^3*c*q^2+11952*a^2*b*r^2*x+21400*a*b*c*r+9744*a*b*p*r+5972*a*b*q *r+17530*a*c*g*r+17994*a*c*p*r+12220*a*c*q*r+7061*a*g*p*r+4766*a*g*q*r+5424*a*p *q*r+9834*b*c*g*r+14002*b*c*p*r+7556*b*c*q*r+5085*b*g*p*r+3210*b*g*q*r+3686*b*p *q*r+10901*c*g*p*r+6345*c*g*q*r+8328*c*p*q*r+2947*g*p*q*r-8240*a*b*c*r^2-5686*a *b*p*r^2-2242*a*b*q*r^2-8566*a*c*g*r^2-13394*a*c*p*r^2-5442*a*c*q*r^2-5270*a*g* p*r^2-2039*a*g*q*r^2-3397*a*p*q*r^2-2900*b*c*g*r^2-6722*b*c*p*r^2-2244*b*c*q*r^ 2-2353*b*g*p*r^2-1109*b*g*q*r^2-1493*b*p*q*r^2-6759*c*g*p*r^2-2289*c*g*q*r^2-\ 4536*c*p*q*r^2-1460*g*p*q*r^2+28*b^3*a*p^2*q+6816*b^2*p*q*a+6708*b^2*c*q*a+ 33084*a^2*c*g*b+2866*q*b^2*g*a+6136*q^2*b*p*c+4868*b^2*p*r*g+8592*b^4*p*q*x^2-\ 17808*b^3*c^3*g*x+14592*b^3*c^3*p*x-9408*b^3*c^3*q*x-18840*b^3*c^2*g^2*x+105840 *b^3*c^2*g*x^2+21744*b^3*c^2*p^2*x+103392*b^3*c^2*p*x^2+150*a^2*g^3*q^3*r-7656* b^3*c^2*q^2*x+80880*b^3*c^2*q*x^2-6432*b^3*c*g^3*x+43056*b^3*c*g^2*x^2+10140*b^ 3*c*p^3*x+38304*b^3*c*p^2*x^2-1668*b^3*c*q^3*x+19080*b^3*c*q^2*x^2-2784*b^3*g^3 *p*x+336*a^2*g^2*p^4*r-1584*b^3*g^3*q*x-1572*b^3*g^2*p^2*x+17640*b^3*g^2*p*x^2+ 81*a^2*g^2*q^4*r-1026*b^3*g^2*q^2*x+13140*b^3*g^2*q*x^2+2160*b^3*g*p^3*x+16440* b^3*g*p^2*x^2-180*b^3*g*q^3*x+7500*b^3*g*q^2*x^2+2676*b^3*p^3*q*x+444*b^3*p^2*q ^2*x+13008*b^3*p^2*q*x^2-708*b^3*p*q^3*x+56*a^2*g*p^5*r+8880*b^3*p*q^2*x^2+8112 *b^2*c^4*g*x+67920*b^2*c^4*p*x+14*a^2*g*q^5*r+16128*b^2*c^4*q*x-12552*b^2*c^3*g ^2*x+185616*b^2*c^3*g*x^2+85992*b^2*c^3*p^2*x+173616*b^2*c^3*p*x^2+1752*b^2*c^3 *q^2*x+150000*b^2*c^3*q*x^2-11100*b^2*c^2*g^3*x+112560*b^2*c^2*g^2*x^2+287*a^2* p^5*q*r+47976*b^2*c^2*p^3*x+89784*b^2*c^2*p^2*x^2-2136*b^2*c^2*q^3*x+60432*b^2* c^2*q^2*x^2+815*a^2*p^4*q^2*r-2910*b^2*c*g^4*x+30312*b^2*c*g^3*x^2+12192*b^2*c* p^4*x+660*a*g^4*p^2*x+3336*a*g^4*p*x^2-216*a*g^4*q^2*x+3732*a*g^4*q*x^2+2946*a* g^3*p^3*x+5028*a*g^3*p^2*x^2+276*a*g^3*q^3*x+6492*a*g^3*q^2*x^2-3330*a^2*b*p^4* q+42*a^2*g^5*p*r+3546*a*g^2*p^4*x+26*a^2*g^5*q*r+2424*a*g^2*p^3*x^2+384*a*g^2*q ^4*x+4500*a*g^2*q^3*x^2+284*a^2*g^4*p^2*r+1638*a*g*p^5*x-4950*a^2*b*p^3*q^2-324 *a*g*p^4*x^2+109*a^2*g^4*q^2*r+126*a*g*q^5*x+888*a*g*q^4*x^2+1854*a*p^5*q*x+ 4410*a*p^4*q^2*x+276*a*p^4*q*x^2+4512*a*p^3*q^3*x+2532*a*p^3*q^2*x^2+2016*a*p^2 *q^4*x+2940*a*p^2*q^3*x^2+306*a*p*q^5*x+888*a*p*q^4*x^2-2976*b^5*c*g*x-2832*b^5 *c*p*x-1584*b^5*c*q*x-1440*b^5*g*p*x-480*b^5*g*q*x-720*b^5*p*q*x-13392*b^4*c^2* g*x-6192*b^4*c^2*p*x-8544*b^4*c^2*q*x-6648*b^4*c*g^2*x+28416*b^4*c*g*x^2-648*b^ 4*c*p^2*x+29040*b^4*c*p*x^2-2400*b^4*c*q^2*x+19968*b^4*c*q*x^2-3024*b^4*g^2*p*x +522*a^2*g^3*p^3*r-1416*b^4*g^2*q*x-1776*b^4*g*p^2*x+11904*b^4*g*p*x^2-540*b^4* g*q^2*x+8088*b^4*g*q*x^2-912*b^4*p^2*q*x-1032*b^4*p*q^2*x-8172*a^2*c*b*p^4+300* b^3*g*p^4*r-28592*a^2*c*b*p^3-496*a^2*c*b*g^4+5732*a^2*c*b*g^3+236*b^3*p^4*q*r+ 152*b^3*p^3*q^2*r-344*a^2*c*b*q^4-2888*b^3*c*a*p*q^2-1456*b^3*c*a*g^2*q-16032*b ^3*c*a*g*p^2+5728*b^3*c*a*g*p-728*b^3*c*a*g*q^2+5544*b^3*c*a*g*q-15900*b*c^2*q^ 4*x^2+18*b*c*g^6*x+612*b*c*g^5*x^2+660*b*c*p^6*x-2592*b*c*p^5*x^2-2352*b*c*q^5* x^2+12*b*g^6*p*x+6*b*g^6*q*x+216*b*g^5*p^2*x+252*b*g^5*p*x^2+60*b*g^5*q^2*x+180 *b*g^5*q*x^2+726*b*g^4*p^3*x+226*a^4*g^3*p*r+108*b*g^4*q^3*x+150*a^4*g^3*q*r-\ 264*b*g^4*q^2*x^2+1008*b*g^3*p^4*x-1200*b*g^3*p^3*x^2+548*a^4*g^2*p^2*r+60*b*g^ 3*q^4*x-1536*b*g^3*q^3*x^2+468*a^4*g^2*q^2*r+666*b*g^2*p^5*x-1728*b*g^2*p^4*x^2 +6*b*g^2*q^5*x-1860*b*g^2*q^4*x^2+204*b*g*p^6*x-900*b*g*p^5*x^2+266*a^4*g*p^3*r -852*b*g*q^5*x^2+384*a^4*g*q^3*r+306*b*p^6*q*x+984*b*p^5*q^2*x-2556*a^2*g*b*p^4 -1056*b*p^5*q*x^2+1356*b*p^4*q^3*x-2784*b*p^4*q^2*x^2-9018*a^2*g*b*p^3+864*b*p^ 3*q^4*x+728*a^4*p^3*q*r-3696*b*p^3*q^3*x^2+210*b*p^2*q^5*x+7852*a^2*g*b*p^2-\ 2604*b*p^2*q^4*x^2+1264*a^4*p^2*q^2*r-912*b*p*q^5*x^2+65664*c^6*g*p*x+48000*c^6 *g*q*x+66048*c^6*p*q*x+63648*c^5*g^2*p*x+46176*c^5*g^2*q*x+83448*c^5*g*p^2*x+42 *b^2*g^2*q^4*x+8336*a^4*c^3*g*r-3504*b^2*g^2*q^3*x^2+1140*b^2*g*p^5*x-2340*b^2* g*p^4*x^2+12976*a^4*c^3*p*r-2556*b^2*g*q^4*x^2+10992*a^4*c^3*q*r+1296*b^2*p^5*q *x+2772*b^2*p^4*q^2*x-3084*b^2*p^4*q*x^2+2976*a^4*c^2*g^2*r+2400*b^2*p^3*q^3*x+ 6912*a^4*c^2*g*r^2-5856*b^2*p^3*q^2*x^2+7168*a^4*c^2*p^2*r+738*b^2*p^2*q^4*x-\ 5544*b^2*p^2*q^3*x^2+5712*a^4*c^2*q^2*r-2616*b^2*p*q^4*x^2+64800*b*c^6*g*x+ 90624*b*c^6*p*x+62016*b*c^6*q*x+58848*b*c^5*g^2*x-38400*b*c^5*g*x^2+117504*b*c^ 5*p^2*x-71904*b*c^5*p*x^2+52512*b*c^5*q^2*x-72864*b*c^5*q*x^2+26736*b*c^4*g^3*x -16992*b*c^4*g^2*x^2+79920*b*c^4*p^3*x-84048*b*c^4*p^2*x^2+21432*b*c^4*q^3*x-\ 85872*b*c^4*q^2*x^2+6192*b*c^3*g^4*x+340*a^4*c*g^3*r+1200*b*c^3*g^3*x^2+2312*a^ 4*c*g^2*r^2+30480*b*c^3*p^4*x+504*a^4*c*g*r^3-50472*b*c^3*p^3*x^2+1260*a^4*c*p^ 3*r+4176*b*c^3*q^4*x-51192*b*c^3*q^3*x^2+642*b*c^2*g^5*x+1212*a^4*c*q^3*r+2688* b*c^2*g^4*x^2+6396*b*c^2*p^5*x-16212*b*c^2*p^4*x^2+306*b*c^2*q^5*x+80736*b^2*c^ 5*g*x+120000*b^2*c^5*p*x+75264*b^2*c^5*q*x+57696*b^2*c^4*g^2*x-16704*b^2*c^4*g* x^2+133296*b^2*c^4*p^2*x-66240*b^2*c^4*p*x^2+47808*b^2*c^4*q^2*x-68640*b^2*c^4* q*x^2+672*a^4*b^3*c*r+432*a^4*b^3*p*r+19200*b^2*c^3*g^3*x+240*a^4*b^3*q*r+10896 *b^2*c^3*g^2*x^2+75192*b^2*c^3*p^3*x-67680*b^2*c^3*p^2*x^2+4704*a^4*b^2*c^2*r+ 12984*b^2*c^3*q^3*x+3840*a^4*b^2*c*r^2-71136*b^2*c^3*q^2*x^2+2856*b^2*c^2*g^4*x +1248*a^4*b^2*p^2*r+12288*b^2*c^2*g^3*x^2+22524*b^2*c^2*p^4*x+528*a^4*b^2*q^2*r -32856*b^2*c^2*p^3*x^2+1260*b^2*c^2*q^4*x-33552*b^2*c^2*q^3*x^2+138*b^2*c*g^5*x +3444*b^2*c*g^4*x^2+3342*b^2*c*p^5*x+10560*a^4*b*c^3*r-7548*b^2*c*p^4*x^2+9328* a^4*b*c^2*r^2-7020*b^2*c*q^4*x^2+1176*a^4*b*c*r^3+90*b^2*g^5*p*x+424*a^4*b*g*r^ 3+42*b^2*g^5*q*x+728*a^4*b*p^3*r+906*b^2*g^4*p^2*x+1380*b^2*g^4*p*x^2+372*a^4*b *q^3*r+198*b^2*g^4*q^2*x+804*b^2*g^4*q*x^2+2328*b^2*g^3*p^3*x+708*b^2*g^3*p^2*x ^2+198*b^2*g^3*q^3*x-924*b^2*g^3*q^2*x^2+2466*b^2*g^2*p^4*x-2076*b^2*g^2*p^3*x^ 2+3002*b^2*p*q*g+8492*q*c*b^2*p+1794*q*g*b^2*c+30514*c^2*g*a*r+21804*b*p*c^2*r+ 11124*b*g*a^2*r+12665*c^2*g*p*r+47532*a^2*c*b*p+22510*a*c*g^2*p+13610*p^2*g*b*a +19674*b*p^2*c*g+14670*b*g^2*p*c+6312*q^2*a*c*r+4868*q^2*p*b*a+1848*q^2*b*r*p+ 5320*q^2*b*r*c+3350*q^2*a*r*b+17994*b*g^2*a*c+1083*q*p^2*g*r+8774*q*b*a^2*r+ 32884*p^2*c*b*a+8374*q*a^2*b*g+43644*b*a*c^2*r+4870*p*a^2*c*r+42852*q*c^2*p*a-\ 1505*p^2*a*r*g+3023*b*g^2*p*r+8744*b*g^2*c*r+1783*p*a^2*r*g+21610*a^2*c*g*q+ 5315*q*c*r*g^2+6265*q*a^2*r*g+11864*p^2*c*q*g+15140*p^2*c*q*b+23836*b^2*a*c*r+ 8970*p*c*g^2*q+23494*q*c^2*a*r+8540*b^2*p*a*r+14351*q*c^2*r*g+19366*p*a^2*b*g+ 19204*p^2*a*q*c+7976*p^2*a*q*g+23914*p^2*a*c*g+1759*q*p*g^2*r+10364*p^2*a*q*b+ 4513*c*g^2*p*r+28892*a^2*c*q*p+21636*a^2*c*q*b+15124*q*c*a^2*r+18354*c*g*a^2*r+ 11360*c*g^2*a*r+23478*b*g*c^2*r-3470*b*g*r^2*a+14768*p*a*c^2*r+13220*b^2*p*c*r+ 36962*b*p*c^2*g+1977*b*g*p^2*r+2099*p*a*r*g^2+12128*q^2*a*p*c+68184*p*a*b*c^2+ 29232*p*a*b^2*c+6224*q^2*p*c*g+7782*q^2*a*c*g+4418*b*a*q*g^2+4984*c*g^2*q*b+ 28236*b*c^2*q*a+38190*a^2*c*g*p+237*q*a*p^2*r+3630*q*a*r*g^2+2287*q*b*p^2*r-\ 3894*p^2*c*a*r+467*p^2*c*r*g+4408*p^2*c*b*r+1856*p^2*c*q*r+12044*q*g*b*c^2+ 25872*q*p*b*c^2+29480*a*c^2*g*q+56378*a*c^2*g*p+11448*a*c*g^2*q+23374*c^2*g*q*p +492*g^4*q*r*x+3086*g^3*p^2*r*x+3235*g^3*p*r*x^2+1084*g^3*q^2*r*x+3235*g^3*q*r* x^2+4782*g^2*p^3*r*x+3620*g^2*p^2*r*x^2+1398*g^2*q^3*r*x+3620*g^2*q^2*r*x^2+611 *g*p^3*r*x^2+611*g*q^3*r*x^2+2502*p^4*q*r*x+3971*p^3*q^2*r*x+2579*p^2*q^3*r*x+ 2552*p^2*q^2*r*x^2+728*p*q^4*r*x+5642*c^2*g^3*r*x+35066*c^2*g^2*r^2*x+45868*c^2 *g^2*r*x^2+34597*c^2*p^3*r*x+8645*c^2*q^3*r*x+1550*c*g^4*r*x-1616*a^2*b^3*c*g^2 +10940*c*g^3*r*x^2+7479*c*p^4*r*x+1783*c*q^4*r*x+920*g^4*p*r*x+3651*b*p^4*r*x+ 10064*a^2*b^3*c*g-477*b*q^3*r*x^2+17080*c^4*g*r*x+51552*c^4*p*r*x+21992*c^4*q*r *x-14352*a^2*b^3*c*p^2+12516*c^3*g^2*r*x+63616*c^3*g*r^2*x+82672*c^3*g*r*x^2+ 66366*c^3*p^2*r*x+19674*c^3*q^2*r*x+3920*a^2*b^3*c*p+2204*b^3*a*g^2*p+1188*b^3* a*g^2*q+11644*q*c^2*p*r+5748*p^2*g*q*b+3238*q*a^2*p*r+4584*p*a*q^2*g+43660*c^2* g*b*a+10898*b*a*p*g^2+4071*q^2*c*r*g+1312*q^2*p*r*g+1846*q^2*p*a*r+3462*q^2*p*c *r+29044*b*a^2*c*r+6240*b*p*a^2*r+2430*q^2*a*r*g+918*b*p^2*a*r+11582*p*a^2*q*g+ 13440*p*a^2*q*b+14820*a*g*b^2*c+18642*q*b*c^2*r+11368*a*g*b^2*p+29328*a*b*c*r^2 *x+18646*a*b*p*r^2*x+11758*a*b*q*r^2*x+25148*a*c*g*r^2*x+40226*a*c*p*r^2*x+ 21994*a*c*q*r^2*x+16152*a*g*p*r^2*x+7936*a*g*q*r^2*x+11462*a*p*q*r^2*x+13816*b* c*g*r^2*x+24554*b*c*p*r^2*x+17926*b*c*q*r^2*x+8564*b*g*p*r^2*x+7830*b*g*q*r^2*x +7654*b*p*q*r^2*x+21370*c*g*p*r^2*x+12430*c*g*q*r^2*x+18320*c*p*q*r^2*x+5682*g* p*q*r^2*x+7488*b^2*c^5*g*r+13264*b^2*c^5*p*r+5424*b^2*c^5*q*r+5040*b^2*c^4*g^2* r+6080*b^2*c^4*g*r^2+16896*b^2*c^4*p^2*r+2328*b^2*c^4*q^2*r+1488*b^2*c^3*g^3*r+ 3592*b^2*c^3*g^2*r^2+272*b^2*c^3*g*r^3+10896*b^2*c^3*p^3*r+324*b^2*c^3*q^3*r+ 162*b^2*c^2*g^4*r+920*b^2*c^2*g^3*r^2+66*b^2*c^2*g^2*r^3-466*b^2*c^2*g*r^4+3730 *b^2*c^2*p^4*r+86*b^2*c*g^4*r^2-42*b^2*c*g^3*r^3-141*b^2*c*g^2*r^4-47*b^2*c*g*r ^5+635*b^2*c*p^5*r+99*b^2*g^4*p^2*r+338*b^2*g^3*p^3*r+418*b^2*g^2*p^4*r+220*b^2 *g*p^5*r+207*b^2*p^5*q*r+291*b^2*p^4*q^2*r+125*b^2*p^3*q^3*r-3744*b^3*a*g*p^2*q +2500*b^3*a*g*p*q-1248*b^3*a*g^2*p*q-676*b^3*a*g*p*q^2+4402*a*b*c*g^2*r*x+ 118160*a*b*c*g*r^2*x+174628*a*b*c*g*r*x^2+98000*a*b*c*p^2*r*x+129788*a*b*c^2*p* r*x+41728*a*b*c^2*q*r*x-848*a*b^2*g*q*r*x+8780*a*b^2*p*q*r*x+8412*a*b*c^2*g*r*x +27104*a*b^2*c*p*r*x-836*a*b^2*c*q*r*x+4750*a*b^2*g*p*r*x+77260*a^2*c*g*p*r*x+ 23120*a^2*c*g*q*r*x+73200*a^2*c*p*q*r*x+21816*a^2*g*p*q*r*x-24072*a*b^2*c*g*r*x +75388*a^2*b*c*p*r*x+15380*a^2*b*c*q*r*x+25344*a^2*b*g*p*r*x+600*a^2*b*g*q*r*x+ 22352*a^2*b*p*q*r*x-18820*b*c*g^2*p*r*x^2-26169*b*c*g^2*q*r*x^2-40161*b*c*g*p^2 *r*x^2-50486*b*c*g*q^2*r*x^2-50442*b*c*p^2*q*r*x^2-52846*b*c*p*q^2*r*x^2-8858*b *g^2*p*q*r*x^2-15410*b*g*p^2*q*r*x^2-17164*b*g*p*q^2*r*x^2-68596*c^2*g*p*q*r*x^ 2-21260*c*g^2*p*q*r*x^2-34506*c*g*p^2*q*r*x^2-34506*c*g*p*q^2*r*x^2-3304*a^2*b* c*g*r*x+772*b^3*p*a*q^2+5096*b^3*p*a*q+784*q*g*p*c+4520*p*a*q*c+1488*p*a*q*g+ 9864*a*c*g*p+5872*p*c*b*a-3764*c*g*q*a-8060*c*g*b*a+832*b*p*c*g+2456*b*g*p*a-\ 2020*p*c*q*b-64*p*a*q*b-9380*q*c*b*a+28*b^3*a*g*p^2+8360*b^3*a*g*p+392*b^3*a*g* q^2+3116*b^3*a*g*q+388*a^2*c*b*q^3+8032*b*c^6*g*r+12720*b*c^6*p*r+6256*b*c^6*q* r+7184*b*c^5*g^2*r+7760*b*c^5*g*r^2+18496*b*c^5*p^2*r+4056*b*c^5*q^2*r+3168*b*c ^4*g^3*r+5976*b*c^4*g^2*r^2+576*b*c^4*g*r^3+14080*b*c^4*p^3*r+1140*b*c^4*q^3*r+ 686*b*c^3*g^4*r+2244*b*c^3*g^3*r^2+2010*g^2*p^2*q^3*x+5040*g^2*p^2*q^2*x^2+402* g^2*p*q^4*x+2556*g^2*p*q^3*x^2+1332*g*p^5*q*x+2844*g*p^4*q^2*x+396*g*p^4*q*x^2+ 2592*g*p^3*q^3*x+2088*g*p^3*q^2*x^2+972*g*p^2*q^4*x+2088*g*p^2*q^3*x^2+108*g*p* q^5*x+396*g*p*q^4*x^2-57120*a^4*b*c*x-23856*a^4*b*g*x-18408*a^4*b*p*x-20640*a^4 *b*q*x-39432*a^4*c*g*x-25968*a^4*c*p*x-35976*a^4*c*q*x-10644*a^4*g*p*x-15156*a^ 4*g*q*x-10968*a^4*p*q*x-105984*a^3*b^2*c*x-44352*a^3*b^2*g*x+1496*a*c^4*g*r^3-\ 41184*a^3*b^2*p*x+17560*a*c^4*p^3*r-35976*a^3*b^2*q*x-189120*a^3*b*c^2*x-32520* a^3*b*g^2*x-16680*a^3*b*p^2*x-22224*a^3*b*q^2*x-133680*a^3*c^2*g*x-97104*a^3*c^ 2*p*x-117024*a^3*c^2*q*x-54792*a^3*c*g^2*x-17364*a^3*c*p^2*x-39264*a^3*c*q^2*x-\ 16890*a^3*g^2*p*x-20586*a^3*g^2*q*x-7338*a^3*g*p^2*x-16980*a^3*g*q^2*x+3660*a*c ^4*q^3*r-9204*a^3*p^2*q*x-13284*a^3*p*q^2*x-85824*a^2*b^3*c*x-35712*a^2*b^3*g*x -37464*a^2*b^3*p*x-27648*a^2*b^3*q*x-249216*a^2*b^2*c^2*x-42912*a^2*b^2*g^2*x-\ 34584*a^2*b^2*p^2*x+1490*a*c^3*g^4*r-26568*a^2*b^2*q^2*x+4744*a*c^3*g^3*r^2-\ 302112*a^2*b*c^3*x+892*a*c^3*g^2*r^3-20892*a^2*b*g^3*x-1886*a*c^3*g*r^4+6422*a* c^3*p^4*r-4338*a^2*b*p^3*x-10296*a^2*b*q^3*x-214464*a^2*c^3*g*x+684*a*c^3*q^4*r -164688*a^2*c^3*p*x-185568*a^2*c^3*q*x-131208*a^2*c^2*g^2*x-53472*a^2*c^2*p^2*x -91596*a^2*c^2*q^2*x-35514*a^2*c*g^3*x+2274*a^2*c*p^3*x-18756*a^2*c*q^3*x-11874 *a^2*g^3*p*x-12930*a^2*g^3*q*x-10638*a^2*g^2*p^2*x-15924*a^2*g^2*q^2*x+642*a^2* g*p^3*x+182*a*c^2*g^5*r-7854*a^2*g*q^3*x+1072*a*c^2*g^4*r^2-1578*a^2*p^3*q*x+ 222*a*c^2*g^3*r^3-8556*a^2*p^2*q^2*x-985*a*c^2*g^2*r^4-455*a*c^2*g*r^5+1181*a*c ^2*p^5*r-6258*a^2*p*q^3*x-29856*a*b^4*c*x-12432*a*b^4*g*x+48*a*c^2*q^5*r-14208* a*b^4*p*x-9528*a*b^4*q*x-129792*a*b^3*c^2*x-21912*a*b^3*g^2*x-24144*a*b^3*p^2*x -12984*a*b^3*q^2*x-256608*a*b^2*c^3*x-17412*a*b^2*g^3*x-10512*a*b^2*p^3*x+8*a*c *g^6*r-8214*a*b^2*q^3*x+126*a*c*g^5*r^2-237120*a*b*c^4*x+16*a*c*g^4*r^3-6264*a* b*g^4*x-227*a*c*g^3*r^4-141*a*c*g^2*r^5-15*a*c*g*r^6+84*a*c*p^6*r+1038*a*b*p^4* x-2430*a*b*q^4*x-167736*a*c^4*g*x-134664*a*c^4*p*x-147504*a*c^4*q*x+5*a*g^6*p*r -134088*a*c^3*g^2*x+3*a*g^6*q*r-62892*a*c^3*p^2*x-97716*a*c^3*q^2*x-53862*a*c^2 *g^3*x+64*a*g^5*p^2*r-492*a*c^2*p^3*x-30822*a*c^2*q^3*x+14*a*g^5*q^2*r-10734*a* c*g^4*x+5586*a*c*p^4*x-4650*a*c*q^4*x-3798*a*g^4*p*x-3750*a*g^4*q*x-5490*a*g^3* p^2*x+181*a*g^4*p^3*r-6168*a*g^3*q^2*x-1182*a*g^2*p^3*x-4698*a*g^2*q^3*x+2160*a *g*p^4*x-1722*a*g*q^4*x+1116*a*p^4*q*x-1272*a*p^3*q^2*x-2802*a*p^2*q^3*x-1524*a *p*q^4*x+22*a*g^4*q^3*r-17400*b^4*c*g*x-22104*b^4*c*p*x-13968*b^4*c*q*x-8652*b^ 4*g*p*x-5532*b^4*g*q*x-6216*b^4*p*q*x-78000*b^3*c^2*g*x-89760*b^3*c^2*p*x-64656 *b^3*c^2*q*x+197*a*g^3*p^4*r-31320*b^3*c*g^2*x-37344*b^3*c*p^2*x-20796*b^3*c*q^ 2*x+14*a*g^3*q^4*r-14694*b^3*g^2*p*x-9390*b^3*g^2*q*x-15900*b^3*g*p^2*x-7662*b^ 3*g*q^2*x-12732*b^3*p^2*q*x-8556*b^3*p*q^2*x-156768*b^2*c^3*g*x-161664*b^2*c^3* p*x-135312*b^2*c^3*q*x-93912*b^2*c^2*g^2*x+82*a*g^2*p^5*r-87972*b^2*c^2*p^2*x-\ 67392*b^2*c^2*q^2*x+3*a*g^2*q^5*r-25110*b^2*c*g^3*x-17412*b^2*c*p^3*x-14250*b^2 *c*q^3*x-11046*b^2*g^3*p*x-7638*b^2*g^3*q*x-16428*b^2*g^2*p^2*x-9018*b^2*g^2*q^ 2*x-8298*b^2*g*p^3*x-4962*b^2*g*q^3*x+7*a*g*p^6*r-7110*b^2*p^3*q*x-10908*b^2*p^ 2*q^2*x-5502*b^2*p*q^3*x-145992*b*c^4*g*x-135312*b*c^4*p*x+70*a*p^6*q*r-130488* b*c^4*q*x-115512*b*c^3*g^2*x-83484*b*c^3*p^2*x-89028*b*c^3*q^2*x+239*a*p^5*q^2* r-45978*b*c^2*g^3*x-17298*b*c^2*p^3*x-29436*b*c^2*q^3*x-9090*b*c*g^4*x+858*b*c* p^4*x-4578*b*c*q^4*x-3714*b*g^4*p*x+297*a*p^4*q^3*r-2874*b*g^4*q*x-6816*b*g^3*p ^2*x-4566*b*g^3*q^2*x-4302*b*g^2*p^3*x-3666*b*g^2*q^3*x-54*b*g*p^4*x-1512*b*g*q ^4*x-252*b*p^4*q*x-3078*b*p^3*q^2*x+157*a*p^3*q^4*r-3792*b*p^2*q^3*x-1668*b*p*q ^4*x-89496*c^4*g*p*x-93000*c^4*g*q*x-80064*c^4*p*q*x-72438*c^3*g^2*p*x-71466*c^ 3*g^2*q*x-48660*c^3*g*p^2*x-63276*c^3*g*q^2*x-42798*c^3*p^2*q*x-55218*c^3*p*q^2 *x-448*c^7*q*r^2-1072*c^6*p^2*r^2-1024*c^6*p*r^3-416*c^6*q^2*r^2-608*c^6*q*r^3-\ 880*c^5*p^3*r^2-1312*c^5*p^2*r^3-528*c^5*p*r^4-192*c^5*q^3*r^2-432*c^5*q^2*r^3-\ 288*c^5*q*r^4-420*c^4*p^4*r^2-864*c^4*p^3*r^3-552*c^4*p^2*r^4-112*c^4*p*r^5-44* c^4*q^4*r^2-136*c^4*q^3*r^3-144*c^4*q^2*r^4-56*c^4*q*r^5-116*c^3*p^5*r^2-308*c^ 3*p^4*r^3-276*c^3*p^3*r^4-92*c^3*p^2*r^5-8*c^3*p*r^6-4*c^3*q^5*r^2-16*c^3*q^4*r ^3-24*c^3*q^3*r^4-16*c^3*q^2*r^5-4*c^3*q*r^6-17*c^2*p^6*r^2-56*c^2*p^5*r^3-66*c ^2*p^4*r^4-32*c^2*p^3*r^5-5*c^2*p^2*r^6-c*p^7*r^2-4*c*p^6*r^3-6*c*p^5*r^4-4*c*p ^4*r^5-c*p^3*r^6-b*p^7*r^2-4*b*p^6*r^3-6*b*p^5*r^4-4*b*p^4*r^5-b*p^3*r^6-29184* c^2*g^3*p*x-27480*c^2*g^3*q*x-31878*c^2*g^2*p^2*x-35682*c^2*g^2*q^2*x-5364*c^2* g*p^3*x-20628*c^2*g*q^3*x-5280*c^2*p^3*q*x+29*a*p^2*q^5*r-22968*c^2*p^2*q^2*x-\ 18288*c^2*p*q^3*x-5796*c*g^4*p*x-5268*c*g^4*q*x-9042*c*g^3*p^2*x-8886*c*g^3*q^2 *x-3180*c*g^2*p^3*x-7428*c*g^2*q^3*x+2628*c*g*p^4*x-3180*c*g*q^4*x+1776*c*p^4*q *x-2334*c*p^3*q^2*x-5154*c*p^2*q^3*x-2952*c*p*q^4*x-2184*g^4*p*q*x-3996*g^3*p^2 *q*x-3684*g^3*p*q^2*x-2250*g^2*p^3*q*x-5040*g^2*p^2*q^2*x-2862*g^2*p*q^3*x+312* g*p^4*q*x-1734*g*p^3*q^2*x-2442*g*p^2*q^3*x-1104*g*p*q^4*x-17736*a*b^3*p*x-7776 *a*p*q^3*x-9618*b^3*g*q*x-11934*b^2*g^2*q*x-12816*b^2*g*q^2*x-6696*b*g^3*q*x-\ 9636*b*g^2*q^2*x-6744*b*g*q^3*x+32*b^5*c^2*g*r+128*b^5*c^2*p*r+16*b^5*c*g*r^2+ 80*b^5*c*p^2*r+24*b^5*c*p*r^2+16*b^5*g*p^2*r+16*b^5*g*p*r^2+576*b^4*c^3*g*r+ 1488*b^4*c^3*p*r+272*b^4*c^3*q*r+136*b^4*c^2*g^2*r+312*b^4*c^2*g*r^2-5184*a^3*b *g^2*p*q-10792*a^3*b*g*p^2*q-6096*a^3*b*g*p*q^2-248*a^3*b*g*p*q-50486*a*c*g*p^2 *r*x^2-40161*a*c*g*q^2*r*x^2-52846*a*c*p^2*q*r*x^2-50442*a*c*p*q^2*r*x^2-8858*a *g^2*p*q*r*x^2-17164*a*g*p^2*q*r*x^2-15410*a*g*p*q^2*r*x^2-17053*b^2*c*g*p*r*x^ 2-38884*b^2*c*g*q*r*x^2-45856*b^2*c*p*q*r*x^2-12809*b^2*g*p*q*r*x^2-58855*b*c^2 *g*p*r*x^2-73191*b*c^2*g*q*r*x^2-103332*b*c^2*p*q*r*x^2-26169*a*c*g^2*p*r*x^2-\ 18820*a*c*g^2*q*r*x^2-62384*a*b*c*p^2*r*x^2-62384*a*b*c*q^2*r*x^2-8477*a*b*g^2* p*r*x^2-8477*a*b*g^2*q*r*x^2-22077*a*b*g*p^2*r*x^2-22077*a*b*g*q^2*r*x^2-23950* a*b*p^2*q*r*x^2-23950*a*b*p*q^2*r*x^2-73191*a*c^2*g*p*r*x^2-58855*a*c^2*g*q*r*x ^2-103332*a*c^2*p*q*r*x^2-118160*a*b*c*g*r^2*x^2+12553*a*c*g^2*p*q*r^2+24499*a* c*g^2*p*r^2*x+20344*a*c*g*p^2*q*r^2+6816*a*c*g*p^2*r^2*x+11731*a*c*g*p*q^2*r^2+ 9952*a*c*g*p*q*r^3-23104*a*c*g*p*r^3*x-72910*a*c*g*p*r^2*x^2-76905*a*c*g*q*r^2* x^2+11439*a*c*p^2*q*r^2*x+14967*a*c*p*q^2*r^2*x-20812*a*c*p*q*r^3*x-73552*a*c*p *q*r^2*x^2-40350*a*b*p*q*r^2*x^2+39754*a*c^2*g*p*q*r^2+68753*a*c^2*g*p*r^2*x+ 58986*a*c^2*p*q*r^2*x+3814*a*b*g^2*p*q*r^2+16585*a*b*g^2*p*r^2*x+6962*a*b*g*p^2 *q*r^2+9656*a*b*g*p^2*r^2*x+3703*a*b*g*p*q^2*r^2+3887*a*b*g*p*q*r^3-9740*a*b*g* p*r^3*x-41320*a*b*g*p*r^2*x^2-41320*a*b*g*q*r^2*x^2+9975*a*b*p^2*q*r^2*x+8403*a *b*p*q^2*r^2*x-9026*a*b*p*q*r^3*x+14111*a*b*c*g*p*r^3+21576*a*b*c*p^2*q*r^2+ 24108*a*b*c*p^2*r^2*x+11218*a*b*c*p*q^2*r^2+10562*a*b*c*p*q*r^3-27500*a*b*c*p*r ^3*x-111512*a*b*c*p*r^2*x^2-111512*a*b*c*q*r^2*x^2+45680*a*b*c^2*g*p*r^2+40368* a*b*c^2*p*q*r^2+114684*a*b*c^2*p*r^2*x+14425*a*b*c*g^2*p*r^2+24534*a*b*c*g*p^2* r^2+15091*a^2*g*p*q*r^2*x+13206*a*b^2*c*g*p*r^2+11776*a*b^2*c*p*q*r^2+69518*a*b ^2*c*p*r^2*x+3546*a*b^2*g*p*q*r^2+27705*a*b^2*g*p*r^2*x+20196*a*b^2*p*q*r^2*x+ 23762*a^2*c*g*p*q*r^2+33059*a^2*c*g*p*r^2*x+34674*a^2*c*p*q*r^2*x-12809*a^2*g*p *q*r*x^2+13688*a*b^2*c*g*r*x^2-21242*a*b^2*c*p*r*x^2-37276*a*b^2*c*q*r*x^2-2675 *a*b^2*g*p*r*x^2-12248*a*b^2*g*q*r*x^2-15566*a*b^2*p*q*r*x^2-8412*a*b*c^2*g*r*x ^2-85758*a*b*c^2*p*r*x^2-85758*a*b*c^2*q*r*x^2-4402*a*b*c*g^2*r*x^2-17053*a^2*c *g*q*r*x^2-45856*a^2*c*p*q*r*x^2-23436*a*g*q*r*x-24074*b*g*p*r*x-29328*a*b*c*r^ 2*x^2-15202*a*b*p*r^2*x^2-15202*a*b*q*r^2*x^2-19482*a*c*g*r^2*x^2-29076*a*c*p*r ^2*x^2-23274*a*c*q*r^2*x^2-11991*a*g*p*r^2*x^2-8250*a*g*q*r^2*x^2-9558*a*p*q*r^ 2*x^2-19482*b*c*g*r^2*x^2-23274*b*c*p*r^2*x^2-29076*b*c*q*r^2*x^2-8250*b*g*p*r^ 2*x^2-11991*b*g*q*r^2*x^2-9558*b*p*q*r^2*x^2-16900*c*g*p*r^2*x^2-16900*c*g*q*r^ 2*x^2-18320*c*p*q*r^2*x^2-5682*g*p*q*r^2*x^2-20448*b*p*q*r*x-47528*c*g*p*r*x-\ 40568*c*p*q*r*x-14352*g*p*q*r*x-101712*a*b*c*r*x-42196*a*b*p*r*x-34652*a*b*q*r* x-73260*a*c*g*r*x-30288*a*g*p*r*x-12248*a^2*b*g*p*r*x^2-2675*a^2*b*g*q*r*x^2-\ 15566*a^2*b*p*q*r*x^2-38884*a^2*c*g*p*r*x^2+13688*a^2*b*c*g*r*x^2-37276*a^2*b*c *p*r*x^2-21242*a^2*b*c*q*r*x^2-16480*b^2*c*r^2*x^2-5802*b^2*p*r^2*x^2-10286*b^2 *q*r^2*x^2-21284*b*c^2*r^2*x^2-15672*b*c*r^3*x^2-5204*b*g*r^3*x^2-6578*b*p^2*r^ 2*x^2-4856*b*p*r^3*x^2-7464*b*q^2*r^2*x^2-3296*b*q*r^3*x^2-13376*c^2*g*r^2*x^2-\ 22938*c^2*p*r^2*x^2-22938*c^2*q*r^2*x^2-7344*c*g^2*r^2*x^2-11536*c*g*r^3*x^2-\ 12836*c*p^2*r^2*x^2-8738*c*p*r^3*x^2-12836*c*q^2*r^2*x^2-8738*c*q*r^3*x^2-3416* g^2*p*r^2*x^2-3416*g^2*q*r^2*x^2-5099*g*p^2*r^2*x^2-3143*g*p*r^3*x^2-5099*g*q^2 *r^2*x^2-3143*g*q*r^3*x^2-4241*p^2*q*r^2*x^2-4241*p*q^2*r^2*x^2-2954*p*q*r^3*x^ 2-16480*a^2*c*r^2*x^2-10286*a^2*p*r^2*x^2-5802*a^2*q*r^2*x^2-7776*a*b*r^3*x^2-\ 21284*a*c^2*r^2*x^2-15672*a*c*r^3*x^2-5204*a*g*r^3*x^2-7464*a*p^2*r^2*x^2-3296* a*p*r^3*x^2-6578*a*q^2*r^2*x^2-4856*a*q*r^3*x^2-41128*b^2*c*r*x-69832*b*c^2*r*x -22912*b*c*r^2*x-6866*b*g*r^2*x-3434*b*q*r^2*x-52128*c^2*g*r*x-50432*c^2*q*r*x-\ 16384*c*g*r^2*x-19874*c*q^2*r*x-11344*c*q*r^2*x-7897*g*q^2*r*x-3935*g*q*r^2*x-\ 7600*g^2*q*r*x-22276*c*g^2*r*x-90056*a*c^2*r*x-18960*a*c*r^2*x-12922*a*p^2*r*x+ 218*a*p*r^2*x-11266*a*q^2*r*x-5766*a*q*r^2*x-14196*b*p^2*r*x-4890*b*p*r^2*x-\ 63344*c^2*p*r*x-25398*c*p^2*r*x-6940*c*p*r^2*x-10007*g*p^2*r*x-2399*g*p*r^2*x-\ 8329*p^2*q*r*x-6809*p*q^2*r*x-2766*p*q*r^2*x-61112*a^2*c*r*x-22896*a^2*p*r*x-\ 18824*a^2*q*r*x-9312*a*b*r^2*x-5454*a*g*r^2*x-16324*b^2*p*r*x-8958*g^2*p*r*x+ 2766*p*q*r^2*x^2+51120*a^2*c*r*x^2+20070*a^2*p*r*x^2+17574*a^2*q*r*x^2+9312*a*b *r^2*x^2+6160*a*g*r^2*x^2+17574*b^2*p*r*x^2+8279*g^2*p*r*x^2+20070*b^2*q*r*x^2+ 20936*b*c*r^2*x^2+11951*b*q^2*r*x^2+1608*b*q*r^2*x^2+56888*c^2*q*r*x^2+22636*c* q^2*r*x^2+9142*c*q*r^2*x^2+51120*b^2*c*r*x^2+79944*b*c^2*r*x^2+6160*b*g*r^2*x^2 +52128*c^2*g*r*x^2+16384*c*g*r^2*x^2+8952*g*q^2*r*x^2+3167*g*q*r^2*x^2+8279*g^2 *q*r*x^2+22276*c*g^2*r*x^2+79944*a*c^2*r*x^2+20936*a*c*r^2*x^2+11951*a*p^2*r*x^ 2+1608*a*p*r^2*x^2+12731*a*q^2*r*x^2+5328*a*q*r^2*x^2+12731*b*p^2*r*x^2+5328*b* p*r^2*x^2+56888*c^2*p*r*x^2+22636*c*p^2*r*x^2+9142*c*p*r^2*x^2+8952*g*p^2*r*x^2 +3167*g*p*r^2*x^2+7569*p^2*q*r*x^2+7569*p*q^2*r*x^2-8*b^3*p^5*r^2-16*b^3*p^4*r^ 3-8*b^3*p^3*r^4-5*b^2*p^6*r^2-15*b^2*p^5*r^3-15*b^2*p^4*r^4-5*b^2*p^3*r^5-q^7*r ^2*x^2-32*a^5*q^3*r^2-64*a^5*q^2*r^3-32*a^5*q*r^4-20*a^4*q^4*r^2-60*a^4*q^3*r^3 -60*a^4*q^2*r^4-20*a^4*q*r^5-4*a^3*q^5*r^2-16*a^3*q^4*r^3-24*a^3*q^3*r^4-16*a^3 *q^2*r^5-4*a^3*q*r^6-p^7*r^2*x^2-57868*b*c*g*r*x-55680*b*c*q*r*x-22586*b*g*q*r* x-38416*c*g*q*r*x-76556*a*c*p*r*x-61372*a*c*q*r*x-23924*a*p*q*r*x-64936*b*c*p*r *x+42972*c*g*q*r*x^2+66118*a*c*p*r*x^2+63154*a*c*q*r*x^2+22186*a*p*q*r*x^2+ 63154*b*c*p*r*x^2+22186*b*p*q*r*x^2+42972*c*g*p*r*x^2+40568*c*p*q*r*x^2+14352*g *p*q*r*x^2+101712*a*b*c*r*x^2+38424*a*b*p*r*x^2+38424*a*b*q*r*x^2+65564*a*c*g*r *x^2+26437*a*g*p*r*x^2+23755*a*g*q*r*x^2+23755*b*g*p*r*x^2+66118*b*c*q*r*x^2+ 65564*b*c*g*r*x^2+26437*b*g*q*r*x^2+616*q*b^2*g^2+1376*b^3*g*p+8920*b^2*q*c*r+ 612*q^3*a*g+478*q^3*p*g+1816*q^2*b*c*g+3562*b^2*q*r*p+526*q^3*c*g+2144*b*p*q^2* g+1304*b^4*c^2*p^2*r+648*b^4*c^2*p*r^2+72*b^4*c*g^2*r^2-8*b^4*c*g*r^3+492*b^4*c *p^3*r+404*b^4*c*p^2*r^2-60*b^4*c*p*r^3+76*b^4*g^2*p^2*r+76*b^4*g^2*p*r^2+144*b ^4*g*p^3*r+152*b^4*g*p^2*r^2+84*b^4*p^3*q*r+26450*a^2*b*c*g*p*r^2+25008*a^2*b*c *p*q*r^2+63842*a^2*b*c*p*r^2*x+7512*a^2*b*g*p*q*r^2+24499*a^2*b*g*p*r^2*x+23264 *a^2*b*p*q*r^2*x-15470*c*g*p^3*q*r^2*x-17832*c*g*p^2*q^2*r^2*x-11311*c*g*p^2*q* r^3*x-11113*c*g*p^2*q*r^2*x^2-7676*c*g*p*q^3*r^2*x-8017*c*g*p*q^2*r^3*x-11113*c *g*p*q^2*r^2*x^2-708*c*g*p*q*r^4*x+11972*c*g*p*q*r^3*x^2-7282*c*g^3*p*q*r^2*x-\ 17257*c*g^2*p^2*q*r^2*x-11907*c*g^2*p*q^2*r^2*x-9808*c*g^2*p*q*r^3*x-16772*c*g^ 2*p*q*r^2*x^2-1600*c^8-1920*c^7+3136*b^3*c^4*g*r+6448*b^3*c^4*p*r+2000*b^3*c^4* q*r+1432*b^3*c^3*g^2*r+2104*b^3*c^3*g*r^2+6984*b^3*c^3*p^2*r+432*b^3*c^3*q^2*r+ 216*b^3*c^2*g^3*r+872*b^3*c^2*g^2*r^2+16*b^3*c^2*g*r^3+3620*b^3*c^2*p^3*r+13212 *a^2*c*b*p^2+116*b^3*c*g^3*r^2-14*b^3*c*g^2*r^3-76*b^3*c*g*r^4+896*b^3*c*p^4*r+ 34888*a^2*c*b*g^2+128*b^3*g^3*p^2*r+344*b^3*g^2*p^3*r+254*q*b^3*r^3+68*r^2*q^4* b+241*q^2*b^2*r^3+582*b^3*r^3*c+302*q^3*c*r^3+77*q^2*c*r^4+1832*a^3*b*g^3+8348* a^3*b*g^2+172*r^2*q^3*b^2+43*r^2*q^4*g+106*r^3*q^3*g+348*b^2*r^4*c+89*b^2*r^4*g +248*b^4*g*r+207*g^3*r^3*b-678*r^2*p^2*b^3+194*r^2*q^2*b^3-131*r^2*q^3*b-449*r^ 2*q^2*b^2-362*p^2*b^3*r-1242*r^2*p*b^3+288*r^3*q^2*b+116*r^3*q^2*g+259*r^4*q*b+ 212*r^4*q*g+285*r^3*q*b^2+3248*b^3*c^2*r-586*r^2*q*b^3-60*q^3*b^2*r-94*a*q^4*r+ 20*q^2*b^3*r-212*r^2*q^3*g+1008*b^4*c*r+96*r^4*g^2*b+65*r^4*g^2*q+64*p^2*r^2*q^ 3-54*b*g^4*r^2-22*r^2*q*g^4-157*b*g^4*r+112*q*b^4*r-85*q^4*c*r-57*p*q^4*r-49*q^ 4*r*g-114*q^3*r*g^2-2070*r^2*b^3*c-39*q^4*b*r+340*p*b^4*r+1586*q^2*c^2*r^3+3585 *a^2*g^2*p*q*r^2+5374*a^2*g^2*p*r^2*x+5810*a^2*g*p^2*q*r^2-1587*a^2*g*p^2*r^2*x +3794*a^2*g*p*q^2*r^2+3235*a^2*g*p*q*r^3-7086*a^2*g*p*r^3*x-18841*a^2*g*p*r^2*x ^2-21019*a^2*g*q*r^2*x^2+2968*a^2*p^2*q*r^2*x+5064*a^2*p*q^2*r^2*x-5653*a^2*p*q *r^3*x-18812*a^2*p*q*r^2*x^2+12762*a^2*c*g^2*p*r^2+19277*a^2*c*g*p^2*r^2+9810*a ^2*c*g*p*r^3+18047*a^2*c*p^2*q*r^2-562*a^2*c*p^2*r^2*x+11654*a^2*c*p*q^2*r^2+ 9267*a^2*c*p*q*r^3-18545*a^2*c*p*r^3*x-50420*a^2*c*p*r^2*x^2-57168*a^2*c*q*r^2* x^2+3828*a^2*b*p*q^2*r^2+3807*a^2*b*p*q*r^3-8237*a^2*b*p*r^3*x-29822*a^2*b*p*r^ 2*x^2-31510*a^2*b*q*r^2*x^2+39052*a^2*c^2*g*p*r^2+37124*a^2*c^2*p*q*r^2+44702*a ^2*c^2*p*r^2*x-4328*a*c*g^2*p*q*r^3*x+32731*a*c*g^2*p*q*r^2*x^2-3334*a*c*g*p^2* q*r^3*x+42534*a*c*g*p^2*q*r^2*x^2-2238*a*c*g*p*q^2*r^3*x+43276*a*c*g*p*q^2*r^2* x^2+3336*a*c*g*p*q*r^4*x+28707*a*c*g*p*q*r^3*x^2+826*a*c*g^3*p*r^3*x^2+1067*a*c *g^3*q*r^3*x^2+322*a*c*g^2*p^2*r^3*x^2-1161*a*c*g^2*p*r^4*x^2+1183*a*c*g^2*q^2* r^3*x^2-1235*a*c*g^2*q*r^4*x^2-725*a*c*g*p^3*r^3*x^2-1323*a*c*g*p^2*r^4*x^2-390 *a*c*g*p*r^5*x^2+113*a*c*g*q^3*r^3*x^2+9058*b*c^2*g*p*q*r^3*x^2+5004*b^2*c*g*p* q*r^3*x^2-242*b*g^4*p^3-128*b^5*c^2*g-39*q^2*b*r^4+95*q^3*b*r^3-25*a^2*r^2*q^3+ 510*b^3*r^3*a+160*r^2*q^3*c^2+208*b^3*r^3*g+2160*b^2*r^3*c^2-16*q*b^2*r^4+103*r ^2*q^4*c+272*b^2*r^3*g^2-256*r^2*p*b^4+302*b^3*r^3*p+204*b^3*g^2*r-192*b^2*g^3* r^2+148*p*r^3*q^3-248*r^2*b^4*c+22*r^4*g*q^2+51*r^2*q^4*a+88*r^2*q*b^4-424*b^4* a*r^2+1612*b^3*a^2*r-194*b^3*g^2*r^2-2328*r^2*b^3*c^2+36*r^2*p*q^4+52*r^2*q^3*g ^2+187*r^3*q^2*g^2+146*r^3*q*g^3+227*a*r^3*q^3+1206*r^4*b*c^2+707*q*c^2*r^4-78* b^2*g^3*r-48*b^4*g*r^2-2188*b^3*a^2*r^2+632*b^4*a*r+439*q*b*r^3*g^2+20*r^2*q*b^ 3*g-682*r^2*q*b^3*a-108*a*q^2*b^2*r-1161*a^2*r^2*q^2*b+1489*q*b^2*r^3*c-2504*r^ 2*p*b^3*a-1222*r^2*p*b^3*g+3751*q*b*r^3*c^2-186*r^2*b^3*c*q-182*r^2*q*g^2*b^2+ 1568*q^2*c*r^3*p+2201*q^2*c*r^3*a-91*r^2*q^2*b^2*p+694*q^2*c*b^2*r+387*r^2*q^3* b*c+107*q*b*r^4*g-216*p*b*q^3*r-124*q^3*c*b*r-91*p*b^2*q^2*r+396*p*b^3*q*r-354* a*q^3*r*b+356*b^3*r*q*g-152*q^3*b*r*g+8*q^2*b^2*r*g+1708*q*b^3*c*r+764*q*a*b^3* r+1160*p*c*b^3*r+473*q*c*r^4*g+94*r^2*q^3*b*p+121*r^2*q^3*b*a+1080*q^2*c*r^3*g-\ 2916*r^2*b^2*c^2*q-197*r^2*q^2*b^2*a-398*r^2*p*b^3*q+537*p*r^3*g*q^2-3208*a^2*r ^2*q*b^2+3414*b^2*r^3*a*c-675*r^2*b*c^2*q^2+2448*b^2*r^3*p*c+600*q^2*b*r^3*p+ 941*q^2*b*r^3*a+748*q*b^2*r^3*p+530*q*b^2*r^3*g+1211*q*b^2*r^3*a+1215*q^2*b*r^3 *c+1499*b^2*r^3*c*g+430*q^2*b*r^3*g+59*r^2*q^3*c*a+129*r^2*q^3*c*p+376*q*b*r^4* c-1774*b^3*a*g*r^2+174*r^2*q^3*g*b+29*r^2*q^3*g*a+20*r^2*q^3*g*p+156*r^2*q^3*g* c+198*r^2*q^2*g*b^2-851*p^2*r^2*q*b^2+1225*b^2*r^3*a*g+63*p*a*r^2*q^3+794*p*r^3 *g*b^2-149*p^2*r^2*q^2*b+1362*b^3*a*g*r+761*r^4*g*b*c+44*r^2*q^2*g^2*b-149*r^2* q*g^3*b+786*a*r^3*g*q^2+331*r^2*b^2*c*q^2-1574*r^2*b^3*c*g-4924*r^2*b^3*c*a-\ 3020*r^2*b^3*c*p+3670*a*c*g^2*p*q*r^3*x^2+1785*a*c*g*p^2*q*r^3*x^2+2623*a*c*g*p *q^2*r^3*x^2-2835*a*c*g*p*q*r^4*x^2+9058*a*c^2*g*p*q*r^3*x^2+2326*a*b*g^2*p*q*r ^3*x^2+1542*a*b*g*p^2*q*r^3*x^2+1542*a*b*g*p*q^2*r^3*x^2-1374*a*b*g*p*q*r^4*x^2 -7036*r^2*a^3*c*g-11692*r^2*a^3*c*b-5826*r^2*a^3*c*q-1104*q^2*r^2*c^2*g+385*r^2 *p^3*c*b+719*r^2*p^3*c*q+3245*r^3*c*g^2*a-3622*a^2*b*g^2*r^2-1140*r^2*c*g^3*b-\ 3968*r^2*b*c^2*p^2+1511*p*a*r^4*c-9043*r^2*c^2*g^2*a-4496*a^3*b*g*r^2-2233*a*b^ 2*g^2*r^2+1489*r^2*p^3*g*a+55*r^2*p^3*g*b+136*r^2*p^3*g*q+225*a*b^2*g^2*r-1057* q^2*r^2*p*c^2+1637*r^2*p^3*g*c+1664*r^2*p^2*g*a^2-670*q^2*r^2*p*a^2+573*q*r^3*g ^2*p+1217*q*r^3*g^2*c+41*q^2*r^2*p^2*c+2165*a^2*r^3*b*g+863*q*r^3*g^2*a-6148*q* b*r^2*c^3-59*q*b*r^2*p^3+1571*q*r^3*g*a^2+28*q^2*r^2*p^2*a-2269*q^2*r^2*a^2*c-\ 149*q^2*r^2*p^2*g-548*g^3*r^2*a*q-1056*r^2*q^2*a^2*g-17042*r^2*c^2*g*a^2-5509*r ^2*c^3*g*q-2615*q^2*r^2*a*c^2+4896*b^3*c*r+1202*q^2*b^2*r-72*q^2*b^2*g-280*q*b^ 3*g+2156*p*b^3*r+400*q*b^3*p-128*q*b^3*a+344*q^3*b*a-832*q^2*b^2*c+610*q^2*b^2* p+404*q^2*b^2*a-1440*b^3*c*q+56*q^3*g*b+3744*b^3*c*p-124*q^3*b*c+328*q^3*b*p+ 410*q^3*b*r+1484*q*b^3*r+224*p^2*a*r^4+745*p^3*a*r^3-229*b^2*r^2*p^3-6524*b^2*r ^2*c^3+591*r^3*c*g^3+1228*a^3*r^3*b+2207*r^2*p^3*c^2+1268*a^3*r^3*g+7894*a^2*r^ 3*c^2+400*p*a^2*r^4+18368*b^3*a*c^2+366*r^2*p^2*c^3+862*r^2*p^4*c-1040*q^2*r^2* c^3+1088*a^2*r^3*g^2-1076*r^2*q*a^4+876*a^3*r^3*q-1769*a^3*g^2*r-683*a^2*g^3*r^ 2+1169*r^4*g*c^2+381*q*r^3*p^3-2380*r^2*a^4*c+123*r^4*g*p^2+223*r^2*p^4*b+428*r ^2*p*a^4+3460*r^3*q*c^3-3702*r^2*q*c^4-1696*a^4*b*r^2+544*a^3*b^2*r-1221*a^3*g^ 2*r^2-7532*r^2*b*c^4+4002*b*r^3*c^3-9084*r^2*a^3*c^2+168*r^2*q*p^4+327*r^2*p^3* g^2+613*r^3*p^2*g^2+271*r^3*p*g^3-7*r^2*p^2*g^3+510*b*r^3*p^3-66*q^4-640*b^4-2* q^5+82*b^3*r^3-19*r^5*q-30*r^5*b-264*b^4*r^2-7*q^5*r-10*q^4*r^2+74*r^4*q^2+208* r^4*b^2+13*q^4*r^3+8*b^3*r^4+82*r^3*q^3-684*a*b*g^2*p*q*r^4*x^2-717*a*b*g*p^2*q *r^4*x^2-717*a*b*g*p*q^2*r^4*x^2-108*a*b*g*p*q*r^5*x^2-259*a*b*g^2*p^2*r^4*x^2-\ 42*a*b*g^2*p*r^5*x^2-259*a*b*g^2*q^2*r^4*x^2-42*a*b*g^2*q*r^5*x^2-143*a*b*g*p^3 *r^4*x^2-35*a*b*g*p^2*r^5*x^2-450*a*b*c*q^3*r^4*x^2-106*a*b*c*q^2*r^5*x^2-450*a *b*c*p^3*r^4*x^2-106*a*b*c*p^2*r^5*x^2-2442*a*b*c^2*p^2*r^4*x^2-392*a*b*c^2*p*r ^5*x^2-2442*a*b*c^2*q^2*r^4*x^2-392*a*b*c^2*q*r^5*x^2-5088*a*b*c^3*p*r^4*x^2-\ 5088*a*b*c^3*q*r^4*x^2-324*a*b^2*g*q^2*r^4*x^2-56*a*b^2*g*q*r^5*x^2-513*a*b^2*p ^2*q*r^4*x^2-459*a*b^2*p*q^2*r^4*x^2-72*a*b^2*p*q*r^5*x^2-453*a*b^2*g*p^2*r^4*x ^2-72*a*b^2*g*p*r^5*x^2-1308*a*b^2*c*p^2*r^4*x^2-204*a*b^2*c*p*r^5*x^2-1026*a*b ^2*c*q^2*r^4*x^2-172*a*b^2*c*q*r^5*x^2-3876*a*b^2*c^2*p*r^4*x^2-3540*a*b^2*c^2* q*r^4*x^2-1296*a*b^3*c*p*r^4*x^2-1008*a*b^3*c*q*r^4*x^2-444*a*b^3*p*q*r^4*x^2-\ 318*a^2*g^2*p*q*r^4*x^2-285*a^2*g*p^2*q*r^4*x^2-372*a^2*g*p*q^2*r^4*x^2-48*a^2* g*p*q*r^5*x^2-543*a*c^2*q^3*r^4*x^2-124*a*c^2*q^2*r^5*x^2-3612*a^2*c*b*g^3*q-\ 6064*a^2*c*b*g^2*q^2+9788*a^2*c*b*g^2*q-3000*a^2*c*g*b*q^3+3392*a^2*c*g*b*q^2+ 50360*a^2*c*g*b*q-357*a*c^2*p^3*r^4*x^2-86*a*c^2*p^2*r^5*x^2-1446*a*c^3*p^2*r^4 *x^2-240*a*c^3*p*r^5*x^2-1770*a*c^3*q^2*r^4*x^2-272*a*c^3*q*r^5*x^2-2424*a*c^4* p*r^4*x^2-2616*a*c^4*q*r^4*x^2-7826*g*p*q^2*r*x-24*a*b*p^4*r^4*x^2-7*a*b*p^3*r^ 5*x^2-24*a*b*q^4*r^4*x^2-7*a*b*q^3*r^5*x^2-129*a*b^2*p^3*r^4*x^2-30*a*b^2*p^2*r ^5*x^2-75*a*b^2*q^3*r^4*x^2-18*a*b^2*q^2*r^5*x^2-31724*b*c*p^2*r*x-32388*b*c*q^ 2*r*x-12950*b*g*p^2*r*x-10734*b*p*q^2*r*x-77366*c^2*g*p*r*x-80738*c^2*g*q*r*x-\ 16920*c*g*p^2*r*x-24128*c*g*q^2*r*x-16332*c*p^2*q*r*x-19544*c*p*q^2*r*x-7368*g* p^2*q*r*x+4096*a*b^2*c^3*q+6221*b*g^2*a*r+3968*p^2*g^2*b+2019*b^2*r*g^2+11266*b *g^2*c^2+8894*b^2*a*r*g+11460*b^2*c*r*g+2473*q*b*r*g^2-4560*b^3*a*c^2*g^2+480*p *r*g^3+14704*b^2*p*c*g+15200*a^2*g^2*c+637*q*g^3*r+1273*g^3*a*r-3904*b^2*c^2*a* g^3-464*b^3*c*a*g^3-2240*a*b^4*c^2*g-352*a*b^4*c*g^2-13408*b^3*a*c^3*g-34368*a* b^2*c^4*g-18064*a*b^2*c^3*g^2+2892*g^2*b^2*p+3710*g^2*b^2*c-123904*a*c^2*q*r*x-\ 13960*a*c*p^2*r*x-35532*a*c*q^2*r*x-13856*a*g*q^2*r*x-7512*a*p^2*q*r*x-74368*b^ 2*c*g*r*x-72036*b^2*c*p*r*x-59620*b^2*c*q*r*x-27462*b^2*g*p*r*x-234*a*b^3*p^2*r ^4*x^2-36*a*b^3*p*r^5*x^2-114*a*b^3*q^2*r^4*x^2-20*a*b^3*q*r^5*x^2-21112*b^2*p* q*r*x-135760*b*c^2*g*r*x-120524*b*c^2*p*r*x-114064*b*c^2*q*r*x-162*a^2*g^2*q^2* r^4*x^2-24*a^2*g^2*q*r^5*x^2-18*a^2*g*p^3*r^4*x^2-5*a^2*g*p^2*r^5*x^2-105*a^2*g *q^3*r^4*x^2-24*a^2*g*q^2*r^5*x^2-75*a^2*p^3*q*r^4*x^2-171*a^2*p^2*q^2*r^4*x^2-\ 18*a^2*p^2*q*r^5*x^2-117*a^2*p*q^3*r^4*x^2-24*a^2*p*q^2*r^5*x^2-149832*a*c^2*g* r*x-106316*a*c^2*p*r*x+58*a*b*c*g^5*r+5210*a*b*c^2*g^3*r^2+1404*a*b*c^2*g^2*r^3 -1860*a*b*c^2*g*r^4+9694*a*b*c^2*p^4*r+332*a*b*c^2*q^4*r+1094*a*b*c^2*g^4*r-\ 24374*a^2*g^2*c*p^2*q-14200*a^2*g^2*c*p*q^2-10066*a^2*g^2*c*p*q+3696*a*b*c^3*q^ 3*r-23324*a^2*c*g*p^3*q+7072*a*b*c^3*g^3*r+17128*a*b*c^3*g^2*r^2-25566*a^2*c*g* p^2*q^2+3064*a*b*c^3*g*r^3-39308*a^2*c*g*p^2*q+31848*a*b*c^3*p^3*r-8236*a^2*c*g *p*q^3-14708*a^2*c*g*p*q^2+28768*a*b*c^5*g*r+45728*a*b*c^5*p*r+24672*a*b*c^5*q* r+20816*a*b*c^4*g^2*r+26888*a*b*c^4*g*r^2+54080*a*b*c^4*p^2*r+14600*a*b*c^4*q^2 *r+1359*a*b^2*p^4*q*r+1515*a*b^2*p^3*q^2*r+489*a*b^2*p^2*q^3*r+99*a*b^2*g^4*p*r +49*a*b^2*g^4*q*r+924*a*b^2*g^3*p^2*r+106*a*b^2*g^3*q^2*r+1882*a*b^2*g^2*p^3*r+ 49*a*b^2*g^2*q^3*r+1386*a*b^2*g*p^4*r-92928*b*c*g*p*r*x-85046*b*c*g*q*r*x-77148 *b*c*p*q*r*x-29962*b*g*p*q*r*x-81266*a*c*g*p*r*x-97084*a*c*g*q*r*x-73088*a*c*p* q*r*x-30160*a*g*p*q*r*x+466*a*b^2*c*g^2*r^3-634*a*b^2*c*g*r^4+4150*a*b^2*c*p^4* r+18848*a*b^2*c^2*p^3*r+876*a*b^2*c^2*q^3*r+162*a*b^2*c*g^4*r+1652*a*b^2*c*g^3* r^2+18288*a*b^2*c^4*q*r+11568*a*b^2*c^3*g^2*r+18176*a*b^2*c^3*g*r^2+39920*a*b^2 *c^3*p^2*r+7096*a*b^2*c^3*q^2*r+2428*a*b^2*c^2*g^3*r+8480*a*b^2*c^2*g^2*r^2+ 1616*a*b^2*c^2*g*r^3+1237*a*c*g^4*p^2*r+336*a*c*g^4*q^2*r+2407*a*c*g^3*p^3*r+ 393*a*c*g^3*q^3*r+1959*a*c*g^2*p^4*r+186*a*c*g^2*q^4*r-137072*a*b*c*p*r*x-\ 138756*a*b*c*q*r*x-53480*a*b*g*p*r*x-53342*a*b*g*q*r*x+53411*a*b*g*p*r*x^2+ 53411*a*b*g*q*r*x^2+83156*a*c*g*p*r*x^2+95006*a*c*g*q*r*x^2+75118*a*c*p*q*r*x^2 +30061*a*g*p*q*r*x^2+95006*b*c*g*p*r*x^2+83156*b*c*g*q*r*x^2+75118*b*c*p*q*r*x^ 2+30061*b*g*p*q*r*x^2+4203*a*c^2*g^2*p*r^3*x^2+5049*a*c^2*g^2*q*r^3*x^2+1224*a* c^2*g*p^2*r^3*x^2-3553*a*c^2*g*p*r^4*x^2+3328*a*c^2*g*q^2*r^3*x^2-3719*a*c^2*g* q*r^4*x^2+1665*a*c^2*p^2*q*r^3*x^2+2601*a*c^2*p*q^2*r^3*x^2-4176*a*c^2*p*q*r^4* x^2+8070*a*c^3*g*p*r^3*x^2+9570*a*c^3*g*q*r^3*x^2+6992*a*c^3*p*q*r^3*x^2-783*a* b*p*q^2*r^4*x^2-234*a*b*p*q*r^5*x^2-593*a*b*g^2*p*r^4*x^2+462*a*b*g^2*q^2*r^3*x ^2-593*a*b*g^2*q*r^4*x^2-130*a*b*g*p^3*r^3*x^2-685*a*b*g*p^2*r^4*x^2-217*a*b*g* p*r^5*x^2-130*a*b*g*q^3*r^3*x^2-685*a*b*g*q^2*r^4*x^2-217*a*b*g*q*r^5*x^2+52*a* b*p^3*q*r^3*x^2+342*a*b*p^2*q^2*r^3*x^2-783*a*b*p^2*q*r^4*x^2+52*a*b*p*q^3*r^3* x^2+462*a*b*g^2*p^2*r^3*x^2-208*a*b*c*p^3*r^3*x^2-1982*a*b*c*p^2*r^4*x^2-626*a* b*c*p*r^5*x^2-208*a*b*c*q^3*r^3*x^2-1982*a*b*c*q^2*r^4*x^2-626*a*b*c*q*r^5*x^2+ 3798*a*b*c^2*p^2*r^3*x^2-5278*a*b*c^2*p*r^4*x^2+3798*a*b*c^2*q^2*r^3*x^2-5278*a *b*c^2*q*r^4*x^2+13560*a*b*c^3*p*r^3*x^2+13560*a*b*c^3*q*r^3*x^2-243*a*g^2*q^2* r^4*x^2-77*a*g^2*q*r^5*x^2-157*a*g*p^4*r^3*x^2-139*a*g*p^3*r^4*x^2-39*a*g*p^2*r ^5*x^2-65*a*g*q^4*r^3*x^2-172*a*g*q^3*r^4*x^2-70*a*g*q^2*r^5*x^2-58*a*p^4*q*r^3 *x^2-33*a*p^3*q^2*r^3*x^2-167*a*p^3*q*r^4*x^2-21*a*p^2*q^3*r^3*x^2-300*a*p^2*q^ 2*r^4*x^2-9*a*g^3*p^2*r^3*x^2-125*a*g^3*p*r^4*x^2+119*a*g^3*q^2*r^3*x^2-133*a*g ^3*q*r^4*x^2-183*a*g^2*p^3*r^3*x^2-221*a*g^2*p^2*r^4*x^2-60*a*g^2*p*r^5*x^2+2*a *g^2*q^3*r^3*x^2-11124*b^2*a^2*g*p^2*q-4188*b^2*a^2*g*p*q^2+3112*b^2*a^2*g*p*q-\ 4576*b^2*a^2*g^2*p*q-405*a*c*p^3*r^4*x^2-135*a*c*p^2*r^5*x^2-151*a*c*q^4*r^3*x^ 2-489*a*c*q^3*r^4*x^2-197*a*c*q^2*r^5*x^2-319*a*c*p^4*r^3*x^2+3344*c^3*p^2*q^3* r+542*c^3*p*q^4*r-488*b*a^2*c^2*q^2+60584*b*a^2*c^2*q+5514*c^3*g^3*p^2*r+1306*c ^3*g^3*q^2*r+7538*c^3*g^2*p^3*r+948*c^3*g^2*q^3*r+4314*c^3*g*p^4*r+254*c^3*g*q^ 4*r+4624*c^3*p^4*q*r+6576*c^3*p^3*q^2*r-5168*b*a^2*c^2*q^3+9940*c^4*p^2*q^2*r+ 2920*c^4*p*q^3*r+1564*c^3*g^4*p*r+704*c^3*g^4*q*r+7528*c^5*p*q^2*r+5592*c^4*g^3 *p*r+2792*c^4*g^3*q*r+13012*c^4*g^2*p^2*r+3508*c^4*g^2*q^2*r+11136*c^4*g*p^3*r+ 1580*c^4*g*q^3*r+10696*c^4*p^3*q*r-588*p^3*x^2-5616*a^2*x^2-2352*p^2*x^2+2064*q ^2*x+28032*c^3*x+4680*b^2*x+5376*c^2*x+1872*g^2*x+96*p^3*x+6552*a^2*x+2640*p^2* x+1080*q^3*x-868*a^2*p+204*a*p^2-5728*c^2*p-938*c*p^2-352*g*p^2-28032*c^3*x^2-\ 588*q^3*x^2-5616*b^2*x^2-5376*c^2*x^2-1872*g^2*x^2-2352*q^2*x^2-3358*c^3*g^2*p* r^3*x+29038*c^3*g^2*p*r^2*x^2+29038*c^3*g^2*q*r^2*x^2-1952*c^3*g*p^2*r^3*x+ 37014*c^3*g*p^2*r^2*x^2+2988*c^3*g*p*r^4*x+24900*c^3*g*p*r^3*x^2+37014*c^3*g*q^ 2*r^2*x^2+24900*c^3*g*q*r^3*x^2-1924*c^3*p^2*q*r^3*x+43066*c^3*p^2*q*r^2*x^2-\ 512*c^3*p*q^2*r^3*x+43066*c^3*p*q^2*r^2*x^2+2816*c^3*p*q*r^4*x+25792*c^3*p*q*r^ 3*x^2-4768*c^4*g*p*r^3*x+44216*c^4*g*p*r^2*x^2+44216*c^4*g*q*r^2*x^2-3192*c^4*p *q*r^3*x+53592*c^4*p*q*r^2*x^2+5328*c^3*g*p*q*r^3*x^2+464*b*g^3*p*q*r^3*x^2+599 *b*g^2*p^2*q*r^3*x^2+414*b*g^2*p*q^2*r^3*x^2-459*b*g^2*p*q*r^4*x^2+143*b*g*p^3* q*r^3*x^2+324*b*g*p^2*q^2*r^3*x^2-558*b*g*p^2*q*r^4*x^2-41*b*g*p*q^3*r^3*x^2-\ 525*b*g*p*q^2*r^4*x^2-168*b*g*p*q*r^5*x^2-1578*c^2*p*q^2*r^4*x^2-450*c^2*p*q*r^ 5*x^2+815*c^2*g^3*q*r^3*x^2+656*c^2*g^2*p^2*r^3*x^2-1232*c^2*g^2*p*r^4*x^2+656* c^2*g^2*q^2*r^3*x^2-1232*c^2*g^2*q*r^4*x^2-347*c^2*g*p^3*r^3*x^2-1418*c^2*g*p^2 *r^4*x^2-441*c^2*g*p*r^5*x^2-347*c^2*g*q^3*r^3*x^2-1418*c^2*g*q^2*r^4*x^2-441*c ^2*g*q*r^5*x^2-102*c^2*p^3*q*r^3*x^2+324*c^2*p^2*q^2*r^3*x^2-1578*c^2*p^2*q*r^4 *x^2-102*c^2*p*q^3*r^3*x^2+815*c^2*g^3*p*r^3*x^2+1288*c^3*g*q^2*r^3*x^2-2486*c^ 3*g*q*r^4*x^2+1218*c^3*p^2*q*r^3*x^2+1218*c^3*p*q^2*r^3*x^2-2816*c^3*p*q*r^4*x^ 2+2734*c^3*g^2*p*r^3*x^2+2734*c^3*g^2*q*r^3*x^2+1288*c^3*g*p^2*r^3*x^2-2486*c^3 *g*p*r^4*x^2+3988*c^4*g*p*r^3*x^2+3988*c^4*g*q*r^3*x^2+3192*c^4*p*q*r^3*x^2-58* b*p*q^4*r^3*x^2-167*b*p*q^3*r^4*x^2-66*b*p*q^2*r^5*x^2-60*b*g^2*q*r^5*x^2-65*b* g*p^4*r^3*x^2-172*b*g*p^3*r^4*x^2-70*b*g*p^2*r^5*x^2-157*b*g*q^4*r^3*x^2-139*b* g*q^3*r^4*x^2-39*b*g*q^2*r^5*x^2-40*b*p^4*q*r^3*x^2-21*b*p^3*q^2*r^3*x^2-195*b* p^3*q*r^4*x^2-33*b*p^2*q^3*r^3*x^2-300*b*p^2*q^2*r^4*x^2-75*b*p^2*q*r^5*x^2+119 *b*g^3*p^2*r^3*x^2-133*b*g^3*p*r^4*x^2-9*b*g^3*q^2*r^3*x^2-125*b*g^3*q*r^4*x^2+ 2*b*g^2*p^3*r^3*x^2-243*b*g^2*p^2*r^4*x^2-77*b*g^2*p*r^5*x^2-183*b*g^2*q^3*r^3* x^2-221*b*g^2*q^2*r^4*x^2-7324*a*b*c*g^2*p*r^3*x+37196*a*b*c*g^2*p*r^2*x^2+ 37196*a*b*c*g^2*q*r^2*x^2-5750*a*b*c*g*p^2*r^3*x+51607*a*b*c*g*p^2*r^2*x^2+3912 *a*b*c*g*p*r^4*x+39705*a*b*c*g*p*r^3*x^2+51607*a*b*c*g*q^2*r^2*x^2+39705*a*b*c* g*q*r^3*x^2-20244*a*b*c^2*g*p*r^3*x+117336*a*b*c^2*g*p*r^2*x^2+117336*a*b*c^2*g *q*r^2*x^2-13104*a*b*c^2*p*q*r^3*x+150736*a*b*c^2*p*q*r^2*x^2-2416*a*b^2*g*p*q* r^3*x+20570*a*b^2*g*p*q*r^2*x^2+1296*a^2*b*c*p^2*r^3*x^2-2528*a^2*b*c*p*r^4*x^2 +2874*a^2*b*c*q^2*r^3*x^2-2634*a^2*b*c*q*r^4*x^2+5397*a*b*c*g^2*p*r^3*x^2+5397* a*b*c*g^2*q*r^3*x^2+2925*a*b*c*g*p^2*r^3*x^2-3573*a*b*c*g*p*r^4*x^2+2925*a*b*c* g*q^2*r^3*x^2-3573*a*b*c*g*q*r^4*x^2+3000*a*b*c*p^2*q*r^3*x^2+3000*a*b*c*p*q^2* r^3*x^2-4116*a*b*c*p*q*r^4*x^2-46384*a^2*c^3*p*q^2-64640*a^2*c^3*p*q-320*b^3*c^ 4*g*r^2-152*b^3*c^3*g^2*r^2-224*b^3*c^3*g*r^3-45768*a^2*c^3*g^2*p+179*c*p^2*r^5 *x+772*c*p^2*r^4*x^2+10*c*p*r^6*x-262*c*p*r^5*x^2-25608*a^2*c^3*g^2*q+898*c*q^4 *r^2*x^2-4*b^4*g^2*p^2*r^2+2317*c*q^3*r^3*x^2+772*c*q^2*r^4*x^2-262*c*q*r^5*x^2 -4*b^4*g^2*p*r^3-8*b^4*g*p^3*r^2-8*b^4*g*p^2*r^3-77520*a^2*c^3*p^2*q-80*b^4*c^3 *p*r^2-16*b^4*c^3*q*r^2-8*b^4*c^2*g^2*r^2-16*b^4*c^2*g*r^3-72*b^4*c^2*p^2*r^2-\ 32*b^4*c^2*p*r^3+8*c*g^3*p^2*r^3-160*c*g^3*p*r^4-4*b^4*c*g^2*r^3-128*c*g^2*p^3* r^3-326*c*g^2*p^2*r^4-99*c*g^2*p*r^5-28*b^4*c*p^3*r^2-20*b^4*c*p^2*r^3-154*c*g* p^4*r^3-264*c*g*p^3*r^4-117*c*g*p^2*r^5-11*c*g*p*r^6-831*c*p^5*r^2*x+17*c*p^4*q *r^3-596*c*p^4*r^3*x+898*c*p^4*r^2*x^2-12*c*p^3*q^2*r^3-212*c*p^3*q*r^4+113*c*p ^3*r^4*x+2317*c*p^3*r^3*x^2-132*c*p^2*q^3*r^3-265*c*p^2*q^2*r^4-118*c*p^2*q*r^5 -765*c^2*p^2*q*r^4-89*c^2*p^2*r^4*x+9615*c^2*p^2*r^3*x^2-300*c^2*p*q^3*r^3-586* c^2*p*q^2*r^4-262*c^2*p*q*r^5+583*c^2*p*r^5*x+3706*c^2*p*r^4*x^2+288*c^2*q^3*r^ 2*x^2-24480*a^2*c^3*g*q^2+9615*c^2*q^2*r^3*x^2-10544*a^2*c^3*g*q+3706*c^2*q*r^4 *x^2-32*b^4*c^3*g*r^2+124*c^2*g^3*p*r^3+88*c^2*g^2*p^2*r^3-712*c^2*g^2*p*r^4-\ 234*c^2*g*p^3*r^3-924*c^2*g*p^2*r^4-307*c^2*g*p*r^5-6203*c^2*p^4*r^2*x+146*c^2* p^3*q*r^3-4770*c^2*p^3*r^3*x+288*c^2*p^3*r^2*x^2-144*c^2*p^2*q^2*r^3+444*c^3*g^ 2*p*r^3+252*c^3*g*p^2*r^3-1378*c^3*g*p*r^4-21252*c^3*p^3*r^2*x+346*c^3*p^2*q*r^ 3-15116*c^3*p^2*r^3*x-11470*c^3*p^2*r^2*x^2-360*c^3*p*q^2*r^3-1192*c^3*p*q*r^4-\ 1116*c^3*p*r^4*x+15250*c^3*p*r^3*x^2-11470*c^3*q^2*r^2*x^2+15250*c^3*q*r^3*x^2-\ 31328*c^5*p*r^2*x-a*g^6*q*r^2+720*c^4*g*p*r^3-36868*c^4*p^2*r^2*x+280*c^4*p*q*r ^3-20680*c^4*p*r^3*x-28492*c^4*p*r^2*x^2-28492*c^4*q*r^2*x^2+246*c^2*g^2*p*q*r^ 3-14984*c^2*g^2*p*r^3*x-22290*c^2*g^2*p*r^2*x^2-22290*c^2*g^2*q*r^2*x^2-22380*c ^2*g*p^3*r^2*x+499*c^2*g*p^2*q*r^3-16119*c^2*g*p^2*r^3*x-13052*c^2*g*p^2*r^2*x^ 2-311*c^2*g*p*q^2*r^3-1213*c^2*g*p*q*r^4-1259*c^2*g*p*r^4*x+15865*c^2*g*p*r^3*x ^2-13052*c^2*g*q^2*r^2*x^2+15865*c^2*g*q*r^3*x^2-22122*c^2*p^3*q*r^2*x-25620*c^ 2*p^2*q^2*r^2*x-15274*c^2*p^2*q*r^3*x-12042*c^2*p^2*q*r^2*x^2-11018*c^2*p*q^3*r ^2*x-10730*c^2*p*q^2*r^3*x-12042*c^2*p*q^2*r^2*x^2-678*c^2*p*q*r^4*x+17730*c^2* p*q*r^3*x^2-11382*c^2*g^3*p*r^2*x-25691*c^2*g^2*p^2*r^2*x-35152*c^3*g^2*p*r^2*x -50888*c^3*g*p^2*r^2*x+468*c^3*g*p*q*r^3-29260*c^3*g*p*r^3*x-42414*c^3*g*p*r^2* x^2-42414*c^3*g*q*r^2*x^2-50532*c^3*p^2*q*r^2*x-35600*c^3*p*q^2*r^2*x-25792*c^3 *p*q*r^3*x-35104*c^3*p*q*r^2*x^2+15438*a*b*c^2*g*p*r^3*x^2+15438*a*b*c^2*g*q*r^ 3*x^2+13104*a*b*c^2*p*q*r^3*x^2+3444*a*b^2*g*p*q*r^3*x^2+9778*a*b^2*c*g*p*r^3*x ^2+7806*a*b^2*c*g*q*r^3*x^2+7740*a*b^2*c*p*q*r^3*x^2+5004*a^2*c*g*p*q*r^3*x^2+ 3444*a^2*b*g*p*q*r^3*x^2+7806*a^2*b*c*g*p*r^3*x^2+9778*a^2*b*c*g*q*r^3*x^2+7740 *a^2*b*c*p*q*r^3*x^2-294*a^2*g^2*q*r^4*x^2-348*a^2*g*p^3*r^3*x^2-295*a^2*g*p^2* r^4*x^2-69*a^2*g*p*r^5*x^2+117*a^2*g*q^3*r^3*x^2-366*a^2*g*q^2*r^4*x^2-120*a^2* g*q*r^5*x^2-57*a^2*p^3*q*r^3*x^2+153*a^2*p^2*q^2*r^3*x^2-342*a^2*p^2*q*r^4*x^2+ 85*a^2*p*q^3*r^3*x^2-399*a^2*p*q^2*r^4*x^2-108*a^2*p*q*r^5*x^2-120*a^2*g^2*p^2* r^3*x^2-271*a^2*g^2*p*r^4*x^2+457*a^2*g^2*q^2*r^3*x^2-623*a^2*c*p^3*r^3*x^2-851 *a^2*c*p^2*r^4*x^2-234*a^2*c*p*r^5*x^2+229*a^2*c*q^3*r^3*x^2-1065*a^2*c*q^2*r^4 *x^2-336*a^2*c*q*r^5*x^2-3*q^5*r^3-6*q^4*r^4-3*q^3*r^5-53208*c^4*g*p*r^2*x-\ 53592*c^4*p*q*r^2*x-90*b*g*p^2*q^2*r^3-201*b*g*p^2*q*r^4-134*b*g*p^2*r^4*x+3445 *b*g*p^2*r^3*x^2+186*b*g*p*r^5*x+1494*b*g*p*r^4*x^2+1396*b*g*q^3*r^2*x^2+3671*b *g*q^2*r^3*x^2+1035*b*g*q*r^4*x^2-2090*b*p^4*q*r^2*x-3308*b*p^3*q^2*r^2*x-1771* b*p^3*q*r^3*x-769*b*p^3*q*r^2*x^2-1826*b*p^2*q^2*r^3*x-1804*b*p^2*q^2*r^2*x^2-\ 31*b*p^2*q*r^4*x+3622*b*p^2*q*r^3*x^2-77*b*p*q^3*r^2*x^2+3421*b*p*q^2*r^3*x^2+ 1302*b*p*q*r^4*x^2-3192*b*g^3*p*r^2*x^2-2260*b*g^3*q*r^2*x^2-3367*b*g^2*p^3*r^2 *x+118*b*g^2*p^2*q*r^3-2741*b*g^2*p^2*r^3*x-3568*b*g^2*p^2*r^2*x^2-237*b*g^2*p* r^4*x+2808*b*g^2*p*r^3*x^2-1129*b*g^2*q^2*r^2*x^2+3040*b*g^2*q*r^3*x^2-2042*b*g *p^4*r^2*x+109*b*g*p^3*q*r^3-1786*b*g*p^3*r^3*x-632*b*g*p^3*r^2*x^2-5773*b*c*p^ 4*r^2*x+185*b*c*p^3*q*r^3-5021*b*c*p^3*r^3*x-1595*b*c*p^3*r^2*x^2-328*b*c*p^2*q ^2*r^3-587*b*c*p^2*q*r^4-337*b*c*p^2*r^4*x+9613*b*c*p^2*r^3*x^2+513*b*c*p*r^5*x +4050*b*c*p*r^4*x^2+2255*b*c*q^3*r^2*x^2+9641*b*c*q^2*r^3*x^2+3180*b*c*q*r^4*x^ 2+511*b*c*g^2*p^2*r^3-450*b*c*g^2*p*r^4+319*b*c*g*p^3*r^3-589*b*c*g*p^2*r^4-220 *b*c*g*p*r^5+968*b*c^2*g^2*p*r^3+1341*b*c^2*g*p^2*r^3-1373*b*c^2*g*p*r^4-28086* b*c^2*p^3*r^2*x+311*b*c^2*p^2*q*r^3-21689*b*c^2*p^2*r^3*x-23935*b*c^2*p^2*r^2*x ^2-851*b*c^2*p*q^2*r^3-1361*b*c^2*p*q*r^4-1684*b*c^2*p*r^4*x+22768*b*c^2*p*r^3* x^2-13259*b*c^2*q^2*r^2*x^2+23498*b*c^2*q*r^3*x^2+1232*a^2*b^4-p^7*r^2+192*a^2* b^5-2718*a^2*c^2*q*r^4*x^2+196*a^2*c^2*p^2*r^3*x^2-2472*a^2*c^2*p*r^4*x^2+2702* a^2*c^2*q^2*r^3*x^2-211*a^2*b*p^3*r^3*x^2-459*a^2*b*p^2*r^4*x^2-132*a^2*b*p*r^5 *x^2+53*a^2*b*q^3*r^3*x^2-519*a^2*b*q^2*r^4*x^2-168*a^2*b*q*r^5*x^2+5116*a^2*c^ 3*p*r^3*x^2+7148*a^2*c^3*q*r^3*x^2+636*a^2*b^2*p^2*r^3*x^2-636*a^2*b^2*p*r^4*x^ 2+636*a^2*b^2*q^2*r^3*x^2-636*a^2*b^2*q*r^4*x^2-301*a^3*g*p^2*r^3*x^2-257*a^3*g *p*r^4*x^2+548*a^3*g*q^2*r^3*x^2-274*a^3*g*q*r^4*x^2+114*a^3*p^2*q*r^3*x^2+378* a^3*p*q^2*r^3*x^2-292*a^3*p*q*r^4*x^2-121024*a^2*b*c^3*g*p-346*a^3*c*p^2*r^3*x^ 2-738*a^3*c*p*r^4*x^2+1232*a^3*c*q^2*r^3*x^2-844*a^3*c*q*r^4*x^2-120544*a^2*b*c ^3*p*q+2268*a^3*c^2*p*r^3*x^2+4232*a^3*c^2*q*r^3*x^2-60496*a^2*b*c^3*g*q-60*a^3 *b*p^2*r^3*x^2-400*a^3*b*p*r^4*x^2+732*a^3*b*q^2*r^3*x^2-408*a^3*b*q*r^4*x^2-\ 11872*b*p^2*q*r*x-66832*c^2*p*q*r*x-27668*c*g^2*p*r*x-29272*c*g^2*q*r*x-9796*g^ 2*p*q*r*x-40776*a*b*g*r*x+216*a^4*c*p*r^3*x^2+1228*a^4*c*q*r^3*x^2+244*a^4*p*q* r^3*x^2-1500*b*g^2*p*x^2+624*b*g^2*q*x^2-78*a*b*c*g^5-306*c^3*p^3*r^3*x^2-11736 *b*g*p^3*x+1956*b*g*p^2*x^2-1370*c^3*p^2*r^4*x^2+5088*b*g*q^2*x^2-10608*b*p^3*q *x-418*c^3*p*r^5*x^2-12846*b*p^2*q^2*x+3012*b*p^2*q*x^2-306*c^3*q^3*r^3*x^2-\ 6360*b*p*q^3*x+4068*b*p*q^2*x^2-1370*c^3*q^2*r^4*x^2-115236*c^3*g*p*x-86460*c^3 *g*q*x-418*c^3*q*r^5*x^2-108576*c^3*p*q*x-66642*c^2*g^2*p*x-49398*c^2*g^2*q*x-\ 77190*c^2*g*p^2*x-4704*c^2*g*p*x^2-6942*a^2*c*p^4*q-48858*c^2*g*q^2*x-4704*c^2* g*q*x^2-70824*c^2*p^2*q*x-57840*c^2*p*q^2*x+5280*c^2*p*q*x^2-12110*a^2*c*p^3*q^ 2-24382*a^2*c*p^3*q-17574*c*g^3*p*x-13050*c*g^3*q*x-29964*c*g^2*p^2*x-504*c*g^2 *p*x^2-18588*c*g^2*q^2*x-7194*p^2*a^2*c*q^3-20410*p^2*a^2*c*q^2-504*c*g^2*q*x^2 -20304*c*g*p^3*x+5568*c*g*p^2*x^2-1390*a^2*c*p*q^4-12576*c*g*q^3*x-4702*a^2*c*p *q^3+5568*c*g*q^2*x^2-18492*c*p^3*q*x-24840*c*p^2*q^2*x+7080*c*p^2*q*x^2-13380* c*p*q^3*x-8588*a^2*g^2*c*p^3-17110*a^2*g^2*c*p^2+7080*c*p*q^2*x^2-5688*g^3*p*q* x+11024*c^6*g*p*r+6064*c^6*g*q*r-6328*b*a^2*c^2*g^3+9376*c^6*p*q*r+10896*c^5*g^ 2*p*r+5776*c^5*g^2*q*r+15496*c^5*g*p^2*r+4504*c^5*g*q^2*r+13872*c^5*p^2*q*r+ 2772*a^2*b^2*p^2*q^2*r+592*a^2*b^2*p*q^3*r+39648*a^2*b*c^4*g*r+64240*a^2*b*c^4* p*r+586*a^2*b^2*g^3*p*r+310*a^2*b^2*g^3*q*r+2720*a^2*b^2*g^2*p^2*r+564*a^2*b^2* g^2*q^2*r+3190*a^2*b^2*g*p^3*r+212*a^2*b^2*g*q^3*r+3336*a^2*b^2*p^3*q*r+44704*a ^2*b^2*c^3*p*r+23136*a^2*b^2*c^3*q*r+8496*a^2*b^2*c^2*g^2*r+19368*a^2*b^2*c^2*g *r^2+32944*a^2*b^2*c^2*p^2*r+7736*a^2*b^2*c^2*q^2*r+940*a^2*b^2*c*g^3*r+6280*a^ 2*b^2*c*g^2*r^2+1976*a^2*b^2*c*g*r^3+10096*a^2*b^2*c*p^3*r+780*a^2*b^2*c*q^3*r+ 596*a^2*b^3*g^2*p*r+268*a^2*b^3*g^2*q*r+1944*a^2*b^3*g*p^2*r+216*a^2*b^3*g*q^2* r+1948*a^2*b^3*p^2*q*r+640*a^2*b^3*p*q^2*r+24048*a^2*b^2*c^3*g*r+880*a^2*b^3*c* q^2*r+5824*a^2*b^3*c^2*g*r+13280*a^2*b^3*c^2*p*r+5568*a^2*b^3*c^2*q*r+984*a^2*b ^3*c*g^2*r+4112*a^2*b^3*c*g*r^2+7096*a^2*b^3*c*p^2*r-1440*x*g-5184*x*c-864*x*q-\ 720*x*a-1584*x*b+1804*b*r^2+3812*c*r^2+1306*g*r^2+749*p*r^2+1097*q*r^2+2024*a^2 *r-1424*c^2*r+222*g^2*r+1169*p^2*r+1540*a*r^2+70006*c^2*p*q*r^2*x+448*a^2*b^4*c *g*r+1520*a^2*b^4*c*p*r+432*a^2*b^4*c*q*r+256*a^2*b^4*g*p*r+80*a^2*b^4*g*q*r+ 288*a^2*b^4*p*q*r+1364*a^3*g*p*q^3*r+928*a^3*g^3*p*q*r+2417*a^3*g^2*p^2*q*r+ 1942*a^3*g^2*p*q^2*r+2118*a^3*g*p^3*q*r+3107*a^3*g*p^2*q^2*r+4500*a^3*c*g*p^3*r +2424*a^3*c*g*q^3*r+7024*a^3*c*p^3*q*r+9538*a^3*c*p^2*q^2*r+4092*a^3*c*p*q^3*r+ 6104*a^3*c*g^2*p^2*r+3698*a^3*c*g^2*q^2*r+20076*a^3*c^2*p*q^2*r+2536*a^3*c*g^3* p*r+1856*a^3*c*g^3*q*r+34736*a^3*c^3*g*p*r+26064*a^3*c^3*g*q*r+40016*a^3*c^3*p* q*r+14856*a^3*c^2*g^2*p*r+11168*a^3*c^2*g^2*q*r+21008*a^3*c^2*g*p^2*r+12540*a^3 *c^2*g*q^2*r+26452*a^3*c^2*p^2*q*r+3052*a^3*b*p^3*q*r+3564*a^3*b*p^2*q^2*r+1292 *a^3*b*p*q^3*r-24*a*b^3*c*g^3*r^2-152*a*b^3*c*g^2*r^3-64*a*b^3*c*g*r^4-272*a*b^ 3*c^2*g^2*r^2-544*a*b^3*c^2*g*r^3+190*b^2*g^3*r*x+14373*b^2*g^2*r*x^2-7642*b^2* g*r^2*x^2+6703*b^2*p^3*r*x+11343*b^2*p^2*r*x^2+3097*b^2*q^2*r*x^2+11416*b*c^4*r *x+81624*b*c^3*r^2*x+638*b*g^4*r*x+6045*b*g^3*r*x^2-4915*b*g^2*r^2*x^2+1089*a*q ^4*r*x-5376*b^4*c*r*x-1264*b^4*g*r*x-1700*b^4*p*r*x-15760*b^3*c^2*r*x+17704*b^3 *c*r^2*x-1280*b^3*g^2*r*x+14346*b^3*g*r*x^2+2004*b^3*p^2*r*x+7756*b^3*q*r*x^2-\ 9176*b^2*c^3*r*x+57544*b^2*c^2*r^2*x-9832*a*b^2*r^2*x^2+32344*a*c^4*r*x+104840* a*c^3*r^2*x+976*a*g^4*r*x+6045*a*g^3*r*x^2-4915*a*g^2*r^2*x^2-477*a*p^3*r*x^2+ 202*p^3+2006*a^2*g^3*r*x+14373*a^2*g^2*r*x^2-7642*a^2*g*r^2*x^2+3097*a^2*p^2*r* x^2+3489*a^2*q^3*r*x+11343*a^2*q^2*r*x^2-3336*a*b^4*r*x+12608*a*b^3*r^2*x+15792 *a^3*c^2*r*x-3816*a^2*b^3*p^2*q+35464*a^3*c*r^2*x+2666*a^3*g^2*r*x+14346*a^3*g* r*x^2+1976*a^2*b^3*p*q+7756*a^3*p*r*x^2+3644*a^3*q^2*r*x-8880*a^2*b^3*r*x+41568 *a^2*b^2*r*x^2-9832*a^2*b*r^2*x^2+33032*a^2*c^3*r*x+93456*a^2*c^2*r^2*x-1615*p^ 4*q*r*x^2-3275*p^3*q^2*r*x^2-3275*p^2*q^3*r*x^2-296*a^2*b^3*g^2*q-1615*p*q^4*r* x^2+528*a^4*b*r*x+5440*a^4*c*r*x+2932*a^4*g*r*x+820*a^4*q*r*x-6744*a^3*b^2*r*x+ 19216*a^3*b*r^2*x-4631*c*p^4*r*x^2-4631*c*q^4*r*x^2-706*g^4*p*r*x^2-706*g^4*q*r *x^2-2085*g^3*p^2*r*x^2-2085*g^3*q^2*r*x^2-3090*g^2*p^3*r*x^2-3090*g^2*q^3*r*x^ 2-36772*c^4*p*r*x^2-36772*c^4*q*r*x^2-12516*c^3*g^2*r*x^2-63616*c^3*g*r^2*x^2-\ 43020*c^3*p^2*r*x^2-43020*c^3*q^2*r*x^2-5642*c^2*g^3*r*x^2-35066*c^2*g^2*r^2*x^ 2-21621*c^2*p^3*r*x^2-21621*c^2*q^3*r*x^2-1550*c*g^4*r*x^2-807*b*g^4*r*x^2-1008 *a^2*b^3*p*q^2-2370*b*p^4*r*x^2-240*a^2*b^3*g*q^2+2632*a^2*b^3*g*q-17080*c^4*g* r*x^2-600*c*p^2*q^2*r^4*x^2-141*c*p^2*q*r^5*x^2-114*c*p*q^4*r^3*x^2-368*c*p*q^3 *r^4*x^2-141*c*p*q^2*r^5*x^2-165*c*g^2*q^3*r^3*x^2-475*c*g^2*q^2*r^4*x^2-144*c* g^2*q*r^5*x^2-223*c*g*p^4*r^3*x^2-326*c*g*p^3*r^4*x^2-117*c*g*p^2*r^5*x^2-223*c *g*q^4*r^3*x^2-326*c*g*q^3*r^4*x^2-117*c*g*q^2*r^5*x^2-114*c*p^4*q*r^3*x^2-72*c *p^3*q^2*r^3*x^2-368*c*p^3*q*r^4*x^2-72*c*p^2*q^3*r^3*x^2+91*c*g^4*p*r^3*x^2+91 *c*g^4*q*r^3*x^2+103*c*g^3*p^2*r^3*x^2-265*c*g^3*p*r^4*x^2+103*c*g^3*q^2*r^3*x^ 2-265*c*g^3*q*r^4*x^2-165*c*g^2*p^3*r^3*x^2-475*c*g^2*p^2*r^4*x^2-144*c*g^2*p*r ^5*x^2+1056*a^3*b*g^2*q^2*r+2324*a^3*b*g*p^3*r+668*a^3*b*g*q^3*r+432*a^3*b*g^3* q*r+2480*a^3*b*g^2*p^2*r+708*a^3*b*g^3*p*r+2160*a^3*b*c*q^3*r+7680*a^3*b*c*p^3* r+22072*a^3*b*c^2*g*r^2+29288*a^3*b*c^2*p^2*r+12920*a^3*b*c^2*q^2*r+1096*a^3*b* c*g^3*r+7368*a^3*b*c*g^2*r^2+2536*a^3*b*c*g*r^3+25888*a^3*b*c^3*g*r+44096*a^3*b *c^3*p*r+29472*a^3*b*c^3*q*r+9400*a^3*b*c^2*g^2*r+3720*a^3*b^2*p^2*q*r+2076*a^3 *b^2*p*q^2*r+1968*a^3*b^2*c*g^2*r+8568*a^3*b^2*c*g*r^2+11040*a^3*b^2*c*p^2*r+ 3496*a^3*b^2*c*q^2*r+1256*a^3*b^2*g^2*p*r+712*a^3*b^2*g^2*q*r+3168*a^3*b^2*g*p^ 2*r+968*a^3*b^2*g*q^2*r+1440*a^3*b^3*c*g*r+4352*a^3*b^3*c*p*r+2144*a^3*b^3*c*q* r+896*a^3*b^3*g*p*r+448*a^3*b^3*g*q*r+1264*a^3*b^3*p*q*r+10960*a^3*b^2*c^2*g*r+ 22688*a^3*b^2*c^2*p*r+13344*a^3*b^2*c^2*q*r+1692*a^4*g*p*q^2*r+1112*a^4*g^2*p*q *r+1738*a^4*g*p^2*q*r+6212*a^4*c*p^2*q*r+5588*a^4*c*p*q^2*r+10992*a^4*c^2*g*p*r +9536*a^4*c^2*g*q*r+15120*a^4*c^2*p*q*r+2832*a^4*c*g^2*p*r+2400*a^4*c*g^2*q*r+ 3944*a^4*c*g*p^2*r+3452*a^4*c*g*q^2*r+1980*a^4*b*p*q^2*r+3792*a^4*b*c*q^2*r+916 *a^4*b*g^2*p*r+588*a^4*b*g^2*q*r+1804*a^4*b*g*p^2*r+1068*a^4*b*g*q^2*r+2512*a^4 *b*p^2*q*r+7776*a^4*b*c^2*g*r+14992*a^4*b*c^2*p*r+11376*a^4*b*c^2*q*r+1384*a^4* b*c*g^2*r+6280*a^4*b*c*g*r^2+6328*a^4*b*c*p^2*r+696*a^4*b^2*g*q*r+1776*a^4*b^2* p*q*r+608*a^5*g*p*q*r+1744*a^4*b^2*c*g*r+5008*a^4*b^2*c*p*r+3312*a^4*b^2*c*q*r+ 1144*a^4*b^2*g*p*r+1920*a^5*b*c*q*r+544*a^5*b*g*p*r+368*a^5*b*g*q*r+912*a^5*b*p *q*r+1424*a^5*c*g*p*r+1456*a^5*c*g*q*r+2544*a^5*c*p*q*r+800*a^5*b*c*g*r+2240*a^ 5*b*c*p*r+1808*b*c^3*g*p*r^3-62596*b*c^3*p^2*r^2*x-24*b*c^3*p*q*r^3-37084*b*c^3 *p*r^3*x-66302*b*c^3*p*r^2*x^2-56962*b*c^3*q*r^2*x^2-4623*b^2*g^2*q*r^2*x^2-\ 4187*b^2*g*p^3*r^2*x+4*b^2*g*p^2*q*r^3-3695*b^2*g*p^2*r^3*x-6874*b^2*g*p^2*r^2* x^2-271*b^2*g*p*r^4*x+3937*b^2*g*p*r^3*x^2+121*b^2*g*q^2*r^2*x^2+4763*b^2*g*q*r ^3*x^2-4052*b^2*p^3*q*r^2*x-2847*b^2*p^2*q*r^3*x-5245*b^2*p^2*q*r^2*x^2-2906*b^ 2*p*q^2*r^2*x^2+4312*b^2*p*q*r^3*x^2-64240*b*c^4*p*r^2*x-8812*b^2*g^2*p*r^2*x^2 +619*b^2*c*g*p^2*r^3-485*b^2*c*g*p*r^4-12288*b^2*c*p^3*r^2*x-137*b^2*c*p^2*q*r^ 3-9957*b^2*c*p^2*r^3*x-16231*b^2*c*p^2*r^2*x^2-520*b^2*c*p*r^4*x+11596*b^2*c*p* r^3*x^2-2697*b^2*c*q^2*r^2*x^2+12352*b^2*c*q*r^3*x^2-35310*c^2*g^2*p*q*r^2*x-\ 52228*c^2*g*p^2*q*r^2*x-36454*c^2*g*p*q^2*r^2*x-28084*c^2*g*p*q*r^3*x-43134*c^2 *g*p*q*r^2*x^2+63*a^2*q^2*r^4*x^2-136*a^2*q*r^5*x^2+221*a^2*p^4*r^3*x+641*a^2*p ^4*r^2*x^2+206*a^2*p^3*r^4*x+261*a^2*p^3*r^3*x^2+75*a^2*p^2*r^5*x-171*a^2*p^2*r ^4*x^2+8*a^2*p*r^6*x-84*a^2*p*r^5*x^2+1052*a^2*q^4*r^2*x^2+1062*a^2*q^3*r^3*x^2 +188*a^3*q*r^4*x^2-6208*a^3*b^2*g*p*q-8656*a^3*b^2*c*g*q-22816*a^3*b^2*c*p*q-\ 280*a*b^2*c*g^4-40192*a*b*c^5*g+6546*q*a*p*g^2-28848*a*b*c^4*g^2-49628*a*b^2*c* g*p*r^2*x-55360*a*b^2*c*p*q*r^2*x-16604*a*b^2*g*p*q*r^2*x-24536*a^2*b*g*p*q*r^2 *x-66028*a^2*c*g*p*q*r^2*x+4232*b^3*c^2*p*r^3*x^2+2268*b^3*c^2*q*r^3*x^2+1232*b ^3*c*p^2*r^3*x^2-66*a*p^2*q*r^5*x^2-40*a*p*q^4*r^3*x^2-195*a*p*q^3*r^4*x^2-75*a *p*q^2*r^5*x^2+1228*b^4*c*p*r^3*x^2+216*b^4*c*q*r^3*x^2+244*b^4*p*q*r^3*x^2-444 *a^3*b*p*q*r^4*x^2-5388*a*c^3*g^3*r+13694*a*c^3*g^2*r^2+12840*a*c^3*g*r^3+6752* a*c^3*p^3*r-918*a*c^3*q^3*r-1547*a*c^2*g^4*r+4534*a*c^2*g^3*r^2+6540*a*c^2*g^2* r^3+509*a*c^2*g*r^4+4231*a*c^2*p^4*r-52*a*c^2*q^4*r+684*a*b*c^2*r^4-296*a*b*c*r ^5-116*a*b*g^5*r+274*a*b*g^4*r^2+537*a*b*g^3*r^3+48*a*b*g^2*r^4-97*a*b*g*r^5+ 306*a*b*p^5*r-10624*a*c^5*g*r-7088*a*c^5*p*r-7336*a*c^5*q*r-10400*a*c^4*g^2*r+ 20880*a*c^4*g*r^2+824*a*c^4*p^2*r-4156*a*c^4*q^2*r+7540*a*b^2*c^2*r^3+100*a*b^2 *c*r^4-389*a*b^2*g^4*r+446*a*b^2*g^3*r^2+878*a*b^2*g^2*r^3+49*a*b^2*g*r^4-39*a* b^2*p^4*r-15424*a*b*c^5*r+21352*a*b*c^4*r^2+14152*a*b*c^3*r^3-3280*a*b^4*c^2*r+ 280*a*b^4*c*r^2-436*a*b^4*g^2*r+116*a*b^4*g*r^2-1160*a*b^4*p^2*r+144*a*b^4*p*r^ 2-11856*a*b^3*c^3*r+2832*a*b^3*c^2*r^2+1624*a*b^3*c*r^3-608*a*b^3*g^3*r+308*a*b ^3*g^2*r^2+572*a*b^3*g*r^3-1220*a*b^3*p^3*r-19664*a*b^2*c^4*r+12552*a*b^2*c^3*r ^2-304*a*b^5*c*r-112*a*b^5*g*r-232*a*b^5*p*r+1189*a^2*g*p^4*r-7*a^2*g*q^4*r+491 *a^2*p^4*q*r+260*a^2*p^3*q^2*r+74*a^2*p^2*q^3*r+19*a^2*p*q^4*r-1008*a^3*b*c*p*r ^4*x^2-1296*a^3*b*c*q*r^4*x^2+6020*b*c^2*g^3*p^2*r+862*b*c^2*g^3*q^2*r+137914*a *b*c*p*r*x^2+137914*a*b*c*q*r*x^2+8*g*p^3*q^2*r^3*x^2-131*g*p^3*q*r^4*x^2+8*g*p ^2*q^3*r^3*x^2-216*g*p^2*q^2*r^4*x^2-54*g*p^2*q*r^5*x^2-39*g*p*q^4*r^3*x^2-131* g*p*q^3*r^4*x^2-54*g*p*q^2*r^5*x^2-228*a^4*c*p*r^3*x+5924*a^4*c*p*r^2*x^2+4924* a^4*c*q*r^2*x^2+66*g^4*p*q*r^3*x^2+114*g^3*p^2*q*r^3*x^2+114*g^3*p*q^2*r^3*x^2-\ 100*g^3*p*q*r^4*x^2+22*g^2*p^3*q*r^3*x^2+144*g^2*p^2*q^2*r^3*x^2-186*g^2*p^2*q* r^4*x^2+22*g^2*p*q^3*r^3*x^2-186*g^2*p*q^2*r^4*x^2-60*g^2*p*q*r^5*x^2-39*g*p^4* q*r^3*x^2-1412*a^2*b^2*p^2*r^3*x+8752*a^2*b^2*p^2*r^2*x^2+604*a^2*b^2*p*r^4*x+ 7708*a^2*b^2*p*r^3*x^2+8752*a^2*b^2*q^2*r^2*x^2+7708*a^2*b^2*q*r^3*x^2-44*a*c*q ^6*r*x+540*a*c*q^5*r*x^2+3576*a^2*b^2*p*q*r^2+21196*a^2*b^2*p*r^2*x+41568*a^2*b *c^2*p*r^2+21580*a^2*b*c*p^2*r^2+12766*a^2*b*c*p*r^3+7219*a^2*b*g*p^2*r^2+4450* a^2*b*g*p*r^3+6533*a^2*b*p^2*q*r^2+4152*a^2*b*p^2*r^2*x+9994*a^3*b*p*r^2*x+ 14486*a^3*c*g*p*r^2+13964*a^3*c*p*q*r^2+11762*a^3*c*p*r^2*x+4204*a^3*g*p*q*r^2+ 3120*a^3*g*p*r^2*x+6786*a^3*p*q*r^2*x+12592*a^2*b^2*c*p*r^2-160*g^2*p*q*r^4*x+ 1942*g^2*p*q*r^3*x^2-1566*g*p^4*q*r^2*x-2730*g*p^3*q^2*r^2*x-1347*g*p^3*q*r^3*x -411*g*p^3*q*r^2*x^2-1946*g*p^2*q^3*r^2*x-1796*g*p^2*q^2*r^3*x-1694*g*p^2*q^2*r ^2*x^2-96*g*p^2*q*r^4*x+2431*g*p^2*q*r^3*x^2-601*g*p*q^3*r^3*x-411*g*p*q^3*r^2* x^2+8*g*p*q^2*r^4*x+2431*g*p*q^2*r^3*x^2+136*g*p*q*r^5*x+1022*g*p*q*r^4*x^2+ 15452*a^3*b*c*p*r^2+4620*a^3*b*p*q*r^2-1806*g^3*p^2*q*r^2*x-1088*g^3*p*q*r^3*x-\ 2042*g^3*p*q*r^2*x^2-2609*g^2*p^3*q*r^2*x-2964*g^2*p^2*q^2*r^2*x-2026*g^2*p^2*q *r^3*x-2375*g^2*p^2*q*r^2*x^2-1434*g^2*p*q^2*r^3*x-2375*g^2*p*q^2*r^2*x^2-1548* c*p*q^3*r^3*x-512*c*p*q^3*r^2*x^2+151*c*p*q^2*r^4*x+6993*c*p*q^2*r^3*x^2+360*c* p*q*r^5*x+2544*c*p*q*r^4*x^2-4392*c*g*p^4*r^2*x+153*c*g*p^3*q*r^3-3253*c*g*p^3* r^3*x+482*c*g*p^3*r^2*x^2-37*c*g*p^2*q^2*r^3-513*c*g*p^2*q*r^4+7*c*g*p^2*r^4*x+ 6933*c*g*p^2*r^3*x^2-196*c*g*p*q^3*r^3-403*c*g*p*q^2*r^4-180*c*g*p*q*r^5+432*c* g*p*r^5*x+2656*c*g*p*r^4*x^2+482*c*g*q^3*r^2*x^2+6933*c*g*q^2*r^3*x^2+2656*c*g* q*r^4*x^2-4457*c*p^4*q*r^2*x-7714*c*p^3*q^2*r^2*x-3668*c*p^3*q*r^3*x-512*c*p^3* q*r^2*x^2-5462*c*p^2*q^3*r^2*x-4620*c*p^2*q^2*r^3*x-2820*c*p^2*q^2*r^2*x^2-169* c*p^2*q*r^4*x+6993*c*p^2*q*r^3*x^2-29730*a^2*c*g^2*p*r^2*x-43555*a^2*c*g*p^2*r^ 2*x+2126*a^2*c*g*p*q*r^3-25714*a^2*c*g*p*r^3*x-29456*a^2*c*g*p*r^2*x^2-46851*a^ 2*c*g*q*r^2*x^2-45294*a^2*c*p^2*q*r^2*x-37896*a^2*c*p*q^2*r^2*x-26836*a^2*c*p*q *r^3*x-32564*a^2*c*p*q*r^2*x^2-18671*a^2*b*g*p^2*r^2*x+1250*a^2*b*g*p*q*r^3-\ 21028*a^2*b*g*p*r^2*x^2-27263*a^2*b*g*q*r^2*x^2-19140*a^2*b*p^2*q*r^2*x-15224*a ^2*b*p*q^2*r^2*x-12756*a^2*b*p*q*r^3*x-21730*a^2*b*p*q*r^2*x^2-92192*a^2*c^2*g* p*r^2*x-103416*a^2*c^2*p*q*r^2*x+5049*b*c^2*g^2*p*r^3*x^2+4203*b*c^2*g^2*q*r^3* x^2+3328*b*c^2*g*p^2*r^3*x^2-3719*b*c^2*g*p*r^4*x^2+1224*b*c^2*g*q^2*r^3*x^2+ 9570*b*c^3*g*p*r^3*x^2+8070*b*c^3*g*q*r^3*x^2+6992*b*c^3*p*q*r^3*x^2-20112*a^3* b^2*c*g*p+1875*a^2*b*p^4*q*r+2931*a^2*b*p^3*q^2*r+1589*a^2*b*p^2*q^3*r+246*a^2* b*p*q^4*r+445*a^2*b*g^3*q^2*r+2431*a^2*b*g^2*p^3*r+377*a^2*b*g^2*q^3*r+1455*a^2 *b*g*p^4*r+90*a^2*b*g*q^4*r+408*a^2*b*c*g^4*r+3746*a^2*b*c*g^3*r^2+1582*a^2*b*c *g^2*r^3-1024*a^2*b*c*g*r^4+4668*a^2*b*c*p^4*r+316*a^2*b*c*q^4*r+258*a^2*b*g^4* p*r+150*a^2*b*g^4*q*r+1505*a^2*b*g^3*p^2*r+38352*a^2*b*c^4*q*r+21648*a^2*b*c^3* g^2*r+35544*a^2*b*c^3*g*r^2+59024*a^2*b*c^3*p^2*r+20056*a^2*b*c^3*q^2*r+5000*a^ 2*b*c^2*g^3*r+17456*a^2*b*c^2*g^2*r^2+4600*a^2*b*c^2*g*r^3+24904*a^2*b*c^2*p^3* r+4344*a^2*b*c^2*q^3*r+1038*b^2*g^2*p*q*r^3*x^2+852*b^2*g*p^2*q*r^3*x^2+387*b^2 *g*p*q^2*r^3*x^2-663*b^2*g*p*q*r^4*x^2-20*b*c*r^6*x-400*b*c*r^5*x^2-12592*a^4*c *g*p*q-2256*b^4*c^2*g^2*r*x-5280*b^4*c^2*g*r^2*x-27808*b^4*c^2*g*r*x^2-10208*b^ 4*c^2*p^2*r*x-27112*b^4*c^2*p*r*x^2-1344*b^4*c^2*q^2*r*x-16448*b^4*c^2*q*r*x^2+ 2160*c^2*g^2*p^4*r+105*c^2*g^2*q^4*r+853*c^2*g*p^5*r+14*c^2*g*q^5*r+1116*c^2*p^ 5*q*r+2300*c^2*p^4*q^2*r+225*c^2*g^5*p*r+83*c^2*g^5*q*r+1223*c^2*g^4*p^2*r+227* c^2*g^4*q^2*r+2438*c^2*g^3*p^3*r+243*c^2*g^3*q^3*r-192*a^3*b^3*c*g*r^2+1990*c*p ^3*r*x^2+1990*c*q^3*r*x^2+932*p^3*q*r*x^2+932*p*q^3*r*x^2-27384*a^3*b*r*x-42680 *a^3*c*r*x+1831*b*p^3*r*x^2+70544*c^3*p*r*x^2+70544*c^3*q*r*x^2-936*a^2*b^2*c*q ^3+27108*c^2*p^2*r*x^2+3208*a^2*b^2*c*q^2+27108*c^2*q^2*r*x^2+27536*a^2*b^2*c*q +19108*b^2*c^2*g^3*r*x-10508*b^2*c^2*g^2*r^2*x-106004*b^2*c^2*g^2*r*x^2-17036*b ^2*c^2*g*r^3*x-65086*b^2*c^2*g*r^2*x^2+12850*b^2*c^2*p^3*r*x-135870*b^2*c^2*p^2 *r*x^2+5230*b^2*c^2*q^3*r*x-107996*b^2*c^2*q^2*r*x^2+54728*b^2*c^3*g^2*r*x-\ 23432*b^2*c^3*g*r^2*x-202452*b^2*c^3*g*r*x^2+49048*b^2*c^3*p^2*r*x-235244*b^2*c ^3*p*r*x^2+27064*b^2*c^3*q^2*r*x-213596*b^2*c^3*q*r*x^2+3340*b^3*g^3*p*r*x+1368 *b^3*g^3*q*r*x+5588*b^3*g^2*p^2*r*x-14418*b^3*g^2*p*r*x^2+1032*b^3*g^2*q^2*r*x-\ 12525*b^3*g^2*q*r*x^2+3120*b^3*g*p^3*r*x-17126*b^3*g*p^2*r*x^2+168*b^3*g*q^3*r* x-11263*b^3*g*q^2*r*x^2+2342*b^3*p^3*q*r*x+2462*b^3*p^2*q^2*r*x-17164*b^3*p^2*q *r*x^2+530*b^3*p*q^3*r*x-13388*b^3*p*q^2*r*x^2+74576*b^2*c^4*g*r*x+73792*b^2*c^ 4*p*r*x+55824*b^2*c^4*q*r*x+124072*b*c^3*r*x^2+1831*a*q^3*r*x^2+39080*b^3*c*r*x ^2+14104*b^3*p*r*x^2+106948*b^2*c^2*r*x^2+124072*a*c^3*r*x^2+64*b^5*r+8*b^5*r^2 +96*b^4*r^3+72*q^4*a+58*p*q^4-768*b^4*c+1588*b^3*p^2-256*q^2*b^3+656*b^4*r+49*q ^4*r-256*q*b^4+10*q^5*r^2-15*q^3*r^4-3800*b^3*c-480*q^3*b-1288*q^2*b^2-928*b^3* p-1504*q*b^3+132*q^3*g^2+22*q^4*g-26*q^4*b-120*q^3*b^2-382*b^3*r^2+14*q^4*c+352 *b^3*c^2+56*b^4*p+6*g^6*r^2-g^2*r^6-800*a^5*r-72*a^5*r^2+2916*r^3*c^4+528*a^4*r ^3-72560*c^3*g*p*q*r^2*x-6770*b*g^2*p^2*q*r^2*x-4174*b*g^2*p*q*r^3*x-9772*b*g^2 *p*q*r^2*x^2-6689*b*g*p^3*q*r^2*x-7098*b*g*p^2*q^2*r^2*x-5225*b*g*p^2*q*r^3*x-\ 7619*b*g*p^2*q*r^2*x^2-2970*b*g*p*q^2*r^3*x-5591*b*g*p*q^2*r^2*x^2-245*b*g*p*q* r^4*x+5945*b*g*p*q*r^3*x^2-13742*b*c*g^2*p*r^3*x-28195*b*c*g^2*p*r^2*x^2-22137* b*c*g^2*q*r^2*x^2-19551*b*c*g*p^3*r^2*x+443*b*c*g*p^2*q*r^3-15695*b*c*g*p^2*r^3 *x-19277*b*c*g*p^2*r^2*x^2-485*b*c*g*p*q^2*r^3-900*b*c*g*p*q*r^4-1367*b*c*g*p*r ^4*x+15913*b*c*g*p*r^3*x^2-9061*b*c*g*q^2*r^2*x^2+16742*b*c*g*q*r^3*x^2-19544*b *c*p^3*q*r^2*x-20818*b*c*p^2*q^2*r^2*x-13769*b*c*p^2*q*r^3*x-15981*b*c*p^2*q*r^ 2*x^2-7779*b*c*p*q^2*r^3*x-12131*b*c*p*q^2*r^2*x^2-242*b*c*p*q*r^4*x+17808*b*c* p*q*r^3*x^2-21093*b*c*g^2*p^2*r^2*x+158*b*c*g^2*p*q*r^3-40796*b*c^2*g^2*p*r^2*x -63735*b*c^2*g*p^2*r^2*x+282*b*c^2*g*p*q*r^3-39782*b*c^2*g*p*r^3*x-77001*b*c^2* g*p*r^2*x^2-63943*b*c^2*g*q*r^2*x^2-63784*b*c^2*p^2*q*r^2*x-41022*b*c^2*p*q^2*r ^2*x-32504*b*c^2*p*q*r^3*x-58788*b*c^2*p*q*r^2*x^2-84832*b*c^3*g*p*r^2*x-86016* b*c^3*p*q*r^2*x-7962*b^2*g*p^2*q*r^2*x-4630*b^2*g*p*q*r^3*x-13615*b^2*g*p*q*r^2 *x^2-25179*b^2*c*g*p^2*r^2*x-186*b^2*c*g*p*q*r^3-17388*b^2*c*g*p*r^3*x-46851*b^ 2*c*g*p*r^2*x^2-29456*b^2*c*g*q*r^2*x^2-24738*b^2*c*p^2*q*r^2*x-12380*b^2*c*p*q *r^3*x-32564*b^2*c*p*q*r^2*x^2-45624*b^2*c^2*g*p*r^2*x-46320*b^2*c^2*p*q*r^2*x-\ 7038*a*g^2*p*q^2*r^2*x-5864*a*g^2*p*q*r^3*x-9772*a*g^2*p*q*r^2*x^2-8197*a*g*p^3 *q*r^2*x-10312*a*g*p^2*q^2*r^2*x-6306*a*g*p^2*q*r^3*x-5591*a*g*p^2*q*r^2*x^2-\ 4973*a*g*p*q^3*r^2*x-5289*a*g*p*q^2*r^3*x-7619*a*g*p*q^2*r^2*x^2-553*a*g*p*q*r^ 4*x+5945*a*g*p*q*r^3*x^2-3924*a*g^3*p*q*r^2*x-9287*a*g^2*p^2*q*r^2*x+968*b^2*c^ 2*g*p*r^3-38566*b^2*c^2*p^2*r^2*x-572*b^2*c^2*p*q*r^3-24008*b^2*c^2*p*r^3*x-\ 59066*b^2*c^2*p*r^2*x^2-41032*b^2*c^2*q*r^2*x^2-23116*b^3*c*p*r^2*x^2-10734*b^3 *c*q*r^2*x^2-9178*b^3*g*p*r^2*x^2-2943*b^3*g*q*r^2*x^2-5684*b^3*p*q*r^2*x^2-\ 48864*b^2*c^3*p*r^2*x-2263*a*p^4*q*r^2*x-4414*a*p^3*q^2*r^2*x-1977*a*p^3*q*r^3* x-77*a*p^3*q*r^2*x^2-3470*a*p^2*q^3*r^2*x-2938*a*p^2*q^2*r^3*x-1804*a*p^2*q^2*r ^2*x^2-202*a*p^2*q*r^4*x+3421*a*p^2*q*r^3*x^2-1179*a*p*q^3*r^3*x-769*a*p*q^3*r^ 2*x^2-41*a*p*q^2*r^4*x+3622*a*p*q^2*r^3*x^2+179*a*p*q*r^5*x+1302*a*p*q*r^4*x^2-\ 4144*a*g^2*p^3*r^2*x+225*a*g^2*p^2*q*r^3-2683*a*g^2*p^2*r^3*x-1129*a*g^2*p^2*r^ 2*x^2+28*a*g^2*p*q^2*r^3-221*a*g^2*p*q*r^4-119*a*g^2*p*r^4*x+3040*a*g^2*p*r^3*x ^2-3568*a*g^2*q^2*r^2*x^2+2808*a*g^2*q*r^3*x^2-2140*a*g*p^4*r^2*x+131*a*g*p^3*q *r^3-1289*a*g*p^3*r^3*x+1396*a*g*p^3*r^2*x^2+109*a*g*p^2*q^2*r^3-272*a*g*p^2*q* r^4+163*a*g*p^2*r^4*x+3671*a*g*p^2*r^3*x^2-104*a*g*p*q^3*r^3-255*a*g*p*q^2*r^4-\ 117*a*g*p*q*r^5+216*a*g*p*r^5*x+1035*a*g*p*r^4*x^2-632*a*g*q^3*r^2*x^2+3445*a*g *q^2*r^3*x^2+1494*a*g*q*r^4*x^2-3152*a*g^3*p^2*r^2*x+101*a*g^3*p*q*r^3-2260*a*g ^3*p*r^2*x^2-3192*a*g^3*q*r^2*x^2-309*a*c*p*q^3*r^3-743*a*c*p*q^2*r^4-359*a*c*p *q*r^5+601*a*c*p*r^5*x+3180*a*c*p*r^4*x^2-1595*a*c*q^3*r^2*x^2+9613*a*c*q^2*r^3 *x^2+4050*a*c*q*r^4*x^2+241*a*c*g^3*p*r^3-77*a*c*g^2*p^2*r^3-871*a*c*g^2*p*r^4-\ 611*a*c*g*p^3*r^3-1125*a*c*g*p^2*r^4-369*a*c*g*p*r^5-6053*a*c*p^4*r^2*x+263*a*c *p^3*q*r^3-4315*a*c*p^3*r^3*x+2255*a*c*p^3*r^2*x^2+110*a*c*p^2*q^2*r^3-893*a*c* p^2*q*r^4+71*a*c*p^2*r^4*x+9641*a*c*p^2*r^3*x^2-33758*a*c^2*p^3*r^2*x+1167*a*c^ 2*p^2*q*r^3-23711*a*c^2*p^2*r^3*x-13259*a*c^2*p^2*r^2*x^2-117*a*c^2*p*q^2*r^3-\ 2135*a*c^2*p*q*r^4-1820*a*c^2*p*r^4*x+23498*a*c^2*p*r^3*x^2-23935*a*c^2*q^2*r^2 *x^2+22768*a*c^2*q*r^3*x^2-66302*a*c^3*q*r^2*x^2+1100*a*c^2*g^2*p*r^3+111*a*c^2 *g*p^2*r^3-2515*a*c^2*g*p*r^4+1842*a*b*q*r^4*x^2-88720*a*c^4*p*r^2*x+2184*a*c^3 *g*p*r^3-81372*a*c^3*p^2*r^2*x+1672*a*c^3*p*q*r^3-46588*a*c^3*p*r^3*x-56962*a*c ^3*p*r^2*x^2-24864*a^2*g*r*x-28656*a*b^2*r*x-17376*b^2*g*r*x-248*p^3*q*r*x-1616 *p*q^3*r*x-34464*a^2*b*r*x-68776*c^3*p*r*x-72312*c^3*q*r*x-21674*c^2*p^2*r*x-\ 32542*c^2*q^2*r*x+1392*c*p^3*r*x-5372*c*q^3*r*x-778*b*p^3*r*x-13064*b^3*p*r*x-\ 98704*b^2*c^2*r*x+21120*b^2*g*r*x^2-118656*b*c^3*r*x-10160*b^2*a^2*c^2*q^2+9296 *b^2*a^2*c^2*q-12128*b^2*a^2*c^2*g^2-58784*b^2*a^2*c^2*p^2-15808*b^2*a^2*c^2*p-\ 2884*a*q^3*r*x-35480*b^3*c*r*x-23808*a*b^3*r*x+31560*a*b^2*r*x^2-129488*a*c^3*r *x-14276*r^2*a^2*c^3+2260*r^4*a*c^2-1249*r^2*c^2*g^3+1278*p*c^2*r^4+4118*r^3*c^ 3*g-986*a^2*g^3*r-762*a^4*g*r^2-3380*a^3*b^2*r^2-1300*a^4*b*r-5852*r^2*c^4*g+ 4691*p^2*c^2*r^3-9664*b^2*r^2*p*c^2-604*r^2*q*c^2*p^2-2006*a^3*b*g*r+1070*a^2*b ^2*g*r+1563*r^4*g*a*c+785*b*r^3*g^2*p+1602*b*r^3*g^2*c-862*r^2*p*g^3*c-413*r^2* p^2*g^2*q-803*r^2*p^2*g^2*b+414*r^2*p^2*g^2*a-355*r^2*p*g^3*q-491*r^2*p*g^3*a-\ 150*r^2*p^2*g^2*c+1251*b*r^3*g*p^2+3590*r^2*a^2*c*p^2+4261*b*r^3*g*c^2-6278*r^2 *a^2*c*g^2-5773*r^2*c^2*g^2*b+927*p*c*r^4*g+8699*r^3*c^2*g*a-153*r^2*c^2*g*p^2+ 2315*p*c*r^3*g^2+500*r^2*p^3*a*q+8814*b*r^3*c^2*a+599*r^2*p^3*a*b+3403*p^2*c*r^ 3*g+6653*p*c^2*r^3*g-6586*r^2*a^2*c^2*p-528*r^2*p^2*a^2*b-11664*r^2*a^2*c^2*q-\ 8838*r^2*a*c^3*p-10512*r^2*a*c^3*q+3524*q*r^3*g*c^2-1500*r^2*q*a^3*p+920*q*r^3* g*p^2-5120*b^2*r^2*p*a^2-5280*b^2*r^2*a^2*g-2319*b^2*r^2*c*g^2-15144*a^3*q*r*x+ 31560*a^2*b*r*x^2-115192*a^2*c^2*r*x+21120*a^2*g*r*x^2+1440*x^2*g+5184*x^2*c+ 432*x^2*q+432*x^2*p+1152*x^2*a+1152*x^2*b-51*c^2*q^4*r^4*x^2-15*c^2*q^3*r^5*x^2 -51*c^2*p^4*r^4*x^2-15*c^2*p^3*r^5*x^2-300*c^3*p^3*r^4*x^2-70*c^3*p^2*r^5*x^2-\ 300*c^3*q^3*r^4*x^2-70*c^3*q^2*r^5*x^2-804*c^4*p^2*r^4*x^2-128*c^4*p*r^5*x^2-\ 804*c^4*q^2*r^4*x^2-128*c^4*q*r^5*x^2-1008*c^5*p*r^4*x^2-1008*c^5*q*r^4*x^2-3*b *p^5*r^4*x^2-b*p^4*r^5*x^2-1368*c^2*g^2*p*q*r^4*x^2-1401*c^2*g*p^2*q*r^4*x^2-\ 1401*c^2*g*p*q^2*r^4*x^2-204*c^2*g*p*q*r^5*x^2-2672*c^3*g*p*q*r^4*x^2-2742*q^2* b*r^2*c+1215*b*r^3*g^2*a+5952*a^2*r^3*b*c+2956*r^2*a*c^2*p^2-786*a*b*g^3*r+4591 *a^2*r^3*q*c+1216*a*b^4*c*q+2720*a*b^4*c*g-1392*q^2*b*r^2*p+2512*a*b^4*c*p+1596 *p^2*a*r^3*q+2161*p^2*a*r^3*b+2089*p*a^2*r^3*q+2853*p*a^2*r^3*g+2866*p*a^2*r^3* b-25568*r^2*b*c^2*a^2+5681*p^2*a*r^3*c+5813*a^2*r^3*c*g-11184*r^2*c^3*g*b-2017* r^2*q*a^2*g^2+2089*p^2*a*r^3*g-7170*b^2*r^2*c^2*g-11534*r^2*b*c^3*p+4944*p^2*a* g^2-1142*b*g^2*q-21880*b*c^4*r*x^2-93232*b*c^3*r^2*x^2-5096*b^2*p^3*r*x^2-26584 *b^3*c*r^2*x^2-693*b^3*g^2*r*x^2-2824*b^3*p^2*r*x^2-11928*b^2*c^3*r*x^2-75500*b ^2*c^2*r^2*x^2-1098*b^2*g^3*r*x^2-2370*a*q^4*r*x^2-32*b^4*c*r*x^2-834*b^4*g*r*x ^2+440*b^4*p*r*x^2-16*b^3*c^2*r*x^2+1404*a*b^4*r*x^2-15912*a*b^3*r^2*x^2-21880* a*c^4*r*x^2-93232*a*c^3*r^2*x^2-807*a*g^4*r*x^2-75500*a^2*c^2*r^2*x^2-1098*a^2* g^3*r*x^2-5096*a^2*q^3*r*x^2-693*a^3*g^2*r*x^2-2824*a^3*q^2*r*x^2+7812*a^2*b^3* r*x^2-11928*a^2*c^3*r*x^2-832*a*b^3*c^3*g*r^2-24*a*b^4*g*p*r^3-8*a*b^4*c*g^2*r^ 2-32*a*b^4*c*g*r^3-104*a*b^4*c*p^2*r^2-64*a*b^4*c*p*r^3-4*a*b^4*g^2*p*r^2-24*a* b^4*g*p^2*r^2-64*a*b^4*c^2*g*r^2-176*a*b^4*c^2*p*r^2-144*b*g^3*p*q*r^4*x^2-258* b*g^2*p^2*q*r^4*x^2-225*b*g^2*p*q^2*r^4*x^2-36*b*g^2*p*q*r^5*x^2-165*b*g*p^3*q* r^4*x^2-264*b*g*p^2*q^2*r^4*x^2-36*b*g*p^2*q*r^5*x^2-125*b*g*p*q^3*r^4*x^2-30*b *g*p*q^2*r^5*x^2-81*b*c*p*q^2*r^5*x^2-92*b*c*g^2*p*r^5*x^2-453*b*c*g^2*q^2*r^4* x^2-78*b*c*g^2*q*r^5*x^2-372*b*c*g*p^3*r^4*x^2-87*b*c*g*p^2*r^5*x^2-213*b*c*g*q ^3*r^4*x^2-54*b*c*g*q^2*r^5*x^2-444*b*c*p^3*q*r^4*x^2-702*b*c*p^2*q^2*r^4*x^2-\ 93*b*c*p^2*q*r^5*x^2-360*b*c*p*q^3*r^4*x^2-352*b*c*g^3*p*r^4*x^2-312*b*c*g^3*q* r^4*x^2-603*b*c*g^2*p^2*r^4*x^2-2019*b*c^2*p^2*q*r^4*x^2-1833*b*c^2*p*q^2*r^4*x ^2-276*b*c^2*p*q*r^5*x^2-1750*b*c^2*g^2*p*r^4*x^2-1594*b*c^2*g^2*q*r^4*x^2-1841 *b*c^2*g*p^2*r^4*x^2-284*b*c^2*g*p*r^5*x^2-1459*b*c^2*g*q^2*r^4*x^2-248*b*c^2*g *q*r^5*x^2+288*a^6-3592*b*c^3*g*p*r^4*x^2-3312*b*c^3*g*q*r^4*x^2-3744*b*c^3*p*q *r^4*x^2+15376*b*g*p^2*r^2*x+2168*b*g*p*r^3*x+13725*b*p^2*q*r^2*x+9515*b*p*q^2* r^2*x+1351*b*p*q*r^3*x+78629*c^2*g*p*r^2*x+13969*b*g^2*p*r^2*x-324*a^2*r^3*b-\ 5792*b^2*r^2*a^2-3728*p*a^4*r+81*a^2*r^3*g+1280*a^2*b^4*g-1939*r^2*c*g^3-2933*p ^4*c*r-25287*p^2*c^3*r-14128*a*c^4*r-2087*q^2*a^2*r^2-3900*q^2*c^2*r^2-1941*q^2 *c^3*r-260*q^3*r^2*p-444*q^3*r^2*a-497*q^3*c^2*r-557*q^3*c*r^2+371*q^3*r*g-\ 10291*r^2*p^2*c^2-1904*r^2*p^3*c-944*q*p^4*r-539*q^3*r*a^2-2512*b^2*p^2*r^2-\ 2146*b^2*p^3*r-65*b^2*r^3*g-388*b^2*r^3*a-8718*b^2*c^2*r^2+1920*b^2*c^3*r-737*r ^2*q*p^3-811*r^2*p*g^3-1097*p^4*r*g-4206*q*c^4*r-1806*p^3*r*g^2-1398*r^2*p^2*g^ 2-485*q*r^2*g^3-1354*r^2*g^3*a-3687*r^2*g^2*a^2-40*b*r^3*g^2-17*r^3*g^2*a-10950 *r^2*a^3*c-1506*p^4*a*r-920*q*a^4*r-12528*a^3*c^2*r-3216*r^2*p*a^3+6008*a^2*b^3 *g-4380*p^3*a^2*r-91*g^4*q*r-1375*b*p^4*r-5984*p^2*a^3*r+2456*a^2*b^3*g^2-682*r ^2*p^3*g-6084*c^4*g*r-18986*p*c^4*r-1729*c^2*g^3*r-423*q^3*p^2*r-15300*r^2*b*c^ 3-871*q^2*p^2*r^2-423*c*g^4*r-10421*r^2*q*c^3-1119*q^2*p^3*r-4400*a^4*c*r+314*r ^4*b*g+600*b^3*a*q^2-14232*r^2*c^3*g-7878*r^2*c^2*g^2-13473*p^3*c^2*r-1177*b^2* r^2*g^2-774*b*r^2*g^3-2186*b^3*r^2*a-503*q^2*r^2*g^2+105744*b*c^2*p*r^2*x+40900 *b*c*p^2*r^2*x+5199*b*c*p*r^3*x+51264*b^3*c^4*g*x+1256*a^5*c*g*r^2+82176*b^3*c^ 4*p*x+45696*b^3*c^4*q*x+26976*b^3*c^3*g^2*x+16320*b^3*c^3*g*x^2+75360*b^3*c^3*p ^2*x-19872*b^3*c^3*p*x^2+840*a^5*c*p^2*r+19488*b^3*c^3*q^2*x-25248*b^3*c^3*q*x^ 2+1176*a^5*c*q^2*r+5808*b^3*c^2*g^3*x+22128*b^3*c^2*g^2*x^2+33216*b^3*c^2*p^3*x -20448*b^3*c^2*p^2*x^2+2664*b^3*c^2*q^3*x-26592*b^3*c^2*q^2*x^2+408*b^3*c*g^4*x +8184*b^3*c*g^3*x^2+6984*b^3*c*p^4*x+180*a^5*g^2*p*r-7968*b^3*c*p^3*x^2-9624*b^ 3*c*q^3*x^2+258*b^3*g^4*p*x+108*b^3*g^4*q*x+1764*b^3*g^3*p^2*x+124*a^5*g^2*q*r+ 3300*b^3*g^3*p*x^2+264*b^3*g^3*q^2*x+1500*b^3*g^3*q*x^2+196*a^5*g*p^2*r+3312*b^ 3*g^2*p^3*x+1860*b^3*g^2*p^2*x^2+316*a^5*g*q^2*r+108*b^3*g^2*q^3*x-1860*b^3*g^2 *q^2*x^2+2352*b^3*g*p^4*x+448*a^5*p^2*q*r-1536*b^3*g*p^3*x^2-3516*b^3*g*q^3*x^2 +2424*b^3*p^4*q*x+544*a^5*p*q^2*r+3192*b^3*p^3*q^2*x-3360*b^3*p^3*q*x^2+1320*b^ 3*p^2*q^3*x-4608*b^3*p^2*q^2*x^2-3360*b^3*p*q^3*x^2+320*a^6*c*q*r+384*b^5*c*g^2 *x+4704*b^5*c*g*x^2+2880*b^5*c*p^2*x+3360*b^5*c*p*x^2+56*a^6*g*p*r+96*b^5*c*q*x ^2+40*a^6*g*q*r+216*b^5*g^2*p*x+48*b^5*g^2*q*x+720*b^5*g*p^2*x+112*a^6*p*q*r+ 2064*b^5*g*p*x^2+48*b^5*g*q*x^2+576*b^5*p^2*q*x+384*b^5*p*q*x^2+17088*b^4*c^3*g *x+30720*b^4*c^3*p*x+14016*b^4*c^3*q*x+5760*b^4*c^2*g^2*x+544*a^5*b^2*c*r+16896 *b^4*c^2*g*x^2+368*a^5*b^2*p*r+21984*b^4*c^2*p^2*x+240*a^5*b^2*q*r+4512*b^4*c^2 *p*x^2+3024*b^4*c^2*q^2*x-1920*b^4*c^2*q*x^2+2304*a^5*b*c^2*r+576*b^4*c*g^3*x+ 1888*a^5*b*c*r^2+9264*b^4*c*g^2*x^2+6816*b^4*c*p^3*x+448*a^5*b*p^2*r-240*b^4*c* p^2*x^2-5328*b^4*c*q^2*x^2+384*a^5*b*q^2*r+348*b^4*g^3*p*x+120*b^4*g^3*q*x+1680 *b^4*g^2*p^2*x+3840*b^4*g^2*p*x^2+120*b^4*g^2*q^2*x+1104*b^4*g^2*q*x^2+1648*a^5 *c^2*g*r+2112*b^4*g*p^3*x+2912*a^5*c^2*p*r+1752*b^4*g*p^2*x^2+2976*a^5*c^2*q*r-\ 1944*b^4*g*q^2*x^2+2016*b^4*p^3*q*x+1248*b^4*p^2*q^2*x-672*b^4*p^2*q*x^2+264*a^ 5*c*g^2*r-1536*b^4*p*q^2*x^2+684*a*g^3*p^4*x-1536*a*g^3*p^3*x^2+264*a*g^3*q^4*x -1200*a*g^3*q^3*x^2+282*a*g^2*p^5*x-1860*a*g^2*p^4*x^2+102*a*g^2*q^5*x-1728*a*g ^2*q^4*x^2+24*a*g*p^6*x-852*a*g*p^5*x^2+12*a*g*q^6*x-900*a*g*q^5*x^2+240*a*p^6* q*x+1014*a*p^5*q^2*x-912*a*p^5*q*x^2+1656*a*p^4*q^3*x-2604*a*p^4*q^2*x^2+1284*a *p^3*q^4*x-3696*a*p^3*q^3*x^2+456*a*p^2*q^5*x-2784*a*p^2*q^4*x^2+54*a*p*q^6*x+ 160*a^6*b*c*r-1056*a*p*q^5*x^2+112*a^6*b*p*r+96*b^6*c*g*x+80*a^6*b*q*r+384*b^6* c*p*x+48*b^6*g*p*x+2592*b^5*c^2*g*x+80*a^6*c*g*r+5760*b^5*c^2*p*x+224*a^6*c*p*r +1728*b^5*c^2*q*x-17856*a*b^2*c^4*x^2+2844*a*b^2*g^4*x^2+1506*a*b^2*p^5*x-3324* a*b^2*p^4*x^2-3324*a*b^2*q^4*x^2+103680*a*b*c^6*x-49920*a*b*c^5*x^2+576*a*b*g^5 *x^2+240*a*b*p^6*x-1176*a*b*p^5*x^2-1176*a*b*q^5*x^2+75744*a*c^6*g*x+101568*a*c ^6*p*x+79104*a*c^6*q*x+69408*a*c^5*g^2*x-38400*a*c^5*g*x^2+124704*a*c^5*p^2*x-\ 72864*a*c^5*p*x^2+76224*a*c^5*q^2*x-71904*a*c^5*q*x^2+32016*a*c^4*g^3*x-16992*a *c^4*g^2*x^2+78120*a*c^4*p^3*x-85872*a*c^4*p^2*x^2+37488*a*c^4*q^3*x-84048*a*c^ 4*q^2*x^2+7632*a*c^3*g^4*x+1200*a*c^3*g^3*x^2+26208*a*c^3*p^4*x-51192*a*c^3*p^3 *x^2+9792*a*c^3*q^4*x-50472*a*c^3*q^3*x^2+846*a*c^2*g^5*x+2688*a*c^2*g^4*x^2+ 4422*a*c^2*p^5*x-15900*a*c^2*p^4*x^2+1260*a*c^2*q^5*x-16212*a*c^2*q^4*x^2+30*a* c*g^6*x+612*a*c*g^5*x^2+288*a*c*p^6*x-2352*a*c*p^5*x^2+60*a*c*q^6*x-2592*a*c*q^ 5*x^2+18*a*g^6*p*x+12*a*g^6*q*x+228*a*g^5*p^2*x+180*a*g^5*p*x^2+120*a*g^5*q^2*x +252*a*g^5*q*x^2+636*a*g^4*p^3*x-264*a*g^4*p^2*x^2+282*a*g^4*q^3*x+1002*a^2*g^4 *p^2*x+804*a^2*g^4*p*x^2+678*a^2*g^4*q^2*x+1380*a^2*g^4*q*x^2+1818*a^2*g^3*p^3* x-924*a^2*g^3*p^2*x^2+1272*a^2*g^3*q^3*x+708*a^2*g^3*q^2*x^2+1158*a^2*g^2*p^4*x -3504*a^2*g^2*p^3*x^2+966*a^2*g^2*q^4*x-2076*a^2*g^2*q^3*x^2+192*a^2*g*p^5*x-\ 2556*a^2*g*p^4*x^2+300*a^2*g*q^5*x-2340*a^2*g*q^4*x^2+984*a^2*p^5*q*x+3414*a^2* p^4*q^2*x-2616*a^2*p^4*q*x^2+4368*a^2*p^3*q^3*x-5544*a^2*p^3*q^2*x^2+2460*a^2*p ^2*q^4*x-5856*a^2*p^2*q^3*x^2+552*a^2*p*q^5*x-3084*a^2*p*q^4*x^2+192*a*b^6*c*x+ 96*a*b^6*p*x+4416*a*b^5*c^2*x+7296*a*b^5*c*x^2+3456*a*b^5*g*x^2+1248*a*b^5*p^2* x+3072*a*b^5*p*x^2+768*a*b^5*q*x^2+28032*a*b^4*c^3*x+25152*a*b^4*c^2*x^2+6912*a *b^4*g^2*x^2+3360*a*b^4*p^3*x+2400*a*b^4*p^2*x^2-1632*a*b^4*q^2*x^2+82944*a*b^3 *c^4*x+26112*a*b^3*c^3*x^2+6336*a*b^3*g^3*x^2+3432*a*b^3*p^4*x-2400*a*b^3*p^3*x ^2-4128*a*b^3*q^3*x^2+129792*a*b^2*c^5*x+74112*a^2*b^3*c^3*x+53376*a^2*b^3*c^2* x^2+15696*a^2*b^3*g^2*x^2+7776*a^2*b^3*p^3*x+2976*a^2*b^3*p^2*x^2+1248*a^2*b^3* q^3*x+288*a^2*b^3*q^2*x^2+153600*a^2*b^2*c^4*x+38400*a^2*b^2*c^3*x^2+9936*a^2*b ^2*g^3*x^2+4776*a^2*b^2*p^4*x-4896*a^2*b^2*p^3*x^2+792*a^2*b^2*q^4*x-4896*a^2*b ^2*q^3*x^2+153600*a^2*b*c^5*x-17856*a^2*b*c^4*x^2+2844*a^2*b*g^4*x^2+984*a^2*b* p^5*x-3324*a^2*b*p^4*x^2+246*a^2*b*q^5*x-3324*a^2*b*q^4*x^2+112032*a^2*c^5*g*x+ 152832*a^2*c^5*p*x+126528*a^2*c^5*q*x+81312*a^2*c^4*g^2*x-16704*a^2*c^4*g*x^2+ 151296*a^2*c^4*p^2*x-68640*a^2*c^4*p*x^2+107088*a^2*c^4*q^2*x-66240*a^2*c^4*q*x ^2+27840*a^2*c^3*g^3*x+10896*a^2*c^3*g^2*x^2+71592*a^2*c^3*p^3*x-71136*a^2*c^3* p^2*x^2+45096*a^2*c^3*q^3*x-67680*a^2*c^3*q^2*x^2+4392*a^2*c^2*g^4*x+12288*a^2* c^2*g^3*x^2+16116*a^2*c^2*p^4*x-33552*a^2*c^2*p^3*x^2+9684*a^2*c^2*q^4*x-32856* a^2*c^2*q^3*x^2+246*a^2*c*g^5*x+3444*a^2*c*g^4*x^2+1368*a^2*c*p^5*x-7020*a^2*c* p^4*x^2+954*a^2*c*q^5*x-7548*a^2*c*q^4*x^2+150*a^2*g^5*p*x+102*a^2*g^5*q*x+ 85056*a^3*c^4*g*x+119424*a^3*c^4*p*x+105984*a^3*c^4*q*x+45600*a^3*c^3*g^2*x+ 16320*a^3*c^3*g*x^2+90144*a^3*c^3*p^2*x-25248*a^3*c^3*p*x^2+75744*a^3*c^3*q^2*x -19872*a^3*c^3*q*x^2+10224*a^3*c^2*g^3*x+22128*a^3*c^2*g^2*x^2+28920*a^3*c^2*p^ 3*x-26592*a^3*c^2*p^2*x^2+25536*a^3*c^2*q^3*x-20448*a^3*c^2*q^2*x^2+792*a^3*c*g ^4*x+8184*a^3*c*g^3*x^2+3312*a^3*c*p^4*x-9624*a^3*c*p^3*x^2+3960*a^3*c*q^4*x-\ 7968*a^3*c*q^3*x^2+492*a^3*g^4*p*x+342*a^3*g^4*q*x+2016*a^3*g^3*p^2*x+1500*a^3* g^3*p*x^2+1716*a^3*g^3*q^2*x+3300*a^3*g^3*q*x^2+2172*a^3*g^2*p^3*x-1860*a^3*g^2 *p^2*x^2+2448*a^3*g^2*q^3*x+1860*a^3*g^2*q^2*x^2+600*a^3*g*p^4*x-3516*a^3*g*p^3 *x^2+1296*a^3*g*q^4*x-1536*a^3*g*q^3*x^2+2112*a^3*p^4*q*x+5784*a^3*p^3*q^2*x-\ 3360*a^3*p^3*q*x^2+5448*a^3*p^2*q^3*x-4608*a^3*p^2*q^2*x^2+1992*a^3*p*q^4*x-\ 3360*a^3*p*q^3*x^2+1344*a^2*b^5*c*x+768*a^2*b^5*p*x+288*a^2*b^5*q*x+16896*a^2*b ^4*c^2*x+22272*a^2*b^4*c*x^2+11232*a^2*b^4*g*x^2+4704*a^2*b^4*p^2*x+8256*a^2*b^ 4*p*x^2+960*a^2*b^4*q^2*x+5376*a^2*b^4*q*x^2+2160*a^4*g^2*q^2*x+3840*a^4*g^2*q* x^2+912*a^4*g*p^3*x-1944*a^4*g*p^2*x^2+2112*a^4*g*q^3*x+1752*a^4*g*q^2*x^2+3244 *g^3*p*r^2*x+2496*a^4*p^3*q*x+5088*a^4*p^2*q^2*x-1536*a^4*p^2*q*x^2+3168*a^4*p* q^3*x+5248*g^2*p^2*r^2*x-672*a^4*p*q^2*x^2+336*g^2*p*r^3*x+3456*a^3*b^4*c*x+ 2112*a^3*b^4*p*x+1152*a^3*b^4*q*x+29184*a^3*b^3*c^2*x+31488*a^3*b^3*c*x^2+2721* g*p^3*r^2*x+16128*a^3*b^3*g*x^2+7584*a^3*b^3*p^2*x-793*g*p^2*r^3*x+9984*a^3*b^3 *p*x^2-1039*g*p*r^4*x+3168*a^3*b^3*q^2*x+9984*a^3*b^3*q*x^2+88704*a^3*b^2*c^3*x +53376*a^3*b^2*c^2*x^2+15696*a^3*b^2*g^2*x^2+7392*a^3*b^2*p^3*x+2880*p^3*q*r^2* x+288*a^3*b^2*p^2*x^2+4286*p^2*q^2*r^2*x+3168*a^3*b^2*q^3*x-293*p^2*q*r^3*x+ 2976*a^3*b^2*q^2*x^2+1926*p*q^3*r^2*x+117504*a^3*b*c^4*x-41*p*q^2*r^3*x+26112*a ^3*b*c^3*x^2-922*p*q*r^4*x+6336*a^3*b*g^3*x^2+2112*a^3*b*p^4*x-4128*a^3*b*p^3*x ^2+1368*a^3*b*q^4*x-2400*a^3*b*q^3*x^2+11232*a^4*b^2*g*x^2+5568*a^4*b^2*p^2*x+ 5376*a^4*b^2*p*x^2+3744*a^4*b^2*q^2*x+8256*a^4*b^2*q*x^2+48000*a^4*b*c^3*x+ 25152*a^4*b*c^2*x^2+6912*a^4*b*g^2*x^2+2496*a^4*b*p^3*x-1632*a^4*b*p^2*x^2+2592 *a^4*b*q^3*x+2400*a^4*b*q^2*x^2+33984*a^4*c^3*g*x+50496*a^4*c^3*p*x+49152*a^4*c ^3*q*x+11712*a^4*c^2*g^2*x+16896*a^4*c^2*g*x^2+26160*a^4*c^2*p^2*x-1920*a^4*c^2 *p*x^2+28128*a^4*c^2*q^2*x+4512*a^4*c^2*q*x^2+1248*a^4*c*g^3*x+9264*a^4*c*g^2*x ^2+4320*a^4*c*p^3*x-5328*a^4*c*p^2*x^2+6816*a^4*c*q^3*x-240*a^4*c*q^2*x^2+792*a ^4*g^3*p*x+564*a^4*g^3*q*x+1896*a^4*g^2*p^2*x+1104*a^4*g^2*p*x^2-96*g*p^6*q*x^2 -480*g*p^5*q^2*x^2-960*g*p^4*q^3*x^2-960*g*p^3*q^4*x^2-480*g*p^2*q^5*x^2-96*g*p *q^6*x^2+576*a^6*b*c*x+384*a^6*b*p*x+288*a^6*b*q*x+288*a^6*c*g*x+768*a^6*c*p*x+ 1152*a^6*c*q*x+192*a^6*g*p*x+144*a^6*g*q*x+384*a^6*p*q*x+2496*a^5*b^2*c*x+1632* a^5*b^2*p*x+1152*a^5*b^2*q*x+9408*a^5*b*c^2*x+7296*a^5*b*c*x^2+3456*a^5*b*g*x^2 +1536*a^5*b*p^2*x+768*a^5*b*p*x^2+1824*a^5*b*q^2*x+3072*a^5*b*q*x^2+6240*a^5*c^ 2*g*x+10560*a^5*c^2*p*x+11904*a^5*c^2*q*x+7514*c*p^3*r^2*x+960*a^5*c*g^2*x+4704 *a^5*c*g*x^2-1721*c*p^2*r^3*x+2880*a^5*c*p^2*x-2822*c*p*r^4*x+96*a^5*c*p*x^2+ 4992*a^5*c*q^2*x+3360*a^5*c*q*x^2+624*a^5*g^2*p*x+456*a^5*g^2*q*x+672*a^5*g*p^2 *x+48*a^5*g*p*x^2+1296*a^5*g*q^2*x+2064*a^5*g*q*x^2+1536*a^5*p^2*q*x+2112*a^5*p *q^2*x+384*a^5*p*q*x^2+4224*a^4*b^3*c*x+2688*a^4*b^3*p*x+1728*a^4*b^3*q*x+24576 *a^4*b^2*c^2*x+22272*a^4*b^2*c*x^2-15696*c^3*p*q^4*x^2-960*c^2*g^5*p*x^2-960*c^ 2*g^5*q*x^2+72496*c^3*p*r^2*x-4248*c^2*g^4*p^2*x^2-4248*c^2*g^4*q^2*x^2-7284*c^ 2*g^3*p^3*x^2-7284*c^2*g^3*q^3*x^2-5676*c^2*g^2*p^4*x^2-5676*c^2*g^2*q^4*x^2-\ 1980*c^2*g*p^5*x^2-1980*c^2*g*q^5*x^2-3024*c^2*p^5*q*x^2-9828*c^2*p^4*q^2*x^2-\ 14112*c^2*p^3*q^3*x^2-9828*c^2*p^2*q^4*x^2-3024*c^2*p*q^5*x^2-48*c*g^6*p*x^2-48 *c*g^6*q*x^2-396*c*g^5*p^2*x^2-396*c*g^5*q^2*x^2-996*c*g^4*p^3*x^2-996*c*g^4*q^ 3*x^2-1104*c*g^3*p^4*x^2-1104*c*g^3*q^4*x^2-576*c*g^2*p^5*x^2-576*c*g^2*q^5*x^2 -132*c*g*p^6*x^2-132*c*g*q^6*x^2-300*c*p^6*q*x^2-1332*c*p^5*q^2*x^2-2580*c*p^4* q^3*x^2-2580*c*p^3*q^4*x^2-1332*c*p^2*q^5*x^2+39532*c^2*p^2*r^2*x-300*c*p*q^6*x ^2-24*g^6*p*q*x^2+3441*c^2*p*r^3*x-192*g^5*p^2*q*x^2-192*g^5*p*q^2*x^2-492*g^4* p^3*q*x^2-840*g^4*p^2*q^2*x^2-492*g^4*p*q^3*x^2-576*g^3*p^4*q*x^2-1488*g^3*p^3* q^2*x^2-1488*g^3*p^2*q^3*x^2-576*g^3*p*q^4*x^2-336*g^2*p^5*q*x^2-1236*g^2*p^4*q ^2*x^2-1824*g^2*p^3*q^3*x^2-1236*g^2*p^2*q^4*x^2-336*g^2*p*q^5*x^2-4704*c^5*g*p *r-3840*c^5*g*q*r-3592*c^5*p*q*r-4784*c^4*g^2*p*r-3368*c^4*g^2*q*r-1228*c^4*g*p ^2*r-2044*c^4*g*q^2*r-1380*c^4*p^2*q*r-6256*b^2*a^2*p^3*q-4604*b^2*a^2*p^2*q+ 268*a^2*b^2*p*q^2+153*b*g*p^5*r+13216*a^2*b^2*p*q+89*b*p^5*q*r+33*b*p^4*q^2*r-\ 25*b*p^3*q^3*r-13*b*p^2*q^4*r-249*b*g^4*p^2*r+18*b*g^4*q^2*r-186*b*g^3*p^3*r+34 *b*g^3*q^3*r+90*b*g^2*p^4*r+16*b*g^2*q^4*r-4712*b^2*a^2*p^2*q^2+2278*b*c^2*g^3* r^2+3074*b*c^2*g^2*r^3+49*b*c^2*g*r^4+1034*b*c^2*p^4*r-33*b*c^2*q^4*r-92*b*c*g^ 5*r+416*b*c*g^4*r^2+621*b*c*g^3*r^3-33*b*c*g^2*r^4-157*b*c*g*r^5+416*b*c*p^5*r-\ 84*b*g^5*p*r-2*b*g^5*q*r-7776*b*c^5*g*r-8400*b*c^5*p*r-5144*b*c^5*q*r-7192*b*c^ 4*g^2*r+10688*b*c^4*g*r^2-6252*b*c^4*p^2*r-2608*b*c^4*q^2*r-3400*b*c^3*g^3*r+ 6858*b*c^3*g^2*r^2+6336*b*c^3*g*r^3-696*b*c^3*p^3*r-514*b*c^3*q^3*r-837*b*c^2*g ^4*r-290*b^2*p^3*q^2*r-1136*b^2*a^2*g^3*p-104*b^2*p^2*q^3*r-5088*b^2*a^2*g^2*p^ 2+3416*b^2*a^2*g^2*p-6036*b^2*a^2*g*p^3-732*b^2*g^2*p^3*r+25*b^2*g^2*q^3*r-4008 *b^2*a^2*g*p^2-155*b^2*g*p^4*r+18820*b^2*a^2*g*p-146*b^2*p^4*q*r-379*b^2*c*g^4* r+590*b^2*c*g^3*r^2+828*b^2*c*g^2*r^3-113*b^2*c*g*r^4-191*b^2*c*p^4*r-308*b^2*a ^2*g^3*q-312*b^2*g^4*p*r-27*b^2*g^4*q*r-836*b^2*g^3*p^2*r+12*b^2*g^3*q^2*r-5888 *b^2*c^4*q*r-7448*b^2*c^3*g^2*r+5440*b^2*c^3*g*r^2-9932*b^2*c^3*p^2*r-216*b^2*a ^2*g*q^3-2092*b^2*c^3*q^2*r+1704*b^2*a^2*g*q^2+11236*b^2*a^2*g*q-2568*b^2*c^2*g ^3*r+2486*b^2*c^2*g^2*r^2+2760*b^2*c^2*g*r^3-3060*b^2*c^2*p^3*r-234*b^2*c^2*q^3 *r-250*b^3*p^2*q^2*r+x*(x-1)*(16*a^6*b*x^3+32*a^6*c*x^3+8*a^6*g*x^3+16*a^6*q*x^ 3+80*a^5*b^2*x^3+336*a^5*b*c*x^3+96*a^5*b*g*x^3+88*a^5*b*p*x^3+152*a^5*b*q*x^3+ 96*a^5*b*r*x^3+368*a^5*c^2*x^3+208*a^5*c*g*x^3+168*a^5*c*p*x^3+328*a^5*c*q*x^3+ 192*a^5*c*r*x^3+28*a^5*g^2*x^3+40*a^5*g*p*x^3+96*a^5*g*q*x^3+48*a^5*g*r*x^3+88* a^5*p*q*x^3+72*a^5*q^2*x^3+96*a^5*q*r*x^3+160*a^4*b^3*x^3+1056*a^4*b^2*c*x^3+ 312*a^4*b^2*g*x^3+368*a^4*b^2*p*x^3+448*a^4*b^2*q*x^3+384*a^4*b^2*r*x^3+2272*a^ 4*b*c^2*x^3+1360*a^4*b*c*g*x^3+1448*a^4*b*c*p*x^3+1928*a^4*b*c*q*x^3+1440*a^4*b *c*r*x^3+192*a^4*b*g^2*x^3+428*a^4*b*g*p*x^3+596*a^4*b*g*q*x^3+448*a^4*b*g*r*x^ 3+180*a^4*b*p^2*x^3+656*a^4*b*p*q*x^3+336*a^4*b*p*r*x^3+396*a^4*b*q^2*x^3+624*a ^4*b*q*r*x^3+80*a^4*b*r^2*x^3+1632*a^4*c^3*x^3+1496*a^4*c^2*g*x^3+1464*a^4*c^2* p*x^3+2040*a^4*c^2*q*x^3+1440*a^4*c^2*r*x^3+428*a^4*c*g^2*x^3+852*a^4*c*g*p*x^3 +1292*a^4*c*g*q*x^3+896*a^4*c*g*r*x^3+320*a^4*c*p^2*x^3+1320*a^4*c*p*q*x^3+624* a^4*c*p*r*x^3+828*a^4*c*q^2*x^3+1200*a^4*c*q*r*x^3+160*a^4*c*r^2*x^3+38*a^4*g^3 *x^3+116*a^4*g^2*p*x^3+192*a^4*g^2*q*x^3+128*a^4*g^2*r*x^3+70*a^4*g*p^2*x^3+404 *a^4*g*p*q*x^3+144*a^4*g*p*r*x^3+272*a^4*g*q^2*x^3+400*a^4*g*q*r*x^3+40*a^4*g*r ^2*x^3+180*a^4*p^2*q*x^3+288*a^4*p*q^2*x^3+336*a^4*p*q*r*x^3+108*a^4*q^3*x^3+ 240*a^4*q^2*r*x^3+80*a^4*q*r^2*x^3+160*a^3*b^4*x^3+1504*a^3*b^3*c*x^3+448*a^3*b ^3*g*x^3+592*a^3*b^3*p*x^3+592*a^3*b^3*q*x^3+576*a^3*b^3*r*x^3+4976*a^3*b^2*c^2 *x^3+3040*a^3*b^2*c*g*x^3+3664*a^3*b^2*c*p*x^3+3984*a^3*b^2*c*q*x^3+3360*a^3*b^ 2*c*r*x^3+436*a^3*b^2*g^2*x^3+1140*a^3*b^2*g*p*x^3+1252*a^3*b^2*g*q*x^3+1104*a^ 3*b^2*g*r*x^3+612*a^3*b^2*p^2*x^3+1528*a^3*b^2*p*q*x^3+1104*a^3*b^2*p*r*x^3+756 *a^3*b^2*q^2*x^3+1296*a^3*b^2*q*r*x^3+240*a^3*b^2*r^2*x^3+7136*a^3*b*c^3*x^3+ 6648*a^3*b*c^2*g*x^3+7456*a^3*b*c^2*p*x^3+8608*a^3*b*c^2*q*x^3+6624*a^3*b*c^2*r *x^3+1940*a^3*b*c*g^2*x^3+4640*a^3*b*c*g*p*x^3+5520*a^3*b*c*g*q*x^3+4304*a^3*b* c*g*r*x^3+2292*a^3*b*c*p^2*x^3+6288*a^3*b*c*p*q*x^3+4032*a^3*b*c*p*r*x^3+3308*a ^3*b*c*q^2*x^3+5184*a^3*b*c*q*r*x^3+880*a^3*b*c*r^2*x^3+176*a^3*b*g^3*x^3+680*a ^3*b*g^2*p*x^3+832*a^3*b*g^2*q*x^3+656*a^3*b*g^2*r*x^3+692*a^3*b*g*p^2*x^3+2036 *a^3*b*g*p*q*x^3+1264*a^3*b*g*p*r*x^3+1096*a^3*b*g*q^2*x^3+1776*a^3*b*g*q*r*x^3 +280*a^3*b*g*r^2*x^3+182*a^3*b*p^3*x^3+1050*a^3*b*p^2*q*x^3+456*a^3*b*p^2*r*x^3 +1266*a^3*b*p*q^2*x^3+1776*a^3*b*p*q*r*x^3+200*a^3*b*p*r^2*x^3+398*a^3*b*q^3*x^ 3+936*a^3*b*q^2*r*x^3+360*a^3*b*q*r^2*x^3+3760*a^3*c^4*x^3+4792*a^3*c^3*g*x^3+ 4992*a^3*c^3*p*x^3+6016*a^3*c^3*q*x^3+4416*a^3*c^3*r*x^3+2148*a^3*c^2*g^2*x^3+ 4724*a^3*c^2*g*p*x^3+5916*a^3*c^2*g*q*x^3+4352*a^3*c^2*g*r*x^3+2140*a^3*c^2*p^2 *x^3+6312*a^3*c^2*p*q*x^3+3792*a^3*c^2*p*r*x^3+3488*a^3*c^2*q^2*x^3+5136*a^3*c^ 2*q*r*x^3+880*a^3*c^2*r^2*x^3+396*a^3*c*g^3*x^3+1392*a^3*c*g^2*p*x^3+1832*a^3*c *g^2*q*x^3+1336*a^3*c*g^2*r*x^3+1260*a^3*c*g*p^2*x^3+4140*a^3*c*g*p*q*x^3+2352* a^3*c*g*p*r*x^3+2348*a^3*c*g*q^2*x^3+3520*a^3*c*g*q*r*x^3+560*a^3*c*g*r^2*x^3+ 294*a^3*c*p^3*x^3+1998*a^3*c*p^2*q*x^3+768*a^3*c*p^2*r*x^3+2562*a^3*c*p*q^2*x^3 +3312*a^3*c*p*q*r*x^3+360*a^3*c*p*r^2*x^3+858*a^3*c*q^3*x^3+1896*a^3*c*q^2*r*x^ 3+680*a^3*c*q*r^2*x^3+25*a^3*g^4*x^3+126*a^3*g^3*p*x^3+176*a^3*g^3*q*x^3+124*a^ 3*g^3*r*x^3+169*a^3*g^2*p^2*x^3+640*a^3*g^2*p*q*x^3+328*a^3*g^2*p*r*x^3+376*a^3 *g^2*q^2*x^3+576*a^3*g^2*q*r*x^3+80*a^3*g^2*r^2*x^3+56*a^3*g*p^3*x^3+632*a^3*g* p^2*q*x^3+156*a^3*g*p^2*r*x^3+872*a^3*g*p*q^2*x^3+1120*a^3*g*p*q*r*x^3+80*a^3*g *p*r^2*x^3+296*a^3*g*q^3*x^3+672*a^3*g*q^2*r*x^3+240*a^3*g*q*r^2*x^3+182*a^3*p^ 3*q*x^3+438*a^3*p^2*q^2*x^3+456*a^3*p^2*q*r*x^3+330*a^3*p*q^3*x^3+672*a^3*p*q^2 *r*x^3+200*a^3*p*q*r^2*x^3+74*a^3*q^4*x^3+216*a^3*q^3*r*x^3+120*a^3*q^2*r^2*x^3 +80*a^2*b^5*x^3+1056*a^2*b^4*c*x^3+312*a^2*b^4*g*x^3+448*a^2*b^4*p*x^3+368*a^2* b^4*q*x^3+384*a^2*b^4*r*x^3+4976*a^2*b^3*c^2*x^3+3040*a^2*b^3*c*g*x^3+3984*a^2* b^3*c*p*x^3+3664*a^2*b^3*c*q*x^3+3360*a^2*b^3*c*r*x^3+436*a^2*b^3*g^2*x^3+1252* a^2*b^3*g*p*x^3+1140*a^2*b^3*g*q*x^3+1104*a^2*b^3*g*r*x^3+756*a^2*b^3*p^2*x^3+ 1528*a^2*b^3*p*q*x^3+1296*a^2*b^3*p*r*x^3+612*a^2*b^3*q^2*x^3+1104*a^2*b^3*q*r* x^3+240*a^2*b^3*r^2*x^3+11008*a^2*b^2*c^3*x^3+10304*a^2*b^2*c^2*g*x^3+12560*a^2 *b^2*c^2*p*x^3+12560*a^2*b^2*c^2*q*x^3+10368*a^2*b^2*c^2*r*x^3+3024*a^2*b^2*c*g ^2*x^3+8016*a^2*b^2*c*g*p*x^3+8016*a^2*b^2*c*g*q*x^3+6816*a^2*b^2*c*g*r*x^3+ 4452*a^2*b^2*c*p^2*x^3+9936*a^2*b^2*c*p*q*x^3+7392*a^2*b^2*c*p*r*x^3+4452*a^2*b ^2*c*q^2*x^3+7392*a^2*b^2*c*q*r*x^3+1440*a^2*b^2*c*r^2*x^3+276*a^2*b^2*g^3*x^3+ 1204*a^2*b^2*g^2*p*x^3+1204*a^2*b^2*g^2*q*x^3+1056*a^2*b^2*g^2*r*x^3+1446*a^2*b ^2*g*p^2*x^3+3264*a^2*b^2*g*p*q*x^3+2496*a^2*b^2*g*p*r*x^3+1446*a^2*b^2*g*q^2*x ^3+2496*a^2*b^2*g*q*r*x^3+480*a^2*b^2*g*r^2*x^3+472*a^2*b^2*p^3*x^3+1848*a^2*b^ 2*p^2*q*x^3+1152*a^2*b^2*p^2*r*x^3+1848*a^2*b^2*p*q^2*x^3+2880*a^2*b^2*p*q*r*x^ 3+480*a^2*b^2*p*r^2*x^3+472*a^2*b^2*q^3*x^3+1152*a^2*b^2*q^2*r*x^3+480*a^2*b^2* q*r^2*x^3+11760*a^2*b*c^4*x^3+14952*a^2*b*c^3*g*x^3+17152*a^2*b*c^3*p*x^3+18176 *a^2*b*c^3*q*x^3+14016*a^2*b*c^3*r*x^3+6700*a^2*b*c^2*g^2*x^3+16580*a^2*b*c^2*g *p*x^3+17772*a^2*b*c^2*g*q*x^3+13824*a^2*b*c^2*g*r*x^3+8632*a^2*b*c^2*p^2*x^3+ 20664*a^2*b*c^2*p*q*x^3+14160*a^2*b*c^2*p*r*x^3+9980*a^2*b*c^2*q^2*x^3+15504*a^ 2*b*c^2*q*r*x^3+2880*a^2*b*c^2*r^2*x^3+1240*a^2*b*c*g^3*x^3+5024*a^2*b*c*g^2*p* x^3+5464*a^2*b*c*g^2*q*x^3+4264*a^2*b*c*g^2*r*x^3+5548*a^2*b*c*g*p^2*x^3+13780* a^2*b*c*g*p*q*x^3+9392*a^2*b*c*g*p*r*x^3+6636*a^2*b*c*g*q^2*x^3+10560*a^2*b*c*g *q*r*x^3+1880*a^2*b*c*g*r^2*x^3+1698*a^2*b*c*p^3*x^3+7314*a^2*b*c*p^2*q*x^3+ 4104*a^2*b*c*p^2*r*x^3+7878*a^2*b*c*p*q^2*x^3+11280*a^2*b*c*p*q*r*x^3+1720*a^2* b*c*p*r^2*x^3+2262*a^2*b*c*q^3*x^3+5232*a^2*b*c*q^2*r*x^3+2040*a^2*b*c*q*r^2*x^ 3+79*a^2*b*g^4*x^3+472*a^2*b*g^3*p*x^3+522*a^2*b*g^3*q*x^3+404*a^2*b*g^3*r*x^3+ 838*a^2*b*g^2*p^2*x^3+2168*a^2*b*g^2*p*q*x^3+1456*a^2*b*g^2*p*r*x^3+1045*a^2*b* g^2*q^2*x^3+1704*a^2*b*g^2*q*r*x^3+280*a^2*b*g^2*r^2*x^3+519*a^2*b*g*p^3*x^3+ 2469*a^2*b*g*p^2*q*x^3+1296*a^2*b*g*p^2*r*x^3+2709*a^2*b*g*p*q^2*x^3+3984*a^2*b *g*p*q*r*x^3+560*a^2*b*g*p*r^2*x^3+759*a^2*b*g*q^3*x^3+1812*a^2*b*g*q^2*r*x^3+ 720*a^2*b*g*q*r^2*x^3+98*a^2*b*p^4*x^3+790*a^2*b*p^3*q*x^3+300*a^2*b*p^3*r*x^3+ 1458*a^2*b*p^2*q^2*x^3+1836*a^2*b*p^2*q*r*x^3+180*a^2*b*p^2*r^2*x^3+938*a^2*b*p *q^3*x^3+2052*a^2*b*p*q^2*r*x^3+720*a^2*b*p*q*r^2*x^3+172*a^2*b*q^4*x^3+516*a^2 *b*q^3*r*x^3+300*a^2*b*q^2*r^2*x^3+4864*a^2*c^5*x^3+7928*a^2*c^4*g*x^3+8512*a^2 *c^4*p*x^3+9472*a^2*c^4*q*x^3+7008*a^2*c^4*r*x^3+4860*a^2*c^3*g^2*x^3+11184*a^2 *c^3*g*p*x^3+12624*a^2*c^3*g*q*x^3+9360*a^2*c^3*g*r*x^3+5396*a^2*c^3*p^2*x^3+ 13808*a^2*c^3*p*q*x^3+8928*a^2*c^3*p*r*x^3+7076*a^2*c^3*q^2*x^3+10464*a^2*c^3*q *r*x^3+1920*a^2*c^3*r^2*x^3+1378*a^2*c^2*g^3*x^3+5176*a^2*c^2*g^2*p*x^3+5972*a^ 2*c^2*g^2*q*x^3+4392*a^2*c^2*g^2*r*x^3+5224*a^2*c^2*g*p^2*x^3+14028*a^2*c^2*g*p *q*x^3+8928*a^2*c^2*g*p*r*x^3+7202*a^2*c^2*g*q^2*x^3+10800*a^2*c^2*g*q*r*x^3+ 1920*a^2*c^2*g*r^2*x^3+1458*a^2*c^2*p^3*x^3+7002*a^2*c^2*p^2*q*x^3+3576*a^2*c^2 *p^2*r*x^3+8046*a^2*c^2*p*q^2*x^3+10800*a^2*c^2*p*q*r*x^3+1560*a^2*c^2*p*r^2*x^ 3+2502*a^2*c^2*q^3*x^3+5520*a^2*c^2*q^2*r*x^3+2040*a^2*c^2*q*r^2*x^3+177*a^2*c* g^4*x^3+982*a^2*c*g^3*p*x^3+1172*a^2*c*g^3*q*x^3+836*a^2*c*g^3*r*x^3+1570*a^2*c *g^2*p^2*x^3+4504*a^2*c*g^2*p*q*x^3+2768*a^2*c*g^2*p*r*x^3+2323*a^2*c*g^2*q^2*x ^3+3528*a^2*c*g^2*q*r*x^3+580*a^2*c*g^2*r^2*x^3+853*a^2*c*g*p^3*x^3+4735*a^2*c* g*p^2*q*x^3+2192*a^2*c*g*p^2*r*x^3+5601*a^2*c*g*p*q^2*x^3+7584*a^2*c*g*p*q*r*x^ 3+1000*a^2*c*g*p*r^2*x^3+1719*a^2*c*g*q^3*x^3+3876*a^2*c*g*q^2*r*x^3+1440*a^2*c *g*q*r^2*x^3+140*a^2*c*p^4*x^3+1436*a^2*c*p^3*q*x^3+444*a^2*c*p^3*r*x^3+2862*a^ 2*c*p^2*q^2*x^3+3324*a^2*c*p^2*q*r*x^3+280*a^2*c*p^2*r^2*x^3+1976*a^2*c*p*q^3*x ^3+4068*a^2*c*p*q^2*r*x^3+1320*a^2*c*p*q*r^2*x^3+410*a^2*c*q^4*x^3+1188*a^2*c*q ^3*r*x^3+660*a^2*c*q^2*r^2*x^3+8*a^2*g^5*x^3+63*a^2*g^4*p*x^3+79*a^2*g^4*q*x^3+ 52*a^2*g^4*r*x^3+143*a^2*g^3*p^2*x^3+450*a^2*g^3*p*q*x^3+256*a^2*g^3*p*r*x^3+ 235*a^2*g^3*q^2*x^3+360*a^2*g^3*q*r*x^3+50*a^2*g^3*r^2*x^3+109*a^2*g^2*p^3*x^3+ 758*a^2*g^2*p^2*q*x^3+292*a^2*g^2*p^2*r*x^3+930*a^2*g^2*p*q^2*x^3+1272*a^2*g^2* p*q*r*x^3+140*a^2*g^2*p*r^2*x^3+281*a^2*g^2*q^3*x^3+648*a^2*g^2*q^2*r*x^3+240*a ^2*g^2*q*r^2*x^3+21*a^2*g*p^4*x^3+465*a^2*g*p^3*q*x^3+72*a^2*g*p^3*r*x^3+1008*a ^2*g*p^2*q^2*x^3+1140*a^2*g*p^2*q*r*x^3+50*a^2*g*p^2*r^2*x^3+705*a^2*g*p*q^3*x^ 3+1488*a^2*g*p*q^2*r*x^3+480*a^2*g*p*q*r^2*x^3+141*a^2*g*q^4*x^3+420*a^2*g*q^3* r*x^3+240*a^2*g*q^2*r^2*x^3+98*a^2*p^4*q*x^3+318*a^2*p^3*q^2*x^3+300*a^2*p^3*q* r*x^3+366*a^2*p^2*q^3*x^3+684*a^2*p^2*q^2*r*x^3+180*a^2*p^2*q*r^2*x^3+170*a^2*p *q^4*x^3+468*a^2*p*q^3*r*x^3+240*a^2*p*q^2*r^2*x^3+24*a^2*q^5*x^3+84*a^2*q^4*r* x^3+60*a^2*q^3*r^2*x^3+16*a*b^6*x^3+336*a*b^5*c*x^3+96*a*b^5*g*x^3+152*a*b^5*p* x^3+88*a*b^5*q*x^3+96*a*b^5*r*x^3+2272*a*b^4*c^2*x^3+1360*a*b^4*c*g*x^3+1928*a* b^4*c*p*x^3+1448*a*b^4*c*q*x^3+1440*a*b^4*c*r*x^3+192*a*b^4*g^2*x^3+596*a*b^4*g *p*x^3+428*a*b^4*g*q*x^3+448*a*b^4*g*r*x^3+396*a*b^4*p^2*x^3+656*a*b^4*p*q*x^3+ 624*a*b^4*p*r*x^3+180*a*b^4*q^2*x^3+336*a*b^4*q*r*x^3+80*a*b^4*r^2*x^3+7136*a*b ^3*c^3*x^3+6648*a*b^3*c^2*g*x^3+8608*a*b^3*c^2*p*x^3+7456*a*b^3*c^2*q*x^3+6624* a*b^3*c^2*r*x^3+1940*a*b^3*c*g^2*x^3+5520*a*b^3*c*g*p*x^3+4640*a*b^3*c*g*q*x^3+ 4304*a*b^3*c*g*r*x^3+3308*a*b^3*c*p^2*x^3+6288*a*b^3*c*p*q*x^3+5184*a*b^3*c*p*r *x^3+2292*a*b^3*c*q^2*x^3+4032*a*b^3*c*q*r*x^3+880*a*b^3*c*r^2*x^3+176*a*b^3*g^ 3*x^3+832*a*b^3*g^2*p*x^3+680*a*b^3*g^2*q*x^3+656*a*b^3*g^2*r*x^3+1096*a*b^3*g* p^2*x^3+2036*a*b^3*g*p*q*x^3+1776*a*b^3*g*p*r*x^3+692*a*b^3*g*q^2*x^3+1264*a*b^ 3*g*q*r*x^3+280*a*b^3*g*r^2*x^3+398*a*b^3*p^3*x^3+1266*a*b^3*p^2*q*x^3+936*a*b^ 3*p^2*r*x^3+1050*a*b^3*p*q^2*x^3+1776*a*b^3*p*q*r*x^3+360*a*b^3*p*r^2*x^3+182*a *b^3*q^3*x^3+456*a*b^3*q^2*r*x^3+200*a*b^3*q*r^2*x^3+11760*a*b^2*c^4*x^3+14952* a*b^2*c^3*g*x^3+18176*a*b^2*c^3*p*x^3+17152*a*b^2*c^3*q*x^3+14016*a*b^2*c^3*r*x ^3+6700*a*b^2*c^2*g^2*x^3+17772*a*b^2*c^2*g*p*x^3+16580*a*b^2*c^2*g*q*x^3+13824 *a*b^2*c^2*g*r*x^3+9980*a*b^2*c^2*p^2*x^3+20664*a*b^2*c^2*p*q*x^3+15504*a*b^2*c ^2*p*r*x^3+8632*a*b^2*c^2*q^2*x^3+14160*a*b^2*c^2*q*r*x^3+2880*a*b^2*c^2*r^2*x^ 3+1240*a*b^2*c*g^3*x^3+5464*a*b^2*c*g^2*p*x^3+5024*a*b^2*c*g^2*q*x^3+4264*a*b^2 *c*g^2*r*x^3+6636*a*b^2*c*g*p^2*x^3+13780*a*b^2*c*g*p*q*x^3+10560*a*b^2*c*g*p*r *x^3+5548*a*b^2*c*g*q^2*x^3+9392*a*b^2*c*g*q*r*x^3+1880*a*b^2*c*g*r^2*x^3+2262* a*b^2*c*p^3*x^3+7878*a*b^2*c*p^2*q*x^3+5232*a*b^2*c*p^2*r*x^3+7314*a*b^2*c*p*q^ 2*x^3+11280*a*b^2*c*p*q*r*x^3+2040*a*b^2*c*p*r^2*x^3+1698*a*b^2*c*q^3*x^3+4104* a*b^2*c*q^2*r*x^3+1720*a*b^2*c*q*r^2*x^3+79*a*b^2*g^4*x^3+522*a*b^2*g^3*p*x^3+ 472*a*b^2*g^3*q*x^3+404*a*b^2*g^3*r*x^3+1045*a*b^2*g^2*p^2*x^3+2168*a*b^2*g^2*p *q*x^3+1704*a*b^2*g^2*p*r*x^3+838*a*b^2*g^2*q^2*x^3+1456*a*b^2*g^2*q*r*x^3+280* a*b^2*g^2*r^2*x^3+759*a*b^2*g*p^3*x^3+2709*a*b^2*g*p^2*q*x^3+1812*a*b^2*g*p^2*r *x^3+2469*a*b^2*g*p*q^2*x^3+3984*a*b^2*g*p*q*r*x^3+720*a*b^2*g*p*r^2*x^3+519*a* b^2*g*q^3*x^3+1296*a*b^2*g*q^2*r*x^3+560*a*b^2*g*q*r^2*x^3+172*a*b^2*p^4*x^3+ 938*a*b^2*p^3*q*x^3+516*a*b^2*p^3*r*x^3+1458*a*b^2*p^2*q^2*x^3+2052*a*b^2*p^2*q *r*x^3+300*a*b^2*p^2*r^2*x^3+790*a*b^2*p*q^3*x^3+1836*a*b^2*p*q^2*r*x^3+720*a*b ^2*p*q*r^2*x^3+98*a*b^2*q^4*x^3+300*a*b^2*q^3*r*x^3+180*a*b^2*q^2*r^2*x^3+9920* a*b*c^5*x^3+16080*a*b*c^4*g*x^3+18560*a*b*c^4*p*x^3+18560*a*b*c^4*q*x^3+14400*a *b*c^4*r*x^3+9800*a*b*c^3*g^2*x^3+24512*a*b*c^3*g*p*x^3+24512*a*b*c^3*g*q*x^3+ 19040*a*b*c^3*g*r*x^3+13048*a*b*c^3*p^2*x^3+28768*a*b*c^3*p*q*x^3+20352*a*b*c^3 *p*r*x^3+13048*a*b*c^3*q^2*x^3+20352*a*b*c^3*q*r*x^3+4000*a*b*c^3*r^2*x^3+2764* a*b*c^2*g^3*x^3+11452*a*b*c^2*g^2*p*x^3+11452*a*b*c^2*g^2*q*x^3+8848*a*b*c^2*g^ 2*r*x^3+13034*a*b*c^2*g*p^2*x^3+29272*a*b*c^2*g*p*q*x^3+20656*a*b*c^2*g*p*r*x^3 +13034*a*b*c^2*g*q^2*x^3+20656*a*b*c^2*g*q*r*x^3+3920*a*b*c^2*g*r^2*x^3+4212*a* b*c^2*p^3*x^3+15804*a*b*c^2*p^2*q*x^3+9768*a*b*c^2*p^2*r*x^3+15804*a*b*c^2*p*q^ 2*x^3+22944*a*b*c^2*p*q*r*x^3+3920*a*b*c^2*p*r^2*x^3+4212*a*b*c^2*q^3*x^3+9768* a*b*c^2*q^2*r*x^3+3920*a*b*c^2*q*r^2*x^3+354*a*b*c*g^4*x^3+2210*a*b*c*g^3*p*x^3 +2210*a*b*c*g^3*q*x^3+1672*a*b*c*g^3*r*x^3+4097*a*b*c*g^2*p^2*x^3+9416*a*b*c*g^ 2*p*q*x^3+6584*a*b*c*g^2*p*r*x^3+4097*a*b*c*g^2*q^2*x^3+6584*a*b*c*g^2*q*r*x^3+ 1160*a*b*c*g^2*r^2*x^3+2772*a*b*c*g*p^3*x^3+10936*a*b*c*g*p^2*q*x^3+6596*a*b*c* g*p^2*r*x^3+10936*a*b*c*g*p*q^2*x^3+16224*a*b*c*g*p*q*r*x^3+2680*a*b*c*g*p*r^2* x^3+2772*a*b*c*g*q^3*x^3+6596*a*b*c*g*q^2*r*x^3+2680*a*b*c*g*q*r^2*x^3+598*a*b* c*p^4*x^3+3604*a*b*c*p^3*q*x^3+1800*a*b*c*p^3*r*x^3+6012*a*b*c*p^2*q^2*x^3+7896 *a*b*c*p^2*q*r*x^3+1060*a*b*c*p^2*r^2*x^3+3604*a*b*c*p*q^3*x^3+7896*a*b*c*p*q^2 *r*x^3+2880*a*b*c*p*q*r^2*x^3+598*a*b*c*q^4*x^3+1800*a*b*c*q^3*r*x^3+1060*a*b*c *q^2*r^2*x^3+16*a*b*g^5*x^3+146*a*b*g^4*p*x^3+146*a*b*g^4*q*x^3+104*a*b*g^4*r*x ^3+400*a*b*g^3*p^2*x^3+944*a*b*g^3*p*q*x^3+648*a*b*g^3*p*r*x^3+400*a*b*g^3*q^2* x^3+648*a*b*g^3*q*r*x^3+100*a*b*g^3*r^2*x^3+427*a*b*g^2*p^3*x^3+1799*a*b*g^2*p^ 2*q*x^3+1036*a*b*g^2*p^2*r*x^3+1799*a*b*g^2*p*q^2*x^3+2736*a*b*g^2*p*q*r*x^3+ 420*a*b*g^2*p*r^2*x^3+427*a*b*g^2*q^3*x^3+1036*a*b*g^2*q^2*r*x^3+420*a*b*g^2*q* r^2*x^3+184*a*b*g*p^4*x^3+1258*a*b*g*p^3*q*x^3+572*a*b*g*p^3*r*x^3+2148*a*b*g*p ^2*q^2*x^3+2868*a*b*g*p^2*q*r*x^3+350*a*b*g*p^2*r^2*x^3+1258*a*b*g*p*q^3*x^3+ 2868*a*b*g*p*q^2*r*x^3+1080*a*b*g*p*q*r^2*x^3+184*a*b*g*q^4*x^3+572*a*b*g*q^3*r *x^3+350*a*b*g*q^2*r^2*x^3+27*a*b*p^5*x^3+283*a*b*p^4*q*x^3+96*a*b*p^4*r*x^3+ 714*a*b*p^3*q^2*x^3+816*a*b*p^3*q*r*x^3+70*a*b*p^3*r^2*x^3+714*a*b*p^2*q^3*x^3+ 1440*a*b*p^2*q^2*r*x^3+450*a*b*p^2*q*r^2*x^3+283*a*b*p*q^4*x^3+816*a*b*p*q^3*r* x^3+450*a*b*p*q^2*r^2*x^3+27*a*b*q^5*x^3+96*a*b*q^4*r*x^3+70*a*b*q^3*r^2*x^3+ 3360*a*c^6*x^3+6688*a*c^5*g*x^3+7296*a*c^5*p*x^3+7680*a*c^5*q*x^3+5760*a*c^5*r* x^3+5224*a*c^4*g^2*x^3+12272*a*c^4*g*p*x^3+12960*a*c^4*g*q*x^3+9664*a*c^4*g*r*x ^3+6120*a*c^4*p^2*x^3+14400*a*c^4*p*q*x^3+9696*a*c^4*p*r*x^3+6960*a*c^4*q^2*x^3 +10464*a*c^4*q*r*x^3+2000*a*c^4*r^2*x^3+2012*a*c^3*g^3*x^3+7796*a*c^3*g^2*p*x^3 +8284*a*c^3*g^2*q*x^3+6080*a*c^3*g^2*r*x^3+8242*a*c^3*g*p^2*x^3+19856*a*c^3*g*p *q*x^3+13248*a*c^3*g*p*r*x^3+9502*a*c^3*g*q^2*x^3+14368*a*c^3*g*q*r*x^3+2680*a* c^3*g*r^2*x^3+2460*a*c^3*p^3*x^3+10140*a*c^3*p^2*q*x^3+5784*a*c^3*p^2*r*x^3+ 10836*a*c^3*p*q^2*x^3+14976*a*c^3*p*q*r*x^3+2400*a*c^3*p*r^2*x^3+3156*a*c^3*q^3 *x^3+7080*a*c^3*q^2*r*x^3+2720*a*c^3*q*r^2*x^3+392*a*c^2*g^4*x^3+2296*a*c^2*g^3 *p*x^3+2468*a*c^2*g^3*q*x^3+1744*a*c^2*g^3*r*x^3+3919*a*c^2*g^2*p^2*x^3+9772*a* c^2*g^2*p*q*x^3+6376*a*c^2*g^2*p*r*x^3+4617*a*c^2*g^2*q^2*x^3+7000*a*c^2*g^2*q* r*x^3+1220*a*c^2*g^2*r^2*x^3+2411*a*c^2*g*p^3*x^3+10607*a*c^2*g*p^2*q*x^3+5836* a*c^2*g*p^2*r*x^3+11431*a*c^2*g*p*q^2*x^3+15936*a*c^2*g*p*q*r*x^3+2480*a*c^2*g* p*r^2*x^3+3235*a*c^2*g*q^3*x^3+7364*a*c^2*g*q^2*r*x^3+2840*a*c^2*g*q*r^2*x^3+ 468*a*c^2*p^4*x^3+3312*a*c^2*p^3*q*x^3+1428*a*c^2*p^3*r*x^3+5958*a*c^2*p^2*q^2* x^3+7332*a*c^2*p^2*q*r*x^3+860*a*c^2*p^2*r^2*x^3+3852*a*c^2*p*q^3*x^3+8076*a*c^ 2*p*q^2*r*x^3+2760*a*c^2*p*q*r^2*x^3+738*a*c^2*q^4*x^3+2172*a*c^2*q^3*r*x^3+ 1240*a*c^2*q^2*r^2*x^3+35*a*c*g^5*x^3+305*a*c*g^4*p*x^3+335*a*c*g^4*q*x^3+216*a *c*g^4*r*x^3+764*a*c*g^3*p^2*x^3+2006*a*c*g^3*p*q*x^3+1248*a*c*g^3*p*r*x^3+933* a*c*g^3*q^2*x^3+1408*a*c*g^3*q*r*x^3+210*a*c*g^3*r^2*x^3+728*a*c*g^2*p^3*x^3+ 3525*a*c*g^2*p^2*q*x^3+1812*a*c*g^2*p^2*r*x^3+3843*a*c*g^2*p*q^2*x^3+5400*a*c*g ^2*p*q*r*x^3+780*a*c*g^2*p*r^2*x^3+1046*a*c*g^2*q^3*x^3+2412*a*c*g^2*q^2*r*x^3+ 920*a*c*g^2*q*r^2*x^3+267*a*c*g*p^4*x^3+2294*a*c*g*p^3*q*x^3+852*a*c*g*p^3*r*x^ 3+4281*a*c*g*p^2*q^2*x^3+5256*a*c*g*p^2*q*r*x^3+540*a*c*g*p^2*r^2*x^3+2748*a*c* g*p*q^3*x^3+5892*a*c*g*p*q^2*r*x^3+2040*a*c*g*p*q*r^2*x^3+494*a*c*g*q^4*x^3+ 1488*a*c*g*q^3*r*x^3+870*a*c*g*q^2*r^2*x^3+33*a*c*p^5*x^3+495*a*c*p^4*q*x^3+120 *a*c*p^4*r*x^3+1368*a*c*p^3*q^2*x^3+1440*a*c*p^3*q*r*x^3+90*a*c*p^3*r^2*x^3+ 1464*a*c*p^2*q^3*x^3+2808*a*c*p^2*q^2*r*x^3+810*a*c*p^2*q*r^2*x^3+639*a*c*p*q^4 *x^3+1776*a*c*p*q^3*r*x^3+930*a*c*p*q^2*r^2*x^3+81*a*c*q^5*x^3+288*a*c*q^4*r*x^ 3+210*a*c*q^3*r^2*x^3+a*g^6*x^3+14*a*g^5*p*x^3+16*a*g^5*q*x^3+8*a*g^5*r*x^3+50* a*g^4*p^2*x^3+142*a*g^4*p*q*x^3+80*a*g^4*p*r*x^3+65*a*g^4*q^2*x^3+96*a*g^4*q*r* x^3+10*a*g^4*r^2*x^3+65*a*g^3*p^3*x^3+367*a*g^3*p^2*q*x^3+164*a*g^3*p^2*r*x^3+ 407*a*g^3*p*q^2*x^3+576*a*g^3*p*q*r*x^3+70*a*g^3*p*r^2*x^3+105*a*g^3*q^3*x^3+ 244*a*g^3*q^2*r*x^3+90*a*g^3*q*r^2*x^3+31*a*g^2*p^4*x^3+377*a*g^2*p^3*q*x^3+104 *a*g^2*p^3*r*x^3+738*a*g^2*p^2*q^2*x^3+900*a*g^2*p^2*q*r*x^3+70*a*g^2*p^2*r^2*x ^3+469*a*g^2*p*q^3*x^3+1032*a*g^2*p*q^2*r*x^3+360*a*g^2*p*q*r^2*x^3+77*a*g^2*q^ 4*x^3+236*a*g^2*q^3*r*x^3+140*a*g^2*q^2*r^2*x^3+3*a*g*p^5*x^3+163*a*g*p^4*q*x^3 +12*a*g*p^4*r*x^3+496*a*g*p^3*q^2*x^3+500*a*g*p^3*q*r*x^3+10*a*g*p^3*r^2*x^3+ 540*a*g*p^2*q^3*x^3+1056*a*g*p^2*q^2*r*x^3+300*a*g*p^2*q*r^2*x^3+229*a*g*p*q^4* x^3+660*a*g*p*q^3*r*x^3+360*a*g*p*q^2*r^2*x^3+25*a*g*q^5*x^3+92*a*g*q^4*r*x^3+ 70*a*g*q^3*r^2*x^3+27*a*p^5*q*x^3+111*a*p^4*q^2*x^3+96*a*p^4*q*r*x^3+174*a*p^3* q^3*x^3+300*a*p^3*q^2*r*x^3+70*a*p^3*q*r^2*x^3+126*a*p^2*q^4*x^3+324*a*p^2*q^3* r*x^3+150*a*p^2*q^2*r^2*x^3+39*a*p*q^5*x^3+132*a*p*q^4*r*x^3+90*a*p*q^3*r^2*x^3 +3*a*q^6*x^3+12*a*q^5*r*x^3+10*a*q^4*r^2*x^3+32*b^6*c*x^3+8*b^6*g*x^3+16*b^6*p* x^3+368*b^5*c^2*x^3+208*b^5*c*g*x^3+328*b^5*c*p*x^3+168*b^5*c*q*x^3+192*b^5*c*r *x^3+28*b^5*g^2*x^3+96*b^5*g*p*x^3+40*b^5*g*q*x^3+48*b^5*g*r*x^3+72*b^5*p^2*x^3 +88*b^5*p*q*x^3+96*b^5*p*r*x^3+1632*b^4*c^3*x^3+1496*b^4*c^2*g*x^3+2040*b^4*c^2 *p*x^3+1464*b^4*c^2*q*x^3+1440*b^4*c^2*r*x^3+428*b^4*c*g^2*x^3+1292*b^4*c*g*p*x ^3+852*b^4*c*g*q*x^3+896*b^4*c*g*r*x^3+828*b^4*c*p^2*x^3+1320*b^4*c*p*q*x^3+ 1200*b^4*c*p*r*x^3+320*b^4*c*q^2*x^3+624*b^4*c*q*r*x^3+160*b^4*c*r^2*x^3+38*b^4 *g^3*x^3+192*b^4*g^2*p*x^3+116*b^4*g^2*q*x^3+128*b^4*g^2*r*x^3+272*b^4*g*p^2*x^ 3+404*b^4*g*p*q*x^3+400*b^4*g*p*r*x^3+70*b^4*g*q^2*x^3+144*b^4*g*q*r*x^3+40*b^4 *g*r^2*x^3+108*b^4*p^3*x^3+288*b^4*p^2*q*x^3+240*b^4*p^2*r*x^3+180*b^4*p*q^2*x^ 3+336*b^4*p*q*r*x^3+80*b^4*p*r^2*x^3+3760*b^3*c^4*x^3+4792*b^3*c^3*g*x^3+6016*b ^3*c^3*p*x^3+4992*b^3*c^3*q*x^3+4416*b^3*c^3*r*x^3+2148*b^3*c^2*g^2*x^3+5916*b^ 3*c^2*g*p*x^3+4724*b^3*c^2*g*q*x^3+4352*b^3*c^2*g*r*x^3+3488*b^3*c^2*p^2*x^3+ 6312*b^3*c^2*p*q*x^3+5136*b^3*c^2*p*r*x^3+2140*b^3*c^2*q^2*x^3+3792*b^3*c^2*q*r *x^3+880*b^3*c^2*r^2*x^3+396*b^3*c*g^3*x^3+1832*b^3*c*g^2*p*x^3+1392*b^3*c*g^2* q*x^3+1336*b^3*c*g^2*r*x^3+2348*b^3*c*g*p^2*x^3+4140*b^3*c*g*p*q*x^3+3520*b^3*c *g*p*r*x^3+1260*b^3*c*g*q^2*x^3+2352*b^3*c*g*q*r*x^3+560*b^3*c*g*r^2*x^3+858*b^ 3*c*p^3*x^3+2562*b^3*c*p^2*q*x^3+1896*b^3*c*p^2*r*x^3+1998*b^3*c*p*q^2*x^3+3312 *b^3*c*p*q*r*x^3+680*b^3*c*p*r^2*x^3+294*b^3*c*q^3*x^3+768*b^3*c*q^2*r*x^3+360* b^3*c*q*r^2*x^3+25*b^3*g^4*x^3+176*b^3*g^3*p*x^3+126*b^3*g^3*q*x^3+124*b^3*g^3* r*x^3+376*b^3*g^2*p^2*x^3+640*b^3*g^2*p*q*x^3+576*b^3*g^2*p*r*x^3+169*b^3*g^2*q ^2*x^3+328*b^3*g^2*q*r*x^3+80*b^3*g^2*r^2*x^3+296*b^3*g*p^3*x^3+872*b^3*g*p^2*q *x^3+672*b^3*g*p^2*r*x^3+632*b^3*g*p*q^2*x^3+1120*b^3*g*p*q*r*x^3+240*b^3*g*p*r ^2*x^3+56*b^3*g*q^3*x^3+156*b^3*g*q^2*r*x^3+80*b^3*g*q*r^2*x^3+74*b^3*p^4*x^3+ 330*b^3*p^3*q*x^3+216*b^3*p^3*r*x^3+438*b^3*p^2*q^2*x^3+672*b^3*p^2*q*r*x^3+120 *b^3*p^2*r^2*x^3+182*b^3*p*q^3*x^3+456*b^3*p*q^2*r*x^3+200*b^3*p*q*r^2*x^3+4864 *b^2*c^5*x^3+7928*b^2*c^4*g*x^3+9472*b^2*c^4*p*x^3+8512*b^2*c^4*q*x^3+7008*b^2* c^4*r*x^3+4860*b^2*c^3*g^2*x^3+12624*b^2*c^3*g*p*x^3+11184*b^2*c^3*g*q*x^3+9360 *b^2*c^3*g*r*x^3+7076*b^2*c^3*p^2*x^3+13808*b^2*c^3*p*q*x^3+10464*b^2*c^3*p*r*x ^3+5396*b^2*c^3*q^2*x^3+8928*b^2*c^3*q*r*x^3+1920*b^2*c^3*r^2*x^3+1378*b^2*c^2* g^3*x^3+5972*b^2*c^2*g^2*p*x^3+5176*b^2*c^2*g^2*q*x^3+4392*b^2*c^2*g^2*r*x^3+ 7202*b^2*c^2*g*p^2*x^3+14028*b^2*c^2*g*p*q*x^3+10800*b^2*c^2*g*p*r*x^3+5224*b^2 *c^2*g*q^2*x^3+8928*b^2*c^2*g*q*r*x^3+1920*b^2*c^2*g*r^2*x^3+2502*b^2*c^2*p^3*x ^3+8046*b^2*c^2*p^2*q*x^3+5520*b^2*c^2*p^2*r*x^3+7002*b^2*c^2*p*q^2*x^3+10800*b ^2*c^2*p*q*r*x^3+2040*b^2*c^2*p*r^2*x^3+1458*b^2*c^2*q^3*x^3+3576*b^2*c^2*q^2*r *x^3+1560*b^2*c^2*q*r^2*x^3+177*b^2*c*g^4*x^3+1172*b^2*c*g^3*p*x^3+982*b^2*c*g^ 3*q*x^3+836*b^2*c*g^3*r*x^3+2323*b^2*c*g^2*p^2*x^3+4504*b^2*c*g^2*p*q*x^3+3528* b^2*c*g^2*p*r*x^3+1570*b^2*c*g^2*q^2*x^3+2768*b^2*c*g^2*q*r*x^3+580*b^2*c*g^2*r ^2*x^3+1719*b^2*c*g*p^3*x^3+5601*b^2*c*g*p^2*q*x^3+3876*b^2*c*g*p^2*r*x^3+4735* b^2*c*g*p*q^2*x^3+7584*b^2*c*g*p*q*r*x^3+1440*b^2*c*g*p*r^2*x^3+853*b^2*c*g*q^3 *x^3+2192*b^2*c*g*q^2*r*x^3+1000*b^2*c*g*q*r^2*x^3+410*b^2*c*p^4*x^3+1976*b^2*c *p^3*q*x^3+1188*b^2*c*p^3*r*x^3+2862*b^2*c*p^2*q^2*x^3+4068*b^2*c*p^2*q*r*x^3+ 660*b^2*c*p^2*r^2*x^3+1436*b^2*c*p*q^3*x^3+3324*b^2*c*p*q^2*r*x^3+1320*b^2*c*p* q*r^2*x^3+140*b^2*c*q^4*x^3+444*b^2*c*q^3*r*x^3+280*b^2*c*q^2*r^2*x^3+8*b^2*g^5 *x^3+79*b^2*g^4*p*x^3+63*b^2*g^4*q*x^3+52*b^2*g^4*r*x^3+235*b^2*g^3*p^2*x^3+450 *b^2*g^3*p*q*x^3+360*b^2*g^3*p*r*x^3+143*b^2*g^3*q^2*x^3+256*b^2*g^3*q*r*x^3+50 *b^2*g^3*r^2*x^3+281*b^2*g^2*p^3*x^3+930*b^2*g^2*p^2*q*x^3+648*b^2*g^2*p^2*r*x^ 3+758*b^2*g^2*p*q^2*x^3+1272*b^2*g^2*p*q*r*x^3+240*b^2*g^2*p*r^2*x^3+109*b^2*g^ 2*q^3*x^3+292*b^2*g^2*q^2*r*x^3+140*b^2*g^2*q*r^2*x^3+141*b^2*g*p^4*x^3+705*b^2 *g*p^3*q*x^3+420*b^2*g*p^3*r*x^3+1008*b^2*g*p^2*q^2*x^3+1488*b^2*g*p^2*q*r*x^3+ 240*b^2*g*p^2*r^2*x^3+465*b^2*g*p*q^3*x^3+1140*b^2*g*p*q^2*r*x^3+480*b^2*g*p*q* r^2*x^3+21*b^2*g*q^4*x^3+72*b^2*g*q^3*r*x^3+50*b^2*g*q^2*r^2*x^3+24*b^2*p^5*x^3 +170*b^2*p^4*q*x^3+84*b^2*p^4*r*x^3+366*b^2*p^3*q^2*x^3+468*b^2*p^3*q*r*x^3+60* b^2*p^3*r^2*x^3+318*b^2*p^2*q^3*x^3+684*b^2*p^2*q^2*r*x^3+240*b^2*p^2*q*r^2*x^3 +98*b^2*p*q^4*x^3+300*b^2*p*q^3*r*x^3+180*b^2*p*q^2*r^2*x^3+3360*b*c^6*x^3+6688 *b*c^5*g*x^3+7680*b*c^5*p*x^3+7296*b*c^5*q*x^3+5760*b*c^5*r*x^3+5224*b*c^4*g^2* x^3+12960*b*c^4*g*p*x^3+12272*b*c^4*g*q*x^3+9664*b*c^4*g*r*x^3+6960*b*c^4*p^2*x ^3+14400*b*c^4*p*q*x^3+10464*b*c^4*p*r*x^3+6120*b*c^4*q^2*x^3+9696*b*c^4*q*r*x^ 3+2000*b*c^4*r^2*x^3+2012*b*c^3*g^3*x^3+8284*b*c^3*g^2*p*x^3+7796*b*c^3*g^2*q*x ^3+6080*b*c^3*g^2*r*x^3+9502*b*c^3*g*p^2*x^3+19856*b*c^3*g*p*q*x^3+14368*b*c^3* g*p*r*x^3+8242*b*c^3*g*q^2*x^3+13248*b*c^3*g*q*r*x^3+2680*b*c^3*g*r^2*x^3+3156* b*c^3*p^3*x^3+10836*b*c^3*p^2*q*x^3+7080*b*c^3*p^2*r*x^3+10140*b*c^3*p*q^2*x^3+ 14976*b*c^3*p*q*r*x^3+2720*b*c^3*p*r^2*x^3+2460*b*c^3*q^3*x^3+5784*b*c^3*q^2*r* x^3+2400*b*c^3*q*r^2*x^3+392*b*c^2*g^4*x^3+2468*b*c^2*g^3*p*x^3+2296*b*c^2*g^3* q*x^3+1744*b*c^2*g^3*r*x^3+4617*b*c^2*g^2*p^2*x^3+9772*b*c^2*g^2*p*q*x^3+7000*b *c^2*g^2*p*r*x^3+3919*b*c^2*g^2*q^2*x^3+6376*b*c^2*g^2*q*r*x^3+1220*b*c^2*g^2*r ^2*x^3+3235*b*c^2*g*p^3*x^3+11431*b*c^2*g*p^2*q*x^3+7364*b*c^2*g*p^2*r*x^3+ 10607*b*c^2*g*p*q^2*x^3+15936*b*c^2*g*p*q*r*x^3+2840*b*c^2*g*p*r^2*x^3+2411*b*c ^2*g*q^3*x^3+5836*b*c^2*g*q^2*r*x^3+2480*b*c^2*g*q*r^2*x^3+738*b*c^2*p^4*x^3+ 3852*b*c^2*p^3*q*x^3+2172*b*c^2*p^3*r*x^3+5958*b*c^2*p^2*q^2*x^3+8076*b*c^2*p^2 *q*r*x^3+1240*b*c^2*p^2*r^2*x^3+3312*b*c^2*p*q^3*x^3+7332*b*c^2*p*q^2*r*x^3+ 2760*b*c^2*p*q*r^2*x^3+468*b*c^2*q^4*x^3+1428*b*c^2*q^3*r*x^3+860*b*c^2*q^2*r^2 *x^3+35*b*c*g^5*x^3+335*b*c*g^4*p*x^3+305*b*c*g^4*q*x^3+216*b*c*g^4*r*x^3+933*b *c*g^3*p^2*x^3+2006*b*c*g^3*p*q*x^3+1408*b*c*g^3*p*r*x^3+764*b*c*g^3*q^2*x^3+ 1248*b*c*g^3*q*r*x^3+210*b*c*g^3*r^2*x^3+1046*b*c*g^2*p^3*x^3+3843*b*c*g^2*p^2* q*x^3+2412*b*c*g^2*p^2*r*x^3+3525*b*c*g^2*p*q^2*x^3+5400*b*c*g^2*p*q*r*x^3+920* b*c*g^2*p*r^2*x^3+728*b*c*g^2*q^3*x^3+1812*b*c*g^2*q^2*r*x^3+780*b*c*g^2*q*r^2* x^3+494*b*c*g*p^4*x^3+2748*b*c*g*p^3*q*x^3+1488*b*c*g*p^3*r*x^3+4281*b*c*g*p^2* q^2*x^3+5892*b*c*g*p^2*q*r*x^3+870*b*c*g*p^2*r^2*x^3+2294*b*c*g*p*q^3*x^3+5256* b*c*g*p*q^2*r*x^3+2040*b*c*g*p*q*r^2*x^3+267*b*c*g*q^4*x^3+852*b*c*g*q^3*r*x^3+ 540*b*c*g*q^2*r^2*x^3+81*b*c*p^5*x^3+639*b*c*p^4*q*x^3+288*b*c*p^4*r*x^3+1464*b *c*p^3*q^2*x^3+1776*b*c*p^3*q*r*x^3+210*b*c*p^3*r^2*x^3+1368*b*c*p^2*q^3*x^3+ 2808*b*c*p^2*q^2*r*x^3+930*b*c*p^2*q*r^2*x^3+495*b*c*p*q^4*x^3+1440*b*c*p*q^3*r *x^3+810*b*c*p*q^2*r^2*x^3+33*b*c*q^5*x^3+120*b*c*q^4*r*x^3+90*b*c*q^3*r^2*x^3+ b*g^6*x^3+16*b*g^5*p*x^3+14*b*g^5*q*x^3+8*b*g^5*r*x^3+65*b*g^4*p^2*x^3+142*b*g^ 4*p*q*x^3+96*b*g^4*p*r*x^3+50*b*g^4*q^2*x^3+80*b*g^4*q*r*x^3+10*b*g^4*r^2*x^3+ 105*b*g^3*p^3*x^3+407*b*g^3*p^2*q*x^3+244*b*g^3*p^2*r*x^3+367*b*g^3*p*q^2*x^3+ 576*b*g^3*p*q*r*x^3+90*b*g^3*p*r^2*x^3+65*b*g^3*q^3*x^3+164*b*g^3*q^2*r*x^3+70* b*g^3*q*r^2*x^3+77*b*g^2*p^4*x^3+469*b*g^2*p^3*q*x^3+236*b*g^2*p^3*r*x^3+738*b* g^2*p^2*q^2*x^3+1032*b*g^2*p^2*q*r*x^3+140*b*g^2*p^2*r^2*x^3+377*b*g^2*p*q^3*x^ 3+900*b*g^2*p*q^2*r*x^3+360*b*g^2*p*q*r^2*x^3+31*b*g^2*q^4*x^3+104*b*g^2*q^3*r* x^3+70*b*g^2*q^2*r^2*x^3+25*b*g*p^5*x^3+229*b*g*p^4*q*x^3+92*b*g*p^4*r*x^3+540* b*g*p^3*q^2*x^3+660*b*g*p^3*q*r*x^3+70*b*g*p^3*r^2*x^3+496*b*g*p^2*q^3*x^3+1056 *b*g*p^2*q^2*r*x^3+360*b*g*p^2*q*r^2*x^3+163*b*g*p*q^4*x^3+500*b*g*p*q^3*r*x^3+ 300*b*g*p*q^2*r^2*x^3+3*b*g*q^5*x^3+12*b*g*q^4*r*x^3+10*b*g*q^3*r^2*x^3+3*b*p^6 *x^3+39*b*p^5*q*x^3+12*b*p^5*r*x^3+126*b*p^4*q^2*x^3+132*b*p^4*q*r*x^3+10*b*p^4 *r^2*x^3+174*b*p^3*q^3*x^3+324*b*p^3*q^2*r*x^3+90*b*p^3*q*r^2*x^3+111*b*p^2*q^4 *x^3+300*b*p^2*q^3*r*x^3+150*b*p^2*q^2*r^2*x^3+27*b*p*q^5*x^3+96*b*p*q^4*r*x^3+ 70*b*p*q^3*r^2*x^3+960*c^7*x^3+2272*c^6*g*x^3+2496*c^6*p*x^3+2496*c^6*q*x^3+ 1920*c^6*r*x^3+2176*c^5*g^2*x^3+5136*c^5*g*p*x^3+5136*c^5*g*q*x^3+3904*c^5*g*r* x^3+2616*c^5*p^2*x^3+5760*c^5*p*q*x^3+4032*c^5*p*r*x^3+2616*c^5*q^2*x^3+4032*c^ 5*q*r*x^3+800*c^5*r^2*x^3+1072*c^4*g^3*x^3+4176*c^4*g^2*p*x^3+4176*c^4*g^2*q*x^ 3+3104*c^4*g^2*r*x^3+4516*c^4*g*p^2*x^3+10080*c^4*g*p*q*x^3+6976*c^4*g*p*r*x^3+ 4516*c^4*g*q^2*x^3+6976*c^4*g*q*r*x^3+1360*c^4*g*r^2*x^3+1404*c^4*p^3*x^3+5244* c^4*p^2*q*x^3+3216*c^4*p^2*r*x^3+5244*c^4*p*q^2*x^3+7488*c^4*p*q*r*x^3+1280*c^4 *p*r^2*x^3+1404*c^4*q^3*x^3+3216*c^4*q^2*r*x^3+1280*c^4*q*r^2*x^3+284*c^3*g^4*x ^3+1688*c^3*g^3*p*x^3+1688*c^3*g^3*q*x^3+1200*c^3*g^3*r*x^3+2958*c^3*g^2*p^2*x^ 3+6736*c^3*g^2*p*q*x^3+4560*c^3*g^2*p*r*x^3+2958*c^3*g^2*q^2*x^3+4560*c^3*g^2*q *r*x^3+840*c^3*g^2*r^2*x^3+1924*c^3*g*p^3*x^3+7448*c^3*g*p^2*q*x^3+4472*c^3*g*p ^2*r*x^3+7448*c^3*g*p*q^2*x^3+10688*c^3*g*p*q*r*x^3+1800*c^3*g*p*r^2*x^3+1924*c ^3*g*q^3*x^3+4472*c^3*g*q^2*r*x^3+1800*c^3*g*q*r^2*x^3+402*c^3*p^4*x^3+2388*c^3 *p^3*q*x^3+1200*c^3*p^3*r*x^3+3972*c^3*p^2*q^2*x^3+5136*c^3*p^2*q*r*x^3+700*c^3 *p^2*r^2*x^3+2388*c^3*p*q^3*x^3+5136*c^3*p*q^2*r*x^3+1840*c^3*p*q*r^2*x^3+402*c ^3*q^4*x^3+1200*c^3*q^3*r*x^3+700*c^3*q^2*r^2*x^3+38*c^2*g^5*x^3+348*c^2*g^4*p* x^3+348*c^2*g^4*q*x^3+224*c^2*g^4*r*x^3+903*c^2*g^3*p^2*x^3+2120*c^2*g^3*p*q*x^ 3+1376*c^2*g^3*p*r*x^3+903*c^2*g^3*q^2*x^3+1376*c^2*g^3*q*r*x^3+220*c^2*g^3*r^2 *x^3+931*c^2*g^2*p^3*x^3+3799*c^2*g^2*p^2*q*x^3+2192*c^2*g^2*p^2*r*x^3+3799*c^2 *g^2*p*q^2*x^3+5472*c^2*g^2*p*q*r*x^3+880*c^2*g^2*p*r^2*x^3+931*c^2*g^2*q^3*x^3 +2192*c^2*g^2*q^2*r*x^3+880*c^2*g^2*q*r^2*x^3+395*c^2*g*p^4*x^3+2558*c^2*g*p^3* q*x^3+1212*c^2*g*p^3*r*x^3+4326*c^2*g*p^2*q^2*x^3+5604*c^2*g*p^2*q*r*x^3+730*c^ 2*g*p^2*r^2*x^3+2558*c^2*g*p*q^3*x^3+5604*c^2*g*p*q^2*r*x^3+2040*c^2*g*p*q*r^2* x^3+395*c^2*g*q^4*x^3+1212*c^2*g*q^3*r*x^3+730*c^2*g*q^2*r^2*x^3+57*c^2*p^5*x^3 +567*c^2*p^4*q*x^3+204*c^2*p^4*r*x^3+1416*c^2*p^3*q^2*x^3+1608*c^2*p^3*q*r*x^3+ 150*c^2*p^3*r^2*x^3+1416*c^2*p^2*q^3*x^3+2808*c^2*p^2*q^2*r*x^3+870*c^2*p^2*q*r ^2*x^3+567*c^2*p*q^4*x^3+1608*c^2*p*q^3*r*x^3+870*c^2*p*q^2*r^2*x^3+57*c^2*q^5* x^3+204*c^2*q^4*r*x^3+150*c^2*q^3*r^2*x^3+2*c*g^6*x^3+33*c*g^5*p*x^3+33*c*g^5*q *x^3+16*c*g^5*r*x^3+125*c*g^4*p^2*x^3+308*c*g^4*p*q*x^3+184*c*g^4*p*r*x^3+125*c *g^4*q^2*x^3+184*c*g^4*q*r*x^3+20*c*g^4*r^2*x^3+184*c*g^3*p^3*x^3+815*c*g^3*p^2 *q*x^3+436*c*g^3*p^2*r*x^3+815*c*g^3*p*q^2*x^3+1176*c*g^3*p*q*r*x^3+170*c*g^3*p *r^2*x^3+184*c*g^3*q^3*x^3+436*c*g^3*q^2*r*x^3+170*c*g^3*q*r^2*x^3+118*c*g^2*p^ 4*x^3+874*c*g^2*p^3*q*x^3+372*c*g^2*p^3*r*x^3+1512*c*g^2*p^2*q^2*x^3+1956*c*g^2 *p^2*q*r*x^3+230*c*g^2*p^2*r^2*x^3+874*c*g^2*p*q^3*x^3+1956*c*g^2*p*q^2*r*x^3+ 720*c*g^2*p*q*r^2*x^3+118*c*g^2*q^4*x^3+372*c*g^2*q^3*r*x^3+230*c*g^2*q^2*r^2*x ^3+31*c*g*p^5*x^3+400*c*g*p^4*q*x^3+116*c*g*p^4*r*x^3+1045*c*g*p^3*q^2*x^3+1172 *c*g*p^3*q*r*x^3+90*c*g*p^3*r^2*x^3+1045*c*g*p^2*q^3*x^3+2112*c*g*p^2*q^2*r*x^3 +660*c*g*p^2*q*r^2*x^3+400*c*g*p*q^4*x^3+1172*c*g*p*q^3*r*x^3+660*c*g*p*q^2*r^2 *x^3+31*c*g*q^5*x^3+116*c*g*q^4*r*x^3+90*c*g*q^3*r^2*x^3+3*c*p^6*x^3+66*c*p^5*q *x^3+12*c*p^5*r*x^3+237*c*p^4*q^2*x^3+228*c*p^4*q*r*x^3+10*c*p^4*r^2*x^3+348*c* p^3*q^3*x^3+624*c*p^3*q^2*r*x^3+160*c*p^3*q*r^2*x^3+237*c*p^2*q^4*x^3+624*c*p^2 *q^3*r*x^3+300*c*p^2*q^2*r^2*x^3+66*c*p*q^5*x^3+228*c*p*q^4*r*x^3+160*c*p*q^3*r ^2*x^3+3*c*q^6*x^3+12*c*q^5*r*x^3+10*c*q^4*r^2*x^3+g^6*p*x^3+g^6*q*x^3+6*g^5*p^ 2*x^3+16*g^5*p*q*x^3+8*g^5*p*r*x^3+6*g^5*q^2*x^3+8*g^5*q*r*x^3+12*g^4*p^3*x^3+ 61*g^4*p^2*q*x^3+28*g^4*p^2*r*x^3+61*g^4*p*q^2*x^3+88*g^4*p*q*r*x^3+10*g^4*p*r^ 2*x^3+12*g^4*q^3*x^3+28*g^4*q^2*r*x^3+10*g^4*q*r^2*x^3+10*g^3*p^4*x^3+94*g^3*p^ 3*q*x^3+32*g^3*p^3*r*x^3+168*g^3*p^2*q^2*x^3+216*g^3*p^2*q*r*x^3+20*g^3*p^2*r^2 *x^3+94*g^3*p*q^3*x^3+216*g^3*p*q^2*r*x^3+80*g^3*p*q*r^2*x^3+10*g^3*q^4*x^3+32* g^3*q^3*r*x^3+20*g^3*q^2*r^2*x^3+3*g^2*p^5*x^3+67*g^2*p^4*q*x^3+12*g^2*p^4*r*x^ 3+186*g^2*p^3*q^2*x^3+204*g^2*p^3*q*r*x^3+10*g^2*p^3*r^2*x^3+186*g^2*p^2*q^3*x^ 3+384*g^2*p^2*q^2*r*x^3+120*g^2*p^2*q*r^2*x^3+67*g^2*p*q^4*x^3+204*g^2*p*q^3*r* x^3+120*g^2*p*q^2*r^2*x^3+3*g^2*q^5*x^3+12*g^2*q^4*r*x^3+10*g^2*q^3*r^2*x^3+22* g*p^5*q*x^3+88*g*p^4*q^2*x^3+80*g*p^4*q*r*x^3+132*g*p^3*q^3*x^3+240*g*p^3*q^2*r *x^3+60*g*p^3*q*r^2*x^3+88*g*p^2*q^4*x^3+240*g*p^2*q^3*r*x^3+120*g*p^2*q^2*r^2* x^3+22*g*p*q^5*x^3+80*g*p*q^4*r*x^3+60*g*p*q^3*r^2*x^3+3*p^6*q*x^3+15*p^5*q^2*x ^3+12*p^5*q*r*x^3+30*p^4*q^3*x^3+48*p^4*q^2*r*x^3+10*p^4*q*r^2*x^3+30*p^3*q^4*x ^3+72*p^3*q^3*r*x^3+30*p^3*q^2*r^2*x^3+15*p^2*q^5*x^3+48*p^2*q^4*r*x^3+30*p^2*q ^3*r^2*x^3+3*p*q^6*x^3+12*p*q^5*r*x^3+10*p*q^4*r^2*x^3-48*a^6*b*x^2-96*a^6*c*x^ 2-24*a^6*g*x^2-48*a^6*q*x^2+16*a^6*x^3-192*a^5*b^2*x^2-848*a^5*b*c*x^2-248*a^5* b*g*x^2-264*a^5*b*p*x^2-352*a^5*b*q*x^2-248*a^5*b*r*x^2-256*a^5*b*x^3-960*a^5*c ^2*x^2-552*a^5*c*g*x^2-504*a^5*c*p*x^2-800*a^5*c*q*x^2-488*a^5*c*r*x^2-496*a^5* c*x^3-76*a^5*g^2*x^2-120*a^5*g*p*x^2-240*a^5*g*q*x^2-120*a^5*g*r*x^2-112*a^5*g* x^3-264*a^5*p*q*x^2+88*a^5*p*x^3-160*a^5*q^2*x^2-248*a^5*q*r*x^2-264*a^5*q*x^3+ 96*a^5*r*x^3-288*a^4*b^3*x^2-2128*a^4*b^2*c*x^2-640*a^4*b^2*g*x^2-896*a^4*b^2*p *x^2-768*a^4*b^2*q*x^2-784*a^4*b^2*r*x^2-1168*a^4*b^2*x^3-4992*a^4*b*c^2*x^2-\ 3032*a^4*b*c*g*x^2-3736*a^4*b*c*p*x^2-3744*a^4*b*c*q*x^2-3232*a^4*b*c*r*x^2-\ 3976*a^4*b*c*x^3-436*a^4*b*g^2*x^2-1132*a^4*b*g*p*x^2-1176*a^4*b*g*q*x^2-1020*a ^4*b*g*r*x^2-1288*a^4*b*g*x^3-540*a^4*b*p^2*x^2-1552*a^4*b*p*q*x^2-880*a^4*b*p* r*x^2-668*a^4*b*p*x^3-652*a^4*b*q^2*x^2-1276*a^4*b*q*r*x^2-1724*a^4*b*q*x^3-224 *a^4*b*r^2*x^2+256*a^4*b*r*x^3-3824*a^4*c^3*x^2-3544*a^4*c^2*g*x^2-3928*a^4*c^2 *p*x^2-4336*a^4*c^2*q*x^2-3408*a^4*c^2*r*x^2-3752*a^4*c^2*x^3-1032*a^4*c*g^2*x^ 2-2324*a^4*c*g*p*x^2-2776*a^4*c*g*q*x^2-2116*a^4*c*g*r*x^2-2432*a^4*c*g*x^3-960 *a^4*c*p^2*x^2-3320*a^4*c*p*q*x^2-1600*a^4*c*p*r*x^2-1152*a^4*c*p*x^3-1556*a^4* c*q^2*x^2-2700*a^4*c*q*r*x^2-3028*a^4*c*q*x^3-400*a^4*c*r^2*x^2+416*a^4*c*r*x^3 -94*a^4*g^3*x^2-324*a^4*g^2*p*x^2-420*a^4*g^2*q*x^2-308*a^4*g^2*r*x^2-352*a^4*g ^2*x^3-210*a^4*g*p^2*x^2-1044*a^4*g*p*q*x^2-360*a^4*g*p*r*x^2-170*a^4*g*p*x^3-\ 516*a^4*g*q^2*x^2-900*a^4*g*q*r*x^2-1088*a^4*g*q*x^3-88*a^4*g*r^2*x^2+192*a^4*g *r*x^3-540*a^4*p^2*q*x^2+180*a^4*p^2*x^3-656*a^4*p*q^2*x^2-880*a^4*p*q*r*x^2-\ 748*a^4*p*q*x^3+336*a^4*p*r*x^3-172*a^4*q^3*x^2-492*a^4*q^2*r*x^2-576*a^4*q^2*x ^3-224*a^4*q*r^2*x^2+112*a^4*q*r*x^3+80*a^4*r^2*x^3-192*a^3*b^4*x^2-2256*a^3*b^ 3*c*x^2-672*a^3*b^3*g*x^2-1104*a^3*b^3*p*x^2-672*a^3*b^3*q*x^2-864*a^3*b^3*r*x^ 2-1792*a^3*b^3*x^3-8640*a^3*b^2*c^2*x^2-5312*a^3*b^2*c*g*x^2-7632*a^3*b^2*c*p*x ^2-5696*a^3*b^2*c*q*x^2-5912*a^3*b^2*c*r*x^2-9448*a^3*b^2*c*x^3-768*a^3*b^2*g^2 *x^2-2420*a^3*b^2*g*p*x^2-1784*a^3*b^2*g*q*x^2-1956*a^3*b^2*g*r*x^2-3304*a^3*b^ 2*g*x^3-1504*a^3*b^2*p^2*x^2-2728*a^3*b^2*p*q*x^2-2276*a^3*b^2*p*r*x^2-2796*a^3 *b^2*p*x^3-824*a^3*b^2*q^2*x^2-1936*a^3*b^2*q*r*x^2-3500*a^3*b^2*q*x^3-464*a^3* b^2*r^2*x^2+288*a^3*b^2*r*x^3-13872*a^3*b*c^3*x^2-13016*a^3*b*c^2*g*x^2-16960*a ^3*b*c^2*p*x^2-14400*a^3*b*c^2*q*x^2-13224*a^3*b*c^2*r*x^2-17224*a^3*b*c^2*x^3-\ 3840*a^3*b*c*g^2*x^2-10720*a^3*b*c*g*p*x^2-9264*a^3*b*c*g*q*x^2-8644*a^3*b*c*g* r*x^2-11756*a^3*b*c*g*x^3-6004*a^3*b*c*p^2*x^2-12688*a^3*b*c*p*q*x^2-9160*a^3*b *c*p*r*x^2-9172*a^3*b*c*p*x^3-4560*a^3*b*c*q^2*x^2-9160*a^3*b*c*q*r*x^2-12924*a ^3*b*c*q*x^3-2000*a^3*b*c*r^2*x^2+1520*a^3*b*c*r*x^3-354*a^3*b*g^3*x^2-1604*a^3 *b*g^2*p*x^2-1404*a^3*b*g^2*q*x^2-1340*a^3*b*g^2*r*x^2-1868*a^3*b*g^2*x^3-1862* a^3*b*g*p^2*x^2-4184*a^3*b*g*p*q*x^2-2924*a^3*b*g*p*r*x^2-2930*a^3*b*g*p*x^3-\ 1500*a^3*b*g*q^2*x^2-3140*a^3*b*g*q*r*x^2-4766*a^3*b*g*q*x^3-640*a^3*b*g*r^2*x^ 2+552*a^3*b*g*r*x^3-546*a^3*b*p^3*x^2-2520*a^3*b*p^2*q*x^2-1210*a^3*b*p^2*r*x^2 -624*a^3*b*p^2*x^3-2170*a^3*b*p*q^2*x^2-3668*a^3*b*p*q*r*x^2-4168*a^3*b*p*q*x^3 -584*a^3*b*p*r^2*x^2+1000*a^3*b*p*r*x^3-420*a^3*b*q^3*x^2-1394*a^3*b*q^2*r*x^2-\ 2136*a^3*b*q^2*x^3-720*a^3*b*q*r^2*x^2+552*a^3*b*q*r*x^3-40*a^3*b*r^3*x^2+680*a ^3*b*r^2*x^3-7968*a^3*c^4*x^2-10232*a^3*c^3*g*x^2-12128*a^3*c^3*p*x^2-11296*a^3 *c^3*q*x^2-9616*a^3*c^3*r*x^2-10848*a^3*c^3*x^3-4644*a^3*c^2*g^2*x^2-11620*a^3* c^2*g*p*x^2-11160*a^3*c^2*g*q*x^2-9496*a^3*c^2*g*r*x^2-11212*a^3*c^2*g*x^3-5840 *a^3*c^2*p^2*x^2-13944*a^3*c^2*p*q*x^2-9044*a^3*c^2*p*r*x^2-7956*a^3*c^2*p*x^3-\ 5648*a^3*c^2*q^2*x^2-10256*a^3*c^2*q*r*x^2-11936*a^3*c^2*q*x^3-2064*a^3*c^2*r^2 *x^2+1328*a^3*c^2*r*x^3-874*a^3*c*g^3*x^2-3492*a^3*c*g^2*p*x^2-3484*a^3*c*g^2*q *x^2-2956*a^3*c*g^2*r*x^2-3576*a^3*c*g^2*x^3-3494*a^3*c*g*p^2*x^2-9272*a^3*c*g* p*q*x^2-5596*a^3*c*g*p*r*x^2-4994*a^3*c*g*p*x^3-3800*a^3*c*g*q^2*x^2-7016*a^3*c *g*q*r*x^2-8718*a^3*c*g*q*x^3-1256*a^3*c*g*r^2*x^2+944*a^3*c*g*r*x^3-882*a^3*c* p^3*x^2-5136*a^3*c*p^2*q*x^2-1990*a^3*c*p^2*r*x^2-806*a^3*c*p^2*x^3-5002*a^3*c* p*q^2*x^2-7556*a^3*c*p*q*r*x^2-7044*a^3*c*p*q*x^3-936*a^3*c*p*r^2*x^2+1872*a^3* c*p*r*x^3-1148*a^3*c*q^3*x^2-3362*a^3*c*q^2*r*x^2-4076*a^3*c*q^2*x^3-1616*a^3*c *q*r^2*x^2+1336*a^3*c*q*r*x^3-40*a^3*c*r^3*x^2+1280*a^3*c*r^2*x^3-57*a^3*g^4*x^ 2-326*a^3*g^3*p*x^2-340*a^3*g^3*q*x^2-286*a^3*g^3*r*x^2-336*a^3*g^3*x^3-481*a^3 *g^2*p^2*x^2-1464*a^3*g^2*p*q*x^2-796*a^3*g^2*p*r*x^2-661*a^3*g^2*p*x^3-608*a^3 *g^2*q^2*x^2-1152*a^3*g^2*q*r*x^2-1528*a^3*g^2*q*x^3-176*a^3*g^2*r^2*x^2+188*a^ 3*g^2*r*x^3-168*a^3*g*p^3*x^2-1672*a^3*g*p^2*q*x^2-390*a^3*g*p^2*r*x^2+67*a^3*g *p^2*x^3-1724*a^3*g*p*q^2*x^2-2564*a^3*g*p*q*r*x^2-2550*a^3*g*p*q*x^3-176*a^3*g *p*r^2*x^2+788*a^3*g*p*r*x^3-392*a^3*g*q^3*x^2-1184*a^3*g*q^2*r*x^2-1556*a^3*g* q^2*x^3-552*a^3*g*q*r^2*x^2+376*a^3*g*q*r*x^3+380*a^3*g*r^2*x^3-546*a^3*p^3*q*x ^2+182*a^3*p^3*x^3-1016*a^3*p^2*q^2*x^2-1210*a^3*p^2*q*r*x^2-798*a^3*p^2*q*x^3+ 456*a^3*p^2*r*x^3-546*a^3*p*q^3*x^2-1392*a^3*p*q^2*r*x^2-1386*a^3*p*q^2*x^3-584 *a^3*p*q*r^2*x^2+568*a^3*p*q*r*x^3+200*a^3*p*r^2*x^3-76*a^3*q^4*x^2-322*a^3*q^3 *r*x^2-406*a^3*q^3*x^3-256*a^3*q^2*r^2*x^2+336*a^3*q^2*r*x^3-40*a^3*q*r^3*x^2+ 560*a^3*q*r^2*x^3-48*a^2*b^5*x^2-1040*a^2*b^4*c*x^2-296*a^2*b^4*g*x^2-576*a^2*b ^4*p*x^2-208*a^2*b^4*q*x^2-368*a^2*b^4*r*x^2-1168*a^2*b^4*x^3-6288*a^2*b^3*c^2* x^2-3808*a^2*b^3*c*g*x^2-6256*a^2*b^3*c*p*x^2-3360*a^2*b^3*c*q*x^2-4168*a^2*b^3 *c*r*x^2-9448*a^2*b^3*c*x^3-540*a^2*b^3*g^2*x^2-1972*a^2*b^3*g*p*x^2-1000*a^2*b ^3*g*q*x^2-1356*a^2*b^3*g*r*x^2-3304*a^2*b^3*g*x^3-1444*a^2*b^3*p^2*x^2-1856*a^ 2*b^3*p*q*x^2-1952*a^2*b^3*p*r*x^2-3500*a^2*b^3*p*x^3-332*a^2*b^3*q^2*x^2-1036* a^2*b^3*q*r*x^2-2796*a^2*b^3*q*x^3-256*a^2*b^3*r^2*x^2+288*a^2*b^3*r*x^3-16512* a^2*b^2*c^3*x^2-15456*a^2*b^2*c^2*g*x^2-22672*a^2*b^2*c^2*p*x^2-15008*a^2*b^2*c ^2*q*x^2-15552*a^2*b^2*c^2*r*x^2-26944*a^2*b^2*c^2*x^3-4536*a^2*b^2*c*g^2*x^2-\ 14592*a^2*b^2*c*g*p*x^2-9456*a^2*b^2*c*g*q*x^2-10224*a^2*b^2*c*g*r*x^2-18648*a^ 2*b^2*c*g*x^3-9480*a^2*b^2*c*p^2*x^2-14904*a^2*b^2*c*p*q*x^2-13052*a^2*b^2*c*p* r*x^2-17916*a^2*b^2*c*p*x^3-3876*a^2*b^2*c*q^2*x^2-9124*a^2*b^2*c*q*r*x^2-17916 *a^2*b^2*c*q*x^3-2160*a^2*b^2*c*r^2*x^2+2208*a^2*b^2*c*r*x^3-414*a^2*b^2*g^3*x^ 2-2216*a^2*b^2*g^2*p*x^2-1396*a^2*b^2*g^2*q*x^2-1584*a^2*b^2*g^2*r*x^2-3032*a^2 *b^2*g^2*x^3-3140*a^2*b^2*g*p^2*x^2-4896*a^2*b^2*g*p*q*x^2-4452*a^2*b^2*g*p*r*x ^2-6438*a^2*b^2*g*p*x^3-1198*a^2*b^2*g*q^2*x^2-3036*a^2*b^2*g*q*r*x^2-6438*a^2* b^2*g*q*x^3-720*a^2*b^2*g*r^2*x^2+720*a^2*b^2*g*r*x^3-1168*a^2*b^2*p^3*x^2-3400 *a^2*b^2*p^2*q*x^2-2396*a^2*b^2*p^2*r*x^2-2364*a^2*b^2*p^2*x^3-2144*a^2*b^2*p*q ^2*x^2-4320*a^2*b^2*p*q*r*x^2-6840*a^2*b^2*p*q*x^3-928*a^2*b^2*p*r^2*x^2+1104*a ^2*b^2*p*r*x^3-248*a^2*b^2*q^3*x^2-1060*a^2*b^2*q^2*r*x^2-2364*a^2*b^2*q^2*x^3-\ 512*a^2*b^2*q*r^2*x^2+1104*a^2*b^2*q*r*x^3+1200*a^2*b^2*r^2*x^3-20176*a^2*b*c^4 *x^2-25736*a^2*b*c^3*g*x^2-34624*a^2*b*c^3*p*x^2-26112*a^2*b*c^3*q*x^2-24544*a^ 2*b*c^3*r*x^2-34208*a^2*b*c^3*x^3-11596*a^2*b*c^2*g^2*x^2-33748*a^2*b*c^2*g*p*x ^2-25464*a^2*b*c^2*g*q*x^2-24272*a^2*b*c^2*g*r*x^2-35124*a^2*b*c^2*g*x^3-20120* a^2*b*c^2*p^2*x^2-36048*a^2*b*c^2*p*q*x^2-28424*a^2*b*c^2*p*r*x^2-31632*a^2*b*c ^2*p*x^3-11420*a^2*b*c^2*q^2*x^2-23348*a^2*b*c^2*q*r*x^2-35612*a^2*b*c^2*q*x^3-\ 5424*a^2*b*c^2*r^2*x^2+4608*a^2*b*c^2*r*x^3-2166*a^2*b*c*g^3*x^2-10356*a^2*b*c* g^2*p*x^2-7804*a^2*b*c*g^2*q*x^2-7548*a^2*b*c*g^2*r*x^2-11208*a^2*b*c*g^2*x^3-\ 13142*a^2*b*c*g*p^2*x^2-24184*a^2*b*c*g*p*q*x^2-19008*a^2*b*c*g*p*r*x^2-21894*a ^2*b*c*g*p*x^3-7468*a^2*b*c*g*q^2*x^2-15832*a^2*b*c*g*q*r*x^2-25618*a^2*b*c*g*q *x^3-3536*a^2*b*c*g*r^2*x^2+3320*a^2*b*c*g*r*x^3-4502*a^2*b*c*p^3*x^2-15176*a^2 *b*c*p^2*q*x^2-9432*a^2*b*c*p^2*r*x^2-7452*a^2*b*c*p^2*x^3-11366*a^2*b*c*p*q^2* x^2-20012*a^2*b*c*p*q*r*x^2-24660*a^2*b*c*p*q*x^3-3960*a^2*b*c*p*r^2*x^2+4952*a ^2*b*c*p*r*x^3-1892*a^2*b*c*q^3*x^2-6432*a^2*b*c*q^2*r*x^2-10722*a^2*b*c*q^2*x^ 3-3184*a^2*b*c*q*r^2*x^2+4416*a^2*b*c*q*r*x^3-120*a^2*b*c*r^3*x^2+4640*a^2*b*c* r^2*x^3-140*a^2*b*g^4*x^2-992*a^2*b*g^3*p*x^2-744*a^2*b*g^3*q*x^2-730*a^2*b*g^3 *r*x^2-1084*a^2*b*g^3*x^3-2031*a^2*b*g^2*p^2*x^2-3838*a^2*b*g^2*p*q*x^2-3008*a^ 2*b*g^2*p*r*x^2-3498*a^2*b*g^2*p*x^3-1147*a^2*b*g^2*q^2*x^2-2536*a^2*b*g^2*q*r* x^2-4365*a^2*b*g^2*q*x^3-536*a^2*b*g^2*r^2*x^2+652*a^2*b*g^2*r*x^3-1417*a^2*b*g *p^3*x^2-5224*a^2*b*g*p^2*q*x^2-3045*a^2*b*g*p^2*r*x^2-2307*a^2*b*g*p^2*x^3-\ 3893*a^2*b*g*p*q^2*x^2-7094*a^2*b*g*p*q*r*x^2-9420*a^2*b*g*p*q*x^3-1304*a^2*b*g *p*r^2*x^2+1744*a^2*b*g*p*r*x^3-602*a^2*b*g*q^3*x^2-2183*a^2*b*g*q^2*r*x^2-3930 *a^2*b*g*q^2*x^3-1104*a^2*b*g*q*r^2*x^2+1332*a^2*b*g*q*r*x^3-40*a^2*b*g*r^3*x^2 +1540*a^2*b*g*r^2*x^3-294*a^2*b*p^4*x^2-1916*a^2*b*p^3*q*x^2-806*a^2*b*p^3*r*x^ 2-239*a^2*b*p^3*x^3-2582*a^2*b*p^2*q^2*x^2-3827*a^2*b*p^2*q*r*x^2-3573*a^2*b*p^ 2*q*x^3-552*a^2*b*p^2*r^2*x^2+1296*a^2*b*p^2*r*x^3-1048*a^2*b*p*q^3*x^2-3068*a^ 2*b*p*q^2*r*x^2-4161*a^2*b*p*q^2*x^3-1440*a^2*b*p*q*r^2*x^2+1800*a^2*b*p*q*r*x^ 3-80*a^2*b*p*r^3*x^2+1320*a^2*b*p*r^2*x^3-88*a^2*b*q^4*x^2-467*a^2*b*q^3*r*x^2-\ 827*a^2*b*q^3*x^3-320*a^2*b*q^2*r^2*x^2+1176*a^2*b*q^2*r*x^3+1680*a^2*b*q*r^2*x ^3-9264*a^2*c^5*x^2-15192*a^2*c^4*g*x^2-18720*a^2*c^4*p*x^2-15616*a^2*c^4*q*x^2 -13752*a^2*c^4*r*x^2-16280*a^2*c^4*x^3-9404*a^2*c^3*g^2*x^2-24816*a^2*c^3*g*p*x ^2-20848*a^2*c^3*g*q*x^2-18452*a^2*c^3*g*r*x^2-22572*a^2*c^3*g*x^3-13424*a^2*c^ 3*p^2*x^2-26984*a^2*c^3*p*q*x^2-19484*a^2*c^3*p*r*x^2-18508*a^2*c^3*p*x^3-9788* a^2*c^3*q^2*x^2-18292*a^2*c^3*q*r*x^2-22844*a^2*c^3*q*x^3-4048*a^2*c^3*r^2*x^2+ 2976*a^2*c^3*r*x^3-2710*a^2*c^2*g^3*x^2-11648*a^2*c^2*g^2*p*x^2-9896*a^2*c^2*g^ 2*q*x^2-8768*a^2*c^2*g^2*r*x^2-10912*a^2*c^2*g^2*x^3-13168*a^2*c^2*g*p^2*x^2-\ 27600*a^2*c^2*g*p*q*x^2-19540*a^2*c^2*g*p*r*x^2-19258*a^2*c^2*g*p*x^3-9906*a^2* c^2*g*q^2*x^2-18840*a^2*c^2*g*q*r*x^2-24724*a^2*c^2*g*q*x^3-3960*a^2*c^2*g*r^2* x^2+2952*a^2*c^2*g*r*x^3-4022*a^2*c^2*p^3*x^2-15928*a^2*c^2*p^2*q*x^2-8596*a^2* c^2*p^2*r*x^2-5560*a^2*c^2*p^2*x^3-13574*a^2*c^2*p*q^2*x^2-21708*a^2*c^2*p*q*r* x^2-21852*a^2*c^2*p*q*x^3-3736*a^2*c^2*p*r^2*x^2+5208*a^2*c^2*p*r*x^3-2764*a^2* c^2*q^3*x^2-8324*a^2*c^2*q^2*r*x^2-10982*a^2*c^2*q^2*x^3-4016*a^2*c^2*q*r^2*x^2 +4752*a^2*c^2*q*r*x^3-120*a^2*c^2*r^3*x^2+4560*a^2*c^2*r^2*x^3-358*a^2*c*g^4*x^ 2-2262*a^2*c*g^3*p*x^2-1956*a^2*c*g^3*q*x^2-1720*a^2*c*g^3*r*x^2-2098*a^2*c*g^3 *x^3-4043*a^2*c*g^2*p^2*x^2-8958*a^2*c*g^2*p*q*x^2-6156*a^2*c*g^2*p*r*x^2-6110* a^2*c*g^2*p*x^3-3169*a^2*c*g^2*q^2*x^2-6156*a^2*c*g^2*q*r*x^2-8467*a^2*c*g^2*q* x^3-1196*a^2*c*g^2*r^2*x^2+1136*a^2*c*g^2*r*x^3-2391*a^2*c*g*p^3*x^2-10940*a^2* c*g*p^2*q*x^2-5255*a^2*c*g*p^2*r*x^2-3197*a^2*c*g*p^2*x^3-9469*a^2*c*g*p*q^2*x^ 2-15246*a^2*c*g*p*q*r*x^2-16380*a^2*c*g*p*q*x^3-2272*a^2*c*g*p*r^2*x^2+3608*a^2 *c*g*p*r*x^3-1862*a^2*c*g*q^3*x^2-5787*a^2*c*g*q^2*r*x^2-8130*a^2*c*g*q^2*x^3-\ 2760*a^2*c*g*q*r^2*x^2+2964*a^2*c*g*q*r*x^3-40*a^2*c*g*r^3*x^2+3000*a^2*c*g*r^2 *x^3-420*a^2*c*p^4*x^2-3754*a^2*c*p^3*q*x^2-1166*a^2*c*p^3*r*x^2-43*a^2*c*p^3*x ^3-5760*a^2*c*p^2*q^2*x^2-7687*a^2*c*p^2*q*r*x^2-5781*a^2*c*p^2*q*x^3-772*a^2*c *p^2*r^2*x^2+2564*a^2*c*p^2*r*x^3-2758*a^2*c*p*q^3*x^2-7244*a^2*c*p*q^2*r*x^2-\ 7749*a^2*c*p*q^2*x^3-3192*a^2*c*p*q*r^2*x^2+4008*a^2*c*p*q*r*x^3-80*a^2*c*p*r^3 *x^2+2340*a^2*c*p*r^2*x^3-332*a^2*c*q^4*x^2-1459*a^2*c*q^3*r*x^2-2011*a^2*c*q^3 *x^3-1088*a^2*c*q^2*r^2*x^2+2280*a^2*c*q^2*r*x^3-120*a^2*c*q*r^3*x^2+3360*a^2*c *q*r^2*x^3-17*a^2*g^5*x^2-151*a^2*g^4*p*x^2-134*a^2*g^4*q*x^2-115*a^2*g^4*r*x^2 -125*a^2*g^4*x^3-382*a^2*g^3*p^2*x^2-912*a^2*g^3*p*q*x^2-598*a^2*g^3*p*r*x^2-\ 551*a^2*g^3*p*x^3-317*a^2*g^3*q^2*x^2-632*a^2*g^3*q*r*x^2-905*a^2*g^3*q*x^3-110 *a^2*g^3*r^2*x^2+166*a^2*g^3*r*x^3-315*a^2*g^2*p^3*x^2-1793*a^2*g^2*p^2*q*x^2-\ 715*a^2*g^2*p^2*r*x^2-318*a^2*g^2*p^2*x^3-1576*a^2*g^2*p*q^2*x^2-2572*a^2*g^2*p *q*r*x^2-2946*a^2*g^2*p*q*x^3-308*a^2*g^2*p*r^2*x^2+664*a^2*g^2*p*r*x^3-295*a^2 *g^2*q^3*x^2-952*a^2*g^2*q^2*r*x^2-1429*a^2*g^2*q^2*x^3-448*a^2*g^2*q*r^2*x^2+ 456*a^2*g^2*q*r*x^3+450*a^2*g^2*r^2*x^3-63*a^2*g*p^4*x^2-1253*a^2*g*p^3*q*x^2-\ 180*a^2*g*p^3*r*x^2+240*a^2*g*p^3*x^3-2059*a^2*g*p^2*q^2*x^2-2655*a^2*g*p^2*q*r *x^2-2097*a^2*g*p^2*q*x^3-110*a^2*g*p^2*r^2*x^2+1030*a^2*g*p^2*r*x^3-977*a^2*g* p*q^3*x^2-2642*a^2*g*p*q^2*r*x^2-3084*a^2*g*p*q^2*x^3-1128*a^2*g*p*q*r^2*x^2+ 1212*a^2*g*p*q*r*x^3+690*a^2*g*p*r^2*x^3-108*a^2*g*q^4*x^2-503*a^2*g*q^3*r*x^2-\ 747*a^2*g*q^3*x^3-384*a^2*g*q^2*r^2*x^2+744*a^2*g*q^2*r*x^3-40*a^2*g*q*r^3*x^2+ 1200*a^2*g*q*r^2*x^3-294*a^2*p^4*q*x^2+98*a^2*p^4*x^3-748*a^2*p^3*q^2*x^2-806*a ^2*p^3*q*r*x^2-393*a^2*p^3*q*x^3+300*a^2*p^3*r*x^3-626*a^2*p^2*q^3*x^2-1431*a^2 *p^2*q^2*r*x^2-1179*a^2*p^2*q^2*x^3-552*a^2*p^2*q*r^2*x^2+828*a^2*p^2*q*r*x^3+ 180*a^2*p^2*r^2*x^3-184*a^2*p*q^4*x^2-700*a^2*p*q^3*r*x^2-787*a^2*p*q^3*x^3-512 *a^2*p*q^2*r^2*x^2+876*a^2*p*q^2*r*x^3-80*a^2*p*q*r^3*x^2+1080*a^2*p*q*r^2*x^3-\ 12*a^2*q^5*x^2-75*a^2*q^4*r*x^2-99*a^2*q^4*x^3-64*a^2*q^3*r^2*x^2+348*a^2*q^3*r *x^3+540*a^2*q^2*r^2*x^3-160*a*b^5*c*x^2-40*a*b^5*g*x^2-104*a*b^5*p*x^2-40*a*b^ 5*r*x^2-256*a*b^5*x^3-1824*a*b^4*c^2*x^2-1048*a*b^4*c*g*x^2-2040*a*b^4*c*p*x^2-\ 608*a*b^4*c*q*x^2-1088*a*b^4*c*r*x^2-3976*a*b^4*c*x^3-140*a*b^4*g^2*x^2-612*a*b ^4*g*p*x^2-152*a*b^4*g*q*x^2-324*a*b^4*g*r*x^2-1288*a*b^4*g*x^3-536*a*b^4*p^2*x ^2-416*a*b^4*p*q*x^2-596*a*b^4*p*r*x^2-1724*a*b^4*p*x^3-128*a*b^4*q*r*x^2-668*a *b^4*q*x^3-16*a*b^4*r^2*x^2+256*a*b^4*r*x^3-7536*a*b^3*c^3*x^2-6928*a*b^3*c^2*g *x^2-11424*a*b^3*c^2*p*x^2-5408*a*b^3*c^2*q*x^2-6648*a*b^3*c^2*r*x^2-17224*a*b^ 3*c^2*x^3-1980*a*b^3*c*g^2*x^2-7296*a*b^3*c*g*p*x^2-3200*a*b^3*c*g*q*x^2-4268*a *b^3*c*g*r*x^2-11756*a*b^3*c*g*x^3-5364*a*b^3*c*p^2*x^2-6176*a*b^3*c*p*q*x^2-\ 6392*a*b^3*c*p*r*x^2-12924*a*b^3*c*p*x^3-872*a*b^3*c*q^2*x^2-2936*a*b^3*c*q*r*x ^2-9172*a*b^3*c*q*x^3-640*a*b^3*c*r^2*x^2+1520*a*b^3*c*r*x^3-174*a*b^3*g^3*x^2-\ 1092*a*b^3*g^2*p*x^2-436*a*b^3*g^2*q*x^2-628*a*b^3*g^2*r*x^2-1868*a*b^3*g^2*x^3 -1788*a*b^3*g*p^2*x^2-1924*a*b^3*g*p*q*x^2-2188*a*b^3*g*p*r*x^2-4766*a*b^3*g*p* x^3-214*a*b^3*g*q^2*x^2-868*a*b^3*g*q*r*x^2-2930*a*b^3*g*q*x^3-200*a*b^3*g*r^2* x^2+552*a*b^3*g*r*x^3-774*a*b^3*p^3*x^2-1628*a*b^3*p^2*q*x^2-1414*a*b^3*p^2*r*x ^2-2136*a*b^3*p^2*x^3-630*a*b^3*p*q^2*x^2-1660*a*b^3*p*q*r*x^2-4168*a*b^3*p*q*x ^3-360*a*b^3*p*r^2*x^2+552*a*b^3*p*r*x^3-158*a*b^3*q^2*r*x^2-624*a*b^3*q^2*x^3-\ 16*a*b^3*q*r^2*x^2+1000*a*b^3*q*r*x^3+40*a*b^3*r^3*x^2+680*a*b^3*r^2*x^3-15104* a*b^2*c^4*x^2-19120*a*b^2*c^3*g*x^2-28416*a*b^2*c^3*p*x^2-16832*a*b^2*c^3*q*x^2 -17504*a*b^2*c^3*r*x^2-34208*a*b^2*c^3*x^3-8504*a*b^2*c^2*g^2*x^2-27852*a*b^2*c ^2*g*p*x^2-15992*a*b^2*c^2*g*q*x^2-17200*a*b^2*c^2*g*r*x^2-35124*a*b^2*c^2*g*x^ 3-18520*a*b^2*c^2*p^2*x^2-25944*a*b^2*c^2*p*q*x^2-23164*a*b^2*c^2*p*r*x^2-35612 *a*b^2*c^2*p*x^3-5776*a*b^2*c^2*q^2*x^2-14056*a*b^2*c^2*q*r*x^2-31632*a*b^2*c^2 *q*x^3-3216*a*b^2*c^2*r^2*x^2+4608*a*b^2*c^2*r*x^3-1554*a*b^2*c*g^3*x^2-8588*a* b^2*c*g^2*p*x^2-4716*a*b^2*c*g^2*q*x^2-5244*a*b^2*c*g^2*r*x^2-11208*a*b^2*c*g^2 *x^3-12440*a*b^2*c*g*p^2*x^2-17156*a*b^2*c*g*p*q*x^2-15848*a*b^2*c*g*p*r*x^2-\ 25618*a*b^2*c*g*p*x^3-3502*a*b^2*c*g*q^2*x^2-9168*a*b^2*c*g*q*r*x^2-21894*a*b^2 *c*g*q*x^3-2104*a*b^2*c*g*r^2*x^2+3320*a*b^2*c*g*r*x^3-4894*a*b^2*c*p^3*x^2-\ 12268*a*b^2*c*p^2*q*x^2-9264*a*b^2*c*p^2*r*x^2-10722*a*b^2*c*p^2*x^3-6766*a*b^2 *c*p*q^2*x^2-13828*a*b^2*c*p*q*r*x^2-24660*a*b^2*c*p*q*x^3-2936*a*b^2*c*p*r^2*x ^2+4416*a*b^2*c*p*r*x^3-592*a*b^2*c*q^3*x^2-2880*a*b^2*c*q^2*r*x^2-7452*a*b^2*c *q^2*x^3-1200*a*b^2*c*q*r^2*x^2+4952*a*b^2*c*q*r*x^3+120*a*b^2*c*r^3*x^2+4640*a *b^2*c*r^2*x^3-97*a*b^2*g^4*x^2-822*a*b^2*g^3*p*x^2-424*a*b^2*g^3*q*x^2-482*a*b ^2*g^3*r*x^2-1084*a*b^2*g^3*x^3-1988*a*b^2*g^2*p^2*x^2-2666*a*b^2*g^2*p*q*x^2-\ 2576*a*b^2*g^2*p*r*x^2-4365*a*b^2*g^2*p*x^3-483*a*b^2*g^2*q^2*x^2-1360*a*b^2*g^ 2*q*r*x^2-3498*a*b^2*g^2*q*x^3-304*a*b^2*g^2*r^2*x^2+652*a*b^2*g^2*r*x^3-1675*a *b^2*g*p^3*x^2-4234*a*b^2*g*p^2*q*x^2-3253*a*b^2*g*p^2*r*x^2-3930*a*b^2*g*p^2*x ^3-2183*a*b^2*g*p*q^2*x^2-4858*a*b^2*g*p*q*r*x^2-9420*a*b^2*g*p*q*x^3-1056*a*b^ 2*g*p*r^2*x^2+1332*a*b^2*g*p*r*x^3-140*a*b^2*g*q^3*x^2-843*a*b^2*g*q^2*r*x^2-\ 2307*a*b^2*g*q^2*x^3-376*a*b^2*g*q*r^2*x^2+1744*a*b^2*g*q*r*x^3+40*a*b^2*g*r^3* x^2+1540*a*b^2*g*r^2*x^3-428*a*b^2*p^4*x^2-1766*a*b^2*p^3*q*x^2-1081*a*b^2*p^3* r*x^2-827*a*b^2*p^3*x^3-1792*a*b^2*p^2*q^2*x^2-3088*a*b^2*p^2*q*r*x^2-4161*a*b^ 2*p^2*q*x^3-580*a*b^2*p^2*r^2*x^2+1176*a*b^2*p^2*r*x^3-454*a*b^2*p*q^3*x^2-1681 *a*b^2*p*q^2*r*x^2-3573*a*b^2*p*q^2*x^3-720*a*b^2*p*q*r^2*x^2+1800*a*b^2*p*q*r* x^3+1680*a*b^2*p*r^2*x^3-94*a*b^2*q^3*r*x^2-239*a*b^2*q^3*x^3+12*a*b^2*q^2*r^2* x^2+1296*a*b^2*q^2*r*x^3+80*a*b^2*q*r^3*x^2+1320*a*b^2*q*r^2*x^3-14880*a*b*c^5* x^2-24120*a*b*c^4*g*x^2-33120*a*b*c^4*p*x^2-22560*a*b*c^4*q*x^2-21600*a*b*c^4*r *x^2-33520*a*b*c^4*x^3-14700*a*b*c^3*g^2*x^2-43920*a*b*c^3*g*p*x^2-29616*a*b*c^ 3*g*q*x^2-28560*a*b*c^3*g*r*x^2-45544*a*b*c^3*g*x^3-27088*a*b*c^3*p^2*x^2-43152 *a*b*c^3*p*q*x^2-35584*a*b*c^3*p*r*x^2-44088*a*b*c^3*p*x^3-12056*a*b*c^3*q^2*x^ 2-25472*a*b*c^3*q*r*x^2-44088*a*b*c^3*q*x^3-6000*a*b*c^3*r^2*x^2+5984*a*b*c^3*r *x^3-4146*a*b*c^2*g^3*x^2-20652*a*b*c^2*g^2*p*x^2-13704*a*b*c^2*g^2*q*x^2-13272 *a*b*c^2*g^2*r*x^2-21600*a*b*c^2*g^2*x^3-27312*a*b*c^2*g*p^2*x^2-43908*a*b*c^2* g*p*q*x^2-36292*a*b*c^2*g*p*r*x^2-46422*a*b*c^2*g*p*x^3-11790*a*b*c^2*g*q^2*x^2 -25676*a*b*c^2*g*q*r*x^2-46422*a*b*c^2*g*q*x^3-5880*a*b*c^2*g*r^2*x^2+6752*a*b* c^2*g*r*x^3-10000*a*b*c^2*p^3*x^2-28484*a*b*c^2*p^2*q*x^2-19706*a*b*c^2*p^2*r*x ^2-18450*a*b*c^2*p^2*x^3-18928*a*b*c^2*p*q^2*x^2-34416*a*b*c^2*p*q*r*x^2-47520* a*b*c^2*p*q*x^3-7248*a*b*c^2*p*r^2*x^2+9352*a*b*c^2*p*r*x^3-2636*a*b*c^2*q^3*x^ 2-9598*a*b*c^2*q^2*r*x^2-18450*a*b*c^2*q^2*x^3-4512*a*b*c^2*q*r^2*x^2+9352*a*b* c^2*q*r*x^3+9680*a*b*c^2*r^2*x^3-531*a*b*c*g^4*x^2-4026*a*b*c*g^3*p*x^2-2604*a* b*c*g^3*q*x^2-2508*a*b*c*g^3*r*x^2-4088*a*b*c*g^3*x^3-8711*a*b*c*g^2*p^2*x^2-\ 14124*a*b*c*g^2*p*q*x^2-11702*a*b*c*g^2*p*r*x^2-15273*a*b*c*g^2*p*x^3-3580*a*b* c*g^2*q^2*x^2-8050*a*b*c*g^2*q*r*x^2-15273*a*b*c*g^2*q*x^3-1740*a*b*c*g^2*r^2*x ^2+2816*a*b*c*g^2*r*x^3-6692*a*b*c*g*p^3*x^2-19880*a*b*c*g*p^2*q*x^2-13453*a*b* c*g*p^2*r*x^2-12819*a*b*c*g*p^2*x^3-12928*a*b*c*g*p*q^2*x^2-24336*a*b*c*g*p*q*r *x^2-35744*a*b*c*g*p*q*x^3-4984*a*b*c*g*p*r^2*x^2+6252*a*b*c*g*p*r*x^3-1624*a*b *c*g*q^3*x^2-6335*a*b*c*g*q^2*r*x^2-12819*a*b*c*g*q^2*x^3-3056*a*b*c*g*q*r^2*x^ 2+6252*a*b*c*g*q*r*x^3+6440*a*b*c*g*r^2*x^3-1602*a*b*c*p^4*x^2-7636*a*b*c*p^3*q *x^2-4180*a*b*c*p^3*r*x^2-2492*a*b*c*p^3*x^3-9018*a*b*c*p^2*q^2*x^2-14060*a*b*c *p^2*q*r*x^2-14844*a*b*c*p^2*q*x^3-2484*a*b*c*p^2*r^2*x^2+4748*a*b*c*p^2*r*x^3-\ 3176*a*b*c*p*q^3*x^2-9628*a*b*c*p*q^2*r*x^2-14844*a*b*c*p*q^2*x^3-4320*a*b*c*p* q*r^2*x^2+7824*a*b*c*p*q*r*x^3-160*a*b*c*p*r^3*x^2+6260*a*b*c*p*r^2*x^3-192*a*b *c*q^4*x^2-1220*a*b*c*q^3*r*x^2-2492*a*b*c*q^3*x^3-696*a*b*c*q^2*r^2*x^2+4748*a *b*c*q^2*r*x^3+160*a*b*c*q*r^3*x^2+6260*a*b*c*q*r^2*x^3-24*a*b*g^5*x^2-270*a*b* g^4*p*x^2-168*a*b*g^4*q*x^2-156*a*b*g^4*r*x^2-242*a*b*g^4*x^3-871*a*b*g^3*p^2*x ^2-1416*a*b*g^3*p*q*x^2-1182*a*b*g^3*p*r*x^2-1536*a*b*g^3*p*x^3-329*a*b*g^3*q^2 *x^2-762*a*b*g^3*q*r*x^2-1536*a*b*g^3*q*x^3-150*a*b*g^3*r^2*x^2+396*a*b*g^3*r*x ^3-1057*a*b*g^2*p^3*x^2-3312*a*b*g^2*p^2*q*x^2-2167*a*b*g^2*p^2*r*x^2-2016*a*b* g^2*p^2*x^3-2085*a*b*g^2*p*q^2*x^2-4104*a*b*g^2*p*q*r*x^2-6430*a*b*g^2*p*q*x^3-\ 804*a*b*g^2*p*r^2*x^2+1112*a*b*g^2*p*r*x^3-224*a*b*g^2*q^3*x^2-941*a*b*g^2*q^2* r*x^2-2016*a*b*g^2*q^2*x^3-456*a*b*g^2*q*r^2*x^2+1112*a*b*g^2*q*r*x^3+980*a*b*g ^2*r^2*x^3-509*a*b*g*p^4*x^2-2719*a*b*g*p^3*q*x^2-1363*a*b*g*p^3*r*x^2-728*a*b* g*p^3*x^3-3222*a*b*g*p^2*q^2*x^2-5143*a*b*g*p^2*q*r*x^2-5844*a*b*g*p^2*q*x^3-\ 836*a*b*g*p^2*r^2*x^2+1690*a*b*g*p^2*r*x^3-1055*a*b*g*p*q^3*x^2-3461*a*b*g*p*q^ 2*r*x^2-5844*a*b*g*p*q^2*x^3-1620*a*b*g*p*q*r^2*x^2+2256*a*b*g*p*q*r*x^3-60*a*b *g*p*r^3*x^2+2170*a*b*g*p*r^2*x^3-43*a*b*g*q^4*x^2-353*a*b*g*q^3*r*x^2-728*a*b* g*q^3*x^3-214*a*b*g*q^2*r^2*x^2+1690*a*b*g*q^2*r*x^3+60*a*b*g*q*r^3*x^2+2170*a* b*g*q*r^2*x^3-81*a*b*p^5*x^2-692*a*b*p^4*q*x^2-261*a*b*p^4*r*x^2-25*a*b*p^4*x^3 -1298*a*b*p^3*q^2*x^2-1714*a*b*p^3*q*r*x^2-1276*a*b*p^3*q*x^3-226*a*b*p^3*r^2*x ^2+674*a*b*p^3*r*x^3-844*a*b*p^2*q^3*x^2-2160*a*b*p^2*q^2*r*x^2-2502*a*b*p^2*q^ 2*x^3-900*a*b*p^2*q*r^2*x^2+1782*a*b*p^2*q*r*x^3-50*a*b*p^2*r^3*x^2+810*a*b*p^2 *r^2*x^3-157*a*b*p*q^4*x^2-734*a*b*p*q^3*r*x^2-1276*a*b*p*q^3*x^3-450*a*b*p*q^2 *r^2*x^2+1782*a*b*p*q^2*r*x^3+2340*a*b*p*q*r^2*x^3-27*a*b*q^4*r*x^2-25*a*b*q^4* x^3+16*a*b*q^3*r^2*x^2+674*a*b*q^3*r*x^3+50*a*b*q^2*r^3*x^2+810*a*b*q^2*r^2*x^3 -5696*a*c^6*x^2-11384*a*c^5*g*x^2-14432*a*c^5*p*x^2-10976*a*c^5*q*x^2-9936*a*c^ 5*r*x^2-12928*a*c^5*x^3-8948*a*c^4*g^2*x^2-24432*a*c^4*g*p*x^2-18512*a*c^4*g*q* x^2-16760*a*c^4*g*r*x^2-22152*a*c^4*g*x^3-13816*a*c^4*p^2*x^2-24736*a*c^4*p*q*x ^2-18936*a*c^4*p*r*x^2-19792*a*c^4*p*x^3-8056*a*c^4*q^2*x^2-15648*a*c^4*q*r*x^2 -22024*a*c^4*q*x^3-3584*a*c^4*r^2*x^2+3088*a*c^4*r*x^3-3482*a*c^3*g^3*x^2-15676 *a*c^3*g^2*p*x^2-11824*a*c^3*g^2*q*x^2-10648*a*c^3*g^2*r*x^2-14120*a*c^3*g^2*x^ 3-18792*a*c^3*g*p^2*x^2-34212*a*c^3*g*p*q*x^2-26024*a*c^3*g*p*r*x^2-27942*a*c^3 *g*p*x^3-10906*a*c^3*g*q^2*x^2-21436*a*c^3*g*q*r*x^2-31122*a*c^3*g*q*x^3-4768*a *c^3*g*r^2*x^2+4280*a*c^3*g*r*x^3-6216*a*c^3*p^3*x^2-20460*a*c^3*p^2*q*x^2-\ 12636*a*c^3*p^2*r*x^2-9686*a*c^3*p^2*x^3-15624*a*c^3*p*q^2*x^2-26136*a*c^3*p*q* r*x^2-29456*a*c^3*p*q*x^3-5024*a*c^3*p*r^2*x^2+6936*a*c^3*p*r*x^3-2772*a*c^3*q^ 3*x^2-8844*a*c^3*q^2*r*x^2-13418*a*c^3*q^2*x^3-4224*a*c^3*q*r^2*x^2+6376*a*c^3* q*r*x^3-80*a*c^3*r^3*x^2+6480*a*c^3*r^2*x^3-691*a*c^2*g^4*x^2-4692*a*c^2*g^3*p* x^2-3520*a*c^2*g^3*q*x^2-3114*a*c^2*g^3*r*x^2-4014*a*c^2*g^3*x^3-9078*a*c^2*g^2 *p^2*x^2-16922*a*c^2*g^2*p*q*x^2-12710*a*c^2*g^2*p*r*x^2-13767*a*c^2*g^2*p*x^3-\ 5227*a*c^2*g^2*q^2*x^2-10402*a*c^2*g^2*q*r*x^2-15549*a*c^2*g^2*q*x^3-2184*a*c^2 *g^2*r^2*x^2+2572*a*c^2*g^2*r*x^3-6175*a*c^2*g*p^3*x^2-21590*a*c^2*g*p^2*q*x^2-\ 12800*a*c^2*g*p^2*r*x^2-9978*a*c^2*g*p^2*x^3-16425*a*c^2*g*p*q^2*x^2-27814*a*c^ 2*g*p*q*r*x^2-32962*a*c^2*g*p*q*x^3-5072*a*c^2*g*p*r^2*x^2+6772*a*c^2*g*p*r*x^3 -2772*a*c^2*g*q^3*x^2-9096*a*c^2*g*q^2*r*x^2-14374*a*c^2*g*q^2*x^3-4336*a*c^2*g *q*r^2*x^2+6356*a*c^2*g*q*r*x^3-40*a*c^2*g*r^3*x^2+6540*a*c^2*g*r^2*x^3-1300*a* c^2*p^4*x^2-7708*a*c^2*p^3*q*x^2-3459*a*c^2*p^3*r*x^2-1341*a*c^2*p^3*x^3-10404* a*c^2*p^2*q^2*x^2-14832*a*c^2*p^2*q*r*x^2-12663*a*c^2*p^2*q*x^3-2124*a*c^2*p^2* r^2*x^2+5152*a*c^2*p^2*r*x^3-4432*a*c^2*p*q^3*x^2-12123*a*c^2*p*q^2*r*x^2-14715 *a*c^2*p*q^2*x^3-5352*a*c^2*p*q*r^2*x^2+8424*a*c^2*p*q*r*x^3-160*a*c^2*p*r^3*x^ 2+5760*a*c^2*p*r^2*x^3-436*a*c^2*q^4*x^2-2118*a*c^2*q^3*r*x^2-3393*a*c^2*q^3*x^ 3-1476*a*c^2*q^2*r^2*x^2+4556*a*c^2*q^2*r*x^3-40*a*c^2*q*r^3*x^2+6620*a*c^2*q*r ^2*x^3-64*a*c*g^5*x^2-641*a*c*g^4*p*x^2-478*a*c*g^4*q*x^2-403*a*c*g^4*r*x^2-460 *a*c*g^4*x^3-1818*a*c*g^3*p^2*x^2-3504*a*c*g^3*p*q*x^2-2574*a*c*g^3*p*r*x^2-\ 2698*a*c*g^3*p*x^3-1032*a*c*g^3*q^2*x^2-2076*a*c*g^3*q*r*x^2-3179*a*c*g^3*q*x^3 -392*a*c*g^3*r^2*x^2+774*a*c*g^3*r*x^3-1908*a*c*g^2*p^3*x^2-7274*a*c*g^2*p^2*q* x^2-4050*a*c*g^2*p^2*r*x^2-3040*a*c*g^2*p^2*x^3-5493*a*c*g^2*p*q^2*x^2-9458*a*c *g^2*p*q*r*x^2-11770*a*c*g^2*p*q*x^3-1596*a*c*g^2*p*r^2*x^2+2304*a*c*g^2*p*r*x^ 3-860*a*c*g^2*q^3*x^2-2911*a*c*g^2*q^2*r*x^2-4801*a*c*g^2*q^2*x^3-1368*a*c*g^2* q*r^2*x^2+2180*a*c*g^2*q*r*x^3+2010*a*c*g^2*r^2*x^3-754*a*c*g*p^4*x^2-5429*a*c* g*p^3*q*x^2-2057*a*c*g*p^3*r*x^2-553*a*c*g*p^3*x^3-7513*a*c*g*p^2*q^2*x^2-10660 *a*c*g*p^2*q*r*x^2-9669*a*c*g*p^2*q*x^3-1254*a*c*g*p^2*r^2*x^2+3672*a*c*g*p^2*r *x^3-3109*a*c*g*p*q^3*x^2-8797*a*c*g*p*q^2*r*x^2-11461*a*c*g*p*q^2*x^3-3876*a*c *g*p*q*r^2*x^2+5220*a*c*g*p*q*r*x^3-60*a*c*g*p*r^3*x^2+3900*a*c*g*p*r^2*x^3-271 *a*c*g*q^4*x^2-1410*a*c*g*q^3*r*x^2-2345*a*c*g*q^3*x^3-1014*a*c*g*q^2*r^2*x^2+ 3130*a*c*g*q^2*r*x^3-20*a*c*g*q*r^3*x^2+4670*a*c*g*q*r^2*x^3-99*a*c*p^5*x^2-\ 1312*a*c*p^4*q*x^2-321*a*c*p^4*r*x^2+139*a*c*p^4*x^3-2820*a*c*p^3*q^2*x^2-3372* a*c*p^3*q*r*x^2-1964*a*c*p^3*q*x^3-270*a*c*p^3*r^2*x^2+1350*a*c*p^3*r*x^3-2124* a*c*p^2*q^3*x^2-5022*a*c*p^2*q^2*r*x^2-4626*a*c*p^2*q^2*x^3-2004*a*c*p^2*q*r^2* x^2+3654*a*c*p^2*q*r*x^3-50*a*c*p^2*r^3*x^2+1350*a*c*p^2*r^2*x^3-541*a*c*p*q^4* x^2-2160*a*c*p*q^3*r*x^2-2804*a*c*p*q^3*x^3-1474*a*c*p*q^2*r^2*x^2+3630*a*c*p*q ^2*r*x^3-160*a*c*p*q*r^3*x^2+4500*a*c*p*q*r^2*x^3-24*a*c*q^5*x^2-189*a*c*q^4*r* x^2-281*a*c*q^4*x^3-128*a*c*q^3*r^2*x^2+1326*a*c*q^3*r*x^3+50*a*c*q^2*r^3*x^2+ 1970*a*c*q^2*r^2*x^3-2*a*g^6*x^2-31*a*g^5*p*x^2-23*a*g^5*q*x^2-17*a*g^5*r*x^2-\ 11*a*g^5*x^3-125*a*g^4*p^2*x^2-252*a*g^4*p*q*x^2-179*a*g^4*p*r*x^2-163*a*g^4*p* x^3-69*a*g^4*q^2*x^2-139*a*g^4*q*r*x^2-216*a*g^4*q*x^3-22*a*g^4*r^2*x^2+86*a*g^ 4*r*x^3-178*a*g^3*p^3*x^2-775*a*g^3*p^2*q*x^2-389*a*g^3*p^2*r*x^2-237*a*g^3*p^2 *x^3-577*a*g^3*p*q^2*x^2-1020*a*g^3*p*q*r*x^2-1328*a*g^3*p*q*x^3-154*a*g^3*p*r^ 2*x^2+290*a*g^3*p*r*x^3-80*a*g^3*q^3*x^2-280*a*g^3*q^2*r*x^2-485*a*g^3*q^2*x^3-\ 128*a*g^3*q*r^2*x^2+262*a*g^3*q*r*x^3+180*a*g^3*r^2*x^3-91*a*g^2*p^4*x^2-915*a* g^2*p^3*q*x^2-257*a*g^2*p^3*r*x^2+27*a*g^2*p^3*x^3-1304*a*g^2*p^2*q^2*x^2-1842* a*g^2*p^2*q*r*x^2-1764*a*g^2*p^2*q*x^3-154*a*g^2*p^2*r^2*x^2+674*a*g^2*p^2*r*x^ 3-517*a*g^2*p*q^3*x^2-1528*a*g^2*p*q^2*r*x^2-2147*a*g^2*p*q^2*x^3-672*a*g^2*p*q *r^2*x^2+756*a*g^2*p*q*r*x^3+600*a*g^2*p*r^2*x^3-37*a*g^2*q^4*x^2-209*a*g^2*q^3 *r*x^2-356*a*g^2*q^3*x^3-152*a*g^2*q^2*r^2*x^2+552*a*g^2*q^2*r*x^3+770*a*g^2*q* r^2*x^3-9*a*g*p^5*x^2-446*a*g*p^4*q*x^2-30*a*g*p^4*r*x^2+139*a*g*p^4*x^3-1039*a *g*p^3*q^2*x^2-1183*a*g*p^3*q*r*x^2-709*a*g*p^3*q*x^3-22*a*g*p^3*r^2*x^2+526*a* g*p^3*r*x^3-781*a*g*p^2*q^3*x^2-1890*a*g*p^2*q^2*r*x^2-1908*a*g*p^2*q^2*x^3-726 *a*g*p^2*q*r^2*x^2+1200*a*g*p^2*q*r*x^3+390*a*g*p^2*r^2*x^3-184*a*g*p*q^4*x^2-\ 791*a*g*p*q^3*r*x^2-1133*a*g*p*q^3*x^3-564*a*g*p*q^2*r^2*x^2+1152*a*g*p*q^2*r*x ^3-60*a*g*p*q*r^3*x^2+1680*a*g*p*q*r^2*x^3-5*a*g*q^5*x^2-54*a*g*q^4*r*x^2-73*a* g*q^4*x^3-38*a*g*q^3*r^2*x^2+478*a*g*q^3*r*x^3+20*a*g*q^2*r^3*x^2+700*a*g*q^2*r ^2*x^3-81*a*p^5*q*x^2+27*a*p^5*x^3-264*a*p^4*q^2*x^2-261*a*p^4*q*r*x^2-86*a*p^4 *q*x^3+96*a*p^4*r*x^3-306*a*p^3*q^3*x^2-633*a*p^3*q^2*r*x^2-417*a*p^3*q^2*x^3-\ 226*a*p^3*q*r^2*x^2+458*a*p^3*q*r*x^3+70*a*p^3*r^2*x^3-144*a*p^2*q^4*x^2-486*a* p^2*q^3*r*x^2-465*a*p^2*q^3*x^3-320*a*p^2*q^2*r^2*x^2+750*a*p^2*q^2*r*x^3-50*a* p^2*q*r^3*x^2+660*a*p^2*q*r^2*x^3-21*a*p*q^5*x^2-117*a*p*q^4*r*x^2-158*a*p*q^4* x^3-90*a*p*q^3*r^2*x^2+510*a*p*q^3*r*x^3+750*a*p*q^2*r^2*x^3-3*a*q^5*r*x^2+3*a* q^5*x^3+4*a*q^4*r^2*x^2+122*a*q^4*r*x^3+10*a*q^3*r^3*x^2+160*a*q^3*r^2*x^3+16*b ^6*x^3-144*b^5*c^2*x^2-72*b^5*c*g*x^2-184*b^5*c*p*x^2-88*b^5*c*r*x^2-496*b^5*c* x^3-8*b^5*g^2*x^2-48*b^5*g*p*x^2-24*b^5*g*r*x^2-112*b^5*g*x^3-56*b^5*p^2*x^2-40 *b^5*p*r*x^2-264*b^5*p*x^3+88*b^5*q*x^3+96*b^5*r*x^3-1072*b^4*c^3*x^2-944*b^4*c ^2*g*x^2-1784*b^4*c^2*p*x^2-464*b^4*c^2*q*x^2-912*b^4*c^2*r*x^2-3752*b^4*c^2*x^ 3-252*b^4*c*g^2*x^2-1100*b^4*c*g*p*x^2-232*b^4*c*g*q*x^2-572*b^4*c*g*r*x^2-2432 *b^4*c*g*x^3-928*b^4*c*p^2*x^2-640*b^4*c*p*q*x^2-900*b^4*c*p*r*x^2-3028*b^4*c*p *x^3-272*b^4*c*q*r*x^2-1152*b^4*c*q*x^3-80*b^4*c*r^2*x^2+416*b^4*c*r*x^3-20*b^4 *g^3*x^2-156*b^4*g^2*p*x^2-24*b^4*g^2*q*x^2-76*b^4*g^2*r*x^2-352*b^4*g^2*x^3-\ 300*b^4*g*p^2*x^2-168*b^4*g*p*q*x^2-300*b^4*g*p*r*x^2-1088*b^4*g*p*x^3-72*b^4*g *q*r*x^2-170*b^4*g*q*x^3-32*b^4*g*r^2*x^2+192*b^4*g*r*x^3-152*b^4*p^3*x^2-208*b ^4*p^2*q*x^2-228*b^4*p^2*r*x^2-576*b^4*p^2*x^3-128*b^4*p*q*r*x^2-748*b^4*p*q*x^ 3-16*b^4*p*r^2*x^2+112*b^4*p*r*x^3+180*b^4*q^2*x^3+336*b^4*q*r*x^3+80*b^4*r^2*x ^3-3312*b^3*c^4*x^2-4144*b^3*c^3*g*x^2-6752*b^3*c^3*p*x^2-2848*b^3*c^3*q*x^2-\ 3632*b^3*c^3*r*x^2-10848*b^3*c^3*x^3-1800*b^3*c^2*g^2*x^2-6588*b^3*c^2*g*p*x^2-\ 2552*b^3*c^2*g*q*x^2-3560*b^3*c^2*g*r*x^2-11212*b^3*c^2*g*x^3-4816*b^3*c^2*p^2* x^2-4992*b^3*c^2*p*q*x^2-5152*b^3*c^2*p*r*x^2-11936*b^3*c^2*p*x^3-580*b^3*c^2*q ^2*x^2-2332*b^3*c^2*q*r*x^2-7956*b^3*c^2*q*x^3-576*b^3*c^2*r^2*x^2+1328*b^3*c^2 *r*x^3-314*b^3*c*g^3*x^2-2012*b^3*c*g^2*p*x^2-684*b^3*c*g^2*q*x^2-1052*b^3*c*g^ 2*r*x^2-3576*b^3*c*g^2*x^3-3244*b^3*c*g*p^2*x^2-3148*b^3*c*g*p*q*x^2-3544*b^3*c *g*p*r*x^2-8718*b^3*c*g*p*x^3-286*b^3*c*g*q^2*x^2-1460*b^3*c*g*q*r*x^2-4994*b^3 *c*g*q*x^3-424*b^3*c*g*r^2*x^2+944*b^3*c*g*r*x^3-1426*b^3*c*p^3*x^2-2684*b^3*c* p^2*q*x^2-2326*b^3*c*p^2*r*x^2-4076*b^3*c*p^2*x^3-858*b^3*c*p*q^2*x^2-2380*b^3* c*p*q*r*x^2-7044*b^3*c*p*q*x^3-424*b^3*c*p*r^2*x^2+1336*b^3*c*p*r*x^3-314*b^3*c *q^2*r*x^2-806*b^3*c*q^2*x^3-144*b^3*c*q*r^2*x^2+1872*b^3*c*q*r*x^3+40*b^3*c*r^ 3*x^2+1280*b^3*c*r^2*x^3-18*b^3*g^4*x^2-188*b^3*g^3*p*x^2-52*b^3*g^3*q*x^2-86*b ^3*g^3*r*x^2-336*b^3*g^3*x^3-520*b^3*g^2*p^2*x^2-456*b^3*g^2*p*q*x^2-576*b^3*g^ 2*p*r*x^2-1528*b^3*g^2*p*x^3-26*b^3*g^2*q^2*x^2-188*b^3*g^2*q*r*x^2-661*b^3*g^2 *q*x^3-64*b^3*g^2*r^2*x^2+188*b^3*g^2*r*x^3-496*b^3*g*p^3*x^2-892*b^3*g*p^2*q*x ^2-832*b^3*g*p^2*r*x^2-1556*b^3*g*p^2*x^3-224*b^3*g*p*q^2*x^2-796*b^3*g*p*q*r*x ^2-2550*b^3*g*p*q*x^3-168*b^3*g*p*r^2*x^2+376*b^3*g*p*r*x^3-78*b^3*g*q^2*r*x^2+ 67*b^3*g*q^2*x^3-64*b^3*g*q*r^2*x^2+788*b^3*g*q*r*x^3+380*b^3*g*r^2*x^3-146*b^3 *p^4*x^2-444*b^3*p^3*q*x^2-326*b^3*p^3*r*x^2-406*b^3*p^3*x^3-298*b^3*p^2*q^2*x^ 2-624*b^3*p^2*q*r*x^2-1386*b^3*p^2*q*x^3-104*b^3*p^2*r^2*x^2+336*b^3*p^2*r*x^3-\ 158*b^3*p*q^2*r*x^2-798*b^3*p*q^2*x^3-16*b^3*p*q*r^2*x^2+568*b^3*p*q*r*x^3+40*b ^3*p*r^3*x^2+560*b^3*p*r^2*x^3+182*b^3*q^3*x^3+456*b^3*q^2*r*x^3+200*b^3*q*r^2* x^3-5328*b^2*c^5*x^2-8592*b^2*c^4*g*x^2-12800*b^2*c^4*p*x^2-6816*b^2*c^4*q*x^2-\ 7272*b^2*c^4*r*x^2-16280*b^2*c^4*x^3-5176*b^2*c^3*g^2*x^2-17024*b^2*c^3*g*p*x^2 -8736*b^2*c^3*g*q*x^2-9628*b^2*c^3*g*r*x^2-22572*b^2*c^3*g*x^3-11440*b^2*c^3*p^ 2*x^2-14440*b^2*c^3*p*q*x^2-13100*b^2*c^3*p*r*x^2-22844*b^2*c^3*p*x^3-2764*b^2* c^3*q^2*x^2-7300*b^2*c^3*q*r*x^2-18508*b^2*c^3*q*x^3-1712*b^2*c^3*r^2*x^2+2976* b^2*c^3*r*x^3-1424*b^2*c^2*g^3*x^2-8020*b^2*c^2*g^2*p*x^2-3880*b^2*c^2*g^2*q*x^ 2-4408*b^2*c^2*g^2*r*x^2-10912*b^2*c^2*g^2*x^3-11700*b^2*c^2*g*p^2*x^2-14484*b^ 2*c^2*g*p*q*x^2-13560*b^2*c^2*g*p*r*x^2-24724*b^2*c^2*g*p*x^3-2504*b^2*c^2*g*q^ 2*x^2-7244*b^2*c^2*g*q*r*x^2-19258*b^2*c^2*g*q*x^3-1800*b^2*c^2*g*r^2*x^2+2952* b^2*c^2*g*r*x^3-4742*b^2*c^2*p^3*x^2-10564*b^2*c^2*p^2*q*x^2-8236*b^2*c^2*p^2*r *x^2-10982*b^2*c^2*p^2*x^3-5078*b^2*c^2*p*q^2*x^2-10692*b^2*c^2*p*q*r*x^2-21852 *b^2*c^2*p*q*x^3-2104*b^2*c^2*p*r^2*x^2+4752*b^2*c^2*p*r*x^3-352*b^2*c^2*q^3*x^ 2-2132*b^2*c^2*q^2*r*x^2-5560*b^2*c^2*q^2*x^3-944*b^2*c^2*q*r^2*x^2+5208*b^2*c^ 2*q*r*x^3+120*b^2*c^2*r^3*x^2+4560*b^2*c^2*r^2*x^3-173*b^2*c*g^4*x^2-1560*b^2*c *g^3*p*x^2-684*b^2*c*g^3*q*x^2-788*b^2*c*g^3*r*x^2-2098*b^2*c*g^3*x^3-3800*b^2* c*g^2*p^2*x^2-4554*b^2*c*g^2*p*q*x^2-4428*b^2*c*g^2*p*r*x^2-8467*b^2*c*g^2*p*x^ 3-667*b^2*c*g^2*q^2*x^2-2148*b^2*c*g^2*q*r*x^2-6110*b^2*c*g^2*q*x^3-544*b^2*c*g ^2*r^2*x^2+1136*b^2*c*g^2*r*x^3-3295*b^2*c*g*p^3*x^2-7334*b^2*c*g*p^2*q*x^2-\ 5841*b^2*c*g*p^2*r*x^2-8130*b^2*c*g*p^2*x^3-3265*b^2*c*g*p*q^2*x^2-7506*b^2*c*g *p*q*r*x^2-16380*b^2*c*g*p*q*x^3-1560*b^2*c*g*p*r^2*x^2+2964*b^2*c*g*p*r*x^3-\ 168*b^2*c*g*q^3*x^2-1321*b^2*c*g*q^2*r*x^2-3197*b^2*c*g*q^2*x^3-728*b^2*c*g*q*r ^2*x^2+3608*b^2*c*g*q*r*x^3+40*b^2*c*g*r^3*x^2+3000*b^2*c*g*r^2*x^3-898*b^2*c*p ^4*x^2-3170*b^2*c*p^3*q*x^2-2105*b^2*c*p^3*r*x^2-2011*b^2*c*p^3*x^3-2826*b^2*c* p^2*q^2*x^2-4960*b^2*c*p^2*q*r*x^2-7749*b^2*c*p^2*q*x^3-892*b^2*c*p^2*r^2*x^2+ 2280*b^2*c*p^2*r*x^3-554*b^2*c*p*q^3*x^2-2285*b^2*c*p*q^2*r*x^2-5781*b^2*c*p*q^ 2*x^3-768*b^2*c*p*q*r^2*x^2+4008*b^2*c*p*q*r*x^3+120*b^2*c*p*r^3*x^2+3360*b^2*c *p*r^2*x^3-166*b^2*c*q^3*r*x^2-43*b^2*c*q^3*x^3-68*b^2*c*q^2*r^2*x^2+2564*b^2*c *q^2*r*x^3+80*b^2*c*q*r^3*x^2+2340*b^2*c*q*r^2*x^3-7*b^2*g^5*x^2-103*b^2*g^4*p* x^2-38*b^2*g^4*q*x^2-41*b^2*g^4*r*x^2-125*b^2*g^4*x^3-388*b^2*g^3*p^2*x^2-438*b ^2*g^3*p*q*x^2-448*b^2*g^3*p*r*x^2-905*b^2*g^3*p*x^3-47*b^2*g^3*q^2*x^2-170*b^2 *g^3*q*r*x^2-551*b^2*g^3*q*x^3-40*b^2*g^3*r^2*x^2+166*b^2*g^3*r*x^3-548*b^2*g^2 *p^3*x^2-1214*b^2*g^2*p^2*q*x^2-992*b^2*g^2*p^2*r*x^2-1429*b^2*g^2*p^2*x^3-481* b^2*g^2*p*q^2*x^2-1244*b^2*g^2*p*q*r*x^2-2946*b^2*g^2*p*q*x^3-272*b^2*g^2*p*r^2 *x^2+456*b^2*g^2*p*r*x^3-12*b^2*g^2*q^3*x^2-161*b^2*g^2*q^2*r*x^2-318*b^2*g^2*q ^2*x^3-112*b^2*g^2*q*r^2*x^2+664*b^2*g^2*q*r*x^3+450*b^2*g^2*r^2*x^3-315*b^2*g* p^4*x^2-1138*b^2*g*p^3*q*x^2-757*b^2*g*p^3*r*x^2-747*b^2*g*p^3*x^3-965*b^2*g*p^ 2*q^2*x^2-1822*b^2*g*p^2*q*r*x^2-3084*b^2*g*p^2*q*x^3-336*b^2*g*p^2*r^2*x^2+744 *b^2*g*p^2*r*x^3-142*b^2*g*p*q^3*x^2-765*b^2*g*p*q^2*r*x^2-2097*b^2*g*p*q^2*x^3 -312*b^2*g*p*q*r^2*x^2+1212*b^2*g*p*q*r*x^3+40*b^2*g*p*r^3*x^2+1200*b^2*g*p*r^2 *x^3-36*b^2*g*q^3*r*x^2+240*b^2*g*q^3*x^3-40*b^2*g*q^2*r^2*x^2+1030*b^2*g*q^2*r *x^3+690*b^2*g*q*r^2*x^3-60*b^2*p^5*x^2-326*b^2*p^4*q*x^2-177*b^2*p^4*r*x^2-99* b^2*p^4*x^3-472*b^2*p^3*q^2*x^2-704*b^2*p^3*q*r*x^2-787*b^2*p^3*q*x^3-116*b^2*p ^3*r^2*x^2+348*b^2*p^3*r*x^3-206*b^2*p^2*q^3*x^2-621*b^2*p^2*q^2*r*x^2-1179*b^2 *p^2*q^2*x^3-208*b^2*p^2*q*r^2*x^2+876*b^2*p^2*q*r*x^3+540*b^2*p^2*r^2*x^3-94*b ^2*p*q^3*r*x^2-393*b^2*p*q^3*x^3+12*b^2*p*q^2*r^2*x^2+828*b^2*p*q^2*r*x^3+80*b^ 2*p*q*r^3*x^2+1080*b^2*p*q*r^2*x^3+98*b^2*q^4*x^3+300*b^2*q^3*r*x^3+180*b^2*q^2 *r^2*x^3-4384*b*c^6*x^2-8680*b*c^5*g*x^2-12064*b*c^5*p*x^2-7456*b*c^5*q*x^2-\ 7344*b*c^5*r*x^2-12928*b*c^5*x^3-6724*b*c^4*g^2*x^2-20368*b*c^4*g*p*x^2-12384*b *c^4*g*q*x^2-12232*b*c^4*g*r*x^2-22152*b*c^4*g*x^3-12824*b*c^4*p^2*x^2-18464*b* c^4*p*q*x^2-15744*b*c^4*p*r*x^2-22024*b*c^4*p*x^3-4544*b*c^4*q^2*x^2-10152*b*c^ 4*q*r*x^2-19792*b*c^4*q*x^3-2416*b*c^4*r^2*x^2+3088*b*c^4*r*x^3-2554*b*c^3*g^3* x^2-13028*b*c^3*g^2*p*x^2-7712*b*c^3*g^2*q*x^2-7592*b*c^3*g^2*r*x^2-14120*b*c^3 *g^2*x^3-17600*b*c^3*g*p^2*x^2-25356*b*c^3*g*p*q*x^2-21668*b*c^3*g*p*r*x^2-\ 31122*b*c^3*g*p*x^3-5934*b*c^3*g*q^2*x^2-13720*b*c^3*g*q*r*x^2-27942*b*c^3*g*q* x^3-3272*b*c^3*g*r^2*x^2+4280*b*c^3*g*r*x^3-6696*b*c^3*p^3*x^2-16884*b*c^3*p^2* q*x^2-12396*b*c^3*p^2*r*x^2-13418*b*c^3*p^2*x^3-9960*b*c^3*p*q^2*x^2-18792*b*c^ 3*p*q*r*x^2-29456*b*c^3*p*q*x^3-3936*b*c^3*p*r^2*x^2+6376*b*c^3*p*r*x^3-1164*b* c^3*q^3*x^2-4716*b*c^3*q^2*r*x^2-9686*b*c^3*q^2*x^3-2176*b*c^3*q*r^2*x^2+6936*b *c^3*q*r*x^3+80*b*c^3*r^3*x^2+6480*b*c^3*r^2*x^3-485*b*c^2*g^4*x^2-3884*b*c^2*g ^3*p*x^2-2196*b*c^2*g^3*q*x^2-2118*b*c^2*g^3*r*x^2-4014*b*c^2*g^3*x^3-8624*b*c^ 2*g^2*p^2*x^2-12394*b*c^2*g^2*p*q*x^2-10598*b*c^2*g^2*p*r*x^2-15549*b*c^2*g^2*p *x^3-2679*b*c^2*g^2*q^2*x^2-6418*b*c^2*g^2*q*r*x^2-13767*b*c^2*g^2*q*x^3-1476*b *c^2*g^2*r^2*x^2+2572*b*c^2*g^2*r*x^3-6933*b*c^2*g*p^3*x^2-17868*b*c^2*g*p^2*q* x^2-12996*b*c^2*g*p^2*r*x^2-14374*b*c^2*g*p^2*x^3-10231*b*c^2*g*p*q^2*x^2-19994 *b*c^2*g*p*q*r*x^2-32962*b*c^2*g*p*q*x^3-4184*b*c^2*g*p*r^2*x^2+6356*b*c^2*g*p* r*x^3-1058*b*c^2*g*q^3*x^2-4708*b*c^2*g*q^2*r*x^2-9978*b*c^2*g*q^2*x^3-2368*b*c ^2*g*q*r^2*x^2+6772*b*c^2*g*q*r*x^3+40*b*c^2*g*r^3*x^2+6540*b*c^2*g*r^2*x^3-\ 1778*b*c^2*p^4*x^2-7124*b*c^2*p^3*q*x^2-4398*b*c^2*p^3*r*x^2-3393*b*c^2*p^3*x^3 -7470*b*c^2*p^2*q^2*x^2-12105*b*c^2*p^2*q*r*x^2-14715*b*c^2*p^2*q*x^3-2244*b*c^ 2*p^2*r^2*x^2+4556*b*c^2*p^2*r*x^3-2228*b*c^2*p*q^3*x^2-7164*b*c^2*p*q^2*r*x^2-\ 12663*b*c^2*p*q^2*x^3-2928*b*c^2*p*q*r^2*x^2+8424*b*c^2*p*q*r*x^3+40*b*c^2*p*r^ 3*x^2+6620*b*c^2*p*r^2*x^3-104*b*c^2*q^4*x^2-825*b*c^2*q^3*r*x^2-1341*b*c^2*q^3 *x^3-456*b*c^2*q^2*r^2*x^2+5152*b*c^2*q^2*r*x^3+160*b*c^2*q*r^3*x^2+5760*b*c^2* q*r^2*x^3-41*b*c*g^5*x^2-527*b*c*g^4*p*x^2-274*b*c*g^4*q*x^2-245*b*c*g^4*r*x^2-\ 460*b*c*g^4*x^3-1767*b*c*g^3*p^2*x^2-2514*b*c*g^3*p*q*x^2-2148*b*c*g^3*p*r*x^2-\ 3179*b*c*g^3*p*x^3-474*b*c*g^3*q^2*x^2-1170*b*c*g^3*q*r*x^2-2698*b*c*g^3*q*x^3-\ 238*b*c*g^3*r^2*x^2+774*b*c*g^3*r*x^3-2278*b*c*g^2*p^3*x^2-6036*b*c*g^2*p^2*q*x ^2-4325*b*c*g^2*p^2*r*x^2-4801*b*c*g^2*p^2*x^3-3301*b*c*g^2*p*q^2*x^2-6742*b*c* g^2*p*q*r*x^2-11770*b*c*g^2*p*q*x^3-1392*b*c*g^2*p*r^2*x^2+2180*b*c*g^2*p*r*x^3 -276*b*c*g^2*q^3*x^2-1386*b*c*g^2*q^2*r*x^2-3040*b*c*g^2*q^2*x^3-744*b*c*g^2*q* r^2*x^2+2304*b*c*g^2*q*r*x^3+2010*b*c*g^2*r^2*x^3-1211*b*c*g*p^4*x^2-5135*b*c*g *p^3*q*x^2-3054*b*c*g*p^3*r*x^2-2345*b*c*g*p^3*x^3-5330*b*c*g*p^2*q^2*x^2-8879* b*c*g*p^2*q*r*x^2-11461*b*c*g*p^2*q*x^3-1596*b*c*g*p^2*r^2*x^2+3130*b*c*g*p^2*r *x^3-1453*b*c*g*p*q^3*x^2-5108*b*c*g*p*q^2*r*x^2-9669*b*c*g*p*q^2*x^3-2244*b*c* g*p*q*r^2*x^2+5220*b*c*g*p*q*r*x^3+20*b*c*g*p*r^3*x^2+4670*b*c*g*p*r^2*x^3-47*b *c*g*q^4*x^2-499*b*c*g*q^3*r*x^2-553*b*c*g*q^3*x^3-366*b*c*g*q^2*r^2*x^2+3672*b *c*g*q^2*r*x^3+60*b*c*g*q*r^3*x^2+3900*b*c*g*q*r^2*x^3-219*b*c*p^5*x^2-1376*b*c *p^4*q*x^2-675*b*c*p^4*r*x^2-281*b*c*p^4*x^3-2268*b*c*p^3*q^2*x^2-3168*b*c*p^3* q*r*x^2-2804*b*c*p^3*q*x^3-502*b*c*p^3*r^2*x^2+1326*b*c*p^3*r*x^3-1284*b*c*p^2* q^3*x^2-3402*b*c*p^2*q^2*r*x^2-4626*b*c*p^2*q^2*x^3-1316*b*c*p^2*q*r^2*x^2+3630 *b*c*p^2*q*r*x^3-50*b*c*p^2*r^3*x^2+1970*b*c*p^2*r^2*x^3-173*b*c*p*q^4*x^2-948* b*c*p*q^3*r*x^2-1964*b*c*p*q^3*x^3-426*b*c*p*q^2*r^2*x^2+3654*b*c*p*q^2*r*x^3+ 160*b*c*p*q*r^3*x^2+4500*b*c*p*q*r^2*x^3-39*b*c*q^4*r*x^2+139*b*c*q^4*x^3+1350* b*c*q^3*r*x^3+50*b*c*q^2*r^3*x^2+1350*b*c*q^2*r^2*x^3-b*g^6*x^2-25*b*g^5*p*x^2-\ 11*b*g^5*q*x^2-7*b*g^5*r*x^2-11*b*g^5*x^3-126*b*g^4*p^2*x^2-174*b*g^4*p*q*x^2-\ 149*b*g^4*p*r*x^2-216*b*g^4*p*x^3-25*b*g^4*q^2*x^2-61*b*g^4*q*r*x^2-163*b*g^4*q *x^3-8*b*g^4*r^2*x^2+86*b*g^4*r*x^3-235*b*g^3*p^3*x^2-644*b*g^3*p^2*q*x^2-452*b *g^3*p^2*r*x^2-485*b*g^3*p^2*x^3-326*b*g^3*p*q^2*x^2-708*b*g^3*p*q*r*x^2-1328*b *g^3*p*q*x^3-142*b*g^3*p*r^2*x^2+262*b*g^3*p*r*x^3-17*b*g^3*q^3*x^2-103*b*g^3*q ^2*r*x^2-237*b*g^3*q^2*x^3-56*b*g^3*q*r^2*x^2+290*b*g^3*q*r*x^3+180*b*g^3*r^2*x ^3-194*b*g^2*p^4*x^2-890*b*g^2*p^3*q*x^2-499*b*g^2*p^3*r*x^2-356*b*g^2*p^3*x^3-\ 910*b*g^2*p^2*q^2*x^2-1568*b*g^2*p^2*q*r*x^2-2147*b*g^2*p^2*q*x^3-268*b*g^2*p^2 *r^2*x^2+552*b*g^2*p^2*r*x^3-216*b*g^2*p*q^3*x^2-858*b*g^2*p*q^2*r*x^2-1764*b*g ^2*p*q^2*x^3-408*b*g^2*p*q*r^2*x^2+756*b*g^2*p*q*r*x^3+770*b*g^2*p*r^2*x^3-2*b* g^2*q^4*x^2-55*b*g^2*q^3*r*x^2+27*b*g^2*q^3*x^3-56*b*g^2*q^2*r^2*x^2+674*b*g^2* q^2*r*x^3+600*b*g^2*q*r^2*x^3-70*b*g*p^5*x^2-503*b*g*p^4*q*x^2-222*b*g*p^4*r*x^ 2-73*b*g*p^4*x^3-839*b*g*p^3*q^2*x^2-1189*b*g*p^3*q*r*x^2-1133*b*g*p^3*q*x^3-\ 172*b*g*p^3*r^2*x^2+478*b*g*p^3*r*x^3-449*b*g*p^2*q^3*x^2-1278*b*g*p^2*q^2*r*x^ 2-1908*b*g*p^2*q^2*x^3-516*b*g*p^2*q*r^2*x^2+1152*b*g*p^2*q*r*x^3-20*b*g*p^2*r^ 3*x^2+700*b*g*p^2*r^2*x^3-43*b*g*p*q^4*x^2-317*b*g*p*q^3*r*x^2-709*b*g*p*q^3*x^ 3-174*b*g*p*q^2*r^2*x^2+1200*b*g*p*q^2*r*x^3+60*b*g*p*q*r^3*x^2+1680*b*g*p*q*r^ 2*x^3-6*b*g*q^4*r*x^2+139*b*g*q^4*x^3-8*b*g*q^3*r^2*x^2+526*b*g*q^3*r*x^3+390*b *g*q^2*r^2*x^3-9*b*p^6*x^2-96*b*p^5*q*x^2-33*b*p^5*r*x^2+3*b*p^5*x^3-234*b*p^4* q^2*x^2-279*b*p^4*q*r*x^2-158*b*p^4*q*x^3-34*b*p^4*r^2*x^2+122*b*p^4*r*x^3-216* b*p^3*q^3*x^2-486*b*p^3*q^2*r*x^2-465*b*p^3*q^2*x^3-180*b*p^3*q*r^2*x^2+510*b*p ^3*q*r*x^3-10*b*p^3*r^3*x^2+160*b*p^3*r^2*x^3-69*b*p^2*q^4*x^2-267*b*p^2*q^3*r* x^2-417*b*p^2*q^3*x^3-130*b*p^2*q^2*r^2*x^2+750*b*p^2*q^2*r*x^3+750*b*p^2*q*r^2 *x^3-27*b*p*q^4*r*x^2-86*b*p*q^4*x^3+16*b*p*q^3*r^2*x^2+458*b*p*q^3*r*x^3+50*b* p*q^2*r^3*x^2+660*b*p*q^2*r^2*x^3+27*b*q^5*x^3+96*b*q^4*r*x^3+70*b*q^3*r^2*x^3-\ 1440*c^7*x^2-3408*c^6*g*x^2-4416*c^6*p*x^2-3072*c^6*q*x^2-2880*c^6*r*x^2-4224*c ^6*x^3-3264*c^5*g^2*x^2-9120*c^5*g*p*x^2-6288*c^5*g*q*x^2-5856*c^5*g*r*x^2-8672 *c^5*g*x^3-5328*c^5*p^2*x^2-8640*c^5*p*q*x^2-6936*c^5*p*r*x^2-8184*c^5*p*x^3-\ 2520*c^5*q^2*x^2-5160*c^5*q*r*x^2-8184*c^5*q*x^3-1200*c^5*r^2*x^2+1312*c^5*r*x^ 3-1608*c^4*g^3*x^2-7456*c^4*g^2*p*x^2-5072*c^4*g^2*q*x^2-4656*c^4*g^2*r*x^2-\ 6896*c^4*g^2*x^3-9264*c^4*g*p^2*x^2-15120*c^4*g*p*q*x^2-12072*c^4*g*p*r*x^2-\ 14452*c^4*g*p*x^3-4284*c^4*g*q^2*x^2-8856*c^4*g*q*r*x^2-14452*c^4*g*q*x^3-2040* c^4*g*r^2*x^2+2224*c^4*g*r*x^3-3228*c^4*p^3*x^2-9336*c^4*p^2*q*x^2-6258*c^4*p^2 *r*x^2-5616*c^4*p^2*x^3-6396*c^4*p*q^2*x^2-11232*c^4*p*q*r*x^2-14424*c^4*p*q*x^ 3-2240*c^4*p*r^2*x^2+3472*c^4*p*r*x^3-984*c^4*q^3*x^2-3390*c^4*q^2*r*x^2-5616*c ^4*q^2*x^3-1600*c^4*q*r^2*x^2+3472*c^4*q*r*x^3+3280*c^4*r^2*x^3-426*c^3*g^4*x^2 -3040*c^3*g^3*p*x^2-2024*c^3*g^3*q*x^2-1800*c^3*g^3*r*x^2-2600*c^3*g^3*x^3-6136 *c^3*g^2*p^2*x^2-10104*c^3*g^2*p*q*x^2-7978*c^3*g^2*p*r*x^2-9574*c^3*g^2*p*x^3-\ 2738*c^3*g^2*q^2*x^2-5702*c^3*g^2*q*r*x^2-9574*c^3*g^2*q*x^3-1260*c^3*g^2*r^2*x ^2+1736*c^3*g^2*r*x^3-4470*c^3*g*p^3*x^2-13326*c^3*g*p^2*q*x^2-8767*c^3*g*p^2*r *x^2-7996*c^3*g*p^2*x^3-9018*c^3*g*p*q^2*x^2-16032*c^3*g*p*q*r*x^2-21360*c^3*g* p*q*x^3-3144*c^3*g*p*r^2*x^2+4544*c^3*g*p*r*x^3-1302*c^3*g*q^3*x^2-4649*c^3*g*q ^2*r*x^2-7996*c^3*g*q^2*x^3-2256*c^3*g*q*r^2*x^2+4544*c^3*g*q*r*x^3+4480*c^3*g* r^2*x^3-1026*c^3*p^4*x^2-4944*c^3*p^3*q*x^2-2619*c^3*p^3*r*x^2-1494*c^3*p^3*x^3 -5958*c^3*p^2*q^2*x^2-8979*c^3*p^2*q*r*x^2-8922*c^3*p^2*q*x^3-1456*c^3*p^2*r^2* x^2+3380*c^3*p^2*r*x^3-2220*c^3*p*q^3*x^2-6429*c^3*p*q^2*r*x^2-8922*c^3*p*q^2*x ^3-2760*c^3*p*q*r^2*x^2+5744*c^3*p*q*r*x^3-40*c^3*p*r^3*x^2+4180*c^3*p*r^2*x^3-\ 180*c^3*q^4*x^2-981*c^3*q^3*r*x^2-1494*c^3*q^3*x^3-644*c^3*q^2*r^2*x^2+3380*c^3 *q^2*r*x^3+40*c^3*q*r^3*x^2+4180*c^3*q*r^2*x^3-57*c^2*g^5*x^2-636*c^2*g^4*p*x^2 -408*c^2*g^4*q*x^2-336*c^2*g^4*r*x^2-436*c^2*g^4*x^3-1908*c^2*g^3*p^2*x^2-3180* c^2*g^3*p*q*x^2-2460*c^2*g^3*p*r*x^2-2879*c^2*g^3*p*x^3-801*c^2*g^3*q^2*x^2-\ 1668*c^2*g^3*q*r*x^2-2879*c^2*g^3*q*x^3-330*c^2*g^3*r^2*x^2+788*c^2*g^3*r*x^3-\ 2200*c^2*g^2*p^3*x^2-6851*c^2*g^2*p^2*q*x^2-4373*c^2*g^2*p^2*r*x^2-3944*c^2*g^2 *p^2*x^3-4546*c^2*g^2*p*q^2*x^2-8208*c^2*g^2*p*q*r*x^2-11358*c^2*g^2*p*q*x^3-\ 1560*c^2*g^2*p*r^2*x^2+2288*c^2*g^2*p*r*x^3-593*c^2*g^2*q^3*x^2-2203*c^2*g^2*q^ 2*r*x^2-3944*c^2*g^2*q^2*x^3-1080*c^2*g^2*q*r^2*x^2+2288*c^2*g^2*q*r*x^3+2100*c ^2*g^2*r^2*x^3-1022*c^2*g*p^4*x^2-5350*c^2*g*p^3*q*x^2-2657*c^2*g*p^3*r*x^2-\ 1471*c^2*g*p^3*x^3-6489*c^2*g*p^2*q^2*x^2-9827*c^2*g*p^2*q*r*x^2-10239*c^2*g*p^ 2*q*x^3-1480*c^2*g*p^2*r^2*x^2+3482*c^2*g*p^2*r*x^3-2324*c^2*g*p*q^3*x^2-6985*c ^2*g*p*q^2*r*x^2-10239*c^2*g*p*q^2*x^3-3060*c^2*g*p*q*r^2*x^2+5520*c^2*g*p*q*r* x^3-20*c^2*g*p*r^3*x^2+4410*c^2*g*p*r^2*x^3-163*c^2*g*q^4*x^2-979*c^2*g*q^3*r*x ^2-1471*c^2*g*q^3*x^3-710*c^2*g*q^2*r^2*x^2+3482*c^2*g*q^2*r*x^3+20*c^2*g*q*r^3 *x^2+4410*c^2*g*q*r^2*x^3-159*c^2*p^5*x^2-1344*c^2*p^4*q*x^2-498*c^2*p^4*r*x^2-\ 42*c^2*p^4*x^3-2544*c^2*p^3*q^2*x^2-3270*c^2*p^3*q*r*x^2-2310*c^2*p^3*q*x^3-386 *c^2*p^3*r^2*x^2+1422*c^2*p^3*r*x^3-1704*c^2*p^2*q^3*x^2-4212*c^2*p^2*q^2*r*x^2 -4536*c^2*p^2*q^2*x^3-1660*c^2*p^2*q*r^2*x^2+3702*c^2*p^2*q*r*x^3-50*c^2*p^2*r^ 3*x^2+1710*c^2*p^2*r^2*x^3-357*c^2*p*q^4*x^2-1554*c^2*p*q^3*r*x^2-2310*c^2*p*q^ 3*x^3-950*c^2*p*q^2*r^2*x^2+3702*c^2*p*q^2*r*x^3+4500*c^2*p*q*r^2*x^3-12*c^2*q^ 5*x^2-114*c^2*q^4*r*x^2-42*c^2*q^4*x^3-64*c^2*q^3*r^2*x^2+1422*c^2*q^3*r*x^3+50 *c^2*q^2*r^3*x^2+1710*c^2*q^2*r^2*x^3-3*c*g^6*x^2-62*c*g^5*p*x^2-37*c*g^5*q*x^2 -24*c*g^5*r*x^2-16*c*g^5*x^3-273*c*g^4*p^2*x^2-462*c*g^4*p*q*x^2-345*c*g^4*p*r* x^2-367*c*g^4*p*x^3-102*c*g^4*q^2*x^2-207*c*g^4*q*r*x^2-367*c*g^4*q*x^3-30*c*g^ 4*r^2*x^2+188*c*g^4*r*x^3-448*c*g^3*p^3*x^2-1489*c*g^3*p^2*q*x^2-905*c*g^3*p^2* r*x^2-757*c*g^3*p^2*x^3-956*c*g^3*p*q^2*x^2-1764*c*g^3*p*q*r*x^2-2538*c*g^3*p*q *x^3-318*c*g^3*p*r^2*x^2+550*c*g^3*p*r*x^3-104*c*g^3*q^3*x^2-403*c*g^3*q^2*r*x^ 2-757*c*g^3*q^2*x^3-192*c*g^3*q*r^2*x^2+550*c*g^3*q*r*x^3+380*c*g^3*r^2*x^3-313 *c*g^2*p^4*x^2-1857*c*g^2*p^3*q*x^2-833*c*g^2*p^3*r*x^2-393*c*g^2*p^3*x^3-2268* c*g^2*p^2*q^2*x^2-3456*c*g^2*p^2*q*r*x^2-3762*c*g^2*p^2*q*x^3-466*c*g^2*p^2*r^2 *x^2+1210*c*g^2*p^2*r*x^3-765*c*g^2*p*q^3*x^2-2412*c*g^2*p*q^2*r*x^2-3762*c*g^2 *p*q^2*x^3-1080*c*g^2*p*q*r^2*x^2+1680*c*g^2*p*q*r*x^3+1440*c*g^2*p*r^2*x^3-41* c*g^2*q^4*x^2-283*c*g^2*q^3*r*x^2-393*c*g^2*q^3*x^3-224*c*g^2*q^2*r^2*x^2+1210* c*g^2*q^2*r*x^3+1440*c*g^2*q*r^2*x^3-88*c*g*p^5*x^2-965*c*g*p^4*q*x^2-282*c*g*p ^4*r*x^2+49*c*g*p^4*x^3-1891*c*g*p^3*q^2*x^2-2395*c*g*p^3*q*r*x^2-1787*c*g*p^3* q*x^3-216*c*g*p^3*r^2*x^2+1034*c*g*p^3*r*x^3-1244*c*g*p^2*q^3*x^2-3168*c*g*p^2* q^2*r*x^2-3672*c*g*p^2*q^2*x^3-1242*c*g*p^2*q*r^2*x^2+2448*c*g*p^2*q*r*x^3-20*c *g*p^2*r^3*x^2+1170*c*g*p^2*r^2*x^3-235*c*g*p*q^4*x^2-1121*c*g*p*q^3*r*x^2-1787 *c*g*p*q^3*x^3-738*c*g*p*q^2*r^2*x^2+2448*c*g*p*q^2*r*x^3+3360*c*g*p*q*r^2*x^3-\ 5*c*g*q^5*x^2-66*c*g*q^4*r*x^2+49*c*g*q^4*x^3-54*c*g*q^3*r^2*x^2+1034*c*g*q^3*r *x^3+20*c*g*q^2*r^3*x^2+1170*c*g*q^2*r^2*x^3-9*c*p^6*x^2-177*c*p^5*q*x^2-33*c*p ^5*r*x^2+36*c*p^5*x^3-498*c*p^4*q^2*x^2-540*c*p^4*q*r*x^2-228*c*p^4*q*x^3-34*c* p^4*r^2*x^2+242*c*p^4*r*x^3-522*c*p^3*q^3*x^2-1119*c*p^3*q^2*r*x^2-864*c*p^3*q^ 2*x^3-406*c*p^3*q*r^2*x^2+992*c*p^3*q*r*x^3-10*c*p^3*r^3*x^2+250*c*p^3*r^2*x^3-\ 213*c*p^2*q^4*x^2-753*c*p^2*q^3*r*x^2-864*c*p^2*q^3*x^3-450*c*p^2*q^2*r^2*x^2+ 1500*c*p^2*q^2*r*x^3-50*c*p^2*q*r^3*x^2+1410*c*p^2*q*r^2*x^3-21*c*p*q^5*x^2-144 *c*p*q^4*r*x^2-228*c*p*q^4*x^3-74*c*p*q^3*r^2*x^2+992*c*p*q^3*r*x^3+50*c*p*q^2* r^3*x^2+1410*c*p*q^2*r^2*x^3-3*c*q^5*r*x^2+36*c*q^5*x^3+4*c*q^4*r^2*x^2+242*c*q ^4*r*x^3+10*c*q^3*r^3*x^2+250*c*q^3*r^2*x^3-2*g^6*p*x^2-g^6*q*x^2+2*g^6*x^3-14* g^5*p^2*x^2-24*g^5*p*q*x^2-17*g^5*p*r*x^2-13*g^5*p*x^3-4*g^5*q^2*x^2-7*g^5*q*r* x^2-13*g^5*q*x^3+16*g^5*r*x^3-31*g^4*p^3*x^2-114*g^4*p^2*q*x^2-64*g^4*p^2*r*x^2 -41*g^4*p^2*x^3-69*g^4*p*q^2*x^2-132*g^4*p*q*r*x^2-198*g^4*p*q*x^3-22*g^4*p*r^2 *x^2+54*g^4*p*r*x^3-5*g^4*q^3*x^2-20*g^4*q^2*r*x^2-41*g^4*q^2*x^3-8*g^4*q*r^2*x ^2+54*g^4*q*r*x^3+20*g^4*r^2*x^3-28*g^3*p^4*x^2-205*g^3*p^3*q*x^2-77*g^3*p^3*r* x^2-16*g^3*p^3*x^3-252*g^3*p^2*q^2*x^2-388*g^3*p^2*q*r*x^2-438*g^3*p^2*q*x^3-44 *g^3*p^2*r^2*x^2+148*g^3*p^2*r*x^3-77*g^3*p*q^3*x^2-260*g^3*p*q^2*r*x^2-438*g^3 *p*q^2*x^3-120*g^3*p*q*r^2*x^2+160*g^3*p*q*r*x^3+140*g^3*p*r^2*x^3-2*g^3*q^4*x^ 2-19*g^3*q^3*r*x^2-16*g^3*q^3*x^3-16*g^3*q^2*r^2*x^2+148*g^3*q^2*r*x^3+140*g^3* q*r^2*x^3-9*g^2*p^5*x^2-166*g^2*p^4*q*x^2-30*g^2*p^4*r*x^2+32*g^2*p^4*x^3-340*g ^2*p^3*q^2*x^2-422*g^2*p^3*q*r*x^2-328*g^2*p^3*q*x^3-22*g^2*p^3*r^2*x^2+190*g^2 *p^3*r*x^3-218*g^2*p^2*q^3*x^2-576*g^2*p^2*q^2*r*x^2-720*g^2*p^2*q^2*x^3-224*g^ 2*p^2*q*r^2*x^2+384*g^2*p^2*q*r*x^3+180*g^2*p^2*r^2*x^3-35*g^2*p*q^4*x^2-190*g^ 2*p*q^3*r*x^2-328*g^2*p*q^3*x^3-136*g^2*p*q^2*r^2*x^2+384*g^2*p*q^2*r*x^3+600*g ^2*p*q*r^2*x^3-6*g^2*q^4*r*x^2+32*g^2*q^4*x^3-8*g^2*q^3*r^2*x^2+190*g^2*q^3*r*x ^3+180*g^2*q^2*r^2*x^3-61*g*p^5*q*x^2+25*g*p^5*x^3-188*g*p^4*q^2*x^2-192*g*p^4* q*r*x^2-81*g*p^4*q*x^3+92*g*p^4*r*x^3-198*g*p^3*q^3*x^2-432*g*p^3*q^2*r*x^2-368 *g*p^3*q^2*x^3-150*g*p^3*q*r^2*x^2+344*g*p^3*q*r*x^3+70*g*p^3*r^2*x^3-76*g*p^2* q^4*x^2-288*g*p^2*q^3*r*x^2-368*g*p^2*q^3*x^3-180*g*p^2*q^2*r^2*x^2+504*g*p^2*q ^2*r*x^3-20*g*p^2*q*r^3*x^2+540*g*p^2*q*r^2*x^3-5*g*p*q^5*x^2-48*g*p*q^4*r*x^2-\ 81*g*p*q^4*x^3-30*g*p*q^3*r^2*x^2+344*g*p*q^3*r*x^3+20*g*p*q^2*r^3*x^2+540*g*p* q^2*r^2*x^3+25*g*q^5*x^3+92*g*q^4*r*x^3+70*g*q^3*r^2*x^3-9*p^6*q*x^2+3*p^6*x^3-\ 36*p^5*q^2*x^2-33*p^5*q*r*x^2-6*p^5*q*x^3+12*p^5*r*x^3-54*p^4*q^3*x^2-102*p^4*q ^2*r*x^2-51*p^4*q^2*x^3-34*p^4*q*r^2*x^2+86*p^4*q*r*x^3+10*p^4*r^2*x^3-36*p^3*q ^4*x^2-108*p^3*q^3*r*x^2-84*p^3*q^3*x^3-64*p^3*q^2*r^2*x^2+198*p^3*q^2*r*x^3-10 *p^3*q*r^3*x^2+130*p^3*q*r^2*x^3-9*p^2*q^5*x^2-42*p^2*q^4*r*x^2-51*p^2*q^4*x^3-\ 26*p^2*q^3*r^2*x^2+198*p^2*q^3*r*x^3+240*p^2*q^2*r^2*x^3-3*p*q^5*r*x^2-6*p*q^5* x^3+4*p*q^4*r^2*x^2+86*p*q^4*r*x^3+10*p*q^3*r^3*x^2+130*p*q^3*r^2*x^3+3*q^6*x^3 +12*q^5*r*x^3+10*q^4*r^2*x^3+48*a^6*b*x+96*a^6*c*x+24*a^6*g*x+48*a^6*q*x-48*a^6 *x^2+144*a^5*b^2*x+688*a^5*b*c*x+208*a^5*b*g*x+264*a^5*b*p*x+248*a^5*b*q*x+208* a^5*b*r*x+528*a^5*b*x^2+816*a^5*c^2*x+480*a^5*c*g*x+504*a^5*c*p*x+616*a^5*c*q*x +400*a^5*c*r*x+976*a^5*c*x^2+68*a^5*g^2*x+120*a^5*g*p*x+192*a^5*g*q*x+96*a^5*g* r*x+208*a^5*g*x^2+264*a^5*p*q*x-264*a^5*p*x^2+104*a^5*q^2*x+208*a^5*q*r*x+560*a ^5*q*x^2-248*a^5*r*x^2-336*a^5*x^3+144*a^4*b^3*x+1280*a^4*b^2*c*x+392*a^4*b^2*g *x+688*a^4*b^2*p*x+352*a^4*b^2*q*x+496*a^4*b^2*r*x+2112*a^4*b^2*x^2+3408*a^4*b* c^2*x+2104*a^4*b*c*g*x+3128*a^4*b*c*p*x+2120*a^4*b*c*q*x+2312*a^4*b*c*r*x+7512* a^4*b*c*x^2+308*a^4*b*g^2*x+980*a^4*b*g*p*x+676*a^4*b*g*q*x+744*a^4*b*g*r*x+ 2496*a^4*b*g*x^2+540*a^4*b*p^2*x+1136*a^4*b*p*q*x+752*a^4*b*p*r*x+1244*a^4*b*p* x^2+276*a^4*b*q^2*x+796*a^4*b*q*r*x+3084*a^4*b*q*x^2+192*a^4*b*r^2*x-572*a^4*b* r*x^2-2140*a^4*b*x^3+2848*a^4*c^3*x+2672*a^4*c^2*g*x+3464*a^4*c^2*p*x+2808*a^4* c^2*q*x+2584*a^4*c^2*r*x+7288*a^4*c^2*x^2+792*a^4*c*g^2*x+2092*a^4*c*g*p*x+1820 *a^4*c*g*q*x+1600*a^4*c*g*r*x+4776*a^4*c*g*x^2+960*a^4*c*p^2*x+2680*a^4*c*p*q*x +1328*a^4*c*p*r*x+1880*a^4*c*p*x^2+828*a^4*c*q^2*x+1924*a^4*c*q*r*x+5684*a^4*c* q*x^2+312*a^4*c*r^2*x-1388*a^4*c*r*x^2-3680*a^4*c*x^3+74*a^4*g^3*x+300*a^4*g^2* p*x+280*a^4*g^2*q*x+236*a^4*g^2*r*x+708*a^4*g^2*x^2+210*a^4*g*p^2*x+876*a^4*g*p *q*x+288*a^4*g*p*r*x+158*a^4*g*p*x^2+276*a^4*g*q^2*x+648*a^4*g*q*r*x+2096*a^4*g *q*x^2+60*a^4*g*r^2*x-596*a^4*g*r*x^2-1262*a^4*g*x^3+540*a^4*p^2*q*x-540*a^4*p^ 2*x^2+448*a^4*p*q^2*x+752*a^4*p*q*r*x+1484*a^4*p*q*x^2-880*a^4*p*r*x^2-1036*a^4 *p*x^3+68*a^4*q^3*x+300*a^4*q^2*r*x+992*a^4*q^2*x^2+192*a^4*q*r^2*x-280*a^4*q*r *x^2-1496*a^4*q*x^3-224*a^4*r^2*x^2-128*a^4*r*x^3+48*a^3*b^4*x+880*a^3*b^3*c*x+ 256*a^3*b^3*g*x+584*a^3*b^3*p*x+152*a^3*b^3*q*x+368*a^3*b^3*r*x+2688*a^3*b^3*x^ 2+4272*a^3*b^2*c^2*x+2624*a^3*b^2*c*g*x+4824*a^3*b^2*c*p*x+2056*a^3*b^2*c*q*x+ 3176*a^3*b^2*c*r*x+15488*a^3*b^2*c*x^2+376*a^3*b^2*g^2*x+1560*a^3*b^2*g*p*x+624 *a^3*b^2*g*q*x+1056*a^3*b^2*g*r*x+5480*a^3*b^2*g*x^2+1172*a^3*b^2*p^2*x+1344*a^ 3*b^2*p*q*x+1460*a^3*b^2*p*r*x+4904*a^3*b^2*p*x^2+172*a^3*b^2*q^2*x+808*a^3*b^2 *q*r*x+5248*a^3*b^2*q*x^2+276*a^3*b^2*r^2*x-516*a^3*b^2*r*x^2-4740*a^3*b^2*x^3+ 8112*a^3*b*c^3*x+7632*a^3*b*c^2*g*x+12200*a^3*b*c^2*p*x+6744*a^3*b*c^2*q*x+8360 *a^3*b*c^2*r*x+30344*a^3*b*c^2*x^2+2256*a^3*b*c*g^2*x+7848*a^3*b*c*g*p*x+4312*a ^3*b*c*g*q*x+5500*a^3*b*c*g*r*x+20960*a^3*b*c*g*x^2+5132*a^3*b*c*p^2*x+7648*a^3 *b*c*p*q*x+6680*a^3*b*c*p*r*x+16484*a^3*b*c*p*x^2+1540*a^3*b*c*q^2*x+4888*a^3*b *c*q*r*x+21264*a^3*b*c*q*x^2+1440*a^3*b*c*r^2*x-3300*a^3*b*c*r*x^2-17848*a^3*b* c*x^3+208*a^3*b*g^3*x+1200*a^3*b*g^2*p*x+644*a^3*b*g^2*q*x+864*a^3*b*g^2*r*x+ 3400*a^3*b*g^2*x^2+1648*a^3*b*g*p^2*x+2568*a^3*b*g*p*q*x+2184*a^3*b*g*p*r*x+ 5432*a^3*b*g*p*x^2+488*a^3*b*g*q^2*x+1676*a^3*b*g*q*r*x+7900*a^3*b*g*q*x^2+468* a^3*b*g*r^2*x-1166*a^3*b*g*r*x^2-6192*a^3*b*g*x^3+546*a^3*b*p^3*x+1890*a^3*b*p^ 2*q*x+1052*a^3*b*p^2*r*x+940*a^3*b*p^2*x^2+994*a^3*b*p*q^2*x+2324*a^3*b*p*q*r*x +7250*a^3*b*p*q*x^2+516*a^3*b*p*r^2*x-2194*a^3*b*p*r*x^2-5968*a^3*b*p*x^3+82*a^ 3*b*q^3*x+568*a^3*b*q^2*r*x+3190*a^3*b*q^2*x^2+432*a^3*b*q*r^2*x-924*a^3*b*q*r* x^2-6888*a^3*b*q*x^3+48*a^3*b*r^3*x-1208*a^3*b*r^2*x^2-2840*a^3*b*r*x^3+5248*a^ 3*c^4*x+6768*a^3*c^3*g*x+9528*a^3*c^3*p*x+6280*a^3*c^3*q*x+6704*a^3*c^3*r*x+ 20104*a^3*c^3*x^2+3092*a^3*c^2*g^2*x+9256*a^3*c^2*g*p*x+6200*a^3*c^2*g*q*x+6628 *a^3*c^2*g*r*x+21072*a^3*c^2*g*x^2+5260*a^3*c^2*p^2*x+9616*a^3*c^2*p*q*x+6948*a ^3*c^2*p*r*x+14104*a^3*c^2*p*x^2+2504*a^3*c^2*q^2*x+6424*a^3*c^2*q*r*x+20856*a^ 3*c^2*q*x^2+1524*a^3*c^2*r^2*x-4232*a^3*c^2*r*x^2-16144*a^3*c^2*x^3+588*a^3*c*g ^3*x+2840*a^3*c*g^2*p*x+1932*a^3*c*g^2*q*x+2084*a^3*c*g^2*r*x+6860*a^3*c*g^2*x^ 2+3208*a^3*c*g*p^2*x+6496*a^3*c*g*p*q*x+4280*a^3*c*g*p*r*x+8920*a^3*c*g*p*x^2+ 1664*a^3*c*g*q^2*x+4400*a^3*c*g*q*r*x+15424*a^3*c*g*q*x^2+888*a^3*c*g*r^2*x-\ 3090*a^3*c*g*r*x^2-11028*a^3*c*g*x^3+882*a^3*c*p^3*x+4278*a^3*c*p^2*q*x+1676*a^ 3*c*p^2*r*x+602*a^3*c*p^2*x^2+2850*a^3*c*p*q^2*x+5508*a^3*c*p*q*r*x+12618*a^3*c *p*q*x^2+756*a^3*c*p*r^2*x-5286*a^3*c*p*r*x^2-10374*a^3*c*p*x^3+366*a^3*c*q^3*x +1768*a^3*c*q^2*r*x+6634*a^3*c*q^2*x^2+1200*a^3*c*q*r^2*x-2688*a^3*c*q*r*x^2-\ 13296*a^3*c*q*x^3+48*a^3*c*r^3*x-2720*a^3*c*r^2*x^2-5216*a^3*c*r*x^3+39*a^3*g^4 *x+274*a^3*g^3*p*x+188*a^3*g^3*q*x+208*a^3*g^3*r*x+672*a^3*g^3*x^2+455*a^3*g^2* p^2*x+1048*a^3*g^2*p*q*x+616*a^3*g^2*p*r*x+1197*a^3*g^2*p*x^2+260*a^3*g^2*q^2*x +724*a^3*g^2*q*r*x+2750*a^3*g^2*q*x^2+120*a^3*g^2*r^2*x-572*a^3*g^2*r*x^2-1823* a^3*g^2*x^3+168*a^3*g*p^3*x+1448*a^3*g*p^2*q*x+312*a^3*g*p^2*r*x-533*a^3*g*p^2* x^2+992*a^3*g*p*q^2*x+1896*a^3*g*p*q*r*x+4730*a^3*g*p*q*x^2+120*a^3*g*p*r^2*x-\ 2166*a^3*g*p*r*x^2-3539*a^3*g*p*x^3+120*a^3*g*q^3*x+620*a^3*g*q^2*r*x+2530*a^3* g*q^2*x^2+408*a^3*g*q*r^2*x-818*a^3*g*q*r*x^2-4580*a^3*g*q*x^3-860*a^3*g*r^2*x^ 2-1396*a^3*g*r*x^3+546*a^3*p^3*q*x-546*a^3*p^3*x^2+718*a^3*p^2*q^2*x+1052*a^3*p ^2*q*r*x+1428*a^3*p^2*q*x^2-1210*a^3*p^2*r*x^2-1236*a^3*p^2*x^3+234*a^3*p*q^3*x +864*a^3*p*q^2*r*x+2320*a^3*p*q^2*x^2+516*a^3*p*q*r^2*x-1310*a^3*p*q*r*x^2-4296 *a^3*p*q*x^3-584*a^3*p*r^2*x^2-104*a^3*p*r*x^3+14*a^3*q^4*x+128*a^3*q^3*r*x+610 *a^3*q^3*x^2+156*a^3*q^2*r^2*x-522*a^3*q^2*r*x^2-2600*a^3*q^2*x^3+48*a^3*q*r^3* x-1000*a^3*q*r^2*x^2-2432*a^3*q*r*x^3-40*a^3*r^3*x^2+440*a^3*r^2*x^3+192*a^2*b^ 4*c*x+48*a^2*b^4*g*x+160*a^2*b^4*p*x+80*a^2*b^4*r*x+1392*a^2*b^4*x^2+1920*a^2*b ^3*c^2*x+1120*a^2*b^3*c*g*x+2616*a^2*b^3*c*p*x+552*a^2*b^3*c*q*x+1432*a^2*b^3*c *r*x+12856*a^2*b^3*c*x^2+148*a^2*b^3*g^2*x+812*a^2*b^3*g*p*x+140*a^2*b^3*g*q*x+ 456*a^2*b^3*g*r*x+4432*a^2*b^3*g*x^2+792*a^2*b^3*p^2*x+472*a^2*b^3*p*q*x+824*a^ 2*b^3*p*r*x+5252*a^2*b^3*p*x^2+220*a^2*b^3*q*r*x+3484*a^2*b^3*q*x^2+68*a^2*b^3* r^2*x-348*a^2*b^3*r*x^2-4740*a^2*b^3*x^3+6720*a^2*b^2*c^3*x+6208*a^2*b^2*c^2*g* x+11912*a^2*b^2*c^2*p*x+4248*a^2*b^2*c^2*q*x+7056*a^2*b^2*c^2*r*x+40416*a^2*b^2 *c^2*x^2+1776*a^2*b^2*c*g^2*x+7692*a^2*b^2*c*g*p*x+2556*a^2*b^2*c*g*q*x+4632*a^ 2*b^2*c*g*r*x+27972*a^2*b^2*c*g*x^2+6180*a^2*b^2*c*p^2*x+5832*a^2*b^2*c*p*q*x+ 7028*a^2*b^2*c*p*r*x+28712*a^2*b^2*c*p*x^2+576*a^2*b^2*c*q^2*x+3100*a^2*b^2*c*q *r*x+25036*a^2*b^2*c*q*x^2+1032*a^2*b^2*c*r^2*x-3312*a^2*b^2*c*r*x^2-28336*a^2* b^2*c*x^3+154*a^2*b^2*g^3*x+1168*a^2*b^2*g^2*p*x+348*a^2*b^2*g^2*q*x+712*a^2*b^ 2*g^2*r*x+4548*a^2*b^2*g^2*x^2+2090*a^2*b^2*g*p^2*x+1872*a^2*b^2*g*p*q*x+2420*a ^2*b^2*g*p*r*x+10504*a^2*b^2*g*p*x^2+148*a^2*b^2*g*q^2*x+1004*a^2*b^2*g*q*r*x+ 8810*a^2*b^2*g*q*x^2+344*a^2*b^2*g*r^2*x-1080*a^2*b^2*g*r*x^2-9860*a^2*b^2*g*x^ 3+920*a^2*b^2*p^3*x+1760*a^2*b^2*p^2*q*x+1556*a^2*b^2*p^2*r*x+3962*a^2*b^2*p^2* x^2+504*a^2*b^2*p*q^2*x+1792*a^2*b^2*p*q*r*x+10260*a^2*b^2*p*q*x^2+552*a^2*b^2* p*r^2*x-1990*a^2*b^2*p*r*x^2-10324*a^2*b^2*p*x^3+220*a^2*b^2*q^2*r*x+3130*a^2*b ^2*q^2*x^2+136*a^2*b^2*q*r^2*x-1322*a^2*b^2*q*r*x^2-10324*a^2*b^2*q*x^3-1800*a^ 2*b^2*r^2*x^2-5424*a^2*b^2*r*x^3+10096*a^2*b*c^4*x+12800*a^2*b*c^3*g*x+21528*a^ 2*b*c^3*p*x+10088*a^2*b*c^3*q*x+13632*a^2*b*c^3*r*x+56000*a^2*b*c^3*x^2+5712*a^ 2*b*c^2*g^2*x+21092*a^2*b*c^2*g*p*x+9660*a^2*b*c^2*g*q*x+13508*a^2*b*c^2*g*r*x+ 57756*a^2*b*c^2*g*x^2+14980*a^2*b*c^2*p^2*x+18120*a^2*b*c^2*p*q*x+18176*a^2*b*c ^2*p*r*x+53672*a^2*b*c^2*p*x^2+3024*a^2*b*c^2*q^2*x+10580*a^2*b*c^2*q*r*x+54556 *a^2*b*c^2*q*x^2+3372*a^2*b*c^2*r^2*x-8492*a^2*b*c^2*r*x^2-54136*a^2*b*c^2*x^3+ 1050*a^2*b*c*g^3*x+6516*a^2*b*c*g^2*p*x+2868*a^2*b*c*g^2*q*x+4220*a^2*b*c*g^2*r *x+18578*a^2*b*c*g^2*x^2+9966*a^2*b*c*g*p^2*x+12144*a^2*b*c*g*p*q*x+12268*a^2*b *c*g*p*r*x+37772*a^2*b*c*g*p*x^2+1876*a^2*b*c*g*q^2*x+7136*a^2*b*c*g*q*r*x+ 39116*a^2*b*c*g*q*x^2+2212*a^2*b*c*g*r^2*x-6072*a^2*b*c*g*r*x^2-37944*a^2*b*c*g *x^3+3910*a^2*b*c*p^3*x+9538*a^2*b*c*p^2*q*x+7002*a^2*b*c*p^2*r*x+12416*a^2*b*c *p^2*x^2+4174*a^2*b*c*p*q^2*x+10732*a^2*b*c*p*q*r*x+39702*a^2*b*c*p*q*x^2+2892* a^2*b*c*p*r^2*x-10380*a^2*b*c*p*r*x^2-38068*a^2*b*c*p*x^3+258*a^2*b*c*q^3*x+ 2154*a^2*b*c*q^2*r*x+15418*a^2*b*c*q^2*x^2+1568*a^2*b*c*q*r^2*x-6214*a^2*b*c*q* r*x^2-40990*a^2*b*c*q*x^3+144*a^2*b*c*r^3*x-7664*a^2*b*c*r^2*x^2-20192*a^2*b*c* r*x^3+66*a^2*b*g^4*x+630*a^2*b*g^3*p*x+258*a^2*b*g^3*q*x+412*a^2*b*g^3*r*x+1832 *a^2*b*g^3*x^2+1579*a^2*b*g^2*p^2*x+1916*a^2*b*g^2*p*q*x+1978*a^2*b*g^2*p*r*x+ 6201*a^2*b*g^2*p*x^2+263*a^2*b*g^2*q^2*x+1126*a^2*b*g^2*q*r*x+6619*a^2*b*g^2*q* x^2+341*a^2*b*g^2*r^2*x-1142*a^2*b*g^2*r*x^2-6473*a^2*b*g^2*x^3+1277*a^2*b*g*p^ 3*x+3349*a^2*b*g*p^2*q*x+2326*a^2*b*g*p^2*r*x+3968*a^2*b*g*p^2*x^2+1387*a^2*b*g *p*q^2*x+3818*a^2*b*g*p*q*r*x+15379*a^2*b*g*p*q*x^2+972*a^2*b*g*p*r^2*x-3595*a^ 2*b*g*p*r*x^2-13276*a^2*b*g*p*x^3+67*a^2*b*g*q^3*x+708*a^2*b*g*q^2*r*x+5495*a^2 *b*g*q^2*x^2+534*a^2*b*g*q*r^2*x-1917*a^2*b*g*q*r*x^2-14317*a^2*b*g*q*x^3+48*a^ 2*b*g*r^3*x-2528*a^2*b*g*r^2*x^2-6668*a^2*b*g*r*x^3+294*a^2*b*p^4*x+1462*a^2*b* p^3*q*x+712*a^2*b*p^3*r*x+163*a^2*b*p^3*x^2+1254*a^2*b*p^2*q^2*x+2459*a^2*b*p^2 *q*r*x+5968*a^2*b*p^2*q*x^2+504*a^2*b*p^2*r^2*x-2814*a^2*b*p^2*r*x^2-6065*a^2*b *p^2*x^3+230*a^2*b*p*q^3*x+1246*a^2*b*p*q^2*r*x+6213*a^2*b*p*q^2*x^2+864*a^2*b* p*q*r^2*x-3133*a^2*b*p*q*r*x^2-14874*a^2*b*p*q*x^3+96*a^2*b*p*r^3*x-2364*a^2*b* p*r^2*x^2-4656*a^2*b*p*r*x^3+95*a^2*b*q^3*r*x+1200*a^2*b*q^3*x^2+85*a^2*b*q^2*r ^2*x-1413*a^2*b*q^2*r*x^2-7429*a^2*b*q^2*x^3-2632*a^2*b*q*r^2*x^2-6984*a^2*b*q* r*x^3-100*a^2*b*r^3*x^2+1840*a^2*b*r^2*x^3+5376*a^2*c^5*x+8808*a^2*c^4*g*x+ 13096*a^2*c^4*p*x+7432*a^2*c^4*q*x+8696*a^2*c^4*r*x+28440*a^2*c^4*x^2+5448*a^2* c^3*g^2*x+17484*a^2*c^3*g*p*x+9836*a^2*c^3*g*q*x+11708*a^2*c^3*g*r*x+39904*a^2* c^3*g*x^2+10892*a^2*c^3*p^2*x+16072*a^2*c^3*p*q*x+13700*a^2*c^3*p*r*x+32000*a^2 *c^3*p*x^2+3584*a^2*c^3*q^2*x+10044*a^2*c^3*q*r*x+37524*a^2*c^3*q*x^2+2768*a^2* c^3*r^2*x-7456*a^2*c^3*r*x^2-34056*a^2*c^3*x^3+1570*a^2*c^2*g^3*x+8296*a^2*c^2* g^2*p*x+4608*a^2*c^2*g^2*q*x+5616*a^2*c^2*g^2*r*x+19606*a^2*c^2*g^2*x^2+10842*a ^2*c^2*g*p^2*x+16488*a^2*c^2*g*p*q*x+13752*a^2*c^2*g*p*r*x+33946*a^2*c^2*g*p*x^ 2+3544*a^2*c^2*g*q^2*x+10328*a^2*c^2*g*q*r*x+40782*a^2*c^2*g*q*x^2+2648*a^2*c^2 *g*r^2*x-7692*a^2*c^2*g*r*x^2-35114*a^2*c^2*g*x^3+3670*a^2*c^2*p^3*x+11474*a^2* c^2*p^2*q*x+6694*a^2*c^2*p^2*r*x+8214*a^2*c^2*p^2*x^2+6486*a^2*c^2*p*q^2*x+ 13804*a^2*c^2*p*q*r*x+36762*a^2*c^2*p*q*x^2+2820*a^2*c^2*p*r^2*x-13534*a^2*c^2* p*r*x^2-35176*a^2*c^2*p*x^3+690*a^2*c^2*q^3*x+3734*a^2*c^2*q^2*r*x+17056*a^2*c^ 2*q^2*x^2+2584*a^2*c^2*q*r^2*x-8044*a^2*c^2*q*r*x^2-40514*a^2*c^2*q*x^3+144*a^2 *c^2*r^3*x-8616*a^2*c^2*r^2*x^2-19680*a^2*c^2*r*x^3+208*a^2*c*g^4*x+1640*a^2*c* g^3*p*x+892*a^2*c*g^3*q*x+1126*a^2*c*g^3*r*x+3878*a^2*c*g^3*x^2+3407*a^2*c*g^2* p^2*x+5372*a^2*c*g^2*p*q*x+4382*a^2*c*g^2*p*r*x+11065*a^2*c*g^2*p*x^2+1091*a^2* c*g^2*q^2*x+3366*a^2*c*g^2*q*r*x+14059*a^2*c*g^2*q*x^2+791*a^2*c*g^2*r^2*x-2810 *a^2*c*g^2*r*x^2-11853*a^2*c*g^2*x^3+2223*a^2*c*g*p^3*x+8023*a^2*c*g*p^2*q*x+ 4068*a^2*c*g*p^2*r*x+4542*a^2*c*g*p^2*x^2+4491*a^2*c*g*p*q^2*x+9726*a^2*c*g*p*q *r*x+28057*a^2*c*g*p*q*x^2+1632*a^2*c*g*p*r^2*x-9657*a^2*c*g*p*r*x^2-23960*a^2* c*g*p*x^3+439*a^2*c*g*q^3*x+2572*a^2*c*g*q^2*r*x+12493*a^2*c*g*q^2*x^2+1758*a^2 *c*g*q*r^2*x-5237*a^2*c*g*q*r*x^2-28303*a^2*c*g*q*x^3+48*a^2*c*g*r^3*x-5812*a^2 *c*g*r^2*x^2-12784*a^2*c*g*r*x^3+420*a^2*c*p^4*x+3200*a^2*c*p^3*q*x+1000*a^2*c* p^3*r*x-833*a^2*c*p^3*x^2+3448*a^2*c*p^2*q^2*x+5725*a^2*c*p^2*q*r*x+9670*a^2*c* p^2*q*x^2+654*a^2*c*p^2*r^2*x-6664*a^2*c*p^2*r*x^2-10573*a^2*c*p^2*x^3+956*a^2* c*p*q^3*x+3838*a^2*c*p*q^2*r*x+12339*a^2*c*p*q^2*x^2+2412*a^2*c*p*q*r^2*x-8029* a^2*c*p*q*r*x^2-28260*a^2*c*p*q*x^3+96*a^2*c*p*r^3*x-5040*a^2*c*p*r^2*x^2-7548* a^2*c*p*r*x^3+42*a^2*c*q^4*x+481*a^2*c*q^3*r*x+3022*a^2*c*q^3*x^2+553*a^2*c*q^2 *r^2*x-3083*a^2*c*q^2*r*x^2-14945*a^2*c*q^2*x^3+144*a^2*c*q*r^3*x-5632*a^2*c*q* r^2*x^2-13728*a^2*c*q*r*x^3-220*a^2*c*r^3*x^2+3520*a^2*c*r^2*x^3+10*a^2*g^5*x+ 113*a^2*g^4*p*x+59*a^2*g^4*q*x+79*a^2*g^4*r*x+248*a^2*g^4*x^2+335*a^2*g^3*p^2*x +550*a^2*g^3*p*q*x+442*a^2*g^3*p*r*x+1054*a^2*g^3*p*x^2+102*a^2*g^3*q^2*x+344*a ^2*g^3*q*r*x+1519*a^2*g^3*q*x^2+75*a^2*g^3*r^2*x-354*a^2*g^3*r*x^2-1300*a^2*g^3 *x^3+303*a^2*g^2*p^3*x+1348*a^2*g^2*p^2*q*x+559*a^2*g^2*p^2*r*x+374*a^2*g^2*p^2 *x^2+736*a^2*g^2*p*q^2*x+1650*a^2*g^2*p*q*r*x+5171*a^2*g^2*p*q*x^2+210*a^2*g^2* p*r^2*x-1745*a^2*g^2*p*r*x^2-3946*a^2*g^2*p*x^3+63*a^2*g^2*q^3*x+414*a^2*g^2*q^ 2*r*x+2159*a^2*g^2*q^2*x^2+281*a^2*g^2*q*r^2*x-854*a^2*g^2*q*r*x^2-4783*a^2*g^2 *q*x^3-910*a^2*g^2*r^2*x^2-1806*a^2*g^2*r*x^3+63*a^2*g*p^4*x+1111*a^2*g*p^3*q*x +144*a^2*g*p^3*r*x-832*a^2*g*p^3*x^2+1249*a^2*g*p^2*q^2*x+2014*a^2*g*p^2*q*r*x+ 3669*a^2*g*p^2*q*x^2+75*a^2*g*p^2*r^2*x-2650*a^2*g*p^2*r*x^2-3553*a^2*g*p^2*x^3 +327*a^2*g*p*q^3*x+1398*a^2*g*p*q^2*r*x+4939*a^2*g*p*q^2*x^2+852*a^2*g*p*q*r^2* x-2543*a^2*g*p*q*r*x^2-9849*a^2*g*p*q*x^3-1590*a^2*g*p*r^2*x^2-1818*a^2*g*p*r*x ^3+11*a^2*g*q^4*x+160*a^2*g*q^3*r*x+1085*a^2*g*q^3*x^2+190*a^2*g*q^2*r^2*x-1016 *a^2*g*q^2*r*x^2-5345*a^2*g*q^2*x^3+48*a^2*g*q*r^3*x-1972*a^2*g*q*r^2*x^2-5116* a^2*g*q*r*x^3-40*a^2*g*r^3*x^2+1140*a^2*g*r^2*x^3+294*a^2*p^4*q*x-294*a^2*p^4*x ^2+542*a^2*p^3*q^2*x+712*a^2*p^3*q*r*x+583*a^2*p^3*q*x^2-806*a^2*p^3*r*x^2-711* a^2*p^3*x^3+286*a^2*p^2*q^3*x+903*a^2*p^2*q^2*r*x+1892*a^2*p^2*q^2*x^2+504*a^2* p^2*q*r^2*x-1849*a^2*p^2*q*r*x^2-4490*a^2*p^2*q*x^3-552*a^2*p^2*r^2*x^2+144*a^2 *p^2*r*x^3+38*a^2*p*q^4*x+278*a^2*p*q^3*r*x+1181*a^2*p*q^3*x^2+312*a^2*p*q^2*r^ 2*x-1427*a^2*p*q^2*r*x^2-5483*a^2*p*q^2*x^3+96*a^2*p*q*r^3*x-1948*a^2*p*q*r^2*x ^2-4056*a^2*p*q*r*x^3-80*a^2*p*r^3*x^2+840*a^2*p*r^2*x^3+15*a^2*q^4*r*x+166*a^2 *q^4*x^2+17*a^2*q^3*r^2*x-422*a^2*q^3*r*x^2-1704*a^2*q^3*x^3-896*a^2*q^2*r^2*x^ 2-1872*a^2*q^2*r*x^3-100*a^2*q*r^3*x^2+1360*a^2*q*r^2*x^3+240*a*b^5*x^2+240*a*b ^4*c^2*x+120*a*b^4*c*g*x+416*a*b^4*c*p*x+168*a*b^4*c*r*x+4416*a*b^4*c*x^2+12*a* b^4*g^2*x+112*a*b^4*g*p*x+48*a*b^4*g*r*x+1368*a*b^4*g*x^2+160*a*b^4*p^2*x+116*a *b^4*p*r*x+2088*a*b^4*p*x^2+760*a*b^4*q*x^2-16*a*b^4*r^2*x-196*a*b^4*r*x^2-2140 *a*b^4*x^3+1776*a*b^3*c^3*x+1544*a*b^3*c^2*g*x+3768*a*b^3*c^2*p*x+648*a*b^3*c^2 *q*x+1784*a*b^3*c^2*r*x+21328*a*b^3*c^2*x^2+396*a*b^3*c*g^2*x+2344*a*b^3*c*g*p* x+328*a*b^3*c*g*q*x+1124*a*b^3*c*g*r*x+14308*a*b^3*c*g*x^2+2344*a*b^3*c*p^2*x+ 1136*a*b^3*c*p*q*x+2120*a*b^3*c*p*r*x+17508*a*b^3*c*p*x^2+456*a*b^3*c*q*r*x+ 11032*a*b^3*c*q*x^2+80*a*b^3*c*r^2*x-1260*a*b^3*c*r*x^2-17848*a*b^3*c*x^3+28*a* b^3*g^3*x+332*a*b^3*g^2*p*x+32*a*b^3*g^2*q*x+152*a*b^3*g^2*r*x+2204*a*b^3*g^2*x ^2+776*a*b^3*g*p^2*x+308*a*b^3*g*p*q*x+724*a*b^3*g*p*r*x+6398*a*b^3*g*p*x^2+128 *a*b^3*g*q*r*x+3358*a*b^3*g*q*x^2+28*a*b^3*g*r^2*x-490*a*b^3*g*r*x^2-6192*a*b^3 *g*x^3+436*a*b^3*p^3*x+452*a*b^3*p^2*q*x+588*a*b^3*p^2*r*x+3218*a*b^3*p^2*x^2+ 316*a*b^3*p*q*r*x+5254*a*b^3*p*q*x^2+72*a*b^3*p*r^2*x-732*a*b^3*p*r*x^2-6888*a* b^3*p*x^3+932*a*b^3*q^2*x^2-52*a*b^3*q*r^2*x-806*a*b^3*q*r*x^2-5968*a*b^3*q*x^3 -32*a*b^3*r^3*x-832*a*b^3*r^2*x^2-2840*a*b^3*r*x^3+5024*a*b^2*c^4*x+6184*a*b^2* c^3*g*x+12392*a*b^2*c^3*p*x+3736*a*b^2*c^3*q*x+6592*a*b^2*c^3*r*x+46624*a*b^2*c ^3*x^2+2620*a*b^2*c^2*g^2*x+12048*a*b^2*c^2*g*p*x+3336*a*b^2*c^2*g*q*x+6436*a*b ^2*c^2*g*r*x+47616*a*b^2*c^2*g*x^2+10124*a*b^2*c^2*p^2*x+8016*a*b^2*c^2*p*q*x+ 10396*a*b^2*c^2*p*r*x+52280*a*b^2*c^2*p*x^2+636*a*b^2*c^2*q^2*x+3808*a*b^2*c^2* q*r*x+41224*a*b^2*c^2*q*x^2+1164*a*b^2*c^2*r^2*x-5332*a*b^2*c^2*r*x^2-54136*a*b ^2*c^2*x^3+438*a*b^2*c*g^3*x+3652*a*b^2*c*g^2*p*x+876*a*b^2*c*g^2*q*x+1916*a*b^ 2*c*g^2*r*x+15046*a*b^2*c*g^2*x^2+6848*a*b^2*c*g*p^2*x+5116*a*b^2*c*g*p*q*x+ 7152*a*b^2*c*g*p*r*x+37738*a*b^2*c*g*p*x^2+326*a*b^2*c*g*q^2*x+2428*a*b^2*c*g*q *r*x+27910*a*b^2*c*g*q*x^2+780*a*b^2*c*g*r^2*x-3888*a*b^2*c*g*r*x^2-37944*a*b^2 *c*g*x^3+3260*a*b^2*c*p^3*x+5076*a*b^2*c*p^2*q*x+4986*a*b^2*c*p^2*r*x+16748*a*b ^2*c*p^2*x^2+1128*a*b^2*c*p*q^2*x+4548*a*b^2*c*p*q*r*x+34278*a*b^2*c*p*q*x^2+ 1320*a*b^2*c*p*r^2*x-7034*a*b^2*c*p*r*x^2-40990*a*b^2*c*p*x^3+450*a*b^2*c*q^2*r *x+9940*a*b^2*c*q^2*x^2+132*a*b^2*c*q*r^2*x-4476*a*b^2*c*q*r*x^2-38068*a*b^2*c* q*x^3-96*a*b^2*c*r^3*x-6256*a*b^2*c*r^2*x^2-20192*a*b^2*c*r*x^3+23*a*b^2*g^4*x+ 336*a*b^2*g^3*p*x+62*a*b^2*g^3*q*x+164*a*b^2*g^3*r*x+1420*a*b^2*g^3*x^2+1104*a* b^2*g^2*p^2*x+744*a*b^2*g^2*p*q*x+1166*a*b^2*g^2*p*r*x+6476*a*b^2*g^2*p*x^2+31* a*b^2*g^2*q^2*x+330*a*b^2*g^2*q*r*x+4293*a*b^2*g^2*q*x^2+109*a*b^2*g^2*r^2*x-\ 814*a*b^2*g^2*r*x^2-6473*a*b^2*g^2*x^3+1140*a*b^2*g*p^3*x+1728*a*b^2*g*p^2*q*x+ 1778*a*b^2*g*p^2*r*x+6295*a*b^2*g*p^2*x^2+308*a*b^2*g*p*q^2*x+1582*a*b^2*g*p*q* r*x+12881*a*b^2*g*p*q*x^2+486*a*b^2*g*p*r^2*x-2079*a*b^2*g*p*r*x^2-14317*a*b^2* g*p*x^3+124*a*b^2*g*q^2*r*x+2953*a*b^2*g*q^2*x^2+44*a*b^2*g*q*r^2*x-1637*a*b^2* g*q*r*x^2-13276*a*b^2*g*q*x^3-32*a*b^2*g*r^3*x-2092*a*b^2*g*r^2*x^2-6668*a*b^2* g*r*x^3+340*a*b^2*p^4*x+948*a*b^2*p^3*q*x+709*a*b^2*p^3*r*x+1281*a*b^2*p^3*x^2+ 464*a*b^2*p^2*q^2*x+1266*a*b^2*p^2*q*r*x+6270*a*b^2*p^2*q*x^2+345*a*b^2*p^2*r^2 *x-2115*a*b^2*p^2*r*x^2-7429*a*b^2*p^2*x^3+313*a*b^2*p*q^2*r*x+4751*a*b^2*p*q^2 *x^2+144*a*b^2*p*q*r^2*x-2267*a*b^2*p*q*r*x^2-14874*a*b^2*p*q*x^3-2408*a*b^2*p* r^2*x^2-6984*a*b^2*p*r*x^3+554*a*b^2*q^3*x^2-60*a*b^2*q^2*r^2*x-1074*a*b^2*q^2* r*x^2-6065*a*b^2*q^2*x^3-64*a*b^2*q*r^3*x-1596*a*b^2*q*r^2*x^2-4656*a*b^2*q*r*x ^3+100*a*b^2*r^3*x^2+1840*a*b^2*r^2*x^3+6336*a*b*c^5*x+10104*a*b*c^4*g*x+17744* a*b*c^4*p*x+7184*a*b*c^4*q*x+10400*a*b*c^4*r*x+50280*a*b*c^4*x^2+6012*a*b*c^3*g ^2*x+23440*a*b*c^3*g*p*x+9136*a*b*c^3*g*q*x+13728*a*b*c^3*g*r*x+68316*a*b*c^3*g *x^2+17564*a*b*c^3*p^2*x+18032*a*b*c^3*p*q*x+19808*a*b*c^3*p*r*x+69760*a*b*c^3* p*x^2+2532*a*b*c^3*q^2*x+9696*a*b*c^3*q*r*x+62504*a*b*c^3*q*x^2+3152*a*b*c^3*r^ 2*x-8976*a*b*c^3*r*x^2-70368*a*b*c^3*x^3+1634*a*b*c^2*g^3*x+10956*a*b*c^2*g^2*p *x+4008*a*b*c^2*g^2*q*x+6352*a*b*c^2*g^2*r*x+32400*a*b*c^2*g^2*x^2+17840*a*b*c^ 2*g*p^2*x+18116*a*b*c^2*g*p*q*x+20304*a*b*c^2*g*p*r*x+73972*a*b*c^2*g*p*x^2+ 2318*a*b*c^2*g*q^2*x+9688*a*b*c^2*g*q*r*x+65294*a*b*c^2*g*q*x^2+3120*a*b*c^2*g* r^2*x-10128*a*b*c^2*g*r*x^2-74436*a*b*c^2*g*x^3+7634*a*b*c^2*p^3*x+15042*a*b*c^ 2*p^2*q*x+12722*a*b*c^2*p^2*r*x+29872*a*b*c^2*p^2*x^2+5486*a*b*c^2*p*q^2*x+ 15472*a*b*c^2*p*q*r*x+71280*a*b*c^2*p*q*x^2+4452*a*b*c^2*p*r^2*x-17492*a*b*c^2* p*r*x^2-77802*a*b*c^2*p*x^3+270*a*b*c^2*q^3*x+2614*a*b*c^2*q^2*r*x+25478*a*b*c^ 2*q^2*x^2+1716*a*b*c^2*q*r^2*x-10564*a*b*c^2*q*r*x^2-77802*a*b*c^2*q*x^3+48*a*b *c^2*r^3*x-14520*a*b*c^2*r^2*x^2-42416*a*b*c^2*r*x^3+197*a*b*c*g^4*x+2114*a*b*c *g^3*p*x+692*a*b*c*g^3*q*x+1188*a*b*c*g^3*r*x+6132*a*b*c*g^3*x^2+5754*a*b*c*g^2 *p^2*x+5692*a*b*c*g^2*p*q*x+6606*a*b*c*g^2*p*r*x+24627*a*b*c*g^2*p*x^2+623*a*b* c*g^2*q^2*x+2954*a*b*c*g^2*q*r*x+21192*a*b*c*g^2*q*x^2+932*a*b*c*g^2*r^2*x-4224 *a*b*c*g^2*r*x^2-25742*a*b*c*g^2*x^3+5208*a*b*c*g*p^3*x+10538*a*b*c*g*p^2*q*x+ 8801*a*b*c*g*p^2*r*x+21213*a*b*c*g*p^2*x^2+3586*a*b*c*g*p*q^2*x+10944*a*b*c*g*p *q*r*x+53616*a*b*c*g*p*q*x^2+3096*a*b*c*g*p*r^2*x-11601*a*b*c*g*p*r*x^2-54443*a *b*c*g*p*x^3+140*a*b*c*g*q^3*x+1683*a*b*c*g*q^2*r*x+17244*a*b*c*g*q^2*x^2+1168* a*b*c*g*q*r^2*x-7155*a*b*c*g*q*r*x^2-54443*a*b*c*g*q*x^3+32*a*b*c*g*r^3*x-9660* a*b*c*g*r^2*x^2-27896*a*b*c*g*r*x^3+1410*a*b*c*p^4*x+4944*a*b*c*p^3*q*x+3152*a* b*c*p^3*r*x+3624*a*b*c*p^3*x^2+3526*a*b*c*p^2*q^2*x+7560*a*b*c*p^2*q*r*x+23338* a*b*c*p^2*q*x^2+1848*a*b*c*p^2*r^2*x-9712*a*b*c*p^2*r*x^2-26772*a*b*c*p^2*x^3+ 484*a*b*c*p*q^3*x+3128*a*b*c*p*q^2*r*x+21194*a*b*c*p*q^2*x^2+2016*a*b*c*p*q*r^2 *x-11736*a*b*c*p*q*r*x^2-59028*a*b*c*p*q*x^3+192*a*b*c*p*r^3*x-10116*a*b*c*p*r^ 2*x^2-24476*a*b*c*p*r*x^3+192*a*b*c*q^3*r*x+3852*a*b*c*q^3*x^2+60*a*b*c*q^2*r^2 *x-4532*a*b*c*q^2*r*x^2-26772*a*b*c*q^2*x^3-128*a*b*c*q*r^3*x-8664*a*b*c*q*r^2* x^2-24476*a*b*c*q*r*x^3+7680*a*b*c*r^2*x^3+8*a*b*g^5*x+139*a*b*g^4*p*x+37*a*b*g ^4*q*x+72*a*b*g^4*r*x+363*a*b*g^4*x^2+586*a*b*g^3*p^2*x+544*a*b*g^3*p*q*x+678*a *b*g^3*p*r*x+2545*a*b*g^3*p*x^2+44*a*b*g^3*q^2*x+258*a*b*g^3*q*r*x+2063*a*b*g^3 *q*x^2+80*a*b*g^3*r^2*x-594*a*b*g^3*r*x^2-2848*a*b*g^3*x^3+846*a*b*g^2*p^3*x+ 1762*a*b*g^2*p^2*q*x+1455*a*b*g^2*p^2*r*x+3447*a*b*g^2*p^2*x^2+535*a*b*g^2*p*q^ 2*x+1836*a*b*g^2*p*q*r*x+9645*a*b*g^2*p*q*x^2+513*a*b*g^2*p*r^2*x-1967*a*b*g^2* p*r*x^2-9291*a*b*g^2*p*x^3+13*a*b*g^2*q^3*x+229*a*b*g^2*q^2*r*x+2601*a*b*g^2*q^ 2*x^2+165*a*b*g^2*q*r^2*x-1369*a*b*g^2*q*r*x^2-9291*a*b*g^2*q*x^3+4*a*b*g^2*r^3 *x-1470*a*b*g^2*r^2*x^2-4012*a*b*g^2*r*x^3+466*a*b*g*p^4*x+1797*a*b*g*p^3*q*x+ 1062*a*b*g*p^3*r*x+1072*a*b*g*p^3*x^2+1234*a*b*g*p^2*q^2*x+2788*a*b*g*p^2*q*r*x +9393*a*b*g*p^2*q*x^2+639*a*b*g*p^2*r^2*x-3420*a*b*g*p^2*r*x^2-9433*a*b*g*p^2*x ^3+133*a*b*g*p*q^3*x+1106*a*b*g*p*q^2*r*x+8139*a*b*g*p*q^2*x^2+756*a*b*g*p*q*r^ 2*x-3384*a*b*g*p*q*r*x^2-20768*a*b*g*p*q*x^3+72*a*b*g*p*r^3*x-3472*a*b*g*p*r^2* x^2-8638*a*b*g*p*r*x^3+52*a*b*g*q^3*r*x+1112*a*b*g*q^3*x^2+17*a*b*g*q^2*r^2*x-\ 1650*a*b*g*q^2*r*x^2-9433*a*b*g*q^2*x^3-48*a*b*g*q*r^3*x-3038*a*b*g*q*r^2*x^2-\ 8638*a*b*g*q*r*x^3+2600*a*b*g*r^2*x^3+81*a*b*p^5*x+535*a*b*p^4*q*x+234*a*b*p^4* r*x-85*a*b*p^4*x^2+659*a*b*p^3*q^2*x+1114*a*b*p^3*q*r*x+1991*a*b*p^3*q*x^2+213* a*b*p^3*r^2*x-1456*a*b*p^3*r*x^2-2628*a*b*p^3*x^3+205*a*b*p^2*q^3*x+870*a*b*p^2 *q^2*r*x+3753*a*b*p^2*q^2*x^2+540*a*b*p^2*q*r^2*x-3156*a*b*p^2*q*r*x^2-10612*a* b*p^2*q*x^3+60*a*b*p^2*r^3*x-1476*a*b*p^2*r^2*x^2-2154*a*b*p^2*r*x^3+134*a*b*p* q^3*r*x+1837*a*b*p*q^3*x^2+90*a*b*p*q^2*r^2*x-2190*a*b*p*q^2*r*x^2-10612*a*b*p* q^2*x^3-3510*a*b*p*q*r^2*x^2-8964*a*b*p*q*r*x^3-130*a*b*p*r^3*x^2+2460*a*b*p*r^ 2*x^3+160*a*b*q^4*x^2-29*a*b*q^3*r^2*x-566*a*b*q^3*r*x^2-2628*a*b*q^3*x^3-40*a* b*q^2*r^3*x-954*a*b*q^2*r^2*x^2-2154*a*b*q^2*r*x^3+130*a*b*q*r^3*x^2+2460*a*b*q *r^2*x^3+2896*a*c^6*x+5744*a*c^5*g*x+8944*a*c^5*p*x+4464*a*c^5*q*x+5616*a*c^5*r *x+20936*a*c^5*x^2+4472*a*c^4*g^2*x+15160*a*c^4*g*p*x+7392*a*c^4*g*q*x+9512*a*c ^4*g*r*x+36208*a*c^4*g*x^2+10044*a*c^4*p^2*x+12696*a*c^4*p*q*x+11992*a*c^4*p*r* x+32560*a*c^4*p*x^2+2448*a*c^4*q^2*x+7472*a*c^4*q*r*x+33672*a*c^4*q*x^2+2204*a* c^4*r^2*x-6244*a*c^4*r*x^2-34280*a*c^4*x^3+1720*a*c^3*g^3*x+9748*a*c^3*g^2*p*x+ 4596*a*c^3*g^2*q*x+6088*a*c^3*g^2*r*x+23354*a*c^3*g^2*x^2+13788*a*c^3*g*p^2*x+ 17460*a*c^3*g*p*q*x+16548*a*c^3*g*p*r*x+46716*a*c^3*g*p*x^2+3200*a*c^3*g*q^2*x+ 10200*a*c^3*g*q*r*x+47586*a*c^3*g*q*x^2+2908*a*c^3*g*r^2*x-8742*a*c^3*g*r*x^2-\ 47556*a*c^3*g*x^3+5146*a*c^3*p^3*x+12806*a*c^3*p^2*q*x+8948*a*c^3*p^2*r*x+15004 *a*c^3*p^2*x^2+6214*a*c^3*p*q^2*x+14424*a*c^3*p*q*r*x+46728*a*c^3*p*q*x^2+3444* a*c^3*p*r^2*x-15722*a*c^3*p*r*x^2-49778*a*c^3*p*x^3+554*a*c^3*q^3*x+3364*a*c^3* q^2*r*x+19706*a*c^3*q^2*x^2+2300*a*c^3*q*r^2*x-9026*a*c^3*q*r*x^2-52238*a*c^3*q *x^3+112*a*c^3*r^3*x-10960*a*c^3*r^2*x^2-28272*a*c^3*r*x^3+337*a*c^2*g^4*x+2930 *a*c^2*g^3*p*x+1312*a*c^2*g^3*q*x+1806*a*c^2*g^3*r*x+6762*a*c^2*g^3*x^2+6759*a* c^2*g^2*p^2*x+8560*a*c^2*g^2*p*q*x+8172*a*c^2*g^2*p*r*x+23514*a*c^2*g^2*p*x^2+ 1448*a*c^2*g^2*q^2*x+4908*a*c^2*g^2*q*r*x+23783*a*c^2*g^2*q*x^2+1333*a*c^2*g^2* r^2*x-5022*a*c^2*g^2*r*x^2-24410*a*c^2*g^2*x^3+5190*a*c^2*g*p^3*x+13598*a*c^2*g *p^2*q*x+9077*a*c^2*g*p^2*r*x+15823*a*c^2*g*p^2*x^2+6414*a*c^2*g*p*q^2*x+15358* a*c^2*g*p*q*r*x+52665*a*c^2*g*p*q*x^2+3390*a*c^2*g*p*r^2*x-15882*a*c^2*g*p*r*x^ 2-51233*a*c^2*g*p*x^3+518*a*c^2*g*q^3*x+3423*a*c^2*g*q^2*r*x+20831*a*c^2*g*q^2* x^2+2348*a*c^2*g*q*r^2*x-9252*a*c^2*g*q*r*x^2-54957*a*c^2*g*q*x^3+64*a*c^2*g*r^ 3*x-11248*a*c^2*g*r^2*x^2-28396*a*c^2*g*r*x^3+1196*a*c^2*p^4*x+5734*a*c^2*p^3*q *x+2731*a*c^2*p^3*r*x+979*a*c^2*p^3*x^2+5256*a*c^2*p^2*q^2*x+9560*a*c^2*p^2*q*r *x+20314*a*c^2*p^2*q*x^2+1653*a*c^2*p^2*r^2*x-12227*a*c^2*p^2*r*x^2-24789*a*c^2 *p^2*x^3+1210*a*c^2*p*q^3*x+5407*a*c^2*p*q^2*r*x+22361*a*c^2*p*q^2*x^2+3420*a*c ^2*p*q*r^2*x-14733*a*c^2*p*q*r*x^2-57648*a*c^2*p*q*x^3+192*a*c^2*p*r^3*x-10736* a*c^2*p*r^2*x^2-21144*a*c^2*p*r*x^3+42*a*c^2*q^4*x+578*a*c^2*q^3*r*x+5064*a*c^2 *q^3*x^2+588*a*c^2*q^2*r^2*x-5128*a*c^2*q^2*r*x^2-27867*a*c^2*q^2*x^3+80*a*c^2* q*r^3*x-10068*a*c^2*q*r^2*x^2-26324*a*c^2*q*r*x^3-220*a*c^2*r^3*x^2+7720*a*c^2* r^2*x^3+31*a*c*g^5*x+404*a*c*g^4*p*x+166*a*c*g^4*q*x+241*a*c*g^4*r*x+808*a*c*g^ 4*x^2+1388*a*c*g^3*p^2*x+1746*a*c*g^3*p*q*x+1698*a*c*g^3*p*r*x+4780*a*c*g^3*p*x ^2+258*a*c*g^3*q^2*x+960*a*c*g^3*q*r*x+4854*a*c*g^3*q*x^2+245*a*c*g^3*r^2*x-\ 1388*a*c*g^3*r*x^2-5479*a*c*g^3*x^3+1645*a*c*g^2*p^3*x+4624*a*c*g^2*p^2*q*x+ 2912*a*c*g^2*p^2*r*x+4958*a*c*g^2*p^2*x^2+2079*a*c*g^2*p*q^2*x+5226*a*c*g^2*p*q *r*x+19011*a*c*g^2*p*q*x^2+1053*a*c*g^2*p*r^2*x-5354*a*c*g^2*p*r*x^2-17049*a*c* g^2*p*x^3+142*a*c*g^2*q^3*x+1063*a*c*g^2*q^2*r*x+6820*a*c*g^2*q^2*x^2+729*a*c*g ^2*q*r^2*x-3327*a*c*g^2*q*r*x^2-18736*a*c*g^2*q*x^3+4*a*c*g^2*r^3*x-3548*a*c*g^ 2*r^2*x^2-8298*a*c*g^2*r*x^3+707*a*c*g*p^4*x+4117*a*c*g*p^3*q*x+1612*a*c*g*p^3* r*x-27*a*c*g*p^3*x^2+3788*a*c*g*p^2*q^2*x+6915*a*c*g*p^2*q*r*x+15916*a*c*g*p^2* q*x^2+924*a*c*g*p^2*r^2*x-8894*a*c*g*p^2*r*x^2-17064*a*c*g*p^2*x^3+807*a*c*g*p* q^3*x+3906*a*c*g*p*q^2*r*x+17282*a*c*g*p*q^2*x^2+2460*a*c*g*p*q*r^2*x-9405*a*c* g*p*q*r*x^2-40617*a*c*g*p*q*x^3+72*a*c*g*p*r^3*x-7422*a*c*g*p*r^2*x^2-14268*a*c *g*p*r*x^3+22*a*c*g*q^4*x+375*a*c*g*q^3*r*x+3408*a*c*g*q^3*x^2+401*a*c*g*q^2*r^ 2*x-3550*a*c*g*q^2*r*x^2-19791*a*c*g*q^2*x^3+48*a*c*g*q*r^3*x-7062*a*c*g*q*r^2* x^2-19022*a*c*g*q*r*x^3-80*a*c*g*r^3*x^2+5220*a*c*g*r^2*x^3+99*a*c*p^5*x+1139*a *c*p^4*q*x+282*a*c*p^4*r*x-645*a*c*p^4*x^2+1751*a*c*p^3*q^2*x+2560*a*c*p^3*q*r* x+2919*a*c*p^3*q*x^2+243*a*c*p^3*r^2*x-3352*a*c*p^3*r*x^2-4514*a*c*p^3*x^3+787* a*c*p^2*q^3*x+2676*a*c*p^2*q^2*r*x+7191*a*c*p^2*q^2*x^2+1548*a*c*p^2*q*r^2*x-\ 7268*a*c*p^2*q*r*x^2-19728*a*c*p^2*q*x^3+60*a*c*p^2*r^3*x-2976*a*c*p^2*r^2*x^2-\ 2814*a*c*p^2*r*x^3+76*a*c*p*q^4*x+692*a*c*p*q^3*r*x+4171*a*c*p*q^3*x^2+714*a*c* p*q^2*r^2*x-5148*a*c*p*q^2*r*x^2-21246*a*c*p*q^2*x^3+192*a*c*p*q*r^3*x-7406*a*c *p*q*r^2*x^2-16524*a*c*p*q*r*x^3-290*a*c*p*r^3*x^2+4500*a*c*p*r^2*x^3+30*a*c*q^ 4*r*x+544*a*c*q^4*x^2+7*a*c*q^3*r^2*x-1308*a*c*q^3*r*x^2-6032*a*c*q^3*x^3-40*a* c*q^2*r^3*x-2810*a*c*q^2*r^2*x^2-6338*a*c*q^2*r*x^3-70*a*c*q*r^3*x^2+5280*a*c*q *r^2*x^3+a*g^6*x+20*a*g^5*p*x+7*a*g^5*q*x+11*a*g^5*r*x+24*a*g^5*x^2+100*a*g^4*p ^2*x+122*a*g^4*p*q*x+125*a*g^4*p*r*x+316*a*g^4*p*x^2+14*a*g^4*q^2*x+61*a*g^4*q* r*x+325*a*g^4*q*x^2+15*a*g^4*r^2*x-141*a*g^4*r*x^2-439*a*g^4*x^3+161*a*g^3*p^3* x+500*a*g^3*p^2*q*x+293*a*g^3*p^2*r*x+409*a*g^3*p^2*x^2+206*a*g^3*p*q^2*x+564*a *g^3*p*q*r*x+2186*a*g^3*p*q*x^2+105*a*g^3*p*r^2*x-611*a*g^3*p*r*x^2-1840*a*g^3* p*x^3+10*a*g^3*q^3*x+94*a*g^3*q^2*r*x+661*a*g^3*q^2*x^2+65*a*g^3*q*r^2*x-424*a* g^3*q*r*x^2-2060*a*g^3*q*x^3-326*a*g^3*r^2*x^2-636*a*g^3*r*x^3+89*a*g^2*p^4*x+ 713*a*g^2*p^3*q*x+203*a*g^2*p^3*r*x-228*a*g^2*p^3*x^2+654*a*g^2*p^2*q^2*x+1208* a*g^2*p^2*q*r*x+3001*a*g^2*p^2*q*x^2+105*a*g^2*p^2*r^2*x-1628*a*g^2*p^2*r*x^2-\ 2823*a*g^2*p^2*x^3+123*a*g^2*p*q^3*x+670*a*g^2*p*q^2*r*x+3203*a*g^2*p*q^2*x^2+ 423*a*g^2*p*q*r^2*x-1424*a*g^2*p*q*r*x^2-6873*a*g^2*p*q*x^3-1200*a*g^2*p*r^2*x^ 2-2052*a*g^2*p*r*x^3+2*a*g^2*q^4*x+51*a*g^2*q^3*r*x+499*a*g^2*q^3*x^2+56*a*g^2* q^2*r^2*x-660*a*g^2*q^2*r*x^2-3417*a*g^2*q^2*x^3+4*a*g^2*q*r^3*x-1164*a*g^2*q*r ^2*x^2-3134*a*g^2*q*r*x^3+810*a*g^2*r^2*x^3+9*a*g*p^5*x+403*a*g*p^4*q*x+24*a*g* p^4*r*x-416*a*g*p^4*x^2+655*a*g*p^3*q^2*x+918*a*g*p^3*q*r*x+1116*a*g*p^3*q*x^2+ 15*a*g*p^3*r^2*x-1302*a*g*p^3*r*x^2-1477*a*g*p^3*x^3+282*a*g*p^2*q^3*x+1010*a*g *p^2*q^2*r*x+3010*a*g*p^2*q^2*x^2+564*a*g*p^2*q*r^2*x-2452*a*g*p^2*q*r*x^2-7038 *a*g*p^2*q*x^3-924*a*g*p^2*r^2*x^2-438*a*g*p^2*r*x^3+21*a*g*p*q^4*x+248*a*g*p*q ^3*r*x+1630*a*g*p*q^3*x^2+270*a*g*p*q^2*r^2*x-1614*a*g*p*q^2*r*x^2-7705*a*g*p*q ^2*x^3+72*a*g*p*q*r^3*x-2694*a*g*p*q*r^2*x^2-6636*a*g*p*q*r*x^3-60*a*g*p*r^3*x^ 2+1500*a*g*p*r^2*x^3+8*a*g*q^4*r*x+152*a*g*q^4*x^2+a*g*q^3*r^2*x-478*a*g*q^3*r* x^2-2144*a*g*q^3*x^3-16*a*g*q^2*r^3*x-1008*a*g*q^2*r^2*x^2-2304*a*g*q^2*r*x^3-\ 20*a*g*q*r^3*x^2+1890*a*g*q*r^2*x^3+81*a*p^5*q*x-81*a*p^5*x^2+195*a*p^4*q^2*x+ 234*a*p^4*q*r*x+79*a*p^4*q*x^2-261*a*p^4*r*x^2-197*a*p^4*x^3+147*a*p^3*q^3*x+ 405*a*p^3*q^2*r*x+622*a*p^3*q^2*x^2+213*a*p^3*q*r^2*x-1008*a*p^3*q*r*x^2-1994*a *p^3*q*x^3-226*a*p^3*r^2*x^2+158*a*p^3*r*x^3+33*a*p^2*q^4*x+192*a*p^2*q^3*r*x+ 701*a*p^2*q^3*x^2+195*a*p^2*q^2*r^2*x-1267*a*p^2*q^2*r*x^2-3807*a*p^2*q^2*x^3+ 60*a*p^2*q*r^3*x-1216*a*p^2*q*r^2*x^2-1968*a*p^2*q*r*x^3-50*a*p^2*r^3*x^2+510*a *p^2*r^2*x^3+21*a*p*q^4*r*x+257*a*p*q^4*x^2+18*a*p*q^3*r^2*x-623*a*p*q^3*r*x^2-\ 2420*a*p*q^3*x^3-1192*a*p*q^2*r^2*x^2-2394*a*p*q^2*r*x^3-130*a*p*q*r^3*x^2+1800 *a*p*q*r^2*x^3+18*a*q^5*x^2-5*a*q^4*r^2*x-103*a*q^4*r*x^2-410*a*q^4*x^3-8*a*q^3 *r^3*x-182*a*q^3*r^2*x^2-268*a*q^3*r*x^3+40*a*q^2*r^3*x^2+770*a*q^2*r^2*x^3+512 *b^5*c*x^2+128*b^5*g*x^2+232*b^5*p*x^2-40*b^5*r*x^2-336*b^5*x^3+96*b^4*c^3*x+72 *b^4*c^2*g*x+256*b^4*c^2*p*x+88*b^4*c^2*r*x+3968*b^4*c^2*x^2+12*b^4*c*g^2*x+144 *b^4*c*g*p*x+56*b^4*c*g*r*x+2520*b^4*c*g*x^2+200*b^4*c*p^2*x+124*b^4*c*p*r*x+ 3400*b^4*c*p*x^2+1576*b^4*c*q*x^2-8*b^4*c*r^2*x+140*b^4*c*r*x^2-3680*b^4*c*x^3+ 16*b^4*g^2*p*x+4*b^4*g^2*r*x+348*b^4*g^2*x^2+60*b^4*g*p^2*x+48*b^4*g*p*r*x+1168 *b^4*g*p*x^2+352*b^4*g*q*x^2+4*b^4*g*r^2*x+20*b^4*g*r*x^2-1262*b^4*g*x^3+48*b^4 *p^3*x+36*b^4*p^2*r*x+736*b^4*p^2*x^2+760*b^4*p*q*x^2-16*b^4*p*r^2*x-56*b^4*p*r *x^2-1496*b^4*p*x^3-128*b^4*q*r*x^2-1036*b^4*q*x^3-16*b^4*r^2*x^2-128*b^4*r*x^3 +592*b^3*c^4*x+680*b^3*c^3*g*x+1736*b^3*c^3*p*x+248*b^3*c^3*q*x+720*b^3*c^3*r*x +12440*b^3*c^3*x^2+248*b^3*c^2*g^2*x+1628*b^3*c^2*g*p*x+188*b^3*c^2*g*q*x+692*b ^3*c^2*g*r*x+12564*b^3*c^2*g*x^2+1672*b^3*c^2*p^2*x+664*b^3*c^2*p*q*x+1320*b^3* c^2*p*r*x+14952*b^3*c^2*p*x^2+236*b^3*c^2*q*r*x+9764*b^3*c^2*q*x^2+36*b^3*c^2*r ^2*x+248*b^3*c^2*r*x^2-16144*b^3*c^2*x^3+28*b^3*c*g^3*x+460*b^3*c*g^2*p*x+32*b^ 3*c*g^2*q*x+180*b^3*c*g^2*r*x+3868*b^3*c*g^2*x^2+1108*b^3*c*g*p^2*x+372*b^3*c*g *p*q*x+928*b^3*c*g*p*r*x+10730*b^3*c*g*p*x^2+144*b^3*c*g*q*r*x+6062*b^3*c*g*q*x ^2+56*b^3*c*g*r^2*x+258*b^3*c*g*r*x^2-11028*b^3*c*g*x^3+644*b^3*c*p^3*x+532*b^3 *c*p^2*q*x+732*b^3*c*p^2*r*x+5594*b^3*c*p^2*x^2+332*b^3*c*p*q*r*x+8514*b^3*c*p* q*x^2+8*b^3*c*p*r^2*x-1320*b^3*c*p*r*x^2-13296*b^3*c*p*x^3+1816*b^3*c*q^2*x^2-\ 36*b^3*c*q*r^2*x-330*b^3*c*q*r*x^2-10374*b^3*c*q*x^3-32*b^3*c*r^3*x-1120*b^3*c* r^2*x^2-5216*b^3*c*r*x^3+36*b^3*g^3*p*x+8*b^3*g^3*r*x+336*b^3*g^3*x^2+172*b^3*g ^2*p^2*x+40*b^3*g^2*p*q*x+148*b^3*g^2*p*r*x+1834*b^3*g^2*p*x^2+8*b^3*g^2*q*r*x+ 786*b^3*g^2*q*x^2+8*b^3*g^2*r^2*x+8*b^3*g^2*r*x^2-1823*b^3*g^2*x^3+224*b^3*g*p^ 3*x+160*b^3*g*p^2*q*x+268*b^3*g*p^2*r*x+2138*b^3*g*p^2*x^2+128*b^3*g*p*q*r*x+ 2920*b^3*g*p*q*x^2+24*b^3*g*p*r^2*x-310*b^3*g*p*r*x^2-4580*b^3*g*p*x^3+332*b^3* g*q^2*x^2+8*b^3*g*q*r^2*x-198*b^3*g*q*r*x^2-3539*b^3*g*q*x^3-280*b^3*g*r^2*x^2-\ 1396*b^3*g*r*x^3+84*b^3*p^4*x+132*b^3*p^3*q*x+132*b^3*p^3*r*x+608*b^3*p^3*x^2+ 96*b^3*p^2*q*r*x+1838*b^3*p^2*q*x^2+4*b^3*p^2*r^2*x-486*b^3*p^2*r*x^2-2600*b^3* p^2*x^3+966*b^3*p*q^2*x^2-52*b^3*p*q*r^2*x-394*b^3*p*q*r*x^2-4296*b^3*p*q*x^3-\ 32*b^3*p*r^3*x-680*b^3*p*r^2*x^2-2432*b^3*p*r*x^3-158*b^3*q^2*r*x^2-1236*b^3*q^ 2*x^3-16*b^3*q*r^2*x^2-104*b^3*q*r*x^3+40*b^3*r^3*x^2+440*b^3*r^2*x^3+1440*b^2* c^5*x+2208*b^2*c^4*g*x+4616*b^2*c^4*p*x+1192*b^2*c^4*q*x+2216*b^2*c^4*r*x+20400 *b^2*c^4*x^2+1220*b^2*c^3*g^2*x+6012*b^2*c^3*g*p*x+1404*b^2*c^3*g*q*x+2884*b^2* c^3*g*r*x+27812*b^2*c^3*g*x^2+5236*b^2*c^3*p^2*x+3528*b^2*c^3*p*q*x+4852*b^2*c^ 3*p*r*x+31008*b^2*c^3*p*x^2+232*b^2*c^3*q^2*x+1516*b^2*c^3*q*r*x+23524*b^2*c^3* q*x^2+432*b^2*c^3*r^2*x-1472*b^2*c^3*r*x^2-34056*b^2*c^3*x^3+284*b^2*c^2*g^3*x+ 2732*b^2*c^2*g^2*p*x+528*b^2*c^2*g^2*q*x+1256*b^2*c^2*g^2*r*x+13130*b^2*c^2*g^2 *x^2+5338*b^2*c^2*g*p^2*x+3372*b^2*c^2*g*p*q*x+5048*b^2*c^2*g*p*r*x+33390*b^2*c ^2*g*p*x^2+178*b^2*c^2*g*q^2*x+1456*b^2*c^2*g*q*r*x+23828*b^2*c^2*g*q*x^2+488*b ^2*c^2*g*r^2*x-1164*b^2*c^2*g*r*x^2-35114*b^2*c^2*g*x^3+2668*b^2*c^2*p^3*x+3476 *b^2*c^2*p^2*q*x+3646*b^2*c^2*p^2*r*x+15890*b^2*c^2*p^2*x^2+624*b^2*c^2*p*q^2*x +2788*b^2*c^2*p*q*r*x+28794*b^2*c^2*p*q*x^2+672*b^2*c^2*p*r^2*x-6212*b^2*c^2*p* r*x^2-40514*b^2*c^2*p*x^3+230*b^2*c^2*q^2*r*x+8466*b^2*c^2*q^2*x^2+28*b^2*c^2*q *r^2*x-2090*b^2*c^2*q*r*x^2-35176*b^2*c^2*q*x^3-96*b^2*c^2*r^3*x-5064*b^2*c^2*r ^2*x^2-19680*b^2*c^2*r*x^3+23*b^2*c*g^4*x+496*b^2*c*g^3*p*x+62*b^2*c*g^3*q*x+ 194*b^2*c*g^3*r*x+2416*b^2*c*g^3*x^2+1722*b^2*c*g^2*p^2*x+968*b^2*c*g^2*p*q*x+ 1638*b^2*c*g^2*p*r*x+11342*b^2*c*g^2*p*x^2+31*b^2*c*g^2*q^2*x+374*b^2*c*g^2*q*r *x+7265*b^2*c*g^2*q*x^2+139*b^2*c*g^2*r^2*x-598*b^2*c*g^2*r*x^2-11853*b^2*c*g^2 *x^3+1872*b^2*c*g*p^3*x+2356*b^2*c*g*p^2*q*x+2626*b^2*c*g*p^2*r*x+11897*b^2*c*g *p^2*x^2+348*b^2*c*g*p*q^2*x+1986*b^2*c*g*p*q*r*x+21083*b^2*c*g*p*q*x^2+558*b^2 *c*g*p*r^2*x-3655*b^2*c*g*p*r*x^2-28303*b^2*c*g*p*x^3+134*b^2*c*g*q^2*r*x+5049* b^2*c*g*q^2*x^2+88*b^2*c*g*q*r^2*x-1167*b^2*c*g*q*r*x^2-23960*b^2*c*g*q*x^3-32* b^2*c*g*r^3*x-3188*b^2*c*g*r^2*x^2-12784*b^2*c*g*r*x^3+608*b^2*c*p^4*x+1368*b^2 *c*p^3*q*x+1127*b^2*c*p^3*r*x+3011*b^2*c*p^3*x^2+514*b^2*c*p^2*q^2*x+1554*b^2*c *p^2*q*r*x+10908*b^2*c*p^2*q*x^2+357*b^2*c*p^2*r^2*x-3757*b^2*c*p^2*r*x^2-14945 *b^2*c*p^2*x^3+323*b^2*c*p*q^2*r*x+7673*b^2*c*p*q^2*x^2-12*b^2*c*p*q*r^2*x-3995 *b^2*c*p*q*r*x^2-28260*b^2*c*p*q*x^3-96*b^2*c*p*r^3*x-4448*b^2*c*p*r^2*x^2-\ 13728*b^2*c*p*r*x^3+962*b^2*c*q^3*x^2-50*b^2*c*q^2*r^2*x-1028*b^2*c*q^2*r*x^2-\ 10573*b^2*c*q^2*x^3-64*b^2*c*q*r^3*x-1980*b^2*c*q*r^2*x^2-7548*b^2*c*q*r*x^3+ 220*b^2*c*r^3*x^2+3520*b^2*c*r^2*x^3+28*b^2*g^4*p*x+5*b^2*g^4*r*x+127*b^2*g^4*x ^2+173*b^2*g^3*p^2*x+76*b^2*g^3*p*q*x+160*b^2*g^3*p*r*x+1196*b^2*g^3*p*x^2+14*b ^2*g^3*q*r*x+599*b^2*g^3*q*x^2+5*b^2*g^3*r^2*x-144*b^2*g^3*r*x^2-1300*b^2*g^3*x ^3+316*b^2*g^2*p^3*x+374*b^2*g^2*p^2*q*x+454*b^2*g^2*p^2*r*x+2128*b^2*g^2*p^2*x ^2+36*b^2*g^2*p*q^2*x+322*b^2*g^2*p*q*r*x+3667*b^2*g^2*p*q*x^2+105*b^2*g^2*p*r^ 2*x-514*b^2*g^2*p*r*x^2-4783*b^2*g^2*p*x^3+5*b^2*g^2*q^2*r*x+580*b^2*g^2*q^2*x^ 2+14*b^2*g^2*q*r^2*x-247*b^2*g^2*q*r*x^2-3946*b^2*g^2*q*x^3-440*b^2*g^2*r^2*x^2 -1806*b^2*g^2*r*x^3+218*b^2*g*p^4*x+488*b^2*g*p^3*q*x+414*b^2*g*p^3*r*x+1156*b^ 2*g*p^3*x^2+155*b^2*g*p^2*q^2*x+578*b^2*g*p^2*q*r*x+4313*b^2*g*p^2*q*x^2+142*b^ 2*g*p^2*r^2*x-1216*b^2*g*p^2*r*x^2-5345*b^2*g*p^2*x^3+124*b^2*g*p*q^2*r*x+2622* b^2*g*p*q^2*x^2+36*b^2*g*p*q*r^2*x-1093*b^2*g*p*q*r*x^2-9849*b^2*g*p*q*x^3-32*b ^2*g*p*r^3*x-1628*b^2*g*p*r^2*x^2-5116*b^2*g*p*r*x^3+112*b^2*g*q^3*x^2+5*b^2*g* q^2*r^2*x-440*b^2*g*q^2*r*x^2-3553*b^2*g*q^2*x^3-480*b^2*g*q*r^2*x^2-1818*b^2*g *q*r*x^3+40*b^2*g*r^3*x^2+1140*b^2*g*r^2*x^3+48*b^2*p^5*x+180*b^2*p^4*q*x+117*b ^2*p^4*r*x+131*b^2*p^4*x^2+132*b^2*p^3*q^2*x+282*b^2*p^3*q*r*x+1180*b^2*p^3*q*x ^2+69*b^2*p^3*r^2*x-622*b^2*p^3*r*x^2-1704*b^2*p^3*x^3+93*b^2*p^2*q^2*r*x+1645* b^2*p^2*q^2*x^2+8*b^2*p^2*q*r^2*x-1201*b^2*p^2*q*r*x^2-5483*b^2*p^2*q*x^3-724*b ^2*p^2*r^2*x^2-1872*b^2*p^2*r*x^3+596*b^2*p*q^3*x^2-60*b^2*p*q^2*r^2*x-635*b^2* p*q^2*r*x^2-4490*b^2*p*q^2*x^3-64*b^2*p*q*r^3*x-1292*b^2*p*q*r^2*x^2-4056*b^2*p *q*r*x^3+100*b^2*p*r^3*x^2+1360*b^2*p*r^2*x^3-94*b^2*q^3*r*x^2-711*b^2*q^3*x^3+ 12*b^2*q^2*r^2*x^2+144*b^2*q^2*r*x^3+80*b^2*q*r^3*x^2+840*b^2*q*r^2*x^3+1584*b* c^6*x+3040*b*c^5*g*x+5552*b*c^5*p*x+1968*b*c^5*q*x+3024*b*c^5*r*x+17848*b*c^5*x ^2+2248*b*c^4*g^2*x+9248*b*c^4*g*p*x+3112*b*c^4*g*q*x+4984*b*c^4*g*r*x+30248*b* c^4*g*x^2+7216*b*c^4*p^2*x+6424*b*c^4*p*q*x+7568*b*c^4*p*r*x+32400*b*c^4*p*x^2+ 772*b*c^4*q^2*x+3208*b*c^4*q*r*x+26816*b*c^4*q*x^2+1036*b*c^4*r^2*x-3020*b*c^4* r*x^2-34280*b*c^4*x^3+792*b*c^3*g^3*x+5800*b*c^3*g^2*p*x+1784*b*c^3*g^2*q*x+ 3032*b*c^3*g^2*r*x+19006*b*c^3*g^2*x^2+9894*b*c^3*g*p^2*x+8604*b*c^3*g*p*q*x+ 10432*b*c^3*g*p*r*x+45780*b*c^3*g*p*x^2+930*b*c^3*g*q^2*x+4244*b*c^3*g*q*r*x+ 37110*b*c^3*g*q*x^2+1412*b*c^3*g*r^2*x-4098*b*c^3*g*r*x^2-47556*b*c^3*g*x^3+ 4478*b*c^3*p^3*x+7474*b*c^3*p^2*q*x+6916*b*c^3*p^2*r*x+20548*b*c^3*p^2*x^2+2306 *b*c^3*p*q^2*x+7080*b*c^3*p*q*r*x+41640*b*c^3*p*q*x^2+2012*b*c^3*p*r^2*x-10102* b*c^3*p*r*x^2-52238*b*c^3*p*x^3+94*b*c^3*q^3*x+1028*b*c^3*q^2*r*x+14054*b*c^3*q ^2*x^2+596*b*c^3*q*r^2*x-5086*b*c^3*q*r*x^2-49778*b*c^3*q*x^3-48*b*c^3*r^3*x-\ 8480*b*c^3*r^2*x^2-28272*b*c^3*r*x^3+131*b*c^2*g^4*x+1676*b*c^2*g^3*p*x+434*b*c ^2*g^3*q*x+810*b*c^2*g^3*r*x+5280*b*c^2*g^3*x^2+4845*b*c^2*g^2*p^2*x+4032*b*c^2 *g^2*p*q*x+5104*b*c^2*g^2*p*r*x+22864*b*c^2*g^2*p*x^2+360*b*c^2*g^2*q^2*x+1880* b*c^2*g^2*q*r*x+17787*b*c^2*g^2*q*x^2+625*b*c^2*g^2*r^2*x-2694*b*c^2*g^2*r*x^2-\ 24410*b*c^2*g^2*x^3+4679*b*c^2*g*p^3*x+7857*b*c^2*g*p^2*q*x+7323*b*c^2*g*p^2*r* x+22291*b*c^2*g*p^2*x^2+2239*b*c^2*g*p*q^2*x+7538*b*c^2*g*p*q*r*x+46221*b*c^2*g *p*q*x^2+2196*b*c^2*g*p*r^2*x-9816*b*c^2*g*p*r*x^2-54957*b*c^2*g*p*x^3+73*b*c^2 *g*q^3*x+985*b*c^2*g*q^2*r*x+14111*b*c^2*g*q^2*x^2+686*b*c^2*g*q*r^2*x-4434*b*c ^2*g*q*r*x^2-51233*b*c^2*g*q*x^3-16*b*c^2*g*r^3*x-8372*b*c^2*g*r^2*x^2-28396*b* c^2*g*r*x^3+1384*b*c^2*p^4*x+3902*b*c^2*p^3*q*x+2858*b*c^2*p^3*r*x+5115*b*c^2*p ^3*x^2+2322*b*c^2*p^2*q^2*x+5389*b*c^2*p^2*q*r*x+21784*b*c^2*p^2*q*x^2+1356*b*c ^2*p^2*r^2*x-8540*b*c^2*p^2*r*x^2-27867*b*c^2*p^2*x^3+254*b*c^2*p*q^3*x+1892*b* c^2*p*q^2*r*x+17675*b*c^2*p*q^2*x^2+996*b*c^2*p*q*r^2*x-10539*b*c^2*p*q*r*x^2-\ 57648*b*c^2*p*q*x^3-9792*b*c^2*p*r^2*x^2-26324*b*c^2*p*r*x^3+97*b*c^2*q^3*r*x+ 3044*b*c^2*q^3*x^2-15*b*c^2*q^2*r^2*x-3229*b*c^2*q^2*r*x^2-24789*b*c^2*q^2*x^3-\ 128*b*c^2*q*r^3*x-6544*b*c^2*q*r^2*x^2-21144*b*c^2*q*r*x^3+220*b*c^2*r^3*x^2+ 7720*b*c^2*r^2*x^3+8*b*c*g^5*x+215*b*c*g^4*p*x+37*b*c*g^4*q*x+83*b*c*g^4*r*x+ 572*b*c*g^4*x^2+993*b*c*g^3*p^2*x+756*b*c*g^3*p*q*x+1032*b*c*g^3*p*r*x+4683*b*c *g^3*p*x^2+44*b*c*g^3*q^2*x+294*b*c*g^3*q*r*x+3314*b*c*g^3*q*x^2+91*b*c*g^3*r^2 *x-934*b*c*g^3*r*x^2-5479*b*c*g^3*x^3+1560*b*c*g^2*p^3*x+2622*b*c*g^2*p^2*q*x+ 2477*b*c*g^2*p^2*r*x+7583*b*c*g^2*p^2*x^2+651*b*c*g^2*p*q^2*x+2510*b*c*g^2*p*q* r*x+16299*b*c*g^2*p*q*x^2+753*b*c*g^2*p*r^2*x-3213*b*c*g^2*p*r*x^2-18736*b*c*g^ 2*p*x^3+13*b*c*g^2*q^3*x+248*b*c*g^2*q^2*r*x+4162*b*c*g^2*q^2*x^2+201*b*c*g^2*q *r^2*x-1558*b*c*g^2*q*r*x^2-17049*b*c*g^2*q*x^3+4*b*c*g^2*r^3*x-2482*b*c*g^2*r^ 2*x^2-8298*b*c*g^2*r*x^3+962*b*c*g*p^4*x+2833*b*c*g*p^3*q*x+2019*b*c*g*p^3*r*x+ 3627*b*c*g*p^3*x^2+1605*b*c*g*p^2*q^2*x+3988*b*c*g*p^2*q*r*x+17101*b*c*g*p^2*q* x^2+983*b*c*g*p^2*r^2*x-5840*b*c*g*p^2*r*x^2-19791*b*c*g*p^2*x^3+141*b*c*g*p*q^ 3*x+1363*b*c*g*p*q^2*r*x+13091*b*c*g*p*q^2*x^2+828*b*c*g*p*q*r^2*x-6255*b*c*g*p *q*r*x^2-40617*b*c*g*p*q*x^3+8*b*c*g*p*r^3*x-6948*b*c*g*p*r^2*x^2-19022*b*c*g*p *r*x^3+54*b*c*g*q^3*r*x+1686*b*c*g*q^3*x^2+36*b*c*g*q^2*r^2*x-2122*b*c*g*q^2*r* x^2-17064*b*c*g*q^2*x^3-48*b*c*g*q*r^3*x-4278*b*c*g*q*r^2*x^2-14268*b*c*g*q*r*x ^3+80*b*c*g*r^3*x^2+5220*b*c*g*r^2*x^3+195*b*c*p^5*x+911*b*c*p^4*q*x+516*b*c*p^ 4*r*x+299*b*c*p^4*x^2+931*b*c*p^3*q^2*x+1700*b*c*p^3*q*r*x+4241*b*c*p^3*q*x^2+ 381*b*c*p^3*r^2*x-2670*b*c*p^3*r*x^2-6032*b*c*p^3*x^3+215*b*c*p^2*q^3*x+1056*b* c*p^2*q^2*r*x+6687*b*c*p^2*q^2*x^2+556*b*c*p^2*q*r^2*x-5742*b*c*p^2*q*r*x^2-\ 21246*b*c*p^2*q*x^3+60*b*c*p^2*r^3*x-3100*b*c*p^2*r^2*x^2-6338*b*c*p^2*r*x^3+ 136*b*c*p*q^3*r*x+2973*b*c*p*q^3*x^2-30*b*c*p*q^2*r^2*x-3694*b*c*p*q^2*r*x^2-\ 19728*b*c*p*q^2*x^3-128*b*c*p*q*r^3*x-6094*b*c*p*q*r^2*x^2-16524*b*c*p*q*r*x^3+ 70*b*c*p*r^3*x^2+5280*b*c*p*r^2*x^3+228*b*c*q^4*x^2-27*b*c*q^3*r^2*x-698*b*c*q^ 3*r*x^2-4514*b*c*q^3*x^3-40*b*c*q^2*r^3*x-1074*b*c*q^2*r^2*x^2-2814*b*c*q^2*r*x ^3+290*b*c*q*r^3*x^2+4500*b*c*q*r^2*x^3+9*b*g^5*p*x+b*g^5*r*x+9*b*g^5*x^2+71*b* g^4*p^2*x+44*b*g^4*p*q*x+71*b*g^4*p*r*x+323*b*g^4*p*x^2+7*b*g^4*q*r*x+173*b*g^4 *q*x^2+b*g^4*r^2*x-117*b*g^4*r*x^2-439*b*g^4*x^3+165*b*g^3*p^3*x+273*b*g^3*p^2* q*x+266*b*g^3*p^2*r*x+794*b*g^3*p^2*x^2+51*b*g^3*p*q^2*x+252*b*g^3*p*q*r*x+1798 *b*g^3*p*q*x^2+79*b*g^3*p*r^2*x-362*b*g^3*p*r*x^2-2060*b*g^3*p*x^3+7*b*g^3*q^2* r*x+302*b*g^3*q^2*x^2+7*b*g^3*q*r^2*x-259*b*g^3*q*r*x^2-1840*b*g^3*q*x^3-214*b* g^3*r^2*x^2-636*b*g^3*r*x^3+159*b*g^2*p^4*x+496*b*g^2*p^3*q*x+341*b*g^2*p^3*r*x +569*b*g^2*p^3*x^2+260*b*g^2*p^2*q^2*x+710*b*g^2*p^2*q*r*x+3238*b*g^2*p^2*q*x^2 +172*b*g^2*p^2*r^2*x-996*b*g^2*p^2*r*x^2-3417*b*g^2*p^2*x^3+14*b*g^2*p*q^3*x+ 224*b*g^2*p*q^2*r*x+2291*b*g^2*p*q^2*x^2+159*b*g^2*p*q*r^2*x-844*b*g^2*p*q*r*x^ 2-6873*b*g^2*p*q*x^3+4*b*g^2*p*r^3*x-1146*b*g^2*p*r^2*x^2-3134*b*g^2*p*r*x^3+b* g^2*q^3*r*x+147*b*g^2*q^3*x^2+7*b*g^2*q^2*r^2*x-394*b*g^2*q^2*r*x^2-2823*b*g^2* q^2*x^3-600*b*g^2*q*r^2*x^2-2052*b*g^2*q*r*x^3+810*b*g^2*r^2*x^3+65*b*g*p^5*x+ 340*b*g*p^4*q*x+176*b*g*p^4*r*x+67*b*g*p^4*x^2+340*b*g*p^3*q^2*x+646*b*g*p^3*q* r*x+1769*b*g*p^3*q*x^2+135*b*g*p^3*r^2*x-956*b*g*p^3*r*x^2-2144*b*g*p^3*x^3+65* b*g*p^2*q^3*x+398*b*g*p^2*q^2*r*x+2714*b*g*p^2*q^2*x^2+222*b*g*p^2*q*r^2*x-1842 *b*g*p^2*q*r*x^2-7705*b*g*p^2*q*x^3+24*b*g*p^2*r^3*x-1092*b*g*p^2*r^2*x^2-2304* b*g*p^2*r*x^3+52*b*g*p*q^3*r*x+1011*b*g*p*q^3*x^2+12*b*g*p*q^2*r^2*x-1148*b*g*p *q^2*r*x^2-7038*b*g*p*q^2*x^3-48*b*g*p*q*r^3*x-2346*b*g*p*q*r^2*x^2-6636*b*g*p* q*r*x^3+20*b*g*p*r^3*x^2+1890*b*g*p*r^2*x^3-b*g*q^4*x^2+b*g*q^3*r^2*x-276*b*g*q ^3*r*x^2-1477*b*g*q^3*x^3-246*b*g*q^2*r^2*x^2-438*b*g*q^2*r*x^3+60*b*g*q*r^3*x^ 2+1500*b*g*q*r^2*x^3+9*b*p^6*x+75*b*p^5*q*x+30*b*p^5*r*x-27*b*p^5*x^2+123*b*p^4 *q^2*x+183*b*p^4*q*r*x+217*b*p^4*q*x^2+33*b*p^4*r^2*x-263*b*p^4*r*x^2-410*b*p^4 *x^3+57*b*p^3*q^3*x+192*b*p^3*q^2*r*x+694*b*p^3*q^2*x^2+108*b*p^3*q*r^2*x-907*b *p^3*q*r*x^2-2420*b*p^3*q*x^3+12*b*p^3*r^3*x-298*b*p^3*r^2*x^2-268*b*p^3*r*x^3+ 39*b*p^2*q^3*r*x+629*b*p^2*q^3*x^2+5*b*p^2*q^2*r^2*x-983*b*p^2*q^2*r*x^2-3807*b *p^2*q^2*x^3-1058*b*p^2*q*r^2*x^2-2394*b*p^2*q*r*x^3-40*b*p^2*r^3*x^2+770*b*p^2 *r^2*x^3+179*b*p*q^4*x^2-29*b*p*q^3*r^2*x-366*b*p*q^3*r*x^2-1994*b*p*q^3*x^3-40 *b*p*q^2*r^3*x-764*b*p*q^2*r^2*x^2-1968*b*p*q^2*r*x^3+130*b*p*q*r^3*x^2+1800*b* p*q*r^2*x^3-27*b*q^4*r*x^2-197*b*q^4*x^3+16*b*q^3*r^2*x^2+158*b*q^3*r*x^3+50*b* q^2*r^3*x^2+510*b*q^2*r^2*x^3+640*c^7*x+1488*c^6*g*x+2416*c^6*p*x+1072*c^6*q*x+ 1440*c^6*r*x+6336*c^6*x^2+1392*c^5*g^2*x+4960*c^5*g*p*x+2128*c^5*g*q*x+2928*c^5 *g*r*x+13008*c^5*g*x^2+3452*c^5*p^2*x+3824*c^5*p*q*x+3912*c^5*p*r*x+12672*c^5*p *x^2+644*c^5*q^2*x+2136*c^5*q*r*x+11880*c^5*q*x^2+648*c^5*r^2*x-1968*c^5*r*x^2-\ 13680*c^5*x^3+664*c^4*g^3*x+4024*c^4*g^2*p*x+1640*c^4*g^2*q*x+2328*c^4*g^2*r*x+ 10344*c^4*g^2*x^2+6024*c^4*g*p^2*x+6592*c^4*g*p*q*x+6840*c^4*g*p*r*x+22608*c^4* g*p*x^2+1044*c^4*g*q^2*x+3624*c^4*g*q*r*x+20748*c^4*g*q*x^2+1096*c^4*g*r^2*x-\ 3336*c^4*g*r*x^2-23576*c^4*g*x^3+2406*c^4*p^3*x+5070*c^4*p^2*q*x+3966*c^4*p^2*r *x+8556*c^4*p^2*x^2+2130*c^4*p*q^2*x+5376*c^4*p*q*r*x+21636*c^4*p*q*x^2+1364*c^ 4*p*r^2*x-6754*c^4*p*r*x^2-25500*c^4*p*x^3+162*c^4*q^3*x+1098*c^4*q^2*r*x+8292* c^4*q^2*x^2+724*c^4*q*r^2*x-3662*c^4*q*r*x^2-25500*c^4*q*x^3+16*c^4*r^3*x-4920* c^4*r^2*x^2-14224*c^4*r*x^3+168*c^3*g^4*x+1624*c^3*g^3*p*x+608*c^3*g^3*q*x+900* c^3*g^3*r*x+3900*c^3*g^3*x^2+4015*c^3*g^2*p^2*x+4308*c^3*g^2*p*q*x+4558*c^3*g^2 *p*r*x+15164*c^3*g^2*p*x^2+617*c^3*g^2*q^2*x+2282*c^3*g^2*q*r*x+13558*c^3*g^2*q *x^2+674*c^3*g^2*r^2*x-2604*c^3*g^2*r*x^2-16044*c^3*g^2*x^3+3367*c^3*g*p^3*x+ 7223*c^3*g*p^2*q*x+5589*c^3*g*p^2*r*x+12458*c^3*g*p^2*x^2+2915*c^3*g*p*q^2*x+ 7664*c^3*g*p*q*r*x+32040*c^3*g*p*q*x^2+1902*c^3*g*p*r^2*x-8935*c^3*g*p*r*x^2-\ 35316*c^3*g*p*x^3+199*c^3*g*q^3*x+1471*c^3*g*q^2*r*x+11530*c^3*g*q^2*x^2+1014*c ^3*g*q*r^2*x-4697*c^3*g*q*r*x^2-35316*c^3*g*q*x^3+16*c^3*g*r^3*x-6720*c^3*g*r^2 *x^2-19456*c^3*g*r*x^3+860*c^3*p^4*x+3212*c^3*p^3*q*x+1863*c^3*p^3*r*x+1830*c^3 *p^3*x^2+2526*c^3*p^2*q^2*x+4983*c^3*p^2*q*r*x+13686*c^3*p^2*q*x^2+1003*c^3*p^2 *r^2*x-7259*c^3*p^2*r*x^2-17760*c^3*p^2*x^3+488*c^3*p*q^3*x+2433*c^3*p*q^2*r*x+ 13080*c^3*p*q^2*x^2+1472*c^3*p*q*r^2*x-8616*c^3*p*q*r*x^2-38088*c^3*p*q*x^3+64* c^3*p*r^3*x-6960*c^3*p*r^2*x^2-15892*c^3*p*r*x^3+14*c^3*q^4*x+225*c^3*q^3*r*x+ 2652*c^3*q^3*x^2+191*c^3*q^2*r^2*x-2881*c^3*q^2*r*x^2-17760*c^3*q^2*x^3-16*c^3* q*r^3*x-5580*c^3*q*r^2*x^2-15892*c^3*q*r*x^3+5280*c^3*r^2*x^3+21*c^2*g^5*x+335* c^2*g^4*p*x+107*c^2*g^4*q*x+168*c^2*g^4*r*x+654*c^2*g^4*x^2+1263*c^2*g^3*p^2*x+ 1308*c^2*g^3*p*q*x+1428*c^2*g^3*p*r*x+4648*c^2*g^3*p*x^2+156*c^2*g^3*q^2*x+636* c^2*g^3*q*r*x+3989*c^2*g^3*q*x^2+176*c^2*g^3*r^2*x-1182*c^2*g^3*r*x^2-5418*c^2* g^3*x^3+1686*c^2*g^2*p^3*x+3704*c^2*g^2*p^2*q*x+2829*c^2*g^2*p^2*r*x+6320*c^2*g ^2*p^2*x^2+1399*c^2*g^2*p*q^2*x+3904*c^2*g^2*p*q*r*x+17037*c^2*g^2*p*q*x^2+948* c^2*g^2*p*r^2*x-4401*c^2*g^2*p*r*x^2-17779*c^2*g^2*p*x^3+79*c^2*g^2*q^3*x+659*c ^2*g^2*q^2*r*x+5512*c^2*g^2*q^2*x^2+468*c^2*g^2*q*r^2*x-2463*c^2*g^2*q*r*x^2-\ 17779*c^2*g^2*q*x^3+4*c^2*g^2*r^3*x-3150*c^2*g^2*r^2*x^2-8740*c^2*g^2*r*x^3+870 *c^2*g*p^4*x+3506*c^2*g*p^3*q*x+1893*c^2*g*p^3*r*x+1810*c^2*g*p^3*x^2+2719*c^2* g*p^2*q^2*x+5479*c^2*g*p^2*q*r*x+15922*c^2*g*p^2*q*x^2+991*c^2*g*p^2*r^2*x-7644 *c^2*g*p^2*r*x^2-18618*c^2*g*p^2*x^3+480*c^2*g*p*q^3*x+2637*c^2*g*p*q^2*r*x+ 14795*c^2*g*p*q^2*x^2+1644*c^2*g*p*q*r^2*x-8280*c^2*g*p*q*r*x^2-40444*c^2*g*p*q *x^3+40*c^2*g*p*r^3*x-7460*c^2*g*p*r^2*x^2-17122*c^2*g*p*r*x^3+11*c^2*g*q^4*x+ 215*c^2*g*q^3*r*x+2603*c^2*g*q^3*x^2+221*c^2*g*q^2*r^2*x-2802*c^2*g*q^2*r*x^2-\ 18618*c^2*g*q^2*x^3-5770*c^2*g*q*r^2*x^2-17122*c^2*g*q*r*x^3+5440*c^2*g*r^2*x^3 +147*c^2*p^5*x+1025*c^2*p^4*q*x+399*c^2*p^4*r*x-252*c^2*p^4*x^2+1341*c^2*p^3*q^ 2*x+2130*c^2*p^3*q*r*x+3444*c^2*p^3*q*x^2+312*c^2*p^3*r^2*x-3214*c^2*p^3*r*x^2-\ 5493*c^2*p^3*x^3+501*c^2*p^2*q^3*x+1866*c^2*p^2*q^2*r*x+6804*c^2*p^2*q^2*x^2+ 1052*c^2*p^2*q*r^2*x-6620*c^2*p^2*q*r*x^2-20295*c^2*p^2*q*x^3+60*c^2*p^2*r^3*x-\ 3148*c^2*p^2*r^2*x^2-4734*c^2*p^2*r*x^3+38*c^2*p*q^4*x+414*c^2*p*q^3*r*x+3486*c ^2*p*q^3*x^2+342*c^2*p*q^2*r^2*x-4486*c^2*p*q^2*r*x^2-20295*c^2*p*q^2*x^3+32*c^ 2*p*q*r^3*x-6750*c^2*p*q*r^2*x^2-16212*c^2*p*q*r*x^3-110*c^2*p*r^3*x^2+5020*c^2 *p*r^2*x^3+15*c^2*q^4*r*x+378*c^2*q^4*x^2-10*c^2*q^3*r^2*x-1052*c^2*q^3*r*x^2-\ 5493*c^2*q^3*x^3-40*c^2*q^2*r^3*x-1982*c^2*q^2*r^2*x^2-4734*c^2*q^2*r*x^3+110*c ^2*q*r^3*x^2+5020*c^2*q*r^2*x^3+c*g^6*x+32*c*g^5*p*x+7*c*g^5*q*x+12*c*g^5*r*x+ 24*c*g^5*x^2+185*c*g^4*p^2*x+178*c*g^4*p*q*x+207*c*g^4*p*r*x+619*c*g^4*p*x^2+14 *c*g^4*q^2*x+69*c*g^4*q*r*x+482*c*g^4*q*x^2+16*c*g^4*r^2*x-282*c*g^4*r*x^2-898* c*g^4*x^3+354*c*g^3*p^3*x+802*c*g^3*p^2*q*x+605*c*g^3*p^2*r*x+1271*c*g^3*p^2*x^ 2+269*c*g^3*p*q^2*x+828*c*g^3*p*q*r*x+3807*c*g^3*p*q*x^2+199*c*g^3*p*r^2*x-977* c*g^3*p*r*x^2-3852*c*g^3*p*x^3+10*c*g^3*q^3*x+103*c*g^3*q^2*r*x+1000*c*g^3*q^2* x^2+73*c*g^3*q*r^2*x-673*c*g^3*q*r*x^2-3852*c*g^3*q*x^3-570*c*g^3*r^2*x^2-1356* c*g^3*r*x^3+274*c*g^2*p^4*x+1233*c*g^2*p^3*q*x+603*c*g^2*p^3*r*x+460*c*g^2*p^3* x^2+932*c*g^2*p^2*q^2*x+1940*c*g^2*p^2*q*r*x+5959*c*g^2*p^2*q*x^2+307*c*g^2*p^2 *r^2*x-2654*c*g^2*p^2*r*x^2-6279*c*g^2*p^2*x^3+141*c*g^2*p*q^3*x+896*c*g^2*p*q^ 2*r*x+5327*c*g^2*p*q^2*x^2+582*c*g^2*p*q*r^2*x-2520*c*g^2*p*q*r*x^2-13768*c*g^2 *p*q*x^3+4*c*g^2*p*r^3*x-2500*c*g^2*p*r^2*x^2-5520*c*g^2*p*r*x^3+2*c*g^2*q^4*x+ 53*c*g^2*q^3*r*x+719*c*g^2*q^3*x^2+65*c*g^2*q^2*r^2*x-976*c*g^2*q^2*r*x^2-6279* c*g^2*q^2*x^3+4*c*g^2*q*r^3*x-1820*c*g^2*q*r^2*x^2-5520*c*g^2*q*r*x^3+1720*c*g^ 2*r^2*x^3+83*c*g*p^5*x+751*c*g*p^4*q*x+224*c*g*p^4*r*x-328*c*g*p^4*x^2+999*c*g* p^3*q^2*x+1575*c*g*p^3*q*r*x+2762*c*g*p^3*q*x^2+165*c*g*p^3*r^2*x-2374*c*g*p^3* r*x^2-3806*c*g*p^3*x^3+352*c*g*p^2*q^3*x+1408*c*g*p^2*q^2*r*x+5508*c*g*p^2*q^2* x^2+786*c*g*p^2*q*r^2*x-4478*c*g*p^2*q*r*x^2-14656*c*g*p^2*q*x^3+24*c*g*p^2*r^3 *x-2192*c*g*p^2*r^2*x^2-3154*c*g*p^2*r*x^3+21*c*g*p*q^4*x+301*c*g*p*q^3*r*x+ 2599*c*g*p*q^3*x^2+282*c*g*p*q^2*r^2*x-2866*c*g*p*q^2*r*x^2-14656*c*g*p*q^2*x^3 +24*c*g*p*q*r^3*x-5040*c*g*p*q*r^2*x^2-12912*c*g*p*q*r*x^3-40*c*g*p*r^3*x^2+ 3540*c*g*p*r^2*x^3+8*c*g*q^4*r*x+181*c*g*q^4*x^2+3*c*g*q^3*r^2*x-728*c*g*q^3*r* x^2-3806*c*g*q^3*x^3-16*c*g*q^2*r^3*x-1318*c*g*q^2*r^2*x^2-3154*c*g*q^2*r*x^3+ 40*c*g*q*r^3*x^2+3540*c*g*q*r^2*x^3+9*c*p^6*x+156*c*p^5*q*x+30*c*p^5*r*x-126*c* p^5*x^2+318*c*p^4*q^2*x+417*c*p^4*q*r*x+264*c*p^4*q*x^2+33*c*p^4*r^2*x-584*c*p^ 4*r*x^2-681*c*p^4*x^3+204*c*p^3*q^3*x+597*c*p^3*q^2*r*x+1290*c*p^3*q^2*x^2+321* c*p^3*q*r^2*x-1961*c*p^3*q*r*x^2-4416*c*p^3*q*x^3+12*c*p^3*r^3*x-568*c*p^3*r^2* x^2-178*c*p^3*r*x^3+33*c*p^2*q^4*x+231*c*p^2*q^3*r*x+1302*c*p^2*q^3*x^2+200*c*p ^2*q^2*r^2*x-2250*c*p^2*q^2*r*x^2-7470*c*p^2*q^2*x^3+60*c*p^2*q*r^3*x-2274*c*p^ 2*q*r^2*x^2-4266*c*p^2*q*r*x^3-90*c*p^2*r^3*x^2+1360*c*p^2*r^2*x^3+21*c*p*q^4*r *x+420*c*p*q^4*x^2-11*c*p*q^3*r^2*x-1015*c*p*q^3*r*x^2-4416*c*p*q^3*x^3-40*c*p* q^2*r^3*x-1956*c*p*q^2*r^2*x^2-4266*c*p*q^2*r*x^3+3600*c*p*q*r^2*x^3+18*c*q^5*x ^2-5*c*q^4*r^2*x-142*c*q^4*r*x^2-681*c*q^4*x^3-8*c*q^3*r^3*x-182*c*q^3*r^2*x^2-\ 178*c*q^3*r*x^3+90*c*q^2*r^3*x^2+1360*c*q^2*r^2*x^3+g^6*p*x-3*g^6*x^2+10*g^5*p^ 2*x+8*g^5*p*q*x+11*g^5*p*r*x+26*g^5*p*x^2+g^5*q*r*x+13*g^5*q*x^2-24*g^5*r*x^2-\ 54*g^5*x^3+26*g^4*p^3*x+61*g^4*p^2*q*x+46*g^4*p^2*r*x+78*g^4*p^2*x^2+16*g^4*p*q ^2*x+60*g^4*p*q*r*x+297*g^4*p*q*x^2+15*g^4*p*r^2*x-83*g^4*p*r*x^2-302*g^4*p*x^3 +2*g^4*q^2*r*x+45*g^4*q^2*x^2+g^4*q*r^2*x-79*g^4*q*r*x^2-302*g^4*q*x^3-30*g^4*r ^2*x^2-36*g^4*r*x^3+26*g^3*p^4*x+139*g^3*p^3*q*x+59*g^3*p^3*r*x+9*g^3*p^3*x^2+ 100*g^3*p^2*q^2*x+220*g^3*p^2*q*r*x+714*g^3*p^2*q*x^2+30*g^3*p^2*r^2*x-308*g^3* p^2*r*x^2-682*g^3*p^2*x^3+11*g^3*p*q^3*x+92*g^3*p*q^2*r*x+600*g^3*p*q^2*x^2+64* g^3*p*q*r^2*x-240*g^3*p*q*r*x^2-1488*g^3*p*q*x^3-252*g^3*p*r^2*x^2-492*g^3*p*r* x^3+g^3*q^3*r*x+39*g^3*q^3*x^2+2*g^3*q^2*r^2*x-136*g^3*q^2*r*x^2-682*g^3*q^2*x^ 3-168*g^3*q*r^2*x^2-492*g^3*q*r*x^3+160*g^3*r^2*x^3+9*g^2*p^5*x+133*g^2*p^4*q*x +24*g^2*p^4*r*x-101*g^2*p^4*x^2+180*g^2*p^3*q^2*x+282*g^2*p^3*q*r*x+529*g^2*p^3 *q*x^2+15*g^2*p^3*r^2*x-438*g^2*p^3*r*x^2-627*g^2*p^3*x^3+58*g^2*p^2*q^3*x+256* g^2*p^2*q^2*r*x+1080*g^2*p^2*q^2*x^2+142*g^2*p^2*q*r^2*x-724*g^2*p^2*q*r*x^2-\ 2546*g^2*p^2*q*x^3-356*g^2*p^2*r^2*x^2-412*g^2*p^2*r*x^3+2*g^2*p*q^4*x+50*g^2*p *q^3*r*x+455*g^2*p*q^3*x^2+54*g^2*p*q^2*r^2*x-428*g^2*p*q^2*r*x^2-2546*g^2*p*q^ 2*x^3+4*g^2*p*q*r^3*x-900*g^2*p*q*r^2*x^2-2440*g^2*p*q*r*x^3+580*g^2*p*r^2*x^3+ 5*g^2*q^4*x^2+g^2*q^3*r^2*x-132*g^2*q^3*r*x^2-627*g^2*q^3*x^3-184*g^2*q^2*r^2*x ^2-412*g^2*q^2*r*x^3+580*g^2*q*r^2*x^3+56*g*p^5*q*x-70*g*p^5*x^2+122*g*p^4*q^2* x+152*g*p^4*q*r*x+101*g*p^4*q*x^2-222*g*p^4*r*x^2-214*g*p^4*x^3+76*g*p^3*q^3*x+ 232*g*p^3*q^2*r*x+564*g*p^3*q^2*x^2+120*g*p^3*q*r^2*x-692*g*p^3*q*r*x^2-1610*g* p^3*q*x^3-172*g*p^3*r^2*x^2+58*g*p^3*r*x^3+10*g*p^2*q^4*x+88*g*p^2*q^3*r*x+540* g*p^2*q^3*x^2+80*g*p^2*q^2*r^2*x-756*g*p^2*q^2*r*x^2-2792*g*p^2*q^2*x^3+24*g*p^ 2*q*r^3*x-848*g*p^2*q*r^2*x^2-1796*g*p^2*q*r*x^3-20*g*p^2*r^3*x^2+460*g*p^2*r^2 *x^3+8*g*p*q^4*r*x+142*g*p*q^4*x^2-340*g*p*q^3*r*x^2-1610*g*p*q^3*x^3-16*g*p*q^ 2*r^3*x-772*g*p*q^2*r^2*x^2-1796*g*p*q^2*r*x^3+1360*g*p*q*r^2*x^3-5*g*q^5*x^2-\ 54*g*q^4*r*x^2-214*g*q^4*x^3-38*g*q^3*r^2*x^2+58*g*q^3*r*x^3+20*g*q^2*r^3*x^2+ 460*g*q^2*r^2*x^3+9*p^6*q*x-9*p^6*x^2+27*p^5*q^2*x+30*p^5*q*r*x-3*p^5*q*x^2-33* p^5*r*x^2-21*p^5*x^3+27*p^4*q^3*x+66*p^4*q^2*r*x+66*p^4*q^2*x^2+33*p^4*q*r^2*x-\ 188*p^4*q*r*x^2-318*p^4*q*x^3-34*p^4*r^2*x^2+38*p^4*r*x^3+9*p^3*q^4*x+42*p^3*q^ 3*r*x+126*p^3*q^3*x^2+39*p^3*q^2*r^2*x-341*p^3*q^2*r*x^2-849*p^3*q^2*x^3+12*p^3 *q*r^3*x-246*p^3*q*r^2*x^2-274*p^3*q*r*x^3-10*p^3*r^3*x^2+100*p^3*r^2*x^3+6*p^2 *q^4*r*x+87*p^2*q^4*x^2+p^2*q^3*r^2*x-253*p^2*q^3*r*x^2-849*p^2*q^3*x^3-360*p^2 *q^2*r^2*x^2-624*p^2*q^2*r*x^3-40*p^2*q*r^3*x^2+560*p^2*q*r^2*x^3+21*p*q^5*x^2-\ 5*p*q^4*r^2*x-70*p*q^4*r*x^2-318*p*q^4*x^3-8*p*q^3*r^3*x-144*p*q^3*r^2*x^2-274* p*q^3*r*x^3+40*p*q^2*r^3*x^2+560*p*q^2*r^2*x^3-3*q^5*r*x^2-21*q^5*x^3+4*q^4*r^2 *x^2+38*q^4*r*x^3+10*q^3*r^3*x^2+100*q^3*r^2*x^3-16*a^6*b-32*a^6*c-8*a^6*g-16*a ^6*q+48*a^6*x-32*a^5*b^2-176*a^5*b*c-56*a^5*b*g-88*a^5*b*p-48*a^5*b*q-56*a^5*b* r-288*a^5*b*x-224*a^5*c^2-136*a^5*c*g-168*a^5*c*p-144*a^5*c*q-104*a^5*c*r-464*a ^5*c*x-20*a^5*g^2-40*a^5*g*p-48*a^5*g*q-24*a^5*g*r-80*a^5*g*x-88*a^5*p*q+264*a^ 5*p*x-16*a^5*q^2-56*a^5*q*r-328*a^5*q*x+208*a^5*r*x+720*a^5*x^2-16*a^4*b^3-208* a^4*b^2*c-64*a^4*b^2*g-160*a^4*b^2*p-32*a^4*b^2*q-96*a^4*b^2*r-1064*a^4*b^2*x-\ 688*a^4*b*c^2-432*a^4*b*c*g-840*a^4*b*c*p-304*a^4*b*c*q-520*a^4*b*c*r-3936*a^4* b*c*x-64*a^4*b*g^2-276*a^4*b*g*p-96*a^4*b*g*q-172*a^4*b*g*r-1356*a^4*b*g*x-180* a^4*b*p^2-240*a^4*b*p*q-208*a^4*b*p*r-484*a^4*b*p*x-20*a^4*b*q^2-144*a^4*b*q*r-\ 1548*a^4*b*q*x-48*a^4*b*r^2+468*a^4*b*r*x+4524*a^4*b*x^2-656*a^4*c^3-624*a^4*c^ 2*g-1000*a^4*c^2*p-512*a^4*c^2*q-616*a^4*c^2*r-3816*a^4*c^2*x-188*a^4*c*g^2-620 *a^4*c*g*p-336*a^4*c*g*q-380*a^4*c*g*r-2540*a^4*c*g*x-320*a^4*c*p^2-680*a^4*c*p *q-352*a^4*c*p*r-304*a^4*c*p*x-100*a^4*c*q^2-424*a^4*c*q*r-3004*a^4*c*q*x-72*a^ 4*c*r^2+1452*a^4*c*r*x+8512*a^4*c*x^2-18*a^4*g^3-92*a^4*g^2*p-52*a^4*g^2*q-56*a ^4*g^2*r-388*a^4*g^2*x-70*a^4*g*p^2-236*a^4*g*p*q-72*a^4*g*p*r+194*a^4*g*p*x-32 *a^4*g*q^2-148*a^4*g*q*r-1148*a^4*g*q*x-12*a^4*g*r^2+576*a^4*g*r*x+2854*a^4*g*x ^2-180*a^4*p^2*q+540*a^4*p^2*x-80*a^4*p*q^2-208*a^4*p*q*r-724*a^4*p*q*x+752*a^4 *p*r*x+2140*a^4*p*x^2-4*a^4*q^3-48*a^4*q^2*r-480*a^4*q^2*x-48*a^4*q*r^2+272*a^4 *q*r*x+3288*a^4*q*x^2+192*a^4*r^2*x+212*a^4*r*x^2-812*a^4*x^3-64*a^3*b^3*c-16*a ^3*b^3*g-72*a^3*b^3*p-40*a^3*b^3*r-1072*a^3*b^3*x-512*a^3*b^2*c^2-304*a^3*b^2*c *g-856*a^3*b^2*c*p-128*a^3*b^2*c*q-504*a^3*b^2*c*r-7048*a^3*b^2*c*x-40*a^3*b^2* g^2-280*a^3*b^2*g*p-32*a^3*b^2*g*q-168*a^3*b^2*g*r-2524*a^3*b^2*g*x-280*a^3*b^2 *p^2-144*a^3*b^2*p*q-288*a^3*b^2*p*r-2304*a^3*b^2*p*x-80*a^3*b^2*q*r-2104*a^3*b ^2*q*x-48*a^3*b^2*r^2+352*a^3*b^2*r*x+8208*a^3*b^2*x^2-1312*a^3*b*c^3-1216*a^3* b*c^2*g-2696*a^3*b*c^2*p-736*a^3*b*c^2*q-1640*a^3*b*c^2*r-15088*a^3*b*c^2*x-348 *a^3*b*c*g^2-1768*a^3*b*c*g*p-448*a^3*b*c*g*q-1088*a^3*b*c*g*r-10604*a^3*b*c*g* x-1420*a^3*b*c*p^2-1248*a^3*b*c*p*q-1552*a^3*b*c*p*r-7524*a^3*b*c*p*x-80*a^3*b* c*q^2-736*a^3*b*c*q*r-9804*a^3*b*c*q*x-312*a^3*b*c*r^2+2636*a^3*b*c*r*x+34312*a ^3*b*c*x^2-30*a^3*b*g^3-276*a^3*b*g^2*p-60*a^3*b*g^2*q-172*a^3*b*g^2*r-1770*a^3 *b*g^2*x-478*a^3*b*g*p^2-420*a^3*b*g*p*q-524*a^3*b*g*p*r-2602*a^3*b*g*p*x-20*a^ 3*b*g*q^2-252*a^3*b*g*q*r-3662*a^3*b*g*q*x-104*a^3*b*g*r^2+900*a^3*b*g*r*x+ 11938*a^3*b*g*x^2-182*a^3*b*p^3-420*a^3*b*p^2*q-298*a^3*b*p^2*r-8*a^3*b*p^2*x-\ 90*a^3*b*p*q^2-432*a^3*b*p*q*r-3412*a^3*b*p*q*x-132*a^3*b*p*r^2+1712*a^3*b*p*r* x+12328*a^3*b*p*x^2-50*a^3*b*q^2*r-1284*a^3*b*q^2*x-72*a^3*b*q*r^2+574*a^3*b*q* r*x+11662*a^3*b*q*x^2-12*a^3*b*r^3+744*a^3*b*r^2*x+4608*a^3*b*r*x^2+92*a^3*b*x^ 3-1024*a^3*c^4-1312*a^3*c^3*g-2392*a^3*c^3*p-928*a^3*c^3*q-1464*a^3*c^3*r-10392 *a^3*c^3*x-592*a^3*c^2*g^2-2360*a^3*c^2*g*p-896*a^3*c^2*g*q-1448*a^3*c^2*g*r-\ 11152*a^3*c^2*g*x-1560*a^3*c^2*p^2-1984*a^3*c^2*p*q-1696*a^3*c^2*p*r-5528*a^3*c ^2*p*x-240*a^3*c^2*q^2-1216*a^3*c^2*q*r-10348*a^3*c^2*q*x-336*a^3*c^2*r^2+4388* a^3*c^2*r*x+34740*a^3*c^2*x^2-110*a^3*c*g^3-740*a^3*c*g^2*p-268*a^3*c*g^2*q-456 *a^3*c*g^2*r-3746*a^3*c*g^2*x-974*a^3*c*g*p^2-1364*a^3*c*g*p*q-1036*a^3*c*g*p*r -3498*a^3*c*g*p*x-148*a^3*c*g*q^2-844*a^3*c*g*q*r-7794*a^3*c*g*q*x-188*a^3*c*g* r^2+3188*a^3*c*g*r*x+23790*a^3*c*g*x^2-294*a^3*c*p^3-1140*a^3*c*p^2*q-454*a^3*c *p^2*r+1214*a^3*c*p^2*x-410*a^3*c*p*q^2-1264*a^3*c*p*q*r-5856*a^3*c*p*q*x-180*a ^3*c*p*r^2+4944*a^3*c*p*r*x+22814*a^3*c*p*x^2-16*a^3*c*q^3-242*a^3*c*q^2*r-3044 *a^3*c*q^2*x-264*a^3*c*q*r^2+1970*a^3*c*q*r*x+25154*a^3*c*q*x^2-12*a^3*c*r^3+ 1932*a^3*c*r^2*x+8800*a^3*c*r*x^2+216*a^3*c*x^3-7*a^3*g^4-74*a^3*g^3*p-24*a^3*g ^3*q-46*a^3*g^3*r-388*a^3*g^3*x-143*a^3*g^2*p^2-224*a^3*g^2*p*q-148*a^3*g^2*p*r -459*a^3*g^2*p*x-20*a^3*g^2*q^2-140*a^3*g^2*q*r-1420*a^3*g^2*q*x-24*a^3*g^2*r^2 +566*a^3*g^2*r*x+3901*a^3*g^2*x^2-56*a^3*g*p^3-408*a^3*g*p^2*q-78*a^3*g*p^2*r+ 865*a^3*g*p^2*x-140*a^3*g*p*q^2-452*a^3*g*p*q*r-2326*a^3*g*p*q*x-24*a^3*g*p*r^2 +1920*a^3*g*p*r*x+7597*a^3*g*p*x^2-4*a^3*g*q^3-84*a^3*g*q^2*r-1158*a^3*g*q^2*x-\ 92*a^3*g*q*r^2+632*a^3*g*q*r*x+8876*a^3*g*q*x^2+618*a^3*g*r^2*x+2360*a^3*g*r*x^ 2-662*a^3*g*x^3-182*a^3*p^3*q+546*a^3*p^3*x-140*a^3*p^2*q^2-298*a^3*p^2*q*r-462 *a^3*p^2*q*x+1052*a^3*p^2*r*x+2444*a^3*p^2*x^2-18*a^3*p*q^3-144*a^3*p*q^2*r-\ 1050*a^3*p*q^2*x-132*a^3*p*q*r^2+1116*a^3*p*q*r*x+9186*a^3*p*q*x^2+516*a^3*p*r^ 2*x+82*a^3*p*r*x^2-2580*a^3*p*x^3-10*a^3*q^3*r-250*a^3*q^3*x-24*a^3*q^2*r^2+278 *a^3*q^2*r*x+4172*a^3*q^2*x^2-12*a^3*q*r^3+624*a^3*q*r^2*x+4060*a^3*q*r*x^2+760 *a^3*q*x^3+48*a^3*r^3*x-744*a^3*r^2*x^2-2552*a^3*r*x^3-344*a^2*b^4*x-96*a^2*b^3 *c^2-48*a^2*b^3*c*g-216*a^2*b^3*c*p-120*a^2*b^3*c*r-4416*a^2*b^3*c*x-4*a^2*b^3* g^2-60*a^2*b^3*g*p-36*a^2*b^3*g*r-1476*a^2*b^3*g*x-104*a^2*b^3*p^2-88*a^2*b^3*p *r-2108*a^2*b^3*p*x-884*a^2*b^3*q*x-4*a^2*b^3*r^2+184*a^2*b^3*r*x+6012*a^2*b^3* x^2-608*a^2*b^2*c^3-528*a^2*b^2*c^2*g-1608*a^2*b^2*c^2*p-192*a^2*b^2*c^2*q-936* a^2*b^2*c^2*r-16496*a^2*b^2*c^2*x-132*a^2*b^2*c*g^2-1020*a^2*b^2*c*g*p-96*a^2*b ^2*c*g*q-612*a^2*b^2*c*g*r-11412*a^2*b^2*c*g*x-1152*a^2*b^2*c*p^2-432*a^2*b^2*c *p*q-1128*a^2*b^2*c*p*r-12452*a^2*b^2*c*p*x-240*a^2*b^2*c*q*r-8776*a^2*b^2*c*q* x-156*a^2*b^2*c*r^2+1848*a^2*b^2*c*r*x+42504*a^2*b^2*c*x^2-8*a^2*b^2*g^3-148*a^ 2*b^2*g^2*p-8*a^2*b^2*g^2*q-92*a^2*b^2*g^2*r-1856*a^2*b^2*g^2*x-396*a^2*b^2*g*p ^2-120*a^2*b^2*g*p*q-392*a^2*b^2*g*p*r-4668*a^2*b^2*g*p*x-72*a^2*b^2*g*q*r-2974 *a^2*b^2*g*q*x-52*a^2*b^2*g*r^2+604*a^2*b^2*g*r*x+14790*a^2*b^2*g*x^2-224*a^2*b ^2*p^3-208*a^2*b^2*p^2*q-312*a^2*b^2*p^2*r-1654*a^2*b^2*p^2*x-176*a^2*b^2*p*q*r -4140*a^2*b^2*p*q*x-96*a^2*b^2*p*r^2+1226*a^2*b^2*p*r*x+17990*a^2*b^2*p*x^2-822 *a^2*b^2*q^2*x-8*a^2*b^2*q*r^2+558*a^2*b^2*q*r*x+12982*a^2*b^2*q*x^2+860*a^2*b^ 2*r^2*x+8136*a^2*b^2*r*x^2+1808*a^2*b^2*x^3-1328*a^2*b*c^4-1616*a^2*b*c^3*g-\ 3928*a^2*b*c^3*p-864*a^2*b*c^3*q-2360*a^2*b*c^3*r-25936*a^2*b*c^3*x-672*a^2*b*c ^2*g^2-3828*a^2*b*c^2*g*p-768*a^2*b*c^2*g*q-2340*a^2*b*c^2*g*r-26988*a^2*b*c^2* g*x-3492*a^2*b*c^2*p^2-2304*a^2*b*c^2*p*q-3672*a^2*b*c^2*p*r-24296*a^2*b*c^2*p* x-120*a^2*b*c^2*q^2-1344*a^2*b*c^2*q*r-22796*a^2*b*c^2*q*x-660*a^2*b*c^2*r^2+ 5912*a^2*b*c^2*r*x+92672*a^2*b*c^2*x^2-108*a^2*b*c*g^3-1168*a^2*b*c*g^2*p-196*a ^2*b*c*g^2*q-728*a^2*b*c*g^2*r-8816*a^2*b*c*g^2*x-2372*a^2*b*c*g*p^2-1500*a^2*b *c*g*p*q-2508*a^2*b*c*g*p*r-17592*a^2*b*c*g*p*x-60*a^2*b*c*g*q^2-900*a^2*b*c*g* q*r-16286*a^2*b*c*g*q*x-440*a^2*b*c*g*r^2+4102*a^2*b*c*g*r*x+64944*a^2*b*c*g*x^ 2-1106*a^2*b*c*p^3-1676*a^2*b*c*p^2*q-1674*a^2*b*c*p^2*r-4310*a^2*b*c*p^2*x-270 *a^2*b*c*p*q^2-1648*a^2*b*c*p*q*r-17472*a^2*b*c*p*q*x-636*a^2*b*c*p*r^2+7698*a^ 2*b*c*p*r*x+72604*a^2*b*c*p*x^2-150*a^2*b*c*q^2*r-5498*a^2*b*c*q^2*x-232*a^2*b* c*q*r^2+3084*a^2*b*c*q*r*x+60554*a^2*b*c*q*x^2-36*a^2*b*c*r^3+4252*a^2*b*c*r^2* x+31740*a^2*b*c*r*x^2+5680*a^2*b*c*x^3-5*a^2*b*g^4-110*a^2*b*g^3*p-12*a^2*b*g^3 *q-70*a^2*b*g^3*r-896*a^2*b*g^3*x-386*a^2*b*g^2*p^2-222*a^2*b*g^2*p*q-410*a^2*b *g^2*p*r-3015*a^2*b*g^2*p*x-5*a^2*b*g^2*q^2-138*a^2*b*g^2*q*r-2733*a^2*b*g^2*q* x-69*a^2*b*g^2*r^2+715*a^2*b*g^2*r*x+11030*a^2*b*g^2*x^2-379*a^2*b*g*p^3-594*a^ 2*b*g*p^2*q-577*a^2*b*g*p^2*r-1444*a^2*b*g*p^2*x-75*a^2*b*g*p*q^2-588*a^2*b*g*p *q*r-6888*a^2*b*g*p*q*x-220*a^2*b*g*p*r^2+2622*a^2*b*g*p*r*x+25467*a^2*b*g*p*x^ 2-45*a^2*b*g*q^2*r-1876*a^2*b*g*q^2*x-78*a^2*b*g*q*r^2+1004*a^2*b*g*q*r*x+21227 *a^2*b*g*q*x^2-12*a^2*b*g*r^3+1409*a^2*b*g*r^2*x+10470*a^2*b*g*r*x^2+1290*a^2*b *g*x^3-98*a^2*b*p^4-336*a^2*b*p^3*q-206*a^2*b*p^3*r+391*a^2*b*p^3*x-130*a^2*b*p ^2*q^2-468*a^2*b*p^2*q*r-2531*a^2*b*p^2*q*x-132*a^2*b*p^2*r^2+2135*a^2*b*p^2*r* x+12253*a^2*b*p^2*x^2-110*a^2*b*p*q^2*r-2517*a^2*b*p*q^2*x-144*a^2*b*p*q*r^2+ 1871*a^2*b*p*q*r*x+25437*a^2*b*p*q*x^2-24*a^2*b*p*r^3+1482*a^2*b*p*r^2*x+7288*a ^2*b*p*r*x^2-2238*a^2*b*p*x^3-331*a^2*b*q^3*x-5*a^2*b*q^2*r^2+525*a^2*b*q^2*r*x +9234*a^2*b*q^2*x^2+1301*a^2*b*q*r^2*x+10932*a^2*b*q*r*x^2+1102*a^2*b*q*x^3+120 *a^2*b*r^3*x-2580*a^2*b*r^2*x^2-11632*a^2*b*r*x^3-896*a^2*c^5-1432*a^2*c^4*g-\ 2856*a^2*c^4*p-912*a^2*c^4*q-1736*a^2*c^4*r-14088*a^2*c^4*x-852*a^2*c^3*g^2-\ 3820*a^2*c^3*g*p-1152*a^2*c^3*g*q-2340*a^2*c^3*g*r-20220*a^2*c^3*g*x-2864*a^2*c ^3*p^2-2752*a^2*c^3*p*q-3064*a^2*c^3*p*r-13652*a^2*c^3*p*x-280*a^2*c^3*q^2-1664 *a^2*c^3*q*r-17392*a^2*c^3*q*x-580*a^2*c^3*r^2+6736*a^2*c^3*r*x+65936*a^2*c^3*x ^2-230*a^2*c^2*g^3-1816*a^2*c^2*g^2*p-500*a^2*c^2*g^2*q-1124*a^2*c^2*g^2*r-\ 10228*a^2*c^2*g^2*x-2898*a^2*c^2*g*p^2-2796*a^2*c^2*g*p*q-3068*a^2*c^2*g*p*r-\ 15098*a^2*c^2*g*p*x-252*a^2*c^2*g*q^2-1716*a^2*c^2*g*q*r-19084*a^2*c^2*g*q*x-\ 544*a^2*c^2*g*r^2+7078*a^2*c^2*g*r*x+68288*a^2*c^2*g*x^2-1106*a^2*c^2*p^3-2548* a^2*c^2*p^2*q-1674*a^2*c^2*p^2*r-760*a^2*c^2*p^2*x-750*a^2*c^2*p*q^2-2720*a^2*c ^2*p*q*r-16548*a^2*c^2*p*q*x-636*a^2*c^2*p*r^2+12008*a^2*c^2*p*r*x+72878*a^2*c^ 2*p*x^2-24*a^2*c^2*q^3-438*a^2*c^2*q^2*r-7204*a^2*c^2*q^2*x-512*a^2*c^2*q*r^2+ 4862*a^2*c^2*q*r*x+67900*a^2*c^2*q*x^2-36*a^2*c^2*r^3+5504*a^2*c^2*r^2*x+32228* a^2*c^2*r*x^2+6476*a^2*c^2*x^3-27*a^2*c*g^4-360*a^2*c*g^3*p-84*a^2*c*g^3*q-226* a^2*c*g^3*r-2116*a^2*c*g^3*x-934*a^2*c*g^2*p^2-894*a^2*c*g^2*p*q-978*a^2*c*g^2* p*r-5167*a^2*c*g^2*p*x-65*a^2*c*g^2*q^2-558*a^2*c*g^2*q*r-6665*a^2*c*g^2*q*x-\ 159*a^2*c*g^2*r^2+2485*a^2*c*g^2*r*x+22938*a^2*c*g^2*x^2-685*a^2*c*g*p^3-1818*a ^2*c*g*p^2*q-1005*a^2*c*g*p^2*r+8*a^2*c*g*p^2*x-495*a^2*c*g*p*q^2-1944*a^2*c*g* p*q*r-13044*a^2*c*g*p*q*x-352*a^2*c*g*p*r^2+8632*a^2*c*g*p*r*x+49879*a^2*c*g*p* x^2-12*a^2*c*g*q^3-297*a^2*c*g*q^2*r-5226*a^2*c*g*q^2*x-354*a^2*c*g*q*r^2+3262* a^2*c*g*q*r*x+47987*a^2*c*g*q*x^2-12*a^2*c*g*r^3+3743*a^2*c*g*r^2*x+21076*a^2*c *g*r*x^2+2898*a^2*c*g*x^3-140*a^2*c*p^4-882*a^2*c*p^3*q-278*a^2*c*p^3*r+1795*a^ 2*c*p^3*x-550*a^2*c*p^2*q^2-1362*a^2*c*p^2*q*r-3521*a^2*c*p^2*q*x-162*a^2*c*p^2 *r^2+5821*a^2*c*p^2*r*x+22145*a^2*c*p^2*x^2-54*a^2*c*p*q^3-542*a^2*c*p*q^2*r-\ 5403*a^2*c*p*q^2*x-540*a^2*c*p*q*r^2+5681*a^2*c*p*q*r*x+53229*a^2*c*p*q*x^2-24* a^2*c*p*r^3+3660*a^2*c*p*r^2*x+12010*a^2*c*p*r*x^2-5710*a^2*c*p*x^3-30*a^2*c*q^ 3*r-1107*a^2*c*q^3*x-77*a^2*c*q^2*r^2+1367*a^2*c*q^2*r*x+21426*a^2*c*q^2*x^2-36 *a^2*c*q*r^3+3173*a^2*c*q*r^2*x+22154*a^2*c*q*r*x^2+2276*a^2*c*q*x^3+264*a^2*c* r^3*x-5604*a^2*c*r^2*x^2-21952*a^2*c*r*x^3-a^2*g^5-25*a^2*g^4*p-4*a^2*g^4*q-16* a^2*g^4*r-148*a^2*g^4*x-96*a^2*g^3*p^2-88*a^2*g^3*p*q-100*a^2*g^3*p*r-533*a^2*g ^3*p*x-4*a^2*g^3*q^2-56*a^2*g^3*q*r-732*a^2*g^3*q*x-15*a^2*g^3*r^2+281*a^2*g^3* r*x+2469*a^2*g^3*x^2-97*a^2*g^2*p^3-313*a^2*g^2*p^2*q-136*a^2*g^2*p^2*r+187*a^2 *g^2*p^2*x-74*a^2*g^2*p*q^2-334*a^2*g^2*p*q*r-2498*a^2*g^2*p*q*x-42*a^2*g^2*p*r ^2+1533*a^2*g^2*p*r*x+8178*a^2*g^2*p*x^2-a^2*g^2*q^3-46*a^2*g^2*q^2*r-888*a^2*g ^2*q^2*x-57*a^2*g^2*q*r^2+547*a^2*g^2*q*r*x+8228*a^2*g^2*q*x^2+596*a^2*g^2*r^2* x+3053*a^2*g^2*r*x^2-135*a^2*g^2*x^3-21*a^2*g*p^4-323*a^2*g*p^3*q-36*a^2*g*p^3* r+944*a^2*g*p^3*x-198*a^2*g*p^2*q^2-499*a^2*g*p^2*q*r-1474*a^2*g*p^2*q*x-15*a^2 *g*p^2*r^2+2224*a^2*g*p^2*r*x+7234*a^2*g*p^2*x^2-15*a^2*g*p*q^3-196*a^2*g*p*q^2 *r-2183*a^2*g*p*q^2*x-196*a^2*g*p*q*r^2+1864*a^2*g*p*q*r*x+19027*a^2*g*p*q*x^2+ 1167*a^2*g*p*r^2*x+2820*a^2*g*p*r*x^2-3416*a^2*g*p*x^3-9*a^2*g*q^3*r-379*a^2*g* q^3*x-26*a^2*g*q^2*r^2+468*a^2*g*q^2*r*x+7642*a^2*g*q^2*x^2-12*a^2*g*q*r^3+1105 *a^2*g*q*r^2*x+8111*a^2*g*q*r*x^2+1337*a^2*g*q*x^3+48*a^2*g*r^3*x-1984*a^2*g*r^ 2*x^2-7012*a^2*g*r*x^3-98*a^2*p^4*q+294*a^2*p^4*x-112*a^2*p^3*q^2-206*a^2*p^3*q *r+13*a^2*p^3*q*x+712*a^2*p^3*r*x+1331*a^2*p^3*x^2-26*a^2*p^2*q^3-156*a^2*p^2*q ^2*r-767*a^2*p^2*q^2*x-132*a^2*p^2*q*r^2+1482*a^2*p^2*q*r*x+9365*a^2*p^2*q*x^2+ 504*a^2*p^2*r^2*x-418*a^2*p^2*r*x^2-2945*a^2*p^2*x^3-22*a^2*p*q^3*r-487*a^2*p*q ^3*x-48*a^2*p*q^2*r^2+779*a^2*p*q^2*r*x+8928*a^2*p*q^2*x^2-24*a^2*p*q*r^3+1242* a^2*p*q*r^2*x+6599*a^2*p*q*r*x^2-388*a^2*p*q*x^3+96*a^2*p*r^3*x-1436*a^2*p*r^2* x^2-4464*a^2*p*r*x^3-49*a^2*q^4*x-a^2*q^3*r^2+146*a^2*q^3*r*x+2108*a^2*q^3*x^2+ 458*a^2*q^2*r^2*x+3143*a^2*q^2*r*x^2-783*a^2*q^2*x^3+120*a^2*q*r^3*x-1868*a^2*q *r^2*x^2-8440*a^2*q*r*x^3-100*a^2*r^3*x^2+880*a^2*r^2*x^3-840*a*b^4*c*x-228*a*b ^4*g*x-552*a*b^4*p*x+92*a*b^4*r*x+1896*a*b^4*x^2-64*a*b^3*c^3-48*a*b^3*c^2*g-\ 216*a*b^3*c^2*p-120*a*b^3*c^2*r-6072*a*b^3*c^2*x-8*a*b^3*c*g^2-120*a*b^3*c*g*p-\ 72*a*b^3*c*g*r-3952*a*b^3*c*g*x-208*a*b^3*c*p^2-176*a*b^3*c*p*r-6048*a*b^3*c*p* x-2072*a*b^3*c*q*x-8*a*b^3*c*r^2+596*a*b^3*c*r*x+19232*a*b^3*c*x^2-12*a*b^3*g^2 *p-8*a*b^3*g^2*r-574*a*b^3*g^2*x-64*a*b^3*g*p^2-60*a*b^3*g*p*r-2160*a*b^3*g*p*x -528*a*b^3*g*q*x-4*a*b^3*g*r^2+224*a*b^3*g*r*x+6638*a*b^3*g*x^2-60*a*b^3*p^3-60 *a*b^3*p^2*r-1312*a*b^3*p^2*x-1416*a*b^3*p*q*x+382*a*b^3*p*r*x+9002*a*b^3*p*x^2 +324*a*b^3*q*r*x+5576*a*b^3*q*x^2+4*a*b^3*r^3+368*a*b^3*r^2*x+3912*a*b^3*r*x^2+ 92*a*b^3*x^3-352*a*b^2*c^4-400*a*b^2*c^3*g-1288*a*b^2*c^3*p-128*a*b^2*c^3*q-744 *a*b^2*c^3*r-16560*a*b^2*c^3*x-144*a*b^2*c^2*g^2-1200*a*b^2*c^2*g*p-96*a*b^2*c^ 2*g*q-720*a*b^2*c^2*g*r-16848*a*b^2*c^2*g*x-1464*a*b^2*c^2*p^2-432*a*b^2*c^2*p* q-1392*a*b^2*c^2*p*r-20520*a*b^2*c^2*p*x-240*a*b^2*c^2*q*r-11848*a*b^2*c^2*q*x-\ 168*a*b^2*c^2*r^2+2752*a*b^2*c^2*r*x+69736*a*b^2*c^2*x^2-16*a*b^2*c*g^3-332*a*b ^2*c*g^2*p-16*a*b^2*c*g^2*q-208*a*b^2*c*g^2*r-5284*a*b^2*c*g^2*x-984*a*b^2*c*g* p^2-240*a*b^2*c*g*p*q-964*a*b^2*c*g*p*r-14908*a*b^2*c*g*p*x-144*a*b^2*c*g*q*r-\ 7730*a*b^2*c*g*q*x-116*a*b^2*c*g*r^2+1918*a*b^2*c*g*r*x+48888*a*b^2*c*g*x^2-628 *a*b^2*c*p^3-416*a*b^2*c*p^2*q-804*a*b^2*c*p^2*r-6828*a*b^2*c*p^2*x-352*a*b^2*c *p*q*r-12048*a*b^2*c*p*q*x-192*a*b^2*c*p*r^2+3904*a*b^2*c*p*r*x+62416*a*b^2*c*p *x^2-1834*a*b^2*c*q^2*x-16*a*b^2*c*q*r^2+1794*a*b^2*c*q*r*x+41600*a*b^2*c*q*x^2 +12*a*b^2*c*r^3+2844*a*b^2*c*r^2*x+28836*a*b^2*c*r*x^2+5680*a*b^2*c*x^3-24*a*b^ 2*g^3*p-16*a*b^2*g^3*r-484*a*b^2*g^3*x-156*a*b^2*g^2*p^2-24*a*b^2*g^2*p*q-156*a *b^2*g^2*p*r-2590*a*b^2*g^2*p*x-16*a*b^2*g^2*q*r-1107*a*b^2*g^2*q*x-16*a*b^2*g^ 2*r^2+387*a*b^2*g^2*r*x+8389*a*b^2*g^2*x^2-224*a*b^2*g*p^3-128*a*b^2*g*p^2*q-\ 292*a*b^2*g*p^2*r-2676*a*b^2*g*p^2*x-120*a*b^2*g*p*q*r-4390*a*b^2*g*p*q*x-72*a* b^2*g*p*r^2+1166*a*b^2*g*p*r*x+21724*a*b^2*g*p*x^2-429*a*b^2*g*q^2*x-8*a*b^2*g* q*r^2+664*a*b^2*g*q*r*x+14361*a*b^2*g*q*x^2+4*a*b^2*g*r^3+973*a*b^2*g*r^2*x+ 9534*a*b^2*g*r*x^2+1290*a*b^2*g*x^3-84*a*b^2*p^4-120*a*b^2*p^3*q-144*a*b^2*p^3* r-412*a*b^2*p^3*x-120*a*b^2*p^2*q*r-2574*a*b^2*p^2*q*x-60*a*b^2*p^2*r^2+1227*a* b^2*p^2*r*x+13053*a*b^2*p^2*x^2-1314*a*b^2*p*q^2*x+1005*a*b^2*p*q*r*x+19185*a*b ^2*p*q*x^2+1077*a*b^2*p*r^2*x+10020*a*b^2*p*r*x^2+1102*a*b^2*p*x^3+395*a*b^2*q^ 2*r*x+5942*a*b^2*q^2*x^2+8*a*b^2*q*r^3+714*a*b^2*q*r^2*x+6680*a*b^2*q*r*x^2-\ 2238*a*b^2*q*x^3-80*a*b^2*r^3*x-2940*a*b^2*r^2*x^2-11632*a*b^2*r*x^3-688*a*b*c^ 5-1032*a*b*c^4*g-2688*a*b*c^4*p-496*a*b*c^4*q-1600*a*b*c^4*r-21064*a*b*c^4*x-\ 556*a*b*c^3*g^2-3456*a*b*c^3*g*p-576*a*b*c^3*g*q-2104*a*b*c^3*g*r-28804*a*b*c^3 *g*x-3444*a*b*c^3*p^2-1824*a*b*c^3*p*q-3520*a*b*c^3*p*r-29932*a*b*c^3*p*x-80*a* b*c^3*q^2-1056*a*b*c^3*q*r-22676*a*b*c^3*q*x-576*a*b*c^3*r^2+5696*a*b*c^3*r*x+ 105552*a*b*c^3*x^2-126*a*b*c^2*g^3-1544*a*b*c^2*g^2*p-212*a*b*c^2*g^2*q-964*a*b *c^2*g^2*r-13796*a*b*c^2*g^2*x-3502*a*b*c^2*g*p^2-1740*a*b*c^2*g*p*q-3624*a*b*c ^2*g*p*r-32262*a*b*c^2*g*p*x-60*a*b*c^2*g*q^2-1044*a*b*c^2*g*q*r-23584*a*b*c^2* g*q*x-580*a*b*c^2*g*r^2+6084*a*b*c^2*g*r*x+111654*a*b*c^2*g*x^2-1846*a*b*c^2*p^ 3-2092*a*b*c^2*p^2*q-2634*a*b*c^2*p^2*r-11728*a*b*c^2*p^2*x-270*a*b*c^2*p*q^2-\ 2000*a*b*c^2*p*q*r-28620*a*b*c^2*p*q*x-876*a*b*c^2*p*r^2+11732*a*b*c^2*p*r*x+ 133492*a*b*c^2*p*x^2-150*a*b*c^2*q^2*r-7334*a*b*c^2*q^2*x-248*a*b*c^2*q*r^2+ 4804*a*b*c^2*q*r*x+99914*a*b*c^2*q*x^2-24*a*b*c^2*r^3+7416*a*b*c^2*r^2*x+63624* a*b*c^2*r*x^2+16120*a*b*c^2*x^3-10*a*b*c*g^4-274*a*b*c*g^3*p-24*a*b*c*g^3*q-176 *a*b*c*g^3*r-2652*a*b*c*g^3*x-1130*a*b*c*g^2*p^2-492*a*b*c*g^2*p*q-1180*a*b*c*g ^2*p*r-11006*a*b*c*g^2*p*x-10*a*b*c*g^2*q^2-308*a*b*c*g^2*q*r-7571*a*b*c*g^2*q* x-176*a*b*c*g^2*r^2+2328*a*b*c*g^2*r*x+38613*a*b*c*g^2*x^2-1288*a*b*c*g*p^3-\ 1444*a*b*c*g*p^2*q-1854*a*b*c*g*p^2*r-8710*a*b*c*g*p^2*x-150*a*b*c*g*p*q^2-1416 *a*b*c*g*p*q*r-21588*a*b*c*g*p*q*x-620*a*b*c*g*p*r^2+7745*a*b*c*g*p*r*x+93405*a *b*c*g*p*x^2-90*a*b*c*g*q^2*r-4741*a*b*c*g*q^2*x-172*a*b*c*g*q*r^2+3299*a*b*c*g *q*r*x+69924*a*b*c*g*q*x^2-16*a*b*c*g*r^3+4988*a*b*c*g*r^2*x+41844*a*b*c*g*r*x^ 2+7876*a*b*c*g*x^3-406*a*b*c*p^4-912*a*b*c*p^3*q-772*a*b*c*p^3*r-472*a*b*c*p^3* x-260*a*b*c*p^2*q^2-1176*a*b*c*p^2*q*r-9696*a*b*c*p^2*q*x-414*a*b*c*p^2*r^2+ 6828*a*b*c*p^2*r*x+50704*a*b*c*p^2*x^2-220*a*b*c*p*q^2*r-7552*a*b*c*p*q^2*x-288 *a*b*c*p*q*r^2+6064*a*b*c*p*q*r*x+88542*a*b*c*p*q*x^2-48*a*b*c*p*r^3+5508*a*b*c *p*r^2*x+36908*a*b*c*p*r*x^2+346*a*b*c*p*x^3-700*a*b*c*q^3*x-10*a*b*c*q^2*r^2+ 1648*a*b*c*q^2*r*x+29612*a*b*c*q^2*x^2+16*a*b*c*q*r^3+4056*a*b*c*q*r^2*x+36520* a*b*c*q*r*x^2+346*a*b*c*q*x^3+80*a*b*c*r^3*x-11520*a*b*c*r^2*x^2-48576*a*b*c*r* x^3-15*a*b*g^4*p-10*a*b*g^4*r-161*a*b*g^4*x-115*a*b*g^3*p^2-36*a*b*g^3*p*q-120* a*b*g^3*p*r-1190*a*b*g^3*p*x-24*a*b*g^3*q*r-708*a*b*g^3*q*x-15*a*b*g^3*r^2+304* a*b*g^3*r*x+4272*a*b*g^3*x^2-216*a*b*g^2*p^3-234*a*b*g^2*p^2*q-314*a*b*g^2*p^2* r-1500*a*b*g^2*p^2*x-15*a*b*g^2*p*q^2-234*a*b*g^2*p*q*r-3893*a*b*g^2*p*q*x-105* a*b*g^2*p*r^2+1248*a*b*g^2*p*r*x+15858*a*b*g^2*p*x^2-10*a*b*g^2*q^2*r-654*a*b*g ^2*q^2*x-24*a*b*g^2*q*r^2+650*a*b*g^2*q*r*x+12015*a*b*g^2*q*x^2-2*a*b*g^2*r^3+ 772*a*b*g^2*r^2*x+6018*a*b*g^2*r*x^2-22*a*b*g^2*x^3-141*a*b*g*p^4-336*a*b*g*p^3 *q-271*a*b*g*p^3*r-107*a*b*g*p^3*x-80*a*b*g*p^2*q^2-438*a*b*g*p^2*q*r-4045*a*b* g*p^2*q*x-148*a*b*g*p^2*r^2+2382*a*b*g*p^2*r*x+18022*a*b*g*p^2*x^2-75*a*b*g*p*q ^2*r-2791*a*b*g*p*q^2*x-108*a*b*g*p*q*r^2+1830*a*b*g*p*q*r*x+31152*a*b*g*p*q*x^ 2-18*a*b*g*p*r^3+1890*a*b*g*p*r^2*x+13057*a*b*g*p*r*x^2+179*a*b*g*p*x^3-147*a*b *g*q^3*x-5*a*b*g*q^2*r^2+612*a*b*g*q^2*r*x+10277*a*b*g*q^2*x^2+6*a*b*g*q*r^3+ 1456*a*b*g*q*r^2*x+12857*a*b*g*q*r*x^2+179*a*b*g*q*x^3+28*a*b*g*r^3*x-3900*a*b* g*r^2*x^2-16456*a*b*g*r*x^3-27*a*b*p^5-126*a*b*p^4*q-69*a*b*p^4*r+245*a*b*p^4*x -75*a*b*p^3*q^2-216*a*b*p^3*q*r-682*a*b*p^3*q*x-57*a*b*p^3*r^2+1088*a*b*p^3*r*x +5190*a*b*p^3*x^2-75*a*b*p^2*q^2*r-1551*a*b*p^2*q^2*x-90*a*b*p^2*q*r^2+1821*a*b *p^2*q*r*x+18380*a*b*p^2*q*x^2-15*a*b*p^2*r^3+951*a*b*p^2*r^2*x+3163*a*b*p^2*r* x^2-3470*a*b*p^2*x^3-528*a*b*p*q^3*x+855*a*b*p*q^2*r*x+13456*a*b*p*q^2*x^2+1638 *a*b*p*q*r^2*x+13446*a*b*p*q*r*x^2-260*a*b*p*q*x^3+156*a*b*p*r^3*x-3378*a*b*p*r ^2*x^2-14748*a*b*p*r*x^3+198*a*b*q^3*r*x+2694*a*b*q^3*x^2+5*a*b*q^2*r^3+429*a*b *q^2*r^2*x+3299*a*b*q^2*r*x^2-3470*a*b*q^2*x^3-104*a*b*q*r^3*x-4002*a*b*q*r^2*x ^2-14748*a*b*q*r*x^3+2000*a*b*r^2*x^3-416*a*c^6-792*a*c^5*g-1696*a*c^5*p-464*a* c^5*q-1024*a*c^5*r-9656*a*c^5*x-580*a*c^4*g^2-2840*a*c^4*g*p-720*a*c^4*g*q-1736 *a*c^4*g*r-17080*a*c^4*g*x-2328*a*c^4*p^2-1832*a*c^4*p*q-2448*a*c^4*p*r-13880*a *c^4*p*x-160*a*c^4*q^2-1096*a*c^4*q*r-14116*a*c^4*q*x-440*a*c^4*r^2+5008*a*c^4* r*x+58980*a*c^4*x^2-202*a*c^3*g^3-1792*a*c^3*g^2*p-404*a*c^3*g^2*q-1112*a*c^3*g ^2*r-11334*a*c^3*g^2*x-3218*a*c^3*g*p^2-2444*a*c^3*g*p*q-3376*a*c^3*g*p*r-20678 *a*c^3*g*p*x-188*a*c^3*g*q^2-1492*a*c^3*g*q*r-20122*a*c^3*g*q*x-576*a*c^3*g*r^2 +6990*a*c^3*g*r*x+82028*a*c^3*g*x^2-1390*a*c^3*p^3-2396*a*c^3*p^2*q-2046*a*c^3* p^2*r-4070*a*c^3*p^2*x-590*a*c^3*p*q^2-2480*a*c^3*p*q*r-19984*a*c^3*p*q*x-732*a *c^3*p*r^2+12594*a*c^3*p*r*x+94284*a*c^3*p*x^2-16*a*c^3*q^3-342*a*c^3*q^2*r-\ 7196*a*c^3*q^2*x-424*a*c^3*q*r^2+4906*a*c^3*q*r*x+77302*a*c^3*q*x^2-32*a*c^3*r^ 3+6368*a*c^3*r^2*x+44220*a*c^3*r*x^2+11928*a*c^3*x^3-33*a*c^2*g^4-522*a*c^2*g^3 *p-96*a*c^2*g^3*q-330*a*c^2*g^3*r-3420*a*c^2*g^3*x-1595*a*c^2*g^2*p^2-1140*a*c^ 2*g^2*p*q-1668*a*c^2*g^2*p*r-10881*a*c^2*g^2*p*x-70*a*c^2*g^2*q^2-712*a*c^2*g^2 *q*r-10168*a*c^2*g^2*q*x-262*a*c^2*g^2*r^2+3761*a*c^2*g^2*r*x+41961*a*c^2*g^2*x ^2-1426*a*c^2*g*p^3-2540*a*c^2*g*p^2*q-2068*a*c^2*g*p^2*r-4647*a*c^2*g*p^2*x-\ 570*a*c^2*g*p*q^2-2652*a*c^2*g*p*q*r-22928*a*c^2*g*p*q*x-704*a*c^2*g*p*r^2+ 13069*a*c^2*g*p*r*x+97644*a*c^2*g*p*x^2-12*a*c^2*g*q^3-342*a*c^2*g*q^2*r-7542*a *c^2*g*q^2*x-440*a*c^2*g*q*r^2+5091*a*c^2*g*q*r*x+81873*a*c^2*g*q*x^2-20*a*c^2* g*r^3+6619*a*c^2*g*r^2*x+44760*a*c^2*g*r*x^2+10312*a*c^2*g*x^3-364*a*c^2*p^4-\ 1338*a*c^2*p^3*q-700*a*c^2*p^3*r+1696*a*c^2*p^3*x-680*a*c^2*p^2*q^2-1950*a*c^2* p^2*q*r-7884*a*c^2*p^2*q*x-384*a*c^2*p^2*r^2+9911*a*c^2*p^2*r*x+49577*a*c^2*p^2 *x^2-54*a*c^2*p*q^3-652*a*c^2*p*q^2*r-9060*a*c^2*p*q^2*x-684*a*c^2*p*q*r^2+9045 *a*c^2*p*q*r*x+97029*a*c^2*p*q*x^2-48*a*c^2*p*r^3+6849*a*c^2*p*r^2*x+32758*a*c^ 2*p*r*x^2-3302*a*c^2*p*x^3-30*a*c^2*q^3*r-1464*a*c^2*q^3*x-82*a*c^2*q^2*r^2+ 2095*a*c^2*q^2*r*x+35378*a*c^2*q^2*x^2-28*a*c^2*q*r^3+5214*a*c^2*q*r^2*x+40602* a*c^2*q*r*x^2+3478*a*c^2*q*x^3+304*a*c^2*r^3*x-12044*a*c^2*r^2*x^2-48712*a*c^2* r*x^3-2*a*c*g^5-68*a*c*g^4*p-8*a*c*g^4*q-44*a*c*g^4*r-442*a*c*g^4*x-334*a*c*g^3 *p^2-212*a*c*g^3*p*q-348*a*c*g^3*p*r-2358*a*c*g^3*p*x-8*a*c*g^3*q^2-136*a*c*g^3 *q*r-2098*a*c*g^3*q*x-48*a*c*g^3*r^2+923*a*c*g^3*r*x+9312*a*c*g^3*x^2-465*a*c*g ^2*p^3-860*a*c*g^2*p^2*q-664*a*c*g^2*p^2*r-1543*a*c*g^2*p^2*x-163*a*c*g^2*p*q^2 -902*a*c*g^2*p*q*r-8465*a*c*g^2*p*q*x-213*a*c*g^2*p*r^2+4405*a*c*g^2*p*r*x+ 32449*a*c*g^2*p*x^2-2*a*c*g^2*q^3-102*a*c*g^2*q^2*r-2428*a*c*g^2*q^2*x-138*a*c* g^2*q*r^2+1840*a*c*g^2*q*r*x+28218*a*c*g^2*q*x^2-2*a*c*g^2*r^3+2131*a*c*g^2*r^2 *x+13305*a*c*g^2*r*x^2+1024*a*c*g^2*x^3-220*a*c*g*p^4-982*a*c*g*p^3*q-407*a*c*g *p^3*r+1552*a*c*g*p^3*x-476*a*c*g*p^2*q^2-1436*a*c*g*p^2*q*r-6547*a*c*g*p^2*q*x -205*a*c*g*p^2*r^2+7241*a*c*g*p^2*r*x+34279*a*c*g*p^2*x^2-30*a*c*g*p*q^3-467*a* c*g*p*q^2*r-6973*a*c*g*p*q^2*x-500*a*c*g*p*q*r^2+5953*a*c*g*p*q*r*x+69105*a*c*g *p*q*x^2-18*a*c*g*p*r^3+4749*a*c*g*p*r^2*x+22247*a*c*g*p*r*x^2-3140*a*c*g*p*x^3 -18*a*c*g*q^3*r-932*a*c*g*q^3*x-57*a*c*g*q^2*r^2+1480*a*c*g*q^2*r*x+24989*a*c*g *q^2*x^2-18*a*c*g*q*r^3+3676*a*c*g*q*r^2*x+29014*a*c*g*q*r*x^2+3280*a*c*g*q*x^3 +124*a*c*g*r^3*x-8532*a*c*g*r^2*x^2-32884*a*c*g*r*x^3-33*a*c*p^5-322*a*c*p^4*q-\ 81*a*c*p^4*r+873*a*c*p^4*x-299*a*c*p^3*q^2-628*a*c*p^3*q*r-516*a*c*p^3*q*x-63*a *c*p^3*r^2+2810*a*c*p^3*r*x+9004*a*c*p^3*x^2-52*a*c*p^2*q^3-387*a*c*p^2*q^2*r-\ 2973*a*c*p^2*q^2*x-354*a*c*p^2*q*r^2+4983*a*c*p^2*q*r*x+37044*a*c*p^2*q*x^2-15* a*c*p^2*r^3+2229*a*c*p^2*r^2*x+3851*a*c*p^2*r*x^2-8120*a*c*p^2*x^3-44*a*c*p*q^3 *r-1520*a*c*p*q^3*x-96*a*c*p*q^2*r^2+2421*a*c*p*q^2*r*x+30908*a*c*p*q^2*x^2-48* a*c*p*q*r^3+4122*a*c*p*q*r^2*x+25686*a*c*p*q*r*x^2-2022*a*c*p*q*x^3+348*a*c*p*r ^3*x-7042*a*c*p*r^2*x^2-26220*a*c*p*r*x^3-98*a*c*q^4*x-2*a*c*q^3*r^2+450*a*c*q^ 3*r*x+6774*a*c*q^3*x^2+5*a*c*q^2*r^3+1353*a*c*q^2*r^2*x+10125*a*c*q^2*r*x^2-\ 4046*a*c*q^2*x^3+136*a*c*q*r^3*x-7818*a*c*q*r^2*x^2-32040*a*c*q*r*x^3-200*a*c*r ^3*x^2+4000*a*c*r^2*x^3-3*a*g^5*p-2*a*g^5*r-17*a*g^5*x-25*a*g^4*p^2-12*a*g^4*p* q-26*a*g^4*p*r-176*a*g^4*p*x-8*a*g^4*q*r-140*a*g^4*q*x-3*a*g^4*r^2+82*a*g^4*r*x +733*a*g^4*x^2-48*a*g^3*p^3-92*a*g^3*p^2*q-68*a*g^3*p^2*r-133*a*g^3*p^2*x-12*a* g^3*p*q^2-96*a*g^3*p*q*r-1004*a*g^3*p*q*x-21*a*g^3*p*r^2+474*a*g^3*p*r*x+3446*a *g^3*p*x^2-8*a*g^3*q^2*r-224*a*g^3*q^2*x-12*a*g^3*q*r^2+235*a*g^3*q*r*x+3150*a* g^3*q*x^2+200*a*g^3*r^2*x+1059*a*g^3*r*x^2-385*a*g^3*x^3-29*a*g^2*p^4-175*a*g^2 *p^3*q-50*a*g^2*p^3*r+378*a*g^2*p^3*x-78*a*g^2*p^2*q^2-256*a*g^2*p^2*q*r-1315*a *g^2*p^2*q*x-21*a*g^2*p^2*r^2+1313*a*g^2*p^2*r*x+5651*a*g^2*p^2*x^2-3*a*g^2*p*q ^3-78*a*g^2*p*q^2*r-1282*a*g^2*p*q^2*x-87*a*g^2*p*q*r^2+933*a*g^2*p*q*r*x+11864 *a*g^2*p*q*x^2+783*a*g^2*p*r^2*x+3302*a*g^2*p*r*x^2-1162*a*g^2*p*x^3-2*a*g^2*q^ 3*r-122*a*g^2*q^3*x-8*a*g^2*q^2*r^2+288*a*g^2*q^2*r*x+4313*a*g^2*q^2*x^2-2*a*g^ 2*q*r^3+614*a*g^2*q*r^2*x+4712*a*g^2*q*r*x^2+353*a*g^2*q*x^3+4*a*g^2*r^3*x-1408 *a*g^2*r^2*x^2-5002*a*g^2*r*x^3-3*a*g*p^5-120*a*g*p^4*q-6*a*g*p^4*r+415*a*g*p^4 *x-112*a*g*p^3*q^2-235*a*g*p^3*q*r-255*a*g*p^3*q*x-3*a*g*p^3*r^2+1056*a*g*p^3*r *x+2837*a*g*p^3*x^2-16*a*g*p^2*q^3-146*a*g*p^2*q^2*r-1281*a*g*p^2*q^2*x-133*a*g *p^2*q*r^2+1716*a*g*p^2*q*r*x+13561*a*g*p^2*q*x^2+699*a*g*p^2*r^2*x+407*a*g*p^2 *r*x^2-3794*a*g*p^2*x^3-15*a*g*p*q^3*r-568*a*g*p*q^3*x-36*a*g*p*q^2*r^2+778*a*g *p*q^2*r*x+11133*a*g*p*q^2*x^2-18*a*g*p*q*r^3+1479*a*g*p*q*r^2*x+10162*a*g*p*q* r*x^2+649*a*g*p*q*x^3+72*a*g*p*r^3*x-2526*a*g*p*r^2*x^2-8640*a*g*p*r*x^3-18*a*g *q^4*x-a*g*q^3*r^2+168*a*g*q^3*r*x+2364*a*g*q^3*x^2+2*a*g*q^2*r^3+496*a*g*q^2*r ^2*x+3660*a*g*q^2*r*x^2-1389*a*g*q^2*x^3+44*a*g*q*r^3*x-2802*a*g*q*r^2*x^2-\ 11646*a*g*q*r*x^3-40*a*g*r^3*x^2+1360*a*g*r^2*x^3-27*a*p^5*q+81*a*p^5*x-42*a*p^ 4*q^2-69*a*p^4*q*r+100*a*p^4*q*x+234*a*p^4*r*x+343*a*p^4*x^2-15*a*p^3*q^3-72*a* p^3*q^2*r-199*a*p^3*q^2*x-57*a*p^3*q*r^2+784*a*p^3*q*r*x+4063*a*p^3*q*x^2+213*a *p^3*r^2*x-375*a*p^3*r*x^2-1403*a*p^3*x^3-15*a*p^2*q^3*r-296*a*p^2*q^3*x-30*a*p ^2*q^2*r^2+696*a*p^2*q^2*r*x+6318*a*p^2*q^2*x^2-15*a*p^2*q*r^3+801*a*p^2*q*r^2* x+3083*a*p^2*q*r*x^2-1789*a*p^2*q*x^3+60*a*p^2*r^3*x-896*a*p^2*r^2*x^2-2394*a*p ^2*r*x^3-78*a*p*q^4*x+224*a*p*q^3*r*x+3038*a*p*q^3*x^2+579*a*p*q^2*r^2*x+3851*a *p*q^2*r*x^2-1531*a*p*q^2*x^3+156*a*p*q*r^3*x-2432*a*p*q*r^2*x^2-10608*a*p*q*r* x^3-130*a*p*r^3*x^2+1140*a*p*r^2*x^3+35*a*q^4*r*x+440*a*q^4*x^2+a*q^3*r^3+82*a* q^3*r^2*x+467*a*q^3*r*x^2-1145*a*q^3*x^3-32*a*q^2*r^3*x-1284*a*q^2*r^2*x^2-4238 *a*q^2*r*x^3-30*a*q*r^3*x^2+1380*a*q*r^2*x^3+288*b^5*x^2-496*b^4*c^2*x-284*b^4* c*g*x-720*b^4*c*p*x-76*b^4*c*r*x+2528*b^4*c*x^2-28*b^4*g^2*x-220*b^4*g*p*x-40*b ^4*g*r*x+932*b^4*g*x^2-224*b^4*p^2*x+48*b^4*p*r*x+1200*b^4*p*x^2+968*b^4*q*x^2-\ 16*b^4*r^2*x+172*b^4*r*x^2-812*b^4*x^3-16*b^3*c^4-16*b^3*c^3*g-72*b^3*c^3*p-40* b^3*c^3*r-2728*b^3*c^3*x-4*b^3*c^2*g^2-60*b^3*c^2*g*p-36*b^3*c^2*g*r-2644*b^3*c ^2*g*x-104*b^3*c^2*p^2-88*b^3*c^2*p*r-4444*b^3*c^2*p*x-1188*b^3*c^2*q*x-4*b^3*c ^2*r^2-92*b^3*c^2*r*x+13692*b^3*c^2*x^2-12*b^3*c*g^2*p-8*b^3*c*g^2*r-754*b^3*c* g^2*x-64*b^3*c*g*p^2-60*b^3*c*g*p*r-3100*b^3*c*g*p*x-640*b^3*c*g*q*x-4*b^3*c*g* r^2-160*b^3*c*g*r*x+9294*b^3*c*g*x^2-60*b^3*c*p^3-60*b^3*c*p^2*r-2004*b^3*c*p^2 *x-1752*b^3*c*p*q*x+602*b^3*c*p*r*x+14734*b^3*c*p*x^2-12*b^3*c*q*r*x+8308*b^3*c *q*x^2+4*b^3*c*r^3+332*b^3*c*r^2*x+6848*b^3*c*r*x^2+216*b^3*c*x^3-52*b^3*g^3*x-\ 8*b^3*g^2*p^2-8*b^3*g^2*p*r-504*b^3*g^2*p*x-48*b^3*g^2*q*x-14*b^3*g^2*r*x+1568* b^3*g^2*x^2-20*b^3*g*p^3-24*b^3*g*p^2*r-766*b^3*g*p^2*x-516*b^3*g*p*q*x-4*b^3*g *p*r^2+124*b^3*g*p*r*x+4864*b^3*g*p*x^2-48*b^3*g*q*r*x+3020*b^3*g*q*x^2+38*b^3* g*r^2*x+1828*b^3*g*r*x^2-662*b^3*g*x^3-12*b^3*p^4-12*b^3*p^3*r-248*b^3*p^3*x-\ 568*b^3*p^2*q*x+4*b^3*p^2*r^2+242*b^3*p^2*r*x+3628*b^3*p^2*x^2+200*b^3*p*q*r*x+ 3702*b^3*p*q*x^2+4*b^3*p*r^3+304*b^3*p*r^2*x+3236*b^3*p*r*x^2+760*b^3*p*x^3+ 1264*b^3*q^2*x^2-52*b^3*q*r^2*x+230*b^3*q*r*x^2-2580*b^3*q*x^3-32*b^3*r^3*x-576 *b^3*r^2*x^2-2552*b^3*r*x^3-80*b^2*c^5-112*b^2*c^4*g-376*b^2*c^4*p-32*b^2*c^4*q -216*b^2*c^4*r-6048*b^2*c^4*x-52*b^2*c^3*g^2-460*b^2*c^3*g*p-32*b^2*c^3*g*q-276 *b^2*c^3*g*r-8128*b^2*c^3*g*x-592*b^2*c^3*p^2-144*b^2*c^3*p*q-552*b^2*c^3*p*r-\ 10876*b^2*c^3*p*x-80*b^2*c^3*q*r-5176*b^2*c^3*q*x-60*b^2*c^3*r^2+752*b^2*c^3*r* x+36232*b^2*c^3*x^2-8*b^2*c^2*g^3-184*b^2*c^2*g^2*p-8*b^2*c^2*g^2*q-116*b^2*c^2 *g^2*r-3752*b^2*c^2*g^2*x-588*b^2*c^2*g*p^2-120*b^2*c^2*g*p*q-572*b^2*c^2*g*p*r -11692*b^2*c^2*g*p*x-72*b^2*c^2*g*q*r-4980*b^2*c^2*g*q*x-64*b^2*c^2*g*r^2+550*b ^2*c^2*g*r*x+37054*b^2*c^2*g*x^2-404*b^2*c^2*p^3-208*b^2*c^2*p^2*q-492*b^2*c^2* p^2*r-6038*b^2*c^2*p^2*x-176*b^2*c^2*p*q*r-8580*b^2*c^2*p*q*x-96*b^2*c^2*p*r^2+ 3030*b^2*c^2*p*r*x+53642*b^2*c^2*p*x^2-1012*b^2*c^2*q^2*x-8*b^2*c^2*q*r^2+564*b ^2*c^2*q*r*x+32650*b^2*c^2*q*x^2+12*b^2*c^2*r^3+1952*b^2*c^2*r^2*x+26812*b^2*c^ 2*r*x^2+6476*b^2*c^2*x^3-24*b^2*c*g^3*p-16*b^2*c*g^3*r-654*b^2*c*g^3*x-180*b^2* c*g^2*p^2-24*b^2*c*g^2*p*q-180*b^2*c*g^2*p*r-3948*b^2*c*g^2*p*x-16*b^2*c*g^2*q* r-1367*b^2*c*g^2*q*x-16*b^2*c*g^2*r^2+273*b^2*c*g^2*r*x+12621*b^2*c*g^2*x^2-284 *b^2*c*g*p^3-128*b^2*c*g*p^2*q-364*b^2*c*g*p^2*r-4630*b^2*c*g*p^2*x-120*b^2*c*g *p*q*r-6070*b^2*c*g*p*q*x-84*b^2*c*g*p*r^2+1680*b^2*c*g*p*r*x+36922*b^2*c*g*p*x ^2-499*b^2*c*g*q^2*x-8*b^2*c*g*q*r^2+142*b^2*c*g*q*r*x+22001*b^2*c*g*q*x^2+4*b^ 2*c*g*r^3+1119*b^2*c*g*r^2*x+17276*b^2*c*g*r*x^2+2898*b^2*c*g*x^3-120*b^2*c*p^4 -120*b^2*c*p^3*q-180*b^2*c*p^3*r-1096*b^2*c*p^3*x-120*b^2*c*p^2*q*r-3972*b^2*c* p^2*q*x-48*b^2*c*p^2*r^2+2041*b^2*c*p^2*r*x+23409*b^2*c*p^2*x^2-1524*b^2*c*p*q^ 2*x+1647*b^2*c*p*q*r*x+31551*b^2*c*p*q*x^2+12*b^2*c*p*r^3+1989*b^2*c*p*r^2*x+ 19030*b^2*c*p*r*x^2+2276*b^2*c*p*x^3+185*b^2*c*q^2*r*x+9574*b^2*c*q^2*x^2+8*b^2 *c*q*r^3+600*b^2*c*q*r^2*x+10634*b^2*c*q*r*x^2-5710*b^2*c*q*x^3-176*b^2*c*r^3*x -4956*b^2*c*r^2*x^2-21952*b^2*c*r*x^3-27*b^2*g^4*x-16*b^2*g^3*p^2-16*b^2*g^3*p* r-409*b^2*g^3*p*x-78*b^2*g^3*q*x+71*b^2*g^3*r*x+1431*b^2*g^3*x^2-48*b^2*g^2*p^3 -16*b^2*g^2*p^2*q-64*b^2*g^2*p^2*r-857*b^2*g^2*p^2*x-16*b^2*g^2*p*q*r-994*b^2*g ^2*p*q*x-16*b^2*g^2*p*r^2+207*b^2*g^2*p*r*x+6121*b^2*g^2*p*x^2-19*b^2*g^2*q^2*x +35*b^2*g^2*q*r*x+3660*b^2*g^2*q*x^2+126*b^2*g^2*r^2*x+2365*b^2*g^2*r*x^2-135*b ^2*g^2*x^3-44*b^2*g*p^4-40*b^2*g*p^3*q-68*b^2*g*p^3*r-450*b^2*g*p^3*x-48*b^2*g* p^2*q*r-1557*b^2*g*p^2*q*x-20*b^2*g*p^2*r^2+668*b^2*g*p^2*r*x+8393*b^2*g*p^2*x^ 2-427*b^2*g*p*q^2*x-8*b^2*g*p*q*r^2+414*b^2*g*p*q*r*x+10520*b^2*g*p*q*x^2+4*b^2 *g*p*r^3+761*b^2*g*p*r^2*x+7237*b^2*g*p*r*x^2+1337*b^2*g*p*x^3+14*b^2*g*q^2*r*x +3425*b^2*g*q^2*x^2+57*b^2*g*q*r^2*x+2634*b^2*g*q*r*x^2-3416*b^2*g*q*x^3-32*b^2 *g*r^3*x-1436*b^2*g*r^2*x^2-7012*b^2*g*r*x^3-12*b^2*p^5-24*b^2*p^4*q-24*b^2*p^4 *r-14*b^2*p^4*x-24*b^2*p^3*q*r-486*b^2*p^3*q*x-12*b^2*p^3*r^2+346*b^2*p^3*r*x+ 3004*b^2*p^3*x^2-520*b^2*p^2*q^2*x+8*b^2*p^2*q*r^2+553*b^2*p^2*q*r*x+7521*b^2*p ^2*q*x^2+286*b^2*p^2*r^2*x+2473*b^2*p^2*r*x^2-783*b^2*p^2*x^3+268*b^2*p*q^2*r*x +4105*b^2*p*q^2*x^2+8*b^2*p*q*r^3+586*b^2*p*q*r^2*x+5569*b^2*p*q*r*x^2-388*b^2* p*q*x^3-80*b^2*p*r^3*x-2212*b^2*p*r^2*x^2-8440*b^2*p*r*x^3+802*b^2*q^3*x^2-60*b ^2*q^2*r^2*x-14*b^2*q^2*r*x^2-2945*b^2*q^2*x^3-64*b^2*q*r^3*x-1084*b^2*q*r^2*x^ 2-4464*b^2*q*r*x^3+100*b^2*r^3*x^2+880*b^2*r^2*x^3-144*b*c^6-256*b*c^5*g-704*b* c^5*p-112*b*c^5*q-416*b*c^5*r-6568*b*c^5*x-168*b*c^4*g^2-1120*b*c^4*g*p-160*b*c ^4*g*q-680*b*c^4*g*r-11120*b*c^4*g*x-1192*b*c^4*p^2-528*b*c^4*p*q-1192*b*c^4*p* r-12844*b*c^4*p*x-20*b*c^4*q^2-304*b*c^4*q*r-8136*b*c^4*q*x-180*b*c^4*r^2+1784* b*c^4*r*x+43860*b*c^4*x^2-48*b*c^3*g^3-652*b*c^3*g^2*p-76*b*c^3*g^2*q-408*b*c^3 *g^2*r-6986*b*c^3*g^2*x-1608*b*c^3*g*p^2-660*b*c^3*g*p*q-1640*b*c^3*g*p*r-18316 *b*c^3*g*p*x-20*b*c^3*g*q^2-396*b*c^3*g*q*r-11072*b*c^3*g*q*x-244*b*c^3*g*r^2+ 2346*b*c^3*g*r*x+60640*b*c^3*g*x^2-922*b*c^3*p^3-836*b*c^3*p^2*q-1258*b*c^3*p^2 *r-8038*b*c^3*p^2*x-90*b*c^3*p*q^2-784*b*c^3*p*q*r-14896*b*c^3*p*q*x-372*b*c^3* p*r^2+5982*b*c^3*p*r*x+79412*b*c^3*p*x^2-50*b*c^3*q^2*r-3120*b*c^3*q^2*x-88*b*c ^3*q*r^2+1958*b*c^3*q*r*x+55050*b*c^3*q*x^2+3888*b*c^3*r^2*x+40596*b*c^3*r*x^2+ 11928*b*c^3*x^3-5*b*c^2*g^4-164*b*c^2*g^3*p-12*b*c^2*g^3*q-106*b*c^2*g^3*r-1938 *b*c^2*g^3*x-768*b*c^2*g^2*p^2-270*b*c^2*g^2*p*q-794*b*c^2*g^2*p*r-9249*b*c^2*g ^2*p*x-5*b*c^2*g^2*q^2-170*b*c^2*g^2*q*r-5154*b*c^2*g^2*q*x-107*b*c^2*g^2*r^2+ 1433*b*c^2*g^2*r*x+31269*b*c^2*g^2*x^2-969*b*c^2*g*p^3-850*b*c^2*g*p^2*q-1349*b *c^2*g*p^2*r-9002*b*c^2*g*p^2*x-75*b*c^2*g*p*q^2-828*b*c^2*g*p*q*r-16484*b*c^2* g*p*q*x-412*b*c^2*g*p*r^2+5655*b*c^2*g*p*r*x+82998*b*c^2*g*p*x^2-45*b*c^2*g*q^2 *r-2935*b*c^2*g*q^2*x-94*b*c^2*g*q*r^2+1621*b*c^2*g*q*r*x+56055*b*c^2*g*q*x^2-4 *b*c^2*g*r^3+3743*b*c^2*g*r^2*x+40428*b*c^2*g*r*x^2+10312*b*c^2*g*x^3-344*b*c^2 *p^4-576*b*c^2*p^3*q-602*b*c^2*p^3*r-1515*b*c^2*p^3*x-130*b*c^2*p^2*q^2-708*b*c ^2*p^2*q*r-8483*b*c^2*p^2*q*x-270*b*c^2*p^2*r^2+5507*b*c^2*p^2*r*x+48223*b*c^2* p^2*x^2-110*b*c^2*p*q^2*r-5245*b*c^2*p*q^2*x-144*b*c^2*p*q*r^2+4851*b*c^2*p*q*r *x+75915*b*c^2*p*q*x^2-12*b*c^2*p*r^3+4938*b*c^2*p*r^2*x+38370*b*c^2*p*r*x^2+ 3478*b*c^2*p*x^3-369*b*c^2*q^3*x-5*b*c^2*q^2*r^2+913*b*c^2*q^2*r*x+24790*b*c^2* q^2*x^2+16*b*c^2*q*r^3+2657*b*c^2*q*r^2*x+30674*b*c^2*q*r*x^2-3302*b*c^2*q*x^3-\ 136*b*c^2*r^3*x-11116*b*c^2*r^2*x^2-48712*b*c^2*r*x^3-15*b*c*g^4*p-10*b*c*g^4*r -206*b*c*g^4*x-151*b*c*g^3*p^2-36*b*c*g^3*p*q-156*b*c*g^3*p*r-1927*b*c*g^3*p*x-\ 24*b*c*g^3*q*r-892*b*c*g^3*q*x-15*b*c*g^3*r^2+469*b*c*g^3*r*x+7125*b*c*g^3*x^2-\ 326*b*c*g^2*p^3-266*b*c*g^2*p^2*q-462*b*c*g^2*p^2*r-3191*b*c*g^2*p^2*x-15*b*c*g ^2*p*q^2-266*b*c*g^2*p*q*r-5753*b*c*g^2*p*q*x-143*b*c*g^2*p*r^2+1726*b*c*g^2*p* r*x+27990*b*c*g^2*p*x^2-10*b*c*g^2*q^2*r-747*b*c*g^2*q^2*x-24*b*c*g^2*q*r^2+609 *b*c*g^2*q*r*x+18698*b*c*g^2*q*x^2-2*b*c*g^2*r^3+1065*b*c*g^2*r^2*x+11589*b*c*g ^2*r*x^2+1024*b*c*g^2*x^3-245*b*c*g*p^4-416*b*c*g*p^3*q-435*b*c*g*p^3*r-1151*b* c*g*p^3*x-80*b*c*g*p^2*q^2-534*b*c*g*p^2*q*r-6792*b*c*g*p^2*q*x-200*b*c*g*p^2*r ^2+3770*b*c*g*p^2*r*x+34384*b*c*g*p^2*x^2-75*b*c*g*p*q^2*r-3722*b*c*g*p*q^2*x-\ 124*b*c*g*p*q*r^2+2803*b*c*g*p*q*r*x+52746*b*c*g*p*q*x^2-10*b*c*g*p*r^3+3562*b* c*g*p*r^2*x+28052*b*c*g*p*r*x^2+3280*b*c*g*p*x^3-161*b*c*g*q^3*x-5*b*c*g*q^2*r^ 2+469*b*c*g*q^2*r*x+16913*b*c*g*q^2*x^2+6*b*c*g*q*r^3+1605*b*c*g*q*r^2*x+20557* b*c*g*q*r*x^2-3140*b*c*g*q*x^3-36*b*c*g*r^3*x-7128*b*c*g*r^2*x^2-32884*b*c*g*r* x^3-57*b*c*p^5-174*b*c*p^4*q-129*b*c*p^4*r+147*b*c*p^4*x-75*b*c*p^3*q^2-264*b*c *p^3*q*r-1590*b*c*p^3*q*x-87*b*c*p^3*r^2+1812*b*c*p^3*r*x+11322*b*c*p^3*x^2-75* b*c*p^2*q^2*r-2469*b*c*p^2*q^2*x-74*b*c*p^2*q*r^2+3015*b*c*p^2*q*r*x+32830*b*c* p^2*q*x^2-15*b*c*p^2*r^3+1643*b*c*p^2*r^2*x+8889*b*c*p^2*r*x^2-4046*b*c*p^2*x^3 -570*b*c*p*q^3*x+1409*b*c*p*q^2*r*x+22140*b*c*p*q^2*x^2+16*b*c*p*q*r^3+2810*b*c *p*q*r^2*x+23886*b*c*p*q*r*x^2-2022*b*c*p*q*x^3-4*b*c*p*r^3*x-8022*b*c*p*r^2*x^ 2-32040*b*c*p*r*x^3+156*b*c*q^3*r*x+4538*b*c*q^3*x^2+5*b*c*q^2*r^3+327*b*c*q^2* r^2*x+4591*b*c*q^2*r*x^2-8120*b*c*q^2*x^3-232*b*c*q*r^3*x-6458*b*c*q*r^2*x^2-\ 26220*b*c*q*r*x^3+200*b*c*r^3*x^2+4000*b*c*r^2*x^3-2*b*g^5*x-10*b*g^4*p^2-10*b* g^4*p*r-138*b*g^4*p*x-33*b*g^4*q*x+58*b*g^4*r*x+584*b*g^4*x^2-35*b*g^3*p^3-24*b *g^3*p^2*q-50*b*g^3*p^2*r-357*b*g^3*p^2*x-24*b*g^3*p*q*r-616*b*g^3*p*q*x-15*b*g ^3*p*r^2+173*b*g^3*p*r*x+3030*b*g^3*p*x^2-26*b*g^3*q^2*x+122*b*g^3*q*r*x+2074*b *g^3*q*x^2+88*b*g^3*r^2*x+849*b*g^3*r*x^2-385*b*g^3*x^3-42*b*g^2*p^4-72*b*g^2*p ^3*q-76*b*g^2*p^3*r-192*b*g^2*p^3*x-10*b*g^2*p^2*q^2-96*b*g^2*p^2*q*r-1317*b*g^ 2*p^2*q*x-36*b*g^2*p^2*r^2+624*b*g^2*p^2*r*x+5938*b*g^2*p^2*x^2-10*b*g^2*p*q^2* r-605*b*g^2*p*q^2*x-24*b*g^2*p*q*r^2+353*b*g^2*p*q*r*x+8755*b*g^2*p*q*x^2-2*b*g ^2*p*r^3+596*b*g^2*p*r^2*x+4690*b*g^2*p*r*x^2+353*b*g^2*p*x^3+3*b*g^2*q^3*x+79* b*g^2*q^2*r*x+2818*b*g^2*q^2*x^2+183*b*g^2*q*r^2*x+2854*b*g^2*q*r*x^2-1162*b*g^ 2*q*x^3+4*b*g^2*r^3*x-1022*b*g^2*r^2*x^2-5002*b*g^2*r*x^3-20*b*g*p^5-66*b*g*p^4 *q-46*b*g*p^4*r+67*b*g*p^4*x-25*b*g*p^3*q^2-102*b*g*p^3*q*r-707*b*g*p^3*q*x-32* b*g*p^3*r^2+646*b*g*p^3*r*x+4068*b*g*p^3*x^2-30*b*g*p^2*q^2*r-985*b*g*p^2*q^2*x -30*b*g*p^2*q*r^2+1006*b*g*p^2*q*r*x+11982*b*g*p^2*q*x^2-6*b*g*p^2*r^3+580*b*g* p^2*r^2*x+3252*b*g*p^2*r*x^2-1389*b*g*p^2*x^3-150*b*g*p*q^3*x-5*b*g*p*q^2*r^2+ 412*b*g*p*q^2*r*x+7553*b*g*p*q^2*x^2+6*b*g*p*q*r^3+1131*b*g*p*q*r^2*x+9746*b*g* p*q*r*x^2+649*b*g*p*q*x^3+4*b*g*p*r^3*x-2868*b*g*p*r^2*x^2-11646*b*g*p*r*x^3+30 *b*g*q^3*r*x+1594*b*g*q^3*x^2+21*b*g*q^2*r^2*x+907*b*g*q^2*r*x^2-3794*b*g*q^2*x ^3-48*b*g*q*r^3*x-1974*b*g*q*r^2*x^2-8640*b*g*q*r*x^3+40*b*g*r^3*x^2+1360*b*g*r ^2*x^3-3*b*p^6-18*b*p^5*q-9*b*p^5*r+45*b*p^5*x-15*b*p^4*q^2-36*b*p^4*q*r-38*b*p ^4*q*x-9*b*p^4*r^2+195*b*p^4*r*x+790*b*p^4*x^2-15*b*p^3*q^2*r-289*b*p^3*q^2*x-\ 18*b*p^3*q*r^2+508*b*p^3*q*r*x+4222*b*p^3*q*x^2-3*b*p^3*r^3+198*b*p^3*r^2*x+337 *b*p^3*r*x^2-1145*b*p^3*x^3-206*b*p^2*q^3*x+5*b*p^2*q^2*r^2+412*b*p^2*q^2*r*x+ 5103*b*p^2*q^2*x^2+445*b*p^2*q*r^2*x+3331*b*p^2*q*r*x^2-1531*b*p^2*q*x^3+48*b*p ^2*r^3*x-1026*b*p^2*r^2*x^2-4238*b*p^2*r*x^3+142*b*p*q^3*r*x+1919*b*p*q^3*x^2+5 *b*p*q^2*r^3+349*b*p*q^2*r^2*x+2821*b*p*q^2*r*x^2-1789*b*p*q^2*x^3-104*b*p*q*r^ 3*x-2968*b*p*q*r^2*x^2-10608*b*p*q*r*x^3+30*b*p*r^3*x^2+1380*b*p*r^2*x^3+248*b* q^4*x^2-29*b*q^3*r^2*x-99*b*q^3*r*x^2-1403*b*q^3*x^3-40*b*q^2*r^3*x-634*b*q^2*r ^2*x^2-2394*b*q^2*r*x^3+130*b*q*r^3*x^2+1140*b*q*r^2*x^3-80*c^7-176*c^6*g-400*c ^6*p-96*c^6*q-240*c^6*r-2656*c^6*x-152*c^5*g^2-800*c^5*g*p-176*c^5*g*q-488*c^5* g*r-5552*c^5*g*x-704*c^5*p^2-472*c^5*p*q-728*c^5*p*r-5188*c^5*p*x-36*c^5*q^2-\ 280*c^5*q*r-4396*c^5*q*x-124*c^5*r^2+1416*c^5*r*x+20520*c^5*x^2-64*c^4*g^3-624* c^4*g^2*p-120*c^4*g^2*q-388*c^4*g^2*r-4520*c^4*g^2*x-1224*c^4*g*p^2-776*c^4*g*p *q-1272*c^4*g*p*r-9544*c^4*g*p*x-52*c^4*g*q^2-472*c^4*g*q*r-7684*c^4*g*q*x-208* c^4*g*r^2+2408*c^4*g*r*x+35364*c^4*g*x^2-578*c^4*p^3-808*c^4*p^2*q-826*c^4*p^2* r-2820*c^4*p^2*x-170*c^4*p*q^2-816*c^4*p*q*r-8568*c^4*p*q*x-276*c^4*p*r^2+4834* c^4*p*r*x+43512*c^4*p*x^2-4*c^4*q^3-98*c^4*q^2*r-2556*c^4*q^2*x-128*c^4*q*r^2+ 1742*c^4*q*r*x+32988*c^4*q*x^2-8*c^4*r^3+2596*c^4*r^2*x+21336*c^4*r*x^2+6240*c^ 4*x^3-13*c^3*g^4-236*c^3*g^3*p-36*c^3*g^3*q-150*c^3*g^3*r-1764*c^3*g^3*x-812*c^ 3*g^2*p^2-470*c^3*g^2*p*q-846*c^3*g^2*p*r-6633*c^3*g^2*p*x-25*c^3*g^2*q^2-294*c ^3*g^2*q*r-5027*c^3*g^2*q*x-127*c^3*g^2*r^2+1762*c^3*g^2*r*x+24066*c^3*g^2*x^2-\ 817*c^3*g*p^3-1130*c^3*g*p^2*q-1165*c^3*g*p^2*r-4402*c^3*g*p^2*x-215*c^3*g*p*q^ 2-1160*c^3*g*p*q*r-12830*c^3*g*p*q*x-380*c^3*g*p*r^2+6499*c^3*g*p*r*x+60328*c^3 *g*p*x^2-4*c^3*g*q^3-129*c^3*g*q^2*r-3474*c^3*g*q^2*x-178*c^3*g*q*r^2+2261*c^3* g*q*r*x+45620*c^3*g*q*x^2-8*c^3*g*r^3+3550*c^3*g*r^2*x+29184*c^3*g*r*x^2+8080*c ^3*g*x^3-236*c^3*p^4-638*c^3*p^3*q-434*c^3*p^3*r+215*c^3*p^3*x-270*c^3*p^2*q^2-\ 886*c^3*p^2*q*r-5313*c^3*p^2*q*x-218*c^3*p^2*r^2+5384*c^3*p^2*r*x+33048*c^3*p^2 *x^2-18*c^3*p*q^3-254*c^3*p*q^2*r-4707*c^3*p*q^2*x-276*c^3*p*q*r^2+4696*c^3*p*q *r*x+57132*c^3*p*q*x^2-20*c^3*p*r^3+4009*c^3*p*r^2*x+23806*c^3*p*r*x^2+228*c^3* p*x^3-10*c^3*q^3*r-607*c^3*q^3*x-29*c^3*q^2*r^2+1006*c^3*q^2*r*x+20232*c^3*q^2* x^2-4*c^3*q*r^3+2629*c^3*q*r^2*x+23870*c^3*q*r*x^2+228*c^3*q*x^3+56*c^3*r^3*x-\ 7920*c^3*r^2*x^2-33312*c^3*r*x^3-c^2*g^5-43*c^2*g^4*p-4*c^2*g^4*q-28*c^2*g^4*r-\ 316*c^2*g^4*x-254*c^2*g^3*p^2-124*c^2*g^3*p*q-264*c^2*g^3*p*r-2133*c^2*g^3*p*x-\ 4*c^2*g^3*q^2-80*c^2*g^3*q*r-1474*c^2*g^3*q*x-33*c^2*g^3*r^2+712*c^2*g^3*r*x+ 8127*c^2*g^3*x^2-416*c^2*g^2*p^3-563*c^2*g^2*p^2*q-592*c^2*g^2*p^2*r-2402*c^2*g ^2*p^2*x-89*c^2*g^2*p*q^2-584*c^2*g^2*p*q*r-6903*c^2*g^2*p*q*x-187*c^2*g^2*p*r^ 2+3165*c^2*g^2*p*r*x+30208*c^2*g^2*p*x^2-c^2*g^2*q^3-56*c^2*g^2*q^2*r-1594*c^2* g^2*q^2*x-81*c^2*g^2*q*r^2+1227*c^2*g^2*q*r*x+23129*c^2*g^2*q*x^2-2*c^2*g^2*r^3 +1670*c^2*g^2*r^2*x+13110*c^2*g^2*r*x^2+1968*c^2*g^2*x^3-243*c^2*g*p^4-699*c^2* g*p^3*q-439*c^2*g*p^3*r+240*c^2*g*p^3*x-278*c^2*g*p^2*q^2-985*c^2*g*p^2*q*r-\ 6409*c^2*g*p^2*q*x-210*c^2*g*p^2*r^2+5773*c^2*g*p^2*r*x+34922*c^2*g*p^2*x^2-15* c^2*g*p*q^3-271*c^2*g*p*q^2*r-5282*c^2*g*p*q^2*x-312*c^2*g*p*q*r^2+4528*c^2*g*p *q*r*x+60666*c^2*g*p*q*x^2-14*c^2*g*p*r^3+4343*c^2*g*p*r^2*x+26033*c^2*g*p*r*x^ 2+998*c^2*g*p*x^3-9*c^2*g*q^3*r-553*c^2*g*q^3*x-31*c^2*g*q^2*r^2+931*c^2*g*q^2* r*x+20932*c^2*g*q^2*x^2-6*c^2*g*q*r^3+2653*c^2*g*q*r^2*x+25333*c^2*g*q*r*x^2+ 998*c^2*g*q*x^3+44*c^2*g*r^3*x-8160*c^2*g*r^2*x^2-34368*c^2*g*r*x^3-45*c^2*p^5-\ 248*c^2*p^4*q-105*c^2*p^4*r+581*c^2*p^4*x-187*c^2*p^3*q^2-446*c^2*p^3*q*r-991*c ^2*p^3*q*x-75*c^2*p^3*r^2+2466*c^2*p^3*r*x+10611*c^2*p^3*x^2-26*c^2*p^2*q^3-231 *c^2*p^2*q^2*r-2676*c^2*p^2*q^2*x-214*c^2*p^2*q*r^2+4054*c^2*p^2*q*r*x+34548*c^ 2*p^2*q*x^2-15*c^2*p^2*r^3+2011*c^2*p^2*r^2*x+6558*c^2*p^2*r*x^2-5934*c^2*p^2*x ^3-22*c^2*p*q^3*r-1033*c^2*p*q^3*x-48*c^2*p*q^2*r^2+1920*c^2*p*q^2*r*x+26337*c^ 2*p*q^2*x^2-16*c^2*p*q*r^3+3466*c^2*p*q*r^2*x+24318*c^2*p*q*r*x^2-2412*c^2*p*q* x^3+172*c^2*p*r^3*x-7818*c^2*p*r^2*x^2-29884*c^2*p*r*x^3-49*c^2*q^4*x-c^2*q^3*r ^2+304*c^2*q^3*r*x+5868*c^2*q^3*x^2+5*c^2*q^2*r^3+845*c^2*q^2*r^2*x+7644*c^2*q^ 2*r*x^2-5934*c^2*q^2*x^3-48*c^2*q*r^3*x-7242*c^2*q*r^2*x^2-29884*c^2*q*r*x^3+ 4160*c^2*r^2*x^3-3*c*g^5*p-2*c*g^5*r-16*c*g^5*x-37*c*g^4*p^2-12*c*g^4*p*q-38*c* g^4*p*r-309*c*g^4*p*x-8*c*g^4*q*r-172*c*g^4*q*x-3*c*g^4*r^2+152*c*g^4*r*x+1347* c*g^4*x^2-90*c*g^3*p^3-116*c*g^3*p^2*q-128*c*g^3*p^2*r-531*c*g^3*p^2*x-12*c*g^3 *p*q^2-120*c*g^3*p*q*r-1561*c*g^3*p*q*x-39*c*g^3*p*r^2+658*c*g^3*p*r*x+6439*c*g ^3*p*x^2-8*c*g^3*q^2*r-260*c*g^3*q^2*x-12*c*g^3*q*r^2+354*c*g^3*q*r*x+5117*c*g^ 3*q*x^2+304*c*g^3*r^2*x+2034*c*g^3*r*x^2-612*c*g^3*x^3-79*c*g^2*p^4-247*c*g^2*p ^3*q-140*c*g^2*p^3*r+133*c*g^2*p^3*x-88*c*g^2*p^2*q^2-352*c*g^2*p^2*q*r-2501*c* g^2*p^2*q*x-63*c*g^2*p^2*r^2+2011*c*g^2*p^2*r*x+11811*c*g^2*p^2*x^2-3*c*g^2*p*q ^3-88*c*g^2*p*q^2*r-1869*c*g^2*p*q^2*x-111*c*g^2*p*q*r^2+1370*c*g^2*p*q*r*x+ 20652*c*g^2*p*q*x^2-2*c*g^2*p*r^3+1484*c*g^2*p*r^2*x+8628*c*g^2*p*r*x^2-176*c*g ^2*p*x^3-2*c*g^2*q^3*r-126*c*g^2*q^3*x-8*c*g^2*q^2*r^2+333*c*g^2*q^2*r*x+7026*c *g^2*q^2*x^2-2*c*g^2*q*r^3+804*c*g^2*q*r^2*x+7932*c*g^2*q*r*x^2-176*c*g^2*q*x^3 +8*c*g^2*r^3*x-2580*c*g^2*r^2*x^2-10696*c*g^2*r*x^3-26*c*g*p^5-186*c*g*p^4*q-58 *c*g*p^4*r+491*c*g*p^4*x-137*c*g*p^3*q^2-337*c*g*p^3*q*r-894*c*g*p^3*q*x-38*c*g *p^3*r^2+1825*c*g*p^3*r*x+7370*c*g*p^3*x^2-16*c*g*p^2*q^3-176*c*g*p^2*q^2*r-\ 2194*c*g*p^2*q^2*x-163*c*g*p^2*q*r^2+2810*c*g*p^2*q*r*x+25293*c*g*p^2*q*x^2-6*c *g*p^2*r^3+1399*c*g*p^2*r^2*x+4337*c*g*p^2*r*x^2-4542*c*g*p^2*x^3-15*c*g*p*q^3* r-731*c*g*p*q^3*x-41*c*g*p*q^2*r^2+1198*c*g*p*q^2*r*x+18675*c*g*p*q^2*x^2-12*c* g*p*q*r^3+2610*c*g*p*q*r^2*x+19368*c*g*p*q*r*x^2+676*c*g*p*q*x^3+76*c*g*p*r^3*x -5724*c*g*p*r^2*x^2-21244*c*g*p*r*x^3-18*c*g*q^4*x-c*g*q^3*r^2+179*c*g*q^3*r*x+ 4048*c*g*q^3*x^2+2*c*g*q^2*r^3+525*c*g*q^2*r^2*x+5125*c*g*q^2*r*x^2-4542*c*g*q^ 2*x^3-4*c*g*q*r^3*x-4896*c*g*q*r^2*x^2-21244*c*g*q*r*x^3+2880*c*g*r^2*x^3-3*c*p ^6-45*c*p^5*q-9*c*p^5*r+144*c*p^5*x-57*c*p^4*q^2-105*c*p^4*q*r+78*c*p^4*q*x-9*c *p^4*r^2+477*c*p^4*r*x+1287*c*p^4*x^2-15*c*p^3*q^3-87*c*p^3*q^2*r-480*c*p^3*q^2 *x-75*c*p^3*q*r^2+1314*c*p^3*q*r*x+8247*c*p^3*q*x^2-3*c*p^3*r^3+441*c*p^3*r^2*x +38*c*p^3*r*x^2-2550*c*p^3*x^3-15*c*p^2*q^3*r-492*c*p^2*q^3*x-25*c*p^2*q^2*r^2+ 1108*c*p^2*q^2*r*x+11205*c*p^2*q^2*x^2-15*c*p^2*q*r^3+1246*c*p^2*q*r^2*x+6230*c *p^2*q*r*x^2-3414*c*p^2*q*x^3+108*c*p^2*r^3*x-2098*c*p^2*r^2*x^2-7168*c*p^2*r*x ^3-78*c*p*q^4*x+368*c*p*q^3*r*x+5001*c*p*q^3*x^2+5*c*p*q^2*r^3+928*c*p*q^2*r^2* x+6568*c*p*q^2*r*x^2-3414*c*p*q^2*x^3+52*c*p*q*r^3*x-5400*c*p*q*r^2*x^2-20976*c *p*q*r*x^3-100*c*p*r^3*x^2+2620*c*p*r^2*x^3+35*c*q^4*r*x+756*c*q^4*x^2+c*q^3*r^ 3+55*c*q^3*r^2*x+496*c*q^3*r*x^2-2550*c*q^3*x^3-72*c*q^2*r^3*x-1982*c*q^2*r^2*x ^2-7168*c*q^2*r*x^3+100*c*q*r^3*x^2+2620*c*q*r^2*x^3+g^6*x-2*g^5*p^2-2*g^5*p*r-\ 16*g^5*p*x-3*g^5*q*x+12*g^5*r*x+81*g^5*x^2-7*g^4*p^3-8*g^4*p^2*q-10*g^4*p^2*r-\ 39*g^4*p^2*x-8*g^4*p*q*r-123*g^4*p*q*x-3*g^4*p*r^2+48*g^4*p*r*x+489*g^4*p*x^2-6 *g^4*q^2*x+44*g^4*q*r*x+417*g^4*q*x^2+16*g^4*r^2*x+54*g^4*r*x^2-178*g^4*x^3-8*g ^3*p^4-28*g^3*p^3*q-14*g^3*p^3*r+30*g^3*p^3*x-8*g^3*p^2*q^2-40*g^3*p^2*q*r-316* g^3*p^2*q*x-6*g^3*p^2*r^2+226*g^3*p^2*r*x+1272*g^3*p^2*x^2-8*g^3*p*q^2*r-202*g^ 3*p*q^2*x-12*g^3*p*q*r^2+128*g^3*p*q*r*x+2232*g^3*p*q*x^2+154*g^3*p*r^2*x+816*g ^3*p*r*x^2-217*g^3*p*x^3+54*g^3*q^2*r*x+774*g^3*q^2*x^2+70*g^3*q*r^2*x+660*g^3* q*r*x^2-217*g^3*q*x^3-240*g^3*r^2*x^2-944*g^3*r*x^3-3*g^2*p^5-34*g^2*p^4*q-6*g^ 2*p^4*r+108*g^2*p^4*x-24*g^2*p^3*q^2-62*g^2*p^3*q*r-191*g^2*p^3*q*x-3*g^2*p^3*r ^2+335*g^2*p^3*r*x+1207*g^2*p^3*x^2-2*g^2*p^2*q^3-32*g^2*p^2*q^2*r-436*g^2*p^2* q^2*x-30*g^2*p^2*q*r^2+466*g^2*p^2*q*r*x+4476*g^2*p^2*q*x^2+232*g^2*p^2*r^2*x+ 570*g^2*p^2*r*x^2-999*g^2*p^2*x^3-2*g^2*p*q^3*r-117*g^2*p*q^3*x-8*g^2*p*q^2*r^2 +170*g^2*p*q^2*r*x+3162*g^2*p*q^2*x^2-2*g^2*p*q*r^3+470*g^2*p*q*r^2*x+3660*g^2* p*q*r*x^2+518*g^2*p*q*x^3+4*g^2*p*r^3*x-984*g^2*p*r^2*x^2-3460*g^2*p*r*x^3+2*g^ 2*q^4*x+29*g^2*q^3*r*x+674*g^2*q^3*x^2+60*g^2*q^2*r^2*x+666*g^2*q^2*r*x^2-999*g ^2*q^2*x^3+4*g^2*q*r^3*x-756*g^2*q*r^2*x^2-3460*g^2*q*r*x^3+460*g^2*r^2*x^3-17* g*p^5*q+65*g*p^5*x-22*g*p^4*q^2-40*g*p^4*q*r+22*g*p^4*q*x+176*g*p^4*r*x+382*g*p ^4*x^2-5*g*p^3*q^3-34*g*p^3*q^2*r-223*g*p^3*q^2*x-29*g*p^3*q*r^2+470*g*p^3*q*r* x+3085*g*p^3*q*x^2+135*g*p^3*r^2*x-199*g*p^3*r*x^2-1101*g*p^3*x^3-6*g*p^2*q^3*r -199*g*p^2*q^3*x-10*g*p^2*q^2*r^2+384*g*p^2*q^2*r*x+4188*g*p^2*q^2*x^2-6*g*p^2* q*r^3+458*g*p^2*q*r^2*x+2594*g*p^2*q*r*x^2-817*g*p^2*q*x^3+24*g*p^2*r^3*x-756*g *p^2*r^2*x^2-2376*g*p^2*r*x^3-19*g*p*q^4*x-g*p*q^3*r^2+118*g*p*q^3*r*x+1745*g*p *q^3*x^2+2*g*p*q^2*r^3+382*g*p*q^2*r^2*x+2794*g*p*q^2*r*x^2-817*g*p*q^2*x^3+20* g*p*q*r^3*x-2040*g*p*q*r^2*x^2-8168*g*p*q*r*x^3-20*g*p*r^3*x^2+930*g*p*r^2*x^3+ 8*g*q^4*r*x+260*g*q^4*x^2+g*q^3*r^2*x+25*g*q^3*r*x^2-1101*g*q^3*x^3-16*g*q^2*r^ 3*x-624*g*q^2*r^2*x^2-2376*g*q^2*r*x^3+20*g*q*r^3*x^2+930*g*q*r^2*x^3-3*p^6*q+9 *p^6*x-6*p^5*q^2-9*p^5*q*r+24*p^5*q*x+30*p^5*r*x+33*p^5*x^2-3*p^4*q^3-12*p^4*q^ 2*r-9*p^4*q^2*x-9*p^4*q*r^2+144*p^4*q*r*x+633*p^4*q*x^2+33*p^4*r^2*x-86*p^4*r*x ^2-237*p^4*x^3-3*p^3*q^3*r-54*p^3*q^3*x-6*p^3*q^2*r^2+186*p^3*q^2*r*x+1428*p^3* q^2*x^2-3*p^3*q*r^3+168*p^3*q*r^2*x+400*p^3*q*r*x^2-690*p^3*q*x^3+12*p^3*r^3*x-\ 182*p^3*r^2*x^2-400*p^3*r*x^3-30*p^2*q^4*x+p^2*q^3*r^2+98*p^2*q^3*r*x+1119*p^2* q^3*x^2+160*p^2*q^2*r^2*x+936*p^2*q^2*r*x^2-906*p^2*q^2*x^3+48*p^2*q*r^3*x-740* p^2*q*r^2*x^2-3044*p^2*q*r*x^3-40*p^2*r^3*x^2+350*p^2*r^2*x^3+26*p*q^4*r*x+321* p*q^4*x^2+p*q^3*r^3+66*p*q^3*r^2*x+422*p*q^3*r*x^2-690*p*q^3*x^3-32*p*q^2*r^3*x -940*p*q^2*r^2*x^2-3044*p*q^2*r*x^3+940*p*q*r^2*x^3+30*q^5*x^2-5*q^4*r^2*x-28*q ^4*r*x^2-237*q^4*x^3-8*q^3*r^3*x-118*q^3*r^2*x^2-400*q^3*r*x^3+40*q^2*r^3*x^2+ 350*q^2*r^2*x^3-16*a^6+16*a^5*b-16*a^5*c-16*a^5*g-88*a^5*p+32*a^5*q-56*a^5*r-\ 432*a^5*x+120*a^4*b^2+400*a^4*b*c+148*a^4*b*g-92*a^4*b*p+188*a^4*b*q-152*a^4*b* r-2788*a^4*b*x+280*a^4*c^2+196*a^4*c*g-424*a^4*c*p+348*a^4*c*q-480*a^4*c*r-5672 *a^4*c*x+32*a^4*g^2-182*a^4*g*p+140*a^4*g*q-172*a^4*g*r-1862*a^4*g*x-180*a^4*p^ 2-12*a^4*p*q-208*a^4*p*r-1172*a^4*p*x+64*a^4*q^2-104*a^4*q*r-2128*a^4*q*x-48*a^ 4*r^2-28*a^4*r*x+2124*a^4*x^2+88*a^3*b^3+744*a^3*b^2*c+272*a^3*b^2*g+196*a^3*b^ 2*p+176*a^3*b^2*q-100*a^3*b^2*r-3992*a^3*b^2*x+1704*a^3*b*c^2+1248*a^3*b*c*g+ 212*a^3*b*c*p+1104*a^3*b*c*q-808*a^3*b*c*r-19244*a^3*b*c*x+222*a^3*b*g^2+100*a^ 3*b*g*p+416*a^3*b*g*q-274*a^3*b*g*r-6734*a^3*b*g*x-308*a^3*b*p^2+330*a^3*b*p*q-\ 518*a^3*b*p*r-7296*a^3*b*p*x+110*a^3*b*q^2-130*a^3*b*q*r-5552*a^3*b*q*x-156*a^3 *b*r^2-2142*a^3*b*r*x+2004*a^3*b*x^2+1048*a^3*c^3+1216*a^3*c^2*g-620*a^3*c^2*p+ 1248*a^3*c^2*q-1460*a^3*c^2*r-22000*a^3*c^2*x+446*a^3*c*g^2-428*a^3*c*g*p+976*a ^3*c*g*q-1030*a^3*c*g*r-15130*a^3*c*g*x-1010*a^3*c*p^2+282*a^3*c*p*q-1530*a^3*c *p*r-14106*a^3*c*p*x+366*a^3*c*q^2-546*a^3*c*q*r-13980*a^3*c*q*x-432*a^3*c*r^2-\ 3938*a^3*c*r*x+5408*a^3*c*x^2+52*a^3*g^3-77*a^3*g^2*p+186*a^3*g^2*q-174*a^3*g^2 *r-2483*a^3*g^2*x-399*a^3*g*p^2+146*a^3*g*p*q-542*a^3*g*p*r-4573*a^3*g*p*x+140* a^3*g*q^2-190*a^3*g*q*r-5054*a^3*g*q*x-134*a^3*g*r^2-984*a^3*g*r*x+2996*a^3*g*x ^2-182*a^3*p^3-168*a^3*p^2*q-298*a^3*p^2*r-1180*a^3*p^2*x+116*a^3*p*q^2-374*a^3 *p*q*r-5692*a^3*p*q*x-132*a^3*p*r^2+252*a^3*p*r*x+6320*a^3*p*x^2+22*a^3*q^3-40* a^3*q^2*r-1856*a^3*q^2*x-132*a^3*q*r^2-1976*a^3*q*r*x+162*a^3*q*x^2-12*a^3*r^3+ 468*a^3*r^2*x+4260*a^3*r*x^2+2880*a^3*x^3+264*a^2*b^3*c+76*a^2*b^3*g+180*a^2*b^ 3*p-24*a^2*b^3*r-1796*a^2*b^3*x+1512*a^2*b^2*c^2+1044*a^2*b^2*c*g+1128*a^2*b^2* c*p+528*a^2*b^2*c*q-372*a^2*b^2*c*r-17312*a^2*b^2*c*x+170*a^2*b^2*g^2+450*a^2*b ^2*g*p+152*a^2*b^2*g*q-122*a^2*b^2*g*r-5974*a^2*b^2*g*x+56*a^2*b^2*p^2+360*a^2* b^2*p*q-292*a^2*b^2*p*r-8800*a^2*b^2*p*x-48*a^2*b^2*q*r-3792*a^2*b^2*q*x-130*a^ 2*b^2*r^2-3408*a^2*b^2*r*x-2712*a^2*b^2*x^2+2872*a^2*b*c^3+3084*a^2*b*c^2*g+ 1728*a^2*b*c^2*p+2184*a^2*b*c^2*q-1584*a^2*b*c^2*r-46024*a^2*b*c^2*x+1058*a^2*b *c*g^2+1410*a^2*b*c*g*p+1552*a^2*b*c*g*q-1070*a^2*b*c*g*r-32182*a^2*b*c*g*x-654 *a^2*b*c*p^2+1710*a^2*b*c*p*q-2174*a^2*b*c*p*r-39882*a^2*b*c*p*x+330*a^2*b*c*q^ 2-486*a^2*b*c*q*r-24166*a^2*b*c*q*x-788*a^2*b*c*r^2-14266*a^2*b*c*r*x-2608*a^2* b*c*x^2+116*a^2*b*g^3+280*a^2*b*g^2*p+257*a^2*b*g^2*q-173*a^2*b*g^2*r-5432*a^2* b*g^2*x-217*a^2*b*g*p^2+705*a^2*b*g*p*q-747*a^2*b*g*p*r-14127*a^2*b*g*p*x+95*a^ 2*b*g*q^2-165*a^2*b*g*q*r-8447*a^2*b*g*q*x-267*a^2*b*g*r^2-4733*a^2*b*g*r*x+110 *a^2*b*g*x^2-315*a^2*b*p^3+136*a^2*b*p^2*q-617*a^2*b*p^2*r-6959*a^2*b*p^2*x+225 *a^2*b*p*q^2-394*a^2*b*p*q*r-12246*a^2*b*p*q*x-318*a^2*b*p*r^2-3167*a^2*b*p*r*x +8506*a^2*b*p*x^2-30*a^2*b*q^2*r-2619*a^2*b*q^2*x-193*a^2*b*q*r^2-4770*a^2*b*q* r*x-2594*a^2*b*q*x^2-30*a^2*b*r^3+1180*a^2*b*r^2*x+17712*a^2*b*r*x^2+16104*a^2* b*x^3+1544*a^2*c^4+2388*a^2*c^3*g-16*a^2*c^3*p+1976*a^2*c^3*q-2084*a^2*c^3*r-\ 38056*a^2*c^3*x+1316*a^2*c^2*g^2+258*a^2*c^2*g*p+2240*a^2*c^2*g*q-2180*a^2*c^2* g*r-39702*a^2*c^2*g*x-1894*a^2*c^2*p^2+1278*a^2*c^2*p*q-3634*a^2*c^2*p*r-43426* a^2*c^2*p*x+714*a^2*c^2*q^2-1062*a^2*c^2*q*r-32870*a^2*c^2*q*x-1138*a^2*c^2*r^2 -14642*a^2*c^2*r*x+1804*a^2*c^2*x^2+304*a^2*c*g^3+180*a^2*c*g^2*p+815*a^2*c*g^2 *q-735*a^2*c*g^2*r-13348*a^2*c*g^2*x-1353*a^2*c*g*p^2+1143*a^2*c*g*p*q-2559*a^2 *c*g*p*r-29929*a^2*c*g*p*x+515*a^2*c*g*q^2-735*a^2*c*g*q*r-23495*a^2*c*g*q*x-\ 765*a^2*c*g*r^2-9523*a^2*c*g*r*x+3546*a^2*c*g*x^2-919*a^2*c*p^3-368*a^2*c*p^2*q -1721*a^2*c*p^2*r-12629*a^2*c*p^2*x+573*a^2*c*p*q^2-1516*a^2*c*p*q*r-29058*a^2* c*p*q*x-840*a^2*c*p*r^2-4505*a^2*c*p*r*x+21598*a^2*c*p*x^2+66*a^2*c*q^3-150*a^2 *c*q^2*r-8147*a^2*c*q^2*x-589*a^2*c*q*r^2-10292*a^2*c*q*r*x-640*a^2*c*q*x^2-66* a^2*c*r^3+3124*a^2*c*r^2*x+35528*a^2*c*r*x^2+30192*a^2*c*x^3+25*a^2*g^4+30*a^2* g^3*p+94*a^2*g^3*q-77*a^2*g^3*r-1426*a^2*g^3*x-243*a^2*g^2*p^2+249*a^2*g^2*p*q-\ 436*a^2*g^2*p*r-4927*a^2*g^2*p*x+86*a^2*g^2*q^2-125*a^2*g^2*q*r-4078*a^2*g^2*q* x-120*a^2*g^2*r^2-1379*a^2*g^2*r*x+1426*a^2*g^2*x^2-352*a^2*g*p^3-98*a^2*g*p^2* q-604*a^2*g*p^2*r-3966*a^2*g*p^2*x+240*a^2*g*p*q^2-533*a^2*g*p*q*r-10668*a^2*g* p*q*x-259*a^2*g*p*r^2-812*a^2*g*p*r*x+9679*a^2*g*p*x^2+19*a^2*g*q^3-52*a^2*g*q^ 2*r-2881*a^2*g*q^2*x-211*a^2*g*q*r^2-3745*a^2*g*q*r*x-807*a^2*g*q*x^2-12*a^2*g* r^3+1185*a^2*g*r^2*x+11582*a^2*g*r*x^2+9204*a^2*g*x^3-98*a^2*p^4-203*a^2*p^3*q-\ 206*a^2*p^3*r-529*a^2*p^3*x+54*a^2*p^2*q^2-461*a^2*p^2*q*r-5566*a^2*p^2*q*x-132 *a^2*p^2*r^2+579*a^2*p^2*r*x+6847*a^2*p^2*x^2+45*a^2*p*q^3-124*a^2*p*q^2*r-4055 *a^2*p*q^2*x-270*a^2*p*q*r^2-3068*a^2*p*q*r*x+3907*a^2*p*q*x^2-24*a^2*p*r^3+930 *a^2*p*r^2*x+7326*a^2*p*r*x^2+4138*a^2*p*x^3-6*a^2*q^3*r-586*a^2*q^3*x-64*a^2*q ^2*r^2-1441*a^2*q^2*r*x+414*a^2*q^2*x^2-30*a^2*q*r^3+829*a^2*q*r^2*x+13086*a^2* q*r*x^2+11602*a^2*q*x^3+120*a^2*r^3*x-1036*a^2*r^2*x^2-6304*a^2*r*x^3-160*a*b^4 *x+264*a*b^3*c^2+152*a*b^3*c*g+360*a*b^3*c*p-48*a*b^3*c*r-4164*a*b^3*c*x+16*a*b ^3*g^2+112*a*b^3*g*p-12*a*b^3*g*r-1434*a*b^3*g*x+120*a*b^3*p^2-72*a*b^3*p*r-\ 2892*a*b^3*p*x-544*a*b^3*q*x-60*a*b^3*r^2-1446*a*b^3*r*x-2280*a*b^3*x^2+1272*a* b^2*c^3+1272*a*b^2*c^2*g+1668*a*b^2*c^2*p+528*a*b^2*c^2*q-444*a*b^2*c^2*r-23088 *a*b^2*c^2*x+388*a*b^2*c*g^2+1236*a*b^2*c*g*p+304*a*b^2*c*g*q-280*a*b^2*c*g*r-\ 16126*a*b^2*c*g*x+472*a*b^2*c*p^2+720*a*b^2*c*p*q-800*a*b^2*c*p*r-26028*a*b^2*c *p*x-96*a*b^2*c*q*r-8878*a*b^2*c*q*x-440*a*b^2*c*r^2-11362*a*b^2*c*r*x-14432*a* b^2*c*x^2+32*a*b^2*g^3+222*a*b^2*g^2*p+32*a*b^2*g^2*q-52*a*b^2*g^2*r-2791*a*b^2 *g^2*x+216*a*b^2*g*p^2+224*a*b^2*g*p*q-254*a*b^2*g*p*r-8944*a*b^2*g*p*x-24*a*b^ 2*g*q*r-3021*a*b^2*g*q*x-154*a*b^2*g*r^2-3797*a*b^2*g*r*x-3980*a*b^2*g*x^2-42*a *b^2*p^3+240*a*b^2*p^2*q-258*a*b^2*p^2*r-6438*a*b^2*p^2*x-144*a*b^2*p*q*r-5994* a*b^2*p*q*x-156*a*b^2*p*r^2-3858*a*b^2*p*r*x-712*a*b^2*p*x^2-648*a*b^2*q^2*x-\ 120*a*b^2*q*r^2-2559*a*b^2*q*r*x-1792*a*b^2*q*x^2+10*a*b^2*r^3+1540*a*b^2*r^2*x +17184*a*b^2*r*x^2+16104*a*b^2*x^3+2152*a*b*c^4+3016*a*b*c^3*g+2452*a*b*c^3*p+ 1808*a*b*c^3*q-1352*a*b*c^3*r-45400*a*b*c^3*x+1498*a*b*c^2*g^2+2856*a*b*c^2*g*p +1856*a*b*c^2*g*q-1354*a*b*c^2*g*r-47842*a*b*c^2*g*x-24*a*b*c^2*p^2+2430*a*b*c^ 2*p*q-3010*a*b*c^2*p*r-65908*a*b*c^2*p*x+330*a*b*c^2*q^2-582*a*b*c^2*q*r-32330* a*b*c^2*q*x-1288*a*b*c^2*r^2-27052*a*b*c^2*r*x-24180*a*b*c^2*x^2+304*a*b*c*g^3+ 1074*a*b*c*g^2*p+578*a*b*c*g^2*q-460*a*b*c*g^2*r-16483*a*b*c*g^2*x+126*a*b*c*g* p^2+1858*a*b*c*g*p*q-2018*a*b*c*g*p*r-46092*a*b*c*g*p*x+190*a*b*c*g*q^2-378*a*b *c*g*q*r-22611*a*b*c*g*q*x-884*a*b*c*g*r^2-17956*a*b*c*g*r*x-11814*a*b*c*g*x^2-\ 660*a*b*c*p^3+752*a*b*c*p^2*q-1804*a*b*c*p^2*r-27314*a*b*c*p^2*x+450*a*b*c*p*q^ 2-1076*a*b*c*p*q*r-36246*a*b*c*p*q*x-1026*a*b*c*p*r^2-15380*a*b*c*p*r*x+11162*a *b*c*p*x^2-60*a*b*c*q^2*r-6222*a*b*c*q^2*x-626*a*b*c*q*r^2-14992*a*b*c*q*r*x-\ 12200*a*b*c*q*x^2-40*a*b*c*r^3+5696*a*b*c*r^2*x+72864*a*b*c*r*x^2+68688*a*b*c*x ^3+20*a*b*g^4+133*a*b*g^3*p+48*a*b*g^3*q-53*a*b*g^3*r-1816*a*b*g^3*x+49*a*b*g^2 *p^2+339*a*b*g^2*p*q-319*a*b*g^2*p*r-7785*a*b*g^2*p*x+20*a*b*g^2*q^2-74*a*b*g^2 *q*r-3942*a*b*g^2*q*x-141*a*b*g^2*r^2-2608*a*b*g^2*r*x+33*a*b*g^2*x^2-237*a*b*g *p^3+356*a*b*g*p^2*q-637*a*b*g*p^2*r-9845*a*b*g*p^2*x+140*a*b*g*p*q^2-351*a*b*g *p*q*r-12648*a*b*g*p*q*x-359*a*b*g*p*r^2-5509*a*b*g*p*r*x+3691*a*b*g*p*x^2-15*a *b*g*q^2*r-2100*a*b*g*q^2*x-229*a*b*g*q*r^2-5309*a*b*g*q*r*x-4228*a*b*g*q*x^2-\ 14*a*b*g*r^3+1948*a*b*g*r^2*x+24684*a*b*g*r*x^2+22944*a*b*g*x^3-135*a*b*p^4-33* a*b*p^3*q-306*a*b*p^3*r-2816*a*b*p^3*x+150*a*b*p^2*q^2-357*a*b*p^2*q*r-8974*a*b *p^2*q*x-210*a*b*p^2*r^2-1196*a*b*p^2*r*x+9202*a*b*p^2*x^2-90*a*b*p*q^2*r-4050* a*b*p*q^2*x-234*a*b*p*q*r^2-5418*a*b*p*q*r*x+390*a*b*p*q*x^2-39*a*b*p*r^3+1506* a*b*p*r^2*x+21852*a*b*p*r*x^2+18884*a*b*p*x^3-320*a*b*q^3*x-75*a*b*q^2*r^2-1332 *a*b*q^2*r*x+1208*a*b*q^2*x^2+13*a*b*q*r^3+2130*a*b*q*r^2*x+22392*a*b*q*r*x^2+ 18884*a*b*q*x^3+32*a*b*r^3*x-3000*a*b*r^2*x^2-14576*a*b*r*x^3+1048*a*c^5+1992*a *c^4*g+572*a*c^4*p+1440*a*c^4*q-1428*a*c^4*r-30480*a*c^4*x+1438*a*c^3*g^2+1184* a*c^3*g*p+2112*a*c^3*g*q-1970*a*c^3*g*r-42622*a*c^3*g*x-1358*a*c^3*p^2+1662*a*c ^3*p*q-3582*a*c^3*p*r-52006*a*c^3*p*x+586*a*c^3*q^2-902*a*c^3*q*r-32216*a*c^3*q *x-1232*a*c^3*r^2-19428*a*c^3*r*x-9992*a*c^3*x^2+484*a*c^2*g^3+813*a*c^2*g^2*p+ 1104*a*c^2*g^2*q-1000*a*c^2*g^2*r-21793*a*c^2*g^2*x-1293*a*c^2*g*p^2+2072*a*c^2 *g*p*q-3746*a*c^2*g*p*r-54423*a*c^2*g*p*x+610*a*c^2*g*q^2-924*a*c^2*g*q*r-34384 *a*c^2*g*q*x-1282*a*c^2*g*r^2-19839*a*c^2*g*r*x-7528*a*c^2*g*x^2-1334*a*c^2*p^3 +8*a*c^2*p^2*q-2806*a*c^2*p^2*r-27800*a*c^2*p^2*x+798*a*c^2*p*q^2-2054*a*c^2*p* q*r-46836*a*c^2*p*q*x-1440*a*c^2*p*r^2-13212*a*c^2*p*r*x+24328*a*c^2*p*x^2+66*a *c^2*q^3-180*a*c^2*q^2*r-10974*a*c^2*q^2*x-902*a*c^2*q*r^2-17735*a*c^2*q*r*x-\ 8154*a*c^2*q*x^2-86*a*c^2*r^3+6400*a*c^2*r^2*x+76176*a*c^2*r*x^2+69680*a*c^2*x^ 3+74*a*c*g^4+228*a*c*g^3*p+236*a*c*g^3*q-220*a*c*g^3*r-4795*a*c*g^3*x-395*a*c*g ^2*p^2+837*a*c*g^2*p*q-1249*a*c*g^2*p*r-18200*a*c*g^2*p*x+192*a*c*g^2*q^2-324*a *c*g^2*q*r-11996*a*c*g^2*q*x-414*a*c*g^2*r^2-5970*a*c*g^2*r*x+888*a*c*g^2*x^2-\ 972*a*c*g*p^3+160*a*c*g*p^2*q-2004*a*c*g*p^2*r-19351*a*c*g*p^2*x+620*a*c*g*p*q^ 2-1417*a*c*g*p*q*r-33732*a*c*g*p*q*x-982*a*c*g*p*r^2-8884*a*c*g*p*r*x+17954*a*c *g*p*x^2+38*a*c*g*q^3-119*a*c*g*q^2*r-7698*a*c*g*q^2*x-651*a*c*g*q*r^2-12676*a* c*g*q*r*x-6380*a*c*g*q*x^2-38*a*c*g*r^3+4744*a*c*g*r^2*x+52088*a*c*g*r*x^2+ 46320*a*c*g*x^3-367*a*c*p^4-439*a*c*p^3*q-808*a*c*p^3*r-4668*a*c*p^3*x+258*a*c* p^2*q^2-1279*a*c*p^2*q*r-19904*a*c*p^2*q*x-528*a*c*p^2*r^2-620*a*c*p^2*r*x+ 21692*a*c*p^2*x^2+90*a*c*p*q^3-338*a*c*p*q^2*r-12088*a*c*p*q^2*x-774*a*c*p*q*r^ 2-11148*a*c*p*q*r*x+9452*a*c*p*q*x^2-87*a*c*p*r^3+3906*a*c*p*r^2*x+41240*a*c*p* r*x^2+32158*a*c*p*x^3-12*a*c*q^3*r-1412*a*c*q^3*x-203*a*c*q^2*r^2-4374*a*c*q^2* r*x+660*a*c*q^2*x^2-47*a*c*q*r^3+3798*a*c*q*r^2*x+48830*a*c*q*r*x^2+42814*a*c*q *x^3+272*a*c*r^3*x-5544*a*c*r^2*x^2-29056*a*c*r*x^3+4*a*g^5+23*a*g^4*p+16*a*g^4 *q-17*a*g^4*r-372*a*g^4*x-39*a*g^3*p^2+110*a*g^3*p*q-129*a*g^3*p*r-1930*a*g^3*p *x+16*a*g^3*q^2-40*a*g^3*q*r-1359*a*g^3*q*x-39*a*g^3*r^2-483*a*g^3*r*x+780*a*g^ 3*x^2-177*a*g^2*p^3+63*a*g^2*p^2*q-349*a*g^2*p^2*r-3202*a*g^2*p^2*x+114*a*g^2*p *q^2-233*a*g^2*p*q*r-5867*a*g^2*p*q*x-159*a*g^2*p*r^2-1315*a*g^2*p*r*x+3795*a*g ^2*p*x^2+4*a*g^2*q^3-24*a*g^2*q^2*r-1340*a*g^2*q^2*x-112*a*g^2*q*r^2-2052*a*g^2 *q*r*x-593*a*g^2*q*x^2-2*a*g^2*r^3+828*a*g^2*r^2*x+8101*a*g^2*r*x^2+6654*a*g^2* x^3-138*a*g*p^4-152*a*g*p^3*q-280*a*g*p^3*r-1373*a*g*p^3*x+124*a*g*p^2*q^2-464* a*g*p^2*q*r-7498*a*g*p^2*q*x-160*a*g*p^2*r^2+316*a*g*p^2*r*x+9042*a*g*p^2*x^2+ 28*a*g*p*q^3-112*a*g*p*q^2*r-4287*a*g*p*q^2*x-284*a*g*p*q*r^2-4407*a*g*p*q*r*x+ 1534*a*g*p*q*x^2-18*a*g*p*r^3+1479*a*g*p*r^2*x+13793*a*g*p*r*x^2+10135*a*g*p*x^ 3-3*a*g*q^3*r-474*a*g*q^3*x-76*a*g*q^2*r^2-1584*a*g*q^2*r*x+154*a*g*q^2*x^2-16* a*g*q*r^3+1378*a*g*q*r^2*x+17680*a*g*q*r*x^2+15847*a*g*q*x^3+60*a*g*r^3*x-2052* a*g*r^2*x^2-9872*a*g*r*x^3-27*a*p^5-93*a*p^4*q-69*a*p^4*r-95*a*p^4*x-6*a*p^3*q^ 2-234*a*p^3*q*r-2314*a*p^3*q*x-57*a*p^3*r^2+379*a*p^3*r*x+3135*a*p^3*x^2+30*a*p ^2*q^3-114*a*p^2*q^2*r-2943*a*p^2*q^2*x-180*a*p^2*q*r^2-1331*a*p^2*q*r*x+5376*a *p^2*q*x^2-15*a*p^2*r^3+606*a*p^2*r^2*x+3864*a*p^2*r*x^2+1427*a*p^2*x^3-18*a*p* q^3*r-888*a*p*q^3*x-78*a*p*q^2*r^2-1630*a*p*q^2*r*x+1671*a*p*q^2*x^2-39*a*p*q*r ^3+1062*a*p*q*r^2*x+16053*a*p*q*r*x^2+13462*a*p*q*x^3+156*a*p*r^3*x-1330*a*p*r^ 2*x^2-7836*a*p*r*x^3-56*a*q^4*x-15*a*q^3*r^2-207*a*q^3*r*x+756*a*q^3*x^2+4*a*q^ 2*r^3+695*a*q^2*r^2*x+6669*a*q^2*r*x^2+4571*a*q^2*x^3+56*a*q*r^3*x-1974*a*q*r^2 *x^2-9804*a*q*r*x^3-60*a*r^3*x^2+760*a*r^2*x^3+312*b^4*c*x+60*b^4*g*x-40*b^4*p* x+12*b^4*r*x+312*b^4*x^2+88*b^3*c^3+76*b^3*c^2*g+180*b^3*c^2*p-24*b^3*c^2*r-952 *b^3*c^2*x+16*b^3*c*g^2+112*b^3*c*g*p-12*b^3*c*g*r-634*b^3*c*g*x+120*b^3*c*p^2-\ 72*b^3*c*p*r-3560*b^3*c*p*x+400*b^3*c*q*x-60*b^3*c*r^2-1986*b^3*c*r*x-6056*b^3* c*x^2+12*b^3*g^2*p-8*b^3*g^2*r-150*b^3*g^2*x+44*b^3*g*p^2-1042*b^3*g*p*x+4*b^3* g*q*x-4*b^3*g*r^2-452*b^3*g*r*x-1010*b^3*g*x^2+24*b^3*p^3-52*b^3*p^2*r-1312*b^3 *p^2*x-208*b^3*p*q*x-52*b^3*p*r^2-1152*b^3*p*r*x-2442*b^3*p*x^2+104*b^3*q*r*x+ 1420*b^3*q*x^2+4*b^3*r^3+300*b^3*r^2*x+3396*b^3*r*x^2+2880*b^3*x^3+384*b^2*c^4+ 500*b^2*c^3*g+736*b^2*c^3*p+176*b^2*c^3*q-172*b^2*c^3*r-8352*b^2*c^3*x+218*b^2* c^2*g^2+786*b^2*c^2*g*p+152*b^2*c^2*g*q-158*b^2*c^2*g*r-8468*b^2*c^2*g*x+416*b^ 2*c^2*p^2+360*b^2*c^2*p*q-508*b^2*c^2*p*r-18612*b^2*c^2*p*x-48*b^2*c^2*q*r-3198 *b^2*c^2*q*x-310*b^2*c^2*r^2-9226*b^2*c^2*r*x-21232*b^2*c^2*x^2+32*b^2*c*g^3+ 258*b^2*c*g^2*p+32*b^2*c*g^2*q-76*b^2*c*g^2*r-3031*b^2*c*g^2*x+348*b^2*c*g*p^2+ 224*b^2*c*g*p*q-254*b^2*c*g*p*r-12430*b^2*c*g*p*x-24*b^2*c*g*q*r-2051*b^2*c*g*q *x-166*b^2*c*g*r^2-5723*b^2*c*g*r*x-12240*b^2*c*g*x^2+30*b^2*c*p^3+240*b^2*c*p^ 2*q-414*b^2*c*p^2*r-10130*b^2*c*p^2*x-144*b^2*c*p*q*r-7380*b^2*c*p*q*x-312*b^2* c*p*r^2-7168*b^2*c*p*r*x-6188*b^2*c*p*x^2-58*b^2*c*q^2*x-120*b^2*c*q*r^2-3129*b ^2*c*q*r*x-4468*b^2*c*q*x^2+22*b^2*c*r^3+2476*b^2*c*r^2*x+30328*b^2*c*r*x^2+ 30192*b^2*c*x^3+24*b^2*g^3*p-16*b^2*g^3*r-388*b^2*g^3*x+72*b^2*g^2*p^2+24*b^2*g ^2*p*q-24*b^2*g^2*p*r-1971*b^2*g^2*p*x-16*b^2*g^2*q*r-409*b^2*g^2*q*x-16*b^2*g^ 2*r^2-691*b^2*g^2*r*x-1021*b^2*g^2*x^2+22*b^2*g*p^3+88*b^2*g*p^2*q-144*b^2*g*p^ 2*r-3632*b^2*g*p^2*x-2161*b^2*g*p*q*x-122*b^2*g*p*r^2-2871*b^2*g*p*r*x-3204*b^2 *g*p*x^2-157*b^2*g*q^2*x-8*b^2*g*q*r^2-626*b^2*g*q*r*x+569*b^2*g*q*x^2+4*b^2*g* r^3+637*b^2*g*r^2*x+9454*b^2*g*r*x^2+9204*b^2*g*x^3-18*b^2*p^4+48*b^2*p^3*q-66* b^2*p^3*r-1482*b^2*p^3*x-104*b^2*p^2*q*r-2648*b^2*p^2*q*x-38*b^2*p^2*r^2-771*b^ 2*p^2*r*x+1935*b^2*p^2*x^2-306*b^2*p*q^2*x-104*b^2*p*q*r^2-2038*b^2*p*q*r*x-\ 2743*b^2*p*q*x^2+10*b^2*p*r^3+1173*b^2*p*r^2*x+12234*b^2*p*r*x^2+11602*b^2*p*x^ 3+175*b^2*q^2*r*x+1988*b^2*q^2*x^2+8*b^2*q*r^3+578*b^2*q*r^2*x+6066*b^2*q*r*x^2 +4138*b^2*q*x^3-80*b^2*r^3*x-1604*b^2*r^2*x^2-6304*b^2*r*x^3+600*b*c^5+1032*b*c ^4*g+1028*b*c^4*p+540*b*c^4*q-424*b*c^4*r-15360*b*c^4*x+662*b*c^3*g^2+1546*b*c^ 3*g*p+720*b*c^3*g*q-558*b*c^3*g*r-21234*b*c^3*g*x+322*b*c^3*p^2+1050*b*c^3*p*q-\ 1354*b*c^3*p*r-34326*b*c^3*p*x+110*b*c^3*q^2-226*b*c^3*q*r-12772*b*c^3*q*x-656* b*c^3*r^2-15804*b*c^3*r*x-25792*b*c^3*x^2+188*b*c^2*g^3+830*b*c^2*g^2*p+321*b*c ^2*g^2*q-311*b*c^2*g^2*r-11101*b*c^2*g^2*x+475*b*c^2*g*p^2+1153*b*c^2*g*p*q-\ 1271*b*c^2*g*p*r-35509*b*c^2*g*p*x+95*b*c^2*g*q^2-213*b*c^2*g*q*r-12834*b*c^2*g *q*x-629*b*c^2*g*r^2-15507*b*c^2*g*r*x-23408*b*c^2*g*x^2-273*b*c^2*p^3+616*b*c^ 2*p^2*q-1343*b*c^2*p^2*r-23819*b*c^2*p^2*x+225*b*c^2*p*q^2-682*b*c^2*p*q*r-\ 25722*b*c^2*p*q*x-864*b*c^2*p*r^2-15503*b*c^2*p*r*x-2280*b*c^2*p*x^2-30*b*c^2*q ^2*r-3013*b*c^2*q^2*x-433*b*c^2*q*r^2-11128*b*c^2*q*r*x-14422*b*c^2*q*x^2+2*b*c ^2*r^3+5472*b*c^2*r^2*x+69960*b*c^2*r*x^2+69680*b*c^2*x^3+20*b*c*g^4+187*b*c*g^ 3*p+48*b*c*g^3*q-89*b*c*g^3*r-2608*b*c*g^3*x+217*b*c*g^2*p^2+387*b*c*g^2*p*q-\ 369*b*c*g^2*p*r-11768*b*c*g^2*p*x+20*b*c*g^2*q^2-106*b*c*g^2*q*r-4449*b*c*g^2*q *x-179*b*c*g^2*r^2-4254*b*c*g^2*r*x-3960*b*c*g^2*x^2-169*b*c*g*p^3+532*b*c*g*p^ 2*q-941*b*c*g*p^2*r-17093*b*c*g*p^2*x+140*b*c*g*p*q^2-351*b*c*g*p*q*r-17373*b*c *g*p*q*x-633*b*c*g*p*r^2-11714*b*c*g*p*r*x-3460*b*c*g*p*x^2-15*b*c*g*q^2*r-1985 *b*c*g*q^2*x-245*b*c*g*q*r^2-7194*b*c*g*q*r*x-8534*b*c*g*q*x^2-6*b*c*g*r^3+3340 *b*c*g*r^2*x+46564*b*c*g*r*x^2+46320*b*c*g*x^3-165*b*c*p^4+63*b*c*p^3*q-456*b*c *p^3*r-5960*b*c*p^3*x+150*b*c*p^2*q^2-565*b*c*p^2*q*r-14010*b*c*p^2*q*x-310*b*c *p^2*r^2-3138*b*c*p^2*r*x+11478*b*c*p^2*x^2-90*b*c*p*q^2*r-5000*b*c*p*q^2*x-442 *b*c*p*q*r^2-9348*b*c*p*q*r*x-3386*b*c*p*q*x^2-19*b*c*p*r^3+4002*b*c*p*r^2*x+ 47290*b*c*p*r*x^2+42814*b*c*p*x^3-202*b*c*q^3*x-75*b*c*q^2*r^2-1360*b*c*q^2*r*x +2668*b*c*q^2*x^2+29*b*c*q*r^3+3322*b*c*q*r^2*x+37420*b*c*q*r*x^2+32158*b*c*q*x ^3-128*b*c*r^3*x-6456*b*c*r^2*x^2-29056*b*c*r*x^3+15*b*g^4*p-10*b*g^4*r-223*b*g ^4*x+32*b*g^3*p^2+36*b*g^3*p*q-33*b*g^3*p*r-1239*b*g^3*p*x-24*b*g^3*q*r-558*b*g ^3*q*x-15*b*g^3*r^2-273*b*g^3*r*x+375*b*g^3*x^2-25*b*g^2*p^3+112*b*g^2*p^2*q-\ 156*b*g^2*p^2*r-2965*b*g^2*p^2*x+15*b*g^2*p*q^2-32*b*g^2*p*q*r-2758*b*g^2*p*q*x -108*b*g^2*p*r^2-2030*b*g^2*p*r*x-466*b*g^2*p*x^2-10*b*g^2*q^2*r-369*b*g^2*q^2* x-24*b*g^2*q*r^2-867*b*g^2*q*r*x-309*b*g^2*q*x^2-2*b*g^2*r^3+442*b*g^2*r^2*x+ 6905*b*g^2*r*x^2+6654*b*g^2*x^3-61*b*g*p^4+43*b*g*p^3*q-165*b*g*p^3*r-2178*b*g* p^3*x+55*b*g*p^2*q^2-204*b*g*p^2*q*r-5136*b*g*p^2*q*x-112*b*g*p^2*r^2-1176*b*g* p^2*r*x+4013*b*g*p^2*x^2-1490*b*g*p*q^2*x-181*b*g*p*q*r^2-3991*b*g*p*q*r*x-3481 *b*g*p*q*x^2-8*b*g*p*r^3+1444*b*g*p*r^2*x+17258*b*g*p*r*x^2+15847*b*g*p*x^3-130 *b*g*q^3*x-5*b*g*q^2*r^2-184*b*g*q^2*r*x+2340*b*g*q^2*x^2+6*b*g*q*r^3+927*b*g*q *r^2*x+12127*b*g*q*r*x^2+10135*b*g*q*x^3-20*b*g*r^3*x-2028*b*g*r^2*x^2-9872*b*g *r*x^3-21*b*p^5-21*b*p^4*q-54*b*p^4*r-406*b*p^4*x+30*b*p^3*q^2-93*b*p^3*q*r-\ 2072*b*p^3*q*x-45*b*p^3*r^2-77*b*p^3*r*x+2679*b*p^3*x^2-65*b*p^2*q^2*r-1728*b*p ^2*q^2*x-59*b*p^2*q*r^2-1110*b*p^2*q*r*x+2922*b*p^2*q*x^2-12*b*p^2*r^3+437*b*p^ 2*r^2*x+6045*b*p^2*r*x^2+4571*b*p^2*x^3-170*b*p*q^3*x-65*b*p*q^2*r^2-1069*b*p*q ^2*r*x-9*b*p*q^2*x^2+13*b*p*q*r^3+1598*b*p*q*r^2*x+15771*b*p*q*r*x^2+13462*b*p* q*x^3-4*b*p*r^3*x-2166*b*p*r^2*x^2-9804*b*p*r*x^3+103*b*q^3*r*x+1074*b*q^3*x^2+ 5*b*q^2*r^3+344*b*q^2*r^2*x+3318*b*q^2*r*x^2+1427*b*q^2*x^3-104*b*q*r^3*x-2090* b*q*r^2*x^2-7836*b*q*r*x^3+60*b*r^3*x^2+760*b*r^2*x^3+272*c^6+608*c^5*g+304*c^5 *p+396*c^5*q-380*c^5*r-9184*c^5*x+536*c^4*g^2+680*c^4*g*p+708*c^4*g*q-648*c^4*g *r-15948*c^4*g*x-294*c^4*p^2+678*c^4*p*q-1270*c^4*p*r-21722*c^4*p*x+174*c^4*q^2 -282*c^4*q*r-11198*c^4*q*x-478*c^4*r^2-8852*c^4*r*x-9360*c^4*x^2+232*c^3*g^3+ 568*c^3*g^2*p+475*c^3*g^2*q-447*c^3*g^2*r-10928*c^3*g^2*x-295*c^3*g*p^2+1075*c^ 3*g*p*q-1729*c^3*g*p*r-30287*c^3*g*p*x+235*c^3*g*q^2-379*c^3*g*q*r-15579*c^3*g* q*x-655*c^3*g*r^2-12110*c^3*g*r*x-12120*c^3*g*x^2-573*c^3*p^3+208*c^3*p^2*q-\ 1435*c^3*p^2*r-17499*c^3*p^2*x+341*c^3*p*q^2-912*c^3*p*q*r-24014*c^3*p*q*x-784* c^3*p*r^2-9587*c^3*p*r*x+7308*c^3*p*x^2+22*c^3*q^3-70*c^3*q^2*r-4683*c^3*q^2*x-\ 445*c^3*q*r^2-9651*c^3*q*r*x-7992*c^3*q*x^2-28*c^3*r^3+4064*c^3*r^2*x+49968*c^3 *r*x^2+48192*c^3*x^3+49*c^2*g^4+222*c^2*g^3*p+142*c^2*g^3*q-159*c^2*g^3*r-3707* c^2*g^3*x-80*c^2*g^2*p^2+612*c^2*g^2*p*q-837*c^2*g^2*p*r-15167*c^2*g^2*p*x+106* c^2*g^2*q^2-215*c^2*g^2*q*r-8088*c^2*g^2*q*x-310*c^2*g^2*r^2-5394*c^2*g^2*r*x-\ 2952*c^2*g^2*x^2-598*c^2*g*p^3+346*c^2*g*p^2*q-1544*c^2*g*p^2*r-18739*c^2*g*p^2 *x+380*c^2*g*p*q^2-884*c^2*g*p*q*r-25466*c^2*g*p*q*x-845*c^2*g*p*r^2-10756*c^2* g*p*r*x+5990*c^2*g*p*x^2+19*c^2*g*q^3-67*c^2*g*q^2*r-4749*c^2*g*q^2*x-448*c^2*g *q*r^2-10056*c^2*g*q*r*x-8984*c^2*g*q*x^2-22*c^2*g*r^3+4218*c^2*g*r^2*x+51552*c ^2*g*r*x^2+49408*c^2*g*x^3-287*c^2*p^4-188*c^2*p^3*q-668*c^2*p^3*r-5569*c^2*p^3 *x+204*c^2*p^2*q^2-922*c^2*p^2*q*r-16760*c^2*p^2*q*x-434*c^2*p^2*r^2-1882*c^2*p ^2*r*x+16644*c^2*p^2*x^2+45*c^2*p*q^3-214*c^2*p*q^2*r-8549*c^2*p*q^2*x-608*c^2* p*q*r^2-10092*c^2*p*q*r*x+3618*c^2*p*q*x^2-53*c^2*p*r^3+4149*c^2*p*r^2*x+45710* c^2*p*r*x^2+38916*c^2*p*x^3-6*c^2*q^3*r-826*c^2*q^3*x-139*c^2*q^2*r^2-2968*c^2* q^2*r*x+1158*c^2*q^2*x^2-9*c^2*q*r^3+3573*c^2*q*r^2*x+43942*c^2*q*r*x^2+38916*c ^2*q*x^3+72*c^2*r^3*x-6240*c^2*r^2*x^2-30272*c^2*r*x^3+4*c*g^5+41*c*g^4*p+16*c* g^4*q-29*c*g^4*r-615*c*g^4*x+c*g^3*p^2+146*c*g^3*p*q-167*c*g^3*p*r-3201*c*g^3*p *x+16*c*g^3*q^2-64*c*g^3*q*r-1879*c*g^3*q*x-57*c*g^3*r^2-808*c*g^3*r*x+918*c*g^ 3*x^2-204*c*g^2*p^3+175*c*g^2*p^2*q-533*c*g^2*p^2*r-6412*c*g^2*p^2*x+129*c*g^2* p*q^2-265*c*g^2*p*q*r-8636*c*g^2*p*q*x-288*c*g^2*p*r^2-3692*c*g^2*p*r*x+2376*c* g^2*p*x^2+4*c*g^2*q^3-34*c*g^2*q^2*r-1627*c*g^2*q^2*x-136*c*g^2*q*r^2-2996*c*g^ 2*q*r*x-1848*c*g^2*q*x^2-4*c*g^2*r^3+1350*c*g^2*r^2*x+16044*c*g^2*r*x^2+14732*c *g^2*x^3-212*c*g*p^4-109*c*g*p^3*q-482*c*g*p^3*r-3881*c*g*p^3*x+179*c*g*p^2*q^2 -668*c*g*p^2*q*r-12471*c*g*p^2*q*x-296*c*g*p^2*r^2-1140*c*g*p^2*r*x+12290*c*g*p ^2*x^2+28*c*g*p*q^3-112*c*g*p*q^2*r-5853*c*g*p*q^2*x-465*c*g*p*q*r^2-8218*c*g*p *q*r*x-1014*c*g*p*q*x^2-26*c*g*p*r^3+3148*c*g*p*r^2*x+32907*c*g*p*r*x^2+27840*c *g*p*x^3-3*c*g*q^3*r-559*c*g*q^3*x-81*c*g*q^2*r^2-1928*c*g*q^2*r*x+1336*c*g*q^2 *x^2-10*c*g*q*r^3+2320*c*g*q*r^2*x+30825*c*g*q*r*x^2+27840*c*g*q*x^3+40*c*g*r^3 *x-4320*c*g*r^2*x^2-20992*c*g*r*x^3-54*c*p^5-114*c*p^4*q-135*c*p^4*r-587*c*p^4* x+24*c*p^3*q^2-327*c*p^3*q*r-4346*c*p^3*q*x-108*c*p^3*r^2+312*c*p^3*r*x+5988*c* p^3*x^2+30*c*p^2*q^3-179*c*p^2*q^2*r-4599*c*p^2*q^2*x-239*c*p^2*q*r^2-2353*c*p^ 2*q*r*x+8358*c*p^2*q*x^2-27*c*p^2*r^3+1163*c*p^2*r^2*x+10873*c*p^2*r*x^2+6996*c *p^2*x^3-18*c*p*q^3*r-1100*c*p*q^3*x-143*c*p*q^2*r^2-2691*c*p*q^2*r*x+1884*c*p* q^2*x^2-26*c*p*q*r^3+2660*c*p*q*r^2*x+31464*c*p*q*r*x^2+26328*c*p*q*x^3+152*c*p *r^3*x-3716*c*p*r^2*x^2-18364*c*p*r*x^3-56*c*q^4*x-15*c*q^3*r^2-146*c*q^3*r*x+ 1662*c*q^3*x^2+9*c*q^2*r^3+1047*c*q^2*r^2*x+10631*c*q^2*r*x^2+6996*c*q^2*x^3-48 *c*q*r^3*x-4144*c*q*r^2*x^2-18364*c*q*r*x^3+1600*c*r^2*x^3+3*g^5*p-2*g^5*r-37*g ^5*x+2*g^4*p^2+12*g^4*p*q-11*g^4*p*r-237*g^4*p*x-8*g^4*q*r-165*g^4*q*x-3*g^4*r^ 2-16*g^4*r*x+267*g^4*x^2-23*g^3*p^3+28*g^3*p^2*q-58*g^3*p^2*r-696*g^3*p^2*x+12* g^3*p*q^2-24*g^3*p*q*r-924*g^3*p*q*x-30*g^3*p*r^2-370*g^3*p*r*x+463*g^3*p*x^2-8 *g^3*q^2*r-198*g^3*q^2*x-12*g^3*q*r^2-214*g^3*q*r*x+188*g^3*q*x^2+128*g^3*r^2*x +1416*g^3*r*x^2+1134*g^3*x^3-39*g^2*p^4-13*g^2*p^3*q-85*g^2*p^3*r-634*g^2*p^3*x +38*g^2*p^2*q^2-116*g^2*p^2*q*r-2252*g^2*p^2*q*x-48*g^2*p^2*r^2-118*g^2*p^2*r*x +2393*g^2*p^2*x^2+3*g^2*p*q^3-10*g^2*p*q^2*r-938*g^2*p*q^2*x-85*g^2*p*q*r^2-\ 1586*g^2*p*q*r*x-777*g^2*p*q*x^2-2*g^2*p*r^3+566*g^2*p*r^2*x+5473*g^2*p*r*x^2+ 4417*g^2*p*x^3-2*g^2*q^3*r-101*g^2*q^3*x-8*g^2*q^2*r^2-214*g^2*q^2*r*x+604*g^2* q^2*x^2-2*g^2*q*r^3+338*g^2*q*r^2*x+4907*g^2*q*r*x^2+4417*g^2*q*x^3+4*g^2*r^3*x -690*g^2*r^2*x^2-3324*g^2*r*x^3-20*g*p^5-42*g*p^4*q-46*g*p^4*r-151*g*p^4*x+16*g *p^3*q^2-122*g*p^3*q*r-1675*g*p^3*q*x-32*g*p^3*r^2+232*g*p^3*r*x+2416*g*p^3*x^2 +11*g*p^2*q^3-66*g*p^2*q^2*r-1716*g*p^2*q^2*x-90*g*p^2*q*r^2-992*g*p^2*q*r*x+ 2515*g*p^2*q*x^2-6*g*p^2*r^3+438*g*p^2*r^2*x+3636*g*p^2*r*x^2+2128*g*p^2*x^3-\ 335*g*p*q^3*x-60*g*p*q^2*r^2-1192*g*p*q^2*r*x-64*g*p*q^2*x^2-10*g*p*q*r^3+1014* g*p*q*r^2*x+12252*g*p*q*r*x^2+10808*g*p*q*x^3+36*g*p*r^3*x-1408*g*p*r^2*x^2-\ 6554*g*p*r*x^3-29*g*q^4*x-g*q^3*r^2+8*g*q^3*r*x+887*g*q^3*x^2+2*g*q^2*r^3+306*g *q^2*r^2*x+3492*g*q^2*r*x^2+2128*g*q^2*x^3-4*g*q*r^3*x-1382*g*q*r^2*x^2-6554*g* q*r*x^3+560*g*r^2*x^3-3*p^6-15*p^5*q-9*p^5*r-3*p^5*x-6*p^4*q^2-42*p^4*q*r-344*p ^4*q*x-9*p^4*r^2+78*p^4*r*x+513*p^4*x^2+6*p^3*q^3-30*p^3*q^2*r-675*p^3*q^2*x-39 *p^3*q*r^2-147*p^3*q*r*x+1701*p^3*q*x^2-3*p^3*r^3+129*p^3*r^2*x+633*p^3*r*x^2+ 45*p^3*x^3-13*p^2*q^3*r-366*p^2*q^3*x-20*p^2*q^2*r^2-328*p^2*q^2*r*x+1359*p^2*q ^2*x^2-12*p^2*q*r^3+314*p^2*q*r^2*x+4461*p^2*q*r*x^2+3279*p^2*q*x^3+48*p^2*r^3* x-406*p^2*r^2*x^2-2270*p^2*r*x^3-32*p*q^4*x-13*p*q^3*r^2-169*p*q^3*r*x+369*p*q^ 3*x^2+4*p*q^2*r^3+514*p*q^2*r^2*x+4671*p*q^2*r*x^2+3279*p*q^2*x^3+20*p*q*r^3*x-\ 1410*p*q*r^2*x^2-6508*p*q*r*x^3-30*p*r^3*x^2+500*p*r^2*x^3+20*q^4*r*x+198*q^4*x ^2+q^3*r^3+65*q^3*r^2*x+567*q^3*r*x^2+45*q^3*x^3-32*q^2*r^3*x-644*q^2*r^2*x^2-\ 2270*q^2*r*x^3+30*q*r^3*x^2+500*q*r^2*x^3+48*a^5+404*a^4*b+840*a^4*c+270*a^4*g+ 68*a^4*p+336*a^4*q-56*a^4*r-1580*a^4*x+452*a^3*b^2+2636*a^3*b*c+932*a^3*b*g+936 *a^3*b*p+634*a^3*b*q+182*a^3*b*r-2404*a^3*b*x+3332*a^3*c^2+2312*a^3*c*g+1666*a^ 3*c*p+1978*a^3*c*q+162*a^3*c*r-6972*a^3*c*x+385*a^3*g^2+515*a^3*g*p+730*a^3*g*q -4*a^3*g*r-2868*a^3*g*x-28*a^3*p^2+802*a^3*p*q-230*a^3*p*r-4408*a^3*p*x+204*a^3 *q^2+212*a^3*q*r-1124*a^3*q*x-108*a^3*r^2-2126*a^3*r*x-3324*a^3*x^2+72*a^2*b^3+ 1572*a^2*b^2*c+522*a^2*b^2*g+990*a^2*b^2*p+144*a^2*b^2*q+348*a^2*b^2*r+1136*a^2 *b^2*x+5700*a^2*b*c^2+3970*a^2*b*c*g+5058*a^2*b*c*p+2190*a^2*b*c*q+1446*a^2*b*c *r-3384*a^2*b*c*x+667*a^2*b*g^2+1824*a^2*b*g*p+745*a^2*b*g*q+485*a^2*b*g*r-1558 *a^2*b*g*x+771*a^2*b*p^2+1395*a^2*b*p*q+151*a^2*b*p*r-7138*a^2*b*p*x+90*a^2*b*q ^2+534*a^2*b*q*r+1598*a^2*b*q*x-194*a^2*b*r^2-7902*a^2*b*r*x-23232*a^2*b*x^2+ 5508*a^2*c^3+5838*a^2*c^2*g+5580*a^2*c^2*p+4062*a^2*c^2*q+1170*a^2*c^2*r-10484* a^2*c^2*x+1995*a^2*c*g^2+3898*a^2*c*g*p+2935*a^2*c*g*q+713*a^2*c*g*r-8160*a^2*c *g*x+1057*a^2*c*p^2+3801*a^2*c*p*q-341*a^2*c*p*r-18904*a^2*c*p*x+702*a^2*c*q^2+ 1170*a^2*c*q*r-2136*a^2*c*q*x-626*a^2*c*r^2-17072*a^2*c*r*x-42376*a^2*c*x^2+217 *a^2*g^3+655*a^2*g^2*p+515*a^2*g^2*q+92*a^2*g^2*r-1658*a^2*g^2*x+285*a^2*g*p^2+ 1434*a^2*g*p*q-238*a^2*g*p*r-7441*a^2*g*p*x+242*a^2*g*q^2+426*a^2*g*q*r-629*a^2 *g*q*x-239*a^2*g*r^2-5649*a^2*g*r*x-12742*a^2*g*x^2-91*a^2*p^3+691*a^2*p^2*q-\ 305*a^2*p^2*r-4513*a^2*p^2*x+450*a^2*p*q^2+253*a^2*p*q*r-4136*a^2*p*q*x-222*a^2 *p*r^2-3569*a^2*p*r*x-3656*a^2*p*x^2+18*a^2*q^3+180*a^2*q^2*r+273*a^2*q^2*x-131 *a^2*q*r^2-5962*a^2*q*r*x-17464*a^2*q*x^2-30*a^2*r^3+388*a^2*r^2*x+9596*a^2*r*x ^2+10804*a^2*x^3+144*a*b^3*c+56*a*b^3*g+144*a*b^3*p+192*a*b^3*r+1880*a*b^3*x+ 1788*a*b^2*c^2+1212*a*b^2*c*g+2412*a*b^2*c*p+288*a*b^2*c*q+1272*a*b^2*c*r+8440* a*b^2*c*x+208*a*b^2*g^2+792*a*b^2*g*p+112*a*b^2*g*q+446*a*b^2*g*r+2532*a*b^2*g* x+724*a*b^2*p^2+288*a*b^2*p*q+288*a*b^2*p*r-284*a*b^2*p*x+384*a*b^2*q*r+3160*a* b^2*q*x-246*a*b^2*r^2-7374*a*b^2*r*x-25080*a*b^2*x^2+5108*a*b*c^3+5312*a*b*c^2* g+7740*a*b*c^2*p+2478*a*b*c^2*q+2922*a*b*c^2*r+7732*a*b*c^2*x+1806*a*b*c*g^2+ 5416*a*b*c*g*p+1714*a*b*c*g*q+2004*a*b*c*g*r+3506*a*b*c*g*x+3202*a*b*c*p^2+3366 *a*b*c*p*q+1112*a*b*c*p*r-12908*a*b*c*p*x+180*a*b*c*q^2+1836*a*b*c*q*r+10454*a* b*c*q*x-928*a*b*c*r^2-32008*a*b*c*r*x-103032*a*b*c*x^2+196*a*b*g^3+914*a*b*g^2* p+304*a*b*g^2*q+301*a*b*g^2*r-211*a*b*g^2*x+1186*a*b*g*p^2+1132*a*b*g*p*q+415*a *b*g*p*r-4324*a*b*g*p*x+70*a*b*g*q^2+675*a*b*g*q*r+3595*a*b*g*q*x-324*a*b*g*r^2 -10916*a*b*g*r*x-34416*a*b*g*x^2+254*a*b*p^3+1026*a*b*p^2*q-53*a*b*p^2*r-6512*a *b*p^2*x+180*a*b*p*q^2+468*a*b*p*q*r-298*a*b*p*q*x-249*a*b*p*r^2-9338*a*b*p*r*x -25642*a*b*p*x^2+240*a*b*q^2*r+1482*a*b*q^2*x-339*a*b*q*r^2-9878*a*b*q*r*x-\ 31010*a*b*q*x^2-16*a*b*r^3+1432*a*b*r^2*x+21864*a*b*r*x^2+25640*a*b*x^3+4140*a* c^4+5876*a*c^3*g+6578*a*c^3*p+3534*a*c^3*q+1822*a*c^3*r-3532*a*c^3*x+3043*a*c^2 *g^2+7043*a*c^2*g*p+3792*a*c^2*g*q+1884*a*c^2*g*r-4672*a*c^2*g*x+2922*a*c^2*p^2 +5484*a*c^2*p*q+296*a*c^2*p*r-24948*a*c^2*p*x+792*a*c^2*q^2+2088*a*c^2*q*r+3540 *a*c^2*q*x-1174*a*c^2*r^2-35240*a*c^2*r*x-102016*a*c^2*x^2+676*a*c*g^3+2416*a*c *g^2*p+1334*a*c*g^2*q+564*a*c*g^2*r-2836*a*c*g^2*x+2066*a*c*g*p^2+4000*a*c*g*p* q+134*a*c*g*p*r-17686*a*c*g*p*x+554*a*c*g*q^2+1527*a*c*g*q*r+2506*a*c*g*q*x-886 *a*c*g*r^2-24464*a*c*g*r*x-67932*a*c*g*x^2+178*a*c*p^3+2408*a*c*p^2*q-657*a*c*p ^2*r-15772*a*c*p^2*x+1080*a*c*p*q^2+974*a*c*p*q*r-8832*a*c*p*q*x-801*a*c*p*r^2-\ 19028*a*c*p*r*x-41084*a*c*p*x^2+36*a*c*q^3+600*a*c*q^2*r+2428*a*c*q^2*x-601*a*c *q*r^2-21782*a*c*q*r*x-66734*a*c*q*x^2-76*a*c*r^3+2512*a*c*r^2*x+44396*a*c*r*x^ 2+51256*a*c*x^3+53*a*g^4+264*a*g^3*p+152*a*g^3*q+43*a*g^3*r-555*a*g^3*x+349*a*g ^2*p^2+705*a*g^2*p*q+a*g^2*p*r-3207*a*g^2*p*x+100*a*g^2*q^2+252*a*g^2*q*r+140*a *g^2*q*x-158*a*g^2*r^2-3895*a*g^2*r*x-9803*a*g^2*x^2+13*a*g*p^3+940*a*g*p^2*q-\ 315*a*g*p^2*r-6102*a*g*p^2*x+368*a*g*p*q^2+395*a*g*p*q*r-2510*a*g*p*q*x-302*a*g *p*r^2-6413*a*g*p*r*x-12670*a*g*p*x^2+14*a*g*q^3+226*a*g*q^2*r+896*a*g*q^2*x-\ 225*a*g*q*r^2-7919*a*g*q*r*x-24507*a*g*q*x^2-18*a*g*r^3+1033*a*g*r^2*x+15346*a* g*r*x^2+17292*a*g*x^3-51*a*p^4+245*a*p^3*q-162*a*p^3*r-1968*a*p^3*x+332*a*p^2*q ^2+46*a*p^2*q*r-4160*a*p^2*q*x-150*a*p^2*r^2-1835*a*p^2*r*x-97*a*p^2*x^2+36*a*p *q^3+162*a*p*q^2*r-374*a*p*q^2*x-171*a*p*q*r^2-7047*a*p*q*r*x-19209*a*p*q*x^2-\ 39*a*p*r^3+501*a*p*r^2*x+11696*a*p*r*x^2+12770*a*p*x^3+48*a*q^3*r+186*a*q^3*x-\ 108*a*q^2*r^2-3031*a*q^2*r*x-8276*a*q^2*x^2-19*a*q*r^3+884*a*q*r^2*x+14850*a*q* r*x^2+16802*a*q*x^3+80*a*r^3*x-876*a*r^2*x^2-5944*a*r*x^3+232*b^4*x+72*b^3*c^2+ 56*b^3*c*g+144*b^3*c*p+192*b^3*c*r+4492*b^3*c*x+20*b^3*g^2+28*b^3*g*p+24*b^3*g* r+1138*b^3*g*x+80*b^3*p^2+136*b^3*p*r+1480*b^3*p*x+492*b^3*q*x-56*b^3*r^2-1262* b^3*r*x-5316*b^3*x^2+668*b^2*c^3+690*b^2*c^2*g+1422*b^2*c^2*p+144*b^2*c^2*q+924 *b^2*c^2*r+12552*b^2*c^2*x+268*b^2*c*g^2+876*b^2*c*g*p+112*b^2*c*g*q+518*b^2*c* g*r+7626*b^2*c*g*x+964*b^2*c*p^2+288*b^2*c*p*q+696*b^2*c*p*r+3412*b^2*c*p*x+384 *b^2*c*q*r+7162*b^2*c*q*x-414*b^2*c*r^2-11872*b^2*c*r*x-48200*b^2*c*x^2+40*b^2* g^3+118*b^2*g^2*p+40*b^2*g^2*q+40*b^2*g^2*r+789*b^2*g^2*x+342*b^2*g*p^2+56*b^2* g*p*q+324*b^2*g*p*r+1768*b^2*g*p*x+48*b^2*g*q*r+1669*b^2*g*q*x-102*b^2*g*r^2-\ 3521*b^2*g*r*x-14870*b^2*g*x^2+164*b^2*p^3+160*b^2*p^2*q-10*b^2*p^2*r-1248*b^2* p^2*x+272*b^2*p*q*r+2514*b^2*p*q*x-190*b^2*p*r^2-5110*b^2*p*r*x-17342*b^2*p*x^2 +346*b^2*q^2*x-112*b^2*q*r^2-2309*b^2*q*r*x-8758*b^2*q*x^2+10*b^2*r^3+956*b^2*r ^2*x+9316*b^2*r*x^2+10804*b^2*x^3+1640*b*c^4+2274*b*c^3*g+3618*b*c^3*p+922*b*c^ 3*q+1658*b*c^3*r+12268*b*c^3*x+1199*b*c^2*g^2+3676*b*c^2*g*p+969*b*c^2*g*q+1591 *b*c^2*g*r+11208*b*c^2*g*x+2671*b*c^2*p^2+1971*b*c^2*p*q+1369*b*c^2*p*r-2334*b* c^2*p*x+90*b*c^2*q^2+1302*b*c^2*q*r+13802*b*c^2*q*x-902*b*c^2*r^2-29024*b*c^2*r *x-107024*b*c^2*x^2+286*b*c*g^3+1180*b*c*g^2*p+384*b*c*g^2*q+399*b*c*g^2*r+2012 *b*c*g^2*x+1946*b*c*g*p^2+1244*b*c*g*p*q+1157*b*c*g*p*r-414*b*c*g*p*x+70*b*c*g* q^2+771*b*c*g*q*r+8802*b*c*g*q*x-546*b*c*g*r^2-18940*b*c*g*r*x-71028*b*c*g*x^2+ 634*b*c*p^3+1346*b*c*p^2*q-13*b*c*p^2*r-8390*b*c*p^2*x+180*b*c*p*q^2+1012*b*c*p *q*r+4006*b*c*p*q*x-659*b*c*p*r^2-20242*b*c*p*r*x-61708*b*c*p*x^2+240*b*c*q^2*r +3252*b*c*q^2*x-563*b*c*q*r^2-15208*b*c*q*r*x-55390*b*c*q*x^2+4*b*c*r^3+3424*b* c*r^2*x+42772*b*c*r*x^2+51256*b*c*x^3+25*b*g^4+117*b*g^3*p+60*b*g^3*q+17*b*g^3* r-150*b*g^3*x+344*b*g^2*p^2+171*b*g^2*p*q+222*b*g^2*p*r+13*b*g^2*p*x+25*b*g^2*q ^2+64*b*g^2*q*r+897*b*g^2*q*x-72*b*g^2*r^2-2699*b*g^2*r*x-10159*b*g^2*x^2+240*b *g*p^3+491*b*g*p^2*q+2*b*g*p^2*r-2963*b*g*p^2*x+35*b*g*p*q^2+486*b*g*p*q*r+2505 *b*g*p*q*x-241*b*g*p*r^2-7497*b*g*p*r*x-23034*b*g*p*x^2+30*b*g*q^2*r+600*b*g*q^ 2*x-151*b*g*q*r^2-4747*b*g*q*r*x-17735*b*g*q*x^2-2*b*g*r^3+1009*b*g*r^2*x+14270 *b*g*r*x^2+17292*b*g*x^3+26*b*p^4+234*b*p^3*q-40*b*p^3*r-1737*b*p^3*x+100*b*p^2 *q^2+11*b*p^2*q*r-1625*b*p^2*q*x-73*b*p^2*r^2-2407*b*p^2*r*x-5437*b*p^2*x^2+170 *b*p*q^2*r+1225*b*p*q^2*x-259*b*p*q*r^2-6765*b*p*q*r*x-21177*b*p*q*x^2-7*b*p*r^ 3+1076*b*p*r^2*x+14562*b*p*r*x^2+16802*b*p*x^3+93*b*q^3*x-70*b*q^2*r^2-1289*b*q ^2*r*x-4184*b*q^2*x^2+13*b*q*r^3+1261*b*q*r^2*x+11812*b*q*r*x^2+12770*b*q*x^3-\ 40*b*r^3*x-1404*b*r^2*x^2-5944*b*r*x^3+1172*c^5+2080*c^4*g+2596*c^4*p+1114*c^4* q+870*c^4*r+2264*c^4*x+1453*c^3*g^2+3688*c^3*g*p+1587*c^3*g*q+1191*c^3*g*r+2744 *c^3*g*x+1917*c^3*p^2+2485*c^3*p*q+543*c^3*p*r-9312*c^3*p*x+294*c^3*q^2+1130*c^ 3*q*r+5988*c^3*q*x-712*c^3*r^2-21976*c^3*r*x-72288*c^3*x^2+499*c^2*g^3+1879*c^2 *g^2*p+859*c^2*g^2*q+512*c^2*g^2*r+54*c^2*g^2*x+2123*c^2*g*p^2+2622*c^2*g*p*q+ 696*c^2*g*p*r-8781*c^2*g*p*x+312*c^2*g*q^2+1149*c^2*g*q*r+6193*c^2*g*q*x-749*c^ 2*g*r^2-22694*c^2*g*r*x-74112*c^2*g*x^2+433*c^2*p^3+1877*c^2*p^2*q-362*c^2*p^2* r-12395*c^2*p^2*x+630*c^2*p*q^2+993*c^2*p*q*r-2608*c^2*p*q*x-769*c^2*p*r^2-\ 20443*c^2*p*r*x-53700*c^2*p*x^2+18*c^2*q^3+420*c^2*q^2*r+3091*c^2*q^2*x-582*c^2 *q*r^2-18675*c^2*q*r*x-63048*c^2*q*x^2-36*c^2*r^3+3096*c^2*r^2*x+45408*c^2*r*x^ 2+53856*c^2*x^3+83*c*g^4+402*c*g^3*p+212*c*g^3*q+65*c*g^3*r-638*c*g^3*x+755*c*g ^2*p^2+876*c*g^2*p*q+268*c*g^2*p*r-2875*c*g^2*p*x+125*c*g^2*q^2+316*c*g^2*q*r+ 1349*c*g^2*q*x-245*c*g^2*r^2-7058*c*g^2*r*x-22098*c*g^2*x^2+303*c*g*p^3+1431*c* g*p^2*q-299*c*g*p^2*r-9010*c*g*p^2*x+403*c*g*p*q^2+881*c*g*p*q*r-316*c*g*p*q*x-\ 588*c*g*p*r^2-14965*c*g*p*r*x-38792*c*g*p*x^2+14*c*g*q^3+256*c*g*q^2*r+1944*c*g *q^2*x-376*c*g*q*r^2-12883*c*g*q*r*x-44728*c*g*q*x^2-20*c*g*r^3+2170*c*g*r^2*x+ 31488*c*g*r*x^2+37264*c*g*x^3-19*c*p^4+479*c*p^3*q-220*c*p^3*r-3929*c*p^3*x+432 *c*p^2*q^2+57*c*p^2*q*r-5751*c*p^2*q*x-247*c*p^2*r^2-4730*c*p^2*r*x-7056*c*p^2* x^2+36*c*p*q^3+332*c*p*q^2*r+723*c*p*q^2*x-430*c*p*q*r^2-13692*c*p*q*r*x-39492* c*p*q*x^2-46*c*p*r^3+1727*c*p*r^2*x+27666*c*p*r*x^2+31044*c*p*x^3+48*c*q^3*r+ 397*c*q^3*x-178*c*q^2*r^2-4488*c*q^2*r*x-13932*c*q^2*x^2-6*c*q*r^3+2155*c*q*r^2 *x+27426*c*q*r*x^2+31044*c*q*x^3+40*c*r^3*x-2400*c*r^2*x^2-12544*c*r*x^3+5*g^5+ 30*g^4*p+20*g^4*q-g^4*r-131*g^4*x+86*g^3*p^2+90*g^3*p*q+30*g^3*p*r-344*g^3*p*x+ 20*g^3*q^2+16*g^3*q*r-69*g^3*q*x-24*g^3*r^2-620*g^3*r*x-1701*g^3*x^2+49*g^2*p^3 +266*g^2*p^2*q-62*g^2*p^2*r-1645*g^2*p^2*x+56*g^2*p*q^2+183*g^2*p*q*r+215*g^2*p *q*x-107*g^2*p*r^2-2551*g^2*p*r*x-6244*g^2*p*x^2+5*g^2*q^3+22*g^2*q^2*r+144*g^2 *q^2*x-55*g^2*q*r^2-1985*g^2*q*r*x-7007*g^2*q*x^2-2*g^2*r^3+354*g^2*r^2*x+4986* g^2*r*x^2+5792*g^2*x^3-17*g*p^4+193*g*p^3*q-97*g*p^3*r-1504*g*p^3*x+160*g*p^2*q ^2+32*g*p^2*q*r-1947*g*p^2*q*x-92*g*p^2*r^2-1576*g*p^2*r*x-1942*g*p^2*x^2+7*g*p *q^3+162*g*p*q^2*r+632*g*p*q^2*x-167*g*p*q*r^2-5390*g*p*q*r*x-16212*g*p*q*x^2-\ 12*g*p*r^3+707*g*p*r^2*x+10011*g*p*r*x^2+11114*g*p*x^3+6*g*q^3*r+25*g*q^3*x-50* g*q^2*r^2-1432*g*q^2*r*x-4442*g*q^2*x^2-4*g*q*r^3+681*g*q*r^2*x+9651*g*q*r*x^2+ 11114*g*q*x^3+12*g*r^3*x-840*g*r^2*x^2-4400*g*r*x^3-9*p^5+29*p^4*q-30*p^4*r-308 *p^4*x+76*p^3*q^2-13*p^3*q*r-1163*p^3*q*x-33*p^3*r^2-291*p^3*r*x+435*p^3*x^2+20 *p^2*q^3+8*p^2*q^2*r-585*p^2*q^2*x-52*p^2*q*r^2-1850*p^2*q*r*x-4200*p^2*q*x^2-\ 12*p^2*r^3+155*p^2*r^2*x+3314*p^2*r*x^2+3402*p^2*x^3+34*p*q^3*r+169*p*q^3*x-82* p*q^2*r^2-2060*p*q^2*r*x-5637*p*q^2*x^2-10*p*q*r^3+666*p*q*r^2*x+9762*p*q*r*x^2 +10836*p*q*x^3+44*p*r^3*x-618*p*r^2*x^2-3812*p*r*x^3+7*q^4*x-14*q^3*r^2-225*q^3 *r*x-570*q^3*x^2+4*q^2*r^3+393*q^2*r^2*x+3496*q^2*r*x^2+3402*q^2*x^3-16*q*r^3*x -882*q*r^2*x^2-3812*q*r*x^3+240*r^2*x^3+268*a^4+492*a^3*b+1532*a^3*c+570*a^3*g+ 668*a^3*p+310*a^3*q+242*a^3*r+468*a^3*x-116*a^2*b^2+1096*a^2*b*c+402*a^2*b*g+ 1238*a^2*b*p-210*a^2*b*q+910*a^2*b*r+8768*a^2*b*x+2872*a^2*c^2+2068*a^2*c*g+ 3384*a^2*c*p+720*a^2*c*q+2056*a^2*c*r+14288*a^2*c*x+369*a^2*g^2+1250*a^2*g*p+ 253*a^2*g*q+679*a^2*g*r+4134*a^2*g*x+611*a^2*p^2+833*a^2*p*q+355*a^2*p*r-606*a^ 2*p*x-76*a^2*q^2+724*a^2*q*r+6990*a^2*q*x-68*a^2*r^2-4390*a^2*r*x-15948*a^2*x^2 -184*a*b^3-784*a*b^2*c-244*a*b^2*g+104*a*b^2*p-368*a*b^2*q+912*a*b^2*r+10616*a* b^2*x+164*a*b*c^2+216*a*b*c*g+2556*a*b*c*p-1156*a*b*c*q+3860*a*b*c*r+41392*a*b* c*x+100*a*b*g^2+848*a*b*g*p-394*a*b*g*q+1344*a*b*g*r+13856*a*b*g*x+1010*a*b*p^2 +84*a*b*p*q+962*a*b*p*r+8564*a*b*p*x-230*a*b*q^2+1272*a*b*q*r+13932*a*b*q*x-216 *a*b*r^2-9660*a*b*r*x-38460*a*b*x^2+2036*a*c^3+2182*a*c^2*g+4868*a*c^2*p+142*a* c^2*q+4298*a*c^2*r+38356*a*c^2*x+836*a*c*g^2+3410*a*c*g*p+112*a*c*g*q+3034*a*c* g*r+25598*a*c*g*x+2430*a*c*p^2+1750*a*c*p*q+2032*a*c*p*r+10742*a*c*p*x-382*a*c* q^2+2720*a*c*q*r+28112*a*c*q*x-412*a*c*r^2-20244*a*c*r*x-76992*a*c*x^2+110*a*g^ 3+587*a*g^2*p+54*a*g^2*q+494*a*g^2*r+3691*a*g^2*x+899*a*g*p^2+572*a*g*p*q+672*a *g*p*r+3059*a*g*p*x-136*a*g*q^2+1007*a*g*q*r+10252*a*g*q*x-180*a*g*r^2-7147*a*g *r*x-25968*a*g*x^2+236*a*p^3+708*a*p^2*q+145*a*p^2*r-1546*a*p^2*x+16*a*p*q^2+ 782*a*p*q*r+6944*a*p*q*x-93*a*p*r^2-5214*a*p*r*x-18120*a*p*x^2-46*a*q^3+408*a*q ^2*r+4094*a*q^2*x-123*a*q*r^2-6613*a*q*r*x-25926*a*q*x^2-22*a*r^3+276*a*r^2*x+ 8748*a*r*x^2+11496*a*x^3-184*b^3*c-36*b^3*g-108*b^3*p+176*b^3*r+2460*b^3*x-668* b^2*c^2-352*b^2*c*g-220*b^2*c*p-368*b^2*c*q+1440*b^2*c*r+20112*b^2*c*x-2*b^2*g^ 2-154*b^2*g*p-72*b^2*g*q+400*b^2*g*r+6262*b^2*g*x+172*b^2*p^2-216*b^2*p*q+592*b ^2*p*r+6868*b^2*p*x+352*b^2*q*r+4496*b^2*q*x-164*b^2*r^2-4110*b^2*r*x-16464*b^2 *x^2-440*b*c^3-294*b*c^2*g+994*b*c^2*p-946*b*c^2*q+3478*b*c^2*r+43364*b*c^2*x+ 88*b*c*g^2+482*b*c*g*p-538*b*c*g*q+2226*b*c*g*r+28694*b*c*g*x+1340*b*c*p^2-348* b*c*p*q+2272*b*c*p*r+23086*b*c*p*x-230*b*c*q^2+1976*b*c*q*r+25048*b*c*q*x-556*b *c*r^2-18620*b*c*r*x-76776*b*c*x^2+50*b*g^3+46*b*g^2*p-13*b*g^2*q+302*b*g^2*r+ 4047*b*g^2*x+475*b*g*p^2-245*b*g*p*q+878*b*g*p*r+8779*b*g*p*x-45*b*g*q^2+588*b* g*q*r+8124*b*g*q*x-161*b*g*r^2-6071*b*g*r*x-25908*b*g*x^2+249*b*p^3+218*b*p^2*q +192*b*p^2*r+1255*b*p^2*x-135*b*p*q^2+820*b*p*q*r+8912*b*p*q*x-167*b*p*r^2-6325 *b*p*r*x-24480*b*p*x^2+220*b*q^2*r+2541*b*q^2*x-218*b*q*r^2-5330*b*q*r*x-20190* b*q*x^2+2*b*r^3+804*b*r^2*x+9084*b*r*x^2+11496*b*x^3+428*c^4+648*c^3*g+2044*c^3 *p-268*c^3*q+2660*c^3*r+28208*c^3*x+465*c^2*g^2+2006*c^2*g*p-213*c^2*g*q+2755*c ^2*g*r+28912*c^2*g*x+1991*c^2*p^2+701*c^2*p*q+2269*c^2*p*r+17852*c^2*p*x-306*c^ 2*q^2+2348*c^2*q*r+27200*c^2*q*x-508*c^2*r^2-20256*c^2*r*x-80784*c^2*x^2+166*c* g^3+634*c*g^2*p+41*c*g^2*q+855*c*g^2*r+8560*c*g^2*x+1443*c*g*p^2+327*c*g*p*q+ 1707*c*g*p*r+13191*c*g*p*x-181*c*g*q^2+1595*c*g*q*r+19127*c*g*q*x-365*c*g*r^2-\ 14066*c*g*r*x-55896*c*g*x^2+537*c*p^3+926*c*p^2*q+397*c*p^2*r+247*c*p^2*x-119*c *p*q^2+1602*c*p*q*r+15558*c*p*q*x-290*c*p*r^2-12349*c*p*r*x-45132*c*p*x^2-46*c* q^3+628*c*q^2*r+7123*c*q^2*x-341*c*q*r^2-12109*c*q*r*x-48000*c*q*x^2-20*c*r^3+ 1144*c*r^2*x+18816*c*r*x^2+24432*c*x^3+21*g^4+64*g^3*p+34*g^3*q+74*g^3*r+641*g^ 3*x+257*g^2*p^2+22*g^2*p*q+301*g^2*p*r+2175*g^2*p*x-6*g^2*q^2+237*g^2*q*r+2938* g^2*q*x-62*g^2*r^2-2230*g^2*r*x-8688*g^2*x^2+198*g*p^3+333*g*p^2*q+122*g*p^2*r-\ 157*g*p^2*x-84*g*p*q^2+653*g*p*q*r+6436*g*p*q*x-123*g*p*r^2-4550*g*p*r*x-16182* g*p*x^2-9*g*q^3+194*g*q^2*r+2343*g*q^2*x-106*g*q*r^2-4190*g*q*r*x-17160*g*q*x^2 -6*g*r^3+406*g*r^2*x+6600*g*r*x^2+8568*g*x^3+32*p^4+179*p^3*q+14*p^3*r-551*p^3* x+66*p^2*q^2+171*p^2*q*r+1166*p^2*q*x-31*p^2*r^2-1430*p^2*r*x-4536*p^2*x^2-27*p *q^3+262*p*q^2*r+2603*p*q^2*x-98*p*q*r^2-4280*p*q*r*x-16254*p*q*x^2-13*p*r^3+ 223*p*r^2*x+5580*p*r*x^2+7176*p*x^3+44*q^3*r+454*q^3*x-68*q^2*r^2-1612*q^2*r*x-\ 5670*q^2*x^2-q*r^3+487*q*r^2*x+5856*q*r*x^2+7176*q*x^3+8*r^3*x-360*r^2*x^2-1968 *r*x^3+128*a^3-692*a^2*b-700*a^2*c-166*a^2*g+428*a^2*p-598*a^2*q+538*a^2*r+6180 *a^2*x-948*a*b^2-3524*a*b*c-1192*a*b*g-476*a*b*p-1330*a*b*q+1186*a*b*r+15660*a* b*x-2732*a*c^2-1840*a*c*g+122*a*c*p-2526*a*c*q+2538*a*c*r+31044*a*c*x-261*a*g^2 +103*a*g*p-920*a*g*q+916*a*g*r+10472*a*g*x+406*a*p^2-456*a*p*q+602*a*p*r+6508*a *p*x-428*a*q^2+826*a*q*r+10936*a*q*x-30*a*r^2-3824*a*r*x-17316*a*x^2-152*b^3-\ 1404*b^2*c-430*b^2*g-530*b^2*p-304*b^2*q+560*b^2*r+6696*b^2*x-3288*b*c^2-2146*b *c*g-1666*b*c*p-1938*b*c*q+2366*b*c*r+30828*b*c*x-281*b*g^2-672*b*g*p-627*b*g*q +757*b*g*r+10412*b*g*x+39*b*p^2-741*b*p*q+741*b*p*r+9490*b*p*x-190*b*q^2+752*b* q*r+8578*b*q*x-130*b*r^2-4160*b*r*x-17172*b*x^2-2056*c^3-2104*c^2*g-836*c^2*p-\ 2232*c^2*q+2560*c^2*r+32480*c^2*x-597*c*g^2-692*c*g*p-1547*c*g*q+1785*c*g*r+ 22488*c*g*x+431*c*p^2-1197*c*p*q+1469*c*p*r+17188*c*p*x-618*c*q^2+1578*c*q*r+ 20056*c*q*x-172*c*r^2-8432*c*r*x-36648*c*x^2-37*g^3-125*g^2*p-223*g^2*q+284*g^2 *r+3490*g^2*x+177*g*p^2-516*g*p*q+554*g*p*r+6189*g*p*x-206*g*q^2+539*g*q*r+7167 *g*q*x-63*g*r^2-2962*g*r*x-12852*g*x^2+109*p^3-7*p^2*q+150*p^2*r+1415*p^2*x-238 *p*q^2+513*p*q*r+6544*p*q*x-29*p*r^2-2415*p*r*x-10548*p*x^2-38*q^3+236*q^2*r+ 2549*q^2*x-76*q*r^2-2691*q*r*x-10980*q*x^2-4*r^3+164*r^2*x+2952*r*x^2+4032*x^3-\ 504*a^2-1420*a*b-2748*a*c-930*a*g-436*a*p-1038*a*q+466*a*r+7084*a*x-532*b^2-\ 2560*b*c-866*b*g-774*b*p-722*b*q+554*b*r+6940*b*x-2776*c^2-1928*c*g-1340*c*p-\ 1760*c*q+1080*c*r+14896*c*x-297*g^2-490*g*p-631*g*q+381*g*r+5228*g*x-53*p^2-563 *p*q+285*p*r+4142*p*x-228*q^2+362*q*r+4574*q*x-22*r^2-1324*r*x-6048*x^2-656*a-\ 608*b-1340*c-472*g-352*p-418*q+170*r+2472*x-228)*dx^3-832*a^2*b^2*p*q^3-600*b^2 *a^2*g^2*q^2+3656*b^2*a^2*g^2*q-9984*b^2*c^4*g*r-12344*b^2*c^4*p*r-524*b^3*g^3* p*r-52*b^3*g^3*q*r-1126*b^3*g^2*p^2*r-780*b^3*g*p^3*r-502*b^3*p^3*q*r-6024*b^3* c^3*g*r-8424*b^3*c^3*p*r-3040*b^3*c^3*q*r-3244*b^3*c^2*g^2*r+724*b^3*c^2*g*r^2-\ 6052*b^3*c^2*p^2*r-560*b^3*c^2*q^2*r-672*b^3*c*g^3*r+224*b^3*c*g^2*r^2+340*b^3* c*g*r^3-1692*b^3*c*p^3*r-2707*b^2*p^2*r*g-3912*q^2*p^2*r*a-7120*r^2*p*a^2*g-511 *b*r^3*g*a-8459*a^3*r*p*g-5999*p^3*a*r*g-1525*b*g^2*q*r^2-2415*b*g^2*c^2*r-3113 *a*q*g^2*r^2-535*a*q*g^3*r-5692*q^2*a*c*r^2-11273*r^2*c*g^2*a-11366*p^2*a^2*r*g -1381*q^2*p*r^2*g-2812*q^2*c*r^2*g-3934*r^2*p^2*g*b-21934*p*a^3*c*r-4003*r^2*p^ 2*g*a-2505*r^2*p^2*g*q-7712*r^2*p^2*g*c-914*b*g^3*c*r-8464*p*b*a^3*r-946*p*b*g^ 3*r-6984*q*c*a^3*r-6398*r^2*c*g^2*b-196*b*g^3*q*r-23687*r^2*b*c^2*p-7157*q^2*c^ 2*r*p-85*q^2*c^2*r*b-11968*b*a*c^3*r-526*b^2*p*r*g^2-23490*b*p*c^3*r-1969*q^2*c ^2*r*g-1431*a^2*q*g^2*r-1908*a^3*q*g*r-10899*r^2*p^2*a*c-2299*q*p^2*g^2*r+4324* b^3*a*c*r+760*a*b^4*p*q-4296*a^2*r*b^2*p-3229*c*g^3*p*r-14921*r^2*q*c^2*p-699*c *g^3*q*r-16606*q*c^2*a^2*r-25390*r^2*a^2*c*b-224*q^2*b*r*g^2-20143*r^2*a^2*c*g-\ 4058*b*g*p^3*r-2814*q*p^3*g*r-19171*r^2*a^2*c*p-15484*r^2*a^2*c*q+836*b^2*q*r*a ^2-3749*q^2*p*c*r^2-2631*q^2*p*a*r^2+527*b^2*c*r*g^2+2248*b^2*a^2*c*r-4262*b*g* c^3*r-52442*p*a*c^3*r-625*q*p*g^3*r-10015*r^2*p*a^2*b-51346*p*a^2*c^2*r-19634*r ^2*c^2*g*p-33108*r^2*a*c^2*p-22287*r^2*a*c^2*q-11278*r^2*c^2*g*q-17107*r^2*c^2* g*b-13482*c^2*g^2*p*r-30323*r^2*c^2*g*a-48824*p^2*c^2*a*r-26788*p^2*c^2*r*g-\ 4901*q*a*p^3*r-7877*p^3*c*q*r-11145*p^3*c*b*r-15949*p^3*c*a*r-9854*p^3*c*r*g-\ 27739*p^2*c^2*b*r-8696*q*a^2*p^2*r-3154*r^2*p*g^2*b-5800*q*a^3*p*r-5825*b^2*r^2 *g*a-5063*b*r^2*g^2*a-19356*q*c^3*r*p-15308*q*c^3*r*a-9593*b*r^2*g*a^2-35684*r^ 2*b*c^2*a+2464*b^2*c^2*r*g+424*a*b^4*g*q-6378*b^2*p^2*r*a-8548*b^2*p^2*r*c-1473 *b^2*p^2*r*q-5237*q*c^3*r*g+2098*b^3*c*r*g-8758*a^3*g*c*r-6491*b^2*c*r^2*g-5788 *b*a^3*c*r-968*b*a^3*q*r-4019*b^2*q*r^2*a+3152*b^2*c^2*r*a-6752*b^2*c^2*r*p+ 3234*b^2*c^2*r*q-1065*q^2*b*r^2*g-1630*b^2*q*r^2*g-7185*b*p^3*r*a-3824*r^2*p^2* a*q+1416*a*b^4*g*p+61*r^3*q*b*g+548*b^3*r*a*p-2394*q^2*a*r^2*b-1508*q^2*p^2*r*b -1248*q^3*a*c*r-967*q^3*p*a*r-433*q^3*c*r*g-381*q^3*p*r*g-1123*q^2*a^2*r*b-484* q^3*r*g*a-1115*q^3*r*p*c+1404*a^4*b*r*x^2-32*a^4*c*r*x^2-834*a^4*g*r*x^2+440*a^ 4*q*r*x^2+7812*a^3*b^2*r*x^2-15912*a^3*b*r^2*x^2-16*a^3*c^2*r*x^2-26584*a^3*c*r ^2*x^2-1376*a^2*b^3*g^2*p-4144*a^2*b^3*g*p^2+3728*a^2*b^3*g*p-32192*b^2*a^2*c^3 *q-5905*r^2*q*a^2*g-813*r^3*a*c*g+127*r^3*p*c*g+114*r^3*q*p*a-114*r^3*q*p*g+110 *r^3*p*b*a-276*r^3*p*b*g-581*r^3*q*c*a-41*r^3*q*c*b+77*r^3*q*c*p-291*r^3*q*c*g-\ 239*r^3*q*b*a-87*r^3*q*b*p-1712*r^3*b*c*a-466*r^3*b*c*p-967*r^3*b*c*g-266*r^3*a *q*g+580*r^3*p*a*g+1200*r^3*p*c*a-3062*q*b*p^3*r-6798*c*g^2*a^2*r-1580*a^2*b*g^ 2*r-3384*b^2*r^2*p^2*c-11662*q*b*c^2*r^2-16560*r^2*c^3*g*a-1384*q*b*c^3*r-6243* r^2*q*a^2*p-1544*b^2*r^2*p^2*g-2254*b^2*r^2*p^2*a+7682*p*a^2*r^3*c-1001*a*b*g^3 *r^2-15518*b^2*a*c*r^2-17116*b^2*r^2*a*c^2-1521*b^2*r^2*p*g^2-13692*b^2*r^2*a^2 *c+64*b*c*p^2*r^4-216*b*c*p*r^5+1155*b*g^2*p^3*r^2+46*b*g^2*p*r^4+780*b*g*p^4*r ^2+635*b*g*p^3*r^3+34*b*g*p^2*r^4-73*b*g*p*r^5+1173*b^2*g*p^3*r^2+30*b^2*g*p*r^ 4+910*b^2*p^3*q*r^2+1120*b^2*p^3*r^2*x+526*b^2*p^2*q*r^3-2428*b^2*p^2*r^3*x-\ 10443*b^2*p^2*r^2*x^2-912*b^2*p*r^4*x-1662*b^2*p*r^3*x^2-6681*b^2*q^2*r^2*x^2+ 878*b^2*q*r^3*x^2+18604*b*c^4*p*r^2+19762*b*c^3*p^2*r^2+9620*b*c^3*p*r^3+9757*b *c^2*p^3*r^2+6541*b*c^2*p^2*r^3+226*b*c^2*p*r^4+2225*b*c*p^4*r^2+1781*b*c*p^3*r ^3-37*b*c^2*g^2*r^5+1416*a*q*r^4*x^2-4*b*c^2*g*r^6-6*b*c*g^5*r^3-10*b*c*g^4*r^4 -5*b*c*g^3*r^5-9812*b^3*p*r^2*x^2-8124*b^3*q*r^2*x^2+11464*b^2*c^3*p*r^2+9874*b ^2*c^2*p^2*r^2+5016*b^2*c^2*p*r^3+3479*b^2*c*p^3*r^2+2441*b^2*c*p^2*r^3-35*b^2* c*p*r^4-130*b*c^3*g^4*r^2-460*b*c^3*g^3*r^3+1290*a*g^3*p^2*r^2+626*a*g^3*p*r^3-\ 370*b*c^3*g^2*r^4-88*b*c^3*g*r^5+1772*a*g^2*p^3*r^2-2*a*g^2*p*r^4+968*a*g*p^4*r ^2+565*a*g*p^3*r^3-86*a*g*p^2*r^4-111*a*g*p*r^5+1017*a*p^4*q*r^2-1175*a*p^4*r^2 *x-12*b*c^2*g^5*r^2+1541*a*p^3*q^2*r^2+848*a*p^3*q*r^3-1676*a*p^3*r^3*x-2274*a* p^3*r^2*x^2+865*a*p^2*q^3*r^2+884*a*p^2*q^2*r^3+88*a*p^2*q*r^4-479*a*p^2*r^4*x+ 1144*a*p^2*r^3*x^2-85*b*c^2*g^4*r^3+222*a*p*q^3*r^3-41*a*p*q^2*r^4-83*a*p*q*r^5 +88*a*p*r^5*x+1104*a*p*r^4*x^2-3637*a*q^3*r^2*x^2-100*b*c^2*g^3*r^4+246*a*q^2*r ^3*x^2-73856*b^2*a^2*c^3*p-34496*b^2*a^2*c^3*g-84*a^2*b*c*g^4*r^2-602*a^2*b*c*g ^3*r^3-584*a^2*b*c*g^2*r^4-168*a^2*b*c*g*r^5-3984*a^2*b*c^3*g^2*r^2-6568*a^2*b* c^3*g*r^3-968*a^2*b*c^2*g^3*r^2-3060*a^2*b*c^2*g^2*r^3-1852*a^2*b*c^2*g*r^4-\ 5164*a*b*c^2*g*p*r^4*x^2-5164*a*b*c^2*g*q*r^4*x^2-5736*a*b*c^2*p*q*r^4*x^2-3586 *r^2*q*a^3*b-533*r^2*c*g^3*q-2807*r^2*c^2*g^2*q-2566*r^2*q*a^3*g-5157*q^2*a^2*c *r-4119*q^2*p*a^2*r-6811*r^2*c^3*g*p-18034*c^3*g*a*r-1967*r^2*c*g^3*a-6023*r^2* p^2*a*b+12346*p*a*r^3*c^2-2627*c*g^3*a*r-3846*r^2*c^2*g^2*p-1597*q^2*a^2*r*g-\ 23088*r^2*b*c^3*a-10132*b^2*p*c*r^2-3046*q*b*p^2*r^2-7030*r^2*q*a^2*b-7410*b^2* p*a*r^2-6480*q^2*c^2*r*a-1214*r^2*a^3*c*p-2601*q*c^2*r*g^2-933*r^2*p*g^2*a^2-\ 640*r^2*p*g^3*b-7006*r^2*p*g^2*c+5302*p*c^2*r^3*q+6726*p*c^2*r^3*b+2617*p^2*c*r ^3*q+3501*p^2*c*r^3*b-153*r^2*p^2*a^2*q-20625*p^2*c^2*q*r-30011*p^2*c*a^2*r-\ 2321*r*g^3*p*a+3531*r^2*p^3*a*c-4058*r^2*c*g^2*q+496*p*a*r^4*g-5370*q^2*p^2*r*c -1771*q^2*p^2*r*g-2147*q^2*a*r^2*g-746*q^2*a*r*g^2+1599*p*a*r^3*g^2-9457*p^2*c* r*g^2-6704*a^2*r*p*g^2-6374*r^2*p^2*c*q-9435*c^2*g^2*a*r-18630*c^2*g*a^2*r-157* r^2*p*a^3*g-2516*r^2*p*a^3*b-12352*b*a^2*c^2*r-4642*r^2*q*c^3*p-10281*r^2*p^2*c *b-25981*c^3*g*p*r-784*q^2*c*r*g^2-716*q^2*p*r*g^2+7081*q*r^3*a*c^2-12777*b*p^2 *a^2*r-147*r^2*c*g^4+247*r^4*g^2*a-280*q^2*r^2*p*g^2+156*r^4*g^2*p+352*r^4*g^2* c+115*q^2*r^2*p^3-127*a*g^4*r^2-356*c*a*g^4*q^2-401*q^2*a*r^2*g^2-112*c*a*g^5*q -61*r^2*p*g^4-326*a*g^4*r-576*a*b*g^5*x+4702*a^2*c^2*g^3*r^2+6264*a*b*g^4*x^2+ 1318*a^2*c^2*g^2*r^3+2346*a*b*p^5*x-1678*a^2*c^2*g*r^4+4348*a^2*c^2*p^4*r+696*a *b*p^4*x^2+6*a*b*q^5*x+696*a*b*q^4*x^2+852*a^2*c^2*q^4*r+43680*a*c^5*g*x+108576 *a*c^5*p*x+58752*a*c^5*q*x+20112*a*c^4*g^2*x+156864*a*c^4*g*x^2+148800*a*c^4*p^ 2*x+132576*a*c^4*p*x^2+48720*a*c^4*q^2*x+141408*a*c^4*q*x^2-648*a*c^3*g^3*x+66* a^2*c*g^5*r+124800*a*c^3*g^2*x^2+762*a^2*c*g^4*r^2+96624*a*c^3*p^3*x+286*a^2*c* g^3*r^3+75960*a*c^3*p^2*x^2+19944*a*c^3*q^3*x-584*a^2*c*g^2*r^4-279*a^2*c*g*r^5 +90600*a*c^3*q^2*x^2-2820*a*c^2*g^4*x+399*a^2*c*p^5*r+49920*a*c^2*g^3*x^2+31464 *a*c^2*p^4*x+14964*a*c^2*p^3*x^2+4044*a*c^2*q^4*x+24060*a*c^2*q^3*x^2+48*a^2*c* q^5*r-672*a*c*g^5*x+9912*a*c*g^4*x^2+4746*a*c*p^5*x-504*a*c*p^4*x^2+342*a*c*q^5 *x+1896*a*c*q^4*x^2-180*a*g^5*p*x-270*a*g^5*q*x+16704*a^2*c^4*g^2*r-4896*a*b^5* c*x+21848*a^2*c^4*g*r^2-2208*a*b^5*g*x+34816*a^2*c^4*p^2*r-2352*a*b^5*p*x-1008* a*b^5*q*x+15648*a^2*c^4*q^2*r-20736*a*b^4*c^2*x+43488*a*b^4*c*x^2-5136*a*b^4*g^ 2*x+18144*a*b^4*g*x^2-2376*a*b^4*p^2*x+17424*a*b^4*p*x^2-1320*a*b^4*q^2*x+6000* a^2*c^3*g^3*r+13968*a*b^4*q*x^2+14472*a^2*c^3*g^2*r^2+1330*a^2*b*g^2*q^2+2568*a ^2*c^3*g*r^3+10448*a^2*b*g^2*q+17856*a^2*c^3*p^3*r-26880*a*b^3*c^3*x+159456*a*b ^3*c^2*x^2-5256*a*b^3*g^3*x+27216*a*b^3*g^2*x^2+5364*a^2*c^3*q^3*r+4116*a*b^3*p ^3*x+23184*a*b^3*p^2*x^2-780*a*b^3*q^3*x+14832*a*b^3*q^2*x^2+12000*a*b^2*c^4*x+ 279360*a*b^2*c^3*x^2-2586*a*b^2*g^4*x+19152*a*b^2*g^3*x^2+6108*a*b^2*p^4*x+ 10404*a*b^2*p^3*x^2-180*a*b^2*q^4*x+6276*a*b^2*q^3*x^2+49920*a*b*c^5*x+237120*a *b*c^4*x^2+1024*a^2*c^2*g^4*r+2904*a^2*c*q^4*x+18084*a^2*c*q^3*x^2-798*a^2*g^4* p*x-1536*a^2*g^4*q*x+2490*a^2*g^3*p^2*x+9756*a^2*g^3*p*x^2+26176*a^2*b*c^5*r-\ 1140*a^2*g^3*q^2*x+26432*a^2*b*c^4*r^2-132*a^2*b*g^4*q+4208*a^2*b*c^3*r^3+11988 *a^2*g^3*q*x^2-1528*a^2*b*c^2*r^4-306*a^2*b*c*r^5+7086*a^2*g^2*p^3*x+170*a^2*b* g^3*r^3+9828*a^2*g^2*p^2*x^2-172*a^2*b*g^2*r^4-97*a^2*b*g*r^5+287*a^2*b*p^5*r+ 666*a^2*g^2*q^3*x+16176*a^2*g^2*q^2*x^2+5034*a^2*g*p^4*x+2160*a^2*g*p^3*x^2+804 *a^2*g*q^4*x+8076*a^2*g*q^3*x^2+5466*a^2*p^4*q*x+9696*a^2*p^3*q^2*x+3540*a^2*p^ 3*q*x^2+22304*a^2*c^5*g*r+7092*a^2*p^2*q^3*x+32368*a^2*c^5*p*r+9732*a^2*p^2*q^2 *x^2+21648*a^2*c^5*q*r-446*a^2*b*g^3*q^2+1954*a^2*b*g^3*q+2040*a^2*p*q^4*x+6684 *a^2*p*q^3*x^2+30576*a^2*b^2*q^2*x^2+23712*a^2*b*c^4*x+1312*a^2*b^4*c^2*r+ 279360*a^2*b*c^3*x^2+832*a^2*b^4*c*r^2-3102*a^2*b*g^4*x+19152*a^2*b*g^3*x^2+448 *a^2*b^4*p^2*r+6828*a^2*b*p^4*x+504*a^2*b^4*p*r^2+6276*a^2*b*p^3*x^2+540*a^2*b* q^4*x+10404*a^2*b*q^3*x^2+25296*a^2*c^4*g*x+6676*a^2*g*b*q^2+8064*a^2*b^3*c^3*r +121152*a^2*c^4*p*x+6224*a^2*b^3*c^2*r^2+64560*a^2*c^4*q*x+576*a^2*b^3*c*r^3-\ 9240*a^2*c^3*g^2*x+185616*a^2*c^3*g*x^2+208*a^2*b^3*g*r^3+140520*a^2*c^3*p^2*x+ 1212*a^2*b^3*p^3*r+150000*a^2*c^3*p*x^2+49368*a^2*c^3*q^2*x+173616*a^2*c^3*q*x^ 2-13476*a^2*c^2*g^3*x+112560*a^2*c^2*g^2*x^2+69240*a^2*c^2*p^3*x+60432*a^2*c^2* p^2*x^2+21632*a^2*b^2*c^4*r+19328*a^2*b^2*c^3*r^2+17736*a^2*c^2*q^3*x+2672*a^2* b^2*c^2*r^3+89784*a^2*c^2*q^2*x^2-508*a^2*b^2*c*r^4+336*a^2*b^2*g^2*r^3-168*a^2 *b^2*g*r^4+1060*a^2*b^2*p^4*r-3978*a^2*c*g^4*x+30312*a^2*c*g^3*x^2+14556*a^2*c* p^4*x+5988*a^2*c*p^3*x^2+48048*b*c*g*p*q*r^2*x+30878*a*b*g*p*q*r^2*x+50522*a*c* g*p*q*r^2*x+1738*b*g^2*p^2*q*r^2+3970*b*g^2*p^2*r^2*x+868*b*g^2*p*q*r^3-13928*b *g^2*p*r^2*x^2-13059*b*g^2*q*r^2*x^2+1955*b*g*p^3*q*r^2+606*b*g*p^3*r^2*x+1533* b*g*p^2*q^2*r^2+1318*b*g*p^2*q*r^3-3910*b*g*p^2*r^3*x-13589*b*g*p^2*r^2*x^2+519 *b*g*p*q^2*r^3-12*b*g*p*q*r^4-1488*b*g*p*r^4*x-2158*b*g*p*r^3*x^2-11677*b*g*q^2 *r^2*x^2-175*b*g*q*r^3*x^2+891*b*p^3*q*r^2*x+5730*b*c*p^3*q*r^2+1269*b*c*p^3*r^ 2*x+4450*b*c*p^2*q^2*r^2+3420*b*c*p^2*q*r^3-10913*b*c*p^2*r^3*x-36311*b*c*p^2*r ^2*x^2+1294*b*c*p*q^2*r^3-223*b*c*p*q*r^4-3975*b*c*p*r^4*x-5314*b*c*p*r^3*x^2-\ 31483*b*c*q^2*r^2*x^2-1828*b*c*q*r^3*x^2+7882*b*c^2*p*q^2*r^2+6945*b*c^2*p*q*r^ 3-22413*b*c^2*p*r^3*x-104344*b*c^2*p*r^2*x^2-99830*b*c^2*q*r^2*x^2+6606*b*c*g^2 *p^2*r^2+3503*b*c*g^2*p*r^3+6767*b*c*g*p^3*r^2+4737*b*c*g*p^2*r^3+242*b*c*g*p*r ^4+24504*b*c^3*g*p*r^2+20232*b*c^3*p*q*r^2+67324*b*c^3*p*r^2*x+11701*b*c^2*g^2* p*r^2+20083*b*c^2*g*p^2*r^2+10237*b*c^2*g*p*r^3+16717*b*c^2*p^2*q*r^2+25288*b*c ^2*p^2*r^2*x+1634*b^2*g*p^2*q*r^2+7362*b^2*g*p^2*r^2*x+794*b^2*g*p*q*r^3-21019* b^2*g*p*r^2*x^2-18841*b^2*g*q*r^2*x^2+5426*b^2*p^2*q*r^2*x-2971*b^2*p*q*r^3*x-\ 18812*b^2*p*q*r^2*x^2+10516*b^2*c^2*g*p*r^2+8576*b^2*c^2*p*q*r^2+57066*b^2*c^2* p*r^2*x+6374*b^2*c*g*p^2*r^2+3639*b^2*c*g*p*r^3+5075*b^2*c*p^2*q*r^2+17346*b^2* c*p^2*r^2*x+2039*b^2*c*p*q*r^3-9453*b^2*c*p*r^3*x-57168*b^2*c*p*r^2*x^2-50420*b ^2*c*q*r^2*x^2-175*a*g*p*r^3*x^2-13589*a*g*q^2*r^2*x^2-2158*a*g*q*r^3*x^2-329*a *p^3*q*r^2*x+1627*a*p^2*q^2*r^2*x-4417*a*p^2*q*r^3*x-11947*a*p^2*q*r^2*x^2+647* a*p*q^3*r^2*x-3675*a*p*q^2*r^3*x-13310*a*p*q^2*r^2*x^2-1495*a*p*q*r^4*x-1150*a* p*q*r^3*x^2+1244*a*g^3*p*q*r^2+2602*a*g^3*p*r^2*x+3256*a*g^2*p^2*q*r^2+759*a*g^ 2*p^2*r^2*x+1872*a*g^2*p*q^2*r^2+1713*a*g^2*p*q*r^3-4200*a*g^2*p*r^3*x-13059*a* g^2*p*r^2*x^2-13928*a*g^2*q*r^2*x^2+3186*a*g*p^3*q*r^2-2711*a*g*p^3*r^2*x+3140* a*g*p^2*q^2*r^2+2187*a*g*p^2*q*r^3-5330*a*g*p^2*r^3*x-11677*a*g*p^2*r^2*x^2+ 1097*a*g*p*q^3*r^2+1350*a*g*p*q^2*r^3+142*a*g*p*q*r^4-1424*a*g*p*r^4*x+6142*a*c *p^2*q*r^3-14107*a*c*p^2*r^3*x-31483*a*c*p^2*r^2*x^2+3152*a*c*p*q^3*r^2+3592*a* c*p*q^2*r^3+291*a*c*p*q*r^4-4315*a*c*p*r^4*x-1828*a*c*p*r^3*x^2-36311*a*c*q^2*r ^2*x^2-5314*a*c*q*r^3*x^2+4740*a*c*g^3*p*r^2+11405*a*c*g^2*p^2*r^2+5693*a*c*g^2 *p*r^3+10164*a*c*g*p^3*r^2+6215*a*c*g*p^2*r^3+181*a*c*g*p*r^4+9468*a*c*p^3*q*r^ 2-5399*a*c*p^3*r^2*x+9228*a*c*p^2*q^2*r^2-12*b*g^6*q*x^2-168*b*g^5*p^2*x^2-144* b*g^5*q^2*x^2-504*b*g^4*p^3*x^2-372*b*g^4*q^3*x^2-636*b*g^3*p^4*x^2-372*b*g^3*q ^4*x^2-384*b*g^2*p^5*x^2-144*b*g^2*q^5*x^2-108*b*g*p^6*x^2-12*b*g*q^6*x^2-180*b *p^6*q*x^2-720*b*p^5*q^2*x^2-1320*b*p^4*q^3*x^2-1260*b*p^3*q^4*x^2-612*b*p^2*q^ 5*x^2-120*b*p*q^6*x^2-56832*c^6*g*p*x^2-56832*c^6*g*q*x^2-66048*c^6*p*q*x^2-\ 54912*c^5*g^2*p*x^2-54912*c^5*g^2*q*x^2-63648*c^5*g*p^2*x^2+4335*b*p^3*r^2*x-\ 63648*c^5*g*q^2*x^2-445*b*p^2*r^3*x-75456*c^5*p^2*q*x^2-1395*b*p*r^4*x-75456*c^ 5*p*q^2*x^2-27264*c^4*g^3*p*x^2-27264*c^4*g^3*q*x^2-51696*c^4*g^2*p^2*x^2-51696 *c^4*g^2*q^2*x^2-37200*c^4*g*p^3*x^2-37200*c^4*g*q^3*x^2-45696*c^4*p^3*q*x^2-\ 73728*c^4*p^2*q^2*x^2-45696*c^4*p*q^3*x^2-7248*c^3*g^4*p*x^2-7248*c^3*g^4*q*x^2 -20808*c^3*g^3*p^2*x^2-20808*c^3*g^3*q^2*x^2-24144*c^3*g^2*p^3*x^2-24144*c^3*g^ 2*q^3*x^2-11928*c^3*g*p^4*x^2-11928*c^3*g*q^4*x^2-15696*c^3*p^4*q*x^2-36768*c^3 *p^3*q^2*x^2-36768*c^3*p^2*q^3*x^2-4320*b^3*p^3*q^2*x^2-3552*b^3*p^2*q^3*x^2-\ 1056*b^3*p*q^4*x^2-96384*b^2*c^5*g*x^2-123264*b^2*c^5*p*x^2-114048*b^2*c^5*q*x^ 2-69504*b^2*c^4*g^2*x^2-120192*b^2*c^4*p^2*x^2-99552*b^2*c^4*q^2*x^2-23520*b^2* c^3*g^3*x^2-60144*b^2*c^3*p^3*x^2-42288*b^2*c^3*q^3*x^2-3624*b^2*c^2*g^4*x^2-\ 16104*b^2*c^2*p^4*x^2-8688*b^2*c^2*q^4*x^2-192*b^2*c*g^5*x^2-2148*b^2*c*p^5*x^2 -684*b^2*c*q^5*x^2-96*b^2*g^5*p*x^2-96*b^2*g^5*q*x^2-792*b^2*g^4*p^2*x^2-600*b^ 2*g^4*q^2*x^2-1800*b^2*g^3*p^3*x^2-1008*b^2*g^3*q^3*x^2+10868*b^2*p^2*r^2*x-\ 1716*b^2*g^2*p^4*x^2-600*b^2*g^2*q^4*x^2-720*b^2*g*p^5*x^2-96*b^2*g*q^5*x^2-924 *b^2*p^5*q*x^2-2616*b^2*p^4*q^2*x^2-3384*b^2*p^3*q^3*x^2-2076*b^2*p^2*q^4*x^2-\ 492*b^2*p*q^5*x^2-70272*b*c^6*g*x^2-84864*b*c^6*p*x^2-81792*b*c^6*q*x^2-64128*b *c^5*g^2*x^2-96864*b*c^5*p^2*x^2-88608*b*c^5*q^2*x^2-29376*b*c^4*g^3*x^2-58704* b*c^4*p^3*x^2-49776*b*c^4*q^3*x^2-6912*b*c^3*g^4*x^2-20136*b*c^3*p^4*x^2-15192* b*c^3*q^4*x^2-744*b*c^2*g^5*x^2-3828*b*c^2*p^5*x^2-2364*b*c^2*q^5*x^2-24*b*c*g^ 6*x^2-360*b*c*p^6*x^2-144*b*c*q^6*x^2-12*b*g^6*p*x^2+51816*b^2*c*p*r^2*x+18801* b^2*g*p*r^2*x+14878*b^2*p*q*r^2*x+15995*a*g^2*p*r^2*x+14615*a*g*p^2*r^2*x-344*a *g*p*r^3*x+14379*a*p^2*q*r^2*x+12895*a*p*q^2*r^2*x+949*a*p*q*r^3*x+39640*a*c*p^ 2*r^2*x+587*a*c*p*r^3*x+121276*a*c^2*p*r^2*x+31890*a*b^2*p*r^2*x+22116*a*b*p^2* r^2*x+1333*a*b*p*r^3*x+65436*a^2*c*p*r^2*x+24331*a^2*g*p*r^2*x+22746*a^2*p*q*r^ 2*x+35818*a^2*b*p*r^2*x+2042*g^3*p*q*r^2*x+2508*g^2*p^2*q*r^2*x+2242*g^2*p*q^2* r^2*x-1942*g^2*p*q*r^3*x-8970*g^2*p*q*r^2*x^2+295*g*p^3*q*r^2*x+1694*g*p^2*q^2* r^2*x-2814*g*p^2*q*r^3*x-9010*g*p^2*q*r^2*x^2+527*g*p*q^3*r^2*x-2048*g*p*q^2*r^ 3*x-9010*g*p*q^2*r^2*x^2-1022*g*p*q*r^4*x-1276*g*p*q*r^3*x^2+4736*c*g*p^2*q^2*r ^2+3379*c*g*p^2*q*r^3-9256*c*g*p^2*r^3*x-24299*c*g*p^2*r^2*x^2+1481*c*g*p*q^3*r ^2+1732*c*g*p*q^2*r^3+55*c*g*p*q*r^4-3110*c*g*p*r^4*x-3054*c*g*p*r^3*x^2-24299* c*g*q^2*r^2*x^2-3054*c*g*q*r^3*x^2-78*c*p^3*q*r^2*x+2820*c*p^2*q^2*r^2*x-8042*c *p^2*q*r^3*x-24019*c*p^2*q*r^2*x^2+1102*c*p*q^3*r^2*x-5944*c*p*q^2*r^3*x-24019* c*p*q^2*r^2*x^2-2544*c*p*q*r^4*x-2064*c*p*q*r^3*x^2+2005*c*g^3*p*q*r^2+5082*c*g ^3*p*r^2*x+5385*c*g^2*p^2*q*r^2+4273*c*g^2*p^2*r^2*x+2710*c*g^2*p*q^2*r^2+2444* c*g^2*p*q*r^3-6674*c*g^2*p*r^3*x-24974*c*g^2*p*r^2*x^2-24974*c*g^2*q*r^2*x^2+ 5378*c*g*p^3*q*r^2-1963*c*g*p^3*r^2*x-996*a*b^2*g*p*q*r^4*x^2-318*b^2*g^2*p*q*r ^4*x^2-372*b^2*g*p^2*q*r^4*x^2-285*b^2*g*p*q^2*r^4*x^2-48*b^2*g*p*q*r^5*x^2-\ 1350*b*c*g^2*p*q*r^4*x^2-1473*b*c*g*p^2*q*r^4*x^2-1314*b*c*g*p*q^2*r^4*x^2-204* b*c*g*p*q*r^5*x^2-3984*b*c^2*g*p*q*r^4*x^2-9*b*g^3*p*r^5*x^2-41*b*g^3*q^2*r^4*x ^2-7*b*g^3*q*r^5*x^2-59*b*g^2*p^3*r^4*x^2-14*b*g^2*p^2*r^5*x^2-26*b*g^2*q^3*r^4 *x^2-7*b*g^2*q^2*r^5*x^2-23*b*g*p^4*r^4*x^2-7*b*g*p^3*r^5*x^2-3*b*g*q^4*r^4*x^2 -b*g*q^3*r^5*x^2-69363*b*c^2*q^2*r*x^2-4793*b*c*g^3*r*x^2-61*b*g^3*p^2*r^4*x^2-\ 7801*b^2*g*p^2*r*x^2-15913*b^2*g*q^2*r*x^2-11209*b^2*p^2*q*r*x^2-12606*b^2*p*q^ 2*r*x^2-24252*b*c^3*g*r*x^2-65162*b*c^3*p*r*x^2-74614*b*c^3*q*r*x^2-13014*b*c^2 *g^2*r*x^2-103778*b*c^2*g*r^2*x^2-59997*b*c^2*p^2*r*x^2-11291*a*p^2*q^2*r*x^2-\ 8038*a*p*q^3*r*x^2+516*b^3*c*g*r*x^2-4864*b^3*c*p*r*x^2-20898*b^3*c*q*r*x^2+108 *b^3*g*p*r*x^2-9465*b^3*g*q*r*x^2-6120*b^3*p*q*r*x^2-6598*b^2*c^2*g*r*x^2-35886 *b^2*c^2*p*r*x^2-55368*b^2*c^2*q*r*x^2-3291*b^2*c*g^2*r*x^2-56114*b^2*c*g*r^2*x ^2-26047*b^2*c*p^2*r*x^2-38507*b^2*c*q^2*r*x^2-2025*b^2*g^2*p*r*x^2-8070*b^2*g^ 2*q*r*x^2-20910*a*c*q^3*r*x^2-3643*a*g^3*p*r*x^2-2371*a*g^3*q*r*x^2-9819*a*g^2* p^2*r*x^2-6998*a*g^2*q^2*r*x^2-9382*a*g*p^3*r*x^2-7628*a*g*q^3*r*x^2-7948*a*p^3 *q*r*x^2-11634*a*b*q^3*r*x^2-24252*a*c^3*g*r*x^2-74614*a*c^3*p*r*x^2-65162*a*c^ 3*q*r*x^2-13014*a*c^2*g^2*r*x^2-103778*a*c^2*g*r^2*x^2-69363*a*c^2*p^2*r*x^2-\ 59997*a*c^2*q^2*r*x^2-4793*a*c*g^3*r*x^2-38439*a*c*g^2*r^2*x^2-23314*a*c*p^3*r* x^2-1884*a*b*g^3*r*x^2-72*b*c*p^4*r^4*x^2-21*b*c*p^3*r^5*x^2-30*b*c*q^4*r^4*x^2 -9*b*c*q^3*r^5*x^2-21908*a*b*g^2*r^2*x^2-11634*a*b*p^3*r*x^2+10456*a*b^2*c^2*r* x^2-87824*a*b^2*c*r^2*x^2+1365*a*b^2*g^2*r*x^2-32720*a*b^2*g*r^2*x^2-12551*a*b^ 2*p^2*r*x^2-543*b*c^2*p^3*r^4*x^2-124*b*c^2*p^2*r^5*x^2-357*b*c^2*q^3*r^4*x^2-\ 86*b*c^2*q^2*r^5*x^2-18027*a*b^2*q^2*r*x^2-20512*a*b*c^3*r*x^2-156496*a*b*c^2*r ^2*x^2-272*b*c^3*p*r^5*x^2-1446*b*c^3*q^2*r^4*x^2-240*b*c^3*q*r^5*x^2-6598*a^2* c^2*g*r*x^2-55368*a^2*c^2*p*r*x^2-35886*a^2*c^2*q*r*x^2-3291*a^2*c*g^2*r*x^2-\ 56114*a^2*c*g*r^2*x^2-38507*a^2*c*p^2*r*x^2-26047*a^2*c*q^2*r*x^2-8070*a^2*g^2* p*r*x^2-2025*a^2*g^2*q*r*x^2-15913*a^2*g*p^2*r*x^2-7801*a^2*g*q^2*r*x^2-12606*a ^2*p^2*q*r*x^2-11209*a^2*p*q^2*r*x^2+12216*a*b^3*c*r*x^2+4392*a*b^3*g*r*x^2+ 2232*a*b^3*p*r*x^2-7776*a*b^3*q*r*x^2+2218*a*b^2*g^4*r*x-1610*a*b^2*g^3*r^2*x-\ 13920*a*b^2*g^3*r*x^2-4030*a*b^2*g^2*r^3*x-13831*a*b^2*g^2*r^2*x^2-328*a*b^2*g* r^4*x+5632*a*b^2*g*r^3*x^2+127*a*b^2*p^4*r*x-16269*a*b^2*p^3*r*x^2-27*a*b^2*q^4 *r*x-12493*a*b^2*q^3*r*x^2+89920*a*b*c^5*r*x-801*a*c^2*p^3*r^3*x^2-1933*a*c^2*p ^2*r^4*x^2-576*a*c^2*p*r^5*x^2+135*a*c^2*q^3*r^3*x^2-2069*a*c^2*q^2*r^4*x^2-662 *a*c^2*q*r^5*x^2+1981*b^2*c*r*g*q-1087*b*g*q*r*a^2+719*b^2*q*r*g*a-400*b^4*g^2* p*r-28*b^4*g^2*q*r-608*b^4*g*p^2*r+28*b^4*g*p*r^2-248*b^4*p^2*q*r-144*b^5*c*g*r -280*b^5*c*p*r-112*b^5*g*p*r-1624*b^4*c^2*g*r-2632*b^4*c^2*p*r-568*b^4*c^2*q*r-\ 524*b^4*c*g^2*r-68*b^4*c*g*r^2-1456*b^4*c*p^2*r+200*b^4*c*p*r^2+35*a*p^2*q^4*r+ a*p*q^5*r-1224*a^3-350*g^3-1224*b^3-2612*a^2*b*g^3*p*q+1349*b*c^2*g^4*p*r+453*b *c^2*g^4*q*r+21274*p*a^2*b*g*q+3360*a^3*r+679*g^3*r+1176*b^3*r-4400*a^2*b-2684* a^2*g-1694*a*g^2-3968*a*b^2-2180*b^2*g-1442*b*g^2+13542*b*c^3*p^2*q^2*r-4432*a^ 2*b*g^2*p*q^2+1090*a^2*b*g^2*p*q+3020*b*c^3*p*q^3*r+17384*b*c^3*p^3*q*r-9414*a^ 2*b*g^2*p^2*q+19372*b*c^3*g*p^3*r-1240*a*b*g^3*p*q^2+1396*b*c^3*g*q^3*r-10352*a ^2*g*b*p^3*q-9454*a^2*g*b*p^2*q^2-10680*a^2*g*b*p^2*q-2336*p*a^2*b*g*q^3-564*a* b*g^4*p*q-1636*p*a^2*b*g*q^2+20172*b*c^3*g^2*p^2*r+3646*b*c^3*g^2*q^2*r-3328*a* b*g^3*p^2*q+12052*b*c^4*p*q^2*r+7428*b*c^3*g^3*p*r+3020*b*c^3*g^3*q*r+12048*b*c ^5*g*q*r+20544*b*c^5*p*q*r+19712*b*c^4*g^2*p*r+8848*b*c^4*g^2*q*r-6204*g^2*b*a* p^3*q+31392*b*c^4*g*p^2*r+6416*b*c^4*g*q^2*r+26632*b*c^4*p^2*q*r-4816*g^2*b*a*p ^2*q^2-4416*a*b*g*p^4*q-888*b*a*p*g^2*q^3+25360*b*c^5*g*p*r-5748*a*b*g*p^3*q^2-\ 2304*p^2*g*b*a*q^3-180*b*g*p*a*q^4-12304*a^4*b*c*g*p-16608*a^4*b*c*p*q-6960*a^4 *b*c*g*q+2752*a^2*c*p^4*r-35*a^2*c*q^4*r-526*a^2*g^4*p*r-415*a^2*g^4*q*r-309*a^ 2*g^3*p^2*r-479*a^2*g^3*q^2*r+1015*a^2*g^2*p^3*r-185*a^2*g^2*q^3*r-17396*a^2*c^ 3*g^2*r+24332*a^2*c^3*g*r^2+1716*a^2*c^3*p^2*r-6316*a^2*c^3*q^2*r-7164*a^2*c^2* g^3*r+11716*a^2*c^2*g^2*r^2+12570*a^2*c^2*g*r^3+7072*a^2*c^2*p^3*r-1068*a^2*c^2 *q^3*r-1442*a^2*c*g^4*r+2575*a^2*c*g^3*r^2+4315*a^2*c*g^2*r^3+363*a^2*c*g*r^4-\ 14316*a*b*p^2*r*x-19180*a*b*q^2*r*x-73*a^2*g^2*p^2*r^4*x^2-14*a^2*g^2*p*r^5*x^2 -4576*a^4*b*g*p*q-7436*a*b*c^2*g^3*q-9756*a*b*c^2*g^2*q^2+6316*a*b*c^2*g^2*q-\ 4000*c^2*g*b*a*q^3+2312*c^2*g*b*a*q^2-6876*c*g*q*b-3538*q*g*b*a-762*b*p*q*g-634 *a*g^4*p^2*q-282*a*g^4*p*q^2-84*a*g^5*p*q-344*a*g^3*p*q^3-1536*g^3*a*p^3*q-1440 *g^3*a*p^2*q^2-1162*a^2*b^2*p^3*r-242*a^2*b^2*q^3*r-29520*a^2*b*c^4*r+25176*a^2 *b*c^3*r^2+14784*a^2*b*c^2*r^3+712*a^2*b*c*r^4-778*a^2*b*g^4*r+823*a^2*b*g^3*r^ 2+1783*a^2*b*g^2*r^3+233*a^2*b*g*r^4+736*a^2*b*p^4*r-37*a^2*b*q^4*r-20800*a^2*c ^4*g*r-12168*a^2*c^4*p*r-13576*a^2*c^4*q*r+1504*a^2*b^3*c*r^2-2300*a^2*b^3*g^2* r+396*a^2*b^3*g*r^2-3372*a^2*b^3*p^2*r-532*a^2*b^3*q^2*r-30944*a^2*b^2*c^3*r+ 10776*a^2*b^2*c^2*r^2+5708*a^2*b^2*c*r^3-1998*a^2*b^2*g^3*r+952*a^2*b^2*g^2*r^2 +2026*a^2*b^2*g*r^3-50272*a^2*b*c^4*q-2832*a^2*b^4*c*r-1120*a^2*b^4*g*r-1688*a^ 2*b^4*p*r-488*a^2*b^4*q*r-14448*a^2*b^3*c^2*r-98208*a^2*b*c^4*p-1071*a^3*g^3*p* r-1221*a^3*g^3*q*r+89*a^3*g^2*p^2*r-1135*a^3*g^2*q^2*r+1547*a^3*g*p^3*r-316*a^3 *g*q^3*r+306*a^3*p^3*q*r-356*a^3*p^2*q^2*r-160*a^3*p*q^3*r-13688*a^3*c^2*g^2*r+ 13040*a^3*c^2*g*r^2+1568*a^3*c^2*p^2*r-5140*a^3*c^2*q^2*r-3794*a^3*c*g^3*r-\ 52512*a^2*b*c^4*g+4150*a^3*c*g^2*r^2+5048*a^3*c*g*r^3+3380*a^3*c*p^3*r-598*a^3* c*q^3*r-4088*a^3*b^2*g^2*r+820*a^3*b^2*g*r^2-3192*a^3*b^2*p^2*r-1472*a^3*b^2*q^ 2*r-29648*a^3*b*c^3*r+13384*a^3*b*c^2*r^2+6344*a^3*b*c*r^3-2108*a^3*b*g^3*r+ 1216*a^3*b*g^2*r^2+2204*a^3*b*g*r^3+550*a^3*b*p^3*r-370*a^3*b*q^3*r-21344*a^3*c ^3*g*r-11480*a^3*c^3*p*r-14032*a^3*c^3*q*r-1560*a*g^2*p^4*q-2514*a*g^2*p^3*q^2+ 35868*b*c*p*x+36972*b*c*q*x+13398*b*g*p*x+14838*b*g*q*x+11304*b*p*q*x+23100*c*g *p*x+23844*c*g*q*x+19680*c*p*q*x+7200*g*p*q*x+34116*a*c*p*x+13266*a*g*p*x+22008 *a*b*p*x+11112*a*p*q*x-164*a*p*g^2*q^4-1254*p^2*a*g^2*q^3-3924*a*g*r*x-9596*a*p *r*x-1580*a*q*r*x+4976*b*c*r*x-564*b*g*r*x-3128*b*p*r*x-3464*b*q*r*x+3328*c*g*r *x-8392*c*p*r*x-376*c*q*r*x-3502*g*p*r*x-658*g*q*r*x-2000*p*q*r*x-42576*b*c*g*x ^2-35544*b*c*q*x^2-488*b*c*r*x^2-14052*b*g*q*x^2+2244*b*g*r*x^2+6530*b*q*r*x^2-\ 23472*c*g*q*x^2-3328*c*g*r*x^2+4384*c*q*r*x^2+2080*g*q*r*x^2-69696*a*b*c*x^2-\ 22464*a*b*p*x^2-22464*a*b*q*x^2+3528*a*b*r*x^2-42576*a*c*g*x^2-35544*a*c*p*x^2-\ 36264*a*c*q*x^2-488*a*c*r*x^2-14052*a*g*p*x^2-13836*a*g*q*x^2+2244*a*g*r*x^2-\ 11208*a*p*q*x^2+6530*a*p*r*x^2+2354*a*q*r*x^2-36264*b*c*p*x^2-13836*b*g*p*x^2-\ 11208*b*p*q*x^2+2354*b*p*r*x^2-23472*c*g*p*x^2-19680*c*p*q*x^2+4384*c*p*r*x^2-\ 7200*g*p*q*x^2+2080*g*p*r*x^2+2000*p*q*r*x^2+69696*a*b*c*x+22920*a*b*q*x+44424* a*c*g*x+36660*a*c*q*x+14274*a*g*q*x+40728*b*c*g*x+872*a^2*g^4+2104*a^2*g^3+24*x *r^5-1436*p^3*g*a*q^3-1548*q*g^2*c-696*a*g*p^5*q+204*q*g^2*p-3528*a*b*r*x-4000* a*c*r*x-418*p^2*g*a*q^4-672*a*g^2*q-1726*a*g*p^4*q^2-24*a*g*p*q^5-55808*a*b*c^2 *p^3*q-45796*a*b*c^2*p^2*q^2+1790*c^2*p^3*q^3*r+519*c^2*p^2*q^4*r+38*c^2*p*q^5* r+256*b^3*g^2-1750*a*c^2*g^2*q*r^4*x^2-1459*a*c^2*g*p^2*r^4*x^2-248*a*c^2*g*p*r ^5*x^2-1841*a*c^2*g*q^2*r^4*x^2-284*a*c^2*g*q*r^5*x^2-1833*a*c^2*p^2*q*r^4*x^2-\ 2019*a*c^2*p*q^2*r^4*x^2-276*a*c^2*p*q*r^5*x^2-1594*a*c^2*g^2*p*r^4*x^2-3312*a* c^3*g*p*r^4*x^2-3592*a*c^3*g*q*r^4*x^2-3744*a*c^3*p*q*r^4*x^2-143*a*b*g*q^3*r^4 *x^2-35*a*b*g*q^2*r^5*x^2-204*a*b*p^3*q*r^4*x^2-360*a*b*p^2*q^2*r^4*x^2-45*a*b* p^2*q*r^5*x^2-204*a*b*p*q^3*r^4*x^2-45*a*b*p*q^2*r^5*x^2-1896*b^2*c*g*p*q*r^4*x ^2-1350*a*c*g^2*p*q*r^4*x^2-1314*a*c*g*p^2*q*r^4*x^2-1473*a*c*g*p*q^2*r^4*x^2-\ 204*a*c*g*p*q*r^5*x^2-3984*a*c^2*g*p*q*r^4*x^2+2*g*p^2*r^6*x-46*g*p^2*r^5*x^2+ 160*g*q^5*r^2*x^2+76*g*q^4*r^3*x^2-67*g*q^3*r^4*x^2-46*g*q^2*r^5*x^2+10*p^5*q*r ^3*x+188*p^5*q*r^2*x^2+5*p^4*q^2*r^3*x+599*p^4*q^2*r^2*x^2+46*p^4*q*r^4*x+169*p ^4*q*r^3*x^2+24*p^3*q^3*r^3*x+856*p^3*q^3*r^2*x^2+83*p^3*q^2*r^4*x+492*p^3*q^2* r^3*x^2+28*p^3*q*r^5*x-29*p^3*q*r^4*x^2+599*p^2*q^4*r^2*x^2+492*p^2*q^3*r^3*x^2 -24*p^2*q^2*r^4*x^2-56*p^2*q*r^5*x^2+188*p*q^5*r^2*x^2+169*p*q^4*r^3*x^2+201*g^ 4*q*r^3*x^2+42*g^3*p^3*r^3*x+578*g^3*p^3*r^2*x^2+78*g^3*p^2*r^4*x+420*g^3*p^2*r ^3*x^2+18*g^3*p*r^4*x^2+578*g^3*q^3*r^2*x^2+420*g^3*q^2*r^3*x^2+18*g^3*q*r^4*x^ 2+85*g^2*p^4*r^3*x+464*g^2*p^4*r^2*x^2+97*g^2*p^3*r^4*x+322*g^2*p^3*r^3*x^2+32* g^2*p^2*r^5*x-32*g^2*p^2*r^4*x^2-58*g^2*p*r^5*x^2+464*g^2*q^4*r^2*x^2+322*g^2*q ^3*r^3*x^2-32*g^2*q^2*r^4*x^2-58*g^2*q*r^5*x^2+48*g*p^5*r^3*x+160*g*p^5*r^2*x^2 +50*g*p^4*r^4*x+76*g*p^4*r^3*x^2+20*g*p^3*r^5*x-67*g*p^3*r^4*x^2+339*g^4*p^2*r^ 2*x^2+201*g^4*p*r^3*x^2+339*g^4*q^2*r^2*x^2-540*a^3*c^2*g^3*r^2-1632*a^3*c^2*g^ 2*r^3-948*a^3*c^2*g*r^4-50*a^3*c*g^4*r^2-332*a^3*c*g^3*r^3-294*a^3*c*g^2*r^4-68 *a^3*c*g*r^5-25*a^3*g^4*q*r^2-7590*a^2*g^2*p^2*r^2*x+429*a^2*g^2*p*q*r^3-4623*a ^2*g^2*p*r^2*x^2-8812*a^2*g^2*q*r^2*x^2-5986*a^2*g*p^3*r^2*x+441*a^2*g*p^2*q*r^ 3-3491*a^2*g*p^2*r^3*x+121*a^2*g*p^2*r^2*x^2+225*a^2*g*p*q^2*r^3-355*a^2*g*p*q* r^4-39*a^2*g*p*r^4*x+4763*a^2*g*p*r^3*x^2-6874*a^2*g*q^2*r^2*x^2+3937*a^2*g*q*r ^3*x^2-16620*a^2*c*p^3*r^2*x+999*a^2*c*p^2*q*r^3-11059*a^2*c*p^2*r^3*x-2697*a^2 *c*p^2*r^2*x^2+369*a^2*c*p*q^2*r^3-1209*a^2*c*p*q*r^4-684*a^2*c*p*r^4*x+12352*a ^2*c*p*r^3*x^2-16231*a^2*c*q^2*r^2*x^2+11596*a^2*c*q*r^3*x^2+2508*a^2*c^2*p*q*r ^3-37376*a^2*c^2*p*r^3*x-41032*a^2*c^2*p*r^2*x^2-59066*a^2*c^2*q*r^2*x^2+635*a^ 2*c*g^2*p*r^3-522*a^2*c*g*p^2*r^3-1506*a^2*c*g*p*r^4-594*a^2*b*p*r^4*x+6582*a^2 *b*p*r^3*x^2-8657*a^2*b*q^2*r^2*x^2+6014*a^2*b*q*r^3*x^2-94480*a^2*c^3*p*r^2*x+ 1986*a^2*c^2*g*p*r^3-63602*a^2*c^2*p^2*r^2*x+1774*a^2*b*c*p^2*r^3-1258*a^2*b*c* p*r^4+634*a^2*b*g*p^2*r^3-394*a^2*b*g*p*r^4-7860*a^2*b*p^3*r^2*x+731*a^2*b*p^2* q*r^3-5995*a^2*b*p^2*r^3*x-3821*a^2*b*p^2*r^2*x^2+75*a^2*b*p*q^2*r^3-417*a^2*b* p*q*r^4+4143*b^2*g^2*p^2*r^2*x^2+3619*b^2*g^2*p*r^3*x^2+4360*b^2*g^2*q^2*r^2*x^ 2+2670*b^2*g^2*q*r^3*x^2-304*b^2*g*p^3*r^3*x+3739*b^2*g*p^3*r^2*x^2+292*b^2*g*p ^2*r^4*x+3749*b^2*g*p^2*r^3*x^2+379*b^2*g*p*r^4*x^2-2992*a^2*b^3*g*p*q-673*b^2* c*p^3*r^3*x+10893*b^2*c*p^3*r^2*x^2+856*b^2*c*p^2*r^4*x+10205*b^2*c*p^2*r^3*x^2 +912*b^2*c*p*r^4*x^2+8967*b^2*c*q^3*r^2*x^2+6167*b^2*c*q^2*r^3*x^2+132*b^2*c*q* r^4*x^2-3328*b^2*c^2*p^2*r^3*x+39628*b^2*c^2*p^2*r^2*x^2+1994*b^2*c^2*p*r^4*x+ 29306*b^2*c^2*p*r^3*x^2+36742*b^2*c^2*q^2*r^2*x^2+24244*b^2*c^2*q*r^3*x^2+4654* b^3*p^2*q*r^2*x^2+4160*b^3*p*q^2*r^2*x^2+3044*b^3*p*q*r^3*x^2-6208*b^2*c^3*p*r^ 3*x+61224*b^2*c^3*p*r^2*x^2+59272*b^2*c^3*q*r^2*x^2-3728*a^3*c^4*g*r^2-2152*a^3 *c^3*g^2*r^2-3488*a^3*c^3*g*r^3-392*a^3*b^2*c*r^4-168*a^3*b^2*g^2*r^3-128*a^3*b ^2*g*r^4-4128*a^3*b*c^4*r^2-4032*a^3*b*c^3*r^3-1224*a^3*b*c^2*r^4-128*a^3*b*c*r ^5-112*a^3*b*g^3*r^3-124*a^3*b*g^2*r^4-40*a^3*b*g*r^5-32*a^3*b^4*c*r^2-16*a^3*b ^4*p*r^2-512*a^3*b^3*c^2*r^2-320*a^3*b^3*c*r^3-96*a^3*b^3*g*r^3-2368*a^3*b^2*c^ 3*r^2-1888*a^3*b^2*c^2*r^3+96*c*p^5*r^3*x+456*c*p^5*r^2*x^2+139*c*p^4*r^4*x+298 *c*p^4*r^3*x^2+68*c*p^3*r^5*x-143*c*p^3*r^4*x^2+9*c*p^2*r^6*x-136*c*p^2*r^5*x^2 +456*c*q^5*r^2*x^2+298*c*q^4*r^3*x^2-143*c*q^3*r^4*x^2-136*c*q^2*r^5*x^2-376*a^ 4*c*g^2*r^3-220*a^4*c*g*r^4-38*a^4*g^3*q*r^2-1680*a^4*c^3*g*r^2-624*a^4*c^2*g^2 *r^2-1264*a^4*c^2*g*r^3+368*c^2*p^4*r^3*x+3760*c^2*p^4*r^2*x^2+745*c^2*p^3*r^4* x+3060*c^2*p^3*r^3*x^2+298*c^2*p^2*r^5*x-99*c^2*p^2*r^4*x^2+11*c^2*p*r^6*x-502* c^2*p*r^5*x^2+3760*c^2*q^4*r^2*x^2+3060*c^2*q^3*r^3*x^2-99*c^2*q^2*r^4*x^2-502* c^2*q*r^5*x^2-76*a^4*c*g^3*r^2+14102*c^3*p^3*r^2*x^2+1852*c^3*p^2*r^4*x+11290*c ^3*p^2*r^3*x^2+550*c^3*p*r^5*x+838*c^3*p*r^4*x^2+14102*c^3*q^3*r^2*x^2-800*a^4* b^2*c^2*r^2+11290*c^3*q^2*r^3*x^2+838*c^3*q*r^4*x^2-528*a^4*b^2*c*r^3-152*a^4*b ^2*g*r^3-1984*a^4*b*c^3*r^2-1616*a^4*b*c^2*r^3-352*a^4*b*c*r^4-140*a^4*b*g^2*r^ 3-108*a^4*b*g*r^4-96*a^4*b^3*c*r^2+236*c^3*p^3*r^3*x-2552*c^5*p*r^3*x+26200*c^5 *p*r^2*x^2+26200*c^5*q*r^2*x^2-336*a^5*c^2*g*r^2-56*a^5*c*g^2*r^2-192*a^5*c*g*r ^3-1284*c^4*p^2*r^3*x+27080*c^4*p^2*r^2*x^2+2156*c^4*p*r^4*x+17732*c^4*p*r^3*x^ 2+27080*c^4*q^2*r^2*x^2-28*a^5*g^2*q*r^2+17732*c^4*q*r^3*x^2-96*a^5*b^2*c*r^2+ 22*b*p^5*r^3*x+250*b*p^5*r^2*x^2+58*b*p^4*r^4*x+207*b*p^4*r^3*x^2+32*b*p^3*r^5* x-53*b*p^3*r^4*x^2-77*b*p^2*r^5*x^2+164*b*q^5*r^2*x^2+53*b*q^4*r^3*x^2-92*b*q^3 *r^4*x^2-51*b*q^2*r^5*x^2-448*a^5*b*c^2*r^2-288*a^5*b*c*r^3-80*a^5*b*g*r^3-32*a ^6*b*c*r^2-16*a^6*b*q*r^2-16*a^6*c*g*r^2-64*a^6*c*q*r^2-8*a^6*g*q*r^2-28*b^2*p^ 4*r^3*x+1052*b^2*p^4*r^2*x^2+112*b^2*p^3*r^4*x+1062*b^2*p^3*r^3*x^2+63*b^2*p^2* r^4*x^2-136*b^2*p*r^5*x^2+641*b^2*q^4*r^2*x^2+261*b^2*q^3*r^3*x^2-171*b^2*q^2*r ^4*x^2-84*b^2*q*r^5*x^2+188*b^3*p*r^4*x^2+1290*b^3*q^3*r^2*x^2+552*b^3*q^2*r^3* x^2-124*b^3*q*r^4*x^2+20454*a^2*g^2*c*p+1192*b^4*p^2*r^2*x^2+1168*b^4*p*r^3*x^2 +1396*b^4*q^2*r^2*x^2+532*b^4*q*r^3*x^2+2888*a^2*c*g*p^2+1784*b^3*p^3*r^2*x^2+ 1856*b^3*p^2*r^3*x^2+62*a*p^5*r^3*x+164*a*p^5*r^2*x^2+69*a*p^4*r^4*x+53*a*p^4*r ^3*x^2+32*a*p^3*r^5*x-92*a*p^3*r^4*x^2+5*a*p^2*r^6*x-51*a*p^2*r^5*x^2+250*a*q^5 *r^2*x^2+207*a*q^4*r^3*x^2-53*a*q^3*r^4*x^2-77*a*q^2*r^5*x^2+17768*b^2*c*g^2*p* r^2*x^2+18028*b^2*c*g^2*q*r^2*x^2-2889*b^2*c*g*p^2*r^3*x+26031*b^2*c*g*p^2*r^2* x^2+1339*b^2*c*g*p*r^4*x+20977*b^2*c*g*p*r^3*x^2+25022*b^2*c*g*q^2*r^2*x^2+ 16548*b^2*c*g*q*r^3*x^2-1141*b^2*c*p^2*q*r^3*x+31317*b^2*c*p^2*q*r^2*x^2+29391* b^2*c*p*q^2*r^2*x^2+19608*b^2*c*p*q*r^3*x^2-7700*b^2*c^2*g*p*r^3*x+58132*b^2*c^ 2*g*p*r^2*x^2+56724*b^2*c^2*g*q*r^2*x^2-2572*b^2*c^2*p*q*r^3*x+74868*b^2*c^2*p* q*r^2*x^2+15644*b^3*c*g*p*r^2*x^2+16956*b^3*c*g*q*r^2*x^2+21648*b^3*c*p*q*r^2*x ^2+6586*b^3*g*p*q*r^2*x^2-708*a*g^2*p^2*q*r^3*x+6805*a*g^2*p^2*q*r^2*x^2-509*a* g^2*p*q^2*r^3*x+6904*a*g^2*p*q^2*r^2*x^2+539*a*g^2*p*q*r^4*x+5019*a*g^2*p*q*r^3 *x^2-178*a*g*p^3*q*r^3*x+5437*a*g*p^3*q*r^2*x^2-523*a*g*p^2*q^2*r^3*x+8705*a*g* p^2*q^2*r^2*x^2+649*a*g*p^2*q*r^4*x+4638*a*g*p^2*q*r^3*x^2+70*a*g*p*q^3*r^3*x+ 5831*a*g*p*q^3*r^2*x^2+612*a*g*p*q^2*r^4*x+5257*a*g*p*q^2*r^3*x^2+222*a*g*p*q*r ^5*x+399*a*g*p*q*r^4*x^2-552*a*g^3*p*q*r^3*x+3238*a*g^3*p*q*r^2*x^2+756*a*c*p*q *r^4*x^2+810*a^2*c^2*r^5*x+1500*a^2*c^2*r^4*x^2+22*a^2*c*r^6*x-352*a^2*c*r^5*x^ 2+1210*a*c*g*p^3*r^3*x+13988*a*c*g*p^3*r^2*x^2+2258*a*c*g*p^2*r^4*x+10476*a*c*g *p^2*r^3*x^2+678*a*c*g*p*r^5*x+642*a*c*g*p*r^4*x^2+14730*a*c*g*q^3*r^2*x^2+ 13356*a*c*g*q^2*r^3*x^2+1253*a*c*g*q*r^4*x^2-358*a*c*p^3*q*r^3*x+15810*a*c*p^3* q*r^2*x^2-852*a*c*p^2*q^2*r^3*x+25596*a*c*p^2*q^2*r^2*x^2+1985*a*c*p^2*q*r^4*x+ 12627*a*c*p^2*q*r^3*x^2+354*a*c*p*q^3*r^3*x+16966*a*c*p*q^3*r^2*x^2+1761*a*c*p* q^2*r^4*x+13941*a*c*p*q^2*r^3*x^2+644*a*c*p*q*r^5*x-1232*a*c*g^3*p*r^3*x+8605*a *c*g^3*p*r^2*x^2+8687*a*c*g^3*q*r^2*x^2-477*a*c*g^2*p^2*r^3*x+17668*a*c*g^2*p^2 *r^2*x^2+1775*a*c*g^2*p*r^4*x+12033*a*c*g^2*p*r^3*x^2+17989*a*c*g^2*q^2*r^2*x^2 +13626*a*c*g^2*q*r^3*x^2-41056*a^2*c^5*r^2*x-44032*a^2*c^5*r*x^2-7416*a^2*c^4*r ^3*x+34088*a^2*c^4*r^2*x^2+3280*a^2*c^3*r^4*x+25752*a^2*c^3*r^3*x^2+120*a^2*b^2 *r^5*x+456*a^2*b^2*r^4*x^2+10*a^2*b*r^6*x-184*a^2*b*r^5*x^2-37184*a^2*c^6*r*x+ 2334*b*c*g*p*q*r^4*x+28707*b*c*g*p*q*r^3*x^2+252*a^2*b^3*r^4*x+3828*a^2*b^3*r^3 *x^2-3012*b*c*g^2*p*q*r^3*x+32731*b*c*g^2*p*q*r^2*x^2-3008*b*c*g*p^2*q*r^3*x+ 43276*b*c*g*p^2*q*r^2*x^2-236*b*c*g*p*q^2*r^3*x+42534*b*c*g*p*q^2*r^2*x^2-7250* b*c^2*g*p*q*r^3*x+104366*b*c^2*g*p*q*r^2*x^2+616*a^3*p^4*r*x^2-156*a^3*q^5*r*x-\ 272*a^3*q^4*r*x^2-416*a^2*b^5*r^2*x-2640*a^2*b^5*r*x^2-288*a^2*b^4*r^3*x+512*a^ 2*b^4*r^2*x^2-2692*b^2*c*g*p*q*r^3*x+47404*b^2*c*g*p*q*r^2*x^2-9178*a^3*g*q*r^2 *x^2-7130*a^3*p^2*q*r^2*x-6624*a^3*p*q^2*r^2*x-4752*a^3*p*q*r^3*x-5684*a^3*p*q* r^2*x^2+2904*a^2*b^2*c*p*r^3-11312*a^2*b^2*p^2*r^2*x+528*a^2*b^2*p*q*r^3-19284* a^2*b^2*p*r^2*x^2-19284*a^2*b^2*q*r^2*x^2+5544*a^2*b*c^2*p*r^3-7724*a^3*g*p^2*r ^2*x+592*a^3*g*p*q*r^3-2943*a^3*g*p*r^2*x^2-14328*a^3*b*q*r^2*x^2-47144*a^3*c^2 *p*r^2*x+408*a^3*c*g*p*r^3-21010*a^3*c*p^2*r^2*x+1428*a^3*c*p*q*r^3-11968*a^3*c *p*r^3*x-10734*a^3*c*p*r^2*x^2-23116*a^3*c*q*r^2*x^2-11664*a^4*c*p*r^2*x-3680*a ^4*p*q*r^2*x+2464*a^3*b*c*p*r^3-9578*a^3*b*p^2*r^2*x+916*a^3*b*p*q*r^3-8160*a^3 *b*p*r^2*x^2+2964*g^2*p^2*q^2*r^2*x^2+202*g^2*p^2*q*r^4*x+1730*g^2*p^2*q*r^3*x^ 2+1946*g^2*p*q^3*r^2*x^2+1730*g^2*p*q^2*r^3*x^2+160*g^2*p*q*r^4*x^2+7*g*p^4*q*r ^3*x+1046*g*p^4*q*r^2*x^2-63*g*p^3*q^2*r^3*x+2338*g*p^3*q^2*r^2*x^2+157*g*p^3*q *r^4*x+974*g*p^3*q*r^3*x^2+47*g*p^2*q^3*r^3*x+2338*g*p^2*q^3*r^2*x^2+216*g*p^2* q^2*r^4*x+1796*g*p^2*q^2*r^3*x^2+68*g*p^2*q*r^5*x+44*g*p^2*q*r^4*x^2+1046*g*p*q ^4*r^2*x^2+974*g*p*q^3*r^3*x^2+44*g*p*q^2*r^4*x^2-136*g*p*q*r^5*x^2+534*g^4*p*q *r^2*x^2-158*g^3*p^2*q*r^3*x+1520*g^3*p^2*q*r^2*x^2+1520*g^3*p*q^2*r^2*x^2+1088 *g^3*p*q*r^3*x^2-89*g^2*p^3*q*r^3*x+1946*g^2*p^3*q*r^2*x^2-144*g^2*p^2*q^2*r^3* x+25626*a*b*c*g*p*q*r^2+90062*a*b*c*g*p*r^2*x+72012*a*b*c*p*q*r^2*x-42669*b*c*g *p^2*q*r^2*x-27309*b*c*g*p*q^2*r^2*x-23820*b*c*g*p*q*r^3*x-49285*b*c*g*p*q*r^2* x^2-26062*b*c*g^2*p*q*r^2*x-84084*b*c^2*g*p*q*r^2*x-28780*b^2*c*g*p*q*r^2*x-\ 39400*a*c*g^2*p*q*r^2*x-57759*a*c*g*p^2*q*r^2*x-43883*a*c*g*p*q^2*r^2*x-33594*a *c*g*p*q*r^3*x-49285*a*c*g*p*q*r^2*x^2-124648*a*c^2*g*p*q*r^2*x-14412*a*b*g^2*p *q*r^2*x-23415*a*b*g*p^2*q*r^2*x-16897*a*b*g*p*q^2*r^2*x-15224*a*b*g*p*q*r^3*x-\ 30878*a*b*g*p*q*r^2*x^2-72356*a*b*c*p^2*q*r^2*x-51640*a*b*c*p*q^2*r^2*x-41532*a *b*c*p*q*r^3*x-72012*a*b*c*p*q*r^2*x^2-44186*a*b*c*g^2*p*r^2*x-69454*a*b*c*g*p^ 2*r^2*x+1972*a*b*c*g*p*q*r^3-46658*a*b*c*g*p*r^3*x-83507*a*b*c*g*p*r^2*x^2-\ 83507*a*b*c*g*q*r^2*x^2-139640*a*b*c^2*g*p*r^2*x-150736*a*b*c^2*p*q*r^2*x-556*a ^4*p*q*r^3*x+2116*a^4*p*q*r^2*x^2-2271*a^2*c*p^2*q*r^3*x+29391*a^2*c*p^2*q*r^2* x^2-2153*a^2*c*p*q^2*r^3*x+31317*a^2*c*p*q^2*r^2*x^2+2686*a^2*c*p*q*r^4*x+19608 *a^2*c*p*q*r^3*x^2-2772*a^2*c*g^2*p*r^3*x+18028*a^2*c*g^2*p*r^2*x^2+17768*a^2*c *g^2*q*r^2*x^2+427*a^2*c*g*p^2*r^3*x+25022*a^2*c*g*p^2*r^2*x^2+2945*a^2*c*g*p*r ^4*x+16548*a^2*c*g*p*r^3*x^2+26031*a^2*c*g*q^2*r^2*x^2+20977*a^2*c*g*q*r^3*x^2-\ 8264*a^2*c^2*g*p*r^3*x+56724*a^2*c^2*g*p*r^2*x^2+58132*a^2*c^2*g*q*r^2*x^2-8732 *a^2*c^2*p*q*r^3*x+74868*a^2*c^2*p*q*r^2*x^2-1183*a^2*b*g*p^2*r^3*x+12506*a^2*b *g*p^2*r^2*x^2+1037*a^2*b*g*p*r^4*x+9540*a^2*b*g*p*r^3*x^2+12081*a^2*b*g*q^2*r^ 2*x^2+10879*a^2*b*g*q*r^3*x^2-1777*a^2*b*p^2*q*r^3*x+14207*a^2*b*p^2*q*r^2*x^2-\ 927*a^2*b*p*q^2*r^3*x+14701*a^2*b*p*q^2*r^2*x^2+1108*a^2*b*p*q*r^4*x+10734*a^2* b*p*q*r^3*x^2-3588*a^2*b*c*p^2*r^3*x+36162*a^2*b*c*p^2*r^2*x^2+3158*a^2*b*c*p*r ^4*x+27200*a^2*b*c*p*r^3*x^2+37152*a^2*b*c*q^2*r^2*x^2+30286*a^2*b*c*q*r^3*x^2-\ 16268*a^2*b*c^2*p*r^3*x+82316*a^2*b*c^2*p*r^2*x^2+82876*a^2*b*c^2*q*r^2*x^2-\ 1518*a^3*g*p*q*r^3*x+6586*a^3*g*p*q*r^2*x^2-9240*a^2*b^2*c*p*r^3*x+35760*a^2*b^ 2*c*p*r^2*x^2+35760*a^2*b^2*c*q*r^2*x^2-2520*a^2*b^2*p*q*r^3*x+14672*a^2*b^2*p* q*r^2*x^2-1970*a^3*c*g*p*r^3*x+16956*a^3*c*g*p*r^2*x^2+15644*a^3*c*g*q*r^2*x^2-\ 3812*a^3*c*p*q*r^3*x+21648*a^3*c*p*q*r^2*x^2-2504*a^3*b*p*q*r^3*x+9452*a^3*b*p* q*r^2*x^2-5860*a^3*b*c*p*r^3*x+24304*a^3*b*c*p*r^2*x^2+22304*a^3*b*c*q*r^2*x^2-\ 111*b^2*c*q^3*r^4*x^2-28*b^2*c*q^2*r^5*x^2-882*b^2*c*g^2*p*r^4*x^2-692*b^2*c*g^ 2*q*r^4*x^2-969*b^2*c*g*p^2*r^4*x^2-144*b^2*c*g*p*r^5*x^2-548*b^2*c*g*q^2*r^4*x ^2-100*b^2*c*g*q*r^5*x^2-1017*b^2*c*p^2*q*r^4*x^2-831*b^2*c*p*q^2*r^4*x^2-132*b ^2*c*p*q*r^5*x^2-2700*b^2*c^2*g*p*r^4*x^2-2232*b^2*c^2*g*q*r^4*x^2-2700*b^2*c^2 *p*q*r^4*x^2-280*b^3*g*p*q*r^4*x^2-880*b^3*c*g*p*r^4*x^2-588*b^3*c*g*q*r^4*x^2-\ 828*b^3*c*p*q*r^4*x^2-36*a*g^2*p*q*r^5*x^2-125*a*g*p^3*q*r^4*x^2-264*a*g*p^2*q^ 2*r^4*x^2-30*a*g*p^2*q*r^5*x^2-165*a*g*p*q^3*r^4*x^2-36*a*g*p*q^2*r^5*x^2-144*a *g^3*p*q*r^4*x^2-225*a*g^2*p^2*q*r^4*x^2-258*a*g^2*p*q^2*r^4*x^2-92392*b*a^2*c^ 2*g*p^2-38152*b*a^2*c^2*g*p-2064*a*b*c*g^4*p-297*b^2*c*p^3*r^4*x^2-66*b^2*c*p^2 *r^5*x^2-96576*b*a^2*c^2*p^2*q-49440*b*a^2*c^2*p*q^2-50096*b*a^2*c^2*p*q-1380*b ^2*c^2*p^2*r^4*x^2-204*b^2*c^2*p*r^5*x^2-10362*a*b*c*g^3*p^2-894*b^2*c^2*q^2*r^ 4*x^2-156*b^2*c^2*q*r^5*x^2-51160*b*a^2*c^2*g^2*p-114*b^3*p*q^2*r^4*x^2-20*b^3* p*q*r^5*x^2-2616*b^2*c^3*p*r^4*x^2-2232*b^2*c^3*q*r^4*x^2-24376*b*a^2*c^2*g^2*q -22768*b*a^2*c^2*g*q^2+9320*b*a^2*c^2*g*q-168*b^3*g*p^2*r^4*x^2-24*b^3*g*p*r^5* x^2-39*b^3*g*q^2*r^4*x^2-8*b^3*g*q*r^5*x^2-168*b^3*p^2*q*r^4*x^2-474*b^3*c*p^2* r^4*x^2-68*b^3*c*p*r^5*x^2-192*b^3*c*q^2*r^4*x^2-36*b^3*c*q*r^5*x^2-1500*a*b*c* g^3*q^2-11482*c*g*b*a*p^4-1284*b^3*c^2*p*r^4*x^2-948*b^3*c^2*q*r^4*x^2-17494*b* g^2*a*c*p^3-1000*b*g^2*a*c*q^3-300*b^4*c*p*r^4*x^2-156*b^4*c*q*r^4*x^2-84*b^4*p *q*r^4*x^2-184*c*g*b*a*q^4-23*a*g*q^4*r^4*x^2-7*a*g*q^3*r^5*x^2-24*a*p^4*q*r^4* x^2-16436*a*b*c*p^3*q^2-75*a*p^3*q^2*r^4*x^2-7*a*p^3*q*r^5*x^2-81*a*p^2*q^3*r^4 *x^2-15*a*p^2*q^2*r^5*x^2-33*a*p*q^4*r^4*x^2-9*a*p*q^3*r^5*x^2-41*a*g^3*p^2*r^4 *x^2-7*a*g^3*p*r^5*x^2-61*a*g^3*q^2*r^4*x^2-9*a*g^3*q*r^5*x^2-7004*p^2*c*b*a*q^ 3-26*a*g^2*p^3*r^4*x^2-7*a*g^2*p^2*r^5*x^2-59*a*g^2*q^3*r^4*x^2-14*a*g^2*q^2*r^ 5*x^2-3*a*g*p^4*r^4*x^2-a*g*p^3*r^5*x^2-12628*a*b*c*p^4*q-700*p*c*b*a*q^4+62180 *a^2*c*g*b*p+46188*a^2*c*b*p*q-8424*a^2*c*b*g^3*p-27228*a^2*c*b*g^2*p^2-2160*a^ 2*c*b*g^2*p-27476*a^2*c*g*b*p^3-39648*a^2*c*g*b*p^2-21*a*c*q^3*r^5*x^2-30952*a^ 2*c*b*p^3*q-28576*a^2*c*b*p^2*q^2-42656*a^2*c*b*p^2*q-7568*a^2*c*b*p*q^3-11836* a^2*c*b*p*q^2-30*a*c*p^4*r^4*x^2-9*a*c*p^3*r^5*x^2-72*a*c*q^4*r^4*x^2-92*a*c*g^ 2*q*r^5*x^2-213*a*c*g*p^3*r^4*x^2-54*a*c*g*p^2*r^5*x^2-372*a*c*g*q^3*r^4*x^2-87 *a*c*g*q^2*r^5*x^2-360*a*c*p^3*q*r^4*x^2-702*a*c*p^2*q^2*r^4*x^2-81*a*c*p^2*q*r ^5*x^2-444*a*c*p*q^3*r^4*x^2-93*a*c*p*q^2*r^5*x^2-312*a*c*g^3*p*r^4*x^2-352*a*c *g^3*q*r^4*x^2-453*a*c*g^2*p^2*r^4*x^2-78*a*c*g^2*p*r^5*x^2-603*a*c*g^2*q^2*r^4 *x^2-9940*a^2*g^2*p*q*r^2*x-14791*a^2*g*p^2*q*r^2*x-12282*a^2*g*p*q^2*r^2*x-\ 9512*a^2*g*p*q*r^3*x-13615*a^2*g*p*q*r^2*x^2-81448*a*b^2*c^2*p*r^2*x-42*a*c^2*g ^5*r^2-231*a*c^2*g^4*r^3+57*b*g^2*p^3*r^3-96*b*g^2*p^2*r^4-262*a*c^2*g^3*r^4-91 *a*c^2*g^2*r^5+13*b*g*p^4*r^3-79*b*g*p^3*r^4-46*b*g*p^2*r^5-8*a*c^2*g*r^6-421*b *p^5*r^2*x+25*b*p^4*q*r^3-372*b*p^4*r^3*x+306*b*p^4*r^2*x^2-26*b*p^3*q^2*r^3-76 *b*p^3*q*r^4-6*b*p^3*r^4*x+1227*b*p^3*r^3*x^2+65*b*p^2*r^5*x+482*b*p^2*r^4*x^2-\ 138*b*p*r^5*x^2+652*b*q^4*r^2*x^2-2*a*c*g^6*r^2+1026*b*q^3*r^3*x^2+216*b*q^2*r^ 4*x^2-114*b*q*r^5*x^2-25*a*c*g^5*r^3-38*a*c*g^4*r^4-16*a*c*g^3*r^5+406*b*c^2*p^ 3*r^3-875*b*c^2*p^2*r^4-321*b*c^2*p*r^5-2352*a*c^5*g^2*r^2-3072*a*c^5*g*r^3+39* b*c*p^4*r^3-240*b*c*p^3*r^4-135*b*c*p^2*r^5-1184*a*c^4*g^3*r^2-2528*a*c^4*g^2*r ^3-1328*a*c^4*g*r^4+44244*a^2*c^2*g*p-318*a*c^3*g^4*r^2-1052*a*c^3*g^3*r^3-854* a*c^3*g^2*r^4-212*a*c^3*g*r^5-60*a*b^2*c^2*r^5-13*a*b^2*g^4*r^3-16*a*b^2*g^3*r^ 4-5*a*b^2*g^2*r^5-2464*a*b*c^6*r^2+109*b^2*g*p^3*r^3-105*b^2*g*p^2*r^4-3104*a*b *c^5*r^3-1356*b^2*p^4*r^2*x-1336*a*b*c^4*r^4+17*b^2*p^3*q*r^3-1240*b^2*p^3*r^3* x-916*b^2*p^3*r^2*x^2-224*a*b*c^3*r^5-58*b^2*p^2*r^4*x+2511*b^2*p^2*r^3*x^2-6*a *b*g^5*r^3+1090*b^2*p*r^4*x^2+1423*b^2*q^3*r^2*x^2-10*a*b*g^4*r^4+2369*b^2*q^2* r^3*x^2-5*a*b*g^3*r^5+486*b^2*q*r^4*x^2+1176*b*c^4*p*r^3-2400*a*c^6*g*r^2+1116* b*c^3*p^2*r^3-1368*b*c^3*p*r^4-3718*b^3*p^2*r^2*x^2+1768*b^3*p*r^3*x^2+1118*b^3 *q^2*r^2*x^2+2336*b^3*q*r^3*x^2-96*a*b^4*c^3*r^2-48*a*b^4*c^2*r^3+648*b^2*c^3*p *r^3-4*a*b^4*g^2*r^3-20*a*b^4*p^3*r^2-20*a*b^4*p^2*r^3+644*b^2*c^2*p^2*r^3-760* b^2*c^2*p*r^4+238*b^2*c*p^3*r^3-316*b^2*c*p^2*r^4-768*a*b^3*c^4*r^2-576*a*b^3*c ^3*r^3-96*a*b^3*c^2*r^4-12*a*b^3*g^3*r^3-8*a*b^3*g^2*r^4-2144*a*b^2*c^5*r^2-\ 2160*a*b^2*c^4*r^3-664*a*b^2*c^3*r^4-114*a*p*r^5*x^2+32276*a^2*c^2*p*q+306*a*q^ 4*r^2*x^2+1227*a*q^3*r^3*x^2+482*a*q^2*r^4*x^2-138*a*q*r^5*x^2-3144*b^4*p*r^2*x ^2-60*b^4*q*r^2*x^2-12440*a^2*c^2*g^3*p-32868*a^2*c^2*g^2*p^2-18544*a^2*c^2*g^2 *p-26*a*g^3*p^2*r^3-99*a*g^3*p*r^4-165*a*g^2*p^3*r^3-203*a*g^2*p^2*r^4-57*a*g^2 *p*r^5-152*a*g*p^4*r^3-162*a*g*p^3*r^4-63*a*g*p^2*r^5-6*a*g*p*r^6-338*a*p^5*r^2 *x+12*a*p^4*q*r^3-176*a*p^4*r^3*x+652*a*p^4*r^2*x^2-28552*a^2*c^2*g*p^3+28*a*p^ 3*q^2*r^3-126*a*p^3*q*r^4+107*a*p^3*r^4*x+1026*a*p^3*r^3*x^2-61324*a^2*c^2*g*p^ 2-56*a*p^2*q^3*r^3-166*a*p^2*q^2*r^4-82*a*p^2*q*r^5+98*a*p^2*r^5*x+216*a*p^2*r^ 4*x^2+13*a*p*r^6*x-16*a^2*c*g^5*r^2-140*a^2*c*g^4*r^3-167*a^2*c*g^3*r^4-55*a^2* c*g^2*r^5-550*a*c^2*p^3*r^3-1592*a*c^2*p^2*r^4-575*a*c^2*p*r^5-4*a^2*c*g*r^6-\ 283*a*c*p^4*r^3-454*a*c*p^3*r^4-219*a*c*p^2*r^5-29*a*c*p*r^6-8*a^2*g^5*q*r^2-\ 34744*a^2*c^2*p^3*q-37440*a^2*c^2*p^2*q^2-66300*a^2*c^2*p^2*q-3028*a^2*c^3*g^2* r^3+130*a^2*p^2*q^2*r^3-244*a^2*p^2*q*r^4+166*a^2*p^2*r^4*x+2369*a^2*p^2*r^3*x^ 2-65*a^2*p*q^3*r^3-235*a^2*p*q^2*r^4-121*a^2*p*q*r^5+149*a^2*p*r^5*x+486*a^2*p* r^4*x^2-1676*a^2*c^3*g*r^4-916*a^2*q^3*r^2*x^2+2511*a^2*q^2*r^3*x^2+1090*a^2*q* r^4*x^2+224*a*b^2*p^3*r^3-144*a*b^2*p^2*r^4-228*a^2*c^2*g^4*r^2-5*a*b*p^4*r^3-\ 142*a*b*p^3*r^4-87*a*b*p^2*r^5-938*a^2*c^2*g^3*r^3-800*a^2*c^2*g^2*r^4-200*a^2* c^2*g*r^5+1560*a*c^4*p*r^3+308*a*c^3*p^2*r^3-2400*a*c^3*p*r^4-59*a^2*b*g^3*r^4-\ 25*a^2*b*g^2*r^5-4*a^2*b*g*r^6-5984*a^2*c^2*g*q^3-12400*a^2*c^2*p*q^3-4224*a^2* c^5*g*r^2-27888*a^2*c^2*p*q^2-3296*a^2*c^4*g^2*r^2-4696*a^2*c^4*g*r^3-185*a^2*g ^2*p^2*r^3-268*a^2*g^2*p*r^4-365*a^2*g*p^3*r^3-346*a^2*g*p^2*r^4-99*a^2*g*p*r^5 -1248*a^2*c^3*g^3*r^2-1286*a^2*p^4*r^2*x+102*a^2*p^3*q*r^3-681*a^2*p^3*r^3*x+ 1423*a^2*p^3*r^2*x^2-6700*a^2*c^2*g^3*q-960*a^2*b^3*c^3*r^2-3718*a^3*q^2*r^2*x^ 2+1768*a^3*q*r^3*x^2-672*a^2*b^3*c^2*r^3-96*a^2*b^3*c*r^4+642*a^2*b^2*p^2*r^3-\ 174*a^2*b^2*p*r^4-60*a^2*b^3*g^2*r^3-32*a^2*b^3*g*r^4+72*a^2*b*p^3*r^3-273*a^2* b*p^2*r^4-129*a^2*b*p*r^5-3264*a^2*b^2*c^4*r^2+1944*a^2*c^3*p*r^3-10824*a^2*c^2 *g^2*q^2-2976*a^2*b^2*c^3*r^3+1316*a^2*c^2*g^2*q-792*a^2*b^2*c^2*r^4-60*a^2*b^2 *c*r^5-78*a^2*b^2*g^3*r^3-228*a^2*c^2*p^2*r^3-2160*a^2*c^2*p*r^4-80*a^2*b^2*g^2 *r^4-20*a^2*b^2*g*r^5-622*a^2*c*p^3*r^3-955*a^2*c*p^2*r^4-339*a^2*c*p*r^5-4480* a^2*b*c^5*r^2-5040*a^2*b*c^4*r^3-1880*a^2*b*c^3*r^4-264*a^2*b*c^2*r^5-12*a^2*b* c*r^6-42*a^2*b*g^4*r^3-512*a^3*c*p^2*r^3-840*a^3*c*p*r^4-96*a^2*b^4*c^2*r^2-48* a^2*b^4*c*r^3-16*a^2*b^4*g*r^3-32*a^2*b^4*p^2*r^2-373*a^3*g*p^2*r^3-309*a^3*g*p *r^4-32*a^2*b^4*p*r^3-2520*a^3*p^3*r^2*x+258*a^3*p^2*q*r^3-1248*a^3*p^2*r^3*x+ 1118*a^3*p^2*r^2*x^2+196*a^3*p*q^2*r^3-194*a^3*p*q*r^4+78*a^3*p*r^4*x+2336*a^3* p*r^3*x^2-10866*a*c^2*g*p*q*r^3*x+104366*a*c^2*g*p*q*r^2*x^2-13*g*r^5-344*p^4*r *x^2-10400*p*a*b*c^2*q^3+65500*p*a*b*c^2*q-130408*a*b^2*c*r*x-49100*a*b^2*g*r*x -38144*a*b^2*q*r*x+20524*c*g*q^2*r*x^2+17938*c*p^2*q*r*x^2+17938*c*p*q^2*r*x^2+ 7597*g*p^2*q*r*x^2+7597*g*p*q^2*r*x^2-140824*a^2*b*c*r*x-53560*a^2*b*g*r*x-\ 37580*a^2*b*p*r*x-88156*a^2*c*g*r*x-51520*a^2*c*p*r*x-75844*a^2*c*q*r*x-30256*a ^2*g*q*r*x-20464*a^2*p*q*r*x+110190*b*c^2*q*r*x^2+33628*b*c*p^2*r*x^2+23174*b*c *q^2*r*x^2+13403*b*g*p^2*r*x^2+9123*b*p*q^2*r*x^2+79052*c^2*g*p*r*x^2+79052*c^2 *g*q*r*x^2+20524*c*g*p^2*r*x^2+33628*a*c*q^2*r*x^2+13403*a*g*q^2*r*x^2+9123*a*p ^2*q*r*x^2+81262*b^2*c*g*r*x^2+73940*b^2*c*p*r*x^2+55570*b^2*c*q*r*x^2+28859*b^ 2*g*p*r*x^2+20788*b^2*p*q*r*x^2+142796*b*c^2*g*r*x^2-111*a^2*c*p^3*r^4*x^2-28*a ^2*c*p^2*r^5*x^2-297*a^2*c*q^3*r^4*x^2-66*a^2*c*q^2*r^5*x^2+122214*b*c^2*p*r*x^ 2-894*a^2*c^2*p^2*r^4*x^2-156*a^2*c^2*p*r^5*x^2-1380*a^2*c^2*q^2*r^4*x^2-204*a^ 2*c^2*q*r^5*x^2+16748*a*b*p^2*r*x^2+16748*a*b*q^2*r*x^2+142796*a*c^2*g*r*x^2+ 110190*a*c^2*p*r*x^2+122214*a*c^2*q*r*x^2+23174*a*c*p^2*r*x^2-1974*a*b*c*p^2*q* r^4*x^2-1974*a*b*c*p*q^2*r^4*x^2-288*a*b*c*p*q*r^5*x^2-70432*a*b^2*c^3*p*q-\ 84160*a*b^2*c^3*g*p-42540*c*g*b*a*p^2*q-7548*b*p*a*c*g*q^2-5360*b*g^2*a*c*p*q-\ 208*b^5*c*g*p+2621*a*b*p*q*r^3-1646*a*b*c*g^2*p*r^4*x^2-1646*a*b*c*g^2*q*r^4*x^ 2-1649*a*b*c*g*p^2*r^4*x^2-268*a*b*c*g*p*r^5*x^2-1649*a*b*c*g*q^2*r^4*x^2-268*a *b*c*g*q*r^5*x^2+25152*a^3*c^3*q*x-25416*a^3*c^2*g^2*x+105840*a^3*c^2*g*x^2+ 60840*a^3*c^2*p^2*x+80880*a^3*c^2*p*x^2-9094*a^2*b*p^3*q+19152*a^3*c^2*q^2*x-\ 5802*p^2*a^2*b*q^2+6578*p^2*a^2*b*q+103392*a^3*c^2*q*x^2-9936*a^3*c*g^3*x+6912* p*a^2*b*q^2+43056*a^3*c*g^2*x^2+20916*a^3*c*p^3*x+19080*a^3*c*p^2*x^2+5796*a^3* c*q^3*x+38304*a^3*c*q^2*x^2-1416*a^3*g^3*p*x-3816*a^3*g^3*q*x+4746*a^3*g^2*p^2* x+13140*a^3*g^2*p*x^2-2148*a^3*g^2*q^2*x+17640*a^3*g^2*q*x^2+7212*a^3*g*p^3*x+ 7500*a^3*g*p^2*x^2+912*a^3*g*q^3*x+16440*a^3*g*q^2*x^2+7428*a^3*p^3*q*x+8772*a^ 3*p^2*q^2*x+8880*a^3*p^2*q*x^2+4044*a^3*p*q^3*x+13008*a^3*p*q^2*x^2-18624*a^2*b ^4*c*x-9168*a^2*b^4*g*x-7584*a^2*b^4*p*x-5088*a^2*b^4*q*x-50208*a^2*b^3*c^2*x+ 95904*a^2*b^3*c*x^2-14328*a^2*b^3*g^2*x+40032*a^2*b^3*g*x^2-1368*a^2*b^3*p^2*x+ 36720*a^2*b^3*p*x^2-4008*a^2*b^3*q^2*x+34416*a^2*b^3*q*x^2-38400*a^2*b^2*c^3*x+ 249216*a^2*b^2*c^2*x^2-9936*a^2*b^2*g^3*x+42912*a^2*b^2*g^2*x^2+10344*a^2*b^2*p ^3*x+64*a^2*b^5*c*r+30576*a^2*b^2*p^2*x^2+32*a^2*b^5*p*r-552*a^2*b^2*q^3*x+ 13968*a^4*b*p*x^2+1404*a^3*p^3*q^2*r-662*p*a^2*b*q^3-2424*a^4*b*q^2*x+17424*a^4 *b*q*x^2-20400*a^4*c^2*g*x+12384*a^4*c^2*p*x-2832*a^4*c^2*q*x-11880*a^4*c*g^2*x +1044*a^3*p^2*q^3*r+28416*a^4*c*g*x^2+13056*a^4*c*p^2*x+19968*a^4*c*p*x^2+1128* a^4*c*q^2*x+29040*a^4*c*q*x^2-792*a^4*g^2*p*x-4656*a^4*g^2*q*x+4428*a^4*g*p^2*x +8088*a^4*g*p*x^2-1728*a^4*g*q^2*x+11904*a^4*g*q*x^2+4104*a^4*p^2*q*x+2256*a^4* p*q^2*x+8592*a^4*p*q*x^2-31488*a^3*b^3*c*x-16128*a^3*b^3*g*x-10176*a^3*b^3*p*x-\ 9792*a^3*b^3*q*x-56544*a^3*b^2*c^2*x+272*a^3*p*q^4*r+95904*a^3*b^2*c*x^2-17064* a^3*b^2*g^2*x+40032*a^3*b^2*g*x^2+3432*a^3*b^2*p^2*x+34416*a^3*b^2*p*x^2-4584*a ^3*b^2*q^2*x+36720*a^3*b^2*q*x^2-382*a^2*b*g^2*q^3-25344*a^3*b*c^3*x+159456*a^3 *b*c^2*x^2-7416*a^3*b*g^3*x+27216*a^3*b*g^2*x^2+9036*a^3*b*p^3*x+14832*a^3*b*p^ 2*x^2+684*a^3*b*q^3*x+23184*a^3*b*q^2*x^2-14832*a^3*c^3*g*x+59904*a^3*c^3*p*x+ 577*a^3*g^3*p^2*r-2808*g^2*p^2*q^3*x^2+96*g^2*p*q^5*x+327*a^3*g^3*q^2*r-1476*g^ 2*p*q^4*x^2+180*g*p^6*q*x+732*g*p^5*q^2*x-720*g*p^5*q*x^2+1128*g*p^4*q^3*x-1908 *g*p^4*q^2*x^2+629*a^3*g^2*p^3*r+792*g*p^3*q^4*x-2592*g*p^3*q^3*x^2+228*g*p^2*q ^5*x+368*a^3*g^2*q^3*r-1908*g*p^2*q^4*x^2+12*g*p*q^6*x-720*g*p*q^5*x^2-9696*a^5 *b*c*x-4704*a^5*b*g*x-528*a^5*b*p*x-3792*a^5*b*q*x-6432*a^5*c*g*x+1392*a^5*c*p* x-3888*a^5*c*q*x+175*a^3*g*p^4*r+384*a^5*g*p*x-2688*a^5*g*q*x+148*a^3*g*q^4*r-\ 48*a^5*p*q*x-25920*a^4*b^2*c*x-13296*a^4*b^2*g*x-5664*a^4*b^2*p*x-8928*a^4*b^2* q*x-29568*a^4*b*c^2*x+43488*a^4*b*c*x^2-8688*a^4*b*g^2*x+326*a^2*g*b*q^3+616*a^ 3*p^4*q*r+18144*a^4*b*g*x^2-2430*p^2*a^2*b*q^3+4584*a^4*b*p^2*x-1848*c*g*q^5*x^ 2+2500*a^3*c^2*g^3*r+546*c*p^6*q*x+8608*a^3*c^2*g^2*r^2+1998*c*p^5*q^2*x+1864*a ^3*c^2*g*r^3-2088*c*p^5*q*x^2+7868*a^3*c^2*p^3*r+3012*c*p^4*q^3*x-5652*c*p^4*q^ 2*x^2+2148*c*p^3*q^4*x+3732*a^3*c^2*q^3*r-7728*c*p^3*q^3*x^2+666*c*p^2*q^5*x-\ 5652*c*p^2*q^4*x^2+54*c*p*q^6*x-2088*c*p*q^5*x^2+24*g^6*p*q*x+234*g^5*p^2*q*x+ 150*g^5*p*q^2*x+214*a^3*c*g^4*r+72*g^5*p*q*x^2+1922*a^3*c*g^3*r^2+684*g^4*p^3*q *x+654*a^3*c*g^2*r^3+840*g^4*p^2*q^2*x-646*a^3*c*g*r^4+966*a^3*c*p^4*r-288*g^4* p^2*q*x^2+300*g^4*p*q^3*x-288*g^4*p*q^2*x^2+452*a^3*c*q^4*r+894*g^3*p^4*q*x+ 1764*g^3*p^3*q^2*x-1224*g^3*p^3*q*x^2+1212*g^3*p^2*q^3*x-1584*g^3*p^2*q^2*x^2+ 258*g^3*p*q^4*x-1224*g^3*p*q^3*x^2+576*g^2*p^5*q*x+1680*g^2*p^4*q^2*x-1476*g^2* p^4*q*x^2+139*a^3*g^4*p*r+1824*g^2*p^3*q^3*x+89*a^3*g^4*q*r-2808*g^2*p^3*q^2*x^ 2+792*g^2*p^2*q^4*x-274*c*a*g^5*p-8320*a^2*b^3*c^2*q-2640*a*b^2*c*g*p*r^4*x^2-\ 2348*a*b^2*c*g*q*r^4*x^2-2820*a*b^2*c*p*q*r^4*x^2+57858*b*p*a*c*g*q+7376*a*b^2* c^3*g-31104*a*b^2*c^3*p-31696*a*b^2*c^3*g*q-4*c^4*r^6-14*c^3*r^6+128*a^6*r^2-18 *c^2*r^6-9744*r^2*c^4+176*a^3*r^3-3208*r^2*c^5-34*r^5*c+119*r^4*p^2+1206*r^4*c^ 2+346*r^4*a^2-4*r^5*p-1226*r^3*c^3-24*b^4*r^4-1504*a^4*r^2+1146*r^4*c^3+29*r^3* g^3+123*p^4*r^3+228*a^3*r^4-198*p^5*r-60*p^4*r^2-3680*c^5*r-192*c^8*r^2-320*c^7 *r^3-192*c^6*r^4-48*c^5*r^5-16*a^6*r^3-32*a^5*r^4-20*a^4*r^5-4*a^3*r^6+1152*c^8 *r+1504*c^7*r^2+176*c^6*r^3-432*c^5*r^4-172*c^4*r^5-g^6*r^3-2*g^5*r^4-g^4*r^5+ 168*a^5*r^3+8*a^4*r^4-42*a^3*r^5-10*a^2*r^6-8*b^5*r^3-12*b^3*r^5-928*c^7*r+3248 *c^6*r^2+2696*c^5*r^3+132*c^4*r^4-230*c^3*r^5+7*g^5*r^3-6*g^4*r^4-8*g^3*r^5+7*p ^7*r-336*a^6*r-8144*c^6*r-15*g^6*r+58*g^4*r^3+28*g^3*r^4+3*p^6*r-47*g^5*r-3345* b*g^2*p^2*r-1766*c*a*g^4*p^2-6432*p^2*a*r*g^2-4155*b^2*q*c*r^2-305*r*g^4*p+76*b ^2*q*r*g^2-1133*g^3*p^2*r+530*b^3*r*g*p-3802*g^3*a*c*p^3+35816*b^2*c^2*a*q+ 12762*q*c^3*r-10*q^3*r^5*x^2+2986*a^2*g*q^2+17772*a^3*c*g+2108*c*g^3*r-1858*g^2 *r^2*a-847*b*g^2*r^2+1008*b*g^3*r+2480*p^3*b*q-2035*p^3*a*r+3084*a^3*g*r-456*p* a^3*r+8496*a^3*c*r+3232*g^2*a^2*r-2687*p^2*a^2*r+8798*c^2*g^2*r+15688*c^3*g*r+ 25948*c^3*r*a-513*b*p^3*r+12200*b^2*p^2*c+10736*q*c^3*b+18860*c^3*g*b+31788*p*c ^3*b+19352*p*c^2*b^2+12562*c^3*g*q+7262*c^2*g^2*q+5567*q^2*c^2*r+425*q^2*p^2*r+ 26950*c^3*g*p+4578*q^2*p^2*c-208*a^4*p^2*r^3-124*a^4*p*r^4-3754*b*a^2*r^2+1768* c*g^2*q^2+18320*b^2*c^2*a+7356*p^2*a^2*g+2996*p^2*a*q^2+4188*p*a^2*q^2+2001*q^2 *a^2*r+3016*a*g^3*p+15364*b^2*c^2*r-2370*p^3*c*r+7762*a^2*p*g^2+2288*b^2*p^2*r+ 5776*b*a^3*r+7*p^6*r^3*x+17*p^6*r^2*x^2+9*p^5*r^4*x+3*p^5*r^3*x^2+5*p^4*r^5*x-\ 17*p^4*r^4*x^2+p^3*r^6*x-10*p^3*r^5*x^2+17*q^6*r^2*x^2+10768*a^2*b^2*p-3623*a^2 *g*r^2+79*p^2*r*g^2-17*q^4*r^4*x^2-920*g*p^3*r+8426*p*a^3*g+3196*q*a^3*r+5688*g ^3*a*c+1544*g^2*q^2*a+6280*p*a^3*q+10960*p*a^3*b+1158*q^2*g^2*p+41216*b*a^2*c^2 +1972*b*g^3*p+4266*g^2*q*a^2+5072*a^3*g*q+20532*b*c^3*r-3108*a^2*r^3*x^2+916*a* r^4*x^2-3108*b^2*r^3*x^2+916*b*r^4*x^2-10064*c^3*r^2*x^2-16768*c^2*r^3*x^2+1936 *c*r^4*x^2-1726*g^2*r^3*x^2+680*g*r^4*x^2-1709*p^3*r^2*x^2-697*p^2*r^3*x^2+578* p*r^4*x^2-1709*q^3*r^2*x^2-697*q^2*r^3*x^2+578*q*r^4*x^2+2796*b^2*r^2*x^2-4100* b*r^3*x^2+25152*c^2*r^2*x^2-8816*c*r^3*x^2+2263*q^3*r*x^2-477*q^2*r^2*x^2-2458* q*r^3*x^2+43424*c^3*r*x^2-3088*g*r^3*x^2+1994*g^2*r^2*x^2-4100*a*r^3*x^2+2263*p ^3*r*x^2-477*p^2*r^2*x^2-2458*p*r^3*x^2+2796*a^2*r^2*x^2-3884*b^2*r^2*x+4070*b* r^3*x-43424*c^3*r*x-25152*c^2*r^2*x+8816*c*r^3*x+3088*g*r^3*x-248*q^2*r^2*x+ 2479*q*r^3*x-1994*g^2*r^2*x+4130*a*r^3*x-2267*p^3*r*x+1202*p^2*r^2*x+2437*p*r^3 *x-1708*a^2*r^2*x+20662*a*c^2*g^2+5208*q*a^3*b+23608*a^2*c^2*r+10994*p*c^3*r-3* p^6*r^3*x^2-3*p^5*r^4*x^2-912*g*b^2*p+384*b*p*g^2-5748*g*b^2*c-p^4*r^5*x^2-2524 *q*a^2*b-3*q^6*r^3*x^2-3*q^5*r^4*x^2-q^4*r^5*x^2-56*q^2*g*p-106*q^2*c*p-2736*p* b^2*c-832*a*b^2*p-10160*a*b^2*c+422*q^2*a*p-1768*q^2*c*a-688*a*q^2*g-3568*b^2*g *a-9292*q*c^2*b+782*b*p^2*q+4366*p*c^2*g+10396*p^2*a*c+2574*p^2*a*q+668*p*b*c^2 -10808*a*b*c^2-2808*c^2*g*a+2132*p*a^2*q+3644*p*a^2*b+4516*b*p^2*a-552*a*c*g^2-\ 1536*a^2*c*q-4976*a^2*c*b-7224*c^2*g*b+1850*p^2*g*b+4880*b*p^2*c-2424*b*g^2*c+ 5194*p^2*c*g+11960*a*c^2*p+1054*q*g*p^2+2118*c*g^2*p+2212*a*p*g^2-4312*q*c^2*a+ 4362*p^2*g*a+10920*a^2*c*p-1982*q^2*c*g+696*a^2*c*g-4454*q*c^2*g+1220*q*c^2*p-\ 774*a^2*q*g-1142*g^2*b*a-1564*a^2*g*b+4710*a^2*g*p+3092*p^2*c*q+3616*b^2*c^2*a* q^2-3264*b^4*c^2*g*p-1504*b^4*c^2*p*q-416*b^4*c^2*g*q-1352*b^4*c*p^3-58*a*b*r^5 -118*a*c*r^5+546*a^2*b*r^4+392*p^2*q^2*r^3+114*p^2*q*r^4+68*p*q^2*r^4-33*p*q*r^ 5-40*b*g*r^5+1110*a^2*b^2*r^3+1016*a^2*b^3-290*q^3-96*b^5-13768*b^2*c^2*a*g*p-\ 69688*b^2*c^2*a*g*p^2-35176*b^2*c^2*a*g^2*p-61440*b^2*c^2*a*p^2*q-22104*b^2*c^2 *a*p*q^2-13976*b^2*c^2*a*p*q-8320*b^2*c^2*a*g*q^2+11960*b^2*c^2*a*g*q+5840*b^3* a*c^2*q-3687*b^2*p*r^2*g-2309*b^2*q*r^2*p-806*b^3*r^2*g-12064*b^2*c^2*a*g^2*q+ 54112*b^2*c^2*a*g-768*b^4*c*g^2*p-56*b^4*c*g^2*q+10288*b^2*c^2*a*g^2-41768*b^2* c^2*a*p^2+59096*b^2*c^2*a*p-1096*b^4*c*p^2*q-91520*a*b*c^4*p^2-56056*a*c^3*b*p^ 3-2088*b^4*c*g*p^2-53328*a^3*c^2*g*p*q+688*r^3*p*a^2+2513*q*b*r^3*c*g+3903*q*b* r^3*p*c+1268*q*b*r^3*p*g+5408*q*b*r^3*a*c-2156*r^2*q^2*b*a*c-2488*r^2*q*b^2*a*g -1914*r^2*b^2*c*q*g-1896*a^2*c*g*p*q*r^4*x^2-996*a^2*b*g*p*q*r^4*x^2-969*a^2*c* g*q^2*r^4*x^2-144*a^2*c*g*q*r^5*x^2-831*a^2*c*p^2*q*r^4*x^2-1017*a^2*c*p*q^2*r^ 4*x^2-132*a^2*c*p*q*r^5*x^2-692*a^2*c*g^2*p*r^4*x^2-882*a^2*c*g^2*q*r^4*x^2-548 *a^2*c*g*p^2*r^4*x^2-100*a^2*c*g*p*r^5*x^2-12288*b^3*a*c^4-2232*a^2*c^2*g*p*r^4 *x^2-2700*a^2*c^2*g*q*r^4*x^2-2700*a^2*c^2*p*q*r^4*x^2-324*a^2*b*g*p^2*r^4*x^2-\ 56*a^2*b*g*p*r^5*x^2-453*a^2*b*g*q^2*r^4*x^2-72*a^2*b*g*q*r^5*x^2-459*a^2*b*p^2 *q*r^4*x^2-513*a^2*b*p*q^2*r^4*x^2-72*a^2*b*p*q*r^5*x^2-1026*a^2*b*c*p^2*r^4*x^ 2-172*a^2*b*c*p*r^5*x^2-1308*a^2*b*c*q^2*r^4*x^2-204*a^2*b*c*q*r^5*x^2-3540*a^2 *b*c^2*p*r^4*x^2-3876*a^2*b*c^2*q*r^4*x^2-720*a^2*b^2*p*q*r^4*x^2-280*a^3*g*p*q *r^4*x^2-1848*a^2*b^2*c*p*r^4*x^2-1848*a^2*b^2*c*q*r^4*x^2-2232*a^2*c^3*p*r^4*x ^2-2616*a^2*c^3*q*r^4*x^2+135616*a^2*b*c*r*x^2+51330*a^2*b*g*r*x^2+37862*a^2*b* p*r*x^2+81262*a^2*c*g*r*x^2+55570*a^2*c*p*r*x^2+73940*a^2*c*q*r*x^2+28859*a^2*g *q*r*x^2+20788*a^2*p*q*r*x^2+135616*a*b^2*c*r*x^2+51330*a*b^2*g*r*x^2+37862*a*b ^2*q*r*x^2-75*a^2*b*p^3*r^4*x^2-18*a^2*b*p^2*r^5*x^2-129*a^2*b*q^3*r^4*x^2-30*a ^2*b*q^2*r^5*x^2-288*a^2*b^2*p^2*r^4*x^2-48*a^2*b^2*p*r^5*x^2-288*a^2*b^2*q^2*r ^4*x^2-48*a^2*b^2*q*r^5*x^2-39*a^3*g*p^2*r^4*x^2-8*a^3*g*p*r^5*x^2-168*a^3*g*q^ 2*r^4*x^2-24*a^3*g*q*r^5*x^2-114*a^3*p^2*q*r^4*x^2-168*a^3*p*q^2*r^4*x^2-20*a^3 *p*q*r^5*x^2-7760*a^3*b^3*c*r-3200*a^3*b^3*g*r-3760*a^3*b^3*p*r-1920*a^3*b^3*q* r-23904*a^3*b^2*c^2*r+3368*a^3*b^2*c*r^2-5360*a^4*c^2*p*r-8216*a^4*c^2*q*r-4768 *a^4*c*g^2*r+3352*a^4*c*g*r^2+1232*a^4*c*p^2*r-2216*a^4*c*q^2*r-920*a^4*g^2*p*r -1680*a^4*g^2*q*r+726*a^4*g*p^2*r-1098*a^4*g*q^2*r-428*a^4*p^2*q*r-800*a^4*p*q^ 2*r-680*a^5*p*q*r-8752*a^4*b^2*c*r-3656*a^4*b^2*g*r-3272*a^4*b^2*p*r-2632*a^4*b ^2*q*r-15840*a^4*b*c^2*r+3240*a^4*b*c*r^2-2732*a^4*b*g^2*r+960*a^4*b*g*r^2-444* a^4*b*p^2*r-1324*a^4*b*q^2*r-11360*a^4*c^2*g*r-4032*a^5*b*c*r-1632*a^5*b*g*r-\ 856*a^5*b*p*r-1456*a^5*b*q*r-2712*a^5*c*g*r-752*a^5*c*p*r-2424*a^5*c*q*r-156*a^ 5*g*p*r-1076*a^5*g*q*r-25312*a^2*b*c^3*q^2-5952*a^2*b*c^3*q-28144*a^2*b*c^3*g^2 +5792*a^2*b*c^3*g-97472*a^2*b*c^3*p^2-61760*a^2*b*c^3*p+67880*b*a^2*c^2*p+13624 *b*a^2*c^2*g^2+84160*b*a^2*c^2*g-42952*b*a^2*c^2*p^3-72080*b*a^2*c^2*p^2+48*b*p ^3*q^4*r+157*b*g^2*p^5*r+53*b*g*p^6*r+69*b*p^6*q*r+165*b*p^5*q^2*r+151*b*p^4*q^ 3*r+30*b*c*g^5*r^2-38*b*c*g^4*r^3-114*b*c*g^3*r^4-58*b*c*g^2*r^5-7*b*c*g*r^6+ 166*b*c*p^6*r+36*b*g^5*p^2*r+144*b*g^4*p^3*r+219*b*g^3*p^4*r+244*b*c^3*g^2*r^3-\ 998*b*c^3*g*r^4+6010*b*c^3*p^4*r+116*b*c^3*q^4*r+58*b*c^2*g^5*r+412*b*c^2*g^4*r ^2-28*b*c^2*g^3*r^3-499*b*c^2*g^2*r^4-205*b*c^2*g*r^5+1417*b*c^2*p^5*r+16488*a^ 2*c*b*q^2-160*a^5*b*c*g*r^2-192*a^3*c*p^2*r^4*x^2-36*a^3*c*p*r^5*x^2-474*a^3*c* q^2*r^4*x^2-68*a^3*c*q*r^5*x^2-948*a^3*c^2*p*r^4*x^2-1284*a^3*c^2*q*r^4*x^2+270 *b*c^2*p*q^4*r-114*a^3*b*p^2*r^4*x^2-20*a^3*b*p*r^5*x^2-234*a^3*b*q^2*r^4*x^2-\ 36*a^3*b*q*r^5*x^2-84*a^4*p*q*r^4*x^2+6007*b*c^2*p^4*q*r+7157*b*c^2*p^3*q^2*r+ 2837*b*c^2*p^2*q^3*r+9548*b*c^2*g^2*p^3*r+549*b*c^2*g^2*q^3*r+6216*b*c^2*g*p^4* r+98*b*c^2*g*q^4*r-156*a^4*c*p*r^4*x^2-300*a^4*c*q*r^4*x^2+604*b^2*g^3+350*b^2* g^4-15400*a^3*c*g^2*p*q-282*q^2*r^2*c*g^2-26208*a^3*c*g*p^2*q-17728*a^3*c*g*p*q ^2-14336*a^3*c*g*p*q-1961*r^2*p*g^2*q-4461*r^2*p*g^2*a+46992*a*c^5*p*r*x+49152* a*c^5*q*r*x+55984*a*c^4*g^2*r*x-59064*a*c^4*g*r^2*x-202576*a*c^4*g*r*x^2+19916* a*c^4*p^2*r*x-217976*a*c^4*p*r*x^2+32396*a*c^4*q^2*r*x-226296*a*c^4*q*r*x^2+528 *a*b*g^5*r*x-882*a*b*g^4*r^2*x-4806*a*b*g^4*r*x^2-2054*a*b*g^3*r^3*x-5122*a*b*g ^3*r^2*x^2-268*a*b*g^2*r^4*x+4080*a*b*g^2*r^3*x^2+260*a*b*g*r^5*x+2164*a*b*g*r^ 4*x^2-668*a*b*p^5*r*x-3850*a*b*p^4*r*x^2-56*a*b*q^5*r*x-3850*a*b*q^4*r*x^2+ 60704*a*c^5*g*r*x+768*a*b*c*r^5*x+6384*a*b*c*r^4*x^2-69520*a*b*c^4*r^2*x-297680 *a*b*c^4*r*x^2-53392*a*b*c^3*r^3*x-122256*a*b*c^3*r^2*x^2-3344*a*b*c^2*r^4*x+ 28144*a*b*c^2*r^3*x^2-1920*a*b^4*c*p*q-3312*a*b^4*c*g*p-448*a*b^4*c*g*q+387*a*b *g^2*p^2*r^3-251*a*b*g^2*p*r^4+174*a*b*g*p^3*r^3-313*a*b*g*p^2*r^4-136*a*b*g*p* r^5-2961*a*b*p^4*r^2*x+237*a*b*p^3*q*r^3-2481*a*b*p^3*r^3*x+161*a*b*p^3*r^2*x^2 -24*a*b*p^2*q^2*r^3-315*a*b*p^2*q*r^4-201*a*b*p^2*r^4*x+5081*a*b*p^2*r^3*x^2+ 231*a*b*p*r^5*x+1842*a*b*p*r^4*x^2+161*a*b*q^3*r^2*x^2+5081*a*b*q^2*r^3*x^2+ 4624*a*b*c^3*p*r^3+2768*a*b*c^2*p^2*r^3-2316*a*b*c^2*p*r^4+496*a*b*c*p^3*r^3-\ 976*a*b*c*p^2*r^4-414*a*b*c*p*r^5-790*a*b^2*c*p*r^4+651*a*b^2*g*p^2*r^3-255*a*b ^2*g*p*r^4-6786*a*b^2*p^3*r^2*x+231*a*b^2*p^2*q*r^3-5865*a*b^2*p^2*r^3*x-8657*a *b^2*p^2*r^2*x^2-474*a*b^2*p*r^4*x+6014*a*b^2*p*r^3*x^2-3821*a*b^2*q^2*r^2*x^2+ 6582*a*b^2*q*r^3*x^2-5938*a^2*p^3*q*r^2*x-8434*a^2*p^2*q^2*r^2*x-4676*a^2*p^2*q *r^3*x-2906*a^2*p^2*q*r^2*x^2-4530*a^2*p*q^3*r^2*x-4531*a^2*p*q^2*r^3*x-5245*a^ 2*p*q^2*r^2*x^2-526*a^2*p*q*r^4*x+4312*a^2*p*q*r^3*x^2-14328*a*b^3*p*r^2*x^2-\ 8160*a*b^3*q*r^2*x^2+2960*a*b^2*c^2*p*r^3+1542*a*b^2*c*p^2*r^3-16656*a*c*g^2*p* r^3*x-22137*a*c*g^2*p*r^2*x^2-28195*a*c*g^2*q*r^2*x^2-23611*a*c*g*p^3*r^2*x+ 1064*a*c*g*p^2*q*r^3-16293*a*c*g*p^2*r^3*x-9061*a*c*g*p^2*r^2*x^2+58*a*c*g*p*q^ 2*r^3-1401*a*c*g*p*q*r^4-1103*a*c*g*p*r^4*x+16742*a*c*g*p*r^3*x^2-19277*a*c*g*q ^2*r^2*x^2+15913*a*c*g*q*r^3*x^2-24024*a*c*p^3*q*r^2*x-30374*a*c*p^2*q^2*r^2*x-\ 17475*a*c*p^2*q*r^3*x-12131*a*c*p^2*q*r^2*x^2-14388*a*c*p*q^3*r^2*x-14113*a*c*p *q^2*r^3*x-15981*a*c*p*q^2*r^2*x^2-1270*a*c*p*q*r^4*x+17808*a*c*p*q*r^3*x^2-\ 12268*a*c*g^3*p*r^2*x-27885*a*c*g^2*p^2*r^2*x+816*a*c*g^2*p*q*r^3+2090*a*c^2*g* p*q*r^3-49070*a*c^2*g*p*r^3*x-63943*a*c^2*g*p*r^2*x^2-77001*a*c^2*g*q*r^2*x^2-\ 85876*a*c^2*p^2*q*r^2*x-65290*a*c^2*p*q^2*r^2*x-46480*a*c^2*p*q*r^3*x-58788*a*c ^2*p*q*r^2*x^2-57264*a*c^2*g^2*p*r^2*x-83071*a*c^2*g*p^2*r^2*x-486*a*b*p*q*r^4* x+9026*a*b*p*q*r^3*x^2-117800*a*c^3*g*p*r^2*x-125456*a*c^3*p*q*r^2*x-11563*a*b* g^2*p^2*r^2*x+406*a*b*g^2*p*q*r^3-15131*a*b*g^2*p*r^2*x^2-15131*a*b*g^2*q*r^2*x ^2-10589*a*b*g*p^3*r^2*x+691*a*b*g*p^2*q*r^3-8443*a*b*g*p^2*r^3*x-8577*a*b*g*p^ 2*r^2*x^2-131*a*b*g*p*q^2*r^3-516*a*b*g*p*q*r^4-785*a*b*g*p*r^4*x+8438*a*b*g*p* r^3*x^2-8577*a*b*g*q^2*r^2*x^2+8438*a*b*g*q*r^3*x^2-10800*a*b*p^3*q*r^2*x-12650 *a*b*p^2*q^2*r^2*x-8391*a*b*p^2*q*r^3*x-9189*a*b*p^2*q*r^2*x^2-5687*a*b*p*q^2*r ^3*x-9189*a*b*p*q^2*r^2*x^2+1933*a*b*c*g^2*p*r^3+2135*a*b*c*g*p^2*r^3-1537*a*b* c*g*p*r^4-30372*a*b*c*p^3*r^2*x+1410*a*b*c*p^2*q*r^3-23936*a*b*c*p^2*r^3*x-\ 22370*a*b*c*p^2*r^2*x^2-526*a*b*c*p*q^2*r^3-1562*a*b*c*p*q*r^4-2192*a*b*c*p*r^4 *x+23848*a*b*c*p*r^3*x^2-22370*a*b*c*q^2*r^2*x^2+23848*a*b*c*q*r^3*x^2+5294*a*b *c^2*g*p*r^3-103516*a*b*c^2*p^2*r^2*x+2112*a*b*c^2*p*q*r^3-65528*a*b*c^2*p*r^3* x-107714*a*b*c^2*p*r^2*x^2-107714*a*b*c^2*q*r^2*x^2-13607*a*b^2*g*p^2*r^2*x+222 *a*b^2*g*p*q*r^3-27263*a*b^2*g*p*r^2*x^2-21028*a*b^2*g*q*r^2*x^2-14178*a*b^2*p^ 2*q*r^2*x-8712*a*b^2*p*q*r^3*x-21730*a*b^2*p*q*r^2*x^2-143712*a*b*c^3*p*r^2*x-\ 72024*a^2*b*c*g*p*r^2*x-81824*a^2*b*c*p*q*r^2*x+2438*a*b^2*c*g*p*r^3-42374*a*b^ 2*c*p^2*r^2*x+324*a*b^2*c*p*q*r^3-29960*a*b^2*c*p*r^3*x-68438*a*b^2*c*p*r^2*x^2 -56056*a*b^2*c*q*r^2*x^2+402*a*b*g^4*p^2*r+36*a*b*g^5*p*r+20*a*b*g^5*q*r+32742* a^2*c*g*p*q-132*q^2*g^3*r-1136*b^3*a*p^4-1624*b^3*a*p^3+4980*b^3*a*p^2+4728*a^2 *b*g^3+692*a^2*b*g^4-414*a^3*g^4*r^2*x-825*a^3*g^4*r*x^2-236*a^3*g^3*r^3*x+577* a^3*g^3*r^2*x^2+214*a^3*g^2*r^4*x+1381*a^3*g^2*r^3*x^2+88*a^3*g*r^5*x+64*a^3*g* r^4*x^2+788*a^3*c*p^2*r^3*x+11116*a^3*c*p^2*r^2*x^2+1506*a^3*c*p*r^4*x+6846*a^3 *c*p*r^3*x^2+12106*a^3*c*q^2*r^2*x^2+9932*a^3*c*q*r^3*x^2-260*a^3*b*p^2*r^3*x+ 5874*a^3*b*p^2*r^2*x^2+542*a^3*b*p*r^4*x+4068*a^3*b*p*r^3*x^2+5466*a^3*b*q^2*r^ 2*x^2+5340*a^3*b*q*r^3*x^2-3408*a^3*c^2*p*r^3*x+25940*a^3*c^2*p*r^2*x^2+26500*a ^3*c^2*q*r^2*x^2-112436*c^2*g*b*a*p^2*q-59696*a*b*c^2*g^2*p*q-49568*c^2*g*b*a*p *q^2+168*g*p^4*q^3*r+76*g*p^3*q^4*r+10*g*p^2*q^5*r-1992*b^2*c*p*q*r^4*x^2+1504* a^2*g^3*p^2*q*r+1000*a^2*g^3*p*q^2*r+375*a^2*g^4*p*q*r-29*p*q^3*r^4*x^2-56*p*q^ 2*r^5*x^2-28*a^4*c*p*r^3-2656*a^4*p^2*r^2*x+272*a^4*p*q*r^3-60*a^4*p*r^2*x^2-\ 3144*a^4*q*r^2*x^2-3988*a^2*c^2*g*q^2+250*a^3*b*p^2*r^3-214*a^3*b*p*r^4+49500*a ^2*c^2*g*q+892*a^3*c^2*p*r^3+217*a*c*g^5*p*r+109*a*c*g^5*q*r+572*a*b*p^5*q*r+ 1128*a*b*p^4*q^2*r+820*a*b*p^3*q^3*r+194*a*b*p^2*q^4*r+2116*b^4*p*q*r^2*x^2+ 26500*b^3*c^2*p*r^2*x^2+25940*b^3*c^2*q*r^2*x^2+12106*b^3*c*p^2*r^2*x^2+9932*b^ 3*c*p*r^3*x^2+11116*b^3*c*q^2*r^2*x^2+674*a^3*g*p^2*r^3*x+4175*a^3*g*p^2*r^2*x^ 2+566*a^3*g*p*r^4*x+2197*a^3*g*p*r^3*x^2+3750*a^3*g*q^2*r^2*x^2+3536*a^3*g*q*r^ 3*x^2-442*a^3*p^2*q*r^3*x+4160*a^3*p^2*q*r^2*x^2-654*a^3*p*q^2*r^3*x+4654*a^3*p *q^2*r^2*x^2+414*a^3*p*q*r^4*x+3044*a^3*p*q*r^3*x^2+758*a*b*c*g^4*r^2+224*a*b*c *g^3*r^3-637*a*b*c*g^2*r^4-8500*a^2*c*g^3*p*q-302*a*b*c*g*r^5+1402*a*b*c*p^5*r+ 9867*c^2*g^2*p*q*r^2+23329*c^2*g^2*p*r^2*x+16372*c^2*g*p^2*q*r^2+12101*c^2*g*p^ 2*r^2*x+8485*c^2*g*p*q^2*r^2+7171*c^2*g*p*q*r^3-18994*c^2*g*p*r^3*x-70273*c^2*g *p*r^2*x^2-70273*c^2*g*q*r^2*x^2+11589*c^2*p^2*q*r^2*x+12495*c^2*p*q^2*r^2*x-\ 17730*c^2*p*q*r^3*x-70006*c^2*p*q*r^2*x^2+1981*b*p^2*q^2*r^2*x-3569*b*p^2*q*r^3 *x-13310*b*p^2*q*r^2*x^2-2425*b*p*q^2*r^3*x-11947*b*p*q^2*r^2*x^2-1109*b*p*q*r^ 4*x-1150*b*p*q*r^3*x^2+20456*c^3*g*p*q*r^2+43716*c^3*g*p*r^2*x+35104*c^3*p*q*r^ 2*x-1728*x-140*p+8*a+440*b-840*r-312*r^4*x+312*r^4*x^2-24*r^5*x^2+4176*r*x+3720 *r^2*x^2-4176*r*x^2+76870*a*b*c^2*q^2*r^2*x^2+55934*a*b*c^2*q*r^3*x^2-636*a*b*c *p^3*r^3*x+20290*a*b*c*p^3*r^2*x^2+2412*a*b*c*p^2*r^4*x+17530*a*b*c*p^2*r^3*x^2 +812*a*b*c*p*r^5*x+1424*a*b*c*p*r^4*x^2+20290*a*b*c*q^3*r^2*x^2+17530*a*b*c*q^2 *r^3*x^2+1424*a*b*c*q*r^4*x^2-1005*a*b*g^2*p^2*r^3*x+8655*a*b*g^2*p^2*r^2*x^2+ 643*a*b*g^2*p*r^4*x+6783*a*b*g^2*p*r^3*x^2+36240*p*a*b^2*c*q+1728*x^2+788*r^2+ 664*a*c*g*p^5*r+28*a*c*g*q^5*r+1196*a*c*p^5*q*r+1414*a*b^2*g^3*p+1132*a*b^2*g^3 *q-40*b^4*g^3*p+7551*a^2*c*p^3*q^2*r+4895*a^2*c*p^2*q^3*r+1086*a^2*c*p*q^4*r+ 1749*a^2*c*g^3*q^2*r+5235*a^2*c*g^2*p^3*r+1611*a^2*c*g^2*q^3*r+2497*a^2*c*g*p^4 *r+550*a^2*c*g*q^4*r+4093*a^2*c*p^4*q*r+9196*a^2*c^2*p*q^3*r+1106*a^2*c*g^4*p*r +696*a^2*c*g^4*q*r+4121*a^2*c*g^3*p^2*r+21084*a^2*c^2*p^3*q*r+24552*a^2*c^2*p^2 *q^2*r+21192*a^2*c^2*g^2*p^2*r+9396*a^2*c^2*g^2*q^2*r+17126*a^2*c^2*g*p^3*r+ 5276*a^2*c^2*g*q^3*r+45580*a^2*c^3*g*p^2*r+20492*a^2*c^3*g*q^2*r+49544*a^2*c^3* p^2*q*r+33092*a^2*c^3*p*q^2*r+9038*a^2*c^2*g^3*p*r+5862*a^2*c^2*g^3*q*r+8655*a* b*g^2*q^2*r^2*x^2+6783*a*b*g^2*q*r^3*x^2-170*a*b*g*p^3*r^3*x+7144*a*b*g*p^3*r^2 *x^2+808*a*b*g*p^2*r^4*x+6198*a*b*g*p^2*r^3*x^2+272*a*b*g*p*r^5*x+532*a*b*g*p*r ^4*x^2+7144*a*b*g*q^3*r^2*x^2+6198*a*b*g*q^2*r^3*x^2+532*a*b*g*q*r^4*x^2-460*a* b*p^3*q*r^3*x+8104*a*b*p^3*q*r^2*x^2-342*a*b*p^2*q^2*r^3*x+12650*a*b*p^2*q^2*r^ 2*x^2+825*a*b*p^2*q*r^4*x+7039*a*b*p^2*q*r^3*x^2+8104*a*b*p*q^3*r^2*x^2+7039*a* b*p*q^2*r^3*x^2+486*a*b*p*q*r^4*x^2-10662*a*c^3*g*p*r^3*x+83816*a*c^3*g*p*r^2*x ^2+85056*a*c^3*g*q*r^2*x^2-8688*a*c^3*p*q*r^3*x+105736*a*c^3*p*q*r^2*x^2-5652*a *c^2*g^2*p*r^3*x+40250*a*c^2*g^2*p*r^2*x^2+41052*a*c^2*g^2*q*r^2*x^2-1933*a*c^2 *g*p^2*r^3*x+53215*a*c^2*g*p^2*r^2*x^2+5221*a*c^2*g*p*r^4*x+36115*a*c^2*g*p*r^3 *x^2+54339*a*c^2*g*q^2*r^2*x^2+39743*a*c^2*g*q*r^3*x^2-3683*a*c^2*p^2*q*r^3*x+ 63449*a*c^2*p^2*q*r^2*x^2-2173*a*c^2*p*q^2*r^3*x+64537*a*c^2*p*q^2*r^2*x^2+4950 *a*c^2*p*q*r^4*x+39492*a*c^2*p*q*r^3*x^2+4775*a*b^2*q^3*r^2*x^2+3761*a*b^2*q^2* r^3*x^2+174*a*b^2*q*r^4*x^2+103*a*b*p^4*r^3*x+1779*a*b*p^4*r^2*x^2+327*a*b*p^3* r^4*x+1477*a*b*p^3*r^3*x^2+153*a*b*p^2*r^5*x-69*a*b*p^2*r^4*x^2-246*a*b*p*r^5*x ^2+1779*a*b*q^4*r^2*x^2+1477*a*b*q^3*r^3*x^2-69*a*b*q^2*r^4*x^2-246*a*b*q*r^5*x ^2-7100*a*c^4*p*r^3*x+64000*a*c^4*p*r^2*x^2+64280*a*c^4*q*r^2*x^2+35208*a^2*c^4 *g*q*r+53664*a^2*c^4*p*q*r+32316*a^2*c^3*g^2*p*r+21340*a^2*c^3*g^2*q*r-358*r^3-\ 844*b^3*c*p*r^4*x^2-346*b^3*c*q^2*r^3*x^2-738*b^3*c*q*r^4*x^2+52840*a^2*c^4*g*p *r+2824*a*c*p^4*q^2*r+2472*a*c*p^3*q^3*r+836*a*c*p^2*q^4*r+76*a*c*p*q^5*r+66*a* g^5*p*q*r+417*a*g^4*p^2*q*r+220*a*g^4*p*q^2*r+912*a*g^3*p^3*q*r+947*a*g^3*p^2*q ^2*r+278*a*g^3*p*q^3*r+876*a*g^2*p^4*q*r+1511*a*g^2*p^3*q^2*r+857*a*g^2*p^2*q^3 *r+143*a*g^2*p*q^4*r+388*a*g*p^5*q*r+1005*a*g*p^4*q^2*r+898*a*g*p^3*q^3*r+298*a *g*p^2*q^4*r+24*a*g*p*q^5*r+186*g^3*p^4*q*r+274*g^3*p^3*q^2*r+128*g^3*p^2*q^3*r +14*g^3*p*q^4*r+548*b^3*g*p^2*r^3*x^2-274*b^3*g*p*r^4*x^2-301*b^3*g*q^2*r^3*x^2 -257*b^3*g*q*r^4*x^2+378*b^3*p^2*q*r^3*x^2+114*b^3*p*q^2*r^3*x^2-292*b^3*p*q*r^ 4*x^2+7148*b^2*c^3*p*r^3*x^2+5116*b^2*c^3*q*r^3*x^2+2702*b^2*c^2*p^2*r^3*x^2-\ 2718*b^2*c^2*p*r^4*x^2+196*b^2*c^2*q^2*r^3*x^2-2472*b^2*c^2*q*r^4*x^2+229*b^2*c *p^3*r^3*x^2-1065*b^2*c*p^2*r^4*x^2-336*b^2*c*p*r^5*x^2-623*b^2*c*q^3*r^3*x^2-\ 16688*a^2*b^2*c*g^2*p-851*b^2*c*q^2*r^4*x^2-234*b^2*c*q*r^5*x^2-36120*a^2*b^2*c *g*p^2+3096*a^2*b^2*c*g*p+457*b^2*g^2*p^2*r^3*x^2-294*b^2*g^2*p*r^4*x^2-120*b^2 *g^2*q^2*r^3*x^2-271*b^2*g^2*q*r^4*x^2+117*b^2*g*p^3*r^3*x^2-366*b^2*g*p^2*r^4* x^2-120*b^2*g*p*r^5*x^2-348*b^2*g*q^3*r^3*x^2-295*b^2*g*q^2*r^4*x^2-69*b^2*g*q* r^5*x^2+85*b^2*p^3*q*r^3*x^2+153*b^2*p^2*q^2*r^3*x^2-399*b^2*p^2*q*r^4*x^2-57*b ^2*p*q^3*r^3*x^2-342*b^2*p*q^2*r^4*x^2-108*b^2*p*q*r^5*x^2-5424*a^2*b^2*c*g*q^2 -14672*a^2*b^2*c*p*q^2+13392*a^2*b^2*c*g*q-3904*a^2*b^2*c*p*q-6080*a^2*b^2*c*g^ 2*q+6328*b*c^4*p*r^3*x^2+5248*b*c^4*q*r^3*x^2-35888*a^2*b^2*c*p^2*q+86248*c^2*g *b*a*p-19448*a*b*c^2*g^2*p-81136*c^2*g*b*a*p^2-18368*a*b*c^2*g^3*p-55104*a*b*c^ 2*g^2*p^2-55744*c^2*g*b*a*p^3-68816*a*c^3*b*g^2*p+2798*b*c^3*p^2*r^3*x^2-119736 *a*c^3*b*g*p^2-67672*a*c^3*b*g*p-3634*b*c^3*p*r^4*x^2+1010*b*c^3*q^2*r^3*x^2-\ 3534*b*c^3*q*r^4*x^2-115776*a*b*c^4*g*p+2174*a^2*g^2*p^3*q*r+2688*a^2*g^2*p^2*q ^2*r+993*a^2*g^2*p*q^3*r+1290*a^2*g*p^4*q*r+2588*a^2*g*p^3*q^2*r+1710*a^2*g*p^2 *q^3*r+370*a^2*g*p*q^4*r+32*a*b^5*c*g*r+160*a*b^5*c*p*r+16*a*b^5*g*p*r+1024*a*b ^4*c^2*g*r+2800*a*b^4*c^2*p*r+624*a*b^4*c^2*q*r+136*a*b^4*c*g^2*r+584*a*b^4*c*g *r^2+1624*a*b^4*c*p^2*r+1216*a*b^4*c*p*r^2+76*a*b^4*g^2*p*r+20*a*b^4*g^2*q*r+ 400*a*b^4*g*p^2*r+416*a*b^4*g*p*r^2+292*a*b^4*p^2*q*r+7520*a*b^3*c^3*g*r+15808* a*b^3*c^3*p*r+5664*a*b^3*c^3*q*r-44888*a*c^4*g^2*p-22976*a*c^4*g^2*q+2416*a*b^3 *c^2*g^2*r+5224*a*b^3*c^2*g*r^2+12688*a*b^3*c^2*p^2*r-70048*a*c^4*g*p^2-19272*a *c^4*g*q^2+1088*a*b^3*c^2*q^2*r-68608*a*c^4*p^2*q-36936*a*c^4*p*q^2+216*a*b^3*c *g^3*r+1560*a*b^3*c*g^2*r^2+224*a*b^3*c*g*r^3+4336*a*b^3*c*p^3*r-1720*a*b*g^3*p ^3-64*a*b*g^3*q^3-1804*a*b*g^2*p^4-16*a*b*g^2*q^4-792*a*b*g*p^5-1032*a*b*p^5*q+ 128*a*b^3*g^3*p*r-2008*a*b*p^4*q^2+52*a*b^3*g^3*q*r-1400*a*b*p^3*q^3+940*a*b^3* g^2*p^2*r-304*a*b*p^2*q^4+52*a*b^3*g^2*q^2*r-57424*a*c^5*g*p-29984*a*c^5*g*q-\ 52992*a*c^5*p*q-64*a*b*g^5*p-16*a*b*g^5*q+1348*a*b^3*g*p^3*r-652*a*b*g^4*p^2-64 *a*b*g^4*q^2-2496*a*b*c*p^5+1160*a*b^3*p^3*q*r+568*a*b^3*p^2*q^2*r-19232*a*b*c^ 4*q^2-9704*a*b*c^3*g^3-4576*a*b*c^3*q^3-1484*a*b*c^2*g^4-376*a*b*c^2*q^4+22320* a*b^2*c^4*g*r+39920*a*b^2*c^4*p*r-3*a*q^5*r^4*x^2-a*q^4*r^5*x^2-60*b^4*p^2*r^4* x^2-8*b^4*p*r^5*x^2-54*b^3*p^3*r^4*x^2-12*b^3*p^2*r^5*x^2+616*a*b^2*c*q^3+7908* a*b^2*c*q^2+3884*a*b^2*c*g^3+22096*a*b^2*c*g^2-17244*b^2*q*r*x-10980*b*q^2*r*x+ 8548*a*b*g*r-21*b^2*p^4*r^4*x^2-6*b^2*p^3*r^5*x^2+40*g^5*p^2*q*r+14*g^5*p*q^2*r +131*g^4*p^3*q*r+111*g^4*p^2*q^2*r+22*g^4*p*q^3*r+29*c*p^2*q^5*r+3*g^6*p*q*r+67 *c*g*p^6*r+139*c*p^6*q*r+404*c*p^5*q^2*r+448*c*p^4*q^3*r+205*c*p^3*q^4*r+22*c*g ^4*q^3*r+462*c*g^3*p^4*r+14*c*g^3*q^4*r+265*c*g^2*p^5*r+3*c*g^2*q^5*r-29*g*q*r^ 5-100*c*g*r^5-88*c*p*r^5-98*c*q*r^5-36*g*p*r^5-31*a*p*r^5+116*a*q^2*r^4-41*a*q* r^5+673*b^2*p^2*r^3+217*b^2*p*r^4-142*b*c*r^5+150*b*p^2*r^4-47*b*p*r^5-57*b*q*r ^5+135*b*c^2*p^3*r^3*x^2-2069*b*c^2*p^2*r^4*x^2-662*b*c^2*p*r^5*x^2-801*b*c^2*q ^3*r^3*x^2-1933*b*c^2*q^2*r^4*x^2-576*b*c^2*q*r^5*x^2+27922*c*g^2*p*r^2*x+29199 *c*g*p^2*r^2*x+2636*c*g*p*r^3*x+26644*c*p^2*q*r^2*x+21394*c*p*q^2*r^2*x+2064*c* p*q*r^3*x+8970*g^2*p*q*r^2*x+10134*g*p^2*q*r^2*x+7886*g*p*q^2*r^2*x+1276*g*p*q* r^3*x-151*b*c*p^4*r^3*x^2-489*b*c*p^3*r^4*x^2-197*b*c*p^2*r^5*x^2-319*b*c*q^4*r ^3*x^2-405*b*c*q^3*r^4*x^2-135*b*c*q^2*r^5*x^2-64736*b^2*a^2*c^2*g*p+78*r^4-\ 18860*a*b^2*c*p^3+21084*a*b^2*c*p^2-1560*r^3*x^2+1560*r^3*x-3720*r^2*x+2447*a*c ^2*g^4*p*r+1311*a*c^2*g^4*q*r+8710*a*c^2*g^3*p^2*r+2728*a*c^2*g^3*q^2*r+11616*a *c^2*g^2*p^3*r+2191*a*c^2*g^2*q^3*r+6288*a*c^2*g*p^4*r+656*a*c^2*g*q^4*r+7865*a *c^2*p^4*q*r+12571*a*c^2*p^3*q^2*r+7195*a*c^2*p^2*q^3*r+1356*a*c^2*p*q^4*r+6846 *b^3*c*q*r^3*x^2+3750*b^3*g*p^2*r^2*x^2+3536*b^3*g*p*r^3*x^2+4175*b^3*g*q^2*r^2 *x^2+2197*b^3*g*q*r^3*x^2-4936*a*b*c*p^2*q*r^3*x+61998*a*b*c*p^2*q*r^2*x^2-1064 *a*b*c*p*q^2*r^3*x+61998*a*b*c*p*q^2*r^2*x^2+4116*a*b*c*p*q*r^4*x+41532*a*b*c*p *q*r^3*x^2-2326*a*b*g^2*p*q*r^3*x+14412*a*b*g^2*p*q*r^2*x^2-2364*a*b*g*p^2*q*r^ 3*x+20156*a*b*g*p^2*q*r^2*x^2-720*a*b*g*p*q^2*r^3*x+20156*a*b*g*p*q^2*r^2*x^2+ 1374*a*b*g*p*q*r^4*x+15224*a*b*g*p*q*r^3*x^2-394*g*q-728*b*g-364*g^2-304*a^4*b^ 2*c*g*r^2-1504*a^4*b*c^2*g*r^2-280*a^4*b*c*g^2*r^2-968*a^4*b*c*g*r^3-2202*a^2*c *g^4*r^2*x-4133*a^2*c*g^4*r*x^2-1172*a^2*c*g^3*r^3*x+4351*a^2*c*g^3*r^2*x^2+ 1162*a^2*c*g^2*r^4*x+8989*a^2*c*g^2*r^3*x^2+532*a^2*c*g*r^5*x+946*a^2*c*g*r^4*x ^2-798*a^2*c*p^5*r*x+2415*a^2*c*p^4*r*x^2-666*a^2*c*q^5*r*x-517*a^2*c*q^4*r*x^2 -44736*a*b^3*c*g*p*q*r*x-206632*a*b^2*c^2*g*p*q*r*x-57800*a*b^2*c*g^2*p*q*r*x-\ 98968*a*b^2*c*g*p^2*q*r*x-63536*a*b^2*c*g*p*q^2*r*x-157156*a*b^2*c*g*p*q*r*x^2-\ 367584*a*b*c^3*g*p*q*r*x-166656*a*b*c^2*g^2*p*q*r*x-248620*a*b*c^2*g*p^2*q*r*x-\ 181376*a*b*c^2*g*p*q^2*r*x-252900*a*b*c^2*g*p*q*r*x^2-30072*a*b*c*g^3*p*q*r*x-\ 77426*a*b*c*g^2*p^2*q*r*x-55644*a*b*c*g^2*p*q^2*r*x-105418*a*b*c*g^2*p*q*r*x^2-\ 69860*a*b*c*g*p^3*q*r*x-86422*a*b*c*g*p^2*q^2*r*x-79089*a*b*c*g*p^2*q*r*x^2-\ 36120*a*b*c*g*p*q^3*r*x-79089*a*b*c*g*p*q^2*r*x^2+169040*a^2*b*c*g*p*q*r*x+ 145272*a*b^2*c*g*p*q*r*x+252900*a*b*c^2*g*p*q*r*x+105418*a*b*c*g^2*p*q*r*x-\ 31184*a^3*c*g*p*r^2*x-34264*a^3*c*p*q*r^2*x-10416*a^3*g*p*q*r^2*x-41664*a^2*b^2 *c*p*r^2*x-14672*a^2*b^2*p*q*r^2*x-113512*a^2*b*c^2*p*r^2*x+4214*a^2*b*c*g*p*r^ 3-54810*a^2*b*c*p^2*r^2*x+2828*a^2*b*c*p*q*r^3+388*b^4*c*p^2*q*r+20*b^4*g^2*p*q *r+104*b^4*g*p^2*q*r+7568*b^3*c^3*g*p*r+2144*b^3*c^3*g*q*r+5040*b^3*c^3*p*q*r-\ 325*g^4*p*r^2*x^2-325*g^4*q*r^2*x^2-892*g^3*p^3*r^2*x+30*g^3*p^2*q*r^3-602*g^3* p^2*r^3*x-399*g^3*p^2*r^2*x^2-30*g^3*p*r^4*x+675*g^3*p*r^3*x^2-399*g^3*q^2*r^2* x^2+675*g^3*q*r^3*x^2-772*g^2*p^4*r^2*x+35*g^2*p^3*q*r^3-524*g^2*p^3*r^3*x+226* g^2*p^3*r^2*x^2+6*g^2*p^2*q^2*r^3-82*g^2*p^2*q*r^4+26*g^2*p^2*r^4*x+1257*g^2*p^ 2*r^3*x^2+76*g^2*p*r^5*x+430*g^2*p*r^4*x^2-774*c*g^3*p*q*r^3*x+7282*c*g^3*p*q*r ^2*x^2-1145*c*g^2*p^2*q*r^3*x+14582*c*g^2*p^2*q*r^2*x^2-511*c*g^2*p*q^2*r^3*x+ 14582*c*g^2*p*q^2*r^2*x^2+960*c*g^2*p*q*r^4*x+9808*c*g^2*p*q*r^3*x^2-378*c*g*p^ 3*q*r^3*x+11573*c*g*p^3*q*r^2*x^2-504*c*g*p^2*q^2*r^3*x+17832*c*g*p^2*q^2*r^2*x ^2+1217*c*g*p^2*q*r^4*x+9664*c*g*p^2*q*r^3*x^2+320*c*g*p*q^3*r^3*x+11573*c*g*p* q^3*r^2*x^2+997*c*g*p*q^2*r^4*x+9664*c*g*p*q^2*r^3*x^2+336*c*g*p*q*r^5*x+708*c* g*p*q*r^4*x^2-37896*a^3*b*c*p*r^2*x-13072*a^3*b*p*q*r^2*x-36784*a^2*b*c*p*r^3*x -56056*a^2*b*c*p*r^2*x^2-68438*a^2*b*c*q*r^2*x^2+988*a*b*r+2612*a*c*r+1470*a*g* r+2940*a*p*r+270*a*q*r-1876*b*c*r-210*b*g*r+1044*b*p*r-352*c*g*r+3146*c*p*r-862 *c*q*r+1223*g*p*r-199*g*q*r+532*p*q*r+870*g^4*r*x^2+226*g^2*q^3*r^2*x^2+1257*g^ 2*q^2*r^3*x^2+430*g^2*q*r^4*x^2-288*g*p^5*r^2*x+12*g*p^4*q*r^3-163*g*p^4*r^3*x+ 436*g*p^4*r^2*x^2+11*g*p^3*q^2*r^3-67*g*p^3*q*r^4+71*g*p^3*r^4*x+874*g*p^3*r^3* x^2-44*g*p^2*q^3*r^3-94*g*p^2*q^2*r^4-40*g*p^2*q*r^5+64*g*p^2*r^5*x+249*g*p^2*r ^4*x^2+2*g*p*r^6*x-93*g*p*r^5*x^2+436*g*q^4*r^2*x^2+874*g*q^3*r^3*x^2+249*g*q^2 *r^4*x^2-93*g*q*r^5*x^2-325*p^5*q*r^2*x-816*p^4*q^2*r^2*x-303*p^4*q*r^3*x+174*p ^4*q*r^2*x^2-856*p^3*q^3*r^2*x-612*p^3*q^2*r^3*x+2*p^3*q^2*r^2*x^2-15*p^3*q*r^4 *x+841*p^3*q*r^3*x^2-372*p^2*q^3*r^3*x+2*p^2*q^3*r^2*x^2+24*p^2*q^2*r^4*x+1362* p^2*q^2*r^3*x^2+52*p^2*q*r^5*x+341*p^2*q*r^4*x^2+174*p*q^4*r^2*x^2+841*p*q^3*r^ 3*x^2+341*p*q^2*r^4*x^2-94*p*q*r^5*x^2-1024*b^2*c^5*g*r^2+5756*a^4*c*p*r^2+1680 *a^4*p*q*r^2-280*a^4*p*r^2*x-720*b^2*c^4*g^2*r^2+4062*a^3*b*p^2*r^2+2466*a^3*b* p*r^3-960*b^2*c^4*g*r^3+21848*a^3*c^2*p*r^2+10044*a^3*c*p^2*r^2-224*b^2*c^3*g^3 *r^2-568*b^2*c^3*g^2*r^3-264*b^2*c^3*g*r^4+3555*a^3*g*p^2*r^2+1651*a^3*g*p*r^3-\ 26*b^2*c^2*g^4*r^2+3198*a^3*p^2*q*r^2-2314*a^3*p^2*r^2*x+2408*a^3*p*q^2*r^2+ 1902*a^3*p*q*r^3-3620*a^3*p*r^3*x-8124*a^3*p*r^2*x^2-144*b^2*c^2*g^3*r^3-9812*a ^3*q*r^2*x^2-114*b^2*c^2*g^2*r^4-20*b^2*c^2*g*r^5+3656*a^2*b^2*p^2*r^2+2606*a^2 *b^2*p*r^3+3359*a^2*b*p^3*r^2+290*a^2*b*p*r^4-13*b^2*c*g^4*r^3-16*b^2*c*g^3*r^4 +39464*a^2*c^3*p*r^2-5*b^2*c*g^2*r^5+28280*a^2*c^2*p^2*r^2+14336*a^2*c^2*p*r^3+ 7831*a^2*c*p^3*r^2+4813*a^2*c*p^2*r^3+206*a^2*c*p*r^4+3337*a^2*g^2*p^2*r^2+1641 *a^2*g^2*p*r^3+2723*a^2*g*p^3*r^2+1491*a^2*g*p^2*r^3-19*a^2*g*p*r^4+2658*a^2*p^ 3*q*r^2-2648*a^2*p^3*r^2*x+2991*a^2*p^2*q^2*r^2+1936*a^2*p^2*q*r^3-3763*a^2*p^2 *r^3*x-6681*a^2*p^2*r^2*x^2+1149*a^2*p*q^3*r^2+1368*a^2*p*q^2*r^3+213*a^2*p*q*r ^4-902*a^2*p*r^4*x+878*a^2*p*r^3*x^2-10443*a^2*q^2*r^2*x^2-1662*a^2*q*r^3*x^2+ 2167*a*b^2*p^3*r^2+1709*a*b^2*p^2*r^3+99*a*b^2*p*r^4+1279*a*b*p^4*r^2+1061*a*b* p^3*r^3+120*a*b*p^2*r^4-96*a*b*p*r^5+33328*a*c^4*p*r^2+32882*a*c^3*p^2*r^2+ 15932*a*c^3*p*r^3+14647*a*c^2*p^3*r^2+9147*a*c^2*p^2*r^3+409*a*c^2*p*r^4-1280*b *c^6*g*r^2+2833*a*c*p^4*r^2+1931*a*c*p^3*r^3-68*a*c*p^2*r^4-310*a*c*p*r^5-1200* b*c^5*g^2*r^2-1520*b*c^5*g*r^3-560*b*c^4*g^3*r^2-1200*b*c^4*g^2*r^3-600*b*c^4*g *r^4-5672*c*g^3*p^2*r^2*x+43*c*g^3*p*q*r^3-3270*c*g^3*p*r^3*x-4753*c*g^3*p*r^2* x^2-4753*c*g^3*q*r^2*x^2-7733*c*g^2*p^3*r^2*x+219*c*g^2*p^2*q*r^3-5520*c*g^2*p^ 2*r^3*x-4405*c*g^2*p^2*r^2*x^2-98*c*g^2*p*q^2*r^3-397*c*g^2*p*q*r^4-402*c*g^2*p *r^4*x+5576*c*g^2*p*r^3*x^2-4405*c*g^2*q^2*r^2*x^2+5576*c*g^2*q*r^3*x^2+1056*a^ 5+3*p*r^6*x-1360*b^2*p*q-50*p*r^5*x^2-2502*b^2*g*q+468*b^3*g*c-260*q^4*r^2*x^2+ 355*q^3*r^3*x^2+2166*q^2*b*c^2+305*q^2*r^4*x^2+3988*b^3*a*r-50*q*r^5*x^2+2608*a *b*g^3-6828*q*b^2*c+6936*a^2*b*g^2+1012*b^3*a*g+8236*a^3*b*g+310*p^4*r^2*x-280* b^4*g*p^2*q+24196*a^2*c*r^2*x+13934*a^2*p*r^2*x+6882*a^2*q*r^2*x-2348*a^2*b*c*g *p*r^4*x^2-2640*a^2*b*c*g*q*r^4*x^2-2820*a^2*b*c*p*q*r^4*x^2+7776*a*b*r^3*x+ 28908*a*c^2*r^2*x+16200*a*c*r^3*x+5456*a*g*r^3*x+9824*a*p^2*r^2*x+3352*a*p*r^3* x+5162*a*q^2*r^2*x+4964*a*q*r^3*x+8764*b^2*c*r^2*x+4722*b^2*p*r^2*x+6638*b^2*q* r^2*x+13660*b*c^2*r^2*x+15144*b*c*r^3*x+4952*b*g*r^3*x+7994*b*p^2*r^2*x+4748*b* p*r^3*x+5104*b*q^2*r^2*x+3240*b*q*r^3*x+13376*c^2*g*r^2*x+29218*c^2*p*r^2*x+ 16658*c^2*q*r^2*x+7344*c*g^2*r^2*x+11536*c*g*r^3*x+16826*c*p^2*r^2*x+8796*c*p*r ^3*x+8846*c*q^2*r^2*x+8680*c*q*r^3*x+4153*g^2*p*r^2*x+2679*g^2*q*r^2*x+6602*g*p ^2*r^2*x+3202*g*p*r^3*x+3596*g*q^2*r^2*x+3084*g*q*r^3*x+5077*p^2*q*r^2*x+3405*p *q^2*r^2*x+2954*p*q*r^3*x-64*b^4*g^2*p*q-2*r^5+17352*b^2*c^3*p^2*q*r+6020*b^2*c ^3*p*q^2*r+2956*b^2*c^2*g^3*p*r+868*b^2*c^2*g^3*q*r+10016*b^2*c^2*g^2*p^2*r+982 *b^2*c^2*g^2*q^2*r+10956*b^2*c^2*g*p^3*r+260*b^2*c^2*g*q^3*r+9060*b^2*c^2*p^3*q *r+5538*b^2*c^2*p^2*q^2*r+736*b^2*c^2*p*q^3*r+261*b^2*c*g^4*p*r+49*b^2*c*g^4*q* r+1806*b^2*c*g^3*p^2*r+106*b^2*c*g^3*q^2*r+3466*b^2*c*g^2*p^3*r+49*b^2*c*g^2*q^ 3*r+2552*b^2*c*g*p^4*r+2235*b^2*c*p^4*q*r+2137*b^2*c*p^3*q^2*r+537*b^2*c*p^2*q^ 3*r-4800*a^3*b*c^3*g*r^2-1816*a^3*b*c^2*g^2*r^2-3816*a^3*b*c^2*g*r^3-224*a^3*b* c*g^3*r^2-1156*a^3*b*c*g^2*r^3-788*a^3*b*c*g*r^4-758*a^2*r^3+236*a*r^4-582*b^2* r^3+254*b*r^4-3308*c^3*r^2-3574*c^2*r^3+510*c*r^4-362*g^2*r^3+181*g*r^4-659*p^3 *r^2-103*p^2*r^3+152*p*r^4-137*q^2*r^3+161*q*r^4-182*a^2*r^2-948*a*r^3+906*b^2* r^2-918*b*r^3+9136*c^3*r+4700*c^2*r^2-1990*c*r^3+324*g^2*r^2-699*g*r^3+331*p^3* r-567*p^2*r^2-540*p*r^3+158*q^2*r^2-561*q*r^3-1184*a*q^2-5296*b^2*c-1952*b^2*p-\ 220*b^2*r-2210*c*q^2-898*g^2*q-886*g*q^2-614*p*q^2+95*q^2*r-171*q^3*r^2+327*q^3 *r-2272*b^2*q-1410*b*q^2-138*c^2*r^5-8*a*r^6-5*p*r^6-12*p^2*r^5-20*a^2*r^5-2*b* r^6-2*q*r^6-20*q^2*r^5-10*c*r^6-3*g*r^6-31440*a^3*b*c^2*g*q-66144*a^3*b*c^2*p*q +271*g*p*q*r^4+1118*a*c*q*r^4+406*a*g*q*r^4+1070*a*p*q^2*r^3+1775*a^2*b*q*r^3+ 1676*a*b^2*p*r^3+1748*a*b*c*r^4+601*a*b*g*r^4+621*a*b*p*r^4+428*a*b*q*r^4-34266 *b*g*a*c*r*p-8832*r^2*q*p*g*a*c-19176*r^2*p*b*a*c*g-24118*q*b*a*c*r*p-27563*q*p *g*a*c*r-3537*q*b*a*c*r*g-8684*q*b*c*r*g*p-6839*q*b*p*r*g*a-12621*q*b*r^2*a*c*g -7595*q*b*r^2*p*c*g-5990*q*b*r^2*p*a*g-12938*q*b*r^2*p*c*a-63456*c^3*g*b*p^2*q-\ 24924*c^3*g*b*p*q^2-34272*b*c^3*g^2*p*q-28868*c^3*g*b*p*q-460*p^3*r^3*x-350*p^2 *r^4*x+35*p*r^5*x-23232*a*b^2*c^5+49*b^2*g^4*p*q*r+456*b^2*g^3*p^2*q*r+106*b^2* g^3*p*q^2*r+980*b^2*g^2*p^3*q*r+549*b^2*g^2*p^2*q^2*r+49*b^2*g^2*p*q^3*r+780*b^ 2*g*p^4*q*r+734*b^2*g*p^3*q^2*r+174*b^2*g*p^2*q^3*r+131*g^2*p^5*q*r+297*g^2*p^4 *q^2*r+232*g^2*p^3*q^3*r+62*g^2*p^2*q^4*r+3*g^2*p*q^5*r+46*g*p^6*q*r+148*g*p^5* q^2*r-12252*a^2*b*c*g*p*r^3*x+52172*a^2*b*c*g*p*r^2*x^2+50860*a^2*b*c*g*q*r^2*x ^2-10244*a^2*b*c*p*q*r^3*x+68592*a^2*b*c*p*q*r^2*x^2-4472*a^2*b*g*p*q*r^3*x+ 20570*a^2*b*g*p*q*r^2*x^2-7316*a^2*c*g*p*q*r^3*x+47404*a^2*c*g*p*q*r^2*x^2-\ 10640*a*b^2*c*g*p*r^3*x+50860*a*b^2*c*g*p*r^2*x^2+52172*a*b^2*c*g*q*r^2*x^2-\ 5236*a*b^2*c*p*q*r^3*x+68592*a*b^2*c*p*q*r^2*x^2-5490*b*r^2*a^3+1397*r^2*p^3*a^ 2-712*r^2*p^3*a-2416*r^2*p^2*a^2-4096*a^3*r^2*g-1142*r^2*p^3*b+355*r^2*p^4*g+ 482*r^3*p^3*g+1350*a^2*r^4*c+443*a^2*r^4*g-19184*a^2*c^3*r-1850*a^4*g*r-3664*b* c^4*r+414*g^3*r^3*a-680*r^2*q^2*a^3-4264*c^3*g^2*r+1390*r^2*p^2*a^3-4034*r^2*c^ 3*g^2+1538*p*a^3*r^3+591*r^2*p^4*a+1635*p^2*a^2*r^3-1182*q^2*a^3*r-4158*r^2*p*c ^4-17919*r^2*p*c^3-3368*r^2*q*a^3-10652*r^2*a*c^4-26674*r^2*a^2*c^2-26908*r^2*a *c^3+3324*a^3*r^3*c-482*r^3*b^2*c-1746*r^3*b*c^2-222*r^3*b^2*p-1159*r^3*c^2*g+ 91*r^3*q^2*a+85*r^3*q^2*p+956*r^3*p^2*c-413*r^3*q*c^2+271*r^3*q^2*c+676*r^3*p^2 *a+393*r^3*p^2*g-236*r^3*a^2*c+45*r^3*p*g^2-1488*r^3*a*c^2+276*r^3*p*c^2+211*r^ 3*q*p^2+290*r^3*p^2*b-207*r^3*q*a^2-184*r^3*c*g^2+633*r^4*q*c+584*r^4*b*a+1000* r^4*b*c+373*r^4*b*p+394*r^4*q*a+250*r^4*q*p-6*r^3*q*g^2+829*r^4*p*c+418*r^4*p*a +1364*r^4*a*c+842*r^4*c*g+496*r^4*a*g+310*r^4*p*g+7998*r^3*a*c^3+6344*p*c^3*r^3 +2280*r^3*c^2*g^2+1319*p^3*c*r^3+384*p^2*c*r^4: # cf5Qcp:=coeff(Qcp,dx,5): cf5Qcp:= -x^3*(x-1)^3*(8*a^4*c*x+4*a^4*p*x+4*a^4*q*x+8*a^4*r*x+32*a^3*b*c*x+ 16*a^3*b*p*x+16*a^3*b*q*x+32*a^3*b*r*x+64*a^3*c^2*x+24*a^3*c*g*x+56*a^3*c*p*x+ 56*a^3*c*q*x+88*a^3*c*r*x+12*a^3*g*p*x+12*a^3*g*q*x+24*a^3*g*r*x+12*a^3*p^2*x+ 24*a^3*p*q*x+36*a^3*p*r*x+12*a^3*q^2*x+36*a^3*q*r*x+24*a^3*r^2*x+48*a^2*b^2*c*x +24*a^2*b^2*p*x+24*a^2*b^2*q*x+48*a^2*b^2*r*x+192*a^2*b*c^2*x+72*a^2*b*c*g*x+ 168*a^2*b*c*p*x+168*a^2*b*c*q*x+264*a^2*b*c*r*x+36*a^2*b*g*p*x+36*a^2*b*g*q*x+ 72*a^2*b*g*r*x+36*a^2*b*p^2*x+72*a^2*b*p*q*x+108*a^2*b*p*r*x+36*a^2*b*q^2*x+108 *a^2*b*q*r*x+72*a^2*b*r^2*x+176*a^2*c^3*x+140*a^2*c^2*g*x+224*a^2*c^2*p*x+224*a ^2*c^2*q*x+328*a^2*c^2*r*x+26*a^2*c*g^2*x+122*a^2*c*g*p*x+122*a^2*c*g*q*x+192*a ^2*c*g*r*x+94*a^2*c*p^2*x+188*a^2*c*p*q*x+264*a^2*c*p*r*x+94*a^2*c*q^2*x+264*a^ 2*c*q*r*x+170*a^2*c*r^2*x+13*a^2*g^2*p*x+13*a^2*g^2*q*x+26*a^2*g^2*r*x+26*a^2*g *p^2*x+52*a^2*g*p*q*x+78*a^2*g*p*r*x+26*a^2*g*q^2*x+78*a^2*g*q*r*x+52*a^2*g*r^2 *x+13*a^2*p^3*x+39*a^2*p^2*q*x+52*a^2*p^2*r*x+39*a^2*p*q^2*x+104*a^2*p*q*r*x+65 *a^2*p*r^2*x+13*a^2*q^3*x+52*a^2*q^2*r*x+65*a^2*q*r^2*x+26*a^2*r^3*x+32*a*b^3*c *x+16*a*b^3*p*x+16*a*b^3*q*x+32*a*b^3*r*x+192*a*b^2*c^2*x+72*a*b^2*c*g*x+168*a* b^2*c*p*x+168*a*b^2*c*q*x+264*a*b^2*c*r*x+36*a*b^2*g*p*x+36*a*b^2*g*q*x+72*a*b^ 2*g*r*x+36*a*b^2*p^2*x+72*a*b^2*p*q*x+108*a*b^2*p*r*x+36*a*b^2*q^2*x+108*a*b^2* q*r*x+72*a*b^2*r^2*x+352*a*b*c^3*x+280*a*b*c^2*g*x+448*a*b*c^2*p*x+448*a*b*c^2* q*x+656*a*b*c^2*r*x+52*a*b*c*g^2*x+244*a*b*c*g*p*x+244*a*b*c*g*q*x+384*a*b*c*g* r*x+188*a*b*c*p^2*x+376*a*b*c*p*q*x+528*a*b*c*p*r*x+188*a*b*c*q^2*x+528*a*b*c*q *r*x+340*a*b*c*r^2*x+26*a*b*g^2*p*x+26*a*b*g^2*q*x+52*a*b*g^2*r*x+52*a*b*g*p^2* x+104*a*b*g*p*q*x+156*a*b*g*p*r*x+52*a*b*g*q^2*x+156*a*b*g*q*r*x+104*a*b*g*r^2* x+26*a*b*p^3*x+78*a*b*p^2*q*x+104*a*b*p^2*r*x+78*a*b*p*q^2*x+208*a*b*p*q*r*x+ 130*a*b*p*r^2*x+26*a*b*q^3*x+104*a*b*q^2*r*x+130*a*b*q*r^2*x+52*a*b*r^3*x+200*a *c^4*x+248*a*c^3*g*x+336*a*c^3*p*x+336*a*c^3*q*x+480*a*c^3*r*x+98*a*c^2*g^2*x+ 314*a*c^2*g*p*x+314*a*c^2*g*q*x+460*a*c^2*g*r*x+210*a*c^2*p^2*x+420*a*c^2*p*q*x +576*a*c^2*p*r*x+210*a*c^2*q^2*x+576*a*c^2*q*r*x+366*a*c^2*r^2*x+12*a*c*g^3*x+ 85*a*c*g^2*p*x+85*a*c*g^2*q*x+134*a*c*g^2*r*x+131*a*c*g*p^2*x+262*a*c*g*p*q*x+ 368*a*c*g*p*r*x+131*a*c*g*q^2*x+368*a*c*g*q*r*x+237*a*c*g*r^2*x+58*a*c*p^3*x+ 174*a*c*p^2*q*x+228*a*c*p^2*r*x+174*a*c*p*q^2*x+456*a*c*p*q*r*x+282*a*c*p*r^2*x +58*a*c*q^3*x+228*a*c*q^2*r*x+282*a*c*q*r^2*x+112*a*c*r^3*x+6*a*g^3*p*x+6*a*g^3 *q*x+12*a*g^3*r*x+18*a*g^2*p^2*x+36*a*g^2*p*q*x+54*a*g^2*p*r*x+18*a*g^2*q^2*x+ 54*a*g^2*q*r*x+36*a*g^2*r^2*x+18*a*g*p^3*x+54*a*g*p^2*q*x+72*a*g*p^2*r*x+54*a*g *p*q^2*x+144*a*g*p*q*r*x+90*a*g*p*r^2*x+18*a*g*q^3*x+72*a*g*q^2*r*x+90*a*g*q*r^ 2*x+36*a*g*r^3*x+6*a*p^4*x+24*a*p^3*q*x+30*a*p^3*r*x+36*a*p^2*q^2*x+90*a*p^2*q* r*x+54*a*p^2*r^2*x+24*a*p*q^3*x+90*a*p*q^2*r*x+108*a*p*q*r^2*x+42*a*p*r^3*x+6*a *q^4*x+30*a*q^3*r*x+54*a*q^2*r^2*x+42*a*q*r^3*x+12*a*r^4*x+8*b^4*c*x+4*b^4*p*x+ 4*b^4*q*x+8*b^4*r*x+64*b^3*c^2*x+24*b^3*c*g*x+56*b^3*c*p*x+56*b^3*c*q*x+88*b^3* c*r*x+12*b^3*g*p*x+12*b^3*g*q*x+24*b^3*g*r*x+12*b^3*p^2*x+24*b^3*p*q*x+36*b^3*p *r*x+12*b^3*q^2*x+36*b^3*q*r*x+24*b^3*r^2*x+176*b^2*c^3*x+140*b^2*c^2*g*x+224*b ^2*c^2*p*x+224*b^2*c^2*q*x+328*b^2*c^2*r*x+26*b^2*c*g^2*x+122*b^2*c*g*p*x+122*b ^2*c*g*q*x+192*b^2*c*g*r*x+94*b^2*c*p^2*x+188*b^2*c*p*q*x+264*b^2*c*p*r*x+94*b^ 2*c*q^2*x+264*b^2*c*q*r*x+170*b^2*c*r^2*x+13*b^2*g^2*p*x+13*b^2*g^2*q*x+26*b^2* g^2*r*x+26*b^2*g*p^2*x+52*b^2*g*p*q*x+78*b^2*g*p*r*x+26*b^2*g*q^2*x+78*b^2*g*q* r*x+52*b^2*g*r^2*x+13*b^2*p^3*x+39*b^2*p^2*q*x+52*b^2*p^2*r*x+39*b^2*p*q^2*x+ 104*b^2*p*q*r*x+65*b^2*p*r^2*x+13*b^2*q^3*x+52*b^2*q^2*r*x+65*b^2*q*r^2*x+26*b^ 2*r^3*x+200*b*c^4*x+248*b*c^3*g*x+336*b*c^3*p*x+336*b*c^3*q*x+480*b*c^3*r*x+98* b*c^2*g^2*x+314*b*c^2*g*p*x+314*b*c^2*g*q*x+460*b*c^2*g*r*x+210*b*c^2*p^2*x+420 *b*c^2*p*q*x+576*b*c^2*p*r*x+210*b*c^2*q^2*x+576*b*c^2*q*r*x+366*b*c^2*r^2*x+12 *b*c*g^3*x+85*b*c*g^2*p*x+85*b*c*g^2*q*x+134*b*c*g^2*r*x+131*b*c*g*p^2*x+262*b* c*g*p*q*x+368*b*c*g*p*r*x+131*b*c*g*q^2*x+368*b*c*g*q*r*x+237*b*c*g*r^2*x+58*b* c*p^3*x+174*b*c*p^2*q*x+228*b*c*p^2*r*x+174*b*c*p*q^2*x+456*b*c*p*q*r*x+282*b*c *p*r^2*x+58*b*c*q^3*x+228*b*c*q^2*r*x+282*b*c*q*r^2*x+112*b*c*r^3*x+6*b*g^3*p*x +6*b*g^3*q*x+12*b*g^3*r*x+18*b*g^2*p^2*x+36*b*g^2*p*q*x+54*b*g^2*p*r*x+18*b*g^2 *q^2*x+54*b*g^2*q*r*x+36*b*g^2*r^2*x+18*b*g*p^3*x+54*b*g*p^2*q*x+72*b*g*p^2*r*x +54*b*g*p*q^2*x+144*b*g*p*q*r*x+90*b*g*p*r^2*x+18*b*g*q^3*x+72*b*g*q^2*r*x+90*b *g*q*r^2*x+36*b*g*r^3*x+6*b*p^4*x+24*b*p^3*q*x+30*b*p^3*r*x+36*b*p^2*q^2*x+90*b *p^2*q*r*x+54*b*p^2*r^2*x+24*b*p*q^3*x+90*b*p*q^2*r*x+108*b*p*q*r^2*x+42*b*p*r^ 3*x+6*b*q^4*x+30*b*q^3*r*x+54*b*q^2*r^2*x+42*b*q*r^3*x+12*b*r^4*x+80*c^5*x+136* c^4*g*x+168*c^4*p*x+168*c^4*q*x+240*c^4*r*x+84*c^3*g^2*x+228*c^3*g*p*x+228*c^3* g*q*x+328*c^3*g*r*x+140*c^3*p^2*x+280*c^3*p*q*x+384*c^3*p*r*x+140*c^3*q^2*x+384 *c^3*q*r*x+244*c^3*r^2*x+22*c^2*g^3*x+106*c^2*g^2*p*x+106*c^2*g^2*q*x+156*c^2*g ^2*r*x+142*c^2*g*p^2*x+284*c^2*g*p*q*x+392*c^2*g*p*r*x+142*c^2*g*q^2*x+392*c^2* g*q*r*x+250*c^2*g*r^2*x+58*c^2*p^3*x+174*c^2*p^2*q*x+228*c^2*p^2*r*x+174*c^2*p* q^2*x+456*c^2*p*q*r*x+282*c^2*p*r^2*x+58*c^2*q^3*x+228*c^2*q^2*r*x+282*c^2*q*r^ 2*x+112*c^2*r^3*x+2*c*g^4*x+19*c*g^3*p*x+19*c*g^3*q*x+30*c*g^3*r*x+44*c*g^2*p^2 *x+88*c*g^2*p*q*x+124*c*g^2*p*r*x+44*c*g^2*q^2*x+124*c*g^2*q*r*x+80*c*g^2*r^2*x +39*c*g*p^3*x+117*c*g*p^2*q*x+154*c*g*p^2*r*x+117*c*g*p*q^2*x+308*c*g*p*q*r*x+ 191*c*g*p*r^2*x+39*c*g*q^3*x+154*c*g*q^2*r*x+191*c*g*q*r^2*x+76*c*g*r^3*x+12*c* p^4*x+48*c*p^3*q*x+60*c*p^3*r*x+72*c*p^2*q^2*x+180*c*p^2*q*r*x+108*c*p^2*r^2*x+ 48*c*p*q^3*x+180*c*p*q^2*r*x+216*c*p*q*r^2*x+84*c*p*r^3*x+12*c*q^4*x+60*c*q^3*r *x+108*c*q^2*r^2*x+84*c*q*r^3*x+24*c*r^4*x+g^4*p*x+g^4*q*x+2*g^4*r*x+4*g^3*p^2* x+8*g^3*p*q*x+12*g^3*p*r*x+4*g^3*q^2*x+12*g^3*q*r*x+8*g^3*r^2*x+6*g^2*p^3*x+18* g^2*p^2*q*x+24*g^2*p^2*r*x+18*g^2*p*q^2*x+48*g^2*p*q*r*x+30*g^2*p*r^2*x+6*g^2*q ^3*x+24*g^2*q^2*r*x+30*g^2*q*r^2*x+12*g^2*r^3*x+4*g*p^4*x+16*g*p^3*q*x+20*g*p^3 *r*x+24*g*p^2*q^2*x+60*g*p^2*q*r*x+36*g*p^2*r^2*x+16*g*p*q^3*x+60*g*p*q^2*r*x+ 72*g*p*q*r^2*x+28*g*p*r^3*x+4*g*q^4*x+20*g*q^3*r*x+36*g*q^2*r^2*x+28*g*q*r^3*x+ 8*g*r^4*x+p^5*x+5*p^4*q*x+6*p^4*r*x+10*p^3*q^2*x+24*p^3*q*r*x+14*p^3*r^2*x+10*p ^2*q^3*x+36*p^2*q^2*r*x+42*p^2*q*r^2*x+16*p^2*r^3*x+5*p*q^4*x+24*p*q^3*r*x+42*p *q^2*r^2*x+32*p*q*r^3*x+9*p*r^4*x+q^5*x+6*q^4*r*x+14*q^3*r^2*x+16*q^2*r^3*x+9*q *r^4*x+2*r^5*x-4*a^4*p-4*a^4*r+8*a^4*x-8*a^3*b*c-16*a^3*b*p-16*a^3*b*r+32*a^3*b *x-16*a^3*c^2-4*a^3*c*g-40*a^3*c*p-8*a^3*c*q-40*a^3*c*r+172*a^3*c*x-12*a^3*g*p-\ 12*a^3*g*r+24*a^3*g*x-12*a^3*p^2-12*a^3*p*q-24*a^3*p*r+78*a^3*p*x-12*a^3*q*r+78 *a^3*q*x-12*a^3*r^2+132*a^3*r*x-24*a^2*b^2*c-24*a^2*b^2*p-24*a^2*b^2*r+48*a^2*b ^2*x-80*a^2*b*c^2-28*a^2*b*c*g-128*a^2*b*c*p-32*a^2*b*c*q-128*a^2*b*c*r+516*a^2 *b*c*x-36*a^2*b*g*p-36*a^2*b*g*r+72*a^2*b*g*x-36*a^2*b*p^2-36*a^2*b*p*q-72*a^2* b*p*r+234*a^2*b*p*x-36*a^2*b*q*r+234*a^2*b*q*x-36*a^2*b*r^2+396*a^2*b*r*x-64*a^ 2*c^3-48*a^2*c^2*g-152*a^2*c^2*p-48*a^2*c^2*q-152*a^2*c^2*r+780*a^2*c^2*x-8*a^2 *c*g^2-90*a^2*c*g*p-20*a^2*c*g*q-90*a^2*c*g*r+378*a^2*c*g*x-84*a^2*c*p^2-92*a^2 *c*p*q-168*a^2*c*p*r+672*a^2*c*p*x-8*a^2*c*q^2-92*a^2*c*q*r+672*a^2*c*q*x-84*a^ 2*c*r^2+1014*a^2*c*r*x-13*a^2*g^2*p-13*a^2*g^2*r+26*a^2*g^2*x-26*a^2*g*p^2-26*a ^2*g*p*q-52*a^2*g*p*r+171*a^2*g*p*x-26*a^2*g*q*r+171*a^2*g*q*x-26*a^2*g*r^2+290 *a^2*g*r*x-13*a^2*p^3-26*a^2*p^2*q-39*a^2*p^2*r+143*a^2*p^2*x-13*a^2*p*q^2-52*a ^2*p*q*r+286*a^2*p*q*x-39*a^2*p*r^2+411*a^2*p*r*x-13*a^2*q^2*r+143*a^2*q^2*x-26 *a^2*q*r^2+411*a^2*q*r*x-13*a^2*r^3+268*a^2*r^2*x-24*a*b^3*c-16*a*b^3*p-16*a*b^ 3*r+32*a*b^3*x-112*a*b^2*c^2-44*a*b^2*c*g-136*a*b^2*c*p-40*a*b^2*c*q-136*a*b^2* c*r+516*a*b^2*c*x-36*a*b^2*g*p-36*a*b^2*g*r+72*a*b^2*g*x-36*a*b^2*p^2-36*a*b^2* p*q-72*a*b^2*p*r+234*a*b^2*p*x-36*a*b^2*q*r+234*a*b^2*q*x-36*a*b^2*r^2+396*a*b^ 2*r*x-176*a*b*c^3-140*a*b*c^2*g-328*a*b*c^2*p-120*a*b*c^2*q-328*a*b*c^2*r+1560* a*b*c^2*x-26*a*b*c*g^2-192*a*b*c*g*p-52*a*b*c*g*q-192*a*b*c*g*r+756*a*b*c*g*x-\ 170*a*b*c*p^2-188*a*b*c*p*q-340*a*b*c*p*r+1344*a*b*c*p*x-18*a*b*c*q^2-188*a*b*c *q*r+1344*a*b*c*q*x-170*a*b*c*r^2+2028*a*b*c*r*x-26*a*b*g^2*p-26*a*b*g^2*r+52*a *b*g^2*x-52*a*b*g*p^2-52*a*b*g*p*q-104*a*b*g*p*r+342*a*b*g*p*x-52*a*b*g*q*r+342 *a*b*g*q*x-52*a*b*g*r^2+580*a*b*g*r*x-26*a*b*p^3-52*a*b*p^2*q-78*a*b*p^2*r+286* a*b*p^2*x-26*a*b*p*q^2-104*a*b*p*q*r+572*a*b*p*q*x-78*a*b*p*r^2+822*a*b*p*r*x-\ 26*a*b*q^2*r+286*a*b*q^2*x-52*a*b*q*r^2+822*a*b*q*r*x-26*a*b*r^3+536*a*b*r^2*x-\ 88*a*c^4-108*a*c^3*g-232*a*c^3*p-88*a*c^3*q-232*a*c^3*r+1248*a*c^3*x-42*a*c^2*g ^2-222*a*c^2*g*p-76*a*c^2*g*q-222*a*c^2*g*r+1108*a*c^2*g*x-182*a*c^2*p^2-208*a* c^2*p*q-364*a*c^2*p*r+1588*a*c^2*p*x-26*a*c^2*q^2-208*a*c^2*q*r+1588*a*c^2*q*x-\ 182*a*c^2*r^2+2306*a*c^2*r*x-5*a*c*g^3-65*a*c*g^2*p-16*a*c*g^2*q-65*a*c*g^2*r+ 266*a*c*g^2*x-118*a*c*g*p^2-130*a*c*g*p*q-236*a*c*g*p*r+950*a*c*g*p*x-12*a*c*g* q^2-130*a*c*g*q*r+950*a*c*g*q*x-118*a*c*g*r^2+1435*a*c*g*r*x-56*a*c*p^3-114*a*c *p^2*q-168*a*c*p^2*r+668*a*c*p^2*x-60*a*c*p*q^2-228*a*c*p*q*r+1336*a*c*p*q*x-\ 168*a*c*p*r^2+1854*a*c*p*r*x-2*a*c*q^3-60*a*c*q^2*r+668*a*c*q^2*x-114*a*c*q*r^2 +1854*a*c*q*r*x-56*a*c*r^3+1186*a*c*r^2*x-6*a*g^3*p-6*a*g^3*r+12*a*g^3*x-18*a*g ^2*p^2-18*a*g^2*p*q-36*a*g^2*p*r+120*a*g^2*p*x-18*a*g^2*q*r+120*a*g^2*q*x-18*a* g^2*r^2+204*a*g^2*r*x-18*a*g*p^3-36*a*g*p^2*q-54*a*g*p^2*r+201*a*g*p^2*x-18*a*g *p*q^2-72*a*g*p*q*r+402*a*g*p*q*x-54*a*g*p*r^2+578*a*g*p*r*x-18*a*g*q^2*r+201*a *g*q^2*x-36*a*g*q*r^2+578*a*g*q*r*x-18*a*g*r^3+377*a*g*r^2*x-6*a*p^4-18*a*p^3*q -24*a*p^3*r+93*a*p^3*x-18*a*p^2*q^2-54*a*p^2*q*r+279*a*p^2*q*x-36*a*p^2*r^2+368 *a*p^2*r*x-6*a*p*q^3-36*a*p*q^2*r+279*a*p*q^2*x-54*a*p*q*r^2+736*a*p*q*r*x-24*a *p*r^3+457*a*p*r^2*x-6*a*q^3*r+93*a*q^3*x-18*a*q^2*r^2+368*a*q^2*r*x-18*a*q*r^3 +457*a*q*r^2*x-6*a*r^4+182*a*r^3*x-8*b^4*c-4*b^4*p-4*b^4*r+8*b^4*x-48*b^3*c^2-\ 20*b^3*c*g-48*b^3*c*p-16*b^3*c*q-48*b^3*c*r+172*b^3*c*x-12*b^3*g*p-12*b^3*g*r+ 24*b^3*g*x-12*b^3*p^2-12*b^3*p*q-24*b^3*p*r+78*b^3*p*x-12*b^3*q*r+78*b^3*q*x-12 *b^3*r^2+132*b^3*r*x-112*b^2*c^3-92*b^2*c^2*g-176*b^2*c^2*p-72*b^2*c^2*q-176*b^ 2*c^2*r+780*b^2*c^2*x-18*b^2*c*g^2-102*b^2*c*g*p-32*b^2*c*g*q-102*b^2*c*g*r+378 *b^2*c*g*x-86*b^2*c*p^2-96*b^2*c*p*q-172*b^2*c*p*r+672*b^2*c*p*x-10*b^2*c*q^2-\ 96*b^2*c*q*r+672*b^2*c*q*x-86*b^2*c*r^2+1014*b^2*c*r*x-13*b^2*g^2*p-13*b^2*g^2* r+26*b^2*g^2*x-26*b^2*g*p^2-26*b^2*g*p*q-52*b^2*g*p*r+171*b^2*g*p*x-26*b^2*g*q* r+171*b^2*g*q*x-26*b^2*g*r^2+290*b^2*g*r*x-13*b^2*p^3-26*b^2*p^2*q-39*b^2*p^2*r +143*b^2*p^2*x-13*b^2*p*q^2-52*b^2*p*q*r+286*b^2*p*q*x-39*b^2*p*r^2+411*b^2*p*r *x-13*b^2*q^2*r+143*b^2*q^2*x-26*b^2*q*r^2+411*b^2*q*r*x-13*b^2*r^3+268*b^2*r^2 *x-112*b*c^4-140*b*c^3*g-248*b*c^3*p-104*b*c^3*q-248*b*c^3*r+1248*b*c^3*x-56*b* c^2*g^2-238*b*c^2*g*p-92*b*c^2*g*q-238*b*c^2*g*r+1108*b*c^2*g*x-184*b*c^2*p^2-\ 212*b*c^2*p*q-368*b*c^2*p*r+1588*b*c^2*p*x-28*b*c^2*q^2-212*b*c^2*q*r+1588*b*c^ 2*q*x-184*b*c^2*r^2+2306*b*c^2*r*x-7*b*c*g^3-69*b*c*g^2*p-20*b*c*g^2*q-69*b*c*g ^2*r+266*b*c*g^2*x-119*b*c*g*p^2-132*b*c*g*p*q-238*b*c*g*p*r+950*b*c*g*p*x-13*b *c*g*q^2-132*b*c*g*q*r+950*b*c*g*q*x-119*b*c*g*r^2+1435*b*c*g*r*x-56*b*c*p^3-\ 114*b*c*p^2*q-168*b*c*p^2*r+668*b*c*p^2*x-60*b*c*p*q^2-228*b*c*p*q*r+1336*b*c*p *q*x-168*b*c*p*r^2+1854*b*c*p*r*x-2*b*c*q^3-60*b*c*q^2*r+668*b*c*q^2*x-114*b*c* q*r^2+1854*b*c*q*r*x-56*b*c*r^3+1186*b*c*r^2*x-6*b*g^3*p-6*b*g^3*r+12*b*g^3*x-\ 18*b*g^2*p^2-18*b*g^2*p*q-36*b*g^2*p*r+120*b*g^2*p*x-18*b*g^2*q*r+120*b*g^2*q*x -18*b*g^2*r^2+204*b*g^2*r*x-18*b*g*p^3-36*b*g*p^2*q-54*b*g*p^2*r+201*b*g*p^2*x-\ 18*b*g*p*q^2-72*b*g*p*q*r+402*b*g*p*q*x-54*b*g*p*r^2+578*b*g*p*r*x-18*b*g*q^2*r +201*b*g*q^2*x-36*b*g*q*r^2+578*b*g*q*r*x-18*b*g*r^3+377*b*g*r^2*x-6*b*p^4-18*b *p^3*q-24*b*p^3*r+93*b*p^3*x-18*b*p^2*q^2-54*b*p^2*q*r+279*b*p^2*q*x-36*b*p^2*r ^2+368*b*p^2*r*x-6*b*p*q^3-36*b*p*q^2*r+279*b*p*q^2*x-54*b*p*q*r^2+736*b*p*q*r* x-24*b*p*r^3+457*b*p*r^2*x-6*b*q^3*r+93*b*q^3*x-18*b*q^2*r^2+368*b*q^2*r*x-18*b *q*r^3+457*b*q*r^2*x-6*b*r^4+182*b*r^3*x-40*c^5-68*c^4*g-120*c^4*p-48*c^4*q-120 *c^4*r+648*c^4*x-42*c^3*g^2-164*c^3*g*p-64*c^3*g*q-164*c^3*g*r+856*c^3*g*x-122* c^3*p^2-140*c^3*p*q-244*c^3*p*r+1096*c^3*p*x-18*c^3*q^2-140*c^3*q*r+1096*c^3*q* x-122*c^3*r^2+1580*c^3*r*x-11*c^2*g^3-78*c^2*g^2*p-28*c^2*g^2*q-78*c^2*g^2*r+ 378*c^2*g^2*x-125*c^2*g*p^2-142*c^2*g*p*q-250*c^2*g*p*r+1086*c^2*g*p*x-17*c^2*g *q^2-142*c^2*g*q*r+1086*c^2*g*q*x-125*c^2*g*r^2+1586*c^2*g*r*x-56*c^2*p^3-114*c ^2*p^2*q-168*c^2*p^2*r+690*c^2*p^2*x-60*c^2*p*q^2-228*c^2*p*q*r+1380*c^2*p*q*x-\ 168*c^2*p*r^2+1902*c^2*p*r*x-2*c^2*q^3-60*c^2*q^2*r+690*c^2*q^2*x-114*c^2*q*r^2 +1902*c^2*q*r*x-56*c^2*r^3+1212*c^2*r^2*x-c*g^4-15*c*g^3*p-4*c*g^3*q-15*c*g^3*r +60*c*g^3*x-40*c*g^2*p^2-44*c*g^2*p*q-80*c*g^2*p*r+323*c*g^2*p*x-4*c*g^2*q^2-44 *c*g^2*q*r+323*c*g^2*q*x-40*c*g^2*r^2+490*c*g^2*r*x-38*c*g*p^3-77*c*g*p^2*q-114 *c*g*p^2*r+455*c*g*p^2*x-40*c*g*p*q^2-154*c*g*p*q*r+910*c*g*p*q*x-114*c*g*p*r^2 +1269*c*g*p*r*x-c*g*q^3-40*c*g*q^2*r+455*c*g*q^2*x-77*c*g*q*r^2+1269*c*g*q*r*x-\ 38*c*g*r^3+814*c*g*r^2*x-12*c*p^4-36*c*p^3*q-48*c*p^3*r+192*c*p^3*x-36*c*p^2*q^ 2-108*c*p^2*q*r+576*c*p^2*q*x-72*c*p^2*r^2+756*c*p^2*r*x-12*c*p*q^3-72*c*p*q^2* r+576*c*p*q^2*x-108*c*p*q*r^2+1512*c*p*q*r*x-48*c*p*r^3+936*c*p*r^2*x-12*c*q^3* r+192*c*q^3*x-36*c*q^2*r^2+756*c*q^2*r*x-36*c*q*r^3+936*c*q*r^2*x-12*c*r^4+372* c*r^3*x-g^4*p-g^4*r+2*g^4*x-4*g^3*p^2-4*g^3*p*q-8*g^3*p*r+27*g^3*p*x-4*g^3*q*r+ 27*g^3*q*x-4*g^3*r^2+46*g^3*r*x-6*g^2*p^3-12*g^2*p^2*q-18*g^2*p^2*r+68*g^2*p^2* x-6*g^2*p*q^2-24*g^2*p*q*r+136*g^2*p*q*x-18*g^2*p*r^2+196*g^2*p*r*x-6*g^2*q^2*r +68*g^2*q^2*x-12*g^2*q*r^2+196*g^2*q*r*x-6*g^2*r^3+128*g^2*r^2*x-4*g*p^4-12*g*p ^3*q-16*g*p^3*r+63*g*p^3*x-12*g*p^2*q^2-36*g*p^2*q*r+189*g*p^2*q*x-24*g*p^2*r^2 +250*g*p^2*r*x-4*g*p*q^3-24*g*p*q^2*r+189*g*p*q^2*x-36*g*p*q*r^2+500*g*p*q*r*x-\ 16*g*p*r^3+311*g*p*r^2*x-4*g*q^3*r+63*g*q^3*x-12*g*q^2*r^2+250*g*q^2*r*x-12*g*q *r^3+311*g*q*r^2*x-4*g*r^4+124*g*r^3*x-p^5-4*p^4*q-5*p^4*r+20*p^4*x-6*p^3*q^2-\ 16*p^3*q*r+80*p^3*q*x-10*p^3*r^2+100*p^3*r*x-4*p^2*q^3-18*p^2*q^2*r+120*p^2*q^2 *x-24*p^2*q*r^2+300*p^2*q*r*x-10*p^2*r^3+180*p^2*r^2*x-p*q^4-8*p*q^3*r+80*p*q^3 *x-18*p*q^2*r^2+300*p*q^2*r*x-16*p*q*r^3+360*p*q*r^2*x-5*p*r^4+140*p*r^3*x-q^4* r+20*q^4*x-4*q^3*r^2+100*q^3*r*x-6*q^2*r^3+180*q^2*r^2*x-4*q*r^4+140*q*r^3*x-r^ 5+40*r^4*x-8*a^3*b-40*a^3*c-4*a^3*g-62*a^3*p-8*a^3*q-62*a^3*r+108*a^3*x-24*a^2* b^2-212*a^2*b*c-28*a^2*b*g-194*a^2*b*p-32*a^2*b*q-194*a^2*b*r+324*a^2*b*x-280*a ^2*c^2-126*a^2*c*g-474*a^2*c*p-132*a^2*c*q-474*a^2*c*r+1120*a^2*c*x-8*a^2*g^2-\ 139*a^2*g*p-20*a^2*g*q-139*a^2*g*r+238*a^2*g*x-133*a^2*p^2-141*a^2*p*q-266*a^2* p*r+492*a^2*p*x-8*a^2*q^2-141*a^2*q*r+492*a^2*q*x-133*a^2*r^2+774*a^2*r*x-24*a* b^3-304*a*b^2*c-44*a*b^2*g-202*a*b^2*p-40*a*b^2*q-202*a*b^2*r+324*a*b^2*x-780*a *b*c^2-378*a*b*c*g-1014*a*b*c*p-330*a*b*c*q-1014*a*b*c*r+2240*a*b*c*x-26*a*b*g^ 2-290*a*b*g*p-52*a*b*g*q-290*a*b*g*r+476*a*b*g*x-268*a*b*p^2-286*a*b*p*q-536*a* b*p*r+984*a*b*p*x-18*a*b*q^2-286*a*b*q*r+984*a*b*q*x-268*a*b*r^2+1548*a*b*r*x-\ 548*a*c^3-480*a*c^2*g-1116*a*c^2*p-398*a*c^2*q-1116*a*c^2*r+2868*a*c^2*x-113*a* c*g^2-695*a*c*g*p-210*a*c*g*q-695*a*c*g*r+1602*a*c*g*x-590*a*c*p^2-662*a*c*p*q-\ 1180*a*c*p*r+2460*a*c*p*x-72*a*c*q^2-662*a*c*q*r+2460*a*c*q*x-590*a*c*r^2+3646* a*c*r*x-5*a*g^3-100*a*g^2*p-16*a*g^2*q-100*a*g^2*r+168*a*g^2*x-188*a*g*p^2-200* a*g*p*q-376*a*g*p*r+701*a*g*p*x-12*a*g*q^2-200*a*g*q*r+701*a*g*q*x-188*a*g*r^2+ 1105*a*g*r*x-91*a*p^3-184*a*p^2*q-273*a*p^2*r+523*a*p^2*x-95*a*p*q^2-368*a*p*q* r+1046*a*p*q*x-273*a*p*r^2+1473*a*p*r*x-2*a*q^3-95*a*q^2*r+523*a*q^2*x-184*a*q* r^2+1473*a*q*r*x-91*a*r^3+950*a*r^2*x-8*b^4-132*b^3*c-20*b^3*g-70*b^3*p-16*b^3* q-70*b^3*r+108*b^3*x-500*b^2*c^2-252*b^2*c*g-540*b^2*c*p-198*b^2*c*q-540*b^2*c* r+1120*b^2*c*x-18*b^2*g^2-151*b^2*g*p-32*b^2*g*q-151*b^2*g*r+238*b^2*g*x-135*b^ 2*p^2-145*b^2*p*q-270*b^2*p*r+492*b^2*p*x-10*b^2*q^2-145*b^2*q*r+492*b^2*q*x-\ 135*b^2*r^2+774*b^2*r*x-700*b*c^3-628*b*c^2*g-1190*b*c^2*p-472*b*c^2*q-1190*b*c ^2*r+2868*b*c^2*x-153*b*c*g^2-740*b*c*g*p-255*b*c*g*q-740*b*c*g*r+1602*b*c*g*x-\ 596*b*c*p^2-674*b*c*p*q-1192*b*c*p*r+2460*b*c*p*x-78*b*c*q^2-674*b*c*q*r+2460*b *c*q*x-596*b*c*r^2+3646*b*c*r*x-7*b*g^3-104*b*g^2*p-20*b*g^2*q-104*b*g^2*r+168* b*g^2*x-189*b*g*p^2-202*b*g*p*q-378*b*g*p*r+701*b*g*p*x-13*b*g*q^2-202*b*g*q*r+ 701*b*g*q*x-189*b*g*r^2+1105*b*g*r*x-91*b*p^3-184*b*p^2*q-273*b*p^2*r+523*b*p^2 *x-95*b*p*q^2-368*b*p*q*r+1046*b*p*q*x-273*b*p*r^2+1473*b*p*r*x-2*b*q^3-95*b*q^ 2*r+523*b*q^2*x-184*b*q*r^2+1473*b*q*r*x-91*b*r^3+950*b*r^2*x-324*c^4-428*c^3*g -790*c^3*p-306*c^3*q-790*c^3*r+2072*c^3*x-189*c^2*g^2-793*c^2*g*p-293*c^2*g*q-\ 793*c^2*g*r+1984*c^2*g*x-606*c^2*p^2-690*c^2*p*q-1212*c^2*p*r+2648*c^2*p*x-84*c ^2*q^2-690*c^2*q*r+2648*c^2*q*x-606*c^2*r^2+3860*c^2*r*x-30*c*g^3-245*c*g^2*p-\ 78*c*g^2*q-245*c*g^2*r+550*c*g^2*x-407*c*g*p^2-455*c*g*p*q-814*c*g*p*r+1696*c*g *p*x-48*c*g*q^2-455*c*g*q*r+1696*c*g*q*x-407*c*g*r^2+2526*c*g*r*x-186*c*p^3-378 *c*p^2*q-558*c*p^2*r+1120*c*p^2*x-198*c*p*q^2-756*c*p*q*r+2240*c*p*q*x-558*c*p* r^2+3108*c*p*r*x-6*c*q^3-198*c*q^2*r+1120*c*q^2*x-378*c*q*r^2+3108*c*q*r*x-186* c*r^3+1988*c*r^2*x-g^4-23*g^3*p-4*g^3*q-23*g^3*r+38*g^3*x-64*g^2*p^2-68*g^2*p*q -128*g^2*p*r+240*g^2*p*x-4*g^2*q^2-68*g^2*q*r+240*g^2*q*x-64*g^2*r^2+380*g^2*r* x-62*g*p^3-125*g*p^2*q-186*g*p^2*r+359*g*p^2*x-64*g*p*q^2-250*g*p*q*r+718*g*p*q *x-186*g*p*r^2+1015*g*p*r*x-g*q^3-64*g*q^2*r+359*g*q^2*x-125*g*q*r^2+1015*g*q*r *x-62*g*r^3+656*g*r^2*x-20*p^4-60*p^3*q-80*p^3*r+157*p^3*x-60*p^2*q^2-180*p^2*q *r+471*p^2*q*x-120*p^2*r^2+620*p^2*r*x-20*p*q^3-120*p*q^2*r+471*p*q^2*x-180*p*q *r^2+1240*p*q*r*x-80*p*r^3+769*p*r^2*x-20*q^3*r+157*q^3*x-60*q^2*r^2+620*q^2*r* x-60*q*r^3+769*q*r^2*x-20*r^4+306*r^3*x-24*a^3-132*a^2*b-396*a^2*c-78*a^2*g-366 *a^2*p-84*a^2*q-366*a^2*r+516*a^2*x-192*a*b^2-1120*a*b*c-238*a*b*g-774*a*b*p-\ 210*a*b*q-774*a*b*r+1032*a*b*x-1256*a*c^2-690*a*c*g-1768*a*c*p-582*a*c*q-1768*a *c*r+2868*a*c*x-71*a*g^2-538*a*g*p-134*a*g*q-538*a*g*r+742*a*g*x-473*a*p^2-519* a*p*q-946*a*p*r+1246*a*p*x-46*a*q^2-519*a*q*r+1246*a*q*x-473*a*r^2+1896*a*r*x-\ 84*b^3-724*b^2*c-160*b^2*g-408*b^2*p-126*b^2*q-408*b^2*r+516*b^2*x-1612*b*c^2-\ 912*b*c*g-1878*b*c*p-692*b*c*q-1878*b*c*r+2868*b*c*x-97*b*g^2-567*b*g*p-163*b*g *q-567*b*g*r+742*b*g*x-477*b*p^2-527*b*p*q-954*b*p*r+1246*b*p*x-50*b*q^2-527*b* q*r+1246*b*q*x-477*b*r^2+1896*b*r*x-1036*c^3-992*c^2*g-1930*c^2*p-718*c^2*q-\ 1930*c^2*r+3264*c^2*x-275*c*g^2-1263*c*g*p-433*c*g*q-1263*c*g*r+2000*c*g*x-994* c*p^2-1120*c*p*q-1988*c*p*r+2804*c*p*x-126*c*q^2-1120*c*q*r+2804*c*q*x-994*c*r^ 2+4144*c*r*x-19*g^3-190*g^2*p-50*g^2*q-190*g^2*r+256*g^2*x-328*g*p^2-359*g*p*q-\ 656*g*p*r+866*g*p*x-31*g*q^2-359*g*q*r+866*g*q*x-328*g*r^2+1324*g*r*x-153*p^3-\ 310*p^2*q-459*p^2*r+598*p^2*x-161*p*q^2-620*p*q*r+1196*p*q*x-459*p*r^2+1674*p*r *x-4*q^3-161*q^2*r+598*q^2*x-310*q*r^2+1674*q*r*x-153*r^3+1076*r^2*x-180*a^2-\ 516*a*b-1252*a*c-318*a*g-922*a*p-272*a*q-922*a*r+1048*a*x-336*b^2-1616*b*c-424* b*g-974*b*p-324*b*q-974*b*r+1048*b*x-1632*c^2-1000*c*g-2072*c*p-732*c*q-2072*c* r+2528*c*x-128*g^2-662*g*p-204*g*q-662*g*r+736*g*x-538*p^2-598*p*q-1076*p*r+ 1096*p*x-60*q^2-598*q*r+1096*q*x-538*r^2+1648*r*x-456*a-592*b-1264*c-368*g-824* p-272*q-824*r+768*x-384): Pcp:= -x^3*(x-1)^3*(8*a^4*c*x+4*a^4*p*x+4*a^4*q*x+8*a^4*r*x+32*a^3*b*c*x+16* a^3*b*p*x+16*a^3*b*q*x+32*a^3*b*r*x+64*a^3*c^2*x+24*a^3*c*g*x+56*a^3*c*p*x+56*a ^3*c*q*x+88*a^3*c*r*x+12*a^3*g*p*x+12*a^3*g*q*x+24*a^3*g*r*x+12*a^3*p^2*x+24*a^ 3*p*q*x+36*a^3*p*r*x+12*a^3*q^2*x+36*a^3*q*r*x+24*a^3*r^2*x+48*a^2*b^2*c*x+24*a ^2*b^2*p*x+24*a^2*b^2*q*x+48*a^2*b^2*r*x+192*a^2*b*c^2*x+72*a^2*b*c*g*x+168*a^2 *b*c*p*x+168*a^2*b*c*q*x+264*a^2*b*c*r*x+36*a^2*b*g*p*x+36*a^2*b*g*q*x+72*a^2*b *g*r*x+36*a^2*b*p^2*x+72*a^2*b*p*q*x+108*a^2*b*p*r*x+36*a^2*b*q^2*x+108*a^2*b*q *r*x+72*a^2*b*r^2*x+176*a^2*c^3*x+140*a^2*c^2*g*x+224*a^2*c^2*p*x+224*a^2*c^2*q *x+328*a^2*c^2*r*x+26*a^2*c*g^2*x+122*a^2*c*g*p*x+122*a^2*c*g*q*x+192*a^2*c*g*r *x+94*a^2*c*p^2*x+188*a^2*c*p*q*x+264*a^2*c*p*r*x+94*a^2*c*q^2*x+264*a^2*c*q*r* x+170*a^2*c*r^2*x+13*a^2*g^2*p*x+13*a^2*g^2*q*x+26*a^2*g^2*r*x+26*a^2*g*p^2*x+ 52*a^2*g*p*q*x+78*a^2*g*p*r*x+26*a^2*g*q^2*x+78*a^2*g*q*r*x+52*a^2*g*r^2*x+13*a ^2*p^3*x+39*a^2*p^2*q*x+52*a^2*p^2*r*x+39*a^2*p*q^2*x+104*a^2*p*q*r*x+65*a^2*p* r^2*x+13*a^2*q^3*x+52*a^2*q^2*r*x+65*a^2*q*r^2*x+26*a^2*r^3*x+32*a*b^3*c*x+16*a *b^3*p*x+16*a*b^3*q*x+32*a*b^3*r*x+192*a*b^2*c^2*x+72*a*b^2*c*g*x+168*a*b^2*c*p *x+168*a*b^2*c*q*x+264*a*b^2*c*r*x+36*a*b^2*g*p*x+36*a*b^2*g*q*x+72*a*b^2*g*r*x +36*a*b^2*p^2*x+72*a*b^2*p*q*x+108*a*b^2*p*r*x+36*a*b^2*q^2*x+108*a*b^2*q*r*x+ 72*a*b^2*r^2*x+352*a*b*c^3*x+280*a*b*c^2*g*x+448*a*b*c^2*p*x+448*a*b*c^2*q*x+ 656*a*b*c^2*r*x+52*a*b*c*g^2*x+244*a*b*c*g*p*x+244*a*b*c*g*q*x+384*a*b*c*g*r*x+ 188*a*b*c*p^2*x+376*a*b*c*p*q*x+528*a*b*c*p*r*x+188*a*b*c*q^2*x+528*a*b*c*q*r*x +340*a*b*c*r^2*x+26*a*b*g^2*p*x+26*a*b*g^2*q*x+52*a*b*g^2*r*x+52*a*b*g*p^2*x+ 104*a*b*g*p*q*x+156*a*b*g*p*r*x+52*a*b*g*q^2*x+156*a*b*g*q*r*x+104*a*b*g*r^2*x+ 26*a*b*p^3*x+78*a*b*p^2*q*x+104*a*b*p^2*r*x+78*a*b*p*q^2*x+208*a*b*p*q*r*x+130* a*b*p*r^2*x+26*a*b*q^3*x+104*a*b*q^2*r*x+130*a*b*q*r^2*x+52*a*b*r^3*x+200*a*c^4 *x+248*a*c^3*g*x+336*a*c^3*p*x+336*a*c^3*q*x+480*a*c^3*r*x+98*a*c^2*g^2*x+314*a *c^2*g*p*x+314*a*c^2*g*q*x+460*a*c^2*g*r*x+210*a*c^2*p^2*x+420*a*c^2*p*q*x+576* a*c^2*p*r*x+210*a*c^2*q^2*x+576*a*c^2*q*r*x+366*a*c^2*r^2*x+12*a*c*g^3*x+85*a*c *g^2*p*x+85*a*c*g^2*q*x+134*a*c*g^2*r*x+131*a*c*g*p^2*x+262*a*c*g*p*q*x+368*a*c *g*p*r*x+131*a*c*g*q^2*x+368*a*c*g*q*r*x+237*a*c*g*r^2*x+58*a*c*p^3*x+174*a*c*p ^2*q*x+228*a*c*p^2*r*x+174*a*c*p*q^2*x+456*a*c*p*q*r*x+282*a*c*p*r^2*x+58*a*c*q ^3*x+228*a*c*q^2*r*x+282*a*c*q*r^2*x+112*a*c*r^3*x+6*a*g^3*p*x+6*a*g^3*q*x+12*a *g^3*r*x+18*a*g^2*p^2*x+36*a*g^2*p*q*x+54*a*g^2*p*r*x+18*a*g^2*q^2*x+54*a*g^2*q *r*x+36*a*g^2*r^2*x+18*a*g*p^3*x+54*a*g*p^2*q*x+72*a*g*p^2*r*x+54*a*g*p*q^2*x+ 144*a*g*p*q*r*x+90*a*g*p*r^2*x+18*a*g*q^3*x+72*a*g*q^2*r*x+90*a*g*q*r^2*x+36*a* g*r^3*x+6*a*p^4*x+24*a*p^3*q*x+30*a*p^3*r*x+36*a*p^2*q^2*x+90*a*p^2*q*r*x+54*a* p^2*r^2*x+24*a*p*q^3*x+90*a*p*q^2*r*x+108*a*p*q*r^2*x+42*a*p*r^3*x+6*a*q^4*x+30 *a*q^3*r*x+54*a*q^2*r^2*x+42*a*q*r^3*x+12*a*r^4*x+8*b^4*c*x+4*b^4*p*x+4*b^4*q*x +8*b^4*r*x+64*b^3*c^2*x+24*b^3*c*g*x+56*b^3*c*p*x+56*b^3*c*q*x+88*b^3*c*r*x+12* b^3*g*p*x+12*b^3*g*q*x+24*b^3*g*r*x+12*b^3*p^2*x+24*b^3*p*q*x+36*b^3*p*r*x+12*b ^3*q^2*x+36*b^3*q*r*x+24*b^3*r^2*x+176*b^2*c^3*x+140*b^2*c^2*g*x+224*b^2*c^2*p* x+224*b^2*c^2*q*x+328*b^2*c^2*r*x+26*b^2*c*g^2*x+122*b^2*c*g*p*x+122*b^2*c*g*q* x+192*b^2*c*g*r*x+94*b^2*c*p^2*x+188*b^2*c*p*q*x+264*b^2*c*p*r*x+94*b^2*c*q^2*x +264*b^2*c*q*r*x+170*b^2*c*r^2*x+13*b^2*g^2*p*x+13*b^2*g^2*q*x+26*b^2*g^2*r*x+ 26*b^2*g*p^2*x+52*b^2*g*p*q*x+78*b^2*g*p*r*x+26*b^2*g*q^2*x+78*b^2*g*q*r*x+52*b ^2*g*r^2*x+13*b^2*p^3*x+39*b^2*p^2*q*x+52*b^2*p^2*r*x+39*b^2*p*q^2*x+104*b^2*p* q*r*x+65*b^2*p*r^2*x+13*b^2*q^3*x+52*b^2*q^2*r*x+65*b^2*q*r^2*x+26*b^2*r^3*x+ 200*b*c^4*x+248*b*c^3*g*x+336*b*c^3*p*x+336*b*c^3*q*x+480*b*c^3*r*x+98*b*c^2*g^ 2*x+314*b*c^2*g*p*x+314*b*c^2*g*q*x+460*b*c^2*g*r*x+210*b*c^2*p^2*x+420*b*c^2*p *q*x+576*b*c^2*p*r*x+210*b*c^2*q^2*x+576*b*c^2*q*r*x+366*b*c^2*r^2*x+12*b*c*g^3 *x+85*b*c*g^2*p*x+85*b*c*g^2*q*x+134*b*c*g^2*r*x+131*b*c*g*p^2*x+262*b*c*g*p*q* x+368*b*c*g*p*r*x+131*b*c*g*q^2*x+368*b*c*g*q*r*x+237*b*c*g*r^2*x+58*b*c*p^3*x+ 174*b*c*p^2*q*x+228*b*c*p^2*r*x+174*b*c*p*q^2*x+456*b*c*p*q*r*x+282*b*c*p*r^2*x +58*b*c*q^3*x+228*b*c*q^2*r*x+282*b*c*q*r^2*x+112*b*c*r^3*x+6*b*g^3*p*x+6*b*g^3 *q*x+12*b*g^3*r*x+18*b*g^2*p^2*x+36*b*g^2*p*q*x+54*b*g^2*p*r*x+18*b*g^2*q^2*x+ 54*b*g^2*q*r*x+36*b*g^2*r^2*x+18*b*g*p^3*x+54*b*g*p^2*q*x+72*b*g*p^2*r*x+54*b*g *p*q^2*x+144*b*g*p*q*r*x+90*b*g*p*r^2*x+18*b*g*q^3*x+72*b*g*q^2*r*x+90*b*g*q*r^ 2*x+36*b*g*r^3*x+6*b*p^4*x+24*b*p^3*q*x+30*b*p^3*r*x+36*b*p^2*q^2*x+90*b*p^2*q* r*x+54*b*p^2*r^2*x+24*b*p*q^3*x+90*b*p*q^2*r*x+108*b*p*q*r^2*x+42*b*p*r^3*x+6*b *q^4*x+30*b*q^3*r*x+54*b*q^2*r^2*x+42*b*q*r^3*x+12*b*r^4*x+80*c^5*x+136*c^4*g*x +168*c^4*p*x+168*c^4*q*x+240*c^4*r*x+84*c^3*g^2*x+228*c^3*g*p*x+228*c^3*g*q*x+ 328*c^3*g*r*x+140*c^3*p^2*x+280*c^3*p*q*x+384*c^3*p*r*x+140*c^3*q^2*x+384*c^3*q *r*x+244*c^3*r^2*x+22*c^2*g^3*x+106*c^2*g^2*p*x+106*c^2*g^2*q*x+156*c^2*g^2*r*x +142*c^2*g*p^2*x+284*c^2*g*p*q*x+392*c^2*g*p*r*x+142*c^2*g*q^2*x+392*c^2*g*q*r* x+250*c^2*g*r^2*x+58*c^2*p^3*x+174*c^2*p^2*q*x+228*c^2*p^2*r*x+174*c^2*p*q^2*x+ 456*c^2*p*q*r*x+282*c^2*p*r^2*x+58*c^2*q^3*x+228*c^2*q^2*r*x+282*c^2*q*r^2*x+ 112*c^2*r^3*x+2*c*g^4*x+19*c*g^3*p*x+19*c*g^3*q*x+30*c*g^3*r*x+44*c*g^2*p^2*x+ 88*c*g^2*p*q*x+124*c*g^2*p*r*x+44*c*g^2*q^2*x+124*c*g^2*q*r*x+80*c*g^2*r^2*x+39 *c*g*p^3*x+117*c*g*p^2*q*x+154*c*g*p^2*r*x+117*c*g*p*q^2*x+308*c*g*p*q*r*x+191* c*g*p*r^2*x+39*c*g*q^3*x+154*c*g*q^2*r*x+191*c*g*q*r^2*x+76*c*g*r^3*x+12*c*p^4* x+48*c*p^3*q*x+60*c*p^3*r*x+72*c*p^2*q^2*x+180*c*p^2*q*r*x+108*c*p^2*r^2*x+48*c *p*q^3*x+180*c*p*q^2*r*x+216*c*p*q*r^2*x+84*c*p*r^3*x+12*c*q^4*x+60*c*q^3*r*x+ 108*c*q^2*r^2*x+84*c*q*r^3*x+24*c*r^4*x+g^4*p*x+g^4*q*x+2*g^4*r*x+4*g^3*p^2*x+8 *g^3*p*q*x+12*g^3*p*r*x+4*g^3*q^2*x+12*g^3*q*r*x+8*g^3*r^2*x+6*g^2*p^3*x+18*g^2 *p^2*q*x+24*g^2*p^2*r*x+18*g^2*p*q^2*x+48*g^2*p*q*r*x+30*g^2*p*r^2*x+6*g^2*q^3* x+24*g^2*q^2*r*x+30*g^2*q*r^2*x+12*g^2*r^3*x+4*g*p^4*x+16*g*p^3*q*x+20*g*p^3*r* x+24*g*p^2*q^2*x+60*g*p^2*q*r*x+36*g*p^2*r^2*x+16*g*p*q^3*x+60*g*p*q^2*r*x+72*g *p*q*r^2*x+28*g*p*r^3*x+4*g*q^4*x+20*g*q^3*r*x+36*g*q^2*r^2*x+28*g*q*r^3*x+8*g* r^4*x+p^5*x+5*p^4*q*x+6*p^4*r*x+10*p^3*q^2*x+24*p^3*q*r*x+14*p^3*r^2*x+10*p^2*q ^3*x+36*p^2*q^2*r*x+42*p^2*q*r^2*x+16*p^2*r^3*x+5*p*q^4*x+24*p*q^3*r*x+42*p*q^2 *r^2*x+32*p*q*r^3*x+9*p*r^4*x+q^5*x+6*q^4*r*x+14*q^3*r^2*x+16*q^2*r^3*x+9*q*r^4 *x+2*r^5*x-4*a^4*p-4*a^4*r+8*a^4*x-8*a^3*b*c-16*a^3*b*p-16*a^3*b*r+32*a^3*b*x-\ 16*a^3*c^2-4*a^3*c*g-40*a^3*c*p-8*a^3*c*q-40*a^3*c*r+172*a^3*c*x-12*a^3*g*p-12* a^3*g*r+24*a^3*g*x-12*a^3*p^2-12*a^3*p*q-24*a^3*p*r+78*a^3*p*x-12*a^3*q*r+78*a^ 3*q*x-12*a^3*r^2+132*a^3*r*x-24*a^2*b^2*c-24*a^2*b^2*p-24*a^2*b^2*r+48*a^2*b^2* x-80*a^2*b*c^2-28*a^2*b*c*g-128*a^2*b*c*p-32*a^2*b*c*q-128*a^2*b*c*r+516*a^2*b* c*x-36*a^2*b*g*p-36*a^2*b*g*r+72*a^2*b*g*x-36*a^2*b*p^2-36*a^2*b*p*q-72*a^2*b*p *r+234*a^2*b*p*x-36*a^2*b*q*r+234*a^2*b*q*x-36*a^2*b*r^2+396*a^2*b*r*x-64*a^2*c ^3-48*a^2*c^2*g-152*a^2*c^2*p-48*a^2*c^2*q-152*a^2*c^2*r+780*a^2*c^2*x-8*a^2*c* g^2-90*a^2*c*g*p-20*a^2*c*g*q-90*a^2*c*g*r+378*a^2*c*g*x-84*a^2*c*p^2-92*a^2*c* p*q-168*a^2*c*p*r+672*a^2*c*p*x-8*a^2*c*q^2-92*a^2*c*q*r+672*a^2*c*q*x-84*a^2*c *r^2+1014*a^2*c*r*x-13*a^2*g^2*p-13*a^2*g^2*r+26*a^2*g^2*x-26*a^2*g*p^2-26*a^2* g*p*q-52*a^2*g*p*r+171*a^2*g*p*x-26*a^2*g*q*r+171*a^2*g*q*x-26*a^2*g*r^2+290*a^ 2*g*r*x-13*a^2*p^3-26*a^2*p^2*q-39*a^2*p^2*r+143*a^2*p^2*x-13*a^2*p*q^2-52*a^2* p*q*r+286*a^2*p*q*x-39*a^2*p*r^2+411*a^2*p*r*x-13*a^2*q^2*r+143*a^2*q^2*x-26*a^ 2*q*r^2+411*a^2*q*r*x-13*a^2*r^3+268*a^2*r^2*x-24*a*b^3*c-16*a*b^3*p-16*a*b^3*r +32*a*b^3*x-112*a*b^2*c^2-44*a*b^2*c*g-136*a*b^2*c*p-40*a*b^2*c*q-136*a*b^2*c*r +516*a*b^2*c*x-36*a*b^2*g*p-36*a*b^2*g*r+72*a*b^2*g*x-36*a*b^2*p^2-36*a*b^2*p*q -72*a*b^2*p*r+234*a*b^2*p*x-36*a*b^2*q*r+234*a*b^2*q*x-36*a*b^2*r^2+396*a*b^2*r *x-176*a*b*c^3-140*a*b*c^2*g-328*a*b*c^2*p-120*a*b*c^2*q-328*a*b*c^2*r+1560*a*b *c^2*x-26*a*b*c*g^2-192*a*b*c*g*p-52*a*b*c*g*q-192*a*b*c*g*r+756*a*b*c*g*x-170* a*b*c*p^2-188*a*b*c*p*q-340*a*b*c*p*r+1344*a*b*c*p*x-18*a*b*c*q^2-188*a*b*c*q*r +1344*a*b*c*q*x-170*a*b*c*r^2+2028*a*b*c*r*x-26*a*b*g^2*p-26*a*b*g^2*r+52*a*b*g ^2*x-52*a*b*g*p^2-52*a*b*g*p*q-104*a*b*g*p*r+342*a*b*g*p*x-52*a*b*g*q*r+342*a*b *g*q*x-52*a*b*g*r^2+580*a*b*g*r*x-26*a*b*p^3-52*a*b*p^2*q-78*a*b*p^2*r+286*a*b* p^2*x-26*a*b*p*q^2-104*a*b*p*q*r+572*a*b*p*q*x-78*a*b*p*r^2+822*a*b*p*r*x-26*a* b*q^2*r+286*a*b*q^2*x-52*a*b*q*r^2+822*a*b*q*r*x-26*a*b*r^3+536*a*b*r^2*x-88*a* c^4-108*a*c^3*g-232*a*c^3*p-88*a*c^3*q-232*a*c^3*r+1248*a*c^3*x-42*a*c^2*g^2-\ 222*a*c^2*g*p-76*a*c^2*g*q-222*a*c^2*g*r+1108*a*c^2*g*x-182*a*c^2*p^2-208*a*c^2 *p*q-364*a*c^2*p*r+1588*a*c^2*p*x-26*a*c^2*q^2-208*a*c^2*q*r+1588*a*c^2*q*x-182 *a*c^2*r^2+2306*a*c^2*r*x-5*a*c*g^3-65*a*c*g^2*p-16*a*c*g^2*q-65*a*c*g^2*r+266* a*c*g^2*x-118*a*c*g*p^2-130*a*c*g*p*q-236*a*c*g*p*r+950*a*c*g*p*x-12*a*c*g*q^2-\ 130*a*c*g*q*r+950*a*c*g*q*x-118*a*c*g*r^2+1435*a*c*g*r*x-56*a*c*p^3-114*a*c*p^2 *q-168*a*c*p^2*r+668*a*c*p^2*x-60*a*c*p*q^2-228*a*c*p*q*r+1336*a*c*p*q*x-168*a* c*p*r^2+1854*a*c*p*r*x-2*a*c*q^3-60*a*c*q^2*r+668*a*c*q^2*x-114*a*c*q*r^2+1854* a*c*q*r*x-56*a*c*r^3+1186*a*c*r^2*x-6*a*g^3*p-6*a*g^3*r+12*a*g^3*x-18*a*g^2*p^2 -18*a*g^2*p*q-36*a*g^2*p*r+120*a*g^2*p*x-18*a*g^2*q*r+120*a*g^2*q*x-18*a*g^2*r^ 2+204*a*g^2*r*x-18*a*g*p^3-36*a*g*p^2*q-54*a*g*p^2*r+201*a*g*p^2*x-18*a*g*p*q^2 -72*a*g*p*q*r+402*a*g*p*q*x-54*a*g*p*r^2+578*a*g*p*r*x-18*a*g*q^2*r+201*a*g*q^2 *x-36*a*g*q*r^2+578*a*g*q*r*x-18*a*g*r^3+377*a*g*r^2*x-6*a*p^4-18*a*p^3*q-24*a* p^3*r+93*a*p^3*x-18*a*p^2*q^2-54*a*p^2*q*r+279*a*p^2*q*x-36*a*p^2*r^2+368*a*p^2 *r*x-6*a*p*q^3-36*a*p*q^2*r+279*a*p*q^2*x-54*a*p*q*r^2+736*a*p*q*r*x-24*a*p*r^3 +457*a*p*r^2*x-6*a*q^3*r+93*a*q^3*x-18*a*q^2*r^2+368*a*q^2*r*x-18*a*q*r^3+457*a *q*r^2*x-6*a*r^4+182*a*r^3*x-8*b^4*c-4*b^4*p-4*b^4*r+8*b^4*x-48*b^3*c^2-20*b^3* c*g-48*b^3*c*p-16*b^3*c*q-48*b^3*c*r+172*b^3*c*x-12*b^3*g*p-12*b^3*g*r+24*b^3*g *x-12*b^3*p^2-12*b^3*p*q-24*b^3*p*r+78*b^3*p*x-12*b^3*q*r+78*b^3*q*x-12*b^3*r^2 +132*b^3*r*x-112*b^2*c^3-92*b^2*c^2*g-176*b^2*c^2*p-72*b^2*c^2*q-176*b^2*c^2*r+ 780*b^2*c^2*x-18*b^2*c*g^2-102*b^2*c*g*p-32*b^2*c*g*q-102*b^2*c*g*r+378*b^2*c*g *x-86*b^2*c*p^2-96*b^2*c*p*q-172*b^2*c*p*r+672*b^2*c*p*x-10*b^2*c*q^2-96*b^2*c* q*r+672*b^2*c*q*x-86*b^2*c*r^2+1014*b^2*c*r*x-13*b^2*g^2*p-13*b^2*g^2*r+26*b^2* g^2*x-26*b^2*g*p^2-26*b^2*g*p*q-52*b^2*g*p*r+171*b^2*g*p*x-26*b^2*g*q*r+171*b^2 *g*q*x-26*b^2*g*r^2+290*b^2*g*r*x-13*b^2*p^3-26*b^2*p^2*q-39*b^2*p^2*r+143*b^2* p^2*x-13*b^2*p*q^2-52*b^2*p*q*r+286*b^2*p*q*x-39*b^2*p*r^2+411*b^2*p*r*x-13*b^2 *q^2*r+143*b^2*q^2*x-26*b^2*q*r^2+411*b^2*q*r*x-13*b^2*r^3+268*b^2*r^2*x-112*b* c^4-140*b*c^3*g-248*b*c^3*p-104*b*c^3*q-248*b*c^3*r+1248*b*c^3*x-56*b*c^2*g^2-\ 238*b*c^2*g*p-92*b*c^2*g*q-238*b*c^2*g*r+1108*b*c^2*g*x-184*b*c^2*p^2-212*b*c^2 *p*q-368*b*c^2*p*r+1588*b*c^2*p*x-28*b*c^2*q^2-212*b*c^2*q*r+1588*b*c^2*q*x-184 *b*c^2*r^2+2306*b*c^2*r*x-7*b*c*g^3-69*b*c*g^2*p-20*b*c*g^2*q-69*b*c*g^2*r+266* b*c*g^2*x-119*b*c*g*p^2-132*b*c*g*p*q-238*b*c*g*p*r+950*b*c*g*p*x-13*b*c*g*q^2-\ 132*b*c*g*q*r+950*b*c*g*q*x-119*b*c*g*r^2+1435*b*c*g*r*x-56*b*c*p^3-114*b*c*p^2 *q-168*b*c*p^2*r+668*b*c*p^2*x-60*b*c*p*q^2-228*b*c*p*q*r+1336*b*c*p*q*x-168*b* c*p*r^2+1854*b*c*p*r*x-2*b*c*q^3-60*b*c*q^2*r+668*b*c*q^2*x-114*b*c*q*r^2+1854* b*c*q*r*x-56*b*c*r^3+1186*b*c*r^2*x-6*b*g^3*p-6*b*g^3*r+12*b*g^3*x-18*b*g^2*p^2 -18*b*g^2*p*q-36*b*g^2*p*r+120*b*g^2*p*x-18*b*g^2*q*r+120*b*g^2*q*x-18*b*g^2*r^ 2+204*b*g^2*r*x-18*b*g*p^3-36*b*g*p^2*q-54*b*g*p^2*r+201*b*g*p^2*x-18*b*g*p*q^2 -72*b*g*p*q*r+402*b*g*p*q*x-54*b*g*p*r^2+578*b*g*p*r*x-18*b*g*q^2*r+201*b*g*q^2 *x-36*b*g*q*r^2+578*b*g*q*r*x-18*b*g*r^3+377*b*g*r^2*x-6*b*p^4-18*b*p^3*q-24*b* p^3*r+93*b*p^3*x-18*b*p^2*q^2-54*b*p^2*q*r+279*b*p^2*q*x-36*b*p^2*r^2+368*b*p^2 *r*x-6*b*p*q^3-36*b*p*q^2*r+279*b*p*q^2*x-54*b*p*q*r^2+736*b*p*q*r*x-24*b*p*r^3 +457*b*p*r^2*x-6*b*q^3*r+93*b*q^3*x-18*b*q^2*r^2+368*b*q^2*r*x-18*b*q*r^3+457*b *q*r^2*x-6*b*r^4+182*b*r^3*x-40*c^5-68*c^4*g-120*c^4*p-48*c^4*q-120*c^4*r+648*c ^4*x-42*c^3*g^2-164*c^3*g*p-64*c^3*g*q-164*c^3*g*r+856*c^3*g*x-122*c^3*p^2-140* c^3*p*q-244*c^3*p*r+1096*c^3*p*x-18*c^3*q^2-140*c^3*q*r+1096*c^3*q*x-122*c^3*r^ 2+1580*c^3*r*x-11*c^2*g^3-78*c^2*g^2*p-28*c^2*g^2*q-78*c^2*g^2*r+378*c^2*g^2*x-\ 125*c^2*g*p^2-142*c^2*g*p*q-250*c^2*g*p*r+1086*c^2*g*p*x-17*c^2*g*q^2-142*c^2*g *q*r+1086*c^2*g*q*x-125*c^2*g*r^2+1586*c^2*g*r*x-56*c^2*p^3-114*c^2*p^2*q-168*c ^2*p^2*r+690*c^2*p^2*x-60*c^2*p*q^2-228*c^2*p*q*r+1380*c^2*p*q*x-168*c^2*p*r^2+ 1902*c^2*p*r*x-2*c^2*q^3-60*c^2*q^2*r+690*c^2*q^2*x-114*c^2*q*r^2+1902*c^2*q*r* x-56*c^2*r^3+1212*c^2*r^2*x-c*g^4-15*c*g^3*p-4*c*g^3*q-15*c*g^3*r+60*c*g^3*x-40 *c*g^2*p^2-44*c*g^2*p*q-80*c*g^2*p*r+323*c*g^2*p*x-4*c*g^2*q^2-44*c*g^2*q*r+323 *c*g^2*q*x-40*c*g^2*r^2+490*c*g^2*r*x-38*c*g*p^3-77*c*g*p^2*q-114*c*g*p^2*r+455 *c*g*p^2*x-40*c*g*p*q^2-154*c*g*p*q*r+910*c*g*p*q*x-114*c*g*p*r^2+1269*c*g*p*r* x-c*g*q^3-40*c*g*q^2*r+455*c*g*q^2*x-77*c*g*q*r^2+1269*c*g*q*r*x-38*c*g*r^3+814 *c*g*r^2*x-12*c*p^4-36*c*p^3*q-48*c*p^3*r+192*c*p^3*x-36*c*p^2*q^2-108*c*p^2*q* r+576*c*p^2*q*x-72*c*p^2*r^2+756*c*p^2*r*x-12*c*p*q^3-72*c*p*q^2*r+576*c*p*q^2* x-108*c*p*q*r^2+1512*c*p*q*r*x-48*c*p*r^3+936*c*p*r^2*x-12*c*q^3*r+192*c*q^3*x-\ 36*c*q^2*r^2+756*c*q^2*r*x-36*c*q*r^3+936*c*q*r^2*x-12*c*r^4+372*c*r^3*x-g^4*p- g^4*r+2*g^4*x-4*g^3*p^2-4*g^3*p*q-8*g^3*p*r+27*g^3*p*x-4*g^3*q*r+27*g^3*q*x-4*g ^3*r^2+46*g^3*r*x-6*g^2*p^3-12*g^2*p^2*q-18*g^2*p^2*r+68*g^2*p^2*x-6*g^2*p*q^2-\ 24*g^2*p*q*r+136*g^2*p*q*x-18*g^2*p*r^2+196*g^2*p*r*x-6*g^2*q^2*r+68*g^2*q^2*x-\ 12*g^2*q*r^2+196*g^2*q*r*x-6*g^2*r^3+128*g^2*r^2*x-4*g*p^4-12*g*p^3*q-16*g*p^3* r+63*g*p^3*x-12*g*p^2*q^2-36*g*p^2*q*r+189*g*p^2*q*x-24*g*p^2*r^2+250*g*p^2*r*x -4*g*p*q^3-24*g*p*q^2*r+189*g*p*q^2*x-36*g*p*q*r^2+500*g*p*q*r*x-16*g*p*r^3+311 *g*p*r^2*x-4*g*q^3*r+63*g*q^3*x-12*g*q^2*r^2+250*g*q^2*r*x-12*g*q*r^3+311*g*q*r ^2*x-4*g*r^4+124*g*r^3*x-p^5-4*p^4*q-5*p^4*r+20*p^4*x-6*p^3*q^2-16*p^3*q*r+80*p ^3*q*x-10*p^3*r^2+100*p^3*r*x-4*p^2*q^3-18*p^2*q^2*r+120*p^2*q^2*x-24*p^2*q*r^2 +300*p^2*q*r*x-10*p^2*r^3+180*p^2*r^2*x-p*q^4-8*p*q^3*r+80*p*q^3*x-18*p*q^2*r^2 +300*p*q^2*r*x-16*p*q*r^3+360*p*q*r^2*x-5*p*r^4+140*p*r^3*x-q^4*r+20*q^4*x-4*q^ 3*r^2+100*q^3*r*x-6*q^2*r^3+180*q^2*r^2*x-4*q*r^4+140*q*r^3*x-r^5+40*r^4*x-8*a^ 3*b-40*a^3*c-4*a^3*g-62*a^3*p-8*a^3*q-62*a^3*r+108*a^3*x-24*a^2*b^2-212*a^2*b*c -28*a^2*b*g-194*a^2*b*p-32*a^2*b*q-194*a^2*b*r+324*a^2*b*x-280*a^2*c^2-126*a^2* c*g-474*a^2*c*p-132*a^2*c*q-474*a^2*c*r+1120*a^2*c*x-8*a^2*g^2-139*a^2*g*p-20*a ^2*g*q-139*a^2*g*r+238*a^2*g*x-133*a^2*p^2-141*a^2*p*q-266*a^2*p*r+492*a^2*p*x-\ 8*a^2*q^2-141*a^2*q*r+492*a^2*q*x-133*a^2*r^2+774*a^2*r*x-24*a*b^3-304*a*b^2*c-\ 44*a*b^2*g-202*a*b^2*p-40*a*b^2*q-202*a*b^2*r+324*a*b^2*x-780*a*b*c^2-378*a*b*c *g-1014*a*b*c*p-330*a*b*c*q-1014*a*b*c*r+2240*a*b*c*x-26*a*b*g^2-290*a*b*g*p-52 *a*b*g*q-290*a*b*g*r+476*a*b*g*x-268*a*b*p^2-286*a*b*p*q-536*a*b*p*r+984*a*b*p* x-18*a*b*q^2-286*a*b*q*r+984*a*b*q*x-268*a*b*r^2+1548*a*b*r*x-548*a*c^3-480*a*c ^2*g-1116*a*c^2*p-398*a*c^2*q-1116*a*c^2*r+2868*a*c^2*x-113*a*c*g^2-695*a*c*g*p -210*a*c*g*q-695*a*c*g*r+1602*a*c*g*x-590*a*c*p^2-662*a*c*p*q-1180*a*c*p*r+2460 *a*c*p*x-72*a*c*q^2-662*a*c*q*r+2460*a*c*q*x-590*a*c*r^2+3646*a*c*r*x-5*a*g^3-\ 100*a*g^2*p-16*a*g^2*q-100*a*g^2*r+168*a*g^2*x-188*a*g*p^2-200*a*g*p*q-376*a*g* p*r+701*a*g*p*x-12*a*g*q^2-200*a*g*q*r+701*a*g*q*x-188*a*g*r^2+1105*a*g*r*x-91* a*p^3-184*a*p^2*q-273*a*p^2*r+523*a*p^2*x-95*a*p*q^2-368*a*p*q*r+1046*a*p*q*x-\ 273*a*p*r^2+1473*a*p*r*x-2*a*q^3-95*a*q^2*r+523*a*q^2*x-184*a*q*r^2+1473*a*q*r* x-91*a*r^3+950*a*r^2*x-8*b^4-132*b^3*c-20*b^3*g-70*b^3*p-16*b^3*q-70*b^3*r+108* b^3*x-500*b^2*c^2-252*b^2*c*g-540*b^2*c*p-198*b^2*c*q-540*b^2*c*r+1120*b^2*c*x-\ 18*b^2*g^2-151*b^2*g*p-32*b^2*g*q-151*b^2*g*r+238*b^2*g*x-135*b^2*p^2-145*b^2*p *q-270*b^2*p*r+492*b^2*p*x-10*b^2*q^2-145*b^2*q*r+492*b^2*q*x-135*b^2*r^2+774*b ^2*r*x-700*b*c^3-628*b*c^2*g-1190*b*c^2*p-472*b*c^2*q-1190*b*c^2*r+2868*b*c^2*x -153*b*c*g^2-740*b*c*g*p-255*b*c*g*q-740*b*c*g*r+1602*b*c*g*x-596*b*c*p^2-674*b *c*p*q-1192*b*c*p*r+2460*b*c*p*x-78*b*c*q^2-674*b*c*q*r+2460*b*c*q*x-596*b*c*r^ 2+3646*b*c*r*x-7*b*g^3-104*b*g^2*p-20*b*g^2*q-104*b*g^2*r+168*b*g^2*x-189*b*g*p ^2-202*b*g*p*q-378*b*g*p*r+701*b*g*p*x-13*b*g*q^2-202*b*g*q*r+701*b*g*q*x-189*b *g*r^2+1105*b*g*r*x-91*b*p^3-184*b*p^2*q-273*b*p^2*r+523*b*p^2*x-95*b*p*q^2-368 *b*p*q*r+1046*b*p*q*x-273*b*p*r^2+1473*b*p*r*x-2*b*q^3-95*b*q^2*r+523*b*q^2*x-\ 184*b*q*r^2+1473*b*q*r*x-91*b*r^3+950*b*r^2*x-324*c^4-428*c^3*g-790*c^3*p-306*c ^3*q-790*c^3*r+2072*c^3*x-189*c^2*g^2-793*c^2*g*p-293*c^2*g*q-793*c^2*g*r+1984* c^2*g*x-606*c^2*p^2-690*c^2*p*q-1212*c^2*p*r+2648*c^2*p*x-84*c^2*q^2-690*c^2*q* r+2648*c^2*q*x-606*c^2*r^2+3860*c^2*r*x-30*c*g^3-245*c*g^2*p-78*c*g^2*q-245*c*g ^2*r+550*c*g^2*x-407*c*g*p^2-455*c*g*p*q-814*c*g*p*r+1696*c*g*p*x-48*c*g*q^2-\ 455*c*g*q*r+1696*c*g*q*x-407*c*g*r^2+2526*c*g*r*x-186*c*p^3-378*c*p^2*q-558*c*p ^2*r+1120*c*p^2*x-198*c*p*q^2-756*c*p*q*r+2240*c*p*q*x-558*c*p*r^2+3108*c*p*r*x -6*c*q^3-198*c*q^2*r+1120*c*q^2*x-378*c*q*r^2+3108*c*q*r*x-186*c*r^3+1988*c*r^2 *x-g^4-23*g^3*p-4*g^3*q-23*g^3*r+38*g^3*x-64*g^2*p^2-68*g^2*p*q-128*g^2*p*r+240 *g^2*p*x-4*g^2*q^2-68*g^2*q*r+240*g^2*q*x-64*g^2*r^2+380*g^2*r*x-62*g*p^3-125*g *p^2*q-186*g*p^2*r+359*g*p^2*x-64*g*p*q^2-250*g*p*q*r+718*g*p*q*x-186*g*p*r^2+ 1015*g*p*r*x-g*q^3-64*g*q^2*r+359*g*q^2*x-125*g*q*r^2+1015*g*q*r*x-62*g*r^3+656 *g*r^2*x-20*p^4-60*p^3*q-80*p^3*r+157*p^3*x-60*p^2*q^2-180*p^2*q*r+471*p^2*q*x-\ 120*p^2*r^2+620*p^2*r*x-20*p*q^3-120*p*q^2*r+471*p*q^2*x-180*p*q*r^2+1240*p*q*r *x-80*p*r^3+769*p*r^2*x-20*q^3*r+157*q^3*x-60*q^2*r^2+620*q^2*r*x-60*q*r^3+769* q*r^2*x-20*r^4+306*r^3*x-24*a^3-132*a^2*b-396*a^2*c-78*a^2*g-366*a^2*p-84*a^2*q -366*a^2*r+516*a^2*x-192*a*b^2-1120*a*b*c-238*a*b*g-774*a*b*p-210*a*b*q-774*a*b *r+1032*a*b*x-1256*a*c^2-690*a*c*g-1768*a*c*p-582*a*c*q-1768*a*c*r+2868*a*c*x-\ 71*a*g^2-538*a*g*p-134*a*g*q-538*a*g*r+742*a*g*x-473*a*p^2-519*a*p*q-946*a*p*r+ 1246*a*p*x-46*a*q^2-519*a*q*r+1246*a*q*x-473*a*r^2+1896*a*r*x-84*b^3-724*b^2*c-\ 160*b^2*g-408*b^2*p-126*b^2*q-408*b^2*r+516*b^2*x-1612*b*c^2-912*b*c*g-1878*b*c *p-692*b*c*q-1878*b*c*r+2868*b*c*x-97*b*g^2-567*b*g*p-163*b*g*q-567*b*g*r+742*b *g*x-477*b*p^2-527*b*p*q-954*b*p*r+1246*b*p*x-50*b*q^2-527*b*q*r+1246*b*q*x-477 *b*r^2+1896*b*r*x-1036*c^3-992*c^2*g-1930*c^2*p-718*c^2*q-1930*c^2*r+3264*c^2*x -275*c*g^2-1263*c*g*p-433*c*g*q-1263*c*g*r+2000*c*g*x-994*c*p^2-1120*c*p*q-1988 *c*p*r+2804*c*p*x-126*c*q^2-1120*c*q*r+2804*c*q*x-994*c*r^2+4144*c*r*x-19*g^3-\ 190*g^2*p-50*g^2*q-190*g^2*r+256*g^2*x-328*g*p^2-359*g*p*q-656*g*p*r+866*g*p*x-\ 31*g*q^2-359*g*q*r+866*g*q*x-328*g*r^2+1324*g*r*x-153*p^3-310*p^2*q-459*p^2*r+ 598*p^2*x-161*p*q^2-620*p*q*r+1196*p*q*x-459*p*r^2+1674*p*r*x-4*q^3-161*q^2*r+ 598*q^2*x-310*q*r^2+1674*q*r*x-153*r^3+1076*r^2*x-180*a^2-516*a*b-1252*a*c-318* a*g-922*a*p-272*a*q-922*a*r+1048*a*x-336*b^2-1616*b*c-424*b*g-974*b*p-324*b*q-\ 974*b*r+1048*b*x-1632*c^2-1000*c*g-2072*c*p-732*c*q-2072*c*r+2528*c*x-128*g^2-\ 662*g*p-204*g*q-662*g*r+736*g*x-538*p^2-598*p*q-1076*p*r+1096*p*x-60*q^2-598*q* r+1096*q*x-538*r^2+1648*r*x-456*a-592*b-1264*c-368*g-824*p-272*q-824*r+768*x-\ 384)*dx^5+x^2*(x-1)^2*(24*a^5*c*x^2+12*a^5*p*x^2+12*a^5*q*x^2+24*a^5*r*x^2+120* a^4*b*c*x^2+60*a^4*b*p*x^2+60*a^4*b*q*x^2+120*a^4*b*r*x^2+240*a^4*c^2*x^2+88*a^ 4*c*g*x^2+216*a^4*c*p*x^2+216*a^4*c*q*x^2+352*a^4*c*r*x^2+44*a^4*g*p*x^2+44*a^4 *g*q*x^2+88*a^4*g*r*x^2+48*a^4*p^2*x^2+96*a^4*p*q*x^2+152*a^4*p*r*x^2+48*a^4*q^ 2*x^2+152*a^4*q*r*x^2+116*a^4*r^2*x^2+240*a^3*b^2*c*x^2+120*a^3*b^2*p*x^2+120*a ^3*b^2*q*x^2+240*a^3*b^2*r*x^2+960*a^3*b*c^2*x^2+352*a^3*b*c*g*x^2+864*a^3*b*c* p*x^2+864*a^3*b*c*q*x^2+1408*a^3*b*c*r*x^2+176*a^3*b*g*p*x^2+176*a^3*b*g*q*x^2+ 352*a^3*b*g*r*x^2+192*a^3*b*p^2*x^2+384*a^3*b*p*q*x^2+608*a^3*b*p*r*x^2+192*a^3 *b*q^2*x^2+608*a^3*b*q*r*x^2+464*a^3*b*r^2*x^2+912*a^3*c^3*x^2+692*a^3*c^2*g*x^ 2+1200*a^3*c^2*p*x^2+1200*a^3*c^2*q*x^2+1832*a^3*c^2*r*x^2+126*a^3*c*g^2*x^2+ 622*a^3*c*g*p*x^2+622*a^3*c*g*q*x^2+1016*a^3*c*g*r*x^2+522*a^3*c*p^2*x^2+1044*a ^3*c*p*q*x^2+1552*a^3*c*p*r*x^2+522*a^3*c*q^2*x^2+1552*a^3*c*q*r*x^2+1126*a^3*c *r^2*x^2+63*a^3*g^2*p*x^2+63*a^3*g^2*q*x^2+126*a^3*g^2*r*x^2+138*a^3*g*p^2*x^2+ 276*a^3*g*p*q*x^2+438*a^3*g*p*r*x^2+138*a^3*g*q^2*x^2+438*a^3*g*q*r*x^2+336*a^3 *g*r^2*x^2+75*a^3*p^3*x^2+225*a^3*p^2*q*x^2+324*a^3*p^2*r*x^2+225*a^3*p*q^2*x^2 +648*a^3*p*q*r*x^2+459*a^3*p*r^2*x^2+75*a^3*q^3*x^2+324*a^3*q^2*r*x^2+459*a^3*q *r^2*x^2+210*a^3*r^3*x^2+240*a^2*b^3*c*x^2+120*a^2*b^3*p*x^2+120*a^2*b^3*q*x^2+ 240*a^2*b^3*r*x^2+1440*a^2*b^2*c^2*x^2+528*a^2*b^2*c*g*x^2+1296*a^2*b^2*c*p*x^2 +1296*a^2*b^2*c*q*x^2+2112*a^2*b^2*c*r*x^2+264*a^2*b^2*g*p*x^2+264*a^2*b^2*g*q* x^2+528*a^2*b^2*g*r*x^2+288*a^2*b^2*p^2*x^2+576*a^2*b^2*p*q*x^2+912*a^2*b^2*p*r *x^2+288*a^2*b^2*q^2*x^2+912*a^2*b^2*q*r*x^2+696*a^2*b^2*r^2*x^2+2736*a^2*b*c^3 *x^2+2076*a^2*b*c^2*g*x^2+3600*a^2*b*c^2*p*x^2+3600*a^2*b*c^2*q*x^2+5496*a^2*b* c^2*r*x^2+378*a^2*b*c*g^2*x^2+1866*a^2*b*c*g*p*x^2+1866*a^2*b*c*g*q*x^2+3048*a^ 2*b*c*g*r*x^2+1566*a^2*b*c*p^2*x^2+3132*a^2*b*c*p*q*x^2+4656*a^2*b*c*p*r*x^2+ 1566*a^2*b*c*q^2*x^2+4656*a^2*b*c*q*r*x^2+3378*a^2*b*c*r^2*x^2+189*a^2*b*g^2*p* x^2+189*a^2*b*g^2*q*x^2+378*a^2*b*g^2*r*x^2+414*a^2*b*g*p^2*x^2+828*a^2*b*g*p*q *x^2+1314*a^2*b*g*p*r*x^2+414*a^2*b*g*q^2*x^2+1314*a^2*b*g*q*r*x^2+1008*a^2*b*g *r^2*x^2+225*a^2*b*p^3*x^2+675*a^2*b*p^2*q*x^2+972*a^2*b*p^2*r*x^2+675*a^2*b*p* q^2*x^2+1944*a^2*b*p*q*r*x^2+1377*a^2*b*p*r^2*x^2+225*a^2*b*q^3*x^2+972*a^2*b*q ^2*r*x^2+1377*a^2*b*q*r^2*x^2+630*a^2*b*r^3*x^2+1656*a^2*c^4*x^2+1936*a^2*c^3*g *x^2+2880*a^2*c^3*p*x^2+2880*a^2*c^3*q*x^2+4288*a^2*c^3*r*x^2+730*a^2*c^2*g^2*x ^2+2542*a^2*c^2*g*p*x^2+2542*a^2*c^2*g*q*x^2+3888*a^2*c^2*g*r*x^2+1866*a^2*c^2* p^2*x^2+3732*a^2*c^2*p*q*x^2+5416*a^2*c^2*p*r*x^2+1866*a^2*c^2*q^2*x^2+5416*a^2 *c^2*q*r*x^2+3862*a^2*c^2*r^2*x^2+88*a^2*c*g^3*x^2+655*a^2*c*g^2*p*x^2+655*a^2* c*g^2*q*x^2+1072*a^2*c*g^2*r*x^2+1103*a^2*c*g*p^2*x^2+2206*a^2*c*g*p*q*x^2+3286 *a^2*c*g*p*r*x^2+1103*a^2*c*g*q^2*x^2+3286*a^2*c*g*q*r*x^2+2393*a^2*c*g*r^2*x^2 +534*a^2*c*p^3*x^2+1602*a^2*c*p^2*q*x^2+2258*a^2*c*p^2*r*x^2+1602*a^2*c*p*q^2*x ^2+4516*a^2*c*p*q*r*x^2+3142*a^2*c*p*r^2*x^2+534*a^2*c*q^3*x^2+2258*a^2*c*q^2*r *x^2+3142*a^2*c*q*r^2*x^2+1418*a^2*c*r^3*x^2+44*a^2*g^3*p*x^2+44*a^2*g^3*q*x^2+ 88*a^2*g^3*r*x^2+145*a^2*g^2*p^2*x^2+290*a^2*g^2*p*q*x^2+461*a^2*g^2*p*r*x^2+ 145*a^2*g^2*q^2*x^2+461*a^2*g^2*q*r*x^2+355*a^2*g^2*r^2*x^2+158*a^2*g*p^3*x^2+ 474*a^2*g*p^2*q*x^2+684*a^2*g*p^2*r*x^2+474*a^2*g*p*q^2*x^2+1368*a^2*g*p*q*r*x^ 2+972*a^2*g*p*r^2*x^2+158*a^2*g*q^3*x^2+684*a^2*g*q^2*r*x^2+972*a^2*g*q*r^2*x^2 +446*a^2*g*r^3*x^2+57*a^2*p^4*x^2+228*a^2*p^3*q*x^2+311*a^2*p^3*r*x^2+342*a^2*p ^2*q^2*x^2+933*a^2*p^2*q*r*x^2+630*a^2*p^2*r^2*x^2+228*a^2*p*q^3*x^2+933*a^2*p* q^2*r*x^2+1260*a^2*p*q*r^2*x^2+555*a^2*p*r^3*x^2+57*a^2*q^4*x^2+311*a^2*q^3*r*x ^2+630*a^2*q^2*r^2*x^2+555*a^2*q*r^3*x^2+179*a^2*r^4*x^2+120*a*b^4*c*x^2+60*a*b ^4*p*x^2+60*a*b^4*q*x^2+120*a*b^4*r*x^2+960*a*b^3*c^2*x^2+352*a*b^3*c*g*x^2+864 *a*b^3*c*p*x^2+864*a*b^3*c*q*x^2+1408*a*b^3*c*r*x^2+176*a*b^3*g*p*x^2+176*a*b^3 *g*q*x^2+352*a*b^3*g*r*x^2+192*a*b^3*p^2*x^2+384*a*b^3*p*q*x^2+608*a*b^3*p*r*x^ 2+192*a*b^3*q^2*x^2+608*a*b^3*q*r*x^2+464*a*b^3*r^2*x^2+2736*a*b^2*c^3*x^2+2076 *a*b^2*c^2*g*x^2+3600*a*b^2*c^2*p*x^2+3600*a*b^2*c^2*q*x^2+5496*a*b^2*c^2*r*x^2 +378*a*b^2*c*g^2*x^2+1866*a*b^2*c*g*p*x^2+1866*a*b^2*c*g*q*x^2+3048*a*b^2*c*g*r *x^2+1566*a*b^2*c*p^2*x^2+3132*a*b^2*c*p*q*x^2+4656*a*b^2*c*p*r*x^2+1566*a*b^2* c*q^2*x^2+4656*a*b^2*c*q*r*x^2+3378*a*b^2*c*r^2*x^2+189*a*b^2*g^2*p*x^2+189*a*b ^2*g^2*q*x^2+378*a*b^2*g^2*r*x^2+414*a*b^2*g*p^2*x^2+828*a*b^2*g*p*q*x^2+1314*a *b^2*g*p*r*x^2+414*a*b^2*g*q^2*x^2+1314*a*b^2*g*q*r*x^2+1008*a*b^2*g*r^2*x^2+ 225*a*b^2*p^3*x^2+675*a*b^2*p^2*q*x^2+972*a*b^2*p^2*r*x^2+675*a*b^2*p*q^2*x^2+ 1944*a*b^2*p*q*r*x^2+1377*a*b^2*p*r^2*x^2+225*a*b^2*q^3*x^2+972*a*b^2*q^2*r*x^2 +1377*a*b^2*q*r^2*x^2+630*a*b^2*r^3*x^2+3312*a*b*c^4*x^2+3872*a*b*c^3*g*x^2+ 5760*a*b*c^3*p*x^2+5760*a*b*c^3*q*x^2+8576*a*b*c^3*r*x^2+1460*a*b*c^2*g^2*x^2+ 5084*a*b*c^2*g*p*x^2+5084*a*b*c^2*g*q*x^2+7776*a*b*c^2*g*r*x^2+3732*a*b*c^2*p^2 *x^2+7464*a*b*c^2*p*q*x^2+10832*a*b*c^2*p*r*x^2+3732*a*b*c^2*q^2*x^2+10832*a*b* c^2*q*r*x^2+7724*a*b*c^2*r^2*x^2+176*a*b*c*g^3*x^2+1310*a*b*c*g^2*p*x^2+1310*a* b*c*g^2*q*x^2+2144*a*b*c*g^2*r*x^2+2206*a*b*c*g*p^2*x^2+4412*a*b*c*g*p*q*x^2+ 6572*a*b*c*g*p*r*x^2+2206*a*b*c*g*q^2*x^2+6572*a*b*c*g*q*r*x^2+4786*a*b*c*g*r^2 *x^2+1068*a*b*c*p^3*x^2+3204*a*b*c*p^2*q*x^2+4516*a*b*c*p^2*r*x^2+3204*a*b*c*p* q^2*x^2+9032*a*b*c*p*q*r*x^2+6284*a*b*c*p*r^2*x^2+1068*a*b*c*q^3*x^2+4516*a*b*c *q^2*r*x^2+6284*a*b*c*q*r^2*x^2+2836*a*b*c*r^3*x^2+88*a*b*g^3*p*x^2+88*a*b*g^3* q*x^2+176*a*b*g^3*r*x^2+290*a*b*g^2*p^2*x^2+580*a*b*g^2*p*q*x^2+922*a*b*g^2*p*r *x^2+290*a*b*g^2*q^2*x^2+922*a*b*g^2*q*r*x^2+710*a*b*g^2*r^2*x^2+316*a*b*g*p^3* x^2+948*a*b*g*p^2*q*x^2+1368*a*b*g*p^2*r*x^2+948*a*b*g*p*q^2*x^2+2736*a*b*g*p*q *r*x^2+1944*a*b*g*p*r^2*x^2+316*a*b*g*q^3*x^2+1368*a*b*g*q^2*r*x^2+1944*a*b*g*q *r^2*x^2+892*a*b*g*r^3*x^2+114*a*b*p^4*x^2+456*a*b*p^3*q*x^2+622*a*b*p^3*r*x^2+ 684*a*b*p^2*q^2*x^2+1866*a*b*p^2*q*r*x^2+1260*a*b*p^2*r^2*x^2+456*a*b*p*q^3*x^2 +1866*a*b*p*q^2*r*x^2+2520*a*b*p*q*r^2*x^2+1110*a*b*p*r^3*x^2+114*a*b*q^4*x^2+ 622*a*b*q^3*r*x^2+1260*a*b*q^2*r^2*x^2+1110*a*b*q*r^3*x^2+358*a*b*r^4*x^2+1440* a*c^5*x^2+2296*a*c^4*g*x^2+3120*a*c^4*p*x^2+3120*a*c^4*q*x^2+4600*a*c^4*r*x^2+ 1336*a*c^3*g^2*x^2+3984*a*c^3*g*p*x^2+3984*a*c^3*g*q*x^2+5944*a*c^3*g*r*x^2+ 2688*a*c^3*p^2*x^2+5376*a*c^3*p*q*x^2+7728*a*c^3*p*r*x^2+2688*a*c^3*q^2*x^2+ 7728*a*c^3*q*r*x^2+5472*a*c^3*r^2*x^2+334*a*c^2*g^3*x^2+1750*a*c^2*g^2*p*x^2+ 1750*a*c^2*g^2*q*x^2+2682*a*c^2*g^2*r*x^2+2574*a*c^2*g*p^2*x^2+5148*a*c^2*g*p*q *x^2+7486*a*c^2*g*p*r*x^2+2574*a*c^2*g*q^2*x^2+7486*a*c^2*g*q*r*x^2+5350*a*c^2* g*r^2*x^2+1152*a*c^2*p^3*x^2+3456*a*c^2*p^2*q*x^2+4830*a*c^2*p^2*r*x^2+3456*a*c ^2*p*q^2*x^2+9660*a*c^2*p*q*r*x^2+6672*a*c^2*p*r^2*x^2+1152*a*c^2*q^3*x^2+4830* a*c^2*q^2*r*x^2+6672*a*c^2*q*r^2*x^2+2994*a*c^2*r^3*x^2+30*a*c*g^4*x^2+299*a*c* g^3*p*x^2+299*a*c*g^3*q*x^2+490*a*c*g^3*r*x^2+757*a*c*g^2*p^2*x^2+1514*a*c*g^2* p*q*x^2+2259*a*c*g^2*p*r*x^2+757*a*c*g^2*q^2*x^2+2259*a*c*g^2*q*r*x^2+1649*a*c* g^2*r^2*x^2+734*a*c*g*p^3*x^2+2202*a*c*g*p^2*q*x^2+3109*a*c*g*p^2*r*x^2+2202*a* c*g*p*q^2*x^2+6218*a*c*g*p*q*r*x^2+4334*a*c*g*p*r^2*x^2+734*a*c*g*q^3*x^2+3109* a*c*g*q^2*r*x^2+4334*a*c*g*q*r^2*x^2+1959*a*c*g*r^3*x^2+246*a*c*p^4*x^2+984*a*c *p^3*q*x^2+1334*a*c*p^3*r*x^2+1476*a*c*p^2*q^2*x^2+4002*a*c*p^2*q*r*x^2+2688*a* c*p^2*r^2*x^2+984*a*c*p*q^3*x^2+4002*a*c*p*q^2*r*x^2+5376*a*c*p*q*r^2*x^2+2358* a*c*p*r^3*x^2+246*a*c*q^4*x^2+1334*a*c*q^3*r*x^2+2688*a*c*q^2*r^2*x^2+2358*a*c* q*r^3*x^2+758*a*c*r^4*x^2+15*a*g^4*p*x^2+15*a*g^4*q*x^2+30*a*g^4*r*x^2+66*a*g^3 *p^2*x^2+132*a*g^3*p*q*x^2+210*a*g^3*p*r*x^2+66*a*g^3*q^2*x^2+210*a*g^3*q*r*x^2 +162*a*g^3*r^2*x^2+108*a*g^2*p^3*x^2+324*a*g^2*p^2*q*x^2+468*a*g^2*p^2*r*x^2+ 324*a*g^2*p*q^2*x^2+936*a*g^2*p*q*r*x^2+666*a*g^2*p*r^2*x^2+108*a*g^2*q^3*x^2+ 468*a*g^2*q^2*r*x^2+666*a*g^2*q*r^2*x^2+306*a*g^2*r^3*x^2+78*a*g*p^4*x^2+312*a* g*p^3*q*x^2+426*a*g*p^3*r*x^2+468*a*g*p^2*q^2*x^2+1278*a*g*p^2*q*r*x^2+864*a*g* p^2*r^2*x^2+312*a*g*p*q^3*x^2+1278*a*g*p*q^2*r*x^2+1728*a*g*p*q*r^2*x^2+762*a*g *p*r^3*x^2+78*a*g*q^4*x^2+426*a*g*q^3*r*x^2+864*a*g*q^2*r^2*x^2+762*a*g*q*r^3*x ^2+246*a*g*r^4*x^2+21*a*p^5*x^2+105*a*p^4*q*x^2+138*a*p^4*r*x^2+210*a*p^3*q^2*x ^2+552*a*p^3*q*r*x^2+360*a*p^3*r^2*x^2+210*a*p^2*q^3*x^2+828*a*p^2*q^2*r*x^2+ 1080*a*p^2*q*r^2*x^2+462*a*p^2*r^3*x^2+105*a*p*q^4*x^2+552*a*p*q^3*r*x^2+1080*a *p*q^2*r^2*x^2+924*a*p*q*r^3*x^2+291*a*p*r^4*x^2+21*a*q^5*x^2+138*a*q^4*r*x^2+ 360*a*q^3*r^2*x^2+462*a*q^2*r^3*x^2+291*a*q*r^4*x^2+72*a*r^5*x^2+24*b^5*c*x^2+ 12*b^5*p*x^2+12*b^5*q*x^2+24*b^5*r*x^2+240*b^4*c^2*x^2+88*b^4*c*g*x^2+216*b^4*c *p*x^2+216*b^4*c*q*x^2+352*b^4*c*r*x^2+44*b^4*g*p*x^2+44*b^4*g*q*x^2+88*b^4*g*r *x^2+48*b^4*p^2*x^2+96*b^4*p*q*x^2+152*b^4*p*r*x^2+48*b^4*q^2*x^2+152*b^4*q*r*x ^2+116*b^4*r^2*x^2+912*b^3*c^3*x^2+692*b^3*c^2*g*x^2+1200*b^3*c^2*p*x^2+1200*b^ 3*c^2*q*x^2+1832*b^3*c^2*r*x^2+126*b^3*c*g^2*x^2+622*b^3*c*g*p*x^2+622*b^3*c*g* q*x^2+1016*b^3*c*g*r*x^2+522*b^3*c*p^2*x^2+1044*b^3*c*p*q*x^2+1552*b^3*c*p*r*x^ 2+522*b^3*c*q^2*x^2+1552*b^3*c*q*r*x^2+1126*b^3*c*r^2*x^2+63*b^3*g^2*p*x^2+63*b ^3*g^2*q*x^2+126*b^3*g^2*r*x^2+138*b^3*g*p^2*x^2+276*b^3*g*p*q*x^2+438*b^3*g*p* r*x^2+138*b^3*g*q^2*x^2+438*b^3*g*q*r*x^2+336*b^3*g*r^2*x^2+75*b^3*p^3*x^2+225* b^3*p^2*q*x^2+324*b^3*p^2*r*x^2+225*b^3*p*q^2*x^2+648*b^3*p*q*r*x^2+459*b^3*p*r ^2*x^2+75*b^3*q^3*x^2+324*b^3*q^2*r*x^2+459*b^3*q*r^2*x^2+210*b^3*r^3*x^2+1656* b^2*c^4*x^2+1936*b^2*c^3*g*x^2+2880*b^2*c^3*p*x^2+2880*b^2*c^3*q*x^2+4288*b^2*c ^3*r*x^2+730*b^2*c^2*g^2*x^2+2542*b^2*c^2*g*p*x^2+2542*b^2*c^2*g*q*x^2+3888*b^2 *c^2*g*r*x^2+1866*b^2*c^2*p^2*x^2+3732*b^2*c^2*p*q*x^2+5416*b^2*c^2*p*r*x^2+ 1866*b^2*c^2*q^2*x^2+5416*b^2*c^2*q*r*x^2+3862*b^2*c^2*r^2*x^2+88*b^2*c*g^3*x^2 +655*b^2*c*g^2*p*x^2+655*b^2*c*g^2*q*x^2+1072*b^2*c*g^2*r*x^2+1103*b^2*c*g*p^2* x^2+2206*b^2*c*g*p*q*x^2+3286*b^2*c*g*p*r*x^2+1103*b^2*c*g*q^2*x^2+3286*b^2*c*g *q*r*x^2+2393*b^2*c*g*r^2*x^2+534*b^2*c*p^3*x^2+1602*b^2*c*p^2*q*x^2+2258*b^2*c *p^2*r*x^2+1602*b^2*c*p*q^2*x^2+4516*b^2*c*p*q*r*x^2+3142*b^2*c*p*r^2*x^2+534*b ^2*c*q^3*x^2+2258*b^2*c*q^2*r*x^2+3142*b^2*c*q*r^2*x^2+1418*b^2*c*r^3*x^2+44*b^ 2*g^3*p*x^2+44*b^2*g^3*q*x^2+88*b^2*g^3*r*x^2+145*b^2*g^2*p^2*x^2+290*b^2*g^2*p *q*x^2+461*b^2*g^2*p*r*x^2+145*b^2*g^2*q^2*x^2+461*b^2*g^2*q*r*x^2+355*b^2*g^2* r^2*x^2+158*b^2*g*p^3*x^2+474*b^2*g*p^2*q*x^2+684*b^2*g*p^2*r*x^2+474*b^2*g*p*q ^2*x^2+1368*b^2*g*p*q*r*x^2+972*b^2*g*p*r^2*x^2+158*b^2*g*q^3*x^2+684*b^2*g*q^2 *r*x^2+972*b^2*g*q*r^2*x^2+446*b^2*g*r^3*x^2+57*b^2*p^4*x^2+228*b^2*p^3*q*x^2+ 311*b^2*p^3*r*x^2+342*b^2*p^2*q^2*x^2+933*b^2*p^2*q*r*x^2+630*b^2*p^2*r^2*x^2+ 228*b^2*p*q^3*x^2+933*b^2*p*q^2*r*x^2+1260*b^2*p*q*r^2*x^2+555*b^2*p*r^3*x^2+57 *b^2*q^4*x^2+311*b^2*q^3*r*x^2+630*b^2*q^2*r^2*x^2+555*b^2*q*r^3*x^2+179*b^2*r^ 4*x^2+1440*b*c^5*x^2+2296*b*c^4*g*x^2+3120*b*c^4*p*x^2+3120*b*c^4*q*x^2+4600*b* c^4*r*x^2+1336*b*c^3*g^2*x^2+3984*b*c^3*g*p*x^2+3984*b*c^3*g*q*x^2+5944*b*c^3*g *r*x^2+2688*b*c^3*p^2*x^2+5376*b*c^3*p*q*x^2+7728*b*c^3*p*r*x^2+2688*b*c^3*q^2* x^2+7728*b*c^3*q*r*x^2+5472*b*c^3*r^2*x^2+334*b*c^2*g^3*x^2+1750*b*c^2*g^2*p*x^ 2+1750*b*c^2*g^2*q*x^2+2682*b*c^2*g^2*r*x^2+2574*b*c^2*g*p^2*x^2+5148*b*c^2*g*p *q*x^2+7486*b*c^2*g*p*r*x^2+2574*b*c^2*g*q^2*x^2+7486*b*c^2*g*q*r*x^2+5350*b*c^ 2*g*r^2*x^2+1152*b*c^2*p^3*x^2+3456*b*c^2*p^2*q*x^2+4830*b*c^2*p^2*r*x^2+3456*b *c^2*p*q^2*x^2+9660*b*c^2*p*q*r*x^2+6672*b*c^2*p*r^2*x^2+1152*b*c^2*q^3*x^2+ 4830*b*c^2*q^2*r*x^2+6672*b*c^2*q*r^2*x^2+2994*b*c^2*r^3*x^2+30*b*c*g^4*x^2+299 *b*c*g^3*p*x^2+299*b*c*g^3*q*x^2+490*b*c*g^3*r*x^2+757*b*c*g^2*p^2*x^2+1514*b*c *g^2*p*q*x^2+2259*b*c*g^2*p*r*x^2+757*b*c*g^2*q^2*x^2+2259*b*c*g^2*q*r*x^2+1649 *b*c*g^2*r^2*x^2+734*b*c*g*p^3*x^2+2202*b*c*g*p^2*q*x^2+3109*b*c*g*p^2*r*x^2+ 2202*b*c*g*p*q^2*x^2+6218*b*c*g*p*q*r*x^2+4334*b*c*g*p*r^2*x^2+734*b*c*g*q^3*x^ 2+3109*b*c*g*q^2*r*x^2+4334*b*c*g*q*r^2*x^2+1959*b*c*g*r^3*x^2+246*b*c*p^4*x^2+ 984*b*c*p^3*q*x^2+1334*b*c*p^3*r*x^2+1476*b*c*p^2*q^2*x^2+4002*b*c*p^2*q*r*x^2+ 2688*b*c*p^2*r^2*x^2+984*b*c*p*q^3*x^2+4002*b*c*p*q^2*r*x^2+5376*b*c*p*q*r^2*x^ 2+2358*b*c*p*r^3*x^2+246*b*c*q^4*x^2+1334*b*c*q^3*r*x^2+2688*b*c*q^2*r^2*x^2+ 2358*b*c*q*r^3*x^2+758*b*c*r^4*x^2+15*b*g^4*p*x^2+15*b*g^4*q*x^2+30*b*g^4*r*x^2 +66*b*g^3*p^2*x^2+132*b*g^3*p*q*x^2+210*b*g^3*p*r*x^2+66*b*g^3*q^2*x^2+210*b*g^ 3*q*r*x^2+162*b*g^3*r^2*x^2+108*b*g^2*p^3*x^2+324*b*g^2*p^2*q*x^2+468*b*g^2*p^2 *r*x^2+324*b*g^2*p*q^2*x^2+936*b*g^2*p*q*r*x^2+666*b*g^2*p*r^2*x^2+108*b*g^2*q^ 3*x^2+468*b*g^2*q^2*r*x^2+666*b*g^2*q*r^2*x^2+306*b*g^2*r^3*x^2+78*b*g*p^4*x^2+ 312*b*g*p^3*q*x^2+426*b*g*p^3*r*x^2+468*b*g*p^2*q^2*x^2+1278*b*g*p^2*q*r*x^2+ 864*b*g*p^2*r^2*x^2+312*b*g*p*q^3*x^2+1278*b*g*p*q^2*r*x^2+1728*b*g*p*q*r^2*x^2 +762*b*g*p*r^3*x^2+78*b*g*q^4*x^2+426*b*g*q^3*r*x^2+864*b*g*q^2*r^2*x^2+762*b*g *q*r^3*x^2+246*b*g*r^4*x^2+21*b*p^5*x^2+105*b*p^4*q*x^2+138*b*p^4*r*x^2+210*b*p ^3*q^2*x^2+552*b*p^3*q*r*x^2+360*b*p^3*r^2*x^2+210*b*p^2*q^3*x^2+828*b*p^2*q^2* r*x^2+1080*b*p^2*q*r^2*x^2+462*b*p^2*r^3*x^2+105*b*p*q^4*x^2+552*b*p*q^3*r*x^2+ 1080*b*p*q^2*r^2*x^2+924*b*p*q*r^3*x^2+291*b*p*r^4*x^2+21*b*q^5*x^2+138*b*q^4*r *x^2+360*b*q^3*r^2*x^2+462*b*q^2*r^3*x^2+291*b*q*r^4*x^2+72*b*r^5*x^2+480*c^6*x ^2+976*c^5*g*x^2+1248*c^5*p*x^2+1248*c^5*q*x^2+1840*c^5*r*x^2+776*c^4*g^2*x^2+ 2112*c^4*g*p*x^2+2112*c^4*g*q*x^2+3128*c^4*g*r*x^2+1344*c^4*p^2*x^2+2688*c^4*p* q*x^2+3864*c^4*p*r*x^2+1344*c^4*q^2*x^2+3864*c^4*q*r*x^2+2736*c^4*r^2*x^2+300*c ^3*g^3*x^2+1344*c^3*g^2*p*x^2+1344*c^3*g^2*q*x^2+2012*c^3*g^2*r*x^2+1816*c^3*g* p^2*x^2+3632*c^3*g*p*q*x^2+5244*c^3*g*p*r*x^2+1816*c^3*g*q^2*x^2+5244*c^3*g*q*r *x^2+3728*c^3*g*r^2*x^2+768*c^3*p^3*x^2+2304*c^3*p^2*q*x^2+3220*c^3*p^2*r*x^2+ 2304*c^3*p*q^2*x^2+6440*c^3*p*q*r*x^2+4448*c^3*p*r^2*x^2+768*c^3*q^3*x^2+3220*c ^3*q^2*r*x^2+4448*c^3*q*r^2*x^2+1996*c^3*r^3*x^2+56*c^2*g^4*x^2+392*c^2*g^3*p*x ^2+392*c^2*g^3*q*x^2+602*c^2*g^3*r*x^2+866*c^2*g^2*p^2*x^2+1732*c^2*g^2*p*q*x^2 +2526*c^2*g^2*p*r*x^2+866*c^2*g^2*q^2*x^2+2526*c^2*g^2*q*r*x^2+1810*c^2*g^2*r^2 *x^2+776*c^2*g*p^3*x^2+2328*c^2*g*p^2*q*x^2+3266*c^2*g*p^2*r*x^2+2328*c^2*g*p*q ^2*x^2+6532*c^2*g*p*q*r*x^2+4528*c^2*g*p*r^2*x^2+776*c^2*g*q^3*x^2+3266*c^2*g*q ^2*r*x^2+4528*c^2*g*q*r^2*x^2+2038*c^2*g*r^3*x^2+246*c^2*p^4*x^2+984*c^2*p^3*q* x^2+1334*c^2*p^3*r*x^2+1476*c^2*p^2*q^2*x^2+4002*c^2*p^2*q*r*x^2+2688*c^2*p^2*r ^2*x^2+984*c^2*p*q^3*x^2+4002*c^2*p*q^2*r*x^2+5376*c^2*p*q*r^2*x^2+2358*c^2*p*r ^3*x^2+246*c^2*q^4*x^2+1334*c^2*q^3*r*x^2+2688*c^2*q^2*r^2*x^2+2358*c^2*q*r^3*x ^2+758*c^2*r^4*x^2+4*c*g^5*x^2+50*c*g^4*p*x^2+50*c*g^4*q*x^2+82*c*g^4*r*x^2+169 *c*g^3*p^2*x^2+338*c*g^3*p*q*x^2+505*c*g^3*p*r*x^2+169*c*g^3*q^2*x^2+505*c*g^3* q*r*x^2+369*c*g^3*r^2*x^2+246*c*g^2*p^3*x^2+738*c*g^2*p^2*q*x^2+1044*c*g^2*p^2* r*x^2+738*c*g^2*p*q^2*x^2+2088*c*g^2*p*q*r*x^2+1458*c*g^2*p*r^2*x^2+246*c*g^2*q ^3*x^2+1044*c*g^2*q^2*r*x^2+1458*c*g^2*q*r^2*x^2+660*c*g^2*r^3*x^2+165*c*g*p^4* x^2+660*c*g*p^3*q*x^2+897*c*g*p^3*r*x^2+990*c*g*p^2*q^2*x^2+2691*c*g*p^2*q*r*x^ 2+1812*c*g*p^2*r^2*x^2+660*c*g*p*q^3*x^2+2691*c*g*p*q^2*r*x^2+3624*c*g*p*q*r^2* x^2+1593*c*g*p*r^3*x^2+165*c*g*q^4*x^2+897*c*g*q^3*r*x^2+1812*c*g*q^2*r^2*x^2+ 1593*c*g*q*r^3*x^2+513*c*g*r^4*x^2+42*c*p^5*x^2+210*c*p^4*q*x^2+276*c*p^4*r*x^2 +420*c*p^3*q^2*x^2+1104*c*p^3*q*r*x^2+720*c*p^3*r^2*x^2+420*c*p^2*q^3*x^2+1656* c*p^2*q^2*r*x^2+2160*c*p^2*q*r^2*x^2+924*c*p^2*r^3*x^2+210*c*p*q^4*x^2+1104*c*p *q^3*r*x^2+2160*c*p*q^2*r^2*x^2+1848*c*p*q*r^3*x^2+582*c*p*r^4*x^2+42*c*q^5*x^2 +276*c*q^4*r*x^2+720*c*q^3*r^2*x^2+924*c*q^2*r^3*x^2+582*c*q*r^4*x^2+144*c*r^5* x^2+2*g^5*p*x^2+2*g^5*q*x^2+4*g^5*r*x^2+11*g^4*p^2*x^2+22*g^4*p*q*x^2+35*g^4*p* r*x^2+11*g^4*q^2*x^2+35*g^4*q*r*x^2+27*g^4*r^2*x^2+24*g^3*p^3*x^2+72*g^3*p^2*q* x^2+104*g^3*p^2*r*x^2+72*g^3*p*q^2*x^2+208*g^3*p*q*r*x^2+148*g^3*p*r^2*x^2+24*g ^3*q^3*x^2+104*g^3*q^2*r*x^2+148*g^3*q*r^2*x^2+68*g^3*r^3*x^2+26*g^2*p^4*x^2+ 104*g^2*p^3*q*x^2+142*g^2*p^3*r*x^2+156*g^2*p^2*q^2*x^2+426*g^2*p^2*q*r*x^2+288 *g^2*p^2*r^2*x^2+104*g^2*p*q^3*x^2+426*g^2*p*q^2*r*x^2+576*g^2*p*q*r^2*x^2+254* g^2*p*r^3*x^2+26*g^2*q^4*x^2+142*g^2*q^3*r*x^2+288*g^2*q^2*r^2*x^2+254*g^2*q*r^ 3*x^2+82*g^2*r^4*x^2+14*g*p^5*x^2+70*g*p^4*q*x^2+92*g*p^4*r*x^2+140*g*p^3*q^2*x ^2+368*g*p^3*q*r*x^2+240*g*p^3*r^2*x^2+140*g*p^2*q^3*x^2+552*g*p^2*q^2*r*x^2+ 720*g*p^2*q*r^2*x^2+308*g*p^2*r^3*x^2+70*g*p*q^4*x^2+368*g*p*q^3*r*x^2+720*g*p* q^2*r^2*x^2+616*g*p*q*r^3*x^2+194*g*p*r^4*x^2+14*g*q^5*x^2+92*g*q^4*r*x^2+240*g *q^3*r^2*x^2+308*g*q^2*r^3*x^2+194*g*q*r^4*x^2+48*g*r^5*x^2+3*p^6*x^2+18*p^5*q* x^2+23*p^5*r*x^2+45*p^4*q^2*x^2+115*p^4*q*r*x^2+73*p^4*r^2*x^2+60*p^3*q^3*x^2+ 230*p^3*q^2*r*x^2+292*p^3*q*r^2*x^2+122*p^3*r^3*x^2+45*p^2*q^4*x^2+230*p^2*q^3* r*x^2+438*p^2*q^2*r^2*x^2+366*p^2*q*r^3*x^2+113*p^2*r^4*x^2+18*p*q^5*x^2+115*p* q^4*r*x^2+292*p*q^3*r^2*x^2+366*p*q^2*r^3*x^2+226*p*q*r^4*x^2+55*p*r^5*x^2+3*q^ 6*x^2+23*q^5*r*x^2+73*q^4*r^2*x^2+122*q^3*r^3*x^2+113*q^2*r^4*x^2+55*q*r^5*x^2+ 11*r^6*x^2-24*a^5*c*x-24*a^5*p*x-12*a^5*q*x-36*a^5*r*x+24*a^5*x^2-120*a^4*b*c*x -108*a^4*b*p*x-48*a^4*b*q*x-156*a^4*b*r*x+120*a^4*b*x^2-264*a^4*c^2*x-92*a^4*c* g*x-348*a^4*c*p*x-204*a^4*c*q*x-448*a^4*c*r*x+524*a^4*c*x^2-84*a^4*g*p*x-40*a^4 *g*q*x-124*a^4*g*r*x+88*a^4*g*x^2-96*a^4*p^2*x-132*a^4*p*q*x-248*a^4*p*r*x+238* a^4*p*x^2-36*a^4*q^2*x-164*a^4*q*r*x+238*a^4*q*x^2-152*a^4*r^2*x+392*a^4*r*x^2-\ 240*a^3*b^2*c*x-192*a^3*b^2*p*x-72*a^3*b^2*q*x-264*a^3*b^2*r*x+240*a^3*b^2*x^2-\ 1008*a^3*b*c^2*x-360*a^3*b*c*g*x-1272*a^3*b*c*p*x-696*a^3*b*c*q*x-1600*a^3*b*c* r*x+2096*a^3*b*c*x^2-300*a^3*b*g*p*x-124*a^3*b*g*q*x-424*a^3*b*g*r*x+352*a^3*b* g*x^2-348*a^3*b*p^2*x-456*a^3*b*p*q*x-884*a^3*b*p*r*x+952*a^3*b*p*x^2-108*a^3*b *q^2*x-548*a^3*b*q*r*x+952*a^3*b*q*x^2-536*a^3*b*r^2*x+1568*a^3*b*r*x^2-1008*a^ 3*c^3*x-756*a^3*c^2*g*x-1776*a^3*c^2*p*x-1080*a^3*c^2*q*x-2168*a^3*c^2*r*x+3052 *a^3*c^2*x^2-134*a^3*c*g^2*x-964*a^3*c*g*p*x-546*a^3*c*g*q*x-1230*a^3*c*g*r*x+ 1502*a^3*c*g*x^2-930*a^3*c*p^2*x-1296*a^3*c*p*q*x-2284*a^3*c*p*r*x+2720*a^3*c*p *x^2-366*a^3*c*q^2*x-1528*a^3*c*q*r*x+2720*a^3*c*q*x^2-1354*a^3*c*r^2*x+4222*a^ 3*c*r*x^2-114*a^3*g^2*p*x-51*a^3*g^2*q*x-165*a^3*g^2*r*x+126*a^3*g^2*x^2-264*a^ 3*g*p^2*x-354*a^3*g*p*q*x-678*a^3*g*p*r*x+681*a^3*g*p*x^2-90*a^3*g*q^2*x-432*a^ 3*g*q*r*x+681*a^3*g*q*x^2-414*a^3*g*r^2*x+1122*a^3*g*r*x^2-150*a^3*p^3*x-339*a^ 3*p^2*q*x-549*a^3*p^2*r*x+603*a^3*p^2*x^2-228*a^3*p*q^2*x-804*a^3*p*q*r*x+1206* a^3*p*q*x^2-648*a^3*p*r^2*x+1827*a^3*p*r*x^2-39*a^3*q^3*x-255*a^3*q^2*r*x+603*a ^3*q^2*x^2-465*a^3*q*r^2*x+1827*a^3*q*r*x^2-249*a^3*r^3*x+1386*a^3*r^2*x^2-240* a^2*b^3*c*x-168*a^2*b^3*p*x-48*a^2*b^3*q*x-216*a^2*b^3*r*x+240*a^2*b^3*x^2-1440 *a^2*b^2*c^2*x-528*a^2*b^2*c*g*x-1728*a^2*b^2*c*p*x-864*a^2*b^2*c*q*x-2112*a^2* b^2*c*r*x+3144*a^2*b^2*c*x^2-396*a^2*b^2*g*p*x-132*a^2*b^2*g*q*x-528*a^2*b^2*g* r*x+528*a^2*b^2*g*x^2-468*a^2*b^2*p^2*x-576*a^2*b^2*p*q*x-1164*a^2*b^2*p*r*x+ 1428*a^2*b^2*p*x^2-108*a^2*b^2*q^2*x-660*a^2*b^2*q*r*x+1428*a^2*b^2*q*x^2-696*a ^2*b^2*r^2*x+2352*a^2*b^2*r*x^2-2832*a^2*b*c^3*x-2140*a^2*b*c^2*g*x-4872*a^2*b* c^2*p*x-2784*a^2*b*c^2*q*x-5832*a^2*b*c^2*r*x+9156*a^2*b*c^2*x^2-386*a^2*b*c*g^ 2*x-2626*a^2*b*c*g*p*x-1372*a^2*b*c*g*q*x-3262*a^2*b*c*g*r*x+4506*a^2*b*c*g*x^2 -2538*a^2*b*c*p^2*x-3384*a^2*b*c*p*q*x-6144*a^2*b*c*p*r*x+8160*a^2*b*c*p*x^2-\ 846*a^2*b*c*q^2*x-3876*a^2*b*c*q*r*x+8160*a^2*b*c*q*x^2-3606*a^2*b*c*r^2*x+ 12666*a^2*b*c*r*x^2-303*a^2*b*g^2*p*x-114*a^2*b*g^2*q*x-417*a^2*b*g^2*r*x+378*a ^2*b*g^2*x^2-714*a^2*b*g*p^2*x-906*a^2*b*g*p*q*x-1800*a^2*b*g*p*r*x+2043*a^2*b* g*p*x^2-192*a^2*b*g*q^2*x-1062*a^2*b*g*q*r*x+2043*a^2*b*g*q*x^2-1086*a^2*b*g*r^ 2*x+3366*a^2*b*g*r*x^2-411*a^2*b*p^3*x-900*a^2*b*p^2*q*x-1491*a^2*b*p^2*r*x+ 1809*a^2*b*p^2*x^2-567*a^2*b*p*q^2*x-2100*a^2*b*p*q*r*x+3618*a^2*b*p*q*x^2-1749 *a^2*b*p*r^2*x+5481*a^2*b*p*r*x^2-78*a^2*b*q^3*x-609*a^2*b*q^2*r*x+1809*a^2*b*q ^2*x^2-1200*a^2*b*q*r^2*x+5481*a^2*b*q*r*x^2-669*a^2*b*r^3*x+4158*a^2*b*r^2*x^2 -1776*a^2*c^4*x-2080*a^2*c^3*g*x-4008*a^2*c^3*p*x-2424*a^2*c^3*q*x-4768*a^2*c^3 *r*x+7544*a^2*c^3*x^2-782*a^2*c^2*g^2*x-3606*a^2*c^2*g*p*x-2120*a^2*c^2*g*q*x-\ 4362*a^2*c^2*g*r*x+6452*a^2*c^2*g*x^2-3090*a^2*c^2*p^2*x-4272*a^2*c^2*p*q*x-\ 7420*a^2*c^2*p*r*x+10016*a^2*c^2*p*x^2-1182*a^2*c^2*q^2*x-4888*a^2*c^2*q*r*x+ 10016*a^2*c^2*q*x^2-4330*a^2*c^2*r^2*x+15158*a^2*c^2*r*x^2-93*a^2*c*g^3*x-971*a ^2*c*g^2*p*x-528*a^2*c*g^2*q*x-1225*a^2*c*g^2*r*x+1580*a^2*c*g^2*x^2-1879*a^2*c *g*p^2*x-2556*a^2*c*g*p*q*x-4588*a^2*c*g*p*r*x+5744*a^2*c*g*p*x^2-677*a^2*c*g*q ^2*x-2966*a^2*c*g*q*r*x+5744*a^2*c*g*q*x^2-2709*a^2*c*g*r^2*x+8933*a^2*c*g*r*x^ 2-993*a^2*c*p^3*x-2229*a^2*c*p^2*q*x-3566*a^2*c*p^2*r*x+4408*a^2*c*p^2*x^2-1479 *a^2*c*p*q^2*x-5176*a^2*c*p*q*r*x+8816*a^2*c*p*q*x^2-4153*a^2*c*p*r^2*x+13034*a ^2*c*p*r*x^2-243*a^2*c*q^3*x-1610*a^2*c*q^2*r*x+4408*a^2*c*q^2*x^2-2947*a^2*c*q *r^2*x+13034*a^2*c*q*r*x^2-1580*a^2*c*r^3*x+9652*a^2*c*r^2*x^2-75*a^2*g^3*p*x-\ 31*a^2*g^3*q*x-106*a^2*g^3*r*x+88*a^2*g^3*x^2-264*a^2*g^2*p^2*x-344*a^2*g^2*p*q *x-673*a^2*g^2*p*r*x+715*a^2*g^2*p*x^2-80*a^2*g^2*q^2*x-411*a^2*g^2*q*r*x+715*a ^2*g^2*q*x^2-409*a^2*g^2*r^2*x+1179*a^2*g^2*r*x^2-303*a^2*g*p^3*x-673*a^2*g*p^2 *q*x-1106*a^2*g*p^2*r*x+1272*a^2*g*p^2*x^2-437*a^2*g*p*q^2*x-1584*a^2*g*p*q*r*x +2544*a^2*g*p*q*x^2-1303*a^2*g*p*r^2*x+3865*a^2*g*p*r*x^2-67*a^2*g*q^3*x-478*a^ 2*g*q^2*r*x+1272*a^2*g*q^2*x^2-911*a^2*g*q*r^2*x+3865*a^2*g*q*r*x^2-500*a^2*g*r ^3*x+2950*a^2*g*r^2*x^2-114*a^2*p^4*x-360*a^2*p^3*q*x-539*a^2*p^3*r*x+643*a^2*p ^3*x^2-396*a^2*p^2*q^2*x-1251*a^2*p^2*q*r*x+1929*a^2*p^2*q*x^2-933*a^2*p^2*r^2* x+2779*a^2*p^2*r*x^2-168*a^2*p*q^3*x-885*a^2*p*q^2*r*x+1929*a^2*p*q^2*x^2-1422* a^2*p*q*r^2*x+5558*a^2*p*q*r*x^2-705*a^2*p*r^3*x+4004*a^2*p*r^2*x^2-18*a^2*q^4* x-173*a^2*q^3*r*x+643*a^2*q^3*x^2-489*a^2*q^2*r^2*x+2779*a^2*q^2*r*x^2-531*a^2* q*r^3*x+4004*a^2*q*r^2*x^2-197*a^2*r^4*x+1868*a^2*r^3*x^2-120*a*b^4*c*x-72*a*b^ 4*p*x-12*a*b^4*q*x-84*a*b^4*r*x+120*a*b^4*x^2-912*a*b^3*c^2*x-344*a*b^3*c*g*x-\ 1032*a*b^3*c*p*x-456*a*b^3*c*q*x-1216*a*b^3*c*r*x+2096*a*b^3*c*x^2-228*a*b^3*g* p*x-52*a*b^3*g*q*x-280*a*b^3*g*r*x+352*a*b^3*g*x^2-276*a*b^3*p^2*x-312*a*b^3*p* q*x-668*a*b^3*p*r*x+952*a*b^3*p*x^2-36*a*b^3*q^2*x-332*a*b^3*q*r*x+952*a*b^3*q* x^2-392*a*b^3*r^2*x+1568*a*b^3*r*x^2-2640*a*b^2*c^3*x-2012*a*b^2*c^2*g*x-4416*a *b^2*c^2*p*x-2328*a*b^2*c^2*q*x-5160*a*b^2*c^2*r*x+9156*a*b^2*c^2*x^2-370*a*b^2 *c*g^2*x-2360*a*b^2*c*g*p*x-1106*a*b^2*c*g*q*x-2834*a*b^2*c*g*r*x+4506*a*b^2*c* g*x^2-2286*a*b^2*c*p^2*x-2880*a*b^2*c*p*q*x-5436*a*b^2*c*p*r*x+8160*a*b^2*c*p*x ^2-594*a*b^2*c*q^2*x-3168*a*b^2*c*q*r*x+8160*a*b^2*c*q*x^2-3150*a*b^2*c*r^2*x+ 12666*a*b^2*c*r*x^2-264*a*b^2*g^2*p*x-75*a*b^2*g^2*q*x-339*a*b^2*g^2*r*x+378*a* b^2*g^2*x^2-636*a*b^2*g*p^2*x-750*a*b^2*g*p*q*x-1566*a*b^2*g*p*r*x+2043*a*b^2*g *p*x^2-114*a*b^2*g*q^2*x-828*a*b^2*g*q*r*x+2043*a*b^2*g*q*x^2-930*a*b^2*g*r^2*x +3366*a*b^2*g*r*x^2-372*a*b^2*p^3*x-783*a*b^2*p^2*q*x-1335*a*b^2*p^2*r*x+1809*a *b^2*p^2*x^2-450*a*b^2*p*q^2*x-1788*a*b^2*p*q*r*x+3618*a*b^2*p*q*x^2-1554*a*b^2 *p*r^2*x+5481*a*b^2*p*r*x^2-39*a*b^2*q^3*x-453*a*b^2*q^2*r*x+1809*a*b^2*q^2*x^2 -1005*a*b^2*q*r^2*x+5481*a*b^2*q*r*x^2-591*a*b^2*r^3*x+4158*a*b^2*r^2*x^2-3312* a*b*c^4*x-3872*a*b*c^3*g*x-7344*a*b*c^3*p*x-4176*a*b*c^3*q*x-8576*a*b*c^3*r*x+ 15088*a*b*c^3*x^2-1460*a*b*c^2*g^2*x-6570*a*b*c^2*g*p*x-3598*a*b*c^2*g*q*x-7776 *a*b*c^2*g*r*x+12904*a*b*c^2*g*x^2-5640*a*b*c^2*p^2*x-7464*a*b*c^2*p*q*x-13364* a*b*c^2*p*r*x+20032*a*b*c^2*p*x^2-1824*a*b*c^2*q^2*x-8300*a*b*c^2*q*r*x+20032*a *b*c^2*q*x^2-7724*a*b*c^2*r^2*x+30316*a*b*c^2*r*x^2-176*a*b*c*g^3*x-1753*a*b*c* g^2*p*x-867*a*b*c*g^2*q*x-2144*a*b*c*g^2*r*x+3160*a*b*c*g^2*x^2-3408*a*b*c*g*p^ 2*x-4412*a*b*c*g*p*q*x-8194*a*b*c*g*p*r*x+11488*a*b*c*g*p*x^2-1004*a*b*c*g*q^2* x-4950*a*b*c*g*q*r*x+11488*a*b*c*g*q*x^2-4786*a*b*c*g*r^2*x+17866*a*b*c*g*r*x^2 -1818*a*b*c*p^3*x-3954*a*b*c*p^2*q*x-6472*a*b*c*p^2*r*x+8816*a*b*c*p^2*x^2-2454 *a*b*c*p*q^2*x-9032*a*b*c*p*q*r*x+17632*a*b*c*p*q*x^2-7490*a*b*c*p*r^2*x+26068* a*b*c*p*r*x^2-318*a*b*c*q^3*x-2560*a*b*c*q^2*r*x+8816*a*b*c*q^2*x^2-5078*a*b*c* q*r^2*x+26068*a*b*c*q*r*x^2-2836*a*b*c*r^3*x+19304*a*b*c*r^2*x^2-132*a*b*g^3*p* x-44*a*b*g^3*q*x-176*a*b*g^3*r*x+176*a*b*g^3*x^2-474*a*b*g^2*p^2*x-580*a*b*g^2* p*q*x-1184*a*b*g^2*p*r*x+1430*a*b*g^2*p*x^2-106*a*b*g^2*q^2*x-660*a*b*g^2*q*r*x +1430*a*b*g^2*q*x^2-710*a*b*g^2*r^2*x+2358*a*b*g^2*r*x^2-552*a*b*g*p^3*x-1184*a *b*g*p^2*q*x-1996*a*b*g*p^2*r*x+2544*a*b*g*p^2*x^2-712*a*b*g*p*q^2*x-2736*a*b*g *p*q*r*x+5088*a*b*g*p*q*x^2-2336*a*b*g*p*r^2*x+7730*a*b*g*p*r*x^2-80*a*b*g*q^3* x-740*a*b*g*q^2*r*x+2544*a*b*g*q^2*x^2-1552*a*b*g*q*r^2*x+7730*a*b*g*q*r*x^2-\ 892*a*b*g*r^3*x+5900*a*b*g*r^2*x^2-210*a*b*p^4*x-648*a*b*p^3*q*x-988*a*b*p^3*r* x+1286*a*b*p^3*x^2-684*a*b*p^2*q^2*x-2232*a*b*p^2*q*r*x+3858*a*b*p^2*q*x^2-1704 *a*b*p^2*r^2*x+5558*a*b*p^2*r*x^2-264*a*b*p*q^3*x-1500*a*b*p*q^2*r*x+3858*a*b*p *q^2*x^2-2520*a*b*p*q*r^2*x+11116*a*b*p*q*r*x^2-1284*a*b*p*r^3*x+8008*a*b*p*r^2 *x^2-18*a*b*q^4*x-256*a*b*q^3*r*x+1286*a*b*q^3*x^2-816*a*b*q^2*r^2*x+5558*a*b*q ^2*r*x^2-936*a*b*q*r^3*x+8008*a*b*q*r^2*x^2-358*a*b*r^4*x+3736*a*b*r^3*x^2-1488 *a*c^5*x-2380*a*c^4*g*x-4128*a*c^4*p*x-2448*a*c^4*q*x-4840*a*c^4*r*x+8432*a*c^4 *x^2-1388*a*c^3*g^2*x-5318*a*c^3*g*p*x-3110*a*c^3*g*q*x-6276*a*c^3*g*r*x+10472* a*c^3*g*x^2-4212*a*c^3*p^2*x-5736*a*c^3*p*q*x-9996*a*c^3*p*r*x+14880*a*c^3*p*x^ 2-1524*a*c^3*q^2*x-6444*a*c^3*q*r*x+14880*a*c^3*q*x^2-5784*a*c^3*r^2*x+22272*a* c^3*r*x^2-347*a*c^2*g^3*x-2375*a*c^2*g^2*p*x-1345*a*c^2*g^2*q*x-2846*a*c^2*g^2* r*x+4456*a*c^2*g^2*x^2-4084*a*c^2*g*p^2*x-5516*a*c^2*g*p*q*x-9756*a*c^2*g*p*r*x +13888*a*c^2*g*p*x^2-1432*a*c^2*g*q^2*x-6228*a*c^2*g*q*r*x+13888*a*c^2*g*q*x^2-\ 5672*a*c^2*g*r^2*x+21074*a*c^2*g*r*x^2-2028*a*c^2*p^3*x-4500*a*c^2*p^2*q*x-7212 *a*c^2*p^2*r*x+9792*a*c^2*p^2*x^2-2916*a*c^2*p*q^2*x-10320*a*c^2*p*q*r*x+19584* a*c^2*p*q*x^2-8340*a*c^2*p*r^2*x+28652*a*c^2*p*r*x^2-444*a*c^2*q^3*x-3108*a*c^2 *q^2*r*x+9792*a*c^2*q^2*x^2-5820*a*c^2*q*r^2*x+28652*a*c^2*q*r*x^2-3156*a*c^2*r ^3*x+21014*a*c^2*r^2*x^2-31*a*c*g^4*x-422*a*c*g^3*p*x-219*a*c*g^3*q*x-525*a*c*g ^3*r*x+724*a*c*g^3*x^2-1231*a*c*g^2*p^2*x-1632*a*c*g^2*p*q*x-2987*a*c*g^2*p*r*x +3962*a*c*g^2*p*x^2-401*a*c*g^2*q^2*x-1863*a*c*g^2*q*r*x+3962*a*c*g^2*q*x^2-\ 1756*a*c*g^2*r^2*x+6175*a*c*g^2*r*x^2-1310*a*c*g*p^3*x-2892*a*c*g*p^2*q*x-4690* a*c*g*p^2*r*x+6102*a*c*g*p^2*x^2-1854*a*c*g*p*q^2*x-6668*a*c*g*p*q*r*x+12204*a* c*g*p*q*x^2-5450*a*c*g*p*r^2*x+18092*a*c*g*p*r*x^2-272*a*c*g*q^3*x-1978*a*c*g*q ^2*r*x+6102*a*c*g*q^2*x^2-3776*a*c*g*q*r^2*x+18092*a*c*g*q*r*x^2-2070*a*c*g*r^3 *x+13445*a*c*g*r^2*x^2-468*a*c*p^4*x-1464*a*c*p^3*q*x-2198*a*c*p^3*r*x+2848*a*c *p^3*x^2-1584*a*c*p^2*q^2*x-5046*a*c*p^2*q*r*x+8544*a*c*p^2*q*x^2-3786*a*c*p^2* r^2*x+12184*a*c*p^2*r*x^2-648*a*c*p*q^3*x-3498*a*c*p*q^2*r*x+8544*a*c*p*q^2*x^2 -5700*a*c*p*q*r^2*x+24368*a*c*p*q*r*x^2-2850*a*c*p*r^3*x+17378*a*c*p*r^2*x^2-60 *a*c*q^4*x-650*a*c*q^3*r*x+2848*a*c*q^3*x^2-1914*a*c*q^2*r^2*x+12184*a*c*q^2*r* x^2-2118*a*c*q*r^3*x+17378*a*c*q*r^2*x^2-794*a*c*r^4*x+8042*a*c*r^3*x^2-24*a*g^ 4*p*x-9*a*g^4*q*x-33*a*g^4*r*x+30*a*g^4*x^2-114*a*g^3*p^2*x-144*a*g^3*p*q*x-288 *a*g^3*p*r*x+327*a*g^3*p*x^2-30*a*g^3*q^2*x-168*a*g^3*q*r*x+327*a*g^3*q*x^2-174 *a*g^3*r^2*x+540*a*g^3*r*x^2-198*a*g^2*p^3*x-432*a*g^2*p^2*q*x-720*a*g^2*p^2*r* x+876*a*g^2*p^2*x^2-270*a*g^2*p*q^2*x-1008*a*g^2*p*q*r*x+1752*a*g^2*p*q*x^2-846 *a*g^2*p*r^2*x+2668*a*g^2*p*r*x^2-36*a*g^2*q^3*x-288*a*g^2*q^2*r*x+876*a*g^2*q^ 2*x^2-576*a*g^2*q*r^2*x+2668*a*g^2*q*r*x^2-324*a*g^2*r^3*x+2044*a*g^2*r^2*x^2-\ 150*a*g*p^4*x-468*a*g*p^3*q*x-708*a*g*p^3*r*x+888*a*g*p^3*x^2-504*a*g*p^2*q^2*x -1620*a*g*p^2*q*r*x+2664*a*g*p^2*q*x^2-1224*a*g*p^2*r^2*x+3847*a*g*p^2*r*x^2-\ 204*a*g*p*q^3*x-1116*a*g*p*q^2*r*x+2664*a*g*p*q^2*x^2-1836*a*g*p*q*r^2*x+7694*a *g*p*q*r*x^2-924*a*g*p*r^3*x+5558*a*g*p*r^2*x^2-18*a*g*q^4*x-204*a*g*q^3*r*x+ 888*a*g*q^3*x^2-612*a*g*q^2*r^2*x+3847*a*g*q^2*r*x^2-684*a*g*q*r^3*x+5558*a*g*q *r^2*x^2-258*a*g*r^4*x+2599*a*g*r^3*x^2-42*a*p^5*x-171*a*p^4*q*x-243*a*p^4*r*x+ 309*a*p^4*x^2-264*a*p^3*q^2*x-780*a*p^3*q*r*x+1236*a*p^3*q*x^2-552*a*p^3*r^2*x+ 1713*a*p^3*r*x^2-186*a*p^2*q^3*x-882*a*p^2*q^2*r*x+1854*a*p^2*q^2*x^2-1314*a*p^ 2*q*r^2*x+5139*a*p^2*q*r*x^2-618*a*p^2*r^3*x+3552*a*p^2*r^2*x^2-54*a*p*q^4*x-\ 396*a*p*q^3*r*x+1236*a*p*q^3*x^2-972*a*p*q^2*r^2*x+5139*a*p*q^2*r*x^2-972*a*p*q *r^3*x+7104*a*p*q*r^2*x^2-342*a*p*r^4*x+3201*a*p*r^3*x^2-3*a*q^5*x-51*a*q^4*r*x +309*a*q^4*x^2-210*a*q^3*r^2*x+1713*a*q^3*r*x^2-354*a*q^2*r^3*x+3552*a*q^2*r^2* x^2-267*a*q*r^4*x+3201*a*q*r^3*x^2-75*a*r^5*x+1053*a*r^4*x^2-24*b^5*c*x-12*b^5* p*x-12*b^5*r*x+24*b^5*x^2-216*b^4*c^2*x-84*b^4*c*g*x-228*b^4*c*p*x-84*b^4*c*q*x -256*b^4*c*r*x+524*b^4*c*x^2-48*b^4*g*p*x-4*b^4*g*q*x-52*b^4*g*r*x+88*b^4*g*x^2 -60*b^4*p^2*x-60*b^4*p*q*x-140*b^4*p*r*x+238*b^4*p*x^2-56*b^4*q*r*x+238*b^4*q*x ^2-80*b^4*r^2*x+392*b^4*r*x^2-816*b^3*c^3*x-628*b^3*c^2*g*x-1320*b^3*c^2*p*x-\ 624*b^3*c^2*q*x-1496*b^3*c^2*r*x+3052*b^3*c^2*x^2-118*b^3*c*g^2*x-698*b^3*c*g*p *x-280*b^3*c*g*q*x-802*b^3*c*g*r*x+1502*b^3*c*g*x^2-678*b^3*c*p^2*x-792*b^3*c*p *q*x-1576*b^3*c*p*r*x+2720*b^3*c*p*x^2-114*b^3*c*q^2*x-820*b^3*c*q*r*x+2720*b^3 *c*q*x^2-898*b^3*c*r^2*x+4222*b^3*c*r*x^2-75*b^3*g^2*p*x-12*b^3*g^2*q*x-87*b^3* g^2*r*x+126*b^3*g^2*x^2-186*b^3*g*p^2*x-198*b^3*g*p*q*x-444*b^3*g*p*r*x+681*b^3 *g*p*x^2-12*b^3*g*q^2*x-198*b^3*g*q*r*x+681*b^3*g*q*x^2-258*b^3*g*r^2*x+1122*b^ 3*g*r*x^2-111*b^3*p^3*x-222*b^3*p^2*q*x-393*b^3*p^2*r*x+603*b^3*p^2*x^2-111*b^3 *p*q^2*x-492*b^3*p*q*r*x+1206*b^3*p*q*x^2-453*b^3*p*r^2*x+1827*b^3*p*r*x^2-99*b ^3*q^2*r*x+603*b^3*q^2*x^2-270*b^3*q*r^2*x+1827*b^3*q*r*x^2-171*b^3*r^3*x+1386* b^3*r^2*x^2-1536*b^2*c^4*x-1792*b^2*c^3*g*x-3336*b^2*c^3*p*x-1752*b^2*c^3*q*x-\ 3808*b^2*c^3*r*x+7544*b^2*c^3*x^2-678*b^2*c^2*g^2*x-2964*b^2*c^2*g*p*x-1478*b^2 *c^2*g*q*x-3414*b^2*c^2*g*r*x+6452*b^2*c^2*g*x^2-2550*b^2*c^2*p^2*x-3192*b^2*c^ 2*p*q*x-5944*b^2*c^2*p*r*x+10016*b^2*c^2*p*x^2-642*b^2*c^2*q^2*x-3412*b^2*c^2*q *r*x+10016*b^2*c^2*q*x^2-3394*b^2*c^2*r^2*x+15158*b^2*c^2*r*x^2-83*b^2*c*g^3*x-\ 782*b^2*c*g^2*p*x-339*b^2*c*g^2*q*x-919*b^2*c*g^2*r*x+1580*b^2*c*g^2*x^2-1529*b ^2*c*g*p^2*x-1856*b^2*c*g*p*q*x-3606*b^2*c*g*p*r*x+5744*b^2*c*g*p*x^2-327*b^2*c *g*q^2*x-1984*b^2*c*g*q*r*x+5744*b^2*c*g*q*x^2-2077*b^2*c*g*r^2*x+8933*b^2*c*g* r*x^2-825*b^2*c*p^3*x-1725*b^2*c*p^2*q*x-2906*b^2*c*p^2*r*x+4408*b^2*c*p^2*x^2-\ 975*b^2*c*p*q^2*x-3856*b^2*c*p*q*r*x+8816*b^2*c*p*q*x^2-3337*b^2*c*p*r^2*x+ 13034*b^2*c*p*r*x^2-75*b^2*c*q^3*x-950*b^2*c*q^2*r*x+4408*b^2*c*q^2*x^2-2131*b^ 2*c*q*r^2*x+13034*b^2*c*q*r*x^2-1256*b^2*c*r^3*x+9652*b^2*c*r^2*x^2-57*b^2*g^3* p*x-13*b^2*g^3*q*x-70*b^2*g^3*r*x+88*b^2*g^3*x^2-210*b^2*g^2*p^2*x-236*b^2*g^2* p*q*x-511*b^2*g^2*p*r*x+715*b^2*g^2*p*x^2-26*b^2*g^2*q^2*x-249*b^2*g^2*q*r*x+ 715*b^2*g^2*q*x^2-301*b^2*g^2*r^2*x+1179*b^2*g^2*r*x^2-249*b^2*g*p^3*x-511*b^2* g*p^2*q*x-890*b^2*g*p^2*r*x+1272*b^2*g*p^2*x^2-275*b^2*g*p*q^2*x-1152*b^2*g*p*q *r*x+2544*b^2*g*p*q*x^2-1033*b^2*g*p*r^2*x+3865*b^2*g*p*r*x^2-13*b^2*g*q^3*x-\ 262*b^2*g*q^2*r*x+1272*b^2*g*q^2*x^2-641*b^2*g*q*r^2*x+3865*b^2*g*q*r*x^2-392*b ^2*g*r^3*x+2950*b^2*g*r^2*x^2-96*b^2*p^4*x-288*b^2*p^3*q*x-449*b^2*p^3*r*x+643* b^2*p^3*x^2-288*b^2*p^2*q^2*x-981*b^2*p^2*q*r*x+1929*b^2*p^2*q*x^2-771*b^2*p^2* r^2*x+2779*b^2*p^2*r*x^2-96*b^2*p*q^3*x-615*b^2*p*q^2*r*x+1929*b^2*p*q^2*x^2-\ 1098*b^2*p*q*r^2*x+5558*b^2*p*q*r*x^2-579*b^2*p*r^3*x+4004*b^2*p*r^2*x^2-83*b^2 *q^3*r*x+643*b^2*q^3*x^2-327*b^2*q^2*r^2*x+2779*b^2*q^2*r*x^2-405*b^2*q*r^3*x+ 4004*b^2*q*r^2*x^2-161*b^2*r^4*x+1868*b^2*r^3*x^2-1392*b*c^5*x-2212*b*c^4*g*x-\ 3792*b*c^4*p*x-2112*b*c^4*q*x-4360*b*c^4*r*x+8432*b*c^4*x^2-1284*b*c^3*g^2*x-\ 4858*b*c^3*g*p*x-2650*b*c^3*g*q*x-5612*b*c^3*g*r*x+10472*b*c^3*g*x^2-3852*b*c^3 *p^2*x-5016*b*c^3*p*q*x-9012*b*c^3*p*r*x+14880*b*c^3*p*x^2-1164*b*c^3*q^2*x-\ 5460*b*c^3*q*r*x+14880*b*c^3*q*x^2-5160*b*c^3*r^2*x+22272*b*c^3*r*x^2-321*b*c^2 *g^3*x-2155*b*c^2*g^2*p*x-1125*b*c^2*g^2*q*x-2518*b*c^2*g^2*r*x+4456*b*c^2*g^2* x^2-3716*b*c^2*g*p^2*x-4780*b*c^2*g*p*q*x-8744*b*c^2*g*p*r*x+13888*b*c^2*g*p*x^ 2-1064*b*c^2*g*q^2*x-5216*b*c^2*g*q*r*x+13888*b*c^2*g*q*x^2-5028*b*c^2*g*r^2*x+ 21074*b*c^2*g*r*x^2-1860*b*c^2*p^3*x-3996*b*c^2*p^2*q*x-6552*b*c^2*p^2*r*x+9792 *b*c^2*p^2*x^2-2412*b*c^2*p*q^2*x-9000*b*c^2*p*q*r*x+19584*b*c^2*p*q*x^2-7524*b *c^2*p*r^2*x+28652*b*c^2*p*r*x^2-276*b*c^2*q^3*x-2448*b*c^2*q^2*r*x+9792*b*c^2* q^2*x^2-5004*b*c^2*q*r^2*x+28652*b*c^2*q*r*x^2-2832*b*c^2*r^3*x+21014*b*c^2*r^2 *x^2-29*b*c*g^4*x-379*b*c*g^3*p*x-176*b*c*g^3*q*x-455*b*c*g^3*r*x+724*b*c*g^3*x ^2-1113*b*c*g^2*p^2*x-1396*b*c*g^2*p*q*x-2655*b*c*g^2*p*r*x+3962*b*c*g^2*p*x^2-\ 283*b*c*g^2*q^2*x-1531*b*c*g^2*q*r*x+3962*b*c*g^2*q*x^2-1542*b*c*g^2*r^2*x+6175 *b*c*g^2*r*x^2-1196*b*c*g*p^3*x-2550*b*c*g*p^2*q*x-4240*b*c*g*p^2*r*x+6102*b*c* g*p^2*x^2-1512*b*c*g*p*q^2*x-5768*b*c*g*p*q*r*x+12204*b*c*g*p*q*x^2-4892*b*c*g* p*r^2*x+18092*b*c*g*p*r*x^2-158*b*c*g*q^3*x-1528*b*c*g*q^2*r*x+6102*b*c*g*q^2*x ^2-3218*b*c*g*q*r^2*x+18092*b*c*g*q*r*x^2-1848*b*c*g*r^3*x+13445*b*c*g*r^2*x^2-\ 432*b*c*p^4*x-1320*b*c*p^3*q*x-2018*b*c*p^3*r*x+2848*b*c*p^3*x^2-1368*b*c*p^2*q ^2*x-4506*b*c*p^2*q*r*x+8544*b*c*p^2*q*x^2-3462*b*c*p^2*r^2*x+12184*b*c*p^2*r*x ^2-504*b*c*p*q^3*x-2958*b*c*p*q^2*r*x+8544*b*c*p*q^2*x^2-5052*b*c*p*q*r^2*x+ 24368*b*c*p*q*r*x^2-2598*b*c*p*r^3*x+17378*b*c*p*r^2*x^2-24*b*c*q^4*x-470*b*c*q ^3*r*x+2848*b*c*q^3*x^2-1590*b*c*q^2*r^2*x+12184*b*c*q^2*r*x^2-1866*b*c*q*r^3*x +17378*b*c*q*r^2*x^2-722*b*c*r^4*x+8042*b*c*r^3*x^2-21*b*g^4*p*x-6*b*g^4*q*x-27 *b*g^4*r*x+30*b*g^4*x^2-102*b*g^3*p^2*x-120*b*g^3*p*q*x-252*b*g^3*p*r*x+327*b*g ^3*p*x^2-18*b*g^3*q^2*x-132*b*g^3*q*r*x+327*b*g^3*q*x^2-150*b*g^3*r^2*x+540*b*g ^3*r*x^2-180*b*g^2*p^3*x-378*b*g^2*p^2*q*x-648*b*g^2*p^2*r*x+876*b*g^2*p^2*x^2-\ 216*b*g^2*p*q^2*x-864*b*g^2*p*q*r*x+1752*b*g^2*p*q*x^2-756*b*g^2*p*r^2*x+2668*b *g^2*p*r*x^2-18*b*g^2*q^3*x-216*b*g^2*q^2*r*x+876*b*g^2*q^2*x^2-486*b*g^2*q*r^2 *x+2668*b*g^2*q*r*x^2-288*b*g^2*r^3*x+2044*b*g^2*r^2*x^2-138*b*g*p^4*x-420*b*g* p^3*q*x-648*b*g*p^3*r*x+888*b*g*p^3*x^2-432*b*g*p^2*q^2*x-1440*b*g*p^2*q*r*x+ 2664*b*g*p^2*q*x^2-1116*b*g*p^2*r^2*x+3847*b*g*p^2*r*x^2-156*b*g*p*q^3*x-936*b* g*p*q^2*r*x+2664*b*g*p*q^2*x^2-1620*b*g*p*q*r^2*x+7694*b*g*p*q*r*x^2-840*b*g*p* r^3*x+5558*b*g*p*r^2*x^2-6*b*g*q^4*x-144*b*g*q^3*r*x+888*b*g*q^3*x^2-504*b*g*q^ 2*r^2*x+3847*b*g*q^2*r*x^2-600*b*g*q*r^3*x+5558*b*g*q*r^2*x^2-234*b*g*r^4*x+ 2599*b*g*r^3*x^2-39*b*p^5*x-156*b*p^4*q*x-225*b*p^4*r*x+309*b*p^4*x^2-234*b*p^3 *q^2*x-708*b*p^3*q*r*x+1236*b*p^3*q*x^2-510*b*p^3*r^2*x+1713*b*p^3*r*x^2-156*b* p^2*q^3*x-774*b*p^2*q^2*r*x+1854*b*p^2*q^2*x^2-1188*b*p^2*q*r^2*x+5139*b*p^2*q* r*x^2-570*b*p^2*r^3*x+3552*b*p^2*r^2*x^2-39*b*p*q^4*x-324*b*p*q^3*r*x+1236*b*p* q^3*x^2-846*b*p*q^2*r^2*x+5139*b*p*q^2*r*x^2-876*b*p*q*r^3*x+7104*b*p*q*r^2*x^2 -315*b*p*r^4*x+3201*b*p*r^3*x^2-33*b*q^4*r*x+309*b*q^4*x^2-168*b*q^3*r^2*x+1713 *b*q^3*r*x^2-306*b*q^2*r^3*x+3552*b*q^2*r^2*x^2-240*b*q*r^4*x+3201*b*q*r^3*x^2-\ 69*b*r^5*x+1053*b*r^4*x^2-480*c^6*x-976*c^5*g*x-1584*c^5*p*x-912*c^5*q*x-1840*c ^5*r*x+3488*c^5*x^2-776*c^4*g^2*x-2688*c^4*g*p*x-1536*c^4*g*q*x-3128*c^4*g*r*x+ 5752*c^4*g*x^2-2016*c^4*p^2*x-2688*c^4*p*q*x-4752*c^4*p*r*x+7680*c^4*p*x^2-672* c^4*q^2*x-2976*c^4*q*r*x+7680*c^4*q*x^2-2736*c^4*r^2*x+11448*c^4*r*x^2-300*c^3* g^3*x-1720*c^3*g^2*p*x-968*c^3*g^2*q*x-2012*c^3*g^2*r*x+3560*c^3*g^2*x^2-2736*c ^3*g*p^2*x-3632*c^3*g*p*q*x-6464*c^3*g*p*r*x+10136*c^3*g*p*x^2-896*c^3*g*q^2*x-\ 4024*c^3*g*q*r*x+10136*c^3*g*q*x^2-3728*c^3*g*r^2*x+15216*c^3*g*r*x^2-1296*c^3* p^3*x-2832*c^3*p^2*q*x-4588*c^3*p^2*r*x+6728*c^3*p^2*x^2-1776*c^3*p*q^2*x-6440* c^3*p*q*r*x+13456*c^3*p*q*x^2-5288*c^3*p*r^2*x+19608*c^3*p*r*x^2-240*c^3*q^3*x-\ 1852*c^3*q^2*r*x+6728*c^3*q^2*x^2-3608*c^3*q*r^2*x+19608*c^3*q*r*x^2-1996*c^3*r ^3*x+14332*c^3*r^2*x^2-56*c^2*g^4*x-508*c^2*g^3*p*x-276*c^2*g^3*q*x-602*c^2*g^3 *r*x+1006*c^2*g^3*x^2-1316*c^2*g^2*p^2*x-1732*c^2*g^2*p*q*x-3126*c^2*g^2*p*r*x+ 4714*c^2*g^2*p*x^2-416*c^2*g^2*q^2*x-1926*c^2*g^2*q*r*x+4714*c^2*g^2*q*x^2-1810 *c^2*g^2*r^2*x+7172*c^2*g^2*r*x^2-1316*c^2*g*p^3*x-2868*c^2*g*p^2*q*x-4670*c^2* g*p^2*r*x+6658*c^2*g*p^2*x^2-1788*c^2*g*p*q^2*x-6532*c^2*g*p*q*r*x+13316*c^2*g* p*q*x^2-5392*c^2*g*p*r^2*x+19538*c^2*g*p*r*x^2-236*c^2*g*q^3*x-1862*c^2*g*q^2*r *x+6658*c^2*g*q^2*x^2-3664*c^2*g*q*r^2*x+19538*c^2*g*q*r*x^2-2038*c^2*g*r^3*x+ 14380*c^2*g*r^2*x^2-450*c^2*p^4*x-1392*c^2*p^3*q*x-2108*c^2*p^3*r*x+2932*c^2*p^ 3*x^2-1476*c^2*p^2*q^2*x-4776*c^2*p^2*q*r*x+8796*c^2*p^2*q*x^2-3624*c^2*p^2*r^2 *x+12498*c^2*p^2*r*x^2-576*c^2*p*q^3*x-3228*c^2*p*q^2*r*x+8796*c^2*p*q^2*x^2-\ 5376*c^2*p*q*r^2*x+24996*c^2*p*q*r*x^2-2724*c^2*p*r^3*x+17766*c^2*p*r^2*x^2-42* c^2*q^4*x-560*c^2*q^3*r*x+2932*c^2*q^3*x^2-1752*c^2*q^2*r^2*x+12498*c^2*q^2*r*x ^2-1992*c^2*q*r^3*x+17766*c^2*q*r^2*x^2-758*c^2*r^4*x+8200*c^2*r^3*x^2-4*c*g^5* x-67*c*g^4*p*x-33*c*g^4*q*x-82*c*g^4*r*x+122*c*g^4*x^2-262*c*g^3*p^2*x-338*c*g^ 3*p*q*x-631*c*g^3*p*r*x+893*c*g^3*p*x^2-76*c*g^3*q^2*x-379*c*g^3*q*r*x+893*c*g^ 3*q*x^2-369*c*g^3*r^2*x+1395*c*g^3*r*x^2-421*c*g^2*p^3*x-913*c*g^2*p^2*q*x-1502 *c*g^2*p^2*r*x+2067*c*g^2*p^2*x^2-563*c*g^2*p*q^2*x-2088*c*g^2*p*q*r*x+4134*c*g ^2*p*q*x^2-1741*c*g^2*p*r^2*x+6143*c*g^2*p*r*x^2-71*c*g^2*q^3*x-586*c*g^2*q^2*r *x+2067*c*g^2*q^2*x^2-1175*c*g^2*q*r^2*x+6143*c*g^2*q*r*x^2-660*c*g^2*r^3*x+ 4577*c*g^2*r^2*x^2-303*c*g*p^4*x-936*c*g*p^3*q*x-1422*c*g*p^3*r*x+1932*c*g*p^3* x^2-990*c*g*p^2*q^2*x-3216*c*g*p^2*q*r*x+5796*c*g*p^2*q*x^2-2448*c*g*p^2*r^2*x+ 8287*c*g*p^2*r*x^2-384*c*g*p*q^3*x-2166*c*g*p*q^2*r*x+5796*c*g*p*q^2*x^2-3624*c *g*p*q*r^2*x+16574*c*g*p*q*r*x^2-1842*c*g*p*r^3*x+11855*c*g*p*r^2*x^2-27*c*g*q^ 4*x-372*c*g*q^3*r*x+1932*c*g*q^3*x^2-1176*c*g*q^2*r^2*x+8287*c*g*q^2*r*x^2-1344 *c*g*q*r^3*x+11855*c*g*q*r^2*x^2-513*c*g*r^4*x+5500*c*g*r^3*x^2-81*c*p^5*x-327* c*p^4*q*x-468*c*p^4*r*x+636*c*p^4*x^2-498*c*p^3*q^2*x-1488*c*p^3*q*r*x+2544*c*p ^3*q*x^2-1062*c*p^3*r^2*x+3516*c*p^3*r*x^2-342*c*p^2*q^3*x-1656*c*p^2*q^2*r*x+ 3816*c*p^2*q^2*x^2-2502*c*p^2*q*r^2*x+10548*c*p^2*q*r*x^2-1188*c*p^2*r^3*x+7272 *c*p^2*r^2*x^2-93*c*p*q^4*x-720*c*p*q^3*r*x+2544*c*p*q^3*x^2-1818*c*p*q^2*r^2*x +10548*c*p*q^2*r*x^2-1848*c*p*q*r^3*x+14544*c*p*q*r^2*x^2-657*c*p*r^4*x+6540*c* p*r^3*x^2-3*c*q^5*x-84*c*q^4*r*x+636*c*q^4*x^2-378*c*q^3*r^2*x+3516*c*q^3*r*x^2 -660*c*q^2*r^3*x+7272*c*q^2*r^2*x^2-507*c*q*r^4*x+6540*c*q*r^3*x^2-144*c*r^5*x+ 2148*c*r^4*x^2-3*g^5*p*x-g^5*q*x-4*g^5*r*x+4*g^5*x^2-18*g^4*p^2*x-22*g^4*p*q*x-\ 45*g^4*p*r*x+55*g^4*p*x^2-4*g^4*q^2*x-25*g^4*q*r*x+55*g^4*q*x^2-27*g^4*r^2*x+91 *g^4*r*x^2-42*g^3*p^3*x-90*g^3*p^2*q*x-152*g^3*p^2*r*x+197*g^3*p^2*x^2-54*g^3*p *q^2*x-208*g^3*p*q*r*x+394*g^3*p*q*x^2-178*g^3*p*r^2*x+601*g^3*p*r*x^2-6*g^3*q^ 3*x-56*g^3*q^2*r*x+197*g^3*q^2*x^2-118*g^3*q*r^2*x+601*g^3*q*r*x^2-68*g^3*r^3*x +461*g^3*r^2*x^2-48*g^2*p^4*x-148*g^2*p^3*q*x-226*g^2*p^3*r*x+300*g^2*p^3*x^2-\ 156*g^2*p^2*q^2*x-510*g^2*p^2*q*r*x+900*g^2*p^2*q*x^2-390*g^2*p^2*r^2*x+1302*g^ 2*p^2*r*x^2-60*g^2*p*q^3*x-342*g^2*p*q^2*r*x+900*g^2*p*q^2*x^2-576*g^2*p*q*r^2* x+2604*g^2*p*q*r*x^2-294*g^2*p*r^3*x+1884*g^2*p*r^2*x^2-4*g^2*q^4*x-58*g^2*q^3* r*x+300*g^2*q^3*x^2-186*g^2*q^2*r^2*x+1302*g^2*q^2*r*x^2-214*g^2*q*r^3*x+1884*g ^2*q*r^2*x^2-82*g^2*r^4*x+882*g^2*r^3*x^2-27*g*p^5*x-109*g*p^4*q*x-156*g*p^4*r* x+209*g*p^4*x^2-166*g*p^3*q^2*x-496*g*p^3*q*r*x+836*g*p^3*q*x^2-354*g*p^3*r^2*x +1161*g*p^3*r*x^2-114*g*p^2*q^3*x-552*g*p^2*q^2*r*x+1254*g*p^2*q^2*x^2-834*g*p^ 2*q*r^2*x+3483*g*p^2*q*r*x^2-396*g*p^2*r^3*x+2412*g*p^2*r^2*x^2-31*g*p*q^4*x-\ 240*g*p*q^3*r*x+836*g*p*q^3*x^2-606*g*p*q^2*r^2*x+3483*g*p*q^2*r*x^2-616*g*p*q* r^3*x+4824*g*p*q*r^2*x^2-219*g*p*r^4*x+2177*g*p*r^3*x^2-g*q^5*x-28*g*q^4*r*x+ 209*g*q^4*x^2-126*g*q^3*r^2*x+1161*g*q^3*r*x^2-220*g*q^2*r^3*x+2412*g*q^2*r^2*x ^2-169*g*q*r^4*x+2177*g*q*r^3*x^2-48*g*r^5*x+717*g*r^4*x^2-6*p^6*x-30*p^5*q*x-\ 41*p^5*r*x+55*p^5*x^2-60*p^4*q^2*x-169*p^4*q*r*x+275*p^4*q*x^2-115*p^4*r^2*x+ 369*p^4*r*x^2-60*p^3*q^3*x-266*p^3*q^2*r*x+550*p^3*q^2*x^2-376*p^3*q*r^2*x+1476 *p^3*q*r*x^2-170*p^3*r^3*x+986*p^3*r^2*x^2-30*p^2*q^4*x-194*p^2*q^3*r*x+550*p^2 *q^3*x^2-438*p^2*q^2*r^2*x+2214*p^2*q^2*r*x^2-414*p^2*q*r^3*x+2958*p^2*q*r^2*x^ 2-140*p^2*r^4*x+1294*p^2*r^3*x^2-6*p*q^5*x-61*p*q^4*r*x+275*p*q^4*x^2-208*p*q^3 *r^2*x+1476*p*q^3*r*x^2-318*p*q^2*r^3*x+2958*p*q^2*r^2*x^2-226*p*q*r^4*x+2588*p *q*r^3*x^2-61*p*r^5*x+831*p*r^4*x^2-5*q^5*r*x+55*q^5*x^2-31*q^4*r^2*x+369*q^4*r *x^2-74*q^3*r^3*x+986*q^3*r^2*x^2-86*q^2*r^4*x+1294*q^2*r^3*x^2-49*q*r^5*x+831* q*r^4*x^2-11*r^6*x+209*r^5*x^2+12*a^5*p+12*a^5*r-24*a^5*x+24*a^4*b*c+48*a^4*b*p +48*a^4*b*r-120*a^4*b*x+48*a^4*c^2+12*a^4*c*g+132*a^4*c*p+24*a^4*c*q+132*a^4*c* r-644*a^4*c*x+40*a^4*g*p+40*a^4*g*r-92*a^4*g*x+48*a^4*p^2+36*a^4*p*q+96*a^4*p*r -412*a^4*p*x+36*a^4*q*r-250*a^4*q*x+48*a^4*r^2-554*a^4*r*x+284*a^4*x^2+72*a^3*b ^2*c+72*a^3*b^2*p+72*a^3*b^2*r-240*a^3*b^2*x+264*a^3*b*c^2+92*a^3*b*c*g+456*a^3 *b*c*p+96*a^3*b*c*q+456*a^3*b*c*r-2336*a^3*b*c*x+124*a^3*b*g*p+124*a^3*b*g*r-\ 360*a^3*b*g*x+156*a^3*b*p^2+108*a^3*b*p*q+312*a^3*b*p*r-1462*a^3*b*p*x+108*a^3* b*q*r-814*a^3*b*q*x+156*a^3*b*r^2-1892*a^3*b*r*x+1136*a^3*b*x^2+240*a^3*c^3+172 *a^3*c^2*g+624*a^3*c^2*p+168*a^3*c^2*q+624*a^3*c^2*r-3712*a^3*c^2*x+28*a^3*c*g^ 2+358*a^3*c*g*p+68*a^3*c*g*q+358*a^3*c*g*r-1788*a^3*c*g*x+408*a^3*c*p^2+336*a^3 *c*p*q+816*a^3*c*p*r-4328*a^3*c*p*x+24*a^3*c*q^2+336*a^3*c*q*r-2654*a^3*c*q*x+ 408*a^3*c*r^2-5368*a^3*c*r*x+3148*a^3*c*x^2+51*a^3*g^2*p+51*a^3*g^2*r-134*a^3*g ^2*x+126*a^3*g*p^2+90*a^3*g*p*q+252*a^3*g*p*r-1120*a^3*g*p*x+90*a^3*g*q*r-655*a ^3*g*q*x+126*a^3*g*r^2-1483*a^3*g*r*x+810*a^3*g*x^2+75*a^3*p^3+114*a^3*p^2*q+ 225*a^3*p^2*r-1152*a^3*p^2*x+39*a^3*p*q^2+228*a^3*p*q*r-1605*a^3*p*q*x+225*a^3* p*r^2-2913*a^3*p*r*x+1410*a^3*p*x^2+39*a^3*q^2*r-453*a^3*q^2*x+114*a^3*q*r^2-\ 1890*a^3*q*r*x+1410*a^3*q*x^2+75*a^3*r^3-1761*a^3*r^2*x+2148*a^3*r*x^2+72*a^2*b ^3*c+48*a^2*b^3*p+48*a^2*b^3*r-240*a^2*b^3*x+408*a^2*b^2*c^2+156*a^2*b^2*c*g+ 552*a^2*b^2*c*p+120*a^2*b^2*c*q+552*a^2*b^2*c*r-3144*a^2*b^2*c*x+132*a^2*b^2*g* p+132*a^2*b^2*g*r-528*a^2*b^2*g*x+180*a^2*b^2*p^2+108*a^2*b^2*p*q+360*a^2*b^2*p *r-1914*a^2*b^2*p*x+108*a^2*b^2*q*r-942*a^2*b^2*q*x+180*a^2*b^2*r^2-2352*a^2*b^ 2*r*x+1704*a^2*b^2*x^2+768*a^2*b*c^3+584*a^2*b*c^2*g+1608*a^2*b*c^2*p+456*a^2*b *c^2*q+1608*a^2*b*c^2*r-9816*a^2*b*c^2*x+106*a^2*b*c*g^2+896*a^2*b*c*g*p+188*a^ 2*b*c*g*q+896*a^2*b*c*g*r-4792*a^2*b*c*g*x+1002*a^2*b*c*p^2+768*a^2*b*c*p*q+ 2004*a^2*b*c*p*r-11442*a^2*b*c*p*x+54*a^2*b*c*q^2+768*a^2*b*c*q*r-6420*a^2*b*c* q*x+1002*a^2*b*c*r^2-13812*a^2*b*c*r*x+9444*a^2*b*c*x^2+114*a^2*b*g^2*p+114*a^2 *b*g^2*r-386*a^2*b*g^2*x+300*a^2*b*g*p^2+192*a^2*b*g*p*q+600*a^2*b*g*p*r-2947*a ^2*b*g*p*x+192*a^2*b*g*q*r-1552*a^2*b*g*q*x+300*a^2*b*g*r^2-3727*a^2*b*g*r*x+ 2430*a^2*b*g*x^2+186*a^2*b*p^3+264*a^2*b*p^2*q+558*a^2*b*p^2*r-3057*a^2*b*p^2*x +78*a^2*b*p*q^2+528*a^2*b*p*q*r-4017*a^2*b*p*q*x+558*a^2*b*p*r^2-7590*a^2*b*p*r *x+4230*a^2*b*p*x^2+78*a^2*b*q^2*r-960*a^2*b*q^2*x+264*a^2*b*q*r^2-4521*a^2*b*q *r*x+4230*a^2*b*q*x^2+186*a^2*b*r^3-4533*a^2*b*r^2*x+6444*a^2*b*r*x^2+456*a^2*c ^4+532*a^2*c^3*g+1344*a^2*c^3*p+408*a^2*c^3*q+1344*a^2*c^3*r-8672*a^2*c^3*x+198 *a^2*c^2*g^2+1232*a^2*c^2*g*p+336*a^2*c^2*g*q+1232*a^2*c^2*g*r-7426*a^2*c^2*g*x +1254*a^2*c^2*p^2+1044*a^2*c^2*p*q+2508*a^2*c^2*p*r-14792*a^2*c^2*p*x+102*a^2*c ^2*q^2+1044*a^2*c^2*q*r-8870*a^2*c^2*q*x+1254*a^2*c^2*r^2-17720*a^2*c^2*r*x+ 11424*a^2*c^2*x^2+23*a^2*c*g^3+348*a^2*c*g^2*p+68*a^2*c*g^2*q+348*a^2*c*g^2*r-\ 1793*a^2*c*g^2*x+786*a^2*c*g*p^2+620*a^2*c*g*p*q+1572*a^2*c*g*p*r-8630*a^2*c*g* p*x+44*a^2*c*g*q^2+620*a^2*c*g*q*r-5063*a^2*c*g*q*x+786*a^2*c*g*r^2-10574*a^2*c *g*r*x+6584*a^2*c*g*x^2+459*a^2*c*p^3+696*a^2*c*p^2*q+1377*a^2*c*p^2*r-7747*a^2 *c*p^2*x+243*a^2*c*p*q^2+1392*a^2*c*p*q*r-10604*a^2*c*p*q*x+1377*a^2*c*p*r^2-\ 18971*a^2*c*p*r*x+10332*a^2*c*p*x^2+6*a^2*c*q^3+243*a^2*c*q^2*r-2857*a^2*c*q^2* x+696*a^2*c*q*r^2-12029*a^2*c*q*r*x+10332*a^2*c*q*x^2+459*a^2*c*r^3-11224*a^2*c *r^2*x+15770*a^2*c*r*x^2+31*a^2*g^3*p+31*a^2*g^3*r-93*a^2*g^3*x+119*a^2*g^2*p^2 +80*a^2*g^2*p*q+238*a^2*g^2*p*r-1107*a^2*g^2*p*x+80*a^2*g^2*q*r-617*a^2*g^2*q*x +119*a^2*g^2*r^2-1437*a^2*g^2*r*x+850*a^2*g^2*x^2+145*a^2*g*p^3+212*a^2*g*p^2*q +435*a^2*g*p^2*r-2298*a^2*g*p^2*x+67*a^2*g*p*q^2+424*a^2*g*p*q*r-3104*a^2*g*p*q *x+435*a^2*g*p*r^2-5774*a^2*g*p*r*x+2946*a^2*g*p*x^2+67*a^2*g*q^2*r-806*a^2*g*q ^2*x+212*a^2*g*q*r^2-3568*a^2*g*q*r*x+2946*a^2*g*q*x^2+145*a^2*g*r^3-3476*a^2*g *r^2*x+4484*a^2*g*r*x^2+57*a^2*p^4+132*a^2*p^3*q+228*a^2*p^3*r-1276*a^2*p^3*x+ 93*a^2*p^2*q^2+396*a^2*p^2*q*r-2835*a^2*p^2*q*x+342*a^2*p^2*r^2-4687*a^2*p^2*r* x+2330*a^2*p^2*x^2+18*a^2*p*q^3+186*a^2*p*q^2*r-1842*a^2*p*q^2*x+396*a^2*p*q*r^ 2-6638*a^2*p*q*r*x+4660*a^2*p*q*x^2+228*a^2*p*r^3-5546*a^2*p*r^2*x+7021*a^2*p*r *x^2+18*a^2*q^3*r-283*a^2*q^3*x+93*a^2*q^2*r^2-1951*a^2*q^2*r*x+2330*a^2*q^2*x^ 2+132*a^2*q*r^3-3803*a^2*q*r^2*x+7021*a^2*q*r*x^2+57*a^2*r^4-2135*a^2*r^3*x+ 5537*a^2*r^2*x^2+24*a*b^4*c+12*a*b^4*p+12*a*b^4*r-120*a*b^4*x+216*a*b^3*c^2+84* a*b^3*c*g+264*a*b^3*c*p+48*a*b^3*c*q+264*a*b^3*c*r-1856*a*b^3*c*x+52*a*b^3*g*p+ 52*a*b^3*g*r-344*a*b^3*g*x+84*a*b^3*p^2+36*a*b^3*p*q+168*a*b^3*p*r-1090*a*b^3*p *x+36*a*b^3*q*r-442*a*b^3*q*x+84*a*b^3*r^2-1244*a*b^3*r*x+1136*a*b^3*x^2+672*a* b^2*c^3+520*a*b^2*c^2*g+1272*a*b^2*c^2*p+336*a*b^2*c^2*q+1272*a*b^2*c^2*r-8496* a*b^2*c^2*x+98*a*b^2*c*g^2+682*a*b^2*c*g*p+136*a*b^2*c*g*q+682*a*b^2*c*g*r-4220 *a*b^2*c*g*x+774*a*b^2*c*p^2+516*a*b^2*c*p*q+1548*a*b^2*c*p*r-9900*a*b^2*c*p*x+ 30*a*b^2*c*q^2+516*a*b^2*c*q*r-4878*a*b^2*c*q*x+774*a*b^2*c*r^2-11520*a*b^2*c*r *x+9444*a*b^2*c*x^2+75*a*b^2*g^2*p+75*a*b^2*g^2*r-370*a*b^2*g^2*x+222*a*b^2*g*p ^2+114*a*b^2*g*p*q+444*a*b^2*g*p*r-2534*a*b^2*g*p*x+114*a*b^2*g*q*r-1139*a*b^2* g*q*x+222*a*b^2*g*r^2-3005*a*b^2*g*r*x+2430*a*b^2*g*x^2+147*a*b^2*p^3+186*a*b^2 *p^2*q+441*a*b^2*p^2*r-2658*a*b^2*p^2*x+39*a*b^2*p*q^2+372*a*b^2*p*q*r-3219*a*b ^2*p*q*x+441*a*b^2*p*r^2-6441*a*b^2*p*r*x+4230*a*b^2*p*x^2+39*a*b^2*q^2*r-561*a *b^2*q^2*x+186*a*b^2*q*r^2-3372*a*b^2*q*r*x+4230*a*b^2*q*x^2+147*a*b^2*r^3-3783 *a*b^2*r^2*x+6444*a*b^2*r*x^2+864*a*b*c^4+1016*a*b*c^3*g+2256*a*b*c^3*p+672*a*b *c^3*q+2256*a*b*c^3*r-15088*a*b*c^3*x+386*a*b*c^2*g^2+2038*a*b*c^2*g*p+552*a*b* c^2*g*q+2038*a*b*c^2*g*r-12904*a*b*c^2*g*x+2046*a*b*c^2*p^2+1560*a*b*c^2*p*q+ 4092*a*b*c^2*p*r-25954*a*b*c^2*p*x+138*a*b*c^2*q^2+1560*a*b*c^2*q*r-14110*a*b*c ^2*q*x+2046*a*b*c^2*r^2-30316*a*b*c^2*r*x+22848*a*b*c^2*x^2+47*a*b*c*g^3+555*a* b*c*g^2*p+112*a*b*c*g^2*q+555*a*b*c*g^2*r-3160*a*b*c*g^2*x+1259*a*b*c*g*p^2+896 *a*b*c*g*p*q+2518*a*b*c*g*p*r-15055*a*b*c*g*p*x+57*a*b*c*g*q^2+896*a*b*c*g*q*r-\ 7921*a*b*c*g*q*x+1259*a*b*c*g*r^2-17866*a*b*c*g*r*x+13168*a*b*c*g*x^2+756*a*b*c *p^3+1062*a*b*c*p^2*q+2268*a*b*c*p^2*r-13706*a*b*c*p^2*x+312*a*b*c*p*q^2+2124*a *b*c*p*q*r-17632*a*b*c*p*q*x+2268*a*b*c*p*r^2-33010*a*b*c*p*r*x+20664*a*b*c*p*x ^2+6*a*b*c*q^3+312*a*b*c*q^2*r-3926*a*b*c*q^2*x+1062*a*b*c*q*r^2-19126*a*b*c*q* r*x+20664*a*b*c*q*x^2+756*a*b*c*r^3-19304*a*b*c*r^2*x+31540*a*b*c*r*x^2+44*a*b* g^3*p+44*a*b*g^3*r-176*a*b*g^3*x+184*a*b*g^2*p^2+106*a*b*g^2*p*q+368*a*b*g^2*p* r-1920*a*b*g^2*p*x+106*a*b*g^2*q*r-940*a*b*g^2*q*x+184*a*b*g^2*r^2-2358*a*b*g^2 *r*x+1700*a*b*g^2*x^2+236*a*b*g*p^3+316*a*b*g*p^2*q+708*a*b*g*p^2*r-4036*a*b*g* p^2*x+80*a*b*g*p*q^2+632*a*b*g*p*q*r-5088*a*b*g*p*q*x+708*a*b*g*p*r^2-9936*a*b* g*p*r*x+5892*a*b*g*p*x^2+80*a*b*g*q^2*r-1052*a*b*g*q^2*x+316*a*b*g*q*r^2-5524*a *b*g*q*r*x+5892*a*b*g*q*x^2+236*a*b*g*r^3-5900*a*b*g*r^2*x+8968*a*b*g*r*x^2+96* a*b*p^4+210*a*b*p^3*q+384*a*b*p^3*r-2279*a*b*p^3*x+132*a*b*p^2*q^2+630*a*b*p^2* q*r-4851*a*b*p^2*q*x+576*a*b*p^2*r^2-8294*a*b*p^2*r*x+4660*a*b*p^2*x^2+18*a*b*p *q^3+264*a*b*p*q^2*r-2865*a*b*p*q^2*x+630*a*b*p*q*r^2-11116*a*b*p*q*r*x+9320*a* b*p*q*x^2+384*a*b*p*r^3-9751*a*b*p*r^2*x+14042*a*b*p*r*x^2+18*a*b*q^3*r-293*a*b *q^3*x+132*a*b*q^2*r^2-2822*a*b*q^2*r*x+4660*a*b*q^2*x^2+210*a*b*q*r^3-6265*a*b *q*r^2*x+14042*a*b*q*r*x^2+96*a*b*r^4-3736*a*b*r^3*x+11074*a*b*r^2*x^2+384*a*c^ 5+616*a*c^4*g+1320*a*c^4*p+408*a*c^4*q+1320*a*c^4*r-9020*a*c^4*x+360*a*c^3*g^2+ 1714*a*c^3*g*p+508*a*c^3*g*q+1714*a*c^3*g*r-11256*a*c^3*g*x+1608*a*c^3*p^2+1308 *a*c^3*p*q+3216*a*c^3*p*r-20442*a*c^3*p*x+132*a*c^3*q^2+1308*a*c^3*q*r-11802*a* c^3*q*x+1608*a*c^3*r^2-24012*a*c^3*r*x+17184*a*c^3*x^2+90*a*c^2*g^3+777*a*c^2*g ^2*p+208*a*c^2*g^2*q+777*a*c^2*g^2*r-4797*a*c^2*g^2*x+1577*a*c^2*g*p^2+1252*a*c ^2*g*p*q+3154*a*c^2*g*p*r-19281*a*c^2*g*p*x+113*a*c^2*g*q^2+1252*a*c^2*g*q*r-\ 10987*a*c^2*g*q*x+1577*a*c^2*g*r^2-22848*a*c^2*g*r*x+15760*a*c^2*g*x^2+882*a*c^ 2*p^3+1308*a*c^2*p^2*q+2646*a*c^2*p^2*r-16032*a*c^2*p^2*x+438*a*c^2*p*q^2+2616* a*c^2*p*q*r-21408*a*c^2*p*q*x+2646*a*c^2*p*r^2-38630*a*c^2*p*r*x+23368*a*c^2*p* x^2+12*a*c^2*q^3+438*a*c^2*q^2*r-5376*a*c^2*q^2*x+1308*a*c^2*q*r^2-23666*a*c^2* q*r*x+23368*a*c^2*q*x^2+882*a*c^2*r^3-22598*a*c^2*r^2*x+35548*a*c^2*r*x^2+8*a*c *g^4+143*a*c*g^3*p+28*a*c*g^3*q+143*a*c*g^3*r-774*a*c*g^3*x+487*a*c*g^2*p^2+364 *a*c*g^2*p*q+974*a*c*g^2*p*r-5581*a*c*g^2*p*x+24*a*c*g^2*q^2+364*a*c*g^2*q*r-\ 3102*a*c*g^2*q*x+487*a*c*g^2*r^2-6745*a*c*g^2*r*x+4532*a*c*g^2*x^2+578*a*c*g*p^ 3+843*a*c*g*p^2*q+1734*a*c*g*p^2*r-10130*a*c*g*p^2*x+270*a*c*g*p*q^2+1686*a*c*g *p*q*r-13422*a*c*g*p*q*x+1734*a*c*g*p*r^2-24655*a*c*g*p*r*x+14270*a*c*g*p*x^2+5 *a*c*g*q^3+270*a*c*g*q^2*r-3292*a*c*g*q^2*x+843*a*c*g*q*r^2-14907*a*c*g*q*r*x+ 14270*a*c*g*q*x^2+578*a*c*g*r^3-14525*a*c*g*r^2*x+21850*a*c*g*r*x^2+222*a*c*p^4 +504*a*c*p^3*q+888*a*c*p^3*r-5281*a*c*p^3*x+342*a*c*p^2*q^2+1512*a*c*p^2*q*r-\ 11535*a*c*p^2*q*x+1332*a*c*p^2*r^2-19144*a*c*p^2*r*x+10538*a*c*p^2*x^2+60*a*c*p *q^3+684*a*c*p*q^2*r-7227*a*c*p*q^2*x+1512*a*c*p*q*r^2-26564*a*c*p*q*r*x+21076* a*c*p*q*x^2+888*a*c*p*r^3-22445*a*c*p*r^2*x+31612*a*c*p*r*x^2+60*a*c*q^3*r-973* a*c*q^3*x+342*a*c*q^2*r^2-7420*a*c*q^2*r*x+10538*a*c*q^2*x^2+504*a*c*q*r^3-\ 15029*a*c*q*r^2*x+31612*a*c*q*r*x^2+222*a*c*r^4-8582*a*c*r^3*x+24632*a*c*r^2*x^ 2+9*a*g^4*p+9*a*g^4*r-31*a*g^4*x+48*a*g^3*p^2+30*a*g^3*p*q+96*a*g^3*p*r-473*a*g ^3*p*x+30*a*g^3*q*r-248*a*g^3*q*x+48*a*g^3*r^2-599*a*g^3*r*x+390*a*g^3*x^2+90*a *g^2*p^3+126*a*g^2*p^2*q+270*a*g^2*p^2*r-1489*a*g^2*p^2*x+36*a*g^2*p*q^2+252*a* g^2*p*q*r-1942*a*g^2*p*q*x+270*a*g^2*p*r^2-3712*a*g^2*p*r*x+2026*a*g^2*p*x^2+36 *a*g^2*q^2*r-453*a*g^2*q^2*x+126*a*g^2*q*r^2-2172*a*g^2*q*r*x+2026*a*g^2*q*x^2+ 90*a*g^2*r^3-2223*a*g^2*r^2*x+3086*a*g^2*r*x^2+72*a*g*p^4+162*a*g*p^3*q+288*a*g *p^3*r-1673*a*g*p^3*x+108*a*g*p^2*q^2+486*a*g*p^2*q*r-3635*a*g*p^2*q*x+432*a*g* p^2*r^2-6128*a*g*p^2*r*x+3221*a*g*p^2*x^2+18*a*g*p*q^3+216*a*g*p*q^2*r-2251*a*g *p*q^2*x+486*a*g*p*q*r^2-8432*a*g*p*q*r*x+6442*a*g*p*q*x^2+288*a*g*p*r^3-7237*a *g*p*r^2*x+9745*a*g*p*r*x^2+18*a*g*q^3*r-289*a*g*q^3*x+108*a*g*q^2*r^2-2304*a*g *q^2*r*x+3221*a*g*q^2*x^2+162*a*g*q*r^3-4797*a*g*q*r^2*x+9745*a*g*q*r*x^2+72*a* g*r^4-2782*a*g*r^3*x+7736*a*g*r^2*x^2+21*a*p^5+66*a*p^4*q+105*a*p^4*r-624*a*p^4 *x+72*a*p^3*q^2+264*a*p^3*q*r-1926*a*p^3*q*x+210*a*p^3*r^2-2985*a*p^3*r*x+1575* a*p^3*x^2+30*a*p^2*q^3+216*a*p^2*q^2*r-2034*a*p^2*q^2*x+396*a*p^2*q*r^2-6711*a* p^2*q*r*x+4725*a*p^2*q*x^2+210*a*p^2*r^3-5211*a*p^2*r^2*x+6965*a*p^2*r*x^2+3*a* p*q^4+60*a*p*q^3*r-786*a*p*q^3*x+216*a*p*q^2*r^2-4467*a*p*q^2*r*x+4725*a*p*q^2* x^2+264*a*p*q*r^3-7644*a*p*q*r^2*x+13930*a*p*q*r*x^2+105*a*p*r^4-3963*a*p*r^3*x +10486*a*p*r^2*x^2+3*a*q^4*r-54*a*q^4*x+30*a*q^3*r^2-741*a*q^3*r*x+1575*a*q^3*x ^2+72*a*q^2*r^3-2433*a*q^2*r^2*x+6965*a*q^2*r*x^2+66*a*q*r^4-2859*a*q*r^3*x+ 10486*a*q*r^2*x^2+21*a*r^5-1113*a*r^4*x+5096*a*r^3*x^2-24*b^5*x+24*b^4*c^2+8*b^ 4*c*g+36*b^4*c*p+36*b^4*c*r-404*b^4*c*x+4*b^4*g*p+4*b^4*g*r-84*b^4*g*x+12*b^4*p ^2+24*b^4*p*r-226*b^4*p*x-64*b^4*q*x+12*b^4*r^2-230*b^4*r*x+284*b^4*x^2+144*b^3 *c^3+108*b^3*c^2*g+288*b^3*c^2*p+48*b^3*c^2*q+288*b^3*c^2*r-2392*b^3*c^2*x+20*b ^3*c*g^2+144*b^3*c*g*p+16*b^3*c*g*q+144*b^3*c*g*r-1216*b^3*c*g*x+180*b^3*c*p^2+ 84*b^3*c*p*q+360*b^3*c*p*r-2786*b^3*c*p*x+84*b^3*c*q*r-1112*b^3*c*q*x+180*b^3*c *r^2-3076*b^3*c*r*x+3148*b^3*c*x^2+12*b^3*g^2*p+12*b^3*g^2*r-118*b^3*g^2*x+48*b ^3*g*p^2+12*b^3*g*p*q+96*b^3*g*p*r-707*b^3*g*p*x+12*b^3*g*q*r-242*b^3*g*q*x+48* b^3*g*r^2-761*b^3*g*r*x+810*b^3*g*x^2+36*b^3*p^3+36*b^3*p^2*q+108*b^3*p^2*r-753 *b^3*p^2*x+72*b^3*p*q*r-807*b^3*p*q*x+108*b^3*p*r^2-1764*b^3*p*r*x+1410*b^3*p*x ^2-54*b^3*q^2*x+36*b^3*q*r^2-741*b^3*q*r*x+1410*b^3*q*x^2+36*b^3*r^3-1011*b^3*r ^2*x+2148*b^3*r*x^2+336*b^2*c^4+388*b^2*c^3*g+864*b^2*c^3*p+216*b^2*c^3*q+864*b ^2*c^3*r-6416*b^2*c^3*x+146*b^2*c^2*g^2+758*b^2*c^2*g*p+168*b^2*c^2*g*q+758*b^2 *c^2*g*r-5478*b^2*c^2*g*x+786*b^2*c^2*p^2+504*b^2*c^2*p*q+1572*b^2*c^2*p*r-\ 11162*b^2*c^2*p*x+30*b^2*c^2*q^2+504*b^2*c^2*q*r-5240*b^2*c^2*q*x+786*b^2*c^2*r ^2-12596*b^2*c^2*r*x+11424*b^2*c^2*x^2+18*b^2*c*g^3+195*b^2*c*g^2*p+32*b^2*c*g^ 2*q+195*b^2*c*g^2*r-1367*b^2*c*g^2*x+470*b^2*c*g*p^2+270*b^2*c*g*p*q+940*b^2*c* g*p*r-6425*b^2*c*g*p*x+10*b^2*c*g*q^2+270*b^2*c*g*q*r-2858*b^2*c*g*q*x+470*b^2* c*g*r^2-7292*b^2*c*g*r*x+6584*b^2*c*g*x^2+297*b^2*c*p^3+366*b^2*c*p^2*q+891*b^2 *c*p^2*r-5959*b^2*c*p^2*x+69*b^2*c*p*q^2+732*b^2*c*p*q*r-7028*b^2*c*p*q*x+891*b ^2*c*p*r^2-14039*b^2*c*p*r*x+10332*b^2*c*p*x^2+69*b^2*c*q^2*r-1069*b^2*c*q^2*x+ 366*b^2*c*q*r^2-7097*b^2*c*q*r*x+10332*b^2*c*q*x^2+297*b^2*c*r^3-8080*b^2*c*r^2 *x+15770*b^2*c*r*x^2+13*b^2*g^3*p+13*b^2*g^3*r-83*b^2*g^3*x+65*b^2*g^2*p^2+26*b ^2*g^2*p*q+130*b^2*g^2*p*r-813*b^2*g^2*p*x+26*b^2*g^2*q*r-323*b^2*g^2*q*x+65*b^ 2*g^2*r^2-921*b^2*g^2*r*x+850*b^2*g^2*x^2+91*b^2*g*p^3+104*b^2*g*p^2*q+273*b^2* g*p^2*r-1738*b^2*g*p^2*x+13*b^2*g*p*q^2+208*b^2*g*p*q*r-1984*b^2*g*p*q*x+273*b^ 2*g*p*r^2-4162*b^2*g*p*r*x+2946*b^2*g*p*x^2+13*b^2*g*q^2*r-246*b^2*g*q^2*x+104* b^2*g*q*r^2-1956*b^2*g*q*r*x+2946*b^2*g*q*x^2+91*b^2*g*r^3-2424*b^2*g*r^2*x+ 4484*b^2*g*r*x^2+39*b^2*p^4+78*b^2*p^3*q+156*b^2*p^3*r-1003*b^2*p^3*x+39*b^2*p^ 2*q^2+234*b^2*p^2*q*r-2016*b^2*p^2*q*x+234*b^2*p^2*r^2-3607*b^2*p^2*r*x+2330*b^ 2*p^2*x^2+78*b^2*p*q^2*r-1023*b^2*p*q^2*x+234*b^2*p*q*r^2-4478*b^2*p*q*r*x+4660 *b^2*p*q*x^2+156*b^2*p*r^3-4205*b^2*p*r^2*x+7021*b^2*p*r*x^2-10*b^2*q^3*x+39*b^ 2*q^2*r^2-871*b^2*q^2*r*x+2330*b^2*q^2*x^2+78*b^2*q*r^3-2462*b^2*q*r^2*x+7021*b ^2*q*r*x^2+39*b^2*r^4-1601*b^2*r^3*x+5537*b^2*r^2*x^2+336*b*c^5+532*b*c^4*g+ 1080*b*c^4*p+312*b*c^4*q+1080*b*c^4*r-7844*b*c^4*x+308*b*c^3*g^2+1382*b*c^3*g*p +380*b*c^3*g*q+1382*b*c^3*g*r-9688*b*c^3*g*x+1296*b*c^3*p^2+948*b*c^3*p*q+2592* b*c^3*p*r-17958*b*c^3*p*x+84*b*c^3*q^2+948*b*c^3*q*r-9318*b*c^3*q*x+1296*b*c^3* r^2-20532*b*c^3*r*x+17184*b*c^3*x^2+77*b*c^2*g^3+613*b*c^2*g^2*p+152*b*c^2*g^2* q+613*b*c^2*g^2*r-4115*b*c^2*g^2*x+1255*b*c^2*g*p^2+884*b*c^2*g*p*q+2510*b*c^2* g*p*r-16789*b*c^2*g*p*x+67*b*c^2*g*q^2+884*b*c^2*g*q*r-8495*b*c^2*g*q*x+1255*b* c^2*g*r^2-19300*b*c^2*g*r*x+15760*b*c^2*g*x^2+720*b*c^2*p^3+978*b*c^2*p^2*q+ 2160*b*c^2*p^2*r-14208*b*c^2*p^2*x+264*b*c^2*p*q^2+1956*b*c^2*p*q*r-17760*b*c^2 *p*q*x+2160*b*c^2*p*r^2-33638*b*c^2*p*r*x+23368*b*c^2*p*x^2+6*b*c^2*q^3+264*b*c ^2*q^2*r-3552*b*c^2*q^2*x+978*b*c^2*q*r^2-18674*b*c^2*q*r*x+23368*b*c^2*q*x^2+ 720*b*c^2*r^3-19430*b*c^2*r^2*x+35548*b*c^2*r*x^2+7*b*c*g^4+108*b*c*g^3*p+20*b* c*g^3*q+108*b*c*g^3*r-674*b*c*g^3*x+380*b*c*g^2*p^2+246*b*c*g^2*p*q+760*b*c*g^2 *p*r-4822*b*c*g^2*p*x+13*b*c*g^2*q^2+246*b*c*g^2*q*r-2343*b*c*g^2*q*x+380*b*c*g ^2*r^2-5605*b*c*g^2*r*x+4532*b*c*g^2*x^2+467*b*c*g*p^3+618*b*c*g*p^2*q+1401*b*c *g*p^2*r-8912*b*c*g*p^2*x+153*b*c*g*p*q^2+1236*b*c*g*p*q*r-10986*b*c*g*p*q*x+ 1401*b*c*g*p*r^2-21277*b*c*g*p*r*x+14270*b*c*g*p*x^2+2*b*c*g*q^3+153*b*c*g*q^2* r-2074*b*c*g*q^2*x+618*b*c*g*q*r^2-11529*b*c*g*q*r*x+14270*b*c*g*q*x^2+467*b*c* g*r^3-12365*b*c*g*r^2*x+21850*b*c*g*r*x^2+186*b*c*p^4+396*b*c*p^3*q+744*b*c*p^3 *r-4723*b*c*p^3*x+234*b*c*p^2*q^2+1188*b*c*p^2*q*r-9861*b*c*p^2*q*x+1116*b*c*p^ 2*r^2-16948*b*c*p^2*r*x+10538*b*c*p^2*x^2+24*b*c*p*q^3+468*b*c*p*q^2*r-5553*b*c *p*q^2*x+1188*b*c*p*q*r^2-22172*b*c*p*q*r*x+21076*b*c*p*q*x^2+744*b*c*p*r^3-\ 19727*b*c*p*r^2*x+31612*b*c*p*r*x^2+24*b*c*q^3*r-415*b*c*q^3*x+234*b*c*q^2*r^2-\ 5224*b*c*q^2*r*x+10538*b*c*q^2*x^2+396*b*c*q*r^3-12311*b*c*q*r^2*x+31612*b*c*q* r*x^2+186*b*c*r^4-7502*b*c*r^3*x+24632*b*c*r^2*x^2+6*b*g^4*p+6*b*g^4*r-29*b*g^4 *x+36*b*g^3*p^2+18*b*g^3*p*q+72*b*g^3*p*r-406*b*g^3*p*x+18*b*g^3*q*r-181*b*g^3* q*x+36*b*g^3*r^2-481*b*g^3*r*x+390*b*g^3*x^2+72*b*g^2*p^3+90*b*g^2*p^2*q+216*b* g^2*p^2*r-1299*b*g^2*p^2*x+18*b*g^2*p*q^2+180*b*g^2*p*q*r-1562*b*g^2*p*q*x+216* b*g^2*p*r^2-3164*b*g^2*p*r*x+2026*b*g^2*p*x^2+18*b*g^2*q^2*r-263*b*g^2*q^2*x+90 *b*g^2*q*r^2-1624*b*g^2*q*r*x+2026*b*g^2*q*x^2+72*b*g^2*r^3-1865*b*g^2*r^2*x+ 3086*b*g^2*r*x^2+60*b*g*p^4+126*b*g*p^3*q+240*b*g*p^3*r-1487*b*g*p^3*x+72*b*g*p ^2*q^2+378*b*g*p^2*q*r-3077*b*g*p^2*q*x+360*b*g*p^2*r^2-5390*b*g*p^2*r*x+3221*b *g*p^2*x^2+6*b*g*p*q^3+144*b*g*p*q^2*r-1693*b*g*p*q^2*x+378*b*g*p*q*r^2-6956*b* g*p*q*r*x+6442*b*g*p*q*x^2+240*b*g*p*r^3-6319*b*g*p*r^2*x+9745*b*g*p*r*x^2+6*b* g*q^3*r-103*b*g*q^3*x+72*b*g*q^2*r^2-1566*b*g*q^2*r*x+3221*b*g*q^2*x^2+126*b*g* q*r^3-3879*b*g*q*r^2*x+9745*b*g*q*r*x^2+60*b*g*r^4-2416*b*g*r^3*x+7736*b*g*r^2* x^2+18*b*p^5+54*b*p^4*q+90*b*p^4*r-564*b*p^4*x+54*b*p^3*q^2+216*b*p^3*q*r-1686* b*p^3*q*x+180*b*p^3*r^2-2685*b*p^3*r*x+1575*b*p^3*x^2+18*b*p^2*q^3+162*b*p^2*q^ 2*r-1674*b*p^2*q^2*x+324*b*p^2*q*r^2-5811*b*p^2*q*r*x+4725*b*p^2*q*x^2+180*b*p^ 2*r^3-4671*b*p^2*r^2*x+6965*b*p^2*r*x^2+36*b*p*q^3*r-546*b*p*q^3*x+162*b*p*q^2* r^2-3567*b*p*q^2*r*x+4725*b*p*q^2*x^2+216*b*p*q*r^3-6564*b*p*q*r^2*x+13930*b*p* q*r*x^2+90*b*p*r^4-3543*b*p*r^3*x+10486*b*p*r^2*x^2+6*b*q^4*x+18*b*q^3*r^2-441* b*q^3*r*x+1575*b*q^3*x^2+54*b*q^2*r^3-1893*b*q^2*r^2*x+6965*b*q^2*r*x^2+54*b*q* r^4-2439*b*q*r^3*x+10486*b*q*r^2*x^2+18*b*r^5-993*b*r^4*x+5096*b*r^3*x^2+120*c^ 6+244*c^5*g+480*c^5*p+144*c^5*q+480*c^5*r-3488*c^5*x+194*c^4*g^2+816*c^4*g*p+ 240*c^4*g*q+816*c^4*g*r-5752*c^4*g*x+726*c^4*p^2+564*c^4*p*q+1452*c^4*p*r-9888* c^4*p*x+54*c^4*q^2+564*c^4*q*r-5472*c^4*q*x+726*c^4*r^2-11448*c^4*r*x+9192*c^4* x^2+75*c^3*g^3+524*c^3*g^2*p+148*c^3*g^2*q+524*c^3*g^2*r-3560*c^3*g^2*x+989*c^3 *g*p^2+758*c^3*g*p*q+1978*c^3*g*p*r-13104*c^3*g*p*x+69*c^3*g*q^2+758*c^3*g*q*r-\ 7168*c^3*g*q*x+989*c^3*g*r^2-15216*c^3*g*r*x+11768*c^3*g*x^2+534*c^3*p^3+762*c^ 3*p^2*q+1602*c^3*p^2*r-10352*c^3*p^2*x+234*c^3*p*q^2+1524*c^3*p*q*r-13456*c^3*p *q*x+1602*c^3*p*r^2-24684*c^3*p*r*x+16624*c^3*p*x^2+6*c^3*q^3+234*c^3*q^2*r-\ 3104*c^3*q^2*x+762*c^3*q*r^2-14532*c^3*q*r*x+16624*c^3*q*x^2+534*c^3*r^3-14332* c^3*r^2*x+25136*c^3*r*x^2+14*c^2*g^4+156*c^2*g^3*p+40*c^2*g^3*q+156*c^2*g^3*r-\ 1006*c^2*g^3*x+479*c^2*g^2*p^2+358*c^2*g^2*p*q+958*c^2*g^2*p*r-6132*c^2*g^2*p*x +29*c^2*g^2*q^2+358*c^2*g^2*q*r-3296*c^2*g^2*q*x+479*c^2*g^2*r^2-7172*c^2*g^2*r *x+5378*c^2*g^2*x^2+545*c^2*g*p^3+771*c^2*g*p^2*q+1635*c^2*g*p^2*r-10312*c^2*g* p^2*x+231*c^2*g*p*q^2+1542*c^2*g*p*q*r-13316*c^2*g*p*q*x+1635*c^2*g*p*r^2-24692 *c^2*g*p*r*x+15994*c^2*g*p*x^2+5*c^2*g*q^3+231*c^2*g*q^2*r-3004*c^2*g*q^2*x+771 *c^2*g*q*r^2-14384*c^2*g*q*r*x+15994*c^2*g*q*x^2+545*c^2*g*r^3-14380*c^2*g*r^2* x+24366*c^2*g*r*x^2+204*c^2*p^4+450*c^2*p^3*q+816*c^2*p^3*r-5128*c^2*p^3*x+288* c^2*p^2*q^2+1350*c^2*p^2*q*r-10992*c^2*p^2*q*x+1224*c^2*p^2*r^2-18456*c^2*p^2*r *x+11214*c^2*p^2*x^2+42*c^2*p*q^3+576*c^2*p*q^2*r-6600*c^2*p*q^2*x+1350*c^2*p*q *r^2-24996*c^2*p*q*r*x+22428*c^2*p*q*x^2+816*c^2*p*r^3-21528*c^2*p*r^2*x+33436* c^2*p*r*x^2+42*c^2*q^3*r-736*c^2*q^3*x+288*c^2*q^2*r^2-6540*c^2*q^2*r*x+11214*c ^2*q^2*x^2+450*c^2*q*r^3-14004*c^2*q*r^2*x+33436*c^2*q*r*x^2+204*c^2*r^4-8200*c ^2*r^3*x+25858*c^2*r^2*x^2+c*g^5+21*c*g^4*p+4*c*g^4*q+21*c*g^4*r-122*c*g^4*x+97 *c*g^3*p^2+68*c*g^3*p*q+194*c*g^3*p*r-1174*c*g^3*p*x+4*c*g^3*q^2+68*c*g^3*q*r-\ 612*c*g^3*q*x+97*c*g^3*r^2-1395*c*g^3*r*x+1028*c*g^3*x^2+176*c*g^2*p^3+245*c*g^ 2*p^2*q+528*c*g^2*p^2*r-3233*c*g^2*p^2*x+70*c*g^2*p*q^2+490*c*g^2*p*q*r-4134*c* g^2*p*q*x+528*c*g^2*p*r^2-7810*c*g^2*p*r*x+4867*c*g^2*p*x^2+c*g^2*q^3+70*c*g^2* q^2*r-901*c*g^2*q^2*x+245*c*g^2*q*r^2-4476*c*g^2*q*r*x+4867*c*g^2*q*x^2+176*c*g ^2*r^3-4577*c*g^2*r^2*x+7465*c*g^2*r*x^2+138*c*g*p^4+303*c*g*p^3*q+552*c*g*p^3* r-3405*c*g*p^3*x+192*c*g*p^2*q^2+909*c*g*p^2*q*r-7269*c*g*p^2*q*x+828*c*g*p^2*r ^2-12310*c*g*p^2*r*x+7207*c*g*p^2*x^2+27*c*g*p*q^3+384*c*g*p*q^2*r-4323*c*g*p*q ^2*x+909*c*g*p*q*r^2-16574*c*g*p*q*r*x+14414*c*g*p*q*x^2+552*c*g*p*r^3-14405*c* g*p*r^2*x+21660*c*g*p*r*x^2+27*c*g*q^3*r-459*c*g*q^3*x+192*c*g*q^2*r^2-4264*c*g *q^2*r*x+7207*c*g*q^2*x^2+303*c*g*q*r^3-9305*c*g*q*r^2*x+21660*c*g*q*r*x^2+138* c*g*r^4-5500*c*g*r^3*x+16943*c*g*r^2*x^2+39*c*p^5+120*c*p^4*q+195*c*p^4*r-1218* c*p^4*x+126*c*p^3*q^2+480*c*p^3*q*r-3708*c*p^3*q*x+390*c*p^3*r^2-5802*c*p^3*r*x +3342*c*p^3*x^2+48*c*p^2*q^3+378*c*p^2*q^2*r-3816*c*p^2*q^2*x+720*c*p^2*q*r^2-\ 12834*c*p^2*q*r*x+10026*c*p^2*q*x^2+390*c*p^2*r^3-10098*c*p^2*r^2*x+14684*c*p^2 *r*x^2+3*c*p*q^4+96*c*p*q^3*r-1380*c*p*q^3*x+378*c*p*q^2*r^2-8262*c*p*q^2*r*x+ 10026*c*p*q^2*x^2+480*c*p*q*r^3-14544*c*p*q*r^2*x+29368*c*p*q*r*x^2+195*c*p*r^4 -7662*c*p*r^3*x+21946*c*p*r^2*x^2+3*c*q^4*r-54*c*q^4*x+48*c*q^3*r^2-1230*c*q^3* r*x+3342*c*q^3*x^2+126*c*q^2*r^3-4446*c*q^2*r^2*x+14684*c*q^2*r*x^2+120*c*q*r^4 -5418*c*q*r^3*x+21946*c*q*r^2*x^2+39*c*r^5-2148*c*r^4*x+10604*c*r^3*x^2+g^5*p+g ^5*r-4*g^5*x+7*g^4*p^2+4*g^4*p*q+14*g^4*p*r-74*g^4*p*x+4*g^4*q*r-36*g^4*q*x+7*g ^4*r^2-91*g^4*r*x+66*g^4*x^2+18*g^3*p^3+24*g^3*p^2*q+54*g^3*p^2*r-314*g^3*p^2*x +6*g^3*p*q^2+48*g^3*p*q*r-394*g^3*p*q*x+54*g^3*p*r^2-775*g^3*p*r*x+459*g^3*p*x^ 2+6*g^3*q^2*r-80*g^3*q^2*x+24*g^3*q*r^2-427*g^3*q*r*x+459*g^3*q*x^2+18*g^3*r^3-\ 461*g^3*r^2*x+701*g^3*r*x^2+22*g^2*p^4+48*g^2*p^3*q+88*g^2*p^3*r-535*g^2*p^3*x+ 30*g^2*p^2*q^2+144*g^2*p^2*q*r-1135*g^2*p^2*q*x+132*g^2*p^2*r^2-1952*g^2*p^2*r* x+1098*g^2*p^2*x^2+4*g^2*p*q^3+60*g^2*p*q^2*r-665*g^2*p*q^2*x+144*g^2*p*q*r^2-\ 2604*g^2*p*q*r*x+2196*g^2*p*q*x^2+88*g^2*p*r^3-2299*g^2*p*r^2*x+3330*g^2*p*r*x^ 2+4*g^2*q^3*r-65*g^2*q^3*x+30*g^2*q^2*r^2-652*g^2*q^2*r*x+1098*g^2*q^2*x^2+48*g ^2*q*r^3-1469*g^2*q*r^2*x+3330*g^2*q*r*x^2+22*g^2*r^4-882*g^2*r^3*x+2652*g^2*r^ 2*x^2+13*g*p^5+40*g*p^4*q+65*g*p^4*r-403*g*p^4*x+42*g*p^3*q^2+160*g*p^3*q*r-\ 1224*g*p^3*q*x+130*g*p^3*r^2-1926*g*p^3*r*x+1076*g*p^3*x^2+16*g*p^2*q^3+126*g*p ^2*q^2*r-1254*g*p^2*q^2*x+240*g*p^2*q*r^2-4248*g*p^2*q*r*x+3228*g*p^2*q*x^2+130 *g*p^2*r^3-3360*g*p^2*r^2*x+4769*g*p^2*r*x^2+g*p*q^4+32*g*p*q^3*r-448*g*p*q^3*x +126*g*p*q^2*r^2-2718*g*p*q^2*r*x+3228*g*p*q^2*x^2+160*g*p*q*r^3-4824*g*p*q*r^2 *x+9538*g*p*q*r*x^2+65*g*p*r^4-2554*g*p*r^3*x+7201*g*p*r^2*x^2+g*q^4*r-15*g*q^4 *x+16*g*q^3*r^2-396*g*q^3*r*x+1076*g*q^3*x^2+42*g*q^2*r^3-1464*g*q^2*r^2*x+4769 *g*q^2*r*x^2+40*g*q*r^4-1800*g*q*r^3*x+7201*g*q*r^2*x^2+13*g*r^5-717*g*r^4*x+ 3508*g*r^3*x^2+3*p^6+12*p^5*q+18*p^5*r-112*p^5*x+18*p^4*q^2+60*p^4*q*r-446*p^4* q*x+45*p^4*r^2-657*p^4*r*x+371*p^4*x^2+12*p^3*q^3+72*p^3*q^2*r-664*p^3*q^2*x+ 120*p^3*q*r^2-2052*p^3*q*r*x+1484*p^3*q*x^2+60*p^3*r^3-1508*p^3*r^2*x+2125*p^3* r*x^2+3*p^2*q^4+36*p^2*q^3*r-436*p^2*q^3*x+108*p^2*q^2*r^2-2214*p^2*q^2*r*x+ 2226*p^2*q^2*x^2+120*p^2*q*r^3-3480*p^2*q*r^2*x+6375*p^2*q*r*x^2+45*p^2*r^4-\ 1702*p^2*r^3*x+4596*p^2*r^2*x^2+6*p*q^4*r-104*p*q^4*x+36*p*q^3*r^2-900*p*q^3*r* x+1484*p*q^3*x^2+72*p*q^2*r^3-2436*p*q^2*r^2*x+6375*p*q^2*r*x^2+60*p*q*r^4-2588 *p*q*r^3*x+9192*p*q*r^2*x^2+18*p*r^5-948*p*r^4*x+4301*p*r^3*x^2+2*q^5*x+3*q^4*r ^2-81*q^4*r*x+371*q^4*x^2+12*q^3*r^3-464*q^3*r^2*x+2125*q^3*r*x^2+18*q^2*r^4-\ 886*q^2*r^3*x+4596*q^2*r^2*x^2+12*q*r^5-714*q*r^4*x+4301*q*r^3*x^2+3*r^6-209*r^ 5*x+1459*r^4*x^2+24*a^4*b+120*a^4*c+12*a^4*g+174*a^4*p+24*a^4*q+174*a^4*r-380*a ^4*x+72*a^3*b^2+636*a^3*b*c+92*a^3*b*g+558*a^3*b*p+96*a^3*b*q+558*a^3*b*r-1328* a^3*b*x+912*a^3*c^2+418*a^3*c*g+1608*a^3*c*p+396*a^3*c*q+1608*a^3*c*r-4432*a^3* c*x+28*a^3*g^2+455*a^3*g*p+68*a^3*g*q+455*a^3*g*r-1032*a^3*g*x+549*a^3*p^2+411* a^3*p*q+1098*a^3*p*r-2442*a^3*p*x+24*a^3*q^2+411*a^3*q*r-1596*a^3*q*x+549*a^3*r ^2-3090*a^3*r*x+1008*a^3*x^2+72*a^2*b^3+912*a^2*b^2*c+156*a^2*b^2*g+606*a^2*b^2 *p+120*a^2*b^2*q+606*a^2*b^2*r-1704*a^2*b^2*x+2736*a^2*b*c^2+1346*a^2*b*c*g+ 3876*a^2*b*c*p+990*a^2*b*c*q+3876*a^2*b*c*r-10728*a^2*b*c*x+106*a^2*b*g^2+1040* a^2*b*g*p+188*a^2*b*g*q+1040*a^2*b*g*r-2652*a^2*b*g*x+1278*a^2*b*p^2+846*a^2*b* p*q+2556*a^2*b*p*r-6108*a^2*b*p*x+54*a^2*b*q^2+846*a^2*b*q*r-3570*a^2*b*q*x+ 1278*a^2*b*r^2-7386*a^2*b*r*x+3024*a^2*b*x^2+2292*a^2*c^3+1954*a^2*c^2*g+5154*a ^2*c^2*p+1446*a^2*c^2*q+5154*a^2*c^2*r-14868*a^2*c^2*x+465*a^2*c*g^2+3084*a^2*c *g*p+762*a^2*c*g*q+3084*a^2*c*g*r-8458*a^2*c*g*x+3339*a^2*c*p^2+2529*a^2*c*p*q+ 6678*a^2*c*p*r-16716*a^2*c*p*x+216*a^2*c*q^2+2529*a^2*c*q*r-10158*a^2*c*q*x+ 3339*a^2*c*r^2-20162*a^2*c*r*x+6100*a^2*c*x^2+23*a^2*g^3+424*a^2*g^2*p+68*a^2*g ^2*q+424*a^2*g^2*r-1011*a^2*g^2*x+1036*a^2*g*p^2+723*a^2*g*p*q+2072*a^2*g*p*r-\ 4713*a^2*g*p*x+44*a^2*g*q^2+723*a^2*g*q*r-2937*a^2*g*q*x+1036*a^2*g*r^2-5846*a^ 2*g*r*x+2068*a^2*g*x^2+633*a^2*p^3+897*a^2*p^2*q+1899*a^2*p^2*r-4478*a^2*p^2*x+ 270*a^2*p*q^2+1794*a^2*p*q*r-6103*a^2*p*q*x+1899*a^2*p*r^2-11314*a^2*p*r*x+2826 *a^2*p*x^2+6*a^2*q^3+270*a^2*q^2*r-1625*a^2*q^2*x+897*a^2*q*r^2-6769*a^2*q*r*x+ 2826*a^2*q*x^2+633*a^2*r^3-6836*a^2*r^2*x+4116*a^2*r*x^2+24*a*b^4+396*a*b^3*c+ 84*a*b^3*g+234*a*b^3*p+48*a*b^3*q+234*a*b^3*r-944*a*b^3*x+2076*a*b^2*c^2+1060*a *b^2*c*g+2730*a*b^2*c*p+594*a*b^2*c*q+2730*a*b^2*c*r-8160*a*b^2*c*x+98*a*b^2*g^ 2+679*a*b^2*g*p+136*a*b^2*g*q+679*a*b^2*g*r-2208*a*b^2*g*x+903*a*b^2*p^2+447*a* b^2*p*q+1806*a*b^2*p*r-4890*a*b^2*p*x+30*a*b^2*q^2+447*a*b^2*q*r-2352*a*b^2*q*x +903*a*b^2*r^2-5502*a*b^2*r*x+3024*a*b^2*x^2+3912*a*b*c^3+3378*a*b*c^2*g+7968*a *b*c^2*p+2046*a*b*c^2*q+7968*a*b*c^2*r-22848*a*b*c^2*x+837*a*b*c*g^2+4662*a*b*c *g*p+1095*a*b*c*g*q+4662*a*b*c*g*r-13168*a*b*c*g*x+5124*a*b*c*p^2+3306*a*b*c*p* q+10248*a*b*c*p*r-27222*a*b*c*p*x+234*a*b*c*q^2+3306*a*b*c*q*r-14106*a*b*c*q*x+ 5124*a*b*c*r^2-31540*a*b*c*r*x+12200*a*b*c*x^2+47*a*b*g^3+602*a*b*g^2*p+112*a*b *g^2*q+602*a*b*g^2*r-1700*a*b*g^2*x+1549*a*b*g*p^2+892*a*b*g*p*q+3098*a*b*g*p*r -7668*a*b*g*p*x+57*a*b*g*q^2+892*a*b*g*q*r-4116*a*b*g*q*x+1549*a*b*g*r^2-8968*a *b*g*r*x+4136*a*b*g*x^2+999*a*b*p^3+1254*a*b*p^2*q+2997*a*b*p^2*r-7513*a*b*p^2* x+261*a*b*p*q^2+2508*a*b*p*q*r-9320*a*b*p*q*x+2997*a*b*p*r^2-18587*a*b*p*r*x+ 5652*a*b*p*x^2+6*a*b*q^3+261*a*b*q^2*r-1807*a*b*q^2*x+1254*a*b*q*r^2-9497*a*b*q *r*x+5652*a*b*q*x^2+999*a*b*r^3-11074*a*b*r^2*x+8232*a*b*r*x^2+2352*a*c^4+2948* a*c^3*g+6666*a*c^3*p+1848*a*c^3*q+6666*a*c^3*r-19680*a*c^3*x+1260*a*c^2*g^2+ 6354*a*c^2*g*p+1679*a*c^2*g*q+6354*a*c^2*g*r-18158*a*c^2*g*x+6390*a*c^2*p^2+ 4626*a*c^2*p*q+12780*a*c^2*p*r-34222*a*c^2*p*x+390*a*c^2*q^2+4626*a*c^2*q*r-\ 19174*a*c^2*q*x+6390*a*c^2*r^2-40162*a*c^2*r*x+12660*a*c^2*x^2+203*a*c*g^3+1874 *a*c*g^2*p+444*a*c*g^2*q+1874*a*c*g^2*r-5177*a*c*g^2*x+4106*a*c*g*p^2+2867*a*c* g*p*q+8212*a*c*g*p*r-21010*a*c*g*p*x+216*a*c*g*q^2+2867*a*c*g*q*r-11828*a*c*g*q *x+4106*a*c*g*r^2-24911*a*c*g*r*x+8178*a*c*g*x^2+2433*a*c*p^3+3330*a*c*p^2*q+ 7299*a*c*p^2*r-18557*a*c*p^2*x+915*a*c*p*q^2+6660*a*c*p*q*r-24118*a*c*p*q*x+ 7299*a*c*p*r^2-45847*a*c*p*r*x+12192*a*c*p*x^2+18*a*c*q^3+915*a*c*q^2*r-5561*a* c*q^2*x+3330*a*c*q*r^2-25735*a*c*q*r*x+12192*a*c*q*x^2+2433*a*c*r^3-27290*a*c*r ^2*x+18732*a*c*r*x^2+8*a*g^4+166*a*g^3*p+28*a*g^3*q+166*a*g^3*r-427*a*g^3*x+626 *a*g^2*p^2+398*a*g^2*p*q+1252*a*g^2*p*r-2944*a*g^2*p*x+24*a*g^2*q^2+398*a*g^2*q *r-1716*a*g^2*q*x+626*a*g^2*r^2-3561*a*g^2*r*x+1412*a*g^2*x^2+787*a*g*p^3+1051* a*g*p^2*q+2361*a*g*p^2*r-5717*a*g*p^2*x+269*a*g*p*q^2+2102*a*g*p*q*r-7430*a*g*p *q*x+2361*a*g*p*r^2-14349*a*g*p*r*x+3811*a*g*p*x^2+5*a*g*q^3+269*a*g*q^2*r-1713 *a*g*q^2*x+1051*a*g*q*r^2-7921*a*g*q*r*x+3811*a*g*q*x^2+787*a*g*r^3-8632*a*g*r^ 2*x+5545*a*g*r*x^2+315*a*p^4+678*a*p^3*q+1260*a*p^3*r-3186*a*p^3*x+411*a*p^2*q^ 2+2034*a*p^2*q*r-6795*a*p^2*q*x+1890*a*p^2*r^2-11915*a*p^2*r*x+2917*a*p^2*x^2+ 48*a*p*q^3+822*a*p*q^2*r-4032*a*p*q^2*x+2034*a*p*q*r^2-15742*a*p*q*r*x+5834*a*p *q*x^2+1260*a*p*r^3-14272*a*p*r^2*x+9148*a*p*r*x^2+48*a*q^3*r-423*a*q^3*x+411*a *q^2*r^2-3827*a*q^2*r*x+2917*a*q^2*x^2+678*a*q*r^3-8947*a*q*r^2*x+9148*a*q*r*x^ 2+315*a*r^4-5543*a*r^3*x+8181*a*r^2*x^2+8*b^4*g+12*b^4*p+12*b^4*r-188*b^4*x+252 *b^3*c^2+132*b^3*c*g+462*b^3*c*p+462*b^3*c*r-1864*b^3*c*x+20*b^3*g^2+94*b^3*g*p +16*b^3*g*q+94*b^3*g*r-588*b^3*g*x+174*b^3*p^2+12*b^3*p*q+348*b^3*p*r-1224*b^3* p*x+12*b^3*q*r-378*b^3*q*x+174*b^3*r^2-1206*b^3*r*x+1008*b^3*x^2+1164*b^2*c^3+ 980*b^2*c^2*g+2592*b^2*c^2*p+378*b^2*c^2*q+2592*b^2*c^2*r-7980*b^2*c^2*x+252*b^ 2*c*g^2+1443*b^2*c*g*p+198*b^2*c*g*q+1443*b^2*c*g*r-4710*b^2*c*g*x+1767*b^2*c*p ^2+741*b^2*c*p*q+3534*b^2*c*p*r-10506*b^2*c*p*x+741*b^2*c*q*r-3948*b^2*c*q*x+ 1767*b^2*c*r^2-11378*b^2*c*r*x+6100*b^2*c*x^2+18*b^2*g^3+166*b^2*g^2*p+32*b^2*g ^2*q+166*b^2*g^2*r-689*b^2*g^2*x+510*b^2*g*p^2+163*b^2*g*p*q+1020*b^2*g*p*r-\ 2955*b^2*g*p*x+10*b^2*g*q^2+163*b^2*g*q*r-1179*b^2*g*q*x+510*b^2*g*r^2-3122*b^2 *g*r*x+2068*b^2*g*x^2+366*b^2*p^3+357*b^2*p^2*q+1098*b^2*p^2*r-3035*b^2*p^2*x-9 *b^2*p*q^2+714*b^2*p*q*r-3217*b^2*p*q*x+1098*b^2*p*r^2-7273*b^2*p*r*x+2826*b^2* p*x^2-9*b^2*q^2*r-182*b^2*q^2*x+357*b^2*q*r^2-2728*b^2*q*r*x+2826*b^2*q*x^2+366 *b^2*r^3-4238*b^2*r^2*x+4116*b^2*r*x^2+1764*b*c^4+2164*b*c^3*g+4926*b*c^3*p+ 1104*b*c^3*q+4926*b*c^3*r-14688*b*c^3*x+919*b*c^2*g^2+4580*b*c^2*g*p+961*b*c^2* g*q+4580*b*c^2*g*r-13362*b*c^2*g*x+4806*b*c^2*p^2+2802*b*c^2*p*q+9612*b*c^2*p*r -27562*b*c^2*p*x+150*b*c^2*q^2+2802*b*c^2*q*r-12514*b*c^2*q*x+4806*b*c^2*r^2-\ 30934*b*c^2*r*x+12660*b*c^2*x^2+153*b*c*g^3+1304*b*c*g^2*p+255*b*c*g^2*q+1304*b *c*g^2*r-3887*b*c*g^2*x+3026*b*c*g*p^2+1649*b*c*g*p*q+6052*b*c*g*p*r-16712*b*c* g*p*x+78*b*c*g*q^2+1649*b*c*g*q*r-7530*b*c*g*q*x+3026*b*c*g*r^2-18789*b*c*g*r*x +8178*b*c*g*x^2+1893*b*c*p^3+2232*b*c*p^2*q+5679*b*c*p^2*r-15515*b*c*p^2*x+339* b*c*p*q^2+4464*b*c*p*q*r-18034*b*c*p*q*x+5679*b*c*p*r^2-37489*b*c*p*r*x+12192*b *c*p*x^2+339*b*c*q^2*r-2519*b*c*q^2*x+2232*b*c*q*r^2-17377*b*c*q*r*x+12192*b*c* q*x^2+1893*b*c*r^3-21974*b*c*r^2*x+18732*b*c*r*x^2+7*b*g^4+107*b*g^3*p+20*b*g^3 *q+107*b*g^3*r-353*b*g^3*x+447*b*g^2*p^2+208*b*g^2*p*q+894*b*g^2*p*r-2336*b*g^2 *p*x+13*b*g^2*q^2+208*b*g^2*q*r-1108*b*g^2*q*x+447*b*g^2*r^2-2611*b*g^2*r*x+ 1412*b*g^2*x^2+604*b*g*p^3+682*b*g*p^2*q+1812*b*g*p^2*r-4729*b*g*p^2*x+80*b*g*p *q^2+1364*b*g*p*q*r-5454*b*g*p*q*x+1812*b*g*p*r^2-11569*b*g*p*r*x+3811*b*g*p*x^ 2+2*b*g*q^3+80*b*g*q^2*r-725*b*g*q^2*x+682*b*g*q*r^2-5141*b*g*q*r*x+3811*b*g*q* x^2+604*b*g*r^3-6840*b*g*r^2*x+5545*b*g*r*x^2+255*b*p^4+498*b*p^3*q+1020*b*p^3* r-2727*b*p^3*x+231*b*p^2*q^2+1494*b*p^2*q*r-5418*b*p^2*q*x+1530*b*p^2*r^2-10103 *b*p^2*r*x+2917*b*p^2*x^2-12*b*p*q^3+462*b*p*q^2*r-2655*b*p*q^2*x+1494*b*p*q*r^ 2-12118*b*p*q*r*x+5834*b*p*q*x^2+1020*b*p*r^3-12025*b*p*r^2*x+9148*b*p*r*x^2-12 *b*q^3*r+36*b*q^3*x+231*b*q^2*r^2-2015*b*q^2*r*x+2917*b*q^2*x^2+498*b*q*r^3-\ 6700*b*q*r^2*x+9148*b*q*r*x^2+255*b*r^4-4649*b*r^3*x+8181*b*r^2*x^2+852*c^5+ 1404*c^4*g+2982*c^4*p+774*c^4*q+2982*c^4*r-9192*c^4*x+869*c^3*g^2+3961*c^3*g*p+ 993*c^3*g*q+3961*c^3*g*r-11768*c^3*g*x+3822*c^3*p^2+2568*c^3*p*q+7644*c^3*p*r-\ 21916*c^3*p*x+198*c^3*q^2+2568*c^3*q*r-11332*c^3*q*x+3822*c^3*r^2-25136*c^3*r*x +9224*c^3*x^2+246*c^2*g^3+1861*c^2*g^2*p+443*c^2*g^2*q+1861*c^2*g^2*r-5378*c^2* g^2*x+3831*c^2*g*p^2+2508*c^2*g*p*q+7662*c^2*g*p*r-21172*c^2*g*p*x+177*c^2*g*q^ 2+2508*c^2*g*q*r-10816*c^2*g*q*x+3831*c^2*g*r^2-24366*c^2*g*r*x+8608*c^2*g*x^2+ 2208*c^2*p^3+2862*c^2*p^2*q+6624*c^2*p^2*r-18042*c^2*p^2*x+666*c^2*p*q^2+5724*c ^2*p*q*r-22428*c^2*p*q*x+6624*c^2*p*r^2-43900*c^2*p*r*x+13376*c^2*p*x^2+12*c^2* q^3+666*c^2*q^2*r-4386*c^2*q^2*x+2862*c^2*q*r^2-22972*c^2*q*r*x+13376*c^2*q*x^2 +2208*c^2*r^3-25858*c^2*r^2*x+20672*c^2*r*x^2+30*c*g^4+359*c*g^3*p+78*c*g^3*q+ 359*c*g^3*r-1028*c*g^3*x+1214*c*g^2*p^2+761*c*g^2*p*q+2428*c*g^2*p*r-6441*c*g^2 *p*x+48*c*g^2*q^2+761*c*g^2*q*r-3293*c*g^2*q*x+1214*c*g^2*r^2-7465*c*g^2*r*x+ 2786*c*g^2*x^2+1479*c*g*p^3+1887*c*g*p^2*q+4437*c*g*p^2*r-11678*c*g*p^2*x+414*c *g*p*q^2+3774*c*g*p*q*r-14414*c*g*p*q*x+4437*c*g*p*r^2-28621*c*g*p*r*x+8324*c*g *p*x^2+6*c*g*q^3+414*c*g*q^2*r-2736*c*g*q^2*x+1887*c*g*q*r^2-14699*c*g*q*r*x+ 8324*c*g*q*x^2+1479*c*g*r^3-16943*c*g*r^2*x+12772*c*g*r*x^2+582*c*p^4+1206*c*p^ 3*q+2328*c*p^3*r-6231*c*p^3*x+666*c*p^2*q^2+3618*c*p^2*q*r-12915*c*p^2*q*x+3492 *c*p^2*r^2-23066*c*p^2*r*x+6400*c*p^2*x^2+42*c*p*q^3+1332*c*p*q^2*r-7137*c*p*q^ 2*x+3618*c*p*q*r^2-29368*c*p*q*r*x+12800*c*p*q*x^2+2328*c*p*r^3-27439*c*p*r^2*x +20088*c*p*r*x^2+42*c*q^3*r-453*c*q^3*x+666*c*q^2*r^2-6302*c*q^2*r*x+6400*c*q^2 *x^2+1206*c*q*r^3-16453*c*q*r^2*x+20088*c*q*r*x^2+582*c*r^4-10604*c*r^3*x+17708 *c*r^2*x^2+g^5+23*g^4*p+4*g^4*q+23*g^4*r-66*g^4*x+121*g^3*p^2+68*g^3*p*q+242*g^ 3*p*r-599*g^3*p*x+4*g^3*q^2+68*g^3*q*r-319*g^3*q*x+121*g^3*r^2-701*g^3*r*x+322* g^3*x^2+236*g^2*p^3+293*g^2*p^2*q+708*g^2*p^2*r-1785*g^2*p^2*x+58*g^2*p*q^2+586 *g^2*p*q*r-2196*g^2*p*q*x+708*g^2*p*r^2-4437*g^2*p*r*x+1300*g^2*p*x^2+g^2*q^3+ 58*g^2*q^2*r-411*g^2*q^2*x+293*g^2*q*r^2-2223*g^2*q*r*x+1300*g^2*q*x^2+236*g^2* r^3-2652*g^2*r^2*x+1888*g^2*r*x^2+194*g*p^4+399*g*p^3*q+776*g*p^3*r-2026*g*p^3* x+216*g*p^2*q^2+1197*g*p^2*q*r-4178*g*p^2*q*x+1164*g*p^2*r^2-7560*g*p^2*r*x+ 1999*g*p^2*x^2+11*g*p*q^3+432*g*p*q^2*r-2278*g*p*q^2*x+1197*g*p*q*r^2-9538*g*p* q*r*x+3998*g*p*q*x^2+776*g*p*r^3-9042*g*p*r^2*x+6278*g*p*r*x^2+11*g*q^3*r-126*g *q^3*x+216*g*q^2*r^2-1978*g*q^2*r*x+1999*g*q^2*x^2+399*g*q*r^3-5360*g*q*r^2*x+ 6278*g*q*r*x^2+194*g*r^4-3508*g*r^3*x+5653*g*r^2*x^2+57*p^5+168*p^4*q+285*p^4*r -770*p^4*x+162*p^3*q^2+672*p^3*q*r-2282*p^3*q*x+570*p^3*r^2-3769*p^3*r*x+1009*p ^3*x^2+48*p^2*q^3+486*p^2*q^2*r-2226*p^2*q^2*x+1008*p^2*q*r^2-8019*p^2*q*r*x+ 3027*p^2*q*x^2+570*p^2*r^3-6687*p^2*r^2*x+4763*p^2*r*x^2-3*p*q^4+96*p*q^3*r-686 *p*q^3*x+486*p*q^2*r^2-4731*p*q^2*r*x+3027*p*q^2*x^2+672*p*q*r^3-9192*p*q*r^2*x +9526*p*q*r*x^2+285*p*r^4-5147*p*r^3*x+7933*p*r^2*x^2-3*q^4*r+28*q^4*x+48*q^3*r ^2-481*q^3*r*x+1009*q^3*x^2+162*q^2*r^3-2505*q^2*r^2*x+4763*q^2*r*x^2+168*q*r^4 -3455*q*r^3*x+7933*q*r^2*x^2+57*r^5-1459*r^4*x+4179*r^3*x^2+72*a^4+372*a^3*b+ 1140*a^3*c+246*a^3*g+984*a^3*p+228*a^3*q+984*a^3*r-1728*a^3*x+504*a^2*b^2+3120* a^2*b*c+762*a^2*b*g+2136*a^2*b*p+534*a^2*b*q+2136*a^2*b*r-3744*a^2*b*x+4116*a^2 *c^2+2322*a^2*c*g+6168*a^2*c*p+1602*a^2*c*q+6168*a^2*c*r-10372*a^2*c*x+267*a^2* g^2+1797*a^2*g*p+426*a^2*g*q+1797*a^2*g*r-3112*a^2*g*x+2118*a^2*p^2+1386*a^2*p* q+4236*a^2*p*r-5412*a^2*p*x+114*a^2*q^2+1386*a^2*q*r-3606*a^2*q*x+2118*a^2*r^2-\ 6540*a^2*r*x+564*a^2*x^2+180*a*b^3+1836*a*b^2*c+540*a*b^2*g+1194*a*b^2*p+258*a* b^2*q+1194*a*b^2*r-2304*a*b^2*x+5856*a*b*c^2+3436*a*b*c*g+8274*a*b*c*p+1716*a*b *c*q+8274*a*b*c*r-12200*a*b*c*x+451*a*b*g^2+2319*a*b*g*p+543*a*b*g*q+2319*a*b*g *r-4136*a*b*g*x+2949*a*b*p^2+1353*a*b*p*q+5898*a*b*p*r-7458*a*b*p*x+96*a*b*q^2+ 1353*a*b*q*r-3846*a*b*q*x+2949*a*b*r^2-8232*a*b*r*x+1128*a*b*x^2+5232*a*c^3+ 4862*a*c^2*g+11514*a*c^2*p+2706*a*c^2*q+11514*a*c^2*r-17532*a*c^2*x+1389*a*c*g^ 2+7156*a*c*g*p+1653*a*c*g*q+7156*a*c*g*r-11162*a*c*g*x+7935*a*c*p^2+4677*a*c*p* q+15870*a*c*p*r-20730*a*c*p*x+300*a*c*q^2+4677*a*c*q*r-11322*a*c*q*x+7935*a*c*r ^2-24030*a*c*r*x-468*a*c*x^2+113*a*g^3+1021*a*g^2*p+236*a*g^2*q+1021*a*g^2*r-\ 1768*a*g^2*x+2507*a*g*p^2+1398*a*g*p*q+5014*a*g*p*r-6224*a*g*p*x+103*a*g*q^2+ 1398*a*g*q*r-3748*a*g*q*x+2507*a*g*r^2-7248*a*g*r*x+594*a*g*x^2+1605*a*p^3+1935 *a*p^2*q+4815*a*p^2*r-6028*a*p^2*x+336*a*p*q^2+3870*a*p*q*r-7496*a*p*q*x+4815*a *p*r^2-15679*a*p*r*x+202*a*p*x^2+6*a*q^3+336*a*q^2*r-1468*a*q^2*x+1935*a*q*r^2-\ 7219*a*q*r*x+202*a*q*x^2+1605*a*r^3-9651*a*r^2*x+54*a*r*x^2-24*b^4-144*b^3*c+24 *b^3*g+42*b^3*p-48*b^3*q+42*b^3*r-288*b^3*x+672*b^2*c^2+448*b^2*c*g+1776*b^2*c* p-216*b^2*c*q+1776*b^2*c*r-1828*b^2*c*x+106*b^2*g^2+435*b^2*g*p+30*b^2*g*q+435* b^2*g*r-1024*b^2*g*x+819*b^2*p^2-57*b^2*p*q+1638*b^2*p*r-2046*b^2*p*x-30*b^2*q^ 2-57*b^2*q*r-240*b^2*q*x+819*b^2*r^2-1692*b^2*r*x+564*b^2*x^2+2736*b*c^3+2464*b *c^2*g+6900*b*c^2*p+660*b*c^2*q+6900*b*c^2*r-7788*b*c^2*x+744*b*c*g^2+4095*b*c* g*p+416*b*c*g*q+4095*b*c*g*r-5194*b*c*g*x+5277*b*c*p^2+1635*b*c*p*q+10554*b*c*p *r-13062*b*c*p*x-84*b*c*q^2+1635*b*c*q*r-3654*b*c*q*x+5277*b*c*r^2-13434*b*c*r* x-468*b*c*x^2+76*b*g^3+546*b*g^2*p+103*b*g^2*q+546*b*g^2*r-1056*b*g^2*x+1611*b* g*p^2+410*b*g*p*q+3222*b*g*p*r-3874*b*g*p*x+11*b*g*q^2+410*b*g*q*r-1398*b*g*q*x +1611*b*g*r^2-3842*b*g*r*x+594*b*g*x^2+1158*b*p^3+1029*b*p^2*q+3474*b*p^2*r-\ 4366*b*p^2*x-135*b*p*q^2+2058*b*p*q*r-4172*b*p*q*x+3474*b*p*r^2-11077*b*p*r*x+ 202*b*p*x^2-6*b*q^3-135*b*q^2*r+194*b*q^2*x+1029*b*q*r^2-2617*b*q*r*x+202*b*q*x ^2+1158*b*r^3-6711*b*r^2*x+54*b*r*x^2+2136*c^4+2728*c^3*g+6528*c^3*p+1236*c^3*q +6528*c^3*r-9224*c^3*x+1250*c^2*g^2+6316*c^2*g*p+1138*c^2*g*q+6316*c^2*g*r-8608 *c^2*g*x+6954*c^2*p^2+3444*c^2*p*q+13908*c^2*p*r-18656*c^2*p*x+126*c^2*q^2+3444 *c^2*q*r-8096*c^2*q*x+6954*c^2*r^2-20672*c^2*r*x-1152*c^2*x^2+242*c*g^3+1923*c* g^2*p+349*c*g^2*q+1923*c*g^2*r-2786*c*g^2*x+4546*c*g*p^2+2131*c*g*p*q+9092*c*g* p*r-11548*c*g*p*x+75*c*g*q^2+2131*c*g*q*r-5100*c*g*q*x+4546*c*g*r^2-12772*c*g*r *x-528*c*g*x^2+2883*c*p^3+3156*c*p^2*q+8649*c*p^2*r-11446*c*p^2*x+267*c*p*q^2+ 6312*c*p*q*r-12800*c*p*q*x+8649*c*p*r^2-29154*c*p*r*x+140*c*p*x^2-6*c*q^3+267*c *q^2*r-1354*c*q^2*x+3156*c*q*r^2-11022*c*q*r*x+140*c*q*x^2+2883*c*r^3-17708*c*r ^2*x+468*c*r*x^2+16*g^4+178*g^3*p+38*g^3*q+178*g^3*r-322*g^3*x+706*g^2*p^2+305* g^2*p*q+1412*g^2*p*r-1722*g^2*p*x+19*g^2*q^2+305*g^2*q*r-878*g^2*q*x+706*g^2*r^ 2-1888*g^2*r*x+192*g^2*x^2+951*g*p^3+1012*g*p^2*q+2853*g*p^2*r-3572*g*p^2*x+62* g*p*q^2+2024*g*p*q*r-3998*g*p*q*x+2853*g*p*r^2-9225*g*p*r*x+70*g*p*x^2+g*q^3+62 *g*q^2*r-426*g*q^2*x+1012*g*q*r^2-3331*g*q*r*x+70*g*q*x^2+951*g*r^3-5653*g*r^2* x-102*g*r*x^2+399*p^4+750*p^3*q+1596*p^3*r-2176*p^3*x+303*p^2*q^2+2250*p^2*q*r-\ 4194*p^2*q*x+2394*p^2*r^2-8531*p^2*r*x+298*p^2*x^2-48*p*q^3+606*p*q^2*r-1860*p* q^2*x+2250*p*q*r^2-9526*p*q*r*x+596*p*q*x^2+1596*p*r^3-10534*p*r^2*x+1576*p*r*x ^2-48*q^3*r+158*q^3*x+303*q^2*r^2-995*q^2*r*x+298*q^2*x^2+750*q*r^3-5332*q*r^2* x+1576*q*r*x^2+399*r^4-4179*r^3*x+2934*r^2*x^2+468*a^3+1152*a^2*b+3108*a^2*c+ 900*a^2*g+2208*a^2*p+564*a^2*q+2208*a^2*r-2400*a^2*x+432*a*b^2+3036*a*b*c+1074* a*b*g+2148*a*b*p+342*a*b*q+2148*a*b*r-1128*a*b*x+4884*a*c^2+3136*a*c*g+7434*a*c *p+1266*a*c*q+7434*a*c*r-4008*a*c*x+489*a*g^2+2248*a*g*p+482*a*g*q+2248*a*g*r-\ 1880*a*g*x+2961*a*p^2+1053*a*p*q+5922*a*p*r-2248*a*p*x+42*a*q^2+1053*a*q*r-1348 *a*q*x+2961*a*r^2-2274*a*r*x-2936*a*x^2-252*b^3-1164*b^2*c-144*b^2*g-216*b^2*p-\ 378*b^2*q-216*b^2*r+1272*b^2*x+12*b*c^2+152*b*c*g+2136*b*c*p-1104*b*c*q+2136*b* c*r+4944*b*c*x+133*b*g^2+545*b*g*p-165*b*g*q+545*b*g*r+692*b*g*x+1491*b*p^2-609 *b*p*q+2982*b*p*r+944*b*p*x-150*b*q^2-609*b*q*r+1844*b*q*x+1491*b*r^2+2166*b*r* x-2936*b*x^2+1788*c^3+1656*c^2*g+5322*c^2*p+42*c^2*q+5322*c^2*r+1152*c^2*x+559* c*g^2+3269*c*g*p+45*c*g*q+3269*c*g*r+528*c*g*x+4848*c*p^2+630*c*p*q+9696*c*p*r-\ 1568*c*p*x-198*c*q^2+630*c*q*r+1288*c*q*x+4848*c*r^2-468*c*r*x-8032*c*x^2+71*g^ 3+476*g^2*p+54*g^2*q+476*g^2*r-192*g^2*x+1540*g*p^2+133*g*p*q+3080*g*p*r-352*g* p*x-33*g*q^2+133*g*q*r+212*g*q*x+1540*g*r^2+102*g*r*x-2144*g*x^2+1155*p^3+864*p ^2*q+3465*p^2*r-1336*p^2*x-303*p*q^2+1728*p*q*r-596*p*q*x+3465*p*r^2-4270*p*r*x -3176*p*x^2-12*q^3-303*q^2*r+740*q^2*x+864*q*r^2+1118*q*r*x-3176*q*x^2+1155*r^3 -2934*r^2*x-4952*r*x^2+828*a^2+228*a*b+1404*a*c+606*a*g+1074*a*p+1074*a*r+1376* a*x-1008*b^2-3072*b*c-680*b*g-1146*b*p-972*b*q-1146*b*r+4496*b*x-1104*c^2-632*c *g+48*c*p-1380*c*q+48*c*r+8032*c*x-16*g^2-58*g*p-340*g*q-58*g*r+2144*g*x+858*p^ 2-978*p*q+1716*p*r+3680*p*x-180*q^2-978*q*r+2672*q*x+858*r^2+4952*r*x-3840*x^2-\ 216*a-1776*b-2640*c-720*g-1320*p-816*q-1320*r+3840*x-1152)*dx^4-x*(x-1)*(16*a^6 *c*x^3+8*a^6*p*x^3+8*a^6*q*x^3+16*a^6*r*x^3+96*a^5*b*c*x^3+48*a^5*b*p*x^3+48*a^ 5*b*q*x^3+96*a^5*b*r*x^3+224*a^5*c^2*x^3+72*a^5*c*g*x^3+208*a^5*c*p*x^3+208*a^5 *c*q*x^3+368*a^5*c*r*x^3+36*a^5*g*p*x^3+36*a^5*g*q*x^3+72*a^5*g*r*x^3+48*a^5*p^ 2*x^3+96*a^5*p*q*x^3+168*a^5*p*r*x^3+48*a^5*q^2*x^3+168*a^5*q*r*x^3+156*a^5*r^2 *x^3+240*a^4*b^2*c*x^3+120*a^4*b^2*p*x^3+120*a^4*b^2*q*x^3+240*a^4*b^2*r*x^3+ 1120*a^4*b*c^2*x^3+360*a^4*b*c*g*x^3+1040*a^4*b*c*p*x^3+1040*a^4*b*c*q*x^3+1840 *a^4*b*c*r*x^3+180*a^4*b*g*p*x^3+180*a^4*b*g*q*x^3+360*a^4*b*g*r*x^3+240*a^4*b* p^2*x^3+480*a^4*b*p*q*x^3+840*a^4*b*p*r*x^3+240*a^4*b*q^2*x^3+840*a^4*b*q*r*x^3 +780*a^4*b*r^2*x^3+1216*a^4*c^3*x^3+824*a^4*c^2*g*x^3+1648*a^4*c^2*p*x^3+1648*a ^4*c^2*q*x^3+2768*a^4*c^2*r*x^3+132*a^4*c*g^2*x^3+764*a^4*c*g*p*x^3+764*a^4*c*g *q*x^3+1352*a^4*c*g*r*x^3+740*a^4*c*p^2*x^3+1480*a^4*c*p*q*x^3+2448*a^4*c*p*r*x ^3+740*a^4*c*q^2*x^3+2448*a^4*c*q*r*x^3+2068*a^4*c*r^2*x^3+66*a^4*g^2*p*x^3+66* a^4*g^2*q*x^3+132*a^4*g^2*r*x^3+176*a^4*g*p^2*x^3+352*a^4*g*p*q*x^3+616*a^4*g*p *r*x^3+176*a^4*g*q^2*x^3+616*a^4*g*q*r*x^3+572*a^4*g*r^2*x^3+110*a^4*p^3*x^3+ 330*a^4*p^2*q*x^3+536*a^4*p^2*r*x^3+330*a^4*p*q^2*x^3+1072*a^4*p*q*r*x^3+886*a^ 4*p*r^2*x^3+110*a^4*q^3*x^3+536*a^4*q^2*r*x^3+886*a^4*q*r^2*x^3+472*a^4*r^3*x^3 +320*a^3*b^3*c*x^3+160*a^3*b^3*p*x^3+160*a^3*b^3*q*x^3+320*a^3*b^3*r*x^3+2240*a ^3*b^2*c^2*x^3+720*a^3*b^2*c*g*x^3+2080*a^3*b^2*c*p*x^3+2080*a^3*b^2*c*q*x^3+ 3680*a^3*b^2*c*r*x^3+360*a^3*b^2*g*p*x^3+360*a^3*b^2*g*q*x^3+720*a^3*b^2*g*r*x^ 3+480*a^3*b^2*p^2*x^3+960*a^3*b^2*p*q*x^3+1680*a^3*b^2*p*r*x^3+480*a^3*b^2*q^2* x^3+1680*a^3*b^2*q*r*x^3+1560*a^3*b^2*r^2*x^3+4864*a^3*b*c^3*x^3+3296*a^3*b*c^2 *g*x^3+6592*a^3*b*c^2*p*x^3+6592*a^3*b*c^2*q*x^3+11072*a^3*b*c^2*r*x^3+528*a^3* b*c*g^2*x^3+3056*a^3*b*c*g*p*x^3+3056*a^3*b*c*g*q*x^3+5408*a^3*b*c*g*r*x^3+2960 *a^3*b*c*p^2*x^3+5920*a^3*b*c*p*q*x^3+9792*a^3*b*c*p*r*x^3+2960*a^3*b*c*q^2*x^3 +9792*a^3*b*c*q*r*x^3+8272*a^3*b*c*r^2*x^3+264*a^3*b*g^2*p*x^3+264*a^3*b*g^2*q* x^3+528*a^3*b*g^2*r*x^3+704*a^3*b*g*p^2*x^3+1408*a^3*b*g*p*q*x^3+2464*a^3*b*g*p *r*x^3+704*a^3*b*g*q^2*x^3+2464*a^3*b*g*q*r*x^3+2288*a^3*b*g*r^2*x^3+440*a^3*b* p^3*x^3+1320*a^3*b*p^2*q*x^3+2144*a^3*b*p^2*r*x^3+1320*a^3*b*p*q^2*x^3+4288*a^3 *b*p*q*r*x^3+3544*a^3*b*p*r^2*x^3+440*a^3*b*q^3*x^3+2144*a^3*b*q^2*r*x^3+3544*a ^3*b*q*r^2*x^3+1888*a^3*b*r^3*x^3+3280*a^3*c^4*x^3+3504*a^3*c^3*g*x^3+5856*a^3* c^3*p*x^3+5856*a^3*c^3*q*x^3+9600*a^3*c^3*r*x^3+1184*a^3*c^2*g^2*x^3+4740*a^3*c ^2*g*p*x^3+4740*a^3*c^2*g*q*x^3+7968*a^3*c^2*g*r*x^3+3900*a^3*c^2*p^2*x^3+7800* a^3*c^2*p*q*x^3+12576*a^3*c^2*p*r*x^3+3900*a^3*c^2*q^2*x^3+12576*a^3*c^2*q*r*x^ 3+10188*a^3*c^2*r^2*x^3+126*a^3*c*g^3*x^3+1096*a^3*c*g^2*p*x^3+1096*a^3*c*g^2*q *x^3+1940*a^3*c*g^2*r*x^3+2124*a^3*c*g*p^2*x^3+4248*a^3*c*g*p*q*x^3+7032*a^3*c* g*p*r*x^3+2124*a^3*c*g*q^2*x^3+7032*a^3*c*g*q*r*x^3+5946*a^3*c*g*r^2*x^3+1148*a ^3*c*p^3*x^3+3444*a^3*c*p^2*q*x^3+5448*a^3*c*p^2*r*x^3+3444*a^3*c*p*q^2*x^3+ 10896*a^3*c*p*q*r*x^3+8640*a^3*c*p*r^2*x^3+1148*a^3*c*q^3*x^3+5448*a^3*c*q^2*r* x^3+8640*a^3*c*q*r^2*x^3+4436*a^3*c*r^3*x^3+63*a^3*g^3*p*x^3+63*a^3*g^3*q*x^3+ 126*a^3*g^3*r*x^3+252*a^3*g^2*p^2*x^3+504*a^3*g^2*p*q*x^3+882*a^3*g^2*p*r*x^3+ 252*a^3*g^2*q^2*x^3+882*a^3*g^2*q*r*x^3+819*a^3*g^2*r^2*x^3+315*a^3*g*p^3*x^3+ 945*a^3*g*p^2*q*x^3+1536*a^3*g*p^2*r*x^3+945*a^3*g*p*q^2*x^3+3072*a^3*g*p*q*r*x ^3+2541*a^3*g*p*r^2*x^3+315*a^3*g*q^3*x^3+1536*a^3*g*q^2*r*x^3+2541*a^3*g*q*r^2 *x^3+1356*a^3*g*r^3*x^3+126*a^3*p^4*x^3+504*a^3*p^3*q*x^3+780*a^3*p^3*r*x^3+756 *a^3*p^2*q^2*x^3+2340*a^3*p^2*q*r*x^3+1809*a^3*p^2*r^2*x^3+504*a^3*p*q^3*x^3+ 2340*a^3*p*q^2*r*x^3+3618*a^3*p*q*r^2*x^3+1818*a^3*p*r^3*x^3+126*a^3*q^4*x^3+ 780*a^3*q^3*r*x^3+1809*a^3*q^2*r^2*x^3+1818*a^3*q*r^3*x^3+663*a^3*r^4*x^3+240*a ^2*b^4*c*x^3+120*a^2*b^4*p*x^3+120*a^2*b^4*q*x^3+240*a^2*b^4*r*x^3+2240*a^2*b^3 *c^2*x^3+720*a^2*b^3*c*g*x^3+2080*a^2*b^3*c*p*x^3+2080*a^2*b^3*c*q*x^3+3680*a^2 *b^3*c*r*x^3+360*a^2*b^3*g*p*x^3+360*a^2*b^3*g*q*x^3+720*a^2*b^3*g*r*x^3+480*a^ 2*b^3*p^2*x^3+960*a^2*b^3*p*q*x^3+1680*a^2*b^3*p*r*x^3+480*a^2*b^3*q^2*x^3+1680 *a^2*b^3*q*r*x^3+1560*a^2*b^3*r^2*x^3+7296*a^2*b^2*c^3*x^3+4944*a^2*b^2*c^2*g*x ^3+9888*a^2*b^2*c^2*p*x^3+9888*a^2*b^2*c^2*q*x^3+16608*a^2*b^2*c^2*r*x^3+792*a^ 2*b^2*c*g^2*x^3+4584*a^2*b^2*c*g*p*x^3+4584*a^2*b^2*c*g*q*x^3+8112*a^2*b^2*c*g* r*x^3+4440*a^2*b^2*c*p^2*x^3+8880*a^2*b^2*c*p*q*x^3+14688*a^2*b^2*c*p*r*x^3+ 4440*a^2*b^2*c*q^2*x^3+14688*a^2*b^2*c*q*r*x^3+12408*a^2*b^2*c*r^2*x^3+396*a^2* b^2*g^2*p*x^3+396*a^2*b^2*g^2*q*x^3+792*a^2*b^2*g^2*r*x^3+1056*a^2*b^2*g*p^2*x^ 3+2112*a^2*b^2*g*p*q*x^3+3696*a^2*b^2*g*p*r*x^3+1056*a^2*b^2*g*q^2*x^3+3696*a^2 *b^2*g*q*r*x^3+3432*a^2*b^2*g*r^2*x^3+660*a^2*b^2*p^3*x^3+1980*a^2*b^2*p^2*q*x^ 3+3216*a^2*b^2*p^2*r*x^3+1980*a^2*b^2*p*q^2*x^3+6432*a^2*b^2*p*q*r*x^3+5316*a^2 *b^2*p*r^2*x^3+660*a^2*b^2*q^3*x^3+3216*a^2*b^2*q^2*r*x^3+5316*a^2*b^2*q*r^2*x^ 3+2832*a^2*b^2*r^3*x^3+9840*a^2*b*c^4*x^3+10512*a^2*b*c^3*g*x^3+17568*a^2*b*c^3 *p*x^3+17568*a^2*b*c^3*q*x^3+28800*a^2*b*c^3*r*x^3+3552*a^2*b*c^2*g^2*x^3+14220 *a^2*b*c^2*g*p*x^3+14220*a^2*b*c^2*g*q*x^3+23904*a^2*b*c^2*g*r*x^3+11700*a^2*b* c^2*p^2*x^3+23400*a^2*b*c^2*p*q*x^3+37728*a^2*b*c^2*p*r*x^3+11700*a^2*b*c^2*q^2 *x^3+37728*a^2*b*c^2*q*r*x^3+30564*a^2*b*c^2*r^2*x^3+378*a^2*b*c*g^3*x^3+3288*a ^2*b*c*g^2*p*x^3+3288*a^2*b*c*g^2*q*x^3+5820*a^2*b*c*g^2*r*x^3+6372*a^2*b*c*g*p ^2*x^3+12744*a^2*b*c*g*p*q*x^3+21096*a^2*b*c*g*p*r*x^3+6372*a^2*b*c*g*q^2*x^3+ 21096*a^2*b*c*g*q*r*x^3+17838*a^2*b*c*g*r^2*x^3+3444*a^2*b*c*p^3*x^3+10332*a^2* b*c*p^2*q*x^3+16344*a^2*b*c*p^2*r*x^3+10332*a^2*b*c*p*q^2*x^3+32688*a^2*b*c*p*q *r*x^3+25920*a^2*b*c*p*r^2*x^3+3444*a^2*b*c*q^3*x^3+16344*a^2*b*c*q^2*r*x^3+ 25920*a^2*b*c*q*r^2*x^3+13308*a^2*b*c*r^3*x^3+189*a^2*b*g^3*p*x^3+189*a^2*b*g^3 *q*x^3+378*a^2*b*g^3*r*x^3+756*a^2*b*g^2*p^2*x^3+1512*a^2*b*g^2*p*q*x^3+2646*a^ 2*b*g^2*p*r*x^3+756*a^2*b*g^2*q^2*x^3+2646*a^2*b*g^2*q*r*x^3+2457*a^2*b*g^2*r^2 *x^3+945*a^2*b*g*p^3*x^3+2835*a^2*b*g*p^2*q*x^3+4608*a^2*b*g*p^2*r*x^3+2835*a^2 *b*g*p*q^2*x^3+9216*a^2*b*g*p*q*r*x^3+7623*a^2*b*g*p*r^2*x^3+945*a^2*b*g*q^3*x^ 3+4608*a^2*b*g*q^2*r*x^3+7623*a^2*b*g*q*r^2*x^3+4068*a^2*b*g*r^3*x^3+378*a^2*b* p^4*x^3+1512*a^2*b*p^3*q*x^3+2340*a^2*b*p^3*r*x^3+2268*a^2*b*p^2*q^2*x^3+7020*a ^2*b*p^2*q*r*x^3+5427*a^2*b*p^2*r^2*x^3+1512*a^2*b*p*q^3*x^3+7020*a^2*b*p*q^2*r *x^3+10854*a^2*b*p*q*r^2*x^3+5454*a^2*b*p*r^3*x^3+378*a^2*b*q^4*x^3+2340*a^2*b* q^3*r*x^3+5427*a^2*b*q^2*r^2*x^3+5454*a^2*b*q*r^3*x^3+1989*a^2*b*r^4*x^3+4672*a ^2*c^5*x^3+6936*a^2*c^4*g*x^3+10368*a^2*c^4*p*x^3+10368*a^2*c^4*q*x^3+16800*a^2 *c^4*r*x^3+3696*a^2*c^3*g^2*x^3+12360*a^2*c^3*g*p*x^3+12360*a^2*c^3*g*q*x^3+ 20288*a^2*c^3*g*r*x^3+9160*a^2*c^3*p^2*x^3+18320*a^2*c^3*p*q*x^3+29184*a^2*c^3* p*r*x^3+9160*a^2*c^3*q^2*x^3+29184*a^2*c^3*q*r*x^3+23192*a^2*c^3*r^2*x^3+830*a^ 2*c^2*g^3*x^3+4990*a^2*c^2*g^2*p*x^3+4990*a^2*c^2*g^2*q*x^3+8396*a^2*c^2*g^2*r* x^3+8214*a^2*c^2*g*p^2*x^3+16428*a^2*c^2*g*p*q*x^3+26520*a^2*c^2*g*p*r*x^3+8214 *a^2*c^2*g*q^2*x^3+26520*a^2*c^2*g*q*r*x^3+21504*a^2*c^2*g*r^2*x^3+4028*a^2*c^2 *p^3*x^3+12084*a^2*c^2*p^2*q*x^3+18888*a^2*c^2*p^2*r*x^3+12084*a^2*c^2*p*q^2*x^ 3+37776*a^2*c^2*p*q*r*x^3+29400*a^2*c^2*p*r^2*x^3+4028*a^2*c^2*q^3*x^3+18888*a^ 2*c^2*q^2*r*x^3+29400*a^2*c^2*q*r^2*x^3+14852*a^2*c^2*r^3*x^3+66*a^2*c*g^4*x^3+ 767*a^2*c*g^3*p*x^3+767*a^2*c*g^3*q*x^3+1358*a^2*c*g^3*r*x^3+2231*a^2*c*g^2*p^2 *x^3+4462*a^2*c*g^2*p*q*x^3+7392*a^2*c*g^2*p*r*x^3+2231*a^2*c*g^2*q^2*x^3+7392* a^2*c*g^2*q*r*x^3+6256*a^2*c*g^2*r^2*x^3+2412*a^2*c*g*p^3*x^3+7236*a^2*c*g*p^2* q*x^3+11460*a^2*c*g*p^2*r*x^3+7236*a^2*c*g*p*q^2*x^3+22920*a^2*c*g*p*q*r*x^3+ 18192*a^2*c*g*p*r^2*x^3+2412*a^2*c*g*q^3*x^3+11460*a^2*c*g*q^2*r*x^3+18192*a^2* c*g*q*r^2*x^3+9354*a^2*c*g*r^3*x^3+882*a^2*c*p^4*x^3+3528*a^2*c*p^3*q*x^3+5400* a^2*c*p^3*r*x^3+5292*a^2*c*p^2*q^2*x^3+16200*a^2*c*p^2*q*r*x^3+12312*a^2*c*p^2* r^2*x^3+3528*a^2*c*p*q^3*x^3+16200*a^2*c*p*q^2*r*x^3+24624*a^2*c*p*q*r^2*x^3+ 12180*a^2*c*p*r^3*x^3+882*a^2*c*q^4*x^3+5400*a^2*c*q^3*r*x^3+12312*a^2*c*q^2*r^ 2*x^3+12180*a^2*c*q*r^3*x^3+4386*a^2*c*r^4*x^3+33*a^2*g^4*p*x^3+33*a^2*g^4*q*x^ 3+66*a^2*g^4*r*x^3+176*a^2*g^3*p^2*x^3+352*a^2*g^3*p*q*x^3+616*a^2*g^3*p*r*x^3+ 176*a^2*g^3*q^2*x^3+616*a^2*g^3*q*r*x^3+572*a^2*g^3*r^2*x^3+330*a^2*g^2*p^3*x^3 +990*a^2*g^2*p^2*q*x^3+1610*a^2*g^2*p^2*r*x^3+990*a^2*g^2*p*q^2*x^3+3220*a^2*g^ 2*p*q*r*x^3+2665*a^2*g^2*p*r^2*x^3+330*a^2*g^2*q^3*x^3+1610*a^2*g^2*q^2*r*x^3+ 2665*a^2*g^2*q*r^2*x^3+1424*a^2*g^2*r^3*x^3+264*a^2*g*p^4*x^3+1056*a^2*g*p^3*q* x^3+1636*a^2*g*p^3*r*x^3+1584*a^2*g*p^2*q^2*x^3+4908*a^2*g*p^2*q*r*x^3+3798*a^2 *g*p^2*r^2*x^3+1056*a^2*g*p*q^3*x^3+4908*a^2*g*p*q^2*r*x^3+7596*a^2*g*p*q*r^2*x ^3+3822*a^2*g*p*r^3*x^3+264*a^2*g*q^4*x^3+1636*a^2*g*q^3*r*x^3+3798*a^2*g*q^2*r ^2*x^3+3822*a^2*g*q*r^3*x^3+1396*a^2*g*r^4*x^3+77*a^2*p^5*x^3+385*a^2*p^4*q*x^3 +576*a^2*p^4*r*x^3+770*a^2*p^3*q^2*x^3+2304*a^2*p^3*q*r*x^3+1705*a^2*p^3*r^2*x^ 3+770*a^2*p^2*q^3*x^3+3456*a^2*p^2*q^2*r*x^3+5115*a^2*p^2*q*r^2*x^3+2468*a^2*p^ 2*r^3*x^3+385*a^2*p*q^4*x^3+2304*a^2*p*q^3*r*x^3+5115*a^2*p*q^2*r^2*x^3+4936*a^ 2*p*q*r^3*x^3+1740*a^2*p*r^4*x^3+77*a^2*q^5*x^3+576*a^2*q^4*r*x^3+1705*a^2*q^3* r^2*x^3+2468*a^2*q^2*r^3*x^3+1740*a^2*q*r^4*x^3+478*a^2*r^5*x^3+96*a*b^5*c*x^3+ 48*a*b^5*p*x^3+48*a*b^5*q*x^3+96*a*b^5*r*x^3+1120*a*b^4*c^2*x^3+360*a*b^4*c*g*x ^3+1040*a*b^4*c*p*x^3+1040*a*b^4*c*q*x^3+1840*a*b^4*c*r*x^3+180*a*b^4*g*p*x^3+ 180*a*b^4*g*q*x^3+360*a*b^4*g*r*x^3+240*a*b^4*p^2*x^3+480*a*b^4*p*q*x^3+840*a*b ^4*p*r*x^3+240*a*b^4*q^2*x^3+840*a*b^4*q*r*x^3+780*a*b^4*r^2*x^3+4864*a*b^3*c^3 *x^3+3296*a*b^3*c^2*g*x^3+6592*a*b^3*c^2*p*x^3+6592*a*b^3*c^2*q*x^3+11072*a*b^3 *c^2*r*x^3+528*a*b^3*c*g^2*x^3+3056*a*b^3*c*g*p*x^3+3056*a*b^3*c*g*q*x^3+5408*a *b^3*c*g*r*x^3+2960*a*b^3*c*p^2*x^3+5920*a*b^3*c*p*q*x^3+9792*a*b^3*c*p*r*x^3+ 2960*a*b^3*c*q^2*x^3+9792*a*b^3*c*q*r*x^3+8272*a*b^3*c*r^2*x^3+264*a*b^3*g^2*p* x^3+264*a*b^3*g^2*q*x^3+528*a*b^3*g^2*r*x^3+704*a*b^3*g*p^2*x^3+1408*a*b^3*g*p* q*x^3+2464*a*b^3*g*p*r*x^3+704*a*b^3*g*q^2*x^3+2464*a*b^3*g*q*r*x^3+2288*a*b^3* g*r^2*x^3+440*a*b^3*p^3*x^3+1320*a*b^3*p^2*q*x^3+2144*a*b^3*p^2*r*x^3+1320*a*b^ 3*p*q^2*x^3+4288*a*b^3*p*q*r*x^3+3544*a*b^3*p*r^2*x^3+440*a*b^3*q^3*x^3+2144*a* b^3*q^2*r*x^3+3544*a*b^3*q*r^2*x^3+1888*a*b^3*r^3*x^3+9840*a*b^2*c^4*x^3+10512* a*b^2*c^3*g*x^3+17568*a*b^2*c^3*p*x^3+17568*a*b^2*c^3*q*x^3+28800*a*b^2*c^3*r*x ^3+3552*a*b^2*c^2*g^2*x^3+14220*a*b^2*c^2*g*p*x^3+14220*a*b^2*c^2*g*q*x^3+23904 *a*b^2*c^2*g*r*x^3+11700*a*b^2*c^2*p^2*x^3+23400*a*b^2*c^2*p*q*x^3+37728*a*b^2* c^2*p*r*x^3+11700*a*b^2*c^2*q^2*x^3+37728*a*b^2*c^2*q*r*x^3+30564*a*b^2*c^2*r^2 *x^3+378*a*b^2*c*g^3*x^3+3288*a*b^2*c*g^2*p*x^3+3288*a*b^2*c*g^2*q*x^3+5820*a*b ^2*c*g^2*r*x^3+6372*a*b^2*c*g*p^2*x^3+12744*a*b^2*c*g*p*q*x^3+21096*a*b^2*c*g*p *r*x^3+6372*a*b^2*c*g*q^2*x^3+21096*a*b^2*c*g*q*r*x^3+17838*a*b^2*c*g*r^2*x^3+ 3444*a*b^2*c*p^3*x^3+10332*a*b^2*c*p^2*q*x^3+16344*a*b^2*c*p^2*r*x^3+10332*a*b^ 2*c*p*q^2*x^3+32688*a*b^2*c*p*q*r*x^3+25920*a*b^2*c*p*r^2*x^3+3444*a*b^2*c*q^3* x^3+16344*a*b^2*c*q^2*r*x^3+25920*a*b^2*c*q*r^2*x^3+13308*a*b^2*c*r^3*x^3+189*a *b^2*g^3*p*x^3+189*a*b^2*g^3*q*x^3+378*a*b^2*g^3*r*x^3+756*a*b^2*g^2*p^2*x^3+ 1512*a*b^2*g^2*p*q*x^3+2646*a*b^2*g^2*p*r*x^3+756*a*b^2*g^2*q^2*x^3+2646*a*b^2* g^2*q*r*x^3+2457*a*b^2*g^2*r^2*x^3+945*a*b^2*g*p^3*x^3+2835*a*b^2*g*p^2*q*x^3+ 4608*a*b^2*g*p^2*r*x^3+2835*a*b^2*g*p*q^2*x^3+9216*a*b^2*g*p*q*r*x^3+7623*a*b^2 *g*p*r^2*x^3+945*a*b^2*g*q^3*x^3+4608*a*b^2*g*q^2*r*x^3+7623*a*b^2*g*q*r^2*x^3+ 4068*a*b^2*g*r^3*x^3+378*a*b^2*p^4*x^3+1512*a*b^2*p^3*q*x^3+2340*a*b^2*p^3*r*x^ 3+2268*a*b^2*p^2*q^2*x^3+7020*a*b^2*p^2*q*r*x^3+5427*a*b^2*p^2*r^2*x^3+1512*a*b ^2*p*q^3*x^3+7020*a*b^2*p*q^2*r*x^3+10854*a*b^2*p*q*r^2*x^3+5454*a*b^2*p*r^3*x^ 3+378*a*b^2*q^4*x^3+2340*a*b^2*q^3*r*x^3+5427*a*b^2*q^2*r^2*x^3+5454*a*b^2*q*r^ 3*x^3+1989*a*b^2*r^4*x^3+9344*a*b*c^5*x^3+13872*a*b*c^4*g*x^3+20736*a*b*c^4*p*x ^3+20736*a*b*c^4*q*x^3+33600*a*b*c^4*r*x^3+7392*a*b*c^3*g^2*x^3+24720*a*b*c^3*g *p*x^3+24720*a*b*c^3*g*q*x^3+40576*a*b*c^3*g*r*x^3+18320*a*b*c^3*p^2*x^3+36640* a*b*c^3*p*q*x^3+58368*a*b*c^3*p*r*x^3+18320*a*b*c^3*q^2*x^3+58368*a*b*c^3*q*r*x ^3+46384*a*b*c^3*r^2*x^3+1660*a*b*c^2*g^3*x^3+9980*a*b*c^2*g^2*p*x^3+9980*a*b*c ^2*g^2*q*x^3+16792*a*b*c^2*g^2*r*x^3+16428*a*b*c^2*g*p^2*x^3+32856*a*b*c^2*g*p* q*x^3+53040*a*b*c^2*g*p*r*x^3+16428*a*b*c^2*g*q^2*x^3+53040*a*b*c^2*g*q*r*x^3+ 43008*a*b*c^2*g*r^2*x^3+8056*a*b*c^2*p^3*x^3+24168*a*b*c^2*p^2*q*x^3+37776*a*b* c^2*p^2*r*x^3+24168*a*b*c^2*p*q^2*x^3+75552*a*b*c^2*p*q*r*x^3+58800*a*b*c^2*p*r ^2*x^3+8056*a*b*c^2*q^3*x^3+37776*a*b*c^2*q^2*r*x^3+58800*a*b*c^2*q*r^2*x^3+ 29704*a*b*c^2*r^3*x^3+132*a*b*c*g^4*x^3+1534*a*b*c*g^3*p*x^3+1534*a*b*c*g^3*q*x ^3+2716*a*b*c*g^3*r*x^3+4462*a*b*c*g^2*p^2*x^3+8924*a*b*c*g^2*p*q*x^3+14784*a*b *c*g^2*p*r*x^3+4462*a*b*c*g^2*q^2*x^3+14784*a*b*c*g^2*q*r*x^3+12512*a*b*c*g^2*r ^2*x^3+4824*a*b*c*g*p^3*x^3+14472*a*b*c*g*p^2*q*x^3+22920*a*b*c*g*p^2*r*x^3+ 14472*a*b*c*g*p*q^2*x^3+45840*a*b*c*g*p*q*r*x^3+36384*a*b*c*g*p*r^2*x^3+4824*a* b*c*g*q^3*x^3+22920*a*b*c*g*q^2*r*x^3+36384*a*b*c*g*q*r^2*x^3+18708*a*b*c*g*r^3 *x^3+1764*a*b*c*p^4*x^3+7056*a*b*c*p^3*q*x^3+10800*a*b*c*p^3*r*x^3+10584*a*b*c* p^2*q^2*x^3+32400*a*b*c*p^2*q*r*x^3+24624*a*b*c*p^2*r^2*x^3+7056*a*b*c*p*q^3*x^ 3+32400*a*b*c*p*q^2*r*x^3+49248*a*b*c*p*q*r^2*x^3+24360*a*b*c*p*r^3*x^3+1764*a* b*c*q^4*x^3+10800*a*b*c*q^3*r*x^3+24624*a*b*c*q^2*r^2*x^3+24360*a*b*c*q*r^3*x^3 +8772*a*b*c*r^4*x^3+66*a*b*g^4*p*x^3+66*a*b*g^4*q*x^3+132*a*b*g^4*r*x^3+352*a*b *g^3*p^2*x^3+704*a*b*g^3*p*q*x^3+1232*a*b*g^3*p*r*x^3+352*a*b*g^3*q^2*x^3+1232* a*b*g^3*q*r*x^3+1144*a*b*g^3*r^2*x^3+660*a*b*g^2*p^3*x^3+1980*a*b*g^2*p^2*q*x^3 +3220*a*b*g^2*p^2*r*x^3+1980*a*b*g^2*p*q^2*x^3+6440*a*b*g^2*p*q*r*x^3+5330*a*b* g^2*p*r^2*x^3+660*a*b*g^2*q^3*x^3+3220*a*b*g^2*q^2*r*x^3+5330*a*b*g^2*q*r^2*x^3 +2848*a*b*g^2*r^3*x^3+528*a*b*g*p^4*x^3+2112*a*b*g*p^3*q*x^3+3272*a*b*g*p^3*r*x ^3+3168*a*b*g*p^2*q^2*x^3+9816*a*b*g*p^2*q*r*x^3+7596*a*b*g*p^2*r^2*x^3+2112*a* b*g*p*q^3*x^3+9816*a*b*g*p*q^2*r*x^3+15192*a*b*g*p*q*r^2*x^3+7644*a*b*g*p*r^3*x ^3+528*a*b*g*q^4*x^3+3272*a*b*g*q^3*r*x^3+7596*a*b*g*q^2*r^2*x^3+7644*a*b*g*q*r ^3*x^3+2792*a*b*g*r^4*x^3+154*a*b*p^5*x^3+770*a*b*p^4*q*x^3+1152*a*b*p^4*r*x^3+ 1540*a*b*p^3*q^2*x^3+4608*a*b*p^3*q*r*x^3+3410*a*b*p^3*r^2*x^3+1540*a*b*p^2*q^3 *x^3+6912*a*b*p^2*q^2*r*x^3+10230*a*b*p^2*q*r^2*x^3+4936*a*b*p^2*r^3*x^3+770*a* b*p*q^4*x^3+4608*a*b*p*q^3*r*x^3+10230*a*b*p*q^2*r^2*x^3+9872*a*b*p*q*r^3*x^3+ 3480*a*b*p*r^4*x^3+154*a*b*q^5*x^3+1152*a*b*q^4*r*x^3+3410*a*b*q^3*r^2*x^3+4936 *a*b*q^2*r^3*x^3+3480*a*b*q*r^4*x^3+956*a*b*r^5*x^3+3360*a*c^6*x^3+6448*a*c^5*g *x^3+8928*a*c^5*p*x^3+8928*a*c^5*q*x^3+14400*a*c^5*r*x^3+4776*a*c^4*g^2*x^3+ 14288*a*c^4*g*p*x^3+14288*a*c^4*g*q*x^3+23200*a*c^4*g*r*x^3+9840*a*c^4*p^2*x^3+ 19680*a*c^4*p*q*x^3+31200*a*c^4*p*r*x^3+9840*a*c^4*q^2*x^3+31200*a*c^4*q*r*x^3+ 24600*a*c^4*r^2*x^3+1692*a*c^3*g^3*x^3+8496*a*c^3*g^2*p*x^3+8496*a*c^3*g^2*q*x^ 3+13968*a*c^3*g^2*r*x^3+12600*a*c^3*g*p^2*x^3+25200*a*c^3*g*p*q*x^3+40224*a*c^3 *g*p*r*x^3+12600*a*c^3*g*q^2*x^3+40224*a*c^3*g*q*r*x^3+32016*a*c^3*g*r^2*x^3+ 5760*a*c^3*p^3*x^3+17280*a*c^3*p^2*q*x^3+26880*a*c^3*p^2*r*x^3+17280*a*c^3*p*q^ 2*x^3+53760*a*c^3*p*q*r*x^3+41520*a*c^3*p*r^2*x^3+5760*a*c^3*q^3*x^3+26880*a*c^ 3*q^2*r*x^3+41520*a*c^3*q*r^2*x^3+20832*a*c^3*r^3*x^3+284*a*c^2*g^4*x^3+2280*a* c^2*g^3*p*x^3+2280*a*c^2*g^3*q*x^3+3840*a*c^2*g^3*r*x^3+5634*a*c^2*g^2*p^2*x^3+ 11268*a*c^2*g^2*p*q*x^3+18216*a*c^2*g^2*p*r*x^3+5634*a*c^2*g^2*q^2*x^3+18216*a* c^2*g^2*q*r*x^3+14790*a*c^2*g^2*r^2*x^3+5528*a*c^2*g*p^3*x^3+16584*a*c^2*g*p^2* q*x^3+25968*a*c^2*g*p^2*r*x^3+16584*a*c^2*g*p*q^2*x^3+51936*a*c^2*g*p*q*r*x^3+ 40482*a*c^2*g*p*r^2*x^3+5528*a*c^2*g*q^3*x^3+25968*a*c^2*g*q^2*r*x^3+40482*a*c^ 2*g*q*r^2*x^3+20480*a*c^2*g*r^3*x^3+1890*a*c^2*p^4*x^3+7560*a*c^2*p^3*q*x^3+ 11520*a*c^2*p^3*r*x^3+11340*a*c^2*p^2*q^2*x^3+34560*a*c^2*p^2*q*r*x^3+26082*a*c ^2*p^2*r^2*x^3+7560*a*c^2*p*q^3*x^3+34560*a*c^2*p*q^2*r*x^3+52164*a*c^2*p*q*r^2 *x^3+25632*a*c^2*p*r^3*x^3+1890*a*c^2*q^4*x^3+11520*a*c^2*q^3*r*x^3+26082*a*c^2 *q^2*r^2*x^3+25632*a*c^2*q*r^3*x^3+9180*a*c^2*r^4*x^3+18*a*c*g^5*x^3+262*a*c*g^ 4*p*x^3+262*a*c*g^4*q*x^3+464*a*c*g^4*r*x^3+1017*a*c*g^3*p^2*x^3+2034*a*c*g^3*p *q*x^3+3372*a*c*g^3*p*r*x^3+1017*a*c*g^3*q^2*x^3+3372*a*c*g^3*q*r*x^3+2856*a*c* g^3*r^2*x^3+1650*a*c*g^2*p^3*x^3+4950*a*c*g^2*p^2*q*x^3+7848*a*c*g^2*p^2*r*x^3+ 4950*a*c*g^2*p*q^2*x^3+15696*a*c*g^2*p*q*r*x^3+12471*a*c*g^2*p*r^2*x^3+1650*a*c *g^2*q^3*x^3+7848*a*c*g^2*q^2*r*x^3+12471*a*c*g^2*q*r^2*x^3+6420*a*c*g^2*r^3*x^ 3+1207*a*c*g*p^4*x^3+4828*a*c*g*p^3*q*x^3+7400*a*c*g*p^3*r*x^3+7242*a*c*g*p^2*q ^2*x^3+22200*a*c*g*p^2*q*r*x^3+16893*a*c*g*p^2*r^2*x^3+4828*a*c*g*p*q^3*x^3+ 22200*a*c*g*p*q^2*r*x^3+33786*a*c*g*p*q*r^2*x^3+16732*a*c*g*p*r^3*x^3+1207*a*c* g*q^4*x^3+7400*a*c*g*q^3*r*x^3+16893*a*c*g*q^2*r^2*x^3+16732*a*c*g*q*r^3*x^3+ 6032*a*c*g*r^4*x^3+330*a*c*p^5*x^3+1650*a*c*p^4*q*x^3+2460*a*c*p^4*r*x^3+3300*a *c*p^3*q^2*x^3+9840*a*c*p^3*q*r*x^3+7242*a*c*p^3*r^2*x^3+3300*a*c*p^2*q^3*x^3+ 14760*a*c*p^2*q^2*r*x^3+21726*a*c*p^2*q*r^2*x^3+10428*a*c*p^2*r^3*x^3+1650*a*c* p*q^4*x^3+9840*a*c*p*q^3*r*x^3+21726*a*c*p*q^2*r^2*x^3+20856*a*c*p*q*r^3*x^3+ 7320*a*c*p*r^4*x^3+330*a*c*q^5*x^3+2460*a*c*q^4*r*x^3+7242*a*c*q^3*r^2*x^3+ 10428*a*c*q^2*r^3*x^3+7320*a*c*q*r^4*x^3+2004*a*c*r^5*x^3+9*a*g^5*p*x^3+9*a*g^5 *q*x^3+18*a*g^5*r*x^3+60*a*g^4*p^2*x^3+120*a*g^4*p*q*x^3+210*a*g^4*p*r*x^3+60*a *g^4*q^2*x^3+210*a*g^4*q*r*x^3+195*a*g^4*r^2*x^3+150*a*g^3*p^3*x^3+450*a*g^3*p^ 2*q*x^3+732*a*g^3*p^2*r*x^3+450*a*g^3*p*q^2*x^3+1464*a*g^3*p*q*r*x^3+1212*a*g^3 *p*r^2*x^3+150*a*g^3*q^3*x^3+732*a*g^3*q^2*r*x^3+1212*a*g^3*q*r^2*x^3+648*a*g^3 *r^3*x^3+180*a*g^2*p^4*x^3+720*a*g^2*p^3*q*x^3+1116*a*g^2*p^3*r*x^3+1080*a*g^2* p^2*q^2*x^3+3348*a*g^2*p^2*q*r*x^3+2592*a*g^2*p^2*r^2*x^3+720*a*g^2*p*q^3*x^3+ 3348*a*g^2*p*q^2*r*x^3+5184*a*g^2*p*q*r^2*x^3+2610*a*g^2*p*r^3*x^3+180*a*g^2*q^ 4*x^3+1116*a*g^2*q^3*r*x^3+2592*a*g^2*q^2*r^2*x^3+2610*a*g^2*q*r^3*x^3+954*a*g^ 2*r^4*x^3+105*a*g*p^5*x^3+525*a*g*p^4*q*x^3+786*a*g*p^4*r*x^3+1050*a*g*p^3*q^2* x^3+3144*a*g*p^3*q*r*x^3+2328*a*g*p^3*r^2*x^3+1050*a*g*p^2*q^3*x^3+4716*a*g*p^2 *q^2*r*x^3+6984*a*g*p^2*q*r^2*x^3+3372*a*g*p^2*r^3*x^3+525*a*g*p*q^4*x^3+3144*a *g*p*q^3*r*x^3+6984*a*g*p*q^2*r^2*x^3+6744*a*g*p*q*r^3*x^3+2379*a*g*p*r^4*x^3+ 105*a*g*q^5*x^3+786*a*g*q^4*r*x^3+2328*a*g*q^3*r^2*x^3+3372*a*g*q^2*r^3*x^3+ 2379*a*g*q*r^4*x^3+654*a*g*r^5*x^3+24*a*p^6*x^3+144*a*p^5*q*x^3+210*a*p^5*r*x^3 +360*a*p^4*q^2*x^3+1050*a*p^4*q*r*x^3+753*a*p^4*r^2*x^3+480*a*p^3*q^3*x^3+2100* a*p^3*q^2*r*x^3+3012*a*p^3*q*r^2*x^3+1410*a*p^3*r^3*x^3+360*a*p^2*q^4*x^3+2100* a*p^2*q^3*r*x^3+4518*a*p^2*q^2*r^2*x^3+4230*a*p^2*q*r^3*x^3+1452*a*p^2*r^4*x^3+ 144*a*p*q^5*x^3+1050*a*p*q^4*r*x^3+3012*a*p*q^3*r^2*x^3+4230*a*p*q^2*r^3*x^3+ 2904*a*p*q*r^4*x^3+780*a*p*r^5*x^3+24*a*q^6*x^3+210*a*q^5*r*x^3+753*a*q^4*r^2*x ^3+1410*a*q^3*r^3*x^3+1452*a*q^2*r^4*x^3+780*a*q*r^5*x^3+171*a*r^6*x^3+16*b^6*c *x^3+8*b^6*p*x^3+8*b^6*q*x^3+16*b^6*r*x^3+224*b^5*c^2*x^3+72*b^5*c*g*x^3+208*b^ 5*c*p*x^3+208*b^5*c*q*x^3+368*b^5*c*r*x^3+36*b^5*g*p*x^3+36*b^5*g*q*x^3+72*b^5* g*r*x^3+48*b^5*p^2*x^3+96*b^5*p*q*x^3+168*b^5*p*r*x^3+48*b^5*q^2*x^3+168*b^5*q* r*x^3+156*b^5*r^2*x^3+1216*b^4*c^3*x^3+824*b^4*c^2*g*x^3+1648*b^4*c^2*p*x^3+ 1648*b^4*c^2*q*x^3+2768*b^4*c^2*r*x^3+132*b^4*c*g^2*x^3+764*b^4*c*g*p*x^3+764*b ^4*c*g*q*x^3+1352*b^4*c*g*r*x^3+740*b^4*c*p^2*x^3+1480*b^4*c*p*q*x^3+2448*b^4*c *p*r*x^3+740*b^4*c*q^2*x^3+2448*b^4*c*q*r*x^3+2068*b^4*c*r^2*x^3+66*b^4*g^2*p*x ^3+66*b^4*g^2*q*x^3+132*b^4*g^2*r*x^3+176*b^4*g*p^2*x^3+352*b^4*g*p*q*x^3+616*b ^4*g*p*r*x^3+176*b^4*g*q^2*x^3+616*b^4*g*q*r*x^3+572*b^4*g*r^2*x^3+110*b^4*p^3* x^3+330*b^4*p^2*q*x^3+536*b^4*p^2*r*x^3+330*b^4*p*q^2*x^3+1072*b^4*p*q*r*x^3+ 886*b^4*p*r^2*x^3+110*b^4*q^3*x^3+536*b^4*q^2*r*x^3+886*b^4*q*r^2*x^3+472*b^4*r ^3*x^3+3280*b^3*c^4*x^3+3504*b^3*c^3*g*x^3+5856*b^3*c^3*p*x^3+5856*b^3*c^3*q*x^ 3+9600*b^3*c^3*r*x^3+1184*b^3*c^2*g^2*x^3+4740*b^3*c^2*g*p*x^3+4740*b^3*c^2*g*q *x^3+7968*b^3*c^2*g*r*x^3+3900*b^3*c^2*p^2*x^3+7800*b^3*c^2*p*q*x^3+12576*b^3*c ^2*p*r*x^3+3900*b^3*c^2*q^2*x^3+12576*b^3*c^2*q*r*x^3+10188*b^3*c^2*r^2*x^3+126 *b^3*c*g^3*x^3+1096*b^3*c*g^2*p*x^3+1096*b^3*c*g^2*q*x^3+1940*b^3*c*g^2*r*x^3+ 2124*b^3*c*g*p^2*x^3+4248*b^3*c*g*p*q*x^3+7032*b^3*c*g*p*r*x^3+2124*b^3*c*g*q^2 *x^3+7032*b^3*c*g*q*r*x^3+5946*b^3*c*g*r^2*x^3+1148*b^3*c*p^3*x^3+3444*b^3*c*p^ 2*q*x^3+5448*b^3*c*p^2*r*x^3+3444*b^3*c*p*q^2*x^3+10896*b^3*c*p*q*r*x^3+8640*b^ 3*c*p*r^2*x^3+1148*b^3*c*q^3*x^3+5448*b^3*c*q^2*r*x^3+8640*b^3*c*q*r^2*x^3+4436 *b^3*c*r^3*x^3+63*b^3*g^3*p*x^3+63*b^3*g^3*q*x^3+126*b^3*g^3*r*x^3+252*b^3*g^2* p^2*x^3+504*b^3*g^2*p*q*x^3+882*b^3*g^2*p*r*x^3+252*b^3*g^2*q^2*x^3+882*b^3*g^2 *q*r*x^3+819*b^3*g^2*r^2*x^3+315*b^3*g*p^3*x^3+945*b^3*g*p^2*q*x^3+1536*b^3*g*p ^2*r*x^3+945*b^3*g*p*q^2*x^3+3072*b^3*g*p*q*r*x^3+2541*b^3*g*p*r^2*x^3+315*b^3* g*q^3*x^3+1536*b^3*g*q^2*r*x^3+2541*b^3*g*q*r^2*x^3+1356*b^3*g*r^3*x^3+126*b^3* p^4*x^3+504*b^3*p^3*q*x^3+780*b^3*p^3*r*x^3+756*b^3*p^2*q^2*x^3+2340*b^3*p^2*q* r*x^3+1809*b^3*p^2*r^2*x^3+504*b^3*p*q^3*x^3+2340*b^3*p*q^2*r*x^3+3618*b^3*p*q* r^2*x^3+1818*b^3*p*r^3*x^3+126*b^3*q^4*x^3+780*b^3*q^3*r*x^3+1809*b^3*q^2*r^2*x ^3+1818*b^3*q*r^3*x^3+663*b^3*r^4*x^3+4672*b^2*c^5*x^3+6936*b^2*c^4*g*x^3+10368 *b^2*c^4*p*x^3+10368*b^2*c^4*q*x^3+16800*b^2*c^4*r*x^3+3696*b^2*c^3*g^2*x^3+ 12360*b^2*c^3*g*p*x^3+12360*b^2*c^3*g*q*x^3+20288*b^2*c^3*g*r*x^3+9160*b^2*c^3* p^2*x^3+18320*b^2*c^3*p*q*x^3+29184*b^2*c^3*p*r*x^3+9160*b^2*c^3*q^2*x^3+29184* b^2*c^3*q*r*x^3+23192*b^2*c^3*r^2*x^3+830*b^2*c^2*g^3*x^3+4990*b^2*c^2*g^2*p*x^ 3+4990*b^2*c^2*g^2*q*x^3+8396*b^2*c^2*g^2*r*x^3+8214*b^2*c^2*g*p^2*x^3+16428*b^ 2*c^2*g*p*q*x^3+26520*b^2*c^2*g*p*r*x^3+8214*b^2*c^2*g*q^2*x^3+26520*b^2*c^2*g* q*r*x^3+21504*b^2*c^2*g*r^2*x^3+4028*b^2*c^2*p^3*x^3+12084*b^2*c^2*p^2*q*x^3+ 18888*b^2*c^2*p^2*r*x^3+12084*b^2*c^2*p*q^2*x^3+37776*b^2*c^2*p*q*r*x^3+29400*b ^2*c^2*p*r^2*x^3+4028*b^2*c^2*q^3*x^3+18888*b^2*c^2*q^2*r*x^3+29400*b^2*c^2*q*r ^2*x^3+14852*b^2*c^2*r^3*x^3+66*b^2*c*g^4*x^3+767*b^2*c*g^3*p*x^3+767*b^2*c*g^3 *q*x^3+1358*b^2*c*g^3*r*x^3+2231*b^2*c*g^2*p^2*x^3+4462*b^2*c*g^2*p*q*x^3+7392* b^2*c*g^2*p*r*x^3+2231*b^2*c*g^2*q^2*x^3+7392*b^2*c*g^2*q*r*x^3+6256*b^2*c*g^2* r^2*x^3+2412*b^2*c*g*p^3*x^3+7236*b^2*c*g*p^2*q*x^3+11460*b^2*c*g*p^2*r*x^3+ 7236*b^2*c*g*p*q^2*x^3+22920*b^2*c*g*p*q*r*x^3+18192*b^2*c*g*p*r^2*x^3+2412*b^2 *c*g*q^3*x^3+11460*b^2*c*g*q^2*r*x^3+18192*b^2*c*g*q*r^2*x^3+9354*b^2*c*g*r^3*x ^3+882*b^2*c*p^4*x^3+3528*b^2*c*p^3*q*x^3+5400*b^2*c*p^3*r*x^3+5292*b^2*c*p^2*q ^2*x^3+16200*b^2*c*p^2*q*r*x^3+12312*b^2*c*p^2*r^2*x^3+3528*b^2*c*p*q^3*x^3+ 16200*b^2*c*p*q^2*r*x^3+24624*b^2*c*p*q*r^2*x^3+12180*b^2*c*p*r^3*x^3+882*b^2*c *q^4*x^3+5400*b^2*c*q^3*r*x^3+12312*b^2*c*q^2*r^2*x^3+12180*b^2*c*q*r^3*x^3+ 4386*b^2*c*r^4*x^3+33*b^2*g^4*p*x^3+33*b^2*g^4*q*x^3+66*b^2*g^4*r*x^3+176*b^2*g ^3*p^2*x^3+352*b^2*g^3*p*q*x^3+616*b^2*g^3*p*r*x^3+176*b^2*g^3*q^2*x^3+616*b^2* g^3*q*r*x^3+572*b^2*g^3*r^2*x^3+330*b^2*g^2*p^3*x^3+990*b^2*g^2*p^2*q*x^3+1610* b^2*g^2*p^2*r*x^3+990*b^2*g^2*p*q^2*x^3+3220*b^2*g^2*p*q*r*x^3+2665*b^2*g^2*p*r ^2*x^3+330*b^2*g^2*q^3*x^3+1610*b^2*g^2*q^2*r*x^3+2665*b^2*g^2*q*r^2*x^3+1424*b ^2*g^2*r^3*x^3+264*b^2*g*p^4*x^3+1056*b^2*g*p^3*q*x^3+1636*b^2*g*p^3*r*x^3+1584 *b^2*g*p^2*q^2*x^3+4908*b^2*g*p^2*q*r*x^3+3798*b^2*g*p^2*r^2*x^3+1056*b^2*g*p*q ^3*x^3+4908*b^2*g*p*q^2*r*x^3+7596*b^2*g*p*q*r^2*x^3+3822*b^2*g*p*r^3*x^3+264*b ^2*g*q^4*x^3+1636*b^2*g*q^3*r*x^3+3798*b^2*g*q^2*r^2*x^3+3822*b^2*g*q*r^3*x^3+ 1396*b^2*g*r^4*x^3+77*b^2*p^5*x^3+385*b^2*p^4*q*x^3+576*b^2*p^4*r*x^3+770*b^2*p ^3*q^2*x^3+2304*b^2*p^3*q*r*x^3+1705*b^2*p^3*r^2*x^3+770*b^2*p^2*q^3*x^3+3456*b ^2*p^2*q^2*r*x^3+5115*b^2*p^2*q*r^2*x^3+2468*b^2*p^2*r^3*x^3+385*b^2*p*q^4*x^3+ 2304*b^2*p*q^3*r*x^3+5115*b^2*p*q^2*r^2*x^3+4936*b^2*p*q*r^3*x^3+1740*b^2*p*r^4 *x^3+77*b^2*q^5*x^3+576*b^2*q^4*r*x^3+1705*b^2*q^3*r^2*x^3+2468*b^2*q^2*r^3*x^3 +1740*b^2*q*r^4*x^3+478*b^2*r^5*x^3+3360*b*c^6*x^3+6448*b*c^5*g*x^3+8928*b*c^5* p*x^3+8928*b*c^5*q*x^3+14400*b*c^5*r*x^3+4776*b*c^4*g^2*x^3+14288*b*c^4*g*p*x^3 +14288*b*c^4*g*q*x^3+23200*b*c^4*g*r*x^3+9840*b*c^4*p^2*x^3+19680*b*c^4*p*q*x^3 +31200*b*c^4*p*r*x^3+9840*b*c^4*q^2*x^3+31200*b*c^4*q*r*x^3+24600*b*c^4*r^2*x^3 +1692*b*c^3*g^3*x^3+8496*b*c^3*g^2*p*x^3+8496*b*c^3*g^2*q*x^3+13968*b*c^3*g^2*r *x^3+12600*b*c^3*g*p^2*x^3+25200*b*c^3*g*p*q*x^3+40224*b*c^3*g*p*r*x^3+12600*b* c^3*g*q^2*x^3+40224*b*c^3*g*q*r*x^3+32016*b*c^3*g*r^2*x^3+5760*b*c^3*p^3*x^3+ 17280*b*c^3*p^2*q*x^3+26880*b*c^3*p^2*r*x^3+17280*b*c^3*p*q^2*x^3+53760*b*c^3*p *q*r*x^3+41520*b*c^3*p*r^2*x^3+5760*b*c^3*q^3*x^3+26880*b*c^3*q^2*r*x^3+41520*b *c^3*q*r^2*x^3+20832*b*c^3*r^3*x^3+284*b*c^2*g^4*x^3+2280*b*c^2*g^3*p*x^3+2280* b*c^2*g^3*q*x^3+3840*b*c^2*g^3*r*x^3+5634*b*c^2*g^2*p^2*x^3+11268*b*c^2*g^2*p*q *x^3+18216*b*c^2*g^2*p*r*x^3+5634*b*c^2*g^2*q^2*x^3+18216*b*c^2*g^2*q*r*x^3+ 14790*b*c^2*g^2*r^2*x^3+5528*b*c^2*g*p^3*x^3+16584*b*c^2*g*p^2*q*x^3+25968*b*c^ 2*g*p^2*r*x^3+16584*b*c^2*g*p*q^2*x^3+51936*b*c^2*g*p*q*r*x^3+40482*b*c^2*g*p*r ^2*x^3+5528*b*c^2*g*q^3*x^3+25968*b*c^2*g*q^2*r*x^3+40482*b*c^2*g*q*r^2*x^3+ 20480*b*c^2*g*r^3*x^3+1890*b*c^2*p^4*x^3+7560*b*c^2*p^3*q*x^3+11520*b*c^2*p^3*r *x^3+11340*b*c^2*p^2*q^2*x^3+34560*b*c^2*p^2*q*r*x^3+26082*b*c^2*p^2*r^2*x^3+ 7560*b*c^2*p*q^3*x^3+34560*b*c^2*p*q^2*r*x^3+52164*b*c^2*p*q*r^2*x^3+25632*b*c^ 2*p*r^3*x^3+1890*b*c^2*q^4*x^3+11520*b*c^2*q^3*r*x^3+26082*b*c^2*q^2*r^2*x^3+ 25632*b*c^2*q*r^3*x^3+9180*b*c^2*r^4*x^3+18*b*c*g^5*x^3+262*b*c*g^4*p*x^3+262*b *c*g^4*q*x^3+464*b*c*g^4*r*x^3+1017*b*c*g^3*p^2*x^3+2034*b*c*g^3*p*q*x^3+3372*b *c*g^3*p*r*x^3+1017*b*c*g^3*q^2*x^3+3372*b*c*g^3*q*r*x^3+2856*b*c*g^3*r^2*x^3+ 1650*b*c*g^2*p^3*x^3+4950*b*c*g^2*p^2*q*x^3+7848*b*c*g^2*p^2*r*x^3+4950*b*c*g^2 *p*q^2*x^3+15696*b*c*g^2*p*q*r*x^3+12471*b*c*g^2*p*r^2*x^3+1650*b*c*g^2*q^3*x^3 +7848*b*c*g^2*q^2*r*x^3+12471*b*c*g^2*q*r^2*x^3+6420*b*c*g^2*r^3*x^3+1207*b*c*g *p^4*x^3+4828*b*c*g*p^3*q*x^3+7400*b*c*g*p^3*r*x^3+7242*b*c*g*p^2*q^2*x^3+22200 *b*c*g*p^2*q*r*x^3+16893*b*c*g*p^2*r^2*x^3+4828*b*c*g*p*q^3*x^3+22200*b*c*g*p*q ^2*r*x^3+33786*b*c*g*p*q*r^2*x^3+16732*b*c*g*p*r^3*x^3+1207*b*c*g*q^4*x^3+7400* b*c*g*q^3*r*x^3+16893*b*c*g*q^2*r^2*x^3+16732*b*c*g*q*r^3*x^3+6032*b*c*g*r^4*x^ 3+330*b*c*p^5*x^3+1650*b*c*p^4*q*x^3+2460*b*c*p^4*r*x^3+3300*b*c*p^3*q^2*x^3+ 9840*b*c*p^3*q*r*x^3+7242*b*c*p^3*r^2*x^3+3300*b*c*p^2*q^3*x^3+14760*b*c*p^2*q^ 2*r*x^3+21726*b*c*p^2*q*r^2*x^3+10428*b*c*p^2*r^3*x^3+1650*b*c*p*q^4*x^3+9840*b *c*p*q^3*r*x^3+21726*b*c*p*q^2*r^2*x^3+20856*b*c*p*q*r^3*x^3+7320*b*c*p*r^4*x^3 +330*b*c*q^5*x^3+2460*b*c*q^4*r*x^3+7242*b*c*q^3*r^2*x^3+10428*b*c*q^2*r^3*x^3+ 7320*b*c*q*r^4*x^3+2004*b*c*r^5*x^3+9*b*g^5*p*x^3+9*b*g^5*q*x^3+18*b*g^5*r*x^3+ 60*b*g^4*p^2*x^3+120*b*g^4*p*q*x^3+210*b*g^4*p*r*x^3+60*b*g^4*q^2*x^3+210*b*g^4 *q*r*x^3+195*b*g^4*r^2*x^3+150*b*g^3*p^3*x^3+450*b*g^3*p^2*q*x^3+732*b*g^3*p^2* r*x^3+450*b*g^3*p*q^2*x^3+1464*b*g^3*p*q*r*x^3+1212*b*g^3*p*r^2*x^3+150*b*g^3*q ^3*x^3+732*b*g^3*q^2*r*x^3+1212*b*g^3*q*r^2*x^3+648*b*g^3*r^3*x^3+180*b*g^2*p^4 *x^3+720*b*g^2*p^3*q*x^3+1116*b*g^2*p^3*r*x^3+1080*b*g^2*p^2*q^2*x^3+3348*b*g^2 *p^2*q*r*x^3+2592*b*g^2*p^2*r^2*x^3+720*b*g^2*p*q^3*x^3+3348*b*g^2*p*q^2*r*x^3+ 5184*b*g^2*p*q*r^2*x^3+2610*b*g^2*p*r^3*x^3+180*b*g^2*q^4*x^3+1116*b*g^2*q^3*r* x^3+2592*b*g^2*q^2*r^2*x^3+2610*b*g^2*q*r^3*x^3+954*b*g^2*r^4*x^3+105*b*g*p^5*x ^3+525*b*g*p^4*q*x^3+786*b*g*p^4*r*x^3+1050*b*g*p^3*q^2*x^3+3144*b*g*p^3*q*r*x^ 3+2328*b*g*p^3*r^2*x^3+1050*b*g*p^2*q^3*x^3+4716*b*g*p^2*q^2*r*x^3+6984*b*g*p^2 *q*r^2*x^3+3372*b*g*p^2*r^3*x^3+525*b*g*p*q^4*x^3+3144*b*g*p*q^3*r*x^3+6984*b*g *p*q^2*r^2*x^3+6744*b*g*p*q*r^3*x^3+2379*b*g*p*r^4*x^3+105*b*g*q^5*x^3+786*b*g* q^4*r*x^3+2328*b*g*q^3*r^2*x^3+3372*b*g*q^2*r^3*x^3+2379*b*g*q*r^4*x^3+654*b*g* r^5*x^3+24*b*p^6*x^3+144*b*p^5*q*x^3+210*b*p^5*r*x^3+360*b*p^4*q^2*x^3+1050*b*p ^4*q*r*x^3+753*b*p^4*r^2*x^3+480*b*p^3*q^3*x^3+2100*b*p^3*q^2*r*x^3+3012*b*p^3* q*r^2*x^3+1410*b*p^3*r^3*x^3+360*b*p^2*q^4*x^3+2100*b*p^2*q^3*r*x^3+4518*b*p^2* q^2*r^2*x^3+4230*b*p^2*q*r^3*x^3+1452*b*p^2*r^4*x^3+144*b*p*q^5*x^3+1050*b*p*q^ 4*r*x^3+3012*b*p*q^3*r^2*x^3+4230*b*p*q^2*r^3*x^3+2904*b*p*q*r^4*x^3+780*b*p*r^ 5*x^3+24*b*q^6*x^3+210*b*q^5*r*x^3+753*b*q^4*r^2*x^3+1410*b*q^3*r^3*x^3+1452*b* q^2*r^4*x^3+780*b*q*r^5*x^3+171*b*r^6*x^3+960*c^7*x^3+2272*c^6*g*x^3+2976*c^6*p *x^3+2976*c^6*q*x^3+4800*c^6*r*x^3+2176*c^5*g^2*x^3+6032*c^5*g*p*x^3+6032*c^5*g *q*x^3+9760*c^5*g*r*x^3+3936*c^5*p^2*x^3+7872*c^5*p*q*x^3+12480*c^5*p*r*x^3+ 3936*c^5*q^2*x^3+12480*c^5*q*r*x^3+9840*c^5*r^2*x^3+1072*c^4*g^3*x^3+4816*c^4*g ^2*p*x^3+4816*c^4*g^2*q*x^3+7840*c^4*g^2*r*x^3+6640*c^4*g*p^2*x^3+13280*c^4*g*p *q*x^3+21120*c^4*g*p*r*x^3+6640*c^4*g*q^2*x^3+21120*c^4*g*q*r*x^3+16712*c^4*g*r ^2*x^3+2880*c^4*p^3*x^3+8640*c^4*p^2*q*x^3+13440*c^4*p^2*r*x^3+8640*c^4*p*q^2*x ^3+26880*c^4*p*q*r*x^3+20760*c^4*p*r^2*x^3+2880*c^4*q^3*x^3+13440*c^4*q^2*r*x^3 +20760*c^4*q*r^2*x^3+10416*c^4*r^3*x^3+284*c^3*g^4*x^3+1904*c^3*g^3*p*x^3+1904* c^3*g^3*q*x^3+3136*c^3*g^3*r*x^3+4240*c^3*g^2*p^2*x^3+8480*c^3*g^2*p*q*x^3+ 13568*c^3*g^2*p*r*x^3+4240*c^3*g^2*q^2*x^3+13568*c^3*g^2*q*r*x^3+10828*c^3*g^2* r^2*x^3+3880*c^3*g*p^3*x^3+11640*c^3*g*p^2*q*x^3+18160*c^3*g*p^2*r*x^3+11640*c^ 3*g*p*q^2*x^3+36320*c^3*g*p*q*r*x^3+28148*c^3*g*p*r^2*x^3+3880*c^3*g*q^3*x^3+ 18160*c^3*g*q^2*r*x^3+28148*c^3*g*q*r^2*x^3+14168*c^3*g*r^3*x^3+1260*c^3*p^4*x^ 3+5040*c^3*p^3*q*x^3+7680*c^3*p^3*r*x^3+7560*c^3*p^2*q^2*x^3+23040*c^3*p^2*q*r* x^3+17388*c^3*p^2*r^2*x^3+5040*c^3*p*q^3*x^3+23040*c^3*p*q^2*r*x^3+34776*c^3*p* q*r^2*x^3+17088*c^3*p*r^3*x^3+1260*c^3*q^4*x^3+7680*c^3*q^3*r*x^3+17388*c^3*q^2 *r^2*x^3+17088*c^3*q*r^3*x^3+6120*c^3*r^4*x^3+38*c^2*g^5*x^3+382*c^2*g^4*p*x^3+ 382*c^2*g^4*q*x^3+644*c^2*g^4*r*x^3+1260*c^2*g^3*p^2*x^3+2520*c^2*g^3*p*q*x^3+ 4080*c^2*g^3*p*r*x^3+1260*c^2*g^3*q^2*x^3+4080*c^2*g^3*q*r*x^3+3318*c^2*g^3*r^2 *x^3+1856*c^2*g^2*p^3*x^3+5568*c^2*g^2*p^2*q*x^3+8736*c^2*g^2*p^2*r*x^3+5568*c^ 2*g^2*p*q^2*x^3+17472*c^2*g^2*p*q*r*x^3+13650*c^2*g^2*p*r^2*x^3+1856*c^2*g^2*q^ 3*x^3+8736*c^2*g^2*q^2*r*x^3+13650*c^2*g^2*q*r^2*x^3+6920*c^2*g^2*r^3*x^3+1270* c^2*g*p^4*x^3+5080*c^2*g*p^3*q*x^3+7760*c^2*g*p^3*r*x^3+7620*c^2*g*p^2*q^2*x^3+ 23280*c^2*g*p^2*q*r*x^3+17622*c^2*g*p^2*r^2*x^3+5080*c^2*g*p*q^3*x^3+23280*c^2* g*p*q^2*r*x^3+35244*c^2*g*p*q*r^2*x^3+17368*c^2*g*p*r^3*x^3+1270*c^2*g*q^4*x^3+ 7760*c^2*g*q^3*r*x^3+17622*c^2*g*q^2*r^2*x^3+17368*c^2*g*q*r^3*x^3+6236*c^2*g*r ^4*x^3+330*c^2*p^5*x^3+1650*c^2*p^4*q*x^3+2460*c^2*p^4*r*x^3+3300*c^2*p^3*q^2*x ^3+9840*c^2*p^3*q*r*x^3+7242*c^2*p^3*r^2*x^3+3300*c^2*p^2*q^3*x^3+14760*c^2*p^2 *q^2*r*x^3+21726*c^2*p^2*q*r^2*x^3+10428*c^2*p^2*r^3*x^3+1650*c^2*p*q^4*x^3+ 9840*c^2*p*q^3*r*x^3+21726*c^2*p*q^2*r^2*x^3+20856*c^2*p*q*r^3*x^3+7320*c^2*p*r ^4*x^3+330*c^2*q^5*x^3+2460*c^2*q^4*r*x^3+7242*c^2*q^3*r^2*x^3+10428*c^2*q^2*r^ 3*x^3+7320*c^2*q*r^4*x^3+2004*c^2*r^5*x^3+2*c*g^6*x^3+35*c*g^5*p*x^3+35*c*g^5*q *x^3+62*c*g^5*r*x^3+170*c*g^4*p^2*x^3+340*c*g^4*p*q*x^3+564*c*g^4*p*r*x^3+170*c *g^4*q^2*x^3+564*c*g^4*q*r*x^3+478*c*g^4*r^2*x^3+368*c*g^3*p^3*x^3+1104*c*g^3*p ^2*q*x^3+1752*c*g^3*p^2*r*x^3+1104*c*g^3*p*q^2*x^3+3504*c*g^3*p*q*r*x^3+2787*c* g^3*p*r^2*x^3+368*c*g^3*q^3*x^3+1752*c*g^3*q^2*r*x^3+2787*c*g^3*q*r^2*x^3+1436* c*g^3*r^3*x^3+404*c*g^2*p^4*x^3+1616*c*g^2*p^3*q*x^3+2480*c*g^2*p^3*r*x^3+2424* c*g^2*p^2*q^2*x^3+7440*c*g^2*p^2*q*r*x^3+5670*c*g^2*p^2*r^2*x^3+1616*c*g^2*p*q^ 3*x^3+7440*c*g^2*p*q^2*r*x^3+11340*c*g^2*p*q*r^2*x^3+5624*c*g^2*p*r^3*x^3+404*c *g^2*q^4*x^3+2480*c*g^2*q^3*r*x^3+5670*c*g^2*q^2*r^2*x^3+5624*c*g^2*q*r^3*x^3+ 2030*c*g^2*r^4*x^3+221*c*g*p^5*x^3+1105*c*g*p^4*q*x^3+1650*c*g*p^4*r*x^3+2210*c *g*p^3*q^2*x^3+6600*c*g*p^3*q*r*x^3+4867*c*g*p^3*r^2*x^3+2210*c*g*p^2*q^3*x^3+ 9900*c*g*p^2*q^2*r*x^3+14601*c*g*p^2*q*r^2*x^3+7022*c*g*p^2*r^3*x^3+1105*c*g*p* q^4*x^3+6600*c*g*p*q^3*r*x^3+14601*c*g*p*q^2*r^2*x^3+14044*c*g*p*q*r^3*x^3+4938 *c*g*p*r^4*x^3+221*c*g*q^5*x^3+1650*c*g*q^4*r*x^3+4867*c*g*q^3*r^2*x^3+7022*c*g *q^2*r^3*x^3+4938*c*g*q*r^4*x^3+1354*c*g*r^5*x^3+48*c*p^6*x^3+288*c*p^5*q*x^3+ 420*c*p^5*r*x^3+720*c*p^4*q^2*x^3+2100*c*p^4*q*r*x^3+1506*c*p^4*r^2*x^3+960*c*p ^3*q^3*x^3+4200*c*p^3*q^2*r*x^3+6024*c*p^3*q*r^2*x^3+2820*c*p^3*r^3*x^3+720*c*p ^2*q^4*x^3+4200*c*p^2*q^3*r*x^3+9036*c*p^2*q^2*r^2*x^3+8460*c*p^2*q*r^3*x^3+ 2904*c*p^2*r^4*x^3+288*c*p*q^5*x^3+2100*c*p*q^4*r*x^3+6024*c*p*q^3*r^2*x^3+8460 *c*p*q^2*r^3*x^3+5808*c*p*q*r^4*x^3+1560*c*p*r^5*x^3+48*c*q^6*x^3+420*c*q^5*r*x ^3+1506*c*q^4*r^2*x^3+2820*c*q^3*r^3*x^3+2904*c*q^2*r^4*x^3+1560*c*q*r^5*x^3+ 342*c*r^6*x^3+g^6*p*x^3+g^6*q*x^3+2*g^6*r*x^3+8*g^5*p^2*x^3+16*g^5*p*q*x^3+28*g ^5*p*r*x^3+8*g^5*q^2*x^3+28*g^5*q*r*x^3+26*g^5*r^2*x^3+25*g^4*p^3*x^3+75*g^4*p^ 2*q*x^3+122*g^4*p^2*r*x^3+75*g^4*p*q^2*x^3+244*g^4*p*q*r*x^3+202*g^4*p*r^2*x^3+ 25*g^4*q^3*x^3+122*g^4*q^2*r*x^3+202*g^4*q*r^2*x^3+108*g^4*r^3*x^3+40*g^3*p^4*x ^3+160*g^3*p^3*q*x^3+248*g^3*p^3*r*x^3+240*g^3*p^2*q^2*x^3+744*g^3*p^2*q*r*x^3+ 576*g^3*p^2*r^2*x^3+160*g^3*p*q^3*x^3+744*g^3*p*q^2*r*x^3+1152*g^3*p*q*r^2*x^3+ 580*g^3*p*r^3*x^3+40*g^3*q^4*x^3+248*g^3*q^3*r*x^3+576*g^3*q^2*r^2*x^3+580*g^3* q*r^3*x^3+212*g^3*r^4*x^3+35*g^2*p^5*x^3+175*g^2*p^4*q*x^3+262*g^2*p^4*r*x^3+ 350*g^2*p^3*q^2*x^3+1048*g^2*p^3*q*r*x^3+776*g^2*p^3*r^2*x^3+350*g^2*p^2*q^3*x^ 3+1572*g^2*p^2*q^2*r*x^3+2328*g^2*p^2*q*r^2*x^3+1124*g^2*p^2*r^3*x^3+175*g^2*p* q^4*x^3+1048*g^2*p*q^3*r*x^3+2328*g^2*p*q^2*r^2*x^3+2248*g^2*p*q*r^3*x^3+793*g^ 2*p*r^4*x^3+35*g^2*q^5*x^3+262*g^2*q^4*r*x^3+776*g^2*q^3*r^2*x^3+1124*g^2*q^2*r ^3*x^3+793*g^2*q*r^4*x^3+218*g^2*r^5*x^3+16*g*p^6*x^3+96*g*p^5*q*x^3+140*g*p^5* r*x^3+240*g*p^4*q^2*x^3+700*g*p^4*q*r*x^3+502*g*p^4*r^2*x^3+320*g*p^3*q^3*x^3+ 1400*g*p^3*q^2*r*x^3+2008*g*p^3*q*r^2*x^3+940*g*p^3*r^3*x^3+240*g*p^2*q^4*x^3+ 1400*g*p^2*q^3*r*x^3+3012*g*p^2*q^2*r^2*x^3+2820*g*p^2*q*r^3*x^3+968*g*p^2*r^4* x^3+96*g*p*q^5*x^3+700*g*p*q^4*r*x^3+2008*g*p*q^3*r^2*x^3+2820*g*p*q^2*r^3*x^3+ 1936*g*p*q*r^4*x^3+520*g*p*r^5*x^3+16*g*q^6*x^3+140*g*q^5*r*x^3+502*g*q^4*r^2*x ^3+940*g*q^3*r^3*x^3+968*g*q^2*r^4*x^3+520*g*q*r^5*x^3+114*g*r^6*x^3+3*p^7*x^3+ 21*p^6*q*x^3+30*p^6*r*x^3+63*p^5*q^2*x^3+180*p^5*q*r*x^3+126*p^5*r^2*x^3+105*p^ 4*q^3*x^3+450*p^4*q^2*r*x^3+630*p^4*q*r^2*x^3+288*p^4*r^3*x^3+105*p^3*q^4*x^3+ 600*p^3*q^3*r*x^3+1260*p^3*q^2*r^2*x^3+1152*p^3*q*r^3*x^3+387*p^3*r^4*x^3+63*p^ 2*q^5*x^3+450*p^2*q^4*r*x^3+1260*p^2*q^3*r^2*x^3+1728*p^2*q^2*r^3*x^3+1161*p^2* q*r^4*x^3+306*p^2*r^5*x^3+21*p*q^6*x^3+180*p*q^5*r*x^3+630*p*q^4*r^2*x^3+1152*p *q^3*r^3*x^3+1161*p*q^2*r^4*x^3+612*p*q*r^5*x^3+132*p*r^6*x^3+3*q^7*x^3+30*q^6* r*x^3+126*q^5*r^2*x^3+288*q^4*r^3*x^3+387*q^3*r^4*x^3+306*q^2*r^5*x^3+132*q*r^6 *x^3+24*r^7*x^3-32*a^6*c*x^2-24*a^6*p*x^2-16*a^6*q*x^2-40*a^6*r*x^2+16*a^6*x^3-\ 176*a^5*b*c*x^2-128*a^5*b*p*x^2-80*a^5*b*q*x^2-208*a^5*b*r*x^2+96*a^5*b*x^3-416 *a^5*c^2*x^2-136*a^5*c*g*x^2-512*a^5*c*p*x^2-352*a^5*c*q*x^2-728*a^5*c*r*x^2+ 352*a^5*c*x^3-100*a^5*g*p*x^2-64*a^5*g*q*x^2-164*a^5*g*r*x^2+72*a^5*g*x^3-144*a ^5*p^2*x^2-216*a^5*p*q*x^2-432*a^5*p*r*x^2+160*a^5*p*x^3-72*a^5*q^2*x^2-300*a^5 *q*r*x^2+160*a^5*q*x^3-324*a^5*r^2*x^2+260*a^5*r*x^3-400*a^4*b^2*c*x^2-280*a^4* b^2*p*x^2-160*a^4*b^2*q*x^2-440*a^4*b^2*r*x^2+240*a^4*b^2*x^3-1920*a^4*b*c^2*x^ 2-624*a^4*b*c*g*x^2-2320*a^4*b*c*p*x^2-1520*a^4*b*c*q*x^2-3288*a^4*b*c*r*x^2+ 1760*a^4*b*c*x^3-444*a^4*b*g*p*x^2-264*a^4*b*g*q*x^2-708*a^4*b*g*r*x^2+360*a^4* b*g*x^3-648*a^4*b*p^2*x^2-936*a^4*b*p*q*x^2-1932*a^4*b*p*r*x^2+800*a^4*b*p*x^3-\ 288*a^4*b*q^2*x^2-1272*a^4*b*q*r*x^2+800*a^4*b*q*x^3-1440*a^4*b*r^2*x^2+1300*a^ 4*b*r*x^3-2144*a^4*c^3*x^2-1456*a^4*c^2*g*x^2-3680*a^4*c^2*p*x^2-2560*a^4*c^2*q *x^2-5016*a^4*c^2*r*x^2+2872*a^4*c^2*x^3-236*a^4*c*g^2*x^2-1772*a^4*c*g*p*x^2-\ 1184*a^4*c*g*q*x^2-2520*a^4*c*g*r*x^2+1304*a^4*c*g*x^3-1960*a^4*c*p^2*x^2-2952* a^4*c*p*q*x^2-5508*a^4*c*p*r*x^2+2648*a^4*c*p*x^3-992*a^4*c*q^2*x^2-3916*a^4*c* q*r*x^2+2648*a^4*c*q*x^3-3860*a^4*c*r^2*x^2+4564*a^4*c*r*x^3-170*a^4*g^2*p*x^2-\ 104*a^4*g^2*q*x^2-274*a^4*g^2*r*x^2+132*a^4*g^2*x^3-496*a^4*g*p^2*x^2-728*a^4*g *p*q*x^2-1484*a^4*g*p*r*x^2+592*a^4*g*p*x^3-232*a^4*g*q^2*x^2-1000*a^4*g*q*r*x^ 2+592*a^4*g*q*x^3-1112*a^4*g*r^2*x^2+964*a^4*g*r*x^3-330*a^4*p^3*x^2-784*a^4*p^ 2*q*x^2-1402*a^4*p^2*r*x^2+610*a^4*p^2*x^3-578*a^4*p*q^2*x^2-2140*a^4*p*q*r*x^2 +1220*a^4*p*q*x^3-1958*a^4*p*r^2*x^2+2094*a^4*p*r*x^3-124*a^4*q^3*x^2-738*a^4*q ^2*r*x^2+610*a^4*q^2*x^3-1464*a^4*q*r^2*x^2+2094*a^4*q*r*x^3-886*a^4*r^3*x^2+ 1958*a^4*r^2*x^3-480*a^3*b^3*c*x^2-320*a^3*b^3*p*x^2-160*a^3*b^3*q*x^2-480*a^3* b^3*r*x^2+320*a^3*b^3*x^3-3520*a^3*b^2*c^2*x^2-1136*a^3*b^2*c*g*x^2-4160*a^3*b^ 2*c*p*x^2-2560*a^3*b^2*c*q*x^2-5872*a^3*b^2*c*r*x^2+3520*a^3*b^2*c*x^3-776*a^3* b^2*g*p*x^2-416*a^3*b^2*g*q*x^2-1192*a^3*b^2*g*r*x^2+720*a^3*b^2*g*x^3-1152*a^3 *b^2*p^2*x^2-1584*a^3*b^2*p*q*x^2-3408*a^3*b^2*p*r*x^2+1600*a^3*b^2*p*x^3-432*a ^3*b^2*q^2*x^2-2088*a^3*b^2*q*r*x^2+1600*a^3*b^2*q*x^3-2520*a^3*b^2*r^2*x^2+ 2600*a^3*b^2*r*x^3-7936*a^3*b*c^3*x^2-5384*a^3*b*c^2*g*x^2-13424*a^3*b*c^2*p*x^ 2-8944*a^3*b*c^2*q*x^2-18336*a^3*b*c^2*r*x^2+11488*a^3*b*c^2*x^3-868*a^3*b*c*g^ 2*x^2-6424*a^3*b*c*g*p*x^2-4072*a^3*b*c*g*q*x^2-9096*a^3*b*c*g*r*x^2+5216*a^3*b *c*g*x^3-7108*a^3*b*c*p^2*x^2-10344*a^3*b*c*p*q*x^2-19952*a^3*b*c*p*r*x^2+10592 *a^3*b*c*p*x^3-3236*a^3*b*c*q^2*x^2-13584*a^3*b*c*q*r*x^2+10592*a^3*b*c*q*x^3-\ 13924*a^3*b*c*r^2*x^2+18256*a^3*b*c*r*x^3-604*a^3*b*g^2*p*x^2-340*a^3*b*g^2*q*x ^2-944*a^3*b*g^2*r*x^2+528*a^3*b*g^2*x^3-1784*a^3*b*g*p^2*x^2-2512*a^3*b*g*p*q* x^2-5300*a^3*b*g*p*r*x^2+2368*a^3*b*g*p*x^3-728*a^3*b*g*q^2*x^2-3364*a^3*b*g*q* r*x^2+2368*a^3*b*g*q*x^3-3940*a^3*b*g*r^2*x^2+3856*a^3*b*g*r*x^3-1196*a^3*b*p^3 *x^2-2764*a^3*b*p^2*q*x^2-5076*a^3*b*p^2*r*x^2+2440*a^3*b*p^2*x^3-1940*a^3*b*p* q^2*x^2-7496*a^3*b*p*q*r*x^2+4880*a^3*b*p*q*x^3-7068*a^3*b*p*r^2*x^2+8376*a^3*b *p*r*x^3-372*a^3*b*q^3*x^2-2420*a^3*b*q^2*r*x^2+2440*a^3*b*q^2*x^3-5092*a^3*b*q *r^2*x^2+8376*a^3*b*q*r*x^3-3188*a^3*b*r^3*x^2+7832*a^3*b*r^2*x^3-5520*a^3*c^4* x^2-5896*a^3*c^3*g*x^2-12208*a^3*c^3*p*x^2-8464*a^3*c^3*q*x^2-16416*a^3*c^3*r*x ^2+10832*a^3*c^3*x^3-1996*a^3*c^2*g^2*x^2-10036*a^3*c^2*g*p*x^2-6808*a^3*c^2*g* q*x^2-13712*a^3*c^2*g*r*x^2+8336*a^3*c^2*g*x^3-9524*a^3*c^2*p^2*x^2-14272*a^3*c ^2*p*q*x^2-26120*a^3*c^2*p*r*x^2+14872*a^3*c^2*p*x^3-4748*a^3*c^2*q^2*x^2-18632 *a^3*c^2*q*r*x^2+14872*a^3*c^2*q*x^3-17772*a^3*c^2*r^2*x^2+25580*a^3*c^2*r*x^3-\ 214*a^3*c*g^3*x^2-2400*a^3*c*g^2*p*x^2-1556*a^3*c*g^2*q*x^2-3410*a^3*c*g^2*r*x^ 2+1888*a^3*c*g^2*x^3-5324*a^3*c*g*p^2*x^2-7864*a^3*c*g*p*q*x^2-14968*a^3*c*g*p* r*x^2+7670*a^3*c*g*p*x^3-2540*a^3*c*g*q^2*x^2-10382*a^3*c*g*q*r*x^2+7670*a^3*c* g*q*x^3-10486*a^3*c*g*r^2*x^2+13214*a^3*c*g*r*x^3-3156*a^3*c*p^3*x^2-7464*a^3*c *p^2*q*x^2-13030*a^3*c*p^2*r*x^2+6782*a^3*c*p^2*x^3-5460*a^3*c*p*q^2*x^2-19904* a^3*c*p*q*r*x^2+13564*a^3*c*p*q*x^3-17660*a^3*c*p*r^2*x^2+23064*a^3*c*p*r*x^3-\ 1152*a^3*c*q^3*x^2-6874*a^3*c*q^2*r*x^2+6782*a^3*c*q^2*x^3-13220*a^3*c*q*r^2*x^ 2+23064*a^3*c*q*r*x^3-7786*a^3*c*r^3*x^2+20236*a^3*c*r^2*x^3-151*a^3*g^3*p*x^2-\ 88*a^3*g^3*q*x^2-239*a^3*g^3*r*x^2+126*a^3*g^3*x^3-668*a^3*g^2*p^2*x^2-958*a^3* g^2*p*q*x^2-1992*a^3*g^2*p*r*x^2+856*a^3*g^2*p*x^3-290*a^3*g^2*q^2*x^2-1299*a^3 *g^2*q*r*x^2+856*a^3*g^2*q*x^3-1489*a^3*g^2*r^2*x^2+1397*a^3*g^2*r*x^3-895*a^3* g*p^3*x^2-2094*a^3*g*p^2*q*x^2-3805*a^3*g*p^2*r*x^2+1763*a^3*g*p^2*x^3-1503*a^3 *g*p*q^2*x^2-5702*a^3*g*p*q*r*x^2+3526*a^3*g*p*q*x^3-5315*a^3*g*p*r^2*x^2+6049* a^3*g*p*r*x^3-304*a^3*g*q^3*x^2-1897*a^3*g*q^2*r*x^2+1763*a^3*g*q^2*x^3-3890*a^ 3*g*q*r^2*x^2+6049*a^3*g*q*r*x^3-2405*a^3*g*r^3*x^2+5645*a^3*g*r^2*x^3-378*a^3* p^4*x^2-1236*a^3*p^3*q*x^2-2064*a^3*p^3*r*x^2+1027*a^3*p^3*x^3-1440*a^3*p^2*q^2 *x^2-4953*a^3*p^2*q*r*x^2+3081*a^3*p^2*q*x^3-4149*a^3*p^2*r^2*x^2+5171*a^3*p^2* r*x^3-684*a^3*p*q^3*x^2-3714*a^3*p*q^2*r*x^2+3081*a^3*p*q^2*x^3-6540*a^3*p*q*r^ 2*x^2+10342*a^3*p*q*r*x^3-3618*a^3*p*r^3*x^2+8836*a^3*p*r^2*x^3-102*a^3*q^4*x^2 -825*a^3*q^3*r*x^2+1027*a^3*q^3*x^3-2391*a^3*q^2*r^2*x^2+5171*a^3*q^2*r*x^3-\ 2823*a^3*q*r^3*x^2+8836*a^3*q*r^2*x^3-1155*a^3*r^4*x^2+4854*a^3*r^3*x^3-320*a^2 *b^4*c*x^2-200*a^2*b^4*p*x^2-80*a^2*b^4*q*x^2-280*a^2*b^4*r*x^2+240*a^2*b^4*x^3 -3200*a^2*b^3*c^2*x^2-1024*a^2*b^3*c*g*x^2-3680*a^2*b^3*c*p*x^2-2080*a^2*b^3*c* q*x^2-5168*a^2*b^3*c*r*x^2+3520*a^2*b^3*c*x^3-664*a^2*b^3*g*p*x^2-304*a^2*b^3*g *q*x^2-968*a^2*b^3*g*r*x^2+720*a^2*b^3*g*x^3-1008*a^2*b^3*p^2*x^2-1296*a^2*b^3* p*q*x^2-2952*a^2*b^3*p*r*x^2+1600*a^2*b^3*p*x^3-288*a^2*b^3*q^2*x^2-1632*a^2*b^ 3*q*r*x^2+1600*a^2*b^3*q*x^3-2160*a^2*b^3*r^2*x^2+2600*a^2*b^3*r*x^3-10944*a^2* b^2*c^3*x^2-7416*a^2*b^2*c^2*g*x^2-18192*a^2*b^2*c^2*p*x^2-11472*a^2*b^2*c^2*q* x^2-24912*a^2*b^2*c^2*r*x^2+17232*a^2*b^2*c^2*x^3-1188*a^2*b^2*c*g^2*x^2-8640*a ^2*b^2*c*g*p*x^2-5112*a^2*b^2*c*g*q*x^2-12168*a^2*b^2*c*g*r*x^2+7824*a^2*b^2*c* g*x^3-9564*a^2*b^2*c*p^2*x^2-13320*a^2*b^2*c*p*q*x^2-26808*a^2*b^2*c*p*r*x^2+ 15888*a^2*b^2*c*p*x^3-3756*a^2*b^2*c*q^2*x^2-17256*a^2*b^2*c*q*r*x^2+15888*a^2* b^2*c*q*x^3-18612*a^2*b^2*c*r^2*x^2+27384*a^2*b^2*c*r*x^3-792*a^2*b^2*g^2*p*x^2 -396*a^2*b^2*g^2*q*x^2-1188*a^2*b^2*g^2*r*x^2+792*a^2*b^2*g^2*x^3-2376*a^2*b^2* g*p^2*x^2-3168*a^2*b^2*g*p*q*x^2-6996*a^2*b^2*g*p*r*x^2+3552*a^2*b^2*g*p*x^3-\ 792*a^2*b^2*g*q^2*x^2-4092*a^2*b^2*g*q*r*x^2+3552*a^2*b^2*g*q*x^3-5148*a^2*b^2* g*r^2*x^2+5784*a^2*b^2*g*r*x^3-1608*a^2*b^2*p^3*x^2-3588*a^2*b^2*p^2*q*x^2-6816 *a^2*b^2*p^2*r*x^2+3660*a^2*b^2*p^2*x^3-2352*a^2*b^2*p*q^2*x^2-9648*a^2*b^2*p*q *r*x^2+7320*a^2*b^2*p*q*x^3-9456*a^2*b^2*p*r^2*x^2+12564*a^2*b^2*p*r*x^3-372*a^ 2*b^2*q^3*x^2-2832*a^2*b^2*q^2*r*x^2+3660*a^2*b^2*q^2*x^3-6492*a^2*b^2*q*r^2*x^ 2+12564*a^2*b^2*q*r*x^3-4248*a^2*b^2*r^3*x^2+11748*a^2*b^2*r^2*x^3-15360*a^2*b* c^4*x^2-16408*a^2*b*c^3*g*x^2-33520*a^2*b*c^3*p*x^2-22288*a^2*b*c^3*q*x^2-45216 *a^2*b*c^3*r*x^2+32496*a^2*b*c^3*x^3-5548*a^2*b*c^2*g^2*x^2-27484*a^2*b*c^2*g*p *x^2-17800*a^2*b*c^2*g*q*x^2-37616*a^2*b*c^2*g*r*x^2+25008*a^2*b*c^2*g*x^3-\ 26000*a^2*b*c^2*p^2*x^2-37672*a^2*b*c^2*p*q*x^2-71336*a^2*b*c^2*p*r*x^2+44616*a ^2*b*c^2*p*x^3-11672*a^2*b*c^2*q^2*x^2-48872*a^2*b*c^2*q*r*x^2+44616*a^2*b*c^2* q*x^3-48336*a^2*b*c^2*r^2*x^2+76740*a^2*b*c^2*r*x^3-592*a^2*b*c*g^3*x^2-6532*a^ 2*b*c*g^2*p*x^2-4000*a^2*b*c*g^2*q*x^2-9230*a^2*b*c*g^2*r*x^2+5664*a^2*b*c*g^2* x^3-14480*a^2*b*c*g*p^2*x^2-20608*a^2*b*c*g*p*q*x^2-40650*a^2*b*c*g*p*r*x^2+ 23010*a^2*b*c*g*p*x^3-6128*a^2*b*c*g*q^2*x^2-26892*a^2*b*c*g*q*r*x^2+23010*a^2* b*c*g*q*x^3-28324*a^2*b*c*g*r^2*x^2+39642*a^2*b*c*g*r*x^3-8604*a^2*b*c*p^3*x^2-\ 19800*a^2*b*c*p^2*q*x^2-35530*a^2*b*c*p^2*r*x^2+20346*a^2*b*c*p^2*x^3-13788*a^2 *b*c*p*q^2*x^2-52592*a^2*b*c*p*q*r*x^2+40692*a^2*b*c*p*q*x^3-48020*a^2*b*c*p*r^ 2*x^2+69192*a^2*b*c*p*r*x^3-2592*a^2*b*c*q^3*x^2-17062*a^2*b*c*q^2*r*x^2+20346* a^2*b*c*q^2*x^3-34700*a^2*b*c*q*r^2*x^2+69192*a^2*b*c*q*r*x^3-21094*a^2*b*c*r^3 *x^2+60708*a^2*b*c*r^2*x^3-403*a^2*b*g^3*p*x^2-214*a^2*b*g^3*q*x^2-617*a^2*b*g^ 3*r*x^2+378*a^2*b*g^3*x^3-1802*a^2*b*g^2*p^2*x^2-2470*a^2*b*g^2*p*q*x^2-5331*a^ 2*b*g^2*p*r*x^2+2568*a^2*b*g^2*p*x^3-668*a^2*b*g^2*q^2*x^2-3252*a^2*b*g^2*q*r*x ^2+2568*a^2*b*g^2*q*x^3-3946*a^2*b*g^2*r^2*x^2+4191*a^2*b*g^2*r*x^3-2431*a^2*b* g*p^3*x^2-5520*a^2*b*g*p^2*q*x^2-10321*a^2*b*g*p^2*r*x^2+5289*a^2*b*g*p^2*x^3-\ 3747*a^2*b*g*p*q^2*x^2-14918*a^2*b*g*p*q*r*x^2+10578*a^2*b*g*p*q*x^3-14363*a^2* b*g*p*r^2*x^2+18147*a^2*b*g*p*r*x^3-658*a^2*b*g*q^3*x^2-4597*a^2*b*g*q^2*r*x^2+ 5289*a^2*b*g*q^2*x^3-10088*a^2*b*g*q*r^2*x^2+18147*a^2*b*g*q*r*x^3-6473*a^2*b*g *r^3*x^2+16935*a^2*b*g*r^2*x^3-1032*a^2*b*p^4*x^2-3300*a^2*b*p^3*q*x^2-5643*a^2 *b*p^3*r*x^2+3081*a^2*b*p^3*x^3-3708*a^2*b*p^2*q^2*x^2-13212*a^2*b*p^2*q*r*x^2+ 9243*a^2*b*p^2*q*x^3-11334*a^2*b*p^2*r^2*x^2+15513*a^2*b*p^2*r*x^3-1644*a^2*b*p *q^3*x^2-9495*a^2*b*p*q^2*r*x^2+9243*a^2*b*p*q^2*x^3-17394*a^2*b*p*q*r^2*x^2+ 31026*a^2*b*p*q*r*x^3-9867*a^2*b*p*r^3*x^2+26508*a^2*b*p*r^2*x^3-204*a^2*b*q^4* x^2-1926*a^2*b*q^3*r*x^2+3081*a^2*b*q^3*x^3-6060*a^2*b*q^2*r^2*x^2+15513*a^2*b* q^2*r*x^3-7482*a^2*b*q*r^3*x^2+26508*a^2*b*q*r^2*x^3-3144*a^2*b*r^4*x^2+14562*a ^2*b*r^3*x^3-7536*a^2*c^5*x^2-11184*a^2*c^4*g*x^2-20448*a^2*c^4*p*x^2-14016*a^2 *c^4*q*x^2-27360*a^2*c^4*r*x^2+20264*a^2*c^4*x^3-5960*a^2*c^3*g^2*x^2-24552*a^2 *c^3*g*p*x^2-16624*a^2*c^3*g*q*x^2-33096*a^2*c^3*g*r*x^2+23048*a^2*c^3*g*x^3-\ 21012*a^2*c^3*p^2*x^2-31160*a^2*c^3*p*q*x^2-57056*a^2*c^3*p*r*x^2+36848*a^2*c^3 *p*x^3-10148*a^2*c^3*q^2*x^2-40384*a^2*c^3*q*r*x^2+36848*a^2*c^3*q*x^3-38252*a^ 2*c^3*r^2*x^2+62872*a^2*c^3*r*x^3-1340*a^2*c^2*g^3*x^2-10050*a^2*c^2*g^2*p*x^2-\ 6644*a^2*c^2*g^2*q*x^2-13760*a^2*c^2*g^2*r*x^2+8862*a^2*c^2*g^2*x^3-19076*a^2*c ^2*g*p^2*x^2-28060*a^2*c^2*g*p*q*x^2-52374*a^2*c^2*g*p*r*x^2+31590*a^2*c^2*g*p* x^3-8984*a^2*c^2*g*q^2*x^2-36532*a^2*c^2*g*q*r*x^2+31590*a^2*c^2*g*q*x^3-35592* a^2*c^2*g*r^2*x^2+54372*a^2*c^2*g*r*x^3-10368*a^2*c^2*p^3*x^2-24300*a^2*c^2*p^2 *q*x^2-42306*a^2*c^2*p^2*r*x^2+25026*a^2*c^2*p^2*x^3-17496*a^2*c^2*p*q^2*x^2-\ 64152*a^2*c^2*p*q*r*x^2+50052*a^2*c^2*p*q*x^3-56544*a^2*c^2*p*r^2*x^2+84240*a^2 *c^2*p*r*x^3-3564*a^2*c^2*q^3*x^2-21846*a^2*c^2*q^2*r*x^2+25026*a^2*c^2*q^2*x^3 -41952*a^2*c^2*q*r^2*x^2+84240*a^2*c^2*q*r*x^3-24606*a^2*c^2*r^3*x^2+71520*a^2* c^2*r^2*x^3-107*a^2*c*g^4*x^2-1591*a^2*c*g^3*p*x^2-1000*a^2*c*g^3*q*x^2-2256*a^ 2*c*g^3*r*x^2+1334*a^2*c*g^3*x^3-5304*a^2*c*g^2*p^2*x^2-7678*a^2*c*g^2*p*q*x^2-\ 14915*a^2*c*g^2*p*r*x^2+8139*a^2*c*g^2*p*x^3-2374*a^2*c*g^2*q^2*x^2-10082*a^2*c *g^2*q*r*x^2+8139*a^2*c*g^2*q*x^3-10434*a^2*c*g^2*r^2*x^2+14022*a^2*c*g^2*r*x^3 -6306*a^2*c*g*p^3*x^2-14694*a^2*c*g*p^2*q*x^2-26065*a^2*c*g*p^2*r*x^2+14379*a^2 *c*g*p^2*x^3-10470*a^2*c*g*p*q^2*x^2-39136*a^2*c*g*p*q*r*x^2+28758*a^2*c*g*p*q* x^3-35316*a^2*c*g*p*r^2*x^2+48924*a^2*c*g*p*r*x^3-2082*a^2*c*g*q^3*x^2-13071*a^ 2*c*g*q^2*r*x^2+14379*a^2*c*g*q^2*x^3-25916*a^2*c*g*q*r^2*x^2+48924*a^2*c*g*q*r *x^3-15557*a^2*c*g*r^3*x^2+42894*a^2*c*g*r^2*x^3-2478*a^2*c*p^4*x^2-8040*a^2*c* p^3*q*x^2-13383*a^2*c*p^3*r*x^2+7522*a^2*c*p^3*x^3-9252*a^2*c*p^2*q^2*x^2-31911 *a^2*c*p^2*q*r*x^2+22566*a^2*c*p^2*q*x^3-26577*a^2*c*p^2*r^2*x^2+37404*a^2*c*p^ 2*r*x^3-4296*a^2*c*p*q^3*x^2-23673*a^2*c*p*q^2*r*x^2+22566*a^2*c*p*q^2*x^3-\ 41610*a^2*c*p*q*r^2*x^2+74808*a^2*c*p*q*r*x^3-22917*a^2*c*p*r^3*x^2+62004*a^2*c *p*r^2*x^3-606*a^2*c*q^4*x^2-5145*a^2*c*q^3*r*x^2+7522*a^2*c*q^3*x^3-15033*a^2* c*q^2*r^2*x^2+37404*a^2*c*q^2*r*x^3-17739*a^2*c*q*r^3*x^2+62004*a^2*c*q*r^2*x^3 -7245*a^2*c*r^4*x^2+33148*a^2*c*r^3*x^3-74*a^2*g^4*p*x^2-41*a^2*g^4*q*x^2-115*a ^2*g^4*r*x^2+66*a^2*g^4*x^3-440*a^2*g^3*p^2*x^2-616*a^2*g^3*p*q*x^2-1307*a^2*g^ 3*p*r*x^2+604*a^2*g^3*p*x^3-176*a^2*g^3*q^2*x^2-823*a^2*g^3*q*r*x^2+604*a^2*g^3 *q*x^3-973*a^2*g^3*r^2*x^2+988*a^2*g^3*r*x^3-889*a^2*g^2*p^3*x^2-2047*a^2*g^2*p ^2*q*x^2-3780*a^2*g^2*p^2*r*x^2+1867*a^2*g^2*p^2*x^3-1427*a^2*g^2*p*q^2*x^2-\ 5556*a^2*g^2*p*q*r*x^2+3734*a^2*g^2*p*q*x^3-5276*a^2*g^2*p*r^2*x^2+6405*a^2*g^2 *p*r*x^3-269*a^2*g^2*q^3*x^2-1776*a^2*g^2*q^2*r*x^2+1867*a^2*g^2*q^2*x^3-3775*a ^2*g^2*q*r^2*x^2+6405*a^2*g^2*q*r*x^3-2385*a^2*g^2*r^3*x^2+5969*a^2*g^2*r^2*x^3 -754*a^2*g*p^4*x^2-2436*a^2*g*p^3*q*x^2-4125*a^2*g*p^3*r*x^2+2173*a^2*g*p^3*x^3 -2784*a^2*g*p^2*q^2*x^2-9767*a^2*g*p^2*q*r*x^2+6519*a^2*g*p^2*q*x^3-8299*a^2*g* p^2*r^2*x^2+10944*a^2*g*p^2*r*x^3-1276*a^2*g*p*q^3*x^2-7159*a^2*g*p*q^2*r*x^2+ 6519*a^2*g*p*q^2*x^3-12888*a^2*g*p*q*r^2*x^2+21888*a^2*g*p*q*r*x^3-7239*a^2*g*p *r^3*x^2+18696*a^2*g*p*r^2*x^3-174*a^2*g*q^4*x^2-1517*a^2*g*q^3*r*x^2+2173*a^2* g*q^3*x^3-4589*a^2*g*q^2*r^2*x^2+10944*a^2*g*q^2*r*x^3-5557*a^2*g*q*r^3*x^2+ 18696*a^2*g*q*r^2*x^3-2311*a^2*g*r^4*x^2+10282*a^2*g*r^3*x^3-231*a^2*p^5*x^2-\ 964*a^2*p^4*q*x^2-1537*a^2*p^4*r*x^2+844*a^2*p^4*x^3-1546*a^2*p^3*q^2*x^2-5060* a^2*p^3*q*r*x^2+3376*a^2*p^3*q*x^3-4009*a^2*p^3*r^2*x^2+5501*a^2*p^3*r*x^3-1164 *a^2*p^2*q^3*x^2-5958*a^2*p^2*q^2*r*x^2+5064*a^2*p^2*q^2*x^3-9792*a^2*p^2*q*r^2 *x^2+16503*a^2*p^2*q*r*x^3-5115*a^2*p^2*r^3*x^2+13326*a^2*p^2*r^2*x^3-391*a^2*p *q^4*x^2-2884*a^2*p*q^3*r*x^2+3376*a^2*p*q^3*x^3-7557*a^2*p*q^2*r^2*x^2+16503*a ^2*p*q^2*r*x^3-8260*a^2*p*q*r^3*x^2+26652*a^2*p*q*r^2*x^3-3196*a^2*p*r^4*x^2+ 13900*a^2*p*r^3*x^3-40*a^2*q^5*x^2-449*a^2*q^4*r*x^2+844*a^2*q^4*x^3-1774*a^2*q ^3*r^2*x^2+5501*a^2*q^3*r*x^3-3145*a^2*q^2*r^3*x^2+13326*a^2*q^2*r^2*x^3-2564*a ^2*q*r^4*x^2+13900*a^2*q*r^3*x^3-784*a^2*r^5*x^2+5231*a^2*r^4*x^3-112*a*b^5*c*x ^2-64*a*b^5*p*x^2-16*a*b^5*q*x^2-80*a*b^5*r*x^2+96*a*b^5*x^3-1440*a*b^4*c^2*x^2 -456*a*b^4*c*g*x^2-1600*a*b^4*c*p*x^2-800*a*b^4*c*q*x^2-2232*a*b^4*c*r*x^2+1760 *a*b^4*c*x^3-276*a*b^4*g*p*x^2-96*a*b^4*g*q*x^2-372*a*b^4*g*r*x^2+360*a*b^4*g*x ^3-432*a*b^4*p^2*x^2-504*a*b^4*p*q*x^2-1248*a*b^4*p*r*x^2+800*a*b^4*p*x^3-72*a* b^4*q^2*x^2-588*a*b^4*q*r*x^2+800*a*b^4*q*x^3-900*a*b^4*r^2*x^2+1300*a*b^4*r*x^ 3-6656*a*b^3*c^3*x^2-4504*a*b^3*c^2*g*x^2-10832*a*b^3*c^2*p*x^2-6352*a*b^3*c^2* q*x^2-14880*a*b^3*c^2*r*x^2+11488*a*b^3*c^2*x^3-716*a*b^3*c*g^2*x^2-5096*a*b^3* c*g*p*x^2-2744*a*b^3*c*g*q*x^2-7128*a*b^3*c*g*r*x^2+5216*a*b^3*c*g*x^3-5644*a*b ^3*c*p^2*x^2-7416*a*b^3*c*p*q*x^2-15792*a*b^3*c*p*r*x^2+10592*a*b^3*c*p*x^3-\ 1772*a*b^3*c*q^2*x^2-9424*a*b^3*c*q*r*x^2+10592*a*b^3*c*q*x^3-10892*a*b^3*c*r^2 *x^2+18256*a*b^3*c*r*x^3-452*a*b^3*g^2*p*x^2-188*a*b^3*g^2*q*x^2-640*a*b^3*g^2* r*x^2+528*a*b^3*g^2*x^3-1384*a*b^3*g*p^2*x^2-1712*a*b^3*g*p*q*x^2-4028*a*b^3*g* p*r*x^2+2368*a*b^3*g*p*x^3-328*a*b^3*g*q^2*x^2-2092*a*b^3*g*q*r*x^2+2368*a*b^3* g*q*x^3-2924*a*b^3*g*r^2*x^2+3856*a*b^3*g*r*x^3-948*a*b^3*p^3*x^2-2020*a*b^3*p^ 2*q*x^2-4012*a*b^3*p^2*r*x^2+2440*a*b^3*p^2*x^3-1196*a*b^3*p*q^2*x^2-5368*a*b^3 *p*q*r*x^2+4880*a*b^3*p*q*x^3-5540*a*b^3*p*r^2*x^2+8376*a*b^3*p*r*x^3-124*a*b^3 *q^3*x^2-1356*a*b^3*q^2*r*x^2+2440*a*b^3*q^2*x^3-3564*a*b^3*q*r^2*x^2+8376*a*b^ 3*q*r*x^3-2476*a*b^3*r^3*x^2+7832*a*b^3*r^2*x^3-14160*a*b^2*c^4*x^2-15128*a*b^2 *c^3*g*x^2-30416*a*b^2*c^3*p*x^2-19184*a*b^2*c^3*q*x^2-41184*a*b^2*c^3*r*x^2+ 32496*a*b^2*c^3*x^3-5108*a*b^2*c^2*g^2*x^2-24860*a*b^2*c^2*g*p*x^2-15176*a*b^2* c^2*g*q*x^2-34096*a*b^2*c^2*g*r*x^2+25008*a*b^2*c^2*g*x^3-23428*a*b^2*c^2*p^2*x ^2-32528*a*b^2*c^2*p*q*x^2-64312*a*b^2*c^2*p*r*x^2+44616*a*b^2*c^2*p*x^3-9100*a *b^2*c^2*q^2*x^2-41848*a*b^2*c^2*q*r*x^2+44616*a*b^2*c^2*q*x^3-43356*a*b^2*c^2* r^2*x^2+76740*a*b^2*c^2*r*x^3-542*a*b^2*c*g^3*x^2-5864*a*b^2*c*g^2*p*x^2-3332*a *b^2*c*g^2*q*x^2-8230*a*b^2*c*g^2*r*x^2+5664*a*b^2*c*g^2*x^3-12988*a*b^2*c*g*p^ 2*x^2-17624*a*b^2*c*g*p*q*x^2-36396*a*b^2*c*g*p*r*x^2+23010*a*b^2*c*g*p*x^3-\ 4636*a*b^2*c*g*q^2*x^2-22638*a*b^2*c*g*q*r*x^2+23010*a*b^2*c*g*q*x^3-25190*a*b^ 2*c*g*r^2*x^2+39642*a*b^2*c*g*r*x^3-7740*a*b^2*c*p^3*x^2-17208*a*b^2*c*p^2*q*x^ 2-31970*a*b^2*c*p^2*r*x^2+20346*a*b^2*c*p^2*x^3-11196*a*b^2*c*p*q^2*x^2-45472*a *b^2*c*p*q*r*x^2+40692*a*b^2*c*p*q*x^3-43060*a*b^2*c*p*r^2*x^2+69192*a*b^2*c*p* r*x^3-1728*a*b^2*c*q^3*x^2-13502*a*b^2*c*q^2*r*x^2+20346*a*b^2*c*q^2*x^3-29740* a*b^2*c*q*r^2*x^2+69192*a*b^2*c*q*r*x^3-18830*a*b^2*c*r^3*x^2+60708*a*b^2*c*r^2 *x^3-353*a*b^2*g^3*p*x^2-164*a*b^2*g^3*q*x^2-517*a*b^2*g^3*r*x^2+378*a*b^2*g^3* x^3-1600*a*b^2*g^2*p^2*x^2-2066*a*b^2*g^2*p*q*x^2-4686*a*b^2*g^2*p*r*x^2+2568*a *b^2*g^2*p*x^3-466*a*b^2*g^2*q^2*x^2-2607*a*b^2*g^2*q*r*x^2+2568*a*b^2*g^2*q*x^ 3-3425*a*b^2*g^2*r^2*x^2+4191*a*b^2*g^2*r*x^3-2177*a*b^2*g*p^3*x^2-4758*a*b^2*g *p^2*q*x^2-9227*a*b^2*g*p^2*r*x^2+5289*a*b^2*g*p^2*x^3-2985*a*b^2*g*p*q^2*x^2-\ 12730*a*b^2*g*p*q*r*x^2+10578*a*b^2*g*p*q*x^3-12781*a*b^2*g*p*r^2*x^2+18147*a*b ^2*g*p*r*x^3-404*a*b^2*g*q^3*x^2-3503*a*b^2*g*q^2*r*x^2+5289*a*b^2*g*q^2*x^3-\ 8506*a*b^2*g*q*r^2*x^2+18147*a*b^2*g*q*r*x^3-5731*a*b^2*g*r^3*x^2+16935*a*b^2*g *r^2*x^3-930*a*b^2*p^4*x^2-2892*a*b^2*p^3*q*x^2-5094*a*b^2*p^3*r*x^2+3081*a*b^2 *p^3*x^3-3096*a*b^2*p^2*q^2*x^2-11565*a*b^2*p^2*q*r*x^2+9243*a*b^2*p^2*q*x^3-\ 10221*a*b^2*p^2*r^2*x^2+15513*a*b^2*p^2*r*x^3-1236*a*b^2*p*q^3*x^2-7848*a*b^2*p *q^2*r*x^2+9243*a*b^2*p*q^2*x^3-15168*a*b^2*p*q*r^2*x^2+31026*a*b^2*p*q*r*x^3-\ 8880*a*b^2*p*r^3*x^2+26508*a*b^2*p*r^2*x^3-102*a*b^2*q^4*x^2-1377*a*b^2*q^3*r*x ^2+3081*a*b^2*q^3*x^3-4947*a*b^2*q^2*r^2*x^2+15513*a*b^2*q^2*r*x^3-6495*a*b^2*q *r^3*x^2+26508*a*b^2*q*r^2*x^3-2823*a*b^2*r^4*x^2+14562*a*b^2*r^3*x^3-14016*a*b *c^5*x^2-20808*a*b*c^4*g*x^2-37536*a*b*c^4*p*x^2-24672*a*b*c^4*q*x^2-50400*a*b* c^4*r*x^2+40528*a*b*c^4*x^3-11088*a*b*c^3*g^2*x^2-45008*a*b*c^3*g*p*x^2-29152*a *b*c^3*g*q*x^2-60864*a*b*c^3*g*r*x^2+46096*a*b*c^3*g*x^3-38344*a*b*c^3*p^2*x^2-\ 54960*a*b*c^3*p*q*x^2-104224*a*b*c^3*p*r*x^2+73696*a*b*c^3*p*x^3-16616*a*b*c^3* q^2*x^2-70880*a*b*c^3*q*r*x^2+73696*a*b*c^3*q*x^3-69576*a*b*c^3*r^2*x^2+125744* a*b*c^3*r*x^3-2490*a*b*c^2*g^3*x^2-18376*a*b*c^2*g^2*p*x^2-11564*a*b*c^2*g^2*q* x^2-25188*a*b*c^2*g^2*r*x^2+17724*a*b*c^2*g^2*x^3-34734*a*b*c^2*g*p^2*x^2-49284 *a*b*c^2*g*p*q*x^2-95402*a*b*c^2*g*p*r*x^2+63180*a*b*c^2*g*p*x^3-14550*a*b*c^2* g*q^2*x^2-63718*a*b*c^2*g*q*r*x^2+63180*a*b*c^2*g*q*x^3-64512*a*b*c^2*g*r^2*x^2 +108744*a*b*c^2*g*r*x^3-18888*a*b*c^2*p^3*x^2-43056*a*b*c^2*p^2*q*x^2-77124*a*b *c^2*p^2*r*x^2+50052*a*b*c^2*p^2*x^3-29448*a*b*c^2*p*q^2*x^2-113328*a*b*c^2*p*q *r*x^2+100104*a*b*c^2*p*q*x^3-102792*a*b*c^2*p*r^2*x^2+168480*a*b*c^2*p*r*x^3-\ 5280*a*b*c^2*q^3*x^2-36204*a*b*c^2*q^2*r*x^2+50052*a*b*c^2*q^2*x^3-73608*a*b*c^ 2*q*r^2*x^2+168480*a*b*c^2*q*r*x^3-44556*a*b*c^2*r^3*x^2+143040*a*b*c^2*r^2*x^3 -198*a*b*c*g^4*x^2-2892*a*b*c*g^3*p*x^2-1710*a*b*c*g^3*q*x^2-4074*a*b*c*g^3*r*x ^2+2668*a*b*c*g^3*x^3-9623*a*b*c*g^2*p^2*x^2-13386*a*b*c*g^2*p*q*x^2-27009*a*b* c*g^2*p*r*x^2+16278*a*b*c*g^2*p*x^3-3763*a*b*c*g^2*q^2*x^2-17343*a*b*c*g^2*q*r* x^2+16278*a*b*c*g^2*q*x^3-18768*a*b*c*g^2*r^2*x^2+28044*a*b*c*g^2*r*x^3-11460*a *b*c*g*p^3*x^2-25932*a*b*c*g*p^2*q*x^2-47374*a*b*c*g*p^2*r*x^2+28758*a*b*c*g*p^ 2*x^3-17484*a*b*c*g*p*q^2*x^2-68760*a*b*c*g*p*q*r*x^2+57516*a*b*c*g*p*q*x^3-\ 63976*a*b*c*g*p*r^2*x^2+97848*a*b*c*g*p*r*x^3-3012*a*b*c*g*q^3*x^2-21386*a*b*c* g*q^2*r*x^2+28758*a*b*c*g*q^2*x^3-45176*a*b*c*g*q*r^2*x^2+97848*a*b*c*g*q*r*x^3 -28062*a*b*c*g*r^3*x^2+85788*a*b*c*g*r^2*x^3-4518*a*b*c*p^4*x^2-14328*a*b*c*p^3 *q*x^2-24438*a*b*c*p^3*r*x^2+15044*a*b*c*p^3*x^3-15876*a*b*c*p^2*q^2*x^2-56838* a*b*c*p^2*q*r*x^2+45132*a*b*c*p^2*q*x^3-48480*a*b*c*p^2*r^2*x^2+74808*a*b*c*p^2 *r*x^3-6840*a*b*c*p*q^3*x^2-40362*a*b*c*p*q^2*r*x^2+45132*a*b*c*p*q^2*x^3-73872 *a*b*c*p*q*r^2*x^2+149616*a*b*c*p*q*r*x^3-41718*a*b*c*p*r^3*x^2+124008*a*b*c*p* r^2*x^3-774*a*b*c*q^4*x^2-7962*a*b*c*q^3*r*x^2+15044*a*b*c*q^3*x^3-25392*a*b*c* q^2*r^2*x^2+74808*a*b*c*q^2*r*x^3-31362*a*b*c*q*r^3*x^2+124008*a*b*c*q*r^2*x^3-\ 13158*a*b*c*r^4*x^2+66296*a*b*c*r^3*x^3-132*a*b*g^4*p*x^2-66*a*b*g^4*q*x^2-198* a*b*g^4*r*x^2+132*a*b*g^4*x^3-792*a*b*g^3*p^2*x^2-1056*a*b*g^3*p*q*x^2-2332*a*b *g^3*p*r*x^2+1208*a*b*g^3*p*x^3-264*a*b*g^3*q^2*x^2-1364*a*b*g^3*q*r*x^2+1208*a *b*g^3*q*x^3-1716*a*b*g^3*r^2*x^2+1976*a*b*g^3*r*x^3-1610*a*b*g^2*p^3*x^2-3590* a*b*g^2*p^2*q*x^2-6834*a*b*g^2*p^2*r*x^2+3734*a*b*g^2*p^2*x^3-2350*a*b*g^2*p*q^ 2*x^2-9660*a*b*g^2*p*q*r*x^2+7468*a*b*g^2*p*q*x^3-9496*a*b*g^2*p*r^2*x^2+12810* a*b*g^2*p*r*x^3-370*a*b*g^2*q^3*x^2-2826*a*b*g^2*q^2*r*x^2+3734*a*b*g^2*q^2*x^3 -6494*a*b*g^2*q*r^2*x^2+12810*a*b*g^2*q*r*x^3-4272*a*b*g^2*r^3*x^2+11938*a*b*g^ 2*r^2*x^3-1372*a*b*g*p^4*x^2-4328*a*b*g*p^3*q*x^2-7516*a*b*g*p^3*r*x^2+4346*a*b *g*p^3*x^3-4752*a*b*g*p^2*q^2*x^2-17332*a*b*g*p^2*q*r*x^2+13038*a*b*g*p^2*q*x^3 -15104*a*b*g*p^2*r^2*x^2+21888*a*b*g*p^2*r*x^3-2008*a*b*g*p*q^3*x^2-12116*a*b*g *p*q^2*r*x^2+13038*a*b*g*p*q^2*x^3-22788*a*b*g*p*q*r^2*x^2+43776*a*b*g*p*q*r*x^ 3-13148*a*b*g*p*r^3*x^2+37392*a*b*g*p*r^2*x^3-212*a*b*g*q^4*x^2-2300*a*b*g*q^3* r*x^2+4346*a*b*g*q^3*x^3-7684*a*b*g*q^2*r^2*x^2+21888*a*b*g*q^2*r*x^3-9784*a*b* g*q*r^3*x^2+37392*a*b*g*q*r^2*x^3-4188*a*b*g*r^4*x^2+20564*a*b*g*r^3*x^3-422*a* b*p^5*x^2-1728*a*b*p^4*q*x^2-2816*a*b*p^4*r*x^2+1688*a*b*p^4*x^3-2692*a*b*p^3*q ^2*x^2-9088*a*b*p^3*q*r*x^2+6752*a*b*p^3*q*x^3-7350*a*b*p^3*r^2*x^2+11002*a*b*p ^3*r*x^3-1928*a*b*p^2*q^3*x^2-10368*a*b*p^2*q^2*r*x^2+10128*a*b*p^2*q^2*x^3-\ 17580*a*b*p^2*q*r^2*x^2+33006*a*b*p^2*q*r*x^3-9374*a*b*p^2*r^3*x^2+26652*a*b*p^ 2*r^2*x^3-582*a*b*p*q^4*x^2-4736*a*b*p*q^3*r*x^2+6752*a*b*p*q^3*x^3-13110*a*b*p *q^2*r^2*x^2+33006*a*b*p*q^2*r*x^3-14808*a*b*p*q*r^3*x^2+53304*a*b*p*q*r^2*x^3-\ 5852*a*b*p*r^4*x^2+27800*a*b*p*r^3*x^3-40*a*b*q^5*x^2-640*a*b*q^4*r*x^2+1688*a* b*q^4*x^3-2880*a*b*q^3*r^2*x^2+11002*a*b*q^3*r*x^3-5434*a*b*q^2*r^3*x^2+26652*a *b*q^2*r^2*x^3-4588*a*b*q*r^4*x^2+27800*a*b*q*r^3*x^3-1434*a*b*r^5*x^2+10462*a* b*r^4*x^3-5216*a*c^6*x^2-10008*a*c^5*g*x^2-16800*a*c^5*p*x^2-11328*a*c^5*q*x^2-\ 22464*a*c^5*r*x^2+18272*a*c^5*x^3-7412*a*c^4*g^2*x^2-26976*a*c^4*g*p*x^2-18064* a*c^4*g*q*x^2-36204*a*c^4*g*r*x^2+28136*a*c^4*g*x^3-21440*a*c^4*p^2*x^2-31360*a *c^4*p*q*x^2-58032*a*c^4*p*r*x^2+41376*a*c^4*p*x^3-9920*a*c^4*q^2*x^2-40512*a*c ^4*q*r*x^2+41376*a*c^4*q*x^3-38632*a*c^4*r^2*x^2+70200*a*c^4*r*x^3-2626*a*c^3*g ^3*x^2-16140*a*c^3*g^2*p*x^2-10668*a*c^3*g^2*q*x^2-21816*a*c^3*g^2*r*x^2+15984* a*c^3*g^2*x^3-27614*a*c^3*g*p^2*x^2-40204*a*c^3*g*p*q*x^2-75126*a*c^3*g*p*r*x^2 +51104*a*c^3*g*p*x^3-12590*a*c^3*g*q^2*x^2-52038*a*c^3*g*q*r*x^2+51104*a*c^3*g* q*x^3-50320*a*c^3*g*r^2*x^2+87344*a*c^3*g*r*x^3-14056*a*c^3*p^3*x^2-32568*a*c^3 *p^2*q*x^2-57120*a*c^3*p^2*r*x^2+37328*a*c^3*p^2*x^3-22968*a*c^3*p*q^2*x^2-\ 85632*a*c^3*p*q*r*x^2+74656*a*c^3*p*q*x^3-75864*a*c^3*p*r^2*x^2+124848*a*c^3*p* r*x^3-4456*a*c^3*q^3*x^2-28512*a*c^3*q^2*r*x^2+37328*a*c^3*q^2*x^3-55560*a*c^3* q*r^2*x^2+124848*a*c^3*q*r*x^3-32800*a*c^3*r^3*x^2+104368*a*c^3*r^2*x^3-441*a*c ^2*g^4*x^2-4384*a*c^2*g^3*p*x^2-2824*a*c^2*g^3*q*x^2-6011*a*c^2*g^3*r*x^2+4090* a*c^2*g^3*x^3-12479*a*c^2*g^2*p^2*x^2-18010*a*c^2*g^2*p*q*x^2-34307*a*c^2*g^2*p *r*x^2+21878*a*c^2*g^2*p*x^3-5531*a*c^2*g^2*q^2*x^2-23385*a*c^2*g^2*q*r*x^2+ 21878*a*c^2*g^2*q*x^3-23282*a*c^2*g^2*r^2*x^2+37690*a*c^2*g^2*r*x^3-13590*a*c^2 *g*p^3*x^2-31386*a*c^2*g*p^2*q*x^2-55552*a*c^2*g*p^2*r*x^2+34662*a*c^2*g*p^2*x^ 3-22002*a*c^2*g*p*q^2*x^2-82844*a*c^2*g*p*q*r*x^2+69324*a*c^2*g*p*q*x^3-74240*a *c^2*g*p*r^2*x^2+116850*a*c^2*g*p*r*x^3-4206*a*c^2*g*q^3*x^2-27292*a*c^2*g*q^2* r*x^2+34662*a*c^2*g*q^2*x^3-54050*a*c^2*g*q*r^2*x^2+116850*a*c^2*g*q*r*x^3-\ 32278*a*c^2*g*r^3*x^2+99288*a*c^2*g*r^2*x^3-5034*a*c^2*p^4*x^2-16176*a*c^2*p^3* q*x^2-27084*a*c^2*p^3*r*x^2+16768*a*c^2*p^3*x^3-18324*a*c^2*p^2*q^2*x^2-63972*a *c^2*p^2*q*r*x^2+50304*a*c^2*p^2*q*x^3-53502*a*c^2*p^2*r^2*x^2+82794*a*c^2*p^2* r*x^3-8256*a*c^2*p*q^3*x^2-46692*a*c^2*p*q^2*r*x^2+50304*a*c^2*p*q^2*x^3-82920* a*c^2*p*q*r^2*x^2+165588*a*c^2*p*q*r*x^3-45888*a*c^2*p*r^3*x^2+135300*a*c^2*p*r ^2*x^3-1074*a*c^2*q^4*x^2-9804*a*c^2*q^3*r*x^2+16768*a*c^2*q^3*x^3-29418*a*c^2* q^2*r^2*x^2+82794*a*c^2*q^2*r*x^3-35124*a*c^2*q*r^3*x^2+135300*a*c^2*q*r^2*x^3-\ 14436*a*c^2*r^4*x^2+71428*a*c^2*r^3*x^3-28*a*c*g^5*x^2-517*a*c*g^4*p*x^2-315*a* c*g^4*q*x^2-731*a*c*g^4*r*x^2+460*a*c*g^4*x^3-2300*a*c*g^3*p^2*x^2-3262*a*c*g^3 *p*q*x^2-6466*a*c*g^3*p*r*x^2+3751*a*c*g^3*p*x^3-962*a*c*g^3*q^2*x^2-4257*a*c*g ^3*q*r*x^2+3751*a*c*g^3*q*x^3-4512*a*c*g^3*r^2*x^2+6466*a*c*g^3*r*x^3-4111*a*c* g^2*p^3*x^2-9435*a*c*g^2*p^2*q*x^2-17010*a*c*g^2*p^2*r*x^2+9943*a*c*g^2*p^2*x^3 -6537*a*c*g^2*p*q^2*x^2-25094*a*c*g^2*p*q*r*x^2+19886*a*c*g^2*p*q*x^3-23032*a*c *g^2*p*r^2*x^2+33855*a*c*g^2*p*r*x^3-1213*a*c*g^2*q^3*x^2-8084*a*c*g^2*q^2*r*x^ 2+9943*a*c*g^2*q^2*x^3-16563*a*c*g^2*q*r^2*x^2+33855*a*c*g^2*q*r*x^3-10133*a*c* g^2*r^3*x^2+29690*a*c*g^2*r^2*x^3-3240*a*c*g*p^4*x^2-10388*a*c*g*p^3*q*x^2-\ 17534*a*c*g*p^3*r*x^2+10402*a*c*g*p^3*x^3-11724*a*c*g*p^2*q^2*x^2-41268*a*c*g*p ^2*q*r*x^2+31206*a*c*g*p^2*q*x^3-34842*a*c*g*p^2*r^2*x^2+51789*a*c*g*p^2*r*x^3-\ 5244*a*c*g*p*q^3*x^2-29934*a*c*g*p*q^2*r*x^2+31206*a*c*g*p*q^2*x^3-53778*a*c*g* p*q*r^2*x^2+103578*a*c*g*p*q*r*x^3-30042*a*c*g*p*r^3*x^2+85926*a*c*g*p*r^2*x^3-\ 668*a*c*g*q^4*x^2-6200*a*c*g*q^3*r*x^2+10402*a*c*g*q^3*x^3-18936*a*c*g*q^2*r^2* x^2+51789*a*c*g*q^2*r*x^3-22898*a*c*g*q*r^3*x^2+85926*a*c*g*q*r^2*x^3-9494*a*c* g*r^4*x^2+45994*a*c*g*r^3*x^3-940*a*c*p^5*x^2-3890*a*c*p^4*q*x^2-6240*a*c*p^4*r *x^2+3750*a*c*p^4*x^3-6160*a*c*p^3*q^2*x^2-20376*a*c*p^3*q*r*x^2+15000*a*c*p^3* q*x^3-16220*a*c*p^3*r^2*x^2+24258*a*c*p^3*r*x^3-4540*a*c*p^2*q^3*x^2-23688*a*c* p^2*q^2*r*x^2+22500*a*c*p^2*q^2*x^3-39282*a*c*p^2*q*r^2*x^2+72774*a*c*p^2*q*r*x ^3-20620*a*c*p^2*r^3*x^2+57996*a*c*p^2*r^2*x^3-1460*a*c*p*q^4*x^2-11208*a*c*p*q ^3*r*x^2+15000*a*c*p*q^3*x^3-29904*a*c*p*q^2*r^2*x^2+72774*a*c*p*q^2*r*x^3-\ 32996*a*c*p*q*r^3*x^2+115992*a*c*p*q*r^2*x^3-12840*a*c*p*r^4*x^2+59772*a*c*p*r^ 3*x^3-130*a*c*q^5*x^2-1656*a*c*q^4*r*x^2+3750*a*c*q^4*x^3-6842*a*c*q^3*r^2*x^2+ 24258*a*c*q^3*r*x^3-12376*a*c*q^2*r^3*x^2+57996*a*c*q^2*r^2*x^3-10200*a*c*q*r^4 *x^2+59772*a*c*q*r^3*x^3-3140*a*c*r^5*x^2+22284*a*c*r^4*x^3-19*a*g^5*p*x^2-10*a *g^5*q*x^2-29*a*g^5*r*x^2+18*a*g^5*x^3-142*a*g^4*p^2*x^2-194*a*g^4*p*q*x^2-420* a*g^4*p*r*x^2+208*a*g^4*p*x^3-52*a*g^4*q^2*x^2-255*a*g^4*q*r*x^2+208*a*g^4*q*x^ 3-311*a*g^4*r^2*x^2+341*a*g^4*r*x^3-384*a*g^3*p^3*x^2-870*a*g^3*p^2*q*x^2-1632* a*g^3*p^2*r*x^2+859*a*g^3*p^2*x^3-588*a*g^3*p*q^2*x^2-2352*a*g^3*p*q*r*x^2+1718 *a*g^3*p*q*x^3-2274*a*g^3*p*r^2*x^2+2948*a*g^3*p*r*x^3-102*a*g^3*q^3*x^2-720*a* g^3*q^2*r*x^2+859*a*g^3*q^2*x^3-1590*a*g^3*q*r^2*x^2+2948*a*g^3*q*r*x^3-1026*a* g^3*r^3*x^2+2746*a*g^3*r^2*x^3-490*a*g^2*p^4*x^2-1564*a*g^2*p^3*q*x^2-2684*a*g^ 2*p^3*r*x^2+1500*a*g^2*p^3*x^3-1752*a*g^2*p^2*q^2*x^2-6270*a*g^2*p^2*q*r*x^2+ 4500*a*g^2*p^2*q*x^3-5400*a*g^2*p^2*r^2*x^2+7558*a*g^2*p^2*r*x^3-772*a*g^2*p*q^ 3*x^2-4488*a*g^2*p*q^2*r*x^2+4500*a*g^2*p*q^2*x^3-8262*a*g^2*p*q*r^2*x^2+15116* a*g^2*p*q*r*x^3-4708*a*g^2*p*r^3*x^2+12914*a*g^2*p*r^2*x^3-94*a*g^2*q^4*x^2-902 *a*g^2*q^3*r*x^2+1500*a*g^2*q^3*x^3-2862*a*g^2*q^2*r^2*x^2+7558*a*g^2*q^2*r*x^3 -3556*a*g^2*q*r^3*x^2+12914*a*g^2*q*r^2*x^3-1502*a*g^2*r^4*x^2+7108*a*g^2*r^3*x ^3-301*a*g*p^5*x^2-1244*a*g*p^4*q*x^2-2007*a*g*p^4*r*x^2+1165*a*g*p^4*x^3-1966* a*g*p^3*q^2*x^2-6540*a*g*p^3*q*r*x^2+4660*a*g*p^3*q*x^3-5240*a*g*p^3*r^2*x^2+ 7600*a*g*p^3*r*x^3-1444*a*g*p^2*q^3*x^2-7578*a*g*p^2*q^2*r*x^2+6990*a*g*p^2*q^2 *x^3-12660*a*g*p^2*q*r^2*x^2+22800*a*g*p^2*q*r*x^3-6688*a*g*p^2*r^3*x^2+18423*a *g*p^2*r^2*x^3-461*a*g*p*q^4*x^2-3564*a*g*p*q^3*r*x^2+4660*a*g*p*q^3*x^3-9600*a *g*p*q^2*r^2*x^2+22800*a*g*p*q^2*r*x^3-10676*a*g*p*q*r^3*x^2+36846*a*g*p*q*r^2* x^3-4179*a*g*p*r^4*x^2+19234*a*g*p*r^3*x^3-40*a*g*q^5*x^2-519*a*g*q^4*r*x^2+ 1165*a*g*q^4*x^3-2180*a*g*q^3*r^2*x^2+7600*a*g*q^3*r*x^3-3988*a*g*q^2*r^3*x^2+ 18423*a*g*q^2*r^2*x^3-3312*a*g*q*r^4*x^2+19234*a*g*q*r^3*x^3-1025*a*g*r^5*x^2+ 7246*a*g*r^4*x^3-72*a*p^6*x^2-366*a*p^5*q*x^2-564*a*p^5*r*x^2+334*a*p^5*x^3-750 *a*p^4*q^2*x^2-2367*a*p^4*q*r*x^2+1670*a*p^4*q*x^3-1803*a*p^4*r^2*x^2+2649*a*p^ 4*r*x^3-780*a*p^3*q^3*x^2-3828*a*p^3*q^2*r*x^2+3340*a*p^3*q^2*x^3-6006*a*p^3*q* r^2*x^2+10596*a*p^3*q*r*x^3-3012*a*p^3*r^3*x^2+8219*a*p^3*r^2*x^3-420*a*p^2*q^4 *x^2-2922*a*p^2*q^3*r*x^2+3340*a*p^2*q^3*x^3-7200*a*p^2*q^2*r^2*x^2+15894*a*p^2 *q^2*r*x^3-7476*a*p^2*q*r^3*x^2+24657*a*p^2*q*r^2*x^3-2778*a*p^2*r^4*x^2+12370* a*p^2*r^3*x^3-102*a*p*q^5*x^2-1008*a*p*q^4*r*x^2+1670*a*p*q^4*x^3-3594*a*p*q^3* r^2*x^2+10596*a*p*q^3*r*x^3-5916*a*p*q^2*r^3*x^2+24657*a*p*q^2*r^2*x^3-4572*a*p *q*r^4*x^2+24740*a*p*q*r^3*x^3-1344*a*p*r^5*x^2+9009*a*p*r^4*x^3-6*a*q^6*x^2-\ 111*a*q^5*r*x^2+334*a*q^5*x^3-597*a*q^4*r^2*x^2+2649*a*q^4*r*x^3-1452*a*q^3*r^3 *x^2+8219*a*q^3*r^2*x^3-1794*a*q^2*r^4*x^2+12370*a*q^2*r^3*x^3-1101*a*q*r^5*x^2 +9009*a*q*r^4*x^3-267*a*r^6*x^2+2543*a*r^5*x^3-16*b^6*c*x^2-8*b^6*p*x^2-8*b^6*r *x^2+16*b^6*x^3-256*b^5*c^2*x^2-80*b^5*c*g*x^2-272*b^5*c*p*x^2-112*b^5*c*q*x^2-\ 376*b^5*c*r*x^2+352*b^5*c*x^3-44*b^5*g*p*x^2-8*b^5*g*q*x^2-52*b^5*g*r*x^2+72*b^ 5*g*x^3-72*b^5*p^2*x^2-72*b^5*p*q*x^2-204*b^5*p*r*x^2+160*b^5*p*x^3-72*b^5*q*r* x^2+160*b^5*q*x^3-144*b^5*r^2*x^2+260*b^5*r*x^3-1504*b^4*c^3*x^2-1016*b^4*c^2*g *x^2-2384*b^4*c^2*p*x^2-1264*b^4*c^2*q*x^2-3288*b^4*c^2*r*x^2+2872*b^4*c^2*x^3-\ 160*b^4*c*g^2*x^2-1108*b^4*c*g*p*x^2-520*b^4*c*g*q*x^2-1536*b^4*c*g*r*x^2+1304* b^4*c*g*x^3-1228*b^4*c*p^2*x^2-1488*b^4*c*p*q*x^2-3428*b^4*c*p*r*x^2+2648*b^4*c *p*x^3-260*b^4*c*q^2*x^2-1836*b^4*c*q*r*x^2+2648*b^4*c*q*x^3-2344*b^4*c*r^2*x^2 +4564*b^4*c*r*x^3-94*b^4*g^2*p*x^2-28*b^4*g^2*q*x^2-122*b^4*g^2*r*x^2+132*b^4*g ^2*x^3-296*b^4*g*p^2*x^2-328*b^4*g*p*q*x^2-848*b^4*g*p*r*x^2+592*b^4*g*p*x^3-32 *b^4*g*q^2*x^2-364*b^4*g*q*r*x^2+592*b^4*g*q*x^3-604*b^4*g*r^2*x^2+964*b^4*g*r* x^3-206*b^4*p^3*x^2-412*b^4*p^2*q*x^2-870*b^4*p^2*r*x^2+610*b^4*p^2*x^3-206*b^4 *p*q^2*x^2-1076*b^4*p*q*r*x^2+1220*b^4*p*q*x^3-1194*b^4*p*r^2*x^2+2094*b^4*p*r* x^3-206*b^4*q^2*r*x^2+610*b^4*q^2*x^3-700*b^4*q*r^2*x^2+2094*b^4*q*r*x^3-530*b^ 4*r^3*x^2+1958*b^4*r^2*x^3-4320*b^3*c^4*x^2-4616*b^3*c^3*g*x^2-9104*b^3*c^3*p*x ^2-5360*b^3*c^3*q*x^2-12384*b^3*c^3*r*x^2+10832*b^3*c^3*x^3-1556*b^3*c^2*g^2*x^ 2-7412*b^3*c^2*g*p*x^2-4184*b^3*c^2*g*q*x^2-10192*b^3*c^2*g*r*x^2+8336*b^3*c^2* g*x^3-6952*b^3*c^2*p^2*x^2-9128*b^3*c^2*p*q*x^2-19096*b^3*c^2*p*r*x^2+14872*b^3 *c^2*p*x^3-2176*b^3*c^2*q^2*x^2-11608*b^3*c^2*q*r*x^2+14872*b^3*c^2*q*x^3-12792 *b^3*c^2*r^2*x^2+25580*b^3*c^2*r*x^3-164*b^3*c*g^3*x^2-1732*b^3*c*g^2*p*x^2-888 *b^3*c*g^2*q*x^2-2410*b^3*c*g^2*r*x^2+1888*b^3*c*g^2*x^3-3832*b^3*c*g*p^2*x^2-\ 4880*b^3*c*g*p*q*x^2-10714*b^3*c*g*p*r*x^2+7670*b^3*c*g*p*x^3-1048*b^3*c*g*q^2* x^2-6128*b^3*c*g*q*r*x^2+7670*b^3*c*g*q*x^3-7352*b^3*c*g*r^2*x^2+13214*b^3*c*g* r*x^3-2292*b^3*c*p^3*x^2-4872*b^3*c*p^2*q*x^2-9470*b^3*c*p^2*r*x^2+6782*b^3*c*p ^2*x^3-2868*b^3*c*p*q^2*x^2-12784*b^3*c*p*q*r*x^2+13564*b^3*c*p*q*x^3-12700*b^3 *c*p*r^2*x^2+23064*b^3*c*p*r*x^3-288*b^3*c*q^3*x^2-3314*b^3*c*q^2*r*x^2+6782*b^ 3*c*q^2*x^3-8260*b^3*c*q*r^2*x^2+23064*b^3*c*q*r*x^3-5522*b^3*c*r^3*x^2+20236*b ^3*c*r^2*x^3-101*b^3*g^3*p*x^2-38*b^3*g^3*q*x^2-139*b^3*g^3*r*x^2+126*b^3*g^3*x ^3-466*b^3*g^2*p^2*x^2-554*b^3*g^2*p*q*x^2-1347*b^3*g^2*p*r*x^2+856*b^3*g^2*p*x ^3-88*b^3*g^2*q^2*x^2-654*b^3*g^2*q*r*x^2+856*b^3*g^2*q*x^3-968*b^3*g^2*r^2*x^2 +1397*b^3*g^2*r*x^3-641*b^3*g*p^3*x^2-1332*b^3*g*p^2*q*x^2-2711*b^3*g*p^2*r*x^2 +1763*b^3*g*p^2*x^3-741*b^3*g*p*q^2*x^2-3514*b^3*g*p*q*r*x^2+3526*b^3*g*p*q*x^3 -3733*b^3*g*p*r^2*x^2+6049*b^3*g*p*r*x^3-50*b^3*g*q^3*x^2-803*b^3*g*q^2*r*x^2+ 1763*b^3*g*q^2*x^3-2308*b^3*g*q*r^2*x^2+6049*b^3*g*q*r*x^3-1663*b^3*g*r^3*x^2+ 5645*b^3*g*r^2*x^3-276*b^3*p^4*x^2-828*b^3*p^3*q*x^2-1515*b^3*p^3*r*x^2+1027*b^ 3*p^3*x^3-828*b^3*p^2*q^2*x^2-3306*b^3*p^2*q*r*x^2+3081*b^3*p^2*q*x^3-3036*b^3* p^2*r^2*x^2+5171*b^3*p^2*r*x^3-276*b^3*p*q^3*x^2-2067*b^3*p*q^2*r*x^2+3081*b^3* p*q^2*x^3-4314*b^3*p*q*r^2*x^2+10342*b^3*p*q*r*x^3-2631*b^3*p*r^3*x^2+8836*b^3* p*r^2*x^3-276*b^3*q^3*r*x^2+1027*b^3*q^3*x^3-1278*b^3*q^2*r^2*x^2+5171*b^3*q^2* r*x^3-1836*b^3*q*r^3*x^2+8836*b^3*q*r^2*x^3-834*b^3*r^4*x^2+4854*b^3*r^3*x^3-\ 6480*b^2*c^5*x^2-9624*b^2*c^4*g*x^2-17088*b^2*c^4*p*x^2-10656*b^2*c^4*q*x^2-\ 23040*b^2*c^4*r*x^2+20264*b^2*c^4*x^3-5128*b^2*c^3*g^2*x^2-20456*b^2*c^3*g*p*x^ 2-12528*b^2*c^3*g*q*x^2-27768*b^2*c^3*g*r*x^2+23048*b^2*c^3*g*x^3-17332*b^2*c^3 *p^2*x^2-23800*b^2*c^3*p*q*x^2-47168*b^2*c^3*p*r*x^2+36848*b^2*c^3*p*x^3-6468*b ^2*c^3*q^2*x^2-30496*b^2*c^3*q*r*x^2+36848*b^2*c^3*q*x^3-31324*b^2*c^3*r^2*x^2+ 62872*b^2*c^3*r*x^3-1150*b^2*c^2*g^3*x^2-8326*b^2*c^2*g^2*p*x^2-4920*b^2*c^2*g^ 2*q*x^2-11428*b^2*c^2*g^2*r*x^2+8862*b^2*c^2*g^2*x^3-15658*b^2*c^2*g*p^2*x^2-\ 21224*b^2*c^2*g*p*q*x^2-43028*b^2*c^2*g*p*r*x^2+31590*b^2*c^2*g*p*x^3-5566*b^2* c^2*g*q^2*x^2-27186*b^2*c^2*g*q*r*x^2+31590*b^2*c^2*g*q*x^3-28920*b^2*c^2*g*r^2 *x^2+54372*b^2*c^2*g*r*x^3-8520*b^2*c^2*p^3*x^2-18756*b^2*c^2*p^2*q*x^2-34818*b ^2*c^2*p^2*r*x^2+25026*b^2*c^2*p^2*x^3-11952*b^2*c^2*p*q^2*x^2-49176*b^2*c^2*p* q*r*x^2+50052*b^2*c^2*p*q*x^3-46248*b^2*c^2*p*r^2*x^2+84240*b^2*c^2*p*r*x^3-\ 1716*b^2*c^2*q^3*x^2-14358*b^2*c^2*q^2*r*x^2+25026*b^2*c^2*q^2*x^3-31656*b^2*c^ 2*q*r^2*x^2+84240*b^2*c^2*q*r*x^3-19950*b^2*c^2*r^3*x^2+71520*b^2*c^2*r^2*x^3-\ 91*b^2*c*g^4*x^2-1301*b^2*c*g^3*p*x^2-710*b^2*c*g^3*q*x^2-1818*b^2*c*g^3*r*x^2+ 1334*b^2*c*g^3*x^3-4319*b^2*c*g^2*p^2*x^2-5708*b^2*c*g^2*p*q*x^2-12094*b^2*c*g^ 2*p*r*x^2+8139*b^2*c*g^2*p*x^3-1389*b^2*c*g^2*q^2*x^2-7261*b^2*c*g^2*q*r*x^2+ 8139*b^2*c*g^2*q*x^3-8334*b^2*c*g^2*r^2*x^2+14022*b^2*c*g^2*r*x^3-5154*b^2*c*g* p^3*x^2-11238*b^2*c*g*p^2*q*x^2-21309*b^2*c*g*p^2*r*x^2+14379*b^2*c*g*p^2*x^3-\ 7014*b^2*c*g*p*q^2*x^2-29624*b^2*c*g*p*q*r*x^2+28758*b^2*c*g*p*q*x^3-28660*b^2* c*g*p*r^2*x^2+48924*b^2*c*g*p*r*x^3-930*b^2*c*g*q^3*x^2-8315*b^2*c*g*q^2*r*x^2+ 14379*b^2*c*g*q^2*x^3-19260*b^2*c*g*q*r^2*x^2+48924*b^2*c*g*q*r*x^3-12505*b^2*c *g*r^3*x^2+42894*b^2*c*g*r^2*x^3-2040*b^2*c*p^4*x^2-6288*b^2*c*p^3*q*x^2-11055* b^2*c*p^3*r*x^2+7522*b^2*c*p^3*x^3-6624*b^2*c*p^2*q^2*x^2-24927*b^2*c*p^2*q*r*x ^2+22566*b^2*c*p^2*q*x^3-21903*b^2*c*p^2*r^2*x^2+37404*b^2*c*p^2*r*x^3-2544*b^2 *c*p*q^3*x^2-16689*b^2*c*p*q^2*r*x^2+22566*b^2*c*p*q^2*x^3-32262*b^2*c*p*q*r^2* x^2+74808*b^2*c*p*q*r*x^3-18801*b^2*c*p*r^3*x^2+62004*b^2*c*p*r^2*x^3-168*b^2*c *q^4*x^2-2817*b^2*c*q^3*r*x^2+7522*b^2*c*q^3*x^3-10359*b^2*c*q^2*r^2*x^2+37404* b^2*c*q^2*r*x^3-13623*b^2*c*q*r^3*x^2+62004*b^2*c*q*r^2*x^3-5913*b^2*c*r^4*x^2+ 33148*b^2*c*r^3*x^3-58*b^2*g^4*p*x^2-25*b^2*g^4*q*x^2-83*b^2*g^4*r*x^2+66*b^2*g ^4*x^3-352*b^2*g^3*p^2*x^2-440*b^2*g^3*p*q*x^2-1025*b^2*g^3*p*r*x^2+604*b^2*g^3 *p*x^3-88*b^2*g^3*q^2*x^2-541*b^2*g^3*q*r*x^2+604*b^2*g^3*q*x^3-743*b^2*g^3*r^2 *x^2+988*b^2*g^3*r*x^3-721*b^2*g^2*p^3*x^2-1543*b^2*g^2*p^2*q*x^2-3054*b^2*g^2* p^2*r*x^2+1867*b^2*g^2*p^2*x^3-923*b^2*g^2*p*q^2*x^2-4104*b^2*g^2*p*q*r*x^2+ 3734*b^2*g^2*p*q*x^3-4220*b^2*g^2*p*r^2*x^2+6405*b^2*g^2*p*r*x^3-101*b^2*g^2*q^ 3*x^2-1050*b^2*g^2*q^2*r*x^2+1867*b^2*g^2*q^2*x^3-2719*b^2*g^2*q*r^2*x^2+6405*b ^2*g^2*q*r*x^3-1887*b^2*g^2*r^3*x^2+5969*b^2*g^2*r^2*x^3-618*b^2*g*p^4*x^2-1892 *b^2*g*p^3*q*x^2-3391*b^2*g*p^3*r*x^2+2173*b^2*g*p^3*x^3-1968*b^2*g*p^2*q^2*x^2 -7565*b^2*g*p^2*q*r*x^2+6519*b^2*g*p^2*q*x^3-6805*b^2*g*p^2*r^2*x^2+10944*b^2*g *p^2*r*x^3-732*b^2*g*p*q^3*x^2-4957*b^2*g*p*q^2*r*x^2+6519*b^2*g*p*q^2*x^3-9900 *b^2*g*p*q*r^2*x^2+21888*b^2*g*p*q*r*x^3-5909*b^2*g*p*r^3*x^2+18696*b^2*g*p*r^2 *x^3-38*b^2*g*q^4*x^2-783*b^2*g*q^3*r*x^2+2173*b^2*g*q^3*x^3-3095*b^2*g*q^2*r^2 *x^2+10944*b^2*g*q^2*r*x^3-4227*b^2*g*q*r^3*x^2+18696*b^2*g*q*r^2*x^3-1877*b^2* g*r^4*x^2+10282*b^2*g*r^3*x^3-191*b^2*p^5*x^2-764*b^2*p^4*q*x^2-1279*b^2*p^4*r* x^2+844*b^2*p^4*x^3-1146*b^2*p^3*q^2*x^2-4028*b^2*p^3*q*r*x^2+3376*b^2*p^3*q*x^ 3-3341*b^2*p^3*r^2*x^2+5501*b^2*p^3*r*x^3-764*b^2*p^2*q^3*x^2-4410*b^2*p^2*q^2* r*x^2+5064*b^2*p^2*q^2*x^3-7788*b^2*p^2*q*r^2*x^2+16503*b^2*p^2*q*r*x^3-4259*b^ 2*p^2*r^3*x^2+13326*b^2*p^2*r^2*x^3-191*b^2*p*q^4*x^2-1852*b^2*p*q^3*r*x^2+3376 *b^2*p*q^3*x^3-5553*b^2*p*q^2*r^2*x^2+16503*b^2*p*q^2*r*x^3-6548*b^2*p*q*r^3*x^ 2+26652*b^2*p*q*r^2*x^3-2656*b^2*p*r^4*x^2+13900*b^2*p*r^3*x^3-191*b^2*q^4*r*x^ 2+844*b^2*q^4*x^3-1106*b^2*q^3*r^2*x^2+5501*b^2*q^3*r*x^3-2289*b^2*q^2*r^3*x^2+ 13326*b^2*q^2*r^2*x^3-2024*b^2*q*r^4*x^2+13900*b^2*q*r^3*x^3-650*b^2*r^5*x^2+ 5231*b^2*r^4*x^3-4864*b*c^6*x^2-9336*b*c^5*g*x^2-15456*b*c^5*p*x^2-9984*b*c^5*q *x^2-20736*b*c^5*r*x^2+18272*b*c^5*x^3-6916*b*c^4*g^2*x^2-24800*b*c^4*g*p*x^2-\ 15888*b*c^4*g*q*x^2-33396*b*c^4*g*r*x^2+28136*b*c^4*g*x^3-19600*b*c^4*p^2*x^2-\ 27680*b*c^4*p*q*x^2-53088*b*c^4*p*r*x^2+41376*b*c^4*p*x^3-8080*b*c^4*q^2*x^2-\ 35568*b*c^4*q*r*x^2+41376*b*c^4*q*x^3-35168*b*c^4*r^2*x^2+70200*b*c^4*r*x^3-\ 2450*b*c^3*g^3*x^2-14820*b*c^3*g^2*p*x^2-9348*b*c^3*g^2*q*x^2-20088*b*c^3*g^2*r *x^2+15984*b*c^3*g^2*x^3-25210*b*c^3*g*p^2*x^2-35396*b*c^3*g*p*q*x^2-68634*b*c^ 3*g*p*r*x^2+51104*b*c^3*g*p*x^3-10186*b*c^3*g*q^2*x^2-45546*b*c^3*g*q*r*x^2+ 51104*b*c^3*g*q*x^3-45728*b*c^3*g*r^2*x^2+87344*b*c^3*g*r*x^3-12824*b*c^3*p^3*x ^2-28872*b*c^3*p^2*q*x^2-52128*b*c^3*p^2*r*x^2+37328*b*c^3*p^2*x^3-19272*b*c^3* p*q^2*x^2-75648*b*c^3*p*q*r*x^2+74656*b*c^3*p*q*x^3-69000*b*c^3*p*r^2*x^2+ 124848*b*c^3*p*r*x^3-3224*b*c^3*q^3*x^2-23520*b*c^3*q^2*r*x^2+37328*b*c^3*q^2*x ^3-48696*b*c^3*q*r^2*x^2+124848*b*c^3*q*r*x^3-29696*b*c^3*r^3*x^2+104368*b*c^3* r^2*x^3-411*b*c^2*g^4*x^2-4016*b*c^2*g^3*p*x^2-2456*b*c^2*g^3*q*x^2-5509*b*c^2* g^3*r*x^2+4090*b*c^2*g^3*x^3-11371*b*c^2*g^2*p^2*x^2-15794*b*c^2*g^2*p*q*x^2-\ 31263*b*c^2*g^2*p*r*x^2+21878*b*c^2*g^2*p*x^3-4423*b*c^2*g^2*q^2*x^2-20341*b*c^ 2*g^2*q*r*x^2+21878*b*c^2*g^2*q*x^3-21088*b*c^2*g^2*r^2*x^2+37690*b*c^2*g^2*r*x ^3-12378*b*c^2*g*p^3*x^2-27750*b*c^2*g*p^2*q*x^2-50612*b*c^2*g*p^2*r*x^2+34662* b*c^2*g*p^2*x^3-18366*b*c^2*g*p*q^2*x^2-72964*b*c^2*g*p*q*r*x^2+69324*b*c^2*g*p *q*x^3-67396*b*c^2*g*p*r^2*x^2+116850*b*c^2*g*p*r*x^3-2994*b*c^2*g*q^3*x^2-\ 22352*b*c^2*g*q^2*r*x^2+34662*b*c^2*g*q^2*x^3-47206*b*c^2*g*q*r^2*x^2+116850*b* c^2*g*q*r*x^3-29162*b*c^2*g*r^3*x^2+99288*b*c^2*g*r^2*x^3-4596*b*c^2*p^4*x^2-\ 14424*b*c^2*p^3*q*x^2-24756*b*c^2*p^3*r*x^2+16768*b*c^2*p^3*x^3-15696*b*c^2*p^2 *q^2*x^2-56988*b*c^2*p^2*q*r*x^2+50304*b*c^2*p^2*q*x^3-48828*b*c^2*p^2*r^2*x^2+ 82794*b*c^2*p^2*r*x^3-6504*b*c^2*p*q^3*x^2-39708*b*c^2*p*q^2*r*x^2+50304*b*c^2* p*q^2*x^3-73572*b*c^2*p*q*r^2*x^2+165588*b*c^2*p*q*r*x^3-41772*b*c^2*p*r^3*x^2+ 135300*b*c^2*p*r^2*x^3-636*b*c^2*q^4*x^2-7476*b*c^2*q^3*r*x^2+16768*b*c^2*q^3*x ^3-24744*b*c^2*q^2*r^2*x^2+82794*b*c^2*q^2*r*x^3-31008*b*c^2*q*r^3*x^2+135300*b *c^2*q*r^2*x^3-13104*b*c^2*r^4*x^2+71428*b*c^2*r^3*x^3-26*b*c*g^5*x^2-471*b*c*g ^4*p*x^2-269*b*c*g^4*q*x^2-661*b*c*g^4*r*x^2+460*b*c*g^4*x^3-2089*b*c*g^3*p^2*x ^2-2840*b*c*g^3*p*q*x^2-5859*b*c*g^3*p*r*x^2+3751*b*c*g^3*p*x^3-751*b*c*g^3*q^2 *x^2-3650*b*c*g^3*q*r*x^2+3751*b*c*g^3*q*x^3-4056*b*c*g^3*r^2*x^2+6466*b*c*g^3* r*x^3-3737*b*c*g^2*p^3*x^2-8313*b*c*g^2*p^2*q*x^2-15460*b*c*g^2*p^2*r*x^2+9943* b*c*g^2*p^2*x^3-5415*b*c*g^2*p*q^2*x^2-21994*b*c*g^2*p*q*r*x^2+19886*b*c*g^2*p* q*x^3-20850*b*c*g^2*p*r^2*x^2+33855*b*c*g^2*p*r*x^3-839*b*c*g^2*q^3*x^2-6534*b* c*g^2*q^2*r*x^2+9943*b*c*g^2*q^2*x^3-14381*b*c*g^2*q*r^2*x^2+33855*b*c*g^2*q*r* x^3-9127*b*c*g^2*r^3*x^2+29690*b*c*g^2*r^2*x^3-2953*b*c*g*p^4*x^2-9240*b*c*g*p^ 3*q*x^2-16000*b*c*g*p^3*r*x^2+10402*b*c*g*p^3*x^3-10002*b*c*g*p^2*q^2*x^2-36666 *b*c*g*p^2*q*r*x^2+31206*b*c*g*p^2*q*x^3-31743*b*c*g*p^2*r^2*x^2+51789*b*c*g*p^ 2*r*x^3-4096*b*c*g*p*q^3*x^2-25332*b*c*g*p*q^2*r*x^2+31206*b*c*g*p*q^2*x^3-\ 47580*b*c*g*p*q*r^2*x^2+103578*b*c*g*p*q*r*x^3-27298*b*c*g*p*r^3*x^2+85926*b*c* g*p*r^2*x^3-381*b*c*g*q^4*x^2-4666*b*c*g*q^3*r*x^2+10402*b*c*g*q^3*x^3-15837*b* c*g*q^2*r^2*x^2+51789*b*c*g*q^2*r*x^3-20154*b*c*g*q*r^3*x^2+85926*b*c*g*q*r^2*x ^3-8602*b*c*g*r^4*x^2+45994*b*c*g*r^3*x^3-860*b*c*p^5*x^2-3490*b*c*p^4*q*x^2-\ 5724*b*c*p^4*r*x^2+3750*b*c*p^4*x^3-5360*b*c*p^3*q^2*x^2-18312*b*c*p^3*q*r*x^2+ 15000*b*c*p^3*q*x^3-14884*b*c*p^3*r^2*x^2+24258*b*c*p^3*r*x^3-3740*b*c*p^2*q^3* x^2-20592*b*c*p^2*q^2*r*x^2+22500*b*c*p^2*q^2*x^3-35274*b*c*p^2*q*r^2*x^2+72774 *b*c*p^2*q*r*x^3-18908*b*c*p^2*r^3*x^2+57996*b*c*p^2*r^2*x^3-1060*b*c*p*q^4*x^2 -9144*b*c*p*q^3*r*x^2+15000*b*c*p*q^3*x^3-25896*b*c*p*q^2*r^2*x^2+72774*b*c*p*q ^2*r*x^3-29572*b*c*p*q*r^3*x^2+115992*b*c*p*q*r^2*x^3-11760*b*c*p*r^4*x^2+59772 *b*c*p*r^3*x^3-50*b*c*q^5*x^2-1140*b*c*q^4*r*x^2+3750*b*c*q^4*x^3-5506*b*c*q^3* r^2*x^2+24258*b*c*q^3*r*x^3-10664*b*c*q^2*r^3*x^2+57996*b*c*q^2*r^2*x^3-9120*b* c*q*r^4*x^2+59772*b*c*q*r^3*x^3-2872*b*c*r^5*x^2+22284*b*c*r^4*x^3-17*b*g^5*p*x ^2-8*b*g^5*q*x^2-25*b*g^5*r*x^2+18*b*g^5*x^3-128*b*g^4*p^2*x^2-166*b*g^4*p*q*x^ 2-375*b*g^4*p*r*x^2+208*b*g^4*p*x^3-38*b*g^4*q^2*x^2-210*b*g^4*q*r*x^2+208*b*g^ 4*q*x^3-274*b*g^4*r^2*x^2+341*b*g^4*r*x^3-348*b*g^3*p^3*x^2-762*b*g^3*p^2*q*x^2 -1476*b*g^3*p^2*r*x^2+859*b*g^3*p^2*x^3-480*b*g^3*p*q^2*x^2-2040*b*g^3*p*q*r*x^ 2+1718*b*g^3*p*q*x^3-2046*b*g^3*p*r^2*x^2+2948*b*g^3*p*r*x^3-66*b*g^3*q^3*x^2-\ 564*b*g^3*q^2*r*x^2+859*b*g^3*q^2*x^3-1362*b*g^3*q*r^2*x^2+2948*b*g^3*q*r*x^3-\ 918*b*g^3*r^3*x^2+2746*b*g^3*r^2*x^3-446*b*g^2*p^4*x^2-1388*b*g^2*p^3*q*x^2-\ 2446*b*g^2*p^3*r*x^2+1500*b*g^2*p^3*x^3-1488*b*g^2*p^2*q^2*x^2-5556*b*g^2*p^2*q *r*x^2+4500*b*g^2*p^2*q*x^3-4914*b*g^2*p^2*r^2*x^2+7558*b*g^2*p^2*r*x^3-596*b*g ^2*p*q^3*x^2-3774*b*g^2*p*q^2*r*x^2+4500*b*g^2*p*q^2*x^3-7290*b*g^2*p*q*r^2*x^2 +15116*b*g^2*p*q*r*x^3-4274*b*g^2*p*r^3*x^2+12914*b*g^2*p*r^2*x^3-50*b*g^2*q^4* x^2-664*b*g^2*q^3*r*x^2+1500*b*g^2*q^3*x^3-2376*b*g^2*q^2*r^2*x^2+7558*b*g^2*q^ 2*r*x^3-3122*b*g^2*q*r^3*x^2+12914*b*g^2*q*r^2*x^3-1360*b*g^2*r^4*x^2+7108*b*g^ 2*r^3*x^3-275*b*g*p^5*x^2-1114*b*g*p^4*q*x^2-1839*b*g*p^4*r*x^2+1165*b*g*p^4*x^ 3-1706*b*g*p^3*q^2*x^2-5868*b*g*p^3*q*r*x^2+4660*b*g*p^3*q*x^3-4804*b*g*p^3*r^2 *x^2+7600*b*g*p^3*r*x^3-1184*b*g*p^2*q^3*x^2-6570*b*g*p^2*q^2*r*x^2+6990*b*g*p^ 2*q^2*x^3-11352*b*g*p^2*q*r^2*x^2+22800*b*g*p^2*q*r*x^3-6128*b*g*p^2*r^3*x^2+ 18423*b*g*p^2*r^2*x^3-331*b*g*p*q^4*x^2-2892*b*g*p*q^3*r*x^2+4660*b*g*p*q^3*x^3 -8292*b*g*p*q^2*r^2*x^2+22800*b*g*p*q^2*r*x^3-9556*b*g*p*q*r^3*x^2+36846*b*g*p* q*r^2*x^3-3825*b*g*p*r^4*x^2+19234*b*g*p*r^3*x^3-14*b*g*q^5*x^2-351*b*g*q^4*r*x ^2+1165*b*g*q^4*x^3-1744*b*g*q^3*r^2*x^2+7600*b*g*q^3*r*x^3-3428*b*g*q^2*r^3*x^ 2+18423*b*g*q^2*r^2*x^3-2958*b*g*q*r^4*x^2+19234*b*g*q*r^3*x^3-937*b*g*r^5*x^2+ 7246*b*g*r^4*x^3-66*b*p^6*x^2-330*b*p^5*q*x^2-519*b*p^5*r*x^2+334*b*p^5*x^3-660 *b*p^4*q^2*x^2-2142*b*p^4*q*r*x^2+1670*b*p^4*q*x^3-1662*b*p^4*r^2*x^2+2649*b*p^ 4*r*x^3-660*b*p^3*q^3*x^2-3378*b*p^3*q^2*r*x^2+3340*b*p^3*q^2*x^3-5442*b*p^3*q* r^2*x^2+10596*b*p^3*q*r*x^3-2778*b*p^3*r^3*x^2+8219*b*p^3*r^2*x^3-330*b*p^2*q^4 *x^2-2472*b*p^2*q^3*r*x^2+3340*b*p^2*q^3*x^3-6354*b*p^2*q^2*r^2*x^2+15894*b*p^2 *q^2*r*x^3-6774*b*p^2*q*r^3*x^2+24657*b*p^2*q*r^2*x^3-2562*b*p^2*r^4*x^2+12370* b*p^2*r^3*x^3-66*b*p*q^5*x^2-783*b*p*q^4*r*x^2+1670*b*p*q^4*x^3-3030*b*p*q^3*r^ 2*x^2+10596*b*p*q^3*r*x^3-5214*b*p*q^2*r^3*x^2+24657*b*p*q^2*r^2*x^3-4140*b*p*q *r^4*x^2+24740*b*p*q*r^3*x^3-1239*b*p*r^5*x^2+9009*b*p*r^4*x^3-66*b*q^5*r*x^2+ 334*b*q^5*x^3-456*b*q^4*r^2*x^2+2649*b*q^4*r*x^3-1218*b*q^3*r^3*x^2+8219*b*q^3* r^2*x^3-1578*b*q^2*r^4*x^2+12370*b*q^2*r^3*x^3-996*b*q*r^5*x^2+9009*b*q*r^4*x^3 -246*b*r^6*x^2+2543*b*r^5*x^3-1440*c^7*x^2-3408*c^6*g*x^2-5376*c^6*p*x^2-3552*c ^6*q*x^2-7200*c^6*r*x^2+6336*c^6*x^3-3264*c^5*g^2*x^2-10912*c^5*g*p*x^2-7184*c^ 5*g*q*x^2-14640*c^5*g*r*x^2+12448*c^5*g*x^3-8208*c^5*p^2*x^2-11808*c^5*p*q*x^2-\ 22224*c^5*p*r*x^2+17184*c^5*p*x^3-3600*c^5*q^2*x^2-15216*c^5*q*r*x^2+17184*c^5* q*x^3-14760*c^5*r^2*x^2+29040*c^5*r*x^3-1608*c^4*g^3*x^2-8736*c^4*g^2*p*x^2-\ 5712*c^4*g^2*q*x^2-11760*c^4*g^2*r*x^2+9568*c^4*g^2*x^3-13880*c^4*g*p^2*x^2-\ 19920*c^4*g*p*q*x^2-37664*c^4*g*p*r*x^2+28160*c^4*g*p*x^3-6040*c^4*g*q^2*x^2-\ 25696*c^4*g*q*r*x^2+28160*c^4*g*q*x^3-25068*c^4*g*r^2*x^2+47848*c^4*g*r*x^3-\ 6720*c^4*p^3*x^2-15360*c^4*p^2*q*x^2-27312*c^4*p^2*r*x^2+19344*c^4*p^2*x^3-\ 10560*c^4*p*q^2*x^2-40320*c^4*p*q*r*x^2+38688*c^4*p*q*x^3-36216*c^4*p*r^2*x^2+ 64440*c^4*p*r*x^3-1920*c^4*q^3*x^2-13008*c^4*q^2*r*x^2+19344*c^4*q^2*x^3-26064* c^4*q*r^2*x^2+64440*c^4*q*r*x^3-15624*c^4*r^3*x^2+53592*c^4*r^2*x^3-426*c^3*g^4 *x^2-3472*c^3*g^3*p*x^2-2240*c^3*g^3*q*x^2-4704*c^3*g^3*r*x^2+3616*c^3*g^3*x^3-\ 8904*c^3*g^2*p^2*x^2-12720*c^3*g^2*p*q*x^2-24272*c^3*g^2*p*r*x^2+17360*c^3*g^2* p*x^3-3816*c^3*g^2*q^2*x^2-16432*c^3*g^2*q*r*x^2+17360*c^3*g^2*q*x^3-16242*c^3* g^2*r^2*x^2+29708*c^3*g^2*r*x^3-9080*c^3*g*p^3*x^2-20720*c^3*g*p^2*q*x^2-36992* c^3*g*p^2*r*x^2+25376*c^3*g*p^2*x^3-14200*c^3*g*p*q^2*x^2-54480*c^3*g*p*q*r*x^2 +50752*c^3*g*p*q*x^3-49164*c^3*g*p*r^2*x^2+84996*c^3*g*p*r*x^3-2560*c^3*g*q^3*x ^2-17488*c^3*g*q^2*r*x^2+25376*c^3*g*q^2*x^3-35280*c^3*g*q*r^2*x^2+84996*c^3*g* q*r*x^3-21252*c^3*g*r^3*x^2+71224*c^3*g*r^2*x^3-3210*c^3*p^4*x^2-10200*c^3*p^3* q*x^2-17280*c^3*p^3*r*x^2+11568*c^3*p^3*x^3-11340*c^3*p^2*q^2*x^2-40320*c^3*p^2 *q*r*x^2+34704*c^3*p^2*q*x^3-34110*c^3*p^2*r^2*x^2+56892*c^3*p^2*r*x^3-4920*c^3 *p*q^3*x^2-28800*c^3*p*q^2*r*x^2+34704*c^3*p*q^2*x^3-52164*c^3*p*q*r^2*x^2+ 113784*c^3*p*q*r*x^3-29220*c^3*p*r^3*x^2+92520*c^3*p*r^2*x^3-570*c^3*q^4*x^2-\ 5760*c^3*q^3*r*x^2+11568*c^3*q^3*x^3-18054*c^3*q^2*r^2*x^2+56892*c^3*q^2*r*x^3-\ 22044*c^3*q*r^3*x^2+92520*c^3*q*r^2*x^3-9180*c^3*r^4*x^2+48648*c^3*r^3*x^3-57*c ^2*g^5*x^2-704*c^2*g^4*p*x^2-442*c^2*g^4*q*x^2-966*c^2*g^4*r*x^2+692*c^2*g^4*x^ 3-2670*c^2*g^3*p^2*x^2-3780*c^2*g^3*p*q*x^2-7348*c^2*g^3*p*r*x^2+4944*c^2*g^3*p *x^3-1110*c^2*g^3*q^2*x^2-4892*c^2*g^3*q*r*x^2+4944*c^2*g^3*q*x^3-4977*c^2*g^3* r^2*x^2+8526*c^2*g^3*r*x^3-4368*c^2*g^2*p^3*x^2-9936*c^2*g^2*p^2*q*x^2-17886*c^ 2*g^2*p^2*r*x^2+11760*c^2*g^2*p^2*x^3-6768*c^2*g^2*p*q^2*x^2-26208*c^2*g^2*p*q* r*x^2+23520*c^2*g^2*p*q*x^3-23898*c^2*g^2*p*r^2*x^2+39690*c^2*g^2*p*r*x^3-1200* c^2*g^2*q^3*x^2-8322*c^2*g^2*q^2*r*x^2+11760*c^2*g^2*q^2*x^3-17052*c^2*g^2*q*r^ 2*x^2+39690*c^2*g^2*q*r*x^3-10380*c^2*g^2*r^3*x^2+33786*c^2*g^2*r^2*x^3-3245*c^ 2*g*p^4*x^2-10300*c^2*g*p^3*q*x^2-17508*c^2*g*p^3*r*x^2+11384*c^2*g*p^3*x^3-\ 11430*c^2*g*p^2*q^2*x^2-40788*c^2*g*p^2*q*r*x^2+34152*c^2*g*p^2*q*x^3-34635*c^2 *g*p^2*r^2*x^2+56286*c^2*g*p^2*r*x^3-4940*c^2*g*p*q^3*x^2-29052*c^2*g*p*q^2*r*x ^2+34152*c^2*g*p*q^2*x^3-52866*c^2*g*p*q*r^2*x^2+112572*c^2*g*p*q*r*x^3-29726*c ^2*g*p*r^3*x^2+92190*c^2*g*p*r^2*x^3-565*c^2*g*q^4*x^2-5772*c^2*g*q^3*r*x^2+ 11384*c^2*g*q^3*x^3-18231*c^2*g*q^2*r^2*x^2+56286*c^2*g*q^2*r*x^3-22378*c^2*g*q *r^3*x^2+92190*c^2*g*q*r^2*x^3-9354*c^2*g*r^4*x^2+48788*c^2*g*r^3*x^3-900*c^2*p ^5*x^2-3690*c^2*p^4*q*x^2-5982*c^2*p^4*r*x^2+3876*c^2*p^4*x^3-5760*c^2*p^3*q^2* x^2-19344*c^2*p^3*q*r*x^2+15504*c^2*p^3*q*x^3-15552*c^2*p^3*r^2*x^2+24978*c^2*p ^3*r*x^3-4140*c^2*p^2*q^3*x^2-22140*c^2*p^2*q^2*r*x^2+23256*c^2*p^2*q^2*x^3-\ 37278*c^2*p^2*q*r^2*x^2+74934*c^2*p^2*q*r*x^3-19764*c^2*p^2*r^3*x^2+59454*c^2*p ^2*r^2*x^3-1260*c^2*p*q^4*x^2-10176*c^2*p*q^3*r*x^2+15504*c^2*p*q^3*x^3-27900*c ^2*p*q^2*r^2*x^2+74934*c^2*p*q^2*r*x^3-31284*c^2*p*q*r^3*x^2+118908*c^2*p*q*r^2 *x^3-12300*c^2*p*r^4*x^2+61044*c^2*p*r^3*x^3-90*c^2*q^5*x^2-1398*c^2*q^4*r*x^2+ 3876*c^2*q^4*x^3-6174*c^2*q^3*r^2*x^2+24978*c^2*q^3*r*x^3-11520*c^2*q^2*r^3*x^2 +59454*c^2*q^2*r^2*x^3-9660*c^2*q*r^4*x^2+61044*c^2*q*r^3*x^3-3006*c^2*r^5*x^2+ 22692*c^2*r^4*x^3-3*c*g^6*x^2-66*c*g^5*p*x^2-39*c*g^5*q*x^2-93*c*g^5*r*x^2+62*c *g^5*x^3-367*c*g^4*p^2*x^2-510*c*g^4*p*q*x^2-1031*c*g^4*p*r*x^2+634*c*g^4*p*x^3 -143*c*g^4*q^2*x^2-661*c*g^4*q*r*x^2+634*c*g^4*q*x^3-717*c*g^4*r^2*x^2+1094*c*g ^4*r*x^3-876*c*g^3*p^3*x^2-1980*c*g^3*p^2*q*x^2-3627*c*g^3*p^2*r*x^2+2244*c*g^3 *p^2*x^3-1332*c*g^3*p*q^2*x^2-5256*c*g^3*p*q*r*x^2+4488*c*g^3*p*q*x^3-4905*c*g^ 3*p*r^2*x^2+7647*c*g^3*p*r*x^3-228*c*g^3*q^3*x^2-1629*c*g^3*q^2*r*x^2+2244*c*g^ 3*q^2*x^3-3456*c*g^3*q*r^2*x^2+7647*c*g^3*q*r*x^3-2154*c*g^3*r^3*x^2+6714*c*g^3 *r^2*x^3-1038*c*g^2*p^4*x^2-3288*c*g^2*p^3*q*x^2-5627*c*g^2*p^3*r*x^2+3524*c*g^ 2*p^3*x^3-3636*c*g^2*p^2*q^2*x^2-13067*c*g^2*p^2*q*r*x^2+10572*c*g^2*p^2*q*x^3-\ 11185*c*g^2*p^2*r^2*x^2+17562*c*g^2*p^2*r*x^3-1560*c*g^2*p*q^3*x^2-9253*c*g^2*p *q^2*r*x^2+10572*c*g^2*p*q^2*x^3-17010*c*g^2*p*q*r^2*x^2+35124*c*g^2*p*q*r*x^3-\ 9641*c*g^2*p*r^3*x^2+29181*c*g^2*p*r^2*x^3-174*c*g^2*q^4*x^2-1813*c*g^2*q^3*r*x ^2+3524*c*g^2*q^3*x^3-5825*c*g^2*q^2*r^2*x^2+17562*c*g^2*q^2*r*x^3-7231*c*g^2*q *r^3*x^2+29181*c*g^2*q*r^2*x^3-3045*c*g^2*r^4*x^2+15644*c*g^2*r^3*x^3-604*c*g*p ^5*x^2-2475*c*g*p^4*q*x^2-4021*c*g*p^4*r*x^2+2542*c*g*p^4*x^3-3860*c*g*p^3*q^2* x^2-12992*c*g*p^3*q*r*x^2+10168*c*g*p^3*q*x^3-10470*c*g*p^3*r^2*x^2+16463*c*g*p ^3*r*x^3-2770*c*g*p^2*q^3*x^2-14850*c*g*p^2*q^2*r*x^2+15252*c*g*p^2*q^2*x^3-\ 25071*c*g*p^2*q*r^2*x^2+49389*c*g*p^2*q*r*x^3-13324*c*g*p^2*r^3*x^2+39435*c*g*p ^2*r^2*x^3-840*c*g*p*q^4*x^2-6808*c*g*p*q^3*r*x^2+10168*c*g*p*q^3*x^3-18732*c*g *p*q^2*r^2*x^2+49389*c*g*p*q^2*r*x^3-21066*c*g*p*q*r^3*x^2+78870*c*g*p*q*r^2*x^ 3-8302*c*g*p*r^4*x^2+40726*c*g*p*r^3*x^3-59*c*g*q^5*x^2-929*c*g*q^4*r*x^2+2542* c*g*q^4*x^3-4131*c*g*q^3*r^2*x^2+16463*c*g*q^3*r*x^3-7742*c*g*q^2*r^3*x^2+39435 *c*g*q^2*r^2*x^3-6512*c*g*q*r^4*x^2+40726*c*g*q*r^3*x^3-2031*c*g*r^5*x^2+15212* c*g*r^4*x^3-138*c*p^6*x^2-696*c*p^5*q*x^2-1083*c*p^5*r*x^2+690*c*p^5*x^3-1410*c *p^4*q^2*x^2-4509*c*p^4*q*r*x^2+3450*c*p^4*q*x^3-3465*c*p^4*r^2*x^2+5454*c*p^4* r*x^3-1440*c*p^3*q^3*x^2-7206*c*p^3*q^2*r*x^2+6900*c*p^3*q^2*x^3-11448*c*p^3*q* r^2*x^2+21816*c*p^3*q*r*x^3-5790*c*p^3*r^3*x^2+16860*c*p^3*r^2*x^3-750*c*p^2*q^ 4*x^2-5394*c*p^2*q^3*r*x^2+6900*c*p^2*q^3*x^3-13554*c*p^2*q^2*r^2*x^2+32724*c*p ^2*q^2*r*x^3-14250*c*p^2*q*r^3*x^2+50580*c*p^2*q*r^2*x^3-5340*c*p^2*r^4*x^2+ 25296*c*p^2*r^3*x^3-168*c*p*q^5*x^2-1791*c*p*q^4*r*x^2+3450*c*p*q^4*x^3-6624*c* p*q^3*r^2*x^2+21816*c*p*q^3*r*x^3-11130*c*p*q^2*r^3*x^2+50580*c*p*q^2*r^2*x^3-\ 8712*c*p*q*r^4*x^2+50592*c*p*q*r^3*x^3-2583*c*p*r^5*x^2+18378*c*p*r^4*x^3-6*c*q ^6*x^2-177*c*q^5*r*x^2+690*c*q^5*x^3-1053*c*q^4*r^2*x^2+5454*c*q^4*r*x^3-2670*c *q^3*r^3*x^2+16860*c*q^3*r^2*x^3-3372*c*q^2*r^4*x^2+25296*c*q^2*r^3*x^3-2097*c* q*r^5*x^2+18378*c*q*r^4*x^3-513*c*r^6*x^2+5178*c*r^5*x^3-2*g^6*p*x^2-g^6*q*x^2-\ 3*g^6*r*x^2+2*g^6*x^3-18*g^5*p^2*x^2-24*g^5*p*q*x^2-53*g^5*p*r*x^2+28*g^5*p*x^3 -6*g^5*q^2*x^2-31*g^5*q*r*x^2+28*g^5*q*x^3-39*g^5*r^2*x^2+46*g^5*r*x^3-61*g^4*p ^3*x^2-136*g^4*p^2*q*x^2-259*g^4*p^2*r*x^2+145*g^4*p^2*x^3-89*g^4*p*q^2*x^2-366 *g^4*p*q*r*x^2+290*g^4*p*q*x^3-360*g^4*p*r^2*x^2+498*g^4*p*r*x^3-14*g^4*q^3*x^2 -107*g^4*q^2*r*x^2+145*g^4*q^2*x^3-246*g^4*q*r^2*x^2+498*g^4*q*r*x^3-162*g^4*r^ 3*x^2+464*g^4*r^2*x^3-104*g^3*p^4*x^2-328*g^3*p^3*q*x^2-570*g^3*p^3*r*x^2+338*g ^3*p^3*x^3-360*g^3*p^2*q^2*x^2-1314*g^3*p^2*q*r*x^2+1014*g^3*p^2*q*x^3-1146*g^3 *p^2*r^2*x^2+1704*g^3*p^2*r*x^3-152*g^3*p*q^3*x^2-918*g^3*p*q^2*r*x^2+1014*g^3* p*q^2*x^3-1728*g^3*p*q*r^2*x^2+3408*g^3*p*q*r*x^3-998*g^3*p*r^3*x^2+2913*g^3*p* r^2*x^3-16*g^3*q^4*x^2-174*g^3*q^3*r*x^2+338*g^3*q^3*x^3-582*g^3*q^2*r^2*x^2+ 1704*g^3*q^2*r*x^3-742*g^3*q*r^3*x^2+2913*g^3*q*r^2*x^3-318*g^3*r^4*x^2+1604*g^ 3*r^3*x^3-96*g^2*p^5*x^2-393*g^2*p^4*q*x^2-641*g^2*p^4*r*x^2+394*g^2*p^4*x^3-\ 612*g^2*p^3*q^2*x^2-2068*g^2*p^3*q*r*x^2+1576*g^2*p^3*q*x^3-1674*g^2*p^3*r^2*x^ 2+2572*g^2*p^3*r*x^3-438*g^2*p^2*q^3*x^2-2358*g^2*p^2*q^2*r*x^2+2364*g^2*p^2*q^ 2*x^3-4002*g^2*p^2*q*r^2*x^2+7716*g^2*p^2*q*r*x^3-2136*g^2*p^2*r^3*x^2+6240*g^2 *p^2*r^2*x^3-132*g^2*p*q^4*x^2-1076*g^2*p*q^3*r*x^2+1576*g^2*p*q^3*x^3-2982*g^2 *p*q^2*r^2*x^2+7716*g^2*p*q^2*r*x^3-3372*g^2*p*q*r^3*x^2+12480*g^2*p*q*r^2*x^3-\ 1334*g^2*p*r^4*x^2+6520*g^2*p*r^3*x^3-9*g^2*q^5*x^2-145*g^2*q^4*r*x^2+394*g^2*q ^4*x^3-654*g^2*q^3*r^2*x^2+2572*g^2*q^3*r*x^3-1236*g^2*q^2*r^3*x^2+6240*g^2*q^2 *r^2*x^3-1045*g^2*q*r^4*x^2+6520*g^2*q*r^3*x^3-327*g^2*r^5*x^2+2458*g^2*r^4*x^3 -46*g*p^6*x^2-232*g*p^5*q*x^2-361*g*p^5*r*x^2+226*g*p^5*x^3-470*g*p^4*q^2*x^2-\ 1503*g*p^4*q*r*x^2+1130*g*p^4*q*x^3-1155*g*p^4*r^2*x^2+1794*g*p^4*r*x^3-480*g*p ^3*q^3*x^2-2402*g*p^3*q^2*r*x^2+2260*g*p^3*q^2*x^3-3816*g*p^3*q*r^2*x^2+7176*g* p^3*q*r*x^3-1930*g*p^3*r^3*x^2+5573*g*p^3*r^2*x^3-250*g*p^2*q^4*x^2-1798*g*p^2* q^3*r*x^2+2260*g*p^2*q^3*x^3-4518*g*p^2*q^2*r^2*x^2+10764*g*p^2*q^2*r*x^3-4750* g*p^2*q*r^3*x^2+16719*g*p^2*q*r^2*x^3-1780*g*p^2*r^4*x^2+8398*g*p^2*r^3*x^3-56* g*p*q^5*x^2-597*g*p*q^4*r*x^2+1130*g*p*q^4*x^3-2208*g*p*q^3*r^2*x^2+7176*g*p*q^ 3*r*x^3-3710*g*p*q^2*r^3*x^2+16719*g*p*q^2*r^2*x^3-2904*g*p*q*r^4*x^2+16796*g*p *q*r^3*x^3-861*g*p*r^5*x^2+6123*g*p*r^4*x^3-2*g*q^6*x^2-59*g*q^5*r*x^2+226*g*q^ 5*x^3-351*g*q^4*r^2*x^2+1794*g*q^4*r*x^3-890*g*q^3*r^3*x^2+5573*g*q^3*r^2*x^3-\ 1124*g*q^2*r^4*x^2+8398*g*q^2*r^3*x^3-699*g*q*r^5*x^2+6123*g*q*r^4*x^3-171*g*r^ 6*x^2+1730*g*r^5*x^3-9*p^7*x^2-54*p^6*q*x^2-81*p^6*r*x^2+51*p^6*x^3-135*p^5*q^2 *x^2-414*p^5*q*r*x^2+306*p^5*q*x^3-306*p^5*r^2*x^2+474*p^5*r*x^3-180*p^4*q^3*x^ 2-855*p^4*q^2*r*x^2+765*p^4*q^2*x^3-1296*p^4*q*r^2*x^2+2370*p^4*q*r*x^3-630*p^4 *r^3*x^2+1782*p^4*r^2*x^3-135*p^3*q^4*x^2-900*p^3*q^3*r*x^2+1020*p^3*q^3*x^3-\ 2124*p^3*q^2*r^2*x^2+4740*p^3*q^2*r*x^3-2124*p^3*q*r^3*x^2+7128*p^3*q*r^2*x^3-\ 765*p^3*r^4*x^2+3468*p^3*r^3*x^3-54*p^2*q^5*x^2-495*p^2*q^4*r*x^2+765*p^2*q^4*x ^3-1656*p^2*q^3*r^2*x^2+4740*p^2*q^3*r*x^3-2592*p^2*q^2*r^3*x^2+10692*p^2*q^2*r ^2*x^3-1926*p^2*q*r^4*x^2+10404*p^2*q*r^3*x^3-549*p^2*r^5*x^2+3687*p^2*r^4*x^3-\ 9*p*q^6*x^2-126*p*q^5*r*x^2+306*p*q^5*x^3-594*p*q^4*r^2*x^2+2370*p*q^4*r*x^3-\ 1332*p*q^3*r^3*x^2+7128*p*q^3*r^2*x^3-1557*p*q^2*r^4*x^2+10404*p*q^2*r^3*x^3-\ 918*p*q*r^5*x^2+7374*p*q*r^4*x^3-216*p*r^6*x^2+2034*p*r^5*x^3-9*q^6*r*x^2+51*q^ 6*x^3-72*q^5*r^2*x^2+474*q^5*r*x^3-234*q^4*r^3*x^2+1782*q^4*r^2*x^3-396*q^3*r^4 *x^2+3468*q^3*r^3*x^3-369*q^2*r^5*x^2+3687*q^2*r^4*x^3-180*q*r^6*x^2+2034*q*r^5 *x^3-36*r^7*x^2+456*r^6*x^3+16*a^6*c*x+24*a^6*p*x+8*a^6*q*x+32*a^6*r*x-32*a^6*x ^2+96*a^5*b*c*x+112*a^5*b*p*x+32*a^5*b*q*x+144*a^5*b*r*x-176*a^5*b*x^2+224*a^5* c^2*x+72*a^5*c*g*x+400*a^5*c*p*x+160*a^5*c*q*x+456*a^5*c*r*x-792*a^5*c*x^2+92*a ^5*g*p*x+28*a^5*g*q*x+120*a^5*g*r*x-136*a^5*g*x^2+144*a^5*p^2*x+144*a^5*p*q*x+ 360*a^5*p*r*x-424*a^5*p*x^2+24*a^5*q^2*x+156*a^5*q*r*x-324*a^5*q*x^2+216*a^5*r^ 2*x-588*a^5*r*x^2+128*a^5*x^3+224*a^4*b^2*c*x+208*a^4*b^2*p*x+48*a^4*b^2*q*x+ 256*a^4*b^2*r*x-400*a^4*b^2*x^2+1024*a^4*b*c^2*x+336*a^4*b*c*g*x+1648*a^4*b*c*p *x+608*a^4*b*c*q*x+1880*a^4*b*c*r*x-3432*a^4*b*c*x^2+352*a^4*b*g*p*x+88*a^4*b*g *q*x+440*a^4*b*g*r*x-624*a^4*b*g*x^2+576*a^4*b*p^2*x+528*a^4*b*p*q*x+1428*a^4*b *p*r*x-1852*a^4*b*p*x^2+72*a^4*b*q^2*x+552*a^4*b*q*r*x-1352*a^4*b*q*x^2+852*a^4 *b*r^2*x-2544*a^4*b*r*x^2+640*a^4*b*x^3+1136*a^4*c^3*x+768*a^4*c^2*g*x+2600*a^4 *c^2*p*x+1096*a^4*c^2*q*x+2872*a^4*c^2*r*x-5832*a^4*c^2*x^2+124*a^4*c*g^2*x+ 1304*a^4*c*g*p*x+488*a^4*c*g*q*x+1484*a^4*c*g*r*x-2652*a^4*c*g*x^2+1700*a^4*c*p ^2*x+1752*a^4*c*p*q*x+4020*a^4*c*p*r*x-6560*a^4*c*p*x^2+316*a^4*c*q^2*x+1844*a^ 4*c*q*r*x-4668*a^4*c*q*x^2+2320*a^4*c*r^2*x-9012*a^4*c*r*x^2+1500*a^4*c*x^3+142 *a^4*g^2*p*x+38*a^4*g^2*q*x+180*a^4*g^2*r*x-236*a^4*g^2*x^2+464*a^4*g*p^2*x+440 *a^4*g*p*q*x+1156*a^4*g*p*r*x-1436*a^4*g*p*x^2+64*a^4*g*q^2*x+464*a^4*g*q*r*x-\ 1064*a^4*g*q*x^2+692*a^4*g*r^2*x-1980*a^4*g*r*x^2+480*a^4*g*x^3+330*a^4*p^3*x+ 578*a^4*p^2*q*x+1196*a^4*p^2*r*x-1786*a^4*p^2*x^2+274*a^4*p*q^2*x+1316*a^4*p*q* r*x-2710*a^4*p*q*x^2+1402*a^4*p*r^2*x-5248*a^4*p*r*x^2+702*a^4*p*x^3+26*a^4*q^3 *x+264*a^4*q^2*r*x-924*a^4*q^2*x^2+738*a^4*q*r^2*x-3588*a^4*q*r*x^2+702*a^4*q*x ^3+536*a^4*r^3*x-3924*a^4*r^2*x^2+1158*a^4*r*x^3+256*a^3*b^3*c*x+192*a^3*b^3*p* x+32*a^3*b^3*q*x+224*a^3*b^3*r*x-480*a^3*b^3*x^2+1792*a^3*b^2*c^2*x+592*a^3*b^2 *c*g*x+2624*a^3*b^2*c*p*x+864*a^3*b^2*c*q*x+3008*a^3*b^2*c*r*x-5808*a^3*b^2*c*x ^2+512*a^3*b^2*g*p*x+96*a^3*b^2*g*q*x+608*a^3*b^2*g*r*x-1136*a^3*b^2*g*x^2+888* a^3*b^2*p^2*x+720*a^3*b^2*p*q*x+2184*a^3*b^2*p*r*x-3168*a^3*b^2*p*x^2+72*a^3*b^ 2*q^2*x+720*a^3*b^2*q*r*x-2168*a^3*b^2*q*x^2+1296*a^3*b^2*r^2*x-4296*a^3*b^2*r* x^2+1280*a^3*b^2*x^3+4000*a^3*b*c^3*x+2720*a^3*b*c^2*g*x+8624*a^3*b*c^2*p*x+ 3376*a^3*b*c^2*q*x+9648*a^3*b*c^2*r*x-20280*a^3*b*c^2*x^2+440*a^3*b*c*g^2*x+ 4240*a^3*b*c*g*p*x+1432*a^3*b*c*g*q*x+4824*a^3*b*c*g*r*x-9216*a^3*b*c*g*x^2+ 5520*a^3*b*c*p^2*x+5280*a^3*b*c*p*q*x+13048*a^3*b*c*p*r*x-22956*a^3*b*c*p*x^2+ 816*a^3*b*c*q^2*x+5512*a^3*b*c*q*r*x-15388*a^3*b*c*q*x^2+7528*a^3*b*c*r^2*x-\ 31716*a^3*b*c*r*x^2+6000*a^3*b*c*x^3+428*a^3*b*g^2*p*x+88*a^3*b*g^2*q*x+516*a^3 *b*g^2*r*x-868*a^3*b*g^2*x^2+1468*a^3*b*g*p^2*x+1256*a^3*b*g*p*q*x+3624*a^3*b*g *p*r*x-5020*a^3*b*g*p*x^2+140*a^3*b*g*q^2*x+1272*a^3*b*g*q*r*x-3532*a^3*b*g*q*x ^2+2156*a^3*b*g*r^2*x-6852*a^3*b*g*r*x^2+1920*a^3*b*g*x^3+1072*a^3*b*p^3*x+1764 *a^3*b*p^2*q*x+3880*a^3*b*p^2*r*x-6264*a^3*b*p^2*x^2+744*a^3*b*p*q^2*x+3992*a^3 *b*p*q*r*x-9080*a^3*b*p*q*x^2+4544*a^3*b*p*r^2*x-18438*a^3*b*p*r*x^2+2808*a^3*b *p*x^3+52*a^3*b*q^3*x+688*a^3*b*q^2*r*x-2816*a^3*b*q^2*x^2+2228*a^3*b*q*r^2*x-\ 11798*a^3*b*q*r*x^2+2808*a^3*b*q*x^3+1736*a^3*b*r^3*x-13722*a^3*b*r^2*x^2+4632* a^3*b*r*x^3+2800*a^3*c^4*x+2976*a^3*c^3*g*x+8016*a^3*c^3*p*x+3376*a^3*c^3*q*x+ 8832*a^3*c^3*r*x-19944*a^3*c^3*x^2+1000*a^3*c^2*g^2*x+6676*a^3*c^2*g*p*x+2644*a ^3*c^2*g*q*x+7396*a^3*c^2*g*r*x-15468*a^3*c^2*g*x^2+7548*a^3*c^2*p^2*x+7736*a^3 *c^2*p*q*x+17512*a^3*c^2*p*r*x-33712*a^3*c^2*p*x^2+1388*a^3*c^2*q^2*x+8112*a^3* c^2*q*r*x-23196*a^3*c^2*q*x^2+9964*a^3*c^2*r^2*x-46200*a^3*c^2*r*x^2+8796*a^3*c ^2*x^3+106*a^3*c*g^3*x+1644*a^3*c*g^2*p*x+564*a^3*c*g^2*q*x+1862*a^3*c*g^2*r*x-\ 3498*a^3*c*g^2*x^2+4340*a^3*c*g*p^2*x+4264*a^3*c*g*p*q*x+10260*a^3*c*g*p*r*x-\ 17514*a^3*c*g*p*x^2+688*a^3*c*g*q^2*x+4434*a^3*c*g*q*r*x-12042*a^3*c*g*q*x^2+ 5920*a^3*c*g*r^2*x-24136*a^3*c*g*r*x^2+4490*a^3*c*g*x^3+2868*a^3*c*p^3*x+5000*a ^3*c*p^2*q*x+10162*a^3*c*p^2*r*x-18094*a^3*c*p^2*x^2+2356*a^3*c*p*q^2*x+11208*a ^3*c*p*q*r*x-26856*a^3*c*p*q*x^2+11720*a^3*c*p*r^2*x-51680*a^3*c*p*r*x^2+8496*a ^3*c*p*x^3+224*a^3*c*q^3*x+2294*a^3*c*q^2*r*x-8762*a^3*c*q^2*x^2+6208*a^3*c*q*r ^2*x-35370*a^3*c*q*r*x^2+8496*a^3*c*q*x^3+4426*a^3*c*r^3*x-36916*a^3*c*r^2*x^2+ 16184*a^3*c*r*x^3+113*a^3*g^3*p*x+25*a^3*g^3*q*x+138*a^3*g^3*r*x-214*a^3*g^3*x^ 2+580*a^3*g^2*p^2*x+516*a^3*g^2*p*q*x+1438*a^3*g^2*p*r*x-1910*a^3*g^2*p*x^2+62* a^3*g^2*q^2*x+527*a^3*g^2*q*r*x-1369*a^3*g^2*q*x^2+858*a^3*g^2*r^2*x-2619*a^3*g ^2*r*x^2+704*a^3*g^2*x^3+845*a^3*g*p^3*x+1427*a^3*g*p^2*q*x+3064*a^3*g*p^2*r*x-\ 4775*a^3*g*p^2*x^2+631*a^3*g*p*q^2*x+3234*a^3*g*p*q*r*x-7063*a^3*g*p*q*x^2+3593 *a^3*g*p*r^2*x-14046*a^3*g*p*r*x^2+2095*a^3*g*p*x^3+49*a^3*g*q^3*x+590*a^3*g*q^ 2*r*x-2288*a^3*g*q^2*x^2+1807*a^3*g*q*r^2*x-9270*a^3*g*q*r*x^2+2095*a^3*g*q*x^3 +1374*a^3*g*r^3*x-10498*a^3*g*r^2*x^2+3457*a^3*g*r*x^3+378*a^3*p^4*x+960*a^3*p^ 3*q*x+1788*a^3*p^3*r*x-3119*a^3*p^3*x^2+798*a^3*p^2*q^2*x+3297*a^3*p^2*q*r*x-\ 7303*a^3*p^2*q*x^2+3096*a^3*p^2*r^2*x-13528*a^3*p^2*r*x^2+2047*a^3*p^2*x^3+228* a^3*p*q^3*x+1710*a^3*p*q^2*r*x-5249*a^3*p*q^2*x^2+3714*a^3*p*q*r^2*x-20137*a^3* p*q*r*x^2+4094*a^3*p*q*x^3+2340*a^3*p*r^3*x-19262*a^3*p*r^2*x^2+7842*a^3*p*r*x^ 3+12*a^3*q^4*x+201*a^3*q^3*r*x-1065*a^3*q^3*x^2+912*a^3*q^2*r^2*x-6609*a^3*q^2* r*x^2+2047*a^3*q^2*x^3+1377*a^3*q*r^3*x-13911*a^3*q*r^2*x^2+7842*a^3*q*r*x^3+ 654*a^3*r^4*x-8853*a^3*r^3*x^2+8171*a^3*r^2*x^3+144*a^2*b^4*c*x+88*a^2*b^4*p*x+ 8*a^2*b^4*q*x+96*a^2*b^4*r*x-320*a^2*b^4*x^2+1472*a^2*b^3*c^2*x+480*a^2*b^3*c*g *x+1984*a^2*b^3*c*p*x+544*a^2*b^3*c*q*x+2304*a^2*b^3*c*r*x-4752*a^2*b^3*c*x^2+ 344*a^2*b^3*g*p*x+40*a^2*b^3*g*q*x+384*a^2*b^3*g*r*x-1024*a^2*b^3*g*x^2+648*a^2 *b^3*p^2*x+432*a^2*b^3*p*q*x+1584*a^2*b^3*p*r*x-2632*a^2*b^3*p*x^2+24*a^2*b^3*q ^2*x+408*a^2*b^3*q*r*x-1632*a^2*b^3*q*x^2+936*a^2*b^3*r^2*x-3504*a^2*b^3*r*x^2+ 1280*a^2*b^3*x^3+5088*a^2*b^2*c^3*x+3464*a^2*b^2*c^2*g*x+10368*a^2*b^2*c^2*p*x+ 3648*a^2*b^2*c^2*q*x+11824*a^2*b^2*c^2*r*x-25848*a^2*b^2*c^2*x^2+556*a^2*b^2*c* g^2*x+4980*a^2*b^2*c*g*p*x+1452*a^2*b^2*c*g*q*x+5696*a^2*b^2*c*g*r*x-11736*a^2* b^2*c*g*x^2+6492*a^2*b^2*c*p^2*x+5592*a^2*b^2*c*p*q*x+15392*a^2*b^2*c*p*r*x-\ 29508*a^2*b^2*c*p*x^2+684*a^2*b^2*c*q^2*x+5840*a^2*b^2*c*q*r*x-18156*a^2*b^2*c* q*x^2+8900*a^2*b^2*c*r^2*x-41076*a^2*b^2*c*r*x^2+9000*a^2*b^2*c*x^3+458*a^2*b^2 *g^2*p*x+62*a^2*b^2*g^2*q*x+520*a^2*b^2*g^2*r*x-1188*a^2*b^2*g^2*x^2+1672*a^2*b ^2*g*p^2*x+1232*a^2*b^2*g*p*q*x+4092*a^2*b^2*g*p*r*x-6444*a^2*b^2*g*p*x^2+88*a^ 2*b^2*g*q^2*x+1188*a^2*b^2*g*q*r*x-4212*a^2*b^2*g*q*x^2+2420*a^2*b^2*g*r^2*x-\ 8676*a^2*b^2*g*r*x^2+2880*a^2*b^2*g*x^3+1262*a^2*b^2*p^3*x+1902*a^2*b^2*p^2*q*x +4568*a^2*b^2*p^2*r*x-8076*a^2*b^2*p^2*x^2+666*a^2*b^2*p*q^2*x+4288*a^2*b^2*p*q *r*x-10980*a^2*b^2*p*q*x^2+5350*a^2*b^2*p*r^2*x-23826*a^2*b^2*p*r*x^2+4212*a^2* b^2*p*x^3+26*a^2*b^2*q^3*x+584*a^2*b^2*q^2*r*x-2904*a^2*b^2*q^2*x^2+2386*a^2*b^ 2*q*r^2*x-13866*a^2*b^2*q*r*x^2+4212*a^2*b^2*q*x^3+2044*a^2*b^2*r^3*x-17622*a^2 *b^2*r^2*x^2+6948*a^2*b^2*r*x^3+7280*a^2*b*c^4*x+7728*a^2*b*c^3*g*x+19920*a^2*b *c^3*p*x+7792*a^2*b*c^3*q*x+22336*a^2*b*c^3*r*x-52440*a^2*b*c^3*x^2+2588*a^2*b* c^2*g^2*x+16444*a^2*b*c^2*g*p*x+5956*a^2*b*c^2*g*q*x+18484*a^2*b*c^2*g*r*x-\ 40476*a^2*b*c^2*g*x^2+18436*a^2*b*c^2*p^2*x+17560*a^2*b*c^2*p*q*x+42928*a^2*b*c ^2*p*r*x-88844*a^2*b*c^2*p*x^2+2724*a^2*b*c^2*q^2*x+18552*a^2*b*c^2*q*r*x-57296 *a^2*b*c^2*q*x^2+24492*a^2*b*c^2*r^2*x-122940*a^2*b*c^2*r*x^2+26388*a^2*b*c^2*x ^3+272*a^2*b*c*g^3*x+3958*a^2*b*c*g^2*p*x+1190*a^2*b*c*g^2*q*x+4478*a^2*b*c*g^2 *r*x-9162*a^2*b*c*g^2*x^2+10478*a^2*b*c*g*p^2*x+9444*a^2*b*c*g*p*q*x+24782*a^2* b*c*g*p*r*x-45996*a^2*b*c*g*p*x^2+1258*a^2*b*c*g*q^2*x+9784*a^2*b*c*g*q*r*x-\ 29580*a^2*b*c*g*q*x^2+14304*a^2*b*c*g*r^2*x-63778*a^2*b*c*g*r*x^2+13470*a^2*b*c *g*x^3+6996*a^2*b*c*p^3*x+11456*a^2*b*c*p^2*q*x+24806*a^2*b*c*p^2*r*x-47772*a^2 *b*c*p^2*x^2+4804*a^2*b*c*p*q^2*x+25688*a^2*b*c*p*q*r*x-67548*a^2*b*c*p*q*x^2+ 28624*a^2*b*c*p*r^2*x-137182*a^2*b*c*p*r*x^2+25488*a^2*b*c*p*x^3+344*a^2*b*c*q^ 3*x+4626*a^2*b*c*q^2*r*x-19776*a^2*b*c*q^2*x^2+14232*a^2*b*c*q*r^2*x-88252*a^2* b*c*q*r*x^2+25488*a^2*b*c*q*x^3+10814*a^2*b*c*r^3*x-97624*a^2*b*c*r^2*x^2+48552 *a^2*b*c*r*x^3+252*a^2*b*g^3*p*x+38*a^2*b*g^3*q*x+290*a^2*b*g^3*r*x-592*a^2*b*g ^3*x^2+1362*a^2*b*g^2*p^2*x+1072*a^2*b*g^2*p*q*x+3343*a^2*b*g^2*p*r*x-5019*a^2* b*g^2*p*x^2+88*a^2*b*g^2*q^2*x+1046*a^2*b*g^2*q*r*x-3396*a^2*b*g^2*q*x^2+1981*a ^2*b*g^2*r^2*x-6810*a^2*b*g^2*r*x^2+2112*a^2*b*g^2*x^3+2040*a^2*b*g*p^3*x+3206* a^2*b*g*p^2*q*x+7388*a^2*b*g*p^2*r*x-12551*a^2*b*g*p^2*x^2+1228*a^2*b*g*p*q^2*x +7226*a^2*b*g*p*q*r*x-17641*a^2*b*g*p*q*x^2+8656*a^2*b*g*p*r^2*x-36969*a^2*b*g* p*r*x^2+6285*a^2*b*g*p*x^3+62*a^2*b*g*q^3*x+1098*a^2*b*g*q^2*r*x-5090*a^2*b*g*q ^2*x^2+4020*a^2*b*g*q*r^2*x-22641*a^2*b*g*q*r*x^2+6285*a^2*b*g*q*x^3+3308*a^2*b *g*r^3*x-27433*a^2*b*g*r^2*x^2+10371*a^2*b*g*r*x^3+930*a^2*b*p^4*x+2244*a^2*b*p ^3*q*x+4407*a^2*b*p^3*r*x-8254*a^2*b*p^3*x^2+1710*a^2*b*p^2*q^2*x+7716*a^2*b*p^ 2*q*r*x-18600*a^2*b*p^2*q*x^2+7641*a^2*b*p^2*r^2*x-35960*a^2*b*p^2*r*x^2+6141*a ^2*b*p^2*x^3+408*a^2*b*p*q^3*x+3651*a^2*b*p*q^2*r*x-12438*a^2*b*p*q^2*x^2+8700* a^2*b*p*q*r^2*x-51163*a^2*b*p*q*r*x^2+12282*a^2*b*p*q*x^3+5781*a^2*b*p*r^3*x-\ 51121*a^2*b*p*r^2*x^2+23526*a^2*b*p*r*x^3+12*a^2*b*q^4*x+342*a^2*b*q^3*r*x-2092 *a^2*b*q^3*x^2+1941*a^2*b*q^2*r^2*x-15203*a^2*b*q^2*r*x^2+6141*a^2*b*q^2*x^3+ 3228*a^2*b*q*r^3*x-35068*a^2*b*q*r^2*x^2+23526*a^2*b*q*r*x^3+1617*a^2*b*r^4*x-\ 23415*a^2*b*r^3*x^2+24513*a^2*b*r^2*x^3+3648*a^2*c^5*x+5360*a^2*c^4*g*x+12608*a ^2*c^4*p*x+5216*a^2*c^4*q*x+13968*a^2*c^4*r*x-34496*a^2*c^4*x^2+2816*a^2*c^3*g^ 2*x+15172*a^2*c^3*g*p*x+6028*a^2*c^3*g*q*x+16808*a^2*c^3*g*r*x-39312*a^2*c^3*g* x^2+15508*a^2*c^3*p^2*x+15576*a^2*c^3*p*q*x+35768*a^2*c^3*p*r*x-77204*a^2*c^3*p *x^2+2708*a^2*c^3*q^2*x+16440*a^2*c^3*q*r*x-51708*a^2*c^3*q*x^2+20260*a^2*c^3*r ^2*x-105892*a^2*c^3*r*x^2+24232*a^2*c^3*x^3+620*a^2*c^2*g^3*x+6242*a^2*c^2*g^2* p*x+2290*a^2*c^2*g^2*q*x+6934*a^2*c^2*g^2*r*x-15158*a^2*c^2*g^2*x^2+14232*a^2*c ^2*g*p^2*x+13944*a^2*c^2*g*p*q*x+33058*a^2*c^2*g*p*r*x-66622*a^2*c^2*g*p*x^2+ 2264*a^2*c^2*g*q^2*x+14596*a^2*c^2*g*q*r*x-44260*a^2*c^2*g*q*x^2+18826*a^2*c^2* g*r^2*x-91810*a^2*c^2*g*r*x^2+19160*a^2*c^2*g*x^3+8754*a^2*c^2*p^3*x+14982*a^2* c^2*p^2*q*x+30746*a^2*c^2*p^2*r*x-61564*a^2*c^2*p^2*x^2+6846*a^2*c^2*p*q^2*x+ 33424*a^2*c^2*p*q*r*x-89612*a^2*c^2*p*q*x^2+35230*a^2*c^2*p*r^2*x-173860*a^2*c^ 2*p*r*x^2+34784*a^2*c^2*p*x^3+618*a^2*c^2*q^3*x+6758*a^2*c^2*q^2*r*x-28048*a^2* c^2*q^2*x^2+18442*a^2*c^2*q*r^2*x-117910*a^2*c^2*q*r*x^2+34784*a^2*c^2*q*x^3+ 13238*a^2*c^2*r^3*x-121362*a^2*c^2*r^2*x^2+67212*a^2*c^2*r*x^3+48*a^2*c*g^4*x+ 1002*a^2*c*g^3*p*x+306*a^2*c*g^3*q*x+1125*a^2*c*g^3*r*x-2277*a^2*c*g^3*x^2+4041 *a^2*c*g^2*p^2*x+3758*a^2*c*g^2*p*q*x+9549*a^2*c*g^2*p*r*x-17225*a^2*c*g^2*p*x^ 2+525*a^2*c*g^2*q^2*x+3866*a^2*c*g^2*q*r*x-11420*a^2*c*g^2*q*x^2+5508*a^2*c*g^2 *r^2*x-23823*a^2*c*g^2*r*x^2+4906*a^2*c*g^2*x^3+5413*a^2*c*g*p^3*x+9109*a^2*c*g *p^2*q*x+19195*a^2*c*g*p^2*r*x-35779*a^2*c*g*p^2*x^2+4017*a^2*c*g*p*q^2*x+20392 *a^2*c*g*p*q*r*x-51758*a^2*c*g*p*q*x^2+22151*a^2*c*g*p*r^2*x-102524*a^2*c*g*p*r *x^2+18434*a^2*c*g*p*x^3+321*a^2*c*g*q^3*x+3865*a^2*c*g*q^2*r*x-15979*a^2*c*g*q ^2*x^2+11283*a^2*c*g*q*r^2*x-67955*a^2*c*g*q*r*x^2+18434*a^2*c*g*q*x^3+8369*a^2 *c*g*r^3*x-73150*a^2*c*g*r^2*x^2+34980*a^2*c*g*r*x^3+2310*a^2*c*p^4*x+5772*a^2* c*p^3*q*x+10839*a^2*c*p^3*r*x-21001*a^2*c*p^3*x^2+4674*a^2*c*p^2*q^2*x+19707*a^ 2*c*p^2*q*r*x-48447*a^2*c*p^2*q*x^2+18657*a^2*c*p^2*r^2*x-89636*a^2*c*p^2*r*x^2 +16570*a^2*c*p^2*x^3+1272*a^2*c*p*q^3*x+10017*a^2*c*p*q^2*r*x-33891*a^2*c*p*q^2 *x^2+22098*a^2*c*p*q*r^2*x-132178*a^2*c*p*q*r*x^2+33140*a^2*c*p*q*x^3+14037*a^2 *c*p*r^3*x-124915*a^2*c*p*r^2*x^2+63528*a^2*c*p*r*x^3+60*a^2*c*q^4*x+1149*a^2*c *q^3*r*x-6445*a^2*c*q^3*x^2+5343*a^2*c*q^2*r^2*x-42542*a^2*c*q^2*r*x^2+16570*a^ 2*c*q^2*x^3+8163*a^2*c*q*r^3*x-89299*a^2*c*q*r^2*x^2+63528*a^2*c*q*r*x^3+3909*a ^2*c*r^4*x-56280*a^2*c*r^3*x^2+61682*a^2*c*r^2*x^3+49*a^2*g^4*p*x+8*a^2*g^4*q*x +57*a^2*g^4*r*x-107*a^2*g^4*x^2+352*a^2*g^3*p^2*x+290*a^2*g^3*p*q*x+867*a^2*g^3 *p*r*x-1249*a^2*g^3*p*x^2+26*a^2*g^3*q^2*x+285*a^2*g^3*q*r*x-865*a^2*g^3*q*x^2+ 515*a^2*g^3*r^2*x-1704*a^2*g^3*r*x^2+504*a^2*g^3*x^3+788*a^2*g^2*p^3*x+1277*a^2 *g^2*p^2*q*x+2857*a^2*g^2*p^2*r*x-4697*a^2*g^2*p^2*x^2+519*a^2*g^2*p*q^2*x+2880 *a^2*g^2*p*q*r*x-6762*a^2*g^2*p*q*x^2+3350*a^2*g^2*p*r^2*x-13829*a^2*g^2*p*r*x^ 2+2284*a^2*g^2*p*x^3+30*a^2*g^2*q^3*x+469*a^2*g^2*q^2*r*x-2065*a^2*g^2*q^2*x^2+ 1603*a^2*g^2*q*r^2*x-8786*a^2*g^2*q*r*x^2+2284*a^2*g^2*q*x^3+1281*a^2*g^2*r^3*x -10310*a^2*g^2*r^2*x^2+3771*a^2*g^2*r*x^3+716*a^2*g*p^4*x+1768*a^2*g*p^3*q*x+ 3393*a^2*g*p^3*r*x-6167*a^2*g*p^3*x^2+1402*a^2*g*p^2*q^2*x+6075*a^2*g*p^2*q*r*x -14154*a^2*g*p^2*q*x^2+5883*a^2*g*p^2*r^2*x-26828*a^2*g*p^2*r*x^2+4424*a^2*g*p^ 2*x^3+364*a^2*g*p*q^3*x+2993*a^2*g*p*q^2*r*x-9807*a^2*g*p*q^2*x^2+6846*a^2*g*p* q*r^2*x-39008*a^2*g*p*q*r*x^2+8848*a^2*g*p*q*x^3+4451*a^2*g*p*r^3*x-38214*a^2*g *p*r^2*x^2+16860*a^2*g*p*r*x^3+14*a^2*g*q^4*x+311*a^2*g*q^3*r*x-1820*a^2*g*q^3* x^2+1591*a^2*g*q^2*r^2*x-12180*a^2*g*q^2*r*x^2+4424*a^2*g*q^2*x^3+2539*a^2*g*q* r^3*x-26842*a^2*g*q*r^2*x^2+16860*a^2*g*q*r*x^3+1245*a^2*g*r^4*x-17553*a^2*g*r^ 3*x^2+17407*a^2*g*r^2*x^3+231*a^2*p^5*x+773*a^2*p^4*q*x+1346*a^2*p^4*r*x-2604*a ^2*p^4*x^2+935*a^2*p^3*q^2*x+3532*a^2*p^3*q*r*x-8330*a^2*p^3*q*x^2+3074*a^2*p^3 *r^2*x-14729*a^2*p^3*r*x^2+2618*a^2*p^3*x^3+477*a^2*p^2*q^3*x+3096*a^2*p^2*q^2* r*x-9366*a^2*p^2*q^2*x^2+5958*a^2*p^2*q*r^2*x-34407*a^2*p^2*q*r*x^2+7854*a^2*p^ 2*q*x^3+3456*a^2*p^2*r^3*x-30459*a^2*p^2*r^2*x^2+14904*a^2*p^2*r*x^3+86*a^2*p*q ^4*x+980*a^2*p*q^3*r*x-4158*a^2*p*q^3*x^2+3387*a^2*p*q^2*r^2*x-24627*a^2*p*q^2* r*x^2+7854*a^2*p*q^2*x^3+4412*a^2*p*q*r^3*x-46491*a^2*p*q*r^2*x^2+29808*a^2*p*q *r*x^3+1919*a^2*p*r^4*x-27147*a^2*p*r^3*x^2+27960*a^2*p*r^2*x^3+2*a^2*q^5*x+70* a^2*q^4*r*x-518*a^2*q^4*x^2+503*a^2*q^3*r^2*x-4949*a^2*q^3*r*x^2+2618*a^2*q^3*x ^3+1226*a^2*q^2*r^3*x-16032*a^2*q^2*r^2*x^2+14904*a^2*q^2*r*x^3+1213*a^2*q*r^4* x-20414*a^2*q*r^3*x^2+27960*a^2*q*r^2*x^3+422*a^2*r^5*x-8813*a^2*r^4*x^2+16520* a^2*r^3*x^3+32*a*b^5*c*x+16*a*b^5*p*x+16*a*b^5*r*x-112*a*b^5*x^2+544*a*b^4*c^2* x+168*a*b^4*c*g*x+688*a*b^4*c*p*x+128*a*b^4*c*q*x+824*a*b^4*c*r*x-1848*a*b^4*c* x^2+100*a*b^4*g*p*x+4*a*b^4*g*q*x+104*a*b^4*g*r*x-456*a*b^4*g*x^2+216*a*b^4*p^2 *x+96*a*b^4*p*q*x+528*a*b^4*p*r*x-1048*a*b^4*p*x^2+84*a*b^4*q*r*x-548*a*b^4*q*x ^2+312*a*b^4*r^2*x-1356*a*b^4*r*x^2+640*a*b^4*x^3+2720*a*b^3*c^3*x+1840*a*b^3*c ^2*g*x+5264*a*b^3*c^2*p*x+1552*a*b^3*c^2*q*x+6192*a*b^3*c^2*r*x-14184*a*b^3*c^2 *x^2+288*a*b^3*c*g^2*x+2456*a*b^3*c*g*p*x+560*a*b^3*c*g*q*x+2856*a*b^3*c*g*r*x-\ 6432*a*b^3*c*g*x^2+3224*a*b^3*c*p^2*x+2352*a*b^3*c*p*q*x+7720*a*b^3*c*p*r*x-\ 16388*a*b^3*c*p*x^2+184*a*b^3*c*q^2*x+2520*a*b^3*c*q*r*x-8820*a*b^3*c*q*x^2+ 4496*a*b^3*c*r^2*x-23052*a*b^3*c*r*x^2+6000*a*b^3*c*x^3+200*a*b^3*g^2*p*x+12*a* b^3*g^2*q*x+212*a*b^3*g^2*r*x-716*a*b^3*g^2*x^2+796*a*b^3*g*p^2*x+456*a*b^3*g*p *q*x+1936*a*b^3*g*p*r*x-3572*a*b^3*g*p*x^2+12*a*b^3*g*q^2*x+416*a*b^3*g*q*r*x-\ 2084*a*b^3*g*q*x^2+1140*a*b^3*g*r^2*x-4716*a*b^3*g*r*x^2+1920*a*b^3*g*x^3+628*a *b^3*p^3*x+824*a*b^3*p^2*q*x+2280*a*b^3*p^2*r*x-4504*a*b^3*p^2*x^2+196*a*b^3*p* q^2*x+1864*a*b^3*p*q*r*x-5560*a*b^3*p*q*x^2+2676*a*b^3*p*r^2*x-13330*a*b^3*p*r* x^2+2808*a*b^3*p*x^3+160*a*b^3*q^2*r*x-1056*a*b^3*q^2*x^2+1040*a*b^3*q*r^2*x-\ 6690*a*b^3*q*r*x^2+2808*a*b^3*q*x^3+1024*a*b^3*r^3*x-9774*a*b^3*r^2*x^2+4632*a* b^3*r*x^3+6080*a*b^2*c^4*x+6448*a*b^2*c^3*g*x+15920*a*b^2*c^3*p*x+5584*a*b^2*c^ 3*q*x+18304*a*b^2*c^3*r*x-45048*a*b^2*c^3*x^2+2148*a*b^2*c^2*g^2*x+13016*a*b^2* c^2*g*p*x+4136*a*b^2*c^2*g*q*x+14964*a*b^2*c^2*g*r*x-34548*a*b^2*c^2*g*x^2+ 14480*a*b^2*c^2*p^2*x+12416*a*b^2*c^2*p*q*x+33992*a*b^2*c^2*p*r*x-76552*a*b^2*c ^2*p*x^2+1536*a*b^2*c^2*q^2*x+13440*a*b^2*c^2*q*r*x-45004*a*b^2*c^2*q*x^2+19512 *a*b^2*c^2*r^2*x-107280*a*b^2*c^2*r*x^2+26388*a*b^2*c^2*x^3+222*a*b^2*c*g^3*x+ 3054*a*b^2*c*g^2*p*x+758*a*b^2*c*g^2*q*x+3478*a*b^2*c*g^2*r*x-7830*a*b^2*c*g^2* x^2+8118*a*b^2*c*g*p^2*x+6460*a*b^2*c*g*p*q*x+19288*a*b^2*c*g*p*r*x-39450*a*b^2 *c*g*p*x^2+634*a*b^2*c*g*q^2*x+6770*a*b^2*c*g*q*r*x-23034*a*b^2*c*g*q*x^2+11170 *a*b^2*c*g*r^2*x-55148*a*b^2*c*g*r*x^2+13470*a*b^2*c*g*x^3+5492*a*b^2*c*p^3*x+ 8224*a*b^2*c*p^2*q*x+19534*a*b^2*c*p^2*r*x-41262*a*b^2*c*p^2*x^2+2852*a*b^2*c*p *q^2*x+18568*a*b^2*c*p*q*r*x-54528*a*b^2*c*p*q*x^2+22592*a*b^2*c*p*r^2*x-119324 *a*b^2*c*p*r*x^2+25488*a*b^2*c*p*x^3+120*a*b^2*c*q^3*x+2778*a*b^2*c*q^2*r*x-\ 13266*a*b^2*c*q^2*x^2+10344*a*b^2*c*q*r^2*x-70394*a*b^2*c*q*r*x^2+25488*a*b^2*c *q*x^3+8550*a*b^2*c*r^3*x-84500*a*b^2*c*r^2*x^2+48552*a*b^2*c*r*x^3+177*a*b^2*g ^3*p*x+13*a*b^2*g^3*q*x+190*a*b^2*g^3*r*x-542*a*b^2*g^3*x^2+1020*a*b^2*g^2*p^2* x+668*a*b^2*g^2*p*q*x+2480*a*b^2*g^2*p*r*x-4308*a*b^2*g^2*p*x^2+26*a*b^2*g^2*q^ 2*x+619*a*b^2*g^2*q*r*x-2685*a*b^2*g^2*q*x^2+1460*a*b^2*g^2*r^2*x-5763*a*b^2*g^ 2*r*x^2+2112*a*b^2*g^2*x^3+1581*a*b^2*g*p^3*x+2239*a*b^2*g*p^2*q*x+5728*a*b^2*g *p^2*r*x-10777*a*b^2*g*p^2*x^2+671*a*b^2*g*p*q^2*x+5038*a*b^2*g*p*q*r*x-14093*a *b^2*g*p*q*x^2+6713*a*b^2*g*p*r^2*x-31800*a*b^2*g*p*r*x^2+6285*a*b^2*g*p*x^3+13 *a*b^2*g*q^3*x+570*a*b^2*g*q^2*r*x-3316*a*b^2*g*q^2*x^2+2799*a*b^2*g*q*r^2*x-\ 17472*a*b^2*g*q*r*x^2+6285*a*b^2*g*q*x^3+2566*a*b^2*g*r^3*x-23372*a*b^2*g*r^2*x ^2+10371*a*b^2*g*r*x^3+738*a*b^2*p^4*x+1656*a*b^2*p^3*q*x+3510*a*b^2*p^3*r*x-\ 7151*a*b^2*p^3*x^2+1098*a*b^2*p^2*q^2*x+5721*a*b^2*p^2*q*r*x-15291*a*b^2*p^2*q* x^2+6102*a*b^2*p^2*r^2*x-31336*a*b^2*p^2*r*x^2+6141*a*b^2*p^2*x^3+180*a*b^2*p*q ^3*x+2352*a*b^2*p*q^2*r*x-9129*a*b^2*p*q^2*x^2+6474*a*b^2*p*q*r^2*x-41915*a*b^2 *p*q*r*x^2+12282*a*b^2*p*q*x^3+4626*a*b^2*p*r^3*x-44456*a*b^2*p*r^2*x^2+23526*a *b^2*p*r*x^3+141*a*b^2*q^3*r*x-989*a*b^2*q^3*x^2+1254*a*b^2*q^2*r^2*x-10579*a*b ^2*q^2*r*x^2+6141*a*b^2*q^2*x^3+2409*a*b^2*q*r^3*x-28403*a*b^2*q*r^2*x^2+23526* a*b^2*q*r*x^3+1296*a*b^2*r^4*x-20271*a*b^2*r^3*x^2+24513*a*b^2*r^2*x^3+6272*a*b *c^5*x+9192*a*b*c^4*g*x+20832*a*b*c^4*p*x+7968*a*b*c^4*q*x+23552*a*b*c^4*r*x-\ 60792*a*b*c^4*x^2+4808*a*b*c^3*g^2*x+24928*a*b*c^3*g*p*x+9072*a*b*c^3*g*q*x+ 28176*a*b*c^3*g*r*x-69144*a*b*c^3*g*x^2+25232*a*b*c^3*p^2*x+23456*a*b*c^3*p*q*x +58544*a*b*c^3*p*r*x-136040*a*b*c^3*p*x^2+3504*a*b*c^3*q^2*x+25200*a*b*c^3*q*r* x-85048*a*b*c^3*q*x^2+33312*a*b*c^3*r^2*x-188616*a*b*c^3*r*x^2+48464*a*b*c^3*x^ 3+1050*a*b*c^2*g^3*x+10150*a*b*c^2*g^2*p*x+3338*a*b*c^2*g^2*q*x+11456*a*b*c^2*g ^2*r*x-26586*a*b*c^2*g^2*x^2+22994*a*b*c^2*g*p^2*x+20700*a*b*c^2*g*p*q*x+53678* a*b*c^2*g*p*r*x-117132*a*b*c^2*g*p*x^2+2810*a*b*c^2*g*q^2*x+21994*a*b*c^2*g*q*r *x-72408*a*b*c^2*g*q*x^2+30684*a*b*c^2*g*r^2*x-163116*a*b*c^2*g*r*x^2+38320*a*b *c^2*g*x^3+14224*a*b*c^2*p^3*x+22776*a*b*c^2*p^2*q*x+50068*a*b*c^2*p^2*r*x-\ 108594*a*b*c^2*p^2*x^2+9168*a*b*c^2*p*q^2*x+51056*a*b*c^2*p*q*r*x-150156*a*b*c^ 2*p*q*x^2+57464*a*b*c^2*p*r^2*x-308670*a*b*c^2*p*r*x^2+69568*a*b*c^2*p*x^3+616* a*b*c^2*q^3*x+9148*a*b*c^2*q^2*r*x-41562*a*b*c^2*q^2*x^2+28280*a*b*c^2*q*r^2*x-\ 196770*a*b*c^2*q*r*x^2+69568*a*b*c^2*q*x^3+21620*a*b*c^2*r^3*x-214560*a*b*c^2*r ^2*x^2+134424*a*b*c^2*r*x^3+80*a*b*c*g^4*x+1591*a*b*c*g^3*p*x+409*a*b*c*g^3*q*x +1784*a*b*c*g^3*r*x-4002*a*b*c*g^3*x^2+6449*a*b*c*g^2*p^2*x+5422*a*b*c*g^2*p*q* x+15255*a*b*c*g^2*p*r*x-30222*a*b*c*g^2*p*x^2+589*a*b*c*g^2*q^2*x+5589*a*b*c*g^ 2*q*r*x-18612*a*b*c*g^2*q*x^2+8806*a*b*c*g^2*r^2*x-42066*a*b*c*g^2*r*x^2+9812*a *b*c*g^2*x^3+8734*a*b*c*g*p^3*x+13678*a*b*c*g*p^2*q*x+31014*a*b*c*g*p^2*r*x-\ 62937*a*b*c*g*p^2*x^2+5230*a*b*c*g*p*q^2*x+30704*a*b*c*g*p*q*r*x-86274*a*b*c*g* p*q*x^2+35826*a*b*c*g*p*r^2*x-181341*a*b*c*g*p*r*x^2+36868*a*b*c*g*p*x^3+286*a* b*c*g*q^3*x+5026*a*b*c*g*q^2*r*x-23337*a*b*c*g*q^2*x^2+17026*a*b*c*g*q*r^2*x-\ 112203*a*b*c*g*q*r*x^2+36868*a*b*c*g*q*x^3+13546*a*b*c*g*r^3*x-128682*a*b*c*g*r ^2*x^2+69960*a*b*c*g*r*x^3+3780*a*b*c*p^4*x+8940*a*b*c*p^3*q*x+17778*a*b*c*p^3* r*x-37122*a*b*c*p^3*x^2+6576*a*b*c*p^2*q^2*x+30618*a*b*c*p^2*q*r*x-82254*a*b*c* p^2*q*x^2+30654*a*b*c*p^2*r^2*x-159306*a*b*c*p^2*r*x^2+33140*a*b*c*p^2*x^3+1452 *a*b*c*p*q^3*x+14142*a*b*c*p*q^2*r*x-53142*a*b*c*p*q^2*x^2+34416*a*b*c*p*q*r^2* x-224424*a*b*c*p*q*r*x^2+66280*a*b*c*p*q*x^3+23094*a*b*c*p*r^3*x-221628*a*b*c*p *r^2*x^2+127056*a*b*c*p*r*x^3+36*a*b*c*q^4*x+1302*a*b*c*q^3*r*x-8010*a*b*c*q^3* x^2+7566*a*b*c*q^2*r^2*x-65118*a*b*c*q^2*r*x^2+33140*a*b*c*q^2*x^3+12738*a*b*c* q*r^3*x-150396*a*b*c*q*r^2*x^2+127056*a*b*c*q*r*x^3+6438*a*b*c*r^4*x-99444*a*b* c*r^3*x^2+123364*a*b*c*r^2*x^3+72*a*b*g^4*p*x+6*a*b*g^4*q*x+78*a*b*g^4*r*x-198* a*b*g^4*x^2+546*a*b*g^3*p^2*x+388*a*b*g^3*p*q*x+1330*a*b*g^3*p*r*x-2196*a*b*g^3 *p*x^2+18*a*b*g^3*q^2*x+362*a*b*g^3*q*r*x-1428*a*b*g^3*q*x^2+784*a*b*g^3*r^2*x-\ 2964*a*b*g^3*r*x^2+1008*a*b*g^3*x^3+1258*a*b*g^2*p^3*x+1876*a*b*g^2*p^2*q*x+ 4556*a*b*g^2*p^2*r*x-8233*a*b*g^2*p^2*x^2+636*a*b*g^2*p*q^2*x+4212*a*b*g^2*p*q* r*x-11202*a*b*g^2*p*q*x^2+5338*a*b*g^2*p*r^2*x-24258*a*b*g^2*p*r*x^2+4568*a*b*g ^2*p*x^3+18*a*b*g^2*q^3*x+548*a*b*g^2*q^2*r*x-2969*a*b*g^2*q^2*x^2+2336*a*b*g^2 *q*r^2*x-14172*a*b*g^2*q*r*x^2+4568*a*b*g^2*q*x^3+2040*a*b*g^2*r^3*x-17907*a*b* g^2*r^2*x^2+7542*a*b*g^2*r*x^3+1166*a*b*g*p^4*x+2716*a*b*g*p^3*q*x+5538*a*b*g*p ^3*r*x-10866*a*b*g*p^3*x^2+1940*a*b*g*p^2*q^2*x+9354*a*b*g*p^2*q*r*x-23904*a*b* g*p^2*q*x^2+9618*a*b*g*p^2*r^2*x-47480*a*b*g*p^2*r*x^2+8848*a*b*g*p^2*x^3+396*a *b*g*p*q^3*x+4138*a*b*g*p*q^2*r*x-15210*a*b*g*p*q^2*x^2+10560*a*b*g*p*q*r^2*x-\ 65664*a*b*g*p*q*r*x^2+17696*a*b*g*p*q*x^3+7286*a*b*g*p*r^3*x-67460*a*b*g*p*r^2* x^2+33720*a*b*g*p*r*x^3+6*a*b*g*q^4*x+322*a*b*g*q^3*r*x-2172*a*b*g*q^3*x^2+2198 *a*b*g*q^2*r^2*x-18184*a*b*g*q^2*r*x^2+8848*a*b*g*q^2*x^3+3922*a*b*g*q*r^3*x-\ 44716*a*b*g*q*r^2*x^2+33720*a*b*g*q*r*x^3+2040*a*b*g*r^4*x-30846*a*b*g*r^3*x^2+ 34814*a*b*g*r^2*x^3+382*a*b*p^5*x+1222*a*b*p^4*q*x+2234*a*b*p^4*r*x-4618*a*b*p^ 4*x^2+1374*a*b*p^3*q^2*x+5608*a*b*p^3*q*r*x-14300*a*b*p^3*q*x^2+5116*a*b*p^3*r^ 2*x-26283*a*b*p^3*r*x^2+5236*a*b*p^3*x^3+610*a*b*p^2*q^3*x+4572*a*b*p^2*q^2*r*x -15192*a*b*p^2*q^2*x^2+9492*a*b*p^2*q*r^2*x-59289*a*b*p^2*q*r*x^2+15708*a*b*p^2 *q*x^3+5764*a*b*p^2*r^3*x-54405*a*b*p^2*r^2*x^2+29808*a*b*p^2*r*x^3+76*a*b*p*q^ 4*x+1256*a*b*p*q^3*r*x-5956*a*b*p*q^3*x^2+5022*a*b*p*q^2*r^2*x-39729*a*b*p*q^2* r*x^2+15708*a*b*p*q^2*x^3+7048*a*b*p*q*r^3*x-79956*a*b*p*q*r^2*x^2+59616*a*b*p* q*r*x^3+3206*a*b*p*r^4*x-48433*a*b*p*r^3*x^2+55920*a*b*p*r^2*x^3+58*a*b*q^4*r*x -446*a*b*q^4*x^2+646*a*b*q^3*r^2*x-6723*a*b*q^3*r*x^2+5236*a*b*q^3*x^3+1824*a*b *q^2*r^3*x-25551*a*b*q^2*r^2*x^2+29808*a*b*q^2*r*x^3+1942*a*b*q*r^4*x-34967*a*b *q*r^3*x^2+55920*a*b*q*r^2*x^3+706*a*b*r^5*x-15693*a*b*r^4*x^2+33040*a*b*r^3*x^ 3+2416*a*c^6*x+4568*a*c^5*g*x+9792*a*c^5*p*x+3936*a*c^5*q*x+10944*a*c^5*r*x-\ 29096*a*c^5*x^2+3316*a*c^4*g^2*x+15660*a*c^4*g*p*x+6108*a*c^4*g*q*x+17476*a*c^4 *g*r*x-44796*a*c^4*g*x^2+14884*a*c^4*p^2*x+14520*a*c^4*p*q*x+34336*a*c^4*p*r*x-\ 80896*a*c^4*p*x^2+2396*a*c^4*q^2*x+15488*a*c^4*q*r*x-52672*a*c^4*q*x^2+19452*a* c^4*r^2*x-111236*a*c^4*r*x^2+29688*a*c^4*x^3+1142*a*c^3*g^3*x+9324*a*c^3*g^2*p* x+3448*a*c^3*g^2*q*x+10388*a*c^3*g^2*r*x-25454*a*c^3*g^2*x^2+19212*a*c^3*g*p^2* x+18432*a*c^3*g*p*q*x+44426*a*c^3*g*p*r*x-100312*a*c^3*g*p*x^2+2892*a*c^3*g*q^2 *x+19538*a*c^3*g*q*r*x-64816*a*c^3*g*q*x^2+25214*a*c^3*g*r^2*x-138452*a*c^3*g*r *x^2+34096*a*c^3*g*x^3+11156*a*c^3*p^3*x+18612*a*c^3*p^2*q*x+39096*a*c^3*p^2*r* x-85554*a*c^3*p^2*x^2+8124*a*c^3*p*q^2*x+41568*a*c^3*p*q*r*x-121924*a*c^3*p*q*x ^2+44724*a*c^3*p*r^2*x-240766*a*c^3*p*r*x^2+56272*a*c^3*p*x^3+668*a*c^3*q^3*x+ 8136*a*c^3*q^2*r*x-36370*a*c^3*q^2*x^2+22956*a*c^3*q*r^2*x-160334*a*c^3*q*r*x^2 +56272*a*c^3*q*x^3+16784*a*c^3*r^3*x-166084*a*c^3*r^2*x^2+107888*a*c^3*r*x^3+ 184*a*c^2*g^4*x+2519*a*c^2*g^3*p*x+839*a*c^2*g^3*q*x+2801*a*c^2*g^3*r*x-6517*a* c^2*g^3*x^2+8725*a*c^2*g^2*p^2*x+8114*a*c^2*g^2*p*q*x+20297*a*c^2*g^2*p*r*x-\ 43144*a*c^2*g^2*p*x^2+1155*a*c^2*g^2*q^2*x+8495*a*c^2*g^2*q*r*x-27626*a*c^2*g^2 *q*x^2+11572*a*c^2*g^2*r^2*x-59805*a*c^2*g^2*r*x^2+13550*a*c^2*g^2*x^3+10852*a* c^2*g*p^3*x+17916*a*c^2*g*p^2*q*x+38178*a*c^2*g*p^2*r*x-80003*a*c^2*g*p^2*x^2+ 7638*a*c^2*g*p*q^2*x+40032*a*c^2*g*p*q*r*x-113422*a*c^2*g*p*q*x^2+43800*a*c^2*g *p*r^2*x-226901*a*c^2*g*p*r*x^2+48854*a*c^2*g*p*x^3+574*a*c^2*g*q^3*x+7530*a*c^ 2*g*q^2*r*x-33419*a*c^2*g*q^2*x^2+22116*a*c^2*g*q*r^2*x-149077*a*c^2*g*q*r*x^2+ 48854*a*c^2*g*q*x^3+16474*a*c^2*g*r^3*x-158206*a*c^2*g*r^2*x^2+94284*a*c^2*g*r* x^3+4422*a*c^2*p^4*x+10812*a*c^2*p^3*q*x+20700*a*c^2*p^3*r*x-43582*a*c^2*p^3*x^ 2+8442*a*c^2*p^2*q^2*x+36888*a*c^2*p^2*q*r*x-98886*a*c^2*p^2*q*x^2+35568*a*c^2* p^2*r^2*x-184968*a*c^2*p^2*r*x^2+39822*a*c^2*p^2*x^3+2136*a*c^2*p*q^3*x+18156*a *c^2*p*q^2*r*x-67026*a*c^2*p*q^2*x^2+41340*a*c^2*p*q*r^2*x-268716*a*c^2*p*q*r*x ^2+79644*a*c^2*p*q*x^3+26724*a*c^2*p*r^3*x-255150*a*c^2*p*r^2*x^2+150948*a*c^2* p*r*x^3+84*a*c^2*q^4*x+1968*a*c^2*q^3*r*x-11722*a*c^2*q^3*x^2+9714*a*c^2*q^2*r^ 2*x-83748*a*c^2*q^2*r*x^2+39822*a*c^2*q^2*x^3+15264*a*c^2*q*r^3*x-179328*a*c^2* q*r^2*x^2+150948*a*c^2*q*r*x^3+7434*a*c^2*r^4*x-113764*a*c^2*r^3*x^2+141228*a*c ^2*r^2*x^3+11*a*c*g^5*x+296*a*c*g^4*p*x+77*a*c*g^4*q*x+328*a*c*g^4*r*x-732*a*c* g^4*x^2+1628*a*c*g^3*p^2*x+1420*a*c*g^3*p*q*x+3842*a*c*g^3*p*r*x-7410*a*c*g^3*p *x^2+162*a*c*g^3*q^2*x+1445*a*c*g^3*q*r*x-4731*a*c*g^3*q*x^2+2214*a*c*g^3*r^2*x -10286*a*c*g^3*r*x^2+2314*a*c*g^3*x^3+3320*a*c*g^2*p^3*x+5370*a*c*g^2*p^2*q*x+ 11783*a*c*g^2*p^2*r*x-23161*a*c*g^2*p^2*x^2+2185*a*c*g^2*p*q^2*x+12016*a*c*g^2* p*q*r*x-32608*a*c*g^2*p*q*x^2+13606*a*c*g^2*p*r^2*x-66594*a*c*g^2*p*r*x^2+13003 *a*c*g^2*p*x^3+135*a*c*g^2*q^3*x+2079*a*c*g^2*q^2*r*x-9447*a*c*g^2*q^2*x^2+6646 *a*c*g^2*q*r^2*x-42648*a*c*g^2*q*r*x^2+13003*a*c*g^2*q*x^3+5143*a*c*g^2*r^3*x-\ 47425*a*c*g^2*r^2*x^2+24596*a*c*g^2*r*x^3+2869*a*c*g*p^4*x+6968*a*c*g*p^3*q*x+ 13488*a*c*g*p^3*r*x-27291*a*c*g*p^3*x^2+5373*a*c*g*p^2*q^2*x+23832*a*c*g*p^2*q* r*x-61683*a*c*g*p^2*q*x^2+23250*a*c*g*p^2*r^2*x-116931*a*c*g*p^2*r*x^2+23237*a* c*g*p^2*x^3+1318*a*c*g*p*q^3*x+11520*a*c*g*p*q^2*r*x-41493*a*c*g*p*q^2*x^2+ 26760*a*c*g*p*q*r^2*x-168466*a*c*g*p*q*r*x^2+46474*a*c*g*p*q*x^3+17512*a*c*g*p* r^3*x-163004*a*c*g*p*r^2*x^2+88938*a*c*g*p*r*x^3+44*a*c*g*q^4*x+1176*a*c*g*q^3* r*x-7101*a*c*g*q^3*x^2+6147*a*c*g*q^2*r^2*x-51535*a*c*g*q^2*r*x^2+23237*a*c*g*q ^2*x^3+9896*a*c*g*q*r^3*x-113433*a*c*g*q*r^2*x^2+88938*a*c*g*q*r*x^3+4881*a*c*g *r^4*x-73364*a*c*g*r^3*x^2+86104*a*c*g*r^2*x^3+890*a*c*p^5*x+2922*a*c*p^4*q*x+ 5180*a*c*p^4*r*x-10772*a*c*p^4*x^2+3430*a*c*p^3*q^2*x+13348*a*c*p^3*q*r*x-34004 *a*c*p^3*q*x^2+11820*a*c*p^3*r^2*x-60583*a*c*p^3*r*x^2+12462*a*c*p^3*x^3+1658*a *c*p^2*q^3*x+11376*a*c*p^2*q^2*r*x-37380*a*c*p^2*q^2*x^2+22512*a*c*p^2*q*r^2*x-\ 139839*a*c*p^2*q*r*x^2+37386*a*c*p^2*q*x^3+13280*a*c*p^2*r^3*x-124233*a*c*p^2*r ^2*x^2+69948*a*c*p^2*r*x^3+264*a*c*p*q^4*x+3428*a*c*p*q^3*r*x-15836*a*c*p*q^3*x ^2+12462*a*c*p*q^2*r^2*x-97929*a*c*p*q^2*r*x^2+37386*a*c*p*q^2*x^3+16668*a*c*p* q*r^3*x-187236*a*c*p*q*r^2*x^2+139896*a*c*p*q*r*x^3+7370*a*c*p*r^4*x-109805*a*c *p*r^3*x^2+127128*a*c*p*r^2*x^3+4*a*c*q^5*x+220*a*c*q^4*r*x-1688*a*c*q^4*x^2+ 1770*a*c*q^3*r^2*x-18673*a*c*q^3*r*x^2+12462*a*c*q^3*x^3+4516*a*c*q^2*r^3*x-\ 63003*a*c*q^2*r^2*x^2+69948*a*c*q^2*r*x^3+4582*a*c*q*r^4*x-81401*a*c*q*r^3*x^2+ 127128*a*c*q*r^2*x^3+1620*a*c*r^5*x-35383*a*c*r^4*x^2+73200*a*c*r^3*x^3+11*a*g^ 5*p*x+a*g^5*q*x+12*a*g^5*r*x-28*a*g^5*x^2+104*a*g^4*p^2*x+78*a*g^4*p*q*x+254*a* g^4*p*r*x-402*a*g^4*p*x^2+4*a*g^4*q^2*x+73*a*g^4*q*r*x-269*a*g^4*q*x^2+150*a*g^ 4*r^2*x-546*a*g^4*r*x^2+176*a*g^4*x^3+318*a*g^3*p^3*x+492*a*g^3*p^2*q*x+1152*a* g^3*p^2*r*x-2018*a*g^3*p^2*x^2+180*a*g^3*p*q^2*x+1104*a*g^3*p*q*r*x-2824*a*g^3* p*q*x^2+1350*a*g^3*p*r^2*x-5945*a*g^3*p*r*x^2+1076*a*g^3*p*x^3+6*a*g^3*q^3*x+ 156*a*g^3*q^2*r*x-806*a*g^3*q^2*x^2+612*a*g^3*q*r^2*x-3626*a*g^3*q*r*x^2+1076*a *g^3*q*x^3+516*a*g^3*r^3*x-4413*a*g^3*r^2*x^2+1778*a*g^3*r*x^3+440*a*g^2*p^4*x+ 1054*a*g^2*p^3*q*x+2088*a*g^2*p^3*r*x-3990*a*g^2*p^3*x^2+792*a*g^2*p^2*q^2*x+ 3624*a*g^2*p^2*q*r*x-8966*a*g^2*p^2*q*x^2+3624*a*g^2*p^2*r^2*x-17406*a*g^2*p^2* r*x^2+3113*a*g^2*p^2*x^3+182*a*g^2*p*q^3*x+1686*a*g^2*p*q^2*r*x-5962*a*g^2*p*q^ 2*x^2+4086*a*g^2*p*q*r^2*x-24686*a*g^2*p*q*r*x^2+6226*a*g^2*p*q*x^3+2744*a*g^2* p*r^3*x-24782*a*g^2*p*r^2*x^2+11820*a*g^2*p*r*x^3+4*a*g^2*q^4*x+150*a*g^2*q^3*r *x-986*a*g^2*q^3*x^2+894*a*g^2*q^2*r^2*x-7280*a*g^2*q^2*r*x^2+3113*a*g^2*q^2*x^ 3+1516*a*g^2*q*r^3*x-16904*a*g^2*q*r^2*x^2+11820*a*g^2*q*r*x^3+768*a*g^2*r^4*x-\ 11366*a*g^2*r^3*x^2+12139*a*g^2*r^2*x^3+287*a*g*p^5*x+939*a*g*p^4*q*x+1676*a*g* p^4*r*x-3384*a*g*p^4*x^2+1096*a*g*p^3*q^2*x+4300*a*g*p^3*q*r*x-10650*a*g*p^3*q* x^2+3834*a*g*p^3*r^2*x-19219*a*g*p^3*r*x^2+3667*a*g*p^3*x^3+524*a*g*p^2*q^3*x+ 3636*a*g*p^2*q^2*r*x-11646*a*g*p^2*q^2*x^2+7266*a*g*p^2*q*r^2*x-44113*a*g*p^2*q *r*x^2+11001*a*g*p^2*q*x^3+4316*a*g*p^2*r^3*x-39803*a*g*p^2*r^2*x^2+20835*a*g*p ^2*r*x^3+81*a*g*p*q^4*x+1076*a*g*p*q^3*r*x-4878*a*g*p*q^3*x^2+3984*a*g*p*q^2*r^ 2*x-30569*a*g*p*q^2*r*x^2+11001*a*g*p*q^2*x^3+5388*a*g*p*q*r^3*x-59592*a*g*p*q* r^2*x^2+41670*a*g*p*q*r*x^3+2399*a*g*p*r^4*x-35485*a*g*p*r^3*x^2+39012*a*g*p*r^ 2*x^3+a*g*q^5*x+64*a*g*q^4*r*x-498*a*g*q^4*x^2+552*a*g*q^3*r^2*x-5675*a*g*q^3*r *x^2+3667*a*g*q^3*x^3+1444*a*g*q^2*r^3*x-19789*a*g*q^2*r^2*x^2+20835*a*g*q^2*r* x^3+1483*a*g*q*r^4*x-26129*a*g*q*r^3*x^2+39012*a*g*q*r^2*x^3+528*a*g*r^5*x-\ 11517*a*g*r^4*x^2+23056*a*g*r^3*x^3+72*a*p^6*x+300*a*p^5*q*x+498*a*p^5*r*x-1038 *a*p^5*x^2+480*a*p^4*q^2*x+1707*a*p^4*q*r*x-4229*a*p^4*q*x^2+1410*a*p^4*r^2*x-\ 7193*a*p^4*r*x^2+1454*a*p^4*x^3+360*a*p^3*q^3*x+2142*a*p^3*q^2*r*x-6536*a*p^3*q ^2*x^2+3828*a*p^3*q*r^2*x-23068*a*p^3*q*r*x^2+5816*a*p^3*q*x^3+2100*a*p^3*r^3*x -19367*a*p^3*r^2*x^2+10723*a*p^3*r*x^3+120*a*p^2*q^4*x+1164*a*p^2*q^3*r*x-4614* a*p^2*q^3*x^2+3546*a*p^2*q^2*r^2*x-26046*a*p^2*q^2*r*x^2+8724*a*p^2*q^2*x^3+ 4242*a*p^2*q*r^3*x-45954*a*p^2*q*r^2*x^2+32169*a*p^2*q*r*x^3+1740*a*p^2*r^4*x-\ 25323*a*p^2*r^3*x^2+28362*a*p^2*r^2*x^3+12*a*p*q^5*x+240*a*p*q^4*r*x-1346*a*p*q ^4*x^2+1248*a*p*q^3*r^2*x-11660*a*p*q^3*r*x^2+5816*a*p*q^3*x^3+2586*a*p*q^2*r^3 *x-33807*a*p*q^2*r^2*x^2+32169*a*p*q^2*r*x^3+2328*a*p*q*r^4*x-39620*a*p*q*r^3*x ^2+56724*a*p*q*r^2*x^3+762*a*p*r^5*x-16127*a*p*r^4*x^2+31652*a*p*r^3*x^3+9*a*q^ 5*r*x-77*a*q^5*x^2+120*a*q^4*r^2*x-1489*a*q^4*r*x^2+1454*a*q^4*x^3+444*a*q^3*r^ 3*x-7220*a*q^3*r^2*x^2+10723*a*q^3*r*x^3+702*a*q^2*r^4*x-14297*a*q^2*r^3*x^2+ 28362*a*q^2*r^2*x^3+507*a*q*r^5*x-12505*a*q*r^4*x^2+31652*a*q*r^3*x^3+138*a*r^6 *x-4016*a*r^5*x^2+12559*a*r^4*x^3-16*b^6*x^2+64*b^5*c^2*x+16*b^5*c*g*x+80*b^5*c *p*x+104*b^5*c*r*x-264*b^5*c*x^2+8*b^5*g*p*x+8*b^5*g*r*x-80*b^5*g*x^2+24*b^5*p^ 2*x+60*b^5*p*r*x-156*b^5*p*x^2-56*b^5*q*x^2+36*b^5*r^2*x-192*b^5*r*x^2+128*b^5* x^3+496*b^4*c^3*x+328*b^4*c^2*g*x+920*b^4*c^2*p*x+184*b^4*c^2*q*x+1144*b^4*c^2* r*x-2784*b^4*c^2*x^2+48*b^4*c*g^2*x+412*b^4*c*g*p*x+52*b^4*c*g*q*x+500*b^4*c*g* r*x-1260*b^4*c*g*x^2+552*b^4*c*p^2*x+288*b^4*c*p*q*x+1356*b^4*c*p*r*x-3276*b^4* c*p*x^2+348*b^4*c*q*r*x-1384*b^4*c*q*x^2+804*b^4*c*r^2*x-4680*b^4*c*r*x^2+1500* b^4*c*x^3+28*b^4*g^2*p*x+28*b^4*g^2*r*x-160*b^4*g^2*x^2+128*b^4*g*p^2*x+40*b^4* g*p*q*x+312*b^4*g*p*r*x-712*b^4*g*p*x^2+36*b^4*g*q*r*x-340*b^4*g*q*x^2+184*b^4* g*r^2*x-912*b^4*g*r*x^2+480*b^4*g*x^3+108*b^4*p^3*x+108*b^4*p^2*q*x+396*b^4*p^2 *r*x-906*b^4*p^2*x^2+252*b^4*p*q*r*x-950*b^4*p*q*x^2+468*b^4*p*r^2*x-2694*b^4*p *r*x^2+702*b^4*p*x^3-44*b^4*q^2*x^2+144*b^4*q*r^2*x-1034*b^4*q*r*x^2+702*b^4*q* x^3+180*b^4*r^3*x-1950*b^4*r^2*x^2+1158*b^4*r*x^3+1600*b^3*c^4*x+1696*b^3*c^3*g *x+4016*b^3*c^3*p*x+1168*b^3*c^3*q*x+4800*b^3*c^3*r*x-12552*b^3*c^3*x^2+560*b^3 *c^2*g^2*x+3248*b^3*c^2*g*p*x+824*b^3*c^2*g*q*x+3876*b^3*c^2*g*r*x-9540*b^3*c^2 *g*x^2+3592*b^3*c^2*p^2*x+2592*b^3*c^2*p*q*x+8576*b^3*c^2*p*r*x-21420*b^3*c^2*p *x^2+200*b^3*c^2*q^2*x+3000*b^3*c^2*q*r*x-10904*b^3*c^2*q*x^2+4984*b^3*c^2*r^2* x-30540*b^3*c^2*r*x^2+8796*b^3*c^2*x^3+56*b^3*c*g^3*x+740*b^3*c*g^2*p*x+132*b^3 *c*g^2*q*x+862*b^3*c*g^2*r*x-2166*b^3*c*g^2*x^2+1980*b^3*c*g*p^2*x+1280*b^3*c*g *p*q*x+4766*b^3*c*g*p*r*x-10968*b^3*c*g*p*x^2+64*b^3*c*g*q^2*x+1420*b^3*c*g*q*r *x-5496*b^3*c*g*q*x^2+2786*b^3*c*g*r^2*x-15506*b^3*c*g*r*x^2+4490*b^3*c*g*x^3+ 1364*b^3*c*p^3*x+1768*b^3*c*p^2*q*x+4890*b^3*c*p^2*r*x-11584*b^3*c*p^2*x^2+404* b^3*c*p*q^2*x+4088*b^3*c*p*q*r*x-13836*b^3*c*p*q*x^2+5688*b^3*c*p*r^2*x-33822*b ^3*c*p*r*x^2+8496*b^3*c*p*x^3+446*b^3*c*q^2*r*x-2252*b^3*c*q^2*x^2+2320*b^3*c*q *r^2*x-17512*b^3*c*q*r*x^2+8496*b^3*c*q*x^3+2162*b^3*c*r^3*x-23792*b^3*c*r^2*x^ 2+16184*b^3*c*r*x^3+38*b^3*g^3*p*x+38*b^3*g^3*r*x-164*b^3*g^3*x^2+238*b^3*g^2*p ^2*x+112*b^3*g^2*p*q*x+575*b^3*g^2*p*r*x-1199*b^3*g^2*p*x^2+100*b^3*g^2*q*r*x-\ 658*b^3*g^2*q*x^2+337*b^3*g^2*r^2*x-1572*b^3*g^2*r*x^2+704*b^3*g^2*x^3+386*b^3* g*p^3*x+460*b^3*g*p^2*q*x+1404*b^3*g*p^2*r*x-3001*b^3*g*p^2*x^2+74*b^3*g*p*q^2* x+1046*b^3*g*p*q*r*x-3515*b^3*g*p*q*x^2+1650*b^3*g*p*r^2*x-8877*b^3*g*p*r*x^2+ 2095*b^3*g*p*x^3+62*b^3*g*q^2*r*x-514*b^3*g*q^2*x^2+586*b^3*g*q*r^2*x-4101*b^3* g*q*r*x^2+2095*b^3*g*q*x^3+632*b^3*g*r^3*x-6437*b^3*g*r^2*x^2+3457*b^3*g*r*x^3+ 186*b^3*p^4*x+372*b^3*p^3*q*x+891*b^3*p^3*r*x-2016*b^3*p^3*x^2+186*b^3*p^2*q^2* x+1302*b^3*p^2*q*r*x-3994*b^3*p^2*q*x^2+1557*b^3*p^2*r^2*x-8904*b^3*p^2*r*x^2+ 2047*b^3*p^2*x^3+411*b^3*p*q^2*r*x-1940*b^3*p*q^2*x^2+1488*b^3*p*q*r^2*x-10889* b^3*p*q*r*x^2+4094*b^3*p*q*x^3+1185*b^3*p*r^3*x-12597*b^3*p*r^2*x^2+7842*b^3*p* r*x^3+38*b^3*q^3*x^2+225*b^3*q^2*r^2*x-1985*b^3*q^2*r*x^2+2047*b^3*q^2*x^3+558* b^3*q*r^3*x-7246*b^3*q*r^2*x^2+7842*b^3*q*r*x^3+333*b^3*r^4*x-5709*b^3*r^3*x^2+ 8171*b^3*r^2*x^3+2592*b^2*c^5*x+3800*b^2*c^4*g*x+8288*b^2*c^4*p*x+2816*b^2*c^4* q*x+9648*b^2*c^4*r*x-26296*b^2*c^4*x^2+1984*b^2*c^3*g^2*x+9860*b^2*c^3*g*p*x+ 3148*b^2*c^3*g*q*x+11480*b^2*c^3*g*r*x-29832*b^2*c^3*g*x^2+9892*b^2*c^3*p^2*x+ 8216*b^2*c^3*p*q*x+23224*b^2*c^3*p*r*x-58836*b^2*c^3*p*x^2+964*b^2*c^3*q^2*x+ 9208*b^2*c^3*q*r*x-33340*b^2*c^3*q*x^2+13332*b^2*c^3*r^2*x-82724*b^2*c^3*r*x^2+ 24232*b^2*c^3*x^3+430*b^2*c^2*g^3*x+3972*b^2*c^2*g^2*p*x+1112*b^2*c^2*g^2*q*x+ 4602*b^2*c^2*g^2*r*x-11428*b^2*c^2*g^2*x^2+8938*b^2*c^2*g*p^2*x+7108*b^2*c^2*g* p*q*x+21092*b^2*c^2*g*p*r*x-50510*b^2*c^2*g*p*x^2+722*b^2*c^2*g*q^2*x+7870*b^2* c^2*g*q*r*x-28148*b^2*c^2*g*q*x^2+12154*b^2*c^2*g*r^2*x-71306*b^2*c^2*g*r*x^2+ 19160*b^2*c^2*g*x^3+5574*b^2*c^2*p^3*x+8106*b^2*c^2*p^2*q*x+19730*b^2*c^2*p^2*r *x-47030*b^2*c^2*p^2*x^2+2634*b^2*c^2*p*q^2*x+18448*b^2*c^2*p*q*r*x-60544*b^2*c ^2*p*q*x^2+22738*b^2*c^2*p*r^2*x-134810*b^2*c^2*p*r*x^2+34784*b^2*c^2*p*x^3+102 *b^2*c^2*q^3*x+2798*b^2*c^2*q^2*r*x-13514*b^2*c^2*q^2*x^2+10342*b^2*c^2*q*r^2*x -78860*b^2*c^2*q*r*x^2+34784*b^2*c^2*q*x^3+8582*b^2*c^2*r^3*x-93198*b^2*c^2*r^2 *x^2+67212*b^2*c^2*r*x^3+32*b^2*c*g^4*x+607*b^2*c*g^3*p*x+121*b^2*c*g^3*q*x+687 *b^2*c*g^3*r*x-1725*b^2*c*g^3*x^2+2470*b^2*c*g^2*p^2*x+1788*b^2*c*g^2*p*q*x+ 5878*b^2*c*g^2*p*r*x-12997*b^2*c*g^2*p*x^2+126*b^2*c*g^2*q^2*x+1895*b^2*c*g^2*q *r*x-7192*b^2*c*g^2*q*x^2+3408*b^2*c*g^2*r^2*x-18243*b^2*c*g^2*r*x^2+4906*b^2*c *g^2*x^3+3393*b^2*c*g*p^3*x+4785*b^2*c*g*p^2*q*x+12103*b^2*c*g*p^2*r*x-27158*b^ 2*c*g*p^2*x^2+1429*b^2*c*g*p*q^2*x+10880*b^2*c*g*p*q*r*x-34516*b^2*c*g*p*q*x^2+ 14027*b^2*c*g*p*r^2*x-78817*b^2*c*g*p*r*x^2+18434*b^2*c*g*p*x^3+37*b^2*c*g*q^3* x+1445*b^2*c*g*q^2*r*x-7358*b^2*c*g*q^2*x^2+6095*b^2*c*g*q*r^2*x-44248*b^2*c*g* q*r*x^2+18434*b^2*c*g*q*x^3+5317*b^2*c*g*r^3*x-55532*b^2*c*g*r^2*x^2+34980*b^2* c*g*r*x^3+1494*b^2*c*p^4*x+3264*b^2*c*p^3*q*x+7059*b^2*c*p^3*r*x-16121*b^2*c*p^ 3*x^2+2046*b^2*c*p^2*q^2*x+11271*b^2*c*p^2*q*r*x-33807*b^2*c*p^2*q*x^2+12213*b^ 2*c*p^2*r^2*x-69670*b^2*c*p^2*r*x^2+16570*b^2*c*p^2*x^3+276*b^2*c*p*q^3*x+4485* b^2*c*p*q^2*r*x-19251*b^2*c*p*q^2*x^2+12750*b^2*c*p*q*r^2*x-92246*b^2*c*p*q*r*x ^2+33140*b^2*c*p*q*x^3+9225*b^2*c*p*r^3*x-96713*b^2*c*p*r^2*x^2+63528*b^2*c*p*r *x^3+273*b^2*c*q^3*r*x-1565*b^2*c*q^3*x^2+2439*b^2*c*q^2*r^2*x-22576*b^2*c*q^2* r*x^2+16570*b^2*c*q^2*x^3+4743*b^2*c*q*r^3*x-61097*b^2*c*q*r^2*x^2+63528*b^2*c* q*r*x^3+2577*b^2*c*r^4*x-43164*b^2*c*r^3*x^2+61682*b^2*c*r^2*x^3+25*b^2*g^4*p*x +25*b^2*g^4*r*x-91*b^2*g^4*x^2+202*b^2*g^3*p^2*x+114*b^2*g^3*p*q*x+487*b^2*g^3* p*r*x-947*b^2*g^3*p*x^2+101*b^2*g^3*q*r*x-563*b^2*g^3*q*x^2+285*b^2*g^3*r^2*x-\ 1260*b^2*g^3*r*x^2+504*b^2*g^3*x^3+482*b^2*g^2*p^3*x+635*b^2*g^2*p^2*q*x+1747*b ^2*g^2*p^2*r*x-3536*b^2*g^2*p^2*x^2+153*b^2*g^2*p*q^2*x+1428*b^2*g^2*p*q*r*x-\ 4440*b^2*g^2*p*q*x^2+2048*b^2*g^2*p*r^2*x-10429*b^2*g^2*p*r*x^2+2284*b^2*g^2*p* x^3+127*b^2*g^2*q^2*r*x-904*b^2*g^2*q^2*x^2+793*b^2*g^2*q*r^2*x-5386*b^2*g^2*q* r*x^2+2284*b^2*g^2*q*x^3+783*b^2*g^2*r^3*x-7597*b^2*g^2*r^2*x^2+3771*b^2*g^2*r* x^3+458*b^2*g*p^4*x+980*b^2*g*p^3*q*x+2185*b^2*g*p^3*r*x-4699*b^2*g*p^3*x^2+586 *b^2*g*p^2*q^2*x+3399*b^2*g*p^2*q*r*x-9750*b^2*g*p^2*q*x^2+3807*b^2*g*p^2*r^2*x -20652*b^2*g*p^2*r*x^2+4424*b^2*g*p^2*x^3+64*b^2*g*p*q^3*x+1265*b^2*g*p*q^2*r*x -5403*b^2*g*p*q^2*x^2+3858*b^2*g*p*q*r^2*x-26656*b^2*g*p*q*r*x^2+8848*b^2*g*p*q *x^3+2891*b^2*g*p*r^3*x-29246*b^2*g*p*r^2*x^2+16860*b^2*g*p*r*x^3+51*b^2*g*q^3* r*x-352*b^2*g*q^3*x^2+679*b^2*g*q^2*r^2*x-6004*b^2*g*q^2*r*x^2+4424*b^2*g*q^2*x ^3+1439*b^2*g*q*r^3*x-17874*b^2*g*q*r^2*x^2+16860*b^2*g*q*r*x^3+811*b^2*g*r^4*x -13293*b^2*g*r^3*x^2+17407*b^2*g*r^2*x^3+153*b^2*p^5*x+459*b^2*p^4*q*x+900*b^2* p^4*r*x-2014*b^2*p^4*x^2+459*b^2*p^3*q^2*x+2124*b^2*p^3*q*r*x-5970*b^2*p^3*q*x^ 2+2070*b^2*p^3*r^2*x-11554*b^2*p^3*r*x^2+2618*b^2*p^3*x^3+153*b^2*p^2*q^3*x+ 1548*b^2*p^2*q^2*r*x-5826*b^2*p^2*q^2*x^2+3618*b^2*p^2*q*r^2*x-24882*b^2*p^2*q* r*x^2+7854*b^2*p^2*q*x^3+2340*b^2*p^2*r^3*x-23946*b^2*p^2*r^2*x^2+14904*b^2*p^2 *r*x^3+324*b^2*p*q^3*r*x-1798*b^2*p*q^3*x^2+1719*b^2*p*q^2*r^2*x-15102*b^2*p*q^ 2*r*x^2+7854*b^2*p*q^2*x^3+2700*b^2*p*q*r^3*x-33465*b^2*p*q*r^2*x^2+29808*b^2*p *q*r*x^3+1305*b^2*p*r^4*x-21286*b^2*p*r^3*x^2+27960*b^2*p*r^2*x^3+72*b^2*q^4*x^ 2+171*b^2*q^3*r^2*x-1774*b^2*q^3*r*x^2+2618*b^2*q^3*x^3+630*b^2*q^2*r^3*x-9519* b^2*q^2*r^2*x^2+14904*b^2*q^2*r*x^3+747*b^2*q*r^4*x-14553*b^2*q*r^3*x^2+27960*b ^2*q*r^2*x^3+288*b^2*r^5*x-6880*b^2*r^4*x^2+16520*b^2*r^3*x^3+2064*b*c^6*x+3896 *b*c^5*g*x+8064*b*c^5*p*x+2976*b*c^5*q*x+9216*b*c^5*r*x-25720*b*c^5*x^2+2820*b* c^4*g^2*x+12844*b*c^4*g*p*x+4572*b*c^4*g*q*x+14668*b*c^4*g*r*x-39612*b*c^4*g*x^ 2+12076*b*c^4*p^2*x+10840*b*c^4*p*q*x+28064*b*c^4*p*r*x-71456*b*c^4*p*x^2+1524* b*c^4*q^2*x+11872*b*c^4*q*r*x-43232*b*c^4*q*x^2+15988*b*c^4*r^2*x-99364*b*c^4*r *x^2+29688*b*c^4*x^3+966*b*c^3*g^3*x+7600*b*c^3*g^2*p*x+2532*b*c^3*g^2*q*x+8660 *b*c^3*g^2*r*x-22498*b*c^3*g^2*x^2+15512*b*c^3*g*p^2*x+13624*b*c^3*g*p*q*x+ 36134*b*c^3*g*p*r*x-88496*b*c^3*g*p*x^2+1784*b*c^3*g*q^2*x+14846*b*c^3*g*q*r*x-\ 53000*b*c^3*g*q*x^2+20622*b*c^3*g*r^2*x-123580*b*c^3*g*r*x^2+34096*b*c^3*g*x^3+ 9036*b*c^3*p^3*x+14028*b*c^3*p^2*q*x+31752*b*c^3*p^2*r*x-75614*b*c^3*p^2*x^2+ 5316*b*c^3*p*q^2*x+31584*b*c^3*p*q*r*x-102044*b*c^3*p*q*x^2+36396*b*c^3*p*r^2*x -214210*b*c^3*p*r*x^2+56272*b*c^3*p*x^3+324*b*c^3*q^3*x+5496*b*c^3*q^2*r*x-\ 26430*b*c^3*q^2*x^2+17556*b*c^3*q*r^2*x-133778*b*c^3*q*r*x^2+56272*b*c^3*q*x^3+ 13680*b*c^3*r^3*x-147020*b*c^3*r^2*x^2+107888*b*c^3*r*x^3+154*b*c^2*g^4*x+2031* b*c^2*g^3*p*x+591*b*c^2*g^3*q*x+2299*b*c^2*g^3*r*x-5753*b*c^2*g^3*x^2+6995*b*c^ 2*g^2*p^2*x+5898*b*c^2*g^2*p*q*x+16373*b*c^2*g^2*p*r*x-38008*b*c^2*g^2*p*x^2+ 669*b*c^2*g^2*q^2*x+6331*b*c^2*g^2*q*r*x-22490*b*c^2*g^2*q*x^2+9378*b*c^2*g^2*r ^2*x-53265*b*c^2*g^2*r*x^2+13550*b*c^2*g^2*x^3+8746*b*c^2*g*p^3*x+13386*b*c^2*g *p^2*q*x+30850*b*c^2*g*p^2*r*x-70567*b*c^2*g*p^2*x^2+4896*b*c^2*g*p*q^2*x+30152 *b*c^2*g*p*q*r*x-94550*b*c^2*g*p*q*x^2+35462*b*c^2*g*p*r^2*x-201473*b*c^2*g*p*r *x^2+48854*b*c^2*g*p*x^3+256*b*c^2*g*q^3*x+4978*b*c^2*g*q^2*r*x-23983*b*c^2*g*q ^2*x^2+16766*b*c^2*g*q*r^2*x-123649*b*c^2*g*q*r*x^2+48854*b*c^2*g*q*x^3+13358*b *c^2*g*r^3*x-139658*b*c^2*g*r^2*x^2+94284*b*c^2*g*r*x^3+3606*b*c^2*p^4*x+8304*b *c^2*p^3*q*x+16920*b*c^2*p^3*r*x-38582*b*c^2*p^3*x^2+5814*b*c^2*p^2*q^2*x+28452 *b*c^2*p^2*q*r*x-83886*b*c^2*p^2*q*x^2+29124*b*c^2*p^2*r^2*x-164634*b*c^2*p^2*r *x^2+39822*b*c^2*p^2*x^3+1140*b*c^2*p*q^3*x+12624*b*c^2*p*q^2*r*x-52026*b*c^2*p *q^2*x^2+31992*b*c^2*p*q*r^2*x-228048*b*c^2*p*q*r*x^2+79644*b*c^2*p*q*x^3+21912 *b*c^2*p*r^3*x-226572*b*c^2*p*r^2*x^2+150948*b*c^2*p*r*x^3+24*b*c^2*q^4*x+1092* b*c^2*q^3*r*x-6722*b*c^2*q^3*x^2+6810*b*c^2*q^2*r^2*x-63414*b*c^2*q^2*r*x^2+ 39822*b*c^2*q^2*x^3+11844*b*c^2*q*r^3*x-150750*b*c^2*q*r^2*x^2+150948*b*c^2*q*r *x^3+6102*b*c^2*r^4*x-100520*b*c^2*r^3*x^2+141228*b*c^2*r^2*x^3+9*b*c*g^5*x+233 *b*c*g^4*p*x+48*b*c*g^4*q*x+258*b*c*g^4*r*x-648*b*c*g^4*x^2+1289*b*c*g^3*p^2*x+ 998*b*c*g^3*p*q*x+3047*b*c*g^3*p*r*x-6522*b*c*g^3*p*x^2+79*b*c*g^3*q^2*x+1026*b *c*g^3*q*r*x-3843*b*c*g^3*q*x^2+1758*b*c*g^3*r^2*x-9112*b*c*g^3*r*x^2+2314*b*c* g^3*x^3+2659*b*c*g^2*p^3*x+3961*b*c*g^2*p^2*q*x+9455*b*c*g^2*p^2*r*x-20382*b*c* g^2*p^2*x^2+1350*b*c*g^2*p*q^2*x+8916*b*c*g^2*p*q*r*x-27050*b*c*g^2*p*q*x^2+ 10933*b*c*g^2*p*r^2*x-58917*b*c*g^2*p*r*x^2+13003*b*c*g^2*p*x^3+48*b*c*g^2*q^3* x+1307*b*c*g^2*q^2*r*x-6668*b*c*g^2*q^2*x^2+4955*b*c*g^2*q*r^2*x-34971*b*c*g^2* q*r*x^2+13003*b*c*g^2*q*x^3+4137*b*c*g^2*r^3*x-41645*b*c*g^2*r^2*x^2+24596*b*c* g^2*r*x^3+2329*b*c*g*p^4*x+5314*b*c*g*p^3*q*x+10976*b*c*g*p^3*r*x-24105*b*c*g*p ^3*x^2+3651*b*c*g*p^2*q^2*x+18252*b*c*g*p^2*q*r*x-52125*b*c*g*p^2*q*x^2+18954*b *c*g*p^2*r^2*x-103832*b*c*g*p^2*r*x^2+23237*b*c*g*p^2*x^3+676*b*c*g*p*q^3*x+ 7896*b*c*g*p*q^2*r*x-31935*b*c*g*p*q^2*x^2+20562*b*c*g*p*q*r^2*x-142268*b*c*g*p *q*r*x^2+46474*b*c*g*p*q*x^3+14296*b*c*g*p*r^3*x-144345*b*c*g*p*r^2*x^2+88938*b *c*g*p*r*x^3+10*b*c*g*q^4*x+620*b*c*g*q^3*r*x-3915*b*c*g*q^3*x^2+4245*b*c*g*q^2 *r^2*x-38436*b*c*g*q^2*r*x^2+23237*b*c*g*q^2*x^3+7624*b*c*g*q*r^3*x-94774*b*c*g *q*r^2*x^2+88938*b*c*g*q*r*x^3+3989*b*c*g*r^4*x-64618*b*c*g*r^3*x^2+86104*b*c*g *r^2*x^3+734*b*c*p^5*x+2294*b*c*p^4*q*x+4288*b*c*p^4*r*x-9562*b*c*p^4*x^2+2478* b*c*p^3*q^2*x+10532*b*c*p^3*q*r*x-29164*b*c*p^3*q*x^2+9812*b*c*p^3*r^2*x-54101* b*c*p^3*r*x^2+12462*b*c*p^3*x^3+1010*b*c*p^2*q^3*x+8280*b*c*p^2*q^2*r*x-30120*b *c*p^2*q^2*x^2+17832*b*c*p^2*q*r^2*x-120393*b*c*p^2*q*r*x^2+37386*b*c*p^2*q*x^3 +11048*b*c*p^2*r^3*x-110985*b*c*p^2*r^2*x^2+69948*b*c*p^2*r*x^3+92*b*c*p*q^4*x+ 2116*b*c*p*q^3*r*x-10996*b*c*p*q^3*x^2+9126*b*c*p*q^2*r^2*x-78483*b*c*p*q^2*r*x ^2+37386*b*c*p*q^2*x^3+13244*b*c*p*q*r^3*x-160740*b*c*p*q*r^2*x^2+139896*b*c*p* q*r*x^3+6142*b*c*p*r^4*x-97915*b*c*p*r^3*x^2+127128*b*c*p*r^2*x^3+80*b*c*q^4*r* x-478*b*c*q^4*x^2+1106*b*c*q^3*r^2*x-12191*b*c*q^3*r*x^2+12462*b*c*q^3*x^3+3324 *b*c*q^2*r^3*x-49755*b*c*q^2*r^2*x^2+69948*b*c*q^2*r*x^3+3650*b*c*q*r^4*x-69511 *b*c*q*r^3*x^2+127128*b*c*q*r^2*x^3+1352*b*c*r^5*x-31469*b*c*r^4*x^2+73200*b*c* r^3*x^3+8*b*g^5*p*x+8*b*g^5*r*x-26*b*g^5*x^2+80*b*g^4*p^2*x+50*b*g^4*p*q*x+193* b*g^4*p*r*x-355*b*g^4*p*x^2+44*b*g^4*q*r*x-222*b*g^4*q*x^2+113*b*g^4*r^2*x-477* b*g^4*r*x^2+176*b*g^4*x^3+252*b*g^3*p^3*x+354*b*g^3*p^2*q*x+912*b*g^3*p^2*r*x-\ 1771*b*g^3*p^2*x^2+102*b*g^3*p*q^2*x+792*b*g^3*p*q*r*x-2330*b*g^3*p*q*x^2+1068* b*g^3*p*r^2*x-5218*b*g^3*p*r*x^2+1076*b*g^3*p*x^3+84*b*g^3*q^2*r*x-559*b*g^3*q^ 2*x^2+438*b*g^3*q*r^2*x-2899*b*g^3*q*r*x^2+1076*b*g^3*q*x^3+408*b*g^3*r^3*x-\ 3825*b*g^3*r^2*x^2+1778*b*g^3*r*x^3+356*b*g^2*p^4*x+798*b*g^2*p^3*q*x+1694*b*g^ 2*p^3*r*x-3514*b*g^2*p^3*x^2+528*b*g^2*p^2*q^2*x+2754*b*g^2*p^2*q*r*x-7538*b*g^ 2*p^2*q*x^2+2946*b*g^2*p^2*r^2*x-15394*b*g^2*p^2*r*x^2+3113*b*g^2*p^2*x^3+86*b* g^2*p*q^3*x+1128*b*g^2*p*q^2*r*x-4534*b*g^2*p*q^2*x^2+3114*b*g^2*p*q*r^2*x-\ 20662*b*g^2*p*q*r*x^2+6226*b*g^2*p*q*x^3+2234*b*g^2*p*r^3*x-21838*b*g^2*p*r^2*x ^2+11820*b*g^2*p*r*x^3+68*b*g^2*q^3*r*x-510*b*g^2*q^3*x^2+600*b*g^2*q^2*r^2*x-\ 5268*b*g^2*q^2*r*x^2+3113*b*g^2*q^2*x^3+1158*b*g^2*q*r^3*x-13960*b*g^2*q*r^2*x^ 2+11820*b*g^2*q*r*x^3+626*b*g^2*r^4*x-9958*b*g^2*r^3*x^2+12139*b*g^2*r^2*x^3+ 236*b*g*p^5*x+734*b*g*p^4*q*x+1384*b*g*p^4*r*x-2997*b*g*p^4*x^2+786*b*g*p^3*q^2 *x+3380*b*g*p^3*q*r*x-9102*b*g*p^3*q*x^2+3176*b*g*p^3*r^2*x-17125*b*g*p^3*r*x^2 +3667*b*g*p^3*x^3+314*b*g*p^2*q^3*x+2628*b*g*p^2*q^2*r*x-9324*b*g*p^2*q^2*x^2+ 5736*b*g*p^2*q*r^2*x-37831*b*g*p^2*q*r*x^2+11001*b*g*p^2*q*x^3+3584*b*g*p^2*r^3 *x-35480*b*g*p^2*r^2*x^2+20835*b*g*p^2*r*x^3+26*b*g*p*q^4*x+652*b*g*p*q^3*r*x-\ 3330*b*g*p*q^3*x^2+2898*b*g*p*q^2*r^2*x-24287*b*g*p*q^2*r*x^2+11001*b*g*p*q^2*x ^3+4268*b*g*p*q*r^3*x-50946*b*g*p*q*r^2*x^2+41670*b*g*p*q*r*x^3+1996*b*g*p*r^4* x-31573*b*g*p*r^3*x^2+39012*b*g*p*r^2*x^3+20*b*g*q^4*r*x-111*b*g*q^4*x^2+338*b* g*q^3*r^2*x-3581*b*g*q^3*r*x^2+3667*b*g*q^3*x^3+1056*b*g*q^2*r^3*x-15466*b*g*q^ 2*r^2*x^2+20835*b*g*q^2*r*x^3+1178*b*g*q*r^4*x-22217*b*g*q*r^3*x^2+39012*b*g*q* r^2*x^3+440*b*g*r^5*x-10221*b*g*r^4*x^2+23056*b*g*r^3*x^3+60*b*p^6*x+240*b*p^5* q*x+417*b*p^5*r*x-925*b*p^5*x^2+360*b*p^4*q^2*x+1374*b*p^4*q*r*x-3664*b*p^4*q*x ^2+1185*b*p^4*r^2*x-6458*b*p^4*r*x^2+1454*b*p^4*x^3+240*b*p^3*q^3*x+1620*b*p^3* q^2*r*x-5406*b*p^3*q^2*x^2+3096*b*p^3*q*r^2*x-20128*b*p^3*q*r*x^2+5816*b*p^3*q* x^3+1770*b*p^3*r^3*x-17437*b*p^3*r^2*x^2+10723*b*p^3*r*x^3+60*b*p^2*q^4*x+786*b *p^2*q^3*r*x-3484*b*p^2*q^3*x^2+2700*b*p^2*q^2*r^2*x-21636*b*p^2*q^2*r*x^2+8724 *b*p^2*q^2*x^3+3444*b*p^2*q*r^3*x-40164*b*p^2*q*r^2*x^2+32169*b*p^2*q*r*x^3+ 1470*b*p^2*r^4*x-22813*b*p^2*r^3*x^2+28362*b*p^2*r^2*x^3+123*b*p*q^4*r*x-781*b* p*q^4*x^2+852*b*p*q^3*r^2*x-8720*b*p*q^3*r*x^2+5816*b*p*q^3*x^3+1980*b*p*q^2*r^ 3*x-28017*b*p*q^2*r^2*x^2+32169*b*p*q^2*r*x^3+1896*b*p*q*r^4*x-34600*b*p*q*r^3* x^2+56724*b*p*q*r^2*x^3+645*b*p*r^5*x-14522*b*p*r^4*x^2+31652*b*p*r^3*x^3+36*b* q^5*x^2+63*b*q^4*r^2*x-754*b*q^4*r*x^2+1454*b*q^4*x^3+306*b*q^3*r^3*x-5290*b*q^ 3*r^2*x^2+10723*b*q^3*r*x^3+540*b*q^2*r^4*x-11787*b*q^2*r^3*x^2+28362*b*q^2*r^2 *x^3+414*b*q*r^5*x-10900*b*q*r^4*x^2+31652*b*q*r^3*x^3+117*b*r^6*x-3613*b*r^5*x ^2+12559*b*r^4*x^3+640*c^7*x+1488*c^6*g*x+2976*c^6*p*x+1152*c^6*q*x+3360*c^6*r* x-9504*c^6*x^2+1392*c^5*g^2*x+5992*c^5*g*p*x+2264*c^5*g*q*x+6752*c^5*g*r*x-\ 18672*c^5*g*x^2+5392*c^5*p^2*x+5072*c^5*p*q*x+12480*c^5*p*r*x-31584*c^5*p*x^2+ 784*c^5*q^2*x+5472*c^5*q*r*x-19968*c^5*q*x^2+7088*c^5*r^2*x-43560*c^5*r*x^2+ 13200*c^5*x^3+664*c^4*g^3*x+4748*c^4*g^2*p*x+1724*c^4*g^2*q*x+5336*c^4*g^2*r*x-\ 14352*c^4*g^2*x^2+9092*c^4*g*p^2*x+8448*c^4*g*p*q*x+21048*c^4*g*p*r*x-51880*c^4 *g*p*x^2+1252*c^4*g*q^2*x+9080*c^4*g*q*r*x-32600*c^4*g*q*x^2+11956*c^4*g*r^2*x-\ 71772*c^4*g*r*x^2+20440*c^4*g*x^3+5048*c^4*p^3*x+8160*c^4*p^2*q*x+17712*c^4*p^2 *r*x-41640*c^4*p^2*x^2+3360*c^4*p*q^2*x+18288*c^4*p*q*r*x-58032*c^4*p*q*x^2+ 20280*c^4*p*r^2*x-117192*c^4*p*r*x^2+31080*c^4*p*x^3+248*c^4*q^3*x+3408*c^4*q^2 *r*x-16392*c^4*q^2*x^2+10128*c^4*q*r^2*x-76128*c^4*q*r*x^2+31080*c^4*q*x^3+7616 *c^4*r^3*x-80388*c^4*r^2*x^2+58872*c^4*r*x^3+168*c^3*g^4*x+1862*c^3*g^3*p*x+630 *c^3*g^3*q*x+2084*c^3*g^3*r*x-5424*c^3*g^3*x^2+5816*c^3*g^2*p^2*x+5292*c^3*g^2* p*q*x+13484*c^3*g^2*p*r*x-32088*c^3*g^2*p*x^2+728*c^3*g^2*q^2*x+5644*c^3*g^2*q* r*x-19992*c^3*g^2*q*x^2+7668*c^3*g^2*r^2*x-44562*c^3*g^2*r*x^2+11748*c^3*g^2*x^ 3+6822*c^3*g*p^3*x+10950*c^3*g*p^2*q*x+23964*c^3*g*p^2*r*x-54844*c^3*g*p^2*x^2+ 4430*c^3*g*p*q^2*x+24528*c^3*g*p*q*r*x-76128*c^3*g*p*q*x^2+27462*c^3*g*p*r^2*x-\ 155028*c^3*g*p*r*x^2+38708*c^3*g*p*x^3+302*c^3*g*q^3*x+4460*c^3*g*q^2*r*x-21284 *c^3*g*q^2*x^2+13578*c^3*g*q*r^2*x-99960*c^3*g*q*r*x^2+38708*c^3*g*q*x^3+10320* c^3*g*r^3*x-106836*c^3*g*r^2*x^2+74104*c^3*g*r*x^3+2676*c^3*p^4*x+6372*c^3*p^3* q*x+12540*c^3*p^3*r*x-28236*c^3*p^3*x^2+4752*c^3*p^2*q^2*x+21780*c^3*p^2*q*r*x-\ 62940*c^3*p^2*q*x^2+21564*c^3*p^2*r^2*x-119742*c^3*p^2*r*x^2+29148*c^3*p^2*x^3+ 1092*c^3*p*q^3*x+10260*c^3*p*q^2*r*x-41172*c^3*p*q^2*x^2+24444*c^3*p*q*r^2*x-\ 170676*c^3*p*q*r*x^2+58296*c^3*p*q*x^3+16212*c^3*p*r^3*x-164478*c^3*p*r^2*x^2+ 109128*c^3*p*r*x^3+36*c^3*q^4*x+1020*c^3*q^3*r*x-6468*c^3*q^3*x^2+5508*c^3*q^2* r^2*x-50934*c^3*q^2*r*x^2+29148*c^3*q^2*x^3+9036*c^3*q*r^3*x-113082*c^3*q*r^2*x ^2+109128*c^3*q*r*x^3+4512*c^3*r^4*x-72972*c^3*r^3*x^2+100344*c^3*r^2*x^3+21*c^ 2*g^5*x+371*c^2*g^4*p*x+109*c^2*g^4*q*x+412*c^2*g^4*r*x-1038*c^2*g^4*x^2+1741*c ^2*g^3*p^2*x+1524*c^2*g^3*p*q*x+4054*c^2*g^3*p*r*x-9174*c^2*g^3*p*x^2+181*c^2*g ^3*q^2*x+1598*c^2*g^3*q*r*x-5658*c^2*g^3*q*x^2+2313*c^2*g^3*r^2*x-12789*c^2*g^3 *r*x^2+3114*c^2*g^3*x^3+3287*c^2*g^2*p^3*x+5211*c^2*g^2*p^2*q*x+11582*c^2*g^2*p ^2*r*x-25566*c^2*g^2*p^2*x^2+2043*c^2*g^2*p*q^2*x+11668*c^2*g^2*p*q*r*x-35280*c ^2*g^2*p*q*x^2+13303*c^2*g^2*p*r^2*x-72808*c^2*g^2*p*r*x^2+16814*c^2*g^2*p*x^3+ 119*c^2*g^2*q^3*x+2018*c^2*g^2*q^2*r*x-9714*c^2*g^2*q^2*x^2+6457*c^2*g^2*q*r^2* x-46262*c^2*g^2*q*r*x^2+16814*c^2*g^2*q*x^3+5008*c^2*g^2*r^3*x-50679*c^2*g^2*r^ 2*x^2+32374*c^2*g^2*r*x^3+2710*c^2*g*p^4*x+6426*c^2*g*p^3*q*x+12718*c^2*g*p^3*r *x-27930*c^2*g*p^3*x^2+4752*c^2*g*p^2*q^2*x+21978*c^2*g*p^2*q*r*x-62082*c^2*g*p ^2*q*x^2+21894*c^2*g*p^2*r^2*x-119025*c^2*g*p^2*r*x^2+27370*c^2*g*p^2*x^3+1066* c^2*g*p*q^3*x+10242*c^2*g*p*q^2*r*x-40374*c^2*g*p*q^2*x^2+24678*c^2*g*p*q*r^2*x -168858*c^2*g*p*q*r*x^2+54740*c^2*g*p*q*x^3+16474*c^2*g*p*r^3*x-164277*c^2*g*p* r^2*x^2+103590*c^2*g*p*r*x^3+30*c^2*g*q^4*x+982*c^2*g*q^3*r*x-6222*c^2*g*q^3*x^ 2+5490*c^2*g*q^2*r^2*x-49833*c^2*g*q^2*r*x^2+27370*c^2*g*q^2*x^3+9126*c^2*g*q*r ^3*x-112293*c^2*g*q*r^2*x^2+103590*c^2*g*q*r*x^3+4588*c^2*g*r^4*x-73182*c^2*g*r ^3*x^2+96932*c^2*g*r^2*x^3+812*c^2*p^5*x+2608*c^2*p^4*q*x+4734*c^2*p^4*r*x-\ 10464*c^2*p^4*x^2+2954*c^2*p^3*q^2*x+11940*c^2*p^3*q*r*x-32556*c^2*p^3*q*x^2+ 10816*c^2*p^3*r^2*x-58824*c^2*p^3*r*x^2+13602*c^2*p^3*x^3+1334*c^2*p^2*q^3*x+ 9828*c^2*p^2*q^2*r*x-34884*c^2*p^2*q^2*x^2+20172*c^2*p^2*q*r^2*x-133758*c^2*p^2 *q*r*x^2+40806*c^2*p^2*q*x^3+12164*c^2*p^2*r^3*x-120294*c^2*p^2*r^2*x^2+75390*c ^2*p^2*r*x^3+178*c^2*p*q^4*x+2772*c^2*p*q^3*r*x-13956*c^2*p*q^3*x^2+10794*c^2*p *q^2*r^2*x-91044*c^2*p*q^2*r*x^2+40806*c^2*p*q^2*x^3+14956*c^2*p*q*r^3*x-178362 *c^2*p*q*r^2*x^2+150780*c^2*p*q*r*x^3+6756*c^2*p*r^4*x-105972*c^2*p*r^3*x^2+ 134940*c^2*p*r^2*x^3+2*c^2*q^5*x+150*c^2*q^4*r*x-1164*c^2*q^4*x^2+1438*c^2*q^3* r^2*x-16110*c^2*q^3*r*x^2+13602*c^2*q^3*x^3+3920*c^2*q^2*r^3*x-58068*c^2*q^2*r^ 2*x^2+75390*c^2*q^2*r*x^3+4116*c^2*q*r^4*x-77160*c^2*q*r^3*x^2+134940*c^2*q*r^2 *x^3+1486*c^2*r^5*x-34038*c^2*r^4*x^2+76788*c^2*r^3*x^3+c*g^6*x+34*c*g^5*p*x+7* c*g^5*q*x+37*c*g^5*r*x-93*c*g^5*x^2+240*c*g^4*p^2*x+194*c*g^4*p*q*x+565*c*g^4*p *r*x-1178*c*g^4*p*x^2+16*c*g^4*q^2*x+195*c*g^4*q*r*x-724*c*g^4*q*x^2+325*c*g^4* r^2*x-1641*c*g^4*r*x^2+398*c*g^4*x^3+663*c*g^3*p^3*x+1026*c*g^3*p^2*q*x+2354*c* g^3*p^2*r*x-4917*c*g^3*p^2*x^2+378*c*g^3*p*q^2*x+2296*c*g^3*p*q*r*x-6732*c*g^3* p*q*x^2+2719*c*g^3*p*r^2*x-14182*c*g^3*p*r*x^2+2985*c*g^3*p*x^3+15*c*g^3*q^3*x+ 356*c*g^3*q^2*r*x-1815*c*g^3*q^2*x^2+1270*c*g^3*q*r^2*x-8759*c*g^3*q*r*x^2+2985 *c*g^3*q*x^3+1028*c*g^3*r^3*x-10071*c*g^3*r^2*x^2+5632*c*g^3*r*x^3+870*c*g^2*p^ 4*x+2048*c*g^2*p^3*q*x+4097*c*g^2*p^3*r*x-8715*c*g^2*p^3*x^2+1492*c*g^2*p^2*q^2 *x+7017*c*g^2*p^2*q*r*x-19287*c*g^2*p^2*q*x^2+7071*c*g^2*p^2*r^2*x-37471*c*g^2* p^2*r*x^2+7990*c*g^2*p^2*x^3+320*c*g^2*p*q^3*x+3203*c*g^2*p*q^2*r*x-12429*c*g^2 *p*q^2*x^2+7890*c*g^2*p*q*r^2*x-52686*c*g^2*p*q*r*x^2+15980*c*g^2*p*q*x^3+5331* c*g^2*p*r^3*x-52222*c*g^2*p*r^2*x^2+30513*c*g^2*p*r*x^3+6*c*g^2*q^4*x+283*c*g^2 *q^3*r*x-1857*c*g^2*q^3*x^2+1711*c*g^2*q^2*r^2*x-15215*c*g^2*q^2*r*x^2+7990*c*g ^2*q^2*x^3+2921*c*g^2*q*r^3*x-35321*c*g^2*q*r^2*x^2+30513*c*g^2*q*r*x^3+1487*c* g^2*r^4*x-23466*c*g^2*r^3*x^2+29522*c*g^2*r^2*x^3+546*c*g*p^5*x+1750*c*g*p^4*q* x+3187*c*g*p^4*r*x-6902*c*g*p^4*x^2+1975*c*g*p^3*q^2*x+8018*c*g*p^3*q*r*x-21430 *c*g*p^3*q*x^2+7288*c*g*p^3*r^2*x-38985*c*g*p^3*r*x^2+8559*c*g*p^3*x^3+885*c*g* p^2*q^3*x+6570*c*g*p^2*q^2*r*x-22878*c*g*p^2*q^2*x^2+13554*c*g*p^2*q*r^2*x-\ 88374*c*g*p^2*q*r*x^2+25677*c*g*p^2*q*x^3+8202*c*g*p^2*r^3*x-80082*c*g*p^2*r^2* x^2+47967*c*g*p^2*r*x^3+115*c*g*p*q^4*x+1834*c*g*p*q^3*r*x-9074*c*g*p*q^3*x^2+ 7215*c*g*p*q^2*r^2*x-59793*c*g*p*q^2*r*x^2+25677*c*g*p*q^2*x^3+10054*c*g*p*q*r^ 3*x-118305*c*g*p*q*r^2*x^2+95934*c*g*p*q*r*x^3+4558*c*g*p*r^4*x-70817*c*g*p*r^3 *x^2+87204*c*g*p*r^2*x^3+c*g*q^5*x+95*c*g*q^4*r*x-724*c*g*q^4*x^2+949*c*g*q^3*r ^2*x-10404*c*g*q^3*r*x^2+8559*c*g*q^3*x^3+2620*c*g*q^2*r^3*x-38223*c*g*q^2*r^2* x^2+47967*c*g*q^2*r*x^3+2768*c*g*q*r^4*x-51361*c*g*q*r^3*x^2+87204*c*g*q*r^2*x^ 3+1003*c*g*r^5*x-22818*c*g*r^4*x^2+50286*c*g*r^3*x^3+132*c*p^6*x+540*c*p^5*q*x+ 915*c*p^5*r*x-2019*c*p^5*x^2+840*c*p^4*q^2*x+3081*c*p^4*q*r*x-8127*c*p^4*q*x^2+ 2595*c*p^4*r^2*x-14001*c*p^4*r*x^2+3156*c*p^4*x^3+600*c*p^3*q^3*x+3762*c*p^3*q^ 2*r*x-12318*c*p^3*q^2*x^2+6924*c*p^3*q*r^2*x-44364*c*p^3*q*r*x^2+12624*c*p^3*q* x^3+3870*c*p^3*r^3*x-37656*c*p^3*r^2*x^2+22980*c*p^3*r*x^3+180*c*p^2*q^4*x+1950 *c*p^2*q^3*r*x-8382*c*p^2*q^3*x^2+6246*c*p^2*q^2*r^2*x-49086*c*p^2*q^2*r*x^2+ 18936*c*p^2*q^2*x^3+7686*c*p^2*q*r^3*x-88236*c*p^2*q*r^2*x^2+68940*c*p^2*q*r*x^ 3+3210*c*p^2*r^4*x-49152*c*p^2*r^3*x^2+59958*c*p^2*r^2*x^3+12*c*p*q^5*x+363*c*p *q^4*r*x-2223*c*p*q^4*x^2+2100*c*p*q^3*r^2*x-21084*c*p*q^3*r*x^2+12624*c*p*q^3* x^3+4566*c*p*q^2*r^3*x-63504*c*p*q^2*r^2*x^2+68940*c*p*q^2*r*x^3+4224*c*p*q*r^4 *x-75888*c*p*q*r^3*x^2+119916*c*p*q*r^2*x^3+1407*c*p*r^5*x-31245*c*p*r^4*x^2+ 66204*c*p*r^3*x^3+9*c*q^5*r*x-51*c*q^5*x^2+183*c*q^4*r^2*x-2361*c*q^4*r*x^2+ 3156*c*q^4*x^3+750*c*q^3*r^3*x-12924*c*q^3*r^2*x^2+22980*c*q^3*r*x^3+1242*c*q^2 *r^4*x-26736*c*q^2*r^3*x^2+59958*c*q^2*r^2*x^3+921*c*q*r^5*x-23889*c*q*r^4*x^2+ 66204*c*q*r^3*x^3+255*c*r^6*x-7767*c*r^5*x^2+26070*c*r^4*x^3+g^6*p*x+g^6*r*x-3* g^6*x^2+12*g^5*p^2*x+8*g^5*p*q*x+29*g^5*p*r*x-51*g^5*p*x^2+7*g^5*q*r*x-33*g^5*q *x^2+17*g^5*r^2*x-69*g^5*r*x^2+24*g^5*x^3+47*g^4*p^3*x+69*g^4*p^2*q*x+170*g^4*p ^2*r*x-320*g^4*p^2*x^2+22*g^4*p*q^2*x+154*g^4*p*q*r*x-435*g^4*p*q*x^2+199*g^4*p *r^2*x-943*g^4*p*r*x^2+185*g^4*p*x^3+18*g^4*q^2*r*x-115*g^4*q^2*x^2+85*g^4*q*r^ 2*x-551*g^4*q*r*x^2+185*g^4*q*x^3+76*g^4*r^3*x-696*g^4*r^2*x^2+306*g^4*r*x^3+88 *g^3*p^4*x+204*g^3*p^3*q*x+418*g^3*p^3*r*x-846*g^3*p^3*x^2+144*g^3*p^2*q^2*x+ 702*g^3*p^2*q*r*x-1860*g^3*p^2*q*x^2+726*g^3*p^2*r^2*x-3699*g^3*p^2*r*x^2+714*g ^3*p^2*x^3+28*g^3*p*q^3*x+306*g^3*p*q^2*r*x-1182*g^3*p*q^2*x^2+792*g^3*p*q*r^2* x-5112*g^3*p*q*r*x^2+1428*g^3*p*q*x^3+550*g^3*p*r^3*x-5259*g^3*p*r^2*x^2+2705*g ^3*p*r*x^3+22*g^3*q^3*r*x-168*g^3*q^3*x^2+162*g^3*q^2*r^2*x-1413*g^3*q^2*r*x^2+ 714*g^3*q^2*x^3+294*g^3*q*r^3*x-3480*g^3*q*r^2*x^2+2705*g^3*q*r*x^3+154*g^3*r^4 *x-2406*g^3*r^3*x^2+2774*g^3*r^2*x^3+87*g^2*p^5*x+278*g^2*p^4*q*x+509*g^2*p^4*r *x-1080*g^2*p^4*x^2+312*g^2*p^3*q^2*x+1276*g^2*p^3*q*r*x-3342*g^2*p^3*q*x^2+ 1166*g^2*p^3*r^2*x-6155*g^2*p^3*r*x^2+1260*g^2*p^3*x^3+138*g^2*p^2*q^3*x+1038*g ^2*p^2*q^2*r*x-3546*g^2*p^2*q^2*x^2+2160*g^2*p^2*q*r^2*x-13871*g^2*p^2*q*r*x^2+ 3780*g^2*p^2*q*x^3+1314*g^2*p^2*r^3*x-12757*g^2*p^2*r^2*x^2+7144*g^2*p^2*r*x^3+ 17*g^2*p*q^4*x+284*g^2*p*q^3*r*x-1386*g^2*p*q^3*x^2+1140*g^2*p*q^2*r^2*x-9277*g ^2*p*q^2*r*x^2+3780*g^2*p*q^2*x^3+1604*g^2*p*q*r^3*x-18720*g^2*p*q*r^2*x^2+ 14288*g^2*p*q*r*x^3+731*g^2*p*r^4*x-11369*g^2*p*r^3*x^2+13370*g^2*p*r^2*x^3+13* g^2*q^4*r*x-102*g^2*q^4*x^2+146*g^2*q^3*r^2*x-1561*g^2*q^3*r*x^2+1260*g^2*q^3*x ^3+414*g^2*q^2*r^3*x-5963*g^2*q^2*r^2*x^2+7144*g^2*q^2*r*x^3+442*g^2*q*r^4*x-\ 8191*g^2*q*r^3*x^2+13370*g^2*q*r^2*x^3+161*g^2*r^5*x-3687*g^2*r^4*x^2+7906*g^2* r^3*x^3+44*g*p^6*x+180*g*p^5*q*x+305*g*p^5*r*x-665*g*p^5*x^2+280*g*p^4*q^2*x+ 1027*g*p^4*q*r*x-2673*g*p^4*q*x^2+865*g*p^4*r^2*x-4629*g*p^4*r*x^2+998*g*p^4*x^ 3+200*g*p^3*q^3*x+1254*g*p^3*q^2*r*x-4042*g*p^3*q^2*x^2+2308*g*p^3*q*r^2*x-\ 14640*g*p^3*q*r*x^2+3992*g*p^3*q*x^3+1290*g*p^3*r^3*x-12492*g*p^3*r^2*x^2+7349* g*p^3*r*x^3+60*g*p^2*q^4*x+650*g*p^2*q^3*r*x-2738*g*p^2*q^3*x^2+2082*g*p^2*q^2* r^2*x-16146*g*p^2*q^2*r*x^2+5988*g*p^2*q^2*x^3+2562*g*p^2*q*r^3*x-29211*g*p^2*q *r^2*x^2+22047*g*p^2*q*r*x^3+1070*g*p^2*r^4*x-16352*g*p^2*r^3*x^2+19443*g*p^2*r ^2*x^3+4*g*p*q^5*x+121*g*p*q^4*r*x-717*g*p*q^4*x^2+700*g*p*q^3*r^2*x-6888*g*p*q ^3*r*x^2+3992*g*p*q^3*x^3+1522*g*p*q^2*r^3*x-20946*g*p*q^2*r^2*x^2+22047*g*p*q^ 2*r*x^3+1408*g*p*q*r^4*x-25194*g*p*q*r^3*x^2+38886*g*p*q*r^2*x^3+469*g*p*r^5*x-\ 10419*g*p*r^4*x^2+21722*g*p*r^3*x^3+3*g*q^5*r*x-13*g*q^5*x^2+61*g*q^4*r^2*x-753 *g*q^4*r*x^2+998*g*q^4*x^3+250*g*q^3*r^3*x-4227*g*q^3*r^2*x^2+7349*g*q^3*r*x^3+ 414*g*q^2*r^4*x-8842*g*q^2*r^3*x^2+19443*g*q^2*r^2*x^3+307*g*q*r^5*x-7950*g*q*r ^4*x^2+21722*g*q*r^3*x^3+85*g*r^6*x-2595*g*r^5*x^2+8630*g*r^4*x^3+9*p^7*x+45*p^ 6*q*x+72*p^6*r*x-159*p^6*x^2+90*p^5*q^2*x+306*p^5*q*r*x-789*p^5*q*x^2+243*p^5*r ^2*x-1299*p^5*r*x^2+291*p^5*x^3+90*p^4*q^3*x+504*p^4*q^2*r*x-1560*p^4*q^2*x^2+ 855*p^4*q*r^2*x-5319*p^4*q*r*x^2+1455*p^4*q*x^3+450*p^4*r^3*x-4290*p^4*r^2*x^2+ 2604*p^4*r*x^3+45*p^3*q^4*x+396*p^3*q^3*r*x-1530*p^3*q^3*x^2+1116*p^3*q^2*r^2*x -8286*p^3*q^2*r*x^2+2910*p^3*q^2*x^3+1260*p^3*q*r^3*x-13926*p^3*q*r^2*x^2+10416 *p^3*q*r*x^3+495*p^3*r^4*x-7350*p^3*r^3*x^2+8787*p^3*r^2*x^3+9*p^2*q^5*x+144*p^ 2*q^4*r*x-735*p^2*q^4*x^2+648*p^2*q^3*r^2*x-5934*p^2*q^3*r*x^2+2910*p^2*q^3*x^3 +1224*p^2*q^2*r^3*x-16038*p^2*q^2*r^2*x^2+15624*p^2*q^2*r*x^3+1035*p^2*q*r^4*x-\ 17754*p^2*q*r^3*x^2+26361*p^2*q*r^2*x^3+324*p^2*r^5*x-6915*p^2*r^4*x^2+14094*p^ 2*r^3*x^3+18*p*q^5*r*x-129*p*q^5*x^2+153*p*q^4*r^2*x-1791*p*q^4*r*x^2+1455*p*q^ 4*x^3+468*p*q^3*r^3*x-7458*p*q^3*r^2*x^2+10416*p*q^3*r*x^3+666*p*q^2*r^4*x-\ 13458*p*q^2*r^3*x^2+26361*p*q^2*r^2*x^3+450*p*q*r^5*x-11061*p*q*r^4*x^2+28188*p *q*r^3*x^3+117*p*r^6*x-3399*p*r^5*x^2+10788*p*r^4*x^3+6*q^6*x^2+9*q^5*r^2*x-123 *q^5*r*x^2+291*q^5*x^3+54*q^4*r^3*x-1056*q^4*r^2*x^2+2604*q^4*r*x^3+126*q^3*r^4 *x-3054*q^3*r^3*x^2+8787*q^3*r^2*x^3+144*q^2*r^5*x-4146*q^2*r^4*x^2+14094*q^2*r ^3*x^3+81*q*r^6*x-2703*q*r^5*x^2+10788*q*r^4*x^3+18*r^7*x-684*r^6*x^2+3168*r^5* x^3-8*a^6*p-8*a^6*r+16*a^6*x-16*a^5*b*c-32*a^5*b*p-32*a^5*b*r+96*a^5*b*x-32*a^5 *c^2-8*a^5*c*g-96*a^5*c*p-16*a^5*c*q-96*a^5*c*r+520*a^5*c*x-28*a^5*g*p-28*a^5*g *r+72*a^5*g*x-48*a^5*p^2-24*a^5*p*q-96*a^5*p*r+368*a^5*p*x-24*a^5*q*r+180*a^5*q *x-48*a^5*r^2+432*a^5*r*x-376*a^5*x^2-48*a^4*b^2*c-48*a^4*b^2*p-48*a^4*b^2*r+ 224*a^4*b^2*x-192*a^4*b*c^2-64*a^4*b*c*g-368*a^4*b*c*p-64*a^4*b*c*q-368*a^4*b*c *r+2080*a^4*b*c*x-88*a^4*b*g*p-88*a^4*b*g*r+336*a^4*b*g*x-168*a^4*b*p^2-72*a^4* b*p*q-336*a^4*b*p*r+1408*a^4*b*p*x-72*a^4*b*q*r+644*a^4*b*q*x-168*a^4*b*r^2+ 1628*a^4*b*r*x-1512*a^4*b*x^2-192*a^4*c^3-128*a^4*c^2*g-568*a^4*c^2*p-128*a^4*c ^2*q-568*a^4*c^2*r+3576*a^4*c^2*x-20*a^4*c*g^2-296*a^4*c*g*p-48*a^4*c*g*q-296*a ^4*c*g*r+1628*a^4*c*g*x-480*a^4*c*p^2-280*a^4*c*p*q-960*a^4*c*p*r+5128*a^4*c*p* x-16*a^4*c*q^2-280*a^4*c*q*r+2280*a^4*c*q*x-480*a^4*c*r^2+5668*a^4*c*r*x-4372*a ^4*c*x^2-38*a^4*g^2*p-38*a^4*g^2*r+124*a^4*g^2*x-144*a^4*g*p^2-64*a^4*g*p*q-288 *a^4*g*p*r+1140*a^4*g*p*x-64*a^4*g*q*r+528*a^4*g*q*x-144*a^4*g*r^2+1320*a^4*g*r *x-1196*a^4*g*x^2-110*a^4*p^3-124*a^4*p^2*q-330*a^4*p^2*r+1742*a^4*p^2*x-26*a^4 *p*q^2-248*a^4*p*q*r+1760*a^4*p*q*x-330*a^4*p*r^2+4286*a^4*p*r*x-2186*a^4*p*x^2 -26*a^4*q^2*r+342*a^4*q^2*x-124*a^4*q*r^2+1788*a^4*q*r*x-1754*a^4*q*x^2-110*a^4 *r^3+2544*a^4*r^2*x-2852*a^4*r*x^2-156*a^4*x^3-48*a^3*b^3*c-32*a^3*b^3*p-32*a^3 *b^3*r+256*a^3*b^3*x-320*a^3*b^2*c^2-112*a^3*b^2*c*g-512*a^3*b^2*c*p-80*a^3*b^2 *c*q-512*a^3*b^2*c*r+3112*a^3*b^2*c*x-96*a^3*b^2*g*p-96*a^3*b^2*g*r+592*a^3*b^2 *g*x-216*a^3*b^2*p^2-72*a^3*b^2*p*q-432*a^3*b^2*p*r+2028*a^3*b^2*p*x-72*a^3*b^2 *q*r+852*a^3*b^2*q*x-216*a^3*b^2*r^2+2328*a^3*b^2*r*x-2288*a^3*b^2*x^2-688*a^3* b*c^3-480*a^3*b*c^2*g-1728*a^3*b*c^2*p-368*a^3*b*c^2*q-1728*a^3*b*c^2*r+10992*a ^3*b*c^2*x-80*a^3*b*c*g^2-856*a^3*b*c*g*p-136*a^3*b*c*g*q-856*a^3*b*c*g*r+5020* a^3*b*c*g*x-1372*a^3*b*c*p^2-712*a^3*b*c*p*q-2744*a^3*b*c*p*r+15728*a^3*b*c*p*x -36*a^3*b*c*q^2-712*a^3*b*c*q*r+6248*a^3*b*c*q*x-1372*a^3*b*c*r^2+17664*a^3*b*c *r*x-13244*a^3*b*c*x^2-88*a^3*b*g^2*p-88*a^3*b*g^2*r+440*a^3*b*g^2*x-388*a^3*b* g*p^2-140*a^3*b*g*p*q-776*a^3*b*g*p*r+3414*a^3*b*g*p*x-140*a^3*b*g*q*r+1446*a^3 *b*g*q*x-388*a^3*b*g*r^2+3888*a^3*b*g*r*x-3832*a^3*b*g*x^2-316*a^3*b*p^3-320*a^ 3*b*p^2*q-948*a^3*b*p^2*r+5320*a^3*b*p^2*x-52*a^3*b*p*q^2-640*a^3*b*p*q*r+4820* a^3*b*p*q*x-948*a^3*b*p*r^2+13090*a^3*b*p*r*x-6910*a^3*b*p*x^2-52*a^3*b*q^2*r+ 796*a^3*b*q^2*x-320*a^3*b*q*r^2+4774*a^3*b*q*r*x-5182*a^3*b*q*x^2-316*a^3*b*r^3 +7770*a^3*b*r^2*x-9178*a^3*b*r*x^2-624*a^3*b*x^3-464*a^3*c^4-496*a^3*c^3*g-1632 *a^3*c^3*p-384*a^3*c^3*q-1632*a^3*c^3*r+11032*a^3*c^3*x-168*a^3*c^2*g^2-1364*a^ 3*c^2*g*p-288*a^3*c^2*g*q-1364*a^3*c^2*g*r+8608*a^3*c^2*g*x-1924*a^3*c^2*p^2-\ 1144*a^3*c^2*p*q-3848*a^3*c^2*p*r+23956*a^3*c^2*p*x-84*a^3*c^2*q^2-1144*a^3*c^2 *q*r+9932*a^3*c^2*q*x-1924*a^3*c^2*r^2+26332*a^3*c^2*r*x-20640*a^3*c^2*x^2-18*a ^3*c*g^3-340*a^3*c*g^2*p-52*a^3*c*g^2*q-340*a^3*c*g^2*r+1930*a^3*c*g^2*x-1140*a ^3*c*g*p^2-604*a^3*c*g*p*q-2280*a^3*c*g*p*r+12568*a^3*c*g*p*x-32*a^3*c*g*q^2-\ 604*a^3*c*g*q*r+5134*a^3*c*g*q*x-1140*a^3*c*g*r^2+13900*a^3*c*g*r*x-10730*a^3*c *g*x^2-860*a^3*c*p^3-980*a^3*c*p^2*q-2580*a^3*c*p^2*r+15760*a^3*c*p^2*x-220*a^3 *c*p*q^2-1960*a^3*c*p*q*r+15464*a^3*c*p*q*x-2580*a^3*c*p*r^2+37500*a^3*c*p*r*x-\ 23630*a^3*c*p*x^2-4*a^3*c*q^3-220*a^3*c*q^2*r+2728*a^3*c*q^2*x-980*a^3*c*q*r^2+ 15714*a^3*c*q*r*x-16458*a^3*c*q*x^2-860*a^3*c*r^3+21740*a^3*c*r^2*x-33168*a^3*c *r*x^2-2336*a^3*c*x^3-25*a^3*g^3*p-25*a^3*g^3*r+106*a^3*g^3*x-164*a^3*g^2*p^2-\ 62*a^3*g^2*p*q-328*a^3*g^2*p*r+1360*a^3*g^2*p*x-62*a^3*g^2*q*r+581*a^3*g^2*q*x-\ 164*a^3*g^2*r^2+1544*a^3*g^2*r*x-1502*a^3*g^2*x^2-265*a^3*g*p^3-278*a^3*g*p^2*q -795*a^3*g*p^2*r+4301*a^3*g*p^2*x-49*a^3*g*p*q^2-556*a^3*g*p*q*r+4068*a^3*g*p*q *x-795*a^3*g*p*r^2+10583*a^3*g*p*r*x-5555*a^3*g*p*x^2-49*a^3*g*q^2*r+697*a^3*g* q^2*x-278*a^3*g*q*r^2+4024*a^3*g*q*r*x-4265*a^3*g*q*x^2-265*a^3*g*r^3+6282*a^3* g*r^2*x-7280*a^3*g*r*x^2-342*a^3*g*x^3-126*a^3*p^4-228*a^3*p^3*q-504*a^3*p^3*r+ 3157*a^3*p^3*x-114*a^3*p^2*q^2-684*a^3*p^2*q*r+5294*a^3*p^2*q*x-756*a^3*p^2*r^2 +11552*a^3*p^2*r*x-6691*a^3*p^2*x^2-12*a^3*p*q^3-228*a^3*p*q^2*r+2353*a^3*p*q^2 *x-684*a^3*p*q*r^2+11963*a^3*p*q*r*x-9868*a^3*p*q*x^2-504*a^3*p*r^3+13633*a^3*p *r^2*x-20647*a^3*p*r*x^2-796*a^3*p*x^3-12*a^3*q^3*r+216*a^3*q^3*x-114*a^3*q^2*r ^2+2133*a^3*q^2*r*x-3177*a^3*q^2*x^2-228*a^3*q*r^3+6669*a^3*q*r^2*x-13065*a^3*q *r*x^2-796*a^3*q*x^3-126*a^3*r^4+5238*a^3*r^3*x-16242*a^3*r^2*x^2-348*a^3*r*x^3 -16*a^2*b^4*c-8*a^2*b^4*p-8*a^2*b^4*r+144*a^2*b^4*x-192*a^2*b^3*c^2-64*a^2*b^3* c*g-304*a^2*b^3*c*p-32*a^2*b^3*c*q-304*a^2*b^3*c*r+2056*a^2*b^3*c*x-40*a^2*b^3* g*p-40*a^2*b^3*g*r+480*a^2*b^3*g*x-120*a^2*b^3*p^2-24*a^2*b^3*p*q-240*a^2*b^3*p *r+1316*a^2*b^3*p*x-24*a^2*b^3*q*r+492*a^2*b^3*q*x-120*a^2*b^3*r^2+1536*a^2*b^3 *r*x-1552*a^2*b^3*x^2-720*a^2*b^2*c^3-496*a^2*b^2*c^2*g-1760*a^2*b^2*c^2*p-304* a^2*b^2*c^2*q-1760*a^2*b^2*c^2*r+11784*a^2*b^2*c^2*x-80*a^2*b^2*c*g^2-820*a^2*b ^2*c*g*p-104*a^2*b^2*c*g*q-820*a^2*b^2*c*g*r+5392*a^2*b^2*c*g*x-1348*a^2*b^2*c* p^2-576*a^2*b^2*c*p*q-2696*a^2*b^2*c*p*r+16960*a^2*b^2*c*p*x-20*a^2*b^2*c*q^2-\ 576*a^2*b^2*c*q*r+5608*a^2*b^2*c*q*x-1348*a^2*b^2*c*r^2+19660*a^2*b^2*c*r*x-\ 13500*a^2*b^2*c*x^2-62*a^2*b^2*g^2*p-62*a^2*b^2*g^2*r+556*a^2*b^2*g^2*x-352*a^2 *b^2*g*p^2-88*a^2*b^2*g*p*q-704*a^2*b^2*g*p*r+3584*a^2*b^2*g*p*x-88*a^2*b^2*g*q *r+1352*a^2*b^2*g*q*x-352*a^2*b^2*g*r^2+4068*a^2*b^2*g*r*x-4320*a^2*b^2*g*x^2-\ 314*a^2*b^2*p^3-268*a^2*b^2*p^2*q-942*a^2*b^2*p^2*r+5738*a^2*b^2*p^2*x-26*a^2*b ^2*p*q^2-536*a^2*b^2*p*q*r+4360*a^2*b^2*p*q*x-942*a^2*b^2*p*r^2+14216*a^2*b^2*p *r*x-7614*a^2*b^2*p*x^2-26*a^2*b^2*q^2*r+566*a^2*b^2*q^2*x-268*a^2*b^2*q*r^2+ 4256*a^2*b^2*q*r*x-5022*a^2*b^2*q*x^2-314*a^2*b^2*r^3+8478*a^2*b^2*r^2*x-10422* a^2*b^2*r*x^2-936*a^2*b^2*x^3-1088*a^2*b*c^4-1152*a^2*b*c^3*g-3600*a^2*b*c^3*p-\ 752*a^2*b*c^3*q-3600*a^2*b*c^3*r+25096*a^2*b*c^3*x-384*a^2*b*c^2*g^2-2940*a^2*b *c^2*g*p-544*a^2*b*c^2*g*q-2940*a^2*b*c^2*g*r+19280*a^2*b*c^2*g*x-4096*a^2*b*c^ 2*p^2-2160*a^2*b*c^2*p*q-8192*a^2*b*c^2*p*r+54796*a^2*b*c^2*p*x-128*a^2*b*c^2*q ^2-2160*a^2*b*c^2*q*r+19740*a^2*b*c^2*q*x-4096*a^2*b*c^2*r^2+61948*a^2*b*c^2*r* x-47028*a^2*b*c^2*x^2-40*a^2*b*c*g^3-682*a^2*b*c*g^2*p-92*a^2*b*c*g^2*q-682*a^2 *b*c*g^2*r+4318*a^2*b*c*g^2*x-2360*a^2*b*c*g*p^2-1072*a^2*b*c*g*p*q-4720*a^2*b* c*g*p*r+28340*a^2*b*c*g*p*x-44*a^2*b*c*g*q^2-1072*a^2*b*c*g*q*r+9962*a^2*b*c*g* q*x-2360*a^2*b*c*g*r^2+32000*a^2*b*c*g*r*x-24200*a^2*b*c*g*x^2-1836*a^2*b*c*p^3 -1876*a^2*b*c*p^2*q-5508*a^2*b*c*p^2*r+36150*a^2*b*c*p^2*x-332*a^2*b*c*p*q^2-\ 3752*a^2*b*c*p*q*r+31532*a^2*b*c*p*q*x-5508*a^2*b*c*p*r^2+86686*a^2*b*c*p*r*x-\ 56290*a^2*b*c*p*x^2-4*a^2*b*c*q^3-332*a^2*b*c*q^2*r+4454*a^2*b*c*q^2*x-1876*a^2 *b*c*q*r^2+32280*a^2*b*c*q*r*x-34774*a^2*b*c*q*x^2-1836*a^2*b*c*r^3+50536*a^2*b *c*r^2*x-81720*a^2*b*c*r*x^2-7008*a^2*b*c*x^3-38*a^2*b*g^3*p-38*a^2*b*g^3*r+272 *a^2*b*g^3*x-316*a^2*b*g^2*p^2-88*a^2*b*g^2*p*q-632*a^2*b*g^2*p*r+2991*a^2*b*g^ 2*p*x-88*a^2*b*g^2*q*r+1130*a^2*b*g^2*q*x-316*a^2*b*g^2*r^2+3337*a^2*b*g^2*r*x-\ 3614*a^2*b*g^2*x^2-554*a^2*b*g*p^3-508*a^2*b*g*p^2*q-1662*a^2*b*g*p^2*r+9690*a^ 2*b*g*p^2*x-62*a^2*b*g*p*q^2-1016*a^2*b*g*p*q*r+8012*a^2*b*g*p*q*x-1662*a^2*b*g *p*r^2+23873*a^2*b*g*p*r*x-13130*a^2*b*g*p*x^2-62*a^2*b*g*q^2*r+1112*a^2*b*g*q^ 2*x-508*a^2*b*g*q*r^2+7762*a^2*b*g*q*r*x-9260*a^2*b*g*q*x^2-554*a^2*b*g*r^3+ 14183*a^2*b*g*r^2*x-17651*a^2*b*g*r*x^2-1026*a^2*b*g*x^3-276*a^2*b*p^4-456*a^2* b*p^3*q-1104*a^2*b*p^3*r+7307*a^2*b*p^3*x-192*a^2*b*p^2*q^2-1368*a^2*b*p^2*q*r+ 11164*a^2*b*p^2*q*x-1656*a^2*b*p^2*r^2+26844*a^2*b*p^2*r*x-16346*a^2*b*p^2*x^2-\ 12*a^2*b*p*q^3-384*a^2*b*p*q^2*r+4115*a^2*b*p*q^2*x-1368*a^2*b*p*q*r^2+25265*a^ 2*b*p*q*r*x-22150*a^2*b*p*q*x^2-1104*a^2*b*p*r^3+31767*a^2*b*p*r^2*x-51755*a^2* b*p*r*x^2-2388*a^2*b*p*x^3-12*a^2*b*q^3*r+258*a^2*b*q^3*x-192*a^2*b*q^2*r^2+ 3587*a^2*b*q^2*r*x-5804*a^2*b*q^2*x^2-456*a^2*b*q*r^3+14101*a^2*b*q*r^2*x-29009 *a^2*b*q*r*x^2-2388*a^2*b*q*x^3-276*a^2*b*r^4+12230*a^2*b*r^3*x-40755*a^2*b*r^2 *x^2-1044*a^2*b*r*x^3-560*a^2*c^5-816*a^2*c^4*g-2384*a^2*c^4*p-544*a^2*c^4*q-\ 2384*a^2*c^4*r+17312*a^2*c^4*x-424*a^2*c^3*g^2-2844*a^2*c^3*g*p-608*a^2*c^3*g*q -2844*a^2*c^3*g*r+19532*a^2*c^3*g*x-3636*a^2*c^3*p^2-2112*a^2*c^3*p*q-7272*a^2* c^3*p*r+50240*a^2*c^3*p*x-156*a^2*c^3*q^2-2112*a^2*c^3*q*r+19512*a^2*c^3*q*x-\ 3636*a^2*c^3*r^2+55732*a^2*c^3*r*x-47196*a^2*c^3*x^2-92*a^2*c^2*g^3-1150*a^2*c^ 2*g^2*p-216*a^2*c^2*g^2*q-1150*a^2*c^2*g^2*r+7416*a^2*c^2*g^2*x-3360*a^2*c^2*g* p^2-1828*a^2*c^2*g*p*q-6720*a^2*c^2*g*p*r+43412*a^2*c^2*g*p*x-116*a^2*c^2*g*q^2 -1828*a^2*c^2*g*q*r+16306*a^2*c^2*g*q*x-3360*a^2*c^2*g*r^2+48076*a^2*c^2*g*r*x-\ 37974*a^2*c^2*g*x^2-2414*a^2*c^2*p^3-2680*a^2*c^2*p^2*q-7242*a^2*c^2*p^2*r+ 48940*a^2*c^2*p^2*x-590*a^2*c^2*p*q^2-5360*a^2*c^2*p*q*r+46188*a^2*c^2*p*q*x-\ 7242*a^2*c^2*p*r^2+115266*a^2*c^2*p*r*x-84084*a^2*c^2*p*x^2-12*a^2*c^2*q^3-590* a^2*c^2*q^2*r+7376*a^2*c^2*q^2*x-2680*a^2*c^2*q*r^2+47620*a^2*c^2*q*r*x-53996*a ^2*c^2*q*x^2-2414*a^2*c^2*r^3+66326*a^2*c^2*r^2*x-121338*a^2*c^2*r*x^2-4572*a^2 *c^2*x^3-7*a^2*c*g^4-178*a^2*c*g^3*p-24*a^2*c*g^3*q-178*a^2*c*g^3*r+1085*a^2*c* g^3*x-968*a^2*c*g^2*p^2-452*a^2*c*g^2*p*q-1936*a^2*c*g^2*p*r+11162*a^2*c*g^2*p* x-20*a^2*c*g^2*q^2-452*a^2*c*g^2*q*r+4051*a^2*c*g^2*q*x-968*a^2*c*g^2*r^2+12349 *a^2*c*g^2*r*x-9788*a^2*c*g^2*x^2-1519*a^2*c*g*p^3-1618*a^2*c*g*p^2*q-4557*a^2* c*g*p^2*r+28851*a^2*c*g*p^2*x-313*a^2*c*g*p*q^2-3236*a^2*c*g*p*q*r+26448*a^2*c* g*p*q*x-4557*a^2*c*g*p*r^2+68837*a^2*c*g*p*r*x-44685*a^2*c*g*p*x^2-4*a^2*c*g*q^ 3-313*a^2*c*g*q^2*r+4017*a^2*c*g*q^2*x-1618*a^2*c*g*q*r^2+26702*a^2*c*g*q*r*x-\ 29273*a^2*c*g*q*x^2-1519*a^2*c*g*r^3+39986*a^2*c*g*r^2*x-63706*a^2*c*g*r*x^2-\ 4110*a^2*c*g*x^3-714*a^2*c*p^4-1260*a^2*c*p^3*q-2856*a^2*c*p^3*r+19378*a^2*c*p^ 3*x-606*a^2*c*p^2*q^2-3780*a^2*c*p^2*q*r+31576*a^2*c*p^2*q*x-4284*a^2*c*p^2*r^2 +69894*a^2*c*p^2*r*x-47779*a^2*c*p^2*x^2-60*a^2*c*p*q^3-1212*a^2*c*p*q^2*r+ 13238*a^2*c*p*q^2*x-3780*a^2*c*p*q*r^2+70922*a^2*c*p*q*r*x-67186*a^2*c*p*q*x^2-\ 2856*a^2*c*p*r^3+81654*a^2*c*p*r^2*x-146072*a^2*c*p*r*x^2-2036*a^2*c*p*x^3-60*a ^2*c*q^3*r+1040*a^2*c*q^3*x-606*a^2*c*q^2*r^2+12326*a^2*c*q^2*r*x-19407*a^2*c*q ^2*x^2-1260*a^2*c*q*r^3+39346*a^2*c*q*r^2*x-91168*a^2*c*q*r*x^2-2036*a^2*c*q*x^ 3-714*a^2*c*r^4+31138*a^2*c*r^3*x-110179*a^2*c*r^2*x^2+8472*a^2*c*r*x^3-8*a^2*g ^4*p-8*a^2*g^4*r+48*a^2*g^4*x-88*a^2*g^3*p^2-26*a^2*g^3*p*q-176*a^2*g^3*p*r+781 *a^2*g^3*p*x-26*a^2*g^3*q*r+295*a^2*g^3*q*x-88*a^2*g^3*r^2+862*a^2*g^3*r*x-937* a^2*g^3*x^2-229*a^2*g^2*p^3-220*a^2*g^2*p^2*q-687*a^2*g^2*p^2*r+3867*a^2*g^2*p^ 2*x-30*a^2*g^2*p*q^2-440*a^2*g^2*p*q*r+3370*a^2*g^2*p*q*x-687*a^2*g^2*p*r^2+ 9510*a^2*g^2*p*r*x-5231*a^2*g^2*p*x^2-30*a^2*g^2*q^2*r+483*a^2*g^2*q^2*x-220*a^ 2*g^2*q*r^2+3241*a^2*g^2*q*r*x-3822*a^2*g^2*q*x^2-229*a^2*g^2*r^3+5643*a^2*g^2* r^2*x-6925*a^2*g^2*r*x^2-260*a^2*g^2*x^3-226*a^2*g*p^4-388*a^2*g*p^3*q-904*a^2* g*p^3*r+5826*a^2*g*p^3*x-176*a^2*g*p^2*q^2-1164*a^2*g*p^2*q*r+9295*a^2*g*p^2*q* x-1356*a^2*g*p^2*r^2+21374*a^2*g*p^2*r*x-12814*a^2*g*p^2*x^2-14*a^2*g*p*q^3-352 *a^2*g*p*q^2*r+3739*a^2*g*p*q^2*x-1164*a^2*g*p*q*r^2+20964*a^2*g*p*q*r*x-18129* a^2*g*p*q*x^2-904*a^2*g*p*r^3+25270*a^2*g*p*r^2*x-39955*a^2*g*p*r*x^2-1311*a^2* g*p*x^3-14*a^2*g*q^3*r+270*a^2*g*q^3*x-176*a^2*g*q^2*r^2+3288*a^2*g*q^2*r*x-\ 5315*a^2*g*q^2*x^2-388*a^2*g*q*r^3+11669*a^2*g*q*r^2*x-23933*a^2*g*q*r*x^2-1311 *a^2*g*q*x^3-226*a^2*g*r^4+9722*a^2*g*r^3*x-31425*a^2*g*r^2*x^2-123*a^2*g*r*x^3 -77*a^2*p^5-194*a^2*p^4*q-385*a^2*p^4*r+2676*a^2*p^4*x-159*a^2*p^3*q^2-776*a^2* p^3*q*r+6433*a^2*p^3*q*x-770*a^2*p^3*r^2+12892*a^2*p^3*r*x-8732*a^2*p^3*x^2-44* a^2*p^2*q^3-477*a^2*p^2*q^2*r+4878*a^2*p^2*q^2*x-1164*a^2*p^2*q*r^2+22323*a^2*p ^2*q*r*x-19575*a^2*p^2*q*x^2-770*a^2*p^2*r^3+22620*a^2*p^2*r^2*x-40668*a^2*p^2* r*x^2+39*a^2*p^2*x^3-2*a^2*p*q^4-88*a^2*p*q^3*r+1161*a^2*p*q^3*x-477*a^2*p*q^2* r^2+10365*a^2*p*q^2*r*x-12954*a^2*p*q^2*x^2-776*a^2*p*q*r^3+25347*a^2*p*q*r^2*x -57108*a^2*p*q*r*x^2+78*a^2*p*q*x^3-385*a^2*p*r^4+17268*a^2*p*r^3*x-61143*a^2*p *r^2*x^2+6144*a^2*p*r*x^3-2*a^2*q^4*r+40*a^2*q^4*x-44*a^2*q^3*r^2+934*a^2*q^3*r *x-2111*a^2*q^3*x^2-159*a^2*q^2*r^3+5487*a^2*q^2*r^2*x-16440*a^2*q^2*r*x^2+39*a ^2*q^2*x^3-194*a^2*q*r^4+9457*a^2*q*r^3*x-40998*a^2*q*r^2*x^2+6144*a^2*q*r*x^3-\ 77*a^2*r^5+4864*a^2*r^4*x-29207*a^2*r^3*x^2+11109*a^2*r^2*x^3+32*a*b^5*x-32*a*b ^4*c^2-8*a*b^4*c*g-64*a*b^4*c*p-64*a*b^4*c*r+496*a*b^4*c*x-4*a*b^4*g*p-4*a*b^4* g*r+168*a*b^4*g*x-24*a*b^4*p^2-48*a*b^4*p*r+340*a*b^4*p*x+104*a*b^4*q*x-24*a*b^ 4*r^2+440*a*b^4*r*x-408*a*b^4*x^2-240*a*b^3*c^3-152*a*b^3*c^2*g-656*a*b^3*c^2*p -64*a*b^3*c^2*q-656*a*b^3*c^2*r+4896*a*b^3*c^2*x-20*a*b^3*c*g^2-280*a*b^3*c*g*p -16*a*b^3*c*g*q-280*a*b^3*c*g*r+2236*a*b^3*c*g*x-504*a*b^3*c*p^2-144*a*b^3*c*p* q-1008*a*b^3*c*p*r+7248*a*b^3*c*p*x-144*a*b^3*c*q*r+1592*a*b^3*c*q*x-504*a*b^3* c*r^2+9000*a*b^3*c*r*x-4756*a*b^3*c*x^2-12*a*b^3*g^2*p-12*a*b^3*g^2*r+288*a*b^3 *g^2*x-116*a*b^3*g*p^2-12*a*b^3*g*p*q-232*a*b^3*g*p*r+1486*a*b^3*g*p*x-12*a*b^3 *g*q*r+478*a*b^3*g*q*x-116*a*b^3*g*r^2+1752*a*b^3*g*r*x-1928*a*b^3*g*x^2-120*a* b^3*p^3-72*a*b^3*p^2*q-360*a*b^3*p^2*r+2484*a*b^3*p^2*x-144*a*b^3*p*q*r+1300*a* b^3*p*q*x-360*a*b^3*p*r^2+6306*a*b^3*p*r*x-3242*a*b^3*p*x^2+112*a*b^3*q^2*x-72* a*b^3*q*r^2+1342*a*b^3*q*r*x-1514*a*b^3*q*x^2-120*a*b^3*r^3+3822*a*b^3*r^2*x-\ 4718*a*b^3*r*x^2-624*a*b^3*x^3-672*a*b^2*c^4-680*a*b^2*c^3*g-2320*a*b^2*c^3*p-\ 368*a*b^2*c^3*q-2320*a*b^2*c^3*r+17704*a*b^2*c^3*x-208*a*b^2*c^2*g^2-1832*a*b^2 *c^2*g*p-240*a*b^2*c^2*g*q-1832*a*b^2*c^2*g*r+13352*a*b^2*c^2*g*x-2624*a*b^2*c^ 2*p^2-1128*a*b^2*c^2*p*q-5248*a*b^2*c^2*p*r+38996*a*b^2*c^2*p*x-40*a*b^2*c^2*q^ 2-1128*a*b^2*c^2*q*r+10956*a*b^2*c^2*q*x-2624*a*b^2*c^2*r^2+46288*a*b^2*c^2*r*x -32136*a*b^2*c^2*x^2-18*a*b^2*c*g^3-386*a*b^2*c*g^2*p-32*a*b^2*c*g^2*q-386*a*b^ 2*c*g^2*r+2986*a*b^2*c*g^2*x-1458*a*b^2*c*g*p^2-508*a*b^2*c*g*p*q-2916*a*b^2*c* g*p*r+19832*a*b^2*c*g*p*x-10*a*b^2*c*g*q^2-508*a*b^2*c*g*q*r+5378*a*b^2*c*g*q*x -1458*a*b^2*c*g*r^2+23370*a*b^2*c*g*r*x-16210*a*b^2*c*g*x^2-1192*a*b^2*c*p^3-\ 1016*a*b^2*c*p^2*q-3576*a*b^2*c*p^2*r+25940*a*b^2*c*p^2*x-112*a*b^2*c*p*q^2-\ 2032*a*b^2*c*p*q*r+18512*a*b^2*c*p*q*x-3576*a*b^2*c*p*r^2+63352*a*b^2*c*p*r*x-\ 41690*a*b^2*c*p*x^2-112*a*b^2*c*q^2*r+1644*a*b^2*c*q^2*x-1016*a*b^2*c*q*r^2+ 19898*a*b^2*c*q*r*x-20174*a*b^2*c*q*x^2-1192*a*b^2*c*r^3+37412*a*b^2*c*r^2*x-\ 63936*a*b^2*c*r*x^2-7008*a*b^2*c*x^3-13*a*b^2*g^3*p-13*a*b^2*g^3*r+222*a*b^2*g^ 3*x-176*a*b^2*g^2*p^2-26*a*b^2*g^2*p*q-352*a*b^2*g^2*p*r+2042*a*b^2*g^2*p*x-26* a*b^2*g^2*q*r+657*a*b^2*g^2*q*x-176*a*b^2*g^2*r^2+2290*a*b^2*g^2*r*x-2722*a*b^2 *g^2*x^2-349*a*b^2*g*p^3-254*a*b^2*g*p^2*q-1047*a*b^2*g*p^2*r+6799*a*b^2*g*p^2* x-13*a*b^2*g*p*q^2-508*a*b^2*g*p*q*r+4464*a*b^2*g*p*q*x-1047*a*b^2*g*p*r^2+ 16921*a*b^2*g*p*r*x-9595*a*b^2*g*p*x^2-13*a*b^2*g*q^2*r+455*a*b^2*g*q^2*x-254*a *b^2*g*q*r^2+4376*a*b^2*g*q*r*x-5725*a*b^2*g*q*x^2-349*a*b^2*g*r^3+10122*a*b^2* g*r^2*x-13462*a*b^2*g*r*x^2-1026*a*b^2*g*x^3-186*a*b^2*p^4-264*a*b^2*p^3*q-744* a*b^2*p^3*r+5317*a*b^2*p^3*x-78*a*b^2*p^2*q^2-792*a*b^2*p^2*q*r+6968*a*b^2*p^2* q*x-1116*a*b^2*p^2*r^2+19720*a*b^2*p^2*r*x-12619*a*b^2*p^2*x^2-156*a*b^2*p*q^2* r+1693*a*b^2*p*q^2*x-792*a*b^2*p*q*r^2+16017*a*b^2*p*q*r*x-14696*a*b^2*p*q*x^2-\ 744*a*b^2*p*r^3+23489*a*b^2*p*r^2*x-41569*a*b^2*p*r*x^2-2388*a*b^2*p*x^3+42*a*b ^2*q^3*x-78*a*b^2*q^2*r^2+1463*a*b^2*q^2*r*x-2077*a*b^2*q^2*x^2-264*a*b^2*q*r^3 +9049*a*b^2*q*r^2*x-18823*a*b^2*q*r*x^2-2388*a*b^2*q*x^3-186*a*b^2*r^4+9086*a*b ^2*r^3*x-32784*a*b^2*r^2*x^2-1044*a*b^2*r*x^3-800*a*b*c^5-1128*a*b*c^4*g-3376*a *b*c^4*p-656*a*b*c^4*q-3376*a*b*c^4*r+26104*a*b*c^4*x-556*a*b*c^3*g^2-3944*a*b* c^3*g*p-696*a*b*c^3*g*q-3944*a*b*c^3*g*r+29040*a*b*c^3*g*x-5060*a*b*c^3*p^2-\ 2568*a*b*c^3*p*q-10120*a*b*c^3*p*r+76032*a*b*c^3*p*x-148*a*b*c^3*q^2-2568*a*b*c ^3*q*r+25040*a*b*c^3*q*x-5060*a*b*c^3*r^2+87392*a*b*c^3*r*x-72696*a*b*c^3*x^2-\ 110*a*b*c^2*g^3-1530*a*b*c^2*g^2*p-224*a*b*c^2*g^2*q-1530*a*b*c^2*g^2*r+10822*a *b*c^2*g^2*x-4590*a*b*c^2*g*p^2-2136*a*b*c^2*g*p*q-9180*a*b*c^2*g*p*r+65032*a*b *c^2*g*p*x-98*a*b*c^2*g*q^2-2136*a*b*c^2*g*q*r+20308*a*b*c^2*g*q*x-4590*a*b*c^2 *g*r^2+74600*a*b*c^2*g*r*x-57480*a*b*c^2*g*x^2-3384*a*b*c^2*p^3-3320*a*b*c^2*p^ 2*q-10152*a*b*c^2*p^2*r+74390*a*b*c^2*p^2*x-568*a*b*c^2*p*q^2-6640*a*b*c^2*p*q* r+61492*a*b*c^2*p*q*x-10152*a*b*c^2*p*r^2+177370*a*b*c^2*p*r*x-134440*a*b*c^2*p *x^2-8*a*b*c^2*q^3-568*a*b*c^2*q^2*r+7358*a*b*c^2*q^2*x-3320*a*b*c^2*q*r^2+ 65470*a*b*c^2*q*r*x-74264*a*b*c^2*q*x^2-3384*a*b*c^2*r^3+102980*a*b*c^2*r^2*x-\ 201636*a*b*c^2*r*x^2-9144*a*b*c^2*x^3-7*a*b*c*g^4-213*a*b*c*g^3*p-20*a*b*c*g^3* q-213*a*b*c*g^3*r+1574*a*b*c*g^3*x-1275*a*b*c*g^2*p^2-480*a*b*c*g^2*p*q-2550*a* b*c*g^2*p*r+16466*a*b*c*g^2*p*x-13*a*b*c*g^2*q^2-480*a*b*c*g^2*q*r+4856*a*b*c*g ^2*q*x-1275*a*b*c*g^2*r^2+18700*a*b*c*g^2*r*x-14718*a*b*c*g^2*x^2-2096*a*b*c*g* p^3-1946*a*b*c*g*p^2*q-6288*a*b*c*g*p^2*r+43417*a*b*c*g*p^2*x-272*a*b*c*g*p*q^2 -3892*a*b*c*g*p*q*r+34394*a*b*c*g*p*q*x-6288*a*b*c*g*p*r^2+104693*a*b*c*g*p*r*x -70714*a*b*c*g*p*x^2-2*a*b*c*g*q^3-272*a*b*c*g*q^2*r+3817*a*b*c*g*q^2*x-1946*a* b*c*g*q*r^2+35555*a*b*c*g*q*r*x-39890*a*b*c*g*q*x^2-2096*a*b*c*g*r^3+61276*a*b* c*g*r^2*x-104940*a*b*c*g*r*x^2-8220*a*b*c*g*x^3-1026*a*b*c*p^4-1632*a*b*c*p^3*q -4104*a*b*c*p^3*r+29746*a*b*c*p^3*x-642*a*b*c*p^2*q^2-4896*a*b*c*p^2*q*r+43686* a*b*c*p^2*q*x-6156*a*b*c*p^2*r^2+107980*a*b*c*p^2*r*x-78082*a*b*c*p^2*x^2-36*a* b*c*p*q^3-1284*a*b*c*p*q^2*r+14574*a*b*c*p*q^2*x-4896*a*b*c*p*q*r^2+99176*a*b*c *p*q*r*x-99420*a*b*c*p*q*x^2-4104*a*b*c*p*r^3+126722*a*b*c*p*r^2*x-245488*a*b*c *p*r*x^2-4072*a*b*c*p*x^3-36*a*b*c*q^3*r+634*a*b*c*q^3*x-642*a*b*c*q^2*r^2+ 13792*a*b*c*q^2*r*x-21338*a*b*c*q^2*x^2-1632*a*b*c*q*r^3+55490*a*b*c*q*r^2*x-\ 135680*a*b*c*q*r*x^2-4072*a*b*c*q*x^3-1026*a*b*c*r^4+48488*a*b*c*r^3*x-185046*a *b*c*r^2*x^2+16944*a*b*c*r*x^3-6*a*b*g^4*p-6*a*b*g^4*r+80*a*b*g^4*x-106*a*b*g^3 *p^2-18*a*b*g^3*p*q-212*a*b*g^3*p*r+1124*a*b*g^3*p*x-18*a*b*g^3*q*r+356*a*b*g^3 *q*x-106*a*b*g^3*r^2+1220*a*b*g^3*r*x-1512*a*b*g^3*x^2-308*a*b*g^2*p^3-248*a*b* g^2*p^2*q-924*a*b*g^2*p^2*r+5711*a*b*g^2*p^2*x-18*a*b*g^2*p*q^2-496*a*b*g^2*p*q *r+4198*a*b*g^2*p*q*x-924*a*b*g^2*p*r^2+14078*a*b*g^2*p*r*x-8261*a*b*g^2*p*x^2-\ 18*a*b*g^2*q^2*r+447*a*b*g^2*q^2*x-248*a*b*g^2*q*r^2+3992*a*b*g^2*q*r*x-5443*a* b*g^2*q*x^2-308*a*b*g^2*r^3+8367*a*b*g^2*r^2*x-11313*a*b*g^2*r*x^2-520*a*b*g^2* x^3-322*a*b*g*p^4-494*a*b*g*p^3*q-1288*a*b*g*p^3*r+8855*a*b*g*p^3*x-178*a*b*g*p ^2*q^2-1482*a*b*g*p^2*q*r+12617*a*b*g*p^2*q*x-1932*a*b*g*p^2*r^2+32658*a*b*g*p^ 2*r*x-20771*a*b*g*p^2*x^2-6*a*b*g*p*q^3-356*a*b*g*p*q^2*r+3923*a*b*g*p*q^2*x-\ 1482*a*b*g*p*q*r^2+28624*a*b*g*p*q*r*x-26544*a*b*g*p*q*x^2-1288*a*b*g*p*r^3+ 38751*a*b*g*p*r^2*x-66602*a*b*g*p*r*x^2-2622*a*b*g*p*x^3-6*a*b*g*q^3*r+161*a*b* g*q^3*x-178*a*b*g*q^2*r^2+3362*a*b*g*q^2*r*x-5773*a*b*g*q^2*x^2-494*a*b*g*q*r^3 +16007*a*b*g*q*r^2*x-34558*a*b*g*q*r*x^2-2622*a*b*g*q*x^3-322*a*b*g*r^4+14948*a *b*g*r^3*x-52221*a*b*g*r^2*x^2-246*a*b*g*r*x^3-114*a*b*p^5-264*a*b*p^4*q-570*a* b*p^4*r+4172*a*b*p^4*x-186*a*b*p^3*q^2-1056*a*b*p^3*q*r+9246*a*b*p^3*q*x-1140*a *b*p^3*r^2+20231*a*b*p^3*r*x-14475*a*b*p^3*x^2-36*a*b*p^2*q^3-558*a*b*p^2*q^2*r +5976*a*b*p^2*q^2*x-1584*a*b*p^2*q*r^2+32343*a*b*p^2*q*r*x-30183*a*b*p^2*q*x^2-\ 1140*a*b*p^2*r^3+35661*a*b*p^2*r^2*x-68940*a*b*p^2*r*x^2+78*a*b*p^2*x^3-72*a*b* p*q^3*r+902*a*b*p*q^3*x-558*a*b*p*q^2*r^2+12783*a*b*p*q^2*r*x-16941*a*b*p*q^2*x ^2-1056*a*b*p*q*r^3+36948*a*b*p*q*r^2*x-89424*a*b*p*q*r*x^2+156*a*b*p*q*x^3-570 *a*b*p*r^4+27317*a*b*p*r^3*x-104025*a*b*p*r^2*x^2+12288*a*b*p*r*x^3-36*a*b*q^3* r^2+671*a*b*q^3*r*x-1233*a*b*q^3*x^2-186*a*b*q^2*r^3+6807*a*b*q^2*r^2*x-20484*a *b*q^2*r*x^2+78*a*b*q^2*x^3-264*a*b*q*r^4+13851*a*b*q*r^3*x-63735*a*b*q*r^2*x^2 +12288*a*b*q*r*x^3-114*a*b*r^5+7715*a*b*r^4*x-49560*a*b*r^3*x^2+22218*a*b*r^2*x ^3-336*a*c^6-616*a*c^5*g-1712*a*c^5*p-368*a*c^5*q-1712*a*c^5*r+13416*a*c^5*x-\ 428*a*c^4*g^2-2684*a*c^4*g*p-544*a*c^4*g*q-2684*a*c^4*g*r+20180*a*c^4*g*x-3228* a*c^4*p^2-1792*a*c^4*p*q-6456*a*c^4*p*r+48544*a*c^4*p*x-124*a*c^4*q^2-1792*a*c^ 4*q*r+17640*a*c^4*q*x-3228*a*c^4*r^2+54640*a*c^4*r*x-50240*a*c^4*x^2-138*a*c^3* g^3-1548*a*c^3*g^2*p-284*a*c^3*g^2*q-1548*a*c^3*g^2*r+11098*a*c^3*g^2*x-4144*a* c^3*g*p^2-2192*a*c^3*g*p*q-8288*a*c^3*g*p*r+59816*a*c^3*g*p*x-136*a*c^3*g*q^2-\ 2192*a*c^3*g*q*r+20864*a*c^3*g*q*x-4144*a*c^3*g*r^2+67134*a*c^3*g*r*x-57860*a*c ^3*g*x^2-2856*a*c^3*p^3-3036*a*c^3*p^2*q-8568*a*c^3*p^2*r+62710*a*c^3*p^2*x-624 *a*c^3*p*q^2-6072*a*c^3*p*q*r+56380*a*c^3*p*q*x-8568*a*c^3*p*r^2+147662*a*c^3*p *r*x-120320*a*c^3*p*x^2-12*a*c^3*q^3-624*a*c^3*q^2*r+8070*a*c^3*q^2*x-3036*a*c^ 3*q*r^2+59326*a*c^3*q*r*x-72448*a*c^3*q*x^2-2856*a*c^3*r^3+84952*a*c^3*r^2*x-\ 176368*a*c^3*r*x^2-832*a*c^3*x^3-20*a*c^2*g^4-395*a*c^2*g^3*p-60*a*c^2*g^3*q-\ 395*a*c^2*g^3*r+2715*a*c^2*g^3*x-1867*a*c^2*g^2*p^2-900*a*c^2*g^2*p*q-3734*a*c^ 2*g^2*p*r+25432*a*c^2*g^2*p*x-45*a*c^2*g^2*q^2-900*a*c^2*g^2*q*r+8356*a*c^2*g^2 *q*x-1867*a*c^2*g^2*r^2+28403*a*c^2*g^2*r*x-23110*a*c^2*g^2*x^2-2788*a*c^2*g*p^ 3-2884*a*c^2*g*p^2*q-8364*a*c^2*g*p^2*r+58879*a*c^2*g*p^2*x-542*a*c^2*g*p*q^2-\ 5768*a*c^2*g*p*q*r+51672*a*c^2*g*p*q*x-8364*a*c^2*g*p*r^2+139353*a*c^2*g*p*r*x-\ 105020*a*c^2*g*p*x^2-8*a*c^2*g*q^3-542*a*c^2*g*q^2*r+6933*a*c^2*g*q^2*x-2884*a* c^2*g*q*r^2+53611*a*c^2*g*q*r*x-62914*a*c^2*g*q*x^2-2788*a*c^2*g*r^3+80474*a*c^ 2*g*r^2*x-154276*a*c^2*g*r*x^2-5096*a*c^2*g*x^3-1278*a*c^2*p^4-2172*a*c^2*p^3*q -5112*a*c^2*p^3*r+37152*a*c^2*p^3*x-978*a*c^2*p^2*q^2-6516*a*c^2*p^2*q*r+58278* a*c^2*p^2*q*x-7668*a*c^2*p^2*r^2+133480*a*c^2*p^2*r*x-102310*a*c^2*p^2*x^2-84*a *c^2*p*q^3-1956*a*c^2*p*q^2*r+22584*a*c^2*p*q^2*x-6516*a*c^2*p*q*r^2+131216*a*c ^2*p*q*r*x-138080*a*c^2*p*q*x^2-5112*a*c^2*p*r^3+155504*a*c^2*p*r^2*x-312246*a* c^2*p*r*x^2+3380*a*c^2*p*x^3-84*a*c^2*q^3*r+1458*a*c^2*q^3*x-978*a*c^2*q^2*r^2+ 21682*a*c^2*q^2*r*x-35770*a*c^2*q^2*x^2-2172*a*c^2*q*r^3+72938*a*c^2*q*r^2*x-\ 189804*a*c^2*q*r*x^2+3380*a*c^2*q*x^3-1278*a*c^2*r^4+59176*a*c^2*r^3*x-230240*a *c^2*r^2*x^2+35828*a*c^2*r*x^3-a*c*g^5-41*a*c*g^4*p-4*a*c*g^4*q-41*a*c*g^4*r+ 289*a*c*g^4*x-345*a*c*g^3*p^2-134*a*c*g^3*p*q-690*a*c*g^3*p*r+4262*a*c*g^3*p*x-\ 4*a*c*g^3*q^2-134*a*c*g^3*q*r+1301*a*c*g^3*q*x-345*a*c*g^3*r^2+4706*a*c*g^3*r*x -3952*a*c*g^3*x^2-859*a*c*g^2*p^3-841*a*c*g^2*p^2*q-2577*a*c*g^2*p^2*r+17134*a* c*g^2*p^2*x-130*a*c*g^2*p*q^2-1682*a*c*g^2*p*q*r+14433*a*c*g^2*p*q*x-2577*a*c*g ^2*p*r^2+41015*a*c*g^2*p*r*x-27797*a*c*g^2*p*x^2-a*c*g^2*q^3-130*a*c*g^2*q^2*r+ 1753*a*c*g^2*q^2*x-841*a*c*g^2*q*r^2+14520*a*c*g^2*q*r*x-17002*a*c*g^2*q*x^2-\ 859*a*c*g^2*r^3+23881*a*c*g^2*r^2*x-40329*a*c*g^2*r*x^2-2412*a*c*g^2*x^3-836*a* c*g*p^4-1398*a*c*g*p^3*q-3344*a*c*g*p^3*r+23501*a*c*g*p^3*x-606*a*c*g*p^2*q^2-\ 4194*a*c*g*p^2*q*r+36320*a*c*g*p^2*q*x-5016*a*c*g*p^2*r^2+85064*a*c*g*p^2*r*x-\ 60280*a*c*g*p^2*x^2-44*a*c*g*p*q^3-1212*a*c*g*p*q^2*r+13599*a*c*g*p*q^2*x-4194* a*c*g*p*q*r^2+81824*a*c*g*p*q*r*x-80946*a*c*g*p*q*x^2-3344*a*c*g*p*r^3+99625*a* c*g*p*r^2*x-186657*a*c*g*p*r*x^2-1764*a*c*g*p*x^3-44*a*c*g*q^3*r+780*a*c*g*q^3* x-606*a*c*g*q^2*r^2+12587*a*c*g*q^2*r*x-20666*a*c*g*q^2*x^2-1398*a*c*g*q*r^3+ 45504*a*c*g*q*r^2*x-110172*a*c*g*q*r*x^2-1764*a*c*g*q*x^3-836*a*c*g*r^4+38062*a *c*g*r^3*x-140703*a*c*g*r^2*x^2+13338*a*c*g*r*x^3-280*a*c*p^5-682*a*c*p^4*q-\ 1400*a*c*p^4*r+10276*a*c*p^4*x-528*a*c*p^3*q^2-2728*a*c*p^3*q*r+23966*a*c*p^3*q *x-2800*a*c*p^3*r^2+49317*a*c*p^3*r*x-37135*a*c*p^3*x^2-130*a*c*p^2*q^3-1584*a* c*p^2*q^2*r+17178*a*c*p^2*q^2*x-4092*a*c*p^2*q*r^2+83091*a*c*p^2*q*r*x-80847*a* c*p^2*q*x^2-2800*a*c*p^2*r^3+86295*a*c*p^2*r^2*x-171596*a*c*p^2*r*x^2+3682*a*c* p^2*x^3-4*a*c*p*q^4-260*a*c*p*q^3*r+3562*a*c*p*q^3*x-1584*a*c*p*q^2*r^2+36765*a *c*p*q^2*r*x-50289*a*c*p*q^2*x^2-2728*a*c*p*q*r^3+94284*a*c*p*q*r^2*x-235738*a* c*p*q*r*x^2+7364*a*c*p*q*x^3-1400*a*c*p*r^4+65743*a*c*p*r^3*x-253321*a*c*p*r^2* x^2+41292*a*c*p*r*x^3-4*a*c*q^4*r+74*a*c*q^4*x-130*a*c*q^3*r^2+2991*a*c*q^3*r*x -6577*a*c*q^3*x^2-528*a*c*q^2*r^3+19587*a*c*q^2*r^2*x-64142*a*c*q^2*r*x^2+3682* a*c*q^2*x^3-682*a*c*q*r^4+35159*a*c*q*r^3*x-165751*a*c*q*r^2*x^2+41292*a*c*q*r* x^3-280*a*c*r^5+18489*a*c*r^4*x-118860*a*c*r^3*x^2+57812*a*c*r^2*x^3-a*g^5*p-a* g^5*r+11*a*g^5*x-22*a*g^4*p^2-4*a*g^4*p*q-44*a*g^4*p*r+216*a*g^4*p*x-4*a*g^4*q* r+67*a*g^4*q*x-22*a*g^4*r^2+229*a*g^4*r*x-291*a*g^4*x^2-84*a*g^3*p^3-72*a*g^3*p ^2*q-252*a*g^3*p^2*r+1502*a*g^3*p^2*x-6*a*g^3*p*q^2-144*a*g^3*p*q*r+1178*a*g^3* p*q*x-252*a*g^3*p*r^2+3687*a*g^3*p*r*x-2170*a*g^3*p*x^2-6*a*g^3*q^2*r+126*a*g^3 *q^2*x-72*a*g^3*q*r^2+1096*a*g^3*q*r*x-1504*a*g^3*q*x^2-84*a*g^3*r^3+2185*a*g^3 *r^2*x-2917*a*g^3*r*x^2-84*a*g^3*x^3-130*a*g^2*p^4-210*a*g^2*p^3*q-520*a*g^2*p^ 3*r+3492*a*g^2*p^3*x-84*a*g^2*p^2*q^2-630*a*g^2*p^2*q*r+5251*a*g^2*p^2*q*x-780* a*g^2*p^2*r^2+12844*a*g^2*p^2*r*x-8057*a*g^2*p^2*x^2-4*a*g^2*p*q^3-168*a*g^2*p* q^2*r+1846*a*g^2*p*q^2*x-630*a*g^2*p*q*r^2+11836*a*g^2*p*q*r*x-10880*a*g^2*p*q* x^2-520*a*g^2*p*r^3+15212*a*g^2*p*r^2*x-25411*a*g^2*p*r*x^2-711*a*g^2*p*x^3-4*a *g^2*q^3*r+87*a*g^2*q^3*x-84*a*g^2*q^2*r^2+1568*a*g^2*q^2*r*x-2823*a*g^2*q^2*x^ 2-210*a*g^2*q*r^3+6585*a*g^2*q*r^2*x-14289*a*g^2*q*r*x^2-711*a*g^2*q*x^3-130*a* g^2*r^4+5860*a*g^2*r^3*x-19939*a*g^2*r^2*x^2+221*a*g^2*r*x^3-91*a*g*p^5-220*a*g *p^4*q-455*a*g*p^4*r+3271*a*g*p^4*x-168*a*g*p^3*q^2-880*a*g*p^3*q*r+7556*a*g*p^ 3*q*x-910*a*g*p^3*r^2+15819*a*g*p^3*r*x-11084*a*g*p^3*x^2-40*a*g*p^2*q^3-504*a* g*p^2*q^2*r+5315*a*g*p^2*q^2*x-1320*a*g*p^2*q*r^2+26313*a*g*p^2*q*r*x-24021*a*g *p^2*q*x^2-910*a*g*p^2*r^3+27831*a*g*p^2*r^2*x-52172*a*g*p^2*r*x^2+281*a*g*p^2* x^3-a*g*p*q^4-80*a*g*p*q^3*r+1046*a*g*p*q^3*x-504*a*g*p*q^2*r^2+11299*a*g*p*q^2 *r*x-14790*a*g*p*q^2*x^2-880*a*g*p*q*r^3+29958*a*g*p*q*r^2*x-70578*a*g*p*q*r*x^ 2+562*a*g*p*q*x^3-455*a*g*p*r^4+21289*a*g*p*r^3*x-78620*a*g*p*r^2*x^2+9127*a*g* p*r*x^3-a*g*q^4*r+16*a*g*q^4*x-40*a*g*q^3*r^2+805*a*g*q^3*r*x-1853*a*g*q^3*x^2-\ 168*a*g*q^2*r^3+5984*a*g*q^2*r^2*x-18406*a*g*q^2*r*x^2+281*a*g*q^2*x^3-220*a*g* q*r^4+11201*a*g*q*r^3*x-50449*a*g*q*r^2*x^2+9127*a*g*q*r*x^3-91*a*g*r^5+6006*a* g*r^4*x-37532*a*g*r^3*x^2+15656*a*g*r^2*x^3-24*a*p^6-78*a*p^5*q-144*a*p^5*r+ 1074*a*p^5*x-90*a*p^4*q^2-390*a*p^4*q*r+3397*a*p^4*q*x-360*a*p^4*r^2+6394*a*p^4 *r*x-4890*a*p^4*x^2-42*a*p^3*q^3-360*a*p^3*q^2*r+3745*a*p^3*q^2*x-780*a*p^3*q*r ^2+15800*a*p^3*q*r*x-14932*a*p^3*q*x^2-480*a*p^3*r^3+14836*a*p^3*r^2*x-29875*a* p^3*r*x^2+892*a*p^3*x^3-6*a*p^2*q^4-126*a*p^2*q^3*r+1593*a*p^2*q^3*x-540*a*p^2* q^2*r^2+12528*a*p^2*q^2*r*x-15456*a*p^2*q^2*x^2-780*a*p^2*q*r^3+27018*a*p^2*q*r ^2*x-66333*a*p^2*q*r*x^2+2676*a*p^2*q*x^3-360*a*p^2*r^4+16884*a*p^2*r^3*x-65319 *a*p^2*r^2*x^2+11348*a*p^2*r*x^3-12*a*p*q^4*r+169*a*p*q^4*x-126*a*p*q^3*r^2+ 3232*a*p*q^3*r*x-5676*a*p*q^3*x^2-360*a*p*q^2*r^3+13821*a*p*q^2*r^2*x-43041*a*p *q^2*r*x^2+2676*a*p*q^2*x^3-390*a*p*q*r^4+20224*a*p*q*r^3*x-94095*a*p*q*r^2*x^2 +22696*a*p*q*r*x^3-144*a*p*r^5+9466*a*p*r^4*x-60573*a*p*r^3*x^2+28891*a*p*r^2*x ^3-2*a*q^5*x-6*a*q^4*r^2+110*a*q^4*r*x-262*a*q^4*x^2-42*a*q^3*r^3+1639*a*q^3*r^ 2*x-6583*a*q^3*r*x^2+892*a*q^3*x^3-90*a*q^2*r^4+5038*a*q^2*r^3*x-28776*a*q^2*r^ 2*x^2+11348*a*q^2*r*x^3-78*a*q*r^5+5609*a*q*r^4*x-42694*a*q*r^3*x^2+28891*a*q*r ^2*x^3-24*a*r^6+2098*a*r^5*x-20239*a*r^4*x^2+20385*a*r^3*x^3-8*b^5*c*x+16*b^5*g *x+12*b^5*p*x+36*b^5*r*x-8*b^5*x^2-16*b^4*c^3-8*b^4*c^2*g-56*b^4*c^2*p-56*b^4*c ^2*r+528*b^4*c^2*x-20*b^4*c*g*p-20*b^4*c*g*r+236*b^4*c*g*x-48*b^4*c*p^2-96*b^4* c*p*r+888*b^4*c*p*x-48*b^4*c*q*x-48*b^4*c*r^2+1336*b^4*c*r*x-128*b^4*c*x^2+48*b ^4*g^2*x-8*b^4*g*p^2-16*b^4*g*p*r+176*b^4*g*p*x+44*b^4*g*q*x-8*b^4*g*r^2+252*b^ 4*g*r*x-244*b^4*g*x^2-12*b^4*p^3-36*b^4*p^2*r+324*b^4*p^2*x-36*b^4*p*r^2+894*b^ 4*p*r*x-352*b^4*p*x^2+72*b^4*q*r*x+80*b^4*q*x^2-12*b^4*r^3+570*b^4*r^2*x-622*b^ 4*r*x^2-156*b^4*x^3-96*b^3*c^4-88*b^3*c^3*g-384*b^3*c^3*p-32*b^3*c^3*q-384*b^3* c^3*r+3640*b^3*c^3*x-20*b^3*c^2*g^2-288*b^3*c^2*g*p-16*b^3*c^2*g*q-288*b^3*c^2* g*r+2680*b^3*c^2*g*x-456*b^3*c^2*p^2-120*b^3*c^2*p*q-912*b^3*c^2*p*r+8156*b^3*c ^2*p*x-120*b^3*c^2*q*r+1148*b^3*c^2*q*x-456*b^3*c^2*r^2+10672*b^3*c^2*r*x-5748* b^3*c^2*x^2-52*b^3*c*g^2*p-52*b^3*c*g^2*r+598*b^3*c*g^2*x-240*b^3*c*g*p^2-44*b^ 3*c*g*p*q-480*b^3*c*g*p*r+4060*b^3*c*g*p*x-44*b^3*c*g*q*r+550*b^3*c*g*q*x-240*b ^3*c*g*r^2+5270*b^3*c*g*r*x-2740*b^3*c*g*x^2-216*b^3*c*p^3-120*b^3*c*p^2*q-648* b^3*c*p^2*r+5550*b^3*c*p^2*x-240*b^3*c*p*q*r+2444*b^3*c*p*q*x-648*b^3*c*p*r^2+ 14166*b^3*c*p*r*x-9030*b^3*c*p*x^2-82*b^3*c*q^2*x-120*b^3*c*q*r^2+3332*b^3*c*q* r*x-1858*b^3*c*q*x^2-216*b^3*c*r^3+8616*b^3*c*r^2*x-15384*b^3*c*r*x^2-2336*b^3* c*x^3+56*b^3*g^3*x-24*b^3*g^2*p^2-48*b^3*g^2*p*r+411*b^3*g^2*p*x+108*b^3*g^2*q* x-24*b^3*g^2*r^2+497*b^3*g^2*r*x-610*b^3*g^2*x^2-60*b^3*g*p^3-24*b^3*g*p^2*q-\ 180*b^3*g*p^2*r+1410*b^3*g*p^2*x-48*b^3*g*p*q*r+520*b^3*g*p*q*x-180*b^3*g*p*r^2 +3631*b^3*g*p*r*x-2020*b^3*g*p*x^2+40*b^3*g*q^2*x-24*b^3*g*q*r^2+638*b^3*g*q*r* x-730*b^3*g*q*x^2-60*b^3*g*r^3+2221*b^3*g*r^2*x-3091*b^3*g*r*x^2-342*b^3*g*x^3-\ 36*b^3*p^4-36*b^3*p^3*q-144*b^3*p^3*r+1167*b^3*p^3*x-108*b^3*p^2*q*r+1098*b^3*p ^2*q*x-216*b^3*p^2*r^2+4428*b^3*p^2*r*x-2964*b^3*p^2*x^2-69*b^3*p*q^2*x-108*b^3 *p*q*r^2+2715*b^3*p*q*r*x-2414*b^3*p*q*x^2-144*b^3*p*r^3+5355*b^3*p*r^2*x-10461 *b^3*p*r*x^2-796*b^3*p*x^3+9*b^3*q^2*r*x+550*b^3*q^2*x^2-36*b^3*q*r^3+1617*b^3* q*r^2*x-2879*b^3*q*r*x^2-796*b^3*q*x^3-36*b^3*r^4+2094*b^3*r^3*x-8271*b^3*r^2*x ^2-348*b^3*r*x^3-224*b^2*c^5-296*b^2*c^4*g-1024*b^2*c^4*p-144*b^2*c^4*q-1024*b^ 2*c^4*r+9112*b^2*c^4*x-128*b^2*c^3*g^2-1156*b^2*c^3*g*p-136*b^2*c^3*g*q-1156*b^ 2*c^3*g*r+10052*b^2*c^3*g*x-1564*b^2*c^3*p^2-624*b^2*c^3*p*q-3128*b^2*c^3*p*r+ 26640*b^2*c^3*p*x-20*b^2*c^3*q^2-624*b^2*c^3*q*r+6376*b^2*c^3*q*x-1564*b^2*c^3* r^2+32564*b^2*c^3*r*x-25500*b^2*c^3*x^2-18*b^2*c^2*g^3-420*b^2*c^2*g^2*p-32*b^2 *c^2*g^2*q-420*b^2*c^2*g^2*r+3686*b^2*c^2*g^2*x-1378*b^2*c^2*g*p^2-484*b^2*c^2* g*p*q-2756*b^2*c^2*g*p*r+22556*b^2*c^2*g*p*x-10*b^2*c^2*g*q^2-484*b^2*c^2*g*q*r +4938*b^2*c^2*g*q*x-1378*b^2*c^2*g*r^2+27572*b^2*c^2*g*r*x-19506*b^2*c^2*g*x^2-\ 1070*b^2*c^2*p^3-844*b^2*c^2*p^2*q-3210*b^2*c^2*p^2*r+26358*b^2*c^2*p^2*x-86*b^ 2*c^2*p*q^2-1688*b^2*c^2*p*q*r+17120*b^2*c^2*p*q*x-3210*b^2*c^2*p*r^2+64520*b^2 *c^2*p*r*x-50356*b^2*c^2*p*x^2-86*b^2*c^2*q^2*r+890*b^2*c^2*q^2*x-844*b^2*c^2*q *r^2+20266*b^2*c^2*q*r*x-20268*b^2*c^2*q*x^2-1070*b^2*c^2*r^3+38162*b^2*c^2*r^2 *x-80298*b^2*c^2*r*x^2-4572*b^2*c^2*x^3-49*b^2*c*g^3*p-49*b^2*c*g^3*r+533*b^2*c *g^3*x-362*b^2*c*g^2*p^2-90*b^2*c*g^2*p*q-724*b^2*c*g^2*p*r+5628*b^2*c*g^2*p*x-\ 90*b^2*c*g^2*q*r+1129*b^2*c*g^2*q*x-362*b^2*c*g^2*r^2+6769*b^2*c*g^2*r*x-4930*b ^2*c*g^2*x^2-647*b^2*c*g*p^3-470*b^2*c*g*p^2*q-1941*b^2*c*g*p^2*r+15196*b^2*c*g *p^2*x-33*b^2*c*g*p*q^2-940*b^2*c*g*p*q*r+9206*b^2*c*g*p*q*x-1941*b^2*c*g*p*r^2 +37564*b^2*c*g*p*r*x-26029*b^2*c*g*p*x^2-33*b^2*c*g*q^2*r+430*b^2*c*g*q^2*x-470 *b^2*c*g*q*r^2+10561*b^2*c*g*q*r*x-10617*b^2*c*g*q*x^2-647*b^2*c*g*r^3+22368*b^ 2*c*g*r^2*x-41234*b^2*c*g*r*x^2-4110*b^2*c*g*x^3-336*b^2*c*p^4-444*b^2*c*p^3*q-\ 1344*b^2*c*p^3*r+10716*b^2*c*p^3*x-108*b^2*c*p^2*q^2-1332*b^2*c*p^2*q*r+13154*b ^2*c*p^2*q*x-2016*b^2*c*p^2*r^2+39454*b^2*c*p^2*r*x-30303*b^2*c*p^2*x^2-216*b^2 *c*p*q^2*r+2380*b^2*c*p*q^2*x-1332*b^2*c*p*q*r^2+30990*b^2*c*p*q*r*x-32234*b^2* c*p*q*x^2-1344*b^2*c*p*r^3+46760*b^2*c*p*r^2*x-99416*b^2*c*p*r*x^2-2036*b^2*c*p *x^3-58*b^2*c*q^3*x-108*b^2*c*q^2*r^2+2834*b^2*c*q^2*r*x-1931*b^2*c*q^2*x^2-444 *b^2*c*q*r^3+17836*b^2*c*q*r^2*x-44512*b^2*c*q*r*x^2-2036*b^2*c*q*x^3-336*b^2*c *r^4+18022*b^2*c*r^3*x-74867*b^2*c*r^2*x^2+8472*b^2*c*r*x^3+32*b^2*g^4*x-26*b^2 *g^3*p^2-52*b^2*g^3*p*r+377*b^2*g^3*p*x+95*b^2*g^3*q*x-26*b^2*g^3*r^2+418*b^2*g ^3*r*x-575*b^2*g^3*x^2-91*b^2*g^2*p^3-52*b^2*g^2*p^2*q-273*b^2*g^2*p^2*r+1954*b ^2*g^2*p^2*x-104*b^2*g^2*p*q*r+1048*b^2*g^2*p*q*x-273*b^2*g^2*p*r^2+4884*b^2*g^ 2*p*r*x-3030*b^2*g^2*p*x^2+74*b^2*g^2*q^2*x-52*b^2*g^2*q*r^2+1067*b^2*g^2*q*r*x -1621*b^2*g^2*q*x^2-91*b^2*g^2*r^3+2930*b^2*g^2*r^2*x-4388*b^2*g^2*r*x^2-260*b^ 2*g^2*x^3-104*b^2*g*p^4-130*b^2*g*p^3*q-416*b^2*g*p^3*r+3149*b^2*g*p^3*x-26*b^2 *g*p^2*q^2-390*b^2*g*p^2*q*r+3682*b^2*g*p^2*q*x-624*b^2*g*p^2*r^2+11760*b^2*g*p ^2*r*x-7957*b^2*g*p^2*x^2-52*b^2*g*p*q^2*r+544*b^2*g*p*q^2*x-390*b^2*g*p*q*r^2+ 8612*b^2*g*p*q*r*x-8415*b^2*g*p*q*x^2-416*b^2*g*p*r^3+14073*b^2*g*p*r^2*x-26647 *b^2*g*p*r*x^2-1311*b^2*g*p*x^3+11*b^2*g*q^3*x-26*b^2*g*q^2*r^2+550*b^2*g*q^2*r *x-458*b^2*g*q^2*x^2-130*b^2*g*q*r^3+4930*b^2*g*q*r^2*x-10625*b^2*g*q*r*x^2-\ 1311*b^2*g*q*x^3-104*b^2*g*r^4+5462*b^2*g*r^3*x-20796*b^2*g*r^2*x^2-123*b^2*g*r *x^3-39*b^2*p^5-78*b^2*p^4*q-195*b^2*p^4*r+1536*b^2*p^4*x-39*b^2*p^3*q^2-312*b^ 2*p^3*q*r+2973*b^2*p^3*q*x-390*b^2*p^3*r^2+7539*b^2*p^3*r*x-5743*b^2*p^3*x^2-\ 117*b^2*p^2*q^2*r+1338*b^2*p^2*q^2*x-468*b^2*p^2*q*r^2+10620*b^2*p^2*q*r*x-\ 10608*b^2*p^2*q*x^2-390*b^2*p^2*r^3+13401*b^2*p^2*r^2*x-28272*b^2*p^2*r*x^2+39* b^2*p^2*x^3-99*b^2*p*q^3*x-117*b^2*p*q^2*r^2+3018*b^2*p*q^2*r*x-3987*b^2*p*q^2* x^2-312*b^2*p*q*r^3+12321*b^2*p*q*r^2*x-32316*b^2*p*q*r*x^2+78*b^2*p*q*x^3-195* b^2*p*r^4+10329*b^2*p*r^3*x-42882*b^2*p*r^2*x^2+6144*b^2*p*r*x^3-63*b^2*q^3*r*x +878*b^2*q^3*x^2-39*b^2*q^2*r^3+1680*b^2*q^2*r^2*x-4044*b^2*q^2*r*x^2+39*b^2*q^ 2*x^3-78*b^2*q*r^4+4674*b^2*q*r^3*x-22737*b^2*q*r^2*x^2+6144*b^2*q*r*x^3-39*b^2 *r^5+2931*b^2*r^4*x-20353*b^2*r^3*x^2+11109*b^2*r^2*x^3-224*b*c^6-392*b*c^5*g-\ 1168*b*c^5*p-208*b*c^5*q-1168*b*c^5*r+10040*b*c^5*x-252*b*c^4*g^2-1788*b*c^4*g* p-288*b*c^4*g*q-1788*b*c^4*g*r+14996*b*c^4*g*x-2192*b*c^4*p^2-1048*b*c^4*p*q-\ 4384*b*c^4*p*r+36424*b*c^4*p*x-56*b*c^4*q^2-1048*b*c^4*q*r+10880*b*c^4*q*x-2192 *b*c^4*r^2+42768*b*c^4*r*x-38824*b*c^4*x^2-70*b*c^3*g^3-992*b*c^3*g^2*p-132*b*c ^3*g^2*q-992*b*c^3*g^2*r+8142*b*c^3*g^2*x-2766*b*c^3*g*p^2-1236*b*c^3*g*p*q-\ 5532*b*c^3*g*p*r+44544*b*c^3*g*p*x-54*b*c^3*g*q^2-1236*b*c^3*g*q*r+12504*b*c^3* g*q*x-2766*b*c^3*g*r^2+52262*b*c^3*g*r*x-44428*b*c^3*g*x^2-1960*b*c^3*p^3-1812* b*c^3*p^2*q-5880*b*c^3*p^2*r+47314*b*c^3*p^2*x-288*b*c^3*p*q^2-3624*b*c^3*p*q*r +36500*b*c^3*p*q*x-5880*b*c^3*p*r^2+113202*b*c^3*p*r*x-96368*b*c^3*p*x^2-4*b*c^ 3*q^3-288*b*c^3*q^2*r+3586*b*c^3*q^2*x-1812*b*c^3*q*r^2+40674*b*c^3*q*r*x-48496 *b*c^3*q*x^2-1960*b*c^3*r^3+65888*b*c^3*r^2*x-147296*b*c^3*r*x^2-832*b*c^3*x^3-\ 7*b*c^2*g^4-235*b*c^2*g^3*p-20*b*c^2*g^3*q-235*b*c^2*g^3*r+1951*b*c^2*g^3*x-\ 1213*b*c^2*g^2*p^2-472*b*c^2*g^2*p*q-2426*b*c^2*g^2*p*r+18738*b*c^2*g^2*p*x-13* b*c^2*g^2*q^2-472*b*c^2*g^2*q*r+4778*b*c^2*g^2*q*x-1213*b*c^2*g^2*r^2+21863*b*c ^2*g^2*r*x-17540*b*c^2*g^2*x^2-1888*b*c^2*g*p^3-1678*b*c^2*g*p^2*q-5664*b*c^2*g *p^2*r+44081*b*c^2*g*p^2*x-230*b*c^2*g*p*q^2-3356*b*c^2*g*p*q*r+32800*b*c^2*g*p *q*x-5664*b*c^2*g*p*r^2+106007*b*c^2*g*p*r*x-83648*b*c^2*g*p*x^2-2*b*c^2*g*q^3-\ 230*b*c^2*g*q^2*r+2859*b*c^2*g*q^2*x-1678*b*c^2*g*q*r^2+36101*b*c^2*g*q*r*x-\ 41542*b*c^2*g*q*x^2-1888*b*c^2*g*r^3+61926*b*c^2*g*r^2*x-128576*b*c^2*g*r*x^2-\ 5096*b*c^2*g*x^3-900*b*c^2*p^4-1356*b*c^2*p^3*q-3600*b*c^2*p^3*r+28318*b*c^2*p^ 3*x-480*b*c^2*p^2*q^2-4068*b*c^2*p^2*q*r+39444*b*c^2*p^2*q*x-5400*b*c^2*p^2*r^2 +102568*b*c^2*p^2*r*x-83696*b*c^2*p^2*x^2-24*b*c^2*p*q^3-960*b*c^2*p*q^2*r+ 11418*b*c^2*p*q^2*x-4068*b*c^2*p*q*r^2+90548*b*c^2*p*q*r*x-100852*b*c^2*p*q*x^2 -3600*b*c^2*p*r^3+120182*b*c^2*p*r^2*x-263040*b*c^2*p*r*x^2+3380*b*c^2*p*x^3-24 *b*c^2*q^3*r+292*b*c^2*q^3*x-480*b*c^2*q^2*r^2+11926*b*c^2*q^2*r*x-17156*b*c^2* q^2*x^2-1356*b*c^2*q*r^3+51104*b*c^2*q*r^2*x-140598*b*c^2*q*r*x^2+3380*b*c^2*q* x^3-900*b*c^2*r^4+45932*b*c^2*r^3*x-193444*b*c^2*r^2*x^2+35828*b*c^2*r*x^3-20*b *c*g^4*p-20*b*c*g^4*r+205*b*c*g^4*x-213*b*c*g^3*p^2-58*b*c*g^3*p*q-426*b*c*g^3* p*r+3092*b*c*g^3*p*x-58*b*c*g^3*q*r+695*b*c*g^3*q*x-213*b*c*g^3*r^2+3532*b*c*g^ 3*r*x-2990*b*c*g^3*x^2-571*b*c*g^2*p^3-468*b*c*g^2*p^2*q-1713*b*c*g^2*p^2*r+ 12688*b*c*g^2*p^2*x-44*b*c*g^2*p*q^2-936*b*c*g^2*p*q*r+8875*b*c*g^2*p*q*x-1713* b*c*g^2*p*r^2+30789*b*c*g^2*p*r*x-22007*b*c*g^2*p*x^2-44*b*c*g^2*q^2*r+641*b*c* g^2*q^2*x-468*b*c*g^2*q*r^2+9392*b*c*g^2*q*r*x-11212*b*c*g^2*q*x^2-571*b*c*g^2* r^3+18101*b*c*g^2*r^2*x-33459*b*c*g^2*r*x^2-2412*b*c*g^2*x^3-583*b*c*g*p^4-858* b*c*g*p^3*q-2332*b*c*g*p^3*r+17784*b*c*g*p^3*x-285*b*c*g*p^2*q^2-2574*b*c*g*p^2 *q*r+24231*b*c*g*p^2*q*x-3498*b*c*g*p^2*r^2+64884*b*c*g*p^2*r*x-49045*b*c*g*p^2 *x^2-10*b*c*g*p*q^3-570*b*c*g*p*q^2*r+6572*b*c*g*p*q^2*x-2574*b*c*g*p*q*r^2+ 55626*b*c*g*p*q*r*x-58476*b*c*g*p*q*x^2-2332*b*c*g*p*r^3+76416*b*c*g*p*r^2*x-\ 156642*b*c*g*p*r*x^2-1764*b*c*g*p*x^3-10*b*c*g*q^3*r+125*b*c*g*q^3*x-285*b*c*g* q^2*r^2+6569*b*c*g*q^2*r*x-9431*b*c*g*q^2*x^2-858*b*c*g*q*r^3+31395*b*c*g*q*r^2 *x-80157*b*c*g*q*r*x^2-1764*b*c*g*q*x^3-583*b*c*g*r^4+29316*b*c*g*r^3*x-117609* b*c*g*r^2*x^2+13338*b*c*g*r*x^3-204*b*c*p^5-450*b*c*p^4*q-1020*b*c*p^4*r+7948*b *c*p^4*x-288*b*c*p^3*q^2-1800*b*c*p^3*q*r+16890*b*c*p^3*q*x-2040*b*c*p^3*r^2+ 38419*b*c*p^3*r*x-30809*b*c*p^3*x^2-42*b*c*p^2*q^3-864*b*c*p^2*q^2*r+9918*b*c*p ^2*q^2*x-2700*b*c*p^2*q*r^2+59229*b*c*p^2*q*r*x-61869*b*c*p^2*q*x^2-2040*b*c*p^ 2*r^3+67569*b*c*p^2*r^2*x-145702*b*c*p^2*r*x^2+3682*b*c*p^2*x^3-84*b*c*p*q^3*r+ 958*b*c*p*q^3*x-864*b*c*p*q^2*r^2+21735*b*c*p*q^2*r*x-31311*b*c*p*q^2*x^2-1800* b*c*p*q*r^3+67788*b*c*p*q*r^2*x-183950*b*c*p*q*r*x^2+7364*b*c*p*q*x^3-1020*b*c* p*r^4+51673*b*c*p*r^3*x-215633*b*c*p*r^2*x^2+41292*b*c*p*r*x^3-18*b*c*q^4*x-42* b*c*q^3*r^2+925*b*c*q^3*r*x-251*b*c*q^3*x^2-288*b*c*q^2*r^3+11817*b*c*q^2*r^2*x -38248*b*c*q^2*r*x^2+3682*b*c*q^2*x^3-450*b*c*q*r^4+25449*b*c*q*r^3*x-128063*b* c*q*r^2*x^2+41292*b*c*q*r*x^3-204*b*c*r^5+14575*b*c*r^4*x-100740*b*c*r^3*x^2+ 57812*b*c*r^2*x^3+9*b*g^5*x-12*b*g^4*p^2-24*b*g^4*p*r+153*b*g^4*p*x+36*b*g^4*q* x-12*b*g^4*r^2+160*b*g^4*r*x-237*b*g^4*x^2-54*b*g^3*p^3-36*b*g^3*p^2*q-162*b*g^ 3*p^2*r+1091*b*g^3*p^2*x-72*b*g^3*p*q*r+684*b*g^3*p*q*x-162*b*g^3*p*r^2+2688*b* g^3*p*r*x-1724*b*g^3*p*x^2+43*b*g^3*q^2*x-36*b*g^3*q*r^2+641*b*g^3*q*r*x-1058*b *g^3*q*x^2-54*b*g^3*r^3+1597*b*g^3*r^2*x-2417*b*g^3*r*x^2-84*b*g^3*x^3-90*b*g^2 *p^4-126*b*g^2*p^3*q-360*b*g^2*p^3*r+2615*b*g^2*p^3*x-36*b*g^2*p^2*q^2-378*b*g^ 2*p^2*q*r+3422*b*g^2*p^2*q*x-540*b*g^2*p^2*r^2+9682*b*g^2*p^2*r*x-6516*b*g^2*p^ 2*x^2-72*b*g^2*p*q^2*r+819*b*g^2*p*q^2*x-378*b*g^2*p*q*r^2+7812*b*g^2*p*q*r*x-\ 7798*b*g^2*p*q*x^2-360*b*g^2*p*r^3+11519*b*g^2*p*r^2*x-21171*b*g^2*p*r*x^2-711* b*g^2*p*x^3+12*b*g^2*q^3*x-36*b*g^2*q^2*r^2+706*b*g^2*q^2*r*x-1282*b*g^2*q^2*x^ 2-126*b*g^2*q*r^3+4390*b*g^2*q*r^2*x-10049*b*g^2*q*r*x^2-711*b*g^2*q*x^3-90*b*g ^2*r^4+4452*b*g^2*r^3*x-16478*b*g^2*r^2*x^2+221*b*g^2*r*x^3-66*b*g*p^5-144*b*g* p^4*q-330*b*g*p^4*r+2515*b*g*p^4*x-90*b*g*p^3*q^2-576*b*g*p^3*q*r+5270*b*g*p^3* q*x-660*b*g*p^3*r^2+12255*b*g*p^3*r*x-9148*b*g*p^3*x^2-12*b*g*p^2*q^3-270*b*g*p ^2*q^2*r+2993*b*g*p^2*q^2*x-864*b*g*p^2*q*r^2+18561*b*g*p^2*q*r*x-18213*b*g*p^2 *q*x^2-660*b*g*p^2*r^3+21675*b*g*p^2*r^2*x-44099*b*g*p^2*r*x^2+281*b*g*p^2*x^3-\ 24*b*g*p*q^3*r+236*b*g*p*q^3*x-270*b*g*p*q^2*r^2+6487*b*g*p*q^2*r*x-8982*b*g*p* q^2*x^2-576*b*g*p*q*r^3+21312*b*g*p*q*r^2*x-54432*b*g*p*q*r*x^2+562*b*g*p*q*x^3 -330*b*g*p*r^4+16645*b*g*p*r^3*x-66587*b*g*p*r^2*x^2+9127*b*g*p*r*x^3-2*b*g*q^4 *x-12*b*g*q^3*r^2+181*b*g*q^3*r*x+83*b*g*q^3*x^2-90*b*g*q^2*r^3+3494*b*g*q^2*r^ 2*x-10333*b*g*q^2*r*x^2+281*b*g*q^2*x^3-144*b*g*q*r^4+8021*b*g*q*r^3*x-38416*b* g*q*r^2*x^2+9127*b*g*q*r*x^3-66*b*g*r^5+4710*b*g*r^4*x-31636*b*g*r^3*x^2+15656* b*g*r^2*x^3-18*b*p^6-54*b*p^5*q-108*b*p^5*r+846*b*p^5*x-54*b*p^4*q^2-270*b*p^4* q*r+2487*b*p^4*q*x-270*b*p^4*r^2+5079*b*p^4*r*x-4100*b*p^4*x^2-18*b*p^3*q^3-216 *b*p^3*q^2*r+2385*b*p^3*q^2*x-540*b*p^3*q*r^2+11700*b*p^3*q*r*x-11772*b*p^3*q*x ^2-360*b*p^3*r^3+11856*b*p^3*r^2*x-25586*b*p^3*r*x^2+892*b*p^3*x^3-54*b*p^2*q^3 *r+693*b*p^2*q^3*x-324*b*p^2*q^2*r^2+8118*b*p^2*q^2*r*x-10716*b*p^2*q^2*x^2-540 *b*p^2*q*r^3+20178*b*p^2*q*r^2*x-53466*b*p^2*q*r*x^2+2676*b*p^2*q*x^3-270*b*p^2 *r^4+13554*b*p^2*r^3*x-56310*b*p^2*r^2*x^2+11348*b*p^2*r*x^3-51*b*p*q^4*x-54*b* p*q^3*r^2+1452*b*p*q^3*r*x-2516*b*p*q^3*x^2-216*b*p*q^2*r^3+9081*b*p*q^2*r^2*x-\ 30174*b*p*q^2*r*x^2+2676*b*p*q^2*x^3-270*b*p*q*r^4+15204*b*p*q*r^3*x-76077*b*p* q*r^2*x^2+22696*b*p*q*r*x^3-108*b*p*r^5+7626*b*p*r^4*x-52262*b*p*r^3*x^2+28891* b*p*r^2*x^3-45*b*q^4*r*x+528*b*q^4*x^2-18*b*q^3*r^3+759*b*q^3*r^2*x-2294*b*q^3* r*x^2+892*b*q^3*x^3-54*b*q^2*r^4+3348*b*q^2*r^3*x-19767*b*q^2*r^2*x^2+11348*b*q ^2*r*x^3-54*b*q*r^5+4239*b*q*r^4*x-34383*b*q*r^3*x^2+28891*b*q*r^2*x^3-18*b*r^6 +1695*b*r^5*x-17438*b*r^4*x^2+20385*b*r^3*x^3-80*c^7-176*c^6*g-480*c^6*p-96*c^6 *q-480*c^6*r+4064*c^6*x-152*c^5*g^2-936*c^5*g*p-176*c^5*g*q-936*c^5*g*r+7744*c^ 5*g*x-1084*c^5*p^2-568*c^5*p*q-2168*c^5*p*r+17576*c^5*p*x-36*c^5*q^2-568*c^5*q* r+5960*c^5*q*x-1084*c^5*r^2+20128*c^5*r*x-19800*c^5*x^2-64*c^4*g^3-708*c^4*g^2* p-120*c^4*g^2*q-708*c^4*g^2*r+5704*c^4*g^2*x-1800*c^4*g*p^2-904*c^4*g*p*q-3600* c^4*g*p*r+28524*c^4*g*p*x-52*c^4*g*q^2-904*c^4*g*q*r+9244*c^4*g*q*x-1800*c^4*g* r^2+32580*c^4*g*r*x-30660*c^4*g*x^2-1204*c^4*p^3-1212*c^4*p^2*q-3612*c^4*p^2*r+ 28328*c^4*p^2*x-228*c^4*p*q^2-2424*c^4*p*q*r+24088*c^4*p*q*x-3612*c^4*p*r^2+ 67032*c^4*p*r*x-59544*c^4*p*x^2-4*c^4*q^3-228*c^4*q^2*r+3080*c^4*q^2*x-1212*c^4 *q*r^2+25968*c^4*q*r*x-33696*c^4*q*x^2-1204*c^4*r^3+38704*c^4*r^2*x-88308*c^4*r *x^2+1872*c^4*x^3-13*c^3*g^4-258*c^3*g^3*p-36*c^3*g^3*q-258*c^3*g^3*r+2028*c^3* g^3*x-1127*c^3*g^2*p^2-526*c^3*g^2*p*q-2254*c^3*g^2*p*r+17338*c^3*g^2*p*x-25*c^ 3*g^2*q^2-526*c^3*g^2*q*r+5242*c^3*g^2*q*x-1127*c^3*g^2*r^2+19712*c^3*g^2*r*x-\ 17622*c^3*g^2*x^2-1618*c^3*g*p^3-1592*c^3*g*p^2*q-4854*c^3*g*p^2*r+37208*c^3*g* p^2*x-278*c^3*g*p*q^2-3184*c^3*g*p*q*r+30952*c^3*g*p*q*x-4854*c^3*g*p*r^2+88182 *c^3*g*p*r*x-74476*c^3*g*p*x^2-4*c^3*g*q^3-278*c^3*g*q^2*r+3648*c^3*g*q^2*x-\ 1592*c^3*g*q*r^2+33114*c^3*g*q*r*x-41648*c^3*g*q*x^2-1618*c^3*g*r^3+50974*c^3*g *r^2*x-111156*c^3*g*r*x^2-104*c^3*g*x^3-726*c^3*p^4-1176*c^3*p^3*q-2904*c^3*p^3 *r+22402*c^3*p^3*x-486*c^3*p^2*q^2-3528*c^3*p^2*q*r+33606*c^3*p^2*q*x-4356*c^3* p^2*r^2+80592*c^3*p^2*r*x-67494*c^3*p^2*x^2-36*c^3*p*q^3-972*c^3*p*q^2*r+11838* c^3*p*q^2*x-3528*c^3*p*q*r^2+76188*c^3*p*q*r*x-87444*c^3*p*q*x^2-2904*c^3*p*r^3 +93978*c^3*p*r^2*x-206574*c^3*p*r*x^2+6504*c^3*p*x^3-36*c^3*q^3*r+634*c^3*q^3*x -486*c^3*q^2*r^2+11784*c^3*q^2*r*x-19950*c^3*q^2*x^2-1176*c^3*q*r^3+42582*c^3*q *r^2*x-120810*c^3*q*r*x^2+6504*c^3*q*x^3-726*c^3*r^4+35788*c^3*r^3*x-150516*c^3 *r^2*x^2+32664*c^3*r*x^3-c^2*g^5-45*c^2*g^4*p-4*c^2*g^4*q-45*c^2*g^4*r+356*c^2* g^4*x-327*c^2*g^3*p^2-132*c^2*g^3*p*q-654*c^2*g^3*p*r+4825*c^2*g^3*p*x-4*c^2*g^ 3*q^2-132*c^2*g^3*q*r+1309*c^2*g^3*q*x-327*c^2*g^3*r^2+5433*c^2*g^3*r*x-4671*c^ 2*g^3*x^2-774*c^2*g^2*p^3-733*c^2*g^2*p^2*q-2322*c^2*g^2*p^2*r+17282*c^2*g^2*p^ 2*x-110*c^2*g^2*p*q^2-1466*c^2*g^2*p*q*r+13874*c^2*g^2*p*q*x-2322*c^2*g^2*p*r^2 +41123*c^2*g^2*p*r*x-32434*c^2*g^2*p*x^2-c^2*g^2*q^3-110*c^2*g^2*q^2*r+1430*c^2 *g^2*q^2*x-733*c^2*g^2*q*r^2+14577*c^2*g^2*q*r*x-18008*c^2*g^2*q*x^2-774*c^2*g^ 2*r^3+23841*c^2*g^2*r^2*x-48561*c^2*g^2*r*x^2-1452*c^2*g^2*x^3-735*c^2*g*p^4-\ 1176*c^2*g*p^3*q-2940*c^2*g*p^3*r+22211*c^2*g*p^3*x-471*c^2*g*p^2*q^2-3528*c^2* g*p^2*q*r+32919*c^2*g*p^2*q*x-4410*c^2*g*p^2*r^2+80148*c^2*g*p^2*r*x-63851*c^2* g*p^2*x^2-30*c^2*g*p*q^3-942*c^2*g*p*q^2*r+11211*c^2*g*p*q^2*x-3528*c^2*g*p*q*r ^2+74598*c^2*g*p*q*r*x-82110*c^2*g*p*q*x^2-2940*c^2*g*p*r^3+93663*c^2*g*p*r^2*x -197417*c^2*g*p*r*x^2+2960*c^2*g*p*x^3-30*c^2*g*q^3*r+503*c^2*g*q^3*x-471*c^2*g *q^2*r^2+10956*c^2*g*q^2*r*x-18259*c^2*g*q^2*x^2-1176*c^2*g*q*r^3+41679*c^2*g*q *r^2*x-113353*c^2*g*q*r*x^2+2960*c^2*g*q*x^3-735*c^2*g*r^4+35726*c^2*g*r^3*x-\ 145398*c^2*g*r^2*x^2+25404*c^2*g*r*x^3-242*c^2*p^5-566*c^2*p^4*q-1210*c^2*p^4*r +9334*c^2*p^4*x-408*c^2*p^3*q^2-2264*c^2*p^3*q*r+20998*c^2*p^3*q*x-2420*c^2*p^3 *r^2+44840*c^2*p^3*r*x-36660*c^2*p^3*x^2-86*c^2*p^2*q^3-1224*c^2*p^2*q^2*r+ 14028*c^2*p^2*q^2*x-3396*c^2*p^2*q*r^2+73032*c^2*p^2*q*r*x-77466*c^2*p^2*q*x^2-\ 2420*c^2*p^2*r^3+78516*c^2*p^2*r^2*x-169332*c^2*p^2*r*x^2+6624*c^2*p^2*x^3-2*c^ 2*p*q^4-172*c^2*p*q^3*r+2398*c^2*p*q^3*x-1224*c^2*p*q^2*r^2+30318*c^2*p*q^2*r*x -44952*c^2*p*q^2*x^2-2264*c^2*p*q*r^3+83070*c^2*p*q*r^2*x-226170*c^2*p*q*r*x^2+ 13248*c^2*p*q*x^3-1210*c^2*p*r^4+59848*c^2*p*r^3*x-247854*c^2*p*r^2*x^2+52920*c ^2*p*r*x^3-2*c^2*q^4*r+34*c^2*q^4*x-86*c^2*q^3*r^2+2126*c^2*q^3*r*x-4146*c^2*q^ 3*x^2-408*c^2*q^2*r^3+16290*c^2*q^2*r^2*x-56838*c^2*q^2*r*x^2+6624*c^2*q^2*x^3-\ 566*c^2*q*r^4+31036*c^2*q*r^3*x-156966*c^2*q*r^2*x^2+52920*c^2*q*r*x^3-242*c^2* r^5+16838*c^2*r^4*x-115182*c^2*r^3*x^2+66780*c^2*r^2*x^3-3*c*g^5*p-3*c*g^5*r+29 *c*g^5*x-43*c*g^4*p^2-12*c*g^4*p*q-86*c*g^4*p*r+591*c*g^4*p*x-12*c*g^4*q*r+137* c*g^4*q*x-43*c*g^4*r^2+649*c*g^4*r*x-597*c*g^4*x^2-155*c*g^3*p^3-136*c*g^3*p^2* q-465*c*g^3*p^2*r+3306*c*g^3*p^2*x-14*c*g^3*p*q^2-272*c*g^3*p*q*r+2500*c*g^3*p* q*x-465*c*g^3*p*r^2+7937*c*g^3*p*r*x-5711*c*g^3*p*x^2-14*c*g^3*q^2*r+204*c*g^3* q^2*x-136*c*g^3*q*r^2+2514*c*g^3*q*r*x-3244*c*g^3*q*x^2-155*c*g^3*r^3+4631*c*g^ 3*r^2*x-8448*c*g^3*r*x^2-486*c*g^3*x^3-236*c*g^2*p^4-370*c*g^2*p^3*q-944*c*g^2* p^3*r+6959*c*g^2*p^3*x-140*c*g^2*p^2*q^2-1110*c*g^2*p^2*q*r+10108*c*g^2*p^2*q*x -1416*c*g^2*p^2*r^2+25278*c*g^2*p^2*r*x-18767*c*g^2*p^2*x^2-6*c*g^2*p*q^3-280*c *g^2*p*q^2*r+3250*c*g^2*p*q^2*x-1110*c*g^2*p*q*r^2+22886*c*g^2*p*q*r*x-23970*c* g^2*p*q*x^2-944*c*g^2*p*r^3+29679*c*g^2*p*r^2*x-58875*c*g^2*p*r*x^2-338*c*g^2*p *x^3-6*c*g^2*q^3*r+101*c*g^2*q^3*x-140*c*g^2*q^2*r^2+3022*c*g^2*q^2*r*x-5203*c* g^2*q^2*x^2-370*c*g^2*q*r^3+12778*c*g^2*q*r^2*x-32664*c*g^2*q*r*x^2-338*c*g^2*q *x^3-236*c*g^2*r^4+11360*c*g^2*r^3*x-44283*c*g^2*r^2*x^2+4908*c*g^2*r*x^3-163*c *g*p^5-379*c*g*p^4*q-815*c*g*p^4*r+6187*c*g*p^4*x-270*c*g*p^3*q^2-1516*c*g*p^3* q*r+13821*c*g*p^3*q*x-1630*c*g*p^3*r^2+29821*c*g*p^3*r*x-23301*c*g*p^3*x^2-55*c *g*p^2*q^3-810*c*g*p^2*q^2*r+9090*c*g*p^2*q^2*x-2274*c*g*p^2*q*r^2+48153*c*g*p^ 2*q*r*x-48978*c*g*p^2*q*x^2-1630*c*g*p^2*r^3+52341*c*g*p^2*r^2*x-108824*c*g*p^2 *r*x^2+2826*c*g*p^2*x^3-c*g*p*q^4-110*c*g*p*q^3*r+1465*c*g*p*q^3*x-810*c*g*p*q^ 2*r^2+19572*c*g*p*q^2*r*x-28053*c*g*p*q^2*x^2-1516*c*g*p*q*r^3+54843*c*g*p*q*r^ 2*x-143901*c*g*p*q*r*x^2+5652*c*g*p*q*x^3-815*c*g*p*r^4+39967*c*g*p*r^3*x-\ 160952*c*g*p*r^2*x^2+29040*c*g*p*r*x^3-c*g*q^4*r+9*c*g*q^4*x-55*c*g*q^3*r^2+ 1240*c*g*q^3*r*x-2376*c*g*q^3*x^2-270*c*g*q^2*r^3+10482*c*g*q^2*r^2*x-35077*c*g *q^2*r*x^2+2826*c*g*q^2*x^3-379*c*g*q*r^4+20511*c*g*q*r^3*x-100660*c*g*q*r^2*x^ 2+29040*c*g*q*r*x^3-163*c*g*r^5+11260*c*g*r^4*x-75429*c*g*r^3*x^2+40008*c*g*r^2 *x^3-42*c*p^6-132*c*p^5*q-252*c*p^5*r+1966*c*p^5*x-144*c*p^4*q^2-660*c*p^4*q*r+ 6038*c*p^4*q*x-630*c*p^4*r^2+11727*c*p^4*r*x-9624*c*p^4*x^2-60*c*p^3*q^3-576*c* p^3*q^2*r+6316*c*p^3*q^2*x-1320*c*p^3*q*r^2+28176*c*p^3*q*r*x-28716*c*p^3*q*x^2 -840*c*p^3*r^3+27248*c*p^3*r^2*x-58755*c*p^3*r*x^2+2682*c*p^3*x^3-6*c*p^2*q^4-\ 180*c*p^2*q^3*r+2380*c*p^2*q^3*x-864*c*p^2*q^2*r^2+21258*c*p^2*q^2*r*x-28404*c* p^2*q^2*x^2-1320*c*p^2*q*r^3+48300*c*p^2*q*r^2*x-127695*c*p^2*q*r*x^2+8046*c*p^ 2*q*x^3-630*c*p^2*r^4+31042*c*p^2*r^3*x-127743*c*p^2*r^2*x^2+27810*c*p^2*r*x^3-\ 12*c*p*q^4*r+134*c*p*q^4*x-180*c*p*q^3*r^2+4896*c*p*q^3*r*x-9156*c*p*q^3*x^2-\ 576*c*p*q^2*r^3+23568*c*p*q^2*r^2*x-79125*c*p*q^2*r*x^2+8046*c*p*q^2*x^3-660*c* p*q*r^4+36224*c*p*q*r^3*x-179874*c*p*q*r^2*x^2+55620*c*p*q*r*x^3-252*c*p*r^5+ 17418*c*p*r^4*x-117717*c*p*r^3*x^2+65634*c*p*r^2*x^3-2*c*q^5*x-6*c*q^4*r^2+87*c *q^4*r*x+156*c*q^4*x^2-60*c*q^3*r^3+2516*c*q^3*r^2*x-10185*c*q^3*r*x^2+2682*c*q ^3*x^3-144*c*q^2*r^4+8626*c*q^2*r^3*x-52131*c*q^2*r^2*x^2+27810*c*q^2*r*x^3-132 *c*q*r^5+10062*c*q*r^4*x-80895*c*q*r^3*x^2+65634*c*q*r^2*x^3-42*c*r^6+3863*c*r^ 5*x-39105*c*r^4*x^2+44526*c*r^3*x^3+g^6*x-2*g^5*p^2-4*g^5*p*r+23*g^5*p*x+5*g^5* q*x-2*g^5*r^2+23*g^5*r*x-36*g^5*x^2-11*g^4*p^3-8*g^4*p^2*q-33*g^4*p^2*r+213*g^4 *p^2*x-16*g^4*p*q*r+145*g^4*p*q*x-33*g^4*p*r^2+521*g^4*p*r*x-335*g^4*p*x^2+8*g^ 4*q^2*x-8*g^4*q*r^2+129*g^4*q*r*x-220*g^4*q*x^2-11*g^4*r^3+308*g^4*r^2*x-459*g^ 4*r*x^2-10*g^4*x^3-24*g^3*p^4-36*g^3*p^3*q-96*g^3*p^3*r+681*g^3*p^3*x-12*g^3*p^ 2*q^2-108*g^3*p^2*q*r+954*g^3*p^2*q*x-144*g^3*p^2*r^2+2510*g^3*p^2*r*x-1669*g^3 *p^2*x^2-24*g^3*p*q^2*r+276*g^3*p*q^2*x-108*g^3*p*q*r^2+2152*g^3*p*q*r*x-2142*g ^3*p*q*x^2-96*g^3*p*r^3+2977*g^3*p*r^2*x-5327*g^3*p*r*x^2-132*g^3*p*x^3+3*g^3*q ^3*x-12*g^3*q^2*r^2+224*g^3*q^2*r*x-473*g^3*q^2*x^2-36*g^3*q*r^3+1198*g^3*q*r^2 *x-2788*g^3*q*r*x^2-132*g^3*q*x^3-24*g^3*r^4+1148*g^3*r^3*x-4161*g^3*r^2*x^2+90 *g^3*r*x^3-26*g^2*p^5-60*g^2*p^4*q-130*g^2*p^4*r+976*g^2*p^4*x-42*g^2*p^3*q^2-\ 240*g^2*p^3*q*r+2154*g^2*p^3*q*x-260*g^2*p^3*r^2+4737*g^2*p^3*r*x-3470*g^2*p^3* x^2-8*g^2*p^2*q^3-126*g^2*p^2*q^2*r+1378*g^2*p^2*q^2*x-360*g^2*p^2*q*r^2+7533*g ^2*p^2*q*r*x-7250*g^2*p^2*q*x^2-260*g^2*p^2*r^3+8355*g^2*p^2*r^2*x-16501*g^2*p^ 2*r*x^2+157*g^2*p^2*x^3-16*g^2*p*q^3*r+198*g^2*p*q^3*x-126*g^2*p*q^2*r^2+2939*g ^2*p*q^2*r*x-4090*g^2*p*q^2*x^2-240*g^2*p*q*r^3+8604*g^2*p*q*r^2*x-21432*g^2*p* q*r*x^2+314*g^2*p*q*x^3-130*g^2*p*r^4+6403*g^2*p*r^3*x-24890*g^2*p*r^2*x^2+3271 *g^2*p*r*x^3-2*g^2*q^4*x-8*g^2*q^3*r^2+143*g^2*q^3*r*x-310*g^2*q^3*x^2-42*g^2*q ^2*r^3+1561*g^2*q^2*r^2*x-4931*g^2*q^2*r*x^2+157*g^2*q^2*x^3-60*g^2*q*r^4+3225* g^2*q*r^3*x-15220*g^2*q*r^2*x^2+3271*g^2*q*r*x^3-26*g^2*r^5+1809*g^2*r^4*x-\ 11859*g^2*r^3*x^2+5442*g^2*r^2*x^3-14*g*p^6-44*g*p^5*q-84*g*p^5*r+651*g*p^5*x-\ 48*g*p^4*q^2-220*g*p^4*q*r+1992*g*p^4*q*x-210*g*p^4*r^2+3893*g*p^4*r*x-3081*g*p ^4*x^2-20*g*p^3*q^3-192*g*p^3*q^2*r+2069*g*p^3*q^2*x-440*g*p^3*q*r^2+9314*g*p^3 *q*r*x-9156*g*p^3*q*x^2-280*g*p^3*r^3+9062*g*p^3*r^2*x-19012*g*p^3*r*x^2+660*g* p^3*x^3-2*g*p^2*q^4-60*g*p^2*q^3*r+765*g*p^2*q^3*x-288*g*p^2*q^2*r^2+6966*g*p^2 *q^2*r*x-8982*g*p^2*q^2*x^2-440*g*p^2*q*r^3+15990*g*p^2*q*r^2*x-41059*g*p^2*q*r *x^2+1980*g*p^2*q*x^3-210*g*p^2*r^4+10338*g*p^2*r^3*x-41726*g*p^2*r^2*x^2+7949* g*p^2*r*x^3-4*g*p*q^4*r+36*g*p*q^4*x-60*g*p*q^3*r^2+1562*g*p*q^3*r*x-2820*g*p*q ^3*x^2-192*g*p*q^2*r^3+7725*g*p*q^2*r^2*x-25082*g*p*q^2*r*x^2+1980*g*p*q^2*x^3-\ 220*g*p*q*r^4+12006*g*p*q*r^3*x-58329*g*p*q*r^2*x^2+15898*g*p*q*r*x^3-84*g*p*r^ 5+5807*g*p*r^4*x-38740*g*p*r^3*x^2+20017*g*p*r^2*x^3-g*q^5*x-2*g*q^4*r^2+17*g*q ^4*r*x+87*g*q^4*x^2-20*g*q^3*r^3+797*g*q^3*r^2*x-3035*g*q^3*r*x^2+660*g*q^3*x^3 -48*g*q^2*r^4+2828*g*q^2*r^3*x-16603*g*q^2*r^2*x^2+7949*g*q^2*r*x^3-44*g*q*r^5+ 3338*g*q*r^4*x-26426*g*q*r^3*x^2+20017*g*q*r^2*x^3-14*g*r^6+1289*g*r^5*x-12945* g*r^4*x^2+14102*g*r^3*x^3-3*p^7-12*p^6*q-21*p^6*r+165*p^6*x-18*p^5*q^2-72*p^5*q *r+651*p^5*q*x-63*p^5*r^2+1167*p^5*r*x-981*p^5*x^2-12*p^4*q^3-90*p^4*q^2*r+954* p^4*q^2*x-180*p^4*q*r^2+3783*p^4*q*r*x-3816*p^4*q*x^2-105*p^4*r^3+3360*p^4*r^2* x-7347*p^4*r*x^2+381*p^4*x^3-3*p^3*q^4-48*p^3*q^3*r+606*p^3*q^3*x-180*p^3*q^2*r ^2+4338*p^3*q^2*r*x-5454*p^3*q^2*x^2-240*p^3*q*r^3+8622*p^3*q*r^2*x-22506*p^3*q *r*x^2+1524*p^3*q*x^3-105*p^3*r^4+5070*p^3*r^3*x-20907*p^3*r^2*x^2+4758*p^3*r*x ^3-9*p^2*q^4*r+129*p^2*q^4*x-72*p^2*q^3*r^2+1986*p^2*q^3*r*x-3276*p^2*q^3*x^2-\ 180*p^2*q^2*r^3+7290*p^2*q^2*r^2*x-23436*p^2*q^2*r*x^2+2286*p^2*q^2*x^3-180*p^2 *q*r^4+9678*p^2*q*r^3*x-47268*p^2*q*r^2*x^2+14274*p^2*q*r*x^3-63*p^2*r^5+4245*p ^2*r^4*x-28449*p^2*r^3*x^2+15843*p^2*r^2*x^3-9*p*q^5*x-9*p*q^4*r^2+255*p*q^4*r* x-549*p*q^4*x^2-48*p*q^3*r^3+2154*p*q^3*r^2*x-8742*p*q^3*r*x^2+1524*p*q^3*x^3-\ 90*p*q^2*r^4+5382*p*q^2*r^3*x-31815*p*q^2*r^2*x^2+14274*p*q^2*r*x^3-72*p*q*r^5+ 5367*p*q*r^4*x-42282*p*q*r^3*x^2+31686*p*q*r^2*x^3-21*p*r^6+1875*p*r^5*x-18660* p*r^4*x^2+20370*p*r^3*x^3-9*q^5*r*x+108*q^5*x^2-3*q^4*r^3+126*q^4*r^2*x-465*q^4 *r*x^2+381*q^4*x^3-12*q^3*r^4+774*q^3*r^3*x-5454*q^3*r^2*x^2+4758*q^3*r*x^3-18* q^2*r^5+1476*q^2*r^4*x-13833*q^2*r^3*x^2+15843*q^2*r^2*x^3-12*q*r^6+1179*q*r^5* x-13704*q*r^4*x^2+20370*q*r^3*x^3-3*r^7+342*r^6*x-4752*r^5*x^2+8904*r^4*x^3-16* a^5*b-80*a^5*c-8*a^5*g-104*a^5*p-16*a^5*q-104*a^5*r+296*a^5*x-48*a^4*b^2-416*a^ 4*b*c-64*a^4*b*g-356*a^4*b*p-64*a^4*b*q-356*a^4*b*r+1056*a^4*b*x-640*a^4*c^2-\ 288*a^4*c*g-1216*a^4*c*p-256*a^4*c*q-1216*a^4*c*r+3520*a^4*c*x-20*a^4*g^2-296*a ^4*g*p-48*a^4*g*q-296*a^4*g*r+860*a^4*g*x-566*a^4*p^2-270*a^4*p*q-1132*a^4*p*r+ 2050*a^4*p*x-16*a^4*q^2-270*a^4*q*r+1156*a^4*q*x-566*a^4*r^2+2236*a^4*r*x-684*a ^4*x^2-48*a^3*b^3-584*a^3*b^2*c-112*a^3*b^2*g-428*a^3*b^2*p-80*a^3*b^2*q-428*a^ 3*b^2*r+1320*a^3*b^2*x-1984*a^3*b*c^2-932*a^3*b*c*g-3380*a^3*b*c*p-628*a^3*b*c* q-3380*a^3*b*c*r+8468*a^3*b*c*x-80*a^3*b*g^2-746*a^3*b*g*p-136*a^3*b*g*q-746*a^ 3*b*g*r+2300*a^3*b*g*x-1496*a^3*b*p^2-584*a^3*b*p*q-2992*a^3*b*p*r+5368*a^3*b*p *x-36*a^3*b*q^2-584*a^3*b*q*r+2716*a^3*b*q*x-1496*a^3*b*r^2+5974*a^3*b*r*x-900* a^3*b*x^2-1896*a^3*c^3-1500*a^3*c^2*g-5164*a^3*c^2*p-1060*a^3*c^2*q-5164*a^3*c^ 2*r+13896*a^3*c^2*x-340*a^3*c*g^2-2740*a^3*c*g*p-524*a^3*c*g*q-2740*a^3*c*g*r+ 7342*a^3*c*g*x-4448*a^3*c*p^2-2184*a^3*c*p*q-8896*a^3*c*p*r+19774*a^3*c*p*x-136 *a^3*c*q^2-2184*a^3*c*q*r+8520*a^3*c*q*x-4448*a^3*c*r^2+21462*a^3*c*r*x-2092*a^ 3*c*x^2-18*a^3*g^3-306*a^3*g^2*p-52*a^3*g^2*q-306*a^3*g^2*r+930*a^3*g^2*x-1289* a^3*g*p^2-523*a^3*g*p*q-2578*a^3*g*p*r+4555*a^3*g*p*x-32*a^3*g*q^2-523*a^3*g*q* r+2374*a^3*g*q*x-1289*a^3*g*r^2+4918*a^3*g*r*x-1158*a^3*g*x^2-1065*a^3*p^3-1072 *a^3*p^2*q-3195*a^3*p^2*r+7007*a^3*p^2*x-173*a^3*p*q^2-2144*a^3*p*q*r+6539*a^3* p*q*x-3195*a^3*p*r^2+17483*a^3*p*r*x-1320*a^3*p*x^2-4*a^3*q^3-173*a^3*q^2*r+ 1224*a^3*q^2*x-1072*a^3*q*r^2+6120*a^3*q*r*x-1196*a^3*q*x^2-1065*a^3*r^3+10476* a^3*r^2*x-1982*a^3*r*x^2-3580*a^3*x^3-16*a^2*b^4-240*a^2*b^3*c-64*a^2*b^3*g-204 *a^2*b^3*p-32*a^2*b^3*q-204*a^2*b^3*r+584*a^2*b^3*x-1584*a^2*b^2*c^2-740*a^2*b^ 2*c*g-2984*a^2*b^2*c*p-356*a^2*b^2*c*q-2984*a^2*b^2*c*r+5652*a^2*b^2*c*x-80*a^2 *b^2*g^2-588*a^2*b^2*g*p-104*a^2*b^2*g*q-588*a^2*b^2*g*r+1928*a^2*b^2*g*x-1302* a^2*b^2*p^2-350*a^2*b^2*p*q-2604*a^2*b^2*p*r+4340*a^2*b^2*p*x-20*a^2*b^2*q^2-\ 350*a^2*b^2*q*r+1748*a^2*b^2*q*x-1302*a^2*b^2*r^2+5246*a^2*b^2*r*x+1404*a^2*b^2 *x^2-3664*a^2*b*c^3-2816*a^2*b*c^2*g-10256*a^2*b*c^2*p-1568*a^2*b*c^2*q-10256*a ^2*b*c^2*r+22908*a^2*b*c^2*x-630*a^2*b*c*g^2-5228*a^2*b*c*g*p-756*a^2*b*c*g*q-\ 5228*a^2*b*c*g*r+11772*a^2*b*c*g*x-8734*a^2*b*c*p^2-3448*a^2*b*c*p*q-17468*a^2* b*c*p*r+37804*a^2*b*c*p*x-138*a^2*b*c*q^2-3448*a^2*b*c*q*r+12206*a^2*b*c*q*x-\ 8734*a^2*b*c*r^2+43362*a^2*b*c*r*x+4916*a^2*b*c*x^2-40*a^2*b*g^3-508*a^2*b*g^2* p-92*a^2*b*g^2*q-508*a^2*b*g^2*r+1730*a^2*b*g^2*x-2418*a^2*b*g*p^2-734*a^2*b*g* p*q-4836*a^2*b*g*p*r+8409*a^2*b*g*p*x-44*a^2*b*g*q^2-734*a^2*b*g*q*r+3648*a^2*b *g*q*x-2418*a^2*b*g*r^2+9419*a^2*b*g*r*x-132*a^2*b*g*x^2-2134*a^2*b*p^3-1812*a^ 2*b*p^2*q-6402*a^2*b*p^2*r+14227*a^2*b*p^2*x-168*a^2*b*p*q^2-3624*a^2*b*p*q*r+ 10567*a^2*b*p*q*x-6402*a^2*b*p*r^2+36284*a^2*b*p*r*x+944*a^2*b*p*x^2-4*a^2*b*q^ 3-168*a^2*b*q^2*r+1416*a^2*b*q^2*x-1812*a^2*b*q*r^2+9757*a^2*b*q*r*x+1316*a^2*b *q*x^2-2134*a^2*b*r^3+22057*a^2*b*r^2*x-938*a^2*b*r*x^2-10740*a^2*b*x^3-2640*a^ 2*c^4-2948*a^2*c^3*g-9848*a^2*c^3*p-1788*a^2*c^3*q-9848*a^2*c^3*r+25660*a^2*c^3 *x-1106*a^2*c^2*g^2-8422*a^2*c^2*g*p-1420*a^2*c^2*g*q-8422*a^2*c^2*g*r+20560*a^ 2*c^2*g*x-12432*a^2*c^2*p^2-5846*a^2*c^2*p*q-24864*a^2*c^2*p*r+61348*a^2*c^2*p* x-302*a^2*c^2*q^2-5846*a^2*c^2*q*r+21454*a^2*c^2*q*x-12432*a^2*c^2*r^2+67872*a^ 2*c^2*r*x-4412*a^2*c^2*x^2-160*a^2*c*g^3-2108*a^2*c*g^2*p-330*a^2*c*g^2*q-2108* a^2*c*g^2*r+5193*a^2*c*g^2*x-7461*a^2*c*g*p^2-3133*a^2*c*g*p*q-14922*a^2*c*g*p* r+32537*a^2*c*g*p*x-148*a^2*c*g*q^2-3133*a^2*c*g*q*r+11718*a^2*c*g*q*x-7461*a^2 *c*g*r^2+35667*a^2*c*g*r*x-272*a^2*c*g*x^2-5899*a^2*c*p^3-5730*a^2*c*p^2*q-\ 17697*a^2*c*p^2*r+43994*a^2*c*p^2*x-867*a^2*c*p*q^2-11460*a^2*c*p*q*r+37384*a^2 *c*p*q*x-17697*a^2*c*p*r^2+107651*a^2*c*p*r*x-12008*a^2*c*p*x^2-10*a^2*c*q^3-\ 867*a^2*c*q^2*r+5198*a^2*c*q^2*x-5730*a^2*c*q*r^2+36191*a^2*c*q*r*x-4860*a^2*c* q*x^2-5899*a^2*c*r^3+63657*a^2*c*r^2*x-25298*a^2*c*r*x^2-23204*a^2*c*x^3-7*a^2* g^4-136*a^2*g^3*p-24*a^2*g^3*q-136*a^2*g^3*r+465*a^2*g^3*x-1037*a^2*g^2*p^2-330 *a^2*g^2*p*q-2074*a^2*g^2*p*r+3581*a^2*g^2*p*x-20*a^2*g^2*q^2-330*a^2*g^2*q*r+ 1616*a^2*g^2*q*x-1037*a^2*g^2*r^2+3816*a^2*g^2*r*x-590*a^2*g^2*x^2-1832*a^2*g*p ^3-1666*a^2*g*p^2*q-5496*a^2*g*p^2*r+12070*a^2*g*p^2*x-195*a^2*g*p*q^2-3332*a^2 *g*p*q*r+10014*a^2*g*p*q*x-5496*a^2*g*p*r^2+30361*a^2*g*p*r*x-1197*a^2*g*p*x^2-\ 4*a^2*g*q^3-195*a^2*g*q^2*r+1496*a^2*g*q^2*x-1666*a^2*g*q*r^2+9086*a^2*g*q*r*x-\ 723*a^2*g*q*x^2-1832*a^2*g*r^3+18291*a^2*g*r^2*x-2579*a^2*g*r*x^2-7158*a^2*g*x^ 3-916*a^2*p^4-1479*a^2*p^3*q-3664*a^2*p^3*r+9502*a^2*p^3*x-585*a^2*p^2*q^2-4437 *a^2*p^2*q*r+14334*a^2*p^2*q*x-5496*a^2*p^2*r^2+35898*a^2*p^2*r*x-5347*a^2*p^2* x^2-22*a^2*p*q^3-1170*a^2*p*q^2*r+5142*a^2*p*q^2*x-4437*a^2*p*q*r^2+32472*a^2*p *q*r*x-6104*a^2*p*q*x^2-3664*a^2*p*r^3+43290*a^2*p*r^2*x-23645*a^2*p*r*x^2-9870 *a^2*p*x^3-22*a^2*q^3*r+310*a^2*q^3*x-585*a^2*q^2*r^2+4092*a^2*q^2*r*x-757*a^2* q^2*x^2-1479*a^2*q*r^3+18138*a^2*q*r^2*x-10295*a^2*q*r*x^2-9870*a^2*q*x^3-916*a ^2*r^4+16894*a^2*r^3*x-23140*a^2*r^2*x^2-11578*a^2*r*x^3+8*a*b^4*c-8*a*b^4*g-28 *a*b^4*p-28*a*b^4*r-48*a*b^4*x-216*a*b^3*c^2-88*a*b^3*c*g-824*a*b^3*c*p+16*a*b^ 3*c*q-824*a*b^3*c*r-20*a*b^3*c*x-20*a*b^3*g^2-146*a*b^3*g*p-16*a*b^3*g*q-146*a* b^3*g*r+396*a*b^3*g*x-384*a*b^3*p^2-36*a*b^3*p*q-768*a*b^3*p*r+776*a*b^3*p*x-36 *a*b^3*q*r-28*a*b^3*q*x-384*a*b^3*r^2+1514*a*b^3*r*x+2772*a*b^3*x^2-1488*a*b^2* c^3-996*a*b^2*c^2*g-5492*a*b^2*c^2*p-312*a*b^2*c^2*q-5492*a*b^2*c^2*r+8016*a*b^ 2*c^2*x-190*a*b^2*c*g^2-2636*a*b^2*c*g*p-126*a*b^2*c*g*q-2636*a*b^2*c*g*r+3782* a*b^2*c*g*x-4886*a*b^2*c*p^2-1228*a*b^2*c*p*q-9772*a*b^2*c*p*r+19122*a*b^2*c*p* x+10*a*b^2*c*q^2-1228*a*b^2*c*q*r+1688*a*b^2*c*q*x-4886*a*b^2*c*r^2+25578*a*b^2 *c*r*x+16108*a*b^2*c*x^2-18*a*b^2*g^3-210*a*b^2*g^2*p-32*a*b^2*g^2*q-210*a*b^2* g^2*r+838*a*b^2*g^2*x-1267*a*b^2*g*p^2-215*a*b^2*g*p*q-2534*a*b^2*g*p*r+3983*a* b^2*g*p*x-10*a*b^2*g*q^2-215*a*b^2*g*q*r+1004*a*b^2*g*q*x-1267*a*b^2*g*r^2+5230 *a*b^2*g*r*x+3210*a*b^2*g*x^2-1243*a*b^2*p^3-752*a*b^2*p^2*q-3729*a*b^2*p^2*r+ 8231*a*b^2*p^2*x+5*a*b^2*p*q^2-1504*a*b^2*p*q*r+3113*a*b^2*p*q*x-3729*a*b^2*p*r ^2+22317*a*b^2*p*r*x+5848*a*b^2*p*x^2+5*a*b^2*q^2*r-42*a*b^2*q^2*x-752*a*b^2*q* r^2+3352*a*b^2*q*r*x+6220*a*b^2*q*x^2-1243*a*b^2*r^3+14086*a*b^2*r^2*x+4070*a*b ^2*r*x^2-10740*a*b^2*x^3-2920*a*b*c^4-2996*a*b*c^3*g-12260*a*b*c^3*p-1428*a*b*c ^3*q-12260*a*b*c^3*r+26808*a*b*c^3*x-980*a*b*c^2*g^2-10114*a*b*c^2*g*p-966*a*b* c^2*g*q-10114*a*b*c^2*g*r+19692*a*b*c^2*g*x-15730*a*b*c^2*p^2-5720*a*b*c^2*p*q-\ 31460*a*b*c^2*p*r+76142*a*b*c^2*p*x-118*a*b*c^2*q^2-5720*a*b*c^2*q*r+15966*a*b* c^2*q*x-15730*a*b*c^2*r^2+91396*a*b*c^2*r*x+13716*a*b*c^2*x^2-120*a*b*c*g^3-\ 2339*a*b*c*g^2*p-183*a*b*c*g^2*q-2339*a*b*c*g^2*r+4680*a*b*c*g^2*x-9191*a*b*c*g *p^2-2818*a*b*c*g*p*q-18382*a*b*c*g*p*r+38953*a*b*c*g*p*x-47*a*b*c*g*q^2-2818*a *b*c*g*q*r+8129*a*b*c*g*q*x-9191*a*b*c*g*r^2+46476*a*b*c*g*r*x+12330*a*b*c*g*x^ 2-7670*a*b*c*p^3-6092*a*b*c*p^2*q-23010*a*b*c*p^2*r+58480*a*b*c*p^2*x-472*a*b*c *p*q^2-12184*a*b*c*p*q*r+36600*a*b*c*p*q*x-23010*a*b*c*p*r^2+147798*a*b*c*p*r*x -1040*a*b*c*p*x^2+2*a*b*c*q^3-472*a*b*c*q^2*r+1736*a*b*c*q^2*x-6092*a*b*c*q*r^2 +37990*a*b*c*q*r*x+13256*a*b*c*q*x^2-7670*a*b*c*r^3+89318*a*b*c*r^2*x-25416*a*b *c*r*x^2-46408*a*b*c*x^3-7*a*b*g^4-116*a*b*g^3*p-20*a*b*g^3*q-116*a*b*g^3*r+524 *a*b*g^3*x-1199*a*b*g^2*p^2-232*a*b*g^2*p*q-2398*a*b*g^2*p*r+4099*a*b*g^2*p*x-\ 13*a*b*g^2*q^2-232*a*b*g^2*q*r+1281*a*b*g^2*q*x-1199*a*b*g^2*r^2+4665*a*b*g^2*r *x+780*a*b*g^2*x^2-2333*a*b*g*p^3-1684*a*b*g*p^2*q-6999*a*b*g*p^2*r+15662*a*b*g *p^2*x-67*a*b*g*p*q^2-3368*a*b*g*p*q*r+9222*a*b*g*p*q*x-6999*a*b*g*p*r^2+40649* a*b*g*p*r*x+3459*a*b*g*p*x^2-2*a*b*g*q^3-67*a*b*g*q^2*r+664*a*b*g*q^2*x-1684*a* b*g*q*r^2+8605*a*b*g*q*r*x+4407*a*b*g*q*x^2-2333*a*b*g*r^3+24987*a*b*g*r^2*x+ 369*a*b*g*r*x^2-14316*a*b*g*x^3-1242*a*b*p^4-1716*a*b*p^3*q-4968*a*b*p^3*r+ 13154*a*b*p^3*x-456*a*b*p^2*q^2-5148*a*b*p^2*q*r+16260*a*b*p^2*q*x-7452*a*b*p^2 *r^2+50678*a*b*p^2*r*x-4707*a*b*p^2*x^2+18*a*b*p*q^3-912*a*b*p*q^2*r+3018*a*b*p *q^2*x-5148*a*b*p*q*r^2+37864*a*b*p*q*r*x-234*a*b*p*q*x^2-4968*a*b*p*r^3+61894* a*b*p*r^2*x-31782*a*b*p*r*x^2-19740*a*b*p*x^3+18*a*b*q^3*r-88*a*b*q^3*x-456*a*b *q^2*r^2+2222*a*b*q^2*r*x+4473*a*b*q^2*x^2-1716*a*b*q*r^3+21604*a*b*q*r^2*x-\ 5082*a*b*q*r*x^2-19740*a*b*q*x^3-1242*a*b*r^4+24370*a*b*r^3*x-33327*a*b*r^2*x^2 -23156*a*b*r*x^3-1752*a*c^5-2488*a*c^4*g-8600*a*c^4*p-1340*a*c^4*q-8600*a*c^4*r +22572*a*c^4*x-1254*a*c^3*g^2-10294*a*c^3*g*p-1420*a*c^3*g*q-10294*a*c^3*g*r+ 24664*a*c^3*g*x-14468*a*c^3*p^2-6304*a*c^3*p*q-28936*a*c^3*p*r+76906*a*c^3*p*x-\ 260*a*c^3*q^2-6304*a*c^3*q*r+22070*a*c^3*q*x-14468*a*c^3*r^2+87692*a*c^3*r*x-\ 6644*a*c^3*x^2-268*a*c^2*g^3-4155*a*c^2*g^2*p-475*a*c^2*g^2*q-4155*a*c^2*g^2*r+ 9099*a*c^2*g^2*x-13555*a*c^2*g*p^2-5382*a*c^2*g*p*q-27110*a*c^2*g*p*r+66283*a*c ^2*g*p*x-175*a*c^2*g*q^2-5382*a*c^2*g*q*r+17793*a*c^2*g*q*x-13555*a*c^2*g*r^2+ 75054*a*c^2*g*r*x+1150*a*c^2*g*x^2-10344*a*c^2*p^3-9422*a*c^2*p^2*q-31032*a*c^2 *p^2*r+83748*a*c^2*p^2*x-1240*a*c^2*p*q^2-18844*a*c^2*p*q*r+64220*a*c^2*p*q*x-\ 31032*a*c^2*p*r^2+204818*a*c^2*p*r*x-29692*a*c^2*p*x^2-8*a*c^2*q^3-1240*a*c^2*q ^2*r+6272*a*c^2*q^2*x-9422*a*c^2*q*r^2+65236*a*c^2*q*r*x-5848*a*c^2*q*x^2-10344 *a*c^2*r^3+121070*a*c^2*r^2*x-67896*a*c^2*r*x^2-44616*a*c^2*x^3-24*a*c*g^4-623* a*c*g^3*p-58*a*c*g^3*q-623*a*c*g^3*r+1415*a*c*g^3*x-3929*a*c*g^2*p^2-1293*a*c*g ^2*p*q-7858*a*c*g^2*p*r+16910*a*c*g^2*p*x-32*a*c*g^2*q^2-1293*a*c*g^2*q*r+4390* a*c*g^2*q*x-3929*a*c*g^2*r^2+18810*a*c*g^2*r*x+1814*a*c*g^2*x^2-6614*a*c*g*p^3-\ 5763*a*c*g*p^2*q-19842*a*c*g*p^2*r+49823*a*c*g*p^2*x-607*a*c*g*p*q^2-11526*a*c* g*p*q*r+36650*a*c*g*p*q*x-19842*a*c*g*p*r^2+123387*a*c*g*p*r*x-9437*a*c*g*p*x^2 -3*a*c*g*q^3-607*a*c*g*q^2*r+3295*a*c*g*q^2*x-5763*a*c*g*q*r^2+35674*a*c*g*q*r* x+859*a*c*g*q*x^2-6614*a*c*g*r^3+73564*a*c*g*r^2*x-27251*a*c*g*r*x^2-30632*a*c* g*x^3-3254*a*c*p^4-4986*a*c*p^3*q-13016*a*c*p^3*r+36226*a*c*p^3*x-1764*a*c*p^2* q^2-14958*a*c*p^2*q*r+51076*a*c*p^2*q*x-19524*a*c*p^2*r^2+135928*a*c*p^2*r*x-\ 25531*a*c*p^2*x^2-32*a*c*p*q^3-3528*a*c*p*q^2*r+15194*a*c*p*q^2*x-14958*a*c*p*q *r^2+116482*a*c*p*q*r*x-24514*a*c*p*q*x^2-13016*a*c*p*r^3+163178*a*c*p*r^2*x-\ 111302*a*c*p*r*x^2-38188*a*c*p*x^3-32*a*c*q^3*r+344*a*c*q^3*x-1764*a*c*q^2*r^2+ 12948*a*c*q^2*r*x+1017*a*c*q^2*x^2-4986*a*c*q*r^3+65406*a*c*q*r^2*x-47224*a*c*q *r*x^2-38188*a*c*q*x^3-3254*a*c*r^4+63476*a*c*r^3*x-100783*a*c*r^2*x^2-38180*a* c*r*x^3-a*g^5-22*a*g^4*p-4*a*g^4*q-22*a*g^4*r+105*a*g^4*x-343*a*g^3*p^2-68*a*g^ 3*p*q-686*a*g^3*p*r+1170*a*g^3*p*x-4*a*g^3*q^2-68*a*g^3*q*r+391*a*g^3*q*x-343*a *g^3*r^2+1220*a*g^3*r*x-61*a*g^3*x^2-1002*a*g^2*p^3-795*a*g^2*p^2*q-3006*a*g^2* p^2*r+6679*a*g^2*p^2*x-46*a*g^2*p*q^2-1590*a*g^2*p*q*r+4655*a*g^2*p*q*x-3006*a* g^2*p*r^2+16975*a*g^2*p*r*x+10*a*g^2*p*x^2-a*g^2*q^3-46*a*g^2*q^2*r+432*a*g^2*q ^2*x-795*a*g^2*q*r^2+4078*a*g^2*q*r*x+438*a*g^2*q*x^2-1002*a*g^2*r^3+10296*a*g^ 2*r^2*x-1037*a*g^2*r*x^2-4754*a*g^2*x^3-1052*a*g*p^4-1574*a*g*p^3*q-4208*a*g*p^ 3*r+11038*a*g*p^3*x-520*a*g*p^2*q^2-4722*a*g*p^2*q*r+15202*a*g*p^2*q*x-6312*a*g *p^2*r^2+42083*a*g*p^2*r*x-5521*a*g*p^2*x^2+2*a*g*p*q^3-1040*a*g*p*q^2*r+4251*a *g*p*q^2*x-4722*a*g*p*q*r^2+34668*a*g*p*q*r*x-4580*a*g*p*q*x^2-4208*a*g*p*r^3+ 51052*a*g*p*r^2*x-27715*a*g*p*r*x^2-13030*a*g*p*x^3+2*a*g*q^3*r+87*a*g*q^3*x-\ 520*a*g*q^2*r^2+3182*a*g*q^2*r*x+941*a*g*q^2*x^2-1574*a*g*q*r^3+19466*a*g*q*r^2 *x-9293*a*g*q*r*x^2-13030*a*g*q*x^3-1052*a*g*r^4+20007*a*g*r^3*x-27644*a*g*r^2* x^2-15028*a*g*r*x^3-370*a*p^5-838*a*p^4*q-1850*a*p^4*r+5400*a*p^4*x-561*a*p^3*q ^2-3352*a*p^3*q*r+11675*a*p^3*q*x-3700*a*p^3*r^2+27002*a*p^3*r*x-6080*a*p^3*x^2 -88*a*p^2*q^3-1683*a*p^2*q^2*r+7116*a*p^2*q^2*x-5028*a*p^2*q*r^2+41589*a*p^2*q* r*x-11137*a*p^2*q*x^2-3700*a*p^2*r^3+48606*a*p^2*r^2*x-37462*a*p^2*r*x^2-8072*a *p^2*x^3+5*a*p*q^4-176*a*p*q^3*r+807*a*p*q^3*x-1683*a*p*q^2*r^2+14997*a*p*q^2*r *x-4034*a*p*q^2*x^2-3352*a*p*q*r^3+48153*a*p*q*r^2*x-43903*a*p*q*r*x^2-16144*a* p*q*x^3-1850*a*p*r^4+37806*a*p*r^3*x-65864*a*p*r^2*x^2-14460*a*p*r*x^3+5*a*q^4* r-34*a*q^4*x-88*a*q^3*r^2+410*a*q^3*r*x+1023*a*q^3*x^2-561*a*q^2*r^3+7881*a*q^2 *r^2*x-6441*a*q^2*r*x^2-8072*a*q^2*x^3-838*a*q*r^4+18239*a*q*r^3*x-36096*a*q*r^ 2*x^2-14460*a*q*r*x^3-370*a*r^5+10802*a*r^4*x-34482*a*r^3*x^2-3370*a*r^2*x^3-72 *b^5*x+24*b^4*c^2+8*b^4*c*g-4*b^4*c*p-4*b^4*c*r-724*b^4*c*x-8*b^4*g*p-8*b^4*g*r -92*b^4*g*x-12*b^4*p^2-24*b^4*p*r-246*b^4*p*x-216*b^4*q*x-12*b^4*r^2+6*b^4*r*x+ 1152*b^4*x^2-24*b^3*c^3+24*b^3*c^2*g-548*b^3*c^2*p+48*b^3*c^2*q-548*b^3*c^2*r-\ 996*b^3*c^2*x+20*b^3*c*g^2-238*b^3*c*g*p+16*b^3*c*g*q-238*b^3*c*g*r-648*b^3*c*g *x-612*b^3*c*p^2+12*b^3*c*p*q-1224*b^3*c*p*r+1092*b^3*c*p*x+12*b^3*c*q*r-1998*b ^3*c*q*x-612*b^3*c*r^2+3678*b^3*c*r*x+9100*b^3*c*x^2-16*b^3*g^2*p-16*b^3*g^2*r+ 38*b^3*g^2*x-140*b^3*g*p^2-8*b^3*g*p*q-280*b^3*g*p*r+129*b^3*g*p*x-8*b^3*g*q*r-\ 270*b^3*g*q*x-140*b^3*g*r^2+729*b^3*g*r*x+2184*b^3*g*x^2-174*b^3*p^3-12*b^3*p^2 *q-522*b^3*p^2*r+1011*b^3*p^2*x-24*b^3*p*q*r-915*b^3*p*q*x-522*b^3*p*r^2+3516*b ^3*p*r*x+3584*b^3*p*x^2-234*b^3*q^2*x-12*b^3*q*r^2-285*b^3*q*r*x+3708*b^3*q*x^2 -174*b^3*r^3+2505*b^3*r^2*x+3026*b^3*r*x^2-3580*b^3*x^3-440*b^2*c^4-320*b^2*c^3 *g-2864*b^2*c^3*p-36*b^2*c^3*q-2864*b^2*c^3*r+3964*b^2*c^3*x-14*b^2*c^2*g^2-\ 2216*b^2*c^2*g*p+42*b^2*c^2*g*q-2216*b^2*c^2*g*r+2092*b^2*c^2*g*x-4052*b^2*c^2* p^2-782*b^2*c^2*p*q-8104*b^2*c^2*p*r+17814*b^2*c^2*p*x+30*b^2*c^2*q^2-782*b^2*c ^2*q*r-2468*b^2*c^2*q*x-4052*b^2*c^2*r^2+26832*b^2*c^2*r*x+18128*b^2*c^2*x^2+18 *b^2*c*g^3-440*b^2*c*g^2*p+32*b^2*c*g^2*q-440*b^2*c*g^2*r+335*b^2*c*g^2*x-2269* b^2*c*g*p^2-315*b^2*c*g*p*q-4538*b^2*c*g*p*r+8474*b^2*c*g*p*x+10*b^2*c*g*q^2-\ 315*b^2*c*g*q*r-1531*b^2*c*g*q*x-2269*b^2*c*g*r^2+13195*b^2*c*g*r*x+12602*b^2*c *g*x^2-2107*b^2*c*p^3-1046*b^2*c*p^2*q-6321*b^2*c*p^2*r+16094*b^2*c*p^2*x+35*b^ 2*c*p*q^2-2092*b^2*c*p*q*r+2432*b^2*c*p*q*x-6321*b^2*c*p*r^2+44439*b^2*c*p*r*x+ 10968*b^2*c*p*x^2+35*b^2*c*q^2*r-1854*b^2*c*q^2*x-1046*b^2*c*q*r^2+6091*b^2*c*q *r*x+18116*b^2*c*q*x^2-2107*b^2*c*r^3+28345*b^2*c*r^2*x-118*b^2*c*r*x^2-23204*b ^2*c*x^3-10*b^2*g^3*p-10*b^2*g^3*r+103*b^2*g^3*x-265*b^2*g^2*p^2-12*b^2*g^2*p*q -530*b^2*g^2*p*r+824*b^2*g^2*p*x-12*b^2*g^2*q*r-29*b^2*g^2*q*x-265*b^2*g^2*r^2+ 1279*b^2*g^2*r*x+1370*b^2*g^2*x^2-619*b^2*g*p^3-256*b^2*g*p^2*q-1857*b^2*g*p^2* r+4138*b^2*g*p^2*x+6*b^2*g*p*q^2-512*b^2*g*p*q*r+300*b^2*g*p*q*x-1857*b^2*g*p*r ^2+11800*b^2*g*p*r*x+4656*b^2*g*p*x^2+6*b^2*g*q^2*r-286*b^2*g*q^2*x-256*b^2*g*q *r^2+1031*b^2*g*q*r*x+5130*b^2*g*q*x^2-619*b^2*g*r^3+7662*b^2*g*r^2*x+2948*b^2* g*r*x^2-7158*b^2*g*x^3-366*b^2*p^4-357*b^2*p^3*q-1464*b^2*p^3*r+3942*b^2*p^3*x+ 9*b^2*p^2*q^2-1071*b^2*p^2*q*r+2796*b^2*p^2*q*x-2196*b^2*p^2*r^2+15924*b^2*p^2* r*x+640*b^2*p^2*x^2+18*b^2*p*q^2*r-1254*b^2*p*q^2*x-1071*b^2*p*q*r^2+7680*b^2*p *q*r*x+5870*b^2*p*q*x^2-1464*b^2*p*r^3+20022*b^2*p*r^2*x-8137*b^2*p*r*x^2-9870* b^2*p*x^3-108*b^2*q^3*x+9*b^2*q^2*r^2-726*b^2*q^2*r*x+5230*b^2*q^2*x^2-357*b^2* q*r^3+4884*b^2*q*r^2*x+5213*b^2*q*r*x^2-9870*b^2*q*x^3-366*b^2*r^4+8040*b^2*r^3 *x-10187*b^2*r^2*x^2-11578*b^2*r*x^3-840*b*c^5-1032*b*c^4*g-5004*b*c^4*p-424*b* c^4*q-5004*b*c^4*r+11156*b*c^4*x-374*b*c^3*g^2-5732*b*c^3*g*p-314*b*c^3*g*q-\ 5732*b*c^3*g*r+11232*b*c^3*g*x-8768*b*c^3*p^2-2808*b*c^3*p*q-17536*b*c^3*p*r+ 45990*b*c^3*p*x-16*b*c^3*q^2-2808*b*c^3*q*r+5082*b*c^3*q*x-8768*b*c^3*r^2+58620 *b*c^3*r*x+9140*b*c^3*x^2-20*b*c^2*g^3-2133*b*c^2*g^2*p-11*b*c^2*g^2*q-2133*b*c ^2*g^2*r+3529*b*c^2*g^2*x-8001*b*c^2*g*p^2-2192*b*c^2*g*p*q-16002*b*c^2*g*p*r+ 38527*b*c^2*g*p*x+17*b*c^2*g*q^2-2192*b*c^2*g*q*r+2805*b*c^2*g*q*x-8001*b*c^2*g *r^2+49354*b*c^2*g*r*x+14138*b*c^2*g*x^2-6496*b*c^2*p^3-4622*b*c^2*p^2*q-19488* b*c^2*p^2*r+54198*b*c^2*p^2*x-274*b*c^2*p*q^2-9244*b*c^2*p*q*r+26992*b*c^2*p*q* x-19488*b*c^2*p*r^2+138472*b*c^2*p*r*x-4292*b*c^2*p*x^2+6*b*c^2*q^3-274*b*c^2*q ^2*r-1406*b*c^2*q^2*x-4622*b*c^2*q*r^2+33170*b*c^2*q*r*x+19552*b*c^2*q*x^2-6496 *b*c^2*r^3+84274*b*c^2*r^2*x-39588*b*c^2*r*x^2-44616*b*c^2*x^3+7*b*c*g^4-263*b* c*g^3*p+20*b*c*g^3*q-263*b*c*g^3*r+453*b*c*g^3*x-2217*b*c*g^2*p^2-418*b*c*g^2*p *q-4434*b*c*g^2*p*r+9395*b*c*g^2*p*x+13*b*c*g^2*q^2-418*b*c*g^2*q*r+325*b*c*g^2 *q*x-2217*b*c*g^2*r^2+11940*b*c*g^2*r*x+5422*b*c*g^2*x^2-4078*b*c*g*p^3-2705*b* c*g*p^2*q-12234*b*c*g*p^2*r+31674*b*c*g*p^2*x-80*b*c*g*p*q^2-5410*b*c*g*p*q*r+ 14180*b*c*g*p*q*x-12234*b*c*g*p*r^2+82144*b*c*g*p*r*x+4433*b*c*g*p*x^2+2*b*c*g* q^3-80*b*c*g*q^2*r-1026*b*c*g*q^2*x-2705*b*c*g*q*r^2+16887*b*c*g*q*r*x+14729*b* c*g*q*x^2-4078*b*c*g*r^3+50470*b*c*g*r^2*x-12763*b*c*g*r*x^2-30632*b*c*g*x^3-\ 2136*b*c*p^4-2694*b*c*p^3*q-8544*b*c*p^3*r+24576*b*c*p^3*x-534*b*c*p^2*q^2-8082 *b*c*p^2*q*r+26774*b*c*p^2*q*x-12816*b*c*p^2*r^2+94508*b*c*p^2*r*x-12063*b*c*p^ 2*x^2+24*b*c*p*q^3-1068*b*c*p*q^2*r+1540*b*c*p*q^2*x-8082*b*c*p*q*r^2+64694*b*c *p*q*r*x+2422*b*c*p*q*x^2-8544*b*c*p*r^3+115288*b*c*p*r^2*x-76652*b*c*p*r*x^2-\ 38188*b*c*p*x^3+24*b*c*q^3*r-658*b*c*q^3*x-534*b*c*q^2*r^2+2580*b*c*q^2*r*x+ 14485*b*c*q^2*x^2-2694*b*c*q*r^3+37920*b*c*q*r^2*x-12574*b*c*q*r*x^2-38188*b*c* q*x^3-2136*b*c*r^4+45356*b*c*r^3*x-72653*b*c*r^2*x^2-38180*b*c*r*x^3-2*b*g^4*p-\ 2*b*g^4*r+51*b*g^4*x-175*b*g^3*p^2-4*b*g^3*p*q-350*b*g^3*p*r+611*b*g^3*p*x-4*b* g^3*q*r+58*b*g^3*q*x-175*b*g^3*r^2+720*b*g^3*r*x+313*b*g^3*x^2-600*b*g^2*p^3-\ 338*b*g^2*p^2*q-1800*b*g^2*p^2*r+4125*b*g^2*p^2*x+10*b*g^2*p*q^2-676*b*g^2*p*q* r+1573*b*g^2*p*q*x-1800*b*g^2*p*r^2+10960*b*g^2*p*r*x+1695*b*g^2*p*x^2+10*b*g^2 *q^2*r-96*b*g^2*q^2*x-338*b*g^2*q*r^2+1613*b*g^2*q*r*x+2123*b*g^2*q*x^2-600*b*g ^2*r^3+6835*b*g^2*r^2*x+374*b*g^2*r*x^2-4754*b*g^2*x^3-683*b*g*p^4-830*b*g*p^3* q-2732*b*g*p^3*r+7382*b*g*p^3*x-139*b*g*p^2*q^2-2490*b*g*p^2*q*r+7674*b*g*p^2*q *x-4098*b*g*p^2*r^2+28875*b*g*p^2*r*x-1784*b*g*p^2*x^2+8*b*g*p*q^3-278*b*g*p*q^ 2*r+163*b*g*p*q^2*x-2490*b*g*p*q*r^2+18522*b*g*p*q*r*x+2894*b*g*p*q*x^2-2732*b* g*p*r^3+35604*b*g*p*r^2*x-18088*b*g*p*r*x^2-13030*b*g*p*x^3+8*b*g*q^3*r-129*b*g *q^3*x-139*b*g*q^2*r^2+244*b*g*q^2*r*x+4678*b*g*q^2*x^2-830*b*g*q*r^3+10848*b*g *q*r^2*x+334*b*g*q*r*x^2-13030*b*g*q*x^3-683*b*g*r^4+14111*b*g*r^3*x-19324*b*g* r^2*x^2-15028*b*g*r*x^3-255*b*p^5-498*b*p^4*q-1275*b*p^4*r+3804*b*p^4*x-231*b*p ^3*q^2-1992*b*p^3*q*r+6903*b*p^3*q*x-2550*b*p^3*r^2+19413*b*p^3*r*x-3699*b*p^3* x^2+12*b*p^2*q^3-693*b*p^2*q^2*r+2376*b*p^2*q^2*x-2988*b*p^2*q*r^2+25422*b*p^2* q*r*x-3994*b*p^2*q*x^2-2550*b*p^2*r^3+35415*b*p^2*r^2*x-27603*b*p^2*r*x^2-8072* b*p^2*x^3+24*b*p*q^3*r-741*b*p*q^3*x-693*b*p*q^2*r^2+5430*b*p*q^2*r*x+3109*b*p* q^2*x^2-1992*b*p*q*r^3+30135*b*p*q*r^2*x-24185*b*p*q*r*x^2-16144*b*p*q*x^3-1275 *b*p*r^4+27807*b*p*r^3*x-50577*b*p*r^2*x^2-14460*b*p*r*x^3-18*b*q^4*x+12*b*q^3* r^2-579*b*q^3*r*x+3404*b*q^3*x^2-231*b*q^2*r^3+3054*b*q^2*r^2*x+3418*b*q^2*r*x^ 2-8072*b*q^2*x^3-498*b*q*r^4+11616*b*q*r^3*x-20809*b*q*r^2*x^2-14460*b*q*r*x^3-\ 255*b*r^5+8001*b*r^4*x-26673*b*r^3*x^2-3370*b*r^2*x^3-448*c^6-760*c^5*g-2804*c^ 5*p-372*c^5*q-2804*c^5*r+7504*c^5*x-460*c^4*g^2-4328*c^4*g*p-476*c^4*g*q-4328*c ^4*g*r+10684*c^4*g*x-5954*c^4*p^2-2372*c^4*p*q-11908*c^4*p*r+33524*c^4*p*x-78*c ^4*q^2-2372*c^4*q*r+7676*c^4*q*x-5954*c^4*r^2+39744*c^4*r*x-2808*c^4*x^2-110*c^ 3*g^3-2429*c^3*g^2*p-181*c^3*g^2*q-2429*c^3*g^2*r+5356*c^3*g^2*x-7681*c^3*g*p^2 -2788*c^3*g*p*q-15362*c^3*g*p*r+40926*c^3*g*p*x-59*c^3*g*q^2-2788*c^3*g*q*r+ 8098*c^3*g*q*x-7681*c^3*g*r^2+48354*c^3*g*r*x+156*c^3*g*x^2-5732*c^3*p^3-4824*c ^3*p^2*q-17196*c^3*p^2*r+49454*c^3*p^2*x-546*c^3*p*q^2-9648*c^3*p*q*r+33508*c^3 *p*q*x-17196*c^3*p*r^2+122178*c^3*p*r*x-19728*c^3*p*x^2-2*c^3*q^3-546*c^3*q^2*r +1910*c^3*q^2*x-4824*c^3*q*r^2+36414*c^3*q*r*x+216*c^3*q*x^2-5732*c^3*r^3+72724 *c^3*r^2*x-48996*c^3*r*x^2-28416*c^3*x^3-5*c^2*g^4-585*c^2*g^3*p-10*c^2*g^3*q-\ 585*c^2*g^3*r+1127*c^2*g^3*x-3474*c^2*g^2*p^2-1057*c^2*g^2*p*q-6948*c^2*g^2*p*r +17076*c^2*g^2*p*x-2*c^2*g^2*q^2-1057*c^2*g^2*q*r+2650*c^2*g^2*q*x-3474*c^2*g^2 *r^2+19985*c^2*g^2*r*x+2178*c^2*g^2*x^2-5666*c^2*g*p^3-4578*c^2*g*p^2*q-16998*c ^2*g*p^2*r+46699*c^2*g*p^2*x-411*c^2*g*p*q^2-9156*c^2*g*p*q*r+30046*c^2*g*p*q*x -16998*c^2*g*p*r^2+116041*c^2*g*p*r*x-12686*c^2*g*p*x^2+c^2*g*q^3-411*c^2*g*q^2 *r+1107*c^2*g*q^2*x-4578*c^2*g*q*r^2+31977*c^2*g*q*r*x+3806*c^2*g*q*x^2-5666*c^ 2*g*r^3+69342*c^2*g*r^2*x-38106*c^2*g*r*x^2-29792*c^2*g*x^3-2746*c^2*p^4-3936*c ^2*p^3*q-10984*c^2*p^3*r+32348*c^2*p^3*x-1200*c^2*p^2*q^2-11808*c^2*p^2*q*r+ 42030*c^2*p^2*q*x-16476*c^2*p^2*r^2+121714*c^2*p^2*r*x-25800*c^2*p^2*x^2-10*c^2 *p*q^3-2400*c^2*p*q^2*r+9516*c^2*p*q^2*x-11808*c^2*p*q*r^2+97526*c^2*p*q*r*x-\ 19872*c^2*p*q*x^2-10984*c^2*p*r^3+146384*c^2*p*r^2*x-114786*c^2*p*r*x^2-36360*c ^2*p*x^3-10*c^2*q^3*r-166*c^2*q^3*x-1200*c^2*q^2*r^2+9220*c^2*q^2*r*x+5928*c^2* q^2*x^2-3936*c^2*q*r^3+55496*c^2*q*r^2*x-43974*c^2*q*r*x^2-36360*c^2*q*x^3-2746 *c^2*r^4+57018*c^2*r^3*x-100170*c^2*r^2*x^2-31560*c^2*r*x^3+c*g^5-51*c*g^4*p+4* c*g^4*q-51*c*g^4*r+107*c*g^4*x-637*c*g^3*p^2-128*c*g^3*p*q-1274*c*g^3*p*r+2759* c*g^3*p*x+4*c*g^3*q^2-128*c*g^3*q*r+292*c*g^3*q*x-637*c*g^3*r^2+3134*c*g^3*r*x+ 729*c*g^3*x^2-1769*c*g^2*p^3-1331*c*g^2*p^2*q-5307*c*g^2*p^2*r+13642*c*g^2*p^2* x-62*c*g^2*p*q^2-2662*c*g^2*p*q*r+8072*c*g^2*p*q*x-5307*c*g^2*p*r^2+34303*c*g^2 *p*r*x-1291*c*g^2*p*x^2+c*g^2*q^3-62*c*g^2*q^2*r+78*c*g^2*q^2*x-1331*c*g^2*q*r^ 2+8092*c*g^2*q*r*x+2305*c*g^2*q*x^2-1769*c*g^2*r^3+20661*c*g^2*r^2*x-7362*c*g^2 *r*x^2-10192*c*g^2*x^3-1827*c*g*p^4-2568*c*g*p^3*q-7308*c*g*p^3*r+20724*c*g*p^3 *x-732*c*g*p^2*q^2-7704*c*g*p^2*q*r+26297*c*g*p^2*q*x-10962*c*g*p^2*r^2+78581*c *g*p^2*r*x-13389*c*g*p^2*x^2+9*c*g*p*q^3-1464*c*g*p*q^2*r+5372*c*g*p*q^2*x-7704 *c*g*p*q*r^2+60995*c*g*p*q*r*x-8478*c*g*p*q*x^2-7308*c*g*p*r^3+94990*c*g*p*r^2* x-65545*c*g*p*r*x^2-25504*c*g*p*x^3+9*c*g*q^3*r-201*c*g*q^3*x-732*c*g*q^2*r^2+ 4834*c*g*q^2*r*x+4911*c*g*q^2*x^2-2568*c*g*q*r^3+34698*c*g*q*r^2*x-21575*c*g*q* r*x^2-25504*c*g*q*x^3-1827*c*g*r^4+37133*c*g*r^3*x-60012*c*g*r^2*x^2-25196*c*g* r*x^3-637*c*p^5-1366*c*p^4*q-3185*c*p^4*r+9710*c*p^4*x-816*c*p^3*q^2-5464*c*p^3 *q*r+19784*c*p^3*q*x-6370*c*p^3*r^2+48649*c*p^3*r*x-12225*c*p^3*x^2-82*c*p^2*q^ 3-2448*c*p^2*q^2*r+10368*c*p^2*q^2*x-8196*c*p^2*q*r^2+71013*c*p^2*q*r*x-20271*c *p^2*q*x^2-6370*c*p^2*r^3+87687*c*p^2*r^2*x-75639*c*p^2*r*x^2-15264*c*p^2*x^3+5 *c*p*q^4-164*c*p*q^3*r+224*c*p*q^3*x-2448*c*p*q^2*r^2+22443*c*p*q^2*r*x-3867*c* p*q^2*x^2-5464*c*p*q*r^3+82674*c*p*q*r^2*x-83430*c*p*q*r*x^2-30528*c*p*q*x^3-\ 3185*c*p*r^4+68267*c*p*r^3*x-130203*c*p*r^2*x^2-23136*c*p*r*x^3+5*c*q^4*r-70*c* q^4*x-82*c*q^3*r^2+79*c*q^3*r*x+4179*c*q^3*x^2-816*c*q^2*r^3+12075*c*q^2*r^2*x-\ 7791*c*q^2*r*x^2-15264*c*q^2*x^3-1366*c*q*r^4+31445*c*q*r^3*x-66699*c*q*r^2*x^2 -23136*c*q*r*x^3-637*c*r^5+19519*c*r^4*x-66789*c*r^3*x^2-1956*c*r^2*x^3+8*g^5*x -38*g^4*p^2-76*g^4*p*r+131*g^4*p*x+16*g^4*q*x-38*g^4*r^2+131*g^4*r*x+15*g^4*x^2 -173*g^3*p^3-112*g^3*p^2*q-519*g^3*p^2*r+1187*g^3*p^2*x+4*g^3*p*q^2-224*g^3*p*q *r+618*g^3*p*q*x-519*g^3*p*r^2+3054*g^3*p*r*x+144*g^3*p*x^2+4*g^3*q^2*r-9*g^3*q ^2*x-112*g^3*q*r^2+515*g^3*q*r*x+252*g^3*q*x^2-173*g^3*r^3+1867*g^3*r^2*x-135*g ^3*r*x^2-1056*g^3*x^3-290*g^2*p^4-394*g^2*p^3*q-1160*g^2*p^3*r+3118*g^2*p^3*x-\ 98*g^2*p^2*q^2-1182*g^2*p^2*q*r+3806*g^2*p^2*q*x-1740*g^2*p^2*r^2+12009*g^2*p^2 *r*x-1354*g^2*p^2*x^2+6*g^2*p*q^3-196*g^2*p*q^2*r+646*g^2*p*q^2*x-1182*g^2*p*q* r^2+8800*g^2*p*q*r*x-471*g^2*p*q*x^2-1160*g^2*p*r^3+14664*g^2*p*r^2*x-8069*g^2* p*r*x^2-4326*g^2*p*x^3+6*g^2*q^3*r-42*g^2*q^3*x-98*g^2*q^2*r^2+439*g^2*q^2*r*x+ 883*g^2*q^2*x^2-394*g^2*q*r^3+4994*g^2*q*r^2*x-1744*g^2*q*r*x^2-4326*g^2*q*x^3-\ 290*g^2*r^4+5773*g^2*r^3*x-8163*g^2*r^2*x^2-4952*g^2*r*x^3-212*g*p^5-451*g*p^4* q-1060*g*p^4*r+3147*g*p^4*x-264*g*p^3*q^2-1804*g*p^3*q*r+6331*g*p^3*q*x-2120*g* p^3*r^2+15884*g*p^3*r*x-3436*g*p^3*x^2-23*g*p^2*q^3-792*g*p^2*q^2*r+3200*g*p^2* q^2*x-2706*g*p^2*q*r^2+22824*g*p^2*q*r*x-5416*g*p^2*q*x^2-2120*g*p^2*r^3+28770* g*p^2*r^2*x-22603*g*p^2*r*x^2-5388*g*p^2*x^3+2*g*p*q^4-46*g*p*q^3*r-5*g*p*q^3*x -792*g*p*q^2*r^2+6847*g*p*q^2*r*x-524*g*p*q^2*x^2-1804*g*p*q*r^3+26655*g*p*q*r^ 2*x-23847*g*p*q*r*x^2-10776*g*p*q*x^3-1060*g*p*r^4+22476*g*p*r^3*x-40320*g*p*r^ 2*x^2-9566*g*p*r*x^3+2*g*q^4*r-21*g*q^4*x-23*g*q^3*r^2-93*g*q^3*r*x+1456*g*q^3* x^2-264*g*q^2*r^3+3647*g*q^2*r^2*x-1244*g*q^2*r*x^2-5388*g*q^2*x^3-451*g*q*r^4+ 10162*g*q*r^3*x-19731*g*q*r^2*x^2-9566*g*q*r*x^3-212*g*r^5+6443*g*r^4*x-21153*g *r^3*x^2-2240*g*r^2*x^3-57*p^6-168*p^5*q-342*p^5*r+1089*p^5*x-162*p^4*q^2-840*p ^4*q*r+3111*p^4*q*x-855*p^4*r^2+6738*p^4*r*x-1953*p^4*x^2-48*p^3*q^3-648*p^3*q^ 2*r+2799*p^3*q^2*x-1680*p^3*q*r^2+14994*p^3*q*r*x-5049*p^3*q*x^2-1140*p^3*r^3+ 16062*p^3*r^2*x-15093*p^3*r*x^2-2094*p^3*x^3+3*p^2*q^4-144*p^2*q^3*r+621*p^2*q^ 3*x-972*p^2*q^2*r^2+9630*p^2*q^2*r*x-3429*p^2*q^2*x^2-1680*p^2*q*r^3+26316*p^2* q*r^2*x-29367*p^2*q*r*x^2-6282*p^2*q*x^3-855*p^2*r^4+18648*p^2*r^3*x-37683*p^2* r^2*x^2-3786*p^2*r*x^3+6*p*q^4*r-156*p*q^4*x-144*p*q^3*r^2+1230*p*q^3*r*x+477*p *q^3*x^2-648*p*q^2*r^3+10863*p*q^2*r^2*x-13455*p*q^2*r*x^2-6282*p*q^2*x^3-840*p *q*r^4+20094*p*q*r^3*x-47529*p*q*r^2*x^2-7572*p*q*r*x^3-342*p*r^5+10617*p*r^4*x -37899*p*r^3*x^2+2244*p*r^2*x^3+3*q^4*r^2-144*q^4*r*x+810*q^4*x^2-48*q^3*r^3+ 609*q^3*r^2*x+819*q^3*r*x^2-2094*q^3*x^3-162*q^2*r^4+4032*q^2*r^3*x-9846*q^2*r^ 2*x^2-3786*q^2*r*x^3-168*q*r^5+5661*q*r^4*x-23211*q*r^3*x^2+2244*q*r^2*x^3-57*r ^6+2382*r^5*x-13356*r^4*x^2+5592*r^3*x^3-48*a^5-224*a^4*b-688*a^4*c-160*a^4*g-\ 566*a^4*p-128*a^4*q-566*a^4*r+1080*a^4*x-264*a^3*b^2-1668*a^3*b*c-452*a^3*b*g-\ 1346*a^3*b*p-260*a^3*b*q-1346*a^3*b*r+1476*a^3*b*x-2544*a^3*c^2-1382*a^3*c*g-\ 4720*a^3*c*p-800*a^3*c*q-4720*a^3*c*r+5132*a^3*c*x-172*a^3*g^2-1127*a^3*g*p-236 *a^3*g*q-1127*a^3*g*r+1710*a^3*g*x-2363*a^3*p^2-813*a^3*p*q-4726*a^3*p*r+3138*a ^3*p*x-52*a^3*q^2-813*a^3*q*r+1864*a^3*q*x-2363*a^3*r^2+3100*a^3*r*x+4124*a^3*x ^2-48*a^2*b^3-576*a^2*b^2*c-244*a^2*b^2*g-886*a^2*b^2*p-52*a^2*b^2*q-886*a^2*b^ 2*r-1044*a^2*b^2*x-3008*a^2*b*c^2-1574*a^2*b*c*g-7688*a^2*b*c*p-414*a^2*b*c*q-\ 7688*a^2*b*c*r-2108*a^2*b*c*x-246*a^2*b*g^2-1678*a^2*b*g*p-212*a^2*b*g*q-1678*a ^2*b*g*r+220*a^2*b*g*x-4072*a^2*b*p^2-788*a^2*b*p*q-8144*a^2*b*p*r+1592*a^2*b*p *x-10*a^2*b*q^2-788*a^2*b*q*r+70*a^2*b*q*x-4072*a^2*b*r^2+2160*a^2*b*r*x+14864* a^2*b*x^2-3748*a^2*c^3-2962*a^2*c^2*g-12786*a^2*c^2*p-1282*a^2*c^2*q-12786*a^2* c^2*r+6408*a^2*c^2*x-745*a^2*c*g^2-6716*a^2*c*g*p-654*a^2*c*g*q-6716*a^2*c*g*r+ 2542*a^2*c*g*x-12835*a^2*c*p^2-3901*a^2*c*p*q-25670*a^2*c*p*r+17980*a^2*c*p*x-\ 36*a^2*c*q^2-3901*a^2*c*q*r+3922*a^2*c*q*x-12835*a^2*c*r^2+19196*a^2*c*r*x+ 31992*a^2*c*x^2-68*a^2*g^3-698*a^2*g^2*p-114*a^2*g^2*q-698*a^2*g^2*r+593*a^2*g^ 2*x-3700*a^2*g*p^2-867*a^2*g*p*q-7400*a^2*g*p*r+3114*a^2*g*p*x-32*a^2*g*q^2-867 *a^2*g*q*r+1252*a^2*g*q*x-3700*a^2*g*r^2+2936*a^2*g*r*x+9574*a^2*g*x^2-3388*a^2 *p^3-2643*a^2*p^2*q-10164*a^2*p^2*r+8993*a^2*p^2*x-99*a^2*p*q^2-5286*a^2*p*q*r+ 5629*a^2*p*q*x-10164*a^2*p*r^2+24493*a^2*p*r*x+14566*a^2*p*x^2+2*a^2*q^3-99*a^2 *q^2*r+392*a^2*q^2*x-2643*a^2*q*r^2+3700*a^2*q*r*x+11310*a^2*q*x^2-3388*a^2*r^3 +15500*a^2*r^2*x+16452*a^2*r*x^2-9992*a^2*x^3+40*a*b^4+444*a*b^3*c+64*a*b^3*g-\ 82*a*b^3*p+80*a*b^3*q-82*a*b^3*r-2196*a*b^3*x+740*a*b^2*c^2+532*a*b^2*c*g-2506* a*b^2*c*p+686*a*b^2*c*q-2506*a*b^2*c*r-13300*a*b^2*c*x+18*a*b^2*g^2-461*a*b^2*g *p+114*a*b^2*g*q-461*a*b^2*g*r-3122*a*b^2*g*x-1743*a*b^2*p^2+89*a*b^2*p*q-3486* a*b^2*p*r-4462*a*b^2*p*x+50*a*b^2*q^2+89*a*b^2*q*r-3684*a*b^2*q*x-1743*a*b^2*r^ 2-2848*a*b^2*r*x+17356*a*b^2*x^2-1288*a*b*c^3-266*a*b*c^2*g-12092*a*b*c^2*p+822 *a*b*c^2*q-12092*a*b*c^2*r-16900*a*b*c^2*x+113*a*b*c*g^2-5748*a*b*c*g*p+641*a*b *c*g*q-5748*a*b*c*g*r-12434*a*b*c*g*x-13818*a*b*c*p^2-1730*a*b*c*p*q-27636*a*b* c*p*r+1966*a*b*c*p*x+280*a*b*c*q^2-1730*a*b*c*q*r-12330*a*b*c*q*x-13818*a*b*c*r ^2+8608*a*b*c*r*x+69612*a*b*c*x^2-10*a*b*g^3-447*a*b*g^2*p+41*a*b*g^2*q-447*a*b *g^2*r-1334*a*b*g^2*x-3790*a*b*g*p^2-187*a*b*g*p*q-7580*a*b*g*p*r-2295*a*b*g*p* x+51*a*b*g*q^2-187*a*b*g*q*r-3243*a*b*g*q*x-3790*a*b*g*r^2-1217*a*b*g*r*x+21474 *a*b*g*x^2-3925*a*b*p^3-2014*a*b*p^2*q-11775*a*b*p^2*r+7064*a*b*p^2*x+229*a*b*p *q^2-4028*a*b*p*q*r-2564*a*b*p*q*x-11775*a*b*p*r^2+23543*a*b*p*r*x+32866*a*b*p* x^2+10*a*b*q^3+229*a*b*q^2*r-2116*a*b*q^2*x-2014*a*b*q*r^2-3157*a*b*q*r*x+26354 *a*b*q*x^2-3925*a*b*r^3+16479*a*b*r^2*x+34734*a*b*r*x^2-19984*a*b*x^3-2296*a*c^ 4-2004*a*c^3*g-13834*a*c^3*p-516*a*c^3*q-13834*a*c^3*r+220*a*c^3*x-454*a*c^2*g^ 2-11318*a*c^2*g*p+11*a*c^2*g*q-11318*a*c^2*g*r-4776*a*c^2*g*x-21550*a*c^2*p^2-\ 5364*a*c^2*p*q-43100*a*c^2*p*r+28678*a*c^2*p*x+184*a*c^2*q^2-5364*a*c^2*q*r-\ 3142*a*c^2*q*x-21550*a*c^2*r^2+34664*a*c^2*r*x+64684*a*c^2*x^2-21*a*c*g^3-2563* a*c*g^2*p+123*a*c*g^2*q-2563*a*c*g^2*r-2567*a*c*g^2*x-12951*a*c*g*p^2-2412*a*c* g*p*q-25902*a*c*g*p*r+10769*a*c*g*p*x+148*a*c*g*q^2-2412*a*c*g*q*r-3851*a*c*g*q *x-12951*a*c*g*r^2+12779*a*c*g*r*x+45110*a*c*g*x^2-11563*a*c*p^3-8024*a*c*p^2*q -34689*a*c*p^2*r+32832*a*c*p^2*x+5*a*c*p*q^2-16048*a*c*p*q*r+12858*a*c*p*q*x-\ 34689*a*c*p*r^2+89709*a*c*p*r*x+57434*a*c*p*x^2+24*a*c*q^3+5*a*c*q^2*r-2646*a*c *q^2*x-8024*a*c*q*r^2+9753*a*c*q*r*x+48838*a*c*q*x^2-11563*a*c*r^3+56877*a*c*r^ 2*x+54502*a*c*r*x^2-37456*a*c*x^3-4*a*g^4-116*a*g^3*p+2*a*g^3*q-116*a*g^3*r-158 *a*g^3*x-1761*a*g^2*p^2-139*a*g^2*p*q-3522*a*g^2*p*r+202*a*g^2*p*x+13*a*g^2*q^2 -139*a*g^2*q*r-618*a*g^2*q*x-1761*a*g^2*r^2+66*a*g^2*r*x+6882*a*g^2*x^2-3625*a* g*p^3-2311*a*g*p^2*q-10875*a*g*p^2*r+8248*a*g*p^2*x+107*a*g*p*q^2-4622*a*g*p*q* r+2254*a*g*p*q*x-10875*a*g*p*r^2+23909*a*g*p*r*x+20786*a*g*p*x^2+5*a*g*q^3+107* a*g*q^2*r-844*a*g*q^2*x-2311*a*g*q*r^2+427*a*g*q*r*x+16562*a*g*q*x^2-3625*a*g*r ^3+15661*a*g*r^2*x+22554*a*g*r*x^2-13128*a*g*x^3-1964*a*p^4-2565*a*p^3*q-7856*a *p^3*r+8998*a*p^3*x-519*a*p^2*q^2-7695*a*p^2*q*r+9608*a*p^2*q*x-11784*a*p^2*r^2 +37394*a*p^2*r*x+11832*a*p^2*x^2+82*a*p*q^3-1038*a*p*q^2*r+166*a*p*q^2*x-7695*a *p*q*r^2+22583*a*p*q*r*x+21610*a*p*q*x^2-7856*a*p*r^3+47794*a*p*r^2*x+16948*a*p *r*x^2-16880*a*p*x^3+82*a*q^3*r-444*a*q^3*x-519*a*q^2*r^2-1017*a*q^2*r*x+9778*a *q^2*x^2-2565*a*q*r^3+12975*a*q*r^2*x+20468*a*q*r*x^2-16880*a*q*x^3-1964*a*r^4+ 19398*a*r^3*x+1924*a*r^2*x^2-20000*a*r*x^3+40*b^4*c+16*b^4*g+24*b^4*p+24*b^4*r-\ 756*b^4*x+492*b^3*c^2+280*b^3*c*g+242*b^3*c*p+80*b^3*c*q+242*b^3*c*r-6060*b^3*c *x+40*b^3*g^2+32*b^3*g*p+32*b^3*g*q+32*b^3*g*r-1632*b^3*g*x-42*b^3*p^2+48*b^3*p *q-84*b^3*p*r-2916*b^3*p*x+48*b^3*q*r-1890*b^3*q*x-42*b^3*r^2-1908*b^3*r*x+6616 *b^3*x^2+1052*b^2*c^3+1216*b^2*c^2*g-960*b^2*c^2*p+738*b^2*c^2*q-960*b^2*c^2*r-\ 16132*b^2*c^2*x+434*b^2*c*g^2-225*b^2*c*g*p+430*b^2*c*g*q-225*b^2*c*g*r-10332*b ^2*c*g*x-2325*b^2*c*p^2+563*b^2*c*p*q-4650*b^2*c*p*r-11906*b^2*c*p*x+50*b^2*c*q ^2+563*b^2*c*q*r-12144*b^2*c*q*x-2325*b^2*c*r^2-5984*b^2*c*r*x+37620*b^2*c*x^2+ 36*b^2*g^3+36*b^2*g^2*p+64*b^2*g^2*q+36*b^2*g^2*r-1367*b^2*g^2*x-573*b^2*g*p^2+ 134*b^2*g*p*q-1146*b^2*g*p*r-4127*b^2*g*p*x+20*b^2*g*q^2+134*b^2*g*q*r-3213*b^2 *g*q*x-573*b^2*g*r^2-2591*b^2*g*r*x+11900*b^2*g*x^2-819*b^2*p^3+57*b^2*p^2*q-\ 2457*b^2*p^2*r-1005*b^2*p^2*x+30*b^2*p*q^2+114*b^2*p*q*r-6345*b^2*p*q*x-2457*b^ 2*p*r^2+1542*b^2*p*r*x+18300*b^2*p*x^2+30*b^2*q^2*r-1584*b^2*q^2*x+57*b^2*q*r^2 -4365*b^2*q*r*x+15044*b^2*q*x^2-819*b^2*r^3+2547*b^2*r^2*x+18282*b^2*r*x^2-9992 *b^2*x^3+276*b*c^4+1104*b*c^3*g-5378*b*c^3*p+976*b*c^3*q-5378*b*c^3*r-15564*b*c ^3*x+915*b*c^2*g^2-3744*b*c^2*g*p+1201*b*c^2*g*q-3744*b*c^2*g*r-17764*b*c^2*g*x -10508*b*c^2*p^2-420*b*c^2*p*q-21016*b*c^2*p*r-4698*b*c^2*p*x+290*b*c^2*q^2-420 *b*c^2*q*r-20566*b*c^2*q*x-10508*b*c^2*r^2+6356*b*c^2*r*x+69164*b*c^2*x^2+244*b *c*g^3-514*b*c*g^2*p+447*b*c*g^2*q-514*b*c*g^2*r-6175*b*c*g^2*x-6014*b*c*g*p^2+ 234*b*c*g*p*q-12028*b*c*g*p*r-7425*b*c*g*p*x+171*b*c*g*q^2+234*b*c*g*q*r-13397* b*c*g*q*x-6014*b*c*g*r^2-1709*b*c*g*r*x+46786*b*c*g*x^2-6253*b*c*p^3-2296*b*c*p ^2*q-18759*b*c*p^2*r+10434*b*c*p^2*x+409*b*c*p*q^2-4592*b*c*p*q*r-14078*b*c*p*q *x-18759*b*c*p*r^2+39181*b*c*p*r*x+65726*b*c*p*x^2+10*b*c*q^3+409*b*c*q^2*r-\ 7184*b*c*q^2*x-2296*b*c*q*r^2-9019*b*c*q*r*x+57130*b*c*q*x^2-6253*b*c*r^3+28747 *b*c*r^2*x+60038*b*c*r*x^2-37456*b*c*x^3+14*b*g^4+35*b*g^3*p+40*b*g^3*q+35*b*g^ 3*r-532*b*g^3*x-735*b*g^2*p^2+138*b*g^2*p*q-1470*b*g^2*p*r-1875*b*g^2*p*x+26*b* g^2*q^2+138*b*g^2*q*r-1911*b*g^2*q*x-735*b*g^2*r^2-1345*b*g^2*r*x+7380*b*g^2*x^ 2-1906*b*g*p^3-569*b*g*p^2*q-5718*b*g*p^2*r+1881*b*g*p^2*x+129*b*g*p*q^2-1138*b *g*p*q*r-5220*b*g*p*q*x-5718*b*g*p*r^2+9222*b*g*p*r*x+22528*b*g*p*x^2+4*b*g*q^3 +129*b*g*q^2*r-1951*b*g*q^2*x-569*b*g*q*r^2-4140*b*g*q*r*x+18304*b*g*q*x^2-1906 *b*g*r^3+7341*b*g*r^2*x+22530*b*g*r*x^2-13128*b*g*x^3-1158*b*p^4-1029*b*p^3*q-\ 4632*b*p^3*r+4278*b*p^3*x+135*b*p^2*q^2-3087*b*p^2*q*r+126*b*p^2*q*x-6948*b*p^2 *r^2+20145*b*p^2*r*x+14438*b*p^2*x^2+6*b*p*q^3+270*b*p*q^2*r-4638*b*p*q^2*x-\ 3087*b*p*q*r^2+2865*b*p*q*r*x+26822*b*p*q*x^2-4632*b*p*r^3+27456*b*p*r^2*x+ 22912*b*p*r*x^2-16880*b*p*x^3+6*b*q^3*r-486*b*q^3*x+135*b*q^2*r^2-3486*b*q^2*r* x+12384*b*q^2*x^2-1029*b*q*r^3+2739*b*q*r^2*x+26432*b*q*r*x^2-16880*b*q*x^3-\ 1158*b*r^4+11589*b*r^3*x+8186*b*r^2*x^2-20000*b*r*x^3-452*c^5-232*c^4*g-5154*c^ 4*p+94*c^4*q-5154*c^4*r-2896*c^4*x+259*c^3*g^2-5651*c^3*g*p+493*c^3*g*q-5651*c^ 3*g*r-6852*c^3*g*x-11276*c^3*p^2-2180*c^3*p*q-22552*c^3*p*r+12276*c^3*p*x+168*c ^3*q^2-2180*c^3*q*r-7668*c^3*q*x-11276*c^3*r^2+18688*c^3*r*x+42624*c^3*x^2+215* c^2*g^3-1899*c^2*g^2*p+443*c^2*g^2*q-1899*c^2*g^2*r-4932*c^2*g^2*x-10438*c^2*g* p^2-1338*c^2*g*p*q-20876*c^2*g*p*r+6774*c^2*g*p*x+220*c^2*g*q^2-1338*c^2*g*q*r-\ 9718*c^2*g*q*x-10438*c^2*g*r^2+11720*c^2*g*r*x+44688*c^2*g*x^2-9312*c^2*p^3-\ 5534*c^2*p^2*q-27936*c^2*p^2*r+26310*c^2*p^2*x+164*c^2*p*q^2-11068*c^2*p*q*r+ 2292*c^2*p*q*x-27936*c^2*p*r^2+74988*c^2*p*r*x+57036*c^2*p*x^2+22*c^2*q^3+164*c ^2*q^2*r-5418*c^2*q^2*x-5534*c^2*q*r^2+4176*c^2*q*r*x+52044*c^2*q*x^2-9312*c^2* r^3+48678*c^2*r^2*x+47340*c^2*r*x^2-36288*c^2*x^3+46*c*g^4-159*c*g^3*p+126*c*g^ 3*q-159*c*g^3*r-1277*c*g^3*x-2950*c*g^2*p^2-41*c*g^2*p*q-5900*c*g^2*p*r-154*c*g ^2*p*x+85*c*g^2*q^2-41*c*g^2*q*r-3750*c*g^2*q*x-2950*c*g^2*r^2+712*c*g^2*r*x+ 15288*c*g^2*x^2-5995*c*g*p^3-3257*c*g*p^2*q-17985*c*g*p^2*r+14453*c*g*p^2*x+261 *c*g*p*q^2-6514*c*g*p*q*r-1270*c*g*p*q*x-17985*c*g*p*r^2+42931*c*g*p*r*x+41102* c*g*p*x^2+13*c*g*q^3+261*c*g*q^2*r-3847*c*g*q^2*x-3257*c*g*q*r^2-1039*c*g*q*r*x +35410*c*g*q*x^2-5995*c*g*r^3+28478*c*g*r^2*x+37794*c*g*r*x^2-24800*c*g*x^3-\ 3242*c*p^4-3786*c*p^3*q-12968*c*p^3*r+15220*c*p^3*x-450*c*p^2*q^2-11358*c*p^2*q *r+12276*c*p^2*q*x-19452*c*p^2*r^2+64097*c*p^2*r*x+23406*c*p^2*x^2+94*c*p*q^3-\ 900*c*p*q^2*r-4128*c*p*q^2*x-11358*c*p*q*r^2+31306*c*p*q*r*x+45792*c*p*q*x^2-\ 12968*c*p*r^3+82534*c*p*r^2*x+29172*c*p*r*x^2-33264*c*p*x^3+94*c*q^3*r-1184*c*q ^3*x-450*c*q^2*r^2-3751*c*q^2*r*x+22386*c*q^2*x^2-3786*c*q*r^3+19030*c*q*r^2*x+ 40236*c*q*r*x^2-33264*c*q*x^3-3242*c*r^4+33657*c*r^3*x+2934*c*r^2*x^2-37296*c*r *x^3+2*g^5+11*g^4*p+8*g^4*q+11*g^4*r-81*g^4*x-240*g^3*p^2+48*g^3*p*q-480*g^3*p* r-293*g^3*p*x+8*g^3*q^2+48*g^3*q*r-401*g^3*q*x-240*g^3*r^2-317*g^3*r*x+1584*g^3 *x^2-910*g^2*p^3-414*g^2*p^2*q-2730*g^2*p^2*r+1617*g^2*p^2*x+78*g^2*p*q^2-828*g ^2*p*q*r-763*g^2*p*q*x-2730*g^2*p*r^2+5302*g^2*p*r*x+7186*g^2*p*x^2+2*g^2*q^3+ 78*g^2*q^2*r-620*g^2*q^2*x-414*g^2*q*r^2-1023*g^2*q*r*x+5792*g^2*q*x^2-910*g^2* r^3+3685*g^2*r^2*x+7428*g^2*r*x^2-4384*g^2*x^3-1064*g*p^4-1202*g*p^3*q-4256*g*p ^3*r+4540*g*p^3*x-103*g*p^2*q^2-3606*g*p^2*q*r+3252*g*p^2*q*x-6384*g*p^2*r^2+ 19675*g*p^2*r*x+8776*g*p^2*x^2+35*g*p*q^3-206*g*p*q^2*r-1640*g*p*q^2*x-3606*g*p *q*r^2+8393*g*p*q*r*x+16164*g*p*q*x^2-4256*g*p*r^3+25730*g*p*r^2*x+13240*g*p*r* x^2-11224*g*p*x^3+35*g*q^3*r-352*g*q^3*x-103*g*q^2*r^2-1684*g*q^2*r*x+7388*g*q^ 2*x^2-1202*g*q*r^3+5141*g*q*r^2*x+15458*g*q*r*x^2-11224*g*q*x^3-1064*g*r^4+ 10595*g*r^3*x+3360*g*r^2*x^2-13120*g*r*x^3-399*p^5-750*p^4*q-1995*p^4*r+2727*p^ 4*x-303*p^3*q^2-3000*p^3*q*r+4377*p^3*q*x-3990*p^3*r^2+14943*p^3*r*x+2790*p^3*x ^2+48*p^2*q^3-909*p^2*q^2*r+537*p^2*q^2*x-4500*p^2*q*r^2+17079*p^2*q*r*x+9072*p ^2*q*x^2-3990*p^2*r^3+28467*p^2*r^2*x+1344*p^2*r*x^2-7560*p^2*x^3+96*p*q^3*r-\ 1149*p*q^3*x-909*p*q^2*r^2+1167*p*q^2*r*x+9774*p*q^2*x^2-3000*p*q*r^3+21027*p*q *r^2*x+11358*p*q*r*x^2-15120*p*q*x^3-1995*p*r^4+23013*p*r^3*x-9834*p*r^2*x^2-\ 17136*p*r*x^3-36*q^4*x+48*q^3*r^2-969*q^3*r*x+3492*q^3*x^2-303*q^2*r^3+630*q^2* r^2*x+10014*q^2*r*x^2-7560*q^2*x^3-750*q*r^4+8325*q*r^3*x+3102*q*r^2*x^2-17136* q*r*x^3-399*r^5+6762*r^4*x-8388*r^3*x^2-11232*r^2*x^3-240*a^4-372*a^3*b-1124*a^ 3*c-378*a^3*g-1022*a^3*p-124*a^3*q-1022*a^3*r-532*a^3*x+288*a^2*b^2+964*a^2*b*c +90*a^2*b*g-778*a^2*b*p+402*a^2*b*q-778*a^2*b*r-7200*a^2*b*x-372*a^2*c^2-72*a^2 *c*g-4566*a^2*c*p+778*a^2*c*q-4566*a^2*c*r-13276*a^2*c*x-63*a^2*g^2-858*a^2*g*p +158*a^2*g*q-858*a^2*g*r-3846*a^2*g*x-3685*a^2*p^2+19*a^2*p*q-7370*a^2*p*r-5462 *a^2*p*x+110*a^2*q^2+19*a^2*q*r-3264*a^2*q*x-3685*a^2*r^2-6648*a^2*r*x+16168*a^ 2*x^2+420*a*b^3+3236*a*b^2*c+848*a*b^2*g+600*a*b^2*p+630*a*b^2*q+600*a*b^2*r-\ 9692*a*b^2*x+6164*a*b*c^2+4162*a*b*c*g-68*a*b*c*p+3214*a*b*c*q-68*a*b*c*r-39788 *a*b*c*x+537*a*b*g^2+547*a*b*g*p+911*a*b*g*q+547*a*b*g*r-12278*a*b*g*x-2685*a*b *p^2+1321*a*b*p*q-5370*a*b*p*r-17612*a*b*p*x+250*a*b*q^2+1321*a*b*q*r-11100*a*b *q*x-2685*a*b*r^2-17310*a*b*r*x+29976*a*b*x^2+2428*a*c^3+3402*a*c^2*g-5178*a*c^ 2*p+3028*a*c^2*q-5178*a*c^2*r-35416*a*c^2*x+1280*a*c*g^2-1443*a*c*g*p+2179*a*c* g*q-1443*a*c*g*r-25140*a*c*g*x-11233*a*c*p^2+1525*a*c*p*q-22466*a*c*p*r-25976*a *c*p*x+620*a*c*q^2+1525*a*c*q*r-20748*a*c*q*x-11233*a*c*r^2-27598*a*c*r*x+60328 *a*c*x^2+109*a*g^3+173*a*g^2*p+314*a*g^2*q+173*a*g^2*r-3884*a*g^2*x-3108*a*g*p^ 2+869*a*g*p*q-6216*a*g*p*r-10568*a*g*p*x+187*a*g*q^2+869*a*g*q*r-6860*a*g*q*x-\ 3108*a*g*r^2-11726*a*g*r*x+20888*a*g*x^2-3810*a*p^3-1297*a*p^2*q-11430*a*p^2*r-\ 2904*a*p^2*x+583*a*p*q^2-2594*a*p*q*r-8612*a*p*q*x-11430*a*p*r^2-1748*a*p*r*x+ 29168*a*p*x^2+20*a*q^3+583*a*q^2*r-3152*a*q^2*x-1297*a*q*r^2-10474*a*q*r*x+ 22904*a*q*x^2-3810*a*r^3+1156*a*r^2*x+32120*a*r*x^2-8448*a*x^3+420*b^3*c+168*b^ 3*g+252*b^3*p+252*b^3*r-3024*b^3*x+2948*b^2*c^2+1912*b^2*c*g+2196*b^2*c*p+630*b ^2*c*q+2196*b^2*c*r-18904*b^2*c*x+320*b^2*g^2+624*b^2*g*p+252*b^2*g*q+624*b^2*g *r-6172*b^2*g*x+216*b^2*p^2+378*b^2*p*q+432*b^2*p*r-10254*b^2*p*x+378*b^2*q*r-\ 5940*b^2*q*x+216*b^2*r^2-8478*b^2*r*x+13808*b^2*x^2+4828*b*c^3+5320*b*c^2*g+ 2582*b*c^2*p+2812*b*c^2*q+2582*b*c^2*r-39896*b*c^2*x+1885*b*c*g^2+2577*b*c*g*p+ 1875*b*c*g*q+2577*b*c*g*r-26816*b*c*g*x-2673*b*c*p^2+2767*b*c*p*q-5346*b*c*p*r-\ 37636*b*c*p*x+250*b*c*q^2+2767*b*c*q*r-25672*b*c*q*x-2673*b*c*r^2-33134*b*c*r*x +52040*b*c*x^2+194*b*g^3+577*b*g^2*p+326*b*g^2*q+577*b*g^2*r-4382*b*g^2*x-565*b *g*p^2+895*b*g*p*q-1130*b*g*p*r-12826*b*g*p*x+100*b*g*q^2+895*b*g*q*r-8086*b*g* q*x-565*b*g*r^2-11702*b*g*r*x+18496*b*g*x^2-1491*b*p^3+609*b*p^2*q-4473*b*p^2*r -7812*b*p^2*x+150*b*p*q^2+1218*b*p*q*r-13824*b*p*q*x-4473*b*p*r^2-12918*b*p*r*x +27736*b*p*x^2+150*b*q^2*r-3456*b*q^2*x+609*b*q*r^2-11232*b*q*r*x+21472*b*q*x^2 -1491*b*r^3-5106*b*r^2*x+27880*b*r*x^2-8448*b*x^3+1916*c^4+3400*c^3*g-1178*c^3* p+2126*c^3*q-1178*c^3*r-25472*c^3*x+2103*c^2*g^2+491*c^2*g*p+2461*c^2*g*q+491*c ^2*g*r-27424*c^2*g*x-7644*c^2*p^2+2166*c^2*p*q-15288*c^2*p*r-29816*c^2*p*x+510* c^2*q^2+2166*c^2*q*r-24824*c^2*q*x-7644*c^2*r^2-27828*c^2*r*x+54432*c^2*x^2+517 *c*g^3+871*c*g^2*p+912*c*g^2*q+871*c*g^2*r-9640*c*g^2*x-4237*c*g*p^2+2048*c*g*p *q-8474*c*g*p*r-22704*c*g*p*x+347*c*g*q^2+2048*c*g*q*r-17012*c*g*q*x-4237*c*g*r ^2-22386*c*g*r*x+37200*c*g*x^2-5697*c*p^3-874*c*p^2*q-17091*c*p^2*r-8612*c*p^2* x+823*c*p*q^2-1748*c*p*q*r-22372*c*p*q*x-17091*c*p*r^2-9930*c*p*r*x+55704*c*p*x ^2+20*c*q^3+823*c*q^2*r-7592*c*q^2*x-874*c*q*r^2-20994*c*q*r*x+44088*c*q*x^2-\ 5697*c*r^3-1318*c*r^2*x+55944*c*r*x^2-13824*c*x^3+38*g^4+181*g^3*p+100*g^3*q+ 181*g^3*r-1040*g^3*x-482*g^2*p^2+460*g^2*p*q-964*g^2*p*r-4240*g^2*p*x+62*g^2*q^ 2+460*g^2*q*r-2846*g^2*q*x-482*g^2*r^2-4420*g^2*r*x+6576*g^2*x^2-1772*g*p^3-111 *g*p^2*q-5316*g*p^2*r-3818*g*p^2*x+295*g*p*q^2-222*g*p*q*r-7916*g*p*q*x-5316*g* p*r^2-5558*g*p*r*x+18888*g*p*x^2+8*g*q^3+295*g*q^2*r-2430*g*q^2*x-111*g*q*r^2-\ 7776*g*q*r*x+14784*g*q*x^2-1772*g*r^3-1740*g*r^2*x+19680*g*r*x^2-5376*g*x^3-\ 1155*p^4-864*p^3*q-4620*p^3*r+162*p^3*x+303*p^2*q^2-2592*p^2*q*r-3948*p^2*q*x-\ 6930*p^2*r^2+4836*p^2*r*x+13992*p^2*x^2+12*p*q^3+606*p*q^2*r-4650*p*q^2*x-2592* p*q*r^2-7698*p*q*r*x+22680*p*q*x^2-4620*p*r^3+9186*p*r^2*x+29688*p*r*x^2-6912*p *x^3+12*q^3*r-540*q^3*x+303*q^2*r^2-3834*q^2*r*x+8688*q^2*x^2-864*q*r^3-3750*q* r^2*x+21720*q*r*x^2-6912*q*x^3-1155*r^4+4512*r^3*x+16848*r^2*x^2-6912*r*x^3-12* a^3+1396*a^2*b+2808*a^2*c+758*a^2*g+766*a^2*p+816*a^2*q+766*a^2*r-7688*a^2*x+ 1680*a*b^2+8292*a*b*c+2560*a*b*g+2866*a*b*p+1620*a*b*q+2866*a*b*r-15912*a*b*x+ 8452*a*c^2+5902*a*c*g+5110*a*c*p+3932*a*c*q+5110*a*c*r-32896*a*c*x+908*a*g^2+ 2164*a*g*p+1292*a*g*q+2164*a*g*r-11312*a*g*x-856*a*p^2+2174*a*p*q-1712*a*p*r-\ 15472*a*p*x+300*a*q^2+2174*a*q*r-9160*a*q*x-856*a*r^2-17080*a*r*x+15360*a*x^2+ 1680*b^2*c+672*b^2*g+1008*b^2*p+1008*b^2*r-5328*b^2*x+6896*b*c^2+4760*b*c*g+ 6166*b*c*p+1620*b*c*q+6166*b*c*r-24608*b*c*x+848*b*g^2+2036*b*g*p+648*b*g*q+ 2036*b*g*r-8920*b*g*x+1146*b*p^2+972*b*p*q+2292*b*p*r-13992*b*p*x+972*b*q*r-\ 7776*b*q*x+1146*b*r^2-12840*b*r*x+9984*b*x^2+5632*c^3+6264*c^2*g+6024*c^2*p+ 3116*c^2*q+6024*c^2*r-29248*c^2*x+2272*c*g^2+4894*c*g*p+2212*c*g*q+4894*c*g*r-\ 20368*c*g*x+170*c*p^2+3554*c*p*q+340*c*p*r-29408*c*p*x+300*c*q^2+3554*c*q*r-\ 17792*c*q*x+170*c*r^2-29864*c*r*x+20736*c*x^2+256*g^3+972*g^2*p+408*g^2*q+972*g ^2*r-3664*g^2*x+310*g*p^2+1264*g*p*q+620*g*p*r-10192*g*p*x+120*g*q^2+1264*g*q*r -6088*g*q*x+310*g*r^2-10528*g*r*x+8064*g*x^2-858*p^3+978*p^2*q-2574*p^2*r-7752* p^2*x+180*p*q^2+1956*p*q*r-9192*p*q*x-2574*p*r^2-16008*p*r*x+11520*p*x^2+180*q^ 2*r-2448*q^2*x+978*q*r^2-8040*q*r*x+9216*q*x^2-858*r^3-8256*r^2*x+10368*r*x^2+ 1512*a^2+2960*a*b+7064*a*c+2368*a*g+3184*a*p+1360*a*q+3184*a*r-8832*a*x+2960*b* c+1184*b*g+1776*b*p+1776*b*r-3456*b*x+5552*c^2+3984*c*g+5608*c*p+1360*c*q+5608* c*r-10752*c*x+736*g^2+1984*g*p+544*g*q+1984*g*r-4224*g*x+1320*p^2+816*p*q+2640* p*r-5760*p*x+816*q*r-3456*q*x+1320*r^2-5760*r*x+1920*a+1920*c+768*g+1152*p+1152 *r)*dx^3+(32*a^6*c^2*x^4+32*a^6*c*p*x^4+32*a^6*c*q*x^4+80*a^6*c*r*x^4+8*a^6*p^2 *x^4+16*a^6*p*q*x^4+40*a^6*p*r*x^4+8*a^6*q^2*x^4+40*a^6*q*r*x^4+56*a^6*r^2*x^4+ 192*a^5*b*c^2*x^4+192*a^5*b*c*p*x^4+192*a^5*b*c*q*x^4+480*a^5*b*c*r*x^4+48*a^5* b*p^2*x^4+96*a^5*b*p*q*x^4+240*a^5*b*p*r*x^4+48*a^5*b*q^2*x^4+240*a^5*b*q*r*x^4 +336*a^5*b*r^2*x^4+352*a^5*c^3*x^4+144*a^5*c^2*g*x^4+496*a^5*c^2*p*x^4+496*a^5* c^2*q*x^4+1120*a^5*c^2*r*x^4+144*a^5*c*g*p*x^4+144*a^5*c*g*q*x^4+360*a^5*c*g*r* x^4+232*a^5*c*p^2*x^4+464*a^5*c*p*q*x^4+1040*a^5*c*p*r*x^4+232*a^5*c*q^2*x^4+ 1040*a^5*c*q*r*x^4+1144*a^5*c*r^2*x^4+36*a^5*g*p^2*x^4+72*a^5*g*p*q*x^4+180*a^5 *g*p*r*x^4+36*a^5*g*q^2*x^4+180*a^5*g*q*r*x^4+252*a^5*g*r^2*x^4+36*a^5*p^3*x^4+ 108*a^5*p^2*q*x^4+240*a^5*p^2*r*x^4+108*a^5*p*q^2*x^4+480*a^5*p*q*r*x^4+516*a^5 *p*r^2*x^4+36*a^5*q^3*x^4+240*a^5*q^2*r*x^4+516*a^5*q*r^2*x^4+348*a^5*r^3*x^4+ 480*a^4*b^2*c^2*x^4+480*a^4*b^2*c*p*x^4+480*a^4*b^2*c*q*x^4+1200*a^4*b^2*c*r*x^ 4+120*a^4*b^2*p^2*x^4+240*a^4*b^2*p*q*x^4+600*a^4*b^2*p*r*x^4+120*a^4*b^2*q^2*x ^4+600*a^4*b^2*q*r*x^4+840*a^4*b^2*r^2*x^4+1760*a^4*b*c^3*x^4+720*a^4*b*c^2*g*x ^4+2480*a^4*b*c^2*p*x^4+2480*a^4*b*c^2*q*x^4+5600*a^4*b*c^2*r*x^4+720*a^4*b*c*g *p*x^4+720*a^4*b*c*g*q*x^4+1800*a^4*b*c*g*r*x^4+1160*a^4*b*c*p^2*x^4+2320*a^4*b *c*p*q*x^4+5200*a^4*b*c*p*r*x^4+1160*a^4*b*c*q^2*x^4+5200*a^4*b*c*q*r*x^4+5720* a^4*b*c*r^2*x^4+180*a^4*b*g*p^2*x^4+360*a^4*b*g*p*q*x^4+900*a^4*b*g*p*r*x^4+180 *a^4*b*g*q^2*x^4+900*a^4*b*g*q*r*x^4+1260*a^4*b*g*r^2*x^4+180*a^4*b*p^3*x^4+540 *a^4*b*p^2*q*x^4+1200*a^4*b*p^2*r*x^4+540*a^4*b*p*q^2*x^4+2400*a^4*b*p*q*r*x^4+ 2580*a^4*b*p*r^2*x^4+180*a^4*b*q^3*x^4+1200*a^4*b*q^2*r*x^4+2580*a^4*b*q*r^2*x^ 4+1740*a^4*b*r^3*x^4+1536*a^4*c^4*x^4+1296*a^4*c^3*g*x^4+2816*a^4*c^3*p*x^4+ 2816*a^4*c^3*q*x^4+6080*a^4*c^3*r*x^4+264*a^4*c^2*g^2*x^4+1824*a^4*c^2*g*p*x^4+ 1824*a^4*c^2*g*q*x^4+4120*a^4*c^2*g*r*x^4+1928*a^4*c^2*p^2*x^4+3856*a^4*c^2*p*q *x^4+8240*a^4*c^2*p*r*x^4+1928*a^4*c^2*q^2*x^4+8240*a^4*c^2*q*r*x^4+8248*a^4*c^ 2*r^2*x^4+264*a^4*c*g^2*p*x^4+264*a^4*c*g^2*q*x^4+660*a^4*c*g^2*r*x^4+852*a^4*c *g*p^2*x^4+1704*a^4*c*g*p*q*x^4+3820*a^4*c*g*p*r*x^4+852*a^4*c*g*q^2*x^4+3820*a ^4*c*g*q*r*x^4+4204*a^4*c*g*r^2*x^4+584*a^4*c*p^3*x^4+1752*a^4*c*p^2*q*x^4+3700 *a^4*c*p^2*r*x^4+1752*a^4*c*p*q^2*x^4+7400*a^4*c*p*q*r*x^4+7272*a^4*c*p*r^2*x^4 +584*a^4*c*q^3*x^4+3700*a^4*c*q^2*r*x^4+7272*a^4*c*q*r^2*x^4+4500*a^4*c*r^3*x^4 +66*a^4*g^2*p^2*x^4+132*a^4*g^2*p*q*x^4+330*a^4*g^2*p*r*x^4+66*a^4*g^2*q^2*x^4+ 330*a^4*g^2*q*r*x^4+462*a^4*g^2*r^2*x^4+132*a^4*g*p^3*x^4+396*a^4*g*p^2*q*x^4+ 880*a^4*g*p^2*r*x^4+396*a^4*g*p*q^2*x^4+1760*a^4*g*p*q*r*x^4+1892*a^4*g*p*r^2*x ^4+132*a^4*g*q^3*x^4+880*a^4*g*q^2*r*x^4+1892*a^4*g*q*r^2*x^4+1276*a^4*g*r^3*x^ 4+66*a^4*p^4*x^4+264*a^4*p^3*q*x^4+550*a^4*p^3*r*x^4+396*a^4*p^2*q^2*x^4+1650*a ^4*p^2*q*r*x^4+1588*a^4*p^2*r^2*x^4+264*a^4*p*q^3*x^4+1650*a^4*p*q^2*r*x^4+3176 *a^4*p*q*r^2*x^4+1926*a^4*p*r^3*x^4+66*a^4*q^4*x^4+550*a^4*q^3*r*x^4+1588*a^4*q ^2*r^2*x^4+1926*a^4*q*r^3*x^4+826*a^4*r^4*x^4+640*a^3*b^3*c^2*x^4+640*a^3*b^3*c *p*x^4+640*a^3*b^3*c*q*x^4+1600*a^3*b^3*c*r*x^4+160*a^3*b^3*p^2*x^4+320*a^3*b^3 *p*q*x^4+800*a^3*b^3*p*r*x^4+160*a^3*b^3*q^2*x^4+800*a^3*b^3*q*r*x^4+1120*a^3*b ^3*r^2*x^4+3520*a^3*b^2*c^3*x^4+1440*a^3*b^2*c^2*g*x^4+4960*a^3*b^2*c^2*p*x^4+ 4960*a^3*b^2*c^2*q*x^4+11200*a^3*b^2*c^2*r*x^4+1440*a^3*b^2*c*g*p*x^4+1440*a^3* b^2*c*g*q*x^4+3600*a^3*b^2*c*g*r*x^4+2320*a^3*b^2*c*p^2*x^4+4640*a^3*b^2*c*p*q* x^4+10400*a^3*b^2*c*p*r*x^4+2320*a^3*b^2*c*q^2*x^4+10400*a^3*b^2*c*q*r*x^4+ 11440*a^3*b^2*c*r^2*x^4+360*a^3*b^2*g*p^2*x^4+720*a^3*b^2*g*p*q*x^4+1800*a^3*b^ 2*g*p*r*x^4+360*a^3*b^2*g*q^2*x^4+1800*a^3*b^2*g*q*r*x^4+2520*a^3*b^2*g*r^2*x^4 +360*a^3*b^2*p^3*x^4+1080*a^3*b^2*p^2*q*x^4+2400*a^3*b^2*p^2*r*x^4+1080*a^3*b^2 *p*q^2*x^4+4800*a^3*b^2*p*q*r*x^4+5160*a^3*b^2*p*r^2*x^4+360*a^3*b^2*q^3*x^4+ 2400*a^3*b^2*q^2*r*x^4+5160*a^3*b^2*q*r^2*x^4+3480*a^3*b^2*r^3*x^4+6144*a^3*b*c ^4*x^4+5184*a^3*b*c^3*g*x^4+11264*a^3*b*c^3*p*x^4+11264*a^3*b*c^3*q*x^4+24320*a ^3*b*c^3*r*x^4+1056*a^3*b*c^2*g^2*x^4+7296*a^3*b*c^2*g*p*x^4+7296*a^3*b*c^2*g*q *x^4+16480*a^3*b*c^2*g*r*x^4+7712*a^3*b*c^2*p^2*x^4+15424*a^3*b*c^2*p*q*x^4+ 32960*a^3*b*c^2*p*r*x^4+7712*a^3*b*c^2*q^2*x^4+32960*a^3*b*c^2*q*r*x^4+32992*a^ 3*b*c^2*r^2*x^4+1056*a^3*b*c*g^2*p*x^4+1056*a^3*b*c*g^2*q*x^4+2640*a^3*b*c*g^2* r*x^4+3408*a^3*b*c*g*p^2*x^4+6816*a^3*b*c*g*p*q*x^4+15280*a^3*b*c*g*p*r*x^4+ 3408*a^3*b*c*g*q^2*x^4+15280*a^3*b*c*g*q*r*x^4+16816*a^3*b*c*g*r^2*x^4+2336*a^3 *b*c*p^3*x^4+7008*a^3*b*c*p^2*q*x^4+14800*a^3*b*c*p^2*r*x^4+7008*a^3*b*c*p*q^2* x^4+29600*a^3*b*c*p*q*r*x^4+29088*a^3*b*c*p*r^2*x^4+2336*a^3*b*c*q^3*x^4+14800* a^3*b*c*q^2*r*x^4+29088*a^3*b*c*q*r^2*x^4+18000*a^3*b*c*r^3*x^4+264*a^3*b*g^2*p ^2*x^4+528*a^3*b*g^2*p*q*x^4+1320*a^3*b*g^2*p*r*x^4+264*a^3*b*g^2*q^2*x^4+1320* a^3*b*g^2*q*r*x^4+1848*a^3*b*g^2*r^2*x^4+528*a^3*b*g*p^3*x^4+1584*a^3*b*g*p^2*q *x^4+3520*a^3*b*g*p^2*r*x^4+1584*a^3*b*g*p*q^2*x^4+7040*a^3*b*g*p*q*r*x^4+7568* a^3*b*g*p*r^2*x^4+528*a^3*b*g*q^3*x^4+3520*a^3*b*g*q^2*r*x^4+7568*a^3*b*g*q*r^2 *x^4+5104*a^3*b*g*r^3*x^4+264*a^3*b*p^4*x^4+1056*a^3*b*p^3*q*x^4+2200*a^3*b*p^3 *r*x^4+1584*a^3*b*p^2*q^2*x^4+6600*a^3*b*p^2*q*r*x^4+6352*a^3*b*p^2*r^2*x^4+ 1056*a^3*b*p*q^3*x^4+6600*a^3*b*p*q^2*r*x^4+12704*a^3*b*p*q*r^2*x^4+7704*a^3*b* p*r^3*x^4+264*a^3*b*q^4*x^4+2200*a^3*b*q^3*r*x^4+6352*a^3*b*q^2*r^2*x^4+7704*a^ 3*b*q*r^3*x^4+3304*a^3*b*r^4*x^4+3424*a^3*c^5*x^4+4432*a^3*c^4*g*x^4+7760*a^3*c ^4*p*x^4+7760*a^3*c^4*q*x^4+16400*a^3*c^4*r*x^4+1864*a^3*c^3*g^2*x^4+8112*a^3*c ^3*g*p*x^4+8112*a^3*c^3*g*q*x^4+17520*a^3*c^3*g*r*x^4+7008*a^3*c^3*p^2*x^4+ 14016*a^3*c^3*p*q*x^4+29280*a^3*c^3*p*r*x^4+7008*a^3*c^3*q^2*x^4+29280*a^3*c^3* q*r*x^4+28128*a^3*c^3*r^2*x^4+252*a^3*c^2*g^3*x^4+2620*a^3*c^2*g^2*p*x^4+2620*a ^3*c^2*g^2*q*x^4+5920*a^3*c^2*g^2*r*x^4+5544*a^3*c^2*g*p^2*x^4+11088*a^3*c^2*g* p*q*x^4+23700*a^3*c^2*g*p*r*x^4+5544*a^3*c^2*g*q^2*x^4+23700*a^3*c^2*g*q*r*x^4+ 23736*a^3*c^2*g*r^2*x^4+3152*a^3*c^2*p^3*x^4+9456*a^3*c^2*p^2*q*x^4+19500*a^3*c ^2*p^2*r*x^4+9456*a^3*c^2*p*q^2*x^4+39000*a^3*c^2*p*q*r*x^4+36816*a^3*c^2*p*r^2 *x^4+3152*a^3*c^2*q^3*x^4+19500*a^3*c^2*q^2*r*x^4+36816*a^3*c^2*q*r^2*x^4+21852 *a^3*c^2*r^3*x^4+252*a^3*c*g^3*p*x^4+252*a^3*c*g^3*q*x^4+630*a^3*c*g^3*r*x^4+ 1222*a^3*c*g^2*p^2*x^4+2444*a^3*c*g^2*p*q*x^4+5480*a^3*c*g^2*p*r*x^4+1222*a^3*c *g^2*q^2*x^4+5480*a^3*c*g^2*q*r*x^4+6034*a^3*c*g^2*r^2*x^4+1676*a^3*c*g*p^3*x^4 +5028*a^3*c*g*p^2*q*x^4+10620*a^3*c*g*p^2*r*x^4+5028*a^3*c*g*p*q^2*x^4+21240*a^ 3*c*g*p*q*r*x^4+20880*a^3*c*g*p*r^2*x^4+1676*a^3*c*g*q^3*x^4+10620*a^3*c*g*q^2* r*x^4+20880*a^3*c*g*q*r^2*x^4+12926*a^3*c*g*r^3*x^4+706*a^3*c*p^4*x^4+2824*a^3* c*p^3*q*x^4+5740*a^3*c*p^3*r*x^4+4236*a^3*c*p^2*q^2*x^4+17220*a^3*c*p^2*q*r*x^4 +15936*a^3*c*p^2*r^2*x^4+2824*a^3*c*p*q^3*x^4+17220*a^3*c*p*q^2*r*x^4+31872*a^3 *c*p*q*r^2*x^4+18552*a^3*c*p*r^3*x^4+706*a^3*c*q^4*x^4+5740*a^3*c*q^3*r*x^4+ 15936*a^3*c*q^2*r^2*x^4+18552*a^3*c*q*r^3*x^4+7682*a^3*c*r^4*x^4+63*a^3*g^3*p^2 *x^4+126*a^3*g^3*p*q*x^4+315*a^3*g^3*p*r*x^4+63*a^3*g^3*q^2*x^4+315*a^3*g^3*q*r *x^4+441*a^3*g^3*r^2*x^4+189*a^3*g^2*p^3*x^4+567*a^3*g^2*p^2*q*x^4+1260*a^3*g^2 *p^2*r*x^4+567*a^3*g^2*p*q^2*x^4+2520*a^3*g^2*p*q*r*x^4+2709*a^3*g^2*p*r^2*x^4+ 189*a^3*g^2*q^3*x^4+1260*a^3*g^2*q^2*r*x^4+2709*a^3*g^2*q*r^2*x^4+1827*a^3*g^2* r^3*x^4+189*a^3*g*p^4*x^4+756*a^3*g*p^3*q*x^4+1575*a^3*g*p^3*r*x^4+1134*a^3*g*p ^2*q^2*x^4+4725*a^3*g*p^2*q*r*x^4+4548*a^3*g*p^2*r^2*x^4+756*a^3*g*p*q^3*x^4+ 4725*a^3*g*p*q^2*r*x^4+9096*a^3*g*p*q*r^2*x^4+5517*a^3*g*p*r^3*x^4+189*a^3*g*q^ 4*x^4+1575*a^3*g*q^3*r*x^4+4548*a^3*g*q^2*r^2*x^4+5517*a^3*g*q*r^3*x^4+2367*a^3 *g*r^4*x^4+63*a^3*p^5*x^4+315*a^3*p^4*q*x^4+630*a^3*p^4*r*x^4+630*a^3*p^3*q^2*x ^4+2520*a^3*p^3*q*r*x^4+2280*a^3*p^3*r^2*x^4+630*a^3*p^2*q^3*x^4+3780*a^3*p^2*q ^2*r*x^4+6840*a^3*p^2*q*r^2*x^4+3891*a^3*p^2*r^3*x^4+315*a^3*p*q^4*x^4+2520*a^3 *p*q^3*r*x^4+6840*a^3*p*q^2*r^2*x^4+7782*a^3*p*q*r^3*x^4+3159*a^3*p*r^4*x^4+63* a^3*q^5*x^4+630*a^3*q^4*r*x^4+2280*a^3*q^3*r^2*x^4+3891*a^3*q^2*r^3*x^4+3159*a^ 3*q*r^4*x^4+981*a^3*r^5*x^4+480*a^2*b^4*c^2*x^4+480*a^2*b^4*c*p*x^4+480*a^2*b^4 *c*q*x^4+1200*a^2*b^4*c*r*x^4+120*a^2*b^4*p^2*x^4+240*a^2*b^4*p*q*x^4+600*a^2*b ^4*p*r*x^4+120*a^2*b^4*q^2*x^4+600*a^2*b^4*q*r*x^4+840*a^2*b^4*r^2*x^4+3520*a^2 *b^3*c^3*x^4+1440*a^2*b^3*c^2*g*x^4+4960*a^2*b^3*c^2*p*x^4+4960*a^2*b^3*c^2*q*x ^4+11200*a^2*b^3*c^2*r*x^4+1440*a^2*b^3*c*g*p*x^4+1440*a^2*b^3*c*g*q*x^4+3600*a ^2*b^3*c*g*r*x^4+2320*a^2*b^3*c*p^2*x^4+4640*a^2*b^3*c*p*q*x^4+10400*a^2*b^3*c* p*r*x^4+2320*a^2*b^3*c*q^2*x^4+10400*a^2*b^3*c*q*r*x^4+11440*a^2*b^3*c*r^2*x^4+ 360*a^2*b^3*g*p^2*x^4+720*a^2*b^3*g*p*q*x^4+1800*a^2*b^3*g*p*r*x^4+360*a^2*b^3* g*q^2*x^4+1800*a^2*b^3*g*q*r*x^4+2520*a^2*b^3*g*r^2*x^4+360*a^2*b^3*p^3*x^4+ 1080*a^2*b^3*p^2*q*x^4+2400*a^2*b^3*p^2*r*x^4+1080*a^2*b^3*p*q^2*x^4+4800*a^2*b ^3*p*q*r*x^4+5160*a^2*b^3*p*r^2*x^4+360*a^2*b^3*q^3*x^4+2400*a^2*b^3*q^2*r*x^4+ 5160*a^2*b^3*q*r^2*x^4+3480*a^2*b^3*r^3*x^4+9216*a^2*b^2*c^4*x^4+7776*a^2*b^2*c ^3*g*x^4+16896*a^2*b^2*c^3*p*x^4+16896*a^2*b^2*c^3*q*x^4+36480*a^2*b^2*c^3*r*x^ 4+1584*a^2*b^2*c^2*g^2*x^4+10944*a^2*b^2*c^2*g*p*x^4+10944*a^2*b^2*c^2*g*q*x^4+ 24720*a^2*b^2*c^2*g*r*x^4+11568*a^2*b^2*c^2*p^2*x^4+23136*a^2*b^2*c^2*p*q*x^4+ 49440*a^2*b^2*c^2*p*r*x^4+11568*a^2*b^2*c^2*q^2*x^4+49440*a^2*b^2*c^2*q*r*x^4+ 49488*a^2*b^2*c^2*r^2*x^4+1584*a^2*b^2*c*g^2*p*x^4+1584*a^2*b^2*c*g^2*q*x^4+ 3960*a^2*b^2*c*g^2*r*x^4+5112*a^2*b^2*c*g*p^2*x^4+10224*a^2*b^2*c*g*p*q*x^4+ 22920*a^2*b^2*c*g*p*r*x^4+5112*a^2*b^2*c*g*q^2*x^4+22920*a^2*b^2*c*g*q*r*x^4+ 25224*a^2*b^2*c*g*r^2*x^4+3504*a^2*b^2*c*p^3*x^4+10512*a^2*b^2*c*p^2*q*x^4+ 22200*a^2*b^2*c*p^2*r*x^4+10512*a^2*b^2*c*p*q^2*x^4+44400*a^2*b^2*c*p*q*r*x^4+ 43632*a^2*b^2*c*p*r^2*x^4+3504*a^2*b^2*c*q^3*x^4+22200*a^2*b^2*c*q^2*r*x^4+ 43632*a^2*b^2*c*q*r^2*x^4+27000*a^2*b^2*c*r^3*x^4+396*a^2*b^2*g^2*p^2*x^4+792*a ^2*b^2*g^2*p*q*x^4+1980*a^2*b^2*g^2*p*r*x^4+396*a^2*b^2*g^2*q^2*x^4+1980*a^2*b^ 2*g^2*q*r*x^4+2772*a^2*b^2*g^2*r^2*x^4+792*a^2*b^2*g*p^3*x^4+2376*a^2*b^2*g*p^2 *q*x^4+5280*a^2*b^2*g*p^2*r*x^4+2376*a^2*b^2*g*p*q^2*x^4+10560*a^2*b^2*g*p*q*r* x^4+11352*a^2*b^2*g*p*r^2*x^4+792*a^2*b^2*g*q^3*x^4+5280*a^2*b^2*g*q^2*r*x^4+ 11352*a^2*b^2*g*q*r^2*x^4+7656*a^2*b^2*g*r^3*x^4+396*a^2*b^2*p^4*x^4+1584*a^2*b ^2*p^3*q*x^4+3300*a^2*b^2*p^3*r*x^4+2376*a^2*b^2*p^2*q^2*x^4+9900*a^2*b^2*p^2*q *r*x^4+9528*a^2*b^2*p^2*r^2*x^4+1584*a^2*b^2*p*q^3*x^4+9900*a^2*b^2*p*q^2*r*x^4 +19056*a^2*b^2*p*q*r^2*x^4+11556*a^2*b^2*p*r^3*x^4+396*a^2*b^2*q^4*x^4+3300*a^2 *b^2*q^3*r*x^4+9528*a^2*b^2*q^2*r^2*x^4+11556*a^2*b^2*q*r^3*x^4+4956*a^2*b^2*r^ 4*x^4+10272*a^2*b*c^5*x^4+13296*a^2*b*c^4*g*x^4+23280*a^2*b*c^4*p*x^4+23280*a^2 *b*c^4*q*x^4+49200*a^2*b*c^4*r*x^4+5592*a^2*b*c^3*g^2*x^4+24336*a^2*b*c^3*g*p*x ^4+24336*a^2*b*c^3*g*q*x^4+52560*a^2*b*c^3*g*r*x^4+21024*a^2*b*c^3*p^2*x^4+ 42048*a^2*b*c^3*p*q*x^4+87840*a^2*b*c^3*p*r*x^4+21024*a^2*b*c^3*q^2*x^4+87840*a ^2*b*c^3*q*r*x^4+84384*a^2*b*c^3*r^2*x^4+756*a^2*b*c^2*g^3*x^4+7860*a^2*b*c^2*g ^2*p*x^4+7860*a^2*b*c^2*g^2*q*x^4+17760*a^2*b*c^2*g^2*r*x^4+16632*a^2*b*c^2*g*p ^2*x^4+33264*a^2*b*c^2*g*p*q*x^4+71100*a^2*b*c^2*g*p*r*x^4+16632*a^2*b*c^2*g*q^ 2*x^4+71100*a^2*b*c^2*g*q*r*x^4+71208*a^2*b*c^2*g*r^2*x^4+9456*a^2*b*c^2*p^3*x^ 4+28368*a^2*b*c^2*p^2*q*x^4+58500*a^2*b*c^2*p^2*r*x^4+28368*a^2*b*c^2*p*q^2*x^4 +117000*a^2*b*c^2*p*q*r*x^4+110448*a^2*b*c^2*p*r^2*x^4+9456*a^2*b*c^2*q^3*x^4+ 58500*a^2*b*c^2*q^2*r*x^4+110448*a^2*b*c^2*q*r^2*x^4+65556*a^2*b*c^2*r^3*x^4+ 756*a^2*b*c*g^3*p*x^4+756*a^2*b*c*g^3*q*x^4+1890*a^2*b*c*g^3*r*x^4+3666*a^2*b*c *g^2*p^2*x^4+7332*a^2*b*c*g^2*p*q*x^4+16440*a^2*b*c*g^2*p*r*x^4+3666*a^2*b*c*g^ 2*q^2*x^4+16440*a^2*b*c*g^2*q*r*x^4+18102*a^2*b*c*g^2*r^2*x^4+5028*a^2*b*c*g*p^ 3*x^4+15084*a^2*b*c*g*p^2*q*x^4+31860*a^2*b*c*g*p^2*r*x^4+15084*a^2*b*c*g*p*q^2 *x^4+63720*a^2*b*c*g*p*q*r*x^4+62640*a^2*b*c*g*p*r^2*x^4+5028*a^2*b*c*g*q^3*x^4 +31860*a^2*b*c*g*q^2*r*x^4+62640*a^2*b*c*g*q*r^2*x^4+38778*a^2*b*c*g*r^3*x^4+ 2118*a^2*b*c*p^4*x^4+8472*a^2*b*c*p^3*q*x^4+17220*a^2*b*c*p^3*r*x^4+12708*a^2*b *c*p^2*q^2*x^4+51660*a^2*b*c*p^2*q*r*x^4+47808*a^2*b*c*p^2*r^2*x^4+8472*a^2*b*c *p*q^3*x^4+51660*a^2*b*c*p*q^2*r*x^4+95616*a^2*b*c*p*q*r^2*x^4+55656*a^2*b*c*p* r^3*x^4+2118*a^2*b*c*q^4*x^4+17220*a^2*b*c*q^3*r*x^4+47808*a^2*b*c*q^2*r^2*x^4+ 55656*a^2*b*c*q*r^3*x^4+23046*a^2*b*c*r^4*x^4+189*a^2*b*g^3*p^2*x^4+378*a^2*b*g ^3*p*q*x^4+945*a^2*b*g^3*p*r*x^4+189*a^2*b*g^3*q^2*x^4+945*a^2*b*g^3*q*r*x^4+ 1323*a^2*b*g^3*r^2*x^4+567*a^2*b*g^2*p^3*x^4+1701*a^2*b*g^2*p^2*q*x^4+3780*a^2* b*g^2*p^2*r*x^4+1701*a^2*b*g^2*p*q^2*x^4+7560*a^2*b*g^2*p*q*r*x^4+8127*a^2*b*g^ 2*p*r^2*x^4+567*a^2*b*g^2*q^3*x^4+3780*a^2*b*g^2*q^2*r*x^4+8127*a^2*b*g^2*q*r^2 *x^4+5481*a^2*b*g^2*r^3*x^4+567*a^2*b*g*p^4*x^4+2268*a^2*b*g*p^3*q*x^4+4725*a^2 *b*g*p^3*r*x^4+3402*a^2*b*g*p^2*q^2*x^4+14175*a^2*b*g*p^2*q*r*x^4+13644*a^2*b*g *p^2*r^2*x^4+2268*a^2*b*g*p*q^3*x^4+14175*a^2*b*g*p*q^2*r*x^4+27288*a^2*b*g*p*q *r^2*x^4+16551*a^2*b*g*p*r^3*x^4+567*a^2*b*g*q^4*x^4+4725*a^2*b*g*q^3*r*x^4+ 13644*a^2*b*g*q^2*r^2*x^4+16551*a^2*b*g*q*r^3*x^4+7101*a^2*b*g*r^4*x^4+189*a^2* b*p^5*x^4+945*a^2*b*p^4*q*x^4+1890*a^2*b*p^4*r*x^4+1890*a^2*b*p^3*q^2*x^4+7560* a^2*b*p^3*q*r*x^4+6840*a^2*b*p^3*r^2*x^4+1890*a^2*b*p^2*q^3*x^4+11340*a^2*b*p^2 *q^2*r*x^4+20520*a^2*b*p^2*q*r^2*x^4+11673*a^2*b*p^2*r^3*x^4+945*a^2*b*p*q^4*x^ 4+7560*a^2*b*p*q^3*r*x^4+20520*a^2*b*p*q^2*r^2*x^4+23346*a^2*b*p*q*r^3*x^4+9477 *a^2*b*p*r^4*x^4+189*a^2*b*q^5*x^4+1890*a^2*b*q^4*r*x^4+6840*a^2*b*q^3*r^2*x^4+ 11673*a^2*b*q^2*r^3*x^4+9477*a^2*b*q*r^4*x^4+2943*a^2*b*r^5*x^4+4128*a^2*c^6*x^ 4+7248*a^2*c^5*g*x^4+11168*a^2*c^5*p*x^4+11168*a^2*c^5*q*x^4+23360*a^2*c^5*r*x^ 4+4680*a^2*c^4*g^2*x^4+16400*a^2*c^4*g*p*x^4+16400*a^2*c^4*g*q*x^4+34680*a^2*c^ 4*g*r*x^4+12544*a^2*c^4*p^2*x^4+25088*a^2*c^4*p*q*x^4+51840*a^2*c^4*p*r*x^4+ 12544*a^2*c^4*q^2*x^4+51840*a^2*c^4*q*r*x^4+48864*a^2*c^4*r^2*x^4+1308*a^2*c^3* g^3*x^4+8552*a^2*c^3*g^2*p*x^4+8552*a^2*c^3*g^2*q*x^4+18480*a^2*c^3*g^2*r*x^4+ 14784*a^2*c^3*g*p^2*x^4+29568*a^2*c^3*g*p*q*x^4+61800*a^2*c^3*g*p*r*x^4+14784*a ^2*c^3*g*q^2*x^4+61800*a^2*c^3*g*q*r*x^4+59392*a^2*c^3*g*r^2*x^4+7488*a^2*c^3*p ^3*x^4+22464*a^2*c^3*p^2*q*x^4+45800*a^2*c^3*p^2*r*x^4+22464*a^2*c^3*p*q^2*x^4+ 91600*a^2*c^3*p*q*r*x^4+84864*a^2*c^3*p*r^2*x^4+7488*a^2*c^3*q^3*x^4+45800*a^2* c^3*q^2*r*x^4+84864*a^2*c^3*q*r^2*x^4+49368*a^2*c^3*r^3*x^4+132*a^2*c^2*g^4*x^4 +1836*a^2*c^2*g^3*p*x^4+1836*a^2*c^2*g^3*q*x^4+4150*a^2*c^2*g^3*r*x^4+5834*a^2* c^2*g^2*p^2*x^4+11668*a^2*c^2*g^2*p*q*x^4+24950*a^2*c^2*g^2*p*r*x^4+5834*a^2*c^ 2*g^2*q^2*x^4+24950*a^2*c^2*g^2*q*r*x^4+25006*a^2*c^2*g^2*r^2*x^4+6636*a^2*c^2* g*p^3*x^4+19908*a^2*c^2*g*p^2*q*x^4+41070*a^2*c^2*g*p^2*r*x^4+19908*a^2*c^2*g*p *q^2*x^4+82140*a^2*c^2*g*p*q*r*x^4+77568*a^2*c^2*g*p*r^2*x^4+6636*a^2*c^2*g*q^3 *x^4+41070*a^2*c^2*g*q^2*r*x^4+77568*a^2*c^2*g*q*r^2*x^4+46052*a^2*c^2*g*r^3*x^ 4+2506*a^2*c^2*p^4*x^4+10024*a^2*c^2*p^3*q*x^4+20140*a^2*c^2*p^3*r*x^4+15036*a^ 2*c^2*p^2*q^2*x^4+60420*a^2*c^2*p^2*q*r*x^4+54912*a^2*c^2*p^2*r^2*x^4+10024*a^2 *c^2*p*q^3*x^4+60420*a^2*c^2*p*q^2*r*x^4+109824*a^2*c^2*p*q*r^2*x^4+62688*a^2*c ^2*p*r^3*x^4+2506*a^2*c^2*q^4*x^4+20140*a^2*c^2*q^3*r*x^4+54912*a^2*c^2*q^2*r^2 *x^4+62688*a^2*c^2*q*r^3*x^4+25514*a^2*c^2*r^4*x^4+132*a^2*c*g^4*p*x^4+132*a^2* c*g^4*q*x^4+330*a^2*c*g^4*r*x^4+855*a^2*c*g^3*p^2*x^4+1710*a^2*c*g^3*p*q*x^4+ 3835*a^2*c*g^3*p*r*x^4+855*a^2*c*g^3*q^2*x^4+3835*a^2*c*g^3*q*r*x^4+4225*a^2*c* g^3*r^2*x^4+1760*a^2*c*g^2*p^3*x^4+5280*a^2*c*g^2*p^2*q*x^4+11155*a^2*c*g^2*p^2 *r*x^4+5280*a^2*c*g^2*p*q^2*x^4+22310*a^2*c*g^2*p*q*r*x^4+21942*a^2*c*g^2*p*r^2 *x^4+1760*a^2*c*g^2*q^3*x^4+11155*a^2*c*g^2*q^2*r*x^4+21942*a^2*c*g^2*q*r^2*x^4 +13590*a^2*c*g^2*r^3*x^4+1483*a^2*c*g*p^4*x^4+5932*a^2*c*g*p^3*q*x^4+12060*a^2* c*g*p^3*r*x^4+8898*a^2*c*g*p^2*q^2*x^4+36180*a^2*c*g*p^2*q*r*x^4+33492*a^2*c*g* p^2*r^2*x^4+5932*a^2*c*g*p*q^3*x^4+36180*a^2*c*g*p*q^2*r*x^4+66984*a^2*c*g*p*q* r^2*x^4+39000*a^2*c*g*p*r^3*x^4+1483*a^2*c*g*q^4*x^4+12060*a^2*c*g*q^3*r*x^4+ 33492*a^2*c*g*q^2*r^2*x^4+39000*a^2*c*g*q*r^3*x^4+16155*a^2*c*g*r^4*x^4+446*a^2 *c*p^5*x^4+2230*a^2*c*p^4*q*x^4+4410*a^2*c*p^4*r*x^4+4460*a^2*c*p^3*q^2*x^4+ 17640*a^2*c*p^3*q*r*x^4+15696*a^2*c*p^3*r^2*x^4+4460*a^2*c*p^2*q^3*x^4+26460*a^ 2*c*p^2*q^2*r*x^4+47088*a^2*c*p^2*q*r^2*x^4+26304*a^2*c*p^2*r^3*x^4+2230*a^2*c* p*q^4*x^4+17640*a^2*c*p*q^3*r*x^4+47088*a^2*c*p*q^2*r^2*x^4+52608*a^2*c*p*q*r^3 *x^4+21006*a^2*c*p*r^4*x^4+446*a^2*c*q^5*x^4+4410*a^2*c*q^4*r*x^4+15696*a^2*c*q ^3*r^2*x^4+26304*a^2*c*q^2*r^3*x^4+21006*a^2*c*q*r^4*x^4+6434*a^2*c*r^5*x^4+33* a^2*g^4*p^2*x^4+66*a^2*g^4*p*q*x^4+165*a^2*g^4*p*r*x^4+33*a^2*g^4*q^2*x^4+165*a ^2*g^4*q*r*x^4+231*a^2*g^4*r^2*x^4+132*a^2*g^3*p^3*x^4+396*a^2*g^3*p^2*q*x^4+ 880*a^2*g^3*p^2*r*x^4+396*a^2*g^3*p*q^2*x^4+1760*a^2*g^3*p*q*r*x^4+1892*a^2*g^3 *p*r^2*x^4+132*a^2*g^3*q^3*x^4+880*a^2*g^3*q^2*r*x^4+1892*a^2*g^3*q*r^2*x^4+ 1276*a^2*g^3*r^3*x^4+198*a^2*g^2*p^4*x^4+792*a^2*g^2*p^3*q*x^4+1650*a^2*g^2*p^3 *r*x^4+1188*a^2*g^2*p^2*q^2*x^4+4950*a^2*g^2*p^2*q*r*x^4+4765*a^2*g^2*p^2*r^2*x ^4+792*a^2*g^2*p*q^3*x^4+4950*a^2*g^2*p*q^2*r*x^4+9530*a^2*g^2*p*q*r^2*x^4+5781 *a^2*g^2*p*r^3*x^4+198*a^2*g^2*q^4*x^4+1650*a^2*g^2*q^3*r*x^4+4765*a^2*g^2*q^2* r^2*x^4+5781*a^2*g^2*q*r^3*x^4+2481*a^2*g^2*r^4*x^4+132*a^2*g*p^5*x^4+660*a^2*g *p^4*q*x^4+1320*a^2*g*p^4*r*x^4+1320*a^2*g*p^3*q^2*x^4+5280*a^2*g*p^3*q*r*x^4+ 4778*a^2*g*p^3*r^2*x^4+1320*a^2*g*p^2*q^3*x^4+7920*a^2*g*p^2*q^2*r*x^4+14334*a^ 2*g*p^2*q*r^2*x^4+8156*a^2*g*p^2*r^3*x^4+660*a^2*g*p*q^4*x^4+5280*a^2*g*p*q^3*r *x^4+14334*a^2*g*p*q^2*r^2*x^4+16312*a^2*g*p*q*r^3*x^4+6624*a^2*g*p*r^4*x^4+132 *a^2*g*q^5*x^4+1320*a^2*g*q^4*r*x^4+4778*a^2*g*q^3*r^2*x^4+8156*a^2*g*q^2*r^3*x ^4+6624*a^2*g*q*r^4*x^4+2058*a^2*g*r^5*x^4+33*a^2*p^6*x^4+198*a^2*p^5*q*x^4+385 *a^2*p^5*r*x^4+495*a^2*p^4*q^2*x^4+1925*a^2*p^4*q*r*x^4+1674*a^2*p^4*r^2*x^4+ 660*a^2*p^3*q^3*x^4+3850*a^2*p^3*q^2*r*x^4+6696*a^2*p^3*q*r^2*x^4+3651*a^2*p^3* r^3*x^4+495*a^2*p^2*q^4*x^4+3850*a^2*p^2*q^3*r*x^4+10044*a^2*p^2*q^2*r^2*x^4+ 10953*a^2*p^2*q*r^3*x^4+4277*a^2*p^2*r^4*x^4+198*a^2*p*q^5*x^4+1925*a^2*p*q^4*r *x^4+6696*a^2*p*q^3*r^2*x^4+10953*a^2*p*q^2*r^3*x^4+8554*a^2*p*q*r^4*x^4+2570*a ^2*p*r^5*x^4+33*a^2*q^6*x^4+385*a^2*q^5*r*x^4+1674*a^2*q^4*r^2*x^4+3651*a^2*q^3 *r^3*x^4+4277*a^2*q^2*r^4*x^4+2570*a^2*q*r^5*x^4+622*a^2*r^6*x^4+192*a*b^5*c^2* x^4+192*a*b^5*c*p*x^4+192*a*b^5*c*q*x^4+480*a*b^5*c*r*x^4+48*a*b^5*p^2*x^4+96*a *b^5*p*q*x^4+240*a*b^5*p*r*x^4+48*a*b^5*q^2*x^4+240*a*b^5*q*r*x^4+336*a*b^5*r^2 *x^4+1760*a*b^4*c^3*x^4+720*a*b^4*c^2*g*x^4+2480*a*b^4*c^2*p*x^4+2480*a*b^4*c^2 *q*x^4+5600*a*b^4*c^2*r*x^4+720*a*b^4*c*g*p*x^4+720*a*b^4*c*g*q*x^4+1800*a*b^4* c*g*r*x^4+1160*a*b^4*c*p^2*x^4+2320*a*b^4*c*p*q*x^4+5200*a*b^4*c*p*r*x^4+1160*a *b^4*c*q^2*x^4+5200*a*b^4*c*q*r*x^4+5720*a*b^4*c*r^2*x^4+180*a*b^4*g*p^2*x^4+ 360*a*b^4*g*p*q*x^4+900*a*b^4*g*p*r*x^4+180*a*b^4*g*q^2*x^4+900*a*b^4*g*q*r*x^4 +1260*a*b^4*g*r^2*x^4+180*a*b^4*p^3*x^4+540*a*b^4*p^2*q*x^4+1200*a*b^4*p^2*r*x^ 4+540*a*b^4*p*q^2*x^4+2400*a*b^4*p*q*r*x^4+2580*a*b^4*p*r^2*x^4+180*a*b^4*q^3*x ^4+1200*a*b^4*q^2*r*x^4+2580*a*b^4*q*r^2*x^4+1740*a*b^4*r^3*x^4+6144*a*b^3*c^4* x^4+5184*a*b^3*c^3*g*x^4+11264*a*b^3*c^3*p*x^4+11264*a*b^3*c^3*q*x^4+24320*a*b^ 3*c^3*r*x^4+1056*a*b^3*c^2*g^2*x^4+7296*a*b^3*c^2*g*p*x^4+7296*a*b^3*c^2*g*q*x^ 4+16480*a*b^3*c^2*g*r*x^4+7712*a*b^3*c^2*p^2*x^4+15424*a*b^3*c^2*p*q*x^4+32960* a*b^3*c^2*p*r*x^4+7712*a*b^3*c^2*q^2*x^4+32960*a*b^3*c^2*q*r*x^4+32992*a*b^3*c^ 2*r^2*x^4+1056*a*b^3*c*g^2*p*x^4+1056*a*b^3*c*g^2*q*x^4+2640*a*b^3*c*g^2*r*x^4+ 3408*a*b^3*c*g*p^2*x^4+6816*a*b^3*c*g*p*q*x^4+15280*a*b^3*c*g*p*r*x^4+3408*a*b^ 3*c*g*q^2*x^4+15280*a*b^3*c*g*q*r*x^4+16816*a*b^3*c*g*r^2*x^4+2336*a*b^3*c*p^3* x^4+7008*a*b^3*c*p^2*q*x^4+14800*a*b^3*c*p^2*r*x^4+7008*a*b^3*c*p*q^2*x^4+29600 *a*b^3*c*p*q*r*x^4+29088*a*b^3*c*p*r^2*x^4+2336*a*b^3*c*q^3*x^4+14800*a*b^3*c*q ^2*r*x^4+29088*a*b^3*c*q*r^2*x^4+18000*a*b^3*c*r^3*x^4+264*a*b^3*g^2*p^2*x^4+ 528*a*b^3*g^2*p*q*x^4+1320*a*b^3*g^2*p*r*x^4+264*a*b^3*g^2*q^2*x^4+1320*a*b^3*g ^2*q*r*x^4+1848*a*b^3*g^2*r^2*x^4+528*a*b^3*g*p^3*x^4+1584*a*b^3*g*p^2*q*x^4+ 3520*a*b^3*g*p^2*r*x^4+1584*a*b^3*g*p*q^2*x^4+7040*a*b^3*g*p*q*r*x^4+7568*a*b^3 *g*p*r^2*x^4+528*a*b^3*g*q^3*x^4+3520*a*b^3*g*q^2*r*x^4+7568*a*b^3*g*q*r^2*x^4+ 5104*a*b^3*g*r^3*x^4+264*a*b^3*p^4*x^4+1056*a*b^3*p^3*q*x^4+2200*a*b^3*p^3*r*x^ 4+1584*a*b^3*p^2*q^2*x^4+6600*a*b^3*p^2*q*r*x^4+6352*a*b^3*p^2*r^2*x^4+1056*a*b ^3*p*q^3*x^4+6600*a*b^3*p*q^2*r*x^4+12704*a*b^3*p*q*r^2*x^4+7704*a*b^3*p*r^3*x^ 4+264*a*b^3*q^4*x^4+2200*a*b^3*q^3*r*x^4+6352*a*b^3*q^2*r^2*x^4+7704*a*b^3*q*r^ 3*x^4+3304*a*b^3*r^4*x^4+10272*a*b^2*c^5*x^4+13296*a*b^2*c^4*g*x^4+23280*a*b^2* c^4*p*x^4+23280*a*b^2*c^4*q*x^4+49200*a*b^2*c^4*r*x^4+5592*a*b^2*c^3*g^2*x^4+ 24336*a*b^2*c^3*g*p*x^4+24336*a*b^2*c^3*g*q*x^4+52560*a*b^2*c^3*g*r*x^4+21024*a *b^2*c^3*p^2*x^4+42048*a*b^2*c^3*p*q*x^4+87840*a*b^2*c^3*p*r*x^4+21024*a*b^2*c^ 3*q^2*x^4+87840*a*b^2*c^3*q*r*x^4+84384*a*b^2*c^3*r^2*x^4+756*a*b^2*c^2*g^3*x^4 +7860*a*b^2*c^2*g^2*p*x^4+7860*a*b^2*c^2*g^2*q*x^4+17760*a*b^2*c^2*g^2*r*x^4+ 16632*a*b^2*c^2*g*p^2*x^4+33264*a*b^2*c^2*g*p*q*x^4+71100*a*b^2*c^2*g*p*r*x^4+ 16632*a*b^2*c^2*g*q^2*x^4+71100*a*b^2*c^2*g*q*r*x^4+71208*a*b^2*c^2*g*r^2*x^4+ 9456*a*b^2*c^2*p^3*x^4+28368*a*b^2*c^2*p^2*q*x^4+58500*a*b^2*c^2*p^2*r*x^4+ 28368*a*b^2*c^2*p*q^2*x^4+117000*a*b^2*c^2*p*q*r*x^4+110448*a*b^2*c^2*p*r^2*x^4 +9456*a*b^2*c^2*q^3*x^4+58500*a*b^2*c^2*q^2*r*x^4+110448*a*b^2*c^2*q*r^2*x^4+ 65556*a*b^2*c^2*r^3*x^4+756*a*b^2*c*g^3*p*x^4+756*a*b^2*c*g^3*q*x^4+1890*a*b^2* c*g^3*r*x^4+3666*a*b^2*c*g^2*p^2*x^4+7332*a*b^2*c*g^2*p*q*x^4+16440*a*b^2*c*g^2 *p*r*x^4+3666*a*b^2*c*g^2*q^2*x^4+16440*a*b^2*c*g^2*q*r*x^4+18102*a*b^2*c*g^2*r ^2*x^4+5028*a*b^2*c*g*p^3*x^4+15084*a*b^2*c*g*p^2*q*x^4+31860*a*b^2*c*g*p^2*r*x ^4+15084*a*b^2*c*g*p*q^2*x^4+63720*a*b^2*c*g*p*q*r*x^4+62640*a*b^2*c*g*p*r^2*x^ 4+5028*a*b^2*c*g*q^3*x^4+31860*a*b^2*c*g*q^2*r*x^4+62640*a*b^2*c*g*q*r^2*x^4+ 38778*a*b^2*c*g*r^3*x^4+2118*a*b^2*c*p^4*x^4+8472*a*b^2*c*p^3*q*x^4+17220*a*b^2 *c*p^3*r*x^4+12708*a*b^2*c*p^2*q^2*x^4+51660*a*b^2*c*p^2*q*r*x^4+47808*a*b^2*c* p^2*r^2*x^4+8472*a*b^2*c*p*q^3*x^4+51660*a*b^2*c*p*q^2*r*x^4+95616*a*b^2*c*p*q* r^2*x^4+55656*a*b^2*c*p*r^3*x^4+2118*a*b^2*c*q^4*x^4+17220*a*b^2*c*q^3*r*x^4+ 47808*a*b^2*c*q^2*r^2*x^4+55656*a*b^2*c*q*r^3*x^4+23046*a*b^2*c*r^4*x^4+189*a*b ^2*g^3*p^2*x^4+378*a*b^2*g^3*p*q*x^4+945*a*b^2*g^3*p*r*x^4+189*a*b^2*g^3*q^2*x^ 4+945*a*b^2*g^3*q*r*x^4+1323*a*b^2*g^3*r^2*x^4+567*a*b^2*g^2*p^3*x^4+1701*a*b^2 *g^2*p^2*q*x^4+3780*a*b^2*g^2*p^2*r*x^4+1701*a*b^2*g^2*p*q^2*x^4+7560*a*b^2*g^2 *p*q*r*x^4+8127*a*b^2*g^2*p*r^2*x^4+567*a*b^2*g^2*q^3*x^4+3780*a*b^2*g^2*q^2*r* x^4+8127*a*b^2*g^2*q*r^2*x^4+5481*a*b^2*g^2*r^3*x^4+567*a*b^2*g*p^4*x^4+2268*a* b^2*g*p^3*q*x^4+4725*a*b^2*g*p^3*r*x^4+3402*a*b^2*g*p^2*q^2*x^4+14175*a*b^2*g*p ^2*q*r*x^4+13644*a*b^2*g*p^2*r^2*x^4+2268*a*b^2*g*p*q^3*x^4+14175*a*b^2*g*p*q^2 *r*x^4+27288*a*b^2*g*p*q*r^2*x^4+16551*a*b^2*g*p*r^3*x^4+567*a*b^2*g*q^4*x^4+ 4725*a*b^2*g*q^3*r*x^4+13644*a*b^2*g*q^2*r^2*x^4+16551*a*b^2*g*q*r^3*x^4+7101*a *b^2*g*r^4*x^4+189*a*b^2*p^5*x^4+945*a*b^2*p^4*q*x^4+1890*a*b^2*p^4*r*x^4+1890* a*b^2*p^3*q^2*x^4+7560*a*b^2*p^3*q*r*x^4+6840*a*b^2*p^3*r^2*x^4+1890*a*b^2*p^2* q^3*x^4+11340*a*b^2*p^2*q^2*r*x^4+20520*a*b^2*p^2*q*r^2*x^4+11673*a*b^2*p^2*r^3 *x^4+945*a*b^2*p*q^4*x^4+7560*a*b^2*p*q^3*r*x^4+20520*a*b^2*p*q^2*r^2*x^4+23346 *a*b^2*p*q*r^3*x^4+9477*a*b^2*p*r^4*x^4+189*a*b^2*q^5*x^4+1890*a*b^2*q^4*r*x^4+ 6840*a*b^2*q^3*r^2*x^4+11673*a*b^2*q^2*r^3*x^4+9477*a*b^2*q*r^4*x^4+2943*a*b^2* r^5*x^4+8256*a*b*c^6*x^4+14496*a*b*c^5*g*x^4+22336*a*b*c^5*p*x^4+22336*a*b*c^5* q*x^4+46720*a*b*c^5*r*x^4+9360*a*b*c^4*g^2*x^4+32800*a*b*c^4*g*p*x^4+32800*a*b* c^4*g*q*x^4+69360*a*b*c^4*g*r*x^4+25088*a*b*c^4*p^2*x^4+50176*a*b*c^4*p*q*x^4+ 103680*a*b*c^4*p*r*x^4+25088*a*b*c^4*q^2*x^4+103680*a*b*c^4*q*r*x^4+97728*a*b*c ^4*r^2*x^4+2616*a*b*c^3*g^3*x^4+17104*a*b*c^3*g^2*p*x^4+17104*a*b*c^3*g^2*q*x^4 +36960*a*b*c^3*g^2*r*x^4+29568*a*b*c^3*g*p^2*x^4+59136*a*b*c^3*g*p*q*x^4+123600 *a*b*c^3*g*p*r*x^4+29568*a*b*c^3*g*q^2*x^4+123600*a*b*c^3*g*q*r*x^4+118784*a*b* c^3*g*r^2*x^4+14976*a*b*c^3*p^3*x^4+44928*a*b*c^3*p^2*q*x^4+91600*a*b*c^3*p^2*r *x^4+44928*a*b*c^3*p*q^2*x^4+183200*a*b*c^3*p*q*r*x^4+169728*a*b*c^3*p*r^2*x^4+ 14976*a*b*c^3*q^3*x^4+91600*a*b*c^3*q^2*r*x^4+169728*a*b*c^3*q*r^2*x^4+98736*a* b*c^3*r^3*x^4+264*a*b*c^2*g^4*x^4+3672*a*b*c^2*g^3*p*x^4+3672*a*b*c^2*g^3*q*x^4 +8300*a*b*c^2*g^3*r*x^4+11668*a*b*c^2*g^2*p^2*x^4+23336*a*b*c^2*g^2*p*q*x^4+ 49900*a*b*c^2*g^2*p*r*x^4+11668*a*b*c^2*g^2*q^2*x^4+49900*a*b*c^2*g^2*q*r*x^4+ 50012*a*b*c^2*g^2*r^2*x^4+13272*a*b*c^2*g*p^3*x^4+39816*a*b*c^2*g*p^2*q*x^4+ 82140*a*b*c^2*g*p^2*r*x^4+39816*a*b*c^2*g*p*q^2*x^4+164280*a*b*c^2*g*p*q*r*x^4+ 155136*a*b*c^2*g*p*r^2*x^4+13272*a*b*c^2*g*q^3*x^4+82140*a*b*c^2*g*q^2*r*x^4+ 155136*a*b*c^2*g*q*r^2*x^4+92104*a*b*c^2*g*r^3*x^4+5012*a*b*c^2*p^4*x^4+20048*a *b*c^2*p^3*q*x^4+40280*a*b*c^2*p^3*r*x^4+30072*a*b*c^2*p^2*q^2*x^4+120840*a*b*c ^2*p^2*q*r*x^4+109824*a*b*c^2*p^2*r^2*x^4+20048*a*b*c^2*p*q^3*x^4+120840*a*b*c^ 2*p*q^2*r*x^4+219648*a*b*c^2*p*q*r^2*x^4+125376*a*b*c^2*p*r^3*x^4+5012*a*b*c^2* q^4*x^4+40280*a*b*c^2*q^3*r*x^4+109824*a*b*c^2*q^2*r^2*x^4+125376*a*b*c^2*q*r^3 *x^4+51028*a*b*c^2*r^4*x^4+264*a*b*c*g^4*p*x^4+264*a*b*c*g^4*q*x^4+660*a*b*c*g^ 4*r*x^4+1710*a*b*c*g^3*p^2*x^4+3420*a*b*c*g^3*p*q*x^4+7670*a*b*c*g^3*p*r*x^4+ 1710*a*b*c*g^3*q^2*x^4+7670*a*b*c*g^3*q*r*x^4+8450*a*b*c*g^3*r^2*x^4+3520*a*b*c *g^2*p^3*x^4+10560*a*b*c*g^2*p^2*q*x^4+22310*a*b*c*g^2*p^2*r*x^4+10560*a*b*c*g^ 2*p*q^2*x^4+44620*a*b*c*g^2*p*q*r*x^4+43884*a*b*c*g^2*p*r^2*x^4+3520*a*b*c*g^2* q^3*x^4+22310*a*b*c*g^2*q^2*r*x^4+43884*a*b*c*g^2*q*r^2*x^4+27180*a*b*c*g^2*r^3 *x^4+2966*a*b*c*g*p^4*x^4+11864*a*b*c*g*p^3*q*x^4+24120*a*b*c*g*p^3*r*x^4+17796 *a*b*c*g*p^2*q^2*x^4+72360*a*b*c*g*p^2*q*r*x^4+66984*a*b*c*g*p^2*r^2*x^4+11864* a*b*c*g*p*q^3*x^4+72360*a*b*c*g*p*q^2*r*x^4+133968*a*b*c*g*p*q*r^2*x^4+78000*a* b*c*g*p*r^3*x^4+2966*a*b*c*g*q^4*x^4+24120*a*b*c*g*q^3*r*x^4+66984*a*b*c*g*q^2* r^2*x^4+78000*a*b*c*g*q*r^3*x^4+32310*a*b*c*g*r^4*x^4+892*a*b*c*p^5*x^4+4460*a* b*c*p^4*q*x^4+8820*a*b*c*p^4*r*x^4+8920*a*b*c*p^3*q^2*x^4+35280*a*b*c*p^3*q*r*x ^4+31392*a*b*c*p^3*r^2*x^4+8920*a*b*c*p^2*q^3*x^4+52920*a*b*c*p^2*q^2*r*x^4+ 94176*a*b*c*p^2*q*r^2*x^4+52608*a*b*c*p^2*r^3*x^4+4460*a*b*c*p*q^4*x^4+35280*a* b*c*p*q^3*r*x^4+94176*a*b*c*p*q^2*r^2*x^4+105216*a*b*c*p*q*r^3*x^4+42012*a*b*c* p*r^4*x^4+892*a*b*c*q^5*x^4+8820*a*b*c*q^4*r*x^4+31392*a*b*c*q^3*r^2*x^4+52608* a*b*c*q^2*r^3*x^4+42012*a*b*c*q*r^4*x^4+12868*a*b*c*r^5*x^4+66*a*b*g^4*p^2*x^4+ 132*a*b*g^4*p*q*x^4+330*a*b*g^4*p*r*x^4+66*a*b*g^4*q^2*x^4+330*a*b*g^4*q*r*x^4+ 462*a*b*g^4*r^2*x^4+264*a*b*g^3*p^3*x^4+792*a*b*g^3*p^2*q*x^4+1760*a*b*g^3*p^2* r*x^4+792*a*b*g^3*p*q^2*x^4+3520*a*b*g^3*p*q*r*x^4+3784*a*b*g^3*p*r^2*x^4+264*a *b*g^3*q^3*x^4+1760*a*b*g^3*q^2*r*x^4+3784*a*b*g^3*q*r^2*x^4+2552*a*b*g^3*r^3*x ^4+396*a*b*g^2*p^4*x^4+1584*a*b*g^2*p^3*q*x^4+3300*a*b*g^2*p^3*r*x^4+2376*a*b*g ^2*p^2*q^2*x^4+9900*a*b*g^2*p^2*q*r*x^4+9530*a*b*g^2*p^2*r^2*x^4+1584*a*b*g^2*p *q^3*x^4+9900*a*b*g^2*p*q^2*r*x^4+19060*a*b*g^2*p*q*r^2*x^4+11562*a*b*g^2*p*r^3 *x^4+396*a*b*g^2*q^4*x^4+3300*a*b*g^2*q^3*r*x^4+9530*a*b*g^2*q^2*r^2*x^4+11562* a*b*g^2*q*r^3*x^4+4962*a*b*g^2*r^4*x^4+264*a*b*g*p^5*x^4+1320*a*b*g*p^4*q*x^4+ 2640*a*b*g*p^4*r*x^4+2640*a*b*g*p^3*q^2*x^4+10560*a*b*g*p^3*q*r*x^4+9556*a*b*g* p^3*r^2*x^4+2640*a*b*g*p^2*q^3*x^4+15840*a*b*g*p^2*q^2*r*x^4+28668*a*b*g*p^2*q* r^2*x^4+16312*a*b*g*p^2*r^3*x^4+1320*a*b*g*p*q^4*x^4+10560*a*b*g*p*q^3*r*x^4+ 28668*a*b*g*p*q^2*r^2*x^4+32624*a*b*g*p*q*r^3*x^4+13248*a*b*g*p*r^4*x^4+264*a*b *g*q^5*x^4+2640*a*b*g*q^4*r*x^4+9556*a*b*g*q^3*r^2*x^4+16312*a*b*g*q^2*r^3*x^4+ 13248*a*b*g*q*r^4*x^4+4116*a*b*g*r^5*x^4+66*a*b*p^6*x^4+396*a*b*p^5*q*x^4+770*a *b*p^5*r*x^4+990*a*b*p^4*q^2*x^4+3850*a*b*p^4*q*r*x^4+3348*a*b*p^4*r^2*x^4+1320 *a*b*p^3*q^3*x^4+7700*a*b*p^3*q^2*r*x^4+13392*a*b*p^3*q*r^2*x^4+7302*a*b*p^3*r^ 3*x^4+990*a*b*p^2*q^4*x^4+7700*a*b*p^2*q^3*r*x^4+20088*a*b*p^2*q^2*r^2*x^4+ 21906*a*b*p^2*q*r^3*x^4+8554*a*b*p^2*r^4*x^4+396*a*b*p*q^5*x^4+3850*a*b*p*q^4*r *x^4+13392*a*b*p*q^3*r^2*x^4+21906*a*b*p*q^2*r^3*x^4+17108*a*b*p*q*r^4*x^4+5140 *a*b*p*r^5*x^4+66*a*b*q^6*x^4+770*a*b*q^5*r*x^4+3348*a*b*q^4*r^2*x^4+7302*a*b*q ^3*r^3*x^4+8554*a*b*q^2*r^4*x^4+5140*a*b*q*r^5*x^4+1244*a*b*r^6*x^4+2560*a*c^7* x^4+5696*a*c^6*g*x^4+8064*a*c^6*p*x^4+8064*a*c^6*q*x^4+16800*a*c^6*r*x^4+4992*a *c^5*g^2*x^4+15392*a*c^5*g*p*x^4+15392*a*c^5*g*q*x^4+32240*a*c^5*g*r*x^4+10848* a*c^5*p^2*x^4+21696*a*c^5*p*q*x^4+44640*a*c^5*p*r*x^4+10848*a*c^5*q^2*x^4+44640 *a*c^5*q*r*x^4+41760*a*c^5*r^2*x^4+2144*a*c^4*g^3*x^4+11280*a*c^4*g^2*p*x^4+ 11280*a*c^4*g^2*q*x^4+23880*a*c^4*g^2*r*x^4+17264*a*c^4*g*p^2*x^4+34528*a*c^4*g *p*q*x^4+71440*a*c^4*g*p*r*x^4+17264*a*c^4*g*q^2*x^4+71440*a*c^4*g*q*r*x^4+ 67424*a*c^4*g*r^2*x^4+8080*a*c^4*p^3*x^4+24240*a*c^4*p^2*q*x^4+49200*a*c^4*p^2* r*x^4+24240*a*c^4*p*q^2*x^4+98400*a*c^4*p*q*r*x^4+90480*a*c^4*p*r^2*x^4+8080*a* c^4*q^3*x^4+49200*a*c^4*q^2*r*x^4+90480*a*c^4*q*r^2*x^4+52200*a*c^4*r^3*x^4+448 *a*c^3*g^4*x^4+3912*a*c^3*g^3*p*x^4+3912*a*c^3*g^3*q*x^4+8460*a*c^3*g^3*r*x^4+ 10152*a*c^3*g^2*p^2*x^4+20304*a*c^3*g^2*p*q*x^4+42480*a*c^3*g^2*p*r*x^4+10152*a *c^3*g^2*q^2*x^4+42480*a*c^3*g^2*q*r*x^4+40872*a*c^3*g^2*r^2*x^4+10288*a*c^3*g* p^3*x^4+30864*a*c^3*g*p^2*q*x^4+63000*a*c^3*g*p^2*r*x^4+30864*a*c^3*g*p*q^2*x^4 +126000*a*c^3*g*p*q*r*x^4+116880*a*c^3*g*p*r^2*x^4+10288*a*c^3*g*q^3*x^4+63000* a*c^3*g*q^2*r*x^4+116880*a*c^3*g*q*r^2*x^4+68064*a*c^3*g*r^3*x^4+3600*a*c^3*p^4 *x^4+14400*a*c^3*p^3*q*x^4+28800*a*c^3*p^3*r*x^4+21600*a*c^3*p^2*q^2*x^4+86400* a*c^3*p^2*q*r*x^4+77952*a*c^3*p^2*r^2*x^4+14400*a*c^3*p*q^3*x^4+86400*a*c^3*p*q ^2*r*x^4+155904*a*c^3*p*q*r^2*x^4+88272*a*c^3*p*r^3*x^4+3600*a*c^3*q^4*x^4+ 28800*a*c^3*q^3*r*x^4+77952*a*c^3*q^2*r^2*x^4+88272*a*c^3*q*r^3*x^4+35664*a*c^3 *r^4*x^4+36*a*c^2*g^5*x^4+628*a*c^2*g^4*p*x^4+628*a*c^2*g^4*q*x^4+1420*a*c^2*g^ 4*r*x^4+2664*a*c^2*g^3*p^2*x^4+5328*a*c^2*g^3*p*q*x^4+11400*a*c^2*g^3*p*r*x^4+ 2664*a*c^2*g^3*q^2*x^4+11400*a*c^2*g^3*q*r*x^4+11436*a*c^2*g^3*r^2*x^4+4548*a*c ^2*g^2*p^3*x^4+13644*a*c^2*g^2*p^2*q*x^4+28170*a*c^2*g^2*p^2*r*x^4+13644*a*c^2* g^2*p*q^2*x^4+56340*a*c^2*g^2*p*q*r*x^4+53256*a*c^2*g^2*p*r^2*x^4+4548*a*c^2*g^ 2*q^3*x^4+28170*a*c^2*g^2*q^2*r*x^4+53256*a*c^2*g^2*q*r^2*x^4+31646*a*c^2*g^2*r ^3*x^4+3436*a*c^2*g*p^4*x^4+13744*a*c^2*g*p^3*q*x^4+27640*a*c^2*g*p^3*r*x^4+ 20616*a*c^2*g*p^2*q^2*x^4+82920*a*c^2*g*p^2*q*r*x^4+75444*a*c^2*g*p^2*r^2*x^4+ 13744*a*c^2*g*p*q^3*x^4+82920*a*c^2*g*p*q^2*r*x^4+150888*a*c^2*g*p*q*r^2*x^4+ 86214*a*c^2*g*p*r^3*x^4+3436*a*c^2*g*q^4*x^4+27640*a*c^2*g*q^3*r*x^4+75444*a*c^ 2*g*q^2*r^2*x^4+86214*a*c^2*g*q*r^3*x^4+35120*a*c^2*g*r^4*x^4+960*a*c^2*p^5*x^4 +4800*a*c^2*p^4*q*x^4+9450*a*c^2*p^4*r*x^4+9600*a*c^2*p^3*q^2*x^4+37800*a*c^2*p ^3*q*r*x^4+33408*a*c^2*p^3*r^2*x^4+9600*a*c^2*p^2*q^3*x^4+56700*a*c^2*p^2*q^2*r *x^4+100224*a*c^2*p^2*q*r^2*x^4+55566*a*c^2*p^2*r^3*x^4+4800*a*c^2*p*q^4*x^4+ 37800*a*c^2*p*q^3*r*x^4+100224*a*c^2*p*q^2*r^2*x^4+111132*a*c^2*p*q*r^3*x^4+ 44064*a*c^2*p*r^4*x^4+960*a*c^2*q^5*x^4+9450*a*c^2*q^4*r*x^4+33408*a*c^2*q^3*r^ 2*x^4+55566*a*c^2*q^2*r^3*x^4+44064*a*c^2*q*r^4*x^4+13416*a*c^2*r^5*x^4+36*a*c* g^5*p*x^4+36*a*c*g^5*q*x^4+90*a*c*g^5*r*x^4+292*a*c*g^4*p^2*x^4+584*a*c*g^4*p*q *x^4+1310*a*c*g^4*p*r*x^4+292*a*c*g^4*q^2*x^4+1310*a*c*g^4*q*r*x^4+1444*a*c*g^4 *r^2*x^4+802*a*c*g^3*p^3*x^4+2406*a*c*g^3*p^2*q*x^4+5085*a*c*g^3*p^2*r*x^4+2406 *a*c*g^3*p*q^2*x^4+10170*a*c*g^3*p*q*r*x^4+10008*a*c*g^3*p*r^2*x^4+802*a*c*g^3* q^3*x^4+5085*a*c*g^3*q^2*r*x^4+10008*a*c*g^3*q*r^2*x^4+6202*a*c*g^3*r^3*x^4+ 1014*a*c*g^2*p^4*x^4+4056*a*c*g^2*p^3*q*x^4+8250*a*c*g^2*p^3*r*x^4+6084*a*c*g^2 *p^2*q^2*x^4+24750*a*c*g^2*p^2*q*r*x^4+22926*a*c*g^2*p^2*r^2*x^4+4056*a*c*g^2*p *q^3*x^4+24750*a*c*g^2*p*q^2*r*x^4+45852*a*c*g^2*p*q*r^2*x^4+26713*a*c*g^2*p*r^ 3*x^4+1014*a*c*g^2*q^4*x^4+8250*a*c*g^2*q^3*r*x^4+22926*a*c*g^2*q^2*r^2*x^4+ 26713*a*c*g^2*q*r^3*x^4+11072*a*c*g^2*r^4*x^4+610*a*c*g*p^5*x^4+3050*a*c*g*p^4* q*x^4+6035*a*c*g*p^4*r*x^4+6100*a*c*g*p^3*q^2*x^4+24140*a*c*g*p^3*q*r*x^4+21496 *a*c*g*p^3*r^2*x^4+6100*a*c*g*p^2*q^3*x^4+36210*a*c*g*p^2*q^2*r*x^4+64488*a*c*g *p^2*q*r^2*x^4+36051*a*c*g*p^2*r^3*x^4+3050*a*c*g*p*q^4*x^4+24140*a*c*g*p*q^3*r *x^4+64488*a*c*g*p*q^2*r^2*x^4+72102*a*c*g*p*q*r^3*x^4+28810*a*c*g*p*r^4*x^4+ 610*a*c*g*q^5*x^4+6035*a*c*g*q^4*r*x^4+21496*a*c*g*q^3*r^2*x^4+36051*a*c*g*q^2* r^3*x^4+28810*a*c*g*q*r^4*x^4+8830*a*c*g*r^5*x^4+142*a*c*p^6*x^4+852*a*c*p^5*q* x^4+1650*a*c*p^5*r*x^4+2130*a*c*p^4*q^2*x^4+8250*a*c*p^4*q*r*x^4+7134*a*c*p^4*r ^2*x^4+2840*a*c*p^3*q^3*x^4+16500*a*c*p^3*q^2*r*x^4+28536*a*c*p^3*q*r^2*x^4+ 15462*a*c*p^3*r^3*x^4+2130*a*c*p^2*q^4*x^4+16500*a*c*p^2*q^3*r*x^4+42804*a*c*p^ 2*q^2*r^2*x^4+46386*a*c*p^2*q*r^3*x^4+18006*a*c*p^2*r^4*x^4+852*a*c*p*q^5*x^4+ 8250*a*c*p*q^4*r*x^4+28536*a*c*p*q^3*r^2*x^4+46386*a*c*p*q^2*r^3*x^4+36012*a*c* p*q*r^4*x^4+10764*a*c*p*r^5*x^4+142*a*c*q^6*x^4+1650*a*c*q^5*r*x^4+7134*a*c*q^4 *r^2*x^4+15462*a*c*q^3*r^3*x^4+18006*a*c*q^2*r^4*x^4+10764*a*c*q*r^5*x^4+2594*a *c*r^6*x^4+9*a*g^5*p^2*x^4+18*a*g^5*p*q*x^4+45*a*g^5*p*r*x^4+9*a*g^5*q^2*x^4+45 *a*g^5*q*r*x^4+63*a*g^5*r^2*x^4+45*a*g^4*p^3*x^4+135*a*g^4*p^2*q*x^4+300*a*g^4* p^2*r*x^4+135*a*g^4*p*q^2*x^4+600*a*g^4*p*q*r*x^4+645*a*g^4*p*r^2*x^4+45*a*g^4* q^3*x^4+300*a*g^4*q^2*r*x^4+645*a*g^4*q*r^2*x^4+435*a*g^4*r^3*x^4+90*a*g^3*p^4* x^4+360*a*g^3*p^3*q*x^4+750*a*g^3*p^3*r*x^4+540*a*g^3*p^2*q^2*x^4+2250*a*g^3*p^ 2*q*r*x^4+2166*a*g^3*p^2*r^2*x^4+360*a*g^3*p*q^3*x^4+2250*a*g^3*p*q^2*r*x^4+ 4332*a*g^3*p*q*r^2*x^4+2628*a*g^3*p*r^3*x^4+90*a*g^3*q^4*x^4+750*a*g^3*q^3*r*x^ 4+2166*a*g^3*q^2*r^2*x^4+2628*a*g^3*q*r^3*x^4+1128*a*g^3*r^4*x^4+90*a*g^2*p^5*x ^4+450*a*g^2*p^4*q*x^4+900*a*g^2*p^4*r*x^4+900*a*g^2*p^3*q^2*x^4+3600*a*g^2*p^3 *q*r*x^4+3258*a*g^2*p^3*r^2*x^4+900*a*g^2*p^2*q^3*x^4+5400*a*g^2*p^2*q^2*r*x^4+ 9774*a*g^2*p^2*q*r^2*x^4+5562*a*g^2*p^2*r^3*x^4+450*a*g^2*p*q^4*x^4+3600*a*g^2* p*q^3*r*x^4+9774*a*g^2*p*q^2*r^2*x^4+11124*a*g^2*p*q*r^3*x^4+4518*a*g^2*p*r^4*x ^4+90*a*g^2*q^5*x^4+900*a*g^2*q^4*r*x^4+3258*a*g^2*q^3*r^2*x^4+5562*a*g^2*q^2*r ^3*x^4+4518*a*g^2*q*r^4*x^4+1404*a*g^2*r^5*x^4+45*a*g*p^6*x^4+270*a*g*p^5*q*x^4 +525*a*g*p^5*r*x^4+675*a*g*p^4*q^2*x^4+2625*a*g*p^4*q*r*x^4+2283*a*g*p^4*r^2*x^ 4+900*a*g*p^3*q^3*x^4+5250*a*g*p^3*q^2*r*x^4+9132*a*g*p^3*q*r^2*x^4+4980*a*g*p^ 3*r^3*x^4+675*a*g*p^2*q^4*x^4+5250*a*g*p^2*q^3*r*x^4+13698*a*g*p^2*q^2*r^2*x^4+ 14940*a*g*p^2*q*r^3*x^4+5835*a*g*p^2*r^4*x^4+270*a*g*p*q^5*x^4+2625*a*g*p*q^4*r *x^4+9132*a*g*p*q^3*r^2*x^4+14940*a*g*p*q^2*r^3*x^4+11670*a*g*p*q*r^4*x^4+3507* a*g*p*r^5*x^4+45*a*g*q^6*x^4+525*a*g*q^5*r*x^4+2283*a*g*q^4*r^2*x^4+4980*a*g*q^ 3*r^3*x^4+5835*a*g*q^2*r^4*x^4+3507*a*g*q*r^5*x^4+849*a*g*r^6*x^4+9*a*p^7*x^4+ 63*a*p^6*q*x^4+120*a*p^6*r*x^4+189*a*p^5*q^2*x^4+720*a*p^5*q*r*x^4+609*a*p^5*r^ 2*x^4+315*a*p^4*q^3*x^4+1800*a*p^4*q^2*r*x^4+3045*a*p^4*q*r^2*x^4+1611*a*p^4*r^ 3*x^4+315*a*p^3*q^4*x^4+2400*a*p^3*q^3*r*x^4+6090*a*p^3*q^2*r^2*x^4+6444*a*p^3* q*r^3*x^4+2445*a*p^3*r^4*x^4+189*a*p^2*q^5*x^4+1800*a*p^2*q^4*r*x^4+6090*a*p^2* q^3*r^2*x^4+9666*a*p^2*q^2*r^3*x^4+7335*a*p^2*q*r^4*x^4+2148*a*p^2*r^5*x^4+63*a *p*q^6*x^4+720*a*p*q^5*r*x^4+3045*a*p*q^4*r^2*x^4+6444*a*p*q^3*r^3*x^4+7335*a*p *q^2*r^4*x^4+4296*a*p*q*r^5*x^4+1017*a*p*r^6*x^4+9*a*q^7*x^4+120*a*q^6*r*x^4+ 609*a*q^5*r^2*x^4+1611*a*q^4*r^3*x^4+2445*a*q^3*r^4*x^4+2148*a*q^2*r^5*x^4+1017 *a*q*r^6*x^4+201*a*r^7*x^4+32*b^6*c^2*x^4+32*b^6*c*p*x^4+32*b^6*c*q*x^4+80*b^6* c*r*x^4+8*b^6*p^2*x^4+16*b^6*p*q*x^4+40*b^6*p*r*x^4+8*b^6*q^2*x^4+40*b^6*q*r*x^ 4+56*b^6*r^2*x^4+352*b^5*c^3*x^4+144*b^5*c^2*g*x^4+496*b^5*c^2*p*x^4+496*b^5*c^ 2*q*x^4+1120*b^5*c^2*r*x^4+144*b^5*c*g*p*x^4+144*b^5*c*g*q*x^4+360*b^5*c*g*r*x^ 4+232*b^5*c*p^2*x^4+464*b^5*c*p*q*x^4+1040*b^5*c*p*r*x^4+232*b^5*c*q^2*x^4+1040 *b^5*c*q*r*x^4+1144*b^5*c*r^2*x^4+36*b^5*g*p^2*x^4+72*b^5*g*p*q*x^4+180*b^5*g*p *r*x^4+36*b^5*g*q^2*x^4+180*b^5*g*q*r*x^4+252*b^5*g*r^2*x^4+36*b^5*p^3*x^4+108* b^5*p^2*q*x^4+240*b^5*p^2*r*x^4+108*b^5*p*q^2*x^4+480*b^5*p*q*r*x^4+516*b^5*p*r ^2*x^4+36*b^5*q^3*x^4+240*b^5*q^2*r*x^4+516*b^5*q*r^2*x^4+348*b^5*r^3*x^4+1536* b^4*c^4*x^4+1296*b^4*c^3*g*x^4+2816*b^4*c^3*p*x^4+2816*b^4*c^3*q*x^4+6080*b^4*c ^3*r*x^4+264*b^4*c^2*g^2*x^4+1824*b^4*c^2*g*p*x^4+1824*b^4*c^2*g*q*x^4+4120*b^4 *c^2*g*r*x^4+1928*b^4*c^2*p^2*x^4+3856*b^4*c^2*p*q*x^4+8240*b^4*c^2*p*r*x^4+ 1928*b^4*c^2*q^2*x^4+8240*b^4*c^2*q*r*x^4+8248*b^4*c^2*r^2*x^4+264*b^4*c*g^2*p* x^4+264*b^4*c*g^2*q*x^4+660*b^4*c*g^2*r*x^4+852*b^4*c*g*p^2*x^4+1704*b^4*c*g*p* q*x^4+3820*b^4*c*g*p*r*x^4+852*b^4*c*g*q^2*x^4+3820*b^4*c*g*q*r*x^4+4204*b^4*c* g*r^2*x^4+584*b^4*c*p^3*x^4+1752*b^4*c*p^2*q*x^4+3700*b^4*c*p^2*r*x^4+1752*b^4* c*p*q^2*x^4+7400*b^4*c*p*q*r*x^4+7272*b^4*c*p*r^2*x^4+584*b^4*c*q^3*x^4+3700*b^ 4*c*q^2*r*x^4+7272*b^4*c*q*r^2*x^4+4500*b^4*c*r^3*x^4+66*b^4*g^2*p^2*x^4+132*b^ 4*g^2*p*q*x^4+330*b^4*g^2*p*r*x^4+66*b^4*g^2*q^2*x^4+330*b^4*g^2*q*r*x^4+462*b^ 4*g^2*r^2*x^4+132*b^4*g*p^3*x^4+396*b^4*g*p^2*q*x^4+880*b^4*g*p^2*r*x^4+396*b^4 *g*p*q^2*x^4+1760*b^4*g*p*q*r*x^4+1892*b^4*g*p*r^2*x^4+132*b^4*g*q^3*x^4+880*b^ 4*g*q^2*r*x^4+1892*b^4*g*q*r^2*x^4+1276*b^4*g*r^3*x^4+66*b^4*p^4*x^4+264*b^4*p^ 3*q*x^4+550*b^4*p^3*r*x^4+396*b^4*p^2*q^2*x^4+1650*b^4*p^2*q*r*x^4+1588*b^4*p^2 *r^2*x^4+264*b^4*p*q^3*x^4+1650*b^4*p*q^2*r*x^4+3176*b^4*p*q*r^2*x^4+1926*b^4*p *r^3*x^4+66*b^4*q^4*x^4+550*b^4*q^3*r*x^4+1588*b^4*q^2*r^2*x^4+1926*b^4*q*r^3*x ^4+826*b^4*r^4*x^4+3424*b^3*c^5*x^4+4432*b^3*c^4*g*x^4+7760*b^3*c^4*p*x^4+7760* b^3*c^4*q*x^4+16400*b^3*c^4*r*x^4+1864*b^3*c^3*g^2*x^4+8112*b^3*c^3*g*p*x^4+ 8112*b^3*c^3*g*q*x^4+17520*b^3*c^3*g*r*x^4+7008*b^3*c^3*p^2*x^4+14016*b^3*c^3*p *q*x^4+29280*b^3*c^3*p*r*x^4+7008*b^3*c^3*q^2*x^4+29280*b^3*c^3*q*r*x^4+28128*b ^3*c^3*r^2*x^4+252*b^3*c^2*g^3*x^4+2620*b^3*c^2*g^2*p*x^4+2620*b^3*c^2*g^2*q*x^ 4+5920*b^3*c^2*g^2*r*x^4+5544*b^3*c^2*g*p^2*x^4+11088*b^3*c^2*g*p*q*x^4+23700*b ^3*c^2*g*p*r*x^4+5544*b^3*c^2*g*q^2*x^4+23700*b^3*c^2*g*q*r*x^4+23736*b^3*c^2*g *r^2*x^4+3152*b^3*c^2*p^3*x^4+9456*b^3*c^2*p^2*q*x^4+19500*b^3*c^2*p^2*r*x^4+ 9456*b^3*c^2*p*q^2*x^4+39000*b^3*c^2*p*q*r*x^4+36816*b^3*c^2*p*r^2*x^4+3152*b^3 *c^2*q^3*x^4+19500*b^3*c^2*q^2*r*x^4+36816*b^3*c^2*q*r^2*x^4+21852*b^3*c^2*r^3* x^4+252*b^3*c*g^3*p*x^4+252*b^3*c*g^3*q*x^4+630*b^3*c*g^3*r*x^4+1222*b^3*c*g^2* p^2*x^4+2444*b^3*c*g^2*p*q*x^4+5480*b^3*c*g^2*p*r*x^4+1222*b^3*c*g^2*q^2*x^4+ 5480*b^3*c*g^2*q*r*x^4+6034*b^3*c*g^2*r^2*x^4+1676*b^3*c*g*p^3*x^4+5028*b^3*c*g *p^2*q*x^4+10620*b^3*c*g*p^2*r*x^4+5028*b^3*c*g*p*q^2*x^4+21240*b^3*c*g*p*q*r*x ^4+20880*b^3*c*g*p*r^2*x^4+1676*b^3*c*g*q^3*x^4+10620*b^3*c*g*q^2*r*x^4+20880*b ^3*c*g*q*r^2*x^4+12926*b^3*c*g*r^3*x^4+706*b^3*c*p^4*x^4+2824*b^3*c*p^3*q*x^4+ 5740*b^3*c*p^3*r*x^4+4236*b^3*c*p^2*q^2*x^4+17220*b^3*c*p^2*q*r*x^4+15936*b^3*c *p^2*r^2*x^4+2824*b^3*c*p*q^3*x^4+17220*b^3*c*p*q^2*r*x^4+31872*b^3*c*p*q*r^2*x ^4+18552*b^3*c*p*r^3*x^4+706*b^3*c*q^4*x^4+5740*b^3*c*q^3*r*x^4+15936*b^3*c*q^2 *r^2*x^4+18552*b^3*c*q*r^3*x^4+7682*b^3*c*r^4*x^4+63*b^3*g^3*p^2*x^4+126*b^3*g^ 3*p*q*x^4+315*b^3*g^3*p*r*x^4+63*b^3*g^3*q^2*x^4+315*b^3*g^3*q*r*x^4+441*b^3*g^ 3*r^2*x^4+189*b^3*g^2*p^3*x^4+567*b^3*g^2*p^2*q*x^4+1260*b^3*g^2*p^2*r*x^4+567* b^3*g^2*p*q^2*x^4+2520*b^3*g^2*p*q*r*x^4+2709*b^3*g^2*p*r^2*x^4+189*b^3*g^2*q^3 *x^4+1260*b^3*g^2*q^2*r*x^4+2709*b^3*g^2*q*r^2*x^4+1827*b^3*g^2*r^3*x^4+189*b^3 *g*p^4*x^4+756*b^3*g*p^3*q*x^4+1575*b^3*g*p^3*r*x^4+1134*b^3*g*p^2*q^2*x^4+4725 *b^3*g*p^2*q*r*x^4+4548*b^3*g*p^2*r^2*x^4+756*b^3*g*p*q^3*x^4+4725*b^3*g*p*q^2* r*x^4+9096*b^3*g*p*q*r^2*x^4+5517*b^3*g*p*r^3*x^4+189*b^3*g*q^4*x^4+1575*b^3*g* q^3*r*x^4+4548*b^3*g*q^2*r^2*x^4+5517*b^3*g*q*r^3*x^4+2367*b^3*g*r^4*x^4+63*b^3 *p^5*x^4+315*b^3*p^4*q*x^4+630*b^3*p^4*r*x^4+630*b^3*p^3*q^2*x^4+2520*b^3*p^3*q *r*x^4+2280*b^3*p^3*r^2*x^4+630*b^3*p^2*q^3*x^4+3780*b^3*p^2*q^2*r*x^4+6840*b^3 *p^2*q*r^2*x^4+3891*b^3*p^2*r^3*x^4+315*b^3*p*q^4*x^4+2520*b^3*p*q^3*r*x^4+6840 *b^3*p*q^2*r^2*x^4+7782*b^3*p*q*r^3*x^4+3159*b^3*p*r^4*x^4+63*b^3*q^5*x^4+630*b ^3*q^4*r*x^4+2280*b^3*q^3*r^2*x^4+3891*b^3*q^2*r^3*x^4+3159*b^3*q*r^4*x^4+981*b ^3*r^5*x^4+4128*b^2*c^6*x^4+7248*b^2*c^5*g*x^4+11168*b^2*c^5*p*x^4+11168*b^2*c^ 5*q*x^4+23360*b^2*c^5*r*x^4+4680*b^2*c^4*g^2*x^4+16400*b^2*c^4*g*p*x^4+16400*b^ 2*c^4*g*q*x^4+34680*b^2*c^4*g*r*x^4+12544*b^2*c^4*p^2*x^4+25088*b^2*c^4*p*q*x^4 +51840*b^2*c^4*p*r*x^4+12544*b^2*c^4*q^2*x^4+51840*b^2*c^4*q*r*x^4+48864*b^2*c^ 4*r^2*x^4+1308*b^2*c^3*g^3*x^4+8552*b^2*c^3*g^2*p*x^4+8552*b^2*c^3*g^2*q*x^4+ 18480*b^2*c^3*g^2*r*x^4+14784*b^2*c^3*g*p^2*x^4+29568*b^2*c^3*g*p*q*x^4+61800*b ^2*c^3*g*p*r*x^4+14784*b^2*c^3*g*q^2*x^4+61800*b^2*c^3*g*q*r*x^4+59392*b^2*c^3* g*r^2*x^4+7488*b^2*c^3*p^3*x^4+22464*b^2*c^3*p^2*q*x^4+45800*b^2*c^3*p^2*r*x^4+ 22464*b^2*c^3*p*q^2*x^4+91600*b^2*c^3*p*q*r*x^4+84864*b^2*c^3*p*r^2*x^4+7488*b^ 2*c^3*q^3*x^4+45800*b^2*c^3*q^2*r*x^4+84864*b^2*c^3*q*r^2*x^4+49368*b^2*c^3*r^3 *x^4+132*b^2*c^2*g^4*x^4+1836*b^2*c^2*g^3*p*x^4+1836*b^2*c^2*g^3*q*x^4+4150*b^2 *c^2*g^3*r*x^4+5834*b^2*c^2*g^2*p^2*x^4+11668*b^2*c^2*g^2*p*q*x^4+24950*b^2*c^2 *g^2*p*r*x^4+5834*b^2*c^2*g^2*q^2*x^4+24950*b^2*c^2*g^2*q*r*x^4+25006*b^2*c^2*g ^2*r^2*x^4+6636*b^2*c^2*g*p^3*x^4+19908*b^2*c^2*g*p^2*q*x^4+41070*b^2*c^2*g*p^2 *r*x^4+19908*b^2*c^2*g*p*q^2*x^4+82140*b^2*c^2*g*p*q*r*x^4+77568*b^2*c^2*g*p*r^ 2*x^4+6636*b^2*c^2*g*q^3*x^4+41070*b^2*c^2*g*q^2*r*x^4+77568*b^2*c^2*g*q*r^2*x^ 4+46052*b^2*c^2*g*r^3*x^4+2506*b^2*c^2*p^4*x^4+10024*b^2*c^2*p^3*q*x^4+20140*b^ 2*c^2*p^3*r*x^4+15036*b^2*c^2*p^2*q^2*x^4+60420*b^2*c^2*p^2*q*r*x^4+54912*b^2*c ^2*p^2*r^2*x^4+10024*b^2*c^2*p*q^3*x^4+60420*b^2*c^2*p*q^2*r*x^4+109824*b^2*c^2 *p*q*r^2*x^4+62688*b^2*c^2*p*r^3*x^4+2506*b^2*c^2*q^4*x^4+20140*b^2*c^2*q^3*r*x ^4+54912*b^2*c^2*q^2*r^2*x^4+62688*b^2*c^2*q*r^3*x^4+25514*b^2*c^2*r^4*x^4+132* b^2*c*g^4*p*x^4+132*b^2*c*g^4*q*x^4+330*b^2*c*g^4*r*x^4+855*b^2*c*g^3*p^2*x^4+ 1710*b^2*c*g^3*p*q*x^4+3835*b^2*c*g^3*p*r*x^4+855*b^2*c*g^3*q^2*x^4+3835*b^2*c* g^3*q*r*x^4+4225*b^2*c*g^3*r^2*x^4+1760*b^2*c*g^2*p^3*x^4+5280*b^2*c*g^2*p^2*q* x^4+11155*b^2*c*g^2*p^2*r*x^4+5280*b^2*c*g^2*p*q^2*x^4+22310*b^2*c*g^2*p*q*r*x^ 4+21942*b^2*c*g^2*p*r^2*x^4+1760*b^2*c*g^2*q^3*x^4+11155*b^2*c*g^2*q^2*r*x^4+ 21942*b^2*c*g^2*q*r^2*x^4+13590*b^2*c*g^2*r^3*x^4+1483*b^2*c*g*p^4*x^4+5932*b^2 *c*g*p^3*q*x^4+12060*b^2*c*g*p^3*r*x^4+8898*b^2*c*g*p^2*q^2*x^4+36180*b^2*c*g*p ^2*q*r*x^4+33492*b^2*c*g*p^2*r^2*x^4+5932*b^2*c*g*p*q^3*x^4+36180*b^2*c*g*p*q^2 *r*x^4+66984*b^2*c*g*p*q*r^2*x^4+39000*b^2*c*g*p*r^3*x^4+1483*b^2*c*g*q^4*x^4+ 12060*b^2*c*g*q^3*r*x^4+33492*b^2*c*g*q^2*r^2*x^4+39000*b^2*c*g*q*r^3*x^4+16155 *b^2*c*g*r^4*x^4+446*b^2*c*p^5*x^4+2230*b^2*c*p^4*q*x^4+4410*b^2*c*p^4*r*x^4+ 4460*b^2*c*p^3*q^2*x^4+17640*b^2*c*p^3*q*r*x^4+15696*b^2*c*p^3*r^2*x^4+4460*b^2 *c*p^2*q^3*x^4+26460*b^2*c*p^2*q^2*r*x^4+47088*b^2*c*p^2*q*r^2*x^4+26304*b^2*c* p^2*r^3*x^4+2230*b^2*c*p*q^4*x^4+17640*b^2*c*p*q^3*r*x^4+47088*b^2*c*p*q^2*r^2* x^4+52608*b^2*c*p*q*r^3*x^4+21006*b^2*c*p*r^4*x^4+446*b^2*c*q^5*x^4+4410*b^2*c* q^4*r*x^4+15696*b^2*c*q^3*r^2*x^4+26304*b^2*c*q^2*r^3*x^4+21006*b^2*c*q*r^4*x^4 +6434*b^2*c*r^5*x^4+33*b^2*g^4*p^2*x^4+66*b^2*g^4*p*q*x^4+165*b^2*g^4*p*r*x^4+ 33*b^2*g^4*q^2*x^4+165*b^2*g^4*q*r*x^4+231*b^2*g^4*r^2*x^4+132*b^2*g^3*p^3*x^4+ 396*b^2*g^3*p^2*q*x^4+880*b^2*g^3*p^2*r*x^4+396*b^2*g^3*p*q^2*x^4+1760*b^2*g^3* p*q*r*x^4+1892*b^2*g^3*p*r^2*x^4+132*b^2*g^3*q^3*x^4+880*b^2*g^3*q^2*r*x^4+1892 *b^2*g^3*q*r^2*x^4+1276*b^2*g^3*r^3*x^4+198*b^2*g^2*p^4*x^4+792*b^2*g^2*p^3*q*x ^4+1650*b^2*g^2*p^3*r*x^4+1188*b^2*g^2*p^2*q^2*x^4+4950*b^2*g^2*p^2*q*r*x^4+ 4765*b^2*g^2*p^2*r^2*x^4+792*b^2*g^2*p*q^3*x^4+4950*b^2*g^2*p*q^2*r*x^4+9530*b^ 2*g^2*p*q*r^2*x^4+5781*b^2*g^2*p*r^3*x^4+198*b^2*g^2*q^4*x^4+1650*b^2*g^2*q^3*r *x^4+4765*b^2*g^2*q^2*r^2*x^4+5781*b^2*g^2*q*r^3*x^4+2481*b^2*g^2*r^4*x^4+132*b ^2*g*p^5*x^4+660*b^2*g*p^4*q*x^4+1320*b^2*g*p^4*r*x^4+1320*b^2*g*p^3*q^2*x^4+ 5280*b^2*g*p^3*q*r*x^4+4778*b^2*g*p^3*r^2*x^4+1320*b^2*g*p^2*q^3*x^4+7920*b^2*g *p^2*q^2*r*x^4+14334*b^2*g*p^2*q*r^2*x^4+8156*b^2*g*p^2*r^3*x^4+660*b^2*g*p*q^4 *x^4+5280*b^2*g*p*q^3*r*x^4+14334*b^2*g*p*q^2*r^2*x^4+16312*b^2*g*p*q*r^3*x^4+ 6624*b^2*g*p*r^4*x^4+132*b^2*g*q^5*x^4+1320*b^2*g*q^4*r*x^4+4778*b^2*g*q^3*r^2* x^4+8156*b^2*g*q^2*r^3*x^4+6624*b^2*g*q*r^4*x^4+2058*b^2*g*r^5*x^4+33*b^2*p^6*x ^4+198*b^2*p^5*q*x^4+385*b^2*p^5*r*x^4+495*b^2*p^4*q^2*x^4+1925*b^2*p^4*q*r*x^4 +1674*b^2*p^4*r^2*x^4+660*b^2*p^3*q^3*x^4+3850*b^2*p^3*q^2*r*x^4+6696*b^2*p^3*q *r^2*x^4+3651*b^2*p^3*r^3*x^4+495*b^2*p^2*q^4*x^4+3850*b^2*p^2*q^3*r*x^4+10044* b^2*p^2*q^2*r^2*x^4+10953*b^2*p^2*q*r^3*x^4+4277*b^2*p^2*r^4*x^4+198*b^2*p*q^5* x^4+1925*b^2*p*q^4*r*x^4+6696*b^2*p*q^3*r^2*x^4+10953*b^2*p*q^2*r^3*x^4+8554*b^ 2*p*q*r^4*x^4+2570*b^2*p*r^5*x^4+33*b^2*q^6*x^4+385*b^2*q^5*r*x^4+1674*b^2*q^4* r^2*x^4+3651*b^2*q^3*r^3*x^4+4277*b^2*q^2*r^4*x^4+2570*b^2*q*r^5*x^4+622*b^2*r^ 6*x^4+2560*b*c^7*x^4+5696*b*c^6*g*x^4+8064*b*c^6*p*x^4+8064*b*c^6*q*x^4+16800*b *c^6*r*x^4+4992*b*c^5*g^2*x^4+15392*b*c^5*g*p*x^4+15392*b*c^5*g*q*x^4+32240*b*c ^5*g*r*x^4+10848*b*c^5*p^2*x^4+21696*b*c^5*p*q*x^4+44640*b*c^5*p*r*x^4+10848*b* c^5*q^2*x^4+44640*b*c^5*q*r*x^4+41760*b*c^5*r^2*x^4+2144*b*c^4*g^3*x^4+11280*b* c^4*g^2*p*x^4+11280*b*c^4*g^2*q*x^4+23880*b*c^4*g^2*r*x^4+17264*b*c^4*g*p^2*x^4 +34528*b*c^4*g*p*q*x^4+71440*b*c^4*g*p*r*x^4+17264*b*c^4*g*q^2*x^4+71440*b*c^4* g*q*r*x^4+67424*b*c^4*g*r^2*x^4+8080*b*c^4*p^3*x^4+24240*b*c^4*p^2*q*x^4+49200* b*c^4*p^2*r*x^4+24240*b*c^4*p*q^2*x^4+98400*b*c^4*p*q*r*x^4+90480*b*c^4*p*r^2*x ^4+8080*b*c^4*q^3*x^4+49200*b*c^4*q^2*r*x^4+90480*b*c^4*q*r^2*x^4+52200*b*c^4*r ^3*x^4+448*b*c^3*g^4*x^4+3912*b*c^3*g^3*p*x^4+3912*b*c^3*g^3*q*x^4+8460*b*c^3*g ^3*r*x^4+10152*b*c^3*g^2*p^2*x^4+20304*b*c^3*g^2*p*q*x^4+42480*b*c^3*g^2*p*r*x^ 4+10152*b*c^3*g^2*q^2*x^4+42480*b*c^3*g^2*q*r*x^4+40872*b*c^3*g^2*r^2*x^4+10288 *b*c^3*g*p^3*x^4+30864*b*c^3*g*p^2*q*x^4+63000*b*c^3*g*p^2*r*x^4+30864*b*c^3*g* p*q^2*x^4+126000*b*c^3*g*p*q*r*x^4+116880*b*c^3*g*p*r^2*x^4+10288*b*c^3*g*q^3*x ^4+63000*b*c^3*g*q^2*r*x^4+116880*b*c^3*g*q*r^2*x^4+68064*b*c^3*g*r^3*x^4+3600* b*c^3*p^4*x^4+14400*b*c^3*p^3*q*x^4+28800*b*c^3*p^3*r*x^4+21600*b*c^3*p^2*q^2*x ^4+86400*b*c^3*p^2*q*r*x^4+77952*b*c^3*p^2*r^2*x^4+14400*b*c^3*p*q^3*x^4+86400* b*c^3*p*q^2*r*x^4+155904*b*c^3*p*q*r^2*x^4+88272*b*c^3*p*r^3*x^4+3600*b*c^3*q^4 *x^4+28800*b*c^3*q^3*r*x^4+77952*b*c^3*q^2*r^2*x^4+88272*b*c^3*q*r^3*x^4+35664* b*c^3*r^4*x^4+36*b*c^2*g^5*x^4+628*b*c^2*g^4*p*x^4+628*b*c^2*g^4*q*x^4+1420*b*c ^2*g^4*r*x^4+2664*b*c^2*g^3*p^2*x^4+5328*b*c^2*g^3*p*q*x^4+11400*b*c^2*g^3*p*r* x^4+2664*b*c^2*g^3*q^2*x^4+11400*b*c^2*g^3*q*r*x^4+11436*b*c^2*g^3*r^2*x^4+4548 *b*c^2*g^2*p^3*x^4+13644*b*c^2*g^2*p^2*q*x^4+28170*b*c^2*g^2*p^2*r*x^4+13644*b* c^2*g^2*p*q^2*x^4+56340*b*c^2*g^2*p*q*r*x^4+53256*b*c^2*g^2*p*r^2*x^4+4548*b*c^ 2*g^2*q^3*x^4+28170*b*c^2*g^2*q^2*r*x^4+53256*b*c^2*g^2*q*r^2*x^4+31646*b*c^2*g ^2*r^3*x^4+3436*b*c^2*g*p^4*x^4+13744*b*c^2*g*p^3*q*x^4+27640*b*c^2*g*p^3*r*x^4 +20616*b*c^2*g*p^2*q^2*x^4+82920*b*c^2*g*p^2*q*r*x^4+75444*b*c^2*g*p^2*r^2*x^4+ 13744*b*c^2*g*p*q^3*x^4+82920*b*c^2*g*p*q^2*r*x^4+150888*b*c^2*g*p*q*r^2*x^4+ 86214*b*c^2*g*p*r^3*x^4+3436*b*c^2*g*q^4*x^4+27640*b*c^2*g*q^3*r*x^4+75444*b*c^ 2*g*q^2*r^2*x^4+86214*b*c^2*g*q*r^3*x^4+35120*b*c^2*g*r^4*x^4+960*b*c^2*p^5*x^4 +4800*b*c^2*p^4*q*x^4+9450*b*c^2*p^4*r*x^4+9600*b*c^2*p^3*q^2*x^4+37800*b*c^2*p ^3*q*r*x^4+33408*b*c^2*p^3*r^2*x^4+9600*b*c^2*p^2*q^3*x^4+56700*b*c^2*p^2*q^2*r *x^4+100224*b*c^2*p^2*q*r^2*x^4+55566*b*c^2*p^2*r^3*x^4+4800*b*c^2*p*q^4*x^4+ 37800*b*c^2*p*q^3*r*x^4+100224*b*c^2*p*q^2*r^2*x^4+111132*b*c^2*p*q*r^3*x^4+ 44064*b*c^2*p*r^4*x^4+960*b*c^2*q^5*x^4+9450*b*c^2*q^4*r*x^4+33408*b*c^2*q^3*r^ 2*x^4+55566*b*c^2*q^2*r^3*x^4+44064*b*c^2*q*r^4*x^4+13416*b*c^2*r^5*x^4+36*b*c* g^5*p*x^4+36*b*c*g^5*q*x^4+90*b*c*g^5*r*x^4+292*b*c*g^4*p^2*x^4+584*b*c*g^4*p*q *x^4+1310*b*c*g^4*p*r*x^4+292*b*c*g^4*q^2*x^4+1310*b*c*g^4*q*r*x^4+1444*b*c*g^4 *r^2*x^4+802*b*c*g^3*p^3*x^4+2406*b*c*g^3*p^2*q*x^4+5085*b*c*g^3*p^2*r*x^4+2406 *b*c*g^3*p*q^2*x^4+10170*b*c*g^3*p*q*r*x^4+10008*b*c*g^3*p*r^2*x^4+802*b*c*g^3* q^3*x^4+5085*b*c*g^3*q^2*r*x^4+10008*b*c*g^3*q*r^2*x^4+6202*b*c*g^3*r^3*x^4+ 1014*b*c*g^2*p^4*x^4+4056*b*c*g^2*p^3*q*x^4+8250*b*c*g^2*p^3*r*x^4+6084*b*c*g^2 *p^2*q^2*x^4+24750*b*c*g^2*p^2*q*r*x^4+22926*b*c*g^2*p^2*r^2*x^4+4056*b*c*g^2*p *q^3*x^4+24750*b*c*g^2*p*q^2*r*x^4+45852*b*c*g^2*p*q*r^2*x^4+26713*b*c*g^2*p*r^ 3*x^4+1014*b*c*g^2*q^4*x^4+8250*b*c*g^2*q^3*r*x^4+22926*b*c*g^2*q^2*r^2*x^4+ 26713*b*c*g^2*q*r^3*x^4+11072*b*c*g^2*r^4*x^4+610*b*c*g*p^5*x^4+3050*b*c*g*p^4* q*x^4+6035*b*c*g*p^4*r*x^4+6100*b*c*g*p^3*q^2*x^4+24140*b*c*g*p^3*q*r*x^4+21496 *b*c*g*p^3*r^2*x^4+6100*b*c*g*p^2*q^3*x^4+36210*b*c*g*p^2*q^2*r*x^4+64488*b*c*g *p^2*q*r^2*x^4+36051*b*c*g*p^2*r^3*x^4+3050*b*c*g*p*q^4*x^4+24140*b*c*g*p*q^3*r *x^4+64488*b*c*g*p*q^2*r^2*x^4+72102*b*c*g*p*q*r^3*x^4+28810*b*c*g*p*r^4*x^4+ 610*b*c*g*q^5*x^4+6035*b*c*g*q^4*r*x^4+21496*b*c*g*q^3*r^2*x^4+36051*b*c*g*q^2* r^3*x^4+28810*b*c*g*q*r^4*x^4+8830*b*c*g*r^5*x^4+142*b*c*p^6*x^4+852*b*c*p^5*q* x^4+1650*b*c*p^5*r*x^4+2130*b*c*p^4*q^2*x^4+8250*b*c*p^4*q*r*x^4+7134*b*c*p^4*r ^2*x^4+2840*b*c*p^3*q^3*x^4+16500*b*c*p^3*q^2*r*x^4+28536*b*c*p^3*q*r^2*x^4+ 15462*b*c*p^3*r^3*x^4+2130*b*c*p^2*q^4*x^4+16500*b*c*p^2*q^3*r*x^4+42804*b*c*p^ 2*q^2*r^2*x^4+46386*b*c*p^2*q*r^3*x^4+18006*b*c*p^2*r^4*x^4+852*b*c*p*q^5*x^4+ 8250*b*c*p*q^4*r*x^4+28536*b*c*p*q^3*r^2*x^4+46386*b*c*p*q^2*r^3*x^4+36012*b*c* p*q*r^4*x^4+10764*b*c*p*r^5*x^4+142*b*c*q^6*x^4+1650*b*c*q^5*r*x^4+7134*b*c*q^4 *r^2*x^4+15462*b*c*q^3*r^3*x^4+18006*b*c*q^2*r^4*x^4+10764*b*c*q*r^5*x^4+2594*b *c*r^6*x^4+9*b*g^5*p^2*x^4+18*b*g^5*p*q*x^4+45*b*g^5*p*r*x^4+9*b*g^5*q^2*x^4+45 *b*g^5*q*r*x^4+63*b*g^5*r^2*x^4+45*b*g^4*p^3*x^4+135*b*g^4*p^2*q*x^4+300*b*g^4* p^2*r*x^4+135*b*g^4*p*q^2*x^4+600*b*g^4*p*q*r*x^4+645*b*g^4*p*r^2*x^4+45*b*g^4* q^3*x^4+300*b*g^4*q^2*r*x^4+645*b*g^4*q*r^2*x^4+435*b*g^4*r^3*x^4+90*b*g^3*p^4* x^4+360*b*g^3*p^3*q*x^4+750*b*g^3*p^3*r*x^4+540*b*g^3*p^2*q^2*x^4+2250*b*g^3*p^ 2*q*r*x^4+2166*b*g^3*p^2*r^2*x^4+360*b*g^3*p*q^3*x^4+2250*b*g^3*p*q^2*r*x^4+ 4332*b*g^3*p*q*r^2*x^4+2628*b*g^3*p*r^3*x^4+90*b*g^3*q^4*x^4+750*b*g^3*q^3*r*x^ 4+2166*b*g^3*q^2*r^2*x^4+2628*b*g^3*q*r^3*x^4+1128*b*g^3*r^4*x^4+90*b*g^2*p^5*x ^4+450*b*g^2*p^4*q*x^4+900*b*g^2*p^4*r*x^4+900*b*g^2*p^3*q^2*x^4+3600*b*g^2*p^3 *q*r*x^4+3258*b*g^2*p^3*r^2*x^4+900*b*g^2*p^2*q^3*x^4+5400*b*g^2*p^2*q^2*r*x^4+ 9774*b*g^2*p^2*q*r^2*x^4+5562*b*g^2*p^2*r^3*x^4+450*b*g^2*p*q^4*x^4+3600*b*g^2* p*q^3*r*x^4+9774*b*g^2*p*q^2*r^2*x^4+11124*b*g^2*p*q*r^3*x^4+4518*b*g^2*p*r^4*x ^4+90*b*g^2*q^5*x^4+900*b*g^2*q^4*r*x^4+3258*b*g^2*q^3*r^2*x^4+5562*b*g^2*q^2*r ^3*x^4+4518*b*g^2*q*r^4*x^4+1404*b*g^2*r^5*x^4+45*b*g*p^6*x^4+270*b*g*p^5*q*x^4 +525*b*g*p^5*r*x^4+675*b*g*p^4*q^2*x^4+2625*b*g*p^4*q*r*x^4+2283*b*g*p^4*r^2*x^ 4+900*b*g*p^3*q^3*x^4+5250*b*g*p^3*q^2*r*x^4+9132*b*g*p^3*q*r^2*x^4+4980*b*g*p^ 3*r^3*x^4+675*b*g*p^2*q^4*x^4+5250*b*g*p^2*q^3*r*x^4+13698*b*g*p^2*q^2*r^2*x^4+ 14940*b*g*p^2*q*r^3*x^4+5835*b*g*p^2*r^4*x^4+270*b*g*p*q^5*x^4+2625*b*g*p*q^4*r *x^4+9132*b*g*p*q^3*r^2*x^4+14940*b*g*p*q^2*r^3*x^4+11670*b*g*p*q*r^4*x^4+3507* b*g*p*r^5*x^4+45*b*g*q^6*x^4+525*b*g*q^5*r*x^4+2283*b*g*q^4*r^2*x^4+4980*b*g*q^ 3*r^3*x^4+5835*b*g*q^2*r^4*x^4+3507*b*g*q*r^5*x^4+849*b*g*r^6*x^4+9*b*p^7*x^4+ 63*b*p^6*q*x^4+120*b*p^6*r*x^4+189*b*p^5*q^2*x^4+720*b*p^5*q*r*x^4+609*b*p^5*r^ 2*x^4+315*b*p^4*q^3*x^4+1800*b*p^4*q^2*r*x^4+3045*b*p^4*q*r^2*x^4+1611*b*p^4*r^ 3*x^4+315*b*p^3*q^4*x^4+2400*b*p^3*q^3*r*x^4+6090*b*p^3*q^2*r^2*x^4+6444*b*p^3* q*r^3*x^4+2445*b*p^3*r^4*x^4+189*b*p^2*q^5*x^4+1800*b*p^2*q^4*r*x^4+6090*b*p^2* q^3*r^2*x^4+9666*b*p^2*q^2*r^3*x^4+7335*b*p^2*q*r^4*x^4+2148*b*p^2*r^5*x^4+63*b *p*q^6*x^4+720*b*p*q^5*r*x^4+3045*b*p*q^4*r^2*x^4+6444*b*p*q^3*r^3*x^4+7335*b*p *q^2*r^4*x^4+4296*b*p*q*r^5*x^4+1017*b*p*r^6*x^4+9*b*q^7*x^4+120*b*q^6*r*x^4+ 609*b*q^5*r^2*x^4+1611*b*q^4*r^3*x^4+2445*b*q^3*r^4*x^4+2148*b*q^2*r^5*x^4+1017 *b*q*r^6*x^4+201*b*r^7*x^4+640*c^8*x^4+1728*c^7*g*x^4+2304*c^7*p*x^4+2304*c^7*q *x^4+4800*c^7*r*x^4+1920*c^6*g^2*x^4+5440*c^6*g*p*x^4+5440*c^6*g*q*x^4+11360*c^ 6*g*r*x^4+3616*c^6*p^2*x^4+7232*c^6*p*q*x^4+14880*c^6*p*r*x^4+3616*c^6*q^2*x^4+ 14880*c^6*q*r*x^4+13920*c^6*r^2*x^4+1120*c^5*g^3*x^4+5184*c^5*g^2*p*x^4+5184*c^ 5*g^2*q*x^4+10880*c^5*g^2*r*x^4+7312*c^5*g*p^2*x^4+14624*c^5*g*p*q*x^4+30160*c^ 5*g*p*r*x^4+7312*c^5*g*q^2*x^4+30160*c^5*g*q*r*x^4+28304*c^5*g*r^2*x^4+3232*c^5 *p^3*x^4+9696*c^5*p^2*q*x^4+19680*c^5*p^2*r*x^4+9696*c^5*p*q^2*x^4+39360*c^5*p* q*r*x^4+36192*c^5*p*r^2*x^4+3232*c^5*q^3*x^4+19680*c^5*q^2*r*x^4+36192*c^5*q*r^ 2*x^4+20880*c^5*r^3*x^4+360*c^4*g^4*x^4+2528*c^4*g^3*p*x^4+2528*c^4*g^3*q*x^4+ 5360*c^4*g^3*r*x^4+5808*c^4*g^2*p^2*x^4+11616*c^4*g^2*p*q*x^4+24080*c^4*g^2*p*r *x^4+5808*c^4*g^2*q^2*x^4+24080*c^4*g^2*q*r*x^4+22784*c^4*g^2*r^2*x^4+5440*c^4* g*p^3*x^4+16320*c^4*g*p^2*q*x^4+33200*c^4*g*p^2*r*x^4+16320*c^4*g*p*q^2*x^4+ 66400*c^4*g*p*q*r*x^4+61248*c^4*g*p*r^2*x^4+5440*c^4*g*q^3*x^4+33200*c^4*g*q^2* r*x^4+61248*c^4*g*q*r^2*x^4+35448*c^4*g*r^3*x^4+1800*c^4*p^4*x^4+7200*c^4*p^3*q *x^4+14400*c^4*p^3*r*x^4+10800*c^4*p^2*q^2*x^4+43200*c^4*p^2*q*r*x^4+38976*c^4* p^2*r^2*x^4+7200*c^4*p*q^3*x^4+43200*c^4*p*q^2*r*x^4+77952*c^4*p*q*r^2*x^4+ 44136*c^4*p*r^3*x^4+1800*c^4*q^4*x^4+14400*c^4*q^3*r*x^4+38976*c^4*q^2*r^2*x^4+ 44136*c^4*q*r^3*x^4+17832*c^4*r^4*x^4+60*c^3*g^5*x^4+656*c^3*g^4*p*x^4+656*c^3* g^4*q*x^4+1420*c^3*g^4*r*x^4+2272*c^3*g^3*p^2*x^4+4544*c^3*g^3*p*q*x^4+9520*c^3 *g^3*p*r*x^4+2272*c^3*g^3*q^2*x^4+9520*c^3*g^3*q*r*x^4+9176*c^3*g^3*r^2*x^4+ 3456*c^3*g^2*p^3*x^4+10368*c^3*g^2*p^2*q*x^4+21200*c^3*g^2*p^2*r*x^4+10368*c^3* g^2*p*q^2*x^4+42400*c^3*g^2*p*q*r*x^4+39424*c^3*g^2*p*r^2*x^4+3456*c^3*g^2*q^3* x^4+21200*c^3*g^2*q^2*r*x^4+39424*c^3*g^2*q*r^2*x^4+23012*c^3*g^2*r^3*x^4+2420* c^3*g*p^4*x^4+9680*c^3*g*p^3*q*x^4+19400*c^3*g*p^3*r*x^4+14520*c^3*g*p^2*q^2*x^ 4+58200*c^3*g*p^2*q*r*x^4+52664*c^3*g*p^2*r^2*x^4+9680*c^3*g*p*q^3*x^4+58200*c^ 3*g*p*q^2*r*x^4+105328*c^3*g*p*q*r^2*x^4+59820*c^3*g*p*r^3*x^4+2420*c^3*g*q^4*x ^4+19400*c^3*g*q^3*r*x^4+52664*c^3*g*q^2*r^2*x^4+59820*c^3*g*q*r^3*x^4+24236*c^ 3*g*r^4*x^4+640*c^3*p^5*x^4+3200*c^3*p^4*q*x^4+6300*c^3*p^4*r*x^4+6400*c^3*p^3* q^2*x^4+25200*c^3*p^3*q*r*x^4+22272*c^3*p^3*r^2*x^4+6400*c^3*p^2*q^3*x^4+37800* c^3*p^2*q^2*r*x^4+66816*c^3*p^2*q*r^2*x^4+37044*c^3*p^2*r^3*x^4+3200*c^3*p*q^4* x^4+25200*c^3*p*q^3*r*x^4+66816*c^3*p*q^2*r^2*x^4+74088*c^3*p*q*r^3*x^4+29376*c ^3*p*r^4*x^4+640*c^3*q^5*x^4+6300*c^3*q^4*r*x^4+22272*c^3*q^3*r^2*x^4+37044*c^3 *q^2*r^3*x^4+29376*c^3*q*r^4*x^4+8944*c^3*r^5*x^4+4*c^2*g^6*x^4+84*c^2*g^5*p*x^ 4+84*c^2*g^5*q*x^4+190*c^2*g^5*r*x^4+446*c^2*g^4*p^2*x^4+892*c^2*g^4*p*q*x^4+ 1910*c^2*g^4*p*r*x^4+446*c^2*g^4*q^2*x^4+1910*c^2*g^4*q*r*x^4+1918*c^2*g^4*r^2* x^4+1016*c^2*g^3*p^3*x^4+3048*c^2*g^3*p^2*q*x^4+6300*c^2*g^3*p^2*r*x^4+3048*c^2 *g^3*p*q^2*x^4+12600*c^2*g^3*p*q*r*x^4+11928*c^2*g^3*p*r^2*x^4+1016*c^2*g^3*q^3 *x^4+6300*c^2*g^3*q^2*r*x^4+11928*c^2*g^3*q*r^2*x^4+7098*c^2*g^3*r^3*x^4+1152*c ^2*g^2*p^4*x^4+4608*c^2*g^2*p^3*q*x^4+9280*c^2*g^2*p^3*r*x^4+6912*c^2*g^2*p^2*q ^2*x^4+27840*c^2*g^2*p^2*q*r*x^4+25380*c^2*g^2*p^2*r^2*x^4+4608*c^2*g^2*p*q^3*x ^4+27840*c^2*g^2*p*q^2*r*x^4+50760*c^2*g^2*p*q*r^2*x^4+29062*c^2*g^2*p*r^3*x^4+ 1152*c^2*g^2*q^4*x^4+9280*c^2*g^2*q^3*r*x^4+25380*c^2*g^2*q^2*r^2*x^4+29062*c^2 *g^2*q*r^3*x^4+11860*c^2*g^2*r^4*x^4+644*c^2*g*p^5*x^4+3220*c^2*g*p^4*q*x^4+ 6350*c^2*g*p^4*r*x^4+6440*c^2*g*p^3*q^2*x^4+25400*c^2*g*p^3*q*r*x^4+22504*c^2*g *p^3*r^2*x^4+6440*c^2*g*p^2*q^3*x^4+38100*c^2*g*p^2*q^2*r*x^4+67512*c^2*g*p^2*q *r^2*x^4+37530*c^2*g*p^2*r^3*x^4+3220*c^2*g*p*q^4*x^4+25400*c^2*g*p*q^3*r*x^4+ 67512*c^2*g*p*q^2*r^2*x^4+75060*c^2*g*p*q*r^3*x^4+29836*c^2*g*p*r^4*x^4+644*c^2 *g*q^5*x^4+6350*c^2*g*q^4*r*x^4+22504*c^2*g*q^3*r^2*x^4+37530*c^2*g*q^2*r^3*x^4 +29836*c^2*g*q*r^4*x^4+9104*c^2*g*r^5*x^4+142*c^2*p^6*x^4+852*c^2*p^5*q*x^4+ 1650*c^2*p^5*r*x^4+2130*c^2*p^4*q^2*x^4+8250*c^2*p^4*q*r*x^4+7134*c^2*p^4*r^2*x ^4+2840*c^2*p^3*q^3*x^4+16500*c^2*p^3*q^2*r*x^4+28536*c^2*p^3*q*r^2*x^4+15462*c ^2*p^3*r^3*x^4+2130*c^2*p^2*q^4*x^4+16500*c^2*p^2*q^3*r*x^4+42804*c^2*p^2*q^2*r ^2*x^4+46386*c^2*p^2*q*r^3*x^4+18006*c^2*p^2*r^4*x^4+852*c^2*p*q^5*x^4+8250*c^2 *p*q^4*r*x^4+28536*c^2*p*q^3*r^2*x^4+46386*c^2*p*q^2*r^3*x^4+36012*c^2*p*q*r^4* x^4+10764*c^2*p*r^5*x^4+142*c^2*q^6*x^4+1650*c^2*q^5*r*x^4+7134*c^2*q^4*r^2*x^4 +15462*c^2*q^3*r^3*x^4+18006*c^2*q^2*r^4*x^4+10764*c^2*q*r^5*x^4+2594*c^2*r^6*x ^4+4*c*g^6*p*x^4+4*c*g^6*q*x^4+10*c*g^6*r*x^4+39*c*g^5*p^2*x^4+78*c*g^5*p*q*x^4 +175*c*g^5*p*r*x^4+39*c*g^5*q^2*x^4+175*c*g^5*q*r*x^4+193*c*g^5*r^2*x^4+134*c*g ^4*p^3*x^4+402*c*g^4*p^2*q*x^4+850*c*g^4*p^2*r*x^4+402*c*g^4*p*q^2*x^4+1700*c*g ^4*p*q*r*x^4+1674*c*g^4*p*r^2*x^4+134*c*g^4*q^3*x^4+850*c*g^4*q^2*r*x^4+1674*c* g^4*q*r^2*x^4+1038*c*g^4*r^3*x^4+226*c*g^3*p^4*x^4+904*c*g^3*p^3*q*x^4+1840*c*g ^3*p^3*r*x^4+1356*c*g^3*p^2*q^2*x^4+5520*c*g^3*p^2*q*r*x^4+5118*c*g^3*p^2*r^2*x ^4+904*c*g^3*p*q^3*x^4+5520*c*g^3*p*q^2*r*x^4+10236*c*g^3*p*q*r^2*x^4+5969*c*g^ 3*p*r^3*x^4+226*c*g^3*q^4*x^4+1840*c*g^3*q^3*r*x^4+5118*c*g^3*q^2*r^2*x^4+5969* c*g^3*q*r^3*x^4+2476*c*g^3*r^4*x^4+204*c*g^2*p^5*x^4+1020*c*g^2*p^4*q*x^4+2020* c*g^2*p^4*r*x^4+2040*c*g^2*p^3*q^2*x^4+8080*c*g^2*p^3*q*r*x^4+7204*c*g^2*p^3*r^ 2*x^4+2040*c*g^2*p^2*q^3*x^4+12120*c*g^2*p^2*q^2*r*x^4+21612*c*g^2*p^2*q*r^2*x^ 4+12098*c*g^2*p^2*r^3*x^4+1020*c*g^2*p*q^4*x^4+8080*c*g^2*p*q^3*r*x^4+21612*c*g ^2*p*q^2*r^2*x^4+24196*c*g^2*p*q*r^3*x^4+9680*c*g^2*p*r^4*x^4+204*c*g^2*q^5*x^4 +2020*c*g^2*q^4*r*x^4+7204*c*g^2*q^3*r^2*x^4+12098*c*g^2*q^2*r^3*x^4+9680*c*g^2 *q*r^4*x^4+2970*c*g^2*r^5*x^4+95*c*g*p^6*x^4+570*c*g*p^5*q*x^4+1105*c*g*p^5*r*x ^4+1425*c*g*p^4*q^2*x^4+5525*c*g*p^4*q*r*x^4+4785*c*g*p^4*r^2*x^4+1900*c*g*p^3* q^3*x^4+11050*c*g*p^3*q^2*r*x^4+19140*c*g*p^3*q*r^2*x^4+10389*c*g*p^3*r^3*x^4+ 1425*c*g*p^2*q^4*x^4+11050*c*g*p^2*q^3*r*x^4+28710*c*g*p^2*q^2*r^2*x^4+31167*c* g*p^2*q*r^3*x^4+12119*c*g*p^2*r^4*x^4+570*c*g*p*q^5*x^4+5525*c*g*p*q^4*r*x^4+ 19140*c*g*p*q^3*r^2*x^4+31167*c*g*p*q^2*r^3*x^4+24238*c*g*p*q*r^4*x^4+7256*c*g* p*r^5*x^4+95*c*g*q^6*x^4+1105*c*g*q^5*r*x^4+4785*c*g*q^4*r^2*x^4+10389*c*g*q^3* r^3*x^4+12119*c*g*q^2*r^4*x^4+7256*c*g*q*r^5*x^4+1751*c*g*r^6*x^4+18*c*p^7*x^4+ 126*c*p^6*q*x^4+240*c*p^6*r*x^4+378*c*p^5*q^2*x^4+1440*c*p^5*q*r*x^4+1218*c*p^5 *r^2*x^4+630*c*p^4*q^3*x^4+3600*c*p^4*q^2*r*x^4+6090*c*p^4*q*r^2*x^4+3222*c*p^4 *r^3*x^4+630*c*p^3*q^4*x^4+4800*c*p^3*q^3*r*x^4+12180*c*p^3*q^2*r^2*x^4+12888*c *p^3*q*r^3*x^4+4890*c*p^3*r^4*x^4+378*c*p^2*q^5*x^4+3600*c*p^2*q^4*r*x^4+12180* c*p^2*q^3*r^2*x^4+19332*c*p^2*q^2*r^3*x^4+14670*c*p^2*q*r^4*x^4+4296*c*p^2*r^5* x^4+126*c*p*q^6*x^4+1440*c*p*q^5*r*x^4+6090*c*p*q^4*r^2*x^4+12888*c*p*q^3*r^3*x ^4+14670*c*p*q^2*r^4*x^4+8592*c*p*q*r^5*x^4+2034*c*p*r^6*x^4+18*c*q^7*x^4+240*c *q^6*r*x^4+1218*c*q^5*r^2*x^4+3222*c*q^4*r^3*x^4+4890*c*q^3*r^4*x^4+4296*c*q^2* r^5*x^4+2034*c*q*r^6*x^4+402*c*r^7*x^4+g^6*p^2*x^4+2*g^6*p*q*x^4+5*g^6*p*r*x^4+ g^6*q^2*x^4+5*g^6*q*r*x^4+7*g^6*r^2*x^4+6*g^5*p^3*x^4+18*g^5*p^2*q*x^4+40*g^5*p ^2*r*x^4+18*g^5*p*q^2*x^4+80*g^5*p*q*r*x^4+86*g^5*p*r^2*x^4+6*g^5*q^3*x^4+40*g^ 5*q^2*r*x^4+86*g^5*q*r^2*x^4+58*g^5*r^3*x^4+15*g^4*p^4*x^4+60*g^4*p^3*q*x^4+125 *g^4*p^3*r*x^4+90*g^4*p^2*q^2*x^4+375*g^4*p^2*q*r*x^4+361*g^4*p^2*r^2*x^4+60*g^ 4*p*q^3*x^4+375*g^4*p*q^2*r*x^4+722*g^4*p*q*r^2*x^4+438*g^4*p*r^3*x^4+15*g^4*q^ 4*x^4+125*g^4*q^3*r*x^4+361*g^4*q^2*r^2*x^4+438*g^4*q*r^3*x^4+188*g^4*r^4*x^4+ 20*g^3*p^5*x^4+100*g^3*p^4*q*x^4+200*g^3*p^4*r*x^4+200*g^3*p^3*q^2*x^4+800*g^3* p^3*q*r*x^4+724*g^3*p^3*r^2*x^4+200*g^3*p^2*q^3*x^4+1200*g^3*p^2*q^2*r*x^4+2172 *g^3*p^2*q*r^2*x^4+1236*g^3*p^2*r^3*x^4+100*g^3*p*q^4*x^4+800*g^3*p*q^3*r*x^4+ 2172*g^3*p*q^2*r^2*x^4+2472*g^3*p*q*r^3*x^4+1004*g^3*p*r^4*x^4+20*g^3*q^5*x^4+ 200*g^3*q^4*r*x^4+724*g^3*q^3*r^2*x^4+1236*g^3*q^2*r^3*x^4+1004*g^3*q*r^4*x^4+ 312*g^3*r^5*x^4+15*g^2*p^6*x^4+90*g^2*p^5*q*x^4+175*g^2*p^5*r*x^4+225*g^2*p^4*q ^2*x^4+875*g^2*p^4*q*r*x^4+761*g^2*p^4*r^2*x^4+300*g^2*p^3*q^3*x^4+1750*g^2*p^3 *q^2*r*x^4+3044*g^2*p^3*q*r^2*x^4+1660*g^2*p^3*r^3*x^4+225*g^2*p^2*q^4*x^4+1750 *g^2*p^2*q^3*r*x^4+4566*g^2*p^2*q^2*r^2*x^4+4980*g^2*p^2*q*r^3*x^4+1945*g^2*p^2 *r^4*x^4+90*g^2*p*q^5*x^4+875*g^2*p*q^4*r*x^4+3044*g^2*p*q^3*r^2*x^4+4980*g^2*p *q^2*r^3*x^4+3890*g^2*p*q*r^4*x^4+1169*g^2*p*r^5*x^4+15*g^2*q^6*x^4+175*g^2*q^5 *r*x^4+761*g^2*q^4*r^2*x^4+1660*g^2*q^3*r^3*x^4+1945*g^2*q^2*r^4*x^4+1169*g^2*q *r^5*x^4+283*g^2*r^6*x^4+6*g*p^7*x^4+42*g*p^6*q*x^4+80*g*p^6*r*x^4+126*g*p^5*q^ 2*x^4+480*g*p^5*q*r*x^4+406*g*p^5*r^2*x^4+210*g*p^4*q^3*x^4+1200*g*p^4*q^2*r*x^ 4+2030*g*p^4*q*r^2*x^4+1074*g*p^4*r^3*x^4+210*g*p^3*q^4*x^4+1600*g*p^3*q^3*r*x^ 4+4060*g*p^3*q^2*r^2*x^4+4296*g*p^3*q*r^3*x^4+1630*g*p^3*r^4*x^4+126*g*p^2*q^5* x^4+1200*g*p^2*q^4*r*x^4+4060*g*p^2*q^3*r^2*x^4+6444*g*p^2*q^2*r^3*x^4+4890*g*p ^2*q*r^4*x^4+1432*g*p^2*r^5*x^4+42*g*p*q^6*x^4+480*g*p*q^5*r*x^4+2030*g*p*q^4*r ^2*x^4+4296*g*p*q^3*r^3*x^4+4890*g*p*q^2*r^4*x^4+2864*g*p*q*r^5*x^4+678*g*p*r^6 *x^4+6*g*q^7*x^4+80*g*q^6*r*x^4+406*g*q^5*r^2*x^4+1074*g*q^4*r^3*x^4+1630*g*q^3 *r^4*x^4+1432*g*q^2*r^5*x^4+678*g*q*r^6*x^4+134*g*r^7*x^4+p^8*x^4+8*p^7*q*x^4+ 15*p^7*r*x^4+28*p^6*q^2*x^4+105*p^6*q*r*x^4+87*p^6*r^2*x^4+56*p^5*q^3*x^4+315*p ^5*q^2*r*x^4+522*p^5*q*r^2*x^4+270*p^5*r^3*x^4+70*p^4*q^4*x^4+525*p^4*q^3*r*x^4 +1305*p^4*q^2*r^2*x^4+1350*p^4*q*r^3*x^4+501*p^4*r^4*x^4+56*p^3*q^5*x^4+525*p^3 *q^4*r*x^4+1740*p^3*q^3*r^2*x^4+2700*p^3*q^2*r^3*x^4+2004*p^3*q*r^4*x^4+575*p^3 *r^5*x^4+28*p^2*q^6*x^4+315*p^2*q^5*r*x^4+1305*p^2*q^4*r^2*x^4+2700*p^2*q^3*r^3 *x^4+3006*p^2*q^2*r^4*x^4+1725*p^2*q*r^5*x^4+401*p^2*r^6*x^4+8*p*q^7*x^4+105*p* q^6*r*x^4+522*p*q^5*r^2*x^4+1350*p*q^4*r^3*x^4+2004*p*q^3*r^4*x^4+1725*p*q^2*r^ 5*x^4+802*p*q*r^6*x^4+156*p*r^7*x^4+q^8*x^4+15*q^7*r*x^4+87*q^6*r^2*x^4+270*q^5 *r^3*x^4+501*q^4*r^4*x^4+575*q^3*r^5*x^4+401*q^2*r^6*x^4+156*q*r^7*x^4+26*r^8*x ^4-64*a^6*c^2*x^3-96*a^6*c*p*x^3-64*a^6*c*q*x^3-176*a^6*c*r*x^3-16*a^6*c*x^4-32 *a^6*p^2*x^3-48*a^6*p*q*x^3-136*a^6*p*r*x^3-8*a^6*p*x^4-16*a^6*q^2*x^3-88*a^6*q *r*x^3-8*a^6*q*x^4-152*a^6*r^2*x^3-8*a^6*r*x^4-384*a^5*b*c^2*x^3-544*a^5*b*c*p* x^3-352*a^5*b*c*q*x^3-1024*a^5*b*c*r*x^3-96*a^5*b*c*x^4-176*a^5*b*p^2*x^3-256*a ^5*b*p*q*x^3-752*a^5*b*p*r*x^3-48*a^5*b*p*x^4-80*a^5*b*q^2*x^3-464*a^5*b*q*r*x^ 3-48*a^5*b*q*x^4-832*a^5*b*r^2*x^3-48*a^5*b*r*x^4-736*a^5*c^3*x^3-288*a^5*c^2*g *x^3-1376*a^5*c^2*p*x^3-976*a^5*c^2*q*x^3-2416*a^5*c^2*r*x^3+176*a^5*c^2*x^4-\ 416*a^5*c*g*p*x^3-272*a^5*c*g*q*x^3-776*a^5*c*g*r*x^3-72*a^5*c*g*x^4-792*a^5*c* p^2*x^3-1216*a^5*c*p*q*x^3-2960*a^5*c*p*r*x^3+192*a^5*c*p*x^4-424*a^5*c*q^2*x^3 -2096*a^5*c*q*r*x^3+192*a^5*c*q*x^4-2704*a^5*c*r^2*x^3+888*a^5*c*r*x^4-136*a^5* g*p^2*x^3-200*a^5*g*p*q*x^3-580*a^5*g*p*r*x^3-36*a^5*g*p*x^4-64*a^5*g*q^2*x^3-\ 364*a^5*g*q*r*x^3-36*a^5*g*q*x^4-644*a^5*g*r^2*x^3-36*a^5*g*r*x^4-144*a^5*p^3*x ^3-348*a^5*p^2*q*x^3-828*a^5*p^2*r*x^3+52*a^5*p^2*x^4-264*a^5*p*q^2*x^3-1272*a^ 5*p*q*r*x^3+104*a^5*p*q*x^4-1512*a^5*p*r^2*x^3+452*a^5*p*r*x^4-60*a^5*q^3*x^3-\ 444*a^5*q^2*r*x^3+52*a^5*q^2*x^4-1128*a^5*q*r^2*x^3+452*a^5*q*r*x^4-864*a^5*r^3 *x^3+700*a^5*r^2*x^4-960*a^4*b^2*c^2*x^3-1280*a^4*b^2*c*p*x^3-800*a^4*b^2*c*q*x ^3-2480*a^4*b^2*c*r*x^3-240*a^4*b^2*c*x^4-400*a^4*b^2*p^2*x^3-560*a^4*b^2*p*q*x ^3-1720*a^4*b^2*p*r*x^3-120*a^4*b^2*p*x^4-160*a^4*b^2*q^2*x^3-1000*a^4*b^2*q*r* x^3-120*a^4*b^2*q*x^4-1880*a^4*b^2*r^2*x^3-120*a^4*b^2*r*x^4-3616*a^4*b*c^3*x^3 -1440*a^4*b*c^2*g*x^3-6512*a^4*b*c^2*p*x^3-4512*a^4*b*c^2*q*x^3-11728*a^4*b*c^2 *r*x^3+880*a^4*b*c^2*x^4-1968*a^4*b*c*g*p*x^3-1248*a^4*b*c*g*q*x^3-3768*a^4*b*c *g*r*x^3-360*a^4*b*c*g*x^4-3672*a^4*b*c*p^2*x^3-5504*a^4*b*c*p*q*x^3-13904*a^4* b*c*p*r*x^3+960*a^4*b*c*p*x^4-1832*a^4*b*c*q^2*x^3-9584*a^4*b*c*q*r*x^3+960*a^4 *b*c*q*x^4-12688*a^4*b*c*r^2*x^3+4440*a^4*b*c*r*x^4-624*a^4*b*g*p^2*x^3-888*a^4 *b*g*p*q*x^3-2676*a^4*b*g*p*r*x^3-180*a^4*b*g*p*x^4-264*a^4*b*g*q^2*x^3-1596*a^ 4*b*g*q*r*x^3-180*a^4*b*g*q*x^4-2940*a^4*b*g*r^2*x^3-180*a^4*b*g*r*x^4-660*a^4* b*p^3*x^3-1560*a^4*b*p^2*q*x^3-3828*a^4*b*p^2*r*x^3+260*a^4*b*p^2*x^4-1140*a^4* b*p*q^2*x^3-5736*a^4*b*p*q*r*x^3+520*a^4*b*p*q*x^4-6984*a^4*b*p*r^2*x^3+2260*a^ 4*b*p*r*x^4-240*a^4*b*q^3*x^3-1908*a^4*b*q^2*r*x^3+260*a^4*b*q^2*x^4-5064*a^4*b *q*r^2*x^3+2260*a^4*b*q*r*x^4-3984*a^4*b*r^3*x^3+3500*a^4*b*r^2*x^4-3232*a^4*c^ 4*x^3-2672*a^4*c^3*g*x^3-7440*a^4*c^3*p*x^3-5392*a^4*c^3*q*x^3-12960*a^4*c^3*r* x^3+2208*a^4*c^3*x^4-528*a^4*c^2*g^2*x^3-4880*a^4*c^2*g*p*x^3-3408*a^4*c^2*g*q* x^3-8712*a^4*c^2*g*r*x^3+664*a^4*c^2*g*x^4-6056*a^4*c^2*p^2*x^3-9376*a^4*c^2*p* q*x^3-21760*a^4*c^2*p*r*x^3+3248*a^4*c^2*p*x^4-3320*a^4*c^2*q^2*x^3-15984*a^4*c ^2*q*r*x^3+3248*a^4*c^2*q*x^4-18416*a^4*c^2*r^2*x^3+10656*a^4*c^2*r*x^4-736*a^4 *c*g^2*p*x^3-472*a^4*c*g^2*q*x^3-1396*a^4*c*g^2*r*x^3-132*a^4*c*g^2*x^4-2772*a^ 4*c*g*p^2*x^3-4192*a^4*c*g*p*q*x^3-10452*a^4*c*g*p*r*x^3+724*a^4*c*g*p*x^4-1420 *a^4*c*g*q^2*x^3-7276*a^4*c*g*q*r*x^3+724*a^4*c*g*q*x^4-9548*a^4*c*g*r^2*x^3+ 3308*a^4*c*g*r*x^4-2100*a^4*c*p^3*x^3-5092*a^4*c*p^2*q*x^3-11444*a^4*c*p^2*r*x^ 3+1588*a^4*c*p^2*x^4-3884*a^4*c*p*q^2*x^3-17896*a^4*c*p*q*r*x^3+3176*a^4*c*p*q* x^4-19392*a^4*c*p*r^2*x^3+10144*a^4*c*p*r*x^4-892*a^4*c*q^3*x^3-6452*a^4*c*q^2* r*x^3+1588*a^4*c*q^2*x^4-14792*a^4*c*q*r^2*x^3+10144*a^4*c*q*r*x^4-10372*a^4*c* r^3*x^3+12400*a^4*c*r^2*x^4-236*a^4*g^2*p^2*x^3-340*a^4*g^2*p*q*x^3-1010*a^4*g^ 2*p*r*x^3-66*a^4*g^2*p*x^4-104*a^4*g^2*q^2*x^3-614*a^4*g^2*q*r*x^3-66*a^4*g^2*q *x^4-1114*a^4*g^2*r^2*x^3-66*a^4*g^2*r*x^4-500*a^4*g*p^3*x^3-1192*a^4*g*p^2*q*x ^3-2892*a^4*g*p^2*r*x^3+196*a^4*g*p^2*x^4-884*a^4*g*p*q^2*x^3-4376*a^4*g*p*q*r* x^3+392*a^4*g*p*q*x^4-5280*a^4*g*p*r^2*x^3+1684*a^4*g*p*r*x^4-192*a^4*g*q^3*x^3 -1484*a^4*g*q^2*r*x^3+196*a^4*g*q^2*x^4-3872*a^4*g*q*r^2*x^3+1684*a^4*g*q*r*x^4 -3016*a^4*g*r^3*x^3+2604*a^4*g*r^2*x^4-264*a^4*p^4*x^3-880*a^4*p^3*q*x^3-1914*a ^4*p^3*r*x^3+258*a^4*p^3*x^4-1056*a^4*p^2*q^2*x^3-4678*a^4*p^2*q*r*x^3+774*a^4* p^2*q*x^4-4826*a^4*p^2*r^2*x^3+2406*a^4*p^2*r*x^4-528*a^4*p*q^3*x^3-3614*a^4*p* q^2*r*x^3+774*a^4*p*q^2*x^4-7728*a^4*p*q*r^2*x^3+4812*a^4*p*q*r*x^4-5102*a^4*p* r^3*x^3+5708*a^4*p*r^2*x^4-88*a^4*q^4*x^3-850*a^4*q^3*r*x^3+258*a^4*q^3*x^4-\ 2902*a^4*q^2*r^2*x^3+2406*a^4*q^2*r*x^4-4050*a^4*q*r^3*x^3+5708*a^4*q*r^2*x^4-\ 1926*a^4*r^4*x^3+4066*a^4*r^3*x^4-1280*a^3*b^3*c^2*x^3-1600*a^3*b^3*c*p*x^3-960 *a^3*b^3*c*q*x^3-3200*a^3*b^3*c*r*x^3-320*a^3*b^3*c*x^4-480*a^3*b^3*p^2*x^3-640 *a^3*b^3*p*q*x^3-2080*a^3*b^3*p*r*x^3-160*a^3*b^3*p*x^4-160*a^3*b^3*q^2*x^3-\ 1120*a^3*b^3*q*r*x^3-160*a^3*b^3*q*x^4-2240*a^3*b^3*r^2*x^3-160*a^3*b^3*r*x^4-\ 7104*a^3*b^2*c^3*x^3-2880*a^3*b^2*c^2*g*x^3-12288*a^3*b^2*c^2*p*x^3-8288*a^3*b^ 2*c^2*q*x^3-22752*a^3*b^2*c^2*r*x^3+1760*a^3*b^2*c^2*x^4-3712*a^3*b^2*c*g*p*x^3 -2272*a^3*b^2*c*g*q*x^3-7312*a^3*b^2*c*g*r*x^3-720*a^3*b^2*c*g*x^4-6768*a^3*b^2 *c*p^2*x^3-9856*a^3*b^2*c*p*q*x^3-26016*a^3*b^2*c*p*r*x^3+1920*a^3*b^2*c*p*x^4-\ 3088*a^3*b^2*c*q^2*x^3-17376*a^3*b^2*c*q*r*x^3+1920*a^3*b^2*c*q*x^4-23712*a^3*b ^2*c*r^2*x^3+8880*a^3*b^2*c*r*x^4-1136*a^3*b^2*g*p^2*x^3-1552*a^3*b^2*g*p*q*x^3 -4904*a^3*b^2*g*p*r*x^3-360*a^3*b^2*g*p*x^4-416*a^3*b^2*g*q^2*x^3-2744*a^3*b^2* g*q*r*x^3-360*a^3*b^2*g*q*x^4-5320*a^3*b^2*g*r^2*x^3-360*a^3*b^2*g*r*x^4-1200*a ^3*b^2*p^3*x^3-2760*a^3*b^2*p^2*q*x^3-7032*a^3*b^2*p^2*r*x^3+520*a^3*b^2*p^2*x^ 4-1920*a^3*b^2*p*q^2*x^3-10224*a^3*b^2*p*q*r*x^3+1040*a^3*b^2*p*q*x^4-12816*a^3 *b^2*p*r^2*x^3+4520*a^3*b^2*p*r*x^4-360*a^3*b^2*q^3*x^3-3192*a^3*b^2*q^2*r*x^3+ 520*a^3*b^2*q^2*x^4-8976*a^3*b^2*q*r^2*x^3+4520*a^3*b^2*q*r*x^4-7296*a^3*b^2*r^ 3*x^3+7000*a^3*b^2*r^2*x^4-12608*a^3*b*c^4*x^3-10528*a^3*b*c^3*g*x^3-28192*a^3* b*c^3*p*x^3-20000*a^3*b*c^3*q*x^3-50240*a^3*b*c^3*r*x^3+8832*a^3*b*c^3*x^4-2112 *a^3*b*c^2*g^2*x^3-18528*a^3*b*c^2*g*p*x^3-12640*a^3*b*c^2*g*q*x^3-33904*a^3*b* c^2*g*r*x^3+2656*a^3*b*c^2*g*x^4-22560*a^3*b*c^2*p^2*x^3-34176*a^3*b*c^2*p*q*x^ 3-82256*a^3*b*c^2*p*r*x^3+12992*a^3*b*c^2*p*x^4-11616*a^3*b*c^2*q^2*x^3-59152*a ^3*b*c^2*q*r*x^3+12992*a^3*b*c^2*q*x^4-69824*a^3*b*c^2*r^2*x^3+42624*a^3*b*c^2* r*x^4-2792*a^3*b*c*g^2*p*x^3-1736*a^3*b*c*g^2*q*x^3-5432*a^3*b*c*g^2*r*x^3-528* a^3*b*c*g^2*x^4-10304*a^3*b*c*g*p^2*x^3-15200*a^3*b*c*g*p*q*x^3-39360*a^3*b*c*g *p*r*x^3+2896*a^3*b*c*g*p*x^4-4896*a^3*b*c*g*q^2*x^3-26656*a^3*b*c*g*q*r*x^3+ 2896*a^3*b*c*g*q*x^4-35912*a^3*b*c*g*r^2*x^3+13232*a^3*b*c*g*r*x^4-7744*a^3*b*c *p^3*x^3-18400*a^3*b*c*p^2*q*x^3-42680*a^3*b*c*p^2*r*x^3+6352*a^3*b*c*p^2*x^4-\ 13568*a^3*b*c*p*q^2*x^3-65392*a^3*b*c*p*q*r*x^3+12704*a^3*b*c*p*q*x^4-72472*a^3 *b*c*p*r^2*x^3+40576*a^3*b*c*p*r*x^4-2912*a^3*b*c*q^3*x^3-22712*a^3*b*c*q^2*r*x ^3+6352*a^3*b*c*q^2*x^4-54072*a^3*b*c*q*r^2*x^3+40576*a^3*b*c*q*r*x^4-38744*a^3 *b*c*r^3*x^3+49600*a^3*b*c*r^2*x^4-868*a^3*b*g^2*p^2*x^3-1208*a^3*b*g^2*p*q*x^3 -3736*a^3*b*g^2*p*r*x^3-264*a^3*b*g^2*p*x^4-340*a^3*b*g^2*q^2*x^3-2152*a^3*b*g^ 2*q*r*x^3-264*a^3*b*g^2*q*x^4-4076*a^3*b*g^2*r^2*x^3-264*a^3*b*g^2*r*x^4-1836*a ^3*b*g*p^3*x^3-4276*a^3*b*g*p^2*q*x^3-10712*a^3*b*g*p^2*r*x^3+784*a^3*b*g*p^2*x ^4-3044*a^3*b*g*p*q^2*x^3-15792*a^3*b*g*p*q*r*x^3+1568*a^3*b*g*p*q*x^4-19536*a^ 3*b*g*p*r^2*x^3+6736*a^3*b*g*p*r*x^4-604*a^3*b*g*q^3*x^3-5080*a^3*b*g*q^2*r*x^3 +784*a^3*b*g*q^2*x^4-13904*a^3*b*g*q*r^2*x^3+6736*a^3*b*g*q*r*x^4-11136*a^3*b*g *r^3*x^3+10416*a^3*b*g*r^2*x^4-968*a^3*b*p^4*x^3-3168*a^3*b*p^3*q*x^3-7092*a^3* b*p^3*r*x^3+1032*a^3*b*p^3*x^4-3696*a^3*b*p^2*q^2*x^3-17020*a^3*b*p^2*q*r*x^3+ 3096*a^3*b*p^2*q*x^4-17928*a^3*b*p^2*r^2*x^3+9624*a^3*b*p^2*r*x^4-1760*a^3*b*p* q^3*x^3-12764*a^3*b*p*q^2*r*x^3+3096*a^3*b*p*q^2*x^4-28160*a^3*b*p*q*r^2*x^3+ 19248*a^3*b*p*q*r*x^4-18960*a^3*b*p*r^3*x^3+22832*a^3*b*p*r^2*x^4-264*a^3*b*q^4 *x^3-2836*a^3*b*q^3*r*x^3+1032*a^3*b*q^3*x^4-10232*a^3*b*q^2*r^2*x^3+9624*a^3*b *q^2*r*x^4-14752*a^3*b*q*r^3*x^3+22832*a^3*b*q*r^2*x^4-7156*a^3*b*r^4*x^3+16264 *a^3*b*r^3*x^4-7136*a^3*c^5*x^3-9152*a^3*c^4*g*x^3-19712*a^3*c^4*p*x^3-14352*a^ 3*c^4*q*x^3-34400*a^3*c^4*r*x^3+8064*a^3*c^4*x^4-3800*a^3*c^3*g^2*x^3-20704*a^3 *c^3*g*p*x^3-14800*a^3*c^3*g*q*x^3-36560*a^3*c^3*g*r*x^3+6496*a^3*c^3*g*x^4-\ 20768*a^3*c^3*p^2*x^3-32128*a^3*c^3*p*q*x^3-73744*a^3*c^3*p*r*x^3+15328*a^3*c^3 *p*x^4-11360*a^3*c^3*q^2*x^3-54832*a^3*c^3*q*r*x^3+15328*a^3*c^3*q*x^4-60576*a^ 3*c^3*r^2*x^3+45136*a^3*c^3*r*x^4-504*a^3*c^2*g^3*x^3-6784*a^3*c^2*g^2*p*x^3-\ 4668*a^3*c^2*g^2*q*x^3-12300*a^3*c^2*g^2*r*x^3+980*a^3*c^2*g^2*x^4-16672*a^3*c^ 2*g*p^2*x^3-25472*a^3*c^2*g*p*q*x^3-60444*a^3*c^2*g*p*r*x^3+9540*a^3*c^2*g*p*x^ 4-8800*a^3*c^2*g*q^2*x^3-43812*a^3*c^2*g*q*r*x^3+9540*a^3*c^2*g*q*x^4-51256*a^3 *c^2*g*r^2*x^3+31072*a^3*c^2*g*r*x^4-10560*a^3*c^2*p^3*x^3-25536*a^3*c^2*p^2*q* x^3-56476*a^3*c^2*p^2*r*x^3+10892*a^3*c^2*p^2*x^4-19392*a^3*c^2*p*q^2*x^3-88760 *a^3*c^2*p*q*r*x^3+21784*a^3*c^2*p*q*x^4-92728*a^3*c^2*p*r^2*x^3+62792*a^3*c^2* p*r*x^4-4416*a^3*c^2*q^3*x^3-32284*a^3*c^2*q^2*r*x^3+10892*a^3*c^2*q^2*x^4-\ 71344*a^3*c^2*q*r^2*x^3+62792*a^3*c^2*q*r*x^4-48052*a^3*c^2*r^3*x^3+70264*a^3*c ^2*r^2*x^4-680*a^3*c*g^3*p*x^3-428*a^3*c*g^3*q*x^3-1310*a^3*c*g^3*r*x^3-126*a^3 *c*g^3*x^4-3802*a^3*c*g^2*p^2*x^3-5664*a^3*c*g^2*p*q*x^3-14456*a^3*c*g^2*p*r*x^ 3+1068*a^3*c*g^2*p*x^4-1862*a^3*c*g^2*q^2*x^3-9896*a^3*c*g^2*q*r*x^3+1068*a^3*c *g^2*q*x^4-13204*a^3*c*g^2*r^2*x^3+4818*a^3*c*g^2*r*x^4-5740*a^3*c*g*p^3*x^3-\ 13752*a^3*c*g*p^2*q*x^3-31504*a^3*c*g*p^2*r*x^3+4656*a^3*c*g*p^2*x^4-10284*a^3* c*g*p*q^2*x^3-48668*a^3*c*g*p*q*r*x^3+9312*a^3*c*g*p*q*x^4-53468*a^3*c*g*p*r^2* x^3+29530*a^3*c*g*p*r*x^4-2272*a^3*c*g*q^3*x^3-17164*a^3*c*g*q^2*r*x^3+4656*a^3 *c*g*q^2*x^4-40246*a^3*c*g*q*r^2*x^3+29530*a^3*c*g*q*r*x^4-28606*a^3*c*g*r^3*x^ 3+36046*a^3*c*g*r^2*x^4-2610*a^3*c*p^4*x^3-8672*a^3*c*p^3*q*x^3-18512*a^3*c*p^3 *r*x^3+3428*a^3*c*p^3*x^4-10356*a^3*c*p^2*q^2*x^3-45348*a^3*c*p^2*q*r*x^3+10284 *a^3*c*p^2*q*x^4-45230*a^3*c*p^2*r^2*x^3+29002*a^3*c*p^2*r*x^4-5136*a^3*c*p*q^3 *x^3-35160*a^3*c*p*q^2*r*x^3+10284*a^3*c*p*q^2*x^4-72784*a^3*c*p*q*r^2*x^3+ 58004*a^3*c*p*q*r*x^4-46388*a^3*c*p*r^3*x^3+63396*a^3*c*p*r^2*x^4-842*a^3*c*q^4 *x^3-8324*a^3*c*q^3*r*x^3+3428*a^3*c*q^3*x^4-27554*a^3*c*q^2*r^2*x^3+29002*a^3* c*q^2*r*x^4-37004*a^3*c*q*r^3*x^3+63396*a^3*c*q*r^2*x^4-17060*a^3*c*r^4*x^3+ 41816*a^3*c*r^3*x^4-214*a^3*g^3*p^2*x^3-302*a^3*g^3*p*q*x^3-919*a^3*g^3*p*r*x^3 -63*a^3*g^3*p*x^4-88*a^3*g^3*q^2*x^3-541*a^3*g^3*q*r*x^3-63*a^3*g^3*q*x^4-1007* a^3*g^3*r^2*x^3-63*a^3*g^3*r*x^4-680*a^3*g^2*p^3*x^3-1599*a^3*g^2*p^2*q*x^3-\ 3955*a^3*g^2*p^2*r*x^3+289*a^3*g^2*p^2*x^4-1158*a^3*g^2*p*q^2*x^3-5894*a^3*g^2* p*q*r*x^3+578*a^3*g^2*p*q*x^4-7218*a^3*g^2*p*r^2*x^3+2453*a^3*g^2*p*r*x^4-239*a ^3*g^2*q^3*x^3-1939*a^3*g^2*q^2*r*x^3+289*a^3*g^2*q^2*x^4-5202*a^3*g^2*q*r^2*x^ 3+2453*a^3*g^2*q*r*x^4-4120*a^3*g^2*r^3*x^3+3787*a^3*g^2*r^2*x^4-718*a^3*g*p^4* x^3-2368*a^3*g*p^3*q*x^3-5241*a^3*g*p^3*r*x^3+755*a^3*g*p^3*x^4-2796*a^3*g*p^2* q^2*x^3-12675*a^3*g*p^2*q*r*x^3+2265*a^3*g*p^2*q*x^4-13241*a^3*g*p^2*r^2*x^3+ 6991*a^3*g*p^2*r*x^4-1360*a^3*g*p*q^3*x^3-9627*a^3*g*p*q^2*r*x^3+2265*a^3*g*p*q ^2*x^4-20968*a^3*g*p*q*r^2*x^3+13982*a^3*g*p*q*r*x^4-14009*a^3*g*p*r^3*x^3+ 16556*a^3*g*p*r^2*x^4-214*a^3*g*q^4*x^3-2193*a^3*g*q^3*r*x^3+755*a^3*g*q^3*x^4-\ 7727*a^3*g*q^2*r^2*x^3+6991*a^3*g*q^2*r*x^4-10991*a^3*g*q*r^3*x^3+16556*a^3*g*q *r^2*x^4-5291*a^3*g*r^4*x^3+11775*a^3*g*r^3*x^4-252*a^3*p^5*x^3-1071*a^3*p^4*q* x^3-2205*a^3*p^4*r*x^3+403*a^3*p^4*x^4-1764*a^3*p^3*q^2*x^3-7410*a^3*p^3*q*r*x^ 3+1612*a^3*p^3*q*x^4-7080*a^3*p^3*r^2*x^3+4445*a^3*p^3*r*x^4-1386*a^3*p^2*q^3*x ^3-9000*a^3*p^2*q^2*r*x^3+2418*a^3*p^2*q^2*x^4-17655*a^3*p^2*q*r^2*x^3+13335*a^ 3*p^2*q*r*x^4-10731*a^3*p^2*r^3*x^3+14215*a^3*p^2*r^2*x^4-504*a^3*p*q^4*x^3-\ 4590*a^3*p*q^3*r*x^3+1612*a^3*p*q^3*x^4-14070*a^3*p*q^2*r^2*x^3+13335*a^3*p*q^2 *r*x^4-17718*a^3*p*q*r^3*x^3+28430*a^3*p*q*r^2*x^4-7782*a^3*p*r^4*x^3+18270*a^3 *p*r^3*x^4-63*a^3*q^5*x^3-795*a^3*q^4*r*x^3+403*a^3*q^4*x^4-3495*a^3*q^3*r^2*x^ 3+4445*a^3*q^3*r*x^4-6987*a^3*q^2*r^3*x^3+14215*a^3*q^2*r^2*x^4-6402*a^3*q*r^4* x^3+18270*a^3*q*r^3*x^4-2178*a^3*r^5*x^3+8151*a^3*r^4*x^4-960*a^2*b^4*c^2*x^3-\ 1120*a^2*b^4*c*p*x^3-640*a^2*b^4*c*q*x^3-2320*a^2*b^4*c*r*x^3-240*a^2*b^4*c*x^4 -320*a^2*b^4*p^2*x^3-400*a^2*b^4*p*q*x^3-1400*a^2*b^4*p*r*x^3-120*a^2*b^4*p*x^4 -80*a^2*b^4*q^2*x^3-680*a^2*b^4*q*r*x^3-120*a^2*b^4*q*x^4-1480*a^2*b^4*r^2*x^3-\ 120*a^2*b^4*r*x^4-6976*a^2*b^3*c^3*x^3-2880*a^2*b^3*c^2*g*x^3-11552*a^2*b^3*c^2 *p*x^3-7552*a^2*b^3*c^2*q*x^3-22048*a^2*b^3*c^2*r*x^3+1760*a^2*b^3*c^2*x^4-3488 *a^2*b^3*c*g*p*x^3-2048*a^2*b^3*c*g*q*x^3-7088*a^2*b^3*c*g*r*x^3-720*a^2*b^3*c* g*x^4-6192*a^2*b^3*c*p^2*x^3-8704*a^2*b^3*c*p*q*x^3-24224*a^2*b^3*c*p*r*x^3+ 1920*a^2*b^3*c*p*x^4-2512*a^2*b^3*c*q^2*x^3-15584*a^2*b^3*c*q*r*x^3+1920*a^2*b^ 3*c*q*x^4-22048*a^2*b^3*c*r^2*x^3+8880*a^2*b^3*c*r*x^4-1024*a^2*b^3*g*p^2*x^3-\ 1328*a^2*b^3*g*p*q*x^3-4456*a^2*b^3*g*p*r*x^3-360*a^2*b^3*g*p*x^4-304*a^2*b^3*g *q^2*x^3-2296*a^2*b^3*g*q*r*x^3-360*a^2*b^3*g*q*x^4-4760*a^2*b^3*g*r^2*x^3-360* a^2*b^3*g*r*x^4-1080*a^2*b^3*p^3*x^3-2400*a^2*b^3*p^2*q*x^3-6408*a^2*b^3*p^2*r* x^3+520*a^2*b^3*p^2*x^4-1560*a^2*b^3*p*q^2*x^3-8976*a^2*b^3*p*q*r*x^3+1040*a^2* b^3*p*q*x^4-11664*a^2*b^3*p*r^2*x^3+4520*a^2*b^3*p*r*x^4-240*a^2*b^3*q^3*x^3-\ 2568*a^2*b^3*q^2*r*x^3+520*a^2*b^3*q^2*x^4-7824*a^2*b^3*q*r^2*x^3+4520*a^2*b^3* q*r*x^4-6624*a^2*b^3*r^3*x^3+7000*a^2*b^3*r^2*x^4-18432*a^2*b^2*c^4*x^3-15552*a ^2*b^2*c^3*g*x^3-39936*a^2*b^2*c^3*p*x^3-27648*a^2*b^2*c^3*q*x^3-72960*a^2*b^2* c^3*r*x^3+13248*a^2*b^2*c^3*x^4-3168*a^2*b^2*c^2*g^2*x^3-26304*a^2*b^2*c^2*g*p* x^3-17472*a^2*b^2*c^2*g*q*x^3-49440*a^2*b^2*c^2*g*r*x^3+3984*a^2*b^2*c^2*g*x^4-\ 31344*a^2*b^2*c^2*p^2*x^3-46272*a^2*b^2*c^2*p*q*x^3-116208*a^2*b^2*c^2*p*r*x^3+ 19488*a^2*b^2*c^2*p*x^4-14928*a^2*b^2*c^2*q^2*x^3-81552*a^2*b^2*c^2*q*r*x^3+ 19488*a^2*b^2*c^2*q*x^4-98976*a^2*b^2*c^2*r^2*x^3+63936*a^2*b^2*c^2*r*x^4-3960* a^2*b^2*c*g^2*p*x^3-2376*a^2*b^2*c*g^2*q*x^3-7920*a^2*b^2*c*g^2*r*x^3-792*a^2*b ^2*c*g^2*x^4-14280*a^2*b^2*c*g*p^2*x^3-20448*a^2*b^2*c*g*p*q*x^3-55368*a^2*b^2* c*g*p*r*x^3+4344*a^2*b^2*c*g*p*x^4-6168*a^2*b^2*c*g*q^2*x^3-36312*a^2*b^2*c*g*q *r*x^3+4344*a^2*b^2*c*g*q*x^4-50448*a^2*b^2*c*g*r^2*x^3+19848*a^2*b^2*c*g*r*x^4 -10632*a^2*b^2*c*p^3*x^3-24648*a^2*b^2*c*p^2*q*x^3-59376*a^2*b^2*c*p^2*r*x^3+ 9528*a^2*b^2*c*p^2*x^4-17400*a^2*b^2*c*p*q^2*x^3-88800*a^2*b^2*c*p*q*r*x^3+ 19056*a^2*b^2*c*p*q*x^4-101064*a^2*b^2*c*p*r^2*x^3+60864*a^2*b^2*c*p*r*x^4-3384 *a^2*b^2*c*q^3*x^3-29424*a^2*b^2*c*q^2*r*x^3+9528*a^2*b^2*c*q^2*x^4-73464*a^2*b ^2*c*q*r^2*x^3+60864*a^2*b^2*c*q*r*x^4-54000*a^2*b^2*c*r^3*x^3+74400*a^2*b^2*c* r^2*x^4-1188*a^2*b^2*g^2*p^2*x^3-1584*a^2*b^2*g^2*p*q*x^3-5148*a^2*b^2*g^2*p*r* x^3-396*a^2*b^2*g^2*p*x^4-396*a^2*b^2*g^2*q^2*x^3-2772*a^2*b^2*g^2*q*r*x^3-396* a^2*b^2*g^2*q*x^4-5544*a^2*b^2*g^2*r^2*x^3-396*a^2*b^2*g^2*r*x^4-2508*a^2*b^2*g *p^3*x^3-5676*a^2*b^2*g*p^2*q*x^3-14784*a^2*b^2*g*p^2*r*x^3+1176*a^2*b^2*g*p^2* x^4-3828*a^2*b^2*g*p*q^2*x^3-21120*a^2*b^2*g*p*q*r*x^3+2352*a^2*b^2*g*p*q*x^4-\ 26928*a^2*b^2*g*p*r^2*x^3+10104*a^2*b^2*g*p*r*x^4-660*a^2*b^2*g*q^3*x^3-6336*a^ 2*b^2*g*q^2*r*x^3+1176*a^2*b^2*g*q^2*x^4-18480*a^2*b^2*g*q*r^2*x^3+10104*a^2*b^ 2*g*q*r*x^4-15312*a^2*b^2*g*r^3*x^3+15624*a^2*b^2*g*r^2*x^4-1320*a^2*b^2*p^4*x^ 3-4224*a^2*b^2*p^3*q*x^3-9792*a^2*b^2*p^3*r*x^3+1548*a^2*b^2*p^3*x^4-4752*a^2*b ^2*p^2*q^2*x^3-22992*a^2*b^2*p^2*q*r*x^3+4644*a^2*b^2*p^2*q*x^4-24828*a^2*b^2*p ^2*r^2*x^3+14436*a^2*b^2*p^2*r*x^4-2112*a^2*b^2*p*q^3*x^3-16608*a^2*b^2*p*q^2*r *x^3+4644*a^2*b^2*p*q^2*x^4-38112*a^2*b^2*p*q*r^2*x^3+28872*a^2*b^2*p*q*r*x^4-\ 26268*a^2*b^2*p*r^3*x^3+34248*a^2*b^2*p*r^2*x^4-264*a^2*b^2*q^4*x^3-3408*a^2*b^ 2*q^3*r*x^3+1548*a^2*b^2*q^3*x^4-13284*a^2*b^2*q^2*r^2*x^3+14436*a^2*b^2*q^2*r* x^4-19956*a^2*b^2*q*r^3*x^3+34248*a^2*b^2*q*r^2*x^4-9912*a^2*b^2*r^4*x^3+24396* a^2*b^2*r^3*x^4-20832*a^2*b*c^5*x^3-26880*a^2*b*c^4*g*x^3-56112*a^2*b*c^4*p*x^3 -40032*a^2*b*c^4*q*x^3-100000*a^2*b*c^4*r*x^3+24192*a^2*b*c^4*x^4-11256*a^2*b*c ^3*g^2*x^3-59056*a^2*b*c^3*g*p*x^3-41344*a^2*b*c^3*g*q*x^3-106640*a^2*b*c^3*g*r *x^3+19488*a^2*b*c^3*g*x^4-58208*a^2*b*c^3*p^2*x^3-88192*a^2*b*c^3*p*q*x^3-\ 209776*a^2*b*c^3*p*r*x^3+45984*a^2*b*c^3*p*x^4-29984*a^2*b*c^3*q^2*x^3-153040*a ^2*b*c^3*q*r*x^3+45984*a^2*b*c^3*q*x^4-173088*a^2*b*c^3*r^2*x^3+135408*a^2*b*c^ 3*r*x^4-1512*a^2*b*c^2*g^3*x^3-19380*a^2*b*c^2*g^2*p*x^3-13032*a^2*b*c^2*g^2*q* x^3-35980*a^2*b*c^2*g^2*r*x^3+2940*a^2*b*c^2*g^2*x^4-46720*a^2*b*c^2*g*p^2*x^3-\ 69824*a^2*b*c^2*g*p*q*x^3-171876*a^2*b*c^2*g*p*r*x^3+28620*a^2*b*c^2*g*p*x^4-\ 23104*a^2*b*c^2*g*q^2*x^3-121980*a^2*b*c^2*g*q*r*x^3+28620*a^2*b*c^2*g*q*x^4-\ 146200*a^2*b*c^2*g*r^2*x^3+93216*a^2*b*c^2*g*r*x^4-29312*a^2*b*c^2*p^3*x^3-\ 69504*a^2*b*c^2*p^2*q*x^3-158668*a^2*b*c^2*p^2*r*x^3+32676*a^2*b*c^2*p^2*x^4-\ 51072*a^2*b*c^2*p*q^2*x^3-244760*a^2*b*c^2*p*q*r*x^3+65352*a^2*b*c^2*p*q*x^4-\ 261376*a^2*b*c^2*p*r^2*x^3+188376*a^2*b*c^2*p*r*x^4-10880*a^2*b*c^2*q^3*x^3-\ 86092*a^2*b*c^2*q^2*r*x^3+32676*a^2*b*c^2*q^2*x^4-197224*a^2*b*c^2*q*r^2*x^3+ 188376*a^2*b*c^2*q*r*x^4-135460*a^2*b*c^2*r^3*x^3+210792*a^2*b*c^2*r^2*x^4-1940 *a^2*b*c*g^3*p*x^3-1184*a^2*b*c*g^3*q*x^3-3830*a^2*b*c*g^3*r*x^3-378*a^2*b*c*g^ 3*x^4-10630*a^2*b*c*g^2*p^2*x^3-15440*a^2*b*c*g^2*p*q*x^3-40936*a^2*b*c*g^2*p*r *x^3+3204*a^2*b*c*g^2*p*x^4-4810*a^2*b*c*g^2*q^2*x^3-27256*a^2*b*c*g^2*q*r*x^3+ 3204*a^2*b*c*g^2*q*x^4-37340*a^2*b*c*g^2*r^2*x^3+14454*a^2*b*c*g^2*r*x^4-15912* a^2*b*c*g*p^3*x^3-37332*a^2*b*c*g*p^2*q*x^3-88324*a^2*b*c*g*p^2*r*x^3+13968*a^2 *b*c*g*p^2*x^4-26928*a^2*b*c*g*p*q^2*x^3-133628*a^2*b*c*g*p*q*r*x^3+27936*a^2*b *c*g*p*q*x^4-150210*a^2*b*c*g*p*r^2*x^3+88590*a^2*b*c*g*p*r*x^4-5508*a^2*b*c*g* q^3*x^3-45304*a^2*b*c*g*q^2*r*x^3+13968*a^2*b*c*g*q^2*x^4-110544*a^2*b*c*g*q*r^ 2*x^3+88590*a^2*b*c*g*q*r*x^4-80310*a^2*b*c*g*r^3*x^3+108138*a^2*b*c*g*r^2*x^4-\ 7202*a^2*b*c*p^4*x^3-23504*a^2*b*c*p^3*q*x^3-51660*a^2*b*c*p^3*r*x^3+10284*a^2* b*c*p^3*x^4-27300*a^2*b*c*p^2*q^2*x^3-124416*a^2*b*c*p^2*q*r*x^3+30852*a^2*b*c* p^2*q*x^4-126650*a^2*b*c*p^2*r^2*x^3+87006*a^2*b*c*p^2*r*x^4-12896*a^2*b*c*p*q^ 3*x^3-93852*a^2*b*c*p*q^2*r*x^3+30852*a^2*b*c*p*q^2*x^4-200272*a^2*b*c*p*q*r^2* x^3+174012*a^2*b*c*p*q*r*x^4-129980*a^2*b*c*p*r^3*x^3+190188*a^2*b*c*p*r^2*x^4-\ 1898*a^2*b*c*q^4*x^3-21096*a^2*b*c*q^3*r*x^3+10284*a^2*b*c*q^3*x^4-73622*a^2*b* c*q^2*r^2*x^3+87006*a^2*b*c*q^2*r*x^4-101828*a^2*b*c*q*r^3*x^3+190188*a^2*b*c*q *r^2*x^4-47788*a^2*b*c*r^4*x^3+125448*a^2*b*c*r^3*x^4-592*a^2*b*g^3*p^2*x^3-806 *a^2*b*g^3*p*q*x^3-2557*a^2*b*g^3*p*r*x^3-189*a^2*b*g^3*p*x^4-214*a^2*b*g^3*q^2 *x^3-1423*a^2*b*g^3*q*r*x^3-189*a^2*b*g^3*q*x^4-2771*a^2*b*g^3*r^2*x^3-189*a^2* b*g^3*r*x^4-1877*a^2*b*g^2*p^3*x^3-4308*a^2*b*g^2*p^2*q*x^3-11011*a^2*b*g^2*p^2 *r*x^3+867*a^2*b*g^2*p^2*x^4-2985*a^2*b*g^2*p*q^2*x^3-15974*a^2*b*g^2*p*q*r*x^3 +1734*a^2*b*g^2*p*q*x^4-20070*a^2*b*g^2*p*r^2*x^3+7359*a^2*b*g^2*p*r*x^4-554*a^ 2*b*g^2*q^3*x^3-4963*a^2*b*g^2*q^2*r*x^3+867*a^2*b*g^2*q^2*x^4-14022*a^2*b*g^2* q*r^2*x^3+7359*a^2*b*g^2*q*r*x^4-11428*a^2*b*g^2*r^3*x^3+11361*a^2*b*g^2*r^2*x^ 4-1978*a^2*b*g*p^4*x^3-6400*a^2*b*g*p^3*q*x^3-14589*a^2*b*g*p^3*r*x^3+2265*a^2* b*g*p^3*x^4-7332*a^2*b*g*p^2*q^2*x^3-34623*a^2*b*g*p^2*q*r*x^3+6795*a^2*b*g*p^2 *q*x^4-36947*a^2*b*g*p^2*r^2*x^3+20973*a^2*b*g*p^2*r*x^4-3376*a^2*b*g*p*q^3*x^3 -25479*a^2*b*g*p*q^2*r*x^3+6795*a^2*b*g*p*q^2*x^4-57352*a^2*b*g*p*q*r^2*x^3+ 41946*a^2*b*g*p*q*r*x^4-39095*a^2*b*g*p*r^3*x^3+49668*a^2*b*g*p*r^2*x^4-466*a^2 *b*g*q^4*x^3-5445*a^2*b*g*q^3*r*x^3+2265*a^2*b*g*q^3*x^4-20405*a^2*b*g*q^2*r^2* x^3+20973*a^2*b*g*q^2*r*x^4-30041*a^2*b*g*q*r^3*x^3+49668*a^2*b*g*q*r^2*x^4-\ 14759*a^2*b*g*r^4*x^3+35325*a^2*b*g*r^3*x^4-693*a^2*b*p^5*x^3-2898*a^2*b*p^4*q* x^3-6135*a^2*b*p^4*r*x^3+1209*a^2*b*p^4*x^4-4662*a^2*b*p^3*q^2*x^3-20310*a^2*b* p^3*q*r*x^3+4836*a^2*b*p^3*q*x^4-19785*a^2*b*p^3*r^2*x^3+13335*a^2*b*p^3*r*x^4-\ 3528*a^2*b*p^2*q^3*x^3-24120*a^2*b*p^2*q^2*r*x^3+7254*a^2*b*p^2*q^2*x^4-48600*a ^2*b*p^2*q*r^2*x^3+40005*a^2*b*p^2*q*r*x^4-30039*a^2*b*p^2*r^3*x^3+42645*a^2*b* p^2*r^2*x^4-1197*a^2*b*p*q^4*x^3-11850*a^2*b*p*q^3*r*x^3+4836*a^2*b*p*q^3*x^4-\ 37845*a^2*b*p*q^2*r^2*x^3+40005*a^2*b*p*q^2*r*x^4-48846*a^2*b*p*q*r^3*x^3+85290 *a^2*b*p*q*r^2*x^4-21798*a^2*b*p*r^4*x^3+54810*a^2*b*p*r^3*x^4-126*a^2*b*q^5*x^ 3-1905*a^2*b*q^4*r*x^3+1209*a^2*b*q^4*x^4-9030*a^2*b*q^3*r^2*x^3+13335*a^2*b*q^ 3*r*x^4-18807*a^2*b*q^2*r^3*x^3+42645*a^2*b*q^2*r^2*x^4-17658*a^2*b*q*r^4*x^3+ 54810*a^2*b*q*r^3*x^4-6102*a^2*b*r^5*x^3+24453*a^2*b*r^4*x^4-8480*a^2*c^6*x^3-\ 14832*a^2*c^5*g*x^3-27440*a^2*c^5*p*x^3-19920*a^2*c^5*q*x^3-48160*a^2*c^5*r*x^3 +13504*a^2*c^5*x^4-9528*a^2*c^4*g^2*x^3-40384*a^2*c^4*g*p*x^3-29040*a^2*c^4*g*q *x^3-71320*a^2*c^4*g*r*x^3+17384*a^2*c^4*g*x^4-35520*a^2*c^4*p^2*x^3-54656*a^2* c^4*p*q*x^3-125968*a^2*c^4*p*r*x^3+31632*a^2*c^4*p*x^4-19136*a^2*c^4*q^2*x^3-\ 93792*a^2*c^4*q*r*x^3+31632*a^2*c^4*q*x^4-102288*a^2*c^4*r^2*x^3+88408*a^2*c^4* r*x^4-2644*a^2*c^3*g^3*x^3-21188*a^2*c^3*g^2*p*x^3-14956*a^2*c^3*g^2*q*x^3-\ 37904*a^2*c^3*g^2*r*x^3+6992*a^2*c^3*g^2*x^4-42144*a^2*c^3*g*p^2*x^3-64416*a^2* c^3*g*p*q*x^3-150936*a^2*c^3*g*p*r*x^3+32984*a^2*c^3*g*p*x^4-22272*a^2*c^3*g*q^ 2*x^3-110968*a^2*c^3*g*q*r*x^3+32984*a^2*c^3*g*q*x^4-124296*a^2*c^3*g*r^2*x^3+ 96584*a^2*c^3*g*r*x^4-23776*a^2*c^3*p^3*x^3-57152*a^2*c^3*p^2*q*x^3-126528*a^2* c^3*p^2*r*x^3+29544*a^2*c^3*p^2*x^4-42976*a^2*c^3*p*q^2*x^3-198528*a^2*c^3*p*q* r*x^3+59088*a^2*c^3*p*q*x^4-205048*a^2*c^3*p*r^2*x^3+161968*a^2*c^3*p*r*x^4-\ 9600*a^2*c^3*q^3*x^3-72000*a^2*c^3*q^2*r*x^3+29544*a^2*c^3*q^2*x^4-157832*a^2*c ^3*q*r^2*x^3+161968*a^2*c^3*q*r*x^4-104688*a^2*c^3*r^3*x^3+173952*a^2*c^3*r^2*x ^4-264*a^2*c^2*g^4*x^3-4620*a^2*c^2*g^3*p*x^3-3136*a^2*c^2*g^3*q*x^3-8494*a^2*c ^2*g^3*r*x^3+706*a^2*c^2*g^3*x^4-16874*a^2*c^2*g^2*p^2*x^3-25456*a^2*c^2*g^2*p* q*x^3-61710*a^2*c^2*g^2*p*r*x^3+10254*a^2*c^2*g^2*p*x^4-8582*a^2*c^2*g^2*q^2*x^ 3-44174*a^2*c^2*g^2*q*r*x^3+10254*a^2*c^2*g^2*q*x^4-52446*a^2*c^2*g^2*r^2*x^3+ 33172*a^2*c^2*g^2*r*x^4-21284*a^2*c^2*g*p^3*x^3-50904*a^2*c^2*g*p^2*q*x^3-\ 114646*a^2*c^2*g*p^2*r*x^3+23394*a^2*c^2*g*p^2*x^4-37956*a^2*c^2*g*p*q^2*x^3-\ 178280*a^2*c^2*g*p*q*r*x^3+46788*a^2*c^2*g*p*q*x^4-188622*a^2*c^2*g*p*r^2*x^3+ 134106*a^2*c^2*g*p*r*x^4-8336*a^2*c^2*g*q^3*x^3-63634*a^2*c^2*g*q^2*r*x^3+23394 *a^2*c^2*g*q^2*x^4-143516*a^2*c^2*g*q*r^2*x^3+134106*a^2*c^2*g*q*r*x^4-97772*a^ 2*c^2*g*r^3*x^3+149862*a^2*c^2*g*r^2*x^4-8734*a^2*c^2*p^4*x^3-28848*a^2*c^2*p^3 *q*x^3-61544*a^2*c^2*p^3*r*x^3+13748*a^2*c^2*p^3*x^4-34140*a^2*c^2*p^2*q^2*x^3-\ 150348*a^2*c^2*p^2*q*r*x^3+41244*a^2*c^2*p^2*q*x^4-148398*a^2*c^2*p^2*r^2*x^3+ 110814*a^2*c^2*p^2*r*x^4-16672*a^2*c^2*p*q^3*x^3-116064*a^2*c^2*p*q^2*r*x^3+ 41244*a^2*c^2*p*q^2*x^4-238512*a^2*c^2*p*q*r^2*x^3+221628*a^2*c^2*p*q*r*x^4-\ 150060*a^2*c^2*p*r^3*x^3+232956*a^2*c^2*p*r^2*x^4-2646*a^2*c^2*q^4*x^3-27260*a^ 2*c^2*q^3*r*x^3+13748*a^2*c^2*q^3*x^4-90114*a^2*c^2*q^2*r^2*x^3+110814*a^2*c^2* q^2*r*x^4-119556*a^2*c^2*q*r^3*x^3+232956*a^2*c^2*q*r^2*x^4-54472*a^2*c^2*r^4*x ^3+147884*a^2*c^2*r^3*x^4-346*a^2*c*g^4*p*x^3-214*a^2*c*g^4*q*x^3-676*a^2*c*g^4 *r*x^3-66*a^2*c*g^4*x^4-2555*a^2*c*g^3*p^2*x^3-3752*a^2*c*g^3*p*q*x^3-9789*a^2* c*g^3*p*r*x^3+769*a^2*c*g^3*p*x^4-1197*a^2*c*g^3*q^2*x^3-6595*a^2*c*g^3*q*r*x^3 +769*a^2*c*g^3*q*x^4-8939*a^2*c*g^3*r^2*x^3+3425*a^2*c*g^3*r*x^4-5765*a^2*c*g^2 *p^3*x^3-13651*a^2*c*g^2*p^2*q*x^3-31857*a^2*c*g^2*p^2*r*x^3+4997*a^2*c*g^2*p^2 *x^4-10007*a^2*c*g^2*p*q^2*x^3-48636*a^2*c*g^2*p*q*r*x^3+9994*a^2*c*g^2*p*q*x^4 -54154*a^2*c*g^2*p*r^2*x^3+31479*a^2*c*g^2*p*r*x^4-2121*a^2*c*g^2*q^3*x^3-16779 *a^2*c*g^2*q^2*r*x^3+4997*a^2*c*g^2*q^2*x^4-40243*a^2*c*g^2*q*r^2*x^3+31479*a^2 *c*g^2*q*r*x^4-28978*a^2*c*g^2*r^3*x^3+38381*a^2*c*g^2*r^2*x^4-5233*a^2*c*g*p^4 *x^3-17216*a^2*c*g*p^3*q*x^3-37368*a^2*c*g*p^3*r*x^3+7348*a^2*c*g*p^3*x^4-20250 *a^2*c*g*p^2*q^2*x^3-90678*a^2*c*g*p^2*q*r*x^3+22044*a^2*c*g*p^2*q*x^4-91505*a^ 2*c*g*p^2*r^2*x^3+61809*a^2*c*g*p^2*r*x^4-9784*a^2*c*g*p*q^3*x^3-69252*a^2*c*g* p*q^2*r*x^3+22044*a^2*c*g*p*q^2*x^4-145820*a^2*c*g*p*q*r^2*x^3+123618*a^2*c*g*p *q*r*x^4-93916*a^2*c*g*p*r^3*x^3+134904*a^2*c*g*p*r^2*x^4-1517*a^2*c*g*q^4*x^3-\ 15942*a^2*c*g*q^3*r*x^3+7348*a^2*c*g*q^3*x^4-54315*a^2*c*g*q^2*r^2*x^3+61809*a^ 2*c*g*q^2*r*x^4-74156*a^2*c*g*q*r^3*x^3+134904*a^2*c*g*q*r^2*x^4-34546*a^2*c*g* r^4*x^3+88876*a^2*c*g*r^3*x^4-1677*a^2*c*p^5*x^3-7087*a^2*c*p^4*q*x^3-14582*a^2 *c*p^4*r*x^3+3186*a^2*c*p^4*x^4-11578*a^2*c*p^3*q^2*x^3-48852*a^2*c*p^3*q*r*x^3 +12744*a^2*c*p^3*q*x^4-46269*a^2*c*p^3*r^2*x^3+33542*a^2*c*p^3*r*x^4-8982*a^2*c *p^2*q^3*x^3-59064*a^2*c*p^2*q^2*r*x^3+19116*a^2*c*p^2*q^2*x^4-115173*a^2*c*p^2 *q*r^2*x^3+100626*a^2*c*p^2*q*r*x^4-69252*a^2*c*p^2*r^3*x^3+103368*a^2*c*p^2*r^ 2*x^4-3193*a^2*c*p*q^4*x^3-29900*a^2*c*p*q^3*r*x^3+12744*a^2*c*p*q^3*x^4-91539* a^2*c*p*q^2*r^2*x^3+100626*a^2*c*p*q^2*r*x^4-114168*a^2*c*p*q*r^3*x^3+206736*a^ 2*c*p*q*r^2*x^4-49640*a^2*c*p*r^4*x^3+128184*a^2*c*p*r^3*x^4-379*a^2*c*q^5*x^3-\ 5106*a^2*c*q^4*r*x^3+3186*a^2*c*q^4*x^4-22635*a^2*c*q^3*r^2*x^3+33542*a^2*c*q^3 *r*x^4-44916*a^2*c*q^2*r^3*x^3+103368*a^2*c*q^2*r^2*x^4-40760*a^2*c*q*r^4*x^3+ 128184*a^2*c*q*r^3*x^4-13752*a^2*c*r^5*x^3+55514*a^2*c*r^4*x^4-107*a^2*g^4*p^2* x^3-148*a^2*g^4*p*q*x^3-461*a^2*g^4*p*r*x^3-33*a^2*g^4*p*x^4-41*a^2*g^4*q^2*x^3 -263*a^2*g^4*q*r*x^3-33*a^2*g^4*q*x^4-502*a^2*g^4*r^2*x^3-33*a^2*g^4*r*x^4-453* a^2*g^3*p^3*x^3-1051*a^2*g^3*p^2*q*x^3-2648*a^2*g^3*p^2*r*x^3+208*a^2*g^3*p^2*x ^4-743*a^2*g^3*p*q^2*x^3-3888*a^2*g^3*p*q*r*x^3+416*a^2*g^3*p*q*x^4-4830*a^2*g^ 3*p*r^2*x^3+1744*a^2*g^3*p*r*x^4-145*a^2*g^3*q^3*x^3-1240*a^2*g^3*q^2*r*x^3+208 *a^2*g^3*q^2*x^4-3422*a^2*g^3*q*r^2*x^3+1744*a^2*g^3*q*r*x^4-2754*a^2*g^3*r^3*x ^3+2688*a^2*g^3*r^2*x^4-717*a^2*g^2*p^4*x^3-2340*a^2*g^2*p^3*q*x^3-5266*a^2*g^2 *p^3*r*x^3+809*a^2*g^2*p^3*x^4-2718*a^2*g^2*p^2*q^2*x^3-12604*a^2*g^2*p^2*q*r*x ^3+2427*a^2*g^2*p^2*q*x^4-13326*a^2*g^2*p^2*r^2*x^3+7440*a^2*g^2*p^2*r*x^4-1284 *a^2*g^2*p*q^3*x^3-9410*a^2*g^2*p*q^2*r*x^3+2427*a^2*g^2*p*q^2*x^4-20872*a^2*g^ 2*p*q*r^2*x^3+14880*a^2*g^2*p*q*r*x^4-14105*a^2*g^2*p*r^3*x^3+17591*a^2*g^2*p*r ^2*x^4-189*a^2*g^2*q^4*x^3-2072*a^2*g^2*q^3*r*x^3+809*a^2*g^2*q^3*x^4-7546*a^2* g^2*q^2*r^2*x^3+7440*a^2*g^2*q^2*r*x^4-10939*a^2*g^2*q*r^3*x^3+17591*a^2*g^2*q* r^2*x^4-5328*a^2*g^2*r^4*x^3+12495*a^2*g^2*r^3*x^4-503*a^2*g*p^5*x^3-2119*a^2*g *p^4*q*x^3-4432*a^2*g*p^4*r*x^3+862*a^2*g*p^4*x^4-3446*a^2*g*p^3*q^2*x^3-14772* a^2*g*p^3*q*r*x^3+3448*a^2*g*p^3*q*x^4-14271*a^2*g*p^3*r^2*x^3+9451*a^2*g*p^3*r *x^4-2654*a^2*g*p^2*q^3*x^3-17724*a^2*g*p^2*q^2*r*x^3+5172*a^2*g*p^2*q^2*x^4-\ 35293*a^2*g*p^2*q*r^2*x^3+28353*a^2*g*p^2*q*r*x^4-21660*a^2*g*p^2*r^3*x^3+30171 *a^2*g*p^2*r^2*x^4-931*a^2*g*p*q^4*x^3-8860*a^2*g*p*q^3*r*x^3+3448*a^2*g*p*q^3* x^4-27773*a^2*g*p*q^2*r^2*x^3+28353*a^2*g*p*q^2*r*x^4-35460*a^2*g*p*q*r^3*x^3+ 60342*a^2*g*p*q*r^2*x^4-15720*a^2*g*p*r^4*x^3+38734*a^2*g*p*r^3*x^4-107*a^2*g*q ^5*x^3-1476*a^2*g*q^4*r*x^3+862*a^2*g*q^4*x^4-6751*a^2*g*q^3*r^2*x^3+9451*a^2*g *q^3*r*x^4-13800*a^2*g*q^2*r^3*x^3+30171*a^2*g*q^2*r^2*x^4-12820*a^2*g*q*r^4*x^ 3+38734*a^2*g*q*r^3*x^4-4402*a^2*g*r^5*x^3+17271*a^2*g*r^4*x^4-132*a^2*p^6*x^3-\ 682*a^2*p^5*q*x^3-1353*a^2*p^5*r*x^3+294*a^2*p^5*x^4-1430*a^2*p^4*q^2*x^3-5793* a^2*p^4*q*r*x^3+1470*a^2*p^4*q*x^4-5273*a^2*p^4*r^2*x^3+3788*a^2*p^4*r*x^4-1540 *a^2*p^3*q^3*x^3-9642*a^2*p^3*q^2*r*x^3+2940*a^2*p^3*q^2*x^4-17944*a^2*p^3*q*r^ 2*x^3+15152*a^2*p^3*q*r*x^4-10347*a^2*p^3*r^3*x^3+15189*a^2*p^3*r^2*x^4-880*a^2 *p^2*q^4*x^3-7698*a^2*p^2*q^3*r*x^3+2940*a^2*p^2*q^3*x^4-22194*a^2*p^2*q^2*r^2* x^3+22728*a^2*p^2*q^2*r*x^4-26277*a^2*p^2*q*r^3*x^3+45567*a^2*p^2*q*r^2*x^4-\ 10953*a^2*p^2*r^4*x^3+27536*a^2*p^2*r^3*x^4-242*a^2*p*q^5*x^3-2877*a^2*p*q^4*r* x^3+1470*a^2*p*q^4*x^4-11648*a^2*p*q^3*r^2*x^3+15152*a^2*p*q^3*r*x^4-21513*a^2* p*q^2*r^3*x^3+45567*a^2*p*q^2*r^2*x^4-18484*a^2*p*q*r^4*x^3+55072*a^2*p*q*r^3*x ^4-5984*a^2*p*r^5*x^3+23312*a^2*p*r^4*x^4-22*a^2*q^6*x^3-381*a^2*q^5*r*x^3+294* a^2*q^5*x^4-2125*a^2*q^4*r^2*x^3+3788*a^2*q^4*r*x^4-5583*a^2*q^3*r^3*x^3+15189* a^2*q^3*r^2*x^4-7531*a^2*q^2*r^4*x^3+27536*a^2*q^2*r^3*x^4-5040*a^2*q*r^5*x^3+ 23312*a^2*q*r^4*x^4-1326*a^2*r^6*x^3+7471*a^2*r^5*x^4-384*a*b^5*c^2*x^3-416*a*b ^5*c*p*x^3-224*a*b^5*c*q*x^3-896*a*b^5*c*r*x^3-96*a*b^5*c*x^4-112*a*b^5*p^2*x^3 -128*a*b^5*p*q*x^3-496*a*b^5*p*r*x^3-48*a*b^5*p*x^4-16*a*b^5*q^2*x^3-208*a*b^5* q*r*x^3-48*a*b^5*q*x^4-512*a*b^5*r^2*x^3-48*a*b^5*r*x^4-3424*a*b^4*c^3*x^3-1440 *a*b^4*c^2*g*x^3-5408*a*b^4*c^2*p*x^3-3408*a*b^4*c^2*q*x^3-10672*a*b^4*c^2*r*x^ 3+880*a*b^4*c^2*x^4-1632*a*b^4*c*g*p*x^3-912*a*b^4*c*g*q*x^3-3432*a*b^4*c*g*r*x ^3-360*a*b^4*c*g*x^4-2808*a*b^4*c*p^2*x^3-3776*a*b^4*c*p*q*x^3-11216*a*b^4*c*p* r*x^3+960*a*b^4*c*p*x^4-968*a*b^4*c*q^2*x^3-6896*a*b^4*c*q*r*x^3+960*a*b^4*c*q* x^4-10192*a*b^4*c*r^2*x^3+4440*a*b^4*c*r*x^4-456*a*b^4*g*p^2*x^3-552*a*b^4*g*p* q*x^3-2004*a*b^4*g*p*r*x^3-180*a*b^4*g*p*x^4-96*a*b^4*g*q^2*x^3-924*a*b^4*g*q*r *x^3-180*a*b^4*g*q*x^4-2100*a*b^4*g*r^2*x^3-180*a*b^4*g*r*x^4-480*a*b^4*p^3*x^3 -1020*a*b^4*p^2*q*x^3-2892*a*b^4*p^2*r*x^3+260*a*b^4*p^2*x^4-600*a*b^4*p*q^2*x^ 3-3864*a*b^4*p*q*r*x^3+520*a*b^4*p*q*x^4-5256*a*b^4*p*r^2*x^3+2260*a*b^4*p*r*x^ 4-60*a*b^4*q^3*x^3-972*a*b^4*q^2*r*x^3+260*a*b^4*q^2*x^4-3336*a*b^4*q*r^2*x^3+ 2260*a*b^4*q*r*x^4-2976*a*b^4*r^3*x^3+3500*a*b^4*r^2*x^4-11968*a*b^3*c^4*x^3-\ 10208*a*b^3*c^3*g*x^3-25056*a*b^3*c^3*p*x^3-16864*a*b^3*c^3*q*x^3-47040*a*b^3*c ^3*r*x^3+8832*a*b^3*c^3*x^4-2112*a*b^3*c^2*g^2*x^3-16544*a*b^3*c^2*g*p*x^3-\ 10656*a*b^3*c^2*g*q*x^3-32016*a*b^3*c^2*g*r*x^3+2656*a*b^3*c^2*g*x^4-19232*a*b^ 3*c^2*p^2*x^3-27520*a*b^3*c^2*p*q*x^3-72688*a*b^3*c^2*p*r*x^3+12992*a*b^3*c^2*p *x^4-8288*a*b^3*c^2*q^2*x^3-49584*a*b^3*c^2*q*r*x^3+12992*a*b^3*c^2*q*x^4-62144 *a*b^3*c^2*r^2*x^3+42624*a*b^3*c^2*r*x^4-2488*a*b^3*c*g^2*p*x^3-1432*a*b^3*c*g^ 2*q*x^3-5128*a*b^3*c*g^2*r*x^3-528*a*b^3*c*g^2*x^4-8736*a*b^3*c*g*p^2*x^3-12064 *a*b^3*c*g*p*q*x^3-34464*a*b^3*c*g*p*r*x^3+2896*a*b^3*c*g*p*x^4-3328*a*b^3*c*g* q^2*x^3-21760*a*b^3*c*g*q*r*x^3+2896*a*b^3*c*g*q*x^4-31352*a*b^3*c*g*r^2*x^3+ 13232*a*b^3*c*g*r*x^4-6432*a*b^3*c*p^3*x^3-14464*a*b^3*c*p^2*q*x^3-36488*a*b^3* c*p^2*r*x^3+6352*a*b^3*c*p^2*x^4-9632*a*b^3*c*p*q^2*x^3-53008*a*b^3*c*p*q*r*x^3 +12704*a*b^3*c*p*q*x^4-62280*a*b^3*c*p*r^2*x^3+40576*a*b^3*c*p*r*x^4-1600*a*b^3 *c*q^3*x^3-16520*a*b^3*c*q^2*r*x^3+6352*a*b^3*c*q^2*x^4-43880*a*b^3*c*q*r^2*x^3 +40576*a*b^3*c*q*r*x^4-33256*a*b^3*c*r^3*x^3+49600*a*b^3*c*r^2*x^4-716*a*b^3*g^ 2*p^2*x^3-904*a*b^3*g^2*p*q*x^3-3128*a*b^3*g^2*p*r*x^3-264*a*b^3*g^2*p*x^4-188* a*b^3*g^2*q^2*x^3-1544*a*b^3*g^2*q*r*x^3-264*a*b^3*g^2*q*x^4-3316*a*b^3*g^2*r^2 *x^3-264*a*b^3*g^2*r*x^4-1508*a*b^3*g*p^3*x^3-3292*a*b^3*g*p^2*q*x^3-9000*a*b^3 *g*p^2*r*x^3+784*a*b^3*g*p^2*x^4-2060*a*b^3*g*p*q^2*x^3-12368*a*b^3*g*p*q*r*x^3 +1568*a*b^3*g*p*q*x^4-16368*a*b^3*g*p*r^2*x^3+6736*a*b^3*g*p*r*x^4-276*a*b^3*g* q^3*x^3-3368*a*b^3*g*q^2*r*x^3+784*a*b^3*g*q^2*x^4-10736*a*b^3*g*q*r^2*x^3+6736 *a*b^3*g*q*r*x^4-9280*a*b^3*g*r^3*x^3+10416*a*b^3*g*r^2*x^4-792*a*b^3*p^4*x^3-\ 2464*a*b^3*p^3*q*x^3-5964*a*b^3*p^3*r*x^3+1032*a*b^3*p^3*x^4-2640*a*b^3*p^2*q^2 *x^3-13636*a*b^3*p^2*q*r*x^3+3096*a*b^3*p^2*q*x^4-15176*a*b^3*p^2*r^2*x^3+9624* a*b^3*p^2*r*x^4-1056*a*b^3*p*q^3*x^3-9380*a*b^3*p*q^2*r*x^3+3096*a*b^3*p*q^2*x^ 4-22656*a*b^3*p*q*r^2*x^3+19248*a*b^3*p*q*r*x^4-16064*a*b^3*p*r^3*x^3+22832*a*b ^3*p*r^2*x^4-88*a*b^3*q^4*x^3-1708*a*b^3*q^3*r*x^3+1032*a*b^3*q^3*x^4-7480*a*b^ 3*q^2*r^2*x^3+9624*a*b^3*q^2*r*x^4-11856*a*b^3*q*r^3*x^3+22832*a*b^3*q*r^2*x^4-\ 6060*a*b^3*r^4*x^3+16264*a*b^3*r^3*x^4-20256*a*b^2*c^5*x^3-26304*a*b^2*c^4*g*x^ 3-53088*a*b^2*c^4*p*x^3-37008*a*b^2*c^4*q*x^3-96800*a*b^2*c^4*r*x^3+24192*a*b^2 *c^4*x^4-11112*a*b^2*c^3*g^2*x^3-56000*a*b^2*c^3*g*p*x^3-38288*a*b^2*c^3*g*q*x^ 3-103600*a*b^2*c^3*g*r*x^3+19488*a*b^2*c^3*g*x^4-54112*a*b^2*c^3*p^2*x^3-80000* a*b^2*c^3*p*q*x^3-198320*a*b^2*c^3*p*r*x^3+45984*a*b^2*c^3*p*x^4-25888*a*b^2*c^ 3*q^2*x^3-141584*a*b^2*c^3*q*r*x^3+45984*a*b^2*c^3*q*x^4-164448*a*b^2*c^3*r^2*x ^3+135408*a*b^2*c^3*r*x^4-1512*a*b^2*c^2*g^3*x^3-18408*a*b^2*c^2*g^2*p*x^3-\ 12060*a*b^2*c^2*g^2*q*x^3-35060*a*b^2*c^2*g^2*r*x^3+2940*a*b^2*c^2*g^2*x^4-\ 43424*a*b^2*c^2*g*p^2*x^3-63232*a*b^2*c^2*g*p*q*x^3-162420*a*b^2*c^2*g*p*r*x^3+ 28620*a*b^2*c^2*g*p*x^4-19808*a*b^2*c^2*g*q^2*x^3-112524*a*b^2*c^2*g*q*r*x^3+ 28620*a*b^2*c^2*g*q*x^4-138632*a*b^2*c^2*g*r^2*x^3+93216*a*b^2*c^2*g*r*x^4-\ 26944*a*b^2*c^2*p^3*x^3-62400*a*b^2*c^2*p^2*q*x^3-147908*a*b^2*c^2*p^2*r*x^3+ 32676*a*b^2*c^2*p^2*x^4-43968*a*b^2*c^2*p*q^2*x^3-223240*a*b^2*c^2*p*q*r*x^3+ 65352*a*b^2*c^2*p*q*x^4-244568*a*b^2*c^2*p*r^2*x^3+188376*a*b^2*c^2*p*r*x^4-\ 8512*a*b^2*c^2*q^3*x^3-75332*a*b^2*c^2*q^2*r*x^3+32676*a*b^2*c^2*q^2*x^4-180416 *a*b^2*c^2*q*r^2*x^3+188376*a*b^2*c^2*q*r*x^4-126764*a*b^2*c^2*r^3*x^3+210792*a *b^2*c^2*r^2*x^4-1840*a*b^2*c*g^3*p*x^3-1084*a*b^2*c*g^3*q*x^3-3730*a*b^2*c*g^3 *r*x^3-378*a*b^2*c*g^3*x^4-9854*a*b^2*c*g^2*p^2*x^3-13888*a*b^2*c*g^2*p*q*x^3-\ 38504*a*b^2*c*g^2*p*r*x^3+3204*a*b^2*c*g^2*p*x^4-4034*a*b^2*c*g^2*q^2*x^3-24824 *a*b^2*c*g^2*q*r*x^3+3204*a*b^2*c*g^2*q*x^4-35068*a*b^2*c*g^2*r^2*x^3+14454*a*b ^2*c*g^2*r*x^4-14604*a*b^2*c*g*p^3*x^3-33408*a*b^2*c*g*p^2*q*x^3-82136*a*b^2*c* g*p^2*r*x^3+13968*a*b^2*c*g*p^2*x^4-23004*a*b^2*c*g*p*q^2*x^3-121252*a*b^2*c*g* p*q*r*x^3+27936*a*b^2*c*g*p*q*x^4-140016*a*b^2*c*g*p*r^2*x^3+88590*a*b^2*c*g*p* r*x^4-4200*a*b^2*c*g*q^3*x^3-39116*a*b^2*c*g*q^2*r*x^3+13968*a*b^2*c*g*q^2*x^4-\ 100350*a*b^2*c*g*q*r^2*x^3+88590*a*b^2*c*g*q*r*x^4-74802*a*b^2*c*g*r^3*x^3+ 108138*a*b^2*c*g*r^2*x^4-6574*a*b^2*c*p^4*x^3-20992*a*b^2*c*p^3*q*x^3-47784*a*b ^2*c*p^3*r*x^3+10284*a*b^2*c*p^3*x^4-23532*a*b^2*c*p^2*q^2*x^3-112788*a*b^2*c*p ^2*q*r*x^3+30852*a*b^2*c*p^2*q*x^4-117610*a*b^2*c*p^2*r^2*x^3+87006*a*b^2*c*p^2 *r*x^4-10384*a*b^2*c*p*q^3*x^3-82224*a*b^2*c*p*q^2*r*x^3+30852*a*b^2*c*p*q^2*x^ 4-182192*a*b^2*c*p*q*r^2*x^3+174012*a*b^2*c*p*q*r*x^4-120796*a*b^2*c*p*r^3*x^3+ 190188*a*b^2*c*p*r^2*x^4-1270*a*b^2*c*q^4*x^3-17220*a*b^2*c*q^3*r*x^3+10284*a*b ^2*c*q^3*x^4-64582*a*b^2*c*q^2*r^2*x^3+87006*a*b^2*c*q^2*r*x^4-92644*a*b^2*c*q* r^3*x^3+190188*a*b^2*c*q*r^2*x^4-44396*a*b^2*c*r^4*x^3+125448*a*b^2*c*r^3*x^4-\ 542*a*b^2*g^3*p^2*x^3-706*a*b^2*g^3*p*q*x^3-2357*a*b^2*g^3*p*r*x^3-189*a*b^2*g^ 3*p*x^4-164*a*b^2*g^3*q^2*x^3-1223*a*b^2*g^3*q*r*x^3-189*a*b^2*g^3*q*x^4-2521*a *b^2*g^3*r^2*x^3-189*a*b^2*g^3*r*x^4-1714*a*b^2*g^2*p^3*x^3-3819*a*b^2*g^2*p^2* q*x^3-10157*a*b^2*g^2*p^2*r*x^3+867*a*b^2*g^2*p^2*x^4-2496*a*b^2*g^2*p*q^2*x^3-\ 14266*a*b^2*g^2*p*q*r*x^3+1734*a*b^2*g^2*p*q*x^4-18486*a*b^2*g^2*p*r^2*x^3+7359 *a*b^2*g^2*p*r*x^4-391*a*b^2*g^2*q^3*x^3-4109*a*b^2*g^2*q^2*r*x^3+867*a*b^2*g^2 *q^2*x^4-12438*a*b^2*g^2*q*r^2*x^3+7359*a*b^2*g^2*q*r*x^4-10496*a*b^2*g^2*r^3*x ^3+11361*a*b^2*g^2*r^2*x^4-1802*a*b^2*g*p^4*x^3-5696*a*b^2*g*p^3*q*x^3-13455*a* b^2*g*p^3*r*x^3+2265*a*b^2*g*p^3*x^4-6276*a*b^2*g*p^2*q^2*x^3-31221*a*b^2*g*p^2 *q*r*x^3+6795*a*b^2*g*p^2*q*x^4-34171*a*b^2*g*p^2*r^2*x^3+20973*a*b^2*g*p^2*r*x ^4-2672*a*b^2*g*p*q^3*x^3-22077*a*b^2*g*p*q^2*r*x^3+6795*a*b^2*g*p*q^2*x^4-\ 51800*a*b^2*g*p*q*r^2*x^3+41946*a*b^2*g*p*q*r*x^4-36163*a*b^2*g*p*r^3*x^3+49668 *a*b^2*g*p*r^2*x^4-290*a*b^2*g*q^4*x^3-4311*a*b^2*g*q^3*r*x^3+2265*a*b^2*g*q^3* x^4-17629*a*b^2*g*q^2*r^2*x^3+20973*a*b^2*g*q^2*r*x^4-27109*a*b^2*g*q*r^3*x^3+ 49668*a*b^2*g*q*r^2*x^4-13645*a*b^2*g*r^4*x^3+35325*a*b^2*g*r^3*x^4-630*a*b^2*p ^5*x^3-2583*a*b^2*p^4*q*x^3-5655*a*b^2*p^4*r*x^3+1209*a*b^2*p^4*x^4-4032*a*b^2* p^3*q^2*x^3-18390*a*b^2*p^3*q*r*x^3+4836*a*b^2*p^3*q*x^4-18330*a*b^2*p^3*r^2*x^ 3+13335*a*b^2*p^3*r*x^4-2898*a*b^2*p^2*q^3*x^3-21240*a*b^2*p^2*q^2*r*x^3+7254*a *b^2*p^2*q^2*x^4-44235*a*b^2*p^2*q*r^2*x^3+40005*a*b^2*p^2*q*r*x^4-27885*a*b^2* p^2*r^3*x^3+42645*a*b^2*p^2*r^2*x^4-882*a*b^2*p*q^4*x^3-9930*a*b^2*p*q^3*r*x^3+ 4836*a*b^2*p*q^3*x^4-33480*a*b^2*p*q^2*r^2*x^3+40005*a*b^2*p*q^2*r*x^4-44538*a* b^2*p*q*r^3*x^3+85290*a*b^2*p*q*r^2*x^4-20250*a*b^2*p*r^4*x^3+54810*a*b^2*p*r^3 *x^4-63*a*b^2*q^5*x^3-1425*a*b^2*q^4*r*x^3+1209*a*b^2*q^4*x^4-7575*a*b^2*q^3*r^ 2*x^3+13335*a*b^2*q^3*r*x^4-16653*a*b^2*q^2*r^3*x^3+42645*a*b^2*q^2*r^2*x^4-\ 16110*a*b^2*q*r^4*x^3+54810*a*b^2*q*r^3*x^4-5670*a*b^2*r^5*x^3+24453*a*b^2*r^4* x^4-16512*a*b*c^6*x^3-28992*a*b*c^5*g*x^3-52192*a*b*c^5*p*x^3-37152*a*b*c^5*q*x ^3-93440*a*b*c^5*r*x^3+27008*a*b*c^5*x^4-18720*a*b*c^4*g^2*x^3-76944*a*b*c^4*g* p*x^3-54256*a*b*c^4*g*q*x^3-138720*a*b*c^4*g*r*x^3+34768*a*b*c^4*g*x^4-66560*a* b*c^4*p^2*x^3-100352*a*b*c^4*p*q*x^3-239536*a*b*c^4*p*r*x^3+63264*a*b*c^4*p*x^4 -33792*a*b*c^4*q^2*x^3-175184*a*b*c^4*q*r*x^3+63264*a*b*c^4*q*x^4-195456*a*b*c^ 4*r^2*x^3+176816*a*b*c^4*r*x^4-5232*a*b*c^3*g^3*x^3-40440*a*b*c^3*g^2*p*x^3-\ 27976*a*b*c^3*g^2*q*x^3-73920*a*b*c^3*g^2*r*x^3+13984*a*b*c^3*g^2*x^4-79008*a*b *c^3*g*p^2*x^3-118272*a*b*c^3*g*p*q*x^3-287168*a*b*c^3*g*p*r*x^3+65968*a*b*c^3* g*p*x^4-39264*a*b*c^3*g*q^2*x^3-207232*a*b*c^3*g*q*r*x^3+65968*a*b*c^3*g*q*x^4-\ 237568*a*b*c^3*g*r^2*x^3+193168*a*b*c^3*g*r*x^4-44128*a*b*c^3*p^3*x^3-104032*a* b*c^3*p^2*q*x^3-237728*a*b*c^3*p^2*r*x^3+59088*a*b*c^3*p^2*x^4-75680*a*b*c^3*p* q^2*x^3-366400*a*b*c^3*p*q*r*x^3+118176*a*b*c^3*p*q*x^4-386672*a*b*c^3*p*r^2*x^ 3+323936*a*b*c^3*p*r*x^4-15776*a*b*c^3*q^3*x^3-128672*a*b*c^3*q^2*r*x^3+59088*a *b*c^3*q^2*x^4-292240*a*b*c^3*q*r^2*x^3+323936*a*b*c^3*q*r*x^4-197472*a*b*c^3*r ^3*x^3+347904*a*b*c^3*r^2*x^4-528*a*b*c^2*g^4*x^3-8828*a*b*c^2*g^3*p*x^3-5860*a *b*c^2*g^3*q*x^3-16600*a*b*c^2*g^3*r*x^3+1412*a*b*c^2*g^3*x^4-31628*a*b*c^2*g^2 *p^2*x^3-46672*a*b*c^2*g^2*p*q*x^3-117336*a*b*c^2*g^2*p*r*x^3+20508*a*b*c^2*g^2 *p*x^4-15044*a*b*c^2*g^2*q^2*x^3-82264*a*b*c^2*g^2*q*r*x^3+20508*a*b*c^2*g^2*q* x^4-100024*a*b*c^2*g^2*r^2*x^3+66344*a*b*c^2*g^2*r*x^4-39492*a*b*c^2*g*p^3*x^3-\ 92580*a*b*c^2*g*p^2*q*x^3-215292*a*b*c^2*g*p^2*r*x^3+46788*a*b*c^2*g*p^2*x^4-\ 66684*a*b*c^2*g*p*q^2*x^3-328560*a*b*c^2*g*p*q*r*x^3+93576*a*b*c^2*g*p*q*x^4-\ 355378*a*b*c^2*g*p*r^2*x^3+268212*a*b*c^2*g*p*r*x^4-13596*a*b*c^2*g*q^3*x^3-\ 113268*a*b*c^2*g*q^2*r*x^3+46788*a*b*c^2*g*q^2*x^4-265166*a*b*c^2*g*q*r^2*x^3+ 268212*a*b*c^2*g*q*r*x^4-184208*a*b*c^2*g*r^3*x^3+299724*a*b*c^2*g*r^2*x^4-\ 16112*a*b*c^2*p^4*x^3-52272*a*b*c^2*p^3*q*x^3-114844*a*b*c^2*p^3*r*x^3+27496*a* b*c^2*p^3*x^4-60144*a*b*c^2*p^2*q^2*x^3-275964*a*b*c^2*p^2*q*r*x^3+82488*a*b*c^ 2*p^2*q*x^4-277932*a*b*c^2*p^2*r^2*x^3+221628*a*b*c^2*p^2*r*x^4-27920*a*b*c^2*p *q^3*x^3-207396*a*b*c^2*p*q^2*r*x^3+82488*a*b*c^2*p*q^2*x^4-439296*a*b*c^2*p*q* r^2*x^3+443256*a*b*c^2*p*q*r*x^4-281256*a*b*c^2*p*r^3*x^3+465912*a*b*c^2*p*r^2* x^4-3936*a*b*c^2*q^4*x^3-46276*a*b*c^2*q^3*r*x^3+27496*a*b*c^2*q^3*x^4-161364*a *b*c^2*q^2*r^2*x^3+221628*a*b*c^2*q^2*r*x^4-220248*a*b*c^2*q*r^3*x^3+465912*a*b *c^2*q*r^2*x^4-102056*a*b*c^2*r^4*x^3+295768*a*b*c^2*r^3*x^4-660*a*b*c*g^4*p*x^ 3-396*a*b*c*g^4*q*x^3-1320*a*b*c*g^4*r*x^3-132*a*b*c*g^4*x^4-4778*a*b*c*g^3*p^2 *x^3-6840*a*b*c*g^3*p*q*x^3-18534*a*b*c*g^3*p*r*x^3+1538*a*b*c*g^3*p*x^4-2062*a *b*c*g^3*q^2*x^3-12146*a*b*c*g^3*q*r*x^3+1538*a*b*c*g^3*q*x^4-16900*a*b*c*g^3*r ^2*x^3+6850*a*b*c*g^3*r*x^4-10684*a*b*c*g^2*p^3*x^3-24764*a*b*c*g^2*p^2*q*x^3-\ 59698*a*b*c*g^2*p^2*r*x^3+9994*a*b*c*g^2*p^2*x^4-17476*a*b*c*g^2*p*q^2*x^3-\ 89240*a*b*c*g^2*p*q*r*x^3+19988*a*b*c*g^2*p*q*x^4-101679*a*b*c*g^2*p*r^2*x^3+ 62958*a*b*c*g^2*p*r*x^4-3396*a*b*c*g^2*q^3*x^3-29542*a*b*c*g^2*q^2*r*x^3+9994*a *b*c*g^2*q^2*x^4-73857*a*b*c*g^2*q*r^2*x^3+62958*a*b*c*g^2*q*r*x^4-54360*a*b*c* g^2*r^3*x^3+76762*a*b*c*g^2*r^2*x^4-9648*a*b*c*g*p^4*x^3-31160*a*b*c*g*p^3*q*x^ 3-69666*a*b*c*g*p^3*r*x^3+14696*a*b*c*g*p^3*x^4-35592*a*b*c*g*p^2*q^2*x^3-\ 166146*a*b*c*g*p^2*q*r*x^3+44088*a*b*c*g*p^2*q*x^4-171158*a*b*c*g*p^2*r^2*x^3+ 123618*a*b*c*g*p^2*r*x^4-16296*a*b*c*g*p*q^3*x^3-123294*a*b*c*g*p*q^2*r*x^3+ 44088*a*b*c*g*p*q^2*x^4-267936*a*b*c*g*p*q*r^2*x^3+247236*a*b*c*g*p*q*r*x^4-\ 175760*a*b*c*g*p*r^3*x^3+269808*a*b*c*g*p*r^2*x^4-2216*a*b*c*g*q^4*x^3-26814*a* b*c*g*q^3*r*x^3+14696*a*b*c*g*q^3*x^4-96778*a*b*c*g*q^2*r^2*x^3+123618*a*b*c*g* q^2*r*x^4-136240*a*b*c*g*q*r^3*x^3+269808*a*b*c*g*q*r^2*x^4-64620*a*b*c*g*r^4*x ^3+177752*a*b*c*g*r^3*x^4-3082*a*b*c*p^5*x^3-12814*a*b*c*p^4*q*x^3-27116*a*b*c* p^4*r*x^3+6372*a*b*c*p^4*x^4-20436*a*b*c*p^3*q^2*x^3-89512*a*b*c*p^3*q*r*x^3+ 25488*a*b*c*p^3*q*x^4-86418*a*b*c*p^3*r^2*x^3+67084*a*b*c*p^3*r*x^4-15244*a*b*c *p^2*q^3*x^3-105840*a*b*c*p^2*q^2*r*x^3+38232*a*b*c*p^2*q^2*x^4-211986*a*b*c*p^ 2*q*r^2*x^3+201252*a*b*c*p^2*q*r*x^4-129552*a*b*c*p^2*r^3*x^3+206736*a*b*c*p^2* r^2*x^4-5026*a*b*c*p*q^4*x^3-51608*a*b*c*p*q^3*r*x^3+25488*a*b*c*p*q^3*x^4-\ 164718*a*b*c*p*q^2*r^2*x^3+201252*a*b*c*p*q^2*r*x^4-210432*a*b*c*p*q*r^3*x^3+ 413472*a*b*c*p*q*r^2*x^4-92904*a*b*c*p*r^4*x^3+256368*a*b*c*p*r^3*x^4-486*a*b*c *q^5*x^3-8164*a*b*c*q^4*r*x^3+6372*a*b*c*q^4*x^4-39150*a*b*c*q^3*r^2*x^3+67084* a*b*c*q^3*r*x^4-80880*a*b*c*q^2*r^3*x^3+206736*a*b*c*q^2*r^2*x^4-75144*a*b*c*q* r^4*x^3+256368*a*b*c*q*r^3*x^4-25736*a*b*c*r^5*x^3+111028*a*b*c*r^4*x^4-198*a*b *g^4*p^2*x^3-264*a*b*g^4*p*q*x^3-858*a*b*g^4*p*r*x^3-66*a*b*g^4*p*x^4-66*a*b*g^ 4*q^2*x^3-462*a*b*g^4*q*r*x^3-66*a*b*g^4*q*x^4-924*a*b*g^4*r^2*x^3-66*a*b*g^4*r *x^4-836*a*b*g^3*p^3*x^3-1892*a*b*g^3*p^2*q*x^3-4928*a*b*g^3*p^2*r*x^3+416*a*b* g^3*p^2*x^4-1276*a*b*g^3*p*q^2*x^3-7040*a*b*g^3*p*q*r*x^3+832*a*b*g^3*p*q*x^4-\ 8976*a*b*g^3*p*r^2*x^3+3488*a*b*g^3*p*r*x^4-220*a*b*g^3*q^3*x^3-2112*a*b*g^3*q^ 2*r*x^3+416*a*b*g^3*q^2*x^4-6160*a*b*g^3*q*r^2*x^3+3488*a*b*g^3*q*r*x^4-5104*a* b*g^3*r^3*x^3+5376*a*b*g^3*r^2*x^4-1320*a*b*g^2*p^4*x^3-4224*a*b*g^2*p^3*q*x^3-\ 9794*a*b*g^2*p^3*r*x^3+1618*a*b*g^2*p^3*x^4-4752*a*b*g^2*p^2*q^2*x^3-22994*a*b* g^2*p^2*q*r*x^3+4854*a*b*g^2*p^2*q*x^4-24840*a*b*g^2*p^2*r^2*x^3+14880*a*b*g^2* p^2*r*x^4-2112*a*b*g^2*p*q^3*x^3-16606*a*b*g^2*p*q^2*r*x^3+4854*a*b*g^2*p*q^2*x ^4-38120*a*b*g^2*p*q*r^2*x^3+29760*a*b*g^2*p*q*r*x^4-26290*a*b*g^2*p*r^3*x^3+ 35182*a*b*g^2*p*r^2*x^4-264*a*b*g^2*q^4*x^3-3406*a*b*g^2*q^3*r*x^3+1618*a*b*g^2 *q^3*x^4-13280*a*b*g^2*q^2*r^2*x^3+14880*a*b*g^2*q^2*r*x^4-19958*a*b*g^2*q*r^3* x^3+35182*a*b*g^2*q*r^2*x^4-9924*a*b*g^2*r^4*x^3+24990*a*b*g^2*r^3*x^4-924*a*b* g*p^5*x^3-3828*a*b*g*p^4*q*x^3-8236*a*b*g*p^4*r*x^3+1724*a*b*g*p^4*x^4-6072*a*b *g*p^3*q^2*x^3-27032*a*b*g*p^3*q*r*x^3+6896*a*b*g*p^3*q*x^4-26632*a*b*g*p^3*r^2 *x^3+18902*a*b*g*p^3*r*x^4-4488*a*b*g*p^2*q^3*x^3-31680*a*b*g*p^2*q^2*r*x^3+ 10344*a*b*g*p^2*q^2*x^4-64856*a*b*g*p^2*q*r^2*x^3+56706*a*b*g*p^2*q*r*x^4-40484 *a*b*g*p^2*r^3*x^3+60342*a*b*g*p^2*r^2*x^4-1452*a*b*g*p*q^4*x^3-15208*a*b*g*p*q ^3*r*x^3+6896*a*b*g*p*q^3*x^4-49816*a*b*g*p*q^2*r^2*x^3+56706*a*b*g*p*q^2*r*x^4 -65248*a*b*g*p*q*r^3*x^3+120684*a*b*g*p*q*r^2*x^4-29396*a*b*g*p*r^4*x^3+77468*a *b*g*p*r^3*x^4-132*a*b*g*q^5*x^3-2324*a*b*g*q^4*r*x^3+1724*a*b*g*q^4*x^4-11592* a*b*g*q^3*r^2*x^3+18902*a*b*g*q^3*r*x^4-24764*a*b*g*q^2*r^3*x^3+60342*a*b*g*q^2 *r^2*x^4-23596*a*b*g*q*r^4*x^3+77468*a*b*g*q*r^3*x^4-8232*a*b*g*r^5*x^3+34542*a *b*g*r^4*x^4-242*a*b*p^6*x^3-1232*a*b*p^5*q*x^3-2512*a*b*p^5*r*x^3+588*a*b*p^5* x^4-2530*a*b*p^4*q^2*x^3-10616*a*b*p^4*q*r*x^3+2940*a*b*p^4*q*x^4-9844*a*b*p^4* r^2*x^3+7576*a*b*p^4*r*x^4-2640*a*b*p^3*q^3*x^3-17344*a*b*p^3*q^2*r*x^3+5880*a* b*p^3*q^2*x^4-33080*a*b*p^3*q*r^2*x^3+30304*a*b*p^3*q*r*x^4-19368*a*b*p^3*r^3*x ^3+30378*a*b*p^3*r^2*x^4-1430*a*b*p^2*q^4*x^3-13456*a*b*p^2*q^3*r*x^3+5880*a*b* p^2*q^3*x^4-40176*a*b*p^2*q^2*r^2*x^3+45456*a*b*p^2*q^2*r*x^4-48576*a*b*p^2*q*r ^3*x^3+91134*a*b*p^2*q*r^2*x^4-20530*a*b*p^2*r^4*x^3+55072*a*b*p^2*r^3*x^4-352* a*b*p*q^5*x^3-4784*a*b*p*q^4*r*x^3+2940*a*b*p*q^4*x^4-20488*a*b*p*q^3*r^2*x^3+ 30304*a*b*p*q^3*r*x^4-39048*a*b*p*q^2*r^3*x^3+91134*a*b*p*q^2*r^2*x^4-34216*a*b *p*q*r^4*x^3+110144*a*b*p*q*r^3*x^4-11224*a*b*p*r^5*x^3+46624*a*b*p*r^4*x^4-22* a*b*q^6*x^3-568*a*b*q^5*r*x^3+588*a*b*q^5*x^4-3548*a*b*q^4*r^2*x^3+7576*a*b*q^4 *r*x^4-9840*a*b*q^3*r^3*x^3+30378*a*b*q^3*r^2*x^4-13686*a*b*q^2*r^4*x^3+55072*a *b*q^2*r^3*x^4-9336*a*b*q*r^5*x^3+46624*a*b*q*r^4*x^4-2488*a*b*r^6*x^3+14942*a* b*r^5*x^4-5184*a*c^7*x^3-11520*a*c^6*g*x^3-19264*a*c^6*p*x^3-13888*a*c^6*q*x^3-\ 34080*a*c^6*r*x^3+10720*a*c^6*x^4-10080*a*c^5*g^2*x^3-36816*a*c^5*g*p*x^3-26416 *a*c^5*g*q*x^3-65344*a*c^5*g*r*x^3+18928*a*c^5*g*x^4-29600*a*c^5*p^2*x^3-45184* a*c^5*p*q*x^3-105392*a*c^5*p*r*x^3+29920*a*c^5*p*x^4-15584*a*c^5*q^2*x^3-78128* a*c^5*q*r*x^3+29920*a*c^5*q*x^4-85344*a*c^5*r^2*x^3+81280*a*c^5*r*x^4-4320*a*c^ 4*g^3*x^3-27064*a*c^4*g^2*p*x^3-19240*a*c^4*g^2*q*x^3-48352*a*c^4*g^2*r*x^3+ 12168*a*c^4*g^2*x^4-47256*a*c^4*g*p^2*x^3-71888*a*c^4*g*p*q*x^3-169040*a*c^4*g* p*r*x^3+44272*a*c^4*g*p*x^4-24632*a*c^4*g*q^2*x^3-124544*a*c^4*g*q*r*x^3+44272* a*c^4*g*q*x^4-137724*a*c^4*g*r^2*x^3+123288*a*c^4*g*r*x^4-24576*a*c^4*p^3*x^3-\ 58608*a*c^4*p^2*q*x^3-131032*a*c^4*p^2*r*x^3+34688*a*c^4*p^2*x^4-43488*a*c^4*p* q^2*x^3-204464*a*c^4*p*q*r*x^3+69376*a*c^4*p*q*x^4-211536*a*c^4*p*r^2*x^3+ 185040*a*c^4*p*r*x^4-9456*a*c^4*q^3*x^3-73432*a*c^4*q^2*r*x^3+34688*a*c^4*q^2*x ^4-162096*a*c^4*q*r^2*x^3+185040*a*c^4*q*r*x^4-107376*a*c^4*r^3*x^3+194808*a*c^ 4*r^2*x^4-900*a*c^3*g^4*x^3-9452*a*c^3*g^3*p*x^3-6596*a*c^3*g^3*q*x^3-17112*a*c ^3*g^3*r*x^3+3260*a*c^3*g^3*x^4-27976*a*c^3*g^2*p^2*x^3-42272*a*c^3*g^2*p*q*x^3 -101052*a*c^3*g^2*p*r*x^3+23056*a*c^3*g^2*p*x^4-14296*a*c^3*g^2*q^2*x^3-73500*a *c^3*g^2*q*r*x^3+23056*a*c^3*g^2*q*x^4-83480*a*c^3*g^2*r^2*x^3+67224*a*c^3*g^2* r*x^4-31436*a*c^3*g*p^3*x^3-74772*a*c^3*g*p^2*q*x^3-168544*a*c^3*g*p^2*r*x^3+ 41288*a*c^3*g*p^2*x^4-55236*a*c^3*g*p*q^2*x^3-261824*a*c^3*g*p*q*r*x^3+82576*a* c^3*g*p*q*x^4-273918*a*c^3*g*p*r^2*x^3+225520*a*c^3*g*p*r*x^4-11900*a*c^3*g*q^3 *x^3-93280*a*c^3*g*q^2*r*x^3+41288*a*c^3*g*q^2*x^4-208686*a*c^3*g*q*r^2*x^3+ 225520*a*c^3*g*q*r*x^4-139984*a*c^3*g*r^3*x^3+242104*a*c^3*g*r^2*x^4-11972*a*c^ 3*p^4*x^3-39248*a*c^3*p^3*q*x^3-84444*a*c^3*p^3*r*x^3+21376*a*c^3*p^3*x^4-45912 *a*c^3*p^2*q^2*x^3-205140*a*c^3*p^2*q*r*x^3+64128*a*c^3*p^2*q*x^4-202800*a*c^3* p^2*r^2*x^3+167824*a*c^3*p^2*r*x^4-21968*a*c^3*p*q^3*x^3-156948*a*c^3*p*q^2*r*x ^3+64128*a*c^3*p*q^2*x^4-324384*a*c^3*p*q*r^2*x^3+335648*a*c^3*p*q*r*x^4-203952 *a*c^3*p*r^3*x^3+346128*a*c^3*p*r^2*x^4-3332*a*c^3*q^4*x^3-36252*a*c^3*q^3*r*x^ 3+21376*a*c^3*q^3*x^4-121584*a*c^3*q^2*r^2*x^3+167824*a*c^3*q^2*r*x^4-161712*a* c^3*q*r^3*x^3+346128*a*c^3*q*r^2*x^4-73624*a*c^3*r^4*x^3+215760*a*c^3*r^3*x^4-\ 72*a*c^2*g^5*x^3-1542*a*c^2*g^4*p*x^3-1034*a*c^2*g^4*q*x^3-2870*a*c^2*g^4*r*x^3 +248*a*c^2*g^4*x^4-7446*a*c^2*g^3*p^2*x^3-11100*a*c^2*g^3*p*q*x^3-27452*a*c^2*g ^3*p*r*x^3+4776*a*c^2*g^3*p*x^4-3654*a*c^2*g^3*q^2*x^3-19424*a*c^2*g^3*q*r*x^3+ 4776*a*c^2*g^3*q*x^4-23383*a*c^2*g^3*r^2*x^3+15362*a*c^2*g^3*r*x^4-14030*a*c^2* g^2*p^3*x^3-33198*a*c^2*g^2*p^2*q*x^3-76108*a*c^2*g^2*p^2*r*x^3+16330*a*c^2*g^2 *p^2*x^4-24306*a*c^2*g^2*p*q^2*x^3-117140*a*c^2*g^2*p*q*r*x^3+32660*a*c^2*g^2*p *q*x^4-125527*a*c^2*g^2*p*r^2*x^3+93202*a*c^2*g^2*p*r*x^4-5138*a*c^2*g^2*q^3*x^ 3-41032*a*c^2*g^2*q^2*r*x^3+16330*a*c^2*g^2*q^2*x^4-94485*a*c^2*g^2*q*r^2*x^3+ 93202*a*c^2*g^2*q*r*x^4-65112*a*c^2*g^2*r^3*x^3+104108*a*c^2*g^2*r^2*x^4-11490* a*c^2*g*p^4*x^3-37592*a*c^2*g*p^3*q*x^3-81536*a*c^2*g*p^3*r*x^3+19184*a*c^2*g*p ^3*x^4-43836*a*c^2*g*p^2*q^2*x^3-197412*a*c^2*g*p^2*q*r*x^3+57552*a*c^2*g*p^2*q *x^4-197168*a*c^2*g*p^2*r^2*x^3+154038*a*c^2*g*p^2*r*x^4-20856*a*c^2*g*p*q^3*x^ 3-150216*a*c^2*g*p*q^2*r*x^3+57552*a*c^2*g*p*q^2*x^4-314020*a*c^2*g*p*q*r^2*x^3 +308076*a*c^2*g*p*q*r*x^4-199624*a*c^2*g*p*r^3*x^3+323658*a*c^2*g*p*r^2*x^4-\ 3122*a*c^2*g*q^4*x^3-34340*a*c^2*g*q^3*r*x^3+19184*a*c^2*g*q^3*x^4-116852*a*c^2 *g*q^2*r^2*x^3+154038*a*c^2*g*q^2*r*x^4-157552*a*c^2*g*q*r^3*x^3+323658*a*c^2*g *q*r^2*x^4-72502*a*c^2*g*r^4*x^3+205440*a*c^2*g*r^3*x^4-3436*a*c^2*p^5*x^3-\ 14420*a*c^2*p^4*q*x^3-29908*a*c^2*p^4*r*x^3+7382*a*c^2*p^4*x^4-23320*a*c^2*p^3* q^2*x^3-99664*a*c^2*p^3*q*r*x^3+29528*a*c^2*p^3*q*x^4-94572*a*c^2*p^3*r^2*x^3+ 75776*a*c^2*p^3*r*x^4-17800*a*c^2*p^2*q^3*x^3-119544*a*c^2*p^2*q^2*r*x^3+44292* a*c^2*p^2*q^2*x^4-234324*a*c^2*p^2*q*r^2*x^3+227328*a*c^2*p^2*q*r*x^4-140880*a* c^2*p^2*r^3*x^3+229326*a*c^2*p^2*r^2*x^4-6140*a*c^2*p*q^4*x^3-59728*a*c^2*p*q^3 *r*x^3+29528*a*c^2*p*q^3*x^4-184932*a*c^2*p*q^2*r^2*x^3+227328*a*c^2*p*q^2*r*x^ 4-231216*a*c^2*p*q*r^3*x^3+458652*a*c^2*p*q*r^2*x^4-100496*a*c^2*p*r^4*x^3+ 279564*a*c^2*p*r^3*x^4-676*a*c^2*q^5*x^3-9940*a*c^2*q^4*r*x^3+7382*a*c^2*q^4*x^ 4-45180*a*c^2*q^3*r^2*x^3+75776*a*c^2*q^3*r*x^4-90336*a*c^2*q^2*r^3*x^3+229326* a*c^2*q^2*r^2*x^4-82136*a*c^2*q*r^4*x^3+279564*a*c^2*q*r^3*x^4-27716*a*c^2*r^5* x^3+119350*a*c^2*r^4*x^4-92*a*c*g^5*p*x^3-56*a*c*g^5*q*x^3-182*a*c*g^5*r*x^3-18 *a*c*g^5*x^4-842*a*c*g^4*p^2*x^3-1220*a*c*g^4*p*q*x^3-3248*a*c*g^4*p*r*x^3+270* a*c*g^4*p*x^4-378*a*c*g^4*q^2*x^3-2156*a*c*g^4*q*r*x^3+270*a*c*g^4*q*x^4-2965*a *c*g^4*r^2*x^3+1188*a*c*g^4*r*x^4-2524*a*c*g^3*p^3*x^3-5910*a*c*g^3*p^2*q*x^3-\ 14035*a*c*g^3*p^2*r*x^3+2325*a*c*g^3*p^2*x^4-4248*a*c*g^3*p*q^2*x^3-21188*a*c*g ^3*p*q*r*x^3+4650*a*c*g^3*p*q*x^4-23894*a*c*g^3*p*r^2*x^3+14561*a*c*g^3*p*r*x^4 -862*a*c*g^3*q^3*x^3-7153*a*c*g^3*q^2*r*x^3+2325*a*c*g^3*q^2*x^4-17541*a*c*g^3* q*r^2*x^3+14561*a*c*g^3*q*r*x^4-12786*a*c*g^3*r^3*x^3+17741*a*c*g^3*r^2*x^4-\ 3430*a*c*g^2*p^4*x^3-11176*a*c*g^2*p^3*q*x^3-24651*a*c*g^2*p^3*r*x^3+5122*a*c*g ^2*p^3*x^4-12948*a*c*g^2*p^2*q^2*x^3-59271*a*c*g^2*p^2*q*r*x^3+15366*a*c*g^2*p^ 2*q*x^4-60504*a*c*g^2*p^2*r^2*x^3+42887*a*c*g^2*p^2*r*x^4-6088*a*c*g^2*p*q^3*x^ 3-44589*a*c*g^2*p*q^2*r*x^3+15366*a*c*g^2*p*q^2*x^4-95506*a*c*g^2*p*q*r^2*x^3+ 85774*a*c*g^2*p*q*r*x^4-62150*a*c*g^2*p*r^3*x^3+93537*a*c*g^2*p*r^2*x^4-886*a*c *g^2*q^4*x^3-9969*a*c*g^2*q^3*r*x^3+5122*a*c*g^2*q^3*x^4-35002*a*c*g^2*q^2*r^2* x^3+42887*a*c*g^2*q^2*r*x^4-48590*a*c*g^2*q*r^3*x^3+93537*a*c*g^2*q*r^2*x^4-\ 22867*a*c*g^2*r^4*x^3+61606*a*c*g^2*r^3*x^4-2196*a*c*g*p^5*x^3-9202*a*c*g*p^4*q *x^3-19228*a*c*g*p^4*r*x^3+4439*a*c*g*p^4*x^4-14848*a*c*g*p^3*q^2*x^3-63916*a*c *g*p^3*q*r*x^3+17756*a*c*g*p^3*q*x^4-61198*a*c*g*p^3*r^2*x^3+46542*a*c*g*p^3*r* x^4-11292*a*c*g*p^2*q^3*x^3-76380*a*c*g*p^2*q^2*r*x^3+26634*a*c*g*p^2*q^2*x^4-\ 151152*a*c*g*p^2*q*r^2*x^3+139626*a*c*g*p^2*q*r*x^4-91738*a*c*g*p^2*r^3*x^3+ 143331*a*c*g*p^2*r^2*x^4-3868*a*c*g*p*q^4*x^3-37924*a*c*g*p*q^3*r*x^3+17756*a*c *g*p*q^3*x^4-118710*a*c*g*p*q^2*r^2*x^3+139626*a*c*g*p*q^2*r*x^4-150044*a*c*g*p *q*r^3*x^3+286662*a*c*g*p*q*r^2*x^4-65814*a*c*g*p*r^4*x^3+177718*a*c*g*p*r^3*x^ 4-418*a*c*g*q^5*x^3-6232*a*c*g*q^4*r*x^3+4439*a*c*g*q^4*x^4-28756*a*c*g*q^3*r^2 *x^3+46542*a*c*g*q^3*r*x^4-58306*a*c*g*q^2*r^3*x^3+143331*a*c*g*q^2*r^2*x^4-\ 53606*a*c*g*q*r^4*x^3+177718*a*c*g*q*r^3*x^4-18242*a*c*g*r^5*x^3+76975*a*c*g*r^ 4*x^4-540*a*c*p^6*x^3-2772*a*c*p^5*q*x^3-5546*a*c*p^5*r*x^3+1354*a*c*p^5*x^4-\ 5760*a*c*p^4*q^2*x^3-23626*a*c*p^4*q*r*x^3+6770*a*c*p^4*q*x^4-21570*a*c*p^4*r^2 *x^3+17028*a*c*p^4*r*x^4-6120*a*c*p^3*q^3*x^3-39044*a*c*p^3*q^2*r*x^3+13540*a*c *p^3*q^2*x^4-73080*a*c*p^3*q*r^2*x^3+68112*a*c*p^3*q*r*x^4-42186*a*c*p^3*r^3*x^ 3+67134*a*c*p^3*r^2*x^4-3420*a*c*p^2*q^4*x^3-30836*a*c*p^2*q^3*r*x^3+13540*a*c* p^2*q^3*x^4-89820*a*c*p^2*q^2*r^2*x^3+102168*a*c*p^2*q^2*r*x^4-106686*a*c*p^2*q *r^3*x^3+201402*a*c*p^2*q*r^2*x^4-44498*a*c*p^2*r^4*x^3+119808*a*c*p^2*r^3*x^4-\ 900*a*c*p*q^5*x^3-11314*a*c*p*q^4*r*x^3+6770*a*c*p*q^4*x^4-46680*a*c*p*q^3*r^2* x^3+68112*a*c*p*q^3*r*x^4-86814*a*c*p*q^2*r^3*x^3+201402*a*c*p*q^2*r^2*x^4-\ 74776*a*c*p*q*r^4*x^3+239616*a*c*p*q*r^3*x^4-24228*a*c*p*r^5*x^3+100074*a*c*p*r ^4*x^4-72*a*c*q^6*x^3-1442*a*c*q^5*r*x^3+1354*a*c*q^5*x^4-8370*a*c*q^4*r^2*x^3+ 17028*a*c*q^4*r*x^4-22314*a*c*q^3*r^3*x^3+67134*a*c*q^3*r^2*x^4-30278*a*c*q^2*r ^4*x^3+119808*a*c*q^2*r^3*x^4-20316*a*c*q*r^5*x^3+100074*a*c*q*r^4*x^4-5352*a*c *r^6*x^3+31726*a*c*r^5*x^4-28*a*g^5*p^2*x^3-38*a*g^5*p*q*x^3-121*a*g^5*p*r*x^3-\ 9*a*g^5*p*x^4-10*a*g^5*q^2*x^3-67*a*g^5*q*r*x^3-9*a*g^5*q*x^4-131*a*g^5*r^2*x^3 -9*a*g^5*r*x^4-148*a*g^4*p^3*x^3-339*a*g^4*p^2*q*x^3-869*a*g^4*p^2*r*x^3+73*a*g ^4*p^2*x^4-234*a*g^4*p*q^2*x^3-1258*a*g^4*p*q*r*x^3+146*a*g^4*p*q*x^4-1584*a*g^ 4*p*r^2*x^3+605*a*g^4*p*r*x^4-43*a*g^4*q^3*x^3-389*a*g^4*q^2*r*x^3+73*a*g^4*q^2 *x^4-1104*a*g^4*q*r^2*x^3+605*a*g^4*q*r*x^4-902*a*g^4*r^3*x^3+931*a*g^4*r^2*x^4 -312*a*g^3*p^4*x^3-1008*a*g^3*p^3*q*x^3-2304*a*g^3*p^3*r*x^3+376*a*g^3*p^3*x^4-\ 1152*a*g^3*p^2*q^2*x^3-5460*a*g^3*p^2*q*r*x^3+1128*a*g^3*p^2*q*x^4-5838*a*g^3*p ^2*r^2*x^3+3437*a*g^3*p^2*r*x^4-528*a*g^3*p*q^3*x^3-4008*a*g^3*p*q^2*r*x^3+1128 *a*g^3*p*q^2*x^4-9048*a*g^3*p*q*r^2*x^3+6874*a*g^3*p*q*r*x^4-6180*a*g^3*p*r^3*x ^3+8116*a*g^3*p*r^2*x^4-72*a*g^3*q^4*x^3-852*a*g^3*q^3*r*x^3+376*a*g^3*q^3*x^4-\ 3210*a*g^3*q^2*r^2*x^3+3437*a*g^3*q^2*r*x^4-4740*a*g^3*q*r^3*x^3+8116*a*g^3*q*r ^2*x^4-2334*a*g^3*r^4*x^3+5760*a*g^3*r^3*x^4-328*a*g^2*p^5*x^3-1370*a*g^2*p^4*q *x^3-2908*a*g^2*p^4*r*x^3+600*a*g^2*p^4*x^4-2200*a*g^2*p^3*q^2*x^3-9616*a*g^2*p ^3*q*r*x^3+2400*a*g^2*p^3*q*x^4-9386*a*g^2*p^3*r^2*x^3+6546*a*g^2*p^3*r*x^4-\ 1660*a*g^2*p^2*q^3*x^3-11400*a*g^2*p^2*q^2*r*x^3+3600*a*g^2*p^2*q^2*x^4-23028*a *g^2*p^2*q*r^2*x^3+19638*a*g^2*p^2*q*r*x^4-14260*a*g^2*p^2*r^3*x^3+20873*a*g^2* p^2*r^2*x^4-560*a*g^2*p*q^4*x^3-5584*a*g^2*p*q^3*r*x^3+2400*a*g^2*p*q^3*x^4-\ 17898*a*g^2*p*q^2*r^2*x^3+19638*a*g^2*p*q^2*r*x^4-23156*a*g^2*p*q*r^3*x^3+41746 *a*g^2*p*q*r^2*x^4-10354*a*g^2*p*r^4*x^3+26782*a*g^2*p*r^3*x^4-58*a*g^2*q^5*x^3 -892*a*g^2*q^4*r*x^3+600*a*g^2*q^4*x^4-4256*a*g^2*q^3*r^2*x^3+6546*a*g^2*q^3*r* x^4-8896*a*g^2*q^2*r^3*x^3+20873*a*g^2*q^2*r^2*x^4-8374*a*g^2*q*r^4*x^3+26782*a *g^2*q*r^3*x^4-2900*a*g^2*r^5*x^3+11939*a*g^2*r^4*x^4-172*a*g*p^6*x^3-882*a*g*p ^5*q*x^3-1775*a*g*p^5*r*x^3+409*a*g*p^5*x^4-1830*a*g*p^4*q^2*x^3-7549*a*g*p^4*q *r*x^3+2045*a*g*p^4*q*x^4-6939*a*g*p^4*r^2*x^3+5246*a*g*p^4*r*x^4-1940*a*g*p^3* q^3*x^3-12446*a*g*p^3*q^2*r*x^3+4090*a*g*p^3*q^2*x^4-23460*a*g*p^3*q*r^2*x^3+ 20984*a*g*p^3*q*r*x^4-13638*a*g*p^3*r^3*x^3+21014*a*g*p^3*r^2*x^4-1080*a*g*p^2* q^4*x^3-9794*a*g*p^2*q^3*r*x^3+4090*a*g*p^2*q^3*x^4-28746*a*g*p^2*q^2*r^2*x^3+ 31476*a*g*p^2*q^2*r*x^4-34410*a*g*p^2*q*r^3*x^3+63042*a*g*p^2*q*r^2*x^4-14450*a *g*p^2*r^4*x^3+38083*a*g*p^2*r^3*x^4-282*a*g*p*q^5*x^3-3571*a*g*p*q^4*r*x^3+ 2045*a*g*p*q^4*x^4-14868*a*g*p*q^3*r^2*x^3+20984*a*g*p*q^3*r*x^4-27906*a*g*p*q^ 2*r^3*x^3+63042*a*g*p*q^2*r^2*x^4-24226*a*g*p*q*r^4*x^3+76166*a*g*p*q*r^3*x^4-\ 7899*a*g*p*r^5*x^3+32239*a*g*p*r^4*x^4-22*a*g*q^6*x^3-449*a*g*q^5*r*x^3+409*a*g *q^5*x^4-2643*a*g*q^4*r^2*x^3+5246*a*g*q^4*r*x^4-7134*a*g*q^3*r^3*x^3+21014*a*g *q^3*r^2*x^4-9776*a*g*q^2*r^4*x^3+38083*a*g*q^2*r^3*x^4-6609*a*g*q*r^5*x^3+ 32239*a*g*q*r^4*x^4-1751*a*g*r^6*x^3+10333*a*g*r^5*x^4-36*a*p^7*x^3-219*a*p^6*q *x^3-423*a*p^6*r*x^3+103*a*p^6*x^4-558*a*p^5*q^2*x^3-2202*a*p^5*q*r*x^3+618*a*p ^5*q*x^4-1938*a*p^5*r^2*x^3+1523*a*p^5*r*x^4-765*a*p^4*q^3*x^3-4665*a*p^4*q^2*r *x^3+1545*a*p^4*q^2*x^4-8376*a*p^4*q*r^2*x^3+7615*a*p^4*q*r*x^4-4656*a*p^4*r^3* x^3+7326*a*p^4*r^2*x^4-600*a*p^3*q^4*x^3-5100*a*p^3*q^3*r*x^3+2060*a*p^3*q^3*x^ 4-14124*a*p^3*q^2*r^2*x^3+15230*a*p^3*q^2*r*x^4-16044*a*p^3*q*r^3*x^3+29304*a*p ^3*q*r^2*x^4-6444*a*p^3*r^4*x^3+16983*a*p^3*r^3*x^4-261*a*p^2*q^5*x^3-2985*a*p^ 2*q^4*r*x^3+1545*a*p^2*q^4*x^4-11496*a*p^2*q^3*r^2*x^3+15230*a*p^2*q^3*r*x^4-\ 20196*a*p^2*q^2*r^3*x^3+43956*a*p^2*q^2*r^2*x^4-16611*a*p^2*q*r^4*x^3+50949*a*p ^2*q*r^3*x^4-5187*a*p^2*r^5*x^3+20767*a*p^2*r^4*x^4-54*a*p*q^6*x^3-858*a*p*q^5* r*x^3+618*a*p*q^5*x^4-4434*a*p*q^4*r^2*x^3+7615*a*p*q^4*r*x^4-10884*a*p*q^3*r^3 *x^3+29304*a*p*q^3*r^2*x^4-13890*a*p*q^2*r^4*x^3+50949*a*p*q^2*r^3*x^4-8898*a*p *q*r^5*x^3+41534*a*p*q*r^4*x^4-2262*a*p*r^6*x^3+12892*a*p*r^5*x^4-3*a*q^7*x^3-\ 87*a*q^6*r*x^3+103*a*q^6*x^4-624*a*q^5*r^2*x^3+1523*a*q^5*r*x^4-2076*a*q^4*r^3* x^3+7326*a*q^4*r^2*x^4-3723*a*q^3*r^4*x^3+16983*a*q^3*r^3*x^4-3711*a*q^2*r^5*x^ 3+20767*a*q^2*r^4*x^4-1938*a*q*r^6*x^3+12892*a*q*r^5*x^4-414*a*r^7*x^3+3202*a*r ^6*x^4-64*b^6*c^2*x^3-64*b^6*c*p*x^3-32*b^6*c*q*x^3-144*b^6*c*r*x^3-16*b^6*c*x^ 4-16*b^6*p^2*x^3-16*b^6*p*q*x^3-72*b^6*p*r*x^3-8*b^6*p*x^4-24*b^6*q*r*x^3-8*b^6 *q*x^4-72*b^6*r^2*x^3-8*b^6*r*x^4-672*b^5*c^3*x^3-288*b^5*c^2*g*x^3-1008*b^5*c^ 2*p*x^3-608*b^5*c^2*q*x^3-2064*b^5*c^2*r*x^3+176*b^5*c^2*x^4-304*b^5*c*g*p*x^3-\ 160*b^5*c*g*q*x^3-664*b^5*c*g*r*x^3-72*b^5*c*g*x^4-504*b^5*c*p^2*x^3-640*b^5*c* p*q*x^3-2064*b^5*c*p*r*x^3+192*b^5*c*p*x^4-136*b^5*c*q^2*x^3-1200*b^5*c*q*r*x^3 +192*b^5*c*q*x^4-1872*b^5*c*r^2*x^3+888*b^5*c*r*x^4-80*b^5*g*p^2*x^3-88*b^5*g*p *q*x^3-356*b^5*g*p*r*x^3-36*b^5*g*p*x^4-8*b^5*g*q^2*x^3-140*b^5*g*q*r*x^3-36*b^ 5*g*q*x^4-364*b^5*g*r^2*x^3-36*b^5*g*r*x^4-84*b^5*p^3*x^3-168*b^5*p^2*q*x^3-516 *b^5*p^2*r*x^3+52*b^5*p^2*x^4-84*b^5*p*q^2*x^3-648*b^5*p*q*r*x^3+104*b^5*p*q*x^ 4-936*b^5*p*r^2*x^3+452*b^5*p*r*x^4-132*b^5*q^2*r*x^3+52*b^5*q^2*x^4-552*b^5*q* r^2*x^3+452*b^5*q*r*x^4-528*b^5*r^3*x^3+700*b^5*r^2*x^4-2912*b^4*c^4*x^3-2512*b ^4*c^3*g*x^3-5872*b^4*c^3*p*x^3-3824*b^4*c^3*q*x^3-11360*b^4*c^3*r*x^3+2208*b^4 *c^3*x^4-528*b^4*c^2*g^2*x^3-3888*b^4*c^2*g*p*x^3-2416*b^4*c^2*g*q*x^3-7768*b^4 *c^2*g*r*x^3+664*b^4*c^2*g*x^4-4392*b^4*c^2*p^2*x^3-6048*b^4*c^2*p*q*x^3-16976* b^4*c^2*p*r*x^3+3248*b^4*c^2*p*x^4-1656*b^4*c^2*q^2*x^3-11200*b^4*c^2*q*r*x^3+ 3248*b^4*c^2*q*x^4-14576*b^4*c^2*r^2*x^3+10656*b^4*c^2*r*x^4-584*b^4*c*g^2*p*x^ 3-320*b^4*c*g^2*q*x^3-1244*b^4*c*g^2*r*x^3-132*b^4*c*g^2*x^4-1988*b^4*c*g*p^2*x ^3-2624*b^4*c*g*p*q*x^3-8004*b^4*c*g*p*r*x^3+724*b^4*c*g*p*x^4-636*b^4*c*g*q^2* x^3-4828*b^4*c*g*q*r*x^3+724*b^4*c*g*q*x^4-7268*b^4*c*g*r^2*x^3+3308*b^4*c*g*r* x^4-1444*b^4*c*p^3*x^3-3124*b^4*c*p^2*q*x^3-8348*b^4*c*p^2*r*x^3+1588*b^4*c*p^2 *x^4-1916*b^4*c*p*q^2*x^3-11704*b^4*c*p*q*r*x^3+3176*b^4*c*p*q*x^4-14296*b^4*c* p*r^2*x^3+10144*b^4*c*p*r*x^4-236*b^4*c*q^3*x^3-3356*b^4*c*q^2*r*x^3+1588*b^4*c *q^2*x^4-9696*b^4*c*q*r^2*x^3+10144*b^4*c*q*r*x^4-7628*b^4*c*r^3*x^3+12400*b^4* c*r^2*x^4-160*b^4*g^2*p^2*x^3-188*b^4*g^2*p*q*x^3-706*b^4*g^2*p*r*x^3-66*b^4*g^ 2*p*x^4-28*b^4*g^2*q^2*x^3-310*b^4*g^2*q*r*x^3-66*b^4*g^2*q*x^4-734*b^4*g^2*r^2 *x^3-66*b^4*g^2*r*x^4-336*b^4*g*p^3*x^3-700*b^4*g*p^2*q*x^3-2036*b^4*g*p^2*r*x^ 3+196*b^4*g*p^2*x^4-392*b^4*g*p*q^2*x^3-2664*b^4*g*p*q*r*x^3+392*b^4*g*p*q*x^4-\ 3696*b^4*g*p*r^2*x^3+1684*b^4*g*p*r*x^4-28*b^4*g*q^3*x^3-628*b^4*g*q^2*r*x^3+ 196*b^4*g*q^2*x^4-2288*b^4*g*q*r^2*x^3+1684*b^4*g*q*r*x^4-2088*b^4*g*r^3*x^3+ 2604*b^4*g*r^2*x^4-176*b^4*p^4*x^3-528*b^4*p^3*q*x^3-1350*b^4*p^3*r*x^3+258*b^4 *p^3*x^4-528*b^4*p^2*q^2*x^3-2986*b^4*p^2*q*r*x^3+774*b^4*p^2*q*x^4-3450*b^4*p^ 2*r^2*x^3+2406*b^4*p^2*r*x^4-176*b^4*p*q^3*x^3-1922*b^4*p*q^2*r*x^3+774*b^4*p*q ^2*x^4-4976*b^4*p*q*r^2*x^3+4812*b^4*p*q*r*x^4-3654*b^4*p*r^3*x^3+5708*b^4*p*r^ 2*x^4-286*b^4*q^3*r*x^3+258*b^4*q^3*x^4-1526*b^4*q^2*r^2*x^3+2406*b^4*q^2*r*x^4 -2602*b^4*q*r^3*x^3+5708*b^4*q*r^2*x^4-1378*b^4*r^4*x^3+4066*b^4*r^3*x^4-6560*b ^3*c^5*x^3-8576*b^3*c^4*g*x^3-16688*b^3*c^4*p*x^3-11328*b^3*c^4*q*x^3-31200*b^3 *c^4*r*x^3+8064*b^3*c^4*x^4-3656*b^3*c^3*g^2*x^3-17648*b^3*c^3*g*p*x^3-11744*b^ 3*c^3*g*q*x^3-33520*b^3*c^3*g*r*x^3+6496*b^3*c^3*g*x^4-16672*b^3*c^3*p^2*x^3-\ 23936*b^3*c^3*p*q*x^3-62288*b^3*c^3*p*r*x^3+15328*b^3*c^3*p*x^4-7264*b^3*c^3*q^ 2*x^3-43376*b^3*c^3*q*r*x^3+15328*b^3*c^3*q*x^4-51936*b^3*c^3*r^2*x^3+45136*b^3 *c^3*r*x^4-504*b^3*c^2*g^3*x^3-5812*b^3*c^2*g^2*p*x^3-3696*b^3*c^2*g^2*q*x^3-\ 11380*b^3*c^2*g^2*r*x^3+980*b^3*c^2*g^2*x^4-13376*b^3*c^2*g*p^2*x^3-18880*b^3*c ^2*g*p*q*x^3-50988*b^3*c^2*g*p*r*x^3+9540*b^3*c^2*g*p*x^4-5504*b^3*c^2*g*q^2*x^ 3-34356*b^3*c^2*g*q*r*x^3+9540*b^3*c^2*g*q*x^4-43688*b^3*c^2*g*r^2*x^3+31072*b^ 3*c^2*g*r*x^4-8192*b^3*c^2*p^3*x^3-18432*b^3*c^2*p^2*q*x^3-45716*b^3*c^2*p^2*r* x^3+10892*b^3*c^2*p^2*x^4-12288*b^3*c^2*p*q^2*x^3-67240*b^3*c^2*p*q*r*x^3+21784 *b^3*c^2*p*q*x^4-75920*b^3*c^2*p*r^2*x^3+62792*b^3*c^2*p*r*x^4-2048*b^3*c^2*q^3 *x^3-21524*b^3*c^2*q^2*r*x^3+10892*b^3*c^2*q^2*x^4-54536*b^3*c^2*q*r^2*x^3+ 62792*b^3*c^2*q*r*x^4-39356*b^3*c^2*r^3*x^3+70264*b^3*c^2*r^2*x^4-580*b^3*c*g^3 *p*x^3-328*b^3*c*g^3*q*x^3-1210*b^3*c*g^3*r*x^3-126*b^3*c*g^3*x^4-3026*b^3*c*g^ 2*p^2*x^3-4112*b^3*c*g^2*p*q*x^3-12024*b^3*c*g^2*p*r*x^3+1068*b^3*c*g^2*p*x^4-\ 1086*b^3*c*g^2*q^2*x^3-7464*b^3*c*g^2*q*r*x^3+1068*b^3*c*g^2*q*x^4-10932*b^3*c* g^2*r^2*x^3+4818*b^3*c*g^2*r*x^4-4432*b^3*c*g*p^3*x^3-9828*b^3*c*g*p^2*q*x^3-\ 25316*b^3*c*g*p^2*r*x^3+4656*b^3*c*g*p^2*x^4-6360*b^3*c*g*p*q^2*x^3-36292*b^3*c *g*p*q*r*x^3+9312*b^3*c*g*p*q*x^4-43274*b^3*c*g*p*r^2*x^3+29530*b^3*c*g*p*r*x^4 -964*b^3*c*g*q^3*x^3-10976*b^3*c*g*q^2*r*x^3+4656*b^3*c*g*q^2*x^4-30052*b^3*c*g *q*r^2*x^3+29530*b^3*c*g*q*r*x^4-23098*b^3*c*g*r^3*x^3+36046*b^3*c*g*r^2*x^4-\ 1982*b^3*c*p^4*x^3-6160*b^3*c*p^3*q*x^3-14636*b^3*c*p^3*r*x^3+3428*b^3*c*p^3*x^ 4-6588*b^3*c*p^2*q^2*x^3-33720*b^3*c*p^2*q*r*x^3+10284*b^3*c*p^2*q*x^4-36190*b^ 3*c*p^2*r^2*x^3+29002*b^3*c*p^2*r*x^4-2624*b^3*c*p*q^3*x^3-23532*b^3*c*p*q^2*r* x^3+10284*b^3*c*p*q^2*x^4-54704*b^3*c*p*q*r^2*x^3+58004*b^3*c*p*q*r*x^4-37204*b ^3*c*p*r^3*x^3+63396*b^3*c*p*r^2*x^4-214*b^3*c*q^4*x^3-4448*b^3*c*q^3*r*x^3+ 3428*b^3*c*q^3*x^4-18514*b^3*c*q^2*r^2*x^3+29002*b^3*c*q^2*r*x^4-27820*b^3*c*q* r^3*x^3+63396*b^3*c*q*r^2*x^4-13668*b^3*c*r^4*x^3+41816*b^3*c*r^3*x^4-164*b^3*g ^3*p^2*x^3-202*b^3*g^3*p*q*x^3-719*b^3*g^3*p*r*x^3-63*b^3*g^3*p*x^4-38*b^3*g^3* q^2*x^3-341*b^3*g^3*q*r*x^3-63*b^3*g^3*q*x^4-757*b^3*g^3*r^2*x^3-63*b^3*g^3*r*x ^4-517*b^3*g^2*p^3*x^3-1110*b^3*g^2*p^2*q*x^3-3101*b^3*g^2*p^2*r*x^3+289*b^3*g^ 2*p^2*x^4-669*b^3*g^2*p*q^2*x^3-4186*b^3*g^2*p*q*r*x^3+578*b^3*g^2*p*q*x^4-5634 *b^3*g^2*p*r^2*x^3+2453*b^3*g^2*p*r*x^4-76*b^3*g^2*q^3*x^3-1085*b^3*g^2*q^2*r*x ^3+289*b^3*g^2*q^2*x^4-3618*b^3*g^2*q*r^2*x^3+2453*b^3*g^2*q*r*x^4-3188*b^3*g^2 *r^3*x^3+3787*b^3*g^2*r^2*x^4-542*b^3*g*p^4*x^3-1664*b^3*g*p^3*q*x^3-4107*b^3*g *p^3*r*x^3+755*b^3*g*p^3*x^4-1740*b^3*g*p^2*q^2*x^3-9273*b^3*g*p^2*q*r*x^3+2265 *b^3*g*p^2*q*x^4-10465*b^3*g*p^2*r^2*x^3+6991*b^3*g*p^2*r*x^4-656*b^3*g*p*q^3*x ^3-6225*b^3*g*p*q^2*r*x^3+2265*b^3*g*p*q^2*x^4-15416*b^3*g*p*q*r^2*x^3+13982*b^ 3*g*p*q*r*x^4-11077*b^3*g*p*r^3*x^3+16556*b^3*g*p*r^2*x^4-38*b^3*g*q^4*x^3-1059 *b^3*g*q^3*r*x^3+755*b^3*g*q^3*x^4-4951*b^3*g*q^2*r^2*x^3+6991*b^3*g*q^2*r*x^4-\ 8059*b^3*g*q*r^3*x^3+16556*b^3*g*q*r^2*x^4-4177*b^3*g*r^4*x^3+11775*b^3*g*r^3*x ^4-189*b^3*p^5*x^3-756*b^3*p^4*q*x^3-1725*b^3*p^4*r*x^3+403*b^3*p^4*x^4-1134*b^ 3*p^3*q^2*x^3-5490*b^3*p^3*q*r*x^3+1612*b^3*p^3*q*x^4-5625*b^3*p^3*r^2*x^3+4445 *b^3*p^3*r*x^4-756*b^3*p^2*q^3*x^3-6120*b^3*p^2*q^2*r*x^3+2418*b^3*p^2*q^2*x^4-\ 13290*b^3*p^2*q*r^2*x^3+13335*b^3*p^2*q*r*x^4-8577*b^3*p^2*r^3*x^3+14215*b^3*p^ 2*r^2*x^4-189*b^3*p*q^4*x^3-2670*b^3*p*q^3*r*x^3+1612*b^3*p*q^3*x^4-9705*b^3*p* q^2*r^2*x^3+13335*b^3*p*q^2*r*x^4-13410*b^3*p*q*r^3*x^3+28430*b^3*p*q*r^2*x^4-\ 6234*b^3*p*r^4*x^3+18270*b^3*p*r^3*x^4-315*b^3*q^4*r*x^3+403*b^3*q^4*x^4-2040*b ^3*q^3*r^2*x^3+4445*b^3*q^3*r*x^4-4833*b^3*q^2*r^3*x^3+14215*b^3*q^2*r^2*x^4-\ 4854*b^3*q*r^4*x^3+18270*b^3*q*r^3*x^4-1746*b^3*r^5*x^3+8151*b^3*r^4*x^4-8032*b ^2*c^6*x^3-14160*b^2*c^5*g*x^3-24752*b^2*c^5*p*x^3-17232*b^2*c^5*q*x^3-45280*b^ 2*c^5*r*x^3+13504*b^2*c^5*x^4-9192*b^2*c^4*g^2*x^3-36560*b^2*c^4*g*p*x^3-25216* b^2*c^4*g*q*x^3-67400*b^2*c^4*g*r*x^3+17384*b^2*c^4*g*x^4-31040*b^2*c^4*p^2*x^3 -45696*b^2*c^4*p*q*x^3-113568*b^2*c^4*p*r*x^3+31632*b^2*c^4*p*x^4-14656*b^2*c^4 *q^2*x^3-81392*b^2*c^4*q*r*x^3+31632*b^2*c^4*q*x^4-93168*b^2*c^4*r^2*x^3+88408* b^2*c^4*r*x^4-2588*b^2*c^3*g^3*x^3-19252*b^2*c^3*g^2*p*x^3-13020*b^2*c^3*g^2*q* x^3-36016*b^2*c^3*g^2*r*x^3+6992*b^2*c^3*g^2*x^4-36864*b^2*c^3*g*p^2*x^3-53856* b^2*c^3*g*p*q*x^3-136232*b^2*c^3*g*p*r*x^3+32984*b^2*c^3*g*p*x^4-16992*b^2*c^3* g*q^2*x^3-96264*b^2*c^3*g*q*r*x^3+32984*b^2*c^3*g*q*x^4-113272*b^2*c^3*g*r^2*x^ 3+96584*b^2*c^3*g*r*x^4-20352*b^2*c^3*p^3*x^3-46880*b^2*c^3*p^2*q*x^3-111200*b^ 2*c^3*p^2*r*x^3+29544*b^2*c^3*p^2*x^4-32704*b^2*c^3*p*q^2*x^3-167872*b^2*c^3*p* q*r*x^3+59088*b^2*c^3*p*q*x^4-181624*b^2*c^3*p*r^2*x^3+161968*b^2*c^3*p*r*x^4-\ 6176*b^2*c^3*q^3*x^3-56672*b^2*c^3*q^2*r*x^3+29544*b^2*c^3*q^2*x^4-134408*b^2*c ^3*q*r^2*x^3+161968*b^2*c^3*q*r*x^4-92784*b^2*c^3*r^3*x^3+173952*b^2*c^3*r^2*x^ 4-264*b^2*c^2*g^4*x^3-4208*b^2*c^2*g^3*p*x^3-2724*b^2*c^2*g^3*q*x^3-8106*b^2*c^ 2*g^3*r*x^3+706*b^2*c^2*g^3*x^4-14754*b^2*c^2*g^2*p^2*x^3-21216*b^2*c^2*g^2*p*q *x^3-55626*b^2*c^2*g^2*p*r*x^3+10254*b^2*c^2*g^2*p*x^4-6462*b^2*c^2*g^2*q^2*x^3 -38090*b^2*c^2*g^2*q*r*x^3+10254*b^2*c^2*g^2*q*x^4-47578*b^2*c^2*g^2*r^2*x^3+ 33172*b^2*c^2*g^2*r*x^4-18208*b^2*c^2*g*p^3*x^3-41676*b^2*c^2*g*p^2*q*x^3-\ 100646*b^2*c^2*g*p^2*r*x^3+23394*b^2*c^2*g*p^2*x^4-28728*b^2*c^2*g*p*q^2*x^3-\ 150280*b^2*c^2*g*p*q*r*x^3+46788*b^2*c^2*g*p*q*x^4-166756*b^2*c^2*g*p*r^2*x^3+ 134106*b^2*c^2*g*p*r*x^4-5260*b^2*c^2*g*q^3*x^3-49634*b^2*c^2*g*q^2*r*x^3+23394 *b^2*c^2*g*q^2*x^4-121650*b^2*c^2*g*q*r^2*x^3+134106*b^2*c^2*g*q*r*x^4-86436*b^ 2*c^2*g*r^3*x^3+149862*b^2*c^2*g*r^2*x^4-7378*b^2*c^2*p^4*x^3-23424*b^2*c^2*p^3 *q*x^3-53300*b^2*c^2*p^3*r*x^3+13748*b^2*c^2*p^3*x^4-26004*b^2*c^2*p^2*q^2*x^3-\ 125616*b^2*c^2*p^2*q*r*x^3+41244*b^2*c^2*p^2*q*x^4-129534*b^2*c^2*p^2*r^2*x^3+ 110814*b^2*c^2*p^2*r*x^4-11248*b^2*c^2*p*q^3*x^3-91332*b^2*c^2*p*q^2*r*x^3+ 41244*b^2*c^2*p*q^2*x^4-200784*b^2*c^2*p*q*r^2*x^3+221628*b^2*c^2*p*q*r*x^4-\ 131196*b^2*c^2*p*r^3*x^3+232956*b^2*c^2*p*r^2*x^4-1290*b^2*c^2*q^4*x^3-19016*b^ 2*c^2*q^3*r*x^3+13748*b^2*c^2*q^3*x^4-71250*b^2*c^2*q^2*r^2*x^3+110814*b^2*c^2* q^2*r*x^4-100692*b^2*c^2*q*r^3*x^3+232956*b^2*c^2*q*r^2*x^4-47584*b^2*c^2*r^4*x ^3+147884*b^2*c^2*r^3*x^4-314*b^2*c*g^4*p*x^3-182*b^2*c*g^4*q*x^3-644*b^2*c*g^4 *r*x^3-66*b^2*c*g^4*x^4-2223*b^2*c*g^3*p^2*x^3-3088*b^2*c*g^3*p*q*x^3-8745*b^2* c*g^3*p*r*x^3+769*b^2*c*g^3*p*x^4-865*b^2*c*g^3*q^2*x^3-5551*b^2*c*g^3*q*r*x^3+ 769*b^2*c*g^3*q*x^4-7961*b^2*c*g^3*r^2*x^3+3425*b^2*c*g^3*r*x^4-4919*b^2*c*g^2* p^3*x^3-11113*b^2*c*g^2*p^2*q*x^3-27841*b^2*c*g^2*p^2*r*x^3+4997*b^2*c*g^2*p^2* x^4-7469*b^2*c*g^2*p*q^2*x^3-40604*b^2*c*g^2*p*q*r*x^3+9994*b^2*c*g^2*p*q*x^4-\ 47525*b^2*c*g^2*p*r^2*x^3+31479*b^2*c*g^2*p*r*x^4-1275*b^2*c*g^2*q^3*x^3-12763* b^2*c*g^2*q^2*r*x^3+4997*b^2*c*g^2*q^2*x^4-33614*b^2*c*g^2*q*r^2*x^3+31479*b^2* c*g^2*q*r*x^4-25382*b^2*c*g^2*r^3*x^3+38381*b^2*c*g^2*r^2*x^4-4415*b^2*c*g*p^4* x^3-13944*b^2*c*g*p^3*q*x^3-32298*b^2*c*g*p^3*r*x^3+7348*b^2*c*g*p^3*x^4-15342* b^2*c*g*p^2*q^2*x^3-75468*b^2*c*g*p^2*q*r*x^3+22044*b^2*c*g*p^2*q*x^4-79653*b^2 *c*g*p^2*r^2*x^3+61809*b^2*c*g*p^2*r*x^4-6512*b^2*c*g*p*q^3*x^3-54042*b^2*c*g*p *q^2*r*x^3+22044*b^2*c*g*p*q^2*x^4-122116*b^2*c*g*p*q*r^2*x^3+123618*b^2*c*g*p* q*r*x^4-81844*b^2*c*g*p*r^3*x^3+134904*b^2*c*g*p*r^2*x^4-699*b^2*c*g*q^4*x^3-\ 10872*b^2*c*g*q^3*r*x^3+7348*b^2*c*g*q^3*x^4-42463*b^2*c*g*q^2*r^2*x^3+61809*b^ 2*c*g*q^2*r*x^4-62084*b^2*c*g*q*r^3*x^3+134904*b^2*c*g*q*r^2*x^4-30074*b^2*c*g* r^4*x^3+88876*b^2*c*g*r^3*x^4-1405*b^2*c*p^5*x^3-5727*b^2*c*p^4*q*x^3-12534*b^2 *c*p^4*r*x^3+3186*b^2*c*p^4*x^4-8858*b^2*c*p^3*q^2*x^3-40660*b^2*c*p^3*q*r*x^3+ 12744*b^2*c*p^3*q*x^4-40149*b^2*c*p^3*r^2*x^3+33542*b^2*c*p^3*r*x^4-6262*b^2*c* p^2*q^3*x^3-46776*b^2*c*p^2*q^2*r*x^3+19116*b^2*c*p^2*q^2*x^4-96813*b^2*c*p^2*q *r^2*x^3+100626*b^2*c*p^2*q*r*x^4-60300*b^2*c*p^2*r^3*x^3+103368*b^2*c*p^2*r^2* x^4-1833*b^2*c*p*q^4*x^3-21708*b^2*c*p*q^3*r*x^3+12744*b^2*c*p*q^3*x^4-73179*b^ 2*c*p*q^2*r^2*x^3+100626*b^2*c*p*q^2*r*x^4-96264*b^2*c*p*q*r^3*x^3+206736*b^2*c *p*q*r^2*x^4-43264*b^2*c*p*r^4*x^3+128184*b^2*c*p*r^3*x^4-107*b^2*c*q^5*x^3-\ 3058*b^2*c*q^4*r*x^3+3186*b^2*c*q^4*x^4-16515*b^2*c*q^3*r^2*x^3+33542*b^2*c*q^3 *r*x^4-35964*b^2*c*q^2*r^3*x^3+103368*b^2*c*q^2*r^2*x^4-34384*b^2*c*q*r^4*x^3+ 128184*b^2*c*q*r^3*x^4-11984*b^2*c*r^5*x^3+55514*b^2*c*r^4*x^4-91*b^2*g^4*p^2*x ^3-116*b^2*g^4*p*q*x^3-397*b^2*g^4*p*r*x^3-33*b^2*g^4*p*x^4-25*b^2*g^4*q^2*x^3-\ 199*b^2*g^4*q*r*x^3-33*b^2*g^4*q*x^4-422*b^2*g^4*r^2*x^3-33*b^2*g^4*r*x^4-383*b ^2*g^3*p^3*x^3-841*b^2*g^3*p^2*q*x^3-2280*b^2*g^3*p^2*r*x^3+208*b^2*g^3*p^2*x^4 -533*b^2*g^3*p*q^2*x^3-3152*b^2*g^3*p*q*r*x^3+416*b^2*g^3*p*q*x^4-4146*b^2*g^3* p*r^2*x^3+1744*b^2*g^3*p*r*x^4-75*b^2*g^3*q^3*x^3-872*b^2*g^3*q^2*r*x^3+208*b^2 *g^3*q^2*x^4-2738*b^2*g^3*q*r^2*x^3+1744*b^2*g^3*q*r*x^4-2350*b^2*g^3*r^3*x^3+ 2688*b^2*g^3*r^2*x^4-603*b^2*g^2*p^4*x^3-1884*b^2*g^2*p^3*q*x^3-4528*b^2*g^2*p^ 3*r*x^3+809*b^2*g^2*p^3*x^4-2034*b^2*g^2*p^2*q^2*x^3-10390*b^2*g^2*p^2*q*r*x^3+ 2427*b^2*g^2*p^2*q*x^4-11514*b^2*g^2*p^2*r^2*x^3+7440*b^2*g^2*p^2*r*x^4-828*b^2 *g^2*p*q^3*x^3-7196*b^2*g^2*p*q^2*r*x^3+2427*b^2*g^2*p*q^2*x^4-17248*b^2*g^2*p* q*r^2*x^3+14880*b^2*g^2*p*q*r*x^4-12185*b^2*g^2*p*r^3*x^3+17591*b^2*g^2*p*r^2*x ^4-75*b^2*g^2*q^4*x^3-1334*b^2*g^2*q^3*r*x^3+809*b^2*g^2*q^3*x^4-5734*b^2*g^2*q ^2*r^2*x^3+7440*b^2*g^2*q^2*r*x^4-9019*b^2*g^2*q*r^3*x^3+17591*b^2*g^2*q*r^2*x^ 4-4596*b^2*g^2*r^4*x^3+12495*b^2*g^2*r^3*x^4-421*b^2*g*p^5*x^3-1709*b^2*g*p^4*q *x^3-3804*b^2*g*p^4*r*x^3+862*b^2*g*p^4*x^4-2626*b^2*g*p^3*q^2*x^3-12260*b^2*g* p^3*q*r*x^3+3448*b^2*g*p^3*q*x^4-12361*b^2*g*p^3*r^2*x^3+9451*b^2*g*p^3*r*x^4-\ 1834*b^2*g*p^2*q^3*x^3-13956*b^2*g*p^2*q^2*r*x^3+5172*b^2*g*p^2*q^2*x^4-29563*b ^2*g*p^2*q*r^2*x^3+28353*b^2*g*p^2*q*r*x^4-18824*b^2*g*p^2*r^3*x^3+30171*b^2*g* p^2*r^2*x^4-521*b^2*g*p*q^4*x^3-6348*b^2*g*p*q^3*r*x^3+3448*b^2*g*p*q^3*x^4-\ 22043*b^2*g*p*q^2*r^2*x^3+28353*b^2*g*p*q^2*r*x^4-29788*b^2*g*p*q*r^3*x^3+60342 *b^2*g*p*q*r^2*x^4-13676*b^2*g*p*r^4*x^3+38734*b^2*g*p*r^3*x^4-25*b^2*g*q^5*x^3 -848*b^2*g*q^4*r*x^3+862*b^2*g*q^4*x^4-4841*b^2*g*q^3*r^2*x^3+9451*b^2*g*q^3*r* x^4-10964*b^2*g*q^2*r^3*x^3+30171*b^2*g*q^2*r^2*x^4-10776*b^2*g*q*r^4*x^3+38734 *b^2*g*q*r^3*x^4-3830*b^2*g*r^5*x^3+17271*b^2*g*r^4*x^4-110*b^2*p^6*x^3-550*b^2 *p^5*q*x^3-1159*b^2*p^5*r*x^3+294*b^2*p^5*x^4-1100*b^2*p^4*q^2*x^3-4823*b^2*p^4 *q*r*x^3+1470*b^2*p^4*q*x^4-4571*b^2*p^4*r^2*x^3+3788*b^2*p^4*r*x^4-1100*b^2*p^ 3*q^3*x^3-7702*b^2*p^3*q^2*r*x^3+2940*b^2*p^3*q^2*x^4-15136*b^2*p^3*q*r^2*x^3+ 15152*b^2*p^3*q*r*x^4-9021*b^2*p^3*r^3*x^3+15189*b^2*p^3*r^2*x^4-550*b^2*p^2*q^ 4*x^3-5758*b^2*p^2*q^3*r*x^3+2940*b^2*p^2*q^3*x^4-17982*b^2*p^2*q^2*r^2*x^3+ 22728*b^2*p^2*q^2*r*x^4-22299*b^2*p^2*q*r^3*x^3+45567*b^2*p^2*q*r^2*x^4-9577*b^ 2*p^2*r^4*x^3+27536*b^2*p^2*r^3*x^4-110*b^2*p*q^5*x^3-1907*b^2*p*q^4*r*x^3+1470 *b^2*p*q^4*x^4-8840*b^2*p*q^3*r^2*x^3+15152*b^2*p*q^3*r*x^4-17535*b^2*p*q^2*r^3 *x^3+45567*b^2*p*q^2*r^2*x^4-15732*b^2*p*q*r^4*x^3+55072*b^2*p*q*r^3*x^4-5240*b ^2*p*r^5*x^3+23312*b^2*p*r^4*x^4-187*b^2*q^5*r*x^3+294*b^2*q^5*x^4-1423*b^2*q^4 *r^2*x^3+3788*b^2*q^4*r*x^4-4257*b^2*q^3*r^3*x^3+15189*b^2*q^3*r^2*x^4-6155*b^2 *q^2*r^4*x^3+27536*b^2*q^2*r^3*x^4-4296*b^2*q*r^5*x^3+23312*b^2*q*r^4*x^4-1162* b^2*r^6*x^3+7471*b^2*r^5*x^4-5056*b*c^7*x^3-11264*b*c^6*g*x^3-18368*b*c^6*p*x^3 -12992*b*c^6*q*x^3-33120*b*c^6*r*x^3+10720*b*c^6*x^4-9888*b*c^5*g^2*x^3-35152*b *c^5*g*p*x^3-24752*b*c^5*g*q*x^3-63616*b*c^5*g*r*x^3+18928*b*c^5*g*x^4-27808*b* c^5*p^2*x^3-41600*b*c^5*p*q*x^3-100432*b*c^5*p*r*x^3+29920*b*c^5*p*x^4-13792*b* c^5*q^2*x^3-73168*b*c^5*q*r*x^3+29920*b*c^5*q*x^4-81696*b*c^5*r^2*x^3+81280*b*c ^5*r*x^4-4256*b*c^4*g^3*x^3-25880*b*c^4*g^2*p*x^3-18056*b*c^4*g^2*q*x^3-47168*b *c^4*g^2*r*x^3+12168*b*c^4*g^2*x^4-44424*b*c^4*g*p^2*x^3-66224*b*c^4*g*p*q*x^3-\ 161216*b*c^4*g*p*r*x^3+44272*b*c^4*g*p*x^4-21800*b*c^4*g*q^2*x^3-116720*b*c^4*g *q*r*x^3+44272*b*c^4*g*q*x^4-131972*b*c^4*g*r^2*x^3+123288*b*c^4*g*r*x^4-22864* b*c^4*p^3*x^3-53472*b*c^4*p^2*q*x^3-123368*b*c^4*p^2*r*x^3+34688*b*c^4*p^2*x^4-\ 38352*b*c^4*p*q^2*x^3-189136*b*c^4*p*q*r*x^3+69376*b*c^4*p*q*x^4-199824*b*c^4*p *r^2*x^3+185040*b*c^4*p*r*x^4-7744*b*c^4*q^3*x^3-65768*b*c^4*q^2*r*x^3+34688*b* c^4*q^2*x^4-150384*b*c^4*q*r^2*x^3+185040*b*c^4*q*r*x^4-101424*b*c^4*r^3*x^3+ 194808*b*c^4*r^2*x^4-892*b*c^3*g^4*x^3-9052*b*c^3*g^3*p*x^3-6196*b*c^3*g^3*q*x^ 3-16728*b*c^3*g^3*r*x^3+3260*b*c^3*g^3*x^4-26312*b*c^3*g^2*p^2*x^3-38944*b*c^3* g^2*p*q*x^3-96420*b*c^3*g^2*p*r*x^3+23056*b*c^3*g^2*p*x^4-12632*b*c^3*g^2*q^2*x ^3-68868*b*c^3*g^2*q*r*x^3+23056*b*c^3*g^2*q*x^4-80008*b*c^3*g^2*r^2*x^3+67224* b*c^3*g^2*r*x^4-29252*b*c^3*g*p^3*x^3-68220*b*c^3*g*p^2*q*x^3-158720*b*c^3*g*p^ 2*r*x^3+41288*b*c^3*g*p^2*x^4-48684*b*c^3*g*p*q^2*x^3-242176*b*c^3*g*p*q*r*x^3+ 82576*b*c^3*g*p*q*x^4-258834*b*c^3*g*p*r^2*x^3+225520*b*c^3*g*p*r*x^4-9716*b*c^ 3*g*q^3*x^3-83456*b*c^3*g*q^2*r*x^3+41288*b*c^3*g*q^2*x^4-193602*b*c^3*g*q*r^2* x^3+225520*b*c^3*g*q*r*x^4-132272*b*c^3*g*r^3*x^3+242104*b*c^3*g*r^2*x^4-11068* b*c^3*p^4*x^3-35632*b*c^3*p^3*q*x^3-78948*b*c^3*p^3*r*x^3+21376*b*c^3*p^3*x^4-\ 40488*b*c^3*p^2*q^2*x^3-188652*b*c^3*p^2*q*r*x^3+64128*b*c^3*p^2*q*x^4-190224*b *c^3*p^2*r^2*x^3+167824*b*c^3*p^2*r*x^4-18352*b*c^3*p*q^3*x^3-140460*b*c^3*p*q^ 2*r*x^3+64128*b*c^3*p*q^2*x^4-299232*b*c^3*p*q*r^2*x^3+335648*b*c^3*p*q*r*x^4-\ 191376*b*c^3*p*r^3*x^3+346128*b*c^3*p*r^2*x^4-2428*b*c^3*q^4*x^3-30756*b*c^3*q^ 3*r*x^3+21376*b*c^3*q^3*x^4-109008*b*c^3*q^2*r^2*x^3+167824*b*c^3*q^2*r*x^4-\ 149136*b*c^3*q*r^3*x^3+346128*b*c^3*q*r^2*x^4-69032*b*c^3*r^4*x^3+215760*b*c^3* r^3*x^4-72*b*c^2*g^5*x^3-1478*b*c^2*g^4*p*x^3-970*b*c^2*g^4*q*x^3-2810*b*c^2*g^ 4*r*x^3+248*b*c^2*g^4*x^4-7002*b*c^2*g^3*p^2*x^3-10212*b*c^2*g^3*p*q*x^3-26176* b*c^2*g^3*p*r*x^3+4776*b*c^2*g^3*p*x^4-3210*b*c^2*g^3*q^2*x^3-18148*b*c^2*g^3*q *r*x^3+4776*b*c^2*g^3*q*x^4-22361*b*c^2*g^3*r^2*x^3+15362*b*c^2*g^3*r*x^4-13054 *b*c^2*g^2*p^3*x^3-30270*b*c^2*g^2*p^2*q*x^3-71648*b*c^2*g^2*p^2*r*x^3+16330*b* c^2*g^2*p^2*x^4-21378*b*c^2*g^2*p*q^2*x^3-108220*b*c^2*g^2*p*q*r*x^3+32660*b*c^ 2*g^2*p*q*x^4-118539*b*c^2*g^2*p*r^2*x^3+93202*b*c^2*g^2*p*r*x^4-4162*b*c^2*g^2 *q^3*x^3-36572*b*c^2*g^2*q^2*r*x^3+16330*b*c^2*g^2*q^2*x^4-87497*b*c^2*g^2*q*r^ 2*x^3+93202*b*c^2*g^2*q*r*x^4-61472*b*c^2*g^2*r^3*x^3+104108*b*c^2*g^2*r^2*x^4-\ 10622*b*c^2*g*p^4*x^3-34120*b*c^2*g*p^3*q*x^3-76220*b*c^2*g*p^3*r*x^3+19184*b*c ^2*g*p^3*x^4-38628*b*c^2*g*p^2*q^2*x^3-181464*b*c^2*g*p^2*q*r*x^3+57552*b*c^2*g *p^2*q*x^4-184924*b*c^2*g*p^2*r^2*x^3+154038*b*c^2*g*p^2*r*x^4-17384*b*c^2*g*p* q^3*x^3-134268*b*c^2*g*p*q^2*r*x^3+57552*b*c^2*g*p*q^2*x^4-289532*b*c^2*g*p*q*r ^2*x^3+308076*b*c^2*g*p*q*r*x^4-187304*b*c^2*g*p*r^3*x^3+323658*b*c^2*g*p*r^2*x ^4-2254*b*c^2*g*q^4*x^3-29024*b*c^2*g*q^3*r*x^3+19184*b*c^2*g*q^3*x^4-104608*b* c^2*g*q^2*r^2*x^3+154038*b*c^2*g*q^2*r*x^4-145232*b*c^2*g*q*r^3*x^3+323658*b*c^ 2*g*q*r^2*x^4-67978*b*c^2*g*r^4*x^3+205440*b*c^2*g*r^3*x^4-3164*b*c^2*p^5*x^3-\ 13060*b*c^2*p^4*q*x^3-27860*b*c^2*p^4*r*x^3+7382*b*c^2*p^4*x^4-20600*b*c^2*p^3* q^2*x^3-91472*b*c^2*p^3*q*r*x^3+29528*b*c^2*p^3*q*x^4-88452*b*c^2*p^3*r^2*x^3+ 75776*b*c^2*p^3*r*x^4-15080*b*c^2*p^2*q^3*x^3-107256*b*c^2*p^2*q^2*r*x^3+44292* b*c^2*p^2*q^2*x^4-215964*b*c^2*p^2*q*r^2*x^3+227328*b*c^2*p^2*q*r*x^4-131928*b* c^2*p^2*r^3*x^3+229326*b*c^2*p^2*r^2*x^4-4780*b*c^2*p*q^4*x^3-51536*b*c^2*p*q^3 *r*x^3+29528*b*c^2*p*q^3*x^4-166572*b*c^2*p*q^2*r^2*x^3+227328*b*c^2*p*q^2*r*x^ 4-213312*b*c^2*p*q*r^3*x^3+458652*b*c^2*p*q*r^2*x^4-94120*b*c^2*p*r^4*x^3+ 279564*b*c^2*p*r^3*x^4-404*b*c^2*q^5*x^3-7892*b*c^2*q^4*r*x^3+7382*b*c^2*q^4*x^ 4-39060*b*c^2*q^3*r^2*x^3+75776*b*c^2*q^3*r*x^4-81384*b*c^2*q^2*r^3*x^3+229326* b*c^2*q^2*r^2*x^4-75760*b*c^2*q*r^4*x^3+279564*b*c^2*q*r^3*x^4-25948*b*c^2*r^5* x^3+119350*b*c^2*r^4*x^4-88*b*c*g^5*p*x^3-52*b*c*g^5*q*x^3-178*b*c*g^5*r*x^3-18 *b*c*g^5*x^4-790*b*c*g^4*p^2*x^3-1116*b*c*g^4*p*q*x^3-3084*b*c*g^4*p*r*x^3+270* b*c*g^4*p*x^4-326*b*c*g^4*q^2*x^3-1992*b*c*g^4*q*r*x^3+270*b*c*g^4*q*x^4-2811*b *c*g^4*r^2*x^3+1188*b*c*g^4*r*x^4-2346*b*c*g^3*p^3*x^3-5376*b*c*g^3*p^2*q*x^3-\ 13187*b*c*g^3*p^2*r*x^3+2325*b*c*g^3*p^2*x^4-3714*b*c*g^3*p*q^2*x^3-19492*b*c*g ^3*p*q*r*x^3+4650*b*c*g^3*p*q*x^4-22491*b*c*g^3*p*r^2*x^3+14561*b*c*g^3*p*r*x^4 -684*b*c*g^3*q^3*x^3-6305*b*c*g^3*q^2*r*x^3+2325*b*c*g^3*q^2*x^4-16138*b*c*g^3* q*r^2*x^3+14561*b*c*g^3*q*r*x^4-12022*b*c*g^3*r^3*x^3+17741*b*c*g^3*r^2*x^4-\ 3170*b*c*g^2*p^4*x^3-10136*b*c*g^2*p^3*q*x^3-23031*b*c*g^2*p^3*r*x^3+5122*b*c*g ^2*p^3*x^4-11388*b*c*g^2*p^2*q^2*x^3-54411*b*c*g^2*p^2*q*r*x^3+15366*b*c*g^2*p^ 2*q*x^4-56702*b*c*g^2*p^2*r^2*x^3+42887*b*c*g^2*p^2*r*x^4-5048*b*c*g^2*p*q^3*x^ 3-39729*b*c*g^2*p*q^2*r*x^3+15366*b*c*g^2*p*q^2*x^4-87902*b*c*g^2*p*q*r^2*x^3+ 85774*b*c*g^2*p*q*r*x^4-58262*b*c*g^2*p*r^3*x^3+93537*b*c*g^2*p*r^2*x^4-626*b*c *g^2*q^4*x^3-8349*b*c*g^2*q^3*r*x^3+5122*b*c*g^2*q^3*x^4-31200*b*c*g^2*q^2*r^2* x^3+42887*b*c*g^2*q^2*r*x^4-44702*b*c*g^2*q*r^3*x^3+93537*b*c*g^2*q*r^2*x^4-\ 21421*b*c*g^2*r^4*x^3+61606*b*c*g^2*r^3*x^4-2022*b*c*g*p^5*x^3-8332*b*c*g*p^4*q *x^3-17908*b*c*g*p^4*r*x^3+4439*b*c*g*p^4*x^4-13108*b*c*g*p^3*q^2*x^3-58636*b*c *g*p^3*q*r*x^3+17756*b*c*g*p^3*q*x^4-57228*b*c*g*p^3*r^2*x^3+46542*b*c*g*p^3*r* x^4-9552*b*c*g*p^2*q^3*x^3-68460*b*c*g*p^2*q^2*r*x^3+26634*b*c*g*p^2*q^2*x^4-\ 139242*b*c*g*p^2*q*r^2*x^3+139626*b*c*g*p^2*q*r*x^4-85898*b*c*g*p^2*r^3*x^3+ 143331*b*c*g*p^2*r^2*x^4-2998*b*c*g*p*q^4*x^3-32644*b*c*g*p*q^3*r*x^3+17756*b*c *g*p*q^3*x^4-106800*b*c*g*p*q^2*r^2*x^3+139626*b*c*g*p*q^2*r*x^4-138364*b*c*g*p *q*r^3*x^3+286662*b*c*g*p*q*r^2*x^4-61634*b*c*g*p*r^4*x^3+177718*b*c*g*p*r^3*x^ 4-244*b*c*g*q^5*x^3-4912*b*c*g*q^4*r*x^3+4439*b*c*g*q^4*x^4-24786*b*c*g*q^3*r^2 *x^3+46542*b*c*g*q^3*r*x^4-52466*b*c*g*q^2*r^3*x^3+143331*b*c*g*q^2*r^2*x^4-\ 49426*b*c*g*q*r^4*x^3+177718*b*c*g*q*r^3*x^4-17078*b*c*g*r^5*x^3+76975*b*c*g*r^ 4*x^4-496*b*c*p^6*x^3-2508*b*c*p^5*q*x^3-5158*b*c*p^5*r*x^3+1354*b*c*p^5*x^4-\ 5100*b*c*p^4*q^2*x^3-21686*b*c*p^4*q*r*x^3+6770*b*c*p^4*q*x^4-20166*b*c*p^4*r^2 *x^3+17028*b*c*p^4*r*x^4-5240*b*c*p^3*q^3*x^3-35164*b*c*p^3*q^2*r*x^3+13540*b*c *p^3*q^2*x^4-67464*b*c*p^3*q*r^2*x^3+68112*b*c*p^3*q*r*x^4-39534*b*c*p^3*r^3*x^ 3+67134*b*c*p^3*r^2*x^4-2760*b*c*p^2*q^4*x^3-26956*b*c*p^2*q^3*r*x^3+13540*b*c* p^2*q^3*x^4-81396*b*c*p^2*q^2*r^2*x^3+102168*b*c*p^2*q^2*r*x^4-98730*b*c*p^2*q* r^3*x^3+201402*b*c*p^2*q*r^2*x^4-41746*b*c*p^2*r^4*x^3+119808*b*c*p^2*r^3*x^4-\ 636*b*c*p*q^5*x^3-9374*b*c*p*q^4*r*x^3+6770*b*c*p*q^4*x^4-41064*b*c*p*q^3*r^2*x ^3+68112*b*c*p*q^3*r*x^4-78858*b*c*p*q^2*r^3*x^3+201402*b*c*p*q^2*r^2*x^4-69272 *b*c*p*q*r^4*x^3+239616*b*c*p*q*r^3*x^4-22740*b*c*p*r^5*x^3+100074*b*c*p*r^4*x^ 4-28*b*c*q^6*x^3-1054*b*c*q^5*r*x^3+1354*b*c*q^5*x^4-6966*b*c*q^4*r^2*x^3+17028 *b*c*q^4*r*x^4-19662*b*c*q^3*r^3*x^3+67134*b*c*q^3*r^2*x^4-27526*b*c*q^2*r^4*x^ 3+119808*b*c*q^2*r^3*x^4-18828*b*c*q*r^5*x^3+100074*b*c*q*r^4*x^4-5024*b*c*r^6* x^3+31726*b*c*r^5*x^4-26*b*g^5*p^2*x^3-34*b*g^5*p*q*x^3-113*b*g^5*p*r*x^3-9*b*g ^5*p*x^4-8*b*g^5*q^2*x^3-59*b*g^5*q*r*x^3-9*b*g^5*q*x^4-121*b*g^5*r^2*x^3-9*b*g ^5*r*x^4-137*b*g^4*p^3*x^3-306*b*g^4*p^2*q*x^3-811*b*g^4*p^2*r*x^3+73*b*g^4*p^2 *x^4-201*b*g^4*p*q^2*x^3-1142*b*g^4*p*q*r*x^3+146*b*g^4*p*q*x^4-1476*b*g^4*p*r^ 2*x^3+605*b*g^4*p*r*x^4-32*b*g^4*q^3*x^3-331*b*g^4*q^2*r*x^3+73*b*g^4*q^2*x^4-\ 996*b*g^4*q*r^2*x^3+605*b*g^4*q*r*x^4-838*b*g^4*r^3*x^3+931*b*g^4*r^2*x^4-288*b *g^3*p^4*x^3-912*b*g^3*p^3*q*x^3-2148*b*g^3*p^3*r*x^3+376*b*g^3*p^3*x^4-1008*b* g^3*p^2*q^2*x^3-4992*b*g^3*p^2*q*r*x^3+1128*b*g^3*p^2*q*x^4-5454*b*g^3*p^2*r^2* x^3+3437*b*g^3*p^2*r*x^4-432*b*g^3*p*q^3*x^3-3540*b*g^3*p*q^2*r*x^3+1128*b*g^3* p*q^2*x^4-8280*b*g^3*p*q*r^2*x^3+6874*b*g^3*p*q*r*x^4-5772*b*g^3*p*r^3*x^3+8116 *b*g^3*p*r^2*x^4-48*b*g^3*q^4*x^3-696*b*g^3*q^3*r*x^3+376*b*g^3*q^3*x^4-2826*b* g^3*q^2*r^2*x^3+3437*b*g^3*q^2*r*x^4-4332*b*g^3*q*r^3*x^3+8116*b*g^3*q*r^2*x^4-\ 2178*b*g^3*r^4*x^3+5760*b*g^3*r^3*x^4-302*b*g^2*p^5*x^3-1240*b*g^2*p^4*q*x^3-\ 2708*b*g^2*p^4*r*x^3+600*b*g^2*p^4*x^4-1940*b*g^2*p^3*q^2*x^3-8816*b*g^2*p^3*q* r*x^3+2400*b*g^2*p^3*q*x^4-8776*b*g^2*p^3*r^2*x^3+6546*b*g^2*p^3*r*x^4-1400*b*g ^2*p^2*q^3*x^3-10200*b*g^2*p^2*q^2*r*x^3+3600*b*g^2*p^2*q^2*x^4-21198*b*g^2*p^2 *q*r^2*x^3+19638*b*g^2*p^2*q*r*x^4-13352*b*g^2*p^2*r^3*x^3+20873*b*g^2*p^2*r^2* x^4-430*b*g^2*p*q^4*x^3-4784*b*g^2*p*q^3*r*x^3+2400*b*g^2*p*q^3*x^4-16068*b*g^2 *p*q^2*r^2*x^3+19638*b*g^2*p*q^2*r*x^4-21340*b*g^2*p*q*r^3*x^3+41746*b*g^2*p*q* r^2*x^4-9698*b*g^2*p*r^4*x^3+26782*b*g^2*p*r^3*x^4-32*b*g^2*q^5*x^3-692*b*g^2*q ^4*r*x^3+600*b*g^2*q^4*x^4-3646*b*g^2*q^3*r^2*x^3+6546*b*g^2*q^3*r*x^4-7988*b*g ^2*q^2*r^3*x^3+20873*b*g^2*q^2*r^2*x^4-7718*b*g^2*q*r^4*x^3+26782*b*g^2*q*r^3*x ^4-2716*b*g^2*r^5*x^3+11939*b*g^2*r^4*x^4-158*b*g*p^6*x^3-798*b*g*p^5*q*x^3-\ 1651*b*g*p^5*r*x^3+409*b*g*p^5*x^4-1620*b*g*p^4*q^2*x^3-6929*b*g*p^4*q*r*x^3+ 2045*b*g*p^4*q*x^4-6489*b*g*p^4*r^2*x^3+5246*b*g*p^4*r*x^4-1660*b*g*p^3*q^3*x^3 -11206*b*g*p^3*q^2*r*x^3+4090*b*g*p^3*q^2*x^4-21660*b*g*p^3*q*r^2*x^3+20984*b*g *p^3*q*r*x^4-12786*b*g*p^3*r^3*x^3+21014*b*g*p^3*r^2*x^4-870*b*g*p^2*q^4*x^3-\ 8554*b*g*p^2*q^3*r*x^3+4090*b*g*p^2*q^3*x^4-26046*b*g*p^2*q^2*r^2*x^3+31476*b*g *p^2*q^2*r*x^4-31854*b*g*p^2*q*r^3*x^3+63042*b*g*p^2*q*r^2*x^4-13564*b*g*p^2*r^ 4*x^3+38083*b*g*p^2*r^3*x^4-198*b*g*p*q^5*x^3-2951*b*g*p*q^4*r*x^3+2045*b*g*p*q ^4*x^4-13068*b*g*p*q^3*r^2*x^3+20984*b*g*p*q^3*r*x^4-25350*b*g*p*q^2*r^3*x^3+ 63042*b*g*p*q^2*r^2*x^4-22454*b*g*p*q*r^4*x^3+76166*b*g*p*q*r^3*x^4-7419*b*g*p* r^5*x^3+32239*b*g*p*r^4*x^4-8*b*g*q^6*x^3-325*b*g*q^5*r*x^3+409*b*g*q^5*x^4-\ 2193*b*g*q^4*r^2*x^3+5246*b*g*q^4*r*x^4-6282*b*g*q^3*r^3*x^3+21014*b*g*q^3*r^2* x^4-8890*b*g*q^2*r^4*x^3+38083*b*g*q^2*r^3*x^4-6129*b*g*q*r^5*x^3+32239*b*g*q*r ^4*x^4-1645*b*g*r^6*x^3+10333*b*g*r^5*x^4-33*b*p^7*x^3-198*b*p^6*q*x^3-393*b*p^ 6*r*x^3+103*b*p^6*x^4-495*b*p^5*q^2*x^3-2022*b*p^5*q*r*x^3+618*b*p^5*q*x^4-1812 *b*p^5*r^2*x^3+1523*b*p^5*r*x^4-660*b*p^4*q^3*x^3-4215*b*p^4*q^2*r*x^3+1545*b*p ^4*q^2*x^4-7746*b*p^4*q*r^2*x^3+7615*b*p^4*q*r*x^4-4368*b*p^4*r^3*x^3+7326*b*p^ 4*r^2*x^4-495*b*p^3*q^4*x^3-4500*b*p^3*q^3*r*x^3+2060*b*p^3*q^3*x^4-12864*b*p^3 *q^2*r^2*x^3+15230*b*p^3*q^2*r*x^4-14892*b*p^3*q*r^3*x^3+29304*b*p^3*q*r^2*x^4-\ 6057*b*p^3*r^4*x^3+16983*b*p^3*r^3*x^4-198*b*p^2*q^5*x^3-2535*b*p^2*q^4*r*x^3+ 1545*b*p^2*q^4*x^4-10236*b*p^2*q^3*r^2*x^3+15230*b*p^2*q^3*r*x^4-18468*b*p^2*q^ 2*r^3*x^3+43956*b*p^2*q^2*r^2*x^4-15450*b*p^2*q*r^4*x^3+50949*b*p^2*q*r^3*x^4-\ 4881*b*p^2*r^5*x^3+20767*b*p^2*r^4*x^4-33*b*p*q^6*x^3-678*b*p*q^5*r*x^3+618*b*p *q^5*x^4-3804*b*p*q^4*r^2*x^3+7615*b*p*q^4*r*x^4-9732*b*p*q^3*r^3*x^3+29304*b*p *q^3*r^2*x^4-12729*b*p*q^2*r^4*x^3+50949*b*p*q^2*r^3*x^4-8286*b*p*q*r^5*x^3+ 41534*b*p*q*r^4*x^4-2130*b*p*r^6*x^3+12892*b*p*r^5*x^4-57*b*q^6*r*x^3+103*b*q^6 *x^4-498*b*q^5*r^2*x^3+1523*b*q^5*r*x^4-1788*b*q^4*r^3*x^3+7326*b*q^4*r^2*x^4-\ 3336*b*q^3*r^4*x^3+16983*b*q^3*r^3*x^4-3405*b*q^2*r^5*x^3+20767*b*q^2*r^4*x^4-\ 1806*b*q*r^6*x^3+12892*b*q*r^5*x^4-390*b*r^7*x^3+3202*b*r^6*x^4-1280*c^8*x^3-\ 3456*c^7*g*x^3-5376*c^7*p*x^3-3840*c^7*q*x^3-9600*c^7*r*x^3+3264*c^7*x^4-3840*c ^6*g^2*x^3-12704*c^6*g*p*x^3-9056*c^6*g*q*x^3-22720*c^6*g*r*x^3+7328*c^6*g*x^4-\ 9568*c^6*p^2*x^3-14464*c^6*p*q*x^3-34304*c^6*p*r*x^3+10592*c^6*p*x^4-4896*c^6*q ^2*x^3-25216*c^6*q*r*x^3+10592*c^6*q*x^4-27840*c^6*r^2*x^3+28320*c^6*r*x^4-2240 *c^5*g^3*x^3-12128*c^5*g^2*p*x^3-8608*c^5*g^2*q*x^3-21760*c^5*g^2*r*x^3+6464*c^ 5*g^2*x^4-19376*c^5*g*p^2*x^3-29248*c^5*g*p*q*x^3-69600*c^5*g*p*r*x^3+20432*c^5 *g*p*x^4-9872*c^5*g*q^2*x^3-51040*c^5*g*q*r*x^3+20432*c^5*g*q*x^4-56608*c^5*g*r ^2*x^3+55408*c^5*g*r*x^4-9488*c^5*p^3*x^3-22416*c^5*p^2*q*x^3-50880*c^5*p^2*r*x ^3+14688*c^5*p^2*x^4-16368*c^5*p*q^2*x^3-78720*c^5*p*q*r*x^3+29376*c^5*p*q*x^4-\ 82272*c^5*p*r^2*x^3+77184*c^5*p*r*x^4-3440*c^5*q^3*x^3-27840*c^5*q^2*r*x^3+ 14688*c^5*q^2*x^4-62496*c^5*q*r^2*x^3+77184*c^5*q*r*x^4-41760*c^5*r^3*x^3+80592 *c^5*r^2*x^4-720*c^4*g^4*x^3-5936*c^4*g^3*p*x^3-4176*c^4*g^3*q*x^3-10720*c^4*g^ 3*r*x^3+2768*c^4*g^3*x^4-15440*c^4*g^2*p^2*x^3-23232*c^4*g^2*p*q*x^3-55704*c^4* g^2*p*r*x^3+15104*c^4*g^2*p*x^4-7792*c^4*g^2*q^2*x^3-40616*c^4*g^2*q*r*x^3+ 15104*c^4*g^2*q*x^4-45568*c^4*g^2*r^2*x^3+41968*c^4*g^2*r*x^4-16000*c^4*g*p^3*x ^3-37760*c^4*g*p^2*q*x^3-85984*c^4*g*p^2*r*x^3+23664*c^4*g*p^2*x^4-27520*c^4*g* p*q^2*x^3-132800*c^4*g*p*q*r*x^3+47328*c^4*g*p*q*x^4-139360*c^4*g*p*r^2*x^3+ 126016*c^4*g*p*r*x^4-5760*c^4*g*q^3*x^3-46816*c^4*g*q^2*r*x^3+23664*c^4*g*q^2*x ^4-105632*c^4*g*q*r^2*x^3+126016*c^4*g*q*r*x^4-70896*c^4*g*r^3*x^3+132840*c^4*g *r^2*x^4-5760*c^4*p^4*x^3-18720*c^4*p^3*q*x^3-40848*c^4*p^3*r*x^3+11280*c^4*p^3 *x^4-21600*c^4*p^2*q^2*x^3-98448*c^4*p^2*q*r*x^3+33840*c^4*p^2*q*x^4-98256*c^4* p^2*r^2*x^3+87312*c^4*p^2*r*x^4-10080*c^4*p*q^3*x^3-74352*c^4*p*q^2*r*x^3+33840 *c^4*p*q^2*x^4-155904*c^4*p*q*r^2*x^3+174624*c^4*p*q*r*x^4-98832*c^4*p*r^3*x^3+ 178680*c^4*p*r^2*x^4-1440*c^4*q^4*x^3-16752*c^4*q^3*r*x^3+11280*c^4*q^3*x^4-\ 57648*c^4*q^2*r^2*x^3+87312*c^4*q^2*r*x^4-77712*c^4*q*r^3*x^3+178680*c^4*q*r^2* x^4-35664*c^4*r^4*x^3+110712*c^4*r^3*x^4-120*c^3*g^5*x^3-1552*c^3*g^4*p*x^3-\ 1072*c^3*g^4*q*x^3-2840*c^3*g^4*r*x^3+556*c^3*g^4*x^4-6080*c^3*g^3*p^2*x^3-9088 *c^3*g^3*p*q*x^3-22140*c^3*g^3*p*r*x^3+5240*c^3*g^3*p*x^4-3008*c^3*g^3*q^2*x^3-\ 15940*c^3*g^3*q*r*x^3+5240*c^3*g^3*q*x^4-18352*c^3*g^3*r^2*x^3+15232*c^3*g^3*r* x^4-10208*c^3*g^2*p^3*x^3-24032*c^3*g^2*p^2*q*x^3-55136*c^3*g^2*p^2*r*x^3+14072 *c^3*g^2*p^2*x^4-17440*c^3*g^2*p*q^2*x^3-84800*c^3*g^2*p*q*r*x^3+28144*c^3*g^2* p*q*x^4-89912*c^3*g^2*p*r^2*x^3+76688*c^3*g^2*p*r*x^4-3616*c^3*g^2*q^3*x^3-\ 29664*c^3*g^2*q^2*r*x^3+14072*c^3*g^2*q^2*x^4-67784*c^3*g^2*q*r^2*x^3+76688*c^3 *g^2*q*r*x^4-46024*c^3*g^2*r^3*x^3+82404*c^3*g^2*r^2*x^4-7760*c^3*g*p^4*x^3-\ 25200*c^3*g*p^3*q*x^3-55152*c^3*g*p^3*r*x^3+14568*c^3*g*p^3*x^4-29040*c^3*g*p^2 *q^2*x^3-132752*c^3*g*p^2*q*r*x^3+43704*c^3*g*p^2*q*x^4-132976*c^3*g*p^2*r^2*x^ 3+114168*c^3*g*p^2*r*x^4-13520*c^3*g*p*q^3*x^3-100048*c^3*g*p*q^2*r*x^3+43704*c ^3*g*p*q^2*x^4-210656*c^3*g*p*q*r^2*x^3+228336*c^3*g*p*q*r*x^4-134056*c^3*g*p*r ^3*x^3+235756*c^3*g*p*r^2*x^4-1920*c^3*g*q^4*x^3-22448*c^3*g*q^3*r*x^3+14568*c^ 3*g*q^3*x^4-77680*c^3*g*q^2*r^2*x^3+114168*c^3*g*q^2*r*x^4-105224*c^3*g*q*r^3*x ^3+235756*c^3*g*q*r^2*x^4-48472*c^3*g*r^4*x^3+147248*c^3*g*r^3*x^4-2200*c^3*p^5 *x^3-9160*c^3*p^4*q*x^3-19256*c^3*p^4*r*x^3+5180*c^3*p^4*x^4-14640*c^3*p^3*q^2* x^3-63712*c^3*p^3*q*r*x^3+20720*c^3*p^3*q*x^4-61008*c^3*p^3*r^2*x^3+52464*c^3*p ^3*r*x^4-10960*c^3*p^2*q^3*x^3-75600*c^3*p^2*q^2*r*x^3+31080*c^3*p^2*q^2*x^4-\ 150096*c^3*p^2*q*r^2*x^3+157392*c^3*p^2*q*r*x^4-90936*c^3*p^2*r^3*x^3+157620*c^ 3*p^2*r^2*x^4-3640*c^3*p*q^4*x^3-37088*c^3*p*q^3*r*x^3+20720*c^3*p*q^3*x^4-\ 117168*c^3*p*q^2*r^2*x^3+157392*c^3*p*q^2*r*x^4-148176*c^3*p*q*r^3*x^3+315240*c ^3*p*q*r^2*x^4-64872*c^3*p*r^4*x^3+191064*c^3*p*r^3*x^4-360*c^3*q^5*x^3-5944*c^ 3*q^4*r*x^3+5180*c^3*q^4*x^4-28080*c^3*q^3*r^2*x^3+52464*c^3*q^3*r*x^4-57240*c^ 3*q^2*r^3*x^3+157620*c^3*q^2*r^2*x^4-52632*c^3*q*r^4*x^3+191064*c^3*q*r^3*x^4-\ 17888*c^3*r^5*x^3+81212*c^3*r^4*x^4-8*c^2*g^6*x^3-202*c^2*g^5*p*x^3-134*c^2*g^5 *q*x^3-380*c^2*g^5*r*x^3+34*c^2*g^5*x^4-1210*c^2*g^4*p^2*x^3-1784*c^2*g^4*p*q*x ^3-4494*c^2*g^4*p*r*x^3+814*c^2*g^4*p*x^4-574*c^2*g^4*q^2*x^3-3146*c^2*g^4*q*r* x^3+814*c^2*g^4*q*x^4-3836*c^2*g^4*r^2*x^3+2606*c^2*g^4*r*x^4-3028*c^2*g^3*p^3* x^3-7092*c^2*g^3*p^2*q*x^3-16536*c^2*g^3*p^2*r*x^3+3708*c^2*g^3*p^2*x^4-5100*c^ 2*g^3*p*q^2*x^3-25200*c^2*g^3*p*q*r*x^3+7416*c^2*g^3*p*q*x^4-27344*c^2*g^3*p*r^ 2*x^3+21096*c^2*g^3*p*r*x^4-1036*c^2*g^3*q^3*x^3-8664*c^2*g^3*q^2*r*x^3+3708*c^ 2*g^3*q^2*x^4-20368*c^2*g^3*q*r^2*x^3+21096*c^2*g^3*q*r*x^4-14196*c^2*g^3*r^3*x ^3+23574*c^2*g^3*r^2*x^4-3712*c^2*g^2*p^4*x^3-12032*c^2*g^2*p^3*q*x^3-26522*c^2 *g^2*p^3*r*x^3+6532*c^2*g^2*p^3*x^4-13824*c^2*g^2*p^2*q^2*x^3-63642*c^2*g^2*p^2 *q*r*x^3+19596*c^2*g^2*p^2*q*x^4-64338*c^2*g^2*p^2*r^2*x^3+52320*c^2*g^2*p^2*r* x^4-6400*c^2*g^2*p*q^3*x^3-47718*c^2*g^2*p*q^2*r*x^3+19596*c^2*g^2*p*q^2*x^4-\ 101520*c^2*g^2*p*q*r^2*x^3+104640*c^2*g^2*p*q*r*x^4-65248*c^2*g^2*p*r^3*x^3+ 110010*c^2*g^2*p*r^2*x^4-896*c^2*g^2*q^4*x^3-10598*c^2*g^2*q^3*r*x^3+6532*c^2*g ^2*q^3*x^4-37182*c^2*g^2*q^2*r^2*x^3+52320*c^2*g^2*q^2*r*x^4-51000*c^2*g^2*q*r^ 3*x^3+110010*c^2*g^2*q*r^2*x^4-23720*c^2*g^2*r^4*x^3+69922*c^2*g^2*r^3*x^4-2218 *c^2*g*p^5*x^3-9230*c^2*g*p^4*q*x^3-19452*c^2*g*p^4*r*x^3+5026*c^2*g*p^4*x^4-\ 14740*c^2*g*p^3*q^2*x^3-64304*c^2*g*p^3*q*r*x^3+20104*c^2*g*p^3*q*x^4-61760*c^2 *g*p^3*r^2*x^3+51488*c^2*g*p^3*r*x^4-11020*c^2*g*p^2*q^3*x^3-76200*c^2*g*p^2*q^ 2*r*x^3+30156*c^2*g*p^2*q^2*x^4-151776*c^2*g*p^2*q*r^2*x^3+154464*c^2*g*p^2*q*r *x^4-92244*c^2*g*p^2*r^3*x^3+155982*c^2*g*p^2*r^2*x^4-3650*c^2*g*p*q^4*x^3-\ 37296*c^2*g*p*q^3*r*x^3+20104*c^2*g*p*q^3*x^4-118272*c^2*g*p*q^2*r^2*x^3+154464 *c^2*g*p*q^2*r*x^4-150120*c^2*g*p*q*r^3*x^3+311964*c^2*g*p*q*r^2*x^4-65926*c^2* g*p*r^4*x^3+190498*c^2*g*p*r^3*x^4-358*c^2*g*q^5*x^3-5948*c^2*g*q^4*r*x^3+5026* c^2*g*q^4*x^4-28256*c^2*g*q^3*r^2*x^3+51488*c^2*g*q^3*r*x^4-57876*c^2*g*q^2*r^3 *x^3+155982*c^2*g*q^2*r^2*x^4-53418*c^2*g*q*r^4*x^3+190498*c^2*g*q*r^3*x^4-\ 18208*c^2*g*r^5*x^3+81478*c^2*g*r^4*x^4-518*c^2*p^6*x^3-2640*c^2*p^5*q*x^3-5352 *c^2*p^5*r*x^3+1422*c^2*p^5*x^4-5430*c^2*p^4*q^2*x^3-22656*c^2*p^4*q*r*x^3+7110 *c^2*p^4*q*x^4-20868*c^2*p^4*r^2*x^3+17658*c^2*p^4*r*x^4-5680*c^2*p^3*q^3*x^3-\ 37104*c^2*p^3*q^2*r*x^3+14220*c^2*p^3*q^2*x^4-70272*c^2*p^3*q*r^2*x^3+70632*c^2 *p^3*q*r*x^4-40860*c^2*p^3*r^3*x^3+69150*c^2*p^3*r^2*x^4-3090*c^2*p^2*q^4*x^3-\ 28896*c^2*p^2*q^3*r*x^3+14220*c^2*p^2*q^3*x^4-85608*c^2*p^2*q^2*r^2*x^3+105948* c^2*p^2*q^2*r*x^4-102708*c^2*p^2*q*r^3*x^3+207450*c^2*p^2*q*r^2*x^4-43122*c^2*p ^2*r^4*x^3+122766*c^2*p^2*r^3*x^4-768*c^2*p*q^5*x^3-10344*c^2*p*q^4*r*x^3+7110* c^2*p*q^4*x^4-43872*c^2*p*q^3*r^2*x^3+70632*c^2*p*q^3*r*x^4-82836*c^2*p*q^2*r^3 *x^3+207450*c^2*p*q^2*r^2*x^4-72024*c^2*p*q*r^4*x^3+245532*c^2*p*q*r^3*x^4-\ 23484*c^2*p*r^5*x^3+102126*c^2*p*r^4*x^4-50*c^2*q^6*x^3-1248*c^2*q^5*r*x^3+1422 *c^2*q^5*x^4-7668*c^2*q^4*r^2*x^3+17658*c^2*q^4*r*x^4-20988*c^2*q^3*r^3*x^3+ 69150*c^2*q^3*r^2*x^4-28902*c^2*q^2*r^4*x^3+122766*c^2*q^2*r^3*x^4-19572*c^2*q* r^5*x^3+102126*c^2*q*r^4*x^4-5188*c^2*r^6*x^3+32274*c^2*r^5*x^4-10*c*g^6*p*x^3-\ 6*c*g^6*q*x^3-20*c*g^6*r*x^3-2*c*g^6*x^4-109*c*g^5*p^2*x^3-156*c*g^5*p*q*x^3-\ 423*c*g^5*p*r*x^3+37*c*g^5*p*x^4-47*c*g^5*q^2*x^3-277*c*g^5*q*r*x^3+37*c*g^5*q* x^4-386*c*g^5*r^2*x^3+161*c*g^5*r*x^4-407*c*g^4*p^3*x^3-943*c*g^4*p^2*q*x^3-\ 2276*c*g^4*p^2*r*x^3+396*c*g^4*p^2*x^4-665*c*g^4*p*q^2*x^3-3400*c*g^4*p*q*r*x^3 +792*c*g^4*p*q*x^4-3880*c*g^4*p*r^2*x^3+2468*c*g^4*p*r*x^4-129*c*g^4*q^3*x^3-\ 1124*c*g^4*q^2*r*x^3+396*c*g^4*q^2*x^4-2816*c*g^4*q*r^2*x^3+2468*c*g^4*q*r*x^4-\ 2076*c*g^4*r^3*x^3+3006*c*g^4*r^2*x^4-736*c*g^3*p^4*x^3-2376*c*g^3*p^3*q*x^3-\ 5321*c*g^3*p^3*r*x^3+1162*c*g^3*p^3*x^4-2712*c*g^3*p^2*q^2*x^3-12681*c*g^3*p^2* q*r*x^3+3486*c*g^3*p^2*q*x^4-13089*c*g^3*p^2*r^2*x^3+9696*c*g^3*p^2*r*x^4-1240* c*g^3*p*q^3*x^3-9399*c*g^3*p*q^2*r*x^3+3486*c*g^3*p*q^2*x^4-20472*c*g^3*p*q*r^2 *x^3+19392*c*g^3*p*q*r*x^4-13456*c*g^3*p*r^3*x^3+21147*c*g^3*p*r^2*x^4-168*c*g^ 3*q^4*x^3-2039*c*g^3*q^3*r*x^3+1162*c*g^3*q^3*x^4-7383*c*g^3*q^2*r^2*x^3+9696*c *g^3*q^2*r*x^4-10420*c*g^3*q*r^3*x^3+21147*c*g^3*q*r^2*x^4-4952*c*g^3*r^4*x^3+ 13936*c*g^3*r^3*x^4-706*c*g^2*p^5*x^3-2934*c*g^2*p^4*q*x^3-6222*c*g^2*p^4*r*x^3 +1510*c*g^2*p^4*x^4-4676*c*g^2*p^3*q^2*x^3-20524*c*g^2*p^3*q*r*x^3+6040*c*g^2*p ^3*q*x^4-19863*c*g^2*p^3*r^2*x^3+15788*c*g^2*p^3*r*x^4-3484*c*g^2*p^2*q^3*x^3-\ 24240*c*g^2*p^2*q^2*r*x^3+9060*c*g^2*p^2*q^2*x^4-48679*c*g^2*p^2*q*r^2*x^3+ 47364*c*g^2*p^2*q*r*x^4-29824*c*g^2*p^2*r^3*x^3+48636*c*g^2*p^2*r^2*x^4-1146*c* g^2*p*q^4*x^3-11796*c*g^2*p*q^3*r*x^3+6040*c*g^2*p*q^3*x^4-37769*c*g^2*p*q^2*r^ 2*x^3+47364*c*g^2*p*q^2*r*x^4-48392*c*g^2*p*q*r^3*x^3+97272*c*g^2*p*q*r^2*x^4-\ 21417*c*g^2*p*r^4*x^3+60363*c*g^2*p*r^3*x^4-110*c*g^2*q^5*x^3-1858*c*g^2*q^4*r* x^3+1510*c*g^2*q^4*x^4-8953*c*g^2*q^3*r^2*x^3+15788*c*g^2*q^3*r*x^4-18568*c*g^2 *q^2*r^3*x^3+48636*c*g^2*q^2*r^2*x^4-17303*c*g^2*q*r^4*x^3+60363*c*g^2*q*r^3*x^ 4-5940*c*g^2*r^5*x^3+26172*c*g^2*r^4*x^4-347*c*g*p^6*x^3-1768*c*g*p^5*q*x^3-\ 3590*c*g*p^5*r*x^3+921*c*g*p^5*x^4-3635*c*g*p^4*q^2*x^3-15190*c*g*p^4*q*r*x^3+ 4605*c*g*p^4*q*x^4-14018*c*g*p^4*r^2*x^3+11555*c*g*p^4*r*x^4-3800*c*g*p^3*q^3*x ^3-24860*c*g*p^3*q^2*r*x^3+9210*c*g*p^3*q^2*x^4-47176*c*g*p^3*q*r^2*x^3+46220*c *g*p^3*q*r*x^4-27486*c*g*p^3*r^3*x^3+45585*c*g*p^3*r^2*x^4-2065*c*g*p^2*q^4*x^3 -19340*c*g*p^2*q^3*r*x^3+9210*c*g*p^2*q^3*x^4-57420*c*g*p^2*q^2*r^2*x^3+69330*c *g*p^2*q^2*r*x^4-69042*c*g*p^2*q*r^3*x^3+136755*c*g*p^2*q*r^2*x^4-29045*c*g*p^2 *r^4*x^3+81467*c*g*p^2*r^3*x^4-512*c*g*p*q^5*x^3-6910*c*g*p*q^4*r*x^3+4605*c*g* p*q^4*x^4-29384*c*g*p*q^3*r^2*x^3+46220*c*g*p*q^3*r*x^4-55626*c*g*p*q^2*r^3*x^3 +136755*c*g*p*q^2*r^2*x^4-48476*c*g*p*q*r^4*x^3+162934*c*g*p*q*r^3*x^4-15836*c* g*p*r^5*x^3+68153*c*g*p*r^4*x^4-33*c*g*q^6*x^3-830*c*g*q^5*r*x^3+921*c*g*q^5*x^ 4-5122*c*g*q^4*r^2*x^3+11555*c*g*q^4*r*x^4-14070*c*g*q^3*r^3*x^3+45585*c*g*q^3* r^2*x^4-19431*c*g*q^2*r^4*x^3+81467*c*g*q^2*r^3*x^4-13188*c*g*q*r^5*x^3+68153*c *g*q*r^4*x^4-3502*c*g*r^6*x^3+21637*c*g*r^5*x^4-69*c*p^7*x^3-417*c*p^6*q*x^3-\ 816*c*p^6*r*x^3+216*c*p^6*x^4-1053*c*p^5*q^2*x^3-4224*c*p^5*q*r*x^3+1296*c*p^5* q*x^4-3750*c*p^5*r^2*x^3+3156*c*p^5*r*x^4-1425*c*p^4*q^3*x^3-8880*c*p^4*q^2*r*x ^3+3240*c*p^4*q^2*x^4-16122*c*p^4*q*r^2*x^3+15780*c*p^4*q*r*x^4-9024*c*p^4*r^3* x^3+15090*c*p^4*r^2*x^4-1095*c*p^3*q^4*x^3-9600*c*p^3*q^3*r*x^3+4320*c*p^3*q^3* x^4-26988*c*p^3*q^2*r^2*x^3+31560*c*p^3*q^2*r*x^4-30936*c*p^3*q*r^3*x^3+60360*c *p^3*q*r^2*x^4-12501*c*p^3*r^4*x^3+34824*c*p^3*r^3*x^4-459*c*p^2*q^5*x^3-5520*c *p^2*q^4*r*x^3+3240*c*p^2*q^4*x^4-21732*c*p^2*q^3*r^2*x^3+31560*c*p^2*q^3*r*x^4 -38664*c*p^2*q^2*r^3*x^3+90540*c*p^2*q^2*r^2*x^4-32061*c*p^2*q*r^4*x^3+104472*c *p^2*q*r^3*x^4-10068*c*p^2*r^5*x^3+42432*c*p^2*r^4*x^4-87*c*p*q^6*x^3-1536*c*p* q^5*r*x^3+1296*c*p*q^5*x^4-8238*c*p*q^4*r^2*x^3+15780*c*p*q^4*r*x^4-20616*c*p*q ^3*r^3*x^3+60360*c*p*q^3*r^2*x^4-26619*c*p*q^2*r^4*x^3+104472*c*p*q^2*r^3*x^4-\ 17184*c*p*q*r^5*x^3+84864*c*p*q*r^4*x^4-4392*c*p*r^6*x^3+26268*c*p*r^5*x^4-3*c* q^7*x^3-144*c*q^6*r*x^3+216*c*q^6*x^4-1122*c*q^5*r^2*x^3+3156*c*q^5*r*x^4-3864* c*q^4*r^3*x^3+15090*c*q^4*r^2*x^4-7059*c*q^3*r^4*x^3+34824*c*q^3*r^3*x^4-7116*c *q^2*r^5*x^3+42432*c*q^2*r^4*x^4-3744*c*q*r^6*x^3+26268*c*q*r^5*x^4-804*c*r^7*x ^3+6510*c*r^6*x^4-3*g^6*p^2*x^3-4*g^6*p*q*x^3-13*g^6*p*r*x^3-g^6*p*x^4-g^6*q^2* x^3-7*g^6*q*r*x^3-g^6*q*x^4-14*g^6*r^2*x^3-g^6*r*x^4-19*g^5*p^3*x^3-43*g^5*p^2* q*x^3-112*g^5*p^2*r*x^3+10*g^5*p^2*x^4-29*g^5*p*q^2*x^3-160*g^5*p*q*r*x^3+20*g^ 5*p*q*x^4-204*g^5*p*r^2*x^3+82*g^5*p*r*x^4-5*g^5*q^3*x^3-48*g^5*q^2*r*x^3+10*g^ 5*q^2*x^4-140*g^5*q*r^2*x^3+82*g^5*q*r*x^4-116*g^5*r^3*x^3+126*g^5*r^2*x^4-50*g ^4*p^4*x^3-160*g^4*p^3*q*x^3-371*g^4*p^3*r*x^3+64*g^4*p^3*x^4-180*g^4*p^2*q^2*x ^3-871*g^4*p^2*q*r*x^3+192*g^4*p^2*q*x^4-941*g^4*p^2*r^2*x^3+582*g^4*p^2*r*x^4-\ 80*g^4*p*q^3*x^3-629*g^4*p*q^2*r*x^3+192*g^4*p*q^2*x^4-1444*g^4*p*q*r^2*x^3+ 1164*g^4*p*q*r*x^4-996*g^4*p*r^3*x^3+1373*g^4*p*r^2*x^4-10*g^4*q^4*x^3-129*g^4* q^3*r*x^3+64*g^4*q^3*x^4-503*g^4*q^2*r^2*x^3+582*g^4*q^2*r*x^4-756*g^4*q*r^3*x^ 3+1373*g^4*q*r^2*x^4-376*g^4*r^4*x^3+974*g^4*r^3*x^4-70*g^3*p^5*x^3-290*g^3*p^4 *q*x^3-624*g^3*p^4*r*x^3+136*g^3*p^4*x^4-460*g^3*p^3*q^2*x^3-2048*g^3*p^3*q*r*x ^3+544*g^3*p^3*q*x^4-2018*g^3*p^3*r^2*x^3+1478*g^3*p^3*r*x^4-340*g^3*p^2*q^3*x^ 3-2400*g^3*p^2*q^2*r*x^3+816*g^3*p^2*q^2*x^4-4914*g^3*p^2*q*r^2*x^3+4434*g^3*p^ 2*q*r*x^4-3068*g^3*p^2*r^3*x^3+4710*g^3*p^2*r^2*x^4-110*g^3*p*q^4*x^3-1152*g^3* p*q^3*r*x^3+544*g^3*p*q^3*x^4-3774*g^3*p*q^2*r^2*x^3+4434*g^3*p*q^2*r*x^4-4944* g^3*p*q*r^3*x^3+9420*g^3*p*q*r^2*x^4-2228*g^3*p*r^4*x^3+6043*g^3*p*r^3*x^4-10*g ^3*q^5*x^3-176*g^3*q^4*r*x^3+136*g^3*q^4*x^4-878*g^3*q^3*r^2*x^3+1478*g^3*q^3*r *x^4-1876*g^3*q^2*r^3*x^3+4710*g^3*q^2*r^2*x^4-1788*g^3*q*r^4*x^3+6043*g^3*q*r^ 3*x^4-624*g^3*r^5*x^3+2694*g^3*r^4*x^4-55*g^2*p^6*x^3-280*g^2*p^5*q*x^3-571*g^2 *p^5*r*x^3+139*g^2*p^5*x^4-575*g^2*p^4*q^2*x^3-2413*g^2*p^4*q*r*x^3+695*g^2*p^4 *q*x^4-2238*g^2*p^4*r^2*x^3+1777*g^2*p^4*r*x^4-600*g^2*p^3*q^3*x^3-3942*g^2*p^3 *q^2*r*x^3+1390*g^2*p^3*q^2*x^4-7520*g^2*p^3*q*r^2*x^3+7108*g^2*p^3*q*r*x^4-\ 4404*g^2*p^3*r^3*x^3+7116*g^2*p^3*r^2*x^4-325*g^2*p^2*q^4*x^3-3058*g^2*p^2*q^3* r*x^3+1390*g^2*p^2*q^3*x^4-9132*g^2*p^2*q^2*r^2*x^3+10662*g^2*p^2*q^2*r*x^4-\ 11044*g^2*p^2*q*r^3*x^3+21348*g^2*p^2*q*r^2*x^4-4669*g^2*p^2*r^4*x^3+12900*g^2* p^2*r^3*x^4-80*g^2*p*q^5*x^3-1087*g^2*p*q^4*r*x^3+695*g^2*p*q^4*x^4-4656*g^2*p* q^3*r^2*x^3+7108*g^2*p*q^3*r*x^4-8876*g^2*p*q^2*r^3*x^3+21348*g^2*p*q^2*r^2*x^4 -7780*g^2*p*q*r^4*x^3+25800*g^2*p*q*r^3*x^4-2553*g^2*p*r^5*x^3+10925*g^2*p*r^4* x^4-5*g^2*q^6*x^3-129*g^2*q^5*r*x^3+139*g^2*q^5*x^4-806*g^2*q^4*r^2*x^3+1777*g^ 2*q^4*r*x^4-2236*g^2*q^3*r^3*x^3+7116*g^2*q^3*r^2*x^4-3111*g^2*q^2*r^4*x^3+ 12900*g^2*q^2*r^3*x^4-2123*g^2*q*r^5*x^3+10925*g^2*q*r^4*x^4-566*g^2*r^6*x^3+ 3503*g^2*r^5*x^4-23*g*p^7*x^3-139*g*p^6*q*x^3-272*g*p^6*r*x^3+70*g*p^6*x^4-351* g*p^5*q^2*x^3-1408*g*p^5*q*r*x^3+420*g*p^5*q*x^4-1250*g*p^5*r^2*x^3+1032*g*p^5* r*x^4-475*g*p^4*q^3*x^3-2960*g*p^4*q^2*r*x^3+1050*g*p^4*q^2*x^4-5374*g*p^4*q*r^ 2*x^3+5160*g*p^4*q*r*x^4-3008*g*p^4*r^3*x^3+4964*g*p^4*r^2*x^4-365*g*p^3*q^4*x^ 3-3200*g*p^3*q^3*r*x^3+1400*g*p^3*q^3*x^4-8996*g*p^3*q^2*r^2*x^3+10320*g*p^3*q^ 2*r*x^4-10312*g*p^3*q*r^3*x^3+19856*g*p^3*q*r^2*x^4-4167*g*p^3*r^4*x^3+11515*g* p^3*r^3*x^4-153*g*p^2*q^5*x^3-1840*g*p^2*q^4*r*x^3+1050*g*p^2*q^4*x^4-7244*g*p^ 2*q^3*r^2*x^3+10320*g*p^2*q^3*r*x^4-12888*g*p^2*q^2*r^3*x^3+29784*g*p^2*q^2*r^2 *x^4-10687*g*p^2*q*r^4*x^3+34545*g*p^2*q*r^3*x^4-3356*g*p^2*r^5*x^3+14092*g*p^2 *r^4*x^4-29*g*p*q^6*x^3-512*g*p*q^5*r*x^3+420*g*p*q^5*x^4-2746*g*p*q^4*r^2*x^3+ 5160*g*p*q^4*r*x^4-6872*g*p*q^3*r^3*x^3+19856*g*p*q^3*r^2*x^4-8873*g*p*q^2*r^4* x^3+34545*g*p*q^2*r^3*x^4-5728*g*p*q*r^5*x^3+28184*g*p*q*r^4*x^4-1464*g*p*r^6*x ^3+8755*g*p*r^5*x^4-g*q^7*x^3-48*g*q^6*r*x^3+70*g*q^6*x^4-374*g*q^5*r^2*x^3+ 1032*g*q^5*r*x^4-1288*g*q^4*r^3*x^3+4964*g*q^4*r^2*x^4-2353*g*q^3*r^4*x^3+11515 *g*q^3*r^3*x^4-2372*g*q^2*r^5*x^3+14092*g*q^2*r^4*x^4-1248*g*q*r^6*x^3+8755*g*q *r^5*x^4-268*g*r^7*x^3+2176*g*r^6*x^4-4*p^8*x^3-28*p^7*q*x^3-53*p^7*r*x^3+14*p^ 7*x^4-84*p^6*q^2*x^3-325*p^6*q*r*x^3+98*p^6*q*x^4-279*p^6*r^2*x^3+234*p^6*r*x^4 -140*p^5*q^3*x^3-837*p^5*q^2*r*x^3+294*p^5*q^2*x^4-1464*p^5*q*r^2*x^3+1404*p^5* q*r*x^4-792*p^5*r^3*x^3+1311*p^5*r^2*x^4-140*p^4*q^4*x^3-1165*p^4*q^3*r*x^3+490 *p^4*q^3*x^4-3135*p^4*q^2*r^2*x^3+3510*p^4*q^2*r*x^4-3456*p^4*q*r^3*x^3+6555*p^ 4*q*r^2*x^4-1350*p^4*r^4*x^3+3684*p^4*r^3*x^4-84*p^3*q^5*x^3-935*p^3*q^4*r*x^3+ 490*p^3*q^4*x^4-3480*p^3*q^3*r^2*x^3+4680*p^3*q^3*r*x^4-5904*p^3*q^2*r^3*x^3+ 13110*p^3*q^2*r^2*x^4-4704*p^3*q*r^4*x^3+14736*p^3*q*r^3*x^4-1429*p^3*r^5*x^3+ 5836*p^3*r^4*x^4-28*p^2*q^6*x^3-423*p^2*q^5*r*x^3+294*p^2*q^5*x^4-2085*p^2*q^4* r^2*x^3+3510*p^2*q^4*r*x^4-4896*p^2*q^3*r^3*x^3+13110*p^2*q^3*r^2*x^4-6012*p^2* q^2*r^4*x^3+22104*p^2*q^2*r^3*x^4-3729*p^2*q*r^5*x^3+17508*p^2*q*r^4*x^4-923*p^ 2*r^6*x^3+5298*p^2*r^5*x^4-4*p*q^7*x^3-95*p*q^6*r*x^3+98*p*q^6*x^4-624*p*q^5*r^ 2*x^3+1404*p*q^5*r*x^4-1944*p*q^4*r^3*x^3+6555*p*q^4*r^2*x^4-3312*p*q^3*r^4*x^3 +14736*p*q^3*r^3*x^4-3171*p*q^2*r^5*x^3+17508*p*q^2*r^4*x^4-1604*p*q*r^6*x^3+ 10596*p*q*r^5*x^4-334*p*r^7*x^3+2575*p*r^6*x^4-7*q^7*r*x^3+14*q^7*x^4-69*q^6*r^ 2*x^3+234*q^6*r*x^4-288*q^5*r^3*x^3+1311*q^5*r^2*x^4-654*q^4*r^4*x^3+3684*q^4*r ^3*x^4-871*q^3*r^5*x^3+5836*q^3*r^4*x^4-681*q^2*r^6*x^3+5298*q^2*r^5*x^4-290*q* r^7*x^3+2575*q*r^6*x^4-52*r^8*x^3+520*r^7*x^4+32*a^6*c^2*x^2+96*a^6*c*p*x^2+32* a^6*c*q*x^2+112*a^6*c*r*x^2+32*a^6*c*x^3+48*a^6*p^2*x^2+48*a^6*p*q*x^2+168*a^6* p*r*x^2+32*a^6*p*x^3+8*a^6*q^2*x^2+56*a^6*q*r*x^2+16*a^6*q*x^3+144*a^6*r^2*x^2+ 56*a^6*r*x^3-48*a^6*x^4+224*a^5*b*c^2*x^2+528*a^5*b*c*p*x^2+176*a^5*b*c*q*x^2+ 704*a^5*b*c*r*x^2+192*a^5*b*c*x^3+240*a^5*b*p^2*x^2+224*a^5*b*p*q*x^2+848*a^5*b *p*r*x^2+176*a^5*b*p*x^3+32*a^5*b*q^2*x^2+256*a^5*b*q*r*x^2+80*a^5*b*q*x^3+720* a^5*b*r^2*x^2+256*a^5*b*r*x^3-288*a^5*b*x^4+448*a^5*c^3*x^2+160*a^5*c^2*g*x^2+ 1296*a^5*c^2*p*x^2+544*a^5*c^2*q*x^2+1648*a^5*c^2*r*x^2-464*a^5*c^2*x^3+408*a^5 *c*g*p*x^2+136*a^5*c*g*q*x^2+520*a^5*c*g*r*x^2+144*a^5*c*g*x^3+984*a^5*c*p^2*x^ 2+1056*a^5*c*p*q*x^2+2992*a^5*c*p*r*x^2-696*a^5*c*p*x^3+208*a^5*c*q^2*x^2+1280* a^5*c*q*r*x^2-496*a^5*c*q*x^3+2208*a^5*c*r^2*x^2-1864*a^5*c*r*x^3-848*a^5*c*x^4 +192*a^5*g*p^2*x^2+184*a^5*g*p*q*x^2+676*a^5*g*p*r*x^2+136*a^5*g*p*x^3+28*a^5*g *q^2*x^2+212*a^5*g*q*r*x^2+64*a^5*g*q*x^3+576*a^5*g*r^2*x^2+212*a^5*g*r*x^3-216 *a^5*g*x^4+216*a^5*p^3*x^2+396*a^5*p^2*q*x^2+1044*a^5*p^2*r*x^2-248*a^5*p^2*x^3 +204*a^5*p*q^2*x^2+1152*a^5*p*q*r*x^2-380*a^5*p*q*x^3+1584*a^5*p*r^2*x^2-1444*a ^5*p*r*x^3-376*a^5*p*x^4+24*a^5*q^3*x^2+228*a^5*q^2*r*x^2-132*a^5*q^2*x^3+816*a ^5*q*r^2*x^2-916*a^5*q*r*x^3-376*a^5*q*x^4+756*a^5*r^3*x^2-1760*a^5*r^2*x^3-376 *a^5*r*x^4+608*a^4*b^2*c^2*x^2+1184*a^4*b^2*c*p*x^2+384*a^4*b^2*c*q*x^2+1760*a^ 4*b^2*c*r*x^2+480*a^4*b^2*c*x^3+488*a^4*b^2*p^2*x^2+416*a^4*b^2*p*q*x^2+1744*a^ 4*b^2*p*r*x^2+400*a^4*b^2*p*x^3+48*a^4*b^2*q^2*x^2+464*a^4*b^2*q*r*x^2+160*a^4* b^2*q*x^3+1464*a^4*b^2*r^2*x^2+440*a^4*b^2*r*x^3-720*a^4*b^2*x^4+2304*a^4*b*c^3 *x^2+880*a^4*b*c^2*g*x^2+5872*a^4*b*c^2*p*x^2+2416*a^4*b*c^2*q*x^2+8192*a^4*b*c ^2*r*x^2-2096*a^4*b*c^2*x^3+1848*a^4*b*c*g*p*x^2+600*a^4*b*c*g*q*x^2+2624*a^4*b *c*g*r*x^2+720*a^4*b*c*g*x^3+4208*a^4*b*c*p^2*x^2+4304*a^4*b*c*p*q*x^2+13184*a^ 4*b*c*p*r*x^2-3056*a^4*b*c*p*x^3+776*a^4*b*c*q^2*x^2+5456*a^4*b*c*q*r*x^2-2056* a^4*b*c*q*x^3+9792*a^4*b*c*r^2*x^2-9144*a^4*b*c*r*x^3-4240*a^4*b*c*x^4+796*a^4* b*g*p^2*x^2+704*a^4*b*g*p*q*x^2+2832*a^4*b*g*p*r*x^2+624*a^4*b*g*p*x^3+88*a^4*b *g*q^2*x^2+792*a^4*b*g*q*r*x^2+264*a^4*b*g*q*x^3+2388*a^4*b*g*r^2*x^2+780*a^4*b *g*r*x^3-1080*a^4*b*g*x^4+900*a^4*b*p^3*x^2+1572*a^4*b*p^2*q*x^2+4416*a^4*b*p^2 *r*x^2-1068*a^4*b*p^2*x^3+744*a^4*b*p*q^2*x^2+4632*a^4*b*p*q*r*x^2-1556*a^4*b*p *q*x^3+6720*a^4*b*p*r^2*x^2-6668*a^4*b*p*r*x^3-1880*a^4*b*p*x^4+72*a^4*b*q^3*x^ 2+816*a^4*b*q^2*r*x^2-488*a^4*b*q^2*x^3+3264*a^4*b*q*r^2*x^2-4028*a^4*b*q*r*x^3 -1880*a^4*b*q*x^4+3204*a^4*b*r^3*x^2-8080*a^4*b*r^2*x^3-1880*a^4*b*r*x^4+2080*a ^4*c^4*x^2+1664*a^4*c^3*g*x^2+6704*a^4*c^3*p*x^2+3040*a^4*c^3*q*x^2+9056*a^4*c^ 3*r*x^2-5184*a^4*c^3*x^3+312*a^4*c^2*g^2*x^2+4456*a^4*c^2*g*p*x^2+1832*a^4*c^2* g*q*x^2+6000*a^4*c^2*g*r*x^2-1608*a^4*c^2*g*x^3+6848*a^4*c^2*p^2*x^2+7552*a^4*c ^2*p*q*x^2+20248*a^4*c^2*p*r*x^2-10064*a^4*c^2*p*x^3+1584*a^4*c^2*q^2*x^2+9704* a^4*c^2*q*r*x^2-6952*a^4*c^2*q*x^3+14208*a^4*c^2*r^2*x^2-23216*a^4*c^2*r*x^3-\ 4216*a^4*c^2*x^4+700*a^4*c*g^2*p*x^2+228*a^4*c*g^2*q*x^2+956*a^4*c*g^2*r*x^2+ 264*a^4*c*g^2*x^3+3272*a^4*c*g*p^2*x^2+3400*a^4*c*g*p*q*x^2+10136*a^4*c*g*p*r*x ^2-2380*a^4*c*g*p*x^3+628*a^4*c*g*q^2*x^2+4224*a^4*c*g*q*r*x^2-1628*a^4*c*g*q*x ^3+7508*a^4*c*g*r^2*x^2-6796*a^4*c*g*r*x^3-3128*a^4*c*g*x^4+2796*a^4*c*p^3*x^2+ 5184*a^4*c*p^2*q*x^2+12832*a^4*c*p^2*r*x^2-6096*a^4*c*p^2*x^3+2732*a^4*c*p*q^2* x^2+14752*a^4*c*p*q*r*x^2-9152*a^4*c*p*q*x^3+18456*a^4*c*p*r^2*x^2-28952*a^4*c* p*r*x^3-3592*a^4*c*p*x^4+344*a^4*c*q^3*x^2+3272*a^4*c*q^2*r*x^2-3056*a^4*c*q^2* x^3+9992*a^4*c*q*r^2*x^2-20000*a^4*c*q*r*x^3-3592*a^4*c*q*x^4+8420*a^4*c*r^3*x^ 2-28624*a^4*c*r^2*x^3-80*a^4*c*r*x^4+312*a^4*g^2*p^2*x^2+284*a^4*g^2*p*q*x^2+ 1106*a^4*g^2*p*r*x^2+236*a^4*g^2*p*x^3+38*a^4*g^2*q^2*x^2+322*a^4*g^2*q*r*x^2+ 104*a^4*g^2*q*x^3+936*a^4*g^2*r^2*x^2+322*a^4*g^2*r*x^3-396*a^4*g^2*x^4+708*a^4 *g*p^3*x^2+1260*a^4*g*p^2*q*x^2+3456*a^4*g*p^2*r*x^2-840*a^4*g*p^2*x^3+616*a^4* g*p*q^2*x^2+3696*a^4*g*p*q*r*x^2-1244*a^4*g*p*q*x^3+5256*a^4*g*p*r^2*x^2-5092*a ^4*g*p*r*x^3-1384*a^4*g*p*x^4+64*a^4*g*q^3*x^2+680*a^4*g*q^2*r*x^2-404*a^4*g*q^ 2*x^3+2608*a^4*g*q*r^2*x^2-3124*a^4*g*q*r*x^3-1384*a^4*g*q*x^4+2508*a^4*g*r^3*x ^2-6176*a^4*g*r^2*x^3-1384*a^4*g*r*x^4+396*a^4*p^4*x^2+1056*a^4*p^3*q*x^2+2442* a^4*p^3*r*x^2-1176*a^4*p^3*x^3+950*a^4*p^2*q^2*x^2+4670*a^4*p^2*q*r*x^2-2790*a^ 4*p^2*q*x^3+5284*a^4*p^2*r^2*x^2-8338*a^4*p^2*r*x^3-754*a^4*p^2*x^4+316*a^4*p*q ^3*x^2+2570*a^4*p*q^2*r*x^2-2052*a^4*p*q^2*x^3+6516*a^4*p*q*r^2*x^2-12592*a^4*p *q*r*x^3-1508*a^4*p*q*x^4+4826*a^4*p*r^3*x^2-16416*a^4*p*r^2*x^3+344*a^4*p*r*x^ 4+26*a^4*q^4*x^2+342*a^4*q^3*r*x^2-438*a^4*q^3*x^3+1654*a^4*q^2*r^2*x^2-4254*a^ 4*q^2*r*x^3-754*a^4*q^2*x^4+2902*a^4*q*r^3*x^2-11888*a^4*q*r^2*x^3+344*a^4*q*r* x^4+1588*a^4*r^4*x^2-9752*a^4*r^3*x^3+2450*a^4*r^2*x^4+832*a^3*b^3*c^2*x^2+1376 *a^3*b^3*c*p*x^2+416*a^3*b^3*c*q*x^2+2240*a^3*b^3*c*r*x^2+640*a^3*b^3*c*x^3+512 *a^3*b^3*p^2*x^2+384*a^3*b^3*p*q*x^2+1856*a^3*b^3*p*r*x^2+480*a^3*b^3*p*x^3+32* a^3*b^3*q^2*x^2+416*a^3*b^3*q*r*x^2+160*a^3*b^3*q*x^3+1536*a^3*b^3*r^2*x^2+320* a^3*b^3*r*x^3-960*a^3*b^3*x^4+4576*a^3*b^2*c^3*x^2+1840*a^3*b^2*c^2*g*x^2+10432 *a^3*b^2*c^2*p*x^2+4128*a^3*b^2*c^2*q*x^2+15808*a^3*b^2*c^2*r*x^2-3744*a^3*b^2* c^2*x^3+3280*a^3*b^2*c*g*p*x^2+1008*a^3*b^2*c*g*q*x^2+5104*a^3*b^2*c*g*r*x^2+ 1440*a^3*b^2*c*g*x^3+7048*a^3*b^2*c*p^2*x^2+6768*a^3*b^2*c*p*q*x^2+22832*a^3*b^ 2*c*p*r*x^2-5264*a^3*b^2*c*p*x^3+1080*a^3*b^2*c*q^2*x^2+9040*a^3*b^2*c*q*r*x^2-\ 3264*a^3*b^2*c*q*x^3+17088*a^3*b^2*c*r^2*x^2-17936*a^3*b^2*c*r*x^3-8480*a^3*b^2 *c*x^4+1288*a^3*b^2*g*p^2*x^2+1024*a^3*b^2*g*p*q*x^2+4640*a^3*b^2*g*p*r*x^2+ 1136*a^3*b^2*g*p*x^3+96*a^3*b^2*g*q^2*x^2+1120*a^3*b^2*g*q*r*x^2+416*a^3*b^2*g* q*x^3+3864*a^3*b^2*g*r^2*x^2+1000*a^3*b^2*g*r*x^3-2160*a^3*b^2*g*x^4+1464*a^3*b ^2*p^3*x^2+2400*a^3*b^2*p^2*q*x^2+7320*a^3*b^2*p^2*r*x^2-1792*a^3*b^2*p^2*x^3+ 1008*a^3*b^2*p*q^2*x^2+7200*a^3*b^2*p*q*r*x^2-2424*a^3*b^2*p*q*x^3+11184*a^3*b^ 2*p*r^2*x^2-12232*a^3*b^2*p*r*x^3-3760*a^3*b^2*p*x^4+72*a^3*b^2*q^3*x^2+1080*a^ 3*b^2*q^2*r*x^2-632*a^3*b^2*q^2*x^3+5040*a^3*b^2*q*r^2*x^2-6952*a^3*b^2*q*r*x^3 -3760*a^3*b^2*q*x^4+5328*a^3*b^2*r^3*x^2-14720*a^3*b^2*r^2*x^3-3760*a^3*b^2*r*x ^4+8160*a^3*b*c^4*x^2+6720*a^3*b*c^3*g*x^2+24096*a^3*b*c^3*p*x^2+10624*a^3*b*c^ 3*q*x^2+34944*a^3*b*c^3*r*x^2-19200*a^3*b*c^3*x^3+1320*a^3*b*c^2*g^2*x^2+16072* a^3*b*c^2*g*p*x^2+6408*a^3*b*c^2*g*q*x^2+23472*a^3*b*c^2*g*r*x^2-5872*a^3*b*c^2 *g*x^3+23552*a^3*b*c^2*p^2*x^2+24848*a^3*b*c^2*p*q*x^2+72064*a^3*b*c^2*p*r*x^2-\ 36232*a^3*b*c^2*p*x^3+4816*a^3*b*c^2*q^2*x^2+33648*a^3*b*c^2*q*r*x^2-23784*a^3* b*c^2*q*x^3+51272*a^3*b*c^2*r^2*x^2-89056*a^3*b*c^2*r*x^3-16864*a^3*b*c^2*x^4+ 2516*a^3*b*c*g^2*p*x^2+780*a^3*b*c*g^2*q*x^2+3760*a^3*b*c*g^2*r*x^2+1056*a^3*b* c*g^2*x^3+11164*a^3*b*c*g*p^2*x^2+10984*a^3*b*c*g*p*q*x^2+35640*a^3*b*c*g*p*r*x ^2-8408*a^3*b*c*g*p*x^3+1820*a^3*b*c*g*q^2*x^2+14288*a^3*b*c*g*q*r*x^2-5400*a^3 *b*c*g*q*x^3+26568*a^3*b*c*g*r^2*x^2-26824*a^3*b*c*g*r*x^3-12512*a^3*b*c*g*x^4+ 9404*a^3*b*c*p^3*x^2+16676*a^3*b*c*p^2*q*x^2+44104*a^3*b*c*p^2*r*x^2-21584*a^3* b*c*p^2*x^3+8148*a^3*b*c*p*q^2*x^2+48704*a^3*b*c*p*q*r*x^2-31008*a^3*b*c*p*q*x^ 3+63940*a^3*b*c*p*r^2*x^2-107432*a^3*b*c*p*r*x^3-14368*a^3*b*c*p*x^4+876*a^3*b* c*q^3*x^2+10008*a^3*b*c*q^2*r*x^2-9424*a^3*b*c*q^2*x^3+33212*a^3*b*c*q*r^2*x^2-\ 71624*a^3*b*c*q*r*x^3-14368*a^3*b*c*q*x^4+29240*a^3*b*c*r^3*x^2-106848*a^3*b*c* r^2*x^3-320*a^3*b*c*r*x^4+1032*a^3*b*g^2*p^2*x^2+856*a^3*b*g^2*p*q*x^2+3700*a^3 *b*g^2*p*r*x^2+868*a^3*b*g^2*p*x^3+88*a^3*b*g^2*q^2*x^2+944*a^3*b*g^2*q*r*x^2+ 340*a^3*b*g^2*q*x^3+3096*a^3*b*g^2*r^2*x^2+908*a^3*b*g^2*r*x^3-1584*a^3*b*g^2*x ^4+2352*a^3*b*g*p^3*x^2+3964*a^3*b*g*p^2*q*x^2+11668*a^3*b*g*p^2*r*x^2-2900*a^3 *b*g*p^2*x^3+1752*a^3*b*g*p*q^2*x^2+11800*a^3*b*g*p*q*r*x^2-4056*a^3*b*g*p*q*x^ 3+17800*a^3*b*g*p*r^2*x^2-18888*a^3*b*g*p*r*x^3-5536*a^3*b*g*p*x^4+140*a^3*b*g* q^3*x^2+1892*a^3*b*g*q^2*r*x^2-1156*a^3*b*g*q^2*x^3+8280*a^3*b*g*q*r^2*x^2-\ 11016*a^3*b*g*q*r*x^3-5536*a^3*b*g*q*x^4+8484*a^3*b*g*r^3*x^2-22768*a^3*b*g*r^2 *x^3-5536*a^3*b*g*r*x^4+1320*a^3*b*p^4*x^2+3380*a^3*b*p^3*q*x^2+8288*a^3*b*p^3* r*x^2-4122*a^3*b*p^3*x^3+2852*a^3*b*p^2*q^2*x^2+15248*a^3*b*p^2*q*r*x^2-9414*a^ 3*b*p^2*q*x^3+18068*a^3*b*p^2*r^2*x^2-30384*a^3*b*p^2*r*x^3-3016*a^3*b*p^2*x^4+ 844*a^3*b*p*q^3*x^2+7856*a^3*b*p*q^2*r*x^2-6462*a^3*b*p*q^2*x^3+21416*a^3*b*p*q *r^2*x^2-44432*a^3*b*p*q*r*x^3-6032*a^3*b*p*q*x^4+16552*a^3*b*p*r^3*x^2-60192*a ^3*b*p*r^2*x^3+1376*a^3*b*p*r*x^4+52*a^3*b*q^4*x^2+896*a^3*b*q^3*r*x^2-1170*a^3 *b*q^3*x^3+5036*a^3*b*q^2*r^2*x^2-14048*a^3*b*q^2*r*x^3-3016*a^3*b*q^2*x^4+9548 *a^3*b*q*r^3*x^2-42080*a^3*b*q*r^2*x^3+1376*a^3*b*q*r*x^4+5452*a^3*b*r^4*x^2-\ 35768*a^3*b*r^3*x^3+9800*a^3*b*r^2*x^4+4640*a^3*c^5*x^2+5872*a^3*c^4*g*x^2+ 17056*a^3*c^4*p*x^2+7920*a^3*c^4*q*x^2+24000*a^3*c^4*r*x^2-17968*a^3*c^4*x^3+ 2392*a^3*c^3*g^2*x^2+17992*a^3*c^3*g*p*x^2+7960*a^3*c^3*g*q*x^2+25312*a^3*c^3*g *r*x^2-14416*a^3*c^3*g*x^3+21976*a^3*c^3*p^2*x^2+24288*a^3*c^3*p*q*x^2+65104*a^ 3*c^3*p*r*x^2-43432*a^3*c^3*p*x^3+5144*a^3*c^3*q^2*x^2+32576*a^3*c^3*q*r*x^2-\ 29832*a^3*c^3*q*x^3+45080*a^3*c^3*r^2*x^2-96592*a^3*c^3*r*x^3-9104*a^3*c^3*x^4+ 308*a^3*c^2*g^3*x^2+5976*a^3*c^2*g^2*p*x^2+2388*a^3*c^2*g^2*q*x^2+8452*a^3*c^2* g^2*r*x^2-2212*a^3*c^2*g^2*x^3+17940*a^3*c^2*g*p^2*x^2+19208*a^3*c^2*g*p*q*x^2+ 54092*a^3*c^2*g*p*r*x^2-27520*a^3*c^2*g*p*x^3+3804*a^3*c^2*g*q^2*x^2+25372*a^3* c^2*g*q*r*x^2-18428*a^3*c^2*g*q*x^3+38220*a^3*c^2*g*r^2*x^2-65644*a^3*c^2*g*r*x ^3-12024*a^3*c^2*g*x^4+12980*a^3*c^2*p^3*x^2+23956*a^3*c^2*p^2*q*x^2+58828*a^3* c^2*p^2*r*x^2-37220*a^3*c^2*p^2*x^3+12548*a^3*c^2*p*q^2*x^2+68536*a^3*c^2*p*q*r *x^2-55360*a^3*c^2*p*q*x^3+82972*a^3*c^2*p*r^2*x^2-167144*a^3*c^2*p*r*x^3-10952 *a^3*c^2*p*x^4+1572*a^3*c^2*q^3*x^2+15804*a^3*c^2*q^2*r*x^2-18140*a^3*c^2*q^2*x ^3+45932*a^3*c^2*q*r^2*x^2-118336*a^3*c^2*q*r*x^3-10952*a^3*c^2*q*x^4+37124*a^3 *c^2*r^3*x^2-154316*a^3*c^2*r^2*x^3+19024*a^3*c^2*r*x^4+622*a^3*c*g^3*p*x^2+194 *a^3*c*g^3*q*x^2+898*a^3*c*g^3*r*x^2+252*a^3*c*g^3*x^3+4250*a^3*c*g^2*p^2*x^2+ 4256*a^3*c*g^2*p*q*x^2+13412*a^3*c*g^2*p*r*x^2-3218*a^3*c*g^2*p*x^3+724*a^3*c*g ^2*q^2*x^2+5420*a^3*c*g^2*q*r*x^2-2112*a^3*c*g^2*q*x^3+9968*a^3*c*g^2*r^2*x^2-\ 9754*a^3*c*g^2*r*x^3-4508*a^3*c*g^2*x^4+7238*a^3*c*g*p^3*x^2+13058*a^3*c*g*p^2* q*x^2+33648*a^3*c*g*p^2*r*x^2-16492*a^3*c*g*p^2*x^3+6564*a^3*c*g*p*q^2*x^2+ 37704*a^3*c*g*p*q*r*x^2-24120*a^3*c*g*p*q*x^3+48622*a^3*c*g*p*r^2*x^2-80278*a^3 *c*g*p*r*x^3-10186*a^3*c*g*p*x^4+744*a^3*c*g*q^3*x^2+7948*a^3*c*g*q^2*r*x^2-\ 7628*a^3*c*g*q^2*x^3+25600*a^3*c*g*q*r^2*x^2-54256*a^3*c*g*q*r*x^3-10186*a^3*c* g*q*x^4+22212*a^3*c*g*r^3*x^2-79536*a^3*c*g*r^2*x^3+210*a^3*c*g*r*x^4+3594*a^3* c*p^4*x^2+9524*a^3*c*p^3*q*x^2+21772*a^3*c*p^3*r*x^2-13626*a^3*c*p^3*x^3+8490*a ^3*c*p^2*q^2*x^2+41832*a^3*c*p^2*q*r*x^2-32002*a^3*c*p^2*q*x^3+46154*a^3*c*p^2* r^2*x^2-90940*a^3*c*p^2*r*x^3-4242*a^3*c*p^2*x^4+2784*a^3*c*p*q^3*x^2+23292*a^3 *c*p*q^2*r*x^2-23126*a^3*c*p*q^2*x^3+57448*a^3*c*p*q*r^2*x^2-138476*a^3*c*p*q*r *x^3-8484*a^3*c*p*q*x^4+41368*a^3*c*p*r^3*x^2-167618*a^3*c*p*r^2*x^3+20868*a^3* c*p*r*x^4+224*a^3*c*q^4*x^2+3232*a^3*c*q^3*r*x^2-4750*a^3*c*q^3*x^3+14948*a^3*c *q^2*r^2*x^2-47536*a^3*c*q^2*r*x^3-4242*a^3*c*q^2*x^4+25140*a^3*c*q*r^3*x^2-\ 123580*a^3*c*q*r^2*x^3+20868*a^3*c*q*r*x^4+13392*a^3*c*r^4*x^2-94004*a^3*c*r^3* x^3+40610*a^3*c*r^2*x^4+264*a^3*g^3*p^2*x^2+226*a^3*g^3*p*q*x^2+943*a^3*g^3*p*r *x^2+214*a^3*g^3*p*x^3+25*a^3*g^3*q^2*x^2+251*a^3*g^3*q*r*x^2+88*a^3*g^3*q*x^3+ 792*a^3*g^3*r^2*x^2+251*a^3*g^3*r*x^3-378*a^3*g^3*x^4+906*a^3*g^2*p^3*x^2+1559* a^3*g^2*p^2*q*x^2+4469*a^3*g^2*p^2*r*x^2-1122*a^3*g^2*p^2*x^3+715*a^3*g^2*p*q^2 *x^2+4616*a^3*g^2*p*q*r*x^2-1603*a^3*g^2*p*q*x^3+6812*a^3*g^2*p*r^2*x^2-7061*a^ 3*g^2*p*r*x^3-1990*a^3*g^2*p*x^4+62*a^3*g^2*q^3*x^2+777*a^3*g^2*q^2*r*x^2-481*a ^3*g^2*q^2*x^3+3244*a^3*g^2*q*r^2*x^2-4193*a^3*g^2*q*r*x^3-1990*a^3*g^2*q*x^4+ 3249*a^3*g^2*r^3*x^2-8520*a^3*g^2*r^2*x^3-1990*a^3*g^2*r*x^4+1020*a^3*g*p^4*x^2 +2656*a^3*g*p^3*q*x^2+6361*a^3*g*p^3*r*x^2-3158*a^3*g*p^3*x^3+2301*a^3*g*p^2*q^ 2*x^2+11889*a^3*g*p^2*q*r*x^2-7327*a^3*g*p^2*q*x^3+13832*a^3*g*p^2*r^2*x^2-\ 22849*a^3*g*p^2*r*x^3-2123*a^3*g*p^2*x^4+714*a^3*g*p*q^3*x^2+6291*a^3*g*p*q^2*r *x^2-5180*a^3*g*p*q^2*x^3+16654*a^3*g*p*q*r^2*x^2-33856*a^3*g*p*q*r*x^3-4246*a^ 3*g*p*q*x^4+12661*a^3*g*p*r^3*x^2-45102*a^3*g*p*r^2*x^3+1228*a^3*g*p*r*x^4+49*a ^3*g*q^4*x^2+763*a^3*g*q^3*r*x^2-1011*a^3*g*q^3*x^3+4037*a^3*g*q^2*r^2*x^2-\ 11007*a^3*g*q^2*r*x^3-2123*a^3*g*q^2*x^4+7421*a^3*g*q*r^3*x^2-32008*a^3*g*q*r^2 *x^3+1228*a^3*g*q*r*x^4+4170*a^3*g*r^4*x^2-26792*a^3*g*r^3*x^3+7389*a^3*g*r^2*x ^4+378*a^3*p^5*x^2+1323*a^3*p^4*q*x^2+2835*a^3*p^4*r*x^2-1814*a^3*p^4*x^3+1713* a^3*p^3*q^2*x^2+7764*a^3*p^3*q*r*x^2-5888*a^3*p^3*q*x^3+7950*a^3*p^3*r^2*x^2-\ 15809*a^3*p^3*r*x^3-521*a^3*p^3*x^4+981*a^3*p^2*q^3*x^2+7260*a^3*p^2*q^2*r*x^2-\ 6780*a^3*p^2*q^2*x^3+16035*a^3*p^2*q*r^2*x^2-37858*a^3*p^2*q*r*x^3-1563*a^3*p^2 *q*x^4+10620*a^3*p^2*r^3*x^2-43130*a^3*p^2*r^2*x^3+5583*a^3*p^2*r*x^4+225*a^3*p *q^4*x^2+2568*a^3*p*q^3*r*x^2-3152*a^3*p*q^3*x^3+9645*a^3*p*q^2*r^2*x^2-28289*a ^3*p*q^2*r*x^3-1563*a^3*p*q^2*x^4+14070*a^3*p*q*r^3*x^2-67485*a^3*p*q*r^2*x^3+ 11166*a^3*p*q*r*x^4+6840*a^3*p*r^4*x^2-47636*a^3*p*r^3*x^3+19799*a^3*p*r^2*x^4+ 12*a^3*q^5*x^2+237*a^3*q^4*r*x^2-446*a^3*q^4*x^3+1560*a^3*q^3*r^2*x^2-6240*a^3* q^3*r*x^3-521*a^3*q^3*x^4+4098*a^3*q^2*r^3*x^2-24355*a^3*q^2*r^2*x^3+5583*a^3*q ^2*r*x^4+4476*a^3*q*r^4*x^2-36846*a^3*q*r^3*x^3+19799*a^3*q*r^2*x^4+1713*a^3*r^ 5*x^2-18501*a^3*r^4*x^3+16503*a^3*r^3*x^4+608*a^2*b^4*c^2*x^2+864*a^2*b^4*c*p*x ^2+224*a^2*b^4*c*q*x^2+1520*a^2*b^4*c*r*x^2+480*a^2*b^4*c*x^3+288*a^2*b^4*p^2*x ^2+176*a^2*b^4*p*q*x^2+1064*a^2*b^4*p*r*x^2+320*a^2*b^4*p*x^3+8*a^2*b^4*q^2*x^2 +184*a^2*b^4*q*r*x^2+80*a^2*b^4*q*x^3+864*a^2*b^4*r^2*x^2+40*a^2*b^4*r*x^3-720* a^2*b^4*x^4+4384*a^2*b^3*c^3*x^2+1840*a^2*b^3*c^2*g*x^2+9024*a^2*b^3*c^2*p*x^2+ 3328*a^2*b^3*c^2*q*x^2+14752*a^2*b^3*c^2*r*x^2-3296*a^2*b^3*c^2*x^3+2832*a^2*b^ 3*c*g*p*x^2+784*a^2*b^3*c*g*q*x^2+4768*a^2*b^3*c*g*r*x^2+1440*a^2*b^3*c*g*x^3+ 5736*a^2*b^3*c*p^2*x^2+5040*a^2*b^3*c*p*q*x^2+19312*a^2*b^3*c*p*r*x^2-4416*a^2* b^3*c*p*x^3+664*a^2*b^3*c*q^2*x^2+7184*a^2*b^3*c*q*r*x^2-2416*a^2*b^3*c*q*x^3+ 14592*a^2*b^3*c*r^2*x^2-17584*a^2*b^3*c*r*x^3-8480*a^2*b^3*c*x^4+1008*a^2*b^3*g *p^2*x^2+688*a^2*b^3*g*p*q*x^2+3688*a^2*b^3*g*p*r*x^2+1024*a^2*b^3*g*p*x^3+40*a ^2*b^3*g*q^2*x^2+728*a^2*b^3*g*q*r*x^2+304*a^2*b^3*g*q*x^3+3024*a^2*b^3*g*r^2*x ^2+440*a^2*b^3*g*r*x^3-2160*a^2*b^3*g*x^4+1152*a^2*b^3*p^3*x^2+1728*a^2*b^3*p^2 *q*x^2+5904*a^2*b^3*p^2*r*x^2-1448*a^2*b^3*p^2*x^3+600*a^2*b^3*p*q^2*x^2+5328*a ^2*b^3*p*q*r*x^2-1736*a^2*b^3*p*q*x^3+9072*a^2*b^3*p*r^2*x^2-11128*a^2*b^3*p*r* x^3-3760*a^2*b^3*p*x^4+24*a^2*b^3*q^3*x^2+624*a^2*b^3*q^2*r*x^2-288*a^2*b^3*q^2 *x^3+3696*a^2*b^3*q*r^2*x^2-5848*a^2*b^3*q*r*x^3-3760*a^2*b^3*q*x^4+4320*a^2*b^ 3*r^3*x^2-13280*a^2*b^3*r^2*x^3-3760*a^2*b^3*r*x^4+11680*a^2*b^2*c^4*x^2+9872*a ^2*b^2*c^3*g*x^2+31840*a^2*b^2*c^3*p*x^2+13408*a^2*b^2*c^3*q*x^2+49376*a^2*b^2* c^3*r*x^2-26496*a^2*b^2*c^3*x^3+2016*a^2*b^2*c^2*g^2*x^2+21328*a^2*b^2*c^2*g*p* x^2+8080*a^2*b^2*c^2*g*q*x^2+33528*a^2*b^2*c^2*g*r*x^2-7968*a^2*b^2*c^2*g*x^3+ 29752*a^2*b^2*c^2*p^2*x^2+29600*a^2*b^2*c^2*p*q*x^2+94576*a^2*b^2*c^2*p*r*x^2-\ 48312*a^2*b^2*c^2*p*x^3+5128*a^2*b^2*c^2*q^2*x^2+42592*a^2*b^2*c^2*q*r*x^2-\ 29640*a^2*b^2*c^2*q*x^3+68368*a^2*b^2*c^2*r^2*x^2-127872*a^2*b^2*c^2*r*x^3-\ 25296*a^2*b^2*c^2*x^4+3328*a^2*b^2*c*g^2*p*x^2+952*a^2*b^2*c*g^2*q*x^2+5380*a^2 *b^2*c*g^2*r*x^2+1584*a^2*b^2*c*g^2*x^3+13992*a^2*b^2*c*g*p^2*x^2+12816*a^2*b^2 *c*g*p*q*x^2+46188*a^2*b^2*c*g*p*r*x^2-10944*a^2*b^2*c*g*p*x^3+1824*a^2*b^2*c*g *q^2*x^2+17604*a^2*b^2*c*g*q*r*x^2-6432*a^2*b^2*c*g*q*x^3+34700*a^2*b^2*c*g*r^2 *x^2-39696*a^2*b^2*c*g*r*x^3-18768*a^2*b^2*c*g*x^4+11592*a^2*b^2*c*p^3*x^2+ 19392*a^2*b^2*c*p^2*q*x^2+55828*a^2*b^2*c*p^2*r*x^2-28176*a^2*b^2*c*p^2*x^3+ 8520*a^2*b^2*c*p*q^2*x^2+58616*a^2*b^2*c*p*q*r*x^2-38112*a^2*b^2*c*p*q*x^3+ 81760*a^2*b^2*c*p*r^2*x^2-148584*a^2*b^2*c*p*r*x^3-21552*a^2*b^2*c*p*x^4+720*a^ 2*b^2*c*q^3*x^2+10900*a^2*b^2*c*q^2*r*x^2-9936*a^2*b^2*c*q^2*x^3+40360*a^2*b^2* c*q*r^2*x^2-94872*a^2*b^2*c*q*r*x^3-21552*a^2*b^2*c*q*x^4+37524*a^2*b^2*c*r^3*x ^2-148800*a^2*b^2*c*r^2*x^3-480*a^2*b^2*c*r*x^4+1250*a^2*b^2*g^2*p^2*x^2+916*a^ 2*b^2*g^2*p*q*x^2+4542*a^2*b^2*g^2*p*r*x^2+1188*a^2*b^2*g^2*p*x^3+62*a^2*b^2*g^ 2*q^2*x^2+978*a^2*b^2*g^2*q*r*x^2+396*a^2*b^2*g^2*q*x^3+3750*a^2*b^2*g^2*r^2*x^ 2+792*a^2*b^2*g^2*r*x^3-2376*a^2*b^2*g^2*x^4+2860*a^2*b^2*g*p^3*x^2+4488*a^2*b^ 2*g*p^2*q*x^2+14476*a^2*b^2*g*p^2*r*x^2-3660*a^2*b^2*g*p^2*x^3+1716*a^2*b^2*g*p *q^2*x^2+13640*a^2*b^2*g*p*q*r*x^2-4704*a^2*b^2*g*p*q*x^3+22176*a^2*b^2*g*p*r^2 *x^2-26112*a^2*b^2*g*p*r*x^3-8304*a^2*b^2*g*p*x^4+88*a^2*b^2*g*q^3*x^2+1804*a^2 *b^2*g*q^2*r*x^2-1044*a^2*b^2*g*q^2*x^3+9504*a^2*b^2*g*q*r^2*x^2-14304*a^2*b^2* g*q*r*x^3-8304*a^2*b^2*g*q*x^4+10560*a^2*b^2*g*r^3*x^2-31248*a^2*b^2*g*r^2*x^3-\ 8304*a^2*b^2*g*r*x^4+1610*a^2*b^2*p^4*x^2+3908*a^2*b^2*p^3*q*x^2+10342*a^2*b^2* p^3*r*x^2-5310*a^2*b^2*p^3*x^3+3012*a^2*b^2*p^2*q^2*x^2+18114*a^2*b^2*p^2*q*r*x ^2-11502*a^2*b^2*p^2*q*x^3+22760*a^2*b^2*p^2*r^2*x^2-41124*a^2*b^2*p^2*r*x^3-\ 4524*a^2*b^2*p^2*x^4+740*a^2*b^2*p*q^3*x^2+8538*a^2*b^2*p*q^2*r*x^2-7074*a^2*b^ 2*p*q^2*x^3+25672*a^2*b^2*p*q*r^2*x^2-57744*a^2*b^2*p*q*r*x^3-9048*a^2*b^2*p*q* x^4+20934*a^2*b^2*p*r^3*x^2-82080*a^2*b^2*p*r^2*x^3+2064*a^2*b^2*p*r*x^4+26*a^2 *b^2*q^4*x^2+766*a^2*b^2*q^3*r*x^2-882*a^2*b^2*q^3*x^3+5444*a^2*b^2*q^2*r^2*x^2 -16620*a^2*b^2*q^2*r*x^3-4524*a^2*b^2*q^2*x^4+11466*a^2*b^2*q*r^3*x^2-54912*a^2 *b^2*q*r^2*x^3+2064*a^2*b^2*q*r*x^4+6906*a^2*b^2*r^4*x^2-48792*a^2*b^2*r^3*x^3+ 14700*a^2*b^2*r^2*x^4+13344*a^2*b*c^5*x^2+17152*a^2*b*c^4*g*x^2+45776*a^2*b*c^4 *p*x^2+20560*a^2*b*c^4*q*x^2+68400*a^2*b*c^4*r*x^2-50224*a^2*b*c^4*x^3+7144*a^2 *b*c^3*g^2*x^2+48456*a^2*b*c^3*g*p*x^2+20712*a^2*b*c^3*g*q*x^2+72768*a^2*b*c^3* g*r*x^2-40400*a^2*b*c^3*g*x^3+56808*a^2*b*c^3*p^2*x^2+60064*a^2*b*c^3*p*q*x^2+ 174256*a^2*b*c^3*p*r*x^2-118344*a^2*b*c^3*p*x^3+11752*a^2*b*c^3*q^2*x^2+84992*a ^2*b*c^3*q*r*x^2-77544*a^2*b*c^3*q*x^3+122680*a^2*b*c^3*r^2*x^2-277136*a^2*b*c^ 3*r*x^3-27312*a^2*b*c^3*x^4+952*a^2*b*c^2*g^3*x^2+16124*a^2*b*c^2*g^2*p*x^2+ 6188*a^2*b*c^2*g^2*q*x^2+24492*a^2*b*c^2*g^2*r*x^2-6132*a^2*b*c^2*g^2*x^3+46268 *a^2*b*c^2*g*p^2*x^2+47176*a^2*b*c^2*g*p*q*x^2+144412*a^2*b*c^2*g*p*r*x^2-74772 *a^2*b*c^2*g*p*x^3+8516*a^2*b*c^2*g*q^2*x^2+65796*a^2*b*c^2*g*q*r*x^2-47496*a^2 *b*c^2*g*q*x^3+103520*a^2*b*c^2*g*r^2*x^2-189932*a^2*b*c^2*g*r*x^3-36072*a^2*b* c^2*g*x^4+32872*a^2*b*c^2*p^3*x^2+58048*a^2*b*c^2*p^2*q*x^2+152660*a^2*b*c^2*p^ 2*r*x^2-99868*a^2*b*c^2*p^2*x^3+28208*a^2*b*c^2*p*q^2*x^2+171432*a^2*b*c^2*p*q* r*x^2-142496*a^2*b*c^2*p*q*x^3+217576*a^2*b*c^2*p*r^2*x^2-467120*a^2*b*c^2*p*r* x^3-32856*a^2*b*c^2*p*x^4+3032*a^2*b*c^2*q^3*x^2+37060*a^2*b*c^2*q^2*r*x^2-\ 42628*a^2*b*c^2*q^2*x^3+116384*a^2*b*c^2*q*r^2*x^2-320696*a^2*b*c^2*q*r*x^3-\ 32856*a^2*b*c^2*q*x^4+97788*a^2*b*c^2*r^3*x^2-435372*a^2*b*c^2*r^2*x^3+57072*a^ 2*b*c^2*r*x^4+1670*a^2*b*c*g^3*p*x^2+486*a^2*b*c*g^3*q*x^2+2604*a^2*b*c*g^3*r*x ^2+756*a^2*b*c*g^3*x^3+10870*a^2*b*c*g^2*p^2*x^2+10240*a^2*b*c*g^2*p*q*x^2+ 35338*a^2*b*c*g^2*p*r*x^2-8596*a^2*b*c*g^2*p*x^3+1524*a^2*b*c*g^2*q^2*x^2+13666 *a^2*b*c*g^2*q*r*x^2-5278*a^2*b*c*g^2*q*x^3+26430*a^2*b*c*g^2*r^2*x^2-29026*a^2 *b*c*g^2*r*x^3-13524*a^2*b*c*g^2*x^4+18242*a^2*b*c*g*p^3*x^2+31342*a^2*b*c*g*p^ 2*q*x^2+86766*a^2*b*c*g*p^2*r*x^2-43980*a^2*b*c*g*p^2*x^3+14444*a^2*b*c*g*p*q^2 *x^2+93136*a^2*b*c*g*p*q*r*x^2-61368*a^2*b*c*g*p*q*x^3+126452*a^2*b*c*g*p*r^2*x ^2-224420*a^2*b*c*g*p*r*x^3-30558*a^2*b*c*g*p*x^4+1344*a^2*b*c*g*q^3*x^2+18046* a^2*b*c*g*q^2*r*x^2-17388*a^2*b*c*g*q^2*x^3+63764*a^2*b*c*g*q*r^2*x^2-146354*a^ 2*b*c*g*q*r*x^3-30558*a^2*b*c*g*q*x^4+57928*a^2*b*c*g*r^3*x^2-223720*a^2*b*c*g* r^2*x^3+630*a^2*b*c*g*r*x^4+9012*a^2*b*c*p^4*x^2+22928*a^2*b*c*p^3*q*x^2+55720* a^2*b*c*p^3*r*x^2-36214*a^2*b*c*p^3*x^3+19158*a^2*b*c*p^2*q^2*x^2+103224*a^2*b* c*p^2*q*r*x^2-82014*a^2*b*c*p^2*q*x^3+119196*a^2*b*c*p^2*r^2*x^2-250352*a^2*b*c *p^2*r*x^3-12726*a^2*b*c*p^2*x^4+5580*a^2*b*c*p*q^3*x^2+54120*a^2*b*c*p*q^2*r*x ^2-55386*a^2*b*c*p*q^2*x^3+143196*a^2*b*c*p*q*r^2*x^2-370492*a^2*b*c*p*q*r*x^3-\ 25452*a^2*b*c*p*q*x^4+107280*a^2*b*c*p*r^3*x^2-465240*a^2*b*c*p*r^2*x^3+62604*a ^2*b*c*p*r*x^4+338*a^2*b*c*q^4*x^2+6616*a^2*b*c*q^3*r*x^2-9586*a^2*b*c*q^3*x^3+ 34962*a^2*b*c*q^2*r^2*x^2-120140*a^2*b*c*q^2*r*x^3-12726*a^2*b*c*q^2*x^4+62900* a^2*b*c*q*r^3*x^2-333126*a^2*b*c*q*r^2*x^3+62604*a^2*b*c*q*r*x^4+34792*a^2*b*c* r^4*x^2-261268*a^2*b*c*r^3*x^3+121830*a^2*b*c*r^2*x^4+655*a^2*b*g^3*p^2*x^2+504 *a^2*b*g^3*p*q*x^2+2368*a^2*b*g^3*p*r*x^2+592*a^2*b*g^3*p*x^3+38*a^2*b*g^3*q^2* x^2+542*a^2*b*g^3*q*r*x^2+214*a^2*b*g^3*q*x^3+1965*a^2*b*g^3*r^2*x^2+503*a^2*b* g^3*r*x^3-1134*a^2*b*g^3*x^4+2255*a^2*b*g^2*p^3*x^2+3653*a^2*b*g^2*p^2*q*x^2+ 11314*a^2*b*g^2*p^2*r*x^2-2919*a^2*b*g^2*p^2*x^3+1486*a^2*b*g^2*p*q^2*x^2+10998 *a^2*b*g^2*p*q*r*x^2-3915*a^2*b*g^2*p*q*x^3+17300*a^2*b*g^2*p*r^2*x^2-19741*a^2 *b*g^2*p*r*x^3-5970*a^2*b*g^2*p*x^4+88*a^2*b*g^2*q^3*x^2+1574*a^2*b*g^2*q^2*r*x ^2-996*a^2*b*g^2*q^2*x^3+7684*a^2*b*g^2*q*r^2*x^2-11137*a^2*b*g^2*q*r*x^3-5970* a^2*b*g^2*q*x^4+8241*a^2*b*g^2*r^3*x^2-23668*a^2*b*g^2*r^2*x^3-5970*a^2*b*g^2*r *x^4+2545*a^2*b*g*p^4*x^2+6338*a^2*b*g*p^3*q*x^2+16176*a^2*b*g*p^3*r*x^2-8325*a ^2*b*g*p^3*x^3+5103*a^2*b*g*p^2*q^2*x^2+28998*a^2*b*g*p^2*q*r*x^2-18534*a^2*b*g *p^2*q*x^3+35448*a^2*b*g*p^2*r^2*x^2-62655*a^2*b*g*p^2*r*x^3-6369*a^2*b*g*p^2*x ^4+1372*a^2*b*g*p*q^3*x^2+14256*a^2*b*g*p*q^2*r*x^2-12093*a^2*b*g*p*q^2*x^3+ 40914*a^2*b*g*p*q*r^2*x^2-89784*a^2*b*g*p*q*r*x^3-12738*a^2*b*g*p*q*x^4+32548*a ^2*b*g*p*r^3*x^2-124420*a^2*b*g*p*r^2*x^3+3684*a^2*b*g*p*r*x^4+62*a^2*b*g*q^4*x ^2+1434*a^2*b*g*q^3*r*x^2-1884*a^2*b*g*q^3*x^3+9111*a^2*b*g*q^2*r^2*x^2-27129*a ^2*b*g*q^2*r*x^3-6369*a^2*b*g*q^2*x^4+18254*a^2*b*g*q*r^3*x^2-85138*a^2*b*g*q*r ^2*x^3+3684*a^2*b*g*q*r*x^4+10731*a^2*b*g*r^4*x^2-73892*a^2*b*g*r^3*x^3+22167*a ^2*b*g*r^2*x^4+945*a^2*b*p^5*x^2+3189*a^2*b*p^4*q*x^2+7230*a^2*b*p^4*r*x^2-4794 *a^2*b*p^4*x^3+3909*a^2*b*p^3*q^2*x^2+19158*a^2*b*p^3*q*r*x^2-15072*a^2*b*p^3*q *x^3+20475*a^2*b*p^3*r^2*x^2-43158*a^2*b*p^3*r*x^3-1563*a^2*b*p^3*x^4+2043*a^2* b*p^2*q^3*x^2+17028*a^2*b*p^2*q^2*r*x^2-16452*a^2*b*p^2*q^2*x^3+40005*a^2*b*p^2 *q*r^2*x^2-100767*a^2*b*p^2*q*r*x^3-4689*a^2*b*p^2*q*x^4+27495*a^2*b*p^2*r^3*x^ 2-118765*a^2*b*p^2*r^2*x^3+16749*a^2*b*p^2*r*x^4+390*a^2*b*p*q^4*x^2+5502*a^2*b *p*q^3*r*x^2-6864*a^2*b*p*q^3*x^3+22860*a^2*b*p*q^2*r^2*x^2-72060*a^2*b*p*q^2*r *x^3-4689*a^2*b*p*q^2*x^4+35292*a^2*b*p*q*r^3*x^2-181205*a^2*b*p*q*r^2*x^3+ 33498*a^2*b*p*q*r*x^4+17760*a^2*b*p*r^4*x^2-131506*a^2*b*p*r^3*x^3+59397*a^2*b* p*r^2*x^4+12*a^2*b*q^5*x^2+402*a^2*b*q^4*r*x^2-690*a^2*b*q^4*x^3+3330*a^2*b*q^3 *r^2*x^2-14451*a^2*b*q^3*r*x^3-1563*a^2*b*q^3*x^4+9741*a^2*b*q^2*r^3*x^2-62440* a^2*b*q^2*r^2*x^3+16749*a^2*b*q^2*r*x^4+11256*a^2*b*q*r^4*x^2-99136*a^2*b*q*r^3 *x^3+59397*a^2*b*q*r^2*x^4+4455*a^2*b*r^5*x^2-51105*a^2*b*r^4*x^3+49509*a^2*b*r ^3*x^4+5472*a^2*c^6*x^2+9520*a^2*c^5*g*x^2+22864*a^2*c^5*p*x^2+10624*a^2*c^5*q* x^2+33200*a^2*c^5*r*x^2-28832*a^2*c^5*x^3+6072*a^2*c^4*g^2*x^2+33672*a^2*c^4*g* p*x^2+15240*a^2*c^4*g*q*x^2+48960*a^2*c^4*g*r*x^2-36984*a^2*c^4*g*x^3+35632*a^2 *c^4*p^2*x^2+38992*a^2*c^4*p*q*x^2+106736*a^2*c^4*p*r*x^2-83840*a^2*c^4*p*x^3+ 8136*a^2*c^4*q^2*x^2+54112*a^2*c^4*q*r*x^2-57056*a^2*c^4*q*x^3+73920*a^2*c^4*r^ 2*x^2-184696*a^2*c^4*r*x^3-8952*a^2*c^4*x^4+1668*a^2*c^3*g^3*x^2+17736*a^2*c^3* g^2*p*x^2+7628*a^2*c^3*g^2*q*x^2+25892*a^2*c^3*g^2*r*x^2-14832*a^2*c^3*g^2*x^3+ 42532*a^2*c^3*g*p^2*x^2+45704*a^2*c^3*g*p*q*x^2+128412*a^2*c^3*g*p*r*x^2-88068* a^2*c^3*g*p*x^3+9164*a^2*c^3*g*q^2*x^2+63028*a^2*c^3*g*q*r*x^2-58924*a^2*c^3*g* q*x^3+89640*a^2*c^3*g*r^2*x^2-200816*a^2*c^3*g*r*x^3-18504*a^2*c^3*g*x^4+27472* a^2*c^3*p^3*x^2+50064*a^2*c^3*p^2*q*x^2+124780*a^2*c^3*p^2*r*x^2-92920*a^2*c^3* p^2*x^3+25696*a^2*c^3*p*q^2*x^2+145176*a^2*c^3*p*q*r*x^2-136672*a^2*c^3*p*q*x^3 +175104*a^2*c^3*p*r^2*x^2-409576*a^2*c^3*p*r*x^3-12688*a^2*c^3*p*x^4+3104*a^2*c ^3*q^3*x^2+33660*a^2*c^3*q^2*r*x^2-43752*a^2*c^3*q^2*x^3+97480*a^2*c^3*q*r^2*x^ 2-291544*a^2*c^3*q*r*x^3-12688*a^2*c^3*q*x^4+77796*a^2*c^3*r^3*x^2-368280*a^2*c ^3*r^2*x^3+75968*a^2*c^3*r*x^4+164*a^2*c^2*g^4*x^2+3914*a^2*c^2*g^3*p*x^2+1510* a^2*c^2*g^3*q*x^2+5772*a^2*c^2*g^3*r*x^2-1510*a^2*c^2*g^3*x^3+17266*a^2*c^2*g^2 *p^2*x^2+17900*a^2*c^2*g^2*p*q*x^2+53098*a^2*c^2*g^2*p*r*x^2-27808*a^2*c^2*g^2* p*x^3+3310*a^2*c^2*g^2*q^2*x^2+24330*a^2*c^2*g^2*q*r*x^2-18080*a^2*c^2*g^2*q*x^ 3+37794*a^2*c^2*g^2*r^2*x^2-68412*a^2*c^2*g^2*r*x^3-12562*a^2*c^2*g^2*x^4+24850 *a^2*c^2*g*p^3*x^2+44690*a^2*c^2*g*p^2*q*x^2+114164*a^2*c^2*g*p^2*r*x^2-74730*a ^2*c^2*g*p^2*x^3+22380*a^2*c^2*g*p*q^2*x^2+130052*a^2*c^2*g*p*q*r*x^2-108672*a^ 2*c^2*g*p*q*x^3+161920*a^2*c^2*g*p*r^2*x^2-342172*a^2*c^2*g*p*r*x^3-22010*a^2*c ^2*g*p*x^4+2540*a^2*c^2*g*q^3*x^2+28768*a^2*c^2*g*q^2*r*x^2-33942*a^2*c^2*g*q^2 *x^3+87680*a^2*c^2*g*q*r^2*x^2-238050*a^2*c^2*g*q*r*x^3-22010*a^2*c^2*g*q*x^4+ 72606*a^2*c^2*g*r^3*x^2-317144*a^2*c^2*g*r^2*x^3+42830*a^2*c^2*g*r*x^4+11262*a^ 2*c^2*p^4*x^2+29460*a^2*c^2*p^3*q*x^2+68118*a^2*c^2*p^3*r*x^2-49712*a^2*c^2*p^3 *x^3+25746*a^2*c^2*p^2*q^2*x^2+130122*a^2*c^2*p^2*q*r*x^2-115476*a^2*c^2*p^2*q* x^3+143480*a^2*c^2*p^2*r^2*x^2-324668*a^2*c^2*p^2*r*x^3-6030*a^2*c^2*p^2*x^4+ 8160*a^2*c^2*p*q^3*x^2+71946*a^2*c^2*p*q^2*r*x^2-81816*a^2*c^2*p*q^2*x^3+178180 *a^2*c^2*p*q*r^2*x^2-493996*a^2*c^2*p*q*r*x^3-12060*a^2*c^2*p*q*x^4+127654*a^2* c^2*p*r^3*x^2-582032*a^2*c^2*p*r^2*x^3+114436*a^2*c^2*p*r*x^4+612*a^2*c^2*q^4*x ^2+9942*a^2*c^2*q^3*r*x^2-16052*a^2*c^2*q^3*x^3+46442*a^2*c^2*q^2*r^2*x^2-\ 169328*a^2*c^2*q^2*r*x^3-6030*a^2*c^2*q^2*x^4+77518*a^2*c^2*q*r^3*x^2-431378*a^ 2*c^2*q*r^2*x^3+114436*a^2*c^2*q*r*x^4+41030*a^2*c^2*r^4*x^2-317544*a^2*c^2*r^3 *x^3+178346*a^2*c^2*r^2*x^4+303*a^2*c*g^4*p*x^2+89*a^2*c*g^4*q*x^2+458*a^2*c*g^ 4*r*x^2+132*a^2*c*g^4*x^3+2700*a^2*c*g^3*p^2*x^2+2594*a^2*c*g^3*p*q*x^2+8674*a^ 2*c*g^3*p*r*x^2-2153*a^2*c*g^3*p*x^3+397*a^2*c*g^3*q^2*x^2+3384*a^2*c*g^3*q*r*x ^2-1359*a^2*c*g^3*q*x^3+6465*a^2*c*g^3*r^2*x^2-6877*a^2*c*g^3*r*x^3-3170*a^2*c* g^3*x^4+6878*a^2*c*g^2*p^3*x^2+12047*a^2*c*g^2*p^2*q*x^2+32408*a^2*c*g^2*p^2*r* x^2-16476*a^2*c*g^2*p^2*x^3+5735*a^2*c*g^2*p*q^2*x^2+35348*a^2*c*g^2*p*q*r*x^2-\ 23484*a^2*c*g^2*p*q*x^3+47063*a^2*c*g^2*p*r^2*x^2-82035*a^2*c*g^2*p*r*x^3-10581 *a^2*c*g^2*p*x^4+566*a^2*c*g^2*q^3*x^2+7040*a^2*c*g^2*q^2*r*x^2-7008*a^2*c*g^2* q^2*x^3+24086*a^2*c*g^2*q*r^2*x^2-54316*a^2*c*g^2*q*r*x^3-10581*a^2*c*g^2*q*x^4 +21533*a^2*c*g^2*r^3*x^2-81474*a^2*c*g^2*r^2*x^3+667*a^2*c*g^2*r*x^4+6840*a^2*c *g*p^4*x^2+17716*a^2*c*g*p^3*q*x^2+41921*a^2*c*g*p^3*r*x^2-27167*a^2*c*g*p^3*x^ 3+15229*a^2*c*g*p^2*q^2*x^2+78887*a^2*c*g*p^2*q*r*x^2-62577*a^2*c*g*p^2*q*x^3+ 89335*a^2*c*g*p^2*r^2*x^2-184360*a^2*c*g*p^2*r*x^3-8389*a^2*c*g*p^2*x^4+4670*a^ 2*c*g*p*q^3*x^2+42433*a^2*c*g*p*q^2*r*x^2-43653*a^2*c*g*p*q^2*x^3+108922*a^2*c* g*p*q*r^2*x^2-276366*a^2*c*g*p*q*r*x^3-16778*a^2*c*g*p*q*x^4+80267*a^2*c*g*p*r^ 3*x^2-340963*a^2*c*g*p*r^2*x^3+46558*a^2*c*g*p*r*x^4+317*a^2*c*g*q^4*x^2+5467*a ^2*c*g*q^3*r*x^2-8243*a^2*c*g*q^3*x^3+27308*a^2*c*g*q^2*r^2*x^2-92006*a^2*c*g*q ^2*r*x^3-8389*a^2*c*g*q^2*x^4+47751*a^2*c*g*q*r^3*x^2-247436*a^2*c*g*q*r^2*x^3+ 46558*a^2*c*g*q*r*x^4+26013*a^2*c*g*r^4*x^2-191252*a^2*c*g*r^3*x^3+88599*a^2*c* g*r^2*x^4+2355*a^2*c*p^5*x^2+8140*a^2*c*p^4*q*x^2+17629*a^2*c*p^4*r*x^2-12932*a ^2*c*p^4*x^3+10348*a^2*c*p^3*q^2*x^2+47930*a^2*c*p^3*q*r*x^2-41552*a^2*c*p^3*q* x^3+49161*a^2*c*p^3*r^2*x^2-110311*a^2*c*p^3*r*x^3-990*a^2*c*p^3*x^4+5754*a^2*c *p^2*q^3*x^2+44370*a^2*c*p^2*q^2*r*x^2-47064*a^2*c*p^2*q^2*x^3+98688*a^2*c*p^2* q*r^2*x^2-263391*a^2*c*p^2*q*r*x^3-2970*a^2*c*p^2*q*x^4+65259*a^2*c*p^2*r^3*x^2 -293095*a^2*c*p^2*r^2*x^3+56918*a^2*c*p^2*r*x^4+1249*a^2*c*p*q^4*x^2+15466*a^2* c*p*q^3*r*x^2-21200*a^2*c*p*q^3*x^3+59043*a^2*c*p*q^2*r^2*x^2-195849*a^2*c*p*q^ 2*r*x^3-2970*a^2*c*p*q^2*x^4+86146*a^2*c*p*q*r^3*x^2-458972*a^2*c*p*q*r^2*x^3+ 113836*a^2*c*p*q*r*x^4+41776*a^2*c*p*r^4*x^2-315742*a^2*c*p*r^3*x^3+168126*a^2* c*p*r^2*x^4+58*a^2*c*q^5*x^2+1397*a^2*c*q^4*r*x^2-2756*a^2*c*q^4*x^3+9516*a^2*c *q^3*r^2*x^2-42769*a^2*c*q^3*r*x^3-990*a^2*c*q^3*x^4+25021*a^2*c*q^2*r^3*x^2-\ 165877*a^2*c*q^2*r^2*x^3+56918*a^2*c*q^2*r*x^4+27248*a^2*c*q*r^4*x^2-244522*a^2 *c*q*r^3*x^3+168126*a^2*c*q*r^2*x^4+10404*a^2*c*r^5*x^2-120026*a^2*c*r^4*x^3+ 126806*a^2*c*r^3*x^4+123*a^2*g^4*p^2*x^2+98*a^2*g^4*p*q*x^2+443*a^2*g^4*p*r*x^2 +107*a^2*g^4*p*x^3+8*a^2*g^4*q^2*x^2+106*a^2*g^4*q*r*x^2+41*a^2*g^4*q*x^3+369*a ^2*g^4*r^2*x^2+106*a^2*g^4*r*x^3-198*a^2*g^4*x^4+567*a^2*g^3*p^3*x^2+940*a^2*g^ 3*p^2*q*x^2+2827*a^2*g^3*p^2*r*x^2-740*a^2*g^3*p^2*x^3+399*a^2*g^3*p*q^2*x^2+ 2812*a^2*g^3*p*q*r*x^2-1020*a^2*g^3*p*q*x^3+4318*a^2*g^3*p*r^2*x^2-4812*a^2*g^3 *p*r*x^3-1396*a^2*g^3*p*x^4+26*a^2*g^3*q^3*x^2+425*a^2*g^3*q^2*r*x^2-280*a^2*g^ 3*q^2*x^3+1968*a^2*g^3*q*r^2*x^2-2772*a^2*g^3*q*r*x^3-1396*a^2*g^3*q*x^4+2058*a ^2*g^3*r^3*x^2-5776*a^2*g^3*r^2*x^3-1396*a^2*g^3*r*x^4+963*a^2*g^2*p^4*x^2+2444 *a^2*g^2*p^3*q*x^2+6074*a^2*g^2*p^3*r*x^2-3131*a^2*g^2*p^3*x^3+2029*a^2*g^2*p^2 *q^2*x^2+11081*a^2*g^2*p^2*q*r*x^2-7104*a^2*g^2*p^2*q*x^3+13271*a^2*g^2*p^2*r^2 *x^2-23074*a^2*g^2*p^2*r*x^3-2189*a^2*g^2*p^2*x^4+578*a^2*g^2*p*q^3*x^2+5615*a^ 2*g^2*p*q^2*r*x^2-4815*a^2*g^2*p*q^2*x^3+15586*a^2*g^2*p*q*r^2*x^2-33564*a^2*g^ 2*p*q*r*x^3-4378*a^2*g^2*p*q*x^4+12172*a^2*g^2*p*r^3*x^2-45647*a^2*g^2*p*r^2*x^ 3+1540*a^2*g^2*p*r*x^4+30*a^2*g^2*q^4*x^2+608*a^2*g^2*q^3*r*x^2-842*a^2*g^2*q^3 *x^3+3593*a^2*g^2*q^2*r^2*x^2-10490*a^2*g^2*q^2*r*x^3-2189*a^2*g^2*q^2*x^4+6949 *a^2*g^2*q*r^3*x^2-31766*a^2*g^2*q*r^2*x^3+1540*a^2*g^2*q*r*x^4+4012*a^2*g^2*r^ 4*x^2-27102*a^2*g^2*r^3*x^3+8138*a^2*g^2*r^2*x^4+717*a^2*g*p^5*x^2+2460*a^2*g*p ^4*q*x^2+5439*a^2*g*p^4*r*x^2-3598*a^2*g*p^4*x^3+3092*a^2*g*p^3*q^2*x^2+14626*a ^2*g*p^3*q*r*x^2-11484*a^2*g*p^3*q*x^3+15341*a^2*g*p^3*r^2*x^2-31840*a^2*g*p^3* r*x^3-1005*a^2*g*p^3*x^4+1686*a^2*g*p^2*q^3*x^2+13300*a^2*g*p^2*q^2*r*x^2-12864 *a^2*g*p^2*q^2*x^3+30394*a^2*g*p^2*q*r^2*x^2-75220*a^2*g*p^2*q*r*x^3-3015*a^2*g *p^2*q*x^4+20559*a^2*g*p^2*r^3*x^2-87195*a^2*g*p^2*r^2*x^3+12365*a^2*g*p^2*r*x^ 4+351*a^2*g*p*q^4*x^2+4478*a^2*g*p*q^3*r*x^2-5668*a^2*g*p*q^3*x^3+17767*a^2*g*p *q^2*r^2*x^2-54920*a^2*g*p*q^2*r*x^3-3015*a^2*g*p*q^2*x^4+26750*a^2*g*p*q*r^3*x ^2-134614*a^2*g*p*q*r^2*x^3+24730*a^2*g*p*q*r*x^4+13266*a^2*g*p*r^4*x^2-96402*a ^2*g*p*r^3*x^3+42996*a^2*g*p*r^2*x^4+14*a^2*g*q^5*x^2+365*a^2*g*q^4*r*x^2-690*a ^2*g*q^4*x^3+2714*a^2*g*q^3*r^2*x^2-11540*a^2*g*q^3*r*x^3-1005*a^2*g*q^3*x^4+ 7559*a^2*g*q^2*r^3*x^2-47419*a^2*g*q^2*r^2*x^3+12365*a^2*g*q^2*r*x^4+8522*a^2*g *q*r^4*x^2-73542*a^2*g*q*r^3*x^3+42996*a^2*g*q*r^2*x^4+3326*a^2*g*r^5*x^2-37449 *a^2*g*r^4*x^3+35549*a^2*g*r^3*x^4+198*a^2*p^6*x^2+858*a^2*p^5*q*x^2+1749*a^2*p ^5*r*x^2-1314*a^2*p^5*x^3+1454*a^2*p^4*q^2*x^2+6251*a^2*p^4*q*r*x^2-5425*a^2*p^ 4*q*x^3+6019*a^2*p^4*r^2*x^2-13642*a^2*p^4*r*x^3-14*a^2*p^4*x^4+1196*a^2*p^3*q^ 3*x^2+8335*a^2*p^3*q^2*r*x^2-8560*a^2*p^3*q^2*x^3+17040*a^2*p^3*q*r^2*x^2-44878 *a^2*p^3*q*r*x^3-56*a^2*p^3*q*x^4+10546*a^2*p^3*r^3*x^2-47445*a^2*p^3*r^2*x^3+ 9346*a^2*p^3*r*x^4+474*a^2*p^2*q^4*x^2+4989*a^2*p^2*q^3*r*x^2-6270*a^2*p^2*q^3* x^3+16743*a^2*p^2*q^2*r^2*x^2-52782*a^2*p^2*q^2*r*x^3-84*a^2*p^2*q^2*x^4+22194* a^2*p^2*q*r^3*x^2-115836*a^2*p^2*q*r^2*x^3+28038*a^2*p^2*q*r*x^4+10044*a^2*p^2* r^4*x^2-75370*a^2*p^2*r^3*x^3+39353*a^2*p^2*r^2*x^4+74*a^2*p*q^5*x^2+1232*a^2*p *q^4*r*x^2-1990*a^2*p*q^4*x^3+6442*a^2*p*q^3*r^2*x^2-25498*a^2*p*q^3*r*x^3-56*a ^2*p*q^3*x^4+14297*a^2*p*q^2*r^3*x^2-89337*a^2*p*q^2*r^2*x^3+28038*a^2*p*q^2*r* x^4+13982*a^2*p*q*r^4*x^2-121732*a^2*p*q*r^3*x^3+78706*a^2*p*q*r^2*x^4+4969*a^2 *p*r^5*x^2-56403*a^2*p*r^4*x^3+57134*a^2*p*r^3*x^4+2*a^2*q^6*x^2+76*a^2*q^5*r*x ^2-169*a^2*q^5*x^3+720*a^2*q^4*r^2*x^2-3952*a^2*q^4*r*x^3-14*a^2*q^4*x^4+2649*a ^2*q^3*r^3*x^2-20946*a^2*q^3*r^2*x^3+9346*a^2*q^3*r*x^4+4435*a^2*q^2*r^4*x^2-\ 46362*a^2*q^2*r^3*x^3+39353*a^2*q^2*r^2*x^4+3435*a^2*q*r^5*x^2-45349*a^2*q*r^4* x^3+57134*a^2*q*r^3*x^4+1003*a^2*r^6*x^2-16150*a^2*r^5*x^3+27423*a^2*r^4*x^4+ 224*a*b^5*c^2*x^2+272*a*b^5*c*p*x^2+48*a*b^5*c*q*x^2+512*a*b^5*c*r*x^2+192*a*b^ 5*c*x^3+80*a*b^5*p^2*x^2+32*a*b^5*p*q*x^2+304*a*b^5*p*r*x^2+112*a*b^5*p*x^3+32* a*b^5*q*r*x^2+16*a*b^5*q*x^3+240*a*b^5*r^2*x^2-64*a*b^5*r*x^3-288*a*b^5*x^4+ 2016*a*b^4*c^3*x^2+880*a*b^4*c^2*g*x^2+3760*a*b^4*c^2*p*x^2+1216*a*b^4*c^2*q*x^ 2+6608*a*b^4*c^2*r*x^2-1424*a*b^4*c^2*x^3+1176*a*b^4*c*g*p*x^2+264*a*b^4*c*g*q* x^2+2120*a*b^4*c*g*r*x^2+720*a*b^4*c*g*x^3+2240*a*b^4*c*p^2*x^2+1712*a*b^4*c*p* q*x^2+7904*a*b^4*c*p*r*x^2-1784*a*b^4*c*p*x^3+152*a*b^4*c*q^2*x^2+2672*a*b^4*c* q*r*x^2-784*a*b^4*c*q*x^3+6048*a*b^4*c*r^2*x^2-8616*a*b^4*c*r*x^3-4240*a*b^4*c* x^4+376*a*b^4*g*p^2*x^2+200*a*b^4*g*p*q*x^2+1404*a*b^4*g*p*r*x^2+456*a*b^4*g*p* x^3+4*a*b^4*g*q^2*x^2+204*a*b^4*g*q*r*x^2+96*a*b^4*g*q*x^3+1128*a*b^4*g*r^2*x^2 -60*a*b^4*g*r*x^3-1080*a*b^4*g*x^4+432*a*b^4*p^3*x^2+564*a*b^4*p^2*q*x^2+2292*a *b^4*p^2*r*x^2-552*a*b^4*p^2*x^3+132*a*b^4*p*q^2*x^2+1824*a*b^4*p*q*r*x^2-524*a *b^4*p*q*x^3+3552*a*b^4*p*r^2*x^2-5012*a*b^4*p*r*x^3-1880*a*b^4*p*x^4+132*a*b^4 *q^2*r*x^2+28*a*b^4*q^2*x^3+1248*a*b^4*q*r^2*x^2-2372*a*b^4*q*r*x^3-1880*a*b^4* q*x^4+1692*a*b^4*r^3*x^2-5920*a*b^4*r^2*x^3-1880*a*b^4*r*x^4+7200*a*b^3*c^4*x^2 +6240*a*b^3*c^3*g*x^2+18208*a*b^3*c^3*p*x^2+7104*a*b^3*c^3*q*x^2+30144*a*b^3*c^ 3*r*x^2-16128*a*b^3*c^3*x^3+1320*a*b^3*c^2*g^2*x^2+12264*a*b^3*c^2*g*p*x^2+4264 *a*b^3*c^2*g*q*x^2+20640*a*b^3*c^2*g*r*x^2-4752*a*b^3*c^2*g*x^3+16240*a*b^3*c^2 *p^2*x^2+14864*a*b^3*c^2*p*q*x^2+53952*a*b^3*c^2*p*r*x^2-28184*a*b^3*c^2*p*x^3+ 2144*a*b^3*c^2*q^2*x^2+23056*a*b^3*c^2*q*r*x^2-15736*a*b^3*c^2*q*x^3+39752*a*b^ 3*c^2*r^2*x^2-81440*a*b^3*c^2*r*x^3-16864*a*b^3*c^2*x^4+1908*a*b^3*c*g^2*p*x^2+ 476*a*b^3*c*g^2*q*x^2+3304*a*b^3*c*g^2*r*x^2+1056*a*b^3*c*g^2*x^3+7580*a*b^3*c* g*p^2*x^2+6280*a*b^3*c*g*p*q*x^2+26000*a*b^3*c*g*p*r*x^2-6184*a*b^3*c*g*p*x^3+ 700*a*b^3*c*g*q^2*x^2+9240*a*b^3*c*g*q*r*x^2-3176*a*b^3*c*g*q*x^3+19728*a*b^3*c *g*r^2*x^2-26104*a*b^3*c*g*r*x^3-12512*a*b^3*c*g*x^4+6156*a*b^3*c*p^3*x^2+9492* a*b^3*c*p^2*q*x^2+30672*a*b^3*c*p^2*r*x^2-15984*a*b^3*c*p^2*x^3+3524*a*b^3*c*p* q^2*x^2+30128*a*b^3*c*p*q*r*x^2-19808*a*b^3*c*p*q*x^3+45524*a*b^3*c*p*r^2*x^2-\ 90680*a*b^3*c*p*r*x^3-14368*a*b^3*c*p*x^4+188*a*b^3*c*q^3*x^2+4864*a*b^3*c*q^2* r*x^2-3824*a*b^3*c*q^2*x^3+21052*a*b^3*c*q*r^2*x^2-54872*a*b^3*c*q*r*x^3-14368* a*b^3*c*q*x^4+21008*a*b^3*c*r^3*x^2-91552*a*b^3*c*r^2*x^3-320*a*b^3*c*r*x^4+652 *a*b^3*g^2*p^2*x^2+400*a*b^3*g^2*p*q*x^2+2408*a*b^3*g^2*p*r*x^2+716*a*b^3*g^2*p *x^3+12*a*b^3*g^2*q^2*x^2+412*a*b^3*g^2*q*r*x^2+188*a*b^3*g^2*q*x^3+1956*a*b^3* g^2*r^2*x^2+148*a*b^3*g^2*r*x^3-1584*a*b^3*g^2*x^4+1496*a*b^3*g*p^3*x^2+2124*a* b^3*g*p^2*q*x^2+7772*a*b^3*g*p^2*r*x^2-1980*a*b^3*g*p^2*x^3+640*a*b^3*g*p*q^2*x ^2+6664*a*b^3*g*p*q*r*x^2-2216*a*b^3*g*p*q*x^3+11976*a*b^3*g*p*r^2*x^2-15928*a* b^3*g*p*r*x^3-5536*a*b^3*g*p*x^4+12*a*b^3*g*q^3*x^2+652*a*b^3*g*q^2*r*x^2-236*a *b^3*g*q^2*x^3+4600*a*b^3*g*q*r^2*x^2-8056*a*b^3*g*q*r*x^3-5536*a*b^3*g*q*x^4+ 5700*a*b^3*g*r^3*x^2-18896*a*b^3*g*r^2*x^3-5536*a*b^3*g*r*x^4+844*a*b^3*p^4*x^2 +1900*a*b^3*p^3*q*x^2+5588*a*b^3*p^3*r*x^2-2958*a*b^3*p^3*x^3+1268*a*b^3*p^2*q^ 2*x^2+9164*a*b^3*p^2*q*r*x^2-5922*a*b^3*p^2*q*x^3+12452*a*b^3*p^2*r^2*x^2-24448 *a*b^3*p^2*r*x^3-3016*a*b^3*p^2*x^4+212*a*b^3*p*q^3*x^2+3788*a*b^3*p*q^2*r*x^2-\ 2970*a*b^3*p*q^2*x^3+13160*a*b^3*p*q*r^2*x^2-32560*a*b^3*p*q*r*x^3-6032*a*b^3*p *q*x^4+11516*a*b^3*p*r^3*x^2-49248*a*b^3*p*r^2*x^3+1376*a*b^3*p*r*x^4+212*a*b^3 *q^3*r*x^2-6*a*b^3*q^3*x^3+2396*a*b^3*q^2*r^2*x^2-8112*a*b^3*q^2*r*x^3-3016*a*b ^3*q^2*x^4+5896*a*b^3*q*r^3*x^2-31136*a*b^3*q*r^2*x^3+1376*a*b^3*q*r*x^4+3808*a *b^3*r^4*x^2-29288*a*b^3*r^3*x^3+9800*a*b^3*r^2*x^4+12480*a*b^2*c^5*x^2+16288*a *b^2*c^4*g*x^2+40144*a*b^2*c^4*p*x^2+17120*a*b^2*c^4*q*x^2+63600*a*b^2*c^4*r*x^ 2-46544*a*b^2*c^4*x^3+6928*a*b^2*c^3*g^2*x^2+42696*a*b^2*c^3*g*p*x^2+17304*a*b^ 2*c^3*g*q*x^2+68208*a*b^2*c^3*g*r*x^2-37552*a*b^2*c^3*g*x^3+47944*a*b^2*c^3*p^2 *x^2+47776*a*b^2*c^3*p*q*x^2+152912*a*b^2*c^3*p*r*x^2-106392*a*b^2*c^3*p*x^3+ 8328*a*b^2*c^3*q^2*x^2+71968*a*b^2*c^3*q*r*x^2-65592*a*b^2*c^3*q*x^3+109720*a*b ^2*c^3*r^2*x^2-264496*a*b^2*c^3*r*x^3-27312*a*b^2*c^3*x^4+952*a*b^2*c^2*g^3*x^2 +14252*a*b^2*c^2*g^2*p*x^2+5144*a*b^2*c^2*g^2*q*x^2+23112*a*b^2*c^2*g^2*r*x^2-\ 5628*a*b^2*c^2*g^2*x^3+38996*a*b^2*c^2*g*p^2*x^2+37288*a*b^2*c^2*g*p*q*x^2+ 126456*a*b^2*c^2*g*p*r*x^2-66984*a*b^2*c^2*g*p*x^3+5900*a*b^2*c^2*g*q^2*x^2+ 55384*a*b^2*c^2*g*q*r*x^2-39708*a*b^2*c^2*g*q*x^3+92168*a*b^2*c^2*g*r^2*x^2-\ 182932*a*b^2*c^2*g*r*x^3-36072*a*b^2*c^2*g*x^4+27128*a*b^2*c^2*p^3*x^2+45200*a* b^2*c^2*p^2*q*x^2+129784*a*b^2*c^2*p^2*r*x^2-88076*a*b^2*c^2*p^2*x^3+19744*a*b^ 2*c^2*p*q^2*x^2+139152*a*b^2*c^2*p*q*r*x^2-118912*a*b^2*c^2*p*q*x^3+187400*a*b^ 2*c^2*p*r^2*x^2-432808*a*b^2*c^2*p*r*x^3-32856*a*b^2*c^2*p*x^4+1672*a*b^2*c^2*q ^3*x^2+27656*a*b^2*c^2*q^2*r*x^2-30836*a*b^2*c^2*q^2*x^3+96136*a*b^2*c^2*q*r^2* x^2-286384*a*b^2*c^2*q*r*x^3-32856*a*b^2*c^2*q*x^4+84744*a*b^2*c^2*r^3*x^2-\ 407796*a*b^2*c^2*r^2*x^3+57072*a*b^2*c^2*r*x^4+1470*a*b^2*c*g^3*p*x^2+386*a*b^2 *c*g^3*q*x^2+2454*a*b^2*c*g^3*r*x^2+756*a*b^2*c*g^3*x^3+9090*a*b^2*c*g^2*p^2*x^ 2+7912*a*b^2*c*g^2*p*q*x^2+30538*a*b^2*c*g^2*p*r*x^2-7538*a*b^2*c*g^2*p*x^3+976 *a*b^2*c*g^2*q^2*x^2+11170*a*b^2*c*g^2*q*r*x^2-4220*a*b^2*c*g^2*q*x^3+23022*a*b ^2*c*g^2*r^2*x^2-28790*a*b^2*c*g^2*r*x^3-13524*a*b^2*c*g^2*x^4+14988*a*b^2*c*g* p^3*x^2+24164*a*b^2*c*g*p^2*q*x^2+73294*a*b^2*c*g*p^2*r*x^2-38484*a*b^2*c*g*p^2 *x^3+9850*a*b^2*c*g*p*q^2*x^2+74572*a*b^2*c*g*p*q*r*x^2-50376*a*b^2*c*g*p*q*x^3 +107972*a*b^2*c*g*p*r^2*x^2-208006*a*b^2*c*g*p*r*x^3-30558*a*b^2*c*g*p*x^4+674* a*b^2*c*g*q^3*x^2+12954*a*b^2*c*g*q^2*r*x^2-11892*a*b^2*c*g*q^2*x^3+51662*a*b^2 *c*g*q*r^2*x^2-129940*a*b^2*c*g*q*r*x^3-30558*a*b^2*c*g*q*x^4+49666*a*b^2*c*g*r ^3*x^2-208832*a*b^2*c*g*r^2*x^3+630*a*b^2*c*g*r*x^4+7352*a*b^2*c*p^4*x^2+17724* a*b^2*c*p^3*q*x^2+46648*a*b^2*c*p^3*r*x^2-31550*a*b^2*c*p^3*x^3+13506*a*b^2*c*p ^2*q^2*x^2+82524*a*b^2*c*p^2*q*r*x^2-68022*a*b^2*c*p^2*q*x^3+100944*a*b^2*c*p^2 *r^2*x^2-227884*a*b^2*c*p^2*r*x^3-12726*a*b^2*c*p^2*x^4+3248*a*b^2*c*p*q^3*x^2+ 39936*a*b^2*c*p*q^2*r*x^2-41394*a*b^2*c*p*q^2*x^3+116076*a*b^2*c*p*q*r^2*x^2-\ 325556*a*b^2*c*p*q*r*x^3-25452*a*b^2*c*p*q*x^4+91352*a*b^2*c*p*r^3*x^2-427626*a *b^2*c*p*r^2*x^3+62604*a*b^2*c*p*r*x^4+114*a*b^2*c*q^4*x^2+4060*a*b^2*c*q^3*r*x ^2-4922*a*b^2*c*q^3*x^3+26094*a*b^2*c*q^2*r^2*x^2-97672*a*b^2*c*q^2*r*x^3-12726 *a*b^2*c*q^2*x^4+51276*a*b^2*c*q*r^3*x^2-295512*a*b^2*c*q*r^2*x^3+62604*a*b^2*c *q*r*x^4+29704*a*b^2*c*r^4*x^2-240524*a*b^2*c*r^3*x^3+121830*a*b^2*c*r^2*x^4+ 530*a*b^2*g^3*p^2*x^2+354*a*b^2*g^3*p*q*x^2+1943*a*b^2*g^3*p*r*x^2+542*a*b^2*g^ 3*p*x^3+13*a*b^2*g^3*q^2*x^2+367*a*b^2*g^3*q*r*x^2+164*a*b^2*g^3*q*x^3+1590*a*b ^2*g^3*r^2*x^2+253*a*b^2*g^3*r*x^3-1134*a*b^2*g^3*x^4+1828*a*b^2*g^2*p^3*x^2+ 2737*a*b^2*g^2*p^2*q*x^2+9365*a*b^2*g^2*p^2*r*x^2-2472*a*b^2*g^2*p^2*x^3+935*a* b^2*g^2*p*q^2*x^2+8436*a*b^2*g^2*p*q*r*x^2-3021*a*b^2*g^2*p*q*x^3+14380*a*b^2*g ^2*p*r^2*x^2-18299*a*b^2*g^2*p*r*x^3-5970*a*b^2*g^2*p*x^4+26*a*b^2*g^2*q^3*x^2+ 961*a*b^2*g^2*q^2*r*x^2-549*a*b^2*g^2*q^2*x^3+5852*a*b^2*g^2*q*r^2*x^2-9695*a*b ^2*g^2*q*r*x^3-5970*a*b^2*g^2*q*x^4+6843*a*b^2*g^2*r^3*x^2-21776*a*b^2*g^2*r^2* x^3-5970*a*b^2*g^2*r*x^4+2066*a*b^2*g*p^4*x^2+4852*a*b^2*g*p^3*q*x^2+13449*a*b^ 2*g*p^3*r*x^2-7176*a*b^2*g*p^3*x^3+3519*a*b^2*g*p^2*q^2*x^2+22869*a*b^2*g*p^2*q *r*x^2-15087*a*b^2*g*p^2*q*x^3+29760*a*b^2*g*p^2*r^2*x^2-56763*a*b^2*g*p^2*r*x^ 3-6369*a*b^2*g*p^2*x^4+746*a*b^2*g*p*q^3*x^2+10179*a*b^2*g*p*q^2*r*x^2-8646*a*b ^2*g*p*q^2*x^3+32586*a*b^2*g*p*q*r^2*x^2-78000*a*b^2*g*p*q*r*x^3-12738*a*b^2*g* p*q*x^4+27437*a*b^2*g*p*r^3*x^2-113534*a*b^2*g*p*r^2*x^3+3684*a*b^2*g*p*r*x^4+ 13*a*b^2*g*q^4*x^2+759*a*b^2*g*q^3*r*x^2-735*a*b^2*g*q^3*x^3+6471*a*b^2*g*q^2*r ^2*x^2-21237*a*b^2*g*q^2*r*x^3-6369*a*b^2*g*q^2*x^4+14569*a*b^2*g*q*r^3*x^2-\ 74252*a*b^2*g*q*r^2*x^3+3684*a*b^2*g*q*r*x^4+9060*a*b^2*g*r^4*x^2-67408*a*b^2*g *r^3*x^3+22167*a*b^2*g*r^2*x^4+768*a*b^2*p^5*x^2+2469*a*b^2*p^4*q*x^2+6027*a*b^ 2*p^4*r*x^2-4146*a*b^2*p^4*x^3+2799*a*b^2*p^3*q^2*x^2+15312*a*b^2*p^3*q*r*x^2-\ 12480*a*b^2*p^3*q*x^3+17280*a*b^2*p^3*r^2*x^2-38889*a*b^2*p^3*r*x^3-1563*a*b^2* p^3*x^4+1263*a*b^2*p^2*q^3*x^2+12708*a*b^2*p^2*q^2*r*x^2-12564*a*b^2*p^2*q^2*x^ 3+32445*a*b^2*p^2*q*r^2*x^2-87960*a*b^2*p^2*q*r*x^3-4689*a*b^2*p^2*q*x^4+23358* a*b^2*p^2*r^3*x^2-108140*a*b^2*p^2*r^2*x^3+16749*a*b^2*p^2*r*x^4+165*a*b^2*p*q^ 4*x^2+3588*a*b^2*p*q^3*r*x^2-4272*a*b^2*p*q^3*x^3+17325*a*b^2*p*q^2*r^2*x^2-\ 59253*a*b^2*p*q^2*r*x^3-4689*a*b^2*p*q^2*x^4+28830*a*b^2*p*q*r^3*x^2-159955*a*b ^2*p*q*r^2*x^3+33498*a*b^2*p*q*r*x^4+15144*a*b^2*p*r^4*x^2-120104*a*b^2*p*r^3*x ^3+59397*a*b^2*p*r^2*x^4+165*a*b^2*q^4*r*x^2-42*a*b^2*q^4*x^3+2160*a*b^2*q^3*r^ 2*x^2-10182*a*b^2*q^3*r*x^3-1563*a*b^2*q^3*x^4+7416*a*b^2*q^2*r^3*x^2-51815*a*b ^2*q^2*r^2*x^3+16749*a*b^2*q^2*r*x^4+9228*a*b^2*q*r^4*x^2-87734*a*b^2*q*r^3*x^3 +59397*a*b^2*q*r^2*x^4+3807*a*b^2*r^5*x^2-46707*a*b^2*r^4*x^3+49509*a*b^2*r^3*x ^4+10368*a*b*c^6*x^2+18208*a*b*c^5*g*x^2+40832*a*b*c^5*p*x^2+18272*a*b*c^5*q*x^ 2+62560*a*b*c^5*r*x^2-54016*a*b*c^5*x^3+11760*a*b*c^4*g^2*x^2+60320*a*b*c^4*g*p *x^2+26288*a*b*c^4*g*q*x^2+92776*a*b*c^4*g*r*x^2-69536*a*b*c^4*g*x^3+61496*a*b* c^4*p^2*x^2+64288*a*b*c^4*p*q*x^2+190656*a*b*c^4*p*r*x^2-153312*a*b*c^4*p*x^3+ 12344*a*b*c^4*q^2*x^2+94128*a*b*c^4*q*r*x^2-99744*a*b*c^4*q*x^3+134360*a*b*c^4* r^2*x^2-353632*a*b*c^4*r*x^3-17904*a*b*c^4*x^4+3288*a*b*c^3*g^3*x^2+31864*a*b*c ^3*g^2*p*x^2+13168*a*b*c^3*g^2*q*x^2+49360*a*b*c^3*g^2*r*x^2-27968*a*b*c^3*g^2* x^3+73392*a*b*c^3*g*p^2*x^2+75184*a*b*c^3*g*p*q*x^2+229456*a*b*c^3*g*p*r*x^2-\ 161080*a*b*c^3*g*p*x^3+13776*a*b*c^3*g*q^2*x^2+109552*a*b*c^3*g*q*r*x^2-102792* a*b*c^3*g*q*x^3+162952*a*b*c^3*g*r^2*x^2-386336*a*b*c^3*g*r*x^3-37008*a*b*c^3*g *x^4+46488*a*b*c^3*p^3*x^2+80968*a*b*c^3*p^2*q*x^2+216608*a*b*c^3*p^2*r*x^2-\ 167344*a*b*c^3*p^2*x^3+38440*a*b*c^3*p*q^2*x^2+243104*a*b*c^3*p*q*r*x^2-236352* a*b*c^3*p*q*x^3+307496*a*b*c^3*p*r^2*x^2-765904*a*b*c^3*p*r*x^3-25376*a*b*c^3*p *x^4+3960*a*b*c^3*q^3*x^2+53024*a*b*c^3*q^2*r*x^2-69008*a*b*c^3*q^2*x^3+165848* a*b*c^3*q*r^2*x^2-529840*a*b*c^3*q*r*x^3-25376*a*b*c^3*q*x^4+137376*a*b*c^3*r^3 *x^2-695808*a*b*c^3*r^2*x^3+151936*a*b*c^3*r*x^4+332*a*b*c^2*g^4*x^2+7040*a*b*c ^2*g^3*p*x^2+2588*a*b*c^2*g^3*q*x^2+11058*a*b*c^2*g^3*r*x^2-2824*a*b*c^2*g^3*x^ 3+29730*a*b*c^2*g^2*p^2*x^2+29232*a*b*c^2*g^2*p*q*x^2+94594*a*b*c^2*g^2*p*r*x^2 -50744*a*b*c^2*g^2*p*x^3+4854*a*b*c^2*g^2*q^2*x^2+41986*a*b*c^2*g^2*q*r*x^2-\ 31288*a*b*c^2*g^2*q*x^3+68320*a*b*c^2*g^2*r^2*x^2-132688*a*b*c^2*g^2*r*x^3-\ 25124*a*b*c^2*g^2*x^4+41974*a*b*c^2*g*p^3*x^2+71978*a*b*c^2*g*p^2*q*x^2+197778* a*b*c^2*g*p^2*r*x^2-134364*a*b*c^2*g*p^2*x^3+33134*a*b*c^2*g*p*q^2*x^2+216760*a *b*c^2*g*p*q*r*x^2-187152*a*b*c^2*g*p*q*x^3+283620*a*b*c^2*g*p*r^2*x^2-640546*a *b*c^2*g*p*r*x^3-44020*a*b*c^2*g*p*x^4+3130*a*b*c^2*g*q^3*x^2+44742*a*b*c^2*g*q ^2*r*x^2-52788*a*b*c^2*g*q^2*x^3+148302*a*b*c^2*g*q*r^2*x^2-432302*a*b*c^2*g*q* r*x^3-44020*a*b*c^2*g*q*x^4+127816*a*b*c^2*g*r^3*x^2-599448*a*b*c^2*g*r^2*x^3+ 85660*a*b*c^2*g*r*x^4+18862*a*b*c^2*p^4*x^2+47308*a*b*c^2*p^3*q*x^2+116596*a*b* c^2*p^3*r*x^2-88652*a*b*c^2*p^3*x^3+38628*a*b*c^2*p^2*q^2*x^2+214824*a*b*c^2*p^ 2*q*r*x^2-198636*a*b*c^2*p^2*q*x^3+248038*a*b*c^2*p^2*r^2*x^2-598596*a*b*c^2*p^ 2*r*x^3-12060*a*b*c^2*p^2*x^4+10780*a*b*c^2*p*q^3*x^2+111972*a*b*c^2*p*q^2*r*x^ 2-131316*a*b*c^2*p*q^2*x^3+297740*a*b*c^2*p*q*r^2*x^2-886512*a*b*c^2*p*q*r*x^3-\ 24120*a*b*c^2*p*q*x^4+221736*a*b*c^2*p*r^3*x^2-1082478*a*b*c^2*p*r^2*x^3+228872 *a*b*c^2*p*r*x^4+598*a*b*c^2*q^4*x^2+13744*a*b*c^2*q^3*r*x^2-21332*a*b*c^2*q^3* x^3+73186*a*b*c^2*q^2*r^2*x^2-287916*a*b*c^2*q^2*r*x^3-12060*a*b*c^2*q^2*x^4+ 130224*a*b*c^2*q*r^3*x^2-781170*a*b*c^2*q*r^2*x^3+228872*a*b*c^2*q*r*x^4+71432* a*b*c^2*r^4*x^2-591536*a*b*c^2*r^3*x^3+356692*a*b*c^2*r^2*x^4+542*a*b*c*g^4*p*x ^2+146*a*b*c*g^4*q*x^2+876*a*b*c*g^4*r*x^2+264*a*b*c*g^4*x^3+4612*a*b*c*g^3*p^2 *x^2+4144*a*b*c*g^3*p*q*x^2+15253*a*b*c*g^3*p*r*x^2-3870*a*b*c*g^3*p*x^3+538*a* b*c*g^3*q^2*x^2+5671*a*b*c*g^3*q*r*x^2-2282*a*b*c*g^3*q*x^3+11441*a*b*c*g^3*r^2 *x^2-13700*a*b*c*g^3*r*x^3-6340*a*b*c*g^3*x^4+11567*a*b*c*g^2*p^3*x^2+19219*a*b *c*g^2*p^2*q*x^2+55799*a*b*c*g^2*p^2*r*x^2-29456*a*b*c*g^2*p^2*x^3+8287*a*b*c*g ^2*p*q^2*x^2+58164*a*b*c*g^2*p*q*r*x^2-39976*a*b*c*g^2*p*q*x^3+81750*a*b*c*g^2* p*r^2*x^2-153635*a*b*c*g^2*p*r*x^3-21162*a*b*c*g^2*p*x^4+635*a*b*c*g^2*q^3*x^2+ 10565*a*b*c*g^2*q^2*r*x^2-10520*a*b*c*g^2*q^2*x^3+40017*a*b*c*g^2*q*r^2*x^2-\ 98197*a*b*c*g^2*q*r*x^3-21162*a*b*c*g^2*q*x^4+37518*a*b*c*g^2*r^3*x^2-153524*a* b*c*g^2*r^2*x^3+1334*a*b*c*g^2*r*x^4+11429*a*b*c*g*p^4*x^2+28326*a*b*c*g*p^3*q* x^2+71560*a*b*c*g*p^3*r*x^2-48316*a*b*c*g*p^3*x^3+22646*a*b*c*g*p^2*q^2*x^2+ 129558*a*b*c*g*p^2*q*r*x^2-107100*a*b*c*g*p^2*q*x^3+153943*a*b*c*g*p^2*r^2*x^2-\ 339590*a*b*c*g*p^2*r*x^3-16778*a*b*c*g*p^2*x^4+6030*a*b*c*g*p*q^3*x^2+65280*a*b *c*g*p*q^2*r*x^2-69252*a*b*c*g*p*q^2*x^3+180874*a*b*c*g*p*q*r^2*x^2-494472*a*b* c*g*p*q*r*x^3-33556*a*b*c*g*p*q*x^4+138922*a*b*c*g*p*r^3*x^2-633143*a*b*c*g*p*r ^2*x^3+93116*a*b*c*g*p*r*x^4+281*a*b*c*g*q^4*x^2+7282*a*b*c*g*q^3*r*x^2-10468*a *b*c*g*q^3*x^3+42373*a*b*c*g*q^2*r^2*x^2-154882*a*b*c*g*q^2*r*x^3-16778*a*b*c*g *q^2*x^4+79642*a*b*c*g*q*r^3*x^2-446089*a*b*c*g*q*r^2*x^3+93116*a*b*c*g*q*r*x^4 +45110*a*b*c*g*r^4*x^2-355504*a*b*c*g*r^3*x^3+177198*a*b*c*g*r^2*x^4+3928*a*b*c *p^5*x^2+13070*a*b*c*p^4*q*x^2+30024*a*b*c*p^4*r*x^2-22920*a*b*c*p^4*x^3+15676* a*b*c*p^3*q^2*x^2+78960*a*b*c*p^3*q*r*x^2-71328*a*b*c*p^3*q*x^3+84588*a*b*c*p^3 *r^2*x^2-201710*a*b*c*p^3*r*x^3-1980*a*b*c*p^3*x^4+7888*a*b*c*p^2*q^3*x^2+69444 *a*b*c*p^2*q^2*r*x^2-76464*a*b*c*p^2*q^2*x^3+164562*a*b*c*p^2*q*r^2*x^2-470046* a*b*c*p^2*q*r*x^3-5940*a*b*c*p^2*q*x^4+112900*a*b*c*p^2*r^3*x^2-540690*a*b*c*p^ 2*r^2*x^3+113836*a*b*c*p^2*r*x^4+1388*a*b*c*p*q^4*x^2+22104*a*b*c*p*q^3*r*x^2-\ 30624*a*b*c*p*q^3*x^3+93660*a*b*c*p*q^2*r^2*x^2-334962*a*b*c*p*q^2*r*x^3-5940*a *b*c*p*q^2*x^4+144524*a*b*c*p*q*r^3*x^2-826944*a*b*c*p*q*r^2*x^3+227672*a*b*c*p *q*r*x^4+72492*a*b*c*p*r^4*x^2-583956*a*b*c*p*r^3*x^3+336252*a*b*c*p*r^2*x^4+34 *a*b*c*q^5*x^2+1596*a*b*c*q^4*r*x^2-2568*a*b*c*q^4*x^3+13686*a*b*c*q^3*r^2*x^2-\ 66626*a*b*c*q^3*r*x^3-1980*a*b*c*q^3*x^4+39892*a*b*c*q^2*r^3*x^2-286254*a*b*c*q ^2*r^2*x^3+113836*a*b*c*q^2*r*x^4+45852*a*b*c*q*r^4*x^2-441516*a*b*c*q*r^3*x^3+ 336252*a*b*c*q*r^2*x^4+18084*a*b*c*r^5*x^2-222056*a*b*c*r^4*x^3+253612*a*b*c*r^ 3*x^4+204*a*b*g^4*p^2*x^2+144*a*b*g^4*p*q*x^2+744*a*b*g^4*p*r*x^2+198*a*b*g^4*p *x^3+6*a*b*g^4*q^2*x^2+150*a*b*g^4*q*r*x^2+66*a*b*g^4*q*x^3+612*a*b*g^4*r^2*x^2 +132*a*b*g^4*r*x^3-396*a*b*g^4*x^4+942*a*b*g^3*p^3*x^2+1462*a*b*g^3*p^2*q*x^2+ 4780*a*b*g^3*p^2*r*x^2-1292*a*b*g^3*p^2*x^3+538*a*b*g^3*p*q^2*x^2+4456*a*b*g^3* p*q*r*x^2-1664*a*b*g^3*p*q*x^3+7324*a*b*g^3*p*r^2*x^2-9016*a*b*g^3*p*r*x^3-2792 *a*b*g^3*p*x^4+18*a*b*g^3*q^3*x^2+556*a*b*g^3*q^2*r*x^2-372*a*b*g^3*q^2*x^3+ 3100*a*b*g^3*q*r^2*x^2-4936*a*b*g^3*q*r*x^3-2792*a*b*g^3*q*x^4+3486*a*b*g^3*r^3 *x^2-10752*a*b*g^3*r^2*x^3-2792*a*b*g^3*r*x^4+1602*a*b*g^2*p^4*x^2+3874*a*b*g^2 *p^3*q*x^2+10306*a*b*g^2*p^3*r*x^2-5525*a*b*g^2*p^3*x^3+2960*a*b*g^2*p^2*q^2*x^ 2+17986*a*b*g^2*p^2*q*r*x^2-11997*a*b*g^2*p^2*q*x^3+22696*a*b*g^2*p^2*r^2*x^2-\ 42344*a*b*g^2*p^2*r*x^3-4378*a*b*g^2*p^2*x^4+706*a*b*g^2*p*q^3*x^2+8404*a*b*g^2 *p*q^2*r*x^2-7419*a*b*g^2*p*q^2*x^3+25496*a*b*g^2*p*q*r^2*x^2-59520*a*b*g^2*p*q *r*x^3-8756*a*b*g^2*p*q*x^4+20882*a*b*g^2*p*r^3*x^2-84245*a*b*g^2*p*r^2*x^3+ 3080*a*b*g^2*p*r*x^4+18*a*b*g^2*q^4*x^2+724*a*b*g^2*q^3*r*x^2-947*a*b*g^2*q^3*x ^3+5356*a*b*g^2*q^2*r^2*x^2-17176*a*b*g^2*q^2*r*x^3-4378*a*b*g^2*q^2*x^4+11384* a*b*g^2*q*r^3*x^2-56483*a*b*g^2*q*r^2*x^3+3080*a*b*g^2*q*r*x^4+6890*a*b*g^2*r^4 *x^2-49980*a*b*g^2*r^3*x^3+16276*a*b*g^2*r^2*x^4+1194*a*b*g*p^5*x^2+3938*a*b*g* p^4*q*x^2+9248*a*b*g*p^4*r*x^2-6356*a*b*g*p^4*x^3+4656*a*b*g*p^3*q^2*x^2+24012* a*b*g*p^3*q*r*x^2-19608*a*b*g*p^3*q*x^3+26350*a*b*g*p^3*r^2*x^2-58104*a*b*g*p^3 *r*x^3-2010*a*b*g*p^3*x^4+2280*a*b*g*p^2*q^3*x^2+20660*a*b*g*p^2*q^2*r*x^2-\ 20688*a*b*g*p^2*q^2*x^3+50486*a*b*g*p^2*q*r^2*x^2-133712*a*b*g*p^2*q*r*x^3-6030 *a*b*g*p^2*q*x^4+35502*a*b*g*p^2*r^3*x^2-160460*a*b*g*p^2*r^2*x^3+24730*a*b*g*p ^2*r*x^4+374*a*b*g*p*q^4*x^2+6276*a*b*g*p*q^3*r*x^2-7976*a*b*g*p*q^3*x^3+27926* a*b*g*p*q^2*r^2*x^2-93112*a*b*g*p*q^2*r*x^3-6030*a*b*g*p*q^2*x^4+44688*a*b*g*p* q*r^3*x^2-241368*a*b*g*p*q*r^2*x^3+49460*a*b*g*p*q*r*x^4+22976*a*b*g*p*r^4*x^2-\ 177796*a*b*g*p*r^3*x^3+85992*a*b*g*p*r^2*x^4+6*a*b*g*q^5*x^2+380*a*b*g*q^4*r*x^ 2-540*a*b*g*q^4*x^3+3790*a*b*g*q^3*r^2*x^2-17504*a*b*g*q^3*r*x^3-2010*a*b*g*q^3 *x^4+11922*a*b*g*q^2*r^3*x^2-80908*a*b*g*q^2*r^2*x^3+24730*a*b*g*q^2*r*x^4+ 14276*a*b*g*q*r^4*x^2-132076*a*b*g*q*r^3*x^3+85992*a*b*g*q*r^2*x^4+5770*a*b*g*r ^5*x^2-69084*a*b*g*r^4*x^3+71098*a*b*g*r^3*x^4+330*a*b*p^6*x^2+1382*a*b*p^5*q*x ^2+2978*a*b*p^5*r*x^2-2321*a*b*p^5*x^3+2228*a*b*p^4*q^2*x^2+10332*a*b*p^4*q*r*x ^2-9315*a*b*p^4*q*x^3+10366*a*b*p^4*r^2*x^2-24842*a*b*p^4*r*x^3-28*a*b*p^4*x^4+ 1692*a*b*p^3*q^3*x^2+13190*a*b*p^3*q^2*r*x^2-14050*a*b*p^3*q^2*x^3+28546*a*b*p^ 3*q*r^2*x^2-79988*a*b*p^3*q*r*x^3-112*a*b*p^3*q*x^4+18284*a*b*p^3*r^3*x^2-87255 *a*b*p^3*r^2*x^3+18692*a*b*p^3*r*x^4+578*a*b*p^2*q^4*x^2+7358*a*b*p^2*q^3*r*x^2 -9470*a*b*p^2*q^3*x^3+26916*a*b*p^2*q^2*r^2*x^2-90912*a*b*p^2*q^2*r*x^3-168*a*b *p^2*q^2*x^4+37466*a*b*p^2*q*r^3*x^2-208767*a*b*p^2*q*r^2*x^3+56076*a*b*p^2*q*r *x^4+17486*a*b*p^2*r^4*x^2-139152*a*b*p^2*r^3*x^3+78706*a*b*p^2*r^2*x^4+62*a*b* p*q^5*x^2+1584*a*b*p*q^4*r*x^2-2445*a*b*p*q^4*x^3+9658*a*b*p*q^3*r^2*x^2-41228* a*b*p*q^3*r*x^3-112*a*b*p*q^3*x^4+23174*a*b*p*q^2*r^3*x^2-155769*a*b*p*q^2*r^2* x^3+56076*a*b*p*q^2*r*x^4+23712*a*b*p*q*r^4*x^2-220288*a*b*p*q*r^3*x^3+157412*a *b*p*q*r^2*x^4+8674*a*b*p*r^5*x^2-104302*a*b*p*r^4*x^3+114268*a*b*p*r^3*x^4+62* a*b*q^5*r*x^2-31*a*b*q^5*x^3+922*a*b*q^4*r^2*x^2-5462*a*b*q^4*r*x^3-28*a*b*q^4* x^4+3992*a*b*q^3*r^3*x^2-34257*a*b*q^3*r^2*x^3+18692*a*b*q^3*r*x^4+7220*a*b*q^2 *r^4*x^2-81136*a*b*q^2*r^3*x^3+78706*a*b*q^2*r^2*x^4+5842*a*b*q*r^5*x^2-82194*a *b*q*r^4*x^3+114268*a*b*q*r^3*x^4+1754*a*b*r^6*x^2-29884*a*b*r^5*x^3+54846*a*b* r^4*x^4+3296*a*c^7*x^2+7312*a*c^6*g*x^2+15504*a*c^6*p*x^2+7120*a*c^6*q*x^2+ 23120*a*c^6*r*x^2-22080*a*c^6*x^3+6384*a*c^5*g^2*x^2+29600*a*c^5*g*p*x^2+13392* a*c^5*g*q*x^2+44216*a*c^5*g*r*x^2-38928*a*c^5*g*x^3+28376*a*c^5*p^2*x^2+30528*a *c^5*p*q*x^2+86240*a*c^5*p*r*x^2-75168*a*c^5*p*x^3+6184*a*c^5*q^2*x^2+43600*a*c ^5*q*r*x^2-50528*a*c^5*q*x^3+60072*a*c^5*r^2*x^2-165872*a*c^5*r*x^3-3328*a*c^5* x^4+2728*a*c^4*g^3*x^2+21760*a*c^4*g^2*p*x^2+9576*a*c^4*g^2*q*x^2+32612*a*c^4*g ^2*r*x^2-24984*a*c^4*g^2*x^3+45344*a*c^4*g*p^2*x^2+48256*a*c^4*g*p*q*x^2+138348 *a*c^4*g*p*r*x^2-111656*a*c^4*g*p*x^3+9528*a*c^4*g*q^2*x^2+68788*a*c^4*g*q*r*x^ 2-74264*a*c^4*g*q*x^3+96664*a*c^4*g*r^2*x^2-251220*a*c^4*g*r*x^3-11336*a*c^4*g* x^4+26980*a*c^4*p^3*x^2+48308*a*c^4*p^2*q*x^2+123620*a*c^4*p^2*r*x^2-102216*a*c ^4*p^2*x^3+24076*a*c^4*p*q^2*x^2+142376*a*c^4*p*q*r*x^2-148384*a*c^4*p*q*x^3+ 173804*a*c^4*p*r^2*x^2-449160*a*c^4*p*r*x^3-3696*a*c^4*p*x^4+2748*a*c^4*q^3*x^2 +32556*a*c^4*q^2*r*x^2-46168*a*c^4*q^2*x^3+96244*a*c^4*q*r^2*x^2-318568*a*c^4*q *r*x^3-3696*a*c^4*q*x^4+77164*a*c^4*r^3*x^2-400044*a*c^4*r^2*x^3+105576*a*c^4*r *x^4+566*a*c^3*g^4*x^2+7620*a*c^3*g^3*p*x^2+3176*a*c^3*g^3*q*x^2+11494*a*c^3*g^ 3*r*x^2-6684*a*c^3*g^3*x^3+26946*a*c^3*g^2*p^2*x^2+28096*a*c^3*g^2*p*q*x^2+ 82916*a*c^3*g^2*p*r*x^2-58576*a*c^3*g^2*p*x^3+5286*a*c^3*g^2*q^2*x^2+39844*a*c^ 3*g^2*q*r*x^2-38264*a*c^3*g^2*q*x^3+58382*a*c^3*g^2*r^2*x^2-136692*a*c^3*g^2*r* x^3-12328*a*c^3*g^2*x^4+34616*a*c^3*g*p^3*x^2+61488*a*c^3*g*p^2*q*x^2+159448*a* c^3*g*p^2*r*x^2-122616*a*c^3*g*p^2*x^3+30168*a*c^3*g*p*q^2*x^2+181548*a*c^3*g*p *q*r*x^2-176720*a*c^3*g*p*q*x^3+225190*a*c^3*g*p*r^2*x^2-549850*a*c^3*g*p*r*x^3 -15568*a*c^3*g*p*x^4+3296*a*c^3*g*q^3*x^2+40460*a*c^3*g*q^2*r*x^2-54104*a*c^3*g *q^2*x^3+122864*a*c^3*g*q*r^2*x^2-385386*a*c^3*g*q*r*x^3-15568*a*c^3*g*q*x^4+ 100358*a*c^3*g*r^3*x^2-496804*a*c^3*g*r^2*x^3+109080*a*c^3*g*r*x^4+14628*a*c^3* p^4*x^2+37628*a*c^3*p^3*q*x^2+89020*a*c^3*p^3*r*x^2-71836*a*c^3*p^3*x^3+32028*a *c^3*p^2*q^2*x^2+168048*a*c^3*p^2*q*r*x^2-164788*a*c^3*p^2*q*x^3+187632*a*c^3*p ^2*r^2*x^2-466908*a*c^3*p^2*r*x^3+336*a*c^3*p^2*x^4+9684*a*c^3*p*q^3*x^2+91260* a*c^3*p*q^2*r*x^2-114068*a*c^3*p*q^2*x^3+230856*a*c^3*p*q*r^2*x^2-706104*a*c^3* p*q*r*x^3+672*a*c^3*p*q*x^4+166716*a*c^3*p*r^3*x^2-828038*a*c^3*p*r^2*x^3+ 205712*a*c^3*p*r*x^4+656*a*c^3*q^4*x^2+12232*a*c^3*q^3*r*x^2-21116*a*c^3*q^3*x^ 3+59400*a*c^3*q^2*r^2*x^2-239196*a*c^3*q^2*r*x^3+336*a*c^3*q^2*x^4+100436*a*c^3 *q*r^3*x^2-611878*a*c^3*q*r^2*x^3+205712*a*c^3*q*r*x^4+53476*a*c^3*r^4*x^2-\ 446192*a*c^3*r^3*x^3+292704*a*c^3*r^2*x^4+45*a*c^2*g^5*x^2+1255*a*c^2*g^4*p*x^2 +465*a*c^2*g^4*q*x^2+1918*a*c^2*g^4*r*x^2-510*a*c^2*g^4*x^3+7246*a*c^2*g^3*p^2* x^2+7256*a*c^2*g^3*p*q*x^2+22711*a*c^2*g^3*p*r*x^2-12306*a*c^2*g^3*p*x^3+1236*a *c^2*g^3*q^2*x^2+10145*a*c^2*g^3*q*r*x^2-7790*a*c^2*g^3*q*x^3+16280*a*c^2*g^3*r ^2*x^2-31121*a*c^2*g^3*r*x^3-5706*a*c^2*g^3*x^4+15565*a*c^2*g^2*p^3*x^2+27229*a *c^2*g^2*p^2*q*x^2+72523*a*c^2*g^2*p^2*r*x^2-49204*a*c^2*g^2*p^2*x^3+12961*a*c^ 2*g^2*p*q^2*x^2+80684*a*c^2*g^2*p*q*r*x^2-70028*a*c^2*g^2*p*q*x^3+103486*a*c^2* g^2*p*r^2*x^2-229421*a*c^2*g^2*p*r*x^3-14510*a*c^2*g^2*p*x^4+1297*a*c^2*g^2*q^3 *x^2+17039*a*c^2*g^2*q^2*r*x^2-20824*a*c^2*g^2*q^2*x^3+54779*a*c^2*g^2*q*r^2*x^ 2-157019*a*c^2*g^2*q*r*x^3-14510*a*c^2*g^2*q*x^4+46528*a*c^2*g^2*r^3*x^2-213605 *a*c^2*g^2*r^2*x^3+31024*a*c^2*g^2*r*x^4+14107*a*c^2*g*p^4*x^2+36076*a*c^2*g*p^ 3*q*x^2+86370*a*c^2*g*p^3*r*x^2-65174*a*c^2*g*p^3*x^3+30396*a*c^2*g*p^2*q^2*x^2 +161714*a*c^2*g*p^2*q*r*x^2-148710*a*c^2*g*p^2*q*x^3+182985*a*c^2*g*p^2*r^2*x^2 -432186*a*c^2*g*p^2*r*x^3-6930*a*c^2*g*p^2*x^4+8992*a*c^2*g*p*q^3*x^2+86488*a*c ^2*g*p*q^2*r*x^2-101898*a*c^2*g*p*q^2*x^3+222904*a*c^2*g*p*q*r^2*x^2-648336*a*c ^2*g*p*q*r*x^3-13860*a*c^2*g*p*q*x^4+163288*a*c^2*g*p*r^3*x^2-778001*a*c^2*g*p* r^2*x^3+163618*a*c^2*g*p*r*x^4+565*a*c^2*g*q^4*x^2+11144*a*c^2*g*q^3*r*x^2-\ 18362*a*c^2*g*q^3*x^3+56155*a*c^2*g*q^2*r^2*x^2-216150*a*c^2*g*q^2*r*x^3-6930*a *c^2*g*q^2*x^4+97266*a*c^2*g*q*r^3*x^2-568551*a*c^2*g*q*r^2*x^3+163618*a*c^2*g* q*r*x^4+52566*a*c^2*g*r^4*x^2-424824*a*c^2*g*r^3*x^3+252110*a*c^2*g*r^2*x^4+ 4570*a*c^2*p^5*x^2+15552*a*c^2*p^4*q*x^2+34396*a*c^2*p^4*r*x^2-27690*a*c^2*p^4* x^3+19316*a*c^2*p^3*q^2*x^2+92420*a*c^2*p^3*q*r*x^2-87952*a*c^2*p^3*q*x^3+95994 *a*c^2*p^3*r^2*x^2-235066*a*c^2*p^3*r*x^3+1888*a*c^2*p^3*x^4+10336*a*c^2*p^2*q^ 3*x^2+84078*a*c^2*p^2*q^2*r*x^2-97716*a*c^2*p^2*q^2*x^3+190800*a*c^2*p^2*q*r^2* x^2-557574*a*c^2*p^2*q*r*x^3+5664*a*c^2*p^2*q*x^4+127306*a*c^2*p^2*r^3*x^2-\ 618126*a*c^2*p^2*r^2*x^3+149310*a*c^2*p^2*r*x^4+2082*a*c^2*p*q^4*x^2+28480*a*c^ 2*p*q^3*r*x^2-42336*a*c^2*p*q^3*x^3+112518*a*c^2*p*q^2*r^2*x^2-409950*a*c^2*p*q ^2*r*x^3+5664*a*c^2*p*q^2*x^4+166548*a*c^2*p*q*r^3*x^2-963588*a*c^2*p*q*r^2*x^3 +298620*a*c^2*p*q*r*x^4+81364*a*c^2*p*r^4*x^2-658500*a*c^2*p*r^3*x^3+407412*a*c ^2*p*r^2*x^4+80*a*c^2*q^5*x^2+2426*a*c^2*q^4*r*x^2-4882*a*c^2*q^4*x^3+17712*a*c ^2*q^3*r^2*x^2-87442*a*c^2*q^3*r*x^3+1888*a*c^2*q^3*x^4+47756*a*c^2*q^2*r^3*x^2 -345462*a*c^2*q^2*r^2*x^3+149310*a*c^2*q^2*r*x^4+52616*a*c^2*q*r^4*x^2-507780*a *c^2*q*r^3*x^3+407412*a*c^2*q*r^2*x^4+20226*a*c^2*r^5*x^2-247750*a*c^2*r^4*x^3+ 292972*a*c^2*r^3*x^4+77*a*c*g^5*p*x^2+21*a*c*g^5*q*x^2+121*a*c*g^5*r*x^2+36*a*c *g^5*x^3+841*a*c*g^4*p^2*x^2+772*a*c*g^4*p*q*x^2+2748*a*c*g^4*p*r*x^2-712*a*c*g ^4*p*x^3+103*a*c*g^4*q^2*x^2+1031*a*c*g^4*q*r*x^2-434*a*c*g^4*q*x^3+2053*a*c*g^ 4*r^2*x^2-2377*a*c*g^4*r*x^3-1088*a*c*g^4*x^4+2849*a*c*g^3*p^3*x^2+4835*a*c*g^3 *p^2*q*x^2+13606*a*c*g^3*p^2*r*x^2-7207*a*c*g^3*p^2*x^3+2162*a*c*g^3*p*q^2*x^2+ 14428*a*c*g^3*p*q*r*x^2-10024*a*c*g^3*p*q*x^3+19855*a*c*g^3*p*r^2*x^2-36615*a*c *g^3*p*r*x^3-4781*a*c*g^3*p*x^4+176*a*c*g^3*q^3*x^2+2696*a*c*g^3*q^2*r*x^2-2817 *a*c*g^3*q^2*x^3+9872*a*c*g^3*q*r^2*x^2-23790*a*c*g^3*q*r*x^3-4781*a*c*g^3*q*x^ 4+9098*a*c*g^3*r^3*x^2-36455*a*c*g^3*r^2*x^3+483*a*c*g^3*r*x^4+4255*a*c*g^2*p^4 *x^2+10757*a*c*g^2*p^3*q*x^2+26392*a*c*g^2*p^3*r*x^2-17763*a*c*g^2*p^3*x^3+8882 *a*c*g^2*p^2*q^2*x^2+48599*a*c*g^2*p^2*q*r*x^2-40145*a*c*g^2*p^2*q*x^3+56548*a* c*g^2*p^2*r^2*x^2-122426*a*c*g^2*p^2*r*x^3-5443*a*c*g^2*p^2*x^4+2513*a*c*g^2*p* q^3*x^2+25179*a*c*g^2*p*q^2*r*x^2-27001*a*c*g^2*p*q^2*x^3+67501*a*c*g^2*p*q*r^2 *x^2-180770*a*c*g^2*p*q*r*x^3-10886*a*c*g^2*p*q*x^4+50940*a*c*g^2*p*r^3*x^2-\ 227243*a*c*g^2*p*r^2*x^3+33523*a*c*g^2*p*r*x^4+133*a*c*g^2*q^4*x^2+2972*a*c*g^2 *q^3*r*x^2-4619*a*c*g^2*q^3*x^3+16263*a*c*g^2*q^2*r^2*x^2-58344*a*c*g^2*q^2*r*x ^3-5443*a*c*g^2*q^2*x^4+29659*a*c*g^2*q*r^3*x^2-162396*a*c*g^2*q*r^2*x^3+33523* a*c*g^2*q*r*x^4+16529*a*c*g^2*r^4*x^2-127524*a*c*g^2*r^3*x^3+62709*a*c*g^2*r^2* x^4+2938*a*c*g*p^5*x^2+9957*a*c*g*p^4*q*x^2+22247*a*c*g*p^4*r*x^2-16875*a*c*g*p ^4*x^3+12286*a*c*g*p^3*q^2*x^2+59432*a*c*g*p^3*q*r*x^2-53376*a*c*g*p^3*q*x^3+ 62406*a*c*g*p^3*r^2*x^2-146003*a*c*g*p^3*r*x^3-922*a*c*g*p^3*x^4+6496*a*c*g*p^2 *q^3*x^2+53553*a*c*g*p^2*q^2*r*x^2-58878*a*c*g*p^2*q^2*x^3+123189*a*c*g*p^2*q*r ^2*x^2-344283*a*c*g*p^2*q*r*x^3-2766*a*c*g*p^2*q*x^4+83116*a*c*g*p^2*r^3*x^2-\ 389577*a*c*g*p^2*r^2*x^3+81085*a*c*g*p^2*r*x^4+1272*a*c*g*p*q^4*x^2+17798*a*c*g *p*q^3*r*x^2-25128*a*c*g*p*q^3*x^3+71760*a*c*g*p*q^2*r^2*x^2-250557*a*c*g*p*q^2 *r*x^3-2766*a*c*g*p*q^2*x^4+107910*a*c*g*p*q*r^3*x^2-602648*a*c*g*p*q*r^2*x^3+ 162170*a*c*g*p*q*r*x^4+53312*a*c*g*p*r^4*x^2-420270*a*c*g*p*r^3*x^3+237016*a*c* g*p*r^2*x^4+43*a*c*g*q^5*x^2+1430*a*c*g*q^4*r*x^2-2751*a*c*g*q^4*x^3+10977*a*c* g*q^3*r^2*x^2-52277*a*c*g*q^3*r*x^3-922*a*c*g*q^3*x^4+30493*a*c*g*q^2*r^3*x^2-\ 213071*a*c*g*q^2*r^2*x^3+81085*a*c*g*q^2*r*x^4+34196*a*c*g*q*r^4*x^2-321426*a*c *g*q*r^3*x^3+237016*a*c*g*q*r^2*x^4+13293*a*c*g*r^5*x^2-159821*a*c*g*r^4*x^3+ 178028*a*c*g*r^3*x^4+768*a*c*p^6*x^2+3280*a*c*p^5*q*x^2+6826*a*c*p^5*r*x^2-5571 *a*c*p^5*x^3+5444*a*c*p^4*q^2*x^2+24118*a*c*p^4*q*r*x^2-22763*a*c*p^4*q*x^3+ 23536*a*c*p^4*r^2*x^2-57630*a*c*p^4*r*x^3+828*a*c*p^4*x^4+4336*a*c*p^3*q^3*x^2+ 31638*a*c*p^3*q^2*r*x^2-35342*a*c*p^3*q^2*x^3+65972*a*c*p^3*q*r^2*x^2-188384*a* c*p^3*q*r*x^3+3312*a*c*p^3*q*x^4+41244*a*c*p^3*r^3*x^2-198663*a*c*p^3*r^2*x^3+ 47814*a*c*p^3*r*x^4+1624*a*c*p^2*q^4*x^2+18466*a*c*p^2*q^3*r*x^2-25158*a*c*p^2* q^3*x^3+63918*a*c*p^2*q^2*r^2*x^2-219372*a*c*p^2*q^2*r*x^3+4968*a*c*p^2*q^2*x^4 +86008*a*c*p^2*q*r^3*x^2-482769*a*c*p^2*q*r^2*x^3+143442*a*c*p^2*q*r*x^4+39256* a*c*p^2*r^4*x^2-312608*a*c*p^2*r^3*x^3+187896*a*c*p^2*r^2*x^4+224*a*c*p*q^5*x^2 +4360*a*c*p*q^4*r*x^2-7487*a*c*p*q^4*x^3+24064*a*c*p*q^3*r^2*x^2-104112*a*c*p*q ^3*r*x^3+3312*a*c*p*q^3*x^4+54698*a*c*p*q^2*r^3*x^2-369549*a*c*p*q^2*r^2*x^3+ 143442*a*c*p*q^2*r*x^4+54172*a*c*p*q*r^4*x^2-502744*a*c*p*q*r^3*x^3+375792*a*c* p*q*r^2*x^4+19402*a*c*p*r^5*x^2-231892*a*c*p*r^4*x^3+261576*a*c*p*r^3*x^4+4*a*c *q^6*x^2+240*a*c*q^5*r*x^2-479*a*c*q^5*x^3+2582*a*c*q^4*r^2*x^2-15494*a*c*q^4*r *x^3+828*a*c*q^4*x^4+9934*a*c*q^3*r^3*x^2-85443*a*c*q^3*r^2*x^3+47814*a*c*q^3*r *x^4+16974*a*c*q^2*r^4*x^2-190136*a*c*q^2*r^3*x^3+187896*a*c*q^2*r^2*x^4+13298* a*c*q*r^5*x^2-185596*a*c*q*r^4*x^3+261576*a*c*q*r^3*x^4+3912*a*c*r^6*x^2-65888* a*c*r^5*x^3+121852*a*c*r^4*x^4+30*a*g^5*p^2*x^2+22*a*g^5*p*q*x^2+109*a*g^5*p*r* x^2+28*a*g^5*p*x^3+a*g^5*q^2*x^2+23*a*g^5*q*r*x^2+10*a*g^5*q*x^3+90*a*g^5*r^2*x ^2+23*a*g^5*r*x^3-54*a*g^5*x^4+174*a*g^4*p^3*x^2+277*a*g^4*p^2*q*x^2+877*a*g^4* p^2*r*x^2-241*a*g^4*p^2*x^3+107*a*g^4*p*q^2*x^2+838*a*g^4*p*q*r*x^2-321*a*g^4*p *q*x^3+1342*a*g^4*p*r^2*x^2-1611*a*g^4*p*r*x^3-478*a*g^4*p*x^4+4*a*g^4*q^3*x^2+ 111*a*g^4*q^2*r*x^2-80*a*g^4*q^2*x^3+584*a*g^4*q*r^2*x^2-903*a*g^4*q*r*x^3-478* a*g^4*q*x^4+639*a*g^4*r^3*x^2-1924*a*g^4*r^2*x^3-478*a*g^4*r*x^4+396*a*g^3*p^4* x^2+978*a*g^3*p^3*q*x^2+2526*a*g^3*p^3*r*x^2-1359*a*g^3*p^3*x^3+774*a*g^3*p^2*q ^2*x^2+4494*a*g^3*p^2*q*r*x^2-3017*a*g^3*p^2*q*x^3+5544*a*g^3*p^2*r^2*x^2-10179 *a*g^3*p^2*r*x^3-982*a*g^3*p^2*x^4+198*a*g^3*p*q^3*x^2+2172*a*g^3*p*q^2*r*x^2-\ 1957*a*g^3*p*q^2*x^3+6348*a*g^3*p*q*r^2*x^2-14548*a*g^3*p*q*r*x^3-1964*a*g^3*p* q*x^4+5094*a*g^3*p*r^3*x^2-20174*a*g^3*p*r^2*x^3+806*a*g^3*p*r*x^4+6*a*g^3*q^4* x^2+204*a*g^3*q^3*r*x^2-299*a*g^3*q^3*x^3+1386*a*g^3*q^2*r^2*x^2-4369*a*g^3*q^2 *r*x^3-982*a*g^3*q^2*x^4+2832*a*g^3*q*r^3*x^2-13777*a*g^3*q*r^2*x^3+806*a*g^3*q *r*x^4+1680*a*g^3*r^4*x^2-11968*a*g^3*r^3*x^3+3870*a*g^3*r^2*x^4+444*a*g^2*p^5* x^2+1492*a*g^2*p^4*q*x^2+3406*a*g^2*p^4*r*x^2-2341*a*g^2*p^4*x^3+1816*a*g^2*p^3 *q^2*x^2+8990*a*g^2*p^3*q*r*x^2-7348*a*g^2*p^3*q*x^3+9660*a*g^2*p^3*r^2*x^2-\ 21007*a*g^2*p^3*r*x^3-635*a*g^2*p^3*x^4+936*a*g^2*p^2*q^3*x^2+7938*a*g^2*p^2*q^ 2*r*x^2-7998*a*g^2*p^2*q^2*x^3+18798*a*g^2*p^2*q*r^2*x^2-48971*a*g^2*p^2*q*r*x^ 3-1905*a*g^2*p^2*q*x^4+12984*a*g^2*p^2*r^3*x^2-57732*a*g^2*p^2*r^2*x^3+8862*a*g ^2*p^2*r*x^4+172*a*g^2*p*q^4*x^2+2530*a*g^2*p*q^3*r*x^2-3316*a*g^2*p*q^3*x^3+ 10668*a*g^2*p*q^2*r^2*x^2-34921*a*g^2*p*q^2*r*x^3-1905*a*g^2*p*q^2*x^4+16594*a* g^2*p*q*r^3*x^2-87960*a*g^2*p*q*r^2*x^3+17724*a*g^2*p*q*r*x^4+8392*a*g^2*p*r^4* x^2-63885*a*g^2*p*r^3*x^3+30346*a*g^2*p*r^2*x^4+4*a*g^2*q^5*x^2+176*a*g^2*q^4*r *x^2-325*a*g^2*q^4*x^3+1530*a*g^2*q^3*r^2*x^2-6957*a*g^2*q^3*r*x^3-635*a*g^2*q^ 3*x^4+4546*a*g^2*q^2*r^3*x^2-30228*a*g^2*q^2*r^2*x^3+8862*a*g^2*q^2*r*x^4+5294* a*g^2*q*r^4*x^2-48079*a*g^2*q*r^3*x^3+30346*a*g^2*q*r^2*x^4+2106*a*g^2*r^5*x^2-\ 24819*a*g^2*r^4*x^3+24953*a*g^2*r^3*x^4+246*a*g*p^6*x^2+1048*a*g*p^5*q*x^2+2197 *a*g*p^5*r*x^2-1709*a*g*p^5*x^3+1733*a*g*p^4*q^2*x^2+7735*a*g*p^4*q*r*x^2-6959* a*g*p^4*q*x^3+7606*a*g*p^4*r^2*x^2-17985*a*g*p^4*r*x^3+34*a*g*p^4*x^4+1372*a*g* p^3*q^3*x^2+10092*a*g*p^3*q^2*r*x^2-10746*a*g*p^3*q^2*x^3+21230*a*g*p^3*q*r^2*x ^2-58528*a*g*p^3*q*r*x^3+136*a*g*p^3*q*x^4+13374*a*g*p^3*r^3*x^2-62837*a*g*p^3* r^2*x^3+13273*a*g*p^3*r*x^4+508*a*g*p^2*q^4*x^2+5836*a*g*p^2*q^3*r*x^2-7574*a*g *p^2*q^3*x^3+20430*a*g*p^2*q^2*r^2*x^2-67674*a*g*p^2*q^2*r*x^3+204*a*g*p^2*q^2* x^4+27760*a*g*p^2*q*r^3*x^2-151847*a*g*p^2*q*r^2*x^3+39819*a*g*p^2*q*r*x^4+ 12766*a*g*p^2*r^4*x^2-100016*a*g*p^2*r^3*x^3+55344*a*g*p^2*r^2*x^4+68*a*g*p*q^5 *x^2+1351*a*g*p*q^4*r*x^2-2201*a*g*p*q^4*x^3+7594*a*g*p*q^3*r^2*x^2-31704*a*g*p *q^3*r*x^3+136*a*g*p*q^3*x^4+17516*a*g*p*q^2*r^3*x^2-115183*a*g*p*q^2*r^2*x^3+ 39819*a*g*p*q^2*r*x^4+17530*a*g*p*q*r^4*x^2-159892*a*g*p*q*r^3*x^3+110688*a*g*p *q*r^2*x^4+6325*a*g*p*r^5*x^2-74916*a*g*p*r^4*x^3+80058*a*g*p*r^3*x^4+a*g*q^6*x ^2+69*a*g*q^5*r*x^2-123*a*g*q^5*x^3+788*a*g*q^4*r^2*x^2-4573*a*g*q^4*r*x^3+34*a *g*q^4*x^4+3130*a*g*q^3*r^3*x^2-26173*a*g*q^3*r^2*x^3+13273*a*g*q^3*r*x^4+5445* a*g*q^2*r^4*x^2-59876*a*g*q^2*r^3*x^3+55344*a*g*q^2*r^2*x^4+4313*a*g*q*r^5*x^2-\ 59614*a*g*q*r^4*x^3+80058*a*g*q*r^3*x^4+1278*a*g*r^6*x^2-21461*a*g*r^5*x^3+ 38357*a*g*r^4*x^4+54*a*p^7*x^2+279*a*p^6*q*x^2+549*a*p^6*r*x^2-458*a*p^6*x^3+ 585*a*p^5*q^2*x^2+2424*a*p^5*q*r*x^2-2297*a*p^5*q*x^3+2238*a*p^5*r^2*x^2-5523*a *p^5*r*x^3+111*a*p^5*x^4+630*a*p^4*q^3*x^2+4215*a*p^4*q^2*r*x^2-4615*a*p^4*q^2* x^3+8196*a*p^4*q*r^2*x^2-23151*a*p^4*q*r*x^3+555*a*p^4*q*x^4+4845*a*p^4*r^3*x^2 -23302*a*p^4*r^2*x^3+5695*a*p^4*r*x^4+360*a*p^3*q^4*x^2+3600*a*p^3*q^3*r*x^2-\ 4650*a*p^3*q^3*x^3+11310*a*p^3*q^2*r^2*x^2-37374*a*p^3*q^2*r*x^3+1110*a*p^3*q^2 *x^4+14124*a*p^3*q*r^3*x^2-77744*a*p^3*q*r^2*x^3+22780*a*p^3*q*r*x^4+6090*a*p^3 *r^4*x^2-47985*a*p^3*r^3*x^3+28683*a*p^3*r^2*x^4+99*a*p^2*q^5*x^2+1515*a*p^2*q^ 4*r*x^2-2360*a*p^2*q^4*x^3+7134*a*p^2*q^3*r^2*x^2-28446*a*p^2*q^3*r*x^3+1110*a* p^2*q^3*x^4+14490*a*p^2*q^2*r^3*x^2-93420*a*p^2*q^2*r^2*x^3+34170*a*p^2*q^2*r*x ^4+13251*a*p^2*q*r^4*x^2-119481*a*p^2*q*r^3*x^3+86049*a*p^2*q*r^2*x^4+4479*a*p^ 2*r^5*x^2-52503*a*p^2*r^4*x^3+57928*a*p^2*r^3*x^4+9*a*p*q^6*x^2+264*a*p*q^5*r*x ^2-493*a*p*q^5*x^3+1932*a*p*q^4*r^2*x^2-9759*a*p*q^4*r*x^3+555*a*p*q^4*x^4+5988 *a*p*q^3*r^3*x^2-46816*a*p*q^3*r^2*x^3+22780*a*p*q^3*r*x^4+8985*a*p*q^2*r^4*x^2 -95007*a*p*q^2*r^3*x^3+86049*a*p*q^2*r^2*x^4+6468*a*p*q*r^5*x^2-86849*a*p*q*r^4 *x^3+115856*a*p*q*r^3*x^4+1794*a*p*r^6*x^2-29392*a*p*r^5*x^3+52459*a*p*r^4*x^4+ 9*a*q^6*r*x^2-7*a*q^6*x^3+150*a*q^5*r^2*x^2-1059*a*q^5*r*x^3+111*a*q^5*x^4+777* a*q^4*r^3*x^2-7838*a*q^4*r^2*x^3+5695*a*q^4*r*x^4+1824*a*q^3*r^4*x^2-23511*a*q^ 3*r^3*x^3+28683*a*q^3*r^2*x^4+2175*a*q^2*r^5*x^2-34346*a*q^2*r^4*x^3+57928*a*q^ 2*r^3*x^4+1290*a*q*r^6*x^2-24258*a*q*r^5*x^3+52459*a*q*r^4*x^4+303*a*r^7*x^2-\ 6637*a*r^6*x^3+17630*a*r^5*x^4+32*b^6*c^2*x^2+32*b^6*c*p*x^2+64*b^6*c*r*x^2+32* b^6*c*x^3+8*b^6*p^2*x^2+32*b^6*p*r*x^2+16*b^6*p*x^3+24*b^6*r^2*x^2-24*b^6*r*x^3 -48*b^6*x^4+352*b^5*c^3*x^2+160*b^5*c^2*g*x^2+592*b^5*c^2*p*x^2+144*b^5*c^2*q*x ^2+1120*b^5*c^2*r*x^2-240*b^5*c^2*x^3+184*b^5*c*g*p*x^2+24*b^5*c*g*q*x^2+352*b^ 5*c*g*r*x^2+144*b^5*c*g*x^3+328*b^5*c*p^2*x^2+192*b^5*c*p*q*x^2+1232*b^5*c*p*r* x^2-272*b^5*c*p*x^3+352*b^5*c*q*r*x^2-72*b^5*c*q*x^3+960*b^5*c*r^2*x^2-1688*b^5 *c*r*x^3-848*b^5*c*x^4+52*b^5*g*p^2*x^2+16*b^5*g*p*q*x^2+200*b^5*g*p*r*x^2+80*b ^5*g*p*x^3+16*b^5*g*q*r*x^2+8*b^5*g*q*x^3+156*b^5*g*r^2*x^2-68*b^5*g*r*x^3-216* b^5*g*x^4+60*b^5*p^3*x^2+60*b^5*p^2*q*x^2+336*b^5*p^2*r*x^2-76*b^5*p^2*x^3+216* b^5*p*q*r*x^2-36*b^5*p*q*x^3+528*b^5*p*r^2*x^2-892*b^5*p*r*x^3-376*b^5*p*x^4+40 *b^5*q^2*x^3+144*b^5*q*r^2*x^2-364*b^5*q*r*x^3-376*b^5*q*x^4+252*b^5*r^3*x^2-\ 1040*b^5*r^2*x^3-376*b^5*r*x^4+1600*b^4*c^4*x^2+1424*b^4*c^3*g*x^2+3760*b^4*c^3 *p*x^2+1280*b^4*c^3*q*x^2+6656*b^4*c^3*r*x^2-3648*b^4*c^3*x^3+312*b^4*c^2*g^2*x ^2+2552*b^4*c^2*g*p*x^2+760*b^4*c^2*g*q*x^2+4584*b^4*c^2*g*r*x^2-1048*b^4*c^2*g *x^3+3192*b^4*c^2*p^2*x^2+2560*b^4*c^2*p*q*x^2+11192*b^4*c^2*p*r*x^2-6040*b^4*c ^2*p*x^3+248*b^4*c^2*q^2*x^2+4408*b^4*c^2*q*r*x^2-2928*b^4*c^2*q*x^3+8448*b^4*c ^2*r^2*x^2-19408*b^4*c^2*r*x^3-4216*b^4*c^2*x^4+396*b^4*c*g^2*p*x^2+76*b^4*c*g^ 2*q*x^2+728*b^4*c*g^2*r*x^2+264*b^4*c*g^2*x^3+1480*b^4*c*g*p^2*x^2+1048*b^4*c*g *p*q*x^2+5316*b^4*c*g*p*r*x^2-1268*b^4*c*g*p*x^3+68*b^4*c*g*q^2*x^2+1700*b^4*c* g*q*r*x^2-516*b^4*c*g*q*x^3+4088*b^4*c*g*r^2*x^2-6436*b^4*c*g*r*x^3-3128*b^4*c* g*x^4+1172*b^4*c*p^3*x^2+1592*b^4*c*p^2*q*x^2+6116*b^4*c*p^2*r*x^2-3296*b^4*c*p ^2*x^3+420*b^4*c*p*q^2*x^2+5464*b^4*c*p*q*r*x^2-3552*b^4*c*p*q*x^3+9248*b^4*c*p *r^2*x^2-20576*b^4*c*p*r*x^3-3592*b^4*c*p*x^4+700*b^4*c*q^2*r*x^2-256*b^4*c*q^2 *x^3+3912*b^4*c*q*r^2*x^2-11624*b^4*c*q*r*x^3-3592*b^4*c*q*x^4+4304*b^4*c*r^3*x ^2-20976*b^4*c*r^2*x^3-80*b^4*c*r*x^4+122*b^4*g^2*p^2*x^2+56*b^4*g^2*p*q*x^2+ 460*b^4*g^2*p*r*x^2+160*b^4*g^2*p*x^3+56*b^4*g^2*q*r*x^2+28*b^4*g^2*q*x^3+366*b ^4*g^2*r^2*x^2-58*b^4*g^2*r*x^3-396*b^4*g^2*x^4+280*b^4*g*p^3*x^2+340*b^4*g*p^2 *q*x^2+1508*b^4*g*p^2*r*x^2-380*b^4*g*p^2*x^3+60*b^4*g*p*q^2*x^2+1128*b^4*g*p*q *r*x^2-324*b^4*g*p*q*x^3+2344*b^4*g*p*r^2*x^2-3612*b^4*g*p*r*x^3-1384*b^4*g*p*x ^4+60*b^4*g*q^2*r*x^2+56*b^4*g*q^2*x^3+768*b^4*g*q*r^2*x^2-1644*b^4*g*q*r*x^3-\ 1384*b^4*g*q*x^4+1116*b^4*g*r^3*x^2-4240*b^4*g*r^2*x^3-1384*b^4*g*r*x^4+158*b^4 *p^4*x^2+316*b^4*p^3*q*x^2+1092*b^4*p^3*r*x^2-594*b^4*p^3*x^3+158*b^4*p^2*q^2*x ^2+1628*b^4*p^2*q*r*x^2-1044*b^4*p^2*q*x^3+2476*b^4*p^2*r^2*x^2-5370*b^4*p^2*r* x^3-754*b^4*p^2*x^4+536*b^4*p*q^2*r*x^2-306*b^4*p*q^2*x^3+2388*b^4*p*q*r^2*x^2-\ 6656*b^4*p*q*r*x^3-1508*b^4*p*q*x^4+2308*b^4*p*r^3*x^2-10944*b^4*p*r^2*x^3+344* b^4*p*r*x^4+144*b^4*q^3*x^3+334*b^4*q^2*r^2*x^2-1286*b^4*q^2*r*x^3-754*b^4*q^2* x^4+1076*b^4*q*r^3*x^2-6416*b^4*q*r^2*x^3+344*b^4*q*r*x^4+766*b^4*r^4*x^2-6512* b^4*r^3*x^3+2450*b^4*r^2*x^4+3776*b^3*c^5*x^2+5008*b^3*c^4*g*x^2+11424*b^3*c^4* p*x^2+4480*b^3*c^4*q*x^2+19200*b^3*c^4*r*x^2-14288*b^3*c^4*x^3+2176*b^3*c^3*g^2 *x^2+12232*b^3*c^3*g*p*x^2+4552*b^3*c^3*g*q*x^2+20752*b^3*c^3*g*r*x^2-11568*b^3 *c^3*g*x^3+13112*b^3*c^3*p^2*x^2+12000*b^3*c^3*p*q*x^2+43760*b^3*c^3*p*r*x^2-\ 31480*b^3*c^3*p*x^3+1720*b^3*c^3*q^2*x^2+19552*b^3*c^3*q*r*x^2-17880*b^3*c^3*q* x^3+32120*b^3*c^3*r^2*x^2-83952*b^3*c^3*r*x^3-9104*b^3*c^3*x^4+308*b^3*c^2*g^3* x^2+4104*b^3*c^2*g^2*p*x^2+1344*b^3*c^2*g^2*q*x^2+7072*b^3*c^2*g^2*r*x^2-1708*b ^3*c^2*g^2*x^3+10668*b^3*c^2*g*p^2*x^2+9320*b^3*c^2*g*p*q*x^2+36136*b^3*c^2*g*p *r*x^2-19732*b^3*c^2*g*p*x^3+1188*b^3*c^2*g*q^2*x^2+14960*b^3*c^2*g*q*r*x^2-\ 10640*b^3*c^2*g*q*x^3+26868*b^3*c^2*g*r^2*x^2-58644*b^3*c^2*g*r*x^3-12024*b^3*c ^2*g*x^4+7236*b^3*c^2*p^3*x^2+11108*b^3*c^2*p^2*q*x^2+35952*b^3*c^2*p^2*r*x^2-\ 25428*b^3*c^2*p^2*x^3+4084*b^3*c^2*p*q^2*x^2+36256*b^3*c^2*p*q*r*x^2-31776*b^3* c^2*p*q*x^3+52796*b^3*c^2*p*r^2*x^2-132832*b^3*c^2*p*r*x^3-10952*b^3*c^2*p*x^4+ 212*b^3*c^2*q^3*x^2+6400*b^3*c^2*q^2*r*x^2-6348*b^3*c^2*q^2*x^3+25684*b^3*c^2*q *r^2*x^2-84024*b^3*c^2*q*r*x^3-10952*b^3*c^2*q*x^4+24080*b^3*c^2*r^3*x^2-126740 *b^3*c^2*r^2*x^3+19024*b^3*c^2*r*x^4+422*b^3*c*g^3*p*x^2+94*b^3*c*g^3*q*x^2+748 *b^3*c*g^3*r*x^2+252*b^3*c*g^3*x^3+2470*b^3*c*g^2*p^2*x^2+1928*b^3*c*g^2*p*q*x^ 2+8612*b^3*c*g^2*p*r*x^2-2160*b^3*c*g^2*p*x^3+176*b^3*c*g^2*q^2*x^2+2924*b^3*c* g^2*q*r*x^2-1054*b^3*c*g^2*q*x^3+6560*b^3*c*g^2*r^2*x^2-9518*b^3*c*g^2*r*x^3-\ 4508*b^3*c*g^2*x^4+3984*b^3*c*g*p^3*x^2+5880*b^3*c*g*p^2*q*x^2+20176*b^3*c*g*p^ 2*r*x^2-10996*b^3*c*g*p^2*x^3+1970*b^3*c*g*p*q^2*x^2+19140*b^3*c*g*p*q*r*x^2-\ 13128*b^3*c*g*p*q*x^3+30142*b^3*c*g*p*r^2*x^2-63864*b^3*c*g*p*r*x^3-10186*b^3*c *g*p*x^4+74*b^3*c*g*q^3*x^2+2856*b^3*c*g*q^2*r*x^2-2132*b^3*c*g*q^2*x^3+13498*b ^3*c*g*q*r^2*x^2-37842*b^3*c*g*q*r*x^3-10186*b^3*c*g*q*x^4+13950*b^3*c*g*r^3*x^ 2-64648*b^3*c*g*r^2*x^3+210*b^3*c*g*r*x^4+1934*b^3*c*p^4*x^2+4320*b^3*c*p^3*q*x ^2+12700*b^3*c*p^3*r*x^2-8962*b^3*c*p^3*x^3+2838*b^3*c*p^2*q^2*x^2+21132*b^3*c* p^2*q*r*x^2-18010*b^3*c*p^2*q*x^3+27902*b^3*c*p^2*r^2*x^2-68472*b^3*c*p^2*r*x^3 -4242*b^3*c*p^2*x^4+452*b^3*c*p*q^3*x^2+9108*b^3*c*p*q^2*r*x^2-9134*b^3*c*p*q^2 *x^3+30328*b^3*c*p*q*r^2*x^2-93540*b^3*c*p*q*r*x^3-8484*b^3*c*p*q*x^4+25440*b^3 *c*p*r^3*x^2-130004*b^3*c*p*r^2*x^3+20868*b^3*c*p*r*x^4+676*b^3*c*q^3*r*x^2-86* b^3*c*q^3*x^3+6080*b^3*c*q^2*r^2*x^2-25068*b^3*c*q^2*r*x^3-4242*b^3*c*q^2*x^4+ 13516*b^3*c*q*r^3*x^2-85966*b^3*c*q*r^2*x^3+20868*b^3*c*q*r*x^4+8304*b^3*c*r^4* x^2-73260*b^3*c*r^3*x^3+40610*b^3*c*r^2*x^4+139*b^3*g^3*p^2*x^2+76*b^3*g^3*p*q* x^2+518*b^3*g^3*p*r*x^2+164*b^3*g^3*p*x^3+76*b^3*g^3*q*r*x^2+38*b^3*g^3*q*x^3+ 417*b^3*g^3*r^2*x^2+b^3*g^3*r*x^3-378*b^3*g^3*x^4+479*b^3*g^2*p^3*x^2+643*b^3*g ^2*p^2*q*x^2+2520*b^3*g^2*p^2*r*x^2-675*b^3*g^2*p^2*x^3+164*b^3*g^2*p*q^2*x^2+ 2054*b^3*g^2*p*q*r*x^2-709*b^3*g^2*p*q*x^3+3892*b^3*g^2*p*r^2*x^2-5619*b^3*g^2* p*r*x^3-1990*b^3*g^2*p*x^4+164*b^3*g^2*q^2*r*x^2-34*b^3*g^2*q^2*x^3+1412*b^3*g^ 2*q*r^2*x^2-2751*b^3*g^2*q*r*x^3-1990*b^3*g^2*q*x^4+1851*b^3*g^2*r^3*x^2-6628*b ^3*g^2*r^2*x^3-1990*b^3*g^2*r*x^4+541*b^3*g*p^4*x^2+1170*b^3*g*p^3*q*x^2+3634*b ^3*g*p^3*r*x^2-2009*b^3*g*p^3*x^3+717*b^3*g*p^2*q^2*x^2+5760*b^3*g*p^2*q*r*x^2-\ 3880*b^3*g*p^2*q*x^3+8144*b^3*g*p^2*r^2*x^2-16957*b^3*g*p^2*r*x^3-2123*b^3*g*p^ 2*x^4+88*b^3*g*p*q^3*x^2+2214*b^3*g*p*q^2*r*x^2-1733*b^3*g*p*q^2*x^3+8326*b^3*g *p*q*r^2*x^2-22072*b^3*g*p*q*r*x^3-4246*b^3*g*p*q*x^4+7550*b^3*g*p*r^3*x^2-\ 34216*b^3*g*p*r^2*x^3+1228*b^3*g*p*r*x^4+88*b^3*g*q^3*r*x^2+138*b^3*g*q^3*x^3+ 1397*b^3*g*q^2*r^2*x^2-5115*b^3*g*q^2*r*x^3-2123*b^3*g*q^2*x^4+3736*b^3*g*q*r^3 *x^2-21122*b^3*g*q*r^2*x^3+1228*b^3*g*q*r*x^4+2499*b^3*g*r^4*x^2-20308*b^3*g*r^ 3*x^3+7389*b^3*g*r^2*x^4+201*b^3*p^5*x^2+603*b^3*p^4*q*x^2+1632*b^3*p^4*r*x^2-\ 1166*b^3*p^4*x^3+603*b^3*p^3*q^2*x^2+3918*b^3*p^3*q*r*x^2-3296*b^3*p^3*q*x^3+ 4755*b^3*p^3*r^2*x^2-11540*b^3*p^3*r*x^3-521*b^3*p^3*x^4+201*b^3*p^2*q^3*x^2+ 2940*b^3*p^2*q^2*r*x^2-2892*b^3*p^2*q^2*x^3+8475*b^3*p^2*q*r^2*x^2-25051*b^3*p^ 2*q*r*x^3-1563*b^3*p^2*q*x^4+6483*b^3*p^2*r^3*x^2-32505*b^3*p^2*r^2*x^3+5583*b^ 3*p^2*r*x^4+654*b^3*p*q^3*r*x^2-560*b^3*p*q^3*x^3+4110*b^3*p*q^2*r^2*x^2-15482* b^3*p*q^2*r*x^3-1563*b^3*p*q^2*x^4+7608*b^3*p*q*r^3*x^2-46235*b^3*p*q*r^2*x^3+ 11166*b^3*p*q*r*x^4+4224*b^3*p*r^4*x^2-36234*b^3*p*r^3*x^3+19799*b^3*p*r^2*x^4+ 202*b^3*q^4*x^3+390*b^3*q^3*r^2*x^2-1971*b^3*q^3*r*x^3-521*b^3*q^3*x^4+1773*b^3 *q^2*r^3*x^2-13730*b^3*q^2*r^2*x^3+5583*b^3*q^2*r*x^4+2448*b^3*q*r^4*x^2-25444* b^3*q*r^3*x^3+19799*b^3*q*r^2*x^4+1065*b^3*r^5*x^2-14103*b^3*r^4*x^3+16503*b^3* r^3*x^4+4800*b^2*c^6*x^2+8512*b^2*c^5*g*x^2+17872*b^2*c^5*p*x^2+7552*b^2*c^5*q* x^2+28880*b^2*c^5*r*x^2-25184*b^2*c^5*x^3+5568*b^2*c^4*g^2*x^2+26520*b^2*c^4*g* p*x^2+10920*b^2*c^4*g*q*x^2+43080*b^2*c^4*g*r*x^2-32552*b^2*c^4*g*x^3+25992*b^2 *c^4*p^2*x^2+25552*b^2*c^4*p*q*x^2+83776*b^2*c^4*p*r*x^2-69472*b^2*c^4*p*x^3+ 4336*b^2*c^4*q^2*x^2+39872*b^2*c^4*q*r*x^2-42688*b^2*c^4*q*x^3+60240*b^2*c^4*r^ 2*x^2-168936*b^2*c^4*r*x^3-8952*b^2*c^4*x^4+1584*b^2*c^3*g^3*x^2+14072*b^2*c^3* g^2*p*x^2+5484*b^2*c^3*g^2*q*x^2+23060*b^2*c^3*g^2*r*x^2-13136*b^2*c^3*g^2*x^3+ 31052*b^2*c^3*g*p^2*x^2+29864*b^2*c^3*g*p*q*x^2+100924*b^2*c^3*g*p*r*x^2-73012* b^2*c^3*g*p*x^3+4804*b^2*c^3*g*q^2*x^2+46404*b^2*c^3*g*q*r*x^2-43868*b^2*c^3*g* q*x^3+73104*b^2*c^3*g*r^2*x^2-185520*b^2*c^3*g*r*x^3-18504*b^2*c^3*g*x^4+19232* b^2*c^3*p^3*x^2+31552*b^2*c^3*p^2*q*x^2+92460*b^2*c^3*p^2*r*x^2-74424*b^2*c^3*p ^2*x^3+13392*b^2*c^3*p*q^2*x^2+99192*b^2*c^3*p*q*r*x^2-99680*b^2*c^3*p*q*x^3+ 133168*b^2*c^3*p*r^2*x^2-356328*b^2*c^3*p*r*x^3-12688*b^2*c^3*p*x^4+1072*b^2*c^ 3*q^3*x^2+19996*b^2*c^3*q^2*r*x^2-25256*b^2*c^3*q^2*x^3+69144*b^2*c^3*q*r^2*x^2 -238296*b^2*c^3*q*r*x^3-12688*b^2*c^3*q*x^4+59940*b^2*c^3*r^3*x^2-327528*b^2*c^ 3*r^2*x^3+75968*b^2*c^3*r*x^4+164*b^2*c^2*g^4*x^2+3118*b^2*c^2*g^3*p*x^2+1070*b ^2*c^2*g^3*q*x^2+5190*b^2*c^2*g^3*r*x^2-1314*b^2*c^2*g^3*x^3+12568*b^2*c^2*g^2* p^2*x^2+11540*b^2*c^2*g^2*p*q*x^2+41508*b^2*c^2*g^2*p*r*x^2-22936*b^2*c^2*g^2*p *x^3+1648*b^2*c^2*g^2*q^2*x^2+17668*b^2*c^2*g^2*q*r*x^2-13208*b^2*c^2*g^2*q*x^3 +30492*b^2*c^2*g^2*r^2*x^2-64276*b^2*c^2*g^2*r*x^3-12562*b^2*c^2*g^2*x^4+17348* b^2*c^2*g*p^3*x^2+27960*b^2*c^2*g*p^2*q*x^2+84286*b^2*c^2*g*p^2*r*x^2-59634*b^2 *c^2*g*p^2*x^3+11426*b^2*c^2*g*p*q^2*x^2+88052*b^2*c^2*g*p*q*r*x^2-78480*b^2*c^ 2*g*p*q*x^3+122540*b^2*c^2*g*p*r^2*x^2-298374*b^2*c^2*g*p*r*x^3-22010*b^2*c^2*g *p*x^4+814*b^2*c^2*g*q^3*x^2+16646*b^2*c^2*g*q^2*r*x^2-18846*b^2*c^2*g*q^2*x^3+ 61462*b^2*c^2*g*q*r^2*x^2-194252*b^2*c^2*g*q*r*x^3-22010*b^2*c^2*g*q*x^4+55602* b^2*c^2*g*r^3*x^2-282304*b^2*c^2*g*r^2*x^3+42830*b^2*c^2*g*r*x^4+7710*b^2*c^2*p ^4*x^2+18288*b^2*c^2*p^3*q*x^2+49002*b^2*c^2*p^3*r*x^2-38940*b^2*c^2*p^3*x^3+ 13542*b^2*c^2*p^2*q^2*x^2+86274*b^2*c^2*p^2*q*r*x^2-83160*b^2*c^2*p^2*q*x^3+ 105572*b^2*c^2*p^2*r^2*x^2-273928*b^2*c^2*p^2*r*x^3-6030*b^2*c^2*p^2*x^4+3060*b ^2*c^2*p*q^3*x^2+41598*b^2*c^2*p*q^2*r*x^2-49500*b^2*c^2*p*q^2*x^3+121588*b^2*c ^2*p*q*r^2*x^2-392516*b^2*c^2*p*q*r*x^3-12060*b^2*c^2*p*q*x^4+94978*b^2*c^2*p*r ^3*x^2-500446*b^2*c^2*p*r^2*x^3+114436*b^2*c^2*p*r*x^4+96*b^2*c^2*q^4*x^2+4326* b^2*c^2*q^3*r*x^2-5280*b^2*c^2*q^3*x^3+27758*b^2*c^2*q^2*r^2*x^2-118588*b^2*c^2 *q^2*r*x^3-6030*b^2*c^2*q^2*x^4+53602*b^2*c^2*q*r^3*x^2-349792*b^2*c^2*q*r^2*x^ 3+114436*b^2*c^2*q*r*x^4+30698*b^2*c^2*r^4*x^2-273992*b^2*c^2*r^3*x^3+178346*b^ 2*c^2*r^2*x^4+239*b^2*c*g^4*p*x^2+57*b^2*c*g^4*q*x^2+410*b^2*c*g^4*r*x^2+132*b^ 2*c*g^4*x^3+1936*b^2*c*g^3*p^2*x^2+1598*b^2*c*g^3*p*q*x^2+6609*b^2*c*g^3*p*r*x^ 2-1717*b^2*c*g^3*p*x^3+165*b^2*c*g^3*q^2*x^2+2317*b^2*c*g^3*q*r*x^2-923*b^2*c*g ^3*q*x^3+4998*b^2*c*g^3*r^2*x^2-6823*b^2*c*g^3*r*x^3-3170*b^2*c*g^3*x^4+4763*b^ 2*c*g^2*p^3*x^2+7394*b^2*c*g^2*p^2*q*x^2+23633*b^2*c*g^2*p^2*r*x^2-12980*b^2*c* g^2*p^2*x^3+2774*b^2*c*g^2*p*q^2*x^2+23300*b^2*c*g^2*p*q*r*x^2-16492*b^2*c*g^2* p*q*x^3+35009*b^2*c*g^2*p*r^2*x^2-71600*b^2*c*g^2*p*r*x^3-10581*b^2*c*g^2*p*x^4 +143*b^2*c*g^2*q^3*x^2+3767*b^2*c*g^2*q^2*r*x^2-3512*b^2*c*g^2*q^2*x^3+16253*b^ 2*c*g^2*q*r^2*x^2-43881*b^2*c*g^2*q*r*x^3-10581*b^2*c*g^2*q*x^4+16139*b^2*c*g^2 *r^3*x^2-72050*b^2*c*g^2*r^2*x^3+667*b^2*c*g^2*r*x^4+4664*b^2*c*g*p^4*x^2+10910 *b^2*c*g*p^3*q*x^2+30001*b^2*c*g*p^3*r*x^2-21149*b^2*c*g*p^3*x^3+7867*b^2*c*g*p ^2*q^2*x^2+51757*b^2*c*g*p^2*q*r*x^2-44523*b^2*c*g*p^2*q*x^3+65315*b^2*c*g*p^2* r^2*x^2-155230*b^2*c*g*p^2*r*x^3-8389*b^2*c*g*p^2*x^4+1660*b^2*c*g*p*q^3*x^2+ 23933*b^2*c*g*p*q^2*r*x^2-25599*b^2*c*g*p*q^2*x^3+73366*b^2*c*g*p*q*r^2*x^2-\ 218106*b^2*c*g*p*q*r*x^3-16778*b^2*c*g*p*q*x^4+59283*b^2*c*g*p*r^3*x^2-292180*b ^2*c*g*p*r^2*x^3+46558*b^2*c*g*p*r*x^4+39*b^2*c*g*q^4*x^2+2177*b^2*c*g*q^3*r*x^ 2-2225*b^2*c*g*q^3*x^3+15772*b^2*c*g*q^2*r^2*x^2-62876*b^2*c*g*q^2*r*x^3-8389*b ^2*c*g*q^2*x^4+32519*b^2*c*g*q*r^3*x^2-198653*b^2*c*g*q*r^2*x^3+46558*b^2*c*g*q *r*x^4+19305*b^2*c*g*r^4*x^2-164252*b^2*c*g*r^3*x^3+88599*b^2*c*g*r^2*x^4+1597* b^2*c*p^5*x^2+5050*b^2*c*p^4*q*x^2+12539*b^2*c*p^4*r*x^2-9988*b^2*c*p^4*x^3+ 5568*b^2*c*p^3*q^2*x^2+31606*b^2*c*p^3*q*r*x^2-29776*b^2*c*p^3*q*x^3+35787*b^2* c*p^3*r^2*x^2-91399*b^2*c*p^3*r*x^3-990*b^2*c*p^3*x^4+2374*b^2*c*p^2*q^3*x^2+ 25938*b^2*c*p^2*q^2*r*x^2-29400*b^2*c*p^2*q^2*x^3+66954*b^2*c*p^2*q*r^2*x^2-\ 206655*b^2*c*p^2*q*r*x^3-2970*b^2*c*p^2*q*x^4+48097*b^2*c*p^2*r^3*x^2-247595*b^ 2*c*p^2*r^2*x^3+56918*b^2*c*p^2*r*x^4+259*b^2*c*p*q^4*x^2+7214*b^2*c*p*q^3*r*x^ 2-9424*b^2*c*p*q^3*x^3+35697*b^2*c*p*q^2*r^2*x^2-139113*b^2*c*p*q^2*r*x^3-2970* b^2*c*p*q^2*x^4+59290*b^2*c*p*q*r^3*x^2-367972*b^2*c*p*q*r^2*x^3+113836*b^2*c*p *q*r*x^4+31004*b^2*c*p*r^4*x^2-268214*b^2*c*p*r^3*x^3+168126*b^2*c*p*r^2*x^4+ 343*b^2*c*q^4*r*x^2+188*b^2*c*q^4*x^3+4530*b^2*c*q^3*r^2*x^2-23857*b^2*c*q^3*r* x^3-990*b^2*c*q^3*x^4+15327*b^2*c*q^2*r^3*x^2-120377*b^2*c*q^2*r^2*x^3+56918*b^ 2*c*q^2*r*x^4+18892*b^2*c*q*r^4*x^2-196994*b^2*c*q*r^3*x^3+168126*b^2*c*q*r^2*x ^4+7752*b^2*c*r^5*x^2-102030*b^2*c*r^4*x^3+126806*b^2*c*r^3*x^4+83*b^2*g^4*p^2* x^2+50*b^2*g^4*p*q*x^2+307*b^2*g^4*p*r*x^2+91*b^2*g^4*p*x^3+50*b^2*g^4*q*r*x^2+ 25*b^2*g^4*q*x^3+249*b^2*g^4*r^2*x^2+26*b^2*g^4*r*x^3-198*b^2*g^4*x^4+383*b^2*g ^3*p^3*x^2+546*b^2*g^3*p^2*q*x^2+1985*b^2*g^3*p^2*r*x^2-552*b^2*g^3*p^2*x^3+163 *b^2*g^3*p*q^2*x^2+1708*b^2*g^3*p*q*r*x^2-644*b^2*g^3*p*q*x^3+3054*b^2*g^3*p*r^ 2*x^2-4204*b^2*g^3*p*r*x^3-1396*b^2*g^3*p*x^4+163*b^2*g^3*q^2*r*x^2-92*b^2*g^3* q^2*x^3+1180*b^2*g^3*q*r^2*x^2-2164*b^2*g^3*q*r*x^3-1396*b^2*g^3*q*x^4+1452*b^2 *g^3*r^3*x^2-4976*b^2*g^3*r^2*x^3-1396*b^2*g^3*r*x^4+651*b^2*g^2*p^4*x^2+1478*b ^2*g^2*p^3*q*x^2+4292*b^2*g^2*p^3*r*x^2-2394*b^2*g^2*p^3*x^3+1003*b^2*g^2*p^2*q ^2*x^2+7085*b^2*g^2*p^2*q*r*x^2-4893*b^2*g^2*p^2*q*x^3+9545*b^2*g^2*p^2*r^2*x^2 -19270*b^2*g^2*p^2*r*x^3-2189*b^2*g^2*p^2*x^4+176*b^2*g^2*p*q^3*x^2+2969*b^2*g^ 2*p*q^2*r*x^2-2604*b^2*g^2*p*q^2*x^3+10150*b^2*g^2*p*q*r^2*x^2-25956*b^2*g^2*p* q*r*x^3-4378*b^2*g^2*p*q*x^4+8818*b^2*g^2*p*r^3*x^2-38598*b^2*g^2*p*r^2*x^3+ 1540*b^2*g^2*p*r*x^4+176*b^2*g^2*q^3*r*x^2-105*b^2*g^2*q^3*x^3+1883*b^2*g^2*q^2 *r^2*x^2-6686*b^2*g^2*q^2*r*x^3-2189*b^2*g^2*q^2*x^4+4543*b^2*g^2*q*r^3*x^2-\ 24717*b^2*g^2*q*r^2*x^3+1540*b^2*g^2*q*r*x^4+2914*b^2*g^2*r^4*x^2-22878*b^2*g^2 *r^3*x^3+8138*b^2*g^2*r^2*x^4+485*b^2*g*p^5*x^2+1518*b^2*g*p^4*q*x^2+3857*b^2*g *p^4*r*x^2-2758*b^2*g*p^4*x^3+1644*b^2*g*p^3*q^2*x^2+9578*b^2*g*p^3*q*r*x^2-\ 8124*b^2*g*p^3*q*x^3+11129*b^2*g*p^3*r^2*x^2-26264*b^2*g*p^3*r*x^3-1005*b^2*g*p ^3*x^4+674*b^2*g*p^2*q^3*x^2+7648*b^2*g*p^2*q^2*r*x^2-7824*b^2*g*p^2*q^2*x^3+ 20452*b^2*g*p^2*q*r^2*x^2-58492*b^2*g*p^2*q*r*x^3-3015*b^2*g*p^2*q*x^4+15095*b^ 2*g*p^2*r^3*x^2-73265*b^2*g*p^2*r^2*x^3+12365*b^2*g*p^2*r*x^4+63*b^2*g*p*q^4*x^ 2+1990*b^2*g*p*q^3*r*x^2-2308*b^2*g*p*q^3*x^3+10519*b^2*g*p*q^2*r^2*x^2-38192*b ^2*g*p*q^2*r*x^3-3015*b^2*g*p*q^2*x^4+18242*b^2*g*p*q*r^3*x^2-106754*b^2*g*p*q* r^2*x^3+24730*b^2*g*p*q*r*x^4+9806*b^2*g*p*r^4*x^2-81394*b^2*g*p*r^3*x^3+42996* b^2*g*p*r^2*x^4+63*b^2*g*q^4*r*x^2+150*b^2*g*q^4*x^3+1196*b^2*g*q^3*r^2*x^2-\ 5964*b^2*g*q^3*r*x^3-1005*b^2*g*q^3*x^4+4515*b^2*g*q^2*r^3*x^2-33489*b^2*g*q^2* r^2*x^3+12365*b^2*g*q^2*r*x^4+5850*b^2*g*q*r^4*x^2-58534*b^2*g*q*r^3*x^3+42996* b^2*g*q*r^2*x^4+2468*b^2*g*r^5*x^2-31635*b^2*g*r^4*x^3+35549*b^2*g*r^3*x^4+134* b^2*p^6*x^2+536*b^2*p^5*q*x^2+1243*b^2*p^5*r*x^2-1007*b^2*p^5*x^3+804*b^2*p^4*q ^2*x^2+4151*b^2*p^4*q*r*x^2-3890*b^2*p^4*q*x^3+4389*b^2*p^4*r^2*x^2-11200*b^2*p ^4*r*x^3-14*b^2*p^4*x^4+536*b^2*p^3*q^3*x^2+4995*b^2*p^3*q^2*r*x^2-5490*b^2*p^3 *q^2*x^3+11674*b^2*p^3*q*r^2*x^2-35110*b^2*p^3*q*r*x^3-56*b^2*p^3*q*x^4+7806*b^ 2*p^3*r^3*x^2-39810*b^2*p^3*r^2*x^3+9346*b^2*p^3*r*x^4+134*b^2*p^2*q^4*x^2+2509 *b^2*p^2*q^3*r*x^2-3200*b^2*p^2*q^3*x^3+10425*b^2*p^2*q^2*r^2*x^2-38130*b^2*p^2 *q^2*r*x^3-84*b^2*p^2*q^2*x^4+15476*b^2*p^2*q*r^3*x^2-92931*b^2*p^2*q*r^2*x^3+ 28038*b^2*p^2*q*r*x^4+7504*b^2*p^2*r^4*x^2-63782*b^2*p^2*r^3*x^3+39353*b^2*p^2* r^2*x^4+422*b^2*p*q^4*r*x^2-455*b^2*p*q^4*x^3+3384*b^2*p*q^3*r^2*x^2-15730*b^2* p*q^3*r*x^3-56*b^2*p*q^3*x^4+9081*b^2*p*q^2*r^3*x^2-66432*b^2*p*q^2*r^2*x^3+ 28038*b^2*p*q^2*r*x^4+9854*b^2*p*q*r^4*x^2-98556*b^2*p*q*r^3*x^3+78706*b^2*p*q* r^2*x^4+3735*b^2*p*r^5*x^2-47899*b^2*p*r^4*x^3+57134*b^2*p*r^3*x^4+138*b^2*q^5* x^3+244*b^2*q^4*r^2*x^2-1510*b^2*q^4*r*x^3-14*b^2*q^4*x^4+1411*b^2*q^3*r^3*x^2-\ 13311*b^2*q^3*r^2*x^3+9346*b^2*q^3*r*x^4+2847*b^2*q^2*r^4*x^2-34774*b^2*q^2*r^3 *x^3+39353*b^2*q^2*r^2*x^4+2437*b^2*q*r^5*x^2-36845*b^2*q*r^4*x^3+57134*b^2*q*r ^3*x^4+757*b^2*r^6*x^2-13734*b^2*r^5*x^3+27423*b^2*r^4*x^4+3104*b*c^7*x^2+6928* b*c^6*g*x^2+13840*b*c^6*p*x^2+6096*b*c^6*q*x^2+21680*b*c^6*r*x^2-20800*b*c^6*x^ 3+6096*b*c^5*g^2*x^2+26496*b*c^5*g*p*x^2+11504*b*c^5*g*q*x^2+41624*b*c^5*g*r*x^ 2-36784*b*c^5*g*x^3+24520*b*c^5*p^2*x^2+25152*b*c^5*p*q*x^2+77056*b*c^5*p*r*x^2 -69152*b*c^5*p*x^3+4664*b*c^5*q^2*x^2+37904*b*c^5*q*r*x^2-44512*b*c^5*q*x^3+ 54600*b*c^5*r^2*x^2-159248*b*c^5*r*x^3-3328*b*c^5*x^4+2632*b*c^4*g^3*x^2+19536* b*c^4*g^2*p*x^2+8248*b*c^4*g^2*q*x^2+30836*b*c^4*g^2*r*x^2-23688*b*c^4*g^2*x^3+ 39216*b*c^4*g*p^2*x^2+39760*b*c^4*g*p*q*x^2+123796*b*c^4*g*p*r*x^2-102824*b*c^4 *g*p*x^3+7160*b*c^4*g*q^2*x^2+59868*b*c^4*g*q*r*x^2-65432*b*c^4*g*q*x^3+88036*b *c^4*g*r^2*x^2-241932*b*c^4*g*r*x^3-11336*b*c^4*g*x^4+22860*b*c^4*p^3*x^2+39052 *b*c^4*p^2*q*x^2+107460*b*c^4*p^2*r*x^2-92584*b*c^4*p^2*x^3+17924*b*c^4*p*q^2*x ^2+119384*b*c^4*p*q*r*x^2-129120*b*c^4*p*q*x^3+152836*b*c^4*p*r^2*x^2-421592*b* c^4*p*r*x^3-3696*b*c^4*p*x^4+1732*b*c^4*q^3*x^2+25724*b*c^4*q^2*r*x^2-36536*b*c ^4*q^2*x^3+82076*b*c^4*q*r^2*x^2-291000*b*c^4*q*r*x^3-3696*b*c^4*q*x^4+68236*b* c^4*r^3*x^2-379188*b*c^4*r^2*x^3+105576*b*c^4*r*x^4+554*b*c^3*g^4*x^2+6860*b*c^ 3*g^3*p*x^2+2736*b*c^3*g^3*q*x^2+10918*b*c^3*g^3*r*x^2-6356*b*c^3*g^3*x^3+23310 *b*c^3*g^2*p^2*x^2+23104*b*c^3*g^2*p*q*x^2+74224*b*c^3*g^2*p*r*x^2-53960*b*c^3* g^2*p*x^3+3930*b*c^3*g^2*q^2*x^2+34640*b*c^3*g^2*q*r*x^2-33648*b*c^3*g^2*q*x^3+ 53174*b*c^3*g^2*r^2*x^2-132204*b*c^3*g^2*r*x^3-12328*b*c^3*g^2*x^4+29324*b*c^3* g*p^3*x^2+49644*b*c^3*g*p^2*q*x^2+138620*b*c^3*g*p^2*r*x^2-111048*b*c^3*g*p^2*x ^3+22356*b*c^3*g*p*q^2*x^2+152076*b*c^3*g*p*q*r*x^2-153584*b*c^3*g*p*q*x^3+ 198086*b*c^3*g*p*r^2*x^2-516694*b*c^3*g*p*r*x^3-15568*b*c^3*g*p*x^4+2036*b*c^3* g*q^3*x^2+31816*b*c^3*g*q^2*r*x^2-42536*b*c^3*g*q^2*x^3+104716*b*c^3*g*q*r^2*x^ 2-352230*b*c^3*g*q*r*x^3-15568*b*c^3*g*q*x^4+88790*b*c^3*g*r^3*x^2-471612*b*c^3 *g*r^2*x^3+109080*b*c^3*g*r*x^4+12260*b*c^3*p^4*x^2+30180*b*c^3*p^3*q*x^2+76276 *b*c^3*p^3*r*x^2-64388*b*c^3*p^3*x^3+23892*b*c^3*p^2*q^2*x^2+138816*b*c^3*p^2*q *r*x^2-142444*b*c^3*p^2*q*x^3+162360*b*c^3*p^2*r^2*x^2-432100*b*c^3*p^2*r*x^3+ 336*b*c^3*p^2*x^4+6284*b*c^3*p*q^3*x^2+71028*b*c^3*p*q^2*r*x^2-91724*b*c^3*p*q^ 2*x^3+193128*b*c^3*p*q*r^2*x^2-636488*b*c^3*p*q*r*x^3+672*b*c^3*p*q*x^4+144932* b*c^3*p*r^3*x^2-772634*b*c^3*p*r^2*x^3+205712*b*c^3*p*r*x^4+312*b*c^3*q^4*x^2+ 8488*b*c^3*q^3*r*x^2-13668*b*c^3*q^3*x^3+46944*b*c^3*q^2*r^2*x^2-204388*b*c^3*q ^2*r*x^3+336*b*c^3*q^2*x^4+84492*b*c^3*q*r^3*x^2-556474*b*c^3*q*r^2*x^3+205712* b*c^3*q*r*x^4+46588*b*c^3*r^4*x^2-416848*b*c^3*r^3*x^3+292704*b*c^3*r^2*x^4+45* b*c^2*g^5*x^2+1131*b*c^2*g^4*p*x^2+397*b*c^2*g^4*q*x^2+1828*b*c^2*g^4*r*x^2-482 *b*c^2*g^4*x^3+6258*b*c^2*g^3*p^2*x^2+5924*b*c^2*g^3*p*q*x^2+20273*b*c^2*g^3*p* r*x^2-11314*b*c^2*g^3*p*x^3+892*b*c^2*g^3*q^2*x^2+8755*b*c^2*g^3*q*r*x^2-6798*b *c^2*g^3*q*x^3+14747*b*c^2*g^3*r^2*x^2-30327*b*c^2*g^3*r*x^3-5706*b*c^2*g^3*x^4 +13171*b*c^2*g^2*p^3*x^2+21907*b*c^2*g^2*p^2*q*x^2+62963*b*c^2*g^2*p^2*r*x^2-\ 44496*b*c^2*g^2*p^2*x^3+9499*b*c^2*g^2*p*q^2*x^2+67304*b*c^2*g^2*p*q*r*x^2-\ 60612*b*c^2*g^2*p*q*x^3+90860*b*c^2*g^2*p*r^2*x^2-215789*b*c^2*g^2*p*r*x^3-\ 14510*b*c^2*g^2*p*x^4+763*b*c^2*g^2*q^3*x^2+13219*b*c^2*g^2*q^2*r*x^2-16116*b*c ^2*g^2*q^2*x^3+46441*b*c^2*g^2*q*r^2*x^2-143387*b*c^2*g^2*q*r*x^3-14510*b*c^2*g ^2*q*x^4+41068*b*c^2*g^2*r^3*x^2-202827*b*c^2*g^2*r^2*x^3+31024*b*c^2*g^2*r*x^4 +11815*b*c^2*g*p^4*x^2+28888*b*c^2*g*p^3*q*x^2+73964*b*c^2*g*p^3*r*x^2-58374*b* c^2*g*p^3*x^3+22584*b*c^2*g*p^2*q^2*x^2+133360*b*c^2*g*p^2*q*r*x^2-128310*b*c^2 *g*p^2*q*x^3+158263*b*c^2*g*p^2*r^2*x^2-400002*b*c^2*g*p^2*r*x^3-6930*b*c^2*g*p ^2*x^4+5764*b*c^2*g*p*q^3*x^2+66998*b*c^2*g*p*q^2*r*x^2-81498*b*c^2*g*p*q^2*x^3 +186172*b*c^2*g*p*q*r^2*x^2-583968*b*c^2*g*p*q*r*x^3-13860*b*c^2*g*p*q*x^4+ 141894*b*c^2*g*p*r^3*x^2-726081*b*c^2*g*p*r^2*x^3+163618*b*c^2*g*p*r*x^4+253*b* c^2*g*q^4*x^2+7602*b*c^2*g*q^3*r*x^2-11562*b*c^2*g*q^3*x^3+44145*b*c^2*g*q^2*r^ 2*x^2-183966*b*c^2*g*q^2*r*x^3-6930*b*c^2*g*q^2*x^4+81700*b*c^2*g*q*r^3*x^2-\ 516631*b*c^2*g*q*r^2*x^3+163618*b*c^2*g*q*r*x^4+45780*b*c^2*g*r^4*x^2-396936*b* c^2*g*r^3*x^3+252110*b*c^2*g*r^2*x^4+3812*b*c^2*p^5*x^2+12462*b*c^2*p^4*q*x^2+ 29306*b*c^2*p^4*r*x^2-24646*b*c^2*p^4*x^3+14536*b*c^2*p^3*q^2*x^2+76096*b*c^2*p ^3*q*r*x^2-75776*b*c^2*p^3*q*x^3+82620*b*c^2*p^3*r^2*x^2-215662*b*c^2*p^3*r*x^3 +1888*b*c^2*p^3*x^4+6956*b*c^2*p^2*q^3*x^2+65646*b*c^2*p^2*q^2*r*x^2-79452*b*c^ 2*p^2*q^2*x^3+159066*b*c^2*p^2*q*r^2*x^2-499362*b*c^2*p^2*q*r*x^3+5664*b*c^2*p^ 2*q*x^4+110144*b*c^2*p^2*r^3*x^2-571842*b*c^2*p^2*r^2*x^3+149310*b*c^2*p^2*r*x^ 4+1092*b*c^2*p*q^4*x^2+20228*b*c^2*p*q^3*r*x^2-30160*b*c^2*p*q^3*x^3+89172*b*c^ 2*p*q^2*r^2*x^2-351738*b*c^2*p*q^2*r*x^3+5664*b*c^2*p*q^2*x^4+139692*b*c^2*p*q* r^3*x^2-871020*b*c^2*p*q*r^2*x^3+298620*b*c^2*p*q*r*x^4+70592*b*c^2*p*r^4*x^2-\ 610476*b*c^2*p*r^3*x^3+407412*b*c^2*p*r^2*x^4+22*b*c^2*q^5*x^2+1372*b*c^2*q^4*r *x^2-1838*b*c^2*q^4*x^3+12726*b*c^2*q^3*r^2*x^2-68038*b*c^2*q^3*r*x^3+1888*b*c^ 2*q^3*x^4+38062*b*c^2*q^2*r^3*x^2-299178*b*c^2*q^2*r^2*x^3+149310*b*c^2*q^2*r*x ^4+44260*b*c^2*q*r^4*x^2-459756*b*c^2*q*r^3*x^3+407412*b*c^2*q*r^2*x^4+17574*b* c^2*r^5*x^2-229650*b*c^2*r^4*x^3+292972*b*c^2*r^3*x^4+69*b*c*g^5*p*x^2+17*b*c*g ^5*q*x^2+115*b*c*g^5*r*x^2+36*b*c*g^5*x^3+721*b*c*g^4*p^2*x^2+616*b*c*g^4*p*q*x ^2+2423*b*c*g^4*p*r*x^2-646*b*c*g^4*p*x^3+67*b*c*g^4*q^2*x^2+864*b*c*g^4*q*r*x^ 2-368*b*c*g^4*q*x^3+1822*b*c*g^4*r^2*x^2-2375*b*c*g^4*r*x^3-1088*b*c*g^4*x^4+ 2402*b*c*g^3*p^3*x^2+3854*b*c*g^3*p^2*q*x^2+11747*b*c*g^3*p^2*r*x^2-6483*b*c*g^ 3*p^2*x^3+1541*b*c*g^3*p*q^2*x^2+11884*b*c*g^3*p*q*r*x^2-8576*b*c*g^3*p*q*x^3+ 17297*b*c*g^3*p*r^2*x^2-34454*b*c*g^3*p*r*x^3-4781*b*c*g^3*p*x^4+89*b*c*g^3*q^3 *x^2+2011*b*c*g^3*q^2*r*x^2-2093*b*c*g^3*q^2*x^3+8221*b*c*g^3*q*r^2*x^2-21629*b *c*g^3*q*r*x^3-4781*b*c*g^3*q*x^4+7952*b*c*g^3*r^3*x^2-34509*b*c*g^3*r^2*x^3+ 483*b*c*g^3*r*x^4+3559*b*c*g^2*p^4*x^2+8585*b*c*g^2*p^3*q*x^2+22565*b*c*g^2*p^3 *r*x^2-15869*b*c*g^2*p^3*x^3+6542*b*c*g^2*p^2*q^2*x^2+39912*b*c*g^2*p^2*q*r*x^2 -34463*b*c*g^2*p^2*q*x^3+48813*b*c*g^2*p^2*r^2*x^2-113204*b*c*g^2*p^2*r*x^3-\ 5443*b*c*g^2*p^2*x^4+1565*b*c*g^2*p*q^3*x^2+19286*b*c*g^2*p*q^2*r*x^2-21319*b*c *g^2*p*q^2*x^3+56095*b*c*g^2*p*q*r^2*x^2-162326*b*c*g^2*p*q*r*x^3-10886*b*c*g^2 *p*q*x^4+44167*b*c*g^2*p*r^3*x^2-211752*b*c*g^2*p*r^2*x^3+33523*b*c*g^2*p*r*x^4 +49*b*c*g^2*q^4*x^2+1939*b*c*g^2*q^3*r*x^2-2725*b*c*g^2*q^3*x^3+12592*b*c*g^2*q ^2*r^2*x^2-49122*b*c*g^2*q^2*r*x^3-5443*b*c*g^2*q^2*x^4+24768*b*c*g^2*q*r^3*x^2 -146905*b*c*g^2*q*r^2*x^3+33523*b*c*g^2*q*r*x^4+14360*b*c*g^2*r^4*x^2-118900*b* c*g^2*r^3*x^3+62709*b*c*g^2*r^2*x^4+2449*b*c*g*p^5*x^2+7968*b*c*g*p^4*q*x^2+ 18944*b*c*g*p^4*r*x^2-15005*b*c*g*p^4*x^3+9220*b*c*g*p^3*q^2*x^2+48866*b*c*g*p^ 3*q*r*x^2-45896*b*c*g*p^3*q*x^3+53685*b*c*g*p^3*r^2*x^2-133891*b*c*g*p^3*r*x^3-\ 922*b*c*g*p^3*x^4+4342*b*c*g*p^2*q^3*x^2+41673*b*c*g*p^2*q^2*r*x^2-47658*b*c*g* p^2*q^2*x^3+102558*b*c*g*p^2*q*r^2*x^2-307947*b*c*g*p^2*q*r*x^3-2766*b*c*g*p^2* q*x^4+71881*b*c*g*p^2*r^3*x^2-360253*b*c*g*p^2*r^2*x^3+81085*b*c*g*p^2*r*x^4+ 651*b*c*g*p*q^4*x^2+12524*b*c*g*p*q^3*r*x^2-17648*b*c*g*p*q^3*x^3+56661*b*c*g*p *q^2*r^2*x^2-214221*b*c*g*p*q^2*r*x^3-2766*b*c*g*p*q^2*x^4+90390*b*c*g*p*q*r^3* x^2-544000*b*c*g*p*q*r^2*x^3+162170*b*c*g*p*q*r*x^4+46238*b*c*g*p*r^4*x^2-\ 389446*b*c*g*p*r^3*x^3+237016*b*c*g*p*r^2*x^4+10*b*c*g*q^5*x^2+773*b*c*g*q^4*r* x^2-881*b*c*g*q^4*x^3+7788*b*c*g*q^3*r^2*x^2-40165*b*c*g*q^3*r*x^3-922*b*c*g*q^ 3*x^4+24208*b*c*g*q^2*r^3*x^2-183747*b*c*g*q^2*r^2*x^3+81085*b*c*g*q^2*r*x^4+ 28730*b*c*g*q*r^4*x^2-290602*b*c*g*q*r^3*x^3+237016*b*c*g*q*r^2*x^4+11547*b*c*g *r^5*x^2-148079*b*c*g*r^4*x^3+178028*b*c*g*r^3*x^4+640*b*c*p^6*x^2+2636*b*c*p^5 *q*x^2+5814*b*c*p^5*r*x^2-4937*b*c*p^5*x^3+4144*b*c*p^4*q^2*x^2+19918*b*c*p^4*q *r*x^2-19593*b*c*p^4*q*x^3+20276*b*c*p^4*r^2*x^2-52618*b*c*p^4*r*x^3+828*b*c*p^ 4*x^4+3016*b*c*p^3*q^3*x^2+24958*b*c*p^3*q^2*r*x^2-29002*b*c*p^3*q^2*x^3+55240* b*c*p^3*q*r^2*x^2-168336*b*c*p^3*q*r*x^3+3312*b*c*p^3*q*x^4+35764*b*c*p^3*r^3*x ^2-183093*b*c*p^3*r^2*x^3+47814*b*c*p^3*r*x^4+944*b*c*p^2*q^4*x^2+13506*b*c*p^2 *q^3*r*x^2-18818*b*c*p^2*q^3*x^3+51282*b*c*p^2*q^2*r^2*x^2-189300*b*c*p^2*q^2*r *x^3+4968*b*c*p^2*q^2*x^4+72572*b*c*p^2*q*r^3*x^2-436059*b*c*p^2*q*r^2*x^3+ 143442*b*c*p^2*q*r*x^4+34176*b*c*p^2*r^4*x^2-289096*b*c*p^2*r^3*x^3+187896*b*c* p^2*r^2*x^4+76*b*c*p*q^5*x^2+2740*b*c*p*q^4*r*x^2-4317*b*c*p*q^4*x^3+17948*b*c* p*q^3*r^2*x^2-84064*b*c*p*q^3*r*x^3+3312*b*c*p*q^3*x^4+44266*b*c*p*q^2*r^3*x^2-\ 322839*b*c*p*q^2*r^2*x^3+143442*b*c*p*q^2*r*x^4+45916*b*c*p*q*r^4*x^2-455720*b* c*p*q*r^3*x^3+375792*b*c*p*q*r^2*x^4+16934*b*c*p*r^5*x^2-214700*b*c*p*r^4*x^3+ 261576*b*c*p*r^3*x^4+88*b*c*q^5*r*x^2+155*b*c*q^5*x^3+1630*b*c*q^4*r^2*x^2-\ 10482*b*c*q^4*r*x^3+828*b*c*q^4*x^4+7458*b*c*q^3*r^3*x^2-69873*b*c*q^3*r^2*x^3+ 47814*b*c*q^3*r*x^4+13798*b*c*q^2*r^4*x^2-166624*b*c*q^2*r^3*x^3+187896*b*c*q^2 *r^2*x^4+11302*b*c*q*r^5*x^2-168404*b*c*q*r^4*x^3+261576*b*c*q*r^3*x^4+3420*b*c *r^6*x^2-61016*b*c*r^5*x^3+121852*b*c*r^4*x^4+25*b*g^5*p^2*x^2+16*b*g^5*p*q*x^2 +92*b*g^5*p*r*x^2+26*b*g^5*p*x^3+16*b*g^5*q*r*x^2+8*b*g^5*q*x^3+75*b*g^5*r^2*x^ 2+13*b*g^5*r*x^3-54*b*g^5*x^4+145*b*g^4*p^3*x^2+215*b*g^4*p^2*q*x^2+744*b*g^4*p ^2*r*x^2-212*b*g^4*p^2*x^3+70*b*g^4*p*q^2*x^2+664*b*g^4*p*q*r*x^2-263*b*g^4*p*q *x^3+1142*b*g^4*p*r^2*x^2-1517*b*g^4*p*r*x^3-478*b*g^4*p*x^4+70*b*g^4*q^2*r*x^2 -51*b*g^4*q^2*x^3+460*b*g^4*q*r^2*x^2-809*b*g^4*q*r*x^3-478*b*g^4*q*x^4+543*b*g ^4*r^3*x^2-1800*b*g^4*r^2*x^3-478*b*g^4*r*x^4+330*b*g^3*p^4*x^2+774*b*g^3*p^3*q *x^2+2148*b*g^3*p^3*r*x^2-1205*b*g^3*p^3*x^3+558*b*g^3*p^2*q^2*x^2+3648*b*g^3*p ^2*q*r*x^2-2555*b*g^3*p^2*q*x^3+4752*b*g^3*p^2*r^2*x^2-9379*b*g^3*p^2*r*x^3-982 *b*g^3*p^2*x^4+114*b*g^3*p*q^3*x^2+1614*b*g^3*p*q^2*r*x^2-1495*b*g^3*p*q^2*x^3+ 5196*b*g^3*p*q*r^2*x^2-12948*b*g^3*p*q*r*x^3-1964*b*g^3*p*q*x^4+4380*b*g^3*p*r^ 3*x^2-18687*b*g^3*p*r^2*x^3+806*b*g^3*p*r*x^4+114*b*g^3*q^3*r*x^2-145*b*g^3*q^3 *x^3+1026*b*g^3*q^2*r^2*x^2-3569*b*g^3*q^2*r*x^3-982*b*g^3*q^2*x^4+2322*b*g^3*q *r^3*x^2-12290*b*g^3*q*r^2*x^3+806*b*g^3*q*r*x^4+1446*b*g^3*r^4*x^2-11072*b*g^3 *r^3*x^3+3870*b*g^3*r^2*x^4+370*b*g^2*p^5*x^2+1192*b*g^2*p^4*q*x^2+2900*b*g^2*p ^4*r*x^2-2075*b*g^2*p^4*x^3+1356*b*g^2*p^3*q^2*x^2+7378*b*g^2*p^3*q*r*x^2-6284* b*g^2*p^3*q*x^3+8310*b*g^2*p^3*r^2*x^2-19227*b*g^2*p^3*r*x^3-635*b*g^2*p^3*x^4+ 616*b*g^2*p^2*q^3*x^2+6138*b*g^2*p^2*q^2*r*x^2-6402*b*g^2*p^2*q^2*x^3+15618*b*g ^2*p^2*q*r^2*x^2-43631*b*g^2*p^2*q*r*x^3-1905*b*g^2*p^2*q*x^4+11230*b*g^2*p^2*r ^3*x^2-53264*b*g^2*p^2*r^2*x^3+8862*b*g^2*p^2*r*x^4+82*b*g^2*p*q^4*x^2+1742*b*g ^2*p*q^3*r*x^2-2252*b*g^2*p*q^3*x^3+8358*b*g^2*p*q^2*r^2*x^2-29581*b*g^2*p*q^2* r*x^3-1905*b*g^2*p*q^2*x^4+13870*b*g^2*p*q*r^3*x^2-79024*b*g^2*p*q*r^2*x^3+ 17724*b*g^2*p*q*r*x^4+7280*b*g^2*p*r^4*x^2-59049*b*g^2*p*r^3*x^3+30346*b*g^2*p* r^2*x^4+82*b*g^2*q^4*r*x^2-59*b*g^2*q^4*x^3+1050*b*g^2*q^3*r^2*x^2-5177*b*g^2*q ^3*r*x^3-635*b*g^2*q^3*x^4+3576*b*g^2*q^2*r^3*x^2-25760*b*g^2*q^2*r^2*x^3+8862* b*g^2*q^2*r*x^4+4438*b*g^2*q*r^4*x^2-43243*b*g^2*q*r^3*x^3+30346*b*g^2*q*r^2*x^ 4+1830*b*g^2*r^5*x^2-22937*b*g^2*r^4*x^3+24953*b*g^2*r^3*x^4+205*b*g*p^6*x^2+ 842*b*g*p^5*q*x^2+1872*b*g*p^5*r*x^2-1513*b*g*p^5*x^3+1318*b*g*p^4*q^2*x^2+6388 *b*g*p^4*q*r*x^2-5979*b*g*p^4*q*x^3+6557*b*g*p^4*r^2*x^2-16411*b*g*p^4*r*x^3+34 *b*g*p^4*x^4+952*b*g*p^3*q^3*x^2+7954*b*g*p^3*q^2*r*x^2-8786*b*g*p^3*q^2*x^3+ 17782*b*g*p^3*q*r^2*x^2-52232*b*g*p^3*q*r*x^3+136*b*g*p^3*q*x^4+11608*b*g*p^3*r ^3*x^2-57883*b*g*p^3*r^2*x^3+13273*b*g*p^3*r*x^4+293*b*g*p^2*q^4*x^2+4254*b*g*p ^2*q^3*r*x^2-5614*b*g*p^2*q^3*x^3+16380*b*g*p^2*q^2*r^2*x^2-58230*b*g*p^2*q^2*r *x^3+204*b*g*p^2*q^2*x^4+23438*b*g*p^2*q*r^3*x^2-136985*b*g*p^2*q*r^2*x^3+39819 *b*g*p^2*q*r*x^4+11127*b*g*p^2*r^4*x^2-92456*b*g*p^2*r^3*x^3+55344*b*g*p^2*r^2* x^4+22*b*g*p*q^5*x^2+838*b*g*p*q^4*r*x^2-1221*b*g*p*q^4*x^3+5642*b*g*p*q^3*r^2* x^2-25408*b*g*p*q^3*r*x^3+136*b*g*p*q^3*x^4+14170*b*g*p*q^2*r^3*x^2-100321*b*g* p*q^2*r^2*x^3+39819*b*g*p*q^2*r*x^4+14872*b*g*p*q*r^4*x^2-144772*b*g*p*q*r^3*x^ 3+110688*b*g*p*q*r^2*x^4+5528*b*g*p*r^5*x^2-69342*b*g*p*r^4*x^3+80058*b*g*p*r^3 *x^4+22*b*g*q^5*r*x^2+73*b*g*q^5*x^3+487*b*g*q^4*r^2*x^2-2999*b*g*q^4*r*x^3+34* b*g*q^4*x^4+2340*b*g*q^3*r^3*x^2-21219*b*g*q^3*r^2*x^3+13273*b*g*q^3*r*x^4+4426 *b*g*q^2*r^4*x^2-52316*b*g*q^2*r^3*x^3+55344*b*g*q^2*r^2*x^4+3670*b*g*q*r^5*x^2 -54040*b*g*q*r^4*x^3+80058*b*g*q*r^3*x^4+1119*b*g*r^6*x^2-19871*b*g*r^5*x^3+ 38357*b*g*r^4*x^4+45*b*p^7*x^2+225*b*p^6*q*x^2+468*b*p^6*r*x^2-405*b*p^6*x^3+ 450*b*p^5*q^2*x^2+2010*b*p^5*q*r*x^2-1979*b*p^5*q*x^3+1932*b*p^5*r^2*x^2-5033*b *p^5*r*x^3+111*b*p^5*x^4+450*b*p^4*q^3*x^2+3360*b*p^4*q^2*r*x^2-3820*b*p^4*q^2* x^3+6900*b*p^4*q*r^2*x^2-20701*b*p^4*q*r*x^3+555*b*p^4*q*x^4+4215*b*p^4*r^3*x^2 -21466*b*p^4*r^2*x^3+5695*b*p^4*r*x^4+225*b*p^3*q^4*x^2+2700*b*p^3*q^3*r*x^2-\ 3590*b*p^3*q^3*x^3+9186*b*p^3*q^2*r^2*x^2-32474*b*p^3*q^2*r*x^3+1110*b*p^3*q^2* x^4+12000*b*p^3*q*r^3*x^2-70400*b*p^3*q*r^2*x^3+22780*b*p^3*q*r*x^4+5325*b*p^3* r^4*x^2-44421*b*p^3*r^3*x^3+28683*b*p^3*r^2*x^4+45*b*p^2*q^5*x^2+1020*b*p^2*q^4 *r*x^2-1565*b*p^2*q^4*x^3+5478*b*p^2*q^3*r^2*x^2-23546*b*p^2*q^3*r*x^3+1110*b*p ^2*q^3*x^4+11898*b*p^2*q^2*r^3*x^2-82404*b*p^2*q^2*r^2*x^3+34170*b*p^2*q^2*r*x^ 4+11325*b*p^2*q*r^4*x^2-108789*b*p^2*q*r^3*x^3+86049*b*p^2*q*r^2*x^4+3930*b*p^2 *r^5*x^2-48722*b*p^2*r^4*x^3+57928*b*p^2*r^3*x^4+138*b*p*q^5*r*x^2-175*b*p*q^5* x^3+1338*b*p*q^4*r^2*x^2-7309*b*p*q^4*r*x^3+555*b*p*q^4*x^4+4656*b*p*q^3*r^3*x^ 2-39472*b*p*q^3*r^2*x^3+22780*b*p*q^3*r*x^4+7428*b*p*q^2*r^4*x^2-84315*b*p*q^2* r^3*x^3+86049*b*p*q^2*r^2*x^4+5550*b*p*q*r^5*x^2-79287*b*p*q*r^4*x^3+115856*b*p *q*r^3*x^4+1578*b*p*r^6*x^2-27310*b*p*r^5*x^3+52459*b*p*r^4*x^4+46*b*q^6*x^3+78 *b*q^5*r^2*x^2-569*b*q^5*r*x^3+111*b*q^5*x^4+543*b*q^4*r^3*x^2-6002*b*q^4*r^2*x ^3+5695*b*q^4*r*x^4+1428*b*q^3*r^4*x^2-19947*b*q^3*r^3*x^3+28683*b*q^3*r^2*x^4+ 1806*b*q^2*r^5*x^2-30565*b*q^2*r^4*x^3+57928*b*q^2*r^3*x^4+1110*b*q*r^6*x^2-\ 22176*b*q*r^5*x^3+52459*b*q*r^4*x^4+267*b*r^7*x^2-6171*b*r^6*x^3+17630*b*r^5*x^ 4+800*c^8*x^2+2160*c^7*g*x^2+4192*c^7*p*x^2+1888*c^7*q*x^2+6400*c^7*r*x^2-6528* c^7*x^3+2400*c^6*g^2*x^2+9888*c^6*g*p*x^2+4416*c^6*g*q*x^2+15120*c^6*g*r*x^2-\ 14656*c^6*g*x^3+8816*c^6*p^2*x^2+9280*c^6*p*q*x^2+27216*c^6*p*r*x^2-25472*c^6*p *x^3+1808*c^6*q^2*x^2+13584*c^6*q*r*x^2-16896*c^6*q*x^3+19112*c^6*r^2*x^2-56640 *c^6*r*x^3-96*c^6*x^4+1400*c^5*g^3*x^2+9424*c^5*g^2*p*x^2+4144*c^5*g^2*q*x^2+ 14448*c^5*g^2*r*x^2-12928*c^5*g^2*x^3+17824*c^5*g*p^2*x^2+18640*c^5*g*p*q*x^2+ 55136*c^5*g*p*r*x^2-49264*c^5*g*p*x^3+3568*c^5*g*q^2*x^2+27296*c^5*g*q*r*x^2-\ 32464*c^5*g*q*x^3+38756*c^5*g*r^2*x^2-110816*c^5*g*r*x^3-1904*c^5*g*x^4+9968*c^ 5*p^3*x^2+17472*c^5*p^2*q*x^2+46216*c^5*p^2*r*x^2-41040*c^5*p^2*x^3+8400*c^5*p* q^2*x^2+52352*c^5*p*q*r*x^2-58752*c^5*p*q*x^3+65328*c^5*p*r^2*x^2-181248*c^5*p* r*x^3+1280*c^5*p*x^4+896*c^5*q^3*x^2+11656*c^5*q^2*r*x^2-17712*c^5*q^2*x^3+ 35664*c^5*q*r^2*x^2-127488*c^5*q*r*x^3+1280*c^5*q*x^4+29080*c^5*r^3*x^2-161184* c^5*r^2*x^3+49104*c^5*r*x^4+450*c^4*g^4*x^2+4608*c^4*g^3*p*x^2+1968*c^4*g^3*q*x ^2+7096*c^4*g^3*r*x^2-5536*c^4*g^3*x^3+14192*c^4*g^2*p^2*x^2+14664*c^4*g^2*p*q* x^2+44088*c^4*g^2*p*r*x^2-36576*c^4*g^2*p*x^3+2720*c^4*g^2*q^2*x^2+21456*c^4*g^ 2*q*r*x^2-23840*c^4*g^2*q*x^3+31082*c^4*g^2*r^2*x^2-83936*c^4*g^2*r*x^3-3592*c^ 4*g^2*x^4+16796*c^4*g*p^3*x^2+29300*c^4*g*p^2*q*x^2+78056*c^4*g*p^2*r*x^2-66416 *c^4*g*p^2*x^3+13940*c^4*g*p*q^2*x^2+87912*c^4*g*p*q*r*x^2-94656*c^4*g*p*q*x^3+ 110508*c^4*g*p*r^2*x^2-296648*c^4*g*p*r*x^3-1680*c^4*g*p*x^4+1436*c^4*g*q^3*x^2 +19304*c^4*g*q^2*r*x^2-28240*c^4*g*q^2*x^3+59916*c^4*g*q*r^2*x^2-207416*c^4*g*q *r*x^3-1680*c^4*g*q*x^4+49248*c^4*g*r^3*x^2-265680*c^4*g*r^2*x^3+73304*c^4*g*r* x^4+6722*c^4*p^4*x^2+16952*c^4*p^3*q*x^2+41324*c^4*p^3*r*x^2-35712*c^4*p^3*x^3+ 13980*c^4*p^2*q^2*x^2+76716*c^4*p^2*q*r*x^2-80832*c^4*p^2*q*x^3+87498*c^4*p^2*r ^2*x^2-233088*c^4*p^2*r*x^3+3280*c^4*p^2*x^4+3992*c^4*p*q^3*x^2+40572*c^4*p*q^2 *r*x^2-54528*c^4*p*q^2*x^3+105996*c^4*p*q*r^2*x^2-349248*c^4*p*q*r*x^3+6560*c^4 *p*q*x^4+77912*c^4*p*r^3*x^2-412512*c^4*p*r^2*x^3+118008*c^4*p*r*x^4+242*c^4*q^ 4*x^2+5180*c^4*q^3*r*x^2-9408*c^4*q^3*x^3+26586*c^4*q^2*r^2*x^2-116160*c^4*q^2* r*x^3+3280*c^4*q^2*x^4+46232*c^4*q*r^3*x^2-302208*c^4*q*r^2*x^3+118008*c^4*q*r* x^4+25016*c^4*r^4*x^2-221424*c^4*r^3*x^3+160536*c^4*r^2*x^4+75*c^3*g^5*x^2+1206 *c^3*g^4*p*x^2+486*c^3*g^4*q*x^2+1872*c^3*g^4*r*x^2-1112*c^3*g^4*x^3+5596*c^3*g ^3*p^2*x^2+5652*c^3*g^3*p*q*x^2+17536*c^3*g^3*p*r*x^2-12784*c^3*g^3*p*x^3+988*c ^3*g^3*q^2*x^2+8236*c^3*g^3*q*r*x^2-8176*c^3*g^3*q*x^3+12451*c^3*g^3*r^2*x^2-\ 30464*c^3*g^3*r*x^3-2700*c^3*g^3*x^4+10724*c^3*g^2*p^3*x^2+18540*c^3*g^2*p^2*q* x^2+50102*c^3*g^2*p^2*r*x^2-39800*c^3*g^2*p^2*x^3+8652*c^3*g^2*p*q^2*x^2+55752* c^3*g^2*p*q*r*x^2-56288*c^3*g^2*p*q*x^3+71232*c^3*g^2*p*r^2*x^2-181416*c^3*g^2* p*r*x^3-4792*c^3*g^2*p*x^4+836*c^3*g^2*q^3*x^2+11894*c^3*g^2*q^2*r*x^2-16488*c^ 3*g^2*q^2*x^3+38040*c^3*g^2*q*r^2*x^2-125336*c^3*g^2*q*r*x^3-4792*c^3*g^2*q*x^4 +31854*c^3*g^2*r^3*x^2-164808*c^3*g^2*r^2*x^3+37924*c^3*g^2*r*x^4+9057*c^3*g*p^ 4*x^2+22764*c^3*g*p^3*q*x^2+55816*c^3*g*p^3*r*x^2-46392*c^3*g*p^3*x^3+18654*c^3 *g*p^2*q^2*x^2+103204*c^3*g*p^2*q*r*x^2-104664*c^3*g*p^2*q*x^3+118399*c^3*g*p^2 *r^2*x^2-306048*c^3*g*p^2*r*x^3+1008*c^3*g*p^2*x^4+5244*c^3*g*p*q^3*x^2+54148*c ^3*g*p*q^2*r*x^2-70152*c^3*g*p*q^2*x^3+142770*c^3*g*p*q*r^2*x^2-456672*c^3*g*p* q*r*x^3+2016*c^3*g*p*q*x^4+105578*c^3*g*p*r^3*x^2-545472*c^3*g*p*r^2*x^3+142532 *c^3*g*p*r*x^4+297*c^3*g*q^4*x^2+6760*c^3*g*q^3*r*x^2-11880*c^3*g*q^3*x^3+35455 *c^3*g*q^2*r^2*x^2-150624*c^3*g*q^2*r*x^3+1008*c^3*g*q^2*x^4+62330*c^3*g*q*r^3* x^2-397552*c^3*g*q*r^2*x^3+142532*c^3*g*q*r*x^4+33938*c^3*g*r^4*x^2-294496*c^3* g*r^3*x^3+201672*c^3*g*r^2*x^4+2794*c^3*p^5*x^2+9338*c^3*p^4*q*x^2+21234*c^3*p^ 4*r*x^2-18224*c^3*p^4*x^3+11284*c^3*p^3*q^2*x^2+56172*c^3*p^3*q*r*x^2-57168*c^3 *p^3*q*x^3+59538*c^3*p^3*r^2*x^2-155376*c^3*p^3*r*x^3+3120*c^3*p^3*x^4+5764*c^3 *p^2*q^3*x^2+49908*c^3*p^2*q^2*r*x^2-62160*c^3*p^2*q^2*x^3+116622*c^3*p^2*q*r^2 *x^2-365232*c^3*p^2*q*r*x^3+9360*c^3*p^2*q*x^4+79150*c^3*p^2*r^3*x^2-407880*c^3 *p^2*r^2*x^3+112812*c^3*p^2*r*x^4+1058*c^3*p*q^4*x^2+16236*c^3*p*q^3*r*x^2-\ 25712*c^3*p*q^3*x^3+67230*c^3*p*q^2*r^2*x^2-264336*c^3*p*q^2*r*x^3+9360*c^3*p*q ^2*x^4+102080*c^3*p*q*r^3*x^2-630480*c^3*p*q*r^2*x^3+225624*c^3*p*q*r*x^4+50652 *c^3*p*r^4*x^2-433152*c^3*p*r^3*x^3+295896*c^3*p*r^2*x^4+34*c^3*q^5*x^2+1266*c^ 3*q^4*r*x^2-2496*c^3*q^4*x^3+10146*c^3*q^3*r^2*x^2-54480*c^3*q^3*r*x^3+3120*c^3 *q^3*x^4+28606*c^3*q^2*r^3*x^2-222600*c^3*q^2*r^2*x^3+112812*c^3*q^2*r*x^4+ 32292*c^3*q*r^4*x^2-331104*c^3*q*r^3*x^3+295896*c^3*q*r^2*x^4+12600*c^3*r^5*x^2 -162424*c^3*r^4*x^3+208232*c^3*r^3*x^4+5*c^2*g^6*x^2+158*c^2*g^5*p*x^2+56*c^2*g ^5*q*x^2+249*c^2*g^5*r*x^2-68*c^2*g^5*x^3+1121*c^2*g^4*p^2*x^2+1082*c^2*g^4*p*q *x^2+3577*c^2*g^4*p*r*x^2-2012*c^2*g^4*p*x^3+167*c^2*g^4*q^2*x^2+1555*c^2*g^4*q *r*x^2-1244*c^2*g^4*q*x^3+2581*c^2*g^4*r^2*x^2-5212*c^2*g^4*r*x^3-952*c^2*g^4*x ^4+3195*c^2*g^3*p^3*x^2+5429*c^2*g^3*p^2*q*x^2+15096*c^2*g^3*p^2*r*x^2-10632*c^ 2*g^3*p^2*x^3+2441*c^2*g^3*p*q^2*x^2+16386*c^2*g^3*p*q*r*x^2-14832*c^2*g^3*p*q* x^3+21671*c^2*g^3*p*r^2*x^2-50402*c^2*g^3*p*r*x^3-3148*c^2*g^3*p*x^4+207*c^2*g^ 3*q^3*x^2+3288*c^2*g^3*q^2*r*x^2-4200*c^2*g^3*q^2*x^3+11207*c^2*g^3*q*r^2*x^2-\ 33982*c^2*g^3*q*r*x^3-3148*c^2*g^3*q*x^4+9770*c^2*g^3*r^3*x^2-47148*c^2*g^3*r^2 *x^3+7242*c^2*g^3*r*x^4+4342*c^2*g^2*p^4*x^2+10842*c^2*g^2*p^3*q*x^2+26913*c^2* g^2*p^3*r*x^2-21020*c^2*g^2*p^3*x^3+8776*c^2*g^2*p^2*q^2*x^2+49339*c^2*g^2*p^2* q*r*x^2-47148*c^2*g^2*p^2*q*x^3+57357*c^2*g^2*p^2*r^2*x^2-141420*c^2*g^2*p^2*r* x^3-1994*c^2*g^2*p^2*x^4+2394*c^2*g^2*p*q^3*x^2+25453*c^2*g^2*p*q^2*r*x^2-31236 *c^2*g^2*p*q^2*x^3+68468*c^2*g^2*p*q*r^2*x^2-209280*c^2*g^2*p*q*r*x^3-3988*c^2* g^2*p*q*x^4+51343*c^2*g^2*p*r^3*x^2-255734*c^2*g^2*p*r^2*x^3+56766*c^2*g^2*p*r* x^4+118*c^2*g^2*q^4*x^2+3027*c^2*g^2*q^3*r*x^2-5108*c^2*g^2*q^3*x^3+16623*c^2*g ^2*q^2*r^2*x^2-67860*c^2*g^2*q^2*r*x^3-1994*c^2*g^2*q^2*x^4+29971*c^2*g^2*q*r^3 *x^2-184306*c^2*g^2*q*r^2*x^3+56766*c^2*g^2*q*r*x^4+16557*c^2*g^2*r^4*x^2-\ 139844*c^2*g^2*r^3*x^3+86840*c^2*g^2*r^2*x^4+2819*c^2*g*p^5*x^2+9401*c^2*g*p^4* q*x^2+21473*c^2*g*p^4*r*x^2-17804*c^2*g*p^4*x^3+11318*c^2*g*p^3*q^2*x^2+56654*c ^2*g*p^3*q*r*x^2-55712*c^2*g*p^3*q*x^3+60315*c^2*g*p^3*r^2*x^2-153286*c^2*g*p^3 *r*x^3+1652*c^2*g*p^3*x^4+5738*c^2*g*p^2*q^3*x^2+50106*c^2*g*p^2*q^2*r*x^2-\ 60312*c^2*g*p^2*q^2*x^3+117789*c^2*g*p^2*q*r^2*x^2-359238*c^2*g*p^2*q*r*x^3+ 4956*c^2*g*p^2*q*x^4+80297*c^2*g*p^2*r^3*x^2-405114*c^2*g*p^2*r^2*x^3+103274*c^ 2*g*p^2*r*x^4+1031*c^2*g*p*q^4*x^2+16142*c^2*g*p*q^3*r*x^2-24704*c^2*g*p*q^3*x^ 3+67533*c^2*g*p*q^2*r^2*x^2-258618*c^2*g*p*q^2*r*x^3+4956*c^2*g*p*q^2*x^4+ 103220*c^2*g*p*q*r^3*x^2-623928*c^2*g*p*q*r^2*x^3+206548*c^2*g*p*q*r*x^4+51446* c^2*g*p*r^4*x^2-432588*c^2*g*p*r^3*x^3+280342*c^2*g*p*r^2*x^4+29*c^2*g*q^5*x^2+ 1217*c^2*g*q^4*r*x^2-2300*c^2*g*q^4*x^3+10059*c^2*g*q^3*r^2*x^2-52666*c^2*g*q^3 *r*x^3+1652*c^2*g*q^3*x^4+28745*c^2*g*q^2*r^3*x^2-218814*c^2*g*q^2*r^2*x^3+ 103274*c^2*g*q^2*r*x^4+32684*c^2*g*q*r^4*x^2-329404*c^2*g*q*r^3*x^3+280342*c^2* g*q*r^2*x^4+12810*c^2*g*r^5*x^2-162956*c^2*g*r^4*x^3+201464*c^2*g*r^3*x^4+704*c ^2*p^6*x^2+2958*c^2*p^5*q*x^2+6320*c^2*p^5*r*x^2-5472*c^2*p^5*x^3+4794*c^2*p^4* q^2*x^2+22018*c^2*p^4*q*r*x^2-22104*c^2*p^4*q*x^3+21906*c^2*p^4*r^2*x^2-56892*c ^2*p^4*r*x^3+1450*c^2*p^4*x^4+3676*c^2*p^3*q^3*x^2+28298*c^2*p^3*q^2*r*x^2-\ 33696*c^2*p^3*q^2*x^3+60606*c^2*p^3*q*r^2*x^2-184416*c^2*p^3*q*r*x^3+5800*c^2*p ^3*q*x^4+38504*c^2*p^3*r^3*x^2-195972*c^2*p^3*r^2*x^3+53586*c^2*p^3*r*x^4+1284* c^2*p^2*q^4*x^2+15986*c^2*p^2*q^3*r*x^2-23184*c^2*p^2*q^3*x^3+57600*c^2*p^2*q^2 *r^2*x^2-211896*c^2*p^2*q^2*r*x^3+8700*c^2*p^2*q^2*x^4+79290*c^2*p^2*q*r^3*x^2-\ 472572*c^2*p^2*q*r^2*x^3+160758*c^2*p^2*q*r*x^4+36716*c^2*p^2*r^4*x^2-307704*c^ 2*p^2*r^3*x^3+203382*c^2*p^2*r^2*x^4+150*c^2*p*q^5*x^2+3550*c^2*p*q^4*r*x^2-\ 6336*c^2*p*q^4*x^3+21006*c^2*p*q^3*r^2*x^2-98112*c^2*p*q^3*r*x^3+5800*c^2*p*q^3 *x^4+49482*c^2*p*q^2*r^3*x^2-357228*c^2*p*q^2*r^2*x^3+160758*c^2*p*q^2*r*x^4+ 50044*c^2*p*q*r^4*x^2-491064*c^2*p*q*r^3*x^3+406764*c^2*p*q*r^2*x^4+18168*c^2*p *r^5*x^2-227700*c^2*p*r^4*x^3+277740*c^2*p*r^3*x^4+2*c^2*q^6*x^2+164*c^2*q^5*r* x^2-216*c^2*q^5*x^3+2106*c^2*q^4*r^2*x^2-13740*c^2*q^4*r*x^3+1450*c^2*q^4*x^4+ 8696*c^2*q^3*r^3*x^2-80628*c^2*q^3*r^2*x^3+53586*c^2*q^3*r*x^4+15386*c^2*q^2*r^ 4*x^2-183360*c^2*q^2*r^3*x^3+203382*c^2*q^2*r^2*x^4+12300*c^2*q*r^5*x^2-180804* c^2*q*r^4*x^3+277740*c^2*q*r^3*x^4+3666*c^2*r^6*x^2-64548*c^2*r^5*x^3+127706*c^ 2*r^4*x^4+8*c*g^6*p*x^2+2*c*g^6*q*x^2+13*c*g^6*r*x^2+4*c*g^6*x^3+103*c*g^5*p^2* x^2+90*c*g^5*p*q*x^2+342*c*g^5*p*r*x^2-93*c*g^5*p*x^3+10*c*g^5*q^2*x^2+123*c*g^ 5*q*r*x^2-55*c*g^5*q*x^3+256*c*g^5*r^2*x^2-322*c*g^5*r*x^3-146*c*g^5*x^4+435*c* g^4*p^3*x^2+714*c*g^4*p^2*q*x^2+2105*c*g^4*p^2*r*x^2-1165*c*g^4*p^2*x^3+297*c*g ^4*p*q^2*x^2+2168*c*g^4*p*q*r*x^2-1584*c*g^4*p*q*x^3+3086*c*g^4*p*r^2*x^2-6024* c*g^4*p*r*x^3-794*c*g^4*p*x^4+18*c*g^4*q^3*x^2+377*c*g^4*q^2*r*x^2-419*c*g^4*q^ 2*x^3+1490*c*g^4*q*r^2*x^2-3848*c*g^4*q*r*x^3-794*c*g^4*q*x^4+1416*c*g^4*r^3*x^ 2-6012*c*g^4*r^2*x^3+106*c*g^4*r*x^4+867*c*g^3*p^4*x^2+2137*c*g^3*p^3*q*x^2+ 5442*c*g^3*p^3*r*x^2-3812*c*g^3*p^3*x^3+1688*c*g^3*p^2*q^2*x^2+9800*c*g^3*p^2*q *r*x^2-8460*c*g^3*p^2*q*x^3+11722*c*g^3*p^2*r^2*x^2-26646*c*g^3*p^2*r*x^3-1163* c*g^3*p^2*x^4+433*c*g^3*p*q^3*x^2+4877*c*g^3*p*q^2*r*x^2-5484*c*g^3*p*q^2*x^3+ 13695*c*g^3*p*q*r^2*x^2-38784*c*g^3*p*q*r*x^3-2326*c*g^3*p*q*x^4+10586*c*g^3*p* r^3*x^2-49637*c*g^3*p*r^2*x^3+7801*c*g^3*p*r*x^4+15*c*g^3*q^4*x^2+519*c*g^3*q^3 *r*x^2-836*c*g^3*q^3*x^3+3163*c*g^3*q^2*r^2*x^2-12138*c*g^3*q^2*r*x^3-1163*c*g^ 3*q^2*x^4+6032*c*g^3*q*r^3*x^2-34951*c*g^3*q*r^2*x^3+7801*c*g^3*q*r*x^4+3439*c* g^3*r^4*x^2-27872*c*g^3*r^3*x^3+14411*c*g^3*r^2*x^4+900*c*g^2*p^5*x^2+2988*c*g^ 2*p^4*q*x^2+6893*c*g^2*p^4*r*x^2-5418*c*g^2*p^4*x^3+3570*c*g^2*p^3*q^2*x^2+ 18082*c*g^2*p^3*q*r*x^2-16876*c*g^2*p^3*q*x^3+19448*c*g^2*p^3*r^2*x^2-47504*c*g ^2*p^3*r*x^3-196*c*g^2*p^3*x^4+1782*c*g^2*p^2*q^3*x^2+15832*c*g^2*p^2*q^2*r*x^2 -18120*c*g^2*p^2*q^2*x^3+37729*c*g^2*p^2*q*r^2*x^2-110656*c*g^2*p^2*q*r*x^3-588 *c*g^2*p^2*q*x^4+25986*c*g^2*p^2*r^3*x^2-127300*c*g^2*p^2*r^2*x^3+28086*c*g^2*p ^2*r*x^4+306*c*g^2*p*q^4*x^2+4990*c*g^2*p*q^3*r*x^2-7284*c*g^2*p*q^3*x^3+21364* c*g^2*p*q^2*r^2*x^2-78800*c*g^2*p*q^2*r*x^3-588*c*g^2*p*q^2*x^4+33164*c*g^2*p*q *r^3*x^2-194544*c*g^2*p*q*r^2*x^3+56172*c*g^2*p*q*r*x^4+16700*c*g^2*p*r^4*x^2-\ 137558*c*g^2*p*r^3*x^3+81539*c*g^2*p*r^2*x^4+6*c*g^2*q^5*x^2+347*c*g^2*q^4*r*x^ 2-622*c*g^2*q^4*x^3+3083*c*g^2*q^3*r^2*x^2-15648*c*g^2*q^3*r*x^3-196*c*g^2*q^3* x^4+9102*c*g^2*q^2*r^3*x^2-67244*c*g^2*q^2*r^2*x^3+28086*c*g^2*q^2*r*x^4+10529* c*g^2*q*r^4*x^2-103894*c*g^2*q*r^3*x^3+81539*c*g^2*q*r^2*x^4+4169*c*g^2*r^5*x^2 -52344*c*g^2*r^4*x^3+61160*c*g^2*r^3*x^4+472*c*g*p^6*x^2+1981*c*g*p^5*q*x^2+ 4244*c*g*p^5*r*x^2-3571*c*g*p^5*x^3+3205*c*g*p^4*q^2*x^2+14765*c*g*p^4*q*r*x^2-\ 14397*c*g*p^4*q*x^3+14729*c*g*p^4*r^2*x^2-37444*c*g*p^4*r*x^3+651*c*g*p^4*x^4+ 2450*c*g*p^3*q^3*x^2+18935*c*g*p^3*q^2*r*x^2-21878*c*g*p^3*q^2*x^3+40685*c*g*p^ 3*q*r^2*x^2-121108*c*g*p^3*q*r*x^3+2604*c*g*p^3*q*x^4+25916*c*g*p^3*r^3*x^2-\ 129759*c*g*p^3*r^2*x^3+33027*c*g*p^3*r*x^4+850*c*g*p^2*q^4*x^2+10655*c*g*p^2*q^ 3*r*x^2-14962*c*g*p^2*q^3*x^3+38568*c*g*p^2*q^2*r^2*x^2-138660*c*g*p^2*q^2*r*x^ 3+3906*c*g*p^2*q^2*x^4+53275*c*g*p^2*q*r^3*x^2-312099*c*g*p^2*q*r^2*x^3+99081*c *g*p^2*q*r*x^4+24734*c*g*p^2*r^4*x^2-204744*c*g*p^2*r^3*x^3+129143*c*g*p^2*r^2* x^4+97*c*g*p*q^5*x^2+2345*c*g*p*q^4*r*x^2-4023*c*g*p*q^4*x^3+13997*c*g*p*q^3*r^ 2*x^2-63772*c*g*p*q^3*r*x^3+2604*c*g*p*q^3*x^4+33151*c*g*p*q^2*r^3*x^2-234921*c *g*p*q^2*r^2*x^3+99081*c*g*p*q^2*r*x^4+33650*c*g*p*q*r^4*x^2-325868*c*g*p*q*r^3 *x^3+258286*c*g*p*q*r^2*x^4+12248*c*g*p*r^5*x^2-152132*c*g*p*r^4*x^3+179672*c*g *p*r^3*x^4+c*g*q^6*x^2+104*c*g*q^5*r*x^2-113*c*g*q^5*x^3+1385*c*g*q^4*r^2*x^2-\ 8776*c*g*q^4*r*x^3+651*c*g*q^4*x^4+5792*c*g*q^3*r^3*x^2-52581*c*g*q^3*r^2*x^3+ 33027*c*g*q^3*r*x^4+10313*c*g*q^2*r^4*x^2-121124*c*g*q^2*r^3*x^3+129143*c*g*q^2 *r^2*x^4+8276*c*g*q*r^5*x^2-120480*c*g*q*r^4*x^3+179672*c*g*q*r^3*x^4+2473*c*g* r^6*x^2-43274*c*g*r^5*x^3+83735*c*g*r^4*x^4+99*c*p^7*x^2+504*c*p^6*q*x^2+1017*c *p^6*r*x^2-897*c*p^6*x^3+1035*c*p^5*q^2*x^2+4434*c*p^5*q*r*x^2-4452*c*p^5*q*x^3 +4170*c*p^5*r^2*x^2-10884*c*p^5*r*x^3+332*c*p^5*x^4+1080*c*p^4*q^3*x^2+7575*c*p ^4*q^2*r*x^2-8805*c*p^4*q^2*x^3+15096*c*p^4*q*r^2*x^2-45276*c*p^4*q*r*x^3+1660* c*p^4*q*x^4+9060*c*p^4*r^3*x^2-45948*c*p^4*r^2*x^3+12636*c*p^4*r*x^4+585*c*p^3* q^4*x^2+6300*c*p^3*q^3*r*x^2-8640*c*p^3*q^3*x^3+20496*c*p^3*q^2*r^2*x^2-72264*c *p^3*q^2*r*x^3+3320*c*p^3*q^2*x^4+26124*c*p^3*q*r^3*x^2-152256*c*p^3*q*r^2*x^3+ 50544*c*p^3*q*r*x^4+11415*c*p^3*r^4*x^2-94530*c*p^3*r^3*x^3+61728*c*p^3*r^2*x^4 +144*c*p^2*q^5*x^2+2535*c*p^2*q^4*r*x^2-4155*c*p^2*q^4*x^3+12612*c*p^2*q^3*r^2* x^2-53976*c*p^2*q^3*r*x^3+3320*c*p^2*q^3*x^4+26388*c*p^2*q^2*r^3*x^2-181080*c*p ^2*q^2*r^2*x^3+75816*c*p^2*q^2*r*x^4+24576*c*p^2*q*r^4*x^2-233826*c*p^2*q*r^3*x ^3+185184*c*p^2*q*r^2*x^4+8409*c*p^2*r^5*x^2-103287*c*p^2*r^4*x^3+122562*c*p^2* r^3*x^4+9*c*p*q^6*x^2+402*c*p*q^5*r*x^2-732*c*p*q^5*x^3+3270*c*p*q^4*r^2*x^2-\ 17844*c*p*q^4*r*x^3+1660*c*p*q^4*x^4+10644*c*p*q^3*r^3*x^2-89184*c*p*q^3*r^2*x^ 3+50544*c*p*q^3*r*x^4+16413*c*p*q^2*r^4*x^2-184062*c*p*q^2*r^3*x^3+185184*c*p*q ^2*r^2*x^4+12018*c*p*q*r^5*x^2-169728*c*p*q*r^4*x^3+245124*c*p*q*r^3*x^4+3372*c *p*r^6*x^2-57738*c*p*r^5*x^3+109692*c*p*r^4*x^4+9*c*q^6*r*x^2+33*c*q^6*x^3+228* c*q^5*r^2*x^2-1740*c*q^5*r*x^3+332*c*q^5*x^4+1320*c*q^4*r^3*x^2-14412*c*q^4*r^2 *x^3+12636*c*q^4*r*x^4+3252*c*q^3*r^4*x^2-44766*c*q^3*r^3*x^3+61728*c*q^3*r^2*x ^4+3981*c*q^2*r^5*x^2-66441*c*q^2*r^4*x^3+122562*c*q^2*r^3*x^4+2400*c*q*r^6*x^2 -47334*c*q*r^5*x^3+109692*c*q*r^4*x^4+570*c*r^7*x^2-13020*c*r^6*x^3+36554*c*r^5 *x^4+3*g^6*p^2*x^2+2*g^6*p*q*x^2+11*g^6*p*r*x^2+3*g^6*p*x^3+2*g^6*q*r*x^2+g^6*q *x^3+9*g^6*r^2*x^2+2*g^6*r*x^3-6*g^6*x^4+21*g^5*p^3*x^2+32*g^5*p^2*q*x^2+107*g^ 5*p^2*r*x^2-31*g^5*p^2*x^3+11*g^5*p*q^2*x^2+98*g^5*p*q*r*x^2-40*g^5*p*q*x^3+164 *g^5*p*r^2*x^2-212*g^5*p*r*x^3-64*g^5*p*x^4+11*g^5*q^2*r*x^2-9*g^5*q^2*x^3+68*g ^5*q*r^2*x^2-116*g^5*q*r*x^3-64*g^5*q*x^4+78*g^5*r^3*x^2-252*g^5*r^2*x^3-64*g^5 *r*x^4+60*g^4*p^4*x^2+144*g^4*p^3*q*x^2+387*g^4*p^3*r*x^2-218*g^4*p^3*x^3+108*g ^4*p^2*q^2*x^2+671*g^4*p^2*q*r*x^2-474*g^4*p^2*q*x^3+853*g^4*p^2*r^2*x^2-1656*g ^4*p^2*r*x^3-162*g^4*p^2*x^4+24*g^4*p*q^3*x^2+308*g^4*p*q^2*r*x^2-294*g^4*p*q^2 *x^3+952*g^4*p*q*r^2*x^2-2328*g^4*p*q*r*x^3-324*g^4*p*q*x^4+785*g^4*p*r^3*x^2-\ 3287*g^4*p*r^2*x^3+150*g^4*p*r*x^4+24*g^4*q^3*r*x^2-38*g^4*q^3*x^3+196*g^4*q^2* r^2*x^2-672*g^4*q^2*r*x^3-162*g^4*q^2*x^4+425*g^4*q*r^3*x^2-2205*g^4*q*r^2*x^3+ 150*g^4*q*r*x^4+259*g^4*r^4*x^2-1948*g^4*r^3*x^3+671*g^4*r^2*x^4+90*g^3*p^5*x^2 +296*g^3*p^4*q*x^2+698*g^3*p^4*r*x^2-500*g^3*p^4*x^3+348*g^3*p^3*q^2*x^2+1808*g ^3*p^3*q*r*x^2-1544*g^3*p^3*q*x^3+1990*g^3*p^3*r^2*x^2-4543*g^3*p^3*r*x^3-132*g ^3*p^3*x^4+168*g^3*p^2*q^3*x^2+1548*g^3*p^2*q^2*r*x^2-1632*g^3*p^2*q^2*x^3+3804 *g^3*p^2*q*r^2*x^2-10455*g^3*p^2*q*r*x^3-396*g^3*p^2*q*x^4+2682*g^3*p^2*r^3*x^2 -12525*g^3*p^2*r^2*x^3+2058*g^3*p^2*r*x^4+26*g^3*p*q^4*x^2+464*g^3*p*q^3*r*x^2-\ 632*g^3*p*q^3*x^3+2094*g^3*p*q^2*r^2*x^2-7281*g^3*p*q^2*r*x^3-396*g^3*p*q^2*x^4 +3368*g^3*p*q*r^3*x^2-18840*g^3*p*q*r^2*x^3+4116*g^3*p*q*r*x^4+1736*g^3*p*r^4*x ^2-13870*g^3*p*r^3*x^3+6967*g^3*p*r^2*x^4+26*g^3*q^4*r*x^2-44*g^3*q^4*x^3+280*g ^3*q^3*r^2*x^2-1369*g^3*q^3*r*x^3-132*g^3*q^3*x^4+894*g^3*q^2*r^3*x^2-6315*g^3* q^2*r^2*x^3+2058*g^3*q^2*r*x^4+1076*g^3*q*r^4*x^2-10302*g^3*q*r^3*x^3+6967*g^3* q*r^2*x^4+436*g^3*r^5*x^2-5388*g^3*r^4*x^3+5712*g^3*r^3*x^4+75*g^2*p^6*x^2+314* g^2*p^5*q*x^2+677*g^2*p^5*r*x^2-547*g^2*p^5*x^3+506*g^2*p^4*q^2*x^2+2348*g^2*p^ 4*q*r*x^2-2197*g^2*p^4*q*x^3+2357*g^2*p^4*r^2*x^2-5828*g^2*p^4*r*x^3+26*g^2*p^4 *x^4+384*g^2*p^3*q^3*x^2+2996*g^2*p^3*q^2*r*x^2-3318*g^2*p^3*q^2*x^3+6488*g^2*p ^3*q*r^2*x^2-18764*g^2*p^3*q*r*x^3+104*g^2*p^3*q*x^4+4158*g^2*p^3*r^3*x^2-20449 *g^2*p^3*r^2*x^3+4592*g^2*p^3*r*x^4+131*g^2*p^2*q^4*x^2+1670*g^2*p^2*q^3*r*x^2-\ 2242*g^2*p^2*q^3*x^3+6114*g^2*p^2*q^2*r^2*x^2-21324*g^2*p^2*q^2*r*x^3+156*g^2*p ^2*q^2*x^4+8516*g^2*p^2*q*r^3*x^2-48913*g^2*p^2*q*r^2*x^3+13776*g^2*p^2*q*r*x^4 +3977*g^2*p^2*r^4*x^2-32608*g^2*p^2*r^3*x^3+19019*g^2*p^2*r^2*x^4+14*g^2*p*q^5* x^2+359*g^2*p*q^4*r*x^2-583*g^2*p*q^4*x^3+2192*g^2*p*q^3*r^2*x^2-9668*g^2*p*q^3 *r*x^3+104*g^2*p*q^3*x^4+5264*g^2*p*q^2*r^3*x^2-36479*g^2*p*q^2*r^2*x^3+13776*g ^2*p*q^2*r*x^4+5390*g^2*p*q*r^4*x^2-51600*g^2*p*q*r^3*x^3+38038*g^2*p*q*r^2*x^4 +1973*g^2*p*r^5*x^2-24446*g^2*p*r^4*x^3+27468*g^2*p*r^3*x^4+14*g^2*q^5*r*x^2-9* g^2*q^5*x^3+209*g^2*q^4*r^2*x^2-1280*g^2*q^4*r*x^3+26*g^2*q^4*x^4+906*g^2*q^3*r ^3*x^2-8015*g^2*q^3*r^2*x^3+4592*g^2*q^3*r*x^4+1640*g^2*q^2*r^4*x^2-18992*g^2*q ^2*r^3*x^3+19019*g^2*q^2*r^2*x^4+1328*g^2*q*r^5*x^2-19254*g^2*q*r^4*x^3+27468*g ^2*q*r^3*x^4+399*g^2*r^6*x^2-7006*g^2*r^5*x^3+13155*g^2*r^4*x^4+33*g*p^7*x^2+ 168*g*p^6*q*x^2+339*g*p^6*r*x^2-293*g*p^6*x^3+345*g*p^5*q^2*x^2+1478*g*p^5*q*r* x^2-1452*g*p^5*q*x^3+1390*g*p^5*r^2*x^2-3579*g*p^5*r*x^3+84*g*p^5*x^4+360*g*p^4 *q^3*x^2+2525*g*p^4*q^2*r*x^2-2865*g*p^4*q^2*x^3+5032*g*p^4*q*r^2*x^2-14865*g*p ^4*q*r*x^3+420*g*p^4*q*x^4+3020*g*p^4*r^3*x^2-15180*g*p^4*r^2*x^3+3930*g*p^4*r* x^4+195*g*p^3*q^4*x^2+2100*g*p^3*q^3*r*x^2-2800*g*p^3*q^3*x^3+6832*g*p^3*q^2*r^ 2*x^2-23670*g*p^3*q^2*r*x^3+840*g*p^3*q^2*x^4+8708*g*p^3*q*r^3*x^2-50216*g*p^3* q*r^2*x^3+15720*g*p^3*q*r*x^4+3805*g*p^3*r^4*x^2-31348*g*p^3*r^3*x^3+19695*g*p^ 3*r^2*x^4+48*g*p^2*q^5*x^2+845*g*p^2*q^4*r*x^2-1335*g*p^2*q^4*x^3+4204*g*p^2*q^ 3*r^2*x^2-17610*g*p^2*q^3*r*x^3+840*g*p^2*q^3*x^4+8796*g*p^2*q^2*r^3*x^2-59568* g*p^2*q^2*r^2*x^3+23580*g*p^2*q^2*r*x^4+8192*g*p^2*q*r^4*x^2-77408*g*p^2*q*r^3* x^3+59085*g*p^2*q*r^2*x^4+2803*g*p^2*r^5*x^2-34359*g*p^2*r^4*x^3+39743*g*p^2*r^ 3*x^4+3*g*p*q^6*x^2+134*g*p*q^5*r*x^2-228*g*p*q^5*x^3+1090*g*p*q^4*r^2*x^2-5775 *g*p*q^4*r*x^3+420*g*p*q^4*x^4+3548*g*p*q^3*r^3*x^2-29208*g*p*q^3*r^2*x^3+15720 *g*p*q^3*r*x^4+5471*g*p*q^2*r^4*x^2-60772*g*p*q^2*r^3*x^3+59085*g*p*q^2*r^2*x^4 +4006*g*p*q*r^5*x^2-56368*g*p*q*r^4*x^3+79486*g*p*q*r^3*x^4+1124*g*p*r^6*x^2-\ 19257*g*p*r^5*x^3+35998*g*p*r^4*x^4+3*g*q^6*r*x^2+13*g*q^6*x^3+76*g*q^5*r^2*x^2 -549*g*q^5*r*x^3+84*g*q^5*x^4+440*g*q^4*r^3*x^2-4676*g*q^4*r^2*x^3+3930*g*q^4*r *x^4+1084*g*q^3*r^4*x^2-14712*g*q^3*r^3*x^3+19695*g*q^3*r^2*x^4+1327*g*q^2*r^5* x^2-22009*g*q^2*r^4*x^3+39743*g*q^2*r^3*x^4+800*g*q*r^6*x^2-15763*g*q*r^5*x^3+ 35998*g*q*r^4*x^4+190*g*r^7*x^2-4352*g*r^6*x^3+12104*g*r^5*x^4+6*p^8*x^2+36*p^7 *q*x^2+69*p^7*r*x^2-62*p^7*x^3+90*p^6*q^2*x^2+363*p^6*q*r*x^2-366*p^6*q*x^3+325 *p^6*r^2*x^2-852*p^6*r*x^3+30*p^6*x^4+120*p^5*q^3*x^2+780*p^5*q^2*r*x^2-894*p^5 *q^2*x^3+1464*p^5*q*r^2*x^2-4344*p^5*q*r*x^3+180*p^5*q*x^4+837*p^5*r^3*x^2-4221 *p^5*r^2*x^3+1182*p^5*r*x^4+90*p^4*q^4*x^2+870*p^4*q^3*r*x^2-1150*p^4*q^3*x^3+ 2616*p^4*q^2*r^2*x^2-8940*p^4*q^2*r*x^3+450*p^4*q^2*x^4+3135*p^4*q*r^3*x^2-\ 17907*p^4*q*r^2*x^3+5910*p^4*q*r*x^4+1305*p^4*r^4*x^2-10644*p^4*r^3*x^3+6972*p^ 4*r^2*x^4+36*p^3*q^5*x^2+525*p^3*q^4*r*x^2-810*p^3*q^4*x^3+2324*p^3*q^3*r^2*x^2 -9360*p^3*q^3*r*x^3+600*p^3*q^3*x^4+4464*p^3*q^2*r^3*x^2-29418*p^3*q^2*r^2*x^3+ 11820*p^3*q^2*r*x^4+3900*p^3*q*r^4*x^2-36024*p^3*q*r^3*x^3+27888*p^3*q*r^2*x^4+ 1271*p^3*r^5*x^2-15236*p^3*r^4*x^3+17875*p^3*r^3*x^4+6*p^2*q^6*x^2+159*p^2*q^5* r*x^2-282*p^2*q^5*x^3+1041*p^2*q^4*r^2*x^2-5100*p^2*q^4*r*x^3+450*p^2*q^4*x^4+ 2952*p^2*q^3*r^3*x^2-23022*p^2*q^3*r^2*x^3+11820*p^2*q^3*r*x^4+4146*p^2*q^2*r^4 *x^2-44208*p^2*q^2*r^3*x^3+41832*p^2*q^2*r^2*x^4+2841*p^2*q*r^5*x^2-38580*p^2*q *r^4*x^3+53625*p^2*q*r^3*x^4+759*p^2*r^6*x^2-12576*p^2*r^5*x^3+23312*p^2*r^4*x^ 4+18*p*q^6*r*x^2-26*p*q^6*x^3+204*p*q^5*r^2*x^2-1272*p*q^5*r*x^3+180*p*q^5*x^4+ 867*p*q^4*r^3*x^2-8313*p*q^4*r^2*x^3+5910*p*q^4*r*x^4+1812*p*q^3*r^4*x^2-22920* p*q^3*r^3*x^3+27888*p*q^3*r^2*x^4+2004*p*q^2*r^5*x^2-31452*p*q^2*r^4*x^3+53625* p*q^2*r^3*x^4+1128*p*q*r^6*x^2-21192*p*q*r^5*x^3+46624*p*q*r^4*x^4+255*p*r^7*x^ 2-5593*p*r^6*x^3+15157*p*r^5*x^4+6*q^7*x^3+10*q^6*r^2*x^2-84*q^6*r*x^3+30*q^6*x ^4+81*q^5*r^3*x^2-1023*q^5*r^2*x^3+1182*q^5*r*x^4+261*q^4*r^4*x^2-4092*q^4*r^3* x^3+6972*q^4*r^2*x^4+434*q^3*r^5*x^2-8108*q^3*r^4*x^3+17875*q^3*r^3*x^4+396*q^2 *r^6*x^2-8616*q^2*r^5*x^3+23312*q^2*r^4*x^4+189*q*r^7*x^2-4707*q*r^6*x^3+15157* q*r^5*x^4+37*r^8*x^2-1040*r^7*x^3+3900*r^6*x^4-32*a^6*c*p*x-16*a^6*c*r*x-16*a^6 *c*x^2-32*a^6*p^2*x-16*a^6*p*q*x-88*a^6*p*r*x-48*a^6*p*x^2-8*a^6*q*r*x-8*a^6*q* x^2-56*a^6*r^2*x-96*a^6*r*x^2+96*a^6*x^3-32*a^5*b*c^2*x-192*a^5*b*c*p*x-16*a^5* b*c*q*x-176*a^5*b*c*r*x-144*a^5*b*c*x^2-144*a^5*b*p^2*x-64*a^5*b*p*q*x-400*a^5* b*p*r*x-224*a^5*b*p*x^2-32*a^5*b*q*r*x-16*a^5*b*q*x^2-256*a^5*b*r^2*x-352*a^5*b *r*x^2+576*a^5*b*x^3-64*a^5*c^3*x-16*a^5*c^2*g*x-448*a^5*c^2*p*x-64*a^5*c^2*q*x -384*a^5*c^2*r*x+288*a^5*c^2*x^2-144*a^5*c*g*p*x-8*a^5*c*g*q*x-112*a^5*c*g*r*x-\ 96*a^5*c*g*x^2-520*a^5*c*p^2*x-320*a^5*c*p*q*x-1264*a^5*c*p*r*x+800*a^5*c*p*x^2 -16*a^5*c*q^2*x-240*a^5*c*q*r*x+336*a^5*c*q*x^2-744*a^5*c*r^2*x+1048*a^5*c*r*x^ 2+1808*a^5*c*x^3-120*a^5*g*p^2*x-56*a^5*g*p*q*x-332*a^5*g*p*r*x-184*a^5*g*p*x^2 -28*a^5*g*q*r*x-20*a^5*g*q*x^2-212*a^5*g*r^2*x-320*a^5*g*r*x^2+432*a^5*g*x^3-\ 144*a^5*p^3*x-180*a^5*p^2*q*x-564*a^5*p^2*r*x+432*a^5*p^2*x^2-48*a^5*p*q^2*x-\ 408*a^5*p*q*r*x+440*a^5*p*q*x^2-696*a^5*p*r^2*x+1716*a^5*p*r*x^2+968*a^5*p*x^3-\ 24*a^5*q^2*r*x+96*a^5*q^2*x^2-228*a^5*q*r^2*x+492*a^5*q*r*x^2+696*a^5*q*x^3-276 *a^5*r^3*x+1548*a^5*r^2*x^2+1088*a^5*r*x^3-672*a^5*x^4-128*a^4*b^2*c^2*x-432*a^ 4*b^2*c*p*x-48*a^4*b^2*c*q*x-512*a^4*b^2*c*r*x-432*a^4*b^2*c*x^2-256*a^4*b^2*p^ 2*x-96*a^4*b^2*p*q*x-720*a^4*b^2*p*r*x-424*a^4*b^2*p*x^2-48*a^4*b^2*q*r*x+16*a^ 4*b^2*q*x^2-464*a^4*b^2*r^2*x-424*a^4*b^2*r*x^2+1440*a^4*b^2*x^3-448*a^4*b*c^3* x-160*a^4*b*c^2*g*x-2032*a^4*b*c^2*p*x-352*a^4*b*c^2*q*x-2224*a^4*b*c^2*r*x+ 1088*a^4*b*c^2*x^2-664*a^4*b*c*g*p*x-64*a^4*b*c*g*q*x-712*a^4*b*c*g*r*x-592*a^4 *b*c*g*x^2-2040*a^4*b*c*p^2*x-1184*a^4*b*c*p*q*x-5168*a^4*b*c*p*r*x+3232*a^4*b* c*p*x^2-64*a^4*b*c*q^2*x-1056*a^4*b*c*q*r*x+1240*a^4*b*c*q*x^2-3128*a^4*b*c*r^2 *x+6008*a^4*b*c*r*x^2+8816*a^4*b*c*x^3-440*a^4*b*g*p^2*x-176*a^4*b*g*p*q*x-1232 *a^4*b*g*p*r*x-724*a^4*b*g*p*x^2-88*a^4*b*g*q*r*x-16*a^4*b*g*q*x^2-792*a^4*b*g* r^2*x-916*a^4*b*g*r*x^2+2160*a^4*b*g*x^3-540*a^4*b*p^3*x-624*a^4*b*p^2*q*x-2148 *a^4*b*p^2*r*x+1664*a^4*b*p^2*x^2-144*a^4*b*p*q^2*x-1440*a^4*b*p*q*r*x+1532*a^4 *b*p*q*x^2-2676*a^4*b*p*r^2*x+7268*a^4*b*p*r*x^2+4680*a^4*b*p*x^3-72*a^4*b*q^2* r*x+308*a^4*b*q^2*x^2-816*a^4*b*q*r^2*x+2012*a^4*b*q*r*x^2+3320*a^4*b*q*x^3-\ 1068*a^4*b*r^3*x+6600*a^4*b*r^2*x^2+4768*a^4*b*r*x^3-3360*a^4*b*x^4-384*a^4*c^4 *x-288*a^4*c^3*g*x-2272*a^4*c^3*p*x-448*a^4*c^3*q*x-2352*a^4*c^3*r*x+3280*a^4*c ^3*x^2-48*a^4*c^2*g^2*x-1528*a^4*c^2*g*p*x-240*a^4*c^2*g*q*x-1528*a^4*c^2*g*r*x +888*a^4*c^2*g*x^2-3240*a^4*c^2*p^2*x-2160*a^4*c^2*p*q*x-7768*a^4*c^2*p*r*x+ 10368*a^4*c^2*p*x^2-160*a^4*c^2*q^2*x-2024*a^4*c^2*q*r*x+4112*a^4*c^2*q*x^2-\ 4528*a^4*c^2*r^2*x+15952*a^4*c^2*r*x^2+8264*a^4*c^2*x^3-248*a^4*c*g^2*p*x-20*a^ 4*c*g^2*q*x-240*a^4*c*g^2*r*x-200*a^4*c*g^2*x^2-1636*a^4*c*g*p^2*x-960*a^4*c*g* p*q*x-4072*a^4*c*g*p*r*x+2560*a^4*c*g*p*x^2-48*a^4*c*g*q^2*x-792*a^4*c*g*q*r*x+ 1004*a^4*c*g*q*x^2-2436*a^4*c*g*r^2*x+4156*a^4*c*g*r*x^2+6536*a^4*c*g*x^3-1628* a^4*c*p^3*x-2100*a^4*c*p^2*q*x-6132*a^4*c*p^2*r*x+8440*a^4*c*p^2*x^2-616*a^4*c* p*q^2*x-4768*a^4*c*p*q*r*x+8588*a^4*c*p*q*x^2-7380*a^4*c*p*r^2*x+29432*a^4*c*p* r*x^2+7324*a^4*c*p*x^3-16*a^4*c*q^3*x-476*a^4*c*q^2*r*x+1644*a^4*c*q^2*x^2-2668 *a^4*c*q*r^2*x+11800*a^4*c*q*r*x^2+5928*a^4*c*q*x^3-2876*a^4*c*r^3*x+22932*a^4* c*r^2*x^2+372*a^4*c*r*x^3-8308*a^4*c*x^4-180*a^4*g^2*p^2*x-76*a^4*g^2*p*q*x-502 *a^4*g^2*p*r*x-292*a^4*g^2*p*x^2-38*a^4*g^2*q*r*x-18*a^4*g^2*q*x^2-322*a^4*g^2* r^2*x-424*a^4*g^2*r*x^2+792*a^4*g^2*x^3-444*a^4*g*p^3*x-528*a^4*g*p^2*q*x-1756* a^4*g*p^2*r*x+1352*a^4*g*p^2*x^2-128*a^4*g*p*q^2*x-1208*a^4*g*p*q*r*x+1284*a^4* g*p*q*x^2-2180*a^4*g*p*r^2*x+5688*a^4*g*p*r*x^2+3500*a^4*g*p*x^3-64*a^4*g*q^2*r *x+260*a^4*g*q^2*x^2-680*a^4*g*q*r^2*x+1568*a^4*g*q*r*x^2+2492*a^4*g*q*x^3-868* a^4*g*r^3*x+5148*a^4*g*r^2*x^2+3720*a^4*g*r*x^3-2496*a^4*g*x^4-264*a^4*p^4*x-\ 528*a^4*p^3*q*x-1342*a^4*p^3*r*x+1980*a^4*p^3*x^2-316*a^4*p^2*q^2*x-1906*a^4*p^ 2*q*r*x+3488*a^4*p^2*q*x^2-2442*a^4*p^2*r^2*x+10664*a^4*p^2*r*x^2+1444*a^4*p^2* x^3-52*a^4*p*q^3*x-658*a^4*p*q^2*r*x+1712*a^4*p*q^2*x^2-2228*a^4*p*q*r^2*x+ 11220*a^4*p*q*r*x^2+2478*a^4*p*q*x^3-1914*a^4*p*r^3*x+16986*a^4*p*r^2*x^2-2294* a^4*p*r*x^3-3722*a^4*p*x^4-26*a^4*q^3*r*x+204*a^4*q^3*x^2-342*a^4*q^2*r^2*x+ 2078*a^4*q^2*r*x^2+1034*a^4*q^2*x^3-850*a^4*q*r^3*x+8172*a^4*q*r^2*x^2-734*a^4* q*r*x^3-3722*a^4*q*x^4-550*a^4*r^4*x+8302*a^4*r^3*x^2-6144*a^4*r^2*x^3-3922*a^4 *r*x^4-192*a^3*b^3*c^2*x-464*a^3*b^3*c*p*x-48*a^3*b^3*c*q*x-640*a^3*b^3*c*r*x-\ 608*a^3*b^3*c*x^2-224*a^3*b^3*p^2*x-64*a^3*b^3*p*q*x-640*a^3*b^3*p*r*x-416*a^3* b^3*p*x^2-32*a^3*b^3*q*r*x+64*a^3*b^3*q*x^2-416*a^3*b^3*r^2*x-96*a^3*b^3*r*x^2+ 1920*a^3*b^3*x^3-992*a^3*b^2*c^3*x-400*a^3*b^2*c^2*g*x-3424*a^3*b^2*c^2*p*x-608 *a^3*b^2*c^2*q*x-4384*a^3*b^2*c^2*r*x+1488*a^3*b^2*c^2*x^2-1120*a^3*b^2*c*g*p*x -112*a^3*b^2*c*g*q*x-1440*a^3*b^2*c*g*r*x-1296*a^3*b^2*c*g*x^2-3040*a^3*b^2*c*p ^2*x-1600*a^3*b^2*c*p*q*x-8064*a^3*b^2*c*p*r*x+4896*a^3*b^2*c*p*x^2-80*a^3*b^2* c*q^2*x-1680*a^3*b^2*c*q*r*x+1568*a^3*b^2*c*q*x^2-5024*a^3*b^2*c*r^2*x+12520*a^ 3*b^2*c*r*x^2+17184*a^3*b^2*c*x^3-608*a^3*b^2*g*p^2*x-192*a^3*b^2*g*p*q*x-1728* a^3*b^2*g*p*r*x-1112*a^3*b^2*g*p*x^2-96*a^3*b^2*g*q*r*x+80*a^3*b^2*g*q*x^2-1120 *a^3*b^2*g*r^2*x-728*a^3*b^2*g*r*x^2+4320*a^3*b^2*g*x^3-768*a^3*b^2*p^3*x-792*a ^3*b^2*p^2*q*x-3120*a^3*b^2*p^2*r*x+2412*a^3*b^2*p^2*x^2-144*a^3*b^2*p*q^2*x-\ 1872*a^3*b^2*p*q*r*x+1880*a^3*b^2*p*q*x^2-3936*a^3*b^2*p*r^2*x+11964*a^3*b^2*p* r*x^2+9040*a^3*b^2*p*x^3-72*a^3*b^2*q^2*r*x+348*a^3*b^2*q^2*x^2-1080*a^3*b^2*q* r^2*x+3180*a^3*b^2*q*r*x^2+6320*a^3*b^2*q*x^3-1584*a^3*b^2*r^3*x+10980*a^3*b^2* r^2*x^2+8192*a^3*b^2*r*x^3-6720*a^3*b^2*x^4-1696*a^3*b*c^4*x-1376*a^3*b*c^3*g*x -7856*a^3*b*c^3*p*x-1648*a^3*b*c^3*q*x-9472*a^3*b*c^3*r*x+11200*a^3*b*c^3*x^2-\ 264*a^3*b*c^2*g^2*x-5320*a^3*b*c^2*g*p*x-912*a^3*b*c^2*g*q*x-6376*a^3*b*c^2*g*r *x+2704*a^3*b*c^2*g*x^2-10168*a^3*b*c^2*p^2*x-6400*a^3*b*c^2*p*q*x-25632*a^3*b* c^2*p*r*x+33784*a^3*b*c^2*p*x^2-472*a^3*b*c^2*q^2*x-6944*a^3*b*c^2*q*r*x+11936* a^3*b*c^2*q*x^2-15464*a^3*b*c^2*r^2*x+61712*a^3*b*c^2*r*x^2+33392*a^3*b*c^2*x^3 -860*a^3*b*c*g^2*p*x-80*a^3*b*c*g^2*q*x-1028*a^3*b*c*g^2*r*x-892*a^3*b*c*g^2*x^ 2-5032*a^3*b*c*g*p^2*x-2720*a^3*b*c*g*p*q*x-13072*a^3*b*c*g*p*r*x+8112*a^3*b*c* g*p*x^2-136*a^3*b*c*g*q^2*x-2656*a^3*b*c*g*q*r*x+2744*a^3*b*c*g*q*x^2-8040*a^3* b*c*g*r^2*x+17980*a^3*b*c*g*r*x^2+25584*a^3*b*c*g*x^3-4920*a^3*b*c*p^3*x-5900*a ^3*b*c*p^2*q*x-18996*a^3*b*c*p^2*r*x+26652*a^3*b*c*p^2*x^2-1528*a^3*b*c*p*q^2*x -13952*a^3*b*c*p*q*r*x+24608*a^3*b*c*p*q*x^2-23232*a^3*b*c*p*r^2*x+101004*a^3*b *c*p*r*x^2+30412*a^3*b*c*p*x^3-36*a^3*b*c*q^3*x-1340*a^3*b*c*q^2*r*x+3940*a^3*b *c*q^2*x^2-8052*a^3*b*c*q*r^2*x+38884*a^3*b*c*q*r*x^2+24828*a^3*b*c*q*x^3-9156* a^3*b*c*r^3*x+80564*a^3*b*c*r^2*x^2+1064*a^3*b*c*r*x^3-33232*a^3*b*c*x^4-516*a^ 3*b*g^2*p^2*x-176*a^3*b*g^2*p*q*x-1460*a^3*b*g^2*p*r*x-932*a^3*b*g^2*p*x^2-88*a ^3*b*g^2*q*r*x+12*a^3*b*g^2*q*x^2-944*a^3*b*g^2*r^2*x-884*a^3*b*g^2*r*x^2+3168* a^3*b*g^2*x^3-1308*a^3*b*g*p^3*x-1412*a^3*b*g*p^2*q*x-5268*a^3*b*g*p^2*r*x+4102 *a^3*b*g*p^2*x^2-280*a^3*b*g*p*q^2*x-3304*a^3*b*g*p*q*r*x+3400*a^3*b*g*p*q*x^2-\ 6612*a^3*b*g*p*r^2*x+19194*a^3*b*g*p*r*x^2+13544*a^3*b*g*p*x^3-140*a^3*b*g*q^2* r*x+610*a^3*b*g*q^2*x^2-1892*a^3*b*g*q*r^2*x+5050*a^3*b*g*q*r*x^2+9512*a^3*b*g* q*x^3-2652*a^3*b*g*r^3*x+17506*a^3*b*g*r^2*x^2+12976*a^3*b*g*r*x^3-9984*a^3*b*g *x^4-792*a^3*b*p^4*x-1480*a^3*b*p^3*q*x-4100*a^3*b*p^3*r*x+6150*a^3*b*p^3*x^2-\ 792*a^3*b*p^2*q^2*x-5464*a^3*b*p^2*q*r*x+9980*a^3*b*p^2*q*x^2-7548*a^3*b*p^2*r^ 2*x+34974*a^3*b*p^2*r*x^2+6314*a^3*b*p^2*x^3-104*a^3*b*p*q^3*x-1688*a^3*b*p*q^2 *r*x+4214*a^3*b*p*q^2*x^2-6488*a^3*b*p*q*r^2*x+34436*a^3*b*p*q*r*x^2+10988*a^3* b*p*q*x^3-5964*a^3*b*p*r^3*x+56632*a^3*b*p*r^2*x^2-7524*a^3*b*p*r*x^3-14888*a^3 *b*p*x^4-52*a^3*b*q^3*r*x+384*a^3*b*q^3*x^2-896*a^3*b*q^2*r^2*x+5550*a^3*b*q^2* r*x^2+4674*a^3*b*q^2*x^3-2504*a^3*b*q*r^3*x+25420*a^3*b*q*r^2*x^2-1284*a^3*b*q* r*x^3-14888*a^3*b*q*x^4-1724*a^3*b*r^4*x+27808*a^3*b*r^3*x^2-22088*a^3*b*r^2*x^ 3-15688*a^3*b*r*x^4-928*a^3*c^5*x-1152*a^3*c^4*g*x-5568*a^3*c^4*p*x-1232*a^3*c^ 4*q*x-6368*a^3*c^4*r*x+11280*a^3*c^4*x^2-456*a^3*c^3*g^2*x-5896*a^3*c^3*g*p*x-\ 1184*a^3*c^3*g*q*x-6680*a^3*c^3*g*r*x+8656*a^3*c^3*g*x^2-9608*a^3*c^3*p^2*x-\ 6528*a^3*c^3*p*q*x-23392*a^3*c^3*p*r*x+41128*a^3*c^3*p*x^2-552*a^3*c^3*q^2*x-\ 6928*a^3*c^3*q*r*x+16192*a^3*c^3*q*x^2-13784*a^3*c^3*r^2*x+67368*a^3*c^3*r*x^2+ 16096*a^3*c^3*x^3-56*a^3*c^2*g^3*x-1980*a^3*c^2*g^2*p*x-320*a^3*c^2*g^2*q*x-\ 2220*a^3*c^2*g^2*r*x+1108*a^3*c^2*g^2*x^2-8004*a^3*c^2*g*p^2*x-5096*a^3*c^2*g*p *q*x-19716*a^3*c^2*g*p*r*x+26460*a^3*c^2*g*p*x^2-368*a^3*c^2*g*q^2*x-5188*a^3*c ^2*g*q*r*x+9712*a^3*c^2*g*q*x^2-11712*a^3*c^2*g*r^2*x+44860*a^3*c^2*g*r*x^2+ 23720*a^3*c^2*g*x^3-6888*a^3*c^2*p^3*x-8852*a^3*c^2*p^2*q*x-25800*a^3*c^2*p^2*r *x+45624*a^3*c^2*p^2*x^2-2624*a^3*c^2*p*q^2*x-20584*a^3*c^2*p*q*r*x+45832*a^3*c ^2*p*q*x^2-30936*a^3*c^2*p*r^2*x+156640*a^3*c^2*p*r*x^2+16168*a^3*c^2*p*x^3-92* a^3*c^2*q^3*x-2456*a^3*c^2*q^2*r*x+8240*a^3*c^2*q^2*x^2-11732*a^3*c^2*q*r^2*x+ 68976*a^3*c^2*q*r*x^2+17028*a^3*c^2*q*x^3-12024*a^3*c^2*r^3*x+117484*a^3*c^2*r^ 2*x^2-43184*a^3*c^2*r*x^3-38244*a^3*c^2*x^4-212*a^3*c*g^3*p*x-18*a^3*c*g^3*q*x-\ 236*a^3*c*g^3*r*x-200*a^3*c*g^3*x^2-1982*a^3*c*g^2*p^2*x-1088*a^3*c*g^2*p*q*x-\ 5060*a^3*c*g^2*p*r*x+3176*a^3*c*g^2*p*x^2-52*a^3*c*g^2*q^2*x-992*a^3*c*g^2*q*r* x+1112*a^3*c*g^2*q*x^2-3078*a^3*c*g^2*r^2*x+6226*a^3*c*g^2*r*x^2+9268*a^3*c*g^2 *x^3-3960*a^3*c*g*p^3*x-4870*a^3*c*g*p^2*q*x-15122*a^3*c*g*p^2*r*x+21180*a^3*c* g*p^2*x^2-1312*a^3*c*g*p*q^2*x-11292*a^3*c*g*p*q*r*x+20266*a^3*c*g*p*q*x^2-\ 18364*a^3*c*g*p*r^2*x+77362*a^3*c*g*p*r*x^2+21332*a^3*c*g*p*x^3-32*a^3*c*g*q^3* x-1088*a^3*c*g*q^2*r*x+3426*a^3*c*g*q^2*x^2-6422*a^3*c*g*q*r^2*x+30000*a^3*c*g* q*r*x^2+17434*a^3*c*g*q*x^3-7202*a^3*c*g*r^3*x+60950*a^3*c*g*r^2*x^2+358*a^3*c* g*r*x^3-24222*a^3*c*g*x^4-2182*a^3*c*p^4*x-4328*a^3*c*p^3*q*x-10968*a^3*c*p^3*r *x+19972*a^3*c*p^3*x^2-2566*a^3*c*p^2*q^2*x-15660*a^3*c*p^2*q*r*x+34596*a^3*c*p ^2*q*x^2-19812*a^3*c*p^2*r^2*x+103726*a^3*c*p^2*r*x^2+3240*a^3*c*p^2*x^3-424*a^ 3*c*p*q^3*x-5588*a^3*c*p*q^2*r*x+16340*a^3*c*p*q^2*x^2-18336*a^3*c*p*q*r^2*x+ 111868*a^3*c*p*q*r*x^2+9312*a^3*c*p*q*x^3-15448*a^3*c*p*r^3*x+158500*a^3*c*p*r^ 2*x^2-67950*a^3*c*p*r*x^3-34208*a^3*c*p*x^4-4*a^3*c*q^4*x-316*a^3*c*q^3*r*x+ 1716*a^3*c*q^3*x^2-3022*a^3*c*q^2*r^2*x+22244*a^3*c*q^2*r*x^2+6072*a^3*c*q^2*x^ 3-7004*a^3*c*q*r^3*x+79608*a^3*c*q*r^2*x^2-40020*a^3*c*q*r*x^3-34208*a^3*c*q*x^ 4-4422*a^3*c*r^4*x+74746*a^3*c*r^3*x^2-92702*a^3*c*r^2*x^3-27692*a^3*c*r*x^4-\ 138*a^3*g^3*p^2*x-50*a^3*g^3*p*q*x-389*a^3*g^3*p*r*x-246*a^3*g^3*p*x^2-25*a^3*g ^3*q*r*x-7*a^3*g^3*q*x^2-251*a^3*g^3*r^2*x-284*a^3*g^3*r*x^2+756*a^3*g^3*x^3-\ 528*a^3*g^2*p^3*x-589*a^3*g^2*p^2*q*x-2113*a^3*g^2*p^2*r*x+1644*a^3*g^2*p^2*x^2 -124*a^3*g^2*p*q^2*x-1366*a^3*g^2*p*q*r*x+1418*a^3*g^2*p*q*x^2-2642*a^3*g^2*p*r ^2*x+7373*a^3*g^2*p*r*x^2+4946*a^3*g^2*p*x^3-62*a^3*g^2*q^2*r*x+252*a^3*g^2*q^2 *x^2-777*a^3*g^2*q*r^2*x+1923*a^3*g^2*q*r*x^2+3486*a^3*g^2*q*x^3-1057*a^3*g^2*r ^3*x+6695*a^3*g^2*r^2*x^2+4960*a^3*g^2*r*x^3-3624*a^3*g^2*x^4-642*a^3*g*p^4*x-\ 1232*a^3*g*p^3*q*x-3299*a^3*g*p^3*r*x+4930*a^3*g*p^3*x^2-688*a^3*g*p^2*q^2*x-\ 4503*a^3*g*p^2*q*r*x+8270*a^3*g*p^2*q*x^2-6045*a^3*g*p^2*r^2*x+27378*a^3*g*p^2* r*x^2+4302*a^3*g*p^2*x^3-98*a^3*g*p*q^3*x-1451*a^3*g*p*q^2*r*x+3706*a^3*g*p*q^2 *x^2-5310*a^3*g*p*q*r^2*x+27654*a^3*g*p*q*r*x^2+7501*a^3*g*p*q*x^3-4761*a^3*g*p *r^3*x+44009*a^3*g*p*r^2*x^2-6345*a^3*g*p*r*x^3-10821*a^3*g*p*x^4-49*a^3*g*q^3* r*x+366*a^3*g*q^3*x^2-763*a^3*g*q^2*r^2*x+4665*a^3*g*q^2*r*x^2+3199*a^3*g*q^2*x ^3-2039*a^3*g*q*r^3*x+20250*a^3*g*q*r^2*x^2-1583*a^3*g*q*r*x^3-10821*a^3*g*q*x^ 4-1373*a^3*g*r^4*x+21561*a^3*g*r^3*x^2-17052*a^3*g*r^2*x^3-11397*a^3*g*r*x^4-\ 252*a^3*p^5*x-693*a^3*p^4*q*x-1575*a^3*p^4*r*x+3024*a^3*p^4*x^2-654*a^3*p^3*q^2 *x-3378*a^3*p^3*q*r*x+7651*a^3*p^3*q*x^2-3780*a^3*p^3*r^2*x+20703*a^3*p^3*r*x^2 -368*a^3*p^3*x^3-237*a^3*p^2*q^3*x-2265*a^3*p^2*q^2*r*x+6347*a^3*p^2*q^2*x^2-\ 5976*a^3*p^2*q*r^2*x+37742*a^3*p^2*q*r*x^2+27*a^3*p^2*q*x^3-4410*a^3*p^2*r^3*x+ 47254*a^3*p^2*r^2*x^2-22753*a^3*p^2*r*x^3-7609*a^3*p^2*x^4-24*a^3*p*q^4*x-474*a ^3*p*q^3*r*x+1837*a^3*p*q^3*x^2-2568*a^3*p*q^2*r^2*x+19244*a^3*p*q^2*r*x^2+1158 *a^3*p*q^2*x^3-4590*a^3*p*q*r^3*x+55416*a^3*p*q*r^2*x^2-31633*a^3*p*q*r*x^3-\ 15218*a^3*p*q*x^4-2520*a^3*p*r^4*x+44495*a^3*p*r^3*x^2-58251*a^3*p*r^2*x^3-\ 11352*a^3*p*r*x^4-12*a^3*q^4*r*x+117*a^3*q^4*x^2-237*a^3*q^3*r^2*x+2205*a^3*q^3 *r*x^2+763*a^3*q^3*x^3-957*a^3*q^2*r^3*x+12817*a^3*q^2*r^2*x^2-8880*a^3*q^2*r*x ^3-7609*a^3*q^2*x^4-1299*a^3*q*r^4*x+25325*a^3*q*r^3*x^2-38939*a^3*q*r^2*x^3-\ 11352*a^3*q*r*x^4-567*a^3*r^5*x+14920*a^3*r^4*x^2-38590*a^3*r^3*x^3-1799*a^3*r^ 2*x^4-128*a^2*b^4*c^2*x-240*a^2*b^4*c*p*x-16*a^2*b^4*c*q*x-368*a^2*b^4*c*r*x-\ 432*a^2*b^4*c*x^2-96*a^2*b^4*p^2*x-16*a^2*b^4*p*q*x-280*a^2*b^4*p*r*x-224*a^2*b ^4*p*x^2-8*a^2*b^4*q*r*x+56*a^2*b^4*q*x^2-184*a^2*b^4*r^2*x+176*a^2*b^4*r*x^2+ 1440*a^2*b^4*x^3-928*a^2*b^3*c^3*x-400*a^2*b^3*c^2*g*x-2624*a^2*b^3*c^2*p*x-416 *a^2*b^3*c^2*q*x-3776*a^2*b^3*c^2*r*x+816*a^2*b^3*c^2*x^2-848*a^2*b^3*c*g*p*x-\ 64*a^2*b^3*c*g*q*x-1232*a^2*b^3*c*g*r*x-1296*a^2*b^3*c*g*x^2-2096*a^2*b^3*c*p^2 *x-928*a^2*b^3*c*p*q*x-5872*a^2*b^3*c*p*r*x+3296*a^2*b^3*c*p*x^2-32*a^2*b^3*c*q ^2*x-1152*a^2*b^3*c*q*r*x+624*a^2*b^3*c*q*x^2-3776*a^2*b^3*c*r^2*x+11992*a^2*b^ 3*c*r*x^2+16736*a^2*b^3*c*x^3-384*a^2*b^3*g*p^2*x-80*a^2*b^3*g*p*q*x-1112*a^2*b ^3*g*p*r*x-832*a^2*b^3*g*p*x^2-40*a^2*b^3*g*q*r*x+136*a^2*b^3*g*q*x^2-728*a^2*b ^3*g*r^2*x+112*a^2*b^3*g*r*x^2+4320*a^2*b^3*g*x^3-504*a^2*b^3*p^3*x-432*a^2*b^3 *p^2*q*x-2112*a^2*b^3*p^2*r*x+1572*a^2*b^3*p^2*x^2-48*a^2*b^3*p*q^2*x-1056*a^2* b^3*p*q*r*x+848*a^2*b^3*p*q*x^2-2712*a^2*b^3*p*r^2*x+9444*a^2*b^3*p*r*x^2+8720* a^2*b^3*p*x^3-24*a^2*b^3*q^2*r*x+156*a^2*b^3*q^2*x^2-624*a^2*b^3*q*r^2*x+2388*a ^2*b^3*q*r*x^2+6000*a^2*b^3*q*x^3-1104*a^2*b^3*r^3*x+8820*a^2*b^3*r^2*x^2+6848* a^2*b^3*r*x^3-6720*a^2*b^3*x^4-2464*a^2*b^2*c^4*x-2096*a^2*b^2*c^3*g*x-9520*a^2 *b^2*c^3*p*x-1936*a^2*b^2*c^3*q*x-12896*a^2*b^2*c^3*r*x+13536*a^2*b^2*c^3*x^2-\ 432*a^2*b^2*c^2*g^2*x-6464*a^2*b^2*c^2*g*p*x-1056*a^2*b^2*c^2*g*q*x-8808*a^2*b^ 2*c^2*g*r*x+2792*a^2*b^2*c^2*g*x^2-11328*a^2*b^2*c^2*p^2*x-6464*a^2*b^2*c^2*p*q *x-30208*a^2*b^2*c^2*p*r*x+39208*a^2*b^2*c^2*p*x^2-416*a^2*b^2*c^2*q^2*x-8080*a ^2*b^2*c^2*q*r*x+11200*a^2*b^2*c^2*q*x^2-18880*a^2*b^2*c^2*r^2*x+85808*a^2*b^2* c^2*r*x^2+50592*a^2*b^2*c^2*x^3-1032*a^2*b^2*c*g^2*p*x-80*a^2*b^2*c*g^2*q*x-\ 1420*a^2*b^2*c*g^2*r*x-1384*a^2*b^2*c*g^2*x^2-5488*a^2*b^2*c*g*p^2*x-2592*a^2*b ^2*c*g*p*q*x-14964*a^2*b^2*c*g*p*r*x+9008*a^2*b^2*c*g*p*x^2-104*a^2*b^2*c*g*q^2 *x-2988*a^2*b^2*c*g*q*r*x+2240*a^2*b^2*c*g*q*x^2-9476*a^2*b^2*c*g*r^2*x+27108*a ^2*b^2*c*g*r*x^2+37536*a^2*b^2*c*g*x^3-5284*a^2*b^2*c*p^3*x-5692*a^2*b^2*c*p^2* q*x-21092*a^2*b^2*c*p^2*r*x+29988*a^2*b^2*c*p^2*x^2-1196*a^2*b^2*c*p*q^2*x-\ 14216*a^2*b^2*c*p*q*r*x+23640*a^2*b^2*c*p*q*x^2-26332*a^2*b^2*c*p*r^2*x+126376* a^2*b^2*c*p*r*x^2+47292*a^2*b^2*c*p*x^3-20*a^2*b^2*c*q^3*x-1236*a^2*b^2*c*q^2*r *x+2628*a^2*b^2*c*q^2*x^2-8524*a^2*b^2*c*q*r^2*x+45808*a^2*b^2*c*q*r*x^2+38916* a^2*b^2*c*q*x^3-10524*a^2*b^2*c*r^3*x+103792*a^2*b^2*c*r^2*x^2+960*a^2*b^2*c*r* x^3-49848*a^2*b^2*c*x^4-520*a^2*b^2*g^2*p^2*x-124*a^2*b^2*g^2*p*q*x-1498*a^2*b^ 2*g^2*p*r*x-1090*a^2*b^2*g^2*p*x^2-62*a^2*b^2*g^2*q*r*x+98*a^2*b^2*g^2*q*x^2-\ 978*a^2*b^2*g^2*r^2*x-350*a^2*b^2*g^2*r*x^2+4752*a^2*b^2*g^2*x^3-1364*a^2*b^2*g *p^3*x-1276*a^2*b^2*g*p^2*q*x-5632*a^2*b^2*g*p^2*r*x+4372*a^2*b^2*g*p^2*x^2-176 *a^2*b^2*g*p*q^2*x-3080*a^2*b^2*g*p*q*r*x+2852*a^2*b^2*g*p*q*x^2-7172*a^2*b^2*g *p*r^2*x+23624*a^2*b^2*g*p*r*x^2+19632*a^2*b^2*g*p*x^3-88*a^2*b^2*g*q^2*r*x+448 *a^2*b^2*g*q^2*x^2-1804*a^2*b^2*g*q*r^2*x+5912*a^2*b^2*g*q*r*x^2+13584*a^2*b^2* g*q*x^3-2904*a^2*b^2*g*r^3*x+21812*a^2*b^2*g*r^2*x^2+16608*a^2*b^2*g*r*x^3-\ 14976*a^2*b^2*g*x^4-844*a^2*b^2*p^4*x-1428*a^2*b^2*p^3*q*x-4482*a^2*b^2*p^3*r*x +6798*a^2*b^2*p^3*x^2-636*a^2*b^2*p^2*q^2*x-5450*a^2*b^2*p^2*q*r*x+9696*a^2*b^2 *p^2*q*x^2-8382*a^2*b^2*p^2*r^2*x+41708*a^2*b^2*p^2*r*x^2+10278*a^2*b^2*p^2*x^3 -52*a^2*b^2*p*q^3*x-1402*a^2*b^2*p*q^2*r*x+3054*a^2*b^2*p*q^2*x^2-6616*a^2*b^2* p*q*r^2*x+37528*a^2*b^2*p*q*r*x^2+18096*a^2*b^2*p*q*x^3-6694*a^2*b^2*p*r^3*x+ 69062*a^2*b^2*p*r^2*x^2-8808*a^2*b^2*p*r*x^3-22332*a^2*b^2*p*x^4-26*a^2*b^2*q^3 *r*x+156*a^2*b^2*q^3*x^2-766*a^2*b^2*q^2*r^2*x+4952*a^2*b^2*q^2*r*x^2+7818*a^2* b^2*q^2*x^3-2594*a^2*b^2*q*r^3*x+28310*a^2*b^2*q*r^2*x^2+552*a^2*b^2*q*r*x^3-\ 22332*a^2*b^2*q*x^4-1950*a^2*b^2*r^4*x+34152*a^2*b^2*r^3*x^2-29400*a^2*b^2*r^2* x^3-23532*a^2*b^2*r*x^4-2784*a^2*b*c^5*x-3568*a^2*b*c^4*g*x-14032*a^2*b*c^4*p*x -3136*a^2*b*c^4*q*x-18016*a^2*b*c^4*r*x+28960*a^2*b*c^4*x^2-1480*a^2*b*c^3*g^2* x-14888*a^2*b*c^3*g*p*x-3024*a^2*b*c^3*g*q*x-19160*a^2*b*c^3*g*r*x+22176*a^2*b* c^3*g*x^2-22456*a^2*b*c^3*p^2*x-14304*a^2*b*c^3*p*q*x-57616*a^2*b*c^3*p*r*x+ 100728*a^2*b*c^3*p*x^2-1144*a^2*b*c^3*q^2*x-17248*a^2*b*c^3*q*r*x+34992*a^2*b*c ^3*q*x^2-35160*a^2*b*c^3*r^2*x+188312*a^2*b*c^3*r*x^2+52512*a^2*b*c^3*x^3-196*a ^2*b*c^2*g^3*x-4988*a^2*b*c^2*g^2*p*x-808*a^2*b*c^2*g^2*q*x-6448*a^2*b*c^2*g^2* r*x+2584*a^2*b*c^2*g^2*x^2-18536*a^2*b*c^2*g*p^2*x-10920*a^2*b*c^2*g*p*q*x-\ 48108*a^2*b*c^2*g*p*r*x+64252*a^2*b*c^2*g*p*x^2-732*a^2*b*c^2*g*q^2*x-12836*a^2 *b*c^2*g*q*r*x+20228*a^2*b*c^2*g*q*x^2-29572*a^2*b*c^2*g*r^2*x+128452*a^2*b*c^2 *g*r*x^2+71816*a^2*b*c^2*g*x^3-15584*a^2*b*c^2*p^3*x-18576*a^2*b*c^2*p^2*q*x-\ 60156*a^2*b*c^2*p^2*r*x+108804*a^2*b*c^2*p^2*x^2-4840*a^2*b*c^2*p*q^2*x-45496*a ^2*b*c^2*p*q*r*x+98888*a^2*b*c^2*p*q*x^2-73560*a^2*b*c^2*p*r^2*x+404268*a^2*b*c ^2*p*r*x^2+59116*a^2*b*c^2*p*x^3-144*a^2*b*c^2*q^3*x-5204*a^2*b*c^2*q^2*r*x+ 14180*a^2*b*c^2*q^2*x^2-26920*a^2*b*c^2*q*r^2*x+170180*a^2*b*c^2*q*r*x^2+61696* a^2*b*c^2*q*x^3-28988*a^2*b*c^2*r^3*x+312196*a^2*b*c^2*r^2*x^2-119280*a^2*b*c^2 *r*x^3-114732*a^2*b*c^2*x^4-526*a^2*b*c*g^3*p*x-40*a^2*b*c*g^3*q*x-686*a^2*b*c* g^3*r*x-632*a^2*b*c*g^3*x^2-4482*a^2*b*c*g^2*p^2*x-2192*a^2*b*c*g^2*p*q*x-11962 *a^2*b*c*g^2*p*r*x+7456*a^2*b*c*g^2*p*x^2-92*a^2*b*c*g^2*q^2*x-2366*a^2*b*c*g^2 *q*r*x+2074*a^2*b*c*g^2*q*x^2-7480*a^2*b*c*g^2*r^2*x+19434*a^2*b*c*g^2*r*x^2+ 27300*a^2*b*c*g^2*x^3-8850*a^2*b*c*g*p^3*x-9968*a^2*b*c*g*p^2*q*x-34768*a^2*b*c *g*p^2*r*x+49814*a^2*b*c*g*p^2*x^2-2272*a^2*b*c*g*p*q^2*x-24252*a^2*b*c*g*p*q*r *x+42262*a^2*b*c*g*p*q*x^2-42986*a^2*b*c*g*p*r^2*x+198882*a^2*b*c*g*p*r*x^2+ 65974*a^2*b*c*g*p*x^3-44*a^2*b*c*g*q^3*x-2186*a^2*b*c*g*q^2*r*x+5468*a^2*b*c*g* q^2*x^2-14284*a^2*b*c*g*q*r^2*x+73454*a^2*b*c*g*q*r*x^2+54280*a^2*b*c*g*q*x^3-\ 17068*a^2*b*c*g*r^3*x+160696*a^2*b*c*g*r^2*x^2-482*a^2*b*c*g*r*x^3-72666*a^2*b* c*g*x^4-4890*a^2*b*c*p^4*x-9036*a^2*b*c*p^3*q*x-25128*a^2*b*c*p^3*r*x+46970*a^2 *b*c*p^3*x^2-4762*a^2*b*c*p^2*q^2*x-33724*a^2*b*c*p^2*q*r*x+74834*a^2*b*c*p^2*q *x^2-46044*a^2*b*c*p^2*r^2*x+258130*a^2*b*c*p^2*r*x^2+17376*a^2*b*c*p^2*x^3-620 *a^2*b*c*p*q^3*x-10864*a^2*b*c*p*q^2*r*x+29950*a^2*b*c*p*q^2*x^2-40340*a^2*b*c* p*q*r^2*x+262260*a^2*b*c*p*q*r*x^2+43248*a^2*b*c*p*q*x^3-36264*a^2*b*c*p*r^3*x+ 402490*a^2*b*c*p*r^2*x^2-179352*a^2*b*c*p*r*x^3-102624*a^2*b*c*p*x^4-4*a^2*b*c* q^4*x-528*a^2*b*c*q^3*r*x+2086*a^2*b*c*q^3*x^2-6102*a^2*b*c*q^2*r^2*x+46436*a^2 *b*c*q^2*r*x^2+25872*a^2*b*c*q^2*x^3-15652*a^2*b*c*q*r^3*x+191484*a^2*b*c*q*r^2 *x^2-95562*a^2*b*c*q*r*x^3-102624*a^2*b*c*q*x^4-10458*a^2*b*c*r^4*x+191330*a^2* b*c*r^3*x^2-255142*a^2*b*c*r^2*x^3-83076*a^2*b*c*r*x^4-290*a^2*b*g^3*p^2*x-76*a ^2*b*g^3*p*q*x-832*a^2*b*g^3*p*r*x-597*a^2*b*g^3*p*x^2-38*a^2*b*g^3*q*r*x+20*a^ 2*b*g^3*q*x^2-542*a^2*b*g^3*r^2*x-381*a^2*b*g^3*r*x^2+2268*a^2*b*g^3*x^3-1147*a ^2*b*g^2*p^3*x-1134*a^2*b*g^2*p^2*q*x-4689*a^2*b*g^2*p^2*r*x+3697*a^2*b*g^2*p^2 *x^2-176*a^2*b*g^2*p*q^2*x-2708*a^2*b*g^2*p*q*r*x+2645*a^2*b*g^2*p*q*x^2-5937*a ^2*b*g^2*p*r^2*x+18644*a^2*b*g^2*p*r*x^2+14366*a^2*b*g^2*p*x^3-88*a^2*b*g^2*q^2 *r*x+382*a^2*b*g^2*q^2*x^2-1574*a^2*b*g^2*q*r^2*x+4590*a^2*b*g^2*q*r*x^2+9986*a ^2*b*g^2*q*x^3-2395*a^2*b*g^2*r^3*x+17079*a^2*b*g^2*r^2*x^2+12920*a^2*b*g^2*r*x ^3-10872*a^2*b*g^2*x^4-1424*a^2*b*g*p^4*x-2522*a^2*b*g*p^3*q*x-7472*a^2*b*g*p^3 *r*x+11401*a^2*b*g*p^3*x^2-1222*a^2*b*g*p^2*q^2*x-9472*a^2*b*g*p^2*q*r*x+17330* a^2*b*g*p^2*q*x^2-13872*a^2*b*g*p^2*r^2*x+67260*a^2*b*g*p^2*r*x^2+13897*a^2*b*g *p^2*x^3-124*a^2*b*g*p*q^3*x-2656*a^2*b*g*p*q^2*r*x+6325*a^2*b*g*p*q^2*x^2-\ 11378*a^2*b*g*p*q*r^2*x+63114*a^2*b*g*p*q*r*x^2+24485*a^2*b*g*p*q*x^3-11024*a^2 *b*g*p*r^3*x+110058*a^2*b*g*p*r^2*x^2-16019*a^2*b*g*p*r*x^3-32463*a^2*b*g*p*x^4 -62*a^2*b*g*q^3*r*x+396*a^2*b*g*q^3*x^2-1434*a^2*b*g*q^2*r^2*x+9021*a^2*b*g*q^2 *r*x^2+10588*a^2*b*g*q^2*x^3-4428*a^2*b*g*q*r^3*x+47017*a^2*b*g*q*r^2*x^2-1733* a^2*b*g*q*r*x^3-32463*a^2*b*g*q*x^4-3200*a^2*b*g*r^4*x+54199*a^2*b*g*r^3*x^2-\ 46608*a^2*b*g*r^2*x^3-34191*a^2*b*g*r*x^4-567*a^2*b*p^5*x-1464*a^2*b*p^4*q*x-\ 3615*a^2*b*p^4*r*x+7077*a^2*b*p^4*x^2-1251*a^2*b*p^3*q^2*x-7320*a^2*b*p^3*q*r*x +16683*a^2*b*p^3*q*x^2-8790*a^2*b*p^3*r^2*x+50759*a^2*b*p^3*r*x^2+585*a^2*b*p^3 *x^3-378*a^2*b*p^2*q^3*x-4473*a^2*b*p^2*q^2*r*x+12201*a^2*b*p^2*q^2*x^2-13176*a ^2*b*p^2*q*r^2*x+87465*a^2*b*p^2*q*r*x^2+5148*a^2*b*p^2*q*x^3-10350*a^2*b*p^2*r ^3*x+117980*a^2*b*p^2*r^2*x^2-58958*a^2*b*p^2*r*x^3-22827*a^2*b*p^2*x^4-24*a^2* b*p*q^4*x-780*a^2*b*p*q^3*r*x+2661*a^2*b*p*q^3*x^2-5193*a^2*b*p*q^2*r^2*x+40260 *a^2*b*p*q^2*r*x^2+8541*a^2*b*p*q^2*x^3-10248*a^2*b*p*q*r^3*x+131233*a^2*b*p*q* r^2*x^2-76297*a^2*b*p*q*r*x^3-45654*a^2*b*p*q*x^4-5955*a^2*b*p*r^4*x+111991*a^2 *b*p*r^3*x^2-156759*a^2*b*p*r^2*x^3-34056*a^2*b*p*r*x^4-12*a^2*b*q^4*r*x+66*a^2 *b*q^4*x^2-402*a^2*b*q^3*r^2*x+3554*a^2*b*q^3*r*x^2+3978*a^2*b*q^3*x^3-1971*a^2 *b*q^2*r^3*x+27218*a^2*b*q^2*r^2*x^2-17339*a^2*b*q^2*r*x^3-22827*a^2*b*q^2*x^4-\ 2928*a^2*b*q*r^4*x+60451*a^2*b*q*r^3*x^2-98823*a^2*b*q*r^2*x^3-34056*a^2*b*q*r* x^4-1347*a^2*b*r^5*x+37693*a^2*b*r^4*x^2-104602*a^2*b*r^3*x^3-5397*a^2*b*r^2*x^ 4-1120*a^2*c^6*x-1936*a^2*c^5*g*x-7152*a^2*c^5*p*x-1648*a^2*c^5*q*x-8736*a^2*c^ 5*r*x+17584*a^2*c^5*x^2-1224*a^2*c^4*g^2*x-10504*a^2*c^4*g*p*x-2304*a^2*c^4*g*q *x-12840*a^2*c^4*g*r*x+22104*a^2*c^4*g*x^2-14584*a^2*c^4*p^2*x-9824*a^2*c^4*p*q *x-36320*a^2*c^4*p*r*x+73960*a^2*c^4*p*x^2-856*a^2*c^4*q^2*x-11328*a^2*c^4*q*r* x+28432*a^2*c^4*q*x^2-21736*a^2*c^4*r^2*x+126992*a^2*c^4*r*x^2+14424*a^2*c^4*x^ 3-332*a^2*c^3*g^3*x-5524*a^2*c^3*g^2*p*x-1096*a^2*c^3*g^2*q*x-6764*a^2*c^3*g^2* r*x+8496*a^2*c^3*g^2*x^2-17484*a^2*c^3*g*p^2*x-11328*a^2*c^3*g*p*q*x-43764*a^2* c^3*g*p*r*x+77960*a^2*c^3*g*p*x^2-908*a^2*c^3*g*q^2*x-12932*a^2*c^3*g*q*r*x+ 28420*a^2*c^3*g*q*x^2-26280*a^2*c^3*g*r^2*x+137000*a^2*c^3*g*r*x^2+34472*a^2*c^ 3*g*x^3-13540*a^2*c^3*p^3*x-17060*a^2*c^3*p^2*q*x-51100*a^2*c^3*p^2*r*x+104140* a^2*c^3*p^2*x^2-4932*a^2*c^3*p*q^2*x-40840*a^2*c^3*p*q*r*x+102016*a^2*c^3*p*q*x ^2-61580*a^2*c^3*p*r^2*x+361752*a^2*c^3*p*r*x^2+7868*a^2*c^3*p*x^3-180*a^2*c^3* q^3*x-5180*a^2*c^3*q^2*r*x+17060*a^2*c^3*q^2*x^2-23780*a^2*c^3*q*r^2*x+163840*a ^2*c^3*q*r*x^2+21668*a^2*c^3*q*x^3-24020*a^2*c^3*r^3*x+269684*a^2*c^3*r^2*x^2-\ 163944*a^2*c^3*r*x^3-82680*a^2*c^3*x^4-32*a^2*c^2*g^4*x-1222*a^2*c^2*g^3*p*x-\ 192*a^2*c^2*g^3*q*x-1502*a^2*c^2*g^3*r*x+710*a^2*c^2*g^3*x^2-7178*a^2*c^2*g^2*p ^2*x-4296*a^2*c^2*g^2*p*q*x-18210*a^2*c^2*g^2*p*r*x+24802*a^2*c^2*g^2*p*x^2-288 *a^2*c^2*g^2*q^2*x-4774*a^2*c^2*g^2*q*r*x+8240*a^2*c^2*g^2*q*x^2-11032*a^2*c^2* g^2*r^2*x+46082*a^2*c^2*g^2*r*x^2+24922*a^2*c^2*g^2*x^3-12378*a^2*c^2*g*p^3*x-\ 15176*a^2*c^2*g*p^2*q*x-47106*a^2*c^2*g*p^2*r*x+85230*a^2*c^2*g*p^2*x^2-4132*a^ 2*c^2*g*p*q^2*x-36264*a^2*c^2*g*p*q*r*x+80722*a^2*c^2*g*p*q*x^2-57078*a^2*c^2*g *p*r^2*x+304958*a^2*c^2*g*p*r*x^2+36288*a^2*c^2*g*p*x^3-128*a^2*c^2*g*q^3*x-\ 4184*a^2*c^2*g*q^2*r*x+12608*a^2*c^2*g*q^2*x^2-21088*a^2*c^2*g*q*r^2*x+130058*a ^2*c^2*g*q*r*x^2+38860*a^2*c^2*g*q*x^3-22350*a^2*c^2*g*r^3*x+231872*a^2*c^2*g*r ^2*x^2-91316*a^2*c^2*g*r*x^3-81160*a^2*c^2*g*x^4-6346*a^2*c^2*p^4*x-12320*a^2*c ^2*p^3*q*x-31962*a^2*c^2*p^3*r*x+66064*a^2*c^2*p^3*x^2-7074*a^2*c^2*p^2*q^2*x-\ 45134*a^2*c^2*p^2*q*r*x+111722*a^2*c^2*p^2*q*x^2-57810*a^2*c^2*p^2*r^2*x+342430 *a^2*c^2*p^2*r*x^2-11230*a^2*c^2*p^2*x^3-1112*a^2*c^2*p*q^3*x-16042*a^2*c^2*p*q ^2*r*x+50212*a^2*c^2*p*q^2*x^2-53308*a^2*c^2*p*q*r^2*x+369972*a^2*c^2*p*q*r*x^2 +2636*a^2*c^2*p*q*x^3-45118*a^2*c^2*p*r^3*x+516620*a^2*c^2*p*r^2*x^2-324012*a^2 *c^2*p*r*x^3-109936*a^2*c^2*p*x^4-12*a^2*c^2*q^4*x-994*a^2*c^2*q^3*r*x+4554*a^2 *c^2*q^3*x^2-8968*a^2*c^2*q^2*r^2*x+74468*a^2*c^2*q^2*r*x^2+13866*a^2*c^2*q^2*x ^3-20494*a^2*c^2*q*r^3*x+263806*a^2*c^2*q*r^2*x^2-201738*a^2*c^2*q*r*x^3-109936 *a^2*c^2*q*x^4-12924*a^2*c^2*r^4*x+240254*a^2*c^2*r^3*x^2-384802*a^2*c^2*r^2*x^ 3-61876*a^2*c^2*r*x^4-96*a^2*c*g^4*p*x-7*a^2*c*g^4*q*x-119*a^2*c*g^4*r*x-105*a^ 2*c*g^4*x^2-1155*a^2*c*g^3*p^2*x-576*a^2*c*g^3*p*q*x-3030*a^2*c*g^3*p*r*x+1924* a^2*c*g^3*p*x^2-24*a^2*c*g^3*q^2*x-586*a^2*c*g^3*q*r*x+567*a^2*c*g^3*q*x^2-1875 *a^2*c*g^3*r^2*x+4465*a^2*c*g^3*r*x^2+6438*a^2*c*g^3*x^3-3501*a^2*c*g^2*p^3*x-\ 4060*a^2*c*g^2*p^2*q*x-13590*a^2*c*g^2*p^2*r*x+19500*a^2*c*g^2*p^2*x^2-970*a^2* c*g^2*p*q^2*x-9674*a^2*c*g^2*p*q*r*x+17300*a^2*c*g^2*p*q*x^2-16677*a^2*c*g^2*p* r^2*x+74797*a^2*c*g^2*p*r*x^2+22609*a^2*c*g^2*p*x^3-20*a^2*c*g^2*q^3*x-881*a^2* c*g^2*q^2*r*x+2416*a^2*c*g^2*q^2*x^2-5614*a^2*c*g^2*q*r^2*x+27854*a^2*c*g^2*q*r *x^2+18613*a^2*c*g^2*q*x^3-6588*a^2*c*g^2*r^3*x+59642*a^2*c*g^2*r^2*x^2-580*a^2 *c*g^2*r*x^3-25854*a^2*c*g^2*x^4-3913*a^2*c*g*p^4*x-7450*a^2*c*g*p^3*q*x-19905* a^2*c*g*p^3*r*x+37058*a^2*c*g*p^3*x^2-4123*a^2*c*g*p^2*q^2*x-27397*a^2*c*g*p^2* q*r*x+61270*a^2*c*g*p^2*q*x^2-36237*a^2*c*g*p^2*r^2*x+198220*a^2*c*g*p^2*r*x^2+ 8680*a^2*c*g*p^2*x^3-590*a^2*c*g*p*q^3*x-9203*a^2*c*g*p*q^2*r*x+26380*a^2*c*g*p *q^2*x^2-32444*a^2*c*g*p*q*r^2*x+206454*a^2*c*g*p*q*r*x^2+24086*a^2*c*g*p*q*x^3 -28411*a^2*c*g*p*r^3*x+305971*a^2*c*g*p*r^2*x^2-138807*a^2*c*g*p*r*x^3-72350*a^ 2*c*g*p*x^4-4*a^2*c*g*q^4*x-473*a^2*c*g*q^3*r*x+2168*a^2*c*g*q^3*x^2-5080*a^2*c *g*q^2*r^2*x+38143*a^2*c*g*q^2*r*x^2+15406*a^2*c*g*q^2*x^3-12497*a^2*c*g*q*r^3* x+148645*a^2*c*g*q*r^2*x^2-77790*a^2*c*g*q*r*x^3-72350*a^2*c*g*q*x^4-8166*a^2*c *g*r^4*x+144809*a^2*c*g*r^3*x^2-191121*a^2*c*g*r^2*x^3-57664*a^2*c*g*r*x^4-1463 *a^2*c*p^5*x-3939*a^2*c*p^4*q*x-9152*a^2*c*p^4*r*x+19499*a^2*c*p^4*x^2-3601*a^2 *c*p^3*q^2*x-19342*a^2*c*p^3*q*r*x+48274*a^2*c*p^3*q*x^2-21978*a^2*c*p^3*r^2*x+ 132624*a^2*c*p^3*r*x^2-9647*a^2*c*p^3*x^3-1237*a^2*c*p^2*q^3*x-12732*a^2*c*p^2* q^2*r*x+38538*a^2*c*p^2*q^2*x^2-34392*a^2*c*p^2*q*r^2*x+240297*a^2*c*p^2*q*r*x^ 2-14647*a^2*c*p^2*q*x^3-25652*a^2*c*p^2*r^3*x+298778*a^2*c*p^2*r^2*x^2-195241*a ^2*c*p^2*r*x^3-48390*a^2*c*p^2*x^4-112*a^2*c*p*q^4*x-2618*a^2*c*p*q^3*r*x+10250 *a^2*c*p*q^3*x^2-14661*a^2*c*p*q^2*r^2*x+121476*a^2*c*p*q^2*r*x^2-353*a^2*c*p*q ^2*x^3-26514*a^2*c*p*q*r^3*x+350629*a^2*c*p*q*r^2*x^2-274828*a^2*c*p*q*r*x^3-\ 96780*a^2*c*p*q*x^4-14663*a^2*c*p*r^4*x+277680*a^2*c*p*r^3*x^2-448348*a^2*c*p*r ^2*x^3-46576*a^2*c*p*r*x^4-76*a^2*c*q^4*r*x+487*a^2*c*q^4*x^2-1381*a^2*c*q^3*r^ 2*x+13803*a^2*c*q^3*r*x^2+4647*a^2*c*q^3*x^3-5530*a^2*c*q^2*r^3*x+81947*a^2*c*q ^2*r^2*x^2-79587*a^2*c*q^2*r*x^3-48390*a^2*c*q^2*x^4-7525*a^2*c*q*r^4*x+158606* a^2*c*q*r^3*x^2-307442*a^2*c*q*r^2*x^3-46576*a^2*c*q*r*x^4-3300*a^2*c*r^5*x+ 92027*a^2*c*r^4*x^2-277772*a^2*c*r^3*x^3+25870*a^2*c*r^2*x^4-57*a^2*g^4*p^2*x-\ 16*a^2*g^4*p*q*x-163*a^2*g^4*p*r*x-116*a^2*g^4*p*x^2-8*a^2*g^4*q*r*x-a^2*g^4*q* x^2-106*a^2*g^4*r^2*x-100*a^2*g^4*r*x^2+396*a^2*g^4*x^3-303*a^2*g^3*p^3*x-311*a ^2*g^3*p^2*q*x-1230*a^2*g^3*p^2*r*x+974*a^2*g^3*p^2*x^2-52*a^2*g^3*p*q^2*x-736* a^2*g^3*p*q*r*x+735*a^2*g^3*p*q*x^2-1551*a^2*g^3*p*r^2*x+4681*a^2*g^3*p*r*x^2+ 3413*a^2*g^3*p*x^3-26*a^2*g^3*q^2*r*x+101*a^2*g^3*q^2*x^2-425*a^2*g^3*q*r^2*x+ 1133*a^2*g^3*q*r*x^2+2381*a^2*g^3*q*x^3-624*a^2*g^3*r^3*x+4264*a^2*g^3*r^2*x^2+ 3226*a^2*g^3*r*x^3-2568*a^2*g^3*x^4-567*a^2*g^2*p^4*x-1036*a^2*g^2*p^3*q*x-2950 *a^2*g^2*p^3*r*x+4506*a^2*g^2*p^3*x^2-529*a^2*g^2*p^2*q^2*x-3847*a^2*g^2*p^2*q* r*x+7133*a^2*g^2*p^2*q*x^2-5448*a^2*g^2*p^2*r^2*x+25865*a^2*g^2*p^2*r*x^2+4630* a^2*g^2*p^2*x^3-60*a^2*g^2*p*q^3*x-1137*a^2*g^2*p*q^2*r*x+2823*a^2*g^2*p*q^2*x^ 2-4586*a^2*g^2*p*q*r^2*x+24974*a^2*g^2*p*q*r*x^2+8175*a^2*g^2*p*q*x^3-4314*a^2* g^2*p*r^3*x+41972*a^2*g^2*p*r^2*x^2-6603*a^2*g^2*p*r*x^3-11520*a^2*g^2*p*x^4-30 *a^2*g^2*q^3*r*x+196*a^2*g^2*q^3*x^2-608*a^2*g^2*q^2*r^2*x+3751*a^2*g^2*q^2*r*x ^2+3545*a^2*g^2*q^2*x^3-1775*a^2*g^2*q*r^3*x+18426*a^2*g^2*q*r^2*x^2-1302*a^2*g ^2*q*r*x^3-11520*a^2*g^2*q*x^4-1249*a^2*g^2*r^4*x+20613*a^2*g^2*r^3*x^2-17608*a ^2*g^2*r^2*x^3-12134*a^2*g^2*r*x^4-453*a^2*g*p^5*x-1203*a^2*g*p^4*q*x-2862*a^2* g*p^4*r*x+5598*a^2*g*p^4*x^2-1075*a^2*g*p^3*q^2*x-5942*a^2*g*p^3*q*r*x+13640*a^ 2*g*p^3*q*x^2-6918*a^2*g*p^3*r^2*x+39264*a^2*g*p^3*r*x^2-333*a^2*g*p^3*x^3-353* a^2*g*p^2*q^3*x-3784*a^2*g*p^2*q^2*r*x+10591*a^2*g*p^2*q^2*x^2-10608*a^2*g*p^2* q*r^2*x+69418*a^2*g*p^2*q*r*x^2+1568*a^2*g*p^2*q*x^3-8112*a^2*g*p^2*r^3*x+90474 *a^2*g*p^2*r^2*x^2-45706*a^2*g*p^2*r*x^3-16032*a^2*g*p^2*x^4-28*a^2*g*p*q^4*x-\ 718*a^2*g*p*q^3*r*x+2654*a^2*g*p*q^3*x^2-4343*a^2*g*p*q^2*r^2*x+33471*a^2*g*p*q ^2*r*x^2+4135*a^2*g*p*q^2*x^3-8202*a^2*g*p*q*r^3*x+103027*a^2*g*p*q*r^2*x^2-\ 61314*a^2*g*p*q*r*x^3-32064*a^2*g*p*q*x^4-4653*a^2*g*p*r^4*x+85548*a^2*g*p*r^3* x^2-118186*a^2*g*p*r^2*x^3-23371*a^2*g*p*r*x^4-14*a^2*g*q^4*r*x+105*a^2*g*q^4*x ^2-365*a^2*g*q^3*r^2*x+3317*a^2*g*q^3*r*x^2+2234*a^2*g*q^3*x^3-1634*a^2*g*q^2*r ^3*x+22435*a^2*g*q^2*r^2*x^2-15608*a^2*g*q^2*r*x^3-16032*a^2*g*q^2*x^4-2333*a^2 *g*q*r^4*x+47249*a^2*g*q*r^3*x^2-76795*a^2*g*q*r^2*x^3-23371*a^2*g*q*r*x^4-1050 *a^2*g*r^5*x+28740*a^2*g*r^4*x^2-78294*a^2*g*r^3*x^3-2595*a^2*g*r^2*x^4-132*a^2 *p^6*x-462*a^2*p^5*q*x-979*a^2*p^5*r*x+2178*a^2*p^5*x^2-598*a^2*p^4*q^2*x-2823* a^2*p^4*q*r*x+7209*a^2*p^4*q*x^2-2915*a^2*p^4*r^2*x+18080*a^2*p^4*r*x^2-1934*a^ 2*p^4*x^3-342*a^2*p^3*q^3*x-2859*a^2*p^3*q^2*r*x+8569*a^2*p^3*q^2*x^2-6672*a^2* p^3*q*r^2*x+47217*a^2*p^3*q*r*x^2-5138*a^2*p^3*q*x^3-4510*a^2*p^3*r^3*x+53580*a ^2*p^3*r^2*x^2-36992*a^2*p^3*r*x^3-7046*a^2*p^3*x^4-78*a^2*p^2*q^4*x-1167*a^2*p ^2*q^3*r*x+4233*a^2*p^2*q^3*x^2-4989*a^2*p^2*q^2*r^2*x+41037*a^2*p^2*q^2*r*x^2-\ 3810*a^2*p^2*q^2*x^3-7698*a^2*p^2*q*r^3*x+103248*a^2*p^2*q*r^2*x^2-83905*a^2*p^ 2*q*r*x^3-21138*a^2*p^2*q*x^4-3850*a^2*p^2*r^4*x+74040*a^2*p^2*r^3*x^2-122229*a ^2*p^2*r^2*x^3-8161*a^2*p^2*r*x^4-4*a^2*p*q^5*x-154*a^2*p*q^4*r*x+705*a^2*p*q^4 *x^2-1308*a^2*p*q^3*r^2*x+12743*a^2*p*q^3*r*x^2+58*a^2*p*q^3*x^3-3793*a^2*p*q^2 *r^3*x+57699*a^2*p*q^2*r^2*x^2-56834*a^2*p*q^2*r*x^3-21138*a^2*p*q^2*x^4-4362*a ^2*p*q*r^4*x+93681*a^2*p*q*r^3*x^2-182447*a^2*p*q*r^2*x^3-16322*a^2*p*q*r*x^4-\ 1727*a^2*p*r^5*x+48770*a^2*p*r^4*x^2-147614*a^2*p*r^3*x^3+17148*a^2*p*r^2*x^4-2 *a^2*q^5*r*x+10*a^2*q^5*x^2-76*a^2*q^4*r^2*x+843*a^2*q^4*r*x^2+664*a^2*q^4*x^3-\ 483*a^2*q^3*r^3*x+8031*a^2*q^3*r^2*x^2-9921*a^2*q^3*r*x^3-7046*a^2*q^3*x^4-1065 *a^2*q^2*r^4*x+25231*a^2*q^2*r^3*x^2-60218*a^2*q^2*r^2*x^3-8161*a^2*q^2*r*x^4-\ 975*a^2*q*r^5*x+30441*a^2*q*r^4*x^2-108948*a^2*q*r^3*x^3+17148*a^2*q*r^2*x^4-\ 319*a^2*r^6*x+12408*a^2*r^5*x^2-60443*a^2*r^4*x^3+25619*a^2*r^3*x^4-32*a*b^5*c^ 2*x-48*a*b^5*c*p*x-80*a*b^5*c*r*x-144*a*b^5*c*x^2-16*a*b^5*p^2*x-48*a*b^5*p*r*x -64*a*b^5*p*x^2+16*a*b^5*q*x^2-32*a*b^5*r^2*x+128*a*b^5*r*x^2+576*a*b^5*x^3-352 *a*b^4*c^3*x-160*a*b^4*c^2*g*x-864*a*b^4*c^2*p*x-96*a*b^4*c^2*q*x-1376*a*b^4*c^ 2*r*x+80*a*b^4*c^2*x^2-272*a*b^4*c*g*p*x-8*a*b^4*c*g*q*x-432*a*b^4*c*g*r*x-592* a*b^4*c*g*x^2-632*a*b^4*c*p^2*x-192*a*b^4*c*p*q*x-1904*a*b^4*c*p*r*x+832*a*b^4* c*p*x^2-288*a*b^4*c*q*r*x-176*a*b^4*c*q*x^2-1272*a*b^4*c*r^2*x+5216*a*b^4*c*r*x ^2+8144*a*b^4*c*x^3-104*a*b^4*g*p^2*x-8*a*b^4*g*p*q*x-308*a*b^4*g*p*r*x-304*a*b ^4*g*p*x^2-4*a*b^4*g*q*r*x+68*a*b^4*g*q*x^2-204*a*b^4*g*r^2*x+344*a*b^4*g*r*x^2 +2160*a*b^4*g*x^3-144*a*b^4*p^3*x-84*a*b^4*p^2*q*x-636*a*b^4*p^2*r*x+404*a*b^4* p^2*x^2-216*a*b^4*p*q*r*x-16*a*b^4*p*q*x^2-840*a*b^4*p*r^2*x+3488*a*b^4*p*r*x^2 +4200*a*b^4*p*x^3+20*a*b^4*q^2*x^2-132*a*b^4*q*r^2*x+824*a*b^4*q*r*x^2+2840*a*b ^4*q*x^3-348*a*b^4*r^3*x+3360*a*b^4*r^2*x^2+2752*a*b^4*r*x^3-3360*a*b^4*x^4-\ 1376*a*b^3*c^4*x-1216*a*b^3*c^3*g*x-4656*a*b^3*c^3*p*x-816*a*b^3*c^3*q*x-6976*a *b^3*c^3*r*x+6592*a*b^3*c^3*x^2-264*a*b^3*c^2*g^2*x-3168*a*b^3*c^2*g*p*x-424*a* b^3*c^2*g*q*x-4776*a*b^3*c^2*g*r*x+1024*a*b^3*c^2*g*x^2-5160*a*b^3*c^2*p^2*x-\ 2464*a*b^3*c^2*p*q*x-14736*a*b^3*c^2*p*r*x+18536*a*b^3*c^2*p*x^2-104*a*b^3*c^2* q^2*x-3568*a*b^3*c^2*q*r*x+3040*a*b^3*c^2*q*x^2-9576*a*b^3*c^2*r^2*x+50288*a*b^ 3*c^2*r*x^2+34064*a*b^3*c^2*x^3-496*a*b^3*c*g^2*p*x-20*a*b^3*c*g^2*q*x-756*a*b^ 3*c*g^2*r*x-892*a*b^3*c*g^2*x^2-2448*a*b^3*c*g*p^2*x-912*a*b^3*c*g*p*q*x-7072*a *b^3*c*g*p*r*x+3920*a*b^3*c*g*p*x^2-16*a*b^3*c*g*q^2*x-1248*a*b^3*c*g*q*r*x+264 *a*b^3*c*g*q*x^2-4624*a*b^3*c*g*r^2*x+16900*a*b^3*c*g*r*x^2+24464*a*b^3*c*g*x^3 -2324*a*b^3*c*p^3*x-2096*a*b^3*c*p^2*q*x-9740*a*b^3*c*p^2*r*x+13780*a*b^3*c*p^2 *x^2-284*a*b^3*c*p*q^2*x-5680*a*b^3*c*p*q*r*x+7808*a*b^3*c*p*q*x^2-12508*a*b^3* c*p*r^2*x+67468*a*b^3*c*p*r*x^2+32644*a*b^3*c*p*x^3-372*a*b^3*c*q^2*r*x+12*a*b^ 3*c*q^2*x^2-3584*a*b^3*c*q*r^2*x+22164*a*b^3*c*q*r*x^2+27060*a*b^3*c*q*x^3-5092 *a*b^3*c*r^3*x+57620*a*b^3*c*r^2*x^2+216*a*b^3*c*r*x^3-33232*a*b^3*c*x^4-212*a* b^3*g^2*p^2*x-24*a*b^3*g^2*p*q*x-624*a*b^3*g^2*p*r*x-552*a*b^3*g^2*p*x^2-12*a*b ^3*g^2*q*r*x+88*a*b^3*g^2*q*x^2-412*a*b^3*g^2*r^2*x+256*a*b^3*g^2*r*x^2+3168*a* b^3*g^2*x^3-580*a*b^3*g*p^3*x-428*a*b^3*g*p^2*q*x-2484*a*b^3*g*p^2*r*x+1846*a*b ^3*g*p^2*x^2-24*a*b^3*g*p*q^2*x-1080*a*b^3*g*p*q*r*x+640*a*b^3*g*p*q*x^2-3228*a *b^3*g*p*r^2*x+12418*a*b^3*g*p*r*x^2+12632*a*b^3*g*p*x^3-12*a*b^3*g*q^2*r*x+106 *a*b^3*g*q^2*x^2-652*a*b^3*g*q*r^2*x+2946*a*b^3*g*q*r*x^2+8600*a*b^3*g*q*x^3-\ 1324*a*b^3*g*r^3*x+11698*a*b^3*g*r^2*x^2+9168*a*b^3*g*r*x^3-9984*a*b^3*g*x^4-\ 368*a*b^3*p^4*x-528*a*b^3*p^3*q*x-2032*a*b^3*p^3*r*x+3066*a*b^3*p^3*x^2-160*a*b ^3*p^2*q^2*x-2132*a*b^3*p^2*q*r*x+3404*a*b^3*p^2*q*x^2-3888*a*b^3*p^2*r^2*x+ 21150*a*b^3*p^2*r*x^2+7390*a*b^3*p^2*x^3-372*a*b^3*p*q^2*r*x+314*a*b^3*p*q^2*x^ 2-2680*a*b^3*p*q*r^2*x+16628*a*b^3*p*q*r*x^2+13140*a*b^3*p*q*x^3-3152*a*b^3*p*r ^3*x+36172*a*b^3*p*r^2*x^2-4220*a*b^3*p*r*x^3-14888*a*b^3*p*x^4-24*a*b^3*q^3*x^ 2-212*a*b^3*q^2*r^2*x+1566*a*b^3*q^2*r*x^2+5750*a*b^3*q^2*x^3-1076*a*b^3*q*r^3* x+13048*a*b^3*q*r^2*x^2+2020*a*b^3*q*r*x^3-14888*a*b^3*q*x^4-928*a*b^3*r^4*x+ 18088*a*b^3*r^3*x^2-17112*a*b^3*r^2*x^3-15688*a*b^3*r*x^4-2496*a*b^2*c^5*x-3280 *a*b^2*c^4*g*x-11008*a*b^2*c^4*p*x-2304*a*b^2*c^4*q*x-15584*a*b^2*c^4*r*x+23440 *a*b^2*c^4*x^2-1408*a*b^2*c^3*g^2*x-11712*a*b^2*c^3*g*p*x-2200*a*b^2*c^3*g*q*x-\ 16696*a*b^2*c^3*g*r*x+17904*a*b^2*c^3*g*x^2-16504*a*b^2*c^3*p^2*x-9440*a*b^2*c^ 3*p*q*x-44976*a*b^2*c^3*p*r*x+78264*a*b^2*c^3*p*x^2-632*a*b^2*c^3*q^2*x-12928*a *b^2*c^3*q*r*x+21600*a*b^2*c^3*q*x^2-28472*a*b^2*c^3*r^2*x+169352*a*b^2*c^3*r*x ^2+56736*a*b^2*c^3*x^3-196*a*b^2*c^2*g^3*x-3912*a*b^2*c^2*g^2*p*x-560*a*b^2*c^2 *g^2*q*x-5636*a*b^2*c^2*g^2*r*x+1828*a*b^2*c^2*g^2*x^2-13516*a*b^2*c^2*g*p^2*x-\ 7016*a*b^2*c^2*g*p*q*x-37216*a*b^2*c^2*g*p*r*x+49460*a*b^2*c^2*g*p*x^2-368*a*b^ 2*c^2*g*q^2*x-9488*a*b^2*c^2*g*q*r*x+11656*a*b^2*c^2*g*q*x^2-23700*a*b^2*c^2*g* r^2*x+117952*a*b^2*c^2*g*r*x^2+72472*a*b^2*c^2*g*x^3-11104*a*b^2*c^2*p^3*x-\ 11832*a*b^2*c^2*p^2*q*x-44640*a*b^2*c^2*p^2*r*x+82352*a*b^2*c^2*p^2*x^2-2480*a* b^2*c^2*p*q^2*x-31088*a*b^2*c^2*p*q*r*x+63512*a*b^2*c^2*p*q*x^2-55968*a*b^2*c^2 *p*r^2*x+338348*a*b^2*c^2*p*r*x^2+69728*a*b^2*c^2*p*x^3-48*a*b^2*c^2*q^3*x-3160 *a*b^2*c^2*q^2*r*x+5256*a*b^2*c^2*q^2*x^2-19256*a*b^2*c^2*q*r^2*x+133164*a*b^2* c^2*q*r*x^2+72308*a*b^2*c^2*q*x^3-22432*a*b^2*c^2*r^3*x+270832*a*b^2*c^2*r^2*x^ 2-109008*a*b^2*c^2*r*x^3-114732*a*b^2*c^2*x^4-404*a*b^2*c*g^3*p*x-18*a*b^2*c*g^ 3*q*x-592*a*b^2*c*g^3*r*x-632*a*b^2*c*g^3*x^2-3190*a*b^2*c*g^2*p^2*x-1296*a*b^2 *c*g^2*p*q*x-8958*a*b^2*c*g^2*p*r*x+5464*a*b^2*c*g^2*p*x^2-32*a*b^2*c*g^2*q^2*x -1666*a*b^2*c*g^2*q*r*x+892*a*b^2*c*g^2*q*x^2-5768*a*b^2*c*g^2*r^2*x+19080*a*b^ 2*c*g^2*r*x^2+26796*a*b^2*c*g^2*x^3-6232*a*b^2*c*g*p^3*x-6168*a*b^2*c*g*p^2*q*x -25434*a*b^2*c*g*p^2*r*x+37112*a*b^2*c*g*p^2*x^2-1056*a*b^2*c*g*p*q^2*x-16016*a *b^2*c*g*p*q*r*x+25774*a*b^2*c*g*p*q*x^2-32172*a*b^2*c*g*p*r^2*x+165932*a*b^2*c *g*p*r*x^2+67952*a*b^2*c*g*p*x^3-10*a*b^2*c*g*q^3*x-1232*a*b^2*c*g*q^2*r*x+1682 *a*b^2*c*g*q^2*x^2-9848*a*b^2*c*g*q*r^2*x+57162*a*b^2*c*g*q*r*x^2+56258*a*b^2*c *g*q*x^3-12970*a*b^2*c*g*r^3*x+138364*a*b^2*c*g*r^2*x^2-2038*a*b^2*c*g*r*x^3-\ 72666*a*b^2*c*g*x^4-3450*a*b^2*c*p^4*x-5740*a*b^2*c*p^3*q*x-18296*a*b^2*c*p^3*r *x+35032*a*b^2*c*p^3*x^2-2486*a*b^2*c*p^2*q^2*x-22460*a*b^2*c*p^2*q*r*x+48904*a *b^2*c*p^2*q*x^2-34188*a*b^2*c*p^2*r^2*x+208052*a*b^2*c*p^2*r*x^2+25032*a*b^2*c *p^2*x^3-196*a*b^2*c*p*q^3*x-6116*a*b^2*c*p*q^2*r*x+13904*a*b^2*c*p*q^2*x^2-\ 27700*a*b^2*c*p*q*r^2*x+194856*a*b^2*c*p*q*r*x^2+58560*a*b^2*c*p*q*x^3-27288*a* b^2*c*p*r^3*x+333234*a*b^2*c*p*r^2*x^2-154854*a*b^2*c*p*r*x^3-102624*a*b^2*c*p* x^4-212*a*b^2*c*q^3*r*x+32*a*b^2*c*q^3*x^2-3630*a*b^2*c*q^2*r^2*x+29110*a*b^2*c *q^2*r*x^2+33528*a*b^2*c*q^2*x^3-10980*a*b^2*c*q*r^3*x+147898*a*b^2*c*q*r^2*x^2 -71064*a*b^2*c*q*r*x^3-102624*a*b^2*c*q*x^4-7946*a*b^2*c*r^4*x+160214*a*b^2*c*r ^3*x^2-232178*a*b^2*c*r^2*x^3-83076*a*b^2*c*r*x^4-190*a*b^2*g^3*p^2*x-26*a*b^2* g^3*p*q*x-557*a*b^2*g^3*p*r*x-472*a*b^2*g^3*p*x^2-13*a*b^2*g^3*q*r*x+45*a*b^2*g ^3*q*x^2-367*a*b^2*g^3*r^2*x-6*a*b^2*g^3*r*x^2+2268*a*b^2*g^3*x^3-782*a*b^2*g^2 *p^3*x-645*a*b^2*g^2*p^2*q*x-3291*a*b^2*g^2*p^2*r*x+2596*a*b^2*g^2*p^2*x^2-52*a *b^2*g^2*p*q^2*x-1606*a*b^2*g^2*p*q*r*x+1304*a*b^2*g^2*p*q*x^2-4236*a*b^2*g^2*p *r^2*x+15333*a*b^2*g^2*p*r*x^2+13894*a*b^2*g^2*p*x^3-26*a*b^2*g^2*q^2*r*x+142*a *b^2*g^2*q^2*x^2-961*a*b^2*g^2*q*r^2*x+3575*a*b^2*g^2*q*r*x^2+9514*a*b^2*g^2*q* x^3-1727*a*b^2*g^2*r^3*x+14241*a*b^2*g^2*r^2*x^2+10960*a*b^2*g^2*r*x^3-10872*a* b^2*g^2*x^4-994*a*b^2*g*p^4*x-1564*a*b^2*g*p^3*q*x-5371*a*b^2*g*p^3*r*x+8334*a* b^2*g*p^3*x^2-596*a*b^2*g*p^2*q^2*x-6119*a*b^2*g*p^2*q*r*x+10816*a*b^2*g*p^2*q* x^2-10149*a*b^2*g*p^2*r^2*x+53472*a*b^2*g*p^2*r*x^2+14888*a*b^2*g*p^2*x^3-26*a* b^2*g*p*q^3*x-1355*a*b^2*g*p*q^2*r*x+2498*a*b^2*g*p*q^2*x^2-7546*a*b^2*g*p*q*r^ 2*x+45438*a*b^2*g*p*q*r*x^2+26467*a*b^2*g*p*q*x^3-8161*a*b^2*g*p*r^3*x+89611*a* b^2*g*p*r^2*x^2-13003*a*b^2*g*p*r*x^3-32463*a*b^2*g*p*x^4-13*a*b^2*g*q^3*r*x+16 *a*b^2*g*q^3*x^2-759*a*b^2*g*q^2*r^2*x+5133*a*b^2*g*q^2*r*x^2+11579*a*b^2*g*q^2 *x^3-2991*a*b^2*g*q*r^3*x+34806*a*b^2*g*q*r^2*x^2+1283*a*b^2*g*q*r*x^3-32463*a* b^2*g*q*x^4-2389*a*b^2*g*r^4*x+44473*a*b^2*g*r^3*x^2-42060*a*b^2*g*r^2*x^3-\ 34191*a*b^2*g*r*x^4-402*a*b^2*p^5*x-945*a*b^2*p^4*q*x-2637*a*b^2*p^4*r*x+5250*a *b^2*p^4*x^2-684*a*b^2*p^3*q^2*x-4914*a*b^2*p^3*q*r*x+11085*a*b^2*p^3*q*x^2-\ 6528*a*b^2*p^3*r^2*x+40211*a*b^2*p^3*r*x^2+2274*a*b^2*p^3*x^3-141*a*b^2*p^2*q^3 *x-2583*a*b^2*p^2*q^2*r*x+6369*a*b^2*p^2*q^2*x^2-9072*a*b^2*p^2*q*r^2*x+64110*a *b^2*p^2*q*r*x^2+10215*a*b^2*p^2*q*x^3-7782*a*b^2*p^2*r^3*x+95768*a*b^2*p^2*r^2 *x^2-49657*a*b^2*p^2*r*x^3-22827*a*b^2*p^2*x^4-306*a*b^2*p*q^3*r*x+483*a*b^2*p* q^3*x^2-3114*a*b^2*p*q^2*r^2*x+25194*a*b^2*p*q^2*r*x^2+13608*a*b^2*p*q^2*x^3-\ 7182*a*b^2*p*q*r^3*x+99358*a*b^2*p*q*r^2*x^2-57695*a*b^2*p*q*r*x^3-45654*a*b^2* p*q*x^4-4518*a*b^2*p*r^4*x+91903*a*b^2*p*r^3*x^2-138765*a*b^2*p*r^2*x^3-34056*a *b^2*p*r*x^4-51*a*b^2*q^4*x^2-165*a*b^2*q^3*r^2*x+1295*a*b^2*q^3*r*x^2+5667*a*b ^2*q^3*x^3-1215*a*b^2*q^2*r^3*x+17555*a*b^2*q^2*r^2*x^2-8038*a*b^2*q^2*r*x^3-\ 22827*a*b^2*q^2*x^4-2079*a*b^2*q*r^4*x+46333*a*b^2*q*r^3*x^2-80829*a*b^2*q*r^2* x^3-34056*a*b^2*q*r*x^4-1029*a*b^2*r^5*x+31096*a*b^2*r^4*x^2-93434*a*b^2*r^3*x^ 3-5397*a*b^2*r^2*x^4-2112*a*b*c^6*x-3712*a*b*c^5*g*x-11776*a*b*c^5*p*x-2656*a*b *c^5*q*x-15840*a*b*c^5*r*x+29984*a*b*c^5*x^2-2400*a*b*c^4*g^2*x-17304*a*b*c^4*g *p*x-3704*a*b*c^4*g*q*x-23416*a*b*c^4*g*r*x+37944*a*b*c^4*g*x^2-22536*a*b*c^4*p ^2*x-14112*a*b*c^4*p*q*x-59168*a*b*c^4*p*r*x+120936*a*b*c^4*p*x^2-1128*a*b*c^4* q^2*x-18256*a*b*c^4*q*r*x+40584*a*b*c^4*q*x^2-36632*a*b*c^4*r^2*x+233008*a*b*c^ 4*r*x^2+35808*a*b*c^4*x^3-672*a*b*c^3*g^3*x-9084*a*b*c^3*g^2*p*x-1740*a*b*c^3*g ^2*q*x-12400*a*b*c^3*g^2*r*x+14600*a*b*c^3*g^2*x^2-26880*a*b*c^3*g*p^2*x-16048* a*b*c^3*g*p*q*x-71048*a*b*c^3*g*p*r*x+127240*a*b*c^3*g*p*x^2-1152*a*b*c^3*g*q^2 *x-20760*a*b*c^3*g*q*r*x+39808*a*b*c^3*g*q*x^2-44168*a*b*c^3*g*r^2*x+254192*a*b *c^3*g*r*x^2+74016*a*b*c^3*g*x^3-20316*a*b*c^3*p^3*x-23612*a*b*c^3*p^2*q*x-\ 79272*a*b*c^3*p^2*r*x+166120*a*b*c^3*p^2*x^2-5940*a*b*c^3*p*q^2*x-59904*a*b*c^3 *p*q*r*x+146368*a*b*c^3*p*q*x^2-97596*a*b*c^3*p*r^2*x+623064*a*b*c^3*p*r*x^2+ 36952*a*b*c^3*p*x^3-180*a*b*c^3*q^3*x-7160*a*b*c^3*q^2*r*x+18616*a*b*c^3*q^2*x^ 2-36292*a*b*c^3*q*r^2*x+268968*a*b*c^3*q*r*x^2+64552*a*b*c^3*q*x^3-38640*a*b*c^ 3*r^3*x+479112*a*b*c^3*r^2*x^2-303872*a*b*c^3*r*x^3-165360*a*b*c^3*x^4-68*a*b*c ^2*g^4*x-1994*a*b*c^2*g^3*p*x-290*a*b*c^2*g^3*q*x-2758*a*b*c^2*g^3*r*x+1134*a*b *c^2*g^3*x^2-10914*a*b*c^2*g^2*p^2*x-5896*a*b*c^2*g^2*p*q*x-29222*a*b*c^2*g^2*p *r*x+40146*a*b*c^2*g^2*p*x^2-334*a*b*c^2*g^2*q^2*x-7558*a*b*c^2*g^2*q*r*x+10962 *a*b*c^2*g^2*q*x^2-18308*a*b*c^2*g^2*r^2*x+87226*a*b*c^2*g^2*r*x^2+50248*a*b*c^ 2*g^2*x^3-18446*a*b*c^2*g*p^3*x-20700*a*b*c^2*g*p^2*q*x-72604*a*b*c^2*g*p^2*r*x +135216*a*b*c^2*g*p^2*x^2-4780*a*b*c^2*g*p*q^2*x-52480*a*b*c^2*g*p*q*r*x+113836 *a*b*c^2*g*p*q*x^2-89870*a*b*c^2*g*p*r^2*x+525422*a*b*c^2*g*p*r*x^2+85468*a*b*c ^2*g*p*x^3-114*a*b*c^2*g*q^3*x-5636*a*b*c^2*g*q^2*r*x+12852*a*b*c^2*g*q^2*x^2-\ 31780*a*b*c^2*g*q*r^2*x+213056*a*b*c^2*g*q*r*x^2+90612*a*b*c^2*g*q*x^3-35712*a* b*c^2*g*r^3*x+412008*a*b*c^2*g*r^2*x^2-171320*a*b*c^2*g*r*x^3-162320*a*b*c^2*g* x^4-9428*a*b*c^2*p^4*x-16956*a*b*c^2*p^3*q*x-48688*a*b*c^2*p^3*r*x+103930*a*b*c ^2*p^3*x^2-8556*a*b*c^2*p^2*q^2*x-64480*a*b*c^2*p^2*q*r*x+160890*a*b*c^2*p^2*q* x^2-89496*a*b*c^2*p^2*r^2*x+570896*a*b*c^2*p^2*r*x^2-976*a*b*c^2*p^2*x^3-1036*a *b*c^2*p*q^3*x-20636*a*b*c^2*p*q^2*r*x+59910*a*b*c^2*p*q^2*x^2-78092*a*b*c^2*p* q*r^2*x+581920*a*b*c^2*p*q*r*x^2+48240*a*b*c^2*p*q*x^3-70640*a*b*c^2*p*r^3*x+ 880462*a*b*c^2*p*r^2*x^2-580018*a*b*c^2*p*r*x^3-219872*a*b*c^2*p*x^4-8*a*b*c^2* q^4*x-1092*a*b*c^2*q^3*r*x+2950*a*b*c^2*q^3*x^2-12080*a*b*c^2*q^2*r^2*x+104876* a*b*c^2*q^2*r*x^2+49216*a*b*c^2*q^2*x^3-30568*a*b*c^2*q*r^3*x+428500*a*b*c^2*q* r^2*x^2-335470*a*b*c^2*q*r*x^3-219872*a*b*c^2*q*x^4-20404*a*b*c^2*r^4*x+413496* a*b*c^2*r^3*x^2-713384*a*b*c^2*r^2*x^3-123752*a*b*c^2*r*x^4-153*a*b*c*g^4*p*x-7 *a*b*c*g^4*q*x-216*a*b*c*g^4*r*x-214*a*b*c*g^4*x^2-1710*a*b*c*g^3*p^2*x-724*a*b *c*g^3*p*q*x-4701*a*b*c*g^3*p*r*x+3000*a*b*c*g^3*p*x^2-20*a*b*c*g^3*q^2*x-883*a *b*c*g^3*q*r*x+618*a*b*c*g^3*q*x^2-2991*a*b*c*g^3*r^2*x+9059*a*b*c*g^3*r*x^2+ 12680*a*b*c*g^3*x^3-5149*a*b*c*g^2*p^3*x-5370*a*b*c*g^2*p^2*q*x-20636*a*b*c*g^2 *p^2*r*x+30502*a*b*c*g^2*p^2*x^2-1016*a*b*c*g^2*p*q^2*x-13544*a*b*c*g^2*p*q*r*x +23368*a*b*c*g^2*p*q*x^2-25825*a*b*c*g^2*p*r^2*x+128371*a*b*c*g^2*p*r*x^2+46320 *a*b*c*g^2*p*x^3-13*a*b*c*g^2*q^3*x-1108*a*b*c*g^2*q^2*r*x+2098*a*b*c*g^2*q^2*x ^2-8174*a*b*c*g^2*q*r^2*x+45214*a*b*c*g^2*q*r*x^2+38328*a*b*c*g^2*q*x^3-10338*a *b*c*g^2*r^3*x+105100*a*b*c*g^2*r^2*x^2-2668*a*b*c*g^2*r*x^3-51708*a*b*c*g^2*x^ 4-5776*a*b*c*g*p^4*x-10130*a*b*c*g*p^3*q*x-30128*a*b*c*g*p^3*r*x+57895*a*b*c*g* p^3*x^2-4850*a*b*c*g*p^2*q^2*x-38648*a*b*c*g*p^2*q*r*x+86885*a*b*c*g*p^2*q*x^2-\ 55728*a*b*c*g*p^2*r^2*x+329140*a*b*c*g*p^2*r*x^2+26830*a*b*c*g*p^2*x^3-498*a*b* c*g*p*q^3*x-11470*a*b*c*g*p*q^2*r*x+30113*a*b*c*g*p*q^2*x^2-46906*a*b*c*g*p*q*r ^2*x+321400*a*b*c*g*p*q*r*x^2+67112*a*b*c*g*p*q*x^3-44176*a*b*c*g*p*r^3*x+ 519101*a*b*c*g*p*r^2*x^2-247249*a*b*c*g*p*r*x^3-144700*a*b*c*g*p*x^4-2*a*b*c*g* q^4*x-474*a*b*c*g*q^3*r*x+1123*a*b*c*g*q^3*x^2-6620*a*b*c*g*q^2*r^2*x+52078*a*b *c*g*q^2*r*x^2+40282*a*b*c*g*q^2*x^3-18388*a*b*c*g*q*r^3*x+238520*a*b*c*g*q*r^2 *x^2-125215*a*b*c*g*q*r*x^3-144700*a*b*c*g*q*x^4-12800*a*b*c*g*r^4*x+247856*a*b *c*g*r^3*x^2-354396*a*b*c*g*r^2*x^3-115328*a*b*c*g*r*x^4-2178*a*b*c*p^5*x-5474* a*b*c*p^4*q*x-13928*a*b*c*p^4*r*x+30492*a*b*c*p^4*x^2-4478*a*b*c*p^3*q^2*x-\ 27700*a*b*c*p^3*q*r*x+70020*a*b*c*p^3*q*x^2-33932*a*b*c*p^3*r^2*x+217764*a*b*c* p^3*r*x^2-10334*a*b*c*p^3*x^3-1246*a*b*c*p^2*q^3*x-16524*a*b*c*p^2*q^2*r*x+ 48528*a*b*c*p^2*q^2*x^2-50256*a*b*c*p^2*q*r^2*x+373158*a*b*c*p^2*q*r*x^2-2414*a *b*c*p^2*q*x^3-40008*a*b*c*p^2*r^3*x+500188*a*b*c*p^2*r^2*x^2-343326*a*b*c*p^2* r*x^3-96780*a*b*c*p^2*x^4-64*a*b*c*p*q^4*x-2804*a*b*c*p*q^3*r*x+8964*a*b*c*p*q^ 3*x^2-19614*a*b*c*p*q^2*r^2*x+170532*a*b*c*p*q^2*r*x^2+26174*a*b*c*p*q^2*x^3-\ 39308*a*b*c*p*q*r^3*x+558530*a*b*c*p*q*r^2*x^2-455344*a*b*c*p*q*r*x^3-193560*a* b*c*p*q*x^4-23042*a*b*c*p*r^4*x+469052*a*b*c*p*r^3*x^2-813410*a*b*c*p*r^2*x^3-\ 93152*a*b*c*p*r*x^4-52*a*b*c*q^4*r*x-36*a*b*c*q^4*x^2-1558*a*b*c*q^3*r^2*x+ 15138*a*b*c*q^3*r*x^2+18254*a*b*c*q^3*x^3-7568*a*b*c*q^2*r^3*x+118534*a*b*c*q^2 *r^2*x^2-112018*a*b*c*q^2*r*x^3-96780*a*b*c*q^2*x^4-11278*a*b*c*q*r^4*x+255392* a*b*c*q*r^3*x^2-531598*a*b*c*q*r^2*x^3-93152*a*b*c*q*r*x^4-5216*a*b*c*r^5*x+ 156136*a*b*c*r^4*x^2-507224*a*b*c*r^3*x^3+51740*a*b*c*r^2*x^4-78*a*b*g^4*p^2*x-\ 12*a*b*g^4*p*q*x-228*a*b*g^4*p*r*x-190*a*b*g^4*p*x^2-6*a*b*g^4*q*r*x+8*a*b*g^4* q*x^2-150*a*b*g^4*r^2*x-66*a*b*g^4*r*x^2+792*a*b*g^4*x^3-432*a*b*g^3*p^3*x-380* a*b*g^3*p^2*q*x-1798*a*b*g^3*p^2*r*x+1451*a*b*g^3*p^2*x^2-36*a*b*g^3*p*q^2*x-\ 936*a*b*g^3*p*q*r*x+842*a*b*g^3*p*q*x^2-2300*a*b*g^3*p*r^2*x+7916*a*b*g^3*p*r*x ^2+6616*a*b*g^3*p*x^3-18*a*b*g^3*q^2*r*x+71*a*b*g^3*q^2*x^2-556*a*b*g^3*q*r^2*x +1796*a*b*g^3*q*r*x^2+4552*a*b*g^3*q*x^3-934*a*b*g^3*r^3*x+7282*a*b*g^3*r^2*x^2 +5584*a*b*g^3*r*x^3-5136*a*b*g^3*x^4-828*a*b*g^2*p^4*x-1376*a*b*g^2*p^3*q*x-\ 4412*a*b*g^2*p^3*r*x+6920*a*b*g^2*p^3*x^2-584*a*b*g^2*p^2*q^2*x-5282*a*b*g^2*p^ 2*q*r*x+9743*a*b*g^2*p^2*q*x^2-8268*a*b*g^2*p^2*r^2*x+42412*a*b*g^2*p^2*r*x^2+ 9841*a*b*g^2*p^2*x^3-36*a*b*g^2*p*q^3*x-1308*a*b*g^2*p*q^2*r*x+2876*a*b*g^2*p*q ^2*x^2-6436*a*b*g^2*p*q*r^2*x+37788*a*b*g^2*p*q*r*x^2+17512*a*b*g^2*p*q*x^3-\ 6612*a*b*g^2*p*r^3*x+70120*a*b*g^2*p*r^2*x^2-11461*a*b*g^2*p*r*x^3-23040*a*b*g^ 2*p*x^4-18*a*b*g^2*q^3*r*x+53*a*b*g^2*q^3*x^2-724*a*b*g^2*q^2*r^2*x+4660*a*b*g^ 2*q^2*r*x^2+7671*a*b*g^2*q^2*x^3-2530*a*b*g^2*q*r^3*x+28477*a*b*g^2*q*r^2*x^2-\ 859*a*b*g^2*q*r*x^3-23040*a*b*g^2*q*x^4-1928*a*b*g^2*r^4*x+34628*a*b*g^2*r^3*x^ 2-32552*a*b*g^2*r^2*x^3-24268*a*b*g^2*r*x^4-672*a*b*g*p^5*x-1660*a*b*g*p^4*q*x-\ 4342*a*b*g*p^4*r*x+8690*a*b*g*p^4*x^2-1316*a*b*g*p^3*q^2*x-8448*a*b*g*p^3*q*r*x +19518*a*b*g*p^3*q*x^2-10648*a*b*g*p^3*r^2*x+64113*a*b*g*p^3*r*x^2+1453*a*b*g*p ^3*x^3-340*a*b*g*p^2*q^3*x-4820*a*b*g*p^2*q^2*r*x+12932*a*b*g*p^2*q^2*x^2-15384 *a*b*g*p^2*q*r^2*x+106585*a*b*g*p^2*q*r*x^2+9493*a*b*g*p^2*q*x^3-12612*a*b*g*p^ 2*r^3*x+150587*a*b*g*p^2*r^2*x^2-79558*a*b*g*p^2*r*x^3-32064*a*b*g*p^2*x^4-12*a *b*g*p*q^4*x-720*a*b*g*p*q^3*r*x+2070*a*b*g*p*q^3*x^2-5692*a*b*g*p*q^2*r^2*x+ 45685*a*b*g*p*q^2*r*x^2+14627*a*b*g*p*q^2*x^3-12064*a*b*g*p*q*r^3*x+162082*a*b* g*p*q*r^2*x^2-98920*a*b*g*p*q*r*x^3-64128*a*b*g*p*q*x^4-7288*a*b*g*p*r^4*x+ 143595*a*b*g*p*r^3*x^2-213375*a*b*g*p*r^2*x^3-46742*a*b*g*p*r*x^4-6*a*b*g*q^4*r *x-34*a*b*g*q^4*x^2-380*a*b*g*q^3*r^2*x+3213*a*b*g*q^3*r*x^2+6587*a*b*g*q^3*x^3 -2188*a*b*g*q^2*r^3*x+31259*a*b*g*q^2*r^2*x^2-19362*a*b*g*q^2*r*x^3-32064*a*b*g *q^2*x^4-3468*a*b*g*q*r^4*x+75015*a*b*g*q*r^3*x^2-130593*a*b*g*q*r^2*x^3-46742* a*b*g*q*r*x^4-1654*a*b*g*r^5*x+48431*a*b*g*r^4*x^2-142196*a*b*g*r^3*x^3-5190*a* b*g*r^2*x^4-198*a*b*p^6*x-652*a*b*p^5*q*x-1500*a*b*p^5*r*x+3407*a*b*p^5*x^2-768 *a*b*p^4*q^2*x-4096*a*b*p^4*q*r*x+10574*a*b*p^4*q*x^2-4530*a*b*p^4*r^2*x+29569* a*b*p^4*r*x^2-2542*a*b*p^4*x^3-372*a*b*p^3*q^3*x-3812*a*b*p^3*q^2*r*x+11252*a*b *p^3*q^2*x^2-9864*a*b*p^3*q*r^2*x+73474*a*b*p^3*q*r*x^2-4972*a*b*p^3*q*x^3-7080 *a*b*p^3*r^3*x+89343*a*b*p^3*r^2*x^2-64455*a*b*p^3*r*x^3-14092*a*b*p^3*x^4-58*a *b*p^2*q^4*x-1336*a*b*p^2*q^3*r*x+4382*a*b*p^2*q^3*x^2-6828*a*b*p^2*q^2*r^2*x+ 58740*a*b*p^2*q^2*r*x^2+336*a*b*p^2*q^2*x^3-11536*a*b*p^2*q*r^3*x+164646*a*b*p^ 2*q*r^2*x^2-139223*a*b*p^2*q*r*x^3-42276*a*b*p^2*q*x^4-6090*a*b*p^2*r^4*x+ 124685*a*b*p^2*r^3*x^2-219423*a*b*p^2*r^2*x^3-16322*a*b*p^2*r*x^4-120*a*b*p*q^4 *r*x+269*a*b*p*q^4*x^2-1556*a*b*p*q^3*r^2*x+15334*a*b*p*q^3*r*x^2+5420*a*b*p*q^ 3*x^3-5292*a*b*p*q^2*r^3*x+85149*a*b*p*q^2*r^2*x^2-85081*a*b*p*q^2*r*x^3-42276* a*b*p*q^2*x^4-6604*a*b*p*q*r^4*x+151166*a*b*p*q*r^3*x^2-314824*a*b*p*q*r^2*x^3-\ 32644*a*b*p*q*r*x^4-2748*a*b*p*r^5*x+82582*a*b*p*r^4*x^2-267202*a*b*p*r^3*x^3+ 34296*a*b*p*r^2*x^4-28*a*b*q^5*x^2-62*a*b*q^4*r^2*x+499*a*b*q^4*r*x^2+2654*a*b* q^4*x^3-592*a*b*q^3*r^3*x+9846*a*b*q^3*r^2*x^2-10313*a*b*q^3*r*x^3-14092*a*b*q^ 3*x^4-1508*a*b*q^2*r^4*x+37661*a*b*q^2*r^3*x^2-95401*a*b*q^2*r^2*x^3-16322*a*b* q^2*r*x^4-1488*a*b*q*r^5*x+49420*a*b*q*r^4*x^2-189870*a*b*q*r^3*x^3+34296*a*b*q *r^2*x^4-510*a*b*r^6*x+21078*a*b*r^5*x^2-109692*a*b*r^4*x^3+51238*a*b*r^3*x^4-\ 672*a*c^7*x-1488*a*c^6*g*x-4640*a*c^6*p*x-1072*a*c^6*q*x-5952*a*c^6*r*x+12960*a *c^6*x^2-1296*a*c^5*g^2*x-8792*a*c^5*g*p*x-1976*a*c^5*g*q*x-11336*a*c^5*g*r*x+ 22648*a*c^5*g*x^2-10952*a*c^5*p^2*x-7200*a*c^5*p*q*x-27936*a*c^5*p*r*x+62296*a* c^5*p*x^2-616*a*c^5*q^2*x-8816*a*c^5*q*r*x+23112*a*c^5*q*x^2-16984*a*c^5*r^2*x+ 111472*a*c^5*r*x^2+5008*a*c^5*x^3-552*a*c^4*g^3*x-6404*a*c^4*g^2*p*x-1364*a*c^4 *g^2*q*x-8316*a*c^4*g^2*r*x+14308*a*c^4*g^2*x^2-17420*a*c^4*g*p^2*x-11152*a*c^4 *g*p*q*x-44596*a*c^4*g*p*r*x+92424*a*c^4*g*p*x^2-904*a*c^4*g*q^2*x-13716*a*c^4* g*q*r*x+32984*a*c^4*g*q*x^2-27176*a*c^4*g*r^2*x+168152*a*c^4*g*r*x^2+20640*a*c^ 4*g*x^3-12480*a*c^4*p^3*x-15268*a*c^4*p^2*q*x-47720*a*c^4*p^2*r*x+106456*a*c^4* p^2*x^2-4216*a*c^4*p*q^2*x-37608*a*c^4*p*q*r*x+100904*a*c^4*p*q*x^2-58000*a*c^4 *p*r^2*x+377756*a*c^4*p*r*x^2-10288*a*c^4*p*x^3-148*a*c^4*q^3*x-4776*a*c^4*q^2* r*x+15520*a*c^4*q^2*x^2-22340*a*c^4*q*r^2*x+171236*a*c^4*q*r*x^2+12720*a*c^4*q* x^3-22760*a*c^4*r^3*x+283192*a*c^4*r^2*x^2-218316*a*c^4*r*x^3-84152*a*c^4*x^4-\ 114*a*c^3*g^4*x-2218*a*c^3*g^3*p*x-422*a*c^3*g^3*q*x-2910*a*c^3*g^3*r*x+3690*a* c^3*g^3*x^2-10310*a*c^3*g^2*p^2*x-6280*a*c^3*g^2*p*q*x-26588*a*c^3*g^2*p*r*x+ 48454*a*c^3*g^2*p*x^2-458*a*c^3*g^2*q^2*x-7740*a*c^3*g^2*q*r*x+16170*a*c^3*g^2* q*x^2-16278*a*c^3*g^2*r^2*x+91004*a*c^3*g^2*r*x^2+23916*a*c^3*g^2*x^3-16006*a*c ^3*g*p^3*x-19210*a*c^3*g*p^2*q*x-61464*a*c^3*g*p^2*r*x+128380*a*c^3*g*p^2*x^2-\ 5076*a*c^3*g*p*q^2*x-47380*a*c^3*g*p*q*r*x+118752*a*c^3*g*p*q*x^2-74910*a*c^3*g *p*r^2*x+463340*a*c^3*g*p*r*x^2+14708*a*c^3*g*p*x^3-160*a*c^3*g*q^3*x-5744*a*c^ 3*g*q^2*r*x+17108*a*c^3*g*q^2*x^2-28170*a*c^3*g*q*r^2*x+203366*a*c^3*g*q*r*x^2+ 34860*a*c^3*g*q*x^3-29452*a*c^3*g*r^3*x+350494*a*c^3*g*r^2*x^2-224900*a*c^3*g*r *x^3-113632*a*c^3*g*x^4-7736*a*c^3*p^4*x-14592*a*c^3*p^3*q*x-39292*a*c^3*p^3*r* x+88282*a*c^3*p^3*x^2-8004*a*c^3*p^2*q^2*x-54348*a*c^3*p^2*q*r*x+144918*a*c^3*p ^2*q*x^2-71460*a*c^3*p^2*r^2*x+463170*a*c^3*p^2*r*x^2-33812*a*c^3*p^2*x^3-1160* a*c^3*p*q^3*x-18792*a*c^3*p*q^2*r*x+61310*a*c^3*p*q^2*x^2-64920*a*c^3*p*q*r^2*x +494708*a*c^3*p*q*r*x^2-17672*a*c^3*p*q*x^3-55988*a*c^3*p*r^3*x+698756*a*c^3*p* r^2*x^2-536306*a*c^3*p*r*x^3-148080*a*c^3*p*x^4-12*a*c^3*q^4*x-1144*a*c^3*q^3*r *x+4674*a*c^3*q^3*x^2-10788*a*c^3*q^2*r^2*x+97954*a*c^3*q^2*r*x^2+16140*a*c^3*q ^2*x^3-25164*a*c^3*q*r^3*x+356446*a*c^3*q*r^2*x^2-337490*a*c^3*q*r*x^3-148080*a *c^3*q*x^4-16084*a*c^3*r^4*x+323868*a*c^3*r^3*x^2-605660*a*c^3*r^2*x^3-51392*a* c^3*r*x^4-9*a*c^2*g^5*x-361*a*c^2*g^4*p*x-52*a*c^2*g^4*q*x-481*a*c^2*g^4*r*x+ 233*a*c^2*g^4*x^2-2769*a*c^2*g^3*p^2*x-1524*a*c^2*g^3*p*q*x-7249*a*c^2*g^3*p*r* x+10168*a*c^2*g^3*p*x^2-88*a*c^2*g^3*q^2*x-1865*a*c^2*g^3*q*r*x+2988*a*c^2*g^3* q*x^2-4480*a*c^2*g^3*r^2*x+20558*a*c^2*g^3*r*x^2+11372*a*c^2*g^3*x^3-7215*a*c^2 *g^2*p^3*x-8354*a*c^2*g^2*p^2*q*x-27968*a*c^2*g^2*p^2*r*x+52112*a*c^2*g^2*p^2*x ^2-2024*a*c^2*g^2*p*q^2*x-20628*a*c^2*g^2*p*q*r*x+46124*a*c^2*g^2*p*q*x^2-34291 *a*c^2*g^2*p*r^2*x+194545*a*c^2*g^2*p*r*x^2+26040*a*c^2*g^2*p*x^3-51*a*c^2*g^2* q^3*x-2254*a*c^2*g^2*q^2*r*x+5908*a*c^2*g^2*q^2*x^2-12274*a*c^2*g^2*q*r^2*x+ 80014*a*c^2*g^2*q*r*x^2+28208*a*c^2*g^2*q*x^3-13538*a*c^2*g^2*r^3*x+150081*a*c^ 2*g^2*r^2*x^2-63489*a*c^2*g^2*r*x^3-56166*a*c^2*g^2*x^4-7486*a*c^2*g*p^4*x-\ 13934*a*c^2*g*p^3*q*x-38204*a*c^2*g*p^3*r*x+80911*a*c^2*g*p^3*x^2-7442*a*c^2*g* p^2*q^2*x-52020*a*c^2*g*p^2*q*r*x+130691*a*c^2*g*p^2*q*x^2-69696*a*c^2*g*p^2*r^ 2*x+431680*a*c^2*g*p^2*r*x^2-10760*a*c^2*g*p^2*x^3-1002*a*c^2*g*p*q^3*x-17392*a *c^2*g*p*q^2*r*x+53369*a*c^2*g*p*q^2*x^2-62238*a*c^2*g*p*q*r^2*x+451418*a*c^2*g *p*q*r*x^2+14628*a*c^2*g*p*q*x^3-54724*a*c^2*g*p*r^3*x+658383*a*c^2*g*p*r^2*x^2 -434321*a*c^2*g*p*r*x^3-150714*a*c^2*g*p*x^4-8*a*c^2*g*q^4*x-968*a*c^2*g*q^3*r* x+3589*a*c^2*g*q^3*x^2-9950*a*c^2*g*q^2*r^2*x+85002*a*c^2*g*q^2*r*x^2+25388*a*c ^2*g*q^2*x^3-24152*a*c^2*g*q*r^3*x+326660*a*c^2*g*q*r^2*x^2-261495*a*c^2*g*q*r* x^3-150714*a*c^2*g*q*x^4-15746*a*c^2*g*r^4*x+307614*a*c^2*g*r^3*x^2-520952*a*c^ 2*g*r^2*x^3-81630*a*c^2*g*r*x^4-2672*a*c^2*p^5*x-7004*a*c^2*p^4*q*x-16828*a*c^2 *p^4*r*x+38562*a*c^2*p^4*x^2-6144*a*c^2*p^3*q^2*x-34808*a*c^2*p^3*q*r*x+92974*a *c^2*p^3*q*x^2-40592*a*c^2*p^3*r^2*x+264446*a*c^2*p^3*r*x^2-28536*a*c^2*p^3*x^3 -1964*a*c^2*p^2*q^3*x-22200*a*c^2*p^2*q^2*r*x+70782*a*c^2*p^2*q^2*x^2-62400*a*c ^2*p^2*q*r^2*x+472152*a*c^2*p^2*q*r*x^2-46092*a*c^2*p^2*q*x^3-47528*a*c^2*p^2*r ^3*x+595048*a*c^2*p^2*r^2*x^2-462376*a*c^2*p^2*r*x^3-96994*a*c^2*p^2*x^4-152*a* c^2*p*q^4*x-4336*a*c^2*p*q^3*r*x+16890*a*c^2*p*q^3*x^2-25968*a*c^2*p*q^2*r^2*x+ 232974*a*c^2*p*q^2*r*x^2-6576*a*c^2*p*q^2*x^3-48392*a*c^2*p*q*r^3*x+691784*a*c^ 2*p*q*r^2*x^2-648728*a*c^2*p*q*r*x^3-193988*a*c^2*p*q*x^4-27232*a*c^2*p*r^4*x+ 551006*a*c^2*p*r^3*x^2-1016932*a*c^2*p*r^2*x^3-48644*a*c^2*p*r*x^4-116*a*c^2*q^ 4*r*x+520*a*c^2*q^4*x^2-2372*a*c^2*q^3*r^2*x+25268*a*c^2*q^3*r*x^2+10980*a*c^2* q^3*x^3-9912*a*c^2*q^2*r^3*x+159820*a*c^2*q^2*r^2*x^2-186352*a*c^2*q^2*r*x^3-\ 96994*a*c^2*q^2*x^4-13796*a*c^2*q*r^4*x+312606*a*c^2*q*r^3*x^2-700840*a*c^2*q*r ^2*x^3-48644*a*c^2*q*r*x^4-6140*a*c^2*r^5*x+181842*a*c^2*r^4*x^2-610904*a*c^2*r ^3*x^3+114206*a*c^2*r^2*x^4-22*a*c*g^5*p*x-a*c*g^5*q*x-30*a*c*g^5*r*x-28*a*c*g^ 5*x^2-324*a*c*g^4*p^2*x-140*a*c*g^4*p*q*x-876*a*c*g^4*p*r*x+572*a*c*g^4*p*x^2-4 *a*c*g^4*q^2*x-163*a*c*g^4*q*r*x+130*a*c*g^4*q*x^2-552*a*c*g^4*r^2*x+1546*a*c*g ^4*r*x^2+2190*a*c*g^4*x^3-1334*a*c*g^3*p^3*x-1437*a*c*g^3*p^2*q*x-5277*a*c*g^3* p^2*r*x+7832*a*c*g^3*p^2*x^2-286*a*c*g^3*p*q^2*x-3546*a*c*g^3*p*q*r*x+6339*a*c* g^3*p*q*x^2-6552*a*c*g^3*p*r^2*x+31575*a*c*g^3*p*r*x^2+10359*a*c*g^3*p*x^3-4*a* c*g^3*q^3*x-296*a*c*g^3*q^2*r*x+641*a*c*g^3*q^2*x^2-2109*a*c*g^3*q*r^2*x+11212* a*c*g^3*q*r*x^2+8569*a*c*g^3*q*x^3-2609*a*c*g^3*r^3*x+25482*a*c*g^3*r^2*x^2-757 *a*c*g^3*r*x^3-11970*a*c*g^3*x^4-2276*a*c*g^2*p^4*x-4130*a*c*g^2*p^3*q*x-11739* a*c*g^2*p^3*r*x+22497*a*c*g^2*p^3*x^2-2093*a*c*g^2*p^2*q^2*x-15495*a*c*g^2*p^2* q*r*x+35277*a*c*g^2*p^2*q*x^2-21561*a*c*g^2*p^2*r^2*x+124141*a*c*g^2*p^2*r*x^2+ 6942*a*c*g^2*p^2*x^3-240*a*c*g^2*p*q^3*x-4826*a*c*g^2*p*q^2*r*x+13475*a*c*g^2*p *q^2*x^2-18600*a*c*g^2*p*q*r^2*x+124499*a*c*g^2*p*q*r*x^2+18932*a*c*g^2*p*q*x^3 -17009*a*c*g^2*p*r^3*x+193691*a*c*g^2*p*r^2*x^2-93210*a*c*g^2*p*r*x^3-49929*a*c *g^2*p*x^4-a*c*g^2*q^4*x-214*a*c*g^2*q^3*r*x+695*a*c*g^2*q^3*x^2-2733*a*c*g^2*q ^2*r^2*x+21086*a*c*g^2*q^2*r*x^2+11990*a*c*g^2*q^2*x^3-7235*a*c*g^2*q*r^3*x+ 90883*a*c*g^2*q*r^2*x^2-49971*a*c*g^2*q*r*x^3-49929*a*c*g^2*q*x^4-4911*a*c*g^2* r^4*x+92047*a*c*g^2*r^3*x^2-129501*a*c*g^2*r^2*x^3-39299*a*c*g^2*r*x^4-1728*a*c *g*p^5*x-4490*a*c*g*p^4*q*x-10934*a*c*g*p^4*r*x+23820*a*c*g*p^4*x^2-3878*a*c*g* p^3*q^2*x-22380*a*c*g*p^3*q*r*x+56797*a*c*g*p^3*q*x^2-26456*a*c*g*p^3*r^2*x+ 165965*a*c*g*p^3*r*x^2-11129*a*c*g*p^3*x^3-1198*a*c*g*p^2*q^3*x-13992*a*c*g*p^2 *q^2*r*x+42335*a*c*g*p^2*q^2*x^2-40200*a*c*g*p^2*q*r^2*x+292068*a*c*g*p^2*q*r*x ^2-12971*a*c*g*p^2*q*x^3-31044*a*c*g*p^2*r^3*x+377570*a*c*g*p^2*r^2*x^2-258336* a*c*g*p^2*r*x^3-66151*a*c*g*p^2*x^4-82*a*c*g*p*q^4*x-2604*a*c*g*p*q^3*r*x+9559* a*c*g*p*q^3*x^2-16350*a*c*g*p*q^2*r^2*x+140043*a*c*g*p*q^2*r*x^2+7445*a*c*g*p*q ^2*x^3-31220*a*c*g*p*q*r^3*x+431412*a*c*g*p*q*r^2*x^2-353774*a*c*g*p*q*r*x^3-\ 132302*a*c*g*p*q*x^4-17816*a*c*g*p*r^4*x+352525*a*c*g*p*r^3*x^2-598810*a*c*g*p* r^2*x^3-60404*a*c*g*p*r*x^4-58*a*c*g*q^4*r*x+201*a*c*g*q^4*x^2-1406*a*c*g*q^3*r ^2*x+13940*a*c*g*q^3*r*x^2+9287*a*c*g*q^3*x^3-6236*a*c*g*q^2*r^3*x+95690*a*c*g* q^2*r^2*x^2-95438*a*c*g*q^2*r*x^3-66151*a*c*g*q^2*x^4-8910*a*c*g*q*r^4*x+196141 *a*c*g*q*r^3*x^2-401402*a*c*g*q*r^2*x^3-60404*a*c*g*q*r*x^4-4022*a*c*g*r^5*x+ 117100*a*c*g*r^4*x^2-371312*a*c*g*r^3*x^3+40981*a*c*g*r^2*x^4-484*a*c*p^6*x-\ 1652*a*c*p^5*q*x-3614*a*c*p^5*r*x+8541*a*c*p^5*x^2-2060*a*c*p^4*q^2*x-10202*a*c *p^4*q*r*x+27618*a*c*p^4*q*x^2-10810*a*c*p^4*r^2*x+71425*a*c*p^4*r*x^2-9886*a*c *p^4*x^3-1108*a*c*p^3*q^3*x-10018*a*c*p^3*q^2*r*x+31590*a*c*p^3*q^2*x^2-24288*a *c*p^3*q*r^2*x+183796*a*c*p^3*q*r*x^2-25988*a*c*p^3*q*x^3-16780*a*c*p^3*r^3*x+ 211575*a*c*p^3*r^2*x^2-169147*a*c*p^3*r*x^3-28010*a*c*p^3*x^4-224*a*c*p^2*q^4*x -3890*a*c*p^2*q^3*r*x+14472*a*c*p^2*q^3*x^2-17694*a*c*p^2*q^2*r^2*x+156048*a*c* p^2*q^2*r*x^2-18648*a*c*p^2*q^2*x^3-28172*a*c*p^2*q*r^3*x+403206*a*c*p^2*q*r^2* x^2-380805*a*c*p^2*q*r*x^3-84030*a*c*p^2*q*x^4-14360*a*c*p^2*r^4*x+291585*a*c*p ^2*r^3*x^2-539743*a*c*p^2*r^2*x^3-11704*a*c*p^2*r*x^4-8*a*c*p*q^5*x-464*a*c*p*q ^4*r*x+1941*a*c*p*q^4*x^2-4456*a*c*p*q^3*r^2*x+46408*a*c*p*q^3*r*x^2+1124*a*c*p *q^3*x^3-13574*a*c*p*q^2*r^3*x+221631*a*c*p*q^2*r^2*x^2-254169*a*c*p*q^2*r*x^3-\ 84030*a*c*p*q^2*x^4-16028*a*c*p*q*r^4*x+365496*a*c*p*q*r^3*x^2-803870*a*c*p*q*r ^2*x^3-23408*a*c*p*q*r*x^4-6454*a*c*p*r^5*x+191440*a*c*p*r^4*x^2-635530*a*c*p*r ^3*x^3+123630*a*c*p*r^2*x^4-4*a*c*q^5*r*x-18*a*c*q^5*x^2-240*a*c*q^4*r^2*x+2731 *a*c*q^4*r*x^2+3670*a*c*q^4*x^3-1674*a*c*q^3*r^3*x+30000*a*c*q^3*r^2*x^2-42511* a*c*q^3*r*x^3-28010*a*c*q^3*x^4-3838*a*c*q^2*r^4*x+97173*a*c*q^2*r^3*x^2-264127 *a*c*q^2*r^2*x^3-11704*a*c*q^2*r*x^4-3594*a*c*q*r^5*x+118468*a*c*q*r^4*x^2-\ 468250*a*c*q*r^3*x^3+123630*a*c*q*r^2*x^4-1194*a*c*r^6*x+48546*a*c*r^5*x^2-\ 255048*a*c*r^4*x^3+136022*a*c*r^3*x^4-12*a*g^5*p^2*x-2*a*g^5*p*q*x-35*a*g^5*p*r *x-29*a*g^5*p*x^2-a*g^5*q*r*x-23*a*g^5*r^2*x-17*a*g^5*r*x^2+108*a*g^5*x^3-84*a* g^4*p^3*x-77*a*g^4*p^2*q*x-347*a*g^4*p^2*r*x+282*a*g^4*p^2*x^2-8*a*g^4*p*q^2*x-\ 188*a*g^4*p*q*r*x+176*a*g^4*p*q*x^2-442*a*g^4*p*r^2*x+1459*a*g^4*p*r*x^2+1151*a *g^4*p*x^3-4*a*g^4*q^2*r*x+12*a*g^4*q^2*x^2-111*a*g^4*q*r^2*x+321*a*g^4*q*r*x^2 +795*a*g^4*q*x^3-179*a*g^4*r^3*x+1333*a*g^4*r^2*x^2+1026*a*g^4*r*x^3-888*a*g^4* x^4-216*a*g^3*p^4*x-372*a*g^3*p^3*q*x-1140*a*g^3*p^3*r*x+1796*a*g^3*p^3*x^2-168 *a*g^3*p^2*q^2*x-1410*a*g^3*p^2*q*r*x+2655*a*g^3*p^2*q*x^2-2124*a*g^3*p^2*r^2*x +10673*a*g^3*p^2*r*x^2+2142*a*g^3*p^2*x^3-12*a*g^3*p*q^3*x-372*a*g^3*p*q^2*r*x+ 879*a*g^3*p*q^2*x^2-1704*a*g^3*p*q*r^2*x+9806*a*g^3*p*q*r*x^2+3818*a*g^3*p*q*x^ 3-1692*a*g^3*p*r^3*x+17483*a*g^3*p*r^2*x^2-3046*a*g^3*p*r*x^3-5322*a*g^3*p*x^4-\ 6*a*g^3*q^3*r*x+20*a*g^3*q^3*x^2-204*a*g^3*q^2*r^2*x+1269*a*g^3*q^2*r*x^2+1676* a*g^3*q^2*x^3-666*a*g^3*q*r^3*x+7302*a*g^3*q*r^2*x^2-503*a*g^3*q*r*x^3-5322*a*g ^3*q*x^4-492*a*g^3*r^4*x+8606*a*g^3*r^3*x^2-7993*a*g^3*r^2*x^3-5610*a*g^3*r*x^4 -264*a*g^2*p^5*x-674*a*g^2*p^4*q*x-1688*a*g^2*p^4*r*x+3390*a*g^2*p^4*x^2-564*a* g^2*p^3*q^2*x-3382*a*g^2*p^3*q*r*x+7917*a*g^2*p^3*q*x^2-4112*a*g^2*p^3*r^2*x+ 24386*a*g^2*p^3*r*x^2+9*a*g^2*p^3*x^3-162*a*g^2*p^2*q^3*x-2028*a*g^2*p^2*q^2*r* x+5665*a*g^2*p^2*q^2*x^2-6102*a*g^2*p^2*q*r^2*x+41712*a*g^2*p^2*q*r*x^2+1902*a* g^2*p^2*q*x^3-4848*a*g^2*p^2*r^3*x+56735*a*g^2*p^2*r^2*x^2-30187*a*g^2*p^2*r*x^ 3-11028*a*g^2*p^2*x^4-8*a*g^2*p*q^4*x-338*a*g^2*p*q^3*r*x+1139*a*g^2*p*q^3*x^2-\ 2364*a*g^2*p*q^2*r^2*x+18856*a*g^2*p*q^2*r*x^2+3777*a*g^2*p*q^2*x^3-4754*a*g^2* p*q*r^3*x+62643*a*g^2*p*q*r^2*x^2-39128*a*g^2*p*q*r*x^3-22056*a*g^2*p*q*x^4-\ 2792*a*g^2*p*r^4*x+53872*a*g^2*p*r^3*x^2-78771*a*g^2*p*r^2*x^3-15777*a*g^2*p*r* x^4-4*a*g^2*q^4*r*x+a*g^2*q^4*x^2-176*a*g^2*q^3*r^2*x+1530*a*g^2*q^3*r*x^2+1884 *a*g^2*q^3*x^3-900*a*g^2*q^2*r^3*x+12748*a*g^2*q^2*r^2*x^2-8941*a*g^2*q^2*r*x^3 -11028*a*g^2*q^2*x^4-1360*a*g^2*q*r^4*x+28848*a*g^2*q*r^3*x^2-49796*a*g^2*q*r^2 *x^3-15777*a*g^2*q*r*x^4-632*a*g^2*r^5*x+18133*a*g^2*r^4*x^2-52178*a*g^2*r^3*x^ 3-1143*a*g^2*r^2*x^4-156*a*g*p^6*x-530*a*g*p^5*q*x-1169*a*g*p^5*r*x+2661*a*g*p^ 5*x^2-656*a*g*p^4*q^2*x-3281*a*g*p^4*q*r*x+8538*a*g*p^4*q*x^2-3505*a*g*p^4*r^2* x+22568*a*g*p^4*r*x^2-2326*a*g*p^4*x^3-348*a*g*p^3*q^3*x-3190*a*g*p^3*q^2*r*x+ 9636*a*g*p^3*q^2*x^2-7824*a*g*p^3*q*r^2*x+57492*a*g*p^3*q*r*x^2-5614*a*g*p^3*q* x^3-5450*a*g*p^3*r^3*x+67525*a*g*p^3*r^2*x^2-48571*a*g*p^3*r*x^3-9601*a*g*p^3*x ^4-68*a*g*p^2*q^4*x-1214*a*g*p^2*q^3*r*x+4290*a*g*p^2*q^3*x^2-5634*a*g*p^2*q^2* r^2*x+47957*a*g*p^2*q^2*r*x^2-2886*a*g*p^2*q^2*x^3-9086*a*g*p^2*q*r^3*x+127199* a*g*p^2*q*r^2*x^2-107693*a*g*p^2*q*r*x^3-28803*a*g*p^2*q*x^4-4670*a*g*p^2*r^4*x +93777*a*g*p^2*r^3*x^2-162047*a*g*p^2*r^2*x^3-10293*a*g*p^2*r*x^4-2*a*g*p*q^5*x -137*a*g*p*q^4*r*x+519*a*g*p*q^4*x^2-1384*a*g*p*q^3*r^2*x+13710*a*g*p*q^3*r*x^2 +1766*a*g*p*q^3*x^3-4322*a*g*p*q^2*r^3*x+68375*a*g*p*q^2*r^2*x^2-69673*a*g*p*q^ 2*r*x^3-28803*a*g*p*q^2*x^4-5174*a*g*p*q*r^4*x+116074*a*g*p*q*r^3*x^2-237360*a* g*p*q*r^2*x^3-20586*a*g*p*q*r*x^4-2101*a*g*p*r^5*x+61946*a*g*p*r^4*x^2-196148*a *g*p*r^3*x^3+25977*a*g*p*r^2*x^4-a*g*q^5*r*x-12*a*g*q^5*x^2-69*a*g*q^4*r^2*x+ 677*a*g*q^4*r*x^2+1364*a*g*q^4*x^3-518*a*g*q^3*r^3*x+8701*a*g*q^3*r^2*x^2-10551 *a*g*q^3*r*x^3-9601*a*g*q^3*x^4-1222*a*g*q^2*r^4*x+30054*a*g*q^2*r^3*x^2-75313* a*g*q^2*r^2*x^3-10293*a*g*q^2*r*x^4-1161*a*g*q*r^5*x+37829*a*g*q*r^4*x^2-142128 *a*g*q*r^3*x^3+25977*a*g*q*r^2*x^4-389*a*g*r^6*x+15787*a*g*r^5*x^2-80346*a*g*r^ 4*x^3+36843*a*g*r^3*x^4-36*a*p^7*x-153*a*p^6*q*x-309*a*p^6*r*x+756*a*p^6*x^2-\ 252*a*p^5*q^2*x-1122*a*p^5*q*r*x+3096*a*p^5*q*x^2-1098*a*p^5*r^2*x+7371*a*p^5*r *x^2-1236*a*p^5*x^3-198*a*p^4*q^3*x-1530*a*p^4*q^2*r*x+4819*a*p^4*q^2*x^2-3315* a*p^4*q*r^2*x+25153*a*p^4*q*r*x^2-4475*a*p^4*q*x^3-2115*a*p^4*r^3*x+26816*a*p^4 *r^2*x^2-22373*a*p^4*r*x^3-3007*a*p^4*x^4-72*a*p^3*q^4*x-948*a*p^3*q^3*r*x+3436 *a*p^3*q^3*x^2-3600*a*p^3*q^2*r^2*x+31307*a*p^3*q^2*r*x^2-5540*a*p^3*q^2*x^3-\ 5100*a*p^3*q*r^3*x+72744*a*p^3*q*r^2*x^2-70328*a*p^3*q*r*x^3-12028*a*p^3*q*x^4-\ 2400*a*p^3*r^4*x+48674*a*p^3*r^3*x^2-91701*a*p^3*r^2*x^3-115*a*p^3*r*x^4-9*a*p^ 2*q^5*x-249*a*p^2*q^4*r*x+1014*a*p^2*q^4*x^2-1656*a*p^2*q^3*r^2*x+16713*a*p^2*q ^3*r*x^2-2130*a*p^2*q^3*x^3-4140*a*p^2*q^2*r^3*x+67011*a*p^2*q^2*r^2*x^2-76746* a*p^2*q^2*r*x^3-18042*a*p^2*q^2*x^4-4335*a*p^2*q*r^4*x+98274*a*p^2*q*r^3*x^2-\ 215712*a*p^2*q*r^2*x^3-345*a*p^2*q*r*x^4-1611*a*p^2*r^5*x+47496*a*p^2*r^4*x^2-\ 158114*a*p^2*r^3*x^3+32534*a*p^2*r^2*x^4-18*a*p*q^5*r*x+52*a*p*q^5*x^2-282*a*p* q^4*r^2*x+3262*a*p*q^4*r*x^2+640*a*p*q^4*x^3-1260*a*p*q^3*r^3*x+23054*a*p*q^3*r ^2*x^2-32000*a*p*q^3*r*x^3-12028*a*p*q^3*x^4-2340*a*p*q^2*r^4*x+59377*a*p*q^2*r ^3*x^2-156321*a*p*q^2*r^2*x^3-345*a*p*q^2*r*x^4-1938*a*p*q*r^5*x+63448*a*p*q*r^ 4*x^2-246410*a*p*q*r^3*x^3+65068*a*p*q*r^2*x^4-594*a*p*r^6*x+23915*a*p*r^5*x^2-\ 124437*a*p*r^4*x^3+64888*a*p*r^3*x^4-5*a*q^6*x^2-9*a*q^5*r^2*x+74*a*q^5*r*x^2+ 469*a*q^5*x^3-105*a*q^4*r^3*x+1971*a*q^4*r^2*x^2-3209*a*q^4*r*x^3-3007*a*q^4*x^ 4-354*a*q^3*r^4*x+9777*a*q^3*r^3*x^2-32310*a*q^3*r^2*x^3-115*a*q^3*r*x^4-522*a* q^2*r^5*x+18854*a*q^2*r^4*x^2-88296*a*q^2*r^3*x^3+32534*a*q^2*r^2*x^4-357*a*q*r ^6*x+15861*a*q*r^5*x^2-96551*a*q*r^4*x^3+64888*a*q*r^3*x^4-93*a*r^7*x+4892*a*r^ 6*x^2-36887*a*r^5*x^3+35896*a*r^4*x^4-16*b^6*c*x^2-8*b^6*p*x^2+24*b^6*r*x^2+96* b^6*x^3-32*b^5*c^3*x-16*b^5*c^2*g*x-80*b^5*c^2*p*x-144*b^5*c^2*r*x-48*b^5*c^2*x ^2-24*b^5*c*g*p*x-40*b^5*c*g*r*x-96*b^5*c*g*x^2-56*b^5*c*p^2*x-192*b^5*c*p*r*x-\ 136*b^5*c*q*x^2-136*b^5*c*r^2*x+784*b^5*c*r*x^2+1584*b^5*c*x^3-8*b^5*g*p^2*x-24 *b^5*g*p*r*x-44*b^5*g*p*x^2+8*b^5*g*q*x^2-16*b^5*g*r^2*x+100*b^5*g*r*x^2+432*b^ 5*g*x^3-12*b^5*p^3*x-60*b^5*p^2*r*x+12*b^5*p^2*x^2-76*b^5*p*q*x^2-84*b^5*p*r^2* x+456*b^5*p*r*x^2+808*b^5*p*x^3+96*b^5*q*r*x^2+536*b^5*q*x^3-36*b^5*r^3*x+468*b ^5*r^2*x^2+416*b^5*r*x^3-672*b^5*x^4-224*b^4*c^4*x-208*b^4*c^3*g*x-720*b^4*c^3* p*x-80*b^4*c^3*q*x-1200*b^4*c^3*r*x+976*b^4*c^3*x^2-48*b^4*c^2*g^2*x-496*b^4*c^ 2*g*p*x-40*b^4*c^2*g*q*x-816*b^4*c^2*g*r*x+48*b^4*c^2*g*x^2-760*b^4*c^2*p^2*x-\ 240*b^4*c^2*p*q*x-2392*b^4*c^2*p*r*x+2744*b^4*c^2*p*x^2-408*b^4*c^2*q*r*x-336*b ^4*c^2*q*x^2-1632*b^4*c^2*r^2*x+10240*b^4*c^2*r*x^2+8600*b^4*c^2*x^3-76*b^4*c*g ^2*p*x-124*b^4*c*g^2*r*x-200*b^4*c*g^2*x^2-356*b^4*c*g*p^2*x-80*b^4*c*g*p*q*x-\ 1108*b^4*c*g*p*r*x+464*b^4*c*g*p*x^2-124*b^4*c*g*q*r*x-236*b^4*c*g*q*x^2-752*b^ 4*c*g*r^2*x+3616*b^4*c*g*r*x^2+5976*b^4*c*g*x^3-332*b^4*c*p^3*x-204*b^4*c*p^2*q *x-1512*b^4*c*p^2*r*x+2004*b^4*c*p^2*x^2-648*b^4*c*p*q*r*x+188*b^4*c*p*q*x^2-\ 2028*b^4*c*p*r^2*x+12664*b^4*c*p*r*x^2+8440*b^4*c*p*x^3-320*b^4*c*q^2*x^2-444*b ^4*c*q*r^2*x+3440*b^4*c*q*r*x^2+7044*b^4*c*q*x^3-848*b^4*c*r^3*x+11460*b^4*c*r^ 2*x^2-52*b^4*c*r*x^3-8308*b^4*c*x^4-28*b^4*g^2*p^2*x-84*b^4*g^2*p*r*x-102*b^4*g ^2*p*x^2+20*b^4*g^2*q*x^2-56*b^4*g^2*r^2*x+146*b^4*g^2*r*x^2+792*b^4*g^2*x^3-80 *b^4*g*p^3*x-36*b^4*g*p^2*q*x-364*b^4*g*p^2*r*x+224*b^4*g*p^2*x^2-96*b^4*g*p*q* r*x-96*b^4*g*p*q*x^2-488*b^4*g*p*r^2*x+2300*b^4*g*p*r*x^2+3044*b^4*g*p*x^3+8*b^ 4*g*q^2*x^2-60*b^4*g*q*r^2*x+516*b^4*g*q*r*x^2+2036*b^4*g*q*x^3-204*b^4*g*r^3*x +2244*b^4*g*r^2*x^2+1816*b^4*g*r*x^3-2496*b^4*g*x^4-52*b^4*p^4*x-52*b^4*p^3*q*x -308*b^4*p^3*r*x+438*b^4*p^3*x^2-240*b^4*p^2*q*r*x+200*b^4*p^2*q*x^2-612*b^4*p^ 2*r^2*x+3752*b^4*p^2*r*x^2+1982*b^4*p^2*x^3-238*b^4*p*q^2*x^2-324*b^4*p*q*r^2*x +2316*b^4*p*q*r*x^2+3554*b^4*p*q*x^3-508*b^4*p*r^3*x+6756*b^4*p*r^2*x^2-642*b^4 *p*r*x^3-3722*b^4*p*x^4+86*b^4*q^2*r*x^2+1572*b^4*q^2*x^3-136*b^4*q*r^3*x+1986* b^4*q*r^2*x^2+918*b^4*q*r*x^3-3722*b^4*q*x^4-152*b^4*r^4*x+3442*b^4*r^3*x^2-\ 3656*b^4*r^2*x^3-3922*b^4*r*x^4-640*b^3*c^5*x-864*b^3*c^4*g*x-2592*b^3*c^4*p*x-\ 448*b^3*c^4*q*x-4032*b^3*c^4*r*x+5760*b^3*c^4*x^2-384*b^3*c^3*g^2*x-2784*b^3*c^ 3*g*p*x-424*b^3*c^3*g*q*x-4344*b^3*c^3*g*r*x+4384*b^3*c^3*g*x^2-3688*b^3*c^3*p^ 2*x-1728*b^3*c^3*p*q*x-10848*b^3*c^3*p*r*x+18664*b^3*c^3*p*x^2-72*b^3*c^3*q^2*x -2704*b^3*c^3*q*r*x+2800*b^3*c^3*q*x^2-7160*b^3*c^3*r^2*x+48408*b^3*c^3*r*x^2+ 20320*b^3*c^3*x^3-56*b^3*c^2*g^3*x-932*b^3*c^2*g^2*p*x-100*b^3*c^2*g^2*q*x-1464 *b^3*c^2*g^2*r*x+352*b^3*c^2*g^2*x^2-3016*b^3*c^2*g*p^2*x-1256*b^3*c^2*g*p*q*x-\ 8920*b^3*c^2*g*p*r*x+11668*b^3*c^2*g*p*x^2-36*b^3*c^2*g*q^2*x-1936*b^3*c^2*g*q* r*x+1140*b^3*c^2*g*q*x^2-5904*b^3*c^2*g*r^2*x+34360*b^3*c^2*g*r*x^2+24376*b^3*c ^2*g*x^3-2412*b^3*c^2*p^3*x-2120*b^3*c^2*p^2*q*x-10300*b^3*c^2*p^2*r*x+19172*b^ 3*c^2*p^2*x^2-276*b^3*c^2*p*q^2*x-6208*b^3*c^2*p*q*r*x+10456*b^3*c^2*p*q*x^2-\ 13364*b^3*c^2*p*r^2*x+90720*b^3*c^2*p*r*x^2+26780*b^3*c^2*p*x^3-428*b^3*c^2*q^2 *r*x-684*b^3*c^2*q^2*x^2-4088*b^3*c^2*q*r^2*x+31960*b^3*c^2*q*r*x^2+27640*b^3*c ^2*q*x^3-5476*b^3*c^2*r^3*x+76120*b^3*c^2*r^2*x^2-32912*b^3*c^2*r*x^3-38244*b^3 *c^2*x^4-94*b^3*c*g^3*p*x-150*b^3*c*g^3*r*x-200*b^3*c*g^3*x^2-698*b^3*c*g^2*p^2 *x-208*b^3*c*g^2*p*q*x-2080*b^3*c*g^2*p*r*x+1184*b^3*c*g^2*p*x^2-316*b^3*c*g^2* q*r*x-70*b^3*c*g^2*q*x^2-1382*b^3*c*g^2*r^2*x+5872*b^3*c*g^2*r*x^2+8764*b^3*c*g ^2*x^3-1344*b^3*c*g*p^3*x-1076*b^3*c*g*p^2*q*x-5796*b^3*c*g*p^2*r*x+8478*b^3*c* g*p^2*x^2-102*b^3*c*g*p*q^2*x-3072*b^3*c*g*p*q*r*x+3778*b^3*c*g*p*q*x^2-7560*b^ 3*c*g*p*r^2*x+44412*b^3*c*g*p*r*x^2+23310*b^3*c*g*p*x^3-142*b^3*c*g*q^2*r*x-360 *b^3*c*g*q^2*x^2-1996*b^3*c*g*q*r^2*x+13708*b^3*c*g*q*r*x^2+19412*b^3*c*g*q*x^3 -3108*b^3*c*g*r^3*x+38618*b^3*c*g*r^2*x^2-1198*b^3*c*g*r*x^3-24222*b^3*c*g*x^4-\ 742*b^3*c*p^4*x-1032*b^3*c*p^3*q*x-4136*b^3*c*p^3*r*x+8034*b^3*c*p^3*x^2-290*b^ 3*c*p^2*q^2*x-4396*b^3*c*p^2*q*r*x+8666*b^3*c*p^2*q*x^2-7956*b^3*c*p^2*r^2*x+ 53648*b^3*c*p^2*r*x^2+10896*b^3*c*p^2*x^3-840*b^3*c*p*q^2*r*x+294*b^3*c*p*q^2*x ^2-5696*b^3*c*p*q*r^2*x+44464*b^3*c*p*q*r*x^2+24624*b^3*c*p*q*x^3-6472*b^3*c*p* r^3*x+89244*b^3*c*p*r^2*x^2-43452*b^3*c*p*r*x^3-34208*b^3*c*p*x^4-338*b^3*c*q^3 *x^2-550*b^3*c*q^2*r^2*x+4918*b^3*c*q^2*r*x^2+13728*b^3*c*q^2*x^3-2332*b^3*c*q* r^3*x+36022*b^3*c*q*r^2*x^2-15522*b^3*c*q*r*x^3-34208*b^3*c*q*x^4-1910*b^3*c*r^ 4*x+43630*b^3*c*r^3*x^2-69738*b^3*c*r^2*x^3-27692*b^3*c*r*x^4-38*b^3*g^3*p^2*x-\ 114*b^3*g^3*p*r*x-121*b^3*g^3*p*x^2+18*b^3*g^3*q*x^2-76*b^3*g^3*r^2*x+91*b^3*g^ 3*r*x^2+756*b^3*g^3*x^3-163*b^3*g^2*p^3*x-100*b^3*g^2*p^2*q*x-715*b^3*g^2*p^2*r *x+543*b^3*g^2*p^2*x^2-264*b^3*g^2*p*q*r*x+77*b^3*g^2*p*q*x^2-941*b^3*g^2*p*r^2 *x+4062*b^3*g^2*p*r*x^2+4474*b^3*g^2*p*x^3+12*b^3*g^2*q^2*x^2-164*b^3*g^2*q*r^2 *x+908*b^3*g^2*q*r*x^2+3014*b^3*g^2*q*x^3-389*b^3*g^2*r^3*x+3857*b^3*g^2*r^2*x^ 2+3000*b^3*g^2*r*x^3-3624*b^3*g^2*x^4-212*b^3*g*p^4*x-274*b^3*g*p^3*q*x-1198*b^ 3*g*p^3*r*x+1863*b^3*g*p^3*x^2-62*b^3*g*p^2*q^2*x-1150*b^3*g*p^2*q*r*x+1756*b^3 *g*p^2*q*x^2-2322*b^3*g*p^2*r^2*x+13590*b^3*g*p^2*r*x^2+5293*b^3*g*p^2*x^3-150* b^3*g*p*q^2*r*x-121*b^3*g*p*q^2*x^2-1478*b^3*g*p*q*r^2*x+9978*b^3*g*p*q*r*x^2+ 9483*b^3*g*p*q*x^3-1898*b^3*g*p*r^3*x+23562*b^3*g*p*r^2*x^2-3329*b^3*g*p*r*x^3-\ 10821*b^3*g*p*x^4-14*b^3*g*q^3*x^2-88*b^3*g*q^2*r^2*x+777*b^3*g*q^2*r*x^2+4190* b^3*g*q^2*x^3-602*b^3*g*q*r^3*x+8039*b^3*g*q*r^2*x^2+1433*b^3*g*q*r*x^3-10821*b ^3*g*q*x^4-562*b^3*g*r^4*x+11835*b^3*g*r^3*x^2-12504*b^3*g*r^2*x^3-11397*b^3*g* r*x^4-87*b^3*p^5*x-174*b^3*p^4*q*x-597*b^3*p^4*r*x+1197*b^3*p^4*x^2-87*b^3*p^3* q^2*x-972*b^3*p^3*q*r*x+2053*b^3*p^3*q*x^2-1518*b^3*p^3*r^2*x+10155*b^3*p^3*r*x ^2+1321*b^3*p^3*x^3-375*b^3*p^2*q^2*r*x+515*b^3*p^2*q^2*x^2-1872*b^3*p^2*q*r^2* x+14387*b^3*p^2*q*r*x^2+5094*b^3*p^2*q*x^3-1842*b^3*p^2*r^3*x+25042*b^3*p^2*r^2 *x^2-13452*b^3*p^2*r*x^3-7609*b^3*p^2*x^4-341*b^3*p*q^3*x^2-489*b^3*p*q^2*r^2*x +4178*b^3*p*q^2*r*x^2+6225*b^3*p*q^2*x^3-1524*b^3*p*q*r^3*x+23541*b^3*p*q*r^2*x ^2-13031*b^3*p*q*r*x^3-15218*b^3*p*q*x^4-1083*b^3*p*r^4*x+24407*b^3*p*r^3*x^2-\ 40257*b^3*p*r^2*x^3-11352*b^3*p*r*x^4-54*b^3*q^3*r*x^2+2452*b^3*q^3*x^3-201*b^3 *q^2*r^3*x+3154*b^3*q^2*r^2*x^2+421*b^3*q^2*r*x^3-7609*b^3*q^2*x^4-450*b^3*q*r^ 4*x+11207*b^3*q*r^3*x^2-20945*b^3*q*r^2*x^3-11352*b^3*q*r*x^4-249*b^3*r^5*x+ 8323*b^3*r^4*x^2-27422*b^3*r^3*x^3-1799*b^3*r^2*x^4-896*b^2*c^6*x-1600*b^2*c^5* g*x-4512*b^2*c^5*p*x-928*b^2*c^5*q*x-6624*b^2*c^5*r*x+12112*b^2*c^5*x^2-1056*b^ 2*c^4*g^2*x-6656*b^2*c^4*g*p*x-1288*b^2*c^4*g*q*x-9840*b^2*c^4*g*r*x+15456*b^2* c^4*g*x^2-8184*b^2*c^4*p^2*x-4544*b^2*c^4*p*q*x-22880*b^2*c^4*p*r*x+47056*b^2*c ^4*p*x^2-296*b^2*c^4*q^2*x-6608*b^2*c^4*q*r*x+12232*b^2*c^4*q*x^2-14696*b^2*c^4 *r^2*x+103352*b^2*c^4*r*x^2+21384*b^2*c^4*x^3-304*b^2*c^3*g^3*x-3500*b^2*c^3*g^ 2*p*x-592*b^2*c^3*g^2*q*x-5228*b^2*c^3*g^2*r*x+5952*b^2*c^3*g^2*x^2-9740*b^2*c^ 3*g*p^2*x-5104*b^2*c^3*g*p*q*x-27420*b^2*c^3*g*p*r*x+49552*b^2*c^3*g*p*x^2-284* b^2*c^3*g*q^2*x-7452*b^2*c^3*g*q*r*x+11660*b^2*c^3*g*q*x^2-17680*b^2*c^3*g*r^2* x+114056*b^2*c^3*g*r*x^2+39544*b^2*c^3*g*x^3-7180*b^2*c^3*p^3*x-7388*b^2*c^3*p^ 2*q*x-29340*b^2*c^3*p^2*r*x+63068*b^2*c^3*p^2*x^2-1468*b^2*c^3*p*q^2*x-20328*b^ 2*c^3*p*q*r*x+46528*b^2*c^3*p*q*x^2-37140*b^2*c^3*p*r^2*x+261016*b^2*c^3*p*r*x^ 2+29084*b^2*c^3*p*x^3-28*b^2*c^3*q^3*x-2076*b^2*c^3*q^2*r*x+2644*b^2*c^3*q^2*x^ 2-12940*b^2*c^3*q*r^2*x+104832*b^2*c^3*q*r*x^2+42884*b^2*c^3*q*x^3-14980*b^2*c^ 3*r^3*x+208556*b^2*c^3*r^2*x^2-139928*b^2*c^3*r*x^3-82680*b^2*c^3*x^4-32*b^2*c^ 2*g^4*x-764*b^2*c^2*g^3*p*x-90*b^2*c^2*g^3*q*x-1160*b^2*c^2*g^3*r*x+416*b^2*c^2 *g^3*x^2-3922*b^2*c^2*g^2*p^2*x-1808*b^2*c^2*g^2*p*q*x-11164*b^2*c^2*g^2*p*r*x+ 15524*b^2*c^2*g^2*p*x^2-68*b^2*c^2*g^2*q^2*x-2656*b^2*c^2*g^2*q*r*x+2902*b^2*c^ 2*g^2*q*x^2-7242*b^2*c^2*g^2*r^2*x+39878*b^2*c^2*g^2*r*x^2+25326*b^2*c^2*g^2*x^ 3-6488*b^2*c^2*g*p^3*x-6392*b^2*c^2*g*p^2*q*x-26730*b^2*c^2*g*p^2*r*x+51146*b^2 *c^2*g*p^2*x^2-1124*b^2*c^2*g*p*q^2*x-17560*b^2*c^2*g*p*q*r*x+35434*b^2*c^2*g*p *q*x^2-33996*b^2*c^2*g*p*r^2*x+220544*b^2*c^2*g*p*r*x^2+49180*b^2*c^2*g*p*x^3-\ 14*b^2*c^2*g*q^3*x-1564*b^2*c^2*g*q^2*r*x+1404*b^2*c^2*g*q^2*x^2-11168*b^2*c^2* g*q*r^2*x+83078*b^2*c^2*g*q*r*x^2+51752*b^2*c^2*g*q*x^3-13754*b^2*c^2*g*r^3*x+ 179612*b^2*c^2*g*r^2*x^2-80004*b^2*c^2*g*r*x^3-81160*b^2*c^2*g*x^4-3298*b^2*c^2 *p^4*x-5288*b^2*c^2*p^3*q*x-17670*b^2*c^2*p^3*r*x+38886*b^2*c^2*p^3*x^2-2142*b^ 2*c^2*p^2*q^2*x-21338*b^2*c^2*p^2*q*r*x+52228*b^2*c^2*p^2*q*x^2-33222*b^2*c^2*p ^2*r^2*x+231368*b^2*c^2*p^2*r*x^2+10254*b^2*c^2*p^2*x^3-152*b^2*c^2*p*q^3*x-\ 5746*b^2*c^2*p*q^2*r*x+12758*b^2*c^2*p*q^2*x^2-26812*b^2*c^2*p*q*r^2*x+217752*b ^2*c^2*p*q*r*x^2+45604*b^2*c^2*p*q*x^3-26626*b^2*c^2*p*r^3*x+367408*b^2*c^2*p*r ^2*x^2-256006*b^2*c^2*p*r*x^3-109936*b^2*c^2*p*x^4-202*b^2*c^2*q^3*r*x-584*b^2* c^2*q^3*x^2-3604*b^2*c^2*q^2*r^2*x+33310*b^2*c^2*q^2*r*x^2+35350*b^2*c^2*q^2*x^ 3-10762*b^2*c^2*q*r^3*x+168260*b^2*c^2*q*r^2*x^2-133732*b^2*c^2*q*r*x^3-109936* b^2*c^2*q*x^4-7776*b^2*c^2*r^4*x+174926*b^2*c^2*r^3*x^2-328582*b^2*c^2*r^2*x^3-\ 61876*b^2*c^2*r*x^4-57*b^2*c*g^4*p*x-89*b^2*c*g^4*r*x-105*b^2*c*g^4*x^2-599*b^2 *c*g^3*p^2*x-196*b^2*c*g^3*p*q*x-1737*b^2*c*g^3*p*r*x+1104*b^2*c*g^3*p*x^2-291* b^2*c*g^3*q*r*x+79*b^2*c*g^3*q*x^2-1138*b^2*c*g^3*r^2*x+4384*b^2*c*g^3*r*x^2+ 6242*b^2*c*g^3*x^3-1789*b^2*c*g^2*p^3*x-1599*b^2*c*g^2*p^2*q*x-7482*b^2*c*g^2*p ^2*r*x+11374*b^2*c*g^2*p^2*x^2-201*b^2*c*g^2*p*q^2*x-4354*b^2*c*g^2*p*q*r*x+ 6812*b^2*c*g^2*p*q*x^2-9597*b^2*c*g^2*p*r^2*x+53780*b^2*c*g^2*p*r*x^2+23711*b^2 *c*g^2*p*x^3-275*b^2*c*g^2*q^2*r*x+54*b^2*c*g^2*q^2*x^2-2755*b^2*c*g^2*q*r^2*x+ 17566*b^2*c*g^2*q*r*x^2+19715*b^2*c*g^2*q*x^3-3904*b^2*c*g^2*r^3*x+45506*b^2*c* g^2*r^2*x^2-2088*b^2*c*g^2*r*x^3-25854*b^2*c*g^2*x^4-2011*b^2*c*g*p^4*x-3126*b^ 2*c*g*p^3*q*x-10875*b^2*c*g*p^3*r*x+21527*b^2*c*g*p^3*x^2-1177*b^2*c*g*p^2*q^2* x-12627*b^2*c*g*p^2*q*r*x+27685*b^2*c*g*p^2*q*x^2-20559*b^2*c*g*p^2*r^2*x+ 132979*b^2*c*g*p^2*r*x^2+18150*b^2*c*g*p^2*x^3-62*b^2*c*g*p*q^3*x-3063*b^2*c*g* p*q^2*r*x+5803*b^2*c*g*p*q^2*x^2-15876*b^2*c*g*p*q*r^2*x+119064*b^2*c*g*p*q*r*x ^2+43026*b^2*c*g*p*q*x^3-16537*b^2*c*g*p*r^3*x+215761*b^2*c*g*p*r^2*x^2-108442* b^2*c*g*p*r*x^3-72350*b^2*c*g*p*x^4-73*b^2*c*g*q^3*r*x-355*b^2*c*g*q^3*x^2-1886 *b^2*c*g*q^2*r^2*x+15994*b^2*c*g*q^2*r*x^2+24876*b^2*c*g*q^2*x^3-6375*b^2*c*g*q *r^3*x+92506*b^2*c*g*q*r^2*x^2-47425*b^2*c*g*q*r*x^3-72350*b^2*c*g*q*x^4-4842*b ^2*c*g*r^4*x+104309*b^2*c*g*r^3*x^2-163275*b^2*c*g*r^2*x^3-57664*b^2*c*g*r*x^4-\ 763*b^2*c*p^5*x-1727*b^2*c*p^4*q*x-5040*b^2*c*p^4*r*x+11335*b^2*c*p^4*x^2-1165* b^2*c*p^3*q^2*x-9174*b^2*c*p^3*q*r*x+23114*b^2*c*p^3*q*x^2-12530*b^2*c*p^3*r^2* x+86748*b^2*c*p^3*r*x^2-687*b^2*c*p^3*x^3-201*b^2*c*p^2*q^3*x-4656*b^2*c*p^2*q^ 2*r*x+12042*b^2*c*p^2*q^2*x^2-17160*b^2*c*p^2*q*r^2*x+137685*b^2*c*p^2*q*r*x^2+ 12233*b^2*c*p^2*q*x^3-14980*b^2*c*p^2*r^3*x+204524*b^2*c*p^2*r^2*x^2-148085*b^2 *c*p^2*r*x^3-48390*b^2*c*p^2*x^4-522*b^2*c*p*q^3*r*x+82*b^2*c*p*q^3*x^2-5817*b^ 2*c*p*q^2*r^2*x+53880*b^2*c*p*q^2*r*x^2+26527*b^2*c*p*q^2*x^3-13706*b^2*c*p*q*r ^3*x+214129*b^2*c*p*q*r^2*x^2-180516*b^2*c*p*q*r*x^3-96780*b^2*c*p*q*x^4-8715*b ^2*c*p*r^4*x+194144*b^2*c*p*r^3*x^2-365062*b^2*c*p*r^2*x^3-46576*b^2*c*p*r*x^4-\ 181*b^2*c*q^4*x^2-321*b^2*c*q^3*r^2*x+2943*b^2*c*q^3*r*x^2+13607*b^2*c*q^3*x^3-\ 2326*b^2*c*q^2*r^3*x+39701*b^2*c*q^2*r^2*x^2-32431*b^2*c*q^2*r*x^3-48390*b^2*c* q^2*x^4-3993*b^2*c*q*r^4*x+99558*b^2*c*q*r^3*x^2-224156*b^2*c*q*r^2*x^3-46576*b ^2*c*q*r*x^4-1988*b^2*c*r^5*x+65033*b^2*c*r^4*x^2-229452*b^2*c*r^3*x^3+25870*b^ 2*c*r^2*x^4-25*b^2*g^4*p^2*x-75*b^2*g^4*p*r*x-76*b^2*g^4*p*x^2+7*b^2*g^4*q*x^2-\ 50*b^2*g^4*r^2*x+20*b^2*g^4*r*x^2+396*b^2*g^4*x^3-145*b^2*g^3*p^3*x-101*b^2*g^3 *p^2*q*x-624*b^2*g^3*p^2*r*x+509*b^2*g^3*p^2*x^2-264*b^2*g^3*p*q*r*x+171*b^2*g^ 3*p*q*x^2-813*b^2*g^3*p*r^2*x+3281*b^2*g^3*p*r*x^2+3203*b^2*g^3*p*x^3+2*b^2*g^3 *q^2*x^2-163*b^2*g^3*q*r^2*x+709*b^2*g^3*q*r*x^2+2171*b^2*g^3*q*x^3-334*b^2*g^3 *r^3*x+3064*b^2*g^3*r^2*x^2+2358*b^2*g^3*r*x^3-2568*b^2*g^3*x^4-285*b^2*g^2*p^4 *x-412*b^2*g^2*p^3*q*x-1570*b^2*g^2*p^3*r*x+2524*b^2*g^2*p^3*x^2-127*b^2*g^2*p^ 2*q^2*x-1663*b^2*g^2*p^2*q*r*x+2940*b^2*g^2*p^2*q*x^2-3000*b^2*g^2*p^2*r^2*x+ 16921*b^2*g^2*p^2*r*x^2+5211*b^2*g^2*p^2*x^3-303*b^2*g^2*p*q^2*r*x+383*b^2*g^2* p*q^2*x^2-2090*b^2*g^2*p*q*r^2*x+13562*b^2*g^2*p*q*r*x^2+9337*b^2*g^2*p*q*x^3-\ 2430*b^2*g^2*p*r^3*x+28674*b^2*g^2*p*r^2*x^2-4858*b^2*g^2*p*r*x^3-11520*b^2*g^2 *p*x^4-33*b^2*g^2*q^3*x^2-176*b^2*g^2*q^2*r^2*x+1283*b^2*g^2*q^2*r*x^2+4126*b^2 *g^2*q^2*x^3-839*b^2*g^2*q*r^3*x+10577*b^2*g^2*q*r^2*x^2+443*b^2*g^2*q*r*x^3-\ 11520*b^2*g^2*q*x^4-715*b^2*g^2*r^4*x+14277*b^2*g^2*r^3*x^2-14944*b^2*g^2*r^2*x ^3-12134*b^2*g^2*r*x^4-235*b^2*g*p^5*x-521*b^2*g*p^4*q*x-1568*b^2*g*p^4*r*x+ 3207*b^2*g*p^4*x^2-337*b^2*g*p^3*q^2*x-2778*b^2*g*p^3*q*r*x+6338*b^2*g*p^3*q*x^ 2-3922*b^2*g*p^3*r^2*x+25403*b^2*g*p^3*r*x^2+1786*b^2*g*p^3*x^3-51*b^2*g*p^2*q^ 3*x-1324*b^2*g*p^2*q^2*r*x+3031*b^2*g*p^2*q^2*x^2-5208*b^2*g*p^2*q*r^2*x+38829* b^2*g*p^2*q*r*x^2+7925*b^2*g*p^2*q*x^3-4708*b^2*g*p^2*r^3*x+61204*b^2*g*p^2*r^2 *x^2-33852*b^2*g*p^2*r*x^3-16032*b^2*g*p^2*x^4-114*b^2*g*p*q^3*r*x-124*b^2*g*p* q^3*x^2-1637*b^2*g*p*q^2*r^2*x+13876*b^2*g*p*q^2*r*x^2+10492*b^2*g*p*q^2*x^3-\ 4166*b^2*g*p*q*r^3*x+61237*b^2*g*p*q*r^2*x^2-37606*b^2*g*p*q*r*x^3-32064*b^2*g* p*q*x^4-2747*b^2*g*p*r^4*x+59027*b^2*g*p*r^3*x^2-95189*b^2*g*p*r^2*x^3-23371*b^ 2*g*p*r*x^4-24*b^2*g*q^4*x^2-63*b^2*g*q^3*r^2*x+450*b^2*g*q^3*r*x^2+4353*b^2*g* q^3*x^3-650*b^2*g*q^2*r^3*x+9915*b^2*g*q^2*r^2*x^2-3754*b^2*g*q^2*r*x^3-16032*b ^2*g*q^2*x^4-1215*b^2*g*q*r^4*x+28746*b^2*g*q*r^3*x^2-53798*b^2*g*q*r^2*x^3-\ 23371*b^2*g*q*r*x^4-628*b^2*g*r^5*x+20019*b^2*g*r^4*x^2-63902*b^2*g*r^3*x^3-\ 2595*b^2*g*r^2*x^4-70*b^2*p^6*x-210*b^2*p^5*q*x-547*b^2*p^5*r*x+1267*b^2*p^5*x^ 2-210*b^2*p^4*q^2*x-1379*b^2*p^4*q*r*x+3555*b^2*p^4*q*x^2-1685*b^2*p^4*r^2*x+ 11715*b^2*p^4*r*x^2-608*b^2*p^4*x^3-70*b^2*p^3*q^3*x-1117*b^2*p^3*q^2*r*x+3063* b^2*p^3*q^2*x^2-3416*b^2*p^3*q*r^2*x+27161*b^2*p^3*q*r*x^2+166*b^2*p^3*q*x^3-\ 2670*b^2*p^3*r^3*x+36327*b^2*p^3*r^2*x^2-27463*b^2*p^3*r*x^3-7046*b^2*p^3*x^4-\ 285*b^2*p^2*q^3*r*x+529*b^2*p^2*q^3*x^2-2091*b^2*p^2*q^2*r^2*x+19059*b^2*p^2*q^ 2*r*x^2+4146*b^2*p^2*q^2*x^3-4074*b^2*p^2*q*r^3*x+63090*b^2*p^2*q*r^2*x^2-55318 *b^2*p^2*q*r*x^3-21138*b^2*p^2*q*x^4-2320*b^2*p^2*r^4*x+51361*b^2*p^2*r^3*x^2-\ 97194*b^2*p^2*r^2*x^3-8161*b^2*p^2*r*x^4-246*b^2*p*q^4*x^2-360*b^2*p*q^3*r^2*x+ 3495*b^2*p*q^3*r*x^2+5362*b^2*p*q^3*x^3-1671*b^2*p*q^2*r^3*x+29142*b^2*p*q^2*r^ 2*x^2-28247*b^2*p*q^2*r*x^3-21138*b^2*p*q^2*x^4-2366*b^2*p*q*r^4*x+58917*b^2*p* q*r^3*x^2-132377*b^2*p*q*r^2*x^3-16322*b^2*p*q*r*x^4-1055*b^2*p*r^5*x+34266*b^2 *p*r^4*x^2-119588*b^2*p*r^3*x^3+17148*b^2*p*r^2*x^4-118*b^2*q^4*r*x^2+1990*b^2* q^4*x^3-145*b^2*q^3*r^3*x+2379*b^2*q^3*r^2*x^2-392*b^2*q^3*r*x^3-7046*b^2*q^3*x ^4-487*b^2*q^2*r^4*x+13146*b^2*q^2*r^3*x^2-35183*b^2*q^2*r^2*x^3-8161*b^2*q^2*r *x^4-539*b^2*q*r^5*x+19433*b^2*q*r^4*x^2-80922*b^2*q*r^3*x^3+17148*b^2*q*r^2*x^ 4-197*b^2*r^6*x+8784*b^2*r^5*x^2-49249*b^2*r^4*x^3+25619*b^2*r^3*x^4-608*b*c^7* x-1360*b*c^6*g*x-3760*b*c^6*p*x-832*b*c^6*q*x-5248*b*c^6*r*x+11040*b*c^6*x^2-\ 1200*b*c^5*g^2*x-7128*b*c^5*g*p*x-1528*b*c^5*g*q*x-10024*b*c^5*g*r*x+19432*b*c^ 5*g*x^2-8392*b*c^5*p^2*x-5088*b*c^5*p*q*x-22560*b*c^5*p*r*x+51048*b*c^5*p*x^2-\ 392*b*c^5*q^2*x-6928*b*c^5*q*r*x+16312*b*c^5*q*x^2-14168*b*c^5*r^2*x+101536*b*c ^5*r*x^2+8304*b*c^5*x^3-520*b*c^4*g^3*x-5188*b*c^4*g^2*p*x-1044*b*c^4*g^2*q*x-\ 7372*b*c^4*g^2*r*x+12364*b*c^4*g^2*x^2-13312*b*c^4*g*p^2*x-7808*b*c^4*g*p*q*x-\ 35988*b*c^4*g*p*r*x+75824*b*c^4*g*p*x^2-556*b*c^4*g*q^2*x-10740*b*c^4*g*q*r*x+ 23088*b*c^4*g*q*x^2-22676*b*c^4*g*r^2*x+154220*b*c^4*g*r*x^2+24704*b*c^4*g*x^3-\ 9300*b*c^4*p^3*x-10432*b*c^4*p^2*q*x-36840*b*c^4*p^2*r*x+85144*b*c^4*p^2*x^2-\ 2484*b*c^4*p*q^2*x-27352*b*c^4*p*q*r*x+72008*b*c^4*p*q*x^2-45780*b*c^4*p*r^2*x+ 325772*b*c^4*p*r*x^2+2064*b*c^4*p*x^3-72*b*c^4*q^3*x-3224*b*c^4*q^2*r*x+7936*b* c^4*q^2*x^2-16920*b*c^4*q*r^2*x+140516*b*c^4*q*r*x^2+25072*b*c^4*q*x^3-18240*b* c^4*r^3*x+251908*b*c^4*r^2*x^2-203988*b*c^4*r*x^3-84152*b*c^4*x^4-110*b*c^3*g^4 *x-1790*b*c^3*g^3*p*x-314*b*c^3*g^3*q*x-2582*b*c^3*g^3*r*x+3198*b*c^3*g^3*x^2-\ 7834*b*c^3*g^2*p^2*x-4312*b*c^3*g^2*p*q*x-21368*b*c^3*g^2*p*r*x+39714*b*c^3*g^2 *p*x^2-262*b*c^3*g^2*q^2*x-6008*b*c^3*g^2*q*r*x+11062*b*c^3*g^2*q*x^2-13534*b*c ^3*g^2*r^2*x+84272*b*c^3*g^2*r*x^2+25396*b*c^3*g^2*x^3-11884*b*c^3*g*p^3*x-\ 13008*b*c^3*g*p^2*q*x-47336*b*c^3*g*p^2*r*x+102524*b*c^3*g*p^2*x^2-2906*b*c^3*g *p*q^2*x-34244*b*c^3*g*p*q*r*x+84048*b*c^3*g*p*q*x^2-59020*b*c^3*g*p*r^2*x+ 400328*b*c^3*g*p*r*x^2+27412*b*c^3*g*p*x^3-70*b*c^3*g*q^3*x-3800*b*c^3*g*q^2*r* x+8260*b*c^3*g*q^2*x^2-21236*b*c^3*g*q*r^2*x+166910*b*c^3*g*q*r*x^2+47564*b*c^3 *g*q*x^3-23568*b*c^3*g*r^3*x+312706*b*c^3*g*r^2*x^2-211420*b*c^3*g*r*x^3-113632 *b*c^3*g*x^4-5704*b*c^3*p^4*x-9904*b*c^3*p^3*q*x-29764*b*c^3*p^3*r*x+69582*b*c^ 3*p^3*x^2-4716*b*c^3*p^2*q^2*x-38484*b*c^3*p^2*q*r*x+103874*b*c^3*p^2*q*x^2-\ 55068*b*c^3*p^2*r^2*x+387310*b*c^3*p^2*r*x^2-17484*b*c^3*p^2*x^3-520*b*c^3*p*q^ 3*x-11928*b*c^3*p*q^2*r*x+35322*b*c^3*p*q^2*x^2-47256*b*c^3*p*q*r^2*x+390284*b* c^3*p*q*r*x^2+14984*b*c^3*p*q*x^3-43660*b*c^3*p*r^3*x+597580*b*c^3*p*r^2*x^2-\ 485358*b*c^3*p*r*x^3-148080*b*c^3*p*x^4-4*b*c^3*q^4*x-616*b*c^3*q^3*r*x+1030*b* c^3*q^3*x^2-7212*b*c^3*q^2*r^2*x+69390*b*c^3*q^2*r*x^2+32468*b*c^3*q^2*x^3-\ 18676*b*c^3*q*r^3*x+291410*b*c^3*q*r^2*x^2-286542*b*c^3*q*r*x^3-148080*b*c^3*q* x^4-12652*b*c^3*r^4*x+279852*b*c^3*r^3*x^2-565156*b*c^3*r^2*x^3-51392*b*c^3*r*x ^4-9*b*c^2*g^5*x-288*b*c^2*g^4*p*x-35*b*c^2*g^4*q*x-425*b*c^2*g^4*r*x+191*b*c^2 *g^4*x^2-2078*b*c^2*g^3*p^2*x-1000*b*c^2*g^3*p*q*x-5753*b*c^2*g^3*p*r*x+8274*b* c^2*g^3*p*x^2-41*b*c^2*g^3*q^2*x-1417*b*c^2*g^3*q*r*x+1906*b*c^2*g^3*q*x^2-3675 *b*c^2*g^3*r^2*x+19367*b*c^2*g^3*r*x^2+11452*b*c^2*g^3*x^3-5321*b*c^2*g^2*p^3*x -5556*b*c^2*g^2*p^2*q*x-21408*b*c^2*g^2*p^2*r*x+41416*b*c^2*g^2*p^2*x^2-1086*b* c^2*g^2*p*q^2*x-14680*b*c^2*g^2*p*q*r*x+32000*b*c^2*g^2*p*q*x^2-26853*b*c^2*g^2 *p*r^2*x+168169*b*c^2*g^2*p*r*x^2+29832*b*c^2*g^2*p*x^3-17*b*c^2*g^2*q^3*x-1434 *b*c^2*g^2*q^2*r*x+2480*b*c^2*g^2*q^2*x^2-9124*b*c^2*g^2*q*r^2*x+65494*b*c^2*g^ 2*q*r*x^2+32000*b*c^2*g^2*q*x^3-10766*b*c^2*g^2*r^3*x+133914*b*c^2*g^2*r^2*x^2-\ 60607*b*c^2*g^2*r*x^3-56166*b*c^2*g^2*x^4-5500*b*c^2*g*p^4*x-9390*b*c^2*g*p^3*q *x-28860*b*c^2*g*p^3*r*x+63607*b*c^2*g*p^3*x^2-4306*b*c^2*g*p^2*q^2*x-36616*b*c ^2*g*p^2*q*r*x+92987*b*c^2*g*p^2*q*x^2-53580*b*c^2*g*p^2*r^2*x+360780*b*c^2*g*p ^2*r*x^2+2332*b*c^2*g*p^2*x^3-418*b*c^2*g*p*q^3*x-10852*b*c^2*g*p*q^2*r*x+29873 *b*c^2*g*p*q^2*x^2-45062*b*c^2*g*p*q*r^2*x+354866*b*c^2*g*p*q*r*x^2+40812*b*c^2 *g*p*q*x^3-42580*b*c^2*g*p*r^3*x+562955*b*c^2*g*p*r^2*x^2-392977*b*c^2*g*p*r*x^ 3-150714*b*c^2*g*p*x^4-2*b*c^2*g*q^4*x-488*b*c^2*g*q^3*r*x+493*b*c^2*g*q^3*x^2-\ 6546*b*c^2*g*q^2*r^2*x+59350*b*c^2*g*q^2*r*x^2+38480*b*c^2*g*q^2*x^3-17836*b*c^ 2*g*q*r^3*x+266328*b*c^2*g*q*r^2*x^2-220151*b*c^2*g*q*r*x^3-150714*b*c^2*g*q*x^ 4-12360*b*c^2*g*r^4*x+265782*b*c^2*g*r^3*x^2-487488*b*c^2*g*r^2*x^3-81630*b*c^2 *g*r*x^4-1972*b*c^2*p^5*x-4792*b*c^2*p^4*q*x-12716*b*c^2*p^4*r*x+30166*b*c^2*p^ 4*x^2-3708*b*c^2*p^3*q^2*x-24640*b*c^2*p^3*q*r*x+67050*b*c^2*p^3*q*x^2-31144*b* c^2*p^3*r^2*x+217598*b*c^2*p^3*r*x^2-18532*b*c^2*p^3*x^3-928*b*c^2*p^2*q^3*x-\ 14124*b*c^2*p^2*q^2*r*x+43386*b*c^2*p^2*q^2*x^2-45168*b*c^2*p^2*q*r^2*x+367092* b*c^2*p^2*q*r*x^2-16080*b*c^2*p^2*q*x^3-36856*b*c^2*p^2*r^3*x+499390*b*c^2*p^2* r^2*x^2-410888*b*c^2*p^2*r*x^3-96994*b*c^2*p^2*x^4-40*b*c^2*p*q^4*x-2240*b*c^2* p*q^3*r*x+6286*b*c^2*p*q^3*x^2-17124*b*c^2*p*q^2*r^2*x+163398*b*c^2*p*q^2*r*x^2 +23436*b*c^2*p*q^2*x^3-35584*b*c^2*p*q*r^3*x+552932*b*c^2*p*q*r^2*x^2-545752*b* c^2*p*q*r*x^3-193988*b*c^2*p*q*x^4-21284*b*c^2*p*r^4*x+466650*b*c^2*p*r^3*x^2-\ 928808*b*c^2*p*r^2*x^3-48644*b*c^2*p*r*x^4-40*b*c^2*q^4*r*x-216*b*c^2*q^4*x^2-\ 1312*b*c^2*q^3*r^2*x+13904*b*c^2*q^3*r*x^2+20984*b*c^2*q^3*x^3-6708*b*c^2*q^2*r ^3*x+116626*b*c^2*q^2*r^2*x^2-134864*b*c^2*q^2*r*x^3-96994*b*c^2*q^2*x^4-10264* b*c^2*q*r^4*x+252890*b*c^2*q*r^3*x^2-612716*b*c^2*q*r^2*x^3-48644*b*c^2*q*r*x^4 -4828*b*c^2*r^5*x+154692*b*c^2*r^4*x^2-560984*b*c^2*r^3*x^3+114206*b*c^2*r^2*x^ 4-17*b*c*g^5*p*x-26*b*c*g^5*r*x-28*b*c*g^5*x^2-236*b*c*g^4*p^2*x-80*b*c*g^4*p*q *x-671*b*c*g^4*p*r*x+448*b*c*g^4*p*x^2-116*b*c*g^4*q*r*x+56*b*c*g^4*q*x^2-435*b *c*g^4*r^2*x+1543*b*c*g^4*r*x^2+2162*b*c*g^4*x^3-970*b*c*g^3*p^3*x-918*b*c*g^3* p^2*q*x-3977*b*c*g^3*p^2*r*x+6140*b*c*g^3*p^2*x^2-127*b*c*g^3*p*q^2*x-2426*b*c* g^3*p*q*r*x+4167*b*c*g^3*p*q*x^2-5044*b*c*g^3*p*r^2*x+27208*b*c*g^3*p*r*x^2+ 10555*b*c*g^3*p*x^3-170*b*c*g^3*q^2*r*x+161*b*c*g^3*q^2*x^2-1508*b*c*g^3*q*r^2* x+9096*b*c*g^3*q*r*x^2+8765*b*c*g^3*q*x^3-2037*b*c*g^3*r^3*x+22563*b*c*g^3*r^2* x^2-1175*b*c*g^3*r*x^3-11970*b*c*g^3*x^4-1663*b*c*g^2*p^4*x-2746*b*c*g^2*p^3*q* x-8823*b*c*g^2*p^3*r*x+17570*b*c*g^2*p^3*x^2-1163*b*c*g^2*p^2*q^2*x-10765*b*c*g ^2*p^2*q*r*x+24668*b*c*g^2*p^2*q*x^2-16491*b*c*g^2*p^2*r^2*x+103376*b*c*g^2*p^2 *r*x^2+9782*b*c*g^2*p^2*x^3-80*b*c*g^2*p*q^3*x-2890*b*c*g^2*p*q^2*r*x+7038*b*c* g^2*p*q^2*x^2-13292*b*c*g^2*p*q*r^2*x+96833*b*c*g^2*p*q*r*x^2+24612*b*c*g^2*p*q *x^3-13165*b*c*g^2*p*r^3*x+164917*b*c*g^2*p*r^2*x^2-84121*b*c*g^2*p*r*x^3-49929 *b*c*g^2*p*x^4-92*b*c*g^2*q^3*r*x-60*b*c*g^2*q^3*x^2-1727*b*c*g^2*q^2*r^2*x+ 14185*b*c*g^2*q^2*r*x^2+14830*b*c*g^2*q^2*x^3-5273*b*c*g^2*q*r^3*x+73184*b*c*g^ 2*q*r^2*x^2-40882*b*c*g^2*q*r*x^3-49929*b*c*g^2*q*x^4-3834*b*c*g^2*r^4*x+79111* b*c*g^2*r^3*x^2-121335*b*c*g^2*r^2*x^3-39299*b*c*g^2*r*x^4-1272*b*c*g*p^5*x-\ 3058*b*c*g*p^4*q*x-8246*b*c*g*p^4*r*x+18582*b*c*g*p^4*x^2-2318*b*c*g*p^3*q^2*x-\ 15780*b*c*g*p^3*q*r*x+40711*b*c*g*p^3*q*x^2-20264*b*c*g*p^3*r^2*x+136361*b*c*g* p^3*r*x^2-5599*b*c*g*p^3*x^3-550*b*c*g*p^2*q^3*x-8814*b*c*g*p^2*q^2*r*x+25505*b *c*g*p^2*q^2*x^2-28992*b*c*g*p^2*q*r^2*x+226128*b*c*g*p^2*q*r*x^2+3619*b*c*g*p^ 2*q*x^3-24036*b*c*g*p^2*r^3*x+316463*b*c*g*p^2*r^2*x^2-228902*b*c*g*p^2*r*x^3-\ 66151*b*c*g*p^2*x^4-18*b*c*g*p*q^4*x-1296*b*c*g*p*q^3*r*x+3205*b*c*g*p*q^3*x^2-\ 10674*b*c*g*p*q^2*r^2*x+96975*b*c*g*p*q^2*r*x^2+24035*b*c*g*p*q^2*x^3-22876*b*c *g*p*q*r^3*x+343440*b*c*g*p*q*r^2*x^2-294906*b*c*g*p*q*r*x^3-132302*b*c*g*p*q*x ^4-13904*b*c*g*p*r^4*x+298171*b*c*g*p*r^3*x^2-546662*b*c*g*p*r^2*x^3-60404*b*c* g*p*r*x^4-16*b*c*g*q^4*r*x-171*b*c*g*q^4*x^2-746*b*c*g*q^3*r^2*x+7208*b*c*g*q^3 *r*x^2+14817*b*c*g*q^3*x^3-4178*b*c*g*q^2*r^3*x+68825*b*c*g*q^2*r^2*x^2-66004*b *c*g*q^2*r*x^3-66151*b*c*g*q^2*x^4-6606*b*c*g*q*r^4*x+158023*b*c*g*q*r^3*x^2-\ 349254*b*c*g*q*r^2*x^3-60404*b*c*g*q*r*x^4-3158*b*c*g*r^5*x+99487*b*c*g*r^4*x^2 -340800*b*c*g*r^3*x^3+40981*b*c*g*r^2*x^4-360*b*c*p^6*x-1148*b*c*p^5*q*x-2750*b *c*p^5*r*x+6669*b*c*p^5*x^2-1284*b*c*p^4*q^2*x-7314*b*c*p^4*q*r*x+20100*b*c*p^4 *q*x^2-8350*b*c*p^4*r^2*x+58417*b*c*p^4*r*x^2-6982*b*c*p^4*x^3-564*b*c*p^3*q^3* x-6534*b*c*p^3*q^2*r*x+20238*b*c*p^3*q^2*x^2-17776*b*c*p^3*q*r^2*x+142744*b*c*p ^3*q*r*x^2-14372*b*c*p^3*q*x^3-13100*b*c*p^3*r^3*x+176475*b*c*p^3*r^2*x^2-\ 148745*b*c*p^3*r*x^3-28010*b*c*p^3*x^4-68*b*c*p^2*q^4*x-2126*b*c*p^2*q^3*r*x+ 6804*b*c*p^2*q^3*x^2-11898*b*c*p^2*q^2*r^2*x+110940*b*c*p^2*q^2*r*x^2-1224*b*c* p^2*q^2*x^3-20924*b*c*p^2*q*r^3*x+321396*b*c*p^2*q*r^2*x^2-319599*b*c*p^2*q*r*x ^3-84030*b*c*p^2*q*x^4-11300*b*c*p^2*r^4*x+245613*b*c*p^2*r^3*x^2-487457*b*c*p^ 2*r^2*x^3-11704*b*c*p^2*r*x^4-156*b*c*p*q^4*r*x-51*b*c*p*q^4*x^2-2560*b*c*p*q^3 *r^2*x+27316*b*c*p*q^3*r*x^2+12740*b*c*p*q^3*x^3-9330*b*c*p*q^2*r^3*x+163311*b* c*p*q^2*r^2*x^2-192963*b*c*p*q^2*r*x^3-84030*b*c*p*q^2*x^4-12036*b*c*p*q*r^4*x+ 294960*b*c*p*q*r^3*x^2-699298*b*c*p*q*r^2*x^3-23408*b*c*p*q*r*x^4-5110*b*c*p*r^ 5*x+162124*b*c*p*r^4*x^2-578054*b*c*p*r^3*x^3+123630*b*c*p*r^2*x^4-48*b*c*q^5*x ^2-88*b*c*q^4*r^2*x+703*b*c*q^4*r*x^2+6574*b*c*q^4*x^3-998*b*c*q^3*r^3*x+18390* b*c*q^3*r^2*x^2-22109*b*c*q^3*r*x^3-28010*b*c*q^3*x^4-2682*b*c*q^2*r^4*x+72609* b*c*q^2*r^3*x^2-211841*b*c*q^2*r^2*x^3-11704*b*c*q^2*r*x^4-2722*b*c*q*r^5*x+ 96208*b*c*q*r^4*x^2-410774*b*c*q*r^3*x^3+123630*b*c*q*r^2*x^4-950*b*c*r^6*x+ 41238*b*c*r^5*x^2-232360*b*c*r^4*x^3+136022*b*c*r^3*x^4-8*b*g^5*p^2*x-24*b*g^5* p*r*x-24*b*g^5*p*x^2+b*g^5*q*x^2-16*b*g^5*r^2*x-2*b*g^5*r*x^2+108*b*g^5*x^3-59* b*g^4*p^3*x-44*b*g^4*p^2*q*x-251*b*g^4*p^2*r*x+210*b*g^4*p^2*x^2-114*b*g^4*p*q* r*x+89*b*g^4*p*q*x^2-325*b*g^4*p*r^2*x+1242*b*g^4*p*r*x^2+1117*b*g^4*p*x^3-3*b* g^4*q^2*x^2-70*b*g^4*q*r^2*x+256*b*g^4*q*r*x^2+761*b*g^4*q*x^3-133*b*g^4*r^3*x+ 1147*b*g^4*r^2*x^2+886*b*g^4*r*x^3-888*b*g^4*x^4-156*b*g^3*p^4*x-240*b*g^3*p^3* q*x-846*b*g^3*p^3*r*x+1379*b*g^3*p^3*x^2-84*b*g^3*p^2*q^2*x-948*b*g^3*p^2*q*r*x +1776*b*g^3*p^2*q*x^2-1602*b*g^3*p^2*r^2*x+8784*b*g^3*p^2*r*x^2+2252*b*g^3*p^2* x^3-198*b*g^3*p*q^2*r*x+372*b*g^3*p*q^2*x^2-1176*b*g^3*p*q*r^2*x+7406*b*g^3*p*q *r*x^2+4038*b*g^3*p*q*x^3-1290*b*g^3*p*r^3*x+14667*b*g^3*p*r^2*x^2-2721*b*g^3*p *r*x^3-5322*b*g^3*p*x^4-25*b*g^3*q^3*x^2-114*b*g^3*q^2*r^2*x+758*b*g^3*q^2*r*x^ 2+1786*b*g^3*q^2*x^3-468*b*g^3*q*r^3*x+5657*b*g^3*q*r^2*x^2-178*b*g^3*q*r*x^3-\ 5322*b*g^3*q*x^4-378*b*g^3*r^4*x+7262*b*g^3*r^3*x^2-7487*b*g^3*r^2*x^3-5610*b*g ^3*r*x^4-194*b*g^2*p^5*x-456*b*g^2*p^4*q*x-1272*b*g^2*p^4*r*x+2626*b*g^2*p^4*x^ 2-330*b*g^2*p^3*q^2*x-2370*b*g^2*p^3*q*r*x+5591*b*g^2*p^3*q*x^2-3148*b*g^2*p^3* r^2*x+19935*b*g^2*p^3*r*x^2+656*b*g^2*p^3*x^3-68*b*g^2*p^2*q^3*x-1248*b*g^2*p^2 *q^2*r*x+3271*b*g^2*p^2*q^2*x^2-4374*b*g^2*p^2*q*r^2*x+31921*b*g^2*p^2*q*r*x^2+ 3843*b*g^2*p^2*q*x^3-3752*b*g^2*p^2*r^3*x+47302*b*g^2*p^2*r^2*x^2-26507*b*g^2*p ^2*r*x^3-11028*b*g^2*p^2*x^4-150*b*g^2*p*q^3*r*x+273*b*g^2*p*q^3*x^2-1506*b*g^2 *p*q^2*r^2*x+12627*b*g^2*p*q^2*r*x^2+5718*b*g^2*p*q^2*x^3-3462*b*g^2*p*q*r^3*x+ 49239*b*g^2*p*q*r^2*x^2-31768*b*g^2*p*q*r*x^3-22056*b*g^2*p*q*x^4-2178*b*g^2*p* r^4*x+45303*b*g^2*p*r^3*x^2-71588*b*g^2*p*r^2*x^3-15777*b*g^2*p*r*x^4-33*b*g^2* q^4*x^2-82*b*g^2*q^3*r^2*x+641*b*g^2*q^3*r*x^2+2531*b*g^2*q^3*x^3-588*b*g^2*q^2 *r^3*x+8777*b*g^2*q^2*r^2*x^2-5261*b*g^2*q^2*r*x^3-11028*b*g^2*q^2*x^4-1002*b*g ^2*q*r^4*x+22909*b*g^2*q*r^3*x^2-42613*b*g^2*q*r^2*x^3-15777*b*g^2*q*r*x^4-496* b*g^2*r^5*x+15310*b*g^2*r^4*x^2-47634*b*g^2*r^3*x^3-1143*b*g^2*r^2*x^4-116*b*g* p^6*x-368*b*g*p^5*q*x-890*b*g*p^5*r*x+2073*b*g*p^5*x^2-408*b*g*p^4*q^2*x-2352*b *g*p^4*q*r*x+6186*b*g*p^4*q*x^2-2710*b*g*p^4*r^2*x+18434*b*g*p^4*r*x^2-1500*b*g *p^4*x^3-176*b*g*p^3*q^3*x-2076*b*g*p^3*q^2*r*x+6108*b*g*p^3*q^2*x^2-5728*b*g*p ^3*q*r^2*x+44502*b*g*p^3*q*r*x^2-2310*b*g*p^3*q*x^3-4260*b*g*p^3*r^3*x+56266*b* g*p^3*r^2*x^2-42541*b*g*p^3*r*x^3-9601*b*g*p^3*x^4-20*b*g*p^2*q^4*x-656*b*g*p^2 *q^3*r*x+1938*b*g*p^2*q^3*x^2-3780*b*g*p^2*q^2*r^2*x+33791*b*g*p^2*q^2*r*x^2+ 2070*b*g*p^2*q^2*x^3-6752*b*g*p^2*q*r^3*x+101078*b*g*p^2*q*r^2*x^2-89603*b*g*p^ 2*q*r*x^3-28803*b*g*p^2*q*x^4-3680*b*g*p^2*r^4*x+78924*b*g*p^2*r^3*x^2-146063*b *g*p^2*r^2*x^3-10293*b*g*p^2*r*x^4-42*b*g*p*q^4*r*x-69*b*g*p*q^4*x^2-784*b*g*p* q^3*r^2*x+7812*b*g*p*q^3*r*x^2+5070*b*g*p*q^3*x^3-2964*b*g*p*q^2*r^3*x+49910*b* g*p*q^2*r^2*x^2-51583*b*g*p*q^2*r*x^3-28803*b*g*p*q^2*x^4-3888*b*g*p*q*r^4*x+ 93394*b*g*p*q*r^3*x^2-205392*b*g*p*q*r^2*x^3-20586*b*g*p*q*r*x^4-1666*b*g*p*r^5 *x+52421*b*g*p*r^4*x^2-178104*b*g*p*r^3*x^3+25977*b*g*p*r^2*x^4-12*b*g*q^5*x^2-\ 22*b*g*q^4*r^2*x+89*b*g*q^4*r*x^2+2190*b*g*q^4*x^3-304*b*g*q^3*r^3*x+5098*b*g*q ^3*r^2*x^2-4521*b*g*q^3*r*x^3-9601*b*g*q^3*x^4-852*b*g*q^2*r^4*x+22227*b*g*q^2* r^3*x^2-59329*b*g*q^2*r^2*x^3-10293*b*g*q^2*r*x^4-880*b*g*q*r^5*x+30632*b*g*q*r ^4*x^2-124084*b*g*q*r^3*x^3+25977*b*g*q*r^2*x^4-310*b*g*r^6*x+13402*b*g*r^5*x^2 -73082*b*g*r^4*x^3+36843*b*g*r^3*x^4-27*b*p^7*x-108*b*p^6*q*x-237*b*p^6*r*x+592 *b*p^6*x^2-162*b*p^5*q^2*x-816*b*p^5*q*r*x+2281*b*p^5*q*x^2-855*b*p^5*r^2*x+ 6035*b*p^5*r*x^2-913*b*p^5*x^3-108*b*p^4*q^3*x-1026*b*p^4*q^2*r*x+3204*b*p^4*q^ 2*x^2-2460*b*p^4*q*r^2*x+19675*b*p^4*q*r*x^2-2860*b*p^4*q*x^3-1665*b*p^4*r^3*x+ 22413*b*p^4*r^2*x^2-19571*b*p^4*r*x^3-3007*b*p^4*x^4-27*b*p^3*q^4*x-552*b*p^3*q ^3*r*x+1846*b*p^3*q^3*x^2-2484*b*p^3*q^2*r^2*x+22755*b*p^3*q^2*r*x^2-2310*b*p^3 *q^2*x^3-3840*b*p^3*q*r^3*x+58430*b*p^3*q*r^2*x^2-59120*b*p^3*q*r*x^3-12028*b*p ^3*q*x^4-1905*b*p^3*r^4*x+41142*b*p^3*r^3*x^2-82422*b*p^3*r^2*x^3-115*b*p^3*r*x ^4-105*b*p^2*q^4*r*x+244*b*p^2*q^4*x^2-1008*b*p^2*q^3*r^2*x+10565*b*p^2*q^3*r*x ^2+1100*b*p^2*q^3*x^3-2916*b*p^2*q^2*r^3*x+50487*b*p^2*q^2*r^2*x^2-59934*b*p^2* q^2*r*x^3-18042*b*p^2*q^2*x^4-3300*b*p^2*q*r^4*x+80050*b*p^2*q*r^3*x^2-187875*b *p^2*q*r^2*x^3-345*b*p^2*q*r*x^4-1287*b*p^2*r^5*x+40418*b*p^2*r^4*x^2-143416*b* p^2*r^3*x^3+32534*b*p^2*r^2*x^4-87*b*p*q^5*x^2-129*b*p*q^4*r^2*x+1390*b*p*q^4*r *x^2+2255*b*p*q^4*x^3-792*b*p*q^3*r^3*x+15336*b*p*q^3*r^2*x^2-20792*b*p*q^3*r*x ^3-12028*b*p*q^3*x^4-1674*b*p*q^2*r^4*x+45525*b*p*q^2*r^3*x^2-128484*b*p*q^2*r^ 2*x^3-345*b*p*q^2*r*x^4-1488*b*p*q*r^5*x+52105*b*p*q*r^4*x^2-217014*b*p*q*r^3*x ^3+65068*b*p*q*r^2*x^4-477*b*p*r^6*x+20439*b*p*r^5*x^2-113285*b*p*r^4*x^3+64888 *b*p*r^3*x^4-60*b*q^5*r*x^2+792*b*q^5*x^3-51*b*q^4*r^3*x+866*b*q^4*r^2*x^2-407* b*q^4*r*x^3-3007*b*q^4*x^4-228*b*q^3*r^4*x+6617*b*q^3*r^3*x^2-23031*b*q^3*r^2*x ^3-115*b*q^3*r*x^4-378*b*q^2*r^5*x+14589*b*q^2*r^4*x^2-73598*b*q^2*r^3*x^3+ 32534*b*q^2*r^2*x^4-276*b*q*r^6*x+13091*b*q*r^5*x^2-85399*b*q*r^4*x^3+64888*b*q *r^3*x^4-75*b*r^7*x+4193*b*r^6*x^2-33633*b*r^5*x^3+35896*b*r^4*x^4-160*c^8*x-\ 432*c^7*g*x-1200*c^7*p*x-272*c^7*q*x-1600*c^7*r*x+3680*c^7*x^2-480*c^6*g^2*x-\ 2800*c^6*g*p*x-624*c^6*g*q*x-3760*c^6*g*r*x+8240*c^6*g*x^2-3224*c^6*p^2*x-2048* c^6*p*q*x-8416*c^6*p*r*x+19968*c^6*p*x^2-168*c^6*q^2*x-2624*c^6*q*r*x+7104*c^6* q*x^2-5192*c^6*r^2*x+37128*c^6*r*x^2+192*c^6*x^3-280*c^5*g^3*x-2632*c^5*g^2*p*x -568*c^5*g^2*q*x-3568*c^5*g^2*r*x+7232*c^5*g^2*x^2-6452*c^5*g*p^2*x-4016*c^5*g* p*q*x-16904*c^5*g*p*r*x+38504*c^5*g*p*x^2-316*c^5*g*q^2*x-5208*c^5*g*q*r*x+ 13304*c^5*g*q*x^2-10452*c^5*g*r^2*x+72468*c^5*g*r*x^2+3808*c^5*g*x^3-4356*c^5*p ^3*x-5140*c^5*p^2*q*x-16912*c^5*p^2*r*x+40144*c^5*p^2*x^2-1340*c^5*p*q^2*x-\ 12992*c^5*p*q*r*x+36656*c^5*p*q*x^2-20756*c^5*p*r^2*x+146120*c^5*p*r*x^2-8224*c ^5*p*x^3-44*c^5*q^3*x-1600*c^5*q^2*r*x+5152*c^5*q^2*x^2-7852*c^5*q*r^2*x+65480* c^5*q*r*x^2+3104*c^5*q*x^3-8200*c^5*r^3*x+110652*c^5*r^2*x^2-98208*c^5*r*x^3-\ 32688*c^5*x^4-90*c^4*g^4*x-1264*c^4*g^3*p*x-256*c^4*g^3*q*x-1736*c^4*g^3*r*x+ 3064*c^4*g^3*x^2-5074*c^4*g^2*p^2*x-3048*c^4*g^2*p*q*x-13372*c^4*g^2*p*r*x+ 28484*c^4*g^2*p*x^2-222*c^4*g^2*q^2*x-4012*c^4*g^2*q*r*x+9380*c^4*g^2*q*x^2-\ 8298*c^4*g^2*r^2*x+54722*c^4*g^2*r*x^2+7184*c^4*g^2*x^3-7288*c^4*g*p^3*x-8472*c ^4*g*p^2*q*x-28376*c^4*g*p^2*r*x+64936*c^4*g*p^2*x^2-2128*c^4*g*p*q^2*x-21512*c ^4*g*p*q*r*x+58200*c^4*g*p*q*x^2-34888*c^4*g*p*r^2*x+238908*c^4*g*p*r*x^2-4616* c^4*g*p*x^3-64*c^4*g*q^3*x-2584*c^4*g*q^2*r*x+7672*c^4*g*q^2*x^2-13040*c^4*g*q* r^2*x+105060*c^4*g*q*r*x^2+11336*c^4*g*q*x^3-13800*c^4*g*r^3*x+181752*c^4*g*r^2 *x^2-146608*c^4*g*r*x^3-56728*c^4*g*x^4-3360*c^4*p^4*x-6124*c^4*p^3*q*x-17264*c ^4*p^3*r*x+41088*c^4*p^3*x^2-3180*c^4*p^2*q^2*x-23208*c^4*p^2*q*r*x+65232*c^4*p ^2*q*x^2-31632*c^4*p^2*r^2*x+219698*c^4*p^2*r*x^2-21352*c^4*p^2*x^3-420*c^4*p*q ^3*x-7680*c^4*p*q^2*r*x+25776*c^4*p*q^2*x^2-28044*c^4*p*q*r^2*x+230260*c^4*p*q* r*x^2-13120*c^4*p*q*x^3-24912*c^4*p*r^3*x+333462*c^4*p*r^2*x^2-290096*c^4*p*r*x ^3-71560*c^4*p*x^4-4*c^4*q^4*x-440*c^4*q^3*r*x+1632*c^4*q^3*x^2-4500*c^4*q^2*r^ 2*x+44306*c^4*q^2*r*x^2+8232*c^4*q^2*x^3-10960*c^4*q*r^3*x+168006*c^4*q*r^2*x^2 -181936*c^4*q*r*x^3-71560*c^4*q*x^4-7184*c^4*r^4*x+154852*c^4*r^3*x^2-321072*c^ 4*r^2*x^3-12552*c^4*r*x^4-15*c^3*g^5*x-323*c^3*g^4*p*x-57*c^3*g^4*q*x-452*c^3*g ^4*r*x+598*c^3*g^4*x^2-1971*c^3*g^3*p^2*x-1108*c^3*g^3*p*q*x-5246*c^3*g^3*p*r*x +9906*c^3*g^3*p*x^2-69*c^3*g^3*q^2*x-1486*c^3*g^3*q*r*x+2994*c^3*g^3*q*x^2-3275 *c^3*g^3*r^2*x+19783*c^3*g^3*r*x^2+5400*c^3*g^3*x^3-4617*c^3*g^2*p^3*x-5229*c^3 *g^2*p^2*q*x-18076*c^3*g^2*p^2*r*x+38960*c^3*g^2*p^2*x^2-1227*c^3*g^2*p*q^2*x-\ 13352*c^3*g^2*p*q*r*x+33832*c^3*g^2*p*q*x^2-22301*c^3*g^2*p*r^2*x+146130*c^3*g^ 2*p*r*x^2+6064*c^3*g^2*p*x^3-31*c^3*g^2*q^3*x-1520*c^3*g^2*q^2*r*x+3992*c^3*g^2 *q^2*x^2-8123*c^3*g^2*q*r^2*x+62010*c^3*g^2*q*r*x^2+13104*c^3*g^2*q*x^3-8842*c^ 3*g^2*r^3*x+112203*c^3*g^2*r^2*x^2-75848*c^3*g^2*r*x^3-38412*c^3*g^2*x^4-4510*c ^3*g*p^4*x-8138*c^3*g*p^3*q*x-23232*c^3*g*p^3*r*x+53494*c^3*g*p^3*x^2-4134*c^3* g*p^2*q^2*x-30928*c^3*g*p^2*q*r*x+83906*c^3*g*p^2*q*x^2-42636*c^3*g*p^2*r^2*x+ 288793*c^3*g*p^2*r*x^2-19268*c^3*g*p^2*x^3-510*c^3*g*p*q^3*x-10024*c^3*g*p*q^2* r*x+32138*c^3*g*p*q^2*x^2-37442*c^3*g*p*q*r^2*x+298902*c^3*g*p*q*r*x^2-4032*c^3 *g*p*q*x^3-33616*c^3*g*p*r^3*x+440637*c^3*g*p*r^2*x^2-353508*c^3*g*p*r*x^3-\ 99644*c^3*g*p*x^4-4*c^3*g*q^4*x-544*c^3*g*q^3*r*x+1726*c^3*g*q^3*x^2-5890*c^3*g *q^2*r^2*x+55657*c^3*g*q^2*r*x^2+15236*c^3*g*q^2*x^3-14652*c^3*g*q*r^3*x+218757 *c^3*g*q*r^2*x^2-216620*c^3*g*q*r*x^3-99644*c^3*g*q*x^4-9702*c^3*g*r^4*x+205338 *c^3*g*r^3*x^2-403344*c^3*g*r^2*x^3-32332*c^3*g*r*x^4-1548*c^3*p^5*x-3932*c^3*p ^4*q*x-9848*c^3*p^4*r*x+23742*c^3*p^4*x^2-3284*c^3*p^3*q^2*x-19816*c^3*p^3*q*r* x+55560*c^3*p^3*q*x^2-23912*c^3*p^3*r^2*x+165424*c^3*p^3*r*x^2-21388*c^3*p^3*x^ 3-964*c^3*p^2*q^3*x-12108*c^3*p^2*q^2*r*x+40044*c^3*p^2*q^2*x^2-35856*c^3*p^2*q *r^2*x+289440*c^3*p^2*q*r*x^2-33868*c^3*p^2*q*x^3-28128*c^3*p^2*r^3*x+374112*c^ 3*p^2*r^2*x^2-324856*c^3*p^2*r*x^3-62180*c^3*p^2*x^4-64*c^3*p*q^4*x-2192*c^3*p* q^3*r*x+8376*c^3*p*q^3*x^2-14364*c^3*p*q^2*r^2*x+138096*c^3*p*q^2*r*x^2-3572*c^ 3*p*q^2*x^3-27992*c^3*p*q*r^3*x+427728*c^3*p*q*r^2*x^2-451248*c^3*p*q*r*x^3-\ 124360*c^3*p*q*x^4-16172*c^3*p*r^4*x+346920*c^3*p*r^3*x^2-702576*c^3*p*r^2*x^3-\ 8376*c^3*p*r*x^4-52*c^3*q^4*r*x+150*c^3*q^4*x^2-1228*c^3*q^3*r^2*x+14080*c^3*q^ 3*r*x^2+8908*c^3*q^3*x^3-5540*c^3*q^2*r^3*x+96192*c^3*q^2*r^2*x^2-126392*c^3*q^ 2*r*x^3-62180*c^3*q^2*x^4-8020*c^3*q*r^4*x+193848*c^3*q*r^3*x^2-481008*c^3*q*r^ 2*x^3-8376*c^3*q*r*x^4-3656*c^3*r^5*x+114490*c^3*r^4*x^2-416464*c^3*r^3*x^3+ 103756*c^3*r^2*x^4-c^2*g^6*x-41*c^2*g^5*p*x-5*c^2*g^5*q*x-59*c^2*g^5*r*x+31*c^2 *g^5*x^2-388*c^2*g^4*p^2*x-190*c^2*g^4*p*q*x-1051*c^2*g^4*p*r*x+1543*c^2*g^4*p* x^2-8*c^2*g^4*q^2*x-261*c^2*g^4*q*r*x+391*c^2*g^4*q*x^2-663*c^2*g^4*r^2*x+3369* c^2*g^4*r*x^2+1904*c^2*g^4*x^3-1365*c^2*g^3*p^3*x-1473*c^2*g^3*p^2*q*x-5402*c^2 *g^3*p^2*r*x+10458*c^2*g^3*p^2*x^2-301*c^2*g^3*p*q^2*x-3786*c^2*g^3*p*q*r*x+ 8570*c^2*g^3*p*q*x^2-6709*c^2*g^3*p*r^2*x+40725*c^2*g^3*p*r*x^2+6022*c^2*g^3*p* x^3-5*c^2*g^3*q^3*x-382*c^2*g^3*q^2*r*x+810*c^2*g^3*q^2*x^2-2313*c^2*g^3*q*r^2* x+16095*c^2*g^3*q*r*x^2+6570*c^2*g^3*q*x^3-2672*c^2*g^3*r^3*x+31871*c^2*g^3*r^2 *x^2-14484*c^2*g^3*r*x^3-12690*c^2*g^3*x^4-2155*c^2*g^2*p^4*x-3820*c^2*g^2*p^3* q*x-11162*c^2*g^2*p^3*r*x+24377*c^2*g^2*p^3*x^2-1864*c^2*g^2*p^2*q^2*x-14584*c^ 2*g^2*p^2*q*r*x+37437*c^2*g^2*p^2*q*x^2-20556*c^2*g^2*p^2*r^2*x+134000*c^2*g^2* p^2*r*x^2-2294*c^2*g^2*p^2*x^3-200*c^2*g^2*p*q^3*x-4528*c^2*g^2*p*q^2*r*x+13569 *c^2*g^2*p*q^2*x^2-17708*c^2*g^2*p*q*r^2*x+135374*c^2*g^2*p*q*r*x^2+7976*c^2*g^ 2*p*q*x^3-16246*c^2*g^2*p*r^3*x+206683*c^2*g^2*p*r^2*x^2-143294*c^2*g^2*p*r*x^3 -50842*c^2*g^2*p*x^4-c^2*g^2*q^4*x-218*c^2*g^2*q^3*r*x+509*c^2*g^2*q^3*x^2-2664 *c^2*g^2*q^2*r^2*x+23660*c^2*g^2*q^2*r*x^2+10270*c^2*g^2*q^2*x^3-6944*c^2*g^2*q *r^3*x+99541*c^2*g^2*q*r^2*x^2-83770*c^2*g^2*q*r*x^3-50842*c^2*g^2*q*x^4-4697*c ^2*g^2*r^4*x+97060*c^2*g^2*r^3*x^2-173680*c^2*g^2*r^2*x^3-26794*c^2*g^2*r*x^4-\ 1560*c^2*g*p^5*x-3938*c^2*g*p^4*q*x-9946*c^2*g*p^4*r*x+23297*c^2*g*p^4*x^2-3250 *c^2*g*p^3*q^2*x-19888*c^2*g*p^3*q*r*x+54086*c^2*g*p^3*q*x^2-24184*c^2*g*p^3*r^ 2*x+163702*c^2*g*p^3*r*x^2-16922*c^2*g*p^3*x^3-926*c^2*g*p^2*q^3*x-12006*c^2*g* p^2*q^2*r*x+38322*c^2*g*p^2*q^2*x^2-36036*c^2*g*p^2*q*r^2*x+284022*c^2*g*p^2*q* r*x^2-23530*c^2*g*p^2*q*x^3-28476*c^2*g*p^2*r^3*x+372132*c^2*g*p^2*r^2*x^2-\ 301448*c^2*g*p^2*r*x^3-65122*c^2*g*p^2*x^4-54*c^2*g*p*q^4*x-2108*c^2*g*p*q^3*r* x+7574*c^2*g*p*q^3*x^2-14262*c^2*g*p*q^2*r^2*x+133092*c^2*g*p*q^2*r*x^2+3706*c^ 2*g*p*q^2*x^3-28160*c^2*g*p*q*r^3*x+421506*c^2*g*p*q*r^2*x^2-413096*c^2*g*p*q*r *x^3-130244*c^2*g*p*q*x^4-16384*c^2*g*p*r^4*x+346346*c^2*g*p*r^3*x^2-669404*c^2 *g*p*r^2*x^3-29332*c^2*g*p*r*x^4-44*c^2*g*q^4*r*x+41*c^2*g*q^4*x^2-1182*c^2*g*q ^3*r^2*x+12772*c^2*g*q^3*r*x^2+10314*c^2*g*q^3*x^3-5506*c^2*g*q^2*r^3*x+92682*c ^2*g*q^2*r^2*x^2-111648*c^2*g*q^2*r*x^3-65122*c^2*g*q^2*x^4-8074*c^2*g*q*r^4*x+ 191570*c^2*g*q*r^3*x^2-451964*c^2*g*q*r^2*x^3-29332*c^2*g*q*r*x^4-3706*c^2*g*r^ 5*x+114619*c^2*g*r^4*x^2-402928*c^2*g*r^3*x^3+81746*c^2*g*r^2*x^4-422*c^2*p^6*x -1400*c^2*p^5*q*x-3182*c^2*p^5*r*x+7856*c^2*p^5*x^2-1672*c^2*p^4*q^2*x-8758*c^2 *p^4*q*r*x+24736*c^2*p^4*q*x^2-9580*c^2*p^4*r^2*x+66676*c^2*p^4*r*x^2-10514*c^2 *p^4*x^3-836*c^2*p^3*q^3*x-8276*c^2*p^3*q^2*r*x+27044*c^2*p^3*q^2*x^2-21032*c^2 *p^3*q*r^2*x+168280*c^2*p^3*q*r*x^2-26828*c^2*p^3*q*x^3-14940*c^2*p^3*r^3*x+ 198564*c^2*p^3*r^2*x^2-174900*c^2*p^3*r*x^3-26790*c^2*p^3*x^4-146*c^2*p^2*q^4*x -3008*c^2*p^2*q^3*r*x+11276*c^2*p^2*q^3*x^2-14796*c^2*p^2*q^2*r^2*x+138480*c^2* p^2*q^2*r*x^2-17400*c^2*p^2*q^2*x^3-24548*c^2*p^2*q*r^3*x+372132*c^2*p^2*q*r^2* x^2-389244*c^2*p^2*q*r*x^3-80370*c^2*p^2*q*x^4-12830*c^2*p^2*r^4*x+274196*c^2*p ^2*r^3*x^2-551058*c^2*p^2*r^2*x^3+4662*c^2*p^2*r*x^4-4*c^2*p*q^5*x-310*c^2*p*q^ 4*r*x+1084*c^2*p*q^4*x^2-3508*c^2*p*q^3*r^2*x+38824*c^2*p*q^3*r*x^2+3628*c^2*p* q^3*x^3-11452*c^2*p*q^2*r^3*x+199116*c^2*p*q^2*r^2*x^2-253788*c^2*p*q^2*r*x^3-\ 80370*c^2*p*q^2*x^4-14032*c^2*p*q*r^4*x+338368*c^2*p*q*r^3*x^2-813528*c^2*p*q*r ^2*x^3+9324*c^2*p*q*r*x^4-5782*c^2*p*r^5*x+180124*c^2*p*r^4*x^2-642084*c^2*p*r^ 3*x^3+159750*c^2*p*r^2*x^4-2*c^2*q^5*r*x-28*c^2*q^5*x^2-164*c^2*q^4*r^2*x+1948* c^2*q^4*r*x^2+4714*c^2*q^4*x^3-1336*c^2*q^3*r^3*x+25548*c^2*q^3*r^2*x^2-39444*c ^2*q^3*r*x^3-26790*c^2*q^3*x^4-3260*c^2*q^2*r^4*x+87680*c^2*q^2*r^3*x^2-262470* c^2*q^2*r^2*x^3+4662*c^2*q^2*r*x^4-3158*c^2*q*r^5*x+109780*c^2*q*r^4*x^2-468876 *c^2*q*r^3*x^3+159750*c^2*q*r^2*x^4-1072*c^2*r^6*x+45672*c^2*r^5*x^2-255412*c^2 *r^4*x^3+156798*c^2*r^3*x^4-2*c*g^6*p*x-3*c*g^6*r*x-3*c*g^6*x^2-35*c*g^5*p^2*x-\ 12*c*g^5*p*q*x-98*c*g^5*p*r*x+67*c*g^5*p*x^2-17*c*g^5*q*r*x+10*c*g^5*q*x^2-63*c *g^5*r^2*x+208*c*g^5*r*x^2+292*c*g^5*x^3-185*c*g^4*p^3*x-181*c*g^4*p^2*q*x-748* c*g^4*p^2*r*x+1161*c*g^4*p^2*x^2-26*c*g^4*p*q^2*x-468*c*g^4*p*q*r*x+841*c*g^4*p *q*x^2-941*c*g^4*p*r^2*x+4919*c*g^4*p*r*x^2+1736*c*g^4*p*x^3-34*c*g^4*q^2*r*x+ 42*c*g^4*q^2*x^2-287*c*g^4*q*r^2*x+1655*c*g^4*q*r*x^2+1440*c*g^4*q*x^3-378*c*g^ 4*r^3*x+4016*c*g^4*r^2*x^2-212*c*g^4*r*x^3-2030*c*g^4*x^4-430*c*g^3*p^4*x-737*c *g^3*p^3*q*x-2253*c*g^3*p^3*r*x+4479*c*g^3*p^3*x^2-332*c*g^3*p^2*q^2*x-2835*c*g ^3*p^2*q*r*x+6616*c*g^3*p^2*q*x^2-4179*c*g^3*p^2*r^2*x+25516*c*g^3*p^2*r*x^2+ 1723*c*g^3*p^2*x^3-25*c*g^3*p*q^3*x-802*c*g^3*p*q^2*r*x+2152*c*g^3*p*q^2*x^2-\ 3459*c*g^3*p*q*r^2*x+24574*c*g^3*p*q*r*x^2+4652*c*g^3*p*q*x^3-3319*c*g^3*p*r^3* x+40241*c*g^3*p*r^2*x^2-20576*c*g^3*p*r*x^3-11257*c*g^3*p*x^4-28*c*g^3*q^3*r*x+ 15*c*g^3*q^3*x^2-470*c*g^3*q^2*r^2*x+3754*c*g^3*q^2*r*x^2+2929*c*g^3*q^2*x^3-\ 1361*c*g^3*q*r^3*x+18212*c*g^3*q*r^2*x^2-10628*c*g^3*q*r*x^3-11257*c*g^3*q*x^4-\ 963*c*g^3*r^4*x+19204*c*g^3*r^3*x^2-28822*c*g^3*r^2*x^3-8785*c*g^3*r*x^4-498*c* g^2*p^5*x-1243*c*g^2*p^4*q*x-3191*c*g^2*p^4*r*x+7155*c*g^2*p^4*x^2-1003*c*g^2*p ^3*q^2*x-6304*c*g^2*p^3*q*r*x+16373*c*g^2*p^3*q*x^2-7784*c*g^2*p^3*r^2*x+51107* c*g^2*p^3*r*x^2-3147*c*g^2*p^3*x^3-269*c*g^2*p^2*q^3*x-3712*c*g^2*p^2*q^2*r*x+ 11242*c*g^2*p^2*q^2*x^2-11454*c*g^2*p^2*q*r^2*x+87212*c*g^2*p^2*q*r*x^2-2363*c* g^2*p^2*q*x^3-9186*c*g^2*p^2*r^3*x+117427*c*g^2*p^2*r^2*x^2-84191*c*g^2*p^2*r*x ^3-22260*c*g^2*p^2*x^4-11*c*g^2*p*q^4*x-608*c*g^2*p*q^3*r*x+1985*c*g^2*p*q^3*x^ 2-4415*c*g^2*p*q^2*r^2*x+39428*c*g^2*p*q^2*r*x^2+4715*c*g^2*p*q^2*x^3-8968*c*g^ 2*p*q*r^3*x+130496*c*g^2*p*q*r^2*x^2-112344*c*g^2*p*q*r*x^3-44520*c*g^2*p*q*x^4 -5294*c*g^2*p*r^4*x+110153*c*g^2*p*r^3*x^2-196986*c*g^2*p*r^2*x^3-19548*c*g^2*p *r*x^4-9*c*g^2*q^4*r*x-39*c*g^2*q^4*x^2-339*c*g^2*q^3*r^2*x+3323*c*g^2*q^3*r*x^ 2+3931*c*g^2*q^3*x^3-1706*c*g^2*q^2*r^3*x+27343*c*g^2*q^2*r^2*x^2-28153*c*g^2*q ^2*r*x^3-22260*c*g^2*q^2*x^4-2575*c*g^2*q*r^4*x+59657*c*g^2*q*r^3*x^2-129170*c* g^2*q*r^2*x^3-19548*c*g^2*q*r*x^4-1199*c*g^2*r^5*x+36678*c*g^2*r^4*x^2-122320*c *g^2*r^3*x^3+15090*c*g^2*r^2*x^4-283*c*g*p^6*x-936*c*g*p^5*q*x-2137*c*g*p^5*r*x +5157*c*g*p^5*x^2-1112*c*g*p^4*q^2*x-5863*c*g*p^4*q*r*x+16154*c*g*p^4*q*x^2-\ 6440*c*g*p^4*r^2*x+44077*c*g*p^4*r*x^2-5969*c*g*p^4*x^3-550*c*g*p^3*q^3*x-5510* c*g*p^3*q^2*r*x+17490*c*g*p^3*q^2*x^2-14092*c*g*p^3*q*r^2*x+110626*c*g*p^3*q*r* x^2-14542*c*g*p^3*q*x^3-10050*c*g*p^3*r^3*x+131865*c*g*p^3*r^2*x^2-109549*c*g*p ^3*r*x^3-18753*c*g*p^3*x^4-93*c*g*p^2*q^4*x-1980*c*g*p^2*q^3*r*x+7116*c*g*p^2*q ^3*x^2-9858*c*g*p^2*q^2*r^2*x+90096*c*g*p^2*q^2*r*x^2-7812*c*g*p^2*q^2*x^3-\ 16458*c*g*p^2*q*r^3*x+245646*c*g*p^2*q*r^2*x^2-241657*c*g*p^2*q*r*x^3-56259*c*g *p^2*q*x^4-8635*c*g*p^2*r^4*x+182703*c*g*p^2*r^3*x^2-352990*c*g*p^2*r^2*x^3-\ 6163*c*g*p^2*r*x^4-2*c*g*p*q^5*x-197*c*g*p*q^4*r*x+593*c*g*p*q^4*x^2-2310*c*g*p *q^3*r^2*x+24622*c*g*p*q^3*r*x^2+4126*c*g*p*q^3*x^3-7634*c*g*p*q^2*r^3*x+129879 *c*g*p*q^2*r^2*x^2-154667*c*g*p*q^2*r*x^3-56259*c*g*p*q^2*x^4-9412*c*g*p*q*r^4* x+224030*c*g*p*q*r^3*x^2-516572*c*g*p*q*r^2*x^3-12326*c*g*p*q*r*x^4-3893*c*g*p* r^5*x+120334*c*g*p*r^4*x^2-416880*c*g*p*r^3*x^3+87723*c*g*p*r^2*x^4-c*g*q^5*r*x -30*c*g*q^5*x^2-104*c*g*q^4*r^2*x+1075*c*g*q^4*r*x^2+3365*c*g*q^4*x^3-880*c*g*q ^3*r^3*x+16098*c*g*q^3*r^2*x^2-22559*c*g*q^3*r*x^3-18753*c*g*q^3*x^4-2174*c*g*q ^2*r^4*x+57273*c*g*q^2*r^3*x^2-163582*c*g*q^2*r^2*x^3-6163*c*g*q^2*r*x^4-2119*c *g*q*r^5*x+72856*c*g*q*r^4*x^2-301808*c*g*q*r^3*x^3+87723*c*g*q*r^2*x^4-722*c*g *r^6*x+30576*c*g*r^5*x^2-167470*c*g*r^4*x^3+94887*c*g*r^3*x^4-63*c*p^7*x-261*c* p^6*q*x-546*c*p^6*r*x+1390*c*p^6*x^2-414*c*p^5*q^2*x-1938*c*p^5*q*r*x+5559*c*p^ 5*q*x^2-1953*c*p^5*r^2*x+13756*c*p^5*r*x^2-2543*c*p^5*x^3-306*c*p^4*q^3*x-2556* c*p^4*q^2*r*x+8331*c*p^4*q^2*x^2-5775*c*p^4*q*r^2*x+46112*c*p^4*q*r*x^2-8957*c* p^4*q*x^3-3780*c*p^4*r^3*x+50361*c*p^4*r^2*x^2-45616*c*p^4*r*x^3-5720*c*p^4*x^4 -99*c*p^3*q^4*x-1500*c*p^3*q^3*r*x+5534*c*p^3*q^3*x^2-6084*c*p^3*q^2*r^2*x+ 55840*c*p^3*q^2*r*x^2-10398*c*p^3*q^2*x^3-8940*c*p^3*q*r^3*x+134520*c*p^3*q*r^2 *x^2-141776*c*p^3*q*r*x^3-22880*c*p^3*q*x^4-4305*c*p^3*r^4*x+91684*c*p^3*r^3*x^ 2-185397*c*p^3*r^2*x^3+4668*c*p^3*r*x^4-9*c*p^2*q^5*x-354*c*p^2*q^4*r*x+1356*c* p^2*q^4*x^2-2664*c*p^2*q^3*r^2*x+28408*c*p^2*q^3*r*x^2-2882*c*p^2*q^3*x^3-7056* c*p^2*q^2*r^3*x+121014*c*p^2*q^2*r^2*x^2-151632*c*p^2*q^2*r*x^3-34320*c*p^2*q^2 *x^4-7635*c*p^2*q*r^4*x+182478*c*p^2*q*r^3*x^2-432309*c*p^2*q*r^2*x^3+14004*c*p ^2*q*r*x^4-2898*c*p^2*r^5*x+89596*c*p^2*r^4*x^2-317226*c*p^2*r^3*x^3+80706*c*p^ 2*r^2*x^4-18*c*p*q^5*r*x-21*c*p*q^5*x^2-411*c*p*q^4*r^2*x+4964*c*p*q^4*r*x^2+ 2317*c*p*q^4*x^3-2052*c*p*q^3*r^3*x+39912*c*p*q^3*r^2*x^2-60400*c*p*q^3*r*x^3-\ 22880*c*p*q^3*x^4-4014*c*p*q^2*r^4*x+107832*c*p*q^2*r^3*x^2-308427*c*p*q^2*r^2* x^3+14004*c*p*q^2*r*x^4-3426*c*p*q*r^5*x+118049*c*p*q*r^4*x^2-490248*c*p*q*r^3* x^3+161412*c*p*q*r^2*x^4-1071*c*p*r^6*x+45144*c*p*r^5*x^2-248010*c*p*r^4*x^3+ 147396*c*p*r^3*x^4-5*c*q^6*x^2-9*c*q^5*r^2*x+40*c*q^5*r*x^2+1215*c*q^5*x^3-156* c*q^4*r^3*x+3057*c*q^4*r^2*x^2-4928*c*q^4*r*x^3-5720*c*q^4*x^4-582*c*q^3*r^4*x+ 17038*c*q^3*r^3*x^2-61515*c*q^3*r^2*x^3+4668*c*q^3*r*x^4-900*c*q^2*r^5*x+34327* c*q^2*r^4*x^2-173022*c*q^2*r^3*x^3+80706*c*q^2*r^2*x^4-633*c*q*r^6*x+29538*c*q* r^5*x^2-190758*c*q*r^4*x^3+147396*c*q*r^3*x^4-168*c*r^7*x+9237*c*r^6*x^2-73108* c*r^5*x^3+78418*c*r^4*x^4-g^6*p^2*x-3*g^6*p*r*x-3*g^6*p*x^2-2*g^6*r^2*x-g^6*r*x ^2+12*g^6*x^3-9*g^5*p^3*x-7*g^5*p^2*q*x-38*g^5*p^2*r*x+32*g^5*p^2*x^2-18*g^5*p* q*r*x+15*g^5*p*q*x^2-49*g^5*p*r^2*x+179*g^5*p*r*x^2+152*g^5*p*x^3-g^5*q^2*x^2-\ 11*g^5*q*r^2*x+35*g^5*q*r*x^2+104*g^5*q*x^3-20*g^5*r^3*x+164*g^5*r^2*x^2+128*g^ 5*r*x^3-120*g^5*x^4-30*g^4*p^4*x-48*g^4*p^3*q*x-161*g^4*p^3*r*x+264*g^4*p^3*x^2 -18*g^4*p^2*q^2*x-187*g^4*p^2*q*r*x+360*g^4*p^2*q*x^2-303*g^4*p^2*r^2*x+1626*g^ 4*p^2*r*x^2+361*g^4*p^2*x^3-42*g^4*p*q^2*r*x+90*g^4*p*q^2*x^2-230*g^4*p*q*r^2*x +1415*g^4*p*q*r*x^2+648*g^4*p*q*x^3-243*g^4*p*r^3*x+2688*g^4*p*r^2*x^2-522*g^4* p*r*x^3-901*g^4*p*x^4-6*g^4*q^3*x^2-24*g^4*q^2*r^2*x+150*g^4*q^2*r*x^2+287*g^4* q^2*x^3-91*g^4*q*r^3*x+1065*g^4*q*r^2*x^2-78*g^4*q*r*x^3-901*g^4*q*x^4-71*g^4*r ^4*x+1326*g^4*r^3*x^2-1342*g^4*r^2*x^3-951*g^4*r*x^4-50*g^3*p^5*x-122*g^3*p^4*q *x-324*g^3*p^4*r*x+673*g^3*p^4*x^2-94*g^3*p^3*q^2*x-624*g^3*p^3*q*r*x+1499*g^3* p^3*q*x^2-796*g^3*p^3*r^2*x+4968*g^3*p^3*r*x^2+43*g^3*p^3*x^3-22*g^3*p^2*q^3*x-\ 348*g^3*p^2*q^2*r*x+968*g^3*p^2*q^2*x^2-1140*g^3*p^2*q*r^2*x+8204*g^3*p^2*q*r*x ^2+571*g^3*p^2*q*x^3-944*g^3*p^2*r^3*x+11668*g^3*p^2*r^2*x^2-6558*g^3*p^2*r*x^3 -2480*g^3*p^2*x^4-48*g^3*p*q^3*r*x+131*g^3*p*q^3*x^2-414*g^3*p*q^2*r^2*x+3443*g ^3*p*q^2*r*x^2+1013*g^3*p*q^2*x^3-896*g^3*p*q*r^3*x+12477*g^3*p*q*r^2*x^2-8232* g^3*p*q*r*x^3-4960*g^3*p*q*x^4-546*g^3*p*r^4*x+11124*g^3*p*r^3*x^2-17249*g^3*p* r^2*x^3-3502*g^3*p*r*x^4-11*g^3*q^4*x^2-26*g^3*q^3*r^2*x+207*g^3*q^3*r*x^2+485* g^3*q^3*x^3-160*g^3*q^2*r^3*x+2353*g^3*q^2*r^2*x^2-1674*g^3*q^2*r*x^3-2480*g^3* q^2*x^4-258*g^3*q*r^4*x+5772*g^3*q*r^3*x^2-10619*g^3*q*r^2*x^3-3502*g^3*q*r*x^4 -124*g^3*r^5*x+3751*g^3*r^4*x^2-11424*g^3*r^3*x^3-162*g^3*r^2*x^4-45*g^2*p^6*x-\ 148*g^2*p^5*q*x-341*g^2*p^5*r*x+799*g^2*p^5*x^2-174*g^2*p^4*q^2*x-930*g^2*p^4*q *r*x+2478*g^2*p^4*q*x^2-1030*g^2*p^4*r^2*x+6925*g^2*p^4*r*x^2-691*g^2*p^4*x^3-\ 84*g^2*p^3*q^3*x-864*g^2*p^3*q^2*r*x+2632*g^2*p^3*q^2*x^2-2240*g^2*p^3*q*r^2*x+ 17184*g^2*p^3*q*r*x^2-1486*g^2*p^3*q*x^3-1610*g^2*p^3*r^3*x+20916*g^2*p^3*r^2*x ^2-15718*g^2*p^3*r*x^3-3221*g^2*p^3*x^4-13*g^2*p^2*q^4*x-302*g^2*p^2*q^3*r*x+ 1018*g^2*p^2*q^3*x^2-1548*g^2*p^2*q^2*r^2*x+13696*g^2*p^2*q^2*r*x^2-312*g^2*p^2 *q^2*x^3-2620*g^2*p^2*q*r^3*x+38479*g^2*p^2*q*r^2*x^2-34086*g^2*p^2*q*r*x^3-\ 9663*g^2*p^2*q*x^4-1385*g^2*p^2*r^4*x+29188*g^2*p^2*r^3*x^2-52918*g^2*p^2*r^2*x ^3-3247*g^2*p^2*r*x^4-27*g^2*p*q^4*r*x+57*g^2*p*q^4*x^2-352*g^2*p*q^3*r^2*x+ 3540*g^2*p*q^3*r*x^2+1070*g^2*p*q^3*x^3-1200*g^2*p*q^2*r^3*x+19828*g^2*p*q^2*r^ 2*x^2-21018*g^2*p*q^2*r*x^3-9663*g^2*p*q^2*x^4-1500*g^2*p*q*r^4*x+35318*g^2*p*q *r^3*x^2-76076*g^2*p*q*r^2*x^3-6494*g^2*p*q*r*x^4-625*g^2*p*r^5*x+19333*g^2*p*r ^4*x^2-64201*g^2*p*r^3*x^3+9371*g^2*p*r^2*x^4-8*g^2*q^5*x^2-14*g^2*q^4*r^2*x+ 103*g^2*q^4*r*x^2+587*g^2*q^4*x^3-134*g^2*q^3*r^3*x+2265*g^2*q^3*r^2*x^2-2650*g ^2*q^3*r*x^3-3221*g^2*q^3*x^4-342*g^2*q^2*r^4*x+8764*g^2*q^2*r^3*x^2-23158*g^2* q^2*r^2*x^3-3247*g^2*q^2*r*x^4-338*g^2*q*r^5*x+11545*g^2*q*r^4*x^2-45671*g^2*q* r^3*x^3+9371*g^2*q*r^2*x^4-116*g^2*r^6*x+4935*g^2*r^5*x^2-26310*g^2*r^4*x^3+ 12893*g^2*r^3*x^4-21*g*p^7*x-87*g*p^6*q*x-182*g*p^6*r*x+457*g*p^6*x^2-138*g*p^5 *q^2*x-646*g*p^5*q*r*x+1822*g*p^5*q*x^2-651*g*p^5*r^2*x+4545*g*p^5*r*x^2-755*g* p^5*x^3-102*g*p^4*q^3*x-852*g*p^4*q^2*r*x+2716*g*p^4*q^2*x^2-1925*g*p^4*q*r^2*x +15185*g*p^4*q*r*x^2-2601*g*p^4*q*x^3-1260*g*p^4*r^3*x+16695*g*p^4*r^2*x^2-\ 14438*g*p^4*r*x^3-2006*g*p^4*x^4-33*g*p^3*q^4*x-500*g*p^3*q^3*r*x+1784*g*p^3*q^ 3*x^2-2028*g*p^3*q^2*r^2*x+18285*g*p^3*q^2*r*x^2-2854*g*p^3*q^2*x^3-2980*g*p^3* q*r^3*x+44439*g*p^3*q*r^2*x^2-44596*g*p^3*q*r*x^3-8024*g*p^3*q*x^4-1435*g*p^3*r ^4*x+30470*g*p^3*r^3*x^2-59774*g*p^3*r^2*x^3+210*g*p^3*r*x^4-3*g*p^2*q^5*x-118* g*p^2*q^4*r*x+421*g*p^2*q^4*x^2-888*g*p^2*q^3*r^2*x+9195*g*p^2*q^3*r*x^2-506*g* p^2*q^3*x^3-2352*g*p^2*q^2*r^3*x+39732*g*p^2*q^2*r^2*x^2-47160*g*p^2*q^2*r*x^3-\ 12036*g*p^2*q^2*x^4-2545*g*p^2*q*r^4*x+60427*g*p^2*q*r^3*x^2-138554*g*p^2*q*r^2 *x^3+630*g*p^2*q*r*x^4-966*g*p^2*r^5*x+29835*g*p^2*r^4*x^2-103462*g*p^2*r^3*x^3 +22953*g*p^2*r^2*x^4-6*g*p*q^5*r*x-14*g*p*q^5*x^2-137*g*p*q^4*r^2*x+1550*g*p*q^ 4*r*x^2+921*g*p*q^4*x^3-684*g*p*q^3*r^3*x+12927*g*p*q^3*r^2*x^2-18284*g*p*q^3*r *x^3-8024*g*p*q^3*x^4-1338*g*p*q^2*r^4*x+35473*g*p*q^2*r^3*x^2-97786*g*p*q^2*r^ 2*x^3+630*g*p*q^2*r*x^4-1142*g*p*q*r^5*x+39167*g*p*q*r^4*x^2-158972*g*p*q*r^3*x ^3+45906*g*p*q*r^2*x^4-357*g*p*r^6*x+15057*g*p*r^5*x^2-81579*g*p*r^4*x^3+45183* g*p*r^3*x^4-2*g*q^6*x^2-3*g*q^5*r^2*x+419*g*q^5*x^3-52*g*q^4*r^3*x+939*g*q^4*r^ 2*x^2-1282*g*q^4*r*x^3-2006*g*q^4*x^4-194*g*q^3*r^4*x+5516*g*q^3*r^3*x^2-19006* g*q^3*r^2*x^3+210*g*q^3*r*x^4-300*g*q^2*r^5*x+11310*g*q^2*r^4*x^2-55510*g*q^2*r ^3*x^3+22953*g*q^2*r^2*x^4-211*g*q*r^6*x+9816*g*q*r^5*x^2-62413*g*q*r^4*x^3+ 45183*g*q*r^3*x^4-56*g*r^7*x+3085*g*r^6*x^2-24208*g*r^5*x^3+24904*g*r^4*x^4-4*p ^8*x-20*p^7*q*x-39*p^7*r*x+102*p^7*x^2-40*p^6*q^2*x-171*p^6*q*r*x+498*p^6*q*x^2 -161*p^6*r^2*x+1142*p^6*r*x^2-242*p^6*x^3-40*p^5*q^3*x-294*p^5*q^2*r*x+960*p^5* q^2*x^2-606*p^5*q*r^2*x+4821*p^5*q*r*x^2-1088*p^5*q*x^3-371*p^5*r^3*x+4920*p^5* r^2*x^2-4628*p^5*r*x^3-484*p^5*x^4-20*p^4*q^4*x-246*p^4*q^3*r*x+900*p^4*q^3*x^2 -870*p^4*q^2*r^2*x+7854*p^4*q^2*r*x^2-1810*p^4*q^2*x^3-1165*p^4*q*r^3*x+17307*p ^4*q*r^2*x^2-18612*p^4*q*r*x^3-2420*p^4*q*x^4-525*p^4*r^4*x+11040*p^4*r^3*x^2-\ 22689*p^4*r^2*x^3+906*p^4*r*x^4-4*p^3*q^5*x-99*p^3*q^4*r*x+390*p^3*q^4*x^2-584* p^3*q^3*r^2*x+6046*p^3*q^3*r*x^2-1200*p^3*q^3*x^3-1340*p^3*q^2*r^3*x+22524*p^3* q^2*r^2*x^2-28168*p^3*q^2*r*x^3-4840*p^3*q^2*x^4-1320*p^3*q*r^4*x+30978*p^3*q*r ^3*x^2-73266*p^3*q*r^2*x^3+3624*p^3*q*r*x^4-469*p^3*r^5*x+14230*p^3*r^4*x^2-\ 50519*p^3*r^3*x^3+13385*p^3*r^2*x^4-15*p^2*q^5*r*x+42*p^2*q^5*x^2-177*p^2*q^4*r ^2*x+2094*p^2*q^4*r*x^2+10*p^2*q^4*x^3-676*p^2*q^3*r^3*x+12930*p^2*q^3*r^2*x^2-\ 19112*p^2*q^3*r*x^3-4840*p^2*q^3*x^4-1140*p^2*q^2*r^4*x+30048*p^2*q^2*r^3*x^2-\ 83664*p^2*q^2*r^2*x^3+5436*p^2*q^2*r*x^4-885*p^2*q*r^5*x+29832*p^2*q*r^4*x^2-\ 122019*p^2*q*r^3*x^3+40155*p^2*q*r^2*x^4-259*p^2*r^6*x+10662*p^2*r^5*x^2-58073* p^2*r^4*x^3+34326*p^2*r^3*x^4-12*p*q^6*x^2-18*p*q^5*r^2*x+213*p*q^5*r*x^2+368*p *q^5*x^3-137*p*q^4*r^3*x+2916*p*q^4*r^2*x^2-5028*p*q^4*r*x^3-2420*p*q^4*x^4-384 *p*q^3*r^4*x+11322*p*q^3*r^3*x^2-38286*p*q^3*r^2*x^3+3624*p*q^3*r*x^4-510*p*q^2 *r^5*x+19140*p*q^2*r^4*x^2-92481*p*q^2*r^3*x^3+40155*p*q^2*r^2*x^4-326*p*q*r^6* x+14841*p*q*r^5*x^2-93248*p*q*r^4*x^3+68652*p*q*r^3*x^4-81*p*r^7*x+4332*p*r^6*x ^2-33657*p*r^5*x^3+35019*p*r^4*x^4-10*q^6*r*x^2+122*q^6*x^3-7*q^5*r^3*x+123*q^5 *r^2*x^2-100*q^5*r*x^3-484*q^5*x^4-39*q^4*r^4*x+1212*q^4*r^3*x^2-5199*q^4*r^2*x ^3+906*q^4*r*x^4-86*q^3*r^5*x+3538*q^3*r^4*x^2-20981*q^3*r^3*x^3+13385*q^3*r^2* x^4-94*q^2*r^6*x+4722*q^2*r^5*x^2-35175*q^2*r^4*x^3+34326*q^2*r^3*x^4-51*q*r^7* x+3003*q*r^6*x^2-26971*q*r^5*x^3+35019*q*r^4*x^4-11*r^8*x+740*r^7*x^2-7800*r^6* x^3+12688*r^5*x^4+8*a^6*p^2+16*a^6*p*r+32*a^6*p*x+8*a^6*r^2+56*a^6*r*x-48*a^6*x ^2+16*a^5*b*c*p+16*a^5*b*c*r+64*a^5*b*c*x+32*a^5*b*p^2+64*a^5*b*p*r+112*a^5*b*p *x-16*a^5*b*q*x+32*a^5*b*r^2+160*a^5*b*r*x-368*a^5*b*x^2+32*a^5*c^2*p+32*a^5*c^ 2*r+32*a^5*c^2*x+8*a^5*c*g*p+8*a^5*c*g*r+32*a^5*c*g*x+96*a^5*c*p^2+16*a^5*c*p*q +192*a^5*c*p*r-280*a^5*c*p*x+16*a^5*c*q*r-16*a^5*c*q*x+96*a^5*c*r^2-56*a^5*c*r* x-1264*a^5*c*x^2+28*a^5*g*p^2+56*a^5*g*p*r+104*a^5*g*p*x-8*a^5*g*q*x+28*a^5*g*r ^2+164*a^5*g*r*x-256*a^5*g*x^2+36*a^5*p^3+24*a^5*p^2*q+108*a^5*p^2*r-328*a^5*p^ 2*x+48*a^5*p*q*r-156*a^5*p*q*x+108*a^5*p*r^2-908*a^5*p*r*x-888*a^5*p*x^2-16*a^5 *q^2*x+24*a^5*q*r^2-20*a^5*q*r*x-352*a^5*q*x^2+36*a^5*r^3-580*a^5*r^2*x-1200*a^ 5*r*x^2+1536*a^5*x^3+48*a^4*b^2*c*p+48*a^4*b^2*c*r+224*a^4*b^2*c*x+48*a^4*b^2*p ^2+96*a^4*b^2*p*r+144*a^4*b^2*p*x-48*a^4*b^2*q*x+48*a^4*b^2*r^2+112*a^4*b^2*r*x -1040*a^4*b^2*x^2+192*a^4*b*c^2*p+192*a^4*b*c^2*r+288*a^4*b*c^2*x+64*a^4*b*c*g* p+64*a^4*b*c*g*r+288*a^4*b*c*g*x+344*a^4*b*c*p^2+64*a^4*b*c*p*q+688*a^4*b*c*p*r -1256*a^4*b*c*p*x+64*a^4*b*c*q*r-80*a^4*b*c*q*x+344*a^4*b*c*r^2-1424*a^4*b*c*r* x-6712*a^4*b*c*x^2+88*a^4*b*g*p^2+176*a^4*b*g*p*r+304*a^4*b*g*p*x-64*a^4*b*g*q* x+88*a^4*b*g*r^2+344*a^4*b*g*r*x-1472*a^4*b*g*x^2+120*a^4*b*p^3+72*a^4*b*p^2*q+ 360*a^4*b*p^2*r-1164*a^4*b*p^2*x+144*a^4*b*p*q*r-488*a^4*b*p*q*x+360*a^4*b*p*r^ 2-3476*a^4*b*p*r*x-4092*a^4*b*p*x^2-64*a^4*b*q^2*x+72*a^4*b*q*r^2-204*a^4*b*q*r *x-1668*a^4*b*q*x^2+120*a^4*b*r^3-2312*a^4*b*r^2*x-4308*a^4*b*r*x^2+7296*a^4*b* x^3+192*a^4*c^3*p+192*a^4*c^3*r-128*a^4*c^3*x+128*a^4*c^2*g*p+128*a^4*c^2*g*r+ 176*a^4*c^2*g*x+520*a^4*c^2*p^2+128*a^4*c^2*p*q+1040*a^4*c^2*p*r-3768*a^4*c^2*p *x+128*a^4*c^2*q*r-288*a^4*c^2*q*x+520*a^4*c^2*r^2-3616*a^4*c^2*r*x-6376*a^4*c^ 2*x^2+20*a^4*c*g^2*p+20*a^4*c*g^2*r+88*a^4*c*g^2*x+284*a^4*c*g*p^2+48*a^4*c*g*p *q+568*a^4*c*g*p*r-932*a^4*c*g*p*x+48*a^4*c*g*q*r-56*a^4*c*g*q*x+284*a^4*c*g*r^ 2-700*a^4*c*g*r*x-4768*a^4*c*g*x^2+348*a^4*c*p^3+256*a^4*c*p^2*q+1044*a^4*c*p^2 *r-4944*a^4*c*p^2*x+16*a^4*c*p*q^2+512*a^4*c*p*q*r-2660*a^4*c*p*q*x+1044*a^4*c* p*r^2-12648*a^4*c*p*r*x-4616*a^4*c*p*x^2+16*a^4*c*q^2*r-144*a^4*c*q^2*x+256*a^4 *c*q*r^2-1960*a^4*c*q*r*x-3180*a^4*c*q*x^2+348*a^4*c*r^3-7704*a^4*c*r^2*x-2016* a^4*c*r*x^2+18592*a^4*c*x^3+38*a^4*g^2*p^2+76*a^4*g^2*p*r+140*a^4*g^2*p*x-20*a^ 4*g^2*q*x+38*a^4*g^2*r^2+186*a^4*g^2*r*x-512*a^4*g^2*x^2+104*a^4*g*p^3+64*a^4*g *p^2*q+312*a^4*g*p^2*r-968*a^4*g*p^2*x+128*a^4*g*p*q*r-416*a^4*g*p*q*x+312*a^4* g*p*r^2-2800*a^4*g*p*r*x-3124*a^4*g*p*x^2-48*a^4*g*q^2*x+64*a^4*g*q*r^2-104*a^4 *g*q*r*x-1252*a^4*g*q*x^2+104*a^4*g*r^3-1832*a^4*g*r^2*x-3664*a^4*g*r*x^2+5472* a^4*g*x^3+66*a^4*p^4+88*a^4*p^3*q+264*a^4*p^3*r-1464*a^4*p^3*x+26*a^4*p^2*q^2+ 264*a^4*p^2*q*r-1702*a^4*p^2*q*x+396*a^4*p^2*r^2-5938*a^4*p^2*r*x-228*a^4*p^2*x ^2+52*a^4*p*q^2*r-424*a^4*p*q^2*x+264*a^4*p*q*r^2-3900*a^4*p*q*r*x-782*a^4*p*q* x^2+264*a^4*p*r^3-7484*a^4*p*r^2*x+4144*a^4*p*r*x^2+9260*a^4*p*x^3-16*a^4*q^3*x +26*a^4*q^2*r^2-196*a^4*q^2*r*x-284*a^4*q^2*x^2+88*a^4*q*r^3-2198*a^4*q*r^2*x-\ 82*a^4*q*r*x^2+7232*a^4*q*x^3+66*a^4*r^4-3010*a^4*r^3*x+5422*a^4*r^2*x^2+9446*a ^4*r*x^3-3420*a^4*x^4+48*a^3*b^3*c*p+48*a^3*b^3*c*r+288*a^3*b^3*c*x+32*a^3*b^3* p^2+64*a^3*b^3*p*r+80*a^3*b^3*p*x-48*a^3*b^3*q*x+32*a^3*b^3*r^2-64*a^3*b^3*r*x-\ 1440*a^3*b^3*x^2+320*a^3*b^2*c^2*p+320*a^3*b^2*c^2*r+624*a^3*b^2*c^2*x+112*a^3* b^2*c*g*p+112*a^3*b^2*c*g*r+624*a^3*b^2*c*g*x+440*a^3*b^2*c*p^2+80*a^3*b^2*c*p* q+880*a^3*b^2*c*p*r-1872*a^3*b^2*c*p*x+80*a^3*b^2*c*q*r+8*a^3*b^2*c*q*x+440*a^3 *b^2*c*r^2-3600*a^3*b^2*c*r*x-13480*a^3*b^2*c*x^2+96*a^3*b^2*g*p^2+192*a^3*b^2* g*p*r+320*a^3*b^2*g*p*x-112*a^3*b^2*g*q*x+96*a^3*b^2*g*r^2+96*a^3*b^2*g*r*x-\ 3136*a^3*b^2*g*x^2+144*a^3*b^2*p^3+72*a^3*b^2*p^2*q+432*a^3*b^2*p^2*r-1496*a^3* b^2*p^2*x+144*a^3*b^2*p*q*r-496*a^3*b^2*p*q*x+432*a^3*b^2*p*r^2-4956*a^3*b^2*p* r*x-7468*a^3*b^2*p*x^2-80*a^3*b^2*q^2*x+72*a^3*b^2*q*r^2-444*a^3*b^2*q*r*x-3132 *a^3*b^2*q*x^2+144*a^3*b^2*r^3-3460*a^3*b^2*r^2*x-5916*a^3*b^2*r*x^2+13824*a^3* b^2*x^3+688*a^3*b*c^3*p+688*a^3*b*c^3*r-384*a^3*b*c^3*x+480*a^3*b*c^2*g*p+480*a ^3*b*c^2*g*r+840*a^3*b*c^2*g*x+1464*a^3*b*c^2*p^2+368*a^3*b*c^2*p*q+2928*a^3*b* c^2*p*r-11656*a^3*b*c^2*p*x+368*a^3*b*c^2*q*r-568*a^3*b*c^2*q*x+1464*a^3*b*c^2* r^2-16120*a^3*b*c^2*r*x-27568*a^3*b*c^2*x^2+80*a^3*b*c*g^2*p+80*a^3*b*c*g^2*r+ 424*a^3*b*c*g^2*x+764*a^3*b*c*g*p^2+136*a^3*b*c*g*p*q+1528*a^3*b*c*g*p*r-2968*a ^3*b*c*g*p*x+136*a^3*b*c*g*q*r-44*a^3*b*c*g*q*x+764*a^3*b*c*g*r^2-4680*a^3*b*c* g*r*x-19508*a^3*b*c*g*x^2+924*a^3*b*c*p^3+616*a^3*b*c*p^2*q+2772*a^3*b*c*p^2*r-\ 14112*a^3*b*c*p^2*x+36*a^3*b*c*p*q^2+1232*a^3*b*c*p*q*r-6524*a^3*b*c*p*q*x+2772 *a^3*b*c*p*r^2-39548*a^3*b*c*p*r*x-21928*a^3*b*c*p*x^2+36*a^3*b*c*q^2*r-260*a^3 *b*c*q^2*x+616*a^3*b*c*q*r^2-6896*a^3*b*c*q*r*x-14868*a^3*b*c*q*x^2+924*a^3*b*c *r^3-25436*a^3*b*c*r^2*x-3516*a^3*b*c*r*x^2+70416*a^3*b*c*x^3+88*a^3*b*g^2*p^2+ 176*a^3*b*g^2*p*r+336*a^3*b*g^2*p*x-80*a^3*b*g^2*q*x+88*a^3*b*g^2*r^2+256*a^3*b *g^2*r*x-2212*a^3*b*g^2*x^2+264*a^3*b*g*p^3+140*a^3*b*g*p^2*q+792*a^3*b*g*p^2*r -2624*a^3*b*g*p^2*x+280*a^3*b*g*p*q*r-904*a^3*b*g*p*q*x+792*a^3*b*g*p*r^2-8314* a^3*b*g*p*r*x-11538*a^3*b*g*p*x^2-136*a^3*b*g*q^2*x+140*a^3*b*g*q*r^2-562*a^3*b *g*q*r*x-4770*a^3*b*g*q*x^2+264*a^3*b*g*r^3-5690*a^3*b*g*r^2*x-10498*a^3*b*g*r* x^2+20928*a^3*b*g*x^3+176*a^3*b*p^4+212*a^3*b*p^3*q+704*a^3*b*p^3*r-4062*a^3*b* p^3*x+52*a^3*b*p^2*q^2+636*a^3*b*p^2*q*r-4154*a^3*b*p^2*q*x+1056*a^3*b*p^2*r^2-\ 17220*a^3*b*p^2*r*x-2868*a^3*b*p^2*x^2+104*a^3*b*p*q^2*r-808*a^3*b*p*q^2*x+636* a^3*b*p*q*r^2-10188*a^3*b*p*q*r*x-5698*a^3*b*p*q*x^2+704*a^3*b*p*r^3-22254*a^3* b*p*r^2*x+12256*a^3*b*p*r*x^2+35436*a^3*b*p*x^3-36*a^3*b*q^3*x+52*a^3*b*q^2*r^2 -480*a^3*b*q^2*r*x-1750*a^3*b*q^2*x^2+212*a^3*b*q*r^3-6034*a^3*b*q*r^2*x-876*a^ 3*b*q*r*x^2+27324*a^3*b*q*x^3+176*a^3*b*r^4-9096*a^3*b*r^3*x+18094*a^3*b*r^2*x^ 2+34580*a^3*b*r*x^3-13680*a^3*b*x^4+464*a^3*c^4*p+464*a^3*c^4*r-1008*a^3*c^4*x+ 496*a^3*c^3*g*p+496*a^3*c^3*g*r-328*a^3*c^3*g*x+1392*a^3*c^3*p^2+384*a^3*c^3*p* q+2784*a^3*c^3*p*r-14040*a^3*c^3*p*x+384*a^3*c^3*q*r-1232*a^3*c^3*q*x+1392*a^3* c^3*r^2-16824*a^3*c^3*r*x-14192*a^3*c^3*x^2+168*a^3*c^2*g^2*p+168*a^3*c^2*g^2*r +272*a^3*c^2*g^2*x+1192*a^3*c^2*g*p^2+288*a^3*c^2*g*p*q+2384*a^3*c^2*g*p*r-9148 *a^3*c^2*g*p*x+288*a^3*c^2*g*q*r-524*a^3*c^2*g*q*x+1192*a^3*c^2*g*r^2-10928*a^3 *c^2*g*r*x-18880*a^3*c^2*g*x^2+1316*a^3*c^2*p^3+976*a^3*c^2*p^2*q+3948*a^3*c^2* p^2*r-23400*a^3*c^2*p^2*x+84*a^3*c^2*p*q^2+1952*a^3*c^2*p*q*r-12700*a^3*c^2*p*q *x+3948*a^3*c^2*p*r^2-60520*a^3*c^2*p*r*x-4484*a^3*c^2*p*x^2+84*a^3*c^2*q^2*r-\ 492*a^3*c^2*q^2*x+976*a^3*c^2*q*r^2-13020*a^3*c^2*q*r*x-11212*a^3*c^2*q*x^2+ 1316*a^3*c^2*r^3-37120*a^3*c^2*r^2*x+27088*a^3*c^2*r*x^2+80712*a^3*c^2*x^3+18*a ^3*c*g^3*p+18*a^3*c*g^3*r+92*a^3*c*g^3*x+312*a^3*c*g^2*p^2+52*a^3*c*g^2*p*q+624 *a^3*c*g^2*p*r-1110*a^3*c*g^2*p*x+52*a^3*c*g^2*q*r-28*a^3*c*g^2*q*x+312*a^3*c*g ^2*r^2-1386*a^3*c*g^2*r*x-6848*a^3*c*g^2*x^2+786*a^3*c*g*p^3+536*a^3*c*g*p^2*q+ 2358*a^3*c*g*p^2*r-11576*a^3*c*g*p^2*x+32*a^3*c*g*p*q^2+1072*a^3*c*g*p*q*r-5594 *a^3*c*g*p*q*x+2358*a^3*c*g*p*r^2-31090*a^3*c*g*p*r*x-14790*a^3*c*g*p*x^2+32*a^ 3*c*g*q^2*r-244*a^3*c*g*q^2*x+536*a^3*c*g*q*r^2-5042*a^3*c*g*q*r*x-10160*a^3*c* g*q*x^2+786*a^3*c*g*r^3-19514*a^3*c*g*r^2*x-3754*a^3*c*g*r*x^2+52084*a^3*c*g*x^ 3+492*a^3*c*p^4+652*a^3*c*p^3*q+1968*a^3*c*p^3*r-12778*a^3*c*p^3*x+196*a^3*c*p^ 2*q^2+1956*a^3*c*p^2*q*r-14646*a^3*c*p^2*q*x+2952*a^3*c*p^2*r^2-50800*a^3*c*p^2 *r*x+9270*a^3*c*p^2*x^2+4*a^3*c*p*q^3+392*a^3*c*p*q^2*r-3462*a^3*c*p*q^2*x+1956 *a^3*c*p*q*r^2-34884*a^3*c*p*q*r*x+1474*a^3*c*p*q*x^2+1968*a^3*c*p*r^3-63266*a^ 3*c*p*r^2*x+76936*a^3*c*p*r*x^2+79256*a^3*c*p*x^3+4*a^3*c*q^3*r-72*a^3*c*q^3*x+ 196*a^3*c*q^2*r^2-2744*a^3*c*q^2*r*x-2634*a^3*c*q^2*x^2+652*a^3*c*q*r^3-20238*a ^3*c*q*r^2*x+20500*a^3*c*q*r*x^2+63288*a^3*c*q*x^3+492*a^3*c*r^4-25244*a^3*c*r^ 3*x+73790*a^3*c*r^2*x^2+59758*a^3*c*r*x^3-32336*a^3*c*x^4+25*a^3*g^3*p^2+50*a^3 *g^3*p*r+102*a^3*g^3*p*x-18*a^3*g^3*q*x+25*a^3*g^3*r^2+103*a^3*g^3*r*x-508*a^3* g^3*x^2+113*a^3*g^2*p^3+62*a^3*g^2*p^2*q+339*a^3*g^2*p^2*r-1078*a^3*g^2*p^2*x+ 124*a^3*g^2*p*q*r-383*a^3*g^2*p*q*x+339*a^3*g^2*p*r^2-3299*a^3*g^2*p*r*x-4314*a ^3*g^2*p*x^2-52*a^3*g^2*q^2*x+62*a^3*g^2*q*r^2-157*a^3*g^2*q*r*x-1756*a^3*g^2*q *x^2+113*a^3*g^2*r^3-2221*a^3*g^2*r^2*x-4380*a^3*g^2*r*x^2+7680*a^3*g^2*x^3+151 *a^3*g*p^4+188*a^3*g*p^3*q+604*a^3*g*p^3*r-3406*a^3*g*p^3*x+49*a^3*g*p^2*q^2+ 564*a^3*g*p^2*q*r-3655*a^3*g*p^2*q*x+906*a^3*g*p^2*r^2-14157*a^3*g*p^2*r*x-1526 *a^3*g*p^2*x^2+98*a^3*g*p*q^2*r-770*a^3*g*p*q^2*x+564*a^3*g*p*q*r^2-8666*a^3*g* p*q*r*x-3517*a^3*g*p*q*x^2+604*a^3*g*p*r^3-18096*a^3*g*p*r^2*x+10078*a^3*g*p*r* x^2+26214*a^3*g*p*x^3-32*a^3*g*q^3*x+49*a^3*g*q^2*r^2-398*a^3*g*q^2*r*x-1166*a^ 3*g*q^2*x^2+188*a^3*g*q*r^3-5011*a^3*g*q*r^2*x-647*a^3*g*q*r*x^2+20280*a^3*g*q* x^3+151*a^3*g*r^4-7345*a^3*g*r^3*x+13989*a^3*g*r^2*x^2+26035*a^3*g*r*x^3-10134* a^3*g*x^4+63*a^3*p^5+126*a^3*p^4*q+315*a^3*p^4*r-2218*a^3*p^4*x+75*a^3*p^3*q^2+ 504*a^3*p^3*q*r-4086*a^3*p^3*q*x+630*a^3*p^3*r^2-11759*a^3*p^3*r*x+3894*a^3*p^3 *x^2+12*a^3*p^2*q^3+225*a^3*p^2*q^2*r-2137*a^3*p^2*q^2*x+756*a^3*p^2*q*r^2-\ 15352*a^3*p^2*q*r*x+5027*a^3*p^2*q*x^2+630*a^3*p^2*r^3-21969*a^3*p^2*r^2*x+ 33332*a^3*p^2*r*x^2+18818*a^3*p^2*x^3+24*a^3*p*q^3*r-273*a^3*p*q^3*x+225*a^3*p* q^2*r^2-4546*a^3*p*q^2*r*x+947*a^3*p*q^2*x^2+504*a^3*p*q*r^3-18446*a^3*p*q*r^2* x+29532*a^3*p*q*r*x^2+31176*a^3*p*q*x^3+315*a^3*p*r^4-17533*a^3*p*r^3*x+61749*a ^3*p*r^2*x^2+24625*a^3*p*r*x^3-14836*a^3*p*x^4-4*a^3*q^4*x+12*a^3*q^3*r^2-122*a ^3*q^3*r*x-186*a^3*q^3*x^2+75*a^3*q^2*r^3-2409*a^3*q^2*r^2*x+3491*a^3*q^2*r*x^2 +12358*a^3*q^2*x^3+126*a^3*q*r^4-7180*a^3*q*r^3*x+24954*a^3*q*r^2*x^2+21451*a^3 *q*r*x^3-14836*a^3*q*x^4+63*a^3*r^5-5105*a^3*r^4*x+32311*a^3*r^3*x^2+2567*a^3*r ^2*x^3-16000*a^3*r*x^4+16*a^2*b^4*c*p+16*a^2*b^4*c*r+160*a^2*b^4*c*x+8*a^2*b^4* p^2+16*a^2*b^4*p*r+16*a^2*b^4*p*x-16*a^2*b^4*q*x+8*a^2*b^4*r^2-104*a^2*b^4*r*x-\ 1040*a^2*b^4*x^2+192*a^2*b^3*c^2*p+192*a^2*b^3*c^2*r+592*a^2*b^3*c^2*x+64*a^2*b ^3*c*g*p+64*a^2*b^3*c*g*r+528*a^2*b^3*c*g*x+232*a^2*b^3*c*p^2+32*a^2*b^3*c*p*q+ 464*a^2*b^3*c*p*r-1032*a^2*b^3*c*p*x+32*a^2*b^3*c*q*r+192*a^2*b^3*c*q*x+232*a^2 *b^3*c*r^2-3152*a^2*b^3*c*r*x-12808*a^2*b^3*c*x^2+40*a^2*b^3*g*p^2+80*a^2*b^3*g *p*r+144*a^2*b^3*g*p*x-64*a^2*b^3*g*q*x+40*a^2*b^3*g*r^2-200*a^2*b^3*g*r*x-3136 *a^2*b^3*g*x^2+72*a^2*b^3*p^3+24*a^2*b^3*p^2*q+216*a^2*b^3*p^2*r-800*a^2*b^3*p^ 2*x+48*a^2*b^3*p*q*r-152*a^2*b^3*p*q*x+216*a^2*b^3*p*r^2-3140*a^2*b^3*p*r*x-\ 6732*a^2*b^3*p*x^2-32*a^2*b^3*q^2*x+24*a^2*b^3*q*r^2-356*a^2*b^3*q*r*x-2908*a^2 *b^3*q*x^2+72*a^2*b^3*r^3-2340*a^2*b^3*r^2*x-3900*a^2*b^3*r*x^2+13056*a^2*b^3*x ^3+720*a^2*b^2*c^3*p+720*a^2*b^2*c^3*r-288*a^2*b^2*c^3*x+496*a^2*b^2*c^2*g*p+ 496*a^2*b^2*c^2*g*r+1192*a^2*b^2*c^2*g*x+1352*a^2*b^2*c^2*p^2+304*a^2*b^2*c^2*p *q+2704*a^2*b^2*c^2*p*r-11736*a^2*b^2*c^2*p*x+304*a^2*b^2*c^2*q*r+304*a^2*b^2*c ^2*q*x+1352*a^2*b^2*c^2*r^2-21872*a^2*b^2*c^2*r*x-42888*a^2*b^2*c^2*x^2+80*a^2* b^2*c*g^2*p+80*a^2*b^2*c*g^2*r+592*a^2*b^2*c*g^2*x+664*a^2*b^2*c*g*p^2+104*a^2* b^2*c*g*p*q+1328*a^2*b^2*c*g*p*r-2900*a^2*b^2*c*g*p*x+104*a^2*b^2*c*g*q*r+340*a ^2*b^2*c*g*q*x+664*a^2*b^2*c*g*r^2-7260*a^2*b^2*c*g*r*x-28640*a^2*b^2*c*g*x^2+ 820*a^2*b^2*c*p^3+456*a^2*b^2*c*p^2*q+2460*a^2*b^2*c*p^2*r-13596*a^2*b^2*c*p^2* x+20*a^2*b^2*c*p*q^2+912*a^2*b^2*c*p*q*r-4584*a^2*b^2*c*p*q*x+2460*a^2*b^2*c*p* r^2-42988*a^2*b^2*c*p*r*x-36956*a^2*b^2*c*p*x^2+20*a^2*b^2*c*q^2*r+36*a^2*b^2*c *q^2*x+456*a^2*b^2*c*q*r^2-7468*a^2*b^2*c*q*r*x-24392*a^2*b^2*c*q*x^2+820*a^2*b ^2*c*r^3-29392*a^2*b^2*c*r^2*x-2364*a^2*b^2*c*r*x^2+99696*a^2*b^2*c*x^3+62*a^2* b^2*g^2*p^2+124*a^2*b^2*g^2*p*r+280*a^2*b^2*g^2*p*x-80*a^2*b^2*g^2*q*x+62*a^2*b ^2*g^2*r^2-46*a^2*b^2*g^2*r*x-3400*a^2*b^2*g^2*x^2+220*a^2*b^2*g*p^3+88*a^2*b^2 *g*p^2*q+660*a^2*b^2*g*p^2*r-2364*a^2*b^2*g*p^2*x+176*a^2*b^2*g*p*q*r-500*a^2*b ^2*g*p*q*x+660*a^2*b^2*g*p*r^2-8552*a^2*b^2*g*p*r*x-15784*a^2*b^2*g*p*x^2-104*a ^2*b^2*g*q^2*x+88*a^2*b^2*g*q*r^2-776*a^2*b^2*g*q*r*x-6712*a^2*b^2*g*q*x^2+220* a^2*b^2*g*r^3-6188*a^2*b^2*g*r^2*x-10812*a^2*b^2*g*r*x^2+29952*a^2*b^2*g*x^3+ 158*a^2*b^2*p^4+160*a^2*b^2*p^3*q+632*a^2*b^2*p^3*r-3838*a^2*b^2*p^3*x+26*a^2*b ^2*p^2*q^2+480*a^2*b^2*p^2*q*r-3130*a^2*b^2*p^2*q*x+948*a^2*b^2*p^2*r^2-17432*a ^2*b^2*p^2*r*x-6758*a^2*b^2*p^2*x^2+52*a^2*b^2*p*q^2*r-332*a^2*b^2*p*q^2*x+480* a^2*b^2*p*q*r^2-8656*a^2*b^2*p*q*r*x-11446*a^2*b^2*p*q*x^2+632*a^2*b^2*p*r^3-\ 23350*a^2*b^2*p*r^2*x+11860*a^2*b^2*p*r*x^2+50748*a^2*b^2*p*x^3-20*a^2*b^2*q^3* x+26*a^2*b^2*q^2*r^2-356*a^2*b^2*q^2*r*x-3068*a^2*b^2*q^2*x^2+160*a^2*b^2*q*r^3 -5526*a^2*b^2*q*r^2*x-2180*a^2*b^2*q*r*x^2+38580*a^2*b^2*q*x^3+158*a^2*b^2*r^4-\ 9756*a^2*b^2*r^3*x+21612*a^2*b^2*r^2*x^2+47064*a^2*b^2*r*x^3-20520*a^2*b^2*x^4+ 1088*a^2*b*c^4*p+1088*a^2*b*c^4*r-2512*a^2*b*c^4*x+1152*a^2*b*c^3*g*p+1152*a^2* b*c^3*g*r-792*a^2*b*c^3*g*x+2832*a^2*b*c^3*p^2+752*a^2*b*c^3*p*q+5664*a^2*b*c^3 *p*r-31104*a^2*b*c^3*p*x+752*a^2*b*c^3*q*r-1496*a^2*b*c^3*q*x+2832*a^2*b*c^3*r^ 2-47768*a^2*b*c^3*r*x-50192*a^2*b*c^3*x^2+384*a^2*b*c^2*g^2*p+384*a^2*b*c^2*g^2 *r+784*a^2*b*c^2*g^2*x+2356*a^2*b*c^2*g*p^2+544*a^2*b*c^2*g*p*q+4712*a^2*b*c^2* g*p*r-19968*a^2*b*c^2*g*p*x+544*a^2*b*c^2*g*q*r-84*a^2*b*c^2*g*q*x+2356*a^2*b*c ^2*g*r^2-32640*a^2*b*c^2*g*r*x-59416*a^2*b*c^2*g*x^2+2568*a^2*b*c^2*p^3+1704*a^ 2*b*c^2*p^2*q+7704*a^2*b*c^2*p^2*r-49420*a^2*b*c^2*p^2*x+128*a^2*b*c^2*p*q^2+ 3408*a^2*b*c^2*p*q*r-22328*a^2*b*c^2*p*q*x+7704*a^2*b*c^2*p*r^2-140868*a^2*b*c^ 2*p*r*x-37924*a^2*b*c^2*p*x^2+128*a^2*b*c^2*q^2*r-164*a^2*b*c^2*q^2*x+1704*a^2* b*c^2*q*r^2-30764*a^2*b*c^2*q*r*x-47232*a^2*b*c^2*q*x^2+2568*a^2*b*c^2*r^3-\ 91448*a^2*b*c^2*r^2*x+73928*a^2*b*c^2*r*x^2+233688*a^2*b*c^2*x^3+40*a^2*b*c*g^3 *p+40*a^2*b*c*g^3*r+276*a^2*b*c*g^3*x+576*a^2*b*c*g^2*p^2+92*a^2*b*c*g^2*p*q+ 1152*a^2*b*c*g^2*p*r-2362*a^2*b*c*g^2*p*x+92*a^2*b*c*g^2*q*r+190*a^2*b*c*g^2*q* x+576*a^2*b*c*g^2*r^2-5030*a^2*b*c*g^2*r*x-20484*a^2*b*c*g^2*x^2+1492*a^2*b*c*g *p^3+884*a^2*b*c*g*p^2*q+4476*a^2*b*c*g*p^2*r-23854*a^2*b*c*g*p^2*x+44*a^2*b*c* g*p*q^2+1768*a^2*b*c*g*p*q*r-9052*a^2*b*c*g*p*q*x+4476*a^2*b*c*g*p*r^2-71110*a^ 2*b*c*g*p*r*x-50344*a^2*b*c*g*p*x^2+44*a^2*b*c*g*q^2*r-104*a^2*b*c*g*q^2*x+884* a^2*b*c*g*q*r^2-12138*a^2*b*c*g*q*r*x-34020*a^2*b*c*g*q*x^2+1492*a^2*b*c*g*r^3-\ 47256*a^2*b*c*g*r^2*x-4252*a^2*b*c*g*r*x^2+148972*a^2*b*c*g*x^3+962*a^2*b*c*p^4 +1140*a^2*b*c*p^3*q+3848*a^2*b*c*p^3*r-26512*a^2*b*c*p^3*x+278*a^2*b*c*p^2*q^2+ 3420*a^2*b*c*p^2*q*r-26398*a^2*b*c*p^2*q*x+5772*a^2*b*c*p^2*r^2-111232*a^2*b*c* p^2*r*x+5880*a^2*b*c*p^2*x^2+4*a^2*b*c*p*q^3+556*a^2*b*c*p*q^2*r-4458*a^2*b*c*p *q^2*x+3420*a^2*b*c*p*q*r^2-69316*a^2*b*c*p*q*r*x-24126*a^2*b*c*p*q*x^2+3848*a^ 2*b*c*p*r^3-142928*a^2*b*c*p*r^2*x+179194*a^2*b*c*p*r*x^2+232056*a^2*b*c*p*x^3+ 4*a^2*b*c*q^3*r-6*a^2*b*c*q^3*x+278*a^2*b*c*q^2*r^2-4948*a^2*b*c*q^2*r*x-14520* a^2*b*c*q^2*x^2+1140*a^2*b*c*q*r^3-42918*a^2*b*c*q*r^2*x+38968*a^2*b*c*q*r*x^2+ 184152*a^2*b*c*q*x^3+962*a^2*b*c*r^4-58208*a^2*b*c*r^3*x+188000*a^2*b*c*r^2*x^2 +170526*a^2*b*c*r*x^3-97008*a^2*b*c*x^4+38*a^2*b*g^3*p^2+76*a^2*b*g^3*p*r+192*a ^2*b*g^3*p*x-40*a^2*b*g^3*q*x+38*a^2*b*g^3*r^2+70*a^2*b*g^3*r*x-1584*a^2*b*g^3* x^2+202*a^2*b*g^2*p^3+88*a^2*b*g^2*p^2*q+606*a^2*b*g^2*p^2*r-2073*a^2*b*g^2*p^2 *x+176*a^2*b*g^2*p*q*r-462*a^2*b*g^2*p*q*x+606*a^2*b*g^2*p*r^2-7112*a^2*b*g^2*p *r*x-11944*a^2*b*g^2*p*x^2-92*a^2*b*g^2*q^2*x+88*a^2*b*g^2*q*r^2-494*a^2*b*g^2* q*r*x-5006*a^2*b*g^2*q*x^2+202*a^2*b*g^2*r^3-5039*a^2*b*g^2*r^2*x-9396*a^2*b*g^ 2*r*x^2+22176*a^2*b*g^2*x^3+290*a^2*b*g*p^4+316*a^2*b*g*p^3*q+1160*a^2*b*g*p^3* r-6877*a^2*b*g*p^3*x+62*a^2*b*g*p^2*q^2+948*a^2*b*g*p^2*q*r-6208*a^2*b*g*p^2*q* x+1740*a^2*b*g*p^2*r^2-30189*a^2*b*g*p^2*r*x-8093*a^2*b*g*p^2*x^2+124*a^2*b*g*p *q^2*r-842*a^2*b*g*p*q^2*x+948*a^2*b*g*p*q*r^2-16170*a^2*b*g*p*q*r*x-14992*a^2* b*g*p*q*x^2+1160*a^2*b*g*p*r^3-39747*a^2*b*g*p*r^2*x+21952*a^2*b*g*p*r*x^2+ 75432*a^2*b*g*p*x^3-44*a^2*b*g*q^3*x+62*a^2*b*g*q^2*r^2-648*a^2*b*g*q^2*r*x-\ 4424*a^2*b*g*q^2*x^2+316*a^2*b*g*q*r^3-9962*a^2*b*g*q*r^2*x-3059*a^2*b*g*q*r*x^ 2+57630*a^2*b*g*q*x^3+290*a^2*b*g*r^4-16435*a^2*b*g*r^3*x+35141*a^2*b*g*r^2*x^2 +71623*a^2*b*g*r*x^3-30402*a^2*b*g*x^4+126*a^2*b*p^5+228*a^2*b*p^4*q+630*a^2*b* p^4*r-4608*a^2*b*p^4*x+114*a^2*b*p^3*q^2+912*a^2*b*p^3*q*r-7565*a^2*b*p^3*q*x+ 1260*a^2*b*p^3*r^2-25400*a^2*b*p^3*r*x+6021*a^2*b*p^3*x^2+12*a^2*b*p^2*q^3+342* a^2*b*p^2*q^2*r-3155*a^2*b*p^2*q^2*x+1368*a^2*b*p^2*q*r^2-30049*a^2*b*p^2*q*r*x +2865*a^2*b*p^2*q*x^2+1260*a^2*b*p^2*r^3-48552*a^2*b*p^2*r^2*x+74821*a^2*b*p^2* r*x^2+55714*a^2*b*p^2*x^3+24*a^2*b*p*q^3*r-202*a^2*b*p*q^3*x+342*a^2*b*p*q^2*r^ 2-7248*a^2*b*p*q^2*r*x-4608*a^2*b*p*q^2*x^2+912*a^2*b*p*q*r^3-37403*a^2*b*p*q*r ^2*x+56309*a^2*b*p*q*r*x^2+92048*a^2*b*p*q*x^3+630*a^2*b*p*r^4-39336*a^2*b*p*r^ 3*x+147549*a^2*b*p*r^2*x^2+73207*a^2*b*p*r*x^3-44508*a^2*b*p*x^4-4*a^2*b*q^4*x+ 12*a^2*b*q^3*r^2-106*a^2*b*q^3*r*x-1452*a^2*b*q^3*x^2+114*a^2*b*q^2*r^3-4093*a^ 2*b*q^2*r^2*x+3361*a^2*b*q^2*r*x^2+36334*a^2*b*q^2*x^3+228*a^2*b*q*r^4-14919*a^ 2*b*q*r^3*x+52818*a^2*b*q*r^2*x^2+63685*a^2*b*q*r*x^3-44508*a^2*b*q*x^4+126*a^2 *b*r^5-11576*a^2*b*r^4*x+78749*a^2*b*r^3*x^2+9763*a^2*b*r^2*x^3-48000*a^2*b*r*x ^4+560*a^2*c^5*p+560*a^2*c^5*r-1920*a^2*c^5*x+816*a^2*c^4*g*p+816*a^2*c^4*g*r-\ 1984*a^2*c^4*g*x+1928*a^2*c^4*p^2+544*a^2*c^4*p*q+3856*a^2*c^4*p*r-23520*a^2*c^ 4*p*x+544*a^2*c^4*q*r-2040*a^2*c^4*q*x+1928*a^2*c^4*r^2-31904*a^2*c^4*r*x-17232 *a^2*c^4*x^2+424*a^2*c^3*g^2*p+424*a^2*c^3*g^2*r-360*a^2*c^3*g^2*x+2312*a^2*c^3 *g*p^2+608*a^2*c^3*g*p*q+4624*a^2*c^3*g*p*r-24712*a^2*c^3*g*p*x+608*a^2*c^3*g*q *r-1544*a^2*c^3*g*q*x+2312*a^2*c^3*g*r^2-34140*a^2*c^3*g*r*x-31904*a^2*c^3*g*x^ 2+2356*a^2*c^3*p^3+1704*a^2*c^3*p^2*q+7068*a^2*c^3*p^2*r-48352*a^2*c^3*p^2*x+ 156*a^2*c^3*p*q^2+3408*a^2*c^3*p*q*r-25272*a^2*c^3*p*q*x+7068*a^2*c^3*p*r^2-\ 129220*a^2*c^3*p*r*x+8980*a^2*c^3*p*x^2+156*a^2*c^3*q^2*r-640*a^2*c^3*q^2*x+ 1704*a^2*c^3*q*r^2-31052*a^2*c^3*q*r*x-21864*a^2*c^3*q*x^2+2356*a^2*c^3*r^3-\ 80868*a^2*c^3*r^2*x+107512*a^2*c^3*r*x^2+168368*a^2*c^3*x^3+92*a^2*c^2*g^3*p+92 *a^2*c^2*g^3*r+168*a^2*c^2*g^3*x+952*a^2*c^2*g^2*p^2+216*a^2*c^2*g^2*p*q+1904*a ^2*c^2*g^2*p*r-7830*a^2*c^2*g^2*p*x+216*a^2*c^2*g^2*q*r-166*a^2*c^2*g^2*q*x+952 *a^2*c^2*g^2*r^2-11360*a^2*c^2*g^2*r*x-20008*a^2*c^2*g^2*x^2+2176*a^2*c^2*g*p^3 +1492*a^2*c^2*g*p^2*q+6528*a^2*c^2*g*p^2*r-40420*a^2*c^2*g*p^2*x+116*a^2*c^2*g* p*q^2+2984*a^2*c^2*g*p*q*r-19460*a^2*c^2*g*p*q*x+6528*a^2*c^2*g*p*r^2-109946*a^ 2*c^2*g*p*r*x-18634*a^2*c^2*g*p*x^2+116*a^2*c^2*g*q^2*r-364*a^2*c^2*g*q^2*x+ 1492*a^2*c^2*g*q*r^2-23554*a^2*c^2*g*q*r*x-29368*a^2*c^2*g*q*x^2+2176*a^2*c^2*g *r^3-69526*a^2*c^2*g*r^2*x+55938*a^2*c^2*g*r*x^2+167508*a^2*c^2*g*x^3+1312*a^2* c^2*p^4+1684*a^2*c^2*p^3*q+5248*a^2*c^2*p^3*r-38094*a^2*c^2*p^3*x+488*a^2*c^2*p ^2*q^2+5052*a^2*c^2*p^2*q*r-42080*a^2*c^2*p^2*q*x+7872*a^2*c^2*p^2*r^2-152584*a ^2*c^2*p^2*r*x+46606*a^2*c^2*p^2*x^2+12*a^2*c^2*p*q^3+976*a^2*c^2*p*q^2*r-9018* a^2*c^2*p*q^2*x+5052*a^2*c^2*p*q*r^2-105452*a^2*c^2*p*q*r*x+13340*a^2*c^2*p*q*x ^2+5248*a^2*c^2*p*r^3-190886*a^2*c^2*p*r^2*x+318350*a^2*c^2*p*r*x^2+242664*a^2* c^2*p*x^3+12*a^2*c^2*q^3*r-46*a^2*c^2*q^3*x+488*a^2*c^2*q^2*r^2-9396*a^2*c^2*q^ 2*r*x-10864*a^2*c^2*q^2*x^2+1684*a^2*c^2*q*r^3-63372*a^2*c^2*q*r^2*x+101748*a^2 *c^2*q*r*x^2+200220*a^2*c^2*q*x^3+1312*a^2*c^2*r^4-76396*a^2*c^2*r^3*x+287832*a ^2*c^2*r^2*x^2+124650*a^2*c^2*r*x^3-113868*a^2*c^2*x^4+7*a^2*c*g^4*p+7*a^2*c*g^ 4*r+46*a^2*c*g^4*x+155*a^2*c*g^3*p^2+24*a^2*c*g^3*p*q+310*a^2*c*g^3*p*r-591*a^2 *c*g^3*p*x+24*a^2*c*g^3*q*r+34*a^2*c*g^3*q*x+155*a^2*c*g^3*r^2-1077*a^2*c*g^3*r *x-4720*a^2*c*g^3*x^2+628*a^2*c*g^2*p^3+384*a^2*c*g^2*p^2*q+1884*a^2*c*g^2*p^2* r-9692*a^2*c*g^2*p^2*x+20*a^2*c*g^2*p*q^2+768*a^2*c*g^2*p*q*r-3918*a^2*c*g^2*p* q*x+1884*a^2*c*g^2*p*r^2-27609*a^2*c*g^2*p*r*x-16853*a^2*c*g^2*p*x^2+20*a^2*c*g ^2*q^2*r-82*a^2*c*g^2*q^2*x+384*a^2*c*g^2*q*r^2-4493*a^2*c*g^2*q*r*x-11569*a^2* c*g^2*q*x^2+628*a^2*c*g^2*r^3-17917*a^2*c*g^2*r^2*x-2291*a^2*c*g^2*r*x^2+53866* a^2*c*g^2*x^3+823*a^2*c*g*p^4+1018*a^2*c*g*p^3*q+3292*a^2*c*g*p^3*r-22041*a^2*c *g*p^3*x+269*a^2*c*g*p^2*q^2+3054*a^2*c*g*p^2*q*r-23243*a^2*c*g*p^2*q*x+4938*a^ 2*c*g*p^2*r^2-90088*a^2*c*g*p^2*r*x+11082*a^2*c*g*p^2*x^2+4*a^2*c*g*p*q^3+538*a ^2*c*g*p*q^2*r-4473*a^2*c*g*p*q^2*x+3054*a^2*c*g*p*q*r^2-58162*a^2*c*g*p*q*r*x-\ 9005*a^2*c*g*p*q*x^2+3292*a^2*c*g*p*r^3-114053*a^2*c*g*p*r^2*x+143518*a^2*c*g*p *r*x^2+165554*a^2*c*g*p*x^3+4*a^2*c*g*q^3*r-40*a^2*c*g*q^3*x+269*a^2*c*g*q^2*r^ 2-4226*a^2*c*g*q^2*r*x-8868*a^2*c*g*q^2*x^2+1018*a^2*c*g*q*r^3-34919*a^2*c*g*q* r^2*x+33668*a^2*c*g*q*r*x^2+131804*a^2*c*g*q*x^3+823*a^2*c*g*r^4-46006*a^2*c*g* r^3*x+143254*a^2*c*g*r^2*x^2+121563*a^2*c*g*r*x^3-70142*a^2*c*g*x^4+339*a^2*c*p ^5+656*a^2*c*p^4*q+1695*a^2*c*p^4*r-12946*a^2*c*p^4*x+371*a^2*c*p^3*q^2+2624*a^ 2*c*p^3*q*r-23075*a^2*c*p^3*q*x+3390*a^2*c*p^3*r^2-68627*a^2*c*p^3*r*x+30469*a^ 2*c*p^3*x^2+54*a^2*c*p^2*q^3+1113*a^2*c*p^2*q^2*r-11312*a^2*c*p^2*q^2*x+3936*a^ 2*c*p^2*q*r^2-88351*a^2*c*p^2*q*r*x+37172*a^2*c*p^2*q*x^2+3390*a^2*c*p^2*r^3-\ 128205*a^2*c*p^2*r^2*x+241811*a^2*c*p^2*r*x^2+111896*a^2*c*p^2*x^3+108*a^2*c*p* q^3*r-1181*a^2*c*p*q^3*x+1113*a^2*c*p*q^2*r^2-25962*a^2*c*p*q^2*r*x+4067*a^2*c* p*q^2*x^2+2624*a^2*c*p*q*r^3-107477*a^2*c*p*q*r^2*x+219555*a^2*c*p*q*r*x^2+ 191612*a^2*c*p*q*x^3+1695*a^2*c*p*r^4-102313*a^2*c*p*r^3*x+427754*a^2*c*p*r^2*x ^2+79494*a^2*c*p*r*x^3-104340*a^2*c*p*x^4+2*a^2*c*q^4*x+54*a^2*c*q^3*r^2-868*a^ 2*c*q^3*r*x-2636*a^2*c*q^3*x^2+371*a^2*c*q^2*r^3-14650*a^2*c*q^2*r^2*x+28202*a^ 2*c*q^2*r*x^2+79716*a^2*c*q^2*x^3+656*a^2*c*q*r^4-42201*a^2*c*q*r^3*x+183086*a^ 2*c*q*r^2*x^2+89952*a^2*c*q*r*x^3-104340*a^2*c*q*x^4+339*a^2*c*r^5-29789*a^2*c* r^4*x+216412*a^2*c*r^3*x^2-61528*a^2*c*r^2*x^3-102956*a^2*c*r*x^4+8*a^2*g^4*p^2 +16*a^2*g^4*p*r+43*a^2*g^4*p*x-7*a^2*g^4*q*x+8*a^2*g^4*r^2+28*a^2*g^4*r*x-269*a ^2*g^4*x^2+57*a^2*g^3*p^3+26*a^2*g^3*p^2*q+171*a^2*g^3*p^2*r-560*a^2*g^3*p^2*x+ 52*a^2*g^3*p*q*r-129*a^2*g^3*p*q*x+171*a^2*g^3*p*r^2-1849*a^2*g^3*p*r*x-2915*a^ 2*g^3*p*x^2-24*a^2*g^3*q^2*x+26*a^2*g^3*q*r^2-93*a^2*g^3*q*r*x-1205*a^2*g^3*q*x ^2+57*a^2*g^3*r^3-1289*a^2*g^3*r^2*x-2560*a^2*g^3*r*x^2+5304*a^2*g^3*x^3+123*a^ 2*g^2*p^4+140*a^2*g^2*p^3*q+492*a^2*g^2*p^3*r-2855*a^2*g^2*p^3*x+30*a^2*g^2*p^2 *q^2+420*a^2*g^2*p^2*q*r-2738*a^2*g^2*p^2*q*x+738*a^2*g^2*p^2*r^2-12244*a^2*g^2 *p^2*r*x-2370*a^2*g^2*p^2*x^2+60*a^2*g^2*p*q^2*r-419*a^2*g^2*p*q^2*x+420*a^2*g^ 2*p*q*r^2-6842*a^2*g^2*p*q*r*x-4835*a^2*g^2*p*q*x^2+492*a^2*g^2*p*r^3-15923*a^2 *g^2*p*r^2*x+8989*a^2*g^2*p*r*x^2+27262*a^2*g^2*p*x^3-20*a^2*g^2*q^3*x+30*a^2*g ^2*q^2*r^2-262*a^2*g^2*q^2*r*x-1546*a^2*g^2*q^2*x^2+140*a^2*g^2*q*r^3-4104*a^2* g^2*q*r^2*x-1163*a^2*g^2*q*r*x^2+20898*a^2*g^2*q*x^3+123*a^2*g^2*r^4-6534*a^2*g ^2*r^3*x+13353*a^2*g^2*r^2*x^2+26398*a^2*g^2*r*x^3-10980*a^2*g^2*x^4+107*a^2*g* p^5+202*a^2*g*p^4*q+535*a^2*g*p^4*r-3850*a^2*g*p^4*x+109*a^2*g*p^3*q^2+808*a^2* g*p^3*q*r-6659*a^2*g*p^3*q*x+1070*a^2*g*p^3*r^2-20827*a^2*g*p^3*r*x+6052*a^2*g* p^3*x^2+14*a^2*g*p^2*q^3+327*a^2*g*p^2*q^2*r-3078*a^2*g*p^2*q^2*x+1212*a^2*g*p^ 2*q*r^2-25722*a^2*g*p^2*q*r*x+5651*a^2*g*p^2*q*x^2+1070*a^2*g*p^2*r^3-39381*a^2 *g*p^2*r^2*x+60992*a^2*g*p^2*r*x^2+39436*a^2*g*p^2*x^3+28*a^2*g*p*q^3*r-273*a^2 *g*p*q^3*x+327*a^2*g*p*q^2*r^2-6803*a^2*g*p*q^2*r*x-1307*a^2*g*p*q^2*x^2+808*a^ 2*g*p*q*r^3-31467*a^2*g*p*q*r^2*x+49577*a^2*g*p*q*r*x^2+65363*a^2*g*p*q*x^3+535 *a^2*g*p*r^4-31681*a^2*g*p*r^3*x+116325*a^2*g*p*r^2*x^2+50432*a^2*g*p*r*x^3-\ 32071*a^2*g*p*x^4-4*a^2*g*q^4*x+14*a^2*g*q^3*r^2-126*a^2*g*q^3*r*x-906*a^2*g*q^ 3*x^2+109*a^2*g*q^2*r^3-3725*a^2*g*q^2*r^2*x+4083*a^2*g*q^2*r*x^2+25927*a^2*g*q ^2*x^3+202*a^2*g*q*r^4-12404*a^2*g*q*r^3*x+43889*a^2*g*q*r^2*x^2+44739*a^2*g*q* r*x^3-32071*a^2*g*q*x^4+107*a^2*g*r^5-9277*a^2*g*r^4*x+61385*a^2*g*r^3*x^2+4509 *a^2*g*r^2*x^3-34661*a^2*g*r*x^4+33*a^2*p^6+88*a^2*p^5*q+198*a^2*p^5*r-1590*a^2 *p^5*x+79*a^2*p^4*q^2+440*a^2*p^4*q*r-4023*a^2*p^4*q*x+495*a^2*p^4*r^2-10386*a^ 2*p^4*r*x+5760*a^2*p^4*x^2+26*a^2*p^3*q^3+316*a^2*p^3*q^2*r-3314*a^2*p^3*q^2*x+ 880*a^2*p^3*q*r^2-20567*a^2*p^3*q*r*x+12091*a^2*p^3*q*x^2+660*a^2*p^3*r^3-25644 *a^2*p^3*r^2*x+53264*a^2*p^3*r*x^2+16438*a^2*p^3*x^3+2*a^2*p^2*q^4+78*a^2*p^2*q ^3*r-919*a^2*p^2*q^3*x+474*a^2*p^2*q^2*r^2-12048*a^2*p^2*q^2*r*x+6633*a^2*p^2*q ^2*x^2+880*a^2*p^2*q*r^3-37563*a^2*p^2*q*r^2*x+86871*a^2*p^2*q*r*x^2+43615*a^2* p^2*q*x^3+495*a^2*p^2*r^4-30516*a^2*p^2*r^3*x+136845*a^2*p^2*r^2*x^2+6484*a^2*p ^2*r*x^3-23805*a^2*p^2*x^4+4*a^2*p*q^4*r-38*a^2*p*q^4*x+78*a^2*p*q^3*r^2-1869*a ^2*p*q^3*r*x+33*a^2*p*q^3*x^2+316*a^2*p*q^2*r^3-14154*a^2*p*q^2*r^2*x+35550*a^2 *p*q^2*r*x^2+37916*a^2*p*q^2*x^3+440*a^2*p*q*r^4-29517*a^2*p*q*r^3*x+145410*a^2 *p*q*r^2*x^2+23447*a^2*p*q*r*x^3-47610*a^2*p*q*x^4+198*a^2*p*r^5-17694*a^2*p*r^ 4*x+136938*a^2*p*r^3*x^2-61692*a^2*p*r^2*x^3-45902*a^2*p*r*x^4+2*a^2*q^4*r^2-2* a^2*q^4*r*x-269*a^2*q^4*x^2+26*a^2*q^3*r^3-950*a^2*q^3*r^2*x+1943*a^2*q^3*r*x^2 +10739*a^2*q^3*x^3+79*a^2*q^2*r^4-5420*a^2*q^2*r^3*x+26937*a^2*q^2*r^2*x^2+ 16963*a^2*q^2*r*x^3-23805*a^2*q^2*x^4+88*a^2*q*r^5-8498*a^2*q*r^4*x+70630*a^2*q *r^3*x^2-28336*a^2*q*r^2*x^3-45902*a^2*q*r*x^4+33*a^2*r^6-4026*a^2*r^5*x+47597* a^2*r^4*x^2-58758*a^2*r^3*x^3-24341*a^2*r^2*x^4+32*a*b^5*c*x-32*a*b^5*r*x-368*a *b^5*x^2+32*a*b^4*c^2*p+32*a*b^4*c^2*r+304*a*b^4*c^2*x+8*a*b^4*c*g*p+8*a*b^4*c* g*r+176*a*b^4*c*g*x+40*a*b^4*c*p^2+80*a*b^4*c*p*r-72*a*b^4*c*p*x+120*a*b^4*c*q* x+40*a*b^4*c*r^2-920*a*b^4*c*r*x-5704*a*b^4*c*x^2+4*a*b^4*g*p^2+8*a*b^4*g*p*r+ 24*a*b^4*g*p*x-8*a*b^4*g*q*x+4*a*b^4*g*r^2-132*a*b^4*g*r*x-1472*a*b^4*g*x^2+12* a*b^4*p^3+36*a*b^4*p^2*r-128*a*b^4*p^2*x+12*a*b^4*p*q*x+36*a*b^4*p*r^2-776*a*b^ 4*p*r*x-2988*a*b^4*p*x^2-96*a*b^4*q*r*x-1332*a*b^4*q*x^2+12*a*b^4*r^3-648*a*b^4 *r^2*x-1284*a*b^4*r*x^2+6144*a*b^4*x^3+240*a*b^3*c^3*p+240*a*b^3*c^3*r+256*a*b^ 3*c^3*x+152*a*b^3*c^2*g*p+152*a*b^3*c^2*g*r+744*a*b^3*c^2*g*x+440*a*b^3*c^2*p^2 +64*a*b^3*c^2*p*q+880*a*b^3*c^2*p*r-3920*a*b^3*c^2*p*x+64*a*b^3*c^2*q*r+816*a*b ^3*c^2*q*x+440*a*b^3*c^2*r^2-10632*a*b^3*c^2*r*x-28576*a*b^3*c^2*x^2+20*a*b^3*c *g^2*p+20*a*b^3*c*g^2*r+304*a*b^3*c*g^2*x+196*a*b^3*c*g*p^2+16*a*b^3*c*g*p*q+ 392*a*b^3*c*g*p*r-828*a*b^3*c*g*p*x+16*a*b^3*c*g*q*r+384*a*b^3*c*g*q*x+196*a*b^ 3*c*g*r^2-3736*a*b^3*c*g*r*x-17828*a*b^3*c*g*x^2+264*a*b^3*c*p^3+96*a*b^3*c*p^2 *q+792*a*b^3*c*p^2*r-4756*a*b^3*c*p^2*x+192*a*b^3*c*p*q*r-484*a*b^3*c*p*q*x+792 *a*b^3*c*p*r^2-18304*a*b^3*c*p*r*x-26592*a*b^3*c*p*x^2+152*a*b^3*c*q^2*x+96*a*b ^3*c*q*r^2-2468*a*b^3*c*q*r*x-16900*a*b^3*c*q*x^2+264*a*b^3*c*r^3-13548*a*b^3*c *r^2*x-2244*a*b^3*c*r*x^2+62512*a*b^3*c*x^3+12*a*b^3*g^2*p^2+24*a*b^3*g^2*p*r+ 92*a*b^3*g^2*p*x-20*a*b^3*g^2*q*x+12*a*b^3*g^2*r^2-156*a*b^3*g^2*r*x-2212*a*b^3 *g^2*x^2+64*a*b^3*g*p^3+12*a*b^3*g*p^2*q+192*a*b^3*g*p^2*r-752*a*b^3*g*p^2*x+24 *a*b^3*g*p*q*r+192*a*b^3*g*p*r^2-3434*a*b^3*g*p*r*x-9450*a*b^3*g*p*x^2-16*a*b^3 *g*q^2*x+12*a*b^3*g*q*r^2-354*a*b^3*g*q*r*x-4122*a*b^3*g*q*x^2+64*a*b^3*g*r^3-\ 2682*a*b^3*g*r^2*x-4786*a*b^3*g*r*x^2+19008*a*b^3*g*x^3+52*a*b^3*p^4+36*a*b^3*p ^3*q+208*a*b^3*p^3*r-1350*a*b^3*p^3*x+108*a*b^3*p^2*q*r-618*a*b^3*p^2*q*x+312*a *b^3*p^2*r^2-6972*a*b^3*p^2*r*x-5824*a*b^3*p^2*x^2+52*a*b^3*p*q^2*x+108*a*b^3*p *q*r^2-2380*a*b^3*p*q*r*x-8926*a*b^3*p*q*x^2+208*a*b^3*p*r^3-9894*a*b^3*p*r^2*x +3528*a*b^3*p*r*x^2+32228*a*b^3*p*x^3-72*a*b^3*q^2*r*x-2022*a*b^3*q^2*x^2+36*a* b^3*q*r^3-1762*a*b^3*q*r^2*x-2060*a*b^3*q*r*x^2+24116*a*b^3*q*x^3+52*a*b^3*r^4-\ 4272*a*b^3*r^3*x+10630*a*b^3*r^2*x^2+28172*a*b^3*r*x^3-13680*a*b^3*x^4+672*a*b^ 2*c^4*p+672*a*b^2*c^4*r-1504*a*b^2*c^4*x+680*a*b^2*c^3*g*p+680*a*b^2*c^3*g*r-\ 312*a*b^2*c^3*g*x+1648*a*b^2*c^3*p^2+368*a*b^2*c^3*p*q+3296*a*b^2*c^3*p*r-19792 *a*b^2*c^3*p*x+368*a*b^2*c^3*q*r+744*a*b^2*c^3*q*x+1648*a*b^2*c^3*r^2-39080*a*b ^2*c^3*r*x-56528*a*b^2*c^3*x^2+208*a*b^2*c^2*g^2*p+208*a*b^2*c^2*g^2*r+684*a*b^ 2*c^2*g^2*x+1312*a*b^2*c^2*g*p^2+240*a*b^2*c^2*g*p*q+2624*a*b^2*c^2*g*p*r-12364 *a*b^2*c^2*g*p*x+240*a*b^2*c^2*g*q*r+1300*a*b^2*c^2*g*q*x+1312*a*b^2*c^2*g*r^2-\ 27332*a*b^2*c^2*g*r*x-60400*a*b^2*c^2*g*x^2+1464*a*b^2*c^2*p^3+792*a*b^2*c^2*p^ 2*q+4392*a*b^2*c^2*p^2*r-31016*a*b^2*c^2*p^2*x+40*a*b^2*c^2*p*q^2+1584*a*b^2*c^ 2*p*q*r-9368*a*b^2*c^2*p*q*x+4392*a*b^2*c^2*p*r^2-101012*a*b^2*c^2*p*r*x-59280* a*b^2*c^2*p*x^2+40*a*b^2*c^2*q^2*r+712*a*b^2*c^2*q^2*x+792*a*b^2*c^2*q*r^2-\ 19812*a*b^2*c^2*q*r*x-57712*a*b^2*c^2*q*x^2+1464*a*b^2*c^2*r^3-69996*a*b^2*c^2* r^2*x+58520*a*b^2*c^2*r*x^2+225240*a*b^2*c^2*x^3+18*a*b^2*c*g^3*p+18*a*b^2*c*g^ 3*r+232*a*b^2*c*g^3*x+288*a*b^2*c*g^2*p^2+32*a*b^2*c*g^2*p*q+576*a*b^2*c*g^2*p* r-1320*a*b^2*c*g^2*p*x+32*a*b^2*c*g^2*q*r+422*a*b^2*c*g^2*q*x+288*a*b^2*c*g^2*r ^2-4576*a*b^2*c*g^2*r*x-19728*a*b^2*c*g^2*x^2+820*a*b^2*c*g*p^3+372*a*b^2*c*g*p ^2*q+2460*a*b^2*c*g*p^2*r-14540*a*b^2*c*g*p^2*x+10*a*b^2*c*g*p*q^2+744*a*b^2*c* g*p*q*r-3112*a*b^2*c*g*p*q*x+2460*a*b^2*c*g*p*r^2-50068*a*b^2*c*g*p*r*x-54528*a *b^2*c*g*p*x^2+10*a*b^2*c*g*q^2*r+294*a*b^2*c*g*q^2*x+372*a*b^2*c*g*q*r^2-7754* a*b^2*c*g*q*r*x-35770*a*b^2*c*g*q*x^2+820*a*b^2*c*g*r^3-35528*a*b^2*c*g*r^2*x-\ 1918*a*b^2*c*g*r*x^2+141692*a*b^2*c*g*x^3+554*a*b^2*c*p^4+540*a*b^2*c*p^3*q+ 2216*a*b^2*c*p^3*r-16544*a*b^2*c*p^3*x+82*a*b^2*c*p^2*q^2+1620*a*b^2*c*p^2*q*r-\ 12692*a*b^2*c*p^2*q*x+3324*a*b^2*c*p^2*r^2-75528*a*b^2*c*p^2*r*x-13260*a*b^2*c* p^2*x^2+164*a*b^2*c*p*q^2*r-636*a*b^2*c*p*q^2*x+1620*a*b^2*c*p*q*r^2-39776*a*b^ 2*c*p*q*r*x-47094*a*b^2*c*p*q*x^2+2216*a*b^2*c*p*r^3-101424*a*b^2*c*p*r^2*x+ 127906*a*b^2*c*p*r*x^2+226344*a*b^2*c*p*x^3+78*a*b^2*c*q^3*x+82*a*b^2*c*q^2*r^2 -1996*a*b^2*c*q^2*r*x-18348*a*b^2*c*q^2*x^2+540*a*b^2*c*q*r^3-27084*a*b^2*c*q*r ^2*x+16762*a*b^2*c*q*r*x^2+178440*a*b^2*c*q*x^3+554*a*b^2*c*r^4-42440*a*b^2*c*r ^3*x+153554*a*b^2*c*r^2*x^2+161778*a*b^2*c*r*x^3-97008*a*b^2*c*x^4+13*a*b^2*g^3 *p^2+26*a*b^2*g^3*p*r+114*a*b^2*g^3*p*x-18*a*b^2*g^3*q*x+13*a*b^2*g^3*r^2-61*a* b^2*g^3*r*x-1584*a*b^2*g^3*x^2+101*a*b^2*g^2*p^3+26*a*b^2*g^2*p^2*q+303*a*b^2*g ^2*p^2*r-1152*a*b^2*g^2*p^2*x+52*a*b^2*g^2*p*q*r-19*a*b^2*g^2*p*q*x+303*a*b^2*g ^2*p*r^2-4711*a*b^2*g^2*p*r*x-10868*a*b^2*g^2*p*x^2-32*a*b^2*g^2*q^2*x+26*a*b^2 *g^2*q*r^2-389*a*b^2*g^2*q*r*x-4666*a*b^2*g^2*q*x^2+101*a*b^2*g^2*r^3-3559*a*b^ 2*g^2*r^2*x-6456*a*b^2*g^2*r*x^2+21312*a*b^2*g^2*x^3+163*a*b^2*g*p^4+140*a*b^2* g*p^3*q+652*a*b^2*g*p^3*r-4156*a*b^2*g*p^3*x+13*a*b^2*g*p^2*q^2+420*a*b^2*g*p^2 *q*r-2709*a*b^2*g*p^2*q*x+978*a*b^2*g*p^2*r^2-19899*a*b^2*g*p^2*r*x-10874*a*b^2 *g*p^2*x^2+26*a*b^2*g*p*q^2*r-30*a*b^2*g*p*q^2*x+420*a*b^2*g*p*q*r^2-8490*a*b^2 *g*p*q*r*x-17965*a*b^2*g*p*q*x^2+652*a*b^2*g*p*r^3-27330*a*b^2*g*p*r^2*x+13846* a*b^2*g*p*r*x^2+72222*a*b^2*g*p*x^3-10*a*b^2*g*q^3*x+13*a*b^2*g*q^2*r^2-258*a*b ^2*g*q^2*r*x-4616*a*b^2*g*q^2*x^2+140*a*b^2*g*q*r^3-5781*a*b^2*g*q*r^2*x-4001*a *b^2*g*q*r*x^2+54420*a*b^2*g*q*x^3+163*a*b^2*g*r^4-11587*a*b^2*g*r^3*x+28319*a* b^2*g*r^2*x^2+65141*a*b^2*g*r*x^3-30402*a*b^2*g*x^4+75*a*b^2*p^5+114*a*b^2*p^4* q+375*a*b^2*p^4*r-2894*a*b^2*p^4*x+39*a*b^2*p^3*q^2+456*a*b^2*p^3*q*r-3872*a*b^ 2*p^3*q*x+750*a*b^2*p^3*r^2-16989*a*b^2*p^3*r*x+1104*a*b^2*p^3*x^2+117*a*b^2*p^ 2*q^2*r-907*a*b^2*p^2*q^2*x+684*a*b^2*p^2*q*r^2-17112*a*b^2*p^2*q*r*x-7119*a*b^ 2*p^2*q*x^2+750*a*b^2*p^2*r^3-33603*a*b^2*p^2*r^2*x+51838*a*b^2*p^2*r*x^2+54974 *a*b^2*p^2*x^3+71*a*b^2*p*q^3*x+117*a*b^2*p*q^2*r^2-2600*a*b^2*p*q^2*r*x-9825*a *b^2*p*q^2*x^2+456*a*b^2*p*q*r^3-22608*a*b^2*p*q*r^2*x+28406*a*b^2*p*q*r*x^2+ 90568*a*b^2*p*q*x^3+375*a*b^2*p*r^4-27815*a*b^2*p*r^3*x+112731*a*b^2*p*r^2*x^2+ 72539*a*b^2*p*r*x^3-44508*a*b^2*p*x^4+16*a*b^2*q^3*r*x-1602*a*b^2*q^3*x^2+39*a* b^2*q^2*r^3-1693*a*b^2*q^2*r^2*x-1559*a*b^2*q^2*r*x^2+35594*a*b^2*q^2*x^3+114*a *b^2*q*r^4-9368*a*b^2*q*r^3*x+33654*a*b^2*q*r^2*x^2+63017*a*b^2*q*r*x^3-44508*a *b^2*q*x^4+75*a*b^2*r^5-8307*a*b^2*r^4*x+61997*a*b^2*r^3*x^2+11825*a*b^2*r^2*x^ 3-48000*a*b^2*r*x^4+800*a*b*c^5*p+800*a*b*c^5*r-2976*a*b*c^5*x+1128*a*b*c^4*g*p +1128*a*b*c^4*g*r-3176*a*b*c^4*g*x+2512*a*b*c^4*p^2+656*a*b*c^4*p*q+5024*a*b*c^ 4*p*r-33680*a*b*c^4*p*x+656*a*b*c^4*q*r-1312*a*b*c^4*q*x+2512*a*b*c^4*r^2-56192 *a*b*c^4*r*x-45368*a*b*c^4*x^2+556*a*b*c^3*g^2*p+556*a*b*c^3*g^2*r-616*a*b*c^3* g^2*x+2928*a*b*c^3*g*p^2+696*a*b*c^3*g*p*q+5856*a*b*c^3*g*p*r-34924*a*b*c^3*g*p *x+696*a*b*c^3*g*q*r-188*a*b*c^3*g*q*x+2928*a*b*c^3*g*r^2-61024*a*b*c^3*g*r*x-\ 72168*a*b*c^3*g*x^2+2980*a*b*c^3*p^3+1896*a*b*c^3*p^2*q+8940*a*b*c^3*p^2*r-\ 67012*a*b*c^3*p^2*x+148*a*b*c^3*p*q^2+3792*a*b*c^3*p*q*r-28192*a*b*c^3*p*q*x+ 8940*a*b*c^3*p*r^2-198220*a*b*c^3*p*r*x-26224*a*b*c^3*p*x^2+148*a*b*c^3*q^2*r+ 452*a*b*c^3*q^2*x+1896*a*b*c^3*q*r^2-45940*a*b*c^3*q*r*x-67624*a*b*c^3*q*x^2+ 2980*a*b*c^3*r^3-131208*a*b*c^3*r^2*x+184568*a*b*c^3*r*x^2+330720*a*b*c^3*x^3+ 110*a*b*c^2*g^3*p+110*a*b*c^2*g^3*r+278*a*b*c^2*g^3*x+1144*a*b*c^2*g^2*p^2+224* a*b*c^2*g^2*p*q+2288*a*b*c^2*g^2*p*r-10742*a*b*c^2*g^2*p*x+224*a*b*c^2*g^2*q*r+ 650*a*b*c^2*g^2*q*x+1144*a*b*c^2*g^2*r^2-20882*a*b*c^2*g^2*r*x-41090*a*b*c^2*g^ 2*x^2+2692*a*b*c^2*g*p^3+1584*a*b*c^2*g*p^2*q+8076*a*b*c^2*g*p^2*r-55158*a*b*c^ 2*g*p^2*x+98*a*b*c^2*g*p*q^2+3168*a*b*c^2*g*p*q*r-20260*a*b*c^2*g*p*q*x+8076*a* b*c^2*g*p*r^2-167442*a*b*c^2*g*p*r*x-65818*a*b*c^2*g*p*x^2+98*a*b*c^2*g*q^2*r+ 666*a*b*c^2*g*q^2*x+1584*a*b*c^2*g*q*r^2-34612*a*b*c^2*g*q*r*x-73534*a*b*c^2*g* q*x^2+2692*a*b*c^2*g*r^3-112284*a*b*c^2*g*r^2*x+99696*a*b*c^2*g*r*x^2+324640*a* b*c^2*g*x^3+1666*a*b*c^2*p^4+1880*a*b*c^2*p^3*q+6664*a*b*c^2*p^3*r-52110*a*b*c^ 2*p^3*x+430*a*b*c^2*p^2*q^2+5640*a*b*c^2*p^2*q*r-49092*a*b*c^2*p^2*q*x+9996*a*b *c^2*p^2*r^2-221948*a*b*c^2*p^2*r*x+38114*a*b*c^2*p^2*x^2+8*a*b*c^2*p*q^3+860*a *b*c^2*p*q^2*r-6732*a*b*c^2*p*q^2*x+5640*a*b*c^2*p*q*r^2-138664*a*b*c^2*p*q*r*x -43864*a*b*c^2*p*q*x^2+6664*a*b*c^2*p*r^3-287566*a*b*c^2*p*r^2*x+501178*a*b*c^2 *p*r*x^2+482188*a*b*c^2*p*x^3+8*a*b*c^2*q^3*r+222*a*b*c^2*q^3*x+430*a*b*c^2*q^2 *r^2-10568*a*b*c^2*q^2*r*x-37174*a*b*c^2*q^2*x^2+1880*a*b*c^2*q*r^3-89572*a*b*c ^2*q*r^2*x+134356*a*b*c^2*q*r*x^2+397300*a*b*c^2*q*x^3+1666*a*b*c^2*r^4-117728* a*b*c^2*r^3*x+492702*a*b*c^2*r^2*x^2+247504*a*b*c^2*r*x^3-227736*a*b*c^2*x^4+7* a*b*c*g^4*p+7*a*b*c*g^4*r+82*a*b*c*g^4*x+166*a*b*c*g^3*p^2+20*a*b*c*g^3*p*q+332 *a*b*c*g^3*p*r-736*a*b*c*g^3*p*x+20*a*b*c*g^3*q*r+194*a*b*c*g^3*q*x+166*a*b*c*g ^3*r^2-2209*a*b*c*g^3*r*x-9266*a*b*c*g^3*x^2+746*a*b*c*g^2*p^3+368*a*b*c*g^2*p^ 2*q+2238*a*b*c*g^2*p^2*r-12789*a*b*c*g^2*p^2*x+13*a*b*c*g^2*p*q^2+736*a*b*c*g^2 *p*q*r-3380*a*b*c*g^2*p*q*x+2238*a*b*c*g^2*p*r^2-41127*a*b*c*g^2*p*r*x-36707*a* b*c*g^2*p*x^2+13*a*b*c*g^2*q^2*r+177*a*b*c*g^2*q^2*x+368*a*b*c*g^2*q*r^2-6542*a *b*c*g^2*q*r*x-24719*a*b*c*g^2*q*x^2+746*a*b*c*g^2*r^3-28338*a*b*c*g^2*r^2*x-\ 946*a*b*c*g^2*r*x^2+103416*a*b*c*g^2*x^3+1029*a*b*c*g*p^4+1102*a*b*c*g*p^3*q+ 4116*a*b*c*g*p^3*r-29713*a*b*c*g*p^3*x+215*a*b*c*g*p^2*q^2+3306*a*b*c*g*p^2*q*r -26080*a*b*c*g*p^2*q*x+6174*a*b*c*g*p^2*r^2-129530*a*b*c*g*p^2*r*x-3905*a*b*c*g *p^2*x^2+2*a*b*c*g*p*q^3+430*a*b*c*g*p*q^2*r-2742*a*b*c*g*p*q^2*x+3306*a*b*c*g* p*q*r^2-74164*a*b*c*g*p*q*r*x-50426*a*b*c*g*p*q*x^2+4116*a*b*c*g*p*r^3-169921*a *b*c*g*p*r^2*x+222547*a*b*c*g*p*r*x^2+323150*a*b*c*g*p*x^3+2*a*b*c*g*q^3*r+87*a *b*c*g*q^3*x+215*a*b*c*g*q^2*r^2-4452*a*b*c*g*q^2*r*x-24083*a*b*c*g*q^2*x^2+ 1102*a*b*c*g*q*r^3-48084*a*b*c*g*q*r^2*x+39496*a*b*c*g*q*r*x^2+255650*a*b*c*g*q *x^3+1029*a*b*c*g*r^4-70104*a*b*c*g*r^3*x+245131*a*b*c*g*r^2*x^2+230656*a*b*c*g *r*x^3-140284*a*b*c*g*x^4+440*a*b*c*p^5+758*a*b*c*p^4*q+2200*a*b*c*p^4*r-17726* a*b*c*p^4*x+348*a*b*c*p^3*q^2+3032*a*b*c*p^3*q*r-27742*a*b*c*p^3*q*x+4400*a*b*c *p^3*r^2-98286*a*b*c*p^3*r*x+34262*a*b*c*p^3*x^2+30*a*b*c*p^2*q^3+1044*a*b*c*p^ 2*q^2*r-10296*a*b*c*p^2*q^2*x+4548*a*b*c*p^2*q*r^2-114142*a*b*c*p^2*q*r*x+17644 *a*b*c*p^2*q*x^2+4400*a*b*c*p^2*r^3-188502*a*b*c*p^2*r^2*x+368418*a*b*c*p^2*r*x ^2+225740*a*b*c*p^2*x^3+60*a*b*c*p*q^3*r-266*a*b*c*p*q^3*x+1044*a*b*c*p*q^2*r^2 -27044*a*b*c*p*q^2*r*x-25238*a*b*c*p*q^2*x^2+3032*a*b*c*p*q*r^3-145058*a*b*c*p* q*r^2*x+288958*a*b*c*p*q*r*x^2+387120*a*b*c*p*q*x^3+2200*a*b*c*p*r^4-153050*a*b *c*p*r^3*x+691896*a*b*c*p*r^2*x^2+175846*a*b*c*p*r*x^3-208680*a*b*c*p*x^4+14*a* b*c*q^4*x+30*a*b*c*q^3*r^2-448*a*b*c*q^3*r*x-8620*a*b*c*q^3*x^2+348*a*b*c*q^2*r ^3-16748*a*b*c*q^2*r^2*x+21456*a*b*c*q^2*r*x^2+161380*a*b*c*q^2*x^3+758*a*b*c*q *r^4-58658*a*b*c*q*r^3*x+269178*a*b*c*q*r^2*x^2+196762*a*b*c*q*r*x^3-208680*a*b *c*q*x^4+440*a*b*c*r^5-45108*a*b*c*r^4*x+357740*a*b*c*r^3*x^2-103480*a*b*c*r^2* x^3-205912*a*b*c*r*x^4+6*a*b*g^4*p^2+12*a*b*g^4*p*r+57*a*b*g^4*p*x-7*a*b*g^4*q* x+6*a*b*g^4*r^2-546*a*b*g^4*x^2+62*a*b*g^3*p^3+18*a*b*g^3*p^2*q+186*a*b*g^3*p^2 *r-670*a*b*g^3*p^2*x+36*a*b*g^3*p*q*r-10*a*b*g^3*p*q*x+186*a*b*g^3*p*r^2-2576*a *b*g^3*p*r*x-5373*a*b*g^3*p*x^2-20*a*b*g^3*q^2*x+18*a*b*g^3*q*r^2-160*a*b*g^3*q *r*x-2277*a*b*g^3*q*x^2+62*a*b*g^3*r^3-1906*a*b*g^3*r^2*x-3656*a*b*g^3*r*x^2+ 10272*a*b*g^3*x^3+150*a*b*g^2*p^4+142*a*b*g^2*p^3*q+600*a*b*g^2*p^3*r-3724*a*b* g^2*p^3*x+18*a*b*g^2*p^2*q^2+426*a*b*g^2*p^2*q*r-2795*a*b*g^2*p^2*q*x+900*a*b*g ^2*p^2*r^2-17086*a*b*g^2*p^2*r*x-6681*a*b*g^2*p^2*x^2+36*a*b*g^2*p*q^2*r-116*a* b*g^2*p*q^2*x+426*a*b*g^2*p*q*r^2-8028*a*b*g^2*p*q*r*x-11945*a*b*g^2*p*q*x^2+ 600*a*b*g^2*p*r^3-23000*a*b*g^2*p*r^2*x+13020*a*b*g^2*p*r*x^2+52444*a*b*g^2*p*x ^3-13*a*b*g^2*q^3*x+18*a*b*g^2*q^2*r^2-226*a*b*g^2*q^2*r*x-3426*a*b*g^2*q^2*x^2 +142*a*b*g^2*q*r^3-5233*a*b*g^2*q*r^2*x-2883*a*b*g^2*q*r*x^2+39716*a*b*g^2*q*x^ 3+150*a*b*g^2*r^4-9638*a*b*g^2*r^3*x+22634*a*b*g^2*r^2*x^2+48536*a*b*g^2*r*x^3-\ 21960*a*b*g^2*x^4+138*a*b*g*p^5+230*a*b*g*p^4*q+690*a*b*g*p^4*r-5206*a*b*g*p^4* x+98*a*b*g*p^3*q^2+920*a*b*g*p^3*q*r-7796*a*b*g*p^3*q*x+1380*a*b*g*p^3*r^2-\ 29507*a*b*g*p^3*r*x+5308*a*b*g*p^3*x^2+6*a*b*g*p^2*q^3+294*a*b*g*p^2*q^2*r-2588 *a*b*g*p^2*q^2*x+1380*a*b*g*p^2*q*r^2-32393*a*b*g*p^2*q*r*x-2871*a*b*g*p^2*q*x^ 2+1380*a*b*g*p^2*r^3-57285*a*b*g*p^2*r^2*x+90926*a*b*g*p^2*r*x^2+77637*a*b*g*p^ 2*x^3+12*a*b*g*p*q^3*r+294*a*b*g*p*q^2*r^2-6465*a*b*g*p*q^2*r*x-10572*a*b*g*p*q ^2*x^2+920*a*b*g*p*q*r^3-41398*a*b*g*p*q*r^2*x+60562*a*b*g*p*q*r*x^2+128256*a*b *g*p*q*x^3+690*a*b*g*p*r^4-46873*a*b*g*p*r^3*x+185798*a*b*g*p*r^2*x^2+99177*a*b *g*p*r*x^3-64142*a*b*g*p*x^4-2*a*b*g*q^4*x+6*a*b*g*q^3*r^2-15*a*b*g*q^3*r*x-\ 2393*a*b*g*q^3*x^2+98*a*b*g*q^2*r^3-3877*a*b*g*q^2*r^2*x+632*a*b*g*q^2*r*x^2+ 50619*a*b*g*q^2*x^3+230*a*b*g*q*r^4-16801*a*b*g*q*r^3*x+61625*a*b*g*q*r^2*x^2+ 87791*a*b*g*q*r*x^3-64142*a*b*g*q*x^4+138*a*b*g*r^5-13889*a*b*g*r^4*x+100180*a* b*g*r^3*x^2+10380*a*b*g*r^2*x^3-69322*a*b*g*r*x^4+44*a*b*p^6+106*a*b*p^5*q+264* a*b*p^5*r-2203*a*b*p^5*x+80*a*b*p^4*q^2+530*a*b*p^4*q*r-5001*a*b*p^4*q*x+660*a* b*p^4*r^2-14948*a*b*p^4*r*x+7137*a*b*p^4*x^2+18*a*b*p^3*q^3+320*a*b*p^3*q^2*r-\ 3355*a*b*p^3*q^2*x+1060*a*b*p^3*q*r^2-27010*a*b*p^3*q*r*x+10914*a*b*p^3*q*x^2+ 880*a*b*p^3*r^3-37762*a*b*p^3*r^2*x+80302*a*b*p^3*r*x^2+33883*a*b*p^3*x^3+54*a* b*p^2*q^3*r-519*a*b*p^2*q^3*x+480*a*b*p^2*q^2*r^2-13284*a*b*p^2*q^2*r*x-240*a*b *p^2*q^2*x^2+1060*a*b*p^2*q*r^3-51024*a*b*p^2*q*r^2*x+116493*a*b*p^2*q*r*x^2+ 90251*a*b*p^2*q*x^3+660*a*b*p^2*r^4-45628*a*b*p^2*r^3*x+216878*a*b*p^2*r^2*x^2+ 22165*a*b*p^2*r*x^3-47610*a*b*p^2*x^4+38*a*b*p*q^4*x+54*a*b*p*q^3*r^2-1190*a*b* p*q^3*r*x-4674*a*b*p*q^3*x^2+320*a*b*p*q^2*r^3-16503*a*b*p*q^2*r^2*x+35280*a*b* p*q^2*r*x^2+78853*a*b*p*q^2*x^3+530*a*b*p*q*r^4-41022*a*b*p*q*r^3*x+210979*a*b* p*q*r^2*x^2+65288*a*b*p*q*r*x^3-95220*a*b*p*q*x^4+264*a*b*p*r^5-26747*a*b*p*r^4 *x+221398*a*b*p*r^3*x^2-101948*a*b*p*r^2*x^3-91804*a*b*p*r*x^4+32*a*b*q^4*r*x-\ 657*a*b*q^4*x^2+18*a*b*q^3*r^3-671*a*b*q^3*r^2*x-911*a*b*q^3*r*x^2+22485*a*b*q^ 3*x^3+80*a*b*q^2*r^4-6574*a*b*q^2*r^3*x+30845*a*b*q^2*r^2*x^2+43123*a*b*q^2*r*x ^3-47610*a*b*q^2*x^4+106*a*b*q*r^5-12007*a*b*q*r^4*x+105400*a*b*q*r^3*x^2-35236 *a*b*q*r^2*x^3-91804*a*b*q*r*x^4+44*a*b*r^6-6136*a*b*r^5*x+77685*a*b*r^4*x^2-\ 102476*a*b*r^3*x^3-48682*a*b*r^2*x^4+336*a*c^6*p+336*a*c^6*r-1488*a*c^6*x+616*a *c^5*g*p+616*a*c^5*g*r-2424*a*c^5*g*x+1328*a*c^5*p^2+368*a*c^5*p*q+2656*a*c^5*p *r-18448*a*c^5*p*x+368*a*c^5*q*r-1456*a*c^5*q*x+1328*a*c^5*r^2-27392*a*c^5*r*x-\ 11728*a*c^5*x^2+428*a*c^4*g^2*p+428*a*c^4*g^2*r-1316*a*c^4*g^2*x+2068*a*c^4*g*p ^2+544*a*c^4*g*p*q+4136*a*c^4*g*p*r-26980*a*c^4*g*p*x+544*a*c^4*g*q*r-1608*a*c^ 4*g*q*x+2068*a*c^4*g*r^2-41032*a*c^4*g*r*x-26268*a*c^4*g*x^2+1996*a*c^4*p^3+ 1384*a*c^4*p^2*q+5988*a*c^4*p^2*r-45436*a*c^4*p^2*x+124*a*c^4*p*q^2+2768*a*c^4* p*q*r-22356*a*c^4*p*q*x+5988*a*c^4*p*r^2-126228*a*c^4*p*r*x+17040*a*c^4*p*x^2+ 124*a*c^4*q^2*r-300*a*c^4*q^2*x+1384*a*c^4*q*r^2-31248*a*c^4*q*r*x-23152*a*c^4* q*x^2+1996*a*c^4*r^3-80792*a*c^4*r^2*x+139532*a*c^4*r*x^2+169032*a*c^4*x^3+138* a*c^3*g^3*p+138*a*c^3*g^3*r-198*a*c^3*g^3*x+1188*a*c^3*g^2*p^2+284*a*c^3*g^2*p* q+2376*a*c^3*g^2*p*r-13852*a*c^3*g^2*p*x+284*a*c^3*g^2*q*r-372*a*c^3*g^2*q*x+ 1188*a*c^3*g^2*r^2-22016*a*c^3*g^2*r*x-22596*a*c^3*g^2*x^2+2538*a*c^3*g*p^3+ 1684*a*c^3*g*p^2*q+7614*a*c^3*g*p^2*r-54802*a*c^3*g*p^2*x+136*a*c^3*g*p*q^2+ 3368*a*c^3*g*p*q*r-25142*a*c^3*g*p*q*x+7614*a*c^3*g*p*r^2-154184*a*c^3*g*p*r*x-\ 2336*a*c^3*g*p*x^2+136*a*c^3*g*q^2*r-48*a*c^3*g*q^2*x+1684*a*c^3*g*q*r^2-36036* a*c^3*g*q*r*x-38848*a*c^3*g*q*x^2+2538*a*c^3*g*r^3-99382*a*c^3*g*r^2*x+140844*a *c^3*g*r*x^2+229232*a*c^3*g*x^3+1480*a*c^3*p^4+1816*a*c^3*p^3*q+5920*a*c^3*p^3* r-46752*a*c^3*p^3*x+492*a*c^3*p^2*q^2+5448*a*c^3*p^2*q*r-49094*a*c^3*p^2*q*x+ 8880*a*c^3*p^2*r^2-190884*a*c^3*p^2*r*x+70648*a*c^3*p^2*x^2+12*a*c^3*p*q^3+984* a*c^3*p*q^2*r-9290*a*c^3*p*q^2*x+5448*a*c^3*p*q*r^2-129660*a*c^3*p*q*r*x+15940* a*c^3*p*q*x^2+5920*a*c^3*p*r^3-241512*a*c^3*p*r^2*x+481048*a*c^3*p*r*x^2+319164 *a*c^3*p*x^3+12*a*c^3*q^3*r+60*a*c^3*q^3*x+492*a*c^3*q^2*r^2-11668*a*c^3*q^2*r* x-18740*a*c^3*q^2*x^2+1816*a*c^3*q*r^3-80566*a*c^3*q*r^2*x+159502*a*c^3*q*r*x^2 +271500*a*c^3*q*x^3+1480*a*c^3*r^4-97380*a*c^3*r^3*x+431866*a*c^3*r^2*x^2+ 100404*a*c^3*r*x^3-167872*a*c^3*x^4+20*a*c^2*g^4*p+20*a*c^2*g^4*r+42*a*c^2*g^4* x+305*a*c^2*g^3*p^2+60*a*c^2*g^3*p*q+610*a*c^2*g^3*p*r-2801*a*c^2*g^3*p*x+60*a* c^2*g^3*q*r+102*a*c^2*g^3*q*x+305*a*c^2*g^3*r^2-4926*a*c^2*g^3*r*x-9051*a*c^2*g ^3*x^2+1132*a*c^2*g^2*p^3+692*a*c^2*g^2*p^2*q+3396*a*c^2*g^2*p^2*r-22358*a*c^2* g^2*p^2*x+45*a*c^2*g^2*p*q^2+1384*a*c^2*g^2*p*q*r-8960*a*c^2*g^2*p*q*x+3396*a*c ^2*g^2*p*r^2-64545*a*c^2*g^2*p*r*x-17824*a*c^2*g^2*p*x^2+45*a*c^2*g^2*q^2*r+135 *a*c^2*g^2*q^2*x+692*a*c^2*g^2*q*r^2-13388*a*c^2*g^2*q*r*x-23168*a*c^2*g^2*q*x^ 2+1132*a*c^2*g^2*r^3-42187*a*c^2*g^2*r^2*x+37657*a*c^2*g^2*r*x^2+113870*a*c^2*g ^2*x^3+1433*a*c^2*g*p^4+1708*a*c^2*g*p^3*q+5732*a*c^2*g*p^3*r-43215*a*c^2*g*p^3 *x+429*a*c^2*g*p^2*q^2+5124*a*c^2*g*p^2*q*r-43698*a*c^2*g*p^2*q*x+8598*a*c^2*g* p^2*r^2-178454*a*c^2*g*p^2*r*x+45023*a*c^2*g*p^2*x^2+8*a*c^2*g*p*q^3+858*a*c^2* g*p*q^2*r-7342*a*c^2*g*p*q^2*x+5124*a*c^2*g*p*q*r^2-116090*a*c^2*g*p*q*r*x-8226 *a*c^2*g*p*q*x^2+5732*a*c^2*g*p*r^3-227263*a*c^2*g*p*r^2*x+394579*a*c^2*g*p*r*x ^2+331968*a*c^2*g*p*x^3+8*a*c^2*g*q^3*r+95*a*c^2*g*q^3*x+429*a*c^2*g*q^2*r^2-\ 9368*a*c^2*g*q^2*r*x-21701*a*c^2*g*q^2*x^2+1708*a*c^2*g*q*r^3-72392*a*c^2*g*q*r ^2*x+114746*a*c^2*g*q*r*x^2+273864*a*c^2*g*q*x^3+1433*a*c^2*g*r^4-92024*a*c^2*g *r^3*x+369893*a*c^2*g*r^2*x^2+164706*a*c^2*g*r*x^3-159408*a*c^2*g*x^4+578*a*c^2 *p^5+1072*a*c^2*p^4*q+2890*a*c^2*p^4*r-23600*a*c^2*p^4*x+566*a*c^2*p^3*q^2+4288 *a*c^2*p^3*q*r-40260*a*c^2*p^3*q*x+5780*a*c^2*p^3*r^2-126552*a*c^2*p^3*r*x+ 64180*a*c^2*p^3*x^2+72*a*c^2*p^2*q^3+1698*a*c^2*p^2*q^2*r-18120*a*c^2*p^2*q^2*x +6432*a*c^2*p^2*q*r^2-158464*a*c^2*p^2*q*r*x+71022*a*c^2*p^2*q*x^2+5780*a*c^2*p ^2*r^3-238056*a*c^2*p^2*r^2*x+513694*a*c^2*p^2*r*x^2+216654*a*c^2*p^2*x^3+144*a *c^2*p*q^3*r-1444*a*c^2*p*q^3*x+1698*a*c^2*p*q^2*r^2-44618*a*c^2*p*q^2*r*x-780* a*c^2*p*q^2*x^2+4288*a*c^2*p*q*r^3-196148*a*c^2*p*q*r^2*x+461606*a*c^2*p*q*r*x^ 2+382736*a*c^2*p*q*x^3+2890*a*c^2*p*r^4-190856*a*c^2*p*r^3*x+899918*a*c^2*p*r^2 *x^2+49840*a*c^2*p*r*x^3-229340*a*c^2*p*x^4+16*a*c^2*q^4*x+72*a*c^2*q^3*r^2-\ 1418*a*c^2*q^3*r*x-7622*a*c^2*q^3*x^2+566*a*c^2*q^2*r^3-26498*a*c^2*q^2*r^2*x+ 57850*a*c^2*q^2*r*x^2+166082*a*c^2*q^2*x^3+1072*a*c^2*q*r^4-77944*a*c^2*q*r^3*x +391580*a*c^2*q*r^2*x^2+116852*a*c^2*q*r*x^3-229340*a*c^2*q*x^4+578*a*c^2*r^5-\ 55752*a*c^2*r^4*x+450404*a*c^2*r^3*x^2-241286*a*c^2*r^2*x^3-204448*a*c^2*r*x^4+ a*c*g^5*p+a*c*g^5*r+11*a*c*g^5*x+33*a*c*g^4*p^2+4*a*c*g^4*p*q+66*a*c*g^4*p*r-\ 137*a*c*g^4*p*x+4*a*c*g^4*q*r+32*a*c*g^4*q*x+33*a*c*g^4*r^2-370*a*c*g^4*r*x-\ 1573*a*c*g^4*x^2+207*a*c*g^3*p^3+106*a*c*g^3*p^2*q+621*a*c*g^3*p^2*r-3424*a*c*g ^3*p^2*x+4*a*c*g^3*p*q^2+212*a*c*g^3*p*q*r-991*a*c*g^3*p*q*x+621*a*c*g^3*p*r^2-\ 10487*a*c*g^3*p*r*x-8126*a*c*g^3*p*x^2+4*a*c*g^3*q^2*r+34*a*c*g^3*q^2*x+106*a*c *g^3*q*r^2-1633*a*c*g^3*q*r*x-5574*a*c*g^3*q*x^2+207*a*c*g^3*r^3-7063*a*c*g^3*r ^2*x-405*a*c*g^3*r*x^2+24356*a*c*g^3*x^3+437*a*c*g^2*p^4+493*a*c*g^2*p^3*q+1748 *a*c*g^2*p^3*r-12236*a*c*g^2*p^3*x+106*a*c*g^2*p^2*q^2+1479*a*c*g^2*p^2*q*r-\ 11520*a*c*g^2*p^2*q*x+2622*a*c*g^2*p^2*r^2-51760*a*c*g^2*p^2*r*x+2798*a*c*g^2*p ^2*x^2+a*c*g^2*p*q^3+212*a*c*g^2*p*q^2*r-1501*a*c*g^2*p*q^2*x+1479*a*c*g^2*p*q* r^2-30885*a*c*g^2*p*q*r*x-12964*a*c*g^2*p*q*x^2+1748*a*c*g^2*p*r^3-66812*a*c*g^ 2*p*r^2*x+87800*a*c*g^2*p*r*x^2+112857*a*c*g^2*p*x^3+a*c*g^2*q^3*r+24*a*c*g^2*q ^3*x+106*a*c*g^2*q^2*r^2-1940*a*c*g^2*q^2*r*x-7846*a*c*g^2*q^2*x^2+493*a*c*g^2* q*r^3-19365*a*c*g^2*q*r^2*x+17330*a*c*g^2*q*r*x^2+89525*a*c*g^2*q*x^3+437*a*c*g ^2*r^4-27288*a*c*g^2*r^3*x+91513*a*c*g^2*r^2*x^2+80750*a*c*g^2*r*x^3-49424*a*c* g^2*x^4+376*a*c*g*p^5+685*a*c*g*p^4*q+1880*a*c*g*p^4*r-14777*a*c*g*p^4*x+348*a* c*g*p^3*q^2+2740*a*c*g*p^3*q*r-24640*a*c*g*p^3*q*x+3760*a*c*g*p^3*r^2-80082*a*c *g*p^3*r*x+32718*a*c*g*p^3*x^2+39*a*c*g*p^2*q^3+1044*a*c*g*p^2*q^2*r-10516*a*c* g*p^2*q^2*x+4110*a*c*g*p^2*q*r^2-97586*a*c*g*p^2*q*r*x+30434*a*c*g*p^2*q*x^2+ 3760*a*c*g*p^2*r^3-151584*a*c*g*p^2*r^2*x+294663*a*c*g*p^2*r*x^2+153870*a*c*g*p ^2*x^3+78*a*c*g*p*q^3*r-646*a*c*g*p*q^3*x+1044*a*c*g*p*q^2*r^2-25613*a*c*g*p*q^ 2*r*x-7640*a*c*g*p*q^2*x^2+2740*a*c*g*p*q*r^3-121252*a*c*g*p*q*r^2*x+248861*a*c *g*p*q*r*x^2+264062*a*c*g*p*q*x^3+1880*a*c*g*p*r^4-122030*a*c*g*p*r^3*x+535249* a*c*g*p*r^2*x^2+107446*a*c*g*p*r*x^3-145652*a*c*g*p*x^4+7*a*c*g*q^4*x+39*a*c*g* q^3*r^2-595*a*c*g*q^3*r*x-5356*a*c*g*q^3*x^2+348*a*c*g*q^2*r^3-15097*a*c*g*q^2* r^2*x+24639*a*c*g*q^2*r*x^2+110192*a*c*g*q^2*x^3+685*a*c*g*q*r^4-48306*a*c*g*q* r^3*x+217508*a*c*g*q*r^2*x^2+125514*a*c*g*q*r*x^3-145652*a*c*g*q*x^4+376*a*c*g* r^5-35751*a*c*g*r^4*x+273304*a*c*g*r^3*x^2-86733*a*c*g*r^2*x^3-142814*a*c*g*r*x ^4+114*a*c*p^6+292*a*c*p^5*q+684*a*c*p^5*r-5785*a*c*p^5*x+246*a*c*p^4*q^2+1460* a*c*p^4*q*r-14089*a*c*p^4*q*x+1710*a*c*p^4*r^2-38128*a*c*p^4*r*x+23339*a*c*p^4* x^2+72*a*c*p^3*q^3+984*a*c*p^3*q^2*r-10853*a*c*p^3*q^2*x+2920*a*c*p^3*q*r^2-\ 73392*a*c*p^3*q*r*x+45844*a*c*p^3*q*x^2+2280*a*c*p^3*r^3-94662*a*c*p^3*r^2*x+ 217988*a*c*p^3*r*x^2+62389*a*c*p^3*x^3+4*a*c*p^2*q^4+216*a*c*p^2*q^3*r-2579*a*c *p^2*q^3*x+1476*a*c*p^2*q^2*r^2-41040*a*c*p^2*q^2*r*x+20166*a*c*p^2*q^2*x^2+ 2920*a*c*p^2*q*r^3-135642*a*c*p^2*q*r^2*x+348267*a*c*p^2*q*r*x^2+171207*a*c*p^2 *q*x^3+1710*a*c*p^2*r^4-113068*a*c*p^2*r^3*x+556044*a*c*p^2*r^2*x^2-29233*a*c*p ^2*r*x^3-103990*a*c*p^2*x^4+8*a*c*p*q^4*r-30*a*c*p*q^4*x+216*a*c*p*q^3*r^2-5752 *a*c*p*q^3*r*x-3844*a*c*p*q^3*x^2+984*a*c*p*q^2*r^3-49521*a*c*p*q^2*r^2*x+ 136188*a*c*p*q^2*r*x^2+155247*a*c*p*q^2*x^3+1460*a*c*p*q*r^4-107464*a*c*p*q*r^3 *x+586137*a*c*p*q*r^2*x^2+22530*a*c*p*q*r*x^3-207980*a*c*p*q*x^4+684*a*c*p*r^5-\ 65737*a*c*p*r^4*x+551480*a*c*p*r^3*x^2-354774*a*c*p*r^2*x^3-178736*a*c*p*r*x^4+ 4*a*c*q^4*r^2+24*a*c*q^4*r*x-1505*a*c*q^4*x^2+72*a*c*q^3*r^3-3173*a*c*q^3*r^2*x +5909*a*c*q^3*r*x^2+46429*a*c*q^3*x^3+246*a*c*q^2*r^4-19334*a*c*q^2*r^3*x+ 108159*a*c*q^2*r^2*x^2+51763*a*c*q^2*r*x^3-103990*a*c*q^2*x^4+292*a*c*q*r^5-\ 31125*a*c*q*r^4*x+283714*a*c*q*r^3*x^2-189634*a*c*q*r^2*x^3-178736*a*c*q*r*x^4+ 114*a*c*r^6-14988*a*c*r^5*x+190085*a*c*r^4*x^2-288284*a*c*r^3*x^3-67890*a*c*r^2 *x^4+a*g^5*p^2+2*a*g^5*p*r+10*a*g^5*p*x-a*g^5*q*x+a*g^5*r^2+3*a*g^5*r*x-73*a*g^ 5*x^2+13*a*g^4*p^3+4*a*g^4*p^2*q+39*a*g^4*p^2*r-133*a*g^4*p^2*x+8*a*g^4*p*q*r-a *g^4*p*q*x+39*a*g^4*p*r^2-491*a*g^4*p*r*x-964*a*g^4*p*x^2-4*a*g^4*q^2*x+4*a*g^4 *q*r^2-21*a*g^4*q*r*x-404*a*g^4*q*x^2+13*a*g^4*r^3-358*a*g^4*r^2*x-732*a*g^4*r* x^2+1800*a*g^4*x^3+42*a*g^3*p^4+42*a*g^3*p^3*q+168*a*g^3*p^3*r-1019*a*g^3*p^3*x +6*a*g^3*p^2*q^2+126*a*g^3*p^2*q*r-824*a*g^3*p^2*q*x+252*a*g^3*p^2*r^2-4549*a*g ^3*p^2*r*x-1362*a*g^3*p^2*x^2+12*a*g^3*p*q^2*r-46*a*g^3*p*q^2*x+126*a*g^3*p*q*r ^2-2244*a*g^3*p*q*r*x-2628*a*g^3*p*q*x^2+168*a*g^3*p*r^3-6041*a*g^3*p*r^2*x+ 3509*a*g^3*p*r*x^2+12345*a*g^3*p*x^3-4*a*g^3*q^3*x+6*a*g^3*q^2*r^2-56*a*g^3*q^2 *r*x-825*a*g^3*q^2*x^2+42*a*g^3*q*r^3-1420*a*g^3*q*r^2*x-746*a*g^3*q*r*x^2+9381 *a*g^3*q*x^3+42*a*g^3*r^4-2511*a*g^3*r^3*x+5601*a*g^3*r^2*x^2+11675*a*g^3*r*x^3 -5148*a*g^3*x^4+58*a*g^2*p^5+102*a*g^2*p^4*q+290*a*g^2*p^4*r-2157*a*g^2*p^4*x+ 48*a*g^2*p^3*q^2+408*a*g^2*p^3*q*r-3442*a*g^2*p^3*q*x+580*a*g^2*p^3*r^2-11957*a *g^2*p^3*r*x+2932*a*g^2*p^3*x^2+4*a*g^2*p^2*q^3+144*a*g^2*p^2*q^2*r-1318*a*g^2* p^2*q^2*x+612*a*g^2*p^2*q*r^2-13808*a*g^2*p^2*q*r*x+1102*a*g^2*p^2*q*x^2+580*a* g^2*p^2*r^3-22929*a*g^2*p^2*r^2*x+36593*a*g^2*p^2*r*x^2+26928*a*g^2*p^2*x^3+8*a *g^2*p*q^3*r-34*a*g^2*p*q^3*x+144*a*g^2*p*q^2*r^2-3107*a*g^2*p*q^2*r*x-2696*a*g ^2*p*q^2*x^2+408*a*g^2*p*q*r^3-17290*a*g^2*p*q*r^2*x+26783*a*g^2*p*q*r*x^2+ 44593*a*g^2*p*q*x^3+290*a*g^2*p*r^4-18615*a*g^2*p*r^3*x+72012*a*g^2*p*r^2*x^2+ 33684*a*g^2*p*r*x^3-22537*a*g^2*p*x^4-a*g^2*q^4*x+4*a*g^2*q^3*r^2-16*a*g^2*q^3* r*x-866*a*g^2*q^3*x^2+48*a*g^2*q^2*r^3-1789*a*g^2*q^2*r^2*x+982*a*g^2*q^2*r*x^2 +17665*a*g^2*q^2*x^3+102*a*g^2*q*r^4-6924*a*g^2*q*r^3*x+25202*a*g^2*q*r^2*x^2+ 30265*a*g^2*q*r*x^3-22537*a*g^2*q*x^4+58*a*g^2*r^5-5486*a*g^2*r^4*x+38351*a*g^2 *r^3*x^2+2299*a*g^2*r^2*x^3-24391*a*g^2*r*x^4+37*a*g*p^6+94*a*g*p^5*q+222*a*g*p ^5*r-1831*a*g*p^5*x+78*a*g*p^4*q^2+470*a*g*p^4*q*r-4397*a*g*p^4*q*x+555*a*g*p^4 *r^2-12179*a*g*p^4*r*x+6433*a*g*p^4*x^2+22*a*g*p^3*q^3+312*a*g*p^3*q^2*r-3295*a *g*p^3*q^2*x+940*a*g*p^3*q*r^2-23048*a*g*p^3*q*r*x+11937*a*g*p^3*q*x^2+740*a*g* p^3*r^3-30406*a*g*p^3*r^2*x+64616*a*g*p^3*r*x^2+22765*a*g*p^3*x^3+a*g*p^2*q^4+ 66*a*g*p^2*q^3*r-723*a*g*p^2*q^3*x+468*a*g*p^2*q^2*r^2-12422*a*g*p^2*q^2*r*x+ 4097*a*g*p^2*q^2*x^2+940*a*g*p^2*q*r^3-42762*a*g*p^2*q*r^2*x+99719*a*g*p^2*q*r* x^2+60655*a*g*p^2*q*x^3+555*a*g*p^2*r^4-36454*a*g*p^2*r^3*x+169754*a*g*p^2*r^2* x^2+9914*a*g*p^2*r*x^3-33133*a*g*p^2*x^4+2*a*g*p*q^4*r+6*a*g*p*q^4*x+66*a*g*p*q ^3*r^2-1532*a*g*p*q^3*r*x-1885*a*g*p*q^3*x^2+312*a*g*p*q^2*r^3-14959*a*g*p*q^2* r^2*x+35727*a*g*p*q^2*r*x^2+53015*a*g*p*q^2*x^3+470*a*g*p*q*r^4-33968*a*g*p*q*r ^3*x+172641*a*g*p*q*r^2*x^2+35790*a*g*p*q*r*x^3-66266*a*g*p*q*x^4+222*a*g*p*r^5 -21251*a*g*p*r^4*x+171392*a*g*p*r^3*x^2-82038*a*g*p*r^2*x^3-63259*a*g*p*r*x^4+a *g*q^4*r^2+21*a*g*q^4*r*x-478*a*g*q^4*x^2+22*a*g*q^3*r^3-809*a*g*q^3*r^2*x+624* a*g*q^3*r*x^2+15125*a*g*q^3*x^3+78*a*g*q^2*r^4-5832*a*g*q^2*r^3*x+28564*a*g*q^2 *r^2*x^2+25876*a*g*q^2*r*x^3-33133*a*g*q^2*x^4+94*a*g*q*r^5-9857*a*g*q*r^4*x+ 84859*a*g*q*r^3*x^2-34672*a*g*q*r^2*x^3-63259*a*g*q*r*x^4+37*a*g*r^6-4855*a*g*r ^5*x+59821*a*g*r^4*x^2-78287*a*g*r^3*x^3-32234*a*g*r^2*x^4+9*a*p^7+30*a*p^6*q+ 63*a*p^6*r-550*a*p^6*x+36*a*p^5*q^2+180*a*p^5*q*r-1773*a*p^5*q*x+189*a*p^5*r^2-\ 4265*a*p^5*r*x+3024*a*p^5*x^2+18*a*p^4*q^3+180*a*p^4*q^2*r-2012*a*p^4*q^2*x+450 *a*p^4*q*r^2-11397*a*p^4*q*r*x+8586*a*p^4*q*x^2+315*a*p^4*r^3-13075*a*p^4*r^2*x +32080*a*p^4*r*x^2+6362*a*p^4*x^3+3*a*p^3*q^4+72*a*p^3*q^3*r-898*a*p^3*q^3*x+ 360*a*p^3*q^2*r^2-10209*a*p^3*q^2*r*x+7505*a*p^3*q^2*x^2+600*a*p^3*q*r^3-27858* a*p^3*q*r^2*x+76341*a*p^3*q*r*x^2+24153*a*p^3*q*x^3+315*a*p^3*r^4-20650*a*p^3*r ^3*x+105630*a*p^3*r^2*x^2-14021*a*p^3*r*x^3-15644*a*p^3*x^4+9*a*p^2*q^4*r-102*a *p^2*q^4*x+108*a*p^2*q^3*r^2-3279*a*p^2*q^3*r*x+1239*a*p^2*q^3*x^2+360*a*p^2*q^ 2*r^3-18555*a*p^2*q^2*r^2*x+56187*a*p^2*q^2*r*x^2+34287*a*p^2*q^2*x^3+450*a*p^2 *q*r^4-32922*a*p^2*q*r^3*x+188178*a*p^2*q*r^2*x^2-19239*a*p^2*q*r*x^3-46932*a*p ^2*q*x^4+189*a*p^2*r^5-17900*a*p^2*r^4*x+154650*a*p^2*r^3*x^2-112166*a*p^2*r^2* x^3-38561*a*p^2*r*x^4+7*a*p*q^5*x+9*a*p*q^4*r^2-194*a*p*q^4*r*x-813*a*p*q^4*x^2 +72*a*p*q^3*r^3-3864*a*p*q^3*r^2*x+11671*a*p*q^3*r*x^2+21563*a*p*q^3*x^3+180*a* p*q^2*r^4-14531*a*p*q^2*r^3*x+91113*a*p*q^2*r^2*x^2+3585*a*p*q^2*r*x^3-46932*a* p*q^2*x^4+180*a*p*q*r^5-18993*a*p*q*r^4*x+181677*a*p*q*r^3*x^2-147163*a*p*q*r^2 *x^3-77122*a*p*q*r*x^4+63*a*p*r^6-8125*a*p*r^5*x+105610*a*p*r^4*x^2-168000*a*p* r^3*x^3-23950*a*p*r^2*x^4+8*a*q^5*r*x-109*a*q^5*x^2+3*a*q^4*r^3-92*a*q^4*r^2*x-\ 255*a*q^4*r*x^2+5067*a*q^4*x^3+18*a*q^3*r^4-1483*a*q^3*r^3*x+8565*a*q^3*r^2*x^2 +8803*a*q^3*r*x^3-15644*a*q^3*x^4+36*a*q^2*r^5-4173*a*q^2*r^4*x+42431*a*q^2*r^3 *x^2-34997*a*q^2*r^2*x^3-38561*a*q^2*r*x^4+30*a*q*r^6-4305*a*q*r^5*x+61254*a*q* r^4*x^2-112350*a*q*r^3*x^3-23950*a*q*r^2*x^4+9*a*r^7-1515*a*r^6*x+27534*a*r^5*x ^2-76217*a*r^4*x^3+7689*a*r^3*x^4-48*b^6*x^2+80*b^5*c^2*x+16*b^5*c*g*x+64*b^5*c *p*x-928*b^5*c*x^2-16*b^5*g*r*x-256*b^5*g*x^2+12*b^5*p^2*x-24*b^5*p*r*x-520*b^5 *p*x^2-240*b^5*q*x^2-36*b^5*r^2*x-192*b^5*r*x^2+1152*b^5*x^3+16*b^4*c^3*p+16*b^ 4*c^3*r+288*b^4*c^3*x+8*b^4*c^2*g*p+8*b^4*c^2*g*r+216*b^4*c^2*g*x+32*b^4*c^2*p^ 2+64*b^4*c^2*p*r-72*b^4*c^2*p*x+232*b^4*c^2*q*x+32*b^4*c^2*r^2-1264*b^4*c^2*r*x -6880*b^4*c^2*x^2+48*b^4*c*g^2*x+12*b^4*c*g*p^2+24*b^4*c*g*p*r+36*b^4*c*g*p*x+ 56*b^4*c*g*q*x+12*b^4*c*g*r^2-456*b^4*c*g*r*x-3928*b^4*c*g*x^2+20*b^4*c*p^3+60* b^4*c*p^2*r-328*b^4*c*p^2*x+236*b^4*c*p*q*x+60*b^4*c*p*r^2-2216*b^4*c*p*r*x-\ 6948*b^4*c*p*x^2+64*b^4*c*q*r*x-4196*b^4*c*q*x^2+20*b^4*c*r^3-1888*b^4*c*r^2*x-\ 1380*b^4*c*r*x^2+14640*b^4*c*x^3+8*b^4*g^2*p*x-40*b^4*g^2*r*x-512*b^4*g^2*x^2+4 *b^4*g*p^3+12*b^4*g*p^2*r-44*b^4*g*p^2*x+12*b^4*g*p*q*x+12*b^4*g*p*r^2-396*b^4* g*p*r*x-2080*b^4*g*p*x^2-36*b^4*g*q*r*x-928*b^4*g*q*x^2+4*b^4*g*r^3-352*b^4*g*r ^2*x-808*b^4*g*r*x^2+4512*b^4*g*x^3+4*b^4*p^4+16*b^4*p^3*r-110*b^4*p^3*x+60*b^4 *p^2*q*x+24*b^4*p^2*r^2-822*b^4*p^2*r*x-1706*b^4*p^2*x^2-12*b^4*p*q*r*x-2396*b^ 4*p*q*x^2+16*b^4*p*r^3-1314*b^4*p*r^2*x-220*b^4*p*r*x^2+7656*b^4*p*x^3-420*b^4* q^2*x^2-72*b^4*q*r^2*x-674*b^4*q*r*x^2+5628*b^4*q*x^3+4*b^4*r^4-602*b^4*r^3*x+ 1690*b^4*r^2*x^2+6242*b^4*r*x^3-3420*b^4*x^4+96*b^3*c^4*p+96*b^3*c^4*r+96*b^3*c ^4*x+88*b^3*c^3*g*p+88*b^3*c^3*g*r+280*b^3*c^3*g*x+240*b^3*c^3*p^2+32*b^3*c^3*p *q+480*b^3*c^3*p*r-2968*b^3*c^3*p*x+32*b^3*c^3*q*r+768*b^3*c^3*q*x+240*b^3*c^3* r^2-8680*b^3*c^3*r*x-20528*b^3*c^3*x^2+20*b^3*c^2*g^2*p+20*b^3*c^2*g^2*r+228*b^ 3*c^2*g^2*x+180*b^3*c^2*g*p^2+16*b^3*c^2*g*p*q+360*b^3*c^2*g*p*r-1776*b^3*c^2*g *p*x+16*b^3*c^2*g*q*r+628*b^3*c^2*g*q*x+180*b^3*c^2*g*r^2-6148*b^3*c^2*g*r*x-\ 19864*b^3*c^2*g*x^2+216*b^3*c^2*p^3+72*b^3*c^2*p^2*q+648*b^3*c^2*p^2*r-5136*b^3 *c^2*p^2*x+144*b^3*c^2*p*q*r-20*b^3*c^2*p*q*x+648*b^3*c^2*p*r^2-21092*b^3*c^2*p *r*x-25840*b^3*c^2*p*x^2+244*b^3*c^2*q^2*x+72*b^3*c^2*q*r^2-2496*b^3*c^2*q*r*x-\ 21692*b^3*c^2*q*x^2+216*b^3*c^2*r^3-15956*b^3*c^2*r^2*x+11680*b^3*c^2*r*x^2+ 72264*b^3*c^2*x^3+56*b^3*c*g^3*x+32*b^3*c*g^2*p^2+64*b^3*c*g^2*p*r-132*b^3*c*g^ 2*p*x+140*b^3*c*g^2*q*x+32*b^3*c*g^2*r^2-1076*b^3*c*g^2*r*x-6092*b^3*c*g^2*x^2+ 116*b^3*c*g*p^3+28*b^3*c*g*p^2*q+348*b^3*c*g*p^2*r-2348*b^3*c*g*p^2*x+56*b^3*c* g*p*q*r+174*b^3*c*g*p*q*x+348*b^3*c*g*p*r^2-10310*b^3*c*g*p*r*x-18974*b^3*c*g*p *x^2+68*b^3*c*g*q^2*x+28*b^3*c*g*q*r^2-920*b^3*c*g*q*r*x-11910*b^3*c*g*q*x^2+ 116*b^3*c*g*r^3-7962*b^3*c*g*r^2*x-1420*b^3*c*g*r*x^2+44804*b^3*c*g*x^3+84*b^3* c*p^4+52*b^3*c*p^3*q+336*b^3*c*p^3*r-2822*b^3*c*p^3*x+156*b^3*c*p^2*q*r-976*b^3 *c*p^2*q*x+504*b^3*c*p^2*r^2-15144*b^3*c*p^2*r*x-9870*b^3*c*p^2*x^2+324*b^3*c*p *q^2*x+156*b^3*c*p*q*r^2-5440*b^3*c*p*q*r*x-21494*b^3*c*p*q*x^2+336*b^3*c*p*r^3 -21822*b^3*c*p*r^2*x+25648*b^3*c*p*r*x^2+73544*b^3*c*p*x^3+160*b^3*c*q^2*r*x-\ 6462*b^3*c*q^2*x^2+52*b^3*c*q*r^3-4464*b^3*c*q*r^2*x-1706*b^3*c*q*r*x^2+57576*b ^3*c*q*x^3+84*b^3*c*r^4-9500*b^3*c*r^3*x+39344*b^3*c*r^2*x^2+51010*b^3*c*r*x^3-\ 32336*b^3*c*x^4+20*b^3*g^3*p*x-36*b^3*g^3*r*x-508*b^3*g^3*x^2+12*b^3*g^2*p^3+36 *b^3*g^2*p^2*r-165*b^3*g^2*p^2*x+44*b^3*g^2*p*q*x+36*b^3*g^2*p*r^2-922*b^3*g^2* p*r*x-3238*b^3*g^2*p*x^2-76*b^3*g^2*q*r*x-1416*b^3*g^2*q*x^2+12*b^3*g^2*r^3-757 *b^3*g^2*r^2*x-1440*b^3*g^2*r*x^2+6816*b^3*g^2*x^3+24*b^3*g*p^4+12*b^3*g*p^3*q+ 96*b^3*g*p^3*r-687*b^3*g*p^3*x+36*b^3*g*p^2*q*r-162*b^3*g*p^2*q*x+144*b^3*g*p^2 *r^2-3875*b^3*g*p^2*r*x-4307*b^3*g*p^2*x^2+36*b^3*g*p*q^2*x+36*b^3*g*p*q*r^2-\ 1002*b^3*g*p*q*r*x-6490*b^3*g*p*q*x^2+96*b^3*g*p*r^3-5689*b^3*g*p*r^2*x+1972*b^ 3*g*p*r*x^2+23004*b^3*g*p*x^3-16*b^3*g*q^2*r*x-1358*b^3*g*q^2*x^2+12*b^3*g*q*r^ 3-840*b^3*g*q*r^2*x-1589*b^3*g*q*r*x^2+17070*b^3*g*q*x^3+24*b^3*g*r^4-2501*b^3* g*r^3*x+7167*b^3*g*r^2*x^2+19553*b^3*g*r*x^3-10134*b^3*g*x^4+12*b^3*p^5+12*b^3* p^4*q+60*b^3*p^4*r-504*b^3*p^4*x+48*b^3*p^3*q*r-393*b^3*p^3*q*x+120*b^3*p^3*r^2 -3348*b^3*p^3*r*x-1023*b^3*p^3*x^2+111*b^3*p^2*q^2*x+72*b^3*p^2*q*r^2-2415*b^3* p^2*q*r*x-4957*b^3*p^2*q*x^2+120*b^3*p^2*r^3-7020*b^3*p^2*r^2*x+10349*b^3*p^2*r *x^2+18078*b^3*p^2*x^3+102*b^3*p*q^2*r*x-4270*b^3*p*q^2*x^2+48*b^3*p*q*r^3-3651 *b^3*p*q*r^2*x+1629*b^3*p*q*r*x^2+29696*b^3*p*q*x^3+60*b^3*p*r^4-6012*b^3*p*r^3 *x+26931*b^3*p*r^2*x^2+23957*b^3*p*r*x^3-14836*b^3*p*x^4-336*b^3*q^3*x^2-9*b^3* q^2*r^2*x-1429*b^3*q^2*r*x^2+11618*b^3*q^2*x^3+12*b^3*q*r^4-1629*b^3*q*r^3*x+ 5790*b^3*q*r^2*x^2+20783*b^3*q*r*x^3-14836*b^3*q*x^4+12*b^3*r^5-1836*b^3*r^4*x+ 15559*b^3*r^3*x^2+4629*b^3*r^2*x^3-16000*b^3*r*x^4+224*b^2*c^5*p+224*b^2*c^5*r-\ 768*b^2*c^5*x+296*b^2*c^4*g*p+296*b^2*c^4*g*r-808*b^2*c^4*g*x+688*b^2*c^4*p^2+ 144*b^2*c^4*p*q+1376*b^2*c^4*p*r-10184*b^2*c^4*p*x+144*b^2*c^4*q*r+592*b^2*c^4* q*x+688*b^2*c^4*r^2-21624*b^2*c^4*r*x-27672*b^2*c^4*x^2+128*b^2*c^3*g^2*p+128*b ^2*c^3*g^2*r-104*b^2*c^3*g^2*x+768*b^2*c^3*g*p^2+136*b^2*c^3*g*p*q+1536*b^2*c^3 *g*p*r-10460*b^2*c^3*g*p*x+136*b^2*c^3*g*q*r+1060*b^2*c^3*g*q*x+768*b^2*c^3*g*r ^2-23748*b^2*c^3*g*r*x-39512*b^2*c^3*g*x^2+812*b^2*c^3*p^3+408*b^2*c^3*p^2*q+ 2436*b^2*c^3*p^2*r-20400*b^2*c^3*p^2*x+20*b^2*c^3*p*q^2+816*b^2*c^3*p*q*r-5096* b^2*c^3*p*q*x+2436*b^2*c^3*p*r^2-69868*b^2*c^3*p*r*x-32988*b^2*c^3*p*x^2+20*b^2 *c^3*q^2*r+656*b^2*c^3*q^2*x+408*b^2*c^3*q*r^2-13428*b^2*c^3*q*r*x-43544*b^2*c^ 3*q*x^2+812*b^2*c^3*r^3-49468*b^2*c^3*r^2*x+71488*b^2*c^3*r*x^2+162352*b^2*c^3* x^3+18*b^2*c^2*g^3*p+18*b^2*c^2*g^3*r+118*b^2*c^2*g^3*x+274*b^2*c^2*g^2*p^2+32* b^2*c^2*g^2*p*q+548*b^2*c^2*g^2*p*r-3090*b^2*c^2*g^2*p*x+32*b^2*c^2*g^2*q*r+634 *b^2*c^2*g^2*q*x+274*b^2*c^2*g^2*r^2-8256*b^2*c^2*g^2*r*x-20614*b^2*c^2*g^2*x^2 +712*b^2*c^2*g*p^3+316*b^2*c^2*g*p^2*q+2136*b^2*c^2*g*p^2*r-16602*b^2*c^2*g*p^2 *x+10*b^2*c^2*g*p*q^2+632*b^2*c^2*g*p*q*r-3120*b^2*c^2*g*p*q*x+2136*b^2*c^2*g*p *r^2-58836*b^2*c^2*g*p*r*x-44848*b^2*c^2*g*p*x^2+10*b^2*c^2*g*q^2*r+574*b^2*c^2 *g*q^2*x+316*b^2*c^2*g*q*r^2-9878*b^2*c^2*g*q*r*x-41830*b^2*c^2*g*q*x^2+712*b^2 *c^2*g*r^3-42234*b^2*c^2*g*r^2*x+38970*b^2*c^2*g*r*x^2+157132*b^2*c^2*g*x^3+460 *b^2*c^2*p^4+412*b^2*c^2*p^3*q+1840*b^2*c^2*p^3*r-15898*b^2*c^2*p^3*x+56*b^2*c^ 2*p^2*q^2+1236*b^2*c^2*p^2*q*r-10934*b^2*c^2*p^2*q*x+2760*b^2*c^2*p^2*r^2-74812 *b^2*c^2*p^2*r*x-5446*b^2*c^2*p^2*x^2+112*b^2*c^2*p*q^2*r+88*b^2*c^2*p*q^2*x+ 1236*b^2*c^2*p*q*r^2-39016*b^2*c^2*p*q*r*x-51112*b^2*c^2*p*q*x^2+1840*b^2*c^2*p *r^3-101930*b^2*c^2*p*r^2*x+183150*b^2*c^2*p*r*x^2+239524*b^2*c^2*p*x^3+110*b^2 *c^2*q^3*x+56*b^2*c^2*q^2*r^2-1528*b^2*c^2*q^2*r*x-23264*b^2*c^2*q^2*x^2+412*b^ 2*c^2*q*r^3-28082*b^2*c^2*q*r^2*x+32930*b^2*c^2*q*r*x^2+197080*b^2*c^2*q*x^3+ 460*b^2*c^2*r^4-43016*b^2*c^2*r^3*x+203502*b^2*c^2*r^2*x^2+122854*b^2*c^2*r*x^3 -113868*b^2*c^2*x^4+32*b^2*c*g^4*x+31*b^2*c*g^3*p^2+62*b^2*c*g^3*p*r-167*b^2*c* g^3*p*x+126*b^2*c*g^3*q*x+31*b^2*c*g^3*r^2-922*b^2*c*g^3*r*x-4426*b^2*c*g^3*x^2 +185*b^2*c*g^2*p^3+58*b^2*c*g^2*p^2*q+555*b^2*c*g^2*p^2*r-3714*b^2*c*g^2*p^2*x+ 116*b^2*c*g^2*p*q*r-206*b^2*c*g^2*p*q*x+555*b^2*c*g^2*p*r^2-14183*b^2*c*g^2*p*r *x-19216*b^2*c*g^2*p*x^2+132*b^2*c*g^2*q^2*x+58*b^2*c*g^2*q*r^2-1796*b^2*c*g^2* q*r*x-12512*b^2*c*g^2*q*x^2+185*b^2*c*g^2*r^3-10469*b^2*c*g^2*r^2*x-29*b^2*c*g^ 2*r*x^2+49550*b^2*c*g^2*x^3+279*b^2*c*g*p^4+232*b^2*c*g*p^3*q+1116*b^2*c*g*p^3* r-8959*b^2*c*g*p^3*x+23*b^2*c*g*p^2*q^2+696*b^2*c*g*p^2*q*r-5504*b^2*c*g*p^2*q* x+1674*b^2*c*g*p^2*r^2-43278*b^2*c*g*p^2*r*x-12984*b^2*c*g*p^2*x^2+46*b^2*c*g*p *q^2*r+258*b^2*c*g*p*q^2*x+696*b^2*c*g*p*q*r^2-20120*b^2*c*g*p*q*r*x-37415*b^2* c*g*p*q*x^2+1116*b^2*c*g*p*r^3-59679*b^2*c*g*p*r^2*x+79646*b^2*c*g*p*r*x^2+ 157596*b^2*c*g*p*x^3+34*b^2*c*g*q^3*x+23*b^2*c*g*q^2*r^2-508*b^2*c*g*q^2*r*x-\ 13212*b^2*c*g*q^2*x^2+232*b^2*c*g*q*r^3-14616*b^2*c*g*q*r^2*x+6445*b^2*c*g*q*r* x^2+123846*b^2*c*g*q*x^3+279*b^2*c*g*r^4-25360*b^2*c*g*r^3*x+101485*b^2*c*g*r^2 *x^2+109093*b^2*c*g*r*x^3-70142*b^2*c*g*x^4+125*b^2*c*p^5+174*b^2*c*p^4*q+625*b ^2*c*p^4*r-5452*b^2*c*p^4*x+49*b^2*c*p^3*q^2+696*b^2*c*p^3*q*r-6695*b^2*c*p^3*q *x+1250*b^2*c*p^3*r^2-32599*b^2*c*p^3*r*x+5365*b^2*c*p^3*x^2+147*b^2*c*p^2*q^2* r-1036*b^2*c*p^2*q^2*x+1044*b^2*c*p^2*q*r^2-31947*b^2*c*p^2*q*r*x-14812*b^2*c*p ^2*q*x^2+1250*b^2*c*p^2*r^3-65085*b^2*c*p^2*r^2*x+130949*b^2*c*p^2*r*x^2+113844 *b^2*c*p^2*x^3+207*b^2*c*p*q^3*x+147*b^2*c*p*q^2*r^2-4574*b^2*c*p*q^2*r*x-24589 *b^2*c*p*q^2*x^2+696*b^2*c*p*q*r^3-43809*b^2*c*p*q*r^2*x+78087*b^2*c*p*q*r*x^2+ 195508*b^2*c*p*q*x^3+625*b^2*c*p*r^4-54181*b^2*c*p*r^3*x+269516*b^2*c*p*r^2*x^2 +96352*b^2*c*p*r*x^3-104340*b^2*c*p*x^4+144*b^2*c*q^3*r*x-4412*b^2*c*q^3*x^2+49 *b^2*c*q^2*r^3-3538*b^2*c*q^2*r^2*x-2404*b^2*c*q^2*r*x^2+81664*b^2*c*q^2*x^3+ 174*b^2*c*q*r^4-18557*b^2*c*q*r^3*x+91466*b^2*c*q*r^2*x^2+106810*b^2*c*q*r*x^3-\ 104340*b^2*c*q*x^4+125*b^2*c*r^5-16243*b^2*c*r^4*x+143932*b^2*c*r^3*x^2-41952*b ^2*c*r^2*x^3-102956*b^2*c*r*x^4+18*b^2*g^4*p*x-14*b^2*g^4*r*x-269*b^2*g^4*x^2+ 13*b^2*g^3*p^3+39*b^2*g^3*p^2*r-170*b^2*g^3*p^2*x+55*b^2*g^3*p*q*x+39*b^2*g^3*p *r^2-833*b^2*g^3*p*r*x-2438*b^2*g^3*p*x^2-53*b^2*g^3*q*r*x-1052*b^2*g^3*q*x^2+ 13*b^2*g^3*r^3-663*b^2*g^3*r^2*x-1258*b^2*g^3*r*x^2+4968*b^2*g^3*x^3+39*b^2*g^2 *p^4+26*b^2*g^2*p^3*q+156*b^2*g^2*p^3*r-1082*b^2*g^2*p^3*x+78*b^2*g^2*p^2*q*r-\ 490*b^2*g^2*p^2*q*x+234*b^2*g^2*p^2*r^2-5530*b^2*g^2*p^2*r*x-4045*b^2*g^2*p^2*x ^2+76*b^2*g^2*p*q^2*x+78*b^2*g^2*p*q*r^2-1934*b^2*g^2*p*q*r*x-6578*b^2*g^2*p*q* x^2+156*b^2*g^2*p*r^3-7814*b^2*g^2*p*r^2*x+4171*b^2*g^2*p*r*x^2+25182*b^2*g^2*p *x^3-24*b^2*g^2*q^2*r*x-1614*b^2*g^2*q^2*x^2+26*b^2*g^2*q*r^3-1444*b^2*g^2*q*r^ 2*x-1580*b^2*g^2*q*r*x^2+18818*b^2*g^2*q*x^3+39*b^2*g^2*r^4-3366*b^2*g^2*r^3*x+ 9357*b^2*g^2*r^2*x^2+22138*b^2*g^2*r*x^3-10980*b^2*g^2*x^4+39*b^2*g*p^5+52*b^2* g*p^4*q+195*b^2*g*p^4*r-1584*b^2*g*p^4*x+13*b^2*g*p^3*q^2+208*b^2*g*p^3*q*r-\ 1823*b^2*g*p^3*q*x+390*b^2*g*p^3*r^2-9692*b^2*g*p^3*r*x-234*b^2*g*p^3*x^2+39*b^ 2*g*p^2*q^2*r-200*b^2*g*p^2*q^2*x+312*b^2*g*p^2*q*r^2-8791*b^2*g*p^2*q*r*x-6992 *b^2*g*p^2*q*x^2+390*b^2*g*p^2*r^3-19572*b^2*g*p^2*r^2*x+31449*b^2*g*p^2*r*x^2+ 38201*b^2*g*p^2*x^3+39*b^2*g*p*q^3*x+39*b^2*g*p*q^2*r^2-866*b^2*g*p*q^2*r*x-\ 7735*b^2*g*p*q^2*x^2+208*b^2*g*p*q*r^3-12113*b^2*g*p*q*r^2*x+14015*b^2*g*p*q*r* x^2+62893*b^2*g*p*q*x^3+195*b^2*g*p*r^4-16404*b^2*g*p*r^3*x+71480*b^2*g*p*r^2*x ^2+48745*b^2*g*p*r*x^3-32071*b^2*g*p*x^4+15*b^2*g*q^3*r*x-977*b^2*g*q^3*x^2+13* b^2*g*q^2*r^3-666*b^2*g*q^2*r^2*x-1936*b^2*g*q^2*r*x^2+24692*b^2*g*q^2*x^3+52*b ^2*g*q*r^4-5145*b^2*g*q*r^3*x+19743*b^2*g*q*r^2*x^2+43052*b^2*g*q*r*x^3-32071*b ^2*g*q*x^4+39*b^2*g*r^5-4940*b^2*g*r^4*x+39797*b^2*g*r^3*x^2+5871*b^2*g*r^2*x^3 -34661*b^2*g*r*x^4+13*b^2*p^6+26*b^2*p^5*q+78*b^2*p^5*r-689*b^2*p^5*x+13*b^2*p^ 4*q^2+130*b^2*p^4*q*r-1282*b^2*p^4*q*x+195*b^2*p^4*r^2-4980*b^2*p^4*r*x+1639*b^ 2*p^4*x^2+52*b^2*p^3*q^2*r-497*b^2*p^3*q^2*x+260*b^2*p^3*q*r^2-7731*b^2*p^3*q*r *x-129*b^2*p^3*q*x^2+260*b^2*p^3*r^3-13030*b^2*p^3*r^2*x+28256*b^2*p^3*r*x^2+ 17445*b^2*p^3*x^3+96*b^2*p^2*q^3*x+78*b^2*p^2*q^2*r^2-2592*b^2*p^2*q^2*r*x-5301 *b^2*p^2*q^2*x^2+260*b^2*p^2*q*r^3-15501*b^2*p^2*q*r^2*x+33276*b^2*p^2*q*r*x^2+ 46636*b^2*p^2*q*x^3+195*b^2*p^2*r^4-16100*b^2*p^2*r^3*x+82401*b^2*p^2*r^2*x^2+ 15681*b^2*p^2*r*x^3-23805*b^2*p^2*x^4+159*b^2*p*q^3*r*x-3659*b^2*p*q^3*x^2+52*b ^2*p*q^2*r^3-3693*b^2*p*q^2*r^2*x+3384*b^2*p*q^2*r*x^2+40937*b^2*p*q^2*x^3+130* b^2*p*q*r^4-12937*b^2*p*q*r^3*x+70305*b^2*p*q*r^2*x^2+41841*b^2*p*q*r*x^3-47610 *b^2*p*q*x^4+78*b^2*p*r^5-9585*b^2*p*r^4*x+86590*b^2*p*r^3*x^2-40256*b^2*p*r^2* x^3-45902*b^2*p*r*x^4-126*b^2*q^4*x^2+63*b^2*q^3*r^2*x-1636*b^2*q^3*r*x^2+11746 *b^2*q^3*x^3+13*b^2*q^2*r^4-1598*b^2*q^2*r^3*x+6276*b^2*q^2*r^2*x^2+26160*b^2*q ^2*r*x^3-23805*b^2*q^2*x^4+26*b^2*q*r^5-3885*b^2*q*r^4*x+36900*b^2*q*r^3*x^2-\ 6900*b^2*q*r^2*x^3-45902*b^2*q*r*x^4+13*b^2*r^6-2224*b^2*r^5*x+30806*b^2*r^4*x^ 2-43718*b^2*r^3*x^3-24341*b^2*r^2*x^4+224*b*c^6*p+224*b*c^6*r-1072*b*c^6*x+392* b*c^5*g*p+392*b*c^5*g*r-1800*b*c^5*g*x+832*b*c^5*p^2+208*b*c^5*p*q+1664*b*c^5*p *r-12864*b*c^5*p*x+208*b*c^5*q*r-320*b*c^5*q*x+832*b*c^5*r^2-23056*b*c^5*r*x-\ 16672*b*c^5*x^2+252*b*c^4*g^2*p+252*b*c^4*g^2*r-1020*b*c^4*g^2*x+1256*b*c^4*g*p ^2+288*b*c^4*g*p*q+2512*b*c^4*g*p*r-18656*b*c^4*g*p*x+288*b*c^4*g*q*r+12*b*c^4* g*q*x+1256*b*c^4*g*r^2-34764*b*c^4*g*r*x-32364*b*c^4*g*x^2+1224*b*c^4*p^3+736*b *c^4*p^2*q+3672*b*c^4*p^2*r-30988*b*c^4*p^2*x+56*b*c^4*p*q^2+1472*b*c^4*p*q*r-\ 11804*b*c^4*p*q*x+3672*b*c^4*p*r^2-95680*b*c^4*p*r*x-7168*b*c^4*p*x^2+56*b*c^4* q^2*r+420*b*c^4*q^2*x+736*b*c^4*q*r^2-21964*b*c^4*q*r*x-36000*b*c^4*q*x^2+1224* b*c^4*r^3-64692*b*c^4*r^2*x+118040*b*c^4*r*x^2+167576*b*c^4*x^3+70*b*c^3*g^3*p+ 70*b*c^3*g^3*r-170*b*c^3*g^3*x+684*b*c^3*g^2*p^2+132*b*c^3*g^2*p*q+1368*b*c^3*g ^2*p*r-9400*b*c^3*g^2*p*x+132*b*c^3*g^2*q*r+448*b*c^3*g^2*q*x+684*b*c^3*g^2*r^2 -18812*b*c^3*g^2*r*x-24816*b*c^3*g^2*x^2+1524*b*c^3*g*p^3+856*b*c^3*g*p^2*q+ 4572*b*c^3*g*p^2*r-37008*b*c^3*g*p^2*x+54*b*c^3*g*p*q^2+1712*b*c^3*g*p*q*r-\ 12506*b*c^3*g*p*q*x+4572*b*c^3*g*p*r^2-116618*b*c^3*g*p*r*x-27676*b*c^3*g*p*x^2 +54*b*c^3*g*q^2*r+738*b*c^3*g*q^2*x+856*b*c^3*g*q*r^2-25026*b*c^3*g*q*r*x-51620 *b*c^3*g*q*x^2+1524*b*c^3*g*r^3-79610*b*c^3*g*r^2*x+120624*b*c^3*g*r*x^2+225296 *b*c^3*g*x^3+912*b*c^3*p^4+968*b*c^3*p^3*q+3648*b*c^3*p^3*r-31564*b*c^3*p^3*x+ 204*b*c^3*p^2*q^2+2904*b*c^3*p^2*q*r-27638*b*c^3*p^2*q*x+5472*b*c^3*p^2*r^2-\ 137948*b*c^3*p^2*r*x+31696*b*c^3*p^2*x^2+4*b*c^3*p*q^3+408*b*c^3*p*q^2*r-2890*b *c^3*p*q^2*x+2904*b*c^3*p*q*r^2-84036*b*c^3*p*q*r*x-33044*b*c^3*p*q*x^2+3648*b* c^3*p*r^3-181204*b*c^3*p*r^2*x+381304*b*c^3*p*r*x^2+320820*b*c^3*p*x^3+4*b*c^3* q^3*r+192*b*c^3*q^3*x+204*b*c^3*q^2*r^2-6028*b*c^3*q^2*r*x-28772*b*c^3*q^2*x^2+ 968*b*c^3*q*r^3-56398*b*c^3*q*r^2*x+106402*b*c^3*q*r*x^2+273156*b*c^3*q*x^3+912 *b*c^3*r^4-74820*b*c^3*r^3*x+371110*b*c^3*r^2*x^2+105164*b*c^3*r*x^3-167872*b*c ^3*x^4+7*b*c^2*g^4*p+7*b*c^2*g^4*r+30*b*c^2*g^4*x+158*b*c^2*g^3*p^2+20*b*c^2*g^ 3*p*q+316*b*c^2*g^3*p*r-1812*b*c^2*g^3*p*x+20*b*c^2*g^3*q*r+279*b*c^2*g^3*q*x+ 158*b*c^2*g^3*r^2-4275*b*c^2*g^3*r*x-9171*b*c^2*g^3*x^2+656*b*c^2*g^2*p^3+320*b *c^2*g^2*p^2*q+1968*b*c^2*g^2*p^2*r-14799*b*c^2*g^2*p^2*x+13*b*c^2*g^2*p*q^2+ 640*b*c^2*g^2*p*q*r-3844*b*c^2*g^2*p*q*x+1968*b*c^2*g^2*p*r^2-48391*b*c^2*g^2*p *r*x-25604*b*c^2*g^2*p*x^2+13*b*c^2*g^2*q^2*r+426*b*c^2*g^2*q^2*x+320*b*c^2*g^2 *q*r^2-9090*b*c^2*g^2*q*r*x-26764*b*c^2*g^2*q*x^2+656*b*c^2*g^2*r^3-33592*b*c^2 *g^2*r^2*x+33334*b*c^2*g^2*r*x^2+110794*b*c^2*g^2*x^3+871*b*c^2*g*p^4+886*b*c^2 *g*p^3*q+3484*b*c^2*g*p^3*r-28923*b*c^2*g*p^3*x+163*b*c^2*g*p^2*q^2+2658*b*c^2* g*p^2*q*r-23910*b*c^2*g*p^2*q*x+5226*b*c^2*g*p^2*r^2-128338*b*c^2*g*p^2*r*x+ 12883*b*c^2*g*p^2*x^2+2*b*c^2*g*p*q^3+326*b*c^2*g*p*q^2*r-1762*b*c^2*g*p*q^2*x+ 2658*b*c^2*g*p*q*r^2-74042*b*c^2*g*p*q*r*x-47502*b*c^2*g*p*q*x^2+3484*b*c^2*g*p *r^3-169907*b*c^2*g*p*r^2*x+311969*b*c^2*g*p*r*x^2+328992*b*c^2*g*p*x^3+2*b*c^2 *g*q^3*r+179*b*c^2*g*q^3*x+163*b*c^2*g*q^2*r^2-4500*b*c^2*g*q^2*r*x-28837*b*c^2 *g*q^2*x^2+886*b*c^2*g*q*r^3-50132*b*c^2*g*q*r^2*x+73324*b*c^2*g*q*r*x^2+270888 *b*c^2*g*q*x^3+871*b*c^2*g*r^4-70492*b*c^2*g*r^3*x+319697*b*c^2*g*r^2*x^2+ 161814*b*c^2*g*r*x^3-159408*b*c^2*g*x^4+364*b*c^2*p^5+590*b*c^2*p^4*q+1820*b*c^ 2*p^4*r-15938*b*c^2*p^4*x+244*b*c^2*p^3*q^2+2360*b*c^2*p^3*q*r-23440*b*c^2*p^3* q*x+3640*b*c^2*p^3*r^2-89896*b*c^2*p^3*r*x+36646*b*c^2*p^3*x^2+18*b*c^2*p^2*q^3 +732*b*c^2*p^2*q^2*r-7464*b*c^2*p^2*q^2*x+3540*b*c^2*p^2*q*r^2-100792*b*c^2*p^2 *q*r*x+13476*b*c^2*p^2*q*x^2+3640*b*c^2*p^2*r^3-174060*b*c^2*p^2*r^2*x+394654*b *c^2*p^2*r*x^2+221894*b*c^2*p^2*x^3+36*b*c^2*p*q^3*r+56*b*c^2*p*q^3*x+732*b*c^2 *p*q^2*r^2-22430*b*c^2*p*q^2*r*x-33270*b*c^2*p*q^2*x^2+2360*b*c^2*p*q*r^3-\ 131264*b*c^2*p*q*r^2*x+307142*b*c^2*p*q*r*x^2+393216*b*c^2*p*q*x^3+1820*b*c^2*p *r^4-142184*b*c^2*p*r^3*x+733532*b*c^2*p*r^2*x^2+77724*b*c^2*p*r*x^3-229340*b*c ^2*p*x^4+18*b*c^2*q^4*x+18*b*c^2*q^3*r^2-246*b*c^2*q^3*r*x-10100*b*c^2*q^3*x^2+ 244*b*c^2*q^2*r^3-14966*b*c^2*q^2*r^2*x+22426*b*c^2*q^2*r*x^2+171322*b*c^2*q^2* x^3+590*b*c^2*q*r^4-53912*b*c^2*q*r^3*x+293594*b*c^2*q*r^2*x^2+144736*b*c^2*q*r *x^3-229340*b*c^2*q*x^4+364*b*c^2*r^5-42082*b*c^2*r^4*x+375524*b*c^2*r^3*x^2-\ 215538*b*c^2*r^2*x^3-204448*b*c^2*r*x^4+9*b*c*g^5*x+13*b*c*g^4*p^2+26*b*c*g^4*p *r-70*b*c*g^4*p*x+49*b*c*g^4*q*x+13*b*c*g^4*r^2-343*b*c*g^4*r*x-1531*b*c*g^4*x^ 2+112*b*c*g^3*p^3+38*b*c*g^3*p^2*q+336*b*c*g^3*p^2*r-2165*b*c*g^3*p^2*x+76*b*c* g^3*p*q*r-215*b*c*g^3*p*q*x+336*b*c*g^3*p*r^2-7665*b*c*g^3*p*r*x-8553*b*c*g^3*p *x^2+81*b*c*g^3*q^2*x+38*b*c*g^3*q*r^2-1062*b*c*g^3*q*r*x-5735*b*c*g^3*q*x^2+ 112*b*c*g^3*r^3-5500*b*c*g^3*r^2*x+222*b*c*g^3*r*x^2+23524*b*c*g^3*x^3+260*b*c* g^2*p^4+242*b*c*g^2*p^3*q+1040*b*c*g^2*p^3*r-8045*b*c*g^2*p^3*x+31*b*c*g^2*p^2* q^2+726*b*c*g^2*p^2*q*r-5910*b*c*g^2*p^2*q*x+1560*b*c*g^2*p^2*r^2-36748*b*c*g^2 *p^2*r*x-4534*b*c*g^2*p^2*x^2+62*b*c*g^2*p*q^2*r-63*b*c*g^2*p*q^2*x+726*b*c*g^2 *p*q*r^2-18899*b*c*g^2*p*q*r*x-21484*b*c*g^2*p*q*x^2+1040*b*c*g^2*p*r^3-49361*b *c*g^2*p*r^2*x+68555*b*c*g^2*p*r*x^2+110191*b*c*g^2*p*x^3+43*b*c*g^2*q^3*x+31*b *c*g^2*q^2*r^2-792*b*c*g^2*q^2*r*x-9034*b*c*g^2*q^2*x^2+242*b*c*g^2*q*r^3-12989 *b*c*g^2*q*r^2*x+9308*b*c*g^2*q*r*x^2+86859*b*c*g^2*q*x^3+260*b*c*g^2*r^4-20658 *b*c*g^2*r^3*x+79264*b*c*g^2*r^2*x^2+76446*b*c*g^2*r*x^3-49424*b*c*g^2*x^4+235* b*c*g*p^5+372*b*c*g*p^4*q+1175*b*c*g*p^4*r-9912*b*c*g*p^4*x+145*b*c*g*p^3*q^2+ 1488*b*c*g*p^3*q*r-14112*b*c*g*p^3*q*x+2350*b*c*g*p^3*r^2-56622*b*c*g*p^3*r*x+ 16973*b*c*g*p^3*x^2+8*b*c*g*p^2*q^3+435*b*c*g*p^2*q^2*r-4056*b*c*g*p^2*q^2*x+ 2232*b*c*g*p^2*q*r^2-61306*b*c*g*p^2*q*r*x-1901*b*c*g*p^2*q*x^2+2350*b*c*g*p^2* r^3-110394*b*c*g*p^2*r^2*x+224835*b*c*g*p^2*r*x^2+154412*b*c*g*p^2*x^3+16*b*c*g *p*q^3*r+150*b*c*g*p*q^3*x+435*b*c*g*p*q^2*r^2-12205*b*c*g*p*q^2*r*x-25075*b*c* g*p*q^2*x^2+1488*b*c*g*p*q*r^3-80276*b*c*g*p*q*r^2*x+160559*b*c*g*p*q*r*x^2+ 265146*b*c*g*p*q*x^3+1175*b*c*g*p*r^4-90570*b*c*g*p*r^3*x+435398*b*c*g*p*r^2*x^ 2+116102*b*c*g*p*r*x^3-145652*b*c*g*p*x^4+6*b*c*g*q^4*x+8*b*c*g*q^3*r^2-7*b*c*g *q^3*r*x-6201*b*c*g*q^3*x^2+145*b*c*g*q^2*r^3-8149*b*c*g*q^2*r^2*x+6165*b*c*g*q ^2*r*x^2+110734*b*c*g*q^2*x^3+372*b*c*g*q*r^4-33082*b*c*g*q*r^3*x+160915*b*c*g* q*r^2*x^2+134170*b*c*g*q*r*x^3-145652*b*c*g*q*x^4+235*b*c*g*r^5-26886*b*c*g*r^4 *x+227536*b*c*g*r^3*x^2-77191*b*c*g*r^2*x^3-142814*b*c*g*r*x^4+74*b*c*p^6+168*b *c*p^5*q+444*b*c*p^5*r-3943*b*c*p^5*x+114*b*c*p^4*q^2+840*b*c*p^4*q*r-8471*b*c* p^4*q*x+1110*b*c*p^4*r^2-27116*b*c*p^4*r*x+14473*b*c*p^4*x^2+20*b*c*p^3*q^3+456 *b*c*p^3*q^2*r-5051*b*c*p^3*q^2*x+1680*b*c*p^3*q*r^2-47176*b*c*p^3*q*r*x+19400* b*c*p^3*q*x^2+1480*b*c*p^3*r^3-69034*b*c*p^3*r^2*x+165260*b*c*p^3*r*x^2+65611*b *c*p^3*x^3+60*b*c*p^2*q^3*r-461*b*c*p^2*q^3*x+684*b*c*p^2*q^2*r^2-21612*b*c*p^2 *q^2*r*x-5970*b*c*p^2*q^2*x^2+1680*b*c*p^2*q*r^3-90702*b*c*p^2*q*r^2*x+234333*b *c*p^2*q*r*x^2+180873*b*c*p^2*q*x^3+1110*b*c*p^2*r^4-83836*b*c*p^2*r^3*x+443154 *b*c*p^2*r^2*x^2-4947*b*c*p^2*r*x^3-103990*b*c*p^2*x^4+62*b*c*p*q^4*x+60*b*c*p* q^3*r^2-1496*b*c*p*q^3*r*x-12248*b*c*p*q^3*x^2+456*b*c*p*q^2*r^3-28071*b*c*p*q^ 2*r^2*x+66504*b*c*p*q^2*r*x^2+164913*b*c*p*q^2*x^3+840*b*c*p*q*r^4-73760*b*c*p* q*r^3*x+429279*b*c*p*q*r^2*x^2+71102*b*c*p*q*r*x^3-207980*b*c*p*q*x^4+444*b*c*p *r^5-49319*b*c*p*r^4*x+448420*b*c*p*r^3*x^2-304886*b*c*p*r^2*x^3-178736*b*c*p*r *x^4+56*b*c*q^4*r*x-1351*b*c*q^4*x^2+20*b*c*q^3*r^3-1035*b*c*q^3*r^2*x-2569*b*c *q^3*r*x^2+49651*b*c*q^3*x^3+114*b*c*q^2*r^4-11510*b*c*q^2*r^3*x+64191*b*c*q^2* r^2*x^2+76049*b*c*q^2*r*x^3-103990*b*c*q^2*x^4+168*b*c*q*r^5-21763*b*c*q*r^4*x+ 214346*b*c*q*r^3*x^2-139746*b*c*q*r^2*x^3-178736*b*c*q*r*x^4+74*b*c*r^6-11344*b *c*r^5*x+156053*b*c*r^4*x^2-255804*b*c*r^3*x^3-67890*b*c*r^2*x^4+7*b*g^5*p*x-2* b*g^5*r*x-73*b*g^5*x^2+6*b*g^4*p^3+18*b*g^4*p^2*r-72*b*g^4*p^2*x+28*b*g^4*p*q*x +18*b*g^4*p*r^2-332*b*g^4*p*r*x-887*b*g^4*p*x^2-14*b*g^4*q*r*x-379*b*g^4*q*x^2+ 6*b*g^4*r^3-260*b*g^4*r^2*x-522*b*g^4*r*x^2+1752*b*g^4*x^3+24*b*g^3*p^4+18*b*g^ 3*p^3*q+96*b*g^3*p^3*r-643*b*g^3*p^3*x+54*b*g^3*p^2*q*r-353*b*g^3*p^2*q*x+144*b *g^3*p^2*r^2-3123*b*g^3*p^2*r*x-1689*b*g^3*p^2*x^2+53*b*g^3*p*q^2*x+54*b*g^3*p* q*r^2-1220*b*g^3*p*q*r*x-2958*b*g^3*p*q*x^2+96*b*g^3*p*r^3-4317*b*g^3*p*r^2*x+ 2581*b*g^3*p*r*x^2+11907*b*g^3*p*x^3-8*b*g^3*q^2*r*x-828*b*g^3*q^2*x^2+18*b*g^3 *q*r^3-867*b*g^3*q*r^2*x-793*b*g^3*q*r*x^2+8943*b*g^3*q*x^3+24*b*g^3*r^4-1837*b *g^3*r^3*x+4842*b*g^3*r^2*x^2+10765*b*g^3*r*x^3-5148*b*g^3*x^4+36*b*g^2*p^5+54* b*g^2*p^4*q+180*b*g^2*p^4*r-1426*b*g^2*p^4*x+18*b*g^2*p^3*q^2+216*b*g^2*p^3*q*r -1896*b*g^2*p^3*q*x+360*b*g^2*p^3*r^2-8357*b*g^2*p^3*r*x+976*b*g^2*p^3*x^2+54*b *g^2*p^2*q^2*r-418*b*g^2*p^2*q^2*x+324*b*g^2*p^2*q*r^2-8394*b*g^2*p^2*q*r*x-\ 2795*b*g^2*p^2*q*x^2+360*b*g^2*p^2*r^3-16515*b*g^2*p^2*r^2*x+27331*b*g^2*p^2*r* x^2+26447*b*g^2*p^2*x^3+52*b*g^2*p*q^3*x+54*b*g^2*p*q^2*r^2-1255*b*g^2*p*q^2*r* x-4622*b*g^2*p*q^2*x^2+216*b*g^2*p*q*r^3-11100*b*g^2*p*q*r^2*x+15743*b*g^2*p*q* r*x^2+43631*b*g^2*p*q*x^3+180*b*g^2*p*r^4-13663*b*g^2*p*r^3*x+57890*b*g^2*p*r^2 *x^2+32843*b*g^2*p*r*x^3-22537*b*g^2*p*x^4+22*b*g^2*q^3*r*x-851*b*g^2*q^3*x^2+ 18*b*g^2*q^2*r^3-837*b*g^2*q^2*r^2*x-796*b*g^2*q^2*r*x^2+17184*b*g^2*q^2*x^3+54 *b*g^2*q*r^4-4602*b*g^2*q*r^3*x+17775*b*g^2*q*r^2*x^2+29424*b*g^2*q*r*x^3-22537 *b*g^2*q*x^4+36*b*g^2*r^5-4079*b*g^2*r^4*x+31535*b*g^2*r^3*x^2+2273*b*g^2*r^2*x ^3-24391*b*g^2*r*x^4+24*b*g*p^6+54*b*g*p^5*q+144*b*g*p^5*r-1243*b*g*p^5*x+36*b* g*p^4*q^2+270*b*g*p^4*q*r-2621*b*g*p^4*q*x+360*b*g*p^4*r^2-8640*b*g*p^4*r*x+ 3818*b*g*p^4*x^2+6*b*g*p^3*q^3+144*b*g*p^3*q^2*r-1495*b*g*p^3*q^2*x+540*b*g*p^3 *q*r^2-14712*b*g*p^3*q*r*x+4229*b*g*p^3*q*x^2+480*b*g*p^3*r^3-22130*b*g*p^3*r^2 *x+48609*b*g*p^3*r*x^2+23279*b*g*p^3*x^3+18*b*g*p^2*q^3*r-99*b*g*p^2*q^3*x+216* b*g*p^2*q^2*r^2-6374*b*g*p^2*q^2*r*x-3337*b*g*p^2*q^2*x^2+540*b*g*p^2*q*r^3-\ 28410*b*g*p^2*q*r^2*x+65622*b*g*p^2*q*r*x^2+62197*b*g*p^2*q*x^3+360*b*g*p^2*r^4 -26980*b*g*p^2*r^3*x+134689*b*g*p^2*r^2*x^2+15296*b*g*p^2*r*x^3-33133*b*g*p^2*x ^4+18*b*g*p*q^4*x+18*b*g*p*q^3*r^2-288*b*g*p*q^3*r*x-4089*b*g*p*q^3*x^2+144*b*g *p*q^2*r^3-8263*b*g*p*q^2*r^2*x+15554*b*g*p*q^2*r*x^2+54557*b*g*p*q^2*x^3+270*b *g*p*q*r^4-23168*b*g*p*q*r^3*x+124689*b*g*p*q*r^2*x^2+46554*b*g*p*q*r*x^3-66266 *b*g*p*q*x^4+144*b*g*p*r^5-15915*b*g*p*r^4*x+138823*b*g*p*r^3*x^2-69236*b*g*p*r ^2*x^3-63259*b*g*p*r*x^4+14*b*g*q^4*r*x-341*b*g*q^4*x^2+6*b*g*q^3*r^3-189*b*g*q ^3*r^2*x-1459*b*g*q^3*r*x^2+15639*b*g*q^3*x^3+36*b*g*q^2*r^4-3384*b*g*q^2*r^3*x +15677*b*g*q^2*r^2*x^2+31258*b*g*q^2*r*x^3-33133*b*g*q^2*x^4+54*b*g*q*r^5-6849* b*g*q*r^4*x+63296*b*g*q*r^3*x^2-21870*b*g*q*r^2*x^3-63259*b*g*q*r*x^4+24*b*g*r^ 6-3668*b*g*r^5*x+48925*b*g*r^4*x^2-69085*b*g*r^3*x^3-32234*b*g*r^2*x^4+6*b*p^7+ 18*b*p^6*q+42*b*p^6*r-381*b*p^6*x+18*b*p^5*q^2+108*b*p^5*q*r-1104*b*p^5*q*x+126 *b*p^5*r^2-3071*b*p^5*r*x+1964*b*p^5*x^2+6*b*p^4*q^3+90*b*p^4*q^2*r-1026*b*p^4* q^2*x+270*b*p^4*q*r^2-7513*b*p^4*q*r*x+4437*b*p^4*q*x^2+210*b*p^4*r^3-9640*b*p^ 4*r^2*x+24288*b*p^4*r*x^2+6961*b*p^4*x^3+24*b*p^3*q^3*r-264*b*p^3*q^3*x+180*b*p ^3*q^2*r^2-5729*b*p^3*q^2*r*x+1509*b*p^3*q^2*x^2+360*b*p^3*q*r^3-19012*b*p^3*q* r^2*x+52351*b*p^3*q*r*x^2+26549*b*p^3*q*x^3+210*b*p^3*r^4-15470*b*p^3*r^3*x+ 83733*b*p^3*r^2*x^2-8343*b*p^3*r*x^3-15644*b*p^3*x^4+39*b*p^2*q^4*x+36*b*p^2*q^ 3*r^2-1203*b*p^2*q^3*r*x-2455*b*p^2*q^3*x^2+180*b*p^2*q^2*r^3-11031*b*p^2*q^2*r ^2*x+30969*b*p^2*q^2*r*x^2+37881*b*p^2*q^2*x^3+270*b*p^2*q*r^4-22998*b*p^2*q*r^ 3*x+138444*b*p^2*q*r^2*x^2-2205*b*p^2*q*r*x^3-46932*b*p^2*q*x^4+126*b*p^2*r^5-\ 13565*b*p^2*r^4*x+125111*b*p^2*r^3*x^2-95139*b*p^2*r^2*x^3-38561*b*p^2*r*x^4+84 *b*p*q^4*r*x-1509*b*p*q^4*x^2+24*b*p*q^3*r^3-1614*b*p*q^3*r^2*x+2037*b*p*q^3*r* x^2+23959*b*p*q^3*x^3+90*b*p*q^2*r^4-8979*b*p*q^2*r^3*x+57336*b*p*q^2*r^2*x^2+ 20619*b*p*q^2*r*x^3-46932*b*p*q^2*x^4+108*b*p*q*r^5-13492*b*p*q*r^4*x+137583*b* p*q*r^3*x^2-113109*b*p*q*r^2*x^3-77122*b*p*q*r*x^4+42*b*p*r^6-6211*b*p*r^5*x+ 86355*b*p*r^4*x^2-147202*b*p*r^3*x^3-23950*b*p*r^2*x^4-18*b*q^5*x^2+45*b*q^4*r^ 2*x-869*b*q^4*r*x^2+5666*b*q^4*x^3+6*b*q^3*r^4-675*b*q^3*r^3*x+2625*b*q^3*r^2*x ^2+14481*b*q^3*r*x^3-15644*b*q^3*x^4+18*b*q^2*r^5-2651*b*q^2*r^4*x+27876*b*q^2* r^3*x^2-17970*b*q^2*r^2*x^3-38561*b*q^2*r*x^4+18*b*q*r^6-3097*b*q*r^5*x+47053*b *q*r^4*x^2-91552*b*q*r^3*x^3-23950*b*q*r^2*x^4+6*b*r^7-1166*b*r^6*x+22653*b*r^5 *x^2-67367*b*r^4*x^3+7689*b*r^3*x^4+80*c^7*p+80*c^7*r-416*c^7*x+176*c^6*g*p+176 *c^6*g*r-912*c^6*g*x+360*c^6*p^2+96*c^6*p*q+720*c^6*p*r-5512*c^6*p*x+96*c^6*q*r -376*c^6*q*x+360*c^6*r^2-8808*c^6*r*x-3560*c^6*x^2+152*c^5*g^2*p+152*c^5*g^2*r-\ 768*c^5*g^2*x+692*c^5*g*p^2+176*c^5*g*p*q+1384*c^5*g*p*r-10404*c^5*g*p*x+176*c^ 5*g*q*r-540*c^5*g*q*x+692*c^5*g*r^2-17060*c^5*g*r*x-8964*c^5*g*x^2+644*c^5*p^3+ 424*c^5*p^2*q+1932*c^5*p^2*r-15896*c^5*p^2*x+36*c^5*p*q^2+848*c^5*p*q*r-7280*c^ 5*p*q*x+1932*c^5*p*r^2-45956*c^5*p*r*x+7024*c^5*p*x^2+36*c^5*q^2*r-24*c^5*q^2*x +424*c^5*q*r^2-11276*c^5*q*r*x-9968*c^5*q*x^2+644*c^5*r^3-30060*c^5*r^2*x+60468 *c^5*r*x^2+65376*c^5*x^3+64*c^4*g^3*p+64*c^4*g^3*r-296*c^4*g^3*x+514*c^4*g^2*p^ 2+120*c^4*g^2*p*q+1028*c^4*g^2*p*r-7466*c^4*g^2*p*x+120*c^4*g^2*q*r-190*c^4*g^2 *q*x+514*c^4*g^2*r^2-12754*c^4*g^2*r*x-9354*c^4*g^2*x^2+1052*c^4*g*p^3+664*c^4* g*p^2*q+3156*c^4*g*p^2*r-25400*c^4*g*p^2*x+52*c^4*g*p*q^2+1328*c^4*g*p*q*r-\ 10872*c^4*g*p*q*x+3156*c^4*g*p*r^2-74312*c^4*g*p*r*x+4180*c^4*g*p*x^2+52*c^4*g* q^2*r+120*c^4*g*q^2*x+664*c^4*g*q*r^2-17624*c^4*g*q*r*x-19748*c^4*g*q*x^2+1052* c^4*g*r^3-48912*c^4*g*r^2*x+89428*c^4*g*r*x^2+113456*c^4*g*x^3+598*c^4*p^4+696* c^4*p^3*q+2392*c^4*p^3*r-20210*c^4*p^3*x+174*c^4*p^2*q^2+2088*c^4*p^2*q*r-20018 *c^4*p^2*q*x+3588*c^4*p^2*r^2-84560*c^4*p^2*r*x+33494*c^4*p^2*x^2+4*c^4*p*q^3+ 348*c^4*p*q^2*r-3310*c^4*p*q^2*x+2088*c^4*p*q*r^2-55636*c^4*p*q*r*x+3268*c^4*p* q*x^2+2392*c^4*p*r^3-108490*c^4*p*r^2*x+242358*c^4*p*r*x^2+152992*c^4*p*x^3+4*c ^4*q^3*r+50*c^4*q^3*x+174*c^4*q^2*r^2-4820*c^4*q^2*r*x-10882*c^4*q^2*x^2+696*c^ 4*q*r^3-35618*c^4*q*r^2*x+80118*c^4*q*r*x^2+133248*c^4*q*x^3+598*c^4*r^4-44140* c^4*r^3*x+219876*c^4*r^2*x^2+25104*c^4*r*x^3-87120*c^4*x^4+13*c^3*g^4*p+13*c^3* g^4*r-42*c^3*g^4*x+183*c^3*g^3*p^2+36*c^3*g^3*p*q+366*c^3*g^3*p*r-2475*c^3*g^3* p*x+36*c^3*g^3*q*r+55*c^3*g^3*q*x+183*c^3*g^3*r^2-4551*c^3*g^3*r*x-5099*c^3*g^3 *x^2+645*c^3*g^2*p^3+378*c^3*g^2*p^2*q+1935*c^3*g^2*p^2*r-15010*c^3*g^2*p^2*x+ 25*c^3*g^2*p*q^2+756*c^3*g^2*p*q*r-5688*c^3*g^2*p*q*x+1935*c^3*g^2*p*r^2-44809* c^3*g^2*p*r*x-4728*c^3*g^2*p*x^2+25*c^3*g^2*q^2*r+202*c^3*g^2*q^2*x+378*c^3*g^2 *q*r^2-9955*c^3*g^2*q*r*x-15288*c^3*g^2*q*x^2+645*c^3*g^2*r^3-29799*c^3*g^2*r^2 *x+45497*c^3*g^2*r*x^2+76824*c^3*g^2*x^3+793*c^3*g*p^4+898*c^3*g*p^3*q+3172*c^3 *g*p^3*r-26187*c^3*g*p^3*x+209*c^3*g*p^2*q^2+2694*c^3*g*p^2*q*r-25051*c^3*g*p^2 *q*x+4758*c^3*g*p^2*r^2-110464*c^3*g*p^2*r*x+35301*c^3*g*p^2*x^2+4*c^3*g*p*q^3+ 418*c^3*g*p*q^2*r-3585*c^3*g*p*q^2*x+2694*c^3*g*p*q*r^2-70566*c^3*g*p*q*r*x-\ 5838*c^3*g*p*q*x^2+3172*c^3*g*p*r^3-142367*c^3*g*p*r^2*x+295877*c^3*g*p*r*x^2+ 215332*c^3*g*p*x^3+4*c^3*g*q^3*r+103*c^3*g*q^3*x+209*c^3*g*q^2*r^2-5650*c^3*g*q ^2*r*x-16455*c^3*g*q^2*x^2+898*c^3*g*q*r^3-45515*c^3*g*q*r^2*x+90545*c^3*g*q*r* x^2+183244*c^3*g*q*x^3+793*c^3*g*r^4-58090*c^3*g*r^3*x+274832*c^3*g*r^2*x^2+ 64664*c^3*g*r*x^3-114632*c^3*g*x^4+314*c^3*p^5+554*c^3*p^4*q+1570*c^3*p^4*r-\ 13542*c^3*p^4*x+270*c^3*p^3*q^2+2216*c^3*p^3*q*r-21960*c^3*p^3*q*x+3140*c^3*p^3 *r^2-73904*c^3*p^3*r*x+39670*c^3*p^3*x^2+30*c^3*p^2*q^3+810*c^3*p^2*q^2*r-8964* c^3*p^2*q^2*x+3324*c^3*p^2*q*r^2-89184*c^3*p^2*q*r*x+38214*c^3*p^2*q*x^2+3140*c ^3*p^2*r^3-140460*c^3*p^2*r^2*x+332302*c^3*p^2*r*x^2+137420*c^3*p^2*x^3+60*c^3* p*q^3*r-536*c^3*p*q^3*x+810*c^3*p*q^2*r^2-23568*c^3*p*q^2*r*x-7230*c^3*p*q^2*x^ 2+2216*c^3*p*q*r^3-112488*c^3*p*q*r^2*x+290840*c^3*p*q*r*x^2+248720*c^3*p*q*x^3 +1570*c^3*p*r^4-113376*c^3*p*r^3*x+585732*c^3*p*r^2*x^2-15024*c^3*p*r*x^3-\ 158104*c^3*p*x^4+10*c^3*q^4*x+30*c^3*q^3*r^2-672*c^3*q^3*r*x-5774*c^3*q^3*x^2+ 270*c^3*q^2*r^3-14604*c^3*q^2*r^2*x+34606*c^3*q^2*r*x^2+111300*c^3*q^2*x^3+554* c^3*q*r^4-45264*c^3*q*r^3*x+253380*c^3*q*r^2*x^2+48528*c^3*q*r*x^3-158104*c^3*q *x^4+314*c^3*r^5-33278*c^3*r^4*x+293100*c^3*r^3*x^2-207512*c^3*r^2*x^3-128736*c ^3*r*x^4+c^2*g^5*p+c^2*g^5*r+3*c^2*g^5*x+31*c^2*g^4*p^2+4*c^2*g^4*p*q+62*c^2*g^ 4*p*r-351*c^2*g^4*p*x+4*c^2*g^4*q*r+45*c^2*g^4*q*x+31*c^2*g^4*r^2-763*c^2*g^4*r *x-1485*c^2*g^4*x^2+182*c^2*g^3*p^3+92*c^2*g^3*p^2*q+546*c^2*g^3*p^2*r-3952*c^2 *g^3*p^2*x+4*c^2*g^3*p*q^2+184*c^2*g^3*p*q*r-1154*c^2*g^3*p*q*x+546*c^2*g^3*p*r ^2-12249*c^2*g^3*p*r*x-4851*c^2*g^3*p*x^2+4*c^2*g^3*q^2*r+100*c^2*g^3*q^2*x+92* c^2*g^3*q*r^2-2379*c^2*g^3*q*r*x-5673*c^2*g^3*q*x^2+182*c^2*g^3*r^3-8297*c^2*g^ 3*r^2*x+8332*c^2*g^3*r*x^2+25380*c^2*g^3*x^3+373*c^2*g^2*p^4+403*c^2*g^2*p^3*q+ 1492*c^2*g^2*p^3*r-11887*c^2*g^2*p^3*x+81*c^2*g^2*p^2*q^2+1209*c^2*g^2*p^2*q*r-\ 10693*c^2*g^2*p^2*q*x+2238*c^2*g^2*p^2*r^2-50912*c^2*g^2*p^2*r*x+9849*c^2*g^2*p ^2*x^2+c^2*g^2*p*q^3+162*c^2*g^2*p*q^2*r-1121*c^2*g^2*p*q^2*x+1209*c^2*g^2*p*q* r^2-30734*c^2*g^2*p*q*r*x-9976*c^2*g^2*p*q*x^2+1492*c^2*g^2*p*r^3-66163*c^2*g^2 *p*r^2*x+120703*c^2*g^2*p*r*x^2+111508*c^2*g^2*p*x^3+c^2*g^2*q^3*r+65*c^2*g^2*q ^3*x+81*c^2*g^2*q^2*r^2-2108*c^2*g^2*q^2*r*x-8997*c^2*g^2*q^2*x^2+403*c^2*g^2*q *r^3-20041*c^2*g^2*q*r^2*x+31417*c^2*g^2*q*r*x^2+91860*c^2*g^2*q*x^3+373*c^2*g^ 2*r^4-27138*c^2*g^2*r^3*x+117497*c^2*g^2*r^2*x^2+53588*c^2*g^2*r*x^3-54644*c^2* g^2*x^4+315*c^2*g*p^5+547*c^2*g*p^4*q+1575*c^2*g*p^4*r-13297*c^2*g*p^4*x+257*c^ 2*g*p^3*q^2+2188*c^2*g*p^3*q*r-21142*c^2*g*p^3*q*x+3150*c^2*g*p^3*r^2-73032*c^2 *g*p^3*r*x+34577*c^2*g*p^3*x^2+25*c^2*g*p^2*q^3+771*c^2*g*p^2*q^2*r-8166*c^2*g* p^2*q^2*x+3282*c^2*g*p^2*q*r^2-86484*c^2*g*p^2*q*r*x+28791*c^2*g*p^2*q*x^2+3150 *c^2*g*p^2*r^3-139314*c^2*g*p^2*r^2*x+311059*c^2*g*p^2*r*x^2+147160*c^2*g*p^2*x ^3+50*c^2*g*p*q^3*r-310*c^2*g*p*q^3*x+771*c^2*g*p*q^2*r^2-21702*c^2*g*p*q^2*r*x -12063*c^2*g*p*q^2*x^2+2188*c^2*g*p*q*r^3-109542*c^2*g*p*q*r^2*x+261812*c^2*g*p *q*r*x^2+260488*c^2*g*p*q*x^3+1575*c^2*g*p*r^4-112720*c^2*g*p*r^3*x+559042*c^2* g*p*r^2*x^2+34722*c^2*g*p*r*x^3-156384*c^2*g*p*x^4+11*c^2*g*q^4*x+25*c^2*g*q^3* r^2-466*c^2*g*q^3*r*x-6277*c^2*g*q^3*x^2+257*c^2*g*q^2*r^3-13536*c^2*g*q^2*r^2* x+26359*c^2*g*q^2*r*x^2+113328*c^2*g*q^2*x^3+547*c^2*g*q*r^4-44200*c^2*g*q*r^3* x+232882*c^2*g*q*r^2*x^2+82606*c^2*g*q*r*x^3-156384*c^2*g*q*x^4+315*c^2*g*r^5-\ 33141*c^2*g*r^4*x+282560*c^2*g*r^3*x^2-163492*c^2*g*r^2*x^3-138080*c^2*g*r*x^4+ 94*c^2*p^6+230*c^2*p^5*q+564*c^2*p^5*r-4984*c^2*p^5*x+180*c^2*p^4*q^2+1150*c^2* p^4*q*r-11608*c^2*p^4*q*x+1410*c^2*p^4*r^2-33334*c^2*p^4*r*x+21358*c^2*p^4*x^2+ 46*c^2*p^3*q^3+720*c^2*p^3*q^2*r-8256*c^2*p^3*q^2*x+2300*c^2*p^3*q*r^2-61900*c^ 2*p^3*q*r*x+38602*c^2*p^3*q*x^2+1880*c^2*p^3*r^3-83496*c^2*p^3*r^2*x+206964*c^2 *p^3*r*x^2+58956*c^2*p^3*x^3+2*c^2*p^2*q^4+138*c^2*p^2*q^3*r-1624*c^2*p^2*q^3*x +1080*c^2*p^2*q^2*r^2-32532*c^2*p^2*q^2*r*x+11646*c^2*p^2*q^2*x^2+2300*c^2*p^2* q*r^3-116052*c^2*p^2*q*r^2*x+320814*c^2*p^2*q*r*x^2+166116*c^2*p^2*q*x^3+1410*c ^2*p^2*r^4-100324*c^2*p^2*r^3*x+531124*c^2*p^2*r^2*x^2-61728*c^2*p^2*r*x^3-\ 107128*c^2*p^2*x^4+4*c^2*p*q^4*r+8*c^2*p*q^4*x+138*c^2*p*q^3*r^2-3940*c^2*p*q^3 *r*x-7082*c^2*p*q^3*x^2+720*c^2*p*q^2*r^3-40296*c^2*p*q^2*r^2*x+117630*c^2*p*q^ 2*r*x^2+155364*c^2*p*q^2*x^3+1150*c^2*p*q*r^4-92836*c^2*p*q*r^3*x+549188*c^2*p* q*r^2*x^2-18648*c^2*p*q*r*x^3-214256*c^2*p*q*x^4+564*c^2*p*r^5-58576*c^2*p*r^4* x+526788*c^2*p*r^3*x^2-411432*c^2*p*r^2*x^3-166884*c^2*p*r*x^4+2*c^2*q^4*r^2+26 *c^2*q^4*r*x-1484*c^2*q^4*x^2+46*c^2*q^3*r^3-2316*c^2*q^3*r^2*x+3780*c^2*q^3*r* x^2+48204*c^2*q^3*x^3+180*c^2*q^2*r^4-16020*c^2*q^2*r^3*x+98242*c^2*q^2*r^2*x^2 +43080*c^2*q^2*r*x^3-107128*c^2*q^2*x^4+230*c^2*q*r^5-27076*c^2*q*r^4*x+266976* c^2*q*r^3*x^2-227568*c^2*q*r^2*x^3-166884*c^2*q*r*x^4+94*c^2*r^6-13398*c^2*r^5* x+181270*c^2*r^4*x^2-313596*c^2*r^3*x^3-43804*c^2*r^2*x^4+c*g^6*x+2*c*g^5*p^2+4 *c*g^5*p*r-10*c*g^5*p*x+7*c*g^5*q*x+2*c*g^5*r^2-47*c*g^5*r*x-204*c*g^5*x^2+23*c *g^4*p^3+8*c*g^4*p^2*q+69*c*g^4*p^2*r-427*c*g^4*p^2*x+16*c*g^4*p*q*r-49*c*g^4*p *q*x+69*c*g^4*p*r^2-1437*c*g^4*p*r*x-1410*c*g^4*p*x^2+16*c*g^4*q^2*x+8*c*g^4*q* r^2-201*c*g^4*q*r*x-966*c*g^4*q*x^2+23*c*g^4*r^3-1010*c*g^4*r^2*x+27*c*g^4*r*x^ 2+4060*c*g^4*x^3+73*c*g^3*p^4+72*c*g^3*p^3*q+292*c*g^3*p^3*r-2183*c*g^3*p^3*x+ 10*c*g^3*p^2*q^2+216*c*g^3*p^2*q*r-1742*c*g^3*p^2*q*x+438*c*g^3*p^2*r^2-9634*c* g^3*p^2*r*x-244*c*g^3*p^2*x^2+20*c*g^3*p*q^2*r-54*c*g^3*p*q^2*x+216*c*g^3*p*q*r ^2-5182*c*g^3*p*q*r*x-4112*c*g^3*p*q*x^2+292*c*g^3*p*r^3-12719*c*g^3*p*r^2*x+ 17693*c*g^3*p*r*x^2+25155*c*g^3*p*x^3+13*c*g^3*q^3*x+10*c*g^3*q^2*r^2-244*c*g^3 *q^2*r*x-2053*c*g^3*q^2*x^2+72*c*g^3*q*r^3-3440*c*g^3*q*r^2*x+2771*c*g^3*q*r*x^ 2+19873*c*g^3*q*x^3+73*c*g^3*r^4-5268*c*g^3*r^3*x+19269*c*g^3*r^2*x^2+17570*c*g ^3*r*x^3-11318*c*g^3*x^4+100*c*g^2*p^5+169*c*g^2*p^4*q+500*c*g^2*p^4*r-4099*c*g ^2*p^4*x+74*c*g^2*p^3*q^2+676*c*g^2*p^3*q*r-6290*c*g^2*p^3*q*x+1000*c*g^2*p^3*r ^2-22803*c*g^2*p^3*r*x+8446*c*g^2*p^3*x^2+5*c*g^2*p^2*q^3+222*c*g^2*p^2*q^2*r-\ 2182*c*g^2*p^2*q^2*x+1014*c*g^2*p^2*q*r^2-26047*c*g^2*p^2*q*r*x+4554*c*g^2*p^2* q*x^2+1000*c*g^2*p^2*r^3-43815*c*g^2*p^2*r^2*x+88550*c*g^2*p^2*r*x^2+51861*c*g^ 2*p^2*x^3+10*c*g^2*p*q^3*r+12*c*g^2*p*q^3*x+222*c*g^2*p*q^2*r^2-5865*c*g^2*p*q^ 2*r*x-6063*c*g^2*p*q^2*x^2+676*c*g^2*p*q*r^3-33224*c*g^2*p*q*r^2*x+68873*c*g^2* p*q*r*x^2+89040*c*g^2*p*q*x^3+500*c*g^2*p*r^4-35617*c*g^2*p*r^3*x+165393*c*g^2* p*r^2*x^2+35665*c*g^2*p*r*x^3-49834*c*g^2*p*x^4+3*c*g^2*q^4*x+5*c*g^2*q^3*r^2-\ 51*c*g^2*q^3*r*x-2171*c*g^2*q^3*x^2+74*c*g^2*q^2*r^3-3683*c*g^2*q^2*r^2*x+4493* c*g^2*q^2*r*x^2+37179*c*g^2*q^2*x^3+169*c*g^2*q*r^4-13467*c*g^2*q*r^3*x+63669*c *g^2*q*r^2*x^2+42527*c*g^2*q*r*x^3-49834*c*g^2*q*x^4+100*c*g^2*r^5-10506*c*g^2* r^4*x+85289*c*g^2*r^3*x^2-30180*c*g^2*r^2*x^3-48640*c*g^2*r*x^4+63*c*g*p^6+153* c*g*p^5*q+378*c*g*p^5*r-3285*c*g*p^5*x+118*c*g*p^4*q^2+765*c*g*p^4*q*r-7567*c*g *p^4*q*x+945*c*g*p^4*r^2-22079*c*g*p^4*r*x+12976*c*g*p^4*x^2+29*c*g*p^3*q^3+472 *c*g*p^3*q^2*r-5249*c*g*p^3*q^2*x+1530*c*g*p^3*q*r^2-40544*c*g*p^3*q*r*x+22371* c*g*p^3*q*x^2+1260*c*g*p^3*r^3-55466*c*g*p^3*r^2*x+131284*c*g*p^3*r*x^2+42775*c *g*p^3*x^3+c*g*p^2*q^4+87*c*g*p^2*q^3*r-937*c*g*p^2*q^3*x+708*c*g*p^2*q^2*r^2-\ 20766*c*g*p^2*q^2*r*x+4789*c*g*p^2*q^2*x^2+1530*c*g*p^2*q*r^3-76230*c*g*p^2*q*r ^2*x+199032*c*g*p^2*q*r*x^2+117787*c*g*p^2*q*x^3+945*c*g*p^2*r^4-66774*c*g*p^2* r^3*x+342214*c*g*p^2*r^2*x^2-16235*c*g*p^2*r*x^3-70802*c*g*p^2*x^4+2*c*g*p*q^4* r+30*c*g*p*q^4*x+87*c*g*p*q^3*r^2-2264*c*g*p*q^3*r*x-5631*c*g*p*q^3*x^2+472*c*g *p*q^2*r^3-25785*c*g*p*q^2*r^2*x+68547*c*g*p*q^2*r*x^2+107249*c*g*p*q^2*x^3+765 *c*g*p*q*r^4-61096*c*g*p*q*r^3*x+346533*c*g*p*q*r^2*x^2+24652*c*g*p*q*r*x^3-\ 141604*c*g*p*q*x^4+378*c*g*p*r^5-39041*c*g*p*r^4*x+342480*c*g*p*r^3*x^2-232744* c*g*p*r^2*x^3-120364*c*g*p*r*x^4+c*g*q^4*r^2+37*c*g*q^4*r*x-1025*c*g*q^4*x^2+29 *c*g*q^3*r^3-1327*c*g*q^3*r^2*x+799*c*g*q^3*r*x^2+32237*c*g*q^3*x^3+118*c*g*q^2 *r^4-10268*c*g*q^2*r^3*x+58102*c*g*q^2*r^2*x^2+40887*c*g*q^2*r*x^3-70802*c*g*q^ 2*x^4+153*c*g*q*r^5-17843*c*g*q*r^4*x+169872*c*g*q*r^3*x^2-118148*c*g*q*r^2*x^3 -120364*c*g*q*r*x^4+63*c*g*r^6-8939*c*g*r^5*x+118574*c*g*r^4*x^2-189774*c*g*r^3 *x^3-43874*c*g*r^2*x^4+15*c*p^7+48*c*p^6*q+105*c*p^6*r-953*c*p^6*x+54*c*p^5*q^2 +288*c*p^5*q*r-2953*c*p^5*q*x+315*c*p^5*r^2-7492*c*p^5*r*x+5490*c*p^5*x^2+24*c* p^4*q^3+270*c*p^4*q^2*r-3134*c*p^4*q^2*x+720*c*p^4*q*r^2-19370*c*p^4*q*r*x+ 14667*c*p^4*q*x^2+525*c*p^4*r^3-23165*c*p^4*r^2*x+60170*c*p^4*r*x^2+11957*c*p^4 *x^3+3*c*p^3*q^4+96*c*p^3*q^3*r-1214*c*p^3*q^3*x+540*c*p^3*q^2*r^2-16426*c*p^3* q^2*r*x+10914*c*p^3*q^2*x^2+960*c*p^3*q*r^3-47950*c*p^3*q*r^2*x+139100*c*p^3*q* r*x^2+46794*c*p^3*q*x^3+525*c*p^3*r^4-36800*c*p^3*r^3*x+199599*c*p^3*r^2*x^2-\ 37110*c*p^3*r*x^3-32110*c*p^3*x^4+9*c*p^2*q^4*r-73*c*p^2*q^4*x+144*c*p^2*q^3*r^ 2-4702*c*p^2*q^3*r*x-360*c*p^2*q^3*x^2+540*c*p^2*q^2*r^3-30474*c*p^2*q^2*r^2*x+ 96828*c*p^2*q^2*r*x^2+68640*c*p^2*q^2*x^3+720*c*p^2*q*r^4-57160*c*p^2*q*r^3*x+ 348108*c*p^2*q*r^2*x^2-55782*c*p^2*q*r*x^3-96330*c*p^2*q*x^4+315*c*p^2*r^5-\ 32035*c*p^2*r^4*x+292677*c*p^2*r^3*x^2-246225*c*p^2*r^2*x^3-71148*c*p^2*r*x^4+7 *c*p*q^5*x+9*c*p*q^4*r^2-146*c*p*q^4*r*x-2244*c*p*q^4*x^2+96*c*p*q^3*r^3-5762*c *p*q^3*r^2*x+17036*c*p*q^3*r*x^2+44726*c*p*q^3*x^3+270*c*p*q^2*r^4-24206*c*p*q^ 2*r^3*x+162285*c*p*q^2*r^2*x^2-234*c*p*q^2*r*x^3-96330*c*p*q^2*x^4+288*c*p*q*r^ 5-33185*c*p*q*r^4*x+337584*c*p*q*r^3*x^2-322824*c*p*q*r^2*x^3-142296*c*p*q*r*x^ 4+105*c*p*r^6-14588*c*p*r^5*x+199787*c*p*r^4*x^2-353994*c*p*r^3*x^3-26574*c*p*r ^2*x^4+8*c*q^5*r*x-147*c*q^5*x^2+3*c*q^4*r^3-73*c*q^4*r^2*x-862*c*q^4*r*x^2+ 10923*c*q^4*x^3+24*c*q^3*r^4-2274*c*q^3*r^3*x+13776*c*q^3*r^2*x^2+18438*c*q^3*r *x^3-32110*c*q^3*x^4+54*c*q^2*r^5-7024*c*q^2*r^4*x+76371*c*q^2*r^3*x^2-76599*c* q^2*r^2*x^3-71148*c*q^2*r*x^4+48*c*q*r^6-7558*c*q*r^5*x+113909*c*q*r^4*x^2-\ 235590*c*q*r^3*x^3-26574*c*q*r^2*x^4+15*c*r^7-2727*c*r^6*x+52029*c*r^5*x^2-\ 156836*c*r^4*x^3+29404*c*r^3*x^4+g^6*p*x-8*g^6*x^2+g^5*p^3+3*g^5*p^2*r-11*g^5*p ^2*x+5*g^5*p*q*x+3*g^5*p*r^2-49*g^5*p*r*x-125*g^5*p*x^2-g^5*q*r*x-53*g^5*q*x^2+ g^5*r^3-38*g^5*r^2*x-82*g^5*r*x^2+240*g^5*x^3+5*g^4*p^4+4*g^4*p^3*q+20*g^4*p^3* r-130*g^4*p^3*x+12*g^4*p^2*q*r-78*g^4*p^2*q*x+30*g^4*p^2*r^2-612*g^4*p^2*r*x-\ 265*g^4*p^2*x^2+12*g^4*p*q^2*x+12*g^4*p*q*r^2-251*g^4*p*q*r*x-496*g^4*p*q*x^2+ 20*g^4*p*r^3-834*g^4*p*r^2*x+508*g^4*p*r*x^2+2055*g^4*p*x^3-154*g^4*q^2*x^2+4*g ^4*q*r^3-173*g^4*q*r^2*x-158*g^4*q*r*x^2+1549*g^4*q*x^3+5*g^4*r^4-352*g^4*r^3*x +872*g^4*r^2*x^2+1902*g^4*r*x^3-882*g^4*x^4+10*g^3*p^5+16*g^3*p^4*q+50*g^3*p^4* r-390*g^3*p^4*x+6*g^3*p^3*q^2+64*g^3*p^3*q*r-559*g^3*p^3*q*x+100*g^3*p^3*r^2-\ 2227*g^3*p^3*r*x+433*g^3*p^3*x^2+18*g^3*p^2*q^2*r-152*g^3*p^2*q^2*x+96*g^3*p^2* q*r^2-2367*g^3*p^2*q*r*x-257*g^3*p^2*q*x^2+100*g^3*p^2*r^3-4341*g^3*p^2*r^2*x+ 7219*g^3*p^2*r*x^2+6003*g^3*p^2*x^3+17*g^3*p*q^3*x+18*g^3*p*q^2*r^2-412*g^3*p*q ^2*r*x-920*g^3*p*q^2*x^2+64*g^3*p*q*r^3-3057*g^3*p*q*r^2*x+4648*g^3*p*q*r*x^2+ 9920*g^3*p*q*x^3+50*g^3*p*r^4-3561*g^3*p*r^3*x+14674*g^3*p*r^2*x^2+7357*g^3*p*r *x^3-5152*g^3*p*x^4+8*g^3*q^3*r*x-230*g^3*q^3*x^2+6*g^3*q^2*r^3-260*g^3*q^2*r^2 *x-107*g^3*q^2*r*x^2+3917*g^3*q^2*x^3+16*g^3*q*r^4-1249*g^3*q*r^3*x+4729*g^3*q* r^2*x^2+6651*g^3*q*r*x^3-5152*g^3*q*x^4+10*g^3*r^5-1057*g^3*r^4*x+7888*g^3*r^3* x^2+324*g^3*r^2*x^3-5580*g^3*r*x^4+10*g^2*p^6+24*g^2*p^5*q+60*g^2*p^5*r-513*g^2 *p^5*x+18*g^2*p^4*q^2+120*g^2*p^4*q*r-1157*g^2*p^4*q*x+150*g^2*p^4*r^2-3484*g^2 *p^4*r*x+1750*g^2*p^4*x^2+4*g^2*p^3*q^3+72*g^2*p^3*q^2*r-763*g^2*p^3*q^2*x+240* g^2*p^3*q*r^2-6258*g^2*p^3*q*r*x+2723*g^2*p^3*q*x^2+200*g^2*p^3*r^3-8806*g^2*p^ 3*r^2*x+19318*g^2*p^3*r*x^2+7713*g^2*p^3*x^3+12*g^2*p^2*q^3*r-107*g^2*p^2*q^3*x +108*g^2*p^2*q^2*r^2-3034*g^2*p^2*q^2*r*x+29*g^2*p^2*q^2*x^2+240*g^2*p^2*q*r^3-\ 11832*g^2*p^2*q*r^2*x+28022*g^2*p^2*q*r*x^2+20597*g^2*p^2*q*x^3+150*g^2*p^2*r^4 -10644*g^2*p^2*r^3*x+51929*g^2*p^2*r^2*x^2+3611*g^2*p^2*r*x^3-11313*g^2*p^2*x^4 +12*g^2*p*q^4*x+12*g^2*p*q^3*r^2-250*g^2*p*q^3*r*x-1111*g^2*p*q^3*x^2+72*g^2*p* q^2*r^3-3779*g^2*p*q^2*r^2*x+8420*g^2*p*q^2*r*x^2+18055*g^2*p*q^2*x^3+120*g^2*p *q*r^4-9518*g^2*p*q*r^3*x+50408*g^2*p*q*r^2*x^2+12988*g^2*p*q*r*x^3-22626*g^2*p *q*x^4+60*g^2*p*r^5-6241*g^2*p*r^4*x+52904*g^2*p*r^3*x^2-26978*g^2*p*r^2*x^3-\ 21463*g^2*p*r*x^4+10*g^2*q^4*r*x-167*g^2*q^4*x^2+4*g^2*q^3*r^3-143*g^2*q^3*r^2* x-284*g^2*q^3*r*x^2+5171*g^2*q^3*x^3+18*g^2*q^2*r^4-1508*g^2*q^2*r^3*x+7289*g^2 *q^2*r^2*x^2+9377*g^2*q^2*r*x^3-11313*g^2*q^2*x^4+24*g^2*q*r^5-2787*g^2*q*r^4*x +25109*g^2*q*r^3*x^2-10506*g^2*q*r^2*x^3-21463*g^2*q*r*x^4+10*g^2*r^6-1432*g^2* r^5*x+18543*g^2*r^4*x^2-25786*g^2*r^3*x^3-10698*g^2*r^2*x^4+5*g*p^7+16*g*p^6*q+ 35*g*p^6*r-315*g*p^6*x+18*g*p^5*q^2+96*g*p^5*q*r-971*g*p^5*q*x+105*g*p^5*r^2-\ 2484*g*p^5*r*x+1715*g*p^5*x^2+8*g*p^4*q^3+90*g*p^4*q^2*r-1020*g*p^4*q^2*x+240*g *p^4*q*r^2-6387*g*p^4*q*r*x+4484*g*p^4*q*x^2+175*g*p^4*r^3-7695*g*p^4*r^2*x+ 19324*g*p^4*r*x^2+4423*g*p^4*x^3+g*p^3*q^4+32*g*p^3*q^3*r-384*g*p^3*q^3*x+180*g *p^3*q^2*r^2-5356*g*p^3*q^2*r*x+3116*g*p^3*q^2*x^2+320*g*p^3*q*r^3-15838*g*p^3* q*r^2*x+44078*g*p^3*q*r*x^2+16870*g*p^3*q*x^3+175*g*p^3*r^4-12240*g*p^3*r^3*x+ 64883*g*p^3*r^2*x^2-8416*g*p^3*r*x^3-10634*g*p^3*x^4+3*g*p^2*q^4*r-17*g*p^2*q^4 *x+48*g*p^2*q^3*r^2-1484*g*p^2*q^3*r*x-406*g*p^2*q^3*x^2+180*g*p^2*q^2*r^3-9948 *g*p^2*q^2*r^2*x+29774*g*p^2*q^2*r*x^2+24072*g*p^2*q^2*x^3+240*g*p^2*q*r^4-\ 18902*g*p^2*q*r^3*x+111737*g*p^2*q*r^2*x^2-9256*g*p^2*q*r*x^3-31902*g*p^2*q*x^4 +105*g*p^2*r^5-10665*g*p^2*r^4*x+95855*g*p^2*r^3*x^2-72660*g*p^2*r^2*x^3-25892* g*p^2*r*x^4+3*g*p*q^5*x+3*g*p*q^4*r^2-28*g*p*q^4*r*x-799*g*p*q^4*x^2+32*g*p*q^3 *r^3-1816*g*p*q^3*r^2*x+4610*g*p*q^3*r*x^2+15226*g*p*q^3*x^3+90*g*p*q^2*r^4-\ 7908*g*p*q^2*r^3*x+50585*g*p*q^2*r^2*x^2+6736*g*p*q^2*r*x^3-31902*g*p*q^2*x^4+ 96*g*p*q*r^5-10983*g*p*q*r^4*x+109176*g*p*q*r^3*x^2-91812*g*p*q*r^2*x^3-51784*g *p*q*r*x^4+35*g*p*r^6-4860*g*p*r^5*x+65782*g*p*r^4*x^2-109629*g*p*r^3*x^3-15282 *g*p*r^2*x^4+3*g*q^5*r*x-46*g*q^5*x^2+g*q^4*r^3-11*g*q^4*r^2*x-410*g*q^4*r*x^2+ 3601*g*q^4*x^3+8*g*q^3*r^4-716*g*q^3*r^3*x+3731*g*q^3*r^2*x^2+7576*g*q^3*r*x^3-\ 10634*g*q^3*x^4+18*g*q^2*r^5-2296*g*q^2*r^4*x+23927*g*q^2*r^3*x^2-19152*g*q^2*r ^2*x^3-25892*g*q^2*r*x^4+16*g*q*r^6-2503*g*q*r^5*x+37033*g*q*r^4*x^2-71103*g*q* r^3*x^3-15282*g*q*r^2*x^4+5*g*r^7-909*g*r^6*x+17201*g*r^5*x^2-49808*g*r^4*x^3+ 5938*g*r^3*x^4+p^8+4*p^7*q+8*p^7*r-74*p^7*x+6*p^6*q^2+28*p^6*q*r-290*p^6*q*x+28 *p^6*r^2-664*p^6*r*x+546*p^6*x^2+4*p^5*q^3+36*p^5*q^2*r-420*p^5*q^2*x+84*p^5*q* r^2-2241*p^5*q*r*x+1944*p^5*q*x^2+56*p^5*r^3-2430*p^5*r^2*x+6624*p^5*r*x^2+898* p^5*x^3+p^4*q^4+20*p^4*q^3*r-260*p^4*q^3*x+90*p^4*q^2*r^2-2724*p^4*q^2*r*x+2316 *p^4*q^2*x^2+140*p^4*q*r^3-6855*p^4*q*r^2*x+20769*p^4*q*r*x^2+4630*p^4*q*x^3+70 *p^4*r^4-4780*p^4*r^3*x+26596*p^4*r^2*x^2-6570*p^4*r*x^3-3591*p^4*x^4+4*p^3*q^4 *r-50*p^3*q^4*x+40*p^3*q^3*r^2-1366*p^3*q^3*r*x+744*p^3*q^3*x^2+120*p^3*q^2*r^3 -6696*p^3*q^2*r^2*x+22395*p^3*q^2*r*x^2+9540*p^3*q^2*x^3+140*p^3*q*r^4-10810*p^ 3*q*r^3*x+67294*p^3*q*r^2*x^2-16764*p^3*q*r*x^3-14364*p^3*q*x^4+56*p^3*r^5-5510 *p^3*r^4*x+51064*p^3*r^3*x^2-46087*p^3*r^2*x^3-9945*p^3*r*x^4+6*p^2*q^5*x+6*p^2 *q^4*r^2-204*p^2*q^4*r*x-414*p^2*q^4*x^2+40*p^2*q^3*r^3-2538*p^2*q^3*r^2*x+8811 *p^2*q^3*r*x^2+9820*p^2*q^3*x^3+90*p^2*q^2*r^4-7944*p^2*q^2*r^3*x+55161*p^2*q^2 *r^2*x^2-10872*p^2*q^2*r*x^3-21546*p^2*q^2*x^4+84*p^2*q*r^5-9360*p^2*q*r^4*x+ 96708*p^2*q*r^3*x^2-99627*p^2*q*r^2*x^3-29835*p^2*q*r*x^4+28*p^2*r^6-3744*p^2*r ^5*x+51666*p^2*r^4*x^2-94248*p^2*r^3*x^3-2761*p^2*r^2*x^4+15*p*q^5*r*x-240*p*q^ 5*x^2+4*p*q^4*r^3-258*p*q^4*r^2*x+393*p*q^4*r*x^2+5050*p*q^4*x^3+20*p*q^3*r^4-\ 2018*p*q^3*r^3*x+14824*p*q^3*r^2*x^2+2268*p*q^3*r*x^3-14364*p*q^3*x^4+36*p*q^2* r^5-4596*p*q^2*r^4*x+52401*p*q^2*r^3*x^2-60993*p*q^2*r^2*x^3-29835*p*q^2*r*x^4+ 28*p*q*r^6-4245*p*q*r^5*x+64890*p*q*r^4*x^2-137304*p*q*r^3*x^3-5522*p*q*r^2*x^4 +8*p*r^7-1394*p*r^6*x+26680*p*r^5*x^2-81005*p*r^4*x^3+17027*p*r^3*x^4+9*q^5*r^2 *x-168*q^5*r*x^2+1038*q^5*x^3+q^4*r^4-104*q^4*r^3*x+361*q^4*r^2*x^2+2946*q^4*r* x^3-3591*q^4*x^4+4*q^3*r^5-586*q^3*r^4*x+6757*q^3*r^3*x^2-7453*q^3*r^2*x^3-9945 *q^3*r*x^4+6*q^2*r^6-1044*q^2*r^5*x+17319*q^2*r^4*x^2-43056*q^2*r^3*x^3-2761*q^ 2*r^2*x^4+4*q*r^7-791*q*r^6*x+16651*q*r^5*x^2-59071*q*r^4*x^3+17027*q*r^3*x^4+r ^8-220*r^7*x+5560*r^6*x^2-25376*r^5*x^3+13986*r^4*x^4-8*a^6*p-8*a^6*r-16*a^5*b* c-16*a^5*b*p-16*a^5*b*r+96*a^5*b*x-32*a^5*c^2-8*a^5*c*g-16*a^5*c*p-16*a^5*c*q-\ 16*a^5*c*r+384*a^5*c*x-20*a^5*g*p-20*a^5*g*r+48*a^5*g*x+92*a^5*p^2-8*a^5*p*q+ 184*a^5*p*r+376*a^5*p*x-8*a^5*q*r+48*a^5*q*x+92*a^5*r^2+568*a^5*r*x-1104*a^5*x^ 2-48*a^4*b^2*c+352*a^4*b^2*x-192*a^4*b*c^2-64*a^4*b*c*g+120*a^4*b*c*p-64*a^4*b* c*q+120*a^4*b*c*r+2560*a^4*b*c*x-24*a^4*b*g*p-24*a^4*b*g*r+448*a^4*b*g*x+308*a^ 4*b*p^2-8*a^4*b*p*q+616*a^4*b*p*r+1448*a^4*b*p*x-8*a^4*b*q*r+272*a^4*b*q*x+308* a^4*b*r^2+1556*a^4*b*r*x-5496*a^4*b*x^2-192*a^4*c^3-128*a^4*c^2*g+216*a^4*c^2*p -128*a^4*c^2*q+216*a^4*c^2*r+3040*a^4*c^2*x-20*a^4*c*g^2+28*a^4*c*g*p-48*a^4*c* g*q+28*a^4*c*g*r+1664*a^4*c*g*x+1012*a^4*c*p^2+48*a^4*c*p*q+2024*a^4*c*p*r+1316 *a^4*c*p*x-16*a^4*c*q^2+48*a^4*c*q*r+1120*a^4*c*q*x+1012*a^4*c*r^2+2128*a^4*c*r *x-14452*a^4*c*x^2-18*a^4*g^2*p-18*a^4*g^2*r+136*a^4*g^2*x+260*a^4*g*p^2-16*a^4 *g*p*q+520*a^4*g*p*r+1188*a^4*g*p*x-16*a^4*g*q*r+184*a^4*g*q*x+260*a^4*g*r^2+ 1500*a^4*g*r*x-3992*a^4*g*x^2+402*a^4*p^3+230*a^4*p^2*q+1206*a^4*p^2*r-860*a^4* p^2*x-10*a^4*p*q^2+460*a^4*p*q*r-46*a^4*p*q*x+1206*a^4*p*r^2-2990*a^4*p*r*x-\ 7836*a^4*p*x^2-10*a^4*q^2*r+16*a^4*q^2*x+230*a^4*q*r^2+606*a^4*q*r*x-4302*a^4*q *x^2+402*a^4*r^3-2130*a^4*r^2*x-8436*a^4*r*x^2+8376*a^4*x^3-48*a^3*b^3*c+16*a^3 *b^3*p+16*a^3*b^3*r+480*a^3*b^3*x-320*a^3*b^2*c^2-112*a^3*b^2*c*g+288*a^3*b^2*c *p-80*a^3*b^2*c*q+288*a^3*b^2*c*r+5120*a^3*b^2*c*x+16*a^3*b^2*g*p+16*a^3*b^2*g* r+1024*a^3*b^2*g*x+356*a^3*b^2*p^2+8*a^3*b^2*p*q+712*a^3*b^2*p*r+2248*a^3*b^2*p *x+8*a^3*b^2*q*r+616*a^3*b^2*q*x+356*a^3*b^2*r^2+1540*a^3*b^2*r*x-10392*a^3*b^2 *x^2-688*a^3*b*c^3-480*a^3*b*c^2*g+1048*a^3*b*c^2*p-368*a^3*b*c^2*q+1048*a^3*b* c^2*r+12904*a^3*b*c^2*x-80*a^3*b*c*g^2+352*a^3*b*c*g*p-136*a^3*b*c*g*q+352*a^3* b*c*g*r+7296*a^3*b*c*g*x+2692*a^3*b*c*p^2+204*a^3*b*c*p*q+5384*a^3*b*c*p*r+6432 *a^3*b*c*p*x-36*a^3*b*c*q^2+204*a^3*b*c*q*r+4884*a^3*b*c*q*x+2692*a^3*b*c*r^2+ 3056*a^3*b*c*r*x-54704*a^3*b*c*x^2-8*a^3*b*g^2*p-8*a^3*b*g^2*r+688*a^3*b*g^2*x+ 638*a^3*b*g*p^2-4*a^3*b*g*p*q+1276*a^3*b*g*p*r+3780*a^3*b*g*p*x-4*a^3*b*g*q*r+ 868*a^3*b*g*q*x+638*a^3*b*g*r^2+3262*a^3*b*g*r*x-15492*a^3*b*g*x^2+1002*a^3*b*p ^3+492*a^3*b*p^2*q+3006*a^3*b*p^2*r-1398*a^3*b*p^2*x-16*a^3*b*p*q^2+984*a^3*b*p *q*r+950*a^3*b*p*q*x+3006*a^3*b*p*r^2-8088*a^3*b*p*r*x-29202*a^3*b*p*x^2-16*a^3 *b*q^2*r+212*a^3*b*q^2*x+492*a^3*b*q*r^2+1204*a^3*b*q*r*x-16050*a^3*b*q*x^2+ 1002*a^3*b*r^3-6690*a^3*b*r^2*x-27258*a^3*b*r*x^2+30432*a^3*b*x^3-464*a^3*c^4-\ 496*a^3*c^3*g+984*a^3*c^3*p-384*a^3*c^3*q+984*a^3*c^3*r+9264*a^3*c^3*x-168*a^3* c^2*g^2+652*a^3*c^2*g*p-288*a^3*c^2*g*q+652*a^3*c^2*g*r+8836*a^3*c^2*g*x+4104*a ^3*c^2*p^2+420*a^3*c^2*p*q+8208*a^3*c^2*p*r+176*a^3*c^2*p*x-84*a^3*c^2*q^2+420* a^3*c^2*q*r+6200*a^3*c^2*q*x+4104*a^3*c^2*r^2-2304*a^3*c^2*r*x-63080*a^3*c^2*x^ 2-18*a^3*c*g^3+84*a^3*c*g^2*p-52*a^3*c*g^2*q+84*a^3*c*g^2*r+2464*a^3*c*g^2*x+ 2232*a^3*c*g*p^2+124*a^3*c*g*p*q+4464*a^3*c*g*p*r+4404*a^3*c*g*p*x-32*a^3*c*g*q ^2+124*a^3*c*g*q*r+3382*a^3*c*g*q*x+2232*a^3*c*g*r^2+3772*a^3*c*g*r*x-39868*a^3 *c*g*x^2+3004*a^3*c*p^3+1768*a^3*c*p^2*q+9012*a^3*c*p^2*r-11608*a^3*c*p^2*x-12* a^3*c*p*q^2+3536*a^3*c*p*q*r-1582*a^3*c*p*q*x+9012*a^3*c*p*r^2-36594*a^3*c*p*r* x-61944*a^3*c*p*x^2-4*a^3*c*q^3-12*a^3*c*q^2*r+1040*a^3*c*q^2*x+1768*a^3*c*q*r^ 2-464*a^3*c*q*r*x-38846*a^3*c*q*x^2+3004*a^3*c*r^3-24986*a^3*c*r^2*x-49772*a^3* c*r*x^2+73824*a^3*c*x^3-7*a^3*g^3*p-7*a^3*g^3*r+148*a^3*g^3*x+267*a^3*g^2*p^2-\ 10*a^3*g^2*p*q+534*a^3*g^2*p*r+1510*a^3*g^2*p*x-10*a^3*g^2*q*r+292*a^3*g^2*q*x+ 267*a^3*g^2*r^2+1542*a^3*g^2*r*x-5564*a^3*g^2*x^2+879*a^3*g*p^3+447*a^3*g*p^2*q +2637*a^3*g*p^2*r-1466*a^3*g*p^2*x-17*a^3*g*p*q^2+894*a^3*g*p*q*r+509*a^3*g*p*q *x+2637*a^3*g*p*r^2-6603*a^3*g*p*r*x-21786*a^3*g*p*x^2-17*a^3*g*q^2*r+124*a^3*g *q^2*x+447*a^3*g*q*r^2+1269*a^3*g*q*r*x-11913*a^3*g*q*x^2+879*a^3*g*r^3-5137*a^ 3*g*r^2*x-21516*a^3*g*r*x^2+23100*a^3*g*x^3+605*a^3*p^4+711*a^3*p^3*q+2420*a^3* p^3*r-4600*a^3*p^3*x+152*a^3*p^2*q^2+2133*a^3*p^2*q*r-4093*a^3*p^2*q*x+3630*a^3 *p^2*r^2-20947*a^3*p^2*r*x-14298*a^3*p^2*x^2-8*a^3*p*q^3+304*a^3*p*q^2*r-427*a^ 3*p*q^2*x+2133*a^3*p*q*r^2-10293*a^3*p*q*r*x-19419*a^3*p*q*x^2+2420*a^3*p*r^3-\ 28094*a^3*p*r^2*x-16082*a^3*p*r*x^2+37064*a^3*p*x^3-8*a^3*q^3*r+20*a^3*q^3*x+ 152*a^3*q^2*r^2+149*a^3*q^2*r*x-5699*a^3*q^2*x^2+711*a^3*q*r^3-6200*a^3*q*r^2*x -14683*a^3*q*r*x^2+29604*a^3*q*x^3+605*a^3*r^4-11747*a^3*r^3*x-542*a^3*r^2*x^2+ 36662*a^3*r*x^3-7836*a^3*x^4-16*a^2*b^4*c+8*a^2*b^4*p+8*a^2*b^4*r+288*a^2*b^4*x -192*a^2*b^3*c^2-64*a^2*b^3*c*g+152*a^2*b^3*c*p-32*a^2*b^3*c*q+152*a^2*b^3*c*r+ 4208*a^2*b^3*c*x+24*a^2*b^3*g*p+24*a^2*b^3*g*r+928*a^2*b^3*g*x+156*a^2*b^3*p^2+ 8*a^2*b^3*p*q+312*a^2*b^3*p*r+1728*a^2*b^3*p*x+8*a^2*b^3*q*r+608*a^2*b^3*q*x+ 156*a^2*b^3*r^2+756*a^2*b^3*r*x-9240*a^2*b^3*x^2-720*a^2*b^2*c^3-496*a^2*b^2*c^ 2*g+1048*a^2*b^2*c^2*p-304*a^2*b^2*c^2*q+1048*a^2*b^2*c^2*r+17592*a^2*b^2*c^2*x -80*a^2*b^2*c*g^2+388*a^2*b^2*c*g*p-104*a^2*b^2*c*g*q+388*a^2*b^2*c*g*r+9872*a^ 2*b^2*c*g*x+2236*a^2*b^2*c*p^2+140*a^2*b^2*c*p*q+4472*a^2*b^2*c*p*r+11132*a^2*b ^2*c*p*x-20*a^2*b^2*c*q^2+140*a^2*b^2*c*q*r+7112*a^2*b^2*c*q*x+2236*a^2*b^2*c*r ^2+1884*a^2*b^2*c*r*x-74576*a^2*b^2*c*x^2+18*a^2*b^2*g^2*p+18*a^2*b^2*g^2*r+ 1024*a^2*b^2*g^2*x+476*a^2*b^2*g*p^2+16*a^2*b^2*g*p*q+952*a^2*b^2*g*p*r+4492*a^ 2*b^2*g*p*x+16*a^2*b^2*g*q*r+1396*a^2*b^2*g*q*x+476*a^2*b^2*g*r^2+2508*a^2*b^2* g*r*x-21560*a^2*b^2*g*x^2+802*a^2*b^2*p^3+286*a^2*b^2*p^2*q+2406*a^2*b^2*p^2*r+ 326*a^2*b^2*p^2*x-6*a^2*b^2*p*q^2+572*a^2*b^2*p*q*r+2398*a^2*b^2*p*q*x+2406*a^2 *b^2*p*r^2-6586*a^2*b^2*p*r*x-39834*a^2*b^2*p*x^2-6*a^2*b^2*q^2*r+452*a^2*b^2*q ^2*x+286*a^2*b^2*q*r^2+1034*a^2*b^2*q*r*x-21582*a^2*b^2*q*x^2+802*a^2*b^2*r^3-\ 6912*a^2*b^2*r^2*x-32838*a^2*b^2*r*x^2+41040*a^2*b^2*x^3-1088*a^2*b*c^4-1152*a^ 2*b*c^3*g+2368*a^2*b*c^3*p-752*a^2*b*c^3*q+2368*a^2*b*c^3*r+27360*a^2*b*c^3*x-\ 384*a^2*b*c^2*g^2+1628*a^2*b*c^2*g*p-544*a^2*b*c^2*g*q+1628*a^2*b*c^2*g*r+25620 *a^2*b*c^2*g*x+7768*a^2*b*c^2*p^2+776*a^2*b*c^2*p*q+15536*a^2*b*c^2*p*r+12056*a ^2*b*c^2*p*x-128*a^2*b*c^2*q^2+776*a^2*b*c^2*q*r+19556*a^2*b*c^2*q*x+7768*a^2*b *c^2*r^2-11660*a^2*b*c^2*r*x-180904*a^2*b*c^2*x^2-40*a^2*b*c*g^3+266*a^2*b*c*g^ 2*p-92*a^2*b*c*g^2*q+266*a^2*b*c*g^2*r+7164*a^2*b*c*g^2*x+4042*a^2*b*c*g*p^2+ 248*a^2*b*c*g*p*q+8084*a^2*b*c*g*p*r+15630*a^2*b*c*g*p*x-44*a^2*b*c*g*q^2+248*a ^2*b*c*g*q*r+10562*a^2*b*c*g*q*x+4042*a^2*b*c*g*r^2+4336*a^2*b*c*g*r*x-111772*a ^2*b*c*g*x^2+5472*a^2*b*c*p^3+2694*a^2*b*c*p^2*q+16416*a^2*b*c*p^2*r-16174*a^2* b*c*p^2*x-32*a^2*b*c*p*q^2+5388*a^2*b*c*p*q*r+6854*a^2*b*c*p*q*x+16416*a^2*b*c* p*r^2-74358*a^2*b*c*p*r*x-182842*a^2*b*c*p*x^2-4*a^2*b*c*q^3-32*a^2*b*c*q^2*r+ 3718*a^2*b*c*q^2*x+2694*a^2*b*c*q*r^2-566*a^2*b*c*q*r*x-111840*a^2*b*c*q*x^2+ 5472*a^2*b*c*r^3-58184*a^2*b*c*r^2*x-130438*a^2*b*c*r*x^2+203168*a^2*b*c*x^3+2* a^2*b*g^3*p+2*a^2*b*g^3*r+472*a^2*b*g^3*x+428*a^2*b*g^2*p^2+4*a^2*b*g^2*p*q+856 *a^2*b*g^2*p*r+3688*a^2*b*g^2*p*x+4*a^2*b*g^2*q*r+998*a^2*b*g^2*q*x+428*a^2*b*g ^2*r^2+2534*a^2*b*g^2*r*x-15924*a^2*b*g^2*x^2+1536*a^2*b*g*p^3+614*a^2*b*g*p^2* q+4608*a^2*b*g*p^2*r-691*a^2*b*g*p^2*x-18*a^2*b*g*p*q^2+1228*a^2*b*g*p*q*r+3438 *a^2*b*g*p*q*x+4608*a^2*b*g*p*r^2-12258*a^2*b*g*p*r*x-60655*a^2*b*g*p*x^2-18*a^ 2*b*g*q^2*r+628*a^2*b*g*q^2*x+614*a^2*b*g*q*r^2+2208*a^2*b*g*q*r*x-32980*a^2*b* g*q*x^2+1536*a^2*b*g*r^3-11567*a^2*b*g*r^2*x-52739*a^2*b*g*r*x^2+63636*a^2*b*g* x^3+1116*a^2*b*p^4+1118*a^2*b*p^3*q+4464*a^2*b*p^3*r-7671*a^2*b*p^3*x+156*a^2*b *p^2*q^2+3354*a^2*b*p^2*q*r-4013*a^2*b*p^2*q*x+6696*a^2*b*p^2*r^2-40529*a^2*b*p ^2*r*x-44251*a^2*b*p^2*x^2-8*a^2*b*p*q^3+312*a^2*b*p*q^2*r+934*a^2*b*p*q^2*x+ 3354*a^2*b*p*q*r^2-14770*a^2*b*p*q*r*x-58789*a^2*b*p*q*x^2+4464*a^2*b*p*r^3-\ 58045*a^2*b*p*r^2*x-50620*a^2*b*p*r*x^2+103868*a^2*b*p*x^3-8*a^2*b*q^3*r+138*a^ 2*b*q^3*x+156*a^2*b*q^2*r^2+672*a^2*b*q^2*r*x-16272*a^2*b*q^2*x^2+1118*a^2*b*q* r^3-10757*a^2*b*q*r^2*x-39699*a^2*b*q*r*x^2+81488*a^2*b*q*x^3+1116*a^2*b*r^4-\ 25187*a^2*b*r^3*x-4189*a^2*b*r^2*x^2+100662*a^2*b*r*x^3-23508*a^2*b*x^4-560*a^2 *c^5-816*a^2*c^4*g+1624*a^2*c^4*p-544*a^2*c^4*q+1624*a^2*c^4*r+14200*a^2*c^4*x-\ 424*a^2*c^3*g^2+1700*a^2*c^3*g*p-608*a^2*c^3*g*q+1700*a^2*c^3*g*r+18852*a^2*c^3 *g*x+7568*a^2*c^3*p^2+900*a^2*c^3*p*q+15136*a^2*c^3*p*r-3420*a^2*c^3*p*x-156*a^ 2*c^3*q^2+900*a^2*c^3*q*r+14568*a^2*c^3*q*x+7568*a^2*c^3*r^2-19248*a^2*c^3*r*x-\ 132152*a^2*c^3*x^2-92*a^2*c^2*g^3+550*a^2*c^2*g^2*p-216*a^2*c^2*g^2*q+550*a^2*c ^2*g^2*r+8844*a^2*c^2*g^2*x+6516*a^2*c^2*g*p^2+600*a^2*c^2*g*p*q+13032*a^2*c^2* g*p*r+5596*a^2*c^2*g*p*x-116*a^2*c^2*g*q^2+600*a^2*c^2*g*q*r+13614*a^2*c^2*g*q* x+6516*a^2*c^2*g*r^2-6914*a^2*c^2*g*r*x-128746*a^2*c^2*g*x^2+7994*a^2*c^2*p^3+ 4564*a^2*c^2*p^2*q+23982*a^2*c^2*p^2*r-38560*a^2*c^2*p^2*x+18*a^2*c^2*p*q^2+ 9128*a^2*c^2*p*q*r-2732*a^2*c^2*p*q*x+23982*a^2*c^2*p*r^2-127744*a^2*c^2*p*r*x-\ 184108*a^2*c^2*p*x^2-12*a^2*c^2*q^3+18*a^2*c^2*q^2*r+4910*a^2*c^2*q^2*x+4564*a^ 2*c^2*q*r^2-9908*a^2*c^2*q*r*x-127114*a^2*c^2*q*x^2+7994*a^2*c^2*r^3-89184*a^2* c^2*r^2*x-104256*a^2*c^2*r*x^2+243320*a^2*c^2*x^3-7*a^2*c*g^4+51*a^2*c*g^3*p-24 *a^2*c*g^3*q+51*a^2*c*g^3*r+1640*a^2*c*g^3*x+1671*a^2*c*g^2*p^2+82*a^2*c*g^2*p* q+3342*a^2*c*g^2*p*r+5369*a^2*c*g^2*p*x-20*a^2*c*g^2*q^2+82*a^2*c*g^2*q*r+3693* a^2*c*g^2*q*x+1671*a^2*c*g^2*r^2+2470*a^2*c*g^2*r*x-40105*a^2*c*g^2*x^2+4802*a^ 2*c*g*p^3+2493*a^2*c*g*p^2*q+14406*a^2*c*g*p^2*r-16230*a^2*c*g*p^2*x-33*a^2*c*g *p*q^2+4986*a^2*c*g*p*q*r+2571*a^2*c*g*p*q*x+14406*a^2*c*g*p*r^2-61302*a^2*c*g* p*r*x-130292*a^2*c*g*p*x^2-4*a^2*c*g*q^3-33*a^2*c*g*q^2*r+2594*a^2*c*g*q^2*x+ 2493*a^2*c*g*q*r^2-209*a^2*c*g*q*r*x-80695*a^2*c*g*q*x^2+4802*a^2*c*g*r^3-45072 *a^2*c*g*r^2*x-96636*a^2*c*g*r*x^2+151312*a^2*c*g*x^3+3193*a^2*c*p^4+3609*a^2*c *p^3*q+12772*a^2*c*p^3*r-28175*a^2*c*p^3*x+726*a^2*c*p^2*q^2+10827*a^2*c*p^2*q* r-22582*a^2*c*p^2*q*x+19158*a^2*c*p^2*r^2-128560*a^2*c*p^2*r*x-78035*a^2*c*p^2* x^2-32*a^2*c*p*q^3+1452*a^2*c*p*q^2*r-197*a^2*c*p*q^2*x+10827*a^2*c*p*q*r^2-\ 64599*a^2*c*p*q*r*x-120780*a^2*c*p*q*x^2+12772*a^2*c*p*r^3-172595*a^2*c*p*r^2*x -32686*a^2*c*p*r*x^2+247648*a^2*c*p*x^3-32*a^2*c*q^3*r+580*a^2*c*q^3*x+726*a^2* c*q^2*r^2-215*a^2*c*q^2*r*x-39431*a^2*c*q^2*x^2+3609*a^2*c*q*r^3-42017*a^2*c*q* r^2*x-66568*a^2*c*q*r*x^2+196228*a^2*c*q*x^3+3193*a^2*c*r^4-72210*a^2*c*r^3*x+ 50521*a^2*c*r^2*x^2+219462*a^2*c*r*x^3-57268*a^2*c*x^4-a^2*g^4*p-a^2*g^4*r+78*a ^2*g^4*x+118*a^2*g^3*p^2-2*a^2*g^3*p*q+236*a^2*g^3*p*r+959*a^2*g^3*p*x-2*a^2*g^ 3*q*r+226*a^2*g^3*q*x+118*a^2*g^3*r^2+773*a^2*g^3*r*x-3762*a^2*g^3*x^2+671*a^2* g^2*p^3+282*a^2*g^2*p^2*q+2013*a^2*g^2*p^2*r-594*a^2*g^2*p^2*x-10*a^2*g^2*p*q^2 +564*a^2*g^2*p*q*r+1178*a^2*g^2*p*q*x+2013*a^2*g^2*p*r^2-5004*a^2*g^2*p*r*x-\ 22244*a^2*g^2*p*x^2-10*a^2*g^2*q^2*r+206*a^2*g^2*q^2*x+282*a^2*g^2*q*r^2+1089*a ^2*g^2*q*r*x-12069*a^2*g^2*q*x^2+671*a^2*g^2*r^3-4410*a^2*g^2*r^2*x-20305*a^2*g ^2*r*x^2+23640*a^2*g^2*x^3+988*a^2*g*p^4+1055*a^2*g*p^3*q+3952*a^2*g*p^3*r-7133 *a^2*g*p^3*x+176*a^2*g*p^2*q^2+3165*a^2*g*p^2*q*r-4900*a^2*g*p^2*q*x+5928*a^2*g *p^2*r^2-34918*a^2*g*p^2*r*x-31018*a^2*g*p^2*x^2-10*a^2*g*p*q^3+352*a^2*g*p*q^2 *r+307*a^2*g*p*q^2*x+3165*a^2*g*p*q*r^2-14455*a^2*g*p*q*r*x-42058*a^2*g*p*q*x^2 +3952*a^2*g*p*r^3-48437*a^2*g*p*r^2*x-34736*a^2*g*p*r*x^2+76982*a^2*g*p*x^3-10* a^2*g*q^3*r+88*a^2*g*q^3*x+176*a^2*g*q^2*r^2+546*a^2*g*q^2*r*x-12048*a^2*g*q^2* x^2+1055*a^2*g*q*r^3-9555*a^2*g*q*r^2*x-29953*a^2*g*q*r*x^2+60704*a^2*g*q*x^3+ 988*a^2*g*r^4-20652*a^2*g*r^3*x-2040*a^2*g*r^2*x^2+75208*a^2*g*r*x^3-17622*a^2* g*x^4+432*a^2*p^5+769*a^2*p^4*q+2160*a^2*p^4*r-5662*a^2*p^4*x+365*a^2*p^3*q^2+ 3076*a^2*p^3*q*r-8626*a^2*p^3*q*x+4320*a^2*p^3*r^2-33018*a^2*p^3*r*x-9192*a^2*p ^3*x^2+26*a^2*p^2*q^3+1095*a^2*p^2*q^2*r-2871*a^2*p^2*q^2*x+4614*a^2*p^2*q*r^2-\ 36217*a^2*p^2*q*r*x-25195*a^2*p^2*q*x^2+4320*a^2*p^2*r^3-65082*a^2*p^2*r^2*x+ 17745*a^2*p^2*r*x^2+61658*a^2*p^2*x^3-2*a^2*p*q^4+52*a^2*p*q^3*r+107*a^2*p*q^3* x+1095*a^2*p*q^2*r^2-6692*a^2*p*q^2*r*x-19931*a^2*p*q^2*x^2+3076*a^2*p*q*r^3-\ 46556*a^2*p*q*r^2*x-8609*a^2*p*q*r*x^2+100818*a^2*p*q*x^3+2160*a^2*p*r^4-53758* a^2*p*r^3*x+75955*a^2*p*r^2*x^2+109281*a^2*p*r*x^3-27062*a^2*p*x^4-2*a^2*q^4*r+ 14*a^2*q^4*x+26*a^2*q^3*r^2+254*a^2*q^3*r*x-3928*a^2*q^3*x^2+365*a^2*q^2*r^3-\ 3821*a^2*q^2*r^2*x-11183*a^2*q^2*r*x^2+39160*a^2*q^2*x^3+769*a^2*q*r^4-18965*a^ 2*q*r^3*x+13305*a^2*q*r^2*x^2+84877*a^2*q*r*x^3-27062*a^2*q*x^4+432*a^2*r^5-\ 16032*a^2*r^4*x+49018*a^2*r^3*x^2+51511*a^2*r^2*x^3-29042*a^2*r*x^4+64*a*b^5*x-\ 32*a*b^4*c^2-8*a*b^4*c*g+1376*a*b^4*c*x+4*a*b^4*g*p+4*a*b^4*g*r+336*a*b^4*g*x+ 16*a*b^4*p^2+32*a*b^4*p*r+624*a*b^4*p*x+216*a*b^4*q*x+16*a*b^4*r^2+276*a*b^4*r* x-3768*a*b^4*x^2-240*a*b^3*c^3-152*a*b^3*c^2*g+208*a*b^3*c^2*p-64*a*b^3*c^2*q+ 208*a*b^3*c^2*r+9512*a*b^3*c^2*x-20*a*b^3*c*g^2+60*a*b^3*c*g*p-16*a*b^3*c*g*q+ 60*a*b^3*c*g*r+5016*a*b^3*c*g*x+572*a*b^3*c*p^2-16*a*b^3*c*p*q+1144*a*b^3*c*p*r +7840*a*b^3*c*p*x-16*a*b^3*c*q*r+3660*a*b^3*c*q*x+572*a*b^3*c*r^2+2064*a*b^3*c* r*x-42848*a*b^3*c*x^2+8*a*b^3*g^2*p+8*a*b^3*g^2*r+568*a*b^3*g^2*x+102*a*b^3*g*p ^2+4*a*b^3*g*p*q+204*a*b^3*g*p*r+2280*a*b^3*g*p*x+4*a*b^3*g*q*r+808*a*b^3*g*q*x +102*a*b^3*g*r^2+950*a*b^3*g*r*x-12612*a*b^3*g*x^2+210*a*b^3*p^3+24*a*b^3*p^2*q +630*a*b^3*p^2*r+1330*a*b^3*p^2*x+48*a*b^3*p*q*r+1610*a*b^3*p*q*x+630*a*b^3*p*r ^2-1104*a*b^3*p*r*x-23406*a*b^3*p*x^2+256*a*b^3*q^2*x+24*a*b^3*q*r^2+644*a*b^3* q*r*x-12222*a*b^3*q*x^2+210*a*b^3*r^3-2434*a*b^3*r^2*x-17646*a*b^3*r*x^2+24288* a*b^3*x^3-672*a*b^2*c^4-680*a*b^2*c^3*g+1184*a*b^2*c^3*p-368*a*b^2*c^3*q+1184*a *b^2*c^3*r+24736*a*b^2*c^3*x-208*a*b^2*c^2*g^2+724*a*b^2*c^2*g*p-240*a*b^2*c^2* g*q+724*a*b^2*c^2*g*r+22052*a*b^2*c^2*g*x+3936*a*b^2*c^2*p^2+192*a*b^2*c^2*p*q+ 7872*a*b^2*c^2*p*r+21244*a*b^2*c^2*p*x-40*a*b^2*c^2*q^2+192*a*b^2*c^2*q*r+17868 *a*b^2*c^2*q*x+3936*a*b^2*c^2*r^2-6644*a*b^2*c^2*r*x-168232*a*b^2*c^2*x^2-18*a* b^2*c*g^3+98*a*b^2*c*g^2*p-32*a*b^2*c*g^2*q+98*a*b^2*c*g^2*r+6000*a*b^2*c*g^2*x +1900*a*b^2*c*g*p^2+26*a*b^2*c*g*p*q+3800*a*b^2*c*g*p*r+16870*a*b^2*c*g*p*x-10* a*b^2*c*g*q^2+26*a*b^2*c*g*q*r+9368*a*b^2*c*g*q*x+1900*a*b^2*c*g*r^2+3094*a*b^2 *c*g*r*x-100852*a*b^2*c*g*x^2+2774*a*b^2*c*p^3+926*a*b^2*c*p^2*q+8322*a*b^2*c*p ^2*r-1390*a*b^2*c*p^2*x-32*a*b^2*c*p*q^2+1852*a*b^2*c*p*q*r+13462*a*b^2*c*p*q*x +8322*a*b^2*c*p*r^2-41100*a*b^2*c*p*r*x-175128*a*b^2*c*p*x^2-32*a*b^2*c*q^2*r+ 3190*a*b^2*c*q^2*x+926*a*b^2*c*q*r^2+3610*a*b^2*c*q*r*x-102418*a*b^2*c*q*x^2+ 2774*a*b^2*c*r^3-39710*a*b^2*c*r^2*x-117316*a*b^2*c*r*x^2+184864*a*b^2*c*x^3+5* a*b^2*g^3*p+5*a*b^2*g^3*r+428*a*b^2*g^3*x+161*a*b^2*g^2*p^2+6*a*b^2*g^2*p*q+322 *a*b^2*g^2*p*r+2936*a*b^2*g^2*p*x+6*a*b^2*g^2*q*r+982*a*b^2*g^2*q*x+161*a*b^2*g ^2*r^2+1378*a*b^2*g^2*r*x-14628*a*b^2*g^2*x^2+733*a*b^2*g*p^3+167*a*b^2*g*p^2*q +2199*a*b^2*g*p^2*r+1932*a*b^2*g*p^2*x-3*a*b^2*g*p*q^2+334*a*b^2*g*p*q*r+4043*a *b^2*g*p*q*x+2199*a*b^2*g*p*r^2-5627*a*b^2*g*p*r*x-54868*a*b^2*g*p*x^2-3*a*b^2* g*q^2*r+662*a*b^2*g*q^2*x+167*a*b^2*g*q*r^2+1675*a*b^2*g*q*r*x-29137*a*b^2*g*q* x^2+733*a*b^2*g*r^3-7559*a*b^2*g*r^2*x-43016*a*b^2*g*r*x^2+57972*a*b^2*g*x^3+ 581*a*b^2*p^4+423*a*b^2*p^3*q+2324*a*b^2*p^3*r-2916*a*b^2*p^3*x+4*a*b^2*p^2*q^2 +1269*a*b^2*p^2*q*r+1415*a*b^2*p^2*q*x+3486*a*b^2*p^2*r^2-22373*a*b^2*p^2*r*x-\ 44232*a*b^2*p^2*x^2+8*a*b^2*p*q^2*r+1595*a*b^2*p*q^2*x+1269*a*b^2*p*q*r^2-2949* a*b^2*p*q*r*x-56569*a*b^2*p*q*x^2+2324*a*b^2*p*r^3-35998*a*b^2*p*r^2*x-52980*a* b^2*p*r*x^2+96544*a*b^2*p*x^3+126*a*b^2*q^3*x+4*a*b^2*q^2*r^2+765*a*b^2*q^2*r*x -14071*a*b^2*q^2*x^2+423*a*b^2*q*r^3-4364*a*b^2*q*r^2*x-35335*a*b^2*q*r*x^2+ 74164*a*b^2*q*x^3+581*a*b^2*r^4-16541*a*b^2*r^3*x-7282*a*b^2*r^2*x^2+91338*a*b^ 2*r*x^3-23508*a*b^2*x^4-800*a*b*c^5-1128*a*b*c^4*g+2136*a*b*c^4*p-656*a*b*c^4*q +2136*a*b*c^4*r+27464*a*b*c^4*x-556*a*b*c^3*g^2+2100*a*b*c^3*g*p-696*a*b*c^3*g* q+2100*a*b*c^3*g*r+35160*a*b*c^3*g*x+9000*a*b*c^3*p^2+876*a*b*c^3*p*q+18000*a*b *c^3*p*r+13688*a*b*c^3*p*x-148*a*b*c^3*q^2+876*a*b*c^3*q*r+29408*a*b*c^3*q*x+ 9000*a*b*c^3*r^2-32632*a*b*c^3*r*x-257712*a*b*c^3*x^2-110*a*b*c^2*g^3+608*a*b*c ^2*g^2*p-224*a*b*c^2*g^2*q+608*a*b*c^2*g^2*r+15966*a*b*c^2*g^2*x+7420*a*b*c^2*g *p^2+486*a*b*c^2*g*p*q+14840*a*b*c^2*g*p*r+24550*a*b*c^2*g*p*x-98*a*b*c^2*g*q^2 +486*a*b*c^2*g*q*r+26762*a*b*c^2*g*q*x+7420*a*b*c^2*g*r^2-14036*a*b*c^2*g*r*x-\ 244272*a*b*c^2*g*x^2+9328*a*b*c^2*p^3+4314*a*b*c^2*p^2*q+27984*a*b*c^2*p^2*r-\ 34718*a*b*c^2*p^2*x-36*a*b*c^2*p*q^2+8628*a*b*c^2*p*q*r+19744*a*b*c^2*p*q*x+ 27984*a*b*c^2*p*r^2-170728*a*b*c^2*p*r*x-375562*a*b*c^2*p*x^2-8*a*b*c^2*q^3-36* a*b*c^2*q^2*r+9658*a*b*c^2*q^2*x+4314*a*b*c^2*q*r^2-7062*a*b*c^2*q*r*x-248230*a *b*c^2*q*x^2+9328*a*b*c^2*r^3-136010*a*b*c^2*r^2*x-200174*a*b*c^2*r*x^2+455472* a*b*c^2*x^3-7*a*b*c*g^4+48*a*b*c*g^3*p-20*a*b*c*g^3*q+48*a*b*c*g^3*r+2926*a*b*c *g^3*x+1736*a*b*c*g^2*p^2+39*a*b*c*g^2*p*q+3472*a*b*c*g^2*p*r+11907*a*b*c*g^2*p *x-13*a*b*c*g^2*q^2+39*a*b*c*g^2*q*r+7195*a*b*c*g^2*q*x+1736*a*b*c*g^2*r^2+2280 *a*b*c*g^2*r*x-74516*a*b*c*g^2*x^2+5436*a*b*c*g*p^3+2153*a*b*c*g*p^2*q+16308*a* b*c*g*p^2*r-10741*a*b*c*g*p^2*x-54*a*b*c*g*p*q^2+4306*a*b*c*g*p*q*r+16870*a*b*c *g*p*q*x+16308*a*b*c*g*p*r^2-78674*a*b*c*g*p*r*x-252999*a*b*c*g*p*x^2-2*a*b*c*g *q^3-54*a*b*c*g*q^2*r+5173*a*b*c*g*q^2*x+2153*a*b*c*g*q*r^2+2863*a*b*c*g*q*r*x-\ 151749*a*b*c*g*q*x^2+5436*a*b*c*g*r^3-67933*a*b*c*g*r^2*x-171197*a*b*c*g*r*x^2+ 280568*a*b*c*g*x^3+3782*a*b*c*p^4+3542*a*b*c*p^3*q+15128*a*b*c*p^3*r-30598*a*b* c*p^3*x+424*a*b*c*p^2*q^2+10626*a*b*c*p^2*q*r-11570*a*b*c*p^2*q*x+22692*a*b*c*p ^2*r^2-165324*a*b*c*p^2*r*x-172064*a*b*c*p^2*x^2-20*a*b*c*p*q^3+848*a*b*c*p*q^2 *r+7284*a*b*c*p*q^2*x+10626*a*b*c*p*q*r^2-61286*a*b*c*p*q*r*x-254216*a*b*c*p*q* x^2+15128*a*b*c*p*r^3-238854*a*b*c*p*r^2*x-109564*a*b*c*p*r*x^2+468780*a*b*c*p* x^3-20*a*b*c*q^3*r+996*a*b*c*q^3*x+424*a*b*c*q^2*r^2+3122*a*b*c*q^2*r*x-75524*a *b*c*q^2*x^2+3542*a*b*c*q*r^3-49716*a*b*c*q*r^2*x-140938*a*b*c*q*r*x^2+365940*a *b*c*q*x^3+3782*a*b*c*r^4-104128*a*b*c*r^3*x+72786*a*b*c*r^2*x^2+411824*a*b*c*r *x^3-114536*a*b*c*x^4+a*b*g^4*p+a*b*g^4*r+150*a*b*g^4*x+95*a*b*g^3*p^2+2*a*b*g^ 3*p*q+190*a*b*g^3*p*r+1582*a*b*g^3*p*x+2*a*b*g^3*q*r+484*a*b*g^3*q*x+95*a*b*g^3 *r^2+864*a*b*g^3*r*x-7112*a*b*g^3*x^2+711*a*b*g^2*p^3+190*a*b*g^2*p^2*q+2133*a* b*g^2*p^2*r+840*a*b*g^2*p^2*x-5*a*b*g^2*p*q^2+380*a*b*g^2*p*q*r+3189*a*b*g^2*p* q*x+2133*a*b*g^2*p*r^2-5518*a*b*g^2*p*r*x-41095*a*b*g^2*p*x^2-5*a*b*g^2*q^2*r+ 511*a*b*g^2*q^2*x+190*a*b*g^2*q*r^2+1541*a*b*g^2*q*r*x-22003*a*b*g^2*q*x^2+711* a*b*g^2*r^3-6358*a*b*g^2*r^2*x-33566*a*b*g^2*r*x^2+43920*a*b*g^2*x^3+1148*a*b*g *p^4+986*a*b*g*p^3*q+4592*a*b*g*p^3*r-7136*a*b*g*p^3*x+72*a*b*g*p^2*q^2+2958*a* b*g*p^2*q*r-963*a*b*g*p^2*q*x+6888*a*b*g*p^2*r^2-43354*a*b*g*p^2*r*x-62476*a*b* g*p^2*x^2-4*a*b*g*p*q^3+144*a*b*g*p*q^2*r+2346*a*b*g*p*q^2*x+2958*a*b*g*p*q*r^2 -11102*a*b*g*p*q*r*x-82409*a*b*g*p*q*x^2+4592*a*b*g*p*r^3-65300*a*b*g*p*r^2*x-\ 70915*a*b*g*p*r*x^2+144562*a*b*g*p*x^3-4*a*b*g*q^3*r+201*a*b*g*q^3*x+72*a*b*g*q ^2*r^2+1256*a*b*g*q^2*r*x-21949*a*b*g*q^2*x^2+986*a*b*g*q*r^3-10139*a*b*g*q*r^2 *x-53836*a*b*g*q*r*x^2+112006*a*b*g*q*x^3+1148*a*b*g*r^4-29082*a*b*g*r^3*x-5939 *a*b*g*r^2*x^2+138644*a*b*g*r*x^3-35244*a*b*g*x^4+529*a*b*p^5+802*a*b*p^4*q+ 2645*a*b*p^4*r-6558*a*b*p^4*x+267*a*b*p^3*q^2+3208*a*b*p^3*q*r-7193*a*b*p^3*q*x +5290*a*b*p^3*r^2-42513*a*b*p^3*r*x-23957*a*b*p^3*x^2-6*a*b*p^2*q^3+801*a*b*p^2 *q^2*r+72*a*b*p^2*q^2*x+4812*a*b*p^2*q*r^2-37573*a*b*p^2*q*r*x-60540*a*b*p^2*q* x^2+5290*a*b*p^2*r^3-88191*a*b*p^2*r^2*x+6419*a*b*p^2*r*x^2+117718*a*b*p^2*x^3-\ 12*a*b*p*q^3*r+729*a*b*p*q^3*x+801*a*b*p*q^2*r^2-2048*a*b*p*q^2*r*x-43443*a*b*p *q^2*x^2+3208*a*b*p*q*r^3-53567*a*b*p*q*r^2*x-48941*a*b*p*q*r*x^2+190440*a*b*p* q*x^3+2645*a*b*p*r^4-75075*a*b*p*r^3*x+104542*a*b*p*r^2*x^2+208012*a*b*p*r*x^3-\ 54124*a*b*p*x^4+22*a*b*q^4*x-6*a*b*q^3*r^2+506*a*b*q^3*r*x-6860*a*b*q^3*x^2+267 *a*b*q^2*r^3-2120*a*b*q^2*r^2*x-25018*a*b*q^2*r*x^2+72722*a*b*q^2*x^3+802*a*b*q *r^4-23187*a*b*q*r^3*x+4474*a*b*q*r^2*x^2+159204*a*b*q*r*x^3-54124*a*b*q*x^4+ 529*a*b*r^5-22839*a*b*r^4*x+74166*a*b*r^3*x^2+97364*a*b*r^2*x^3-58084*a*b*r*x^4 -336*a*c^6-616*a*c^5*g+1192*a*c^5*p-368*a*c^5*q+1192*a*c^5*r+11056*a*c^5*x-428* a*c^4*g^2+1652*a*c^4*g*p-544*a*c^4*g*q+1652*a*c^4*g*r+18588*a*c^4*g*x+6452*a*c^ 4*p^2+772*a*c^4*p*q+12904*a*c^4*p*r-3184*a*c^4*p*x-124*a*c^4*q^2+772*a*c^4*q*r+ 15368*a*c^4*q*x+6452*a*c^4*r^2-26788*a*c^4*r*x-134588*a*c^4*x^2-138*a*c^3*g^3+ 786*a*c^3*g^2*p-284*a*c^3*g^2*q+786*a*c^3*g^2*r+11992*a*c^3*g^2*x+7696*a*c^3*g* p^2+752*a*c^3*g*p*q+15392*a*c^3*g*p*r+3808*a*c^3*g*p*x-136*a*c^3*g*q^2+752*a*c^ 3*g*q*r+20424*a*c^3*g*q*x+7696*a*c^3*g*r^2-24906*a*c^3*g*r*x-177840*a*c^3*g*x^2 +8926*a*c^3*p^3+4816*a*c^3*p^2*q+26778*a*c^3*p^2*r-47536*a*c^3*p^2*x+32*a*c^3*p *q^2+9632*a*c^3*p*q*r+1728*a*c^3*p*q*x+26778*a*c^3*p*r^2-172038*a*c^3*p*r*x-\ 242710*a*c^3*p*x^2-12*a*c^3*q^3+32*a*c^3*q^2*r+7376*a*c^3*q^2*x+4816*a*c^3*q*r^ 2-16656*a*c^3*q*r*x-177382*a*c^3*q*x^2+8926*a*c^3*r^3-124502*a*c^3*r^2*x-94506* a*c^3*r*x^2+344848*a*c^3*x^3-20*a*c^2*g^4+143*a*c^2*g^3*p-60*a*c^2*g^3*q+143*a* c^2*g^3*r+3659*a*c^2*g^3*x+3107*a*c^2*g^2*p^2+199*a*c^2*g^2*p*q+6214*a*c^2*g^2* p*r+6992*a*c^2*g^2*p*x-45*a*c^2*g^2*q^2+199*a*c^2*g^2*q*r+9460*a*c^2*g^2*q*x+ 3107*a*c^2*g^2*r^2-5080*a*c^2*g^2*r*x-85333*a*c^2*g^2*x^2+8292*a*c^2*g*p^3+4119 *a*c^2*g*p^2*q+24876*a*c^2*g*p^2*r-35821*a*c^2*g*p^2*x-28*a*c^2*g*p*q^2+8238*a* c^2*g*p*q*r+8216*a*c^2*g*p*q*x+24876*a*c^2*g*p*r^2-141884*a*c^2*g*p*r*x-256759* a*c^2*g*p*x^2-8*a*c^2*g*q^3-28*a*c^2*g*q^2*r+7003*a*c^2*g*q^2*x+4119*a*c^2*g*q* r^2-8127*a*c^2*g*q*r*x-173711*a*c^2*g*q*x^2+8292*a*c^2*g*r^3-106063*a*c^2*g*r^2 *x-136431*a*c^2*g*r*x^2+328284*a*c^2*g*x^3+5346*a*c^2*p^4+5698*a*c^2*p^3*q+ 21384*a*c^2*p^3*r-51198*a*c^2*p^3*x+1030*a*c^2*p^2*q^2+17094*a*c^2*p^2*q*r-\ 35326*a*c^2*p^2*q*x+32076*a*c^2*p^2*r^2-241942*a*c^2*p^2*r*x-148518*a*c^2*p^2*x ^2-40*a*c^2*p*q^3+2060*a*c^2*p*q^2*r+3624*a*c^2*p*q^2*x+17094*a*c^2*p*q*r^2-\ 118118*a*c^2*p*q*r*x-249754*a*c^2*p*q*x^2+21384*a*c^2*p*r^3-330290*a*c^2*p*r^2* x+13318*a*c^2*p*r*x^2+523752*a*c^2*p*x^3-40*a*c^2*q^3*r+1372*a*c^2*q^3*x+1030*a *c^2*q^2*r^2-206*a*c^2*q^2*r*x-85048*a*c^2*q^2*x^2+5698*a*c^2*q*r^3-82792*a*c^2 *q*r^2*x-107880*a*c^2*q*r*x^2+416984*a*c^2*q*x^3+5346*a*c^2*r^4-139546*a*c^2*r^ 3*x+173510*a*c^2*r^2*x^2+418912*a*c^2*r*x^3-136664*a*c^2*x^4-a*c*g^5+7*a*c*g^4* p-4*a*c*g^4*q+7*a*c*g^4*r+504*a*c*g^4*x+474*a*c*g^3*p^2+8*a*c*g^3*p*q+948*a*c*g ^3*p*r+2752*a*c*g^3*p*x-4*a*c*g^3*q^2+8*a*c*g^3*q*r+1713*a*c*g^3*q*x+474*a*c*g^ 3*r^2+716*a*c*g^3*r*x-17510*a*c*g^3*x^2+2380*a*c*g^2*p^3+1004*a*c*g^2*p^2*q+ 7140*a*c*g^2*p^2*r-6240*a*c*g^2*p^2*x-26*a*c*g^2*p*q^2+2008*a*c*g^2*p*q*r+5182* a*c*g^2*p*q*x+7140*a*c*g^2*p*r^2-32345*a*c*g^2*p*r*x-88885*a*c*g^2*p*x^2-a*c*g^ 2*q^3-26*a*c*g^2*q^2*r+1925*a*c*g^2*q^2*x+1004*a*c*g^2*q*r^2+846*a*c*g^2*q*r*x-\ 54173*a*c*g^2*q*x^2+2380*a*c*g^2*r^3-26105*a*c*g^2*r^2*x-61574*a*c*g^2*r*x^2+ 102074*a*c*g^2*x^3+3393*a*c*g*p^4+3457*a*c*g*p^3*q+13572*a*c*g*p^3*r-28830*a*c* g*p^3*x+523*a*c*g*p^2*q^2+10371*a*c*g*p^2*q*r-16958*a*c*g*p^2*q*x+20358*a*c*g*p ^2*r^2-142075*a*c*g*p^2*r*x-113932*a*c*g*p^2*x^2-26*a*c*g*p*q^3+1046*a*c*g*p*q^ 2*r+3754*a*c*g*p*q^2*x+10371*a*c*g*p*q*r^2-60863*a*c*g*p*q*r*x-173444*a*c*g*p*q *x^2+13572*a*c*g*p*r^3-197660*a*c*g*p*r^2*x-58181*a*c*g*p*r*x^2+335906*a*c*g*p* x^3-26*a*c*g*q^3*r+770*a*c*g*q^3*x+523*a*c*g*q^2*r^2+1527*a*c*g*q^2*r*x-54326*a *c*g*q^2*x^2+3457*a*c*g*q*r^3-43905*a*c*g*q*r^2*x-95738*a*c*g*q*r*x^2+263906*a* c*g*q*x^3+3393*a*c*g*r^4-84415*a*c*g*r^3*x+61885*a*c*g*r^2*x^2+294272*a*c*g*r*x ^3-82608*a*c*g*x^4+1461*a*c*p^5+2464*a*c*p^4*q+7305*a*c*p^4*r-20354*a*c*p^4*x+ 1059*a*c*p^3*q^2+9856*a*c*p^3*q*r-28387*a*c*p^3*q*x+14610*a*c*p^3*r^2-120959*a* c*p^3*r*x-33403*a*c*p^3*x^2+52*a*c*p^2*q^3+3177*a*c*p^2*q^2*r-6824*a*c*p^2*q^2* x+14784*a*c*p^2*q*r^2-126761*a*c*p^2*q*r*x-103476*a*c*p^2*q*x^2+14610*a*c*p^2*r ^3-240753*a*c*p^2*r^2*x+106845*a*c*p^2*r*x^2+257956*a*c*p^2*x^3-4*a*c*p*q^4+104 *a*c*p*q^3*r+1281*a*c*p*q^3*x+3177*a*c*p*q^2*r^2-20582*a*c*p*q^2*r*x-87419*a*c* p*q^2*x^2+9856*a*c*p*q*r^3-168361*a*c*p*q*r^2*x-6359*a*c*p*q*r*x^2+425380*a*c*p *q*x^3+7305*a*c*p*r^4-200045*a*c*p*r^3*x+359632*a*c*p*r^2*x^2+399224*a*c*p*r*x^ 3-127948*a*c*p*x^4-4*a*c*q^4*r+72*a*c*q^4*x+52*a*c*q^3*r^2+1148*a*c*q^3*r*x-\ 17346*a*c*q^3*x^2+1059*a*c*q^2*r^3-13758*a*c*q^2*r^2*x-43606*a*c*q^2*r*x^2+ 167424*a*c*q^2*x^3+2464*a*c*q*r^4-69987*a*c*q*r^3*x+85364*a*c*q*r^2*x^2+328172* a*c*q*r*x^3-127948*a*c*q*x^4+1461*a*c*r^5-59897*a*c*r^4*x+219384*a*c*r^3*x^2+ 138864*a*c*r^2*x^3-133472*a*c*r*x^4+20*a*g^5*x+19*a*g^4*p^2+38*a*g^4*p*r+303*a* g^4*p*x+84*a*g^4*q*x+19*a*g^4*r^2+189*a*g^4*r*x-1240*a*g^4*x^2+206*a*g^3*p^3+58 *a*g^3*p^2*q+618*a*g^3*p^2*r+104*a*g^3*p^2*x-2*a*g^3*p*q^2+116*a*g^3*p*q*r+800* a*g^3*p*q*x+618*a*g^3*p*r^2-1485*a*g^3*p*r*x-9877*a*g^3*p*x^2-2*a*g^3*q^2*r+122 *a*g^3*q^2*x+58*a*g^3*q*r^2+463*a*g^3*q*r*x-5298*a*g^3*q*x^2+206*a*g^3*r^3-1589 *a*g^3*r^2*x-8390*a*g^3*r*x^2+10620*a*g^3*x^3+508*a*g^2*p^4+473*a*g^2*p^3*q+ 2032*a*g^2*p^3*r-3411*a*g^2*p^3*x+46*a*g^2*p^2*q^2+1419*a*g^2*p^2*q*r-1264*a*g^ 2*p^2*q*x+3048*a*g^2*p^2*r^2-18596*a*g^2*p^2*r*x-21720*a*g^2*p^2*x^2-3*a*g^2*p* q^3+92*a*g^2*p*q^2*r+826*a*g^2*p*q^2*x+1419*a*g^2*p*q*r^2-5797*a*g^2*p*q*r*x-\ 29305*a*g^2*p*q*x^2+2032*a*g^2*p*r^3-26959*a*g^2*p*r^2*x-24200*a*g^2*p*r*x^2+ 52298*a*g^2*p*x^3-3*a*g^2*q^3*r+75*a*g^2*q^3*x+46*a*g^2*q^2*r^2+527*a*g^2*q^2*r *x-8181*a*g^2*q^2*x^2+473*a*g^2*q*r^3-4533*a*g^2*q*r^2*x-20050*a*g^2*q*r*x^2+ 40768*a*g^2*q*x^3+508*a*g^2*r^4-11774*a*g^2*r^3*x-1693*a*g^2*r^2*x^2+50574*a*g^ 2*r*x^3-12762*a*g^2*x^4+470*a*g*p^5+773*a*g*p^4*q+2350*a*g*p^4*r-6032*a*g*p^4*x +311*a*g*p^3*q^2+3092*a*g*p^3*q*r-7959*a*g*p^3*q*x+4700*a*g*p^3*r^2-36884*a*g*p ^3*r*x-14715*a*g*p^3*x^2+7*a*g*p^2*q^3+933*a*g*p^2*q^2*r-1465*a*g*p^2*q^2*x+ 4638*a*g*p^2*q*r^2-36465*a*g*p^2*q*r*x-38929*a*g*p^2*q*x^2+4700*a*g*p^2*r^3-\ 74460*a*g*p^2*r^2*x+14927*a*g*p^2*r*x^2+83794*a*g*p^2*x^3-a*g*p*q^4+14*a*g*p*q^ 3*r+477*a*g*p*q^3*x+933*a*g*p*q^2*r^2-4437*a*g*p*q^2*r*x-29516*a*g*p*q^2*x^2+ 3092*a*g*p*q*r^3-49053*a*g*p*q*r^2*x-23522*a*g*p*q*r*x^2+136358*a*g*p*q*x^3+ 2350*a*g*p*r^4-62396*a*g*p*r^3*x+89531*a*g*p*r^2*x^2+146465*a*g*p*r*x^3-38826*a *g*p*x^4-a*g*q^4*r+15*a*g*q^4*x+7*a*g*q^3*r^2+418*a*g*q^3*r*x-5302*a*g*q^3*x^2+ 311*a*g*q^2*r^3-2972*a*g*q^2*r^2*x-17246*a*g*q^2*r*x^2+52564*a*g*q^2*x^3+773*a* g*q*r^4-20547*a*g*q*r^3*x+10397*a*g*q*r^2*x^2+113971*a*g*q*r*x^3-38826*a*g*q*x^ 4+470*a*g*r^5-18788*a*g*r^4*x+59889*a*g*r^3*x^2+66911*a*g*r^2*x^3-41884*a*g*r*x ^4+149*a*p^6+356*a*p^5*q+894*a*p^5*r-2784*a*p^5*x+263*a*p^4*q^2+1780*a*p^4*q*r-\ 5973*a*p^4*q*x+2235*a*p^4*r^2-19827*a*p^4*r*x-1584*a*p^4*x^2+54*a*p^3*q^3+1052* a*p^3*q^2*r-3466*a*p^3*q^2*x+3560*a*p^3*q*r^2-34033*a*p^3*q*r*x-11342*a*p^3*q*x ^2+2980*a*p^3*r^3-51468*a*p^3*r^2*x+36541*a*p^3*r*x^2+41248*a*p^3*x^3-2*a*p^2*q ^4+162*a*p^2*q^3*r-149*a*p^2*q^3*x+1578*a*p^2*q^2*r^2-14670*a*p^2*q^2*r*x-19153 *a*p^2*q^2*x^2+3560*a*p^2*q*r^3-66261*a*p^2*q*r^2*x+35399*a*p^2*q*r*x^2+104978* a*p^2*q*x^3+2235*a*p^2*r^4-63282*a*p^2*r^3*x+136132*a*p^2*r^2*x^2+89176*a*p^2*r *x^3-29844*a*p^2*x^4-4*a*p*q^4*r+128*a*p*q^4*x+162*a*p*q^3*r^2-339*a*p*q^3*r*x-\ 10616*a*p*q^3*x^2+1052*a*p*q^2*r^3-18942*a*p*q^2*r^2*x-7324*a*p*q^2*r*x^2+86212 *a*p*q^2*x^3+1780*a*p*q*r^4-54315*a*p*q*r^3*x+112170*a*p*q*r^2*x^2+154776*a*p*q *r*x^3-59688*a*p*q*x^4+894*a*p*r^5-37548*a*p*r^4*x+156305*a*p*r^3*x^2+37971*a*p *r^2*x^3-62394*a*p*r*x^4-2*a*q^4*r^2+125*a*q^4*r*x-1221*a*q^4*x^2+54*a*q^3*r^3-\ 190*a*q^3*r^2*x-6182*a*q^3*r*x^2+22482*a*q^3*x^3+263*a*q^2*r^4-7738*a*q^2*r^3*x +6070*a*q^2*r^2*x^2+65600*a*q^2*r*x^3-29844*a*q^2*x^4+356*a*q*r^5-16114*a*q*r^4 *x+65429*a*q*r^3*x^2+53309*a*q*r^2*x^3-62394*a*q*r*x^4+149*a*r^6-8691*a*r^5*x+ 58298*a*r^4*x^2-18087*a*r^3*x^3-40226*a*r^2*x^4+112*b^5*c*x+32*b^5*g*x+72*b^5*p *x+72*b^5*r*x-528*b^5*x^2-16*b^4*c^3-8*b^4*c^2*g-8*b^4*c^2*p-8*b^4*c^2*r+1784*b ^4*c^2*x-4*b^4*c*g*p-4*b^4*c*g*r+776*b^4*c*g*x+16*b^4*c*p^2+32*b^4*c*p*r+1824*b ^4*c*p*x+312*b^4*c*q*x+16*b^4*c*r^2+1108*b^4*c*r*x-8524*b^4*c*x^2+96*b^4*g^2*x+ 4*b^4*g*p^2+8*b^4*g*p*r+380*b^4*g*p*x+96*b^4*g*q*x+4*b^4*g*r^2+204*b^4*g*r*x-\ 2552*b^4*g*x^2+8*b^4*p^3+24*b^4*p^2*r+466*b^4*p^2*x+208*b^4*p*q*x+24*b^4*p*r^2+ 384*b^4*p*r*x-4938*b^4*p*x^2+208*b^4*q*r*x-2388*b^4*q*x^2+8*b^4*r^3-82*b^4*r^2* x-3630*b^4*r*x^2+5304*b^4*x^3-96*b^3*c^4-88*b^3*c^3*g+72*b^3*c^3*p-32*b^3*c^3*q +72*b^3*c^3*r+7248*b^3*c^3*x-20*b^3*c^2*g^2+12*b^3*c^2*g*p-16*b^3*c^2*g*q+12*b^ 3*c^2*g*r+5860*b^3*c^2*g*x+416*b^3*c^2*p^2-24*b^3*c^2*p*q+832*b^3*c^2*p*r+8948* b^3*c^2*p*x-24*b^3*c^2*q*r+4096*b^3*c^2*q*x+416*b^3*c^2*r^2+1584*b^3*c^2*r*x-\ 50408*b^3*c^2*x^2-12*b^3*c*g^2*p-12*b^3*c*g^2*r+1460*b^3*c*g^2*x+178*b^3*c*g*p^ 2-12*b^3*c*g*p*q+356*b^3*c*g*p*r+5380*b^3*c*g*p*x-12*b^3*c*g*q*r+1924*b^3*c*g*q *x+178*b^3*c*g*r^2+1822*b^3*c*g*r*x-28948*b^3*c*g*x^2+318*b^3*c*p^3+24*b^3*c*p^ 2*q+954*b^3*c*p^2*r+2980*b^3*c*p^2*x+48*b^3*c*p*q*r+4634*b^3*c*p*q*x+954*b^3*c* p*r^2-3948*b^3*c*p*r*x-54230*b^3*c*p*x^2+316*b^3*c*q^2*x+24*b^3*c*q*r^2+3100*b^ 3*c*q*r*x-29424*b^3*c*q*x^2+318*b^3*c*r^3-6928*b^3*c*r^2*x-36650*b^3*c*r*x^2+ 55520*b^3*c*x^3+112*b^3*g^3*x+8*b^3*g^2*p^2+16*b^3*g^2*p*r+722*b^3*g^2*p*x+240* b^3*g^2*q*x+8*b^3*g^2*r^2+298*b^3*g^2*r*x-4268*b^3*g^2*x^2+78*b^3*g*p^3+4*b^3*g *p^2*q+234*b^3*g*p^2*r+1103*b^3*g*p^2*x+8*b^3*g*p*q*r+1006*b^3*g*p*q*x+234*b^3* g*p*r^2-138*b^3*g*p*r*x-15999*b^3*g*p*x^2+104*b^3*g*q^2*x+4*b^3*g*q*r^2+570*b^3 *g*q*r*x-8070*b^3*g*q*x^2+78*b^3*g*r^3-1241*b^3*g*r^2*x-11793*b^3*g*r*x^2+17436 *b^3*g*x^3+70*b^3*p^4+16*b^3*p^3*q+280*b^3*p^3*r+147*b^3*p^3*x+48*b^3*p^2*q*r+ 1311*b^3*p^2*q*x+420*b^3*p^2*r^2-2823*b^3*p^2*r*x-14279*b^3*p^2*x^2+210*b^3*p*q ^2*x+48*b^3*p*q*r^2+1464*b^3*p*q*r*x-17199*b^3*p*q*x^2+280*b^3*p*r^3-6087*b^3*p *r^2*x-18442*b^3*p*r*x^2+29740*b^3*p*x^3+210*b^3*q^2*r*x-3498*b^3*q^2*x^2+16*b^ 3*q*r^3+153*b^3*q*r^2*x-10319*b^3*q*r*x^2+22280*b^3*q*x^3+70*b^3*r^4-3117*b^3*r ^3*x-3635*b^3*r^2*x^2+27338*b^3*r*x^3-7836*b^3*x^4-224*b^2*c^5-296*b^2*c^4*g+ 424*b^2*c^4*p-144*b^2*c^4*q+424*b^2*c^4*r+12800*b^2*c^4*x-128*b^2*c^3*g^2+328*b ^2*c^3*g*p-136*b^2*c^3*g*q+328*b^2*c^3*g*r+15556*b^2*c^3*g*x+2056*b^2*c^3*p^2+ 60*b^2*c^3*p*q+4112*b^2*c^3*p*r+14908*b^2*c^3*p*x-20*b^2*c^3*q^2+60*b^2*c^3*q*r +12608*b^2*c^3*q*x+2056*b^2*c^3*r^2-7816*b^2*c^3*r*x-123128*b^2*c^3*x^2-18*b^2* c^2*g^3+32*b^2*c^2*g^2*p-32*b^2*c^2*g^2*q+32*b^2*c^2*g^2*r+6654*b^2*c^2*g^2*x+ 1580*b^2*c^2*g*p^2-22*b^2*c^2*g*p*q+3160*b^2*c^2*g*p*r+16582*b^2*c^2*g*p*x-10*b ^2*c^2*g*q^2-22*b^2*c^2*g*q*r+10848*b^2*c^2*g*q*x+1580*b^2*c^2*g*r^2-2334*b^2*c ^2*g*r*x-113182*b^2*c^2*g*x^2+2192*b^2*c^2*p^3+640*b^2*c^2*p^2*q+6576*b^2*c^2*p ^2*r-660*b^2*c^2*p^2*x-26*b^2*c^2*p*q^2+1280*b^2*c^2*p*q*r+16384*b^2*c^2*p*q*x+ 6576*b^2*c^2*p*r^2-46118*b^2*c^2*p*r*x-186070*b^2*c^2*p*x^2-26*b^2*c^2*q^2*r+ 3158*b^2*c^2*q^2*x+640*b^2*c^2*q*r^2+5336*b^2*c^2*q*r*x-115732*b^2*c^2*q*x^2+ 2192*b^2*c^2*r^3-45458*b^2*c^2*r^2*x-101562*b^2*c^2*r*x^2+212152*b^2*c^2*x^3-13 *b^2*c*g^3*p-13*b^2*c*g^3*r+1166*b^2*c*g^3*x+303*b^2*c*g^2*p^2-26*b^2*c*g^2*p*q +606*b^2*c*g^2*p*r+5930*b^2*c*g^2*p*x-26*b^2*c*g^2*q*r+2834*b^2*c*g^2*q*x+303*b ^2*c*g^2*r^2+1184*b^2*c*g^2*r*x-33631*b^2*c*g^2*x^2+1229*b^2*c*g*p^3+265*b^2*c* g*p^2*q+3687*b^2*c*g*p^2*r+2480*b^2*c*g*p^2*x-13*b^2*c*g*p*q^2+530*b^2*c*g*p*q* r+10293*b^2*c*g*p*q*x+3687*b^2*c*g*p*r^2-19989*b^2*c*g*p*r*x-119383*b^2*c*g*p*x ^2-13*b^2*c*g*q^2*r+1582*b^2*c*g*q^2*x+265*b^2*c*g*q*r^2+4455*b^2*c*g*q*r*x-\ 67730*b^2*c*g*q*x^2+1229*b^2*c*g*r^3-22469*b^2*c*g*r^2*x-77931*b^2*c*g*r*x^2+ 129256*b^2*c*g*x^3+919*b^2*c*p^4+581*b^2*c*p^3*q+3676*b^2*c*p^3*r-5289*b^2*c*p^ 3*x+4*b^2*c*p^2*q^2+1743*b^2*c*p^2*q*r+5002*b^2*c*p^2*q*x+5514*b^2*c*p^2*r^2-\ 45100*b^2*c*p^2*r*x-90623*b^2*c*p^2*x^2+8*b^2*c*p*q^2*r+4059*b^2*c*p*q^2*x+1743 *b^2*c*p*q*r^2-5371*b^2*c*p*q*r*x-126624*b^2*c*p*q*x^2+3676*b^2*c*p*r^3-74333*b ^2*c*p*r^2*x-76168*b^2*c*p*r*x^2+221132*b^2*c*p*x^3+138*b^2*c*q^3*x+4*b^2*c*q^2 *r^2+2989*b^2*c*q^2*r*x-32687*b^2*c*q^2*x^2+581*b^2*c*q*r^3-10373*b^2*c*q*r^2*x -73660*b^2*c*q*r*x^2+169712*b^2*c*q*x^3+919*b^2*c*r^4-34522*b^2*c*r^3*x+21157*b ^2*c*r^2*x^2+192362*b^2*c*r*x^3-57268*b^2*c*x^4+64*b^2*g^4*x+5*b^2*g^3*p^2+10*b ^2*g^3*p*r+625*b^2*g^3*p*x+216*b^2*g^3*q*x+5*b^2*g^3*r^2+253*b^2*g^3*r*x-3258*b ^2*g^3*x^2+143*b^2*g^2*p^3+6*b^2*g^2*p^2*q+429*b^2*g^2*p^2*r+1007*b^2*g^2*p^2*x +12*b^2*g^2*p*q*r+1479*b^2*g^2*p*q*x+429*b^2*g^2*p*r^2-1017*b^2*g^2*p*r*x-18495 *b^2*g^2*p*x^2+200*b^2*g^2*q^2*x+6*b^2*g^2*q*r^2+675*b^2*g^2*q*r*x-9578*b^2*g^2 *q*x^2+143*b^2*g^2*r^3-2024*b^2*g^2*r^2*x-13915*b^2*g^2*r*x^2+20280*b^2*g^2*x^3 +273*b^2*g*p^4+151*b^2*g*p^3*q+1092*b^2*g*p^3*r-958*b^2*g*p^3*x-3*b^2*g*p^2*q^2 +453*b^2*g*p^2*q*r+1962*b^2*g*p^2*q*x+1638*b^2*g*p^2*r^2-11348*b^2*g*p^2*r*x-\ 30459*b^2*g*p^2*x^2-6*b^2*g*p*q^2*r+954*b^2*g*p*q^2*x+453*b^2*g*p*q*r^2+323*b^2 *g*p*q*r*x-38353*b^2*g*p*q*x^2+1092*b^2*g*p*r^3-19822*b^2*g*p*r^2*x-35962*b^2*g *p*r*x^2+67580*b^2*g*p*x^3+48*b^2*g*q^3*x-3*b^2*g*q^2*r^2+592*b^2*g*q^2*r*x-\ 8902*b^2*g*q^2*x^2+151*b^2*g*q*r^3-1639*b^2*g*q*r^2*x-23666*b^2*g*q*r*x^2+51302 *b^2*g*q*x^3+273*b^2*g*r^4-9432*b^2*g*r^3*x-4083*b^2*g*r^2*x^2+63436*b^2*g*r*x^ 3-17622*b^2*g*x^4+135*b^2*p^5+145*b^2*p^4*q+675*b^2*p^4*r-1412*b^2*p^4*x+10*b^2 *p^3*q^2+580*b^2*p^3*q*r-123*b^2*p^3*q*x+1350*b^2*p^3*r^2-11761*b^2*p^3*r*x-\ 13987*b^2*p^3*x^2+30*b^2*p^2*q^2*r+1371*b^2*p^2*q^2*x+870*b^2*p^2*q*r^2-6058*b^ 2*p^2*q*r*x-33011*b^2*p^2*q*x^2+1350*b^2*p^2*r^3-26811*b^2*p^2*r^2*x-9260*b^2*p ^2*r*x^2+56060*b^2*p^2*x^3+82*b^2*p*q^3*x+30*b^2*p*q^2*r^2+2038*b^2*p*q^2*r*x-\ 21178*b^2*p*q^2*x^2+580*b^2*p*q*r^3-11747*b^2*p*q*r^2*x-36200*b^2*p*q*r*x^2+ 89622*b^2*p*q*x^3+675*b^2*p*r^4-23987*b^2*p*r^3*x+31185*b^2*p*r^2*x^2+98731*b^2 *p*r*x^3-27062*b^2*p*x^4+82*b^2*q^3*r*x-2154*b^2*q^3*x^2+10*b^2*q^2*r^3+667*b^2 *q^2*r^2*x-11769*b^2*q^2*r*x^2+33562*b^2*q^2*x^3+145*b^2*q*r^4-5812*b^2*q*r^3*x -6233*b^2*q*r^2*x^2+74327*b^2*q*r*x^3-27062*b^2*q*x^4+135*b^2*r^5-7525*b^2*r^4* x+26458*b^2*r^3*x^2+45853*b^2*r^2*x^3-29042*b^2*r*x^4-224*b*c^6-392*b*c^5*g+680 *b*c^5*p-208*b*c^5*q+680*b*c^5*r+10688*b*c^5*x-252*b*c^4*g^2+840*b*c^4*g*p-288* b*c^4*g*q+840*b*c^4*g*r+17372*b*c^4*g*x+3616*b*c^4*p^2+312*b*c^4*p*q+7232*b*c^4 *p*r+7560*b*c^4*p*x-56*b*c^4*q^2+312*b*c^4*q*r+14752*b*c^4*q*x+3616*b*c^4*r^2-\ 19632*b*c^4*r*x-132404*b*c^4*x^2-70*b*c^3*g^3+306*b*c^3*g^2*p-132*b*c^3*g^2*q+ 306*b*c^3*g^2*r+10764*b*c^3*g^2*x+4108*b*c^3*g*p^2+218*b*c^3*g*p*q+8216*b*c^3*g *p*r+14964*b*c^3*g*p*x-54*b*c^3*g*q^2+218*b*c^3*g*q*r+19012*b*c^3*g*q*x+4108*b* c^3*g*r^2-18402*b*c^3*g*r*x-171936*b*c^3*g*x^2+4982*b*c^3*p^3+2112*b*c^3*p^2*q+ 14946*b*c^3*p^2*r-19660*b*c^3*p^2*x-20*b*c^3*p*q^2+4224*b*c^3*p*q*r+16720*b*c^3 *p*q*x+14946*b*c^3*p*r^2-112726*b*c^3*p*r*x-251362*b*c^3*p*x^2-4*b*c^3*q^3-20*b *c^3*q^2*r+6332*b*c^3*q^2*x+2112*b*c^3*q*r^2-3988*b*c^3*q*r*x-173698*b*c^3*q*x^ 2+4982*b*c^3*r^3-93066*b*c^3*r^2*x-101646*b*c^3*r*x^2+326640*b*c^3*x^3-7*b*c^2* g^4+16*b*c^2*g^3*p-20*b*c^2*g^3*q+16*b*c^2*g^3*r+3151*b*c^2*g^3*x+1504*b*c^2*g^ 2*p^2-5*b*c^2*g^2*p*q+3008*b*c^2*g^2*p*r+10292*b*c^2*g^2*p*x-13*b*c^2*g^2*q^2-5 *b*c^2*g^2*q*r+8576*b*c^2*g^2*q*x+1504*b*c^2*g^2*r^2-3863*b*c^2*g^2*r*x-80719*b *c^2*g^2*x^2+4498*b*c^2*g*p^3+1653*b*c^2*g*p^2*q+13494*b*c^2*g*p^2*r-12045*b*c^ 2*g*p^2*x-46*b*c^2*g*p*q^2+3306*b*c^2*g*p*q*r+19792*b*c^2*g*p*q*x+13494*b*c^2*g *p*r^2-91352*b*c^2*g*p*r*x-256403*b*c^2*g*p*x^2-2*b*c^2*g*q^3-46*b*c^2*g*q^2*r+ 5775*b*c^2*g*q^2*x+1653*b*c^2*g*q*r^2+1217*b*c^2*g*q*r*x-165139*b*c^2*g*q*x^2+ 4498*b*c^2*g*r^3-79307*b*c^2*g*r^2*x-132093*b*c^2*g*r*x^2+309348*b*c^2*g*x^3+ 3036*b*c^2*p^4+2598*b*c^2*p^3*q+12144*b*c^2*p^3*r-26620*b*c^2*p^3*x+268*b*c^2*p ^2*q^2+7794*b*c^2*p^2*q*r-4992*b*c^2*p^2*q*x+18216*b*c^2*p^2*r^2-153678*b*c^2*p ^2*r*x-168766*b*c^2*p^2*x^2-12*b*c^2*p*q^3+536*b*c^2*p*q^2*r+8902*b*c^2*p*q^2*x +7794*b*c^2*p*q*r^2-53390*b*c^2*p*q*r*x-265474*b*c^2*p*q*x^2+12144*b*c^2*p*r^3-\ 227496*b*c^2*p*r^2*x-49188*b*c^2*p*r*x^2+500376*b*c^2*p*x^3-12*b*c^2*q^3*r+894* b*c^2*q^3*x+268*b*c^2*q^2*r^2+4442*b*c^2*q^2*r*x-80520*b*c^2*q^2*x^2+2598*b*c^2 *q*r^3-48398*b*c^2*q*r^2*x-129026*b*c^2*q*r*x^2+393608*b*c^2*q*x^3+3036*b*c^2*r ^4-100438*b*c^2*r^3*x+134888*b*c^2*r^2*x^2+398880*b*c^2*r*x^3-136664*b*c^2*x^4-\ 6*b*c*g^4*p-6*b*c*g^4*r+424*b*c*g^4*x+179*b*c*g^3*p^2-18*b*c*g^3*p*q+358*b*c*g^ 3*p*r+2852*b*c*g^3*p*x-18*b*c*g^3*q*r+1547*b*c*g^3*q*x+179*b*c*g^3*r^2+433*b*c* g^3*r*x-16262*b*c*g^3*x^2+1221*b*c*g^2*p^3+313*b*c*g^2*p^2*q+3663*b*c*g^2*p^2*r -431*b*c*g^2*p^2*x-18*b*c*g^2*p*q^2+626*b*c*g^2*p*q*r+7494*b*c*g^2*p*q*x+3663*b *c*g^2*p*r^2-19685*b*c*g^2*p*r*x-85172*b*c*g^2*p*x^2-18*b*c*g^2*q^2*r+1590*b*c* g^2*q^2*x+313*b*c*g^2*q*r^2+2283*b*c*g^2*q*r*x-49888*b*c*g^2*q*x^2+1221*b*c*g^2 *r^3-19254*b*c*g^2*r^2*x-55118*b*c*g^2*r*x^2+95622*b*c*g^2*x^3+1896*b*c*g*p^4+ 1515*b*c*g*p^3*q+7584*b*c*g*p^3*r-14231*b*c*g*p^3*x+98*b*c*g*p^2*q^2+4545*b*c*g *p^2*q*r+255*b*c*g*p^2*q*x+11376*b*c*g*p^2*r^2-88831*b*c*g*p^2*r*x-120656*b*c*g *p^2*x^2-6*b*c*g*p*q^3+196*b*c*g*p*q^2*r+6067*b*c*g*p*q^2*x+4545*b*c*g*p*q*r^2-\ 24217*b*c*g*p*q*r*x-175070*b*c*g*p*q*x^2+7584*b*c*g*p*r^3-134969*b*c*g*p*r^2*x-\ 81620*b*c*g*p*r*x^2+318702*b*c*g*p*x^3-6*b*c*g*q^3*r+469*b*c*g*q^3*x+98*b*c*g*q ^2*r^2+3417*b*c*g*q^2*r*x-49228*b*c*g*q^2*x^2+1515*b*c*g*q*r^3-24472*b*c*g*q*r^ 2*x-98267*b*c*g*q*r*x^2+246702*b*c*g*q*x^3+1896*b*c*g*r^4-60369*b*c*g*r^3*x+ 47572*b*c*g*r^2*x^2+276984*b*c*g*r*x^3-82608*b*c*g*x^4+857*b*c*p^5+1190*b*c*p^4 *q+4285*b*c*p^4*r-11384*b*c*p^4*x+327*b*c*p^3*q^2+4760*b*c*p^3*q*r-10213*b*c*p^ 3*q*x+8570*b*c*p^3*r^2-76689*b*c*p^3*r*x-46119*b*c*p^3*x^2-6*b*c*p^2*q^3+981*b* c*p^2*q^2*r+2564*b*c*p^2*q^2*x+7140*b*c*p^2*q*r^2-63055*b*c*p^2*q*r*x-125858*b* c*p^2*q*x^2+8570*b*c*p^2*r^3-161763*b*c*p^2*r^2*x+41459*b*c*p^2*r*x^2+248536*b* c*p^2*x^3-12*b*c*p*q^3*r+1415*b*c*p*q^3*x+981*b*c*p*q^2*r^2-1126*b*c*p*q^2*r*x-\ 94035*b*c*p*q^2*x^2+4760*b*c*p*q*r^3-95471*b*c*p*q*r^2*x-79217*b*c*p*q*r*x^2+ 406540*b*c*p*q*x^3+4285*b*c*p*r^4-138995*b*c*p*r^3*x+258242*b*c*p*r^2*x^2+ 386772*b*c*p*r*x^3-127948*b*c*p*x^4+22*b*c*q^4*x-6*b*c*q^3*r^2+1168*b*c*q^3*r*x -14296*b*c*q^3*x^2+327*b*c*q^2*r^3-3690*b*c*q^2*r^2*x-51078*b*c*q^2*r*x^2+ 158004*b*c*q^2*x^3+1190*b*c*q*r^4-42629*b*c*q*r^3*x+37090*b*c*q*r^2*x^2+315720* b*c*q*r*x^3-127948*b*c*q*x^4+857*b*c*r^5-42537*b*c*r^4*x+170664*b*c*r^3*x^2+ 132696*b*c*r^2*x^3-133472*b*c*r*x^4+18*b*g^5*x+b*g^4*p^2+2*b*g^4*p*r+251*b*g^4* p*x+84*b*g^4*q*x+b*g^4*r^2+109*b*g^4*r*x-1168*b*g^4*x^2+93*b*g^3*p^3+2*b*g^3*p^ 2*q+279*b*g^3*p^2*r+428*b*g^3*p^2*x+4*b*g^3*p*q*r+858*b*g^3*p*q*x+279*b*g^3*p*r ^2-686*b*g^3*p*r*x-9087*b*g^3*p*x^2+122*b*g^3*q^2*x+2*b*g^3*q*r^2+381*b*g^3*q*r *x-4774*b*g^3*q*x^2+93*b*g^3*r^3-1114*b*g^3*r^2*x-7025*b*g^3*r*x^2+9972*b*g^3*x ^3+275*b*g^2*p^4+186*b*g^2*p^3*q+1100*b*g^2*p^3*r-1455*b*g^2*p^3*x-5*b*g^2*p^2* q^2+558*b*g^2*p^2*q*r+855*b*g^2*p^2*q*x+1650*b*g^2*p^2*r^2-11116*b*g^2*p^2*r*x-\ 21354*b*g^2*p^2*x^2-10*b*g^2*p*q^2*r+974*b*g^2*p*q^2*x+558*b*g^2*p*q*r^2-1281*b *g^2*p*q*r*x-27862*b*g^2*p*q*x^2+1100*b*g^2*p*r^3-17867*b*g^2*p*r^2*x-23917*b*g ^2*p*r*x^2+49380*b*g^2*p*x^3+60*b*g^2*q^3*x-5*b*g^2*q^2*r^2+523*b*g^2*q^2*r*x-\ 7104*b*g^2*q^2*x^2+186*b*g^2*q*r^3-2136*b*g^2*q*r^2*x-17810*b*g^2*q*r*x^2+37850 *b*g^2*q*x^3+275*b*g^2*r^4-8206*b*g^2*r^3*x-1654*b*g^2*r^2*x^2+46990*b*g^2*r*x^ 3-12762*b*g^2*x^4+274*b*g*p^5+368*b*g*p^4*q+1370*b*g*p^4*r-3287*b*g*p^4*x+90*b* g*p^3*q^2+1472*b*g*p^3*q*r-2549*b*g*p^3*q*x+2740*b*g*p^3*r^2-23105*b*g*p^3*r*x-\ 17533*b*g*p^3*x^2-4*b*g*p^2*q^3+270*b*g*p^2*q^2*r+1113*b*g*p^2*q^2*x+2208*b*g*p ^2*q*r^2-17274*b*g*p^2*q*r*x-43289*b*g*p^2*q*x^2+2740*b*g*p^2*r^3-49593*b*g*p^2 *r^2*x-1376*b*g*p^2*r*x^2+79968*b*g*p^2*x^3-8*b*g*p*q^3*r+383*b*g*p*q^3*x+270*b *g*p*q^2*r^2+830*b*g*p*q^2*r*x-29782*b*g*p*q^2*x^2+1472*b*g*p*q*r^3-26901*b*g*p *q*r^2*x-39668*b*g*p*q*r*x^2+128706*b*g*p*q*x^3+1370*b*g*p*r^4-43019*b*g*p*r^3* x+62243*b*g*p*r^2*x^2+139065*b*g*p*r*x^3-38826*b*g*p*x^4+8*b*g*q^4*x-4*b*g*q^3* r^2+273*b*g*q^3*r*x-4026*b*g*q^3*x^2+90*b*g*q^2*r^3-283*b*g*q^2*r^2*x-17089*b*g *q^2*r*x^2+48738*b*g*q^2*x^3+368*b*g*q*r^4-12176*b*g*q*r^3*x-721*b*g*q*r^2*x^2+ 106571*b*g*q*r*x^3-38826*b*g*q*x^4+274*b*g*r^5-13244*b*g*r^4*x+46086*b*g*r^3*x^ 2+62025*b*g*r^2*x^3-41884*b*g*r*x^4+91*b*p^6+184*b*p^5*q+546*b*p^5*r-1633*b*p^5 *x+95*b*p^4*q^2+920*b*p^4*q*r-2642*b*p^4*q*x+1365*b*p^4*r^2-12768*b*p^4*r*x-\ 4062*b*p^4*x^2+2*b*p^3*q^3+380*b*p^3*q^2*r-379*b*p^3*q^2*x+1840*b*p^3*q*r^2-\ 18123*b*p^3*q*r*x-18095*b*p^3*q*x^2+1820*b*p^3*r^3-34742*b*p^3*r^2*x+19537*b*p^ 3*r*x^2+40094*b*p^3*x^3+6*b*p^2*q^3*r+636*b*p^2*q^3*x+570*b*p^2*q^2*r^2-4146*b* p^2*q^2*r*x-24544*b*p^2*q^2*x^2+1840*b*p^2*q*r^3-38517*b*p^2*q*r^2*x+1361*b*p^2 *q*r*x^2+101516*b*p^2*q*x^3+1365*b*p^2*r^4-43948*b*p^2*r^3*x+96283*b*p^2*r^2*x^ 2+88644*b*p^2*r*x^3-29844*b*p^2*x^4+6*b*p*q^4*x+6*b*p*q^3*r^2+1215*b*p*q^3*r*x-\ 11051*b*p*q^3*x^2+380*b*p*q^2*r^3-7155*b*p*q^2*r^2*x-24388*b*p*q^2*r*x^2+82750* b*p*q^2*x^3+920*b*p*q*r^4-33233*b*p*q*r^3*x+61089*b*p*q*r^2*x^2+153712*b*p*q*r* x^3-59688*b*p*q*x^4+546*b*p*r^5-26577*b*p*r^4*x+117707*b*p*r^3*x^2+42491*b*p*r^ 2*x^3-62394*b*p*r*x^4+6*b*q^4*r*x-540*b*q^4*x^2+2*b*q^3*r^3+579*b*q^3*r^2*x-\ 6212*b*q^3*r*x^2+21328*b*q^3*x^3+95*b*q^2*r^4-3388*b*q^2*r^3*x-5162*b*q^2*r^2*x ^2+65068*b*q^2*r*x^3-29844*b*q^2*x^4+184*b*q*r^5-10197*b*q*r^4*x+41633*b*q*r^3* x^2+57829*b*q*r^2*x^3-62394*b*q*r*x^4+91*b*r^6-6236*b*r^5*x+45023*b*r^4*x^2-\ 12669*b*r^3*x^3-40226*b*r^2*x^4-80*c^7-176*c^6*g+328*c^6*p-96*c^6*q+328*c^6*r+ 3464*c^6*x-152*c^5*g^2+556*c^5*g*p-176*c^5*g*q+556*c^5*g*r+7060*c^5*g*x+2068*c^ 5*p^2+236*c^5*p*q+4136*c^5*p*r-424*c^5*p*x-36*c^5*q^2+236*c^5*q*r+5928*c^5*q*x+ 2068*c^5*r^2-11364*c^5*r*x-52840*c^5*x^2-64*c^4*g^3+334*c^4*g^2*p-120*c^4*g^2*q +334*c^4*g^2*r+5762*c^4*g^2*x+3164*c^4*g*p^2+292*c^4*g*p*q+6328*c^4*g*p*r+1928* c^4*g*p*x-52*c^4*g*q^2+292*c^4*g*q*r+10280*c^4*g*q*x+3164*c^4*g*r^2-16124*c^4*g *r*x-89348*c^4*g*x^2+3550*c^4*p^3+1790*c^4*p^2*q+10650*c^4*p^2*r-19542*c^4*p^2* x+12*c^4*p*q^2+3580*c^4*p*q*r+3292*c^4*p*q*x+10650*c^4*p*r^2-78882*c^4*p*r*x-\ 118016*c^4*p*x^2-4*c^4*q^3+12*c^4*q^2*r+3490*c^4*q^2*x+1790*c^4*q*r^2-7578*c^4* q*r*x-88400*c^4*q*x^2+3550*c^4*r^3-59340*c^4*r^2*x-32584*c^4*r*x^2+174240*c^4*x ^3-13*c^3*g^4+77*c^3*g^3*p-36*c^3*g^3*q+77*c^3*g^3*r+2399*c^3*g^3*x+1753*c^3*g^ 2*p^2+99*c^3*g^2*p*q+3506*c^3*g^2*p*r+3646*c^3*g^2*p*x-25*c^3*g^2*q^2+99*c^3*g^ 2*q*r+6786*c^3*g^2*q*x+1753*c^3*g^2*r^2-7573*c^3*g^2*r*x-58394*c^3*g^2*x^2+4513 *c^3*g*p^3+2093*c^3*g*p^2*q+13539*c^3*g*p^2*r-21621*c^3*g*p^2*x-12*c^3*g*p*q^2+ 4186*c^3*g*p*q*r+7854*c^3*g*p*q*x+13539*c^3*g*p*r^2-94781*c^3*g*p*r*x-167024*c^ 3*g*p*x^2-4*c^3*g*q^3-12*c^3*g*q^2*r+4791*c^3*g*q^2*x+2093*c^3*g*q*r^2-6577*c^3 *g*q*r*x-118892*c^3*g*q*x^2+4513*c^3*g*r^3-73160*c^3*g*r^2*x-62808*c^3*g*r*x^2+ 229264*c^3*g*x^3+2844*c^3*p^4+2832*c^3*p^3*q+11376*c^3*p^3*r-28468*c^3*p^3*x+ 456*c^3*p^2*q^2+8496*c^3*p^2*q*r-16100*c^3*p^2*q*x+17064*c^3*p^2*r^2-141804*c^3 *p^2*r*x-96142*c^3*p^2*x^2-16*c^3*p*q^3+912*c^3*p*q^2*r+3836*c^3*p*q^2*x+8496*c ^3*p*q*r^2-65216*c^3*p*q*r*x-167360*c^3*p*q*x^2+11376*c^3*p*r^3-198204*c^3*p*r^ 2*x+33528*c^3*p*r*x^2+351080*c^3*p*x^3-16*c^3*q^3*r+812*c^3*q^3*x+456*c^3*q^2*r ^2+520*c^3*q^2*r*x-56962*c^3*q^2*x^2+2832*c^3*q*r^3-49116*c^3*q*r^2*x-61800*c^3 *q*r*x^2+281336*c^3*q*x^3+2844*c^3*r^4-84868*c^3*r^3*x+139454*c^3*r^2*x^2+ 257472*c^3*r*x^3-100224*c^3*x^4-c^2*g^5+2*c^2*g^4*p-4*c^2*g^4*q+2*c^2*g^4*r+533 *c^2*g^4*x+414*c^2*g^3*p^2-2*c^2*g^3*p*q+828*c^2*g^3*p*r+2140*c^2*g^3*p*x-4*c^2 *g^3*q^2-2*c^2*g^3*q*r+2088*c^2*g^3*q*x+414*c^2*g^3*r^2-1090*c^2*g^3*r*x-18443* c^2*g^3*x^2+1997*c^2*g^2*p^3+787*c^2*g^2*p^2*q+5991*c^2*g^2*p^2*r-7145*c^2*g^2* p^2*x-21*c^2*g^2*p*q^2+1574*c^2*g^2*p*q*r+5988*c^2*g^2*p*q*x+5991*c^2*g^2*p*r^2 -37802*c^2*g^2*p*r*x-86984*c^2*g^2*p*x^2-c^2*g^2*q^3-21*c^2*g^2*q^2*r+2305*c^2* g^2*q^2*x+787*c^2*g^2*q*r^2-786*c^2*g^2*q*r*x-57512*c^2*g^2*q*x^2+1997*c^2*g^2* r^3-30657*c^2*g^2*r^2*x-43862*c^2*g^2*r*x^2+109288*c^2*g^2*x^3+2778*c^2*g*p^4+ 2648*c^2*g*p^3*q+11112*c^2*g*p^3*r-25784*c^2*g*p^3*x+354*c^2*g*p^2*q^2+7944*c^2 *g*p^2*q*r-12000*c^2*g*p^2*q*x+16668*c^2*g*p^2*r^2-132664*c^2*g*p^2*r*x-107567* c^2*g*p^2*x^2-16*c^2*g*p*q^3+708*c^2*g*p*q^2*r+5184*c^2*g*p*q^2*x+7944*c^2*g*p* q*r^2-55264*c^2*g*p*q*r*x-175658*c^2*g*p*q*x^2+11112*c^2*g*p*r^3-187976*c^2*g*p *r^2*x-7984*c^2*g*p*r*x^2+349268*c^2*g*p*x^3-16*c^2*g*q^3*r+788*c^2*g*q^3*x+354 *c^2*g*q^2*r^2+1794*c^2*g*q^2*r*x-56819*c^2*g*q^2*x^2+2648*c^2*g*q*r^3-43264*c^ 2*g*q*r^2*x-79810*c^2*g*q*r*x^2+276268*c^2*g*q*x^3+2778*c^2*g*r^4-81096*c^2*g*r ^3*x+108197*c^2*g*r^2*x^2+276160*c^2*g*r*x^3-94816*c^2*g*x^4+1178*c^2*p^5+1864* c^2*p^4*q+5890*c^2*p^4*r-17032*c^2*p^4*x+714*c^2*p^3*q^2+7456*c^2*p^3*q*r-21304 *c^2*p^3*q*x+11780*c^2*p^3*r^2-104660*c^2*p^3*r*x-33116*c^2*p^3*x^2+26*c^2*p^2* q^3+2142*c^2*p^2*q^2*r-2946*c^2*p^2*q^2*x+11184*c^2*p^2*q*r^2-103168*c^2*p^2*q* r*x-106800*c^2*p^2*q*x^2+11780*c^2*p^2*r^3-211788*c^2*p^2*r^2*x+115162*c^2*p^2* r*x^2+257916*c^2*p^2*x^3-2*c^2*p*q^4+52*c^2*p*q^3*r+1384*c^2*p*q^3*x+2142*c^2*p *q^2*r^2-13760*c^2*p*q^2*r*x-90672*c^2*p*q^2*x^2+7456*c^2*p*q*r^3-142424*c^2*p* q*r^2*x-1576*c^2*p*q*r*x^2+428512*c^2*p*q*x^3+5890*c^2*p*r^4-177724*c^2*p*r^3*x +371618*c^2*p*r^2*x^2+359716*c^2*p*r*x^3-139864*c^2*p*x^4-2*c^2*q^4*r+58*c^2*q^ 4*x+26*c^2*q^3*r^2+1088*c^2*q^3*r*x-16988*c^2*q^3*x^2+714*c^2*q^2*r^3-10814*c^2 *q^2*r^2*x-42050*c^2*q^2*r*x^2+170596*c^2*q^2*x^3+1864*c^2*q*r^4-60560*c^2*q*r^ 3*x+95822*c^2*q*r^2*x^2+307820*c^2*q*r*x^3-139864*c^2*q*x^4+1178*c^2*r^5-53564* c^2*r^4*x+223340*c^2*r^3*x^2+87608*c^2*r^2*x^3-139440*c^2*r*x^4-c*g^5*p-c*g^5*r +58*c*g^5*x+35*c*g^4*p^2-4*c*g^4*p*q+70*c*g^4*p*r+502*c*g^4*p*x-4*c*g^4*q*r+286 *c*g^4*q*x+35*c*g^4*r^2+79*c*g^4*r*x-2809*c*g^4*x^2+354*c*g^3*p^3+94*c*g^3*p^2* q+1062*c*g^3*p^2*r-468*c*g^3*p^2*x-6*c*g^3*p*q^2+188*c*g^3*p*q*r+1786*c*g^3*p*q *x+1062*c*g^3*p*r^2-5326*c*g^3*p*r*x-19710*c*g^3*p*x^2-6*c*g^3*q^2*r+439*c*g^3* q^2*x+94*c*g^3*q*r^2+464*c*g^3*q*r*x-11787*c*g^3*q*x^2+354*c*g^3*r^3-4858*c*g^3 *r^2*x-12864*c*g^3*r*x^2+22636*c*g^3*x^3+852*c*g^2*p^4+749*c*g^2*p^3*q+3408*c*g ^2*p^3*r-6897*c*g^2*p^3*x+60*c*g^2*p^2*q^2+2247*c*g^2*p^2*q*r-1872*c*g^2*p^2*q* x+5112*c*g^2*p^2*r^2-37923*c*g^2*p^2*r*x-40020*c*g^2*p^2*x^2-4*c*g^2*p*q^3+120* c*g^2*p*q^2*r+2205*c*g^2*p*q^2*x+2247*c*g^2*p*q*r^2-12701*c*g^2*p*q*r*x-59873*c *g^2*p*q*x^2+3408*c*g^2*p*r^3-55155*c*g^2*p*r^2*x-23017*c*g^2*p*r*x^2+112020*c* g^2*p*x^3-4*c*g^2*q^3*r+230*c*g^2*q^3*x+60*c*g^2*q^2*r^2+1052*c*g^2*q^2*r*x-\ 17997*c*g^2*q^2*x^2+749*c*g^2*q*r^3-10829*c*g^2*q*r^2*x-33310*c*g^2*q*r*x^2+ 87316*c*g^2*q*x^3+852*c*g^2*r^4-24129*c*g^2*r^3*x+19174*c*g^2*r^2*x^2+97280*c*g ^2*r*x^3-28880*c*g^2*x^4+778*c*g*p^5+1204*c*g*p^4*q+3890*c*g*p^4*r-10680*c*g*p^ 4*x+432*c*g*p^3*q^2+4816*c*g*p^3*q*r-12625*c*g*p^3*q*x+7780*c*g*p^3*r^2-66879*c *g*p^3*r*x-26831*c*g*p^3*x^2+5*c*g*p^2*q^3+1296*c*g*p^2*q^2*r-883*c*g*p^2*q^2*x +7224*c*g*p^2*q*r^2-63061*c*g*p^2*q*r*x-78058*c*g*p^2*q*x^2+7780*c*g*p^2*r^3-\ 136557*c*g*p^2*r^2*x+52860*c*g*p^2*r*x^2+172456*c*g*p^2*x^3-c*g*p*q^4+10*c*g*p* q^3*r+1093*c*g*p*q^3*x+1296*c*g*p*q^2*r^2-6356*c*g*p*q^2*r*x-62251*c*g*p*q^2*x^ 2+4816*c*g*p*q*r^3-88247*c*g*p*q*r^2*x-27945*c*g*p*q*r*x^2+283208*c*g*p*q*x^3+ 3890*c*g*p*r^4-115197*c*g*p*r^3*x+214373*c*g*p*r^2*x^2+264228*c*g*p*r*x^3-88536 *c*g*p*x^4-c*g*q^4*r+31*c*g*q^4*x+5*c*g*q^3*r^2+850*c*g*q^3*r*x-11024*c*g*q^3*x ^2+432*c*g*q^2*r^3-5473*c*g*q^2*r^2*x-32823*c*g*q^2*r*x^2+110752*c*g*q^2*x^3+ 1204*c*g*q*r^4-37811*c*g*q*r^3*x+42479*c*g*q*r^2*x^2+217228*c*g*q*r*x^3-88536*c *g*q*x^4+778*c*g*r^5-34839*c*g*r^4*x+134682*c*g*r^3*x^2+87748*c*g*r^2*x^3-91992 *c*g*r*x^4+244*c*p^6+550*c*p^5*q+1464*c*p^5*r-4679*c*p^5*x+366*c*p^4*q^2+2750*c *p^4*q*r-9261*c*p^4*q*x+3660*c*p^4*r^2-34191*c*p^4*r*x-3624*c*p^4*x^2+58*c*p^3* q^3+1464*c*p^3*q^2*r-4327*c*p^3*q^2*x+5500*c*p^3*q*r^2-55516*c*p^3*q*r*x-25407* c*p^3*q*x^2+4880*c*p^3*r^3-89974*c*p^3*r^2*x+71196*c*p^3*r*x^2+82020*c*p^3*x^3-\ 2*c*p^2*q^4+174*c*p^2*q^3*r+413*c*p^2*q^3*x+2196*c*p^2*q^2*r^2-21012*c*p^2*q^2* r*x-42015*c*p^2*q^2*x^2+5500*c*p^2*q*r^3-110982*c*p^2*q*r^2*x+63090*c*p^2*q*r*x ^2+210460*c*p^2*q*x^3+3660*c*p^2*r^4-111566*c*p^2*r^3*x+265805*c*p^2*r^2*x^2+ 157750*c*p^2*r*x^3-64864*c*p^2*x^4-4*c*p*q^4*r+158*c*p*q^4*x+174*c*p*q^3*r^2+ 468*c*p*q^3*r*x-22305*c*p*q^3*x^2+1464*c*p*q^2*r^3-29043*c*p*q^2*r^2*x-20232*c* p*q^2*r*x^2+174860*c*p*q^2*x^3+2750*c*p*q*r^4-92460*c*p*q*r^3*x+214417*c*p*q*r^ 2*x^2+284592*c*p*q*r*x^3-129728*c*p*q*x^4+1464*c*p*r^5-66579*c*p*r^4*x+303526*c *p*r^3*x^2+30942*c*p*r^2*x^3-128400*c*p*r*x^4-2*c*q^4*r^2+155*c*q^4*r*x-2073*c* q^4*x^2+58*c*q^3*r^3+55*c*q^3*r^2*x-12126*c*q^3*r*x^2+46420*c*q^3*x^3+366*c*q^2 *r^4-12358*c*q^2*r^3*x+11366*c*q^2*r^2*x^2+126842*c*q^2*r*x^3-64864*c*q^2*x^4+ 550*c*q*r^5-27733*c*q*r^4*x+125920*c*q*r^3*x^2+75354*c*q*r^2*x^3-128400*c*q*r*x ^4+244*c*r^6-15475*c*r^5*x+112541*c*r^4*x^2-58808*c*r^3*x^3-71560*c*r^2*x^4+2*g ^6*x+38*g^5*p*x+12*g^5*q*x+18*g^5*r*x-160*g^5*x^2+20*g^4*p^3+60*g^4*p^2*r+71*g^ 4*p^2*x+172*g^4*p*q*x+60*g^4*p*r^2-130*g^4*p*r*x-1611*g^4*p*x^2+24*g^4*q^2*x+80 *g^4*q*r*x-852*g^4*q*x^2+20*g^4*r^3-201*g^4*r^2*x-1281*g^4*r*x^2+1764*g^4*x^3+ 81*g^3*p^4+60*g^3*p^3*q+324*g^3*p^3*r-485*g^3*p^3*x-2*g^3*p^2*q^2+180*g^3*p^2*q *r+100*g^3*p^2*q*x+486*g^3*p^2*r^2-3146*g^3*p^2*r*x-4921*g^3*p^2*x^2-4*g^3*p*q^ 2*r+285*g^3*p*q^2*x+180*g^3*p*q*r^2-532*g^3*p*q*r*x-6589*g^3*p*q*x^2+324*g^3*p* r^3-4837*g^3*p*r^2*x-5443*g^3*p*r*x^2+11630*g^3*p*x^3+18*g^3*q^3*x-2*g^3*q^2*r^ 2+150*g^3*q^2*r*x-1792*g^3*q^2*x^2+60*g^3*q*r^3-632*g^3*q*r^2*x-4384*g^3*q*r*x^ 2+8978*g^3*q*x^3+81*g^3*r^4-2176*g^3*r^3*x-383*g^3*r^2*x^2+11160*g^3*r*x^3-2976 *g^3*x^4+122*g^2*p^5+181*g^2*p^4*q+610*g^2*p^4*r-1535*g^2*p^4*x+56*g^2*p^3*q^2+ 724*g^2*p^3*q*r-1614*g^2*p^3*q*x+1220*g^2*p^3*r^2-9993*g^2*p^3*r*x-5499*g^2*p^3 *x^2-3*g^2*p^2*q^3+168*g^2*p^2*q^2*r+127*g^2*p^2*q^2*x+1086*g^2*p^2*q*r^2-8606* g^2*p^2*q*r*x-14155*g^2*p^2*q*x^2+1220*g^2*p^2*r^3-20769*g^2*p^2*r^2*x+2485*g^2 *p^2*r*x^2+27960*g^2*p^2*x^3-6*g^2*p*q^3*r+210*g^2*p*q^3*x+168*g^2*p*q^2*r^2-\ 284*g^2*p*q^2*r*x-10342*g^2*p*q^2*x^2+724*g^2*p*q*r^3-12370*g^2*p*q*r^2*x-10990 *g^2*p*q*r*x^2+45252*g^2*p*q*x^3+610*g^2*p*r^4-17699*g^2*p*r^3*x+26173*g^2*p*r^ 2*x^2+48362*g^2*p*r*x^3-13534*g^2*p*x^4+4*g^2*q^4*x-3*g^2*q^3*r^2+143*g^2*q^3*r *x-1686*g^2*q^3*x^2+56*g^2*q^2*r^3-411*g^2*q^2*r^2*x-6164*g^2*q^2*r*x^2+17292*g ^2*q^2*x^3+181*g^2*q*r^4-5378*g^2*q*r^3*x+1465*g^2*q*r^2*x^2+37490*g^2*q*r*x^3-\ 13534*g^2*q*x^4+122*g^2*r^5-5388*g^2*r^4*x+18189*g^2*r^3*x^2+21396*g^2*r^2*x^3-\ 14624*g^2*r*x^4+81*g*p^6+181*g*p^5*q+486*g*p^5*r-1501*g*p^5*x+118*g*p^4*q^2+905 *g*p^4*q*r-2900*g*p^4*q*x+1215*g*p^4*r^2-11101*g*p^4*r*x-1859*g*p^4*x^2+17*g*p^ 3*q^3+472*g*p^3*q^2*r-1242*g*p^3*q^2*x+1810*g*p^3*q*r^2-17630*g*p^3*q*r*x-9912* g*p^3*q*x^2+1620*g*p^3*r^3-29394*g*p^3*r^2*x+19655*g*p^3*r*x^2+27644*g*p^3*x^3- g*p^2*q^4+51*g*p^2*q^3*r+212*g*p^2*q^3*x+708*g*p^2*q^2*r^2-6194*g*p^2*q^2*r*x-\ 14873*g*p^2*q^2*x^2+1810*g*p^2*q*r^3-35490*g*p^2*q*r^2*x+13236*g*p^2*q*r*x^2+ 70180*g*p^2*q*x^3+1215*g*p^2*r^4-36586*g*p^2*r^3*x+80556*g*p^2*r^2*x^2+59541*g* p^2*r*x^3-20600*g*p^2*x^4-2*g*p*q^4*r+55*g*p*q^4*x+51*g*p*q^3*r^2+382*g*p*q^3*r *x-7446*g*p*q^3*x^2+472*g*p*q^2*r^3-8662*g*p*q^2*r^2*x-10752*g*p*q^2*r*x^2+ 57428*g*p*q^2*x^3+905*g*p*q*r^4-29690*g*p*q*r^3*x+60070*g*p*q*r^2*x^2+103568*g* p*q*r*x^3-41200*g*p*q*x^4+486*g*p*r^5-21889*g*p*r^4*x+94711*g*p*r^3*x^2+25063*g *p*r^2*x^3-42764*g*p*r*x^4-g*q^4*r^2+47*g*q^4*r*x-626*g*q^4*x^2+17*g*q^3*r^3+ 170*g*q^3*r^2*x-4333*g*q^3*r*x^2+14892*g*q^3*x^3+118*g*q^2*r^4-3710*g*q^2*r^3*x +294*g*q^2*r^2*x^2+44027*g*q^2*r*x^3-20600*g*q^2*x^4+181*g*q*r^5-8930*g*q*r^4*x +36922*g*q*r^3*x^2+36065*g*q*r^2*x^3-42764*g*q*r*x^4+81*g*r^6-5097*g*r^5*x+ 35669*g*r^4*x^2-11876*g*r^3*x^3-26912*g*r^2*x^4+20*p^7+60*p^6*q+140*p^6*r-486*p ^6*x+60*p^5*q^2+360*p^5*q*r-1342*p^5*q*x+420*p^5*r^2-4090*p^5*r*x+174*p^5*x^2+ 20*p^4*q^3+300*p^4*q^2*r-1112*p^4*q^2*x+900*p^4*q*r^2-9599*p^4*q*r*x-1458*p^4*q *x^2+700*p^4*r^3-13160*p^4*r^2*x+13016*p^4*r*x^2+9526*p^4*x^3+80*p^3*q^3*r-144* p^3*q^3*x+600*p^3*q^2*r^2-6667*p^3*q^2*r*x-5454*p^3*q^2*x^2+1200*p^3*q*r^3-\ 24976*p^3*q*r^2*x+22925*p^3*q*r*x^2+33416*p^3*q*x^3+700*p^3*r^4-21460*p^3*r^3*x +56210*p^3*r^2*x^2+21421*p^3*r*x^3-9994*p^3*x^4+110*p^2*q^4*x+120*p^2*q^3*r^2-\ 899*p^2*q^3*r*x-5874*p^2*q^3*x^2+600*p^2*q^2*r^3-13329*p^2*q^2*r^2*x+5544*p^2*q ^2*r*x^2+43092*p^2*q^2*x^3+900*p^2*q*r^4-30754*p^2*q*r^3*x+84435*p^2*q*r^2*x^2+ 61201*p^2*q*r*x^3-29982*p^2*q*x^4+420*p^2*r^5-19030*p^2*r^4*x+92274*p^2*r^3*x^2 -6902*p^2*r^2*x^3-29400*p^2*r*x^4-2*p*q^5*x+257*p*q^4*r*x-2088*p*q^4*x^2+80*p*q ^3*r^3-1366*p*q^3*r^2*x-5623*p*q^3*r*x^2+24040*p*q^3*x^3+300*p*q^2*r^4-11105*p* q^2*r^3*x+26484*p*q^2*r^2*x^2+58139*p*q^2*r*x^3-29982*p*q^2*x^4+360*p*q*r^5-\ 18266*p*q*r^4*x+94263*p*q*r^3*x^2+11044*p*q*r^2*x^3-58800*p*q*r*x^4+140*p*r^6-\ 8786*p*r^5*x+67112*p*r^4*x^2-46769*p*r^3*x^3-30910*p*r^2*x^4-2*q^5*r*x-36*q^5*x ^2+147*q^4*r^2*x-1258*q^4*r*x^2+4838*q^4*x^3+20*q^3*r^4-611*q^3*r^3*x-1741*q^3* r^2*x^2+18359*q^3*r*x^3-9994*q^3*x^4+60*q^2*r^5-3331*q^2*r^4*x+15486*q^2*r^3*x^ 2+17946*q^2*r^2*x^3-29400*q^2*r*x^4+60*q*r^6-4231*q*r^5*x+34211*q*r^4*x^2-21339 *q*r^3*x^3-30910*q*r^2*x^4+20*r^7-1660*r^6*x+18206*r^5*x^2-27972*r^4*x^3-8072*r ^3*x^4-16*a^5*b-80*a^5*c-8*a^5*g-80*a^5*p-16*a^5*q-80*a^5*r+288*a^5*x-48*a^4*b^ 2-464*a^4*b*c-64*a^4*b*g-156*a^4*b*p-64*a^4*b*q-156*a^4*b*r+1824*a^4*b*x-736*a^ 4*c^2-312*a^4*c*g-432*a^4*c*p-304*a^4*c*q-432*a^4*c*r+5088*a^4*c*x-20*a^4*g^2-\ 180*a^4*g*p-48*a^4*g*q-180*a^4*g*r+1200*a^4*g*x+398*a^4*p^2-142*a^4*p*q+796*a^4 *p*r+2780*a^4*p*x-16*a^4*q^2-142*a^4*q*r+960*a^4*q*x+398*a^4*r^2+3386*a^4*r*x-\ 6876*a^4*x^2-48*a^3*b^3-728*a^3*b^2*c-112*a^3*b^2*g-92*a^3*b^2*p-80*a^3*b^2*q-\ 92*a^3*b^2*r+3504*a^3*b^2*x-2512*a^3*b*c^2-1116*a^3*b*c*g-628*a^3*b*c*p-820*a^3 *b*c*q-628*a^3*b*c*r+20016*a^3*b*c*x-80*a^3*b*g^2-266*a^3*b*g*p-136*a^3*b*g*q-\ 266*a^3*b*g*r+5080*a^3*b*g*x+968*a^3*b*p^2-252*a^3*b*p*q+1936*a^3*b*p*r+9620*a^ 3*b*p*x-36*a^3*b*q^2-252*a^3*b*q*r+3804*a^3*b*q*x+968*a^3*b*r^2+9086*a^3*b*r*x-\ 24096*a^3*b*x^2-2376*a^3*c^3-1844*a^3*c^2*g-956*a^3*c^2*p-1396*a^3*c^2*q-956*a^ 3*c^2*r+24776*a^3*c^2*x-396*a^3*c*g^2-776*a^3*c*g*p-660*a^3*c*g*q-776*a^3*c*g*r +14144*a^3*c*g*x+3340*a^3*c*p^2-780*a^3*c*p*q+6680*a^3*c*p*r+20072*a^3*c*p*x-\ 184*a^3*c*q^2-780*a^3*c*q*r+11036*a^3*c*q*x+3340*a^3*c*r^2+20528*a^3*c*r*x-\ 59912*a^3*c*x^2-18*a^3*g^3-152*a^3*g^2*p-52*a^3*g^2*q-152*a^3*g^2*r+1736*a^3*g^ 2*x+813*a^3*g*p^2-263*a^3*g*p*q+1626*a^3*g*p*r+7342*a^3*g*p*x-32*a^3*g*q^2-263* a^3*g*q*r+2722*a^3*g*q*x+813*a^3*g*r^2+7723*a^3*g*r*x-18204*a^3*g*x^2+1595*a^3* p^3+602*a^3*p^2*q+4785*a^3*p^2*r+2578*a^3*p^2*x-127*a^3*p*q^2+1204*a^3*p*q*r+ 4256*a^3*p*q*x+4785*a^3*p*r^2+1771*a^3*p*r*x-31302*a^3*p*x^2-4*a^3*q^3-127*a^3* q^2*r+980*a^3*q^2*x+602*a^3*q*r^2+5255*a^3*q*r*x-19060*a^3*q*x^2+1595*a^3*r^3-\ 807*a^3*r^2*x-30738*a^3*r*x^2+20040*a^3*x^3-16*a^2*b^4-384*a^2*b^3*c-64*a^2*b^3 *g-36*a^2*b^3*p-32*a^2*b^3*q-36*a^2*b^3*r+2688*a^2*b^3*x-2400*a^2*b^2*c^2-1052* a^2*b^2*c*g-512*a^2*b^2*c*p-596*a^2*b^2*c*q-512*a^2*b^2*c*r+24728*a^2*b^2*c*x-\ 80*a^2*b^2*g^2-140*a^2*b^2*g*p-104*a^2*b^2*g*q-140*a^2*b^2*g*r+6584*a^2*b^2*g*x +658*a^2*b^2*p^2-154*a^2*b^2*p*q+1316*a^2*b^2*p*r+11880*a^2*b^2*p*x-20*a^2*b^2* q^2-154*a^2*b^2*q*r+4872*a^2*b^2*q*x+658*a^2*b^2*r^2+9306*a^2*b^2*r*x-29832*a^2 *b^2*x^2-5200*a^2*b*c^3-3984*a^2*b*c^2*g-1376*a^2*b*c^2*p-2480*a^2*b*c^2*q-1376 *a^2*b*c^2*r+66824*a^2*b*c^2*x-842*a^2*b*c*g^2-1100*a^2*b*c*g*p-1132*a^2*b*c*g* q-1100*a^2*b*c*g*r+38048*a^2*b*c*g*x+5594*a^2*b*c*p^2-1248*a^2*b*c*p*q+11188*a^ 2*b*c*p*r+58148*a^2*b*c*p*x-246*a^2*b*c*q^2-1248*a^2*b*c*q*r+29732*a^2*b*c*q*x+ 5594*a^2*b*c*r^2+45302*a^2*b*c*r*x-155456*a^2*b*c*x^2-40*a^2*b*g^3-172*a^2*b*g^ 2*p-92*a^2*b*g^2*q-172*a^2*b*g^2*r+4900*a^2*b*g^2*x+1246*a^2*b*g*p^2-342*a^2*b* g*p*q+2492*a^2*b*g*p*r+18998*a^2*b*g*p*x-44*a^2*b*g*q^2-342*a^2*b*g*q*r+7622*a^ 2*b*g*q*x+1246*a^2*b*g*r^2+15998*a^2*b*g*r*x-47332*a^2*b*g*x^2+2628*a^2*b*p^3+ 656*a^2*b*p^2*q+7884*a^2*b*p^2*r+10822*a^2*b*p^2*x-152*a^2*b*p*q^2+1312*a^2*b*p *q*r+13102*a^2*b*p*q*x+7884*a^2*b*p*r^2+9968*a^2*b*p*r*x-83832*a^2*b*p*x^2-4*a^ 2*b*q^3-152*a^2*b*q^2*r+2738*a^2*b*q^2*x+656*a^2*b*q*r^2+10924*a^2*b*q*r*x-\ 49210*a^2*b*q*x^2+2628*a^2*b*r^3-854*a^2*b*r^2*x-76348*a^2*b*r*x^2+51384*a^2*b* x^3-3552*a^2*c^4-4012*a^2*c^3*g-1208*a^2*c^3*p-2604*a^2*c^3*q-1208*a^2*c^3*r+ 53232*a^2*c^3*x-1502*a^2*c^2*g^2-1534*a^2*c^2*g*p-2092*a^2*c^2*g*q-1534*a^2*c^2 *g*r+48260*a^2*c^2*g*x+9184*a^2*c^2*p^2-1786*a^2*c^2*p*q+18368*a^2*c^2*p*r+ 59136*a^2*c^2*p*x-506*a^2*c^2*q^2-1786*a^2*c^2*q*r+38660*a^2*c^2*q*x+9184*a^2*c ^2*r^2+47056*a^2*c^2*r*x-190260*a^2*c^2*x^2-206*a^2*c*g^3-576*a^2*c*g^2*p-466*a ^2*c*g^2*q-576*a^2*c*g^2*r+13638*a^2*c*g^2*x+4847*a^2*c*g*p^2-1213*a^2*c*g*p*q+ 9694*a^2*c*g*p*r+41930*a^2*c*g*p*x-236*a^2*c*g*q^2-1213*a^2*c*g*q*r+22020*a^2*c *g*q*x+4847*a^2*c*g*r^2+36218*a^2*c*g*r*x-116798*a^2*c*g*x^2+8343*a^2*c*p^3+ 2984*a^2*c*p^2*q+25029*a^2*c*p^2*r+11736*a^2*c*p^2*x-581*a^2*c*p*q^2+5968*a^2*c *p*q*r+29384*a^2*c*p*q*x+25029*a^2*c*p*r^2-6393*a^2*c*p*r*x-200768*a^2*c*p*x^2-\ 22*a^2*c*q^3-581*a^2*c*q^2*r+8138*a^2*c*q^2*x+2984*a^2*c*q*r^2+26257*a^2*c*q*r* x-123318*a^2*c*q*x^2+8343*a^2*c*r^3-18129*a^2*c*r^2*x-173304*a^2*c*r*x^2+130128 *a^2*c*x^3-7*a^2*g^4-61*a^2*g^3*p-24*a^2*g^3*q-61*a^2*g^3*r+1140*a^2*g^3*x+523* a^2*g^2*p^2-172*a^2*g^2*p*q+1046*a^2*g^2*p*r+7174*a^2*g^2*p*x-20*a^2*g^2*q^2-\ 172*a^2*g^2*q*r+2763*a^2*g^2*q*x+523*a^2*g^2*r^2+6535*a^2*g^2*r*x-17673*a^2*g^2 *x^2+2419*a^2*g*p^3+686*a^2*g*p^2*q+7257*a^2*g*p^2*r+7132*a^2*g*p^2*x-165*a^2*g *p*q^2+1372*a^2*g*p*q*r+9730*a^2*g*p*q*x+7257*a^2*g*p*r^2+6553*a^2*g*p*r*x-\ 63129*a^2*g*p*x^2-4*a^2*g*q^3-165*a^2*g*q^2*r+2050*a^2*g*q^2*x+686*a^2*g*q*r^2+ 9268*a^2*g*q*r*x-37481*a^2*g*q*x^2+2419*a^2*g*r^3-579*a^2*g*r^2*x-58871*a^2*g*r *x^2+40428*a^2*g*x^3+1850*a^2*p^4+1729*a^2*p^3*q+7400*a^2*p^3*r-2746*a^2*p^3*x+ 119*a^2*p^2*q^2+5187*a^2*p^2*q*r+2679*a^2*p^2*q*x+11100*a^2*p^2*r^2-23716*a^2*p ^2*r*x-52644*a^2*p^2*x^2-42*a^2*p*q^3+238*a^2*p*q^2*r+3405*a^2*p*q^2*x+5187*a^2 *p*q*r^2+1136*a^2*p*q*r*x-66947*a^2*p*q*x^2+7400*a^2*p*r^3-39194*a^2*p*r^2*x-\ 88684*a^2*p*r*x^2+67796*a^2*p*x^3-42*a^2*q^3*r+446*a^2*q^3*x+119*a^2*q^2*r^2+ 3381*a^2*q^2*r*x-19041*a^2*q^2*x^2+1729*a^2*q*r^3-1543*a^2*q*r^2*x-53041*a^2*q* r*x^2+53980*a^2*q*x^3+1850*a^2*r^4-18224*a^2*r^3*x-37966*a^2*r^2*x^2+64766*a^2* r*x^3-7752*a^2*x^4-40*a*b^4*c-8*a*b^4*g-20*a*b^4*p-20*a*b^4*r+720*a*b^4*x-648*a *b^3*c^2-256*a*b^3*c*g-344*a*b^3*c*p-80*a*b^3*c*q-344*a*b^3*c*r+11072*a*b^3*c*x -20*a*b^3*g^2-62*a*b^3*g*p-16*a*b^3*g*q-62*a*b^3*g*r+3056*a*b^3*g*x+84*a*b^3*p^ 2-44*a*b^3*p*q+168*a*b^3*p*r+5876*a*b^3*p*x-44*a*b^3*q*r+2028*a*b^3*q*x+84*a*b^ 3*r^2+4442*a*b^3*r*x-14880*a*b^3*x^2-2832*a*b^2*c^3-2036*a*b^2*c^2*g-1316*a*b^2 *c^2*p-984*a*b^2*c^2*q-1316*a*b^2*c^2*r+52848*a*b^2*c^2*x-386*a*b^2*c*g^2-868*a *b^2*c*g*p-398*a*b^2*c*g*q-868*a*b^2*c*g*r+29244*a*b^2*c*g*x+2098*a*b^2*c*p^2-\ 724*a*b^2*c*p*q+4196*a*b^2*c*p*r+51988*a*b^2*c*p*x-50*a*b^2*c*q^2-724*a*b^2*c*q *r+21864*a*b^2*c*q*x+2098*a*b^2*c*r^2+36300*a*b^2*c*r*x-128000*a*b^2*c*x^2-18*a *b^2*g^3-84*a*b^2*g^2*p-32*a*b^2*g^2*q-84*a*b^2*g^2*r+3908*a*b^2*g^2*x+379*a*b^ 2*g*p^2-149*a*b^2*g*p*q+758*a*b^2*g*p*r+15300*a*b^2*g*p*x-10*a*b^2*g*q^2-149*a* b^2*g*q*r+5868*a*b^2*g*q*x+379*a*b^2*g*r^2+11375*a*b^2*g*r*x-38836*a*b^2*g*x^2+ 1097*a*b^2*p^3+26*a*b^2*p^2*q+3291*a*b^2*p^2*r+12112*a*b^2*p^2*x-33*a*b^2*p*q^2 +52*a*b^2*p*q*r+10948*a*b^2*p*q*x+3291*a*b^2*p*r^2+13643*a*b^2*p*r*x-71794*a*b^ 2*p*x^2-33*a*b^2*q^2*r+1846*a*b^2*q^2*x+26*a*b^2*q*r^2+7875*a*b^2*q*r*x-39276*a *b^2*q*x^2+1097*a*b^2*r^3+1531*a*b^2*r^2*x-62362*a*b^2*r*x^2+42648*a*b^2*x^3-\ 4648*a*b*c^4-5028*a*b*c^3*g-1812*a*b*c^3*p-2772*a*b*c^3*q-1812*a*b*c^3*r+92352* a*b*c^3*x-1752*a*b*c^2*g^2-2250*a*b*c^2*g*p-2070*a*b*c^2*g*q-2250*a*b*c^2*g*r+ 81952*a*b*c^2*g*x+9246*a*b*c^2*p^2-2204*a*b*c^2*p*q+18492*a*b*c^2*p*r+119268*a* b*c^2*p*x-394*a*b*c^2*q^2-2204*a*b*c^2*q*r+64780*a*b*c^2*q*x+9246*a*b*c^2*r^2+ 76422*a*b*c^2*r*x-336112*a*b*c^2*x^2-214*a*b*c*g^3-765*a*b*c*g^2*p-407*a*b*c*g^ 2*q-765*a*b*c*g^2*r+22808*a*b*c*g^2*x+4433*a*b*c*g*p^2-1394*a*b*c*g*p*q+8866*a* b*c*g*p*r+78608*a*b*c*g*p*x-161*a*b*c*g*q^2-1394*a*b*c*g*q*r+36740*a*b*c*g*q*x+ 4433*a*b*c*g*r^2+55869*a*b*c*g*r*x-201876*a*b*c*g*x^2+8640*a*b*c*p^3+1804*a*b*c *p^2*q+25920*a*b*c*p^2*r+41606*a*b*c*p^2*x-476*a*b*c*p*q^2+3608*a*b*c*p*q*r+ 60656*a*b*c*p*q*x+25920*a*b*c*p*r^2+20560*a*b*c*p*r*x-366234*a*b*c*p*x^2-10*a*b *c*q^3-476*a*b*c*q^2*r+12422*a*b*c*q^2*x+1804*a*b*c*q*r^2+43638*a*b*c*q*r*x-\ 211974*a*b*c*q*x^2+8640*a*b*c*r^3-21046*a*b*c*r^2*x-302850*a*b*c*r*x^2+229072*a *b*c*x^3-7*a*b*g^4-53*a*b*g^3*p-20*a*b*g^3*q-53*a*b*g^3*r+1976*a*b*g^3*x+365*a* b*g^2*p^2-149*a*b*g^2*p*q+730*a*b*g^2*p*r+12213*a*b*g^2*p*x-13*a*b*g^2*q^2-149* a*b*g^2*q*r+4805*a*b*g^2*q*x+365*a*b*g^2*r^2+9298*a*b*g^2*r*x-30586*a*b*g^2*x^2 +2383*a*b*g*p^3+264*a*b*g*p^2*q+7149*a*b*g*p^2*r+16942*a*b*g*p^2*x-107*a*b*g*p* q^2+528*a*b*g*p*q*r+18281*a*b*g*p*q*x+7149*a*b*g*p*r^2+17691*a*b*g*p*r*x-112256 *a*b*g*p*x^2-2*a*b*g*q^3-107*a*b*g*q^2*r+3355*a*b*g*q^2*x+264*a*b*g*q*r^2+13576 *a*b*g*q*r*x-63422*a*b*g*q*x^2+2383*a*b*g*r^3+749*a*b*g*r^2*x-98934*a*b*g*r*x^2 +70488*a*b*g*x^3+1991*a*b*p^4+1353*a*b*p^3*q+7964*a*b*p^3*r+2039*a*b*p^3*x-84*a *b*p^2*q^2+4059*a*b*p^2*q*r+12904*a*b*p^2*q*x+11946*a*b*p^2*r^2-18850*a*b*p^2*r *x-98323*a*b*p^2*x^2-10*a*b*p*q^3-168*a*b*p*q^2*r+6527*a*b*p*q^2*x+4059*a*b*p*q *r^2+16297*a*b*p*q*r*x-119676*a*b*p*q*x^2+7964*a*b*p*r^3-43817*a*b*p*r^2*x-\ 162590*a*b*p*r*x^2+122064*a*b*p*x^3-10*a*b*q^3*r+594*a*b*q^3*x-84*a*b*q^2*r^2+ 4805*a*b*q^2*r*x-30829*a*b*q^2*x^2+1353*a*b*q*r^3+3393*a*b*q*r^2*x-89378*a*b*q* r*x^2+94432*a*b*q*x^3+1991*a*b*r^4-22928*a*b*r^3*x-66937*a*b*r^2*x^2+116168*a*b *r*x^3-15504*a*b*x^4-2520*a*c^5-3720*a*c^4*g-920*a*c^4*p-2156*a*c^4*q-920*a*c^4 *r+53312*a*c^4*x-1974*a*c^3*g^2-1686*a*c^3*g*p-2436*a*c^3*g*q-1686*a*c^3*g*r+ 66724*a*c^3*g*x+10180*a*c^3*p^2-1892*a*c^3*p*q+20360*a*c^3*p*r+79032*a*c^3*p*x-\ 524*a*c^3*q^2-1892*a*c^3*q*r+53064*a*c^3*q*x+10180*a*c^3*r^2+49118*a*c^3*r*x-\ 262880*a*c^3*x^2-448*a*c^2*g^3-1013*a*c^2*g^2*p-891*a*c^2*g^2*q-1013*a*c^2*g^2* r+29596*a*c^2*g^2*x+8371*a*c^2*g*p^2-2024*a*c^2*g*p*q+16742*a*c^2*g*p*r+83126*a *c^2*g*p*x-401*a*c^2*g*q^2-2024*a*c^2*g*q*r+49012*a*c^2*g*q*x+8371*a*c^2*g*r^2+ 56897*a*c^2*g*r*x-246066*a*c^2*g*x^2+13660*a*c^2*p^3+4398*a*c^2*p^2*q+40980*a*c ^2*p^2*r+24526*a*c^2*p^2*x-844*a*c^2*p*q^2+8796*a*c^2*p*q*r+64466*a*c^2*p*q*x+ 40980*a*c^2*p*r^2-25758*a*c^2*p*r*x-414214*a*c^2*p*x^2-32*a*c^2*q^3-844*a*c^2*q ^2*r+17012*a*c^2*q^2*x+4398*a*c^2*q*r^2+46668*a*c^2*q*r*x-256102*a*c^2*q*x^2+ 13660*a*c^2*r^3-50284*a*c^2*r^2*x-322486*a*c^2*r*x^2+287400*a*c^2*x^3-40*a*c*g^ 4-224*a*c*g^3*p-114*a*c*g^3*q-224*a*c*g^3*r+5477*a*c*g^3*x+1930*a*c*g^2*p^2-636 *a*c*g^2*p*q+3860*a*c*g^2*p*r+28345*a*c*g^2*p*x-80*a*c*g^2*q^2-636*a*c*g^2*q*r+ 13932*a*c*g^2*q*x+1930*a*c*g^2*r^2+21188*a*c*g^2*r*x-74575*a*c*g^2*x^2+8161*a*c *g*p^3+2081*a*c*g*p^2*q+24483*a*c*g*p^2*r+24741*a*c*g*p^2*x-515*a*c*g*p*q^2+ 4162*a*c*g*p*q*r+43842*a*c*g*p*q*x+24483*a*c*g*p*r^2+6643*a*c*g*p*r*x-267174*a* c*g*p*x^2-13*a*c*g*q^3-515*a*c*g*q^2*r+10085*a*c*g*q^2*x+2081*a*c*g*q*r^2+33352 *a*c*g*q*r*x-159124*a*c*g*q*x^2+8161*a*c*g*r^3-18098*a*c*g*r^2*x-222272*a*c*g*r *x^2+174364*a*c*g*x^3+6073*a*c*p^4+5207*a*c*p^3*q+24292*a*c*p^3*r-8951*a*c*p^3* x+220*a*c*p^2*q^2+15621*a*c*p^2*q*r+16364*a*c*p^2*q*x+36438*a*c*p^2*r^2-90100*a *c*p^2*r*x-211815*a*c*p^2*x^2-100*a*c*p*q^3+440*a*c*p*q^2*r+16375*a*c*p*q^2*x+ 15621*a*c*p*q*r^2+6033*a*c*p*q*r*x-279096*a*c*p*q*x^2+24292*a*c*p*r^3-153347*a* c*p*r^2*x-308498*a*c*p*r*x^2+302748*a*c*p*x^3-100*a*c*q^3*r+1848*a*c*q^3*x+220* a*c*q^2*r^2+13351*a*c*q^2*r*x-78853*a*c*q^2*x^2+5207*a*c*q*r^3-10331*a*c*q*r^2* x-206100*a*c*q*r*x^2+235388*a*c*q*x^3+6073*a*c*r^4-72198*a*c*r^3*x-101845*a*c*r ^2*x^2+278444*a*c*r*x^3-43760*a*c*x^4-a*g^5-12*a*g^4*p-4*a*g^4*q-12*a*g^4*r+348 *a*g^4*x+98*a*g^3*p^2-46*a*g^3*p*q+196*a*g^3*p*r+3053*a*g^3*p*x-4*a*g^3*q^2-46* a*g^3*q*r+1189*a*g^3*q*x+98*a*g^3*r^2+2420*a*g^3*r*x-7497*a*g^3*x^2+1105*a*g^2* p^3+152*a*g^2*p^2*q+3315*a*g^2*p^2*r+5866*a*g^2*p^2*x-59*a*g^2*p*q^2+304*a*g^2* p*q*r+7058*a*g^2*p*q*x+3315*a*g^2*p*r^2+6202*a*g^2*p*r*x-41600*a*g^2*p*x^2-a*g^ 2*q^3-59*a*g^2*q^2*r+1332*a*g^2*q^2*x+152*a*g^2*q*r^2+5541*a*g^2*q*r*x-23962*a* g^2*q*x^2+1105*a*g^2*r^3+336*a*g^2*r^2*x-37135*a*g^2*r*x^2+27024*a*g^2*x^3+1891 *a*g*p^4+1498*a*g*p^3*q+7564*a*g*p^3*r-681*a*g*p^3*x-13*a*g*p^2*q^2+4494*a*g*p^ 2*q*r+7404*a*g*p^2*q*x+11346*a*g*p^2*r^2-21307*a*g*p^2*r*x-71091*a*g*p^2*x^2-24 *a*g*p*q^3-26*a*g*p*q^2*r+5184*a*g*p*q^2*x+4494*a*g*p*q*r^2+8288*a*g*p*q*r*x-\ 89068*a*g*p*q*x^2+7564*a*g*p*r^3-40571*a*g*p*r^2*x-117284*a*g*p*r*x^2+91880*a*g *p*x^3-24*a*g*q^3*r+515*a*g*q^3*x-13*a*g*q^2*r^2+4144*a*g*q^2*r*x-24227*a*g*q^2 *x^2+1498*a*g*q*r^3+884*a*g*q*r^2*x-68472*a*g*q*r*x^2+71852*a*g*q*x^3+1891*a*g* r^4-19945*a*g*r^3*x-48787*a*g*r^2*x^2+87670*a*g*r*x^3-12264*a*g*x^4+885*a*p^5+ 1307*a*p^4*q+4425*a*p^4*r-3890*a*p^4*x+385*a*p^3*q^2+5228*a*p^3*q*r-1987*a*p^3* q*x+8850*a*p^3*r^2-30883*a*p^3*r*x-34338*a*p^3*x^2-38*a*p^2*q^3+1155*a*p^2*q^2* r+3110*a*p^2*q^2*x+7842*a*p^2*q*r^2-19611*a*p^2*q*r*x-73329*a*p^2*q*x^2+8850*a* p^2*r^3-69309*a*p^2*r^2*x-61951*a*p^2*r*x^2+78168*a*p^2*x^3-a*p*q^4-76*a*p*q^3* r+1251*a*p*q^3*x+1155*a*p*q^2*r^2+5098*a*p*q^2*r*x-46394*a*p*q^2*x^2+5228*a*p*q *r^3-33261*a*p*q*r^2*x-105547*a*p*q*r*x^2+125392*a*p*q*x^3+4425*a*p*r^4-61529*a *p*r^3*x-10918*a*p*r^2*x^2+150816*a*p*r*x^3-21376*a*p*x^4-a*q^4*r+44*a*q^4*x-38 *a*q^3*r^2+1056*a*q^3*r*x-7403*a*q^3*x^2+385*a*q^2*r^3+1988*a*q^2*r^2*x-32216*a *q^2*r*x^2+47224*a*q^2*x^3+1307*a*q*r^4-15637*a*q*r^3*x-40620*a*q*r^2*x^2+ 110228*a*q*r*x^3-21376*a*q*x^4+885*a*r^5-19213*a*r^4*x+16695*a*r^3*x^2+84666*a* r^2*x^3-22088*a*r*x^4-24*b^4*c^2-8*b^4*c*g-28*b^4*c*p-28*b^4*c*r+1272*b^4*c*x-8 *b^4*g*p-8*b^4*g*r+352*b^4*g*x-4*b^4*p^2-8*b^4*p*r+836*b^4*p*x-4*b^4*r^2+836*b^ 4*r*x-2268*b^4*x^2-312*b^3*c^3-192*b^3*c^2*g-332*b^3*c^2*p-48*b^3*c^2*q-332*b^3 *c^2*r+12224*b^3*c^2*x-20*b^3*c*g^2-190*b^3*c*g*p-16*b^3*c*g*q-190*b^3*c*g*r+ 6228*b^3*c*g*x+52*b^3*c*p^2-60*b^3*c*p*q+104*b^3*c*p*r+13624*b^3*c*p*x-60*b^3*c *q*r+2880*b^3*c*q*x+52*b^3*c*r^2+10510*b^3*c*r*x-32456*b^3*c*x^2-20*b^3*g^2*p-\ 20*b^3*g^2*r+848*b^3*g^2*x+2*b^3*g*p^2-16*b^3*g*p*q+4*b^3*g*p*r+3548*b^3*g*p*x-\ 16*b^3*g*q*r+872*b^3*g*q*x+2*b^3*g*r^2+2792*b^3*g*r*x-9708*b^3*g*x^2+72*b^3*p^3 -12*b^3*p^2*q+216*b^3*p^2*r+3780*b^3*p^2*x-24*b^3*p*q*r+1926*b^3*p*q*x+216*b^3* p*r^2+5166*b^3*p*r*x-19264*b^3*p*x^2-12*b^3*q*r^2+1926*b^3*q*r*x-9126*b^3*q*x^2 +72*b^3*r^3+1386*b^3*r^2*x-16752*b^3*r*x^2+11304*b^3*x^3-1112*b^2*c^4-1096*b^2* c^3*g-920*b^2*c^3*p-468*b^2*c^3*q-920*b^2*c^3*r+36688*b^2*c^3*x-306*b^2*c^2*g^2 -996*b^2*c^2*g*p-294*b^2*c^2*g*q-996*b^2*c^2*g*r+31348*b^2*c^2*g*x+1376*b^2*c^2 *p^2-602*b^2*c^2*p*q+2752*b^2*c^2*p*r+54652*b^2*c^2*p*x-30*b^2*c^2*q^2-602*b^2* c^2*q*r+20832*b^2*c^2*q*x+1376*b^2*c^2*r^2+35010*b^2*c^2*r*x-143508*b^2*c^2*x^2 -18*b^2*c*g^3-310*b^2*c*g^2*p-32*b^2*c*g^2*q-310*b^2*c*g^2*r+8390*b^2*c*g^2*x+ 507*b^2*c*g*p^2-339*b^2*c*g*p*q+1014*b^2*c*g*p*r+33358*b^2*c*g*p*x-10*b^2*c*g*q ^2-339*b^2*c*g*q*r+11392*b^2*c*g*q*x+507*b^2*c*g*r^2+23021*b^2*c*g*r*x-83714*b^ 2*c*g*x^2+1579*b^2*c*p^3-34*b^2*c*p^2*q+4737*b^2*c*p^2*r+25136*b^2*c*p^2*x-43*b ^2*c*p*q^2-68*b^2*c*p*q*r+24460*b^2*c*p*q*x+4737*b^2*c*p*r^2+23327*b^2*c*p*r*x-\ 160674*b^2*c*p*x^2-43*b^2*c*q^2*r+2206*b^2*c*q^2*x-34*b^2*c*q*r^2+19587*b^2*c*q *r*x-83864*b^2*c*q*x^2+1579*b^2*c*r^3-1809*b^2*c*r^2*x-132654*b^2*c*r*x^2+98944 *b^2*c*x^3-18*b^2*g^3*p-18*b^2*g^3*r+744*b^2*g^3*x-4*b^2*g^2*p^2-32*b^2*g^2*p*q -8*b^2*g^2*p*r+4761*b^2*g^2*p*x-32*b^2*g^2*q*r+1608*b^2*g^2*q*x-4*b^2*g^2*r^2+ 3417*b^2*g^2*r*x-12633*b^2*g^2*x^2+407*b^2*g*p^3-45*b^2*g*p^2*q+1221*b^2*g*p^2* r+8393*b^2*g*p^2*x-10*b^2*g*p*q^2-90*b^2*g*p*q*r+6553*b^2*g*p*q*x+1221*b^2*g*p* r^2+9905*b^2*g*p*r*x-47795*b^2*g*p*x^2-10*b^2*g*q^2*r+724*b^2*g*q^2*x-45*b^2*g* q*r^2+5107*b^2*g*q*r*x-24609*b^2*g*q*x^2+407*b^2*g*r^3+1512*b^2*g*r^2*x-41213*b ^2*g*r*x^2+30060*b^2*g*x^3+395*b^2*p^4+100*b^2*p^3*q+1580*b^2*p^3*r+3377*b^2*p^ 3*x-13*b^2*p^2*q^2+300*b^2*p^2*q*r+7261*b^2*p^2*q*x+2370*b^2*p^2*r^2+740*b^2*p^ 2*r*x-44391*b^2*p^2*x^2-26*b^2*p*q^2*r+1418*b^2*p*q^2*x+300*b^2*p*q*r^2+11029*b ^2*p*q*r*x-50153*b^2*p*q*x^2+1580*b^2*p*r^3-8651*b^2*p*r^2*x-73822*b^2*p*r*x^2+ 54268*b^2*p*x^3-13*b^2*q^2*r^2+1418*b^2*q^2*r*x-10500*b^2*q^2*x^2+100*b^2*q*r^3 +3768*b^2*q*r^2*x-36253*b^2*q*r*x^2+40452*b^2*q*x^3+395*b^2*r^4-6014*b^2*r^3*x-\ 29479*b^2*r^2*x^2+51402*b^2*r*x^3-7752*b^2*x^4-1512*b*c^5-2096*b*c^4*g-916*b*c^ 4*p-1048*b*c^4*q-916*b*c^4*r+45376*b*c^4*x-990*b*c^3*g^2-1568*b*c^3*g*p-1074*b* c^3*g*q-1568*b*c^3*g*r+55788*b*c^3*g*x+4588*b*c^3*p^2-1224*b*c^3*p*q+9176*b*c^3 *p*r+79520*b*c^3*p*x-184*b*c^3*q^2-1224*b*c^3*q*r+41216*b*c^3*q*x+4588*b*c^3*r^ 2+44250*b*c^3*r*x-235568*b*c^3*x^2-174*b*c^2*g^3-901*b*c^2*g^2*p-315*b*c^2*g^2* q-901*b*c^2*g^2*r+24124*b*c^2*g^2*x+3359*b*c^2*g*p^2-1266*b*c^2*g*p*q+6718*b*c^ 2*g*p*r+79674*b*c^2*g*p*x-117*b*c^2*g*q^2-1266*b*c^2*g*q*r+37344*b*c^2*g*q*x+ 3359*b*c^2*g*r^2+48367*b*c^2*g*r*x-217662*b*c^2*g*x^2+6586*b*c^2*p^3+1088*b*c^2 *p^2*q+19758*b*c^2*p^2*r+42814*b*c^2*p^2*x-334*b*c^2*p*q^2+2176*b*c^2*p*q*r+ 62786*b*c^2*p*q*x+19758*b*c^2*p*r^2+13112*b*c^2*p*r*x-381190*b*c^2*p*x^2-6*b*c^ 2*q^3-334*b*c^2*q^2*r+10524*b*c^2*q^2*x+1088*b*c^2*q*r^2+44178*b*c^2*q*r*x-\ 218998*b*c^2*q*x^2+6586*b*c^2*r^3-29702*b*c^2*r^2*x-292438*b*c^2*r*x^2+259256*b *c^2*x^3-7*b*c*g^4-187*b*c*g^3*p-20*b*c*g^3*q-187*b*c*g^3*r+4355*b*c*g^3*x+546* b*c*g^2*p^2-372*b*c*g^2*p*q+1092*b*c*g^2*p*r+25555*b*c*g^2*p*x-13*b*c*g^2*q^2-\ 372*b*c*g^2*q*r+10570*b*c*g^2*q*x+546*b*c*g^2*r^2+16906*b*c*g^2*r*x-64897*b*c*g ^2*x^2+3766*b*c*g*p^3+278*b*c*g*p^2*q+11298*b*c*g*p^2*r+32595*b*c*g*p^2*x-180*b *c*g*p*q^2+556*b*c*g*p*q*r+40068*b*c*g*p*q*x+11298*b*c*g*p*r^2+23198*b*c*g*p*r* x-241318*b*c*g*p*x^2-2*b*c*g*q^3-180*b*c*g*q^2*r+6117*b*c*g*q^2*x+278*b*c*g*q*r ^2+28997*b*c*g*q*r*x-133368*b*c*g*q*x^2+3766*b*c*g*r^3-9397*b*c*g*r^2*x-196340* b*c*g*r*x^2+156068*b*c*g*x^3+3065*b*c*p^4+1773*b*c*p^3*q+12260*b*c*p^3*r+5597*b *c*p^3*x-118*b*c*p^2*q^2+5319*b*c*p^2*q*r+28842*b*c*p^2*q*x+18390*b*c*p^2*r^2-\ 34612*b*c*p^2*r*x-200521*b*c*p^2*x^2-12*b*c*p*q^3-236*b*c*p*q^2*r+13087*b*c*p*q ^2*x+5319*b*c*p*q*r^2+32727*b*c*p*q*r*x-250836*b*c*p*q*x^2+12260*b*c*p*r^3-\ 86015*b*c*p*r^2*x-294000*b*c*p*r*x^2+276404*b*c*p*x^3-12*b*c*q^3*r+630*b*c*q^3* x-118*b*c*q^2*r^2+10925*b*c*q^2*r*x-61887*b*c*q^2*x^2+1773*b*c*q*r^3+3885*b*c*q *r^2*x-183242*b*c*q*r*x^2+209044*b*c*q*x^3+3065*b*c*r^4-45806*b*c*r^3*x-92593*b *c*r^2*x^2+255444*b*c*r*x^3-43760*b*c*x^4-7*b*g^4*p-7*b*g^4*r+284*b*g^4*x-13*b* g^3*p^2-20*b*g^3*p*q-26*b*g^3*p*r+2552*b*g^3*p*x-20*b*g^3*q*r+954*b*g^3*q*x-13* b*g^3*r^2+1775*b*g^3*r*x-6525*b*g^3*x^2+457*b*g^2*p^3-57*b*g^2*p^2*q+1371*b*g^2 *p^2*r+6147*b*g^2*p^2*x-13*b*g^2*p*q^2-114*b*g^2*p*q*r+5997*b*g^2*p*q*x+1371*b* g^2*p*r^2+6872*b*g^2*p*r*x-36880*b*g^2*p*x^2-13*b*g^2*q^2*r+902*b*g^2*q^2*x-57* b*g^2*q*r^2+4254*b*g^2*q*r*x-19928*b*g^2*q*x^2+457*b*g^2*r^3+725*b*g^2*r^2*x-\ 31759*b*g^2*r*x^2+24024*b*g^2*x^3+935*b*g*p^4+470*b*g*p^3*q+3740*b*g*p^3*r+3118 *b*g*p^3*x-63*b*g*p^2*q^2+1410*b*g*p^2*q*r+10015*b*g*p^2*q*x+5610*b*g*p^2*r^2-\ 6108*b*g*p^2*r*x-65333*b*g*p^2*x^2-2*b*g*p*q^3-126*b*g*p*q^2*r+3701*b*g*p*q^2*x +1410*b*g*p*q*r^2+13730*b*g*p*q*r*x-77590*b*g*p*q*x^2+3740*b*g*p*r^3-21570*b*g* p*r^2*x-106113*b*g*p*r*x^2+83452*b*g*p*x^3-2*b*g*q^3*r+220*b*g*q^3*x-63*b*g*q^2 *r^2+2883*b*g*q^2*r*x-18507*b*g*q^2*x^2+470*b*g*q*r^3+3715*b*g*q*r^2*x-57443*b* g*q*r*x^2+63424*b*g*q*x^3+935*b*g*r^4-12344*b*g*r^3*x-41458*b*g*r^2*x^2+79866*b *g*r*x^3-12264*b*g*x^4+471*b*p^5+509*b*p^4*q+2355*b*p^4*r-775*b*p^4*x+32*b*p^3* q^2+2036*b*p^3*q*r+3404*b*p^3*q*x+4710*b*p^3*r^2-14641*b*p^3*r*x-33821*b*p^3*x^ 2-6*b*p^2*q^3+96*b*p^2*q^2*r+4503*b*p^2*q^2*x+3054*b*p^2*q*r^2+175*b*p^2*q*r*x-\ 69350*b*p^2*q*x^2+4710*b*p^2*r^3-39273*b*p^2*r^2*x-66782*b*p^2*r*x^2+72152*b*p^ 2*x^3-12*b*p*q^3*r+324*b*p*q^3*x+96*b*p*q^2*r^2+7910*b*p*q^2*r*x-39987*b*p*q^2* x^2+2036*b*p*q*r^3-9862*b*p*q*r^2*x-103951*b*p*q*r*x^2+113360*b*p*q*x^3+2355*b* p*r^4-37723*b*p*r^3*x-24393*b*p*r^2*x^2+139348*b*p*r*x^3-21376*b*p*x^4-6*b*q^3* r^2+324*b*q^3*r*x-4458*b*q^3*x^2+32*b*q^2*r^3+3407*b*q^2*r^2*x-25789*b*q^2*r*x^ 2+41208*b*q^2*x^3+509*b*q*r^4-6633*b*q*r^3*x-40705*b*q*r^2*x^2+98760*b*q*r*x^3-\ 21376*b*q*x^4+471*b*r^5-12316*b*r^4*x+8568*b*r^3*x^2+76238*b*r^2*x^3-22088*b*r* x^4-688*c^6-1248*c^5*g-316*c^5*p-660*c^5*q-316*c^5*r+20152*c^5*x-848*c^4*g^2-\ 768*c^4*g*p-956*c^4*g*q-768*c^4*g*r+32620*c^4*g*x+3934*c^4*p^2-744*c^4*p*q+7868 *c^4*p*r+38624*c^4*p*x-186*c^4*q^2-744*c^4*q*r+24672*c^4*q*x+3934*c^4*r^2+20032 *c^4*r*x-130400*c^4*x^2-260*c^3*g^3-667*c^3*g^2*p-477*c^3*g^2*q-667*c^3*g^2*r+ 19982*c^3*g^2*x+4383*c^3*g*p^2-1114*c^3*g*p*q+8766*c^3*g*p*r+54524*c^3*g*p*x-\ 197*c^3*g*q^2-1114*c^3*g*q*r+32104*c^3*g*q*x+4383*c^3*g*r^2+30476*c^3*g*r*x-\ 168560*c^3*g*x^2+7052*c^3*p^3+2004*c^3*p^2*q+21156*c^3*p^2*r+18770*c^3*p^2*x-\ 390*c^3*p*q^2+4008*c^3*p*q*r+43000*c^3*p*q*x+21156*c^3*p*r^2-16928*c^3*p*r*x-\ 272568*c^3*p*x^2-14*c^3*q^3-390*c^3*q^2*r+9974*c^3*q^2*x+2004*c^3*q*r^2+28448*c ^3*q*r*x-167952*c^3*q*x^2+7052*c^3*r^3-35698*c^3*r^2*x-197084*c^3*r*x^2+200448* c^3*x^3-33*c^2*g^4-253*c^2*g^3*p-90*c^2*g^3*q-253*c^2*g^3*r+5753*c^2*g^3*x+1524 *c^2*g^2*p^2-579*c^2*g^2*p*q+3048*c^2*g^2*p*r+28070*c^2*g^2*p*x-60*c^2*g^2*q^2-\ 579*c^2*g^2*q*r+14742*c^2*g^2*q*x+1524*c^2*g^2*r^2+17068*c^2*g^2*r*x-78272*c^2* g^2*x^2+6468*c^2*g*p^3+1408*c^2*g*p^2*q+19404*c^2*g*p^2*r+24571*c^2*g*p^2*x-375 *c^2*g*p*q^2+2816*c^2*g*p*q*r+45414*c^2*g*p*q*x+19404*c^2*g*p*r^2-1880*c^2*g*p* r*x-271634*c^2*g*p*x^2-9*c^2*g*q^3-375*c^2*g*q^2*r+9571*c^2*g*q^2*x+1408*c^2*g* q*r^2+31010*c^2*g*q*r*x-162134*c^2*g*q*x^2+6468*c^2*g*r^3-26451*c^2*g*r^2*x-\ 206466*c^2*g*r*x^2+189632*c^2*g*x^3+4738*c^2*p^4+3672*c^2*p^3*q+18952*c^2*p^3*r -4902*c^2*p^3*x+88*c^2*p^2*q^2+11016*c^2*p^2*q*r+20854*c^2*p^2*q*x+28428*c^2*p^ 2*r^2-76346*c^2*p^2*r*x-207246*c^2*p^2*x^2-58*c^2*p*q^3+176*c^2*p*q^2*r+15878*c ^2*p*q^2*x+11016*c^2*p*q*r^2+10900*c^2*p*q*r*x-276432*c^2*p*q*x^2+18952*c^2*p*r ^3-137986*c^2*p*r^2*x-272714*c^2*p*r*x^2+315832*c^2*p*x^3-58*c^2*q^3*r+1426*c^2 *q^3*x+88*c^2*q^2*r^2+12558*c^2*q^2*r*x-76266*c^2*q^2*x^2+3672*c^2*q*r^3-9954*c ^2*q*r^2*x-194870*c^2*q*r*x^2+243624*c^2*q*x^3+4738*c^2*r^4-66542*c^2*r^3*x-\ 66224*c^2*r^2*x^2+278880*c^2*r*x^3-53824*c^2*x^4-c*g^5-38*c*g^4*p-4*c*g^4*q-38* c*g^4*r+779*c*g^4*x+148*c*g^3*p^2-112*c*g^3*p*q+296*c*g^3*p*r+6186*c*g^3*p*x-4* c*g^3*q^2-112*c*g^3*q*r+2797*c*g^3*q*x+148*c*g^3*r^2+4079*c*g^3*r*x-15648*c*g^3 *x^2+1793*c*g^2*p^3+170*c*g^2*p^2*q+5379*c*g^2*p^2*r+10618*c*g^2*p^2*x-99*c*g^2 *p*q^2+340*c*g^2*p*q*r+15353*c*g^2*p*q*x+5379*c*g^2*p*r^2+6534*c*g^2*p*r*x-\ 87057*c*g^2*p*x^2-c*g^2*q^3-99*c*g^2*q^2*r+2879*c*g^2*q^2*x+170*c*g^2*q*r^2+ 10697*c*g^2*q*r*x-50001*c*g^2*q*x^2+1793*c*g^2*r^3-4084*c*g^2*r^2*x-70390*c*g^2 *r*x^2+57760*c*g^2*x^3+3022*c*g*p^4+2163*c*g*p^3*q+12088*c*g*p^3*r-520*c*g*p^3* x-58*c*g*p^2*q^2+6489*c*g*p^2*q*r+16915*c*g*p^2*q*x+18132*c*g*p^2*r^2-40835*c*g *p^2*r*x-141172*c*g*p^2*x^2-29*c*g*p*q^3-116*c*g*p*q^2*r+10876*c*g*p*q^2*x+6489 *c*g*p*q*r^2+15619*c*g*p*q*r*x-182092*c*g*p*q*x^2+12088*c*g*p*r^3-80110*c*g*p*r ^2*x-203653*c*g*p*r*x^2+200436*c*g*p*x^3-29*c*g*q^3*r+869*c*g*q^3*x-58*c*g*q^2* r^2+8472*c*g*q^2*r*x-48616*c*g*q^2*x^2+2163*c*g*q*r^3-1296*c*g*q*r^2*x-133153*c *g*q*r*x^2+153708*c*g*q*x^3+3022*c*g*r^4-39795*c*g*r^3*x-64311*c*g*r^2*x^2+ 183984*c*g*r*x^3-31712*c*g*x^4+1400*c*p^5+1890*c*p^4*q+7000*c*p^4*r-5787*c*p^4* x+447*c*p^3*q^2+7560*c*p^3*q*r-9*c*p^3*q*x+14000*c*p^3*r^2-51484*c*p^3*r*x-\ 66901*c*p^3*x^2-44*c*p^2*q^3+1341*c*p^2*q^2*r+7695*c*p^2*q^2*x+11340*c*p^2*q*r^ 2-26516*c*p^2*q*r*x-145419*c*p^2*q*x^2+14000*c*p^2*r^3-119730*c*p^2*r^2*x-\ 107891*c*p^2*r*x^2+162028*c*p^2*x^3-c*p*q^4-88*c*p*q^3*r+1961*c*p*q^3*x+1341*c* p*q^2*r^2+11666*c*p*q^2*r*x-92019*c*p*q^2*x^2+7560*c*p*q*r^3-53005*c*p*q*r^2*x-\ 196156*c*p*q*r*x^2+259456*c*p*q*x^3+7000*c*p*r^4-108156*c*p*r^3*x+3019*c*p*r^2* x^2+292824*c*p*r*x^3-51472*c*p*x^4-c*q^4*r+44*c*q^4*x-44*c*q^3*r^2+1750*c*q^3*r *x-13501*c*q^3*x^2+447*c*q^2*r^3+3971*c*q^2*r^2*x-61529*c*q^2*r*x^2+97428*c*q^2 *x^3+1890*c*q*r^4-26498*c*q*r^3*x-63599*c*q*r^2*x^2+220776*c*q*r*x^3-51472*c*q* x^4+1400*c*r^5-34123*c*r^4*x+44009*c*r^3*x^2+143120*c*r^2*x^3-53616*c*r*x^4-g^5 *p-g^5*r+40*g^5*x-5*g^4*p^2-4*g^4*p*q-10*g^4*p*r+477*g^4*p*x-4*g^4*q*r+184*g^4* q*x-5*g^4*r^2+330*g^4*r*x-1176*g^4*x^2+141*g^3*p^3-22*g^3*p^2*q+423*g^3*p^2*r+ 1483*g^3*p^2*x-4*g^3*p*q^2-44*g^3*p*q*r+1629*g^3*p*q*x+423*g^3*p*r^2+1704*g^3*p *r*x-8971*g^3*p*x^2-4*g^3*q^2*r+270*g^3*q^2*x-22*g^3*q*r^2+1119*g^3*q*r*x-4993* g^3*q*x^2+141*g^3*r^3+221*g^3*r^2*x-7724*g^3*r*x^2+5952*g^3*x^3+450*g^2*p^4+272 *g^2*p^3*q+1800*g^2*p^3*r+609*g^2*p^3*x-39*g^2*p^2*q^2+816*g^2*p^2*q*r+3409*g^2 *p^2*q*x+2700*g^2*p^2*r^2-4078*g^2*p^2*r*x-23463*g^2*p^2*x^2-g^2*p*q^3-78*g^2*p *q^2*r+1762*g^2*p*q^2*x+816*g^2*p*q*r^2+4496*g^2*p*q*r*x-28830*g^2*p*q*x^2+1800 *g^2*p*r^3-9983*g^2*p*r^2*x-38041*g^2*p*r*x^2+30576*g^2*p*x^3-g^2*q^3*r+134*g^2 *q^3*x-39*g^2*q^2*r^2+1263*g^2*q^2*r*x-7461*g^2*q^2*x^2+272*g^2*q*r^3+1087*g^2* q*r^2*x-21733*g^2*q*r*x^2+23560*g^2*q*x^3+450*g^2*r^4-5296*g^2*r^3*x-15254*g^2* r^2*x^2+29248*g^2*r*x^3-4512*g^2*x^4+457*g*p^5+597*g*p^4*q+2285*g*p^4*r-1543*g* p^4*x+120*g*p^3*q^2+2388*g*p^3*q*r+694*g*p^3*q*x+4570*g*p^3*r^2-15394*g*p^3*r*x -23308*g*p^3*x^2-20*g*p^2*q^3+360*g*p^2*q^2*r+2837*g*p^2*q^2*x+3582*g*p^2*q*r^2 -6041*g*p^2*q*r*x-48970*g*p^2*q*x^2+4570*g*p^2*r^3-36924*g*p^2*r^2*x-43455*g*p^ 2*r*x^2+51844*g*p^2*x^3-40*g*p*q^3*r+616*g*p*q^3*x+360*g*p*q^2*r^2+4817*g*p*q^2 *r*x-29842*g*p*q^2*x^2+2388*g*p*q*r^3-14164*g*p*q*r^2*x-71455*g*p*q*r*x^2+82400 *g*p*q*x^3+2285*g*p*r^4-33838*g*p*r^3*x-11002*g*p*r^2*x^2+99122*g*p*r*x^3-15352 *g*p*x^4+16*g*q^4*x-20*g*q^3*r^2+492*g*q^3*r*x-4180*g*q^3*x^2+120*g*q^2*r^3+ 1980*g*q^2*r^2*x-20184*g*q^2*r*x^2+30556*g*q^2*x^3+597*g*q*r^4-7429*g*q*r^3*x-\ 27505*g*q*r^2*x^2+71934*g*q*r*x^3-15352*g*q*x^4+457*g*r^5-10765*g*r^4*x+9145*g* r^3*x^2+53824*g*r^2*x^3-16040*g*r*x^4+152*p^6+306*p^5*q+912*p^5*r-1106*p^5*x+ 155*p^4*q^2+1530*p^4*q*r-1290*p^4*q*x+2280*p^4*r^2-9942*p^4*r*x-7608*p^4*x^2+ 620*p^3*q^2*r+734*p^3*q^2*x+3060*p^3*q*r^2-11977*p^3*q*r*x-24048*p^3*q*x^2+3040 *p^3*r^3-28708*p^3*r^2*x-10593*p^3*r*x^2+27148*p^3*x^3-p^2*q^4+914*p^2*q^3*x+ 930*p^2*q^2*r^2-108*p^2*q^2*r*x-25848*p^2*q^2*x^2+3060*p^2*q*r^3-28191*p^2*q*r^ 2*x-41064*p^2*q*r*x^2+67124*p^2*q*x^3+2280*p^2*r^4-37532*p^2*r^3*x+22201*p^2*r^ 2*x^2+73626*p^2*r*x^3-12280*p^2*x^4-2*p*q^4*r-4*p*q^4*x+1923*p*q^3*r*x-9984*p*q ^3*x^2+620*p*q^2*r^3-2418*p*q^2*r^2*x-36471*p*q^2*r*x^2+52804*p*q^2*x^3+1530*p* q*r^4-25611*p*q*r^3*x-9412*p*q*r^2*x^2+117600*p*q*r*x^3-24560*p*q*x^4+912*p*r^5 -23178*p*r^4*x+45749*p*r^3*x^2+65670*p*r^2*x^3-25968*p*r*x^4-q^4*r^2-4*q^4*r*x-\ 576*q^4*x^2+1009*q^3*r^2*x-6000*q^3*r*x^2+12828*q^3*x^3+155*q^2*r^4-1576*q^2*r^ 3*x-15071*q^2*r^2*x^2+43974*q^2*r*x^3-12280*q^2*x^4+306*q*r^5-8107*q*r^4*x+7604 *q*r^3*x^2+57970*q*r^2*x^3-25968*q*r*x^4+152*r^6-5518*r^5*x+20563*r^4*x^2+16144 *r^3*x^3-17768*r^2*x^4-48*a^5-272*a^4*b-928*a^4*c-184*a^4*g-482*a^4*p-176*a^4*q -482*a^4*r+2304*a^4*x-408*a^3*b^2-2988*a^3*b*c-636*a^3*b*g-982*a^3*b*p-452*a^3* b*q-982*a^3*b*r+8424*a^3*b*x-4464*a^3*c^2-2242*a^3*c*g-3192*a^3*c*p-1640*a^3*c* q-3192*a^3*c*r+21984*a^3*c*x-228*a^3*g^2-949*a^3*g*p-372*a^3*g*q-949*a^3*g*r+ 6132*a^3*g*x+511*a^3*p^2-811*a^3*p*q+1022*a^3*p*r+10756*a^3*p*x-100*a^3*q^2-811 *a^3*q*r+4836*a^3*q*x+511*a^3*r^2+11674*a^3*r*x-17664*a^3*x^2-192*a^2*b^3-2544* a^2*b^2*c-556*a^2*b^2*g-754*a^2*b^2*p-292*a^2*b^2*q-754*a^2*b^2*r+9312*a^2*b^2* x-8960*a^2*b*c^2-4434*a^2*b*c*g-5480*a^2*b*c*p-2586*a^2*b*c*q-5480*a^2*b*c*r+ 53584*a^2*b*c*x-458*a^2*b*g^2-1470*a^2*b*g*p-588*a^2*b*g*q-1470*a^2*b*g*r+15204 *a^2*b*g*x+532*a^2*b*p^2-1144*a^2*b*p*q+1064*a^2*b*p*r+27048*a^2*b*p*x-118*a^2* b*q^2-1144*a^2*b*q*r+11816*a^2*b*q*x+532*a^2*b*r^2+25116*a^2*b*r*x-40360*a^2*b* x^2-8716*a^2*c^3-7158*a^2*c^2*g-8206*a^2*c^2*p-4462*a^2*c^2*q-8206*a^2*c^2*r+ 69696*a^2*c^2*x-1723*a^2*c*g^2-5000*a^2*c*g*p-2298*a^2*c*g*q-5000*a^2*c*g*r+ 40604*a^2*c*g*x+2783*a^2*c*p^2-4031*a^2*c*p*q+5566*a^2*c*p*r+66208*a^2*c*p*x-\ 516*a^2*c*q^2-4031*a^2*c*q*r+32844*a^2*c*q*x+2783*a^2*c*r^2+63868*a^2*c*r*x-\ 106220*a^2*c*x^2-114*a^2*g^3-672*a^2*g^2*p-250*a^2*g^2*q-672*a^2*g^2*r+5658*a^2 *g^2*x+482*a^2*g*p^2-1129*a^2*g*p*q+964*a^2*g*p*r+20704*a^2*g*p*x-120*a^2*g*q^2 -1129*a^2*g*q*r+9166*a^2*g*q*x+482*a^2*g*r^2+20314*a^2*g*r*x-32540*a^2*g*x^2+ 2546*a^2*p^3+29*a^2*p^2*q+7638*a^2*p^2*r+15534*a^2*p^2*x-397*a^2*p*q^2+58*a^2*p *q*r+15412*a^2*p*q*x+7638*a^2*p*r^2+26665*a^2*p*r*x-57300*a^2*p*x^2-10*a^2*q^3-\ 397*a^2*q^2*r+3444*a^2*q^2*x+29*a^2*q*r^2+15049*a^2*q*r*x-35582*a^2*q*x^2+2546* a^2*r^3+11131*a^2*r^2*x-53292*a^2*r*x^2+20400*a^2*x^3-8*a*b^4-492*a*b^3*c-104*a *b^3*g-262*a*b^3*p-16*a*b^3*q-262*a*b^3*r+3192*a*b^3*x-4084*a*b^2*c^2-1852*a*b^ 2*c*g-3166*a*b^2*c*p-742*a*b^2*c*q-3166*a*b^2*c*r+35856*a*b^2*c*x-178*a*b^2*g^2 -779*a*b^2*g*p-158*a*b^2*g*q-779*a*b^2*g*r+10160*a*b^2*g*x-145*a*b^2*p^2-437*a* b^2*p*q-290*a*b^2*p*r+20172*a*b^2*p*x-10*a*b^2*q^2-437*a*b^2*q*r+7044*a*b^2*q*x -145*a*b^2*r^2+17594*a*b^2*r*x-27256*a*b^2*x^2-10168*a*b*c^3-7862*a*b*c^2*g-\ 10012*a*b*c^2*p-3990*a*b*c^2*q-10012*a*b*c^2*r+108376*a*b*c^2*x-1717*a*b*c*g^2-\ 5920*a*b*c*g*p-1861*a*b*c*g*q-5920*a*b*c*g*r+61592*a*b*c*g*x+1202*a*b*c*p^2-\ 3906*a*b*c*p*q+2404*a*b*c*p*r+113500*a*b*c*p*x-296*a*b*c*q^2-3906*a*b*c*q*r+ 47348*a*b*c*q*x+1202*a*b*c*r^2+96938*a*b*c*r*x-165512*a*b*c*x^2-104*a*b*g^3-705 *a*b*g^2*p-183*a*b*g^2*q-705*a*b*g^2*r+8626*a*b*g^2*x-102*a*b*g*p^2-993*a*b*g*p *q-204*a*b*g*p*r+33900*a*b*g*p*x-63*a*b*g*q^2-993*a*b*g*q*r+13494*a*b*g*q*x-102 *a*b*g*r^2+29612*a*b*g*r*x-49508*a*b*g*x^2+2125*a*b*p^3-552*a*b*p^2*q+6375*a*b* p^2*r+29588*a*b*p^2*x-213*a*b*p*q^2-1104*a*b*p*q*r+24456*a*b*p*q*x+6375*a*b*p*r ^2+47843*a*b*p*r*x-94738*a*b*p*x^2-2*a*b*q^3-213*a*b*q^2*r+4344*a*b*q^2*x-552*a *b*q*r^2+20517*a*b*q*r*x-53290*a*b*q*x^2+2125*a*b*r^3+18255*a*b*r^2*x-85618*a*b *r*x^2+31008*a*b*x^3-7528*a*c^4-8548*a*c^3*g-9262*a*c^3*p-4740*a*c^3*q-9262*a*c ^3*r+92384*a*c^3*x-3226*a*c^2*g^2-8894*a*c^2*g*p-3803*a*c^2*g*q-8894*a*c^2*g*r+ 83016*a*c^2*g*x+4154*a*c^2*p^2-6396*a*c^2*p*q+8308*a*c^2*p*r+133348*a*c^2*p*x-\ 752*a*c^2*q^2-6396*a*c^2*q*r+65744*a*c^2*q*x+4154*a*c^2*r^2+115422*a*c^2*r*x-\ 219436*a*c^2*x^2-457*a*c*g^3-2571*a*c*g^2*p-861*a*c*g^2*q-2571*a*c*g^2*r+23580* a*c*g^2*x+1409*a*c*g*p^2-3836*a*c*g*p*q+2818*a*c*g*p*r+85262*a*c*g*p*x-356*a*c* g*q^2-3836*a*c*g*q*r+38932*a*c*g*q*x+1409*a*c*g*r^2+75318*a*c*g*r*x-131038*a*c* g*x^2+7973*a*c*p^3-338*a*c*p^2*q+23919*a*c*p^2*r+60718*a*c*p^2*x-1113*a*c*p*q^2 -676*a*c*p*q*r+65362*a*c*p*q*x+23919*a*c*p*r^2+91981*a*c*p*r*x-244982*a*c*p*x^2 -24*a*c*q^3-1113*a*c*q^2*r+13304*a*c*q^2*x-338*a*c*q*r^2+57143*a*c*q*r*x-143410 *a*c*q*x^2+7973*a*c*r^3+31263*a*c*r^2*x-214786*a*c*r*x^2+95824*a*c*x^3-20*a*g^4 -199*a*g^3*p-54*a*g^3*q-199*a*g^3*r+2172*a*g^3*x-46*a*g^2*p^2-473*a*g^2*p*q-92* a*g^2*p*r+12968*a*g^2*p*x-35*a*g^2*q^2-473*a*g^2*q*r+5464*a*g^2*q*x-46*a*g^2*r^ 2+11560*a*g^2*r*x-19762*a*g^2*x^2+2232*a*g*p^3-390*a*g*p^2*q+6696*a*g*p^2*r+ 21696*a*g*p^2*x-285*a*g*p*q^2-780*a*g*p*q*r+19988*a*g*p*q*x+6696*a*g*p*r^2+ 36123*a*g*p*r*x-73998*a*g*p*x^2-5*a*g*q^3-285*a*g*q^2*r+3938*a*g*q^2*x-390*a*g* q*r^2+17361*a*g*q*r*x-43542*a*g*q*x^2+2232*a*g*r^3+14427*a*g*r^2*x-66780*a*g*r* x^2+27264*a*g*x^3+2119*a*p^4+1202*a*p^3*q+8476*a*p^3*r+7508*a*p^3*x-297*a*p^2*q ^2+3606*a*p^2*q*r+16442*a*p^2*q*x+12714*a*p^2*r^2+7608*a*p^2*r*x-68760*a*p^2*x^ 2-30*a*p*q^3-594*a*p*q^2*r+6914*a*p*q^2*x+3606*a*p*q*r^2+29257*a*p*q*r*x-81982* a*p*q*x^2+8476*a*p*r^3-7308*a*p*r^2*x-127210*a*p*r*x^2+53120*a*p*x^3-30*a*q^3*r +684*a*q^3*x-297*a*q^2*r^2+5849*a*q^2*r*x-21646*a*q^2*x^2+1202*a*q*r^3+12815*a* q*r^2*x-64190*a*q*r*x^2+40784*a*q*x^3+2119*a*r^4-7408*a*r^3*x-63442*a*r^2*x^2+ 47432*a*r*x^3-2304*a*x^4-8*b^4*c-8*b^4*p-8*b^4*r-300*b^3*c^2-104*b^3*c*g-370*b^ 3*c*p-16*b^3*c*q-370*b^3*c*r+5712*b^3*c*x-104*b^3*g*p-104*b^3*g*r+1512*b^3*g*x-\ 70*b^3*p^2-16*b^3*p*q-140*b^3*p*r+3816*b^3*p*x-16*b^3*q*r-70*b^3*r^2+3816*b^3*r *x-4560*b^3*x^2-1948*b^2*c^3-1296*b^2*c^2*g-2632*b^2*c^2*p-450*b^2*c^2*q-2632*b ^2*c^2*r+36336*b^2*c^2*x-178*b^2*c*g^2-1519*b^2*c*g*p-158*b^2*c*g*q-1519*b^2*c* g*r+19624*b^2*c*g*x-483*b^2*c*p^2-595*b^2*c*p*q-966*b^2*c*p*r+42468*b^2*c*p*x-\ 10*b^2*c*q^2-595*b^2*c*q*r+9744*b^2*c*q*x-483*b^2*c*r^2+36178*b^2*c*r*x-59444*b ^2*c*x^2-178*b^2*g^2*p-178*b^2*g^2*r+2688*b^2*g^2*x-223*b^2*g*p^2-158*b^2*g*p*q -446*b^2*g*p*r+11968*b^2*g*p*x-158*b^2*g*q*r+2892*b^2*g*q*x-223*b^2*g*r^2+10448 *b^2*g*r*x-16988*b^2*g*x^2+201*b^2*p^3-145*b^2*p^2*q+603*b^2*p^2*r+12378*b^2*p^ 2*x-10*b^2*p*q^2-290*b^2*p*q*r+6468*b^2*p*q*x+603*b^2*p*r^2+20010*b^2*p*r*x-\ 36014*b^2*p*x^2-10*b^2*q^2*r-145*b^2*q*r^2+6468*b^2*q*r*x-16284*b^2*q*x^2+201*b ^2*r^3+7632*b^2*r^2*x-33246*b^2*r*x^2+10608*b^2*x^3-3924*b*c^4-4064*b*c^3*g-\ 5638*b*c^3*p-1856*b*c^3*q-5638*b*c^3*r+70320*b*c^3*x-1259*b*c^2*g^2-5352*b*c^2* g*p-1273*b*c^2*g*q-5352*b*c^2*g*r+61896*b*c^2*g*x+300*b*c^2*p^2-2936*b*c^2*p*q+ 600*b*c^2*p*r+112868*b*c^2*p*x-178*b*c^2*q^2-2936*b*c^2*q*r+41184*b*c^2*q*x+300 *b*c^2*r^2+90606*b*c^2*r*x-177220*b*c^2*x^2-104*b*c*g^3-1506*b*c*g^2*p-183*b*c* g^2*q-1506*b*c*g^2*r+17044*b*c*g^2*x-556*b*c*g*p^2-1678*b*c*g*p*q-1112*b*c*g*p* r+70206*b*c*g*p*x-63*b*c*g*q^2-1678*b*c*g*q*r+23976*b*c*g*q*x-556*b*c*g*r^2+ 57666*b*c*g*r*x-103594*b*c*g*x^2+2897*b*c*p^3-940*b*c*p^2*q+8691*b*c*p^2*r+ 58090*b*c*p^2*x-273*b*c*p*q^2-1880*b*c*p*q*r+48610*b*c*p*q*x+8691*b*c*p*r^2+ 85485*b*c*p*r*x-204934*b*c*p*x^2-2*b*c*q^3-273*b*c*q^2*r+5004*b*c*q^2*x-940*b*c *q*r^2+42287*b*c*q*r*x-104426*b*c*q*x^2+2897*b*c*r^3+27395*b*c*r^2*x-180286*b*c *r*x^2+79216*b*c*x^3-104*b*g^3*p-104*b*g^3*r+1554*b*g^3*x-247*b*g^2*p^2-183*b*g ^2*p*q-494*b*g^2*p*r+10304*b*g^2*p*x-183*b*g^2*q*r+3486*b*g^2*q*x-247*b*g^2*r^2 +8552*b*g^2*r*x-15262*b*g^2*x^2+732*b*g*p^3-405*b*g*p^2*q+2196*b*g*p^2*r+19356* b*g*p^2*x-63*b*g*p*q^2-810*b*g*p*q*r+14138*b*g*p*q*x+2196*b*g*p*r^2+30706*b*g*p *r*x-60942*b*g*p*x^2-63*b*g*q^2*r+1636*b*g*q^2*x-405*b*g*q*r^2+12086*b*g*q*r*x-\ 31314*b*g*q*x^2+732*b*g*r^3+11350*b*g*r^2*x-55074*b*g*r*x^2+21792*b*g*x^3+883*b *p^4+140*b*p^3*q+3532*b*p^3*r+9252*b*p^3*x-95*b*p^2*q^2+420*b*p^2*q*r+14966*b*p ^2*q*x+5298*b*p^2*r^2+16027*b*p^2*r*x-59038*b*p^2*x^2-2*b*p*q^3-190*b*p*q^2*r+ 3010*b*p*q^2*x+420*b*p*q*r^2+25997*b*p*q*r*x-63934*b*p*q*x^2+3532*b*p*r^3+4298* b*p*r^2*x-107870*b*p*r*x^2+44720*b*p*x^3-2*b*q^3*r-95*b*q^2*r^2+3010*b*q^2*r*x-\ 13320*b*q^2*x^2+140*b*q*r^3+11031*b*q*r^2*x-49126*b*q*r*x^2+32384*b*q*x^3+883*b *r^4-2477*b*r^3*x-50800*b*r^2*x^2+40920*b*r*x^3-2304*b*x^4-2396*c^5-3448*c^4*g-\ 3782*c^4*p-1742*c^4*q-3782*c^4*r+43280*c^4*x-1731*c^3*g^2-5065*c^3*g*p-1877*c^3 *g*q-5065*c^3*g*r+53928*c^3*g*x+1796*c^3*p^2-3208*c^3*p*q+3592*c^3*p*r+85256*c^ 3*p*x-336*c^3*q^2-3208*c^3*q*r+39056*c^3*q*x+1796*c^3*r^2+68348*c^3*r*x-146080* c^3*x^2-343*c^2*g^3-2363*c^2*g^2*p-611*c^2*g^2*q-2363*c^2*g^2*r+23628*c^2*g^2*x +722*c^2*g*p^2-3030*c^2*g*p*q+1444*c^2*g*p*r+84460*c^2*g*p*x-236*c^2*g*q^2-3030 *c^2*g*q*r+36540*c^2*g*q*x+722*c^2*g*r^2+68386*c^2*g*r*x-135600*c^2*g*x^2+5838* c^2*p^3-536*c^2*p^2*q+17514*c^2*p^2*r+58916*c^2*p^2*x-736*c^2*p*q^2-1072*c^2*p* q*r+62176*c^2*p*q*x+17514*c^2*p*r^2+81336*c^2*p*r*x-245812*c^2*p*x^2-14*c^2*q^3 -736*c^2*q^2*r+10340*c^2*q^2*x-536*c^2*q*r^2+52480*c^2*q*r*x-137500*c^2*q*x^2+ 5838*c^2*r^3+22420*c^2*r^2*x-207404*c^2*r*x^2+107648*c^2*x^3-20*c*g^4-428*c*g^3 *p-54*c*g^3*q-428*c*g^3*r+4330*c*g^3*x-234*c*g^2*p^2-834*c*g^2*p*q-468*c*g^2*p* r+26632*c*g^2*p*x-35*c*g^2*q^2-834*c*g^2*q*r+10758*c*g^2*q*x-234*c*g^2*r^2+ 21750*c*g^2*r*x-40080*c*g^2*x^2+3324*c*g*p^3-786*c*g*p^2*q+9972*c*g*p^2*r+41760 *c*g*p^2*x-401*c*g*p*q^2-1572*c*g*p*q*r+40488*c*g*p*q*x+9972*c*g*p*r^2+62197*c* g*p*r*x-155602*c*g*p*x^2-5*c*g*q^3-401*c*g*q^2*r+6424*c*g*q^2*x-786*c*g*q*r^2+ 33881*c*g*q*r*x-85510*c*g*q*x^2+3324*c*g*r^3+20437*c*g*r^2*x-134538*c*g*r*x^2+ 63424*c*g*x^3+3174*c*p^4+1468*c*p^3*q+12696*c*p^3*r+15474*c*p^3*x-400*c*p^2*q^2 +4404*c*p^2*q*r+32692*c*p^2*q*x+19044*c*p^2*r^2+16343*c*p^2*r*x-136222*c*p^2*x^ 2-34*c*p*q^3-800*c*p*q^2*r+12086*c*p*q^2*x+4404*c*p*q*r^2+53860*c*p*q*r*x-\ 161720*c*p*q*x^2+12696*c*p*r^3-13736*c*p*r^2*x-234144*c*p*r*x^2+118352*c*p*x^3-\ 34*c*q^3*r+708*c*q^3*x-400*c*q^2*r^2+10781*c*q^2*r*x-39322*c*q^2*x^2+1468*c*q*r ^3+21168*c*q*r^2*x-126072*c*q*r*x^2+87536*c*q*x^3+3174*c*r^4-14605*c*r^3*x-\ 103514*c*r^2*x^2+107232*c*r*x^3-10752*c*x^4-20*g^4*p-20*g^4*r+294*g^4*x-85*g^3* p^2-54*g^3*p*q-170*g^3*p*r+2640*g^3*p*x-54*g^3*q*r+1020*g^3*q*x-85*g^3*r^2+2144 *g^3*r*x-3968*g^3*x^2+398*g^2*p^3-223*g^2*p^2*q+1194*g^2*p^2*r+7300*g^2*p^2*x-\ 35*g^2*p*q^2-446*g^2*p*q*r+6204*g^2*p*q*x+1194*g^2*p*r^2+11856*g^2*p*r*x-23470* g^2*p*x^2-35*g^2*q^2*r+998*g^2*q^2*x-223*g^2*q*r^2+4992*g^2*q*r*x-12946*g^2*q*x ^2+398*g^2*r^3+4556*g^2*r^2*x-20796*g^2*r*x^2+9024*g^2*x^3+985*g*p^4+367*g*p^3* q+3940*g*p^3*r+5972*g*p^3*x-165*g*p^2*q^2+1101*g*p^2*q*r+11286*g*p^2*q*x+5910*g *p^2*r^2+8737*g*p^2*r*x-44198*g*p^2*x^2-5*g*p*q^3-330*g*p*q^2*r+3722*g*p*q^2*x+ 1101*g*p*q*r^2+19671*g*p*q*r*x-50848*g*p*q*x^2+3940*g*p*r^3-442*g*p*r^2*x-80288 *g*p*r*x^2+35168*g*p*x^3-5*g*q^3*r+248*g*q^3*x-165*g*q^2*r^2+3118*g*q^2*r*x-\ 12266*g*q^2*x^2+367*g*q*r^3+8385*g*q*r^2*x-39506*g*q*r*x^2+26240*g*q*x^3+985*g* r^4-3207*g*r^3*x-38514*g*r^2*x^2+32080*g*r*x^3-2304*g*x^4+518*p^5+538*p^4*q+ 2590*p^4*r+1002*p^4*x+2152*p^3*q*r+5030*p^3*q*x+5180*p^3*r^2-3571*p^3*r*x-24468 *p^3*x^2-20*p^2*q^3+4302*p^2*q^2*x+3228*p^2*q*r^2+9490*p^2*q*r*x-46812*p^2*q*x^ 2+5180*p^2*r^3-16725*p^2*r^2*x-61426*p^2*r*x^2+31760*p^2*x^3-40*p*q^3*r+274*p*q ^3*x+8375*p*q^2*r*x-25332*p*q^2*x^2+2152*p*q*r^3+3890*p*q*r^2*x-78230*p*q*r*x^2 +49120*p*q*x^3+2590*p*r^4-18729*p*r^3*x-47696*p*r^2*x^2+61752*p*r*x^3-5376*p*x^ 4-20*q^3*r^2+274*q^3*r*x-2988*q^3*x^2+4073*q^2*r^2*x-16948*q^2*r*x^2+17360*q^2* x^3+538*q*r^4-570*q*r^3*x-36146*q*r^2*x^2+42120*q*r*x^3-5376*q*x^4+518*r^5-6577 *r^4*x-10738*r^3*x^2+35536*r^2*x^3-5280*r*x^4-384*a^4-1164*a^3*b-3644*a^3*c-894 *a^3*g-1682*a^3*p-628*a^3*q-1682*a^3*r+6552*a^3*x-864*a^2*b^2-6548*a^2*b*c-1602 *a^2*b*g-2702*a^2*b*p-858*a^2*b*q-2702*a^2*b*r+13848*a^2*b*x-10284*a^2*c^2-5472 *a^2*c*g-8874*a^2*c*p-3218*a^2*c*q-8874*a^2*c*r+38808*a^2*c*x-645*a^2*g^2-2486* a^2*g*p-814*a^2*g*q-2486*a^2*g*r+11244*a^2*g*x-743*a^2*p^2-1799*a^2*p*q-1486*a^ 2*p*r+19460*a^2*p*x-166*a^2*q^2-1799*a^2*q*r+9144*a^2*q*x-743*a^2*r^2+20126*a^2 *r*x-18768*a^2*x^2-84*a*b^3-2260*a*b^2*c-496*a*b^2*g-1272*a*b^2*p-126*a*b^2*q-\ 1272*a*b^2*r+6752*a*b^2*x-10228*a*b*c^2-4978*a*b*c*g-9564*a*b*c*p-2198*a*b*c*q-\ 9564*a*b*c*r+50976*a*b*c*x-521*a*b*g^2-2551*a*b*g*p-487*a*b*g*q-2551*a*b*g*r+ 14264*a*b*g*x-1423*a*b*p^2-1385*a*b*p*q-2846*a*b*p*r+29148*a*b*p*x-50*a*b*q^2-\ 1385*a*b*q*r+10632*a*b*q*x-1423*a*b*r^2+27534*a*b*r*x-22128*a*b*x^2-11324*a*c^3 -9202*a*c^2*g-14886*a*c^2*p-4772*a*c^2*q-14886*a*c^2*r+74752*a*c^2*x-2176*a*c*g ^2-8829*a*c*g*p-2387*a*c*g*q-8829*a*c*g*r+42776*a*c*g*x-2919*a*c*p^2-5533*a*c*p *q-5838*a*c*p*r+79304*a*c*p*x-412*a*c*q^2-5533*a*c*q*r+34288*a*c*q*x-2919*a*c*r ^2+75486*a*c*r*x-75512*a*c*x^2-147*a*g^3-1129*a*g^2*p-254*a*g^2*q-1129*a*g^2*r+ 5996*a*g^2*x-1266*a*g*p^2-1499*a*g*p*q-2532*a*g*p*r+23556*a*g*p*x-91*a*g*q^2-\ 1499*a*g*q*r+9976*a*g*q*x-1266*a*g*r^2+22590*a*g*r*x-21208*a*g*x^2+1226*a*p^3-\ 1209*a*p^2*q+3678*a*p^2*r+22392*a*p^2*x-327*a*p*q^2-2418*a*p*q*r+17368*a*p*q*x+ 3678*a*p*r^2+42376*a*p*r*x-44160*a*p*x^2-4*a*q^3-327*a*q^2*r+3352*a*q^2*x-1209* a*q*r^2+15822*a*q*r*x-25584*a*q*x^2+1226*a*r^3+19984*a*r^2*x-38520*a*r*x^2+6144 *a*x^3-84*b^3*c-84*b^3*p-84*b^3*r-1396*b^2*c^2-496*b^2*c*g-1804*b^2*c*p-126*b^2 *c*q-1804*b^2*c*r+12320*b^2*c*x-496*b^2*g*p-496*b^2*g*r+3040*b^2*g*x-408*b^2*p^ 2-126*b^2*p*q-816*b^2*p*r+8328*b^2*p*x-126*b^2*q*r-408*b^2*r^2+8328*b^2*r*x-\ 4080*b^2*x^2-4844*b*c^3-3376*b*c^2*g-7486*b*c^2*p-1340*b*c^2*q-7486*b*c^2*r+ 48576*b*c^2*x-521*b*c*g^2-4325*b*c*g*p-487*b*c*g*q-4325*b*c*g*r+26640*b*c*g*x-\ 2527*b*c*p^2-1867*b*c*p*q-5054*b*c*p*r+58160*b*c*p*x-50*b*c*q^2-1867*b*c*q*r+ 14208*b*c*q*x-2527*b*c*r^2+52642*b*c*r*x-50600*b*c*x^2-521*b*g^2*p-521*b*g^2*r+ 3504*b*g^2*x-949*b*g*p^2-487*b*g*p*q-1898*b*g*p*r+16856*b*g*p*x-487*b*g*q*r+ 4104*b*g*q*x-949*b*g*r^2+15496*b*g*r*x-13000*b*g*x^2+115*b*p^3-527*b*p^2*q+345* b*p^2*r+17644*b*p^2*x-50*b*p*q^2-1054*b*p*q*r+9172*b*p*q*x+345*b*p*r^2+31450*b* p*r*x-31488*b*p*x^2-50*b*q^2*r-527*b*q*r^2+9172*b*q*r*x-13056*b*q*x^2+115*b*r^3 +13806*b*r^2*x-28752*b*r*x^2+3072*b*x^3-4300*c^4-4624*c^3*g-7846*c^3*p-2182*c^3 *q-7846*c^3*r+45856*c^3*x-1531*c^2*g^2-7283*c^2*g*p-1573*c^2*g*q-7283*c^2*g*r+ 40784*c^2*g*x-2704*c^2*p^2-3954*c^2*p*q-5408*c^2*p*r+75680*c^2*p*x-246*c^2*q^2-\ 3954*c^2*q*r+27904*c^2*q*x-2704*c^2*r^2+67964*c^2*r*x-77440*c^2*x^2-147*c*g^3-\ 2015*c*g^2*p-254*c*g^2*q-2015*c*g^2*r+11200*c*g^2*x-2333*c*g*p^2-2258*c*g*p*q-\ 4666*c*g*p*r+47328*c*g*p*x-91*c*g*q^2-2258*c*g*q*r+16712*c*g*q*x-2333*c*g*r^2+ 42546*c*g*r*x-44416*c*g*x^2+1513*c*p^3-1810*c*p^2*q+4539*c*p^2*r+42104*c*p^2*x-\ 407*c*p*q^2-3620*c*p*q*r+31992*c*p*q*x+4539*c*p*r^2+74058*c*p*r*x-92360*c*p*x^2 -4*c*q^3-407*c*q^2*r+3712*c*q^2*x-1810*c*q*r^2+29358*c*q*r*x-46136*c*q*x^2+1513 *c*r^3+31954*c*r^2*x-80312*c*r*x^2+21504*c*x^3-147*g^3*p-147*g^3*r+992*g^3*x-\ 484*g^2*p^2-254*g^2*p*q-968*g^2*p*r+6924*g^2*p*x-254*g^2*q*r+2424*g^2*q*x-484*g ^2*r^2+6172*g^2*r*x-6016*g^2*x^2+326*g*p^3-685*g*p^2*q+978*g*p^2*r+14056*g*p^2* x-91*g*p*q^2-1370*g*p*q*r+9648*g*p*q*x+978*g*p*r^2+25658*g*p*r*x-27112*g*p*x^2-\ 91*g*q^2*r+1208*g*q^2*x-685*g*q*r^2+8608*g*q*r*x-13720*g*q*x^2+326*g*r^3+11602* g*r^2*x-23704*g*r*x^2+4608*g*x^3+671*p^4-38*p^3*q+2684*p^3*r+7468*p^3*x-161*p^2 *q^2-114*p^2*q*r+10208*p^2*q*x+4026*p^2*r^2+17602*p^2*r*x-27504*p^2*x^2-4*p*q^3 -322*p*q^2*r+1972*p*q^2*x-114*p*q*r^2+19430*p*q*r*x-29088*p*q*x^2+2684*p*r^3+ 12800*p*r^2*x-51504*p*r*x^2+13056*p*x^3-4*q^3*r-161*q^2*r^2+1972*q^2*r*x-5904*q ^2*x^2-38*q*r^3+9222*q*r^2*x-22056*q*r*x^2+8448*q*x^3+671*r^4+2666*r^3*x-26016* r^2*x^2+10560*r*x^3-1092*a^3-1700*a^2*b-5784*a^2*c-1510*a^2*g-2894*a^2*p-816*a^ 2*q-2894*a^2*r+7344*a^2*x-336*a*b^2-4500*a*b*c-1016*a*b*g-2674*a*b*p-324*a*b*q-\ 2674*a*b*r+6624*a*b*x-8852*a*c^2-4510*a*c*g-9446*a*c*p-2092*a*c*q-9446*a*c*r+ 26112*a*c*x-496*a*g^2-2612*a*g*p-476*a*g*q-2612*a*g*r+6960*a*g*x-1956*a*p^2-\ 1414*a*p*q-3912*a*p*r+14464*a*p*x-60*a*q^2-1414*a*q*r+5856*a*q*x-1956*a*r^2+ 14632*a*r*x-5760*a*x^2-336*b^2*c-336*b^2*p-336*b^2*r-2800*b*c^2-1016*b*c*g-3774 *b*c*p-324*b*c*q-3774*b*c*r+12480*b*c*x-1016*b*g*p-1016*b*g*r+2720*b*g*x-974*b* p^2-324*b*p*q-1948*b*p*r+8464*b*p*x-324*b*q*r-974*b*r^2+8464*b*r*x-1152*b*x^2-\ 4160*c^3-3000*c^2*g-7112*c^2*p-1276*c^2*q-7112*c^2*r+23616*c^2*x-496*c*g^2-4102 *c*g*p-476*c*g*q-4102*c*g*r+12704*c*g*x-3106*c*p^2-1874*c*p*q-6212*c*p*r+28064* c*p*x-60*c*q^2-1874*c*q*r+7488*c*q*x-3106*c*r^2+26696*c*r*x-15360*c*x^2-496*g^2 *p-496*g^2*r+1504*g^2*x-1102*g*p^2-476*g*p*q-2204*g*p*r+8048*g*p*x-476*g*q*r+ 2080*g*q*x-1102*g*r^2+7664*g*r*x-3072*g*x^2-154*p^3-598*p^2*q-462*p^2*r+8848*p^ 2*x-60*p*q^2-1196*p*q*r+4528*p*q*x-462*p*r^2+17096*p*r*x-10368*p*x^2-60*q^2*r-\ 598*q*r^2+4528*q*r*x-3456*q*x^2-154*r^3+8248*r^2*x-8352*r*x^2-1224*a^2-592*a*b-\ 3256*a*c-752*a*g-2048*a*p-272*a*q-2048*a*r+2304*a*x-592*b*c-592*b*p-592*b*r-\ 2032*c^2-752*c*g-2856*c*p-272*c*q-2856*c*r+4608*c*x-752*g*p-752*g*r+768*g*x-824 *p^2-272*p*q-1648*p*r+3072*p*x-272*q*r-824*r^2+3072*r*x-384*a-384*c-384*p-384*r )*dx^2-(r-1)*(64*a^6*c^2*x^3+64*a^6*c*p*x^3+64*a^6*c*q*x^3+112*a^6*c*r*x^3+16*a ^6*p^2*x^3+32*a^6*p*q*x^3+56*a^6*p*r*x^3+16*a^6*q^2*x^3+56*a^6*q*r*x^3+64*a^6*r ^2*x^3+384*a^5*b*c^2*x^3+384*a^5*b*c*p*x^3+384*a^5*b*c*q*x^3+672*a^5*b*c*r*x^3+ 96*a^5*b*p^2*x^3+192*a^5*b*p*q*x^3+336*a^5*b*p*r*x^3+96*a^5*b*q^2*x^3+336*a^5*b *q*r*x^3+384*a^5*b*r^2*x^3+704*a^5*c^3*x^3+288*a^5*c^2*g*x^3+992*a^5*c^2*p*x^3+ 992*a^5*c^2*q*x^3+1568*a^5*c^2*r*x^3+288*a^5*c*g*p*x^3+288*a^5*c*g*q*x^3+504*a^ 5*c*g*r*x^3+464*a^5*c*p^2*x^3+928*a^5*c*p*q*x^3+1456*a^5*c*p*r*x^3+464*a^5*c*q^ 2*x^3+1456*a^5*c*q*r*x^3+1280*a^5*c*r^2*x^3+72*a^5*g*p^2*x^3+144*a^5*g*p*q*x^3+ 252*a^5*g*p*r*x^3+72*a^5*g*q^2*x^3+252*a^5*g*q*r*x^3+288*a^5*g*r^2*x^3+72*a^5*p ^3*x^3+216*a^5*p^2*q*x^3+336*a^5*p^2*r*x^3+216*a^5*p*q^2*x^3+672*a^5*p*q*r*x^3+ 576*a^5*p*r^2*x^3+72*a^5*q^3*x^3+336*a^5*q^2*r*x^3+576*a^5*q*r^2*x^3+324*a^5*r^ 3*x^3+960*a^4*b^2*c^2*x^3+960*a^4*b^2*c*p*x^3+960*a^4*b^2*c*q*x^3+1680*a^4*b^2* c*r*x^3+240*a^4*b^2*p^2*x^3+480*a^4*b^2*p*q*x^3+840*a^4*b^2*p*r*x^3+240*a^4*b^2 *q^2*x^3+840*a^4*b^2*q*r*x^3+960*a^4*b^2*r^2*x^3+3520*a^4*b*c^3*x^3+1440*a^4*b* c^2*g*x^3+4960*a^4*b*c^2*p*x^3+4960*a^4*b*c^2*q*x^3+7840*a^4*b*c^2*r*x^3+1440*a ^4*b*c*g*p*x^3+1440*a^4*b*c*g*q*x^3+2520*a^4*b*c*g*r*x^3+2320*a^4*b*c*p^2*x^3+ 4640*a^4*b*c*p*q*x^3+7280*a^4*b*c*p*r*x^3+2320*a^4*b*c*q^2*x^3+7280*a^4*b*c*q*r *x^3+6400*a^4*b*c*r^2*x^3+360*a^4*b*g*p^2*x^3+720*a^4*b*g*p*q*x^3+1260*a^4*b*g* p*r*x^3+360*a^4*b*g*q^2*x^3+1260*a^4*b*g*q*r*x^3+1440*a^4*b*g*r^2*x^3+360*a^4*b *p^3*x^3+1080*a^4*b*p^2*q*x^3+1680*a^4*b*p^2*r*x^3+1080*a^4*b*p*q^2*x^3+3360*a^ 4*b*p*q*r*x^3+2880*a^4*b*p*r^2*x^3+360*a^4*b*q^3*x^3+1680*a^4*b*q^2*r*x^3+2880* a^4*b*q*r^2*x^3+1620*a^4*b*r^3*x^3+3072*a^4*c^4*x^3+2592*a^4*c^3*g*x^3+5632*a^4 *c^3*p*x^3+5632*a^4*c^3*q*x^3+8512*a^4*c^3*r*x^3+528*a^4*c^2*g^2*x^3+3648*a^4*c ^2*g*p*x^3+3648*a^4*c^2*g*q*x^3+5768*a^4*c^2*g*r*x^3+3856*a^4*c^2*p^2*x^3+7712* a^4*c^2*p*q*x^3+11536*a^4*c^2*p*r*x^3+3856*a^4*c^2*q^2*x^3+11536*a^4*c^2*q*r*x^ 3+9152*a^4*c^2*r^2*x^3+528*a^4*c*g^2*p*x^3+528*a^4*c*g^2*q*x^3+924*a^4*c*g^2*r* x^3+1704*a^4*c*g*p^2*x^3+3408*a^4*c*g*p*q*x^3+5348*a^4*c*g*p*r*x^3+1704*a^4*c*g *q^2*x^3+5348*a^4*c*g*q*r*x^3+4704*a^4*c*g*r^2*x^3+1168*a^4*c*p^3*x^3+3504*a^4* c*p^2*q*x^3+5180*a^4*c*p^2*r*x^3+3504*a^4*c*p*q^2*x^3+10360*a^4*c*p*q*r*x^3+ 8064*a^4*c*p*r^2*x^3+1168*a^4*c*q^3*x^3+5180*a^4*c*q^2*r*x^3+8064*a^4*c*q*r^2*x ^3+4164*a^4*c*r^3*x^3+132*a^4*g^2*p^2*x^3+264*a^4*g^2*p*q*x^3+462*a^4*g^2*p*r*x ^3+132*a^4*g^2*q^2*x^3+462*a^4*g^2*q*r*x^3+528*a^4*g^2*r^2*x^3+264*a^4*g*p^3*x^ 3+792*a^4*g*p^2*q*x^3+1232*a^4*g*p^2*r*x^3+792*a^4*g*p*q^2*x^3+2464*a^4*g*p*q*r *x^3+2112*a^4*g*p*r^2*x^3+264*a^4*g*q^3*x^3+1232*a^4*g*q^2*r*x^3+2112*a^4*g*q*r ^2*x^3+1188*a^4*g*r^3*x^3+132*a^4*p^4*x^3+528*a^4*p^3*q*x^3+770*a^4*p^3*r*x^3+ 792*a^4*p^2*q^2*x^3+2310*a^4*p^2*q*r*x^3+1760*a^4*p^2*r^2*x^3+528*a^4*p*q^3*x^3 +2310*a^4*p*q^2*r*x^3+3520*a^4*p*q*r^2*x^3+1782*a^4*p*r^3*x^3+132*a^4*q^4*x^3+ 770*a^4*q^3*r*x^3+1760*a^4*q^2*r^2*x^3+1782*a^4*q*r^3*x^3+660*a^4*r^4*x^3+1280* a^3*b^3*c^2*x^3+1280*a^3*b^3*c*p*x^3+1280*a^3*b^3*c*q*x^3+2240*a^3*b^3*c*r*x^3+ 320*a^3*b^3*p^2*x^3+640*a^3*b^3*p*q*x^3+1120*a^3*b^3*p*r*x^3+320*a^3*b^3*q^2*x^ 3+1120*a^3*b^3*q*r*x^3+1280*a^3*b^3*r^2*x^3+7040*a^3*b^2*c^3*x^3+2880*a^3*b^2*c ^2*g*x^3+9920*a^3*b^2*c^2*p*x^3+9920*a^3*b^2*c^2*q*x^3+15680*a^3*b^2*c^2*r*x^3+ 2880*a^3*b^2*c*g*p*x^3+2880*a^3*b^2*c*g*q*x^3+5040*a^3*b^2*c*g*r*x^3+4640*a^3*b ^2*c*p^2*x^3+9280*a^3*b^2*c*p*q*x^3+14560*a^3*b^2*c*p*r*x^3+4640*a^3*b^2*c*q^2* x^3+14560*a^3*b^2*c*q*r*x^3+12800*a^3*b^2*c*r^2*x^3+720*a^3*b^2*g*p^2*x^3+1440* a^3*b^2*g*p*q*x^3+2520*a^3*b^2*g*p*r*x^3+720*a^3*b^2*g*q^2*x^3+2520*a^3*b^2*g*q *r*x^3+2880*a^3*b^2*g*r^2*x^3+720*a^3*b^2*p^3*x^3+2160*a^3*b^2*p^2*q*x^3+3360*a ^3*b^2*p^2*r*x^3+2160*a^3*b^2*p*q^2*x^3+6720*a^3*b^2*p*q*r*x^3+5760*a^3*b^2*p*r ^2*x^3+720*a^3*b^2*q^3*x^3+3360*a^3*b^2*q^2*r*x^3+5760*a^3*b^2*q*r^2*x^3+3240*a ^3*b^2*r^3*x^3+12288*a^3*b*c^4*x^3+10368*a^3*b*c^3*g*x^3+22528*a^3*b*c^3*p*x^3+ 22528*a^3*b*c^3*q*x^3+34048*a^3*b*c^3*r*x^3+2112*a^3*b*c^2*g^2*x^3+14592*a^3*b* c^2*g*p*x^3+14592*a^3*b*c^2*g*q*x^3+23072*a^3*b*c^2*g*r*x^3+15424*a^3*b*c^2*p^2 *x^3+30848*a^3*b*c^2*p*q*x^3+46144*a^3*b*c^2*p*r*x^3+15424*a^3*b*c^2*q^2*x^3+ 46144*a^3*b*c^2*q*r*x^3+36608*a^3*b*c^2*r^2*x^3+2112*a^3*b*c*g^2*p*x^3+2112*a^3 *b*c*g^2*q*x^3+3696*a^3*b*c*g^2*r*x^3+6816*a^3*b*c*g*p^2*x^3+13632*a^3*b*c*g*p* q*x^3+21392*a^3*b*c*g*p*r*x^3+6816*a^3*b*c*g*q^2*x^3+21392*a^3*b*c*g*q*r*x^3+ 18816*a^3*b*c*g*r^2*x^3+4672*a^3*b*c*p^3*x^3+14016*a^3*b*c*p^2*q*x^3+20720*a^3* b*c*p^2*r*x^3+14016*a^3*b*c*p*q^2*x^3+41440*a^3*b*c*p*q*r*x^3+32256*a^3*b*c*p*r ^2*x^3+4672*a^3*b*c*q^3*x^3+20720*a^3*b*c*q^2*r*x^3+32256*a^3*b*c*q*r^2*x^3+ 16656*a^3*b*c*r^3*x^3+528*a^3*b*g^2*p^2*x^3+1056*a^3*b*g^2*p*q*x^3+1848*a^3*b*g ^2*p*r*x^3+528*a^3*b*g^2*q^2*x^3+1848*a^3*b*g^2*q*r*x^3+2112*a^3*b*g^2*r^2*x^3+ 1056*a^3*b*g*p^3*x^3+3168*a^3*b*g*p^2*q*x^3+4928*a^3*b*g*p^2*r*x^3+3168*a^3*b*g *p*q^2*x^3+9856*a^3*b*g*p*q*r*x^3+8448*a^3*b*g*p*r^2*x^3+1056*a^3*b*g*q^3*x^3+ 4928*a^3*b*g*q^2*r*x^3+8448*a^3*b*g*q*r^2*x^3+4752*a^3*b*g*r^3*x^3+528*a^3*b*p^ 4*x^3+2112*a^3*b*p^3*q*x^3+3080*a^3*b*p^3*r*x^3+3168*a^3*b*p^2*q^2*x^3+9240*a^3 *b*p^2*q*r*x^3+7040*a^3*b*p^2*r^2*x^3+2112*a^3*b*p*q^3*x^3+9240*a^3*b*p*q^2*r*x ^3+14080*a^3*b*p*q*r^2*x^3+7128*a^3*b*p*r^3*x^3+528*a^3*b*q^4*x^3+3080*a^3*b*q^ 3*r*x^3+7040*a^3*b*q^2*r^2*x^3+7128*a^3*b*q*r^3*x^3+2640*a^3*b*r^4*x^3+6848*a^3 *c^5*x^3+8864*a^3*c^4*g*x^3+15520*a^3*c^4*p*x^3+15520*a^3*c^4*q*x^3+22960*a^3*c ^4*r*x^3+3728*a^3*c^3*g^2*x^3+16224*a^3*c^3*g*p*x^3+16224*a^3*c^3*g*q*x^3+24528 *a^3*c^3*g*r*x^3+14016*a^3*c^3*p^2*x^3+28032*a^3*c^3*p*q*x^3+40992*a^3*c^3*p*r* x^3+14016*a^3*c^3*q^2*x^3+40992*a^3*c^3*q*r*x^3+31104*a^3*c^3*r^2*x^3+504*a^3*c ^2*g^3*x^3+5240*a^3*c^2*g^2*p*x^3+5240*a^3*c^2*g^2*q*x^3+8288*a^3*c^2*g^2*r*x^3 +11088*a^3*c^2*g*p^2*x^3+22176*a^3*c^2*g*p*q*x^3+33180*a^3*c^2*g*p*r*x^3+11088* a^3*c^2*g*q^2*x^3+33180*a^3*c^2*g*q*r*x^3+26336*a^3*c^2*g*r^2*x^3+6304*a^3*c^2* p^3*x^3+18912*a^3*c^2*p^2*q*x^3+27300*a^3*c^2*p^2*r*x^3+18912*a^3*c^2*p*q^2*x^3 +54600*a^3*c^2*p*q*r*x^3+40704*a^3*c^2*p*r^2*x^3+6304*a^3*c^2*q^3*x^3+27300*a^3 *c^2*q^2*r*x^3+40704*a^3*c^2*q*r^2*x^3+20148*a^3*c^2*r^3*x^3+504*a^3*c*g^3*p*x^ 3+504*a^3*c*g^3*q*x^3+882*a^3*c*g^3*r*x^3+2444*a^3*c*g^2*p^2*x^3+4888*a^3*c*g^2 *p*q*x^3+7672*a^3*c*g^2*p*r*x^3+2444*a^3*c*g^2*q^2*x^3+7672*a^3*c*g^2*q*r*x^3+ 6752*a^3*c*g^2*r^2*x^3+3352*a^3*c*g*p^3*x^3+10056*a^3*c*g*p^2*q*x^3+14868*a^3*c *g*p^2*r*x^3+10056*a^3*c*g*p*q^2*x^3+29736*a^3*c*g*p*q*r*x^3+23152*a^3*c*g*p*r^ 2*x^3+3352*a^3*c*g*q^3*x^3+14868*a^3*c*g*q^2*r*x^3+23152*a^3*c*g*q*r^2*x^3+ 11958*a^3*c*g*r^3*x^3+1412*a^3*c*p^4*x^3+5648*a^3*c*p^3*q*x^3+8036*a^3*c*p^3*r* x^3+8472*a^3*c*p^2*q^2*x^3+24108*a^3*c*p^2*q*r*x^3+17616*a^3*c*p^2*r^2*x^3+5648 *a^3*c*p*q^3*x^3+24108*a^3*c*p*q^2*r*x^3+35232*a^3*c*p*q*r^2*x^3+17112*a^3*c*p* r^3*x^3+1412*a^3*c*q^4*x^3+8036*a^3*c*q^3*r*x^3+17616*a^3*c*q^2*r^2*x^3+17112*a ^3*c*q*r^3*x^3+6120*a^3*c*r^4*x^3+126*a^3*g^3*p^2*x^3+252*a^3*g^3*p*q*x^3+441*a ^3*g^3*p*r*x^3+126*a^3*g^3*q^2*x^3+441*a^3*g^3*q*r*x^3+504*a^3*g^3*r^2*x^3+378* a^3*g^2*p^3*x^3+1134*a^3*g^2*p^2*q*x^3+1764*a^3*g^2*p^2*r*x^3+1134*a^3*g^2*p*q^ 2*x^3+3528*a^3*g^2*p*q*r*x^3+3024*a^3*g^2*p*r^2*x^3+378*a^3*g^2*q^3*x^3+1764*a^ 3*g^2*q^2*r*x^3+3024*a^3*g^2*q*r^2*x^3+1701*a^3*g^2*r^3*x^3+378*a^3*g*p^4*x^3+ 1512*a^3*g*p^3*q*x^3+2205*a^3*g*p^3*r*x^3+2268*a^3*g*p^2*q^2*x^3+6615*a^3*g*p^2 *q*r*x^3+5040*a^3*g*p^2*r^2*x^3+1512*a^3*g*p*q^3*x^3+6615*a^3*g*p*q^2*r*x^3+ 10080*a^3*g*p*q*r^2*x^3+5103*a^3*g*p*r^3*x^3+378*a^3*g*q^4*x^3+2205*a^3*g*q^3*r *x^3+5040*a^3*g*q^2*r^2*x^3+5103*a^3*g*q*r^3*x^3+1890*a^3*g*r^4*x^3+126*a^3*p^5 *x^3+630*a^3*p^4*q*x^3+882*a^3*p^4*r*x^3+1260*a^3*p^3*q^2*x^3+3528*a^3*p^3*q*r* x^3+2520*a^3*p^3*r^2*x^3+1260*a^3*p^2*q^3*x^3+5292*a^3*p^2*q^2*r*x^3+7560*a^3*p ^2*q*r^2*x^3+3591*a^3*p^2*r^3*x^3+630*a^3*p*q^4*x^3+3528*a^3*p*q^3*r*x^3+7560*a ^3*p*q^2*r^2*x^3+7182*a^3*p*q*r^3*x^3+2520*a^3*p*r^4*x^3+126*a^3*q^5*x^3+882*a^ 3*q^4*r*x^3+2520*a^3*q^3*r^2*x^3+3591*a^3*q^2*r^3*x^3+2520*a^3*q*r^4*x^3+693*a^ 3*r^5*x^3+960*a^2*b^4*c^2*x^3+960*a^2*b^4*c*p*x^3+960*a^2*b^4*c*q*x^3+1680*a^2* b^4*c*r*x^3+240*a^2*b^4*p^2*x^3+480*a^2*b^4*p*q*x^3+840*a^2*b^4*p*r*x^3+240*a^2 *b^4*q^2*x^3+840*a^2*b^4*q*r*x^3+960*a^2*b^4*r^2*x^3+7040*a^2*b^3*c^3*x^3+2880* a^2*b^3*c^2*g*x^3+9920*a^2*b^3*c^2*p*x^3+9920*a^2*b^3*c^2*q*x^3+15680*a^2*b^3*c ^2*r*x^3+2880*a^2*b^3*c*g*p*x^3+2880*a^2*b^3*c*g*q*x^3+5040*a^2*b^3*c*g*r*x^3+ 4640*a^2*b^3*c*p^2*x^3+9280*a^2*b^3*c*p*q*x^3+14560*a^2*b^3*c*p*r*x^3+4640*a^2* b^3*c*q^2*x^3+14560*a^2*b^3*c*q*r*x^3+12800*a^2*b^3*c*r^2*x^3+720*a^2*b^3*g*p^2 *x^3+1440*a^2*b^3*g*p*q*x^3+2520*a^2*b^3*g*p*r*x^3+720*a^2*b^3*g*q^2*x^3+2520*a ^2*b^3*g*q*r*x^3+2880*a^2*b^3*g*r^2*x^3+720*a^2*b^3*p^3*x^3+2160*a^2*b^3*p^2*q* x^3+3360*a^2*b^3*p^2*r*x^3+2160*a^2*b^3*p*q^2*x^3+6720*a^2*b^3*p*q*r*x^3+5760*a ^2*b^3*p*r^2*x^3+720*a^2*b^3*q^3*x^3+3360*a^2*b^3*q^2*r*x^3+5760*a^2*b^3*q*r^2* x^3+3240*a^2*b^3*r^3*x^3+18432*a^2*b^2*c^4*x^3+15552*a^2*b^2*c^3*g*x^3+33792*a^ 2*b^2*c^3*p*x^3+33792*a^2*b^2*c^3*q*x^3+51072*a^2*b^2*c^3*r*x^3+3168*a^2*b^2*c^ 2*g^2*x^3+21888*a^2*b^2*c^2*g*p*x^3+21888*a^2*b^2*c^2*g*q*x^3+34608*a^2*b^2*c^2 *g*r*x^3+23136*a^2*b^2*c^2*p^2*x^3+46272*a^2*b^2*c^2*p*q*x^3+69216*a^2*b^2*c^2* p*r*x^3+23136*a^2*b^2*c^2*q^2*x^3+69216*a^2*b^2*c^2*q*r*x^3+54912*a^2*b^2*c^2*r ^2*x^3+3168*a^2*b^2*c*g^2*p*x^3+3168*a^2*b^2*c*g^2*q*x^3+5544*a^2*b^2*c*g^2*r*x ^3+10224*a^2*b^2*c*g*p^2*x^3+20448*a^2*b^2*c*g*p*q*x^3+32088*a^2*b^2*c*g*p*r*x^ 3+10224*a^2*b^2*c*g*q^2*x^3+32088*a^2*b^2*c*g*q*r*x^3+28224*a^2*b^2*c*g*r^2*x^3 +7008*a^2*b^2*c*p^3*x^3+21024*a^2*b^2*c*p^2*q*x^3+31080*a^2*b^2*c*p^2*r*x^3+ 21024*a^2*b^2*c*p*q^2*x^3+62160*a^2*b^2*c*p*q*r*x^3+48384*a^2*b^2*c*p*r^2*x^3+ 7008*a^2*b^2*c*q^3*x^3+31080*a^2*b^2*c*q^2*r*x^3+48384*a^2*b^2*c*q*r^2*x^3+ 24984*a^2*b^2*c*r^3*x^3+792*a^2*b^2*g^2*p^2*x^3+1584*a^2*b^2*g^2*p*q*x^3+2772*a ^2*b^2*g^2*p*r*x^3+792*a^2*b^2*g^2*q^2*x^3+2772*a^2*b^2*g^2*q*r*x^3+3168*a^2*b^ 2*g^2*r^2*x^3+1584*a^2*b^2*g*p^3*x^3+4752*a^2*b^2*g*p^2*q*x^3+7392*a^2*b^2*g*p^ 2*r*x^3+4752*a^2*b^2*g*p*q^2*x^3+14784*a^2*b^2*g*p*q*r*x^3+12672*a^2*b^2*g*p*r^ 2*x^3+1584*a^2*b^2*g*q^3*x^3+7392*a^2*b^2*g*q^2*r*x^3+12672*a^2*b^2*g*q*r^2*x^3 +7128*a^2*b^2*g*r^3*x^3+792*a^2*b^2*p^4*x^3+3168*a^2*b^2*p^3*q*x^3+4620*a^2*b^2 *p^3*r*x^3+4752*a^2*b^2*p^2*q^2*x^3+13860*a^2*b^2*p^2*q*r*x^3+10560*a^2*b^2*p^2 *r^2*x^3+3168*a^2*b^2*p*q^3*x^3+13860*a^2*b^2*p*q^2*r*x^3+21120*a^2*b^2*p*q*r^2 *x^3+10692*a^2*b^2*p*r^3*x^3+792*a^2*b^2*q^4*x^3+4620*a^2*b^2*q^3*r*x^3+10560*a ^2*b^2*q^2*r^2*x^3+10692*a^2*b^2*q*r^3*x^3+3960*a^2*b^2*r^4*x^3+20544*a^2*b*c^5 *x^3+26592*a^2*b*c^4*g*x^3+46560*a^2*b*c^4*p*x^3+46560*a^2*b*c^4*q*x^3+68880*a^ 2*b*c^4*r*x^3+11184*a^2*b*c^3*g^2*x^3+48672*a^2*b*c^3*g*p*x^3+48672*a^2*b*c^3*g *q*x^3+73584*a^2*b*c^3*g*r*x^3+42048*a^2*b*c^3*p^2*x^3+84096*a^2*b*c^3*p*q*x^3+ 122976*a^2*b*c^3*p*r*x^3+42048*a^2*b*c^3*q^2*x^3+122976*a^2*b*c^3*q*r*x^3+93312 *a^2*b*c^3*r^2*x^3+1512*a^2*b*c^2*g^3*x^3+15720*a^2*b*c^2*g^2*p*x^3+15720*a^2*b *c^2*g^2*q*x^3+24864*a^2*b*c^2*g^2*r*x^3+33264*a^2*b*c^2*g*p^2*x^3+66528*a^2*b* c^2*g*p*q*x^3+99540*a^2*b*c^2*g*p*r*x^3+33264*a^2*b*c^2*g*q^2*x^3+99540*a^2*b*c ^2*g*q*r*x^3+79008*a^2*b*c^2*g*r^2*x^3+18912*a^2*b*c^2*p^3*x^3+56736*a^2*b*c^2* p^2*q*x^3+81900*a^2*b*c^2*p^2*r*x^3+56736*a^2*b*c^2*p*q^2*x^3+163800*a^2*b*c^2* p*q*r*x^3+122112*a^2*b*c^2*p*r^2*x^3+18912*a^2*b*c^2*q^3*x^3+81900*a^2*b*c^2*q^ 2*r*x^3+122112*a^2*b*c^2*q*r^2*x^3+60444*a^2*b*c^2*r^3*x^3+1512*a^2*b*c*g^3*p*x ^3+1512*a^2*b*c*g^3*q*x^3+2646*a^2*b*c*g^3*r*x^3+7332*a^2*b*c*g^2*p^2*x^3+14664 *a^2*b*c*g^2*p*q*x^3+23016*a^2*b*c*g^2*p*r*x^3+7332*a^2*b*c*g^2*q^2*x^3+23016*a ^2*b*c*g^2*q*r*x^3+20256*a^2*b*c*g^2*r^2*x^3+10056*a^2*b*c*g*p^3*x^3+30168*a^2* b*c*g*p^2*q*x^3+44604*a^2*b*c*g*p^2*r*x^3+30168*a^2*b*c*g*p*q^2*x^3+89208*a^2*b *c*g*p*q*r*x^3+69456*a^2*b*c*g*p*r^2*x^3+10056*a^2*b*c*g*q^3*x^3+44604*a^2*b*c* g*q^2*r*x^3+69456*a^2*b*c*g*q*r^2*x^3+35874*a^2*b*c*g*r^3*x^3+4236*a^2*b*c*p^4* x^3+16944*a^2*b*c*p^3*q*x^3+24108*a^2*b*c*p^3*r*x^3+25416*a^2*b*c*p^2*q^2*x^3+ 72324*a^2*b*c*p^2*q*r*x^3+52848*a^2*b*c*p^2*r^2*x^3+16944*a^2*b*c*p*q^3*x^3+ 72324*a^2*b*c*p*q^2*r*x^3+105696*a^2*b*c*p*q*r^2*x^3+51336*a^2*b*c*p*r^3*x^3+ 4236*a^2*b*c*q^4*x^3+24108*a^2*b*c*q^3*r*x^3+52848*a^2*b*c*q^2*r^2*x^3+51336*a^ 2*b*c*q*r^3*x^3+18360*a^2*b*c*r^4*x^3+378*a^2*b*g^3*p^2*x^3+756*a^2*b*g^3*p*q*x ^3+1323*a^2*b*g^3*p*r*x^3+378*a^2*b*g^3*q^2*x^3+1323*a^2*b*g^3*q*r*x^3+1512*a^2 *b*g^3*r^2*x^3+1134*a^2*b*g^2*p^3*x^3+3402*a^2*b*g^2*p^2*q*x^3+5292*a^2*b*g^2*p ^2*r*x^3+3402*a^2*b*g^2*p*q^2*x^3+10584*a^2*b*g^2*p*q*r*x^3+9072*a^2*b*g^2*p*r^ 2*x^3+1134*a^2*b*g^2*q^3*x^3+5292*a^2*b*g^2*q^2*r*x^3+9072*a^2*b*g^2*q*r^2*x^3+ 5103*a^2*b*g^2*r^3*x^3+1134*a^2*b*g*p^4*x^3+4536*a^2*b*g*p^3*q*x^3+6615*a^2*b*g *p^3*r*x^3+6804*a^2*b*g*p^2*q^2*x^3+19845*a^2*b*g*p^2*q*r*x^3+15120*a^2*b*g*p^2 *r^2*x^3+4536*a^2*b*g*p*q^3*x^3+19845*a^2*b*g*p*q^2*r*x^3+30240*a^2*b*g*p*q*r^2 *x^3+15309*a^2*b*g*p*r^3*x^3+1134*a^2*b*g*q^4*x^3+6615*a^2*b*g*q^3*r*x^3+15120* a^2*b*g*q^2*r^2*x^3+15309*a^2*b*g*q*r^3*x^3+5670*a^2*b*g*r^4*x^3+378*a^2*b*p^5* x^3+1890*a^2*b*p^4*q*x^3+2646*a^2*b*p^4*r*x^3+3780*a^2*b*p^3*q^2*x^3+10584*a^2* b*p^3*q*r*x^3+7560*a^2*b*p^3*r^2*x^3+3780*a^2*b*p^2*q^3*x^3+15876*a^2*b*p^2*q^2 *r*x^3+22680*a^2*b*p^2*q*r^2*x^3+10773*a^2*b*p^2*r^3*x^3+1890*a^2*b*p*q^4*x^3+ 10584*a^2*b*p*q^3*r*x^3+22680*a^2*b*p*q^2*r^2*x^3+21546*a^2*b*p*q*r^3*x^3+7560* a^2*b*p*r^4*x^3+378*a^2*b*q^5*x^3+2646*a^2*b*q^4*r*x^3+7560*a^2*b*q^3*r^2*x^3+ 10773*a^2*b*q^2*r^3*x^3+7560*a^2*b*q*r^4*x^3+2079*a^2*b*r^5*x^3+8256*a^2*c^6*x^ 3+14496*a^2*c^5*g*x^3+22336*a^2*c^5*p*x^3+22336*a^2*c^5*q*x^3+32704*a^2*c^5*r*x ^3+9360*a^2*c^4*g^2*x^3+32800*a^2*c^4*g*p*x^3+32800*a^2*c^4*g*q*x^3+48552*a^2*c ^4*g*r*x^3+25088*a^2*c^4*p^2*x^3+50176*a^2*c^4*p*q*x^3+72576*a^2*c^4*p*r*x^3+ 25088*a^2*c^4*q^2*x^3+72576*a^2*c^4*q*r*x^3+53952*a^2*c^4*r^2*x^3+2616*a^2*c^3* g^3*x^3+17104*a^2*c^3*g^2*p*x^3+17104*a^2*c^3*g^2*q*x^3+25872*a^2*c^3*g^2*r*x^3 +29568*a^2*c^3*g*p^2*x^3+59136*a^2*c^3*g*p*q*x^3+86520*a^2*c^3*g*p*r*x^3+29568* a^2*c^3*g*q^2*x^3+86520*a^2*c^3*g*q*r*x^3+65664*a^2*c^3*g*r^2*x^3+14976*a^2*c^3 *p^3*x^3+44928*a^2*c^3*p^2*q*x^3+64120*a^2*c^3*p^2*r*x^3+44928*a^2*c^3*p*q^2*x^ 3+128240*a^2*c^3*p*q*r*x^3+93696*a^2*c^3*p*r^2*x^3+14976*a^2*c^3*q^3*x^3+64120* a^2*c^3*q^2*r*x^3+93696*a^2*c^3*q*r^2*x^3+45432*a^2*c^3*r^3*x^3+264*a^2*c^2*g^4 *x^3+3672*a^2*c^2*g^3*p*x^3+3672*a^2*c^2*g^3*q*x^3+5810*a^2*c^2*g^3*r*x^3+11668 *a^2*c^2*g^2*p^2*x^3+23336*a^2*c^2*g^2*p*q*x^3+34930*a^2*c^2*g^2*p*r*x^3+11668* a^2*c^2*g^2*q^2*x^3+34930*a^2*c^2*g^2*q*r*x^3+27744*a^2*c^2*g^2*r^2*x^3+13272*a ^2*c^2*g*p^3*x^3+39816*a^2*c^2*g*p^2*q*x^3+57498*a^2*c^2*g*p^2*r*x^3+39816*a^2* c^2*g*p*q^2*x^3+114996*a^2*c^2*g*p*q*r*x^3+85744*a^2*c^2*g*p*r^2*x^3+13272*a^2* c^2*g*q^3*x^3+57498*a^2*c^2*g*q^2*r*x^3+85744*a^2*c^2*g*q*r^2*x^3+42444*a^2*c^2 *g*r^3*x^3+5012*a^2*c^2*p^4*x^3+20048*a^2*c^2*p^3*q*x^3+28196*a^2*c^2*p^3*r*x^3 +30072*a^2*c^2*p^2*q^2*x^3+84588*a^2*c^2*p^2*q*r*x^3+60624*a^2*c^2*p^2*r^2*x^3+ 20048*a^2*c^2*p*q^3*x^3+84588*a^2*c^2*p*q^2*r*x^3+121248*a^2*c^2*p*q*r^2*x^3+ 57720*a^2*c^2*p*r^3*x^3+5012*a^2*c^2*q^4*x^3+28196*a^2*c^2*q^3*r*x^3+60624*a^2* c^2*q^2*r^2*x^3+57720*a^2*c^2*q*r^3*x^3+20280*a^2*c^2*r^4*x^3+264*a^2*c*g^4*p*x ^3+264*a^2*c*g^4*q*x^3+462*a^2*c*g^4*r*x^3+1710*a^2*c*g^3*p^2*x^3+3420*a^2*c*g^ 3*p*q*x^3+5369*a^2*c*g^3*p*r*x^3+1710*a^2*c*g^3*q^2*x^3+5369*a^2*c*g^3*q*r*x^3+ 4728*a^2*c*g^3*r^2*x^3+3520*a^2*c*g^2*p^3*x^3+10560*a^2*c*g^2*p^2*q*x^3+15617*a ^2*c*g^2*p^2*r*x^3+10560*a^2*c*g^2*p*q^2*x^3+31234*a^2*c*g^2*p*q*r*x^3+24328*a^ 2*c*g^2*p*r^2*x^3+3520*a^2*c*g^2*q^3*x^3+15617*a^2*c*g^2*q^2*r*x^3+24328*a^2*c* g^2*q*r^2*x^3+12570*a^2*c*g^2*r^3*x^3+2966*a^2*c*g*p^4*x^3+11864*a^2*c*g*p^3*q* x^3+16884*a^2*c*g*p^3*r*x^3+17796*a^2*c*g*p^2*q^2*x^3+50652*a^2*c*g*p^2*q*r*x^3 +37016*a^2*c*g*p^2*r^2*x^3+11864*a^2*c*g*p*q^3*x^3+50652*a^2*c*g*p*q^2*r*x^3+ 74032*a^2*c*g*p*q*r^2*x^3+35958*a^2*c*g*p*r^3*x^3+2966*a^2*c*g*q^4*x^3+16884*a^ 2*c*g*q^3*r*x^3+37016*a^2*c*g*q^2*r^2*x^3+35958*a^2*c*g*q*r^3*x^3+12860*a^2*c*g *r^4*x^3+892*a^2*c*p^5*x^3+4460*a^2*c*p^4*q*x^3+6174*a^2*c*p^4*r*x^3+8920*a^2*c *p^3*q^2*x^3+24696*a^2*c*p^3*q*r*x^3+17328*a^2*c*p^3*r^2*x^3+8920*a^2*c*p^2*q^3 *x^3+37044*a^2*c*p^2*q^2*r*x^3+51984*a^2*c*p^2*q*r^2*x^3+24234*a^2*c*p^2*r^3*x^ 3+4460*a^2*c*p*q^4*x^3+24696*a^2*c*p*q^3*r*x^3+51984*a^2*c*p*q^2*r^2*x^3+48468* a^2*c*p*q*r^3*x^3+16720*a^2*c*p*r^4*x^3+892*a^2*c*q^5*x^3+6174*a^2*c*q^4*r*x^3+ 17328*a^2*c*q^3*r^2*x^3+24234*a^2*c*q^2*r^3*x^3+16720*a^2*c*q*r^4*x^3+4532*a^2* c*r^5*x^3+66*a^2*g^4*p^2*x^3+132*a^2*g^4*p*q*x^3+231*a^2*g^4*p*r*x^3+66*a^2*g^4 *q^2*x^3+231*a^2*g^4*q*r*x^3+264*a^2*g^4*r^2*x^3+264*a^2*g^3*p^3*x^3+792*a^2*g^ 3*p^2*q*x^3+1232*a^2*g^3*p^2*r*x^3+792*a^2*g^3*p*q^2*x^3+2464*a^2*g^3*p*q*r*x^3 +2112*a^2*g^3*p*r^2*x^3+264*a^2*g^3*q^3*x^3+1232*a^2*g^3*q^2*r*x^3+2112*a^2*g^3 *q*r^2*x^3+1188*a^2*g^3*r^3*x^3+396*a^2*g^2*p^4*x^3+1584*a^2*g^2*p^3*q*x^3+2310 *a^2*g^2*p^3*r*x^3+2376*a^2*g^2*p^2*q^2*x^3+6930*a^2*g^2*p^2*q*r*x^3+5280*a^2*g ^2*p^2*r^2*x^3+1584*a^2*g^2*p*q^3*x^3+6930*a^2*g^2*p*q^2*r*x^3+10560*a^2*g^2*p* q*r^2*x^3+5346*a^2*g^2*p*r^3*x^3+396*a^2*g^2*q^4*x^3+2310*a^2*g^2*q^3*r*x^3+ 5280*a^2*g^2*q^2*r^2*x^3+5346*a^2*g^2*q*r^3*x^3+1980*a^2*g^2*r^4*x^3+264*a^2*g* p^5*x^3+1320*a^2*g*p^4*q*x^3+1848*a^2*g*p^4*r*x^3+2640*a^2*g*p^3*q^2*x^3+7392*a ^2*g*p^3*q*r*x^3+5280*a^2*g*p^3*r^2*x^3+2640*a^2*g*p^2*q^3*x^3+11088*a^2*g*p^2* q^2*r*x^3+15840*a^2*g*p^2*q*r^2*x^3+7524*a^2*g*p^2*r^3*x^3+1320*a^2*g*p*q^4*x^3 +7392*a^2*g*p*q^3*r*x^3+15840*a^2*g*p*q^2*r^2*x^3+15048*a^2*g*p*q*r^3*x^3+5280* a^2*g*p*r^4*x^3+264*a^2*g*q^5*x^3+1848*a^2*g*q^4*r*x^3+5280*a^2*g*q^3*r^2*x^3+ 7524*a^2*g*q^2*r^3*x^3+5280*a^2*g*q*r^4*x^3+1452*a^2*g*r^5*x^3+66*a^2*p^6*x^3+ 396*a^2*p^5*q*x^3+539*a^2*p^5*r*x^3+990*a^2*p^4*q^2*x^3+2695*a^2*p^4*q*r*x^3+ 1848*a^2*p^4*r^2*x^3+1320*a^2*p^3*q^3*x^3+5390*a^2*p^3*q^2*r*x^3+7392*a^2*p^3*q *r^2*x^3+3366*a^2*p^3*r^3*x^3+990*a^2*p^2*q^4*x^3+5390*a^2*p^2*q^3*r*x^3+11088* a^2*p^2*q^2*r^2*x^3+10098*a^2*p^2*q*r^3*x^3+3410*a^2*p^2*r^4*x^3+396*a^2*p*q^5* x^3+2695*a^2*p*q^4*r*x^3+7392*a^2*p*q^3*r^2*x^3+10098*a^2*p*q^2*r^3*x^3+6820*a^ 2*p*q*r^4*x^3+1815*a^2*p*r^5*x^3+66*a^2*q^6*x^3+539*a^2*q^5*r*x^3+1848*a^2*q^4* r^2*x^3+3366*a^2*q^3*r^3*x^3+3410*a^2*q^2*r^4*x^3+1815*a^2*q*r^5*x^3+396*a^2*r^ 6*x^3+384*a*b^5*c^2*x^3+384*a*b^5*c*p*x^3+384*a*b^5*c*q*x^3+672*a*b^5*c*r*x^3+ 96*a*b^5*p^2*x^3+192*a*b^5*p*q*x^3+336*a*b^5*p*r*x^3+96*a*b^5*q^2*x^3+336*a*b^5 *q*r*x^3+384*a*b^5*r^2*x^3+3520*a*b^4*c^3*x^3+1440*a*b^4*c^2*g*x^3+4960*a*b^4*c ^2*p*x^3+4960*a*b^4*c^2*q*x^3+7840*a*b^4*c^2*r*x^3+1440*a*b^4*c*g*p*x^3+1440*a* b^4*c*g*q*x^3+2520*a*b^4*c*g*r*x^3+2320*a*b^4*c*p^2*x^3+4640*a*b^4*c*p*q*x^3+ 7280*a*b^4*c*p*r*x^3+2320*a*b^4*c*q^2*x^3+7280*a*b^4*c*q*r*x^3+6400*a*b^4*c*r^2 *x^3+360*a*b^4*g*p^2*x^3+720*a*b^4*g*p*q*x^3+1260*a*b^4*g*p*r*x^3+360*a*b^4*g*q ^2*x^3+1260*a*b^4*g*q*r*x^3+1440*a*b^4*g*r^2*x^3+360*a*b^4*p^3*x^3+1080*a*b^4*p ^2*q*x^3+1680*a*b^4*p^2*r*x^3+1080*a*b^4*p*q^2*x^3+3360*a*b^4*p*q*r*x^3+2880*a* b^4*p*r^2*x^3+360*a*b^4*q^3*x^3+1680*a*b^4*q^2*r*x^3+2880*a*b^4*q*r^2*x^3+1620* a*b^4*r^3*x^3+12288*a*b^3*c^4*x^3+10368*a*b^3*c^3*g*x^3+22528*a*b^3*c^3*p*x^3+ 22528*a*b^3*c^3*q*x^3+34048*a*b^3*c^3*r*x^3+2112*a*b^3*c^2*g^2*x^3+14592*a*b^3* c^2*g*p*x^3+14592*a*b^3*c^2*g*q*x^3+23072*a*b^3*c^2*g*r*x^3+15424*a*b^3*c^2*p^2 *x^3+30848*a*b^3*c^2*p*q*x^3+46144*a*b^3*c^2*p*r*x^3+15424*a*b^3*c^2*q^2*x^3+ 46144*a*b^3*c^2*q*r*x^3+36608*a*b^3*c^2*r^2*x^3+2112*a*b^3*c*g^2*p*x^3+2112*a*b ^3*c*g^2*q*x^3+3696*a*b^3*c*g^2*r*x^3+6816*a*b^3*c*g*p^2*x^3+13632*a*b^3*c*g*p* q*x^3+21392*a*b^3*c*g*p*r*x^3+6816*a*b^3*c*g*q^2*x^3+21392*a*b^3*c*g*q*r*x^3+ 18816*a*b^3*c*g*r^2*x^3+4672*a*b^3*c*p^3*x^3+14016*a*b^3*c*p^2*q*x^3+20720*a*b^ 3*c*p^2*r*x^3+14016*a*b^3*c*p*q^2*x^3+41440*a*b^3*c*p*q*r*x^3+32256*a*b^3*c*p*r ^2*x^3+4672*a*b^3*c*q^3*x^3+20720*a*b^3*c*q^2*r*x^3+32256*a*b^3*c*q*r^2*x^3+ 16656*a*b^3*c*r^3*x^3+528*a*b^3*g^2*p^2*x^3+1056*a*b^3*g^2*p*q*x^3+1848*a*b^3*g ^2*p*r*x^3+528*a*b^3*g^2*q^2*x^3+1848*a*b^3*g^2*q*r*x^3+2112*a*b^3*g^2*r^2*x^3+ 1056*a*b^3*g*p^3*x^3+3168*a*b^3*g*p^2*q*x^3+4928*a*b^3*g*p^2*r*x^3+3168*a*b^3*g *p*q^2*x^3+9856*a*b^3*g*p*q*r*x^3+8448*a*b^3*g*p*r^2*x^3+1056*a*b^3*g*q^3*x^3+ 4928*a*b^3*g*q^2*r*x^3+8448*a*b^3*g*q*r^2*x^3+4752*a*b^3*g*r^3*x^3+528*a*b^3*p^ 4*x^3+2112*a*b^3*p^3*q*x^3+3080*a*b^3*p^3*r*x^3+3168*a*b^3*p^2*q^2*x^3+9240*a*b ^3*p^2*q*r*x^3+7040*a*b^3*p^2*r^2*x^3+2112*a*b^3*p*q^3*x^3+9240*a*b^3*p*q^2*r*x ^3+14080*a*b^3*p*q*r^2*x^3+7128*a*b^3*p*r^3*x^3+528*a*b^3*q^4*x^3+3080*a*b^3*q^ 3*r*x^3+7040*a*b^3*q^2*r^2*x^3+7128*a*b^3*q*r^3*x^3+2640*a*b^3*r^4*x^3+20544*a* b^2*c^5*x^3+26592*a*b^2*c^4*g*x^3+46560*a*b^2*c^4*p*x^3+46560*a*b^2*c^4*q*x^3+ 68880*a*b^2*c^4*r*x^3+11184*a*b^2*c^3*g^2*x^3+48672*a*b^2*c^3*g*p*x^3+48672*a*b ^2*c^3*g*q*x^3+73584*a*b^2*c^3*g*r*x^3+42048*a*b^2*c^3*p^2*x^3+84096*a*b^2*c^3* p*q*x^3+122976*a*b^2*c^3*p*r*x^3+42048*a*b^2*c^3*q^2*x^3+122976*a*b^2*c^3*q*r*x ^3+93312*a*b^2*c^3*r^2*x^3+1512*a*b^2*c^2*g^3*x^3+15720*a*b^2*c^2*g^2*p*x^3+ 15720*a*b^2*c^2*g^2*q*x^3+24864*a*b^2*c^2*g^2*r*x^3+33264*a*b^2*c^2*g*p^2*x^3+ 66528*a*b^2*c^2*g*p*q*x^3+99540*a*b^2*c^2*g*p*r*x^3+33264*a*b^2*c^2*g*q^2*x^3+ 99540*a*b^2*c^2*g*q*r*x^3+79008*a*b^2*c^2*g*r^2*x^3+18912*a*b^2*c^2*p^3*x^3+ 56736*a*b^2*c^2*p^2*q*x^3+81900*a*b^2*c^2*p^2*r*x^3+56736*a*b^2*c^2*p*q^2*x^3+ 163800*a*b^2*c^2*p*q*r*x^3+122112*a*b^2*c^2*p*r^2*x^3+18912*a*b^2*c^2*q^3*x^3+ 81900*a*b^2*c^2*q^2*r*x^3+122112*a*b^2*c^2*q*r^2*x^3+60444*a*b^2*c^2*r^3*x^3+ 1512*a*b^2*c*g^3*p*x^3+1512*a*b^2*c*g^3*q*x^3+2646*a*b^2*c*g^3*r*x^3+7332*a*b^2 *c*g^2*p^2*x^3+14664*a*b^2*c*g^2*p*q*x^3+23016*a*b^2*c*g^2*p*r*x^3+7332*a*b^2*c *g^2*q^2*x^3+23016*a*b^2*c*g^2*q*r*x^3+20256*a*b^2*c*g^2*r^2*x^3+10056*a*b^2*c* g*p^3*x^3+30168*a*b^2*c*g*p^2*q*x^3+44604*a*b^2*c*g*p^2*r*x^3+30168*a*b^2*c*g*p *q^2*x^3+89208*a*b^2*c*g*p*q*r*x^3+69456*a*b^2*c*g*p*r^2*x^3+10056*a*b^2*c*g*q^ 3*x^3+44604*a*b^2*c*g*q^2*r*x^3+69456*a*b^2*c*g*q*r^2*x^3+35874*a*b^2*c*g*r^3*x ^3+4236*a*b^2*c*p^4*x^3+16944*a*b^2*c*p^3*q*x^3+24108*a*b^2*c*p^3*r*x^3+25416*a *b^2*c*p^2*q^2*x^3+72324*a*b^2*c*p^2*q*r*x^3+52848*a*b^2*c*p^2*r^2*x^3+16944*a* b^2*c*p*q^3*x^3+72324*a*b^2*c*p*q^2*r*x^3+105696*a*b^2*c*p*q*r^2*x^3+51336*a*b^ 2*c*p*r^3*x^3+4236*a*b^2*c*q^4*x^3+24108*a*b^2*c*q^3*r*x^3+52848*a*b^2*c*q^2*r^ 2*x^3+51336*a*b^2*c*q*r^3*x^3+18360*a*b^2*c*r^4*x^3+378*a*b^2*g^3*p^2*x^3+756*a *b^2*g^3*p*q*x^3+1323*a*b^2*g^3*p*r*x^3+378*a*b^2*g^3*q^2*x^3+1323*a*b^2*g^3*q* r*x^3+1512*a*b^2*g^3*r^2*x^3+1134*a*b^2*g^2*p^3*x^3+3402*a*b^2*g^2*p^2*q*x^3+ 5292*a*b^2*g^2*p^2*r*x^3+3402*a*b^2*g^2*p*q^2*x^3+10584*a*b^2*g^2*p*q*r*x^3+ 9072*a*b^2*g^2*p*r^2*x^3+1134*a*b^2*g^2*q^3*x^3+5292*a*b^2*g^2*q^2*r*x^3+9072*a *b^2*g^2*q*r^2*x^3+5103*a*b^2*g^2*r^3*x^3+1134*a*b^2*g*p^4*x^3+4536*a*b^2*g*p^3 *q*x^3+6615*a*b^2*g*p^3*r*x^3+6804*a*b^2*g*p^2*q^2*x^3+19845*a*b^2*g*p^2*q*r*x^ 3+15120*a*b^2*g*p^2*r^2*x^3+4536*a*b^2*g*p*q^3*x^3+19845*a*b^2*g*p*q^2*r*x^3+ 30240*a*b^2*g*p*q*r^2*x^3+15309*a*b^2*g*p*r^3*x^3+1134*a*b^2*g*q^4*x^3+6615*a*b ^2*g*q^3*r*x^3+15120*a*b^2*g*q^2*r^2*x^3+15309*a*b^2*g*q*r^3*x^3+5670*a*b^2*g*r ^4*x^3+378*a*b^2*p^5*x^3+1890*a*b^2*p^4*q*x^3+2646*a*b^2*p^4*r*x^3+3780*a*b^2*p ^3*q^2*x^3+10584*a*b^2*p^3*q*r*x^3+7560*a*b^2*p^3*r^2*x^3+3780*a*b^2*p^2*q^3*x^ 3+15876*a*b^2*p^2*q^2*r*x^3+22680*a*b^2*p^2*q*r^2*x^3+10773*a*b^2*p^2*r^3*x^3+ 1890*a*b^2*p*q^4*x^3+10584*a*b^2*p*q^3*r*x^3+22680*a*b^2*p*q^2*r^2*x^3+21546*a* b^2*p*q*r^3*x^3+7560*a*b^2*p*r^4*x^3+378*a*b^2*q^5*x^3+2646*a*b^2*q^4*r*x^3+ 7560*a*b^2*q^3*r^2*x^3+10773*a*b^2*q^2*r^3*x^3+7560*a*b^2*q*r^4*x^3+2079*a*b^2* r^5*x^3+16512*a*b*c^6*x^3+28992*a*b*c^5*g*x^3+44672*a*b*c^5*p*x^3+44672*a*b*c^5 *q*x^3+65408*a*b*c^5*r*x^3+18720*a*b*c^4*g^2*x^3+65600*a*b*c^4*g*p*x^3+65600*a* b*c^4*g*q*x^3+97104*a*b*c^4*g*r*x^3+50176*a*b*c^4*p^2*x^3+100352*a*b*c^4*p*q*x^ 3+145152*a*b*c^4*p*r*x^3+50176*a*b*c^4*q^2*x^3+145152*a*b*c^4*q*r*x^3+107904*a* b*c^4*r^2*x^3+5232*a*b*c^3*g^3*x^3+34208*a*b*c^3*g^2*p*x^3+34208*a*b*c^3*g^2*q* x^3+51744*a*b*c^3*g^2*r*x^3+59136*a*b*c^3*g*p^2*x^3+118272*a*b*c^3*g*p*q*x^3+ 173040*a*b*c^3*g*p*r*x^3+59136*a*b*c^3*g*q^2*x^3+173040*a*b*c^3*g*q*r*x^3+ 131328*a*b*c^3*g*r^2*x^3+29952*a*b*c^3*p^3*x^3+89856*a*b*c^3*p^2*q*x^3+128240*a *b*c^3*p^2*r*x^3+89856*a*b*c^3*p*q^2*x^3+256480*a*b*c^3*p*q*r*x^3+187392*a*b*c^ 3*p*r^2*x^3+29952*a*b*c^3*q^3*x^3+128240*a*b*c^3*q^2*r*x^3+187392*a*b*c^3*q*r^2 *x^3+90864*a*b*c^3*r^3*x^3+528*a*b*c^2*g^4*x^3+7344*a*b*c^2*g^3*p*x^3+7344*a*b* c^2*g^3*q*x^3+11620*a*b*c^2*g^3*r*x^3+23336*a*b*c^2*g^2*p^2*x^3+46672*a*b*c^2*g ^2*p*q*x^3+69860*a*b*c^2*g^2*p*r*x^3+23336*a*b*c^2*g^2*q^2*x^3+69860*a*b*c^2*g^ 2*q*r*x^3+55488*a*b*c^2*g^2*r^2*x^3+26544*a*b*c^2*g*p^3*x^3+79632*a*b*c^2*g*p^2 *q*x^3+114996*a*b*c^2*g*p^2*r*x^3+79632*a*b*c^2*g*p*q^2*x^3+229992*a*b*c^2*g*p* q*r*x^3+171488*a*b*c^2*g*p*r^2*x^3+26544*a*b*c^2*g*q^3*x^3+114996*a*b*c^2*g*q^2 *r*x^3+171488*a*b*c^2*g*q*r^2*x^3+84888*a*b*c^2*g*r^3*x^3+10024*a*b*c^2*p^4*x^3 +40096*a*b*c^2*p^3*q*x^3+56392*a*b*c^2*p^3*r*x^3+60144*a*b*c^2*p^2*q^2*x^3+ 169176*a*b*c^2*p^2*q*r*x^3+121248*a*b*c^2*p^2*r^2*x^3+40096*a*b*c^2*p*q^3*x^3+ 169176*a*b*c^2*p*q^2*r*x^3+242496*a*b*c^2*p*q*r^2*x^3+115440*a*b*c^2*p*r^3*x^3+ 10024*a*b*c^2*q^4*x^3+56392*a*b*c^2*q^3*r*x^3+121248*a*b*c^2*q^2*r^2*x^3+115440 *a*b*c^2*q*r^3*x^3+40560*a*b*c^2*r^4*x^3+528*a*b*c*g^4*p*x^3+528*a*b*c*g^4*q*x^ 3+924*a*b*c*g^4*r*x^3+3420*a*b*c*g^3*p^2*x^3+6840*a*b*c*g^3*p*q*x^3+10738*a*b*c *g^3*p*r*x^3+3420*a*b*c*g^3*q^2*x^3+10738*a*b*c*g^3*q*r*x^3+9456*a*b*c*g^3*r^2* x^3+7040*a*b*c*g^2*p^3*x^3+21120*a*b*c*g^2*p^2*q*x^3+31234*a*b*c*g^2*p^2*r*x^3+ 21120*a*b*c*g^2*p*q^2*x^3+62468*a*b*c*g^2*p*q*r*x^3+48656*a*b*c*g^2*p*r^2*x^3+ 7040*a*b*c*g^2*q^3*x^3+31234*a*b*c*g^2*q^2*r*x^3+48656*a*b*c*g^2*q*r^2*x^3+ 25140*a*b*c*g^2*r^3*x^3+5932*a*b*c*g*p^4*x^3+23728*a*b*c*g*p^3*q*x^3+33768*a*b* c*g*p^3*r*x^3+35592*a*b*c*g*p^2*q^2*x^3+101304*a*b*c*g*p^2*q*r*x^3+74032*a*b*c* g*p^2*r^2*x^3+23728*a*b*c*g*p*q^3*x^3+101304*a*b*c*g*p*q^2*r*x^3+148064*a*b*c*g *p*q*r^2*x^3+71916*a*b*c*g*p*r^3*x^3+5932*a*b*c*g*q^4*x^3+33768*a*b*c*g*q^3*r*x ^3+74032*a*b*c*g*q^2*r^2*x^3+71916*a*b*c*g*q*r^3*x^3+25720*a*b*c*g*r^4*x^3+1784 *a*b*c*p^5*x^3+8920*a*b*c*p^4*q*x^3+12348*a*b*c*p^4*r*x^3+17840*a*b*c*p^3*q^2*x ^3+49392*a*b*c*p^3*q*r*x^3+34656*a*b*c*p^3*r^2*x^3+17840*a*b*c*p^2*q^3*x^3+ 74088*a*b*c*p^2*q^2*r*x^3+103968*a*b*c*p^2*q*r^2*x^3+48468*a*b*c*p^2*r^3*x^3+ 8920*a*b*c*p*q^4*x^3+49392*a*b*c*p*q^3*r*x^3+103968*a*b*c*p*q^2*r^2*x^3+96936*a *b*c*p*q*r^3*x^3+33440*a*b*c*p*r^4*x^3+1784*a*b*c*q^5*x^3+12348*a*b*c*q^4*r*x^3 +34656*a*b*c*q^3*r^2*x^3+48468*a*b*c*q^2*r^3*x^3+33440*a*b*c*q*r^4*x^3+9064*a*b *c*r^5*x^3+132*a*b*g^4*p^2*x^3+264*a*b*g^4*p*q*x^3+462*a*b*g^4*p*r*x^3+132*a*b* g^4*q^2*x^3+462*a*b*g^4*q*r*x^3+528*a*b*g^4*r^2*x^3+528*a*b*g^3*p^3*x^3+1584*a* b*g^3*p^2*q*x^3+2464*a*b*g^3*p^2*r*x^3+1584*a*b*g^3*p*q^2*x^3+4928*a*b*g^3*p*q* r*x^3+4224*a*b*g^3*p*r^2*x^3+528*a*b*g^3*q^3*x^3+2464*a*b*g^3*q^2*r*x^3+4224*a* b*g^3*q*r^2*x^3+2376*a*b*g^3*r^3*x^3+792*a*b*g^2*p^4*x^3+3168*a*b*g^2*p^3*q*x^3 +4620*a*b*g^2*p^3*r*x^3+4752*a*b*g^2*p^2*q^2*x^3+13860*a*b*g^2*p^2*q*r*x^3+ 10560*a*b*g^2*p^2*r^2*x^3+3168*a*b*g^2*p*q^3*x^3+13860*a*b*g^2*p*q^2*r*x^3+ 21120*a*b*g^2*p*q*r^2*x^3+10692*a*b*g^2*p*r^3*x^3+792*a*b*g^2*q^4*x^3+4620*a*b* g^2*q^3*r*x^3+10560*a*b*g^2*q^2*r^2*x^3+10692*a*b*g^2*q*r^3*x^3+3960*a*b*g^2*r^ 4*x^3+528*a*b*g*p^5*x^3+2640*a*b*g*p^4*q*x^3+3696*a*b*g*p^4*r*x^3+5280*a*b*g*p^ 3*q^2*x^3+14784*a*b*g*p^3*q*r*x^3+10560*a*b*g*p^3*r^2*x^3+5280*a*b*g*p^2*q^3*x^ 3+22176*a*b*g*p^2*q^2*r*x^3+31680*a*b*g*p^2*q*r^2*x^3+15048*a*b*g*p^2*r^3*x^3+ 2640*a*b*g*p*q^4*x^3+14784*a*b*g*p*q^3*r*x^3+31680*a*b*g*p*q^2*r^2*x^3+30096*a* b*g*p*q*r^3*x^3+10560*a*b*g*p*r^4*x^3+528*a*b*g*q^5*x^3+3696*a*b*g*q^4*r*x^3+ 10560*a*b*g*q^3*r^2*x^3+15048*a*b*g*q^2*r^3*x^3+10560*a*b*g*q*r^4*x^3+2904*a*b* g*r^5*x^3+132*a*b*p^6*x^3+792*a*b*p^5*q*x^3+1078*a*b*p^5*r*x^3+1980*a*b*p^4*q^2 *x^3+5390*a*b*p^4*q*r*x^3+3696*a*b*p^4*r^2*x^3+2640*a*b*p^3*q^3*x^3+10780*a*b*p ^3*q^2*r*x^3+14784*a*b*p^3*q*r^2*x^3+6732*a*b*p^3*r^3*x^3+1980*a*b*p^2*q^4*x^3+ 10780*a*b*p^2*q^3*r*x^3+22176*a*b*p^2*q^2*r^2*x^3+20196*a*b*p^2*q*r^3*x^3+6820* a*b*p^2*r^4*x^3+792*a*b*p*q^5*x^3+5390*a*b*p*q^4*r*x^3+14784*a*b*p*q^3*r^2*x^3+ 20196*a*b*p*q^2*r^3*x^3+13640*a*b*p*q*r^4*x^3+3630*a*b*p*r^5*x^3+132*a*b*q^6*x^ 3+1078*a*b*q^5*r*x^3+3696*a*b*q^4*r^2*x^3+6732*a*b*q^3*r^3*x^3+6820*a*b*q^2*r^4 *x^3+3630*a*b*q*r^5*x^3+792*a*b*r^6*x^3+5120*a*c^7*x^3+11392*a*c^6*g*x^3+16128* a*c^6*p*x^3+16128*a*c^6*q*x^3+23520*a*c^6*r*x^3+9984*a*c^5*g^2*x^3+30784*a*c^5* g*p*x^3+30784*a*c^5*g*q*x^3+45136*a*c^5*g*r*x^3+21696*a*c^5*p^2*x^3+43392*a*c^5 *p*q*x^3+62496*a*c^5*p*r*x^3+21696*a*c^5*q^2*x^3+62496*a*c^5*q*r*x^3+46080*a*c^ 5*r^2*x^3+4288*a*c^4*g^3*x^3+22560*a*c^4*g^2*p*x^3+22560*a*c^4*g^2*q*x^3+33432* a*c^4*g^2*r*x^3+34528*a*c^4*g*p^2*x^3+69056*a*c^4*g*p*q*x^3+100016*a*c^4*g*p*r* x^3+34528*a*c^4*g*q^2*x^3+100016*a*c^4*g*q*r*x^3+74432*a*c^4*g*r^2*x^3+16160*a* c^4*p^3*x^3+48480*a*c^4*p^2*q*x^3+68880*a*c^4*p^2*r*x^3+48480*a*c^4*p*q^2*x^3+ 137760*a*c^4*p*q*r*x^3+99840*a*c^4*p*r^2*x^3+16160*a*c^4*q^3*x^3+68880*a*c^4*q^ 2*r*x^3+99840*a*c^4*q*r^2*x^3+48000*a*c^4*r^3*x^3+896*a*c^3*g^4*x^3+7824*a*c^3* g^3*p*x^3+7824*a*c^3*g^3*q*x^3+11844*a*c^3*g^3*r*x^3+20304*a*c^3*g^2*p^2*x^3+ 40608*a*c^3*g^2*p*q*x^3+59472*a*c^3*g^2*p*r*x^3+20304*a*c^3*g^2*q^2*x^3+59472*a *c^3*g^2*q*r*x^3+45184*a*c^3*g^2*r^2*x^3+20576*a*c^3*g*p^3*x^3+61728*a*c^3*g*p^ 2*q*x^3+88200*a*c^3*g*p^2*r*x^3+61728*a*c^3*g*p*q^2*x^3+176400*a*c^3*g*p*q*r*x^ 3+129024*a*c^3*g*p*r^2*x^3+20576*a*c^3*g*q^3*x^3+88200*a*c^3*g*q^2*r*x^3+129024 *a*c^3*g*q*r^2*x^3+62616*a*c^3*g*r^3*x^3+7200*a*c^3*p^4*x^3+28800*a*c^3*p^3*q*x ^3+40320*a*c^3*p^3*r*x^3+43200*a*c^3*p^2*q^2*x^3+120960*a*c^3*p^2*q*r*x^3+86016 *a*c^3*p^2*r^2*x^3+28800*a*c^3*p*q^3*x^3+120960*a*c^3*p*q^2*r*x^3+172032*a*c^3* p*q*r^2*x^3+81216*a*c^3*p*r^3*x^3+7200*a*c^3*q^4*x^3+40320*a*c^3*q^3*r*x^3+ 86016*a*c^3*q^2*r^2*x^3+81216*a*c^3*q*r^3*x^3+28320*a*c^3*r^4*x^3+72*a*c^2*g^5* x^3+1256*a*c^2*g^4*p*x^3+1256*a*c^2*g^4*q*x^3+1988*a*c^2*g^4*r*x^3+5328*a*c^2*g ^3*p^2*x^3+10656*a*c^2*g^3*p*q*x^3+15960*a*c^2*g^3*p*r*x^3+5328*a*c^2*g^3*q^2*x ^3+15960*a*c^2*g^3*q*r*x^3+12688*a*c^2*g^3*r^2*x^3+9096*a*c^2*g^2*p^3*x^3+27288 *a*c^2*g^2*p^2*q*x^3+39438*a*c^2*g^2*p^2*r*x^3+27288*a*c^2*g^2*p*q^2*x^3+78876* a*c^2*g^2*p*q*r*x^3+58864*a*c^2*g^2*p*r^2*x^3+9096*a*c^2*g^2*q^3*x^3+39438*a*c^ 2*g^2*q^2*r*x^3+58864*a*c^2*g^2*q*r^2*x^3+29160*a*c^2*g^2*r^3*x^3+6872*a*c^2*g* p^4*x^3+27488*a*c^2*g*p^3*q*x^3+38696*a*c^2*g*p^3*r*x^3+41232*a*c^2*g*p^2*q^2*x ^3+116088*a*c^2*g*p^2*q*r*x^3+83280*a*c^2*g*p^2*r^2*x^3+27488*a*c^2*g*p*q^3*x^3 +116088*a*c^2*g*p*q^2*r*x^3+166560*a*c^2*g*p*q*r^2*x^3+79356*a*c^2*g*p*r^3*x^3+ 6872*a*c^2*g*q^4*x^3+38696*a*c^2*g*q^3*r*x^3+83280*a*c^2*g*q^2*r^2*x^3+79356*a* c^2*g*q*r^3*x^3+27900*a*c^2*g*r^4*x^3+1920*a*c^2*p^5*x^3+9600*a*c^2*p^4*q*x^3+ 13230*a*c^2*p^4*r*x^3+19200*a*c^2*p^3*q^2*x^3+52920*a*c^2*p^3*q*r*x^3+36864*a*c ^2*p^3*r^2*x^3+19200*a*c^2*p^2*q^3*x^3+79380*a*c^2*p^2*q^2*r*x^3+110592*a*c^2*p ^2*q*r^2*x^3+51156*a*c^2*p^2*r^3*x^3+9600*a*c^2*p*q^4*x^3+52920*a*c^2*p*q^3*r*x ^3+110592*a*c^2*p*q^2*r^2*x^3+102312*a*c^2*p*q*r^3*x^3+35040*a*c^2*p*r^4*x^3+ 1920*a*c^2*q^5*x^3+13230*a*c^2*q^4*r*x^3+36864*a*c^2*q^3*r^2*x^3+51156*a*c^2*q^ 2*r^3*x^3+35040*a*c^2*q*r^4*x^3+9438*a*c^2*r^5*x^3+72*a*c*g^5*p*x^3+72*a*c*g^5* q*x^3+126*a*c*g^5*r*x^3+584*a*c*g^4*p^2*x^3+1168*a*c*g^4*p*q*x^3+1834*a*c*g^4*p *r*x^3+584*a*c*g^4*q^2*x^3+1834*a*c*g^4*q*r*x^3+1616*a*c*g^4*r^2*x^3+1604*a*c*g ^3*p^3*x^3+4812*a*c*g^3*p^2*q*x^3+7119*a*c*g^3*p^2*r*x^3+4812*a*c*g^3*p*q^2*x^3 +14238*a*c*g^3*p*q*r*x^3+11096*a*c*g^3*p*r^2*x^3+1604*a*c*g^3*q^3*x^3+7119*a*c* g^3*q^2*r*x^3+11096*a*c*g^3*q*r^2*x^3+5736*a*c*g^3*r^3*x^3+2028*a*c*g^2*p^4*x^3 +8112*a*c*g^2*p^3*q*x^3+11550*a*c*g^2*p^3*r*x^3+12168*a*c*g^2*p^2*q^2*x^3+34650 *a*c*g^2*p^2*q*r*x^3+25336*a*c*g^2*p^2*r^2*x^3+8112*a*c*g^2*p*q^3*x^3+34650*a*c *g^2*p*q^2*r*x^3+50672*a*c*g^2*p*q*r^2*x^3+24624*a*c*g^2*p*r^3*x^3+2028*a*c*g^2 *q^4*x^3+11550*a*c*g^2*q^3*r*x^3+25336*a*c*g^2*q^2*r^2*x^3+24624*a*c*g^2*q*r^3* x^3+8810*a*c*g^2*r^4*x^3+1220*a*c*g*p^5*x^3+6100*a*c*g*p^4*q*x^3+8449*a*c*g*p^4 *r*x^3+12200*a*c*g*p^3*q^2*x^3+33796*a*c*g*p^3*q*r*x^3+23728*a*c*g*p^3*r^2*x^3+ 12200*a*c*g*p^2*q^3*x^3+50694*a*c*g*p^2*q^2*r*x^3+71184*a*c*g*p^2*q*r^2*x^3+ 33204*a*c*g*p^2*r^3*x^3+6100*a*c*g*p*q^4*x^3+33796*a*c*g*p*q^3*r*x^3+71184*a*c* g*p*q^2*r^2*x^3+66408*a*c*g*p*q*r^3*x^3+22920*a*c*g*p*r^4*x^3+1220*a*c*g*q^5*x^ 3+8449*a*c*g*q^4*r*x^3+23728*a*c*g*q^3*r^2*x^3+33204*a*c*g*q^2*r^3*x^3+22920*a* c*g*q*r^4*x^3+6215*a*c*g*r^5*x^3+284*a*c*p^6*x^3+1704*a*c*p^5*q*x^3+2310*a*c*p^ 5*r*x^3+4260*a*c*p^4*q^2*x^3+11550*a*c*p^4*q*r*x^3+7872*a*c*p^4*r^2*x^3+5680*a* c*p^3*q^3*x^3+23100*a*c*p^3*q^2*r*x^3+31488*a*c*p^3*q*r^2*x^3+14244*a*c*p^3*r^3 *x^3+4260*a*c*p^2*q^4*x^3+23100*a*c*p^2*q^3*r*x^3+47232*a*c*p^2*q^2*r^2*x^3+ 42732*a*c*p^2*q*r^3*x^3+14340*a*c*p^2*r^4*x^3+1704*a*c*p*q^5*x^3+11550*a*c*p*q^ 4*r*x^3+31488*a*c*p*q^3*r^2*x^3+42732*a*c*p*q^2*r^3*x^3+28680*a*c*p*q*r^4*x^3+ 7590*a*c*p*r^5*x^3+284*a*c*q^6*x^3+2310*a*c*q^5*r*x^3+7872*a*c*q^4*r^2*x^3+ 14244*a*c*q^3*r^3*x^3+14340*a*c*q^2*r^4*x^3+7590*a*c*q*r^5*x^3+1648*a*c*r^6*x^3 +18*a*g^5*p^2*x^3+36*a*g^5*p*q*x^3+63*a*g^5*p*r*x^3+18*a*g^5*q^2*x^3+63*a*g^5*q *r*x^3+72*a*g^5*r^2*x^3+90*a*g^4*p^3*x^3+270*a*g^4*p^2*q*x^3+420*a*g^4*p^2*r*x^ 3+270*a*g^4*p*q^2*x^3+840*a*g^4*p*q*r*x^3+720*a*g^4*p*r^2*x^3+90*a*g^4*q^3*x^3+ 420*a*g^4*q^2*r*x^3+720*a*g^4*q*r^2*x^3+405*a*g^4*r^3*x^3+180*a*g^3*p^4*x^3+720 *a*g^3*p^3*q*x^3+1050*a*g^3*p^3*r*x^3+1080*a*g^3*p^2*q^2*x^3+3150*a*g^3*p^2*q*r *x^3+2400*a*g^3*p^2*r^2*x^3+720*a*g^3*p*q^3*x^3+3150*a*g^3*p*q^2*r*x^3+4800*a*g ^3*p*q*r^2*x^3+2430*a*g^3*p*r^3*x^3+180*a*g^3*q^4*x^3+1050*a*g^3*q^3*r*x^3+2400 *a*g^3*q^2*r^2*x^3+2430*a*g^3*q*r^3*x^3+900*a*g^3*r^4*x^3+180*a*g^2*p^5*x^3+900 *a*g^2*p^4*q*x^3+1260*a*g^2*p^4*r*x^3+1800*a*g^2*p^3*q^2*x^3+5040*a*g^2*p^3*q*r *x^3+3600*a*g^2*p^3*r^2*x^3+1800*a*g^2*p^2*q^3*x^3+7560*a*g^2*p^2*q^2*r*x^3+ 10800*a*g^2*p^2*q*r^2*x^3+5130*a*g^2*p^2*r^3*x^3+900*a*g^2*p*q^4*x^3+5040*a*g^2 *p*q^3*r*x^3+10800*a*g^2*p*q^2*r^2*x^3+10260*a*g^2*p*q*r^3*x^3+3600*a*g^2*p*r^4 *x^3+180*a*g^2*q^5*x^3+1260*a*g^2*q^4*r*x^3+3600*a*g^2*q^3*r^2*x^3+5130*a*g^2*q ^2*r^3*x^3+3600*a*g^2*q*r^4*x^3+990*a*g^2*r^5*x^3+90*a*g*p^6*x^3+540*a*g*p^5*q* x^3+735*a*g*p^5*r*x^3+1350*a*g*p^4*q^2*x^3+3675*a*g*p^4*q*r*x^3+2520*a*g*p^4*r^ 2*x^3+1800*a*g*p^3*q^3*x^3+7350*a*g*p^3*q^2*r*x^3+10080*a*g*p^3*q*r^2*x^3+4590* a*g*p^3*r^3*x^3+1350*a*g*p^2*q^4*x^3+7350*a*g*p^2*q^3*r*x^3+15120*a*g*p^2*q^2*r ^2*x^3+13770*a*g*p^2*q*r^3*x^3+4650*a*g*p^2*r^4*x^3+540*a*g*p*q^5*x^3+3675*a*g* p*q^4*r*x^3+10080*a*g*p*q^3*r^2*x^3+13770*a*g*p*q^2*r^3*x^3+9300*a*g*p*q*r^4*x^ 3+2475*a*g*p*r^5*x^3+90*a*g*q^6*x^3+735*a*g*q^5*r*x^3+2520*a*g*q^4*r^2*x^3+4590 *a*g*q^3*r^3*x^3+4650*a*g*q^2*r^4*x^3+2475*a*g*q*r^5*x^3+540*a*g*r^6*x^3+18*a*p ^7*x^3+126*a*p^6*q*x^3+168*a*p^6*r*x^3+378*a*p^5*q^2*x^3+1008*a*p^5*q*r*x^3+672 *a*p^5*r^2*x^3+630*a*p^4*q^3*x^3+2520*a*p^4*q^2*r*x^3+3360*a*p^4*q*r^2*x^3+1485 *a*p^4*r^3*x^3+630*a*p^3*q^4*x^3+3360*a*p^3*q^3*r*x^3+6720*a*p^3*q^2*r^2*x^3+ 5940*a*p^3*q*r^3*x^3+1950*a*p^3*r^4*x^3+378*a*p^2*q^5*x^3+2520*a*p^2*q^4*r*x^3+ 6720*a*p^2*q^3*r^2*x^3+8910*a*p^2*q^2*r^3*x^3+5850*a*p^2*q*r^4*x^3+1518*a*p^2*r ^5*x^3+126*a*p*q^6*x^3+1008*a*p*q^5*r*x^3+3360*a*p*q^4*r^2*x^3+5940*a*p*q^3*r^3 *x^3+5850*a*p*q^2*r^4*x^3+3036*a*p*q*r^5*x^3+648*a*p*r^6*x^3+18*a*q^7*x^3+168*a *q^6*r*x^3+672*a*q^5*r^2*x^3+1485*a*q^4*r^3*x^3+1950*a*q^3*r^4*x^3+1518*a*q^2*r ^5*x^3+648*a*q*r^6*x^3+117*a*r^7*x^3+64*b^6*c^2*x^3+64*b^6*c*p*x^3+64*b^6*c*q*x ^3+112*b^6*c*r*x^3+16*b^6*p^2*x^3+32*b^6*p*q*x^3+56*b^6*p*r*x^3+16*b^6*q^2*x^3+ 56*b^6*q*r*x^3+64*b^6*r^2*x^3+704*b^5*c^3*x^3+288*b^5*c^2*g*x^3+992*b^5*c^2*p*x ^3+992*b^5*c^2*q*x^3+1568*b^5*c^2*r*x^3+288*b^5*c*g*p*x^3+288*b^5*c*g*q*x^3+504 *b^5*c*g*r*x^3+464*b^5*c*p^2*x^3+928*b^5*c*p*q*x^3+1456*b^5*c*p*r*x^3+464*b^5*c *q^2*x^3+1456*b^5*c*q*r*x^3+1280*b^5*c*r^2*x^3+72*b^5*g*p^2*x^3+144*b^5*g*p*q*x ^3+252*b^5*g*p*r*x^3+72*b^5*g*q^2*x^3+252*b^5*g*q*r*x^3+288*b^5*g*r^2*x^3+72*b^ 5*p^3*x^3+216*b^5*p^2*q*x^3+336*b^5*p^2*r*x^3+216*b^5*p*q^2*x^3+672*b^5*p*q*r*x ^3+576*b^5*p*r^2*x^3+72*b^5*q^3*x^3+336*b^5*q^2*r*x^3+576*b^5*q*r^2*x^3+324*b^5 *r^3*x^3+3072*b^4*c^4*x^3+2592*b^4*c^3*g*x^3+5632*b^4*c^3*p*x^3+5632*b^4*c^3*q* x^3+8512*b^4*c^3*r*x^3+528*b^4*c^2*g^2*x^3+3648*b^4*c^2*g*p*x^3+3648*b^4*c^2*g* q*x^3+5768*b^4*c^2*g*r*x^3+3856*b^4*c^2*p^2*x^3+7712*b^4*c^2*p*q*x^3+11536*b^4* c^2*p*r*x^3+3856*b^4*c^2*q^2*x^3+11536*b^4*c^2*q*r*x^3+9152*b^4*c^2*r^2*x^3+528 *b^4*c*g^2*p*x^3+528*b^4*c*g^2*q*x^3+924*b^4*c*g^2*r*x^3+1704*b^4*c*g*p^2*x^3+ 3408*b^4*c*g*p*q*x^3+5348*b^4*c*g*p*r*x^3+1704*b^4*c*g*q^2*x^3+5348*b^4*c*g*q*r *x^3+4704*b^4*c*g*r^2*x^3+1168*b^4*c*p^3*x^3+3504*b^4*c*p^2*q*x^3+5180*b^4*c*p^ 2*r*x^3+3504*b^4*c*p*q^2*x^3+10360*b^4*c*p*q*r*x^3+8064*b^4*c*p*r^2*x^3+1168*b^ 4*c*q^3*x^3+5180*b^4*c*q^2*r*x^3+8064*b^4*c*q*r^2*x^3+4164*b^4*c*r^3*x^3+132*b^ 4*g^2*p^2*x^3+264*b^4*g^2*p*q*x^3+462*b^4*g^2*p*r*x^3+132*b^4*g^2*q^2*x^3+462*b ^4*g^2*q*r*x^3+528*b^4*g^2*r^2*x^3+264*b^4*g*p^3*x^3+792*b^4*g*p^2*q*x^3+1232*b ^4*g*p^2*r*x^3+792*b^4*g*p*q^2*x^3+2464*b^4*g*p*q*r*x^3+2112*b^4*g*p*r^2*x^3+ 264*b^4*g*q^3*x^3+1232*b^4*g*q^2*r*x^3+2112*b^4*g*q*r^2*x^3+1188*b^4*g*r^3*x^3+ 132*b^4*p^4*x^3+528*b^4*p^3*q*x^3+770*b^4*p^3*r*x^3+792*b^4*p^2*q^2*x^3+2310*b^ 4*p^2*q*r*x^3+1760*b^4*p^2*r^2*x^3+528*b^4*p*q^3*x^3+2310*b^4*p*q^2*r*x^3+3520* b^4*p*q*r^2*x^3+1782*b^4*p*r^3*x^3+132*b^4*q^4*x^3+770*b^4*q^3*r*x^3+1760*b^4*q ^2*r^2*x^3+1782*b^4*q*r^3*x^3+660*b^4*r^4*x^3+6848*b^3*c^5*x^3+8864*b^3*c^4*g*x ^3+15520*b^3*c^4*p*x^3+15520*b^3*c^4*q*x^3+22960*b^3*c^4*r*x^3+3728*b^3*c^3*g^2 *x^3+16224*b^3*c^3*g*p*x^3+16224*b^3*c^3*g*q*x^3+24528*b^3*c^3*g*r*x^3+14016*b^ 3*c^3*p^2*x^3+28032*b^3*c^3*p*q*x^3+40992*b^3*c^3*p*r*x^3+14016*b^3*c^3*q^2*x^3 +40992*b^3*c^3*q*r*x^3+31104*b^3*c^3*r^2*x^3+504*b^3*c^2*g^3*x^3+5240*b^3*c^2*g ^2*p*x^3+5240*b^3*c^2*g^2*q*x^3+8288*b^3*c^2*g^2*r*x^3+11088*b^3*c^2*g*p^2*x^3+ 22176*b^3*c^2*g*p*q*x^3+33180*b^3*c^2*g*p*r*x^3+11088*b^3*c^2*g*q^2*x^3+33180*b ^3*c^2*g*q*r*x^3+26336*b^3*c^2*g*r^2*x^3+6304*b^3*c^2*p^3*x^3+18912*b^3*c^2*p^2 *q*x^3+27300*b^3*c^2*p^2*r*x^3+18912*b^3*c^2*p*q^2*x^3+54600*b^3*c^2*p*q*r*x^3+ 40704*b^3*c^2*p*r^2*x^3+6304*b^3*c^2*q^3*x^3+27300*b^3*c^2*q^2*r*x^3+40704*b^3* c^2*q*r^2*x^3+20148*b^3*c^2*r^3*x^3+504*b^3*c*g^3*p*x^3+504*b^3*c*g^3*q*x^3+882 *b^3*c*g^3*r*x^3+2444*b^3*c*g^2*p^2*x^3+4888*b^3*c*g^2*p*q*x^3+7672*b^3*c*g^2*p *r*x^3+2444*b^3*c*g^2*q^2*x^3+7672*b^3*c*g^2*q*r*x^3+6752*b^3*c*g^2*r^2*x^3+ 3352*b^3*c*g*p^3*x^3+10056*b^3*c*g*p^2*q*x^3+14868*b^3*c*g*p^2*r*x^3+10056*b^3* c*g*p*q^2*x^3+29736*b^3*c*g*p*q*r*x^3+23152*b^3*c*g*p*r^2*x^3+3352*b^3*c*g*q^3* x^3+14868*b^3*c*g*q^2*r*x^3+23152*b^3*c*g*q*r^2*x^3+11958*b^3*c*g*r^3*x^3+1412* b^3*c*p^4*x^3+5648*b^3*c*p^3*q*x^3+8036*b^3*c*p^3*r*x^3+8472*b^3*c*p^2*q^2*x^3+ 24108*b^3*c*p^2*q*r*x^3+17616*b^3*c*p^2*r^2*x^3+5648*b^3*c*p*q^3*x^3+24108*b^3* c*p*q^2*r*x^3+35232*b^3*c*p*q*r^2*x^3+17112*b^3*c*p*r^3*x^3+1412*b^3*c*q^4*x^3+ 8036*b^3*c*q^3*r*x^3+17616*b^3*c*q^2*r^2*x^3+17112*b^3*c*q*r^3*x^3+6120*b^3*c*r ^4*x^3+126*b^3*g^3*p^2*x^3+252*b^3*g^3*p*q*x^3+441*b^3*g^3*p*r*x^3+126*b^3*g^3* q^2*x^3+441*b^3*g^3*q*r*x^3+504*b^3*g^3*r^2*x^3+378*b^3*g^2*p^3*x^3+1134*b^3*g^ 2*p^2*q*x^3+1764*b^3*g^2*p^2*r*x^3+1134*b^3*g^2*p*q^2*x^3+3528*b^3*g^2*p*q*r*x^ 3+3024*b^3*g^2*p*r^2*x^3+378*b^3*g^2*q^3*x^3+1764*b^3*g^2*q^2*r*x^3+3024*b^3*g^ 2*q*r^2*x^3+1701*b^3*g^2*r^3*x^3+378*b^3*g*p^4*x^3+1512*b^3*g*p^3*q*x^3+2205*b^ 3*g*p^3*r*x^3+2268*b^3*g*p^2*q^2*x^3+6615*b^3*g*p^2*q*r*x^3+5040*b^3*g*p^2*r^2* x^3+1512*b^3*g*p*q^3*x^3+6615*b^3*g*p*q^2*r*x^3+10080*b^3*g*p*q*r^2*x^3+5103*b^ 3*g*p*r^3*x^3+378*b^3*g*q^4*x^3+2205*b^3*g*q^3*r*x^3+5040*b^3*g*q^2*r^2*x^3+ 5103*b^3*g*q*r^3*x^3+1890*b^3*g*r^4*x^3+126*b^3*p^5*x^3+630*b^3*p^4*q*x^3+882*b ^3*p^4*r*x^3+1260*b^3*p^3*q^2*x^3+3528*b^3*p^3*q*r*x^3+2520*b^3*p^3*r^2*x^3+ 1260*b^3*p^2*q^3*x^3+5292*b^3*p^2*q^2*r*x^3+7560*b^3*p^2*q*r^2*x^3+3591*b^3*p^2 *r^3*x^3+630*b^3*p*q^4*x^3+3528*b^3*p*q^3*r*x^3+7560*b^3*p*q^2*r^2*x^3+7182*b^3 *p*q*r^3*x^3+2520*b^3*p*r^4*x^3+126*b^3*q^5*x^3+882*b^3*q^4*r*x^3+2520*b^3*q^3* r^2*x^3+3591*b^3*q^2*r^3*x^3+2520*b^3*q*r^4*x^3+693*b^3*r^5*x^3+8256*b^2*c^6*x^ 3+14496*b^2*c^5*g*x^3+22336*b^2*c^5*p*x^3+22336*b^2*c^5*q*x^3+32704*b^2*c^5*r*x ^3+9360*b^2*c^4*g^2*x^3+32800*b^2*c^4*g*p*x^3+32800*b^2*c^4*g*q*x^3+48552*b^2*c ^4*g*r*x^3+25088*b^2*c^4*p^2*x^3+50176*b^2*c^4*p*q*x^3+72576*b^2*c^4*p*r*x^3+ 25088*b^2*c^4*q^2*x^3+72576*b^2*c^4*q*r*x^3+53952*b^2*c^4*r^2*x^3+2616*b^2*c^3* g^3*x^3+17104*b^2*c^3*g^2*p*x^3+17104*b^2*c^3*g^2*q*x^3+25872*b^2*c^3*g^2*r*x^3 +29568*b^2*c^3*g*p^2*x^3+59136*b^2*c^3*g*p*q*x^3+86520*b^2*c^3*g*p*r*x^3+29568* b^2*c^3*g*q^2*x^3+86520*b^2*c^3*g*q*r*x^3+65664*b^2*c^3*g*r^2*x^3+14976*b^2*c^3 *p^3*x^3+44928*b^2*c^3*p^2*q*x^3+64120*b^2*c^3*p^2*r*x^3+44928*b^2*c^3*p*q^2*x^ 3+128240*b^2*c^3*p*q*r*x^3+93696*b^2*c^3*p*r^2*x^3+14976*b^2*c^3*q^3*x^3+64120* b^2*c^3*q^2*r*x^3+93696*b^2*c^3*q*r^2*x^3+45432*b^2*c^3*r^3*x^3+264*b^2*c^2*g^4 *x^3+3672*b^2*c^2*g^3*p*x^3+3672*b^2*c^2*g^3*q*x^3+5810*b^2*c^2*g^3*r*x^3+11668 *b^2*c^2*g^2*p^2*x^3+23336*b^2*c^2*g^2*p*q*x^3+34930*b^2*c^2*g^2*p*r*x^3+11668* b^2*c^2*g^2*q^2*x^3+34930*b^2*c^2*g^2*q*r*x^3+27744*b^2*c^2*g^2*r^2*x^3+13272*b ^2*c^2*g*p^3*x^3+39816*b^2*c^2*g*p^2*q*x^3+57498*b^2*c^2*g*p^2*r*x^3+39816*b^2* c^2*g*p*q^2*x^3+114996*b^2*c^2*g*p*q*r*x^3+85744*b^2*c^2*g*p*r^2*x^3+13272*b^2* c^2*g*q^3*x^3+57498*b^2*c^2*g*q^2*r*x^3+85744*b^2*c^2*g*q*r^2*x^3+42444*b^2*c^2 *g*r^3*x^3+5012*b^2*c^2*p^4*x^3+20048*b^2*c^2*p^3*q*x^3+28196*b^2*c^2*p^3*r*x^3 +30072*b^2*c^2*p^2*q^2*x^3+84588*b^2*c^2*p^2*q*r*x^3+60624*b^2*c^2*p^2*r^2*x^3+ 20048*b^2*c^2*p*q^3*x^3+84588*b^2*c^2*p*q^2*r*x^3+121248*b^2*c^2*p*q*r^2*x^3+ 57720*b^2*c^2*p*r^3*x^3+5012*b^2*c^2*q^4*x^3+28196*b^2*c^2*q^3*r*x^3+60624*b^2* c^2*q^2*r^2*x^3+57720*b^2*c^2*q*r^3*x^3+20280*b^2*c^2*r^4*x^3+264*b^2*c*g^4*p*x ^3+264*b^2*c*g^4*q*x^3+462*b^2*c*g^4*r*x^3+1710*b^2*c*g^3*p^2*x^3+3420*b^2*c*g^ 3*p*q*x^3+5369*b^2*c*g^3*p*r*x^3+1710*b^2*c*g^3*q^2*x^3+5369*b^2*c*g^3*q*r*x^3+ 4728*b^2*c*g^3*r^2*x^3+3520*b^2*c*g^2*p^3*x^3+10560*b^2*c*g^2*p^2*q*x^3+15617*b ^2*c*g^2*p^2*r*x^3+10560*b^2*c*g^2*p*q^2*x^3+31234*b^2*c*g^2*p*q*r*x^3+24328*b^ 2*c*g^2*p*r^2*x^3+3520*b^2*c*g^2*q^3*x^3+15617*b^2*c*g^2*q^2*r*x^3+24328*b^2*c* g^2*q*r^2*x^3+12570*b^2*c*g^2*r^3*x^3+2966*b^2*c*g*p^4*x^3+11864*b^2*c*g*p^3*q* x^3+16884*b^2*c*g*p^3*r*x^3+17796*b^2*c*g*p^2*q^2*x^3+50652*b^2*c*g*p^2*q*r*x^3 +37016*b^2*c*g*p^2*r^2*x^3+11864*b^2*c*g*p*q^3*x^3+50652*b^2*c*g*p*q^2*r*x^3+ 74032*b^2*c*g*p*q*r^2*x^3+35958*b^2*c*g*p*r^3*x^3+2966*b^2*c*g*q^4*x^3+16884*b^ 2*c*g*q^3*r*x^3+37016*b^2*c*g*q^2*r^2*x^3+35958*b^2*c*g*q*r^3*x^3+12860*b^2*c*g *r^4*x^3+892*b^2*c*p^5*x^3+4460*b^2*c*p^4*q*x^3+6174*b^2*c*p^4*r*x^3+8920*b^2*c *p^3*q^2*x^3+24696*b^2*c*p^3*q*r*x^3+17328*b^2*c*p^3*r^2*x^3+8920*b^2*c*p^2*q^3 *x^3+37044*b^2*c*p^2*q^2*r*x^3+51984*b^2*c*p^2*q*r^2*x^3+24234*b^2*c*p^2*r^3*x^ 3+4460*b^2*c*p*q^4*x^3+24696*b^2*c*p*q^3*r*x^3+51984*b^2*c*p*q^2*r^2*x^3+48468* b^2*c*p*q*r^3*x^3+16720*b^2*c*p*r^4*x^3+892*b^2*c*q^5*x^3+6174*b^2*c*q^4*r*x^3+ 17328*b^2*c*q^3*r^2*x^3+24234*b^2*c*q^2*r^3*x^3+16720*b^2*c*q*r^4*x^3+4532*b^2* c*r^5*x^3+66*b^2*g^4*p^2*x^3+132*b^2*g^4*p*q*x^3+231*b^2*g^4*p*r*x^3+66*b^2*g^4 *q^2*x^3+231*b^2*g^4*q*r*x^3+264*b^2*g^4*r^2*x^3+264*b^2*g^3*p^3*x^3+792*b^2*g^ 3*p^2*q*x^3+1232*b^2*g^3*p^2*r*x^3+792*b^2*g^3*p*q^2*x^3+2464*b^2*g^3*p*q*r*x^3 +2112*b^2*g^3*p*r^2*x^3+264*b^2*g^3*q^3*x^3+1232*b^2*g^3*q^2*r*x^3+2112*b^2*g^3 *q*r^2*x^3+1188*b^2*g^3*r^3*x^3+396*b^2*g^2*p^4*x^3+1584*b^2*g^2*p^3*q*x^3+2310 *b^2*g^2*p^3*r*x^3+2376*b^2*g^2*p^2*q^2*x^3+6930*b^2*g^2*p^2*q*r*x^3+5280*b^2*g ^2*p^2*r^2*x^3+1584*b^2*g^2*p*q^3*x^3+6930*b^2*g^2*p*q^2*r*x^3+10560*b^2*g^2*p* q*r^2*x^3+5346*b^2*g^2*p*r^3*x^3+396*b^2*g^2*q^4*x^3+2310*b^2*g^2*q^3*r*x^3+ 5280*b^2*g^2*q^2*r^2*x^3+5346*b^2*g^2*q*r^3*x^3+1980*b^2*g^2*r^4*x^3+264*b^2*g* p^5*x^3+1320*b^2*g*p^4*q*x^3+1848*b^2*g*p^4*r*x^3+2640*b^2*g*p^3*q^2*x^3+7392*b ^2*g*p^3*q*r*x^3+5280*b^2*g*p^3*r^2*x^3+2640*b^2*g*p^2*q^3*x^3+11088*b^2*g*p^2* q^2*r*x^3+15840*b^2*g*p^2*q*r^2*x^3+7524*b^2*g*p^2*r^3*x^3+1320*b^2*g*p*q^4*x^3 +7392*b^2*g*p*q^3*r*x^3+15840*b^2*g*p*q^2*r^2*x^3+15048*b^2*g*p*q*r^3*x^3+5280* b^2*g*p*r^4*x^3+264*b^2*g*q^5*x^3+1848*b^2*g*q^4*r*x^3+5280*b^2*g*q^3*r^2*x^3+ 7524*b^2*g*q^2*r^3*x^3+5280*b^2*g*q*r^4*x^3+1452*b^2*g*r^5*x^3+66*b^2*p^6*x^3+ 396*b^2*p^5*q*x^3+539*b^2*p^5*r*x^3+990*b^2*p^4*q^2*x^3+2695*b^2*p^4*q*r*x^3+ 1848*b^2*p^4*r^2*x^3+1320*b^2*p^3*q^3*x^3+5390*b^2*p^3*q^2*r*x^3+7392*b^2*p^3*q *r^2*x^3+3366*b^2*p^3*r^3*x^3+990*b^2*p^2*q^4*x^3+5390*b^2*p^2*q^3*r*x^3+11088* b^2*p^2*q^2*r^2*x^3+10098*b^2*p^2*q*r^3*x^3+3410*b^2*p^2*r^4*x^3+396*b^2*p*q^5* x^3+2695*b^2*p*q^4*r*x^3+7392*b^2*p*q^3*r^2*x^3+10098*b^2*p*q^2*r^3*x^3+6820*b^ 2*p*q*r^4*x^3+1815*b^2*p*r^5*x^3+66*b^2*q^6*x^3+539*b^2*q^5*r*x^3+1848*b^2*q^4* r^2*x^3+3366*b^2*q^3*r^3*x^3+3410*b^2*q^2*r^4*x^3+1815*b^2*q*r^5*x^3+396*b^2*r^ 6*x^3+5120*b*c^7*x^3+11392*b*c^6*g*x^3+16128*b*c^6*p*x^3+16128*b*c^6*q*x^3+ 23520*b*c^6*r*x^3+9984*b*c^5*g^2*x^3+30784*b*c^5*g*p*x^3+30784*b*c^5*g*q*x^3+ 45136*b*c^5*g*r*x^3+21696*b*c^5*p^2*x^3+43392*b*c^5*p*q*x^3+62496*b*c^5*p*r*x^3 +21696*b*c^5*q^2*x^3+62496*b*c^5*q*r*x^3+46080*b*c^5*r^2*x^3+4288*b*c^4*g^3*x^3 +22560*b*c^4*g^2*p*x^3+22560*b*c^4*g^2*q*x^3+33432*b*c^4*g^2*r*x^3+34528*b*c^4* g*p^2*x^3+69056*b*c^4*g*p*q*x^3+100016*b*c^4*g*p*r*x^3+34528*b*c^4*g*q^2*x^3+ 100016*b*c^4*g*q*r*x^3+74432*b*c^4*g*r^2*x^3+16160*b*c^4*p^3*x^3+48480*b*c^4*p^ 2*q*x^3+68880*b*c^4*p^2*r*x^3+48480*b*c^4*p*q^2*x^3+137760*b*c^4*p*q*r*x^3+ 99840*b*c^4*p*r^2*x^3+16160*b*c^4*q^3*x^3+68880*b*c^4*q^2*r*x^3+99840*b*c^4*q*r ^2*x^3+48000*b*c^4*r^3*x^3+896*b*c^3*g^4*x^3+7824*b*c^3*g^3*p*x^3+7824*b*c^3*g^ 3*q*x^3+11844*b*c^3*g^3*r*x^3+20304*b*c^3*g^2*p^2*x^3+40608*b*c^3*g^2*p*q*x^3+ 59472*b*c^3*g^2*p*r*x^3+20304*b*c^3*g^2*q^2*x^3+59472*b*c^3*g^2*q*r*x^3+45184*b *c^3*g^2*r^2*x^3+20576*b*c^3*g*p^3*x^3+61728*b*c^3*g*p^2*q*x^3+88200*b*c^3*g*p^ 2*r*x^3+61728*b*c^3*g*p*q^2*x^3+176400*b*c^3*g*p*q*r*x^3+129024*b*c^3*g*p*r^2*x ^3+20576*b*c^3*g*q^3*x^3+88200*b*c^3*g*q^2*r*x^3+129024*b*c^3*g*q*r^2*x^3+62616 *b*c^3*g*r^3*x^3+7200*b*c^3*p^4*x^3+28800*b*c^3*p^3*q*x^3+40320*b*c^3*p^3*r*x^3 +43200*b*c^3*p^2*q^2*x^3+120960*b*c^3*p^2*q*r*x^3+86016*b*c^3*p^2*r^2*x^3+28800 *b*c^3*p*q^3*x^3+120960*b*c^3*p*q^2*r*x^3+172032*b*c^3*p*q*r^2*x^3+81216*b*c^3* p*r^3*x^3+7200*b*c^3*q^4*x^3+40320*b*c^3*q^3*r*x^3+86016*b*c^3*q^2*r^2*x^3+ 81216*b*c^3*q*r^3*x^3+28320*b*c^3*r^4*x^3+72*b*c^2*g^5*x^3+1256*b*c^2*g^4*p*x^3 +1256*b*c^2*g^4*q*x^3+1988*b*c^2*g^4*r*x^3+5328*b*c^2*g^3*p^2*x^3+10656*b*c^2*g ^3*p*q*x^3+15960*b*c^2*g^3*p*r*x^3+5328*b*c^2*g^3*q^2*x^3+15960*b*c^2*g^3*q*r*x ^3+12688*b*c^2*g^3*r^2*x^3+9096*b*c^2*g^2*p^3*x^3+27288*b*c^2*g^2*p^2*q*x^3+ 39438*b*c^2*g^2*p^2*r*x^3+27288*b*c^2*g^2*p*q^2*x^3+78876*b*c^2*g^2*p*q*r*x^3+ 58864*b*c^2*g^2*p*r^2*x^3+9096*b*c^2*g^2*q^3*x^3+39438*b*c^2*g^2*q^2*r*x^3+ 58864*b*c^2*g^2*q*r^2*x^3+29160*b*c^2*g^2*r^3*x^3+6872*b*c^2*g*p^4*x^3+27488*b* c^2*g*p^3*q*x^3+38696*b*c^2*g*p^3*r*x^3+41232*b*c^2*g*p^2*q^2*x^3+116088*b*c^2* g*p^2*q*r*x^3+83280*b*c^2*g*p^2*r^2*x^3+27488*b*c^2*g*p*q^3*x^3+116088*b*c^2*g* p*q^2*r*x^3+166560*b*c^2*g*p*q*r^2*x^3+79356*b*c^2*g*p*r^3*x^3+6872*b*c^2*g*q^4 *x^3+38696*b*c^2*g*q^3*r*x^3+83280*b*c^2*g*q^2*r^2*x^3+79356*b*c^2*g*q*r^3*x^3+ 27900*b*c^2*g*r^4*x^3+1920*b*c^2*p^5*x^3+9600*b*c^2*p^4*q*x^3+13230*b*c^2*p^4*r *x^3+19200*b*c^2*p^3*q^2*x^3+52920*b*c^2*p^3*q*r*x^3+36864*b*c^2*p^3*r^2*x^3+ 19200*b*c^2*p^2*q^3*x^3+79380*b*c^2*p^2*q^2*r*x^3+110592*b*c^2*p^2*q*r^2*x^3+ 51156*b*c^2*p^2*r^3*x^3+9600*b*c^2*p*q^4*x^3+52920*b*c^2*p*q^3*r*x^3+110592*b*c ^2*p*q^2*r^2*x^3+102312*b*c^2*p*q*r^3*x^3+35040*b*c^2*p*r^4*x^3+1920*b*c^2*q^5* x^3+13230*b*c^2*q^4*r*x^3+36864*b*c^2*q^3*r^2*x^3+51156*b*c^2*q^2*r^3*x^3+35040 *b*c^2*q*r^4*x^3+9438*b*c^2*r^5*x^3+72*b*c*g^5*p*x^3+72*b*c*g^5*q*x^3+126*b*c*g ^5*r*x^3+584*b*c*g^4*p^2*x^3+1168*b*c*g^4*p*q*x^3+1834*b*c*g^4*p*r*x^3+584*b*c* g^4*q^2*x^3+1834*b*c*g^4*q*r*x^3+1616*b*c*g^4*r^2*x^3+1604*b*c*g^3*p^3*x^3+4812 *b*c*g^3*p^2*q*x^3+7119*b*c*g^3*p^2*r*x^3+4812*b*c*g^3*p*q^2*x^3+14238*b*c*g^3* p*q*r*x^3+11096*b*c*g^3*p*r^2*x^3+1604*b*c*g^3*q^3*x^3+7119*b*c*g^3*q^2*r*x^3+ 11096*b*c*g^3*q*r^2*x^3+5736*b*c*g^3*r^3*x^3+2028*b*c*g^2*p^4*x^3+8112*b*c*g^2* p^3*q*x^3+11550*b*c*g^2*p^3*r*x^3+12168*b*c*g^2*p^2*q^2*x^3+34650*b*c*g^2*p^2*q *r*x^3+25336*b*c*g^2*p^2*r^2*x^3+8112*b*c*g^2*p*q^3*x^3+34650*b*c*g^2*p*q^2*r*x ^3+50672*b*c*g^2*p*q*r^2*x^3+24624*b*c*g^2*p*r^3*x^3+2028*b*c*g^2*q^4*x^3+11550 *b*c*g^2*q^3*r*x^3+25336*b*c*g^2*q^2*r^2*x^3+24624*b*c*g^2*q*r^3*x^3+8810*b*c*g ^2*r^4*x^3+1220*b*c*g*p^5*x^3+6100*b*c*g*p^4*q*x^3+8449*b*c*g*p^4*r*x^3+12200*b *c*g*p^3*q^2*x^3+33796*b*c*g*p^3*q*r*x^3+23728*b*c*g*p^3*r^2*x^3+12200*b*c*g*p^ 2*q^3*x^3+50694*b*c*g*p^2*q^2*r*x^3+71184*b*c*g*p^2*q*r^2*x^3+33204*b*c*g*p^2*r ^3*x^3+6100*b*c*g*p*q^4*x^3+33796*b*c*g*p*q^3*r*x^3+71184*b*c*g*p*q^2*r^2*x^3+ 66408*b*c*g*p*q*r^3*x^3+22920*b*c*g*p*r^4*x^3+1220*b*c*g*q^5*x^3+8449*b*c*g*q^4 *r*x^3+23728*b*c*g*q^3*r^2*x^3+33204*b*c*g*q^2*r^3*x^3+22920*b*c*g*q*r^4*x^3+ 6215*b*c*g*r^5*x^3+284*b*c*p^6*x^3+1704*b*c*p^5*q*x^3+2310*b*c*p^5*r*x^3+4260*b *c*p^4*q^2*x^3+11550*b*c*p^4*q*r*x^3+7872*b*c*p^4*r^2*x^3+5680*b*c*p^3*q^3*x^3+ 23100*b*c*p^3*q^2*r*x^3+31488*b*c*p^3*q*r^2*x^3+14244*b*c*p^3*r^3*x^3+4260*b*c* p^2*q^4*x^3+23100*b*c*p^2*q^3*r*x^3+47232*b*c*p^2*q^2*r^2*x^3+42732*b*c*p^2*q*r ^3*x^3+14340*b*c*p^2*r^4*x^3+1704*b*c*p*q^5*x^3+11550*b*c*p*q^4*r*x^3+31488*b*c *p*q^3*r^2*x^3+42732*b*c*p*q^2*r^3*x^3+28680*b*c*p*q*r^4*x^3+7590*b*c*p*r^5*x^3 +284*b*c*q^6*x^3+2310*b*c*q^5*r*x^3+7872*b*c*q^4*r^2*x^3+14244*b*c*q^3*r^3*x^3+ 14340*b*c*q^2*r^4*x^3+7590*b*c*q*r^5*x^3+1648*b*c*r^6*x^3+18*b*g^5*p^2*x^3+36*b *g^5*p*q*x^3+63*b*g^5*p*r*x^3+18*b*g^5*q^2*x^3+63*b*g^5*q*r*x^3+72*b*g^5*r^2*x^ 3+90*b*g^4*p^3*x^3+270*b*g^4*p^2*q*x^3+420*b*g^4*p^2*r*x^3+270*b*g^4*p*q^2*x^3+ 840*b*g^4*p*q*r*x^3+720*b*g^4*p*r^2*x^3+90*b*g^4*q^3*x^3+420*b*g^4*q^2*r*x^3+ 720*b*g^4*q*r^2*x^3+405*b*g^4*r^3*x^3+180*b*g^3*p^4*x^3+720*b*g^3*p^3*q*x^3+ 1050*b*g^3*p^3*r*x^3+1080*b*g^3*p^2*q^2*x^3+3150*b*g^3*p^2*q*r*x^3+2400*b*g^3*p ^2*r^2*x^3+720*b*g^3*p*q^3*x^3+3150*b*g^3*p*q^2*r*x^3+4800*b*g^3*p*q*r^2*x^3+ 2430*b*g^3*p*r^3*x^3+180*b*g^3*q^4*x^3+1050*b*g^3*q^3*r*x^3+2400*b*g^3*q^2*r^2* x^3+2430*b*g^3*q*r^3*x^3+900*b*g^3*r^4*x^3+180*b*g^2*p^5*x^3+900*b*g^2*p^4*q*x^ 3+1260*b*g^2*p^4*r*x^3+1800*b*g^2*p^3*q^2*x^3+5040*b*g^2*p^3*q*r*x^3+3600*b*g^2 *p^3*r^2*x^3+1800*b*g^2*p^2*q^3*x^3+7560*b*g^2*p^2*q^2*r*x^3+10800*b*g^2*p^2*q* r^2*x^3+5130*b*g^2*p^2*r^3*x^3+900*b*g^2*p*q^4*x^3+5040*b*g^2*p*q^3*r*x^3+10800 *b*g^2*p*q^2*r^2*x^3+10260*b*g^2*p*q*r^3*x^3+3600*b*g^2*p*r^4*x^3+180*b*g^2*q^5 *x^3+1260*b*g^2*q^4*r*x^3+3600*b*g^2*q^3*r^2*x^3+5130*b*g^2*q^2*r^3*x^3+3600*b* g^2*q*r^4*x^3+990*b*g^2*r^5*x^3+90*b*g*p^6*x^3+540*b*g*p^5*q*x^3+735*b*g*p^5*r* x^3+1350*b*g*p^4*q^2*x^3+3675*b*g*p^4*q*r*x^3+2520*b*g*p^4*r^2*x^3+1800*b*g*p^3 *q^3*x^3+7350*b*g*p^3*q^2*r*x^3+10080*b*g*p^3*q*r^2*x^3+4590*b*g*p^3*r^3*x^3+ 1350*b*g*p^2*q^4*x^3+7350*b*g*p^2*q^3*r*x^3+15120*b*g*p^2*q^2*r^2*x^3+13770*b*g *p^2*q*r^3*x^3+4650*b*g*p^2*r^4*x^3+540*b*g*p*q^5*x^3+3675*b*g*p*q^4*r*x^3+ 10080*b*g*p*q^3*r^2*x^3+13770*b*g*p*q^2*r^3*x^3+9300*b*g*p*q*r^4*x^3+2475*b*g*p *r^5*x^3+90*b*g*q^6*x^3+735*b*g*q^5*r*x^3+2520*b*g*q^4*r^2*x^3+4590*b*g*q^3*r^3 *x^3+4650*b*g*q^2*r^4*x^3+2475*b*g*q*r^5*x^3+540*b*g*r^6*x^3+18*b*p^7*x^3+126*b *p^6*q*x^3+168*b*p^6*r*x^3+378*b*p^5*q^2*x^3+1008*b*p^5*q*r*x^3+672*b*p^5*r^2*x ^3+630*b*p^4*q^3*x^3+2520*b*p^4*q^2*r*x^3+3360*b*p^4*q*r^2*x^3+1485*b*p^4*r^3*x ^3+630*b*p^3*q^4*x^3+3360*b*p^3*q^3*r*x^3+6720*b*p^3*q^2*r^2*x^3+5940*b*p^3*q*r ^3*x^3+1950*b*p^3*r^4*x^3+378*b*p^2*q^5*x^3+2520*b*p^2*q^4*r*x^3+6720*b*p^2*q^3 *r^2*x^3+8910*b*p^2*q^2*r^3*x^3+5850*b*p^2*q*r^4*x^3+1518*b*p^2*r^5*x^3+126*b*p *q^6*x^3+1008*b*p*q^5*r*x^3+3360*b*p*q^4*r^2*x^3+5940*b*p*q^3*r^3*x^3+5850*b*p* q^2*r^4*x^3+3036*b*p*q*r^5*x^3+648*b*p*r^6*x^3+18*b*q^7*x^3+168*b*q^6*r*x^3+672 *b*q^5*r^2*x^3+1485*b*q^4*r^3*x^3+1950*b*q^3*r^4*x^3+1518*b*q^2*r^5*x^3+648*b*q *r^6*x^3+117*b*r^7*x^3+1280*c^8*x^3+3456*c^7*g*x^3+4608*c^7*p*x^3+4608*c^7*q*x^ 3+6720*c^7*r*x^3+3840*c^6*g^2*x^3+10880*c^6*g*p*x^3+10880*c^6*g*q*x^3+15904*c^6 *g*r*x^3+7232*c^6*p^2*x^3+14464*c^6*p*q*x^3+20832*c^6*p*r*x^3+7232*c^6*q^2*x^3+ 20832*c^6*q*r*x^3+15360*c^6*r^2*x^3+2240*c^5*g^3*x^3+10368*c^5*g^2*p*x^3+10368* c^5*g^2*q*x^3+15232*c^5*g^2*r*x^3+14624*c^5*g*p^2*x^3+29248*c^5*g*p*q*x^3+42224 *c^5*g*p*r*x^3+14624*c^5*g*q^2*x^3+42224*c^5*g*q*r*x^3+31232*c^5*g*r^2*x^3+6464 *c^5*p^3*x^3+19392*c^5*p^2*q*x^3+27552*c^5*p^2*r*x^3+19392*c^5*p*q^2*x^3+55104* c^5*p*q*r*x^3+39936*c^5*p*r^2*x^3+6464*c^5*q^3*x^3+27552*c^5*q^2*r*x^3+39936*c^ 5*q*r^2*x^3+19200*c^5*r^3*x^3+720*c^4*g^4*x^3+5056*c^4*g^3*p*x^3+5056*c^4*g^3*q *x^3+7504*c^4*g^3*r*x^3+11616*c^4*g^2*p^2*x^3+23232*c^4*g^2*p*q*x^3+33712*c^4*g ^2*p*r*x^3+11616*c^4*g^2*q^2*x^3+33712*c^4*g^2*q*r*x^3+25152*c^4*g^2*r^2*x^3+ 10880*c^4*g*p^3*x^3+32640*c^4*g*p^2*q*x^3+46480*c^4*g*p^2*r*x^3+32640*c^4*g*p*q ^2*x^3+92960*c^4*g*p*q*r*x^3+67584*c^4*g*p*r^2*x^3+10880*c^4*g*q^3*x^3+46480*c^ 4*g*q^2*r*x^3+67584*c^4*g*q*r^2*x^3+32592*c^4*g*r^3*x^3+3600*c^4*p^4*x^3+14400* c^4*p^3*q*x^3+20160*c^4*p^3*r*x^3+21600*c^4*p^2*q^2*x^3+60480*c^4*p^2*q*r*x^3+ 43008*c^4*p^2*r^2*x^3+14400*c^4*p*q^3*x^3+60480*c^4*p*q^2*r*x^3+86016*c^4*p*q*r ^2*x^3+40608*c^4*p*r^3*x^3+3600*c^4*q^4*x^3+20160*c^4*q^3*r*x^3+43008*c^4*q^2*r ^2*x^3+40608*c^4*q*r^3*x^3+14160*c^4*r^4*x^3+120*c^3*g^5*x^3+1312*c^3*g^4*p*x^3 +1312*c^3*g^4*q*x^3+1988*c^3*g^4*r*x^3+4544*c^3*g^3*p^2*x^3+9088*c^3*g^3*p*q*x^ 3+13328*c^3*g^3*p*r*x^3+4544*c^3*g^3*q^2*x^3+13328*c^3*g^3*q*r*x^3+10144*c^3*g^ 3*r^2*x^3+6912*c^3*g^2*p^3*x^3+20736*c^3*g^2*p^2*q*x^3+29680*c^3*g^2*p^2*r*x^3+ 20736*c^3*g^2*p*q^2*x^3+59360*c^3*g^2*p*q*r*x^3+43520*c^3*g^2*p*r^2*x^3+6912*c^ 3*g^2*q^3*x^3+29680*c^3*g^2*q^2*r*x^3+43520*c^3*g^2*q*r^2*x^3+21168*c^3*g^2*r^3 *x^3+4840*c^3*g*p^4*x^3+19360*c^3*g*p^3*q*x^3+27160*c^3*g*p^3*r*x^3+29040*c^3*g *p^2*q^2*x^3+81480*c^3*g*p^2*q*r*x^3+58112*c^3*g*p^2*r^2*x^3+19360*c^3*g*p*q^3* x^3+81480*c^3*g*p*q^2*r*x^3+116224*c^3*g*p*q*r^2*x^3+55032*c^3*g*p*r^3*x^3+4840 *c^3*g*q^4*x^3+27160*c^3*g*q^3*r*x^3+58112*c^3*g*q^2*r^2*x^3+55032*c^3*g*q*r^3* x^3+19240*c^3*g*r^4*x^3+1280*c^3*p^5*x^3+6400*c^3*p^4*q*x^3+8820*c^3*p^4*r*x^3+ 12800*c^3*p^3*q^2*x^3+35280*c^3*p^3*q*r*x^3+24576*c^3*p^3*r^2*x^3+12800*c^3*p^2 *q^3*x^3+52920*c^3*p^2*q^2*r*x^3+73728*c^3*p^2*q*r^2*x^3+34104*c^3*p^2*r^3*x^3+ 6400*c^3*p*q^4*x^3+35280*c^3*p*q^3*r*x^3+73728*c^3*p*q^2*r^2*x^3+68208*c^3*p*q* r^3*x^3+23360*c^3*p*r^4*x^3+1280*c^3*q^5*x^3+8820*c^3*q^4*r*x^3+24576*c^3*q^3*r ^2*x^3+34104*c^3*q^2*r^3*x^3+23360*c^3*q*r^4*x^3+6292*c^3*r^5*x^3+8*c^2*g^6*x^3 +168*c^2*g^5*p*x^3+168*c^2*g^5*q*x^3+266*c^2*g^5*r*x^3+892*c^2*g^4*p^2*x^3+1784 *c^2*g^4*p*q*x^3+2674*c^2*g^4*p*r*x^3+892*c^2*g^4*q^2*x^3+2674*c^2*g^4*q*r*x^3+ 2128*c^2*g^4*r^2*x^3+2032*c^2*g^3*p^3*x^3+6096*c^2*g^3*p^2*q*x^3+8820*c^2*g^3*p ^2*r*x^3+6096*c^2*g^3*p*q^2*x^3+17640*c^2*g^3*p*q*r*x^3+13184*c^2*g^3*p*r^2*x^3 +2032*c^2*g^3*q^3*x^3+8820*c^2*g^3*q^2*r*x^3+13184*c^2*g^3*q*r^2*x^3+6540*c^2*g ^3*r^3*x^3+2304*c^2*g^2*p^4*x^3+9216*c^2*g^2*p^3*q*x^3+12992*c^2*g^2*p^3*r*x^3+ 13824*c^2*g^2*p^2*q^2*x^3+38976*c^2*g^2*p^2*q*r*x^3+28016*c^2*g^2*p^2*r^2*x^3+ 9216*c^2*g^2*p*q^3*x^3+38976*c^2*g^2*p*q^2*r*x^3+56032*c^2*g^2*p*q*r^2*x^3+ 26748*c^2*g^2*p*r^3*x^3+2304*c^2*g^2*q^4*x^3+12992*c^2*g^2*q^3*r*x^3+28016*c^2* g^2*q^2*r^2*x^3+26748*c^2*g^2*q*r^3*x^3+9420*c^2*g^2*r^4*x^3+1288*c^2*g*p^5*x^3 +6440*c^2*g*p^4*q*x^3+8890*c^2*g*p^4*r*x^3+12880*c^2*g*p^3*q^2*x^3+35560*c^2*g* p^3*q*r*x^3+24832*c^2*g*p^3*r^2*x^3+12880*c^2*g*p^2*q^3*x^3+53340*c^2*g*p^2*q^2 *r*x^3+74496*c^2*g*p^2*q*r^2*x^3+34548*c^2*g*p^2*r^3*x^3+6440*c^2*g*p*q^4*x^3+ 35560*c^2*g*p*q^3*r*x^3+74496*c^2*g*p*q^2*r^2*x^3+69096*c^2*g*p*q*r^3*x^3+23720 *c^2*g*p*r^4*x^3+1288*c^2*g*q^5*x^3+8890*c^2*g*q^4*r*x^3+24832*c^2*g*q^3*r^2*x^ 3+34548*c^2*g*q^2*r^3*x^3+23720*c^2*g*q*r^4*x^3+6402*c^2*g*r^5*x^3+284*c^2*p^6* x^3+1704*c^2*p^5*q*x^3+2310*c^2*p^5*r*x^3+4260*c^2*p^4*q^2*x^3+11550*c^2*p^4*q* r*x^3+7872*c^2*p^4*r^2*x^3+5680*c^2*p^3*q^3*x^3+23100*c^2*p^3*q^2*r*x^3+31488*c ^2*p^3*q*r^2*x^3+14244*c^2*p^3*r^3*x^3+4260*c^2*p^2*q^4*x^3+23100*c^2*p^2*q^3*r *x^3+47232*c^2*p^2*q^2*r^2*x^3+42732*c^2*p^2*q*r^3*x^3+14340*c^2*p^2*r^4*x^3+ 1704*c^2*p*q^5*x^3+11550*c^2*p*q^4*r*x^3+31488*c^2*p*q^3*r^2*x^3+42732*c^2*p*q^ 2*r^3*x^3+28680*c^2*p*q*r^4*x^3+7590*c^2*p*r^5*x^3+284*c^2*q^6*x^3+2310*c^2*q^5 *r*x^3+7872*c^2*q^4*r^2*x^3+14244*c^2*q^3*r^3*x^3+14340*c^2*q^2*r^4*x^3+7590*c^ 2*q*r^5*x^3+1648*c^2*r^6*x^3+8*c*g^6*p*x^3+8*c*g^6*q*x^3+14*c*g^6*r*x^3+78*c*g^ 5*p^2*x^3+156*c*g^5*p*q*x^3+245*c*g^5*p*r*x^3+78*c*g^5*q^2*x^3+245*c*g^5*q*r*x^ 3+216*c*g^5*r^2*x^3+268*c*g^4*p^3*x^3+804*c*g^4*p^2*q*x^3+1190*c*g^4*p^2*r*x^3+ 804*c*g^4*p*q^2*x^3+2380*c*g^4*p*q*r*x^3+1856*c*g^4*p*r^2*x^3+268*c*g^4*q^3*x^3 +1190*c*g^4*q^2*r*x^3+1856*c*g^4*q*r^2*x^3+960*c*g^4*r^3*x^3+452*c*g^3*p^4*x^3+ 1808*c*g^3*p^3*q*x^3+2576*c*g^3*p^3*r*x^3+2712*c*g^3*p^2*q^2*x^3+7728*c*g^3*p^2 *q*r*x^3+5656*c*g^3*p^2*r^2*x^3+1808*c*g^3*p*q^3*x^3+7728*c*g^3*p*q^2*r*x^3+ 11312*c*g^3*p*q*r^2*x^3+5502*c*g^3*p*r^3*x^3+452*c*g^3*q^4*x^3+2576*c*g^3*q^3*r *x^3+5656*c*g^3*q^2*r^2*x^3+5502*c*g^3*q*r^3*x^3+1970*c*g^3*r^4*x^3+408*c*g^2*p ^5*x^3+2040*c*g^2*p^4*q*x^3+2828*c*g^2*p^4*r*x^3+4080*c*g^2*p^3*q^2*x^3+11312*c *g^2*p^3*q*r*x^3+7952*c*g^2*p^3*r^2*x^3+4080*c*g^2*p^2*q^3*x^3+16968*c*g^2*p^2* q^2*r*x^3+23856*c*g^2*p^2*q*r^2*x^3+11142*c*g^2*p^2*r^3*x^3+2040*c*g^2*p*q^4*x^ 3+11312*c*g^2*p*q^3*r*x^3+23856*c*g^2*p*q^2*r^2*x^3+22284*c*g^2*p*q*r^3*x^3+ 7700*c*g^2*p*r^4*x^3+408*c*g^2*q^5*x^3+2828*c*g^2*q^4*r*x^3+7952*c*g^2*q^3*r^2* x^3+11142*c*g^2*q^2*r^3*x^3+7700*c*g^2*q*r^4*x^3+2090*c*g^2*r^5*x^3+190*c*g*p^6 *x^3+1140*c*g*p^5*q*x^3+1547*c*g*p^5*r*x^3+2850*c*g*p^4*q^2*x^3+7735*c*g*p^4*q* r*x^3+5280*c*g*p^4*r^2*x^3+3800*c*g*p^3*q^3*x^3+15470*c*g*p^3*q^2*r*x^3+21120*c *g*p^3*q*r^2*x^3+9570*c*g*p^3*r^3*x^3+2850*c*g*p^2*q^4*x^3+15470*c*g*p^2*q^3*r* x^3+31680*c*g*p^2*q^2*r^2*x^3+28710*c*g*p^2*q*r^3*x^3+9650*c*g*p^2*r^4*x^3+1140 *c*g*p*q^5*x^3+7735*c*g*p*q^4*r*x^3+21120*c*g*p*q^3*r^2*x^3+28710*c*g*p*q^2*r^3 *x^3+19300*c*g*p*q*r^4*x^3+5115*c*g*p*r^5*x^3+190*c*g*q^6*x^3+1547*c*g*q^5*r*x^ 3+5280*c*g*q^4*r^2*x^3+9570*c*g*q^3*r^3*x^3+9650*c*g*q^2*r^4*x^3+5115*c*g*q*r^5 *x^3+1112*c*g*r^6*x^3+36*c*p^7*x^3+252*c*p^6*q*x^3+336*c*p^6*r*x^3+756*c*p^5*q^ 2*x^3+2016*c*p^5*q*r*x^3+1344*c*p^5*r^2*x^3+1260*c*p^4*q^3*x^3+5040*c*p^4*q^2*r *x^3+6720*c*p^4*q*r^2*x^3+2970*c*p^4*r^3*x^3+1260*c*p^3*q^4*x^3+6720*c*p^3*q^3* r*x^3+13440*c*p^3*q^2*r^2*x^3+11880*c*p^3*q*r^3*x^3+3900*c*p^3*r^4*x^3+756*c*p^ 2*q^5*x^3+5040*c*p^2*q^4*r*x^3+13440*c*p^2*q^3*r^2*x^3+17820*c*p^2*q^2*r^3*x^3+ 11700*c*p^2*q*r^4*x^3+3036*c*p^2*r^5*x^3+252*c*p*q^6*x^3+2016*c*p*q^5*r*x^3+ 6720*c*p*q^4*r^2*x^3+11880*c*p*q^3*r^3*x^3+11700*c*p*q^2*r^4*x^3+6072*c*p*q*r^5 *x^3+1296*c*p*r^6*x^3+36*c*q^7*x^3+336*c*q^6*r*x^3+1344*c*q^5*r^2*x^3+2970*c*q^ 4*r^3*x^3+3900*c*q^3*r^4*x^3+3036*c*q^2*r^5*x^3+1296*c*q*r^6*x^3+234*c*r^7*x^3+ 2*g^6*p^2*x^3+4*g^6*p*q*x^3+7*g^6*p*r*x^3+2*g^6*q^2*x^3+7*g^6*q*r*x^3+8*g^6*r^2 *x^3+12*g^5*p^3*x^3+36*g^5*p^2*q*x^3+56*g^5*p^2*r*x^3+36*g^5*p*q^2*x^3+112*g^5* p*q*r*x^3+96*g^5*p*r^2*x^3+12*g^5*q^3*x^3+56*g^5*q^2*r*x^3+96*g^5*q*r^2*x^3+54* g^5*r^3*x^3+30*g^4*p^4*x^3+120*g^4*p^3*q*x^3+175*g^4*p^3*r*x^3+180*g^4*p^2*q^2* x^3+525*g^4*p^2*q*r*x^3+400*g^4*p^2*r^2*x^3+120*g^4*p*q^3*x^3+525*g^4*p*q^2*r*x ^3+800*g^4*p*q*r^2*x^3+405*g^4*p*r^3*x^3+30*g^4*q^4*x^3+175*g^4*q^3*r*x^3+400*g ^4*q^2*r^2*x^3+405*g^4*q*r^3*x^3+150*g^4*r^4*x^3+40*g^3*p^5*x^3+200*g^3*p^4*q*x ^3+280*g^3*p^4*r*x^3+400*g^3*p^3*q^2*x^3+1120*g^3*p^3*q*r*x^3+800*g^3*p^3*r^2*x ^3+400*g^3*p^2*q^3*x^3+1680*g^3*p^2*q^2*r*x^3+2400*g^3*p^2*q*r^2*x^3+1140*g^3*p ^2*r^3*x^3+200*g^3*p*q^4*x^3+1120*g^3*p*q^3*r*x^3+2400*g^3*p*q^2*r^2*x^3+2280*g ^3*p*q*r^3*x^3+800*g^3*p*r^4*x^3+40*g^3*q^5*x^3+280*g^3*q^4*r*x^3+800*g^3*q^3*r ^2*x^3+1140*g^3*q^2*r^3*x^3+800*g^3*q*r^4*x^3+220*g^3*r^5*x^3+30*g^2*p^6*x^3+ 180*g^2*p^5*q*x^3+245*g^2*p^5*r*x^3+450*g^2*p^4*q^2*x^3+1225*g^2*p^4*q*r*x^3+ 840*g^2*p^4*r^2*x^3+600*g^2*p^3*q^3*x^3+2450*g^2*p^3*q^2*r*x^3+3360*g^2*p^3*q*r ^2*x^3+1530*g^2*p^3*r^3*x^3+450*g^2*p^2*q^4*x^3+2450*g^2*p^2*q^3*r*x^3+5040*g^2 *p^2*q^2*r^2*x^3+4590*g^2*p^2*q*r^3*x^3+1550*g^2*p^2*r^4*x^3+180*g^2*p*q^5*x^3+ 1225*g^2*p*q^4*r*x^3+3360*g^2*p*q^3*r^2*x^3+4590*g^2*p*q^2*r^3*x^3+3100*g^2*p*q *r^4*x^3+825*g^2*p*r^5*x^3+30*g^2*q^6*x^3+245*g^2*q^5*r*x^3+840*g^2*q^4*r^2*x^3 +1530*g^2*q^3*r^3*x^3+1550*g^2*q^2*r^4*x^3+825*g^2*q*r^5*x^3+180*g^2*r^6*x^3+12 *g*p^7*x^3+84*g*p^6*q*x^3+112*g*p^6*r*x^3+252*g*p^5*q^2*x^3+672*g*p^5*q*r*x^3+ 448*g*p^5*r^2*x^3+420*g*p^4*q^3*x^3+1680*g*p^4*q^2*r*x^3+2240*g*p^4*q*r^2*x^3+ 990*g*p^4*r^3*x^3+420*g*p^3*q^4*x^3+2240*g*p^3*q^3*r*x^3+4480*g*p^3*q^2*r^2*x^3 +3960*g*p^3*q*r^3*x^3+1300*g*p^3*r^4*x^3+252*g*p^2*q^5*x^3+1680*g*p^2*q^4*r*x^3 +4480*g*p^2*q^3*r^2*x^3+5940*g*p^2*q^2*r^3*x^3+3900*g*p^2*q*r^4*x^3+1012*g*p^2* r^5*x^3+84*g*p*q^6*x^3+672*g*p*q^5*r*x^3+2240*g*p*q^4*r^2*x^3+3960*g*p*q^3*r^3* x^3+3900*g*p*q^2*r^4*x^3+2024*g*p*q*r^5*x^3+432*g*p*r^6*x^3+12*g*q^7*x^3+112*g* q^6*r*x^3+448*g*q^5*r^2*x^3+990*g*q^4*r^3*x^3+1300*g*q^3*r^4*x^3+1012*g*q^2*r^5 *x^3+432*g*q*r^6*x^3+78*g*r^7*x^3+2*p^8*x^3+16*p^7*q*x^3+21*p^7*r*x^3+56*p^6*q^ 2*x^3+147*p^6*q*r*x^3+96*p^6*r^2*x^3+112*p^5*q^3*x^3+441*p^5*q^2*r*x^3+576*p^5* q*r^2*x^3+249*p^5*r^3*x^3+140*p^4*q^4*x^3+735*p^4*q^3*r*x^3+1440*p^4*q^2*r^2*x^ 3+1245*p^4*q*r^3*x^3+400*p^4*r^4*x^3+112*p^3*q^5*x^3+735*p^3*q^4*r*x^3+1920*p^3 *q^3*r^2*x^3+2490*p^3*q^2*r^3*x^3+1600*p^3*q*r^4*x^3+407*p^3*r^5*x^3+56*p^2*q^6 *x^3+441*p^2*q^5*r*x^3+1440*p^2*q^4*r^2*x^3+2490*p^2*q^3*r^3*x^3+2400*p^2*q^2*r ^4*x^3+1221*p^2*q*r^5*x^3+256*p^2*r^6*x^3+16*p*q^7*x^3+147*p*q^6*r*x^3+576*p*q^ 5*r^2*x^3+1245*p*q^4*r^3*x^3+1600*p*q^3*r^4*x^3+1221*p*q^2*r^5*x^3+512*p*q*r^6* x^3+91*p*r^7*x^3+2*q^8*x^3+21*q^7*r*x^3+96*q^6*r^2*x^3+249*q^5*r^3*x^3+400*q^4* r^4*x^3+407*q^3*r^5*x^3+256*q^2*r^6*x^3+91*q*r^7*x^3+14*r^8*x^3-64*a^6*c^2*x^2-\ 128*a^6*c*p*x^2-64*a^6*c*q*x^2-144*a^6*c*r*x^2+64*a^6*c*x^3-48*a^6*p^2*x^2-64*a ^6*p*q*x^2-144*a^6*p*r*x^2+32*a^6*p*x^3-16*a^6*q^2*x^2-72*a^6*q*r*x^2+32*a^6*q* x^3-120*a^6*r^2*x^2+32*a^6*r*x^3-448*a^5*b*c^2*x^2-768*a^5*b*c*p*x^2-384*a^5*b* c*q*x^2-912*a^5*b*c*r*x^2+384*a^5*b*c*x^3-272*a^5*b*p^2*x^2-352*a^5*b*p*q*x^2-\ 816*a^5*b*p*r*x^2+192*a^5*b*p*x^3-80*a^5*b*q^2*x^2-384*a^5*b*q*r*x^2+192*a^5*b* q*x^3-672*a^5*b*r^2*x^2+192*a^5*b*r*x^3-864*a^5*c^3*x^2-320*a^5*c^2*g*x^2-1856* a^5*c^2*p*x^2-1104*a^5*c^2*q*x^2-2112*a^5*c^2*r*x^2+1696*a^5*c^2*x^3-576*a^5*c* g*p*x^2-288*a^5*c*g*q*x^2-672*a^5*c*g*r*x^2+288*a^5*c*g*x^3-1144*a^5*c*p^2*x^2-\ 1600*a^5*c*p*q*x^2-2976*a^5*c*p*r*x^2+1632*a^5*c*p*x^3-456*a^5*c*q^2*x^2-1776*a ^5*c*q*r*x^2+1632*a^5*c*q*x^3-2064*a^5*c*r^2*x^2+2448*a^5*c*r*x^3-208*a^5*g*p^2 *x^2-272*a^5*g*p*q*x^2-624*a^5*g*p*r*x^2+144*a^5*g*p*x^3-64*a^5*g*q^2*x^2-300*a ^5*g*q*r*x^2+144*a^5*g*q*x^3-516*a^5*g*r^2*x^2+144*a^5*g*r*x^3-216*a^5*p^3*x^2-\ 492*a^5*p^2*q*x^2-888*a^5*p^2*r*x^2+392*a^5*p^2*x^3-336*a^5*p*q^2*x^2-1248*a^5* p*q*r*x^2+784*a^5*p*q*x^3-1248*a^5*p*r^2*x^2+1192*a^5*p*r*x^3-60*a^5*q^3*x^2-\ 360*a^5*q^2*r*x^2+392*a^5*q^2*x^3-840*a^5*q*r^2*x^2+1192*a^5*q*r*x^3-576*a^5*r^ 3*x^2+1172*a^5*r^2*x^3-1280*a^4*b^2*c^2*x^2-1920*a^4*b^2*c*p*x^2-960*a^4*b^2*c* q*x^2-2400*a^4*b^2*c*r*x^2+960*a^4*b^2*c*x^3-640*a^4*b^2*p^2*x^2-800*a^4*b^2*p* q*x^2-1920*a^4*b^2*p*r*x^2+480*a^4*b^2*p*x^3-160*a^4*b^2*q^2*x^2-840*a^4*b^2*q* r*x^2+480*a^4*b^2*q*x^3-1560*a^4*b^2*r^2*x^2+480*a^4*b^2*r*x^3-4704*a^4*b*c^3*x ^2-1824*a^4*b*c^2*g*x^2-9296*a^4*b*c^2*p*x^2-5536*a^4*b*c^2*q*x^2-11040*a^4*b*c ^2*r*x^2+8480*a^4*b*c^2*x^3-2880*a^4*b*c*g*p*x^2-1440*a^4*b*c*g*q*x^2-3528*a^4* b*c*g*r*x^2+1440*a^4*b*c*g*x^3-5512*a^4*b*c*p^2*x^2-7584*a^4*b*c*p*q*x^2-14496* a^4*b*c*p*r*x^2+8160*a^4*b*c*p*x^3-2072*a^4*b*c*q^2*x^2-8496*a^4*b*c*q*r*x^2+ 8160*a^4*b*c*q*x^3-10032*a^4*b*c*r^2*x^2+12240*a^4*b*c*r*x^3-984*a^4*b*g*p^2*x^ 2-1248*a^4*b*g*p*q*x^2-2952*a^4*b*g*p*r*x^2+720*a^4*b*g*p*x^3-264*a^4*b*g*q^2*x ^2-1332*a^4*b*g*q*r*x^2+720*a^4*b*g*q*x^3-2412*a^4*b*g*r^2*x^2+720*a^4*b*g*r*x^ 3-1020*a^4*b*p^3*x^2-2280*a^4*b*p^2*q*x^2-4200*a^4*b*p^2*r*x^2+1960*a^4*b*p^2*x ^3-1500*a^4*b*p*q^2*x^2-5760*a^4*b*p*q*r*x^2+3920*a^4*b*p*q*x^3-5880*a^4*b*p*r^ 2*x^2+5960*a^4*b*p*r*x^3-240*a^4*b*q^3*x^2-1560*a^4*b*q^2*r*x^2+1960*a^4*b*q^2* x^3-3840*a^4*b*q*r^2*x^2+5960*a^4*b*q*r*x^3-2700*a^4*b*r^3*x^2+5860*a^4*b*r^2*x ^3-4128*a^4*c^4*x^2-3344*a^4*c^3*g*x^2-10320*a^4*c^3*p*x^2-6608*a^4*c^3*q*x^2-\ 12000*a^4*c^3*r*x^2+11712*a^4*c^3*x^3-640*a^4*c^2*g^2*x^2-6816*a^4*c^2*g*p*x^2-\ 4048*a^4*c^2*g*q*x^2-7976*a^4*c^2*g*r*x^2+6272*a^4*c^2*g*x^3-8776*a^4*c^2*p^2*x ^2-12640*a^4*c^2*p*q*x^2-21936*a^4*c^2*p*r*x^2+16384*a^4*c^2*p*x^3-3864*a^4*c^2 *q^2*x^2-14272*a^4*c^2*q*r*x^2+16384*a^4*c^2*q*x^3-14160*a^4*c^2*r^2*x^2+24504* a^4*c^2*r*x^3-1056*a^4*c*g^2*p*x^2-528*a^4*c*g^2*q*x^2-1272*a^4*c*g^2*r*x^2+528 *a^4*c*g^2*x^3-4100*a^4*c*g*p^2*x^2-5672*a^4*c*g*p*q*x^2-10744*a^4*c*g*p*r*x^2+ 6032*a^4*c*g*p*x^3-1572*a^4*c*g*q^2*x^2-6332*a^4*c*g*q*r*x^2+6032*a^4*c*g*q*x^3 -7444*a^4*c*g*r^2*x^2+9056*a^4*c*g*r*x^3-3116*a^4*c*p^3*x^2-7204*a^4*c*p^2*q*x^ 2-12068*a^4*c*p^2*r*x^2+7616*a^4*c*p^2*x^3-5060*a^4*c*p*q^2*x^2-17568*a^4*c*p*q *r*x^2+15232*a^4*c*p*q*x^3-15816*a^4*c*p*r^2*x^2+22712*a^4*c*p*r*x^3-972*a^4*c* q^3*x^2-5500*a^4*c*q^2*r*x^2+7616*a^4*c*q^2*x^3-11056*a^4*c*q*r^2*x^2+22712*a^4 *c*q*r*x^3-6864*a^4*c*r^3*x^2+18932*a^4*c*r^2*x^3-368*a^4*g^2*p^2*x^2-472*a^4*g ^2*p*q*x^2-1104*a^4*g^2*p*r*x^2+264*a^4*g^2*p*x^3-104*a^4*g^2*q^2*x^2-510*a^4*g ^2*q*r*x^2+264*a^4*g^2*q*x^3-906*a^4*g^2*r^2*x^2+264*a^4*g^2*r*x^3-764*a^4*g*p^ 3*x^2-1720*a^4*g*p^2*q*x^2-3144*a^4*g*p^2*r*x^2+1448*a^4*g*p^2*x^3-1148*a^4*g*p *q^2*x^2-4352*a^4*g*p*q*r*x^2+2896*a^4*g*p*q*x^3-4408*a^4*g*p*r^2*x^2+4408*a^4* g*p*r*x^3-192*a^4*g*q^3*x^2-1208*a^4*g*q^2*r*x^2+1448*a^4*g*q^2*x^3-2912*a^4*g* q*r^2*x^2+4408*a^4*g*q*r*x^3-2028*a^4*g*r^3*x^2+4340*a^4*g*r^2*x^3-396*a^4*p^4* x^2-1276*a^4*p^3*q*x^2-2068*a^4*p^3*r*x^2+1176*a^4*p^3*x^3-1452*a^4*p^2*q^2*x^2 -4818*a^4*p^2*q*r*x^2+3528*a^4*p^2*q*x^3-4070*a^4*p^2*r^2*x^2+5238*a^4*p^2*r*x^ 3-660*a^4*p*q^3*x^2-3432*a^4*p*q^2*r*x^2+3528*a^4*p*q^2*x^3-6160*a^4*p*q*r^2*x^ 2+10476*a^4*p*q*r*x^3-3520*a^4*p*r^3*x^2+8542*a^4*p*r^2*x^3-88*a^4*q^4*x^2-682* a^4*q^3*r*x^2+1176*a^4*q^3*x^3-2090*a^4*q^2*r^2*x^2+5238*a^4*q^2*r*x^3-2618*a^4 *q*r^3*x^2+8542*a^4*q*r^2*x^3-1122*a^4*r^4*x^2+4658*a^4*r^3*x^3-1920*a^3*b^3*c^ 2*x^2-2560*a^3*b^3*c*p*x^2-1280*a^3*b^3*c*q*x^2-3360*a^3*b^3*c*r*x^2+1280*a^3*b ^3*c*x^3-800*a^3*b^3*p^2*x^2-960*a^3*b^3*p*q*x^2-2400*a^3*b^3*p*r*x^2+640*a^3*b ^3*p*x^3-160*a^3*b^3*q^2*x^2-960*a^3*b^3*q*r*x^2+640*a^3*b^3*q*x^3-1920*a^3*b^3 *r^2*x^2+640*a^3*b^3*r*x^3-10176*a^3*b^2*c^3*x^2-4096*a^3*b^2*c^2*g*x^2-18624*a ^3*b^2*c^2*p*x^2-11104*a^3*b^2*c^2*q*x^2-23040*a^3*b^2*c^2*r*x^2+16960*a^3*b^2* c^2*x^3-5760*a^3*b^2*c*g*p*x^2-2880*a^3*b^2*c*g*q*x^2-7392*a^3*b^2*c*g*r*x^2+ 2880*a^3*b^2*c*g*x^3-10608*a^3*b^2*c*p^2*x^2-14336*a^3*b^2*c*p*q*x^2-28224*a^3* b^2*c*p*r*x^2+16320*a^3*b^2*c*p*x^3-3728*a^3*b^2*c*q^2*x^2-16224*a^3*b^2*c*q*r* x^2+16320*a^3*b^2*c*q*x^3-19488*a^3*b^2*c*r^2*x^2+24480*a^3*b^2*c*r*x^3-1856*a^ 3*b^2*g*p^2*x^2-2272*a^3*b^2*g*p*q*x^2-5568*a^3*b^2*g*p*r*x^2+1440*a^3*b^2*g*p* x^3-416*a^3*b^2*g*q^2*x^2-2328*a^3*b^2*g*q*r*x^2+1440*a^3*b^2*g*q*x^3-4488*a^3* b^2*g*r^2*x^2+1440*a^3*b^2*g*r*x^3-1920*a^3*b^2*p^3*x^2-4200*a^3*b^2*p^2*q*x^2-\ 7920*a^3*b^2*p^2*r*x^2+3920*a^3*b^2*p^2*x^3-2640*a^3*b^2*p*q^2*x^2-10560*a^3*b^ 2*p*q*r*x^2+7840*a^3*b^2*p*q*x^3-11040*a^3*b^2*p*r^2*x^2+11920*a^3*b^2*p*r*x^3-\ 360*a^3*b^2*q^3*x^2-2640*a^3*b^2*q^2*r*x^2+3920*a^3*b^2*q^2*x^3-6960*a^3*b^2*q* r^2*x^2+11920*a^3*b^2*q*r*x^3-5040*a^3*b^2*r^3*x^2+11720*a^3*b^2*r^2*x^3-17472* a^3*b*c^4*x^2-14464*a^3*b*c^3*g*x^2-41248*a^3*b*c^3*p*x^2-26400*a^3*b*c^3*q*x^2 -49536*a^3*b*c^3*r*x^2+46848*a^3*b*c^3*x^3-2864*a^3*b*c^2*g^2*x^2-27344*a^3*b*c ^2*g*p*x^2-16272*a^3*b*c^2*g*q*x^2-33256*a^3*b*c^2*g*r*x^2+25088*a^3*b*c^2*g*x^ 3-34032*a^3*b*c^2*p^2*x^2-48416*a^3*b*c^2*p*q*x^2-86144*a^3*b*c^2*p*r*x^2+65536 *a^3*b*c^2*p*x^3-14384*a^3*b*c^2*q^2*x^2-55488*a^3*b*c^2*q*r*x^2+65536*a^3*b*c^ 2*q*x^3-55776*a^3*b*c^2*r^2*x^2+98016*a^3*b*c^2*r*x^3-4224*a^3*b*c*g^2*p*x^2-\ 2112*a^3*b*c*g^2*q*x^2-5316*a^3*b*c*g^2*r*x^2+2112*a^3*b*c*g^2*x^3-15840*a^3*b* c*g*p^2*x^2-21568*a^3*b*c*g*p*q*x^2-41944*a^3*b*c*g*p*r*x^2+24128*a^3*b*c*g*p*x ^3-5728*a^3*b*c*g*q^2*x^2-24296*a^3*b*c*g*q*r*x^2+24128*a^3*b*c*g*q*x^3-29000*a ^3*b*c*g*r^2*x^2+36224*a^3*b*c*g*r*x^3-11880*a^3*b*c*p^3*x^2-27064*a^3*b*c*p^2* q*x^2-46244*a^3*b*c*p^2*r*x^2+30464*a^3*b*c*p^2*x^3-18488*a^3*b*c*p*q^2*x^2-\ 66216*a^3*b*c*p*q*r*x^2+60928*a^3*b*c*p*q*x^3-60584*a^3*b*c*p*r^2*x^2+90848*a^3 *b*c*p*r*x^3-3304*a^3*b*c*q^3*x^2-19972*a^3*b*c*q^2*r*x^2+30464*a^3*b*c*q^2*x^3 -41544*a^3*b*c*q*r^2*x^2+90848*a^3*b*c*q*r*x^3-26220*a^3*b*c*r^3*x^2+75728*a^3* b*c*r^2*x^3-1396*a^3*b*g^2*p^2*x^2-1736*a^3*b*g^2*p*q*x^2-4188*a^3*b*g^2*p*r*x^ 2+1056*a^3*b*g^2*p*x^3-340*a^3*b*g^2*q^2*x^2-1812*a^3*b*g^2*q*r*x^2+1056*a^3*b* g^2*q*x^3-3396*a^3*b*g^2*r^2*x^2+1056*a^3*b*g^2*r*x^3-2892*a^3*b*g*p^3*x^2-6388 *a^3*b*g*p^2*q*x^2-11920*a^3*b*g*p^2*r*x^2+5792*a^3*b*g*p^2*x^3-4100*a^3*b*g*p* q^2*x^2-16096*a^3*b*g*p*q*r*x^2+11584*a^3*b*g*p*q*x^3-16648*a^3*b*g*p*r^2*x^2+ 17632*a^3*b*g*p*r*x^3-604*a^3*b*g*q^3*x^2-4176*a^3*b*g*q^2*r*x^2+5792*a^3*b*g*q ^2*x^3-10664*a^3*b*g*q*r^2*x^2+17632*a^3*b*g*q*r*x^3-7620*a^3*b*g*r^3*x^2+17360 *a^3*b*g*r^2*x^3-1496*a^3*b*p^4*x^2-4752*a^3*b*p^3*q*x^2-7832*a^3*b*p^3*r*x^2+ 4704*a^3*b*p^3*x^3-5280*a^3*b*p^2*q^2*x^2-17952*a^3*b*p^2*q*r*x^2+14112*a^3*b*p ^2*q*x^3-15400*a^3*b*p^2*r^2*x^2+20952*a^3*b*p^2*r*x^3-2288*a^3*b*p*q^3*x^2-\ 12408*a^3*b*p*q^2*r*x^2+14112*a^3*b*p*q^2*x^3-22880*a^3*b*p*q*r^2*x^2+41904*a^3 *b*p*q*r*x^3-13288*a^3*b*p*r^3*x^2+34168*a^3*b*p*r^2*x^3-264*a^3*b*q^4*x^2-2288 *a^3*b*q^3*r*x^2+4704*a^3*b*q^3*x^3-7480*a^3*b*q^2*r^2*x^2+20952*a^3*b*q^2*r*x^ 3-9680*a^3*b*q*r^3*x^2+34168*a^3*b*q*r^2*x^3-4224*a^3*b*r^4*x^2+18632*a^3*b*r^3 *x^3-9632*a^3*c^5*x^2-12256*a^3*c^4*g*x^2-28128*a^3*c^4*p*x^2-18608*a^3*c^4*q*x ^2-33216*a^3*c^4*r*x^2+35808*a^3*c^4*x^3-5032*a^3*c^3*g^2*x^2-29616*a^3*c^3*g*p *x^2-18912*a^3*c^3*g*q*x^2-35096*a^3*c^3*g*r*x^2+34016*a^3*c^3*g*x^3-30544*a^3* c^3*p^2*x^2-44576*a^3*c^3*p*q*x^2-75488*a^3*c^3*p*r*x^2+65792*a^3*c^3*p*x^3-\ 14032*a^3*c^3*q^2*x^2-51008*a^3*c^3*q*r*x^2+65792*a^3*c^3*q*x^3-47424*a^3*c^3*r ^2*x^2+97136*a^3*c^3*r*x^3-656*a^3*c^2*g^3*x^2-9792*a^3*c^2*g^2*p*x^2-5812*a^3* c^2*g^2*q*x^2-11740*a^3*c^2*g^2*r*x^2+9064*a^3*c^2*g^2*x^3-24728*a^3*c^2*g*p^2* x^2-35320*a^3*c^2*g*p*q*x^2-62256*a^3*c^2*g*p*r*x^2+47520*a^3*c^2*g*p*x^3-10592 *a^3*c^2*g*q^2*x^2-40188*a^3*c^2*g*q*r*x^2+47520*a^3*c^2*g*q*x^3-40248*a^3*c^2* g*r^2*x^2+71104*a^3*c^2*g*r*x^3-15776*a^3*c^2*p^3*x^2-36696*a^3*c^2*p^2*q*x^2-\ 59744*a^3*c^2*p^2*r*x^2+45184*a^3*c^2*p^2*x^3-26064*a^3*c^2*p*q^2*x^2-88456*a^3 *c^2*p*q*r*x^2+90368*a^3*c^2*p*q*x^3-75944*a^3*c^2*p*r^2*x^2+132424*a^3*c^2*p*r *x^3-5144*a^3*c^2*q^3*x^2-28712*a^3*c^2*q^2*r*x^2+45184*a^3*c^2*q^2*x^3-54224*a ^3*c^2*q*r^2*x^2+132424*a^3*c^2*q*r*x^3-31976*a^3*c^2*r^3*x^2+103364*a^3*c^2*r^ 2*x^3-1008*a^3*c*g^3*p*x^2-504*a^3*c*g^3*q*x^2-1248*a^3*c*g^3*r*x^2+504*a^3*c*g ^3*x^3-5754*a^3*c*g^2*p^2*x^2-7880*a^3*c*g^2*p*q*x^2-15180*a^3*c*g^2*p*r*x^2+ 8712*a^3*c*g^2*p*x^3-2126*a^3*c*g^2*q^2*x^2-8844*a^3*c*g^2*q*r*x^2+8712*a^3*c*g ^2*q*x^3-10508*a^3*c*g^2*r^2*x^2+13092*a^3*c*g^2*r*x^3-8684*a^3*c*g*p^3*x^2-\ 19896*a^3*c*g*p^2*q*x^2-33728*a^3*c*g*p^2*r*x^2+22056*a^3*c*g*p^2*x^3-13740*a^3 *c*g*p*q^2*x^2-48592*a^3*c*g*p*q*r*x^2+44112*a^3*c*g*p*q*x^3-44188*a^3*c*g*p*r^ 2*x^2+65802*a^3*c*g*p*r*x^3-2528*a^3*c*g*q^3*x^2-14864*a^3*c*g*q^2*r*x^2+22056* a^3*c*g*q^2*x^3-30514*a^3*c*g*q*r^2*x^2+65802*a^3*c*g*q*r*x^3-19144*a^3*c*g*r^3 *x^2+54894*a^3*c*g*r^2*x^3-3922*a^3*c*p^4*x^2-12680*a^3*c*p^3*q*x^2-19940*a^3*c *p^3*r*x^2+13744*a^3*c*p^3*x^3-14508*a^3*c*p^2*q^2*x^2-46896*a^3*c*p^2*q*r*x^2+ 41232*a^3*c*p^2*q*x^3-38050*a^3*c*p^2*r^2*x^2+59906*a^3*c*p^2*r*x^3-6664*a^3*c* p*q^3*x^2-33972*a^3*c*p*q^2*r*x^2+41232*a^3*c*p*q^2*x^3-58256*a^3*c*p*q*r^2*x^2 +119812*a^3*c*p*q*r*x^3-31968*a^3*c*p*r^3*x^2+91800*a^3*c*p*r^2*x^3-914*a^3*c*q ^4*x^2-7016*a^3*c*q^3*r*x^2+13744*a^3*c*q^3*x^3-20206*a^3*c*q^2*r^2*x^2+59906*a ^3*c*q^2*r*x^3-24040*a^3*c*q*r^3*x^2+91800*a^3*c*q*r^2*x^3-9936*a^3*c*r^4*x^2+ 47008*a^3*c*r^3*x^3-340*a^3*g^3*p^2*x^2-428*a^3*g^3*p*q*x^2-1020*a^3*g^3*p*r*x^ 2+252*a^3*g^3*p*x^3-88*a^3*g^3*q^2*x^2-453*a^3*g^3*q*r*x^2+252*a^3*g^3*q*x^3-\ 831*a^3*g^3*r^2*x^2+252*a^3*g^3*r*x^3-1058*a^3*g^2*p^3*x^2-2355*a^3*g^2*p^2*q*x ^2-4358*a^3*g^2*p^2*r*x^2+2090*a^3*g^2*p^2*x^3-1536*a^3*g^2*p*q^2*x^2-5944*a^3* g^2*p*q*r*x^2+4180*a^3*g^2*p*q*x^3-6096*a^3*g^2*p*r^2*x^2+6370*a^3*g^2*p*r*x^3-\ 239*a^3*g^2*q^3*x^2-1586*a^3*g^2*q^2*r*x^2+2090*a^3*g^2*q^2*x^3-3954*a^3*g^2*q* r^2*x^2+6370*a^3*g^2*q*r*x^3-2796*a^3*g^2*r^3*x^2+6281*a^3*g^2*r^2*x^3-1096*a^3 *g*p^4*x^2-3502*a^3*g*p^3*q*x^2-5732*a^3*g*p^3*r*x^2+3400*a^3*g*p^3*x^3-3930*a^ 3*g*p^2*q^2*x^2-13227*a^3*g*p^2*q*r*x^2+10200*a^3*g*p^2*q*x^3-11275*a^3*g*p^2*r ^2*x^2+15149*a^3*g*p^2*r*x^3-1738*a^3*g*p*q^3*x^2-9258*a^3*g*p*q^2*r*x^2+10200* a^3*g*p*q^2*x^3-16880*a^3*g*p*q*r^2*x^2+30298*a^3*g*p*q*r*x^3-9738*a^3*g*p*r^3* x^2+24715*a^3*g*p*r^2*x^3-214*a^3*g*q^4*x^2-1763*a^3*g*q^3*r*x^2+3400*a^3*g*q^3 *x^3-5605*a^3*g*q^2*r^2*x^2+15149*a^3*g*q^2*r*x^3-7155*a^3*g*q*r^3*x^2+24715*a^ 3*g*q*r^2*x^3-3099*a^3*g*r^4*x^2+13479*a^3*g*r^3*x^3-378*a^3*p^5*x^2-1575*a^3*p ^4*q*x^2-2394*a^3*p^4*r*x^2+1562*a^3*p^4*x^3-2520*a^3*p^3*q^2*x^2-7812*a^3*p^3* q*r*x^2+6248*a^3*p^3*q*x^3-6048*a^3*p^3*r^2*x^2+8989*a^3*p^3*r*x^3-1890*a^3*p^2 *q^3*x^2-9072*a^3*p^2*q^2*r*x^2+9372*a^3*p^2*q^2*x^3-14553*a^3*p^2*q*r^2*x^2+ 26967*a^3*p^2*q*r*x^3-7560*a^3*p^2*r^3*x^2+20243*a^3*p^2*r^2*x^3-630*a^3*p*q^4* x^2-4284*a^3*p*q^3*r*x^2+6248*a^3*p*q^3*x^3-10962*a^3*p*q^2*r^2*x^2+26967*a^3*p *q^2*r*x^3-11970*a^3*p*q*r^3*x^2+40486*a^3*p*q*r^2*x^3-4662*a^3*p*r^4*x^2+20298 *a^3*p*r^3*x^3-63*a^3*q^5*x^2-630*a^3*q^4*r*x^2+1562*a^3*q^4*x^3-2457*a^3*q^3*r ^2*x^2+8989*a^3*q^3*r*x^3-4410*a^3*q^2*r^3*x^2+20243*a^3*q^2*r^2*x^3-3654*a^3*q *r^4*x^2+20298*a^3*q*r^3*x^3-1134*a^3*r^5*x^2+7482*a^3*r^4*x^3-1600*a^2*b^4*c^2 *x^2-1920*a^2*b^4*c*p*x^2-960*a^2*b^4*c*q*x^2-2640*a^2*b^4*c*r*x^2+960*a^2*b^4* c*x^3-560*a^2*b^4*p^2*x^2-640*a^2*b^4*p*q*x^2-1680*a^2*b^4*p*r*x^2+480*a^2*b^4* p*x^3-80*a^2*b^4*q^2*x^2-600*a^2*b^4*q*r*x^2+480*a^2*b^4*q*x^3-1320*a^2*b^4*r^2 *x^2+480*a^2*b^4*r*x^3-10944*a^2*b^3*c^3*x^2-4544*a^2*b^3*c^2*g*x^2-18656*a^2*b ^3*c^2*p*x^2-11136*a^2*b^3*c^2*q*x^2-24000*a^2*b^3*c^2*r*x^2+16960*a^2*b^3*c^2* x^3-5760*a^2*b^3*c*g*p*x^2-2880*a^2*b^3*c*g*q*x^2-7728*a^2*b^3*c*g*r*x^2+2880*a ^2*b^3*c*g*x^3-10192*a^2*b^3*c*p^2*x^2-13504*a^2*b^3*c*p*q*x^2-27456*a^2*b^3*c* p*r*x^2+16320*a^2*b^3*c*p*x^3-3312*a^2*b^3*c*q^2*x^2-15456*a^2*b^3*c*q*r*x^2+ 16320*a^2*b^3*c*q*x^3-18912*a^2*b^3*c*r^2*x^2+24480*a^2*b^3*c*r*x^3-1744*a^2*b^ 3*g*p^2*x^2-2048*a^2*b^3*g*p*q*x^2-5232*a^2*b^3*g*p*r*x^2+1440*a^2*b^3*g*p*x^3-\ 304*a^2*b^3*g*q^2*x^2-1992*a^2*b^3*g*q*r*x^2+1440*a^2*b^3*g*q*x^3-4152*a^2*b^3* g*r^2*x^2+1440*a^2*b^3*g*r*x^3-1800*a^2*b^3*p^3*x^2-3840*a^2*b^3*p^2*q*x^2-7440 *a^2*b^3*p^2*r*x^2+3920*a^2*b^3*p^2*x^3-2280*a^2*b^3*p*q^2*x^2-9600*a^2*b^3*p*q *r*x^2+7840*a^2*b^3*p*q*x^3-10320*a^2*b^3*p*r^2*x^2+11920*a^2*b^3*p*r*x^3-240*a ^2*b^3*q^3*x^2-2160*a^2*b^3*q^2*r*x^2+3920*a^2*b^3*q^2*x^3-6240*a^2*b^3*q*r^2*x ^2+11920*a^2*b^3*q*r*x^3-4680*a^2*b^3*r^3*x^2+11720*a^2*b^3*r^2*x^3-27648*a^2*b ^2*c^4*x^2-23328*a^2*b^2*c^3*g*x^2-61824*a^2*b^2*c^3*p*x^2-39552*a^2*b^2*c^3*q* x^2-76608*a^2*b^2*c^3*r*x^2+70272*a^2*b^2*c^3*x^3-4752*a^2*b^2*c^2*g^2*x^2-\ 41136*a^2*b^2*c^2*g*p*x^2-24528*a^2*b^2*c^2*g*q*x^2-51912*a^2*b^2*c^2*g*r*x^2+ 37632*a^2*b^2*c^2*g*x^3-49440*a^2*b^2*c^2*p^2*x^2-69408*a^2*b^2*c^2*p*q*x^2-\ 126816*a^2*b^2*c^2*p*r*x^2+98304*a^2*b^2*c^2*p*x^3-19968*a^2*b^2*c^2*q^2*x^2-\ 80832*a^2*b^2*c^2*q*r*x^2+98304*a^2*b^2*c^2*q*x^3-82368*a^2*b^2*c^2*r^2*x^2+ 147024*a^2*b^2*c^2*r*x^3-6336*a^2*b^2*c*g^2*p*x^2-3168*a^2*b^2*c*g^2*q*x^2-8316 *a^2*b^2*c*g^2*r*x^2+3168*a^2*b^2*c*g^2*x^3-22920*a^2*b^2*c*g*p^2*x^2-30672*a^2 *b^2*c*g*p*q*x^2-61368*a^2*b^2*c*g*p*r*x^2+36192*a^2*b^2*c*g*p*x^3-7752*a^2*b^2 *c*g*q^2*x^2-34896*a^2*b^2*c*g*q*r*x^2+36192*a^2*b^2*c*g*q*x^3-42336*a^2*b^2*c* g*r^2*x^2+54336*a^2*b^2*c*g*r*x^3-16944*a^2*b^2*c*p^3*x^2-37968*a^2*b^2*c*p^2*q *x^2-66324*a^2*b^2*c*p^2*r*x^2+45696*a^2*b^2*c*p^2*x^3-25104*a^2*b^2*c*p*q^2*x^ 2-93240*a^2*b^2*c*p*q*r*x^2+91392*a^2*b^2*c*p*q*x^3-86856*a^2*b^2*c*p*r^2*x^2+ 136272*a^2*b^2*c*p*r*x^3-4080*a^2*b^2*c*q^3*x^2-26916*a^2*b^2*c*q^2*r*x^2+45696 *a^2*b^2*c*q^2*x^3-58296*a^2*b^2*c*q*r^2*x^2+136272*a^2*b^2*c*q*r*x^3-37476*a^2 *b^2*c*r^3*x^2+113592*a^2*b^2*c*r^2*x^3-1980*a^2*b^2*g^2*p^2*x^2-2376*a^2*b^2*g ^2*p*q*x^2-5940*a^2*b^2*g^2*p*r*x^2+1584*a^2*b^2*g^2*p*x^3-396*a^2*b^2*g^2*q^2* x^2-2376*a^2*b^2*g^2*q*r*x^2+1584*a^2*b^2*g^2*q*x^3-4752*a^2*b^2*g^2*r^2*x^2+ 1584*a^2*b^2*g^2*r*x^3-4092*a^2*b^2*g*p^3*x^2-8844*a^2*b^2*g*p^2*q*x^2-16896*a^ 2*b^2*g*p^2*r*x^2+8688*a^2*b^2*g*p^2*x^3-5412*a^2*b^2*g*p*q^2*x^2-22176*a^2*b^2 *g*p*q*r*x^2+17376*a^2*b^2*g*p*q*x^3-23496*a^2*b^2*g*p*r^2*x^2+26448*a^2*b^2*g* p*r*x^3-660*a^2*b^2*g*q^3*x^2-5280*a^2*b^2*g*q^2*r*x^2+8688*a^2*b^2*g*q^2*x^3-\ 14520*a^2*b^2*g*q*r^2*x^2+26448*a^2*b^2*g*q*r*x^3-10692*a^2*b^2*g*r^3*x^2+26040 *a^2*b^2*g*r^2*x^3-2112*a^2*b^2*p^4*x^2-6600*a^2*b^2*p^3*q*x^2-11088*a^2*b^2*p^ 3*r*x^2+7056*a^2*b^2*p^3*x^3-7128*a^2*b^2*p^2*q^2*x^2-24948*a^2*b^2*p^2*q*r*x^2 +21168*a^2*b^2*p^2*q*x^3-21780*a^2*b^2*p^2*r^2*x^2+31428*a^2*b^2*p^2*r*x^3-2904 *a^2*b^2*p*q^3*x^2-16632*a^2*b^2*p*q^2*r*x^2+21168*a^2*b^2*p*q^2*x^3-31680*a^2* b^2*p*q*r^2*x^2+62856*a^2*b^2*p*q*r*x^3-18744*a^2*b^2*p*r^3*x^2+51252*a^2*b^2*p *r^2*x^3-264*a^2*b^2*q^4*x^2-2772*a^2*b^2*q^3*r*x^2+7056*a^2*b^2*q^3*x^3-9900*a ^2*b^2*q^2*r^2*x^2+31428*a^2*b^2*q^2*r*x^3-13332*a^2*b^2*q*r^3*x^2+51252*a^2*b^ 2*q*r^2*x^3-5940*a^2*b^2*r^4*x^2+27948*a^2*b^2*r^3*x^3-30176*a^2*b*c^5*x^2-\ 38848*a^2*b*c^4*g*x^2-84208*a^2*b*c^4*p*x^2-55648*a^2*b*c^4*q*x^2-102096*a^2*b* c^4*r*x^2+107424*a^2*b*c^4*x^3-16216*a^2*b*c^3*g^2*x^2-88992*a^2*b*c^3*g*p*x^2-\ 56880*a^2*b*c^3*g*q*x^2-108680*a^2*b*c^3*g*r*x^2+102048*a^2*b*c^3*g*x^3-89104*a ^2*b*c^3*p^2*x^2-128672*a^2*b*c^3*p*q*x^2-222944*a^2*b*c^3*p*r*x^2+197376*a^2*b *c^3*p*x^3-39568*a^2*b*c^3*q^2*x^2-149504*a^2*b*c^3*q*r*x^2+197376*a^2*b*c^3*q* x^3-140736*a^2*b*c^3*r^2*x^2+291408*a^2*b*c^3*r*x^3-2168*a^2*b*c^2*g^3*x^2-\ 29492*a^2*b*c^2*g^2*p*x^2-17552*a^2*b*c^2*g^2*q*x^2-36604*a^2*b*c^2*g^2*r*x^2+ 27192*a^2*b*c^2*g^2*x^3-72128*a^2*b*c^2*g*p^2*x^2-101848*a^2*b*c^2*g*p*q*x^2-\ 183864*a^2*b*c^2*g*p*r*x^2+142560*a^2*b*c^2*g*p*x^3-29720*a^2*b*c^2*g*q^2*x^2-\ 117660*a^2*b*c^2*g*q*r*x^2+142560*a^2*b*c^2*g*q*x^3-119256*a^2*b*c^2*g*r^2*x^2+ 213312*a^2*b*c^2*g*r*x^3-45320*a^2*b*c^2*p^3*x^2-104064*a^2*b*c^2*p^2*q*x^2-\ 172676*a^2*b*c^2*p^2*r*x^2+135552*a^2*b*c^2*p^2*x^3-72168*a^2*b*c^2*p*q^2*x^2-\ 252256*a^2*b*c^2*p*q*r*x^2+271104*a^2*b*c^2*p*q*x^3-219776*a^2*b*c^2*p*r^2*x^2+ 397272*a^2*b*c^2*p*r*x^3-13424*a^2*b*c^2*q^3*x^2-79580*a^2*b*c^2*q^2*r*x^2+ 135552*a^2*b*c^2*q^2*x^3-154616*a^2*b*c^2*q*r^2*x^2+397272*a^2*b*c^2*q*r*x^3-\ 92420*a^2*b*c^2*r^3*x^2+310092*a^2*b*c^2*r^2*x^3-3024*a^2*b*c*g^3*p*x^2-1512*a^ 2*b*c*g^3*q*x^2-3894*a^2*b*c*g^3*r*x^2+1512*a^2*b*c*g^3*x^3-16714*a^2*b*c*g^2*p ^2*x^2-22544*a^2*b*c*g^2*p*q*x^2-44532*a^2*b*c*g^2*p*r*x^2+26136*a^2*b*c*g^2*p* x^3-5830*a^2*b*c*g^2*q^2*x^2-25524*a^2*b*c*g^2*q*r*x^2+26136*a^2*b*c*g^2*q*x^3-\ 30764*a^2*b*c*g^2*r^2*x^2+39276*a^2*b*c*g^2*r*x^3-24896*a^2*b*c*g*p^3*x^2-56220 *a^2*b*c*g*p^2*q*x^2-97196*a^2*b*c*g*p^2*r*x^2+66168*a^2*b*c*g*p^2*x^3-37752*a^ 2*b*c*g*p*q^2*x^2-137800*a^2*b*c*g*p*q*r*x^2+132336*a^2*b*c*g*p*q*x^3-127318*a^ 2*b*c*g*p*r^2*x^2+197406*a^2*b*c*g*p*r*x^3-6428*a^2*b*c*g*q^3*x^2-40604*a^2*b*c *g*q^2*r*x^2+66168*a^2*b*c*g*q^2*x^3-86296*a^2*b*c*g*q*r^2*x^2+197406*a^2*b*c*g *q*r*x^3-55018*a^2*b*c*g*r^3*x^2+164682*a^2*b*c*g*r^2*x^3-11166*a^2*b*c*p^4*x^2 -35640*a^2*b*c*p^3*q*x^2-56972*a^2*b*c*p^3*r*x^2+41232*a^2*b*c*p^3*x^3-39924*a^ 2*b*c*p^2*q^2*x^2-132144*a^2*b*c*p^2*q*r*x^2+123696*a^2*b*c*p^2*q*x^3-108742*a^ 2*b*c*p^2*r^2*x^2+179718*a^2*b*c*p^2*r*x^3-17592*a^2*b*c*p*q^3*x^2-93372*a^2*b* c*p*q^2*r*x^2+123696*a^2*b*c*p*q^2*x^3-163952*a^2*b*c*p*q*r^2*x^2+359436*a^2*b* c*p*q*r*x^3-91232*a^2*b*c*p*r^3*x^2+275400*a^2*b*c*p*r^2*x^3-2142*a^2*b*c*q^4*x ^2-18200*a^2*b*c*q^3*r*x^2+41232*a^2*b*c*q^3*x^3-55210*a^2*b*c*q^2*r^2*x^2+ 179718*a^2*b*c*q^2*r*x^3-67448*a^2*b*c*q*r^3*x^2+275400*a^2*b*c*q*r^2*x^3-28296 *a^2*b*c*r^4*x^2+141024*a^2*b*c*r^3*x^3-970*a^2*b*g^3*p^2*x^2-1184*a^2*b*g^3*p* q*x^2-2910*a^2*b*g^3*p*r*x^2+756*a^2*b*g^3*p*x^3-214*a^2*b*g^3*q^2*x^2-1209*a^2 *b*g^3*q*r*x^2+756*a^2*b*g^3*q*x^3-2343*a^2*b*g^3*r^2*x^2+756*a^2*b*g^3*r*x^3-\ 3011*a^2*b*g^2*p^3*x^2-6576*a^2*b*g^2*p^2*q*x^2-12422*a^2*b*g^2*p^2*r*x^2+6270* a^2*b*g^2*p^2*x^3-4119*a^2*b*g^2*p*q^2*x^2-16528*a^2*b*g^2*p*q*r*x^2+12540*a^2* b*g^2*p*q*x^3-17310*a^2*b*g^2*p*r^2*x^2+19110*a^2*b*g^2*p*r*x^3-554*a^2*b*g^2*q ^3*x^2-4106*a^2*b*g^2*q^2*r*x^2+6270*a^2*b*g^2*q^2*x^3-10884*a^2*b*g^2*q*r^2*x^ 2+19110*a^2*b*g^2*q*r*x^3-7899*a^2*b*g^2*r^3*x^2+18843*a^2*b*g^2*r^2*x^3-3112*a ^2*b*g*p^4*x^2-9802*a^2*b*g*p^3*q*x^2-16316*a^2*b*g*p^3*r*x^2+10200*a^2*b*g*p^3 *x^3-10734*a^2*b*g*p^2*q^2*x^2-37041*a^2*b*g*p^2*q*r*x^2+30600*a^2*b*g*p^2*q*x^ 3-32065*a^2*b*g*p^2*r^2*x^2+45447*a^2*b*g*p^2*r*x^3-4510*a^2*b*g*p*q^3*x^2-\ 25134*a^2*b*g*p*q^2*r*x^2+30600*a^2*b*g*p*q^2*x^3-47120*a^2*b*g*p*q*r^2*x^2+ 90894*a^2*b*g*p*q*r*x^3-27630*a^2*b*g*p*r^3*x^2+74145*a^2*b*g*p*r^2*x^3-466*a^2 *b*g*q^4*x^2-4409*a^2*b*g*q^3*r*x^2+10200*a^2*b*g*q^3*x^3-15055*a^2*b*g*q^2*r^2 *x^2+45447*a^2*b*g*q^2*r*x^3-19881*a^2*b*g*q*r^3*x^2+74145*a^2*b*g*q*r^2*x^3-\ 8769*a^2*b*g*r^4*x^2+40437*a^2*b*g*r^3*x^3-1071*a^2*b*p^5*x^2-4410*a^2*b*p^4*q* x^2-6804*a^2*b*p^4*r*x^2+4686*a^2*b*p^4*x^3-6930*a^2*b*p^3*q^2*x^2-21924*a^2*b* p^3*q*r*x^2+18744*a^2*b*p^3*q*x^3-17199*a^2*b*p^3*r^2*x^2+26967*a^2*b*p^3*r*x^3 -5040*a^2*b*p^2*q^3*x^2-24948*a^2*b*p^2*q^2*r*x^2+28116*a^2*b*p^2*q^2*x^3-40824 *a^2*b*p^2*q*r^2*x^2+80901*a^2*b*p^2*q*r*x^3-21483*a^2*b*p^2*r^3*x^2+60729*a^2* b*p^2*r^2*x^3-1575*a^2*b*p*q^4*x^2-11340*a^2*b*p*q^3*r*x^2+18744*a^2*b*p*q^3*x^ 3-30051*a^2*b*p*q^2*r^2*x^2+80901*a^2*b*p*q^2*r*x^3-33516*a^2*b*p*q*r^3*x^2+ 121458*a^2*b*p*q*r^2*x^3-13230*a^2*b*p*r^4*x^2+60894*a^2*b*p*r^3*x^3-126*a^2*b* q^5*x^2-1512*a^2*b*q^4*r*x^2+4686*a^2*b*q^4*x^3-6426*a^2*b*q^3*r^2*x^2+26967*a^ 2*b*q^3*r*x^3-12033*a^2*b*q^2*r^3*x^2+60729*a^2*b*q^2*r^2*x^3-10206*a^2*b*q*r^4 *x^2+60894*a^2*b*q*r^3*x^3-3213*a^2*b*r^5*x^2+22446*a^2*b*r^4*x^3-11936*a^2*c^6 *x^2-20816*a^2*c^5*g*x^2-40208*a^2*c^5*p*x^2-26992*a^2*c^5*q*x^2-48048*a^2*c^5* r*x^2+55040*a^2*c^5*x^3-13320*a^2*c^4*g^2*x^2-59248*a^2*c^4*g*p*x^2-39088*a^2*c ^4*g*q*x^2-70984*a^2*c^4*g*r*x^2+76384*a^2*c^4*g*x^3-53200*a^2*c^4*p^2*x^2-\ 77984*a^2*c^4*p*q*x^2-131264*a^2*c^4*p*r*x^2+125472*a^2*c^4*p*x^3-24784*a^2*c^4 *q^2*x^2-90144*a^2*c^4*q*r*x^2+125472*a^2*c^4*q*x^3-81648*a^2*c^4*r^2*x^2+ 183704*a^2*c^4*r*x^3-3676*a^2*c^3*g^3*x^2-31204*a^2*c^3*g^2*p*x^2-19900*a^2*c^3 *g^2*q*x^2-37624*a^2*c^3*g^2*r*x^2+36160*a^2*c^3*g^2*x^3-63368*a^2*c^3*g*p^2*x^ 2-91840*a^2*c^3*g*p*q*x^2-157640*a^2*c^3*g*p*r*x^2+140128*a^2*c^3*g*p*x^3-28472 *a^2*c^3*g*q^2*x^2-105920*a^2*c^3*g*q*r*x^2+140128*a^2*c^3*g*q*x^3-99256*a^2*c^ 3*g*r^2*x^2+207032*a^2*c^3*g*r*x^3-35992*a^2*c^3*p^3*x^2-83768*a^2*c^3*p^2*q*x^ 2-135212*a^2*c^3*p^2*r*x^2+114048*a^2*c^3*p^2*x^3-59560*a^2*c^3*p*q^2*x^2-\ 201416*a^2*c^3*p*q*r*x^2+228096*a^2*c^3*p*q*x^3-169640*a^2*c^3*p*r^2*x^2+330896 *a^2*c^3*p*r*x^3-11784*a^2*c^3*q^3*x^2-66204*a^2*c^3*q^2*r*x^2+114048*a^2*c^3*q ^2*x^3-122200*a^2*c^3*q*r^2*x^2+330896*a^2*c^3*q*r*x^3-70420*a^2*c^3*r^3*x^2+ 250776*a^2*c^3*r^2*x^3-364*a^2*c^2*g^4*x^2-6872*a^2*c^2*g^3*p*x^2-4080*a^2*c^2* g^3*q*x^2-8410*a^2*c^2*g^3*r*x^2+6392*a^2*c^2*g^3*x^3-25594*a^2*c^2*g^2*p^2*x^2 -36292*a^2*c^2*g^2*p*q*x^2-64900*a^2*c^2*g^2*p*r*x^2+50448*a^2*c^2*g^2*p*x^3-\ 10698*a^2*c^2*g^2*q^2*x^2-41630*a^2*c^2*g^2*q*r*x^2+50448*a^2*c^2*g^2*q*x^3-\ 42042*a^2*c^2*g^2*r^2*x^2+75534*a^2*c^2*g^2*r*x^3-32408*a^2*c^2*g*p^3*x^2-74808 *a^2*c^2*g*p^2*q*x^2-123122*a^2*c^2*g*p^2*r*x^2+96072*a^2*c^2*g*p^2*x^3-52392*a ^2*c^2*g*p*q^2*x^2-180832*a^2*c^2*g*p*q*r*x^2+192144*a^2*c^2*g*p*q*x^3-156578*a ^2*c^2*g*p*r^2*x^2+281722*a^2*c^2*g*p*r*x^3-9992*a^2*c^2*g*q^3*x^2-57710*a^2*c^ 2*g*q^2*r*x^2+96072*a^2*c^2*g*q^2*x^3-110804*a^2*c^2*g*q*r^2*x^2+281722*a^2*c^2 *g*q*r*x^3-65864*a^2*c^2*g*r^3*x^2+219980*a^2*c^2*g*r^2*x^3-13258*a^2*c^2*p^4*x ^2-42824*a^2*c^2*p^3*q*x^2-66684*a^2*c^2*p^3*r*x^2+51664*a^2*c^2*p^3*x^3-48924* a^2*c^2*p^2*q^2*x^2-157176*a^2*c^2*p^2*q*r*x^2+154992*a^2*c^2*p^2*q*x^3-125490* a^2*c^2*p^2*r^2*x^2+222558*a^2*c^2*p^2*r*x^3-22408*a^2*c^2*p*q^3*x^2-114300*a^2 *c^2*p*q^2*r*x^2+154992*a^2*c^2*p*q^2*x^3-192816*a^2*c^2*p*q*r^2*x^2+445116*a^2 *c^2*p*q*r*x^3-103960*a^2*c^2*p*r^3*x^2+331416*a^2*c^2*p*r^2*x^3-3050*a^2*c^2*q ^4*x^2-23808*a^2*c^2*q^3*r*x^2+51664*a^2*c^2*q^3*x^3-67326*a^2*c^2*q^2*r^2*x^2+ 222558*a^2*c^2*q^2*r*x^3-78464*a^2*c^2*q*r^3*x^2+331416*a^2*c^2*q*r^2*x^3-31896 *a^2*c^2*r^4*x^2+164572*a^2*c^2*r^3*x^3-528*a^2*c*g^4*p*x^2-264*a^2*c*g^4*q*x^2 -669*a^2*c*g^4*r*x^2+264*a^2*c*g^4*x^3-3951*a^2*c*g^3*p^2*x^2-5362*a^2*c*g^3*p* q*x^2-10486*a^2*c*g^3*p*r*x^2+6140*a^2*c*g^3*p*x^3-1411*a^2*c*g^3*q^2*x^2-6047* a^2*c*g^3*q*r*x^2+6140*a^2*c*g^3*q*x^3-7253*a^2*c*g^3*r^2*x^2+9236*a^2*c*g^3*r* x^3-8887*a^2*c*g^2*p^3*x^2-20191*a^2*c*g^2*p^2*q*x^2-34621*a^2*c*g^2*p^2*r*x^2+ 23380*a^2*c*g^2*p^2*x^3-13721*a^2*c*g^2*p*q^2*x^2-49408*a^2*c*g^2*p*q*r*x^2+ 46760*a^2*c*g^2*p*q*x^3-45360*a^2*c*g^2*p*r^2*x^2+69793*a^2*c*g^2*p*r*x^3-2417* a^2*c*g^2*q^3*x^2-14787*a^2*c*g^2*q^2*r*x^2+23380*a^2*c*g^2*q^2*x^3-30979*a^2*c *g^2*q*r^2*x^2+69793*a^2*c*g^2*q*r*x^3-19626*a^2*c*g^2*r^3*x^2+58282*a^2*c*g^2* r^2*x^3-8001*a^2*c*g*p^4*x^2-25680*a^2*c*g*p^3*q*x^2-40756*a^2*c*g*p^3*r*x^2+ 29168*a^2*c*g*p^3*x^3-29034*a^2*c*g*p^2*q^2*x^2-95100*a^2*c*g*p^2*q*r*x^2+87504 *a^2*c*g*p^2*q*x^3-77775*a^2*c*g*p^2*r^2*x^2+127181*a^2*c*g*p^2*r*x^3-13032*a^2 *c*g*p*q^3*x^2-67932*a^2*c*g*p*q^2*r*x^2+87504*a^2*c*g*p*q^2*x^3-118044*a^2*c*g *p*q*r^2*x^2+254362*a^2*c*g*p*q*r*x^3-65286*a^2*c*g*p*r^3*x^2+194934*a^2*c*g*p* r^2*x^3-1677*a^2*c*g*q^4*x^2-13588*a^2*c*g*q^3*r*x^2+29168*a^2*c*g*q^3*x^3-\ 40269*a^2*c*g*q^2*r^2*x^2+127181*a^2*c*g*q^2*r*x^3-48624*a^2*c*g*q*r^3*x^2+ 194934*a^2*c*g*q*r^2*x^3-20266*a^2*c*g*r^4*x^2+99816*a^2*c*g*r^3*x^3-2537*a^2*c *p^5*x^2-10555*a^2*c*p^4*q*x^2-15892*a^2*c*p^4*r*x^2+11664*a^2*c*p^4*x^3-16850* a^2*c*p^3*q^2*x^2-51888*a^2*c*p^3*q*r*x^2+46656*a^2*c*p^3*q*x^3-39627*a^2*c*p^3 *r^2*x^2+66238*a^2*c*p^3*r*x^3-12590*a^2*c*p^2*q^3*x^2-60312*a^2*c*p^2*q^2*r*x^ 2+69984*a^2*c*p^2*q^2*x^3-95499*a^2*c*p^2*q*r^2*x^2+198714*a^2*c*p^2*q*r*x^3-\ 48899*a^2*c*p^2*r^3*x^2+145098*a^2*c*p^2*r^2*x^3-4165*a^2*c*p*q^4*x^2-28528*a^2 *c*p*q^3*r*x^2+46656*a^2*c*p*q^3*x^3-72117*a^2*c*p*q^2*r^2*x^2+198714*a^2*c*p*q ^2*r*x^3-77554*a^2*c*p*q*r^3*x^2+290196*a^2*c*p*q*r^2*x^3-29800*a^2*c*p*r^4*x^2 +141252*a^2*c*p*r^3*x^3-407*a^2*c*q^5*x^2-4212*a^2*c*q^4*r*x^2+11664*a^2*c*q^4* x^3-16245*a^2*c*q^3*r^2*x^2+66238*a^2*c*q^3*r*x^3-28655*a^2*c*q^2*r^3*x^2+ 145098*a^2*c*q^2*r^2*x^3-23388*a^2*c*q*r^4*x^2+141252*a^2*c*q*r^3*x^3-7173*a^2* c*r^5*x^2+50728*a^2*c*r^4*x^3-173*a^2*g^4*p^2*x^2-214*a^2*g^4*p*q*x^2-519*a^2*g ^4*p*r*x^2+132*a^2*g^4*p*x^3-41*a^2*g^4*q^2*x^2-222*a^2*g^4*q*r*x^2+132*a^2*g^4 *q*x^3-420*a^2*g^4*r^2*x^2+132*a^2*g^4*r*x^3-717*a^2*g^3*p^3*x^2-1579*a^2*g^3*p ^2*q*x^2-2956*a^2*g^3*p^2*r*x^2+1472*a^2*g^3*p^2*x^3-1007*a^2*g^3*p*q^2*x^2-\ 3976*a^2*g^3*p*q*r*x^2+2944*a^2*g^3*p*q*x^3-4126*a^2*g^3*p*r^2*x^2+4492*a^2*g^3 *p*r*x^3-145*a^2*g^3*q^3*x^2-1020*a^2*g^3*q^2*r*x^2+1472*a^2*g^3*q^2*x^3-2630*a ^2*g^3*q*r^2*x^2+4492*a^2*g^3*q*r*x^3-1887*a^2*g^3*r^3*x^2+4436*a^2*g^3*r^2*x^3 -1113*a^2*g^2*p^4*x^2-3528*a^2*g^2*p^3*q*x^2-5829*a^2*g^2*p^3*r*x^2+3598*a^2*g^ 2*p^3*x^3-3906*a^2*g^2*p^2*q^2*x^2-13329*a^2*g^2*p^2*q*r*x^2+10794*a^2*g^2*p^2* q*x^3-11460*a^2*g^2*p^2*r^2*x^2+16039*a^2*g^2*p^2*r*x^3-1680*a^2*g^2*p*q^3*x^2-\ 9171*a^2*g^2*p*q^2*r*x^2+10794*a^2*g^2*p*q^2*x^3-16980*a^2*g^2*p*q*r^2*x^2+ 32078*a^2*g^2*p*q*r*x^3-9885*a^2*g^2*p*r^3*x^2+26182*a^2*g^2*p*r^2*x^3-189*a^2* g^2*q^4*x^2-1671*a^2*g^2*q^3*r*x^2+3598*a^2*g^2*q^3*x^3-5520*a^2*g^2*q^2*r^2*x^ 2+16039*a^2*g^2*q^2*r*x^3-7179*a^2*g^2*q*r^3*x^2+26182*a^2*g^2*q*r^2*x^3-3141*a ^2*g^2*r^4*x^2+14283*a^2*g^2*r^3*x^3-767*a^2*g*p^5*x^2-3175*a^2*g*p^4*q*x^2-\ 4866*a^2*g*p^4*r*x^2+3308*a^2*g*p^4*x^3-5030*a^2*g*p^3*q^2*x^2-15768*a^2*g*p^3* q*r*x^2+13232*a^2*g*p^3*q*x^3-12297*a^2*g*p^3*r^2*x^2+19039*a^2*g*p^3*r*x^3-\ 3710*a^2*g*p^2*q^3*x^2-18108*a^2*g*p^2*q^2*r*x^2+19848*a^2*g*p^2*q^2*x^3-29367* a^2*g*p^2*q*r^2*x^2+57117*a^2*g*p^2*q*r*x^3-15365*a^2*g*p^2*r^3*x^2+42876*a^2*g *p^2*r^2*x^3-1195*a^2*g*p*q^4*x^2-8376*a^2*g*p*q^3*r*x^2+13232*a^2*g*p*q^3*x^3-\ 21843*a^2*g*p*q^2*r^2*x^2+57117*a^2*g*p*q^2*r*x^3-24130*a^2*g*p*q*r^3*x^2+85752 *a^2*g*p*q*r^2*x^3-9468*a^2*g*p*r^4*x^2+42987*a^2*g*p*r^3*x^3-107*a^2*g*q^5*x^2 -1170*a^2*g*q^4*r*x^2+3308*a^2*g*q^4*x^3-4773*a^2*g*q^3*r^2*x^2+19039*a^2*g*q^3 *r*x^3-8765*a^2*g*q^2*r^3*x^2+42876*a^2*g*q^2*r^2*x^3-7356*a^2*g*q*r^4*x^2+ 42987*a^2*g*q*r^3*x^3-2301*a^2*g*r^5*x^2+15842*a^2*g*r^4*x^3-198*a^2*p^6*x^2-\ 1012*a^2*p^5*q*x^2-1474*a^2*p^5*r*x^2+1050*a^2*p^5*x^3-2090*a^2*p^4*q^2*x^2-\ 6193*a^2*p^4*q*r*x^2+5250*a^2*p^4*q*x^3-4543*a^2*p^4*r^2*x^2+7360*a^2*p^4*r*x^3 -2200*a^2*p^3*q^3*x^2-10032*a^2*p^3*q^2*r*x^2+10500*a^2*p^3*q^2*x^3-15092*a^2*p ^3*q*r^2*x^2+29440*a^2*p^3*q*r*x^3-7392*a^2*p^3*r^3*x^2+21042*a^2*p^3*r^2*x^3-\ 1210*a^2*p^2*q^4*x^2-7678*a^2*p^2*q^3*r*x^2+10500*a^2*p^2*q^3*x^3-18018*a^2*p^2 *q^2*r^2*x^2+44160*a^2*p^2*q^2*r*x^3-18238*a^2*p^2*q*r^3*x^2+63126*a^2*p^2*q*r^ 2*x^3-6688*a^2*p^2*r^4*x^2+30043*a^2*p^2*r^3*x^3-308*a^2*p*q^5*x^2-2662*a^2*p*q ^4*r*x^2+5250*a^2*p*q^4*x^3-8932*a^2*p*q^3*r^2*x^2+29440*a^2*p*q^3*r*x^3-14300* a^2*p*q^2*r^3*x^2+63126*a^2*p*q^2*r^2*x^3-10912*a^2*p*q*r^4*x^2+60086*a^2*p*q*r ^3*x^3-3190*a^2*p*r^5*x^2+21150*a^2*p*r^4*x^3-22*a^2*q^6*x^2-297*a^2*q^5*r*x^2+ 1050*a^2*q^5*x^3-1463*a^2*q^4*r^2*x^2+7360*a^2*q^4*r*x^3-3454*a^2*q^3*r^3*x^2+ 21042*a^2*q^3*r^2*x^3-4224*a^2*q^2*r^4*x^2+30043*a^2*q^2*r^3*x^3-2585*a^2*q*r^5 *x^2+21150*a^2*q*r^4*x^3-627*a^2*r^6*x^2+5839*a^2*r^5*x^3-704*a*b^5*c^2*x^2-768 *a*b^5*c*p*x^2-384*a*b^5*c*q*x^2-1104*a*b^5*c*r*x^2+384*a*b^5*c*x^3-208*a*b^5*p ^2*x^2-224*a*b^5*p*q*x^2-624*a*b^5*p*r*x^2+192*a*b^5*p*x^3-16*a*b^5*q^2*x^2-192 *a*b^5*q*r*x^2+192*a*b^5*q*x^3-480*a*b^5*r^2*x^2+192*a*b^5*r*x^3-5856*a*b^4*c^3 *x^2-2496*a*b^4*c^2*g*x^2-9344*a*b^4*c^2*p*x^2-5584*a*b^4*c^2*q*x^2-12480*a*b^4 *c^2*r*x^2+8480*a*b^4*c^2*x^3-2880*a*b^4*c*g*p*x^2-1440*a*b^4*c*g*q*x^2-4032*a* b^4*c*g*r*x^2+1440*a*b^4*c*g*x^3-4888*a*b^4*c*p^2*x^2-6336*a*b^4*c*p*q*x^2-\ 13344*a*b^4*c*p*r*x^2+8160*a*b^4*c*p*x^3-1448*a*b^4*c*q^2*x^2-7344*a*b^4*c*q*r* x^2+8160*a*b^4*c*q*x^3-9168*a*b^4*c*r^2*x^2+12240*a*b^4*c*r*x^3-816*a*b^4*g*p^2 *x^2-912*a*b^4*g*p*q*x^2-2448*a*b^4*g*p*r*x^2+720*a*b^4*g*p*x^3-96*a*b^4*g*q^2* x^2-828*a*b^4*g*q*r*x^2+720*a*b^4*g*q*x^3-1908*a*b^4*g*r^2*x^2+720*a*b^4*g*r*x^ 3-840*a*b^4*p^3*x^2-1740*a*b^4*p^2*q*x^2-3480*a*b^4*p^2*r*x^2+1960*a*b^4*p^2*x^ 3-960*a*b^4*p*q^2*x^2-4320*a*b^4*p*q*r*x^2+3920*a*b^4*p*q*x^3-4800*a*b^4*p*r^2* x^2+5960*a*b^4*p*r*x^3-60*a*b^4*q^3*x^2-840*a*b^4*q^2*r*x^2+1960*a*b^4*q^2*x^3-\ 2760*a*b^4*q*r^2*x^2+5960*a*b^4*q*r*x^3-2160*a*b^4*r^3*x^2+5860*a*b^4*r^2*x^3-\ 19392*a*b^3*c^4*x^2-16640*a*b^3*c^3*g*x^2-41184*a*b^3*c^3*p*x^2-26336*a*b^3*c^3 *q*x^2-52608*a*b^3*c^3*r*x^2+46848*a*b^3*c^3*x^3-3472*a*b^3*c^2*g^2*x^2-27504*a *b^3*c^2*g*p*x^2-16432*a*b^3*c^2*g*q*x^2-35960*a*b^3*c^2*g*r*x^2+25088*a*b^3*c^ 2*g*x^3-31888*a*b^3*c^2*p^2*x^2-44128*a*b^3*c^2*p*q*x^2-82944*a*b^3*c^2*p*r*x^2 +65536*a*b^3*c^2*p*x^3-12240*a*b^3*c^2*q^2*x^2-52288*a*b^3*c^2*q*r*x^2+65536*a* b^3*c^2*q*x^3-54048*a*b^3*c^2*r^2*x^2+98016*a*b^3*c^2*r*x^3-4224*a*b^3*c*g^2*p* x^2-2112*a*b^3*c*g^2*q*x^2-5772*a*b^3*c*g^2*r*x^2+2112*a*b^3*c*g^2*x^3-14720*a* b^3*c*g*p^2*x^2-19328*a*b^3*c*g*p*q*x^2-39880*a*b^3*c*g*p*r*x^2+24128*a*b^3*c*g *p*x^3-4608*a*b^3*c*g*q^2*x^2-22232*a*b^3*c*g*q*r*x^2+24128*a*b^3*c*g*q*x^3-\ 27448*a*b^3*c*g*r^2*x^2+36224*a*b^3*c*g*r*x^3-10712*a*b^3*c*p^3*x^2-23560*a*b^3 *c*p^2*q*x^2-42188*a*b^3*c*p^2*r*x^2+30464*a*b^3*c*p^2*x^3-14984*a*b^3*c*p*q^2* x^2-58104*a*b^3*c*p*q*r*x^2+60928*a*b^3*c*p*q*x^3-55224*a*b^3*c*p*r^2*x^2+90848 *a*b^3*c*p*r*x^3-2136*a*b^3*c*q^3*x^2-15916*a*b^3*c*q^2*r*x^2+30464*a*b^3*c*q^2 *x^3-36184*a*b^3*c*q*r^2*x^2+90848*a*b^3*c*q*r*x^3-23748*a*b^3*c*r^3*x^2+75728* a*b^3*c*r^2*x^3-1244*a*b^3*g^2*p^2*x^2-1432*a*b^3*g^2*p*q*x^2-3732*a*b^3*g^2*p* r*x^2+1056*a*b^3*g^2*p*x^3-188*a*b^3*g^2*q^2*x^2-1356*a*b^3*g^2*q*r*x^2+1056*a* b^3*g^2*q*x^3-2940*a*b^3*g^2*r^2*x^2+1056*a*b^3*g^2*r*x^3-2564*a*b^3*g*p^3*x^2-\ 5404*a*b^3*g*p^2*q*x^2-10608*a*b^3*g*p^2*r*x^2+5792*a*b^3*g*p^2*x^3-3116*a*b^3* g*p*q^2*x^2-13472*a*b^3*g*p*q*r*x^2+11584*a*b^3*g*p*q*x^3-14680*a*b^3*g*p*r^2*x ^2+17632*a*b^3*g*p*r*x^3-276*a*b^3*g*q^3*x^2-2864*a*b^3*g*q^2*r*x^2+5792*a*b^3* g*q^2*x^3-8696*a*b^3*g*q*r^2*x^2+17632*a*b^3*g*q*r*x^3-6636*a*b^3*g*r^3*x^2+ 17360*a*b^3*g*r^2*x^3-1320*a*b^3*p^4*x^2-4048*a*b^3*p^3*q*x^2-6952*a*b^3*p^3*r* x^2+4704*a*b^3*p^3*x^3-4224*a*b^3*p^2*q^2*x^2-15312*a*b^3*p^2*q*r*x^2+14112*a*b ^3*p^2*q*x^3-13640*a*b^3*p^2*r^2*x^2+20952*a*b^3*p^2*r*x^3-1584*a*b^3*p*q^3*x^2 -9768*a*b^3*p*q^2*r*x^2+14112*a*b^3*p*q^2*x^3-19360*a*b^3*p*q*r^2*x^2+41904*a*b ^3*p*q*r*x^3-11704*a*b^3*p*r^3*x^2+34168*a*b^3*p*r^2*x^3-88*a*b^3*q^4*x^2-1408* a*b^3*q^3*r*x^2+4704*a*b^3*q^3*x^3-5720*a*b^3*q^2*r^2*x^2+20952*a*b^3*q^2*r*x^3 -8096*a*b^3*q*r^3*x^2+34168*a*b^3*q*r^2*x^3-3696*a*b^3*r^4*x^2+18632*a*b^3*r^3* x^3-31456*a*b^2*c^5*x^2-40928*a*b^2*c^4*g*x^2-84032*a*b^2*c^4*p*x^2-55472*a*b^2 *c^4*q*x^2-104544*a*b^2*c^4*r*x^2+107424*a*b^2*c^4*x^3-17336*a*b^2*c^3*g^2*x^2-\ 89136*a*b^2*c^3*g*p*x^2-57024*a*b^2*c^3*g*q*x^2-112072*a*b^2*c^3*g*r*x^2+102048 *a*b^2*c^3*g*x^3-86576*a*b^2*c^3*p^2*x^2-123616*a*b^2*c^3*p*q*x^2-219424*a*b^2* c^3*p*r*x^2+197376*a*b^2*c^3*p*x^3-37040*a*b^2*c^3*q^2*x^2-145984*a*b^2*c^3*q*r *x^2+197376*a*b^2*c^3*q*x^3-139200*a*b^2*c^3*r^2*x^2+291408*a*b^2*c^3*r*x^3-\ 2368*a*b^2*c^2*g^3*x^2-29608*a*b^2*c^2*g^2*p*x^2-17668*a*b^2*c^2*g^2*q*x^2-\ 37988*a*b^2*c^2*g^2*r*x^2+27192*a*b^2*c^2*g^2*x^3-70072*a*b^2*c^2*g*p^2*x^2-\ 97736*a*b^2*c^2*g*p*q*x^2-180960*a*b^2*c^2*g*p*r*x^2+142560*a*b^2*c^2*g*p*x^3-\ 27664*a*b^2*c^2*g*q^2*x^2-114756*a*b^2*c^2*g*q*r*x^2+142560*a*b^2*c^2*g*q*x^3-\ 117768*a*b^2*c^2*g*r^2*x^2+213312*a*b^2*c^2*g*r*x^3-43312*a*b^2*c^2*p^3*x^2-\ 98040*a*b^2*c^2*p^2*q*x^2-166120*a*b^2*c^2*p^2*r*x^2+135552*a*b^2*c^2*p^2*x^3-\ 66144*a*b^2*c^2*p*q^2*x^2-239144*a*b^2*c^2*p*q*r*x^2+271104*a*b^2*c^2*p*q*x^3-\ 211720*a*b^2*c^2*p*r^2*x^2+397272*a*b^2*c^2*p*r*x^3-11416*a*b^2*c^2*q^3*x^2-\ 73024*a*b^2*c^2*q^2*r*x^2+135552*a*b^2*c^2*q^2*x^3-146560*a*b^2*c^2*q*r^2*x^2+ 397272*a*b^2*c^2*q*r*x^3-88912*a*b^2*c^2*r^3*x^2+310092*a*b^2*c^2*r^2*x^3-3024* a*b^2*c*g^3*p*x^2-1512*a*b^2*c*g^3*q*x^2-4044*a*b^2*c*g^3*r*x^2+1512*a*b^2*c*g^ 3*x^3-16166*a*b^2*c*g^2*p^2*x^2-21448*a*b^2*c*g^2*p*q*x^2-43524*a*b^2*c*g^2*p*r *x^2+26136*a*b^2*c*g^2*p*x^3-5282*a*b^2*c*g^2*q^2*x^2-24516*a*b^2*c*g^2*q*r*x^2 +26136*a*b^2*c*g^2*q*x^3-30004*a*b^2*c*g^2*r^2*x^2+39276*a*b^2*c*g^2*r*x^3-\ 23740*a*b^2*c*g*p^3*x^2-52752*a*b^2*c*g*p^2*q*x^2-93208*a*b^2*c*g*p^2*r*x^2+ 66168*a*b^2*c*g*p^2*x^3-34284*a*b^2*c*g*p*q^2*x^2-129824*a*b^2*c*g*p*q*r*x^2+ 132336*a*b^2*c*g*p*q*x^3-122072*a*b^2*c*g*p*r^2*x^2+197406*a*b^2*c*g*p*r*x^3-\ 5272*a*b^2*c*g*q^3*x^2-36616*a*b^2*c*g*q^2*r*x^2+66168*a*b^2*c*g*q^2*x^3-81050* a*b^2*c*g*q*r^2*x^2+197406*a*b^2*c*g*q*r*x^3-52604*a*b^2*c*g*r^3*x^2+164682*a*b ^2*c*g*r^2*x^3-10566*a*b^2*c*p^4*x^2-33240*a*b^2*c*p^3*q*x^2-54124*a*b^2*c*p^3* r*x^2+41232*a*b^2*c*p^3*x^3-36324*a*b^2*c*p^2*q^2*x^2-123600*a*b^2*c*p^2*q*r*x^ 2+123696*a*b^2*c*p^2*q*x^3-103334*a*b^2*c*p^2*r^2*x^2+179718*a*b^2*c*p^2*r*x^3-\ 15192*a*b^2*c*p*q^3*x^2-84828*a*b^2*c*p*q^2*r*x^2+123696*a*b^2*c*p*q^2*x^3-\ 153136*a*b^2*c*p*q*r^2*x^2+359436*a*b^2*c*p*q*r*x^3-86560*a*b^2*c*p*r^3*x^2+ 275400*a*b^2*c*p*r^2*x^3-1542*a*b^2*c*q^4*x^2-15352*a*b^2*c*q^3*r*x^2+41232*a*b ^2*c*q^3*x^3-49802*a*b^2*c*q^2*r^2*x^2+179718*a*b^2*c*q^2*r*x^3-62776*a*b^2*c*q *r^3*x^2+275400*a*b^2*c*q*r^2*x^3-26784*a*b^2*c*r^4*x^2+141024*a*b^2*c*r^3*x^3-\ 920*a*b^2*g^3*p^2*x^2-1084*a*b^2*g^3*p*q*x^2-2760*a*b^2*g^3*p*r*x^2+756*a*b^2*g ^3*p*x^3-164*a*b^2*g^3*q^2*x^2-1059*a*b^2*g^3*q*r*x^2+756*a*b^2*g^3*q*x^3-2193* a*b^2*g^3*r^2*x^2+756*a*b^2*g^3*r*x^3-2848*a*b^2*g^2*p^3*x^2-6087*a*b^2*g^2*p^2 *q*x^2-11770*a*b^2*g^2*p^2*r*x^2+6270*a*b^2*g^2*p^2*x^3-3630*a*b^2*g^2*p*q^2*x^ 2-15224*a*b^2*g^2*p*q*r*x^2+12540*a*b^2*g^2*p*q*x^3-16332*a*b^2*g^2*p*r^2*x^2+ 19110*a*b^2*g^2*p*r*x^3-391*a*b^2*g^2*q^3*x^2-3454*a*b^2*g^2*q^2*r*x^2+6270*a*b ^2*g^2*q^2*x^3-9906*a*b^2*g^2*q*r^2*x^2+19110*a*b^2*g^2*q*r*x^3-7410*a*b^2*g^2* r^3*x^2+18843*a*b^2*g^2*r^2*x^3-2936*a*b^2*g*p^4*x^2-9098*a*b^2*g*p^3*q*x^2-\ 15436*a*b^2*g*p^3*r*x^2+10200*a*b^2*g*p^3*x^3-9678*a*b^2*g*p^2*q^2*x^2-34401*a* b^2*g*p^2*q*r*x^2+30600*a*b^2*g*p^2*q*x^3-30305*a*b^2*g*p^2*r^2*x^2+45447*a*b^2 *g*p^2*r*x^3-3806*a*b^2*g*p*q^3*x^2-22494*a*b^2*g*p*q^2*r*x^2+30600*a*b^2*g*p*q ^2*x^3-43600*a*b^2*g*p*q*r^2*x^2+90894*a*b^2*g*p*q*r*x^3-26046*a*b^2*g*p*r^3*x^ 2+74145*a*b^2*g*p*r^2*x^3-290*a*b^2*g*q^4*x^2-3529*a*b^2*g*q^3*r*x^2+10200*a*b^ 2*g*q^3*x^3-13295*a*b^2*g*q^2*r^2*x^2+45447*a*b^2*g*q^2*r*x^3-18297*a*b^2*g*q*r ^3*x^2+74145*a*b^2*g*q*r^2*x^3-8241*a*b^2*g*r^4*x^2+40437*a*b^2*g*r^3*x^3-1008* a*b^2*p^5*x^2-4095*a*b^2*p^4*q*x^2-6426*a*b^2*p^4*r*x^2+4686*a*b^2*p^4*x^3-6300 *a*b^2*p^3*q^2*x^2-20412*a*b^2*p^3*q*r*x^2+18744*a*b^2*p^3*q*x^3-16254*a*b^2*p^ 3*r^2*x^2+26967*a*b^2*p^3*r*x^3-4410*a*b^2*p^2*q^3*x^2-22680*a*b^2*p^2*q^2*r*x^ 2+28116*a*b^2*p^2*q^2*x^3-37989*a*b^2*p^2*q*r^2*x^2+80901*a*b^2*p^2*q*r*x^3-\ 20286*a*b^2*p^2*r^3*x^2+60729*a*b^2*p^2*r^2*x^3-1260*a*b^2*p*q^4*x^2-9828*a*b^2 *p*q^3*r*x^2+18744*a*b^2*p*q^3*x^3-27216*a*b^2*p*q^2*r^2*x^2+80901*a*b^2*p*q^2* r*x^3-31122*a*b^2*p*q*r^3*x^2+121458*a*b^2*p*q*r^2*x^3-12474*a*b^2*p*r^4*x^2+ 60894*a*b^2*p*r^3*x^3-63*a*b^2*q^5*x^2-1134*a*b^2*q^4*r*x^2+4686*a*b^2*q^4*x^3-\ 5481*a*b^2*q^3*r^2*x^2+26967*a*b^2*q^3*r*x^3-10836*a*b^2*q^2*r^3*x^2+60729*a*b^ 2*q^2*r^2*x^3-9450*a*b^2*q*r^4*x^2+60894*a*b^2*q*r^3*x^3-3024*a*b^2*r^5*x^2+ 22446*a*b^2*r^4*x^3-24768*a*b*c^6*x^2-43488*a*b*c^5*g*x^2-80224*a*b*c^5*p*x^2-\ 53792*a*b*c^5*q*x^2-98112*a*b*c^5*r*x^2+110080*a*b*c^5*x^3-28080*a*b*c^4*g^2*x^ 2-118560*a*b*c^4*g*p*x^2-78240*a*b*c^4*g*q*x^2-145656*a*b*c^4*g*r*x^2+152768*a* b*c^4*g*x^3-103680*a*b*c^4*p^2*x^2-150528*a*b*c^4*p*q*x^2-258848*a*b*c^4*p*r*x^ 2+250944*a*b*c^4*p*x^3-46848*a*b*c^4*q^2*x^2-176608*a*b*c^4*q*r*x^2+250944*a*b* c^4*q*x^3-161856*a*b*c^4*r^2*x^2+367408*a*b*c^4*r*x^3-7848*a*b*c^3*g^3*x^2-\ 62616*a*b*c^3*g^2*p*x^2-40008*a*b*c^3*g^2*q*x^2-77616*a*b*c^3*g^2*r*x^2+72320*a *b*c^3*g^2*x^3-123600*a*b*c^3*g*p^2*x^2-177408*a*b*c^3*g*p*q*x^2-311280*a*b*c^3 *g*p*r*x^2+280256*a*b*c^3*g*p*x^3-53808*a*b*c^3*g*q^2*x^2-207840*a*b*c^3*g*q*r* x^2+280256*a*b*c^3*g*q*x^3-196992*a*b*c^3*g*r^2*x^2+414064*a*b*c^3*g*r*x^3-\ 69136*a*b*c^3*p^3*x^2-158992*a*b*c^3*p^2*q*x^2-261368*a*b*c^3*p^2*r*x^2+228096* a*b*c^3*p^2*x^3-110576*a*b*c^3*p*q^2*x^2-384720*a*b*c^3*p*q*r*x^2+456192*a*b*c^ 3*p*q*x^3-328528*a*b*c^3*p*r^2*x^2+661792*a*b*c^3*p*r*x^3-20720*a*b*c^3*q^3*x^2 -123352*a*b*c^3*q^2*r*x^2+228096*a*b*c^3*q^2*x^3-233648*a*b*c^3*q*r^2*x^2+ 661792*a*b*c^3*q*r*x^3-136296*a*b*c^3*r^3*x^2+501552*a*b*c^3*r^2*x^3-792*a*b*c^ 2*g^4*x^2-13808*a*b*c^2*g^3*p*x^2-8224*a*b*c^2*g^3*q*x^2-17430*a*b*c^2*g^3*r*x^ 2+12784*a*b*c^2*g^3*x^3-49900*a*b*c^2*g^2*p^2*x^2-70008*a*b*c^2*g^2*p*q*x^2-\ 128060*a*b*c^2*g^2*p*r*x^2+100896*a*b*c^2*g^2*p*x^3-20108*a*b*c^2*g^2*q^2*x^2-\ 81520*a*b*c^2*g^2*q*r*x^2+100896*a*b*c^2*g^2*q*x^3-83232*a*b*c^2*g^2*r^2*x^2+ 151068*a*b*c^2*g^2*r*x^3-62232*a*b*c^2*g*p^3*x^2-141864*a*b*c^2*g*p^2*q*x^2-\ 237906*a*b*c^2*g*p^2*r*x^2+192144*a*b*c^2*g*p^2*x^3-97032*a*b*c^2*g*p*q^2*x^2-\ 344988*a*b*c^2*g*p*q*r*x^2+384288*a*b*c^2*g*p*q*x^3-303006*a*b*c^2*g*p*r^2*x^2+ 563444*a*b*c^2*g*p*r*x^3-17400*a*b*c^2*g*q^3*x^2-107082*a*b*c^2*g*q^2*r*x^2+ 192144*a*b*c^2*g*q^2*x^3-211458*a*b*c^2*g*q*r^2*x^2+563444*a*b*c^2*g*q*r*x^3-\ 127332*a*b*c^2*g*r^3*x^2+439960*a*b*c^2*g*r^2*x^3-25244*a*b*c^2*p^4*x^2-80560*a *b*c^2*p^3*q*x^2-127464*a*b*c^2*p^3*r*x^2+103328*a*b*c^2*p^3*x^3-90216*a*b*c^2* p^2*q^2*x^2-296640*a*b*c^2*p^2*q*r*x^2+309984*a*b*c^2*p^2*q*x^3-240036*a*b*c^2* p^2*r^2*x^2+445116*a*b*c^2*p^2*r*x^3-39728*a*b*c^2*p*q^3*x^2-210888*a*b*c^2*p*q ^2*r*x^2+309984*a*b*c^2*p*q^2*x^3-363744*a*b*c^2*p*q*r^2*x^2+890232*a*b*c^2*p*q *r*x^3-198656*a*b*c^2*p*r^3*x^2+662832*a*b*c^2*p*r^2*x^3-4828*a*b*c^2*q^4*x^2-\ 41712*a*b*c^2*q^3*r*x^2+103328*a*b*c^2*q^3*x^3-123708*a*b*c^2*q^2*r^2*x^2+ 445116*a*b*c^2*q^2*r*x^3-147664*a*b*c^2*q*r^3*x^2+662832*a*b*c^2*q*r^2*x^3-\ 60840*a*b*c^2*r^4*x^2+329144*a*b*c^2*r^3*x^3-1056*a*b*c*g^4*p*x^2-528*a*b*c*g^4 *q*x^2-1386*a*b*c*g^4*r*x^2+528*a*b*c*g^4*x^3-7670*a*b*c*g^3*p^2*x^2-10260*a*b* c*g^3*p*q*x^2-20546*a*b*c*g^3*p*r*x^2+12280*a*b*c*g^3*p*x^3-2590*a*b*c*g^3*q^2* x^2-11668*a*b*c*g^3*q*r*x^2+12280*a*b*c*g^3*q*x^3-14184*a*b*c*g^3*r^2*x^2+18472 *a*b*c*g^3*r*x^3-17030*a*b*c*g^2*p^3*x^2-38150*a*b*c*g^2*p^2*q*x^2-66685*a*b*c* g^2*p^2*r*x^2+46760*a*b*c*g^2*p^2*x^3-25210*a*b*c*g^2*p*q^2*x^2-93702*a*b*c*g^2 *p*q*r*x^2+93520*a*b*c*g^2*p*q*x^3-87365*a*b*c*g^2*p*r^2*x^2+139586*a*b*c*g^2*p *r*x^3-4090*a*b*c*g^2*q^3*x^2-27017*a*b*c*g^2*q^2*r*x^2+46760*a*b*c*g^2*q^2*x^3 -58603*a*b*c*g^2*q*r^2*x^2+139586*a*b*c*g^2*q*r*x^3-37710*a*b*c*g^2*r^3*x^2+ 116564*a*b*c*g^2*r^2*x^3-15222*a*b*c*g*p^4*x^2-48240*a*b*c*g*p^3*q*x^2-77820*a* b*c*g*p^3*r*x^2+58336*a*b*c*g*p^3*x^3-53388*a*b*c*g*p^2*q^2*x^2-179124*a*b*c*g* p^2*q*r*x^2+175008*a*b*c*g*p^2*q*x^3-148554*a*b*c*g*p^2*r^2*x^2+254362*a*b*c*g* p^2*r*x^3-22944*a*b*c*g*p*q^3*x^2-124788*a*b*c*g*p*q^2*r*x^2+175008*a*b*c*g*p*q ^2*x^3-222096*a*b*c*g*p*q*r^2*x^2+508724*a*b*c*g*p*q*r*x^3-124536*a*b*c*g*p*r^3 *x^2+389868*a*b*c*g*p*r^2*x^3-2574*a*b*c*g*q^4*x^2-23484*a*b*c*g*q^3*r*x^2+ 58336*a*b*c*g*q^3*x^3-73542*a*b*c*g*q^2*r^2*x^2+254362*a*b*c*g*q^2*r*x^3-91212* a*b*c*g*q*r^3*x^2+389868*a*b*c*g*q*r^2*x^3-38580*a*b*c*g*r^4*x^2+199632*a*b*c*g *r^3*x^3-4806*a*b*c*p^5*x^2-19770*a*b*c*p^4*q*x^2-30202*a*b*c*p^4*r*x^2+23328*a *b*c*p^4*x^3-31020*a*b*c*p^3*q^2*x^2-97448*a*b*c*p^3*q*r*x^2+93312*a*b*c*p^3*q* x^3-75366*a*b*c*p^3*r^2*x^2+132476*a*b*c*p^3*r*x^3-22500*a*b*c*p^2*q^3*x^2-\ 111132*a*b*c*p^2*q^2*r*x^2+139968*a*b*c*p^2*q^2*x^3-179334*a*b*c*p^2*q*r^2*x^2+ 397428*a*b*c*p^2*q*r*x^3-92946*a*b*c*p^2*r^3*x^2+290196*a*b*c*p^2*r^2*x^3-6990* a*b*c*p*q^4*x^2-50728*a*b*c*p*q^3*r*x^2+93312*a*b*c*p*q^3*x^3-132570*a*b*c*p*q^ 2*r^2*x^2+397428*a*b*c*p*q^2*r*x^3-145404*a*b*c*p*q*r^3*x^2+580392*a*b*c*p*q*r^ 2*x^3-56572*a*b*c*p*r^4*x^2+282504*a*b*c*p*r^3*x^3-546*a*b*c*q^5*x^2-6842*a*b*c *q^4*r*x^2+23328*a*b*c*q^4*x^3-28602*a*b*c*q^3*r^2*x^2+132476*a*b*c*q^3*r*x^3-\ 52458*a*b*c*q^2*r^3*x^2+290196*a*b*c*q^2*r^2*x^3-43748*a*b*c*q*r^4*x^2+282504*a *b*c*q*r^3*x^3-13596*a*b*c*r^5*x^2+101456*a*b*c*r^4*x^3-330*a*b*g^4*p^2*x^2-396 *a*b*g^4*p*q*x^2-990*a*b*g^4*p*r*x^2+264*a*b*g^4*p*x^3-66*a*b*g^4*q^2*x^2-396*a *b*g^4*q*r*x^2+264*a*b*g^4*q*x^3-792*a*b*g^4*r^2*x^2+264*a*b*g^4*r*x^3-1364*a*b *g^3*p^3*x^2-2948*a*b*g^3*p^2*q*x^2-5632*a*b*g^3*p^2*r*x^2+2944*a*b*g^3*p^2*x^3 -1804*a*b*g^3*p*q^2*x^2-7392*a*b*g^3*p*q*r*x^2+5888*a*b*g^3*p*q*x^3-7832*a*b*g^ 3*p*r^2*x^2+8984*a*b*g^3*p*r*x^3-220*a*b*g^3*q^3*x^2-1760*a*b*g^3*q^2*r*x^2+ 2944*a*b*g^3*q^2*x^3-4840*a*b*g^3*q*r^2*x^2+8984*a*b*g^3*q*r*x^3-3564*a*b*g^3*r ^3*x^2+8872*a*b*g^3*r^2*x^3-2112*a*b*g^2*p^4*x^2-6600*a*b*g^2*p^3*q*x^2-11088*a *b*g^2*p^3*r*x^2+7196*a*b*g^2*p^3*x^3-7128*a*b*g^2*p^2*q^2*x^2-24948*a*b*g^2*p^ 2*q*r*x^2+21588*a*b*g^2*p^2*q*x^3-21780*a*b*g^2*p^2*r^2*x^2+32078*a*b*g^2*p^2*r *x^3-2904*a*b*g^2*p*q^3*x^2-16632*a*b*g^2*p*q^2*r*x^2+21588*a*b*g^2*p*q^2*x^3-\ 31680*a*b*g^2*p*q*r^2*x^2+64156*a*b*g^2*p*q*r*x^3-18744*a*b*g^2*p*r^3*x^2+52364 *a*b*g^2*p*r^2*x^3-264*a*b*g^2*q^4*x^2-2772*a*b*g^2*q^3*r*x^2+7196*a*b*g^2*q^3* x^3-9900*a*b*g^2*q^2*r^2*x^2+32078*a*b*g^2*q^2*r*x^3-13332*a*b*g^2*q*r^3*x^2+ 52364*a*b*g^2*q*r^2*x^3-5940*a*b*g^2*r^4*x^2+28566*a*b*g^2*r^3*x^3-1452*a*b*g*p ^5*x^2-5940*a*b*g*p^4*q*x^2-9240*a*b*g*p^4*r*x^2+6616*a*b*g*p^4*x^3-9240*a*b*g* p^3*q^2*x^2-29568*a*b*g*p^3*q*r*x^2+26464*a*b*g*p^3*q*x^3-23364*a*b*g*p^3*r^2*x ^2+38078*a*b*g*p^3*r*x^3-6600*a*b*g*p^2*q^3*x^2-33264*a*b*g*p^2*q^2*r*x^2+39696 *a*b*g*p^2*q^2*x^3-55044*a*b*g*p^2*q*r^2*x^2+114234*a*b*g*p^2*q*r*x^3-29172*a*b *g*p^2*r^3*x^2+85752*a*b*g*p^2*r^2*x^3-1980*a*b*g*p*q^4*x^2-14784*a*b*g*p*q^3*r *x^2+26464*a*b*g*p*q^3*x^3-39996*a*b*g*p*q^2*r^2*x^2+114234*a*b*g*p*q^2*r*x^3-\ 45144*a*b*g*p*q*r^3*x^2+171504*a*b*g*p*q*r^2*x^3-17952*a*b*g*p*r^4*x^2+85974*a* b*g*p*r^3*x^3-132*a*b*g*q^5*x^2-1848*a*b*g*q^4*r*x^2+6616*a*b*g*q^4*x^3-8316*a* b*g*q^3*r^2*x^2+38078*a*b*g*q^3*r*x^3-15972*a*b*g*q^2*r^3*x^2+85752*a*b*g*q^2*r ^2*x^3-13728*a*b*g*q*r^4*x^2+85974*a*b*g*q*r^3*x^3-4356*a*b*g*r^5*x^2+31684*a*b *g*r^4*x^3-374*a*b*p^6*x^2-1892*a*b*p^5*q*x^2-2794*a*b*p^5*r*x^2+2100*a*b*p^5*x ^3-3850*a*b*p^4*q^2*x^2-11616*a*b*p^4*q*r*x^2+10500*a*b*p^4*q*x^3-8624*a*b*p^4* r^2*x^2+14720*a*b*p^4*r*x^3-3960*a*b*p^3*q^3*x^2-18524*a*b*p^3*q^2*r*x^2+21000* a*b*p^3*q^2*x^3-28336*a*b*p^3*q*r^2*x^2+58880*a*b*p^3*q*r*x^3-14036*a*b*p^3*r^3 *x^2+42084*a*b*p^3*r^2*x^3-2090*a*b*p^2*q^4*x^2-13816*a*b*p^2*q^3*r*x^2+21000*a *b*p^2*q^3*x^3-33264*a*b*p^2*q^2*r^2*x^2+88320*a*b*p^2*q^2*r*x^3-34232*a*b*p^2* q*r^3*x^2+126252*a*b*p^2*q*r^2*x^3-12694*a*b*p^2*r^4*x^2+60086*a*b*p^2*r^3*x^3-\ 484*a*b*p*q^5*x^2-4554*a*b*p*q^4*r*x^2+10500*a*b*p*q^4*x^3-16016*a*b*p*q^3*r^2* x^2+58880*a*b*p*q^3*r*x^3-26356*a*b*p*q^2*r^3*x^2+126252*a*b*p*q^2*r^2*x^3-\ 20460*a*b*p*q*r^4*x^2+120172*a*b*p*q*r^3*x^3-6050*a*b*p*r^5*x^2+42300*a*b*p*r^4 *x^3-22*a*b*q^6*x^2-440*a*b*q^5*r*x^2+2100*a*b*q^5*x^3-2464*a*b*q^4*r^2*x^2+ 14720*a*b*q^4*r*x^3-6160*a*b*q^3*r^3*x^2+42084*a*b*q^3*r^2*x^3-7766*a*b*q^2*r^4 *x^2+60086*a*b*q^2*r^3*x^3-4840*a*b*q*r^5*x^2+42300*a*b*q*r^4*x^3-1188*a*b*r^6* x^2+11678*a*b*r^5*x^3-7552*a*c^7*x^2-16768*a*c^6*g*x^2-28928*a*c^6*p*x^2-19520* a*c^6*q*x^2-34944*a*c^6*r*x^2+41600*a*c^6*x^3-14656*a*c^5*g^2*x^2-55328*a*c^5*g *p*x^2-37024*a*c^5*g*q*x^2-66952*a*c^5*g*r*x^2+76544*a*c^5*g*x^3-45184*a*c^5*p^ 2*x^2-66176*a*c^5*p*q*x^2-111808*a*c^5*p*r*x^2+113408*a*c^5*p*x^3-20992*a*c^5*q ^2*x^2-77152*a*c^5*q*r*x^2+113408*a*c^5*q*x^3-69408*a*c^5*r^2*x^2+165344*a*c^5* r*x^3-6272*a*c^4*g^3*x^2-40752*a*c^4*g^2*p*x^2-26832*a*c^4*g^2*q*x^2-49500*a*c^ 4*g^2*r*x^2+52992*a*c^4*g^2*x^3-72272*a*c^4*g*p^2*x^2-105248*a*c^4*g*p*q*x^2-\ 179504*a*c^4*g*p*r*x^2+174272*a*c^4*g*p*x^3-32976*a*c^4*g*q^2*x^2-122624*a*c^4* g*q*r*x^2+174272*a*c^4*g*q*x^3-112004*a*c^4*g*r^2*x^2+255448*a*c^4*g*r*x^3-\ 37792*a*c^4*p^3*x^2-87696*a*c^4*p^2*q*x^2-141824*a*c^4*p^2*r*x^2+128416*a*c^4*p ^2*x^3-62016*a*c^4*p*q^2*x^2-211168*a*c^4*p*q*r*x^2+256832*a*c^4*p*q*x^3-177168 *a*c^4*p*r^2*x^2+370752*a*c^4*p*r*x^3-12112*a*c^4*q^3*x^2-69344*a*c^4*q^2*r*x^2 +128416*a*c^4*q^2*x^3-127728*a*c^4*q*r^2*x^2+370752*a*c^4*q*r*x^3-73136*a*c^4*r ^3*x^2+277344*a*c^4*r^2*x^3-1304*a*c^3*g^4*x^2-14296*a*c^3*g^3*p*x^2-9112*a*c^3 *g^3*q*x^2-17502*a*c^3*g^3*r*x^2+16672*a*c^3*g^3*x^3-42960*a*c^3*g^2*p^2*x^2-\ 61872*a*c^3*g^2*p*q*x^2-107612*a*c^3*g^2*p*r*x^2+97088*a*c^3*g^2*p*x^3-18912*a* c^3*g^2*q^2*x^2-71948*a*c^3*g^2*q*r*x^2+97088*a*c^3*g^2*q*x^3-67968*a*c^3*g^2*r ^2*x^2+143584*a*c^3*g^2*r*x^3-48472*a*c^3*g*p^3*x^2-112008*a*c^3*g*p^2*q*x^2-\ 182798*a*c^3*g*p^2*r*x^2+158176*a*c^3*g*p^2*x^3-78600*a*c^3*g*p*q^2*x^2-270316* a*c^3*g*p*q*r*x^2+316352*a*c^3*g*p*q*x^3-229682*a*c^3*g*p*r^2*x^2+459392*a*c^3* g*p*r*x^3-15064*a*c^3*g*q^3*x^2-87518*a*c^3*g*q^2*r*x^2+158176*a*c^3*g*q^2*x^3-\ 164162*a*c^3*g*q*r^2*x^2+459392*a*c^3*g*q*r*x^3-95356*a*c^3*g*r^3*x^2+348440*a* c^3*g*r^2*x^3-18424*a*c^3*p^4*x^2-59296*a*c^3*p^3*q*x^2-92400*a*c^3*p^3*r*x^2+ 77312*a*c^3*p^3*x^3-67344*a*c^3*p^2*q^2*x^2-217296*a*c^3*p^2*q*r*x^2+231936*a*c ^3*p^2*q*x^3-172992*a*c^3*p^2*r^2*x^2+331184*a*c^3*p^2*r*x^3-30496*a*c^3*p*q^3* x^2-157392*a*c^3*p*q^2*r*x^2+231936*a*c^3*p*q^2*x^3-265344*a*c^3*p*q*r^2*x^2+ 662368*a*c^3*p*q*r*x^3-142480*a*c^3*p*r^3*x^2+486912*a*c^3*p*r^2*x^3-4024*a*c^3 *q^4*x^2-32496*a*c^3*q^3*r*x^2+77312*a*c^3*q^3*x^3-92352*a*c^3*q^2*r^2*x^2+ 331184*a*c^3*q^2*r*x^3-107344*a*c^3*q*r^3*x^2+486912*a*c^3*q*r^2*x^3-43464*a*c^ 3*r^4*x^2+238416*a*c^3*r^3*x^3-104*a*c^2*g^5*x^2-2356*a*c^2*g^4*p*x^2-1400*a*c^ 2*g^4*q*x^2-2933*a*c^2*g^4*r*x^2+2200*a*c^2*g^4*x^3-11532*a*c^2*g^3*p^2*x^2-\ 16248*a*c^2*g^3*p*q*x^2-29440*a*c^2*g^3*p*r*x^2+23232*a*c^2*g^3*p*x^3-4716*a*c^ 2*g^3*q^2*x^2-18784*a*c^2*g^3*q*r*x^2+23232*a*c^2*g^3*q*x^3-19113*a*c^2*g^3*r^2 *x^2+34814*a*c^2*g^3*r*x^3-21756*a*c^2*g^2*p^3*x^2-49860*a*c^2*g^2*p^2*q*x^2-\ 82961*a*c^2*g^2*p^2*r*x^2+66464*a*c^2*g^2*p^2*x^3-34452*a*c^2*g^2*p*q^2*x^2-\ 120934*a*c^2*g^2*p*q*r*x^2+132928*a*c^2*g^2*p*q*x^3-105633*a*c^2*g^2*p*r^2*x^2+ 195066*a*c^2*g^2*p*r*x^3-6348*a*c^2*g^2*q^3*x^2-37973*a*c^2*g^2*q^2*r*x^2+66464 *a*c^2*g^2*q^2*x^3-74139*a*c^2*g^2*q*r^2*x^2+195066*a*c^2*g^2*q*r*x^3-44428*a*c ^2*g^2*r^3*x^2+152480*a*c^2*g^2*r^2*x^3-17740*a*c^2*g*p^4*x^2-56912*a*c^2*g*p^3 *q*x^2-89462*a*c^2*g*p^3*r*x^2+71536*a*c^2*g*p^3*x^3-64296*a*c^2*g*p^2*q^2*x^2-\ 209346*a*c^2*g*p^2*q*r*x^2+214608*a*c^2*g*p^2*q*x^3-168512*a*c^2*g*p^2*r^2*x^2+ 308418*a*c^2*g*p^2*r*x^3-28816*a*c^2*g*p*q^3*x^2-150306*a*c^2*g*p*q^2*r*x^2+ 214608*a*c^2*g*p*q^2*x^3-256900*a*c^2*g*p*q*r^2*x^2+616836*a*c^2*g*p*q*r*x^3-\ 139598*a*c^2*g*p*r^3*x^2+459620*a*c^2*g*p*r^2*x^3-3692*a*c^2*g*q^4*x^2-30422*a* c^2*g*q^3*r*x^2+71536*a*c^2*g*q^3*x^3-88388*a*c^2*g*q^2*r^2*x^2+308418*a*c^2*g* q^2*r*x^3-104466*a*c^2*g*q*r^3*x^2+459620*a*c^2*g*q*r^2*x^3-42808*a*c^2*g*r^4*x ^2+228352*a*c^2*g*r^3*x^3-5264*a*c^2*p^5*x^2-21820*a*c^2*p^4*q*x^2-32864*a*c^2* p^4*r*x^2+26104*a*c^2*p^4*x^3-34640*a*c^2*p^3*q^2*x^2-107000*a*c^2*p^3*q*r*x^2+ 104416*a*c^2*p^3*q*x^3-81540*a*c^2*p^3*r^2*x^2+147328*a*c^2*p^3*r*x^3-25640*a*c ^2*p^2*q^3*x^2-123816*a*c^2*p^2*q^2*r*x^2+156624*a*c^2*p^2*q^2*x^3-196020*a*c^2 *p^2*q*r^2*x^2+441984*a*c^2*p^2*q*r*x^3-100076*a*c^2*p^2*r^3*x^2+318780*a*c^2*p ^2*r^2*x^3-8320*a*c^2*p*q^4*x^2-58088*a*c^2*p*q^3*r*x^2+104416*a*c^2*p*q^3*x^3-\ 147420*a*c^2*p*q^2*r^2*x^2+441984*a*c^2*p*q^2*r*x^3-158320*a*c^2*p*q*r^3*x^2+ 637560*a*c^2*p*q*r^2*x^3-60668*a*c^2*p*r^4*x^2+306168*a*c^2*p*r^3*x^3-764*a*c^2 *q^5*x^2-8408*a*c^2*q^4*r*x^2+26104*a*c^2*q^4*x^3-32940*a*c^2*q^3*r^2*x^2+ 147328*a*c^2*q^3*r*x^3-58244*a*c^2*q^2*r^3*x^2+318780*a*c^2*q^2*r^2*x^3-47480*a *c^2*q*r^4*x^2+306168*a*c^2*q*r^3*x^3-14532*a*c^2*r^5*x^2+108612*a*c^2*r^4*x^3-\ 144*a*c*g^5*p*x^2-72*a*c*g^5*q*x^2-186*a*c*g^5*r*x^2+72*a*c*g^5*x^3-1328*a*c*g^ 4*p^2*x^2-1788*a*c*g^4*p*q*x^2-3543*a*c*g^4*p*r*x^2+2112*a*c*g^4*p*x^3-460*a*c* g^4*q^2*x^2-2025*a*c*g^4*q*r*x^2+2112*a*c*g^4*q*x^3-2449*a*c*g^4*r^2*x^2+3180*a *c*g^4*r*x^3-3960*a*c*g^3*p^3*x^2-8928*a*c*g^3*p^2*q*x^2-15473*a*c*g^3*p^2*r*x^ 2+10752*a*c*g^3*p^2*x^3-5976*a*c*g^3*p*q^2*x^2-21892*a*c*g^3*p*q*r*x^2+21504*a* c*g^3*p*q*x^3-20278*a*c*g^3*p*r^2*x^2+32121*a*c*g^3*p*r*x^3-1008*a*c*g^3*q^3*x^ 2-6419*a*c*g^3*q^2*r*x^2+10752*a*c*g^3*q^2*x^3-13711*a*c*g^3*q*r^2*x^2+32121*a* c*g^3*q*r*x^3-8765*a*c*g^3*r^3*x^2+26856*a*c*g^3*r^2*x^3-5332*a*c*g^2*p^4*x^2-\ 16996*a*c*g^2*p^3*q*x^2-27221*a*c*g^2*p^3*r*x^2+20144*a*c*g^2*p^3*x^3-18996*a*c *g^2*p^2*q^2*x^2-63045*a*c*g^2*p^2*q*r*x^2+60432*a*c*g^2*p^2*q*x^3-51972*a*c*g^ 2*p^2*r^2*x^2+87893*a*c*g^2*p^2*r*x^3-8332*a*c*g^2*p*q^3*x^2-44427*a*c*g^2*p*q^ 2*r*x^2+60432*a*c*g^2*p*q^2*x^3-78234*a*c*g^2*p*q*r^2*x^2+175786*a*c*g^2*p*q*r* x^3-43609*a*c*g^2*p*r^3*x^2+134828*a*c*g^2*p*r^2*x^3-1000*a*c*g^2*q^4*x^2-8603* a*c*g^2*q^3*r*x^2+20144*a*c*g^2*q^3*x^3-26262*a*c*g^2*q^2*r^2*x^2+87893*a*c*g^2 *q^2*r*x^3-32185*a*c*g^2*q*r^3*x^2+134828*a*c*g^2*q*r^2*x^3-13526*a*c*g^2*r^4*x ^2+69082*a*c*g^2*r^3*x^3-3376*a*c*g*p^5*x^2-13960*a*c*g*p^4*q*x^2-21193*a*c*g*p ^4*r*x^2+16120*a*c*g*p^4*x^3-22080*a*c*g*p^3*q^2*x^2-68752*a*c*g*p^3*q*r*x^2+ 64480*a*c*g*p^3*q*x^3-52890*a*c*g*p^3*r^2*x^2+91598*a*c*g*p^3*r*x^3-16240*a*c*g *p^2*q^3*x^2-79098*a*c*g*p^2*q^2*r*x^2+96720*a*c*g*p^2*q^2*x^3-126588*a*c*g*p^2 *q*r^2*x^2+274794*a*c*g*p^2*q*r*x^3-65272*a*c*g*p^2*r^3*x^2+200776*a*c*g*p^2*r^ 2*x^3-5200*a*c*g*p*q^4*x^2-36712*a*c*g*p*q^3*r*x^2+64480*a*c*g*p*q^3*x^3-94506* a*c*g*p*q^2*r^2*x^2+274794*a*c*g*p*q^2*r*x^3-102760*a*c*g*p*q*r^3*x^2+401552*a* c*g*p*q*r^2*x^3-39766*a*c*g*p*r^4*x^2+195548*a*c*g*p*r^3*x^3-456*a*c*g*q^5*x^2-\ 5173*a*c*g*q^4*r*x^2+16120*a*c*g*q^4*x^3-20808*a*c*g*q^3*r^2*x^2+91598*a*c*g*q^ 3*r*x^3-37488*a*c*g*q^2*r^3*x^2+200776*a*c*g*q^2*r^2*x^3-30964*a*c*g*q*r^4*x^2+ 195548*a*c*g*q*r^3*x^3-9567*a*c*g*r^5*x^2+70250*a*c*g*r^4*x^3-820*a*c*p^6*x^2-\ 4176*a*c*p^5*q*x^2-6088*a*c*p^5*r*x^2+4688*a*c*p^5*x^3-8580*a*c*p^4*q^2*x^2-\ 25502*a*c*p^4*q*r*x^2+23440*a*c*p^4*q*x^3-18690*a*c*p^4*r^2*x^2+32646*a*c*p^4*r *x^3-8960*a*c*p^3*q^3*x^2-41128*a*c*p^3*q^2*r*x^2+46880*a*c*p^3*q^2*x^3-61920*a *c*p^3*q*r^2*x^2+130584*a*c*p^3*q*r*x^3-30280*a*c*p^3*r^3*x^2+92268*a*c*p^3*r^2 *x^3-4860*a*c*p^2*q^4*x^2-31252*a*c*p^2*q^3*r*x^2+46880*a*c*p^2*q^3*x^3-73620*a *c*p^2*q^2*r^2*x^2+195876*a*c*p^2*q^2*r*x^3-74508*a*c*p^2*q*r^3*x^2+276804*a*c* p^2*q*r^2*x^3-27280*a*c*p^2*r^4*x^2+130092*a*c*p^2*r^3*x^3-1200*a*c*p*q^5*x^2-\ 10688*a*c*p*q^4*r*x^2+23440*a*c*p*q^4*x^3-36240*a*c*p*q^3*r^2*x^2+130584*a*c*p* q^3*r*x^3-58176*a*c*p*q^2*r^3*x^2+276804*a*c*p*q^2*r^2*x^3-44384*a*c*p*q*r^4*x^ 2+260184*a*c*p*q*r^3*x^3-12960*a*c*p*r^5*x^2+90524*a*c*p*r^4*x^3-76*a*c*q^6*x^2 -1150*a*c*q^5*r*x^2+4688*a*c*q^5*x^3-5850*a*c*q^4*r^2*x^2+32646*a*c*q^4*r*x^3-\ 13948*a*c*q^3*r^3*x^2+92268*a*c*q^3*r^2*x^3-17104*a*c*q^2*r^4*x^2+130092*a*c*q^ 2*r^3*x^3-10470*a*c*q*r^5*x^2+90524*a*c*q*r^4*x^3-2538*a*c*r^6*x^2+24742*a*c*r^ 5*x^3-46*a*g^5*p^2*x^2-56*a*g^5*p*q*x^2-138*a*g^5*p*r*x^2+36*a*g^5*p*x^3-10*a*g ^5*q^2*x^2-57*a*g^5*q*r*x^2+36*a*g^5*q*x^3-111*a*g^5*r^2*x^2+36*a*g^5*r*x^3-238 *a*g^4*p^3*x^2-519*a*g^4*p^2*q*x^2-982*a*g^4*p^2*r*x^2+506*a*g^4*p^2*x^3-324*a* g^4*p*q^2*x^2-1304*a*g^4*p*q*r*x^2+1012*a*g^4*p*q*x^3-1368*a*g^4*p*r^2*x^2+1546 *a*g^4*p*r*x^3-43*a*g^4*q^3*x^2-322*a*g^4*q^2*r*x^2+506*a*g^4*q^2*x^3-858*a*g^4 *q*r^2*x^2+1546*a*g^4*q*r*x^3-624*a*g^4*r^3*x^2+1529*a*g^4*r^2*x^3-492*a*g^3*p^ 4*x^2-1548*a*g^3*p^3*q*x^2-2580*a*g^3*p^3*r*x^2+1652*a*g^3*p^3*x^3-1692*a*g^3*p ^2*q^2*x^2-5850*a*g^3*p^2*q*r*x^2+4956*a*g^3*p^2*q*x^3-5070*a*g^3*p^2*r^2*x^2+ 7369*a*g^3*p^2*r*x^3-708*a*g^3*p*q^3*x^2-3960*a*g^3*p*q^2*r*x^2+4956*a*g^3*p*q^ 2*x^3-7440*a*g^3*p*q*r^2*x^2+14738*a*g^3*p*q*r*x^3-4368*a*g^3*p*r^3*x^2+12038*a *g^3*p*r^2*x^3-72*a*g^3*q^4*x^2-690*a*g^3*q^3*r*x^2+1652*a*g^3*q^3*x^3-2370*a*g ^3*q^2*r^2*x^2+7369*a*g^3*q^2*r*x^3-3138*a*g^3*q*r^3*x^2+12038*a*g^3*q*r^2*x^3-\ 1386*a*g^3*r^4*x^2+6570*a*g^3*r^3*x^3-508*a*g^2*p^5*x^2-2090*a*g^2*p^4*q*x^2-\ 3228*a*g^2*p^4*r*x^2+2280*a*g^2*p^4*x^3-3280*a*g^2*p^3*q^2*x^2-10392*a*g^2*p^3* q*r*x^2+9120*a*g^2*p^3*q*x^3-8160*a*g^2*p^3*r^2*x^2+13128*a*g^2*p^3*r*x^3-2380* a*g^2*p^2*q^3*x^2-11808*a*g^2*p^2*q^2*r*x^2+13680*a*g^2*p^2*q^2*x^3-19350*a*g^2 *p^2*q*r^2*x^2+39384*a*g^2*p^2*q*r*x^3-10192*a*g^2*p^2*r^3*x^2+29578*a*g^2*p^2* r^2*x^3-740*a*g^2*p*q^4*x^2-5352*a*g^2*p*q^3*r*x^2+9120*a*g^2*p*q^3*x^3-14220*a *g^2*p*q^2*r^2*x^2+39384*a*g^2*p*q^2*r*x^3-15884*a*g^2*p*q*r^3*x^2+59156*a*g^2* p*q*r^2*x^3-6276*a*g^2*p*r^4*x^2+29664*a*g^2*p*r^3*x^3-58*a*g^2*q^5*x^2-708*a*g ^2*q^4*r*x^2+2280*a*g^2*q^4*x^3-3030*a*g^2*q^3*r^2*x^2+13128*a*g^2*q^3*r*x^3-\ 5692*a*g^2*q^2*r^3*x^2+29578*a*g^2*q^2*r^2*x^3-4836*a*g^2*q*r^4*x^2+29664*a*g^2 *q*r^3*x^3-1524*a*g^2*r^5*x^2+10934*a*g^2*r^4*x^3-262*a*g*p^6*x^2-1332*a*g*p^5* q*x^2-1954*a*g*p^5*r*x^2+1448*a*g*p^5*x^3-2730*a*g*p^4*q^2*x^2-8165*a*g*p^4*q*r *x^2+7240*a*g*p^4*q*x^3-6027*a*g*p^4*r^2*x^2+10153*a*g*p^4*r*x^3-2840*a*g*p^3*q ^3*x^2-13120*a*g*p^3*q^2*r*x^2+14480*a*g*p^3*q^2*x^3-19908*a*g*p^3*q*r^2*x^2+ 40612*a*g*p^3*q*r*x^3-9808*a*g*p^3*r^3*x^2+29038*a*g*p^3*r^2*x^3-1530*a*g*p^2*q ^4*x^2-9910*a*g*p^2*q^3*r*x^2+14480*a*g*p^2*q^3*x^3-23562*a*g*p^2*q^2*r^2*x^2+ 60918*a*g*p^2*q^2*r*x^3-24054*a*g*p^2*q*r^3*x^2+87114*a*g*p^2*q*r^2*x^3-8872*a* g*p^2*r^4*x^2+41472*a*g*p^2*r^3*x^3-372*a*g*p*q^5*x^2-3350*a*g*p*q^4*r*x^2+7240 *a*g*p*q^4*x^3-11508*a*g*p*q^3*r^2*x^2+40612*a*g*p*q^3*r*x^3-18684*a*g*p*q^2*r^ 3*x^2+87114*a*g*p*q^2*r^2*x^3-14384*a*g*p*q*r^4*x^2+82944*a*g*p*q*r^3*x^3-4230* a*g*p*r^5*x^2+29202*a*g*p*r^4*x^3-22*a*g*q^6*x^2-349*a*g*q^5*r*x^2+1448*a*g*q^5 *x^3-1827*a*g*q^4*r^2*x^2+10153*a*g*q^4*r*x^3-4438*a*g*q^3*r^3*x^2+29038*a*g*q^ 3*r^2*x^3-5512*a*g*q^2*r^4*x^2+41472*a*g*q^2*r^3*x^3-3405*a*g*q*r^5*x^2+29202*a *g*q*r^4*x^3-831*a*g*r^6*x^2+8063*a*g*r^5*x^3-54*a*p^7*x^2-327*a*p^6*q*x^2-462* a*p^6*r*x^2+350*a*p^6*x^3-828*a*p^5*q^2*x^2-2376*a*p^5*q*r*x^2+2100*a*p^5*q*x^3 -1680*a*p^5*r^2*x^2+2884*a*p^5*r*x^3-1125*a*p^4*q^3*x^2-4950*a*p^4*q^2*r*x^2+ 5250*a*p^4*q^2*x^3-7140*a*p^4*q*r^2*x^2+14420*a*p^4*q*r*x^3-3360*a*p^4*r^3*x^2+ 9969*a*p^4*r^2*x^3-870*a*p^3*q^4*x^2-5280*a*p^3*q^3*r*x^2+7000*a*p^3*q^3*x^3-\ 11760*a*p^3*q^2*r^2*x^2+28840*a*p^3*q^2*r*x^3-11340*a*p^3*q*r^3*x^2+39876*a*p^3 *q*r^2*x^3-3990*a*p^3*r^4*x^2+18306*a*p^3*r^3*x^3-369*a*p^2*q^5*x^2-2970*a*p^2* q^4*r*x^2+5250*a*p^2*q^4*x^3-9240*a*p^2*q^3*r^2*x^2+28840*a*p^2*q^3*r*x^3-13860 *a*p^2*q^2*r^3*x^2+59814*a*p^2*q^2*r^2*x^3-10035*a*p^2*q*r^4*x^2+54918*a*p^2*q* r^3*x^3-2814*a*p^2*r^5*x^2+18694*a*p^2*r^4*x^3-72*a*p*q^6*x^2-792*a*p*q^5*r*x^2 +2100*a*p*q^5*x^3-3360*a*p*q^4*r^2*x^2+14420*a*p*q^4*r*x^3-7140*a*p*q^3*r^3*x^2 +39876*a*p*q^3*r^2*x^3-8100*a*p*q^2*r^4*x^2+54918*a*p*q^2*r^3*x^3-4692*a*p*q*r^ 5*x^2+37388*a*p*q*r^4*x^3-1092*a*p*r^6*x^2+10026*a*p*r^5*x^3-3*a*q^7*x^2-66*a*q ^6*r*x^2+350*a*q^6*x^3-420*a*q^5*r^2*x^2+2884*a*q^5*r*x^3-1260*a*q^4*r^3*x^2+ 9969*a*q^4*r^2*x^3-2055*a*q^3*r^4*x^2+18306*a*q^3*r^3*x^3-1878*a*q^2*r^5*x^2+ 18694*a*q^2*r^4*x^3-906*a*q*r^6*x^2+10026*a*q*r^5*x^3-180*a*r^7*x^2+2203*a*r^6* x^3-128*b^6*c^2*x^2-128*b^6*c*p*x^2-64*b^6*c*q*x^2-192*b^6*c*r*x^2+64*b^6*c*x^3 -32*b^6*p^2*x^2-32*b^6*p*q*x^2-96*b^6*p*r*x^2+32*b^6*p*x^3-24*b^6*q*r*x^2+32*b^ 6*q*x^3-72*b^6*r^2*x^2+32*b^6*r*x^3-1248*b^5*c^3*x^2-544*b^5*c^2*g*x^2-1872*b^5 *c^2*p*x^2-1120*b^5*c^2*q*x^2-2592*b^5*c^2*r*x^2+1696*b^5*c^2*x^3-576*b^5*c*g*p *x^2-288*b^5*c*g*q*x^2-840*b^5*c*g*r*x^2+288*b^5*c*g*x^3-936*b^5*c*p^2*x^2-1184 *b^5*c*p*q*x^2-2592*b^5*c*p*r*x^2+1632*b^5*c*p*x^3-248*b^5*c*q^2*x^2-1392*b^5*c *q*r*x^2+1632*b^5*c*q*x^3-1776*b^5*c*r^2*x^2+2448*b^5*c*r*x^3-152*b^5*g*p^2*x^2 -160*b^5*g*p*q*x^2-456*b^5*g*p*r*x^2+144*b^5*g*p*x^3-8*b^5*g*q^2*x^2-132*b^5*g* q*r*x^2+144*b^5*g*q*x^3-348*b^5*g*r^2*x^2+144*b^5*g*r*x^3-156*b^5*p^3*x^2-312*b ^5*p^2*q*x^2-648*b^5*p^2*r*x^2+392*b^5*p^2*x^3-156*b^5*p*q^2*x^2-768*b^5*p*q*r* x^2+784*b^5*p*q*x^3-888*b^5*p*r^2*x^2+1192*b^5*p*r*x^3-120*b^5*q^2*r*x^2+392*b^ 5*q^2*x^3-480*b^5*q*r^2*x^2+1192*b^5*q*r*x^3-396*b^5*r^3*x^2+1172*b^5*r^2*x^3-\ 5088*b^4*c^4*x^2-4432*b^4*c^3*g*x^2-10288*b^4*c^3*p*x^2-6576*b^4*c^3*q*x^2-\ 13536*b^4*c^3*r*x^2+11712*b^4*c^3*x^3-944*b^4*c^2*g^2*x^2-6896*b^4*c^2*g*p*x^2-\ 4128*b^4*c^2*g*q*x^2-9328*b^4*c^2*g*r*x^2+6272*b^4*c^2*g*x^3-7704*b^4*c^2*p^2*x ^2-10496*b^4*c^2*p*q*x^2-20336*b^4*c^2*p*r*x^2+16384*b^4*c^2*p*x^3-2792*b^4*c^2 *q^2*x^2-12672*b^4*c^2*q*r*x^2+16384*b^4*c^2*q*x^3-13296*b^4*c^2*r^2*x^2+24504* b^4*c^2*r*x^3-1056*b^4*c*g^2*p*x^2-528*b^4*c*g^2*q*x^2-1500*b^4*c*g^2*r*x^2+528 *b^4*c*g^2*x^3-3540*b^4*c*g*p^2*x^2-4552*b^4*c*g*p*q*x^2-9712*b^4*c*g*p*r*x^2+ 6032*b^4*c*g*p*x^3-1012*b^4*c*g*q^2*x^2-5300*b^4*c*g*q*r*x^2+6032*b^4*c*g*q*x^3 -6668*b^4*c*g*r^2*x^2+9056*b^4*c*g*r*x^3-2532*b^4*c*p^3*x^2-5452*b^4*c*p^2*q*x^ 2-10040*b^4*c*p^2*r*x^2+7616*b^4*c*p^2*x^3-3308*b^4*c*p*q^2*x^2-13512*b^4*c*p*q *r*x^2+15232*b^4*c*p*q*x^3-13136*b^4*c*p*r^2*x^2+22712*b^4*c*p*r*x^3-388*b^4*c* q^3*x^2-3472*b^4*c*q^2*r*x^2+7616*b^4*c*q^2*x^3-8376*b^4*c*q*r^2*x^2+22712*b^4* c*q*r*x^3-5628*b^4*c*r^3*x^2+18932*b^4*c*r^2*x^3-292*b^4*g^2*p^2*x^2-320*b^4*g^ 2*p*q*x^2-876*b^4*g^2*p*r*x^2+264*b^4*g^2*p*x^3-28*b^4*g^2*q^2*x^2-282*b^4*g^2* q*r*x^2+264*b^4*g^2*q*x^3-678*b^4*g^2*r^2*x^2+264*b^4*g^2*r*x^3-600*b^4*g*p^3*x ^2-1228*b^4*g*p^2*q*x^2-2488*b^4*g*p^2*r*x^2+1448*b^4*g*p^2*x^3-656*b^4*g*p*q^2 *x^2-3040*b^4*g*p*q*r*x^2+2896*b^4*g*p*q*x^3-3424*b^4*g*p*r^2*x^2+4408*b^4*g*p* r*x^3-28*b^4*g*q^3*x^2-552*b^4*g*q^2*r*x^2+1448*b^4*g*q^2*x^3-1928*b^4*g*q*r^2* x^2+4408*b^4*g*q*r*x^3-1536*b^4*g*r^3*x^2+4340*b^4*g*r^2*x^3-308*b^4*p^4*x^2-\ 924*b^4*p^3*q*x^2-1628*b^4*p^3*r*x^2+1176*b^4*p^3*x^3-924*b^4*p^2*q^2*x^2-3498* b^4*p^2*q*r*x^2+3528*b^4*p^2*q*x^3-3190*b^4*p^2*r^2*x^2+5238*b^4*p^2*r*x^3-308* b^4*p*q^3*x^2-2112*b^4*p*q^2*r*x^2+3528*b^4*p*q^2*x^3-4400*b^4*p*q*r^2*x^2+ 10476*b^4*p*q*r*x^3-2728*b^4*p*r^3*x^2+8542*b^4*p*r^2*x^3-242*b^4*q^3*r*x^2+ 1176*b^4*q^3*x^3-1210*b^4*q^2*r^2*x^2+5238*b^4*q^2*r*x^3-1826*b^4*q*r^3*x^2+ 8542*b^4*q*r^2*x^3-858*b^4*r^4*x^2+4658*b^4*r^3*x^3-10912*b^3*c^5*x^2-14336*b^3 *c^4*g*x^2-27952*b^3*c^4*p*x^2-18432*b^3*c^4*q*x^2-35664*b^3*c^4*r*x^2+35808*b^ 3*c^4*x^3-6152*b^3*c^3*g^2*x^2-29760*b^3*c^3*g*p*x^2-19056*b^3*c^3*g*q*x^2-\ 38488*b^3*c^3*g*r*x^2+34016*b^3*c^3*g*x^3-28016*b^3*c^3*p^2*x^2-39520*b^3*c^3*p *q*x^2-71968*b^3*c^3*p*r*x^2+65792*b^3*c^3*p*x^3-11504*b^3*c^3*q^2*x^2-47488*b^ 3*c^3*q*r*x^2+65792*b^3*c^3*q*x^3-45888*b^3*c^3*r^2*x^2+97136*b^3*c^3*r*x^3-856 *b^3*c^2*g^3*x^2-9908*b^3*c^2*g^2*p*x^2-5928*b^3*c^2*g^2*q*x^2-13124*b^3*c^2*g^ 2*r*x^2+9064*b^3*c^2*g^2*x^3-22672*b^3*c^2*g*p^2*x^2-31208*b^3*c^2*g*p*q*x^2-\ 59352*b^3*c^2*g*p*r*x^2+47520*b^3*c^2*g*p*x^3-8536*b^3*c^2*g*q^2*x^2-37284*b^3* c^2*g*q*r*x^2+47520*b^3*c^2*g*q*x^3-38760*b^3*c^2*g*r^2*x^2+71104*b^3*c^2*g*r*x ^3-13768*b^3*c^2*p^3*x^2-30672*b^3*c^2*p^2*q*x^2-53188*b^3*c^2*p^2*r*x^2+45184* b^3*c^2*p^2*x^3-20040*b^3*c^2*p*q^2*x^2-75344*b^3*c^2*p*q*r*x^2+90368*b^3*c^2*p *q*x^3-67888*b^3*c^2*p*r^2*x^2+132424*b^3*c^2*p*r*x^3-3136*b^3*c^2*q^3*x^2-\ 22156*b^3*c^2*q^2*r*x^2+45184*b^3*c^2*q^2*x^3-46168*b^3*c^2*q*r^2*x^2+132424*b^ 3*c^2*q*r*x^3-28468*b^3*c^2*r^3*x^2+103364*b^3*c^2*r^2*x^3-1008*b^3*c*g^3*p*x^2 -504*b^3*c*g^3*q*x^2-1398*b^3*c*g^3*r*x^2+504*b^3*c*g^3*x^3-5206*b^3*c*g^2*p^2* x^2-6784*b^3*c*g^2*p*q*x^2-14172*b^3*c*g^2*p*r*x^2+8712*b^3*c*g^2*p*x^3-1578*b^ 3*c*g^2*q^2*x^2-7836*b^3*c*g^2*q*r*x^2+8712*b^3*c*g^2*q*x^3-9748*b^3*c*g^2*r^2* x^2+13092*b^3*c*g^2*r*x^3-7528*b^3*c*g*p^3*x^2-16428*b^3*c*g*p^2*q*x^2-29740*b^ 3*c*g*p^2*r*x^2+22056*b^3*c*g*p^2*x^3-10272*b^3*c*g*p*q^2*x^2-40616*b^3*c*g*p*q *r*x^2+44112*b^3*c*g*p*q*x^3-38942*b^3*c*g*p*r^2*x^2+65802*b^3*c*g*p*r*x^3-1372 *b^3*c*g*q^3*x^2-10876*b^3*c*g*q^2*r*x^2+22056*b^3*c*g*q^2*x^3-25268*b^3*c*g*q* r^2*x^2+65802*b^3*c*g*q*r*x^3-16730*b^3*c*g*r^3*x^2+54894*b^3*c*g*r^2*x^3-3322* b^3*c*p^4*x^2-10280*b^3*c*p^3*q*x^2-17092*b^3*c*p^3*r*x^2+13744*b^3*c*p^3*x^3-\ 10908*b^3*c*p^2*q^2*x^2-38352*b^3*c*p^2*q*r*x^2+41232*b^3*c*p^2*q*x^3-32642*b^3 *c*p^2*r^2*x^2+59906*b^3*c*p^2*r*x^3-4264*b^3*c*p*q^3*x^2-25428*b^3*c*p*q^2*r*x ^2+41232*b^3*c*p*q^2*x^3-47440*b^3*c*p*q*r^2*x^2+119812*b^3*c*p*q*r*x^3-27296*b ^3*c*p*r^3*x^2+91800*b^3*c*p*r^2*x^3-314*b^3*c*q^4*x^2-4168*b^3*c*q^3*r*x^2+ 13744*b^3*c*q^3*x^3-14798*b^3*c*q^2*r^2*x^2+59906*b^3*c*q^2*r*x^3-19368*b^3*c*q *r^3*x^2+91800*b^3*c*q*r^2*x^3-8424*b^3*c*r^4*x^2+47008*b^3*c*r^3*x^3-290*b^3*g ^3*p^2*x^2-328*b^3*g^3*p*q*x^2-870*b^3*g^3*p*r*x^2+252*b^3*g^3*p*x^3-38*b^3*g^3 *q^2*x^2-303*b^3*g^3*q*r*x^2+252*b^3*g^3*q*x^3-681*b^3*g^3*r^2*x^2+252*b^3*g^3* r*x^3-895*b^3*g^2*p^3*x^2-1866*b^3*g^2*p^2*q*x^2-3706*b^3*g^2*p^2*r*x^2+2090*b^ 3*g^2*p^2*x^3-1047*b^3*g^2*p*q^2*x^2-4640*b^3*g^2*p*q*r*x^2+4180*b^3*g^2*p*q*x^ 3-5118*b^3*g^2*p*r^2*x^2+6370*b^3*g^2*p*r*x^3-76*b^3*g^2*q^3*x^2-934*b^3*g^2*q^ 2*r*x^2+2090*b^3*g^2*q^2*x^3-2976*b^3*g^2*q*r^2*x^2+6370*b^3*g^2*q*r*x^3-2307*b ^3*g^2*r^3*x^2+6281*b^3*g^2*r^2*x^3-920*b^3*g*p^4*x^2-2798*b^3*g*p^3*q*x^2-4852 *b^3*g*p^3*r*x^2+3400*b^3*g*p^3*x^3-2874*b^3*g*p^2*q^2*x^2-10587*b^3*g*p^2*q*r* x^2+10200*b^3*g*p^2*q*x^3-9515*b^3*g*p^2*r^2*x^2+15149*b^3*g*p^2*r*x^3-1034*b^3 *g*p*q^3*x^2-6618*b^3*g*p*q^2*r*x^2+10200*b^3*g*p*q^2*x^3-13360*b^3*g*p*q*r^2*x ^2+30298*b^3*g*p*q*r*x^3-8154*b^3*g*p*r^3*x^2+24715*b^3*g*p*r^2*x^3-38*b^3*g*q^ 4*x^2-883*b^3*g*q^3*r*x^2+3400*b^3*g*q^3*x^3-3845*b^3*g*q^2*r^2*x^2+15149*b^3*g *q^2*r*x^3-5571*b^3*g*q*r^3*x^2+24715*b^3*g*q*r^2*x^3-2571*b^3*g*r^4*x^2+13479* b^3*g*r^3*x^3-315*b^3*p^5*x^2-1260*b^3*p^4*q*x^2-2016*b^3*p^4*r*x^2+1562*b^3*p^ 4*x^3-1890*b^3*p^3*q^2*x^2-6300*b^3*p^3*q*r*x^2+6248*b^3*p^3*q*x^3-5103*b^3*p^3 *r^2*x^2+8989*b^3*p^3*r*x^3-1260*b^3*p^2*q^3*x^2-6804*b^3*p^2*q^2*r*x^2+9372*b^ 3*p^2*q^2*x^3-11718*b^3*p^2*q*r^2*x^2+26967*b^3*p^2*q*r*x^3-6363*b^3*p^2*r^3*x^ 2+20243*b^3*p^2*r^2*x^3-315*b^3*p*q^4*x^2-2772*b^3*p*q^3*r*x^2+6248*b^3*p*q^3*x ^3-8127*b^3*p*q^2*r^2*x^2+26967*b^3*p*q^2*r*x^3-9576*b^3*p*q*r^3*x^2+40486*b^3* p*q*r^2*x^3-3906*b^3*p*r^4*x^2+20298*b^3*p*r^3*x^3-252*b^3*q^4*r*x^2+1562*b^3*q ^4*x^3-1512*b^3*q^3*r^2*x^2+8989*b^3*q^3*r*x^3-3213*b^3*q^2*r^3*x^2+20243*b^3*q ^2*r^2*x^3-2898*b^3*q*r^4*x^2+20298*b^3*q*r^3*x^3-945*b^3*r^5*x^2+7482*b^3*r^4* x^3-12832*b^2*c^6*x^2-22672*b^2*c^5*g*x^2-40016*b^2*c^5*p*x^2-26800*b^2*c^5*q*x ^2-50064*b^2*c^5*r*x^2+55040*b^2*c^5*x^3-14760*b^2*c^4*g^2*x^2-59312*b^2*c^4*g* p*x^2-39152*b^2*c^4*g*q*x^2-74672*b^2*c^4*g*r*x^2+76384*b^2*c^4*g*x^3-50480*b^2 *c^4*p^2*x^2-72544*b^2*c^4*p*q*x^2-127584*b^2*c^4*p*r*x^2+125472*b^2*c^4*p*x^3-\ 22064*b^2*c^4*q^2*x^2-86464*b^2*c^4*q*r*x^2+125472*b^2*c^4*q*x^3-80208*b^2*c^4* r^2*x^2+183704*b^2*c^4*r*x^3-4172*b^2*c^3*g^3*x^2-31412*b^2*c^3*g^2*p*x^2-20108 *b^2*c^3*g^2*q*x^2-39992*b^2*c^3*g^2*r*x^2+36160*b^2*c^3*g^2*x^3-60232*b^2*c^3* g*p^2*x^2-85568*b^2*c^3*g*p*q*x^2-153640*b^2*c^3*g*p*r*x^2+140128*b^2*c^3*g*p*x ^3-25336*b^2*c^3*g*q^2*x^2-101920*b^2*c^3*g*q*r*x^2+140128*b^2*c^3*g*q*x^3-\ 97736*b^2*c^3*g*r^2*x^2+207032*b^2*c^3*g*r*x^3-33144*b^2*c^3*p^3*x^2-75224*b^2* c^3*p^2*q*x^2-126156*b^2*c^3*p^2*r*x^2+114048*b^2*c^3*p^2*x^3-51016*b^2*c^3*p*q ^2*x^2-183304*b^2*c^3*p*q*r*x^2+228096*b^2*c^3*p*q*x^3-158888*b^2*c^3*p*r^2*x^2 +330896*b^2*c^3*p*r*x^3-8936*b^2*c^3*q^3*x^2-57148*b^2*c^3*q^2*r*x^2+114048*b^2 *c^3*q^2*x^3-111448*b^2*c^3*q*r^2*x^2+330896*b^2*c^3*q*r*x^3-65876*b^2*c^3*r^3* x^2+250776*b^2*c^3*r^2*x^3-428*b^2*c^2*g^4*x^2-6936*b^2*c^2*g^3*p*x^2-4144*b^2* c^2*g^3*q*x^2-9020*b^2*c^2*g^3*r*x^2+6392*b^2*c^2*g^3*x^3-24306*b^2*c^2*g^2*p^2 *x^2-33716*b^2*c^2*g^2*p*q*x^2-63160*b^2*c^2*g^2*p*r*x^2+50448*b^2*c^2*g^2*p*x^ 3-9410*b^2*c^2*g^2*q^2*x^2-39890*b^2*c^2*g^2*q*r*x^2+50448*b^2*c^2*g^2*q*x^3-\ 41190*b^2*c^2*g^2*r^2*x^2+75534*b^2*c^2*g^2*r*x^3-29824*b^2*c^2*g*p^3*x^2-67056 *b^2*c^2*g*p^2*q*x^2-114784*b^2*c^2*g*p^2*r*x^2+96072*b^2*c^2*g*p^2*x^3-44640*b ^2*c^2*g*p*q^2*x^2-164156*b^2*c^2*g*p*q*r*x^2+192144*b^2*c^2*g*p*q*x^3-146428*b ^2*c^2*g*p*r^2*x^2+281722*b^2*c^2*g*p*r*x^3-7408*b^2*c^2*g*q^3*x^2-49372*b^2*c^ 2*g*q^2*r*x^2+96072*b^2*c^2*g*q^2*x^3-100654*b^2*c^2*g*q*r^2*x^2+281722*b^2*c^2 *g*q*r*x^3-61468*b^2*c^2*g*r^3*x^2+219980*b^2*c^2*g*r^2*x^3-11986*b^2*c^2*p^4*x ^2-37736*b^2*c^2*p^3*q*x^2-60780*b^2*c^2*p^3*r*x^2+51664*b^2*c^2*p^3*x^3-41292* b^2*c^2*p^2*q^2*x^2-139464*b^2*c^2*p^2*q*r*x^2+154992*b^2*c^2*p^2*q*x^3-114546* b^2*c^2*p^2*r^2*x^2+222558*b^2*c^2*p^2*r*x^3-17320*b^2*c^2*p*q^3*x^2-96588*b^2* c^2*p*q^2*r*x^2+154992*b^2*c^2*p*q^2*x^3-170928*b^2*c^2*p*q*r^2*x^2+445116*b^2* c^2*p*q*r*x^3-94696*b^2*c^2*p*r^3*x^2+331416*b^2*c^2*p*r^2*x^3-1778*b^2*c^2*q^4 *x^2-17904*b^2*c^2*q^3*r*x^2+51664*b^2*c^2*q^3*x^3-56382*b^2*c^2*q^2*r^2*x^2+ 222558*b^2*c^2*q^2*r*x^3-69200*b^2*c^2*q*r^3*x^2+331416*b^2*c^2*q*r^2*x^3-28944 *b^2*c^2*r^4*x^2+164572*b^2*c^2*r^3*x^3-528*b^2*c*g^4*p*x^2-264*b^2*c*g^4*q*x^2 -717*b^2*c*g^4*r*x^2+264*b^2*c*g^4*x^3-3719*b^2*c*g^3*p^2*x^2-4898*b^2*c*g^3*p* q*x^2-10060*b^2*c*g^3*p*r*x^2+6140*b^2*c*g^3*p*x^3-1179*b^2*c*g^3*q^2*x^2-5621* b^2*c*g^3*q*r*x^2+6140*b^2*c*g^3*q*x^3-6931*b^2*c*g^3*r^2*x^2+9236*b^2*c*g^3*r* x^3-8143*b^2*c*g^2*p^3*x^2-17959*b^2*c*g^2*p^2*q*x^2-32064*b^2*c*g^2*p^2*r*x^2+ 23380*b^2*c*g^2*p^2*x^3-11489*b^2*c*g^2*p*q^2*x^2-44294*b^2*c*g^2*p*q*r*x^2+ 46760*b^2*c*g^2*p*q*x^3-42005*b^2*c*g^2*p*r^2*x^2+69793*b^2*c*g^2*p*r*x^3-1673* b^2*c*g^2*q^3*x^2-12230*b^2*c*g^2*q^2*r*x^2+23380*b^2*c*g^2*q^2*x^3-27624*b^2*c *g^2*q*r^2*x^2+69793*b^2*c*g^2*q*r*x^3-18084*b^2*c*g^2*r^3*x^2+58282*b^2*c*g^2* r^2*x^3-7221*b^2*c*g*p^4*x^2-22560*b^2*c*g*p^3*q*x^2-37064*b^2*c*g*p^3*r*x^2+ 29168*b^2*c*g*p^3*x^3-24354*b^2*c*g*p^2*q^2*x^2-84024*b^2*c*g*p^2*q*r*x^2+87504 *b^2*c*g*p^2*q*x^3-70779*b^2*c*g*p^2*r^2*x^2+127181*b^2*c*g*p^2*r*x^3-9912*b^2* c*g*p*q^3*x^2-56856*b^2*c*g*p*q^2*r*x^2+87504*b^2*c*g*p*q^2*x^3-104052*b^2*c*g* p*q*r^2*x^2+254362*b^2*c*g*p*q*r*x^3-59250*b^2*c*g*p*r^3*x^2+194934*b^2*c*g*p*r ^2*x^3-897*b^2*c*g*q^4*x^2-9896*b^2*c*g*q^3*r*x^2+29168*b^2*c*g*q^3*x^3-33273*b ^2*c*g*q^2*r^2*x^2+127181*b^2*c*g*q^2*r*x^3-42588*b^2*c*g*q*r^3*x^2+194934*b^2* c*g*q*r^2*x^3-18314*b^2*c*g*r^4*x^2+99816*b^2*c*g*r^3*x^3-2269*b^2*c*p^5*x^2-\ 9215*b^2*c*p^4*q*x^2-14310*b^2*c*p^4*r*x^2+11664*b^2*c*p^4*x^3-14170*b^2*c*p^3* q^2*x^2-45560*b^2*c*p^3*q*r*x^2+46656*b^2*c*p^3*q*x^3-35739*b^2*c*p^3*r^2*x^2+ 66238*b^2*c*p^3*r*x^3-9910*b^2*c*p^2*q^3*x^2-50820*b^2*c*p^2*q^2*r*x^2+69984*b^ 2*c*p^2*q^2*x^3-83835*b^2*c*p^2*q*r^2*x^2+198714*b^2*c*p^2*q*r*x^3-44047*b^2*c* p^2*r^3*x^2+145098*b^2*c*p^2*r^2*x^3-2825*b^2*c*p*q^4*x^2-22200*b^2*c*p*q^3*r*x ^2+46656*b^2*c*p*q^3*x^3-60453*b^2*c*p*q^2*r^2*x^2+198714*b^2*c*p*q^2*r*x^3-\ 67850*b^2*c*p*q*r^3*x^2+290196*b^2*c*p*q*r^2*x^3-26772*b^2*c*p*r^4*x^2+141252*b ^2*c*p*r^3*x^3-139*b^2*c*q^5*x^2-2630*b^2*c*q^4*r*x^2+11664*b^2*c*q^4*x^3-12357 *b^2*c*q^3*r^2*x^2+66238*b^2*c*q^3*r*x^3-23803*b^2*c*q^2*r^3*x^2+145098*b^2*c*q ^2*r^2*x^3-20360*b^2*c*q*r^4*x^2+141252*b^2*c*q*r^3*x^3-6423*b^2*c*r^5*x^2+ 50728*b^2*c*r^4*x^3-157*b^2*g^4*p^2*x^2-182*b^2*g^4*p*q*x^2-471*b^2*g^4*p*r*x^2 +132*b^2*g^4*p*x^3-25*b^2*g^4*q^2*x^2-174*b^2*g^4*q*r*x^2+132*b^2*g^4*q*x^3-372 *b^2*g^4*r^2*x^2+132*b^2*g^4*r*x^3-647*b^2*g^3*p^3*x^2-1369*b^2*g^3*p^2*q*x^2-\ 2676*b^2*g^3*p^2*r*x^2+1472*b^2*g^3*p^2*x^3-797*b^2*g^3*p*q^2*x^2-3416*b^2*g^3* p*q*r*x^2+2944*b^2*g^3*p*q*x^3-3706*b^2*g^3*p*r^2*x^2+4492*b^2*g^3*p*r*x^3-75*b ^2*g^3*q^3*x^2-740*b^2*g^3*q^2*r*x^2+1472*b^2*g^3*q^2*x^3-2210*b^2*g^3*q*r^2*x^ 2+4492*b^2*g^3*q*r*x^3-1677*b^2*g^3*r^3*x^2+4436*b^2*g^3*r^2*x^3-999*b^2*g^2*p^ 4*x^2-3072*b^2*g^2*p^3*q*x^2-5259*b^2*g^2*p^3*r*x^2+3598*b^2*g^2*p^3*x^3-3222*b ^2*g^2*p^2*q^2*x^2-11619*b^2*g^2*p^2*q*r*x^2+10794*b^2*g^2*p^2*q*x^3-10320*b^2* g^2*p^2*r^2*x^2+16039*b^2*g^2*p^2*r*x^3-1224*b^2*g^2*p*q^3*x^2-7461*b^2*g^2*p*q ^2*r*x^2+10794*b^2*g^2*p*q^2*x^3-14700*b^2*g^2*p*q*r^2*x^2+32078*b^2*g^2*p*q*r* x^3-8859*b^2*g^2*p*r^3*x^2+26182*b^2*g^2*p*r^2*x^3-75*b^2*g^2*q^4*x^2-1101*b^2* g^2*q^3*r*x^2+3598*b^2*g^2*q^3*x^3-4380*b^2*g^2*q^2*r^2*x^2+16039*b^2*g^2*q^2*r *x^3-6153*b^2*g^2*q*r^3*x^2+26182*b^2*g^2*q*r^2*x^3-2799*b^2*g^2*r^4*x^2+14283* b^2*g^2*r^3*x^3-685*b^2*g*p^5*x^2-2765*b^2*g*p^4*q*x^2-4374*b^2*g*p^4*r*x^2+ 3308*b^2*g*p^4*x^3-4210*b^2*g*p^3*q^2*x^2-13800*b^2*g*p^3*q*r*x^2+13232*b^2*g*p ^3*q*x^3-11067*b^2*g*p^3*r^2*x^2+19039*b^2*g*p^3*r*x^3-2890*b^2*g*p^2*q^3*x^2-\ 15156*b^2*g*p^2*q^2*r*x^2+19848*b^2*g*p^2*q^2*x^3-25677*b^2*g*p^2*q*r^2*x^2+ 57117*b^2*g*p^2*q*r*x^3-13807*b^2*g*p^2*r^3*x^2+42876*b^2*g*p^2*r^2*x^3-785*b^2 *g*p*q^4*x^2-6408*b^2*g*p*q^3*r*x^2+13232*b^2*g*p*q^3*x^3-18153*b^2*g*p*q^2*r^2 *x^2+57117*b^2*g*p*q^2*r*x^3-21014*b^2*g*p*q*r^3*x^2+85752*b^2*g*p*q*r^2*x^3-\ 8484*b^2*g*p*r^4*x^2+42987*b^2*g*p*r^3*x^3-25*b^2*g*q^5*x^2-678*b^2*g*q^4*r*x^2 +3308*b^2*g*q^4*x^3-3543*b^2*g*q^3*r^2*x^2+19039*b^2*g*q^3*r*x^3-7207*b^2*g*q^2 *r^3*x^2+42876*b^2*g*q^2*r^2*x^3-6372*b^2*g*q*r^4*x^2+42987*b^2*g*q*r^3*x^3-\ 2055*b^2*g*r^5*x^2+15842*b^2*g*r^4*x^3-176*b^2*p^6*x^2-880*b^2*p^5*q*x^2-1320*b ^2*p^5*r*x^2+1050*b^2*p^5*x^3-1760*b^2*p^4*q^2*x^2-5423*b^2*p^4*q*r*x^2+5250*b^ 2*p^4*q*x^3-4081*b^2*p^4*r^2*x^2+7360*b^2*p^4*r*x^3-1760*b^2*p^3*q^3*x^2-8492*b ^2*p^3*q^2*r*x^2+10500*b^2*p^3*q^2*x^3-13244*b^2*p^3*q*r^2*x^2+29440*b^2*p^3*q* r*x^3-6644*b^2*p^3*r^3*x^2+21042*b^2*p^3*r^2*x^3-880*b^2*p^2*q^4*x^2-6138*b^2*p ^2*q^3*r*x^2+10500*b^2*p^2*q^3*x^3-15246*b^2*p^2*q^2*r^2*x^2+44160*b^2*p^2*q^2* r*x^3-15994*b^2*p^2*q*r^3*x^2+63126*b^2*p^2*q*r^2*x^3-6006*b^2*p^2*r^4*x^2+ 30043*b^2*p^2*r^3*x^3-176*b^2*p*q^5*x^2-1892*b^2*p*q^4*r*x^2+5250*b^2*p*q^4*x^3 -7084*b^2*p*q^3*r^2*x^2+29440*b^2*p*q^3*r*x^3-12056*b^2*p*q^2*r^3*x^2+63126*b^2 *p*q^2*r^2*x^3-9548*b^2*p*q*r^4*x^2+60086*b^2*p*q*r^3*x^3-2860*b^2*p*r^5*x^2+ 21150*b^2*p*r^4*x^3-143*b^2*q^5*r*x^2+1050*b^2*q^5*x^3-1001*b^2*q^4*r^2*x^2+ 7360*b^2*q^4*r*x^3-2706*b^2*q^3*r^3*x^2+21042*b^2*q^3*r^2*x^3-3542*b^2*q^2*r^4* x^2+30043*b^2*q^2*r^3*x^3-2255*b^2*q*r^5*x^2+21150*b^2*q*r^4*x^3-561*b^2*r^6*x^ 2+5839*b^2*r^5*x^3-7808*b*c^7*x^2-17408*b*c^6*g*x^2-28864*b*c^6*p*x^2-19456*b*c ^6*q*x^2-35616*b*c^6*r*x^2+41600*b*c^6*x^3-15296*b*c^5*g^2*x^2-55328*b*c^5*g*p* x^2-37024*b*c^5*g*q*x^2-68456*b*c^5*g*r*x^2+76544*b*c^5*g*x^3-44096*b*c^5*p^2*x ^2-64000*b*c^5*p*q*x^2-110336*b*c^5*p*r*x^2+113408*b*c^5*p*x^3-19904*b*c^5*q^2* x^2-75680*b*c^5*q*r*x^2+113408*b*c^5*q*x^3-68832*b*c^5*r^2*x^2+165344*b*c^5*r*x ^3-6592*b*c^4*g^3*x^2-40848*b*c^4*g^2*p*x^2-26928*b*c^4*g^2*q*x^2-50796*b*c^4*g ^2*r*x^2+52992*b*c^4*g^2*x^3-70608*b*c^4*g*p^2*x^2-101920*b*c^4*g*p*q*x^2-\ 177424*b*c^4*g*p*r*x^2+174272*b*c^4*g*p*x^3-31312*b*c^4*g*q^2*x^2-120544*b*c^4* g*q*r*x^2+174272*b*c^4*g*q*x^3-111292*b*c^4*g*r^2*x^2+255448*b*c^4*g*r*x^3-\ 36368*b*c^4*p^3*x^2-83424*b*c^4*p^2*q*x^2-137296*b*c^4*p^2*r*x^2+128416*b*c^4*p ^2*x^3-57744*b*c^4*p*q^2*x^2-202112*b*c^4*p*q*r*x^2+256832*b*c^4*p*q*x^3-171792 *b*c^4*p*r^2*x^2+370752*b*c^4*p*r*x^3-10688*b*c^4*q^3*x^2-64816*b*c^4*q^2*r*x^2 +128416*b*c^4*q^2*x^3-122352*b*c^4*q*r^2*x^2+370752*b*c^4*q*r*x^3-70864*b*c^4*r ^3*x^2+277344*b*c^4*r^2*x^3-1384*b*c^3*g^4*x^2-14360*b*c^3*g^3*p*x^2-9176*b*c^3 *g^3*q*x^2-18030*b*c^3*g^3*r*x^2+16672*b*c^3*g^3*x^3-42000*b*c^3*g^2*p^2*x^2-\ 59952*b*c^3*g^2*p*q*x^2-106468*b*c^3*g^2*p*r*x^2+97088*b*c^3*g^2*p*x^3-17952*b* c^3*g^2*q^2*x^2-70804*b*c^3*g^2*q*r*x^2+97088*b*c^3*g^2*q*x^3-67584*b*c^3*g^2*r ^2*x^2+143584*b*c^3*g^2*r*x^3-46664*b*c^3*g*p^3*x^2-106584*b*c^3*g*p^2*q*x^2-\ 177082*b*c^3*g*p^2*r*x^2+158176*b*c^3*g*p^2*x^3-73176*b*c^3*g*p*q^2*x^2-258884* b*c^3*g*p*q*r*x^2+316352*b*c^3*g*p*q*x^3-222910*b*c^3*g*p*r^2*x^2+459392*b*c^3* g*p*r*x^3-13256*b*c^3*g*q^3*x^2-81802*b*c^3*g*q^2*r*x^2+158176*b*c^3*g*q^2*x^3-\ 157390*b*c^3*g*q*r^2*x^2+459392*b*c^3*g*q*r*x^3-92492*b*c^3*g*r^3*x^2+348440*b* c^3*g*r^2*x^3-17576*b*c^3*p^4*x^2-55904*b*c^3*p^3*q*x^2-88464*b*c^3*p^3*r*x^2+ 77312*b*c^3*p^3*x^3-62256*b*c^3*p^2*q^2*x^2-205488*b*c^3*p^2*q*r*x^2+231936*b*c ^3*p^2*q*x^3-165696*b*c^3*p^2*r^2*x^2+331184*b*c^3*p^2*r*x^3-27104*b*c^3*p*q^3* x^2-145584*b*c^3*p*q^2*r*x^2+231936*b*c^3*p*q^2*x^3-250752*b*c^3*p*q*r^2*x^2+ 662368*b*c^3*p*q*r*x^3-136304*b*c^3*p*r^3*x^2+486912*b*c^3*p*r^2*x^3-3176*b*c^3 *q^4*x^2-28560*b*c^3*q^3*r*x^2+77312*b*c^3*q^3*x^3-85056*b*c^3*q^2*r^2*x^2+ 331184*b*c^3*q^2*r*x^3-101168*b*c^3*q*r^3*x^2+486912*b*c^3*q*r^2*x^3-41496*b*c^ 3*r^4*x^2+238416*b*c^3*r^3*x^3-112*b*c^2*g^5*x^2-2368*b*c^2*g^4*p*x^2-1412*b*c^ 2*g^4*q*x^2-3031*b*c^2*g^4*r*x^2+2200*b*c^2*g^4*x^3-11268*b*c^2*g^3*p^2*x^2-\ 15720*b*c^2*g^3*p*q*x^2-29096*b*c^2*g^3*p*r*x^2+23232*b*c^2*g^3*p*x^3-4452*b*c^ 2*g^3*q^2*x^2-18440*b*c^2*g^3*q*r*x^2+23232*b*c^2*g^3*q*x^3-18951*b*c^2*g^3*r^2 *x^2+34814*b*c^2*g^3*r*x^3-20940*b*c^2*g^2*p^3*x^2-47412*b*c^2*g^2*p^2*q*x^2-\ 80341*b*c^2*g^2*p^2*r*x^2+66464*b*c^2*g^2*p^2*x^3-32004*b*c^2*g^2*p*q^2*x^2-\ 115694*b*c^2*g^2*p*q*r*x^2+132928*b*c^2*g^2*p*q*x^3-102453*b*c^2*g^2*p*r^2*x^2+ 195066*b*c^2*g^2*p*r*x^3-5532*b*c^2*g^2*q^3*x^2-35353*b*c^2*g^2*q^2*r*x^2+66464 *b*c^2*g^2*q^2*x^3-70959*b*c^2*g^2*q*r^2*x^2+195066*b*c^2*g^2*q*r*x^3-43052*b*c ^2*g^2*r^3*x^2+152480*b*c^2*g^2*r^2*x^3-16924*b*c^2*g*p^4*x^2-53648*b*c^2*g*p^3 *q*x^2-85666*b*c^2*g*p^3*r*x^2+71536*b*c^2*g*p^3*x^3-59400*b*c^2*g*p^2*q^2*x^2-\ 197958*b*c^2*g*p^2*q*r*x^2+214608*b*c^2*g*p^2*q*x^3-161452*b*c^2*g*p^2*r^2*x^2+ 308418*b*c^2*g*p^2*r*x^3-25552*b*c^2*g*p*q^3*x^2-138918*b*c^2*g*p*q^2*r*x^2+ 214608*b*c^2*g*p*q^2*x^3-242780*b*c^2*g*p*q*r^2*x^2+616836*b*c^2*g*p*q*r*x^3-\ 133602*b*c^2*g*p*r^3*x^2+459620*b*c^2*g*p*r^2*x^3-2876*b*c^2*g*q^4*x^2-26626*b* c^2*g*q^3*r*x^2+71536*b*c^2*g*q^3*x^3-81328*b*c^2*g*q^2*r^2*x^2+308418*b*c^2*g* q^2*r*x^3-98470*b*c^2*g*q*r^3*x^2+459620*b*c^2*g*q*r^2*x^3-40892*b*c^2*g*r^4*x^ 2+228352*b*c^2*g*r^3*x^3-4996*b*c^2*p^5*x^2-20480*b*c^2*p^4*q*x^2-31282*b*c^2*p ^4*r*x^2+26104*b*c^2*p^4*x^3-31960*b*c^2*p^3*q^2*x^2-100672*b*c^2*p^3*q*r*x^2+ 104416*b*c^2*p^3*q*x^3-77652*b*c^2*p^3*r^2*x^2+147328*b*c^2*p^3*r*x^3-22960*b*c ^2*p^2*q^3*x^2-114324*b*c^2*p^2*q^2*r*x^2+156624*b*c^2*p^2*q^2*x^3-184356*b*c^2 *p^2*q*r^2*x^2+441984*b*c^2*p^2*q*r*x^3-95224*b*c^2*p^2*r^3*x^2+318780*b*c^2*p^ 2*r^2*x^3-6980*b*c^2*p*q^4*x^2-51760*b*c^2*p*q^3*r*x^2+104416*b*c^2*p*q^3*x^3-\ 135756*b*c^2*p*q^2*r^2*x^2+441984*b*c^2*p*q^2*r*x^3-148616*b*c^2*p*q*r^3*x^2+ 637560*b*c^2*p*q*r^2*x^3-57640*b*c^2*p*r^4*x^2+306168*b*c^2*p*r^3*x^3-496*b*c^2 *q^5*x^2-6826*b*c^2*q^4*r*x^2+26104*b*c^2*q^4*x^3-29052*b*c^2*q^3*r^2*x^2+ 147328*b*c^2*q^3*r*x^3-53392*b*c^2*q^2*r^3*x^2+318780*b*c^2*q^2*r^2*x^3-44452*b *c^2*q*r^4*x^2+306168*b*c^2*q*r^3*x^3-13782*b*c^2*r^5*x^2+108612*b*c^2*r^4*x^3-\ 144*b*c*g^5*p*x^2-72*b*c*g^5*q*x^2-192*b*c*g^5*r*x^2+72*b*c*g^5*x^3-1292*b*c*g^ 4*p^2*x^2-1716*b*c*g^4*p*q*x^2-3477*b*c*g^4*p*r*x^2+2112*b*c*g^4*p*x^3-424*b*c* g^4*q^2*x^2-1959*b*c*g^4*q*r*x^2+2112*b*c*g^4*q*x^3-2399*b*c*g^4*r^2*x^2+3180*b *c*g^4*r*x^3-3804*b*c*g^3*p^3*x^2-8460*b*c*g^3*p^2*q*x^2-14938*b*c*g^3*p^2*r*x^ 2+10752*b*c*g^3*p^2*x^3-5508*b*c*g^3*p*q^2*x^2-20822*b*c*g^3*p*q*r*x^2+21504*b* c*g^3*p*q*x^3-19577*b*c*g^3*p*r^2*x^2+32121*b*c*g^3*p*r*x^3-852*b*c*g^3*q^3*x^2 -5884*b*c*g^3*q^2*r*x^2+10752*b*c*g^3*q^2*x^3-13010*b*c*g^3*q*r^2*x^2+32121*b*c *g^3*q*r*x^3-8443*b*c*g^3*r^3*x^2+26856*b*c*g^3*r^2*x^3-5084*b*c*g^2*p^4*x^2-\ 16004*b*c*g^2*p^3*q*x^2-26047*b*c*g^2*p^3*r*x^2+20144*b*c*g^2*p^3*x^3-17508*b*c *g^2*p^2*q^2*x^2-59523*b*c*g^2*p^2*q*r*x^2+60432*b*c*g^2*p^2*q*x^3-49746*b*c*g^ 2*p^2*r^2*x^2+87893*b*c*g^2*p^2*r*x^3-7340*b*c*g^2*p*q^3*x^2-40905*b*c*g^2*p*q^ 2*r*x^2+60432*b*c*g^2*p*q^2*x^3-73782*b*c*g^2*p*q*r^2*x^2+175786*b*c*g^2*p*q*r* x^3-41687*b*c*g^2*p*r^3*x^2+134828*b*c*g^2*p*r^2*x^3-752*b*c*g^2*q^4*x^2-7429*b *c*g^2*q^3*r*x^2+20144*b*c*g^2*q^3*x^3-24036*b*c*g^2*q^2*r^2*x^2+87893*b*c*g^2* q^2*r*x^3-30263*b*c*g^2*q*r^3*x^2+134828*b*c*g^2*q*r^2*x^3-12904*b*c*g^2*r^4*x^ 2+69082*b*c*g^2*r^3*x^3-3204*b*c*g*p^5*x^2-13100*b*c*g*p^4*q*x^2-20174*b*c*g*p^ 4*r*x^2+16120*b*c*g*p^4*x^3-20360*b*c*g*p^3*q^2*x^2-64676*b*c*g*p^3*q*r*x^2+ 64480*b*c*g*p^3*q*x^3-50376*b*c*g*p^3*r^2*x^2+91598*b*c*g*p^3*r*x^3-14520*b*c*g *p^2*q^3*x^2-72984*b*c*g*p^2*q^2*r*x^2+96720*b*c*g*p^2*q^2*x^3-119046*b*c*g*p^2 *q*r^2*x^2+274794*b*c*g*p^2*q*r*x^3-62124*b*c*g*p^2*r^3*x^2+200776*b*c*g*p^2*r^ 2*x^3-4340*b*c*g*p*q^4*x^2-32636*b*c*g*p*q^3*r*x^2+64480*b*c*g*p*q^3*x^3-86964* b*c*g*p*q^2*r^2*x^2+274794*b*c*g*p*q^2*r*x^3-96464*b*c*g*p*q*r^3*x^2+401552*b*c *g*p*q*r^2*x^3-37796*b*c*g*p*r^4*x^2+195548*b*c*g*p*r^3*x^3-284*b*c*g*q^5*x^2-\ 4154*b*c*g*q^4*r*x^2+16120*b*c*g*q^4*x^3-18294*b*c*g*q^3*r^2*x^2+91598*b*c*g*q^ 3*r*x^3-34340*b*c*g*q^2*r^3*x^2+200776*b*c*g*q^2*r^2*x^3-28994*b*c*g*q*r^4*x^2+ 195548*b*c*g*q*r^3*x^3-9078*b*c*g*r^5*x^2+70250*b*c*g*r^4*x^3-776*b*c*p^6*x^2-\ 3912*b*c*p^5*q*x^2-5780*b*c*p^5*r*x^2+4688*b*c*p^5*x^3-7920*b*c*p^4*q^2*x^2-\ 23962*b*c*p^4*q*r*x^2+23440*b*c*p^4*q*x^3-17766*b*c*p^4*r^2*x^2+32646*b*c*p^4*r *x^3-8080*b*c*p^3*q^3*x^2-38048*b*c*p^3*q^2*r*x^2+46880*b*c*p^3*q^2*x^3-58224*b *c*p^3*q*r^2*x^2+130584*b*c*p^3*q*r*x^3-28784*b*c*p^3*r^3*x^2+92268*b*c*p^3*r^2 *x^3-4200*b*c*p^2*q^4*x^2-28172*b*c*p^2*q^3*r*x^2+46880*b*c*p^2*q^3*x^3-68076*b *c*p^2*q^2*r^2*x^2+195876*b*c*p^2*q^2*r*x^3-70020*b*c*p^2*q*r^3*x^2+276804*b*c* p^2*q*r^2*x^3-25916*b*c*p^2*r^4*x^2+130092*b*c*p^2*r^3*x^3-936*b*c*p*q^5*x^2-\ 9148*b*c*p*q^4*r*x^2+23440*b*c*p*q^4*x^3-32544*b*c*p*q^3*r^2*x^2+130584*b*c*p*q ^3*r*x^3-53688*b*c*p*q^2*r^3*x^2+276804*b*c*p*q^2*r^2*x^3-41656*b*c*p*q*r^4*x^2 +260184*b*c*p*q*r^3*x^3-12300*b*c*p*r^5*x^2+90524*b*c*p*r^4*x^3-32*b*c*q^6*x^2-\ 842*b*c*q^5*r*x^2+4688*b*c*q^5*x^3-4926*b*c*q^4*r^2*x^2+32646*b*c*q^4*r*x^3-\ 12452*b*c*q^3*r^3*x^2+92268*b*c*q^3*r^2*x^3-15740*b*c*q^2*r^4*x^2+130092*b*c*q^ 2*r^3*x^3-9810*b*c*q*r^5*x^2+90524*b*c*q*r^4*x^3-2406*b*c*r^6*x^2+24742*b*c*r^5 *x^3-44*b*g^5*p^2*x^2-52*b*g^5*p*q*x^2-132*b*g^5*p*r*x^2+36*b*g^5*p*x^3-8*b*g^5 *q^2*x^2-51*b*g^5*q*r*x^2+36*b*g^5*q*x^3-105*b*g^5*r^2*x^2+36*b*g^5*r*x^3-227*b *g^4*p^3*x^2-486*b*g^4*p^2*q*x^2-938*b*g^4*p^2*r*x^2+506*b*g^4*p^2*x^3-291*b*g^ 4*p*q^2*x^2-1216*b*g^4*p*q*r*x^2+1012*b*g^4*p*q*x^3-1302*b*g^4*p*r^2*x^2+1546*b *g^4*p*r*x^3-32*b*g^4*q^3*x^2-278*b*g^4*q^2*r*x^2+506*b*g^4*q^2*x^3-792*b*g^4*q *r^2*x^2+1546*b*g^4*q*r*x^3-591*b*g^4*r^3*x^2+1529*b*g^4*r^2*x^3-468*b*g^3*p^4* x^2-1452*b*g^3*p^3*q*x^2-2460*b*g^3*p^3*r*x^2+1652*b*g^3*p^3*x^3-1548*b*g^3*p^2 *q^2*x^2-5490*b*g^3*p^2*q*r*x^2+4956*b*g^3*p^2*q*x^3-4830*b*g^3*p^2*r^2*x^2+ 7369*b*g^3*p^2*r*x^3-612*b*g^3*p*q^3*x^2-3600*b*g^3*p*q^2*r*x^2+4956*b*g^3*p*q^ 2*x^3-6960*b*g^3*p*q*r^2*x^2+14738*b*g^3*p*q*r*x^3-4152*b*g^3*p*r^3*x^2+12038*b *g^3*p*r^2*x^3-48*b*g^3*q^4*x^2-570*b*g^3*q^3*r*x^2+1652*b*g^3*q^3*x^3-2130*b*g ^3*q^2*r^2*x^2+7369*b*g^3*q^2*r*x^3-2922*b*g^3*q*r^3*x^2+12038*b*g^3*q*r^2*x^3-\ 1314*b*g^3*r^4*x^2+6570*b*g^3*r^3*x^3-482*b*g^2*p^5*x^2-1960*b*g^2*p^4*q*x^2-\ 3072*b*g^2*p^4*r*x^2+2280*b*g^2*p^4*x^3-3020*b*g^2*p^3*q^2*x^2-9768*b*g^2*p^3*q *r*x^2+9120*b*g^2*p^3*q*x^3-7770*b*g^2*p^3*r^2*x^2+13128*b*g^2*p^3*r*x^3-2120*b *g^2*p^2*q^3*x^2-10872*b*g^2*p^2*q^2*r*x^2+13680*b*g^2*p^2*q^2*x^3-18180*b*g^2* p^2*q*r^2*x^2+39384*b*g^2*p^2*q*r*x^3-9698*b*g^2*p^2*r^3*x^2+29578*b*g^2*p^2*r^ 2*x^3-610*b*g^2*p*q^4*x^2-4728*b*g^2*p*q^3*r*x^2+9120*b*g^2*p*q^3*x^3-13050*b*g ^2*p*q^2*r^2*x^2+39384*b*g^2*p*q^2*r*x^3-14896*b*g^2*p*q*r^3*x^2+59156*b*g^2*p* q*r^2*x^3-5964*b*g^2*p*r^4*x^2+29664*b*g^2*p*r^3*x^3-32*b*g^2*q^5*x^2-552*b*g^2 *q^4*r*x^2+2280*b*g^2*q^4*x^3-2640*b*g^2*q^3*r^2*x^2+13128*b*g^2*q^3*r*x^3-5198 *b*g^2*q^2*r^3*x^2+29578*b*g^2*q^2*r^2*x^3-4524*b*g^2*q*r^4*x^2+29664*b*g^2*q*r ^3*x^3-1446*b*g^2*r^5*x^2+10934*b*g^2*r^4*x^3-248*b*g*p^6*x^2-1248*b*g*p^5*q*x^ 2-1856*b*g*p^5*r*x^2+1448*b*g*p^5*x^3-2520*b*g*p^4*q^2*x^2-7675*b*g*p^4*q*r*x^2 +7240*b*g*p^4*q*x^3-5733*b*g*p^4*r^2*x^2+10153*b*g*p^4*r*x^3-2560*b*g*p^3*q^3*x ^2-12140*b*g*p^3*q^2*r*x^2+14480*b*g*p^3*q^2*x^3-18732*b*g*p^3*q*r^2*x^2+40612* b*g*p^3*q*r*x^3-9332*b*g*p^3*r^3*x^2+29038*b*g*p^3*r^2*x^3-1320*b*g*p^2*q^4*x^2 -8930*b*g*p^2*q^3*r*x^2+14480*b*g*p^2*q^3*x^3-21798*b*g*p^2*q^2*r^2*x^2+60918*b *g*p^2*q^2*r*x^3-22626*b*g*p^2*q*r^3*x^2+87114*b*g*p^2*q*r^2*x^3-8438*b*g*p^2*r ^4*x^2+41472*b*g*p^2*r^3*x^3-288*b*g*p*q^5*x^2-2860*b*g*p*q^4*r*x^2+7240*b*g*p* q^4*x^3-10332*b*g*p*q^3*r^2*x^2+40612*b*g*p*q^3*r*x^3-17256*b*g*p*q^2*r^3*x^2+ 87114*b*g*p*q^2*r^2*x^3-13516*b*g*p*q*r^4*x^2+82944*b*g*p*q*r^3*x^3-4020*b*g*p* r^5*x^2+29202*b*g*p*r^4*x^3-8*b*g*q^6*x^2-251*b*g*q^5*r*x^2+1448*b*g*q^5*x^3-\ 1533*b*g*q^4*r^2*x^2+10153*b*g*q^4*r*x^3-3962*b*g*q^3*r^3*x^2+29038*b*g*q^3*r^2 *x^3-5078*b*g*q^2*r^4*x^2+41472*b*g*q^2*r^3*x^3-3195*b*g*q*r^5*x^2+29202*b*g*q* r^4*x^3-789*b*g*r^6*x^2+8063*b*g*r^5*x^3-51*b*p^7*x^2-306*b*p^6*q*x^2-438*b*p^6 *r*x^2+350*b*p^6*x^3-765*b*p^5*q^2*x^2-2232*b*p^5*q*r*x^2+2100*b*p^5*q*x^3-1596 *b*p^5*r^2*x^2+2884*b*p^5*r*x^3-1020*b*p^4*q^3*x^2-4590*b*p^4*q^2*r*x^2+5250*b* p^4*q^2*x^3-6720*b*p^4*q*r^2*x^2+14420*b*p^4*q*r*x^3-3195*b*p^4*r^3*x^2+9969*b* p^4*r^2*x^3-765*b*p^3*q^4*x^2-4800*b*p^3*q^3*r*x^2+7000*b*p^3*q^3*x^3-10920*b*p ^3*q^2*r^2*x^2+28840*b*p^3*q^2*r*x^3-10680*b*p^3*q*r^3*x^2+39876*b*p^3*q*r^2*x^ 3-3795*b*p^3*r^4*x^2+18306*b*p^3*r^3*x^3-306*b*p^2*q^5*x^2-2610*b*p^2*q^4*r*x^2 +5250*b*p^2*q^4*x^3-8400*b*p^2*q^3*r^2*x^2+28840*b*p^2*q^3*r*x^3-12870*b*p^2*q^ 2*r^3*x^2+59814*b*p^2*q^2*r^2*x^3-9450*b*p^2*q*r^4*x^2+54918*b*p^2*q*r^3*x^3-\ 2676*b*p^2*r^5*x^2+18694*b*p^2*r^4*x^3-51*b*p*q^6*x^2-648*b*p*q^5*r*x^2+2100*b* p*q^5*x^3-2940*b*p*q^4*r^2*x^2+14420*b*p*q^4*r*x^3-6480*b*p*q^3*r^3*x^2+39876*b *p*q^3*r^2*x^3-7515*b*p*q^2*r^4*x^2+54918*b*p*q^2*r^3*x^3-4416*b*p*q*r^5*x^2+ 37388*b*p*q*r^4*x^3-1038*b*p*r^6*x^2+10026*b*p*r^5*x^3-42*b*q^6*r*x^2+350*b*q^6 *x^3-336*b*q^5*r^2*x^2+2884*b*q^5*r*x^3-1095*b*q^4*r^3*x^2+9969*b*q^4*r^2*x^3-\ 1860*b*q^3*r^4*x^2+18306*b*q^3*r^3*x^3-1740*b*q^2*r^5*x^2+18694*b*q^2*r^4*x^3-\ 852*b*q*r^6*x^2+10026*b*q*r^5*x^3-171*b*r^7*x^2+2203*b*r^6*x^3-1920*c^8*x^2-\ 5184*c^7*g*x^2-8256*c^7*p*x^2-5568*c^7*q*x^2-10080*c^7*r*x^2+12288*c^7*x^3-5760 *c^6*g^2*x^2-19520*c^6*g*p*x^2-13120*c^6*g*q*x^2-23856*c^6*g*r*x^2+28288*c^6*g* x^3-14880*c^6*p^2*x^2-21696*c^6*p*q*x^2-37024*c^6*p*r*x^2+39040*c^6*p*x^3-6816* c^6*q^2*x^2-25472*c^6*q*r*x^2+39040*c^6*q*x^3-23040*c^6*r^2*x^2+56832*c^6*r*x^3 -3360*c^5*g^3*x^2-18656*c^5*g^2*p*x^2-12448*c^5*g^2*q*x^2-22848*c^5*g^2*r*x^2+ 25984*c^5*g^2*x^3-30160*c^5*g*p^2*x^2-43872*c^5*g*p*q*x^2-75152*c^5*g*p*r*x^2+ 77056*c^5*g*p*x^3-13712*c^5*g*q^2*x^2-51520*c^5*g*q*r*x^2+77056*c^5*g*q*x^3-\ 46848*c^5*g*r^2*x^2+112512*c^5*g*r*x^3-14832*c^5*p^3*x^2-34224*c^5*p^2*q*x^2-\ 55824*c^5*p^2*r*x^2+52992*c^5*p^2*x^3-23952*c^5*p*q^2*x^2-82656*c^5*p*q*r*x^2+ 105984*c^5*p*q*x^3-69792*c^5*p*r^2*x^2+152736*c^5*p*r*x^3-4560*c^5*q^3*x^2-\ 26832*c^5*q^2*r*x^2+52992*c^5*q^2*x^3-50016*c^5*q*r^2*x^2+152736*c^5*q*r*x^3-\ 28800*c^5*r^3*x^2+113856*c^5*r^2*x^3-1080*c^4*g^4*x^2-9152*c^4*g^3*p*x^2-6016*c ^4*g^3*q*x^2-11256*c^4*g^3*r*x^2+11968*c^4*g^3*x^3-24080*c^4*g^2*p^2*x^2-34848* c^4*g^2*p*q*x^2-60224*c^4*g^2*p*r*x^2+59104*c^4*g^2*p*x^3-10768*c^4*g^2*q^2*x^2 -40912*c^4*g^2*q*r*x^2+59104*c^4*g^2*q*x^3-37728*c^4*g^2*r^2*x^2+86752*c^4*g^2* r*x^3-25040*c^4*g*p^3*x^2-57680*c^4*g*p^2*q*x^2-94408*c^4*g*p^2*r*x^2+87168*c^4 *g*p^2*x^3-40240*c^4*g*p*q^2*x^2-139440*c^4*g*p*q*r*x^2+174336*c^4*g*p*q*x^3-\ 118256*c^4*g*p*r^2*x^2+252032*c^4*g*p*r*x^3-7600*c^4*g*q^3*x^2-45032*c^4*g*q^2* r*x^2+87168*c^4*g*q^2*x^3-84496*c^4*g*q*r^2*x^2+252032*c^4*g*q*r*x^3-48888*c^4* g*r^3*x^2+188976*c^4*g*r^2*x^3-9000*c^4*p^4*x^2-28800*c^4*p^3*q*x^2-45216*c^4*p ^3*r*x^2+39840*c^4*p^3*x^3-32400*c^4*p^2*q^2*x^2-105696*c^4*p^2*q*r*x^2+119520* c^4*p^2*q*x^3-84672*c^4*p^2*r^2*x^2+170352*c^4*p^2*r*x^3-14400*c^4*p*q^3*x^2-\ 75744*c^4*p*q^2*r*x^2+119520*c^4*p*q^2*x^3-129024*c^4*p*q*r^2*x^2+340704*c^4*p* q*r*x^3-69696*c^4*p*r^3*x^2+249600*c^4*p*r^2*x^3-1800*c^4*q^4*x^2-15264*c^4*q^3 *r*x^2+39840*c^4*q^3*x^3-44352*c^4*q^2*r^2*x^2+170352*c^4*q^2*r*x^3-52128*c^4*q *r^3*x^2+249600*c^4*q*r^2*x^3-21240*c^4*r^4*x^2+121776*c^4*r^3*x^3-180*c^3*g^5* x^2-2404*c^3*g^4*p*x^2-1532*c^3*g^4*q*x^2-2982*c^3*g^4*r*x^2+2816*c^3*g^4*x^3-\ 9520*c^3*g^3*p^2*x^2-13632*c^3*g^3*p*q*x^2-24008*c^3*g^3*p*r*x^2+21904*c^3*g^3* p*x^3-4112*c^3*g^3*q^2*x^2-15976*c^3*g^3*q*r*x^2+21904*c^3*g^3*q*x^3-15216*c^3* g^3*r^2*x^2+32432*c^3*g^3*r*x^3-16016*c^3*g^2*p^3*x^2-36752*c^3*g^2*p^2*q*x^2-\ 60664*c^3*g^2*p^2*r*x^2+53584*c^3*g^2*p^2*x^3-25456*c^3*g^2*p*q^2*x^2-89040*c^3 *g^2*p*q*r*x^2+107168*c^3*g^2*p*q*x^3-76400*c^3*g^2*p*r^2*x^2+155824*c^3*g^2*p* r*x^3-4720*c^3*g^2*q^3*x^2-28376*c^3*g^2*q^2*r*x^2+53584*c^3*g^2*q^2*x^3-54160* c^3*g^2*q*r^2*x^2+155824*c^3*g^2*q*r*x^3-31752*c^3*g^2*r^3*x^2+118432*c^3*g^2*r ^2*x^3-12140*c^3*g*p^4*x^2-38800*c^3*g*p^3*q*x^2-61104*c^3*g*p^3*r*x^2+52416*c^ 3*g*p^3*x^3-43560*c^3*g*p^2*q^2*x^2-142584*c^3*g*p^2*q*r*x^2+157248*c^3*g*p^2*q *x^3-114648*c^3*g*p^2*r^2*x^2+224848*c^3*g*p^2*r*x^3-19280*c^3*g*p*q^3*x^2-\ 101856*c^3*g*p*q^2*r*x^2+157248*c^3*g*p*q^2*x^3-174336*c^3*g*p*q*r^2*x^2+449696 *c^3*g*p*q*r*x^3-94544*c^3*g*p*r^3*x^2+331336*c^3*g*p*r^2*x^3-2380*c^3*g*q^4*x^ 2-20376*c^3*g*q^3*r*x^2+52416*c^3*g*q^3*x^3-59688*c^3*g*q^2*r^2*x^2+224848*c^3* g*q^2*r*x^3-70552*c^3*g*q*r^3*x^2+331336*c^3*g*q*r^2*x^3-28860*c^3*g*r^4*x^2+ 162616*c^3*g*r^3*x^3-3420*c^3*p^5*x^2-14100*c^3*p^4*q*x^2-21382*c^3*p^4*r*x^2+ 17920*c^3*p^4*x^3-22200*c^3*p^3*q^2*x^2-69224*c^3*p^3*q*r*x^2+71680*c^3*p^3*q*x ^3-53064*c^3*p^3*r^2*x^2+100944*c^3*p^3*r*x^3-16200*c^3*p^2*q^3*x^2-79380*c^3*p ^2*q^2*r*x^2+107520*c^3*p^2*q^2*x^3-126792*c^3*p^2*q*r^2*x^2+302832*c^3*p^2*q*r *x^3-65100*c^3*p^2*r^3*x^2+217704*c^3*p^2*r^2*x^3-5100*c^3*p*q^4*x^2-36616*c^3* p*q^3*r*x^2+71680*c^3*p*q^3*x^3-94392*c^3*p*q^2*r^2*x^2+302832*c^3*p*q^2*r*x^3-\ 102312*c^3*p*q*r^3*x^2+435408*c^3*p*q*r^2*x^3-39436*c^3*p*r^4*x^2+208368*c^3*p* r^3*x^3-420*c^3*q^5*x^2-5078*c^3*q^4*r*x^2+17920*c^3*q^4*x^3-20664*c^3*q^3*r^2* x^2+100944*c^3*q^3*r*x^3-37212*c^3*q^2*r^3*x^2+217704*c^3*q^2*r^2*x^3-30644*c^3 *q*r^4*x^2+208368*c^3*q*r^3*x^3-9438*c^3*r^5*x^2+73688*c^3*r^4*x^3-12*c^2*g^6*x ^2-316*c^2*g^5*p*x^2-188*c^2*g^5*q*x^2-399*c^2*g^5*r*x^2+296*c^2*g^5*x^3-1910*c ^2*g^4*p^2*x^2-2676*c^2*g^4*p*q*x^2-4906*c^2*g^4*p*r*x^2+3920*c^2*g^4*p*x^3-766 *c^2*g^4*q^2*x^2-3116*c^2*g^4*q*r*x^2+3920*c^2*g^4*q*x^3-3192*c^2*g^4*r^2*x^2+ 5880*c^2*g^4*r*x^3-4776*c^2*g^3*p^3*x^2-10872*c^2*g^3*p^2*q*x^2-18282*c^2*g^3*p ^2*r*x^2+14976*c^2*g^3*p^2*x^3-7416*c^2*g^3*p*q^2*x^2-26460*c^2*g^3*p*q*r*x^2+ 29952*c^2*g^3*p*q*x^3-23316*c^2*g^3*p*r^2*x^2+44000*c^2*g^3*p*r*x^3-1320*c^2*g^ 3*q^3*x^2-8178*c^2*g^3*q^2*r*x^2+14976*c^2*g^3*q^2*x^3-16236*c^2*g^3*q*r^2*x^2+ 44000*c^2*g^3*q*r*x^3-9810*c^2*g^3*r^3*x^2+34452*c^2*g^3*r^2*x^3-5824*c^2*g^2*p ^4*x^2-18560*c^2*g^2*p^3*q*x^2-29460*c^2*g^2*p^3*r*x^2+24200*c^2*g^2*p^3*x^3-\ 20736*c^2*g^2*p^2*q^2*x^2-68436*c^2*g^2*p^2*q*r*x^2+72600*c^2*g^2*p^2*q*x^3-\ 55578*c^2*g^2*p^2*r^2*x^2+104456*c^2*g^2*p^2*r*x^3-9088*c^2*g^2*p*q^3*x^2-48492 *c^2*g^2*p*q^2*r*x^2+72600*c^2*g^2*p*q^2*x^3-84048*c^2*g^2*p*q*r^2*x^2+208912*c ^2*g^2*p*q*r*x^3-46072*c^2*g^2*p*r^3*x^2+155956*c^2*g^2*p*r^2*x^3-1088*c^2*g^2* q^4*x^2-9516*c^2*g^2*q^3*r*x^2+24200*c^2*g^2*q^3*x^3-28470*c^2*g^2*q^2*r^2*x^2+ 104456*c^2*g^2*q^2*r*x^3-34172*c^2*g^2*q*r^3*x^2+155956*c^2*g^2*q*r^2*x^3-14130 *c^2*g^2*r^4*x^2+77624*c^2*g^2*r^3*x^3-3452*c^2*g*p^5*x^2-14220*c^2*g*p^4*q*x^2 -21619*c^2*g*p^4*r*x^2+17672*c^2*g*p^4*x^3-22360*c^2*g*p^3*q^2*x^2-69908*c^2*g* p^3*q*r*x^2+70688*c^2*g*p^3*q*x^3-53748*c^2*g*p^3*r^2*x^2+99864*c^2*g*p^3*r*x^3 -16280*c^2*g*p^2*q^3*x^2-80010*c^2*g*p^2*q^2*r*x^2+106032*c^2*g*p^2*q^2*x^3-\ 128244*c^2*g*p^2*q*r^2*x^2+299592*c^2*g*p^2*q*r*x^3-66050*c^2*g*p^2*r^3*x^2+ 216540*c^2*g*p^2*r^2*x^3-5100*c^2*g*p*q^4*x^2-36772*c^2*g*p*q^3*r*x^2+70688*c^2 *g*p*q^3*x^3-95244*c^2*g*p*q^2*r^2*x^2+299592*c^2*g*p*q^2*r*x^3-103644*c^2*g*p* q*r^3*x^2+433080*c^2*g*p*q*r^2*x^3-40072*c^2*g*p*r^4*x^2+208436*c^2*g*p*r^3*x^3 -412*c^2*g*q^5*x^2-5051*c^2*g*q^4*r*x^2+17672*c^2*g*q^4*x^3-20748*c^2*g*q^3*r^2 *x^2+99864*c^2*g*q^3*r*x^3-37594*c^2*g*q^2*r^3*x^2+216540*c^2*g*q^2*r^2*x^3-\ 31088*c^2*g*q*r^4*x^2+208436*c^2*g*q*r^3*x^3-9603*c^2*g*r^5*x^2+74088*c^2*g*r^4 *x^3-798*c^2*p^6*x^2-4044*c^2*p^5*q*x^2-5934*c^2*p^5*r*x^2+4824*c^2*p^5*x^3-\ 8250*c^2*p^4*q^2*x^2-24732*c^2*p^4*q*r*x^2+24120*c^2*p^4*q*x^3-18228*c^2*p^4*r^ 2*x^2+33528*c^2*p^4*r*x^3-8520*c^2*p^3*q^3*x^2-39588*c^2*p^3*q^2*r*x^2+48240*c^ 2*p^3*q^2*x^3-60072*c^2*p^3*q*r^2*x^2+134112*c^2*p^3*q*r*x^3-29532*c^2*p^3*r^3* x^2+94476*c^2*p^3*r^2*x^3-4530*c^2*p^2*q^4*x^2-29712*c^2*p^2*q^3*r*x^2+48240*c^ 2*p^2*q^3*x^3-70848*c^2*p^2*q^2*r^2*x^2+201168*c^2*p^2*q^2*r*x^3-72264*c^2*p^2* q*r^3*x^2+283428*c^2*p^2*q*r^2*x^3-26598*c^2*p^2*r^4*x^2+132780*c^2*p^2*r^3*x^3 -1068*c^2*p*q^5*x^2-9918*c^2*p*q^4*r*x^2+24120*c^2*p*q^4*x^3-34392*c^2*p*q^3*r^ 2*x^2+134112*c^2*p*q^3*r*x^3-55932*c^2*p*q^2*r^3*x^2+283428*c^2*p*q^2*r^2*x^3-\ 43020*c^2*p*q*r^4*x^2+265560*c^2*p*q*r^3*x^3-12630*c^2*p*r^5*x^2+92124*c^2*p*r^ 4*x^3-54*c^2*q^6*x^2-996*c^2*q^5*r*x^2+4824*c^2*q^5*x^3-5388*c^2*q^4*r^2*x^2+ 33528*c^2*q^4*r*x^3-13200*c^2*q^3*r^3*x^2+94476*c^2*q^3*r^2*x^3-16422*c^2*q^2*r ^4*x^2+132780*c^2*q^2*r^3*x^3-10140*c^2*q*r^5*x^2+92124*c^2*q*r^4*x^3-2472*c^2* r^6*x^2+25116*c^2*r^5*x^3-16*c*g^6*p*x^2-8*c*g^6*q*x^2-21*c*g^6*r*x^2+8*c*g^6*x ^3-175*c*g^5*p^2*x^2-234*c*g^5*p*q*x^2-469*c*g^5*p*r*x^2+284*c*g^5*p*x^3-59*c*g ^5*q^2*x^2-266*c*g^5*q*r*x^2+284*c*g^5*q*x^3-324*c*g^5*r^2*x^2+428*c*g^5*r*x^3-\ 649*c*g^4*p^3*x^2-1453*c*g^4*p^2*q*x^2-2543*c*g^4*p^2*r*x^2+1812*c*g^4*p^2*x^3-\ 959*c*g^4*p*q^2*x^2-3570*c*g^4*p*q*r*x^2+3624*c*g^4*p*q*x^3-3334*c*g^4*p*r^2*x^ 2+5418*c*g^4*p*r*x^3-155*c*g^4*q^3*x^2-1027*c*g^4*q^2*r*x^2+1812*c*g^4*q^2*x^3-\ 2234*c*g^4*q*r^2*x^2+5418*c*g^4*q*r*x^3-1440*c*g^4*r^3*x^2+4536*c*g^4*r^2*x^3-\ 1162*c*g^3*p^4*x^2-3680*c*g^3*p^3*q*x^2-5946*c*g^3*p^3*r*x^2+4532*c*g^3*p^3*x^3 -4068*c*g^3*p^2*q^2*x^2-13674*c*g^3*p^2*q*r*x^2+13596*c*g^3*p^2*q*x^3-11361*c*g ^3*p^2*r^2*x^2+19792*c*g^3*p^2*r*x^3-1744*c*g^3*p*q^3*x^2-9510*c*g^3*p*q^2*r*x^ 2+13596*c*g^3*p*q^2*x^3-16968*c*g^3*p*q*r^2*x^2+39584*c*g^3*p*q*r*x^3-9532*c*g^ 3*p*r^3*x^2+30402*c*g^3*p*r^2*x^3-194*c*g^3*q^4*x^2-1782*c*g^3*q^3*r*x^2+4532*c *g^3*q^3*x^3-5607*c*g^3*q^2*r^2*x^2+19792*c*g^3*q^2*r*x^3-6974*c*g^3*q*r^3*x^2+ 30402*c*g^3*q*r^2*x^3-2955*c*g^3*r^4*x^2+15596*c*g^3*r^3*x^3-1102*c*g^2*p^5*x^2 -4530*c*g^2*p^4*q*x^2-6934*c*g^2*p^4*r*x^2+5444*c*g^2*p^4*x^3-7100*c*g^2*p^3*q^ 2*x^2-22352*c*g^2*p^3*q*r*x^2+21776*c*g^2*p^3*q*x^3-17325*c*g^2*p^3*r^2*x^2+ 30964*c*g^2*p^3*r*x^3-5140*c*g^2*p^2*q^3*x^2-25452*c*g^2*p^2*q^2*r*x^2+32664*c* g^2*p^2*q^2*x^3-41181*c*g^2*p^2*q*r^2*x^2+92892*c*g^2*p^2*q*r*x^3-21391*c*g^2*p ^2*r^3*x^2+67974*c*g^2*p^2*r^2*x^3-1590*c*g^2*p*q^4*x^2-11584*c*g^2*p*q^3*r*x^2 +21776*c*g^2*p*q^3*x^3-30387*c*g^2*p*q^2*r^2*x^2+92892*c*g^2*p*q^2*r*x^3-33426* c*g^2*p*q*r^3*x^2+135948*c*g^2*p*q*r^2*x^3-13033*c*g^2*p*r^4*x^2+66304*c*g^2*p* r^3*x^3-122*c*g^2*q^5*x^2-1550*c*g^2*q^4*r*x^2+5444*c*g^2*q^4*x^3-6531*c*g^2*q^ 3*r^2*x^2+30964*c*g^2*q^3*r*x^3-12035*c*g^2*q^2*r^3*x^2+67974*c*g^2*q^2*r^2*x^3 -10067*c*g^2*q*r^4*x^2+66304*c*g^2*q*r^3*x^3-3135*c*g^2*r^5*x^2+23850*c*g^2*r^4 *x^3-535*c*g*p^6*x^2-2710*c*g*p^5*q*x^2-3983*c*g*p^5*r*x^2+3168*c*g*p^5*x^3-\ 5525*c*g*p^4*q^2*x^2-16590*c*g*p^4*q*r*x^2+15840*c*g*p^4*q*x^3-12250*c*g*p^4*r^ 2*x^2+22084*c*g*p^4*r*x^3-5700*c*g*p^3*q^3*x^2-26530*c*g*p^3*q^2*r*x^2+31680*c* g*p^3*q^2*x^3-40340*c*g*p^3*q*r^2*x^2+88336*c*g*p^3*q*r*x^3-19870*c*g*p^3*r^3*x ^2+62526*c*g*p^3*r^2*x^3-3025*c*g*p^2*q^4*x^2-19880*c*g*p^2*q^3*r*x^2+31680*c*g *p^2*q^3*x^3-47520*c*g*p^2*q^2*r^2*x^2+132504*c*g*p^2*q^2*r*x^3-48580*c*g*p^2*q *r^3*x^2+187578*c*g*p^2*q*r^2*x^3-17915*c*g*p^2*r^4*x^2+88324*c*g*p^2*r^3*x^3-\ 710*c*g*p*q^5*x^2-6615*c*g*p*q^4*r*x^2+15840*c*g*p*q^4*x^3-23020*c*g*p*q^3*r^2* x^2+88336*c*g*p*q^3*r*x^3-37550*c*g*p*q^2*r^3*x^2+187578*c*g*p*q^2*r^2*x^3-\ 28950*c*g*p*q*r^4*x^2+176648*c*g*p*q*r^3*x^3-8515*c*g*p*r^5*x^2+61566*c*g*p*r^4 *x^3-35*c*g*q^6*x^2-658*c*g*q^5*r*x^2+3168*c*g*q^5*x^3-3590*c*g*q^4*r^2*x^2+ 22084*c*g*q^4*r*x^3-8840*c*g*q^3*r^3*x^2+62526*c*g*q^3*r^2*x^3-11035*c*g*q^2*r^ 4*x^2+88324*c*g*q^2*r^3*x^3-6830*c*g*q*r^5*x^2+61566*c*g*q*r^4*x^3-1668*c*g*r^6 *x^2+16852*c*g*r^5*x^3-105*c*p^7*x^2-633*c*p^6*q*x^2-900*c*p^6*r*x^2+720*c*p^6* x^3-1593*c*p^5*q^2*x^2-4608*c*p^5*q*r*x^2+4320*c*p^5*q*x^3-3276*c*p^5*r^2*x^2+ 5922*c*p^5*r*x^3-2145*c*p^4*q^3*x^2-9540*c*p^4*q^2*r*x^2+10800*c*p^4*q^2*x^3-\ 13860*c*p^4*q*r^2*x^2+29610*c*p^4*q*r*x^3-6555*c*p^4*r^3*x^2+20418*c*p^4*r^2*x^ 3-1635*c*p^3*q^4*x^2-10080*c*p^3*q^3*r*x^2+14400*c*p^3*q^3*x^3-22680*c*p^3*q^2* r^2*x^2+59220*c*p^3*q^2*r*x^3-22020*c*p^3*q*r^3*x^2+81672*c*p^3*q*r^2*x^3-7785* c*p^3*r^4*x^2+37392*c*p^3*r^3*x^3-675*c*p^2*q^5*x^2-5580*c*p^2*q^4*r*x^2+10800* c*p^2*q^4*x^3-17640*c*p^2*q^3*r^2*x^2+59220*c*p^2*q^3*r*x^3-26730*c*p^2*q^2*r^3 *x^2+122508*c*p^2*q^2*r^2*x^3-19485*c*p^2*q*r^4*x^2+112176*c*p^2*q*r^3*x^3-5490 *c*p^2*r^5*x^2+38088*c*p^2*r^4*x^3-123*c*p*q^6*x^2-1440*c*p*q^5*r*x^2+4320*c*p* q^5*x^3-6300*c*p*q^4*r^2*x^2+29610*c*p*q^4*r*x^3-13620*c*p*q^3*r^3*x^2+81672*c* p*q^3*r^2*x^3-15615*c*p*q^2*r^4*x^2+112176*c*p*q^2*r^3*x^3-9108*c*p*q*r^5*x^2+ 76176*c*p*q*r^4*x^3-2130*c*p*r^6*x^2+20382*c*p*r^5*x^3-3*c*q^7*x^2-108*c*q^6*r* x^2+720*c*q^6*x^3-756*c*q^5*r^2*x^2+5922*c*q^5*r*x^3-2355*c*q^4*r^3*x^2+20418*c *q^4*r^2*x^3-3915*c*q^3*r^4*x^2+37392*c*q^3*r^3*x^3-3618*c*q^2*r^5*x^2+38088*c* q^2*r^4*x^3-1758*c*q*r^6*x^2+20382*c*q*r^5*x^3-351*c*r^7*x^2+4470*c*r^6*x^3-5*g ^6*p^2*x^2-6*g^6*p*q*x^2-15*g^6*p*r*x^2+4*g^6*p*x^3-g^6*q^2*x^2-6*g^6*q*r*x^2+4 *g^6*q*x^3-12*g^6*r^2*x^2+4*g^6*r*x^3-31*g^5*p^3*x^2-67*g^5*p^2*q*x^2-128*g^5*p ^2*r*x^2+68*g^5*p^2*x^3-41*g^5*p*q^2*x^2-168*g^5*p*q*r*x^2+136*g^5*p*q*x^3-178* g^5*p*r^2*x^2+208*g^5*p*r*x^3-5*g^5*q^3*x^2-40*g^5*q^2*r*x^2+68*g^5*q^2*x^3-110 *g^5*q*r^2*x^2+208*g^5*q*r*x^3-81*g^5*r^3*x^2+206*g^5*r^2*x^3-80*g^4*p^4*x^2-\ 250*g^4*p^3*q*x^2-420*g^4*p^3*r*x^2+278*g^4*p^3*x^3-270*g^4*p^2*q^2*x^2-945*g^4 *p^2*q*r*x^2+834*g^4*p^2*q*x^3-825*g^4*p^2*r^2*x^2+1241*g^4*p^2*r*x^3-110*g^4*p *q^3*x^2-630*g^4*p*q^2*r*x^2+834*g^4*p*q^2*x^3-1200*g^4*p*q*r^2*x^2+2482*g^4*p* q*r*x^3-710*g^4*p*r^3*x^2+2029*g^4*p*r^2*x^3-10*g^4*q^4*x^2-105*g^4*q^3*r*x^2+ 278*g^4*q^3*x^3-375*g^4*q^2*r^2*x^2+1241*g^4*q^2*r*x^3-505*g^4*q*r^3*x^2+2029*g ^4*q*r^2*x^3-225*g^4*r^4*x^2+1108*g^4*r^3*x^3-110*g^3*p^5*x^2-450*g^3*p^4*q*x^2 -700*g^3*p^4*r*x^2+512*g^3*p^4*x^3-700*g^3*p^3*q^2*x^2-2240*g^3*p^3*q*r*x^2+ 2048*g^3*p^3*q*x^3-1770*g^3*p^3*r^2*x^2+2950*g^3*p^3*r*x^3-500*g^3*p^2*q^3*x^2-\ 2520*g^3*p^2*q^2*r*x^2+3072*g^3*p^2*q^2*x^3-4170*g^3*p^2*q*r^2*x^2+8850*g^3*p^2 *q*r*x^3-2210*g^3*p^2*r^3*x^2+6652*g^3*p^2*r^2*x^3-150*g^3*p*q^4*x^2-1120*g^3*p *q^3*r*x^2+2048*g^3*p*q^3*x^3-3030*g^3*p*q^2*r^2*x^2+8850*g^3*p*q^2*r*x^3-3420* g^3*p*q*r^3*x^2+13304*g^3*p*q*r^2*x^3-1360*g^3*p*r^4*x^2+6676*g^3*p*r^3*x^3-10* g^3*q^5*x^2-140*g^3*q^4*r*x^2+512*g^3*q^4*x^3-630*g^3*q^3*r^2*x^2+2950*g^3*q^3* r*x^3-1210*g^3*q^2*r^3*x^2+6652*g^3*q^2*r^2*x^3-1040*g^3*q*r^4*x^2+6676*g^3*q*r ^3*x^3-330*g^3*r^5*x^2+2462*g^3*r^4*x^3-85*g^2*p^6*x^2-430*g^2*p^5*q*x^2-635*g^ 2*p^5*r*x^2+488*g^2*p^5*x^3-875*g^2*p^4*q^2*x^2-2640*g^2*p^4*q*r*x^2+2440*g^2*p ^4*q*x^3-1960*g^2*p^4*r^2*x^2+3424*g^2*p^4*r*x^3-900*g^2*p^3*q^3*x^2-4210*g^2*p ^3*q^2*r*x^2+4880*g^2*p^3*q^2*x^3-6440*g^2*p^3*q*r^2*x^2+13696*g^2*p^3*q*r*x^3-\ 3190*g^2*p^3*r^3*x^2+9802*g^2*p^3*r^2*x^3-475*g^2*p^2*q^4*x^2-3140*g^2*p^2*q^3* r*x^2+4880*g^2*p^2*q^3*x^3-7560*g^2*p^2*q^2*r^2*x^2+20544*g^2*p^2*q^2*r*x^3-\ 7780*g^2*p^2*q*r^3*x^2+29406*g^2*p^2*q*r^2*x^3-2885*g^2*p^2*r^4*x^2+14012*g^2*p ^2*r^3*x^3-110*g^2*p*q^5*x^2-1035*g^2*p*q^4*r*x^2+2440*g^2*p*q^4*x^3-3640*g^2*p *q^3*r^2*x^2+13696*g^2*p*q^3*r*x^3-5990*g^2*p*q^2*r^3*x^2+29406*g^2*p*q^2*r^2*x ^3-4650*g^2*p*q*r^4*x^2+28024*g^2*p*q*r^3*x^3-1375*g^2*p*r^5*x^2+9874*g^2*p*r^4 *x^3-5*g^2*q^6*x^2-100*g^2*q^5*r*x^2+488*g^2*q^5*x^3-560*g^2*q^4*r^2*x^2+3424*g ^2*q^4*r*x^3-1400*g^2*q^3*r^3*x^2+9802*g^2*q^3*r^2*x^3-1765*g^2*q^2*r^4*x^2+ 14012*g^2*q^2*r^3*x^3-1100*g^2*q*r^5*x^2+9874*g^2*q*r^4*x^3-270*g^2*r^6*x^2+ 2728*g^2*r^5*x^3-35*g*p^7*x^2-211*g*p^6*q*x^2-300*g*p^6*r*x^2+236*g*p^6*x^3-531 *g*p^5*q^2*x^2-1536*g*p^5*q*r*x^2+1416*g*p^5*q*x^3-1092*g*p^5*r^2*x^2+1946*g*p^ 5*r*x^3-715*g*p^4*q^3*x^2-3180*g*p^4*q^2*r*x^2+3540*g*p^4*q^2*x^3-4620*g*p^4*q* r^2*x^2+9730*g*p^4*q*r*x^3-2185*g*p^4*r^3*x^2+6734*g*p^4*r^2*x^3-545*g*p^3*q^4* x^2-3360*g*p^3*q^3*r*x^2+4720*g*p^3*q^3*x^3-7560*g*p^3*q^2*r^2*x^2+19460*g*p^3* q^2*r*x^3-7340*g*p^3*q*r^3*x^2+26936*g*p^3*q*r^2*x^3-2595*g*p^3*r^4*x^2+12380*g *p^3*r^3*x^3-225*g*p^2*q^5*x^2-1860*g*p^2*q^4*r*x^2+3540*g*p^2*q^4*x^3-5880*g*p ^2*q^3*r^2*x^2+19460*g*p^2*q^3*r*x^3-8910*g*p^2*q^2*r^3*x^2+40404*g*p^2*q^2*r^2 *x^3-6495*g*p^2*q*r^4*x^2+37140*g*p^2*q*r^3*x^3-1830*g*p^2*r^5*x^2+12656*g*p^2* r^4*x^3-41*g*p*q^6*x^2-480*g*p*q^5*r*x^2+1416*g*p*q^5*x^3-2100*g*p*q^4*r^2*x^2+ 9730*g*p*q^4*r*x^3-4540*g*p*q^3*r^3*x^2+26936*g*p*q^3*r^2*x^3-5205*g*p*q^2*r^4* x^2+37140*g*p*q^2*r^3*x^3-3036*g*p*q*r^5*x^2+25312*g*p*q*r^4*x^3-710*g*p*r^6*x^ 2+6794*g*p*r^5*x^3-g*q^7*x^2-36*g*q^6*r*x^2+236*g*q^6*x^3-252*g*q^5*r^2*x^2+ 1946*g*q^5*r*x^3-785*g*q^4*r^3*x^2+6734*g*q^4*r^2*x^3-1305*g*q^3*r^4*x^2+12380* g*q^3*r^3*x^3-1206*g*q^2*r^5*x^2+12656*g*q^2*r^4*x^3-586*g*q*r^6*x^2+6794*g*q*r ^5*x^3-117*g*r^7*x^2+1494*g*r^6*x^3-6*p^8*x^2-42*p^7*q*x^2-58*p^7*r*x^2+46*p^7* x^3-126*p^6*q^2*x^2-353*p^6*q*r*x^2+322*p^6*q*x^3-243*p^6*r^2*x^2+435*p^6*r*x^3 -210*p^5*q^3*x^2-900*p^5*q^2*r*x^2+966*p^5*q^2*x^3-1260*p^5*q*r^2*x^2+2610*p^5* q*r*x^3-576*p^5*r^3*x^2+1761*p^5*r^2*x^3-210*p^4*q^4*x^2-1235*p^4*q^3*r*x^2+ 1610*p^4*q^3*x^3-2655*p^4*q^2*r^2*x^2+6525*p^4*q^2*r*x^3-2475*p^4*q*r^3*x^2+ 8805*p^4*q*r^2*x^3-845*p^4*r^4*x^2+3936*p^4*r^3*x^3-126*p^3*q^5*x^2-970*p^3*q^4 *r*x^2+1610*p^3*q^4*x^3-2880*p^3*q^3*r^2*x^2+8700*p^3*q^3*r*x^3-4140*p^3*q^2*r^ 3*x^2+17610*p^3*q^2*r^2*x^3-2890*p^3*q*r^4*x^2+15744*p^3*q*r^3*x^3-786*p^3*r^5* x^2+5224*p^3*r^4*x^3-42*p^2*q^6*x^2-423*p^2*q^5*r*x^2+966*p^2*q^5*x^3-1665*p^2* q^4*r^2*x^2+6525*p^2*q^4*r*x^3-3330*p^2*q^3*r^3*x^2+17610*p^2*q^3*r^2*x^3-3600* p^2*q^2*r^4*x^2+23616*p^2*q^2*r^3*x^3-2007*p^2*q*r^5*x^2+15672*p^2*q*r^4*x^3-\ 453*p^2*r^6*x^2+4107*p^2*r^5*x^3-6*p*q^7*x^2-88*p*q^6*r*x^2+322*p*q^6*x^3-468*p *q^5*r^2*x^2+2610*p*q^5*r*x^3-1260*p*q^4*r^3*x^2+8805*p*q^4*r^2*x^3-1910*p*q^3* r^4*x^2+15744*p*q^3*r^3*x^3-1656*p*q^2*r^5*x^2+15672*p*q^2*r^4*x^3-768*p*q*r^6* x^2+8214*p*q*r^5*x^3-148*p*r^7*x^2+1769*p*r^6*x^3-5*q^7*r*x^2+46*q^7*x^3-45*q^6 *r^2*x^2+435*q^6*r*x^3-171*q^5*r^3*x^2+1761*q^5*r^2*x^3-355*q^4*r^4*x^2+3936*q^ 4*r^3*x^3-435*q^3*r^5*x^2+5224*q^3*r^4*x^3-315*q^2*r^6*x^2+4107*q^2*r^5*x^3-125 *q*r^7*x^2+1769*q*r^6*x^3-21*r^8*x^2+322*r^7*x^3+64*a^6*c*p*x+32*a^6*c*r*x-64*a ^6*c*x^2+48*a^6*p^2*x+32*a^6*p*q*x+120*a^6*p*r*x-48*a^6*p*x^2+16*a^6*q*r*x-32*a ^6*q*x^2+72*a^6*r^2*x+128*a^5*b*c^2*x+448*a^5*b*c*p*x+64*a^5*b*c*q*x+352*a^5*b* c*r*x-448*a^5*b*c*x^2+256*a^5*b*p^2*x+160*a^5*b*p*q*x+640*a^5*b*p*r*x-304*a^5*b *p*x^2+80*a^5*b*q*r*x-208*a^5*b*q*x^2+384*a^5*b*r^2*x-96*a^5*b*r*x^2+256*a^5*c^ 3*x+64*a^5*c^2*g*x+992*a^5*c^2*p*x+256*a^5*c^2*q*x+752*a^5*c^2*r*x-2128*a^5*c^2 *x^2+320*a^5*c*g*p*x+32*a^5*c*g*q*x+224*a^5*c*g*r*x-320*a^5*c*g*x^2+896*a^5*c*p ^2*x+736*a^5*c*p*q*x+1952*a^5*c*p*r*x-3112*a^5*c*p*x^2+64*a^5*c*q^2*x+496*a^5*c *q*r*x-1872*a^5*c*q*x^2+1056*a^5*c*r^2*x-3072*a^5*c*r*x^2+992*a^5*c*x^3+200*a^5 *g*p^2*x+128*a^5*g*p*q*x+500*a^5*g*p*r*x-224*a^5*g*p*x^2+64*a^5*g*q*r*x-152*a^5 *g*q*x^2+300*a^5*g*r^2*x-48*a^5*g*r*x^2+216*a^5*p^3*x+336*a^5*p^2*q*x+768*a^5*p ^2*r*x-1008*a^5*p^2*x^2+120*a^5*p*q^2*x+696*a^5*p*q*r*x-1412*a^5*p*q*x^2+888*a^ 5*p*r^2*x-2616*a^5*p*r*x^2+496*a^5*p*x^3+60*a^5*q^2*r*x-404*a^5*q^2*x^2+360*a^5 *q*r^2*x-1368*a^5*q*r*x^2+496*a^5*q*x^3+336*a^5*r^3*x-1944*a^5*r^2*x^2+520*a^5* r*x^3+576*a^4*b^2*c^2*x+1216*a^4*b^2*c*p*x+256*a^4*b^2*c*q*x+1168*a^4*b^2*c*r*x -1280*a^4*b^2*c*x^2+560*a^4*b^2*p^2*x+320*a^4*b^2*p*q*x+1400*a^4*b^2*p*r*x-800* a^4*b^2*p*x^2+160*a^4*b^2*q*r*x-560*a^4*b^2*q*x^2+840*a^4*b^2*r^2*x-480*a^4*b^2 *r*x^2+1984*a^4*b*c^3*x+704*a^4*b*c^2*g*x+5440*a^4*b*c^2*p*x+1728*a^4*b*c^2*q*x +5008*a^4*b*c^2*r*x-11472*a^4*b*c^2*x^2+1760*a^4*b*c*g*p*x+320*a^4*b*c*g*q*x+ 1576*a^4*b*c*g*r*x-1824*a^4*b*c*g*x^2+4240*a^4*b*c*p^2*x+3488*a^4*b*c*p*q*x+ 9472*a^4*b*c*p*r*x-15472*a^4*b*c*p*x^2+368*a^4*b*c*q^2*x+2704*a^4*b*c*q*r*x-\ 9272*a^4*b*c*q*x^2+5232*a^4*b*c*r^2*x-16560*a^4*b*c*r*x^2+4960*a^4*b*c*x^3+888* a^4*b*g*p^2*x+528*a^4*b*g*p*q*x+2220*a^4*b*g*p*r*x-1176*a^4*b*g*p*x^2+264*a^4*b *g*q*r*x-816*a^4*b*g*q*x^2+1332*a^4*b*g*r^2*x-576*a^4*b*g*r*x^2+960*a^4*b*p^3*x +1440*a^4*b*p^2*q*x+3420*a^4*b*p^2*r*x-4804*a^4*b*p^2*x^2+480*a^4*b*p*q^2*x+ 3000*a^4*b*p*q*r*x-6588*a^4*b*p*q*x^2+3960*a^4*b*p*r^2*x-12672*a^4*b*p*r*x^2+ 2480*a^4*b*p*x^3+240*a^4*b*q^2*r*x-1784*a^4*b*q^2*x^2+1560*a^4*b*q*r^2*x-6432*a ^4*b*q*r*x^2+2480*a^4*b*q*x^3+1500*a^4*b*r^3*x-9348*a^4*b*r^2*x^2+2600*a^4*b*r* x^3+1664*a^4*c^4*x+1248*a^4*c^3*g*x+5792*a^4*c^3*p*x+2112*a^4*c^3*q*x+5200*a^4* c^3*r*x-16000*a^4*c^3*x^2+208*a^4*c^2*g^2*x+3840*a^4*c^2*g*p*x+1120*a^4*c^2*g*q *x+3320*a^4*c^2*g*r*x-8200*a^4*c^2*g*x^2+6368*a^4*c^2*p^2*x+5952*a^4*c^2*p*q*x+ 13520*a^4*c^2*p*r*x-30800*a^4*c^2*p*x^2+864*a^4*c^2*q^2*x+4928*a^4*c^2*q*r*x-\ 19528*a^4*c^2*q*x^2+7152*a^4*c^2*r^2*x-34008*a^4*c^2*r*x^2+14560*a^4*c^2*x^3+ 624*a^4*c*g^2*p*x+96*a^4*c*g^2*q*x+520*a^4*c*g^2*r*x-640*a^4*c*g^2*x^2+3168*a^4 *c*g*p^2*x+2592*a^4*c*g*p*q*x+7012*a^4*c*g*p*r*x-11420*a^4*c*g*p*x^2+248*a^4*c* g*q^2*x+1904*a^4*c*g*q*r*x-6828*a^4*c*g*q*x^2+3844*a^4*c*g*r^2*x-11880*a^4*c*g* r*x^2+3680*a^4*c*g*x^3+2728*a^4*c*p^3*x+4496*a^4*c*p^2*q*x+9228*a^4*c*p^2*r*x-\ 17992*a^4*c*p^2*x^2+1880*a^4*c*p*q^2*x+9160*a^4*c*p*q*r*x-25728*a^4*c*p*q*x^2+ 10272*a^4*c*p*r^2*x-44756*a^4*c*p*r*x^2+13888*a^4*c*p*x^3+112*a^4*c*q^3*x+1340* a^4*c*q^2*r*x-7736*a^4*c*q^2*x^2+4664*a^4*c*q*r^2*x-27408*a^4*c*q*r*x^2+13888*a ^4*c*q*x^3+3772*a^4*c*r^3*x-29556*a^4*c*r^2*x^2+19652*a^4*c*r*x^3+340*a^4*g^2*p ^2*x+208*a^4*g^2*p*q*x+850*a^4*g^2*p*r*x-424*a^4*g^2*p*x^2+104*a^4*g^2*q*r*x-\ 292*a^4*g^2*q*x^2+510*a^4*g^2*r^2*x-168*a^4*g^2*r*x^2+736*a^4*g*p^3*x+1120*a^4* g*p^2*q*x+2620*a^4*g*p^2*r*x-3608*a^4*g*p^2*x^2+384*a^4*g*p*q^2*x+2328*a^4*g*p* q*r*x-4980*a^4*g*p*q*x^2+3032*a^4*g*p*r^2*x-9472*a^4*g*p*r*x^2+1840*a^4*g*p*x^3 +192*a^4*g*q^2*r*x-1372*a^4*g*q^2*x^2+1208*a^4*g*q*r^2*x-4848*a^4*g*q*r*x^2+ 1840*a^4*g*q*x^3+1148*a^4*g*r^3*x-7012*a^4*g*r^2*x^2+1928*a^4*g*r*x^3+396*a^4*p ^4*x+968*a^4*p^3*q*x+1826*a^4*p^3*r*x-3300*a^4*p^3*x^2+748*a^4*p^2*q^2*x+3168*a ^4*p^2*q*r*x-7586*a^4*p^2*q*x^2+3102*a^4*p^2*r^2*x-12980*a^4*p^2*r*x^2+3304*a^4 *p^2*x^3+176*a^4*p*q^3*x+1430*a^4*p*q^2*r*x-5272*a^4*p*q^2*x^2+3432*a^4*p*q*r^2 *x-18350*a^4*p*q*r*x^2+6608*a^4*p*q*x^3+2310*a^4*p*r^3*x-17546*a^4*p*r^2*x^2+ 9514*a^4*p*r*x^3+88*a^4*q^3*r*x-986*a^4*q^3*x^2+682*a^4*q^2*r^2*x-5370*a^4*q^2* r*x^2+3304*a^4*q^2*x^3+1232*a^4*q*r^3*x-11716*a^4*q*r^2*x^2+9514*a^4*q*r*x^3+ 638*a^4*r^4*x-7866*a^4*r^3*x^2+8574*a^4*r^2*x^3+1024*a^3*b^3*c^2*x+1664*a^3*b^3 *c*p*x+384*a^3*b^3*c*q*x+1792*a^3*b^3*c*r*x-1920*a^3*b^3*c*x^2+640*a^3*b^3*p^2* x+320*a^3*b^3*p*q*x+1600*a^3*b^3*p*r*x-1120*a^3*b^3*p*x^2+160*a^3*b^3*q*r*x-800 *a^3*b^3*q*x^2+960*a^3*b^3*r^2*x-960*a^3*b^3*r*x^2+5056*a^3*b^2*c^3*x+2016*a^3* b^2*c^2*g*x+11392*a^3*b^2*c^2*p*x+3904*a^3*b^2*c^2*q*x+11744*a^3*b^2*c^2*r*x-\ 24608*a^3*b^2*c^2*x^2+3680*a^3*b^2*c*g*p*x+800*a^3*b^2*c*g*q*x+3776*a^3*b^2*c*g *r*x-4096*a^3*b^2*c*g*x^2+7888*a^3*b^2*c*p^2*x+6368*a^3*b^2*c*p*q*x+18016*a^3*b ^2*c*p*r*x-30768*a^3*b^2*c*p*x^2+720*a^3*b^2*c*q^2*x+5504*a^3*b^2*c*q*r*x-18368 *a^3*b^2*c*q*x^2+10128*a^3*b^2*c*r^2*x-35520*a^3*b^2*c*r*x^2+9920*a^3*b^2*c*x^3 +1552*a^3*b^2*g*p^2*x+832*a^3*b^2*g*p*q*x+3880*a^3*b^2*g*p*r*x-2464*a^3*b^2*g*p *x^2+416*a^3*b^2*g*q*r*x-1744*a^3*b^2*g*q*x^2+2328*a^3*b^2*g*r^2*x-1824*a^3*b^2 *g*r*x^2+1680*a^3*b^2*p^3*x+2400*a^3*b^2*p^2*q*x+6000*a^3*b^2*p^2*r*x-9136*a^3* b^2*p^2*x^2+720*a^3*b^2*p*q^2*x+5040*a^3*b^2*p*q*r*x-12232*a^3*b^2*p*q*x^2+6960 *a^3*b^2*p*r^2*x-24528*a^3*b^2*p*r*x^2+4960*a^3*b^2*p*x^3+360*a^3*b^2*q^2*r*x-\ 3096*a^3*b^2*q^2*x^2+2640*a^3*b^2*q*r^2*x-12048*a^3*b^2*q*r*x^2+4960*a^3*b^2*q* x^3+2640*a^3*b^2*r^3*x-17952*a^3*b^2*r^2*x^2+5200*a^3*b^2*r*x^3+8256*a^3*b*c^4* x+6688*a^3*b*c^3*g*x+24320*a^3*b*c^3*p*x+9536*a^3*b*c^3*q*x+24288*a^3*b*c^3*r*x -67136*a^3*b*c^3*x^2+1280*a^3*b*c^2*g^2*x+16352*a^3*b*c^2*g*p*x+5376*a^3*b*c^2* g*q*x+16144*a^3*b*c^2*g*r*x-35216*a^3*b*c^2*g*x^2+24336*a^3*b*c^2*p^2*x+22720*a ^3*b*c^2*p*q*x+53200*a^3*b*c^2*p*r*x-122024*a^3*b*c^2*p*x^2+3504*a^3*b*c^2*q^2* x+20688*a^3*b*c^2*q*r*x-76936*a^3*b*c^2*q*x^2+28864*a^3*b*c^2*r^2*x-141528*a^3* b*c^2*r*x^2+58240*a^3*b*c^2*x^3+2640*a^3*b*c*g^2*p*x+528*a^3*b*c*g^2*q*x+2576*a ^3*b*c*g^2*r*x-2864*a^3*b*c*g^2*x^2+11944*a^3*b*c*g*p^2*x+9696*a^3*b*c*g*p*q*x+ 27032*a^3*b*c*g*p*r*x-45528*a^3*b*c*g*p*x^2+1048*a^3*b*c*g*q^2*x+7992*a^3*b*c*g *q*r*x-27160*a^3*b*c*g*q*x^2+15088*a^3*b*c*g*r^2*x-50928*a^3*b*c*g*r*x^2+14720* a^3*b*c*g*x^3+9920*a^3*b*c*p^3*x+15952*a^3*b*c*p^2*q*x+33848*a^3*b*c*p^2*r*x-\ 69088*a^3*b*c*p^2*x^2+6432*a^3*b*c*p*q^2*x+33152*a^3*b*c*p*q*r*x-97152*a^3*b*c* p*q*x^2+37936*a^3*b*c*p*r^2*x-174996*a^3*b*c*p*r*x^2+55552*a^3*b*c*p*x^3+400*a^ 3*b*c*q^3*x+4936*a^3*b*c*q^2*r*x-28064*a^3*b*c*q^2*x^2+17200*a^3*b*c*q*r^2*x-\ 105604*a^3*b*c*q*r*x^2+55552*a^3*b*c*q*x^3+14008*a^3*b*c*r^3*x-115908*a^3*b*c*r ^2*x^2+78608*a^3*b*c*r*x^3+1208*a^3*b*g^2*p^2*x+680*a^3*b*g^2*p*q*x+3020*a^3*b* g^2*p*r*x-1772*a^3*b*g^2*p*x^2+340*a^3*b*g^2*q*r*x-1244*a^3*b*g^2*q*x^2+1812*a^ 3*b*g^2*r^2*x-1128*a^3*b*g^2*r*x^2+2616*a^3*b*g*p^3*x+3824*a^3*b*g*p^2*q*x+9332 *a^3*b*g*p^2*r*x-13796*a^3*b*g*p^2*x^2+1208*a^3*b*g*p*q^2*x+8000*a^3*b*g*p*q*r* x-18648*a^3*b*g*p*q*x^2+10816*a^3*b*g*p*r^2*x-36792*a^3*b*g*p*r*x^2+7360*a^3*b* g*p*x^3+604*a^3*b*g*q^2*r*x-4852*a^3*b*g*q^2*x^2+4176*a^3*b*g*q*r^2*x-18296*a^3 *b*g*q*r*x^2+7360*a^3*b*g*q*x^3+4100*a^3*b*g*r^3*x-27044*a^3*b*g*r^2*x^2+7712*a ^3*b*g*r*x^3+1408*a^3*b*p^4*x+3344*a^3*b*p^3*q*x+6512*a^3*b*p^3*r*x-12442*a^3*b *p^3*x^2+2464*a^3*b*p^2*q^2*x+11000*a^3*b*p^2*q*r*x-28070*a^3*b*p^2*q*x^2+11088 *a^3*b*p^2*r^2*x-49284*a^3*b*p^2*r*x^2+13216*a^3*b*p^2*x^3+528*a^3*b*p*q^3*x+ 4752*a^3*b*p*q^2*r*x-18814*a^3*b*p*q^2*x^2+11968*a^3*b*p*q*r^2*x-68128*a^3*b*p* q*r*x^2+26432*a^3*b*p*q*x^3+8272*a^3*b*p*r^3*x-66548*a^3*b*p*r^2*x^2+38056*a^3* b*p*r*x^3+264*a^3*b*q^3*r*x-3186*a^3*b*q^3*x^2+2288*a^3*b*q^2*r^2*x-18844*a^3*b *q^2*r*x^2+13216*a^3*b*q^2*x^3+4312*a^3*b*q*r^3*x-43228*a^3*b*q*r^2*x^2+38056*a ^3*b*q*r*x^3+2288*a^3*b*r^4*x-29706*a^3*b*r^3*x^2+34296*a^3*b*r^2*x^3+4352*a^3* c^5*x+5408*a^3*c^4*g*x+16160*a^3*c^4*p*x+6656*a^3*c^4*q*x+15696*a^3*c^4*r*x-\ 50992*a^3*c^4*x^2+2144*a^3*c^3*g^2*x+17024*a^3*c^3*g*p*x+6432*a^3*c^3*g*q*x+ 16336*a^3*c^3*g*r*x-47520*a^3*c^3*g*x^2+21408*a^3*c^3*p^2*x+21216*a^3*c^3*p*q*x +45616*a^3*c^3*p*r*x-121704*a^3*c^3*p*x^2+3648*a^3*c^3*q^2*x+19344*a^3*c^3*q*r* x-79528*a^3*c^3*q*x^2+24208*a^3*c^3*r^2*x-140088*a^3*c^3*r*x^2+68672*a^3*c^3*x^ 3+264*a^3*c^2*g^3*x+5704*a^3*c^2*g^2*p*x+1776*a^3*c^2*g^2*q*x+5388*a^3*c^2*g^2* r*x-12324*a^3*c^2*g^2*x^2+17728*a^3*c^2*g*p^2*x+16496*a^3*c^2*g*p*q*x+38276*a^3 *c^2*g*p*r*x-88480*a^3*c^2*g*p*x^2+2456*a^3*c^2*g*q^2*x+14432*a^3*c^2*g*q*r*x-\ 55748*a^3*c^2*g*q*x^2+20548*a^3*c^2*g*r^2*x-100604*a^3*c^2*g*r*x^2+42576*a^3*c^ 2*g*x^3+12912*a^3*c^2*p^3*x+21904*a^3*c^2*p^2*q*x+42992*a^3*c^2*p^2*r*x-101284* a^3*c^2*p^2*x^2+9824*a^3*c^2*p*q^2*x+45016*a^3*c^2*p*q*r*x-146560*a^3*c^2*p*q*x ^2+47248*a^3*c^2*p*r^2*x-249560*a^3*c^2*p*r*x^2+96128*a^3*c^2*p*x^3+832*a^3*c^2 *q^3*x+8096*a^3*c^2*q^2*r*x-45276*a^3*c^2*q^2*x^2+23112*a^3*c^2*q*r^2*x-162444* a^3*c^2*q*r*x^2+96128*a^3*c^2*q*x^3+17168*a^3*c^2*r^3*x-158256*a^3*c^2*r^2*x^2+ 139748*a^3*c^2*r*x^3+616*a^3*c*g^3*p*x+112*a^3*c*g^3*q*x+572*a^3*c*g^3*r*x-656* a^3*c*g^3*x^2+4376*a^3*c*g^2*p^2*x+3552*a^3*c*g^2*p*q*x+9824*a^3*c*g^2*p*r*x-\ 16422*a^3*c*g^2*p*x^2+360*a^3*c*g^2*q^2*x+2800*a^3*c*g^2*q*r*x-9776*a^3*c*g^2*q *x^2+5448*a^3*c*g^2*r^2*x-17880*a^3*c*g^2*r*x^2+5336*a^3*c*g^2*x^3+7384*a^3*c*g *p^3*x+11984*a^3*c*g*p^2*q*x+25094*a^3*c*g*p^2*r*x-50740*a^3*c*g*p^2*x^2+4896*a ^3*c*g*p*q^2*x+24676*a^3*c*g*p*q*r*x-71748*a^3*c*g*p*q*x^2+28036*a^3*c*g*p*r^2* x-127584*a^3*c*g*p*r*x^2+40576*a^3*c*g*p*x^3+296*a^3*c*g*q^3*x+3628*a^3*c*g*q^2 *r*x-21008*a^3*c*g*q^2*x^2+12692*a^3*c*g*q*r^2*x-77260*a^3*c*g*q*r*x^2+40576*a^ 3*c*g*q*x^3+10326*a^3*c*g*r^3*x-84394*a^3*c*g*r^2*x^2+57458*a^3*c*g*r*x^3+3608* a^3*c*p^4*x+8968*a^3*c*p^3*q*x+16296*a^3*c*p^3*r*x-35662*a^3*c*p^3*x^2+7176*a^3 *c*p^2*q^2*x+29032*a^3*c*p^2*q*r*x-82402*a^3*c*p^2*q*x^2+27240*a^3*c*p^2*r^2*x-\ 136176*a^3*c*p^2*r*x^2+44736*a^3*c*p^2*x^3+1880*a^3*c*p*q^3*x+14036*a^3*c*p*q^2 *r*x-57818*a^3*c*p*q^2*x^2+31160*a^3*c*p*q*r^2*x-197420*a^3*c*p*q*r*x^2+89472*a ^3*c*p*q*x^3+20024*a^3*c*p*r^3*x-175942*a^3*c*p*r^2*x^2+130200*a^3*c*p*r*x^3+64 *a^3*c*q^4*x+1300*a^3*c*q^3*r*x-11078*a^3*c*q^3*x^2+6860*a^3*c*q^2*r^2*x-61244* a^3*c*q^2*r*x^2+44736*a^3*c*q^2*x^3+11096*a^3*c*q*r^3*x-121484*a^3*c*q*r^2*x^2+ 130200*a^3*c*q*r*x^3+5472*a^3*c*r^4*x-75428*a^3*c*r^3*x^2+105560*a^3*c*r^2*x^3+ 302*a^3*g^3*p^2*x+176*a^3*g^3*p*q*x+755*a^3*g^3*p*r*x-416*a^3*g^3*p*x^2+88*a^3* g^3*q*r*x-290*a^3*g^3*q*x^2+453*a^3*g^3*r^2*x-228*a^3*g^3*r*x^2+982*a^3*g^2*p^3 *x+1460*a^3*g^2*p^2*q*x+3500*a^3*g^2*p^2*r*x-5064*a^3*g^2*p^2*x^2+478*a^3*g^2*p *q^2*x+3046*a^3*g^2*p*q*r*x-6893*a^3*g^2*p*q*x^2+4054*a^3*g^2*p*r^2*x-13438*a^3 *g^2*p*r*x^2+2668*a^3*g^2*p*x^3+239*a^3*g^2*q^2*r*x-1829*a^3*g^2*q^2*x^2+1586*a ^3*g^2*q*r^2*x-6742*a^3*g^2*q*r*x^2+2668*a^3*g^2*q*x^3+1536*a^3*g^2*r^3*x-9914* a^3*g^2*r^2*x^2+2794*a^3*g^2*r*x^3+1058*a^3*g*p^4*x+2544*a^3*g*p^3*q*x+4887*a^3 *g*p^3*r*x-9200*a^3*g*p^3*x^2+1914*a^3*g*p^2*q^2*x+8350*a^3*g*p^2*q*r*x-20905*a ^3*g*p^2*q*x^2+8313*a^3*g*p^2*r^2*x-36338*a^3*g*p^2*r*x^2+9644*a^3*g*p^2*x^3+ 428*a^3*g*p*q^3*x+3677*a^3*g*p*q^2*r*x-14210*a^3*g*p*q^2*x^2+9068*a^3*g*p*q*r^2 *x-50655*a^3*g*p*q*r*x^2+19288*a^3*g*p*q*x^3+6197*a^3*g*p*r^3*x-49087*a^3*g*p*r ^2*x^2+27797*a^3*g*p*r*x^3+214*a^3*g*q^3*r*x-2505*a^3*g*q^3*x^2+1763*a^3*g*q^2* r^2*x-14317*a^3*g*q^2*r*x^2+9644*a^3*g*q^2*x^3+3262*a^3*g*q*r^3*x-32222*a^3*g*q *r^2*x^2+27797*a^3*g*q*r*x^3+1713*a^3*g*r^4*x-21949*a^3*g*r^3*x^2+25101*a^3*g*r ^2*x^3+378*a^3*p^5*x+1260*a^3*p^4*q*x+2142*a^3*p^4*r*x-4536*a^3*p^4*x^2+1512*a^ 3*p^3*q^2*x+5544*a^3*p^3*q*r*x-14582*a^3*p^3*q*x^2+4788*a^3*p^3*r^2*x-23392*a^3 *p^3*r*x^2+6920*a^3*p^3*x^3+756*a^3*p^2*q^3*x+4725*a^3*p^2*q^2*r*x-16530*a^3*p^ 2*q^2*x^2+9072*a^3*p^2*q*r^2*x-54264*a^3*p^2*q*r*x^2+20760*a^3*p^2*q*x^3+5292*a ^3*p^2*r^3*x-45491*a^3*p^2*r^2*x^2+30207*a^3*p^2*r*x^3+126*a^3*p*q^4*x+1386*a^3 *p*q^3*r*x-7458*a^3*p*q^3*x^2+4914*a^3*p*q^2*r^2*x-38352*a^3*p*q^2*r*x^2+20760* a^3*p*q^2*x^3+6552*a^3*p*q*r^3*x-68251*a^3*p*q*r^2*x^2+60414*a^3*p*q*r*x^3+2898 *a^3*p*r^4*x-38950*a^3*p*r^3*x^2+48034*a^3*p*r^2*x^3+63*a^3*q^4*r*x-974*a^3*q^4 *x^2+630*a^3*q^3*r^2*x-7480*a^3*q^3*r*x^2+6920*a^3*q^3*x^3+1701*a^3*q^2*r^3*x-\ 22760*a^3*q^2*r^2*x^2+30207*a^3*q^2*r*x^3+1764*a^3*q*r^4*x-28569*a^3*q*r^3*x^2+ 48034*a^3*q*r^2*x^3+630*a^3*r^5*x-12315*a^3*r^4*x^2+25809*a^3*r^3*x^3+896*a^2*b ^4*c^2*x+1216*a^2*b^4*c*p*x+256*a^2*b^4*c*q*x+1408*a^2*b^4*c*r*x-1600*a^2*b^4*c *x^2+400*a^2*b^4*p^2*x+160*a^2*b^4*p*q*x+1000*a^2*b^4*p*r*x-880*a^2*b^4*p*x^2+ 80*a^2*b^4*q*r*x-640*a^2*b^4*q*x^2+600*a^2*b^4*r^2*x-960*a^2*b^4*r*x^2+5824*a^2 *b^3*c^3*x+2464*a^2*b^3*c^2*g*x+11456*a^2*b^3*c^2*p*x+3904*a^2*b^3*c^2*q*x+ 12704*a^2*b^3*c^2*r*x-26272*a^2*b^3*c^2*x^2+3680*a^2*b^3*c*g*p*x+800*a^2*b^3*c* g*q*x+4112*a^2*b^3*c*g*r*x-4544*a^2*b^3*c*g*x^2+7184*a^2*b^3*c*p^2*x+5536*a^2*b ^3*c*p*q*x+16736*a^2*b^3*c*p*r*x-30592*a^2*b^3*c*p*x^2+592*a^2*b^3*c*q^2*x+5248 *a^2*b^3*c*q*r*x-18192*a^2*b^3*c*q*x^2+9552*a^2*b^3*c*r^2*x-37920*a^2*b^3*c*r*x ^2+9920*a^2*b^3*c*x^3+1328*a^2*b^3*g*p^2*x+608*a^2*b^3*g*p*q*x+3320*a^2*b^3*g*p *r*x-2576*a^2*b^3*g*p*x^2+304*a^2*b^3*g*q*r*x-1856*a^2*b^3*g*q*x^2+1992*a^2*b^3 *g*r^2*x-2496*a^2*b^3*g*r*x^2+1440*a^2*b^3*p^3*x+1920*a^2*b^3*p^2*q*x+5160*a^2* b^3*p^2*r*x-8664*a^2*b^3*p^2*x^2+480*a^2*b^3*p*q^2*x+4080*a^2*b^3*p*q*r*x-11288 *a^2*b^3*p*q*x^2+6000*a^2*b^3*p*r^2*x-23712*a^2*b^3*p*r*x^2+4960*a^2*b^3*p*x^3+ 240*a^2*b^3*q^2*r*x-2624*a^2*b^3*q^2*x^2+2160*a^2*b^3*q*r^2*x-11232*a^2*b^3*q*r *x^2+4960*a^2*b^3*q*x^3+2280*a^2*b^3*r^3*x-17208*a^2*b^3*r^2*x^2+5200*a^2*b^3*r *x^3+14144*a^2*b^2*c^4*x+11968*a^2*b^2*c^3*g*x+37056*a^2*b^2*c^3*p*x+14784*a^2* b^2*c^3*q*x+39712*a^2*b^2*c^3*r*x-105408*a^2*b^2*c^3*x^2+2448*a^2*b^2*c^2*g^2*x +25152*a^2*b^2*c^2*g*p*x+8544*a^2*b^2*c^2*g*q*x+27000*a^2*b^2*c^2*g*r*x-56448*a ^2*b^2*c^2*g*x^2+34272*a^2*b^2*c^2*p^2*x+31392*a^2*b^2*c^2*p*q*x+76832*a^2*b^2* c^2*p*r*x-181272*a^2*b^2*c^2*p*x^2+4800*a^2*b^2*c^2*q^2*x+30848*a^2*b^2*c^2*q*r *x-113640*a^2*b^2*c^2*q*x^2+42560*a^2*b^2*c^2*r^2*x-220536*a^2*b^2*c^2*r*x^2+ 87360*a^2*b^2*c^2*x^3+4032*a^2*b^2*c*g^2*p*x+864*a^2*b^2*c*g^2*q*x+4340*a^2*b^2 *c*g^2*r*x-4752*a^2*b^2*c*g^2*x^2+16600*a^2*b^2*c*g*p^2*x+13088*a^2*b^2*c*g*p*q *x+38312*a^2*b^2*c*g*p*r*x-68064*a^2*b^2*c*g*p*x^2+1432*a^2*b^2*c*g*q^2*x+11840 *a^2*b^2*c*g*q*r*x-40512*a^2*b^2*c*g*q*x^2+21712*a^2*b^2*c*g*r^2*x-81504*a^2*b^ 2*c*g*r*x^2+22080*a^2*b^2*c*g*x^3+13328*a^2*b^2*c*p^3*x+20688*a^2*b^2*c*p^2*q*x +45892*a^2*b^2*c*p^2*r*x-99312*a^2*b^2*c*p^2*x^2+7824*a^2*b^2*c*p*q^2*x+43928*a ^2*b^2*c*p*q*r*x-137088*a^2*b^2*c*p*q*x^2+51800*a^2*b^2*c*p*r^2*x-256452*a^2*b^ 2*c*p*r*x^2+83328*a^2*b^2*c*p*x^3+464*a^2*b^2*c*q^3*x+6484*a^2*b^2*c*q^2*r*x-\ 37776*a^2*b^2*c*q^2*x^2+23240*a^2*b^2*c*q*r^2*x-152364*a^2*b^2*c*q*r*x^2+83328* a^2*b^2*c*q*x^3+19236*a^2*b^2*c*r^3*x-170388*a^2*b^2*c*r^2*x^2+117912*a^2*b^2*c *r*x^3+1584*a^2*b^2*g^2*p^2*x+792*a^2*b^2*g^2*p*q*x+3960*a^2*b^2*g^2*p*r*x-2772 *a^2*b^2*g^2*p*x^2+396*a^2*b^2*g^2*q*r*x-1980*a^2*b^2*g^2*q*x^2+2376*a^2*b^2*g^ 2*r^2*x-2376*a^2*b^2*g^2*r*x^2+3432*a^2*b^2*g*p^3*x+4752*a^2*b^2*g*p^2*q*x+ 12276*a^2*b^2*g*p^2*r*x-19740*a^2*b^2*g*p^2*x^2+1320*a^2*b^2*g*p*q^2*x+10032*a^ 2*b^2*g*p*q*r*x-26064*a^2*b^2*g*p*q*x^2+14256*a^2*b^2*g*p*r^2*x-53544*a^2*b^2*g *p*r*x^2+11040*a^2*b^2*g*p*x^3+660*a^2*b^2*g*q^2*r*x-6324*a^2*b^2*g*q^2*x^2+ 5280*a^2*b^2*g*q*r^2*x-25800*a^2*b^2*g*q*r*x^2+11040*a^2*b^2*g*q*x^3+5412*a^2*b ^2*g*r^3*x-39060*a^2*b^2*g*r^2*x^2+11568*a^2*b^2*g*r*x^3+1848*a^2*b^2*p^4*x+ 4224*a^2*b^2*p^3*q*x+8580*a^2*b^2*p^3*r*x-17526*a^2*b^2*p^3*x^2+2904*a^2*b^2*p^ 2*q^2*x+13992*a^2*b^2*p^2*q*r*x-38694*a^2*b^2*p^2*q*x^2+14652*a^2*b^2*p^2*r^2*x -69972*a^2*b^2*p^2*r*x^2+19824*a^2*b^2*p^2*x^3+528*a^2*b^2*p*q^3*x+5676*a^2*b^2 *p*q^2*r*x-24810*a^2*b^2*p*q^2*x^2+15312*a^2*b^2*p*q*r^2*x-94284*a^2*b^2*p*q*r* x^2+39648*a^2*b^2*p*q*x^3+10956*a^2*b^2*p*r^3*x-94368*a^2*b^2*p*r^2*x^2+57084*a ^2*b^2*p*r*x^3+264*a^2*b^2*q^3*r*x-3642*a^2*b^2*q^3*x^2+2772*a^2*b^2*q^2*r^2*x-\ 24312*a^2*b^2*q^2*r*x^2+19824*a^2*b^2*q^2*x^3+5544*a^2*b^2*q*r^3*x-59388*a^2*b^ 2*q*r^2*x^2+57084*a^2*b^2*q*r*x^3+3036*a^2*b^2*r^4*x-41922*a^2*b^2*r^3*x^2+ 51444*a^2*b^2*r^2*x^3+14912*a^2*b*c^5*x+19104*a^2*b*c^4*g*x+49600*a^2*b*c^4*p*x +21056*a^2*b*c^4*q*x+51696*a^2*b*c^4*r*x-158416*a^2*b*c^4*x^2+7920*a^2*b*c^3*g^ 2*x+52800*a^2*b*c^3*g*p*x+20800*a^2*b*c^3*g*q*x+54944*a^2*b*c^3*g*r*x-149568*a^ 2*b*c^3*g*x^2+61280*a^2*b*c^3*p^2*x+60256*a^2*b*c^3*p*q*x+134128*a^2*b*c^3*p*r* x-361256*a^2*b*c^3*p*x^2+10496*a^2*b*c^3*q^2*x+58896*a^2*b*c^3*q*r*x-234728*a^2 *b*c^3*q*x^2+72848*a^2*b*c^3*r^2*x-431496*a^2*b*c^3*r*x^2+206016*a^2*b*c^3*x^3+ 1048*a^2*b*c^2*g^3*x+17808*a^2*b*c^2*g^2*p*x+5920*a^2*b*c^2*g^2*q*x+18496*a^2*b *c^2*g^2*r*x-39516*a^2*b*c^2*g^2*x^2+50688*a^2*b*c^2*g*p^2*x+46768*a^2*b*c^2*g* p*q*x+112348*a^2*b*c^2*g*p*r*x-263772*a^2*b*c^2*g*p*x^2+7144*a^2*b*c^2*g*q^2*x+ 44368*a^2*b*c^2*g*q*r*x-165576*a^2*b*c^2*g*q*x^2+61660*a^2*b*c^2*g*r^2*x-313916 *a^2*b*c^2*g*r*x^2+127728*a^2*b*c^2*g*x^3+35472*a^2*b*c^2*p^3*x+58816*a^2*b*c^2 *p^2*q*x+119408*a^2*b*c^2*p^2*r*x-292844*a^2*b*c^2*p^2*x^2+25472*a^2*b*c^2*p*q^ 2*x+123640*a^2*b*c^2*p*q*r*x-417664*a^2*b*c^2*p*q*x^2+132400*a^2*b*c^2*p*r^2*x-\ 733948*a^2*b*c^2*p*r*x^2+288384*a^2*b*c^2*p*x^3+2128*a^2*b*c^2*q^3*x+22448*a^2* b*c^2*q^2*r*x-124820*a^2*b*c^2*q^2*x^2+64824*a^2*b*c^2*q*r^2*x-472600*a^2*b*c^2 *q*r*x^2+288384*a^2*b*c^2*q*x^3+48464*a^2*b*c^2*r^3*x-468348*a^2*b*c^2*r^2*x^2+ 419244*a^2*b*c^2*r*x^3+1904*a^2*b*c*g^3*p*x+392*a^2*b*c*g^3*q*x+1974*a^2*b*c*g^ 3*r*x-2168*a^2*b*c*g^3*x^2+12332*a^2*b*c*g^2*p^2*x+9840*a^2*b*c*g^2*p*q*x+28228 *a^2*b*c*g^2*p*r*x-49204*a^2*b*c*g^2*p*x^2+1060*a^2*b*c*g^2*q^2*x+8532*a^2*b*c* g^2*q*r*x-29266*a^2*b*c*g^2*q*x^2+15896*a^2*b*c*g^2*r^2*x-57156*a^2*b*c*g^2*r*x ^2+16008*a^2*b*c*g^2*x^3+20152*a^2*b*c*g*p^3*x+31816*a^2*b*c*g*p^2*q*x+69086*a^ 2*b*c*g*p^2*r*x-146640*a^2*b*c*g*p^2*x^2+12416*a^2*b*c*g*p*q^2*x+66840*a^2*b*c* g*p*q*r*x-204084*a^2*b*c*g*p*q*x^2+77716*a^2*b*c*g*p*r^2*x-375314*a^2*b*c*g*p*r *x^2+121728*a^2*b*c*g*p*x^3+752*a^2*b*c*g*q^3*x+9892*a^2*b*c*g*q^2*r*x-57444*a^ 2*b*c*g*q^2*x^2+35024*a^2*b*c*g*q*r^2*x-224342*a^2*b*c*g*q*r*x^2+121728*a^2*b*c *g*q*x^3+28782*a^2*b*c*g*r^3*x-249076*a^2*b*c*g*r^2*x^2+172374*a^2*b*c*g*r*x^3+ 9700*a^2*b*c*p^4*x+23480*a^2*b*c*p^3*q*x+44036*a^2*b*c*p^3*r*x-101478*a^2*b*c*p ^3*x^2+18000*a^2*b*c*p^2*q^2*x+76684*a^2*b*c*p^2*q*r*x-230682*a^2*b*c*p^2*q*x^2 +73908*a^2*b*c*p^2*r^2*x-390826*a^2*b*c*p^2*r*x^2+134208*a^2*b*c*p^2*x^3+4360*a ^2*b*c*p*q^3*x+35840*a^2*b*c*p*q^2*r*x-156930*a^2*b*c*p*q^2*x^2+82928*a^2*b*c*p *q*r^2*x-556856*a^2*b*c*p*q*r*x^2+268416*a^2*b*c*p*q*x^3+54508*a^2*b*c*p*r^3*x-\ 505800*a^2*b*c*p*r^2*x^2+390600*a^2*b*c*p*r*x^3+140*a^2*b*c*q^4*x+3192*a^2*b*c* q^3*r*x-27726*a^2*b*c*q^3*x^2+17840*a^2*b*c*q^2*r^2*x-166030*a^2*b*c*q^2*r*x^2+ 134208*a^2*b*c*q^2*x^3+29724*a^2*b*c*q*r^3*x-342426*a^2*b*c*q*r^2*x^2+390600*a^ 2*b*c*q*r*x^3+14936*a^2*b*c*r^4*x-216452*a^2*b*c*r^3*x^2+316680*a^2*b*c*r^2*x^3 +806*a^2*b*g^3*p^2*x+428*a^2*b*g^3*p*q*x+2015*a^2*b*g^3*p*r*x-1298*a^2*b*g^3*p* x^2+214*a^2*b*g^3*q*r*x-920*a^2*b*g^3*q*x^2+1209*a^2*b*g^3*r^2*x-984*a^2*b*g^3* r*x^2+2620*a^2*b*g^2*p^3*x+3728*a^2*b*g^2*p^2*q*x+9359*a^2*b*g^2*p^2*r*x-14569* a^2*b*g^2*p^2*x^2+1108*a^2*b*g^2*p*q^2*x+7834*a^2*b*g^2*p*q*r*x-19433*a^2*b*g^2 *p*q*x^2+10858*a^2*b*g^2*p*r^2*x-39244*a^2*b*g^2*p*r*x^2+8004*a^2*b*g^2*p*x^3+ 554*a^2*b*g^2*q^2*r*x-4864*a^2*b*g^2*q^2*x^2+4106*a^2*b*g^2*q*r^2*x-19156*a^2*b *g^2*q*r*x^2+8004*a^2*b*g^2*q*x^3+4119*a^2*b*g^2*r^3*x-28757*a^2*b*g^2*r^2*x^2+ 8382*a^2*b*g^2*r*x^3+2822*a^2*b*g*p^4*x+6576*a^2*b*g*p^3*q*x+13077*a^2*b*g*p^3* r*x-26095*a^2*b*g*p^3*x^2+4686*a^2*b*g*p^2*q^2*x+21706*a^2*b*g*p^2*q*r*x-58200* a^2*b*g*p^2*q*x^2+22299*a^2*b*g*p^2*r^2*x-103806*a^2*b*g*p^2*r*x^2+28932*a^2*b* g*p^2*x^3+932*a^2*b*g*p*q^3*x+9095*a^2*b*g*p*q^2*r*x-38115*a^2*b*g*p*q^2*x^2+ 23684*a^2*b*g*p*q*r^2*x-141549*a^2*b*g*p*q*r*x^2+57864*a^2*b*g*p*q*x^3+16655*a^ 2*b*g*p*r^3*x-140097*a^2*b*g*p*r^2*x^2+83391*a^2*b*g*p*r*x^3+466*a^2*b*g*q^3*r* x-6010*a^2*b*g*q^3*x^2+4409*a^2*b*g*q^2*r^2*x-37743*a^2*b*g*q^2*r*x^2+28932*a^2 *b*g*q^2*x^3+8554*a^2*b*g*q*r^3*x-89502*a^2*b*g*q*r^2*x^2+83391*a^2*b*g*q*r*x^3 +4611*a^2*b*g*r^4*x-62386*a^2*b*g*r^3*x^2+75303*a^2*b*g*r^2*x^3+1008*a^2*b*p^5* x+3276*a^2*b*p^4*q*x+5733*a^2*b*p^4*r*x-12784*a^2*b*p^4*x^2+3780*a^2*b*p^3*q^2* x+14490*a^2*b*p^3*q*r*x-40450*a^2*b*p^3*q*x^2+12852*a^2*b*p^3*r^2*x-66271*a^2*b *p^3*r*x^2+20760*a^2*b*p^3*x^3+1764*a^2*b*p^2*q^3*x+11907*a^2*b*p^2*q^2*r*x-\ 44646*a^2*b*p^2*q^2*x^2+23814*a^2*b*p^2*q*r^2*x-151077*a^2*b*p^2*q*r*x^2+62280* a^2*b*p^2*q*x^3+14238*a^2*b*p^2*r^3*x-128951*a^2*b*p^2*r^2*x^2+90621*a^2*b*p^2* r*x^3+252*a^2*b*p*q^4*x+3276*a^2*b*p*q^3*r*x-19078*a^2*b*p*q^3*x^2+12474*a^2*b* p*q^2*r^2*x-103341*a^2*b*p*q^2*r*x^2+62280*a^2*b*p*q^2*x^3+17262*a^2*b*p*q*r^3* x-189709*a^2*b*p*q*r^2*x^2+181242*a^2*b*p*q*r*x^3+7812*a^2*b*p*r^4*x-110225*a^2 *b*p*r^3*x^2+144102*a^2*b*p*r^2*x^3+126*a^2*b*q^4*r*x-2098*a^2*b*q^4*x^2+1512*a ^2*b*q^3*r^2*x-18535*a^2*b*q^3*r*x^2+20760*a^2*b*q^3*x^3+4347*a^2*b*q^2*r^3*x-\ 60758*a^2*b*q^2*r^2*x^2+90621*a^2*b*q^2*r*x^3+4662*a^2*b*q*r^4*x-79082*a^2*b*q* r^3*x^2+144102*a^2*b*q*r^2*x^3+1701*a^2*b*r^5*x-34761*a^2*b*r^4*x^2+77427*a^2*b *r^3*x^3+5696*a^2*c^6*x+9856*a^2*c^5*g*x+23328*a^2*c^5*p*x+10112*a^2*c^5*q*x+ 23680*a^2*c^5*r*x-80224*a^2*c^5*x^2+6240*a^2*c^4*g^2*x+34400*a^2*c^4*g*p*x+ 14336*a^2*c^4*g*q*x+34840*a^2*c^4*g*r*x-110456*a^2*c^4*g*x^2+36480*a^2*c^4*p^2* x+37024*a^2*c^4*p*q*x+78480*a^2*c^4*p*r*x-229216*a^2*c^4*p*x^2+6784*a^2*c^4*q^2 *x+35600*a^2*c^4*q*r*x-151952*a^2*c^4*q*x^2+42000*a^2*c^4*r^2*x-269928*a^2*c^4* r*x^2+143424*a^2*c^4*x^3+1696*a^2*c^3*g^3*x+18216*a^2*c^3*g^2*p*x+7008*a^2*c^3* g^2*q*x+18392*a^2*c^3*g^2*r*x-51744*a^2*c^3*g^2*x^2+43856*a^2*c^3*g*p^2*x+43168 *a^2*c^3*g*p*q*x+94832*a^2*c^3*g*p*r*x-257004*a^2*c^3*g*p*x^2+7424*a^2*c^3*g*q^ 2*x+40920*a^2*c^3*g*q*r*x-166996*a^2*c^3*g*q*x^2+50976*a^2*c^3*g*r^2*x-301976*a ^2*c^3*g*r*x^2+147744*a^2*c^3*g*x^3+28256*a^2*c^3*p^3*x+48400*a^2*c^3*p^2*q*x+ 93820*a^2*c^3*p^2*r*x-246872*a^2*c^3*p^2*x^2+22240*a^2*c^3*p*q^2*x+100696*a^2*c ^3*p*q*r*x-358688*a^2*c^3*p*q*x^2+102872*a^2*c^3*p*r^2*x-608364*a^2*c^3*p*r*x^2 +264832*a^2*c^3*p*x^3+2096*a^2*c^3*q^3*x+19724*a^2*c^3*q^2*r*x-111816*a^2*c^3*q ^2*x^2+52296*a^2*c^3*q*r^2*x-406244*a^2*c^3*q*r*x^2+264832*a^2*c^3*q*x^3+37308* a^2*c^3*r^3*x-380364*a^2*c^3*r^2*x^2+385624*a^2*c^3*r*x^3+164*a^2*c^2*g^4*x+ 4080*a^2*c^2*g^3*p*x+1312*a^2*c^2*g^3*q*x+4102*a^2*c^2*g^3*r*x-9014*a^2*c^2*g^3 *x^2+18120*a^2*c^2*g^2*p^2*x+16736*a^2*c^2*g^2*p*q*x+39734*a^2*c^2*g^2*p*r*x-\ 93412*a^2*c^2*g^2*p*x^2+2508*a^2*c^2*g^2*q^2*x+15348*a^2*c^2*g^2*q*r*x-58600*a^ 2*c^2*g^2*q*x^2+21614*a^2*c^2*g^2*r^2*x-109054*a^2*c^2*g^2*r*x^2+45568*a^2*c^2* g^2*x^3+25856*a^2*c^2*g*p^3*x+43280*a^2*c^2*g*p^2*q*x+86574*a^2*c^2*g*p^2*r*x-\ 210642*a^2*c^2*g*p^2*x^2+19008*a^2*c^2*g*p*q^2*x+90004*a^2*c^2*g*p*q*r*x-302004 *a^2*c^2*g*p*q*x^2+95580*a^2*c^2*g*p*r^2*x-523840*a^2*c^2*g*p*r*x^2+206528*a^2* c^2*g*p*x^3+1584*a^2*c^2*g*q^3*x+16224*a^2*c^2*g*q^2*r*x-91362*a^2*c^2*g*q^2*x^ 2+46724*a^2*c^2*g*q*r^2*x-338350*a^2*c^2*g*q*r*x^2+206528*a^2*c^2*g*q*x^3+34862 *a^2*c^2*g*r^3*x-333216*a^2*c^2*g*r^2*x^2+300484*a^2*c^2*g*r*x^3+11572*a^2*c^2* p^4*x+28856*a^2*c^2*p^3*q*x+51892*a^2*c^2*p^3*r*x-127480*a^2*c^2*p^3*x^2+23280* a^2*c^2*p^2*q^2*x+93372*a^2*c^2*p^2*q*r*x-294648*a^2*c^2*p^2*q*x^2+86244*a^2*c^ 2*p^2*r^2*x-481798*a^2*c^2*p^2*r*x^2+182880*a^2*c^2*p^2*x^3+6280*a^2*c^2*p*q^3* x+46392*a^2*c^2*p*q^2*r*x-206856*a^2*c^2*p*q^2*x^2+100176*a^2*c^2*p*q*r^2*x-\ 705584*a^2*c^2*p*q*r*x^2+365760*a^2*c^2*p*q*x^3+63100*a^2*c^2*p*r^3*x-610756*a^ 2*c^2*p*r^2*x^2+530504*a^2*c^2*p*r*x^3+284*a^2*c^2*q^4*x+4912*a^2*c^2*q^3*r*x-\ 39688*a^2*c^2*q^3*x^2+23112*a^2*c^2*q^2*r^2*x-223786*a^2*c^2*q^2*r*x^2+182880*a ^2*c^2*q^2*x^3+35660*a^2*c^2*q*r^3*x-428386*a^2*c^2*q*r^2*x^2+530504*a^2*c^2*q* r*x^3+17176*a^2*c^2*r^4*x-256438*a^2*c^2*r^3*x^2+411860*a^2*c^2*r^2*x^3+328*a^2 *c*g^4*p*x+64*a^2*c*g^4*q*x+328*a^2*c*g^4*r*x-364*a^2*c*g^4*x^2+2952*a^2*c*g^3* p^2*x+2368*a^2*c*g^3*p*q*x+6709*a^2*c*g^3*p*r*x-11553*a^2*c*g^3*p*x^2+246*a^2*c *g^3*q^2*x+1976*a^2*c*g^3*q*r*x-6859*a^2*c*g^3*q*x^2+3757*a^2*c*g^3*r^2*x-13074 *a^2*c*g^3*r*x^2+3776*a^2*c*g^3*x^3+7350*a^2*c*g^2*p^3*x+11740*a^2*c*g^2*p^2*q* x+25102*a^2*c*g^2*p^2*r*x-52610*a^2*c*g^2*p^2*x^2+4670*a^2*c*g^2*p*q^2*x+24440* a^2*c*g^2*p*q*r*x-73654*a^2*c*g^2*p*q*x^2+28154*a^2*c*g^2*p*r^2*x-133669*a^2*c* g^2*p*r*x^2+43392*a^2*c*g^2*p*x^3+280*a^2*c*g^2*q^3*x+3595*a^2*c*g^2*q^2*r*x-\ 21044*a^2*c*g^2*q^2*x^2+12700*a^2*c*g^2*q*r^2*x-80198*a^2*c*g^2*q*r*x^2+43392*a ^2*c*g^2*q*x^3+10402*a^2*c*g^2*r^3*x-88616*a^2*c*g^2*r^2*x^2+61496*a^2*c*g^2*r* x^3+7132*a^2*c*g*p^4*x+17472*a^2*c*g*p^3*q*x+32296*a^2*c*g*p^3*r*x-73421*a^2*c* g*p^3*x^2+13660*a^2*c*g*p^2*q^2*x+56818*a^2*c*g*p^2*q*r*x-168033*a^2*c*g*p^2*q* x^2+54096*a^2*c*g*p^2*r^2*x-281644*a^2*c*g*p^2*r*x^2+95968*a^2*c*g*p^2*x^3+3432 *a^2*c*g*p*q^3*x+26962*a^2*c*g*p*q^2*r*x-115803*a^2*c*g*p*q^2*x^2+61220*a^2*c*g *p*q*r^2*x-404132*a^2*c*g*p*q*r*x^2+191936*a^2*c*g*p*q*x^3+39832*a^2*c*g*p*r^3* x-364133*a^2*c*g*p*r^2*x^2+279482*a^2*c*g*p*r*x^3+112*a^2*c*g*q^4*x+2440*a^2*c* g*q^3*r*x-21191*a^2*c*g*q^3*x^2+13302*a^2*c*g*q^2*r^2*x-122488*a^2*c*g*q^2*r*x^ 2+95968*a^2*c*g*q^2*x^3+21874*a^2*c*g*q*r^3*x-248522*a^2*c*g*q*r^2*x^2+279482*a ^2*c*g*q*r*x^3+10900*a^2*c*g*r^4*x-155910*a^2*c*g*r^3*x^2+226780*a^2*c*g*r^2*x^ 3+2398*a^2*c*p^5*x+7996*a^2*c*p^4*q*x+13483*a^2*c*p^4*r*x-31864*a^2*c*p^4*x^2+ 9612*a^2*c*p^3*q^2*x+35042*a^2*c*p^3*q*r*x-102324*a^2*c*p^3*q*x^2+29952*a^2*c*p ^3*r^2*x-161881*a^2*c*p^3*r*x^2+55968*a^2*c*p^3*x^3+4840*a^2*c*p^2*q^3*x+30174* a^2*c*p^2*q^2*r*x-115788*a^2*c*p^2*q^2*x^2+57150*a^2*c*p^2*q*r^2*x-377163*a^2*c *p^2*q*r*x^2+167904*a^2*c*p^2*q*x^3+32938*a^2*c*p^2*r^3*x-308504*a^2*c*p^2*r^2* x^2+242362*a^2*c*p^2*r*x^3+838*a^2*c*p*q^4*x+9154*a^2*c*p*q^3*r*x-52060*a^2*c*p *q^3*x^2+31512*a^2*c*p*q^2*r^2*x-268683*a^2*c*p*q^2*r*x^2+167904*a^2*c*p*q^2*x^ 3+41158*a^2*c*p*q*r^3*x-466102*a^2*c*p*q*r^2*x^2+484724*a^2*c*p*q*r*x^3+17962*a ^2*c*p*r^4*x-258821*a^2*c*p*r^3*x^2+369668*a^2*c*p*r^2*x^3+12*a^2*c*q^5*x+539*a ^2*c*q^4*r*x-6732*a^2*c*q^4*x^2+4314*a^2*c*q^3*r^2*x-53401*a^2*c*q^3*r*x^2+ 55968*a^2*c*q^3*x^3+10950*a^2*c*q^2*r^3*x-157598*a^2*c*q^2*r^2*x^2+242362*a^2*c *q^2*r*x^3+11054*a^2*c*q*r^4*x-191263*a^2*c*q*r^3*x^2+369668*a^2*c*q*r^2*x^3+ 3891*a^2*c*r^5*x-80334*a^2*c*r^4*x^2+189456*a^2*c*r^3*x^3+148*a^2*g^4*p^2*x+82* a^2*g^4*p*q*x+370*a^2*g^4*p*r*x-223*a^2*g^4*p*x^2+41*a^2*g^4*q*r*x-157*a^2*g^4* q*x^2+222*a^2*g^4*r^2*x-150*a^2*g^4*r*x^2+642*a^2*g^3*p^3*x+932*a^2*g^3*p^2*q*x +2291*a^2*g^3*p^2*r*x-3482*a^2*g^3*p^2*x^2+290*a^2*g^3*p*q^2*x+1952*a^2*g^3*p*q *r*x-4680*a^2*g^3*p*q*x^2+2656*a^2*g^3*p*r^2*x-9330*a^2*g^3*p*r*x^2+1888*a^2*g^ 3*p*x^3+145*a^2*g^3*q^2*r*x-1198*a^2*g^3*q^2*x^2+1020*a^2*g^3*q*r^2*x-4598*a^2* g^3*q*r*x^2+1888*a^2*g^3*q*x^3+1007*a^2*g^3*r^3*x-6863*a^2*g^3*r^2*x^2+1976*a^2 *g^3*r*x^3+1038*a^2*g^2*p^4*x+2454*a^2*g^2*p^3*q*x+4803*a^2*g^2*p^3*r*x-9429*a^ 2*g^2*p^3*x^2+1794*a^2*g^2*p^2*q^2*x+8079*a^2*g^2*p^2*q*r*x-21194*a^2*g^2*p^2*q *x^2+8181*a^2*g^2*p^2*r^2*x-37402*a^2*g^2*p^2*r*x^2+10304*a^2*g^2*p^2*x^3+378*a ^2*g^2*p*q^3*x+3465*a^2*g^2*p*q^2*r*x-14101*a^2*g^2*p*q^2*x^2+8796*a^2*g^2*p*q* r^2*x-51468*a^2*g^2*p*q*r*x^2+20608*a^2*g^2*p*q*x^3+6105*a^2*g^2*p*r^3*x-50509* a^2*g^2*p*r^2*x^2+29732*a^2*g^2*p*r*x^3+189*a^2*g^2*q^3*r*x-2336*a^2*g^2*q^3*x^ 2+1671*a^2*g^2*q^2*r^2*x-14066*a^2*g^2*q^2*r*x^2+10304*a^2*g^2*q^2*x^3+3171*a^2 *g^2*q*r^3*x-32640*a^2*g^2*q*r^2*x^2+29732*a^2*g^2*q*r*x^3+1689*a^2*g^2*r^4*x-\ 22536*a^2*g^2*r^3*x^2+26907*a^2*g^2*r^2*x^3+742*a^2*g*p^5*x+2440*a^2*g*p^4*q*x+ 4213*a^2*g*p^4*r*x-9272*a^2*g*p^4*x^2+2868*a^2*g*p^3*q^2*x+10766*a^2*g*p^3*q*r* x-29542*a^2*g*p^3*q*x^2+9432*a^2*g*p^3*r^2*x-47948*a^2*g*p^3*r*x^2+14820*a^2*g* p^3*x^3+1384*a^2*g*p^2*q^3*x+9000*a^2*g*p^2*q^2*r*x-32994*a^2*g*p^2*q^2*x^2+ 17658*a^2*g*p^2*q*r^2*x-110145*a^2*g*p^2*q*r*x^2+44460*a^2*g*p^2*q*x^3+10438*a^ 2*g*p^2*r^3*x-93260*a^2*g*p^2*r^2*x^2+64718*a^2*g*p^2*r*x^3+214*a^2*g*p*q^4*x+ 2554*a^2*g*p*q^3*r*x-14450*a^2*g*p*q^3*x^2+9396*a^2*g*p*q^2*r^2*x-76446*a^2*g*p *q^2*r*x^2+44460*a^2*g*p*q^2*x^3+12778*a^2*g*p*q*r^3*x-138400*a^2*g*p*q*r^2*x^2 +129436*a^2*g*p*q*r*x^3+5722*a^2*g*p*r^4*x-79764*a^2*g*p*r^3*x^2+102955*a^2*g*p *r^2*x^3+107*a^2*g*q^4*r*x-1726*a^2*g*q^4*x^2+1170*a^2*g*q^3*r^2*x-14249*a^2*g* q^3*r*x^2+14820*a^2*g*q^3*x^3+3264*a^2*g*q^2*r^3*x-45140*a^2*g*q^2*r^2*x^2+ 64718*a^2*g*q^2*r*x^3+3446*a^2*g*q*r^4*x-57797*a^2*g*q*r^3*x^2+102955*a^2*g*q*r ^2*x^3+1245*a^2*g*r^5*x-25180*a^2*g*r^4*x^2+55309*a^2*g*r^3*x^3+198*a^2*p^6*x+ 836*a^2*p^5*q*x+1331*a^2*p^5*r*x-3102*a^2*p^5*x^2+1364*a^2*p^4*q^2*x+4598*a^2*p ^4*q*r*x-12839*a^2*p^4*q*x^2+3685*a^2*p^4*r^2*x-19666*a^2*p^4*r*x^2+6404*a^2*p^ 4*x^3+1056*a^2*p^3*q^3*x+5830*a^2*p^3*q^2*r*x-20336*a^2*p^3*q^2*x^2+10032*a^2*p ^3*q*r^2*x-63662*a^2*p^3*q*r*x^2+25616*a^2*p^3*q*x^3+5390*a^2*p^3*r^3*x-49692*a ^2*p^3*r^2*x^2+36758*a^2*p^3*r*x^3+374*a^2*p^2*q^4*x+3212*a^2*p^2*q^3*r*x-14994 *a^2*p^2*q^3*x^2+9306*a^2*p^2*q^2*r^2*x-72990*a^2*p^2*q^2*r*x^2+38424*a^2*p^2*q ^2*x^3+10868*a^2*p^2*q*r^3*x-118365*a^2*p^2*q*r^2*x^2+110274*a^2*p^2*q*r*x^3+ 4400*a^2*p^2*r^4*x-62100*a^2*p^2*r^3*x^2+82485*a^2*p^2*r^2*x^3+44*a^2*p*q^5*x+ 671*a^2*p*q^4*r*x-4826*a^2*p*q^4*x^2+3256*a^2*p*q^3*r^2*x-33658*a^2*p*q^3*r*x^2 +25616*a^2*p*q^3*x^3+6578*a^2*p*q^2*r^3*x-87654*a^2*p*q^2*r^2*x^2+110274*a^2*p* q^2*r*x^3+5852*a^2*p*q*r^4*x-97100*a^2*p*q*r^3*x^2+164970*a^2*p*q*r^2*x^3+1903* a^2*p*r^5*x-38278*a^2*p*r^4*x^2+82697*a^2*p*r^3*x^3+22*a^2*q^5*r*x-431*a^2*q^5* x^2+297*a^2*q^4*r^2*x-4664*a^2*q^4*r*x^2+6404*a^2*q^4*x^3+1100*a^2*q^3*r^3*x-\ 18981*a^2*q^3*r^2*x^2+36758*a^2*q^3*r*x^3+1738*a^2*q^2*r^4*x-35000*a^2*q^2*r^3* x^2+82485*a^2*q^2*r^2*x^3+1254*a^2*q*r^5*x-29558*a^2*q*r^4*x^2+82697*a^2*q*r^3* x^3+341*a^2*r^6*x-9306*a^2*r^5*x^2+30566*a^2*r^4*x^3+384*a*b^5*c^2*x+448*a*b^5* c*p*x+64*a*b^5*c*q*x+544*a*b^5*c*r*x-704*a*b^5*c*x^2+128*a*b^5*p^2*x+32*a*b^5*p *q*x+320*a*b^5*p*r*x-368*a*b^5*p*x^2+16*a*b^5*q*r*x-272*a*b^5*q*x^2+192*a*b^5*r ^2*x-480*a*b^5*r*x^2+3136*a*b^4*c^3*x+1376*a*b^4*c^2*g*x+5536*a*b^4*c^2*p*x+ 1728*a*b^4*c^2*q*x+6448*a*b^4*c^2*r*x-13968*a*b^4*c^2*x^2+1760*a*b^4*c*g*p*x+ 320*a*b^4*c*g*q*x+2080*a*b^4*c*g*r*x-2496*a*b^4*c*g*x^2+3184*a*b^4*c*p^2*x+2240 *a*b^4*c*p*q*x+7552*a*b^4*c*p*r*x-15208*a*b^4*c*p*x^2+176*a*b^4*c*q^2*x+2320*a* b^4*c*q*r*x-9008*a*b^4*c*q*x^2+4368*a*b^4*c*r^2*x-20160*a*b^4*c*r*x^2+4960*a*b^ 4*c*x^3+552*a*b^4*g*p^2*x+192*a*b^4*g*p*q*x+1380*a*b^4*g*p*r*x-1344*a*b^4*g*p*x ^2+96*a*b^4*g*q*r*x-984*a*b^4*g*q*x^2+828*a*b^4*g*r^2*x-1584*a*b^4*g*r*x^2+600* a*b^4*p^3*x+720*a*b^4*p^2*q*x+2160*a*b^4*p^2*r*x-4096*a*b^4*p^2*x^2+120*a*b^4*p *q^2*x+1560*a*b^4*p*q*r*x-5172*a*b^4*p*q*x^2+2520*a*b^4*p*r^2*x-11448*a*b^4*p*r *x^2+2480*a*b^4*p*x^3+60*a*b^4*q^2*r*x-1076*a*b^4*q^2*x^2+840*a*b^4*q*r^2*x-\ 5208*a*b^4*q*r*x^2+2480*a*b^4*q*x^3+960*a*b^4*r^3*x-8232*a*b^4*r^2*x^2+2600*a*b ^4*r*x^3+10176*a*b^3*c^4*x+8864*a*b^3*c^3*g*x+24320*a*b^3*c^3*p*x+9408*a*b^3*c^ 3*q*x+27360*a*b^3*c^3*r*x-73408*a*b^3*c^3*x^2+1888*a*b^3*c^2*g^2*x+16608*a*b^3* c^2*g*p*x+5440*a*b^3*c^2*g*q*x+18848*a*b^3*c^2*g*r*x-40048*a*b^3*c^2*g*x^2+ 21008*a*b^3*c^2*p^2*x+18432*a*b^3*c^2*p*q*x+48144*a*b^3*c^2*p*r*x-119672*a*b^3* c^2*p*x^2+2544*a*b^3*c^2*q^2*x+19344*a*b^3*c^2*q*r*x-74584*a*b^3*c^2*q*x^2+ 27136*a*b^3*c^2*r^2*x-152520*a*b^3*c^2*r*x^2+58240*a*b^3*c^2*x^3+2640*a*b^3*c*g ^2*p*x+528*a*b^3*c*g^2*q*x+3032*a*b^3*c*g^2*r*x-3472*a*b^3*c*g^2*x^2+10040*a*b^ 3*c*g*p^2*x+7456*a*b^3*c*g*p*q*x+23576*a*b^3*c*g*p*r*x-45224*a*b^3*c*g*p*x^2+ 712*a*b^3*c*g*q^2*x+7320*a*b^3*c*g*q*r*x-26856*a*b^3*c*g*q*x^2+13536*a*b^3*c*g* r^2*x-57744*a*b^3*c*g*r*x^2+14720*a*b^3*c*g*x^3+7808*a*b^3*c*p^3*x+11504*a*b^3* c*p^2*q*x+27152*a*b^3*c*p^2*r*x-63328*a*b^3*c*p^2*x^2+3872*a*b^3*c*p*q^2*x+ 25040*a*b^3*c*p*q*r*x-85632*a*b^3*c*p*q*x^2+30880*a*b^3*c*p*r^2*x-166940*a*b^3* c*p*r*x^2+55552*a*b^3*c*p*x^3+176*a*b^3*c*q^3*x+3520*a*b^3*c*q^2*r*x-22304*a*b^ 3*c*q^2*x^2+13536*a*b^3*c*q*r^2*x-97548*a*b^3*c*q*r*x^2+55552*a*b^3*c*q*x^3+ 11536*a*b^3*c*r^3*x-111276*a*b^3*c*r^2*x^2+78608*a*b^3*c*r*x^3+904*a*b^3*g^2*p^ 2*x+376*a*b^3*g^2*p*q*x+2260*a*b^3*g^2*p*r*x-1924*a*b^3*g^2*p*x^2+188*a*b^3*g^2 *q*r*x-1396*a*b^3*g^2*q*x^2+1356*a*b^3*g^2*r^2*x-2040*a*b^3*g^2*r*x^2+1960*a*b^ 3*g*p^3*x+2512*a*b^3*g*p^2*q*x+7036*a*b^3*g*p^2*r*x-12524*a*b^3*g*p^2*x^2+552*a *b^3*g*p*q^2*x+5376*a*b^3*g*p*q*r*x-16104*a*b^3*g*p*q*x^2+8192*a*b^3*g*p*r^2*x-\ 34600*a*b^3*g*p*r*x^2+7360*a*b^3*g*p*x^3+276*a*b^3*g*q^2*r*x-3580*a*b^3*g*q^2*x ^2+2864*a*b^3*g*q*r^2*x-16104*a*b^3*g*q*r*x^2+7360*a*b^3*g*q*x^3+3116*a*b^3*g*r ^3*x-25036*a*b^3*g*r^2*x^2+7712*a*b^3*g*r*x^3+1056*a*b^3*p^4*x+2288*a*b^3*p^3*q *x+4928*a*b^3*p^3*r*x-10926*a*b^3*p^3*x^2+1408*a*b^3*p^2*q^2*x+7656*a*b^3*p^2*q *r*x-23522*a*b^3*p^2*q*x^2+8448*a*b^3*p^2*r^2*x-44012*a*b^3*p^2*r*x^2+13216*a*b ^3*p^2*x^3+176*a*b^3*p*q^3*x+2816*a*b^3*p*q^2*r*x-14266*a*b^3*p*q^2*x^2+8448*a* b^3*p*q*r^2*x-57584*a*b^3*p*q*r*x^2+26432*a*b^3*p*q*x^3+6336*a*b^3*p*r^3*x-\ 59276*a*b^3*p*r^2*x^2+38056*a*b^3*p*r*x^3+88*a*b^3*q^3*r*x-1670*a*b^3*q^3*x^2+ 1408*a*b^3*q^2*r^2*x-13572*a*b^3*q^2*r*x^2+13216*a*b^3*q^2*x^3+3080*a*b^3*q*r^3 *x-35956*a*b^3*q*r^2*x^2+38056*a*b^3*q*r*x^3+1760*a*b^3*r^4*x-26190*a*b^3*r^3*x ^2+34296*a*b^3*r^2*x^3+16192*a*b^2*c^5*x+21184*a*b^2*c^4*g*x+49440*a*b^2*c^4*p* x+20864*a*b^2*c^4*q*x+54144*a*b^2*c^4*r*x-163856*a*b^2*c^4*x^2+9040*a*b^2*c^3*g ^2*x+53056*a*b^2*c^3*g*p*x+20832*a*b^2*c^3*g*q*x+58336*a*b^2*c^3*g*r*x-156576*a *b^2*c^3*g*x^2+57504*a*b^2*c^3*p^2*x+55200*a*b^2*c^3*p*q*x+128816*a*b^2*c^3*p*r *x-357400*a*b^2*c^3*p*x^2+9216*a*b^2*c^3*q^2*x+57168*a*b^2*c^3*q*r*x-230872*a*b ^2*c^3*q*x^2+71312*a*b^2*c^3*r^2*x-442728*a*b^2*c^3*r*x^2+206016*a*b^2*c^3*x^3+ 1248*a*b^2*c^2*g^3*x+17976*a*b^2*c^2*g^2*p*x+5984*a*b^2*c^2*g^2*q*x+19880*a*b^2 *c^2*g^2*r*x-42060*a*b^2*c^2*g^2*x^2+47496*a*b^2*c^2*g*p^2*x+42656*a*b^2*c^2*g* p*q*x+107668*a*b^2*c^2*g*p*r*x-262104*a*b^2*c^2*g*p*x^2+6224*a*b^2*c^2*g*q^2*x+ 43240*a*b^2*c^2*g*q*r*x-163908*a*b^2*c^2*g*q*x^2+60172*a*b^2*c^2*g*r^2*x-326020 *a*b^2*c^2*g*r*x^2+127728*a*b^2*c^2*g*x^3+32016*a*b^2*c^2*p^3*x+51344*a*b^2*c^2 *p^2*q*x+108988*a*b^2*c^2*p^2*r*x-281836*a*b^2*c^2*p^2*x^2+20896*a*b^2*c^2*p*q^ 2*x+110528*a*b^2*c^2*p*q*r*x-395648*a*b^2*c^2*p*q*x^2+121928*a*b^2*c^2*p*r^2*x-\ 719216*a*b^2*c^2*p*r*x^2+288384*a*b^2*c^2*p*x^3+1568*a*b^2*c^2*q^3*x+19756*a*b^ 2*c^2*q^2*r*x-113812*a*b^2*c^2*q^2*x^2+59184*a*b^2*c^2*q*r^2*x-457868*a*b^2*c^2 *q*r*x^2+288384*a*b^2*c^2*q*x^3+44956*a*b^2*c^2*r^3*x-461928*a*b^2*c^2*r^2*x^2+ 419244*a*b^2*c^2*r*x^3+1904*a*b^2*c*g^3*p*x+392*a*b^2*c*g^3*q*x+2124*a*b^2*c*g^ 3*r*x-2368*a*b^2*c*g^3*x^2+11396*a*b^2*c*g^2*p^2*x+8744*a*b^2*c*g^2*p*q*x+26532 *a*b^2*c*g^2*p*r*x-49142*a*b^2*c*g^2*p*x^2+900*a*b^2*c*g^2*q^2*x+8212*a*b^2*c*g ^2*q*r*x-29204*a*b^2*c*g^2*q*x^2+15136*a*b^2*c*g^2*r^2*x-60672*a*b^2*c*g^2*r*x^ 2+16008*a*b^2*c*g^2*x^3+18064*a*b^2*c*g*p^3*x+27416*a*b^2*c*g*p^2*q*x+62496*a*b ^2*c*g*p^2*r*x-141060*a*b^2*c*g*p^2*x^2+9880*a*b^2*c*g*p*q^2*x+58864*a*b^2*c*g* p*q*r*x-192924*a*b^2*c*g*p*q*x^2+70800*a*b^2*c*g*p*r^2*x-367876*a*b^2*c*g*p*r*x ^2+121728*a*b^2*c*g*p*x^3+528*a*b^2*c*g*q^3*x+8506*a*b^2*c*g*q^2*r*x-51864*a*b^ 2*c*g*q^2*x^2+31448*a*b^2*c*g*q*r^2*x-216904*a*b^2*c*g*q*r*x^2+121728*a*b^2*c*g *q*x^3+26368*a*b^2*c*g*r^3*x-244970*a*b^2*c*g*r^2*x^2+172374*a*b^2*c*g*r*x^3+ 8564*a*b^2*c*p^4*x+20008*a*b^2*c*p^3*q*x+39116*a*b^2*c*p^3*r*x-95970*a*b^2*c*p^ 3*x^2+14400*a*b^2*c*p^2*q^2*x+66068*a*b^2*c*p^2*q*r*x-214158*a*b^2*c*p^2*q*x^2+ 65964*a*b^2*c*p^2*r^2*x-373124*a*b^2*c*p^2*r*x^2+134208*a*b^2*c*p^2*x^3+3032*a* b^2*c*p*q^3*x+29368*a*b^2*c*p*q^2*r*x-140406*a*b^2*c*p*q^2*x^2+72112*a*b^2*c*p* q*r^2*x-521452*a*b^2*c*p*q*r*x^2+268416*a*b^2*c*p*q*x^3+48836*a*b^2*c*p*r^3*x-\ 483774*a*b^2*c*p*r^2*x^2+390600*a*b^2*c*p*r*x^3+76*a*b^2*c*q^4*x+2416*a*b^2*c*q ^3*r*x-22218*a*b^2*c*q^3*x^2+14968*a*b^2*c*q^2*r^2*x-148328*a*b^2*c*q^2*r*x^2+ 134208*a*b^2*c*q^2*x^3+26052*a*b^2*c*q*r^3*x-320400*a*b^2*c*q*r^2*x^2+390600*a* b^2*c*q*r*x^3+13424*a*b^2*c*r^4*x-206620*a*b^2*c*r^3*x^2+316680*a*b^2*c*r^2*x^3 +706*a*b^2*g^3*p^2*x+328*a*b^2*g^3*p*q*x+1765*a*b^2*g^3*p*r*x-1348*a*b^2*g^3*p* x^2+164*a*b^2*g^3*q*r*x-970*a*b^2*g^3*q*x^2+1059*a*b^2*g^3*r^2*x-1284*a*b^2*g^3 *r*x^2+2294*a*b^2*g^2*p^3*x+3076*a*b^2*g^2*p^2*q*x+8218*a*b^2*g^2*p^2*r*x-13946 *a*b^2*g^2*p^2*x^2+782*a*b^2*g^2*p*q^2*x+6530*a*b^2*g^2*p*q*r*x-18187*a*b^2*g^2 *p*q*x^2+9554*a*b^2*g^2*p*r^2*x-38174*a*b^2*g^2*p*r*x^2+8004*a*b^2*g^2*p*x^3+ 391*a*b^2*g^2*q^2*r*x-4241*a*b^2*g^2*q^2*x^2+3454*a*b^2*g^2*q*r^2*x-18086*a*b^2 *g^2*q*r*x^2+8004*a*b^2*g^2*q*x^3+3630*a*b^2*g^2*r^3*x-27772*a*b^2*g^2*r^2*x^2+ 8382*a*b^2*g^2*r*x^3+2470*a*b^2*g*p^4*x+5520*a*b^2*g*p^3*q*x+11493*a*b^2*g*p^3* r*x-24590*a*b^2*g*p^3*x^2+3630*a*b^2*g*p^2*q^2*x+18362*a*b^2*g*p^2*q*r*x-53685* a*b^2*g*p^2*q*x^2+19659*a*b^2*g*p^2*r^2*x-98598*a*b^2*g*p^2*r*x^2+28932*a*b^2*g *p^2*x^3+580*a*b^2*g*p*q^3*x+7159*a*b^2*g*p*q^2*r*x-33600*a*b^2*g*p*q^2*x^2+ 20164*a*b^2*g*p*q*r^2*x-131133*a*b^2*g*p*q*r*x^2+57864*a*b^2*g*p*q*x^3+14719*a* b^2*g*p*r^3*x-132933*a*b^2*g*p*r^2*x^2+83391*a*b^2*g*p*r*x^3+290*a*b^2*g*q^3*r* x-4505*a*b^2*g*q^3*x^2+3529*a*b^2*g*q^2*r^2*x-32535*a*b^2*g*q^2*r*x^2+28932*a*b ^2*g*q^2*x^3+7322*a*b^2*g*q*r^3*x-82338*a*b^2*g*q*r^2*x^2+83391*a*b^2*g*q*r*x^3 +4083*a*b^2*g*r^4*x-58925*a*b^2*g*r^3*x^2+75303*a*b^2*g*r^2*x^3+882*a*b^2*p^5*x +2772*a*b^2*p^4*q*x+5040*a*b^2*p^4*r*x-11960*a*b^2*p^4*x^2+3024*a*b^2*p^3*q^2*x +12348*a*b^2*p^3*q*r*x-37154*a*b^2*p^3*q*x^2+11340*a*b^2*p^3*r^2*x-62366*a*b^2* p^3*r*x^2+20760*a*b^2*p^3*x^3+1260*a*b^2*p^2*q^3*x+9639*a*b^2*p^2*q^2*r*x-39702 *a*b^2*p^2*q^2*x^2+20412*a*b^2*p^2*q*r^2*x-139362*a*b^2*p^2*q*r*x^2+62280*a*b^2 *p^2*q*x^3+12600*a*b^2*p^2*r^3*x-121429*a*b^2*p^2*r^2*x^2+90621*a*b^2*p^2*r*x^3 +126*a*b^2*p*q^4*x+2394*a*b^2*p*q^3*r*x-15782*a*b^2*p*q^3*x^2+10206*a*b^2*p*q^2 *r^2*x-91626*a*b^2*p*q^2*r*x^2+62280*a*b^2*p*q^2*x^3+14868*a*b^2*p*q*r^3*x-\ 174665*a*b^2*p*q*r^2*x^2+181242*a*b^2*p*q*r*x^3+6930*a*b^2*p*r^4*x-103600*a*b^2 *p*r^3*x^2+144102*a*b^2*p*r^2*x^3+63*a*b^2*q^4*r*x-1274*a*b^2*q^4*x^2+1134*a*b^ 2*q^3*r^2*x-14630*a*b^2*q^3*r*x^2+20760*a*b^2*q^3*x^3+3591*a*b^2*q^2*r^3*x-\ 53236*a*b^2*q^2*r^2*x^2+90621*a*b^2*q^2*r*x^3+4032*a*b^2*q*r^4*x-72457*a*b^2*q* r^3*x^2+144102*a*b^2*q*r^2*x^3+1512*a*b^2*r^5*x-32577*a*b^2*r^4*x^2+77427*a*b^2 *r^3*x^3+12480*a*b*c^6*x+21920*a*b*c^5*g*x+46976*a*b*c^5*p*x+20544*a*b*c^5*q*x+ 50240*a*b*c^5*r*x-165120*a*b*c^5*x^2+14160*a*b*c^4*g^2*x+69760*a*b*c^4*g*p*x+ 29440*a*b*c^4*g*q*x+74744*a*b*c^4*g*r*x-229152*a*b*c^4*g*x^2+69376*a*b*c^4*p^2* x+69440*a*b*c^4*p*q*x+152816*a*b*c^4*p*r*x-453680*a*b*c^4*p*x^2+12544*a*b*c^4*q ^2*x+70576*a*b*c^4*q*r*x-299152*a*b*c^4*q*x^2+83440*a*b*c^4*r^2*x-551112*a*b*c^ 4*r*x^2+286848*a*b*c^4*x^3+3960*a*b*c^3*g^3*x+37184*a*b*c^3*g^2*p*x+14576*a*b*c ^3*g^2*q*x+39944*a*b*c^3*g^2*r*x-108480*a*b*c^3*g^2*x^2+83568*a*b*c^3*g*p^2*x+ 81120*a*b*c^3*g*p*q*x+185136*a*b*c^3*g*p*r*x-510392*a*b*c^3*g*p*x^2+13776*a*b*c ^3*g*q^2*x+81696*a*b*c^3*g*q*r*x-330376*a*b*c^3*g*q*x^2+101568*a*b*c^3*g*r^2*x-\ 621096*a*b*c^3*g*r*x^2+295488*a*b*c^3*g*x^3+51840*a*b*c^3*p^3*x+86688*a*b*c^3*p ^2*q*x+174064*a*b*c^3*p^2*r*x-477200*a*b*c^3*p^2*x^2+38272*a*b*c^3*p*q^2*x+ 184416*a*b*c^3*p*q*r*x-684288*a*b*c^3*p*q*x^2+192608*a*b*c^3*p*r^2*x-1194808*a* b*c^3*p*r*x^2+529664*a*b*c^3*p*x^3+3424*a*b*c^3*q^3*x+36048*a*b*c^3*q^2*r*x-\ 207088*a*b*c^3*q^2*x^2+97728*a*b*c^3*q*r^2*x-790568*a*b*c^3*q*r*x^2+529664*a*b* c^3*q*x^3+70384*a*b*c^3*r^3*x-752328*a*b*c^3*r^2*x^2+771248*a*b*c^3*r*x^3+400*a *b*c^2*g^4*x+8352*a*b*c^2*g^3*p*x+2768*a*b*c^2*g^3*q*x+9006*a*b*c^2*g^3*r*x-\ 19176*a*b*c^2*g^3*x^2+34452*a*b*c^2*g^2*p^2*x+31328*a*b*c^2*g^2*p*q*x+77304*a*b *c^2*g^2*p*r*x-186156*a*b*c^2*g^2*p*x^2+4660*a*b*c^2*g^2*q^2*x+30764*a*b*c^2*g^ 2*q*r*x-116532*a*b*c^2*g^2*q*x^2+42852*a*b*c^2*g^2*r^2*x-226602*a*b*c^2*g^2*r*x ^2+91136*a*b*c^2*g^2*x^3+47392*a*b*c^2*g*p^3*x+77312*a*b*c^2*g*p^2*q*x+160408*a *b*c^2*g*p^2*r*x-407496*a*b*c^2*g*p^2*x^2+32480*a*b*c^2*g*p*q^2*x+164404*a*b*c^ 2*g*p*q*r*x-576432*a*b*c^2*g*p*q*x^2+178640*a*b*c^2*g*p*r^2*x-1030656*a*b*c^2*g *p*r*x^2+413056*a*b*c^2*g*p*x^3+2560*a*b*c^2*g*q^3*x+29584*a*b*c^2*g*q^2*r*x-\ 168936*a*b*c^2*g*q^2*x^2+87092*a*b*c^2*g*q*r^2*x-659676*a*b*c^2*g*q*r*x^2+ 413056*a*b*c^2*g*q*x^3+65624*a*b*c^2*g*r^3*x-659940*a*b*c^2*g*r^2*x^2+600968*a* b*c^2*g*r*x^3+20804*a*b*c^2*p^4*x+50512*a*b*c^2*p^3*q*x+93844*a*b*c^2*p^3*r*x-\ 242784*a*b*c^2*p^3*x^2+39000*a*b*c^2*p^2*q^2*x+165132*a*b*c^2*p^2*q*r*x-552768* a*b*c^2*p^2*q*x^2+156708*a*b*c^2*p^2*r^2*x-925686*a*b*c^2*p^2*r*x^2+365760*a*b* c^2*p^2*x^3+9680*a*b*c^2*p*q^3*x+79380*a*b*c^2*p*q^2*r*x-377184*a*b*c^2*p*q^2*x ^2+178728*a*b*c^2*p*q*r^2*x-1335348*a*b*c^2*p*q*r*x^2+731520*a*b*c^2*p*q*x^3+ 115100*a*b*c^2*p*r^3*x-1176618*a*b*c^2*p*r^2*x^2+1061008*a*b*c^2*p*r*x^3+388*a* b*c^2*q^4*x+8092*a*b*c^2*q^3*r*x-67200*a*b*c^2*q^3*x^2+40380*a*b*c^2*q^2*r^2*x-\ 409662*a*b*c^2*q^2*r*x^2+365760*a*b*c^2*q^2*x^3+64108*a*b*c^2*q*r^3*x-811878*a* b*c^2*q*r^2*x^2+1061008*a*b*c^2*q*r*x^3+31432*a*b*c^2*r^4*x-493716*a*b*c^2*r^3* x^2+823720*a*b*c^2*r^2*x^3+664*a*b*c*g^4*p*x+136*a*b*c*g^4*q*x+720*a*b*c*g^4*r* x-792*a*b*c*g^4*x^2+5534*a*b*c*g^3*p^2*x+4328*a*b*c*g^3*p*q*x+12790*a*b*c*g^3*p *r*x-23114*a*b*c*g^3*p*x^2+454*a*b*c*g^3*q^2*x+3912*a*b*c*g^3*q*r*x-13726*a*b*c *g^3*q*x^2+7256*a*b*c*g^3*r^2*x-27708*a*b*c*g^3*r*x^2+7552*a*b*c*g^3*x^3+13384* a*b*c*g^2*p^3*x+20732*a*b*c*g^2*p^2*q*x+46100*a*b*c*g^2*p^2*r*x-101706*a*b*c*g^ 2*p^2*x^2+7792*a*b*c*g^2*p*q^2*x+44018*a*b*c*g^2*p*q*r*x-140280*a*b*c*g^2*p*q*x ^2+52048*a*b*c*g^2*p*r^2*x-262850*a*b*c*g^2*p*r*x^2+86784*a*b*c*g^2*p*x^3+444*a *b*c*g^2*q^3*x+6432*a*b*c*g^2*q^2*r*x-38574*a*b*c*g^2*q^2*x^2+23286*a*b*c*g^2*q *r^2*x-155908*a*b*c*g^2*q*r*x^2+86784*a*b*c*g^2*q*x^3+19332*a*b*c*g^2*r^3*x-\ 174846*a*b*c*g^2*r^2*x^2+122992*a*b*c*g^2*r*x^3+12794*a*b*c*g*p^4*x+30456*a*b*c *g*p^3*q*x+58246*a*b*c*g*p^3*r*x-139734*a*b*c*g*p^3*x^2+22676*a*b*c*g*p^2*q^2*x +99974*a*b*c*g*p^2*q*r*x-314742*a*b*c*g*p^2*q*x^2+97974*a*b*c*g*p^2*r^2*x-\ 540699*a*b*c*g*p^2*r*x^2+191936*a*b*c*g*p^2*x^3+5160*a*b*c*g*p*q^3*x+45638*a*b* c*g*p*q^2*r*x-210282*a*b*c*g*p*q^2*x^2+108580*a*b*c*g*p*q*r^2*x-763086*a*b*c*g* p*q*r*x^2+383872*a*b*c*g*p*q*x^3+72386*a*b*c*g*p*r^3*x-700413*a*b*c*g*p*r^2*x^2 +558964*a*b*c*g*p*r*x^3+146*a*b*c*g*q^4*x+3910*a*b*c*g*q^3*r*x-35274*a*b*c*g*q^ 3*x^2+22962*a*b*c*g*q^2*r^2*x-222387*a*b*c*g*q^2*r*x^2+191936*a*b*c*g*q^2*x^3+ 39062*a*b*c*g*q*r^3*x-469191*a*b*c*g*q*r^2*x^2+558964*a*b*c*g*q*r*x^3+19864*a*b *c*g*r^4*x-299448*a*b*c*g*r^3*x^2+453560*a*b*c*g*r^2*x^3+4272*a*b*c*p^5*x+13884 *a*b*c*p^4*q*x+24120*a*b*c*p^4*r*x-60124*a*b*c*p^4*x^2+16032*a*b*c*p^3*q^2*x+ 61228*a*b*c*p^3*q*r*x-190232*a*b*c*p^3*q*x^2+53760*a*b*c*p^3*r^2*x-307194*a*b*c *p^3*r*x^2+111936*a*b*c*p^3*x^3+7512*a*b*c*p^2*q^3*x+50856*a*b*c*p^2*q^2*r*x-\ 209952*a*b*c*p^2*q^2*x^2+100380*a*b*c*p^2*q*r^2*x-704622*a*b*c*p^2*q*r*x^2+ 335808*a*b*c*p^2*q*x^3+59280*a*b*c*p^2*r^3*x-586200*a*b*c*p^2*r^2*x^2+484724*a* b*c*p^2*r*x^3+1104*a*b*c*p*q^4*x+14508*a*b*c*p*q^3*r*x-89704*a*b*c*p*q^3*x^2+ 53616*a*b*c*p*q^2*r^2*x-487662*a*b*c*p*q^2*r*x^2+335808*a*b*c*p*q^2*x^3+72612*a *b*c*p*q*r^3*x-870588*a*b*c*p*q*r^2*x^2+969448*a*b*c*p*q*r*x^3+32400*a*b*c*p*r^ 4*x-491314*a*b*c*p*r^3*x^2+739336*a*b*c*p*r^2*x^3+12*a*b*c*q^5*x+760*a*b*c*q^4* r*x-9860*a*b*c*q^4*x^2+6996*a*b*c*q^3*r^2*x-90234*a*b*c*q^3*r*x^2+111936*a*b*c* q^3*x^3+18792*a*b*c*q^2*r^3*x-284388*a*b*c*q^2*r^2*x^2+484724*a*b*c*q^2*r*x^3+ 19576*a*b*c*q*r^4*x-356198*a*b*c*q*r^3*x^2+739336*a*b*c*q*r^2*x^3+7032*a*b*c*r^ 5*x-152184*a*b*c*r^4*x^2+378912*a*b*c*r^3*x^3+264*a*b*g^4*p^2*x+132*a*b*g^4*p*q *x+660*a*b*g^4*p*r*x-462*a*b*g^4*p*x^2+66*a*b*g^4*q*r*x-330*a*b*g^4*q*x^2+396*a *b*g^4*r^2*x-396*a*b*g^4*r*x^2+1144*a*b*g^3*p^3*x+1584*a*b*g^3*p^2*q*x+4092*a*b *g^3*p^2*r*x-6700*a*b*g^3*p^2*x^2+440*a*b*g^3*p*q^2*x+3344*a*b*g^3*p*q*r*x-8832 *a*b*g^3*p*q*x^2+4752*a*b*g^3*p*r^2*x-18208*a*b*g^3*p*r*x^2+3776*a*b*g^3*p*x^3+ 220*a*b*g^3*q^2*r*x-2132*a*b*g^3*q^2*x^2+1760*a*b*g^3*q*r^2*x-8744*a*b*g^3*q*r* x^2+3776*a*b*g^3*q*x^3+1804*a*b*g^3*r^3*x-13308*a*b*g^3*r^2*x^2+3952*a*b*g^3*r* x^3+1848*a*b*g^2*p^4*x+4224*a*b*g^2*p^3*q*x+8580*a*b*g^2*p^3*r*x-17887*a*b*g^2* p^3*x^2+2904*a*b*g^2*p^2*q^2*x+13992*a*b*g^2*p^2*q*r*x-39475*a*b*g^2*p^2*q*x^2+ 14652*a*b*g^2*p^2*r^2*x-71453*a*b*g^2*p^2*r*x^2+20608*a*b*g^2*p^2*x^3+528*a*b*g ^2*p*q^3*x+5676*a*b*g^2*p*q^2*r*x-25289*a*b*g^2*p*q^2*x^2+15312*a*b*g^2*p*q*r^2 *x-96234*a*b*g^2*p*q*r*x^2+41216*a*b*g^2*p*q*x^3+10956*a*b*g^2*p*r^3*x-96415*a* b*g^2*p*r^2*x^2+59464*a*b*g^2*p*r*x^3+264*a*b*g^2*q^3*r*x-3701*a*b*g^2*q^3*x^2+ 2772*a*b*g^2*q^2*r^2*x-24781*a*b*g^2*q^2*r*x^2+20608*a*b*g^2*q^2*x^3+5544*a*b*g ^2*q*r^3*x-60677*a*b*g^2*q*r^2*x^2+59464*a*b*g^2*q*r*x^3+3036*a*b*g^2*r^4*x-\ 42849*a*b*g^2*r^3*x^2+53814*a*b*g^2*r^2*x^3+1320*a*b*g*p^5*x+4224*a*b*g*p^4*q*x +7524*a*b*g*p^4*r*x-17470*a*b*g*p^4*x^2+4752*a*b*g*p^3*q^2*x+18744*a*b*g*p^3*q* r*x-54788*a*b*g*p^3*q*x^2+16896*a*b*g*p^3*r^2*x-90816*a*b*g*p^3*r*x^2+29640*a*b *g*p^3*x^3+2112*a*b*g*p^2*q^3*x+15048*a*b*g*p^2*q^2*r*x-59544*a*b*g*p^2*q^2*x^2 +30888*a*b*g*p^2*q*r^2*x-205050*a*b*g*p^2*q*r*x^2+88920*a*b*g*p^2*q*x^3+18744*a *b*g*p^2*r^3*x-176748*a*b*g*p^2*r^2*x^2+129436*a*b*g*p^2*r*x^3+264*a*b*g*p*q^4* x+3960*a*b*g*p*q^3*r*x-24604*a*b*g*p*q^3*x^2+15840*a*b*g*p*q^2*r^2*x-137652*a*b *g*p*q^2*r*x^2+88920*a*b*g*p*q^2*x^3+22440*a*b*g*p*q*r^3*x-257256*a*b*g*p*q*r^2 *x^2+258872*a*b*g*p*q*r*x^3+10296*a*b*g*p*r^4*x-150928*a*b*g*p*r^3*x^2+205910*a *b*g*p*r^2*x^3+132*a*b*g*q^4*r*x-2378*a*b*g*q^4*x^2+1848*a*b*g*q^3*r^2*x-23418* a*b*g*q^3*r*x^2+29640*a*b*g*q^3*x^3+5544*a*b*g*q^2*r^3*x-80508*a*b*g*q^2*r^2*x^ 2+129436*a*b*g*q^2*r*x^3+6072*a*b*g*q*r^4*x-106994*a*b*g*q*r^3*x^2+205910*a*b*g *q*r^2*x^3+2244*a*b*g*r^5*x-47526*a*b*g*r^4*x^2+110618*a*b*g*r^3*x^3+352*a*b*p^ 6*x+1452*a*b*p^5*q*x+2376*a*b*p^5*r*x-5821*a*b*p^5*x^2+2288*a*b*p^4*q^2*x+8030* a*b*p^4*q*r*x-23763*a*b*p^4*q*x^2+6600*a*b*p^4*r^2*x-37082*a*b*p^4*r*x^2+12808* a*b*p^4*x^3+1672*a*b*p^3*q^3*x+9856*a*b*p^3*q^2*r*x-36842*a*b*p^3*q^2*x^2+17600 *a*b*p^3*q*r^2*x-118324*a*b*p^3*q*r*x^2+51232*a*b*p^3*q*x^3+9680*a*b*p^3*r^3*x-\ 93837*a*b*p^3*r^2*x^2+73516*a*b*p^3*r*x^3+528*a*b*p^2*q^4*x+5148*a*b*p^2*q^3*r* x-26158*a*b*p^2*q^3*x^2+15840*a*b*p^2*q^2*r^2*x-132480*a*b*p^2*q^2*r*x^2+76848* a*b*p^2*q^2*x^3+19140*a*b*p^2*q*r^3*x-220089*a*b*p^2*q*r^2*x^2+220548*a*b*p^2*q *r*x^3+7920*a*b*p^2*r^4*x-117229*a*b*p^2*r^3*x^2+164970*a*b*p^2*r^2*x^3+44*a*b* p*q^5*x+968*a*b*p*q^4*r*x-7737*a*b*p*q^4*x^2+5280*a*b*p*q^3*r^2*x-58316*a*b*p*q ^3*r*x^2+51232*a*b*p*q^3*x^3+11264*a*b*p*q^2*r^3*x-158667*a*b*p*q^2*r^2*x^2+ 220548*a*b*p*q^2*r*x^3+10340*a*b*p*q*r^4*x-180258*a*b*p*q*r^3*x^2+329940*a*b*p* q*r^2*x^3+3432*a*b*p*r^5*x-72170*a*b*p*r^4*x^2+165394*a*b*p*r^3*x^3+22*a*b*q^5* r*x-479*a*b*q^5*x^2+440*a*b*q^4*r^2*x-7078*a*b*q^4*r*x^2+12808*a*b*q^4*x^3+1804 *a*b*q^3*r^3*x-32415*a*b*q^3*r^2*x^2+73516*a*b*q^3*r*x^3+2992*a*b*q^2*r^4*x-\ 63029*a*b*q^2*r^3*x^2+164970*a*b*q^2*r^2*x^3+2222*a*b*q*r^5*x-54730*a*b*q*r^4*x ^2+165394*a*b*q*r^3*x^3+616*a*b*r^6*x-17517*a*b*r^5*x^2+61132*a*b*r^4*x^3+3712* a*c^7*x+8224*a*c^6*g*x+16832*a*c^6*p*x+7424*a*c^6*q*x+17584*a*c^6*r*x-61600*a*c ^6*x^2+7168*a*c^5*g^2*x+32224*a*c^5*g*p*x+13952*a*c^5*g*q*x+33704*a*c^5*g*r*x-\ 113056*a*c^5*g*x^2+30464*a*c^5*p^2*x+31040*a*c^5*p*q*x+66224*a*c^5*p*r*x-205328 *a*c^5*p*x^2+5760*a*c^5*q^2*x+30864*a*c^5*q*r*x-136848*a*c^5*q*x^2+35760*a*c^5* r^2*x-245736*a*c^5*r*x^2+137536*a*c^5*x^3+3056*a*c^4*g^3*x+23808*a*c^4*g^2*p*x+ 9936*a*c^4*g^2*q*x+24940*a*c^4*g^2*r*x-78016*a*c^4*g^2*x^2+48928*a*c^4*g*p^2*x+ 49136*a*c^4*g*p*q*x+106624*a*c^4*g*p*r*x-316384*a*c^4*g*p*x^2+8848*a*c^4*g*q^2* x+48664*a*c^4*g*q*r*x-208640*a*c^4*g*q*x^2+57696*a*c^4*g*r^2*x-378804*a*c^4*g*r *x^2+201248*a*c^4*g*x^3+28800*a*c^4*p^3*x+49184*a*c^4*p^2*q*x+95876*a*c^4*p^2*r *x-271232*a*c^4*p^2*x^2+22528*a*c^4*p*q^2*x+103528*a*c^4*p*q*r*x-393712*a*c^4*p *q*x^2+105352*a*c^4*p*r^2*x-671088*a*c^4*p*r*x^2+315744*a*c^4*p*x^3+2144*a*c^4* q^3*x+20852*a*c^4*q^2*r*x-122480*a*c^4*q^2*x^2+54344*a*c^4*q*r^2*x-452288*a*c^4 *q*r*x^2+315744*a*c^4*q*x^3+38276*a*c^4*r^3*x-418068*a*c^4*r^2*x^2+459048*a*c^4 *r*x^3+632*a*c^3*g^4*x+8416*a*c^3*g^3*p*x+3256*a*c^3*g^3*q*x+8834*a*c^3*g^3*r*x -24440*a*c^3*g^3*x^2+29368*a*c^3*g^2*p^2*x+28616*a*c^3*g^2*p*q*x+64384*a*c^3*g^ 2*p*r*x-177292*a*c^3*g^2*p*x^2+4848*a*c^3*g^2*q^2*x+28048*a*c^3*g^2*q*r*x-\ 114724*a*c^3*g^2*q*x^2+35016*a*c^3*g^2*r^2*x-212310*a*c^3*g^2*r*x^2+103312*a*c^ 3*g^2*x^3+37192*a*c^3*g*p^3*x+62808*a*c^3*g*p^2*q*x+124238*a*c^3*g*p^2*r*x-\ 336332*a*c^3*g*p^2*x^2+28152*a*c^3*g*p*q^2*x+132176*a*c^3*g*p*q*r*x-484664*a*c^ 3*g*p*q*x^2+136900*a*c^3*g*p*r^2*x-835912*a*c^3*g*p*r*x^2+371104*a*c^3*g*p*x^3+ 2536*a*c^3*g*q^3*x+25698*a*c^3*g*q^2*r*x-148332*a*c^3*g*q^2*x^2+69368*a*c^3*g*q *r^2*x-554560*a*c^3*g*q*r*x^2+371104*a*c^3*g*q*x^3+49854*a*c^3*g*r^3*x-524648*a *c^3*g*r^2*x^2+540912*a*c^3*g*r*x^3+15496*a*c^3*p^4*x+38416*a*c^3*p^3*q*x+69440 *a*c^3*p^3*r*x-184208*a*c^3*p^3*x^2+30720*a*c^3*p^2*q^2*x+124752*a*c^3*p^2*q*r* x-424432*a*c^3*p^2*q*x^2+115344*a*c^3*p^2*r^2*x-694834*a*c^3*p^2*r*x^2+289152*a *c^3*p^2*x^3+8176*a*c^3*p*q^3*x+62112*a*c^3*p*q^2*r*x-296240*a*c^3*p*q^2*x^2+ 134256*a*c^3*p*q*r^2*x-1019140*a*c^3*p*q*r*x^2+578304*a*c^3*p*q*x^3+84352*a*c^3 *p*r^3*x-874570*a*c^3*p*r^2*x^2+835888*a*c^3*p*r*x^3+376*a*c^3*q^4*x+6800*a*c^3 *q^3*r*x-56016*a*c^3*q^3*x^2+31392*a*c^3*q^2*r^2*x-324306*a*c^3*q^2*r*x^2+ 289152*a*c^3*q^2*x^3+47920*a*c^3*q*r^3*x-616106*a*c^3*q*r^2*x^2+835888*a*c^3*q* r*x^3+22952*a*c^3*r^4*x-363944*a*c^3*r^3*x^2+636336*a*c^3*r^2*x^3+50*a*c^2*g^5* x+1412*a*c^2*g^4*p*x+460*a*c^2*g^4*q*x+1486*a*c^2*g^4*r*x-3206*a*c^2*g^4*x^2+ 8056*a*c^2*g^3*p^2*x+7364*a*c^2*g^3*p*q*x+17908*a*c^2*g^3*p*r*x-42916*a*c^2*g^3 *p*x^2+1092*a*c^2*g^3*q^2*x+7022*a*c^2*g^3*q*r*x-26844*a*c^2*g^3*q*x^2+9852*a*c ^2*g^3*r^2*x-51267*a*c^2*g^3*r*x^2+21144*a*c^2*g^3*x^3+16952*a*c^2*g^2*p^3*x+ 27964*a*c^2*g^2*p^2*q*x+57100*a*c^2*g^2*p^2*r*x-143192*a*c^2*g^2*p^2*x^2+11968* a*c^2*g^2*p*q^2*x+58838*a*c^2*g^2*p*q*r*x-203624*a*c^2*g^2*p*q*x^2+63344*a*c^2* g^2*p*r^2*x-359422*a*c^2*g^2*p*r*x^2+144248*a*c^2*g^2*p*x^3+956*a*c^2*g^2*q^3*x +10548*a*c^2*g^2*q^2*r*x-60432*a*c^2*g^2*q^2*x^2+30874*a*c^2*g^2*q*r^2*x-230640 *a*c^2*g^2*q*r*x^2+144248*a*c^2*g^2*q*x^3+23196*a*c^2*g^2*r^3*x-229527*a*c^2*g^ 2*r^2*x^2+210046*a*c^2*g^2*r*x^3+15054*a*c^2*g*p^4*x+36996*a*c^2*g*p^3*q*x+ 67732*a*c^2*g*p^3*r*x-172128*a*c^2*g*p^3*x^2+29136*a*c^2*g*p^2*q^2*x+120356*a*c ^2*g*p^2*q*r*x-394440*a*c^2*g*p^2*q*x^2+112872*a*c^2*g*p^2*r^2*x-653713*a*c^2*g *p^2*r*x^2+255888*a*c^2*g*p^2*x^3+7500*a*c^2*g*p*q^3*x+58648*a*c^2*g*p*q^2*r*x-\ 272496*a*c^2*g*p*q^2*x^2+129724*a*c^2*g*p*q*r^2*x-948986*a*c^2*g*p*q*r*x^2+ 511776*a*c^2*g*p*q*x^3+82764*a*c^2*g*p*r^3*x-830057*a*c^2*g*p*r^2*x^2+742858*a* c^2*g*p*r*x^3+306*a*c^2*g*q^4*x+6024*a*c^2*g*q^3*r*x-50184*a*c^2*g*q^3*x^2+ 29512*a*c^2*g*q^2*r^2*x-295273*a*c^2*g*q^2*r*x^2+255888*a*c^2*g*q^2*x^3+46364*a *c^2*g*q*r^3*x-576719*a*c^2*g*q*r^2*x^2+742858*a*c^2*g*q*r*x^3+22570*a*c^2*g*r^ 4*x-348472*a*c^2*g*r^3*x^2+577116*a*c^2*g*r^2*x^3+4780*a*c^2*p^5*x+15832*a*c^2* p^4*q*x+26830*a*c^2*p^4*r*x-68374*a*c^2*p^4*x^2+18840*a*c^2*p^3*q^2*x+69432*a*c ^2*p^3*q*r*x-218736*a*c^2*p^3*q*x^2+59520*a*c^2*p^3*r^2*x-345714*a*c^2*p^3*r*x^ 2+132032*a*c^2*p^3*x^3+9328*a*c^2*p^2*q^3*x+59484*a*c^2*p^2*q^2*r*x-245964*a*c^ 2*p^2*q^2*x^2+113304*a*c^2*p^2*q*r^2*x-804474*a*c^2*p^2*q*r*x^2+396096*a*c^2*p^ 2*q*x^3+65380*a*c^2*p^2*r^3*x-653430*a*c^2*p^2*r^2*x^2+568698*a*c^2*p^2*r*x^3+ 1564*a*c^2*p*q^4*x+17992*a*c^2*p*q^3*r*x-109216*a*c^2*p*q^3*x^2+62448*a*c^2*p*q ^2*r^2*x-571806*a*c^2*p*q^2*r*x^2+396096*a*c^2*p*q^2*x^3+81640*a*c^2*p*q*r^3*x-\ 987276*a*c^2*p*q*r^2*x^2+1137396*a*c^2*p*q*r*x^3+35620*a*c^2*p*r^4*x-543214*a*c ^2*p*r^3*x^2+850920*a*c^2*p*r^2*x^3+24*a*c^2*q^5*x+1110*a*c^2*q^4*r*x-13614*a*c ^2*q^4*x^2+8664*a*c^2*q^3*r^2*x-113046*a*c^2*q^3*r*x^2+132032*a*c^2*q^3*x^3+ 21804*a*c^2*q^2*r^3*x-333846*a*c^2*q^2*r^2*x^2+568698*a*c^2*q^2*r*x^3+21936*a*c ^2*q*r^4*x-401538*a*c^2*q*r^3*x^2+850920*a*c^2*q*r^2*x^3+7710*a*c^2*r^5*x-\ 167124*a*c^2*r^4*x^2+426446*a*c^2*r^3*x^3+90*a*c*g^5*p*x+18*a*c*g^5*q*x+95*a*c* g^5*r*x-104*a*c*g^5*x^2+974*a*c*g^4*p^2*x+770*a*c*g^4*p*q*x+2237*a*c*g^4*p*r*x-\ 3974*a*c*g^4*p*x^2+80*a*c*g^4*q^2*x+673*a*c*g^4*q*r*x-2356*a*c*g^4*q*x^2+1263*a *c*g^4*r^2*x-4644*a*c*g^4*r*x^2+1304*a*c*g^4*x^3+3190*a*c*g^3*p^3*x+5012*a*c*g^ 3*p^2*q*x+10947*a*c*g^3*p^2*r*x-23763*a*c*g^3*p^2*x^2+1934*a*c*g^3*p*q^2*x+ 10544*a*c*g^3*p*q*r*x-32978*a*c*g^3*p*q*x^2+12324*a*c*g^3*p*r^2*x-60959*a*c*g^3 *p*r*x^2+20120*a*c*g^3*p*x^3+112*a*c*g^3*q^3*x+1542*a*c*g^3*q^2*r*x-9215*a*c*g^ 3*q^2*x^2+5532*a*c*g^3*q*r^2*x-36292*a*c*g^3*q*r*x^2+20120*a*c*g^3*q*x^3+4567*a *c*g^3*r^3*x-40512*a*c*g^3*r^2*x^2+28540*a*c*g^3*r*x^3+4614*a*c*g^2*p^4*x+11134 *a*c*g^2*p^3*q*x+20955*a*c*g^2*p^3*r*x-49415*a*c*g^2*p^3*x^2+8486*a*c*g^2*p^2*q ^2*x+36383*a*c*g^2*p^2*q*r*x-112091*a*c*g^2*p^2*q*x^2+35181*a*c*g^2*p^2*r^2*x-\ 190494*a*c*g^2*p^2*r*x^2+66940*a*c*g^2*p^2*x^3+2026*a*c*g^2*p*q^3*x+16907*a*c*g ^2*p*q^2*r*x-75937*a*c*g^2*p*q^2*x^2+39364*a*c*g^2*p*q*r^2*x-270766*a*c*g^2*p*q *r*x^2+133880*a*c*g^2*p*q*x^3+25953*a*c*g^2*p*r^3*x-246632*a*c*g^2*p*r^2*x^2+ 195093*a*c*g^2*p*r*x^3+60*a*c*g^2*q^4*x+1479*a*c*g^2*q^3*r*x-13261*a*c*g^2*q^3* x^2+8421*a*c*g^2*q^2*r^2*x-80272*a*c*g^2*q^2*r*x^2+66940*a*c*g^2*q^2*x^3+14115* a*c*g^2*q*r^3*x-166555*a*c*g^2*q*r^2*x^2+195093*a*c*g^2*q*r*x^3+7113*a*c*g^2*r^ 4*x-105553*a*c*g^2*r^3*x^2+158524*a*c*g^2*r^2*x^3+3096*a*c*g*p^5*x+10186*a*c*g* p^4*q*x+17450*a*c*g*p^4*r*x-42741*a*c*g*p^4*x^2+11992*a*c*g*p^3*q^2*x+44792*a*c *g*p^3*q*r*x-136148*a*c*g*p^3*q*x^2+38840*a*c*g*p^3*r^2*x-217855*a*c*g*p^3*r*x^ 2+78184*a*c*g*p^3*x^3+5820*a*c*g*p^2*q^3*x+37842*a*c*g*p^2*q^2*r*x-151998*a*c*g *p^2*q^2*x^2+73260*a*c*g*p^2*q*r^2*x-503247*a*c*g*p^2*q*r*x^2+234552*a*c*g*p^2* q*x^3+42780*a*c*g*p^2*r^3*x-415589*a*c*g*p^2*r^2*x^2+338739*a*c*g*p^2*r*x^3+928 *a*c*g*p*q^4*x+11108*a*c*g*p*q^3*r*x-66516*a*c*g*p*q^3*x^2+39708*a*c*g*p*q^2*r^ 2*x-352929*a*c*g*p*q^2*r*x^2+234552*a*c*g*p*q^2*x^3+52888*a*c*g*p*q*r^3*x-\ 622060*a*c*g*p*q*r^2*x^2+677478*a*c*g*p*q*r*x^3+23360*a*c*g*p*r^4*x-348577*a*c* g*p*r^3*x^2+516940*a*c*g*p*r^2*x^3+10*a*c*g*q^5*x+608*a*c*g*q^4*r*x-7925*a*c*g* q^4*x^2+5288*a*c*g*q^3*r^2*x-67537*a*c*g*q^3*r*x^2+78184*a*c*g*q^3*x^3+13858*a* c*g*q^2*r^3*x-206471*a*c*g*q^2*r^2*x^2+338739*a*c*g*q^2*r*x^3+14234*a*c*g*q*r^4 *x-254961*a*c*g*q*r^3*x^2+516940*a*c*g*q*r^2*x^3+5066*a*c*g*r^5*x-108102*a*c*g* r^4*x^2+264979*a*c*g*r^3*x^3+788*a*c*p^6*x+3304*a*c*p^5*q*x+5290*a*c*p^5*r*x-\ 13219*a*c*p^5*x^2+5336*a*c*p^4*q^2*x+18176*a*c*p^4*q*r*x-54503*a*c*p^4*q*x^2+ 14630*a*c*p^4*r^2*x-83340*a*c*p^4*r*x^2+30060*a*c*p^4*x^3+4064*a*c*p^3*q^3*x+ 22876*a*c*p^3*q^2*r*x-85822*a*c*p^3*q^2*x^2+39664*a*c*p^3*q*r^2*x-269188*a*c*p^ 3*q*r*x^2+120240*a*c*p^3*q*x^3+21380*a*c*p^3*r^3*x-208911*a*c*p^3*r^2*x^2+ 171306*a*c*p^3*r*x^3+1396*a*c*p^2*q^4*x+12472*a*c*p^2*q^3*r*x-62638*a*c*p^2*q^3 *x^2+36612*a*c*p^2*q^2*r^2*x-307524*a*c*p^2*q^2*r*x^2+180360*a*c*p^2*q^2*x^3+ 42976*a*c*p^2*q*r^3*x-496917*a*c*p^2*q*r^2*x^2+513918*a*c*p^2*q*r*x^3+17440*a*c *p^2*r^4*x-258883*a*c*p^2*r^3*x^2+377328*a*c*p^2*r^2*x^3+152*a*c*p*q^5*x+2570*a *c*p*q^4*r*x-19727*a*c*p*q^4*x^2+12752*a*c*p*q^3*r^2*x-140844*a*c*p*q^3*r*x^2+ 120240*a*c*p*q^3*x^3+25940*a*c*p*q^2*r^3*x-367101*a*c*p*q^2*r^2*x^2+513918*a*c* p*q^2*r*x^3+23144*a*c*p*q*r^4*x-404282*a*c*p*q*r^3*x^2+754656*a*c*p*q*r^2*x^3+ 7538*a*c*p*r^5*x-158298*a*c*p*r^4*x^2+370350*a*c*p*r^3*x^3+88*a*c*q^5*r*x-1627* a*c*q^5*x^2+1174*a*c*q^4*r^2*x-19168*a*c*q^4*r*x^2+30060*a*c*q^4*x^3+4344*a*c*q ^3*r^3*x-79095*a*c*q^3*r^2*x^2+171306*a*c*q^3*r*x^3+6868*a*c*q^2*r^4*x-145399*a *c*q^2*r^3*x^2+377328*a*c*q^2*r^2*x^3+4960*a*c*q*r^5*x-122050*a*c*q*r^4*x^2+ 370350*a*c*q*r^3*x^3+1350*a*c*r^6*x-38205*a*c*r^5*x^2+134268*a*c*r^4*x^3+38*a*g ^5*p^2*x+20*a*g^5*p*q*x+95*a*g^5*p*r*x-62*a*g^5*p*x^2+10*a*g^5*q*r*x-44*a*g^5*q *x^2+57*a*g^5*r^2*x-48*a*g^5*r*x^2+206*a*g^4*p^3*x+292*a*g^4*p^2*q*x+736*a*g^4* p^2*r*x-1173*a*g^4*p^2*x^2+86*a*g^4*p*q^2*x+614*a*g^4*p*q*r*x-1559*a*g^4*p*q*x^ 2+854*a*g^4*p*r^2*x-3170*a*g^4*p*r*x^2+652*a*g^4*p*x^3+43*a*g^4*q^2*r*x-386*a*g ^4*q^2*x^2+322*a*g^4*q*r^2*x-1538*a*g^4*q*r*x^2+652*a*g^4*q*x^3+324*a*g^4*r^3*x -2326*a*g^4*r^2*x^2+682*a*g^4*r*x^3+444*a*g^3*p^4*x+1032*a*g^3*p^3*q*x+2058*a*g ^3*p^3*r*x-4211*a*g^3*p^3*x^2+732*a*g^3*p^2*q^2*x+3408*a*g^3*p^2*q*r*x-9371*a*g ^3*p^2*q*x^2+3510*a*g^3*p^2*r^2*x-16773*a*g^3*p^2*r*x^2+4774*a*g^3*p^2*x^3+144* a*g^3*p*q^3*x+1422*a*g^3*p*q^2*r*x-6109*a*g^3*p*q^2*x^2+3720*a*g^3*p*q*r^2*x-\ 22810*a*g^3*p*q*r*x^2+9548*a*g^3*p*q*x^3+2622*a*g^3*p*r^3*x-22650*a*g^3*p*r^2*x ^2+13792*a*g^3*p*r*x^3+72*a*g^3*q^3*r*x-949*a*g^3*q^3*x^2+690*a*g^3*q^2*r^2*x-\ 6037*a*g^3*q^2*r*x^2+4774*a*g^3*q^2*x^3+1344*a*g^3*q*r^3*x-14429*a*g^3*q*r^2*x^ 2+13792*a*g^3*q*r*x^3+726*a*g^3*r^4*x-10088*a*g^3*r^3*x^2+12510*a*g^3*r^2*x^3+ 476*a*g^2*p^5*x+1544*a*g^2*p^4*q*x+2708*a*g^2*p^4*r*x-6195*a*g^2*p^4*x^2+1776*a *g^2*p^3*q^2*x+6832*a*g^2*p^3*q*r*x-19572*a*g^2*p^3*q*x^2+6072*a*g^2*p^3*r^2*x-\ 32132*a*g^2*p^3*r*x^2+10322*a*g^2*p^3*x^3+824*a*g^2*p^2*q^3*x+5598*a*g^2*p^2*q^ 2*r*x-21546*a*g^2*p^2*q^2*x^2+11232*a*g^2*p^2*q*r^2*x-73134*a*g^2*p^2*q*r*x^2+ 30966*a*g^2*p^2*q*x^3+6728*a*g^2*p^2*r^3*x-62532*a*g^2*p^2*r^2*x^2+45105*a*g^2* p^2*r*x^3+116*a*g^2*p*q^4*x+1532*a*g^2*p*q^3*r*x-9156*a*g^2*p*q^3*x^2+5868*a*g^ 2*p*q^2*r^2*x-49872*a*g^2*p*q^2*r*x^2+30966*a*g^2*p*q^2*x^3+8144*a*g^2*p*q*r^3* x-91848*a*g^2*p*q*r^2*x^2+90210*a*g^2*p*q*r*x^3+3692*a*g^2*p*r^4*x-53448*a*g^2* p*r^3*x^2+71824*a*g^2*p*r^2*x^3+58*a*g^2*q^4*r*x-987*a*g^2*q^4*x^2+708*a*g^2*q^ 3*r^2*x-8870*a*g^2*q^3*r*x^2+10322*a*g^2*q^3*x^3+2046*a*g^2*q^2*r^3*x-29316*a*g ^2*q^2*r^2*x^2+45105*a*g^2*q^2*r*x^3+2200*a*g^2*q*r^4*x-38286*a*g^2*q*r^3*x^2+ 71824*a*g^2*q*r^2*x^3+804*a*g^2*r^5*x-16853*a*g^2*r^4*x^2+38605*a*g^2*r^3*x^3+ 254*a*g*p^6*x+1060*a*g*p^5*q*x+1711*a*g*p^5*r*x-4139*a*g*p^5*x^2+1700*a*g*p^4*q ^2*x+5846*a*g*p^4*q*r*x-17007*a*g*p^4*q*x^2+4745*a*g*p^4*r^2*x-26313*a*g*p^4*r* x^2+8930*a*g*p^4*x^3+1280*a*g*p^3*q^3*x+7294*a*g*p^3*q^2*r*x-26638*a*g*p^3*q^2* x^2+12784*a*g*p^3*q*r^2*x-84534*a*g*p^3*q*r*x^2+35720*a*g*p^3*q*x^3+6950*a*g*p^ 3*r^3*x-66555*a*g*p^3*r^2*x^2+51269*a*g*p^3*r*x^3+430*a*g*p^2*q^4*x+3916*a*g*p^ 2*q^3*r*x-19262*a*g*p^2*q^3*x^2+11682*a*g*p^2*q^2*r^2*x-95724*a*g*p^2*q^2*r*x^2 +53580*a*g*p^2*q^2*x^3+13876*a*g*p^2*q*r^3*x-157251*a*g*p^2*q*r^2*x^2+153807*a* g*p^2*q*r*x^3+5680*a*g*p^2*r^4*x-83177*a*g*p^2*r^3*x^2+115086*a*g*p^2*r^2*x^3+ 44*a*g*p*q^5*x+779*a*g*p*q^4*r*x-5943*a*g*p*q^4*x^2+3992*a*g*p*q^3*r^2*x-43098* a*g*p*q^3*r*x^2+35720*a*g*p*q^3*x^3+8282*a*g*p*q^2*r^3*x-114837*a*g*p*q^2*r^2*x ^2+153807*a*g*p*q^2*r*x^3+7484*a*g*p*q*r^4*x-128928*a*g*p*q*r^3*x^2+230172*a*g* p*q*r^2*x^3+2459*a*g*p*r^5*x-51246*a*g*p*r^4*x^2+115397*a*g*p*r^3*x^3+22*a*g*q^ 5*r*x-451*a*g*q^5*x^2+349*a*g*q^4*r^2*x-5595*a*g*q^4*r*x^2+8930*a*g*q^4*x^3+ 1356*a*g*q^3*r^3*x-24141*a*g*q^3*r^2*x^2+51269*a*g*q^3*r*x^3+2194*a*g*q^2*r^4*x -45751*a*g*q^2*r^3*x^2+115086*a*g*q^2*r^2*x^3+1606*a*g*q*r^5*x-39204*a*g*q*r^4* x^2+115397*a*g*q*r^3*x^3+441*a*g*r^6*x-12450*a*g*r^5*x^2+42650*a*g*r^4*x^3+54*a *p^7*x+276*a*p^6*q*x+420*a*p^6*r*x-1044*a*p^6*x^2+570*a*p^5*q^2*x+1818*a*p^5*q* r*x-5291*a*p^5*q*x^2+1386*a*p^5*r^2*x-7832*a*p^5*r*x^2+2730*a*p^5*x^3+600*a*p^4 *q^3*x+3075*a*p^4*q^2*r*x-10795*a*p^4*q^2*x^2+4950*a*p^4*q*r^2*x-32600*a*p^4*q* r*x^2+13650*a*p^4*q*x^3+2520*a*p^4*r^3*x-24290*a*p^4*r^2*x^2+19274*a*p^4*r*x^3+ 330*a*p^3*q^4*x+2520*a*p^3*q^3*r*x-11150*a*p^3*q^3*x^2+6600*a*p^3*q^2*r^2*x-\ 52080*a*p^3*q^2*r*x^2+27300*a*p^3*q^2*x^3+7140*a*p^3*q*r^3*x-79840*a*p^3*q*r^2* x^2+77096*a*p^3*q*r*x^3+2730*a*p^3*r^4*x-39720*a*p^3*r^3*x^2+55476*a*p^3*r^2*x^ 3+84*a*p^2*q^5*x+990*a*p^2*q^4*r*x-5930*a*p^2*q^4*x^2+3960*a*p^2*q^3*r^2*x-\ 38960*a*p^2*q^3*r*x^2+27300*a*p^2*q^3*x^3+7050*a*p^2*q^2*r^3*x-93780*a*p^2*q^2* r^2*x^2+115644*a*p^2*q^2*r*x^3+5760*a*p^2*q*r^4*x-96830*a*p^2*q*r^3*x^2+166428* a*p^2*q*r^2*x^3+1764*a*p^2*r^5*x-36080*a*p^2*r^4*x^2+79823*a*p^2*r^3*x^3+6*a*p* q^6*x+150*a*p*q^5*r*x-1399*a*p*q^5*x^2+990*a*p*q^4*r^2*x-12920*a*p*q^4*r*x^2+ 13650*a*p*q^4*x^3+2760*a*p*q^3*r^3*x-45200*a*p*q^3*r^2*x^2+77096*a*p*q^3*r*x^3+ 3750*a*p*q^2*r^4*x-74500*a*p*q^2*r^3*x^2+166428*a*p*q^2*r^2*x^3+2466*a*p*q*r^5* x-58085*a*p*q*r^4*x^2+159646*a*p*q*r^3*x^3+630*a*p*r^6*x-17264*a*p*r^5*x^2+ 56664*a*p*r^4*x^3+3*a*q^6*r*x-71*a*q^6*x^2+66*a*q^5*r^2*x-1272*a*q^5*r*x^2+2730 *a*q^5*x^3+330*a*q^4*r^3*x-6970*a*q^4*r^2*x^2+19274*a*q^4*r*x^3+720*a*q^3*r^4*x -17390*a*q^3*r^3*x^2+55476*a*q^3*r^2*x^3+795*a*q^2*r^5*x-22005*a*q^2*r^4*x^2+ 79823*a*q^2*r^3*x^3+438*a*q*r^6*x-13786*a*q*r^5*x^2+56664*a*q*r^4*x^3+96*a*r^7* x-3402*a*r^6*x^2+15773*a*r^5*x^3+64*b^6*c^2*x+64*b^6*c*p*x+80*b^6*c*r*x-128*b^6 *c*x^2+16*b^6*p^2*x+40*b^6*p*r*x-64*b^6*p*x^2-48*b^6*q*x^2+24*b^6*r^2*x-96*b^6* r*x^2+640*b^5*c^3*x+288*b^5*c^2*g*x+1024*b^5*c^2*p*x+256*b^5*c^2*q*x+1232*b^5*c ^2*r*x-2960*b^5*c^2*x^2+320*b^5*c*g*p*x+32*b^5*c*g*q*x+392*b^5*c*g*r*x-544*b^5* c*g*x^2+544*b^5*c*p^2*x+320*b^5*c*p*q*x+1312*b^5*c*p*r*x-3024*b^5*c*p*x^2+368*b ^5*c*q*r*x-1784*b^5*c*q*x^2+768*b^5*c*r^2*x-4272*b^5*c*r*x^2+992*b^5*c*x^3+88*b ^5*g*p^2*x+16*b^5*g*p*q*x+220*b^5*g*p*r*x-280*b^5*g*p*x^2+8*b^5*g*q*r*x-208*b^5 *g*q*x^2+132*b^5*g*r^2*x-384*b^5*g*r*x^2+96*b^5*p^3*x+96*b^5*p^2*q*x+348*b^5*p^ 2*r*x-772*b^5*p^2*x^2+216*b^5*p*q*r*x-940*b^5*p*q*x^2+408*b^5*p*r^2*x-2208*b^5* p*r*x^2+496*b^5*p*x^3-168*b^5*q^2*x^2+120*b^5*q*r^2*x-960*b^5*q*r*x^2+496*b^5*q *x^3+156*b^5*r^3*x-1572*b^5*r^2*x^2+520*b^5*r*x^3+2624*b^4*c^4*x+2336*b^4*c^3*g *x+5792*b^4*c^3*p*x+2048*b^4*c^3*q*x+6736*b^4*c^3*r*x-19136*b^4*c^3*x^2+512*b^4 *c^2*g^2*x+3968*b^4*c^2*g*p*x+1152*b^4*c^2*g*q*x+4672*b^4*c^2*g*r*x-10616*b^4*c ^2*g*x^2+4704*b^4*c^2*p^2*x+3808*b^4*c^2*p*q*x+10992*b^4*c^2*p*r*x-29624*b^4*c^ 2*p*x^2+384*b^4*c^2*q^2*x+4256*b^4*c^2*q*r*x-18352*b^4*c^2*q*x^2+6288*b^4*c^2*r ^2*x-39504*b^4*c^2*r*x^2+14560*b^4*c^2*x^3+624*b^4*c*g^2*p*x+96*b^4*c*g^2*q*x+ 748*b^4*c*g^2*r*x-944*b^4*c*g^2*x^2+2216*b^4*c*g*p^2*x+1472*b^4*c*g*p*q*x+5284* b^4*c*g*p*r*x-11268*b^4*c*g*p*x^2+80*b^4*c*g*q^2*x+1568*b^4*c*g*q*r*x-6676*b^4* c*g*q*x^2+3068*b^4*c*g*r^2*x-15288*b^4*c*g*r*x^2+3680*b^4*c*g*x^3+1672*b^4*c*p^ 3*x+2272*b^4*c*p^2*q*x+5880*b^4*c*p^2*r*x-15112*b^4*c*p^2*x^2+600*b^4*c*p*q^2*x +5104*b^4*c*p*q*r*x-19968*b^4*c*p*q*x^2+6744*b^4*c*p*r^2*x-40728*b^4*c*p*r*x^2+ 13888*b^4*c*p*x^3+632*b^4*c*q^2*r*x-4856*b^4*c*q^2*x^2+2832*b^4*c*q*r^2*x-23380 *b^4*c*q*r*x^2+13888*b^4*c*q*x^3+2536*b^4*c*r^3*x-27240*b^4*c*r^2*x^2+19652*b^4 *c*r*x^3+188*b^4*g^2*p^2*x+56*b^4*g^2*p*q*x+470*b^4*g^2*p*r*x-500*b^4*g^2*p*x^2 +28*b^4*g^2*q*r*x-368*b^4*g^2*q*x^2+282*b^4*g^2*r^2*x-624*b^4*g^2*r*x^2+408*b^4 *g*p^3*x+464*b^4*g*p^2*q*x+1472*b^4*g*p^2*r*x-2972*b^4*g*p^2*x^2+56*b^4*g*p*q^2 *x+1016*b^4*g*p*q*r*x-3708*b^4*g*p*q*x^2+1720*b^4*g*p*r^2*x-8376*b^4*g*p*r*x^2+ 1840*b^4*g*p*x^3+28*b^4*g*q^2*r*x-736*b^4*g*q^2*x^2+552*b^4*g*q*r^2*x-3752*b^4* g*q*r*x^2+1840*b^4*g*q*x^3+656*b^4*g*r^3*x-6008*b^4*g*r^2*x^2+1928*b^4*g*r*x^3+ 220*b^4*p^4*x+440*b^4*p^3*q*x+1034*b^4*p^3*r*x-2542*b^4*p^3*x^2+220*b^4*p^2*q^2 *x+1496*b^4*p^2*q*r*x-5312*b^4*p^2*q*x^2+1782*b^4*p^2*r^2*x-10344*b^4*p^2*r*x^2 +3304*b^4*p^2*x^3+462*b^4*p*q^2*r*x-2998*b^4*p*q^2*x^2+1672*b^4*p*q*r^2*x-13078 *b^4*p*q*r*x^2+6608*b^4*p*q*x^3+1342*b^4*p*r^3*x-13910*b^4*p*r^2*x^2+9514*b^4*p *r*x^3-228*b^4*q^3*x^2+242*b^4*q^2*r^2*x-2734*b^4*q^2*r*x^2+3304*b^4*q^2*x^3+ 616*b^4*q*r^3*x-8080*b^4*q*r^2*x^2+9514*b^4*q*r*x^3+374*b^4*r^4*x-6108*b^4*r^3* x^2+8574*b^4*r^2*x^3+5632*b^3*c^5*x+7488*b^3*c^4*g*x+16000*b^3*c^4*p*x+6464*b^3 *c^4*q*x+18144*b^3*c^4*r*x-56432*b^3*c^4*x^2+3264*b^3*c^3*g^2*x+17280*b^3*c^3*g *p*x+6464*b^3*c^3*g*q*x+19728*b^3*c^3*g*r*x-54528*b^3*c^3*g*x^2+17632*b^3*c^3*p ^2*x+16160*b^3*c^3*p*q*x+40304*b^3*c^3*p*r*x-117848*b^3*c^3*p*x^2+2368*b^3*c^3* q^2*x+17616*b^3*c^3*q*r*x-75672*b^3*c^3*q*x^2+22672*b^3*c^3*r^2*x-151320*b^3*c^ 3*r*x^2+68672*b^3*c^3*x^3+464*b^3*c^2*g^3*x+5872*b^3*c^2*g^2*p*x+1840*b^3*c^2*g ^2*q*x+6772*b^3*c^2*g^2*r*x-14868*b^3*c^2*g^2*x^2+14536*b^3*c^2*g*p^2*x+12384*b ^3*c^2*g*p*q*x+33596*b^3*c^2*g*p*r*x-86812*b^3*c^2*g*p*x^2+1536*b^3*c^2*g*q^2*x +13304*b^3*c^2*g*q*r*x-54080*b^3*c^2*g*q*x^2+19060*b^3*c^2*g*r^2*x-112708*b^3*c ^2*g*r*x^2+42576*b^3*c^2*g*x^3+9456*b^3*c^2*p^3*x+14432*b^3*c^2*p^2*q*x+32572*b ^3*c^2*p^2*r*x-90276*b^3*c^2*p^2*x^2+5248*b^3*c^2*p*q^2*x+31904*b^3*c^2*p*q*r*x -124544*b^3*c^2*p*q*x^2+36776*b^3*c^2*p*r^2*x-234828*b^3*c^2*p*r*x^2+96128*b^3* c^2*p*x^3+272*b^3*c^2*q^3*x+5404*b^3*c^2*q^2*r*x-34268*b^3*c^2*q^2*x^2+17472*b^ 3*c^2*q*r^2*x-147712*b^3*c^2*q*r*x^2+96128*b^3*c^2*q*x^3+13660*b^3*c^2*r^3*x-\ 151836*b^3*c^2*r^2*x^2+139748*b^3*c^2*r*x^3+616*b^3*c*g^3*p*x+112*b^3*c*g^3*q*x +722*b^3*c*g^3*r*x-856*b^3*c*g^3*x^2+3440*b^3*c*g^2*p^2*x+2456*b^3*c*g^2*p*q*x+ 8128*b^3*c*g^2*p*r*x-16360*b^3*c*g^2*p*x^2+200*b^3*c*g^2*q^2*x+2480*b^3*c*g^2*q *r*x-9714*b^3*c*g^2*q*x^2+4688*b^3*c*g^2*r^2*x-21396*b^3*c*g^2*r*x^2+5336*b^3*c *g^2*x^3+5296*b^3*c*g*p^3*x+7584*b^3*c*g*p^2*q*x+18504*b^3*c*g*p^2*r*x-45160*b^ 3*c*g*p^2*x^2+2360*b^3*c*g*p*q^2*x+16700*b^3*c*g*p*q*r*x-60588*b^3*c*g*p*q*x^2+ 21120*b^3*c*g*p*r^2*x-120146*b^3*c*g*p*r*x^2+40576*b^3*c*g*p*x^3+72*b^3*c*g*q^3 *x+2242*b^3*c*g*q^2*r*x-15428*b^3*c*g*q^2*x^2+9116*b^3*c*g*q*r^2*x-69822*b^3*c* g*q*r*x^2+40576*b^3*c*g*q*x^3+7912*b^3*c*g*r^3*x-80288*b^3*c*g*r^2*x^2+57458*b^ 3*c*g*r*x^3+2472*b^3*c*p^4*x+5496*b^3*c*p^3*q*x+11376*b^3*c*p^3*r*x-30154*b^3*c *p^3*x^2+3576*b^3*c*p^2*q^2*x+18416*b^3*c*p^2*q*r*x-65878*b^3*c*p^2*q*x^2+19296 *b^3*c*p^2*r^2*x-118474*b^3*c*p^2*r*x^2+44736*b^3*c*p^2*x^3+552*b^3*c*p*q^3*x+ 7564*b^3*c*p*q^2*r*x-41294*b^3*c*p*q^2*x^2+20344*b^3*c*p*q*r^2*x-162016*b^3*c*p *q*r*x^2+89472*b^3*c*p*q*x^3+14352*b^3*c*p*r^3*x-153916*b^3*c*p*r^2*x^2+130200* b^3*c*p*r*x^3+524*b^3*c*q^3*r*x-5570*b^3*c*q^3*x^2+3988*b^3*c*q^2*r^2*x-43542*b ^3*c*q^2*r*x^2+44736*b^3*c*q^2*x^3+7424*b^3*c*q*r^3*x-99458*b^3*c*q*r^2*x^2+ 130200*b^3*c*q*r*x^3+3960*b^3*c*r^4*x-65596*b^3*c*r^3*x^2+105560*b^3*c*r^2*x^3+ 202*b^3*g^3*p^2*x+76*b^3*g^3*p*q*x+505*b^3*g^3*p*r*x-466*b^3*g^3*p*x^2+38*b^3*g ^3*q*r*x-340*b^3*g^3*q*x^2+303*b^3*g^3*r^2*x-528*b^3*g^3*r*x^2+656*b^3*g^2*p^3* x+808*b^3*g^2*p^2*q*x+2359*b^3*g^2*p^2*r*x-4441*b^3*g^2*p^2*x^2+152*b^3*g^2*p*q ^2*x+1742*b^3*g^2*p*q*r*x-5647*b^3*g^2*p*q*x^2+2750*b^3*g^2*p*r^2*x-12368*b^3*g ^2*p*r*x^2+2668*b^3*g^2*p*x^3+76*b^3*g^2*q^2*r*x-1206*b^3*g^2*q^2*x^2+934*b^3*g ^2*q*r^2*x-5672*b^3*g^2*q*r*x^2+2668*b^3*g^2*q*x^3+1047*b^3*g^2*r^3*x-8929*b^3* g^2*r^2*x^2+2794*b^3*g^2*r*x^3+706*b^3*g*p^4*x+1488*b^3*g*p^3*q*x+3303*b^3*g*p^ 3*r*x-7695*b^3*g*p^3*x^2+858*b^3*g*p^2*q^2*x+5006*b^3*g*p^2*q*r*x-16390*b^3*g*p ^2*q*x^2+5673*b^3*g*p^2*r^2*x-31130*b^3*g*p^2*r*x^2+9644*b^3*g*p^2*x^3+76*b^3*g *p*q^3*x+1741*b^3*g*p*q^2*r*x-9695*b^3*g*p*q^2*x^2+5548*b^3*g*p*q*r^2*x-40239*b ^3*g*p*q*r*x^2+19288*b^3*g*p*q*x^3+4261*b^3*g*p*r^3*x-41923*b^3*g*p*r^2*x^2+ 27797*b^3*g*p*r*x^3+38*b^3*g*q^3*r*x-1000*b^3*g*q^3*x^2+883*b^3*g*q^2*r^2*x-\ 9109*b^3*g*q^2*r*x^2+9644*b^3*g*q^2*x^3+2030*b^3*g*q*r^3*x-25058*b^3*g*q*r^2*x^ 2+27797*b^3*g*q*r*x^3+1185*b^3*g*r^4*x-18488*b^3*g*r^3*x^2+25101*b^3*g*r^2*x^3+ 252*b^3*p^5*x+756*b^3*p^4*q*x+1449*b^3*p^4*r*x-3712*b^3*p^4*x^2+756*b^3*p^3*q^2 *x+3402*b^3*p^3*q*r*x-11286*b^3*p^3*q*x^2+3276*b^3*p^3*r^2*x-19487*b^3*p^3*r*x^ 2+6920*b^3*p^3*x^3+252*b^3*p^2*q^3*x+2457*b^3*p^2*q^2*r*x-11586*b^3*p^2*q^2*x^2 +5670*b^3*p^2*q*r^2*x-42549*b^3*p^2*q*r*x^2+20760*b^3*p^2*q*x^3+3654*b^3*p^2*r^ 3*x-37969*b^3*p^2*r^2*x^2+30207*b^3*p^2*r*x^3+504*b^3*p*q^3*r*x-4162*b^3*p*q^3* x^2+2646*b^3*p*q^2*r^2*x-26637*b^3*p*q^2*r*x^2+20760*b^3*p*q^2*x^3+4158*b^3*p*q *r^3*x-53207*b^3*p*q*r^2*x^2+60414*b^3*p*q*r*x^3+2016*b^3*p*r^4*x-32325*b^3*p*r ^3*x^2+48034*b^3*p*r^2*x^3-150*b^3*q^4*x^2+252*b^3*q^3*r^2*x-3575*b^3*q^3*r*x^2 +6920*b^3*q^3*x^3+945*b^3*q^2*r^3*x-15238*b^3*q^2*r^2*x^2+30207*b^3*q^2*r*x^3+ 1134*b^3*q*r^4*x-21944*b^3*q*r^3*x^2+48034*b^3*q*r^2*x^3+441*b^3*r^5*x-10131*b^ 3*r^4*x^2+25809*b^3*r^3*x^3+6592*b^2*c^6*x+11712*b^2*c^5*g*x+23136*b^2*c^5*p*x+ 9920*b^2*c^5*q*x+25696*b^2*c^5*r*x-84896*b^2*c^5*x^2+7680*b^2*c^4*g^2*x+34560*b ^2*c^4*g*p*x+14304*b^2*c^4*g*q*x+38528*b^2*c^4*g*r*x-118696*b^2*c^4*g*x^2+32480 *b^2*c^4*p^2*x+31584*b^2*c^4*p*q*x+73040*b^2*c^4*p*r*x-224464*b^2*c^4*p*x^2+ 5344*b^2*c^4*q^2*x+33680*b^2*c^4*q*r*x-147200*b^2*c^4*q*x^2+40560*b^2*c^4*r^2*x -281184*b^2*c^4*r*x^2+143424*b^2*c^4*x^3+2192*b^2*c^3*g^3*x+18520*b^2*c^3*g^2*p *x+7120*b^2*c^3*g^2*q*x+20760*b^2*c^3*g^2*r*x-56736*b^2*c^3*g^2*x^2+39184*b^2*c ^3*g*p^2*x+36896*b^2*c^3*g*p*q*x+88640*b^2*c^3*g*p*r*x-253388*b^2*c^3*g*p*x^2+ 5824*b^2*c^3*g*q^2*x+39112*b^2*c^3*g*q*r*x-163380*b^2*c^3*g*q*x^2+49456*b^2*c^3 *g*r^2*x-319120*b^2*c^3*g*r*x^2+147744*b^2*c^3*g*x^3+23456*b^2*c^3*p^3*x+37904* b^2*c^3*p^2*q*x+79676*b^2*c^3*p^2*r*x-230328*b^2*c^3*p^2*x^2+15648*b^2*c^3*p*q^ 2*x+82584*b^2*c^3*p*q*r*x-325600*b^2*c^3*p*q*x^2+88984*b^2*c^3*p*r^2*x-586444*b ^2*c^3*p*r*x^2+264832*b^2*c^3*p*x^3+1200*b^2*c^3*q^3*x+15756*b^2*c^3*q^2*r*x-\ 95272*b^2*c^3*q^2*x^2+44680*b^2*c^3*q*r^2*x-384324*b^2*c^3*q*r*x^2+264832*b^2*c ^3*q*x^3+32764*b^2*c^3*r^3*x-371964*b^2*c^3*r^2*x^2+385624*b^2*c^3*r*x^3+228*b^ 2*c^2*g^4*x+4168*b^2*c^2*g^3*p*x+1352*b^2*c^2*g^3*q*x+4712*b^2*c^2*g^3*r*x-\ 10162*b^2*c^2*g^3*x^2+16116*b^2*c^2*g^2*p^2*x+14160*b^2*c^2*g^2*p*q*x+36878*b^2 *c^2*g^2*p*r*x-92744*b^2*c^2*g^2*p*x^2+1936*b^2*c^2*g^2*q^2*x+14724*b^2*c^2*g^2 *q*r*x-57932*b^2*c^2*g^2*q*x^2+20762*b^2*c^2*g^2*r^2*x-117548*b^2*c^2*g^2*r*x^2 +45568*b^2*c^2*g^2*x^3+21416*b^2*c^2*g*p^3*x+33672*b^2*c^2*g*p^2*q*x+73298*b^2* c^2*g*p^2*r*x-196854*b^2*c^2*g*p^2*x^2+13112*b^2*c^2*g*p*q^2*x+73328*b^2*c^2*g* p*q*r*x-274428*b^2*c^2*g*p*q*x^2+82348*b^2*c^2*g*p*r^2*x-506816*b^2*c^2*g*p*r*x ^2+206528*b^2*c^2*g*p*x^3+856*b^2*c^2*g*q^3*x+12824*b^2*c^2*g*q^2*r*x-77574*b^2 *c^2*g*q^2*x^2+39656*b^2*c^2*g*q*r^2*x-321326*b^2*c^2*g*q*r*x^2+206528*b^2*c^2* g*q*x^3+30466*b^2*c^2*g*r^3*x-326724*b^2*c^2*g*r^2*x^2+300484*b^2*c^2*g*r*x^3+ 9220*b^2*c^2*p^4*x+21608*b^2*c^2*p^3*q*x+41884*b^2*c^2*p^3*r*x-115304*b^2*c^2*p ^3*x^2+15648*b^2*c^2*p^2*q^2*x+71556*b^2*c^2*p^2*q*r*x-258120*b^2*c^2*p^2*q*x^2 +70332*b^2*c^2*p^2*r^2*x-443888*b^2*c^2*p^2*r*x^2+182880*b^2*c^2*p^2*x^3+3352*b ^2*c^2*p*q^3*x+32784*b^2*c^2*p*q^2*r*x-170328*b^2*c^2*p*q^2*x^2+78288*b^2*c^2*p *q*r^2*x-629764*b^2*c^2*p*q*r*x^2+365760*b^2*c^2*p*q*x^3+51892*b^2*c^2*p*r^3*x-\ 565862*b^2*c^2*p*r^2*x^2+530504*b^2*c^2*p*r*x^3+92*b^2*c^2*q^4*x+3112*b^2*c^2*q ^3*r*x-27512*b^2*c^2*q^3*x^2+17136*b^2*c^2*q^2*r^2*x-185876*b^2*c^2*q^2*r*x^2+ 182880*b^2*c^2*q^2*x^3+28340*b^2*c^2*q*r^3*x-383492*b^2*c^2*q*r^2*x^2+530504*b^ 2*c^2*q*r*x^3+14224*b^2*c^2*r^4*x-237278*b^2*c^2*r^3*x^2+411860*b^2*c^2*r^2*x^3 +328*b^2*c*g^4*p*x+64*b^2*c*g^4*q*x+376*b^2*c*g^4*r*x-428*b^2*c*g^4*x^2+2554*b^ 2*c*g^3*p^2*x+1904*b^2*c*g^3*p*q*x+5989*b^2*c*g^3*p*r*x-11561*b^2*c*g^3*p*x^2+ 180*b^2*c*g^3*q^2*x+1844*b^2*c*g^3*q*r*x-6867*b^2*c*g^3*q*x^2+3435*b^2*c*g^3*r^ 2*x-14634*b^2*c*g^3*r*x^2+3776*b^2*c*g^3*x^3+6006*b^2*c*g^2*p^3*x+8908*b^2*c*g^ 2*p^2*q*x+20872*b^2*c*g^2*p^2*r*x-49096*b^2*c*g^2*p^2*x^2+3038*b^2*c*g^2*p*q^2* x+19326*b^2*c*g^2*p*q*r*x-66626*b^2*c*g^2*p*q*x^2+23726*b^2*c*g^2*p*r^2*x-\ 129181*b^2*c*g^2*p*r*x^2+43392*b^2*c*g^2*p*x^3+136*b^2*c*g^2*q^3*x+2711*b^2*c*g ^2*q^2*r*x-17530*b^2*c*g^2*q^2*x^2+10418*b^2*c*g^2*q*r^2*x-75710*b^2*c*g^2*q*r* x^2+43392*b^2*c*g^2*q*x^3+8860*b^2*c*g^2*r^3*x-86230*b^2*c*g^2*r^2*x^2+61496*b^ 2*c*g^2*r*x^3+5656*b^2*c*g*p^4*x+12960*b^2*c*g*p^3*q*x+25916*b^2*c*g*p^3*r*x-\ 66313*b^2*c*g*p^3*x^2+8980*b^2*c*g*p^2*q^2*x+43054*b^2*c*g*p^2*q*r*x-146709*b^2 *c*g*p^2*q*x^2+43812*b^2*c*g*p^2*r^2*x-259055*b^2*c*g*p^2*r*x^2+95968*b^2*c*g*p ^2*x^3+1704*b^2*c*g*p*q^3*x+18574*b^2*c*g*p*q^2*r*x-94479*b^2*c*g*p*q^2*x^2+ 47228*b^2*c*g*p*q*r^2*x-358954*b^2*c*g*p*q*r*x^2+191936*b^2*c*g*p*q*x^3+32500*b ^2*c*g*p*r^3*x-336280*b^2*c*g*p*r^2*x^2+279482*b^2*c*g*p*r*x^3+28*b^2*c*g*q^4*x +1436*b^2*c*g*q^3*r*x-14083*b^2*c*g*q^3*x^2+9594*b^2*c*g*q^2*r^2*x-99899*b^2*c* g*q^2*r*x^2+95968*b^2*c*g*q^2*x^3+17134*b^2*c*g*q*r^3*x-220669*b^2*c*g*q*r^2*x^ 2+279482*b^2*c*g*q*r*x^3+8948*b^2*c*g*r^4*x-143538*b^2*c*g*r^3*x^2+226780*b^2*c *g*r^2*x^3+1874*b^2*c*p^5*x+5888*b^2*c*p^4*q*x+10637*b^2*c*p^4*r*x-28260*b^2*c* p^4*x^2+6420*b^2*c*p^3*q^2*x+26186*b^2*c*p^3*q*r*x-87908*b^2*c*p^3*q*x^2+23808* b^2*c*p^3*r^2*x-145313*b^2*c*p^3*r*x^2+55968*b^2*c*p^3*x^3+2672*b^2*c*p^2*q^3*x +20682*b^2*c*p^2*q^2*r*x-94164*b^2*c*p^2*q^2*x^2+43230*b^2*c*p^2*q*r^2*x-327459 *b^2*c*p^2*q*r*x^2+167904*b^2*c*p^2*q*x^3+26342*b^2*c*p^2*r^3*x-277696*b^2*c*p^ 2*r^2*x^2+242362*b^2*c*p^2*r*x^3+266*b^2*c*p*q^4*x+5354*b^2*c*p*q^3*r*x-37644*b ^2*c*p*q^3*x^2+22104*b^2*c*p*q^2*r^2*x-218979*b^2*c*p*q^2*r*x^2+167904*b^2*c*p* q^2*x^3+31454*b^2*c*p*q*r^3*x-404486*b^2*c*p*q*r^2*x^2+484724*b^2*c*p*q*r*x^3+ 14438*b^2*c*p*r^4*x-232493*b^2*c*p*r^3*x^2+369668*b^2*c*p*r^2*x^3+221*b^2*c*q^4 *r*x-3128*b^2*c*q^4*x^2+2682*b^2*c*q^3*r^2*x-36833*b^2*c*q^3*r*x^2+55968*b^2*c* q^3*x^3+7842*b^2*c*q^2*r^3*x-126790*b^2*c*q^2*r^2*x^2+242362*b^2*c*q^2*r*x^3+ 8522*b^2*c*q*r^4*x-164935*b^2*c*q*r^3*x^2+369668*b^2*c*q*r^2*x^3+3141*b^2*c*r^5 *x-71850*b^2*c*r^4*x^2+189456*b^2*c*r^3*x^3+116*b^2*g^4*p^2*x+50*b^2*g^4*p*q*x+ 290*b^2*g^4*p*r*x-239*b^2*g^4*p*x^2+25*b^2*g^4*q*r*x-173*b^2*g^4*q*x^2+174*b^2* g^4*r^2*x-246*b^2*g^4*r*x^2+502*b^2*g^3*p^3*x+652*b^2*g^3*p^2*q*x+1801*b^2*g^3* p^2*r*x-3218*b^2*g^3*p^2*x^2+150*b^2*g^3*p*q^2*x+1392*b^2*g^3*p*q*r*x-4152*b^2* g^3*p*q*x^2+2096*b^2*g^3*p*r^2*x-8878*b^2*g^3*p*r*x^2+1888*b^2*g^3*p*x^3+75*b^2 *g^3*q^2*r*x-934*b^2*g^3*q^2*x^2+740*b^2*g^3*q*r^2*x-4146*b^2*g^3*q*r*x^2+1888* b^2*g^3*q*x^3+797*b^2*g^3*r^3*x-6445*b^2*g^3*r^2*x^2+1976*b^2*g^3*r*x^3+810*b^2 *g^2*p^4*x+1770*b^2*g^2*p^3*q*x+3777*b^2*g^2*p^3*r*x-8458*b^2*g^2*p^3*x^2+1110* b^2*g^2*p^2*q^2*x+5913*b^2*g^2*p^2*q*r*x-18281*b^2*g^2*p^2*q*x^2+6471*b^2*g^2*p ^2*r^2*x-34051*b^2*g^2*p^2*r*x^2+10304*b^2*g^2*p^2*x^3+150*b^2*g^2*p*q^3*x+2211 *b^2*g^2*p*q^2*r*x-11188*b^2*g^2*p*q^2*x^2+6516*b^2*g^2*p*q*r^2*x-44766*b^2*g^2 *p*q*r*x^2+20608*b^2*g^2*p*q*x^3+4851*b^2*g^2*p*r^3*x-45906*b^2*g^2*p*r^2*x^2+ 29732*b^2*g^2*p*r*x^3+75*b^2*g^2*q^3*r*x-1365*b^2*g^2*q^3*x^2+1101*b^2*g^2*q^2* r^2*x-10715*b^2*g^2*q^2*r*x^2+10304*b^2*g^2*q^2*x^3+2373*b^2*g^2*q*r^3*x-28037* b^2*g^2*q*r^2*x^2+29732*b^2*g^2*q*r*x^3+1347*b^2*g^2*r^4*x-20313*b^2*g^2*r^3*x^ 2+26907*b^2*g^2*r^2*x^3+578*b^2*g*p^5*x+1784*b^2*g*p^4*q*x+3311*b^2*g*p^4*r*x-\ 8198*b^2*g*p^4*x^2+1884*b^2*g*p^3*q^2*x+7978*b^2*g*p^3*q*r*x-25246*b^2*g*p^3*q* x^2+7464*b^2*g*p^3*r^2*x-42868*b^2*g*p^3*r*x^2+14820*b^2*g*p^3*x^3+728*b^2*g*p^ 2*q^3*x+6048*b^2*g*p^2*q^2*r*x-26550*b^2*g*p^2*q^2*x^2+13230*b^2*g*p^2*q*r^2*x-\ 94905*b^2*g*p^2*q*r*x^2+44460*b^2*g*p^2*q*x^3+8306*b^2*g*p^2*r^3*x-83488*b^2*g* p^2*r^2*x^2+64718*b^2*g*p^2*r*x^3+50*b^2*g*p*q^4*x+1406*b^2*g*p*q^3*r*x-10154*b ^2*g*p*q^3*x^2+6444*b^2*g*p*q^2*r^2*x-61206*b^2*g*p*q^2*r*x^2+44460*b^2*g*p*q^2 *x^3+9662*b^2*g*p*q*r^3*x-118856*b^2*g*p*q*r^2*x^2+129436*b^2*g*p*q*r*x^3+4574* b^2*g*p*r^4*x-71164*b^2*g*p*r^3*x^2+102955*b^2*g*p*r^2*x^3+25*b^2*g*q^4*r*x-652 *b^2*g*q^4*x^2+678*b^2*g*q^3*r^2*x-9169*b^2*g*q^3*r*x^2+14820*b^2*g*q^3*x^3+ 2280*b^2*g*q^2*r^3*x-35368*b^2*g*q^2*r^2*x^2+64718*b^2*g*q^2*r*x^3+2626*b^2*g*q *r^4*x-49197*b^2*g*q*r^3*x^2+102955*b^2*g*q*r^2*x^3+999*b^2*g*r^5*x-22346*b^2*g *r^4*x^2+55309*b^2*g*r^3*x^3+154*b^2*p^6*x+616*b^2*p^5*q*x+1045*b^2*p^5*r*x-\ 2719*b^2*p^5*x^2+924*b^2*p^4*q^2*x+3432*b^2*p^4*q*r*x-10924*b^2*p^4*q*x^2+2915* b^2*p^4*r^2*x-17416*b^2*p^4*r*x^2+6404*b^2*p^4*x^3+616*b^2*p^3*q^3*x+4026*b^2*p ^3*q^2*r*x-16506*b^2*p^3*q^2*x^2+7568*b^2*p^3*q*r^2*x-54662*b^2*p^3*q*r*x^2+ 25616*b^2*p^3*q*x^3+4290*b^2*p^3*r^3*x-44145*b^2*p^3*r^2*x^2+36758*b^2*p^3*r*x^ 3+154*b^2*p^2*q^4*x+1936*b^2*p^2*q^3*r*x-11164*b^2*p^2*q^3*x^2+6534*b^2*p^2*q^2 *r^2*x-59490*b^2*p^2*q^2*r*x^2+38424*b^2*p^2*q^2*x^3+8272*b^2*p^2*q*r^3*x-\ 101724*b^2*p^2*q*r^2*x^2+110274*b^2*p^2*q*r*x^3+3520*b^2*p^2*r^4*x-55129*b^2*p^ 2*r^3*x^2+82485*b^2*p^2*r^2*x^3+297*b^2*p*q^4*r*x-2911*b^2*p*q^4*x^2+2024*b^2*p *q^3*r^2*x-24658*b^2*p*q^3*r*x^2+25616*b^2*p*q^3*x^3+4686*b^2*p*q^2*r^3*x-71013 *b^2*p*q^2*r^2*x^2+110274*b^2*p*q^2*r*x^3+4488*b^2*p*q*r^4*x-83158*b^2*p*q*r^3* x^2+164970*b^2*p*q*r^2*x^3+1529*b^2*p*r^5*x-33892*b^2*p*r^4*x^2+82697*b^2*p*r^3 *x^3-48*b^2*q^5*x^2+143*b^2*q^4*r^2*x-2414*b^2*q^4*r*x^2+6404*b^2*q^4*x^3+704*b ^2*q^3*r^3*x-13434*b^2*q^3*r^2*x^2+36758*b^2*q^3*r*x^3+1254*b^2*q^2*r^4*x-28029 *b^2*q^2*r^3*x^2+82485*b^2*q^2*r^2*x^3+968*b^2*q*r^5*x-25172*b^2*q*r^4*x^2+ 82697*b^2*q*r^3*x^3+275*b^2*r^6*x-8211*b^2*r^5*x^2+30566*b^2*r^4*x^3+3968*b*c^7 *x+8864*b*c^6*g*x+16768*b*c^6*p*x+7360*b*c^6*q*x+18256*b*c^6*r*x-63200*b*c^6*x^ 2+7808*b*c^5*g^2*x+32256*b*c^5*g*p*x+13920*b*c^5*g*q*x+35208*b*c^5*g*r*x-116576 *b*c^5*g*x^2+28864*b*c^5*p^2*x+28864*b*c^5*p*q*x+64048*b*c^5*p*r*x-203376*b*c^5 *p*x^2+5184*b*c^5*q^2*x+30096*b*c^5*q*r*x-134896*b*c^5*q*x^2+35184*b*c^5*r^2*x-\ 250296*b*c^5*r*x^2+137536*b*c^5*x^3+3376*b*c^4*g^3*x+23952*b*c^4*g^2*p*x+9984*b *c^4*g^2*q*x+26236*b*c^4*g^2*r*x-80960*b*c^4*g^2*x^2+46480*b*c^4*g*p^2*x+45808* b*c^4*g*p*q*x+103464*b*c^4*g*p*r*x-314176*b*c^4*g*p*x^2+7968*b*c^4*g*q^2*x+ 47664*b*c^4*g*q*r*x-206432*b*c^4*g*q*x^2+56984*b*c^4*g*r^2*x-387540*b*c^4*g*r*x ^2+201248*b*c^4*g*x^3+26400*b*c^4*p^3*x+43936*b*c^4*p^2*q*x+88804*b*c^4*p^2*r*x -262768*b*c^4*p^2*x^2+19232*b*c^4*p*q^2*x+94472*b*c^4*p*q*r*x-376784*b*c^4*p*q* x^2+98408*b*c^4*p*r^2*x-659968*b*c^4*p*r*x^2+315744*b*c^4*p*x^3+1696*b*c^4*q^3* x+18868*b*c^4*q^2*r*x-114016*b*c^4*q^2*x^2+50536*b*c^4*q*r^2*x-441168*b*c^4*q*r *x^2+315744*b*c^4*q*x^3+36004*b*c^4*r^3*x-413964*b*c^4*r^2*x^2+459048*b*c^4*r*x ^3+712*b*c^3*g^4*x+8504*b*c^3*g^3*p*x+3296*b*c^3*g^3*q*x+9362*b*c^3*g^3*r*x-\ 25576*b*c^3*g^3*x^2+27936*b*c^3*g^2*p^2*x+26696*b*c^3*g^2*p*q*x+62568*b*c^3*g^2 *p*r*x-176540*b*c^3*g^2*p*x^2+4360*b*c^3*g^2*q^2*x+27576*b*c^3*g^2*q*r*x-113972 *b*c^3*g^2*q*x^2+34632*b*c^3*g^2*r^2*x-218442*b*c^3*g^2*r*x^2+103312*b*c^3*g^2* x^3+34136*b*c^3*g*p^3*x+56136*b*c^3*g*p^2*q*x+115262*b*c^3*g*p^2*r*x-326196*b*c ^3*g*p^2*x^2+23976*b*c^3*g*p*q^2*x+120744*b*c^3*g*p*q*r*x-464392*b*c^3*g*p*q*x^ 2+128116*b*c^3*g*p*r^2*x-823616*b*c^3*g*p*r*x^2+371104*b*c^3*g*p*x^3+1976*b*c^3 *g*q^3*x+23242*b*c^3*g*q^2*r*x-138196*b*c^3*g*q^2*x^2+64608*b*c^3*g*q*r^2*x-\ 542264*b*c^3*g*q*r*x^2+371104*b*c^3*g*q*x^3+46990*b*c^3*g*r^3*x-520672*b*c^3*g* r^2*x^2+540912*b*c^3*g*r*x^3+13928*b*c^3*p^4*x+33584*b*c^3*p^3*q*x+62768*b*c^3* p^3*r*x-175920*b*c^3*p^3*x^2+25632*b*c^3*p^2*q^2*x+110208*b*c^3*p^2*q*r*x-\ 399568*b*c^3*p^2*q*x^2+104736*b*c^3*p^2*r^2*x-669246*b*c^3*p^2*r*x^2+289152*b*c ^3*p^2*x^3+6224*b*c^3*p*q^3*x+53040*b*c^3*p*q^2*r*x-271376*b*c^3*p*q^2*x^2+ 119664*b*c^3*p*q*r^2*x-967964*b*c^3*p*q*r*x^2+578304*b*c^3*p*q*x^3+76880*b*c^3* p*r^3*x-844630*b*c^3*p*r^2*x^2+835888*b*c^3*p*r*x^3+248*b*c^3*q^4*x+5600*b*c^3* q^3*r*x-47728*b*c^3*q^3*x^2+27408*b*c^3*q^2*r^2*x-298718*b*c^3*q^2*r*x^2+289152 *b*c^3*q^2*x^3+43040*b*c^3*q*r^3*x-586166*b*c^3*q*r^2*x^2+835888*b*c^3*q*r*x^3+ 20984*b*c^3*r^4*x-351304*b*c^3*r^3*x^2+636336*b*c^3*r^2*x^3+58*b*c^2*g^5*x+1428 *b*c^2*g^4*p*x+468*b*c^2*g^4*q*x+1584*b*c^2*g^4*r*x-3394*b*c^2*g^4*x^2+7644*b*c ^2*g^3*p^2*x+6836*b*c^2*g^3*p*q*x+17334*b*c^2*g^3*p*r*x-42852*b*c^2*g^3*p*x^2+ 976*b*c^2*g^3*q^2*x+6908*b*c^2*g^3*q*r*x-26780*b*c^2*g^3*q*x^2+9690*b*c^2*g^3*r ^2*x-53175*b*c^2*g^3*r*x^2+21144*b*c^2*g^3*x^3+15548*b*c^2*g^2*p^3*x+24928*b*c^ 2*g^2*p^2*q*x+52916*b*c^2*g^2*p^2*r*x-138960*b*c^2*g^2*p^2*x^2+10108*b*c^2*g^2* p*q^2*x+53598*b*c^2*g^2*p*q*r*x-195160*b*c^2*g^2*p*q*x^2+59188*b*c^2*g^2*p*r^2* x-354558*b*c^2*g^2*p*r*x^2+144248*b*c^2*g^2*p*x^3+728*b*c^2*g^2*q^3*x+9492*b*c^ 2*g^2*q^2*r*x-56200*b*c^2*g^2*q^2*x^2+28670*b*c^2*g^2*q*r^2*x-225776*b*c^2*g^2* q*r*x^2+144248*b*c^2*g^2*q*x^3+21820*b*c^2*g^2*r^3*x-227913*b*c^2*g^2*r^2*x^2+ 210046*b*c^2*g^2*r*x^3+13538*b*c^2*g*p^4*x+32332*b*c^2*g*p^3*q*x+61268*b*c^2*g* p^3*r*x-164424*b*c^2*g*p^3*x^2+24240*b*c^2*g*p^2*q^2*x+106300*b*c^2*g*p^2*q*r*x -371328*b*c^2*g*p^2*q*x^2+102576*b*c^2*g*p^2*r^2*x-629981*b*c^2*g*p^2*r*x^2+ 255888*b*c^2*g*p^2*x^3+5636*b*c^2*g*p*q^3*x+49928*b*c^2*g*p*q^2*r*x-249384*b*c^ 2*g*p*q^2*x^2+115604*b*c^2*g*p*q*r^2*x-901522*b*c^2*g*p*q*r*x^2+511776*b*c^2*g* p*q*x^3+75500*b*c^2*g*p*r^3*x-802141*b*c^2*g*p*r^2*x^2+742858*b*c^2*g*p*r*x^3+ 190*b*c^2*g*q^4*x+4896*b*c^2*g*q^3*r*x-42480*b*c^2*g*q^3*x^2+25688*b*c^2*g*q^2* r^2*x-271541*b*c^2*g*q^2*r*x^2+255888*b*c^2*g*q^2*x^3+41636*b*c^2*g*q*r^3*x-\ 548803*b*c^2*g*q*r^2*x^2+742858*b*c^2*g*q*r*x^3+20654*b*c^2*g*r^4*x-336584*b*c^ 2*g*r^3*x^2+577116*b*c^2*g*r^2*x^3+4256*b*c^2*p^5*x+13724*b*c^2*p^4*q*x+23984*b *c^2*p^4*r*x-64698*b*c^2*p^4*x^2+15648*b*c^2*p^3*q^2*x+60576*b*c^2*p^3*q*r*x-\ 204032*b*c^2*p^3*q*x^2+53376*b*c^2*p^3*r^2*x-328938*b*c^2*p^3*r*x^2+132032*b*c^ 2*p^3*x^3+7160*b*c^2*p^2*q^3*x+49992*b*c^2*p^2*q^2*r*x-223908*b*c^2*p^2*q^2*x^2 +99384*b*c^2*p^2*q*r^2*x-754146*b*c^2*p^2*q*r*x^2+396096*b*c^2*p^2*q*x^3+58784* b*c^2*p^2*r^3*x-622494*b*c^2*p^2*r^2*x^2+568698*b*c^2*p^2*r*x^3+992*b*c^2*p*q^4 *x+14192*b*c^2*p*q^3*r*x-94512*b*c^2*p*q^3*x^2+53040*b*c^2*p*q^2*r^2*x-521478*b *c^2*p*q^2*r*x^2+396096*b*c^2*p*q^2*x^3+71936*b*c^2*p*q*r^3*x-925404*b*c^2*p*q* r^2*x^2+1137396*b*c^2*p*q*r*x^3+32096*b*c^2*p*r^4*x-516966*b*c^2*p*r^3*x^2+ 850920*b*c^2*p*r^2*x^3+12*b*c^2*q^5*x+792*b*c^2*q^4*r*x-9938*b*c^2*q^4*x^2+7032 *b*c^2*q^3*r^2*x-96270*b*c^2*q^3*r*x^2+132032*b*c^2*q^3*x^3+18696*b*c^2*q^2*r^3 *x-302910*b*c^2*q^2*r^2*x^2+568698*b*c^2*q^2*r*x^3+19404*b*c^2*q*r^4*x-375290*b *c^2*q*r^3*x^2+850920*b*c^2*q*r^2*x^3+6960*b*c^2*r^5*x-158712*b*c^2*r^4*x^2+ 426446*b*c^2*r^3*x^3+90*b*c*g^5*p*x+18*b*c*g^5*q*x+101*b*c*g^5*r*x-112*b*c*g^5* x^2+912*b*c*g^4*p^2*x+698*b*c*g^4*p*q*x+2125*b*c*g^4*p*r*x-3980*b*c*g^4*p*x^2+ 70*b*c*g^4*q^2*x+653*b*c*g^4*q*r*x-2362*b*c*g^4*q*x^2+1213*b*c*g^4*r^2*x-4896*b *c*g^4*r*x^2+1304*b*c*g^4*x^3+2908*b*c*g^3*p^3*x+4418*b*c*g^3*p^2*q*x+10061*b*c *g^3*p^2*r*x-23041*b*c*g^3*p^2*x^2+1592*b*c*g^3*p*q^2*x+9474*b*c*g^3*p*q*r*x-\ 31534*b*c*g^3*p*q*x^2+11398*b*c*g^3*p*r^2*x-60071*b*c*g^3*p*r*x^2+20120*b*c*g^3 *p*x^3+82*b*c*g^3*q^3*x+1358*b*c*g^3*q^2*r*x-8493*b*c*g^3*q^2*x^2+5056*b*c*g^3* q*r^2*x-35404*b*c*g^3*q*r*x^2+20120*b*c*g^3*q*x^3+4245*b*c*g^3*r^3*x-40056*b*c* g^3*r^2*x^2+28540*b*c*g^3*r*x^3+4144*b*c*g^2*p^4*x+9698*b*c*g^2*p^3*q*x+18923*b *c*g^2*p^3*r*x-47171*b*c*g^2*p^3*x^2+6998*b*c*g^2*p^2*q^2*x+32003*b*c*g^2*p^2*q *r*x-105359*b*c*g^2*p^2*q*x^2+31905*b*c*g^2*p^2*r^2*x-183407*b*c*g^2*p^2*r*x^2+ 66940*b*c*g^2*p^2*x^3+1478*b*c*g^2*p*q^3*x+14243*b*c*g^2*p*q^2*r*x-69205*b*c*g^ 2*p*q^2*x^2+34912*b*c*g^2*p*q*r^2*x-256592*b*c*g^2*p*q*r*x^2+133880*b*c*g^2*p*q *x^3+23617*b*c*g^2*p*r^3*x-237929*b*c*g^2*p*r^2*x^2+195093*b*c*g^2*p*r*x^3+34*b *c*g^2*q^4*x+1163*b*c*g^2*q^3*r*x-11017*b*c*g^2*q^3*x^2+7245*b*c*g^2*q^2*r^2*x-\ 73185*b*c*g^2*q^2*r*x^2+66940*b*c*g^2*q^2*x^3+12607*b*c*g^2*q*r^3*x-157852*b*c* g^2*q*r^2*x^2+195093*b*c*g^2*q*r*x^3+6491*b*c*g^2*r^4*x-101693*b*c*g^2*r^3*x^2+ 158524*b*c*g^2*r^2*x^3+2758*b*c*g*p^5*x+8828*b*c*g*p^4*q*x+15609*b*c*g*p^4*r*x-\ 40435*b*c*g*p^4*x^2+9940*b*c*g*p^3*q^2*x+39072*b*c*g*p^3*q*r*x-126924*b*c*g*p^3 *q*x^2+34856*b*c*g*p^3*r^2*x-207257*b*c*g*p^3*r*x^2+78184*b*c*g*p^3*x^3+4432*b* c*g*p^2*q^3*x+31728*b*c*g*p^2*q^2*r*x-138162*b*c*g*p^2*q^2*x^2+64248*b*c*g*p^2* q*r^2*x-471453*b*c*g*p^2*q*r*x^2+234552*b*c*g*p^2*q*x^3+38494*b*c*g*p^2*r^3*x-\ 395857*b*c*g*p^2*r^2*x^2+338739*b*c*g*p^2*r*x^3+566*b*c*g*p*q^4*x+8676*b*c*g*p* q^3*r*x-57292*b*c*g*p*q^3*x^2+33636*b*c*g*p*q^2*r^2*x-321135*b*c*g*p*q^2*r*x^2+ 234552*b*c*g*p*q^2*x^3+46592*b*c*g*p*q*r^3*x-582596*b*c*g*p*q*r^2*x^2+677478*b* c*g*p*q*r*x^3+21066*b*c*g*p*r^4*x-331683*b*c*g*p*r^3*x^2+516940*b*c*g*p*r^2*x^3 +4*b*c*g*q^5*x+411*b*c*g*q^4*r*x-5619*b*c*g*q^4*x^2+4244*b*c*g*q^3*r^2*x-56939* b*c*g*q^3*r*x^2+78184*b*c*g*q^3*x^3+11848*b*c*g*q^2*r^3*x-186739*b*c*g*q^2*r^2* x^2+338739*b*c*g*q^2*r*x^3+12588*b*c*g*q*r^4*x-238067*b*c*g*q*r^3*x^2+516940*b* c*g*q*r^2*x^3+4577*b*c*g*r^5*x-102648*b*c*g*r^4*x^2+264979*b*c*g*r^3*x^3+700*b* c*p^6*x+2864*b*c*p^5*q*x+4718*b*c*p^5*r*x-12437*b*c*p^5*x^2+4456*b*c*p^4*q^2*x+ 15844*b*c*p^4*q*r*x-50593*b*c*p^4*q*x^2+13090*b*c*p^4*r^2*x-78770*b*c*p^4*r*x^2 +30060*b*c*p^4*x^3+3184*b*c*p^3*q^3*x+19268*b*c*p^3*q^2*r*x-78002*b*c*p^3*q^2*x ^2+34736*b*c*p^3*q*r^2*x-250908*b*c*p^3*q*r*x^2+120240*b*c*p^3*q*x^3+19180*b*c* p^3*r^3*x-197709*b*c*p^3*r^2*x^2+171306*b*c*p^3*r*x^3+956*b*c*p^2*q^4*x+9920*b* c*p^2*q^3*r*x-54818*b*c*p^2*q^3*x^2+31068*b*c*p^2*q^2*r^2*x-280104*b*c*p^2*q^2* r*x^2+180360*b*c*p^2*q^2*x^3+37784*b*c*p^2*q*r^3*x-463311*b*c*p^2*q*r^2*x^2+ 513918*b*c*p^2*q*r*x^3+15680*b*c*p^2*r^4*x-244877*b*c*p^2*r^3*x^2+377328*b*c*p^ 2*r^2*x^3+64*b*c*p*q^5*x+1822*b*c*p*q^4*r*x-15817*b*c*p*q^4*x^2+10288*b*c*p*q^3 *r^2*x-122564*b*c*p*q^3*r*x^2+120240*b*c*p*q^3*x^3+22156*b*c*p*q^2*r^3*x-333495 *b*c*p*q^2*r^2*x^2+513918*b*c*p*q^2*r*x^3+20416*b*c*p*q*r^4*x-376270*b*c*p*q*r^ 3*x^2+754656*b*c*p*q*r^2*x^3+6790*b*c*p*r^5*x-149522*b*c*p*r^4*x^2+370350*b*c*p *r^3*x^3+44*b*c*q^5*r*x-845*b*c*q^5*x^2+866*b*c*q^4*r^2*x-14598*b*c*q^4*r*x^2+ 30060*b*c*q^4*x^3+3552*b*c*q^3*r^3*x-67893*b*c*q^3*r^2*x^2+171306*b*c*q^3*r*x^3 +5900*b*c*q^2*r^4*x-131393*b*c*q^2*r^3*x^2+377328*b*c*q^2*r^2*x^3+4388*b*c*q*r^ 5*x-113274*b*c*q*r^4*x^2+370350*b*c*q*r^3*x^3+1218*b*c*r^6*x-36021*b*c*r^5*x^2+ 134268*b*c*r^4*x^3+34*b*g^5*p^2*x+16*b*g^5*p*q*x+85*b*g^5*p*r*x-64*b*g^5*p*x^2+ 8*b*g^5*q*r*x-46*b*g^5*q*x^2+51*b*g^5*r^2*x-60*b*g^5*r*x^2+184*b*g^4*p^3*x+248* b*g^4*p^2*q*x+659*b*g^4*p^2*r*x-1132*b*g^4*p^2*x^2+64*b*g^4*p*q^2*x+526*b*g^4*p *q*r*x-1477*b*g^4*p*q*x^2+766*b*g^4*p*r^2*x-3100*b*g^4*p*r*x^2+652*b*g^4*p*x^3+ 32*b*g^4*q^2*r*x-345*b*g^4*q^2*x^2+278*b*g^4*q*r^2*x-1468*b*g^4*q*r*x^2+652*b*g ^4*q*x^3+291*b*g^4*r^3*x-2261*b*g^4*r^2*x^2+682*b*g^4*r*x^3+396*b*g^3*p^4*x+888 *b*g^3*p^3*q*x+1842*b*g^3*p^3*r*x-4007*b*g^3*p^3*x^2+588*b*g^3*p^2*q^2*x+2952*b *g^3*p^2*q*r*x-8759*b*g^3*p^2*q*x^2+3150*b*g^3*p^2*r^2*x-16070*b*g^3*p^2*r*x^2+ 4774*b*g^3*p^2*x^3+96*b*g^3*p*q^3*x+1158*b*g^3*p*q^2*r*x-5497*b*g^3*p*q^2*x^2+ 3240*b*g^3*p*q*r^2*x-21404*b*g^3*p*q*r*x^2+9548*b*g^3*p*q*x^3+2358*b*g^3*p*r^3* x-21685*b*g^3*p*r^2*x^2+13792*b*g^3*p*r*x^3+48*b*g^3*q^3*r*x-745*b*g^3*q^3*x^2+ 570*b*g^3*q^2*r^2*x-5334*b*g^3*q^2*r*x^2+4774*b*g^3*q^2*x^3+1176*b*g^3*q*r^3*x-\ 13464*b*g^3*q*r^2*x^2+13792*b*g^3*q*r*x^3+654*b*g^3*r^4*x-9622*b*g^3*r^3*x^2+ 12510*b*g^3*r^2*x^3+424*b*g^2*p^5*x+1336*b*g^2*p^4*q*x+2422*b*g^2*p^4*r*x-5853* b*g^2*p^4*x^2+1464*b*g^2*p^3*q^2*x+5948*b*g^2*p^3*q*r*x-18204*b*g^2*p^3*q*x^2+ 5448*b*g^2*p^3*r^2*x-30514*b*g^2*p^3*r*x^2+10322*b*g^2*p^3*x^3+616*b*g^2*p^2*q^ 3*x+4662*b*g^2*p^2*q^2*r*x-19494*b*g^2*p^2*q^2*x^2+9828*b*g^2*p^2*q*r^2*x-68280 *b*g^2*p^2*q*r*x^2+30966*b*g^2*p^2*q*x^3+6052*b*g^2*p^2*r^3*x-59418*b*g^2*p^2*r ^2*x^2+45105*b*g^2*p^2*r*x^3+64*b*g^2*p*q^4*x+1168*b*g^2*p*q^3*r*x-7788*b*g^2*p *q^3*x^2+4932*b*g^2*p*q^2*r^2*x-45018*b*g^2*p*q^2*r*x^2+30966*b*g^2*p*q^2*x^3+ 7156*b*g^2*p*q*r^3*x-85620*b*g^2*p*q*r^2*x^2+90210*b*g^2*p*q*r*x^3+3328*b*g^2*p *r^4*x-50706*b*g^2*p*r^3*x^2+71824*b*g^2*p*r^2*x^3+32*b*g^2*q^4*r*x-645*b*g^2*q ^4*x^2+552*b*g^2*q^3*r^2*x-7252*b*g^2*q^3*r*x^2+10322*b*g^2*q^3*x^3+1734*b*g^2* q^2*r^3*x-26202*b*g^2*q^2*r^2*x^2+45105*b*g^2*q^2*r*x^3+1940*b*g^2*q*r^4*x-\ 35544*b*g^2*q*r^3*x^2+71824*b*g^2*q*r^2*x^3+726*b*g^2*r^5*x-15949*b*g^2*r^4*x^2 +38605*b*g^2*r^3*x^3+226*b*g*p^6*x+920*b*g*p^5*q*x+1529*b*g*p^5*r*x-3893*b*g*p^ 5*x^2+1420*b*g*p^4*q^2*x+5104*b*g*p^4*q*r*x-15777*b*g*p^4*q*x^2+4255*b*g*p^4*r^ 2*x-24864*b*g*p^4*r*x^2+8930*b*g*p^4*x^3+1000*b*g*p^3*q^3*x+6146*b*g*p^3*q^2*r* x-24178*b*g*p^3*q^2*x^2+11216*b*g*p^3*q*r^2*x-78738*b*g*p^3*q*r*x^2+35720*b*g*p ^3*q*x^3+6250*b*g*p^3*r^3*x-62973*b*g*p^3*r^2*x^2+51269*b*g*p^3*r*x^3+290*b*g*p ^2*q^4*x+3104*b*g*p^2*q^3*r*x-16802*b*g*p^2*q^3*x^2+9918*b*g*p^2*q^2*r^2*x-\ 87030*b*g*p^2*q^2*r*x^2+53580*b*g*p^2*q^2*x^3+12224*b*g*p^2*q*r^3*x-146505*b*g* p^2*q*r^2*x^2+153807*b*g*p^2*q*r*x^3+5120*b*g*p^2*r^4*x-78665*b*g*p^2*r^3*x^2+ 115086*b*g*p^2*r^2*x^3+16*b*g*p*q^5*x+541*b*g*p*q^4*r*x-4713*b*g*p*q^4*x^2+3208 *b*g*p*q^3*r^2*x-37302*b*g*p*q^3*r*x^2+35720*b*g*p*q^3*x^3+7078*b*g*p*q^2*r^3*x -104091*b*g*p*q^2*r^2*x^2+153807*b*g*p*q^2*r*x^3+6616*b*g*p*q*r^4*x-119904*b*g* p*q*r^3*x^2+230172*b*g*p*q*r^2*x^3+2221*b*g*p*r^5*x-48402*b*g*p*r^4*x^2+115397* b*g*p*r^3*x^3+8*b*g*q^5*r*x-205*b*g*q^5*x^2+251*b*g*q^4*r^2*x-4146*b*g*q^4*r*x^ 2+8930*b*g*q^4*x^3+1104*b*g*q^3*r^3*x-20559*b*g*q^3*r^2*x^2+51269*b*g*q^3*r*x^3 +1886*b*g*q^2*r^4*x-41239*b*g*q^2*r^3*x^2+115086*b*g*q^2*r^2*x^3+1424*b*g*q*r^5 *x-36360*b*g*q*r^4*x^2+115397*b*g*q*r^3*x^3+399*b*g*r^6*x-11739*b*g*r^5*x^2+ 42650*b*g*r^4*x^3+48*b*p^7*x+240*b*p^6*q*x+375*b*p^6*r*x-979*b*p^6*x^2+480*b*p^ 5*q^2*x+1590*b*p^5*q*r*x-4901*b*p^5*q*x^2+1242*b*p^5*r^2*x-7380*b*p^5*r*x^2+ 2730*b*p^5*x^3+480*b*p^4*q^3*x+2610*b*p^4*q^2*r*x-9820*b*p^4*q^2*x^2+4350*b*p^4 *q*r^2*x-30340*b*p^4*q*r*x^2+13650*b*p^4*q*x^3+2265*b*p^4*r^3*x-22937*b*p^4*r^2 *x^2+19274*b*p^4*r*x^3+240*b*p^3*q^4*x+2040*b*p^3*q^3*r*x-9850*b*p^3*q^3*x^2+ 5640*b*p^3*q^2*r^2*x-47560*b*p^3*q^2*r*x^2+27300*b*p^3*q^2*x^3+6300*b*p^3*q*r^3 *x-74428*b*p^3*q*r^2*x^2+77096*b*p^3*q*r*x^3+2460*b*p^3*r^4*x-37528*b*p^3*r^3*x ^2+55476*b*p^3*r^2*x^3+48*b*p^2*q^5*x+735*b*p^2*q^4*r*x-4955*b*p^2*q^4*x^2+3240 *b*p^2*q^3*r^2*x-34440*b*p^2*q^3*r*x^2+27300*b*p^2*q^3*x^3+6060*b*p^2*q^2*r^3*x -85662*b*p^2*q^2*r^2*x^2+115644*b*p^2*q^2*r*x^3+5100*b*p^2*q*r^4*x-90254*b*p^2* q*r^3*x^2+166428*b*p^2*q*r^2*x^3+1593*b*p^2*r^5*x-34077*b*p^2*r^4*x^2+79823*b*p ^2*r^3*x^3+90*b*p*q^5*r*x-1009*b*p*q^5*x^2+750*b*p*q^4*r^2*x-10660*b*p*q^4*r*x^ 2+13650*b*p*q^4*x^3+2280*b*p*q^3*r^3*x-39788*b*p*q^3*r^2*x^2+77096*b*p*q^3*r*x^ 3+3240*b*p*q^2*r^4*x-67924*b*p*q^2*r^3*x^2+166428*b*p*q^2*r^2*x^3+2190*b*p*q*r^ 5*x-54079*b*p*q*r^4*x^2+159646*b*p*q*r^3*x^3+570*b*p*r^6*x-16292*b*p*r^5*x^2+ 56664*b*p*r^4*x^3-6*b*q^6*x^2+42*b*q^5*r^2*x-820*b*q^5*r*x^2+2730*b*q^5*x^3+255 *b*q^4*r^3*x-5617*b*q^4*r^2*x^2+19274*b*q^4*r*x^3+600*b*q^3*r^4*x-15198*b*q^3*r ^3*x^2+55476*b*q^3*r^2*x^3+690*b*q^2*r^5*x-20002*b*q^2*r^4*x^2+79823*b*q^2*r^3* x^3+390*b*q*r^6*x-12814*b*q*r^5*x^2+56664*b*q*r^4*x^3+87*b*r^7*x-3207*b*r^6*x^2 +15773*b*r^5*x^3+960*c^8*x+2592*c^7*g*x+4800*c^7*p*x+2112*c^7*q*x+5120*c^7*r*x-\ 18432*c^7*x^2+2880*c^6*g^2*x+11360*c^6*g*p*x+4960*c^6*g*q*x+12144*c^6*g*r*x-\ 42432*c^6*g*x^2+9888*c^6*p^2*x+9984*c^6*p*q*x+21712*c^6*p*r*x-70272*c^6*p*x^2+ 1824*c^6*q^2*x+10160*c^6*q*r*x-46848*c^6*q*x^2+11824*c^6*r^2*x-85248*c^6*r*x^2+ 49344*c^6*x^3+1680*c^5*g^3*x+10880*c^5*g^2*p*x+4672*c^5*g^2*q*x+11664*c^5*g^2*r *x-38976*c^5*g^2*x^2+20080*c^5*g*p^2*x+20160*c^5*g*p*q*x+44152*c^5*g*p*r*x-\ 138992*c^5*g*p*x^2+3632*c^5*g*q^2*x+20520*c^5*g*q*r*x-92176*c^5*g*q*x^2+24072*c ^5*g*r^2*x-168768*c^5*g*r*x^2+94304*c^5*g*x^3+11040*c^5*p^3*x+18624*c^5*p^2*q*x +36936*c^5*p^2*r*x-109968*c^5*p^2*x^2+8352*c^5*p*q^2*x+39600*c^5*p*q*r*x-158976 *c^5*p*q*x^2+40752*c^5*p*r^2*x-273744*c^5*p*r*x^2+135616*c^5*p*x^3+768*c^5*q^3* x+7944*c^5*q^2*r*x-49008*c^5*q^2*x^2+20976*c^5*q*r^2*x-184464*c^5*q*r*x^2+ 135616*c^5*q*x^3+14856*c^5*r^3*x-170784*c^5*r^2*x^2+196848*c^5*r*x^3+540*c^4*g^ 4*x+5360*c^4*g^3*p*x+2224*c^4*g^3*q*x+5768*c^4*g^3*r*x-17952*c^4*g^3*x^2+16104* c^4*g^2*p^2*x+15952*c^4*g^2*p*q*x+35516*c^4*g^2*p*r*x-107024*c^4*g^2*p*x^2+2792 *c^4*g^2*q^2*x+16204*c^4*g^2*q*r*x-70288*c^4*g^2*q*x^2+19412*c^4*g^2*r^2*x-\ 130128*c^4*g^2*r*x^2+68848*c^4*g^2*x^3+18688*c^4*g*p^3*x+31392*c^4*g*p^2*q*x+ 62600*c^4*g*p^2*r*x-181552*c^4*g*p^2*x^2+13952*c^4*g*p*q^2*x+66768*c^4*g*p*q*r* x-261504*c^4*g*p*q*x^2+69136*c^4*g*p*r^2*x-452936*c^4*g*p*r*x^2+216288*c^4*g*p* x^3+1248*c^4*g*q^3*x+13224*c^4*g*q^2*r*x-79952*c^4*g*q^2*x^2+35376*c^4*g*q*r^2* x-303160*c^4*g*q*r*x^2+216288*c^4*g*q*x^3+25224*c^4*g*r^3*x-283464*c^4*g*r^2*x^ 2+314728*c^4*g*r*x^3+7356*c^4*p^4*x+18000*c^4*p^3*q*x+33052*c^4*p^3*r*x-92544*c ^4*p^3*x^2+14088*c^4*p^2*q^2*x+58740*c^4*p^2*q*r*x-212064*c^4*p^2*q*x^2+55020*c ^4*p^2*r^2*x-349896*c^4*p^2*r*x^2+154880*c^4*p^2*x^3+3600*c^4*p*q^3*x+28788*c^4 *p*q^2*r*x-146496*c^4*p*q^2*x^2+63480*c^4*p*q*r^2*x-511056*c^4*p*q*r*x^2+309760 *c^4*p*q*x^3+40308*c^4*p*r^3*x-440016*c^4*p*r^2*x^2+446712*c^4*p*r*x^3+156*c^4* q^4*x+3100*c^4*q^3*r*x-26976*c^4*q^3*x^2+14700*c^4*q^2*r^2*x-161160*c^4*q^2*r*x ^2+154880*c^4*q^2*x^3+22740*c^4*q*r^3*x-308784*c^4*q*r^2*x^2+446712*c^4*q*r*x^3 +10984*c^4*r^4*x-182664*c^4*r^3*x^2+337440*c^4*r^2*x^3+90*c^3*g^5*x+1420*c^3*g^ 4*p*x+548*c^3*g^4*q*x+1536*c^3*g^4*r*x-4224*c^3*g^4*x^2+6428*c^3*g^3*p^2*x+6184 *c^3*g^3*p*q*x+14266*c^3*g^3*p*r*x-39944*c^3*g^3*p*x^2+1020*c^3*g^3*q^2*x+6234* c^3*g^3*q*r*x-25768*c^3*g^3*q*x^2+7838*c^3*g^3*r^2*x-48648*c^3*g^3*r*x^2+23496* c^3*g^3*x^3+12032*c^3*g^2*p^3*x+20000*c^3*g^2*p^2*q*x+40442*c^3*g^2*p^2*r*x-\ 112384*c^3*g^2*p^2*x^2+8704*c^3*g^2*p*q^2*x+42548*c^3*g^2*p*q*r*x-160752*c^3*g^ 2*p*q*x^2+44788*c^3*g^2*p*r^2*x-281728*c^3*g^2*p*r*x^2+126832*c^3*g^2*p*x^3+736 *c^3*g^2*q^3*x+8154*c^3*g^2*q^2*r*x-48368*c^3*g^2*q^2*x^2+22548*c^3*g^2*q*r^2*x -185744*c^3*g^2*q*r*x^2+126832*c^3*g^2*q*x^3+16378*c^3*g^2*r^3*x-177648*c^3*g^2 *r^2*x^2+185020*c^3*g^2*r*x^3+9954*c^3*g*p^4*x+24280*c^3*g*p^3*q*x+44782*c^3*g* p^3*r*x-122344*c^3*g*p^3*x^2+18892*c^3*g*p^2*q^2*x+79282*c^3*g*p^2*q*r*x-279592 *c^3*g*p^2*q*x^2+74622*c^3*g*p^2*r^2*x-463940*c^3*g*p^2*r*x^2+197856*c^3*g*p^2* x^3+4760*c^3*g*p*q^3*x+38554*c^3*g*p*q^2*r*x-192152*c^3*g*p*q^2*x^2+85724*c^3*g *p*q*r^2*x-674544*c^3*g*p*q*r*x^2+395712*c^3*g*p*q*x^3+54714*c^3*g*p*r^3*x-\ 585520*c^3*g*p*r^2*x^2+572412*c^3*g*p*r*x^3+194*c^3*g*q^4*x+4054*c^3*g*q^3*r*x-\ 34904*c^3*g*q^3*x^2+19662*c^3*g*q^2*r^2*x-210604*c^3*g*q^2*r*x^2+197856*c^3*g*q ^2*x^3+30722*c^3*g*q*r^3*x-408488*c^3*g*q*r^2*x^2+572412*c^3*g*q*r*x^3+14920*c^ 3*g*r^4*x-243924*c^3*g*r^3*x^2+436480*c^3*g*r^2*x^3+3012*c^3*p^5*x+9852*c^3*p^4 *q*x+16938*c^3*p^4*r*x-45528*c^3*p^4*x^2+11496*c^3*p^3*q^2*x+43336*c^3*p^3*q*r* x-144816*c^3*p^3*q*x^2+37632*c^3*p^3*r^2*x-230340*c^3*p^3*r*x^2+94080*c^3*p^3*x ^3+5496*c^3*p^2*q^3*x+36492*c^3*p^2*q^2*r*x-161280*c^3*p^2*q^2*x^2+70896*c^3*p^ 2*q*r^2*x-533172*c^3*p^2*q*r*x^2+282240*c^3*p^2*q*x^3+41388*c^3*p^2*r^3*x-\ 434628*c^3*p^2*r^2*x^2+404052*c^3*p^2*r*x^3+852*c^3*p*q^4*x+10728*c^3*p*q^3*r*x -70224*c^3*p*q^3*x^2+38496*c^3*p*q^2*r^2*x-375324*c^3*p*q^2*r*x^2+282240*c^3*p* q^2*x^3+51192*c^3*p*q*r^3*x-653112*c^3*p*q*r^2*x^2+808104*c^3*p*q*r*x^3+22572*c ^3*p*r^4*x-360348*c^3*p*r^3*x^2+600016*c^3*p*r^2*x^3+12*c^3*q^5*x+634*c^3*q^4*r *x-8232*c^3*q^4*x^2+5232*c^3*q^3*r^2*x-72492*c^3*q^3*r*x^2+94080*c^3*q^3*x^3+ 13500*c^3*q^2*r^3*x-218484*c^3*q^2*r^2*x^2+404052*c^3*q^2*r*x^3+13780*c^3*q*r^4 *x-264756*c^3*q*r^3*x^2+600016*c^3*q*r^2*x^3+4890*c^3*r^5*x-110532*c^3*r^4*x^2+ 298148*c^3*r^3*x^3+6*c^2*g^6*x+190*c^2*g^5*p*x+62*c^2*g^5*q*x+207*c^2*g^5*r*x-\ 444*c^2*g^5*x^2+1316*c^2*g^4*p^2*x+1188*c^2*g^4*p*q*x+2960*c^2*g^4*p*r*x-7240*c ^2*g^4*p*x^2+172*c^2*g^4*q^2*x+1170*c^2*g^4*q*r*x-4520*c^2*g^4*q*x^2+1644*c^2*g ^4*r^2*x-8820*c^2*g^4*r*x^2+3592*c^2*g^4*x^3+3640*c^2*g^3*p^3*x+5912*c^2*g^3*p^ 2*q*x+12332*c^2*g^3*p^2*r*x-31824*c^2*g^3*p^2*x^2+2456*c^2*g^3*p*q^2*x+12576*c^ 2*g^3*p*q*r*x-44928*c^2*g^3*p*q*x^2+13744*c^2*g^3*p*r^2*x-80586*c^2*g^3*p*r*x^2 +32776*c^2*g^3*p*x^3+184*c^2*g^3*q^3*x+2228*c^2*g^3*q^2*r*x-13104*c^2*g^3*q^2*x ^2+6664*c^2*g^3*q*r^2*x-51414*c^2*g^3*q*r*x^2+32776*c^2*g^3*q*x^3+5052*c^2*g^3* r^3*x-51678*c^2*g^3*r^2*x^2+47766*c^2*g^3*r*x^3+4814*c^2*g^2*p^4*x+11648*c^2*g^ 2*p^3*q*x+21738*c^2*g^2*p^3*r*x-57024*c^2*g^2*p^3*x^2+8932*c^2*g^2*p^2*q^2*x+ 38098*c^2*g^2*p^2*q*r*x-129624*c^2*g^2*p^2*q*x^2+36330*c^2*g^2*p^2*r^2*x-217710 *c^2*g^2*p^2*r*x^2+87356*c^2*g^2*p^2*x^3+2176*c^2*g^2*p*q^3*x+18154*c^2*g^2*p*q ^2*r*x-88176*c^2*g^2*p*q^2*x^2+41252*c^2*g^2*p*q*r^2*x-313368*c^2*g^2*p*q*r*x^2 +174712*c^2*g^2*p*q*x^3+26702*c^2*g^2*p*r^3*x-277122*c^2*g^2*p*r^2*x^2+253794*c ^2*g^2*p*r*x^3+78*c^2*g^2*q^4*x+1794*c^2*g^2*q^3*r*x-15576*c^2*g^2*q^3*x^2+9222 *c^2*g^2*q^2*r^2*x-95658*c^2*g^2*q^2*r*x^2+87356*c^2*g^2*q^2*x^3+14802*c^2*g^2* q*r^3*x-190746*c^2*g^2*q*r^2*x^2+253794*c^2*g^2*q*r*x^3+7296*c^2*g^2*r^4*x-\ 116436*c^2*g^2*r^3*x^2+197516*c^2*g^2*r^2*x^3+3050*c^2*g*p^5*x+9954*c^2*g*p^4*q *x+17173*c^2*g*p^4*r*x-45148*c^2*g*p^4*x^2+11572*c^2*g*p^3*q^2*x+43820*c^2*g*p^ 3*q*r*x-143312*c^2*g*p^3*q*x^2+38192*c^2*g*p^3*r^2*x-229182*c^2*g*p^3*r*x^2+ 90232*c^2*g*p^3*x^3+5492*c^2*g*p^2*q^3*x+36726*c^2*g*p^2*q^2*r*x-159048*c^2*g*p ^2*q^2*x^2+71736*c^2*g*p^2*q*r^2*x-528774*c^2*g*p^2*q*r*x^2+270696*c^2*g*p^2*q* x^3+42038*c^2*g*p^2*r^3*x-434052*c^2*g*p^2*r^2*x^2+388918*c^2*g*p^2*r*x^3+834*c ^2*g*p*q^4*x+10684*c^2*g*p*q^3*r*x-68752*c^2*g*p*q^3*x^2+38736*c^2*g*p*q^2*r^2* x-370002*c^2*g*p*q^2*r*x^2+270696*c^2*g*p*q^2*x^3+51828*c^2*g*p*q*r^3*x-649620* c^2*g*p*q*r^2*x^2+777836*c^2*g*p*q*r*x^3+22942*c^2*g*p*r^4*x-361150*c^2*g*p*r^3 *x^2+582852*c^2*g*p*r^2*x^3+10*c^2*g*q^5*x+605*c^2*g*q^4*r*x-7868*c^2*g*q^4*x^2 +5192*c^2*g*q^3*r^2*x-70410*c^2*g*q^3*r*x^2+90232*c^2*g*q^3*x^3+13582*c^2*g*q^2 *r^3*x-215568*c^2*g*q^2*r^2*x^2+388918*c^2*g*q^2*r*x^3+13958*c^2*g*q*r^4*x-\ 264158*c^2*g*q*r^3*x^2+582852*c^2*g*q*r^2*x^3+4973*c^2*g*r^5*x-111132*c^2*g*r^4 *x^2+292586*c^2*g*r^3*x^3+744*c^2*p^6*x+3084*c^2*p^5*q*x+5004*c^2*p^5*r*x-13152 *c^2*p^5*x^2+4896*c^2*p^4*q^2*x+17010*c^2*p^4*q*r*x-53928*c^2*p^4*q*x^2+13860*c ^2*p^4*r^2*x-82926*c^2*p^4*r*x^2+32060*c^2*p^4*x^3+3624*c^2*p^3*q^3*x+21072*c^2 *p^3*q^2*r*x-84192*c^2*p^3*q^2*x^2+37200*c^2*p^3*q*r^2*x-266436*c^2*p^3*q*r*x^2 +128240*c^2*p^3*q*x^3+20280*c^2*p^3*r^3*x-207540*c^2*p^3*r^2*x^2+182070*c^2*p^3 *r*x^3+1176*c^2*p^2*q^4*x+11196*c^2*p^2*q^3*r*x-60528*c^2*p^2*q^3*x^2+33840*c^2 *p^2*q^2*r^2*x-301752*c^2*p^2*q^2*r*x^2+192360*c^2*p^2*q^2*x^3+40380*c^2*p^2*q* r^3*x-490968*c^2*p^2*q*r^2*x^2+546210*c^2*p^2*q*r*x^3+16560*c^2*p^2*r^4*x-\ 256584*c^2*p^2*r^3*x^2+398136*c^2*p^2*r^2*x^3+108*c^2*p*q^5*x+2196*c^2*p*q^4*r* x-18432*c^2*p*q^4*x^2+11520*c^2*p*q^3*r^2*x-135900*c^2*p*q^3*r*x^2+128240*c^2*p *q^3*x^3+24048*c^2*p*q^2*r^3*x-359316*c^2*p*q^2*r^2*x^2+546210*c^2*p*q^2*r*x^3+ 21780*c^2*p*q*r^4*x-398340*c^2*p*q*r^3*x^2+796272*c^2*p*q*r^2*x^3+7164*c^2*p*r^ 5*x-156492*c^2*p*r^4*x^2+387630*c^2*p*r^3*x^3+66*c^2*q^5*r*x-1320*c^2*q^5*x^2+ 1020*c^2*q^4*r^2*x-17658*c^2*q^4*r*x^2+32060*c^2*q^4*x^3+3948*c^2*q^3*r^3*x-\ 75888*c^2*q^3*r^2*x^2+182070*c^2*q^3*r*x^3+6384*c^2*q^2*r^4*x-141756*c^2*q^2*r^ 3*x^2+398136*c^2*q^2*r^2*x^3+4674*c^2*q*r^5*x-119880*c^2*q*r^4*x^2+387630*c^2*q *r^3*x^3+1284*c^2*r^6*x-37674*c^2*r^5*x^2+139504*c^2*r^4*x^3+10*c*g^6*p*x+2*c*g ^6*q*x+11*c*g^6*r*x-12*c*g^6*x^2+126*c*g^5*p^2*x+98*c*g^5*p*q*x+292*c*g^5*p*r*x -535*c*g^5*p*x^2+10*c*g^5*q^2*x+89*c*g^5*q*r*x-317*c*g^5*q*x^2+166*c*g^5*r^2*x-\ 642*c*g^5*r*x^2+176*c*g^5*x^3+510*c*g^4*p^3*x+788*c*g^4*p^2*q*x+1758*c*g^4*p^2* r*x-3947*c*g^4*p^2*x^2+294*c*g^4*p*q^2*x+1674*c*g^4*p*q*r*x-5436*c*g^4*p*q*x^2+ 1986*c*g^4*p*r^2*x-10213*c*g^4*p*r*x^2+3416*c*g^4*p*x^3+16*c*g^4*q^3*x+242*c*g^ 4*q^2*r*x-1489*c*g^4*q^2*x^2+886*c*g^4*q*r^2*x-6041*c*g^4*q*r*x^2+3416*c*g^4*q* x^3+738*c*g^4*r^3*x-6804*c*g^4*r^2*x^2+4850*c*g^4*r*x^3+978*c*g^3*p^4*x+2324*c* g^3*p^3*q*x+4455*c*g^3*p^3*r*x-10878*c*g^3*p^3*x^2+1724*c*g^3*p^2*q^2*x+7631*c* g^3*p^2*q*r*x-24474*c*g^3*p^2*q*x^2+7497*c*g^3*p^2*r^2*x-42141*c*g^3*p^2*r*x^2+ 15194*c*g^3*p^2*x^3+388*c*g^3*p*q^3*x+3467*c*g^3*p*q^2*r*x-16314*c*g^3*p*q^2*x^ 2+8290*c*g^3*p*q*r^2*x-59376*c*g^3*p*q*r*x^2+30388*c*g^3*p*q*x^3+5541*c*g^3*p*r ^3*x-54657*c*g^3*p*r^2*x^2+44319*c*g^3*p*r*x^3+10*c*g^3*q^4*x+291*c*g^3*q^3*r*x -2718*c*g^3*q^3*x^2+1743*c*g^3*q^2*r^2*x-17235*c*g^3*q^2*r*x^2+15194*c*g^3*q^2* x^3+2983*c*g^3*q*r^3*x-36549*c*g^3*q*r^2*x^2+44319*c*g^3*q*r*x^3+1521*c*g^3*r^4 *x-23394*c*g^3*r^3*x^2+36078*c*g^3*r^2*x^3+982*c*g^2*p^5*x+3186*c*g^2*p^4*q*x+ 5549*c*g^2*p^4*r*x-14068*c*g^2*p^4*x^2+3668*c*g^2*p^3*q^2*x+14058*c*g^2*p^3*q*r *x-44468*c*g^2*p^3*q*x^2+12376*c*g^2*p^3*r^2*x-71967*c*g^2*p^3*r*x^2+26656*c*g^ 2*p^3*x^3+1708*c*g^2*p^2*q^3*x+11634*c*g^2*p^2*q^2*r*x-48996*c*g^2*p^2*q^2*x^2+ 23058*c*g^2*p^2*q*r^2*x-164859*c*g^2*p^2*q*r*x^2+79968*c*g^2*p^2*q*x^3+13654*c* g^2*p^2*r^3*x-137505*c*g^2*p^2*r^2*x^2+115570*c*g^2*p^2*r*x^3+246*c*g^2*p*q^4*x +3290*c*g^2*p*q^3*r*x-20860*c*g^2*p*q^3*x^2+12264*c*g^2*p*q^2*r^2*x-113817*c*g^ 2*p*q^2*r*x^2+79968*c*g^2*p*q^2*x^3+16686*c*g^2*p*q*r^3*x-203922*c*g^2*p*q*r^2* x^2+231140*c*g^2*p*q*r*x^3+7466*c*g^2*p*r^4*x-115381*c*g^2*p*r^3*x^2+176640*c*g ^2*p*r^2*x^3+2*c*g^2*q^5*x+165*c*g^2*q^4*r*x-2264*c*g^2*q^4*x^2+1582*c*g^2*q^3* r^2*x-20925*c*g^2*q^3*r*x^2+26656*c*g^2*q^3*x^3+4298*c*g^2*q^2*r^3*x-66417*c*g^ 2*q^2*r^2*x^2+115570*c*g^2*q^2*r*x^3+4500*c*g^2*q*r^4*x-83531*c*g^2*q*r^3*x^2+ 176640*c*g^2*q*r^2*x^3+1621*c*g^2*r^5*x-35775*c*g^2*r^4*x^2+90678*c*g^2*r^3*x^3 +500*c*g*p^6*x+2070*c*g*p^5*q*x+3366*c*g*p^5*r*x-8687*c*g*p^5*x^2+3280*c*g*p^4* q^2*x+11425*c*g*p^4*q*r*x-35565*c*g*p^4*q*x^2+9330*c*g*p^4*r^2*x-54955*c*g*p^4* r*x^2+20514*c*g*p^4*x^3+2420*c*g*p^3*q^3*x+14120*c*g*p^3*q^2*r*x-55390*c*g*p^3* q^2*x^2+25000*c*g*p^3*q*r^2*x-176162*c*g*p^3*q*r*x^2+82056*c*g*p^3*q*x^3+13660* c*g*p^3*r^3*x-138021*c*g*p^3*r^2*x^2+116973*c*g*p^3*r*x^3+780*c*g*p^2*q^4*x+ 7470*c*g*p^2*q^3*r*x-39650*c*g*p^2*q^3*x^2+22680*c*g*p^2*q^2*r^2*x-198756*c*g*p ^2*q^2*r*x^2+123084*c*g*p^2*q^2*x^3+27150*c*g*p^2*q*r^3*x-325599*c*g*p^2*q*r^2* x^2+350919*c*g*p^2*q*r*x^3+11160*c*g*p^2*r^4*x-171203*c*g*p^2*r^3*x^2+258026*c* g*p^2*r^2*x^3+70*c*g*p*q^5*x+1450*c*g*p*q^4*r*x-11955*c*g*p*q^4*x^2+7680*c*g*p* q^3*r^2*x-88846*c*g*p*q^3*r*x^2+82056*c*g*p*q^3*x^3+16120*c*g*p*q^2*r^3*x-\ 237135*c*g*p*q^2*r^2*x^2+350919*c*g*p*q^2*r*x^3+14650*c*g*p*q*r^4*x-264972*c*g* p*q*r^3*x^2+516052*c*g*p*q*r^2*x^3+4830*c*g*p*r^5*x-104728*c*g*p*r^4*x^2+253655 *c*g*p*r^3*x^3+41*c*g*q^5*r*x-817*c*g*q^5*x^2+670*c*g*q^4*r^2*x-11297*c*g*q^4*r *x^2+20514*c*g*q^4*x^3+2630*c*g*q^3*r^3*x-49557*c*g*q^3*r^2*x^2+116973*c*g*q^3* r*x^3+4280*c*g*q^2*r^4*x-93769*c*g*q^2*r^3*x^2+258026*c*g*q^2*r^2*x^3+3145*c*g* q*r^5*x-79970*c*g*q*r^4*x^2+253655*c*g*q*r^3*x^3+866*c*g*r^6*x-25278*c*g*r^5*x^ 2+92088*c*g*r^4*x^3+102*c*p^7*x+516*c*p^6*q*x+795*c*p^6*r*x-2073*c*p^6*x^2+1050 *c*p^5*q^2*x+3408*c*p^5*q*r*x-10452*c*p^5*q*x^2+2628*c*p^5*r^2*x-15558*c*p^5*r* x^2+5812*c*p^5*x^3+1080*c*p^4*q^3*x+5685*c*p^4*q^2*r*x-21165*c*p^4*q^2*x^2+9300 *c*p^4*q*r^2*x-64440*c*p^4*q*r*x^2+29060*c*p^4*q*x^3+4785*c*p^4*r^3*x-48207*c*p ^4*r^2*x^2+40872*c*p^4*r*x^3+570*c*p^3*q^4*x+4560*c*p^3*q^3*r*x-21600*c*p^3*q^3 *x^2+12240*c*p^3*q^2*r^2*x-102180*c*p^3*q^2*r*x^2+58120*c*p^3*q^2*x^3+13440*c*p ^3*q*r^3*x-157668*c*p^3*q*r^2*x^2+163488*c*p^3*q*r*x^3+5190*c*p^3*r^4*x-78708*c *p^3*r^3*x^2+116844*c*p^3*r^2*x^3+132*c*p^2*q^5*x+1725*c*p^2*q^4*r*x-11235*c*p^ 2*q^4*x^2+7200*c*p^2*q^3*r^2*x-75480*c*p^2*q^3*r*x^2+58120*c*p^2*q^3*x^3+13110* c*p^2*q^2*r^3*x-183762*c*p^2*q^2*r^2*x^2+245232*c*p^2*q^2*r*x^3+10860*c*p^2*q*r ^4*x-190884*c*p^2*q*r^3*x^2+350532*c*p^2*q*r^2*x^3+3357*c*p^2*r^5*x-71367*c*p^2 *r^4*x^2+166878*c*p^2*r^3*x^3+6*c*p*q^6*x+240*c*p*q^5*r*x-2508*c*p*q^5*x^2+1740 *c*p*q^4*r^2*x-24390*c*p*q^4*r*x^2+29060*c*p*q^4*x^3+5040*c*p*q^3*r^3*x-87348*c *p*q^3*r^2*x^2+163488*c*p*q^3*r*x^3+6990*c*p*q^2*r^4*x-145644*c*p*q^2*r^3*x^2+ 350532*c*p*q^2*r^2*x^3+4656*c*p*q*r^5*x-114264*c*p*q*r^4*x^2+333756*c*p*q*r^3*x ^3+1200*c*p*r^6*x-34086*c*p*r^5*x^2+117652*c*p*r^4*x^3+3*c*q^6*r*x-87*c*q^6*x^2 +108*c*q^5*r^2*x-2208*c*q^5*r*x^2+5812*c*q^5*x^3+585*c*q^4*r^3*x-13047*c*q^4*r^ 2*x^2+40872*c*q^4*r*x^3+1320*c*q^3*r^4*x-33468*c*q^3*r^3*x^2+116844*c*q^3*r^2*x ^3+1485*c*q^2*r^5*x-42897*c*q^2*r^4*x^2+166878*c*q^2*r^3*x^3+828*c*q*r^6*x-\ 27060*c*q*r^5*x^2+117652*c*q*r^4*x^3+183*c*r^7*x-6705*c*r^6*x^2+32558*c*r^5*x^3 +4*g^6*p^2*x+2*g^6*p*q*x+10*g^6*p*r*x-7*g^6*p*x^2+g^6*q*r*x-5*g^6*q*x^2+6*g^6*r ^2*x-6*g^6*r*x^2+26*g^5*p^3*x+36*g^5*p^2*q*x+93*g^5*p^2*r*x-155*g^5*p^2*x^2+10* g^5*p*q^2*x+76*g^5*p*q*r*x-204*g^5*p*q*x^2+108*g^5*p*r^2*x-422*g^5*p*r*x^2+88*g ^5*p*x^3+5*g^5*q^2*r*x-49*g^5*q^2*x^2+40*g^5*q*r^2*x-202*g^5*q*r*x^2+88*g^5*q*x ^3+41*g^5*r^3*x-309*g^5*r^2*x^2+92*g^5*r*x^3+70*g^4*p^4*x+160*g^4*p^3*q*x+325*g ^4*p^3*r*x-692*g^4*p^3*x^2+110*g^4*p^2*q^2*x+530*g^4*p^2*q*r*x-1526*g^4*p^2*q*x ^2+555*g^4*p^2*r^2*x-2767*g^4*p^2*r*x^2+810*g^4*p^2*x^3+20*g^4*p*q^3*x+215*g^4* p*q^2*r*x-976*g^4*p*q^2*x^2+580*g^4*p*q*r^2*x-3723*g^4*p*q*r*x^2+1620*g^4*p*q*x ^3+415*g^4*p*r^3*x-3737*g^4*p*r^2*x^2+2343*g^4*p*r*x^3+10*g^4*q^3*r*x-142*g^4*q ^3*x^2+105*g^4*q^2*r^2*x-956*g^4*q^2*r*x^2+810*g^4*q^2*x^3+210*g^4*q*r^3*x-2350 *g^4*q*r^2*x^2+2343*g^4*q*r*x^3+115*g^4*r^4*x-1662*g^4*r^3*x^2+2130*g^4*r^2*x^3 +100*g^3*p^5*x+320*g^3*p^4*q*x+570*g^3*p^4*r*x-1354*g^3*p^4*x^2+360*g^3*p^3*q^2 *x+1420*g^3*p^3*q*r*x-4244*g^3*p^3*q*x^2+1280*g^3*p^3*r^2*x-7044*g^3*p^3*r*x^2+ 2340*g^3*p^3*x^3+160*g^3*p^2*q^3*x+1140*g^3*p^2*q^2*r*x-4608*g^3*p^2*q^2*x^2+ 2340*g^3*p^2*q*r^2*x-15894*g^3*p^2*q*r*x^2+7020*g^3*p^2*q*x^3+1420*g^3*p^2*r^3* x-13719*g^3*p^2*r^2*x^2+10234*g^3*p^2*r*x^3+20*g^3*p*q^4*x+300*g^3*p*q^3*r*x-\ 1900*g^3*p*q^3*x^2+1200*g^3*p*q^2*r^2*x-10656*g^3*p*q^2*r*x^2+7020*g^3*p*q^2*x^ 3+1700*g^3*p*q*r^3*x-19956*g^3*p*q*r^2*x^2+20468*g^3*p*q*r*x^3+780*g^3*p*r^4*x-\ 11722*g^3*p*r^3*x^2+16320*g^3*p*r^2*x^3+10*g^3*q^4*r*x-182*g^3*q^4*x^2+140*g^3* q^3*r^2*x-1806*g^3*q^3*r*x^2+2340*g^3*q^3*x^3+420*g^3*q^2*r^3*x-6237*g^3*q^2*r^ 2*x^2+10234*g^3*q^2*r*x^3+460*g^3*q*r^4*x-8306*g^3*q*r^3*x^2+16320*g^3*q*r^2*x^ 3+170*g^3*r^5*x-3693*g^3*r^4*x^2+8782*g^3*r^3*x^3+80*g^2*p^6*x+330*g^2*p^5*q*x+ 540*g^2*p^5*r*x-1355*g^2*p^5*x^2+520*g^2*p^4*q^2*x+1825*g^2*p^4*q*r*x-5529*g^2* p^4*q*x^2+1500*g^2*p^4*r^2*x-8639*g^2*p^4*r*x^2+3040*g^2*p^4*x^3+380*g^2*p^3*q^ 3*x+2240*g^2*p^3*q^2*r*x-8566*g^2*p^3*q^2*x^2+4000*g^2*p^3*q*r^2*x-27550*g^2*p^ 3*q*r*x^2+12160*g^2*p^3*q*x^3+2200*g^2*p^3*r^3*x-21879*g^2*p^3*r^2*x^2+17464*g^ 2*p^3*r*x^3+120*g^2*p^2*q^4*x+1170*g^2*p^2*q^3*r*x-6074*g^2*p^2*q^3*x^2+3600*g^ 2*p^2*q^2*r^2*x-30816*g^2*p^2*q^2*r*x^2+18240*g^2*p^2*q^2*x^3+4350*g^2*p^2*q*r^ 3*x-51285*g^2*p^2*q*r^2*x^2+52392*g^2*p^2*q*r*x^3+1800*g^2*p^2*r^4*x-27353*g^2* p^2*r^3*x^2+39250*g^2*p^2*r^2*x^3+10*g^2*p*q^5*x+220*g^2*p*q^4*r*x-1791*g^2*p*q ^4*x^2+1200*g^2*p*q^3*r^2*x-13538*g^2*p*q^3*r*x^2+12160*g^2*p*q^3*x^3+2560*g^2* p*q^2*r^3*x-36933*g^2*p*q^2*r^2*x^2+52392*g^2*p*q^2*r*x^3+2350*g^2*p*q*r^4*x-\ 42036*g^2*p*q*r^3*x^2+78500*g^2*p*q*r^2*x^3+780*g^2*p*r^5*x-16850*g^2*p*r^4*x^2 +39402*g^2*p*r^3*x^3+5*g^2*q^5*r*x-109*g^2*q^5*x^2+100*g^2*q^4*r^2*x-1633*g^2*q ^4*r*x^2+3040*g^2*q^4*x^3+410*g^2*q^3*r^3*x-7527*g^2*q^3*r^2*x^2+17464*g^2*q^3* r*x^3+680*g^2*q^2*r^4*x-14683*g^2*q^2*r^3*x^2+39250*g^2*q^2*r^2*x^3+505*g^2*q*r ^5*x-12772*g^2*q*r^4*x^2+39402*g^2*q*r^3*x^3+140*g^2*r^6*x-4092*g^2*r^5*x^2+ 14576*g^2*r^4*x^3+34*g*p^7*x+172*g*p^6*q*x+265*g*p^6*r*x-683*g*p^6*x^2+350*g*p^ 5*q^2*x+1136*g*p^5*q*r*x-3440*g*p^5*q*x^2+876*g*p^5*r^2*x-5140*g*p^5*r*x^2+1860 *g*p^5*x^3+360*g*p^4*q^3*x+1895*g*p^4*q^2*r*x-6955*g*p^4*q^2*x^2+3100*g*p^4*q*r ^2*x-21258*g*p^4*q*r*x^2+9300*g*p^4*q*x^3+1595*g*p^4*r^3*x-15971*g*p^4*r^2*x^2+ 13138*g*p^4*r*x^3+190*g*p^3*q^4*x+1520*g*p^3*q^3*r*x-7080*g*p^3*q^3*x^2+4080*g* p^3*q^2*r^2*x-33632*g*p^3*q^2*r*x^2+18600*g*p^3*q^2*x^3+4480*g*p^3*q*r^3*x-\ 52144*g*p^3*q*r^2*x^2+52552*g*p^3*q*r*x^3+1730*g*p^3*r^4*x-26144*g*p^3*r^3*x^2+ 37860*g*p^3*r^2*x^3+44*g*p^2*q^5*x+575*g*p^2*q^4*r*x-3665*g*p^2*q^4*x^2+2400*g* p^2*q^3*r^2*x-24748*g*p^2*q^3*r*x^2+18600*g*p^2*q^3*x^3+4370*g*p^2*q^2*r^3*x-\ 60606*g*p^2*q^2*r^2*x^2+78828*g*p^2*q^2*r*x^3+3620*g*p^2*q*r^4*x-63284*g*p^2*q* r^3*x^2+113580*g*p^2*q*r^2*x^3+1119*g*p^2*r^5*x-23761*g*p^2*r^4*x^2+54548*g*p^2 *r^3*x^3+2*g*p*q^6*x+80*g*p*q^5*r*x-808*g*p*q^5*x^2+580*g*p*q^4*r^2*x-7932*g*p* q^4*r*x^2+9300*g*p*q^4*x^3+1680*g*p*q^3*r^3*x-28664*g*p*q^3*r^2*x^2+52552*g*p*q ^3*r*x^3+2330*g*p*q^2*r^4*x-48136*g*p*q^2*r^3*x^2+113580*g*p*q^2*r^2*x^3+1552*g *p*q*r^5*x-37968*g*p*q*r^4*x^2+109096*g*p*q*r^3*x^3+400*g*p*r^6*x-11372*g*p*r^5 *x^2+38768*g*p*r^4*x^3+g*q^6*r*x-25*g*q^6*x^2+36*g*q^5*r^2*x-698*g*q^5*r*x^2+ 1860*g*q^5*x^3+195*g*q^4*r^3*x-4231*g*q^4*r^2*x^2+13138*g*q^4*r*x^3+440*g*q^3*r ^4*x-10996*g*q^3*r^3*x^2+37860*g*q^3*r^2*x^3+495*g*q^2*r^5*x-14207*g*q^2*r^4*x^ 2+54548*g*q^2*r^3*x^3+276*g*q*r^6*x-9010*g*q*r^5*x^2+38768*g*q*r^4*x^3+61*g*r^7 *x-2241*g*r^6*x^2+10802*g*r^5*x^3+6*p^8*x+36*p^7*q*x+53*p^7*r*x-138*p^7*x^2+90* p^6*q^2*x+276*p^6*q*r*x-828*p^6*q*x^2+203*p^6*r^2*x-1194*p^6*r*x^2+438*p^6*x^3+ 120*p^5*q^3*x+585*p^5*q^2*r*x-2070*p^5*q^2*x^2+900*p^5*q*r^2*x-6081*p^5*q*r*x^2 +2628*p^5*q*x^3+441*p^5*r^3*x-4383*p^5*r^2*x^2+3657*p^5*r*x^3+90*p^4*q^4*x+640* p^4*q^3*r*x-2760*p^4*q^3*x^2+1575*p^4*q^2*r^2*x-12495*p^4*q^2*r*x^2+6570*p^4*q^ 2*x^3+1620*p^4*q*r^3*x-18432*p^4*q*r^2*x^2+18285*p^4*q*r*x^3+595*p^4*r^4*x-8835 *p^4*r^3*x^2+12800*p^4*r^2*x^3+36*p^3*q^5*x+375*p^3*q^4*r*x-2070*p^3*q^4*x^2+ 1360*p^3*q^3*r^2*x-13050*p^3*q^3*r*x^2+8760*p^3*q^3*x^3+2250*p^3*q^2*r^3*x-\ 29898*p^3*q^2*r^2*x^2+36570*p^3*q^2*r*x^3+1740*p^3*q*r^4*x-29478*p^3*q*r^3*x^2+ 51200*p^3*q*r^2*x^3+511*p^3*r^5*x-10560*p^3*r^4*x^2+23800*p^3*r^3*x^3+6*p^2*q^6 *x+108*p^2*q^5*r*x-828*p^2*q^5*x^2+585*p^2*q^4*r^2*x-7080*p^2*q^4*r*x^2+6570*p^ 2*q^4*x^3+1440*p^2*q^3*r^3*x-22932*p^2*q^3*r^2*x^2+36570*p^2*q^3*r*x^3+1800*p^2 *q^2*r^4*x-35424*p^2*q^2*r^3*x^2+76800*p^2*q^2*r^2*x^3+1116*p^2*q*r^5*x-26232*p ^2*q*r^4*x^2+71400*p^2*q*r^3*x^3+273*p^2*r^6*x-7488*p^2*r^5*x^2+24600*p^2*r^4*x ^3+11*p*q^6*r*x-138*p*q^6*x^2+108*p*q^5*r^2*x-1749*p*q^5*r*x^2+2628*p*q^5*x^3+ 405*p*q^4*r^3*x-7983*p*q^4*r^2*x^2+18285*p*q^4*r*x^3+760*p*q^3*r^4*x-17754*p*q^ 3*r^3*x^2+51200*p*q^3*r^2*x^3+765*p*q^2*r^5*x-20784*p*q^2*r^4*x^2+71400*p*q^2*r ^3*x^3+396*p*q*r^6*x-12321*p*q*r^5*x^2+49200*p*q*r^4*x^3+83*p*r^7*x-2919*p*r^6* x^2+13343*p*r^5*x^3+5*q^6*r^2*x-111*q^6*r*x^2+438*q^6*x^3+36*q^5*r^3*x-900*q^5* r^2*x^2+3657*q^5*r*x^3+105*q^4*r^4*x-2973*q^4*r^3*x^2+12800*q^4*r^2*x^3+160*q^3 *r^5*x-5112*q^3*r^4*x^2+23800*q^3*r^3*x^3+135*q^2*r^6*x-4833*q^2*r^5*x^2+24600* q^2*r^4*x^3+60*q*r^7*x-2388*q*r^6*x^2+13343*q*r^5*x^3+11*r^8*x-483*r^7*x^2+2962 *r^6*x^3-16*a^6*p^2-32*a^6*p*r-16*a^6*r^2-48*a^6*r*x-32*a^5*b*c^2-64*a^5*b*c*p-\ 16*a^5*b*c*q-64*a^5*b*c*r+128*a^5*b*c*x-80*a^5*b*p^2-160*a^5*b*p*r+96*a^5*b*p*x +64*a^5*b*q*x-80*a^5*b*r^2-80*a^5*b*r*x-64*a^5*c^3-16*a^5*c^2*g-128*a^5*c^2*p-\ 64*a^5*c^2*q-128*a^5*c^2*r+640*a^5*c^2*x-32*a^5*c*g*p-8*a^5*c*g*q-32*a^5*c*g*r+ 64*a^5*c*g*x-216*a^5*c*p^2-64*a^5*c*p*q-432*a^5*c*p*r+1584*a^5*c*p*x-16*a^5*c*q ^2-64*a^5*c*q*r+448*a^5*c*q*x-216*a^5*c*r^2+824*a^5*c*r*x-1264*a^5*c*x^2-64*a^5 *g*p^2-128*a^5*g*p*r+48*a^5*g*p*x+32*a^5*g*q*x-64*a^5*g*r^2-112*a^5*g*r*x-72*a^ 5*p^3-60*a^5*p^2*q-216*a^5*p^2*r+840*a^5*p^2*x-120*a^5*p*q*r+632*a^5*p*q*x-216* a^5*p*r^2+1872*a^5*p*r*x-888*a^5*p*x^2+64*a^5*q^2*x-60*a^5*q*r^2+252*a^5*q*r*x-\ 616*a^5*q*x^2-72*a^5*r^3+1032*a^5*r^2*x-288*a^5*r*x^2-128*a^4*b^2*c^2-240*a^4*b ^2*c*p-48*a^4*b^2*c*q-240*a^4*b^2*c*r+576*a^4*b^2*c*x-160*a^4*b^2*p^2-320*a^4*b ^2*p*r+416*a^4*b^2*p*x+256*a^4*b^2*q*x-160*a^4*b^2*r^2+208*a^4*b^2*r*x-448*a^4* b*c^3-160*a^4*b*c^2*g-1008*a^4*b*c^2*p-352*a^4*b*c^2*q-1008*a^4*b*c^2*r+4896*a^ 4*b*c^2*x-312*a^4*b*c*g*p-64*a^4*b*c*g*q-312*a^4*b*c*g*r+704*a^4*b*c*g*x-1048*a ^4*b*c*p^2-384*a^4*b*c*p*q-2096*a^4*b*c*p*r+8944*a^4*b*c*p*x-64*a^4*b*c*q^2-384 *a^4*b*c*q*r+3056*a^4*b*c*q*x-1048*a^4*b*c*r^2+7168*a^4*b*c*r*x-6768*a^4*b*c*x^ 2-264*a^4*b*g*p^2-528*a^4*b*g*p*r+512*a^4*b*g*p*x+320*a^4*b*g*q*x-264*a^4*b*g*r ^2+64*a^4*b*g*r*x-300*a^4*b*p^3-240*a^4*b*p^2*q-900*a^4*b*p^2*r+3904*a^4*b*p^2* x-480*a^4*b*p*q*r+2912*a^4*b*p*q*x-900*a^4*b*p*r^2+8932*a^4*b*p*r*x-4424*a^4*b* p*x^2+368*a^4*b*q^2*x-240*a^4*b*q*r^2+1576*a^4*b*q*r*x-3064*a^4*b*q*x^2-300*a^4 *b*r^3+5028*a^4*b*r^2*x-2424*a^4*b*r*x^2-384*a^4*c^4-288*a^4*c^3*g-1024*a^4*c^3 *p-448*a^4*c^3*q-1024*a^4*c^3*r+6528*a^4*c^3*x-48*a^4*c^2*g^2-632*a^4*c^2*g*p-\ 240*a^4*c^2*g*q-632*a^4*c^2*g*r+3088*a^4*c^2*g*x-1448*a^4*c^2*p^2-800*a^4*c^2*p *q-2896*a^4*c^2*p*r+17312*a^4*c^2*p*x-160*a^4*c^2*q^2-800*a^4*c^2*q*r+6336*a^4* c^2*q*x-1448*a^4*c^2*r^2+14096*a^4*c^2*r*x-20296*a^4*c^2*x^2-96*a^4*c*g^2*p-20* a^4*c*g^2*q-96*a^4*c*g^2*r+208*a^4*c*g^2*x-772*a^4*c*g*p^2-256*a^4*c*g*p*q-1544 *a^4*c*g*p*r+6264*a^4*c*g*p*x-48*a^4*c*g*q^2-256*a^4*c*g*q*r+1976*a^4*c*g*q*x-\ 772*a^4*c*g*r^2+4416*a^4*c*g*r*x-4856*a^4*c*g*x^2-780*a^4*c*p^3-796*a^4*c*p^2*q -2340*a^4*c*p^2*r+13520*a^4*c*p^2*x-144*a^4*c*p*q^2-1592*a^4*c*p*q*r+12024*a^4* c*p*q*x-2340*a^4*c*p*r^2+28592*a^4*c*p*r*x-26772*a^4*c*p*x^2-16*a^4*c*q^3-144*a ^4*c*q^2*r+1760*a^4*c*q^2*x-796*a^4*c*q*r^2+8572*a^4*c*q*r*x-17112*a^4*c*q*x^2-\ 780*a^4*c*r^3+15072*a^4*c*r^2*x-25716*a^4*c*r*x^2+5920*a^4*c*x^3-104*a^4*g^2*p^ 2-208*a^4*g^2*p*r+152*a^4*g^2*p*x+96*a^4*g^2*q*x-104*a^4*g^2*r^2-56*a^4*g^2*r*x -236*a^4*g*p^3-192*a^4*g*p^2*q-708*a^4*g*p^2*r+2952*a^4*g*p^2*x-384*a^4*g*p*q*r +2192*a^4*g*p*q*x-708*a^4*g*p*r^2+6692*a^4*g*p*r*x-3260*a^4*g*p*x^2+248*a^4*g*q ^2*x-192*a^4*g*q*r^2+1056*a^4*g*q*r*x-2252*a^4*g*q*x^2-236*a^4*g*r^3+3740*a^4*g *r^2*x-1504*a^4*g*r*x^2-132*a^4*p^4-220*a^4*p^3*q-528*a^4*p^3*r+3072*a^4*p^3*x-\ 88*a^4*p^2*q^2-660*a^4*p^2*q*r+4868*a^4*p^2*q*x-792*a^4*p^2*r^2+10586*a^4*p^2*r *x-8136*a^4*p^2*x^2-176*a^4*p*q^2*r+1908*a^4*p*q^2*x-660*a^4*p*q*r^2+9710*a^4*p *q*r*x-11634*a^4*p*q*x^2-528*a^4*p*r^3+11956*a^4*p*r^2*x-19692*a^4*p*r*x^2+2960 *a^4*p*x^3+112*a^4*q^3*x-88*a^4*q^2*r^2+1046*a^4*q^2*r*x-3498*a^4*q^2*x^2-220*a ^4*q*r^3+4842*a^4*q*r^2*x-10758*a^4*q*r*x^2+2960*a^4*q*x^3-132*a^4*r^4+4442*a^4 *r^3*x-13458*a^4*r^2*x^2+3220*a^4*r*x^3-192*a^3*b^3*c^2-336*a^3*b^3*c*p-48*a^3* b^3*c*q-336*a^3*b^3*c*r+1024*a^3*b^3*c*x-160*a^3*b^3*p^2-320*a^3*b^3*p*r+704*a^ 3*b^3*p*x+384*a^3*b^3*q*x-160*a^3*b^3*r^2+672*a^3*b^3*r*x-992*a^3*b^2*c^3-400*a ^3*b^2*c^2*g-2272*a^3*b^2*c^2*p-608*a^3*b^2*c^2*q-2272*a^3*b^2*c^2*r+12320*a^3* b^2*c^2*x-736*a^3*b^2*c*g*p-112*a^3*b^2*c*g*q-736*a^3*b^2*c*g*r+2016*a^3*b^2*c* g*x-1888*a^3*b^2*c*p^2-736*a^3*b^2*c*p*q-3776*a^3*b^2*c*p*r+18928*a^3*b^2*c*p*x -80*a^3*b^2*c*q^2-736*a^3*b^2*c*q*r+6736*a^3*b^2*c*q*x-1888*a^3*b^2*c*r^2+18584 *a^3*b^2*c*r*x-14432*a^3*b^2*c*x^2-416*a^3*b^2*g*p^2-832*a^3*b^2*g*p*r+1408*a^3 *b^2*g*p*x+800*a^3*b^2*g*q*x-416*a^3*b^2*g*r^2+1088*a^3*b^2*g*r*x-480*a^3*b^2*p ^3-360*a^3*b^2*p^2*q-1440*a^3*b^2*p^2*r+7104*a^3*b^2*p^2*x-720*a^3*b^2*p*q*r+ 5104*a^3*b^2*p*q*x-1440*a^3*b^2*p*r^2+16656*a^3*b^2*p*r*x-8816*a^3*b^2*p*x^2+ 720*a^3*b^2*q^2*x-360*a^3*b^2*q*r^2+3432*a^3*b^2*q*r*x-6096*a^3*b^2*q*x^2-480*a ^3*b^2*r^3+9552*a^3*b^2*r^2*x-6816*a^3*b^2*r*x^2-1696*a^3*b*c^4-1376*a^3*b*c^3* g-4784*a^3*b*c^3*p-1648*a^3*b*c^3*q-4784*a^3*b*c^3*r+32000*a^3*b*c^3*x-264*a^3* b*c^2*g^2-3176*a^3*b*c^2*g*p-912*a^3*b*c^2*g*q-3176*a^3*b*c^2*g*r+16400*a^3*b*c ^2*g*x-5624*a^3*b*c^2*p^2-3200*a^3*b*c^2*p*q-11248*a^3*b*c^2*p*r+72576*a^3*b*c^ 2*p*x-472*a^3*b*c^2*q^2-3200*a^3*b*c^2*q*r+28080*a^3*b*c^2*q*x-5624*a^3*b*c^2*r ^2+69520*a^3*b*c^2*r*x-84272*a^3*b*c^2*x^2-508*a^3*b*c*g^2*p-80*a^3*b*c*g^2*q-\ 508*a^3*b*c*g^2*r+1280*a^3*b*c*g^2*x-2904*a^3*b*c*g*p^2-1088*a^3*b*c*g*p*q-5808 *a^3*b*c*g*p*r+27128*a^3*b*c*g*p*x-136*a^3*b*c*g*q^2-1088*a^3*b*c*g*q*r+9368*a^ 3*b*c*g*q*x-2904*a^3*b*c*g*r^2+24692*a^3*b*c*g*r*x-20752*a^3*b*c*g*x^2-2712*a^3 *b*c*p^3-2716*a^3*b*c*p^2*q-8136*a^3*b*c*p^2*r+51000*a^3*b*c*p^2*x-488*a^3*b*c* p*q^2-5432*a^3*b*c*p*q*r+44944*a^3*b*c*p*q*x-8136*a^3*b*c*p*r^2+111880*a^3*b*c* p*r*x-104868*a^3*b*c*p*x^2-36*a^3*b*c*q^3-488*a^3*b*c*q^2*r+6968*a^3*b*c*q^2*x-\ 2716*a^3*b*c*q*r^2+37144*a^3*b*c*q*r*x-66228*a^3*b*c*q*x^2-2712*a^3*b*c*r^3+ 60880*a^3*b*c*r^2*x-110388*a^3*b*c*r*x^2+23680*a^3*b*c*x^3-340*a^3*b*g^2*p^2-\ 680*a^3*b*g^2*p*r+904*a^3*b*g^2*p*x+528*a^3*b*g^2*q*x-340*a^3*b*g^2*r^2+500*a^3 *b*g^2*r*x-780*a^3*b*g*p^3-604*a^3*b*g*p^2*q-2340*a^3*b*g*p^2*r+10928*a^3*b*g*p ^2*x-1208*a^3*b*g*p*q*r+7944*a^3*b*g*p*q*x-2340*a^3*b*g*p*r^2+25372*a^3*b*g*p*r *x-13048*a^3*b*g*p*x^2+1048*a^3*b*g*q^2*x-604*a^3*b*g*q*r^2+4852*a^3*b*g*q*r*x-\ 9016*a^3*b*g*q*x^2-780*a^3*b*g*r^3+14444*a^3*b*g*r^2*x-8792*a^3*b*g*r*x^2-440*a ^3*b*p^4-704*a^3*b*p^3*q-1760*a^3*b*p^3*r+10948*a^3*b*p^3*x-264*a^3*b*p^2*q^2-\ 2112*a^3*b*p^2*q*r+16744*a^3*b*p^2*q*x-2640*a^3*b*p^2*r^2+38062*a^3*b*p^2*r*x-\ 30822*a^3*b*p^2*x^2-528*a^3*b*p*q^2*r+6196*a^3*b*p*q^2*x-2112*a^3*b*p*q*r^2+ 34136*a^3*b*p*q*r*x-43092*a^3*b*p*q*x^2-1760*a^3*b*p*r^3+43280*a^3*b*p*r^2*x-\ 76860*a^3*b*p*r*x^2+11840*a^3*b*p*x^3+400*a^3*b*q^3*x-264*a^3*b*q^2*r^2+3762*a^ 3*b*q^2*r*x-12270*a^3*b*q^2*x^2-704*a^3*b*q*r^3+17392*a^3*b*q*r^2*x-41124*a^3*b *q*r*x^2+11840*a^3*b*q*x^3-440*a^3*b*r^4+16166*a^3*b*r^3*x-52638*a^3*b*r^2*x^2+ 12880*a^3*b*r*x^3-928*a^3*c^5-1152*a^3*c^4*g-3104*a^3*c^4*p-1232*a^3*c^4*q-3104 *a^3*c^4*r+23296*a^3*c^4*x-456*a^3*c^3*g^2-3208*a^3*c^3*g*p-1184*a^3*c^3*g*q-\ 3208*a^3*c^3*g*r+21152*a^3*c^3*g*x-4808*a^3*c^3*p^2-3168*a^3*c^3*p*q-9616*a^3*c ^3*p*r+70576*a^3*c^3*p*x-552*a^3*c^3*q^2-3168*a^3*c^3*q*r+28704*a^3*c^3*q*x-\ 4808*a^3*c^3*r^2+65784*a^3*c^3*r*x-99296*a^3*c^3*x^2-56*a^3*c^2*g^3-1052*a^3*c^ 2*g^2*p-320*a^3*c^2*g^2*q-1052*a^3*c^2*g^2*r+5280*a^3*c^2*g^2*x-4052*a^3*c^2*g* p^2-2256*a^3*c^2*g*p*q-8104*a^3*c^2*g*p*r+51120*a^3*c^2*g*p*x-368*a^3*c^2*g*q^2 -2256*a^3*c^2*g*q*r+19160*a^3*c^2*g*q*x-4052*a^3*c^2*g*r^2+46152*a^3*c^2*g*r*x-\ 60216*a^3*c^2*g*x^2-3440*a^3*c^2*p^3-3892*a^3*c^2*p^2*q-10320*a^3*c^2*p^2*r+ 72792*a^3*c^2*p^2*x-984*a^3*c^2*p*q^2-7784*a^3*c^2*p*q*r+69648*a^3*c^2*p*q*x-\ 10320*a^3*c^2*p*r^2+154220*a^3*c^2*p*r*x-182248*a^3*c^2*p*x^2-92*a^3*c^2*q^3-\ 984*a^3*c^2*q^2*r+11840*a^3*c^2*q^2*x-3892*a^3*c^2*q*r^2+59464*a^3*c^2*q*r*x-\ 117916*a^3*c^2*q*x^2-3440*a^3*c^2*r^3+81428*a^3*c^2*r^2*x-199072*a^3*c^2*r*x^2+ 57216*a^3*c^2*x^3-112*a^3*c*g^3*p-18*a^3*c*g^3*q-112*a^3*c*g^3*r+264*a^3*c*g^3* x-1066*a^3*c*g^2*p^2-376*a^3*c*g^2*p*q-2132*a^3*c*g^2*p*r+9436*a^3*c*g^2*p*x-52 *a^3*c*g^2*q^2-376*a^3*c*g^2*q*r+3112*a^3*c*g^2*q*x-1066*a^3*c*g^2*r^2+7914*a^3 *c*g^2*r*x-7292*a^3*c*g^2*x^2-2052*a^3*c*g*p^3-2066*a^3*c*g*p^2*q-6156*a^3*c*g* p^2*r+37584*a^3*c*g*p^2*x-368*a^3*c*g*p*q^2-4132*a^3*c*g*p*q*r+33088*a^3*c*g*p* q*x-6156*a^3*c*g*p*r^2+81204*a^3*c*g*p*r*x-76840*a^3*c*g*p*x^2-32*a^3*c*g*q^3-\ 368*a^3*c*g*q^2*r+4948*a^3*c*g*q^2*x-2066*a^3*c*g*q*r^2+25728*a^3*c*g*q*r*x-\ 48578*a^3*c*g*q*x^2-2052*a^3*c*g*r^3+43620*a^3*c*g*r^2*x-78012*a^3*c*g*r*x^2+ 17424*a^3*c*g*x^3-1098*a^3*c*p^4-1936*a^3*c*p^3*q-4392*a^3*c*p^3*r+30364*a^3*c* p^3*x-922*a^3*c*p^2*q^2-5808*a^3*c*p^2*q*r+49968*a^3*c*p^2*q*x-6588*a^3*c*p^2*r ^2+101852*a^3*c*p^2*r*x-103860*a^3*c*p^2*x^2-88*a^3*c*p*q^3-1844*a^3*c*p*q^2*r+ 21388*a^3*c*p*q^2*x-5808*a^3*c*p*q*r^2+100980*a^3*c*p*q*r*x-149112*a^3*c*p*q*x^ 2-4392*a^3*c*p*r^3+112612*a^3*c*p*r^2*x-252880*a^3*c*p*r*x^2+54560*a^3*c*p*x^3-\ 4*a^3*c*q^4-88*a^3*c*q^3*r+1784*a^3*c*q^3*x-922*a^3*c*q^2*r^2+15782*a^3*c*q^2*r *x-45252*a^3*c*q^2*x^2-1936*a^3*c*q*r^3+51012*a^3*c*q*r^2*x-155548*a^3*c*q*r*x^ 2+54560*a^3*c*q*x^3-1098*a^3*c*r^4+41124*a^3*c*r^3*x-162042*a^3*c*r^2*x^2+75296 *a^3*c*r*x^3-88*a^3*g^3*p^2-176*a^3*g^3*p*r+188*a^3*g^3*p*x+112*a^3*g^3*q*x-88* a^3*g^3*r^2+56*a^3*g^3*r*x-302*a^3*g^2*p^3-239*a^3*g^2*p^2*q-906*a^3*g^2*p^2*r+ 4058*a^3*g^2*p^2*x-478*a^3*g^2*p*q*r+2958*a^3*g^2*p*q*x-906*a^3*g^2*p*r^2+9344* a^3*g^2*p*r*x-4702*a^3*g^2*p*x^2+360*a^3*g^2*q^2*x-239*a^3*g^2*q*r^2+1647*a^3*g ^2*q*r*x-3242*a^3*g^2*q*x^2-302*a^3*g^2*r^3+5286*a^3*g^2*r^2*x-2768*a^3*g^2*r*x ^2-340*a^3*g*p^4-554*a^3*g*p^3*q-1360*a^3*g*p^3*r+8272*a^3*g*p^3*x-214*a^3*g*p^ 2*q^2-1662*a^3*g*p^2*q*r+12826*a^3*g*p^2*q*x-2040*a^3*g*p^2*r^2+28645*a^3*g*p^2 *r*x-22920*a^3*g*p^2*x^2-428*a^3*g*p*q^2*r+4850*a^3*g*p*q^2*x-1662*a^3*g*p*q*r^ 2+25891*a^3*g*p*q*r*x-32279*a^3*g*p*q*x^2-1360*a^3*g*p*r^3+32474*a^3*g*p*r^2*x-\ 56518*a^3*g*p*r*x^2+8712*a^3*g*p*x^3+296*a^3*g*q^3*x-214*a^3*g*q^2*r^2+2799*a^3 *g*q^2*r*x-9359*a^3*g*q^2*x^2-554*a^3*g*q*r^3+13065*a^3*g*q*r^2*x-30351*a^3*g*q *r*x^2+8712*a^3*g*q*x^3-340*a^3*g*r^4+12101*a^3*g*r^3*x-38695*a^3*g*r^2*x^2+ 9462*a^3*g*r*x^3-126*a^3*p^5-315*a^3*p^4*q-630*a^3*p^4*r+4386*a^3*p^4*x-252*a^3 *p^3*q^2-1260*a^3*p^3*q*r+10644*a^3*p^3*q*x-1260*a^3*p^3*r^2+20051*a^3*p^3*r*x-\ 18810*a^3*p^3*x^2-63*a^3*p^2*q^3-756*a^3*p^2*q^2*r+8194*a^3*p^2*q^2*x-1890*a^3* p^2*q*r^2+34461*a^3*p^2*q*r*x-43175*a^3*p^2*q*x^2-1260*a^3*p^2*r^3+33837*a^3*p^ 2*r^2*x-72374*a^3*p^2*r*x^2+12976*a^3*p^2*x^3-126*a^3*p*q^3*r+2000*a^3*p*q^3*x-\ 756*a^3*p*q^2*r^2+15518*a^3*p*q^2*r*x-29920*a^3*p*q^2*x^2-1260*a^3*p*q*r^3+ 36990*a^3*p*q*r^2*x-101900*a^3*p*q*r*x^2+25952*a^3*p*q*x^3-630*a^3*p*r^4+25065* a^3*p*r^3*x-95597*a^3*p*r^2*x^2+36564*a^3*p*r*x^3+64*a^3*q^4*x-63*a^3*q^3*r^2+ 1108*a^3*q^3*r*x-5555*a^3*q^3*x^2-252*a^3*q^2*r^3+7324*a^3*q^2*r^2*x-29526*a^3* q^2*r*x^2+12976*a^3*q^2*x^3-315*a^3*q*r^4+13173*a^3*q*r^3*x-62818*a^3*q*r^2*x^2 +36564*a^3*q*r*x^3-126*a^3*r^5+6893*a^3*r^4*x-42033*a^3*r^3*x^2+31388*a^3*r^2*x ^3-128*a^2*b^4*c^2-208*a^2*b^4*c*p-16*a^2*b^4*c*q-208*a^2*b^4*c*r+896*a^2*b^4*c *x-80*a^2*b^4*p^2-160*a^2*b^4*p*r+576*a^2*b^4*p*x+256*a^2*b^4*q*x-80*a^2*b^4*r^ 2+688*a^2*b^4*r*x-928*a^2*b^3*c^3-400*a^2*b^3*c^2*g-2112*a^2*b^3*c^2*p-416*a^2* b^3*c^2*q-2112*a^2*b^3*c^2*r+13984*a^2*b^3*c^2*x-688*a^2*b^3*c*g*p-64*a^2*b^3*c *g*q-688*a^2*b^3*c*g*r+2464*a^2*b^3*c*g*x-1552*a^2*b^3*c*p^2-576*a^2*b^3*c*p*q-\ 3104*a^2*b^3*c*p*r+18960*a^2*b^3*c*p*x-32*a^2*b^3*c*q^2-576*a^2*b^3*c*q*r+6352* a^2*b^3*c*q*x-1552*a^2*b^3*c*r^2+20984*a^2*b^3*c*r*x-15328*a^2*b^3*c*x^2-304*a^ 2*b^3*g*p^2-608*a^2*b^3*g*p*r+1632*a^2*b^3*g*p*x+800*a^2*b^3*g*q*x-304*a^2*b^3* g*r^2+1760*a^2*b^3*g*r*x-360*a^2*b^3*p^3-240*a^2*b^3*p^2*q-1080*a^2*b^3*p^2*r+ 6288*a^2*b^3*p^2*x-480*a^2*b^3*p*q*r+4160*a^2*b^3*p*q*x-1080*a^2*b^3*p*r^2+ 15096*a^2*b^3*p*r*x-8784*a^2*b^3*p*x^2+592*a^2*b^3*q^2*x-240*a^2*b^3*q*r^2+3360 *a^2*b^3*q*r*x-6064*a^2*b^3*q*x^2-360*a^2*b^3*r^3+8808*a^2*b^3*r^2*x-8784*a^2*b ^3*r*x^2-2464*a^2*b^2*c^4-2096*a^2*b^2*c^3*g-7088*a^2*b^2*c^3*p-1936*a^2*b^2*c^ 3*q-7088*a^2*b^2*c^3*r+54080*a^2*b^2*c^3*x-432*a^2*b^2*c^2*g^2-4848*a^2*b^2*c^2 *g*p-1056*a^2*b^2*c^2*g*q-4848*a^2*b^2*c^2*g*r+29040*a^2*b^2*c^2*g*x-7552*a^2*b ^2*c^2*p^2-4128*a^2*b^2*c^2*p*q-15104*a^2*b^2*c^2*p*r+109648*a^2*b^2*c^2*p*x-\ 416*a^2*b^2*c^2*q^2-4128*a^2*b^2*c^2*q*r+42016*a^2*b^2*c^2*q*x-7552*a^2*b^2*c^2 *r^2+116344*a^2*b^2*c^2*r*x-131040*a^2*b^2*c^2*x^2-784*a^2*b^2*c*g^2*p-80*a^2*b ^2*c*g^2*q-784*a^2*b^2*c*g^2*r+2448*a^2*b^2*c*g^2*x-3800*a^2*b^2*c*g*p^2-1432*a ^2*b^2*c*g*p*q-7600*a^2*b^2*c*g*p*r+41880*a^2*b^2*c*g*p*x-104*a^2*b^2*c*g*q^2-\ 1432*a^2*b^2*c*g*q*r+14328*a^2*b^2*c*g*q*x-3800*a^2*b^2*c*g*r^2+43960*a^2*b^2*c *g*r*x-33120*a^2*b^2*c*g*x^2-3372*a^2*b^2*c*p^3-3212*a^2*b^2*c*p^2*q-10116*a^2* b^2*c*p^2*r+70576*a^2*b^2*c*p^2*x-532*a^2*b^2*c*p*q^2-6424*a^2*b^2*c*p*q*r+ 60080*a^2*b^2*c*p*q*x-10116*a^2*b^2*c*p*r^2+159876*a^2*b^2*c*p*r*x-153972*a^2*b ^2*c*p*x^2-20*a^2*b^2*c*q^3-532*a^2*b^2*c*q^2*r+9040*a^2*b^2*c*q^2*x-3212*a^2*b ^2*c*q*r^2+55788*a^2*b^2*c*q*r*x-96012*a^2*b^2*c*q*x^2-3372*a^2*b^2*c*r^3+89300 *a^2*b^2*c*r^2*x-176868*a^2*b^2*c*r*x^2+35520*a^2*b^2*c*x^3-396*a^2*b^2*g^2*p^2 -792*a^2*b^2*g^2*p*r+1656*a^2*b^2*g^2*p*x+864*a^2*b^2*g^2*q*x-396*a^2*b^2*g^2*r ^2+1568*a^2*b^2*g^2*r*x-924*a^2*b^2*g*p^3-660*a^2*b^2*g*p^2*q-2772*a^2*b^2*g*p^ 2*r+14848*a^2*b^2*g*p^2*x-1320*a^2*b^2*g*p*q*r+10232*a^2*b^2*g*p*q*x-2772*a^2*b ^2*g*p*r^2+35252*a^2*b^2*g*p*r*x-19584*a^2*b^2*g*p*x^2+1432*a^2*b^2*g*q^2*x-660 *a^2*b^2*g*q*r^2+7508*a^2*b^2*g*q*r*x-13536*a^2*b^2*g*q*x^2-924*a^2*b^2*g*r^3+ 20404*a^2*b^2*g*r^2*x-17352*a^2*b^2*g*r*x^2-528*a^2*b^2*p^4-792*a^2*b^2*p^3*q-\ 2112*a^2*b^2*p^3*r+14348*a^2*b^2*p^3*x-264*a^2*b^2*p^2*q^2-2376*a^2*b^2*p^2*q*r +20832*a^2*b^2*p^2*q*x-3168*a^2*b^2*p^2*r^2+50386*a^2*b^2*p^2*r*x-43650*a^2*b^2 *p^2*x^2-528*a^2*b^2*p*q^2*r+6948*a^2*b^2*p*q^2*x-2376*a^2*b^2*p*q*r^2+43580*a^ 2*b^2*p*q*r*x-59472*a^2*b^2*p*q*x^2-2112*a^2*b^2*p*r^3+57728*a^2*b^2*p*r^2*x-\ 112428*a^2*b^2*p*r*x^2+17760*a^2*b^2*p*x^3+464*a^2*b^2*q^3*x-264*a^2*b^2*q^2*r^ 2+4726*a^2*b^2*q^2*r*x-15822*a^2*b^2*q^2*x^2-792*a^2*b^2*q*r^3+22748*a^2*b^2*q* r^2*x-58824*a^2*b^2*q*r*x^2+17760*a^2*b^2*q*x^3-528*a^2*b^2*r^4+21690*a^2*b^2*r ^3*x-77166*a^2*b^2*r^2*x^2+19320*a^2*b^2*r*x^3-2784*a^2*b*c^5-3568*a^2*b*c^4*g-\ 9648*a^2*b*c^4*p-3136*a^2*b*c^4*q-9648*a^2*b*c^4*r+78688*a^2*b*c^4*x-1480*a^2*b *c^3*g^2-10280*a^2*b*c^3*g*p-3024*a^2*b*c^3*g*q-10280*a^2*b*c^3*g*r+73888*a^2*b *c^3*g*x-13592*a^2*b*c^3*p^2-8704*a^2*b*c^3*p*q-27184*a^2*b*c^3*p*r+214704*a^2* b*c^3*p*x-1144*a^2*b*c^3*q^2-8704*a^2*b*c^3*q*r+88480*a^2*b*c^3*q*x-13592*a^2*b *c^3*r^2+220360*a^2*b*c^3*r*x-305312*a^2*b*c^3*x^2-196*a^2*b*c^2*g^3-3476*a^2*b *c^2*g^2*p-808*a^2*b*c^2*g^2*q-3476*a^2*b*c^2*g^2*r+19368*a^2*b*c^2*g^2*x-11456 *a^2*b*c^2*g*p^2-6336*a^2*b*c^2*g*p*q-22912*a^2*b*c^2*g*p*r+157800*a^2*b*c^2*g* p*x-732*a^2*b*c^2*g*q^2-6336*a^2*b*c^2*g*q*r+60376*a^2*b*c^2*g*q*x-11456*a^2*b* c^2*g*r^2+160504*a^2*b*c^2*g*r*x-187944*a^2*b*c^2*g*x^2-9016*a^2*b*c^2*p^3-9904 *a^2*b*c^2*p^2*q-27048*a^2*b*c^2*p^2*r+205712*a^2*b*c^2*p^2*x-2352*a^2*b*c^2*p* q^2-19808*a^2*b*c^2*p*q*r+193504*a^2*b*c^2*p*q*x-27048*a^2*b*c^2*p*r^2+450940*a ^2*b*c^2*p*r*x-534964*a^2*b*c^2*p*x^2-144*a^2*b*c^2*q^3-2352*a^2*b*c^2*q^2*r+ 32744*a^2*b*c^2*q^2*x-9904*a^2*b*c^2*q*r^2+181952*a^2*b*c^2*q*r*x-341968*a^2*b* c^2*q*x^2-9016*a^2*b*c^2*r^3+245228*a^2*b*c^2*r^2*x-618316*a^2*b*c^2*r*x^2+ 171648*a^2*b*c^2*x^3-374*a^2*b*c*g^3*p-40*a^2*b*c*g^3*q-374*a^2*b*c*g^3*r+1048* a^2*b*c*g^3*x-2918*a^2*b*c*g^2*p^2-1084*a^2*b*c*g^2*p*q-5836*a^2*b*c*g^2*p*r+ 29732*a^2*b*c*g^2*p*x-92*a^2*b*c*g^2*q^2-1084*a^2*b*c*g^2*q*r+10116*a^2*b*c*g^2 *q*x-2918*a^2*b*c*g^2*r^2+29526*a^2*b*c*g^2*r*x-23300*a^2*b*c*g^2*x^2-5302*a^2* b*c*g*p^3-5176*a^2*b*c*g*p^2*q-15906*a^2*b*c*g*p^2*r+105976*a^2*b*c*g*p^2*x-884 *a^2*b*c*g*p*q^2-10352*a^2*b*c*g*p*q*r+91520*a^2*b*c*g*p*q*x-15906*a^2*b*c*g*p* r^2+236628*a^2*b*c*g*p*r*x-226830*a^2*b*c*g*p*x^2-44*a^2*b*c*g*q^3-884*a^2*b*c* g*q^2*r+13876*a^2*b*c*g*q^2*x-5176*a^2*b*c*g*q*r^2+80504*a^2*b*c*g*q*r*x-142044 *a^2*b*c*g*q*x^2-5302*a^2*b*c*g*r^3+130652*a^2*b*c*g*r^2*x-250386*a^2*b*c*g*r*x ^2+52272*a^2*b*c*g*x^3-2770*a^2*b*c*p^4-4692*a^2*b*c*p^3*q-11080*a^2*b*c*p^3*r+ 82084*a^2*b*c*p^3*x-2098*a^2*b*c*p^2*q^2-14076*a^2*b*c*p^2*q*r+130872*a^2*b*c*p ^2*q*x-16620*a^2*b*c*p^2*r^2+278956*a^2*b*c*p^2*r*x-296676*a^2*b*c*p^2*x^2-180* a^2*b*c*p*q^3-4196*a^2*b*c*p*q^2*r+53124*a^2*b*c*p*q^2*x-14076*a^2*b*c*p*q*r^2+ 272016*a^2*b*c*p*q*r*x-417528*a^2*b*c*p*q*x^2-11080*a^2*b*c*p*r^3+311660*a^2*b* c*p*r^2*x-740812*a^2*b*c*p*r*x^2+163680*a^2*b*c*p*x^3-4*a^2*b*c*q^4-180*a^2*b*c *q^3*r+4336*a^2*b*c*q^3*x-2098*a^2*b*c*q^2*r^2+43022*a^2*b*c*q^2*r*x-120852*a^2 *b*c*q^2*x^2-4692*a^2*b*c*q*r^3+141144*a^2*b*c*q*r^2*x-448816*a^2*b*c*q*r*x^2+ 163680*a^2*b*c*q*x^3-2770*a^2*b*c*r^4+114788*a^2*b*c*r^3*x-478722*a^2*b*c*r^2*x ^2+225888*a^2*b*c*r*x^3-214*a^2*b*g^3*p^2-428*a^2*b*g^3*p*r+720*a^2*b*g^3*p*x+ 392*a^2*b*g^3*q*x-214*a^2*b*g^3*r^2+576*a^2*b*g^3*r*x-743*a^2*b*g^2*p^3-554*a^2 *b*g^2*p^2*q-2229*a^2*b*g^2*p^2*r+11228*a^2*b*g^2*p^2*x-1108*a^2*b*g^2*p*q*r+ 7908*a^2*b*g^2*p*q*x-2229*a^2*b*g^2*p*r^2+26413*a^2*b*g^2*p*r*x-14166*a^2*b*g^2 *p*x^2+1060*a^2*b*g^2*q^2*x-554*a^2*b*g^2*q*r^2+5324*a^2*b*g^2*q*r*x-9786*a^2*b *g^2*q*x^2-743*a^2*b*g^2*r^3+15185*a^2*b*g^2*r^2*x-11150*a^2*b*g^2*r*x^2-844*a^ 2*b*g*p^4-1310*a^2*b*g*p^3*q-3376*a^2*b*g*p^3*r+22118*a^2*b*g*p^3*x-466*a^2*b*g *p^2*q^2-3930*a^2*b*g*p^2*q*r+32946*a^2*b*g*p^2*q*x-5064*a^2*b*g*p^2*r^2+77296* a^2*b*g*p^2*r*x-65413*a^2*b*g*p^2*x^2-932*a^2*b*g*p*q^2*r+11580*a^2*b*g*p*q^2*x -3930*a^2*b*g*p*q*r^2+68045*a^2*b*g*p*q*r*x-90143*a^2*b*g*p*q*x^2-3376*a^2*b*g* p*r^3+88238*a^2*b*g*p*r^2*x-166076*a^2*b*g*p*r*x^2+26136*a^2*b*g*p*x^3+752*a^2* b*g*q^3*x-466*a^2*b*g*q^2*r^2+7408*a^2*b*g*q^2*r*x-24730*a^2*b*g*q^2*x^2-1310*a ^2*b*g*q*r^3+35099*a^2*b*g*q*r^2*x-87575*a^2*b*g*q*r*x^2+26136*a^2*b*g*q*x^3-\ 844*a^2*b*g*r^4+33060*a^2*b*g*r^3*x-113998*a^2*b*g*r^2*x^2+28386*a^2*b*g*r*x^3-\ 315*a^2*b*p^5-756*a^2*b*p^4*q-1575*a^2*b*p^4*r+11586*a^2*b*p^4*x-567*a^2*b*p^3* q^2-3024*a^2*b*p^3*q*r+27164*a^2*b*p^3*q*x-3150*a^2*b*p^3*r^2+53285*a^2*b*p^3*r *x-52825*a^2*b*p^3*x^2-126*a^2*b*p^2*q^3-1701*a^2*b*p^2*q^2*r+19710*a^2*b*p^2*q ^2*x-4536*a^2*b*p^2*q*r^2+88841*a^2*b*p^2*q*r*x-118710*a^2*b*p^2*q*x^2-3150*a^2 *b*p^2*r^3+90339*a^2*b*p^2*r^2*x-205843*a^2*b*p^2*r*x^2+38928*a^2*b*p^2*x^3-252 *a^2*b*p*q^3*r+4272*a^2*b*p*q^3*x-1701*a^2*b*p*q^2*r^2+38074*a^2*b*p*q^2*r*x-\ 78945*a^2*b*p*q^2*x^2-3024*a^2*b*p*q*r^3+96190*a^2*b*p*q*r^2*x-283142*a^2*b*p*q *r*x^2+77856*a^2*b*p*q*x^3-1575*a^2*b*p*r^4+67167*a^2*b*p*r^3*x-272478*a^2*b*p* r^2*x^2+109692*a^2*b*p*r*x^3+140*a^2*b*q^4*x-126*a^2*b*q^3*r^2+2518*a^2*b*q^3*r *x-13060*a^2*b*q^3*x^2-567*a^2*b*q^2*r^3+18364*a^2*b*q^2*r^2*x-77299*a^2*b*q^2* r*x^2+38928*a^2*b*q^2*x^3-756*a^2*b*q*r^4+34513*a^2*b*q*r^3*x-174141*a^2*b*q*r^ 2*x^2+109692*a^2*b*q*r*x^3-315*a^2*b*r^5+18527*a^2*b*r^4*x-119460*a^2*b*r^3*x^2 +94164*a^2*b*r^2*x^3-1120*a^2*c^6-1936*a^2*c^5*g-4528*a^2*c^5*p-1648*a^2*c^5*q-\ 4528*a^2*c^5*r+38592*a^2*c^5*x-1224*a^2*c^4*g^2-6664*a^2*c^4*g*p-2304*a^2*c^4*g *q-6664*a^2*c^4*g*r+52656*a^2*c^4*g*x-8072*a^2*c^4*p^2-5568*a^2*c^4*p*q-16144*a ^2*c^4*p*r+134208*a^2*c^4*p*x-856*a^2*c^4*q^2-5568*a^2*c^4*q*r+57056*a^2*c^4*q* x-8072*a^2*c^4*r^2+133528*a^2*c^4*r*x-211096*a^2*c^4*x^2-332*a^2*c^3*g^3-3524*a ^2*c^3*g^2*p-1096*a^2*c^3*g^2*q-3524*a^2*c^3*g^2*r+24368*a^2*c^3*g^2*x-9772*a^2 *c^3*g*p^2-6296*a^2*c^3*g*p*q-19544*a^2*c^3*g*p*r+150488*a^2*c^3*g*p*x-908*a^2* c^3*g*q^2-6296*a^2*c^3*g*q*r+61280*a^2*c^3*g*q*x-9772*a^2*c^3*g*r^2+148612*a^2* c^3*g*r*x-215464*a^2*c^3*g*x^2-7212*a^2*c^3*p^3-8468*a^2*c^3*p^2*q-21636*a^2*c^ 3*p^2*r+172528*a^2*c^3*p^2*x-2316*a^2*c^3*p*q^2-16936*a^2*c^3*p*q*r+169888*a^2* c^3*p*q*x-21636*a^2*c^3*p*r^2+369860*a^2*c^3*p*r*x-492660*a^2*c^3*p*x^2-180*a^2 *c^3*q^3-2316*a^2*c^3*q^2*r+30496*a^2*c^3*q^2*x-8468*a^2*c^3*q*r^2+157740*a^2*c ^3*q*r*x-322028*a^2*c^3*q*x^2-7212*a^2*c^3*r^3+197332*a^2*c^3*r^2*x-565220*a^2* c^3*r*x^2+182208*a^2*c^3*x^3-32*a^2*c^2*g^4-790*a^2*c^2*g^3*p-192*a^2*c^2*g^3*q -790*a^2*c^2*g^3*r+4172*a^2*c^2*g^3*x-4126*a^2*c^2*g^2*p^2-2268*a^2*c^2*g^2*p*q -8252*a^2*c^2*g^2*p*r+54872*a^2*c^2*g^2*p*x-288*a^2*c^2*g^2*q^2-2268*a^2*c^2*g^ 2*q*r+20660*a^2*c^2*g^2*q*x-4126*a^2*c^2*g^2*r^2+53428*a^2*c^2*g^2*r*x-65634*a^ 2*c^2*g^2*x^2-6706*a^2*c^2*g*p^3-7456*a^2*c^2*g*p^2*q-20118*a^2*c^2*g*p^2*r+ 149076*a^2*c^2*g*p^2*x-1804*a^2*c^2*g*p*q^2-14912*a^2*c^2*g*p*q*r+140904*a^2*c^ 2*g*p*q*x-20118*a^2*c^2*g*p*r^2+321842*a^2*c^2*g*p*r*x-385460*a^2*c^2*g*p*x^2-\ 128*a^2*c^2*g*q^3-1804*a^2*c^2*g*q^2*r+23708*a^2*c^2*g*q^2*x-7456*a^2*c^2*g*q*r ^2+127008*a^2*c^2*g*q*r*x-247008*a^2*c^2*g*q*x^2-6706*a^2*c^2*g*r^3+172766*a^2* c^2*g*r^2*x-434684*a^2*c^2*g*r*x^2+124288*a^2*c^2*g*x^3-3326*a^2*c^2*p^4-5980*a ^2*c^2*p^3*q-13304*a^2*c^2*p^3*r+102976*a^2*c^2*p^3*x-3006*a^2*c^2*p^2*q^2-\ 17940*a^2*c^2*p^2*q*r+171800*a^2*c^2*p^2*q*x-19956*a^2*c^2*p^2*r^2+343338*a^2*c ^2*p^2*r*x-406298*a^2*c^2*p^2*x^2-364*a^2*c^2*p*q^3-6012*a^2*c^2*p*q^2*r+75808* a^2*c^2*p*q^2*x-17940*a^2*c^2*p*q*r^2+353376*a^2*c^2*p*q*r*x-584348*a^2*c^2*p*q *x^2-13304*a^2*c^2*p*r^3+377748*a^2*c^2*p*r^2*x-995980*a^2*c^2*p*r*x^2+256096*a ^2*c^2*p*x^3-12*a^2*c^2*q^4-364*a^2*c^2*q^3*r+6984*a^2*c^2*q^3*x-3006*a^2*c^2*q ^2*r^2+63324*a^2*c^2*q^2*r*x-178050*a^2*c^2*q^2*x^2-5980*a^2*c^2*q*r^3+181576*a ^2*c^2*q*r^2*x-639804*a^2*c^2*q*r*x^2+256096*a^2*c^2*q*x^3-3326*a^2*c^2*r^4+ 137386*a^2*c^2*r^3*x-625632*a^2*c^2*r^2*x^2+366508*a^2*c^2*r*x^3-64*a^2*c*g^4*p -7*a^2*c*g^4*q-64*a^2*c*g^4*r+164*a^2*c*g^4*x-711*a^2*c*g^3*p^2-256*a^2*c*g^3*p *q-1422*a^2*c*g^3*p*r+6818*a^2*c*g^3*p*x-24*a^2*c*g^3*q^2-256*a^2*c*g^3*q*r+ 2270*a^2*c*g^3*q*x-711*a^2*c*g^3*r^2+6398*a^2*c*g^3*r*x-5338*a^2*c*g^3*x^2-1983 *a^2*c*g^2*p^3-1960*a^2*c*g^2*p^2*q-5949*a^2*c*g^2*p^2*r+38368*a^2*c*g^2*p^2*x-\ 336*a^2*c*g^2*p*q^2-3920*a^2*c*g^2*p*q*r+33302*a^2*c*g^2*p*q*x-5949*a^2*c*g^2*p *r^2+84540*a^2*c*g^2*p*r*x-81185*a^2*c*g^2*p*x^2-20*a^2*c*g^2*q^3-336*a^2*c*g^2 *q^2*r+4970*a^2*c*g^2*q^2*x-1960*a^2*c*g^2*q*r^2+27825*a^2*c*g^2*q*r*x-50905*a^ 2*c*g^2*q*x^2-1983*a^2*c*g^2*r^3+46172*a^2*c*g^2*r^2*x-86543*a^2*c*g^2*r*x^2+ 18768*a^2*c*g^2*x^3-2097*a^2*c*g*p^4-3620*a^2*c*g*p^3*q-8388*a^2*c*g*p^3*r+ 60686*a^2*c*g*p^3*x-1667*a^2*c*g*p^2*q^2-10860*a^2*c*g*p^2*q*r+98076*a^2*c*g*p^ 2*q*x-12582*a^2*c*g*p^2*r^2+204938*a^2*c*g*p^2*r*x-216282*a^2*c*g*p^2*x^2-148*a ^2*c*g*p*q^3-3334*a^2*c*g*p*q^2*r+40714*a^2*c*g*p*q^2*x-10860*a^2*c*g*p*q*r^2+ 201152*a^2*c*g*p*q*r*x-306670*a^2*c*g*p*q*x^2-8388*a^2*c*g*p*r^3+227818*a^2*c*g *p*r^2*x-534078*a^2*c*g*p*r*x^2+118400*a^2*c*g*p*x^3-4*a^2*c*g*q^4-148*a^2*c*g* q^3*r+3324*a^2*c*g*q^3*x-1667*a^2*c*g*q^2*r^2+31519*a^2*c*g*q^2*r*x-90388*a^2*c *g*q^2*x^2-3620*a^2*c*g*q*r^3+103076*a^2*c*g*q*r^2*x-324940*a^2*c*g*q*r*x^2+ 118400*a^2*c*g*q*x^3-2097*a^2*c*g*r^4+83566*a^2*c*g*r^3*x-343787*a^2*c*g*r^2*x^ 2+163494*a^2*c*g*r*x^3-753*a^2*c*p^5-1901*a^2*c*p^4*q-3765*a^2*c*p^4*r+28828*a^ 2*c*p^4*x-1559*a^2*c*p^3*q^2-7604*a^2*c*p^3*q*r+70380*a^2*c*p^3*q*x-7530*a^2*c* p^3*r^2+130240*a^2*c*p^3*r*x-142863*a^2*c*p^3*x^2-427*a^2*c*p^2*q^3-4677*a^2*c* p^2*q^2*r+54888*a^2*c*p^2*q^2*x-11406*a^2*c*p^2*q*r^2+227486*a^2*c*p^2*q*r*x-\ 327527*a^2*c*p^2*q*x^2-7530*a^2*c*p^2*r^3+217752*a^2*c*p^2*r^2*x-543113*a^2*c*p ^2*r*x^2+119712*a^2*c*p^2*x^3-16*a^2*c*p*q^4-854*a^2*c*p*q^3*r+13948*a^2*c*p*q^ 3*x-4677*a^2*c*p*q^2*r^2+107026*a^2*c*p*q^2*r*x-226465*a^2*c*p*q^2*x^2-7604*a^2 *c*p*q*r^3+243832*a^2*c*p*q*r^2*x-777714*a^2*c*p*q*r*x^2+239424*a^2*c*p*q*x^3-\ 3765*a^2*c*p*r^4+160096*a^2*c*p*r^3*x-697391*a^2*c*p*r^2*x^2+344620*a^2*c*p*r*x ^3-16*a^2*c*q^4*r+612*a^2*c*q^4*x-427*a^2*c*q^3*r^2+9780*a^2*c*q^3*r*x-41801*a^ 2*c*q^3*x^2-1559*a^2*c*q^2*r^3+52138*a^2*c*q^2*r^2*x-234601*a^2*c*q^2*r*x^2+ 119712*a^2*c*q^2*x^3-1901*a^2*c*q*r^4+86726*a^2*c*q*r^3*x-471395*a^2*c*q*r^2*x^ 2+344620*a^2*c*q*r*x^3-753*a^2*c*r^5+43756*a^2*c*r^4*x-297141*a^2*c*r^3*x^2+ 276044*a^2*c*r^2*x^3-41*a^2*g^4*p^2-82*a^2*g^4*p*r+114*a^2*g^4*p*x+64*a^2*g^4*q *x-41*a^2*g^4*r^2+73*a^2*g^4*r*x-189*a^2*g^3*p^3-145*a^2*g^3*p^2*q-567*a^2*g^3* p^2*r+2728*a^2*g^3*p^2*x-290*a^2*g^3*p*q*r+1942*a^2*g^3*p*q*x-567*a^2*g^3*p*r^2 +6369*a^2*g^3*p*r*x-3325*a^2*g^3*p*x^2+246*a^2*g^3*q^2*x-145*a^2*g^3*q*r^2+1209 *a^2*g^3*q*r*x-2293*a^2*g^3*q*x^2-189*a^2*g^3*r^3+3641*a^2*g^3*r^2*x-2336*a^2*g ^3*r*x^2-321*a^2*g^2*p^4-510*a^2*g^2*p^3*q-1284*a^2*g^2*p^3*r+8200*a^2*g^2*p^3* x-189*a^2*g^2*p^2*q^2-1530*a^2*g^2*p^2*q*r+12428*a^2*g^2*p^2*q*x-1926*a^2*g^2*p ^2*r^2+28544*a^2*g^2*p^2*r*x-23770*a^2*g^2*p^2*x^2-378*a^2*g^2*p*q^2*r+4508*a^2 *g^2*p*q^2*x-1530*a^2*g^2*p*q*r^2+25406*a^2*g^2*p*q*r*x-33019*a^2*g^2*p*q*x^2-\ 1284*a^2*g^2*p*r^3+32488*a^2*g^2*p*r^2*x-59658*a^2*g^2*p*r*x^2+9384*a^2*g^2*p*x ^3+280*a^2*g^2*q^3*x-189*a^2*g^2*q^2*r^2+2740*a^2*g^2*q^2*r*x-9249*a^2*g^2*q^2* x^2-510*a^2*g^2*q*r^3+12978*a^2*g^2*q*r^2*x-31588*a^2*g^2*q*r*x^2+9384*a^2*g^2* q*x^3-321*a^2*g^2*r^4+12144*a^2*g^2*r^3*x-40949*a^2*g^2*r^2*x^2+10174*a^2*g^2*r *x^3-239*a^2*g*p^5-585*a^2*g*p^4*q-1195*a^2*g*p^4*r+8648*a^2*g*p^4*x-453*a^2*g* p^3*q^2-2340*a^2*g*p^3*q*r+20602*a^2*g*p^3*q*x-2390*a^2*g*p^3*r^2+39656*a^2*g*p ^3*r*x-38763*a^2*g*p^3*x^2-107*a^2*g*p^2*q^3-1359*a^2*g*p^2*q^2*r+15372*a^2*g*p ^2*q^2*x-3510*a^2*g*p^2*q*r^2+67055*a^2*g*p^2*q*r*x-87880*a^2*g*p^2*q*x^2-2390* a^2*g*p^2*r^3+67080*a^2*g*p^2*r^2*x-150190*a^2*g*p^2*r*x^2+28128*a^2*g*p^2*x^3-\ 214*a^2*g*p*q^3*r+3530*a^2*g*p*q^3*x-1359*a^2*g*p*q^2*r^2+29410*a^2*g*p*q^2*r*x -59471*a^2*g*p*q^2*x^2-2340*a^2*g*p*q*r^3+72304*a^2*g*p*q*r^2*x-208561*a^2*g*p* q*r*x^2+56256*a^2*g*p*q*x^3-1195*a^2*g*p*r^4+49784*a^2*g*p*r^3*x-198578*a^2*g*p *r^2*x^2+79321*a^2*g*p*r*x^3+112*a^2*g*q^4*x-107*a^2*g*q^3*r^2+2011*a^2*g*q^3*r *x-10354*a^2*g*q^3*x^2-453*a^2*g*q^2*r^3+14038*a^2*g*q^2*r^2*x-58371*a^2*g*q^2* r*x^2+28128*a^2*g*q^2*x^3-585*a^2*g*q*r^4+25851*a^2*g*q*r^3*x-128412*a^2*g*q*r^ 2*x^2+79321*a^2*g*q*r*x^3-239*a^2*g*r^5+13712*a^2*g*r^4*x-87151*a^2*g*r^3*x^2+ 68263*a^2*g*r^2*x^3-66*a^2*p^6-220*a^2*p^5*q-396*a^2*p^5*r+3054*a^2*p^5*x-264*a ^2*p^4*q^2-1100*a^2*p^4*q*r+10012*a^2*p^4*q*x-990*a^2*p^4*r^2+17316*a^2*p^4*r*x -18246*a^2*p^4*x^2-132*a^2*p^3*q^3-1056*a^2*p^3*q^2*r+11724*a^2*p^3*q^2*x-2200* a^2*p^3*q*r^2+44022*a^2*p^3*q*r*x-58186*a^2*p^3*q*x^2-1320*a^2*p^3*r^3+38724*a^ 2*p^3*r^2*x-93822*a^2*p^3*r*x^2+18608*a^2*p^3*x^3-22*a^2*p^2*q^4-396*a^2*p^2*q^ 3*r+5640*a^2*p^2*q^3*x-1584*a^2*p^2*q^2*r^2+36549*a^2*p^2*q^2*r*x-65082*a^2*p^2 *q^2*x^2-2200*a^2*p^2*q*r^3+71994*a^2*p^2*q*r^2*x-215373*a^2*p^2*q*r*x^2+55824* a^2*p^2*q*x^3-990*a^2*p^2*r^4+42816*a^2*p^2*r^3*x-181746*a^2*p^2*r^2*x^2+80731* a^2*p^2*r*x^3-44*a^2*p*q^4*r+886*a^2*p*q^4*x-396*a^2*p*q^3*r^2+10296*a^2*p*q^3* r*x-28590*a^2*p*q^3*x^2-1056*a^2*p*q^2*r^3+37926*a^2*p*q^2*r^2*x-149280*a^2*p*q ^2*r*x^2+55824*a^2*p*q^2*x^3-1100*a^2*p*q*r^4+51970*a^2*p*q*r^3*x-268545*a^2*p* q*r^2*x^2+161462*a^2*p*q*r*x^3-396*a^2*p*r^5+23454*a^2*p*r^4*x-155010*a^2*p*r^3 *x^2+127114*a^2*p*r^2*x^3+12*a^2*q^5*x-22*a^2*q^4*r^2+453*a^2*q^4*r*x-3448*a^2* q^4*x^2-132*a^2*q^3*r^3+4656*a^2*q^3*r^2*x-27729*a^2*q^3*r*x^2+18608*a^2*q^3*x^ 3-264*a^2*q^2*r^4+13101*a^2*q^2*r^3*x-86799*a^2*q^2*r^2*x^2+80731*a^2*q^2*r*x^3 -220*a^2*q*r^5+13986*a^2*q*r^4*x-111358*a^2*q*r^3*x^2+127114*a^2*q*r^2*x^3-66*a ^2*r^6+5100*a^2*r^5*x-48840*a^2*r^4*x^2+68117*a^2*r^3*x^3-32*a*b^5*c^2-48*a*b^5 *c*p-48*a*b^5*c*r+384*a*b^5*c*x-16*a*b^5*p^2-32*a*b^5*p*r+224*a*b^5*p*x+64*a*b^ 5*q*x-16*a*b^5*r^2+304*a*b^5*r*x-352*a*b^4*c^3-160*a*b^4*c^2*g-800*a*b^4*c^2*p-\ 96*a*b^4*c^2*q-800*a*b^4*c^2*r+7392*a*b^4*c^2*x-256*a*b^4*c*g*p-8*a*b^4*c*g*q-\ 256*a*b^4*c*g*r+1376*a*b^4*c*g*x-552*a*b^4*c*p^2-160*a*b^4*c*p*q-1104*a*b^4*c*p *r+8992*a*b^4*c*p*x-160*a*b^4*c*q*r+2480*a*b^4*c*q*x-552*a*b^4*c*r^2+10768*a*b^ 4*c*r*x-8112*a*b^4*c*x^2-96*a*b^4*g*p^2-192*a*b^4*g*p*r+848*a*b^4*g*p*x+320*a*b ^4*g*q*x-96*a*b^4*g*r^2+1072*a*b^4*g*r*x-120*a*b^4*p^3-60*a*b^4*p^2*q-360*a*b^4 *p^2*r+2680*a*b^4*p^2*x-120*a*b^4*p*q*r+1496*a*b^4*p*q*x-360*a*b^4*p*r^2+6592*a *b^4*p*r*x-4376*a*b^4*p*x^2+176*a*b^4*q^2*x-60*a*b^4*q*r^2+1468*a*b^4*q*r*x-\ 3016*a*b^4*q*x^2-120*a*b^4*r^3+3912*a*b^4*r^2*x-5376*a*b^4*r*x^2-1376*a*b^3*c^4 -1216*a*b^3*c^3*g-4016*a*b^3*c^3*p-816*a*b^3*c^3*q-4016*a*b^3*c^3*r+38272*a*b^3 *c^3*x-264*a*b^3*c^2*g^2-2784*a*b^3*c^2*g*p-424*a*b^3*c^2*g*q-2784*a*b^3*c^2*g* r+21232*a*b^3*c^2*g*x-4072*a*b^3*c^2*p^2-1952*a*b^3*c^2*p*q-8144*a*b^3*c^2*p*r+ 70816*a*b^3*c^2*p*x-104*a*b^3*c^2*q^2-1952*a*b^3*c^2*q*r+25136*a*b^3*c^2*q*x-\ 4072*a*b^3*c^2*r^2+80512*a*b^3*c^2*r*x-90448*a*b^3*c^2*x^2-448*a*b^3*c*g^2*p-20 *a*b^3*c*g^2*q-448*a*b^3*c*g^2*r+1888*a*b^3*c*g^2*x-2000*a*b^3*c*g*p^2-672*a*b^ 3*c*g*p*q-4000*a*b^3*c*g*p*r+27432*a*b^3*c*g*p*x-16*a*b^3*c*g*q^2-672*a*b^3*c*g *q*r+8456*a*b^3*c*g*q*x-2000*a*b^3*c*g*r^2+31508*a*b^3*c*g*r*x-23408*a*b^3*c*g* x^2-1732*a*b^3*c*p^3-1472*a*b^3*c*p^2*q-5196*a*b^3*c*p^2*r+42232*a*b^3*c*p^2*x-\ 188*a*b^3*c*p*q^2-2944*a*b^3*c*p*q*r+33424*a*b^3*c*p*q*x-5196*a*b^3*c*p*r^2+ 98480*a*b^3*c*p*r*x-100428*a*b^3*c*p*x^2-188*a*b^3*c*q^2*r+4216*a*b^3*c*q^2*x-\ 1472*a*b^3*c*q*r^2+34432*a*b^3*c*q*r*x-61788*a*b^3*c*q*x^2-1732*a*b^3*c*r^3+ 56248*a*b^3*c*r^2*x-125436*a*b^3*c*r*x^2+23680*a*b^3*c*x^3-188*a*b^3*g^2*p^2-\ 376*a*b^3*g^2*p*r+1208*a*b^3*g^2*p*x+528*a*b^3*g^2*q*x-188*a*b^3*g^2*r^2+1412*a *b^3*g^2*r*x-452*a*b^3*g*p^3-276*a*b^3*g*p^2*q-1356*a*b^3*g*p^2*r+8720*a*b^3*g* p^2*x-552*a*b^3*g*p*q*r+5400*a*b^3*g*p*q*x-1356*a*b^3*g*p*r^2+21156*a*b^3*g*p*r *x-13064*a*b^3*g*p*x^2+712*a*b^3*g*q^2*x-276*a*b^3*g*q*r^2+4684*a*b^3*g*q*r*x-\ 9032*a*b^3*g*q*x^2-452*a*b^3*g*r^3+12436*a*b^3*g*r^2*x-14344*a*b^3*g*r*x^2-264* a*b^3*p^4-352*a*b^3*p^3*q-1056*a*b^3*p^3*r+8140*a*b^3*p^3*x-88*a*b^3*p^2*q^2-\ 1056*a*b^3*p^2*q*r+10904*a*b^3*p^2*q*x-1584*a*b^3*p^2*r^2+28930*a*b^3*p^2*r*x-\ 27378*a*b^3*p^2*x^2-176*a*b^3*p*q^2*r+2940*a*b^3*p*q^2*x-1056*a*b^3*p*q*r^2+ 23592*a*b^3*p*q*r*x-36204*a*b^3*p*q*x^2-1056*a*b^3*p*r^3+33440*a*b^3*p*r^2*x-\ 73044*a*b^3*p*r*x^2+11840*a*b^3*p*x^3+176*a*b^3*q^3*x-88*a*b^3*q^2*r^2+2350*a*b ^3*q^2*r*x-8826*a*b^3*q^2*x^2-352*a*b^3*q*r^3+12688*a*b^3*q*r^2*x-37308*a*b^3*q *r*x^2+11840*a*b^3*q*x^3-264*a*b^3*r^4+12650*a*b^3*r^3*x-50250*a*b^3*r^2*x^2+ 12880*a*b^3*r*x^3-2496*a*b^2*c^5-3280*a*b^2*c^4*g-8832*a*b^2*c^4*p-2304*a*b^2*c ^4*q-8832*a*b^2*c^4*r+84128*a*b^2*c^4*x-1408*a*b^2*c^3*g^2-9568*a*b^2*c^3*g*p-\ 2200*a*b^2*c^3*g*q-9568*a*b^2*c^3*g*r+80896*a*b^2*c^3*g*x-11832*a*b^2*c^3*p^2-\ 6976*a*b^2*c^3*p*q-23664*a*b^2*c^3*p*r+211152*a*b^2*c^3*p*x-632*a*b^2*c^3*q^2-\ 6976*a*b^2*c^3*q*r+84320*a*b^2*c^3*q*x-11832*a*b^2*c^3*r^2+231592*a*b^2*c^3*r*x -312736*a*b^2*c^3*x^2-196*a*b^2*c^2*g^3-3280*a*b^2*c^2*g^2*p-560*a*b^2*c^2*g^2* q-3280*a*b^2*c^2*g^2*r+21912*a*b^2*c^2*g^2*x-9956*a*b^2*c^2*g*p^2-5112*a*b^2*c^ 2*g*p*q-19912*a*b^2*c^2*g*p*r+156904*a*b^2*c^2*g*p*x-368*a*b^2*c^2*g*q^2-5112*a *b^2*c^2*g*q*r+57936*a*b^2*c^2*g*q*x-9956*a*b^2*c^2*g*r^2+172608*a*b^2*c^2*g*r* x-195240*a*b^2*c^2*g*x^2-7472*a*b^2*c^2*p^3-7688*a*b^2*c^2*p^2*q-22416*a*b^2*c^ 2*p^2*r+189760*a*b^2*c^2*p^2*x-1584*a*b^2*c^2*p*q^2-15376*a*b^2*c^2*p*q*r+ 171488*a*b^2*c^2*p*q*x-22416*a*b^2*c^2*p*r^2+428568*a*b^2*c^2*p*r*x-523184*a*b^ 2*c^2*p*x^2-48*a*b^2*c^2*q^3-1584*a*b^2*c^2*q^2*r+26680*a*b^2*c^2*q^2*x-7688*a* b^2*c^2*q*r^2+174860*a*b^2*c^2*q*r*x-330188*a*b^2*c^2*q*x^2-7472*a*b^2*c^2*r^3+ 238808*a*b^2*c^2*r^2*x-639416*a*b^2*c^2*r*x^2+171648*a*b^2*c^2*x^3-352*a*b^2*c* g^3*p-18*a*b^2*c*g^3*q-352*a*b^2*c*g^3*r+1248*a*b^2*c*g^3*x-2470*a*b^2*c*g^2*p^ 2-876*a*b^2*c*g^2*p*q-4940*a*b^2*c*g^2*p*r+29992*a*b^2*c*g^2*p*x-32*a*b^2*c*g^2 *q^2-876*a*b^2*c*g^2*q*r+9732*a*b^2*c*g^2*q*x-2470*a*b^2*c*g^2*r^2+33042*a*b^2* c*g^2*r*x-24724*a*b^2*c*g^2*x^2-4336*a*b^2*c*g*p^3-3948*a*b^2*c*g*p^2*q-13008*a *b^2*c*g*p^2*r+97492*a*b^2*c*g*p^2*x-588*a*b^2*c*g*p*q^2-7896*a*b^2*c*g*p*q*r+ 80360*a*b^2*c*g*p*q*x-13008*a*b^2*c*g*p*r^2+224038*a*b^2*c*g*p*r*x-223140*a*b^2 *c*g*p*x^2-10*a*b^2*c*g*q^3-588*a*b^2*c*g*q^2*r+11200*a*b^2*c*g*q^2*x-3948*a*b^ 2*c*g*q*r^2+78218*a*b^2*c*g*q*r*x-138354*a*b^2*c*g*q*x^2-4336*a*b^2*c*g*r^3+ 126546*a*b^2*c*g*r^2*x-266736*a*b^2*c*g*r*x^2+52272*a*b^2*c*g*x^3-2230*a*b^2*c* p^4-3532*a*b^2*c*p^3*q-8920*a*b^2*c*p^3*r+72580*a*b^2*c*p^3*x-1394*a*b^2*c*p^2* q^2-10596*a*b^2*c*p^2*q*r+110352*a*b^2*c*p^2*q*x-13380*a*b^2*c*p^2*r^2+250116*a *b^2*c*p^2*r*x-281772*a*b^2*c*p^2*x^2-92*a*b^2*c*p*q^3-2788*a*b^2*c*p*q^2*r+ 40596*a*b^2*c*p*q^2*x-10596*a*b^2*c*p*q*r^2+236612*a*b^2*c*p*q*r*x-387720*a*b^2 *c*p*q*x^2-8920*a*b^2*c*p*r^3+282492*a*b^2*c*p*r^2*x-722984*a*b^2*c*p*r*x^2+ 163680*a*b^2*c*p*x^3-92*a*b^2*c*q^3*r+2824*a*b^2*c*q^3*x-1394*a*b^2*c*q^2*r^2+ 36458*a*b^2*c*q^2*r*x-105948*a*b^2*c*q^2*x^2-3532*a*b^2*c*q*r^3+126260*a*b^2*c* q*r^2*x-430988*a*b^2*c*q*r*x^2+163680*a*b^2*c*q*x^3-2230*a*b^2*c*r^4+104956*a*b ^2*c*r^3*x-471318*a*b^2*c*r^2*x^2+225888*a*b^2*c*r*x^3-164*a*b^2*g^3*p^2-328*a* b^2*g^3*p*r+820*a*b^2*g^3*p*x+392*a*b^2*g^3*q*x-164*a*b^2*g^3*r^2+876*a*b^2*g^3 *r*x-580*a*b^2*g^2*p^3-391*a*b^2*g^2*p^2*q-1740*a*b^2*g^2*p^2*r+10142*a*b^2*g^2 *p^2*x-782*a*b^2*g^2*p*q*r+6662*a*b^2*g^2*p*q*x-1740*a*b^2*g^2*p*r^2+24342*a*b^ 2*g^2*p*r*x-14226*a*b^2*g^2*p*x^2+900*a*b^2*g^2*q^2*x-391*a*b^2*g^2*q*r^2+5255* a*b^2*g^2*q*r*x-9846*a*b^2*g^2*q*x^2-580*a*b^2*g^2*r^3+14200*a*b^2*g^2*r^2*x-\ 13996*a*b^2*g^2*r*x^2-668*a*b^2*g*p^4-958*a*b^2*g*p^3*q-2672*a*b^2*g*p^3*r+ 19332*a*b^2*g*p^3*x-290*a*b^2*g*p^2*q^2-2874*a*b^2*g*p^2*q*r+27150*a*b^2*g*p^2* q*x-4008*a*b^2*g*p^2*r^2+68263*a*b^2*g*p^2*r*x-62066*a*b^2*g*p^2*x^2-580*a*b^2* g*p*q^2*r+8346*a*b^2*g*p*q^2*x-2874*a*b^2*g*p*q*r^2+57629*a*b^2*g*p*q*r*x-83449 *a*b^2*g*p*q*x^2-2672*a*b^2*g*p*r^3+78530*a*b^2*g*p*r^2*x-162598*a*b^2*g*p*r*x^ 2+26136*a*b^2*g*p*x^3+528*a*b^2*g*q^3*x-290*a*b^2*g*q^2*r^2+6025*a*b^2*g*q^2*r* x-21383*a*b^2*g*q^2*x^2-958*a*b^2*g*q*r^3+30479*a*b^2*g*q*r^2*x-84097*a*b^2*g*q *r*x^2+26136*a*b^2*g*q*x^3-668*a*b^2*g*r^4+29599*a*b^2*g*r^3*x-111911*a*b^2*g*r ^2*x^2+28386*a*b^2*g*r*x^3-252*a*b^2*p^5-567*a*b^2*p^4*q-1260*a*b^2*p^4*r+10002 *a*b^2*p^4*x-378*a*b^2*p^3*q^2-2268*a*b^2*p^3*q*r+22348*a*b^2*p^3*q*x-2520*a*b^ 2*p^3*r^2+46349*a*b^2*p^3*r*x-49220*a*b^2*p^3*x^2-63*a*b^2*p^2*q^3-1134*a*b^2*p ^2*q^2*r+14766*a*b^2*p^2*q^2*x-3402*a*b^2*p^2*q*r^2+74095*a*b^2*p^2*q*r*x-\ 107895*a*b^2*p^2*q*x^2-2520*a*b^2*p^2*r^3+79035*a*b^2*p^2*r^2*x-194564*a*b^2*p^ 2*r*x^2+38928*a*b^2*p^2*x^3-126*a*b^2*p*q^3*r+2496*a*b^2*p*q^3*x-1134*a*b^2*p*q ^2*r^2+29390*a*b^2*p*q^2*r*x-68130*a*b^2*p*q^2*x^2-2268*a*b^2*p*q*r^3+81146*a*b ^2*p*q*r^2*x-260584*a*b^2*p*q*r*x^2+77856*a*b^2*p*q*x^3-1260*a*b^2*p*r^4+59031* a*b^2*p*r^3*x-258165*a*b^2*p*r^2*x^2+109692*a*b^2*p*r*x^3+76*a*b^2*q^4*x-63*a*b ^2*q^3*r^2+1644*a*b^2*q^3*r*x-9455*a*b^2*q^3*x^2-378*a*b^2*q^2*r^3+14624*a*b^2* q^2*r^2*x-66020*a*b^2*q^2*r*x^2+38928*a*b^2*q^2*x^3-567*a*b^2*q*r^4+29399*a*b^2 *q*r^3*x-159828*a*b^2*q*r^2*x^2+109692*a*b^2*q*r*x^3-252*a*b^2*r^5+16343*a*b^2* r^4*x-112821*a*b^2*r^3*x^2+94164*a*b^2*r^2*x^3-2112*a*b*c^6-3712*a*b*c^5*g-8768 *a*b*c^5*p-2656*a*b*c^5*q-8768*a*b*c^5*r+83264*a*b*c^5*x-2400*a*b*c^4*g^2-13096 *a*b*c^4*g*p-3704*a*b*c^4*g*q-13096*a*b*c^4*g*r+115600*a*b*c^4*g*x-14744*a*b*c^ 4*p^2-9632*a*b*c^4*p*q-29488*a*b*c^4*p*r+267168*a*b*c^4*p*x-1128*a*b*c^4*q^2-\ 9632*a*b*c^4*q*r+112640*a*b*c^4*q*x-14744*a*b*c^4*r^2+284408*a*b*c^4*r*x-430272 *a*b*c^4*x^2-672*a*b*c^3*g^3-7036*a*b*c^3*g^2*p-1740*a*b*c^3*g^2*q-7036*a*b*c^3 *g^2*r+54752*a*b*c^3*g^2*x-17952*a*b*c^3*g*p^2-10992*a*b*c^3*g*p*q-35904*a*b*c^ 3*g*p*r+302240*a*b*c^3*g*p*x-1152*a*b*c^3*g*q^2-10992*a*b*c^3*g*q*r+122224*a*b* c^3*g*q*x-17952*a*b*c^3*g*r^2+321904*a*b*c^3*g*r*x-443232*a*b*c^3*g*x^2-12476*a *b*c^3*p^3-14044*a*b*c^3*p^2*q-37428*a*b*c^3*p^2*r+323856*a*b*c^3*p^2*x-3508*a* b*c^3*p*q^2-28088*a*b*c^3*p*q*r+311328*a*b*c^3*p*q*x-37428*a*b*c^3*p*r^2+715296 *a*b*c^3*p*r*x-965128*a*b*c^3*p*x^2-180*a*b*c^3*q^3-3508*a*b*c^3*q^2*r+53744*a* b*c^3*q^2*x-14044*a*b*c^3*q*r^2+311056*a*b*c^3*q*r*x-623864*a*b*c^3*q*x^2-12476 *a*b*c^3*r^3+391440*a*b*c^3*r^2*x-1156872*a*b*c^3*r*x^2+364416*a*b*c^3*x^3-68*a *b*c^2*g^4-1598*a*b*c^2*g^3*p-290*a*b*c^2*g^3*q-1598*a*b*c^2*g^3*r+9684*a*b*c^2 *g^3*x-7554*a*b*c^2*g^2*p^2-3996*a*b*c^2*g^2*p*q-15108*a*b*c^2*g^2*p*r+111292*a *b*c^2*g^2*p*x-334*a*b*c^2*g^2*q^2-3996*a*b*c^2*g^2*q*r+41668*a*b*c^2*g^2*q*x-\ 7554*a*b*c^2*g^2*r^2+118450*a*b*c^2*g^2*r*x-136704*a*b*c^2*g^2*x^2-11590*a*b*c^ 2*g*p^3-12352*a*b*c^2*g*p^2*q-34770*a*b*c^2*g*p^2*r+280380*a*b*c^2*g*p^2*x-2728 *a*b*c^2*g*p*q^2-24704*a*b*c^2*g*p*q*r+258440*a*b*c^2*g*p*q*x-34770*a*b*c^2*g*p *r^2+624220*a*b*c^2*g*p*r*x-758036*a*b*c^2*g*p*x^2-114*a*b*c^2*g*q^3-2728*a*b*c ^2*g*q^2*r+41820*a*b*c^2*g*q^2*x-12352*a*b*c^2*g*q*r^2+253240*a*b*c^2*g*q*r*x-\ 481132*a*b*c^2*g*q*x^2-11590*a*b*c^2*g*r^3+343840*a*b*c^2*g*r^2*x-901452*a*b*c^ 2*g*r*x^2+248576*a*b*c^2*g*x^3-5576*a*b*c^2*p^4-9580*a*b*c^2*p^3*q-22304*a*b*c^ 2*p^3*r+186136*a*b*c^2*p^3*x-4464*a*b*c^2*p^2*q^2-28740*a*b*c^2*p^2*q*r+300552* a*b*c^2*p^2*q*x-33456*a*b*c^2*p^2*r^2+629288*a*b*c^2*p^2*r*x-776888*a*b*c^2*p^2 *x^2-468*a*b*c^2*p*q^3-8928*a*b*c^2*p*q^2*r+124968*a*b*c^2*p*q^2*x-28740*a*b*c^ 2*p*q*r^2+635980*a*b*c^2*p*q*r*x-1097280*a*b*c^2*p*q*x^2-22304*a*b*c^2*p*r^3+ 700168*a*b*c^2*p*r^2*x-1947688*a*b*c^2*p*r*x^2+512192*a*b*c^2*p*x^3-8*a*b*c^2*q ^4-468*a*b*c^2*q^3*r+10552*a*b*c^2*q^3*x-4464*a*b*c^2*q^2*r^2+113264*a*b*c^2*q^ 2*r*x-320392*a*b*c^2*q^2*x^2-9580*a*b*c^2*q*r^3+335428*a*b*c^2*q*r^2*x-1235336* a*b*c^2*q*r*x^2+512192*a*b*c^2*q*x^3-5576*a*b*c^2*r^4+257016*a*b*c^2*r^3*x-\ 1235580*a*b*c^2*r^2*x^2+733016*a*b*c^2*r*x^3-129*a*b*c*g^4*p-7*a*b*c*g^4*q-129* a*b*c*g^4*r+400*a*b*c*g^4*x-1264*a*b*c*g^3*p^2-454*a*b*c*g^3*p*q-2528*a*b*c*g^3 *p*r+14018*a*b*c*g^3*p*x-20*a*b*c*g^3*q^2-454*a*b*c*g^3*q*r+4630*a*b*c*g^3*q*x-\ 1264*a*b*c*g^3*r^2+14816*a*b*c*g^3*r*x-11328*a*b*c*g^3*x^2-3381*a*b*c*g^2*p^3-\ 3196*a*b*c*g^2*p^2*q-10143*a*b*c*g^2*p^2*r+71918*a*b*c*g^2*p^2*x-506*a*b*c*g^2* p*q^2-6392*a*b*c*g^2*p*q*r+60632*a*b*c*g^2*p*q*x-10143*a*b*c*g^2*p*r^2+163110*a *b*c*g^2*p*r*x-160456*a*b*c*g^2*p*x^2-13*a*b*c*g^2*q^3-506*a*b*c*g^2*q^2*r+8786 *a*b*c*g^2*q^2*x-3196*a*b*c*g^2*q*r^2+56168*a*b*c*g^2*q*r*x-99896*a*b*c*g^2*q*x ^2-3381*a*b*c*g^2*r^3+91192*a*b*c*g^2*r^2*x-184488*a*b*c*g^2*r*x^2+37536*a*b*c* g^2*x^3-3502*a*b*c*g*p^4-5758*a*b*c*g*p^3*q-14008*a*b*c*g*p^3*r+109452*a*b*c*g* p^3*x-2440*a*b*c*g*p^2*q^2-17274*a*b*c*g*p^2*q*r+170656*a*b*c*g*p^2*q*x-21012*a *b*c*g*p^2*r^2+374474*a*b*c*g*p^2*r*x-413798*a*b*c*g*p^2*x^2-186*a*b*c*g*p*q^3-\ 4880*a*b*c*g*p*q^2*r+66196*a*b*c*g*p*q^2*x-17274*a*b*c*g*p*q*r^2+360026*a*b*c*g *p*q*r*x-575808*a*b*c*g*p*q*x^2-14008*a*b*c*g*p*r^3+420592*a*b*c*g*p*r^2*x-\ 1047584*a*b*c*g*p*r*x^2+236800*a*b*c*g*p*x^3-2*a*b*c*g*q^4-186*a*b*c*g*q^3*r+ 4992*a*b*c*g*q^3*x-2440*a*b*c*g*q^2*r^2+56162*a*b*c*g*q^2*r*x-162010*a*b*c*g*q^ 2*x^2-5758*a*b*c*g*q*r^3+189370*a*b*c*g*q*r^2*x-629308*a*b*c*g*q*r*x^2+236800*a *b*c*g*q*x^3-3502*a*b*c*g*r^4+155570*a*b*c*g*r^3*x-680340*a*b*c*g*r^2*x^2+ 326988*a*b*c*g*r*x^3-1250*a*b*c*p^5-3018*a*b*c*p^4*q-6250*a*b*c*p^4*r+51004*a*b *c*p^4*x-2302*a*b*c*p^3*q^2-12072*a*b*c*p^3*q*r+120320*a*b*c*p^3*q*x-12500*a*b* c*p^3*r^2+232136*a*b*c*p^3*r*x-268966*a*b*c*p^3*x^2-550*a*b*c*p^2*q^3-6906*a*b* c*p^2*q^2*r+88368*a*b*c*p^2*q^2*x-18108*a*b*c*p^2*q*r^2+393900*a*b*c*p^2*q*r*x-\ 604774*a*b*c*p^2*q*x^2-12500*a*b*c*p^2*r^3+390384*a*b*c*p^2*r^2*x-1035598*a*b*c *p^2*r*x^2+239424*a*b*c*p^2*x^3-16*a*b*c*p*q^4-1100*a*b*c*p*q^3*r+19792*a*b*c*p *q^3*x-6906*a*b*c*p*q^2*r^2+176940*a*b*c*p*q^2*r*x-402650*a*b*c*p*q^2*x^2-12072 *a*b*c*p*q*r^3+426840*a*b*c*p*q*r^2*x-1454172*a*b*c*p*q*r*x^2+478848*a*b*c*p*q* x^3-6250*a*b*c*p*r^4+288376*a*b*c*p*r^3*x-1335000*a*b*c*p*r^2*x^2+689240*a*b*c* p*r*x^3-16*a*b*c*q^4*r+740*a*b*c*q^4*x-550*a*b*c*q^3*r^2+15176*a*b*c*q^3*r*x-\ 66842*a*b*c*q^3*x^2-2302*a*b*c*q^2*r^3+88572*a*b*c*q^2*r^2*x-418574*a*b*c*q^2*r *x^2+239424*a*b*c*q^2*x^3-3018*a*b*c*q*r^4+153260*a*b*c*q*r^3*x-883008*a*b*c*q* r^2*x^2+689240*a*b*c*q*r*x^3-1250*a*b*c*r^5+79124*a*b*c*r^4*x-568368*a*b*c*r^3* x^2+552088*a*b*c*r^2*x^3-66*a*b*g^4*p^2-132*a*b*g^4*p*r+268*a*b*g^4*p*x+136*a*b *g^4*q*x-66*a*b*g^4*r^2+258*a*b*g^4*r*x-308*a*b*g^3*p^3-220*a*b*g^3*p^2*q-924*a *b*g^3*p^2*r+5022*a*b*g^3*p^2*x-440*a*b*g^3*p*q*r+3412*a*b*g^3*p*q*x-924*a*b*g^ 3*p*r^2+11950*a*b*g^3*p*r*x-6696*a*b*g^3*p*x^2+454*a*b*g^3*q^2*x-220*a*b*g^3*q* r^2+2486*a*b*g^3*q*r*x-4632*a*b*g^3*q*x^2-308*a*b*g^3*r^3+6928*a*b*g^3*r^2*x-\ 5928*a*b*g^3*r*x^2-528*a*b*g^2*p^4-792*a*b*g^2*p^3*q-2112*a*b*g^2*p^3*r+14630*a *b*g^2*p^3*x-264*a*b*g^2*p^2*q^2-2376*a*b*g^2*p^2*q*r+21200*a*b*g^2*p^2*q*x-\ 3168*a*b*g^2*p^2*r^2+51395*a*b*g^2*p^2*r*x-45433*a*b*g^2*p^2*x^2-528*a*b*g^2*p* q^2*r+7014*a*b*g^2*p*q^2*x-2376*a*b*g^2*p*q*r^2+44362*a*b*g^2*p*q*r*x-61824*a*b *g^2*p*q*x^2-2112*a*b*g^2*p*r^3+58900*a*b*g^2*p*r^2*x-117266*a*b*g^2*p*r*x^2+ 18768*a*b*g^2*p*x^3+444*a*b*g^2*q^3*x-264*a*b*g^2*q^2*r^2+4723*a*b*g^2*q^2*r*x-\ 16391*a*b*g^2*q^2*x^2-792*a*b*g^2*q*r^3+23162*a*b*g^2*q*r^2*x-61126*a*b*g^2*q*r *x^2+18768*a*b*g^2*q*x^3-528*a*b*g^2*r^4+22135*a*b*g^2*r^3*x-80721*a*b*g^2*r^2* x^2+20348*a*b*g^2*r*x^3-396*a*b*g*p^5-924*a*b*g*p^4*q-1980*a*b*g*p^4*r+15238*a* b*g*p^4*x-660*a*b*g*p^3*q^2-3696*a*b*g*p^3*q*r+34952*a*b*g*p^3*q*x-3960*a*b*g*p ^3*r^2+70320*a*b*g*p^3*r*x-72869*a*b*g*p^3*x^2-132*a*b*g*p^2*q^3-1980*a*b*g*p^2 *q^2*r+24336*a*b*g*p^2*q^2*x-5544*a*b*g*p^2*q*r^2+115026*a*b*g*p^2*q*r*x-161789 *a*b*g*p^2*q*x^2-3960*a*b*g*p^2*r^3+119532*a*b*g*p^2*r^2*x-285973*a*b*g*p^2*r*x ^2+56256*a*b*g*p^2*x^3-264*a*b*g*p*q^3*r+4768*a*b*g*p*q^3*x-1980*a*b*g*p*q^2*r^ 2+47628*a*b*g*p*q^2*r*x-104971*a*b*g*p*q^2*x^2-3696*a*b*g*p*q*r^3+125196*a*b*g* p*q*r^2*x-388308*a*b*g*p*q*r*x^2+112512*a*b*g*p*q*x^3-1980*a*b*g*p*r^4+89056*a* b*g*p*r^3*x-379031*a*b*g*p*r^2*x^2+158642*a*b*g*p*r*x^3+146*a*b*g*q^4*x-132*a*b *g*q^3*r^2+2922*a*b*g*q^3*r*x-16051*a*b*g*q^3*x^2-660*a*b*g*q^2*r^3+23292*a*b*g *q^2*r^2*x-102335*a*b*g*q^2*r*x^2+56256*a*b*g*q^2*x^3-924*a*b*g*q*r^4+45122*a*b *g*q*r^3*x-238699*a*b*g*q*r^2*x^2+158642*a*b*g*q*r*x^3-396*a*b*g*r^5+24606*a*b* g*r^4*x-165927*a*b*g*r^3*x^2+136526*a*b*g*r^2*x^3-110*a*b*p^6-352*a*b*p^5*q-660 *a*b*p^5*r+5354*a*b*p^5*x-396*a*b*p^4*q^2-1760*a*b*p^4*q*r+16996*a*b*p^4*q*x-\ 1650*a*b*p^4*r^2+30521*a*b*p^4*r*x-34010*a*b*p^4*x^2-176*a*b*p^3*q^3-1584*a*b*p ^3*q^2*r+18876*a*b*p^3*q^2*x-3520*a*b*p^3*q*r^2+75322*a*b*p^3*q*r*x-106444*a*b* p^3*q*x^2-2200*a*b*p^3*r^3+68544*a*b*p^3*r^2*x-176367*a*b*p^3*r*x^2+37216*a*b*p ^3*x^3-22*a*b*p^2*q^4-528*a*b*p^2*q^3*r+8192*a*b*p^2*q^3*x-2376*a*b*p^2*q^2*r^2 +59598*a*b*p^2*q^2*r*x-115272*a*b*p^2*q^2*x^2-3520*a*b*p^2*q*r^3+123990*a*b*p^2 *q*r^2*x-396915*a*b*p^2*q*r*x^2+111648*a*b*p^2*q*x^3-1650*a*b*p^2*r^4+76046*a*b *p^2*r^3*x-342402*a*b*p^2*r^2*x^2+161462*a*b*p^2*r*x^3-44*a*b*p*q^4*r+970*a*b*p *q^4*x-528*a*b*p*q^3*r^2+15314*a*b*p*q^3*r*x-47252*a*b*p*q^3*x^2-1584*a*b*p*q^2 *r^3+62568*a*b*p*q^2*r^2*x-264729*a*b*p*q^2*r*x^2+111648*a*b*p*q^2*x^3-1760*a*b *p*q*r^4+89998*a*b*p*q*r^3*x-494910*a*b*p*q*r^2*x^2+322924*a*b*p*q*r*x^3-660*a* b*p*r^5+41774*a*b*p*r^4*x-291743*a*b*p*r^3*x^2+254228*a*b*p*r^2*x^3+12*a*b*q^5* x-22*a*b*q^4*r^2+517*a*b*q^4*r*x-4414*a*b*q^4*x^2-176*a*b*q^3*r^3+7122*a*b*q^3* r^2*x-44181*a*b*q^3*r*x^2+37216*a*b*q^3*x^3-396*a*b*q^2*r^4+21846*a*b*q^2*r^3*x -152508*a*b*q^2*r^2*x^2+161462*a*b*q^2*r*x^3-352*a*b*q*r^5+24334*a*b*q*r^4*x-\ 204439*a*b*q*r^3*x^2+254228*a*b*q*r^2*x^3-110*a*b*r^6+9105*a*b*r^5*x-91698*a*b* r^4*x^2+136234*a*b*r^3*x^3-672*a*c^7-1488*a*c^6*g-3200*a*c^6*p-1072*a*c^6*q-\ 3200*a*c^6*r+30400*a*c^6*x-1296*a*c^5*g^2-6152*a*c^5*g*p-1976*a*c^5*g*q-6152*a* c^5*g*r+55648*a*c^5*g*x-6584*a*c^5*p^2-4512*a*c^5*p*q-13168*a*c^5*p*r+120256*a* c^5*p*x-616*a*c^5*q^2-4512*a*c^5*q*r+51808*a*c^5*q*x-6584*a*c^5*r^2+124376*a*c^ 5*r*x-204592*a*c^5*x^2-552*a*c^4*g^3-4572*a*c^4*g^2*p-1364*a*c^4*g^2*q-4572*a*c ^4*g^2*r+38272*a*c^4*g^2*x-10628*a*c^4*g*p^2-7064*a*c^4*g*p*q-21256*a*c^4*g*p*r +185520*a*c^4*g*p*x-904*a*c^4*g*q^2-7064*a*c^4*g*q*r+78096*a*c^4*g*q*x-10628*a* c^4*g*r^2+191888*a*c^4*g*r*x-298464*a*c^4*g*x^2-7096*a*c^4*p^3-8324*a*c^4*p^2*q -21288*a*c^4*p^2*r+185440*a*c^4*p^2*x-2256*a*c^4*p*q^2-16648*a*c^4*p*q*r+183568 *a*c^4*p*q*x-21288*a*c^4*p*r^2+402612*a*c^4*p*r*x-578432*a*c^4*p*x^2-148*a*c^4* q^3-2256*a*c^4*q^2*r+33168*a*c^4*q^2*x-8324*a*c^4*q*r^2+178844*a*c^4*q*r*x-\ 379664*a*c^4*q*x^2-7096*a*c^4*r^3+217172*a*c^4*r^2*x-682024*a*c^4*r*x^2+236192* a*c^4*x^3-114*a*c^3*g^4-1630*a*c^3*g^3*p-422*a*c^3*g^3*q-1630*a*c^3*g^3*r+11936 *a*c^3*g^3*x-6450*a*c^3*g^2*p^2-4008*a*c^3*g^2*p*q-12900*a*c^3*g^2*p*r+104296*a *c^3*g^2*p*x-458*a*c^3*g^2*q^2-4008*a*c^3*g^2*q*r+42088*a*c^3*g^2*q*x-6450*a*c^ 3*g^2*r^2+107794*a*c^3*g^2*r*x-152628*a*c^3*g^2*x^2-9226*a*c^3*g*p^3-10566*a*c^ 3*g*p^2*q-27678*a*c^3*g*p^2*r+231336*a*c^3*g*p^2*x-2716*a*c^3*g*p*q^2-21132*a*c ^3*g*p*q*r+224336*a*c^3*g*p*q*x-27678*a*c^3*g*p*r^2+503958*a*c^3*g*p*r*x-681988 *a*c^3*g*p*x^2-160*a*c^3*g*q^3-2716*a*c^3*g*q^2*r+39128*a*c^3*g*q^2*x-10566*a*c ^3*g*q*r^2+216582*a*c^3*g*q*r*x-442140*a*c^3*g*q*x^2-9226*a*c^3*g*r^3+272622*a* c^3*g*r^2*x-800868*a*c^3*g*r*x^2+258400*a*c^3*g*x^3-4268*a*c^3*p^4-7632*a*c^3*p ^3*q-17072*a*c^3*p^3*r+143384*a*c^3*p^3*x-3816*a*c^3*p^2*q^2-22896*a*c^3*p^2*q* r+238808*a*c^3*p^2*q*x-25608*a*c^3*p^2*r^2+478948*a*c^3*p^2*r*x-621892*a*c^3*p^ 2*x^2-464*a*c^3*p*q^3-7632*a*c^3*p*q^2*r+105128*a*c^3*p*q^2*x-22896*a*c^3*p*q*r ^2+498972*a*c^3*p*q*r*x-892744*a*c^3*p*q*x^2-17072*a*c^3*p*r^3+527744*a*c^3*p*r ^2*x-1535840*a*c^3*p*r*x^2+438912*a*c^3*p*x^3-12*a*c^3*q^4-464*a*c^3*q^3*r+9704 *a*c^3*q^3*x-3816*a*c^3*q^2*r^2+93816*a*c^3*q^2*r*x-270852*a*c^3*q^2*x^2-7632*a *c^3*q*r^3+260164*a*c^3*q*r^2*x-1003296*a*c^3*q*r*x^2+438912*a*c^3*q*x^3-4268*a *c^3*r^4+192180*a*c^3*r^3*x-959748*a*c^3*r^2*x^2+633248*a*c^3*r*x^3-9*a*c^2*g^5 -277*a*c^2*g^4*p-52*a*c^2*g^4*q-277*a*c^2*g^4*r+1556*a*c^2*g^4*x-1811*a*c^2*g^3 *p^2-966*a*c^2*g^3*p*q-3622*a*c^2*g^3*p*r+25420*a*c^2*g^3*p*x-88*a*c^2*g^3*q^2-\ 966*a*c^2*g^3*q*r+9492*a*c^2*g^3*q*x-1811*a*c^2*g^3*r^2+26182*a*c^2*g^3*r*x-\ 31076*a*c^2*g^3*x^2-4275*a*c^2*g^2*p^3-4640*a*c^2*g^2*p^2*q-12825*a*c^2*g^2*p^2 *r+99808*a*c^2*g^2*p^2*x-1054*a*c^2*g^2*p*q^2-9280*a*c^2*g^2*p*q*r+92856*a*c^2* g^2*p*q*x-12825*a*c^2*g^2*p*r^2+219260*a*c^2*g^2*p*r*x-266528*a*c^2*g^2*p*x^2-\ 51*a*c^2*g^2*q^3-1054*a*c^2*g^2*q^2*r+15192*a*c^2*g^2*q^2*x-4640*a*c^2*g^2*q*r^ 2+87640*a*c^2*g^2*q*r*x-169572*a*c^2*g^2*q*x^2-4275*a*c^2*g^2*r^3+119452*a*c^2* g^2*r^2*x-309306*a*c^2*g^2*r*x^2+87672*a*c^2*g^2*x^3-4184*a*c^2*g*p^4-7342*a*c^ 2*g*p^3*q-16736*a*c^2*g*p^3*r+135364*a*c^2*g*p^3*x-3536*a*c^2*g*p^2*q^2-22026*a *c^2*g*p^2*q*r+221792*a*c^2*g*p^2*q*x-25104*a*c^2*g*p^2*r^2+454594*a*c^2*g*p^2* r*x-554908*a*c^2*g*p^2*x^2-386*a*c^2*g*p*q^3-7072*a*c^2*g*p*q^2*r+94652*a*c^2*g *p*q^2*x-22026*a*c^2*g*p*q*r^2+462790*a*c^2*g*p*q*r*x-789624*a*c^2*g*p*q*x^2-\ 16736*a*c^2*g*p*r^3+503096*a*c^2*g*p*r^2*x-1376418*a*c^2*g*p*r*x^2+362688*a*c^2 *g*p*x^3-8*a*c^2*g*q^4-386*a*c^2*g*q^3*r+8224*a*c^2*g*q^3*x-3536*a*c^2*g*q^2*r^ 2+82198*a*c^2*g*q^2*r*x-234716*a*c^2*g*q^2*x^2-7342*a*c^2*g*q*r^3+240998*a*c^2* g*q*r^2*x-876824*a*c^2*g*q*r*x^2+362688*a*c^2*g*q*x^3-4184*a*c^2*g*r^4+183866*a *c^2*g*r^3*x-869118*a*c^2*g*r^2*x^2+519468*a*c^2*g*r*x^3-1436*a*c^2*p^5-3596*a* c^2*p^4*q-7180*a*c^2*p^4*r+59084*a*c^2*p^4*x-2916*a*c^2*p^3*q^2-14384*a*c^2*p^3 *q*r+143516*a*c^2*p^3*q*x-14360*a*c^2*p^3*r^2+266262*a*c^2*p^3*r*x-322308*a*c^2 *p^3*x^2-788*a*c^2*p^2*q^3-8748*a*c^2*p^2*q^2*r+111012*a*c^2*p^2*q^2*x-21576*a* c^2*p^2*q*r^2+465714*a*c^2*p^2*q*r*x-736068*a*c^2*p^2*q*x^2-14360*a*c^2*p^2*r^3 +444282*a*c^2*p^2*r^2*x-1222464*a*c^2*p^2*r*x^2+305152*a*c^2*p^2*x^3-32*a*c^2*p *q^4-1576*a*c^2*p*q^3*r+27812*a*c^2*p*q^3*x-8748*a*c^2*p*q^2*r^2+221106*a*c^2*p *q^2*r*x-505212*a*c^2*p*q^2*x^2-14384*a*c^2*p*q*r^3+500880*a*c^2*p*q*r^2*x-\ 1758756*a*c^2*p*q*r*x^2+610304*a*c^2*p*q*x^3-7180*a*c^2*p*r^4+326114*a*c^2*p*r^ 3*x-1552630*a*c^2*p*r^2*x^2+881228*a*c^2*p*r*x^3-32*a*c^2*q^4*r+1232*a*c^2*q^4* x-788*a*c^2*q^3*r^2+21654*a*c^2*q^3*r*x-91452*a*c^2*q^3*x^2-2916*a*c^2*q^2*r^3+ 110094*a*c^2*q^2*r^2*x-536292*a*c^2*q^2*r*x^2+305152*a*c^2*q^2*x^3-3596*a*c^2*q *r^4+178682*a*c^2*q*r^3*x-1060738*a*c^2*q*r^2*x^2+881228*a*c^2*q*r*x^3-1436*a*c ^2*r^5+89010*a*c^2*r^4*x-652474*a*c^2*r^3*x^2+685512*a*c^2*r^2*x^3-18*a*c*g^5*p -a*c*g^5*q-18*a*c*g^5*r+50*a*c*g^5*x-230*a*c*g^4*p^2-82*a*c*g^4*p*q-460*a*c*g^4 *p*r+2378*a*c*g^4*p*x-4*a*c*g^4*q^2-82*a*c*g^4*q*r+784*a*c*g^4*q*x-230*a*c*g^4* r^2+2413*a*c*g^4*r*x-1902*a*c*g^4*x^2-834*a*c*g^3*p^3-805*a*c*g^3*p^2*q-2502*a* c*g^3*p^2*r+17046*a*c*g^3*p^2*x-130*a*c*g^3*p*q^2-1610*a*c*g^3*p*q*r+14534*a*c* g^3*p*q*x-2502*a*c*g^3*p*r^2+38211*a*c*g^3*p*r*x-37373*a*c*g^3*p*x^2-4*a*c*g^3* q^3-130*a*c*g^3*q^2*r+2120*a*c*g^3*q^2*x-805*a*c*g^3*q*r^2+12876*a*c*g^3*q*r*x-\ 23299*a*c*g^3*q*x^2-834*a*c*g^3*r^3+21165*a*c*g^3*r^2*x-41533*a*c*g^3*r*x^2+ 8760*a*c*g^3*x^3-1310*a*c*g^2*p^4-2206*a*c*g^2*p^3*q-5240*a*c*g^2*p^3*r+39728*a *c*g^2*p^3*x-973*a*c*g^2*p^2*q^2-6618*a*c*g^2*p^2*q*r+62968*a*c*g^2*p^2*q*x-\ 7860*a*c*g^2*p^2*r^2+135116*a*c*g^2*p^2*r*x-147302*a*c*g^2*p^2*x^2-78*a*c*g^2*p *q^3-1946*a*c*g^2*p*q^2*r+25192*a*c*g^2*p*q^2*x-6618*a*c*g^2*p*q*r^2+131056*a*c *g^2*p*q*r*x-206586*a*c*g^2*p*q*x^2-5240*a*c*g^2*p*r^3+151048*a*c*g^2*p*r^2*x-\ 368717*a*c*g^2*p*r*x^2+83448*a*c*g^2*p*x^3-a*c*g^2*q^4-78*a*c*g^2*q^3*r+1952*a* c*g^2*q^3*x-973*a*c*g^2*q^2*r^2+20389*a*c*g^2*q^2*r*x-59284*a*c*g^2*q^2*x^2-\ 2206*a*c*g^2*q*r^3+68088*a*c*g^2*q*r^2*x-222352*a*c*g^2*q*r*x^2+83448*a*c*g^2*q *x^3-1310*a*c*g^2*r^4+55660*a*c*g^2*r^3*x-238611*a*c*g^2*r^2*x^2+115274*a*c*g^2 *r*x^3-940*a*c*g*p^5-2320*a*c*g*p^4*q-4700*a*c*g*p^4*r+37436*a*c*g*p^4*x-1834*a *c*g*p^3*q^2-9280*a*c*g*p^3*q*r+89774*a*c*g*p^3*q*x-9400*a*c*g*p^3*r^2+169789*a *c*g*p^3*r*x-193297*a*c*g*p^3*x^2-468*a*c*g*p^2*q^3-5502*a*c*g*p^2*q^2*r+67874* a*c*g*p^2*q^2*x-13920*a*c*g*p^2*q*r^2+292051*a*c*g*p^2*q*r*x-438445*a*c*g*p^2*q *x^2-9400*a*c*g*p^2*r^3+284751*a*c*g*p^2*r^2*x-739765*a*c*g*p^2*r*x^2+169288*a* c*g*p^2*x^3-14*a*c*g*p*q^4-936*a*c*g*p*q^3*r+16170*a*c*g*p*q^3*x-5502*a*c*g*p*q ^2*r^2+134001*a*c*g*p*q^2*r*x-296999*a*c*g*p*q^2*x^2-9280*a*c*g*p*q*r^3+314780* a*c*g*p*q*r^2*x-1047768*a*c*g*p*q*r*x^2+338576*a*c*g*p*q*x^3-4700*a*c*g*p*r^4+ 209879*a*c*g*p*r^3*x-951889*a*c*g*p*r^2*x^2+487580*a*c*g*p*r*x^3-14*a*c*g*q^4*r +634*a*c*g*q^4*x-468*a*c*g*q^3*r^2+11739*a*c*g*q^3*r*x-51851*a*c*g*q^3*x^2-1834 *a*c*g*q^2*r^3+66127*a*c*g*q^2*r^2*x-308003*a*c*g*q^2*r*x^2+169288*a*c*g*q^2*x^ 3-2320*a*c*g*q*r^4+112503*a*c*g*q*r^3*x-635791*a*c*g*q*r^2*x^2+487580*a*c*g*q*r *x^3-940*a*c*g*r^5+57481*a*c*g*r^4*x-405421*a*c*g*r^3*x^2+390944*a*c*g*r^2*x^3-\ 252*a*c*p^6-832*a*c*p^5*q-1512*a*c*p^5*r+12386*a*c*p^5*x-984*a*c*p^4*q^2-4160*a *c*p^4*q*r+40352*a*c*p^4*q*x-3780*a*c*p^4*r^2+69971*a*c*p^4*r*x-81170*a*c*p^4*x ^2-480*a*c*p^3*q^3-3936*a*c*p^3*q^2*r+46788*a*c*p^3*q^2*x-8320*a*c*p^3*q*r^2+ 177414*a*c*p^3*q*r*x-257720*a*c*p^3*q*x^2-5040*a*c*p^3*r^3+156024*a*c*p^3*r^2*x -414457*a*c*p^3*r*x^2+94064*a*c*p^3*x^3-76*a*c*p^2*q^4-1440*a*c*p^2*q^3*r+22112 *a*c*p^2*q^3*x-5904*a*c*p^2*q^2*r^2+146988*a*c*p^2*q^2*r*x-286140*a*c*p^2*q^2*x ^2-8320*a*c*p^2*q*r^3+290130*a*c*p^2*q*r^2*x-951669*a*c*p^2*q*r*x^2+282192*a*c* p^2*q*x^3-3780*a*c*p^2*r^4+172106*a*c*p^2*r^3*x-792698*a*c*p^2*r^2*x^2+407410*a *c*p^2*r*x^3-152*a*c*p*q^4*r+3338*a*c*p*q^4*x-1440*a*c*p*q^3*r^2+41618*a*c*p*q^ 3*r*x-123800*a*c*p*q^3*x^2-3936*a*c*p*q^2*r^3+153612*a*c*p*q^2*r^2*x-659967*a*c *p*q^2*r*x^2+282192*a*c*p*q^2*x^3-4160*a*c*p*q*r^4+209426*a*c*p*q*r^3*x-1174756 *a*c*p*q*r^2*x^2+814820*a*c*p*q*r*x^3-1512*a*c*p*r^5+94094*a*c*p*r^4*x-666705*a *c*p*r^3*x^2+623272*a*c*p*r^2*x^3+48*a*c*q^5*x-76*a*c*q^4*r^2+2073*a*c*q^4*r*x-\ 14210*a*c*q^4*x^2-480*a*c*q^3*r^3+19506*a*c*q^3*r^2*x-122755*a*c*q^3*r*x^2+ 94064*a*c*q^3*x^3-984*a*c*q^2*r^4+53412*a*c*q^2*r^3*x-382058*a*c*q^2*r^2*x^2+ 407410*a*c*q^2*r*x^3-832*a*c*q*r^5+56358*a*c*q*r^4*x-480807*a*c*q*r^3*x^2+ 623272*a*c*q*r^2*x^3-252*a*c*r^6+20427*a*c*r^5*x-207294*a*c*r^4*x^2+322094*a*c* r^3*x^3-10*a*g^5*p^2-20*a*g^5*p*r+34*a*g^5*p*x+18*a*g^5*q*x-10*a*g^5*r^2+29*a*g ^5*r*x-58*a*g^4*p^3-43*a*g^4*p^2*q-174*a*g^4*p^2*r+898*a*g^4*p^2*x-86*a*g^4*p*q *r+622*a*g^4*p*q*x-174*a*g^4*p*r^2+2122*a*g^4*p*r*x-1151*a*g^4*p*x^2+80*a*g^4*q ^2*x-43*a*g^4*q*r^2+423*a*g^4*q*r*x-795*a*g^4*q*x^2-58*a*g^4*r^3+1224*a*g^4*r^2 *x-922*a*g^4*r*x^2-132*a*g^3*p^4-204*a*g^3*p^3*q-528*a*g^3*p^3*r+3548*a*g^3*p^3 *x-72*a*g^3*p^2*q^2-612*a*g^3*p^2*q*r+5252*a*g^3*p^2*q*x-792*a*g^3*p^2*r^2+ 12414*a*g^3*p^2*r*x-10750*a*g^3*p^2*x^2-144*a*g^3*p*q^2*r+1816*a*g^3*p*q^2*x-\ 612*a*g^3*p*q*r^2+10870*a*g^3*p*q*r*x-14754*a*g^3*p*q*x^2-528*a*g^3*p*r^3+14184 *a*g^3*p*r^2*x-27417*a*g^3*p*r*x^2+4380*a*g^3*p*x^3+112*a*g^3*q^3*x-72*a*g^3*q^ 2*r^2+1159*a*g^3*q^2*r*x-4004*a*g^3*q^2*x^2-204*a*g^3*q*r^3+5618*a*g^3*q*r^2*x-\ 14353*a*g^3*q*r*x^2+4380*a*g^3*q*x^3-132*a*g^3*r^4+5318*a*g^3*r^3*x-18873*a*g^3 *r^2*x^2+4740*a*g^3*r*x^3-148*a*g^2*p^5-354*a*g^2*p^4*q-740*a*g^2*p^4*r+5584*a* g^2*p^4*x-264*a*g^2*p^3*q^2-1416*a*g^2*p^3*q*r+13048*a*g^2*p^3*q*x-1480*a*g^2*p ^3*r^2+25692*a*g^2*p^3*r*x-26129*a*g^2*p^3*x^2-58*a*g^2*p^2*q^3-792*a*g^2*p^2*q ^2*r+9404*a*g^2*p^2*q^2*x-2124*a*g^2*p^2*q*r^2+42710*a*g^2*p^2*q*r*x-58564*a*g^ 2*p^2*q*x^2-1480*a*g^2*p^2*r^3+43572*a*g^2*p^2*r^2*x-101964*a*g^2*p^2*r*x^2+ 19806*a*g^2*p^2*x^3-116*a*g^2*p*q^3*r+2000*a*g^2*p*q^3*x-792*a*g^2*p*q^2*r^2+ 18188*a*g^2*p*q^2*r*x-38741*a*g^2*p*q^2*x^2-1416*a*g^2*p*q*r^3+46276*a*g^2*p*q* r^2*x-139826*a*g^2*p*q*r*x^2+39612*a*g^2*p*q*x^3-740*a*g^2*p*r^4+32404*a*g^2*p* r^3*x-135046*a*g^2*p*r^2*x^2+55891*a*g^2*p*r*x^3+60*a*g^2*q^4*x-58*a*g^2*q^3*r^ 2+1170*a*g^2*q^3*r*x-6306*a*g^2*q^3*x^2-264*a*g^2*q^2*r^3+8784*a*g^2*q^2*r^2*x-\ 37862*a*g^2*q^2*r*x^2+19806*a*g^2*q^2*x^3-354*a*g^2*q*r^4+16614*a*g^2*q*r^3*x-\ 86075*a*g^2*q*r^2*x^2+55891*a*g^2*q*r*x^3-148*a*g^2*r^5+8940*a*g^2*r^4*x-59211* a*g^2*r^3*x^2+48229*a*g^2*r^2*x^3-82*a*g*p^6-268*a*g*p^5*q-492*a*g*p^5*r+3938*a *g*p^5*x-312*a*g*p^4*q^2-1340*a*g*p^4*q*r+12702*a*g*p^4*q*x-1230*a*g*p^4*r^2+ 22393*a*g*p^4*r*x-24516*a*g*p^4*x^2-148*a*g*p^3*q^3-1248*a*g*p^3*q^2*r+14488*a* g*p^3*q^2*x-2680*a*g*p^3*q*r^2+56080*a*g*p^3*q*r*x-77408*a*g*p^3*q*x^2-1640*a*g *p^3*r^3+50192*a*g*p^3*r^2*x-126627*a*g*p^3*r*x^2+26272*a*g*p^3*x^3-22*a*g*p^2* q^4-444*a*g*p^2*q^3*r+6632*a*g*p^2*q^3*x-1872*a*g*p^2*q^2*r^2+45450*a*g*p^2*q^2 *r*x-85128*a*g*p^2*q^2*x^2-2680*a*g*p^2*q*r^3+92028*a*g*p^2*q*r^2*x-287628*a*g* p^2*q*r*x^2+78816*a*g*p^2*q*x^3-1230*a*g*p^2*r^4+55598*a*g*p^2*r^3*x-245594*a*g *p^2*r^2*x^2+113999*a*g*p^2*r*x^3-44*a*g*p*q^4*r+918*a*g*p*q^4*x-444*a*g*p*q^3* r^2+12232*a*g*p*q^3*r*x-36096*a*g*p*q^3*x^2-1248*a*g*p*q^2*r^3+47436*a*g*p*q^2* r^2*x-195375*a*g*p*q^2*r*x^2+78816*a*g*p*q^2*x^3-1340*a*g*p*q*r^4+66624*a*g*p*q *r^3*x-358714*a*g*p*q*r^2*x^2+227998*a*g*p*q*r*x^3-492*a*g*p*r^5+30502*a*g*p*r^ 4*x-209371*a*g*p*r^3*x^2+179586*a*g*p*r^2*x^3+10*a*g*q^5*x-22*a*g*q^4*r^2+469*a *g*q^4*r*x-3860*a*g*q^4*x^2-148*a*g*q^3*r^3+5600*a*g*q^3*r^2*x-34374*a*g*q^3*r* x^2+26272*a*g*q^3*x^3-312*a*g*q^2*r^4+16474*a*g*q^2*r^3*x-113120*a*g*q^2*r^2*x^ 2+113999*a*g*q^2*r*x^3-268*a*g*q*r^5+17974*a*g*q*r^4*x-148494*a*g*q*r^3*x^2+ 179586*a*g*q*r^2*x^3-82*a*g*r^6+6641*a*g*r^5*x-65888*a*g*r^4*x^2+96215*a*g*r^3* x^3-18*a*p^7-75*a*p^6*q-126*a*p^6*r+1038*a*p^6*x-120*a*p^5*q^2-450*a*p^5*q*r+ 4294*a*p^5*q*x-378*a*p^5*r^2+7012*a*p^5*r*x-7986*a*p^5*x^2-90*a*p^4*q^3-600*a*p ^4*q^2*r+6796*a*p^4*q^2*x-1125*a*p^4*q*r^2+23713*a*p^4*q*r*x-32707*a*p^4*q*x^2-\ 630*a*p^4*r^3+19490*a*p^4*r^2*x-50966*a*p^4*r*x^2+10846*a*p^4*x^3-30*a*p^3*q^4-\ 360*a*p^3*q^3*r+5004*a*p^3*q^3*x-1200*a*p^3*q^2*r^2+29126*a*p^3*q^2*r*x-50968*a *p^3*q^2*x^2-1500*a*p^3*q*r^3+51912*a*p^3*q*r^2*x-162988*a*p^3*q*r*x^2+43384*a* p^3*q*x^3-630*a*p^3*r^4+28600*a*p^3*r^3*x-129426*a*p^3*r^2*x^2+62554*a*p^3*r*x^ 3-3*a*p^2*q^5-90*a*p^2*q^4*r+1606*a*p^2*q^4*x-540*a*p^2*q^3*r^2+15220*a*p^2*q^3 *r*x-36522*a*p^2*q^3*x^2-1200*a*p^2*q^2*r^3+46602*a*p^2*q^2*r^2*x-183168*a*p^2* q^2*r*x^2+65076*a*p^2*q^2*x^3-1125*a*p^2*q*r^4+56398*a*p^2*q*r^3*x-303771*a*p^2 *q*r^2*x^2+187662*a*p^2*q*r*x^3-378*a*p^2*r^5+23410*a*p^2*r^4*x-162342*a*p^2*r^ 3*x^2+140987*a*p^2*r^2*x^3-6*a*p*q^5*r+142*a*p*q^5*x-90*a*p*q^4*r^2+2854*a*p*q^ 4*r*x-11038*a*p*q^4*x^2-360*a*p*q^3*r^3+15428*a*p*q^3*r^2*x-81236*a*p*q^3*r*x^2 +43384*a*p*q^3*x^3-600*a*p*q^2*r^4+33010*a*p*q^2*r^3*x-219264*a*p*q^2*r^2*x^2+ 187662*a*p*q^2*r*x^3-450*a*p*q*r^5+30442*a*p*q*r^4*x-249406*a*p*q*r^3*x^2+ 281974*a*p*q*r^2*x^3-126*a*p*r^6+10148*a*p*r^5*x-100340*a*p*r^4*x^2+142396*a*p* r^3*x^3-3*a*q^5*r^2+59*a*q^5*r*x-763*a*q^5*x^2-30*a*q^4*r^3+1248*a*q^4*r^2*x-\ 10090*a*q^4*r*x^2+10846*a*q^4*x^3-90*a*q^3*r^4+5212*a*q^3*r^3*x-44919*a*q^3*r^2 *x^2+62554*a*q^3*r*x^3-120*a*q^2*r^5+8738*a*q^2*r^4*x-87064*a*q^2*r^3*x^2+ 140987*a*q^2*r^2*x^3-75*a*q*r^6+6537*a*q*r^5*x-75916*a*q*r^4*x^2+142396*a*q*r^3 *x^3-18*a*r^7+1822*a*r^6*x-24444*a*r^5*x^2+53117*a*r^4*x^3+64*b^6*c*x+32*b^6*p* x+48*b^6*r*x-32*b^5*c^3-16*b^5*c^2*g-80*b^5*c^2*p-80*b^5*c^2*r+1472*b^5*c^2*x-\ 24*b^5*c*g*p-24*b^5*c*g*r+288*b^5*c*g*x-56*b^5*c*p^2-112*b^5*c*p*r+1600*b^5*c*p *x+256*b^5*c*q*x-56*b^5*c*r^2+2024*b^5*c*r*x-1712*b^5*c*x^2-8*b^5*g*p^2-16*b^5* g*p*r+160*b^5*g*p*x+32*b^5*g*q*x-8*b^5*g*r^2+224*b^5*g*r*x-12*b^5*p^3-36*b^5*p^ 2*r+432*b^5*p^2*x+160*b^5*p*q*x-36*b^5*p*r^2+1092*b^5*p*r*x-872*b^5*p*x^2+216*b ^5*q*r*x-600*b^5*q*x^2-12*b^5*r^3+660*b^5*r^2*x-1272*b^5*r*x^2-224*b^4*c^4-208* b^4*c^3*g-688*b^4*c^3*p-80*b^4*c^3*q-688*b^4*c^3*r+9664*b^4*c^3*x-48*b^4*c^2*g^ 2-480*b^4*c^2*g*p-40*b^4*c^2*g*q-480*b^4*c^2*g*r+5504*b^4*c^2*g*x-696*b^4*c^2*p ^2-224*b^4*c^2*p*q-1392*b^4*c^2*p*r+16432*b^4*c^2*p*x-224*b^4*c^2*q*r+4864*b^4* c^2*q*x-696*b^4*c^2*r^2+19592*b^4*c^2*r*x-23384*b^4*c^2*x^2-76*b^4*c*g^2*p-76*b ^4*c*g^2*r+512*b^4*c*g^2*x-332*b^4*c*g*p^2-72*b^4*c*g*p*q-664*b^4*c*g*p*r+6416* b^4*c*g*p*x-72*b^4*c*g*q*r+1520*b^4*c*g*q*x-332*b^4*c*g*r^2+7824*b^4*c*g*r*x-\ 6184*b^4*c*g*x^2-292*b^4*c*p^3-180*b^4*c*p^2*q-876*b^4*c*p^2*r+9136*b^4*c*p^2*x -360*b^4*c*p*q*r+6264*b^4*c*p*q*x-876*b^4*c*p*r^2+21892*b^4*c*p*r*x-24552*b^4*c *p*x^2+384*b^4*c*q^2*x-180*b^4*c*q*r^2+7216*b^4*c*q*r*x-14892*b^4*c*q*x^2-292*b ^4*c*r^3+12756*b^4*c*r^2*x-33240*b^4*c*r*x^2+5920*b^4*c*x^3-28*b^4*g^2*p^2-56*b ^4*g^2*p*r+304*b^4*g^2*p*x+96*b^4*g^2*q*x-28*b^4*g^2*r^2+400*b^4*g^2*r*x-72*b^4 *g*p^3-28*b^4*g*p^2*q-216*b^4*g*p^2*r+1848*b^4*g*p^2*x-56*b^4*g*p*q*r+920*b^4*g *p*q*x-216*b^4*g*p*r^2+4584*b^4*g*p*r*x-3268*b^4*g*p*x^2+80*b^4*g*q^2*x-28*b^4* g*q*r^2+972*b^4*g*q*r*x-2260*b^4*g*q*x^2-72*b^4*g*r^3+2736*b^4*g*r^2*x-4280*b^4 *g*r*x^2-44*b^4*p^4-44*b^4*p^3*q-176*b^4*p^3*r+1668*b^4*p^3*x-132*b^4*p^2*q*r+ 1948*b^4*p^2*q*x-264*b^4*p^2*r^2+6020*b^4*p^2*r*x-6414*b^4*p^2*x^2+280*b^4*p*q^ 2*x-132*b^4*p*q*r^2+4438*b^4*p*q*r*x-8190*b^4*p*q*x^2-176*b^4*p*r^3+7036*b^4*p* r^2*x-17784*b^4*p*r*x^2+2960*b^4*p*x^3+340*b^4*q^2*r*x-1776*b^4*q^2*x^2-44*b^4* q*r^3+2490*b^4*q*r^2*x-8850*b^4*q*r*x^2+2960*b^4*q*x^3-44*b^4*r^4+2684*b^4*r^3* x-12264*b^4*r^2*x^2+3220*b^4*r*x^3-640*b^3*c^5-864*b^3*c^4*g-2336*b^3*c^4*p-448 *b^3*c^4*q-2336*b^3*c^4*r+28736*b^3*c^4*x-384*b^3*c^3*g^2-2560*b^3*c^3*g*p-424* b^3*c^3*g*q-2560*b^3*c^3*g*r+28160*b^3*c^3*g*x-3080*b^3*c^3*p^2-1504*b^3*c^3*p* q-6160*b^3*c^3*p*r+67024*b^3*c^3*p*x-72*b^3*c^3*q^2-1504*b^3*c^3*q*r+24544*b^3* c^3*q*x-3080*b^3*c^3*r^2+77016*b^3*c^3*r*x-106720*b^3*c^3*x^2-56*b^3*c^2*g^3-\ 884*b^3*c^2*g^2*p-100*b^3*c^2*g^2*q-884*b^3*c^2*g^2*r+7824*b^3*c^2*g^2*x-2584*b ^3*c^2*g*p^2-1096*b^3*c^2*g*p*q-5168*b^3*c^2*g*p*r+50224*b^3*c^2*g*p*x-36*b^3*c ^2*g*q^2-1096*b^3*c^2*g*q*r+16720*b^3*c^2*g*q*x-2584*b^3*c^2*g*r^2+58256*b^3*c^ 2*g*r*x-67512*b^3*c^2*g*x^2-1900*b^3*c^2*p^3-1688*b^3*c^2*p^2*q-5700*b^3*c^2*p^ 2*r+56840*b^3*c^2*p^2*x-228*b^3*c^2*p*q^2-3376*b^3*c^2*p*q*r+47632*b^3*c^2*p*q* x-5700*b^3*c^2*p*r^2+131848*b^3*c^2*p*r*x-170468*b^3*c^2*p*x^2-228*b^3*c^2*q^2* r+5776*b^3*c^2*q^2*x-1688*b^3*c^2*q*r^2+52372*b^3*c^2*q*r*x-106136*b^3*c^2*q*x^ 2-1900*b^3*c^2*r^3+75008*b^3*c^2*r^2*x-220172*b^3*c^2*r*x^2+57216*b^3*c^2*x^3-\ 94*b^3*c*g^3*p-94*b^3*c*g^3*r+464*b^3*c*g^3*x-626*b^3*c*g^2*p^2-184*b^3*c*g^2*p *q-1252*b^3*c*g^2*p*r+9696*b^3*c*g^2*p*x-184*b^3*c*g^2*q*r+2728*b^3*c*g^2*q*x-\ 626*b^3*c*g^2*r^2+11430*b^3*c*g^2*r*x-8716*b^3*c*g^2*x^2-1088*b^3*c*g*p^3-844*b ^3*c*g*p^2*q-3264*b^3*c*g*p^2*r+29100*b^3*c*g*p^2*x-78*b^3*c*g*p*q^2-1688*b^3*c *g*p*q*r+21928*b^3*c*g*p*q*x-3264*b^3*c*g*p*r^2+68614*b^3*c*g*p*r*x-73150*b^3*c *g*p*x^2-78*b^3*c*g*q^2*r+2272*b^3*c*g*q^2*x-844*b^3*c*g*q*r^2+23442*b^3*c*g*q* r*x-44888*b^3*c*g*q*x^2-1088*b^3*c*g*r^3+39514*b^3*c*g*r^2*x-94362*b^3*c*g*r*x^ 2+17424*b^3*c*g*x^3-558*b^3*c*p^4-776*b^3*c*p^3*q-2232*b^3*c*p^3*r+20860*b^3*c* p^3*x-218*b^3*c*p^2*q^2-2328*b^3*c*p^2*q*r+29448*b^3*c*p^2*q*x-3348*b^3*c*p^2*r ^2+73012*b^3*c*p^2*r*x-88956*b^3*c*p^2*x^2-436*b^3*c*p*q^2*r+8860*b^3*c*p*q^2*x -2328*b^3*c*p*q*r^2+65576*b^3*c*p*q*r*x-119304*b^3*c*p*q*x^2-2232*b^3*c*p*r^3+ 83444*b^3*c*p*r^2*x-235052*b^3*c*p*r*x^2+54560*b^3*c*p*x^3+272*b^3*c*q^3*x-218* b^3*c*q^2*r^2+9218*b^3*c*q^2*r*x-30348*b^3*c*q^2*x^2-776*b^3*c*q*r^3+36128*b^3* c*q*r^2*x-137720*b^3*c*q*r*x^2+54560*b^3*c*q*x^3-558*b^3*c*r^4+31292*b^3*c*r^3* x-154638*b^3*c*r^2*x^2+75296*b^3*c*r*x^3-38*b^3*g^3*p^2-76*b^3*g^3*p*r+288*b^3* g^3*p*x+112*b^3*g^3*q*x-38*b^3*g^3*r^2+356*b^3*g^3*r*x-139*b^3*g^2*p^3-76*b^3*g ^2*p^2*q-417*b^3*g^2*p^2*r+2972*b^3*g^2*p^2*x-152*b^3*g^2*p*q*r+1712*b^3*g^2*p* q*x-417*b^3*g^2*p*r^2+7273*b^3*g^2*p*r*x-4762*b^3*g^2*p*x^2+200*b^3*g^2*q^2*x-\ 76*b^3*g^2*q*r^2+1578*b^3*g^2*q*r*x-3302*b^3*g^2*q*x^2-139*b^3*g^2*r^3+4301*b^3 *g^2*r^2*x-5614*b^3*g^2*r*x^2-164*b^3*g*p^4-202*b^3*g*p^3*q-656*b^3*g*p^3*r+ 5486*b^3*g*p^3*x-38*b^3*g*p^2*q^2-606*b^3*g*p^2*q*r+7030*b^3*g*p^2*q*x-984*b^3* g*p^2*r^2+19612*b^3*g*p^2*r*x-19573*b^3*g*p^2*x^2-76*b^3*g*p*q^2*r+1616*b^3*g*p *q^2*x-606*b^3*g*p*q*r^2+15475*b^3*g*p*q*r*x-25585*b^3*g*p*q*x^2-656*b^3*g*p*r^ 3+22766*b^3*g*p*r^2*x-53040*b^3*g*p*r*x^2+8712*b^3*g*p*x^3+72*b^3*g*q^3*x-38*b^ 3*g*q^2*r^2+1416*b^3*g*q^2*r*x-6012*b^3*g*q^2*x^2-202*b^3*g*q*r^3+8445*b^3*g*q* r^2*x-26873*b^3*g*q*r*x^2+8712*b^3*g*q*x^3-164*b^3*g*r^4+8640*b^3*g*r^3*x-36608 *b^3*g*r^2*x^2+9462*b^3*g*r*x^3-63*b^3*p^5-126*b^3*p^4*q-315*b^3*p^4*r+2802*b^3 *p^4*x-63*b^3*p^3*q^2-504*b^3*p^3*q*r+5828*b^3*p^3*q*x-630*b^3*p^3*r^2+13115*b^ 3*p^3*r*x-15205*b^3*p^3*x^2-189*b^3*p^2*q^2*r+3250*b^3*p^2*q^2*x-756*b^3*p^2*q* r^2+19715*b^3*p^2*q*r*x-32360*b^3*p^2*q*x^2-630*b^3*p^2*r^3+22533*b^3*p^2*r^2*x -61095*b^3*p^2*r*x^2+12976*b^3*p^2*x^3+224*b^3*p*q^3*x-189*b^3*p*q^2*r^2+6834*b ^3*p*q^2*r*x-19105*b^3*p*q^2*x^2-504*b^3*p*q*r^3+21946*b^3*p*q*r^2*x-79342*b^3* p*q*r*x^2+25952*b^3*p*q*x^3-315*b^3*p*r^4+16929*b^3*p*r^3*x-81284*b^3*p*r^2*x^2 +36564*b^3*p*r*x^3+234*b^3*q^3*r*x-1950*b^3*q^3*x^2-63*b^3*q^2*r^3+3584*b^3*q^2 *r^2*x-18247*b^3*q^2*r*x^2+12976*b^3*q^2*x^3-126*b^3*q*r^4+8059*b^3*q*r^3*x-\ 48505*b^3*q*r^2*x^2+36564*b^3*q*r*x^3-63*b^3*r^5+4709*b^3*r^4*x-35394*b^3*r^3*x ^2+31388*b^3*r^2*x^3-896*b^2*c^6-1600*b^2*c^5*g-3808*b^2*c^5*p-928*b^2*c^5*q-\ 3808*b^2*c^5*r+43264*b^2*c^5*x-1056*b^2*c^4*g^2-5744*b^2*c^4*g*p-1288*b^2*c^4*g *q-5744*b^2*c^4*g*r+60896*b^2*c^4*g*x-6232*b^2*c^4*p^2-3648*b^2*c^4*p*q-12464*b ^2*c^4*p*r+129568*b^2*c^4*p*x-296*b^2*c^4*q^2-3648*b^2*c^4*q*r+52192*b^2*c^4*q* x-6232*b^2*c^4*r^2+144784*b^2*c^4*r*x-219176*b^2*c^4*x^2-304*b^2*c^3*g^3-3116*b ^2*c^3*g^2*p-592*b^2*c^3*g^2*q-3116*b^2*c^3*g^2*r+29360*b^2*c^3*g^2*x-7612*b^2* c^3*g*p^2-4168*b^2*c^3*g*p*q-15224*b^2*c^3*g*p*r+147672*b^2*c^3*g*p*x-284*b^2*c ^3*g*q^2-4168*b^2*c^3*g*q*r+56864*b^2*c^3*g*q*x-7612*b^2*c^3*g*r^2+165756*b^2*c ^3*g*r*x-227768*b^2*c^3*g*x^2-5108*b^2*c^3*p^3-5292*b^2*c^3*p^2*q-15324*b^2*c^3 *p^2*r+149008*b^2*c^3*p^2*x-1092*b^2*c^3*p*q^2-10584*b^2*c^3*p*q*r+136800*b^2*c ^3*p*q*x-15324*b^2*c^3*p*r^2+337940*b^2*c^3*p*r*x-472468*b^2*c^3*p*x^2-28*b^2*c ^3*q^3-1092*b^2*c^3*q^2*r+20928*b^2*c^3*q^2*x-5292*b^2*c^3*q*r^2+145820*b^2*c^3 *q*r*x-301836*b^2*c^3*q*x^2-5108*b^2*c^3*r^3+188932*b^2*c^3*r^2*x-591652*b^2*c^ 3*r*x^2+182208*b^2*c^3*x^3-32*b^2*c^2*g^4-712*b^2*c^2*g^3*p-90*b^2*c^2*g^3*q-\ 712*b^2*c^2*g^3*r+5320*b^2*c^2*g^3*x-3190*b^2*c^2*g^2*p^2-1512*b^2*c^2*g^2*p*q-\ 6380*b^2*c^2*g^2*p*r+54804*b^2*c^2*g^2*p*x-68*b^2*c^2*g^2*q^2-1512*b^2*c^2*g^2* q*r+19392*b^2*c^2*g^2*q*x-3190*b^2*c^2*g^2*r^2+61922*b^2*c^2*g^2*r*x-71070*b^2* c^2*g^2*x^2-4736*b^2*c^2*g*p^3-4628*b^2*c^2*g*p^2*q-14208*b^2*c^2*g*p^2*r+ 129200*b^2*c^2*g*p^2*x-832*b^2*c^2*g*p*q^2-9256*b^2*c^2*g*p*q*r+113328*b^2*c^2* g*p*q*x-14208*b^2*c^2*g*p*r^2+295474*b^2*c^2*g*p*r*x-372576*b^2*c^2*g*p*x^2-14* b^2*c^2*g*q^3-832*b^2*c^2*g*q^2*r+16008*b^2*c^2*g*q^2*x-4628*b^2*c^2*g*q*r^2+ 119328*b^2*c^2*g*q*r*x-234124*b^2*c^2*g*q*x^2-4736*b^2*c^2*g*r^3+166274*b^2*c^2 *g*r^2*x-466768*b^2*c^2*g*r*x^2+124288*b^2*c^2*g*x^3-2234*b^2*c^2*p^4-3556*b^2* c^2*p^3*q-8936*b^2*c^2*p^3*r+82600*b^2*c^2*p^3*x-1422*b^2*c^2*p^2*q^2-10668*b^2 *c^2*p^2*q*r+127072*b^2*c^2*p^2*q*x-13404*b^2*c^2*p^2*r^2+283426*b^2*c^2*p^2*r* x-370590*b^2*c^2*p^2*x^2-100*b^2*c^2*p*q^3-2844*b^2*c^2*p*q^2*r+47480*b^2*c^2*p *q^2*x-10668*b^2*c^2*p*q*r^2+277556*b^2*c^2*p*q*r*x-512932*b^2*c^2*p*q*x^2-8936 *b^2*c^2*p*r^3+319052*b^2*c^2*p*r^2*x-951708*b^2*c^2*p*r*x^2+256096*b^2*c^2*p*x ^3-100*b^2*c^2*q^3*r+3008*b^2*c^2*q^3*x-1422*b^2*c^2*q^2*r^2+47416*b^2*c^2*q^2* r*x-142342*b^2*c^2*q^2*x^2-3556*b^2*c^2*q*r^3+150484*b^2*c^2*q*r^2*x-595532*b^2 *c^2*q*r*x^2+256096*b^2*c^2*q*x^3-2234*b^2*c^2*r^4+118226*b^2*c^2*r^3*x-609948* b^2*c^2*r^2*x^2+366508*b^2*c^2*r*x^3-57*b^2*c*g^4*p-57*b^2*c*g^4*r+228*b^2*c*g^ 4*x-521*b^2*c*g^3*p^2-170*b^2*c*g^3*p*q-1042*b^2*c*g^3*p*r+6972*b^2*c*g^3*p*x-\ 170*b^2*c*g^3*q*r+2132*b^2*c*g^3*q*x-521*b^2*c*g^3*r^2+7958*b^2*c*g^3*r*x-5990* b^2*c*g^3*x^2-1363*b^2*c*g^2*p^3-1173*b^2*c*g^2*p^2*q-4089*b^2*c*g^2*p^2*r+ 33022*b^2*c*g^2*p^2*x-149*b^2*c*g^2*p*q^2-2346*b^2*c*g^2*p*q*r+26274*b^2*c*g^2* p*q*x-4089*b^2*c*g^2*p*r^2+76808*b^2*c*g^2*p*r*x-79271*b^2*c*g^2*p*x^2-149*b^2* c*g^2*q^2*r+3288*b^2*c*g^2*q^2*x-1173*b^2*c*g^2*q*r^2+26581*b^2*c*g^2*q*r*x-\ 48991*b^2*c*g^2*q*x^2-1363*b^2*c*g^2*r^3+43786*b^2*c*g^2*r^2*x-97945*b^2*c*g^2* r*x^2+18768*b^2*c*g^2*x^3-1397*b^2*c*g*p^4-2116*b^2*c*g*p^3*q-5588*b^2*c*g*p^3* r+48446*b^2*c*g*p^3*x-755*b^2*c*g*p^2*q^2-6348*b^2*c*g*p^2*q*r+71620*b^2*c*g*p^ 2*q*x-8382*b^2*c*g*p^2*r^2+168086*b^2*c*g*p^2*r*x-197516*b^2*c*g*p^2*x^2-36*b^2 *c*g*p*q^3-1510*b^2*c*g*p*q^2*r+24522*b^2*c*g*p*q^2*x-6348*b^2*c*g*p*q*r^2+ 155974*b^2*c*g*p*q*r*x-269138*b^2*c*g*p*q*x^2-5588*b^2*c*g*p*r^3+190834*b^2*c*g *p*r^2*x-513506*b^2*c*g*p*r*x^2+118400*b^2*c*g*p*x^3-36*b^2*c*g*q^3*r+1348*b^2* c*g*q^3*x-755*b^2*c*g*q^2*r^2+23193*b^2*c*g*q^2*r*x-71622*b^2*c*g*q^2*x^2-2116* b^2*c*g*q*r^3+84354*b^2*c*g*q*r^2*x-304368*b^2*c*g*q*r*x^2+118400*b^2*c*g*q*x^3 -1397*b^2*c*g*r^4+71194*b^2*c*g*r^3*x-336553*b^2*c*g*r^2*x^2+163494*b^2*c*g*r*x ^3-497*b^2*c*p^5-1117*b^2*c*p^4*q-2485*b^2*c*p^4*r+22140*b^2*c*p^4*x-743*b^2*c* p^3*q^2-4468*b^2*c*p^3*q*r+49796*b^2*c*p^3*q*x-4970*b^2*c*p^3*r^2+101692*b^2*c* p^3*r*x-126103*b^2*c*p^3*x^2-123*b^2*c*p^2*q^3-2229*b^2*c*p^2*q^2*r+33264*b^2*c *p^2*q^2*x-6702*b^2*c*p^2*q*r^2+165802*b^2*c*p^2*q*r*x-277247*b^2*c*p^2*q*x^2-\ 4970*b^2*c*p^2*r^3+172236*b^2*c*p^2*r^2*x-492485*b^2*c*p^2*r*x^2+119712*b^2*c*p ^2*x^3-246*b^2*c*p*q^3*r+5700*b^2*c*p*q^3*x-2229*b^2*c*p*q^2*r^2+69302*b^2*c*p* q^2*r*x-176185*b^2*c*p*q^2*x^2-4468*b^2*c*p*q*r^3+182216*b^2*c*p*q*r^2*x-676458 *b^2*c*p*q*r*x^2+239424*b^2*c*p*q*x^3-2485*b^2*c*p*r^4+127956*b^2*c*p*r^3*x-\ 637609*b^2*c*p*r^2*x^2+344620*b^2*c*p*r*x^3+92*b^2*c*q^4*x-123*b^2*c*q^3*r^2+ 5192*b^2*c*q^3*r*x-25041*b^2*c*q^3*x^2-743*b^2*c*q^2*r^3+36038*b^2*c*q^2*r^2*x-\ 183973*b^2*c*q^2*r*x^2+119712*b^2*c*q^2*x^3-1117*b^2*c*q*r^4+66210*b^2*c*q*r^3* x-411613*b^2*c*q*r^2*x^2+344620*b^2*c*q*r*x^3-497*b^2*c*r^5+35272*b^2*c*r^4*x-\ 271227*b^2*c*r^3*x^2+276044*b^2*c*r^2*x^3-25*b^2*g^4*p^2-50*b^2*g^4*p*r+146*b^2 *g^4*p*x+64*b^2*g^4*q*x-25*b^2*g^4*r^2+169*b^2*g^4*r*x-119*b^2*g^3*p^3-75*b^2*g ^3*p^2*q-357*b^2*g^3*p^2*r+2266*b^2*g^3*p^2*x-150*b^2*g^3*p*q*r+1414*b^2*g^3*p* q*x-357*b^2*g^3*p*r^2+5489*b^2*g^3*p*r*x-3371*b^2*g^3*p*x^2+180*b^2*g^3*q^2*x-\ 75*b^2*g^3*q*r^2+1185*b^2*g^3*q*r*x-2339*b^2*g^3*q*x^2-119*b^2*g^3*r^3+3223*b^2 *g^3*r^2*x-3592*b^2*g^3*r*x^2-207*b^2*g^2*p^4-282*b^2*g^2*p^3*q-828*b^2*g^2*p^3 *r+6402*b^2*g^2*p^3*x-75*b^2*g^2*p^2*q^2-846*b^2*g^2*p^2*q*r+8688*b^2*g^2*p^2*q *x-1242*b^2*g^2*p^2*r^2+22725*b^2*g^2*p^2*r*x-21663*b^2*g^2*p^2*x^2-150*b^2*g^2 *p*q^2*r+2422*b^2*g^2*p*q^2*x-846*b^2*g^2*p*q*r^2+18704*b^2*g^2*p*q*r*x-28805*b ^2*g^2*p*q*x^2-828*b^2*g^2*p*r^3+26244*b^2*g^2*p*r^2*x-57608*b^2*g^2*p*r*x^2+ 9384*b^2*g^2*p*x^3+136*b^2*g^2*q^3*x-75*b^2*g^2*q^2*r^2+1857*b^2*g^2*q^2*r*x-\ 7142*b^2*g^2*q^2*x^2-282*b^2*g^2*q*r^3+10016*b^2*g^2*q*r^2*x-29538*b^2*g^2*q*r* x^2+9384*b^2*g^2*q*x^3-207*b^2*g^2*r^4+9921*b^2*g^2*r^3*x-39772*b^2*g^2*r^2*x^2 +10174*b^2*g^2*r*x^3-157*b^2*g*p^5-339*b^2*g*p^4*q-785*b^2*g*p^4*r+6584*b^2*g*p ^4*x-207*b^2*g*p^3*q^2-1356*b^2*g*p^3*q*r+14326*b^2*g*p^3*q*x-1570*b^2*g*p^3*r^ 2+30630*b^2*g*p^3*r*x-34106*b^2*g*p^3*x^2-25*b^2*g*p^2*q^3-621*b^2*g*p^2*q^2*r+ 8928*b^2*g*p^2*q^2*x-2034*b^2*g*p^2*q*r^2+47869*b^2*g*p^2*q*r*x-73909*b^2*g*p^2 *q*x^2-1570*b^2*g*p^2*r^3+52386*b^2*g*p^2*r^2*x-135783*b^2*g*p^2*r*x^2+28128*b^ 2*g*p^2*x^3-50*b^2*g*p*q^3*r+1214*b^2*g*p*q^3*x-621*b^2*g*p*q^2*r^2+18116*b^2*g *p*q^2*r*x-45500*b^2*g*p*q^2*x^2-1356*b^2*g*p*q*r^3+52760*b^2*g*p*q*r^2*x-\ 179747*b^2*g*p*q*r*x^2+56256*b^2*g*p*q*x^3-785*b^2*g*p*r^4+39218*b^2*g*p*r^3*x-\ 180453*b^2*g*p*r^2*x^2+79321*b^2*g*p*r*x^3+28*b^2*g*q^4*x-25*b^2*g*q^3*r^2+877* b^2*g*q^3*r*x-5697*b^2*g*q^3*x^2-207*b^2*g*q^2*r^3+9188*b^2*g*q^2*r^2*x-43964*b ^2*g*q^2*r*x^2+28128*b^2*g*q^2*x^3-339*b^2*g*q*r^4+19217*b^2*g*q*r^3*x-110287*b ^2*g*q*r^2*x^2+79321*b^2*g*q*r*x^3-157*b^2*g*r^5+10878*b^2*g*r^4*x-78776*b^2*g* r^3*x^2+68263*b^2*g*r^2*x^3-44*b^2*p^6-132*b^2*p^5*q-264*b^2*p^5*r+2300*b^2*p^5 *x-132*b^2*p^4*q^2-660*b^2*p^4*q*r+6984*b^2*p^4*q*x-660*b^2*p^4*r^2+13205*b^2*p ^4*r*x-15764*b^2*p^4*x^2-44*b^2*p^3*q^3-528*b^2*p^3*q^2*r+7152*b^2*p^3*q^2*x-\ 1320*b^2*p^3*q*r^2+31300*b^2*p^3*q*r*x-48258*b^2*p^3*q*x^2-880*b^2*p^3*r^3+ 29820*b^2*p^3*r^2*x-82545*b^2*p^3*r*x^2+18608*b^2*p^3*x^3-132*b^2*p^2*q^3*r+ 2552*b^2*p^2*q^3*x-792*b^2*p^2*q^2*r^2+23049*b^2*p^2*q^2*r*x-50190*b^2*p^2*q^2* x^2-1320*b^2*p^2*q*r^3+51996*b^2*p^2*q*r^2*x-181542*b^2*p^2*q*r*x^2+55824*b^2*p ^2*q*x^3-660*b^2*p^2*r^4+33230*b^2*p^2*r^3*x-160656*b^2*p^2*r^2*x^2+80731*b^2*p ^2*r*x^3+84*b^2*p*q^4*x-132*b^2*p*q^3*r^2+5018*b^2*p*q^3*r*x-18662*b^2*p*q^3*x^ 2-528*b^2*p*q^2*r^3+24642*b^2*p*q^2*r^2*x-115449*b^2*p*q^2*r*x^2+55824*b^2*p*q^ 2*x^3-660*b^2*p*q*r^4+38028*b^2*p*q*r^3*x-226365*b^2*p*q*r^2*x^2+161462*b^2*p*q *r*x^3-264*b^2*p*r^5+18320*b^2*p*r^4*x-136733*b^2*p*r^3*x^2+127114*b^2*p*r^2*x^ 3+64*b^2*q^4*r*x-966*b^2*q^4*x^2-44*b^2*q^3*r^3+2466*b^2*q^3*r^2*x-16452*b^2*q^ 3*r*x^2+18608*b^2*q^3*x^3-132*b^2*q^2*r^4+8745*b^2*q^2*r^3*x-65709*b^2*q^2*r^2* x^2+80731*b^2*q^2*r*x^3-132*b^2*q*r^5+10348*b^2*q*r^4*x-93081*b^2*q*r^3*x^2+ 127114*b^2*q*r^2*x^3-44*b^2*r^6+4005*b^2*r^5*x-42858*b^2*r^4*x^2+68117*b^2*r^3* x^3-608*b*c^7-1360*b*c^6*g-2960*b*c^6*p-832*b*c^6*q-2960*b*c^6*r+32000*b*c^6*x-\ 1200*b*c^5*g^2-5736*b*c^5*g*p-1528*b*c^5*g*q-5736*b*c^5*g*r+59168*b*c^5*g*x-\ 5848*b*c^5*p^2-3744*b*c^5*p*q-11696*b*c^5*p*r+118336*b*c^5*p*x-392*b*c^5*q^2-\ 3744*b*c^5*q*r+49824*b*c^5*q*x-5848*b*c^5*r^2+128936*b*c^5*r*x-208016*b*c^5*x^2 -520*b*c^4*g^3-4300*b*c^4*g^2*p-1044*b*c^4*g^2*q-4300*b*c^4*g^2*r+41216*b*c^4*g ^2*x-9496*b*c^4*g*p^2-5880*b*c^4*g*p*q-18992*b*c^4*g*p*r+183632*b*c^4*g*p*x-556 *b*c^4*g*q^2-5880*b*c^4*g*q*r+75568*b*c^4*g*q*x-9496*b*c^4*g*r^2+200624*b*c^4*g *r*x-305280*b*c^4*g*x^2-6044*b*c^4*p^3-6736*b*c^4*p^2*q-18132*b*c^4*p^2*r+ 173456*b*c^4*p^2*x-1644*b*c^4*p*q^2-13472*b*c^4*p*q*r+166640*b*c^4*p*q*x-18132* b*c^4*p*r^2+386524*b*c^4*p*r*x-567568*b*c^4*p*x^2-72*b*c^4*q^3-1644*b*c^4*q^2*r +28224*b*c^4*q^2*x-6736*b*c^4*q*r^2+172692*b*c^4*q*r*x-368800*b*c^4*q*x^2-6044* b*c^4*r^3+213068*b*c^4*r^2*x-695120*b*c^4*r*x^2+236192*b*c^4*x^3-110*b*c^3*g^4-\ 1546*b*c^3*g^3*p-314*b*c^3*g^3*q-1546*b*c^3*g^3*r+13072*b*c^3*g^3*x-5782*b*c^3* g^2*p^2-3344*b*c^3*g^2*p*q-11564*b*c^3*g^2*p*r+103904*b*c^3*g^2*p*x-262*b*c^3*g ^2*q^2-3344*b*c^3*g^2*q*r+40976*b*c^3*g^2*q*x-5782*b*c^3*g^2*r^2+113926*b*c^3*g ^2*r*x-157308*b*c^3*g^2*x^2-7888*b*c^3*g*p^3-8564*b*c^3*g*p^2*q-23664*b*c^3*g*p ^2*r+216992*b*c^3*g*p^2*x-1962*b*c^3*g*p*q^2-17128*b*c^3*g*p*q*r+204064*b*c^3*g *p*q*x-23664*b*c^3*g*p*r^2+485638*b*c^3*g*p*r*x-671172*b*c^3*g*p*x^2-70*b*c^3*g *q^3-1962*b*c^3*g*q^2*r+33200*b*c^3*g*q^2*x-8564*b*c^3*g*q*r^2+210310*b*c^3*g*q *r*x-431324*b*c^3*g*q*x^2-7888*b*c^3*g*r^3+268646*b*c^3*g*r^2*x-821868*b*c^3*g* r*x^2+258400*b*c^3*g*x^3-3540*b*c^3*p^4-6016*b*c^3*p^3*q-14160*b*c^3*p^3*r+ 129608*b*c^3*p^3*x-2760*b*c^3*p^2*q^2-18048*b*c^3*p^2*q*r+208456*b*c^3*p^2*q*x-\ 21240*b*c^3*p^2*r^2+438756*b*c^3*p^2*r*x-596604*b*c^3*p^2*x^2-288*b*c^3*p*q^3-\ 5520*b*c^3*p*q^2*r+85752*b*c^3*p*q^2*x-18048*b*c^3*p*q*r^2+447796*b*c^3*p*q*r*x -842168*b*c^3*p*q*x^2-14160*b*c^3*p*r^3+488688*b*c^3*p*r^2*x-1504368*b*c^3*p*r* x^2+438912*b*c^3*p*x^3-4*b*c^3*q^4-288*b*c^3*q^3*r+6904*b*c^3*q^3*x-2760*b*c^3* q^2*r^2+82832*b*c^3*q^2*r*x-245564*b*c^3*q^2*x^2-6016*b*c^3*q*r^3+239340*b*c^3* q*r^2*x-971824*b*c^3*q*r*x^2+438912*b*c^3*q*x^3-3540*b*c^3*r^4+179540*b*c^3*r^3 *x-949260*b*c^3*r^2*x^2+633248*b*c^3*r*x^3-9*b*c^2*g^5-264*b*c^2*g^4*p-35*b*c^2 *g^4*q-264*b*c^2*g^4*r+1744*b*c^2*g^4*x-1616*b*c^2*g^3*p^2-806*b*c^2*g^3*p*q-\ 3232*b*c^2*g^3*p*r+25500*b*c^2*g^3*p*x-41*b*c^2*g^3*q^2-806*b*c^2*g^3*q*r+9284* b*c^2*g^3*q*x-1616*b*c^2*g^3*r^2+28090*b*c^2*g^3*r*x-32356*b*c^2*g^3*x^2-3653*b *c^2*g^2*p^3-3750*b*c^2*g^2*p^2*q-10959*b*c^2*g^2*p^2*r+93720*b*c^2*g^2*p^2*x-\ 752*b*c^2*g^2*p*q^2-7500*b*c^2*g^2*p*q*r+84392*b*c^2*g^2*p*q*x-10959*b*c^2*g^2* p*r^2+211558*b*c^2*g^2*p*r*x-263172*b*c^2*g^2*p*x^2-17*b*c^2*g^2*q^3-752*b*c^2* g^2*q^2*r+12816*b*c^2*g^2*q^2*x-3750*b*c^2*g^2*q*r^2+85614*b*c^2*g^2*q*r*x-\ 166216*b*c^2*g^2*q*x^2-3653*b*c^2*g^2*r^3+117838*b*c^2*g^2*r^2*x-320832*b*c^2*g ^2*r*x^2+87672*b*c^2*g^2*x^3-3478*b*c^2*g*p^4-5786*b*c^2*g*p^3*q-13912*b*c^2*g* p^3*r+122464*b*c^2*g*p^3*x-2536*b*c^2*g*p^2*q^2-17358*b*c^2*g*p^2*q*r+193484*b* c^2*g*p^2*q*x-20868*b*c^2*g*p^2*r^2+416906*b*c^2*g*p^2*r*x-532948*b*c^2*g*p^2*x ^2-230*b*c^2*g*p*q^3-5072*b*c^2*g*p*q^2*r+76736*b*c^2*g*p*q^2*x-17358*b*c^2*g*p *q*r^2+415326*b*c^2*g*p*q*r*x-745704*b*c^2*g*p*q*x^2-13912*b*c^2*g*p*r^3+466420 *b*c^2*g*p*r^2*x-1351750*b*c^2*g*p*r*x^2+362688*b*c^2*g*p*x^3-2*b*c^2*g*q^4-230 *b*c^2*g*q^3*r+5716*b*c^2*g*q^3*x-2536*b*c^2*g*q^2*r^2+72422*b*c^2*g*q^2*r*x-\ 212756*b*c^2*g*q^2*x^2-5786*b*c^2*g*q*r^3+221842*b*c^2*g*q*r^2*x-852156*b*c^2*g *q*r*x^2+362688*b*c^2*g*q*x^3-3478*b*c^2*g*r^4+171978*b*c^2*g*r^3*x-862230*b*c^ 2*g*r^2*x^2+519468*b*c^2*g*r*x^3-1180*b*c^2*p^5-2812*b*c^2*p^4*q-5900*b*c^2*p^4 *r+52316*b*c^2*p^4*x-2100*b*c^2*p^3*q^2-11248*b*c^2*p^3*q*r+122628*b*c^2*p^3*q* x-11800*b*c^2*p^3*r^2+237546*b*c^2*p^3*r*x-304644*b*c^2*p^3*x^2-484*b*c^2*p^2*q ^3-6300*b*c^2*p^2*q^2*r+88956*b*c^2*p^2*q^2*x-16872*b*c^2*p^2*q*r^2+403446*b*c^ 2*p^2*q*r*x-683076*b*c^2*p^2*q*x^2-11800*b*c^2*p^2*r^3+398742*b*c^2*p^2*r^2*x-\ 1169802*b*c^2*p^2*r*x^2+305152*b*c^2*p^2*x^3-16*b*c^2*p*q^4-968*b*c^2*p*q^3*r+ 19292*b*c^2*p*q^3*x-6300*b*c^2*p*q^2*r^2+182718*b*c^2*p*q^2*r*x-452220*b*c^2*p* q^2*x^2-11248*b*c^2*p*q*r^3+439008*b*c^2*p*q*r^2*x-1653432*b*c^2*p*q*r*x^2+ 610304*b*c^2*p*q*x^3-5900*b*c^2*p*r^4+294110*b*c^2*p*r^3*x-1492022*b*c^2*p*r^2* x^2+881228*b*c^2*p*r*x^3-16*b*c^2*q^4*r+648*b*c^2*q^4*x-484*b*c^2*q^3*r^2+16818 *b*c^2*q^3*r*x-73788*b*c^2*q^3*x^2-2100*b*c^2*q^2*r^3+93762*b*c^2*q^2*r^2*x-\ 483630*b*c^2*q^2*r*x^2+305152*b*c^2*q^2*x^3-2812*b*c^2*q*r^4+158190*b*c^2*q*r^3 *x-1000130*b*c^2*q*r^2*x^2+881228*b*c^2*q*r*x^3-1180*b*c^2*r^5+80598*b*c^2*r^4* x-626864*b*c^2*r^3*x^2+685512*b*c^2*r^2*x^3-17*b*c*g^5*p-17*b*c*g^5*r+58*b*c*g^ 5*x-200*b*c*g^4*p^2-68*b*c*g^4*p*q-400*b*c*g^4*p*r+2408*b*c*g^4*p*x-68*b*c*g^4* q*r+766*b*c*g^4*q*x-200*b*c*g^4*r^2+2665*b*c*g^4*r*x-2010*b*c*g^4*x^2-704*b*c*g ^3*p^3-640*b*c*g^3*p^2*q-2112*b*c*g^3*p^2*r+15946*b*c*g^3*p^2*x-91*b*c*g^3*p*q^ 2-1280*b*c*g^3*p*q*r+13090*b*c*g^3*p*q*x-2112*b*c*g^3*p*r^2+36655*b*c*g^3*p*r*x -37061*b*c*g^3*p*x^2-91*b*c*g^3*q^2*r+1776*b*c*g^3*q^2*x-640*b*c*g^3*q*r^2+ 12656*b*c*g^3*q*r*x-22987*b*c*g^3*q*x^2-704*b*c*g^3*r^3+20709*b*c*g^3*r^2*x-\ 44087*b*c*g^3*r*x^2+8760*b*c*g^3*x^3-1087*b*c*g^2*p^4-1728*b*c*g^2*p^3*q-4348*b *c*g^2*p^3*r+35862*b*c*g^2*p^3*x-685*b*c*g^2*p^2*q^2-5184*b*c*g^2*p^2*q*r+54614 *b*c*g^2*p^2*q*x-6522*b*c*g^2*p^2*r^2+123524*b*c*g^2*p^2*r*x-141536*b*c*g^2*p^2 *x^2-44*b*c*g^2*p*q^3-1370*b*c*g^2*p*q^2*r+20082*b*c*g^2*p*q^2*x-5184*b*c*g^2*p *q*r^2+116882*b*c*g^2*p*q*r*x-195054*b*c*g^2*p*q*x^2-4348*b*c*g^2*p*r^3+139462* b*c*g^2*p*r^2*x-362927*b*c*g^2*p*r*x^2+83448*b*c*g^2*p*x^3-44*b*c*g^2*q^3*r+ 1330*b*c*g^2*q^3*x-685*b*c*g^2*q^2*r^2+17807*b*c*g^2*q^2*r*x-53518*b*c*g^2*q^2* x^2-1728*b*c*g^2*q*r^3+62268*b*c*g^2*q*r^2*x-216562*b*c*g^2*q*r*x^2+83448*b*c*g ^2*q*x^3-1087*b*c*g^2*r^4+51800*b*c*g^2*r^3*x-236961*b*c*g^2*r^2*x^2+115274*b*c *g^2*r*x^3-774*b*c*g*p^5-1814*b*c*g*p^4*q-3870*b*c*g*p^4*r+33144*b*c*g*p^4*x-\ 1312*b*c*g*p^3*q^2-7256*b*c*g*p^3*q*r+76578*b*c*g*p^3*q*x-7740*b*c*g*p^3*r^2+ 151459*b*c*g*p^3*r*x-182701*b*c*g*p^3*x^2-278*b*c*g*p^2*q^3-3936*b*c*g*p^2*q^2* r+54038*b*c*g*p^2*q^2*x-10884*b*c*g*p^2*q*r^2+252525*b*c*g*p^2*q*r*x-406657*b*c *g*p^2*q*x^2-7740*b*c*g*p^2*r^3+255513*b*c*g*p^2*r^2*x-708214*b*c*g*p^2*r*x^2+ 169288*b*c*g*p^2*x^3-6*b*c*g*p*q^4-556*b*c*g*p*q^3*r+10918*b*c*g*p*q^3*x-3936*b *c*g*p*q^2*r^2+109939*b*c*g*p*q^2*r*x-265211*b*c*g*p*q^2*x^2-7256*b*c*g*p*q*r^3 +275316*b*c*g*p*q*r^2*x-984666*b*c*g*p*q*r*x^2+338576*b*c*g*p*q*x^3-3870*b*c*g* p*r^4+189225*b*c*g*p*r^3*x-915029*b*c*g*p*r^2*x^2+487580*b*c*g*p*r*x^3-6*b*c*g* q^4*r+314*b*c*g*q^4*x-278*b*c*g*q^3*r^2+8873*b*c*g*q^3*r*x-41255*b*c*g*q^3*x^2-\ 1312*b*c*g*q^2*r^3+55901*b*c*g*q^2*r^2*x-276452*b*c*g*q^2*r*x^2+169288*b*c*g*q^ 2*x^3-1814*b*c*g*q*r^4+99369*b*c*g*q*r^3*x-598931*b*c*g*q*r^2*x^2+487580*b*c*g* q*r*x^3-774*b*c*g*r^5+52027*b*c*g*r^4*x-389516*b*c*g*r^3*x^2+390944*b*c*g*r^2*x ^3-208*b*c*p^6-656*b*c*p^5*q-1248*b*c*p^5*r+10858*b*c*p^5*x-720*b*c*p^4*q^2-\ 3280*b*c*p^4*q*r+34204*b*c*p^4*q*x-3120*b*c*p^4*r^2+61675*b*c*p^4*r*x-75970*b*c *p^4*x^2-304*b*c*p^3*q^3-2880*b*c*p^3*q^2*r+37476*b*c*p^3*q^2*x-6560*b*c*p^3*q* r^2+151682*b*c*p^3*q*r*x-236920*b*c*p^3*q*x^2-4160*b*c*p^3*r^3+138120*b*c*p^3*r ^2*x-391163*b*c*p^3*r*x^2+94064*b*c*p^3*x^3-32*b*c*p^2*q^4-912*b*c*p^2*q^3*r+ 15784*b*c*p^2*q^3*x-4320*b*c*p^2*q^2*r^2+119568*b*c*p^2*q^2*r*x-254940*b*c*p^2* q^2*x^2-6560*b*c*p^2*q*r^3+249822*b*c*p^2*q*r^2*x-881787*b*c*p^2*q*r*x^2+282192 *b*c*p^2*q*x^3-3120*b*c*p^2*r^4+152890*b*c*p^2*r^3*x-749926*b*c*p^2*r^2*x^2+ 407410*b*c*p^2*r*x^3-64*b*c*p*q^4*r+1666*b*c*p*q^4*x-912*b*c*p*q^3*r^2+30790*b* c*p*q^3*r*x-103000*b*c*p*q^3*x^2-2880*b*c*p*q^2*r^3+126708*b*c*p*q^2*r^2*x-\ 590085*b*c*p*q^2*r*x^2+282192*b*c*p*q^2*x^3-3280*b*c*p*q*r^4+181414*b*c*p*q*r^3 *x-1089212*b*c*p*q*r^2*x^2+814820*b*c*p*q*r*x^3-1248*b*c*p*r^5+83830*b*c*p*r^4* x-630243*b*c*p*r^3*x^2+623272*b*c*p*r^2*x^3+12*b*c*q^5*x-32*b*c*q^4*r^2+1229*b* c*q^4*r*x-9010*b*c*q^4*x^2-304*b*c*q^3*r^3+15006*b*c*q^3*r^2*x-99461*b*c*q^3*r* x^2+94064*b*c*q^3*x^3-720*b*c*q^2*r^4+44616*b*c*q^2*r^3*x-339286*b*c*q^2*r^2*x^ 2+407410*b*c*q^2*r*x^3-656*b*c*q*r^5+49070*b*c*q*r^4*x-444345*b*c*q*r^3*x^2+ 623272*b*c*q*r^2*x^3-208*b*c*r^6+18243*b*c*r^5*x-195510*b*c*r^4*x^2+322094*b*c* r^3*x^3-8*b*g^5*p^2-16*b*g^5*p*r+38*b*g^5*p*x+18*b*g^5*q*x-8*b*g^5*r^2+41*b*g^5 *r*x-47*b*g^4*p^3-32*b*g^4*p^2*q-141*b*g^4*p^2*r+826*b*g^4*p^2*x-64*b*g^4*p*q*r +540*b*g^4*p*q*x-141*b*g^4*p*r^2+1985*b*g^4*p*r*x-1161*b*g^4*p*x^2+70*b*g^4*q^2 *x-32*b*g^4*q*r^2+420*b*g^4*q*r*x-805*b*g^4*q*x^2-47*b*g^4*r^3+1159*b*g^4*r^2*x -1124*b*g^4*r*x^2-108*b*g^3*p^4-156*b*g^3*p^3*q-432*b*g^3*p^3*r+3170*b*g^3*p^3* x-48*b*g^3*p^2*q^2-468*b*g^3*p^2*q*r+4466*b*g^3*p^2*q*x-648*b*g^3*p^2*r^2+11192 *b*g^3*p^2*r*x-10318*b*g^3*p^2*x^2-96*b*g^3*p*q^2*r+1378*b*g^3*p*q^2*x-468*b*g^ 3*p*q*r^2+9464*b*g^3*p*q*r*x-13890*b*g^3*p*q*x^2-432*b*g^3*p*r^3+12874*b*g^3*p* r^2*x-27023*b*g^3*p*r*x^2+4380*b*g^3*p*x^3+82*b*g^3*q^3*x-48*b*g^3*q^2*r^2+975* b*g^3*q^2*r*x-3572*b*g^3*q^2*x^2-156*b*g^3*q*r^3+4998*b*g^3*q*r^2*x-13959*b*g^3 *q*r*x^2+4380*b*g^3*q*x^3-108*b*g^3*r^4+4852*b*g^3*r^3*x-18657*b*g^3*r^2*x^2+ 4740*b*g^3*r*x^3-122*b*g^2*p^5-276*b*g^2*p^4*q-610*b*g^2*p^4*r+4926*b*g^2*p^4*x -186*b*g^2*p^3*q^2-1104*b*g^2*p^3*q*r+11048*b*g^2*p^3*q*x-1220*b*g^2*p^3*r^2+ 22814*b*g^2*p^3*r*x-24660*b*g^2*p^3*x^2-32*b*g^2*p^2*q^3-558*b*g^2*p^2*q^2*r+ 7352*b*g^2*p^2*q^2*x-1656*b*g^2*p^2*q*r^2+36596*b*g^2*p^2*q*r*x-54157*b*g^2*p^2 *q*x^2-1220*b*g^2*p^2*r^3+38886*b*g^2*p^2*r^2*x-97453*b*g^2*p^2*r*x^2+19806*b*g ^2*p^2*x^3-64*b*g^2*p*q^3*r+1264*b*g^2*p*q^3*x-558*b*g^2*p*q^2*r^2+14594*b*g^2* p*q^2*r*x-34334*b*g^2*p*q^2*x^2-1104*b*g^2*p*q*r^3+40048*b*g^2*p*q*r^2*x-130804 *b*g^2*p*q*r*x^2+39612*b*g^2*p*q*x^3-610*b*g^2*p*r^4+29034*b*g^2*p*r^3*x-129397 *b*g^2*p*r^2*x^2+55891*b*g^2*p*r*x^3+34*b*g^2*q^4*x-32*b*g^2*q^3*r^2+812*b*g^2* q^3*r*x-4837*b*g^2*q^3*x^2-186*b*g^2*q^2*r^3+7242*b*g^2*q^2*r^2*x-33351*b*g^2*q ^2*r*x^2+19806*b*g^2*q^2*x^3-276*b*g^2*q*r^4+14500*b*g^2*q*r^3*x-80426*b*g^2*q* r^2*x^2+55891*b*g^2*q*r*x^3-122*b*g^2*r^5+8036*b*g^2*r^4*x-56604*b*g^2*r^3*x^2+ 48229*b*g^2*r^2*x^3-68*b*g*p^6-212*b*g*p^5*q-408*b*g*p^5*r+3452*b*g*p^5*x-228*b *g*p^4*q^2-1060*b*g*p^4*q*r+10752*b*g*p^4*q*x-1020*b*g*p^4*r^2+19738*b*g*p^4*r* x-22930*b*g*p^4*x^2-92*b*g*p^3*q^3-912*b*g*p^3*q^2*r+11548*b*g*p^3*q^2*x-2120*b *g*p^3*q*r^2+47872*b*g*p^3*q*r*x-71064*b*g*p^3*q*x^2-1360*b*g*p^3*r^3+44432*b*g *p^3*r^2*x-119433*b*g*p^3*r*x^2+26272*b*g*p^3*x^3-8*b*g*p^2*q^4-276*b*g*p^2*q^3 *r+4652*b*g*p^2*q^3*x-1368*b*g*p^2*q^2*r^2+36756*b*g*p^2*q^2*r*x-75612*b*g*p^2* q^2*x^2-2120*b*g*p^2*q*r^3+79104*b*g*p^2*q*r^2*x-266046*b*g*p^2*q*r*x^2+78816*b *g*p^2*q*x^3-1020*b*g*p^2*r^4+49388*b*g*p^2*r^3*x-232138*b*g*p^2*r^2*x^2+113999 *b*g*p^2*r*x^3-16*b*g*p*q^4*r+408*b*g*p*q^4*x-276*b*g*p*q^3*r^2+8848*b*g*p*q^3* r*x-29752*b*g*p*q^3*x^2-912*b*g*p*q^2*r^3+38868*b*g*p*q^2*r^2*x-173793*b*g*p*q^ 2*r*x^2+78816*b*g*p*q^2*x^3-1060*b*g*p*q*r^4+57600*b*g*p*q*r^3*x-331802*b*g*p*q *r^2*x^2+227998*b*g*p*q*r*x^3-408*b*g*p*r^5+27172*b*g*p*r^4*x-197697*b*g*p*r^3* x^2+179586*b*g*p*r^2*x^3+4*b*g*q^5*x-8*b*g*q^4*r^2+226*b*g*q^4*r*x-2274*b*g*q^4 *x^2-92*b*g*q^3*r^3+4196*b*g*q^3*r^2*x-27180*b*g*q^3*r*x^2+26272*b*g*q^3*x^3-\ 228*b*g*q^2*r^4+13660*b*g*q^2*r^3*x-99664*b*g*q^2*r^2*x^2+113999*b*g*q^2*r*x^3-\ 212*b*g*q*r^5+15616*b*g*q*r^4*x-136820*b*g*q*r^3*x^2+179586*b*g*q*r^2*x^3-68*b* g*r^6+5930*b*g*r^5*x-62062*b*g*r^4*x^2+96215*b*g*r^3*x^3-15*b*p^7-60*b*p^6*q-\ 105*b*p^6*r+908*b*p^6*x-90*b*p^5*q^2-360*b*p^5*q*r+3644*b*p^5*q*x-315*b*p^5*r^2 +6167*b*p^5*r*x-7427*b*p^5*x^2-60*b*p^4*q^3-450*b*p^4*q^2*r+5496*b*p^4*q^2*x-\ 900*b*p^4*q*r^2+20274*b*p^4*q*r*x-29912*b*p^4*q*x^2-525*b*p^4*r^3+17215*b*p^4*r ^2*x-47732*b*p^4*r*x^2+10846*b*p^4*x^3-15*b*p^3*q^4-240*b*p^3*q^3*r+3704*b*p^3* q^3*x-900*b*p^3*q^2*r^2+23820*b*p^3*q^2*r*x-45378*b*p^3*q^2*x^2-1200*b*p^3*q*r^ 3+44656*b*p^3*q*r^2*x-150052*b*p^3*q*r*x^2+43384*b*p^3*q*x^3-525*b*p^3*r^4+ 25350*b*p^3*r^3*x-121509*b*p^3*r^2*x^2+62554*b*p^3*r*x^3-45*b*p^2*q^4*r+956*b*p ^2*q^4*x-360*b*p^2*q^3*r^2+11486*b*p^2*q^3*r*x-30932*b*p^2*q^3*x^2-900*b*p^2*q^ 2*r^3+38484*b*p^2*q^2*r^2*x-163764*b*p^2*q^2*r*x^2+65076*b*p^2*q^2*x^3-900*b*p^ 2*q*r^4+48764*b*p^2*q*r^3*x-280020*b*p^2*q*r^2*x^2+187662*b*p^2*q*r*x^3-315*b*p ^2*r^5+20810*b*p^2*r^4*x-152405*b*p^2*r^3*x^2+140987*b*p^2*r^2*x^3+12*b*p*q^5*x -45*b*p*q^4*r^2+1773*b*p*q^4*r*x-8243*b*p*q^4*x^2-240*b*p*q^3*r^3+11860*b*p*q^3 *r^2*x-68300*b*p*q^3*r*x^2+43384*b*p*q^3*x^3-450*b*p*q^2*r^4+27492*b*p*q^2*r^3* x-195513*b*p*q^2*r^2*x^2+187662*b*p*q^2*r*x^3-360*b*p*q*r^5+26436*b*p*q*r^4*x-\ 229532*b*p*q*r^3*x^2+281974*b*p*q*r^2*x^3-105*b*p*r^6+9043*b*p*r^5*x-94076*b*p* r^4*x^2+142396*b*p*r^3*x^3-204*b*q^5*x^2-15*b*q^4*r^3+817*b*q^4*r^2*x-6856*b*q^ 4*r*x^2+10846*b*q^4*x^3-60*b*q^3*r^4+4078*b*q^3*r^3*x-37002*b*q^3*r^2*x^2+62554 *b*q^3*r*x^3-90*b*q^2*r^5+7332*b*q^2*r^4*x-77127*b*q^2*r^3*x^2+140987*b*q^2*r^2 *x^3-60*b*q*r^6+5698*b*q*r^5*x-69652*b*q*r^4*x^2+142396*b*q*r^3*x^3-15*b*r^7+ 1627*b*r^6*x-22875*b*r^5*x^2+53117*b*r^4*x^3-160*c^8-432*c^7*g-880*c^7*p-272*c^ 7*q-880*c^7*r+9216*c^7*x-480*c^6*g^2-2096*c^6*g*p-624*c^6*g*q-2096*c^6*g*r+ 21216*c^6*g*x-2072*c^6*p^2-1376*c^6*p*q-4144*c^6*p*r+40992*c^6*p*x-168*c^6*q^2-\ 1376*c^6*q*r+17568*c^6*q*x-2072*c^6*r^2+43536*c^6*r*x-74016*c^6*x^2-280*c^5*g^3 -2024*c^5*g^2*p-568*c^5*g^2*q-2024*c^5*g^2*r+19488*c^5*g^2*x-4228*c^5*g*p^2-\ 2768*c^5*g*p*q-8456*c^5*g*p*r+81200*c^5*g*p*x-316*c^5*g*q^2-2768*c^5*g*q*r+ 34384*c^5*g*q*x-4228*c^5*g*r^2+86440*c^5*g*r*x-141456*c^5*g*x^2-2628*c^5*p^3-\ 3012*c^5*p^2*q-7884*c^5*p^2*r+73776*c^5*p^2*x-780*c^5*p*q^2-6024*c^5*p*q*r+ 72384*c^5*p*q*x-7884*c^5*p*r^2+162096*c^5*p*r*x-245616*c^5*p*x^2-44*c^5*q^3-780 *c^5*q^2*r+12816*c^5*q^2*x-3012*c^5*q*r^2+72816*c^5*q*r*x-161232*c^5*q*x^2-2628 *c^5*r^3+88320*c^5*r^2*x-295272*c^5*r*x^2+107136*c^5*x^3-90*c^4*g^4-1008*c^4*g^ 3*p-256*c^4*g^3*q-1008*c^4*g^3*r+8976*c^4*g^3*x-3418*c^4*g^2*p^2-2168*c^4*g^2*p *q-6836*c^4*g^2*p*r+62696*c^4*g^2*p*x-222*c^4*g^2*q^2-2168*c^4*g^2*q*r+25960*c^ 4*g^2*q*x-3418*c^4*g^2*r^2+66932*c^4*g^2*r*x-103272*c^4*g^2*x^2-4464*c^4*g*p^3-\ 5072*c^4*g*p^2*q-13392*c^4*g*p^2*r+122192*c^4*g*p^2*x-1280*c^4*g*p*q^2-10144*c^ 4*g*p*q*r+118720*c^4*g*p*q*x-13392*c^4*g*p*r^2+269016*c^4*g*p*r*x-392816*c^4*g* p*x^2-64*c^4*g*q^3-1280*c^4*g*q^2*r+20592*c^4*g*q^2*x-5072*c^4*g*q*r^2+119240*c ^4*g*q*r*x-256048*c^4*g*q*x^2-4464*c^4*g*r^3+146824*c^4*g*r^2*x-472092*c^4*g*r* x^2+163552*c^4*g*x^3-1952*c^4*p^4-3412*c^4*p^3*q-7808*c^4*p^3*r+69960*c^4*p^3*x -1644*c^4*p^2*q^2-10236*c^4*p^2*q*r+115128*c^4*p^2*q*x-11712*c^4*p^2*r^2+234876 *c^4*p^2*r*x-325104*c^4*p^2*x^2-188*c^4*p*q^3-3288*c^4*p*q^2*r+49560*c^4*p*q^2* x-10236*c^4*p*q*r^2+243768*c^4*p*q*r*x-464640*c^4*p*q*x^2-7808*c^4*p*r^3+259872 *c^4*p*r^2*x-809344*c^4*p*r*x^2+247840*c^4*p*x^3-4*c^4*q^4-188*c^4*q^3*r+4392*c ^4*q^3*x-1644*c^4*q^2*r^2+46140*c^4*q^2*r*x-139536*c^4*q^2*x^2-3412*c^4*q*r^3+ 128640*c^4*q*r^2*x-530792*c^4*q*r*x^2+247840*c^4*q*x^3-1952*c^4*r^4+94956*c^4*r ^3*x-506160*c^4*r^2*x^2+357984*c^4*r*x^3-15*c^3*g^5-271*c^3*g^4*p-57*c^3*g^4*q-\ 271*c^3*g^4*r+2112*c^3*g^4*x-1383*c^3*g^3*p^2-820*c^3*g^3*p*q-2766*c^3*g^3*p*r+ 23516*c^3*g^3*p*x-69*c^3*g^3*q^2-820*c^3*g^3*q*r+9340*c^3*g^3*q*x-1383*c^3*g^3* r^2+25190*c^3*g^3*r*x-35244*c^3*g^3*x^2-2897*c^3*g^2*p^3-3217*c^3*g^2*p^2*q-\ 8691*c^3*g^2*p^2*r+76140*c^3*g^2*p^2*x-767*c^3*g^2*p*q^2-6434*c^3*g^2*p*q*r+ 72488*c^3*g^2*p*q*x-8691*c^3*g^2*p*r^2+168348*c^3*g^2*p*r*x-231396*c^3*g^2*p*x^ 2-31*c^3*g^2*q^3-767*c^3*g^2*q^2*r+12124*c^3*g^2*q^2*x-3217*c^3*g^2*q*r^2+72364 *c^3*g^2*q*r*x-149100*c^3*g^2*q*x^2-2897*c^3*g^2*r^3+92208*c^3*g^2*r^2*x-277530 *c^3*g^2*r*x^2+89184*c^3*g^2*x^3-2650*c^3*g*p^4-4602*c^3*g*p^3*q-10600*c^3*g*p^ 3*r+92924*c^3*g*p^3*x-2186*c^3*g*p^2*q^2-13806*c^3*g*p^2*q*r+151764*c^3*g*p^2*q *x-15900*c^3*g*p^2*r^2+312674*c^3*g*p^2*r*x-417400*c^3*g*p^2*x^2-238*c^3*g*p*q^ 3-4372*c^3*g*p*q^2*r+64324*c^3*g*p*q^2*x-13806*c^3*g*p*q*r^2+321308*c^3*g*p*q*r *x-593568*c^3*g*p*q*x^2-10600*c^3*g*p*r^3+346576*c^3*g*p*r^2*x-1041872*c^3*g*p* r*x^2+303584*c^3*g*p*x^3-4*c^3*g*q^4-238*c^3*g*q^3*r+5484*c^3*g*q^3*x-2186*c^3* g*q^2*r^2+59338*c^3*g*q^2*r*x-176168*c^3*g*q^2*x^2-4602*c^3*g*q*r^3+169544*c^3* g*q*r^2*x-675364*c^3*g*q*r*x^2+303584*c^3*g*q*x^3-2650*c^3*g*r^4+126826*c^3*g*r ^3*x-654720*c^3*g*r^2*x^2+438176*c^3*g*r*x^3-872*c^3*p^5-2136*c^3*p^4*q-4360*c^ 3*p^4*r+37980*c^3*p^4*x-1672*c^3*p^3*q^2-8544*c^3*p^3*q*r+91056*c^3*p^3*q*x-\ 8720*c^3*p^3*r^2+171500*c^3*p^3*r*x-222168*c^3*p^3*x^2-424*c^3*p^2*q^3-5016*c^3 *p^2*q^2*r+68856*c^3*p^2*q^2*x-12816*c^3*p^2*q*r^2+297180*c^3*p^2*q*r*x-504408* c^3*p^2*q*x^2-8720*c^3*p^2*r^3+286620*c^3*p^2*r^2*x-844586*c^3*p^2*r*x^2+228800 *c^3*p^2*x^3-16*c^3*p*q^4-848*c^3*p*q^3*r+16464*c^3*p*q^3*x-5016*c^3*p*q^2*r^2+ 139332*c^3*p*q^2*r*x-342312*c^3*p*q^2*x^2-8544*c^3*p*q*r^3+321192*c^3*p*q*r^2*x -1212156*c^3*p*q*r*x^2+457600*c^3*p*q*x^3-4360*c^3*p*r^4+210660*c^3*p*r^3*x-\ 1069640*c^3*p*r^2*x^2+660216*c^3*p*r*x^3-16*c^3*q^4*r+684*c^3*q^4*x-424*c^3*q^3 *r^2+13652*c^3*q^3*r*x-60072*c^3*q^3*x^2-1672*c^3*q^2*r^3+70476*c^3*q^2*r^2*x-\ 367570*c^3*q^2*r*x^2+228800*c^3*q^2*x^3-2136*c^3*q*r^4+115068*c^3*q*r^3*x-\ 730408*c^3*q*r^2*x^2+660216*c^3*q*r*x^3-872*c^3*r^5+57560*c^3*r^4*x-447222*c^3* r^3*x^2+506848*c^3*r^2*x^3-c^2*g^6-37*c^2*g^5*p-5*c^2*g^5*q-37*c^2*g^5*r+222*c^ 2*g^5*x-290*c^2*g^4*p^2-148*c^2*g^4*p*q-580*c^2*g^4*p*r+4300*c^2*g^4*p*x-8*c^2* g^4*q^2-148*c^2*g^4*q*r+1580*c^2*g^4*q*x-290*c^2*g^4*r^2+4622*c^2*g^4*r*x-5388* c^2*g^4*x^2-891*c^2*g^3*p^3-939*c^2*g^3*p^2*q-2673*c^2*g^3*p^2*r+21848*c^2*g^3* p^2*x-197*c^2*g^3*p*q^2-1878*c^2*g^3*p*q*r+19952*c^2*g^3*p*q*x-2673*c^2*g^3*p*r ^2+48742*c^2*g^3*p*r*x-60216*c^2*g^3*p*x^2-5*c^2*g^3*q^3-197*c^2*g^3*q^2*r+3128 *c^2*g^3*q^2*x-939*c^2*g^3*q*r^2+19570*c^2*g^3*q*r*x-38112*c^2*g^3*q*x^2-891*c^ 2*g^3*r^3+26894*c^2*g^3*r^2*x-71649*c^2*g^3*r*x^2+20088*c^2*g^3*x^3-1293*c^2*g^ 2*p^4-2206*c^2*g^2*p^3*q-5172*c^2*g^2*p^3*r+43752*c^2*g^2*p^3*x-1010*c^2*g^2*p^ 2*q^2-6618*c^2*g^2*p^2*q*r+70296*c^2*g^2*p^2*q*x-7758*c^2*g^2*p^2*r^2+148026*c^ 2*g^2*p^2*r*x-185890*c^2*g^2*p^2*x^2-98*c^2*g^2*p*q^3-2020*c^2*g^2*p*q^2*r+ 28848*c^2*g^2*p*q^2*x-6618*c^2*g^2*p*q*r^2+148716*c^2*g^2*p*q*r*x-262068*c^2*g^ 2*p*q*x^2-5172*c^2*g^2*p*r^3+164796*c^2*g^2*p*r^2*x-466424*c^2*g^2*p*r*x^2+ 125056*c^2*g^2*p*x^3-c^2*g^2*q^4-98*c^2*g^2*q^3*r+2304*c^2*g^2*q^3*x-1010*c^2*g ^2*q^2*r^2+25974*c^2*g^2*q^2*r*x-76178*c^2*g^2*q^2*x^2-2206*c^2*g^2*q*r^3+78420 *c^2*g^2*q*r^2*x-294958*c^2*g^2*q*r*x^2+125056*c^2*g^2*q*x^3-1293*c^2*g^2*r^4+ 60522*c^2*g^2*r^3*x-296274*c^2*g^2*r^2*x^2+179160*c^2*g^2*r*x^3-886*c^2*g*p^5-\ 2160*c^2*g*p^4*q-4430*c^2*g*p^4*r+37882*c^2*g*p^4*x-1676*c^2*g*p^3*q^2-8640*c^2 *g*p^3*q*r+90296*c^2*g*p^3*q*x-8860*c^2*g*p^3*r^2+171484*c^2*g*p^3*r*x-214544*c ^2*g*p^3*x^2-416*c^2*g*p^2*q^3-5028*c^2*g*p^2*q^2*r+67548*c^2*g*p^2*q^2*x-12960 *c^2*g*p^2*q*r^2+294996*c^2*g*p^2*q*r*x-485240*c^2*g*p^2*q*x^2-8860*c^2*g*p^2*r ^3+287160*c^2*g*p^2*r^2*x-819161*c^2*g*p^2*r*x^2+210808*c^2*g*p^2*x^3-14*c^2*g* p*q^4-832*c^2*g*p*q^3*r+15736*c^2*g*p*q^3*x-5028*c^2*g*p*q^2*r^2+136224*c^2*g*p *q^2*r*x-326848*c^2*g*p*q^2*x^2-8640*c^2*g*p*q*r^3+319104*c^2*g*p*q*r^2*x-\ 1166754*c^2*g*p*q*r*x^2+421616*c^2*g*p*q*x^3-4430*c^2*g*p*r^4+211396*c^2*g*p*r^ 3*x-1043496*c^2*g*p*r^2*x^2+608888*c^2*g*p*r*x^3-14*c^2*g*q^4*r+602*c^2*g*q^4*x -416*c^2*g*q^3*r^2+12712*c^2*g*q^3*r*x-56152*c^2*g*q^3*x^2-1676*c^2*g*q^2*r^3+ 68676*c^2*g*q^2*r^2*x-347593*c^2*g*q^2*r*x^2+210808*c^2*g*q^2*x^3-2160*c^2*g*q* r^4+114404*c^2*g*q*r^3*x-705060*c^2*g*q*r^2*x^2+608888*c^2*g*q*r*x^3-886*c^2*g* r^5+57838*c^2*g*r^4*x-438879*c^2*g*r^3*x^2+474204*c^2*g*r^2*x^3-230*c^2*p^6-744 *c^2*p^5*q-1380*c^2*p^5*r+11868*c^2*p^5*x-852*c^2*p^4*q^2-3720*c^2*p^4*q*r+ 38172*c^2*p^4*q*x-3450*c^2*p^4*r^2+67110*c^2*p^4*r*x-83226*c^2*p^4*x^2-392*c^2* p^3*q^3-3408*c^2*p^3*q^2*r+43344*c^2*p^3*q^2*x-7440*c^2*p^3*q*r^2+168324*c^2*p^ 3*q*r*x-262632*c^2*p^3*q*x^2-4600*c^2*p^3*r^3+149760*c^2*p^3*r^2*x-424758*c^2*p ^3*r*x^2+105360*c^2*p^3*x^3-54*c^2*p^2*q^4-1176*c^2*p^2*q^3*r+19680*c^2*p^2*q^3 *x-5112*c^2*p^2*q^2*r^2+137160*c^2*p^2*q^2*r*x-288540*c^2*p^2*q^2*x^2-7440*c^2* p^2*q*r^3+275940*c^2*p^2*q*r^2*x-970968*c^2*p^2*q*r*x^2+316080*c^2*p^2*q*x^3-\ 3450*c^2*p^2*r^4+165300*c^2*p^2*r^3*x-809094*c^2*p^2*r^2*x^2+455124*c^2*p^2*r*x ^3-108*c^2*p*q^4*r+2676*c^2*p*q^4*x-1176*c^2*p*q^3*r^2+37788*c^2*p*q^3*r*x-\ 122088*c^2*p*q^3*x^2-3408*c^2*p*q^2*r^3+144288*c^2*p*q^2*r^2*x-667662*c^2*p*q^2 *r*x^2+316080*c^2*p*q^2*x^3-3720*c^2*p*q*r^4+199596*c^2*p*q*r^3*x-1194408*c^2*p *q*r^2*x^2+910248*c^2*p*q*r*x^3-1380*c^2*p*r^5+90420*c^2*p*r^4*x-676818*c^2*p*r ^3*x^2+687288*c^2*p*r^2*x^3+36*c^2*q^5*x-54*c^2*q^4*r^2+1842*c^2*q^4*r*x-12954* c^2*q^4*x^2-392*c^2*q^3*r^3+18108*c^2*q^3*r^2*x-121452*c^2*q^3*r*x^2+105360*c^2 *q^3*x^3-852*c^2*q^2*r^4+50472*c^2*q^2*r^3*x-385314*c^2*q^2*r^2*x^2+455124*c^2* q^2*r*x^3-744*c^2*q*r^5+53808*c^2*q*r^4*x-486072*c^2*q*r^3*x^2+687288*c^2*q*r^2 *x^3-230*c^2*r^6+19638*c^2*r^5*x-209256*c^2*r^4*x^2+349572*c^2*r^3*x^3-2*c*g^6* p-2*c*g^6*r+6*c*g^6*x-29*c*g^5*p^2-10*c*g^5*p*q-58*c*g^5*p*r+322*c*g^5*p*x-10*c *g^5*q*r+104*c*g^5*q*x-29*c*g^5*r^2+346*c*g^5*r*x-264*c*g^5*x^2-129*c*g^4*p^3-\ 121*c*g^4*p^2*q-387*c*g^4*p^2*r+2784*c*g^4*p^2*x-18*c*g^4*p*q^2-242*c*g^4*p*q*r +2326*c*g^4*p*q*x-387*c*g^4*p*r^2+6334*c*g^4*p*r*x-6322*c*g^4*p*x^2-18*c*g^4*q^ 2*r+326*c*g^4*q^2*x-121*c*g^4*q*r^2+2162*c*g^4*q*r*x-3926*c*g^4*q*x^2-129*c*g^4 *r^3+3550*c*g^4*r^2*x-7275*c*g^4*r*x^2+1496*c*g^4*x^3-268*c*g^3*p^4-439*c*g^3*p ^3*q-1072*c*g^3*p^3*r+8522*c*g^3*p^3*x-184*c*g^3*p^2*q^2-1317*c*g^3*p^2*q*r+ 13234*c*g^3*p^2*q*x-1608*c*g^3*p^2*r^2+29184*c*g^3*p^2*r*x-32811*c*g^3*p^2*x^2-\ 13*c*g^3*p*q^3-368*c*g^3*p*q^2*r+5074*c*g^3*p*q^2*x-1317*c*g^3*p*q*r^2+27928*c* g^3*p*q*r*x-45582*c*g^3*p*q*x^2-1072*c*g^3*p*r^3+32802*c*g^3*p*r^2*x-83168*c*g^ 3*p*r*x^2+19108*c*g^3*p*x^3-13*c*g^3*q^3*r+362*c*g^3*q^3*x-184*c*g^3*q^2*r^2+ 4278*c*g^3*q^2*r*x-12771*c*g^3*q^2*x^2-439*c*g^3*q*r^3+14694*c*g^3*q*r^2*x-\ 49789*c*g^3*q*r*x^2+19108*c*g^3*q*x^3-268*c*g^3*r^4+12140*c*g^3*r^3*x-54117*c*g ^3*r^2*x^2+26400*c*g^3*r*x^3-288*c*g^2*p^5-693*c*g^2*p^4*q-1440*c*g^2*p^4*r+ 11956*c*g^2*p^4*x-525*c*g^2*p^3*q^2-2772*c*g^2*p^3*q*r+28136*c*g^2*p^3*q*x-2880 *c*g^2*p^3*r^2+54455*c*g^2*p^3*r*x-64175*c*g^2*p^3*x^2-123*c*g^2*p^2*q^3-1575*c *g^2*p^2*q^2*r+20556*c*g^2*p^2*q^2*x-4158*c*g^2*p^2*q*r^2+92139*c*g^2*p^2*q*r*x -144143*c*g^2*p^2*q*x^2-2880*c*g^2*p^2*r^3+91629*c*g^2*p^2*r^2*x-247309*c*g^2*p ^2*r*x^2+58308*c*g^2*p^2*x^3-3*c*g^2*p*q^4-246*c*g^2*p*q^3*r+4528*c*g^2*p*q^3*x -1575*c*g^2*p*q^2*r^2+41097*c*g^2*p*q^2*r*x-95761*c*g^2*p*q^2*x^2-2772*c*g^2*p* q*r^3+99870*c*g^2*p*q*r^2*x-346710*c*g^2*p*q*r*x^2+116616*c*g^2*p*q*x^3-1440*c* g^2*p*r^4+67717*c*g^2*p*r^3*x-319151*c*g^2*p*r^2*x^2+167978*c*g^2*p*r*x^3-3*c*g ^2*q^4*r+152*c*g^2*q^4*x-123*c*g^2*q^3*r^2+3413*c*g^2*q^3*r*x-15793*c*g^2*q^3*x ^2-525*c*g^2*q^2*r^3+20541*c*g^2*q^2*r^2*x-99401*c*g^2*q^2*r*x^2+58308*c*g^2*q^ 2*x^3-693*c*g^2*q*r^4+35867*c*g^2*q*r^3*x-210769*c*g^2*q*r^2*x^2+167978*c*g^2*q *r*x^3-288*c*g^2*r^5+18587*c*g^2*r^4*x-136017*c*g^2*r^3*x^2+134930*c*g^2*r^2*x^ 3-155*c*g*p^6-500*c*g*p^5*q-930*c*g*p^5*r+7888*c*g*p^5*x-570*c*g*p^4*q^2-2500*c *g*p^4*q*r+25262*c*g*p^4*q*x-2325*c*g*p^4*r^2+44716*c*g*p^4*r*x-53697*c*g*p^4*x ^2-260*c*g*p^3*q^3-2280*c*g*p^3*q^2*r+28476*c*g*p^3*q^2*x-5000*c*g*p^3*q*r^2+ 111572*c*g*p^3*q*r*x-168936*c*g*p^3*q*x^2-3100*c*g*p^3*r^3+99984*c*g*p^3*r^2*x-\ 275502*c*g*p^3*r*x^2+64896*c*g*p^3*x^3-35*c*g*p^2*q^4-780*c*g*p^2*q^3*r+12736*c *g*p^2*q^3*x-3420*c*g*p^2*q^2*r^2+90054*c*g*p^2*q^2*r*x-184626*c*g*p^2*q^2*x^2-\ 5000*c*g*p^2*q*r^3+183144*c*g*p^2*q*r^2*x-626421*c*g*p^2*q*r*x^2+194688*c*g*p^2 *q*x^3-2325*c*g*p^2*r^4+110536*c*g*p^2*r^3*x-528045*c*g*p^2*r^2*x^2+281076*c*g* p^2*r*x^3-70*c*g*p*q^4*r+1652*c*g*p*q^4*x-780*c*g*p*q^3*r^2+24256*c*g*p*q^3*r*x -77232*c*g*p*q^3*x^2-2280*c*g*p*q^2*r^3+94680*c*g*p*q^2*r^2*x-426336*c*g*p*q^2* r*x^2+194688*c*g*p*q^2*x^3-2500*c*g*p*q*r^4+132620*c*g*p*q*r^3*x-774078*c*g*p*q *r^2*x^2+562152*c*g*p*q*r*x^3-930*c*g*p*r^5+60544*c*g*p*r^4*x-444372*c*g*p*r^3* x^2+430436*c*g*p*r^2*x^3+18*c*g*q^5*x-35*c*g*q^4*r^2+1058*c*g*q^4*r*x-7845*c*g* q^4*x^2-260*c*g*q^3*r^3+11520*c*g*q^3*r^2*x-75417*c*g*q^3*r*x^2+64896*c*g*q^3*x ^3-570*c*g*q^2*r^4+33102*c*g*q^2*r^3*x-246033*c*g*q^2*r^2*x^2+281076*c*g*q^2*r* x^3-500*c*g*q*r^5+35786*c*g*q*r^4*x-316593*c*g*q*r^3*x^2+430436*c*g*q*r^2*x^3-\ 155*c*g*r^6+13164*c*g*r^5*x-138132*c*g*r^4*x^2+222664*c*g*r^3*x^3-33*c*p^7-135* c*p^6*q-231*c*p^6*r+1986*c*p^6*x-210*c*p^5*q^2-810*c*p^5*q*r+8118*c*p^5*q*x-693 *c*p^5*r^2+13431*c*p^5*r*x-16275*c*p^5*x^2-150*c*p^4*q^3-1050*c*p^4*q^2*r+12612 *c*p^4*q^2*x-2025*c*p^4*q*r^2+44937*c*p^4*q*r*x-66261*c*p^4*q*x^2-1155*c*p^4*r^ 3+37365*c*p^4*r^2*x-103718*c*p^4*r*x^2+24200*c*p^4*x^3-45*c*p^3*q^4-600*c*p^3*q ^3*r+8988*c*p^3*q^3*x-2100*c*p^3*q^2*r^2+54306*c*p^3*q^2*r*x-102294*c*p^3*q^2*x ^2-2700*c*p^3*q*r^3+98568*c*p^3*q*r^2*x-330052*c*p^3*q*r*x^2+96800*c*p^3*q*x^3-\ 1155*c*p^3*r^4+54870*c*p^3*r^3*x-262341*c*p^3*r^2*x^2+138954*c*p^3*r*x^3-3*c*p^ 2*q^5-135*c*p^2*q^4*r+2682*c*p^2*q^4*x-900*c*p^2*q^3*r^2+27606*c*p^2*q^3*r*x-\ 72066*c*p^2*q^3*x^2-2100*c*p^2*q^2*r^3+87246*c*p^2*q^2*r^2*x-367848*c*p^2*q^2*r *x^2+145200*c*p^2*q^2*x^3-2025*c*p^2*q*r^4+107262*c*p^2*q*r^3*x-612873*c*p^2*q* r^2*x^2+416862*c*p^2*q*r*x^3-693*c*p^2*r^5+44940*c*p^2*r^4*x-327465*c*p^2*r^3*x ^2+309258*c*p^2*r^2*x^3-6*c*p*q^5*r+174*c*p*q^5*x-135*c*p*q^4*r^2+4887*c*p*q^4* r*x-20919*c*p*q^4*x^2-600*c*p*q^3*r^3+28248*c*p*q^3*r^2*x-160412*c*p*q^3*r*x^2+ 96800*c*p*q^3*x^3-1050*c*p*q^2*r^4+62022*c*p*q^2*r^3*x-438723*c*p*q^2*r^2*x^2+ 416862*c*p*q^2*r*x^3-810*c*p*q*r^5+57978*c*p*q*r^4*x-500634*c*p*q*r^3*x^2+ 618516*c*p*q*r^2*x^3-231*c*p*r^6+19491*c*p*r^5*x-201404*c*p*r^4*x^2+307746*c*p* r^3*x^3-3*c*q^5*r^2+81*c*q^5*r*x-1161*c*q^5*x^2-45*c*q^4*r^3+2205*c*q^4*r^2*x-\ 18898*c*q^4*r*x^2+24200*c*q^4*x^3-150*c*q^3*r^4+9630*c*q^3*r^3*x-88191*c*q^3*r^ 2*x^2+138954*c*q^3*r*x^3-210*c*q^2*r^5+16470*c*q^2*r^4*x-173169*c*q^2*r^3*x^2+ 309258*c*q^2*r^2*x^3-135*c*q*r^6+12465*c*q*r^5*x-151552*c*q*r^4*x^2+307746*c*q* r^3*x^3-33*c*r^7+3501*c*r^6*x-48837*c*r^5*x^2+113242*c*r^4*x^3-g^6*p^2-2*g^6*p* r+4*g^6*p*x+2*g^6*q*x-g^6*r^2+4*g^6*r*x-7*g^5*p^3-5*g^5*p^2*q-21*g^5*p^2*r+116* g^5*p^2*x-10*g^5*p*q*r+78*g^5*p*q*x-21*g^5*p*r^2+277*g^5*p*r*x-156*g^5*p*x^2+10 *g^5*q^2*x-5*g^5*q*r^2+57*g^5*q*r*x-108*g^5*q*x^2-7*g^5*r^3+161*g^5*r^2*x-138*g ^5*r*x^2-20*g^4*p^4-30*g^4*p^3*q-80*g^4*p^3*r+566*g^4*p^3*x-10*g^4*p^2*q^2-90*g ^4*p^2*q*r+818*g^4*p^2*q*x-120*g^4*p^2*r^2+1990*g^4*p^2*r*x-1789*g^4*p^2*x^2-20 *g^4*p*q^2*r+268*g^4*p*q^2*x-90*g^4*p*q*r^2+1713*g^4*p*q*r*x-2430*g^4*p*q*x^2-\ 80*g^4*p*r^3+2282*g^4*p*r^2*x-4628*g^4*p*r*x^2+748*g^4*p*x^3+16*g^4*q^3*x-10*g^ 4*q^2*r^2+179*g^4*q^2*r*x-641*g^4*q^2*x^2-30*g^4*q*r^3+895*g^4*q*r^2*x-2401*g^4 *q*r*x^2+748*g^4*q*x^3-20*g^4*r^4+858*g^4*r^3*x-3195*g^4*r^2*x^2+808*g^4*r*x^3-\ 30*g^3*p^5-70*g^3*p^4*q-150*g^3*p^4*r+1182*g^3*p^4*x-50*g^3*p^3*q^2-280*g^3*p^3 *q*r+2708*g^3*p^3*q*x-300*g^3*p^3*r^2+5457*g^3*p^3*r*x-5763*g^3*p^3*x^2-10*g^3* p^2*q^3-150*g^3*p^2*q^2*r+1880*g^3*p^2*q^2*x-420*g^3*p^2*q*r^2+8915*g^3*p^2*q*r *x-12783*g^3*p^2*q*x^2-300*g^3*p^2*r^3+9279*g^3*p^2*r^2*x-22645*g^3*p^2*r*x^2+ 4532*g^3*p^2*x^3-20*g^3*p*q^3*r+364*g^3*p*q^3*x-150*g^3*p*q^2*r^2+3677*g^3*p*q^ 2*r*x-8277*g^3*p*q^2*x^2-280*g^3*p*q*r^3+9706*g^3*p*q*r^2*x-30702*g^3*p*q*r*x^2 +9064*g^3*p*q*x^3-150*g^3*p*r^4+6915*g^3*p*r^3*x-30055*g^3*p*r^2*x^2+12796*g^3* p*r*x^3+10*g^3*q^4*x-10*g^3*q^3*r^2+219*g^3*q^3*r*x-1257*g^3*q^3*x^2-50*g^3*q^2 *r^3+1797*g^3*q^2*r^2*x-8057*g^3*q^2*r*x^2+4532*g^3*q^2*x^3-70*g^3*q*r^4+3499*g ^3*q*r^3*x-18905*g^3*q*r^2*x^2+12796*g^3*q*r*x^3-30*g^3*r^5+1911*g^3*r^4*x-\ 13173*g^3*r^3*x^2+11072*g^3*r^2*x^3-25*g^2*p^6-80*g^2*p^5*q-150*g^2*p^5*r+1248* g^2*p^5*x-90*g^2*p^4*q^2-400*g^2*p^4*q*r+3958*g^2*p^4*q*x-375*g^2*p^4*r^2+7118* g^2*p^4*r*x-8085*g^2*p^4*x^2-40*g^2*p^3*q^3-360*g^2*p^3*q^2*r+4388*g^2*p^3*q^2* x-800*g^2*p^3*q*r^2+17548*g^2*p^3*q*r*x-25290*g^2*p^3*q*x^2-500*g^2*p^3*r^3+ 15992*g^2*p^3*r^2*x-41958*g^2*p^3*r*x^2+9038*g^2*p^3*x^3-5*g^2*p^2*q^4-120*g^2* p^2*q^3*r+1896*g^2*p^2*q^3*x-540*g^2*p^2*q^2*r^2+13854*g^2*p^2*q^2*r*x-27360*g^ 2*p^2*q^2*x^2-800*g^2*p^2*q*r^3+28896*g^2*p^2*q*r^2*x-94350*g^2*p^2*q*r*x^2+ 27114*g^2*p^2*q*x^3-375*g^2*p^2*r^4+17748*g^2*p^2*r^3*x-81525*g^2*p^2*r^2*x^2+ 39227*g^2*p^2*r*x^3-10*g^2*p*q^4*r+220*g^2*p*q^4*x-120*g^2*p*q^3*r^2+3536*g^2*p *q^3*r*x-11190*g^2*p*q^3*x^2-360*g^2*p*q^2*r^3+14544*g^2*p*q^2*r^2*x-62826*g^2* p*q^2*r*x^2+27114*g^2*p*q^2*x^3-400*g^2*p*q*r^4+20980*g^2*p*q*r^3*x-117750*g^2* p*q*r^2*x^2+78454*g^2*p*q*r*x^3-150*g^2*p*r^5+9752*g^2*p*r^4*x-69516*g^2*p*r^3* x^2+61885*g^2*p*r^2*x^3+2*g^2*q^5*x-5*g^2*q^4*r^2+112*g^2*q^4*r*x-1035*g^2*q^4* x^2-40*g^2*q^3*r^3+1640*g^2*q^3*r^2*x-10434*g^2*q^3*r*x^2+9038*g^2*q^3*x^3-90*g ^2*q^2*r^4+5078*g^2*q^2*r^3*x-36225*g^2*q^2*r^2*x^2+39227*g^2*q^2*r*x^3-80*g^2* q*r^5+5674*g^2*q*r^4*x-48690*g^2*q*r^3*x^2+61885*g^2*q*r^2*x^3-25*g^2*r^6+2126* g^2*r^5*x-21864*g^2*r^4*x^2+33196*g^2*r^3*x^3-11*g*p^7-45*g*p^6*q-77*g*p^6*r+ 658*g*p^6*x-70*g*p^5*q^2-270*g*p^5*q*r+2682*g*p^5*q*x-231*g*p^5*r^2+4459*g*p^5* r*x-5257*g*p^5*x^2-50*g*p^4*q^3-350*g*p^4*q^2*r+4148*g*p^4*q^2*x-675*g*p^4*q*r^ 2+14869*g*p^4*q*r*x-21351*g*p^4*q*x^2-385*g*p^4*r^3+12425*g*p^4*r^2*x-33689*g*p ^4*r*x^2+7472*g*p^4*x^3-15*g*p^3*q^4-200*g*p^3*q^3*r+2932*g*p^3*q^3*x-700*g*p^3 *q^2*r^2+17870*g*p^3*q^2*r*x-32834*g*p^3*q^2*x^2-900*g*p^3*q*r^3+32656*g*p^3*q* r^2*x-106792*g*p^3*q*r*x^2+29888*g*p^3*q*x^3-385*g*p^3*r^4+18270*g*p^3*r^3*x-\ 85728*g*p^3*r^2*x^2+43088*g*p^3*r*x^3-g*p^2*q^5-45*g*p^2*q^4*r+858*g*p^2*q^4*x-\ 300*g*p^2*q^3*r^2+8986*g*p^2*q^3*r*x-22966*g*p^2*q^3*x^2-700*g*p^2*q^2*r^3+ 28722*g*p^2*q^2*r^2*x-118242*g*p^2*q^2*r*x^2+44832*g*p^2*q^2*x^3-675*g*p^2*q*r^ 4+35574*g*p^2*q*r^3*x-199308*g*p^2*q*r^2*x^2+129264*g*p^2*q*r*x^3-231*g*p^2*r^5 +14980*g*p^2*r^4*x-107620*g*p^2*r^3*x^2+97196*g*p^2*r^2*x^3-2*g*p*q^5*r+50*g*p* q^5*x-45*g*p*q^4*r^2+1543*g*p*q^4*r*x-6549*g*p*q^4*x^2-200*g*p*q^3*r^3+9176*g*p *q^3*r^2*x-50864*g*p*q^3*r*x^2+29888*g*p*q^3*x^3-350*g*p*q^2*r^4+20426*g*p*q^2* r^3*x-141432*g*p*q^2*r^2*x^2+129264*g*p*q^2*r*x^3-270*g*p*q*r^5+19246*g*p*q*r^4 *x-163644*g*p*q*r^3*x^2+194392*g*p*q*r^2*x^3-77*g*p*r^6+6503*g*p*r^5*x-66527*g* p*r^4*x^2+98262*g*p*r^3*x^3-g*q^5*r^2+17*g*q^5*r*x-323*g*q^5*x^2-15*g*q^4*r^3+ 685*g*q^4*r^2*x-5725*g*q^4*r*x^2+7472*g*q^4*x^3-50*g*q^3*r^4+3122*g*q^3*r^3*x-\ 27852*g*q^3*r^2*x^2+43088*g*q^3*r*x^3-70*g*q^2*r^5+5426*g*q^2*r^4*x-56024*g*q^2 *r^3*x^2+97196*g*q^2*r^2*x^3-45*g*q*r^6+4141*g*q*r^5*x-49777*g*q*r^4*x^2+98262* g*q*r^3*x^3-11*g*r^7+1169*g*r^6*x-16203*g*r^5*x^2+36682*g*r^4*x^3-2*p^8-10*p^7* q-16*p^7*r+138*p^7*x-20*p^6*q^2-70*p^6*q*r+690*p^6*q*x-56*p^6*r^2+1081*p^6*r*x-\ 1302*p^6*x^2-20*p^5*q^3-120*p^5*q^2*r+1380*p^5*q^2*x-210*p^5*q*r^2+4575*p^5*q*r *x-6522*p^5*q*x^2-112*p^5*r^3+3588*p^5*r^2*x-9886*p^5*r*x^2+2218*p^5*x^3-10*p^4 *q^4-100*p^4*q^3*r+1380*p^4*q^3*x-300*p^4*q^2*r^2+7488*p^4*q^2*r*x-13080*p^4*q^ 2*x^2-350*p^4*q*r^3+12525*p^4*q*r^2*x-40629*p^4*q*r*x^2+11090*p^4*q*x^3-140*p^4 *r^4+6555*p^4*r^3*x-30967*p^4*r^2*x^2+15849*p^4*r*x^3-2*p^3*q^5-40*p^3*q^4*r+ 690*p^3*q^4*x-200*p^3*q^3*r^2+5822*p^3*q^3*r*x-13140*p^3*q^3*x^2-400*p^3*q^2*r^ 3+16152*p^3*q^2*r^2*x-63656*p^3*q^2*r*x^2+22180*p^3*q^2*x^3-350*p^3*q*r^4+18150 *p^3*q*r^3*x-100334*p^3*q*r^2*x^2+63396*p^3*q*r*x^3-112*p^3*r^5+7130*p^3*r^4*x-\ 51048*p^3*r^3*x^2+46163*p^3*r^2*x^3-6*p^2*q^5*r+138*p^2*q^5*x-60*p^2*q^4*r^2+ 2073*p^2*q^4*r*x-6630*p^2*q^4*x^2-200*p^2*q^3*r^3+9186*p^2*q^3*r^2*x-46054*p^2* q^3*r*x^2+22180*p^2*q^3*x^3-300*p^2*q^2*r^4+17328*p^2*q^2*r^3*x-115200*p^2*q^2* r^2*x^2+95094*p^2*q^2*r*x^3-210*p^2*q*r^5+14700*p^2*q*r^4*x-122448*p^2*q*r^3*x^ 2+138489*p^2*q*r^2*x^3-56*p^2*r^6+4623*p^2*r^5*x-46672*p^2*r^4*x^2+67305*p^2*r^ 3*x^3-6*p*q^5*r^2+243*p*q^5*r*x-1362*p*q^5*x^2-40*p*q^4*r^3+2076*p*q^4*r^2*x-\ 14226*p*q^4*r*x^2+11090*p*q^4*x^3-100*p*q^3*r^4+6426*p*q^3*r^3*x-53266*p*q^3*r^ 2*x^2+63396*p*q^3*r*x^3-120*p*q^2*r^5+9252*p*q^2*r^4*x-91752*p*q^2*r^3*x^2+ 138489*p*q^2*r^2*x^3-70*p*q*r^6+6315*p*q*r^5*x-73800*p*q*r^4*x^2+134610*p*q*r^3 *x^3-16*p*r^7+1656*p*r^6*x-22450*p*r^5*x^2+48427*p*r^4*x^3-2*q^6*r*x-12*q^6*x^2 -2*q^5*r^3+105*q^5*r^2*x-1085*q^5*r*x^2+2218*q^5*x^3-10*q^4*r^4+693*q^4*r^3*x-\ 7433*q^4*r^2*x^2+15849*q^4*r*x^3-20*q^3*r^5+1682*q^3*r^4*x-20352*q^3*r^3*x^2+ 46163*q^3*r^2*x^3-20*q^2*r^6+1968*q^2*r^5*x-27128*q^2*r^4*x^2+67305*q^2*r^3*x^3 -10*q*r^7+1125*q*r^6*x-17579*q*r^5*x^2+48427*q*r^4*x^3-2*r^8+253*r^7*x-4443*r^6 *x^2+13654*r^5*x^3+16*a^6*p+16*a^6*r-32*a^5*b*c+16*a^5*b*p-16*a^5*b*q+16*a^5*b* r-160*a^5*c^2-16*a^5*c*g-104*a^5*c*p-112*a^5*c*q-104*a^5*c*r+384*a^5*c*x+32*a^5 *g*p-8*a^5*g*q+32*a^5*g*r-224*a^5*p^2-4*a^5*p*q-448*a^5*p*r+288*a^5*p*x-16*a^5* q^2-4*a^5*q*r+192*a^5*q*x-224*a^5*r^2-312*a^5*r*x-128*a^4*b^2*c-80*a^4*b^2*p-48 *a^4*b^2*q-80*a^4*b^2*r-1120*a^4*b*c^2-160*a^4*b*c*g-1528*a^4*b*c*p-624*a^4*b*c *q-1528*a^4*b*c*r+2912*a^4*b*c*x-48*a^4*b*g*p-64*a^4*b*g*q-48*a^4*b*g*r-1060*a^ 4*b*p^2-144*a^4*b*p*q-2120*a^4*b*p*r+2160*a^4*b*p*x-64*a^4*b*q^2-144*a^4*b*q*r+ 1328*a^4*b*q*x-1060*a^4*b*r^2+504*a^4*b*r*x-1536*a^4*c^3-720*a^4*c^2*g-2776*a^4 *c^2*p-1376*a^4*c^2*q-2776*a^4*c^2*r+8416*a^4*c^2*x-48*a^4*c*g^2-836*a^4*c*g*p-\ 424*a^4*c*g*q-836*a^4*c*g*r+1840*a^4*c*g*x-3144*a^4*c*p^2-1268*a^4*c*p*q-6288*a ^4*c*p*r+14696*a^4*c*p*x-336*a^4*c*q^2-1268*a^4*c*q*r+5904*a^4*c*q*x-3144*a^4*c *r^2+9204*a^4*c*r*x-8424*a^4*c*x^2+8*a^4*g^2*p-20*a^4*g^2*q+8*a^4*g^2*r-792*a^4 *g*p^2-64*a^4*g*p*q-1584*a^4*g*p*r+1368*a^4*g*p*x-48*a^4*g*q^2-64*a^4*g*q*r+856 *a^4*g*q*x-792*a^4*g*r^2-216*a^4*g*r*x-948*a^4*p^3-810*a^4*p^2*q-2844*a^4*p^2*r +6360*a^4*p^2*x-56*a^4*p*q^2-1620*a^4*p*q*r+5324*a^4*p*q*x-2844*a^4*p*r^2+13298 *a^4*p*r*x-5808*a^4*p*x^2-16*a^4*q^3-56*a^4*q^2*r+896*a^4*q^2*x-810*a^4*q*r^2+ 2530*a^4*q*r*x-3972*a^4*q*x^2-948*a^4*r^3+6938*a^4*r^2*x-2784*a^4*r*x^2-192*a^3 *b^3*c-176*a^3*b^3*p-48*a^3*b^3*q-176*a^3*b^3*r-2448*a^3*b^2*c^2-400*a^3*b^2*c* g-3872*a^3*b^2*c*p-1016*a^3*b^2*c*q-3872*a^3*b^2*c*r+7264*a^3*b^2*c*x-320*a^3*b ^2*g*p-112*a^3*b^2*g*q-320*a^3*b^2*g*r-1856*a^3*b^2*p^2-376*a^3*b^2*p*q-3712*a^ 3*b^2*p*r+5200*a^3*b^2*p*x-80*a^3*b^2*q^2-376*a^3*b^2*q*r+2832*a^3*b^2*q*x-1856 *a^3*b^2*r^2+4056*a^3*b^2*r*x-6688*a^3*b*c^3-3416*a^3*b*c^2*g-14184*a^3*b*c^2*p -4856*a^3*b*c^2*q-14184*a^3*b*c^2*r+40592*a^3*b*c^2*x-264*a^3*b*c*g^2-5200*a^3* b*c*g*p-1548*a^3*b*c*g*q-5200*a^3*b*c*g*r+9712*a^3*b*c*g*x-12256*a^3*b*c*p^2-\ 5500*a^3*b*c*p*q-24512*a^3*b*c*p*r+62336*a^3*b*c*p*x-924*a^3*b*c*q^2-5500*a^3*b *c*q*r+25432*a^3*b*c*q*x-12256*a^3*b*c*r^2+54012*a^3*b*c*r*x-34608*a^3*b*c*x^2-\ 168*a^3*b*g^2*p-80*a^3*b*g^2*q-168*a^3*b*g^2*r-2908*a^3*b*g*p^2-484*a^3*b*g*p*q -5816*a^3*b*g*p*r+7032*a^3*b*g*p*x-136*a^3*b*g*q^2-484*a^3*b*g*q*r+3992*a^3*b*g *q*x-2908*a^3*b*g*r^2+4020*a^3*b*g*r*x-3210*a^3*b*p^3-2686*a^3*b*p^2*q-9630*a^3 *b*p^2*r+23668*a^3*b*p^2*x-224*a^3*b*p*q^2-5372*a^3*b*p*q*r+19404*a^3*b*p*q*x-\ 9630*a^3*b*p*r^2+52014*a^3*b*p*r*x-22332*a^3*b*p*x^2-36*a^3*b*q^3-224*a^3*b*q^2 *r+3464*a^3*b*q^2*x-2686*a^3*b*q*r^2+12610*a^3*b*q*r*x-14988*a^3*b*q*x^2-3210*a ^3*b*r^3+28346*a^3*b*r^2*x-15228*a^3*b*r*x^2-5072*a^3*c^4-4584*a^3*c^3*g-13256* a^3*c^3*p-5392*a^3*c^3*q-13256*a^3*c^3*r+45984*a^3*c^3*x-1136*a^3*c^2*g^2-9268* a^3*c^2*g*p-3548*a^3*c^2*g*q-9268*a^3*c^2*g*r+27096*a^3*c^2*g*x-16584*a^3*c^2*p ^2-9540*a^3*c^2*p*q-33168*a^3*c^2*p*r+106384*a^3*c^2*p*x-1796*a^3*c^2*q^2-9540* a^3*c^2*q*r+43568*a^3*c^2*q*x-16584*a^3*c^2*r^2+91720*a^3*c^2*r*x-84272*a^3*c^2 *x^2-56*a^3*c*g^3-1626*a^3*c*g^2*p-548*a^3*c*g^2*q-1626*a^3*c*g^2*r+3136*a^3*c* g^2*x-8864*a^3*c*g*p^2-3758*a^3*c*g*p*q-17728*a^3*c*g*p*r+43888*a^3*c*g*p*x-740 *a^3*c*g*q^2-3758*a^3*c*g*q*r+17588*a^3*c*g*q*x-8864*a^3*c*g*r^2+34038*a^3*c*g* r*x-24952*a^3*c*g*x^2-8446*a^3*c*p^3-8554*a^3*c*p^2*q-25338*a^3*c*p^2*r+76920*a ^3*c*p^2*x-1670*a^3*c*p*q^2-17108*a^3*c*p*q*r+70580*a^3*c*p*q*x-25338*a^3*c*p*r ^2+161062*a^3*c*p*r*x-106808*a^3*c*p*x^2-192*a^3*c*q^3-1670*a^3*c*q^2*r+12288*a ^3*c*q^2*x-8554*a^3*c*q*r^2+53226*a^3*c*q*r*x-68848*a^3*c*q*x^2-8446*a^3*c*r^3+ 84142*a^3*c*r^2*x-102688*a^3*c*r*x^2+17504*a^3*c*x^3-24*a^3*g^3*p-18*a^3*g^3*q-\ 24*a^3*g^3*r-1084*a^3*g^2*p^2-137*a^3*g^2*p*q-2168*a^3*g^2*p*r+2288*a^3*g^2*p*x -52*a^3*g^2*q^2-137*a^3*g^2*q*r+1336*a^3*g^2*q*x-1084*a^3*g^2*r^2+762*a^3*g^2*r *x-2472*a^3*g*p^3-2081*a^3*g*p^2*q-7416*a^3*g*p^2*r+17644*a^3*g*p^2*x-154*a^3*g *p*q^2-4162*a^3*g*p*q*r+14478*a^3*g*p*q*x-7416*a^3*g*p*r^2+38011*a^3*g*p*r*x-\ 16524*a^3*g*p*x^2-32*a^3*g*q^3-154*a^3*g*q^2*r+2492*a^3*g*q^2*x-2081*a^3*g*q*r^ 2+8297*a^3*g*q*r*x-11142*a^3*g*q*x^2-2472*a^3*g*r^3+20367*a^3*g*r^2*x-9852*a^3* g*r*x^2-1412*a^3*p^4-2310*a^3*p^3*q-5648*a^3*p^3*r+16860*a^3*p^3*x-919*a^3*p^2* q^2-6930*a^3*p^2*q*r+26714*a^3*p^2*q*x-8472*a^3*p^2*r^2+57131*a^3*p^2*r*x-31596 *a^3*p^2*x^2-25*a^3*p*q^3-1838*a^3*p*q^2*r+10806*a^3*p*q^2*x-6930*a^3*p*q*r^2+ 52394*a^3*p*q*r*x-45112*a^3*p*q*x^2-5648*a^3*p*r^3+63682*a^3*p*r^2*x-74136*a^3* p*r*x^2+8752*a^3*p*x^3-4*a^3*q^4-25*a^3*q^3*r+952*a^3*q^3*x-919*a^3*q^2*r^2+ 6407*a^3*q^2*r*x-13516*a^3*q^2*x^2-2310*a^3*q*r^3+25680*a^3*q*r^2*x-41060*a^3*q *r*x^2+8752*a^3*q*x^3-1412*a^3*r^4+23411*a^3*r^3*x-47982*a^3*r^2*x^2+9844*a^3*r *x^3-128*a^2*b^4*c-128*a^2*b^4*p-16*a^2*b^4*q-128*a^2*b^4*r-2224*a^2*b^3*c^2-\ 400*a^2*b^3*c*g-3672*a^2*b^3*c*p-608*a^2*b^3*c*q-3672*a^2*b^3*c*r+8160*a^2*b^3* c*x-384*a^2*b^3*g*p-64*a^2*b^3*g*q-384*a^2*b^3*g*r-1464*a^2*b^3*p^2-336*a^2*b^3 *p*q-2928*a^2*b^3*p*r+5520*a^2*b^3*p*x-32*a^2*b^3*q^2-336*a^2*b^3*q*r+2448*a^2* b^3*q*x-1464*a^2*b^3*r^2+6024*a^2*b^3*r*x-9472*a^2*b^2*c^3-5112*a^2*b^2*c^2*g-\ 21416*a^2*b^2*c^2*p-5264*a^2*b^2*c^2*q-21416*a^2*b^2*c^2*r+67440*a^2*b^2*c^2*x-\ 432*a^2*b^2*c*g^2-8396*a^2*b^2*c*g*p-1612*a^2*b^2*c*g*q-8396*a^2*b^2*c*g*r+ 17072*a^2*b^2*c*g*x-16252*a^2*b^2*c*p^2-7192*a^2*b^2*c*p*q-32504*a^2*b^2*c*p*r+ 93928*a^2*b^2*c*p*x-708*a^2*b^2*c*q^2-7192*a^2*b^2*c*q*r+35968*a^2*b^2*c*q*x-\ 16252*a^2*b^2*c*r^2+97140*a^2*b^2*c*r*x-53280*a^2*b^2*c*x^2-388*a^2*b^2*g^2*p-\ 80*a^2*b^2*g^2*q-388*a^2*b^2*g^2*r-3692*a^2*b^2*g*p^2-772*a^2*b^2*g*p*q-7384*a^ 2*b^2*g*p*r+11832*a^2*b^2*g*p*x-104*a^2*b^2*g*q^2-772*a^2*b^2*g*q*r+5784*a^2*b^ 2*g*q*x-3692*a^2*b^2*g*r^2+11248*a^2*b^2*g*r*x-3858*a^2*b^2*p^3-3038*a^2*b^2*p^ 2*q-11574*a^2*b^2*p^2*r+32068*a^2*b^2*p^2*x-268*a^2*b^2*p*q^2-6076*a^2*b^2*p*q* r+24716*a^2*b^2*p*q*x-11574*a^2*b^2*p*r^2+73690*a^2*b^2*p*r*x-32148*a^2*b^2*p*x ^2-20*a^2*b^2*q^3-268*a^2*b^2*q^2*r+4240*a^2*b^2*q^2*x-3038*a^2*b^2*q*r^2+20086 *a^2*b^2*q*r*x-21132*a^2*b^2*q*x^2-3858*a^2*b^2*r^3+41622*a^2*b^2*r^2*x-28980*a ^2*b^2*r*x^2-14864*a^2*b*c^4-13944*a^2*b*c^3*g-42128*a^2*b*c^3*p-12984*a^2*b*c^ 3*q-42128*a^2*b*c^3*r+152608*a^2*b*c^3*x-3648*a^2*b*c^2*g^2-31040*a^2*b*c^2*g*p -8500*a^2*b*c^2*g*q-31040*a^2*b*c^2*g*r+93336*a^2*b*c^2*g*x-46876*a^2*b*c^2*p^2 -26432*a^2*b*c^2*p*q-93752*a^2*b*c^2*p*r+320928*a^2*b*c^2*p*x-3380*a^2*b*c^2*q^ 2-26432*a^2*b*c^2*q*r+129448*a^2*b*c^2*q*x-46876*a^2*b*c^2*r^2+319844*a^2*b*c^2 *r*x-255920*a^2*b*c^2*x^2-196*a^2*b*c*g^3-5926*a^2*b*c*g^2*p-1266*a^2*b*c*g^2*q -5926*a^2*b*c*g^2*r+11448*a^2*b*c*g^2*x-24978*a^2*b*c*g*p^2-11008*a^2*b*c*g*p*q -49956*a^2*b*c*g*p*r+136092*a^2*b*c*g*p*x-1320*a^2*b*c*g*q^2-11008*a^2*b*c*g*q* r+53268*a^2*b*c*g*q*x-24978*a^2*b*c*g*r^2+131032*a^2*b*c*g*r*x-77224*a^2*b*c*g* x^2-21780*a^2*b*c*p^3-21378*a^2*b*c*p^2*q-65340*a^2*b*c*p^2*r+214060*a^2*b*c*p^ 2*x-3970*a^2*b*c*p*q^2-42756*a^2*b*c*p*q*r+190388*a^2*b*c*p*q*x-65340*a^2*b*c*p *r^2+469130*a^2*b*c*p*r*x-308448*a^2*b*c*p*x^2-262*a^2*b*c*q^3-3970*a^2*b*c*q^2 *r+32212*a^2*b*c*q^2*x-21378*a^2*b*c*q*r^2+166630*a^2*b*c*q*r*x-194568*a^2*b*c* q*x^2-21780*a^2*b*c*r^3+255070*a^2*b*c*r^2*x-328576*a^2*b*c*r*x^2+52512*a^2*b*c *x^3-160*a^2*b*g^3*p-40*a^2*b*g^3*q-160*a^2*b*g^3*r-2897*a^2*b*g^2*p^2-530*a^2* b*g^2*p*q-5794*a^2*b*g^2*p*r+8068*a^2*b*g^2*p*x-92*a^2*b*g^2*q^2-530*a^2*b*g^2* q*r+4196*a^2*b*g^2*q*x-2897*a^2*b*g^2*r^2+6452*a^2*b*g^2*r*x-6213*a^2*b*g*p^3-\ 5048*a^2*b*g*p^2*q-18639*a^2*b*g*p^2*r+49006*a^2*b*g*p^2*x-418*a^2*b*g*p*q^2-\ 10096*a^2*b*g*p*q*r+38764*a^2*b*g*p*q*x-18639*a^2*b*g*p*r^2+110414*a^2*b*g*p*r* x-48042*a^2*b*g*p*x^2-44*a^2*b*g*q^3-418*a^2*b*g*q^2*r+6732*a^2*b*g*q^2*x-5048* a^2*b*g*q*r^2+28366*a^2*b*g*q*r*x-31896*a^2*b*g*q*x^2-6213*a^2*b*g*r^3+61408*a^ 2*b*g*r^2*x-38238*a^2*b*g*r*x^2-3488*a^2*b*p^4-5429*a^2*b*p^3*q-13952*a^2*b*p^3 *r+44626*a^2*b*p^3*x-1991*a^2*b*p^2*q^2-16287*a^2*b*p^2*q*r+67586*a^2*b*p^2*q*x -20928*a^2*b*p^2*r^2+153626*a^2*b*p^2*r*x-88604*a^2*b*p^2*x^2-54*a^2*b*p*q^3-\ 3982*a^2*b*p*q^2*r+25168*a^2*b*p*q^2*x-16287*a^2*b*p*q*r^2+137400*a^2*b*p*q*r*x -122968*a^2*b*p*q*x^2-13952*a^2*b*p*r^3+173374*a^2*b*p*r^2*x-216904*a^2*b*p*r*x ^2+26256*a^2*b*p*x^3-4*a^2*b*q^4-54*a^2*b*q^3*r+2208*a^2*b*q^3*x-1991*a^2*b*q^2 *r^2+17206*a^2*b*q^2*r*x-34364*a^2*b*q^2*x^2-5429*a^2*b*q*r^3+69814*a^2*b*q*r^2 *x-117676*a^2*b*q*r*x^2+26256*a^2*b*q*x^3-3488*a^2*b*r^4+64374*a^2*b*r^3*x-\ 142146*a^2*b*r^2*x^2+29532*a^2*b*r*x^3-7712*a^2*c^5-10496*a^2*c^4*g-26032*a^2*c ^4*p-9304*a^2*c^4*q-26032*a^2*c^4*r+102512*a^2*c^4*x-4840*a^2*c^3*g^2-29040*a^2 *c^3*g*p-9784*a^2*c^3*g*q-29040*a^2*c^3*g*r+103560*a^2*c^3*g*x-38768*a^2*c^3*p^ 2-24440*a^2*c^3*p*q-77536*a^2*c^3*p*r+291336*a^2*c^3*p*x-3752*a^2*c^3*q^2-24440 *a^2*c^3*q*r+121760*a^2*c^3*q*x-38768*a^2*c^3*r^2+280316*a^2*c^3*r*x-271392*a^2 *c^3*x^2-824*a^2*c^2*g^3-10550*a^2*c^2*g^2*p-3150*a^2*c^2*g^2*q-10550*a^2*c^2*g ^2*r+31104*a^2*c^2*g^2*x-33908*a^2*c^2*g*p^2-19136*a^2*c^2*g*p*q-67816*a^2*c^2* g*p*r+227312*a^2*c^2*g*p*x-2796*a^2*c^2*g*q^2-19136*a^2*c^2*g*q*r+91620*a^2*c^2 *g*q*x-33908*a^2*c^2*g*r^2+214082*a^2*c^2*g*r*x-183084*a^2*c^2*g*x^2-27118*a^2* c^2*p^3-29400*a^2*c^2*p^2*q-81354*a^2*c^2*p^2*r+290608*a^2*c^2*p^2*x-6890*a^2*c ^2*p*q^2-58800*a^2*c^2*p*q*r+275824*a^2*c^2*p*q*x-81354*a^2*c^2*p*r^2+618592*a^ 2*c^2*p*r*x-487992*a^2*c^2*p*x^2-558*a^2*c^2*q^3-6890*a^2*c^2*q^2*r+48908*a^2*c ^2*q^2*x-29400*a^2*c^2*q*r^2+241844*a^2*c^2*q*r*x-313740*a^2*c^2*q*x^2-27118*a^ 2*c^2*r^3+327984*a^2*c^2*r^2*x-532304*a^2*c^2*r*x^2+112608*a^2*c^2*x^3-32*a^2*c *g^4-1315*a^2*c*g^3*p-306*a^2*c*g^3*q-1315*a^2*c*g^3*r+2476*a^2*c*g^3*x-9070*a^ 2*c*g^2*p^2-3884*a^2*c*g^2*p*q-18140*a^2*c*g^2*p*r+47474*a^2*c*g^2*p*x-538*a^2* c*g^2*q^2-3884*a^2*c*g^2*q*r+18602*a^2*c*g^2*q*x-9070*a^2*c*g^2*r^2+42352*a^2*c *g^2*r*x-27210*a^2*c*g^2*x^2-16419*a^2*c*g*p^3-16329*a^2*c*g*p^2*q-49257*a^2*c* g*p^2*r+157316*a^2*c*g*p^2*x-3053*a^2*c*g*p*q^2-32658*a^2*c*g*p*q*r+141374*a^2* c*g*p*q*x-49257*a^2*c*g*p*r^2+337925*a^2*c*g*p*r*x-225674*a^2*c*g*p*x^2-248*a^2 *c*g*q^3-3053*a^2*c*g*q^2*r+24036*a^2*c*g*q^2*x-16329*a^2*c*g*q*r^2+115973*a^2* c*g*q*r*x-143276*a^2*c*g*q*x^2-16419*a^2*c*g*r^3+180609*a^2*c*g*r^2*x-230086*a^ 2*c*g*r*x^2+38432*a^2*c*g*x^3-8628*a^2*c*p^4-14627*a^2*c*p^3*q-34512*a^2*c*p^3* r+119630*a^2*c*p^3*x-6506*a^2*c*p^2*q^2-43881*a^2*c*p^2*q*r+193180*a^2*c*p^2*q* x-51768*a^2*c*p^2*r^2+400749*a^2*c*p^2*r*x-275480*a^2*c*p^2*x^2-529*a^2*c*p*q^3 -13012*a^2*c*p*q^2*r+81010*a^2*c*p*q^2*x-43881*a^2*c*p*q*r^2+389878*a^2*c*p*q*r *x-391452*a^2*c*p*q*x^2-34512*a^2*c*p*r^3+442608*a^2*c*p*r^2*x-665552*a^2*c*p*r *x^2+107712*a^2*c*p*x^3-22*a^2*c*q^4-529*a^2*c*q^3*r+7460*a^2*c*q^3*x-6506*a^2* c*q^2*r^2+61215*a^2*c*q^2*r*x-115972*a^2*c*q^2*x^2-14627*a^2*c*q*r^3+196698*a^2 *c*q*r^2*x-403088*a^2*c*q*r*x^2+107712*a^2*c*q*x^3-8628*a^2*c*r^4+161489*a^2*c* r^3*x-419022*a^2*c*r^2*x^2+147092*a^2*c*r*x^3-23*a^2*g^4*p-7*a^2*g^4*q-23*a^2*g ^4*r-718*a^2*g^3*p^2-111*a^2*g^3*p*q-1436*a^2*g^3*p*r+1766*a^2*g^3*p*x-24*a^2*g ^3*q^2-111*a^2*g^3*q*r+958*a^2*g^3*q*x-718*a^2*g^3*r^2+1128*a^2*g^3*r*x-2369*a^ 2*g^2*p^3-1954*a^2*g^2*p^2*q-7107*a^2*g^2*p^2*r+17980*a^2*g^2*p^2*x-147*a^2*g^2 *p*q^2-3908*a^2*g^2*p*q*r+14372*a^2*g^2*p*q*x-7107*a^2*g^2*p*r^2+39803*a^2*g^2* p*r*x-17372*a^2*g^2*p*x^2-20*a^2*g^2*q^3-147*a^2*g^2*q^2*r+2462*a^2*g^2*q^2*x-\ 1954*a^2*g^2*q*r^2+9502*a^2*g^2*q*r*x-11596*a^2*g^2*q*x^2-2369*a^2*g^2*r^3+ 21823*a^2*g^2*r^2*x-12290*a^2*g^2*r*x^2-2684*a^2*g*p^4-4281*a^2*g*p^3*q-10736*a ^2*g*p^3*r+33558*a^2*g*p^3*x-1634*a^2*g*p^2*q^2-12843*a^2*g*p^2*q*r+51834*a^2*g *p^2*q*x-16104*a^2*g*p^2*r^2+114659*a^2*g*p^2*r*x-65698*a^2*g*p^2*x^2-41*a^2*g* p*q^3-3268*a^2*g*p*q^2*r+20016*a^2*g*p*q^2*x-12843*a^2*g*p*q*r^2+103621*a^2*g*p *q*r*x-92177*a^2*g*p*q*x^2-10736*a^2*g*p*r^3+128644*a^2*g*p*r^2*x-157982*a^2*g* p*r*x^2+19216*a^2*g*p*x^3-4*a^2*g*q^4-41*a^2*g*q^3*r+1740*a^2*g*q^3*x-1634*a^2* g*q^2*r^2+12740*a^2*g*q^2*r*x-26479*a^2*g*q^2*x^2-4281*a^2*g*q*r^3+51787*a^2*g* q*r^2*x-86057*a^2*g*q*r*x^2+19216*a^2*g*q*x^3-2684*a^2*g*r^4+47543*a^2*g*r^3*x-\ 103044*a^2*g*r^2*x^2+21530*a^2*g*r*x^3-1002*a^2*p^5-2423*a^2*p^4*q-5010*a^2*p^4 *r+17280*a^2*p^4*x-1834*a^2*p^3*q^2-9692*a^2*p^3*q*r+41104*a^2*p^3*q*x-10020*a^ 2*p^3*r^2+78826*a^2*p^3*r*x-49746*a^2*p^3*x^2-407*a^2*p^2*q^3-5502*a^2*p^2*q^2* r+30696*a^2*p^2*q^2*x-14538*a^2*p^2*q*r^2+132489*a^2*p^2*q*r*x-112941*a^2*p^2*q *x^2-10020*a^2*p^2*r^3+132798*a^2*p^2*r^2*x-189886*a^2*p^2*r*x^2+25704*a^2*p^2* x^3+6*a^2*p*q^4-814*a^2*p*q^3*r+7200*a^2*p*q^3*x-5502*a^2*p*q^2*r^2+57783*a^2*p *q^2*r*x-76644*a^2*p*q^2*x^2-9692*a^2*p*q*r^3+141666*a^2*p*q*r^2*x-263436*a^2*p *q*r*x^2+51408*a^2*p*q*x^3-5010*a^2*p*r^4+98238*a^2*p*r^3*x-247873*a^2*p*r^2*x^ 2+72014*a^2*p*r*x^3+6*a^2*q^4*r+328*a^2*q^4*x-407*a^2*q^3*r^2+4120*a^2*q^3*r*x-\ 13449*a^2*q^3*x^2-1834*a^2*q^2*r^3+27087*a^2*q^2*r^2*x-73550*a^2*q^2*r*x^2+ 25704*a^2*q^2*x^3-2423*a^2*q*r^4+50281*a^2*q*r^3*x-158456*a^2*q*r^2*x^2+72014*a ^2*q*r*x^3-1002*a^2*r^5+26986*a^2*r^4*x-107733*a^2*r^3*x^2+60290*a^2*r^2*x^3-32 *a*b^5*c-32*a*b^5*p-32*a*b^5*r-784*a*b^4*c^2-160*a*b^4*c*g-1320*a*b^4*c*p-104*a *b^4*c*q-1320*a*b^4*c*r+4256*a*b^4*c*x-160*a*b^4*g*p-8*a*b^4*g*q-160*a*b^4*g*r-\ 480*a*b^4*p^2-100*a*b^4*p*q-960*a*b^4*p*r+2640*a*b^4*p*x-100*a*b^4*q*r+752*a*b^ 4*q*x-480*a*b^4*r^2+3456*a*b^4*r*x-5024*a*b^3*c^3-2856*a*b^3*c^2*g-11824*a*b^3* c^2*p-1904*a*b^3*c^2*q-11824*a*b^3*c^2*r+46768*a*b^3*c^2*x-264*a*b^3*c*g^2-4788 *a*b^3*c*g*p-528*a*b^3*c*g*q-4788*a*b^3*c*g*r+12368*a*b^3*c*g*x-8444*a*b^3*c*p^ 2-3220*a*b^3*c*p*q-16888*a*b^3*c*p*r+59632*a*b^3*c*p*x-120*a*b^3*c*q^2-3220*a*b ^3*c*q*r+19256*a*b^3*c*q*x-8444*a*b^3*c*r^2+69060*a*b^3*c*r*x-36432*a*b^3*c*x^2 -260*a*b^3*g^2*p-20*a*b^3*g^2*q-260*a*b^3*g^2*r-1852*a*b^3*g*p^2-396*a*b^3*g*p* q-3704*a*b^3*g*p*r+8040*a*b^3*g*p*x-16*a*b^3*g*q^2-396*a*b^3*g*q*r+3016*a*b^3*g *q*x-1852*a*b^3*g*r^2+9572*a*b^3*g*r*x-1882*a*b^3*p^3-1270*a*b^3*p^2*q-5646*a*b ^3*p^2*r+18572*a*b^3*p^2*x-100*a*b^3*p*q^2-2540*a*b^3*p*q*r+12516*a*b^3*p*q*x-\ 5646*a*b^3*p*r^2+44530*a*b^3*p*r*x-20532*a*b^3*p*x^2-100*a*b^3*q^2*r+1672*a*b^3 *q^2*x-1270*a*b^3*q*r^2+12462*a*b^3*q*r*x-13188*a*b^3*q*x^2-1882*a*b^3*r^3+ 25958*a*b^3*r^2*x-23412*a*b^3*r*x^2-12832*a*b^2*c^4-12424*a*b^2*c^3*g-38144*a*b ^2*c^3*p-8696*a*b^2*c^3*q-38144*a*b^2*c^3*r+160032*a*b^2*c^3*x-3396*a*b^2*c^2*g ^2-28860*a*b^2*c^2*g*p-5548*a*b^2*c^2*g*q-28860*a*b^2*c^2*g*r+100632*a*b^2*c^2* g*x-40096*a*b^2*c^2*p^2-20512*a*b^2*c^2*p*q-80192*a*b^2*c^2*p*r+310664*a*b^2*c^ 2*p*x-1544*a*b^2*c^2*q^2-20512*a*b^2*c^2*q*r+116152*a*b^2*c^2*q*x-40096*a*b^2*c ^2*r^2+340944*a*b^2*c^2*r*x-259024*a*b^2*c^2*x^2-196*a*b^2*c*g^3-5720*a*b^2*c*g ^2*p-738*a*b^2*c*g^2*q-5720*a*b^2*c*g^2*r+12872*a*b^2*c*g^2*x-21280*a*b^2*c*g*p ^2-8764*a*b^2*c*g*p*q-42560*a*b^2*c*g*p*r+134364*a*b^2*c*g*p*x-526*a*b^2*c*g*q^ 2-8764*a*b^2*c*g*q*r+47616*a*b^2*c*g*q*x-21280*a*b^2*c*g*r^2+147382*a*b^2*c*g*r *x-79592*a*b^2*c*g*x^2-17580*a*b^2*c*p^3-15920*a*b^2*c*p^2*q-52740*a*b^2*c*p^2* r+193132*a*b^2*c*p^2*x-2508*a*b^2*c*p*q^2-31840*a*b^2*c*p*q*r+160580*a*b^2*c*p* q*x-52740*a*b^2*c*p*r^2+440798*a*b^2*c*p*r*x-296472*a*b^2*c*p*x^2-58*a*b^2*c*q^ 3-2508*a*b^2*c*q^2*r+23332*a*b^2*c*q^2*x-15920*a*b^2*c*q*r^2+159306*a*b^2*c*q*r *x-182592*a*b^2*c*q*x^2-17580*a*b^2*c*r^3+247666*a*b^2*c*r^2*x-349088*a*b^2*c*r *x^2+52512*a*b^2*c*x^3-188*a*b^2*g^3*p-18*a*b^2*g^3*q-188*a*b^2*g^3*r-2374*a*b^ 2*g^2*p^2-485*a*b^2*g^2*p*q-4748*a*b^2*g^2*p*r+8636*a*b^2*g^2*p*x-32*a*b^2*g^2* q^2-485*a*b^2*g^2*q*r+3748*a*b^2*g^2*q*x-2374*a*b^2*g^2*r^2+9298*a*b^2*g^2*r*x-\ 4898*a*b^2*g*p^3-3647*a*b^2*g*p^2*q-14694*a*b^2*g*p^2*r+44068*a*b^2*g*p^2*x-298 *a*b^2*g*p*q^2-7294*a*b^2*g*p*q*r+32070*a*b^2*g*p*q*x-14694*a*b^2*g*p*r^2+ 103389*a*b^2*g*p*r*x-46512*a*b^2*g*p*x^2-10*a*b^2*g*q^3-298*a*b^2*g*q^2*r+4976* a*b^2*g*q^2*x-3647*a*b^2*g*q*r^2+28435*a*b^2*g*q*r*x-30366*a*b^2*g*q*x^2-4898*a *b^2*g*r^3+59321*a*b^2*g*r^2*x-46920*a*b^2*g*r*x^2-2724*a*b^2*p^4-3884*a*b^2*p^ 3*q-10896*a*b^2*p^3*r+38368*a*b^2*p^3*x-1189*a*b^2*p^2*q^2-11652*a*b^2*p^2*q*r+ 54118*a*b^2*p^2*q*x-16344*a*b^2*p^2*r^2+134471*a*b^2*p^2*r*x-82420*a*b^2*p^2*x^ 2-29*a*b^2*p*q^3-2378*a*b^2*p*q^2*r+17006*a*b^2*p*q^2*x-11652*a*b^2*p*q*r^2+ 114842*a*b^2*p*q*r*x-110600*a*b^2*p*q*x^2-10896*a*b^2*p*r^3+153838*a*b^2*p*r^2* x-211400*a*b^2*p*r*x^2+26256*a*b^2*p*x^3-29*a*b^2*q^3*r+1256*a*b^2*q^3*x-1189*a *b^2*q^2*r^2+13803*a*b^2*q^2*r*x-28180*a*b^2*q^2*x^2-3884*a*b^2*q*r^3+60724*a*b ^2*q*r^2*x-112172*a*b^2*q*r*x^2+26256*a*b^2*q*x^3-2724*a*b^2*r^4+57735*a*b^2*r^ 3*x-140346*a*b^2*r^2*x^2+29532*a*b^2*r*x^3-14112*a*b*c^5-19608*a*b*c^4*g-50352* a*b*c^4*p-14080*a*b*c^4*q-50352*a*b*c^4*r+217168*a*b*c^4*x-9296*a*b*c^3*g^2-\ 57436*a*b*c^3*g*p-14668*a*b*c^3*g*q-57436*a*b*c^3*g*r+223808*a*b*c^3*g*x-70332* a*b*c^3*p^2-41616*a*b*c^3*p*q-140664*a*b*c^3*p*r+572224*a*b*c^3*p*x-4420*a*b*c^ 3*q^2-41616*a*b*c^3*q*r+230960*a*b*c^3*q*x-70332*a*b*c^3*r^2+603960*a*b*c^3*r*x -546624*a*b*c^3*x^2-1646*a*b*c^2*g^3-21458*a*b*c^2*g^2*p-4574*a*b*c^2*g^2*q-\ 21458*a*b*c^2*g^2*r+69060*a*b*c^2*g^2*x-61930*a*b*c^2*g*p^2-33148*a*b*c^2*g*p*q -123860*a*b*c^2*g*p*r+451988*a*b*c^2*g*p*x-3098*a*b*c^2*g*q^2-33148*a*b*c^2*g*q *r+175084*a*b*c^2*g*q*x-61930*a*b*c^2*g*r^2+475376*a*b*c^2*g*r*x-372864*a*b*c^2 *g*x^2-46222*a*b*c^2*p^3-47716*a*b*c^2*p^2*q-138666*a*b*c^2*p^2*r+536772*a*b*c^ 2*p^2*x-10052*a*b*c^2*p*q^2-95432*a*b*c^2*p*q*r+489664*a*b*c^2*p*q*x-138666*a*b *c^2*p*r^2+1188252*a*b*c^2*p*r*x-942540*a*b*c^2*p*x^2-458*a*b*c^2*q^3-10052*a*b *c^2*q^2*r+80276*a*b*c^2*q^2*x-47716*a*b*c^2*q*r^2+475900*a*b*c^2*q*r*x-594036* a*b*c^2*q*x^2-46222*a*b*c^2*r^3+651480*a*b*c^2*r^2*x-1099524*a*b*c^2*r*x^2+ 225216*a*b*c^2*x^3-68*a*b*c*g^4-2790*a*b*c*g^3*p-394*a*b*c*g^3*q-2790*a*b*c*g^3 *r+5724*a*b*c*g^3*x-16455*a*b*c*g^2*p^2-6936*a*b*c*g^2*p*q-32910*a*b*c*g^2*p*r+ 96294*a*b*c*g^2*p*x-517*a*b*c*g^2*q^2-6936*a*b*c*g^2*q*r+35734*a*b*c*g^2*q*x-\ 16455*a*b*c*g^2*r^2+100030*a*b*c*g^2*r*x-56304*a*b*c*g^2*x^2-27877*a*b*c*g*p^3-\ 26416*a*b*c*g*p^2*q-83631*a*b*c*g*p^2*r+291190*a*b*c*g*p^2*x-4506*a*b*c*g*p*q^2 -52832*a*b*c*g*p*q*r+250636*a*b*c*g*p*q*x-83631*a*b*c*g*p*r^2+651760*a*b*c*g*p* r*x-437598*a*b*c*g*p*x^2-177*a*b*c*g*q^3-4506*a*b*c*g*q^2*r+39402*a*b*c*g*q^2*x -26416*a*b*c*g*q*r^2+233484*a*b*c*g*q*r*x-272802*a*b*c*g*q*x^2-27877*a*b*c*g*r^ 3+360570*a*b*c*g*r^2*x-490482*a*b*c*g*r*x^2+76864*a*b*c*g*x^3-14198*a*b*c*p^4-\ 22774*a*b*c*p^3*q-56792*a*b*c*p^3*r+212176*a*b*c*p^3*x-9192*a*b*c*p^2*q^2-68322 *a*b*c*p^2*q*r+327324*a*b*c*p^2*q*x-85188*a*b*c*p^2*r^2+723444*a*b*c*p^2*r*x-\ 518644*a*b*c*p^2*x^2-626*a*b*c*p*q^3-18384*a*b*c*p*q^2*r+125200*a*b*c*p*q^2*x-\ 68322*a*b*c*p*q*r^2+685692*a*b*c*p*q*r*x-718272*a*b*c*p*q*x^2-56792*a*b*c*p*r^3 +810360*a*b*c*p*r^2*x-1296324*a*b*c*p*r*x^2+215424*a*b*c*p*x^3-10*a*b*c*q^4-626 *a*b*c*q^3*r+10052*a*b*c*q^3*x-9192*a*b*c*q^2*r^2+106420*a*b*c*q^2*r*x-199628*a *b*c*q^2*x^2-22774*a*b*c*q*r^3+358368*a*b*c*q*r^2*x-771396*a*b*c*q*r*x^2+215424 *a*b*c*q*x^3-14198*a*b*c*r^4+299092*a*b*c*r^3*x-828132*a*b*c*r^2*x^2+294184*a*b *c*r*x^3-63*a*b*g^4*p-7*a*b*g^4*q-63*a*b*g^4*r-1246*a*b*g^3*p^2-234*a*b*g^3*p*q -2492*a*b*g^3*p*r+3926*a*b*g^3*p*x-20*a*b*g^3*q^2-234*a*b*g^3*q*r+1862*a*b*g^3* q*x-1246*a*b*g^3*r^2+3780*a*b*g^3*r*x-3926*a*b*g^2*p^3-3071*a*b*g^2*p^2*q-11778 *a*b*g^2*p^2*r+33168*a*b*g^2*p^2*x-242*a*b*g^2*p*q^2-6142*a*b*g^2*p*q*r+25154*a *b*g^2*p*q*x-11778*a*b*g^2*p*r^2+76395*a*b*g^2*p*r*x-33928*a*b*g^2*p*x^2-13*a*b *g^2*q^3-242*a*b*g^2*q^2*r+4126*a*b*g^2*q^2*x-3071*a*b*g^2*q*r^2+20255*a*b*g^2* q*r*x-22376*a*b*g^2*q*x^2-3926*a*b*g^2*r^3+43227*a*b*g^2*r^2*x-30522*a*b*g^2*r* x^2-4382*a*b*g*p^4-6574*a*b*g*p^3*q-17528*a*b*g*p^3*r+59250*a*b*g*p^3*x-2244*a* b*g*p^2*q^2-19722*a*b*g*p^2*q*r+86888*a*b*g*p^2*q*x-26292*a*b*g*p^2*r^2+205725* a*b*g*p^2*r*x-123603*a*b*g*p^2*x^2-54*a*b*g*p*q^3-4488*a*b*g*p*q^2*r+30070*a*b* g*p*q^2*x-19722*a*b*g*p*q*r^2+180256*a*b*g*p*q*r*x-168768*a*b*g*p*q*x^2-17528*a *b*g*p*r^3+233700*a*b*g*p*r^2*x-309888*a*b*g*p*r*x^2+38432*a*b*g*p*x^3-2*a*b*g* q^4-54*a*b*g*q^3*r+2432*a*b*g*q^3*x-2244*a*b*g*q^2*r^2+22087*a*b*g*q^2*r*x-\ 45165*a*b*g*q^2*x^2-6574*a*b*g*q*r^3+93368*a*b*g*q*r^2*x-166038*a*b*g*q*r*x^2+ 38432*a*b*g*q*x^3-4382*a*b*g*r^4+87225*a*b*g*r^3*x-204789*a*b*g*r^2*x^2+43060*a *b*g*r*x^3-1633*a*b*p^5-3739*a*b*p^4*q-8165*a*b*p^4*r+29948*a*b*p^4*x-2573*a*b* p^3*q^2-14956*a*b*p^3*q*r+68068*a*b*p^3*q*x-16330*a*b*p^3*r^2+137898*a*b*p^3*r* x-92121*a*b*p^3*x^2-461*a*b*p^2*q^3-7719*a*b*p^2*q^2*r+46644*a*b*p^2*q^2*x-\ 22434*a*b*p^2*q*r^2+222942*a*b*p^2*q*r*x-203769*a*b*p^2*q*x^2-16330*a*b*p^2*r^3 +234006*a*b*p^2*r^2*x-358529*a*b*p^2*r*x^2+51408*a*b*p^2*x^3+6*a*b*p*q^4-922*a* b*p*q^3*r+8876*a*b*p*q^3*x-7719*a*b*p*q^2*r^2+90756*a*b*p*q^2*r*x-131175*a*b*p* q^2*x^2-14956*a*b*p*q*r^3+241680*a*b*p*q*r^2*x-484386*a*b*p*q*r*x^2+102816*a*b* p*q*x^3-8165*a*b*p*r^4+174110*a*b*p*r^3*x-470759*a*b*p*r^2*x^2+144028*a*b*p*r*x ^3+6*a*b*q^4*r+352*a*b*q^4*x-461*a*b*q^3*r^2+5712*a*b*q^3*r*x-19527*a*b*q^3*x^2 -2573*a*b*q^2*r^3+44112*a*b*q^2*r^2*x-125857*a*b*q^2*r*x^2+51408*a*b*q^2*x^3-\ 3739*a*b*q*r^4+86806*a*b*q*r^3*x-291925*a*b*q*r^2*x^2+144028*a*b*q*r*x^3-1633*a *b*r^5+48054*a*b*r^4*x-204351*a*b*r^3*x^2+120580*a*b*r^2*x^3-5552*a*c^6-10152*a *c^5*g-22992*a*c^5*p-7376*a*c^5*q-22992*a*c^5*r+101440*a*c^5*x-6972*a*c^4*g^2-\ 35628*a*c^4*g*p-10824*a*c^4*g*q-35628*a*c^4*g*r+147528*a*c^4*g*x-40724*a*c^4*p^ 2-25860*a*c^4*p*q-81448*a*c^4*p*r+341440*a*c^4*p*x-3380*a*c^4*q^2-25860*a*c^4*q *r+143040*a*c^4*q*x-40724*a*c^4*r^2+347632*a*c^4*r*x-353272*a*c^4*x^2-2170*a*c^ 3*g^3-20180*a*c^3*g^2*p-5564*a*c^3*g^2*q-20180*a*c^3*g^2*r+75144*a*c^3*g^2*x-\ 51186*a*c^3*g*p^2-30958*a*c^3*g*p*q-102372*a*c^3*g*p*r+402968*a*c^3*g*p*x-3744* a*c^3*g*q^2-30958*a*c^3*g*q*r+164504*a*c^3*g*q*x-51186*a*c^3*g*r^2+409028*a*c^3 *g*r*x-385104*a*c^3*g*x^2-36256*a*c^3*p^3-39782*a*c^3*p^2*q-108768*a*c^3*p^2*r+ 432648*a*c^3*p^2*x-9506*a*c^3*p*q^2-79564*a*c^3*p*q*r+413064*a*c^3*p*q*x-108768 *a*c^3*p*r^2+936416*a*c^3*p*r*x-816764*a*c^3*p*x^2-604*a*c^3*q^3-9506*a*c^3*q^2 *r+72320*a*c^3*q^2*x-39782*a*c^3*q*r^2+390280*a*c^3*q*r*x-525324*a*c^3*q*x^2-\ 36256*a*c^3*r^3+503768*a*c^3*r^2*x-939076*a*c^3*r*x^2+221440*a*c^3*x^3-282*a*c^ 2*g^4-4987*a*c^2*g^3*p-1138*a*c^2*g^3*q-4987*a*c^2*g^3*r+15218*a*c^2*g^3*x-\ 22476*a*c^2*g^2*p^2-12208*a*c^2*g^2*p*q-44952*a*c^2*g^2*p*r+157792*a*c^2*g^2*p* x-1295*a*c^2*g^2*q^2-12208*a*c^2*g^2*q*r+61936*a*c^2*g^2*q*x-22476*a*c^2*g^2*r^ 2+158932*a*c^2*g^2*r*x-130050*a*c^2*g^2*x^2-34623*a*c^2*g*p^3-36530*a*c^2*g*p^2 *q-103869*a*c^2*g*p^2*r+389306*a*c^2*g*p^2*x-7974*a*c^2*g*p*q^2-73060*a*c^2*g*p *q*r+361164*a*c^2*g*p*q*x-103869*a*c^2*g*p*r^2+846258*a*c^2*g*p*r*x-677056*a*c^ 2*g*p*x^2-453*a*c^2*g*q^3-7974*a*c^2*g*q^2*r+61114*a*c^2*g*q^2*x-36530*a*c^2*g* q*r^2+334484*a*c^2*g*q*r*x-429864*a*c^2*g*q*x^2-34623*a*c^2*g*r^3+456952*a*c^2* g*r^2*x-765464*a*c^2*g*r*x^2+161808*a*c^2*g*x^3-16808*a*c^2*p^4-28552*a*c^2*p^3 *q-67232*a*c^2*p^3*r+257636*a*c^2*p^3*x-12888*a*c^2*p^2*q^2-85656*a*c^2*p^2*q*r +415928*a*c^2*p^2*q*x-100848*a*c^2*p^2*r^2+863678*a*c^2*p^2*r*x-672558*a*c^2*p^ 2*x^2-1176*a*c^2*p*q^3-25776*a*c^2*p*q^2*r+173788*a*c^2*p*q^2*x-85656*a*c^2*p*q *r^2+858924*a*c^2*p*q*r*x-951544*a*c^2*p*q*x^2-67232*a*c^2*p*r^3+954448*a*c^2*p *r^2*x-1651772*a*c^2*p*r*x^2+312992*a*c^2*p*x^3-32*a*c^2*q^4-1176*a*c^2*q^3*r+ 15496*a*c^2*q^3*x-12888*a*c^2*q^2*r^2+146662*a*c^2*q^2*r*x-278986*a*c^2*q^2*x^2 -28552*a*c^2*q*r^3+442996*a*c^2*q*r^2*x-1032724*a*c^2*q*r*x^2+312992*a*c^2*q*x^ 3-16808*a*c^2*r^4+348406*a*c^2*r^3*x-1033782*a*c^2*r^2*x^2+443752*a*c^2*r*x^3-9 *a*c*g^5-481*a*c*g^4*p-72*a*c*g^4*q-481*a*c*g^4*r+924*a*c*g^4*x-3994*a*c*g^3*p^ 2-1675*a*c*g^3*p*q-7988*a*c*g^3*p*r+22122*a*c*g^3*p*x-142*a*c*g^3*q^2-1675*a*c* g^3*q*r+8370*a*c*g^3*q*x-3994*a*c*g^3*r^2+21755*a*c*g^3*r*x-12908*a*c*g^3*x^2-\ 10440*a*c*g^2*p^3-10114*a*c*g^2*p^2*q-31320*a*c*g^2*p^2*r+105204*a*c*g^2*p^2*x-\ 1763*a*c*g^2*p*q^2-20228*a*c*g^2*p*q*r+92188*a*c*g^2*p*q*x-31320*a*c*g^2*p*r^2+ 231316*a*c*g^2*p*r*x-156141*a*c*g^2*p*x^2-86*a*c*g^2*q^3-1763*a*c*g^2*q^2*r+ 14960*a*c*g^2*q^2*x-10114*a*c*g^2*q*r^2+81099*a*c*g^2*q*r*x-98001*a*c*g^2*q*x^2 -10440*a*c*g^2*r^3+126112*a*c*g^2*r^2*x-167561*a*c*g^2*r*x^2+27368*a*c*g^2*x^3-\ 10813*a*c*g*p^4-17826*a*c*g*p^3*q-43252*a*c*g*p^3*r+156870*a*c*g*p^3*x-7536*a*c *g*p^2*q^2-53478*a*c*g*p^2*q*r+247314*a*c*g*p^2*q*x-64878*a*c*g*p^2*r^2+530239* a*c*g*p^2*r*x-376804*a*c*g*p^2*x^2-536*a*c*g*p*q^3-15072*a*c*g*p*q^2*r+98874*a* c*g*p*q^2*x-53478*a*c*g*p*q*r^2+508544*a*c*g*p*q*r*x-527786*a*c*g*p*q*x^2-43252 *a*c*g*p*r^3+589868*a*c*g*p*r^2*x-926734*a*c*g*p*r*x^2+154592*a*c*g*p*x^3-13*a* c*g*q^4-536*a*c*g*q^3*r+8430*a*c*g*q^3*x-7536*a*c*g*q^2*r^2+78943*a*c*g*q^2*r*x -150982*a*c*g*q^2*x^2-17826*a*c*g*q*r^3+261230*a*c*g*q*r^2*x-554984*a*c*g*q*r*x ^2+154592*a*c*g*q*x^3-10813*a*c*g*r^4+216499*a*c*g*r^3*x-588088*a*c*g*r^2*x^2+ 211076*a*c*g*r*x^3-3855*a*c*p^5-9287*a*c*p^4*q-19275*a*c*p^4*r+72560*a*c*p^4*x-\ 7015*a*c*p^3*q^2-37148*a*c*p^3*q*r+171884*a*c*p^3*q*x-38550*a*c*p^3*r^2+329236* a*c*p^3*r*x-237279*a*c*p^3*x^2-1589*a*c*p^2*q^3-21045*a*c*p^2*q^2*r+127344*a*c* p^2*q^2*x-55722*a*c*p^2*q*r^2+556664*a*c*p^2*q*r*x-535697*a*c*p^2*q*x^2-38550*a *c*p^2*r^3+552348*a*c*p^2*r^2*x-904807*a*c*p^2*r*x^2+147184*a*c*p^2*x^3-6*a*c*p *q^4-3178*a*c*p*q^3*r+29276*a*c*p*q^3*x-21045*a*c*p*q^2*r^2+247840*a*c*p*q^2*r* x-359557*a*c*p*q^2*x^2-37148*a*c*p*q*r^3+597676*a*c*p*q*r^2*x-1268450*a*c*p*q*r *x^2+294368*a*c*p*q*x^3-19275*a*c*p*r^4+407228*a*c*p*r^3*x-1161719*a*c*p*r^2*x^ 2+422372*a*c*p*r*x^3-6*a*c*q^4*r+1256*a*c*q^4*x-1589*a*c*q^3*r^2+20412*a*c*q^3* r*x-61139*a*c*q^3*x^2-7015*a*c*q^2*r^3+120496*a*c*q^2*r^2*x-363643*a*c*q^2*r*x^ 2+147184*a*c*q^2*x^3-9287*a*c*q*r^4+212896*a*c*q*r^3*x-760191*a*c*q*r^2*x^2+ 422372*a*c*q*r*x^3-3855*a*c*r^5+111556*a*c*r^4*x-494191*a*c*r^3*x^2+337688*a*c* r^2*x^3-8*a*g^5*p-a*g^5*q-8*a*g^5*r-231*a*g^4*p^2-39*a*g^4*p*q-462*a*g^4*p*r+ 644*a*g^4*p*x-4*a*g^4*q^2-39*a*g^4*q*r+324*a*g^4*q*x-231*a*g^4*r^2+546*a*g^4*r* x-989*a*g^3*p^3-794*a*g^3*p^2*q-2967*a*g^3*p^2*r+7978*a*g^3*p^2*x-58*a*g^3*p*q^ 2-1588*a*g^3*p*q*r+6180*a*g^3*p*q*x-2967*a*g^3*p*r^2+18087*a*g^3*p*r*x-7983*a*g ^3*p*x^2-4*a*g^3*q^3-58*a*g^3*q^2*r+1028*a*g^3*q^2*x-794*a*g^3*q*r^2+4565*a*g^3 *q*r*x-5295*a*g^3*q*x^2-989*a*g^3*r^3+10109*a*g^3*r^2*x-6454*a*g^3*r*x^2-1669*a *g^2*p^4-2584*a*g^2*p^3*q-6676*a*g^2*p^3*r+21894*a*g^2*p^3*x-934*a*g^2*p^2*q^2-\ 7752*a*g^2*p^2*q*r+32908*a*g^2*p^2*q*x-10014*a*g^2*p^2*r^2+75458*a*g^2*p^2*r*x-\ 44732*a*g^2*p^2*x^2-20*a*g^2*p*q^3-1868*a*g^2*p*q^2*r+12010*a*g^2*p*q^2*x-7752* a*g^2*p*q*r^2+67062*a*g^2*p*q*r*x-61807*a*g^2*p*q*x^2-6676*a*g^2*p*r^3+85234*a* g^2*p*r^2*x-110062*a*g^2*p*r*x^2+13684*a*g^2*p*x^3-a*g^2*q^4-20*a*g^2*q^3*r+996 *a*g^2*q^3*x-934*a*g^2*q^2*r^2+8172*a*g^2*q^2*r*x-17075*a*g^2*q^2*x^2-2584*a*g^ 2*q*r^3+34154*a*g^2*q*r^2*x-59205*a*g^2*q*r*x^2+13684*a*g^2*q*x^3-1669*a*g^2*r^ 4+31670*a*g^2*r^3*x-72396*a*g^2*r^2*x^2+15270*a*g^2*r*x^3-1247*a*g*p^5-2937*a*g *p^4*q-6235*a*g*p^4*r+22366*a*g*p^4*x-2125*a*g*p^3*q^2-11748*a*g*p^3*q*r+52000* a*g*p^3*q*x-12470*a*g*p^3*r^2+102509*a*g*p^3*r*x-67369*a*g*p^3*x^2-427*a*g*p^2* q^3-6375*a*g*p^2*q^2*r+37230*a*g*p^2*q^2*x-17622*a*g*p^2*q*r^2+168950*a*g*p^2*q *r*x-150841*a*g*p^2*q*x^2-12470*a*g*p^2*r^3+173331*a*g*p^2*r^2*x-259742*a*g*p^2 *r*x^2+36844*a*g*p^2*x^3+8*a*g*p*q^4-854*a*g*p*q^3*r+7924*a*g*p*q^3*x-6375*a*g* p*q^2*r^2+71161*a*g*p*q^2*r*x-99575*a*g*p*q^2*x^2-11748*a*g*p*q*r^3+181900*a*g* p*q*r^2*x-355172*a*g*p*q*r*x^2+73688*a*g*p*q*x^3-6235*a*g*p*r^4+128599*a*g*p*r^ 3*x-340070*a*g*p*r^2*x^2+103224*a*g*p*r*x^3+8*a*g*q^4*r+328*a*g*q^4*x-427*a*g*q ^3*r^2+4720*a*g*q^3*r*x-16103*a*g*q^3*x^2-2125*a*g*q^2*r^3+33931*a*g*q^2*r^2*x-\ 95430*a*g*q^2*r*x^2+36844*a*g*q^2*x^3-2937*a*g*q*r^4+64950*a*g*q*r^3*x-213956*a *g*q*r^2*x^2+103224*a*g*q*r*x^3-1247*a*g*r^5+35411*a*g*r^4*x-147697*a*g*r^3*x^2 +86672*a*g*r^2*x^3-344*a*p^6-1103*a*p^5*q-2064*a*p^5*r+7782*a*p^5*x-1242*a*p^4* q^2-5515*a*p^4*q*r+24848*a*p^4*q*x-5160*a*p^4*r^2+44316*a*p^4*r*x-30516*a*p^4*x ^2-548*a*p^3*q^3-4968*a*p^3*q^2*r+27876*a*p^3*q^2*x-11030*a*p^3*q*r^2+109548*a* p^3*q*r*x-95957*a*p^3*q*x^2-6880*a*p^3*r^3+99444*a*p^3*r^2*x-157660*a*p^3*r*x^2 +23024*a*p^3*x^3-62*a*p^2*q^4-1644*a*p^2*q^3*r+12360*a*p^2*q^3*x-7452*a*p^2*q^2 *r^2+86877*a*p^2*q^2*r*x-104775*a*p^2*q^2*x^2-11030*a*p^2*q*r^3+179556*a*p^2*q* r^2*x-355782*a*p^2*q*r*x^2+69072*a*p^2*q*x^3-5160*a*p^2*r^4+110256*a*p^2*r^3*x-\ 306140*a*p^2*r^2*x^2+100172*a*p^2*r*x^3+3*a*p*q^5-124*a*p*q^4*r+1574*a*p*q^4*x-\ 1644*a*p*q^3*r^2+22374*a*p*q^3*r*x-43743*a*p*q^3*x^2-4968*a*p*q^2*r^3+90126*a*p *q^2*r^2*x-238584*a*p*q^2*r*x^2+69072*a*p*q^2*x^3-5515*a*p*q*r^4+129860*a*p*q*r ^3*x-442105*a*p*q*r^2*x^2+200344*a*p*q*r*x^3-2064*a*p*r^5+60534*a*p*r^4*x-\ 261364*a*p*r^3*x^2+157758*a*p*r^2*x^3+3*a*q^5*r+24*a*q^5*x-62*a*q^4*r^2+729*a*q ^4*r*x-4409*a*q^4*x^2-548*a*q^3*r^3+10014*a*q^3*r^2*x-40462*a*q^3*r*x^2+23024*a *q^3*x^3-1242*a*q^2*r^4+31125*a*q^2*r^3*x-135965*a*q^2*r^2*x^2+100172*a*q^2*r*x ^3-1103*a*q*r^5+35004*a*q*r^4*x-182280*a*q*r^3*x^2+157758*a*q*r^2*x^3-344*a*r^6 +13188*a*r^5*x-82368*a*r^4*x^2+85118*a*r^3*x^3-48*b^5*c^2-16*b^5*c*g-96*b^5*c*p -96*b^5*c*r+832*b^5*c*x-16*b^5*g*p-16*b^5*g*r-36*b^5*p^2-72*b^5*p*r+448*b^5*p*x -36*b^5*r^2+672*b^5*r*x-704*b^4*c^3-440*b^4*c^2*g-1816*b^4*c^2*p-120*b^4*c^2*q-\ 1816*b^4*c^2*r+11504*b^4*c^2*x-48*b^4*c*g^2-756*b^4*c*g*p-40*b^4*c*g*q-756*b^4* c*g*r+3168*b^4*c*g*x-1304*b^4*c*p^2-260*b^4*c*p*q-2608*b^4*c*p*r+13344*b^4*c*p* x-260*b^4*c*q*r+2816*b^4*c*q*x-1304*b^4*c*r^2+16728*b^4*c*r*x-9336*b^4*c*x^2-48 *b^4*g^2*p-48*b^4*g^2*r-276*b^4*g*p^2-44*b^4*g*p*q-552*b^4*g*p*r+1872*b^4*g*p*x -44*b^4*g*q*r+368*b^4*g*q*x-276*b^4*g*r^2+2560*b^4*g*r*x-286*b^4*p^3-108*b^4*p^ 2*q-858*b^4*p^2*r+3812*b^4*p^2*x-216*b^4*p*q*r+1880*b^4*p*q*x-858*b^4*p*r^2+ 9556*b^4*p*r*x-4908*b^4*p*x^2-108*b^4*q*r^2+2456*b^4*q*r*x-3072*b^4*q*x^2-286*b ^4*r^3+5744*b^4*r^2*x-6876*b^4*r*x^2-3040*b^3*c^4-3064*b^3*c^3*g-9576*b^3*c^3*p -1408*b^3*c^3*q-9576*b^3*c^3*r+53408*b^3*c^3*x-884*b^3*c^2*g^2-7384*b^3*c^2*g*p -892*b^3*c^2*g*q-7384*b^3*c^2*g*r+34392*b^3*c^2*g*x-9952*b^3*c^2*p^2-3916*b^3*c ^2*p*q-19904*b^3*c^2*p*r+96120*b^3*c^2*p*x-108*b^3*c^2*q^2-3916*b^3*c^2*q*r+ 30272*b^3*c^2*q*x-9952*b^3*c^2*r^2+112820*b^3*c^2*r*x-87376*b^3*c^2*x^2-56*b^3* c*g^3-1500*b^3*c*g^2*p-100*b^3*c*g^2*q-1500*b^3*c*g^2*r+4560*b^3*c*g^2*x-5256*b ^3*c*g*p^2-1694*b^3*c*g*p*q-10512*b^3*c*g*p*r+42160*b^3*c*g*p*x-36*b^3*c*g*q^2-\ 1694*b^3*c*g*q*r+11936*b^3*c*g*q*x-5256*b^3*c*g*r^2+50388*b^3*c*g*r*x-27320*b^3 *c*g*x^2-4258*b^3*c*p^3-3132*b^3*c*p^2*q-12774*b^3*c*p^2*r+55992*b^3*c*p^2*x-\ 244*b^3*c*p*q^2-6264*b^3*c*p*q*r+40772*b^3*c*p*q*x-12774*b^3*c*p*r^2+132730*b^3 *c*p*r*x-94832*b^3*c*p*x^2-244*b^3*c*q^2*r+3408*b^3*c*q^2*x-3132*b^3*c*q*r^2+ 45902*b^3*c*q*r*x-56872*b^3*c*q*x^2-4258*b^3*c*r^3+76738*b^3*c*r^2*x-123200*b^3 *c*r*x^2+17504*b^3*c*x^3-56*b^3*g^3*p-56*b^3*g^3*r-569*b^3*g^2*p^2-108*b^3*g^2* p*q-1138*b^3*g^2*p*r+2856*b^3*g^2*p*x-108*b^3*g^2*q*r+888*b^3*g^2*q*x-569*b^3*g ^2*r^2+3608*b^3*g^2*r*x-1159*b^3*g*p^3-686*b^3*g*p^2*q-3477*b^3*g*p^2*r+12706*b ^3*g*p^2*x-40*b^3*g*p*q^2-1372*b^3*g*p*q*r+7784*b^3*g*p*q*x-3477*b^3*g*p*r^2+ 30986*b^3*g*p*r*x-14994*b^3*g*p*x^2-40*b^3*g*q^2*r+736*b^3*g*q^2*x-686*b^3*g*q* r^2+8366*b^3*g*q*r*x-9612*b^3*g*q*x^2-1159*b^3*g*r^3+18280*b^3*g*r^2*x-18534*b^ 3*g*r*x^2-648*b^3*p^4-765*b^3*p^3*q-2592*b^3*p^3*r+10602*b^3*p^3*x-117*b^3*p^2* q^2-2295*b^3*p^2*q*r+13246*b^3*p^2*q*x-3888*b^3*p^2*r^2+37976*b^3*p^2*r*x-25412 *b^3*p^2*x^2-234*b^3*p*q^2*r+2644*b^3*p*q^2*x-2295*b^3*p*q*r^2+29836*b^3*p*q*r* x-32744*b^3*p*q*x^2-2592*b^3*p*r^3+44146*b^3*p*r^2*x-68632*b^3*p*r*x^2+8752*b^3 *p*x^3-117*b^3*q^2*r^2+3004*b^3*q^2*r*x-7332*b^3*q^2*x^2-765*b^3*q*r^3+16590*b^ 3*q*r^2*x-35556*b^3*q*r*x^2+8752*b^3*q*x^3-648*b^3*r^4+16772*b^3*r^3*x-46182*b^ 3*r^2*x^2+9844*b^3*r*x^3-5696*b^2*c^5-8088*b^2*c^4*g-21272*b^2*c^4*p-4432*b^2*c ^4*q-21272*b^2*c^4*r+110592*b^2*c^4*x-3944*b^2*c^3*g^2-24628*b^2*c^3*g*p-4572*b ^2*c^3*g*q-24628*b^2*c^3*g*r+115864*b^2*c^3*g*x-28976*b^2*c^3*p^2-14856*b^2*c^3 *p*q-57952*b^2*c^3*p*r+272200*b^2*c^3*p*x-936*b^2*c^3*q^2-14856*b^2*c^3*q*r+ 100512*b^2*c^3*q*x-28976*b^2*c^3*r^2+306748*b^2*c^3*r*x-275232*b^2*c^3*x^2-726* b^2*c^2*g^3-9358*b^2*c^2*g^2*p-1358*b^2*c^2*g^2*q-9358*b^2*c^2*g^2*r+36540*b^2* c^2*g^2*x-25622*b^2*c^2*g*p^2-11908*b^2*c^2*g*p*q-51244*b^2*c^2*g*p*r+217188*b^ 2*c^2*g*p*x-598*b^2*c^2*g*q^2-11908*b^2*c^2*g*q*r+75976*b^2*c^2*g*q*x-25622*b^2 *c^2*g*r^2+246166*b^2*c^2*g*r*x-189780*b^2*c^2*g*x^2-18402*b^2*c^2*p^3-17054*b^ 2*c^2*p^2*q-55206*b^2*c^2*p^2*r+241448*b^2*c^2*p^2*x-2744*b^2*c^2*p*q^2-34108*b ^2*c^2*p*q*r+204408*b^2*c^2*p*q*x-55206*b^2*c^2*p*r^2+553748*b^2*c^2*p*r*x-\ 454548*b^2*c^2*p*x^2-42*b^2*c^2*q^3-2744*b^2*c^2*q^2*r+26652*b^2*c^2*q^2*x-\ 17054*b^2*c^2*q*r^2+218144*b^2*c^2*q*r*x-280296*b^2*c^2*q*x^2-18402*b^2*c^2*r^3 +312300*b^2*c^2*r^2*x-567220*b^2*c^2*r*x^2+112608*b^2*c^2*x^3-32*b^2*c*g^4-1245 *b^2*c*g^3*p-90*b^2*c*g^3*q-1245*b^2*c*g^3*r+3128*b^2*c*g^3*x-6768*b^2*c*g^2*p^ 2-2524*b^2*c*g^2*p*q-13536*b^2*c*g^2*p*r+46968*b^2*c*g^2*p*x-68*b^2*c*g^2*q^2-\ 2524*b^2*c*g^2*q*r+15280*b^2*c*g^2*q*x-6768*b^2*c*g^2*r^2+53754*b^2*c*g^2*r*x-\ 29094*b^2*c*g^2*x^2-11053*b^2*c*g*p^3-9362*b^2*c*g*p^2*q-33159*b^2*c*g*p^2*r+ 131164*b^2*c*g*p^2*x-1218*b^2*c*g*p*q^2-18724*b^2*c*g*p*q*r+103842*b^2*c*g*p*q* x-33159*b^2*c*g*p*r^2+304539*b^2*c*g*p*r*x-211924*b^2*c*g*p*x^2-14*b^2*c*g*q^3-\ 1218*b^2*c*g*q^2*r+12656*b^2*c*g*q^2*x-9362*b^2*c*g*q*r^2+108215*b^2*c*g*q*r*x-\ 129526*b^2*c*g*q*x^2-11053*b^2*c*g*r^3+173375*b^2*c*g*r^2*x-260396*b^2*c*g*r*x^ 2+38432*b^2*c*g*x^3-5522*b^2*c*p^4-8015*b^2*c*p^3*q-22088*b^2*c*p^3*r+91762*b^2 *c*p^3*x-2578*b^2*c*p^2*q^2-24045*b^2*c*p^2*q*r+131792*b^2*c*p^2*q*x-33132*b^2* c*p^2*r^2+319099*b^2*c*p^2*r*x-243164*b^2*c*p^2*x^2-85*b^2*c*p*q^3-5156*b^2*c*p *q^2*r+41838*b^2*c*p*q^2*x-24045*b^2*c*p*q*r^2+288622*b^2*c*p*q*r*x-326820*b^2* c*p*q*x^2-22088*b^2*c*p*r^3+362912*b^2*c*p*r^2*x-630772*b^2*c*p*r*x^2+107712*b^ 2*c*p*x^3-85*b^2*c*q^3*r+1808*b^2*c*q^3*x-2578*b^2*c*q^2*r^2+41609*b^2*c*q^2*r* x-83656*b^2*c*q^2*x^2-8015*b^2*c*q*r^3+156830*b^2*c*q*r^2*x-368308*b^2*c*q*r*x^ 2+107712*b^2*c*q*x^3-5522*b^2*c*r^4+135575*b^2*c*r^3*x-409110*b^2*c*r^2*x^2+ 147092*b^2*c*r*x^3-32*b^2*g^4*p-32*b^2*g^4*r-496*b^2*g^3*p^2-95*b^2*g^3*p*q-992 *b^2*g^3*p*r+2036*b^2*g^3*p*x-95*b^2*g^3*q*r+780*b^2*g^3*q*x-496*b^2*g^3*r^2+ 2384*b^2*g^3*r*x-1522*b^2*g^2*p^3-1054*b^2*g^2*p^2*q-4566*b^2*g^2*p^2*r+14876*b ^2*g^2*p^2*x-74*b^2*g^2*p*q^2-2108*b^2*g^2*p*q*r+10158*b^2*g^2*p*q*x-4566*b^2*g ^2*p*r^2+35522*b^2*g^2*p*r*x-16556*b^2*g^2*p*x^2-74*b^2*g^2*q^2*r+1352*b^2*g^2* q^2*x-1054*b^2*g^2*q*r^2+9683*b^2*g^2*q*r*x-10780*b^2*g^2*q*x^2-1522*b^2*g^2*r^ 3+20646*b^2*g^2*r^2*x-18232*b^2*g^2*r*x^2-1690*b^2*g*p^4-2271*b^2*g*p^3*q-6760* b^2*g*p^3*r+25492*b^2*g*p^3*x-592*b^2*g*p^2*q^2-6813*b^2*g*p^2*q*r+34454*b^2*g* p^2*q*x-10140*b^2*g*p^2*r^2+90152*b^2*g*p^2*r*x-57905*b^2*g*p^2*x^2-11*b^2*g*p* q^3-1184*b^2*g*p*q^2*r+9454*b^2*g*p*q^2*x-6813*b^2*g*p*q*r^2+74807*b^2*g*p*q*r* x-76591*b^2*g*p*q*x^2-6760*b^2*g*p*r^3+103828*b^2*g*p*r^2*x-151906*b^2*g*p*r*x^ 2+19216*b^2*g*p*x^3-11*b^2*g*q^3*r+492*b^2*g*q^3*x-592*b^2*g*q^2*r^2+8433*b^2*g *q^2*r*x-18686*b^2*g*q^2*x^2-2271*b^2*g*q*r^3+40353*b^2*g*q*r^2*x-79981*b^2*g*q *r*x^2+19216*b^2*g*q*x^3-1690*b^2*g*r^4+39168*b^2*g*r^3*x-101745*b^2*g*r^2*x^2+ 21530*b^2*g*r*x^3-631*b^2*p^5-1316*b^2*p^4*q-3155*b^2*p^4*r+12644*b^2*p^4*x-739 *b^2*p^3*q^2-5264*b^2*p^3*q*r+26868*b^2*p^3*q*x-6310*b^2*p^3*r^2+58936*b^2*p^3* r*x-42375*b^2*p^3*x^2-54*b^2*p^2*q^3-2217*b^2*p^2*q^2*r+15804*b^2*p^2*q^2*x-\ 7896*b^2*p^2*q*r^2+90045*b^2*p^2*q*r*x-90828*b^2*p^2*q*x^2-6310*b^2*p^2*r^3+ 100944*b^2*p^2*r^2*x-168643*b^2*p^2*r*x^2+25704*b^2*p^2*x^3-108*b^2*p*q^3*r+ 1580*b^2*p*q^3*x-2217*b^2*p*q^2*r^2+32565*b^2*p*q^2*r*x-54531*b^2*p*q^2*x^2-\ 5264*b^2*p*q*r^3+99486*b^2*p*q*r^2*x-220950*b^2*p*q*r*x^2+51408*b^2*p*q*x^3-\ 3155*b^2*p*r^4+75656*b^2*p*r^3*x-222886*b^2*p*r^2*x^2+72014*b^2*p*r*x^3-54*b^2* q^3*r^2+1456*b^2*q^3*r*x-6078*b^2*q^3*x^2-739*b^2*q^2*r^3+16761*b^2*q^2*r^2*x-\ 52307*b^2*q^2*r*x^2+25704*b^2*q^2*x^3-1316*b^2*q*r^4+36309*b^2*q*r^3*x-133469*b ^2*q*r^2*x^2+72014*b^2*q*r*x^3-631*b^2*r^5+21004*b^2*r^4*x-96618*b^2*r^3*x^2+ 60290*b^2*r^2*x^3-4848*b*c^6-8984*b*c^5*g-20992*b*c^5*p-5344*b*c^5*q-20992*b*c^ 5*r+104864*b*c^5*x-6276*b*c^4*g^2-32904*b*c^4*g*p-7780*b*c^4*g*q-32904*b*c^4*g* r+154344*b*c^4*g*x-35724*b*c^4*p^2-20828*b*c^4*p*q-71448*b*c^4*p*r+330944*b*c^4 *p*x-1900*b*c^4*q^2-20828*b*c^4*q*r+131808*b*c^4*q*x-35724*b*c^4*r^2+360728*b*c ^4*r*x-355304*b*c^4*x^2-1998*b*c^3*g^3-18888*b*c^3*g^2*p-3912*b*c^3*g^2*q-18888 *b*c^3*g^2*r+79824*b*c^3*g^2*x-45228*b*c^3*g*p^2-25066*b*c^3*g*p*q-90456*b*c^3* g*p*r+393536*b*c^3*g*p*x-1994*b*c^3*g*q^2-25066*b*c^3*g*q*r+152304*b*c^3*g*q*x-\ 45228*b*c^3*g*r^2+430028*b*c^3*g*r*x-390096*b*c^3*g*x^2-30396*b*c^3*p^3-31318*b *c^3*p^2*q-91188*b*c^3*p^2*r+398072*b*c^3*p^2*x-6530*b*c^3*p*q^2-62636*b*c^3*p* q*r+362488*b*c^3*p*q*x-91188*b*c^3*p*r^2+891352*b*c^3*p*r*x-791412*b*c^3*p*x^2-\ 232*b*c^3*q^3-6530*b*c^3*q^2*r+56320*b*c^3*q^2*x-31318*b*c^3*q*r^2+372400*b*c^3 *q*r*x-499972*b*c^3*q*x^2-30396*b*c^3*r^3+493280*b*c^3*r^2*x-960668*b*c^3*r*x^2 +221440*b*c^3*x^3-268*b*c^2*g^4-4742*b*c^2*g^3*p-749*b*c^2*g^3*q-4742*b*c^2*g^3 *r+16498*b*c^2*g^3*x-19929*b*c^2*g^2*p^2-9952*b*c^2*g^2*p*q-39858*b*c^2*g^2*p*r +155536*b*c^2*g^2*p*x-604*b*c^2*g^2*q^2-9952*b*c^2*g^2*q*r+57480*b*c^2*g^2*q*x-\ 19929*b*c^2*g^2*r^2+170458*b*c^2*g^2*r*x-132966*b*c^2*g^2*x^2-29123*b*c^2*g*p^3 -28790*b*c^2*g*p^2*q-87369*b*c^2*g*p^2*r+359346*b*c^2*g*p^2*x-5430*b*c^2*g*p*q^ 2-57580*b*c^2*g*p*q*r+317244*b*c^2*g*p*q*x-87369*b*c^2*g*p*r^2+809410*b*c^2*g*p *r*x-658200*b*c^2*g*p*x^2-149*b*c^2*g*q^3-5430*b*c^2*g*q^2*r+47154*b*c^2*g*q^2* x-28790*b*c^2*g*q*r^2+321996*b*c^2*g*q*r*x-411008*b*c^2*g*q*x^2-29123*b*c^2*g*r ^3+450064*b*c^2*g*r^2*x-792940*b*c^2*g*r*x^2+161808*b*c^2*g*x^3-13690*b*c^2*p^4 -21836*b*c^2*p^3*q-54760*b*c^2*p^3*r+228688*b*c^2*p^3*x-8784*b*c^2*p^2*q^2-\ 65508*b*c^2*p^2*q*r+351652*b*c^2*p^2*q*x-82140*b*c^2*p^2*r^2+780172*b*c^2*p^2*r *x-636470*b*c^2*p^2*x^2-644*b*c^2*p*q^3-17568*b*c^2*p*q^2*r+132080*b*c^2*p*q^2* x-65508*b*c^2*p*q*r^2+753600*b*c^2*p*q*r*x-879368*b*c^2*p*q*x^2-54760*b*c^2*p*r ^3+874280*b*c^2*p*r^2*x-1610960*b*c^2*p*r*x^2+312992*b*c^2*p*x^3-6*b*c^2*q^4-\ 644*b*c^2*q^3*r+9116*b*c^2*q^3*x-8784*b*c^2*q^2*r^2+124844*b*c^2*q^2*r*x-242898 *b*c^2*q^2*x^2-21836*b*c^2*q*r^3+401948*b*c^2*q*r^2*x-991912*b*c^2*q*r*x^2+ 312992*b*c^2*q*x^3-13690*b*c^2*r^4+322796*b*c^2*r^3*x-1022754*b*c^2*r^2*x^2+ 443752*b*c^2*r*x^3-9*b*c*g^5-468*b*c*g^4*p-35*b*c*g^4*q-468*b*c*g^4*r+1032*b*c* g^4*x-3515*b*c*g^3*p^2-1385*b*c*g^3*p*q-7030*b*c*g^3*p*r+22132*b*c*g^3*p*x-41*b *c*g^3*q^2-1385*b*c*g^3*q*r+7736*b*c*g^3*q*x-3515*b*c*g^3*r^2+24309*b*c*g^3*r*x -13372*b*c*g^3*x^2-8749*b*c*g^2*p^3-7924*b*c*g^2*p^2*q-26247*b*c*g^2*p^2*r+ 97212*b*c*g^2*p^2*x-1195*b*c*g^2*p*q^2-15848*b*c*g^2*p*q*r+80656*b*c*g^2*p*q*x-\ 26247*b*c*g^2*p*r^2+221674*b*c*g^2*p*r*x-152343*b*c*g^2*p*x^2-17*b*c*g^2*q^3-\ 1195*b*c*g^2*q^2*r+11420*b*c*g^2*q^2*x-7924*b*c*g^2*q*r^2+79161*b*c*g^2*q*r*x-\ 94203*b*c*g^2*q*x^2-8749*b*c*g^2*r^3+124462*b*c*g^2*r^2*x-178261*b*c*g^2*r*x^2+ 27368*b*c*g^2*x^3-8816*b*c*g*p^4-13598*b*c*g*p^3*q-35264*b*c*g*p^3*r+139280*b*c *g*p^3*x-5060*b*c*g*p^2*q^2-40794*b*c*g*p^2*q*r+208532*b*c*g*p^2*q*x-52896*b*c* g*p^2*r^2+479154*b*c*g*p^2*r*x-356882*b*c*g*p^2*x^2-280*b*c*g*p*q^3-10120*b*c*g *p*q^2*r+74080*b*c*g*p*q^2*x-40794*b*c*g*p*q*r^2+445442*b*c*g*p*q*r*x-487942*b* c*g*p*q*x^2-35264*b*c*g*p*r^3+540468*b*c*g*p*r^2*x-907756*b*c*g*p*r*x^2+154592* b*c*g*p*x^3-2*b*c*g*q^4-280*b*c*g*q^3*r+4828*b*c*g*q^3*x-5060*b*c*g*q^2*r^2+ 66926*b*c*g*q^2*r*x-131060*b*c*g*q^2*x^2-13598*b*c*g*q*r^3+236910*b*c*g*q*r^2*x -536006*b*c*g*q*r*x^2+154592*b*c*g*q*x^3-8816*b*c*g*r^4+200594*b*c*g*r^3*x-\ 584744*b*c*g*r^2*x^2+211076*b*c*g*r*x^3-3109*b*c*p^5-7045*b*c*p^4*q-15545*b*c*p ^4*r+63016*b*c*p^4*x-4765*b*c*p^3*q^2-28180*b*c*p^3*q*r+142396*b*c*p^3*q*x-\ 31090*b*c*p^3*r^2+288820*b*c*p^3*r*x-221053*b*c*p^3*x^2-831*b*c*p^2*q^3-14295*b *c*p^2*q^2*r+96144*b*c*p^2*q^2*x-42270*b*c*p^2*q*r^2+469660*b*c*p^2*q*r*x-\ 487019*b*c*p^2*q*x^2-31090*b*c*p^2*r^3+488364*b*c*p^2*r^2*x-858587*b*c*p^2*r*x^ 2+147184*b*c*p^2*x^3-2*b*c*p*q^4-1662*b*c*p*q^3*r+17164*b*c*p*q^3*x-14295*b*c*p *q^2*r^2+195080*b*c*p*q^2*r*x-310879*b*c*p*q^2*x^2-28180*b*c*p*q*r^3+512132*b*c *p*q*r^2*x-1176010*b*c*p*q*r*x^2+294368*b*c*p*q*x^3-15545*b*c*p*r^4+362332*b*c* p*r^3*x-1109625*b*c*p*r^2*x^2+422372*b*c*p*r*x^3-2*b*c*q^4*r+400*b*c*q^4*x-831* b*c*q^3*r^2+14240*b*c*q^3*r*x-44913*b*c*q^3*x^2-4765*b*c*q^2*r^3+98936*b*c*q^2* r^2*x-317423*b*c*q^2*r*x^2+147184*b*c*q^2*x^3-7045*b*c*q*r^4+184868*b*c*q*r^3*x -708097*b*c*q*r^2*x^2+422372*b*c*q*r*x^3-3109*b*c*r^5+99772*b*c*r^4*x-472091*b* c*r^3*x^2+337688*b*c*r^2*x^3-9*b*g^5*p-9*b*g^5*r-196*b*g^4*p^2-36*b*g^4*p*q-392 *b*g^4*p*r+690*b*g^4*p*x-36*b*g^4*q*r+298*b*g^4*q*x-196*b*g^4*r^2+748*b*g^4*r*x -811*b*g^3*p^3-605*b*g^3*p^2*q-2433*b*g^3*p^2*r+7342*b*g^3*p^2*x-43*b*g^3*p*q^2 -1210*b*g^3*p*q*r+5316*b*g^3*p*q*x-2433*b*g^3*p*r^2+17235*b*g^3*p*r*x-7845*b*g^ 3*p*x^2-43*b*g^3*q^2*r+800*b*g^3*q^2*x-605*b*g^3*q*r^2+4629*b*g^3*q*r*x-5157*b* g^3*q*x^2-811*b*g^3*r^3+9893*b*g^3*r^2*x-7766*b*g^3*r*x^2-1352*b*g^2*p^4-1944*b *g^2*p^3*q-5408*b*g^2*p^3*r+19350*b*g^2*p^3*x-604*b*g^2*p^2*q^2-5832*b*g^2*p^2* q*r+27426*b*g^2*p^2*q*x-8112*b*g^2*p^2*r^2+67763*b*g^2*p^2*r*x-42343*b*g^2*p^2* x^2-12*b*g^2*p*q^3-1208*b*g^2*p*q^2*r+8678*b*g^2*p*q^2*x-5832*b*g^2*p*q*r^2+ 58040*b*g^2*p*q*r*x-57029*b*g^2*p*q*x^2-5408*b*g^2*p*r^3+77476*b*g^2*p*r^2*x-\ 108468*b*g^2*p*r*x^2+13684*b*g^2*p*x^3-12*b*g^2*q^3*r+602*b*g^2*q^3*x-604*b*g^2 *q^2*r^2+6845*b*g^2*q^2*r*x-14686*b*g^2*q^2*x^2-1944*b*g^2*q*r^3+30614*b*g^2*q* r^2*x-57611*b*g^2*q*r*x^2+13684*b*g^2*q*x^3-1352*b*g^2*r^4+29063*b*g^2*r^3*x-\ 72291*b*g^2*r^2*x^2+15270*b*g^2*r*x^3-1007*b*g*p^5-2223*b*g*p^4*q-5035*b*g*p^4* r+19398*b*g*p^4*x-1423*b*g*p^3*q^2-8892*b*g*p^3*q*r+42892*b*g*p^3*q*x-10070*b*g *p^3*r^2+89779*b*g*p^3*r*x-62713*b*g*p^3*x^2-205*b*g*p^2*q^3-4269*b*g*p^2*q^2*r +27714*b*g*p^2*q^2*x-13338*b*g*p^2*q*r^2+141832*b*g*p^2*q*r*x-136873*b*g*p^2*q* x^2-10070*b*g*p^2*r^3+152949*b*g*p^2*r^2*x-246567*b*g*p^2*r*x^2+36844*b*g*p^2*x ^3+2*b*g*p*q^4-410*b*g*p*q^3*r+4344*b*g*p*q^3*x-4269*b*g*p*q^2*r^2+55115*b*g*p* q^2*r*x-85607*b*g*p*q^2*x^2-8892*b*g*p*q*r^3+154988*b*g*p*q*r^2*x-328822*b*g*p* q*r*x^2+73688*b*g*p*q*x^3-5035*b*g*p*r^4+114153*b*g*p*r^3*x-324802*b*g*p*r^2*x^ 2+103224*b*g*p*r*x^3+2*b*g*q^4*r+124*b*g*q^4*x-205*b*g*q^3*r^2+3062*b*g*q^3*r*x -11447*b*g*q^3*x^2-1423*b*g*q^2*r^3+27401*b*g*q^2*r^2*x-82255*b*g*q^2*r*x^2+ 36844*b*g*q^2*x^3-2223*b*g*q*r^4+56048*b*g*q*r^3*x-198688*b*g*q*r^2*x^2+103224* b*g*q*r*x^3-1007*b*g*r^5+31585*b*g*r^4*x-140948*b*g*r^3*x^2+86672*b*g*r^2*x^3-\ 279*b*p^6-846*b*p^5*q-1674*b*p^5*r+6688*b*p^5*x-864*b*p^4*q^2-4230*b*p^4*q*r+ 20448*b*p^4*q*x-4185*b*p^4*r^2+38371*b*p^4*r*x-28129*b*p^4*x^2-306*b*p^3*q^3-\ 3456*b*p^3*q^2*r+21216*b*p^3*q^2*x-8460*b*p^3*q*r^2+91190*b*p^3*q*r*x-86409*b*p ^3*q*x^2-5580*b*p^3*r^3+86604*b*p^3*r^2*x-147200*b*p^3*r*x^2+23024*b*p^3*x^3-9* b*p^2*q^4-918*b*p^2*q^3*r+7840*b*p^2*q^3*x-5184*b*p^2*q^2*r^2+67473*b*p^2*q^2*r *x-90453*b*p^2*q^2*x^2-8460*b*p^2*q*r^3+150882*b*p^2*q*r^2*x-324402*b*p^2*q*r*x ^2+69072*b*p^2*q*x^3-4185*b*p^2*r^4+96466*b*p^2*r^3*x-286996*b*p^2*r^2*x^2+ 100172*b*p^2*r*x^3-18*b*p*q^4*r+384*b*p*q^4*x-918*b*p*q^3*r^2+14860*b*p*q^3*r*x -34195*b*p*q^3*x^2-3456*b*p*q^2*r^3+71298*b*p*q^2*r^2*x-207204*b*p*q^2*r*x^2+ 69072*b*p*q^2*x^3-4230*b*p*q*r^4+109986*b*p*q*r^3*x-403817*b*p*q*r^2*x^2+200344 *b*p*q*r*x^3-1674*b*p*r^5+53164*b*p*r^4*x-244908*b*p*r^3*x^2+157758*b*p*r^2*x^3 -9*b*q^4*r^2+206*b*q^4*r*x-2022*b*q^4*x^2-306*b*q^3*r^3+7020*b*q^3*r^2*x-30002* b*q^3*r*x^2+23024*b*q^3*x^3-864*b*q^2*r^4+25041*b*q^2*r^3*x-116821*b*q^2*r^2*x^ 2+100172*b*q^2*r*x^3-846*b*q*r^5+29846*b*q*r^4*x-165824*b*q*r^3*x^2+157758*b*q* r^2*x^3-279*b*r^6+11619*b*r^5*x-76983*b*r^4*x^2+85118*b*r^3*x^3-1536*c^7-3536*c ^6*g-7560*c^6*p-2200*c^6*q-7560*c^6*r+37008*c^6*x-3248*c^5*g^2-15092*c^5*g*p-\ 4172*c^5*g*q-15092*c^5*g*r+70728*c^5*g*x-15696*c^5*p^2-9696*c^5*p*q-31392*c^5*p *r+143904*c^5*p*x-1104*c^5*q^2-9696*c^5*q*r+59520*c^5*q*x-15696*c^5*r^2+151832* c^5*r*x-160704*c^5*x^2-1496*c^4*g^3-11778*c^4*g^2*p-2998*c^4*g^2*q-11778*c^4*g^ 2*r+51636*c^4*g^2*x-26168*c^4*g*p^2-15776*c^4*g*p*q-52336*c^4*g*p*r+230600*c^4* g*p*x-1640*c^4*g*q^2-15776*c^4*g*q*r+93832*c^4*g*q*x-26168*c^4*g*r^2+243796*c^4 *g*r*x-245328*c^4*g*x^2-17034*c^4*p^3-18354*c^4*p^2*q-51102*c^4*p^2*r+220788*c^ 4*p^2*x-4230*c^4*p*q^2-36708*c^4*p*q*r+208632*c^4*p*q*x-51102*c^4*p*r^2+485064* c^4*p*r*x-452736*c^4*p*x^2-222*c^4*q^3-4230*c^4*q^2*r+35220*c^4*q^2*x-18354*c^4 *q*r^2+206512*c^4*q*r*x-290784*c^4*q*x^2-17034*c^4*r^3+264276*c^4*r^2*x-536976* c^4*r*x^2+135360*c^4*x^3-352*c^3*g^4-4487*c^3*g^3*p-989*c^3*g^3*q-4487*c^3*g^3* r+17622*c^3*g^3*x-16496*c^3*g^2*p^2-9452*c^3*g^2*p*q-32992*c^3*g^2*p*r+136272*c ^3*g^2*p*x-844*c^3*g^2*q^2-9452*c^3*g^2*q*r+53976*c^3*g^2*q*x-16496*c^3*g^2*r^2 +144358*c^3*g^2*r*x-133776*c^3*g^2*x^2-22759*c^3*g*p^3-24115*c^3*g*p^2*q-68277* c^3*g*p^2*r+284846*c^3*g*p^2*x-5305*c^3*g*p*q^2-48230*c^3*g*p*q*r+265108*c^3*g* p*q*x-68277*c^3*g*p*r^2+627532*c^3*g*p*r*x-556460*c^3*g*p*x^2-237*c^3*g*q^3-\ 5305*c^3*g*q^2*r+43614*c^3*g*q^2*x-24115*c^3*g*q*r^2+261024*c^3*g*q*r*x-354292* c^3*g*q*x^2-22759*c^3*g*r^3+342686*c^3*g*r^2*x-657264*c^3*g*r*x^2+155264*c^3*g* x^3-10358*c^3*p^4-17248*c^3*p^3*q-41432*c^3*p^3*r+171276*c^3*p^3*x-7548*c^3*p^2 *q^2-51744*c^3*p^2*q*r+273060*c^3*p^2*q*x-62148*c^3*p^2*r^2+577218*c^3*p^2*r*x-\ 487932*c^3*p^2*x^2-672*c^3*p*q^3-15096*c^3*p*q^2*r+110964*c^3*p*q^2*x-51744*c^3 *p*q*r^2+574436*c^3*p*q*r*x-686400*c^3*p*q*x^2-41432*c^3*p*r^3+640608*c^3*p*r^2 *x-1213572*c^3*p*r*x^2+253312*c^3*p*x^3-14*c^3*q^4-672*c^3*q^3*r+9180*c^3*q^3*x -7548*c^3*q^2*r^2+100202*c^3*q^2*r*x-198468*c^3*q^2*x^2-17248*c^3*q*r^3+301376* c^3*q*r^2*x-767076*c^3*q*r*x^2+253312*c^3*q*x^3-10358*c^3*r^4+234666*c^3*r^3*x-\ 760272*c^3*r^2*x^2+362784*c^3*r*x^3-37*c^2*g^5-841*c^2*g^4*p-139*c^2*g^4*q-841* c^2*g^4*r+2694*c^2*g^4*x-4834*c^2*g^3*p^2-2488*c^2*g^3*p*q-9668*c^2*g^3*p*r+ 35634*c^2*g^3*p*x-166*c^2*g^3*q^2-2488*c^2*g^3*q*r+13530*c^2*g^3*q*x-4834*c^2*g ^3*r^2+37787*c^2*g^3*r*x-30132*c^2*g^3*x^2-10855*c^2*g^2*p^3-11065*c^2*g^2*p^2* q-32565*c^2*g^2*p^2*r+128042*c^2*g^2*p^2*x-2207*c^2*g^2*p*q^2-22130*c^2*g^2*p*q *r+115696*c^2*g^2*p*q*x-32565*c^2*g^2*p*r^2+283742*c^2*g^2*p*r*x-230304*c^2*g^2 *p*x^2-73*c^2*g^2*q^3-2207*c^2*g^2*q^2*r+18330*c^2*g^2*q^2*x-11065*c^2*g^2*q*r^ 2+112276*c^2*g^2*q*r*x-144864*c^2*g^2*q*x^2-10855*c^2*g^2*r^3+155700*c^2*g^2*r^ 2*x-268740*c^2*g^2*r*x^2+56432*c^2*g^2*x^3-10397*c^2*g*p^4-17094*c^2*g*p^3*q-\ 41588*c^2*g*p^3*r+166638*c^2*g*p^3*x-7266*c^2*g*p^2*q^2-51282*c^2*g*p^2*q*r+ 262450*c^2*g*p^2*q*x-62382*c^2*g*p^2*r^2+563665*c^2*g*p^2*r*x-452488*c^2*g*p^2* x^2-578*c^2*g*p*q^3-14532*c^2*g*p*q^2*r+104058*c^2*g*p*q^2*x-51282*c^2*g*p*q*r^ 2+551430*c^2*g*p*q*r*x-632424*c^2*g*p*q*x^2-41588*c^2*g*p*r^3+627416*c^2*g*p*r^ 2*x-1127886*c^2*g*p*r*x^2+219168*c^2*g*p*x^3-9*c^2*g*q^4-578*c^2*g*q^3*r+8246*c ^2*g*q^3*x-7266*c^2*g*q^2*r^2+92097*c^2*g*q^2*r*x-179936*c^2*g*q^2*x^2-17094*c^ 2*g*q*r^3+288980*c^2*g*q*r^2*x-698778*c^2*g*q*r*x^2+219168*c^2*g*q*x^3-10397*c^ 2*g*r^4+230389*c^2*g*r^3*x-711306*c^2*g*r^2*x^2+310664*c^2*g*r*x^3-3540*c^2*p^5 -8352*c^2*p^4*q-17700*c^2*p^4*r+71232*c^2*p^4*x-6096*c^2*p^3*q^2-33408*c^2*p^3* q*r+166452*c^2*p^3*q*x-35400*c^2*p^3*r^2+323552*c^2*p^3*r*x-254484*c^2*p^3*x^2-\ 1296*c^2*p^2*q^3-18288*c^2*p^2*q^2*r+120168*c^2*p^2*q^2*x-50112*c^2*p^2*q*r^2+ 542958*c^2*p^2*q*r*x-570564*c^2*p^2*q*x^2-35400*c^2*p^2*r^3+543264*c^2*p^2*r^2* x-973614*c^2*p^2*r*x^2+177424*c^2*p^2*x^3-12*c^2*p*q^4-2592*c^2*p*q^3*r+25908*c ^2*p*q^3*x-18288*c^2*p*q^2*r^2+239652*c^2*p*q^2*r*x-377676*c^2*p*q^2*x^2-33408* c^2*p*q*r^3+586560*c^2*p*q*r^2*x-1365372*c^2*p*q*r*x^2+354848*c^2*p*q*x^3-17700 *c^2*p*r^4+400800*c^2*p*r^3*x-1243488*c^2*p*r^2*x^2+511776*c^2*p*r*x^3-12*c^2*q ^4*r+960*c^2*q^4*x-1296*c^2*q^3*r^2+20246*c^2*q^3*r*x-61596*c^2*q^3*x^2-6096*c^ 2*q^2*r^3+119484*c^2*q^2*r^2*x-391758*c^2*q^2*r*x^2+177424*c^2*q^2*x^3-8352*c^2 *q*r^4+210054*c^2*q*r^3*x-818376*c^2*q*r^2*x^2+511776*c^2*q*r*x^3-3540*c^2*r^5+ 109856*c^2*r^4*x-524358*c^2*r^3*x^2+400816*c^2*r^2*x^3-c*g^6-66*c*g^5*p-5*c*g^5 *q-66*c*g^5*r+132*c*g^5*x-641*c*g^4*p^2-257*c*g^4*p*q-1282*c*g^4*p*r+3760*c*g^4 *p*x-8*c*g^4*q^2-257*c*g^4*q*r+1364*c*g^4*q*x-641*c*g^4*r^2+3969*c*g^4*r*x-2244 *c*g^4*x^2-2171*c*g^3*p^3-2034*c*g^3*p^2*q-6513*c*g^3*p^2*r+23012*c*g^3*p^2*x-\ 322*c*g^3*p*q^2-4068*c*g^3*p*q*r+19598*c*g^3*p*q*x-6513*c*g^3*p*r^2+51647*c*g^3 *p*r*x-35331*c*g^3*p*x^2-5*c*g^3*q^3-322*c*g^3*q^2*r+2972*c*g^3*q^2*x-2034*c*g^ 3*q*r^2+18268*c*g^3*q*r*x-21993*c*g^3*q*x^2-2171*c*g^3*r^3+28635*c*g^3*r^2*x-\ 39600*c*g^3*r*x^2+6320*c*g^3*x^3-3331*c*g^2*p^4-5316*c*g^2*p^3*q-13324*c*g^2*p^ 3*r+50602*c*g^2*p^3*x-2112*c*g^2*p^2*q^2-15948*c*g^2*p^2*q*r+77748*c*g^2*p^2*q* x-19986*c*g^2*p^2*r^2+172625*c*g^2*p^2*r*x-126437*c*g^2*p^2*x^2-128*c*g^2*p*q^3 -4224*c*g^2*p*q^2*r+29366*c*g^2*p*q^2*x-15948*c*g^2*p*q*r^2+162810*c*g^2*p*q*r* x-174924*c*g^2*p*q*x^2-13324*c*g^2*p*r^3+193444*c*g^2*p*r^2*x-316248*c*g^2*p*r* x^2+53872*c*g^2*p*x^3-c*g^2*q^4-128*c*g^2*q^3*r+2220*c*g^2*q^3*x-2112*c*g^2*q^2 *r^2+24717*c*g^2*q^2*r*x-48487*c*g^2*q^2*x^2-5316*c*g^2*q*r^3+85062*c*g^2*q*r^2 *x-187686*c*g^2*q*r*x^2+53872*c*g^2*q*x^3-3331*c*g^2*r^4+71421*c*g^2*r^3*x-\ 202395*c*g^2*r^2*x^2+73484*c*g^2*r*x^3-2369*c*g*p^5-5537*c*g*p^4*q-11845*c*g*p^ 4*r+46396*c*g*p^4*x-3967*c*g*p^3*q^2-22148*c*g*p^3*q*r+107394*c*g*p^3*q*x-23690 *c*g*p^3*r^2+211648*c*g*p^3*r*x-158217*c*g*p^3*x^2-799*c*g*p^2*q^3-11901*c*g*p^ 2*q^2*r+76144*c*g*p^2*q^2*x-33222*c*g*p^2*q*r^2+350785*c*g*p^2*q*r*x-352905*c*g *p^2*q*x^2-23690*c*g*p^2*r^3+356568*c*g*p^2*r^2*x-608836*c*g*p^2*r*x^2+102920*c *g*p^2*x^3-1598*c*g*p*q^3*r+15690*c*g*p*q^3*x-11901*c*g*p*q^2*r^2+150700*c*g*p* q^2*r*x-231159*c*g*p*q^2*x^2-22148*c*g*p*q*r^3+379388*c*g*p*q*r^2*x-843228*c*g* p*q*r*x^2+205840*c*g*p*q*x^3-11845*c*g*p*r^4+263776*c*g*p*r^3*x-784615*c*g*p*r^ 2*x^2+295184*c*g*p*r*x^3+544*c*g*q^4*x-799*c*g*q^3*r^2+11563*c*g*q^3*r*x-36471* c*g*q^3*x^2-3967*c*g*q^2*r^3+74556*c*g*q^2*r^2*x-234392*c*g*q^2*r*x^2+102920*c* g*q^2*x^3-5537*c*g*q*r^4+135997*c*g*q*r^3*x-506693*c*g*q*r^2*x^2+295184*c*g*q*r *x^3-2369*c*g*r^5+72460*c*g*r^4*x-333996*c*g*r^3*x^2+236268*c*g*r^2*x^3-633*c*p ^6-1989*c*p^5*q-3798*c*p^5*r+15138*c*p^5*x-2166*c*p^4*q^2-9945*c*p^4*q*r+47688* c*p^4*q*x-9495*c*p^4*r^2+86181*c*p^4*r*x-64683*c*p^4*x^2-894*c*p^3*q^3-8664*c*p ^3*q^2*r+52260*c*p^3*q^2*x-19890*c*p^3*q*r^2+210866*c*p^3*q*r*x-201966*c*p^3*q* x^2-12660*c*p^3*r^3+193344*c*p^3*r^2*x-333708*c*p^3*r*x^2+55120*c*p^3*x^3-81*c* p^2*q^4-2682*c*p^2*q^3*r+22032*c*p^2*q^3*x-12996*c*p^2*q^2*r^2+164550*c*p^2*q^2 *r*x-217800*c*p^2*q^2*x^2-19890*c*p^2*q*r^3+346470*c*p^2*q*r^2*x-750570*c*p^2*q *r*x^2+165360*c*p^2*q*x^3-9495*c*p^2*r^4+214326*c*p^2*r^3*x-643230*c*p^2*r^2*x^ 2+239892*c*p^2*r*x^3+3*c*p*q^5-162*c*p*q^4*r+2346*c*p*q^4*x-2682*c*p*q^3*r^2+ 41226*c*p*q^3*r*x-88434*c*p*q^3*x^2-8664*c*p*q^2*r^3+172320*c*p*q^2*r^2*x-\ 500016*c*p*q^2*r*x^2+165360*c*p*q^2*x^3-9945*c*p*q*r^4+251094*c*p*q*r^3*x-\ 927774*c*p*q*r^2*x^2+479784*c*p*q*r*x^3-3798*c*p*r^5+117654*c*p*r^4*x-544068*c* p*r^3*x^2+370028*c*p*r^2*x^3+3*c*q^5*r+24*c*q^5*x-81*c*q^4*r^2+1361*c*q^4*r*x-\ 7917*c*q^4*x^2-894*c*q^3*r^3+19194*c*q^3*r^2*x-83154*c*q^3*r*x^2+55120*c*q^3*x^ 3-2166*c*q^2*r^4+60030*c*q^2*r^3*x-284544*c*q^2*r^2*x^2+239892*c*q^2*r*x^3-1989 *c*q*r^5+67802*c*q*r^4*x-379170*c*q*r^3*x^2+370028*c*q*r^2*x^3-633*c*r^6+25629* c*r^5*x-169863*c*r^4*x^2+194080*c*r^3*x^3-g^6*p-g^6*r-29*g^5*p^2-5*g^5*p*q-58*g ^5*p*r+90*g^5*p*x-5*g^5*q*r+42*g^5*q*x-29*g^5*r^2+90*g^5*r*x-152*g^4*p^3-118*g^ 4*p^2*q-456*g^4*p^2*r+1302*g^4*p^2*x-8*g^4*p*q^2-236*g^4*p*q*r+974*g^4*p*q*x-\ 456*g^4*p*r^2+3013*g^4*p*r*x-1351*g^4*p*x^2-8*g^4*q^2*r+154*g^4*q^2*x-118*g^4*q *r^2+786*g^4*q*r*x-893*g^4*q*x^2-152*g^4*r^3+1711*g^4*r^2*x-1212*g^4*r*x^2-340* g^3*p^4-509*g^3*p^3*q-1360*g^3*p^3*r+4684*g^3*p^3*x-172*g^3*p^2*q^2-1527*g^3*p^ 2*q*r+6842*g^3*p^2*q*x-2040*g^3*p^2*r^2+16281*g^3*p^2*r*x-9969*g^3*p^2*x^2-3*g^ 3*p*q^3-344*g^3*p*q^2*r+2336*g^3*p*q^2*x-1527*g^3*p*q*r^2+14202*g^3*p*q*r*x-\ 13596*g^3*p*q*x^2-1360*g^3*p*r^3+18510*g^3*p*r^2*x-25041*g^3*p*r*x^2+3160*g^3*p *x^3-3*g^3*q^3*r+178*g^3*q^3*x-172*g^3*q^2*r^2+1693*g^3*q^2*r*x-3627*g^3*q^2*x^ 2-509*g^3*q*r^3+7360*g^3*q*r^2*x-13347*g^3*q*r*x^2+3160*g^3*q*x^3-340*g^3*r^4+ 6913*g^3*r^3*x-16608*g^3*r^2*x^2+3512*g^3*r*x^3-381*g^2*p^5-871*g^2*p^4*q-1905* g^2*p^4*r+7124*g^2*p^4*x-597*g^2*p^3*q^2-3484*g^2*p^3*q*r+16170*g^2*p^3*q*x-\ 3810*g^2*p^3*r^2+32818*g^2*p^3*r*x-22391*g^2*p^3*x^2-105*g^2*p^2*q^3-1791*g^2*p ^2*q^2*r+11042*g^2*p^2*q^2*x-5226*g^2*p^2*q*r^2+52976*g^2*p^2*q*r*x-49505*g^2*p ^2*q*x^2-3810*g^2*p^2*r^3+55710*g^2*p^2*r^2*x-87196*g^2*p^2*r*x^2+12828*g^2*p^2 *x^3+2*g^2*p*q^4-210*g^2*p*q^3*r+2070*g^2*p*q^3*x-1791*g^2*p*q^2*r^2+21452*g^2* p*q^2*r*x-31837*g^2*p*q^2*x^2-3484*g^2*p*q*r^3+57442*g^2*p*q*r^2*x-117681*g^2*p *q*r*x^2+25656*g^2*p*q*x^3-1905*g^2*p*r^4+41462*g^2*p*r^3*x-114599*g^2*p*r^2*x^ 2+35918*g^2*p*r*x^3+2*g^2*q^4*r+74*g^2*q^4*x-105*g^2*q^3*r^2+1294*g^2*q^3*r*x-\ 4723*g^2*q^3*x^2-597*g^2*q^2*r^3+10410*g^2*q^2*r^2*x-30485*g^2*q^2*r*x^2+12828* g^2*q^2*x^3-871*g^2*q*r^4+20636*g^2*q*r^3*x-71056*g^2*q*r^2*x^2+35918*g^2*q*r*x ^3-381*g^2*r^5+11446*g^2*r^4*x-49794*g^2*r^3*x^2+30248*g^2*r^2*x^3-211*g*p^6-\ 659*g*p^5*q-1266*g*p^5*r+4942*g*p^5*x-710*g*p^4*q^2-3295*g*p^4*q*r+15456*g*p^4* q*x-3165*g*p^4*r^2+28259*g*p^4*r*x-20211*g*p^4*x^2-286*g*p^3*q^3-2840*g*p^3*q^2 *r+16724*g*p^3*q^2*x-6590*g*p^3*q*r^2+68524*g*p^3*q*r*x-62838*g*p^3*q*x^2-4220* g*p^3*r^3+63616*g*p^3*r^2*x-105093*g*p^3*r*x^2+16076*g*p^3*x^3-23*g*p^2*q^4-858 *g*p^2*q^3*r+6856*g*p^2*q^3*x-4260*g*p^2*q^2*r^2+52566*g*p^2*q^2*r*x-67248*g*p^ 2*q^2*x^2-6590*g*p^2*q*r^3+112836*g*p^2*q*r^2*x-234357*g*p^2*q*r*x^2+48228*g*p^ 2*q*x^3-3165*g*p^2*r^4+70714*g*p^2*r^3*x-204576*g*p^2*r^2*x^2+69880*g*p^2*r*x^3 +g*p*q^5-46*g*p*q^4*r+654*g*p*q^4*x-858*g*p*q^3*r^2+12596*g*p*q^3*r*x-26826*g*p *q^3*x^2-2840*g*p*q^2*r^3+54960*g*p*q^2*r^2*x-153435*g*p*q^2*r*x^2+48228*g*p*q^ 2*x^3-3295*g*p*q*r^4+81924*g*p*q*r^3*x-291588*g*p*q*r^2*x^2+139760*g*p*q*r*x^3-\ 1266*g*p*r^5+38906*g*p*r^4*x-174717*g*p*r^3*x^2+110120*g*p*r^2*x^3+g*q^5*r+8*g* q^5*x-23*g*q^4*r^2+295*g*q^4*r*x-2205*g*q^4*x^2-286*g*q^3*r^3+5740*g*q^3*r^2*x-\ 24171*g*q^3*r*x^2+16076*g*q^3*x^3-710*g*q^2*r^4+19118*g*q^2*r^3*x-87012*g*q^2*r ^2*x^2+69880*g*q^2*r*x^3-659*g*q*r^5+22156*g*q*r^4*x-120069*g*q*r^3*x^2+110120* g*q*r^2*x^3-211*g*r^6+8491*g*r^5*x-55023*g*r^4*x^2+59432*g*r^3*x^3-46*p^7-184*p ^6*q-322*p^6*r+1290*p^6*x-276*p^5*q^2-1104*p^5*q*r+5184*p^5*q*x-966*p^5*r^2+ 8783*p^5*r*x-6438*p^5*x^2-184*p^4*q^3-1380*p^4*q^2*r+7836*p^4*q^2*x-2760*p^4*q* r^2+28820*p^4*q*r*x-25968*p^4*q*x^2-1610*p^4*r^3+24565*p^4*r^2*x-41586*p^4*r*x^ 2+6408*p^4*x^3-46*p^3*q^4-736*p^3*q^3*r+5304*p^3*q^3*x-2760*p^3*q^2*r^2+33744*p ^3*q^2*r*x-39492*p^3*q^2*x^2-3680*p^3*q*r^3+63440*p^3*q*r^2*x-130719*p^3*q*r*x^ 2+25632*p^3*q*x^3-1610*p^3*r^4+36230*p^3*r^3*x-106611*p^3*r^2*x^2+37350*p^3*r*x ^3-138*p^2*q^4*r+1386*p^2*q^4*x-1104*p^2*q^3*r^2+16142*p^2*q^3*r*x-27048*p^2*q^ 3*x^2-2760*p^2*q^2*r^3+54216*p^2*q^2*r^2*x-142641*p^2*q^2*r*x^2+38448*p^2*q^2*x ^3-2760*p^2*q*r^4+69240*p^2*q*r^3*x-245100*p^2*q*r^2*x^2+112050*p^2*q*r*x^3-966 *p^2*r^5+29780*p^2*r^4*x-134697*p^2*r^3*x^2+85040*p^2*r^2*x^3+24*p*q^5*x-138*p* q^4*r^2+2417*p*q^4*r*x-7302*p*q^4*x^2-736*p*q^3*r^3+16372*p*q^3*r^2*x-59469*p*q ^3*r*x^2+25632*p*q^3*x^3-1380*p*q^2*r^4+38544*p*q^2*r^3*x-170367*p*q^2*r^2*x^2+ 112050*p*q^2*r*x^3-1104*p*q*r^5+37520*p*q*r^4*x-201915*p*q*r^3*x^2+170080*p*q*r ^2*x^3-322*p*r^6+12955*p*r^5*x-83715*p*r^4*x^2+87090*p*r^3*x^3-18*q^5*r*x-216*q ^5*x^2-46*q^4*r^3+1031*q^4*r^2*x-5961*q^4*r*x^2+6408*q^4*x^3-184*q^3*r^4+5534*q ^3*r^3*x-31878*q^3*r^2*x^2+37350*q^3*r*x^3-276*q^2*r^5+10236*q^2*r^4*x-67218*q^ 2*r^3*x^2+85040*q^2*r^2*x^3-184*q*r^6+8084*q*r^5*x-61566*q*r^4*x^2+87090*q*r^3* x^3-46*r^7+2333*r^6*x-20481*r^5*x^2+32992*r^4*x^3-96*a^5*c+104*a^5*p-48*a^5*q+ 104*a^5*r-672*a^4*b*c-208*a^4*b*p-272*a^4*b*q-208*a^4*b*r-2016*a^4*c^2-432*a^4* c*g-1772*a^4*c*p-1312*a^4*c*q-1772*a^4*c*r+3552*a^4*c*x+52*a^4*g*p-184*a^4*g*q+ 52*a^4*g*r-1528*a^4*p^2-234*a^4*p*q-3056*a^4*p*r+2736*a^4*p*x-176*a^4*q^2-234*a ^4*q*r+1680*a^4*q*x-1528*a^4*r^2-264*a^4*r*x-1456*a^3*b^2*c-1152*a^3*b^2*p-408* a^3*b^2*q-1152*a^3*b^2*r-8632*a^3*b*c^2-2040*a^3*b*c*g-11848*a^3*b*c*p-4372*a^3 *b*c*q-11848*a^3*b*c*r+16848*a^3*b*c*x-1240*a^3*b*g*p-636*a^3*b*g*q-1240*a^3*b* g*r-6046*a^3*b*p^2-1626*a^3*b*p*q-12092*a^3*b*p*r+12672*a^3*b*p*x-452*a^3*b*q^2 -1626*a^3*b*q*r+6888*a^3*b*q*x-6046*a^3*b*r^2+7020*a^3*b*r*x-10240*a^3*c^3-5972 *a^3*c^2*g-18936*a^3*c^2*p-8320*a^3*c^2*q-18936*a^3*c^2*r+39664*a^3*c^2*x-680*a ^3*c*g^2-7156*a^3*c*g*p-3258*a^3*c*g*q-7156*a^3*c*g*r+11352*a^3*c*g*x-17760*a^3 *c*p^2-8078*a^3*c*p*q-35520*a^3*c*p*r+62128*a^3*c*p*x-1872*a^3*c*q^2-8078*a^3*c *q*r+26968*a^3*c*q*x-17760*a^3*c*r^2+44332*a^3*c*r*x-26336*a^3*c*x^2-254*a^3*g^ 2*p-228*a^3*g^2*q-254*a^3*g^2*r-4368*a^3*g*p^2-933*a^3*g*p*q-8736*a^3*g*p*r+ 8592*a^3*g*p*x-372*a^3*g*q^2-933*a^3*g*q*r+4860*a^3*g*q*x-4368*a^3*g*r^2+2706*a ^3*g*r*x-4970*a^3*p^3-4245*a^3*p^2*q-14910*a^3*p^2*r+24264*a^3*p^2*x-437*a^3*p* q^2-8490*a^3*p*q*r+21164*a^3*p*q*x-14910*a^3*p*r^2+49430*a^3*p*r*x-18168*a^3*p* x^2-100*a^3*q^3-437*a^3*q^2*r+4096*a^3*q^2*x-4245*a^3*q*r^2+11786*a^3*q*r*x-\ 11812*a^3*q*x^2-4970*a^3*r^3+25166*a^3*r^2*x-10440*a^3*r*x^2-1296*a^2*b^3*c-\ 1288*a^2*b^3*p-192*a^2*b^3*q-1288*a^2*b^3*r-11880*a^2*b^2*c^2-3016*a^2*b^2*c*g-\ 19092*a^2*b^2*c*p-4192*a^2*b^2*c*q-19092*a^2*b^2*c*r+27504*a^2*b^2*c*x-2732*a^2 *b^2*g*p-556*a^2*b^2*g*q-2732*a^2*b^2*g*r-7950*a^2*b^2*p^2-2446*a^2*b^2*p*q-\ 15900*a^2*b^2*p*r+19752*a^2*b^2*p*x-292*a^2*b^2*q^2-2446*a^2*b^2*q*r+8736*a^2*b ^2*q*x-7950*a^2*b^2*r^2+18660*a^2*b^2*r*x-29216*a^2*b*c^3-17804*a^2*b*c^2*g-\ 63480*a^2*b*c^2*p-18572*a^2*b*c^2*q-63480*a^2*b*c^2*r+128880*a^2*b*c^2*x-2168*a ^2*b*c*g^2-27146*a^2*b*c*g*p-7078*a^2*b*c*g*q-27146*a^2*b*c*g*r+38552*a^2*b*c*g *x-50554*a^2*b*c*p^2-23466*a^2*b*c*p*q-101108*a^2*b*c*p*r+186648*a^2*b*c*p*x-\ 3094*a^2*b*c*q^2-23466*a^2*b*c*q*r+75568*a^2*b*c*q*x-50554*a^2*b*c*r^2+174012*a ^2*b*c*r*x-78848*a^2*b*c*x^2-1728*a^2*b*g^2*p-458*a^2*b*g^2*q-1728*a^2*b*g^2*r-\ 12367*a^2*b*g*p^2-3490*a^2*b*g*p*q-24734*a^2*b*g*p*r+28188*a^2*b*g*p*x-588*a^2* b*g*q^2-3490*a^2*b*g*q*r+13692*a^2*b*g*q*x-12367*a^2*b*g*r^2+21968*a^2*b*g*r*x-\ 12551*a^2*b*p^3-10405*a^2*b*p^2*q-37653*a^2*b*p^2*r+66292*a^2*b*p^2*x-1158*a^2* b*p*q^2-20810*a^2*b*p*q*r+54668*a^2*b*p*q*x-37653*a^2*b*p*r^2+144434*a^2*b*p*r* x-50780*a^2*b*p*x^2-118*a^2*b*q^3-1158*a^2*b*q^2*r+9964*a^2*b*q^2*x-10405*a^2*b *q*r^2+40638*a^2*b*q*r*x-31712*a^2*b*q*x^2-12551*a^2*b*r^3+78142*a^2*b*r^2*x-\ 39972*a^2*b*r*x^2-20872*a^2*c^4-20980*a^2*c^3*g-56012*a^2*c^3*p-19856*a^2*c^3*q -56012*a^2*c^3*r+133296*a^2*c^3*x-6256*a^2*c^2*g^2-43184*a^2*c^2*g*p-14442*a^2* c^2*g*q-43184*a^2*c^2*g*r+88848*a^2*c^2*g*x-66304*a^2*c^2*p^2-36728*a^2*c^2*p*q -132608*a^2*c^2*p*r+291624*a^2*c^2*p*x-5830*a^2*c^2*q^2-36728*a^2*c^2*q*r+ 120624*a^2*c^2*q*x-66304*a^2*c^2*r^2+263628*a^2*c^2*r*x-170208*a^2*c^2*x^2-492* a^2*c*g^3-8915*a^2*c*g^2*p-2699*a^2*c*g^2*q-8915*a^2*c*g^2*r+12976*a^2*c*g^2*x-\ 36688*a^2*c*g*p^2-16687*a^2*c*g*p*q-73376*a^2*c*g*p*r+133276*a^2*c*g*p*x-2702*a ^2*c*g*q^2-16687*a^2*c*g*q*r+55168*a^2*c*g*q*x-36688*a^2*c*g*r^2+112502*a^2*c*g *r*x-57260*a^2*c*g*x^2-32721*a^2*c*p^3-31722*a^2*c*p^2*q-98163*a^2*c*p^2*r+ 202892*a^2*c*p^2*x-5727*a^2*c*p*q^2-63444*a^2*c*p*q*r+183900*a^2*c*p*q*x-98163* a^2*c*p*r^2+425566*a^2*c*p*r*x-213032*a^2*c*p*x^2-544*a^2*c*q^3-5727*a^2*c*q^2* r+32828*a^2*c*q^2*x-31722*a^2*c*q*r^2+145098*a^2*c*q*r*x-133708*a^2*c*q*x^2-\ 32721*a^2*c*r^3+222674*a^2*c*r^2*x-207120*a^2*c*r*x^2+27040*a^2*c*x^3-329*a^2*g ^3*p-114*a^2*g^3*q-329*a^2*g^3*r-4514*a^2*g^2*p^2-1112*a^2*g^2*p*q-9028*a^2*g^2 *p*r+9600*a^2*g^2*p*x-250*a^2*g^2*q^2-1112*a^2*g^2*q*r+4950*a^2*g^2*q*x-4514*a^ 2*g^2*r^2+5821*a^2*g^2*r*x-9615*a^2*g*p^3-8072*a^2*g*p^2*q-28845*a^2*g*p^2*r+ 49484*a^2*g*p^2*x-829*a^2*g*p*q^2-16144*a^2*g*p*q*r+41600*a^2*g*p*q*x-28845*a^2 *g*p*r^2+104766*a^2*g*p*r*x-37912*a^2*g*p*x^2-120*a^2*g*q^3-829*a^2*g*q^2*r+ 7752*a^2*g*q^2*x-8072*a^2*g*q*r^2+27312*a^2*g*q*r*x-24094*a^2*g*q*x^2-9615*a^2* g*r^3+55282*a^2*g*r^2*x-26172*a^2*g*r*x^2-5438*a^2*p^4-8524*a^2*p^3*q-21752*a^2 *p^3*r+43668*a^2*p^3*x-3129*a^2*p^2*q^2-25572*a^2*p^2*q*r+67642*a^2*p^2*q*x-\ 32628*a^2*p^2*r^2+147047*a^2*p^2*r*x-62484*a^2*p^2*x^2-53*a^2*p*q^3-6258*a^2*p* q^2*r+26546*a^2*p*q^2*x-25572*a^2*p*q*r^2+131902*a^2*p*q*r*x-87366*a^2*p*q*x^2-\ 21752*a^2*p*r^3+163090*a^2*p*r^2*x-145152*a^2*p*r*x^2+13520*a^2*p*x^3-10*a^2*q^ 4-53*a^2*q^3*r+2572*a^2*q^3*x-3129*a^2*q^2*r^2+16499*a^2*q^2*r*x-24882*a^2*q^2* x^2-8524*a^2*q*r^3+64260*a^2*q*r^2*x-78878*a^2*q*r*x^2+13520*a^2*q*x^3-5438*a^2 *r^4+59711*a^2*r^3*x-90762*a^2*r^2*x^2+15728*a^2*r*x^3-432*a*b^4*c-472*a*b^4*p-\ 8*a*b^4*q-472*a*b^4*r-5928*a*b^3*c^2-1640*a*b^3*c*g-10384*a*b^3*c*p-1172*a*b^3* c*q-10384*a*b^3*c*r+18672*a*b^3*c*x-1700*a*b^3*g*p-104*a*b^3*g*q-1700*a*b^3*g*r -3958*a*b^3*p^2-1118*a*b^3*p*q-7916*a*b^3*p*r+12432*a*b^3*p*x-16*a*b^3*q^2-1118 *a*b^3*q*r+3528*a*b^3*q*x-3958*a*b^3*r^2+15204*a*b^3*r*x-24096*a*b^2*c^3-15316* a*b^2*c^2*g-57292*a*b^2*c^2*p-10868*a*b^2*c^2*q-57292*a*b^2*c^2*r+131984*a*b^2* c^2*x-1988*a*b^2*c*g^2-25874*a*b^2*c*g*p-3844*a*b^2*c*g*q-25874*a*b^2*c*g*r+ 40920*a*b^2*c*g*x-42474*a*b^2*c*p^2-17810*a*b^2*c*p*q-84948*a*b^2*c*p*r+177472* a*b^2*c*p*x-1038*a*b^2*c*q^2-17810*a*b^2*c*q*r+60792*a*b^2*c*q*x-42474*a*b^2*c* r^2+194524*a*b^2*c*r*x-78688*a*b^2*c*x^2-1956*a*b^2*g^2*p-178*a*b^2*g^2*q-1956* a*b^2*g^2*r-10346*a*b^2*g*p^2-2995*a*b^2*g*p*q-20692*a*b^2*g*p*r+28308*a*b^2*g* p*x-158*a*b^2*g*q^2-2995*a*b^2*g*q*r+10512*a*b^2*g*q*x-10346*a*b^2*g*r^2+30650* a*b^2*g*r*x-9790*a*b^2*p^3-7345*a*b^2*p^2*q-29370*a*b^2*p^2*r+58020*a*b^2*p^2*x -751*a*b^2*p*q^2-14690*a*b^2*p*q*r+42300*a*b^2*p*q*x-29370*a*b^2*p*r^2+134362*a *b^2*p*r*x-47056*a*b^2*p*x^2-10*a*b^2*q^3-751*a*b^2*q^2*r+5868*a*b^2*q^2*x-7345 *a*b^2*q*r^2+39702*a*b^2*q*r*x-27988*a*b^2*q*x^2-9790*a*b^2*r^3+76342*a*b^2*r^2 *x-48624*a*b^2*r*x^2-36872*a*b*c^4-38032*a*b*c^3*g-109168*a*b*c^3*p-27592*a*b*c ^3*q-109168*a*b*c^3*r+276192*a*b*c^3*x-11746*a*b*c^2*g^2-87446*a*b*c^2*g*p-\ 19562*a*b*c^2*g*q-87446*a*b*c^2*g*r+188472*a*b*c^2*g*x-119810*a*b*c^2*p^2-61952 *a*b*c^2*p*q-239620*a*b*c^2*p*r+563736*a*b*c^2*p*x-5834*a*b*c^2*q^2-61952*a*b*c ^2*q*r+215232*a*b*c^2*q*x-119810*a*b*c^2*r^2+585140*a*b*c^2*r*x-337824*a*b*c^2* x^2-974*a*b*c*g^3-19267*a*b*c*g^2*p-3355*a*b*c*g^2*q-19267*a*b*c*g^2*r+28468*a* b*c*g^2*x-66895*a*b*c*g*p^2-29350*a*b*c*g*p*q-133790*a*b*c*g*p*r+262904*a*b*c*g *p*x-2433*a*b*c*g*q^2-29350*a*b*c*g*q*r+98108*a*b*c*g*q*x-66895*a*b*c*g*r^2+ 268478*a*b*c*g*r*x-115296*a*b*c*g*x^2-54818*a*b*c*p^3-50242*a*b*c*p^2*q-164454* a*b*c*p^2*r+367060*a*b*c*p^2*x-8116*a*b*c*p*q^2-100484*a*b*c*p*q*r+311464*a*b*c *p*q*x-164454*a*b*c*p*r^2+813052*a*b*c*p*r*x-402460*a*b*c*p*x^2-328*a*b*c*q^3-\ 8116*a*b*c*q^2*r+48044*a*b*c*q^2*x-50242*a*b*c*q*r^2+288124*a*b*c*q*r*x-243812* a*b*c*q*x^2-54818*a*b*c*r^3+445992*a*b*c*r^2*x-441276*a*b*c*r*x^2+54080*a*b*c*x ^3-902*a*b*g^3*p-104*a*b*g^3*q-902*a*b*g^3*r-8160*a*b*g^2*p^2-2273*a*b*g^2*p*q-\ 16320*a*b*g^2*p*r+20194*a*b*g^2*p*x-183*a*b*g^2*q^2-2273*a*b*g^2*q*r+8642*a*b*g ^2*q*x-8160*a*b*g^2*r^2+19200*a*b*g^2*r*x-15958*a*b*g*p^3-12705*a*b*g*p^2*q-\ 47874*a*b*g*p^2*r+89796*a*b*g*p^2*x-1314*a*b*g*p*q^2-25410*a*b*g*p*q*r+69882*a* b*g*p*q*x-47874*a*b*g*p*r^2+201983*a*b*g*p*r*x-71466*a*b*g*p*x^2-63*a*b*g*q^3-\ 1314*a*b*g*q^2*r+11358*a*b*g*q^2*x-12705*a*b*g*q*r^2+58133*a*b*g*q*r*x-43830*a* b*g*q*x^2-15958*a*b*g*r^3+112187*a*b*g*r^2*x-64590*a*b*g*r*x^2-8744*a*b*p^4-\ 12785*a*b*p^3*q-34976*a*b*p^3*r+75518*a*b*p^3*x-4110*a*b*p^2*q^2-38355*a*b*p^2* q*r+109428*a*b*p^2*q*x-52464*a*b*p^2*r^2+260279*a*b*p^2*r*x-114714*a*b*p^2*x^2-\ 71*a*b*p*q^3-8220*a*b*p*q^2*r+36834*a*b*p*q^2*x-38355*a*b*p*q*r^2+224598*a*b*p* q*r*x-154224*a*b*p*q*x^2-34976*a*b*p*r^3+294004*a*b*p*r^2*x-282316*a*b*p*r*x^2+ 27040*a*b*p*x^3-2*a*b*q^4-71*a*b*q^3*r+2924*a*b*q^3*x-4110*a*b*q^2*r^2+27607*a* b*q^2*r*x-39510*a*b*q^2*x^2-12785*a*b*q*r^3+115170*a*b*q*r^2*x-149768*a*b*q*r*x ^2+27040*a*b*q*x^3-8744*a*b*r^4+109243*a*b*r^3*x-180870*a*b*r^2*x^2+31456*a*b*r *x^3-18720*a*c^5-27172*a*c^4*g-65536*a*c^4*p-20000*a*c^4*q-65536*a*c^4*r+176128 *a*c^4*x-13804*a*c^3*g^2-77716*a*c^3*g*p-22112*a*c^3*g*q-77716*a*c^3*g*r+191304 *a*c^3*g*x-96656*a*c^3*p^2-55472*a*c^3*p*q-193312*a*c^3*p*r+486840*a*c^3*p*x-\ 6920*a*c^3*q^2-55472*a*c^3*q*r+196880*a*c^3*q*x-96656*a*c^3*r^2+482820*a*c^3*r* x-333424*a*c^3*x^2-2785*a*c^2*g^3-30762*a*c^2*g^2*p-7702*a*c^2*g^2*q-30762*a*c^ 2*g^2*r+64296*a*c^2*g^2*x-88003*a*c^2*g*p^2-46624*a*c^2*g*p*q-176006*a*c^2*g*p* r+403532*a*c^2*g*p*x-5339*a*c^2*g*q^2-46624*a*c^2*g*q*r+159356*a*c^2*g*q*x-\ 88003*a*c^2*g*r^2+395540*a*c^2*g*r*x-242564*a*c^2*g*x^2-67138*a*c^2*p^3-67458*a *c^2*p^2*q-201414*a*c^2*p^2*r+478476*a*c^2*p^2*x-13348*a*c^2*p*q^2-134916*a*c^2 *p*q*r+435796*a*c^2*p*q*x-201414*a*c^2*p*r^2+1028626*a*c^2*p*r*x-596024*a*c^2*p *x^2-836*a*c^2*q^3-13348*a*c^2*q^2*r+73360*a*c^2*q^2*x-67458*a*c^2*q*r^2+391730 *a*c^2*q*r*x-371768*a*c^2*q*x^2-67138*a*c^2*r^3+550150*a*c^2*r^2*x-654200*a*c^2 *r*x^2+106976*a*c^2*x^3-168*a*c*g^4-4434*a*c*g^3*p-863*a*c*g^3*q-4434*a*c*g^3*r +6338*a*c*g^3*x-24500*a*c*g^2*p^2-10790*a*c*g^2*p*q-49000*a*c*g^2*p*r+92778*a*c *g^2*p*x-1091*a*c*g^2*q^2-10790*a*c*g^2*q*r+36192*a*c*g^2*q*x-24500*a*c*g^2*r^2 +88131*a*c*g^2*r*x-40782*a*c*g^2*x^2-41678*a*c*g*p^3-39242*a*c*g*p^2*q-125034*a *c*g*p^2*r+271234*a*c*g*p^2*x-6542*a*c*g*p*q^2-78484*a*c*g*p*q*r+237216*a*c*g*p *q*x-125034*a*c*g*p*r^2+585840*a*c*g*p*r*x-295494*a*c*g*p*x^2-384*a*c*g*q^3-\ 6542*a*c*g*q^2*r+39258*a*c*g*q^2*x-39242*a*c*g*q*r^2+203648*a*c*g*q*r*x-181910* a*c*g*q*x^2-41678*a*c*g*r^3+314606*a*c*g*r^2*x-306462*a*c*g*r*x^2+39504*a*c*g*x ^3-21448*a*c*p^4-34111*a*c*p^3*q-85792*a*c*p^3*r+196274*a*c*p^3*x-13274*a*c*p^2 *q^2-102333*a*c*p^2*q*r+304476*a*c*p^2*q*x-128688*a*c*p^2*r^2+660295*a*c*p^2*r* x-336300*a*c*p^2*x^2-635*a*c*p*q^3-26548*a*c*p*q^2*r+118370*a*c*p*q^2*x-102333* a*c*p*q*r^2+616418*a*c*p*q*r*x-466012*a*c*p*q*x^2-85792*a*c*p*r^3+731768*a*c*p* r^2*x-814532*a*c*p*r*x^2+102784*a*c*p*x^3-24*a*c*q^4-635*a*c*q^3*r+10168*a*c*q^ 3*x-13274*a*c*q^2*r^2+90867*a*c*q^2*r*x-129712*a*c*q^2*x^2-34111*a*c*q*r^3+ 311942*a*c*q*r^2*x-475804*a*c*q*r*x^2+102784*a*c*q*x^3-21448*a*c*r^4+267747*a*c *r^3*x-508188*a*c*r^2*x^2+139952*a*c*r*x^3-145*a*g^4*p-20*a*g^4*q-145*a*g^4*r-\ 2002*a*g^3*p^2-516*a*g^3*p*q-4004*a*g^3*p*r+4574*a*g^3*p*x-54*a*g^3*q^2-516*a*g ^3*q*r+2134*a*g^3*q*x-2002*a*g^3*r^2+3757*a*g^3*r*x-6087*a*g^2*p^3-4972*a*g^2*p ^2*q-18261*a*g^2*p^2*r+33010*a*g^2*p^2*x-484*a*g^2*p*q^2-9944*a*g^2*p*q*r+26570 *a*g^2*p*q*x-18261*a*g^2*p*r^2+72354*a*g^2*p*r*x-26026*a*g^2*p*x^2-35*a*g^2*q^3 -484*a*g^2*q^2*r+4616*a*g^2*q^2*x-4972*a*g^2*q*r^2+19860*a*g^2*q*r*x-16260*a*g^ 2*q*x^2-6087*a*g^2*r^3+39344*a*g^2*r^2*x-20816*a*g^2*r*x^2-6780*a*g*p^4-10281*a *g*p^3*q-27120*a*g*p^3*r+57010*a*g*p^3*x-3539*a*g*p^2*q^2-30843*a*g*p^2*q*r+ 85386*a*g*p^2*q*x-40680*a*g*p^2*r^2+194235*a*g*p^2*r*x-85330*a*g*p^2*x^2-43*a*g *p*q^3-7078*a*g*p*q^2*r+31118*a*g*p*q^2*x-30843*a*g*p*q*r^2+170824*a*g*p*q*r*x-\ 116850*a*g*p*q*x^2-27120*a*g*p*r^3+217440*a*g*p*r^2*x-204442*a*g*p*r*x^2+19752* a*g*p*x^3-5*a*g*q^4-43*a*g*q^3*r+2742*a*g*q^3*x-3539*a*g*q^2*r^2+21033*a*g*q^2* r*x-31520*a*g*q^2*x^2-10281*a*g*q*r^3+85438*a*g*q*r^2*x-109268*a*g*q*r*x^2+ 19752*a*g*q*x^3-6780*a*g*r^4+80215*a*g*r^3*x-129694*a*g*r^2*x^2+22788*a*g*r*x^3 -2526*a*p^5-5797*a*p^4*q-12630*a*p^4*r+28494*a*p^4*x-3974*a*p^3*q^2-23188*a*p^3 *q*r+65406*a*p^3*q*x-25260*a*p^3*r^2+130390*a*p^3*r*x-60912*a*p^3*x^2-661*a*p^2 *q^3-11922*a*p^2*q^2*r+45730*a*p^2*q^2*x-34782*a*p^2*q*r^2+210873*a*p^2*q*r*x-\ 135362*a*p^2*q*x^2-25260*a*p^2*r^3+220206*a*p^2*r^2*x-233116*a*p^2*r*x^2+24648* a*p^2*x^3+42*a*p*q^4-1322*a*p*q^3*r+9218*a*p*q^3*x-11922*a*p*q^2*r^2+85628*a*p* q^2*r*x-87988*a*p*q^2*x^2-23188*a*p*q*r^3+225528*a*p*q*r^2*x-314858*a*p*q*r*x^2 +49296*a*p*q*x^3-12630*a*p*r^4+163218*a*p*r^3*x-303238*a*p*r^2*x^2+69384*a*p*r* x^3+42*a*q^4*r+400*a*q^4*x-661*a*q^3*r^2+5145*a*q^3*r*x-13538*a*q^3*x^2-3974*a* q^2*r^3+39898*a*q^2*r^2*x-81742*a*q^2*r*x^2+24648*a*q^2*x^3-5797*a*q*r^4+80061* a*q*r^3*x-185714*a*q*r^2*x^2+69384*a*q*r*x^3-2526*a*r^5+44908*a*r^4*x-131034*a* r^3*x^2+57528*a*r^2*x^3-16*b^5*c-24*b^5*p-24*b^5*r-664*b^4*c^2-232*b^4*c*g-1368 *b^4*c*p-40*b^4*c*q-1368*b^4*c*r+4464*b^4*c*x-260*b^4*g*p-260*b^4*g*r-526*b^4*p ^2-64*b^4*p*q-1052*b^4*p*r+2616*b^4*p*x-64*b^4*q*r-526*b^4*r^2+3828*b^4*r*x-\ 5120*b^3*c^3-3484*b^3*c^2*g-13460*b^3*c^2*p-1328*b^3*c^2*q-13460*b^3*c^2*r+ 42768*b^3*c^2*x-500*b^3*c*g^2-6328*b^3*c*g*p-468*b^3*c*g*q-6328*b^3*c*g*r+13720 *b^3*c*g*x-9900*b^3*c*p^2-2862*b^3*c*p*q-19800*b^3*c*p*r+52952*b^3*c*p*x-36*b^3 *c*q^2-2862*b^3*c*q*r+12192*b^3*c*q*x-9900*b^3*c*r^2+64844*b^3*c*r*x-26176*b^3* c*x^2-534*b^3*g^2*p-534*b^3*g^2*r-2405*b^3*g*p^2-554*b^3*g*p*q-4810*b^3*g*p*r+ 8712*b^3*g*p*x-554*b^3*g*q*r+1680*b^3*g*q*x-2405*b^3*g*r^2+11388*b^3*g*r*x-2217 *b^3*p^3-1209*b^3*p^2*q-6651*b^3*p^2*r+15992*b^3*p^2*x-54*b^3*p*q^2-2418*b^3*p* q*r+8796*b^3*p*q*x-6651*b^3*p*r^2+39358*b^3*p*r*x-14444*b^3*p*x^2-54*b^3*q^2*r-\ 1209*b^3*q*r^2+10850*b^3*q*r*x-8088*b^3*q*x^2-2217*b^3*r^3+23366*b^3*r^2*x-\ 19092*b^3*r*x^2-13968*b^2*c^4-14860*b^2*c^3*g-44708*b^2*c^3*p-7496*b^2*c^3*q-\ 44708*b^2*c^3*r+137136*b^2*c^3*x-4782*b^2*c^2*g^2-36698*b^2*c^2*g*p-5196*b^2*c^ 2*g*q-36698*b^2*c^2*g*r+95544*b^2*c^2*g*x-47908*b^2*c^2*p^2-20508*b^2*c^2*p*q-\ 95816*b^2*c^2*p*r+261432*b^2*c^2*p*x-886*b^2*c^2*q^2-20508*b^2*c^2*q*r+83928*b^ 2*c^2*q*x-47908*b^2*c^2*r^2+298544*b^2*c^2*r*x-167616*b^2*c^2*x^2-422*b^2*c*g^3 -8390*b^2*c*g^2*p-766*b^2*c*g^2*q-8390*b^2*c*g^2*r+14860*b^2*c*g^2*x-26914*b^2* c*g*p^2-9953*b^2*c*g*p*q-53828*b^2*c*g*p*r+123816*b^2*c*g*p*x-314*b^2*c*g*q^2-\ 9953*b^2*c*g*q*r+37128*b^2*c*g*q*x-26914*b^2*c*g*r^2+142812*b^2*c*g*r*x-58036*b ^2*c*g*x^2-21083*b^2*c*p^3-16722*b^2*c*p^2*q-63249*b^2*c*p^2*r+160020*b^2*c*p^2 *x-1835*b^2*c*p*q^2-33444*b^2*c*p*q*r+119268*b^2*c*p*q*x-63249*b^2*c*p*r^2+ 372782*b^2*c*p*r*x-189428*b^2*c*p*x^2-14*b^2*c*q^3-1835*b^2*c*q^2*r+11068*b^2*c *q^2*x-16722*b^2*c*q*r^2+128322*b^2*c*q*r*x-110104*b^2*c*q*x^2-21083*b^2*c*r^3+ 212762*b^2*c*r^2*x-234156*b^2*c*r*x^2+27040*b^2*c*x^3-439*b^2*g^3*p-439*b^2*g^3 *r-3267*b^2*g^2*p^2-849*b^2*g^2*p*q-6534*b^2*g^2*p*r+9910*b^2*g^2*p*x-849*b^2*g ^2*q*r+3008*b^2*g^2*q*x-3267*b^2*g^2*r^2+11763*b^2*g^2*r*x-6086*b^2*g*p^3-4176* b^2*g*p^2*q-18258*b^2*g*p^2*r+39178*b^2*g*p^2*x-342*b^2*g*p*q^2-8352*b^2*g*p*q* r+26014*b^2*g*p*q*x-18258*b^2*g*p*r^2+93161*b^2*g*p*r*x-33554*b^2*g*p*x^2-342*b ^2*g*q^2*r+2472*b^2*g*q^2*x-4176*b^2*g*q*r^2+26765*b^2*g*q*r*x-19736*b^2*g*q*x^ 2-6086*b^2*g*r^3+53983*b^2*g*r^2*x-38418*b^2*g*r*x^2-3274*b^2*p^4-4173*b^2*p^3* q-13096*b^2*p^3*r+31498*b^2*p^3*x-909*b^2*p^2*q^2-12519*b^2*p^2*q*r+40730*b^2*p ^2*q*x-19644*b^2*p^2*r^2+111592*b^2*p^2*r*x-52230*b^2*p^2*x^2-10*b^2*p*q^3-1818 *b^2*p*q^2*r+9232*b^2*p*q^2*x-12519*b^2*p*q*r^2+89416*b^2*p*q*r*x-66858*b^2*p*q *x^2-13096*b^2*p*r^3+128690*b^2*p*r^2*x-137164*b^2*p*r*x^2+13520*b^2*p*x^3-10*b ^2*q^3*r-909*b^2*q^2*r^2+9468*b^2*q^2*r*x-14628*b^2*q^2*x^2-4173*b^2*q*r^3+ 48686*b^2*q*r^2*x-70890*b^2*q*r*x^2+13520*b^2*q*x^3-3274*b^2*r^4+48596*b^2*r^3* x-90108*b^2*r^2*x^2+15728*b^2*r*x^3-15664*b*c^5-23140*b*c^4*g-59120*b*c^4*p-\ 13216*b*c^4*q-59120*b*c^4*r+178160*b*c^4*x-12024*b*c^3*g^2-71356*b*c^3*g*p-\ 14368*b*c^3*g*q-71356*b*c^3*g*r+196296*b*c^3*g*x-83700*b*c^3*p^2-43152*b*c^3*p* q-167400*b*c^3*p*r+462968*b*c^3*p*x-3252*b*c^3*q^2-43152*b*c^3*q*r+170048*b*c^3 *q*x-83700*b*c^3*r^2+504412*b*c^3*r*x-330896*b*c^3*x^2-2501*b*c^2*g^3-28910*b*c ^2*g^2*p-4750*b*c^2*g^2*q-28910*b*c^2*g^2*r+67212*b*c^2*g^2*x-76947*b*c^2*g*p^2 -36692*b*c^2*g*p*q-153894*b*c^2*g*p*r+387692*b*c^2*g*p*x-2283*b*c^2*g*q^2-36692 *b*c^2*g*q*r+137484*b*c^2*g*q*x-76947*b*c^2*g*r^2+423016*b*c^2*g*r*x-242860*b*c ^2*g*x^2-55240*b*c^2*p^3-51324*b*c^2*p^2*q-165720*b*c^2*p^2*r+430844*b*c^2*p^2* x-8498*b*c^2*p*q^2-102648*b*c^2*p*q*r+363620*b*c^2*p*q*x-165720*b*c^2*p*r^2+ 969966*b*c^2*p*r*x-567208*b*c^2*p*x^2-222*b*c^2*q^3-8498*b*c^2*q^2*r+48816*b*c^ 2*q^2*x-51324*b*c^2*q*r^2+368766*b*c^2*q*r*x-342952*b*c^2*q*x^2-55240*b*c^2*r^3 +539122*b*c^2*r^2*x-677056*b*c^2*r*x^2+106976*b*c^2*x^3-158*b*c*g^4-4328*b*c*g^ 3*p-435*b*c*g^3*q-4328*b*c*g^3*r+6802*b*c*g^3*x-21525*b*c*g^2*p^2-8692*b*c*g^2* p*q-43050*b*c*g^2*p*r+90534*b*c*g^2*p*x-342*b*c*g^2*q^2-8692*b*c*g^2*q*r+30840* b*c*g^2*q*x-21525*b*c*g^2*r^2+98831*b*c*g^2*r*x-41322*b*c*g^2*x^2-34379*b*c*g*p ^3-29885*b*c*g*p^2*q-103137*b*c*g*p^2*r+245158*b*c*g*p^2*x-4179*b*c*g*p*q^2-\ 59770*b*c*g*p*q*r+197372*b*c*g*p*q*x-103137*b*c*g*p*r^2+556420*b*c*g*p*r*x-\ 281866*b*c*g*p*x^2-79*b*c*g*q^3-4179*b*c*g*q^2*r+25490*b*c*g*q^2*x-29885*b*c*g* q*r^2+195112*b*c*g*q*r*x-168282*b*c*g*q*x^2-34379*b*c*g*r^3+311262*b*c*g*r^2*x-\ 326766*b*c*g*r*x^2+39504*b*c*g*x^3-17082*b*c*p^4-25081*b*c*p^3*q-68328*b*c*p^3* r+170082*b*c*p^3*x-8290*b*c*p^2*q^2-75243*b*c*p^2*q*r+245832*b*c*p^2*q*x-102492 *b*c*p^2*r^2+585811*b*c*p^2*r*x-311840*b*c*p^2*x^2-293*b*c*p*q^3-16580*b*c*p*q^ 2*r+79658*b*c*p*q^2*x-75243*b*c*p*q*r^2+523978*b*c*p*q*r*x-417092*b*c*p*q*x^2-\ 68328*b*c*p*r^3+661376*b*c*p*r^2*x-791312*b*c*p*r*x^2+102784*b*c*p*x^3-2*b*c*q^ 4-293*b*c*q^3*r+3908*b*c*q^3*x-8290*b*c*q^2*r^2+72911*b*c*q^2*r*x-105252*b*c*q^ 2*x^2-25081*b*c*q*r^3+278146*b*c*q*r^2*x-452584*b*c*q*r*x^2+102784*b*c*q*x^3-\ 17082*b*c*r^4+245647*b*c*r^3*x-504876*b*c*r^2*x^2+139952*b*c*r*x^3-161*b*g^4*p-\ 161*b*g^4*r-1744*b*g^3*p^2-458*b*g^3*p*q-3488*b*g^3*p*r+4684*b*g^3*p*x-458*b*g^ 3*q*r+1748*b*g^3*q*x-1744*b*g^3*r^2+5069*b*g^3*r*x-4977*b*g^2*p^3-3751*b*g^2*p^ 2*q-14931*b*g^2*p^2*r+29884*b*g^2*p^2*x-338*b*g^2*p*q^2-7502*b*g^2*p*q*r+21792* b*g^2*p*q*x-14931*b*g^2*p*r^2+69123*b*g^2*p*r*x-24792*b*g^2*p*x^2-338*b*g^2*q^2 *r+2964*b*g^2*q^2*x-3751*b*g^2*q*r^2+19903*b*g^2*q*r*x-15026*b*g^2*q*x^2-4977*b *g^2*r^3+39239*b*g^2*r^2*x-24994*b*g^2*r*x^2-5393*b*g*p^4-7505*b*g*p^3*q-21572* b*g*p^3*r+49352*b*g*p^3*x-2143*b*g*p^2*q^2-22515*b*g*p^2*q*r+68416*b*g*p^2*q*x-\ 32358*b*g*p^2*r^2+172170*b*g*p^2*r*x-79012*b*g*p^2*x^2-31*b*g*p*q^3-4286*b*g*p* q^2*r+20152*b*g*p*q^2*x-22515*b*g*p*q*r^2+144474*b*g*p*q*r*x-104214*b*g*p*q*x^2 -21572*b*g*p*r^3+196284*b*g*p*r^2*x-200404*b*g*p*r*x^2+19752*b*g*p*x^3-31*b*g*q ^3*r+1088*b*g*q^3*x-2143*b*g*q^2*r^2+16748*b*g*q^2*r*x-25202*b*g*q^2*x^2-7505*b *g*q*r^3+76058*b*g*q*r^2*x-105230*b*g*q*r*x^2+19752*b*g*q*x^3-5393*b*g*r^4+ 73466*b*g*r^3*x-130322*b*g*r^2*x^2+22788*b*g*r*x^3-1991*b*p^5-4228*b*p^4*q-9955 *b*p^4*r+24120*b*p^4*x-2477*b*p^3*q^2-16912*b*p^3*q*r+51884*b*p^3*q*x-19910*b*p ^3*r^2+111883*b*p^3*r*x-55534*b*p^3*x^2-234*b*p^2*q^3-7431*b*p^2*q^2*r+31408*b* p^2*q^2*x-25368*b*p^2*q*r^2+171446*b*p^2*q*r*x-119228*b*p^2*q*x^2-19910*b*p^2*r ^3+190929*b*p^2*r^2*x-218774*b*p^2*r*x^2+24648*b*p^2*x^3+6*b*p*q^4-468*b*p*q^3* r+3644*b*p*q^3*x-7431*b*p*q^2*r^2+62295*b*p*q^2*r*x-71854*b*p*q^2*x^2-16912*b*p *q*r^3+187240*b*p*q*r^2*x-286174*b*p*q*r*x^2+49296*b*p*q*x^3-9955*b*p*r^4+ 142689*b*p*r^3*x-287560*b*p*r^2*x^2+69384*b*p*r*x^3+6*b*q^4*r-234*b*q^3*r^2+ 2732*b*q^3*r*x-8160*b*q^3*x^2-2477*b*q^2*r^3+30887*b*q^2*r^2*x-67400*b*q^2*r*x^ 2+24648*b*q^2*x^3-4228*b*q*r^4+67678*b*q*r^3*x-170036*b*q*r^2*x^2+69384*b*q*r*x ^3-1991*b*r^5+39523*b*r^4*x-124320*b*r^3*x^2+57528*b*r^2*x^3-6168*c^6-11788*c^5 *g-26704*c^5*p-7200*c^5*q-26704*c^5*r+80352*c^5*x-8606*c^4*g^2-43216*c^4*g*p-\ 10856*c^4*g*q-43216*c^4*g*r+122664*c^4*g*x-47778*c^4*p^2-26876*c^4*p*q-95556*c^ 4*p*r+266856*c^4*p*x-2786*c^4*q^2-26876*c^4*q*r+104904*c^4*q*x-47778*c^4*r^2+ 278616*c^4*r*x-203040*c^4*x^2-2937*c^3*g^3-25924*c^3*g^2*p-5784*c^3*g^2*q-25924 *c^3*g^2*r+66888*c^3*g^2*x-62223*c^3*g*p^2-33626*c^3*g*p*q-124446*c^3*g*p*r+ 328772*c^3*g*p*x-3079*c^3*g*q^2-33626*c^3*g*q*r+126604*c^3*g*q*x-62223*c^3*g*r^ 2+343468*c^3*g*r*x-232896*c^3*g*x^2-42796*c^3*p^3-42596*c^3*p^2*q-128388*c^3*p^ 2*r+336732*c^3*p^2*x-8296*c^3*p*q^2-85192*c^3*p*q*r+302400*c^3*p*q*x-128388*c^3 *p*r^2+738664*c^3*p*r*x-468744*c^3*p*x^2-392*c^3*q^3-8296*c^3*q^2*r+47268*c^3*q ^2*x-42596*c^3*q*r^2+292168*c^3*q*r*x-291192*c^3*q*x^2-42796*c^3*r^3+401932*c^3 *r^2*x-544176*c^3*r*x^2+99072*c^3*x^3-449*c^2*g^4-6952*c^2*g^3*p-1242*c^2*g^3*q -6952*c^2*g^3*r+15066*c^2*g^3*x-28471*c^2*g^2*p^2-14170*c^2*g^2*p*q-56942*c^2*g ^2*p*r+136512*c^2*g^2*p*x-1037*c^2*g^2*q^2-14170*c^2*g^2*q*r+51072*c^2*g^2*q*x-\ 28471*c^2*g^2*r^2+142440*c^2*g^2*r*x-84648*c^2*g^2*x^2-42048*c^2*g*p^3-40628*c^ 2*g*p^2*q-126144*c^2*g*p^2*r+314490*c^2*g*p^2*x-7278*c^2*g*p*q^2-81256*c^2*g*p* q*r+275996*c^2*g*p*q*x-126144*c^2*g*p*r^2+692266*c^2*g*p*r*x-407300*c^2*g*p*x^2 -278*c^2*g*q^3-7278*c^2*g*q^2*r+41938*c^2*g*q^2*x-40628*c^2*g*q*r^2+263158*c^2* g*q*r*x-250204*c^2*g*q*x^2-42048*c^2*g*r^3+377776*c^2*g*r^2*x-465996*c^2*g*r*x^ 2+76288*c^2*g*x^3-20052*c^2*p^4-31404*c^2*p^3*q-80208*c^2*p^3*r+201204*c^2*p^3* x-11994*c^2*p^2*q^2-94212*c^2*p^2*q*r+307764*c^2*p^2*q*x-120312*c^2*p^2*r^2+ 680790*c^2*p^2*r*x-387252*c^2*p^2*x^2-656*c^2*p*q^3-23988*c^2*p*q^2*r+114876*c^ 2*p*q^2*x-94212*c^2*p*q*r^2+640620*c^2*p*q*r*x-532272*c^2*p*q*x^2-80208*c^2*p*r ^3+757968*c^2*p*r^2*x-960028*c^2*p*r*x^2+140896*c^2*p*x^3-14*c^2*q^4-656*c^2*q^ 3*r+8316*c^2*q^3*x-11994*c^2*q^2*r^2+98934*c^2*q^2*r*x-145020*c^2*q^2*x^2-31404 *c^2*q*r^3+332856*c^2*q*r^2*x-575300*c^2*q*r*x^2+140896*c^2*q*x^3-20052*c^2*r^4 +278382*c^2*r^3*x-601224*c^2*r^2*x^2+198672*c^2*r*x^3-22*c*g^5-772*c*g^4*p-82*c *g^4*q-772*c*g^4*r+1122*c*g^4*x-5298*c*g^3*p^2-2202*c*g^3*p*q-10596*c*g^3*p*r+ 21000*c*g^3*p*x-97*c*g^3*q^2-2202*c*g^3*q*r+7662*c*g^3*q*x-5298*c*g^3*r^2+21736 *c*g^3*r*x-9480*c*g^3*x^2-13041*c*g^2*p^3-11810*c*g^2*p^2*q-39123*c*g^2*p^2*r+ 89044*c*g^2*p^2*x-1763*c*g^2*p*q^2-23620*c*g^2*p*q*r+74786*c*g^2*p*q*x-39123*c* g^2*p*r^2+197509*c*g^2*p*r*x-100588*c*g^2*p*x^2-42*c*g^2*q^3-1763*c*g^2*q^2*r+ 11094*c*g^2*q^2*x-11810*c*g^2*q*r^2+68947*c*g^2*q*r*x-61028*c*g^2*q*x^2-13041*c *g^2*r^3+108465*c*g^2*r^2*x-110226*c*g^2*r*x^2+13952*c*g^2*x^3-13208*c*g*p^4-\ 20227*c*g*p^3*q-52832*c*g*p^3*r+126540*c*g*p^3*x-7301*c*g*p^2*q^2-60681*c*g*p^2 *q*r+189894*c*g*p^2*q*x-79248*c*g*p^2*r^2+430640*c*g*p^2*r*x-226600*c*g*p^2*x^2 -287*c*g*p*q^3-14602*c*g*p*q^2*r+68148*c*g*p*q^2*x-60681*c*g*p*q*r^2+393632*c*g *p*q*r*x-308760*c*g*p*q*x^2-52832*c*g*p*r^3+481660*c*g*p*r^2*x-561338*c*g*p*r*x ^2+73200*c*g*p*x^3-5*c*g*q^4-287*c*g*q^3*r+4794*c*g*q^3*x-7301*c*g*q^2*r^2+ 56196*c*g*q^2*r*x-82160*c*g*q^2*x^2-20227*c*g*q*r^3+203738*c*g*q*r^2*x-324214*c *g*q*r*x^2+73200*c*g*q*x^3-13208*c*g*r^4+177560*c*g*r^3*x-354402*c*g*r^2*x^2+ 99448*c*g*r*x^3-4675*c*p^5-10527*c*p^4*q-23375*c*p^4*r+57198*c*p^4*x-6989*c*p^3 *q^2-42108*c*p^3*q*r+129366*c*p^3*q*x-46750*c*p^3*r^2+261637*c*p^3*r*x-137508*c *p^3*x^2-1097*c*p^2*q^3-20967*c*p^2*q^2*r+87570*c*p^2*q^2*x-63162*c*p^2*q*r^2+ 421161*c*p^2*q*r*x-302868*c*p^2*q*x^2-46750*c*p^2*r^3+441723*c*p^2*r^2*x-529792 *c*p^2*r*x^2+66688*c*p^2*x^3+40*c*p*q^4-2194*c*p*q^3*r+15834*c*p*q^3*x-20967*c* p*q^2*r^2+170607*c*p*q^2*r*x-193212*c*p*q^2*x^2-42108*c*p*q*r^3+454224*c*p*q*r^ 2*x-719676*c*p*q*r*x^2+133376*c*p*q*x^3-23375*c*p*r^4+327327*c*p*r^3*x-683404*c *p*r^2*x^2+191928*c*p*r*x^3+40*c*q^4*r+432*c*q^4*x-1097*c*q^3*r^2+11083*c*q^3*r *x-27852*c*q^3*x^2-6989*c*q^2*r^3+83037*c*q^2*r^2*x-189884*c*q^2*r*x^2+66688*c* q^2*x^3-10527*c*q*r^4+162429*c*q*r^3*x-426680*c*q*r^2*x^2+191928*c*q*r*x^3-4675 *c*r^5+90043*c*r^4*x-291120*c*r^3*x^2+154136*c*r^2*x^3-22*g^5*p-22*g^5*r-323*g^ 4*p^2-82*g^4*p*q-646*g^4*p*r+790*g^4*p*x-82*g^4*q*r+332*g^4*q*x-323*g^4*r^2+778 *g^4*r*x-1261*g^3*p^3-992*g^3*p^2*q-3783*g^3*p^2*r+7206*g^3*p^2*x-87*g^3*p*q^2-\ 1984*g^3*p*q*r+5526*g^3*p*q*x-3783*g^3*p*r^2+16280*g^3*p*r*x-5862*g^3*p*x^2-87* g^3*q^2*r+864*g^3*q^2*x-992*g^3*q*r^2+4586*g^3*q*r*x-3618*g^3*q*x^2-1261*g^3*r^ 3+9074*g^3*r^2*x-5268*g^3*r*x^2-2079*g^2*p^4-3032*g^2*p^3*q-8316*g^2*p^3*r+ 18320*g^2*p^3*x-961*g^2*p^2*q^2-9096*g^2*p^2*q*r+26462*g^2*p^2*q*x-12474*g^2*p^ 2*r^2+63172*g^2*p^2*r*x-28608*g^2*p^2*x^2-8*g^2*p*q^3-1922*g^2*p*q^2*r+8794*g^2 *p*q^2*x-9096*g^2*p*q*r^2+54303*g^2*p*q*r*x-38484*g^2*p*q*x^2-8316*g^2*p*r^3+ 71384*g^2*p*r^2*x-70504*g^2*p*r*x^2+6976*g^2*p*x^3-8*g^2*q^3*r+652*g^2*q^3*x-\ 961*g^2*q^2*r^2+6461*g^2*q^2*r*x-9876*g^2*q^2*x^2-3032*g^2*q*r^3+27841*g^2*q*r^ 2*x-37250*g^2*q*r*x^2+6976*g^2*q*x^3-2079*g^2*r^4+26532*g^2*r^3*x-45372*g^2*r^2 *x^2+7984*g^2*r*x^3-1545*g*p^5-3422*g*p^4*q-7725*g*p^4*r+18142*g*p^4*x-2192*g*p ^3*q^2-13688*g*p^3*q*r+40422*g*p^3*q*x-15450*g*p^3*r^2+83573*g*p^3*r*x-40638*g* p^3*x^2-298*g*p^2*q^3-6576*g*p^2*q^2*r+26554*g*p^2*q^2*x-20532*g*p^2*q*r^2+ 131779*g*p^2*q*r*x-88866*g*p^2*q*x^2-15450*g*p^2*r^3+141867*g*p^2*r^2*x-157664* g*p^2*r*x^2+17528*g*p^2*x^3+17*g*p*q^4-596*g*p*q^3*r+4410*g*p*q^3*x-6576*g*p*q^ 2*r^2+50857*g*p*q^2*r*x-55818*g*p*q^2*x^2-13688*g*p*q*r^3+142292*g*p*q*r^2*x-\ 209640*g*p*q*r*x^2+35056*g*p*q*x^3-7725*g*p*r^4+105583*g*p*r^3*x-206174*g*p*r^2 *x^2+49240*g*p*r*x^3+17*g*q^4*r+136*g*q^4*x-298*g*q^3*r^2+2651*g*q^3*r*x-7590*g *q^3*x^2-2192*g*q^2*r^3+24303*g*q^2*r^2*x-51976*g*q^2*r*x^2+17528*g*q^2*x^3-\ 3422*g*q*r^4+50935*g*q*r^3*x-124186*g*q*r^2*x^2+49240*g*q*r*x^3-1545*g*r^5+ 29147*g*r^4*x-89148*g*r^3*x^2+40952*g*r^2*x^3-426*p^6-1292*p^5*q-2556*p^5*r+ 6222*p^5*x-1318*p^4*q^2-6460*p^4*q*r+19098*p^4*q*x-6390*p^4*r^2+35719*p^4*r*x-\ 17844*p^4*x^2-462*p^3*q^3-5272*p^3*q^2*r+19962*p^3*q^2*x-12920*p^3*q*r^2+84691* p^3*q*r*x-54912*p^3*q*x^2-8520*p^3*r^3+80656*p^3*r^2*x-93292*p^3*r*x^2+10504*p^ 3*x^3-8*p^2*q^4-1386*p^2*q^3*r+7518*p^2*q^3*x-7908*p^2*q^2*r^2+62319*p^2*q^2*r* x-57672*p^2*q^2*x^2-12920*p^2*q*r^3+139485*p^2*q*r^2*x-205342*p^2*q*r*x^2+31512 *p^2*q*x^3-6390*p^2*r^4+89874*p^2*r^3*x-182540*p^2*r^2*x^2+46176*p^2*r*x^3+2*p* q^5-16*p*q^4*r+432*p*q^4*x-1386*p*q^3*r^2+13441*p*q^3*r*x-21984*p*q^3*x^2-5272* p*q^2*r^3+64752*p*q^2*r^2*x-130808*p*q^2*r*x^2+31512*p*q^2*x^3-6460*p*q*r^4+ 101289*p*q*r^3*x-255120*p*q*r^2*x^2+92352*p*q*r*x^3-2556*p*r^5+49546*p*r^4*x-\ 156580*p*r^3*x^2+73200*p*r^2*x^3+2*q^5*r-8*q^4*r^2+94*q^4*r*x-1380*q^4*x^2-462* q^3*r^3+5923*q^3*r^2*x-18758*q^3*r*x^2+10504*q^3*x^3-1318*q^2*r^4+22395*q^2*r^3 *x-72580*q^2*r^2*x^2+46176*q^2*r*x^3-1292*q*r^5+27397*q*r^4*x-104690*q*r^3*x^2+ 73200*q*r^2*x^3-426*r^6+10831*r^5*x-49488*r^4*x^2+40072*r^3*x^3-864*a^4*c+112*a ^4*p-384*a^4*q+112*a^4*r-3640*a^3*b*c-2096*a^3*b*p-1164*a^3*b*q-2096*a^3*b*r-\ 9048*a^3*c^2-2540*a^3*c*g-9512*a^3*c*p-5252*a^3*c*q-9512*a^3*c*r+12624*a^3*c*x-\ 780*a^3*g*p-894*a^3*g*q-780*a^3*g*r-5644*a^3*p^2-1434*a^3*p*q-11288*a^3*p*r+ 10080*a^3*p*x-628*a^3*q^2-1434*a^3*q*r+5448*a^3*q*x-5644*a^3*r^2+2556*a^3*r*x-\ 4872*a^2*b^2*c-4500*a^2*b^2*p-864*a^2*b^2*q-4500*a^2*b^2*r-25048*a^2*b*c^2-7428 *a^2*b*c*g-37068*a^2*b*c*p-10424*a^2*b*c*q-37068*a^2*b*c*r+40048*a^2*b*c*x-5786 *a^2*b*g*p-1602*a^2*b*g*q-5786*a^2*b*g*r-16490*a^2*b*p^2-5314*a^2*b*p*q-32980*a ^2*b*p*r+30888*a^2*b*p*x-858*a^2*b*q^2-5314*a^2*b*q*r+13544*a^2*b*q*x-16490*a^2 *b*r^2+22856*a^2*b*r*x-27736*a^2*c^3-18320*a^2*c^2*g-54500*a^2*c^2*p-19648*a^2* c^2*q-54500*a^2*c^2*r+84752*a^2*c^2*x-2640*a^2*c*g^2-24090*a^2*c*g*p-8472*a^2*c *g*q-24090*a^2*c*g*r+28088*a^2*c*g*x-46878*a^2*c*p^2-20994*a^2*c*p*q-93756*a^2* c*p*r+128616*a^2*c*p*x-3750*a^2*c*q^2-20994*a^2*c*q*r+53440*a^2*c*q*x-46878*a^2 *c*r^2+100860*a^2*c*r*x-41624*a^2*c*x^2-1612*a^2*g^2*p-645*a^2*g^2*q-1612*a^2*g ^2*r-11914*a^2*g*p^2-3402*a^2*g*p*q-23828*a^2*g*p*r+21888*a^2*g*p*x-814*a^2*g*q ^2-3402*a^2*g*q*r+10492*a^2*g*q*x-11914*a^2*g*r^2+11938*a^2*g*r*x-12530*a^2*p^3 -10223*a^2*p^2*q-37590*a^2*p^2*r+47856*a^2*p^2*x-985*a^2*p*q^2-20446*a^2*p*q*r+ 40796*a^2*p*q*x-37590*a^2*p*r^2+97042*a^2*p*r*x-29136*a^2*p*x^2-166*a^2*q^3-985 *a^2*q^2*r+7632*a^2*q^2*x-10223*a^2*q*r^2+25226*a^2*q*r*x-17168*a^2*q*x^2-12530 *a^2*r^3+49186*a^2*r^2*x-18864*a^2*r*x^2-2280*a*b^3*c-2576*a*b^3*p-84*a*b^3*q-\ 2576*a*b^3*r-19560*a*b^2*c^2-6172*a*b^2*c*g-34256*a*b^2*c*p-4812*a*b^2*c*q-\ 34256*a*b^2*c*r+39888*a*b^2*c*x-6330*a*b^2*g*p-496*a*b^2*g*q-6330*a*b^2*g*r-\ 13670*a*b^2*p^2-4242*a*b^2*p*q-27340*a*b^2*p*r+28888*a*b^2*p*x-126*a*b^2*q^2-\ 4242*a*b^2*q*r+8096*a*b^2*q*x-13670*a*b^2*r^2+31508*a*b^2*r*x-46992*a*b*c^3-\ 32092*a*b*c^2*g-109316*a*b*c^2*p-24072*a*b*c^2*q-109316*a*b*c^2*r+170912*a*b*c^ 2*x-4850*a*b*c*g^2-52492*a*b*c*g*p-9614*a*b*c*g*q-52492*a*b*c*g*r+58344*a*b*c*g *x-84974*a*b*c*p^2-36020*a*b*c*p*q-169948*a*b*c*p*r+244008*a*b*c*p*x-2866*a*b*c *q^2-36020*a*b*c*q*r+85360*a*b*c*q*x-84974*a*b*c*r^2+244044*a*b*c*r*x-81120*a*b *c*x^2-4513*a*b*g^2*p-521*a*b*g^2*q-4513*a*b*g^2*r-21962*a*b*g*p^2-6813*a*b*g*p *q-43924*a*b*g*p*r+43444*a*b*g*p*x-487*a*b*g*q^2-6813*a*b*g*q*r+15808*a*b*g*q*x -21962*a*b*g*r^2+40318*a*b*g*r*x-20563*a*b*p^3-15784*a*b*p^2*q-61689*a*b*p^2*r+ 84172*a*b*p^2*x-1523*a*b*p*q^2-31568*a*b*p*q*r+63756*a*b*p*q*x-61689*a*b*p*r^2+ 185546*a*b*p*r*x-52528*a*b*p*x^2-50*a*b*q^3-1523*a*b*q^2*r+8968*a*b*q^2*x-15784 *a*b*q*r^2+52998*a*b*q*r*x-28592*a*b*q*x^2-20563*a*b*r^3+101374*a*b*r^2*x-47184 *a*b*r*x^2-32912*a*c^4-35628*a*c^3*g-93388*a*c^3*p-26864*a*c^3*q-93388*a*c^3*r+ 167344*a*c^3*x-11920*a*c^2*g^2-77782*a*c^2*g*p-20418*a*c^2*g*q-77782*a*c^2*g*r+ 121208*a*c^2*g*x-108782*a*c^2*p^2-54038*a*c^2*p*q-217564*a*c^2*p*r+359904*a*c^2 *p*x-6428*a*c^2*q^2-54038*a*c^2*q*r+138400*a*c^2*q*x-108782*a*c^2*r^2+340048*a* c^2*r*x-162424*a*c^2*x^2-1167*a*c*g^3-18203*a*c*g^2*p-3998*a*c*g^2*q-18203*a*c* g^2*r+20256*a*c*g^2*x-62873*a*c*g*p^2-27066*a*c*g*p*q-125746*a*c*g*p*r+177944*a *c*g*p*x-2975*a*c*g*q^2-27066*a*c*g*q*r+67572*a*c*g*q*x-62873*a*c*g*r^2+161510* a*c*g*r*x-59636*a*c*g*x^2-52997*a*c*p^3-47064*a*c*p^2*q-158991*a*c*p^2*r+246584 *a*c*p^2*x-6675*a*c*p*q^2-94128*a*c*p*q*r+210416*a*c*p*q*x-158991*a*c*p*r^2+ 522408*a*c*p*r*x-203924*a*c*p*x^2-440*a*c*q^3-6675*a*c*q^2*r+33472*a*c*q^2*x-\ 47064*a*c*q*r^2+172604*a*c*q*r*x-119892*a*c*q*x^2-52997*a*c*r^3+275824*a*c*r^2* x-202508*a*c*r*x^2+20672*a*c*x^3-971*a*g^3*p-147*a*g^3*q-971*a*g^3*r-8084*a*g^2 *p^2-2360*a*g^2*p*q-16168*a*g^2*p*r+15352*a*g^2*p*x-254*a*g^2*q^2-2360*a*g^2*q* r+6408*a*g^2*q*x-8084*a*g^2*r^2+11892*a*g^2*r*x-15913*a*g*p^3-12608*a*g*p^2*q-\ 47739*a*g*p^2*r+63696*a*g*p^2*x-1142*a*g*p*q^2-25216*a*g*p*q*r+51048*a*g*p*q*x-\ 47739*a*g*p*r^2+135200*a*g*p*r*x-39880*a*g*p*x^2-91*a*g*q^3-1142*a*g*q^2*r+8424 *a*g*q^2*x-12608*a*g*q*r^2+36912*a*g*q*r*x-22732*a*g*q*x^2-15913*a*g*r^3+71504* a*g*r^2*x-30848*a*g*r*x^2-8824*a*p^4-12845*a*p^3*q-35296*a*p^3*r+52752*a*p^3*x-\ 3922*a*p^2*q^2-38535*a*p^2*q*r+77596*a*p^2*q*x-52944*a*p^2*r^2+177942*a*p^2*r*x -59952*a*p^2*x^2+95*a*p*q^3-7844*a*p*q^2*r+27076*a*p*q^2*x-38535*a*p*q*r^2+ 151426*a*p*q*r*x-80192*a*p*q*x^2-35296*a*p*r^3+197628*a*p*r^2*x-140136*a*p*r*x^ 2+10336*a*p*x^3-4*a*q^4+95*a*q^3*r+2232*a*q^3*x-3922*a*q^2*r^2+17148*a*q^2*r*x-\ 20240*a*q^2*x^2-12845*a*q*r^3+73830*a*q*r^2*x-72104*a*q*r*x^2+10336*a*q*x^3-\ 8824*a*r^4+72438*a*r^3*x-85860*a*r^2*x^2+12464*a*r*x^3-184*b^4*c-284*b^4*p-284* b^4*r-3560*b^3*c^2-1284*b^3*c*g-7428*b^3*c*p-368*b^3*c*q-7428*b^3*c*r+12464*b^3 *c*x-1536*b^3*g*p-1536*b^3*g*r-2928*b^3*p^2-570*b^3*p*q-5856*b^3*p*r+8080*b^3*p *x-570*b^3*q*r-2928*b^3*r^2+11208*b^3*r*x-16376*b^2*c^3-11732*b^2*c^2*g-43332*b ^2*c^2*p-5228*b^2*c^2*q-43332*b^2*c^2*r+82160*b^2*c^2*x-1894*b^2*c*g^2-21820*b^ 2*c*g*p-1912*b^2*c*g*q-21820*b^2*c*g*r+28864*b^2*c*g*x-32818*b^2*c*p^2-10878*b^ 2*c*p*q-65636*b^2*c*p*r+109160*b^2*c*p*x-246*b^2*c*q^2-10878*b^2*c*q*r+25688*b^ 2*c*q*x-32818*b^2*c*r^2+127896*b^2*c*r*x-39496*b^2*c*x^2-2093*b^2*g^2*p-2093*b^ 2*g^2*r-8587*b^2*g*p^2-2277*b^2*g*p*q-17174*b^2*g*p*r+19952*b^2*g*p*x-2277*b^2* g*q*r+3712*b^2*g*q*x-8587*b^2*g*r^2+24184*b^2*g*r*x-7565*b^2*p^3-4741*b^2*p^2*q -22695*b^2*p^2*r+34980*b^2*p^2*x-302*b^2*p*q^2-9482*b^2*p*q*r+20288*b^2*p*q*x-\ 22695*b^2*p*r^2+83512*b^2*p*r*x-23392*b^2*p*x^2-302*b^2*q^2*r-4741*b^2*q*r^2+ 22780*b^2*q*r*x-11424*b^2*q*x^2-7565*b^2*r^3+48532*b^2*r^2*x-28320*b^2*r*x^2-\ 26136*b*c^4-28972*b*c^3*g-83604*b*c^3*p-15600*b*c^3*q-83604*b*c^3*r+164816*b*c^ 3*x-9998*b*c^2*g^2-71762*b*c^2*g*p-11382*b*c^2*g*q-71762*b*c^2*g*r+121504*b*c^2 *g*x-93098*b*c^2*p^2-40518*b*c^2*p*q-186196*b*c^2*p*r+333840*b*c^2*p*x-2288*b*c ^2*q^2-40518*b*c^2*q*r+106832*b*c^2*q*x-93098*b*c^2*r^2+362904*b*c^2*r*x-158504 *b*c^2*x^2-1023*b*c*g^3-17641*b*c*g^2*p-1882*b*c*g^2*q-17641*b*c*g^2*r+20796*b* c*g^2*x-54589*b*c*g*p^2-20940*b*c*g*p*q-109178*b*c*g*p*r+167528*b*c*g*p*x-845*b *c*g*q^2-20940*b*c*g*q*r+50732*b*c*g*q*x-54589*b*c*g*r^2+181814*b*c*g*r*x-58876 *b*c*g*x^2-42653*b*c*p^3-34330*b*c*p^2*q-127959*b*c*p^2*r+215600*b*c*p^2*x-3907 *b*c*p*q^2-68660*b*c*p*q*r+161496*b*c*p*q*x-127959*b*c*p*r^2+488112*b*c*p*r*x-\ 188460*b*c*p*x^2-62*b*c*q^3-3907*b*c*q^2*r+15536*b*c*q^2*x-34330*b*c*q*r^2+ 160460*b*c*q*r*x-104428*b*c*q*x^2-42653*b*c*r^3+272512*b*c*r^2*x-217348*b*c*r*x ^2+20672*b*c*x^3-1072*b*g^3*p-1072*b*g^3*r-7093*b*g^2*p^2-2015*b*g^2*p*q-14186* b*g^2*p*r+14940*b*g^2*p*x-2015*b*g^2*q*r+4352*b*g^2*q*x-7093*b*g^2*r^2+16070*b* g^2*r*x-12820*b*g*p^3-9217*b*g*p^2*q-38460*b*g*p^2*r+55916*b*g*p^2*x-753*b*g*p* q^2-18434*b*g*p*q*r+38412*b*g*p*q*x-38460*b*g*p*r^2+128048*b*g*p*r*x-36524*b*g* p*x^2-753*b*g*q^2*r+3568*b*g*q^2*x-9217*b*g*q*r^2+35988*b*g*q*r*x-19376*b*g*q*x ^2-12820*b*g*r^3+72132*b*g*r^2*x-37516*b*g*r*x^2-6833*b*p^4-8954*b*p^3*q-27332* b*p^3*r+44228*b*p^3*x-2109*b*p^2*q^2-26862*b*p^2*q*r+58316*b*p^2*q*x-40998*b*p^ 2*r^2+154180*b*p^2*r*x-53704*b*p^2*x^2+12*b*p*q^3-4218*b*p*q^2*r+14088*b*p*q^2* x-26862*b*p*q*r^2+122742*b*p*q*r*x-67696*b*p*q*x^2-27332*b*p*r^3+175676*b*p*r^2 *x-136048*b*p*r*x^2+10336*b*p*x^3+12*b*q^3*r-2109*b*q^2*r^2+12226*b*q^2*r*x-\ 13992*b*q^2*x^2-8954*b*q*r^3+64426*b*q*r^2*x-68016*b*q*r*x^2+10336*b*q*x^3-6833 *b*r^4+65724*b*r^3*x-86724*b*r^2*x^2+12464*b*r*x^3-13392*c^5-20444*c^4*g-49812* c^4*p-12148*c^4*q-49812*c^4*r+101520*c^4*x-11148*c^3*g^2-62190*c^3*g*p-13706*c^ 3*g*q-62190*c^3*g*r+116448*c^3*g*x-74254*c^3*p^2-36800*c^3*p*q-148508*c^3*p*r+ 278760*c^3*p*x-3346*c^3*q^2-36800*c^3*q*r+101208*c^3*q*x-74254*c^3*r^2+285896*c ^3*r*x-148608*c^3*x^2-2511*c^2*g^3-26430*c^2*g^2*p-4834*c^2*g^2*q-26430*c^2*g^2 *r+42324*c^2*g^2*x-70337*c^2*g*p^2-32594*c^2*g*p*q-140674*c^2*g*p*r+242924*c^2* g*p*x-2473*c^2*g*q^2-32594*c^2*g*q*r+85828*c^2*g*q*x-70337*c^2*g*r^2+248168*c^2 *g*r*x-114432*c^2*g*x^2-51798*c^2*p^3-46374*c^2*p^2*q-155394*c^2*p^2*r+273192*c ^2*p^2*x-6906*c^2*p*q^2-92748*c^2*p*q*r+228120*c^2*p*q*x-155394*c^2*p*r^2+ 596552*c^2*p*r*x-266472*c^2*p*x^2-282*c^2*q^3-6906*c^2*q^2*r+30960*c^2*q^2*x-\ 46374*c^2*q*r^2+211824*c^2*q*r*x-156216*c^2*q*x^2-51798*c^2*r^3+323360*c^2*r^2* x-298008*c^2*r*x^2+38656*c^2*x^3-187*c*g^4-4268*c*g^3*p-509*c*g^3*q-4268*c*g^3* r+4740*c*g^3*x-20500*c*g^2*p^2-8239*c*g^2*p*q-41000*c*g^2*p*r+60184*c*g^2*p*x-\ 415*c*g^2*q^2-8239*c*g^2*q*r+20624*c*g^2*q*x-20500*c*g^2*r^2+60718*c*g^2*r*x-\ 20928*c*g^2*x^2-33114*c*g*p^3-28139*c*g*p^2*q-99342*c*g*p^2*r+161580*c*g*p^2*x-\ 3538*c*g*p*q^2-56278*c*g*p*q*r+130040*c*g*p*q*x-99342*c*g*p*r^2+354078*c*g*p*r* x-139532*c*g*p*x^2-105*c*g*q^3-3538*c*g*q^2*r+17140*c*g*q^2*x-28139*c*g*q*r^2+ 116954*c*g*q*r*x-80068*c*g*q*x^2-33114*c*g*r^3+192498*c*g*r^2*x-149172*c*g*r*x^ 2+15104*c*g*x^3-16711*c*p^4-24161*c*p^3*q-66844*c*p^3*r+112416*c*p^3*x-7485*c*p ^2*q^2-72483*c*p^2*q*r+162600*c*p^2*q*x-100266*c*p^2*r^2+381792*c*p^2*r*x-\ 151116*c*p^2*x^2-39*c*p*q^3-14970*c*p*q^2*r+52944*c*p*q^2*x-72483*c*p*q*r^2+ 332212*c*p*q*r*x-200064*c*p*q*x^2-66844*c*p*r^3+426336*c*p*r^2*x-371400*c*p*r*x ^2+37312*c*p*x^3-4*c*q^4-39*c*q^3*r+2760*c*q^3*x-7485*c*q^2*r^2+41884*c*q^2*r*x -48948*c*q^2*x^2-24161*c*q*r^3+169612*c*q*r^2*x-204384*c*q*r*x^2+37312*c*q*x^3-\ 16711*c*r^4+156960*c*r^3*x-231204*c*r^2*x^2+50976*c*r*x^3-187*g^4*p-187*g^4*r-\ 1769*g^3*p^2-497*g^3*p*q-3538*g^3*p*r+3492*g^3*p*x-497*g^3*q*r+1248*g^3*q*x-\ 1769*g^3*r^2+3336*g^3*r*x-4967*g^2*p^3-3769*g^2*p^2*q-14901*g^2*p^2*r+20828*g^2 *p^2*x-302*g^2*p*q^2-7538*g^2*p*q*r+15560*g^2*p*q*x-14901*g^2*p*r^2+46048*g^2*p *r*x-13456*g^2*p*x^2-302*g^2*q^2*r+2096*g^2*q^2*x-3769*g^2*q*r^2+12794*g^2*q*r* x-7472*g^2*q*x^2-4967*g^2*r^3+25220*g^2*r^2*x-11976*g^2*r*x^2-5403*g*p^4-7516*g *p^3*q-21612*g*p^3*r+33832*g*p^3*x-2069*g*p^2*q^2-22548*g*p^2*q*r+47444*g*p^2*q *x-32418*g*p^2*r^2+115920*g*p^2*r*x-40336*g*p^2*x^2+44*g*p*q^3-4138*g*p*q^2*r+ 14396*g*p*q^2*x-22548*g*p*q*r^2+95800*g*p*q*r*x-52584*g*p*q*x^2-21612*g*p*r^3+ 130344*g*p*r^2*x-98032*g*p*r*x^2+7552*g*p*x^3+44*g*q^3*r+784*g*q^3*x-2069*g*q^2 *r^2+10232*g*q^2*r*x-12248*g*q^2*x^2-7516*g*q*r^3+48356*g*q*r^2*x-49688*g*q*r*x ^2+7552*g*q*x^3-5403*g*r^4+48256*g*r^3*x-61428*g*r^2*x^2+8960*g*r*x^3-2002*p^5-\ 4248*p^4*q-10010*p^4*r+16464*p^4*x-2462*p^3*q^2-16992*p^3*q*r+35688*p^3*q*x-\ 20020*p^3*r^2+75944*p^3*r*x-27552*p^3*x^2-188*p^2*q^3-7386*p^2*q^2*r+21984*p^2* q^2*x-25488*p^2*q*r^2+115606*p^2*q*r*x-59064*p^2*q*x^2-20020*p^2*r^3+129048*p^2 *r^2*x-106872*p^2*r*x^2+8992*p^2*x^3+28*p*q^4-376*p*q^3*r+2760*p*q^3*x-7386*p*q ^2*r^2+41072*p*q^2*r*x-35472*p*q^2*x^2-16992*p*q*r^3+124148*p*q*r^2*x-138528*p* q*r*x^2+17984*p*q*x^3-10010*p*r^4+96120*p*r^3*x-139428*p*r^2*x^2+25728*p*r*x^3+ 28*q^4*r-188*q^3*r^2+1410*q^3*r*x-3960*q^3*x^2-2462*q^2*r^3+19088*q^2*r^2*x-\ 31656*q^2*r*x^2+8992*q^2*x^3-4248*q*r^4+44230*q*r^3*x-80172*q*r^2*x^2+25728*q*r *x^3-2002*r^5+26552*r^4*x-60108*r^3*x^2+21344*r^2*x^3-2952*a^3*c-664*a^3*p-1092 *a^3*q-664*a^3*r-7912*a^2*b*c-6028*a^2*b*p-1700*a^2*b*q-6028*a^2*b*r-18088*a^2* c^2-5900*a^2*c*g-22060*a^2*c*p-8672*a^2*c*q-22060*a^2*c*r+21072*a^2*c*x-3192*a^ 2*g*p-1510*a^2*g*q-3192*a^2*g*r-11076*a^2*p^2-3086*a^2*p*q-22152*a^2*p*r+17712* a^2*p*x-816*a^2*q^2-3086*a^2*q*r+7632*a^2*q*x-11076*a^2*r^2+7992*a^2*r*x-5800*a *b^2*c-6388*a*b^2*p-336*a*b^2*q-6388*a*b^2*r-29152*a*b*c^2-9956*a*b*c*g-48476*a *b*c*p-8496*a*b*c*q-48476*a*b*c*r+41104*a*b*c*x-9394*a*b*g*p-1016*a*b*g*q-9394* a*b*g*r-20542*a*b*p^2-6174*a*b*p*q-41084*a*b*p*r+32928*a*b*p*x-324*a*b*q^2-6174 *a*b*q*r+8992*a*b*q*x-20542*a*b*r^2+29424*a*b*r*x-31752*a*c^3-22868*a*c^2*g-\ 68192*a*c^2*p-18216*a*c^2*q-68192*a*c^2*r+82192*a*c^2*x-3792*a*c*g^2-33776*a*c* g*p-7906*a*c*g*q-33776*a*c*g*r+30008*a*c*g*x-56924*a*c*p^2-22372*a*c*p*q-113848 *a*c*p*r+125624*a*c*p*x-2544*a*c*q^2-22372*a*c*q*r+44016*a*c*q*x-56924*a*c*r^2+ 106732*a*c*r*x-31728*a*c*x^2-3010*a*g^2*p-496*a*g^2*q-3010*a*g^2*r-15210*a*g*p^ 2-4324*a*g*p*q-30420*a*g*p*r+24408*a*g*p*x-476*a*g*q^2-4324*a*g*q*r+8576*a*g*q* x-15210*a*g*r^2+17184*a*g*r*x-14864*a*p^3-10900*a*p^2*q-44592*a*p^2*r+45960*a*p ^2*x-604*a*p*q^2-21800*a*p*q*r+35456*a*p*q*x-44592*a*p*r^2+94108*a*p*r*x-22848* a*p*x^2-60*a*q^3-604*a*q^2*r+5024*a*q^2*x-10900*a*q*r^2+23556*a*q*r*x-11184*a*q *x^2-14864*a*r^3+48148*a*r^2*x-16512*a*r*x^2-840*b^3*c-1296*b^3*p-1296*b^3*r-\ 9064*b^2*c^2-3360*b^2*c*g-18772*b^2*c*p-1236*b^2*c*q-18772*b^2*c*r+18944*b^2*c* x-4104*b^2*g*p-4104*b^2*g*r-7638*b^2*p^2-1752*b^2*p*q-15276*b^2*p*r+13856*b^2*p *x-1752*b^2*q*r-7638*b^2*r^2+17448*b^2*r*x-23608*b*c^3-17584*b*c^2*g-61408*b*c^ 2*p-8680*b*c^2*q-61408*b*c^2*r+78272*b*c^2*x-3050*b*c*g^2-32348*b*c*g*p-3266*b* c*g*q-32348*b*c*g*r+29248*b*c*g*x-48400*b*c*p^2-16400*b*c*p*q-96800*b*c*p*r+ 112584*b*c*p*x-544*b*c*q^2-16400*b*c*q*r+26128*b*c*q*x-48400*b*c*r^2+121572*b*c *r*x-30288*b*c*x^2-3336*b*g^2*p-3336*b*g^2*r-13272*b*g*p^2-3562*b*g*p*q-26544*b *g*p*r+22368*b*g*p*x-3562*b*g*q*r+3904*b*g*q*x-13272*b*g*r^2+23852*b*g*r*x-\ 11658*b*p^3-7556*b*p^2*q-34974*b*p^2*r+38488*b*p^2*x-406*b*p*q^2-15112*b*p*q*r+ 22960*b*p*q*x-34974*b*p*r^2+87500*b*p*r*x-19824*b*p*x^2-406*b*q^2*r-7556*b*q*r^ 2+21988*b*q*r*x-8160*b*q*x^2-11658*b*r^3+49012*b*r^2*x-20880*b*r*x^2-16920*c^4-\ 19408*c^3*g-52252*c^3*p-11076*c^3*q-52252*c^3*r+74304*c^3*x-7054*c^2*g^2-46418* c^2*g*p-8374*c^2*g*q-46418*c^2*g*r+57216*c^2*g*x-61476*c^2*p^2-25348*c^2*p*q-\ 122952*c^2*p*r+160800*c^2*p*x-1888*c^2*q^2-25348*c^2*q*r+50544*c^2*q*x-61476*c^ 2*r^2+159528*c^2*r*x-57984*c^2*x^2-790*c*g^3-11988*c*g^2*p-1480*c*g^2*q-11988*c *g^2*r+10464*c*g^2*x-37182*c*g*p^2-13560*c*g*p*q-74364*c*g*p*r+84632*c*g*p*x-\ 718*c*g*q^2-13560*c*g*q*r+25168*c*g*q*x-37182*c*g*r^2+82372*c*g*r*x-22656*c*g*x ^2-29960*c*p^3-23080*c*p^2*q-89880*c*p^2*r+110088*c*p^2*x-2012*c*p*q^2-46160*c* p*q*r+82056*c*p*q*x-89880*c*p*r^2+237692*c*p*r*x-73776*c*p*x^2-68*c*q^3-2012*c* q^2*r+7920*c*q^2*x-23080*c*q*r^2+70676*c*q*r*x-38160*c*q*x^2-29960*c*r^3+127604 *c*r^2*x-76464*c*r*x^2+6144*c*x^3-790*g^3*p-790*g^3*r-5048*g^2*p^2-1366*g^2*p*q -10096*g^2*p*r+8224*g^2*p*x-1366*g^2*q*r+2240*g^2*q*x-5048*g^2*r^2+7480*g^2*r*x -9270*g*p^3-6480*g*p^2*q-27810*g*p^2*r+29944*g*p^2*x-326*g*p*q^2-12960*g*p*q*r+ 20784*g*p*q*x-27810*g*p*r^2+64692*g*p*r*x-15456*g*p*x^2-326*g*q^2*r+1856*g*q^2* x-6480*g*q*r^2+16348*g*q*r*x-7200*g*q*x^2-9270*g*r^3+34748*g*r^2*x-13440*g*r*x^ 2-5028*p^4-6518*p^3*q-20112*p^3*r+23592*p^3*x-1380*p^2*q^2-19554*p^2*q*r+31512* p^2*q*x-30168*p^2*r^2+80308*p^2*r*x-21888*p^2*x^2+110*p*q^3-2760*p*q^2*r+7920*p *q^2*x-19554*p*q*r^2+62096*p*q*r*x-26976*p*q*x^2-20112*p*r^3+89840*p*r^2*x-\ 52608*p*r*x^2+3072*p*x^3+110*q^3*r-1380*q^2*r^2+5092*q^2*r*x-5088*q^2*x^2-6518* q*r^3+30584*q*r^2*x-24576*q*r*x^2+3072*q*x^3-5028*r^4+33124*r^3*x-32016*r^2*x^2 +3840*r*x^3-4632*a^2*c-2096*a^2*p-1224*a^2*q-2096*a^2*r-7032*a*b*c-6848*a*b*p-\ 592*a*b*q-6848*a*b*r-15896*a*c^2-5748*a*c*g-22700*a*c*p-5432*a*c*q-22700*a*c*r+ 16224*a*c*x-4280*a*g*p-752*a*g*q-4280*a*g*r-10656*a*p^2-2516*a*p*q-21312*a*p*r+ 14688*a*p*x-272*a*q^2-2516*a*q*r+3840*a*q*x-10656*a*r^2+8832*a*r*x-1856*b^2*c-\ 2760*b^2*p-2760*b^2*r-10848*b*c^2-4128*b*c*g-21476*b*c*p-1784*b*c*q-21476*b*c*r +14784*b*c*x-4844*b*g*p-4844*b*g*r-9160*b*p^2-2044*b*p*q-18320*b*p*r+12480*b*p* x-2044*b*q*r-9160*b*r^2+13200*b*r*x-12384*c^3-9536*c^2*g-30096*c^2*p-5128*c^2*q -30096*c^2*r+28992*c^2*x-1744*c*g^2-16324*c*g*p-1976*c*g*q-16324*c*g*r+11328*c* g*x-25268*c*p^2-7684*c*p*q-50536*c*p*r+45792*c*p*x-392*c*q^2-7684*c*q*r+10176*c *q*x-25268*c*r^2+42288*c*r*x-9216*c*x^2-1744*g^2*p-1744*g^2*r-7136*g*p^2-1628*g *p*q-14272*g*p*r+9792*g*p*x-1628*g*q*r+1536*g*q*x-7136*g*r^2+8256*g*r*x-6544*p^ 3-3980*p^2*q-19632*p^2*r+16800*p^2*x+20*p*q^2-7960*p*q*r+10176*p*q*x-19632*p*r^ 2+35280*p*r*x-6912*p*x^2+20*q^2*r-3980*q*r^2+7248*q*r*x-2304*q*x^2-6544*r^3+ 18480*r^2*x-5760*r*x^2-3216*a*c-2176*a*p-384*a*q-2176*a*r-1952*b*c-2608*b*p-\ 2608*b*r-4832*c^2-1888*c*g-8400*c*p-928*c*q-8400*c*r+4608*c*x-1888*g*p-1888*g*r -3904*p^2-592*p*q-7808*p*r+4608*p*x-592*q*r-3904*r^2+3456*r*x-768*c-768*p-768*r )*dx+r*(r-1)*(32*a^6*c^2*x^2+32*a^6*c*p*x^2+32*a^6*c*q*x^2+48*a^6*c*r*x^2+8*a^6 *p^2*x^2+16*a^6*p*q*x^2+24*a^6*p*r*x^2+8*a^6*q^2*x^2+24*a^6*q*r*x^2+24*a^6*r^2* x^2+192*a^5*b*c^2*x^2+192*a^5*b*c*p*x^2+192*a^5*b*c*q*x^2+288*a^5*b*c*r*x^2+48* a^5*b*p^2*x^2+96*a^5*b*p*q*x^2+144*a^5*b*p*r*x^2+48*a^5*b*q^2*x^2+144*a^5*b*q*r *x^2+144*a^5*b*r^2*x^2+352*a^5*c^3*x^2+144*a^5*c^2*g*x^2+496*a^5*c^2*p*x^2+496* a^5*c^2*q*x^2+672*a^5*c^2*r*x^2+144*a^5*c*g*p*x^2+144*a^5*c*g*q*x^2+216*a^5*c*g *r*x^2+232*a^5*c*p^2*x^2+464*a^5*c*p*q*x^2+624*a^5*c*p*r*x^2+232*a^5*c*q^2*x^2+ 624*a^5*c*q*r*x^2+480*a^5*c*r^2*x^2+36*a^5*g*p^2*x^2+72*a^5*g*p*q*x^2+108*a^5*g *p*r*x^2+36*a^5*g*q^2*x^2+108*a^5*g*q*r*x^2+108*a^5*g*r^2*x^2+36*a^5*p^3*x^2+ 108*a^5*p^2*q*x^2+144*a^5*p^2*r*x^2+108*a^5*p*q^2*x^2+288*a^5*p*q*r*x^2+216*a^5 *p*r^2*x^2+36*a^5*q^3*x^2+144*a^5*q^2*r*x^2+216*a^5*q*r^2*x^2+108*a^5*r^3*x^2+ 480*a^4*b^2*c^2*x^2+480*a^4*b^2*c*p*x^2+480*a^4*b^2*c*q*x^2+720*a^4*b^2*c*r*x^2 +120*a^4*b^2*p^2*x^2+240*a^4*b^2*p*q*x^2+360*a^4*b^2*p*r*x^2+120*a^4*b^2*q^2*x^ 2+360*a^4*b^2*q*r*x^2+360*a^4*b^2*r^2*x^2+1760*a^4*b*c^3*x^2+720*a^4*b*c^2*g*x^ 2+2480*a^4*b*c^2*p*x^2+2480*a^4*b*c^2*q*x^2+3360*a^4*b*c^2*r*x^2+720*a^4*b*c*g* p*x^2+720*a^4*b*c*g*q*x^2+1080*a^4*b*c*g*r*x^2+1160*a^4*b*c*p^2*x^2+2320*a^4*b* c*p*q*x^2+3120*a^4*b*c*p*r*x^2+1160*a^4*b*c*q^2*x^2+3120*a^4*b*c*q*r*x^2+2400*a ^4*b*c*r^2*x^2+180*a^4*b*g*p^2*x^2+360*a^4*b*g*p*q*x^2+540*a^4*b*g*p*r*x^2+180* a^4*b*g*q^2*x^2+540*a^4*b*g*q*r*x^2+540*a^4*b*g*r^2*x^2+180*a^4*b*p^3*x^2+540*a ^4*b*p^2*q*x^2+720*a^4*b*p^2*r*x^2+540*a^4*b*p*q^2*x^2+1440*a^4*b*p*q*r*x^2+ 1080*a^4*b*p*r^2*x^2+180*a^4*b*q^3*x^2+720*a^4*b*q^2*r*x^2+1080*a^4*b*q*r^2*x^2 +540*a^4*b*r^3*x^2+1536*a^4*c^4*x^2+1296*a^4*c^3*g*x^2+2816*a^4*c^3*p*x^2+2816* a^4*c^3*q*x^2+3648*a^4*c^3*r*x^2+264*a^4*c^2*g^2*x^2+1824*a^4*c^2*g*p*x^2+1824* a^4*c^2*g*q*x^2+2472*a^4*c^2*g*r*x^2+1928*a^4*c^2*p^2*x^2+3856*a^4*c^2*p*q*x^2+ 4944*a^4*c^2*p*r*x^2+1928*a^4*c^2*q^2*x^2+4944*a^4*c^2*q*r*x^2+3432*a^4*c^2*r^2 *x^2+264*a^4*c*g^2*p*x^2+264*a^4*c*g^2*q*x^2+396*a^4*c*g^2*r*x^2+852*a^4*c*g*p^ 2*x^2+1704*a^4*c*g*p*q*x^2+2292*a^4*c*g*p*r*x^2+852*a^4*c*g*q^2*x^2+2292*a^4*c* g*q*r*x^2+1764*a^4*c*g*r^2*x^2+584*a^4*c*p^3*x^2+1752*a^4*c*p^2*q*x^2+2220*a^4* c*p^2*r*x^2+1752*a^4*c*p*q^2*x^2+4440*a^4*c*p*q*r*x^2+3024*a^4*c*p*r^2*x^2+584* a^4*c*q^3*x^2+2220*a^4*c*q^2*r*x^2+3024*a^4*c*q*r^2*x^2+1388*a^4*c*r^3*x^2+66*a ^4*g^2*p^2*x^2+132*a^4*g^2*p*q*x^2+198*a^4*g^2*p*r*x^2+66*a^4*g^2*q^2*x^2+198*a ^4*g^2*q*r*x^2+198*a^4*g^2*r^2*x^2+132*a^4*g*p^3*x^2+396*a^4*g*p^2*q*x^2+528*a^ 4*g*p^2*r*x^2+396*a^4*g*p*q^2*x^2+1056*a^4*g*p*q*r*x^2+792*a^4*g*p*r^2*x^2+132* a^4*g*q^3*x^2+528*a^4*g*q^2*r*x^2+792*a^4*g*q*r^2*x^2+396*a^4*g*r^3*x^2+66*a^4* p^4*x^2+264*a^4*p^3*q*x^2+330*a^4*p^3*r*x^2+396*a^4*p^2*q^2*x^2+990*a^4*p^2*q*r *x^2+660*a^4*p^2*r^2*x^2+264*a^4*p*q^3*x^2+990*a^4*p*q^2*r*x^2+1320*a^4*p*q*r^2 *x^2+594*a^4*p*r^3*x^2+66*a^4*q^4*x^2+330*a^4*q^3*r*x^2+660*a^4*q^2*r^2*x^2+594 *a^4*q*r^3*x^2+198*a^4*r^4*x^2+640*a^3*b^3*c^2*x^2+640*a^3*b^3*c*p*x^2+640*a^3* b^3*c*q*x^2+960*a^3*b^3*c*r*x^2+160*a^3*b^3*p^2*x^2+320*a^3*b^3*p*q*x^2+480*a^3 *b^3*p*r*x^2+160*a^3*b^3*q^2*x^2+480*a^3*b^3*q*r*x^2+480*a^3*b^3*r^2*x^2+3520*a ^3*b^2*c^3*x^2+1440*a^3*b^2*c^2*g*x^2+4960*a^3*b^2*c^2*p*x^2+4960*a^3*b^2*c^2*q *x^2+6720*a^3*b^2*c^2*r*x^2+1440*a^3*b^2*c*g*p*x^2+1440*a^3*b^2*c*g*q*x^2+2160* a^3*b^2*c*g*r*x^2+2320*a^3*b^2*c*p^2*x^2+4640*a^3*b^2*c*p*q*x^2+6240*a^3*b^2*c* p*r*x^2+2320*a^3*b^2*c*q^2*x^2+6240*a^3*b^2*c*q*r*x^2+4800*a^3*b^2*c*r^2*x^2+ 360*a^3*b^2*g*p^2*x^2+720*a^3*b^2*g*p*q*x^2+1080*a^3*b^2*g*p*r*x^2+360*a^3*b^2* g*q^2*x^2+1080*a^3*b^2*g*q*r*x^2+1080*a^3*b^2*g*r^2*x^2+360*a^3*b^2*p^3*x^2+ 1080*a^3*b^2*p^2*q*x^2+1440*a^3*b^2*p^2*r*x^2+1080*a^3*b^2*p*q^2*x^2+2880*a^3*b ^2*p*q*r*x^2+2160*a^3*b^2*p*r^2*x^2+360*a^3*b^2*q^3*x^2+1440*a^3*b^2*q^2*r*x^2+ 2160*a^3*b^2*q*r^2*x^2+1080*a^3*b^2*r^3*x^2+6144*a^3*b*c^4*x^2+5184*a^3*b*c^3*g *x^2+11264*a^3*b*c^3*p*x^2+11264*a^3*b*c^3*q*x^2+14592*a^3*b*c^3*r*x^2+1056*a^3 *b*c^2*g^2*x^2+7296*a^3*b*c^2*g*p*x^2+7296*a^3*b*c^2*g*q*x^2+9888*a^3*b*c^2*g*r *x^2+7712*a^3*b*c^2*p^2*x^2+15424*a^3*b*c^2*p*q*x^2+19776*a^3*b*c^2*p*r*x^2+ 7712*a^3*b*c^2*q^2*x^2+19776*a^3*b*c^2*q*r*x^2+13728*a^3*b*c^2*r^2*x^2+1056*a^3 *b*c*g^2*p*x^2+1056*a^3*b*c*g^2*q*x^2+1584*a^3*b*c*g^2*r*x^2+3408*a^3*b*c*g*p^2 *x^2+6816*a^3*b*c*g*p*q*x^2+9168*a^3*b*c*g*p*r*x^2+3408*a^3*b*c*g*q^2*x^2+9168* a^3*b*c*g*q*r*x^2+7056*a^3*b*c*g*r^2*x^2+2336*a^3*b*c*p^3*x^2+7008*a^3*b*c*p^2* q*x^2+8880*a^3*b*c*p^2*r*x^2+7008*a^3*b*c*p*q^2*x^2+17760*a^3*b*c*p*q*r*x^2+ 12096*a^3*b*c*p*r^2*x^2+2336*a^3*b*c*q^3*x^2+8880*a^3*b*c*q^2*r*x^2+12096*a^3*b *c*q*r^2*x^2+5552*a^3*b*c*r^3*x^2+264*a^3*b*g^2*p^2*x^2+528*a^3*b*g^2*p*q*x^2+ 792*a^3*b*g^2*p*r*x^2+264*a^3*b*g^2*q^2*x^2+792*a^3*b*g^2*q*r*x^2+792*a^3*b*g^2 *r^2*x^2+528*a^3*b*g*p^3*x^2+1584*a^3*b*g*p^2*q*x^2+2112*a^3*b*g*p^2*r*x^2+1584 *a^3*b*g*p*q^2*x^2+4224*a^3*b*g*p*q*r*x^2+3168*a^3*b*g*p*r^2*x^2+528*a^3*b*g*q^ 3*x^2+2112*a^3*b*g*q^2*r*x^2+3168*a^3*b*g*q*r^2*x^2+1584*a^3*b*g*r^3*x^2+264*a^ 3*b*p^4*x^2+1056*a^3*b*p^3*q*x^2+1320*a^3*b*p^3*r*x^2+1584*a^3*b*p^2*q^2*x^2+ 3960*a^3*b*p^2*q*r*x^2+2640*a^3*b*p^2*r^2*x^2+1056*a^3*b*p*q^3*x^2+3960*a^3*b*p *q^2*r*x^2+5280*a^3*b*p*q*r^2*x^2+2376*a^3*b*p*r^3*x^2+264*a^3*b*q^4*x^2+1320*a ^3*b*q^3*r*x^2+2640*a^3*b*q^2*r^2*x^2+2376*a^3*b*q*r^3*x^2+792*a^3*b*r^4*x^2+ 3424*a^3*c^5*x^2+4432*a^3*c^4*g*x^2+7760*a^3*c^4*p*x^2+7760*a^3*c^4*q*x^2+9840* a^3*c^4*r*x^2+1864*a^3*c^3*g^2*x^2+8112*a^3*c^3*g*p*x^2+8112*a^3*c^3*g*q*x^2+ 10512*a^3*c^3*g*r*x^2+7008*a^3*c^3*p^2*x^2+14016*a^3*c^3*p*q*x^2+17568*a^3*c^3* p*r*x^2+7008*a^3*c^3*q^2*x^2+17568*a^3*c^3*q*r*x^2+11664*a^3*c^3*r^2*x^2+252*a^ 3*c^2*g^3*x^2+2620*a^3*c^2*g^2*p*x^2+2620*a^3*c^2*g^2*q*x^2+3552*a^3*c^2*g^2*r* x^2+5544*a^3*c^2*g*p^2*x^2+11088*a^3*c^2*g*p*q*x^2+14220*a^3*c^2*g*p*r*x^2+5544 *a^3*c^2*g*q^2*x^2+14220*a^3*c^2*g*q*r*x^2+9876*a^3*c^2*g*r^2*x^2+3152*a^3*c^2* p^3*x^2+9456*a^3*c^2*p^2*q*x^2+11700*a^3*c^2*p^2*r*x^2+9456*a^3*c^2*p*q^2*x^2+ 23400*a^3*c^2*p*q*r*x^2+15264*a^3*c^2*p*r^2*x^2+3152*a^3*c^2*q^3*x^2+11700*a^3* c^2*q^2*r*x^2+15264*a^3*c^2*q*r^2*x^2+6716*a^3*c^2*r^3*x^2+252*a^3*c*g^3*p*x^2+ 252*a^3*c*g^3*q*x^2+378*a^3*c*g^3*r*x^2+1222*a^3*c*g^2*p^2*x^2+2444*a^3*c*g^2*p *q*x^2+3288*a^3*c*g^2*p*r*x^2+1222*a^3*c*g^2*q^2*x^2+3288*a^3*c*g^2*q*r*x^2+ 2532*a^3*c*g^2*r^2*x^2+1676*a^3*c*g*p^3*x^2+5028*a^3*c*g*p^2*q*x^2+6372*a^3*c*g *p^2*r*x^2+5028*a^3*c*g*p*q^2*x^2+12744*a^3*c*g*p*q*r*x^2+8682*a^3*c*g*p*r^2*x^ 2+1676*a^3*c*g*q^3*x^2+6372*a^3*c*g*q^2*r*x^2+8682*a^3*c*g*q*r^2*x^2+3986*a^3*c *g*r^3*x^2+706*a^3*c*p^4*x^2+2824*a^3*c*p^3*q*x^2+3444*a^3*c*p^3*r*x^2+4236*a^3 *c*p^2*q^2*x^2+10332*a^3*c*p^2*q*r*x^2+6606*a^3*c*p^2*r^2*x^2+2824*a^3*c*p*q^3* x^2+10332*a^3*c*p*q^2*r*x^2+13212*a^3*c*p*q*r^2*x^2+5704*a^3*c*p*r^3*x^2+706*a^ 3*c*q^4*x^2+3444*a^3*c*q^3*r*x^2+6606*a^3*c*q^2*r^2*x^2+5704*a^3*c*q*r^3*x^2+ 1836*a^3*c*r^4*x^2+63*a^3*g^3*p^2*x^2+126*a^3*g^3*p*q*x^2+189*a^3*g^3*p*r*x^2+ 63*a^3*g^3*q^2*x^2+189*a^3*g^3*q*r*x^2+189*a^3*g^3*r^2*x^2+189*a^3*g^2*p^3*x^2+ 567*a^3*g^2*p^2*q*x^2+756*a^3*g^2*p^2*r*x^2+567*a^3*g^2*p*q^2*x^2+1512*a^3*g^2* p*q*r*x^2+1134*a^3*g^2*p*r^2*x^2+189*a^3*g^2*q^3*x^2+756*a^3*g^2*q^2*r*x^2+1134 *a^3*g^2*q*r^2*x^2+567*a^3*g^2*r^3*x^2+189*a^3*g*p^4*x^2+756*a^3*g*p^3*q*x^2+ 945*a^3*g*p^3*r*x^2+1134*a^3*g*p^2*q^2*x^2+2835*a^3*g*p^2*q*r*x^2+1890*a^3*g*p^ 2*r^2*x^2+756*a^3*g*p*q^3*x^2+2835*a^3*g*p*q^2*r*x^2+3780*a^3*g*p*q*r^2*x^2+ 1701*a^3*g*p*r^3*x^2+189*a^3*g*q^4*x^2+945*a^3*g*q^3*r*x^2+1890*a^3*g*q^2*r^2*x ^2+1701*a^3*g*q*r^3*x^2+567*a^3*g*r^4*x^2+63*a^3*p^5*x^2+315*a^3*p^4*q*x^2+378* a^3*p^4*r*x^2+630*a^3*p^3*q^2*x^2+1512*a^3*p^3*q*r*x^2+945*a^3*p^3*r^2*x^2+630* a^3*p^2*q^3*x^2+2268*a^3*p^2*q^2*r*x^2+2835*a^3*p^2*q*r^2*x^2+1197*a^3*p^2*r^3* x^2+315*a^3*p*q^4*x^2+1512*a^3*p*q^3*r*x^2+2835*a^3*p*q^2*r^2*x^2+2394*a^3*p*q* r^3*x^2+756*a^3*p*r^4*x^2+63*a^3*q^5*x^2+378*a^3*q^4*r*x^2+945*a^3*q^3*r^2*x^2+ 1197*a^3*q^2*r^3*x^2+756*a^3*q*r^4*x^2+189*a^3*r^5*x^2+480*a^2*b^4*c^2*x^2+480* a^2*b^4*c*p*x^2+480*a^2*b^4*c*q*x^2+720*a^2*b^4*c*r*x^2+120*a^2*b^4*p^2*x^2+240 *a^2*b^4*p*q*x^2+360*a^2*b^4*p*r*x^2+120*a^2*b^4*q^2*x^2+360*a^2*b^4*q*r*x^2+ 360*a^2*b^4*r^2*x^2+3520*a^2*b^3*c^3*x^2+1440*a^2*b^3*c^2*g*x^2+4960*a^2*b^3*c^ 2*p*x^2+4960*a^2*b^3*c^2*q*x^2+6720*a^2*b^3*c^2*r*x^2+1440*a^2*b^3*c*g*p*x^2+ 1440*a^2*b^3*c*g*q*x^2+2160*a^2*b^3*c*g*r*x^2+2320*a^2*b^3*c*p^2*x^2+4640*a^2*b ^3*c*p*q*x^2+6240*a^2*b^3*c*p*r*x^2+2320*a^2*b^3*c*q^2*x^2+6240*a^2*b^3*c*q*r*x ^2+4800*a^2*b^3*c*r^2*x^2+360*a^2*b^3*g*p^2*x^2+720*a^2*b^3*g*p*q*x^2+1080*a^2* b^3*g*p*r*x^2+360*a^2*b^3*g*q^2*x^2+1080*a^2*b^3*g*q*r*x^2+1080*a^2*b^3*g*r^2*x ^2+360*a^2*b^3*p^3*x^2+1080*a^2*b^3*p^2*q*x^2+1440*a^2*b^3*p^2*r*x^2+1080*a^2*b ^3*p*q^2*x^2+2880*a^2*b^3*p*q*r*x^2+2160*a^2*b^3*p*r^2*x^2+360*a^2*b^3*q^3*x^2+ 1440*a^2*b^3*q^2*r*x^2+2160*a^2*b^3*q*r^2*x^2+1080*a^2*b^3*r^3*x^2+9216*a^2*b^2 *c^4*x^2+7776*a^2*b^2*c^3*g*x^2+16896*a^2*b^2*c^3*p*x^2+16896*a^2*b^2*c^3*q*x^2 +21888*a^2*b^2*c^3*r*x^2+1584*a^2*b^2*c^2*g^2*x^2+10944*a^2*b^2*c^2*g*p*x^2+ 10944*a^2*b^2*c^2*g*q*x^2+14832*a^2*b^2*c^2*g*r*x^2+11568*a^2*b^2*c^2*p^2*x^2+ 23136*a^2*b^2*c^2*p*q*x^2+29664*a^2*b^2*c^2*p*r*x^2+11568*a^2*b^2*c^2*q^2*x^2+ 29664*a^2*b^2*c^2*q*r*x^2+20592*a^2*b^2*c^2*r^2*x^2+1584*a^2*b^2*c*g^2*p*x^2+ 1584*a^2*b^2*c*g^2*q*x^2+2376*a^2*b^2*c*g^2*r*x^2+5112*a^2*b^2*c*g*p^2*x^2+ 10224*a^2*b^2*c*g*p*q*x^2+13752*a^2*b^2*c*g*p*r*x^2+5112*a^2*b^2*c*g*q^2*x^2+ 13752*a^2*b^2*c*g*q*r*x^2+10584*a^2*b^2*c*g*r^2*x^2+3504*a^2*b^2*c*p^3*x^2+ 10512*a^2*b^2*c*p^2*q*x^2+13320*a^2*b^2*c*p^2*r*x^2+10512*a^2*b^2*c*p*q^2*x^2+ 26640*a^2*b^2*c*p*q*r*x^2+18144*a^2*b^2*c*p*r^2*x^2+3504*a^2*b^2*c*q^3*x^2+ 13320*a^2*b^2*c*q^2*r*x^2+18144*a^2*b^2*c*q*r^2*x^2+8328*a^2*b^2*c*r^3*x^2+396* a^2*b^2*g^2*p^2*x^2+792*a^2*b^2*g^2*p*q*x^2+1188*a^2*b^2*g^2*p*r*x^2+396*a^2*b^ 2*g^2*q^2*x^2+1188*a^2*b^2*g^2*q*r*x^2+1188*a^2*b^2*g^2*r^2*x^2+792*a^2*b^2*g*p ^3*x^2+2376*a^2*b^2*g*p^2*q*x^2+3168*a^2*b^2*g*p^2*r*x^2+2376*a^2*b^2*g*p*q^2*x ^2+6336*a^2*b^2*g*p*q*r*x^2+4752*a^2*b^2*g*p*r^2*x^2+792*a^2*b^2*g*q^3*x^2+3168 *a^2*b^2*g*q^2*r*x^2+4752*a^2*b^2*g*q*r^2*x^2+2376*a^2*b^2*g*r^3*x^2+396*a^2*b^ 2*p^4*x^2+1584*a^2*b^2*p^3*q*x^2+1980*a^2*b^2*p^3*r*x^2+2376*a^2*b^2*p^2*q^2*x^ 2+5940*a^2*b^2*p^2*q*r*x^2+3960*a^2*b^2*p^2*r^2*x^2+1584*a^2*b^2*p*q^3*x^2+5940 *a^2*b^2*p*q^2*r*x^2+7920*a^2*b^2*p*q*r^2*x^2+3564*a^2*b^2*p*r^3*x^2+396*a^2*b^ 2*q^4*x^2+1980*a^2*b^2*q^3*r*x^2+3960*a^2*b^2*q^2*r^2*x^2+3564*a^2*b^2*q*r^3*x^ 2+1188*a^2*b^2*r^4*x^2+10272*a^2*b*c^5*x^2+13296*a^2*b*c^4*g*x^2+23280*a^2*b*c^ 4*p*x^2+23280*a^2*b*c^4*q*x^2+29520*a^2*b*c^4*r*x^2+5592*a^2*b*c^3*g^2*x^2+ 24336*a^2*b*c^3*g*p*x^2+24336*a^2*b*c^3*g*q*x^2+31536*a^2*b*c^3*g*r*x^2+21024*a ^2*b*c^3*p^2*x^2+42048*a^2*b*c^3*p*q*x^2+52704*a^2*b*c^3*p*r*x^2+21024*a^2*b*c^ 3*q^2*x^2+52704*a^2*b*c^3*q*r*x^2+34992*a^2*b*c^3*r^2*x^2+756*a^2*b*c^2*g^3*x^2 +7860*a^2*b*c^2*g^2*p*x^2+7860*a^2*b*c^2*g^2*q*x^2+10656*a^2*b*c^2*g^2*r*x^2+ 16632*a^2*b*c^2*g*p^2*x^2+33264*a^2*b*c^2*g*p*q*x^2+42660*a^2*b*c^2*g*p*r*x^2+ 16632*a^2*b*c^2*g*q^2*x^2+42660*a^2*b*c^2*g*q*r*x^2+29628*a^2*b*c^2*g*r^2*x^2+ 9456*a^2*b*c^2*p^3*x^2+28368*a^2*b*c^2*p^2*q*x^2+35100*a^2*b*c^2*p^2*r*x^2+ 28368*a^2*b*c^2*p*q^2*x^2+70200*a^2*b*c^2*p*q*r*x^2+45792*a^2*b*c^2*p*r^2*x^2+ 9456*a^2*b*c^2*q^3*x^2+35100*a^2*b*c^2*q^2*r*x^2+45792*a^2*b*c^2*q*r^2*x^2+ 20148*a^2*b*c^2*r^3*x^2+756*a^2*b*c*g^3*p*x^2+756*a^2*b*c*g^3*q*x^2+1134*a^2*b* c*g^3*r*x^2+3666*a^2*b*c*g^2*p^2*x^2+7332*a^2*b*c*g^2*p*q*x^2+9864*a^2*b*c*g^2* p*r*x^2+3666*a^2*b*c*g^2*q^2*x^2+9864*a^2*b*c*g^2*q*r*x^2+7596*a^2*b*c*g^2*r^2* x^2+5028*a^2*b*c*g*p^3*x^2+15084*a^2*b*c*g*p^2*q*x^2+19116*a^2*b*c*g*p^2*r*x^2+ 15084*a^2*b*c*g*p*q^2*x^2+38232*a^2*b*c*g*p*q*r*x^2+26046*a^2*b*c*g*p*r^2*x^2+ 5028*a^2*b*c*g*q^3*x^2+19116*a^2*b*c*g*q^2*r*x^2+26046*a^2*b*c*g*q*r^2*x^2+ 11958*a^2*b*c*g*r^3*x^2+2118*a^2*b*c*p^4*x^2+8472*a^2*b*c*p^3*q*x^2+10332*a^2*b *c*p^3*r*x^2+12708*a^2*b*c*p^2*q^2*x^2+30996*a^2*b*c*p^2*q*r*x^2+19818*a^2*b*c* p^2*r^2*x^2+8472*a^2*b*c*p*q^3*x^2+30996*a^2*b*c*p*q^2*r*x^2+39636*a^2*b*c*p*q* r^2*x^2+17112*a^2*b*c*p*r^3*x^2+2118*a^2*b*c*q^4*x^2+10332*a^2*b*c*q^3*r*x^2+ 19818*a^2*b*c*q^2*r^2*x^2+17112*a^2*b*c*q*r^3*x^2+5508*a^2*b*c*r^4*x^2+189*a^2* b*g^3*p^2*x^2+378*a^2*b*g^3*p*q*x^2+567*a^2*b*g^3*p*r*x^2+189*a^2*b*g^3*q^2*x^2 +567*a^2*b*g^3*q*r*x^2+567*a^2*b*g^3*r^2*x^2+567*a^2*b*g^2*p^3*x^2+1701*a^2*b*g ^2*p^2*q*x^2+2268*a^2*b*g^2*p^2*r*x^2+1701*a^2*b*g^2*p*q^2*x^2+4536*a^2*b*g^2*p *q*r*x^2+3402*a^2*b*g^2*p*r^2*x^2+567*a^2*b*g^2*q^3*x^2+2268*a^2*b*g^2*q^2*r*x^ 2+3402*a^2*b*g^2*q*r^2*x^2+1701*a^2*b*g^2*r^3*x^2+567*a^2*b*g*p^4*x^2+2268*a^2* b*g*p^3*q*x^2+2835*a^2*b*g*p^3*r*x^2+3402*a^2*b*g*p^2*q^2*x^2+8505*a^2*b*g*p^2* q*r*x^2+5670*a^2*b*g*p^2*r^2*x^2+2268*a^2*b*g*p*q^3*x^2+8505*a^2*b*g*p*q^2*r*x^ 2+11340*a^2*b*g*p*q*r^2*x^2+5103*a^2*b*g*p*r^3*x^2+567*a^2*b*g*q^4*x^2+2835*a^2 *b*g*q^3*r*x^2+5670*a^2*b*g*q^2*r^2*x^2+5103*a^2*b*g*q*r^3*x^2+1701*a^2*b*g*r^4 *x^2+189*a^2*b*p^5*x^2+945*a^2*b*p^4*q*x^2+1134*a^2*b*p^4*r*x^2+1890*a^2*b*p^3* q^2*x^2+4536*a^2*b*p^3*q*r*x^2+2835*a^2*b*p^3*r^2*x^2+1890*a^2*b*p^2*q^3*x^2+ 6804*a^2*b*p^2*q^2*r*x^2+8505*a^2*b*p^2*q*r^2*x^2+3591*a^2*b*p^2*r^3*x^2+945*a^ 2*b*p*q^4*x^2+4536*a^2*b*p*q^3*r*x^2+8505*a^2*b*p*q^2*r^2*x^2+7182*a^2*b*p*q*r^ 3*x^2+2268*a^2*b*p*r^4*x^2+189*a^2*b*q^5*x^2+1134*a^2*b*q^4*r*x^2+2835*a^2*b*q^ 3*r^2*x^2+3591*a^2*b*q^2*r^3*x^2+2268*a^2*b*q*r^4*x^2+567*a^2*b*r^5*x^2+4128*a^ 2*c^6*x^2+7248*a^2*c^5*g*x^2+11168*a^2*c^5*p*x^2+11168*a^2*c^5*q*x^2+14016*a^2* c^5*r*x^2+4680*a^2*c^4*g^2*x^2+16400*a^2*c^4*g*p*x^2+16400*a^2*c^4*g*q*x^2+ 20808*a^2*c^4*g*r*x^2+12544*a^2*c^4*p^2*x^2+25088*a^2*c^4*p*q*x^2+31104*a^2*c^4 *p*r*x^2+12544*a^2*c^4*q^2*x^2+31104*a^2*c^4*q*r*x^2+20232*a^2*c^4*r^2*x^2+1308 *a^2*c^3*g^3*x^2+8552*a^2*c^3*g^2*p*x^2+8552*a^2*c^3*g^2*q*x^2+11088*a^2*c^3*g^ 2*r*x^2+14784*a^2*c^3*g*p^2*x^2+29568*a^2*c^3*g*p*q*x^2+37080*a^2*c^3*g*p*r*x^2 +14784*a^2*c^3*g*q^2*x^2+37080*a^2*c^3*g*q*r*x^2+24624*a^2*c^3*g*r^2*x^2+7488*a ^2*c^3*p^3*x^2+22464*a^2*c^3*p^2*q*x^2+27480*a^2*c^3*p^2*r*x^2+22464*a^2*c^3*p* q^2*x^2+54960*a^2*c^3*p*q*r*x^2+35136*a^2*c^3*p*r^2*x^2+7488*a^2*c^3*q^3*x^2+ 27480*a^2*c^3*q^2*r*x^2+35136*a^2*c^3*q*r^2*x^2+15144*a^2*c^3*r^3*x^2+132*a^2*c ^2*g^4*x^2+1836*a^2*c^2*g^3*p*x^2+1836*a^2*c^2*g^3*q*x^2+2490*a^2*c^2*g^3*r*x^2 +5834*a^2*c^2*g^2*p^2*x^2+11668*a^2*c^2*g^2*p*q*x^2+14970*a^2*c^2*g^2*p*r*x^2+ 5834*a^2*c^2*g^2*q^2*x^2+14970*a^2*c^2*g^2*q*r*x^2+10404*a^2*c^2*g^2*r^2*x^2+ 6636*a^2*c^2*g*p^3*x^2+19908*a^2*c^2*g*p^2*q*x^2+24642*a^2*c^2*g*p^2*r*x^2+ 19908*a^2*c^2*g*p*q^2*x^2+49284*a^2*c^2*g*p*q*r*x^2+32154*a^2*c^2*g*p*r^2*x^2+ 6636*a^2*c^2*g*q^3*x^2+24642*a^2*c^2*g*q^2*r*x^2+32154*a^2*c^2*g*q*r^2*x^2+ 14148*a^2*c^2*g*r^3*x^2+2506*a^2*c^2*p^4*x^2+10024*a^2*c^2*p^3*q*x^2+12084*a^2* c^2*p^3*r*x^2+15036*a^2*c^2*p^2*q^2*x^2+36252*a^2*c^2*p^2*q*r*x^2+22734*a^2*c^2 *p^2*r^2*x^2+10024*a^2*c^2*p*q^3*x^2+36252*a^2*c^2*p*q^2*r*x^2+45468*a^2*c^2*p* q*r^2*x^2+19240*a^2*c^2*p*r^3*x^2+2506*a^2*c^2*q^4*x^2+12084*a^2*c^2*q^3*r*x^2+ 22734*a^2*c^2*q^2*r^2*x^2+19240*a^2*c^2*q*r^3*x^2+6084*a^2*c^2*r^4*x^2+132*a^2* c*g^4*p*x^2+132*a^2*c*g^4*q*x^2+198*a^2*c*g^4*r*x^2+855*a^2*c*g^3*p^2*x^2+1710* a^2*c*g^3*p*q*x^2+2301*a^2*c*g^3*p*r*x^2+855*a^2*c*g^3*q^2*x^2+2301*a^2*c*g^3*q *r*x^2+1773*a^2*c*g^3*r^2*x^2+1760*a^2*c*g^2*p^3*x^2+5280*a^2*c*g^2*p^2*q*x^2+ 6693*a^2*c*g^2*p^2*r*x^2+5280*a^2*c*g^2*p*q^2*x^2+13386*a^2*c*g^2*p*q*r*x^2+ 9123*a^2*c*g^2*p*r^2*x^2+1760*a^2*c*g^2*q^3*x^2+6693*a^2*c*g^2*q^2*r*x^2+9123*a ^2*c*g^2*q*r^2*x^2+4190*a^2*c*g^2*r^3*x^2+1483*a^2*c*g*p^4*x^2+5932*a^2*c*g*p^3 *q*x^2+7236*a^2*c*g*p^3*r*x^2+8898*a^2*c*g*p^2*q^2*x^2+21708*a^2*c*g*p^2*q*r*x^ 2+13881*a^2*c*g*p^2*r^2*x^2+5932*a^2*c*g*p*q^3*x^2+21708*a^2*c*g*p*q^2*r*x^2+ 27762*a^2*c*g*p*q*r^2*x^2+11986*a^2*c*g*p*r^3*x^2+1483*a^2*c*g*q^4*x^2+7236*a^2 *c*g*q^3*r*x^2+13881*a^2*c*g*q^2*r^2*x^2+11986*a^2*c*g*q*r^3*x^2+3858*a^2*c*g*r ^4*x^2+446*a^2*c*p^5*x^2+2230*a^2*c*p^4*q*x^2+2646*a^2*c*p^4*r*x^2+4460*a^2*c*p ^3*q^2*x^2+10584*a^2*c*p^3*q*r*x^2+6498*a^2*c*p^3*r^2*x^2+4460*a^2*c*p^2*q^3*x^ 2+15876*a^2*c*p^2*q^2*r*x^2+19494*a^2*c*p^2*q*r^2*x^2+8078*a^2*c*p^2*r^3*x^2+ 2230*a^2*c*p*q^4*x^2+10584*a^2*c*p*q^3*r*x^2+19494*a^2*c*p*q^2*r^2*x^2+16156*a^ 2*c*p*q*r^3*x^2+5016*a^2*c*p*r^4*x^2+446*a^2*c*q^5*x^2+2646*a^2*c*q^4*r*x^2+ 6498*a^2*c*q^3*r^2*x^2+8078*a^2*c*q^2*r^3*x^2+5016*a^2*c*q*r^4*x^2+1236*a^2*c*r ^5*x^2+33*a^2*g^4*p^2*x^2+66*a^2*g^4*p*q*x^2+99*a^2*g^4*p*r*x^2+33*a^2*g^4*q^2* x^2+99*a^2*g^4*q*r*x^2+99*a^2*g^4*r^2*x^2+132*a^2*g^3*p^3*x^2+396*a^2*g^3*p^2*q *x^2+528*a^2*g^3*p^2*r*x^2+396*a^2*g^3*p*q^2*x^2+1056*a^2*g^3*p*q*r*x^2+792*a^2 *g^3*p*r^2*x^2+132*a^2*g^3*q^3*x^2+528*a^2*g^3*q^2*r*x^2+792*a^2*g^3*q*r^2*x^2+ 396*a^2*g^3*r^3*x^2+198*a^2*g^2*p^4*x^2+792*a^2*g^2*p^3*q*x^2+990*a^2*g^2*p^3*r *x^2+1188*a^2*g^2*p^2*q^2*x^2+2970*a^2*g^2*p^2*q*r*x^2+1980*a^2*g^2*p^2*r^2*x^2 +792*a^2*g^2*p*q^3*x^2+2970*a^2*g^2*p*q^2*r*x^2+3960*a^2*g^2*p*q*r^2*x^2+1782*a ^2*g^2*p*r^3*x^2+198*a^2*g^2*q^4*x^2+990*a^2*g^2*q^3*r*x^2+1980*a^2*g^2*q^2*r^2 *x^2+1782*a^2*g^2*q*r^3*x^2+594*a^2*g^2*r^4*x^2+132*a^2*g*p^5*x^2+660*a^2*g*p^4 *q*x^2+792*a^2*g*p^4*r*x^2+1320*a^2*g*p^3*q^2*x^2+3168*a^2*g*p^3*q*r*x^2+1980*a ^2*g*p^3*r^2*x^2+1320*a^2*g*p^2*q^3*x^2+4752*a^2*g*p^2*q^2*r*x^2+5940*a^2*g*p^2 *q*r^2*x^2+2508*a^2*g*p^2*r^3*x^2+660*a^2*g*p*q^4*x^2+3168*a^2*g*p*q^3*r*x^2+ 5940*a^2*g*p*q^2*r^2*x^2+5016*a^2*g*p*q*r^3*x^2+1584*a^2*g*p*r^4*x^2+132*a^2*g* q^5*x^2+792*a^2*g*q^4*r*x^2+1980*a^2*g*q^3*r^2*x^2+2508*a^2*g*q^2*r^3*x^2+1584* a^2*g*q*r^4*x^2+396*a^2*g*r^5*x^2+33*a^2*p^6*x^2+198*a^2*p^5*q*x^2+231*a^2*p^5* r*x^2+495*a^2*p^4*q^2*x^2+1155*a^2*p^4*q*r*x^2+693*a^2*p^4*r^2*x^2+660*a^2*p^3* q^3*x^2+2310*a^2*p^3*q^2*r*x^2+2772*a^2*p^3*q*r^2*x^2+1122*a^2*p^3*r^3*x^2+495* a^2*p^2*q^4*x^2+2310*a^2*p^2*q^3*r*x^2+4158*a^2*p^2*q^2*r^2*x^2+3366*a^2*p^2*q* r^3*x^2+1023*a^2*p^2*r^4*x^2+198*a^2*p*q^5*x^2+1155*a^2*p*q^4*r*x^2+2772*a^2*p* q^3*r^2*x^2+3366*a^2*p*q^2*r^3*x^2+2046*a^2*p*q*r^4*x^2+495*a^2*p*r^5*x^2+33*a^ 2*q^6*x^2+231*a^2*q^5*r*x^2+693*a^2*q^4*r^2*x^2+1122*a^2*q^3*r^3*x^2+1023*a^2*q ^2*r^4*x^2+495*a^2*q*r^5*x^2+99*a^2*r^6*x^2+192*a*b^5*c^2*x^2+192*a*b^5*c*p*x^2 +192*a*b^5*c*q*x^2+288*a*b^5*c*r*x^2+48*a*b^5*p^2*x^2+96*a*b^5*p*q*x^2+144*a*b^ 5*p*r*x^2+48*a*b^5*q^2*x^2+144*a*b^5*q*r*x^2+144*a*b^5*r^2*x^2+1760*a*b^4*c^3*x ^2+720*a*b^4*c^2*g*x^2+2480*a*b^4*c^2*p*x^2+2480*a*b^4*c^2*q*x^2+3360*a*b^4*c^2 *r*x^2+720*a*b^4*c*g*p*x^2+720*a*b^4*c*g*q*x^2+1080*a*b^4*c*g*r*x^2+1160*a*b^4* c*p^2*x^2+2320*a*b^4*c*p*q*x^2+3120*a*b^4*c*p*r*x^2+1160*a*b^4*c*q^2*x^2+3120*a *b^4*c*q*r*x^2+2400*a*b^4*c*r^2*x^2+180*a*b^4*g*p^2*x^2+360*a*b^4*g*p*q*x^2+540 *a*b^4*g*p*r*x^2+180*a*b^4*g*q^2*x^2+540*a*b^4*g*q*r*x^2+540*a*b^4*g*r^2*x^2+ 180*a*b^4*p^3*x^2+540*a*b^4*p^2*q*x^2+720*a*b^4*p^2*r*x^2+540*a*b^4*p*q^2*x^2+ 1440*a*b^4*p*q*r*x^2+1080*a*b^4*p*r^2*x^2+180*a*b^4*q^3*x^2+720*a*b^4*q^2*r*x^2 +1080*a*b^4*q*r^2*x^2+540*a*b^4*r^3*x^2+6144*a*b^3*c^4*x^2+5184*a*b^3*c^3*g*x^2 +11264*a*b^3*c^3*p*x^2+11264*a*b^3*c^3*q*x^2+14592*a*b^3*c^3*r*x^2+1056*a*b^3*c ^2*g^2*x^2+7296*a*b^3*c^2*g*p*x^2+7296*a*b^3*c^2*g*q*x^2+9888*a*b^3*c^2*g*r*x^2 +7712*a*b^3*c^2*p^2*x^2+15424*a*b^3*c^2*p*q*x^2+19776*a*b^3*c^2*p*r*x^2+7712*a* b^3*c^2*q^2*x^2+19776*a*b^3*c^2*q*r*x^2+13728*a*b^3*c^2*r^2*x^2+1056*a*b^3*c*g^ 2*p*x^2+1056*a*b^3*c*g^2*q*x^2+1584*a*b^3*c*g^2*r*x^2+3408*a*b^3*c*g*p^2*x^2+ 6816*a*b^3*c*g*p*q*x^2+9168*a*b^3*c*g*p*r*x^2+3408*a*b^3*c*g*q^2*x^2+9168*a*b^3 *c*g*q*r*x^2+7056*a*b^3*c*g*r^2*x^2+2336*a*b^3*c*p^3*x^2+7008*a*b^3*c*p^2*q*x^2 +8880*a*b^3*c*p^2*r*x^2+7008*a*b^3*c*p*q^2*x^2+17760*a*b^3*c*p*q*r*x^2+12096*a* b^3*c*p*r^2*x^2+2336*a*b^3*c*q^3*x^2+8880*a*b^3*c*q^2*r*x^2+12096*a*b^3*c*q*r^2 *x^2+5552*a*b^3*c*r^3*x^2+264*a*b^3*g^2*p^2*x^2+528*a*b^3*g^2*p*q*x^2+792*a*b^3 *g^2*p*r*x^2+264*a*b^3*g^2*q^2*x^2+792*a*b^3*g^2*q*r*x^2+792*a*b^3*g^2*r^2*x^2+ 528*a*b^3*g*p^3*x^2+1584*a*b^3*g*p^2*q*x^2+2112*a*b^3*g*p^2*r*x^2+1584*a*b^3*g* p*q^2*x^2+4224*a*b^3*g*p*q*r*x^2+3168*a*b^3*g*p*r^2*x^2+528*a*b^3*g*q^3*x^2+ 2112*a*b^3*g*q^2*r*x^2+3168*a*b^3*g*q*r^2*x^2+1584*a*b^3*g*r^3*x^2+264*a*b^3*p^ 4*x^2+1056*a*b^3*p^3*q*x^2+1320*a*b^3*p^3*r*x^2+1584*a*b^3*p^2*q^2*x^2+3960*a*b ^3*p^2*q*r*x^2+2640*a*b^3*p^2*r^2*x^2+1056*a*b^3*p*q^3*x^2+3960*a*b^3*p*q^2*r*x ^2+5280*a*b^3*p*q*r^2*x^2+2376*a*b^3*p*r^3*x^2+264*a*b^3*q^4*x^2+1320*a*b^3*q^3 *r*x^2+2640*a*b^3*q^2*r^2*x^2+2376*a*b^3*q*r^3*x^2+792*a*b^3*r^4*x^2+10272*a*b^ 2*c^5*x^2+13296*a*b^2*c^4*g*x^2+23280*a*b^2*c^4*p*x^2+23280*a*b^2*c^4*q*x^2+ 29520*a*b^2*c^4*r*x^2+5592*a*b^2*c^3*g^2*x^2+24336*a*b^2*c^3*g*p*x^2+24336*a*b^ 2*c^3*g*q*x^2+31536*a*b^2*c^3*g*r*x^2+21024*a*b^2*c^3*p^2*x^2+42048*a*b^2*c^3*p *q*x^2+52704*a*b^2*c^3*p*r*x^2+21024*a*b^2*c^3*q^2*x^2+52704*a*b^2*c^3*q*r*x^2+ 34992*a*b^2*c^3*r^2*x^2+756*a*b^2*c^2*g^3*x^2+7860*a*b^2*c^2*g^2*p*x^2+7860*a*b ^2*c^2*g^2*q*x^2+10656*a*b^2*c^2*g^2*r*x^2+16632*a*b^2*c^2*g*p^2*x^2+33264*a*b^ 2*c^2*g*p*q*x^2+42660*a*b^2*c^2*g*p*r*x^2+16632*a*b^2*c^2*g*q^2*x^2+42660*a*b^2 *c^2*g*q*r*x^2+29628*a*b^2*c^2*g*r^2*x^2+9456*a*b^2*c^2*p^3*x^2+28368*a*b^2*c^2 *p^2*q*x^2+35100*a*b^2*c^2*p^2*r*x^2+28368*a*b^2*c^2*p*q^2*x^2+70200*a*b^2*c^2* p*q*r*x^2+45792*a*b^2*c^2*p*r^2*x^2+9456*a*b^2*c^2*q^3*x^2+35100*a*b^2*c^2*q^2* r*x^2+45792*a*b^2*c^2*q*r^2*x^2+20148*a*b^2*c^2*r^3*x^2+756*a*b^2*c*g^3*p*x^2+ 756*a*b^2*c*g^3*q*x^2+1134*a*b^2*c*g^3*r*x^2+3666*a*b^2*c*g^2*p^2*x^2+7332*a*b^ 2*c*g^2*p*q*x^2+9864*a*b^2*c*g^2*p*r*x^2+3666*a*b^2*c*g^2*q^2*x^2+9864*a*b^2*c* g^2*q*r*x^2+7596*a*b^2*c*g^2*r^2*x^2+5028*a*b^2*c*g*p^3*x^2+15084*a*b^2*c*g*p^2 *q*x^2+19116*a*b^2*c*g*p^2*r*x^2+15084*a*b^2*c*g*p*q^2*x^2+38232*a*b^2*c*g*p*q* r*x^2+26046*a*b^2*c*g*p*r^2*x^2+5028*a*b^2*c*g*q^3*x^2+19116*a*b^2*c*g*q^2*r*x^ 2+26046*a*b^2*c*g*q*r^2*x^2+11958*a*b^2*c*g*r^3*x^2+2118*a*b^2*c*p^4*x^2+8472*a *b^2*c*p^3*q*x^2+10332*a*b^2*c*p^3*r*x^2+12708*a*b^2*c*p^2*q^2*x^2+30996*a*b^2* c*p^2*q*r*x^2+19818*a*b^2*c*p^2*r^2*x^2+8472*a*b^2*c*p*q^3*x^2+30996*a*b^2*c*p* q^2*r*x^2+39636*a*b^2*c*p*q*r^2*x^2+17112*a*b^2*c*p*r^3*x^2+2118*a*b^2*c*q^4*x^ 2+10332*a*b^2*c*q^3*r*x^2+19818*a*b^2*c*q^2*r^2*x^2+17112*a*b^2*c*q*r^3*x^2+ 5508*a*b^2*c*r^4*x^2+189*a*b^2*g^3*p^2*x^2+378*a*b^2*g^3*p*q*x^2+567*a*b^2*g^3* p*r*x^2+189*a*b^2*g^3*q^2*x^2+567*a*b^2*g^3*q*r*x^2+567*a*b^2*g^3*r^2*x^2+567*a *b^2*g^2*p^3*x^2+1701*a*b^2*g^2*p^2*q*x^2+2268*a*b^2*g^2*p^2*r*x^2+1701*a*b^2*g ^2*p*q^2*x^2+4536*a*b^2*g^2*p*q*r*x^2+3402*a*b^2*g^2*p*r^2*x^2+567*a*b^2*g^2*q^ 3*x^2+2268*a*b^2*g^2*q^2*r*x^2+3402*a*b^2*g^2*q*r^2*x^2+1701*a*b^2*g^2*r^3*x^2+ 567*a*b^2*g*p^4*x^2+2268*a*b^2*g*p^3*q*x^2+2835*a*b^2*g*p^3*r*x^2+3402*a*b^2*g* p^2*q^2*x^2+8505*a*b^2*g*p^2*q*r*x^2+5670*a*b^2*g*p^2*r^2*x^2+2268*a*b^2*g*p*q^ 3*x^2+8505*a*b^2*g*p*q^2*r*x^2+11340*a*b^2*g*p*q*r^2*x^2+5103*a*b^2*g*p*r^3*x^2 +567*a*b^2*g*q^4*x^2+2835*a*b^2*g*q^3*r*x^2+5670*a*b^2*g*q^2*r^2*x^2+5103*a*b^2 *g*q*r^3*x^2+1701*a*b^2*g*r^4*x^2+189*a*b^2*p^5*x^2+945*a*b^2*p^4*q*x^2+1134*a* b^2*p^4*r*x^2+1890*a*b^2*p^3*q^2*x^2+4536*a*b^2*p^3*q*r*x^2+2835*a*b^2*p^3*r^2* x^2+1890*a*b^2*p^2*q^3*x^2+6804*a*b^2*p^2*q^2*r*x^2+8505*a*b^2*p^2*q*r^2*x^2+ 3591*a*b^2*p^2*r^3*x^2+945*a*b^2*p*q^4*x^2+4536*a*b^2*p*q^3*r*x^2+8505*a*b^2*p* q^2*r^2*x^2+7182*a*b^2*p*q*r^3*x^2+2268*a*b^2*p*r^4*x^2+189*a*b^2*q^5*x^2+1134* a*b^2*q^4*r*x^2+2835*a*b^2*q^3*r^2*x^2+3591*a*b^2*q^2*r^3*x^2+2268*a*b^2*q*r^4* x^2+567*a*b^2*r^5*x^2+8256*a*b*c^6*x^2+14496*a*b*c^5*g*x^2+22336*a*b*c^5*p*x^2+ 22336*a*b*c^5*q*x^2+28032*a*b*c^5*r*x^2+9360*a*b*c^4*g^2*x^2+32800*a*b*c^4*g*p* x^2+32800*a*b*c^4*g*q*x^2+41616*a*b*c^4*g*r*x^2+25088*a*b*c^4*p^2*x^2+50176*a*b *c^4*p*q*x^2+62208*a*b*c^4*p*r*x^2+25088*a*b*c^4*q^2*x^2+62208*a*b*c^4*q*r*x^2+ 40464*a*b*c^4*r^2*x^2+2616*a*b*c^3*g^3*x^2+17104*a*b*c^3*g^2*p*x^2+17104*a*b*c^ 3*g^2*q*x^2+22176*a*b*c^3*g^2*r*x^2+29568*a*b*c^3*g*p^2*x^2+59136*a*b*c^3*g*p*q *x^2+74160*a*b*c^3*g*p*r*x^2+29568*a*b*c^3*g*q^2*x^2+74160*a*b*c^3*g*q*r*x^2+ 49248*a*b*c^3*g*r^2*x^2+14976*a*b*c^3*p^3*x^2+44928*a*b*c^3*p^2*q*x^2+54960*a*b *c^3*p^2*r*x^2+44928*a*b*c^3*p*q^2*x^2+109920*a*b*c^3*p*q*r*x^2+70272*a*b*c^3*p *r^2*x^2+14976*a*b*c^3*q^3*x^2+54960*a*b*c^3*q^2*r*x^2+70272*a*b*c^3*q*r^2*x^2+ 30288*a*b*c^3*r^3*x^2+264*a*b*c^2*g^4*x^2+3672*a*b*c^2*g^3*p*x^2+3672*a*b*c^2*g ^3*q*x^2+4980*a*b*c^2*g^3*r*x^2+11668*a*b*c^2*g^2*p^2*x^2+23336*a*b*c^2*g^2*p*q *x^2+29940*a*b*c^2*g^2*p*r*x^2+11668*a*b*c^2*g^2*q^2*x^2+29940*a*b*c^2*g^2*q*r* x^2+20808*a*b*c^2*g^2*r^2*x^2+13272*a*b*c^2*g*p^3*x^2+39816*a*b*c^2*g*p^2*q*x^2 +49284*a*b*c^2*g*p^2*r*x^2+39816*a*b*c^2*g*p*q^2*x^2+98568*a*b*c^2*g*p*q*r*x^2+ 64308*a*b*c^2*g*p*r^2*x^2+13272*a*b*c^2*g*q^3*x^2+49284*a*b*c^2*g*q^2*r*x^2+ 64308*a*b*c^2*g*q*r^2*x^2+28296*a*b*c^2*g*r^3*x^2+5012*a*b*c^2*p^4*x^2+20048*a* b*c^2*p^3*q*x^2+24168*a*b*c^2*p^3*r*x^2+30072*a*b*c^2*p^2*q^2*x^2+72504*a*b*c^2 *p^2*q*r*x^2+45468*a*b*c^2*p^2*r^2*x^2+20048*a*b*c^2*p*q^3*x^2+72504*a*b*c^2*p* q^2*r*x^2+90936*a*b*c^2*p*q*r^2*x^2+38480*a*b*c^2*p*r^3*x^2+5012*a*b*c^2*q^4*x^ 2+24168*a*b*c^2*q^3*r*x^2+45468*a*b*c^2*q^2*r^2*x^2+38480*a*b*c^2*q*r^3*x^2+ 12168*a*b*c^2*r^4*x^2+264*a*b*c*g^4*p*x^2+264*a*b*c*g^4*q*x^2+396*a*b*c*g^4*r*x ^2+1710*a*b*c*g^3*p^2*x^2+3420*a*b*c*g^3*p*q*x^2+4602*a*b*c*g^3*p*r*x^2+1710*a* b*c*g^3*q^2*x^2+4602*a*b*c*g^3*q*r*x^2+3546*a*b*c*g^3*r^2*x^2+3520*a*b*c*g^2*p^ 3*x^2+10560*a*b*c*g^2*p^2*q*x^2+13386*a*b*c*g^2*p^2*r*x^2+10560*a*b*c*g^2*p*q^2 *x^2+26772*a*b*c*g^2*p*q*r*x^2+18246*a*b*c*g^2*p*r^2*x^2+3520*a*b*c*g^2*q^3*x^2 +13386*a*b*c*g^2*q^2*r*x^2+18246*a*b*c*g^2*q*r^2*x^2+8380*a*b*c*g^2*r^3*x^2+ 2966*a*b*c*g*p^4*x^2+11864*a*b*c*g*p^3*q*x^2+14472*a*b*c*g*p^3*r*x^2+17796*a*b* c*g*p^2*q^2*x^2+43416*a*b*c*g*p^2*q*r*x^2+27762*a*b*c*g*p^2*r^2*x^2+11864*a*b*c *g*p*q^3*x^2+43416*a*b*c*g*p*q^2*r*x^2+55524*a*b*c*g*p*q*r^2*x^2+23972*a*b*c*g* p*r^3*x^2+2966*a*b*c*g*q^4*x^2+14472*a*b*c*g*q^3*r*x^2+27762*a*b*c*g*q^2*r^2*x^ 2+23972*a*b*c*g*q*r^3*x^2+7716*a*b*c*g*r^4*x^2+892*a*b*c*p^5*x^2+4460*a*b*c*p^4 *q*x^2+5292*a*b*c*p^4*r*x^2+8920*a*b*c*p^3*q^2*x^2+21168*a*b*c*p^3*q*r*x^2+ 12996*a*b*c*p^3*r^2*x^2+8920*a*b*c*p^2*q^3*x^2+31752*a*b*c*p^2*q^2*r*x^2+38988* a*b*c*p^2*q*r^2*x^2+16156*a*b*c*p^2*r^3*x^2+4460*a*b*c*p*q^4*x^2+21168*a*b*c*p* q^3*r*x^2+38988*a*b*c*p*q^2*r^2*x^2+32312*a*b*c*p*q*r^3*x^2+10032*a*b*c*p*r^4*x ^2+892*a*b*c*q^5*x^2+5292*a*b*c*q^4*r*x^2+12996*a*b*c*q^3*r^2*x^2+16156*a*b*c*q ^2*r^3*x^2+10032*a*b*c*q*r^4*x^2+2472*a*b*c*r^5*x^2+66*a*b*g^4*p^2*x^2+132*a*b* g^4*p*q*x^2+198*a*b*g^4*p*r*x^2+66*a*b*g^4*q^2*x^2+198*a*b*g^4*q*r*x^2+198*a*b* g^4*r^2*x^2+264*a*b*g^3*p^3*x^2+792*a*b*g^3*p^2*q*x^2+1056*a*b*g^3*p^2*r*x^2+ 792*a*b*g^3*p*q^2*x^2+2112*a*b*g^3*p*q*r*x^2+1584*a*b*g^3*p*r^2*x^2+264*a*b*g^3 *q^3*x^2+1056*a*b*g^3*q^2*r*x^2+1584*a*b*g^3*q*r^2*x^2+792*a*b*g^3*r^3*x^2+396* a*b*g^2*p^4*x^2+1584*a*b*g^2*p^3*q*x^2+1980*a*b*g^2*p^3*r*x^2+2376*a*b*g^2*p^2* q^2*x^2+5940*a*b*g^2*p^2*q*r*x^2+3960*a*b*g^2*p^2*r^2*x^2+1584*a*b*g^2*p*q^3*x^ 2+5940*a*b*g^2*p*q^2*r*x^2+7920*a*b*g^2*p*q*r^2*x^2+3564*a*b*g^2*p*r^3*x^2+396* a*b*g^2*q^4*x^2+1980*a*b*g^2*q^3*r*x^2+3960*a*b*g^2*q^2*r^2*x^2+3564*a*b*g^2*q* r^3*x^2+1188*a*b*g^2*r^4*x^2+264*a*b*g*p^5*x^2+1320*a*b*g*p^4*q*x^2+1584*a*b*g* p^4*r*x^2+2640*a*b*g*p^3*q^2*x^2+6336*a*b*g*p^3*q*r*x^2+3960*a*b*g*p^3*r^2*x^2+ 2640*a*b*g*p^2*q^3*x^2+9504*a*b*g*p^2*q^2*r*x^2+11880*a*b*g*p^2*q*r^2*x^2+5016* a*b*g*p^2*r^3*x^2+1320*a*b*g*p*q^4*x^2+6336*a*b*g*p*q^3*r*x^2+11880*a*b*g*p*q^2 *r^2*x^2+10032*a*b*g*p*q*r^3*x^2+3168*a*b*g*p*r^4*x^2+264*a*b*g*q^5*x^2+1584*a* b*g*q^4*r*x^2+3960*a*b*g*q^3*r^2*x^2+5016*a*b*g*q^2*r^3*x^2+3168*a*b*g*q*r^4*x^ 2+792*a*b*g*r^5*x^2+66*a*b*p^6*x^2+396*a*b*p^5*q*x^2+462*a*b*p^5*r*x^2+990*a*b* p^4*q^2*x^2+2310*a*b*p^4*q*r*x^2+1386*a*b*p^4*r^2*x^2+1320*a*b*p^3*q^3*x^2+4620 *a*b*p^3*q^2*r*x^2+5544*a*b*p^3*q*r^2*x^2+2244*a*b*p^3*r^3*x^2+990*a*b*p^2*q^4* x^2+4620*a*b*p^2*q^3*r*x^2+8316*a*b*p^2*q^2*r^2*x^2+6732*a*b*p^2*q*r^3*x^2+2046 *a*b*p^2*r^4*x^2+396*a*b*p*q^5*x^2+2310*a*b*p*q^4*r*x^2+5544*a*b*p*q^3*r^2*x^2+ 6732*a*b*p*q^2*r^3*x^2+4092*a*b*p*q*r^4*x^2+990*a*b*p*r^5*x^2+66*a*b*q^6*x^2+ 462*a*b*q^5*r*x^2+1386*a*b*q^4*r^2*x^2+2244*a*b*q^3*r^3*x^2+2046*a*b*q^2*r^4*x^ 2+990*a*b*q*r^5*x^2+198*a*b*r^6*x^2+2560*a*c^7*x^2+5696*a*c^6*g*x^2+8064*a*c^6* p*x^2+8064*a*c^6*q*x^2+10080*a*c^6*r*x^2+4992*a*c^5*g^2*x^2+15392*a*c^5*g*p*x^2 +15392*a*c^5*g*q*x^2+19344*a*c^5*g*r*x^2+10848*a*c^5*p^2*x^2+21696*a*c^5*p*q*x^ 2+26784*a*c^5*p*r*x^2+10848*a*c^5*q^2*x^2+26784*a*c^5*q*r*x^2+17280*a*c^5*r^2*x ^2+2144*a*c^4*g^3*x^2+11280*a*c^4*g^2*p*x^2+11280*a*c^4*g^2*q*x^2+14328*a*c^4*g ^2*r*x^2+17264*a*c^4*g*p^2*x^2+34528*a*c^4*g*p*q*x^2+42864*a*c^4*g*p*r*x^2+ 17264*a*c^4*g*q^2*x^2+42864*a*c^4*g*q*r*x^2+27912*a*c^4*g*r^2*x^2+8080*a*c^4*p^ 3*x^2+24240*a*c^4*p^2*q*x^2+29520*a*c^4*p^2*r*x^2+24240*a*c^4*p*q^2*x^2+59040*a *c^4*p*q*r*x^2+37440*a*c^4*p*r^2*x^2+8080*a*c^4*q^3*x^2+29520*a*c^4*q^2*r*x^2+ 37440*a*c^4*q*r^2*x^2+16000*a*c^4*r^3*x^2+448*a*c^3*g^4*x^2+3912*a*c^3*g^3*p*x^ 2+3912*a*c^3*g^3*q*x^2+5076*a*c^3*g^3*r*x^2+10152*a*c^3*g^2*p^2*x^2+20304*a*c^3 *g^2*p*q*x^2+25488*a*c^3*g^2*p*r*x^2+10152*a*c^3*g^2*q^2*x^2+25488*a*c^3*g^2*q* r*x^2+16944*a*c^3*g^2*r^2*x^2+10288*a*c^3*g*p^3*x^2+30864*a*c^3*g*p^2*q*x^2+ 37800*a*c^3*g*p^2*r*x^2+30864*a*c^3*g*p*q^2*x^2+75600*a*c^3*g*p*q*r*x^2+48384*a *c^3*g*p*r^2*x^2+10288*a*c^3*g*q^3*x^2+37800*a*c^3*g*q^2*r*x^2+48384*a*c^3*g*q* r^2*x^2+20872*a*c^3*g*r^3*x^2+3600*a*c^3*p^4*x^2+14400*a*c^3*p^3*q*x^2+17280*a* c^3*p^3*r*x^2+21600*a*c^3*p^2*q^2*x^2+51840*a*c^3*p^2*q*r*x^2+32256*a*c^3*p^2*r ^2*x^2+14400*a*c^3*p*q^3*x^2+51840*a*c^3*p*q^2*r*x^2+64512*a*c^3*p*q*r^2*x^2+ 27072*a*c^3*p*r^3*x^2+3600*a*c^3*q^4*x^2+17280*a*c^3*q^3*r*x^2+32256*a*c^3*q^2* r^2*x^2+27072*a*c^3*q*r^3*x^2+8496*a*c^3*r^4*x^2+36*a*c^2*g^5*x^2+628*a*c^2*g^4 *p*x^2+628*a*c^2*g^4*q*x^2+852*a*c^2*g^4*r*x^2+2664*a*c^2*g^3*p^2*x^2+5328*a*c^ 2*g^3*p*q*x^2+6840*a*c^2*g^3*p*r*x^2+2664*a*c^2*g^3*q^2*x^2+6840*a*c^2*g^3*q*r* x^2+4758*a*c^2*g^3*r^2*x^2+4548*a*c^2*g^2*p^3*x^2+13644*a*c^2*g^2*p^2*q*x^2+ 16902*a*c^2*g^2*p^2*r*x^2+13644*a*c^2*g^2*p*q^2*x^2+33804*a*c^2*g^2*p*q*r*x^2+ 22074*a*c^2*g^2*p*r^2*x^2+4548*a*c^2*g^2*q^3*x^2+16902*a*c^2*g^2*q^2*r*x^2+ 22074*a*c^2*g^2*q*r^2*x^2+9720*a*c^2*g^2*r^3*x^2+3436*a*c^2*g*p^4*x^2+13744*a*c ^2*g*p^3*q*x^2+16584*a*c^2*g*p^3*r*x^2+20616*a*c^2*g*p^2*q^2*x^2+49752*a*c^2*g* p^2*q*r*x^2+31230*a*c^2*g*p^2*r^2*x^2+13744*a*c^2*g*p*q^3*x^2+49752*a*c^2*g*p*q ^2*r*x^2+62460*a*c^2*g*p*q*r^2*x^2+26452*a*c^2*g*p*r^3*x^2+3436*a*c^2*g*q^4*x^2 +16584*a*c^2*g*q^3*r*x^2+31230*a*c^2*g*q^2*r^2*x^2+26452*a*c^2*g*q*r^3*x^2+8370 *a*c^2*g*r^4*x^2+960*a*c^2*p^5*x^2+4800*a*c^2*p^4*q*x^2+5670*a*c^2*p^4*r*x^2+ 9600*a*c^2*p^3*q^2*x^2+22680*a*c^2*p^3*q*r*x^2+13824*a*c^2*p^3*r^2*x^2+9600*a*c ^2*p^2*q^3*x^2+34020*a*c^2*p^2*q^2*r*x^2+41472*a*c^2*p^2*q*r^2*x^2+17052*a*c^2* p^2*r^3*x^2+4800*a*c^2*p*q^4*x^2+22680*a*c^2*p*q^3*r*x^2+41472*a*c^2*p*q^2*r^2* x^2+34104*a*c^2*p*q*r^3*x^2+10512*a*c^2*p*r^4*x^2+960*a*c^2*q^5*x^2+5670*a*c^2* q^4*r*x^2+13824*a*c^2*q^3*r^2*x^2+17052*a*c^2*q^2*r^3*x^2+10512*a*c^2*q*r^4*x^2 +2574*a*c^2*r^5*x^2+36*a*c*g^5*p*x^2+36*a*c*g^5*q*x^2+54*a*c*g^5*r*x^2+292*a*c* g^4*p^2*x^2+584*a*c*g^4*p*q*x^2+786*a*c*g^4*p*r*x^2+292*a*c*g^4*q^2*x^2+786*a*c *g^4*q*r*x^2+606*a*c*g^4*r^2*x^2+802*a*c*g^3*p^3*x^2+2406*a*c*g^3*p^2*q*x^2+ 3051*a*c*g^3*p^2*r*x^2+2406*a*c*g^3*p*q^2*x^2+6102*a*c*g^3*p*q*r*x^2+4161*a*c*g ^3*p*r^2*x^2+802*a*c*g^3*q^3*x^2+3051*a*c*g^3*q^2*r*x^2+4161*a*c*g^3*q*r^2*x^2+ 1912*a*c*g^3*r^3*x^2+1014*a*c*g^2*p^4*x^2+4056*a*c*g^2*p^3*q*x^2+4950*a*c*g^2*p ^3*r*x^2+6084*a*c*g^2*p^2*q^2*x^2+14850*a*c*g^2*p^2*q*r*x^2+9501*a*c*g^2*p^2*r^ 2*x^2+4056*a*c*g^2*p*q^3*x^2+14850*a*c*g^2*p*q^2*r*x^2+19002*a*c*g^2*p*q*r^2*x^ 2+8208*a*c*g^2*p*r^3*x^2+1014*a*c*g^2*q^4*x^2+4950*a*c*g^2*q^3*r*x^2+9501*a*c*g ^2*q^2*r^2*x^2+8208*a*c*g^2*q*r^3*x^2+2643*a*c*g^2*r^4*x^2+610*a*c*g*p^5*x^2+ 3050*a*c*g*p^4*q*x^2+3621*a*c*g*p^4*r*x^2+6100*a*c*g*p^3*q^2*x^2+14484*a*c*g*p^ 3*q*r*x^2+8898*a*c*g*p^3*r^2*x^2+6100*a*c*g*p^2*q^3*x^2+21726*a*c*g*p^2*q^2*r*x ^2+26694*a*c*g*p^2*q*r^2*x^2+11068*a*c*g*p^2*r^3*x^2+3050*a*c*g*p*q^4*x^2+14484 *a*c*g*p*q^3*r*x^2+26694*a*c*g*p*q^2*r^2*x^2+22136*a*c*g*p*q*r^3*x^2+6876*a*c*g *p*r^4*x^2+610*a*c*g*q^5*x^2+3621*a*c*g*q^4*r*x^2+8898*a*c*g*q^3*r^2*x^2+11068* a*c*g*q^2*r^3*x^2+6876*a*c*g*q*r^4*x^2+1695*a*c*g*r^5*x^2+142*a*c*p^6*x^2+852*a *c*p^5*q*x^2+990*a*c*p^5*r*x^2+2130*a*c*p^4*q^2*x^2+4950*a*c*p^4*q*r*x^2+2952*a *c*p^4*r^2*x^2+2840*a*c*p^3*q^3*x^2+9900*a*c*p^3*q^2*r*x^2+11808*a*c*p^3*q*r^2* x^2+4748*a*c*p^3*r^3*x^2+2130*a*c*p^2*q^4*x^2+9900*a*c*p^2*q^3*r*x^2+17712*a*c* p^2*q^2*r^2*x^2+14244*a*c*p^2*q*r^3*x^2+4302*a*c*p^2*r^4*x^2+852*a*c*p*q^5*x^2+ 4950*a*c*p*q^4*r*x^2+11808*a*c*p*q^3*r^2*x^2+14244*a*c*p*q^2*r^3*x^2+8604*a*c*p *q*r^4*x^2+2070*a*c*p*r^5*x^2+142*a*c*q^6*x^2+990*a*c*q^5*r*x^2+2952*a*c*q^4*r^ 2*x^2+4748*a*c*q^3*r^3*x^2+4302*a*c*q^2*r^4*x^2+2070*a*c*q*r^5*x^2+412*a*c*r^6* x^2+9*a*g^5*p^2*x^2+18*a*g^5*p*q*x^2+27*a*g^5*p*r*x^2+9*a*g^5*q^2*x^2+27*a*g^5* q*r*x^2+27*a*g^5*r^2*x^2+45*a*g^4*p^3*x^2+135*a*g^4*p^2*q*x^2+180*a*g^4*p^2*r*x ^2+135*a*g^4*p*q^2*x^2+360*a*g^4*p*q*r*x^2+270*a*g^4*p*r^2*x^2+45*a*g^4*q^3*x^2 +180*a*g^4*q^2*r*x^2+270*a*g^4*q*r^2*x^2+135*a*g^4*r^3*x^2+90*a*g^3*p^4*x^2+360 *a*g^3*p^3*q*x^2+450*a*g^3*p^3*r*x^2+540*a*g^3*p^2*q^2*x^2+1350*a*g^3*p^2*q*r*x ^2+900*a*g^3*p^2*r^2*x^2+360*a*g^3*p*q^3*x^2+1350*a*g^3*p*q^2*r*x^2+1800*a*g^3* p*q*r^2*x^2+810*a*g^3*p*r^3*x^2+90*a*g^3*q^4*x^2+450*a*g^3*q^3*r*x^2+900*a*g^3* q^2*r^2*x^2+810*a*g^3*q*r^3*x^2+270*a*g^3*r^4*x^2+90*a*g^2*p^5*x^2+450*a*g^2*p^ 4*q*x^2+540*a*g^2*p^4*r*x^2+900*a*g^2*p^3*q^2*x^2+2160*a*g^2*p^3*q*r*x^2+1350*a *g^2*p^3*r^2*x^2+900*a*g^2*p^2*q^3*x^2+3240*a*g^2*p^2*q^2*r*x^2+4050*a*g^2*p^2* q*r^2*x^2+1710*a*g^2*p^2*r^3*x^2+450*a*g^2*p*q^4*x^2+2160*a*g^2*p*q^3*r*x^2+ 4050*a*g^2*p*q^2*r^2*x^2+3420*a*g^2*p*q*r^3*x^2+1080*a*g^2*p*r^4*x^2+90*a*g^2*q ^5*x^2+540*a*g^2*q^4*r*x^2+1350*a*g^2*q^3*r^2*x^2+1710*a*g^2*q^2*r^3*x^2+1080*a *g^2*q*r^4*x^2+270*a*g^2*r^5*x^2+45*a*g*p^6*x^2+270*a*g*p^5*q*x^2+315*a*g*p^5*r *x^2+675*a*g*p^4*q^2*x^2+1575*a*g*p^4*q*r*x^2+945*a*g*p^4*r^2*x^2+900*a*g*p^3*q ^3*x^2+3150*a*g*p^3*q^2*r*x^2+3780*a*g*p^3*q*r^2*x^2+1530*a*g*p^3*r^3*x^2+675*a *g*p^2*q^4*x^2+3150*a*g*p^2*q^3*r*x^2+5670*a*g*p^2*q^2*r^2*x^2+4590*a*g*p^2*q*r ^3*x^2+1395*a*g*p^2*r^4*x^2+270*a*g*p*q^5*x^2+1575*a*g*p*q^4*r*x^2+3780*a*g*p*q ^3*r^2*x^2+4590*a*g*p*q^2*r^3*x^2+2790*a*g*p*q*r^4*x^2+675*a*g*p*r^5*x^2+45*a*g *q^6*x^2+315*a*g*q^5*r*x^2+945*a*g*q^4*r^2*x^2+1530*a*g*q^3*r^3*x^2+1395*a*g*q^ 2*r^4*x^2+675*a*g*q*r^5*x^2+135*a*g*r^6*x^2+9*a*p^7*x^2+63*a*p^6*q*x^2+72*a*p^6 *r*x^2+189*a*p^5*q^2*x^2+432*a*p^5*q*r*x^2+252*a*p^5*r^2*x^2+315*a*p^4*q^3*x^2+ 1080*a*p^4*q^2*r*x^2+1260*a*p^4*q*r^2*x^2+495*a*p^4*r^3*x^2+315*a*p^3*q^4*x^2+ 1440*a*p^3*q^3*r*x^2+2520*a*p^3*q^2*r^2*x^2+1980*a*p^3*q*r^3*x^2+585*a*p^3*r^4* x^2+189*a*p^2*q^5*x^2+1080*a*p^2*q^4*r*x^2+2520*a*p^2*q^3*r^2*x^2+2970*a*p^2*q^ 2*r^3*x^2+1755*a*p^2*q*r^4*x^2+414*a*p^2*r^5*x^2+63*a*p*q^6*x^2+432*a*p*q^5*r*x ^2+1260*a*p*q^4*r^2*x^2+1980*a*p*q^3*r^3*x^2+1755*a*p*q^2*r^4*x^2+828*a*p*q*r^5 *x^2+162*a*p*r^6*x^2+9*a*q^7*x^2+72*a*q^6*r*x^2+252*a*q^5*r^2*x^2+495*a*q^4*r^3 *x^2+585*a*q^3*r^4*x^2+414*a*q^2*r^5*x^2+162*a*q*r^6*x^2+27*a*r^7*x^2+32*b^6*c^ 2*x^2+32*b^6*c*p*x^2+32*b^6*c*q*x^2+48*b^6*c*r*x^2+8*b^6*p^2*x^2+16*b^6*p*q*x^2 +24*b^6*p*r*x^2+8*b^6*q^2*x^2+24*b^6*q*r*x^2+24*b^6*r^2*x^2+352*b^5*c^3*x^2+144 *b^5*c^2*g*x^2+496*b^5*c^2*p*x^2+496*b^5*c^2*q*x^2+672*b^5*c^2*r*x^2+144*b^5*c* g*p*x^2+144*b^5*c*g*q*x^2+216*b^5*c*g*r*x^2+232*b^5*c*p^2*x^2+464*b^5*c*p*q*x^2 +624*b^5*c*p*r*x^2+232*b^5*c*q^2*x^2+624*b^5*c*q*r*x^2+480*b^5*c*r^2*x^2+36*b^5 *g*p^2*x^2+72*b^5*g*p*q*x^2+108*b^5*g*p*r*x^2+36*b^5*g*q^2*x^2+108*b^5*g*q*r*x^ 2+108*b^5*g*r^2*x^2+36*b^5*p^3*x^2+108*b^5*p^2*q*x^2+144*b^5*p^2*r*x^2+108*b^5* p*q^2*x^2+288*b^5*p*q*r*x^2+216*b^5*p*r^2*x^2+36*b^5*q^3*x^2+144*b^5*q^2*r*x^2+ 216*b^5*q*r^2*x^2+108*b^5*r^3*x^2+1536*b^4*c^4*x^2+1296*b^4*c^3*g*x^2+2816*b^4* c^3*p*x^2+2816*b^4*c^3*q*x^2+3648*b^4*c^3*r*x^2+264*b^4*c^2*g^2*x^2+1824*b^4*c^ 2*g*p*x^2+1824*b^4*c^2*g*q*x^2+2472*b^4*c^2*g*r*x^2+1928*b^4*c^2*p^2*x^2+3856*b ^4*c^2*p*q*x^2+4944*b^4*c^2*p*r*x^2+1928*b^4*c^2*q^2*x^2+4944*b^4*c^2*q*r*x^2+ 3432*b^4*c^2*r^2*x^2+264*b^4*c*g^2*p*x^2+264*b^4*c*g^2*q*x^2+396*b^4*c*g^2*r*x^ 2+852*b^4*c*g*p^2*x^2+1704*b^4*c*g*p*q*x^2+2292*b^4*c*g*p*r*x^2+852*b^4*c*g*q^2 *x^2+2292*b^4*c*g*q*r*x^2+1764*b^4*c*g*r^2*x^2+584*b^4*c*p^3*x^2+1752*b^4*c*p^2 *q*x^2+2220*b^4*c*p^2*r*x^2+1752*b^4*c*p*q^2*x^2+4440*b^4*c*p*q*r*x^2+3024*b^4* c*p*r^2*x^2+584*b^4*c*q^3*x^2+2220*b^4*c*q^2*r*x^2+3024*b^4*c*q*r^2*x^2+1388*b^ 4*c*r^3*x^2+66*b^4*g^2*p^2*x^2+132*b^4*g^2*p*q*x^2+198*b^4*g^2*p*r*x^2+66*b^4*g ^2*q^2*x^2+198*b^4*g^2*q*r*x^2+198*b^4*g^2*r^2*x^2+132*b^4*g*p^3*x^2+396*b^4*g* p^2*q*x^2+528*b^4*g*p^2*r*x^2+396*b^4*g*p*q^2*x^2+1056*b^4*g*p*q*r*x^2+792*b^4* g*p*r^2*x^2+132*b^4*g*q^3*x^2+528*b^4*g*q^2*r*x^2+792*b^4*g*q*r^2*x^2+396*b^4*g *r^3*x^2+66*b^4*p^4*x^2+264*b^4*p^3*q*x^2+330*b^4*p^3*r*x^2+396*b^4*p^2*q^2*x^2 +990*b^4*p^2*q*r*x^2+660*b^4*p^2*r^2*x^2+264*b^4*p*q^3*x^2+990*b^4*p*q^2*r*x^2+ 1320*b^4*p*q*r^2*x^2+594*b^4*p*r^3*x^2+66*b^4*q^4*x^2+330*b^4*q^3*r*x^2+660*b^4 *q^2*r^2*x^2+594*b^4*q*r^3*x^2+198*b^4*r^4*x^2+3424*b^3*c^5*x^2+4432*b^3*c^4*g* x^2+7760*b^3*c^4*p*x^2+7760*b^3*c^4*q*x^2+9840*b^3*c^4*r*x^2+1864*b^3*c^3*g^2*x ^2+8112*b^3*c^3*g*p*x^2+8112*b^3*c^3*g*q*x^2+10512*b^3*c^3*g*r*x^2+7008*b^3*c^3 *p^2*x^2+14016*b^3*c^3*p*q*x^2+17568*b^3*c^3*p*r*x^2+7008*b^3*c^3*q^2*x^2+17568 *b^3*c^3*q*r*x^2+11664*b^3*c^3*r^2*x^2+252*b^3*c^2*g^3*x^2+2620*b^3*c^2*g^2*p*x ^2+2620*b^3*c^2*g^2*q*x^2+3552*b^3*c^2*g^2*r*x^2+5544*b^3*c^2*g*p^2*x^2+11088*b ^3*c^2*g*p*q*x^2+14220*b^3*c^2*g*p*r*x^2+5544*b^3*c^2*g*q^2*x^2+14220*b^3*c^2*g *q*r*x^2+9876*b^3*c^2*g*r^2*x^2+3152*b^3*c^2*p^3*x^2+9456*b^3*c^2*p^2*q*x^2+ 11700*b^3*c^2*p^2*r*x^2+9456*b^3*c^2*p*q^2*x^2+23400*b^3*c^2*p*q*r*x^2+15264*b^ 3*c^2*p*r^2*x^2+3152*b^3*c^2*q^3*x^2+11700*b^3*c^2*q^2*r*x^2+15264*b^3*c^2*q*r^ 2*x^2+6716*b^3*c^2*r^3*x^2+252*b^3*c*g^3*p*x^2+252*b^3*c*g^3*q*x^2+378*b^3*c*g^ 3*r*x^2+1222*b^3*c*g^2*p^2*x^2+2444*b^3*c*g^2*p*q*x^2+3288*b^3*c*g^2*p*r*x^2+ 1222*b^3*c*g^2*q^2*x^2+3288*b^3*c*g^2*q*r*x^2+2532*b^3*c*g^2*r^2*x^2+1676*b^3*c *g*p^3*x^2+5028*b^3*c*g*p^2*q*x^2+6372*b^3*c*g*p^2*r*x^2+5028*b^3*c*g*p*q^2*x^2 +12744*b^3*c*g*p*q*r*x^2+8682*b^3*c*g*p*r^2*x^2+1676*b^3*c*g*q^3*x^2+6372*b^3*c *g*q^2*r*x^2+8682*b^3*c*g*q*r^2*x^2+3986*b^3*c*g*r^3*x^2+706*b^3*c*p^4*x^2+2824 *b^3*c*p^3*q*x^2+3444*b^3*c*p^3*r*x^2+4236*b^3*c*p^2*q^2*x^2+10332*b^3*c*p^2*q* r*x^2+6606*b^3*c*p^2*r^2*x^2+2824*b^3*c*p*q^3*x^2+10332*b^3*c*p*q^2*r*x^2+13212 *b^3*c*p*q*r^2*x^2+5704*b^3*c*p*r^3*x^2+706*b^3*c*q^4*x^2+3444*b^3*c*q^3*r*x^2+ 6606*b^3*c*q^2*r^2*x^2+5704*b^3*c*q*r^3*x^2+1836*b^3*c*r^4*x^2+63*b^3*g^3*p^2*x ^2+126*b^3*g^3*p*q*x^2+189*b^3*g^3*p*r*x^2+63*b^3*g^3*q^2*x^2+189*b^3*g^3*q*r*x ^2+189*b^3*g^3*r^2*x^2+189*b^3*g^2*p^3*x^2+567*b^3*g^2*p^2*q*x^2+756*b^3*g^2*p^ 2*r*x^2+567*b^3*g^2*p*q^2*x^2+1512*b^3*g^2*p*q*r*x^2+1134*b^3*g^2*p*r^2*x^2+189 *b^3*g^2*q^3*x^2+756*b^3*g^2*q^2*r*x^2+1134*b^3*g^2*q*r^2*x^2+567*b^3*g^2*r^3*x ^2+189*b^3*g*p^4*x^2+756*b^3*g*p^3*q*x^2+945*b^3*g*p^3*r*x^2+1134*b^3*g*p^2*q^2 *x^2+2835*b^3*g*p^2*q*r*x^2+1890*b^3*g*p^2*r^2*x^2+756*b^3*g*p*q^3*x^2+2835*b^3 *g*p*q^2*r*x^2+3780*b^3*g*p*q*r^2*x^2+1701*b^3*g*p*r^3*x^2+189*b^3*g*q^4*x^2+ 945*b^3*g*q^3*r*x^2+1890*b^3*g*q^2*r^2*x^2+1701*b^3*g*q*r^3*x^2+567*b^3*g*r^4*x ^2+63*b^3*p^5*x^2+315*b^3*p^4*q*x^2+378*b^3*p^4*r*x^2+630*b^3*p^3*q^2*x^2+1512* b^3*p^3*q*r*x^2+945*b^3*p^3*r^2*x^2+630*b^3*p^2*q^3*x^2+2268*b^3*p^2*q^2*r*x^2+ 2835*b^3*p^2*q*r^2*x^2+1197*b^3*p^2*r^3*x^2+315*b^3*p*q^4*x^2+1512*b^3*p*q^3*r* x^2+2835*b^3*p*q^2*r^2*x^2+2394*b^3*p*q*r^3*x^2+756*b^3*p*r^4*x^2+63*b^3*q^5*x^ 2+378*b^3*q^4*r*x^2+945*b^3*q^3*r^2*x^2+1197*b^3*q^2*r^3*x^2+756*b^3*q*r^4*x^2+ 189*b^3*r^5*x^2+4128*b^2*c^6*x^2+7248*b^2*c^5*g*x^2+11168*b^2*c^5*p*x^2+11168*b ^2*c^5*q*x^2+14016*b^2*c^5*r*x^2+4680*b^2*c^4*g^2*x^2+16400*b^2*c^4*g*p*x^2+ 16400*b^2*c^4*g*q*x^2+20808*b^2*c^4*g*r*x^2+12544*b^2*c^4*p^2*x^2+25088*b^2*c^4 *p*q*x^2+31104*b^2*c^4*p*r*x^2+12544*b^2*c^4*q^2*x^2+31104*b^2*c^4*q*r*x^2+ 20232*b^2*c^4*r^2*x^2+1308*b^2*c^3*g^3*x^2+8552*b^2*c^3*g^2*p*x^2+8552*b^2*c^3* g^2*q*x^2+11088*b^2*c^3*g^2*r*x^2+14784*b^2*c^3*g*p^2*x^2+29568*b^2*c^3*g*p*q*x ^2+37080*b^2*c^3*g*p*r*x^2+14784*b^2*c^3*g*q^2*x^2+37080*b^2*c^3*g*q*r*x^2+ 24624*b^2*c^3*g*r^2*x^2+7488*b^2*c^3*p^3*x^2+22464*b^2*c^3*p^2*q*x^2+27480*b^2* c^3*p^2*r*x^2+22464*b^2*c^3*p*q^2*x^2+54960*b^2*c^3*p*q*r*x^2+35136*b^2*c^3*p*r ^2*x^2+7488*b^2*c^3*q^3*x^2+27480*b^2*c^3*q^2*r*x^2+35136*b^2*c^3*q*r^2*x^2+ 15144*b^2*c^3*r^3*x^2+132*b^2*c^2*g^4*x^2+1836*b^2*c^2*g^3*p*x^2+1836*b^2*c^2*g ^3*q*x^2+2490*b^2*c^2*g^3*r*x^2+5834*b^2*c^2*g^2*p^2*x^2+11668*b^2*c^2*g^2*p*q* x^2+14970*b^2*c^2*g^2*p*r*x^2+5834*b^2*c^2*g^2*q^2*x^2+14970*b^2*c^2*g^2*q*r*x^ 2+10404*b^2*c^2*g^2*r^2*x^2+6636*b^2*c^2*g*p^3*x^2+19908*b^2*c^2*g*p^2*q*x^2+ 24642*b^2*c^2*g*p^2*r*x^2+19908*b^2*c^2*g*p*q^2*x^2+49284*b^2*c^2*g*p*q*r*x^2+ 32154*b^2*c^2*g*p*r^2*x^2+6636*b^2*c^2*g*q^3*x^2+24642*b^2*c^2*g*q^2*r*x^2+ 32154*b^2*c^2*g*q*r^2*x^2+14148*b^2*c^2*g*r^3*x^2+2506*b^2*c^2*p^4*x^2+10024*b^ 2*c^2*p^3*q*x^2+12084*b^2*c^2*p^3*r*x^2+15036*b^2*c^2*p^2*q^2*x^2+36252*b^2*c^2 *p^2*q*r*x^2+22734*b^2*c^2*p^2*r^2*x^2+10024*b^2*c^2*p*q^3*x^2+36252*b^2*c^2*p* q^2*r*x^2+45468*b^2*c^2*p*q*r^2*x^2+19240*b^2*c^2*p*r^3*x^2+2506*b^2*c^2*q^4*x^ 2+12084*b^2*c^2*q^3*r*x^2+22734*b^2*c^2*q^2*r^2*x^2+19240*b^2*c^2*q*r^3*x^2+ 6084*b^2*c^2*r^4*x^2+132*b^2*c*g^4*p*x^2+132*b^2*c*g^4*q*x^2+198*b^2*c*g^4*r*x^ 2+855*b^2*c*g^3*p^2*x^2+1710*b^2*c*g^3*p*q*x^2+2301*b^2*c*g^3*p*r*x^2+855*b^2*c *g^3*q^2*x^2+2301*b^2*c*g^3*q*r*x^2+1773*b^2*c*g^3*r^2*x^2+1760*b^2*c*g^2*p^3*x ^2+5280*b^2*c*g^2*p^2*q*x^2+6693*b^2*c*g^2*p^2*r*x^2+5280*b^2*c*g^2*p*q^2*x^2+ 13386*b^2*c*g^2*p*q*r*x^2+9123*b^2*c*g^2*p*r^2*x^2+1760*b^2*c*g^2*q^3*x^2+6693* b^2*c*g^2*q^2*r*x^2+9123*b^2*c*g^2*q*r^2*x^2+4190*b^2*c*g^2*r^3*x^2+1483*b^2*c* g*p^4*x^2+5932*b^2*c*g*p^3*q*x^2+7236*b^2*c*g*p^3*r*x^2+8898*b^2*c*g*p^2*q^2*x^ 2+21708*b^2*c*g*p^2*q*r*x^2+13881*b^2*c*g*p^2*r^2*x^2+5932*b^2*c*g*p*q^3*x^2+ 21708*b^2*c*g*p*q^2*r*x^2+27762*b^2*c*g*p*q*r^2*x^2+11986*b^2*c*g*p*r^3*x^2+ 1483*b^2*c*g*q^4*x^2+7236*b^2*c*g*q^3*r*x^2+13881*b^2*c*g*q^2*r^2*x^2+11986*b^2 *c*g*q*r^3*x^2+3858*b^2*c*g*r^4*x^2+446*b^2*c*p^5*x^2+2230*b^2*c*p^4*q*x^2+2646 *b^2*c*p^4*r*x^2+4460*b^2*c*p^3*q^2*x^2+10584*b^2*c*p^3*q*r*x^2+6498*b^2*c*p^3* r^2*x^2+4460*b^2*c*p^2*q^3*x^2+15876*b^2*c*p^2*q^2*r*x^2+19494*b^2*c*p^2*q*r^2* x^2+8078*b^2*c*p^2*r^3*x^2+2230*b^2*c*p*q^4*x^2+10584*b^2*c*p*q^3*r*x^2+19494*b ^2*c*p*q^2*r^2*x^2+16156*b^2*c*p*q*r^3*x^2+5016*b^2*c*p*r^4*x^2+446*b^2*c*q^5*x ^2+2646*b^2*c*q^4*r*x^2+6498*b^2*c*q^3*r^2*x^2+8078*b^2*c*q^2*r^3*x^2+5016*b^2* c*q*r^4*x^2+1236*b^2*c*r^5*x^2+33*b^2*g^4*p^2*x^2+66*b^2*g^4*p*q*x^2+99*b^2*g^4 *p*r*x^2+33*b^2*g^4*q^2*x^2+99*b^2*g^4*q*r*x^2+99*b^2*g^4*r^2*x^2+132*b^2*g^3*p ^3*x^2+396*b^2*g^3*p^2*q*x^2+528*b^2*g^3*p^2*r*x^2+396*b^2*g^3*p*q^2*x^2+1056*b ^2*g^3*p*q*r*x^2+792*b^2*g^3*p*r^2*x^2+132*b^2*g^3*q^3*x^2+528*b^2*g^3*q^2*r*x^ 2+792*b^2*g^3*q*r^2*x^2+396*b^2*g^3*r^3*x^2+198*b^2*g^2*p^4*x^2+792*b^2*g^2*p^3 *q*x^2+990*b^2*g^2*p^3*r*x^2+1188*b^2*g^2*p^2*q^2*x^2+2970*b^2*g^2*p^2*q*r*x^2+ 1980*b^2*g^2*p^2*r^2*x^2+792*b^2*g^2*p*q^3*x^2+2970*b^2*g^2*p*q^2*r*x^2+3960*b^ 2*g^2*p*q*r^2*x^2+1782*b^2*g^2*p*r^3*x^2+198*b^2*g^2*q^4*x^2+990*b^2*g^2*q^3*r* x^2+1980*b^2*g^2*q^2*r^2*x^2+1782*b^2*g^2*q*r^3*x^2+594*b^2*g^2*r^4*x^2+132*b^2 *g*p^5*x^2+660*b^2*g*p^4*q*x^2+792*b^2*g*p^4*r*x^2+1320*b^2*g*p^3*q^2*x^2+3168* b^2*g*p^3*q*r*x^2+1980*b^2*g*p^3*r^2*x^2+1320*b^2*g*p^2*q^3*x^2+4752*b^2*g*p^2* q^2*r*x^2+5940*b^2*g*p^2*q*r^2*x^2+2508*b^2*g*p^2*r^3*x^2+660*b^2*g*p*q^4*x^2+ 3168*b^2*g*p*q^3*r*x^2+5940*b^2*g*p*q^2*r^2*x^2+5016*b^2*g*p*q*r^3*x^2+1584*b^2 *g*p*r^4*x^2+132*b^2*g*q^5*x^2+792*b^2*g*q^4*r*x^2+1980*b^2*g*q^3*r^2*x^2+2508* b^2*g*q^2*r^3*x^2+1584*b^2*g*q*r^4*x^2+396*b^2*g*r^5*x^2+33*b^2*p^6*x^2+198*b^2 *p^5*q*x^2+231*b^2*p^5*r*x^2+495*b^2*p^4*q^2*x^2+1155*b^2*p^4*q*r*x^2+693*b^2*p ^4*r^2*x^2+660*b^2*p^3*q^3*x^2+2310*b^2*p^3*q^2*r*x^2+2772*b^2*p^3*q*r^2*x^2+ 1122*b^2*p^3*r^3*x^2+495*b^2*p^2*q^4*x^2+2310*b^2*p^2*q^3*r*x^2+4158*b^2*p^2*q^ 2*r^2*x^2+3366*b^2*p^2*q*r^3*x^2+1023*b^2*p^2*r^4*x^2+198*b^2*p*q^5*x^2+1155*b^ 2*p*q^4*r*x^2+2772*b^2*p*q^3*r^2*x^2+3366*b^2*p*q^2*r^3*x^2+2046*b^2*p*q*r^4*x^ 2+495*b^2*p*r^5*x^2+33*b^2*q^6*x^2+231*b^2*q^5*r*x^2+693*b^2*q^4*r^2*x^2+1122*b ^2*q^3*r^3*x^2+1023*b^2*q^2*r^4*x^2+495*b^2*q*r^5*x^2+99*b^2*r^6*x^2+2560*b*c^7 *x^2+5696*b*c^6*g*x^2+8064*b*c^6*p*x^2+8064*b*c^6*q*x^2+10080*b*c^6*r*x^2+4992* b*c^5*g^2*x^2+15392*b*c^5*g*p*x^2+15392*b*c^5*g*q*x^2+19344*b*c^5*g*r*x^2+10848 *b*c^5*p^2*x^2+21696*b*c^5*p*q*x^2+26784*b*c^5*p*r*x^2+10848*b*c^5*q^2*x^2+ 26784*b*c^5*q*r*x^2+17280*b*c^5*r^2*x^2+2144*b*c^4*g^3*x^2+11280*b*c^4*g^2*p*x^ 2+11280*b*c^4*g^2*q*x^2+14328*b*c^4*g^2*r*x^2+17264*b*c^4*g*p^2*x^2+34528*b*c^4 *g*p*q*x^2+42864*b*c^4*g*p*r*x^2+17264*b*c^4*g*q^2*x^2+42864*b*c^4*g*q*r*x^2+ 27912*b*c^4*g*r^2*x^2+8080*b*c^4*p^3*x^2+24240*b*c^4*p^2*q*x^2+29520*b*c^4*p^2* r*x^2+24240*b*c^4*p*q^2*x^2+59040*b*c^4*p*q*r*x^2+37440*b*c^4*p*r^2*x^2+8080*b* c^4*q^3*x^2+29520*b*c^4*q^2*r*x^2+37440*b*c^4*q*r^2*x^2+16000*b*c^4*r^3*x^2+448 *b*c^3*g^4*x^2+3912*b*c^3*g^3*p*x^2+3912*b*c^3*g^3*q*x^2+5076*b*c^3*g^3*r*x^2+ 10152*b*c^3*g^2*p^2*x^2+20304*b*c^3*g^2*p*q*x^2+25488*b*c^3*g^2*p*r*x^2+10152*b *c^3*g^2*q^2*x^2+25488*b*c^3*g^2*q*r*x^2+16944*b*c^3*g^2*r^2*x^2+10288*b*c^3*g* p^3*x^2+30864*b*c^3*g*p^2*q*x^2+37800*b*c^3*g*p^2*r*x^2+30864*b*c^3*g*p*q^2*x^2 +75600*b*c^3*g*p*q*r*x^2+48384*b*c^3*g*p*r^2*x^2+10288*b*c^3*g*q^3*x^2+37800*b* c^3*g*q^2*r*x^2+48384*b*c^3*g*q*r^2*x^2+20872*b*c^3*g*r^3*x^2+3600*b*c^3*p^4*x^ 2+14400*b*c^3*p^3*q*x^2+17280*b*c^3*p^3*r*x^2+21600*b*c^3*p^2*q^2*x^2+51840*b*c ^3*p^2*q*r*x^2+32256*b*c^3*p^2*r^2*x^2+14400*b*c^3*p*q^3*x^2+51840*b*c^3*p*q^2* r*x^2+64512*b*c^3*p*q*r^2*x^2+27072*b*c^3*p*r^3*x^2+3600*b*c^3*q^4*x^2+17280*b* c^3*q^3*r*x^2+32256*b*c^3*q^2*r^2*x^2+27072*b*c^3*q*r^3*x^2+8496*b*c^3*r^4*x^2+ 36*b*c^2*g^5*x^2+628*b*c^2*g^4*p*x^2+628*b*c^2*g^4*q*x^2+852*b*c^2*g^4*r*x^2+ 2664*b*c^2*g^3*p^2*x^2+5328*b*c^2*g^3*p*q*x^2+6840*b*c^2*g^3*p*r*x^2+2664*b*c^2 *g^3*q^2*x^2+6840*b*c^2*g^3*q*r*x^2+4758*b*c^2*g^3*r^2*x^2+4548*b*c^2*g^2*p^3*x ^2+13644*b*c^2*g^2*p^2*q*x^2+16902*b*c^2*g^2*p^2*r*x^2+13644*b*c^2*g^2*p*q^2*x^ 2+33804*b*c^2*g^2*p*q*r*x^2+22074*b*c^2*g^2*p*r^2*x^2+4548*b*c^2*g^2*q^3*x^2+ 16902*b*c^2*g^2*q^2*r*x^2+22074*b*c^2*g^2*q*r^2*x^2+9720*b*c^2*g^2*r^3*x^2+3436 *b*c^2*g*p^4*x^2+13744*b*c^2*g*p^3*q*x^2+16584*b*c^2*g*p^3*r*x^2+20616*b*c^2*g* p^2*q^2*x^2+49752*b*c^2*g*p^2*q*r*x^2+31230*b*c^2*g*p^2*r^2*x^2+13744*b*c^2*g*p *q^3*x^2+49752*b*c^2*g*p*q^2*r*x^2+62460*b*c^2*g*p*q*r^2*x^2+26452*b*c^2*g*p*r^ 3*x^2+3436*b*c^2*g*q^4*x^2+16584*b*c^2*g*q^3*r*x^2+31230*b*c^2*g*q^2*r^2*x^2+ 26452*b*c^2*g*q*r^3*x^2+8370*b*c^2*g*r^4*x^2+960*b*c^2*p^5*x^2+4800*b*c^2*p^4*q *x^2+5670*b*c^2*p^4*r*x^2+9600*b*c^2*p^3*q^2*x^2+22680*b*c^2*p^3*q*r*x^2+13824* b*c^2*p^3*r^2*x^2+9600*b*c^2*p^2*q^3*x^2+34020*b*c^2*p^2*q^2*r*x^2+41472*b*c^2* p^2*q*r^2*x^2+17052*b*c^2*p^2*r^3*x^2+4800*b*c^2*p*q^4*x^2+22680*b*c^2*p*q^3*r* x^2+41472*b*c^2*p*q^2*r^2*x^2+34104*b*c^2*p*q*r^3*x^2+10512*b*c^2*p*r^4*x^2+960 *b*c^2*q^5*x^2+5670*b*c^2*q^4*r*x^2+13824*b*c^2*q^3*r^2*x^2+17052*b*c^2*q^2*r^3 *x^2+10512*b*c^2*q*r^4*x^2+2574*b*c^2*r^5*x^2+36*b*c*g^5*p*x^2+36*b*c*g^5*q*x^2 +54*b*c*g^5*r*x^2+292*b*c*g^4*p^2*x^2+584*b*c*g^4*p*q*x^2+786*b*c*g^4*p*r*x^2+ 292*b*c*g^4*q^2*x^2+786*b*c*g^4*q*r*x^2+606*b*c*g^4*r^2*x^2+802*b*c*g^3*p^3*x^2 +2406*b*c*g^3*p^2*q*x^2+3051*b*c*g^3*p^2*r*x^2+2406*b*c*g^3*p*q^2*x^2+6102*b*c* g^3*p*q*r*x^2+4161*b*c*g^3*p*r^2*x^2+802*b*c*g^3*q^3*x^2+3051*b*c*g^3*q^2*r*x^2 +4161*b*c*g^3*q*r^2*x^2+1912*b*c*g^3*r^3*x^2+1014*b*c*g^2*p^4*x^2+4056*b*c*g^2* p^3*q*x^2+4950*b*c*g^2*p^3*r*x^2+6084*b*c*g^2*p^2*q^2*x^2+14850*b*c*g^2*p^2*q*r *x^2+9501*b*c*g^2*p^2*r^2*x^2+4056*b*c*g^2*p*q^3*x^2+14850*b*c*g^2*p*q^2*r*x^2+ 19002*b*c*g^2*p*q*r^2*x^2+8208*b*c*g^2*p*r^3*x^2+1014*b*c*g^2*q^4*x^2+4950*b*c* g^2*q^3*r*x^2+9501*b*c*g^2*q^2*r^2*x^2+8208*b*c*g^2*q*r^3*x^2+2643*b*c*g^2*r^4* x^2+610*b*c*g*p^5*x^2+3050*b*c*g*p^4*q*x^2+3621*b*c*g*p^4*r*x^2+6100*b*c*g*p^3* q^2*x^2+14484*b*c*g*p^3*q*r*x^2+8898*b*c*g*p^3*r^2*x^2+6100*b*c*g*p^2*q^3*x^2+ 21726*b*c*g*p^2*q^2*r*x^2+26694*b*c*g*p^2*q*r^2*x^2+11068*b*c*g*p^2*r^3*x^2+ 3050*b*c*g*p*q^4*x^2+14484*b*c*g*p*q^3*r*x^2+26694*b*c*g*p*q^2*r^2*x^2+22136*b* c*g*p*q*r^3*x^2+6876*b*c*g*p*r^4*x^2+610*b*c*g*q^5*x^2+3621*b*c*g*q^4*r*x^2+ 8898*b*c*g*q^3*r^2*x^2+11068*b*c*g*q^2*r^3*x^2+6876*b*c*g*q*r^4*x^2+1695*b*c*g* r^5*x^2+142*b*c*p^6*x^2+852*b*c*p^5*q*x^2+990*b*c*p^5*r*x^2+2130*b*c*p^4*q^2*x^ 2+4950*b*c*p^4*q*r*x^2+2952*b*c*p^4*r^2*x^2+2840*b*c*p^3*q^3*x^2+9900*b*c*p^3*q ^2*r*x^2+11808*b*c*p^3*q*r^2*x^2+4748*b*c*p^3*r^3*x^2+2130*b*c*p^2*q^4*x^2+9900 *b*c*p^2*q^3*r*x^2+17712*b*c*p^2*q^2*r^2*x^2+14244*b*c*p^2*q*r^3*x^2+4302*b*c*p ^2*r^4*x^2+852*b*c*p*q^5*x^2+4950*b*c*p*q^4*r*x^2+11808*b*c*p*q^3*r^2*x^2+14244 *b*c*p*q^2*r^3*x^2+8604*b*c*p*q*r^4*x^2+2070*b*c*p*r^5*x^2+142*b*c*q^6*x^2+990* b*c*q^5*r*x^2+2952*b*c*q^4*r^2*x^2+4748*b*c*q^3*r^3*x^2+4302*b*c*q^2*r^4*x^2+ 2070*b*c*q*r^5*x^2+412*b*c*r^6*x^2+9*b*g^5*p^2*x^2+18*b*g^5*p*q*x^2+27*b*g^5*p* r*x^2+9*b*g^5*q^2*x^2+27*b*g^5*q*r*x^2+27*b*g^5*r^2*x^2+45*b*g^4*p^3*x^2+135*b* g^4*p^2*q*x^2+180*b*g^4*p^2*r*x^2+135*b*g^4*p*q^2*x^2+360*b*g^4*p*q*r*x^2+270*b *g^4*p*r^2*x^2+45*b*g^4*q^3*x^2+180*b*g^4*q^2*r*x^2+270*b*g^4*q*r^2*x^2+135*b*g ^4*r^3*x^2+90*b*g^3*p^4*x^2+360*b*g^3*p^3*q*x^2+450*b*g^3*p^3*r*x^2+540*b*g^3*p ^2*q^2*x^2+1350*b*g^3*p^2*q*r*x^2+900*b*g^3*p^2*r^2*x^2+360*b*g^3*p*q^3*x^2+ 1350*b*g^3*p*q^2*r*x^2+1800*b*g^3*p*q*r^2*x^2+810*b*g^3*p*r^3*x^2+90*b*g^3*q^4* x^2+450*b*g^3*q^3*r*x^2+900*b*g^3*q^2*r^2*x^2+810*b*g^3*q*r^3*x^2+270*b*g^3*r^4 *x^2+90*b*g^2*p^5*x^2+450*b*g^2*p^4*q*x^2+540*b*g^2*p^4*r*x^2+900*b*g^2*p^3*q^2 *x^2+2160*b*g^2*p^3*q*r*x^2+1350*b*g^2*p^3*r^2*x^2+900*b*g^2*p^2*q^3*x^2+3240*b *g^2*p^2*q^2*r*x^2+4050*b*g^2*p^2*q*r^2*x^2+1710*b*g^2*p^2*r^3*x^2+450*b*g^2*p* q^4*x^2+2160*b*g^2*p*q^3*r*x^2+4050*b*g^2*p*q^2*r^2*x^2+3420*b*g^2*p*q*r^3*x^2+ 1080*b*g^2*p*r^4*x^2+90*b*g^2*q^5*x^2+540*b*g^2*q^4*r*x^2+1350*b*g^2*q^3*r^2*x^ 2+1710*b*g^2*q^2*r^3*x^2+1080*b*g^2*q*r^4*x^2+270*b*g^2*r^5*x^2+45*b*g*p^6*x^2+ 270*b*g*p^5*q*x^2+315*b*g*p^5*r*x^2+675*b*g*p^4*q^2*x^2+1575*b*g*p^4*q*r*x^2+ 945*b*g*p^4*r^2*x^2+900*b*g*p^3*q^3*x^2+3150*b*g*p^3*q^2*r*x^2+3780*b*g*p^3*q*r ^2*x^2+1530*b*g*p^3*r^3*x^2+675*b*g*p^2*q^4*x^2+3150*b*g*p^2*q^3*r*x^2+5670*b*g *p^2*q^2*r^2*x^2+4590*b*g*p^2*q*r^3*x^2+1395*b*g*p^2*r^4*x^2+270*b*g*p*q^5*x^2+ 1575*b*g*p*q^4*r*x^2+3780*b*g*p*q^3*r^2*x^2+4590*b*g*p*q^2*r^3*x^2+2790*b*g*p*q *r^4*x^2+675*b*g*p*r^5*x^2+45*b*g*q^6*x^2+315*b*g*q^5*r*x^2+945*b*g*q^4*r^2*x^2 +1530*b*g*q^3*r^3*x^2+1395*b*g*q^2*r^4*x^2+675*b*g*q*r^5*x^2+135*b*g*r^6*x^2+9* b*p^7*x^2+63*b*p^6*q*x^2+72*b*p^6*r*x^2+189*b*p^5*q^2*x^2+432*b*p^5*q*r*x^2+252 *b*p^5*r^2*x^2+315*b*p^4*q^3*x^2+1080*b*p^4*q^2*r*x^2+1260*b*p^4*q*r^2*x^2+495* b*p^4*r^3*x^2+315*b*p^3*q^4*x^2+1440*b*p^3*q^3*r*x^2+2520*b*p^3*q^2*r^2*x^2+ 1980*b*p^3*q*r^3*x^2+585*b*p^3*r^4*x^2+189*b*p^2*q^5*x^2+1080*b*p^2*q^4*r*x^2+ 2520*b*p^2*q^3*r^2*x^2+2970*b*p^2*q^2*r^3*x^2+1755*b*p^2*q*r^4*x^2+414*b*p^2*r^ 5*x^2+63*b*p*q^6*x^2+432*b*p*q^5*r*x^2+1260*b*p*q^4*r^2*x^2+1980*b*p*q^3*r^3*x^ 2+1755*b*p*q^2*r^4*x^2+828*b*p*q*r^5*x^2+162*b*p*r^6*x^2+9*b*q^7*x^2+72*b*q^6*r *x^2+252*b*q^5*r^2*x^2+495*b*q^4*r^3*x^2+585*b*q^3*r^4*x^2+414*b*q^2*r^5*x^2+ 162*b*q*r^6*x^2+27*b*r^7*x^2+640*c^8*x^2+1728*c^7*g*x^2+2304*c^7*p*x^2+2304*c^7 *q*x^2+2880*c^7*r*x^2+1920*c^6*g^2*x^2+5440*c^6*g*p*x^2+5440*c^6*g*q*x^2+6816*c ^6*g*r*x^2+3616*c^6*p^2*x^2+7232*c^6*p*q*x^2+8928*c^6*p*r*x^2+3616*c^6*q^2*x^2+ 8928*c^6*q*r*x^2+5760*c^6*r^2*x^2+1120*c^5*g^3*x^2+5184*c^5*g^2*p*x^2+5184*c^5* g^2*q*x^2+6528*c^5*g^2*r*x^2+7312*c^5*g*p^2*x^2+14624*c^5*g*p*q*x^2+18096*c^5*g *p*r*x^2+7312*c^5*g*q^2*x^2+18096*c^5*g*q*r*x^2+11712*c^5*g*r^2*x^2+3232*c^5*p^ 3*x^2+9696*c^5*p^2*q*x^2+11808*c^5*p^2*r*x^2+9696*c^5*p*q^2*x^2+23616*c^5*p*q*r *x^2+14976*c^5*p*r^2*x^2+3232*c^5*q^3*x^2+11808*c^5*q^2*r*x^2+14976*c^5*q*r^2*x ^2+6400*c^5*r^3*x^2+360*c^4*g^4*x^2+2528*c^4*g^3*p*x^2+2528*c^4*g^3*q*x^2+3216* c^4*g^3*r*x^2+5808*c^4*g^2*p^2*x^2+11616*c^4*g^2*p*q*x^2+14448*c^4*g^2*p*r*x^2+ 5808*c^4*g^2*q^2*x^2+14448*c^4*g^2*q*r*x^2+9432*c^4*g^2*r^2*x^2+5440*c^4*g*p^3* x^2+16320*c^4*g*p^2*q*x^2+19920*c^4*g*p^2*r*x^2+16320*c^4*g*p*q^2*x^2+39840*c^4 *g*p*q*r*x^2+25344*c^4*g*p*r^2*x^2+5440*c^4*g*q^3*x^2+19920*c^4*g*q^2*r*x^2+ 25344*c^4*g*q*r^2*x^2+10864*c^4*g*r^3*x^2+1800*c^4*p^4*x^2+7200*c^4*p^3*q*x^2+ 8640*c^4*p^3*r*x^2+10800*c^4*p^2*q^2*x^2+25920*c^4*p^2*q*r*x^2+16128*c^4*p^2*r^ 2*x^2+7200*c^4*p*q^3*x^2+25920*c^4*p*q^2*r*x^2+32256*c^4*p*q*r^2*x^2+13536*c^4* p*r^3*x^2+1800*c^4*q^4*x^2+8640*c^4*q^3*r*x^2+16128*c^4*q^2*r^2*x^2+13536*c^4*q *r^3*x^2+4248*c^4*r^4*x^2+60*c^3*g^5*x^2+656*c^3*g^4*p*x^2+656*c^3*g^4*q*x^2+ 852*c^3*g^4*r*x^2+2272*c^3*g^3*p^2*x^2+4544*c^3*g^3*p*q*x^2+5712*c^3*g^3*p*r*x^ 2+2272*c^3*g^3*q^2*x^2+5712*c^3*g^3*q*r*x^2+3804*c^3*g^3*r^2*x^2+3456*c^3*g^2*p ^3*x^2+10368*c^3*g^2*p^2*q*x^2+12720*c^3*g^2*p^2*r*x^2+10368*c^3*g^2*p*q^2*x^2+ 25440*c^3*g^2*p*q*r*x^2+16320*c^3*g^2*p*r^2*x^2+3456*c^3*g^2*q^3*x^2+12720*c^3* g^2*q^2*r*x^2+16320*c^3*g^2*q*r^2*x^2+7056*c^3*g^2*r^3*x^2+2420*c^3*g*p^4*x^2+ 9680*c^3*g*p^3*q*x^2+11640*c^3*g*p^3*r*x^2+14520*c^3*g*p^2*q^2*x^2+34920*c^3*g* p^2*q*r*x^2+21792*c^3*g*p^2*r^2*x^2+9680*c^3*g*p*q^3*x^2+34920*c^3*g*p*q^2*r*x^ 2+43584*c^3*g*p*q*r^2*x^2+18344*c^3*g*p*r^3*x^2+2420*c^3*g*q^4*x^2+11640*c^3*g* q^3*r*x^2+21792*c^3*g*q^2*r^2*x^2+18344*c^3*g*q*r^3*x^2+5772*c^3*g*r^4*x^2+640* c^3*p^5*x^2+3200*c^3*p^4*q*x^2+3780*c^3*p^4*r*x^2+6400*c^3*p^3*q^2*x^2+15120*c^ 3*p^3*q*r*x^2+9216*c^3*p^3*r^2*x^2+6400*c^3*p^2*q^3*x^2+22680*c^3*p^2*q^2*r*x^2 +27648*c^3*p^2*q*r^2*x^2+11368*c^3*p^2*r^3*x^2+3200*c^3*p*q^4*x^2+15120*c^3*p*q ^3*r*x^2+27648*c^3*p*q^2*r^2*x^2+22736*c^3*p*q*r^3*x^2+7008*c^3*p*r^4*x^2+640*c ^3*q^5*x^2+3780*c^3*q^4*r*x^2+9216*c^3*q^3*r^2*x^2+11368*c^3*q^2*r^3*x^2+7008*c ^3*q*r^4*x^2+1716*c^3*r^5*x^2+4*c^2*g^6*x^2+84*c^2*g^5*p*x^2+84*c^2*g^5*q*x^2+ 114*c^2*g^5*r*x^2+446*c^2*g^4*p^2*x^2+892*c^2*g^4*p*q*x^2+1146*c^2*g^4*p*r*x^2+ 446*c^2*g^4*q^2*x^2+1146*c^2*g^4*q*r*x^2+798*c^2*g^4*r^2*x^2+1016*c^2*g^3*p^3*x ^2+3048*c^2*g^3*p^2*q*x^2+3780*c^2*g^3*p^2*r*x^2+3048*c^2*g^3*p*q^2*x^2+7560*c^ 2*g^3*p*q*r*x^2+4944*c^2*g^3*p*r^2*x^2+1016*c^2*g^3*q^3*x^2+3780*c^2*g^3*q^2*r* x^2+4944*c^2*g^3*q*r^2*x^2+2180*c^2*g^3*r^3*x^2+1152*c^2*g^2*p^4*x^2+4608*c^2*g ^2*p^3*q*x^2+5568*c^2*g^2*p^3*r*x^2+6912*c^2*g^2*p^2*q^2*x^2+16704*c^2*g^2*p^2* q*r*x^2+10506*c^2*g^2*p^2*r^2*x^2+4608*c^2*g^2*p*q^3*x^2+16704*c^2*g^2*p*q^2*r* x^2+21012*c^2*g^2*p*q*r^2*x^2+8916*c^2*g^2*p*r^3*x^2+1152*c^2*g^2*q^4*x^2+5568* c^2*g^2*q^3*r*x^2+10506*c^2*g^2*q^2*r^2*x^2+8916*c^2*g^2*q*r^3*x^2+2826*c^2*g^2 *r^4*x^2+644*c^2*g*p^5*x^2+3220*c^2*g*p^4*q*x^2+3810*c^2*g*p^4*r*x^2+6440*c^2*g *p^3*q^2*x^2+15240*c^2*g*p^3*q*r*x^2+9312*c^2*g*p^3*r^2*x^2+6440*c^2*g*p^2*q^3* x^2+22860*c^2*g*p^2*q^2*r*x^2+27936*c^2*g*p^2*q*r^2*x^2+11516*c^2*g*p^2*r^3*x^2 +3220*c^2*g*p*q^4*x^2+15240*c^2*g*p*q^3*r*x^2+27936*c^2*g*p*q^2*r^2*x^2+23032*c ^2*g*p*q*r^3*x^2+7116*c^2*g*p*r^4*x^2+644*c^2*g*q^5*x^2+3810*c^2*g*q^4*r*x^2+ 9312*c^2*g*q^3*r^2*x^2+11516*c^2*g*q^2*r^3*x^2+7116*c^2*g*q*r^4*x^2+1746*c^2*g* r^5*x^2+142*c^2*p^6*x^2+852*c^2*p^5*q*x^2+990*c^2*p^5*r*x^2+2130*c^2*p^4*q^2*x^ 2+4950*c^2*p^4*q*r*x^2+2952*c^2*p^4*r^2*x^2+2840*c^2*p^3*q^3*x^2+9900*c^2*p^3*q ^2*r*x^2+11808*c^2*p^3*q*r^2*x^2+4748*c^2*p^3*r^3*x^2+2130*c^2*p^2*q^4*x^2+9900 *c^2*p^2*q^3*r*x^2+17712*c^2*p^2*q^2*r^2*x^2+14244*c^2*p^2*q*r^3*x^2+4302*c^2*p ^2*r^4*x^2+852*c^2*p*q^5*x^2+4950*c^2*p*q^4*r*x^2+11808*c^2*p*q^3*r^2*x^2+14244 *c^2*p*q^2*r^3*x^2+8604*c^2*p*q*r^4*x^2+2070*c^2*p*r^5*x^2+142*c^2*q^6*x^2+990* c^2*q^5*r*x^2+2952*c^2*q^4*r^2*x^2+4748*c^2*q^3*r^3*x^2+4302*c^2*q^2*r^4*x^2+ 2070*c^2*q*r^5*x^2+412*c^2*r^6*x^2+4*c*g^6*p*x^2+4*c*g^6*q*x^2+6*c*g^6*r*x^2+39 *c*g^5*p^2*x^2+78*c*g^5*p*q*x^2+105*c*g^5*p*r*x^2+39*c*g^5*q^2*x^2+105*c*g^5*q* r*x^2+81*c*g^5*r^2*x^2+134*c*g^4*p^3*x^2+402*c*g^4*p^2*q*x^2+510*c*g^4*p^2*r*x^ 2+402*c*g^4*p*q^2*x^2+1020*c*g^4*p*q*r*x^2+696*c*g^4*p*r^2*x^2+134*c*g^4*q^3*x^ 2+510*c*g^4*q^2*r*x^2+696*c*g^4*q*r^2*x^2+320*c*g^4*r^3*x^2+226*c*g^3*p^4*x^2+ 904*c*g^3*p^3*q*x^2+1104*c*g^3*p^3*r*x^2+1356*c*g^3*p^2*q^2*x^2+3312*c*g^3*p^2* q*r*x^2+2121*c*g^3*p^2*r^2*x^2+904*c*g^3*p*q^3*x^2+3312*c*g^3*p*q^2*r*x^2+4242* c*g^3*p*q*r^2*x^2+1834*c*g^3*p*r^3*x^2+226*c*g^3*q^4*x^2+1104*c*g^3*q^3*r*x^2+ 2121*c*g^3*q^2*r^2*x^2+1834*c*g^3*q*r^3*x^2+591*c*g^3*r^4*x^2+204*c*g^2*p^5*x^2 +1020*c*g^2*p^4*q*x^2+1212*c*g^2*p^4*r*x^2+2040*c*g^2*p^3*q^2*x^2+4848*c*g^2*p^ 3*q*r*x^2+2982*c*g^2*p^3*r^2*x^2+2040*c*g^2*p^2*q^3*x^2+7272*c*g^2*p^2*q^2*r*x^ 2+8946*c*g^2*p^2*q*r^2*x^2+3714*c*g^2*p^2*r^3*x^2+1020*c*g^2*p*q^4*x^2+4848*c*g ^2*p*q^3*r*x^2+8946*c*g^2*p*q^2*r^2*x^2+7428*c*g^2*p*q*r^3*x^2+2310*c*g^2*p*r^4 *x^2+204*c*g^2*q^5*x^2+1212*c*g^2*q^4*r*x^2+2982*c*g^2*q^3*r^2*x^2+3714*c*g^2*q ^2*r^3*x^2+2310*c*g^2*q*r^4*x^2+570*c*g^2*r^5*x^2+95*c*g*p^6*x^2+570*c*g*p^5*q* x^2+663*c*g*p^5*r*x^2+1425*c*g*p^4*q^2*x^2+3315*c*g*p^4*q*r*x^2+1980*c*g*p^4*r^ 2*x^2+1900*c*g*p^3*q^3*x^2+6630*c*g*p^3*q^2*r*x^2+7920*c*g*p^3*q*r^2*x^2+3190*c *g*p^3*r^3*x^2+1425*c*g*p^2*q^4*x^2+6630*c*g*p^2*q^3*r*x^2+11880*c*g*p^2*q^2*r^ 2*x^2+9570*c*g*p^2*q*r^3*x^2+2895*c*g*p^2*r^4*x^2+570*c*g*p*q^5*x^2+3315*c*g*p* q^4*r*x^2+7920*c*g*p*q^3*r^2*x^2+9570*c*g*p*q^2*r^3*x^2+5790*c*g*p*q*r^4*x^2+ 1395*c*g*p*r^5*x^2+95*c*g*q^6*x^2+663*c*g*q^5*r*x^2+1980*c*g*q^4*r^2*x^2+3190*c *g*q^3*r^3*x^2+2895*c*g*q^2*r^4*x^2+1395*c*g*q*r^5*x^2+278*c*g*r^6*x^2+18*c*p^7 *x^2+126*c*p^6*q*x^2+144*c*p^6*r*x^2+378*c*p^5*q^2*x^2+864*c*p^5*q*r*x^2+504*c* p^5*r^2*x^2+630*c*p^4*q^3*x^2+2160*c*p^4*q^2*r*x^2+2520*c*p^4*q*r^2*x^2+990*c*p ^4*r^3*x^2+630*c*p^3*q^4*x^2+2880*c*p^3*q^3*r*x^2+5040*c*p^3*q^2*r^2*x^2+3960*c *p^3*q*r^3*x^2+1170*c*p^3*r^4*x^2+378*c*p^2*q^5*x^2+2160*c*p^2*q^4*r*x^2+5040*c *p^2*q^3*r^2*x^2+5940*c*p^2*q^2*r^3*x^2+3510*c*p^2*q*r^4*x^2+828*c*p^2*r^5*x^2+ 126*c*p*q^6*x^2+864*c*p*q^5*r*x^2+2520*c*p*q^4*r^2*x^2+3960*c*p*q^3*r^3*x^2+ 3510*c*p*q^2*r^4*x^2+1656*c*p*q*r^5*x^2+324*c*p*r^6*x^2+18*c*q^7*x^2+144*c*q^6* r*x^2+504*c*q^5*r^2*x^2+990*c*q^4*r^3*x^2+1170*c*q^3*r^4*x^2+828*c*q^2*r^5*x^2+ 324*c*q*r^6*x^2+54*c*r^7*x^2+g^6*p^2*x^2+2*g^6*p*q*x^2+3*g^6*p*r*x^2+g^6*q^2*x^ 2+3*g^6*q*r*x^2+3*g^6*r^2*x^2+6*g^5*p^3*x^2+18*g^5*p^2*q*x^2+24*g^5*p^2*r*x^2+ 18*g^5*p*q^2*x^2+48*g^5*p*q*r*x^2+36*g^5*p*r^2*x^2+6*g^5*q^3*x^2+24*g^5*q^2*r*x ^2+36*g^5*q*r^2*x^2+18*g^5*r^3*x^2+15*g^4*p^4*x^2+60*g^4*p^3*q*x^2+75*g^4*p^3*r *x^2+90*g^4*p^2*q^2*x^2+225*g^4*p^2*q*r*x^2+150*g^4*p^2*r^2*x^2+60*g^4*p*q^3*x^ 2+225*g^4*p*q^2*r*x^2+300*g^4*p*q*r^2*x^2+135*g^4*p*r^3*x^2+15*g^4*q^4*x^2+75*g ^4*q^3*r*x^2+150*g^4*q^2*r^2*x^2+135*g^4*q*r^3*x^2+45*g^4*r^4*x^2+20*g^3*p^5*x^ 2+100*g^3*p^4*q*x^2+120*g^3*p^4*r*x^2+200*g^3*p^3*q^2*x^2+480*g^3*p^3*q*r*x^2+ 300*g^3*p^3*r^2*x^2+200*g^3*p^2*q^3*x^2+720*g^3*p^2*q^2*r*x^2+900*g^3*p^2*q*r^2 *x^2+380*g^3*p^2*r^3*x^2+100*g^3*p*q^4*x^2+480*g^3*p*q^3*r*x^2+900*g^3*p*q^2*r^ 2*x^2+760*g^3*p*q*r^3*x^2+240*g^3*p*r^4*x^2+20*g^3*q^5*x^2+120*g^3*q^4*r*x^2+ 300*g^3*q^3*r^2*x^2+380*g^3*q^2*r^3*x^2+240*g^3*q*r^4*x^2+60*g^3*r^5*x^2+15*g^2 *p^6*x^2+90*g^2*p^5*q*x^2+105*g^2*p^5*r*x^2+225*g^2*p^4*q^2*x^2+525*g^2*p^4*q*r *x^2+315*g^2*p^4*r^2*x^2+300*g^2*p^3*q^3*x^2+1050*g^2*p^3*q^2*r*x^2+1260*g^2*p^ 3*q*r^2*x^2+510*g^2*p^3*r^3*x^2+225*g^2*p^2*q^4*x^2+1050*g^2*p^2*q^3*r*x^2+1890 *g^2*p^2*q^2*r^2*x^2+1530*g^2*p^2*q*r^3*x^2+465*g^2*p^2*r^4*x^2+90*g^2*p*q^5*x^ 2+525*g^2*p*q^4*r*x^2+1260*g^2*p*q^3*r^2*x^2+1530*g^2*p*q^2*r^3*x^2+930*g^2*p*q *r^4*x^2+225*g^2*p*r^5*x^2+15*g^2*q^6*x^2+105*g^2*q^5*r*x^2+315*g^2*q^4*r^2*x^2 +510*g^2*q^3*r^3*x^2+465*g^2*q^2*r^4*x^2+225*g^2*q*r^5*x^2+45*g^2*r^6*x^2+6*g*p ^7*x^2+42*g*p^6*q*x^2+48*g*p^6*r*x^2+126*g*p^5*q^2*x^2+288*g*p^5*q*r*x^2+168*g* p^5*r^2*x^2+210*g*p^4*q^3*x^2+720*g*p^4*q^2*r*x^2+840*g*p^4*q*r^2*x^2+330*g*p^4 *r^3*x^2+210*g*p^3*q^4*x^2+960*g*p^3*q^3*r*x^2+1680*g*p^3*q^2*r^2*x^2+1320*g*p^ 3*q*r^3*x^2+390*g*p^3*r^4*x^2+126*g*p^2*q^5*x^2+720*g*p^2*q^4*r*x^2+1680*g*p^2* q^3*r^2*x^2+1980*g*p^2*q^2*r^3*x^2+1170*g*p^2*q*r^4*x^2+276*g*p^2*r^5*x^2+42*g* p*q^6*x^2+288*g*p*q^5*r*x^2+840*g*p*q^4*r^2*x^2+1320*g*p*q^3*r^3*x^2+1170*g*p*q ^2*r^4*x^2+552*g*p*q*r^5*x^2+108*g*p*r^6*x^2+6*g*q^7*x^2+48*g*q^6*r*x^2+168*g*q ^5*r^2*x^2+330*g*q^4*r^3*x^2+390*g*q^3*r^4*x^2+276*g*q^2*r^5*x^2+108*g*q*r^6*x^ 2+18*g*r^7*x^2+p^8*x^2+8*p^7*q*x^2+9*p^7*r*x^2+28*p^6*q^2*x^2+63*p^6*q*r*x^2+36 *p^6*r^2*x^2+56*p^5*q^3*x^2+189*p^5*q^2*r*x^2+216*p^5*q*r^2*x^2+83*p^5*r^3*x^2+ 70*p^4*q^4*x^2+315*p^4*q^3*r*x^2+540*p^4*q^2*r^2*x^2+415*p^4*q*r^3*x^2+120*p^4* r^4*x^2+56*p^3*q^5*x^2+315*p^3*q^4*r*x^2+720*p^3*q^3*r^2*x^2+830*p^3*q^2*r^3*x^ 2+480*p^3*q*r^4*x^2+111*p^3*r^5*x^2+28*p^2*q^6*x^2+189*p^2*q^5*r*x^2+540*p^2*q^ 4*r^2*x^2+830*p^2*q^3*r^3*x^2+720*p^2*q^2*r^4*x^2+333*p^2*q*r^5*x^2+64*p^2*r^6* x^2+8*p*q^7*x^2+63*p*q^6*r*x^2+216*p*q^5*r^2*x^2+415*p*q^4*r^3*x^2+480*p*q^3*r^ 4*x^2+333*p*q^2*r^5*x^2+128*p*q*r^6*x^2+21*p*r^7*x^2+q^8*x^2+9*q^7*r*x^2+36*q^6 *r^2*x^2+83*q^5*r^3*x^2+120*q^4*r^4*x^2+111*q^3*r^5*x^2+64*q^2*r^6*x^2+21*q*r^7 *x^2+3*r^8*x^2-32*a^6*c*p*x-16*a^6*c*r*x+48*a^6*c*x^2-16*a^6*p^2*x-16*a^6*p*q*x -40*a^6*p*r*x+24*a^6*p*x^2-8*a^6*q*r*x+24*a^6*q*x^2-24*a^6*r^2*x+24*a^6*r*x^2-\ 64*a^5*b*c^2*x-224*a^5*b*c*p*x-32*a^5*b*c*q*x-160*a^5*b*c*r*x+288*a^5*b*c*x^2-\ 96*a^5*b*p^2*x-96*a^5*b*p*q*x-240*a^5*b*p*r*x+144*a^5*b*p*x^2-48*a^5*b*q*r*x+ 144*a^5*b*q*x^2-144*a^5*b*r^2*x+144*a^5*b*r*x^2-128*a^5*c^3*x-32*a^5*c^2*g*x-\ 480*a^5*c^2*p*x-128*a^5*c^2*q*x-336*a^5*c^2*r*x+1072*a^5*c^2*x^2-160*a^5*c*g*p* x-16*a^5*c*g*q*x-104*a^5*c*g*r*x+216*a^5*c*g*x^2-352*a^5*c*p^2*x-384*a^5*c*p*q* x-736*a^5*c*p*r*x+1024*a^5*c*p*x^2-32*a^5*c*q^2*x-240*a^5*c*q*r*x+1024*a^5*c*q* x^2-384*a^5*c*r^2*x+1296*a^5*c*r*x^2-72*a^5*g*p^2*x-72*a^5*g*p*q*x-180*a^5*g*p* r*x+108*a^5*g*p*x^2-36*a^5*g*q*r*x+108*a^5*g*q*x^2-108*a^5*g*r^2*x+108*a^5*g*r* x^2-72*a^5*p^3*x-144*a^5*p^2*q*x-252*a^5*p^2*r*x+244*a^5*p^2*x^2-72*a^5*p*q^2*x -288*a^5*p*q*r*x+488*a^5*p*q*x^2-288*a^5*p*r^2*x+624*a^5*p*r*x^2-36*a^5*q^2*r*x +244*a^5*q^2*x^2-144*a^5*q*r^2*x+624*a^5*q*r*x^2-108*a^5*r^3*x+516*a^5*r^2*x^2-\ 320*a^4*b^2*c^2*x-640*a^4*b^2*c*p*x-160*a^4*b^2*c*q*x-560*a^4*b^2*c*r*x+720*a^4 *b^2*c*x^2-240*a^4*b^2*p^2*x-240*a^4*b^2*p*q*x-600*a^4*b^2*p*r*x+360*a^4*b^2*p* x^2-120*a^4*b^2*q*r*x+360*a^4*b^2*q*x^2-360*a^4*b^2*r^2*x+360*a^4*b^2*r*x^2-\ 1088*a^4*b*c^3*x-384*a^4*b*c^2*g*x-2784*a^4*b*c^2*p*x-1024*a^4*b*c^2*q*x-2352*a ^4*b*c^2*r*x+5360*a^4*b*c^2*x^2-912*a^4*b*c*g*p*x-192*a^4*b*c*g*q*x-744*a^4*b*c *g*r*x+1080*a^4*b*c*g*x^2-1840*a^4*b*c*p^2*x-2080*a^4*b*c*p*q*x-3952*a^4*b*c*p* r*x+5120*a^4*b*c*p*x^2-240*a^4*b*c*q^2*x-1472*a^4*b*c*q*r*x+5120*a^4*b*c*q*x^2-\ 2112*a^4*b*c*r^2*x+6480*a^4*b*c*r*x^2-360*a^4*b*g*p^2*x-360*a^4*b*g*p*q*x-900*a ^4*b*g*p*r*x+540*a^4*b*g*p*x^2-180*a^4*b*g*q*r*x+540*a^4*b*g*q*x^2-540*a^4*b*g* r^2*x+540*a^4*b*g*r*x^2-360*a^4*b*p^3*x-720*a^4*b*p^2*q*x-1260*a^4*b*p^2*r*x+ 1220*a^4*b*p^2*x^2-360*a^4*b*p*q^2*x-1440*a^4*b*p*q*r*x+2440*a^4*b*p*q*x^2-1440 *a^4*b*p*r^2*x+3120*a^4*b*p*r*x^2-180*a^4*b*q^2*r*x+1220*a^4*b*q^2*x^2-720*a^4* b*q*r^2*x+3120*a^4*b*q*r*x^2-540*a^4*b*r^3*x+2580*a^4*b*r^2*x^2-896*a^4*c^4*x-\ 672*a^4*c^3*g*x-2880*a^4*c^3*p*x-1216*a^4*c^3*q*x-2400*a^4*c^3*r*x+7072*a^4*c^3 *x^2-112*a^4*c^2*g^2*x-1936*a^4*c^2*g*p*x-640*a^4*c^2*g*q*x-1544*a^4*c^2*g*r*x+ 3960*a^4*c^2*g*x^2-2720*a^4*c^2*p^2*x-3264*a^4*c^2*p*q*x-5504*a^4*c^2*p*r*x+ 9840*a^4*c^2*p*x^2-544*a^4*c^2*q^2*x-2496*a^4*c^2*q*r*x+9840*a^4*c^2*q*x^2-2784 *a^4*c^2*r^2*x+12384*a^4*c^2*r*x^2-320*a^4*c*g^2*p*x-56*a^4*c*g^2*q*x-244*a^4*c *g^2*r*x+396*a^4*c*g^2*x^2-1328*a^4*c*g*p^2*x-1480*a^4*c*g*p*q*x-2828*a^4*c*g*p *r*x+3780*a^4*c*g*p*x^2-152*a^4*c*g*q^2*x-1004*a^4*c*g*q*r*x+3780*a^4*c*g*q*x^2 -1500*a^4*c*g*r^2*x+4788*a^4*c*g*r*x^2-1016*a^4*c*p^3*x-2112*a^4*c*p^2*q*x-3324 *a^4*c*p^2*r*x+4548*a^4*c*p^2*x^2-1176*a^4*c*p*q^2*x-4104*a^4*c*p*q*r*x+9096*a^ 4*c*p*q*x^2-3600*a^4*c*p*r^2*x+11400*a^4*c*p*r*x^2-80*a^4*c*q^3*x-780*a^4*c*q^2 *r*x+4548*a^4*c*q^2*x^2-1992*a^4*c*q*r^2*x+11400*a^4*c*q*r*x^2-1292*a^4*c*r^3*x +8124*a^4*c*r^2*x^2-132*a^4*g^2*p^2*x-132*a^4*g^2*p*q*x-330*a^4*g^2*p*r*x+198*a ^4*g^2*p*x^2-66*a^4*g^2*q*r*x+198*a^4*g^2*q*x^2-198*a^4*g^2*r^2*x+198*a^4*g^2*r *x^2-264*a^4*g*p^3*x-528*a^4*g*p^2*q*x-924*a^4*g*p^2*r*x+900*a^4*g*p^2*x^2-264* a^4*g*p*q^2*x-1056*a^4*g*p*q*r*x+1800*a^4*g*p*q*x^2-1056*a^4*g*p*r^2*x+2304*a^4 *g*p*r*x^2-132*a^4*g*q^2*r*x+900*a^4*g*q^2*x^2-528*a^4*g*q*r^2*x+2304*a^4*g*q*r *x^2-396*a^4*g*r^3*x+1908*a^4*g*r^2*x^2-132*a^4*p^4*x-396*a^4*p^3*q*x-594*a^4*p ^3*r*x+698*a^4*p^3*x^2-396*a^4*p^2*q^2*x-1254*a^4*p^2*q*r*x+2094*a^4*p^2*q*x^2-\ 990*a^4*p^2*r^2*x+2610*a^4*p^2*r*x^2-132*a^4*p*q^3*x-726*a^4*p*q^2*r*x+2094*a^4 *p*q^2*x^2-1320*a^4*p*q*r^2*x+5220*a^4*p*q*r*x^2-726*a^4*p*r^3*x+3642*a^4*p*r^2 *x^2-66*a^4*q^3*r*x+698*a^4*q^3*x^2-330*a^4*q^2*r^2*x+2610*a^4*q^2*r*x^2-462*a^ 4*q*r^3*x+3642*a^4*q*r^2*x^2-198*a^4*r^4*x+1730*a^4*r^3*x^2-640*a^3*b^3*c^2*x-\ 960*a^3*b^3*c*p*x-320*a^3*b^3*c*q*x-960*a^3*b^3*c*r*x+960*a^3*b^3*c*x^2-320*a^3 *b^3*p^2*x-320*a^3*b^3*p*q*x-800*a^3*b^3*p*r*x+480*a^3*b^3*p*x^2-160*a^3*b^3*q* r*x+480*a^3*b^3*q*x^2-480*a^3*b^3*r^2*x+480*a^3*b^3*r*x^2-3072*a^3*b^2*c^3*x-\ 1216*a^3*b^2*c^2*g*x-6336*a^3*b^2*c^2*p*x-2816*a^3*b^2*c^2*q*x-6048*a^3*b^2*c^2 *r*x+10720*a^3*b^2*c^2*x^2-2048*a^3*b^2*c*g*p*x-608*a^3*b^2*c*g*q*x-1936*a^3*b^ 2*c*g*r*x+2160*a^3*b^2*c*g*x^2-3840*a^3*b^2*c*p^2*x-4480*a^3*b^2*c*p*q*x-8448*a ^3*b^2*c*p*r*x+10240*a^3*b^2*c*p*x^2-640*a^3*b^2*c*q^2*x-3488*a^3*b^2*c*q*r*x+ 10240*a^3*b^2*c*q*x^2-4608*a^3*b^2*c*r^2*x+12960*a^3*b^2*c*r*x^2-720*a^3*b^2*g* p^2*x-720*a^3*b^2*g*p*q*x-1800*a^3*b^2*g*p*r*x+1080*a^3*b^2*g*p*x^2-360*a^3*b^2 *g*q*r*x+1080*a^3*b^2*g*q*x^2-1080*a^3*b^2*g*r^2*x+1080*a^3*b^2*g*r*x^2-720*a^3 *b^2*p^3*x-1440*a^3*b^2*p^2*q*x-2520*a^3*b^2*p^2*r*x+2440*a^3*b^2*p^2*x^2-720*a ^3*b^2*p*q^2*x-2880*a^3*b^2*p*q*r*x+4880*a^3*b^2*p*q*x^2-2880*a^3*b^2*p*r^2*x+ 6240*a^3*b^2*p*r*x^2-360*a^3*b^2*q^2*r*x+2440*a^3*b^2*q^2*x^2-1440*a^3*b^2*q*r^ 2*x+6240*a^3*b^2*q*r*x^2-1080*a^3*b^2*r^3*x+5160*a^3*b^2*r^2*x^2-4864*a^3*b*c^4 *x-3936*a^3*b*c^3*g*x-13056*a^3*b*c^3*p*x-6400*a^3*b*c^3*q*x-12096*a^3*b*c^3*r* x+28288*a^3*b*c^3*x^2-752*a^3*b*c^2*g^2*x-8816*a^3*b*c^2*g*p*x-3632*a^3*b*c^2*g *q*x-8032*a^3*b*c^2*g*r*x+15840*a^3*b*c^2*g*x^2-11472*a^3*b*c^2*p^2*x-14240*a^3 *b*c^2*p*q*x-23904*a^3*b*c^2*p*r*x+39360*a^3*b*c^2*p*x^2-2768*a^3*b*c^2*q^2*x-\ 11872*a^3*b*c^2*q*r*x+39360*a^3*b*c^2*q*x^2-12432*a^3*b*c^2*r^2*x+49536*a^3*b*c ^2*r*x^2-1432*a^3*b*c*g^2*p*x-376*a^3*b*c*g^2*q*x-1280*a^3*b*c*g^2*r*x+1584*a^3 *b*c*g^2*x^2-5536*a^3*b*c*g*p^2*x-6368*a^3*b*c*g*p*q*x-12064*a^3*b*c*g*p*r*x+ 15120*a^3*b*c*g*p*x^2-832*a^3*b*c*g*q^2*x-4768*a^3*b*c*g*q*r*x+15120*a^3*b*c*g* q*x^2-6528*a^3*b*c*g*r^2*x+19152*a^3*b*c*g*r*x^2-4136*a^3*b*c*p^3*x-8664*a^3*b* c*p^2*q*x-13632*a^3*b*c*p^2*r*x+18192*a^3*b*c*p^2*x^2-4920*a^3*b*c*p*q^2*x-\ 17088*a^3*b*c*p*q*r*x+36384*a^3*b*c*p*q*x^2-14856*a^3*b*c*p*r^2*x+45600*a^3*b*c *p*r*x^2-392*a^3*b*c*q^3*x-3456*a^3*b*c*q^2*r*x+18192*a^3*b*c*q^2*x^2-8424*a^3* b*c*q*r^2*x+45600*a^3*b*c*q*r*x^2-5360*a^3*b*c*r^3*x+32496*a^3*b*c*r^2*x^2-528* a^3*b*g^2*p^2*x-528*a^3*b*g^2*p*q*x-1320*a^3*b*g^2*p*r*x+792*a^3*b*g^2*p*x^2-\ 264*a^3*b*g^2*q*r*x+792*a^3*b*g^2*q*x^2-792*a^3*b*g^2*r^2*x+792*a^3*b*g^2*r*x^2 -1056*a^3*b*g*p^3*x-2112*a^3*b*g*p^2*q*x-3696*a^3*b*g*p^2*r*x+3600*a^3*b*g*p^2* x^2-1056*a^3*b*g*p*q^2*x-4224*a^3*b*g*p*q*r*x+7200*a^3*b*g*p*q*x^2-4224*a^3*b*g *p*r^2*x+9216*a^3*b*g*p*r*x^2-528*a^3*b*g*q^2*r*x+3600*a^3*b*g*q^2*x^2-2112*a^3 *b*g*q*r^2*x+9216*a^3*b*g*q*r*x^2-1584*a^3*b*g*r^3*x+7632*a^3*b*g*r^2*x^2-528*a ^3*b*p^4*x-1584*a^3*b*p^3*q*x-2376*a^3*b*p^3*r*x+2792*a^3*b*p^3*x^2-1584*a^3*b* p^2*q^2*x-5016*a^3*b*p^2*q*r*x+8376*a^3*b*p^2*q*x^2-3960*a^3*b*p^2*r^2*x+10440* a^3*b*p^2*r*x^2-528*a^3*b*p*q^3*x-2904*a^3*b*p*q^2*r*x+8376*a^3*b*p*q^2*x^2-\ 5280*a^3*b*p*q*r^2*x+20880*a^3*b*p*q*r*x^2-2904*a^3*b*p*r^3*x+14568*a^3*b*p*r^2 *x^2-264*a^3*b*q^3*r*x+2792*a^3*b*q^3*x^2-1320*a^3*b*q^2*r^2*x+10440*a^3*b*q^2* r*x^2-1848*a^3*b*q*r^3*x+14568*a^3*b*q*r^2*x^2-792*a^3*b*r^4*x+6920*a^3*b*r^3*x ^2-2496*a^3*c^5*x-3104*a^3*c^4*g*x-8416*a^3*c^4*p*x-4256*a^3*c^4*q*x-7616*a^3*c ^4*r*x+21184*a^3*c^4*x^2-1232*a^3*c^3*g^2*x-8912*a^3*c^3*g*p*x-4112*a^3*c^3*g*q *x-7936*a^3*c^3*g*r*x+20512*a^3*c^3*g*x^2-9776*a^3*c^3*p^2*x-12448*a^3*c^3*p*q* x-19808*a^3*c^3*p*r*x+38752*a^3*c^3*p*x^2-2672*a^3*c^3*q^2*x-10496*a^3*c^3*q*r* x+38752*a^3*c^3*q*x^2-10032*a^3*c^3*r^2*x+48192*a^3*c^3*r*x^2-152*a^3*c^2*g^3*x -3008*a^3*c^2*g^2*p*x-1144*a^3*c^2*g^2*q*x-2620*a^3*c^2*g^2*r*x+5716*a^3*c^2*g^ 2*x^2-8056*a^3*c^2*g*p^2*x-9848*a^3*c^2*g*p*q*x-16588*a^3*c^2*g*p*r*x+28500*a^3 *c^2*g*p*x^2-1792*a^3*c^2*g*q^2*x-7924*a^3*c^2*g*q*r*x+28500*a^3*c^2*g*q*x^2-\ 8532*a^3*c^2*g*r^2*x+35892*a^3*c^2*g*r*x^2-5216*a^3*c^2*p^3*x-11160*a^3*c^2*p^2 *q*x-16692*a^3*c^2*p^2*r*x+26492*a^3*c^2*p^2*x^2-6672*a^3*c^2*p*q^2*x-21768*a^3 *c^2*p*q*r*x+52984*a^3*c^2*p*q*x^2-17736*a^3*c^2*p*r^2*x+65352*a^3*c^2*p*r*x^2-\ 728*a^3*c^2*q^3*x-5076*a^3*c^2*q^2*r*x+26492*a^3*c^2*q^2*x^2-10608*a^3*c^2*q*r^ 2*x+65352*a^3*c^2*q*r*x^2-6260*a^3*c^2*r^3*x+43836*a^3*c^2*r^2*x^2-328*a^3*c*g^ 3*p*x-76*a^3*c*g^3*q*x-278*a^3*c*g^3*r*x+378*a^3*c*g^3*x^2-1952*a^3*c*g^2*p^2*x -2216*a^3*c*g^2*p*q*x-4220*a^3*c*g^2*p*r*x+5452*a^3*c*g^2*p*x^2-264*a^3*c*g^2*q ^2*x-1600*a^3*c*g^2*q*r*x+5452*a^3*c*g^2*q*x^2-2268*a^3*c*g^2*r^2*x+6912*a^3*c* g^2*r*x^2-2944*a^3*c*g*p^3*x-6144*a^3*c*g*p^2*q*x-9672*a^3*c*g*p^2*r*x+13152*a^ 3*c*g*p^2*x^2-3456*a^3*c*g*p*q^2*x-12036*a^3*c*g*p*q*r*x+26304*a^3*c*g*p*q*x^2-\ 10512*a^3*c*g*p*r^2*x+32988*a^3*c*g*p*r*x^2-256*a^3*c*g*q^3*x-2364*a^3*c*g*q^2* r*x+13152*a^3*c*g*q^2*x^2-5892*a^3*c*g*q*r^2*x+32988*a^3*c*g*q*r*x^2-3784*a^3*c *g*r^3*x+23532*a^3*c*g*r^2*x^2-1312*a^3*c*p^4*x-4008*a^3*c*p^3*q*x-5732*a^3*c*p ^3*r*x+8020*a^3*c*p^3*x^2-4152*a^3*c*p^2*q^2*x-12456*a^3*c*p^2*q*r*x+24060*a^3* c*p^2*q*x^2-9324*a^3*c*p^2*r^2*x+29400*a^3*c*p^2*r*x^2-1528*a^3*c*p*q^3*x-7716* a^3*c*p*q^2*r*x+24060*a^3*c*p*q^2*x^2-12888*a^3*c*p*q*r^2*x+58800*a^3*c*p*q*r*x ^2-6700*a^3*c*p*r^3*x+38724*a^3*c*p*r^2*x^2-72*a^3*c*q^4*x-992*a^3*c*q^3*r*x+ 8020*a^3*c*q^3*x^2-3564*a^3*c*q^2*r^2*x+29400*a^3*c*q^2*r*x^2-4440*a^3*c*q*r^3* x+38724*a^3*c*q*r^2*x^2-1796*a^3*c*r^4*x+17344*a^3*c*r^3*x^2-126*a^3*g^3*p^2*x-\ 126*a^3*g^3*p*q*x-315*a^3*g^3*p*r*x+189*a^3*g^3*p*x^2-63*a^3*g^3*q*r*x+189*a^3* g^3*q*x^2-189*a^3*g^3*r^2*x+189*a^3*g^3*r*x^2-378*a^3*g^2*p^3*x-756*a^3*g^2*p^2 *q*x-1323*a^3*g^2*p^2*r*x+1297*a^3*g^2*p^2*x^2-378*a^3*g^2*p*q^2*x-1512*a^3*g^2 *p*q*r*x+2594*a^3*g^2*p*q*x^2-1512*a^3*g^2*p*r^2*x+3324*a^3*g^2*p*r*x^2-189*a^3 *g^2*q^2*r*x+1297*a^3*g^2*q^2*x^2-756*a^3*g^2*q*r^2*x+3324*a^3*g^2*q*r*x^2-567* a^3*g^2*r^3*x+2757*a^3*g^2*r^2*x^2-378*a^3*g*p^4*x-1134*a^3*g*p^3*q*x-1701*a^3* g*p^3*r*x+2015*a^3*g*p^3*x^2-1134*a^3*g*p^2*q^2*x-3591*a^3*g*p^2*q*r*x+6045*a^3 *g*p^2*q*x^2-2835*a^3*g*p^2*r^2*x+7539*a^3*g*p^2*r*x^2-378*a^3*g*p*q^3*x-2079*a ^3*g*p*q^2*r*x+6045*a^3*g*p*q^2*x^2-3780*a^3*g*p*q*r^2*x+15078*a^3*g*p*q*r*x^2-\ 2079*a^3*g*p*r^3*x+10527*a^3*g*p*r^2*x^2-189*a^3*g*q^3*r*x+2015*a^3*g*q^3*x^2-\ 945*a^3*g*q^2*r^2*x+7539*a^3*g*q^2*r*x^2-1323*a^3*g*q*r^3*x+10527*a^3*g*q*r^2*x ^2-567*a^3*g*r^4*x+5003*a^3*g*r^3*x^2-126*a^3*p^5*x-504*a^3*p^4*q*x-693*a^3*p^4 *r*x+907*a^3*p^4*x^2-756*a^3*p^3*q^2*x-2142*a^3*p^3*q*r*x+3628*a^3*p^3*q*x^2-\ 1512*a^3*p^3*r^2*x+4386*a^3*p^3*r*x^2-504*a^3*p^2*q^3*x-2268*a^3*p^2*q^2*r*x+ 5442*a^3*p^2*q^2*x^2-3402*a^3*p^2*q*r^2*x+13158*a^3*p^2*q*r*x^2-1638*a^3*p^2*r^ 3*x+8490*a^3*p^2*r^2*x^2-126*a^3*p*q^4*x-882*a^3*p*q^3*r*x+3628*a^3*p*q^3*x^2-\ 2268*a^3*p*q^2*r^2*x+13158*a^3*p*q^2*r*x^2-2394*a^3*p*q*r^3*x+16980*a^3*p*q*r^2 *x^2-882*a^3*p*r^4*x+7450*a^3*p*r^3*x^2-63*a^3*q^4*r*x+907*a^3*q^4*x^2-378*a^3* q^3*r^2*x+4386*a^3*q^3*r*x^2-756*a^3*q^2*r^3*x+8490*a^3*q^2*r^2*x^2-630*a^3*q*r ^4*x+7450*a^3*q*r^3*x^2-189*a^3*r^5*x+2439*a^3*r^4*x^2-640*a^2*b^4*c^2*x-800*a^ 2*b^4*c*p*x-320*a^2*b^4*c*q*x-880*a^2*b^4*c*r*x+720*a^2*b^4*c*x^2-240*a^2*b^4*p ^2*x-240*a^2*b^4*p*q*x-600*a^2*b^4*p*r*x+360*a^2*b^4*p*x^2-120*a^2*b^4*q*r*x+ 360*a^2*b^4*q*x^2-360*a^2*b^4*r^2*x+360*a^2*b^4*r*x^2-3968*a^2*b^3*c^3*x-1664*a ^2*b^3*c^2*g*x-7104*a^2*b^3*c^2*p*x-3584*a^2*b^3*c^2*q*x-7392*a^2*b^3*c^2*r*x+ 10720*a^2*b^3*c^2*x^2-2272*a^2*b^3*c*g*p*x-832*a^2*b^3*c*g*q*x-2384*a^2*b^3*c*g *r*x+2160*a^2*b^3*c*g*x^2-4000*a^2*b^3*c*p^2*x-4800*a^2*b^3*c*p*q*x-8992*a^2*b^ 3*c*p*r*x+10240*a^2*b^3*c*p*x^2-800*a^2*b^3*c*q^2*x-4032*a^2*b^3*c*q*r*x+10240* a^2*b^3*c*q*x^2-4992*a^2*b^3*c*r^2*x+12960*a^2*b^3*c*r*x^2-720*a^2*b^3*g*p^2*x-\ 720*a^2*b^3*g*p*q*x-1800*a^2*b^3*g*p*r*x+1080*a^2*b^3*g*p*x^2-360*a^2*b^3*g*q*r *x+1080*a^2*b^3*g*q*x^2-1080*a^2*b^3*g*r^2*x+1080*a^2*b^3*g*r*x^2-720*a^2*b^3*p ^3*x-1440*a^2*b^3*p^2*q*x-2520*a^2*b^3*p^2*r*x+2440*a^2*b^3*p^2*x^2-720*a^2*b^3 *p*q^2*x-2880*a^2*b^3*p*q*r*x+4880*a^2*b^3*p*q*x^2-2880*a^2*b^3*p*r^2*x+6240*a^ 2*b^3*p*r*x^2-360*a^2*b^3*q^2*r*x+2440*a^2*b^3*q^2*x^2-1440*a^2*b^3*q*r^2*x+ 6240*a^2*b^3*q*r*x^2-1080*a^2*b^3*r^3*x+5160*a^2*b^3*r^2*x^2-9216*a^2*b^2*c^4*x -7776*a^2*b^2*c^3*g*x-21888*a^2*b^2*c^3*p*x-11904*a^2*b^2*c^3*q*x-21888*a^2*b^2 *c^3*r*x+42432*a^2*b^2*c^3*x^2-1584*a^2*b^2*c^2*g^2*x-14832*a^2*b^2*c^2*g*p*x-\ 7056*a^2*b^2*c^2*g*q*x-14832*a^2*b^2*c^2*g*r*x+23760*a^2*b^2*c^2*g*x^2-18096*a^ 2*b^2*c^2*p^2*x-23136*a^2*b^2*c^2*p*q*x-38688*a^2*b^2*c^2*p*r*x+59040*a^2*b^2*c ^2*p*x^2-5040*a^2*b^2*c^2*q^2*x-20640*a^2*b^2*c^2*q*r*x+59040*a^2*b^2*c^2*q*x^2 -20592*a^2*b^2*c^2*r^2*x+74304*a^2*b^2*c^2*r*x^2-2376*a^2*b^2*c*g^2*p*x-792*a^2 *b^2*c*g^2*q*x-2376*a^2*b^2*c*g^2*r*x+2376*a^2*b^2*c*g^2*x^2-8640*a^2*b^2*c*g*p ^2*x-10224*a^2*b^2*c*g*p*q*x-19224*a^2*b^2*c*g*p*r*x+22680*a^2*b^2*c*g*p*x^2-\ 1584*a^2*b^2*c*g*q^2*x-8280*a^2*b^2*c*g*q*r*x+22680*a^2*b^2*c*g*q*x^2-10584*a^2 *b^2*c*g*r^2*x+28728*a^2*b^2*c*g*r*x^2-6312*a^2*b^2*c*p^3*x-13320*a^2*b^2*c*p^2 *q*x-20952*a^2*b^2*c*p^2*r*x+27288*a^2*b^2*c*p^2*x^2-7704*a^2*b^2*c*p*q^2*x-\ 26640*a^2*b^2*c*p*q*r*x+54576*a^2*b^2*c*p*q*x^2-22968*a^2*b^2*c*p*r^2*x+68400*a ^2*b^2*c*p*r*x^2-696*a^2*b^2*c*q^3*x-5688*a^2*b^2*c*q^2*r*x+27288*a^2*b^2*c*q^2 *x^2-13320*a^2*b^2*c*q*r^2*x+68400*a^2*b^2*c*q*r*x^2-8328*a^2*b^2*c*r^3*x+48744 *a^2*b^2*c*r^2*x^2-792*a^2*b^2*g^2*p^2*x-792*a^2*b^2*g^2*p*q*x-1980*a^2*b^2*g^2 *p*r*x+1188*a^2*b^2*g^2*p*x^2-396*a^2*b^2*g^2*q*r*x+1188*a^2*b^2*g^2*q*x^2-1188 *a^2*b^2*g^2*r^2*x+1188*a^2*b^2*g^2*r*x^2-1584*a^2*b^2*g*p^3*x-3168*a^2*b^2*g*p ^2*q*x-5544*a^2*b^2*g*p^2*r*x+5400*a^2*b^2*g*p^2*x^2-1584*a^2*b^2*g*p*q^2*x-\ 6336*a^2*b^2*g*p*q*r*x+10800*a^2*b^2*g*p*q*x^2-6336*a^2*b^2*g*p*r^2*x+13824*a^2 *b^2*g*p*r*x^2-792*a^2*b^2*g*q^2*r*x+5400*a^2*b^2*g*q^2*x^2-3168*a^2*b^2*g*q*r^ 2*x+13824*a^2*b^2*g*q*r*x^2-2376*a^2*b^2*g*r^3*x+11448*a^2*b^2*g*r^2*x^2-792*a^ 2*b^2*p^4*x-2376*a^2*b^2*p^3*q*x-3564*a^2*b^2*p^3*r*x+4188*a^2*b^2*p^3*x^2-2376 *a^2*b^2*p^2*q^2*x-7524*a^2*b^2*p^2*q*r*x+12564*a^2*b^2*p^2*q*x^2-5940*a^2*b^2* p^2*r^2*x+15660*a^2*b^2*p^2*r*x^2-792*a^2*b^2*p*q^3*x-4356*a^2*b^2*p*q^2*r*x+ 12564*a^2*b^2*p*q^2*x^2-7920*a^2*b^2*p*q*r^2*x+31320*a^2*b^2*p*q*r*x^2-4356*a^2 *b^2*p*r^3*x+21852*a^2*b^2*p*r^2*x^2-396*a^2*b^2*q^3*r*x+4188*a^2*b^2*q^3*x^2-\ 1980*a^2*b^2*q^2*r^2*x+15660*a^2*b^2*q^2*r*x^2-2772*a^2*b^2*q*r^3*x+21852*a^2*b ^2*q*r^2*x^2-1188*a^2*b^2*r^4*x+10380*a^2*b^2*r^3*x^2-9344*a^2*b*c^5*x-11968*a^ 2*b*c^4*g*x-28096*a^2*b*c^4*p*x-15616*a^2*b*c^4*q*x-27296*a^2*b*c^4*r*x+63552*a ^2*b*c^4*x^2-4960*a^2*b*c^3*g^2*x-29936*a^2*b*c^3*g*p*x-15536*a^2*b*c^3*g*q*x-\ 28960*a^2*b*c^3*g*r*x+61536*a^2*b*c^3*g*x^2-30896*a^2*b*c^3*p^2*x-40480*a^2*b*c ^3*p*q*x-64256*a^2*b*c^3*p*r*x+116256*a^2*b*c^3*p*x^2-9584*a^2*b*c^3*q^2*x-\ 36320*a^2*b*c^3*q*r*x+116256*a^2*b*c^3*q*x^2-33360*a^2*b*c^3*r^2*x+144576*a^2*b *c^3*r*x^2-656*a^2*b*c^2*g^3*x-10112*a^2*b*c^2*g^2*p*x-4520*a^2*b*c^2*g^2*q*x-\ 9724*a^2*b*c^2*g^2*r*x+17148*a^2*b*c^2*g^2*x^2-25408*a^2*b*c^2*g*p^2*x-32024*a^ 2*b*c^2*g*p*q*x-53692*a^2*b*c^2*g*p*r*x+85500*a^2*b*c^2*g*p*x^2-6616*a^2*b*c^2* g*q^2*x-27700*a^2*b*c^2*g*q*r*x+85500*a^2*b*c^2*g*q*x^2-28284*a^2*b*c^2*g*r^2*x +107676*a^2*b*c^2*g*r*x^2-16008*a^2*b*c^2*p^3*x-34560*a^2*b*c^2*p^2*q*x-51708*a ^2*b*c^2*p^2*r*x+79476*a^2*b*c^2*p^2*x^2-21096*a^2*b*c^2*p*q^2*x-68568*a^2*b*c^ 2*p*q*r*x+158952*a^2*b*c^2*p*q*x^2-55392*a^2*b*c^2*p*r^2*x+196056*a^2*b*c^2*p*r *x^2-2544*a^2*b*c^2*q^3*x-16860*a^2*b*c^2*q^2*r*x+79476*a^2*b*c^2*q^2*x^2-34008 *a^2*b*c^2*q*r^2*x+196056*a^2*b*c^2*q*r*x^2-19692*a^2*b*c^2*r^3*x+131508*a^2*b* c^2*r^2*x^2-1084*a^2*b*c*g^3*p*x-328*a^2*b*c*g^3*q*x-1034*a^2*b*c*g^3*r*x+1134* a^2*b*c*g^3*x^2-6084*a^2*b*c*g^2*p^2*x-7104*a^2*b*c*g^2*p*q*x-13416*a^2*b*c*g^2 *p*r*x+16356*a^2*b*c*g^2*p*x^2-1020*a^2*b*c*g^2*q^2*x-5556*a^2*b*c*g^2*q*r*x+ 16356*a^2*b*c*g^2*q*x^2-7332*a^2*b*c*g^2*r^2*x+20736*a^2*b*c*g^2*r*x^2-8984*a^2 *b*c*g*p^3*x-18888*a^2*b*c*g*p^2*q*x-29724*a^2*b*c*g*p^2*r*x+39456*a^2*b*c*g*p^ 2*x^2-10824*a^2*b*c*g*p*q^2*x-37524*a^2*b*c*g*p*q*r*x+78912*a^2*b*c*g*p*q*x^2-\ 32496*a^2*b*c*g*p*r^2*x+98964*a^2*b*c*g*p*r*x^2-920*a^2*b*c*g*q^3*x-7800*a^2*b* c*g*q^2*r*x+39456*a^2*b*c*g*q^2*x^2-18636*a^2*b*c*g*q*r^2*x+98964*a^2*b*c*g*q*r *x^2-11756*a^2*b*c*g*r^3*x+70596*a^2*b*c*g*r^2*x^2-3964*a^2*b*c*p^4*x-12136*a^2 *b*c*p^3*q*x-17360*a^2*b*c*p^3*r*x+24060*a^2*b*c*p^3*x^2-12624*a^2*b*c*p^2*q^2* x-37860*a^2*b*c*p^2*q*r*x+72180*a^2*b*c*p^2*q*x^2-28296*a^2*b*c*p^2*r^2*x+88200 *a^2*b*c*p^2*r*x^2-4696*a^2*b*c*p*q^3*x-23640*a^2*b*c*p*q^2*r*x+72180*a^2*b*c*p *q^2*x^2-39312*a^2*b*c*p*q*r^2*x+176400*a^2*b*c*p*q*r*x^2-20368*a^2*b*c*p*r^3*x +116172*a^2*b*c*p*r^2*x^2-244*a^2*b*c*q^4*x-3140*a^2*b*c*q^3*r*x+24060*a^2*b*c* q^3*x^2-11016*a^2*b*c*q^2*r^2*x+88200*a^2*b*c*q^2*r*x^2-13588*a^2*b*c*q*r^3*x+ 116172*a^2*b*c*q*r^2*x^2-5468*a^2*b*c*r^4*x+52032*a^2*b*c*r^3*x^2-378*a^2*b*g^3 *p^2*x-378*a^2*b*g^3*p*q*x-945*a^2*b*g^3*p*r*x+567*a^2*b*g^3*p*x^2-189*a^2*b*g^ 3*q*r*x+567*a^2*b*g^3*q*x^2-567*a^2*b*g^3*r^2*x+567*a^2*b*g^3*r*x^2-1134*a^2*b* g^2*p^3*x-2268*a^2*b*g^2*p^2*q*x-3969*a^2*b*g^2*p^2*r*x+3891*a^2*b*g^2*p^2*x^2-\ 1134*a^2*b*g^2*p*q^2*x-4536*a^2*b*g^2*p*q*r*x+7782*a^2*b*g^2*p*q*x^2-4536*a^2*b *g^2*p*r^2*x+9972*a^2*b*g^2*p*r*x^2-567*a^2*b*g^2*q^2*r*x+3891*a^2*b*g^2*q^2*x^ 2-2268*a^2*b*g^2*q*r^2*x+9972*a^2*b*g^2*q*r*x^2-1701*a^2*b*g^2*r^3*x+8271*a^2*b *g^2*r^2*x^2-1134*a^2*b*g*p^4*x-3402*a^2*b*g*p^3*q*x-5103*a^2*b*g*p^3*r*x+6045* a^2*b*g*p^3*x^2-3402*a^2*b*g*p^2*q^2*x-10773*a^2*b*g*p^2*q*r*x+18135*a^2*b*g*p^ 2*q*x^2-8505*a^2*b*g*p^2*r^2*x+22617*a^2*b*g*p^2*r*x^2-1134*a^2*b*g*p*q^3*x-\ 6237*a^2*b*g*p*q^2*r*x+18135*a^2*b*g*p*q^2*x^2-11340*a^2*b*g*p*q*r^2*x+45234*a^ 2*b*g*p*q*r*x^2-6237*a^2*b*g*p*r^3*x+31581*a^2*b*g*p*r^2*x^2-567*a^2*b*g*q^3*r* x+6045*a^2*b*g*q^3*x^2-2835*a^2*b*g*q^2*r^2*x+22617*a^2*b*g*q^2*r*x^2-3969*a^2* b*g*q*r^3*x+31581*a^2*b*g*q*r^2*x^2-1701*a^2*b*g*r^4*x+15009*a^2*b*g*r^3*x^2-\ 378*a^2*b*p^5*x-1512*a^2*b*p^4*q*x-2079*a^2*b*p^4*r*x+2721*a^2*b*p^4*x^2-2268*a ^2*b*p^3*q^2*x-6426*a^2*b*p^3*q*r*x+10884*a^2*b*p^3*q*x^2-4536*a^2*b*p^3*r^2*x+ 13158*a^2*b*p^3*r*x^2-1512*a^2*b*p^2*q^3*x-6804*a^2*b*p^2*q^2*r*x+16326*a^2*b*p ^2*q^2*x^2-10206*a^2*b*p^2*q*r^2*x+39474*a^2*b*p^2*q*r*x^2-4914*a^2*b*p^2*r^3*x +25470*a^2*b*p^2*r^2*x^2-378*a^2*b*p*q^4*x-2646*a^2*b*p*q^3*r*x+10884*a^2*b*p*q ^3*x^2-6804*a^2*b*p*q^2*r^2*x+39474*a^2*b*p*q^2*r*x^2-7182*a^2*b*p*q*r^3*x+ 50940*a^2*b*p*q*r^2*x^2-2646*a^2*b*p*r^4*x+22350*a^2*b*p*r^3*x^2-189*a^2*b*q^4* r*x+2721*a^2*b*q^4*x^2-1134*a^2*b*q^3*r^2*x+13158*a^2*b*q^3*r*x^2-2268*a^2*b*q^ 2*r^3*x+25470*a^2*b*q^2*r^2*x^2-1890*a^2*b*q*r^4*x+22350*a^2*b*q*r^3*x^2-567*a^ 2*b*r^5*x+7317*a^2*b*r^4*x^2-3456*a^2*c^6*x-5984*a^2*c^5*g*x-12768*a^2*c^5*p*x-\ 7072*a^2*c^5*q*x-12096*a^2*c^5*r*x+32192*a^2*c^5*x^2-3792*a^2*c^4*g^2*x-18864*a ^2*c^4*g*p*x-10048*a^2*c^4*g*q*x-17784*a^2*c^4*g*r*x+45128*a^2*c^4*g*x^2-17680* a^2*c^4*p^2*x-23328*a^2*c^4*p*q*x-36112*a^2*c^4*p*r*x+73104*a^2*c^4*p*x^2-5648* a^2*c^4*q^2*x-20736*a^2*c^4*q*r*x+73104*a^2*c^4*q*x^2-18432*a^2*c^4*r^2*x+90240 *a^2*c^4*r*x^2-1032*a^2*c^3*g^3*x-10016*a^2*c^3*g^2*p*x-4944*a^2*c^3*g^2*q*x-\ 9376*a^2*c^3*g^2*r*x+21776*a^2*c^3*g^2*x^2-21224*a^2*c^3*g*p^2*x-27424*a^2*c^3* g*p*q*x-43616*a^2*c^3*g*p*r*x+82424*a^2*c^3*g*p*x^2-6200*a^2*c^3*g*q^2*x-23936* a^2*c^3*g*q*r*x+82424*a^2*c^3*g*q*x^2-22392*a^2*c^3*g*r^2*x+102600*a^2*c^3*g*r* x^2-12216*a^2*c^3*p^3*x-26616*a^2*c^3*p^2*q*x-38856*a^2*c^3*p^2*r*x+66184*a^2*c ^3*p^2*x^2-16584*a^2*c^3*p*q^2*x-52368*a^2*c^3*p*q*r*x+132368*a^2*c^3*p*q*x^2-\ 41064*a^2*c^3*p*r^2*x+161808*a^2*c^3*p*r*x^2-2184*a^2*c^3*q^3*x-13512*a^2*c^3*q ^2*r*x+66184*a^2*c^3*q^2*x^2-25752*a^2*c^3*q*r^2*x+161808*a^2*c^3*q*r*x^2-14424 *a^2*c^3*r^3*x+105624*a^2*c^3*r^2*x^2-100*a^2*c^2*g^4*x-2252*a^2*c^2*g^3*p*x-\ 944*a^2*c^2*g^3*q*x-2086*a^2*c^2*g^3*r*x+4026*a^2*c^2*g^3*x^2-8720*a^2*c^2*g^2* p^2*x-10836*a^2*c^2*g^2*p*q*x-18230*a^2*c^2*g^2*p*r*x+30214*a^2*c^2*g^2*p*x^2-\ 2116*a^2*c^2*g^2*q^2*x-9090*a^2*c^2*g^2*q*r*x+30214*a^2*c^2*g^2*q*x^2-9510*a^2* c^2*g^2*r^2*x+38082*a^2*c^2*g^2*r*x^2-11124*a^2*c^2*g*p^3*x-23904*a^2*c^2*g*p^2 *q*x-35766*a^2*c^2*g*p^2*r*x+56250*a^2*c^2*g*p^2*x^2-14436*a^2*c^2*g*p*q^2*x-\ 47040*a^2*c^2*g*p*q*r*x+112500*a^2*c^2*g*p*q*x^2-38160*a^2*c^2*g*p*r^2*x+138876 *a^2*c^2*g*p*r*x^2-1656*a^2*c^2*g*q^3*x-11274*a^2*c^2*g*q^2*r*x+56250*a^2*c^2*g *q^2*x^2-23136*a^2*c^2*g*q*r^2*x+138876*a^2*c^2*g*q*r*x^2-13518*a^2*c^2*g*r^3*x +93210*a^2*c^2*g*r^2*x^2-4524*a^2*c^2*p^4*x-13976*a^2*c^2*p^3*q*x-19536*a^2*c^2 *p^3*r*x+29860*a^2*c^2*p^3*x^2-14784*a^2*c^2*p^2*q^2*x-43212*a^2*c^2*p^2*q*r*x+ 89580*a^2*c^2*p^2*q*x^2-31464*a^2*c^2*p^2*r^2*x+108324*a^2*c^2*p^2*r*x^2-5736*a ^2*c^2*p*q^3*x-27816*a^2*c^2*p*q^2*r*x+89580*a^2*c^2*p*q^2*x^2-44496*a^2*c^2*p* q*r^2*x+216648*a^2*c^2*p*q*r*x^2-22416*a^2*c^2*p*r^3*x+138948*a^2*c^2*p*r^2*x^2 -404*a^2*c^2*q^4*x-4140*a^2*c^2*q^3*r*x+29860*a^2*c^2*q^3*x^2-13032*a^2*c^2*q^2 *r^2*x+108324*a^2*c^2*q^2*r*x^2-15260*a^2*c^2*q*r^3*x+138948*a^2*c^2*q*r^2*x^2-\ 5964*a^2*c^2*r^4*x+60484*a^2*c^2*r^3*x^2-182*a^2*c*g^4*p*x-50*a^2*c*g^4*q*x-166 *a^2*c*g^4*r*x+198*a^2*c*g^4*x^2-1396*a^2*c*g^3*p^2*x-1610*a^2*c*g^3*p*q*x-3055 *a^2*c*g^3*p*r*x+3837*a^2*c*g^3*p*x^2-214*a^2*c*g^3*q^2*x-1219*a^2*c*g^3*q*r*x+ 3837*a^2*c*g^3*q*x^2-1659*a^2*c*g^3*r^2*x+4869*a^2*c*g^3*r*x^2-3122*a^2*c*g^2*p ^3*x-6540*a^2*c*g^2*p^2*q*x-10299*a^2*c*g^2*p^2*r*x+13921*a^2*c*g^2*p^2*x^2-\ 3714*a^2*c*g^2*p*q^2*x-12912*a^2*c*g^2*p*q*r*x+27842*a^2*c*g^2*p*q*x^2-11232*a^ 2*c*g^2*p*r^2*x+34944*a^2*c*g^2*p*r*x^2-296*a^2*c*g^2*q^3*x-2613*a^2*c*g^2*q^2* r*x+13921*a^2*c*g^2*q^2*x^2-6372*a^2*c*g^2*q*r^2*x+34944*a^2*c*g^2*q*r*x^2-4055 *a^2*c*g^2*r^3*x+24957*a^2*c*g^2*r^2*x^2-2768*a^2*c*g*p^4*x-8464*a^2*c*g*p^3*q* x-12106*a^2*c*g*p^3*r*x+16996*a^2*c*g*p^3*x^2-8784*a^2*c*g*p^2*q^2*x-26352*a^2* c*g*p^2*q*r*x+50988*a^2*c*g*p^2*q*x^2-19710*a^2*c*g*p^2*r^2*x+62346*a^2*c*g*p^2 *r*x^2-3248*a^2*c*g*p*q^3*x-16386*a^2*c*g*p*q^2*r*x+50988*a^2*c*g*p*q^2*x^2-\ 27312*a^2*c*g*p*q*r^2*x+124692*a^2*c*g*p*q*r*x^2-14174*a^2*c*g*p*r^3*x+82158*a^ 2*c*g*p*r^2*x^2-160*a^2*c*g*q^4*x-2140*a^2*c*g*q^3*r*x+16996*a^2*c*g*q^3*x^2-\ 7602*a^2*c*g*q^2*r^2*x+62346*a^2*c*g*q^2*r*x^2-9424*a^2*c*g*q*r^3*x+82158*a^2*c *g*q*r^2*x^2-3802*a^2*c*g*r^4*x+36808*a^2*c*g*r^3*x^2-860*a^2*c*p^5*x-3468*a^2* c*p^4*q*x-4670*a^2*c*p^4*r*x+6714*a^2*c*p^4*x^2-5272*a^2*c*p^3*q^2*x-14604*a^2* c*p^3*q*r*x+26856*a^2*c*p^3*q*x^2-10080*a^2*c*p^3*r^2*x+32088*a^2*c*p^3*r*x^2-\ 3608*a^2*c*p^2*q^3*x-15792*a^2*c*p^2*q^2*r*x+40284*a^2*c*p^2*q^2*x^2-23004*a^2* c*p^2*q*r^2*x+96264*a^2*c*p^2*q*r*x^2-10820*a^2*c*p^2*r^3*x+60546*a^2*c*p^2*r^2 *x^2-972*a^2*c*p*q^4*x-6452*a^2*c*p*q^3*r*x+26856*a^2*c*p*q^3*x^2-15768*a^2*c*p *q^2*r^2*x+96264*a^2*c*p*q^2*r*x^2-16068*a^2*c*p*q*r^3*x+121092*a^2*c*p*q*r^2*x ^2-5780*a^2*c*p*r^4*x+51684*a^2*c*p*r^3*x^2-28*a^2*c*q^5*x-594*a^2*c*q^4*r*x+ 6714*a^2*c*q^4*x^2-2844*a^2*c*q^3*r^2*x+32088*a^2*c*q^3*r*x^2-5248*a^2*c*q^2*r^ 3*x+60546*a^2*c*q^2*r^2*x^2-4200*a^2*c*q*r^4*x+51684*a^2*c*q*r^3*x^2-1230*a^2*c *r^5*x+16512*a^2*c*r^4*x^2-66*a^2*g^4*p^2*x-66*a^2*g^4*p*q*x-165*a^2*g^4*p*r*x+ 99*a^2*g^4*p*x^2-33*a^2*g^4*q*r*x+99*a^2*g^4*q*x^2-99*a^2*g^4*r^2*x+99*a^2*g^4* r*x^2-264*a^2*g^3*p^3*x-528*a^2*g^3*p^2*q*x-924*a^2*g^3*p^2*r*x+912*a^2*g^3*p^2 *x^2-264*a^2*g^3*p*q^2*x-1056*a^2*g^3*p*q*r*x+1824*a^2*g^3*p*q*x^2-1056*a^2*g^3 *p*r^2*x+2340*a^2*g^3*p*r*x^2-132*a^2*g^3*q^2*r*x+912*a^2*g^3*q^2*x^2-528*a^2*g ^3*q*r^2*x+2340*a^2*g^3*q*r*x^2-396*a^2*g^3*r^3*x+1944*a^2*g^3*r^2*x^2-396*a^2* g^2*p^4*x-1188*a^2*g^2*p^3*q*x-1782*a^2*g^2*p^3*r*x+2129*a^2*g^2*p^3*x^2-1188*a ^2*g^2*p^2*q^2*x-3762*a^2*g^2*p^2*q*r*x+6387*a^2*g^2*p^2*q*x^2-2970*a^2*g^2*p^2 *r^2*x+7971*a^2*g^2*p^2*r*x^2-396*a^2*g^2*p*q^3*x-2178*a^2*g^2*p*q^2*r*x+6387*a ^2*g^2*p*q^2*x^2-3960*a^2*g^2*p*q*r^2*x+15942*a^2*g^2*p*q*r*x^2-2178*a^2*g^2*p* r^3*x+11139*a^2*g^2*p*r^2*x^2-198*a^2*g^2*q^3*r*x+2129*a^2*g^2*q^3*x^2-990*a^2* g^2*q^2*r^2*x+7971*a^2*g^2*q^2*r*x^2-1386*a^2*g^2*q*r^3*x+11139*a^2*g^2*q*r^2*x ^2-594*a^2*g^2*r^4*x+5297*a^2*g^2*r^3*x^2-264*a^2*g*p^5*x-1056*a^2*g*p^4*q*x-\ 1452*a^2*g*p^4*r*x+1918*a^2*g*p^4*x^2-1584*a^2*g*p^3*q^2*x-4488*a^2*g*p^3*q*r*x +7672*a^2*g*p^3*q*x^2-3168*a^2*g*p^3*r^2*x+9279*a^2*g*p^3*r*x^2-1056*a^2*g*p^2* q^3*x-4752*a^2*g*p^2*q^2*r*x+11508*a^2*g*p^2*q^2*x^2-7128*a^2*g*p^2*q*r^2*x+ 27837*a^2*g*p^2*q*r*x^2-3432*a^2*g*p^2*r^3*x+17967*a^2*g*p^2*r^2*x^2-264*a^2*g* p*q^4*x-1848*a^2*g*p*q^3*r*x+7672*a^2*g*p*q^3*x^2-4752*a^2*g*p*q^2*r^2*x+27837* a^2*g*p*q^2*r*x^2-5016*a^2*g*p*q*r^3*x+35934*a^2*g*p*q*r^2*x^2-1848*a^2*g*p*r^4 *x+15769*a^2*g*p*r^3*x^2-132*a^2*g*q^4*r*x+1918*a^2*g*q^4*x^2-792*a^2*g*q^3*r^2 *x+9279*a^2*g*q^3*r*x^2-1584*a^2*g*q^2*r^3*x+17967*a^2*g*q^2*r^2*x^2-1320*a^2*g *q*r^4*x+15769*a^2*g*q*r^3*x^2-396*a^2*g*r^5*x+5163*a^2*g*r^4*x^2-66*a^2*p^6*x-\ 330*a^2*p^5*q*x-429*a^2*p^5*r*x+602*a^2*p^5*x^2-660*a^2*p^4*q^2*x-1749*a^2*p^4* q*r*x+3010*a^2*p^4*q*x^2-1155*a^2*p^4*r^2*x+3549*a^2*p^4*r*x^2-660*a^2*p^3*q^3* x-2706*a^2*p^3*q^2*r*x+6020*a^2*p^3*q^2*x^2-3696*a^2*p^3*q*r^2*x+14196*a^2*p^3* q*r*x^2-1650*a^2*p^3*r^3*x+8739*a^2*p^3*r^2*x^2-330*a^2*p^2*q^4*x-1914*a^2*p^2* q^3*r*x+6020*a^2*p^2*q^3*x^2-4158*a^2*p^2*q^2*r^2*x+21294*a^2*p^2*q^2*r*x^2-\ 3894*a^2*p^2*q*r^3*x+26217*a^2*p^2*q*r^2*x^2-1320*a^2*p^2*r^4*x+10943*a^2*p^2*r ^3*x^2-66*a^2*p*q^5*x-561*a^2*p*q^4*r*x+3010*a^2*p*q^4*x^2-1848*a^2*p*q^3*r^2*x +14196*a^2*p*q^3*r*x^2-2838*a^2*p*q^2*r^3*x+26217*a^2*p*q^2*r^2*x^2-2046*a^2*p* q*r^4*x+21886*a^2*p*q*r^3*x^2-561*a^2*p*r^5*x+6855*a^2*p*r^4*x^2-33*a^2*q^5*r*x +602*a^2*q^5*x^2-231*a^2*q^4*r^2*x+3549*a^2*q^4*r*x^2-594*a^2*q^3*r^3*x+8739*a^ 2*q^3*r^2*x^2-726*a^2*q^2*r^4*x+10943*a^2*q^2*r^3*x^2-429*a^2*q*r^5*x+6855*a^2* q*r^4*x^2-99*a^2*r^6*x+1704*a^2*r^5*x^2-320*a*b^5*c^2*x-352*a*b^5*c*p*x-160*a*b ^5*c*q*x-416*a*b^5*c*r*x+288*a*b^5*c*x^2-96*a*b^5*p^2*x-96*a*b^5*p*q*x-240*a*b^ 5*p*r*x+144*a*b^5*p*x^2-48*a*b^5*q*r*x+144*a*b^5*q*x^2-144*a*b^5*r^2*x+144*a*b^ 5*r*x^2-2432*a*b^4*c^3*x-1056*a*b^4*c^2*g*x-3936*a*b^4*c^2*p*x-2176*a*b^4*c^2*q *x-4368*a*b^4*c^2*r*x+5360*a*b^4*c^2*x^2-1248*a*b^4*c*g*p*x-528*a*b^4*c*g*q*x-\ 1416*a*b^4*c*g*r*x+1080*a*b^4*c*g*x^2-2080*a*b^4*c*p^2*x-2560*a*b^4*c*p*q*x-\ 4768*a*b^4*c*p*r*x+5120*a*b^4*c*p*x^2-480*a*b^4*c*q^2*x-2288*a*b^4*c*q*r*x+5120 *a*b^4*c*q*x^2-2688*a*b^4*c*r^2*x+6480*a*b^4*c*r*x^2-360*a*b^4*g*p^2*x-360*a*b^ 4*g*p*q*x-900*a*b^4*g*p*r*x+540*a*b^4*g*p*x^2-180*a*b^4*g*q*r*x+540*a*b^4*g*q*x ^2-540*a*b^4*g*r^2*x+540*a*b^4*g*r*x^2-360*a*b^4*p^3*x-720*a*b^4*p^2*q*x-1260*a *b^4*p^2*r*x+1220*a*b^4*p^2*x^2-360*a*b^4*p*q^2*x-1440*a*b^4*p*q*r*x+2440*a*b^4 *p*q*x^2-1440*a*b^4*p*r^2*x+3120*a*b^4*p*r*x^2-180*a*b^4*q^2*r*x+1220*a*b^4*q^2 *x^2-720*a*b^4*q*r^2*x+3120*a*b^4*q*r*x^2-540*a*b^4*r^3*x+2580*a*b^4*r^2*x^2-\ 7424*a*b^3*c^4*x-6432*a*b^3*c^3*g*x-16128*a*b^3*c^3*p*x-9472*a*b^3*c^3*q*x-\ 17088*a*b^3*c^3*r*x+28288*a*b^3*c^3*x^2-1360*a*b^3*c^2*g^2*x-10960*a*b^3*c^2*g* p*x-5776*a*b^3*c^2*g*q*x-11744*a*b^3*c^2*g*r*x+15840*a*b^3*c^2*g*x^2-12656*a*b^ 3*c^2*p^2*x-16608*a*b^3*c^2*p*q*x-27680*a*b^3*c^2*p*r*x+39360*a*b^3*c^2*p*x^2-\ 3952*a*b^3*c^2*q^2*x-15648*a*b^3*c^2*q*r*x+39360*a*b^3*c^2*q*x^2-15024*a*b^3*c^ 2*r^2*x+49536*a*b^3*c^2*r*x^2-1736*a*b^3*c*g^2*p*x-680*a*b^3*c*g^2*q*x-1888*a*b ^3*c*g^2*r*x+1584*a*b^3*c*g^2*x^2-5984*a*b^3*c*g*p^2*x-7264*a*b^3*c*g*p*q*x-\ 13568*a*b^3*c*g*p*r*x+15120*a*b^3*c*g*p*x^2-1280*a*b^3*c*g*q^2*x-6272*a*b^3*c*g *q*r*x+15120*a*b^3*c*g*q*x^2-7584*a*b^3*c*g*r^2*x+19152*a*b^3*c*g*r*x^2-4280*a* b^3*c*p^3*x-9096*a*b^3*c*p^2*q*x-14304*a*b^3*c*p^2*r*x+18192*a*b^3*c*p^2*x^2-\ 5352*a*b^3*c*p*q^2*x-18432*a*b^3*c*p*q*r*x+36384*a*b^3*c*p*q*x^2-15768*a*b^3*c* p*r^2*x+45600*a*b^3*c*p*r*x^2-536*a*b^3*c*q^3*x-4128*a*b^3*c*q^2*r*x+18192*a*b^ 3*c*q^2*x^2-9336*a*b^3*c*q*r^2*x+45600*a*b^3*c*q*r*x^2-5744*a*b^3*c*r^3*x+32496 *a*b^3*c*r^2*x^2-528*a*b^3*g^2*p^2*x-528*a*b^3*g^2*p*q*x-1320*a*b^3*g^2*p*r*x+ 792*a*b^3*g^2*p*x^2-264*a*b^3*g^2*q*r*x+792*a*b^3*g^2*q*x^2-792*a*b^3*g^2*r^2*x +792*a*b^3*g^2*r*x^2-1056*a*b^3*g*p^3*x-2112*a*b^3*g*p^2*q*x-3696*a*b^3*g*p^2*r *x+3600*a*b^3*g*p^2*x^2-1056*a*b^3*g*p*q^2*x-4224*a*b^3*g*p*q*r*x+7200*a*b^3*g* p*q*x^2-4224*a*b^3*g*p*r^2*x+9216*a*b^3*g*p*r*x^2-528*a*b^3*g*q^2*r*x+3600*a*b^ 3*g*q^2*x^2-2112*a*b^3*g*q*r^2*x+9216*a*b^3*g*q*r*x^2-1584*a*b^3*g*r^3*x+7632*a *b^3*g*r^2*x^2-528*a*b^3*p^4*x-1584*a*b^3*p^3*q*x-2376*a*b^3*p^3*r*x+2792*a*b^3 *p^3*x^2-1584*a*b^3*p^2*q^2*x-5016*a*b^3*p^2*q*r*x+8376*a*b^3*p^2*q*x^2-3960*a* b^3*p^2*r^2*x+10440*a*b^3*p^2*r*x^2-528*a*b^3*p*q^3*x-2904*a*b^3*p*q^2*r*x+8376 *a*b^3*p*q^2*x^2-5280*a*b^3*p*q*r^2*x+20880*a*b^3*p*q*r*x^2-2904*a*b^3*p*r^3*x+ 14568*a*b^3*p*r^2*x^2-264*a*b^3*q^3*r*x+2792*a*b^3*q^3*x^2-1320*a*b^3*q^2*r^2*x +10440*a*b^3*q^2*r*x^2-1848*a*b^3*q*r^3*x+14568*a*b^3*q*r^2*x^2-792*a*b^3*r^4*x +6920*a*b^3*r^3*x^2-11200*a*b^2*c^5*x-14624*a*b^2*c^4*g*x-30944*a*b^2*c^4*p*x-\ 18464*a*b^2*c^4*q*x-31744*a*b^2*c^4*r*x+63552*a*b^2*c^4*x^2-6224*a*b^2*c^3*g^2* x-33136*a*b^2*c^3*g*p*x-18736*a*b^2*c^3*g*q*x-34112*a*b^2*c^3*g*r*x+61536*a*b^2 *c^3*g*x^2-32464*a*b^2*c^3*p^2*x-43616*a*b^2*c^3*p*q*x-69088*a*b^2*c^3*p*r*x+ 116256*a*b^2*c^3*p*x^2-11152*a*b^2*c^3*q^2*x-41152*a*b^2*c^3*q*r*x+116256*a*b^2 *c^3*q*x^2-36624*a*b^2*c^3*r^2*x+144576*a*b^2*c^3*r*x^2-856*a*b^2*c^2*g^3*x-\ 11200*a*b^2*c^2*g^2*p*x-5608*a*b^2*c^2*g^2*q*x-11588*a*b^2*c^2*g^2*r*x+17148*a* b^2*c^2*g^2*x^2-26648*a*b^2*c^2*g*p^2*x-34504*a*b^2*c^2*g*p*q*x-57620*a*b^2*c^2 *g*p*r*x+85500*a*b^2*c^2*g*p*x^2-7856*a*b^2*c^2*g*q^2*x-31628*a*b^2*c^2*g*q*r*x +85500*a*b^2*c^2*g*q*x^2-30972*a*b^2*c^2*g*r^2*x+107676*a*b^2*c^2*g*r*x^2-16368 *a*b^2*c^2*p^3*x-35640*a*b^2*c^2*p^2*q*x-53340*a*b^2*c^2*p^2*r*x+79476*a*b^2*c^ 2*p^2*x^2-22176*a*b^2*c^2*p*q^2*x-71832*a*b^2*c^2*p*q*r*x+158952*a*b^2*c^2*p*q* x^2-57576*a*b^2*c^2*p*r^2*x+196056*a*b^2*c^2*p*r*x^2-2904*a*b^2*c^2*q^3*x-18492 *a*b^2*c^2*q^2*r*x+79476*a*b^2*c^2*q^2*x^2-36192*a*b^2*c^2*q*r^2*x+196056*a*b^2 *c^2*q*r*x^2-20604*a*b^2*c^2*r^3*x+131508*a*b^2*c^2*r^2*x^2-1184*a*b^2*c*g^3*p* x-428*a*b^2*c*g^3*q*x-1234*a*b^2*c*g^3*r*x+1134*a*b^2*c*g^3*x^2-6312*a*b^2*c*g^ 2*p^2*x-7560*a*b^2*c*g^2*p*q*x-14172*a*b^2*c*g^2*p*r*x+16356*a*b^2*c*g^2*p*x^2-\ 1248*a*b^2*c*g^2*q^2*x-6312*a*b^2*c*g^2*q*r*x+16356*a*b^2*c*g^2*q*x^2-7860*a*b^ 2*c*g^2*r^2*x+20736*a*b^2*c*g^2*r*x^2-9136*a*b^2*c*g*p^3*x-19344*a*b^2*c*g*p^2* q*x-30432*a*b^2*c*g*p^2*r*x+39456*a*b^2*c*g*p^2*x^2-11280*a*b^2*c*g*p*q^2*x-\ 38940*a*b^2*c*g*p*q*r*x+78912*a*b^2*c*g*p*q*x^2-33456*a*b^2*c*g*p*r^2*x+98964*a *b^2*c*g*p*r*x^2-1072*a*b^2*c*g*q^3*x-8508*a*b^2*c*g*q^2*r*x+39456*a*b^2*c*g*q^ 2*x^2-19596*a*b^2*c*g*q*r^2*x+98964*a*b^2*c*g*q*r*x^2-12160*a*b^2*c*g*r^3*x+ 70596*a*b^2*c*g*r^2*x^2-3992*a*b^2*c*p^4*x-12248*a*b^2*c*p^3*q*x-17524*a*b^2*c* p^3*r*x+24060*a*b^2*c*p^3*x^2-12792*a*b^2*c*p^2*q^2*x-38352*a*b^2*c*p^2*q*r*x+ 72180*a*b^2*c*p^2*q*x^2-28620*a*b^2*c*p^2*r^2*x+88200*a*b^2*c*p^2*r*x^2-4808*a* b^2*c*p*q^3*x-24132*a*b^2*c*p*q^2*r*x+72180*a*b^2*c*p*q^2*x^2-39960*a*b^2*c*p*q *r^2*x+176400*a*b^2*c*p*q*r*x^2-20636*a*b^2*c*p*r^3*x+116172*a*b^2*c*p*r^2*x^2-\ 272*a*b^2*c*q^4*x-3304*a*b^2*c*q^3*r*x+24060*a*b^2*c*q^3*x^2-11340*a*b^2*c*q^2* r^2*x+88200*a*b^2*c*q^2*r*x^2-13856*a*b^2*c*q*r^3*x+116172*a*b^2*c*q*r^2*x^2-\ 5548*a*b^2*c*r^4*x+52032*a*b^2*c*r^3*x^2-378*a*b^2*g^3*p^2*x-378*a*b^2*g^3*p*q* x-945*a*b^2*g^3*p*r*x+567*a*b^2*g^3*p*x^2-189*a*b^2*g^3*q*r*x+567*a*b^2*g^3*q*x ^2-567*a*b^2*g^3*r^2*x+567*a*b^2*g^3*r*x^2-1134*a*b^2*g^2*p^3*x-2268*a*b^2*g^2* p^2*q*x-3969*a*b^2*g^2*p^2*r*x+3891*a*b^2*g^2*p^2*x^2-1134*a*b^2*g^2*p*q^2*x-\ 4536*a*b^2*g^2*p*q*r*x+7782*a*b^2*g^2*p*q*x^2-4536*a*b^2*g^2*p*r^2*x+9972*a*b^2 *g^2*p*r*x^2-567*a*b^2*g^2*q^2*r*x+3891*a*b^2*g^2*q^2*x^2-2268*a*b^2*g^2*q*r^2* x+9972*a*b^2*g^2*q*r*x^2-1701*a*b^2*g^2*r^3*x+8271*a*b^2*g^2*r^2*x^2-1134*a*b^2 *g*p^4*x-3402*a*b^2*g*p^3*q*x-5103*a*b^2*g*p^3*r*x+6045*a*b^2*g*p^3*x^2-3402*a* b^2*g*p^2*q^2*x-10773*a*b^2*g*p^2*q*r*x+18135*a*b^2*g*p^2*q*x^2-8505*a*b^2*g*p^ 2*r^2*x+22617*a*b^2*g*p^2*r*x^2-1134*a*b^2*g*p*q^3*x-6237*a*b^2*g*p*q^2*r*x+ 18135*a*b^2*g*p*q^2*x^2-11340*a*b^2*g*p*q*r^2*x+45234*a*b^2*g*p*q*r*x^2-6237*a* b^2*g*p*r^3*x+31581*a*b^2*g*p*r^2*x^2-567*a*b^2*g*q^3*r*x+6045*a*b^2*g*q^3*x^2-\ 2835*a*b^2*g*q^2*r^2*x+22617*a*b^2*g*q^2*r*x^2-3969*a*b^2*g*q*r^3*x+31581*a*b^2 *g*q*r^2*x^2-1701*a*b^2*g*r^4*x+15009*a*b^2*g*r^3*x^2-378*a*b^2*p^5*x-1512*a*b^ 2*p^4*q*x-2079*a*b^2*p^4*r*x+2721*a*b^2*p^4*x^2-2268*a*b^2*p^3*q^2*x-6426*a*b^2 *p^3*q*r*x+10884*a*b^2*p^3*q*x^2-4536*a*b^2*p^3*r^2*x+13158*a*b^2*p^3*r*x^2-\ 1512*a*b^2*p^2*q^3*x-6804*a*b^2*p^2*q^2*r*x+16326*a*b^2*p^2*q^2*x^2-10206*a*b^2 *p^2*q*r^2*x+39474*a*b^2*p^2*q*r*x^2-4914*a*b^2*p^2*r^3*x+25470*a*b^2*p^2*r^2*x ^2-378*a*b^2*p*q^4*x-2646*a*b^2*p*q^3*r*x+10884*a*b^2*p*q^3*x^2-6804*a*b^2*p*q^ 2*r^2*x+39474*a*b^2*p*q^2*r*x^2-7182*a*b^2*p*q*r^3*x+50940*a*b^2*p*q*r^2*x^2-\ 2646*a*b^2*p*r^4*x+22350*a*b^2*p*r^3*x^2-189*a*b^2*q^4*r*x+2721*a*b^2*q^4*x^2-\ 1134*a*b^2*q^3*r^2*x+13158*a*b^2*q^3*r*x^2-2268*a*b^2*q^2*r^3*x+25470*a*b^2*q^2 *r^2*x^2-1890*a*b^2*q*r^4*x+22350*a*b^2*q*r^3*x^2-567*a*b^2*r^5*x+7317*a*b^2*r^ 4*x^2-8256*a*b*c^6*x-14496*a*b*c^5*g*x-28032*a*b*c^5*p*x-16640*a*b*c^5*q*x-\ 28032*a*b*c^5*r*x+64384*a*b*c^5*x^2-9360*a*b*c^4*g^2*x-41616*a*b*c^4*g*p*x-\ 23984*a*b*c^4*g*q*x-41616*a*b*c^4*g*r*x+90256*a*b*c^4*g*x^2-37120*a*b*c^4*p^2*x -50176*a*b*c^4*p*q*x-77584*a*b*c^4*p*r*x+146208*a*b*c^4*p*x^2-13056*a*b*c^4*q^2 *x-46832*a*b*c^4*q*r*x+146208*a*b*c^4*q*x^2-40464*a*b*c^4*r^2*x+180480*a*b*c^4* r*x^2-2616*a*b*c^3*g^3*x-22176*a*b*c^3*g^2*p*x-12032*a*b*c^3*g^2*q*x-22176*a*b* c^3*g^2*r*x+43552*a*b*c^3*g^2*x^2-44592*a*b*c^3*g*p^2*x-59136*a*b*c^3*g*p*q*x-\ 93840*a*b*c^3*g*p*r*x+164848*a*b*c^3*g*p*x^2-14544*a*b*c^3*g*q^2*x-54480*a*b*c^ 3*g*q*r*x+164848*a*b*c^3*g*q*x^2-49248*a*b*c^3*g*r^2*x+205200*a*b*c^3*g*r*x^2-\ 25008*a*b*c^3*p^3*x-54960*a*b*c^3*p^2*q*x-80304*a*b*c^3*p^2*r*x+132368*a*b*c^3* p^2*x^2-34896*a*b*c^3*p*q^2*x-109920*a*b*c^3*p*q*r*x+264736*a*b*c^3*p*q*x^2-\ 85584*a*b*c^3*p*r^2*x+323616*a*b*c^3*p*r*x^2-4944*a*b*c^3*q^3*x-29616*a*b*c^3*q ^2*r*x+132368*a*b*c^3*q^2*x^2-54960*a*b*c^3*q*r^2*x+323616*a*b*c^3*q*r*x^2-\ 30288*a*b*c^3*r^3*x+211248*a*b*c^3*r^2*x^2-264*a*b*c^2*g^4*x-4980*a*b*c^2*g^3*p *x-2364*a*b*c^2*g^3*q*x-4980*a*b*c^2*g^3*r*x+8052*a*b*c^2*g^3*x^2-18272*a*b*c^2 *g^2*p^2*x-23336*a*b*c^2*g^2*p*q*x-39080*a*b*c^2*g^2*p*r*x+60428*a*b*c^2*g^2*p* x^2-5064*a*b*c^2*g^2*q^2*x-20800*a*b*c^2*g^2*q*r*x+60428*a*b*c^2*g^2*q*x^2-\ 20808*a*b*c^2*g^2*r^2*x+76164*a*b*c^2*g^2*r*x^2-22740*a*b*c^2*g*p^3*x-49284*a*b *c^2*g*p^2*q*x-73776*a*b*c^2*g*p^2*r*x+112500*a*b*c^2*g*p^2*x^2-30348*a*b*c^2*g *p*q^2*x-98568*a*b*c^2*g*p*q*r*x+225000*a*b*c^2*g*p*q*x^2-79332*a*b*c^2*g*p*r^2 *x+277752*a*b*c^2*g*p*r*x^2-3804*a*b*c^2*g*q^3*x-24792*a*b*c^2*g*q^2*r*x+112500 *a*b*c^2*g*q^2*x^2-49284*a*b*c^2*g*q*r^2*x+277752*a*b*c^2*g*q*r*x^2-28296*a*b*c ^2*g*r^3*x+186420*a*b*c^2*g*r^2*x^2-9132*a*b*c^2*p^4*x-28288*a*b*c^2*p^3*q*x-\ 39564*a*b*c^2*p^3*r*x+59720*a*b*c^2*p^3*x^2-30072*a*b*c^2*p^2*q^2*x-87900*a*b*c ^2*p^2*q*r*x+179160*a*b*c^2*p^2*q*x^2-63900*a*b*c^2*p^2*r^2*x+216648*a*b*c^2*p^ 2*r*x^2-11808*a*b*c^2*p*q^3*x-57108*a*b*c^2*p*q^2*r*x+179160*a*b*c^2*p*q^2*x^2-\ 90936*a*b*c^2*p*q*r^2*x+433296*a*b*c^2*p*q*r*x^2-45636*a*b*c^2*p*r^3*x+277896*a *b*c^2*p*r^2*x^2-892*a*b*c^2*q^4*x-8772*a*b*c^2*q^3*r*x+59720*a*b*c^2*q^3*x^2-\ 27036*a*b*c^2*q^2*r^2*x+216648*a*b*c^2*q^2*r*x^2-31324*a*b*c^2*q*r^3*x+277896*a *b*c^2*q*r^2*x^2-12168*a*b*c^2*r^4*x+120968*a*b*c^2*r^3*x^2-396*a*b*c*g^4*p*x-\ 132*a*b*c*g^4*q*x-396*a*b*c*g^4*r*x+396*a*b*c*g^4*x^2-2892*a*b*c*g^3*p^2*x-3420 *a*b*c*g^3*p*q*x-6438*a*b*c*g^3*p*r*x+7674*a*b*c*g^3*p*x^2-528*a*b*c*g^3*q^2*x-\ 2766*a*b*c*g^3*q*r*x+7674*a*b*c*g^3*q*x^2-3546*a*b*c*g^3*r^2*x+9738*a*b*c*g^3*r *x^2-6346*a*b*c*g^2*p^3*x-13386*a*b*c*g^2*p^2*q*x-21072*a*b*c*g^2*p^2*r*x+27842 *a*b*c*g^2*p^2*x^2-7734*a*b*c*g^2*p*q^2*x-26772*a*b*c*g^2*p*q*r*x+55684*a*b*c*g ^2*p*q*x^2-23106*a*b*c*g^2*p*r^2*x+69888*a*b*c*g^2*p*r*x^2-694*a*b*c*g^2*q^3*x-\ 5700*a*b*c*g^2*q^2*r*x+27842*a*b*c*g^2*q^2*x^2-13386*a*b*c*g^2*q*r^2*x+69888*a* b*c*g^2*q*r*x^2-8380*a*b*c*g^2*r^3*x+49914*a*b*c*g^2*r^2*x^2-5574*a*b*c*g*p^4*x -17080*a*b*c*g*p^3*q*x-24438*a*b*c*g*p^3*r*x+33992*a*b*c*g*p^3*x^2-17796*a*b*c* g*p^2*q^2*x-53382*a*b*c*g*p^2*q*r*x+101976*a*b*c*g*p^2*q*x^2-39870*a*b*c*g*p^2* r^2*x+124692*a*b*c*g*p^2*r*x^2-6648*a*b*c*g*p*q^3*x-33450*a*b*c*g*p*q^2*r*x+ 101976*a*b*c*g*p*q^2*x^2-55524*a*b*c*g*p*q*r^2*x+249384*a*b*c*g*p*q*r*x^2-28722 *a*b*c*g*p*r^3*x+164316*a*b*c*g*p*r^2*x^2-358*a*b*c*g*q^4*x-4506*a*b*c*g*q^3*r* x+33992*a*b*c*g*q^3*x^2-15654*a*b*c*g*q^2*r^2*x+124692*a*b*c*g*q^2*r*x^2-19222* a*b*c*g*q*r^3*x+164316*a*b*c*g*q*r^2*x^2-7716*a*b*c*g*r^4*x+73616*a*b*c*g*r^3*x ^2-1724*a*b*c*p^5*x-6956*a*b*c*p^4*q*x-9368*a*b*c*p^4*r*x+13428*a*b*c*p^4*x^2-\ 10584*a*b*c*p^3*q^2*x-29320*a*b*c*p^3*q*r*x+53712*a*b*c*p^3*q*x^2-20232*a*b*c*p ^3*r^2*x+64176*a*b*c*p^3*r*x^2-7256*a*b*c*p^2*q^3*x-31752*a*b*c*p^2*q^2*r*x+ 80568*a*b*c*p^2*q^2*x^2-46224*a*b*c*p^2*q*r^2*x+192528*a*b*c*p^2*q*r*x^2-21728* a*b*c*p^2*r^3*x+121092*a*b*c*p^2*r^2*x^2-1964*a*b*c*p*q^4*x-13016*a*b*c*p*q^3*r *x+53712*a*b*c*p*q^3*x^2-31752*a*b*c*p*q^2*r^2*x+192528*a*b*c*p*q^2*r*x^2-32312 *a*b*c*p*q*r^3*x+242184*a*b*c*p*q*r^2*x^2-11612*a*b*c*p*r^4*x+103368*a*b*c*p*r^ 3*x^2-60*a*b*c*q^5*x-1216*a*b*c*q^4*r*x+13428*a*b*c*q^4*x^2-5760*a*b*c*q^3*r^2* x+64176*a*b*c*q^3*r*x^2-10584*a*b*c*q^2*r^3*x+121092*a*b*c*q^2*r^2*x^2-8452*a*b *c*q*r^4*x+103368*a*b*c*q*r^3*x^2-2472*a*b*c*r^5*x+33024*a*b*c*r^4*x^2-132*a*b* g^4*p^2*x-132*a*b*g^4*p*q*x-330*a*b*g^4*p*r*x+198*a*b*g^4*p*x^2-66*a*b*g^4*q*r* x+198*a*b*g^4*q*x^2-198*a*b*g^4*r^2*x+198*a*b*g^4*r*x^2-528*a*b*g^3*p^3*x-1056* a*b*g^3*p^2*q*x-1848*a*b*g^3*p^2*r*x+1824*a*b*g^3*p^2*x^2-528*a*b*g^3*p*q^2*x-\ 2112*a*b*g^3*p*q*r*x+3648*a*b*g^3*p*q*x^2-2112*a*b*g^3*p*r^2*x+4680*a*b*g^3*p*r *x^2-264*a*b*g^3*q^2*r*x+1824*a*b*g^3*q^2*x^2-1056*a*b*g^3*q*r^2*x+4680*a*b*g^3 *q*r*x^2-792*a*b*g^3*r^3*x+3888*a*b*g^3*r^2*x^2-792*a*b*g^2*p^4*x-2376*a*b*g^2* p^3*q*x-3564*a*b*g^2*p^3*r*x+4258*a*b*g^2*p^3*x^2-2376*a*b*g^2*p^2*q^2*x-7524*a *b*g^2*p^2*q*r*x+12774*a*b*g^2*p^2*q*x^2-5940*a*b*g^2*p^2*r^2*x+15942*a*b*g^2*p ^2*r*x^2-792*a*b*g^2*p*q^3*x-4356*a*b*g^2*p*q^2*r*x+12774*a*b*g^2*p*q^2*x^2-\ 7920*a*b*g^2*p*q*r^2*x+31884*a*b*g^2*p*q*r*x^2-4356*a*b*g^2*p*r^3*x+22278*a*b*g ^2*p*r^2*x^2-396*a*b*g^2*q^3*r*x+4258*a*b*g^2*q^3*x^2-1980*a*b*g^2*q^2*r^2*x+ 15942*a*b*g^2*q^2*r*x^2-2772*a*b*g^2*q*r^3*x+22278*a*b*g^2*q*r^2*x^2-1188*a*b*g ^2*r^4*x+10594*a*b*g^2*r^3*x^2-528*a*b*g*p^5*x-2112*a*b*g*p^4*q*x-2904*a*b*g*p^ 4*r*x+3836*a*b*g*p^4*x^2-3168*a*b*g*p^3*q^2*x-8976*a*b*g*p^3*q*r*x+15344*a*b*g* p^3*q*x^2-6336*a*b*g*p^3*r^2*x+18558*a*b*g*p^3*r*x^2-2112*a*b*g*p^2*q^3*x-9504* a*b*g*p^2*q^2*r*x+23016*a*b*g*p^2*q^2*x^2-14256*a*b*g*p^2*q*r^2*x+55674*a*b*g*p ^2*q*r*x^2-6864*a*b*g*p^2*r^3*x+35934*a*b*g*p^2*r^2*x^2-528*a*b*g*p*q^4*x-3696* a*b*g*p*q^3*r*x+15344*a*b*g*p*q^3*x^2-9504*a*b*g*p*q^2*r^2*x+55674*a*b*g*p*q^2* r*x^2-10032*a*b*g*p*q*r^3*x+71868*a*b*g*p*q*r^2*x^2-3696*a*b*g*p*r^4*x+31538*a* b*g*p*r^3*x^2-264*a*b*g*q^4*r*x+3836*a*b*g*q^4*x^2-1584*a*b*g*q^3*r^2*x+18558*a *b*g*q^3*r*x^2-3168*a*b*g*q^2*r^3*x+35934*a*b*g*q^2*r^2*x^2-2640*a*b*g*q*r^4*x+ 31538*a*b*g*q*r^3*x^2-792*a*b*g*r^5*x+10326*a*b*g*r^4*x^2-132*a*b*p^6*x-660*a*b *p^5*q*x-858*a*b*p^5*r*x+1204*a*b*p^5*x^2-1320*a*b*p^4*q^2*x-3498*a*b*p^4*q*r*x +6020*a*b*p^4*q*x^2-2310*a*b*p^4*r^2*x+7098*a*b*p^4*r*x^2-1320*a*b*p^3*q^3*x-\ 5412*a*b*p^3*q^2*r*x+12040*a*b*p^3*q^2*x^2-7392*a*b*p^3*q*r^2*x+28392*a*b*p^3*q *r*x^2-3300*a*b*p^3*r^3*x+17478*a*b*p^3*r^2*x^2-660*a*b*p^2*q^4*x-3828*a*b*p^2* q^3*r*x+12040*a*b*p^2*q^3*x^2-8316*a*b*p^2*q^2*r^2*x+42588*a*b*p^2*q^2*r*x^2-\ 7788*a*b*p^2*q*r^3*x+52434*a*b*p^2*q*r^2*x^2-2640*a*b*p^2*r^4*x+21886*a*b*p^2*r ^3*x^2-132*a*b*p*q^5*x-1122*a*b*p*q^4*r*x+6020*a*b*p*q^4*x^2-3696*a*b*p*q^3*r^2 *x+28392*a*b*p*q^3*r*x^2-5676*a*b*p*q^2*r^3*x+52434*a*b*p*q^2*r^2*x^2-4092*a*b* p*q*r^4*x+43772*a*b*p*q*r^3*x^2-1122*a*b*p*r^5*x+13710*a*b*p*r^4*x^2-66*a*b*q^5 *r*x+1204*a*b*q^5*x^2-462*a*b*q^4*r^2*x+7098*a*b*q^4*r*x^2-1188*a*b*q^3*r^3*x+ 17478*a*b*q^3*r^2*x^2-1452*a*b*q^2*r^4*x+21886*a*b*q^2*r^3*x^2-858*a*b*q*r^5*x+ 13710*a*b*q*r^4*x^2-198*a*b*r^6*x+3408*a*b*r^5*x^2-2368*a*c^7*x-5248*a*c^6*g*x-\ 9664*a*c^6*p*x-5632*a*c^6*q*x-9440*a*c^6*r*x+24160*a*c^6*x^2-4576*a*c^5*g^2*x-\ 18512*a*c^5*g*p*x-10608*a*c^5*g*q*x-18064*a*c^5*g*r*x+44720*a*c^5*g*x^2-15584*a *c^5*p^2*x-20992*a*c^5*p*q*x-32144*a*c^5*p*r*x+65632*a*c^5*p*x^2-5408*a*c^5*q^2 *x-19280*a*c^5*q*r*x+65632*a*c^5*q*x^2-16560*a*c^5*r^2*x+80736*a*c^5*r*x^2-1952 *a*c^4*g^3*x-13688*a*c^4*g^2*p*x-7592*a*c^4*g^2*q*x-13336*a*c^4*g^2*r*x+31272*a *c^4*g^2*x^2-25016*a*c^4*g*p^2*x-33360*a*c^4*g*p*q*x-51728*a*c^4*g*p*r*x+101424 *a*c^4*g*p*x^2-8344*a*c^4*g*q^2*x-30432*a*c^4*g*q*r*x+101424*a*c^4*g*q*x^2-\ 26712*a*c^4*g*r^2*x+125376*a*c^4*g*r*x^2-13216*a*c^4*p^3*x-29088*a*c^4*p^2*q*x-\ 42072*a*c^4*p^2*r*x+74048*a*c^4*p^2*x^2-18528*a*c^4*p*q^2*x-57744*a*c^4*p*q*r*x +148096*a*c^4*p*q*x^2-44496*a*c^4*p*r^2*x+180288*a*c^4*p*r*x^2-2656*a*c^4*q^3*x -15672*a*c^4*q^2*r*x+74048*a*c^4*q^2*x^2-28656*a*c^4*q*r^2*x+180288*a*c^4*q*r*x ^2-15640*a*c^4*r^3*x+116304*a*c^4*r^2*x^2-404*a*c^3*g^4*x-4844*a*c^3*g^3*p*x-\ 2516*a*c^3*g^3*q*x-4708*a*c^3*g^3*r*x+10028*a*c^3*g^3*x^2-14984*a*c^3*g^2*p^2*x -19600*a*c^3*g^2*p*q*x-31196*a*c^3*g^2*p*r*x+57040*a*c^3*g^2*p*x^2-4616*a*c^3*g ^2*q^2*x-17612*a*c^3*g^2*q*r*x+57040*a*c^3*g^2*q*x^2-16212*a*c^3*g^2*r^2*x+ 71088*a*c^3*g^2*r*x^2-17036*a*c^3*g*p^3*x-37236*a*c^3*g*p^2*q*x-54468*a*c^3*g*p ^2*r*x+91688*a*c^3*g*p^2*x^2-23364*a*c^3*g*p*q^2*x-73896*a*c^3*g*p*q*r*x+183376 *a*c^3*g*p*q*x^2-57828*a*c^3*g*p*r^2*x+224448*a*c^3*g*p*r*x^2-3164*a*c^3*g*q^3* x-19428*a*c^3*g*q^2*r*x+91688*a*c^3*g*q^2*x^2-36660*a*c^3*g*q*r^2*x+224448*a*c^ 3*g*q*r*x^2-20396*a*c^3*g*r^3*x+146664*a*c^3*g*r^2*x^2-6452*a*c^3*p^4*x-20048*a *c^3*p^3*q*x-27772*a*c^3*p^3*r*x+44416*a*c^3*p^3*x^2-21432*a*c^3*p^2*q^2*x-\ 62004*a*c^3*p^2*q*r*x+133248*a*c^3*p^2*q*x^2-44604*a*c^3*p^2*r^2*x+160368*a*c^3 *p^2*r*x^2-8528*a*c^3*p*q^3*x-40692*a*c^3*p*q^2*r*x+133248*a*c^3*p*q^2*x^2-\ 63864*a*c^3*p*q*r^2*x+320736*a*c^3*p*q*r*x^2-31700*a*c^3*p*r^3*x+203328*a*c^3*p *r^2*x^2-692*a*c^3*q^4*x-6460*a*c^3*q^3*r*x+44416*a*c^3*q^3*x^2-19260*a*c^3*q^2 *r^2*x+160368*a*c^3*q^2*r*x^2-21908*a*c^3*q*r^3*x+203328*a*c^3*q*r^2*x^2-8416*a *c^3*r^4*x+87376*a*c^3*r^3*x^2-32*a*c^2*g^5*x-814*a*c^2*g^4*p*x-366*a*c^2*g^4*q *x-788*a*c^2*g^4*r*x+1384*a*c^2*g^4*x^2-4086*a*c^2*g^3*p^2*x-5148*a*c^2*g^3*p*q *x-8652*a*c^2*g^3*p*r*x+13896*a*c^2*g^3*p*x^2-1062*a*c^2*g^3*q^2*x-4464*a*c^2*g ^3*q*r*x+13896*a*c^2*g^3*q*x^2-4566*a*c^2*g^3*r^2*x+17532*a*c^2*g^3*r*x^2-7726* a*c^2*g^2*p^3*x-16662*a*c^2*g^2*p^2*q*x-24966*a*c^2*g^2*p^2*r*x+38866*a*c^2*g^2 *p^2*x^2-10146*a*c^2*g^2*p*q^2*x-33072*a*c^2*g^2*p*q*r*x+77732*a*c^2*g^2*p*q*x^ 2-26754*a*c^2*g^2*p*r^2*x+96060*a*c^2*g^2*p*r*x^2-1210*a*c^2*g^2*q^3*x-8106*a*c ^2*g^2*q^2*r*x+38866*a*c^2*g^2*q^2*x^2-16410*a*c^2*g^2*q*r^2*x+96060*a*c^2*g^2* q*r*x^2-9514*a*c^2*g^2*r^3*x+64554*a*c^2*g^2*r^2*x^2-6250*a*c^2*g*p^4*x-19320*a *c^2*g*p^3*q*x-27044*a*c^2*g*p^3*r*x+41296*a*c^2*g*p^3*x^2-20460*a*c^2*g*p^2*q^ 2*x-59904*a*c^2*g*p^2*q*r*x+123888*a*c^2*g*p^2*q*x^2-43632*a*c^2*g*p^2*r^2*x+ 149976*a*c^2*g*p^2*r*x^2-7960*a*c^2*g*p*q^3*x-38676*a*c^2*g*p*q^2*r*x+123888*a* c^2*g*p*q^2*x^2-61848*a*c^2*g*p*q*r^2*x+299952*a*c^2*g*p*q*r*x^2-31132*a*c^2*g* p*r^3*x+192564*a*c^2*g*p*r^2*x^2-570*a*c^2*g*q^4*x-5816*a*c^2*g*q^3*r*x+41296*a *c^2*g*q^3*x^2-18216*a*c^2*g*q^2*r^2*x+149976*a*c^2*g*q^2*r*x^2-21264*a*c^2*g*q *r^3*x+192564*a*c^2*g*q*r^2*x^2-8294*a*c^2*g*r^4*x+83884*a*c^2*g*r^3*x^2-1828*a *c^2*p^5*x-7400*a*c^2*p^4*q*x-9880*a*c^2*p^4*r*x+14942*a*c^2*p^4*x^2-11320*a*c^ 2*p^3*q^2*x-31072*a*c^2*p^3*q*r*x+59768*a*c^2*p^3*q*x^2-21240*a*c^2*p^3*r^2*x+ 71040*a*c^2*p^3*r*x^2-7840*a*c^2*p^2*q^3*x-33936*a*c^2*p^2*q^2*r*x+89652*a*c^2* p^2*q^2*x^2-48816*a*c^2*p^2*q*r^2*x+213120*a*c^2*p^2*q*r*x^2-22720*a*c^2*p^2*r^ 3*x+132552*a*c^2*p^2*r^2*x^2-2180*a*c^2*p*q^4*x-14176*a*c^2*p*q^3*r*x+59768*a*c ^2*p*q^3*x^2-33912*a*c^2*p*q^2*r^2*x+213120*a*c^2*p*q^2*r*x^2-34016*a*c^2*p*q*r ^3*x+265104*a*c^2*p*q*r^2*x^2-12100*a*c^2*p*r^4*x+111752*a*c^2*p*r^3*x^2-88*a*c ^2*q^5*x-1432*a*c^2*q^4*r*x+14942*a*c^2*q^4*x^2-6336*a*c^2*q^3*r^2*x+71040*a*c^ 2*q^3*r*x^2-11296*a*c^2*q^2*r^3*x+132552*a*c^2*q^2*r^2*x^2-8872*a*c^2*q*r^4*x+ 111752*a*c^2*q*r^3*x^2-2568*a*c^2*r^5*x+35298*a*c^2*r^4*x^2-52*a*c*g^5*p*x-16*a *c*g^5*q*x-50*a*c*g^5*r*x+54*a*c*g^5*x^2-486*a*c*g^4*p^2*x-568*a*c*g^4*p*q*x-\ 1074*a*c*g^4*p*r*x+1318*a*c*g^4*p*x^2-82*a*c*g^4*q^2*x-446*a*c*g^4*q*r*x+1318*a *c*g^4*q*x^2-588*a*c*g^4*r^2*x+1674*a*c*g^4*r*x^2-1436*a*c*g^3*p^3*x-3018*a*c*g ^3*p^2*q*x-4755*a*c*g^3*p^2*r*x+6393*a*c*g^3*p^2*x^2-1728*a*c*g^3*p*q^2*x-6000* a*c*g^3*p*q*r*x+12786*a*c*g^3*p*q*x^2-5202*a*c*g^3*p*r^2*x+16062*a*c*g^3*p*r*x^ 2-146*a*c*g^3*q^3*x-1245*a*c*g^3*q^2*r*x+6393*a*c*g^3*q^2*x^2-2982*a*c*g^3*q*r^ 2*x+16062*a*c*g^3*q*r*x^2-1883*a*c*g^3*r^3*x+11487*a*c*g^3*r^2*x^2-1902*a*c*g^2 *p^4*x-5820*a*c*g^2*p^3*q*x-8331*a*c*g^2*p^3*r*x+11722*a*c*g^2*p^3*x^2-6048*a*c *g^2*p^2*q^2*x-18159*a*c*g^2*p^2*q*r*x+35166*a*c*g^2*p^2*q*x^2-13581*a*c*g^2*p^ 2*r^2*x+43038*a*c*g^2*p^2*r*x^2-2244*a*c*g^2*p*q^3*x-11325*a*c*g^2*p*q^2*r*x+ 35166*a*c*g^2*p*q^2*x^2-18858*a*c*g^2*p*q*r^2*x+86076*a*c*g^2*p*q*r*x^2-9777*a* c*g^2*p*r^3*x+56772*a*c*g^2*p*r^2*x^2-114*a*c*g^2*q^4*x-1497*a*c*g^2*q^3*r*x+ 11722*a*c*g^2*q^3*x^2-5277*a*c*g^2*q^2*r^2*x+43038*a*c*g^2*q^2*r*x^2-6519*a*c*g ^2*q*r^3*x+56772*a*c*g^2*q*r^2*x^2-2625*a*c*g^2*r^4*x+25456*a*c*g^2*r^3*x^2-\ 1180*a*c*g*p^5*x-4758*a*c*g*p^4*q*x-6412*a*c*g*p^4*r*x+9267*a*c*g*p^4*x^2-7232* a*c*g*p^3*q^2*x-20052*a*c*g*p^3*q*r*x+37068*a*c*g*p^3*q*x^2-13848*a*c*g*p^3*r^2 *x+44328*a*c*g*p^3*r*x^2-4948*a*c*g*p^2*q^3*x-21684*a*c*g*p^2*q^2*r*x+55602*a*c *g*p^2*q^2*x^2-31608*a*c*g*p^2*q*r^2*x+132984*a*c*g*p^2*q*r*x^2-14872*a*c*g*p^2 *r^3*x+83712*a*c*g*p^2*r^2*x^2-1332*a*c*g*p*q^4*x-8860*a*c*g*p*q^3*r*x+37068*a* c*g*p*q^3*x^2-21672*a*c*g*p*q^2*r^2*x+132984*a*c*g*p*q^2*r*x^2-22092*a*c*g*p*q* r^3*x+167424*a*c*g*p*q*r^2*x^2-7948*a*c*g*p*r^4*x+71508*a*c*g*p*r^3*x^2-38*a*c* g*q^5*x-816*a*c*g*q^4*r*x+9267*a*c*g*q^4*x^2-3912*a*c*g*q^3*r^2*x+44328*a*c*g*q ^3*r*x^2-7220*a*c*g*q^2*r^3*x+83712*a*c*g*q^2*r^2*x^2-5778*a*c*g*q*r^4*x+71508* a*c*g*q*r^3*x^2-1692*a*c*g*r^5*x+22857*a*c*g*r^4*x^2-280*a*c*p^6*x-1404*a*c*p^5 *q*x-1812*a*c*p^5*r*x+2674*a*c*p^5*x^2-2820*a*c*p^4*q^2*x-7416*a*c*p^4*q*r*x+ 13370*a*c*p^4*q*x^2-4860*a*c*p^4*r^2*x+15678*a*c*p^4*r*x^2-2840*a*c*p^3*q^3*x-\ 11544*a*c*p^3*q^2*r*x+26740*a*c*p^3*q^2*x^2-15624*a*c*p^3*q*r^2*x+62712*a*c*p^3 *q*r*x^2-6920*a*c*p^3*r^3*x+38208*a*c*p^3*r^2*x^2-1440*a*c*p^2*q^4*x-8256*a*c*p ^2*q^3*r*x+26740*a*c*p^2*q^3*x^2-17712*a*c*p^2*q^2*r^2*x+94068*a*c*p^2*q^2*r*x^ 2-16416*a*c*p^2*q*r^3*x+114624*a*c*p^2*q*r^2*x^2-5520*a*c*p^2*r^4*x+47296*a*c*p ^2*r^3*x^2-300*a*c*p*q^5*x-2484*a*c*p*q^4*r*x+13370*a*c*p*q^4*x^2-7992*a*c*p*q^ 3*r^2*x+62712*a*c*p*q^3*r*x^2-12072*a*c*p*q^2*r^3*x+114624*a*c*p*q^2*r^2*x^2-\ 8604*a*c*p*q*r^4*x+94592*a*c*p*q*r^3*x^2-2340*a*c*p*r^5*x+29310*a*c*p*r^4*x^2-4 *a*c*q^6*x-168*a*c*q^5*r*x+2674*a*c*q^5*x^2-1044*a*c*q^4*r^2*x+15678*a*c*q^4*r* x^2-2576*a*c*q^3*r^3*x+38208*a*c*q^3*r^2*x^2-3084*a*c*q^2*r^4*x+47296*a*c*q^2*r ^3*x^2-1800*a*c*q*r^5*x+29310*a*c*q*r^4*x^2-412*a*c*r^6*x+7218*a*c*r^5*x^2-18*a *g^5*p^2*x-18*a*g^5*p*q*x-45*a*g^5*p*r*x+27*a*g^5*p*x^2-9*a*g^5*q*r*x+27*a*g^5* q*x^2-27*a*g^5*r^2*x+27*a*g^5*r*x^2-90*a*g^4*p^3*x-180*a*g^4*p^2*q*x-315*a*g^4* p^2*r*x+313*a*g^4*p^2*x^2-90*a*g^4*p*q^2*x-360*a*g^4*p*q*r*x+626*a*g^4*p*q*x^2-\ 360*a*g^4*p*r^2*x+804*a*g^4*p*r*x^2-45*a*g^4*q^2*r*x+313*a*g^4*q^2*x^2-180*a*g^ 4*q*r^2*x+804*a*g^4*q*r*x^2-135*a*g^4*r^3*x+669*a*g^4*r^2*x^2-180*a*g^3*p^4*x-\ 540*a*g^3*p^3*q*x-810*a*g^3*p^3*r*x+976*a*g^3*p^3*x^2-540*a*g^3*p^2*q^2*x-1710* a*g^3*p^2*q*r*x+2928*a*g^3*p^2*q*x^2-1350*a*g^3*p^2*r^2*x+3657*a*g^3*p^2*r*x^2-\ 180*a*g^3*p*q^3*x-990*a*g^3*p*q^2*r*x+2928*a*g^3*p*q^2*x^2-1800*a*g^3*p*q*r^2*x +7314*a*g^3*p*q*r*x^2-990*a*g^3*p*r^3*x+5115*a*g^3*p*r^2*x^2-90*a*g^3*q^3*r*x+ 976*a*g^3*q^3*x^2-450*a*g^3*q^2*r^2*x+3657*a*g^3*q^2*r*x^2-630*a*g^3*q*r^3*x+ 5115*a*g^3*q*r^2*x^2-270*a*g^3*r^4*x+2434*a*g^3*r^3*x^2-180*a*g^2*p^5*x-720*a*g ^2*p^4*q*x-990*a*g^2*p^4*r*x+1320*a*g^2*p^4*x^2-1080*a*g^2*p^3*q^2*x-3060*a*g^2 *p^3*q*r*x+5280*a*g^2*p^3*q*x^2-2160*a*g^2*p^3*r^2*x+6390*a*g^2*p^3*r*x^2-720*a *g^2*p^2*q^3*x-3240*a*g^2*p^2*q^2*r*x+7920*a*g^2*p^2*q^2*x^2-4860*a*g^2*p^2*q*r ^2*x+19170*a*g^2*p^2*q*r*x^2-2340*a*g^2*p^2*r^3*x+12381*a*g^2*p^2*r^2*x^2-180*a *g^2*p*q^4*x-1260*a*g^2*p*q^3*r*x+5280*a*g^2*p*q^3*x^2-3240*a*g^2*p*q^2*r^2*x+ 19170*a*g^2*p*q^2*r*x^2-3420*a*g^2*p*q*r^3*x+24762*a*g^2*p*q*r^2*x^2-1260*a*g^2 *p*r^4*x+10872*a*g^2*p*r^3*x^2-90*a*g^2*q^4*r*x+1320*a*g^2*q^4*x^2-540*a*g^2*q^ 3*r^2*x+6390*a*g^2*q^3*r*x^2-1080*a*g^2*q^2*r^3*x+12381*a*g^2*q^2*r^2*x^2-900*a *g^2*q*r^4*x+10872*a*g^2*q*r^3*x^2-270*a*g^2*r^5*x+3561*a*g^2*r^4*x^2-90*a*g*p^ 6*x-450*a*g*p^5*q*x-585*a*g*p^5*r*x+829*a*g*p^5*x^2-900*a*g*p^4*q^2*x-2385*a*g* p^4*q*r*x+4145*a*g*p^4*q*x^2-1575*a*g*p^4*r^2*x+4890*a*g*p^4*r*x^2-900*a*g*p^3* q^3*x-3690*a*g*p^3*q^2*r*x+8290*a*g*p^3*q^2*x^2-5040*a*g*p^3*q*r^2*x+19560*a*g* p^3*q*r*x^2-2250*a*g*p^3*r^3*x+12048*a*g*p^3*r^2*x^2-450*a*g*p^2*q^4*x-2610*a*g *p^2*q^3*r*x+8290*a*g*p^2*q^3*x^2-5670*a*g*p^2*q^2*r^2*x+29340*a*g*p^2*q^2*r*x^ 2-5310*a*g*p^2*q*r^3*x+36144*a*g*p^2*q*r^2*x^2-1800*a*g*p^2*r^4*x+15094*a*g*p^2 *r^3*x^2-90*a*g*p*q^5*x-765*a*g*p*q^4*r*x+4145*a*g*p*q^4*x^2-2520*a*g*p*q^3*r^2 *x+19560*a*g*p*q^3*r*x^2-3870*a*g*p*q^2*r^3*x+36144*a*g*p*q^2*r^2*x^2-2790*a*g* p*q*r^4*x+30188*a*g*p*q*r^3*x^2-765*a*g*p*r^5*x+9459*a*g*p*r^4*x^2-45*a*g*q^5*r *x+829*a*g*q^5*x^2-315*a*g*q^4*r^2*x+4890*a*g*q^4*r*x^2-810*a*g*q^3*r^3*x+12048 *a*g*q^3*r^2*x^2-990*a*g*q^2*r^4*x+15094*a*g*q^2*r^3*x^2-585*a*g*q*r^5*x+9459*a *g*q*r^4*x^2-135*a*g*r^6*x+2352*a*g*r^5*x^2-18*a*p^7*x-108*a*p^6*q*x-135*a*p^6* r*x+199*a*p^6*x^2-270*a*p^5*q^2*x-684*a*p^5*q*r*x+1194*a*p^5*q*x^2-432*a*p^5*r^ 2*x+1380*a*p^5*r*x^2-360*a*p^4*q^3*x-1395*a*p^4*q^2*r*x+2985*a*p^4*q^2*x^2-1800 *a*p^4*q*r^2*x+6900*a*p^4*q*r*x^2-765*a*p^4*r^3*x+4113*a*p^4*r^2*x^2-270*a*p^3* q^4*x-1440*a*p^3*q^3*r*x+3980*a*p^3*q^3*x^2-2880*a*p^3*q^2*r^2*x+13800*a*p^3*q^ 2*r*x^2-2520*a*p^3*q*r^3*x+16452*a*p^3*q*r^2*x^2-810*a*p^3*r^4*x+6632*a*p^3*r^3 *x^2-108*a*p^2*q^5*x-765*a*p^2*q^4*r*x+2985*a*p^2*q^4*x^2-2160*a*p^2*q^3*r^2*x+ 13800*a*p^2*q^3*r*x^2-2970*a*p^2*q^2*r^3*x+24678*a*p^2*q^2*r^2*x^2-1980*a*p^2*q *r^4*x+19896*a*p^2*q*r^3*x^2-513*a*p^2*r^5*x+6033*a*p^2*r^4*x^2-18*a*p*q^6*x-\ 180*a*p*q^5*r*x+1194*a*p*q^5*x^2-720*a*p*q^4*r^2*x+6900*a*p*q^4*r*x^2-1440*a*p* q^3*r^3*x+16452*a*p*q^3*r^2*x^2-1530*a*p*q^2*r^4*x+19896*a*p*q^2*r^3*x^2-828*a* p*q*r^5*x+12066*a*p*q*r^4*x^2-180*a*p*r^6*x+2916*a*p*r^5*x^2-9*a*q^6*r*x+199*a* q^6*x^2-72*a*q^5*r^2*x+1380*a*q^5*r*x^2-225*a*q^4*r^3*x+4113*a*q^4*r^2*x^2-360* a*q^3*r^4*x+6632*a*q^3*r^3*x^2-315*a*q^2*r^5*x+6033*a*q^2*r^4*x^2-144*a*q*r^6*x +2916*a*q*r^5*x^2-27*a*r^7*x+583*a*r^6*x^2-64*b^6*c^2*x-64*b^6*c*p*x-32*b^6*c*q *x-80*b^6*c*r*x+48*b^6*c*x^2-16*b^6*p^2*x-16*b^6*p*q*x-40*b^6*p*r*x+24*b^6*p*x^ 2-8*b^6*q*r*x+24*b^6*q*x^2-24*b^6*r^2*x+24*b^6*r*x^2-576*b^5*c^3*x-256*b^5*c^2* g*x-864*b^5*c^2*p*x-512*b^5*c^2*q*x-1008*b^5*c^2*r*x+1072*b^5*c^2*x^2-272*b^5*c *g*p*x-128*b^5*c*g*q*x-328*b^5*c*g*r*x+216*b^5*c*g*x^2-432*b^5*c*p^2*x-544*b^5* c*p*q*x-1008*b^5*c*p*r*x+1024*b^5*c*p*x^2-112*b^5*c*q^2*x-512*b^5*c*q*r*x+1024* b^5*c*q*x^2-576*b^5*c*r^2*x+1296*b^5*c*r*x^2-72*b^5*g*p^2*x-72*b^5*g*p*q*x-180* b^5*g*p*r*x+108*b^5*g*p*x^2-36*b^5*g*q*r*x+108*b^5*g*q*x^2-108*b^5*g*r^2*x+108* b^5*g*r*x^2-72*b^5*p^3*x-144*b^5*p^2*q*x-252*b^5*p^2*r*x+244*b^5*p^2*x^2-72*b^5 *p*q^2*x-288*b^5*p*q*r*x+488*b^5*p*q*x^2-288*b^5*p*r^2*x+624*b^5*p*r*x^2-36*b^5 *q^2*r*x+244*b^5*q^2*x^2-144*b^5*q*r^2*x+624*b^5*q*r*x^2-108*b^5*r^3*x+516*b^5* r^2*x^2-2176*b^4*c^4*x-1920*b^4*c^3*g*x-4416*b^4*c^3*p*x-2752*b^4*c^3*q*x-4896* b^4*c^3*r*x+7072*b^4*c^3*x^2-416*b^4*c^2*g^2*x-3008*b^4*c^2*g*p*x-1712*b^4*c^2* g*q*x-3400*b^4*c^2*g*r*x+3960*b^4*c^2*g*x^2-3312*b^4*c^2*p^2*x-4448*b^4*c^2*p*q *x-7392*b^4*c^2*p*r*x+9840*b^4*c^2*p*x^2-1136*b^4*c^2*q^2*x-4384*b^4*c^2*q*r*x+ 9840*b^4*c^2*q*x^2-4080*b^4*c^2*r^2*x+12384*b^4*c^2*r*x^2-472*b^4*c*g^2*p*x-208 *b^4*c*g^2*q*x-548*b^4*c*g^2*r*x+396*b^4*c*g^2*x^2-1552*b^4*c*g*p^2*x-1928*b^4* c*g*p*q*x-3580*b^4*c*g*p*r*x+3780*b^4*c*g*p*x^2-376*b^4*c*g*q^2*x-1756*b^4*c*g* q*r*x+3780*b^4*c*g*q*x^2-2028*b^4*c*g*r^2*x+4788*b^4*c*g*r*x^2-1088*b^4*c*p^3*x -2328*b^4*c*p^2*q*x-3660*b^4*c*p^2*r*x+4548*b^4*c*p^2*x^2-1392*b^4*c*p*q^2*x-\ 4776*b^4*c*p*q*r*x+9096*b^4*c*p*q*x^2-4056*b^4*c*p*r^2*x+11400*b^4*c*p*r*x^2-\ 152*b^4*c*q^3*x-1116*b^4*c*q^2*r*x+4548*b^4*c*q^2*x^2-2448*b^4*c*q*r^2*x+11400* b^4*c*q*r*x^2-1484*b^4*c*r^3*x+8124*b^4*c*r^2*x^2-132*b^4*g^2*p^2*x-132*b^4*g^2 *p*q*x-330*b^4*g^2*p*r*x+198*b^4*g^2*p*x^2-66*b^4*g^2*q*r*x+198*b^4*g^2*q*x^2-\ 198*b^4*g^2*r^2*x+198*b^4*g^2*r*x^2-264*b^4*g*p^3*x-528*b^4*g*p^2*q*x-924*b^4*g *p^2*r*x+900*b^4*g*p^2*x^2-264*b^4*g*p*q^2*x-1056*b^4*g*p*q*r*x+1800*b^4*g*p*q* x^2-1056*b^4*g*p*r^2*x+2304*b^4*g*p*r*x^2-132*b^4*g*q^2*r*x+900*b^4*g*q^2*x^2-\ 528*b^4*g*q*r^2*x+2304*b^4*g*q*r*x^2-396*b^4*g*r^3*x+1908*b^4*g*r^2*x^2-132*b^4 *p^4*x-396*b^4*p^3*q*x-594*b^4*p^3*r*x+698*b^4*p^3*x^2-396*b^4*p^2*q^2*x-1254*b ^4*p^2*q*r*x+2094*b^4*p^2*q*x^2-990*b^4*p^2*r^2*x+2610*b^4*p^2*r*x^2-132*b^4*p* q^3*x-726*b^4*p*q^2*r*x+2094*b^4*p*q^2*x^2-1320*b^4*p*q*r^2*x+5220*b^4*p*q*r*x^ 2-726*b^4*p*r^3*x+3642*b^4*p*r^2*x^2-66*b^4*q^3*r*x+698*b^4*q^3*x^2-330*b^4*q^2 *r^2*x+2610*b^4*q^2*r*x^2-462*b^4*q*r^3*x+3642*b^4*q*r^2*x^2-198*b^4*r^4*x+1730 *b^4*r^3*x^2-4352*b^3*c^5*x-5760*b^3*c^4*g*x-11264*b^3*c^4*p*x-7104*b^3*c^4*q*x -12064*b^3*c^4*r*x+21184*b^3*c^4*x^2-2496*b^3*c^3*g^2*x-12112*b^3*c^3*g*p*x-\ 7312*b^3*c^3*g*q*x-13088*b^3*c^3*g*r*x+20512*b^3*c^3*g*x^2-11344*b^3*c^3*p^2*x-\ 15584*b^3*c^3*p*q*x-24640*b^3*c^3*p*r*x+38752*b^3*c^3*p*x^2-4240*b^3*c^3*q^2*x-\ 15328*b^3*c^3*q*r*x+38752*b^3*c^3*q*x^2-13296*b^3*c^3*r^2*x+48192*b^3*c^3*r*x^2 -352*b^3*c^2*g^3*x-4096*b^3*c^2*g^2*p*x-2232*b^3*c^2*g^2*q*x-4484*b^3*c^2*g^2*r *x+5716*b^3*c^2*g^2*x^2-9296*b^3*c^2*g*p^2*x-12328*b^3*c^2*g*p*q*x-20516*b^3*c^ 2*g*p*r*x+28500*b^3*c^2*g*p*x^2-3032*b^3*c^2*g*q^2*x-11852*b^3*c^2*g*q*r*x+ 28500*b^3*c^2*g*q*x^2-11220*b^3*c^2*g*r^2*x+35892*b^3*c^2*g*r*x^2-5576*b^3*c^2* p^3*x-12240*b^3*c^2*p^2*q*x-18324*b^3*c^2*p^2*r*x+26492*b^3*c^2*p^2*x^2-7752*b^ 3*c^2*p*q^2*x-25032*b^3*c^2*p*q*r*x+52984*b^3*c^2*p*q*x^2-19920*b^3*c^2*p*r^2*x +65352*b^3*c^2*p*r*x^2-1088*b^3*c^2*q^3*x-6708*b^3*c^2*q^2*r*x+26492*b^3*c^2*q^ 2*x^2-12792*b^3*c^2*q*r^2*x+65352*b^3*c^2*q*r*x^2-7172*b^3*c^2*r^3*x+43836*b^3* c^2*r^2*x^2-428*b^3*c*g^3*p*x-176*b^3*c*g^3*q*x-478*b^3*c*g^3*r*x+378*b^3*c*g^3 *x^2-2180*b^3*c*g^2*p^2*x-2672*b^3*c*g^2*p*q*x-4976*b^3*c*g^2*p*r*x+5452*b^3*c* g^2*p*x^2-492*b^3*c*g^2*q^2*x-2356*b^3*c*g^2*q*r*x+5452*b^3*c*g^2*q*x^2-2796*b^ 3*c*g^2*r^2*x+6912*b^3*c*g^2*r*x^2-3096*b^3*c*g*p^3*x-6600*b^3*c*g*p^2*q*x-\ 10380*b^3*c*g*p^2*r*x+13152*b^3*c*g*p^2*x^2-3912*b^3*c*g*p*q^2*x-13452*b^3*c*g* p*q*r*x+26304*b^3*c*g*p*q*x^2-11472*b^3*c*g*p*r^2*x+32988*b^3*c*g*p*r*x^2-408*b ^3*c*g*q^3*x-3072*b^3*c*g*q^2*r*x+13152*b^3*c*g*q^2*x^2-6852*b^3*c*g*q*r^2*x+ 32988*b^3*c*g*q*r*x^2-4188*b^3*c*g*r^3*x+23532*b^3*c*g*r^2*x^2-1340*b^3*c*p^4*x -4120*b^3*c*p^3*q*x-5896*b^3*c*p^3*r*x+8020*b^3*c*p^3*x^2-4320*b^3*c*p^2*q^2*x-\ 12948*b^3*c*p^2*q*r*x+24060*b^3*c*p^2*q*x^2-9648*b^3*c*p^2*r^2*x+29400*b^3*c*p^ 2*r*x^2-1640*b^3*c*p*q^3*x-8208*b^3*c*p*q^2*r*x+24060*b^3*c*p*q^2*x^2-13536*b^3 *c*p*q*r^2*x+58800*b^3*c*p*q*r*x^2-6968*b^3*c*p*r^3*x+38724*b^3*c*p*r^2*x^2-100 *b^3*c*q^4*x-1156*b^3*c*q^3*r*x+8020*b^3*c*q^3*x^2-3888*b^3*c*q^2*r^2*x+29400*b ^3*c*q^2*r*x^2-4708*b^3*c*q*r^3*x+38724*b^3*c*q*r^2*x^2-1876*b^3*c*r^4*x+17344* b^3*c*r^3*x^2-126*b^3*g^3*p^2*x-126*b^3*g^3*p*q*x-315*b^3*g^3*p*r*x+189*b^3*g^3 *p*x^2-63*b^3*g^3*q*r*x+189*b^3*g^3*q*x^2-189*b^3*g^3*r^2*x+189*b^3*g^3*r*x^2-\ 378*b^3*g^2*p^3*x-756*b^3*g^2*p^2*q*x-1323*b^3*g^2*p^2*r*x+1297*b^3*g^2*p^2*x^2 -378*b^3*g^2*p*q^2*x-1512*b^3*g^2*p*q*r*x+2594*b^3*g^2*p*q*x^2-1512*b^3*g^2*p*r ^2*x+3324*b^3*g^2*p*r*x^2-189*b^3*g^2*q^2*r*x+1297*b^3*g^2*q^2*x^2-756*b^3*g^2* q*r^2*x+3324*b^3*g^2*q*r*x^2-567*b^3*g^2*r^3*x+2757*b^3*g^2*r^2*x^2-378*b^3*g*p ^4*x-1134*b^3*g*p^3*q*x-1701*b^3*g*p^3*r*x+2015*b^3*g*p^3*x^2-1134*b^3*g*p^2*q^ 2*x-3591*b^3*g*p^2*q*r*x+6045*b^3*g*p^2*q*x^2-2835*b^3*g*p^2*r^2*x+7539*b^3*g*p ^2*r*x^2-378*b^3*g*p*q^3*x-2079*b^3*g*p*q^2*r*x+6045*b^3*g*p*q^2*x^2-3780*b^3*g *p*q*r^2*x+15078*b^3*g*p*q*r*x^2-2079*b^3*g*p*r^3*x+10527*b^3*g*p*r^2*x^2-189*b ^3*g*q^3*r*x+2015*b^3*g*q^3*x^2-945*b^3*g*q^2*r^2*x+7539*b^3*g*q^2*r*x^2-1323*b ^3*g*q*r^3*x+10527*b^3*g*q*r^2*x^2-567*b^3*g*r^4*x+5003*b^3*g*r^3*x^2-126*b^3*p ^5*x-504*b^3*p^4*q*x-693*b^3*p^4*r*x+907*b^3*p^4*x^2-756*b^3*p^3*q^2*x-2142*b^3 *p^3*q*r*x+3628*b^3*p^3*q*x^2-1512*b^3*p^3*r^2*x+4386*b^3*p^3*r*x^2-504*b^3*p^2 *q^3*x-2268*b^3*p^2*q^2*r*x+5442*b^3*p^2*q^2*x^2-3402*b^3*p^2*q*r^2*x+13158*b^3 *p^2*q*r*x^2-1638*b^3*p^2*r^3*x+8490*b^3*p^2*r^2*x^2-126*b^3*p*q^4*x-882*b^3*p* q^3*r*x+3628*b^3*p*q^3*x^2-2268*b^3*p*q^2*r^2*x+13158*b^3*p*q^2*r*x^2-2394*b^3* p*q*r^3*x+16980*b^3*p*q*r^2*x^2-882*b^3*p*r^4*x+7450*b^3*p*r^3*x^2-63*b^3*q^4*r *x+907*b^3*q^4*x^2-378*b^3*q^3*r^2*x+4386*b^3*q^3*r*x^2-756*b^3*q^2*r^3*x+8490* b^3*q^2*r^2*x^2-630*b^3*q*r^4*x+7450*b^3*q*r^3*x^2-189*b^3*r^5*x+2439*b^3*r^4*x ^2-4800*b^2*c^6*x-8512*b^2*c^5*g*x-15264*b^2*c^5*p*x-9568*b^2*c^5*q*x-15936*b^2 *c^5*r*x+32192*b^2*c^5*x^2-5568*b^2*c^4*g^2*x-22752*b^2*c^4*g*p*x-13936*b^2*c^4 *g*q*x-23832*b^2*c^4*g*r*x+45128*b^2*c^4*g*x^2-19440*b^2*c^4*p^2*x-26848*b^2*c^ 4*p*q*x-41472*b^2*c^4*p*r*x+73104*b^2*c^4*p*x^2-7408*b^2*c^4*q^2*x-26096*b^2*c^ 4*q*r*x+73104*b^2*c^4*q*x^2-22032*b^2*c^4*r^2*x+90240*b^2*c^4*r*x^2-1584*b^2*c^ 3*g^3*x-12160*b^2*c^3*g^2*p*x-7088*b^2*c^3*g^2*q*x-12800*b^2*c^3*g^2*r*x+21776* b^2*c^3*g^2*x^2-23368*b^2*c^3*g*p^2*x-31712*b^2*c^3*g*p*q*x-50224*b^2*c^3*g*p*r *x+82424*b^2*c^3*g*p*x^2-8344*b^2*c^3*g*q^2*x-30544*b^2*c^3*g*q*r*x+82424*b^2*c ^3*g*q*x^2-26856*b^2*c^3*g*r^2*x+102600*b^2*c^3*g*r*x^2-12792*b^2*c^3*p^3*x-\ 28344*b^2*c^3*p^2*q*x-41448*b^2*c^3*p^2*r*x+66184*b^2*c^3*p^2*x^2-18312*b^2*c^3 *p*q^2*x-57552*b^2*c^3*p*q*r*x+132368*b^2*c^3*p*q*x^2-44520*b^2*c^3*p*r^2*x+ 161808*b^2*c^3*p*r*x^2-2760*b^2*c^3*q^3*x-16104*b^2*c^3*q^2*r*x+66184*b^2*c^3*q ^2*x^2-29208*b^2*c^3*q*r^2*x+161808*b^2*c^3*q*r*x^2-15864*b^2*c^3*r^3*x+105624* b^2*c^3*r^2*x^2-164*b^2*c^2*g^4*x-2728*b^2*c^2*g^3*p*x-1420*b^2*c^2*g^3*q*x-\ 2894*b^2*c^2*g^3*r*x+4026*b^2*c^2*g^3*x^2-9552*b^2*c^2*g^2*p^2*x-12500*b^2*c^2* g^2*p*q*x-20850*b^2*c^2*g^2*p*r*x+30214*b^2*c^2*g^2*p*x^2-2948*b^2*c^2*g^2*q^2* x-11710*b^2*c^2*g^2*q*r*x+30214*b^2*c^2*g^2*q*x^2-11298*b^2*c^2*g^2*r^2*x+38082 *b^2*c^2*g^2*r*x^2-11616*b^2*c^2*g*p^3*x-25380*b^2*c^2*g*p^2*q*x-38010*b^2*c^2* g*p^2*r*x+56250*b^2*c^2*g*p^2*x^2-15912*b^2*c^2*g*p*q^2*x-51528*b^2*c^2*g*p*q*r *x+112500*b^2*c^2*g*p*q*x^2-41172*b^2*c^2*g*p*r^2*x+138876*b^2*c^2*g*p*r*x^2-\ 2148*b^2*c^2*g*q^3*x-13518*b^2*c^2*g*q^2*r*x+56250*b^2*c^2*g*q^2*x^2-26148*b^2* c^2*g*q*r^2*x+138876*b^2*c^2*g*q*r*x^2-14778*b^2*c^2*g*r^3*x+93210*b^2*c^2*g*r^ 2*x^2-4608*b^2*c^2*p^4*x-14312*b^2*c^2*p^3*q*x-20028*b^2*c^2*p^3*r*x+29860*b^2* c^2*p^3*x^2-15288*b^2*c^2*p^2*q^2*x-44688*b^2*c^2*p^2*q*r*x+89580*b^2*c^2*p^2*q *x^2-32436*b^2*c^2*p^2*r^2*x+108324*b^2*c^2*p^2*r*x^2-6072*b^2*c^2*p*q^3*x-\ 29292*b^2*c^2*p*q^2*r*x+89580*b^2*c^2*p*q^2*x^2-46440*b^2*c^2*p*q*r^2*x+216648* b^2*c^2*p*q*r*x^2-23220*b^2*c^2*p*r^3*x+138948*b^2*c^2*p*r^2*x^2-488*b^2*c^2*q^ 4*x-4632*b^2*c^2*q^3*r*x+29860*b^2*c^2*q^3*x^2-14004*b^2*c^2*q^2*r^2*x+108324*b ^2*c^2*q^2*r*x^2-16064*b^2*c^2*q*r^3*x+138948*b^2*c^2*q*r^2*x^2-6204*b^2*c^2*r^ 4*x+60484*b^2*c^2*r^3*x^2-214*b^2*c*g^4*p*x-82*b^2*c*g^4*q*x-230*b^2*c*g^4*r*x+ 198*b^2*c*g^4*x^2-1496*b^2*c*g^3*p^2*x-1810*b^2*c*g^3*p*q*x-3383*b^2*c*g^3*p*r* x+3837*b^2*c*g^3*p*x^2-314*b^2*c*g^3*q^2*x-1547*b^2*c*g^3*q*r*x+3837*b^2*c*g^3* q*x^2-1887*b^2*c*g^3*r^2*x+4869*b^2*c*g^3*r*x^2-3224*b^2*c*g^2*p^3*x-6846*b^2*c *g^2*p^2*q*x-10773*b^2*c*g^2*p^2*r*x+13921*b^2*c*g^2*p^2*x^2-4020*b^2*c*g^2*p*q ^2*x-13860*b^2*c*g^2*p*q*r*x+27842*b^2*c*g^2*p*q*x^2-11874*b^2*c*g^2*p*r^2*x+ 34944*b^2*c*g^2*p*r*x^2-398*b^2*c*g^2*q^3*x-3087*b^2*c*g^2*q^2*r*x+13921*b^2*c* g^2*q^2*x^2-7014*b^2*c*g^2*q*r^2*x+34944*b^2*c*g^2*q*r*x^2-4325*b^2*c*g^2*r^3*x +24957*b^2*c*g^2*r^2*x^2-2806*b^2*c*g*p^4*x-8616*b^2*c*g*p^3*q*x-12332*b^2*c*g* p^3*r*x+16996*b^2*c*g*p^3*x^2-9012*b^2*c*g*p^2*q^2*x-27030*b^2*c*g*p^2*q*r*x+ 50988*b^2*c*g*p^2*q*x^2-20160*b^2*c*g*p^2*r^2*x+62346*b^2*c*g*p^2*r*x^2-3400*b^ 2*c*g*p*q^3*x-17064*b^2*c*g*p*q^2*r*x+50988*b^2*c*g*p*q^2*x^2-28212*b^2*c*g*p*q *r^2*x+124692*b^2*c*g*p*q*r*x^2-14548*b^2*c*g*p*r^3*x+82158*b^2*c*g*p*r^2*x^2-\ 198*b^2*c*g*q^4*x-2366*b^2*c*g*q^3*r*x+16996*b^2*c*g*q^3*x^2-8052*b^2*c*g*q^2*r ^2*x+62346*b^2*c*g*q^2*r*x^2-9798*b^2*c*g*q*r^3*x+82158*b^2*c*g*q*r^2*x^2-3914* b^2*c*g*r^4*x+36808*b^2*c*g*r^3*x^2-864*b^2*c*p^5*x-3488*b^2*c*p^4*q*x-4698*b^2 *c*p^4*r*x+6714*b^2*c*p^4*x^2-5312*b^2*c*p^3*q^2*x-14716*b^2*c*p^3*q*r*x+26856* b^2*c*p^3*q*x^2-10152*b^2*c*p^3*r^2*x+32088*b^2*c*p^3*r*x^2-3648*b^2*c*p^2*q^3* x-15960*b^2*c*p^2*q^2*r*x+40284*b^2*c*p^2*q^2*x^2-23220*b^2*c*p^2*q*r^2*x+96264 *b^2*c*p^2*q*r*x^2-10908*b^2*c*p^2*r^3*x+60546*b^2*c*p^2*r^2*x^2-992*b^2*c*p*q^ 4*x-6564*b^2*c*p*q^3*r*x+26856*b^2*c*p*q^3*x^2-15984*b^2*c*p*q^2*r^2*x+96264*b^ 2*c*p*q^2*r*x^2-16244*b^2*c*p*q*r^3*x+121092*b^2*c*p*q*r^2*x^2-5832*b^2*c*p*r^4 *x+51684*b^2*c*p*r^3*x^2-32*b^2*c*q^5*x-622*b^2*c*q^4*r*x+6714*b^2*c*q^4*x^2-\ 2916*b^2*c*q^3*r^2*x+32088*b^2*c*q^3*r*x^2-5336*b^2*c*q^2*r^3*x+60546*b^2*c*q^2 *r^2*x^2-4252*b^2*c*q*r^4*x+51684*b^2*c*q*r^3*x^2-1242*b^2*c*r^5*x+16512*b^2*c* r^4*x^2-66*b^2*g^4*p^2*x-66*b^2*g^4*p*q*x-165*b^2*g^4*p*r*x+99*b^2*g^4*p*x^2-33 *b^2*g^4*q*r*x+99*b^2*g^4*q*x^2-99*b^2*g^4*r^2*x+99*b^2*g^4*r*x^2-264*b^2*g^3*p ^3*x-528*b^2*g^3*p^2*q*x-924*b^2*g^3*p^2*r*x+912*b^2*g^3*p^2*x^2-264*b^2*g^3*p* q^2*x-1056*b^2*g^3*p*q*r*x+1824*b^2*g^3*p*q*x^2-1056*b^2*g^3*p*r^2*x+2340*b^2*g ^3*p*r*x^2-132*b^2*g^3*q^2*r*x+912*b^2*g^3*q^2*x^2-528*b^2*g^3*q*r^2*x+2340*b^2 *g^3*q*r*x^2-396*b^2*g^3*r^3*x+1944*b^2*g^3*r^2*x^2-396*b^2*g^2*p^4*x-1188*b^2* g^2*p^3*q*x-1782*b^2*g^2*p^3*r*x+2129*b^2*g^2*p^3*x^2-1188*b^2*g^2*p^2*q^2*x-\ 3762*b^2*g^2*p^2*q*r*x+6387*b^2*g^2*p^2*q*x^2-2970*b^2*g^2*p^2*r^2*x+7971*b^2*g ^2*p^2*r*x^2-396*b^2*g^2*p*q^3*x-2178*b^2*g^2*p*q^2*r*x+6387*b^2*g^2*p*q^2*x^2-\ 3960*b^2*g^2*p*q*r^2*x+15942*b^2*g^2*p*q*r*x^2-2178*b^2*g^2*p*r^3*x+11139*b^2*g ^2*p*r^2*x^2-198*b^2*g^2*q^3*r*x+2129*b^2*g^2*q^3*x^2-990*b^2*g^2*q^2*r^2*x+ 7971*b^2*g^2*q^2*r*x^2-1386*b^2*g^2*q*r^3*x+11139*b^2*g^2*q*r^2*x^2-594*b^2*g^2 *r^4*x+5297*b^2*g^2*r^3*x^2-264*b^2*g*p^5*x-1056*b^2*g*p^4*q*x-1452*b^2*g*p^4*r *x+1918*b^2*g*p^4*x^2-1584*b^2*g*p^3*q^2*x-4488*b^2*g*p^3*q*r*x+7672*b^2*g*p^3* q*x^2-3168*b^2*g*p^3*r^2*x+9279*b^2*g*p^3*r*x^2-1056*b^2*g*p^2*q^3*x-4752*b^2*g *p^2*q^2*r*x+11508*b^2*g*p^2*q^2*x^2-7128*b^2*g*p^2*q*r^2*x+27837*b^2*g*p^2*q*r *x^2-3432*b^2*g*p^2*r^3*x+17967*b^2*g*p^2*r^2*x^2-264*b^2*g*p*q^4*x-1848*b^2*g* p*q^3*r*x+7672*b^2*g*p*q^3*x^2-4752*b^2*g*p*q^2*r^2*x+27837*b^2*g*p*q^2*r*x^2-\ 5016*b^2*g*p*q*r^3*x+35934*b^2*g*p*q*r^2*x^2-1848*b^2*g*p*r^4*x+15769*b^2*g*p*r ^3*x^2-132*b^2*g*q^4*r*x+1918*b^2*g*q^4*x^2-792*b^2*g*q^3*r^2*x+9279*b^2*g*q^3* r*x^2-1584*b^2*g*q^2*r^3*x+17967*b^2*g*q^2*r^2*x^2-1320*b^2*g*q*r^4*x+15769*b^2 *g*q*r^3*x^2-396*b^2*g*r^5*x+5163*b^2*g*r^4*x^2-66*b^2*p^6*x-330*b^2*p^5*q*x-\ 429*b^2*p^5*r*x+602*b^2*p^5*x^2-660*b^2*p^4*q^2*x-1749*b^2*p^4*q*r*x+3010*b^2*p ^4*q*x^2-1155*b^2*p^4*r^2*x+3549*b^2*p^4*r*x^2-660*b^2*p^3*q^3*x-2706*b^2*p^3*q ^2*r*x+6020*b^2*p^3*q^2*x^2-3696*b^2*p^3*q*r^2*x+14196*b^2*p^3*q*r*x^2-1650*b^2 *p^3*r^3*x+8739*b^2*p^3*r^2*x^2-330*b^2*p^2*q^4*x-1914*b^2*p^2*q^3*r*x+6020*b^2 *p^2*q^3*x^2-4158*b^2*p^2*q^2*r^2*x+21294*b^2*p^2*q^2*r*x^2-3894*b^2*p^2*q*r^3* x+26217*b^2*p^2*q*r^2*x^2-1320*b^2*p^2*r^4*x+10943*b^2*p^2*r^3*x^2-66*b^2*p*q^5 *x-561*b^2*p*q^4*r*x+3010*b^2*p*q^4*x^2-1848*b^2*p*q^3*r^2*x+14196*b^2*p*q^3*r* x^2-2838*b^2*p*q^2*r^3*x+26217*b^2*p*q^2*r^2*x^2-2046*b^2*p*q*r^4*x+21886*b^2*p *q*r^3*x^2-561*b^2*p*r^5*x+6855*b^2*p*r^4*x^2-33*b^2*q^5*r*x+602*b^2*q^5*x^2-\ 231*b^2*q^4*r^2*x+3549*b^2*q^4*r*x^2-594*b^2*q^3*r^3*x+8739*b^2*q^3*r^2*x^2-726 *b^2*q^2*r^4*x+10943*b^2*q^2*r^3*x^2-429*b^2*q*r^5*x+6855*b^2*q*r^4*x^2-99*b^2* r^6*x+1704*b^2*r^5*x^2-2752*b*c^7*x-6144*b*c^6*g*x-10496*b*c^6*p*x-6464*b*c^6*q *x-10720*b*c^6*r*x+24160*b*c^6*x^2-5408*b*c^5*g^2*x-20176*b*c^5*g*p*x-12272*b*c ^5*g*q*x-20624*b*c^5*g*r*x+44720*b*c^5*g*x^2-16288*b*c^5*p^2*x-22400*b*c^5*p*q* x-34288*b*c^5*p*r*x+65632*b*c^5*p*x^2-6112*b*c^5*q^2*x-21424*b*c^5*q*r*x+65632* b*c^5*q*x^2-18000*b*c^5*r^2*x+80736*b*c^5*r*x^2-2336*b*c^4*g^3*x-14968*b*c^4*g^ 2*p*x-8872*b*c^4*g^2*q*x-15320*b*c^4*g^2*r*x+31272*b*c^4*g^2*x^2-26184*b*c^4*g* p^2*x-35696*b*c^4*g*p*q*x-55296*b*c^4*g*p*r*x+101424*b*c^4*g*p*x^2-9512*b*c^4*g *q^2*x-34000*b*c^4*g*q*r*x+101424*b*c^4*g*q*x^2-29112*b*c^4*g*r^2*x+125376*b*c^ 4*g*r*x^2-13504*b*c^4*p^3*x-29952*b*c^4*p^2*q*x-43368*b*c^4*p^2*r*x+74048*b*c^4 *p^2*x^2-19392*b*c^4*p*q^2*x-60336*b*c^4*p*q*r*x+148096*b*c^4*p*q*x^2-46224*b*c ^4*p*r^2*x+180288*b*c^4*p*r*x^2-2944*b*c^4*q^3*x-16968*b*c^4*q^2*r*x+74048*b*c^ 4*q^2*x^2-30384*b*c^4*q*r^2*x+180288*b*c^4*q*r*x^2-16360*b*c^4*r^3*x+116304*b*c ^4*r^2*x^2-492*b*c^3*g^4*x-5308*b*c^3*g^3*p*x-2980*b*c^3*g^3*q*x-5444*b*c^3*g^3 *r*x+10028*b*c^3*g^3*x^2-15688*b*c^3*g^2*p^2*x-21008*b*c^3*g^2*p*q*x-33364*b*c^ 3*g^2*p*r*x+57040*b*c^3*g^2*p*x^2-5320*b*c^3*g^2*q^2*x-19780*b*c^3*g^2*q*r*x+ 57040*b*c^3*g^2*q*x^2-17676*b*c^3*g^2*r^2*x+71088*b*c^3*g^2*r*x^2-17412*b*c^3*g *p^3*x-38364*b*c^3*g*p^2*q*x-56172*b*c^3*g*p^2*r*x+91688*b*c^3*g*p^2*x^2-24492* b*c^3*g*p*q^2*x-77304*b*c^3*g*p*q*r*x+183376*b*c^3*g*p*q*x^2-60108*b*c^3*g*p*r^ 2*x+224448*b*c^3*g*p*r*x^2-3540*b*c^3*g*q^3*x-21132*b*c^3*g*q^2*r*x+91688*b*c^3 *g*q^2*x^2-38940*b*c^3*g*q*r^2*x+224448*b*c^3*g*q*r*x^2-21348*b*c^3*g*r^3*x+ 146664*b*c^3*g*r^2*x^2-6508*b*c^3*p^4*x-20272*b*c^3*p^3*q*x-28100*b*c^3*p^3*r*x +44416*b*c^3*p^3*x^2-21768*b*c^3*p^2*q^2*x-62988*b*c^3*p^2*q*r*x+133248*b*c^3*p ^2*q*x^2-45252*b*c^3*p^2*r^2*x+160368*b*c^3*p^2*r*x^2-8752*b*c^3*p*q^3*x-41676* b*c^3*p*q^2*r*x+133248*b*c^3*p*q^2*x^2-65160*b*c^3*p*q*r^2*x+320736*b*c^3*p*q*r *x^2-32236*b*c^3*p*r^3*x+203328*b*c^3*p*r^2*x^2-748*b*c^3*q^4*x-6788*b*c^3*q^3* r*x+44416*b*c^3*q^3*x^2-19908*b*c^3*q^2*r^2*x+160368*b*c^3*q^2*r*x^2-22444*b*c^ 3*q*r^3*x+203328*b*c^3*q*r^2*x^2-8576*b*c^3*r^4*x+87376*b*c^3*r^3*x^2-40*b*c^2* g^5*x-890*b*c^2*g^4*p*x-442*b*c^2*g^4*q*x-916*b*c^2*g^4*r*x+1384*b*c^2*g^4*x^2-\ 4266*b*c^2*g^3*p^2*x-5508*b*c^2*g^3*p*q*x-9216*b*c^2*g^3*p*r*x+13896*b*c^2*g^3* p*x^2-1242*b*c^2*g^3*q^2*x-5028*b*c^2*g^3*q*r*x+13896*b*c^2*g^3*q*x^2-4950*b*c^ 2*g^3*r^2*x+17532*b*c^2*g^3*r*x^2-7886*b*c^2*g^2*p^3*x-17142*b*c^2*g^2*p^2*q*x-\ 25698*b*c^2*g^2*p^2*r*x+38866*b*c^2*g^2*p^2*x^2-10626*b*c^2*g^2*p*q^2*x-34536*b *c^2*g^2*p*q*r*x+77732*b*c^2*g^2*p*q*x^2-27738*b*c^2*g^2*p*r^2*x+96060*b*c^2*g^ 2*p*r*x^2-1370*b*c^2*g^2*q^3*x-8838*b*c^2*g^2*q^2*r*x+38866*b*c^2*g^2*q^2*x^2-\ 17394*b*c^2*g^2*q*r^2*x+96060*b*c^2*g^2*q*r*x^2-9926*b*c^2*g^2*r^3*x+64554*b*c^ 2*g^2*r^2*x^2-6302*b*c^2*g*p^4*x-19528*b*c^2*g*p^3*q*x-27352*b*c^2*g*p^3*r*x+ 41296*b*c^2*g*p^3*x^2-20772*b*c^2*g*p^2*q^2*x-60828*b*c^2*g*p^2*q*r*x+123888*b* c^2*g*p^2*q*x^2-44244*b*c^2*g*p^2*r^2*x+149976*b*c^2*g*p^2*r*x^2-8168*b*c^2*g*p *q^3*x-39600*b*c^2*g*p*q^2*r*x+123888*b*c^2*g*p*q^2*x^2-63072*b*c^2*g*p*q*r^2*x +299952*b*c^2*g*p*q*r*x^2-31640*b*c^2*g*p*r^3*x+192564*b*c^2*g*p*r^2*x^2-622*b* c^2*g*q^4*x-6124*b*c^2*g*q^3*r*x+41296*b*c^2*g*q^3*x^2-18828*b*c^2*g*q^2*r^2*x+ 149976*b*c^2*g*q^2*r*x^2-21772*b*c^2*g*q*r^3*x+192564*b*c^2*g*q*r^2*x^2-8446*b* c^2*g*r^4*x+83884*b*c^2*g*r^3*x^2-1832*b*c^2*p^5*x-7420*b*c^2*p^4*q*x-9908*b*c^ 2*p^4*r*x+14942*b*c^2*p^4*x^2-11360*b*c^2*p^3*q^2*x-31184*b*c^2*p^3*q*r*x+59768 *b*c^2*p^3*q*x^2-21312*b*c^2*p^3*r^2*x+71040*b*c^2*p^3*r*x^2-7880*b*c^2*p^2*q^3 *x-34104*b*c^2*p^2*q^2*r*x+89652*b*c^2*p^2*q^2*x^2-49032*b*c^2*p^2*q*r^2*x+ 213120*b*c^2*p^2*q*r*x^2-22808*b*c^2*p^2*r^3*x+132552*b*c^2*p^2*r^2*x^2-2200*b* c^2*p*q^4*x-14288*b*c^2*p*q^3*r*x+59768*b*c^2*p*q^3*x^2-34128*b*c^2*p*q^2*r^2*x +213120*b*c^2*p*q^2*r*x^2-34192*b*c^2*p*q*r^3*x+265104*b*c^2*p*q*r^2*x^2-12152* b*c^2*p*r^4*x+111752*b*c^2*p*r^3*x^2-92*b*c^2*q^5*x-1460*b*c^2*q^4*r*x+14942*b* c^2*q^4*x^2-6408*b*c^2*q^3*r^2*x+71040*b*c^2*q^3*r*x^2-11384*b*c^2*q^2*r^3*x+ 132552*b*c^2*q^2*r^2*x^2-8924*b*c^2*q*r^4*x+111752*b*c^2*q*r^3*x^2-2580*b*c^2*r ^5*x+35298*b*c^2*r^4*x^2-56*b*c*g^5*p*x-20*b*c*g^5*q*x-58*b*c*g^5*r*x+54*b*c*g^ 5*x^2-502*b*c*g^4*p^2*x-600*b*c*g^4*p*q*x-1126*b*c*g^4*p*r*x+1318*b*c*g^4*p*x^2 -98*b*c*g^4*q^2*x-498*b*c*g^4*q*r*x+1318*b*c*g^4*q*x^2-624*b*c*g^4*r^2*x+1674*b *c*g^4*r*x^2-1458*b*c*g^3*p^3*x-3084*b*c*g^3*p^2*q*x-4857*b*c*g^3*p^2*r*x+6393* b*c*g^3*p^2*x^2-1794*b*c*g^3*p*q^2*x-6204*b*c*g^3*p*q*r*x+12786*b*c*g^3*p*q*x^2 -5340*b*c*g^3*p*r^2*x+16062*b*c*g^3*p*r*x^2-168*b*c*g^3*q^3*x-1347*b*c*g^3*q^2* r*x+6393*b*c*g^3*q^2*x^2-3120*b*c*g^3*q*r^2*x+16062*b*c*g^3*q*r*x^2-1941*b*c*g^ 3*r^3*x+11487*b*c*g^3*r^2*x^2-1914*b*c*g^2*p^4*x-5868*b*c*g^2*p^3*q*x-8403*b*c* g^2*p^3*r*x+11722*b*c*g^2*p^3*x^2-6120*b*c*g^2*p^2*q^2*x-18375*b*c*g^2*p^2*q*r* x+35166*b*c*g^2*p^2*q*x^2-13725*b*c*g^2*p^2*r^2*x+43038*b*c*g^2*p^2*r*x^2-2292* b*c*g^2*p*q^3*x-11541*b*c*g^2*p*q^2*r*x+35166*b*c*g^2*p*q^2*x^2-19146*b*c*g^2*p *q*r^2*x+86076*b*c*g^2*p*q*r*x^2-9897*b*c*g^2*p*r^3*x+56772*b*c*g^2*p*r^2*x^2-\ 126*b*c*g^2*q^4*x-1569*b*c*g^2*q^3*r*x+11722*b*c*g^2*q^3*x^2-5421*b*c*g^2*q^2*r ^2*x+43038*b*c*g^2*q^2*r*x^2-6639*b*c*g^2*q*r^3*x+56772*b*c*g^2*q*r^2*x^2-2661* b*c*g^2*r^4*x+25456*b*c*g^2*r^3*x^2-1182*b*c*g*p^5*x-4768*b*c*g*p^4*q*x-6426*b* c*g*p^4*r*x+9267*b*c*g*p^4*x^2-7252*b*c*g*p^3*q^2*x-20108*b*c*g*p^3*q*r*x+37068 *b*c*g*p^3*q*x^2-13884*b*c*g*p^3*r^2*x+44328*b*c*g*p^3*r*x^2-4968*b*c*g*p^2*q^3 *x-21768*b*c*g*p^2*q^2*r*x+55602*b*c*g*p^2*q^2*x^2-31716*b*c*g*p^2*q*r^2*x+ 132984*b*c*g*p^2*q*r*x^2-14916*b*c*g*p^2*r^3*x+83712*b*c*g*p^2*r^2*x^2-1342*b*c *g*p*q^4*x-8916*b*c*g*p*q^3*r*x+37068*b*c*g*p*q^3*x^2-21780*b*c*g*p*q^2*r^2*x+ 132984*b*c*g*p*q^2*r*x^2-22180*b*c*g*p*q*r^3*x+167424*b*c*g*p*q*r^2*x^2-7974*b* c*g*p*r^4*x+71508*b*c*g*p*r^3*x^2-40*b*c*g*q^5*x-830*b*c*g*q^4*r*x+9267*b*c*g*q ^4*x^2-3948*b*c*g*q^3*r^2*x+44328*b*c*g*q^3*r*x^2-7264*b*c*g*q^2*r^3*x+83712*b* c*g*q^2*r^2*x^2-5804*b*c*g*q*r^4*x+71508*b*c*g*q*r^3*x^2-1698*b*c*g*r^5*x+22857 *b*c*g*r^4*x^2-280*b*c*p^6*x-1404*b*c*p^5*q*x-1812*b*c*p^5*r*x+2674*b*c*p^5*x^2 -2820*b*c*p^4*q^2*x-7416*b*c*p^4*q*r*x+13370*b*c*p^4*q*x^2-4860*b*c*p^4*r^2*x+ 15678*b*c*p^4*r*x^2-2840*b*c*p^3*q^3*x-11544*b*c*p^3*q^2*r*x+26740*b*c*p^3*q^2* x^2-15624*b*c*p^3*q*r^2*x+62712*b*c*p^3*q*r*x^2-6920*b*c*p^3*r^3*x+38208*b*c*p^ 3*r^2*x^2-1440*b*c*p^2*q^4*x-8256*b*c*p^2*q^3*r*x+26740*b*c*p^2*q^3*x^2-17712*b *c*p^2*q^2*r^2*x+94068*b*c*p^2*q^2*r*x^2-16416*b*c*p^2*q*r^3*x+114624*b*c*p^2*q *r^2*x^2-5520*b*c*p^2*r^4*x+47296*b*c*p^2*r^3*x^2-300*b*c*p*q^5*x-2484*b*c*p*q^ 4*r*x+13370*b*c*p*q^4*x^2-7992*b*c*p*q^3*r^2*x+62712*b*c*p*q^3*r*x^2-12072*b*c* p*q^2*r^3*x+114624*b*c*p*q^2*r^2*x^2-8604*b*c*p*q*r^4*x+94592*b*c*p*q*r^3*x^2-\ 2340*b*c*p*r^5*x+29310*b*c*p*r^4*x^2-4*b*c*q^6*x-168*b*c*q^5*r*x+2674*b*c*q^5*x ^2-1044*b*c*q^4*r^2*x+15678*b*c*q^4*r*x^2-2576*b*c*q^3*r^3*x+38208*b*c*q^3*r^2* x^2-3084*b*c*q^2*r^4*x+47296*b*c*q^2*r^3*x^2-1800*b*c*q*r^5*x+29310*b*c*q*r^4*x ^2-412*b*c*r^6*x+7218*b*c*r^5*x^2-18*b*g^5*p^2*x-18*b*g^5*p*q*x-45*b*g^5*p*r*x+ 27*b*g^5*p*x^2-9*b*g^5*q*r*x+27*b*g^5*q*x^2-27*b*g^5*r^2*x+27*b*g^5*r*x^2-90*b* g^4*p^3*x-180*b*g^4*p^2*q*x-315*b*g^4*p^2*r*x+313*b*g^4*p^2*x^2-90*b*g^4*p*q^2* x-360*b*g^4*p*q*r*x+626*b*g^4*p*q*x^2-360*b*g^4*p*r^2*x+804*b*g^4*p*r*x^2-45*b* g^4*q^2*r*x+313*b*g^4*q^2*x^2-180*b*g^4*q*r^2*x+804*b*g^4*q*r*x^2-135*b*g^4*r^3 *x+669*b*g^4*r^2*x^2-180*b*g^3*p^4*x-540*b*g^3*p^3*q*x-810*b*g^3*p^3*r*x+976*b* g^3*p^3*x^2-540*b*g^3*p^2*q^2*x-1710*b*g^3*p^2*q*r*x+2928*b*g^3*p^2*q*x^2-1350* b*g^3*p^2*r^2*x+3657*b*g^3*p^2*r*x^2-180*b*g^3*p*q^3*x-990*b*g^3*p*q^2*r*x+2928 *b*g^3*p*q^2*x^2-1800*b*g^3*p*q*r^2*x+7314*b*g^3*p*q*r*x^2-990*b*g^3*p*r^3*x+ 5115*b*g^3*p*r^2*x^2-90*b*g^3*q^3*r*x+976*b*g^3*q^3*x^2-450*b*g^3*q^2*r^2*x+ 3657*b*g^3*q^2*r*x^2-630*b*g^3*q*r^3*x+5115*b*g^3*q*r^2*x^2-270*b*g^3*r^4*x+ 2434*b*g^3*r^3*x^2-180*b*g^2*p^5*x-720*b*g^2*p^4*q*x-990*b*g^2*p^4*r*x+1320*b*g ^2*p^4*x^2-1080*b*g^2*p^3*q^2*x-3060*b*g^2*p^3*q*r*x+5280*b*g^2*p^3*q*x^2-2160* b*g^2*p^3*r^2*x+6390*b*g^2*p^3*r*x^2-720*b*g^2*p^2*q^3*x-3240*b*g^2*p^2*q^2*r*x +7920*b*g^2*p^2*q^2*x^2-4860*b*g^2*p^2*q*r^2*x+19170*b*g^2*p^2*q*r*x^2-2340*b*g ^2*p^2*r^3*x+12381*b*g^2*p^2*r^2*x^2-180*b*g^2*p*q^4*x-1260*b*g^2*p*q^3*r*x+ 5280*b*g^2*p*q^3*x^2-3240*b*g^2*p*q^2*r^2*x+19170*b*g^2*p*q^2*r*x^2-3420*b*g^2* p*q*r^3*x+24762*b*g^2*p*q*r^2*x^2-1260*b*g^2*p*r^4*x+10872*b*g^2*p*r^3*x^2-90*b *g^2*q^4*r*x+1320*b*g^2*q^4*x^2-540*b*g^2*q^3*r^2*x+6390*b*g^2*q^3*r*x^2-1080*b *g^2*q^2*r^3*x+12381*b*g^2*q^2*r^2*x^2-900*b*g^2*q*r^4*x+10872*b*g^2*q*r^3*x^2-\ 270*b*g^2*r^5*x+3561*b*g^2*r^4*x^2-90*b*g*p^6*x-450*b*g*p^5*q*x-585*b*g*p^5*r*x +829*b*g*p^5*x^2-900*b*g*p^4*q^2*x-2385*b*g*p^4*q*r*x+4145*b*g*p^4*q*x^2-1575*b *g*p^4*r^2*x+4890*b*g*p^4*r*x^2-900*b*g*p^3*q^3*x-3690*b*g*p^3*q^2*r*x+8290*b*g *p^3*q^2*x^2-5040*b*g*p^3*q*r^2*x+19560*b*g*p^3*q*r*x^2-2250*b*g*p^3*r^3*x+ 12048*b*g*p^3*r^2*x^2-450*b*g*p^2*q^4*x-2610*b*g*p^2*q^3*r*x+8290*b*g*p^2*q^3*x ^2-5670*b*g*p^2*q^2*r^2*x+29340*b*g*p^2*q^2*r*x^2-5310*b*g*p^2*q*r^3*x+36144*b* g*p^2*q*r^2*x^2-1800*b*g*p^2*r^4*x+15094*b*g*p^2*r^3*x^2-90*b*g*p*q^5*x-765*b*g *p*q^4*r*x+4145*b*g*p*q^4*x^2-2520*b*g*p*q^3*r^2*x+19560*b*g*p*q^3*r*x^2-3870*b *g*p*q^2*r^3*x+36144*b*g*p*q^2*r^2*x^2-2790*b*g*p*q*r^4*x+30188*b*g*p*q*r^3*x^2 -765*b*g*p*r^5*x+9459*b*g*p*r^4*x^2-45*b*g*q^5*r*x+829*b*g*q^5*x^2-315*b*g*q^4* r^2*x+4890*b*g*q^4*r*x^2-810*b*g*q^3*r^3*x+12048*b*g*q^3*r^2*x^2-990*b*g*q^2*r^ 4*x+15094*b*g*q^2*r^3*x^2-585*b*g*q*r^5*x+9459*b*g*q*r^4*x^2-135*b*g*r^6*x+2352 *b*g*r^5*x^2-18*b*p^7*x-108*b*p^6*q*x-135*b*p^6*r*x+199*b*p^6*x^2-270*b*p^5*q^2 *x-684*b*p^5*q*r*x+1194*b*p^5*q*x^2-432*b*p^5*r^2*x+1380*b*p^5*r*x^2-360*b*p^4* q^3*x-1395*b*p^4*q^2*r*x+2985*b*p^4*q^2*x^2-1800*b*p^4*q*r^2*x+6900*b*p^4*q*r*x ^2-765*b*p^4*r^3*x+4113*b*p^4*r^2*x^2-270*b*p^3*q^4*x-1440*b*p^3*q^3*r*x+3980*b *p^3*q^3*x^2-2880*b*p^3*q^2*r^2*x+13800*b*p^3*q^2*r*x^2-2520*b*p^3*q*r^3*x+ 16452*b*p^3*q*r^2*x^2-810*b*p^3*r^4*x+6632*b*p^3*r^3*x^2-108*b*p^2*q^5*x-765*b* p^2*q^4*r*x+2985*b*p^2*q^4*x^2-2160*b*p^2*q^3*r^2*x+13800*b*p^2*q^3*r*x^2-2970* b*p^2*q^2*r^3*x+24678*b*p^2*q^2*r^2*x^2-1980*b*p^2*q*r^4*x+19896*b*p^2*q*r^3*x^ 2-513*b*p^2*r^5*x+6033*b*p^2*r^4*x^2-18*b*p*q^6*x-180*b*p*q^5*r*x+1194*b*p*q^5* x^2-720*b*p*q^4*r^2*x+6900*b*p*q^4*r*x^2-1440*b*p*q^3*r^3*x+16452*b*p*q^3*r^2*x ^2-1530*b*p*q^2*r^4*x+19896*b*p*q^2*r^3*x^2-828*b*p*q*r^5*x+12066*b*p*q*r^4*x^2 -180*b*p*r^6*x+2916*b*p*r^5*x^2-9*b*q^6*r*x+199*b*q^6*x^2-72*b*q^5*r^2*x+1380*b *q^5*r*x^2-225*b*q^4*r^3*x+4113*b*q^4*r^2*x^2-360*b*q^3*r^4*x+6632*b*q^3*r^3*x^ 2-315*b*q^2*r^5*x+6033*b*q^2*r^4*x^2-144*b*q*r^6*x+2916*b*q*r^5*x^2-27*b*r^7*x+ 583*b*r^6*x^2-640*c^8*x-1728*c^7*g*x-2880*c^7*p*x-1728*c^7*q*x-2880*c^7*r*x+ 7104*c^7*x^2-1920*c^6*g^2*x-6816*c^6*g*p*x-4064*c^6*g*q*x-6816*c^6*g*r*x+16416* c^6*g*x^2-5312*c^6*p^2*x-7232*c^6*p*q*x-11072*c^6*p*r*x+22496*c^6*p*x^2-1920*c^ 6*q^2*x-6784*c^6*q*r*x+22496*c^6*q*x^2-5760*c^6*r^2*x+27648*c^6*r*x^2-1120*c^5* g^3*x-6528*c^5*g^2*p*x-3840*c^5*g^2*q*x-6528*c^5*g^2*r*x+15168*c^5*g^2*x^2-\ 10784*c^5*g*p^2*x-14624*c^5*g*p*q*x-22496*c^5*g*p*r*x+44560*c^5*g*p*x^2-3840*c^ 5*g*q^2*x-13696*c^5*g*q*r*x+44560*c^5*g*q*x^2-11712*c^5*g*r^2*x+54912*c^5*g*r*x ^2-5344*c^5*p^3*x-11808*c^5*p^2*q*x-17088*c^5*p^2*r*x+30432*c^5*p^2*x^2-7584*c^ 5*p*q^2*x-23616*c^5*p*q*r*x+60864*c^5*p*q*x^2-18144*c^5*p*r^2*x+74016*c^5*p*r*x ^2-1120*c^5*q^3*x-6528*c^5*q^2*r*x+30432*c^5*q^2*x^2-11808*c^5*q*r^2*x+74016*c^ 5*q*r*x^2-6400*c^5*r^3*x+47616*c^5*r^2*x^2-360*c^4*g^4*x-3216*c^4*g^3*p*x-1840* c^4*g^3*q*x-3216*c^4*g^3*r*x+7056*c^4*g^3*x^2-8640*c^4*g^2*p^2*x-11616*c^4*g^2* p*q*x-18072*c^4*g^2*p*r*x+34368*c^4*g^2*p*x^2-2976*c^4*g^2*q^2*x-10824*c^4*g^2* q*r*x+34368*c^4*g^2*q*x^2-9432*c^4*g^2*r^2*x+42552*c^4*g^2*r*x^2-9040*c^4*g*p^3 *x-19920*c^4*g*p^2*q*x-28944*c^4*g*p^2*r*x+50224*c^4*g*p^2*x^2-12720*c^4*g*p*q^ 2*x-39840*c^4*g*p*q*r*x+100448*c^4*g*p*q*x^2-30768*c^4*g*p*r^2*x+122496*c^4*g*p *r*x^2-1840*c^4*g*q^3*x-10896*c^4*g*q^2*r*x+50224*c^4*g*q^2*x^2-19920*c^4*g*q*r ^2*x+122496*c^4*g*q*r*x^2-10864*c^4*g*r^3*x+79224*c^4*g*r^2*x^2-3240*c^4*p^4*x-\ 10080*c^4*p^3*q*x-13968*c^4*p^3*r*x+22800*c^4*p^3*x^2-10800*c^4*p^2*q^2*x-31248 *c^4*p^2*q*r*x+68400*c^4*p^2*q*x^2-22464*c^4*p^2*r^2*x+82224*c^4*p^2*r*x^2-4320 *c^4*p*q^3*x-20592*c^4*p*q^2*r*x+68400*c^4*p*q^2*x^2-32256*c^4*p*q*r^2*x+164448 *c^4*p*q*r*x^2-15984*c^4*p*r^3*x+103968*c^4*p*r^2*x^2-360*c^4*q^4*x-3312*c^4*q^ 3*r*x+22800*c^4*q^3*x^2-9792*c^4*q^2*r^2*x+82224*c^4*q^2*r*x^2-11088*c^4*q*r^3* x+103968*c^4*q*r^2*x^2-4248*c^4*r^4*x+44544*c^4*r^3*x^2-60*c^3*g^5*x-852*c^3*g^ 4*p*x-460*c^3*g^4*q*x-852*c^3*g^4*r*x+1692*c^3*g^4*x^2-3440*c^3*g^3*p^2*x-4544* c^3*g^3*p*q*x-7244*c^3*g^3*p*r*x+12856*c^3*g^3*p*x^2-1104*c^3*g^3*q^2*x-4180*c^ 3*g^3*q*r*x+12856*c^3*g^3*q*x^2-3804*c^3*g^3*r^2*x+16044*c^3*g^3*r*x^2-5808*c^3 *g^2*p^3*x-12720*c^3*g^2*p^2*q*x-18672*c^3*g^2*p^2*r*x+31032*c^3*g^2*p^2*x^2-\ 8016*c^3*g^2*p*q^2*x-25440*c^3*g^2*p*q*r*x+62064*c^3*g^2*p*q*x^2-19920*c^3*g^2* p*r^2*x+76080*c^3*g^2*p*r*x^2-1104*c^3*g^2*q^3*x-6768*c^3*g^2*q^2*r*x+31032*c^3 *g^2*q^2*x^2-12720*c^3*g^2*q*r^2*x+76080*c^3*g^2*q*r*x^2-7056*c^3*g^2*r^3*x+ 49824*c^3*g^2*r^2*x^2-4380*c^3*g*p^4*x-13600*c^3*g*p^3*q*x-18912*c^3*g*p^3*r*x+ 30088*c^3*g*p^3*x^2-14520*c^3*g*p^2*q^2*x-42192*c^3*g*p^2*q*r*x+90264*c^3*g*p^2 *q*x^2-30456*c^3*g*p^2*r^2*x+108816*c^3*g*p^2*r*x^2-5760*c^3*g*p*q^3*x-27648*c^ 3*g*p*q^2*r*x+90264*c^3*g*p*q^2*x^2-43584*c^3*g*p*q*r^2*x+217632*c^3*g*p*q*r*x^ 2-21696*c^3*g*p*r^3*x+138312*c^3*g*p*r^2*x^2-460*c^3*g*q^4*x-4368*c^3*g*q^3*r*x +30088*c^3*g*q^3*x^2-13128*c^3*g*q^2*r^2*x+108816*c^3*g*q^2*r*x^2-14992*c^3*g*q *r^3*x+138312*c^3*g*q*r^2*x^2-5772*c^3*g*r^4*x+59584*c^3*g*r^3*x^2-1220*c^3*p^5 *x-4940*c^3*p^4*q*x-6596*c^3*p^4*r*x+10220*c^3*p^4*x^2-7560*c^3*p^3*q^2*x-20752 *c^3*p^3*q*r*x+40880*c^3*p^3*q*x^2-14184*c^3*p^3*r^2*x+48528*c^3*p^3*r*x^2-5240 *c^3*p^2*q^3*x-22680*c^3*p^2*q^2*r*x+61320*c^3*p^2*q^2*x^2-32616*c^3*p^2*q*r^2* x+145584*c^3*p^2*q*r*x^2-15176*c^3*p^2*r^3*x+90312*c^3*p^2*r^2*x^2-1460*c^3*p*q ^4*x-9488*c^3*p*q^3*r*x+40880*c^3*p*q^3*x^2-22680*c^3*p*q^2*r^2*x+145584*c^3*p* q^2*r*x^2-22736*c^3*p*q*r^3*x+180624*c^3*p*q*r^2*x^2-8084*c^3*p*r^4*x+75920*c^3 *p*r^3*x^2-60*c^3*q^5*x-964*c^3*q^4*r*x+10220*c^3*q^4*x^2-4248*c^3*q^3*r^2*x+ 48528*c^3*q^3*r*x^2-7560*c^3*q^2*r^3*x+90312*c^3*q^2*r^2*x^2-5932*c^3*q*r^4*x+ 75920*c^3*q*r^3*x^2-1716*c^3*r^5*x+23916*c^3*r^4*x^2-4*c^2*g^6*x-114*c^2*g^5*p* x-54*c^2*g^5*q*x-114*c^2*g^5*r*x+186*c^2*g^5*x^2-700*c^2*g^4*p^2*x-892*c^2*g^4* p*q*x-1498*c^2*g^4*p*r*x+2342*c^2*g^4*p*x^2-192*c^2*g^4*q^2*x-794*c^2*g^4*q*r*x +2342*c^2*g^4*q*x^2-798*c^2*g^4*r^2*x+2958*c^2*g^4*r*x^2-1748*c^2*g^3*p^3*x-\ 3780*c^2*g^3*p^2*q*x-5676*c^2*g^3*p^2*r*x+8748*c^2*g^3*p^2*x^2-2316*c^2*g^3*p*q ^2*x-7560*c^2*g^3*p*q*r*x+17496*c^2*g^3*p*q*x^2-6108*c^2*g^3*p*r^2*x+21648*c^2* g^3*p*r*x^2-284*c^2*g^3*q^3*x-1884*c^2*g^3*q^2*r*x+8748*c^2*g^3*q^2*x^2-3780*c^ 2*g^3*q*r^2*x+21648*c^2*g^3*q*r*x^2-2180*c^2*g^3*r^3*x+14574*c^2*g^3*r^2*x^2-\ 2112*c^2*g^2*p^4*x-6528*c^2*g^2*p^3*q*x-9162*c^2*g^2*p^3*r*x+13956*c^2*g^2*p^3* x^2-6912*c^2*g^2*p^2*q^2*x-20298*c^2*g^2*p^2*q*r*x+41868*c^2*g^2*p^2*q*x^2-\ 14814*c^2*g^2*p^2*r^2*x+50754*c^2*g^2*p^2*r*x^2-2688*c^2*g^2*p*q^3*x-13110*c^2* g^2*p*q^2*r*x+41868*c^2*g^2*p*q^2*x^2-21012*c^2*g^2*p*q*r^2*x+101508*c^2*g^2*p* q*r*x^2-10590*c^2*g^2*p*r^3*x+65298*c^2*g^2*p*r^2*x^2-192*c^2*g^2*q^4*x-1974*c^ 2*g^2*q^3*r*x+13956*c^2*g^2*q^3*x^2-6198*c^2*g^2*q^2*r^2*x+50754*c^2*g^2*q^2*r* x^2-7242*c^2*g^2*q*r^3*x+65298*c^2*g^2*q*r^2*x^2-2826*c^2*g^2*r^4*x+28500*c^2*g ^2*r^3*x^2-1234*c^2*g*p^5*x-4990*c^2*g*p^4*q*x-6682*c^2*g*p^4*r*x+10106*c^2*g*p ^4*x^2-7620*c^2*g*p^3*q^2*x-20984*c^2*g*p^3*q*r*x+40424*c^2*g*p^3*q*x^2-14388*c ^2*g*p^3*r^2*x+48120*c^2*g*p^3*r*x^2-5260*c^2*g*p^2*q^3*x-22860*c^2*g*p^2*q^2*r *x+60636*c^2*g*p^2*q^2*x^2-33012*c^2*g*p^2*q*r^2*x+144360*c^2*g*p^2*q*r*x^2-\ 15412*c^2*g*p^2*r^3*x+89994*c^2*g*p^2*r^2*x^2-1450*c^2*g*p*q^4*x-9496*c^2*g*p*q ^3*r*x+40424*c^2*g*p*q^3*x^2-22860*c^2*g*p*q^2*r^2*x+144360*c^2*g*p*q^2*r*x^2-\ 23032*c^2*g*p*q*r^3*x+179988*c^2*g*p*q*r^2*x^2-8218*c^2*g*p*r^4*x+76052*c^2*g*p *r^3*x^2-54*c^2*g*q^5*x-938*c^2*g*q^4*r*x+10106*c^2*g*q^4*x^2-4236*c^2*g*q^3*r^ 2*x+48120*c^2*g*q^3*r*x^2-7620*c^2*g*q^2*r^3*x+89994*c^2*g*q^2*r^2*x^2-6014*c^2 *g*q*r^4*x+76052*c^2*g*q*r^3*x^2-1746*c^2*g*r^5*x+24072*c^2*g*r^4*x^2-280*c^2*p ^6*x-1404*c^2*p^5*q*x-1812*c^2*p^5*r*x+2742*c^2*p^5*x^2-2820*c^2*p^4*q^2*x-7416 *c^2*p^4*q*r*x+13710*c^2*p^4*q*x^2-4860*c^2*p^4*r^2*x+16056*c^2*p^4*r*x^2-2840* c^2*p^3*q^3*x-11544*c^2*p^3*q^2*r*x+27420*c^2*p^3*q^2*x^2-15624*c^2*p^3*q*r^2*x +64224*c^2*p^3*q*r*x^2-6920*c^2*p^3*r^3*x+39036*c^2*p^3*r^2*x^2-1440*c^2*p^2*q^ 4*x-8256*c^2*p^2*q^3*r*x+27420*c^2*p^2*q^3*x^2-17712*c^2*p^2*q^2*r^2*x+96336*c^ 2*p^2*q^2*r*x^2-16416*c^2*p^2*q*r^3*x+117108*c^2*p^2*q*r^2*x^2-5520*c^2*p^2*r^4 *x+48192*c^2*p^2*r^3*x^2-300*c^2*p*q^5*x-2484*c^2*p*q^4*r*x+13710*c^2*p*q^4*x^2 -7992*c^2*p*q^3*r^2*x+64224*c^2*p*q^3*r*x^2-12072*c^2*p*q^2*r^3*x+117108*c^2*p* q^2*r^2*x^2-8604*c^2*p*q*r^4*x+96384*c^2*p*q*r^3*x^2-2340*c^2*p*r^5*x+29790*c^2 *p*r^4*x^2-4*c^2*q^6*x-168*c^2*q^5*r*x+2742*c^2*q^5*x^2-1044*c^2*q^4*r^2*x+ 16056*c^2*q^4*r*x^2-2576*c^2*q^3*r^3*x+39036*c^2*q^3*r^2*x^2-3084*c^2*q^2*r^4*x +48192*c^2*q^2*r^3*x^2-1800*c^2*q*r^5*x+29790*c^2*q*r^4*x^2-412*c^2*r^6*x+7320* c^2*r^5*x^2-6*c*g^6*p*x-2*c*g^6*q*x-6*c*g^6*r*x+6*c*g^6*x^2-66*c*g^5*p^2*x-78*c *g^5*p*q*x-147*c*g^5*p*r*x+177*c*g^5*p*x^2-12*c*g^5*q^2*x-63*c*g^5*q*r*x+177*c* g^5*q*x^2-81*c*g^5*r^2*x+225*c*g^5*r*x^2-242*c*g^4*p^3*x-510*c*g^4*p^2*q*x-804* c*g^4*p^2*r*x+1076*c*g^4*p^2*x^2-294*c*g^4*p*q^2*x-1020*c*g^4*p*q*r*x+2152*c*g^ 4*p*q*x^2-882*c*g^4*p*r^2*x+2706*c*g^4*p*r*x^2-26*c*g^4*q^3*x-216*c*g^4*q^2*r*x +1076*c*g^4*q^2*x^2-510*c*g^4*q*r^2*x+2706*c*g^4*q*r*x^2-320*c*g^4*r^3*x+1938*c *g^4*r^2*x^2-426*c*g^3*p^4*x-1304*c*g^3*p^3*q*x-1869*c*g^3*p^3*r*x+2634*c*g^3*p ^3*x^2-1356*c*g^3*p^2*q^2*x-4077*c*g^3*p^2*q*r*x+7902*c*g^3*p^2*q*x^2-3051*c*g^ 3*p^2*r^2*x+9681*c*g^3*p^2*r*x^2-504*c*g^3*p*q^3*x-2547*c*g^3*p*q^2*r*x+7902*c* g^3*p*q^2*x^2-4242*c*g^3*p*q*r^2*x+19362*c*g^3*p*q*r*x^2-2199*c*g^3*p*r^3*x+ 12789*c*g^3*p*r^2*x^2-26*c*g^3*q^4*x-339*c*g^3*q^3*r*x+2634*c*g^3*q^3*x^2-1191* c*g^3*q^2*r^2*x+9681*c*g^3*q^2*r*x^2-1469*c*g^3*q*r^3*x+12789*c*g^3*q*r^2*x^2-\ 591*c*g^3*r^4*x+5742*c*g^3*r^3*x^2-396*c*g^2*p^5*x-1596*c*g^2*p^4*q*x-2154*c*g^ 2*p^4*r*x+3126*c*g^2*p^4*x^2-2424*c*g^2*p^3*q^2*x-6732*c*g^2*p^3*q*r*x+12504*c* g^2*p^3*q*x^2-4656*c*g^2*p^3*r^2*x+14970*c*g^2*p^3*r*x^2-1656*c*g^2*p^2*q^3*x-\ 7272*c*g^2*p^2*q^2*r*x+18756*c*g^2*p^2*q^2*x^2-10620*c*g^2*p^2*q*r^2*x+44910*c* g^2*p^2*q*r*x^2-5004*c*g^2*p^2*r^3*x+28317*c*g^2*p^2*r^2*x^2-444*c*g^2*p*q^4*x-\ 2964*c*g^2*p*q^3*r*x+12504*c*g^2*p*q^3*x^2-7272*c*g^2*p*q^2*r^2*x+44910*c*g^2*p *q^2*r*x^2-7428*c*g^2*p*q*r^3*x+56634*c*g^2*p*q*r^2*x^2-2676*c*g^2*p*r^4*x+ 24228*c*g^2*p*r^3*x^2-12*c*g^2*q^5*x-270*c*g^2*q^4*r*x+3126*c*g^2*q^4*x^2-1308* c*g^2*q^3*r^2*x+14970*c*g^2*q^3*r*x^2-2424*c*g^2*q^2*r^3*x+28317*c*g^2*q^2*r^2* x^2-1944*c*g^2*q*r^4*x+24228*c*g^2*q*r^3*x^2-570*c*g^2*r^5*x+7755*c*g^2*r^4*x^2 -188*c*g*p^6*x-942*c*g*p^5*q*x-1218*c*g*p^5*r*x+1805*c*g*p^5*x^2-1890*c*g*p^4*q ^2*x-4980*c*g*p^4*q*r*x+9025*c*g*p^4*q*x^2-3270*c*g*p^4*r^2*x+10596*c*g*p^4*r*x ^2-1900*c*g*p^3*q^3*x-7740*c*g*p^3*q^2*r*x+18050*c*g*p^3*q^2*x^2-10500*c*g*p^3* q*r^2*x+42384*c*g*p^3*q*r*x^2-4660*c*g*p^3*r^3*x+25872*c*g*p^3*r^2*x^2-960*c*g* p^2*q^4*x-5520*c*g*p^2*q^3*r*x+18050*c*g*p^2*q^3*x^2-11880*c*g*p^2*q^2*r^2*x+ 63576*c*g*p^2*q^2*r*x^2-11040*c*g*p^2*q*r^3*x+77616*c*g*p^2*q*r^2*x^2-3720*c*g* p^2*r^4*x+32090*c*g*p^2*r^3*x^2-198*c*g*p*q^5*x-1650*c*g*p*q^4*r*x+9025*c*g*p*q ^4*x^2-5340*c*g*p*q^3*r^2*x+42384*c*g*p*q^3*r*x^2-8100*c*g*p*q^2*r^3*x+77616*c* g*p*q^2*r^2*x^2-5790*c*g*p*q*r^4*x+64180*c*g*p*q*r^3*x^2-1578*c*g*p*r^5*x+19923 *c*g*p*r^4*x^2-2*c*g*q^6*x-108*c*g*q^5*r*x+1805*c*g*q^5*x^2-690*c*g*q^4*r^2*x+ 10596*c*g*q^4*r*x^2-1720*c*g*q^3*r^3*x+25872*c*g*q^3*r^2*x^2-2070*c*g*q^2*r^4*x +32090*c*g*q^2*r^3*x^2-1212*c*g*q*r^5*x+19923*c*g*q*r^4*x^2-278*c*g*r^6*x+4914* c*g*r^5*x^2-36*c*p^7*x-216*c*p^6*q*x-270*c*p^6*r*x+408*c*p^6*x^2-540*c*p^5*q^2* x-1368*c*p^5*q*r*x+2448*c*p^5*q*x^2-864*c*p^5*r^2*x+2826*c*p^5*r*x^2-720*c*p^4* q^3*x-2790*c*p^4*q^2*r*x+6120*c*p^4*q^2*x^2-3600*c*p^4*q*r^2*x+14130*c*p^4*q*r* x^2-1530*c*p^4*r^3*x+8406*c*p^4*r^2*x^2-540*c*p^3*q^4*x-2880*c*p^3*q^3*r*x+8160 *c*p^3*q^3*x^2-5760*c*p^3*q^2*r^2*x+28260*c*p^3*q^2*r*x^2-5040*c*p^3*q*r^3*x+ 33624*c*p^3*q*r^2*x^2-1620*c*p^3*r^4*x+13524*c*p^3*r^3*x^2-216*c*p^2*q^5*x-1530 *c*p^2*q^4*r*x+6120*c*p^2*q^4*x^2-4320*c*p^2*q^3*r^2*x+28260*c*p^2*q^3*r*x^2-\ 5940*c*p^2*q^2*r^3*x+50436*c*p^2*q^2*r^2*x^2-3960*c*p^2*q*r^4*x+40572*c*p^2*q*r ^3*x^2-1026*c*p^2*r^5*x+12276*c*p^2*r^4*x^2-36*c*p*q^6*x-360*c*p*q^5*r*x+2448*c *p*q^5*x^2-1440*c*p*q^4*r^2*x+14130*c*p*q^4*r*x^2-2880*c*p*q^3*r^3*x+33624*c*p* q^3*r^2*x^2-3060*c*p*q^2*r^4*x+40572*c*p*q^2*r^3*x^2-1656*c*p*q*r^5*x+24552*c*p *q*r^4*x^2-360*c*p*r^6*x+5922*c*p*r^5*x^2-18*c*q^6*r*x+408*c*q^6*x^2-144*c*q^5* r^2*x+2826*c*q^5*r*x^2-450*c*q^4*r^3*x+8406*c*q^4*r^2*x^2-720*c*q^3*r^4*x+13524 *c*q^3*r^3*x^2-630*c*q^2*r^5*x+12276*c*q^2*r^4*x^2-288*c*q*r^6*x+5922*c*q*r^5*x ^2-54*c*r^7*x+1182*c*r^6*x^2-2*g^6*p^2*x-2*g^6*p*q*x-5*g^6*p*r*x+3*g^6*p*x^2-g^ 6*q*r*x+3*g^6*q*x^2-3*g^6*r^2*x+3*g^6*r*x^2-12*g^5*p^3*x-24*g^5*p^2*q*x-42*g^5* p^2*r*x+42*g^5*p^2*x^2-12*g^5*p*q^2*x-48*g^5*p*q*r*x+84*g^5*p*q*x^2-48*g^5*p*r^ 2*x+108*g^5*p*r*x^2-6*g^5*q^2*r*x+42*g^5*q^2*x^2-24*g^5*q*r^2*x+108*g^5*q*r*x^2 -18*g^5*r^3*x+90*g^5*r^2*x^2-30*g^4*p^4*x-90*g^4*p^3*q*x-135*g^4*p^3*r*x+164*g^ 4*p^3*x^2-90*g^4*p^2*q^2*x-285*g^4*p^2*q*r*x+492*g^4*p^2*q*x^2-225*g^4*p^2*r^2* x+615*g^4*p^2*r*x^2-30*g^4*p*q^3*x-165*g^4*p*q^2*r*x+492*g^4*p*q^2*x^2-300*g^4* p*q*r^2*x+1230*g^4*p*q*r*x^2-165*g^4*p*r^3*x+861*g^4*p*r^2*x^2-15*g^4*q^3*r*x+ 164*g^4*q^3*x^2-75*g^4*q^2*r^2*x+615*g^4*q^2*r*x^2-105*g^4*q*r^3*x+861*g^4*q*r^ 2*x^2-45*g^4*r^4*x+410*g^4*r^3*x^2-40*g^3*p^5*x-160*g^3*p^4*q*x-220*g^3*p^4*r*x +296*g^3*p^4*x^2-240*g^3*p^3*q^2*x-680*g^3*p^3*q*r*x+1184*g^3*p^3*q*x^2-480*g^3 *p^3*r^2*x+1434*g^3*p^3*r*x^2-160*g^3*p^2*q^3*x-720*g^3*p^2*q^2*r*x+1776*g^3*p^ 2*q^2*x^2-1080*g^3*p^2*q*r^2*x+4302*g^3*p^2*q*r*x^2-520*g^3*p^2*r^3*x+2781*g^3* p^2*r^2*x^2-40*g^3*p*q^4*x-280*g^3*p*q^3*r*x+1184*g^3*p*q^3*x^2-720*g^3*p*q^2*r ^2*x+4302*g^3*p*q^2*r*x^2-760*g^3*p*q*r^3*x+5562*g^3*p*q*r^2*x^2-280*g^3*p*r^4* x+2444*g^3*p*r^3*x^2-20*g^3*q^4*r*x+296*g^3*q^4*x^2-120*g^3*q^3*r^2*x+1434*g^3* q^3*r*x^2-240*g^3*q^2*r^3*x+2781*g^3*q^2*r^2*x^2-200*g^3*q*r^4*x+2444*g^3*q*r^3 *x^2-60*g^3*r^5*x+801*g^3*r^4*x^2-30*g^2*p^6*x-150*g^2*p^5*q*x-195*g^2*p^5*r*x+ 279*g^2*p^5*x^2-300*g^2*p^4*q^2*x-795*g^2*p^4*q*r*x+1395*g^2*p^4*q*x^2-525*g^2* p^4*r^2*x+1647*g^2*p^4*r*x^2-300*g^2*p^3*q^3*x-1230*g^2*p^3*q^2*r*x+2790*g^2*p^ 3*q^2*x^2-1680*g^2*p^3*q*r^2*x+6588*g^2*p^3*q*r*x^2-750*g^2*p^3*r^3*x+4062*g^2* p^3*r^2*x^2-150*g^2*p^2*q^4*x-870*g^2*p^2*q^3*r*x+2790*g^2*p^2*q^3*x^2-1890*g^2 *p^2*q^2*r^2*x+9882*g^2*p^2*q^2*r*x^2-1770*g^2*p^2*q*r^3*x+12186*g^2*p^2*q*r^2* x^2-600*g^2*p^2*r^4*x+5094*g^2*p^2*r^3*x^2-30*g^2*p*q^5*x-255*g^2*p*q^4*r*x+ 1395*g^2*p*q^4*x^2-840*g^2*p*q^3*r^2*x+6588*g^2*p*q^3*r*x^2-1290*g^2*p*q^2*r^3* x+12186*g^2*p*q^2*r^2*x^2-930*g^2*p*q*r^4*x+10188*g^2*p*q*r^3*x^2-255*g^2*p*r^5 *x+3195*g^2*p*r^4*x^2-15*g^2*q^5*r*x+279*g^2*q^5*x^2-105*g^2*q^4*r^2*x+1647*g^2 *q^4*r*x^2-270*g^2*q^3*r^3*x+4062*g^2*q^3*r^2*x^2-330*g^2*q^2*r^4*x+5094*g^2*q^ 2*r^3*x^2-195*g^2*q*r^5*x+3195*g^2*q*r^4*x^2-45*g^2*r^6*x+795*g^2*r^5*x^2-12*g* p^7*x-72*g*p^6*q*x-90*g*p^6*r*x+134*g*p^6*x^2-180*g*p^5*q^2*x-456*g*p^5*q*r*x+ 804*g*p^5*q*x^2-288*g*p^5*r^2*x+930*g*p^5*r*x^2-240*g*p^4*q^3*x-930*g*p^4*q^2*r *x+2010*g*p^4*q^2*x^2-1200*g*p^4*q*r^2*x+4650*g*p^4*q*r*x^2-510*g*p^4*r^3*x+ 2775*g*p^4*r^2*x^2-180*g*p^3*q^4*x-960*g*p^3*q^3*r*x+2680*g*p^3*q^3*x^2-1920*g* p^3*q^2*r^2*x+9300*g*p^3*q^2*r*x^2-1680*g*p^3*q*r^3*x+11100*g*p^3*q*r^2*x^2-540 *g*p^3*r^4*x+4480*g*p^3*r^3*x^2-72*g*p^2*q^5*x-510*g*p^2*q^4*r*x+2010*g*p^2*q^4 *x^2-1440*g*p^2*q^3*r^2*x+9300*g*p^2*q^3*r*x^2-1980*g*p^2*q^2*r^3*x+16650*g*p^2 *q^2*r^2*x^2-1320*g*p^2*q*r^4*x+13440*g*p^2*q*r^3*x^2-342*g*p^2*r^5*x+4080*g*p^ 2*r^4*x^2-12*g*p*q^6*x-120*g*p*q^5*r*x+804*g*p*q^5*x^2-480*g*p*q^4*r^2*x+4650*g *p*q^4*r*x^2-960*g*p*q^3*r^3*x+11100*g*p*q^3*r^2*x^2-1020*g*p*q^2*r^4*x+13440*g *p*q^2*r^3*x^2-552*g*p*q*r^5*x+8160*g*p*q*r^4*x^2-120*g*p*r^6*x+1974*g*p*r^5*x^ 2-6*g*q^6*r*x+134*g*q^6*x^2-48*g*q^5*r^2*x+930*g*q^5*r*x^2-150*g*q^4*r^3*x+2775 *g*q^4*r^2*x^2-240*g*q^3*r^4*x+4480*g*q^3*r^3*x^2-210*g*q^2*r^5*x+4080*g*q^2*r^ 4*x^2-96*g*q*r^6*x+1974*g*q*r^5*x^2-18*g*r^7*x+395*g*r^6*x^2-2*p^8*x-14*p^7*q*x -17*p^7*r*x+26*p^7*x^2-42*p^6*q^2*x-103*p^6*q*r*x+182*p^6*q*x^2-63*p^6*r^2*x+ 207*p^6*r*x^2-70*p^5*q^3*x-261*p^5*q^2*r*x+546*p^5*q^2*x^2-324*p^5*q*r^2*x+1242 *p^5*q*r*x^2-133*p^5*r^3*x+723*p^5*r^2*x^2-70*p^4*q^4*x-355*p^4*q^3*r*x+910*p^4 *q^3*x^2-675*p^4*q^2*r^2*x+3105*p^4*q^2*r*x^2-565*p^4*q*r^3*x+3615*p^4*q*r^2*x^ 2-175*p^4*r^4*x+1420*p^4*r^3*x^2-42*p^3*q^5*x-275*p^3*q^4*r*x+910*p^3*q^4*x^2-\ 720*p^3*q^3*r^2*x+4140*p^3*q^3*r*x^2-930*p^3*q^2*r^3*x+7230*p^3*q^2*r^2*x^2-590 *p^3*q*r^4*x+5680*p^3*q*r^3*x^2-147*p^3*r^5*x+1680*p^3*r^4*x^2-14*p^2*q^6*x-117 *p^2*q^5*r*x+546*p^2*q^5*x^2-405*p^2*q^4*r^2*x+3105*p^2*q^4*r*x^2-730*p^2*q^3*r ^3*x+7230*p^2*q^3*r^2*x^2-720*p^2*q^2*r^4*x+8520*p^2*q^2*r^3*x^2-369*p^2*q*r^5* x+5040*p^2*q*r^4*x^2-77*p^2*r^6*x+1191*p^2*r^5*x^2-2*p*q^7*x-23*p*q^6*r*x+182*p *q^6*x^2-108*p*q^5*r^2*x+1242*p*q^5*r*x^2-265*p*q^4*r^3*x+3615*p*q^4*r^2*x^2-\ 370*p*q^3*r^4*x+5680*p*q^3*r^3*x^2-297*p*q^2*r^5*x+5040*p*q^2*r^4*x^2-128*p*q*r ^6*x+2382*p*q*r^5*x^2-23*p*r^7*x+467*p*r^6*x^2-q^7*r*x+26*q^7*x^2-9*q^6*r^2*x+ 207*q^6*r*x^2-33*q^5*r^3*x+723*q^5*r^2*x^2-65*q^4*r^4*x+1420*q^4*r^3*x^2-75*q^3 *r^5*x+1680*q^3*r^4*x^2-51*q^2*r^6*x+1191*q^2*r^5*x^2-19*q*r^7*x+467*q*r^6*x^2-\ 3*r^8*x+78*r^7*x^2+8*a^6*p^2+16*a^6*p*r-16*a^6*p*x+8*a^6*r^2+8*a^6*r*x+16*a^6*x ^2+32*a^5*b*c^2+48*a^5*b*c*p+16*a^5*b*c*q+48*a^5*b*c*r-96*a^5*b*c*x+48*a^5*b*p^ 2+96*a^5*b*p*r-128*a^5*b*p*x-32*a^5*b*q*x+48*a^5*b*r^2-16*a^5*b*r*x+96*a^5*b*x^ 2+64*a^5*c^3+16*a^5*c^2*g+96*a^5*c^2*p+64*a^5*c^2*q+96*a^5*c^2*r-384*a^5*c^2*x+ 24*a^5*c*g*p+8*a^5*c*g*q+24*a^5*c*g*r-48*a^5*c*g*x+120*a^5*c*p^2+48*a^5*c*p*q+ 240*a^5*c*p*r-976*a^5*c*p*x+16*a^5*c*q^2+48*a^5*c*q*r-256*a^5*c*q*x+120*a^5*c*r ^2-520*a^5*c*r*x+992*a^5*c*x^2+36*a^5*g*p^2+72*a^5*g*p*r-88*a^5*g*p*x-16*a^5*g* q*x+36*a^5*g*r^2+4*a^5*g*r*x+72*a^5*g*x^2+36*a^5*p^3+36*a^5*p^2*q+108*a^5*p^2*r -376*a^5*p^2*x+72*a^5*p*q*r-408*a^5*p*q*x+108*a^5*p*r^2-796*a^5*p*r*x+480*a^5*p *x^2-32*a^5*q^2*x+36*a^5*q*r^2-180*a^5*q*r*x+480*a^5*q*x^2+36*a^5*r^3-420*a^5*r ^2*x+480*a^5*r*x^2+160*a^4*b^2*c^2+224*a^4*b^2*c*p+64*a^4*b^2*c*q+224*a^4*b^2*c *r-480*a^4*b^2*c*x+120*a^4*b^2*p^2+240*a^4*b^2*p*r-400*a^4*b^2*p*x-160*a^4*b^2* q*x+120*a^4*b^2*r^2-200*a^4*b^2*r*x+240*a^4*b^2*x^2+512*a^4*b*c^3+176*a^4*b*c^2 *g+880*a^4*b*c^2*p+432*a^4*b*c^2*q+880*a^4*b*c^2*r-3296*a^4*b*c^2*x+264*a^4*b*c *g*p+72*a^4*b*c*g*q+264*a^4*b*c*g*r-576*a^4*b*c*g*x+720*a^4*b*c*p^2+368*a^4*b*c *p*q+1440*a^4*b*c*p*r-5696*a^4*b*c*p*x+88*a^4*b*c*q^2+368*a^4*b*c*q*r-2096*a^4* b*c*q*x+720*a^4*b*c*r^2-4152*a^4*b*c*r*x+4960*a^4*b*c*x^2+180*a^4*b*g*p^2+360*a ^4*b*g*p*r-552*a^4*b*g*p*x-192*a^4*b*g*q*x+180*a^4*b*g*r^2-204*a^4*b*g*r*x+360* a^4*b*g*x^2+180*a^4*b*p^3+180*a^4*b*p^2*q+540*a^4*b*p^2*r-1960*a^4*b*p^2*x+360* a^4*b*p*q*r-2200*a^4*b*p*q*x+540*a^4*b*p*r^2-4252*a^4*b*p*r*x+2400*a^4*b*p*x^2-\ 240*a^4*b*q^2*x+180*a^4*b*q*r^2-1172*a^4*b*q*r*x+2400*a^4*b*q*x^2+180*a^4*b*r^3 -2292*a^4*b*r^2*x+2400*a^4*b*r*x^2+416*a^4*c^4+304*a^4*c^3*g+864*a^4*c^3*p+512* a^4*c^3*q+864*a^4*c^3*r-4096*a^4*c^3*x+48*a^4*c^2*g^2+520*a^4*c^2*g*p+264*a^4*c ^2*g*q+520*a^4*c^2*g*r-2032*a^4*c^2*g*x+936*a^4*c^2*p^2+720*a^4*c^2*p*q+1872*a^ 4*c^2*p*r-10080*a^4*c^2*p*x+200*a^4*c^2*q^2+720*a^4*c^2*q*r-4160*a^4*c^2*q*x+ 936*a^4*c^2*r^2-7648*a^4*c^2*r*x+11592*a^4*c^2*x^2+76*a^4*c*g^2*p+20*a^4*c*g^2* q+76*a^4*c*g^2*r-168*a^4*c*g^2*x+492*a^4*c*g*p^2+224*a^4*c*g*p*q+984*a^4*c*g*p* r-3968*a^4*c*g*p*x+56*a^4*c*g*q^2+224*a^4*c*g*q*r-1304*a^4*c*g*q*x+492*a^4*c*g* r^2-2636*a^4*c*g*r*x+3672*a^4*c*g*x^2+432*a^4*c*p^3+552*a^4*c*p^2*q+1296*a^4*c* p^2*r-6496*a^4*c*p^2*x+144*a^4*c*p*q^2+1104*a^4*c*p*q*r-7712*a^4*c*p*q*x+1296*a ^4*c*p*r^2-13000*a^4*c*p*r*x+10888*a^4*c*p*x^2+24*a^4*c*q^3+144*a^4*c*q^2*r-\ 1216*a^4*c*q^2*x+552*a^4*c*q*r^2-5176*a^4*c*q*r*x+10888*a^4*c*q*x^2+432*a^4*c*r ^3-6504*a^4*c*r^2*x+12820*a^4*c*r*x^2+66*a^4*g^2*p^2+132*a^4*g^2*p*r-188*a^4*g^ 2*p*x-56*a^4*g^2*q*x+66*a^4*g^2*r^2-46*a^4*g^2*r*x+132*a^4*g^2*x^2+132*a^4*g*p^ 3+132*a^4*g*p^2*q+396*a^4*g*p^2*r-1424*a^4*g*p^2*x+264*a^4*g*p*q*r-1576*a^4*g*p *q*x+396*a^4*g*p*r^2-3068*a^4*g*p*r*x+1776*a^4*g*p*x^2-152*a^4*g*q^2*x+132*a^4* g*q*r^2-788*a^4*g*q*r*x+1776*a^4*g*q*x^2+132*a^4*g*r^3-1644*a^4*g*r^2*x+1776*a^ 4*g*r*x^2+66*a^4*p^4+132*a^4*p^3*q+264*a^4*p^3*r-1244*a^4*p^3*x+66*a^4*p^2*q^2+ 396*a^4*p^2*q*r-2568*a^4*p^2*q*x+396*a^4*p^2*r^2-4122*a^4*p^2*r*x+2550*a^4*p^2* x^2+132*a^4*p*q^2*r-1404*a^4*p*q^2*x+396*a^4*p*q*r^2-4884*a^4*p*q*r*x+5100*a^4* p*q*x^2+264*a^4*p*r^3-4512*a^4*p*r^2*x+6066*a^4*p*r*x^2-80*a^4*q^3*x+66*a^4*q^2 *r^2-762*a^4*q^2*r*x+2550*a^4*q^2*x^2+132*a^4*q*r^3-2316*a^4*q*r^2*x+6066*a^4*q *r*x^2+66*a^4*r^4-1634*a^4*r^3*x+4482*a^4*r^2*x^2+320*a^3*b^3*c^2+416*a^3*b^3*c *p+96*a^3*b^3*c*q+416*a^3*b^3*c*r-960*a^3*b^3*c*x+160*a^3*b^3*p^2+320*a^3*b^3*p *r-640*a^3*b^3*p*x-320*a^3*b^3*q*x+160*a^3*b^3*r^2-480*a^3*b^3*r*x+320*a^3*b^3* x^2+1440*a^3*b^2*c^3+560*a^3*b^2*c^2*g+2496*a^3*b^2*c^2*p+1024*a^3*b^2*c^2*q+ 2496*a^3*b^2*c^2*r-9344*a^3*b^2*c^2*x+784*a^3*b^2*c*g*p+176*a^3*b^2*c*g*q+784*a ^3*b^2*c*g*r-1824*a^3*b^2*c*g*x+1656*a^3*b^2*c*p^2+944*a^3*b^2*c*p*q+3312*a^3*b ^2*c*p*r-13024*a^3*b^2*c*p*x+168*a^3*b^2*c*q^2+944*a^3*b^2*c*q*r-5824*a^3*b^2*c *q*x+1656*a^3*b^2*c*r^2-11408*a^3*b^2*c*r*x+9920*a^3*b^2*c*x^2+360*a^3*b^2*g*p^ 2+720*a^3*b^2*g*p*r-1328*a^3*b^2*g*p*x-608*a^3*b^2*g*q*x+360*a^3*b^2*g*r^2-856* a^3*b^2*g*r*x+720*a^3*b^2*g*x^2+360*a^3*b^2*p^3+360*a^3*b^2*p^2*q+1080*a^3*b^2* p^2*r-4080*a^3*b^2*p^2*x+720*a^3*b^2*p*q*r-4720*a^3*b^2*p*q*x+1080*a^3*b^2*p*r^ 2-9048*a^3*b^2*p*r*x+4800*a^3*b^2*p*x^2-640*a^3*b^2*q^2*x+360*a^3*b^2*q*r^2-\ 2888*a^3*b^2*q*r*x+4800*a^3*b^2*q*x^2+360*a^3*b^2*r^3-4968*a^3*b^2*r^2*x+4800*a ^3*b^2*r*x^2+2208*a^3*b*c^4+1728*a^3*b*c^3*g+4800*a^3*b*c^3*p+2432*a^3*b*c^3*q+ 4800*a^3*b*c^3*r-22336*a^3*b*c^3*x+312*a^3*b*c^2*g^2+3096*a^3*b*c^2*g*p+1288*a^ 3*b*c^2*g*q+3096*a^3*b*c^2*g*r-11984*a^3*b*c^2*g*x+4480*a^3*b*c^2*p^2+3648*a^3* b*c^2*p*q+8960*a^3*b*c^2*p*r-45760*a^3*b*c^2*p*x+832*a^3*b*c^2*q^2+3648*a^3*b*c ^2*q*r-22080*a^3*b*c^2*q*x+4480*a^3*b*c^2*r^2-40064*a^3*b*c^2*r*x+46368*a^3*b*c ^2*x^2+476*a^3*b*c*g^2*p+100*a^3*b*c*g^2*q+476*a^3*b*c*g^2*r-1128*a^3*b*c*g^2*x +2276*a^3*b*c*g*p^2+1208*a^3*b*c*g*p*q+4552*a^3*b*c*g*p*r-18160*a^3*b*c*g*p*x+ 228*a^3*b*c*g*q^2+1208*a^3*b*c*g*q*r-7504*a^3*b*c*g*q*x+2276*a^3*b*c*g*r^2-\ 14848*a^3*b*c*g*r*x+14688*a^3*b*c*g*x^2+1836*a^3*b*c*p^3+2412*a^3*b*c*p^2*q+ 5508*a^3*b*c*p^2*r-27368*a^3*b*c*p^2*x+660*a^3*b*c*p*q^2+4824*a^3*b*c*p*q*r-\ 33616*a^3*b*c*p*q*x+5508*a^3*b*c*p*r^2-56624*a^3*b*c*p*r*x+43552*a^3*b*c*p*x^2+ 84*a^3*b*c*q^3+660*a^3*b*c*q^2*r-6248*a^3*b*c*q^2*x+2412*a^3*b*c*q*r^2-25328*a^ 3*b*c*q*r*x+43552*a^3*b*c*q*x^2+1836*a^3*b*c*r^3-29256*a^3*b*c*r^2*x+51280*a^3* b*c*r*x^2+264*a^3*b*g^2*p^2+528*a^3*b*g^2*p*r-904*a^3*b*g^2*p*x-376*a^3*b*g^2*q *x+264*a^3*b*g^2*r^2-488*a^3*b*g^2*r*x+528*a^3*b*g^2*x^2+528*a^3*b*g*p^3+528*a^ 3*b*g*p^2*q+1584*a^3*b*g*p^2*r-5920*a^3*b*g*p^2*x+1056*a^3*b*g*p*q*r-6752*a^3*b *g*p*q*x+1584*a^3*b*g*p*r^2-13024*a^3*b*g*p*r*x+7104*a^3*b*g*p*x^2-832*a^3*b*g* q^2*x+528*a^3*b*g*q*r^2-3904*a^3*b*g*q*r*x+7104*a^3*b*g*q*x^2+528*a^3*b*g*r^3-\ 7104*a^3*b*g*r^2*x+7104*a^3*b*g*r*x^2+264*a^3*b*p^4+528*a^3*b*p^3*q+1056*a^3*b* p^3*r-5048*a^3*b*p^3*x+264*a^3*b*p^2*q^2+1584*a^3*b*p^2*q*r-10488*a^3*b*p^2*q*x +1584*a^3*b*p^2*r^2-16824*a^3*b*p^2*r*x+10200*a^3*b*p^2*x^2+528*a^3*b*p*q^2*r-\ 5832*a^3*b*p*q^2*x+1584*a^3*b*p*q*r^2-20208*a^3*b*p*q*r*x+20400*a^3*b*p*q*x^2+ 1056*a^3*b*p*r^3-18504*a^3*b*p*r^2*x+24264*a^3*b*p*r*x^2-392*a^3*b*q^3*x+264*a^ 3*b*q^2*r^2-3384*a^3*b*q^2*r*x+10200*a^3*b*q^2*x^2+528*a^3*b*q*r^3-9720*a^3*b*q *r^2*x+24264*a^3*b*q*r*x^2+264*a^3*b*r^4-6728*a^3*b*r^3*x+17928*a^3*b*r^2*x^2+ 1120*a^3*c^5+1344*a^3*c^4*g+2928*a^3*c^4*p+1648*a^3*c^4*q+2928*a^3*c^4*r-15424* a^3*c^4*x+504*a^3*c^3*g^2+2952*a^3*c^3*g*p+1528*a^3*c^3*g*q+2952*a^3*c^3*g*r-\ 14304*a^3*c^3*g*x+3560*a^3*c^3*p^2+3312*a^3*c^3*p*q+7120*a^3*c^3*p*r-42144*a^3* c^3*p*x+856*a^3*c^3*q^2+3312*a^3*c^3*q*r-21056*a^3*c^3*q*x+3560*a^3*c^3*r^2-\ 36400*a^3*c^3*r*x+50640*a^3*c^3*x^2+56*a^3*c^2*g^3+932*a^3*c^2*g^2*p+388*a^3*c^ 2*g^2*q+932*a^3*c^2*g^2*r-3752*a^3*c^2*g^2*x+2956*a^3*c^2*g*p^2+2304*a^3*c^2*g* p*q+5912*a^3*c^2*g*p*r-31408*a^3*c^2*g*p*x+548*a^3*c^2*g*q^2+2304*a^3*c^2*g*q*r -14224*a^3*c^2*g*q*x+2956*a^3*c^2*g*r^2-26104*a^3*c^2*g*r*x+33776*a^3*c^2*g*x^2 +2148*a^3*c^2*p^3+3156*a^3*c^2*p^2*q+6444*a^3*c^2*p^2*r-37216*a^3*c^2*p^2*x+ 1188*a^3*c^2*p*q^2+6312*a^3*c^2*p*q*r-47056*a^3*c^2*p*q*x+6444*a^3*c^2*p*r^2-\ 74488*a^3*c^2*p*r*x+70136*a^3*c^2*p*x^2+180*a^3*c^2*q^3+1188*a^3*c^2*q^2*r-9840 *a^3*c^2*q^2*x+3156*a^3*c^2*q*r^2-37160*a^3*c^2*q*r*x+70136*a^3*c^2*q*x^2+2148* a^3*c^2*r^3-37272*a^3*c^2*r^2*x+84292*a^3*c^2*r*x^2+94*a^3*c*g^3*p+18*a^3*c*g^3 *q+94*a^3*c*g^3*r-228*a^3*c*g^3*x+766*a^3*c*g^2*p^2+372*a^3*c*g^2*p*q+1532*a^3* c*g^2*p*r-6212*a^3*c*g^2*p*x+72*a^3*c*g^2*q^2+372*a^3*c*g^2*q*r-2360*a^3*c*g^2* q*x+766*a^3*c*g^2*r^2-4742*a^3*c*g^2*r*x+5312*a^3*c*g^2*x^2+1278*a^3*c*g*p^3+ 1650*a^3*c*g*p^2*q+3834*a^3*c*g*p^2*r-19352*a^3*c*g*p^2*x+432*a^3*c*g*p*q^2+ 3300*a^3*c*g*p*q*r-23404*a^3*c*g*p*q*x+3834*a^3*c*g*p*r^2-39530*a^3*c*g*p*r*x+ 31690*a^3*c*g*p*x^2+60*a^3*c*g*q^3+432*a^3*c*g*q^2*r-4052*a^3*c*g*q^2*x+1650*a^ 3*c*g*q*r^2-16838*a^3*c*g*q*r*x+31690*a^3*c*g*q*x^2+1278*a^3*c*g*r^3-20178*a^3* c*g*r^2*x+37348*a^3*c*g*r*x^2+606*a^3*c*p^4+1320*a^3*c*p^3*q+2424*a^3*c*p^3*r-\ 13428*a^3*c*p^3*x+834*a^3*c*p^2*q^2+3960*a^3*c*p^2*q*r-28584*a^3*c*p^2*q*x+3636 *a^3*c*p^2*r^2-43026*a^3*c*p^2*r*x+32282*a^3*c*p^2*x^2+132*a^3*c*p*q^3+1668*a^3 *c*p*q^2*r-16884*a^3*c*p*q^2*x+3960*a^3*c*p*q*r^2-54684*a^3*c*p*q*r*x+64564*a^3 *c*p*q*x^2+2424*a^3*c*p*r^3-45768*a^3*c*p*r^2*x+77444*a^3*c*p*r*x^2+12*a^3*c*q^ 4+132*a^3*c*q^3*r-1728*a^3*c*q^3*x+834*a^3*c*q^2*r^2-11658*a^3*c*q^2*r*x+32282* a^3*c*q^2*x^2+1320*a^3*c*q*r^3-26100*a^3*c*q*r^2*x+77444*a^3*c*q*r*x^2+606*a^3* c*r^4-16170*a^3*c*r^3*x+52608*a^3*c*r^2*x^2+63*a^3*g^3*p^2+126*a^3*g^3*p*r-202* a^3*g^3*p*x-76*a^3*g^3*q*x+63*a^3*g^3*r^2-89*a^3*g^3*r*x+126*a^3*g^3*x^2+189*a^ 3*g^2*p^3+189*a^3*g^2*p^2*q+567*a^3*g^2*p^2*r-2102*a^3*g^2*p^2*x+378*a^3*g^2*p* q*r-2366*a^3*g^2*p*q*x+567*a^3*g^2*p*r^2-4595*a^3*g^2*p*r*x+2568*a^3*g^2*p*x^2-\ 264*a^3*g^2*q^2*x+189*a^3*g^2*q*r^2-1297*a^3*g^2*q*r*x+2568*a^3*g^2*q*x^2+189*a ^3*g^2*r^3-2493*a^3*g^2*r^2*x+2568*a^3*g^2*r*x^2+189*a^3*g*p^4+378*a^3*g*p^3*q+ 756*a^3*g*p^3*r-3622*a^3*g*p^3*x+189*a^3*g*p^2*q^2+1134*a^3*g*p^2*q*r-7500*a^3* g*p^2*q*x+1134*a^3*g*p^2*r^2-12045*a^3*g*p^2*r*x+7413*a^3*g*p^2*x^2+378*a^3*g*p *q^2*r-4134*a^3*g*p*q^2*x+1134*a^3*g*p*q*r^2-14370*a^3*g*p*q*r*x+14826*a^3*g*p* q*x^2+756*a^3*g*p*r^3-13224*a^3*g*p*r^2*x+17655*a^3*g*p*r*x^2-256*a^3*g*q^3*x+ 189*a^3*g*q^2*r^2-2325*a^3*g*q^2*r*x+7413*a^3*g*q^2*x^2+378*a^3*g*q*r^3-6870*a^ 3*g*q*r^2*x+17655*a^3*g*q*r*x^2+189*a^3*g*r^4-4801*a^3*g*r^3*x+13071*a^3*g*r^2* x^2+63*a^3*p^5+189*a^3*p^4*q+315*a^3*p^4*r-1714*a^3*p^4*x+189*a^3*p^3*q^2+756*a ^3*p^3*q*r-5214*a^3*p^3*q*x+630*a^3*p^3*r^2-7541*a^3*p^3*r*x+4937*a^3*p^3*x^2+ 63*a^3*p^2*q^3+567*a^3*p^2*q^2*r-5358*a^3*p^2*q^2*x+1134*a^3*p^2*q*r^2-16149*a^ 3*p^2*q*r*x+14811*a^3*p^2*q*x^2+630*a^3*p^2*r^3-12339*a^3*p^2*r^2*x+17712*a^3*p ^2*r*x^2+126*a^3*p*q^3*r-1930*a^3*p*q^3*x+567*a^3*p*q^2*r^2-9675*a^3*p*q^2*r*x+ 14811*a^3*p*q^2*x^2+756*a^3*p*q*r^3-16656*a^3*p*q*r^2*x+35424*a^3*p*q*r*x^2+315 *a^3*p*r^4-8911*a^3*p*r^3*x+23610*a^3*p*r^2*x^2-72*a^3*q^4*x+63*a^3*q^3*r^2-\ 1067*a^3*q^3*r*x+4937*a^3*q^3*x^2+189*a^3*q^2*r^3-4317*a^3*q^2*r^2*x+17712*a^3* q^2*r*x^2+189*a^3*q*r^4-5721*a^3*q*r^3*x+23610*a^3*q*r^2*x^2+63*a^3*r^5-2399*a^ 3*r^4*x+10835*a^3*r^3*x^2+320*a^2*b^4*c^2+384*a^2*b^4*c*p+64*a^2*b^4*c*q+384*a^ 2*b^4*c*r-960*a^2*b^4*c*x+120*a^2*b^4*p^2+240*a^2*b^4*p*r-560*a^2*b^4*p*x-320*a ^2*b^4*q*x+120*a^2*b^4*r^2-520*a^2*b^4*r*x+240*a^2*b^4*x^2+1888*a^2*b^3*c^3+784 *a^2*b^3*c^2*g+3168*a^2*b^3*c^2*p+1120*a^2*b^3*c^2*q+3168*a^2*b^3*c^2*r-12096*a ^2*b^3*c^2*x+1008*a^2*b^3*c*g*p+176*a^2*b^3*c*g*q+1008*a^2*b^3*c*g*r-2496*a^2*b ^3*c*g*x+1848*a^2*b^3*c*p^2+1104*a^2*b^3*c*p*q+3696*a^2*b^3*c*p*r-14656*a^2*b^3 *c*p*x+136*a^2*b^3*c*q^2+1104*a^2*b^3*c*q*r-7456*a^2*b^3*c*q*x+1848*a^2*b^3*c*r ^2-14512*a^2*b^3*c*r*x+9920*a^2*b^3*c*x^2+360*a^2*b^3*g*p^2+720*a^2*b^3*g*p*r-\ 1552*a^2*b^3*g*p*x-832*a^2*b^3*g*q*x+360*a^2*b^3*g*r^2-1304*a^2*b^3*g*r*x+720*a ^2*b^3*g*x^2+360*a^2*b^3*p^3+360*a^2*b^3*p^2*q+1080*a^2*b^3*p^2*r-4240*a^2*b^3* p^2*x+720*a^2*b^3*p*q*r-5040*a^2*b^3*p*q*x+1080*a^2*b^3*p*r^2-9592*a^2*b^3*p*r* x+4800*a^2*b^3*p*x^2-800*a^2*b^3*q^2*x+360*a^2*b^3*q*r^2-3432*a^2*b^3*q*r*x+ 4800*a^2*b^3*q*x^2+360*a^2*b^3*r^3-5352*a^2*b^3*r^2*x+4800*a^2*b^3*r*x^2+4224*a ^2*b^2*c^4+3472*a^2*b^2*c^3*g+9120*a^2*b^2*c^3*p+4128*a^2*b^2*c^3*q+9120*a^2*b^ 2*c^3*r-42432*a^2*b^2*c^3*x+680*a^2*b^2*c^2*g^2+6080*a^2*b^2*c^2*g*p+2192*a^2*b ^2*c^2*g*q+6080*a^2*b^2*c^2*g*r-23760*a^2*b^2*c^2*g*x+7736*a^2*b^2*c^2*p^2+6448 *a^2*b^2*c^2*p*q+15472*a^2*b^2*c^2*p*r-76800*a^2*b^2*c^2*p*x+1208*a^2*b^2*c^2*q ^2+6448*a^2*b^2*c^2*q*r-41280*a^2*b^2*c^2*q*x+7736*a^2*b^2*c^2*r^2-74304*a^2*b^ 2*c^2*r*x+69552*a^2*b^2*c^2*x^2+952*a^2*b^2*c*g^2*p+160*a^2*b^2*c*g^2*q+952*a^2 *b^2*c*g^2*r-2376*a^2*b^2*c*g^2*x+3832*a^2*b^2*c*g*p^2+2192*a^2*b^2*c*g*p*q+ 7664*a^2*b^2*c*g*p*r-30672*a^2*b^2*c*g*p*x+304*a^2*b^2*c*g*q^2+2192*a^2*b^2*c*g *q*r-14688*a^2*b^2*c*g*q*x+3832*a^2*b^2*c*g*r^2-28728*a^2*b^2*c*g*r*x+22032*a^2 *b^2*c*g*x^2+2904*a^2*b^2*c*p^3+3888*a^2*b^2*c*p^2*q+8712*a^2*b^2*c*p^2*r-43128 *a^2*b^2*c*p^2*x+1080*a^2*b^2*c*p*q^2+7776*a^2*b^2*c*p*q*r-54576*a^2*b^2*c*p*q* x+8712*a^2*b^2*c*p*r^2-91872*a^2*b^2*c*p*r*x+65328*a^2*b^2*c*p*x^2+96*a^2*b^2*c *q^3+1080*a^2*b^2*c*q^2*r-11448*a^2*b^2*c*q^2*x+3888*a^2*b^2*c*q*r^2-44928*a^2* b^2*c*q*r*x+65328*a^2*b^2*c*q*x^2+2904*a^2*b^2*c*r^3-48744*a^2*b^2*c*r^2*x+ 76920*a^2*b^2*c*r*x^2+396*a^2*b^2*g^2*p^2+792*a^2*b^2*g^2*p*r-1584*a^2*b^2*g^2* p*x-792*a^2*b^2*g^2*q*x+396*a^2*b^2*g^2*r^2-1188*a^2*b^2*g^2*r*x+792*a^2*b^2*g^ 2*x^2+792*a^2*b^2*g*p^3+792*a^2*b^2*g*p^2*q+2376*a^2*b^2*g*p^2*r-9216*a^2*b^2*g *p^2*x+1584*a^2*b^2*g*p*q*r-10800*a^2*b^2*g*p*q*x+2376*a^2*b^2*g*p*r^2-20664*a^ 2*b^2*g*p*r*x+10656*a^2*b^2*g*p*x^2-1584*a^2*b^2*g*q^2*x+792*a^2*b^2*g*q*r^2-\ 6984*a^2*b^2*g*q*r*x+10656*a^2*b^2*g*q*x^2+792*a^2*b^2*g*r^3-11448*a^2*b^2*g*r^ 2*x+10656*a^2*b^2*g*r*x^2+396*a^2*b^2*p^4+792*a^2*b^2*p^3*q+1584*a^2*b^2*p^3*r-\ 7680*a^2*b^2*p^3*x+396*a^2*b^2*p^2*q^2+2376*a^2*b^2*p^2*q*r-16056*a^2*b^2*p^2*q *x+2376*a^2*b^2*p^2*r^2-25740*a^2*b^2*p^2*r*x+15300*a^2*b^2*p^2*x^2+792*a^2*b^2 *p*q^2*r-9072*a^2*b^2*p*q^2*x+2376*a^2*b^2*p*q*r^2-31320*a^2*b^2*p*q*r*x+30600* a^2*b^2*p*q*x^2+1584*a^2*b^2*p*r^3-28440*a^2*b^2*p*r^2*x+36396*a^2*b^2*p*r*x^2-\ 696*a^2*b^2*q^3*x+396*a^2*b^2*q^2*r^2-5580*a^2*b^2*q^2*r*x+15300*a^2*b^2*q^2*x^ 2+792*a^2*b^2*q*r^3-15264*a^2*b^2*q*r^2*x+36396*a^2*b^2*q*r*x^2+396*a^2*b^2*r^4 -10380*a^2*b^2*r^3*x+26892*a^2*b^2*r^2*x^2+4192*a^2*b*c^5+5184*a^2*b*c^4*g+ 11088*a^2*b*c^4*p+5648*a^2*b*c^4*q+11088*a^2*b*c^4*r-57792*a^2*b*c^4*x+2040*a^2 *b*c^3*g^2+11512*a^2*b*c^3*g*p+5288*a^2*b*c^3*g*q+11512*a^2*b*c^3*g*r-55328*a^2 *b*c^3*g*x+12440*a^2*b*c^3*p^2+11760*a^2*b*c^3*p*q+24880*a^2*b*c^3*p*r-140736*a ^2*b*c^3*p*x+2632*a^2*b*c^3*q^2+11760*a^2*b*c^3*q*r-77472*a^2*b*c^3*q*x+12440*a ^2*b*c^3*r^2-132784*a^2*b*c^3*r*x+151920*a^2*b*c^3*x^2+248*a^2*b*c^2*g^3+3756*a ^2*b*c^2*g^2*p+1348*a^2*b*c^2*g^2*q+3756*a^2*b*c^2*g^2*r-15184*a^2*b*c^2*g^2*x+ 10324*a^2*b*c^2*g*p^2+8376*a^2*b*c^2*g*p*q+20648*a^2*b*c^2*g*p*r-105592*a^2*b*c ^2*g*p*x+1652*a^2*b*c^2*g*q^2+8376*a^2*b*c^2*g*q*r-54040*a^2*b*c^2*g*q*x+10324* a^2*b*c^2*g*r^2-97888*a^2*b*c^2*g*r*x+101328*a^2*b*c^2*g*x^2+6936*a^2*b*c^2*p^3 +10392*a^2*b*c^2*p^2*q+20808*a^2*b*c^2*p^2*r-117576*a^2*b*c^2*p^2*x+3936*a^2*b* c^2*p*q^2+20784*a^2*b*c^2*p*q*r-153024*a^2*b*c^2*p*q*x+20808*a^2*b*c^2*p*r^2-\ 242520*a^2*b*c^2*p*r*x+210408*a^2*b*c^2*p*x^2+480*a^2*b*c^2*q^3+3936*a^2*b*c^2* q^2*r-35448*a^2*b*c^2*q^2*x+10392*a^2*b*c^2*q*r^2-130536*a^2*b*c^2*q*r*x+210408 *a^2*b*c^2*q*x^2+6936*a^2*b*c^2*r^3-124944*a^2*b*c^2*r^2*x+252876*a^2*b*c^2*r*x ^2+386*a^2*b*c*g^3*p+58*a^2*b*c*g^3*q+386*a^2*b*c*g^3*r-984*a^2*b*c*g^3*x+2586* a^2*b*c*g^2*p^2+1392*a^2*b*c*g^2*p*q+5172*a^2*b*c*g^2*p*r-20968*a^2*b*c*g^2*p*x +204*a^2*b*c*g^2*q^2+1392*a^2*b*c*g^2*q*r-9412*a^2*b*c*g^2*q*x+2586*a^2*b*c*g^2 *r^2-18566*a^2*b*c*g^2*r*x+15936*a^2*b*c*g^2*x^2+4054*a^2*b*c*g*p^3+5358*a^2*b* c*g*p^2*q+12162*a^2*b*c*g*p^2*r-60956*a^2*b*c*g*p^2*x+1452*a^2*b*c*g*p*q^2+ 10716*a^2*b*c*g*p*q*r-76012*a^2*b*c*g*p*q*x+12162*a^2*b*c*g*p*r^2-128198*a^2*b* c*g*p*r*x+95070*a^2*b*c*g*p*x^2+148*a^2*b*c*g*q^3+1452*a^2*b*c*g*q^2*r-15056*a^ 2*b*c*g*q^2*x+5358*a^2*b*c*g*q*r^2-60122*a^2*b*c*g*q*r*x+95070*a^2*b*c*g*q*x^2+ 4054*a^2*b*c*g*r^3-67242*a^2*b*c*g*r^2*x+112044*a^2*b*c*g*r*x^2+1860*a^2*b*c*p^ 4+4076*a^2*b*c*p^3*q+7440*a^2*b*c*p^3*r-41168*a^2*b*c*p^3*x+2598*a^2*b*c*p^2*q^ 2+12228*a^2*b*c*p^2*q*r-88404*a^2*b*c*p^2*q*x+11160*a^2*b*c*p^2*r^2-133194*a^2* b*c*p^2*r*x+96846*a^2*b*c*p^2*x^2+408*a^2*b*c*p*q^3+5196*a^2*b*c*p*q^2*r-53304* a^2*b*c*p*q^2*x+12228*a^2*b*c*p*q*r^2-172284*a^2*b*c*p*q*r*x+193692*a^2*b*c*p*q *x^2+7440*a^2*b*c*p*r^3-142884*a^2*b*c*p*r^2*x+232332*a^2*b*c*p*r*x^2+26*a^2*b* c*q^4+408*a^2*b*c*q^3*r-6068*a^2*b*c*q^3*x+2598*a^2*b*c*q^2*r^2-39090*a^2*b*c*q ^2*r*x+96846*a^2*b*c*q^2*x^2+4076*a^2*b*c*q*r^3-83880*a^2*b*c*q*r^2*x+232332*a^ 2*b*c*q*r*x^2+1860*a^2*b*c*r^4-50858*a^2*b*c*r^3*x+157824*a^2*b*c*r^2*x^2+189*a ^2*b*g^3*p^2+378*a^2*b*g^3*p*r-706*a^2*b*g^3*p*x-328*a^2*b*g^3*q*x+189*a^2*b*g^ 3*r^2-467*a^2*b*g^3*r*x+378*a^2*b*g^3*x^2+567*a^2*b*g^2*p^3+567*a^2*b*g^2*p^2*q +1701*a^2*b*g^2*p^2*r-6534*a^2*b*g^2*p^2*x+1134*a^2*b*g^2*p*q*r-7554*a^2*b*g^2* p*q*x+1701*a^2*b*g^2*p*r^2-14541*a^2*b*g^2*p*r*x+7704*a^2*b*g^2*p*x^2-1020*a^2* b*g^2*q^2*x+567*a^2*b*g^2*q*r^2-4647*a^2*b*g^2*q*r*x+7704*a^2*b*g^2*q*x^2+567*a ^2*b*g^2*r^3-8007*a^2*b*g^2*r^2*x+7704*a^2*b*g^2*r*x^2+567*a^2*b*g*p^4+1134*a^2 *b*g*p^3*q+2268*a^2*b*g*p^3*r-11018*a^2*b*g*p^3*x+567*a^2*b*g*p^2*q^2+3402*a^2* b*g*p^2*q*r-22956*a^2*b*g*p^2*q*x+3402*a^2*b*g*p^2*r^2-36843*a^2*b*g*p^2*r*x+ 22239*a^2*b*g*p^2*x^2+1134*a^2*b*g*p*q^2*r-12858*a^2*b*g*p*q^2*x+3402*a^2*b*g*p *q*r^2-44526*a^2*b*g*p*q*r*x+44478*a^2*b*g*p*q*x^2+2268*a^2*b*g*p*r^3-40632*a^2 *b*g*p*r^2*x+52965*a^2*b*g*p*r*x^2-920*a^2*b*g*q^3*x+567*a^2*b*g*q^2*r^2-7683*a ^2*b*g*q^2*r*x+22239*a^2*b*g*q^2*x^2+1134*a^2*b*g*q*r^3-21570*a^2*b*g*q*r^2*x+ 52965*a^2*b*g*q*r*x^2+567*a^2*b*g*r^4-14807*a^2*b*g*r^3*x+39213*a^2*b*g*r^2*x^2 +189*a^2*b*p^5+567*a^2*b*p^4*q+945*a^2*b*p^4*r-5170*a^2*b*p^4*x+567*a^2*b*p^3*q ^2+2268*a^2*b*p^3*q*r-15754*a^2*b*p^3*q*x+1890*a^2*b*p^3*r^2-22787*a^2*b*p^3*r* x+14811*a^2*b*p^3*x^2+189*a^2*b*p^2*q^3+1701*a^2*b*p^2*q^2*r-16242*a^2*b*p^2*q^ 2*x+3402*a^2*b*p^2*q*r^2-48939*a^2*b*p^2*q*r*x+44433*a^2*b*p^2*q*x^2+1890*a^2*b *p^2*r^3-37341*a^2*b*p^2*r^2*x+53136*a^2*b*p^2*r*x^2+378*a^2*b*p*q^3*r-5902*a^2 *b*p*q^3*x+1701*a^2*b*p*q^2*r^2-29517*a^2*b*p*q^2*r*x+44433*a^2*b*p*q^2*x^2+ 2268*a^2*b*p*q*r^3-50616*a^2*b*p*q*r^2*x+106272*a^2*b*p*q*r*x^2+945*a^2*b*p*r^4 -27001*a^2*b*p*r^3*x+70830*a^2*b*p*r^2*x^2-244*a^2*b*q^4*x+189*a^2*b*q^3*r^2-\ 3365*a^2*b*q^3*r*x+14811*a^2*b*q^3*x^2+567*a^2*b*q^2*r^3-13275*a^2*b*q^2*r^2*x+ 53136*a^2*b*q^2*r*x^2+567*a^2*b*q*r^4-17431*a^2*b*q*r^3*x+70830*a^2*b*q*r^2*x^2 +189*a^2*b*r^5-7277*a^2*b*r^4*x+32505*a^2*b*r^3*x^2+1536*a^2*c^6+2560*a^2*c^5*g +4800*a^2*c^5*p+2624*a^2*c^5*q+4800*a^2*c^5*r-26976*a^2*c^5*x+1536*a^2*c^4*g^2+ 6888*a^2*c^4*g*p+3560*a^2*c^4*g*q+6888*a^2*c^4*g*r-37232*a^2*c^4*g*x+6768*a^2*c ^4*p^2+6768*a^2*c^4*p*q+13536*a^2*c^4*p*r-83744*a^2*c^4*p*x+1672*a^2*c^4*q^2+ 6768*a^2*c^4*q*r-46128*a^2*c^4*q*x+6768*a^2*c^4*r^2-77112*a^2*c^4*r*x+101912*a^ 2*c^4*x^2+384*a^2*c^3*g^3+3516*a^2*c^3*g^2*p+1620*a^2*c^3*g^2*q+3516*a^2*c^3*g^ 2*r-17600*a^2*c^3*g^2*x+8084*a^2*c^3*g*p^2+7488*a^2*c^3*g*p*q+16168*a^2*c^3*g*p *r-95112*a^2*c^3*g*p*x+1732*a^2*c^3*g*q^2+7488*a^2*c^3*g*q*r-50104*a^2*c^3*g*q* x+8084*a^2*c^3*g*r^2-86512*a^2*c^3*g*r*x+108536*a^2*c^3*g*x^2+5064*a^2*c^3*p^3+ 7968*a^2*c^3*p^2*q+15192*a^2*c^3*p^2*r-93608*a^2*c^3*p^2*x+3384*a^2*c^3*p*q^2+ 15936*a^2*c^3*p*q*r-123056*a^2*c^3*p*q*x+15192*a^2*c^3*p*r^2-189200*a^2*c^3*p*r *x+186544*a^2*c^3*p*x^2+480*a^2*c^3*q^3+3384*a^2*c^3*q^2*r-29448*a^2*c^3*q^2*x+ 7968*a^2*c^3*q*r^2-105040*a^2*c^3*q*r*x+186544*a^2*c^3*q*x^2+5064*a^2*c^3*r^3-\ 95592*a^2*c^3*r^2*x+224712*a^2*c^3*r*x^2+32*a^2*c^2*g^4+750*a^2*c^2*g^3*p+262*a ^2*c^2*g^3*q+750*a^2*c^2*g^3*r-3164*a^2*c^2*g^3*x+3356*a^2*c^2*g^2*p^2+2620*a^2 *c^2*g^2*p*q+6712*a^2*c^2*g^2*p*r-35524*a^2*c^2*g^2*p*x+532*a^2*c^2*g^2*q^2+ 2620*a^2*c^2*g^2*q*r-17252*a^2*c^2*g^2*q*x+3356*a^2*c^2*g^2*r^2-31560*a^2*c^2*g ^2*r*x+36026*a^2*c^2*g^2*x^2+4686*a^2*c^2*g*p^3+6930*a^2*c^2*g*p^2*q+14058*a^2* c^2*g*p^2*r-81332*a^2*c^2*g*p^2*x+2580*a^2*c^2*g*p*q^2+13860*a^2*c^2*g*p*q*r-\ 104356*a^2*c^2*g*p*q*x+14058*a^2*c^2*g*p*r^2-165542*a^2*c^2*g*p*r*x+150106*a^2* c^2*g*p*x^2+336*a^2*c^2*g*q^3+2580*a^2*c^2*g*q^2*r-23024*a^2*c^2*g*q^2*x+6930*a ^2*c^2*g*q*r^2-86066*a^2*c^2*g*q*r*x+150106*a^2*c^2*g*q*x^2+4686*a^2*c^2*g*r^3-\ 84210*a^2*c^2*g*r^2*x+180642*a^2*c^2*g*r*x^2+2040*a^2*c^2*p^4+4660*a^2*c^2*p^3* q+8160*a^2*c^2*p^3*r-48976*a^2*c^2*p^3*x+3258*a^2*c^2*p^2*q^2+13980*a^2*c^2*p^2 *q*r-106404*a^2*c^2*p^2*q*x+12240*a^2*c^2*p^2*r^2-155442*a^2*c^2*p^2*r*x+127662 *a^2*c^2*p^2*x^2+696*a^2*c^2*p*q^3+6516*a^2*c^2*p*q^2*r-65880*a^2*c^2*p*q^2*x+ 13980*a^2*c^2*p*q*r^2-206076*a^2*c^2*p*q*r*x+255324*a^2*c^2*p*q*x^2+8160*a^2*c^ 2*p*r^3-163956*a^2*c^2*p*r^2*x+305780*a^2*c^2*p*r*x^2+58*a^2*c^2*q^4+696*a^2*c^ 2*q^3*r-8452*a^2*c^2*q^3*x+3258*a^2*c^2*q^2*r^2-50634*a^2*c^2*q^2*r*x+127662*a^ 2*c^2*q^2*x^2+4660*a^2*c^2*q*r^3-99672*a^2*c^2*q*r^2*x+305780*a^2*c^2*q*r*x^2+ 2040*a^2*c^2*r^4-57490*a^2*c^2*r^3*x+200388*a^2*c^2*r^2*x^2+57*a^2*c*g^4*p+7*a^ 2*c*g^4*q+57*a^2*c*g^4*r-150*a^2*c*g^4*x+569*a^2*c*g^3*p^2+284*a^2*c*g^3*p*q+ 1138*a^2*c*g^3*p*r-4684*a^2*c*g^3*p*x+42*a^2*c*g^3*q^2+284*a^2*c*g^3*q*r-1966*a ^2*c*g^3*q*x+569*a^2*c*g^3*r^2-3925*a^2*c*g^3*r*x+3750*a^2*c*g^3*x^2+1381*a^2*c *g^2*p^3+1797*a^2*c*g^2*p^2*q+4143*a^2*c*g^2*p^2*r-21064*a^2*c*g^2*p^2*x+468*a^ 2*c*g^2*p*q^2+3594*a^2*c*g^2*p*q*r-25890*a^2*c*g^2*p*q*x+4143*a^2*c*g^2*p*r^2-\ 43789*a^2*c*g^2*p*r*x+33765*a^2*c*g^2*p*x^2+52*a^2*c*g^2*q^3+468*a^2*c*g^2*q^2* r-4826*a^2*c*g^2*q^2*x+1797*a^2*c*g^2*q*r^2-19683*a^2*c*g^2*q*r*x+33765*a^2*c*g ^2*q*x^2+1381*a^2*c*g^2*r^3-22725*a^2*c*g^2*r^2*x+39835*a^2*c*g^2*r*x^2+1287*a^ 2*c*g*p^4+2810*a^2*c*g*p^3*q+5148*a^2*c*g*p^3*r-28818*a^2*c*g*p^3*x+1779*a^2*c* g*p^2*q^2+8430*a^2*c*g*p^2*q*r-61596*a^2*c*g*p^2*q*x+7722*a^2*c*g*p^2*r^2-92817 *a^2*c*g*p^2*r*x+68981*a^2*c*g*p^2*x^2+276*a^2*c*g*p*q^3+3558*a^2*c*g*p*q^2*r-\ 36738*a^2*c*g*p*q^2*x+8430*a^2*c*g*p*q*r^2-119010*a^2*c*g*p*q*r*x+137962*a^2*c* g*p*q*x^2+5148*a^2*c*g*p*r^3-99180*a^2*c*g*p*r^2*x+165686*a^2*c*g*p*r*x^2+20*a^ 2*c*g*q^4+276*a^2*c*g*q^3*r-3960*a^2*c*g*q^3*x+1779*a^2*c*g*q^2*r^2-26193*a^2*c *g*q^2*r*x+68981*a^2*c*g*q^2*x^2+2810*a^2*c*g*q*r^3-57414*a^2*c*g*q*r^2*x+ 165686*a^2*c*g*q*r*x^2+1287*a^2*c*g*r^4-35181*a^2*c*g*r^3*x+112686*a^2*c*g*r^2* x^2+414*a^2*c*p^5+1284*a^2*c*p^4*q+2070*a^2*c*p^4*r-12212*a^2*c*p^4*x+1370*a^2* c*p^3*q^2+5136*a^2*c*p^3*q*r-37636*a^2*c*p^3*q*x+4140*a^2*c*p^3*r^2-52832*a^2*c *p^3*r*x+38710*a^2*c*p^3*x^2+546*a^2*c*p^2*q^3+4110*a^2*c*p^2*q^2*r-39636*a^2*c *p^2*q^2*x+7704*a^2*c*p^2*q*r^2-115728*a^2*c*p^2*q*r*x+116130*a^2*c*p^2*q*x^2+ 4140*a^2*c*p^2*r^3-85224*a^2*c*p^2*r^2*x+138142*a^2*c*p^2*r*x^2+48*a^2*c*p*q^4+ 1092*a^2*c*p*q^3*r-15212*a^2*c*p*q^3*x+4110*a^2*c*p*q^2*r^2-72960*a^2*c*p*q^2*r *x+116130*a^2*c*p*q^2*x^2+5136*a^2*c*p*q*r^3-118548*a^2*c*p*q*r^2*x+276284*a^2* c*p*q*r*x^2+2070*a^2*c*p*r^4-60800*a^2*c*p*r^3*x+177864*a^2*c*p*r^2*x^2+2*a^2*c *q^5+48*a^2*c*q^4*r-1000*a^2*c*q^4*x+546*a^2*c*q^3*r^2-10064*a^2*c*q^3*r*x+ 38710*a^2*c*q^3*x^2+1370*a^2*c*q^2*r^3-33324*a^2*c*q^2*r^2*x+138142*a^2*c*q^2*r *x^2+1284*a^2*c*q*r^4-40456*a^2*c*q*r^3*x+177864*a^2*c*q*r^2*x^2+414*a^2*c*r^5-\ 16196*a^2*c*r^4*x+78432*a^2*c*r^3*x^2+33*a^2*g^4*p^2+66*a^2*g^4*p*r-116*a^2*g^4 *p*x-50*a^2*g^4*q*x+33*a^2*g^4*r^2-67*a^2*g^4*r*x+66*a^2*g^4*x^2+132*a^2*g^3*p^ 3+132*a^2*g^3*p^2*q+396*a^2*g^3*p^2*r-1510*a^2*g^3*p^2*x+264*a^2*g^3*p*q*r-1724 *a^2*g^3*p*q*x+396*a^2*g^3*p*r^2-3340*a^2*g^3*p*r*x+1812*a^2*g^3*p*x^2-214*a^2* g^3*q^2*x+132*a^2*g^3*q*r^2-1012*a^2*g^3*q*r*x+1812*a^2*g^3*q*x^2+132*a^2*g^3*r ^3-1830*a^2*g^3*r^2*x+1812*a^2*g^3*r*x^2+198*a^2*g^2*p^4+396*a^2*g^2*p^3*q+792* a^2*g^2*p^3*r-3860*a^2*g^2*p^3*x+198*a^2*g^2*p^2*q^2+1188*a^2*g^2*p^2*q*r-8016* a^2*g^2*p^2*q*x+1188*a^2*g^2*p^2*r^2-12882*a^2*g^2*p^2*r*x+7889*a^2*g^2*p^2*x^2 +396*a^2*g^2*p*q^2*r-4452*a^2*g^2*p*q^2*x+1188*a^2*g^2*p*q*r^2-15468*a^2*g^2*p* q*r*x+15778*a^2*g^2*p*q*x^2+792*a^2*g^2*p*r^3-14184*a^2*g^2*p*r^2*x+18813*a^2*g ^2*p*r*x^2-296*a^2*g^2*q^3*x+198*a^2*g^2*q^2*r^2-2586*a^2*g^2*q^2*r*x+7889*a^2* g^2*q^2*x^2+396*a^2*g^2*q*r^3-7452*a^2*g^2*q*r^2*x+18813*a^2*g^2*q*r*x^2+198*a^ 2*g^2*r^4-5162*a^2*g^2*r^3*x+13959*a^2*g^2*r^2*x^2+132*a^2*g*p^5+396*a^2*g*p^4* q+660*a^2*g*p^4*r-3638*a^2*g*p^4*x+396*a^2*g*p^3*q^2+1584*a^2*g*p^3*q*r-11074*a ^2*g*p^3*q*x+1320*a^2*g*p^3*r^2-16021*a^2*g*p^3*r*x+10531*a^2*g*p^3*x^2+132*a^2 *g*p^2*q^3+1188*a^2*g*p^2*q^2*r-11394*a^2*g*p^2*q^2*x+2376*a^2*g*p^2*q*r^2-\ 34353*a^2*g*p^2*q*r*x+31593*a^2*g*p^2*q*x^2+1320*a^2*g*p^2*r^3-26235*a^2*g*p^2* r^2*x+37821*a^2*g*p^2*r*x^2+264*a^2*g*p*q^3*r-4118*a^2*g*p*q^3*x+1188*a^2*g*p*q ^2*r^2-20643*a^2*g*p*q^2*r*x+31593*a^2*g*p*q^2*x^2+1584*a^2*g*p*q*r^3-35484*a^2 *g*p*q*r^2*x+75642*a^2*g*p*q*r*x^2+660*a^2*g*p*r^4-18959*a^2*g*p*r^3*x+50463*a^ 2*g*p*r^2*x^2-160*a^2*g*q^4*x+132*a^2*g*q^3*r^2-2311*a^2*g*q^3*r*x+10531*a^2*g* q^3*x^2+396*a^2*g*q^2*r^3-9249*a^2*g*q^2*r^2*x+37821*a^2*g*q^2*r*x^2+396*a^2*g* q*r^4-12205*a^2*g*q*r^3*x+50463*a^2*g*q*r^2*x^2+132*a^2*g*r^5-5107*a^2*g*r^4*x+ 23173*a^2*g*r^3*x^2+33*a^2*p^6+132*a^2*p^5*q+198*a^2*p^5*r-1172*a^2*p^5*x+198*a ^2*p^4*q^2+660*a^2*p^4*q*r-4716*a^2*p^4*q*x+495*a^2*p^4*r^2-6386*a^2*p^4*r*x+ 4388*a^2*p^4*x^2+132*a^2*p^3*q^3+792*a^2*p^3*q^2*r-7144*a^2*p^3*q^2*x+1320*a^2* p^3*q*r^2-19842*a^2*p^3*q*r*x+17552*a^2*p^3*q*x^2+660*a^2*p^3*r^3-13824*a^2*p^3 *r^2*x+20715*a^2*p^3*r*x^2+33*a^2*p^2*q^4+396*a^2*p^2*q^3*r-4856*a^2*p^2*q^3*x+ 1188*a^2*p^2*q^2*r^2-21210*a^2*p^2*q^2*r*x+26328*a^2*p^2*q^2*x^2+1320*a^2*p^2*q *r^3-31230*a^2*p^2*q*r^2*x+62145*a^2*p^2*q*r*x^2+495*a^2*p^2*r^4-14876*a^2*p^2* r^3*x+39234*a^2*p^2*r^2*x^2+66*a^2*p*q^4*r-1284*a^2*p*q^4*x+396*a^2*p*q^3*r^2-\ 8438*a^2*p*q^3*r*x+17552*a^2*p*q^3*x^2+792*a^2*p*q^2*r^3-20988*a^2*p*q^2*r^2*x+ 62145*a^2*p*q^2*r*x^2+660*a^2*p*q*r^4-21798*a^2*p*q*r^3*x+78468*a^2*p*q*r^2*x^2 +198*a^2*p*r^5-7964*a^2*p*r^4*x+33875*a^2*p*r^3*x^2-28*a^2*q^5*x+33*a^2*q^4*r^2 -684*a^2*q^4*r*x+4388*a^2*q^4*x^2+132*a^2*q^3*r^3-3582*a^2*q^3*r^2*x+20715*a^2* q^3*r*x^2+198*a^2*q^2*r^4-6922*a^2*q^2*r^3*x+39234*a^2*q^2*r^2*x^2+132*a^2*q*r^ 5-5694*a^2*q*r^4*x+33875*a^2*q*r^3*x^2+33*a^2*r^6-1698*a^2*r^5*x+10968*a^2*r^4* x^2+160*a*b^5*c^2+176*a*b^5*c*p+16*a*b^5*c*q+176*a*b^5*c*r-480*a*b^5*c*x+48*a*b ^5*p^2+96*a*b^5*p*r-256*a*b^5*p*x-160*a*b^5*q*x+48*a*b^5*r^2-272*a*b^5*r*x+96*a *b^5*x^2+1184*a*b^4*c^3+512*a*b^4*c^2*g+1888*a*b^4*c^2*p+576*a*b^4*c^2*q+1888*a *b^4*c^2*r-7424*a*b^4*c^2*x+600*a*b^4*c*g*p+72*a*b^4*c*g*q+600*a*b^4*c*g*r-1584 *a*b^4*c*g*x+1008*a*b^4*c*p^2+608*a*b^4*c*p*q+2016*a*b^4*c*p*r-8144*a*b^4*c*p*x +40*a*b^4*c*q^2+608*a*b^4*c*q*r-4544*a*b^4*c*q*x+1008*a*b^4*c*r^2-8808*a*b^4*c* r*x+4960*a*b^4*c*x^2+180*a*b^4*g*p^2+360*a*b^4*g*p*r-888*a*b^4*g*p*x-528*a*b^4* g*q*x+180*a*b^4*g*r^2-876*a*b^4*g*r*x+360*a*b^4*g*x^2+180*a*b^4*p^3+180*a*b^4*p ^2*q+540*a*b^4*p^2*r-2200*a*b^4*p^2*x+360*a*b^4*p*q*r-2680*a*b^4*p*q*x+540*a*b^ 4*p*r^2-5068*a*b^4*p*r*x+2400*a*b^4*p*x^2-480*a*b^4*q^2*x+180*a*b^4*q*r^2-1988* a*b^4*q*r*x+2400*a*b^4*q*x^2+180*a*b^4*r^3-2868*a*b^4*r^2*x+2400*a*b^4*r*x^2+ 3488*a*b^3*c^4+2976*a*b^3*c^3*g+7296*a*b^3*c^3*p+3008*a*b^3*c^3*q+7296*a*b^3*c^ 3*r-34240*a*b^3*c^3*x+616*a*b^3*c^2*g^2+4952*a*b^3*c^2*g*p+1576*a*b^3*c^2*g*q+ 4952*a*b^3*c^2*g*r-19696*a*b^3*c^2*g*x+5776*a*b^3*c^2*p^2+4832*a*b^3*c^2*p*q+ 11552*a*b^3*c^2*p*r-56640*a*b^3*c^2*p*x+720*a*b^3*c^2*q^2+4832*a*b^3*c^2*q*r-\ 32960*a*b^3*c^2*q*x+5776*a*b^3*c^2*r^2-59008*a*b^3*c^2*r*x+46368*a*b^3*c^2*x^2+ 780*a*b^3*c*g^2*p+100*a*b^3*c*g^2*q+780*a*b^3*c*g^2*r-2040*a*b^3*c*g^2*x+2804*a *b^3*c*g*p^2+1656*a*b^3*c*g*p*q+5608*a*b^3*c*g*p*r-22736*a*b^3*c*g*p*x+148*a*b^ 3*c*g*q^2+1656*a*b^3*c*g*q*r-12080*a*b^3*c*g*q*x+2804*a*b^3*c*g*r^2-23456*a*b^3 *c*g*r*x+14688*a*b^3*c*g*x^2+2028*a*b^3*c*p^3+2748*a*b^3*c*p^2*q+6084*a*b^3*c*p ^2*r-30136*a*b^3*c*p^2*x+756*a*b^3*c*p*q^2+5496*a*b^3*c*p*q*r-39152*a*b^3*c*p*q *x+6084*a*b^3*c*p*r^2-65872*a*b^3*c*p*r*x+43552*a*b^3*c*p*x^2+36*a*b^3*c*q^3+ 756*a*b^3*c*q^2*r-9016*a*b^3*c*q^2*x+2748*a*b^3*c*q*r^2-34576*a*b^3*c*q*r*x+ 43552*a*b^3*c*q*x^2+2028*a*b^3*c*r^3-35736*a*b^3*c*r^2*x+51280*a*b^3*c*r*x^2+ 264*a*b^3*g^2*p^2+528*a*b^3*g^2*p*r-1208*a*b^3*g^2*p*x-680*a*b^3*g^2*q*x+264*a* b^3*g^2*r^2-1096*a*b^3*g^2*r*x+528*a*b^3*g^2*x^2+528*a*b^3*g*p^3+528*a*b^3*g*p^ 2*q+1584*a*b^3*g*p^2*r-6368*a*b^3*g*p^2*x+1056*a*b^3*g*p*q*r-7648*a*b^3*g*p*q*x +1584*a*b^3*g*p*r^2-14528*a*b^3*g*p*r*x+7104*a*b^3*g*p*x^2-1280*a*b^3*g*q^2*x+ 528*a*b^3*g*q*r^2-5408*a*b^3*g*q*r*x+7104*a*b^3*g*q*x^2+528*a*b^3*g*r^3-8160*a* b^3*g*r^2*x+7104*a*b^3*g*r*x^2+264*a*b^3*p^4+528*a*b^3*p^3*q+1056*a*b^3*p^3*r-\ 5192*a*b^3*p^3*x+264*a*b^3*p^2*q^2+1584*a*b^3*p^2*q*r-10920*a*b^3*p^2*q*x+1584* a*b^3*p^2*r^2-17496*a*b^3*p^2*r*x+10200*a*b^3*p^2*x^2+528*a*b^3*p*q^2*r-6264*a* b^3*p*q^2*x+1584*a*b^3*p*q*r^2-21552*a*b^3*p*q*r*x+20400*a*b^3*p*q*x^2+1056*a*b ^3*p*r^3-19416*a*b^3*p*r^2*x+24264*a*b^3*p*r*x^2-536*a*b^3*q^3*x+264*a*b^3*q^2* r^2-4056*a*b^3*q^2*r*x+10200*a*b^3*q^2*x^2+528*a*b^3*q*r^3-10632*a*b^3*q*r^2*x+ 24264*a*b^3*q*r*x^2+264*a*b^3*r^4-7112*a*b^3*r^3*x+17928*a*b^3*r^2*x^2+5120*a*b ^2*c^5+6512*a*b^2*c^4*g+13312*a*b^2*c^4*p+6272*a*b^2*c^4*q+13312*a*b^2*c^4*r-\ 69312*a*b^2*c^4*x+2672*a*b^2*c^3*g^2+14088*a*b^2*c^3*g*p+5912*a*b^2*c^3*g*q+ 14088*a*b^2*c^3*g*r-67744*a*b^2*c^3*g*x+14072*a*b^2*c^3*p^2+13328*a*b^2*c^3*p*q +28144*a*b^2*c^3*p*r-155040*a*b^2*c^3*p*x+2568*a*b^2*c^3*q^2+13328*a*b^2*c^3*q* r-91776*a*b^2*c^3*q*x+14072*a*b^2*c^3*r^2-156368*a*b^2*c^3*r*x+151920*a*b^2*c^3 *x^2+348*a*b^2*c^2*g^3+4688*a*b^2*c^2*g^2*p+1504*a*b^2*c^2*g^2*q+4688*a*b^2*c^2 *g^2*r-19112*a*b^2*c^2*g^2*x+11668*a*b^2*c^2*g*p^2+9616*a*b^2*c^2*g*p*q+23336*a *b^2*c^2*g*p*r-116960*a*b^2*c^2*g*p*x+1548*a*b^2*c^2*g*q^2+9616*a*b^2*c^2*g*q*r -65408*a*b^2*c^2*g*q*x+11668*a*b^2*c^2*g*r^2-117464*a*b^2*c^2*g*r*x+101328*a*b^ 2*c^2*g*x^2+7392*a*b^2*c^2*p^3+11208*a*b^2*c^2*p^2*q+22176*a*b^2*c^2*p^2*r-\ 123504*a*b^2*c^2*p^2*x+4200*a*b^2*c^2*p*q^2+22416*a*b^2*c^2*p*q*r-164880*a*b^2* c^2*p*q*x+22176*a*b^2*c^2*p*r^2-261576*a*b^2*c^2*p*r*x+210408*a*b^2*c^2*p*x^2+ 384*a*b^2*c^2*q^3+4200*a*b^2*c^2*q^2*r-41376*a*b^2*c^2*q^2*x+11208*a*b^2*c^2*q* r^2-149592*a*b^2*c^2*q*r*x+210408*a*b^2*c^2*q*x^2+7392*a*b^2*c^2*r^3-138072*a*b ^2*c^2*r^2*x+252876*a*b^2*c^2*r*x^2+486*a*b^2*c*g^3*p+58*a*b^2*c*g^3*q+486*a*b^ 2*c*g^3*r-1284*a*b^2*c*g^3*x+2850*a*b^2*c*g^2*p^2+1620*a*b^2*c*g^2*p*q+5700*a*b ^2*c*g^2*p*r-23300*a*b^2*c*g^2*p*x+168*a*b^2*c*g^2*q^2+1620*a*b^2*c*g^2*q*r-\ 11744*a*b^2*c*g^2*q*x+2850*a*b^2*c*g^2*r^2-22906*a*b^2*c*g^2*r*x+15936*a*b^2*c* g^2*x^2+4256*a*b^2*c*g*p^3+5712*a*b^2*c*g*p^2*q+12768*a*b^2*c*g*p^2*r-63856*a*b ^2*c*g*p^2*x+1554*a*b^2*c*g*p*q^2+11424*a*b^2*c*g*p*q*r-81812*a*b^2*c*g*p*q*x+ 12768*a*b^2*c*g*p*r^2-137806*a*b^2*c*g*p*r*x+95070*a*b^2*c*g*p*x^2+98*a*b^2*c*g *q^3+1554*a*b^2*c*g*q^2*r-17956*a*b^2*c*g*q^2*x+5712*a*b^2*c*g*q*r^2-69730*a*b^ 2*c*g*q*r*x+95070*a*b^2*c*g*q*x^2+4256*a*b^2*c*g*r^3-73950*a*b^2*c*g*r^2*x+ 112044*a*b^2*c*g*r*x^2+1900*a*b^2*c*p^4+4184*a*b^2*c*p^3*q+7600*a*b^2*c*p^3*r-\ 42052*a*b^2*c*p^3*x+2682*a*b^2*c*p^2*q^2+12552*a*b^2*c*p^2*q*r-91056*a*b^2*c*p^ 2*q*x+11400*a*b^2*c*p^2*r^2-137310*a*b^2*c*p^2*r*x+96846*a*b^2*c*p^2*x^2+412*a* b^2*c*p*q^3+5364*a*b^2*c*p*q^2*r-55956*a*b^2*c*p*q^2*x+12552*a*b^2*c*p*q*r^2-\ 180516*a*b^2*c*p*q*r*x+193692*a*b^2*c*p*q*x^2+7600*a*b^2*c*p*r^3-148464*a*b^2*c *p*r^2*x+232332*a*b^2*c*p*r*x^2+14*a*b^2*c*q^4+412*a*b^2*c*q^3*r-6952*a*b^2*c*q ^3*x+2682*a*b^2*c*q^2*r^2-43206*a*b^2*c*q^2*r*x+96846*a*b^2*c*q^2*x^2+4184*a*b^ 2*c*q*r^3-89460*a*b^2*c*q*r^2*x+232332*a*b^2*c*q*r*x^2+1900*a*b^2*c*r^4-53206*a *b^2*c*r^3*x+157824*a*b^2*c*r^2*x^2+189*a*b^2*g^3*p^2+378*a*b^2*g^3*p*r-806*a*b ^2*g^3*p*x-428*a*b^2*g^3*q*x+189*a*b^2*g^3*r^2-667*a*b^2*g^3*r*x+378*a*b^2*g^3* x^2+567*a*b^2*g^2*p^3+567*a*b^2*g^2*p^2*q+1701*a*b^2*g^2*p^2*r-6762*a*b^2*g^2*p ^2*x+1134*a*b^2*g^2*p*q*r-8010*a*b^2*g^2*p*q*x+1701*a*b^2*g^2*p*r^2-15297*a*b^2 *g^2*p*r*x+7704*a*b^2*g^2*p*x^2-1248*a*b^2*g^2*q^2*x+567*a*b^2*g^2*q*r^2-5403*a *b^2*g^2*q*r*x+7704*a*b^2*g^2*q*x^2+567*a*b^2*g^2*r^3-8535*a*b^2*g^2*r^2*x+7704 *a*b^2*g^2*r*x^2+567*a*b^2*g*p^4+1134*a*b^2*g*p^3*q+2268*a*b^2*g*p^3*r-11170*a* b^2*g*p^3*x+567*a*b^2*g*p^2*q^2+3402*a*b^2*g*p^2*q*r-23412*a*b^2*g*p^2*q*x+3402 *a*b^2*g*p^2*r^2-37551*a*b^2*g*p^2*r*x+22239*a*b^2*g*p^2*x^2+1134*a*b^2*g*p*q^2 *r-13314*a*b^2*g*p*q^2*x+3402*a*b^2*g*p*q*r^2-45942*a*b^2*g*p*q*r*x+44478*a*b^2 *g*p*q*x^2+2268*a*b^2*g*p*r^3-41592*a*b^2*g*p*r^2*x+52965*a*b^2*g*p*r*x^2-1072* a*b^2*g*q^3*x+567*a*b^2*g*q^2*r^2-8391*a*b^2*g*q^2*r*x+22239*a*b^2*g*q^2*x^2+ 1134*a*b^2*g*q*r^3-22530*a*b^2*g*q*r^2*x+52965*a*b^2*g*q*r*x^2+567*a*b^2*g*r^4-\ 15211*a*b^2*g*r^3*x+39213*a*b^2*g*r^2*x^2+189*a*b^2*p^5+567*a*b^2*p^4*q+945*a*b ^2*p^4*r-5198*a*b^2*p^4*x+567*a*b^2*p^3*q^2+2268*a*b^2*p^3*q*r-15866*a*b^2*p^3* q*x+1890*a*b^2*p^3*r^2-22951*a*b^2*p^3*r*x+14811*a*b^2*p^3*x^2+189*a*b^2*p^2*q^ 3+1701*a*b^2*p^2*q^2*r-16410*a*b^2*p^2*q^2*x+3402*a*b^2*p^2*q*r^2-49431*a*b^2*p ^2*q*r*x+44433*a*b^2*p^2*q*x^2+1890*a*b^2*p^2*r^3-37665*a*b^2*p^2*r^2*x+53136*a *b^2*p^2*r*x^2+378*a*b^2*p*q^3*r-6014*a*b^2*p*q^3*x+1701*a*b^2*p*q^2*r^2-30009* a*b^2*p*q^2*r*x+44433*a*b^2*p*q^2*x^2+2268*a*b^2*p*q*r^3-51264*a*b^2*p*q*r^2*x+ 106272*a*b^2*p*q*r*x^2+945*a*b^2*p*r^4-27269*a*b^2*p*r^3*x+70830*a*b^2*p*r^2*x^ 2-272*a*b^2*q^4*x+189*a*b^2*q^3*r^2-3529*a*b^2*q^3*r*x+14811*a*b^2*q^3*x^2+567* a*b^2*q^2*r^3-13599*a*b^2*q^2*r^2*x+53136*a*b^2*q^2*r*x^2+567*a*b^2*q*r^4-17699 *a*b^2*q*r^3*x+70830*a*b^2*q*r^2*x^2+189*a*b^2*r^5-7357*a*b^2*r^4*x+32505*a*b^2 *r^3*x^2+3712*a*b*c^6+6304*a*b*c^5*g+11552*a*b*c^5*p+5856*a*b*c^5*q+11552*a*b*c ^5*r-64384*a*b*c^5*x+3888*a*b*c^4*g^2+16832*a*b*c^4*g*p+8016*a*b*c^4*g*q+16832* a*b*c^4*g*r-90256*a*b*c^4*g*x+15400*a*b*c^4*p^2+15424*a*b*c^4*p*q+30800*a*b*c^4 *p*r-183824*a*b*c^4*p*x+3368*a*b*c^4*q^2+15424*a*b*c^4*q*r-108592*a*b*c^4*q*x+ 15400*a*b*c^4*r^2-180480*a*b*c^4*r*x+203824*a*b*c^4*x^2+1016*a*b*c^3*g^3+8752*a *b*c^3*g^2*p+3680*a*b*c^3*g^2*q+8752*a*b*c^3*g^2*r-43552*a*b*c^3*g^2*x+18480*a* b*c^3*g*p^2+17280*a*b*c^3*g*p*q+36960*a*b*c^3*g*p*r-209856*a*b*c^3*g*p*x+3456*a *b*c^3*g*q^2+17280*a*b*c^3*g*q*r-119840*a*b*c^3*g*q*x+18480*a*b*c^3*g*r^2-\ 205200*a*b*c^3*g*r*x+217072*a*b*c^3*g*x^2+10872*a*b*c^3*p^3+17304*a*b*c^3*p^2*q +32616*a*b*c^3*p^2*r-196528*a*b*c^3*p^2*x+7272*a*b*c^3*p*q^2+34608*a*b*c^3*p*q* r-264736*a*b*c^3*p*q*x+32616*a*b*c^3*p*r^2-407776*a*b*c^3*p*r*x+373088*a*b*c^3* p*x^2+840*a*b*c^3*q^3+7272*a*b*c^3*q^2*r-68208*a*b*c^3*q^2*x+17304*a*b*c^3*q*r^ 2-239456*a*b*c^3*q*r*x+373088*a*b*c^3*q*x^2+10872*a*b*c^3*r^3-211248*a*b*c^3*r^ 2*x+449424*a*b*c^3*r*x^2+92*a*b*c^2*g^4+1904*a*b*c^2*g^3*p+596*a*b*c^2*g^3*q+ 1904*a*b*c^2*g^3*r-8052*a*b*c^2*g^3*x+7638*a*b*c^2*g^2*p^2+6136*a*b*c^2*g^2*p*q +15276*a*b*c^2*g^2*p*r-78700*a*b*c^2*g^2*p*x+1034*a*b*c^2*g^2*q^2+6136*a*b*c^2* g^2*q*r-42156*a*b*c^2*g^2*q*x+7638*a*b*c^2*g^2*r^2-76164*a*b*c^2*g^2*r*x+72052* a*b*c^2*g^2*x^2+10026*a*b*c^2*g*p^3+15054*a*b*c^2*g*p^2*q+30078*a*b*c^2*g*p^2*r -170808*a*b*c^2*g*p^2*x+5586*a*b*c^2*g*p*q^2+30108*a*b*c^2*g*p*q*r-225000*a*b*c ^2*g*p*q*x+30078*a*b*c^2*g*p*r^2-357228*a*b*c^2*g*p*r*x+300212*a*b*c^2*g*p*x^2+ 558*a*b*c^2*g*q^3+5586*a*b*c^2*g*q^2*r-54192*a*b*c^2*g*q^2*x+15054*a*b*c^2*g*q* r^2-198276*a*b*c^2*g*q*r*x+300212*a*b*c^2*g*q*x^2+10026*a*b*c^2*g*r^3-186420*a* b*c^2*g*r^2*x+361284*a*b*c^2*g*r*x^2+4202*a*b*c^2*p^4+9652*a*b*c^2*p^3*q+16808* a*b*c^2*p^3*r-100244*a*b*c^2*p^3*x+6780*a*b*c^2*p^2*q^2+28956*a*b*c^2*p^2*q*r-\ 219684*a*b*c^2*p^2*q*x+25212*a*b*c^2*p^2*r^2-321456*a*b*c^2*p^2*r*x+255324*a*b* c^2*p^2*x^2+1412*a*b*c^2*p*q^3+13560*a*b*c^2*p*q^2*r-138636*a*b*c^2*p*q^2*x+ 28956*a*b*c^2*p*q*r^2-433296*a*b*c^2*p*q*r*x+510648*a*b*c^2*p*q*x^2+16808*a*b*c ^2*p*r^3-342180*a*b*c^2*p*r^2*x+611560*a*b*c^2*p*r*x^2+82*a*b*c^2*q^4+1412*a*b* c^2*q^3*r-19196*a*b*c^2*q^3*x+6780*a*b*c^2*q^2*r^2-111840*a*b*c^2*q^2*r*x+ 255324*a*b*c^2*q^2*x^2+9652*a*b*c^2*q*r^3-213612*a*b*c^2*q*r^2*x+611560*a*b*c^2 *q*r*x^2+4202*a*b*c^2*r^4-120968*a*b*c^2*r^3*x+400776*a*b*c^2*r^2*x^2+146*a*b*c *g^4*p+14*a*b*c*g^4*q+146*a*b*c*g^4*r-396*a*b*c*g^4*x+1256*a*b*c*g^3*p^2+676*a* b*c*g^3*p*q+2512*a*b*c*g^3*p*r-10392*a*b*c*g^3*p*x+74*a*b*c*g^3*q^2+676*a*b*c*g ^3*q*r-4956*a*b*c*g^3*q*x+1256*a*b*c*g^3*r^2-9738*a*b*c*g^3*r*x+7500*a*b*c*g^3* x^2+2903*a*b*c*g^2*p^3+3849*a*b*c*g^2*p^2*q+8709*a*b*c*g^2*p^2*r-44080*a*b*c*g^ 2*p^2*x+1023*a*b*c*g^2*p*q^2+7698*a*b*c*g^2*p*q*r-55684*a*b*c*g^2*p*q*x+8709*a* b*c*g^2*p*r^2-93994*a*b*c*g^2*p*r*x+67530*a*b*c*g^2*p*x^2+77*a*b*c*g^2*q^3+1023 *a*b*c*g^2*q^2*r-11604*a*b*c*g^2*q^2*x+3849*a*b*c*g^2*q*r^2-45782*a*b*c*g^2*q*r *x+67530*a*b*c*g^2*q*x^2+2903*a*b*c*g^2*r^3-49914*a*b*c*g^2*r^2*x+79670*a*b*c*g ^2*r*x^2+2631*a*b*c*g*p^4+5774*a*b*c*g*p^3*q+10524*a*b*c*g*p^3*r-58850*a*b*c*g* p^3*x+3678*a*b*c*g*p^2*q^2+17322*a*b*c*g*p^2*q*r-126834*a*b*c*g*p^2*q*x+15786*a *b*c*g*p^2*r^2-191316*a*b*c*g*p^2*r*x+137962*a*b*c*g*p^2*x^2+558*a*b*c*g*p*q^3+ 7356*a*b*c*g*p*q^2*r-77118*a*b*c*g*p*q^2*x+17322*a*b*c*g*p*q*r^2-249384*a*b*c*g *p*q*r*x+275924*a*b*c*g*p*q*x^2+10524*a*b*c*g*p*r^3-206082*a*b*c*g*p*r^2*x+ 331372*a*b*c*g*p*r*x^2+23*a*b*c*g*q^4+558*a*b*c*g*q^3*r-9134*a*b*c*g*q^3*x+3678 *a*b*c*g*q^2*r^2-58068*a*b*c*g*q^2*r*x+137962*a*b*c*g*q^2*x^2+5774*a*b*c*g*q*r^ 3-122550*a*b*c*g*q*r^2*x+331372*a*b*c*g*q*r*x^2+2631*a*b*c*g*r^4-73616*a*b*c*g* r^3*x+225372*a*b*c*g*r^2*x^2+834*a*b*c*p^5+2590*a*b*c*p^4*q+4170*a*b*c*p^4*r-\ 24640*a*b*c*p^4*x+2768*a*b*c*p^3*q^2+10360*a*b*c*p^3*q*r-76136*a*b*c*p^3*q*x+ 8340*a*b*c*p^3*r^2-106944*a*b*c*p^3*r*x+77420*a*b*c*p^3*x^2+1104*a*b*c*p^2*q^3+ 8304*a*b*c*p^2*q^2*r-80568*a*b*c*p^2*q^2*x+15540*a*b*c*p^2*q*r^2-235296*a*b*c*p ^2*q*r*x+232260*a*b*c*p^2*q*x^2+8340*a*b*c*p^2*r^3-172992*a*b*c*p^2*r^2*x+ 276284*a*b*c*p^2*r*x^2+94*a*b*c*p*q^4+2208*a*b*c*p*q^3*r-31288*a*b*c*p*q^3*x+ 8304*a*b*c*p*q^2*r^2-149760*a*b*c*p*q^2*r*x+232260*a*b*c*p*q^2*x^2+10360*a*b*c* p*q*r^3-242184*a*b*c*p*q*r^2*x+552568*a*b*c*p*q*r*x^2+4170*a*b*c*p*r^4-123712*a *b*c*p*r^3*x+355728*a*b*c*p*r^2*x^2+2*a*b*c*q^5+94*a*b*c*q^4*r-2216*a*b*c*q^4*x +1104*a*b*c*q^3*r^2-21408*a*b*c*q^3*r*x+77420*a*b*c*q^3*x^2+2768*a*b*c*q^2*r^3-\ 69192*a*b*c*q^2*r^2*x+276284*a*b*c*q^2*r*x^2+2590*a*b*c*q*r^4-83024*a*b*c*q*r^3 *x+355728*a*b*c*q*r^2*x^2+834*a*b*c*r^5-33024*a*b*c*r^4*x+156864*a*b*c*r^3*x^2+ 66*a*b*g^4*p^2+132*a*b*g^4*p*r-264*a*b*g^4*p*x-132*a*b*g^4*q*x+66*a*b*g^4*r^2-\ 198*a*b*g^4*r*x+132*a*b*g^4*x^2+264*a*b*g^3*p^3+264*a*b*g^3*p^2*q+792*a*b*g^3*p ^2*r-3120*a*b*g^3*p^2*x+528*a*b*g^3*p*q*r-3648*a*b*g^3*p*q*x+792*a*b*g^3*p*r^2-\ 7008*a*b*g^3*p*r*x+3624*a*b*g^3*p*x^2-528*a*b*g^3*q^2*x+264*a*b*g^3*q*r^2-2352* a*b*g^3*q*r*x+3624*a*b*g^3*q*x^2+264*a*b*g^3*r^3-3888*a*b*g^3*r^2*x+3624*a*b*g^ 3*r*x^2+396*a*b*g^2*p^4+792*a*b*g^2*p^3*q+1584*a*b*g^2*p^3*r-7822*a*b*g^2*p^3*x +396*a*b*g^2*p^2*q^2+2376*a*b*g^2*p^2*q*r-16338*a*b*g^2*p^2*q*x+2376*a*b*g^2*p^ 2*r^2-26238*a*b*g^2*p^2*r*x+15778*a*b*g^2*p^2*x^2+792*a*b*g^2*p*q^2*r-9210*a*b* g^2*p*q^2*x+2376*a*b*g^2*p*q*r^2-31884*a*b*g^2*p*q*r*x+31556*a*b*g^2*p*q*x^2+ 1584*a*b*g^2*p*r^3-29010*a*b*g^2*p*r^2*x+37626*a*b*g^2*p*r*x^2-694*a*b*g^2*q^3* x+396*a*b*g^2*q^2*r^2-5646*a*b*g^2*q^2*r*x+15778*a*b*g^2*q^2*x^2+792*a*b*g^2*q* r^3-15546*a*b*g^2*q*r^2*x+37626*a*b*g^2*q*r*x^2+396*a*b*g^2*r^4-10594*a*b*g^2*r ^3*x+27918*a*b*g^2*r^2*x^2+264*a*b*g*p^5+792*a*b*g*p^4*q+1320*a*b*g*p^4*r-7314* a*b*g*p^4*x+792*a*b*g*p^3*q^2+3168*a*b*g*p^3*q*r-22300*a*b*g*p^3*q*x+2640*a*b*g *p^3*r^2-32268*a*b*g*p^3*r*x+21062*a*b*g*p^3*x^2+264*a*b*g*p^2*q^3+2376*a*b*g*p ^2*q^2*r-23016*a*b*g*p^2*q^2*x+4752*a*b*g*p^2*q*r^2-69384*a*b*g*p^2*q*r*x+63186 *a*b*g*p^2*q*x^2+2640*a*b*g*p^2*r^3-52920*a*b*g*p^2*r^2*x+75642*a*b*g*p^2*r*x^2 +528*a*b*g*p*q^3*r-8388*a*b*g*p*q^3*x+2376*a*b*g*p*q^2*r^2-41964*a*b*g*p*q^2*r* x+63186*a*b*g*p*q^2*x^2+3168*a*b*g*p*q*r^3-71868*a*b*g*p*q*r^2*x+151284*a*b*g*p *q*r*x^2+1320*a*b*g*p*r^4-38292*a*b*g*p*r^3*x+100926*a*b*g*p*r^2*x^2-358*a*b*g* q^4*x+264*a*b*g*q^3*r^2-4848*a*b*g*q^3*r*x+21062*a*b*g*q^3*x^2+792*a*b*g*q^2*r^ 3-18948*a*b*g*q^2*r^2*x+75642*a*b*g*q^2*r*x^2+792*a*b*g*q*r^4-24784*a*b*g*q*r^3 *x+100926*a*b*g*q*r^2*x^2+264*a*b*g*r^5-10326*a*b*g*r^4*x+46346*a*b*g*r^3*x^2+ 66*a*b*p^6+264*a*b*p^5*q+396*a*b*p^5*r-2348*a*b*p^5*x+396*a*b*p^4*q^2+1320*a*b* p^4*q*r-9452*a*b*p^4*q*x+990*a*b*p^4*r^2-12800*a*b*p^4*r*x+8776*a*b*p^4*x^2+264 *a*b*p^3*q^3+1584*a*b*p^3*q^2*r-14328*a*b*p^3*q^2*x+2640*a*b*p^3*q*r^2-39796*a* b*p^3*q*r*x+35104*a*b*p^3*q*x^2+1320*a*b*p^3*r^3-27720*a*b*p^3*r^2*x+41430*a*b* p^3*r*x^2+66*a*b*p^2*q^4+792*a*b*p^2*q^3*r-9752*a*b*p^2*q^3*x+2376*a*b*p^2*q^2* r^2-42588*a*b*p^2*q^2*r*x+52656*a*b*p^2*q^2*x^2+2640*a*b*p^2*q*r^3-62676*a*b*p^ 2*q*r^2*x+124290*a*b*p^2*q*r*x^2+990*a*b*p^2*r^4-29840*a*b*p^2*r^3*x+78468*a*b* p^2*r^2*x^2+132*a*b*p*q^4*r-2588*a*b*p*q^4*x+792*a*b*p*q^3*r^2-16988*a*b*p*q^3* r*x+35104*a*b*p*q^3*x^2+1584*a*b*p*q^2*r^3-42192*a*b*p*q^2*r^2*x+124290*a*b*p*q ^2*r*x^2+1320*a*b*p*q*r^4-43772*a*b*p*q*r^3*x+156936*a*b*p*q*r^2*x^2+396*a*b*p* r^5-15980*a*b*p*r^4*x+67750*a*b*p*r^3*x^2-60*a*b*q^5*x+66*a*b*q^4*r^2-1396*a*b* q^4*r*x+8776*a*b*q^4*x^2+264*a*b*q^3*r^3-7236*a*b*q^3*r^2*x+41430*a*b*q^3*r*x^2 +396*a*b*q^2*r^4-13932*a*b*q^2*r^3*x+78468*a*b*q^2*r^2*x^2+264*a*b*q*r^5-11440* a*b*q*r^4*x+67750*a*b*q*r^3*x^2+66*a*b*r^6-3408*a*b*r^5*x+21936*a*b*r^4*x^2+ 1056*a*c^7+2256*a*c^6*g+3824*a*c^6*p+2032*a*c^6*q+3824*a*c^6*r-22368*a*c^6*x+ 1872*a*c^5*g^2+7168*a*c^5*g*p+3664*a*c^5*g*q+7168*a*c^5*g*r-41216*a*c^5*g*x+ 6216*a*c^5*p^2+6368*a*c^5*p*q+12432*a*c^5*p*r-78704*a*c^5*p*x+1496*a*c^5*q^2+ 6368*a*c^5*q*r-45808*a*c^5*q*x+6216*a*c^5*r^2-75344*a*c^5*r*x+95680*a*c^5*x^2+ 744*a*c^4*g^3+5152*a*c^4*g^2*p+2456*a*c^4*g^2*q+5152*a*c^4*g^2*r-28656*a*c^4*g^ 2*x+9904*a*c^4*g*p^2+9776*a*c^4*g*p*q+19808*a*c^4*g*p*r-122200*a*c^4*g*p*x+2184 *a*c^4*g*q^2+9776*a*c^4*g*q*r-69672*a*c^4*g*q*x+9904*a*c^4*g*r^2-116568*a*c^4*g *r*x+142536*a*c^4*g*x^2+5580*a*c^4*p^3+9036*a*c^4*p^2*q+16740*a*c^4*p^2*r-\ 106456*a*c^4*p^2*x+3972*a*c^4*p*q^2+18072*a*c^4*p*q*r-143248*a*c^4*p*q*x+16740* a*c^4*p*r^2-217576*a*c^4*p*r*x+217968*a*c^4*p*x^2+516*a*c^4*q^3+3972*a*c^4*q^2* r-36792*a*c^4*q^2*x+9036*a*c^4*q*r^2-127784*a*c^4*q*r*x+217968*a*c^4*q*x^2+5580 *a*c^4*r^3-111120*a*c^4*r^2*x+262520*a*c^4*r*x^2+138*a*c^3*g^4+1756*a*c^3*g^3*p +728*a*c^3*g^3*q+1756*a*c^3*g^3*r-9120*a*c^3*g^3*x+5910*a*c^3*g^2*p^2+5408*a*c^ 3*g^2*p*q+11820*a*c^3*g^2*p*r-69444*a*c^3*g^2*p*x+1106*a*c^3*g^2*q^2+5408*a*c^3 *g^2*q*r-38132*a*c^3*g^2*q*x+5910*a*c^3*g^2*r^2-65788*a*c^3*g^2*r*x+75656*a*c^3 *g^2*x^2+7216*a*c^3*g*p^3+11352*a*c^3*g*p^2*q+21648*a*c^3*g*p^2*r-133288*a*c^3* g*p^2*x+4704*a*c^3*g*p*q^2+22704*a*c^3*g*p*q*r-177136*a*c^3*g*p*q*x+21648*a*c^3 *g*p*r^2-273208*a*c^3*g*p*r*x+260560*a*c^3*g*p*x^2+568*a*c^3*g*q^3+4704*a*c^3*g *q^2*r-43848*a*c^3*g*q^2*x+11352*a*c^3*g*q*r^2-155960*a*c^3*g*q*r*x+260560*a*c^ 3*g*q*x^2+7216*a*c^3*g*r^3-139920*a*c^3*g*r^2*x+314384*a*c^3*g*r*x^2+2908*a*c^3 *p^4+6788*a*c^3*p^3*q+11632*a*c^3*p^3*r-72740*a*c^3*p^3*x+4932*a*c^3*p^2*q^2+ 20364*a*c^3*p^2*q*r-159948*a*c^3*p^2*q*x+17448*a*c^3*p^2*r^2-230748*a*c^3*p^2*r *x+198032*a*c^3*p^2*x^2+1132*a*c^3*p*q^3+9864*a*c^3*p*q^2*r-101676*a*c^3*p*q^2* x+20364*a*c^3*p*q*r^2-313272*a*c^3*p*q*r*x+396064*a*c^3*p*q*x^2+11632*a*c^3*p*r ^3-243276*a*c^3*p*r^2*x+473520*a*c^3*p*r*x^2+80*a*c^3*q^4+1132*a*c^3*q^3*r-\ 14468*a*c^3*q^3*x+4932*a*c^3*q^2*r^2-82524*a*c^3*q^2*r*x+198032*a*c^3*q^2*x^2+ 6788*a*c^3*q*r^3-153324*a*c^3*q*r^2*x+473520*a*c^3*q*r*x^2+2908*a*c^3*r^4-85268 *a*c^3*r^3*x+305376*a*c^3*r^2*x^2+9*a*c^2*g^5+281*a*c^2*g^4*p+83*a*c^2*g^4*q+ 281*a*c^2*g^4*r-1246*a*c^2*g^4*x+1626*a*c^2*g^3*p^2+1260*a*c^2*g^3*p*q+3252*a*c ^2*g^3*p*r-17282*a*c^2*g^3*p*x+216*a*c^2*g^3*q^2+1260*a*c^2*g^3*q*r-8846*a*c^2* g^3*q*x+1626*a*c^2*g^3*r^2-16126*a*c^2*g^3*r*x+16666*a*c^2*g^3*x^2+3323*a*c^2*g ^2*p^3+4923*a*c^2*g^2*p^2*q+9969*a*c^2*g^2*p^2*r-57762*a*c^2*g^2*p^2*x+1791*a*c ^2*g^2*p*q^2+9846*a*c^2*g^2*p*q*r-75040*a*c^2*g^2*p*q*x+9969*a*c^2*g^2*p*r^2-\ 119352*a*c^2*g^2*p*r*x+104502*a*c^2*g^2*p*x^2+191*a*c^2*g^2*q^3+1791*a*c^2*g^2* q^2*r-17278*a*c^2*g^2*q^2*x+4923*a*c^2*g^2*q*r^2-64148*a*c^2*g^2*q*r*x+104502*a *c^2*g^2*q*x^2+3323*a*c^2*g^2*r^3-61590*a*c^2*g^2*r^2*x+125928*a*c^2*g^2*r*x^2+ 2847*a*c^2*g*p^4+6504*a*c^2*g*p^3*q+11388*a*c^2*g*p^3*r-68718*a*c^2*g*p^3*x+ 4524*a*c^2*g*p^2*q^2+19512*a*c^2*g*p^2*q*r-149790*a*c^2*g*p^2*q*x+17082*a*c^2*g *p^2*r^2-219312*a*c^2*g*p^2*r*x+178050*a*c^2*g*p^2*x^2+924*a*c^2*g*p*q^3+9048*a *c^2*g*p*q^2*r-93426*a*c^2*g*p*q^2*x+19512*a*c^2*g*p*q*r^2-292896*a*c^2*g*p*q*r *x+356100*a*c^2*g*p*q*x^2+11388*a*c^2*g*p*r^3-232470*a*c^2*g*p*r^2*x+427082*a*c ^2*g*p*r*x^2+57*a*c^2*g*q^4+924*a*c^2*g*q^3*r-12354*a*c^2*g*q^3*x+4524*a*c^2*g* q^2*r^2-73584*a*c^2*g*q^2*r*x+178050*a*c^2*g*q^2*x^2+6504*a*c^2*g*q*r^3-143106* a*c^2*g*q*r^2*x+427082*a*c^2*g*q*r*x^2+2847*a*c^2*g*r^4-81876*a*c^2*g*r^3*x+ 280212*a*c^2*g*r^2*x^2+870*a*c^2*p^5+2740*a*c^2*p^4*q+4350*a*c^2*p^4*r-26836*a* c^2*p^4*x+3004*a*c^2*p^3*q^2+10960*a*c^2*p^3*q*r-83312*a*c^2*p^3*q*x+8700*a*c^2 *p^3*r^2-115450*a*c^2*p^3*r*x+89696*a*c^2*p^3*x^2+1272*a*c^2*p^2*q^3+9012*a*c^2 *p^2*q^2*r-88920*a*c^2*p^2*q^2*x+16440*a*c^2*p^2*q*r^2-256086*a*c^2*p^2*q*r*x+ 269088*a*c^2*p^2*q*x^2+8700*a*c^2*p^2*r^3-185334*a*c^2*p^2*r^2*x+319062*a*c^2*p ^2*r*x^2+142*a*c^2*p*q^4+2544*a*c^2*p*q^3*r-35248*a*c^2*p*q^3*x+9012*a*c^2*p*q^ 2*r^2-165822*a*c^2*p*q^2*r*x+269088*a*c^2*p*q^2*x^2+10960*a*c^2*p*q*r^3-262236* a*c^2*p*q*r^2*x+638124*a*c^2*p*q*r*x^2+4350*a*c^2*p*r^4-131662*a*c^2*p*r^3*x+ 404400*a*c^2*p*r^2*x^2+4*a*c^2*q^5+142*a*c^2*q^4*r-2804*a*c^2*q^4*x+1272*a*c^2* q^3*r^2-25186*a*c^2*q^3*r*x+89696*a*c^2*q^3*x^2+3004*a*c^2*q^2*r^3-76902*a*c^2* q^2*r^2*x+319062*a*c^2*q^2*r*x^2+2740*a*c^2*q*r^4-89462*a*c^2*q*r^3*x+404400*a* c^2*q*r^2*x^2+870*a*c^2*r^5-34942*a*c^2*r^4*x+175034*a*c^2*r^3*x^2+17*a*c*g^5*p +a*c*g^5*q+17*a*c*g^5*r-48*a*c*g^5*x+203*a*c*g^4*p^2+102*a*c*g^4*p*q+406*a*c*g^ 4*p*r-1704*a*c*g^4*p*x+11*a*c*g^4*q^2+102*a*c*g^4*q*r-768*a*c*g^4*q*x+203*a*c*g ^4*r^2-1524*a*c*g^4*r*x+1292*a*c*g^4*x^2+645*a*c*g^3*p^3+843*a*c*g^3*p^2*q+1935 *a*c*g^3*p^2*r-9922*a*c*g^3*p^2*x+216*a*c*g^3*p*q^2+1686*a*c*g^3*p*q*r-12362*a* c*g^3*p*q*x+1935*a*c*g^3*p*r^2-20929*a*c*g^3*p*r*x+15605*a*c*g^3*p*x^2+18*a*c*g ^3*q^3+216*a*c*g^3*q^2*r-2440*a*c*g^3*q^2*x+843*a*c*g^3*q*r^2-9811*a*c*g^3*q*r* x+15605*a*c*g^3*q*x^2+645*a*c*g^3*r^3-11007*a*c*g^3*r^2*x+18431*a*c*g^3*r*x^2+ 891*a*c*g^2*p^4+1947*a*c*g^2*p^3*q+3564*a*c*g^2*p^3*r-20130*a*c*g^2*p^3*x+1230* a*c*g^2*p^2*q^2+5841*a*c*g^2*p^2*q*r-43176*a*c*g^2*p^2*q*x+5346*a*c*g^2*p^2*r^2 -65181*a*c*g^2*p^2*r*x+47955*a*c*g^2*p^2*x^2+183*a*c*g^2*p*q^3+2460*a*c*g^2*p*q ^2*r-25962*a*c*g^2*p*q^2*x+5841*a*c*g^2*p*q*r^2-84210*a*c*g^2*p*q*r*x+95910*a*c *g^2*p*q*x^2+3564*a*c*g^2*p*r^3-69972*a*c*g^2*p*r^2*x+115329*a*c*g^2*p*r*x^2+9* a*c*g^2*q^4+183*a*c*g^2*q^3*r-2916*a*c*g^2*q^3*x+1230*a*c*g^2*q^2*r^2-19029*a*c *g^2*q^2*r*x+47955*a*c*g^2*q^2*x^2+1947*a*c*g^2*q*r^3-41034*a*c*g^2*q*r^2*x+ 115329*a*c*g^2*q*r*x^2+891*a*c*g^2*r^4-24921*a*c*g^2*r^3*x+78570*a*c*g^2*r^2*x^ 2+570*a*c*g*p^5+1767*a*c*g*p^4*q+2850*a*c*g*p^4*r-16972*a*c*g*p^4*x+1882*a*c*g* p^3*q^2+7068*a*c*g*p^3*q*r-52340*a*c*g*p^3*q*x+5700*a*c*g*p^3*r^2-73567*a*c*g*p ^3*r*x+53898*a*c*g*p^3*x^2+744*a*c*g*p^2*q^3+5646*a*c*g*p^2*q^2*r-55188*a*c*g*p ^2*q^2*x+10602*a*c*g*p^2*q*r^2-161397*a*c*g*p^2*q*r*x+161694*a*c*g*p^2*q*x^2+ 5700*a*c*g*p^2*r^3-118869*a*c*g*p^2*r^2*x+192575*a*c*g*p^2*r*x^2+60*a*c*g*p*q^4 +1488*a*c*g*p*q^3*r-21244*a*c*g*p*q^3*x+5646*a*c*g*p*q^2*r^2-102093*a*c*g*p*q^2 *r*x+161694*a*c*g*p*q^2*x^2+7068*a*c*g*p*q*r^3-165774*a*c*g*p*q*r^2*x+385150*a* c*g*p*q*r*x^2+2850*a*c*g*p*r^4-84925*a*c*g*p*r^3*x+248214*a*c*g*p*r^2*x^2+a*c*g *q^5+60*a*c*g*q^4*r-1424*a*c*g*q^4*x+744*a*c*g*q^3*r^2-14263*a*c*g*q^3*r*x+ 53898*a*c*g*q^3*x^2+1882*a*c*g*q^2*r^3-46905*a*c*g*q^2*r^2*x+192575*a*c*g*q^2*r *x^2+1767*a*c*g*q*r^4-56717*a*c*g*q*r^3*x+248214*a*c*g*q*r^2*x^2+570*a*c*g*r^5-\ 22651*a*c*g*r^4*x+109537*a*c*g*r^3*x^2+138*a*c*p^6+558*a*c*p^5*q+828*a*c*p^5*r-\ 5108*a*c*p^5*x+852*a*c*p^4*q^2+2790*a*c*p^4*q*r-20660*a*c*p^4*q*x+2070*a*c*p^4* r^2-27632*a*c*p^4*r*x+20256*a*c*p^4*x^2+588*a*c*p^3*q^3+3408*a*c*p^3*q^2*r-\ 31560*a*c*p^3*q^2*x+5580*a*c*p^3*q*r^2-86536*a*c*p^3*q*r*x+81024*a*c*p^3*q*x^2+ 2760*a*c*p^3*r^3-59448*a*c*p^3*r^2*x+95182*a*c*p^3*r*x^2+162*a*c*p^2*q^4+1764*a *c*p^2*q^3*r-21800*a*c*p^2*q^3*x+5112*a*c*p^2*q^2*r^2-93816*a*c*p^2*q^2*r*x+ 121536*a*c*p^2*q^2*x^2+5580*a*c*p^2*q*r^3-135648*a*c*p^2*q*r^2*x+285546*a*c*p^2 *q*r*x^2+2070*a*c*p^2*r^4-63632*a*c*p^2*r^3*x+177558*a*c*p^2*r^2*x^2+6*a*c*p*q^ 5+324*a*c*p*q^4*r-6020*a*c*p*q^4*x+1764*a*c*p*q^3*r^2-38552*a*c*p*q^3*r*x+81024 *a*c*p*q^3*x^2+3408*a*c*p*q^2*r^3-92952*a*c*p*q^2*r^2*x+285546*a*c*p*q^2*r*x^2+ 2790*a*c*p*q*r^4-94328*a*c*p*q*r^3*x+355116*a*c*p*q*r^2*x^2+828*a*c*p*r^5-33908 *a*c*p*r^4*x+150594*a*c*p*r^3*x^2+6*a*c*q^5*r-228*a*c*q^5*x+162*a*c*q^4*r^2-\ 3640*a*c*q^4*r*x+20256*a*c*q^4*x^2+588*a*c*q^3*r^3-16752*a*c*q^3*r^2*x+95182*a* c*q^3*r*x^2+852*a*c*q^2*r^4-30696*a*c*q^2*r^3*x+177558*a*c*q^2*r^2*x^2+558*a*c* q*r^5-24556*a*c*q*r^4*x+150594*a*c*q*r^3*x^2+138*a*c*r^6-7200*a*c*r^5*x+47962*a *c*r^4*x^2+9*a*g^5*p^2+18*a*g^5*p*r-34*a*g^5*p*x-16*a*g^5*q*x+9*a*g^5*r^2-23*a* g^5*r*x+18*a*g^5*x^2+45*a*g^4*p^3+45*a*g^4*p^2*q+135*a*g^4*p^2*r-528*a*g^4*p^2* x+90*a*g^4*p*q*r-610*a*g^4*p*q*x+135*a*g^4*p*r^2-1179*a*g^4*p*r*x+624*a*g^4*p*x ^2-82*a*g^4*q^2*x+45*a*g^4*q*r^2-377*a*g^4*q*r*x+624*a*g^4*q*x^2+45*a*g^4*r^3-\ 651*a*g^4*r^2*x+624*a*g^4*r*x^2+90*a*g^3*p^4+180*a*g^3*p^3*q+360*a*g^3*p^3*r-\ 1784*a*g^3*p^3*x+90*a*g^3*p^2*q^2+540*a*g^3*p^2*q*r-3714*a*g^3*p^2*q*x+540*a*g^ 3*p^2*r^2-5973*a*g^3*p^2*r*x+3642*a*g^3*p^2*x^2+180*a*g^3*p*q^2*r-2076*a*g^3*p* q^2*x+540*a*g^3*p*q*r^2-7212*a*g^3*p*q*r*x+7284*a*g^3*p*q*x^2+360*a*g^3*p*r^3-\ 6594*a*g^3*p*r^2*x+8697*a*g^3*p*r*x^2-146*a*g^3*q^3*x+90*a*g^3*q^2*r^2-1239*a*g ^3*q^2*r*x+3642*a*g^3*q^2*x^2+180*a*g^3*q*r^3-3498*a*g^3*q*r^2*x+8697*a*g^3*q*r *x^2+90*a*g^3*r^4-2405*a*g^3*r^3*x+6468*a*g^3*r^2*x^2+90*a*g^2*p^5+270*a*g^2*p^ 4*q+450*a*g^2*p^4*r-2514*a*g^2*p^4*x+270*a*g^2*p^3*q^2+1080*a*g^2*p^3*q*r-7656* a*g^2*p^3*q*x+900*a*g^2*p^3*r^2-11085*a*g^2*p^3*r*x+7309*a*g^2*p^3*x^2+90*a*g^2 *p^2*q^3+810*a*g^2*p^2*q^2*r-7884*a*g^2*p^2*q^2*x+1620*a*g^2*p^2*q*r^2-23793*a* g^2*p^2*q*r*x+21927*a*g^2*p^2*q*x^2+900*a*g^2*p^2*r^3-18171*a*g^2*p^2*r^2*x+ 26280*a*g^2*p^2*r*x^2+180*a*g^2*p*q^3*r-2856*a*g^2*p*q^3*x+810*a*g^2*p*q^2*r^2-\ 14331*a*g^2*p*q^2*r*x+21927*a*g^2*p*q^2*x^2+1080*a*g^2*p*q*r^3-24618*a*g^2*p*q* r^2*x+52560*a*g^2*p*q*r*x^2+450*a*g^2*p*r^4-13143*a*g^2*p*r^3*x+35112*a*g^2*p*r ^2*x^2-114*a*g^2*q^4*x+90*a*g^2*q^3*r^2-1623*a*g^2*q^3*r*x+7309*a*g^2*q^3*x^2+ 270*a*g^2*q^2*r^3-6447*a*g^2*q^2*r^2*x+26280*a*g^2*q^2*r*x^2+270*a*g^2*q*r^4-\ 8481*a*g^2*q*r^3*x+35112*a*g^2*q*r^2*x^2+90*a*g^2*r^5-3543*a*g^2*r^4*x+16141*a* g^2*r^3*x^2+45*a*g*p^6+180*a*g*p^5*q+270*a*g*p^5*r-1618*a*g*p^5*x+270*a*g*p^4*q ^2+900*a*g*p^4*q*r-6510*a*g*p^4*q*x+675*a*g*p^4*r^2-8821*a*g*p^4*r*x+6098*a*g*p ^4*x^2+180*a*g*p^3*q^3+1080*a*g*p^3*q^2*r-9860*a*g*p^3*q^2*x+1800*a*g*p^3*q*r^2 -27408*a*g*p^3*q*r*x+24392*a*g*p^3*q*x^2+900*a*g*p^3*r^3-19104*a*g*p^3*r^2*x+ 28815*a*g*p^3*r*x^2+45*a*g*p^2*q^4+540*a*g*p^2*q^3*r-6700*a*g*p^2*q^3*x+1620*a* g*p^2*q^2*r^2-29298*a*g*p^2*q^2*r*x+36588*a*g*p^2*q^2*x^2+1800*a*g*p^2*q*r^3-\ 43164*a*g*p^2*q*r^2*x+86445*a*g*p^2*q*r*x^2+675*a*g*p^2*r^4-20566*a*g*p^2*r^3*x +54624*a*g*p^2*r^2*x^2+90*a*g*p*q^4*r-1770*a*g*p*q^4*x+540*a*g*p*q^3*r^2-11656* a*g*p*q^3*r*x+24392*a*g*p*q^3*x^2+1080*a*g*p*q^2*r^3-29016*a*g*p*q^2*r^2*x+ 86445*a*g*p*q^2*r*x^2+900*a*g*p*q*r^4-30144*a*g*p*q*r^3*x+109248*a*g*p*q*r^2*x^ 2+270*a*g*p*r^5-11014*a*g*p*r^4*x+47195*a*g*p*r^3*x^2-38*a*g*q^5*x+45*a*g*q^4*r ^2-945*a*g*q^4*r*x+6098*a*g*q^4*x^2+180*a*g*q^3*r^3-4956*a*g*q^3*r^2*x+28815*a* g*q^3*r*x^2+270*a*g*q^2*r^4-9578*a*g*q^2*r^3*x+54624*a*g*q^2*r^2*x^2+180*a*g*q* r^5-7878*a*g*q*r^4*x+47195*a*g*q*r^3*x^2+45*a*g*r^6-2349*a*g*r^5*x+15288*a*g*r^ 4*x^2+9*a*p^7+45*a*p^6*q+63*a*p^6*r-394*a*p^6*x+90*a*p^5*q^2+270*a*p^5*q*r-1974 *a*p^5*q*x+189*a*p^5*r^2-2553*a*p^5*r*x+1825*a*p^5*x^2+90*a*p^4*q^3+450*a*p^4*q ^2*r-3960*a*p^4*q^2*x+675*a*p^4*q*r^2-10419*a*p^4*q*r*x+9125*a*p^4*q*x^2+315*a* p^4*r^3-6855*a*p^4*r^2*x+10608*a*p^4*r*x^2+45*a*p^3*q^4+360*a*p^3*q^3*r-3980*a* p^3*q^3*x+900*a*p^3*q^2*r^2-16146*a*p^3*q^2*r*x+18250*a*p^3*q^2*x^2+900*a*p^3*q *r^3-21936*a*p^3*q*r^2*x+42432*a*p^3*q*r*x^2+315*a*p^3*r^4-9770*a*p^3*r^3*x+ 25851*a*p^3*r^2*x^2+9*a*p^2*q^5+135*a*p^2*q^4*r-2010*a*p^2*q^4*x+540*a*p^2*q^3* r^2-11454*a*p^2*q^3*r*x+18250*a*p^2*q^3*x^2+900*a*p^2*q^2*r^3-24678*a*p^2*q^2*r ^2*x+63648*a*p^2*q^2*r*x^2+675*a*p^2*q*r^4-23034*a*p^2*q*r^3*x+77553*a*p^2*q*r^ 2*x^2+189*a*p^2*r^5-7800*a*p^2*r^4*x+32155*a*p^2*r^3*x^2+18*a*p*q^5*r-414*a*p*q ^5*x+135*a*p*q^4*r^2-3381*a*p*q^4*r*x+9125*a*p*q^4*x^2+360*a*p*q^3*r^3-10968*a* p*q^3*r^2*x+42432*a*p*q^3*r*x^2+450*a*p*q^2*r^4-16758*a*p*q^2*r^3*x+77553*a*p*q ^2*r^2*x^2+270*a*p*q*r^5-12066*a*p*q*r^4*x+64310*a*p*q*r^3*x^2+63*a*p*r^6-3309* a*p*r^5*x+20064*a*p*r^4*x^2-4*a*q^6*x+9*a*q^5*r^2-207*a*q^5*r*x+1825*a*q^5*x^2+ 45*a*q^4*r^3-1371*a*q^4*r^2*x+10608*a*q^4*r*x^2+90*a*q^3*r^4-3494*a*q^3*r^3*x+ 25851*a*q^3*r^2*x^2+90*a*q^2*r^5-4266*a*q^2*r^4*x+32155*a*q^2*r^3*x^2+45*a*q*r^ 6-2523*a*q*r^5*x+20064*a*q*r^4*x^2+9*a*r^7-583*a*r^6*x+4977*a*r^5*x^2+32*b^6*c^ 2+32*b^6*c*p+32*b^6*c*r-96*b^6*c*x+8*b^6*p^2+16*b^6*p*r-48*b^6*p*x-32*b^6*q*x+8 *b^6*r^2-56*b^6*r*x+16*b^6*x^2+288*b^5*c^3+128*b^5*c^2*g+432*b^5*c^2*p+112*b^5* c^2*q+432*b^5*c^2*r-1760*b^5*c^2*x+136*b^5*c*g*p+8*b^5*c*g*q+136*b^5*c*g*r-384* b^5*c*g*x+216*b^5*c*p^2+128*b^5*c*p*q+432*b^5*c*p*r-1792*b^5*c*p*x+128*b^5*c*q* r-1072*b^5*c*q*x+216*b^5*c*r^2-2072*b^5*c*r*x+992*b^5*c*x^2+36*b^5*g*p^2+72*b^5 *g*p*r-200*b^5*g*p*x-128*b^5*g*q*x+36*b^5*g*r^2-220*b^5*g*r*x+72*b^5*g*x^2+36*b ^5*p^3+36*b^5*p^2*q+108*b^5*p^2*r-456*b^5*p^2*x+72*b^5*p*q*r-568*b^5*p*q*x+108* b^5*p*r^2-1068*b^5*p*r*x+480*b^5*p*x^2-112*b^5*q^2*x+36*b^5*q*r^2-452*b^5*q*r*x +480*b^5*q*x^2+36*b^5*r^3-612*b^5*r^2*x+480*b^5*r*x^2+1056*b^4*c^4+928*b^4*c^3* g+2112*b^4*c^3*p+800*b^4*c^3*q+2112*b^4*c^3*r-10048*b^4*c^3*x+200*b^4*c^2*g^2+ 1448*b^4*c^2*g*p+408*b^4*c^2*g*q+1448*b^4*c^2*g*r-5888*b^4*c^2*g*x+1584*b^4*c^2 *p^2+1312*b^4*c^2*p*q+3168*b^4*c^2*p*r-15520*b^4*c^2*p*x+144*b^4*c^2*q^2+1312*b ^4*c^2*q*r-9600*b^4*c^2*q*x+1584*b^4*c^2*r^2-17120*b^4*c^2*r*x+11592*b^4*c^2*x^ 2+228*b^4*c*g^2*p+20*b^4*c*g^2*q+228*b^4*c*g^2*r-624*b^4*c*g^2*x+756*b^4*c*g*p^ 2+448*b^4*c*g*p*q+1512*b^4*c*g*p*r-6256*b^4*c*g*p*x+16*b^4*c*g*q^2+448*b^4*c*g* q*r-3592*b^4*c*g*q*x+756*b^4*c*g*r^2-6940*b^4*c*g*r*x+3672*b^4*c*g*x^2+528*b^4* c*p^3+720*b^4*c*p^2*q+1584*b^4*c*p^2*r-7880*b^4*c*p^2*x+192*b^4*c*p*q^2+1440*b^ 4*c*p*q*r-10480*b^4*c*p*q*x+1584*b^4*c*p*r^2-17624*b^4*c*p*r*x+10888*b^4*c*p*x^ 2+192*b^4*c*q^2*r-2600*b^4*c*q^2*x+720*b^4*c*q*r^2-9800*b^4*c*q*r*x+10888*b^4*c *q*x^2+528*b^4*c*r^3-9744*b^4*c*r^2*x+12820*b^4*c*r*x^2+66*b^4*g^2*p^2+132*b^4* g^2*p*r-340*b^4*g^2*p*x-208*b^4*g^2*q*x+66*b^4*g^2*r^2-350*b^4*g^2*r*x+132*b^4* g^2*x^2+132*b^4*g*p^3+132*b^4*g*p^2*q+396*b^4*g*p^2*r-1648*b^4*g*p^2*x+264*b^4* g*p*q*r-2024*b^4*g*p*q*x+396*b^4*g*p*r^2-3820*b^4*g*p*r*x+1776*b^4*g*p*x^2-376* b^4*g*q^2*x+132*b^4*g*q*r^2-1540*b^4*g*q*r*x+1776*b^4*g*q*x^2+132*b^4*g*r^3-\ 2172*b^4*g*r^2*x+1776*b^4*g*r*x^2+66*b^4*p^4+132*b^4*p^3*q+264*b^4*p^3*r-1316*b ^4*p^3*x+66*b^4*p^2*q^2+396*b^4*p^2*q*r-2784*b^4*p^2*q*x+396*b^4*p^2*r^2-4458*b ^4*p^2*r*x+2550*b^4*p^2*x^2+132*b^4*p*q^2*r-1620*b^4*p*q^2*x+396*b^4*p*q*r^2-\ 5556*b^4*p*q*r*x+5100*b^4*p*q*x^2+264*b^4*p*r^3-4968*b^4*p*r^2*x+6066*b^4*p*r*x ^2-152*b^4*q^3*x+66*b^4*q^2*r^2-1098*b^4*q^2*r*x+2550*b^4*q^2*x^2+132*b^4*q*r^3 -2772*b^4*q*r^2*x+6066*b^4*q*r*x^2+66*b^4*r^4-1826*b^4*r^3*x+4482*b^4*r^2*x^2+ 2048*b^3*c^5+2672*b^3*c^4*g+5152*b^3*c^4*p+2272*b^3*c^4*q+5152*b^3*c^4*r-26944* b^3*c^4*x+1136*b^3*c^3*g^2+5528*b^3*c^3*g*p+2152*b^3*c^3*g*q+5528*b^3*c^3*g*r-\ 26720*b^3*c^3*g*x+5192*b^3*c^3*p^2+4880*b^3*c^3*p*q+10384*b^3*c^3*p*r-56448*b^3 *c^3*p*x+792*b^3*c^3*q^2+4880*b^3*c^3*q*r-35360*b^3*c^3*q*x+5192*b^3*c^3*r^2-\ 59984*b^3*c^3*r*x+50640*b^3*c^3*x^2+156*b^3*c^2*g^3+1864*b^3*c^2*g^2*p+544*b^3* c^2*g^2*q+1864*b^3*c^2*g^2*r-7680*b^3*c^2*g^2*x+4300*b^3*c^2*g*p^2+3544*b^3*c^2 *g*p*q+8600*b^3*c^2*g*p*r-42776*b^3*c^2*g*p*x+444*b^3*c^2*g*q^2+3544*b^3*c^2*g* q*r-25592*b^3*c^2*g*q*x+4300*b^3*c^2*g*r^2-45680*b^3*c^2*g*r*x+33776*b^3*c^2*g* x^2+2604*b^3*c^2*p^3+3972*b^3*c^2*p^2*q+7812*b^3*c^2*p^2*r-43144*b^3*c^2*p^2*x+ 1452*b^3*c^2*p*q^2+7944*b^3*c^2*p*q*r-58912*b^3*c^2*p*q*x+7812*b^3*c^2*p*r^2-\ 93544*b^3*c^2*p*r*x+70136*b^3*c^2*p*x^2+84*b^3*c^2*q^3+1452*b^3*c^2*q^2*r-15768 *b^3*c^2*q^2*x+3972*b^3*c^2*q*r^2-56216*b^3*c^2*q*r*x+70136*b^3*c^2*q*x^2+2604* b^3*c^2*r^3-50400*b^3*c^2*r^2*x+84292*b^3*c^2*r*x^2+194*b^3*c*g^3*p+18*b^3*c*g^ 3*q+194*b^3*c*g^3*r-528*b^3*c*g^3*x+1030*b^3*c*g^2*p^2+600*b^3*c*g^2*p*q+2060*b ^3*c*g^2*p*r-8544*b^3*c*g^2*p*x+36*b^3*c*g^2*q^2+600*b^3*c*g^2*q*r-4692*b^3*c*g ^2*q*x+1030*b^3*c*g^2*r^2-9082*b^3*c*g^2*r*x+5312*b^3*c*g^2*x^2+1480*b^3*c*g*p^ 3+2004*b^3*c*g*p^2*q+4440*b^3*c*g*p^2*r-22252*b^3*c*g*p^2*x+534*b^3*c*g*p*q^2+ 4008*b^3*c*g*p*q*r-29204*b^3*c*g*p*q*x+4440*b^3*c*g*p*r^2-49138*b^3*c*g*p*r*x+ 31690*b^3*c*g*p*x^2+10*b^3*c*g*q^3+534*b^3*c*g*q^2*r-6952*b^3*c*g*q^2*x+2004*b^ 3*c*g*q*r^2-26446*b^3*c*g*q*r*x+31690*b^3*c*g*q*x^2+1480*b^3*c*g*r^3-26886*b^3* c*g*r^2*x+37348*b^3*c*g*r*x^2+646*b^3*c*p^4+1428*b^3*c*p^3*q+2584*b^3*c*p^3*r-\ 14312*b^3*c*p^3*x+918*b^3*c*p^2*q^2+4284*b^3*c*p^2*q*r-31236*b^3*c*p^2*q*x+3876 *b^3*c*p^2*r^2-47142*b^3*c*p^2*r*x+32282*b^3*c*p^2*x^2+136*b^3*c*p*q^3+1836*b^3 *c*p*q^2*r-19536*b^3*c*p*q^2*x+4284*b^3*c*p*q*r^2-62916*b^3*c*p*q*r*x+64564*b^3 *c*p*q*x^2+2584*b^3*c*p*r^3-51348*b^3*c*p*r^2*x+77444*b^3*c*p*r*x^2+136*b^3*c*q ^3*r-2612*b^3*c*q^3*x+918*b^3*c*q^2*r^2-15774*b^3*c*q^2*r*x+32282*b^3*c*q^2*x^2 +1428*b^3*c*q*r^3-31680*b^3*c*q*r^2*x+77444*b^3*c*q*r*x^2+646*b^3*c*r^4-18518*b ^3*c*r^3*x+52608*b^3*c*r^2*x^2+63*b^3*g^3*p^2+126*b^3*g^3*p*r-302*b^3*g^3*p*x-\ 176*b^3*g^3*q*x+63*b^3*g^3*r^2-289*b^3*g^3*r*x+126*b^3*g^3*x^2+189*b^3*g^2*p^3+ 189*b^3*g^2*p^2*q+567*b^3*g^2*p^2*r-2330*b^3*g^2*p^2*x+378*b^3*g^2*p*q*r-2822*b ^3*g^2*p*q*x+567*b^3*g^2*p*r^2-5351*b^3*g^2*p*r*x+2568*b^3*g^2*p*x^2-492*b^3*g^ 2*q^2*x+189*b^3*g^2*q*r^2-2053*b^3*g^2*q*r*x+2568*b^3*g^2*q*x^2+189*b^3*g^2*r^3 -3021*b^3*g^2*r^2*x+2568*b^3*g^2*r*x^2+189*b^3*g*p^4+378*b^3*g*p^3*q+756*b^3*g* p^3*r-3774*b^3*g*p^3*x+189*b^3*g*p^2*q^2+1134*b^3*g*p^2*q*r-7956*b^3*g*p^2*q*x+ 1134*b^3*g*p^2*r^2-12753*b^3*g*p^2*r*x+7413*b^3*g*p^2*x^2+378*b^3*g*p*q^2*r-\ 4590*b^3*g*p*q^2*x+1134*b^3*g*p*q*r^2-15786*b^3*g*p*q*r*x+14826*b^3*g*p*q*x^2+ 756*b^3*g*p*r^3-14184*b^3*g*p*r^2*x+17655*b^3*g*p*r*x^2-408*b^3*g*q^3*x+189*b^3 *g*q^2*r^2-3033*b^3*g*q^2*r*x+7413*b^3*g*q^2*x^2+378*b^3*g*q*r^3-7830*b^3*g*q*r ^2*x+17655*b^3*g*q*r*x^2+189*b^3*g*r^4-5205*b^3*g*r^3*x+13071*b^3*g*r^2*x^2+63* b^3*p^5+189*b^3*p^4*q+315*b^3*p^4*r-1742*b^3*p^4*x+189*b^3*p^3*q^2+756*b^3*p^3* q*r-5326*b^3*p^3*q*x+630*b^3*p^3*r^2-7705*b^3*p^3*r*x+4937*b^3*p^3*x^2+63*b^3*p ^2*q^3+567*b^3*p^2*q^2*r-5526*b^3*p^2*q^2*x+1134*b^3*p^2*q*r^2-16641*b^3*p^2*q* r*x+14811*b^3*p^2*q*x^2+630*b^3*p^2*r^3-12663*b^3*p^2*r^2*x+17712*b^3*p^2*r*x^2 +126*b^3*p*q^3*r-2042*b^3*p*q^3*x+567*b^3*p*q^2*r^2-10167*b^3*p*q^2*r*x+14811*b ^3*p*q^2*x^2+756*b^3*p*q*r^3-17304*b^3*p*q*r^2*x+35424*b^3*p*q*r*x^2+315*b^3*p* r^4-9179*b^3*p*r^3*x+23610*b^3*p*r^2*x^2-100*b^3*q^4*x+63*b^3*q^3*r^2-1231*b^3* q^3*r*x+4937*b^3*q^3*x^2+189*b^3*q^2*r^3-4641*b^3*q^2*r^2*x+17712*b^3*q^2*r*x^2 +189*b^3*q*r^4-5989*b^3*q*r^3*x+23610*b^3*q*r^2*x^2+63*b^3*r^5-2479*b^3*r^4*x+ 10835*b^3*r^3*x^2+2208*b^2*c^6+3824*b^2*c^5*g+6720*b^2*c^5*p+3200*b^2*c^5*q+ 6720*b^2*c^5*r-37408*b^2*c^5*x+2424*b^2*c^4*g^2+9912*b^2*c^4*g*p+4424*b^2*c^4*g *q+9912*b^2*c^4*g*r-53024*b^2*c^4*g*x+8568*b^2*c^4*p^2+8528*b^2*c^4*p*q+17136*b ^2*c^4*p*r-100080*b^2*c^4*p*x+1632*b^2*c^4*q^2+8528*b^2*c^4*q*r-62464*b^2*c^4*q *x+8568*b^2*c^4*r^2-103368*b^2*c^4*r*x+101912*b^2*c^4*x^2+660*b^2*c^3*g^3+5228* b^2*c^3*g^2*p+2052*b^2*c^3*g^2*q+5228*b^2*c^3*g^2*r-25952*b^2*c^3*g^2*x+10316*b ^2*c^3*g*p^2+9632*b^2*c^3*g*p*q+20632*b^2*c^3*g*p*r-114744*b^2*c^3*g*p*x+1644*b ^2*c^3*g*q^2+9632*b^2*c^3*g*q*r-69736*b^2*c^3*g*q*x+10316*b^2*c^3*g*r^2-118688* b^2*c^3*g*r*x+108536*b^2*c^3*g*x^2+5784*b^2*c^3*p^3+9264*b^2*c^3*p^2*q+17352*b^ 2*c^3*p^2*r-102920*b^2*c^3*p^2*x+3816*b^2*c^3*p*q^2+18528*b^2*c^3*p*q*r-141680* b^2*c^3*p*q*x+17352*b^2*c^3*p*r^2-218576*b^2*c^3*p*r*x+186544*b^2*c^3*p*x^2+336 *b^2*c^3*q^3+3816*b^2*c^3*q^2*r-38760*b^2*c^3*q^2*x+9264*b^2*c^3*q*r^2-134416*b ^2*c^3*q*r*x+186544*b^2*c^3*q*x^2+5784*b^2*c^3*r^3-115656*b^2*c^3*r^2*x+224712* b^2*c^3*r*x^2+64*b^2*c^2*g^4+1154*b^2*c^2*g^3*p+334*b^2*c^2*g^3*q+1154*b^2*c^2* g^3*r-4888*b^2*c^2*g^3*x+4250*b^2*c^2*g^2*p^2+3452*b^2*c^2*g^2*p*q+8500*b^2*c^2 *g^2*p*r-43176*b^2*c^2*g^2*p*x+470*b^2*c^2*g^2*q^2+3452*b^2*c^2*g^2*q*r-24904*b ^2*c^2*g^2*q*x+4250*b^2*c^2*g^2*r^2-44604*b^2*c^2*g^2*r*x+36026*b^2*c^2*g^2*x^2 +5316*b^2*c^2*g*p^3+8052*b^2*c^2*g*p^2*q+15948*b^2*c^2*g*p^2*r-89476*b^2*c^2*g* p^2*x+2934*b^2*c^2*g*p*q^2+16104*b^2*c^2*g*p*q*r-120644*b^2*c^2*g*p*q*x+15948*b ^2*c^2*g*p*r^2-191686*b^2*c^2*g*p*r*x+150106*b^2*c^2*g*p*x^2+198*b^2*c^2*g*q^3+ 2934*b^2*c^2*g*q^2*r-31168*b^2*c^2*g*q^2*x+8052*b^2*c^2*g*q*r^2-112210*b^2*c^2* g*q*r*x+150106*b^2*c^2*g*q*x^2+5316*b^2*c^2*g*r^3-102210*b^2*c^2*g*r^2*x+180642 *b^2*c^2*g*r*x^2+2160*b^2*c^2*p^4+4984*b^2*c^2*p^3*q+8640*b^2*c^2*p^3*r-51268*b ^2*c^2*p^3*x+3510*b^2*c^2*p^2*q^2+14952*b^2*c^2*p^2*q*r-113280*b^2*c^2*p^2*q*x+ 12960*b^2*c^2*p^2*r^2-166014*b^2*c^2*p^2*r*x+127662*b^2*c^2*p^2*x^2+708*b^2*c^2 *p*q^3+7020*b^2*c^2*p*q^2*r-72756*b^2*c^2*p*q^2*x+14952*b^2*c^2*p*q*r^2-227220* b^2*c^2*p*q*r*x+255324*b^2*c^2*p*q*x^2+8640*b^2*c^2*p*r^3-178224*b^2*c^2*p*r^2* x+305780*b^2*c^2*p*r*x^2+22*b^2*c^2*q^4+708*b^2*c^2*q^3*r-10744*b^2*c^2*q^3*x+ 3510*b^2*c^2*q^2*r^2-61206*b^2*c^2*q^2*r*x+127662*b^2*c^2*q^2*x^2+4984*b^2*c^2* q*r^3-113940*b^2*c^2*q*r^2*x+305780*b^2*c^2*q*r*x^2+2160*b^2*c^2*r^4-63478*b^2* c^2*r^3*x+200388*b^2*c^2*r^2*x^2+89*b^2*c*g^4*p+7*b^2*c*g^4*q+89*b^2*c*g^4*r-\ 246*b^2*c*g^4*x+683*b^2*c*g^3*p^2+384*b^2*c*g^3*p*q+1366*b^2*c*g^3*p*r-5708*b^2 *c*g^3*p*x+28*b^2*c*g^3*q^2+384*b^2*c*g^3*q*r-2990*b^2*c*g^3*q*x+683*b^2*c*g^3* r^2-5813*b^2*c*g^3*r*x+3750*b^2*c*g^3*x^2+1516*b^2*c*g^2*p^3+2034*b^2*c*g^2*p^2 *q+4548*b^2*c*g^2*p^2*r-23016*b^2*c*g^2*p^2*x+537*b^2*c*g^2*p*q^2+4068*b^2*c*g^ 2*p*q*r-29794*b^2*c*g^2*p*q*x+4548*b^2*c*g^2*p*r^2-50205*b^2*c*g^2*p*r*x+33765* b^2*c*g^2*p*x^2+19*b^2*c*g^2*q^3+537*b^2*c*g^2*q^2*r-6778*b^2*c*g^2*q^2*x+2034* b^2*c*g^2*q*r^2-26099*b^2*c*g^2*q*r*x+33765*b^2*c*g^2*q*x^2+1516*b^2*c*g^2*r^3-\ 27189*b^2*c*g^2*r^2*x+39835*b^2*c*g^2*r*x^2+1343*b^2*c*g*p^4+2960*b^2*c*g*p^3*q +5372*b^2*c*g*p^3*r-30032*b^2*c*g*p^3*x+1893*b^2*c*g*p^2*q^2+8880*b^2*c*g*p^2*q *r-65238*b^2*c*g*p^2*q*x+8058*b^2*c*g*p^2*r^2-98499*b^2*c*g*p^2*r*x+68981*b^2*c *g*p^2*x^2+278*b^2*c*g*p*q^3+3786*b^2*c*g*p*q^2*r-40380*b^2*c*g*p*q^2*x+8880*b^ 2*c*g*p*q*r^2-130374*b^2*c*g*p*q*r*x+137962*b^2*c*g*p*q*x^2+5372*b^2*c*g*p*r^3-\ 106902*b^2*c*g*p*r^2*x+165686*b^2*c*g*p*r*x^2+2*b^2*c*g*q^4+278*b^2*c*g*q^3*r-\ 5174*b^2*c*g*q^3*x+1893*b^2*c*g*q^2*r^2-31875*b^2*c*g*q^2*r*x+68981*b^2*c*g*q^2 *x^2+2960*b^2*c*g*q*r^3-65136*b^2*c*g*q*r^2*x+165686*b^2*c*g*q*r*x^2+1343*b^2*c *g*r^4-38435*b^2*c*g*r^3*x+112686*b^2*c*g*r^2*x^2+420*b^2*c*p^5+1306*b^2*c*p^4* q+2100*b^2*c*p^4*r-12428*b^2*c*p^4*x+1398*b^2*c*p^3*q^2+5224*b^2*c*p^3*q*r-\ 38500*b^2*c*p^3*q*x+4200*b^2*c*p^3*r^2-54112*b^2*c*p^3*r*x+38710*b^2*c*p^3*x^2+ 558*b^2*c*p^2*q^3+4194*b^2*c*p^2*q^2*r-40932*b^2*c*p^2*q^2*x+7836*b^2*c*p^2*q*r ^2-119568*b^2*c*p^2*q*r*x+116130*b^2*c*p^2*q*x^2+4200*b^2*c*p^2*r^3-87768*b^2*c *p^2*r^2*x+138142*b^2*c*p^2*r*x^2+46*b^2*c*p*q^4+1116*b^2*c*p*q^3*r-16076*b^2*c *p*q^3*x+4194*b^2*c*p*q^2*r^2-76800*b^2*c*p*q^2*r*x+116130*b^2*c*p*q^2*x^2+5224 *b^2*c*p*q*r^3-123636*b^2*c*p*q*r^2*x+276284*b^2*c*p*q*r*x^2+2100*b^2*c*p*r^4-\ 62912*b^2*c*p*r^3*x+177864*b^2*c*p*r^2*x^2+46*b^2*c*q^4*r-1216*b^2*c*q^4*x+558* b^2*c*q^3*r^2-11344*b^2*c*q^3*r*x+38710*b^2*c*q^3*x^2+1398*b^2*c*q^2*r^3-35868* b^2*c*q^2*r^2*x+138142*b^2*c*q^2*r*x^2+1306*b^2*c*q*r^4-42568*b^2*c*q*r^3*x+ 177864*b^2*c*q*r^2*x^2+420*b^2*c*r^5-16828*b^2*c*r^4*x+78432*b^2*c*r^3*x^2+33*b ^2*g^4*p^2+66*b^2*g^4*p*r-148*b^2*g^4*p*x-82*b^2*g^4*q*x+33*b^2*g^4*r^2-131*b^2 *g^4*r*x+66*b^2*g^4*x^2+132*b^2*g^3*p^3+132*b^2*g^3*p^2*q+396*b^2*g^3*p^2*r-\ 1610*b^2*g^3*p^2*x+264*b^2*g^3*p*q*r-1924*b^2*g^3*p*q*x+396*b^2*g^3*p*r^2-3668* b^2*g^3*p*r*x+1812*b^2*g^3*p*x^2-314*b^2*g^3*q^2*x+132*b^2*g^3*q*r^2-1340*b^2*g ^3*q*r*x+1812*b^2*g^3*q*x^2+132*b^2*g^3*r^3-2058*b^2*g^3*r^2*x+1812*b^2*g^3*r*x ^2+198*b^2*g^2*p^4+396*b^2*g^2*p^3*q+792*b^2*g^2*p^3*r-3962*b^2*g^2*p^3*x+198*b ^2*g^2*p^2*q^2+1188*b^2*g^2*p^2*q*r-8322*b^2*g^2*p^2*q*x+1188*b^2*g^2*p^2*r^2-\ 13356*b^2*g^2*p^2*r*x+7889*b^2*g^2*p^2*x^2+396*b^2*g^2*p*q^2*r-4758*b^2*g^2*p*q ^2*x+1188*b^2*g^2*p*q*r^2-16416*b^2*g^2*p*q*r*x+15778*b^2*g^2*p*q*x^2+792*b^2*g ^2*p*r^3-14826*b^2*g^2*p*r^2*x+18813*b^2*g^2*p*r*x^2-398*b^2*g^2*q^3*x+198*b^2* g^2*q^2*r^2-3060*b^2*g^2*q^2*r*x+7889*b^2*g^2*q^2*x^2+396*b^2*g^2*q*r^3-8094*b^ 2*g^2*q*r^2*x+18813*b^2*g^2*q*r*x^2+198*b^2*g^2*r^4-5432*b^2*g^2*r^3*x+13959*b^ 2*g^2*r^2*x^2+132*b^2*g*p^5+396*b^2*g*p^4*q+660*b^2*g*p^4*r-3676*b^2*g*p^4*x+ 396*b^2*g*p^3*q^2+1584*b^2*g*p^3*q*r-11226*b^2*g*p^3*q*x+1320*b^2*g*p^3*r^2-\ 16247*b^2*g*p^3*r*x+10531*b^2*g*p^3*x^2+132*b^2*g*p^2*q^3+1188*b^2*g*p^2*q^2*r-\ 11622*b^2*g*p^2*q^2*x+2376*b^2*g*p^2*q*r^2-35031*b^2*g*p^2*q*r*x+31593*b^2*g*p^ 2*q*x^2+1320*b^2*g*p^2*r^3-26685*b^2*g*p^2*r^2*x+37821*b^2*g*p^2*r*x^2+264*b^2* g*p*q^3*r-4270*b^2*g*p*q^3*x+1188*b^2*g*p*q^2*r^2-21321*b^2*g*p*q^2*r*x+31593*b ^2*g*p*q^2*x^2+1584*b^2*g*p*q*r^3-36384*b^2*g*p*q*r^2*x+75642*b^2*g*p*q*r*x^2+ 660*b^2*g*p*r^4-19333*b^2*g*p*r^3*x+50463*b^2*g*p*r^2*x^2-198*b^2*g*q^4*x+132*b ^2*g*q^3*r^2-2537*b^2*g*q^3*r*x+10531*b^2*g*q^3*x^2+396*b^2*g*q^2*r^3-9699*b^2* g*q^2*r^2*x+37821*b^2*g*q^2*r*x^2+396*b^2*g*q*r^4-12579*b^2*g*q*r^3*x+50463*b^2 *g*q*r^2*x^2+132*b^2*g*r^5-5219*b^2*g*r^4*x+23173*b^2*g*r^3*x^2+33*b^2*p^6+132* b^2*p^5*q+198*b^2*p^5*r-1176*b^2*p^5*x+198*b^2*p^4*q^2+660*b^2*p^4*q*r-4736*b^2 *p^4*q*x+495*b^2*p^4*r^2-6414*b^2*p^4*r*x+4388*b^2*p^4*x^2+132*b^2*p^3*q^3+792* b^2*p^3*q^2*r-7184*b^2*p^3*q^2*x+1320*b^2*p^3*q*r^2-19954*b^2*p^3*q*r*x+17552*b ^2*p^3*q*x^2+660*b^2*p^3*r^3-13896*b^2*p^3*r^2*x+20715*b^2*p^3*r*x^2+33*b^2*p^2 *q^4+396*b^2*p^2*q^3*r-4896*b^2*p^2*q^3*x+1188*b^2*p^2*q^2*r^2-21378*b^2*p^2*q^ 2*r*x+26328*b^2*p^2*q^2*x^2+1320*b^2*p^2*q*r^3-31446*b^2*p^2*q*r^2*x+62145*b^2* p^2*q*r*x^2+495*b^2*p^2*r^4-14964*b^2*p^2*r^3*x+39234*b^2*p^2*r^2*x^2+66*b^2*p* q^4*r-1304*b^2*p*q^4*x+396*b^2*p*q^3*r^2-8550*b^2*p*q^3*r*x+17552*b^2*p*q^3*x^2 +792*b^2*p*q^2*r^3-21204*b^2*p*q^2*r^2*x+62145*b^2*p*q^2*r*x^2+660*b^2*p*q*r^4-\ 21974*b^2*p*q*r^3*x+78468*b^2*p*q*r^2*x^2+198*b^2*p*r^5-8016*b^2*p*r^4*x+33875* b^2*p*r^3*x^2-32*b^2*q^5*x+33*b^2*q^4*r^2-712*b^2*q^4*r*x+4388*b^2*q^4*x^2+132* b^2*q^3*r^3-3654*b^2*q^3*r^2*x+20715*b^2*q^3*r*x^2+198*b^2*q^2*r^4-7010*b^2*q^2 *r^3*x+39234*b^2*q^2*r^2*x^2+132*b^2*q*r^5-5746*b^2*q*r^4*x+33875*b^2*q*r^3*x^2 +33*b^2*r^6-1710*b^2*r^5*x+10968*b^2*r^4*x^2+1248*b*c^7+2704*b*c^6*g+4464*b*c^6 *p+2224*b*c^6*q+4464*b*c^6*r-25952*b*c^6*x+2288*b*c^5*g^2+8448*b*c^5*g*p+4048*b *c^5*g*q+8448*b*c^5*g*r-48224*b*c^5*g*x+6936*b*c^5*p^2+7072*b*c^5*p*q+13872*b*c ^5*p*r-85456*b*c^5*p*x+1480*b*c^5*q^2+7072*b*c^5*q*r-52560*b*c^5*q*x+6936*b*c^5 *r^2-86128*b*c^5*r*x+95680*b*c^5*x^2+936*b*c^4*g^3+6144*b*c^4*g^2*p+2744*b*c^4* g^2*q+6144*b*c^4*g^2*r-33888*b*c^4*g^2*x+11104*b*c^4*g*p^2+10944*b*c^4*g*p*q+ 22208*b*c^4*g*p*r-133176*b*c^4*g*p*x+2152*b*c^4*g*q^2+10944*b*c^4*g*q*r-80648*b *c^4*g*q*x+11104*b*c^4*g*r^2-134184*b*c^4*g*r*x+142536*b*c^4*g*x^2+5940*b*c^4*p ^3+9684*b*c^4*p^2*q+17820*b*c^4*p^2*r-111304*b*c^4*p^2*x+4188*b*c^4*p*q^2+19368 *b*c^4*p*q*r-152944*b*c^4*p*q*x+17820*b*c^4*p*r^2-232792*b*c^4*p*r*x+217968*b*c ^4*p*x^2+444*b*c^4*q^3+4188*b*c^4*q^2*r-41640*b*c^4*q^2*x+9684*b*c^4*q*r^2-\ 143000*b*c^4*q*r*x+217968*b*c^4*q*x^2+5940*b*c^4*r^3-121488*b*c^4*r^2*x+262520* b*c^4*r*x^2+182*b*c^3*g^4+2124*b*c^3*g^3*p+824*b*c^3*g^3*q+2124*b*c^3*g^3*r-\ 10936*b*c^3*g^3*x+6642*b*c^3*g^2*p^2+6112*b*c^3*g^2*p*q+13284*b*c^3*g^2*p*r-\ 75948*b*c^3*g^2*p*x+1078*b*c^3*g^2*q^2+6112*b*c^3*g^2*q*r-44636*b*c^3*g^2*q*x+ 6642*b*c^3*g^2*r^2-76388*b*c^3*g^2*r*x+75656*b*c^3*g^2*x^2+7692*b*c^3*g*p^3+ 12204*b*c^3*g*p^2*q+23076*b*c^3*g*p^2*r-139528*b*c^3*g*p^2*x+4980*b*c^3*g*p*q^2 +24408*b*c^3*g*p*q*r-189616*b*c^3*g*p*q*x+23076*b*c^3*g*p*r^2-292936*b*c^3*g*p* r*x+260560*b*c^3*g*p*x^2+468*b*c^3*g*q^3+4980*b*c^3*g*q^2*r-50088*b*c^3*g*q^2*x +12204*b*c^3*g*q*r^2-175688*b*c^3*g*q*r*x+260560*b*c^3*g*q*x^2+7692*b*c^3*g*r^3 -153408*b*c^3*g*r^2*x+314384*b*c^3*g*r*x^2+2988*b*c^3*p^4+7004*b*c^3*p^3*q+ 11952*b*c^3*p^3*r-74364*b*c^3*p^3*x+5100*b*c^3*p^2*q^2+21012*b*c^3*p^2*q*r-\ 164820*b*c^3*p^2*q*x+17928*b*c^3*p^2*r^2-238212*b*c^3*p^2*r*x+198032*b*c^3*p^2* x^2+1140*b*c^3*p*q^3+10200*b*c^3*p*q^2*r-106548*b*c^3*p*q^2*x+21012*b*c^3*p*q*r ^2-328200*b*c^3*p*q*r*x+396064*b*c^3*p*q*x^2+11952*b*c^3*p*r^3-253332*b*c^3*p*r ^2*x+473520*b*c^3*p*r*x^2+56*b*c^3*q^4+1140*b*c^3*q^3*r-16092*b*c^3*q^3*x+5100* b*c^3*q^2*r^2-89988*b*c^3*q^2*r*x+198032*b*c^3*q^2*x^2+7004*b*c^3*q*r^3-163380* b*c^3*q*r^2*x+473520*b*c^3*q*r*x^2+2988*b*c^3*r^4-89484*b*c^3*r^3*x+305376*b*c^ 3*r^2*x^2+13*b*c^2*g^5+345*b*c^2*g^4*p+95*b*c^2*g^4*q+345*b*c^2*g^4*r-1522*b*c^ 2*g^4*x+1818*b*c^2*g^3*p^2+1440*b*c^2*g^3*p*q+3636*b*c^2*g^3*p*r-18946*b*c^2*g^ 3*p*x+204*b*c^2*g^3*q^2+1440*b*c^2*g^3*q*r-10510*b*c^2*g^3*q*x+1818*b*c^2*g^3*r ^2-18938*b*c^2*g^3*r*x+16666*b*c^2*g^3*x^2+3529*b*c^2*g^2*p^3+5289*b*c^2*g^2*p^ 2*q+10587*b*c^2*g^2*p^2*r-60454*b*c^2*g^2*p^2*x+1905*b*c^2*g^2*p*q^2+10578*b*c^ 2*g^2*p*q*r-80424*b*c^2*g^2*p*q*x+10587*b*c^2*g^2*p*r^2-127972*b*c^2*g^2*p*r*x+ 104502*b*c^2*g^2*p*x^2+145*b*c^2*g^2*q^3+1905*b*c^2*g^2*q^2*r-19970*b*c^2*g^2*q ^2*x+5289*b*c^2*g^2*q*r^2-72768*b*c^2*g^2*q*r*x+104502*b*c^2*g^2*q*x^2+3529*b*c ^2*g^2*r^3-67518*b*c^2*g^2*r^2*x+125928*b*c^2*g^2*r*x^2+2923*b*c^2*g*p^4+6708*b *c^2*g*p^3*q+11692*b*c^2*g*p^3*r-70238*b*c^2*g*p^3*x+4680*b*c^2*g*p^2*q^2+20124 *b*c^2*g*p^2*q*r-154350*b*c^2*g*p^2*q*x+17538*b*c^2*g*p^2*r^2-226368*b*c^2*g*p^ 2*r*x+178050*b*c^2*g*p^2*x^2+928*b*c^2*g*p*q^3+9360*b*c^2*g*p*q^2*r-97986*b*c^2 *g*p*q^2*x+20124*b*c^2*g*p*q*r^2-307008*b*c^2*g*p*q*r*x+356100*b*c^2*g*p*q*x^2+ 11692*b*c^2*g*p*r^3-242022*b*c^2*g*p*r^2*x+427082*b*c^2*g*p*r*x^2+33*b*c^2*g*q^ 4+928*b*c^2*g*q^3*r-13874*b*c^2*g*q^3*x+4680*b*c^2*g*q^2*r^2-80640*b*c^2*g*q^2* r*x+178050*b*c^2*g*q^2*x^2+6708*b*c^2*g*q*r^3-152658*b*c^2*g*q*r^2*x+427082*b*c ^2*g*q*r*x^2+2923*b*c^2*g*r^4-85892*b*c^2*g*r^3*x+280212*b*c^2*g*r^2*x^2+876*b* c^2*p^5+2762*b*c^2*p^4*q+4380*b*c^2*p^4*r-27080*b*c^2*p^4*x+3032*b*c^2*p^3*q^2+ 11048*b*c^2*p^3*q*r-84288*b*c^2*p^3*q*x+8760*b*c^2*p^3*r^2-116894*b*c^2*p^3*r*x +89696*b*c^2*p^3*x^2+1284*b*c^2*p^2*q^3+9096*b*c^2*p^2*q^2*r-90384*b*c^2*p^2*q^ 2*x+16572*b*c^2*p^2*q*r^2-260418*b*c^2*p^2*q*r*x+269088*b*c^2*p^2*q*x^2+8760*b* c^2*p^2*r^3-188202*b*c^2*p^2*r^2*x+319062*b*c^2*p^2*r*x^2+140*b*c^2*p*q^4+2568* b*c^2*p*q^3*r-36224*b*c^2*p*q^3*x+9096*b*c^2*p*q^2*r^2-170154*b*c^2*p*q^2*r*x+ 269088*b*c^2*p*q^2*x^2+11048*b*c^2*p*q*r^3-267972*b*c^2*p*q*r^2*x+638124*b*c^2* p*q*r*x^2+4380*b*c^2*p*r^4-134042*b*c^2*p*r^3*x+404400*b*c^2*p*r^2*x^2+2*b*c^2* q^5+140*b*c^2*q^4*r-3048*b*c^2*q^4*x+1284*b*c^2*q^3*r^2-26630*b*c^2*q^3*r*x+ 89696*b*c^2*q^3*x^2+3032*b*c^2*q^2*r^3-79770*b*c^2*q^2*r^2*x+319062*b*c^2*q^2*r *x^2+2762*b*c^2*q*r^4-91842*b*c^2*q*r^3*x+404400*b*c^2*q*r^2*x^2+876*b*c^2*r^5-\ 35654*b*c^2*r^4*x+175034*b*c^2*r^3*x^2+21*b*c*g^5*p+b*c*g^5*q+21*b*c*g^5*r-60*b *c*g^5*x+221*b*c*g^4*p^2+118*b*c*g^4*p*q+442*b*c*g^4*p*r-1868*b*c*g^4*p*x+9*b*c *g^4*q^2+118*b*c*g^4*q*r-932*b*c*g^4*q*x+221*b*c*g^4*r^2-1824*b*c*g^4*r*x+1292* b*c*g^4*x^2+674*b*c*g^3*p^3+894*b*c*g^3*p^2*q+2022*b*c*g^3*p^2*r-10346*b*c*g^3* p^2*x+231*b*c*g^3*p*q^2+1788*b*c*g^3*p*q*r-13210*b*c*g^3*p*q*x+2022*b*c*g^3*p*r ^2-22313*b*c*g^3*p*r*x+15605*b*c*g^3*p*x^2+11*b*c*g^3*q^3+231*b*c*g^3*q^2*r-\ 2864*b*c*g^3*q^2*x+894*b*c*g^3*q*r^2-11195*b*c*g^3*q*r*x+15605*b*c*g^3*q*x^2+ 674*b*c*g^3*r^3-11967*b*c*g^3*r^2*x+18431*b*c*g^3*r*x^2+909*b*c*g^2*p^4+1995*b* c*g^2*p^3*q+3636*b*c*g^2*p^3*r-20528*b*c*g^2*p^3*x+1266*b*c*g^2*p^2*q^2+5985*b* c*g^2*p^2*q*r-44370*b*c*g^2*p^2*q*x+5454*b*c*g^2*p^2*r^2-67047*b*c*g^2*p^2*r*x+ 47955*b*c*g^2*p^2*x^2+183*b*c*g^2*p*q^3+2532*b*c*g^2*p*q^2*r-27156*b*c*g^2*p*q^ 2*x+5985*b*c*g^2*p*q*r^2-87942*b*c*g^2*p*q*r*x+95910*b*c*g^2*p*q*x^2+3636*b*c*g ^2*p*r^3-72510*b*c*g^2*p*r^2*x+115329*b*c*g^2*p*r*x^2+3*b*c*g^2*q^4+183*b*c*g^2 *q^3*r-3314*b*c*g^2*q^3*x+1266*b*c*g^2*q^2*r^2-20895*b*c*g^2*q^2*r*x+47955*b*c* g^2*q^2*x^2+1995*b*c*g^2*q*r^3-43572*b*c*g^2*q*r^2*x+115329*b*c*g^2*q*r*x^2+909 *b*c*g^2*r^4-25991*b*c*g^2*r^3*x+78570*b*c*g^2*r^2*x^2+573*b*c*g*p^5+1778*b*c*g *p^4*q+2865*b*c*g*p^4*r-17110*b*c*g*p^4*x+1896*b*c*g*p^3*q^2+7112*b*c*g*p^3*q*r -52892*b*c*g*p^3*q*x+5730*b*c*g*p^3*r^2-74393*b*c*g*p^3*r*x+53898*b*c*g*p^3*x^2 +750*b*c*g*p^2*q^3+5688*b*c*g*p^2*q^2*r-56016*b*c*g*p^2*q^2*x+10668*b*c*g*p^2*q *r^2-163875*b*c*g*p^2*q*r*x+161694*b*c*g*p^2*q*x^2+5730*b*c*g*p^2*r^3-120519*b* c*g*p^2*r^2*x+192575*b*c*g*p^2*r*x^2+59*b*c*g*p*q^4+1500*b*c*g*p*q^3*r-21796*b* c*g*p*q^3*x+5688*b*c*g*p*q^2*r^2-104571*b*c*g*p*q^2*r*x+161694*b*c*g*p*q^2*x^2+ 7112*b*c*g*p*q*r^3-169074*b*c*g*p*q*r^2*x+385150*b*c*g*p*q*r*x^2+2865*b*c*g*p*r ^4-86299*b*c*g*p*r^3*x+248214*b*c*g*p*r^2*x^2+59*b*c*g*q^4*r-1562*b*c*g*q^4*x+ 750*b*c*g*q^3*r^2-15089*b*c*g*q^3*r*x+53898*b*c*g*q^3*x^2+1896*b*c*g*q^2*r^3-\ 48555*b*c*g*q^2*r^2*x+192575*b*c*g*q^2*r*x^2+1778*b*c*g*q*r^4-58091*b*c*g*q*r^3 *x+248214*b*c*g*q*r^2*x^2+573*b*c*g*r^5-23063*b*c*g*r^4*x+109537*b*c*g*r^3*x^2+ 138*b*c*p^6+558*b*c*p^5*q+828*b*c*p^5*r-5120*b*c*p^5*x+852*b*c*p^4*q^2+2790*b*c *p^4*q*r-20720*b*c*p^4*q*x+2070*b*c*p^4*r^2-27716*b*c*p^4*r*x+20256*b*c*p^4*x^2 +588*b*c*p^3*q^3+3408*b*c*p^3*q^2*r-31680*b*c*p^3*q^2*x+5580*b*c*p^3*q*r^2-\ 86872*b*c*p^3*q*r*x+81024*b*c*p^3*q*x^2+2760*b*c*p^3*r^3-59664*b*c*p^3*r^2*x+ 95182*b*c*p^3*r*x^2+162*b*c*p^2*q^4+1764*b*c*p^2*q^3*r-21920*b*c*p^2*q^3*x+5112 *b*c*p^2*q^2*r^2-94320*b*c*p^2*q^2*r*x+121536*b*c*p^2*q^2*x^2+5580*b*c*p^2*q*r^ 3-136296*b*c*p^2*q*r^2*x+285546*b*c*p^2*q*r*x^2+2070*b*c*p^2*r^4-63896*b*c*p^2* r^3*x+177558*b*c*p^2*r^2*x^2+6*b*c*p*q^5+324*b*c*p*q^4*r-6080*b*c*p*q^4*x+1764* b*c*p*q^3*r^2-38888*b*c*p*q^3*r*x+81024*b*c*p*q^3*x^2+3408*b*c*p*q^2*r^3-93600* b*c*p*q^2*r^2*x+285546*b*c*p*q^2*r*x^2+2790*b*c*p*q*r^4-94856*b*c*p*q*r^3*x+ 355116*b*c*p*q*r^2*x^2+828*b*c*p*r^5-34064*b*c*p*r^4*x+150594*b*c*p*r^3*x^2+6*b *c*q^5*r-240*b*c*q^5*x+162*b*c*q^4*r^2-3724*b*c*q^4*r*x+20256*b*c*q^4*x^2+588*b *c*q^3*r^3-16968*b*c*q^3*r^2*x+95182*b*c*q^3*r*x^2+852*b*c*q^2*r^4-30960*b*c*q^ 2*r^3*x+177558*b*c*q^2*r^2*x^2+558*b*c*q*r^5-24712*b*c*q*r^4*x+150594*b*c*q*r^3 *x^2+138*b*c*r^6-7236*b*c*r^5*x+47962*b*c*r^4*x^2+9*b*g^5*p^2+18*b*g^5*p*r-38*b *g^5*p*x-20*b*g^5*q*x+9*b*g^5*r^2-31*b*g^5*r*x+18*b*g^5*x^2+45*b*g^4*p^3+45*b*g ^4*p^2*q+135*b*g^4*p^2*r-544*b*g^4*p^2*x+90*b*g^4*p*q*r-642*b*g^4*p*q*x+135*b*g ^4*p*r^2-1231*b*g^4*p*r*x+624*b*g^4*p*x^2-98*b*g^4*q^2*x+45*b*g^4*q*r^2-429*b*g ^4*q*r*x+624*b*g^4*q*x^2+45*b*g^4*r^3-687*b*g^4*r^2*x+624*b*g^4*r*x^2+90*b*g^3* p^4+180*b*g^3*p^3*q+360*b*g^3*p^3*r-1806*b*g^3*p^3*x+90*b*g^3*p^2*q^2+540*b*g^3 *p^2*q*r-3780*b*g^3*p^2*q*x+540*b*g^3*p^2*r^2-6075*b*g^3*p^2*r*x+3642*b*g^3*p^2 *x^2+180*b*g^3*p*q^2*r-2142*b*g^3*p*q^2*x+540*b*g^3*p*q*r^2-7416*b*g^3*p*q*r*x+ 7284*b*g^3*p*q*x^2+360*b*g^3*p*r^3-6732*b*g^3*p*r^2*x+8697*b*g^3*p*r*x^2-168*b* g^3*q^3*x+90*b*g^3*q^2*r^2-1341*b*g^3*q^2*r*x+3642*b*g^3*q^2*x^2+180*b*g^3*q*r^ 3-3636*b*g^3*q*r^2*x+8697*b*g^3*q*r*x^2+90*b*g^3*r^4-2463*b*g^3*r^3*x+6468*b*g^ 3*r^2*x^2+90*b*g^2*p^5+270*b*g^2*p^4*q+450*b*g^2*p^4*r-2526*b*g^2*p^4*x+270*b*g ^2*p^3*q^2+1080*b*g^2*p^3*q*r-7704*b*g^2*p^3*q*x+900*b*g^2*p^3*r^2-11157*b*g^2* p^3*r*x+7309*b*g^2*p^3*x^2+90*b*g^2*p^2*q^3+810*b*g^2*p^2*q^2*r-7956*b*g^2*p^2* q^2*x+1620*b*g^2*p^2*q*r^2-24009*b*g^2*p^2*q*r*x+21927*b*g^2*p^2*q*x^2+900*b*g^ 2*p^2*r^3-18315*b*g^2*p^2*r^2*x+26280*b*g^2*p^2*r*x^2+180*b*g^2*p*q^3*r-2904*b* g^2*p*q^3*x+810*b*g^2*p*q^2*r^2-14547*b*g^2*p*q^2*r*x+21927*b*g^2*p*q^2*x^2+ 1080*b*g^2*p*q*r^3-24906*b*g^2*p*q*r^2*x+52560*b*g^2*p*q*r*x^2+450*b*g^2*p*r^4-\ 13263*b*g^2*p*r^3*x+35112*b*g^2*p*r^2*x^2-126*b*g^2*q^4*x+90*b*g^2*q^3*r^2-1695 *b*g^2*q^3*r*x+7309*b*g^2*q^3*x^2+270*b*g^2*q^2*r^3-6591*b*g^2*q^2*r^2*x+26280* b*g^2*q^2*r*x^2+270*b*g^2*q*r^4-8601*b*g^2*q*r^3*x+35112*b*g^2*q*r^2*x^2+90*b*g ^2*r^5-3579*b*g^2*r^4*x+16141*b*g^2*r^3*x^2+45*b*g*p^6+180*b*g*p^5*q+270*b*g*p^ 5*r-1620*b*g*p^5*x+270*b*g*p^4*q^2+900*b*g*p^4*q*r-6520*b*g*p^4*q*x+675*b*g*p^4 *r^2-8835*b*g*p^4*r*x+6098*b*g*p^4*x^2+180*b*g*p^3*q^3+1080*b*g*p^3*q^2*r-9880* b*g*p^3*q^2*x+1800*b*g*p^3*q*r^2-27464*b*g*p^3*q*r*x+24392*b*g*p^3*q*x^2+900*b* g*p^3*r^3-19140*b*g*p^3*r^2*x+28815*b*g*p^3*r*x^2+45*b*g*p^2*q^4+540*b*g*p^2*q^ 3*r-6720*b*g*p^2*q^3*x+1620*b*g*p^2*q^2*r^2-29382*b*g*p^2*q^2*r*x+36588*b*g*p^2 *q^2*x^2+1800*b*g*p^2*q*r^3-43272*b*g*p^2*q*r^2*x+86445*b*g*p^2*q*r*x^2+675*b*g *p^2*r^4-20610*b*g*p^2*r^3*x+54624*b*g*p^2*r^2*x^2+90*b*g*p*q^4*r-1780*b*g*p*q^ 4*x+540*b*g*p*q^3*r^2-11712*b*g*p*q^3*r*x+24392*b*g*p*q^3*x^2+1080*b*g*p*q^2*r^ 3-29124*b*g*p*q^2*r^2*x+86445*b*g*p*q^2*r*x^2+900*b*g*p*q*r^4-30232*b*g*p*q*r^3 *x+109248*b*g*p*q*r^2*x^2+270*b*g*p*r^5-11040*b*g*p*r^4*x+47195*b*g*p*r^3*x^2-\ 40*b*g*q^5*x+45*b*g*q^4*r^2-959*b*g*q^4*r*x+6098*b*g*q^4*x^2+180*b*g*q^3*r^3-\ 4992*b*g*q^3*r^2*x+28815*b*g*q^3*r*x^2+270*b*g*q^2*r^4-9622*b*g*q^2*r^3*x+54624 *b*g*q^2*r^2*x^2+180*b*g*q*r^5-7904*b*g*q*r^4*x+47195*b*g*q*r^3*x^2+45*b*g*r^6-\ 2355*b*g*r^5*x+15288*b*g*r^4*x^2+9*b*p^7+45*b*p^6*q+63*b*p^6*r-394*b*p^6*x+90*b *p^5*q^2+270*b*p^5*q*r-1974*b*p^5*q*x+189*b*p^5*r^2-2553*b*p^5*r*x+1825*b*p^5*x ^2+90*b*p^4*q^3+450*b*p^4*q^2*r-3960*b*p^4*q^2*x+675*b*p^4*q*r^2-10419*b*p^4*q* r*x+9125*b*p^4*q*x^2+315*b*p^4*r^3-6855*b*p^4*r^2*x+10608*b*p^4*r*x^2+45*b*p^3* q^4+360*b*p^3*q^3*r-3980*b*p^3*q^3*x+900*b*p^3*q^2*r^2-16146*b*p^3*q^2*r*x+ 18250*b*p^3*q^2*x^2+900*b*p^3*q*r^3-21936*b*p^3*q*r^2*x+42432*b*p^3*q*r*x^2+315 *b*p^3*r^4-9770*b*p^3*r^3*x+25851*b*p^3*r^2*x^2+9*b*p^2*q^5+135*b*p^2*q^4*r-\ 2010*b*p^2*q^4*x+540*b*p^2*q^3*r^2-11454*b*p^2*q^3*r*x+18250*b*p^2*q^3*x^2+900* b*p^2*q^2*r^3-24678*b*p^2*q^2*r^2*x+63648*b*p^2*q^2*r*x^2+675*b*p^2*q*r^4-23034 *b*p^2*q*r^3*x+77553*b*p^2*q*r^2*x^2+189*b*p^2*r^5-7800*b*p^2*r^4*x+32155*b*p^2 *r^3*x^2+18*b*p*q^5*r-414*b*p*q^5*x+135*b*p*q^4*r^2-3381*b*p*q^4*r*x+9125*b*p*q ^4*x^2+360*b*p*q^3*r^3-10968*b*p*q^3*r^2*x+42432*b*p*q^3*r*x^2+450*b*p*q^2*r^4-\ 16758*b*p*q^2*r^3*x+77553*b*p*q^2*r^2*x^2+270*b*p*q*r^5-12066*b*p*q*r^4*x+64310 *b*p*q*r^3*x^2+63*b*p*r^6-3309*b*p*r^5*x+20064*b*p*r^4*x^2-4*b*q^6*x+9*b*q^5*r^ 2-207*b*q^5*r*x+1825*b*q^5*x^2+45*b*q^4*r^3-1371*b*q^4*r^2*x+10608*b*q^4*r*x^2+ 90*b*q^3*r^4-3494*b*q^3*r^3*x+25851*b*q^3*r^2*x^2+90*b*q^2*r^5-4266*b*q^2*r^4*x +32155*b*q^2*r^3*x^2+45*b*q*r^6-2523*b*q*r^5*x+20064*b*q*r^4*x^2+9*b*r^7-583*b* r^6*x+4977*b*r^5*x^2+288*c^8+752*c^7*g+1184*c^7*p+608*c^7*q+1184*c^7*r-7104*c^7 *x+800*c^6*g^2+2752*c^6*g*p+1376*c^6*g*q+2752*c^6*g*r-16416*c^6*g*x+2192*c^6*p^ 2+2240*c^6*p*q+4384*c^6*p*r-28096*c^6*p*x+496*c^6*q^2+2240*c^6*q*r-16896*c^6*q* x+2192*c^6*r^2-27648*c^6*r*x+33888*c^6*x^2+440*c^5*g^3+2576*c^5*g^2*p+1232*c^5* g^2*q+2576*c^5*g^2*r-15168*c^5*g^2*x+4416*c^5*g*p^2+4432*c^5*g*p*q+8832*c^5*g*p *r-55840*c^5*g*p*x+944*c^5*g*q^2+4432*c^5*g*q*r-33280*c^5*g*q*x+4416*c^5*g*r^2-\ 54912*c^5*g*r*x+65456*c^5*g*x^2+2304*c^5*p^3+3744*c^5*p^2*q+6912*c^5*p^2*r-\ 44640*c^5*p^2*x+1632*c^5*p*q^2+7488*c^5*p*q*r-60864*c^5*p*q*x+6912*c^5*p*r^2-\ 92256*c^5*p*r*x+92480*c^5*p*x^2+192*c^5*q^3+1632*c^5*q^2*r-16224*c^5*q^2*x+3744 *c^5*q*r^2-55776*c^5*q*r*x+92480*c^5*q*x^2+2304*c^5*r^3-47616*c^5*r^2*x+111344* c^5*r*x^2+130*c^4*g^4+1232*c^4*g^3*p+544*c^4*g^3*q+1232*c^4*g^3*r-7056*c^4*g^3* x+3512*c^4*g^2*p^2+3400*c^4*g^2*p*q+7024*c^4*g^2*p*r-43344*c^4*g^2*p*x+680*c^4* g^2*q^2+3400*c^4*g^2*q*r-25392*c^4*g^2*q*x+3512*c^4*g^2*r^2-42552*c^4*g^2*r*x+ 48648*c^4*g^2*x^2+3892*c^4*g*p^3+6252*c^4*g*p^2*q+11676*c^4*g*p^2*r-74096*c^4*g *p^2*x+2652*c^4*g*p*q^2+12504*c^4*g*p*q*r-100448*c^4*g*p*q*x+11676*c^4*g*p*r^2-\ 153320*c^4*g*p*r*x+148976*c^4*g*p*x^2+292*c^4*g*q^3+2652*c^4*g*q^2*r-26352*c^4* g*q^2*x+6252*c^4*g*q*r^2-91672*c^4*g*q*r*x+148976*c^4*g*q*x^2+3892*c^4*g*r^3-\ 79224*c^4*g*r^2*x+179696*c^4*g*r*x^2+1474*c^4*p^4+3448*c^4*p^3*q+5896*c^4*p^3*r -37632*c^4*p^3*x+2508*c^4*p^2*q^2+10344*c^4*p^2*q*r-83232*c^4*p^2*q*x+8844*c^4* p^2*r^2-119808*c^4*p^2*r*x+104848*c^4*p^2*x^2+568*c^4*p*q^3+5016*c^4*p*q^2*r-\ 53568*c^4*p*q^2*x+10344*c^4*p*q*r^2-164448*c^4*p*q*r*x+209696*c^4*p*q*x^2+5896* c^4*p*r^3-126720*c^4*p*r^2*x+250488*c^4*p*r*x^2+34*c^4*q^4+568*c^4*q^3*r-7968*c ^4*q^3*x+2508*c^4*q^2*r^2-44640*c^4*q^2*r*x+104848*c^4*q^2*x^2+3448*c^4*q*r^3-\ 81216*c^4*q*r^2*x+250488*c^4*q*r*x^2+1474*c^4*r^4-44544*c^4*r^3*x+160632*c^4*r^ 2*x^2+19*c^3*g^5+314*c^3*g^4*p+118*c^3*g^4*q+314*c^3*g^4*r-1692*c^3*g^4*x+1392* c^3*g^3*p^2+1252*c^3*g^3*p*q+2784*c^3*g^3*p*r-16408*c^3*g^3*p*x+224*c^3*g^3*q^2 +1252*c^3*g^3*q*r-9304*c^3*g^3*q*x+1392*c^3*g^3*r^2-16044*c^3*g^3*r*x+17164*c^3 *g^3*x^2+2508*c^3*g^2*p^3+3924*c^3*g^2*p^2*q+7524*c^3*g^2*p^2*r-46296*c^3*g^2*p ^2*x+1572*c^3*g^2*p*q^2+7848*c^3*g^2*p*q*r-62064*c^3*g^2*p*q*x+7524*c^3*g^2*p*r ^2-96120*c^3*g^2*p*r*x+88840*c^3*g^2*p*x^2+156*c^3*g^2*q^3+1572*c^3*g^2*q^2*r-\ 15768*c^3*g^2*q^2*x+3924*c^3*g^2*q*r^2-56040*c^3*g^2*q*r*x+88840*c^3*g^2*q*x^2+ 2508*c^3*g^2*r^3-49824*c^3*g^2*r^2*x+107340*c^3*g^2*r*x^2+1997*c^3*g*p^4+4636*c ^3*g*p^3*q+7988*c^3*g*p^3*r-50032*c^3*g*p^3*x+3318*c^3*g*p^2*q^2+13908*c^3*g*p^ 2*q*r-110208*c^3*g*p^2*q*x+11982*c^3*g*p^2*r^2-159648*c^3*g*p^2*r*x+135200*c^3* g*p^2*x^2+716*c^3*g*p*q^3+6636*c^3*g*p*q^2*r-70320*c^3*g*p*q^2*x+13908*c^3*g*p* q*r^2-217632*c^3*g*p*q*r*x+270400*c^3*g*p*q*x^2+7988*c^3*g*p*r^3-169200*c^3*g*p *r^2*x+323740*c^3*g*p*r*x^2+37*c^3*g*q^4+716*c^3*g*q^3*r-10144*c^3*g*q^3*x+3318 *c^3*g*q^2*r^2-57984*c^3*g*q^2*r*x+135200*c^3*g*q^2*x^2+4636*c^3*g*q*r^3-107424 *c^3*g*q*r^2*x+323740*c^3*g*q*r*x^2+1997*c^3*g*r^4-59584*c^3*g*r^3*x+209232*c^3 *g*r^2*x^2+582*c^3*p^5+1834*c^3*p^4*q+2910*c^3*p^4*r-18364*c^3*p^4*x+2012*c^3*p ^3*q^2+7336*c^3*p^3*q*r-57168*c^3*p^3*q*x+5820*c^3*p^3*r^2-79008*c^3*p^3*r*x+ 63216*c^3*p^3*x^2+852*c^3*p^2*q^3+6036*c^3*p^2*q^2*r-61320*c^3*p^2*q^2*x+11004* c^3*p^2*q*r^2-176064*c^3*p^2*q*r*x+189648*c^3*p^2*q*x^2+5820*c^3*p^2*r^3-126840 *c^3*p^2*r^2*x+224564*c^3*p^2*r*x^2+94*c^3*p*q^4+1704*c^3*p*q^3*r-24592*c^3*p*q ^3*x+6036*c^3*p*q^2*r^2-115104*c^3*p*q^2*r*x+189648*c^3*p*q^2*x^2+7336*c^3*p*q* r^3-180624*c^3*p*q*r^2*x+449128*c^3*p*q*r*x^2+2910*c^3*p*r^4-90112*c^3*p*r^3*x+ 283056*c^3*p*r^2*x^2+2*c^3*q^5+94*c^3*q^4*r-2076*c^3*q^4*x+852*c^3*q^3*r^2-\ 18048*c^3*q^3*r*x+63216*c^3*q^3*x^2+2012*c^3*q^2*r^3-53784*c^3*q^2*r^2*x+224564 *c^3*q^2*r*x^2+1834*c^3*q*r^4-61728*c^3*q*r^3*x+283056*c^3*q*r^2*x^2+582*c^3*r^ 5-23916*c^3*r^4*x+121708*c^3*r^3*x^2+c^2*g^6+40*c^2*g^5*p+10*c^2*g^5*q+40*c^2*g ^5*r-186*c^2*g^5*x+285*c^2*g^4*p^2+218*c^2*g^4*p*q+570*c^2*g^4*p*r-3056*c^2*g^4 *p*x+31*c^2*g^4*q^2+218*c^2*g^4*q*r-1628*c^2*g^4*q*x+285*c^2*g^4*r^2-2958*c^2*g ^4*r*x+2824*c^2*g^4*x^2+765*c^2*g^3*p^3+1131*c^2*g^3*p^2*q+2295*c^2*g^3*p^2*r-\ 13332*c^2*g^3*p^2*x+399*c^2*g^3*p*q^2+2262*c^2*g^3*p*q*r-17496*c^2*g^3*p*q*x+ 2295*c^2*g^3*p*r^2-27906*c^2*g^3*p*r*x+23684*c^2*g^3*p*x^2+33*c^2*g^3*q^3+399*c ^2*g^3*q^2*r-4164*c^2*g^3*q^2*x+1131*c^2*g^3*q*r^2-15390*c^2*g^3*q*r*x+23684*c^ 2*g^3*q*x^2+765*c^2*g^3*r^3-14574*c^2*g^3*r^2*x+28576*c^2*g^3*r*x^2+972*c^2*g^2 *p^4+2214*c^2*g^2*p^3*q+3888*c^2*g^2*p^3*r-23556*c^2*g^2*p^3*x+1524*c^2*g^2*p^2 *q^2+6642*c^2*g^2*p^2*q*r-51468*c^2*g^2*p^2*q*x+5832*c^2*g^2*p^2*r^2-75612*c^2* g^2*p^2*r*x+60634*c^2*g^2*p^2*x^2+294*c^2*g^2*p*q^3+3048*c^2*g^2*p*q^2*r-32268* c^2*g^2*p*q^2*x+6642*c^2*g^2*p*q*r^2-101508*c^2*g^2*p*q*r*x+121268*c^2*g^2*p*q* x^2+3888*c^2*g^2*p*r^3-80556*c^2*g^2*p*r^2*x+145632*c^2*g^2*p*r*x^2+12*c^2*g^2* q^4+294*c^2*g^2*q^3*r-4356*c^2*g^2*q^3*x+1524*c^2*g^2*q^2*r^2-25896*c^2*g^2*q^2 *r*x+60634*c^2*g^2*q^2*x^2+2214*c^2*g^2*q*r^3-50040*c^2*g^2*q*r^2*x+145632*c^2* g^2*q*r*x^2+972*c^2*g^2*r^4-28500*c^2*g^2*r^3*x+95754*c^2*g^2*r^2*x^2+591*c^2*g *p^5+1853*c^2*g*p^4*q+2955*c^2*g*p^4*r-18314*c^2*g*p^4*x+2014*c^2*g*p^3*q^2+ 7412*c^2*g*p^3*q*r-56840*c^2*g*p^3*q*x+5910*c^2*g*p^3*r^2-79014*c^2*g*p^3*r*x+ 61156*c^2*g*p^3*x^2+834*c^2*g*p^2*q^3+6042*c^2*g*p^2*q^2*r-60636*c^2*g*p^2*q^2* x+11118*c^2*g*p^2*q*r^2-175254*c^2*g*p^2*q*r*x+183468*c^2*g*p^2*q*x^2+5910*c^2* g*p^2*r^3-127158*c^2*g*p^2*r^2*x+217828*c^2*g*p^2*r*x^2+83*c^2*g*p*q^4+1668*c^2 *g*p*q^3*r-24008*c^2*g*p*q^3*x+6042*c^2*g*p*q^2*r^2-113466*c^2*g*p*q^2*r*x+ 183468*c^2*g*p*q^2*x^2+7412*c^2*g*p*q*r^3-179988*c^2*g*p*q*r^2*x+435656*c^2*g*p *q*r*x^2+2955*c^2*g*p*r^4-90530*c^2*g*p*r^3*x+276666*c^2*g*p*r^2*x^2+c^2*g*q^5+ 83*c^2*g*q^4*r-1898*c^2*g*q^4*x+834*c^2*g*q^3*r^2-17226*c^2*g*q^3*r*x+61156*c^2 *g*q^3*x^2+2014*c^2*g*q^2*r^3-52830*c^2*g*q^2*r^2*x+217828*c^2*g*q^2*r*x^2+1853 *c^2*g*q*r^4-61574*c^2*g*q*r^3*x+276666*c^2*g*q*r^2*x^2+591*c^2*g*r^5-24072*c^2 *g*r^4*x+119994*c^2*g*r^3*x^2+138*c^2*p^6+558*c^2*p^5*q+828*c^2*p^5*r-5220*c^2* p^5*x+852*c^2*p^4*q^2+2790*c^2*p^4*q*r-21144*c^2*p^4*q*x+2070*c^2*p^4*r^2-28200 *c^2*p^4*r*x+21382*c^2*p^4*x^2+588*c^2*p^3*q^3+3408*c^2*p^3*q^2*r-32376*c^2*p^3 *q^2*x+5580*c^2*p^3*q*r^2-88512*c^2*p^3*q*r*x+85528*c^2*p^3*q*x^2+2760*c^2*p^3* r^3-60600*c^2*p^3*r^2*x+100294*c^2*p^3*r*x^2+162*c^2*p^2*q^4+1764*c^2*p^2*q^3*r -22464*c^2*p^2*q^3*x+5112*c^2*p^2*q^2*r^2-96336*c^2*p^2*q^2*r*x+128292*c^2*p^2* q^2*x^2+5580*c^2*p^2*q*r^3-138672*c^2*p^2*q*r^2*x+300882*c^2*p^2*q*r*x^2+2070*c ^2*p^2*r^4-64800*c^2*p^2*r^3*x+186102*c^2*p^2*r^2*x^2+6*c^2*p*q^5+324*c^2*p*q^4 *r-6276*c^2*p*q^4*x+1764*c^2*p*q^3*r^2-39936*c^2*p*q^3*r*x+85528*c^2*p*q^3*x^2+ 3408*c^2*p*q^2*r^3-95544*c^2*p*q^2*r^2*x+300882*c^2*p*q^2*r*x^2+2790*c^2*p*q*r^ 4-96384*c^2*p*q*r^3*x+372204*c^2*p*q*r^2*x^2+828*c^2*p*r^5-34500*c^2*p*r^4*x+ 156850*c^2*p*r^3*x^2+6*c^2*q^5*r-264*c^2*q^5*x+162*c^2*q^4*r^2-3912*c^2*q^4*r*x +21382*c^2*q^4*x^2+588*c^2*q^3*r^3-17472*c^2*q^3*r^2*x+100294*c^2*q^3*r*x^2+852 *c^2*q^2*r^4-31584*c^2*q^2*r^3*x+186102*c^2*q^2*r^2*x^2+558*c^2*q*r^5-25080*c^2 *q*r^4*x+156850*c^2*q*r^3*x^2+138*c^2*r^6-7320*c^2*r^5*x+49660*c^2*r^4*x^2+2*c* g^6*p+2*c*g^6*r-6*c*g^6*x+28*c*g^5*p^2+14*c*g^5*p*q+56*c*g^5*p*r-240*c*g^5*p*x+ c*g^5*q^2+14*c*g^5*q*r-114*c*g^5*q*x+28*c*g^5*r^2-225*c*g^5*r*x+174*c*g^5*x^2+ 110*c*g^4*p^3+144*c*g^4*p^2*q+330*c*g^4*p^2*r-1708*c*g^4*p^2*x+36*c*g^4*p*q^2+ 288*c*g^4*p*q*r-2152*c*g^4*p*q*x+330*c*g^4*p*r^2-3646*c*g^4*p*r*x+2642*c*g^4*p* x^2+2*c*g^4*q^3+36*c*g^4*q^2*r-444*c*g^4*q^2*x+144*c*g^4*q*r^2-1766*c*g^4*q*r*x +2642*c*g^4*q*x^2+110*c*g^4*r^3-1938*c*g^4*r^2*x+3124*c*g^4*r*x^2+201*c*g^3*p^4 +439*c*g^3*p^3*q+804*c*g^3*p^3*r-4578*c*g^3*p^3*x+276*c*g^3*p^2*q^2+1317*c*g^3* p^2*q*r-9846*c*g^3*p^2*q*x+1206*c*g^3*p^2*r^2-14898*c*g^3*p^2*r*x+10855*c*g^3*p ^2*x^2+39*c*g^3*p*q^3+552*c*g^3*p*q^2*r-5958*c*g^3*p*q^2*x+1317*c*g^3*p*q*r^2-\ 19362*c*g^3*p*q*r*x+21710*c*g^3*p*q*x^2+804*c*g^3*p*r^3-16062*c*g^3*p*r^2*x+ 26138*c*g^3*p*r*x^2+c*g^3*q^4+39*c*g^3*q^3*r-690*c*g^3*q^3*x+276*c*g^3*q^2*r^2-\ 4464*c*g^3*q^2*r*x+10855*c*g^3*q^2*x^2+439*c*g^3*q*r^3-9516*c*g^3*q*r^2*x+26138 *c*g^3*q*r*x^2+201*c*g^3*r^4-5742*c*g^3*r^3*x+17844*c*g^3*r^2*x^2+192*c*g^2*p^5 +594*c*g^2*p^4*q+960*c*g^2*p^4*r-5766*c*g^2*p^4*x+630*c*g^2*p^3*q^2+2376*c*g^2* p^3*q*r-17784*c*g^2*p^3*q*x+1920*c*g^2*p^3*r^2-25053*c*g^2*p^3*r*x+18328*c*g^2* p^3*x^2+246*c*g^2*p^2*q^3+1890*c*g^2*p^2*q^2*r-18756*c*g^2*p^2*q^2*x+3564*c*g^2 *p^2*q*r^2-54993*c*g^2*p^2*q*r*x+54984*c*g^2*p^2*q*x^2+1920*c*g^2*p^2*r^3-40563 *c*g^2*p^2*r^2*x+65565*c*g^2*p^2*r*x^2+18*c*g^2*p*q^4+492*c*g^2*p*q^3*r-7224*c* g^2*p*q^3*x+1890*c*g^2*p*q^2*r^2-34827*c*g^2*p*q^2*r*x+54984*c*g^2*p*q^2*x^2+ 2376*c*g^2*p*q*r^3-56634*c*g^2*p*q*r^2*x+131130*c*g^2*p*q*r*x^2+960*c*g^2*p*r^4 -29031*c*g^2*p*r^3*x+84669*c*g^2*p*r^2*x^2+18*c*g^2*q^4*r-486*c*g^2*q^4*x+246*c *g^2*q^3*r^2-4887*c*g^2*q^3*r*x+18328*c*g^2*q^3*x^2+630*c*g^2*q^2*r^3-16071*c*g ^2*q^2*r^2*x+65565*c*g^2*q^2*r*x^2+594*c*g^2*q*r^4-19425*c*g^2*q*r^3*x+84669*c* g^2*q*r^2*x^2+192*c*g^2*r^5-7755*c*g^2*r^4*x+37432*c*g^2*r^3*x^2+93*c*g*p^6+375 *c*g*p^5*q+558*c*g*p^5*r-3466*c*g*p^5*x+570*c*g*p^4*q^2+1875*c*g*p^4*q*r-14008* c*g*p^4*q*x+1395*c*g*p^4*r^2-18778*c*g*p^4*r*x+13789*c*g*p^4*x^2+390*c*g*p^3*q^ 3+2280*c*g*p^3*q^2*r-21372*c*g*p^3*q^2*x+3750*c*g*p^3*q*r^2-58748*c*g*p^3*q*r*x +55156*c*g*p^3*q*x^2+1860*c*g*p^3*r^3-40452*c*g*p^3*r^2*x+64871*c*g*p^3*r*x^2+ 105*c*g*p^2*q^4+1170*c*g*p^2*q^3*r-14728*c*g*p^2*q^3*x+3420*c*g*p^2*q^2*r^2-\ 63576*c*g*p^2*q^2*r*x+82734*c*g*p^2*q^2*x^2+3750*c*g*p^2*q*r^3-92196*c*g*p^2*q* r^2*x+194613*c*g*p^2*q*r*x^2+1395*c*g*p^2*r^4-43348*c*g*p^2*r^3*x+121245*c*g*p^ 2*r^2*x^2+3*c*g*p*q^5+210*c*g*p*q^4*r-4042*c*g*p*q^4*x+1170*c*g*p*q^3*r^2-26020 *c*g*p*q^3*r*x+55156*c*g*p*q^3*x^2+2280*c*g*p*q^2*r^3-63036*c*g*p*q^2*r^2*x+ 194613*c*g*p*q^2*r*x^2+1875*c*g*p*q*r^4-64180*c*g*p*q*r^3*x+242490*c*g*p*q*r^2* x^2+558*c*g*p*r^5-23122*c*g*p*r^4*x+103033*c*g*p*r^3*x^2+3*c*g*q^5*r-144*c*g*q^ 5*x+105*c*g*q^4*r^2-2414*c*g*q^4*r*x+13789*c*g*q^4*x^2+390*c*g*q^3*r^3-11292*c* g*q^3*r^2*x+64871*c*g*q^3*r*x^2+570*c*g*q^2*r^4-20832*c*g*q^2*r^3*x+121245*c*g* q^2*r^2*x^2+375*c*g*q*r^5-16724*c*g*q*r^4*x+103033*c*g*q*r^3*x^2+93*c*g*r^6-\ 4914*c*g*r^5*x+32870*c*g*r^4*x^2+18*c*p^7+90*c*p^6*q+126*c*p^6*r-804*c*p^6*x+ 180*c*p^5*q^2+540*c*p^5*q*r-4032*c*p^5*q*x+378*c*p^5*r^2-5202*c*p^5*r*x+3848*c* p^5*x^2+180*c*p^4*q^3+900*c*p^4*q^2*r-8100*c*p^4*q^2*x+1350*c*p^4*q*r^2-21258*c *p^4*q*r*x+19240*c*p^4*q*x^2+630*c*p^4*r^3-13950*c*p^4*r^2*x+22320*c*p^4*r*x^2+ 90*c*p^3*q^4+720*c*p^3*q^3*r-8160*c*p^3*q^3*x+1800*c*p^3*q^2*r^2-33012*c*p^3*q^ 2*r*x+38480*c*p^3*q^2*x^2+1800*c*p^3*q*r^3-44712*c*p^3*q*r^2*x+89280*c*p^3*q*r* x^2+630*c*p^3*r^4-19860*c*p^3*r^3*x+54126*c*p^3*r^2*x^2+18*c*p^2*q^5+270*c*p^2* q^4*r-4140*c*p^2*q^4*x+1080*c*p^2*q^3*r^2-23508*c*p^2*q^3*r*x+38480*c*p^2*q^3*x ^2+1800*c*p^2*q^2*r^3-50436*c*p^2*q^2*r^2*x+133920*c*p^2*q^2*r*x^2+1350*c*p^2*q *r^4-46908*c*p^2*q*r^3*x+162378*c*p^2*q*r^2*x^2+378*c*p^2*r^5-15840*c*p^2*r^4*x +66938*c*p^2*r^3*x^2+36*c*p*q^5*r-864*c*p*q^5*x+270*c*p*q^4*r^2-7002*c*p*q^4*r* x+19240*c*p*q^4*x^2+720*c*p*q^3*r^3-22536*c*p*q^3*r^2*x+89280*c*p*q^3*r*x^2+900 *c*p*q^2*r^4-34236*c*p*q^2*r^3*x+162378*c*p*q^2*r^2*x^2+540*c*p*q*r^5-24552*c*p *q*r^4*x+133876*c*p*q*r^3*x^2+126*c*p*r^6-6714*c*p*r^5*x+41538*c*p*r^4*x^2-12*c *q^6*x+18*c*q^5*r^2-450*c*q^5*r*x+3848*c*q^5*x^2+90*c*q^4*r^3-2862*c*q^4*r^2*x+ 22320*c*q^4*r*x^2+180*c*q^3*r^4-7188*c*q^3*r^3*x+54126*c*q^3*r^2*x^2+180*c*q^2* r^5-8712*c*q^2*r^4*x+66938*c*q^2*r^3*x^2+90*c*q*r^6-5130*c*q*r^5*x+41538*c*q*r^ 4*x^2+18*c*r^7-1182*c*r^6*x+10254*c*r^5*x^2+g^6*p^2+2*g^6*p*r-4*g^6*p*x-2*g^6*q *x+g^6*r^2-3*g^6*r*x+2*g^6*x^2+6*g^5*p^3+6*g^5*p^2*q+18*g^5*p^2*r-72*g^5*p^2*x+ 12*g^5*p*q*r-84*g^5*p*q*x+18*g^5*p*r^2-162*g^5*p*r*x+84*g^5*p*x^2-12*g^5*q^2*x+ 6*g^5*q*r^2-54*g^5*q*r*x+84*g^5*q*x^2+6*g^5*r^3-90*g^5*r^2*x+84*g^5*r*x^2+15*g^ 4*p^4+30*g^4*p^3*q+60*g^4*p^3*r-302*g^4*p^3*x+15*g^4*p^2*q^2+90*g^4*p^2*q*r-630 *g^4*p^2*q*x+90*g^4*p^2*r^2-1014*g^4*p^2*r*x+616*g^4*p^2*x^2+30*g^4*p*q^2*r-354 *g^4*p*q^2*x+90*g^4*p*q*r^2-1230*g^4*p*q*r*x+1232*g^4*p*q*x^2+60*g^4*p*r^3-1122 *g^4*p*r^2*x+1473*g^4*p*r*x^2-26*g^4*q^3*x+15*g^4*q^2*r^2-216*g^4*q^2*r*x+616*g ^4*q^2*x^2+30*g^4*q*r^3-600*g^4*q*r^2*x+1473*g^4*q*r*x^2+15*g^4*r^4-410*g^4*r^3 *x+1098*g^4*r^2*x^2+20*g^3*p^5+60*g^3*p^4*q+100*g^3*p^4*r-566*g^3*p^4*x+60*g^3* p^3*q^2+240*g^3*p^3*q*r-1724*g^3*p^3*q*x+200*g^3*p^3*r^2-2499*g^3*p^3*r*x+1652* g^3*p^3*x^2+20*g^3*p^2*q^3+180*g^3*p^2*q^2*r-1776*g^3*p^2*q^2*x+360*g^3*p^2*q*r ^2-5367*g^3*p^2*q*r*x+4956*g^3*p^2*q*x^2+200*g^3*p^2*r^3-4101*g^3*p^2*r^2*x+ 5947*g^3*p^2*r*x^2+40*g^3*p*q^3*r-644*g^3*p*q^3*x+180*g^3*p*q^2*r^2-3237*g^3*p* q^2*r*x+4956*g^3*p*q^2*x^2+240*g^3*p*q*r^3-5562*g^3*p*q*r^2*x+11894*g^3*p*q*r*x ^2+100*g^3*p*r^4-2969*g^3*p*r^3*x+7959*g^3*p*r^2*x^2-26*g^3*q^4*x+20*g^3*q^3*r^ 2-369*g^3*q^3*r*x+1652*g^3*q^3*x^2+60*g^3*q^2*r^3-1461*g^3*q^2*r^2*x+5947*g^3*q ^2*r*x^2+60*g^3*q*r^4-1919*g^3*q*r^3*x+7959*g^3*q*r^2*x^2+20*g^3*r^5-801*g^3*r^ 4*x+3664*g^3*r^3*x^2+15*g^2*p^6+60*g^2*p^5*q+90*g^2*p^5*r-546*g^2*p^5*x+90*g^2* p^4*q^2+300*g^2*p^4*q*r-2196*g^2*p^4*q*x+225*g^2*p^4*r^2-2979*g^2*p^4*r*x+2070* g^2*p^4*x^2+60*g^2*p^3*q^3+360*g^2*p^3*q^2*r-3324*g^2*p^3*q^2*x+600*g^2*p^3*q*r ^2-9252*g^2*p^3*q*r*x+8280*g^2*p^3*q*x^2+300*g^2*p^3*r^3-6456*g^2*p^3*r^2*x+ 9792*g^2*p^3*r*x^2+15*g^2*p^2*q^4+180*g^2*p^2*q^3*r-2256*g^2*p^2*q^3*x+540*g^2* p^2*q^2*r^2-9882*g^2*p^2*q^2*r*x+12420*g^2*p^2*q^2*x^2+600*g^2*p^2*q*r^3-14580* g^2*p^2*q*r^2*x+29376*g^2*p^2*q*r*x^2+225*g^2*p^2*r^4-6954*g^2*p^2*r^3*x+18591* g^2*p^2*r^2*x^2+30*g^2*p*q^4*r-594*g^2*p*q^4*x+180*g^2*p*q^3*r^2-3924*g^2*p*q^3 *r*x+8280*g^2*p*q^3*x^2+360*g^2*p*q^2*r^3-9792*g^2*p*q^2*r^2*x+29376*g^2*p*q^2* r*x^2+300*g^2*p*q*r^4-10188*g^2*p*q*r^3*x+37182*g^2*p*q*r^2*x^2+90*g^2*p*r^5-\ 3726*g^2*p*r^4*x+16086*g^2*p*r^3*x^2-12*g^2*q^5*x+15*g^2*q^4*r^2-315*g^2*q^4*r* x+2070*g^2*q^4*x^2+60*g^2*q^3*r^3-1668*g^2*q^3*r^2*x+9792*g^2*q^3*r*x^2+90*g^2* q^2*r^4-3234*g^2*q^2*r^3*x+18591*g^2*q^2*r^2*x^2+60*g^2*q*r^5-2664*g^2*q*r^4*x+ 16086*g^2*q*r^3*x^2+15*g^2*r^6-795*g^2*r^5*x+5217*g^2*r^4*x^2+6*g*p^7+30*g*p^6* q+42*g*p^6*r-266*g*p^6*x+60*g*p^5*q^2+180*g*p^5*q*r-1332*g*p^5*q*x+126*g*p^5*r^ 2-1725*g*p^5*r*x+1240*g*p^5*x^2+60*g*p^4*q^3+300*g*p^4*q^2*r-2670*g*p^4*q^2*x+ 450*g*p^4*q*r^2-7035*g*p^4*q*r*x+6200*g*p^4*q*x^2+210*g*p^4*r^3-4635*g*p^4*r^2* x+7215*g*p^4*r*x^2+30*g*p^3*q^4+240*g*p^3*q^3*r-2680*g*p^3*q^3*x+600*g*p^3*q^2* r^2-10890*g*p^3*q^2*r*x+12400*g*p^3*q^2*x^2+600*g*p^3*q*r^3-14820*g*p^3*q*r^2*x +28860*g*p^3*q*r*x^2+210*g*p^3*r^4-6610*g*p^3*r^3*x+17610*g*p^3*r^2*x^2+6*g*p^2 *q^5+90*g*p^2*q^4*r-1350*g*p^2*q^4*x+360*g*p^2*q^3*r^2-7710*g*p^2*q^3*r*x+12400 *g*p^2*q^3*x^2+600*g*p^2*q^2*r^3-16650*g*p^2*q^2*r^2*x+43290*g*p^2*q^2*r*x^2+ 450*g*p^2*q*r^4-15570*g*p^2*q*r^3*x+52830*g*p^2*q*r^2*x^2+126*g*p^2*r^5-5280*g* p^2*r^4*x+21940*g*p^2*r^3*x^2+12*g*p*q^5*r-276*g*p*q^5*x+90*g*p*q^4*r^2-2265*g* p*q^4*r*x+6200*g*p*q^4*x^2+240*g*p*q^3*r^3-7380*g*p*q^3*r^2*x+28860*g*p*q^3*r*x ^2+300*g*p*q^2*r^4-11310*g*p*q^2*r^3*x+52830*g*p*q^2*r^2*x^2+180*g*p*q*r^5-8160 *g*p*q*r^4*x+43880*g*p*q*r^3*x^2+42*g*p*r^6-2241*g*p*r^5*x+13710*g*p*r^4*x^2-2* g*q^6*x+6*g*q^5*r^2-135*g*q^5*r*x+1240*g*q^5*x^2+30*g*q^4*r^3-915*g*q^4*r^2*x+ 7215*g*q^4*r*x^2+60*g*q^3*r^4-2350*g*q^3*r^3*x+17610*g*q^3*r^2*x^2+60*g*q^2*r^5 -2880*g*q^2*r^4*x+21940*g*q^2*r^3*x^2+30*g*q*r^6-1707*g*q*r^5*x+13710*g*q*r^4*x ^2+6*g*r^7-395*g*r^6*x+3405*g*r^5*x^2+p^8+6*p^7*q+8*p^7*r-52*p^7*x+15*p^6*q^2+ 42*p^6*q*r-312*p^6*q*x+28*p^6*r^2-390*p^6*r*x+288*p^6*x^2+20*p^5*q^3+90*p^5*q^2 *r-780*p^5*q^2*x+126*p^5*q*r^2-1974*p^5*q*r*x+1728*p^5*q*x^2+56*p^5*r^3-1248*p^ 5*r^2*x+1981*p^5*r*x^2+15*p^4*q^4+100*p^4*q^3*r-1040*p^4*q^3*x+225*p^4*q^2*r^2-\ 4020*p^4*q^2*r*x+4320*p^4*q^2*x^2+210*p^4*q*r^3-5190*p^4*q*r^2*x+9905*p^4*q*r*x ^2+70*p^4*r^4-2210*p^4*r^3*x+5880*p^4*r^2*x^2+6*p^3*q^5+60*p^3*q^4*r-780*p^3*q^ 4*x+200*p^3*q^3*r^2-4140*p^3*q^3*r*x+5760*p^3*q^3*x^2+300*p^3*q^2*r^3-8280*p^3* q^2*r^2*x+19810*p^3*q^2*r*x^2+210*p^3*q*r^4-7260*p^3*q*r^3*x+23520*p^3*q*r^2*x^ 2+56*p^3*r^5-2340*p^3*r^4*x+9470*p^3*r^3*x^2+p^2*q^6+18*p^2*q^5*r-312*p^2*q^5*x +90*p^2*q^4*r^2-2190*p^2*q^4*r*x+4320*p^2*q^4*x^2+200*p^2*q^3*r^3-6180*p^2*q^3* r^2*x+19810*p^2*q^3*r*x^2+225*p^2*q^2*r^4-8520*p^2*q^2*r^3*x+35280*p^2*q^2*r^2* x^2+126*p^2*q*r^5-5700*p^2*q*r^4*x+28410*p^2*q*r^3*x^2+28*p^2*r^6-1482*p^2*r^5* x+8620*p^2*r^4*x^2+2*p*q^6*r-52*p*q^6*x+18*p*q^5*r^2-510*p*q^5*r*x+1728*p*q^5*x ^2+60*p*q^4*r^3-2040*p*q^4*r^2*x+9905*p*q^4*r*x^2+100*p*q^3*r^4-4100*p*q^3*r^3* x+23520*p*q^3*r^2*x^2+90*p*q^2*r^5-4380*p*q^2*r^4*x+28410*p*q^2*r^3*x^2+42*p*q* r^6-2382*p*q*r^5*x+17240*p*q*r^4*x^2+8*p*r^7-520*p*r^6*x+4173*p*r^5*x^2+q^6*r^2 -24*q^6*r*x+288*q^6*x^2+6*q^5*r^3-198*q^5*r^2*x+1981*q^5*r*x^2+15*q^4*r^4-630*q ^4*r^3*x+5880*q^4*r^2*x^2+20*q^3*r^5-1020*q^3*r^4*x+9470*q^3*r^3*x^2+15*q^2*r^6 -900*q^2*r^5*x+8620*q^2*r^4*x^2+6*q*r^7-414*q*r^6*x+4173*q*r^5*x^2+r^8-78*r^7*x +836*r^6*x^2-8*a^6*p-8*a^6*r+48*a^5*b*c+16*a^5*b*q-32*a^5*b*x+192*a^5*c^2+24*a^ 5*c*g+120*a^5*c*p+128*a^5*c*q+120*a^5*c*r-352*a^5*c*x-12*a^5*g*p+8*a^5*g*q-12*a ^5*g*r-16*a^5*g*x+132*a^5*p^2+12*a^5*p*q+264*a^5*p*r-400*a^5*p*x+16*a^5*q^2+12* a^5*q*r-128*a^5*q*x+132*a^5*r^2-40*a^5*r*x+272*a^5*x^2+240*a^4*b^2*c+104*a^4*b^ 2*p+64*a^4*b^2*q+104*a^4*b^2*r-160*a^4*b^2*x+1552*a^4*b*c^2+256*a^4*b*c*g+1568* a^4*b*c*p+872*a^4*b*c*q+1568*a^4*b*c*r-3040*a^4*b*c*x+84*a^4*b*g*p+72*a^4*b*g*q +84*a^4*b*g*r-192*a^4*b*g*x+780*a^4*b*p^2+188*a^4*b*p*q+1560*a^4*b*p*r-2432*a^4 *b*p*x+88*a^4*b*q^2+188*a^4*b*q*r-1072*a^4*b*q*x+780*a^4*b*r^2-1080*a^4*b*r*x+ 1360*a^4*b*x^2+1904*a^4*c^3+912*a^4*c^2*g+2696*a^4*c^2*p+1752*a^4*c^2*q+2696*a^ 4*c^2*r-6688*a^4*c^2*x+68*a^4*c*g^2+852*a^4*c*g*p+528*a^4*c*g*q+852*a^4*c*g*r-\ 1872*a^4*c*g*x+2160*a^4*c*p^2+1336*a^4*c*p*q+4320*a^4*c*p*r-11000*a^4*c*p*x+448 *a^4*c*q^2+1336*a^4*c*q*r-4592*a^4*c*q*x+2160*a^4*c*r^2-6980*a^4*c*r*x+7892*a^4 *c*x^2+10*a^4*g^2*p+20*a^4*g^2*q+10*a^4*g^2*r-56*a^4*g^2*x+540*a^4*g*p^2+92*a^4 *g*p*q+1080*a^4*g*p*r-1672*a^4*g*p*x+56*a^4*g*q^2+92*a^4*g*q*r-664*a^4*g*q*x+ 540*a^4*g*r^2-552*a^4*g*r*x+1008*a^4*g*x^2+546*a^4*p^3+600*a^4*p^2*q+1638*a^4*p ^2*r-3636*a^4*p^2*x+78*a^4*p*q^2+1200*a^4*p*q*r-4308*a^4*p*q*x+1638*a^4*p*r^2-\ 7146*a^4*p*r*x+3754*a^4*p*x^2+24*a^4*q^3+78*a^4*q^2*r-672*a^4*q^2*x+600*a^4*q*r ^2-2250*a^4*q*r*x+3754*a^4*q*x^2+546*a^4*r^3-3510*a^4*r^2*x+3754*a^4*r*x^2+480* a^3*b^3*c+256*a^3*b^3*p+96*a^3*b^3*q+256*a^3*b^3*r-320*a^3*b^3*x+4384*a^3*b^2*c ^2+816*a^3*b^2*c*g+4880*a^3*b^2*c*p+2016*a^3*b^2*c*q+4880*a^3*b^2*c*r-8640*a^3* b^2*c*x+424*a^3*b^2*g*p+176*a^3*b^2*g*q+424*a^3*b^2*g*r-608*a^3*b^2*g*x+1776*a^ 3*b^2*p^2+584*a^3*b^2*p*q+3552*a^3*b^2*p*r-5728*a^3*b^2*p*x+168*a^3*b^2*q^2+584 *a^3*b^2*q*r-3008*a^3*b^2*q*x+1776*a^3*b^2*r^2-3920*a^3*b^2*r*x+2720*a^3*b^2*x^ 2+10112*a^3*b*c^3+5192*a^3*b*c^2*g+16000*a^3*b*c^2*p+8192*a^3*b*c^2*q+16000*a^3 *b*c^2*r-36560*a^3*b*c^2*x+436*a^3*b*c*g^2+5832*a^3*b*c*g*p+2520*a^3*b*c*g*q+ 5832*a^3*b*c*g*r-11088*a^3*b*c*g*x+10508*a^3*b*c*p^2+7224*a^3*b*c*p*q+21016*a^3 *b*c*p*r-50184*a^3*b*c*p*x+1804*a^3*b*c*q^2+7224*a^3*b*c*q*r-24552*a^3*b*c*q*x+ 10508*a^3*b*c*r^2-39600*a^3*b*c*r*x+31568*a^3*b*c*x^2+212*a^3*b*g^2*p+100*a^3*b *g^2*q+212*a^3*b*g^2*r-376*a^3*b*g^2*x+2468*a^3*b*g*p^2+680*a^3*b*g*p*q+4936*a^ 3*b*g*p*r-7904*a^3*b*g*p*x+228*a^3*b*g*q^2+680*a^3*b*g*q*r-3872*a^3*b*g*q*x+ 2468*a^3*b*g*r^2-4656*a^3*b*g*r*x+4032*a^3*b*g*x^2+2292*a^3*b*p^3+2604*a^3*b*p^ 2*q+6876*a^3*b*p^2*r-15336*a^3*b*p^2*x+396*a^3*b*p*q^2+5208*a^3*b*p*q*r-18816*a ^3*b*p*q*x+6876*a^3*b*p*r^2-31320*a^3*b*p*r*x+15016*a^3*b*p*x^2+84*a^3*b*q^3+ 396*a^3*b*q^2*r-3480*a^3*b*q^2*x+2604*a^3*b*q*r^2-11736*a^3*b*q*r*x+15016*a^3*b *q*x^2+2292*a^3*b*r^3-15984*a^3*b*r^2*x+15016*a^3*b*r*x^2+6896*a^3*c^4+6136*a^3 *c^3*g+13936*a^3*c^3*p+8032*a^3*c^3*q+13936*a^3*c^3*r-36848*a^3*c^3*x+1492*a^3* c^2*g^2+9640*a^3*c^2*g*p+5152*a^3*c^2*g*q+9640*a^3*c^2*g*r-23488*a^3*c^2*g*x+ 13148*a^3*c^2*p^2+11232*a^3*c^2*p*q+26296*a^3*c^2*p*r-76192*a^3*c^2*p*x+3060*a^ 3*c^2*q^2+11232*a^3*c^2*q*r-37928*a^3*c^2*q*x+13148*a^3*c^2*r^2-61260*a^3*c^2*r *x+58020*a^3*c^2*x^2+74*a^3*c*g^3+1674*a^3*c*g^2*p+752*a^3*c*g^2*q+1674*a^3*c*g ^2*r-3472*a^3*c*g^2*x+6942*a^3*c*g*p^2+4442*a^3*c*g*p*q+13884*a^3*c*g*p*r-34556 *a^3*c*g*p*x+1196*a^3*c*g*q^2+4442*a^3*c*g*q*r-15848*a^3*c*g*q*x+6942*a^3*c*g*r ^2-25254*a^3*c*g*r*x+23078*a^3*c*g*x^2+5526*a^3*c*p^3+7476*a^3*c*p^2*q+16578*a^ 3*c*p^2*r-45504*a^3*c*p^2*x+2358*a^3*c*p*q^2+14952*a^3*c*p*q*r-57280*a^3*c*p*q* x+16578*a^3*c*p*r^2-89488*a^3*c*p*r*x+54112*a^3*c*p*x^2+408*a^3*c*q^3+2358*a^3* c*q^2*r-11776*a^3*c*q^2*x+7476*a^3*c*q*r^2-40868*a^3*c*q*r*x+54112*a^3*c*q*x^2+ 5526*a^3*c*r^3-43984*a^3*c*r^2*x+61052*a^3*c*r*x^2+31*a^3*g^3*p+18*a^3*g^3*q+31 *a^3*g^3*r-76*a^3*g^3*x+841*a^3*g^2*p^2+183*a^3*g^2*p*q+1682*a^3*g^2*p*r-2676*a ^3*g^2*p*x+72*a^3*g^2*q^2+183*a^3*g^2*q*r-1216*a^3*g^2*q*x+841*a^3*g^2*r^2-1330 *a^3*g^2*r*x+1460*a^3*g^2*x^2+1617*a^3*g*p^3+1800*a^3*g*p^2*q+4851*a^3*g*p^2*r-\ 10906*a^3*g*p^2*x+243*a^3*g*p*q^2+3600*a^3*g*p*q*r-13166*a^3*g*p*q*x+4851*a^3*g *p*r^2-21967*a^3*g*p*r*x+10969*a^3*g*p*x^2+60*a^3*g*q^3+243*a^3*g*q^2*r-2260*a^ 3*g*q^2*x+1800*a^3*g*q*r^2-7663*a^3*g*q*r*x+10969*a^3*g*q*x^2+1617*a^3*g*r^3-\ 11061*a^3*g*r^2*x+10969*a^3*g*r*x^2+807*a^3*p^4+1659*a^3*p^3*q+3228*a^3*p^3*r-\ 8350*a^3*p^3*x+909*a^3*p^2*q^2+4977*a^3*p^2*q*r-17700*a^3*p^2*q*x+4842*a^3*p^2* r^2-26817*a^3*p^2*r*x+12585*a^3*p^2*x^2+69*a^3*p*q^3+1818*a^3*p*q^2*r-10350*a^3 *p*q^2*x+4977*a^3*p*q*r^2-32940*a^3*p*q*r*x+25170*a^3*p*q*x^2+3228*a^3*p*r^3-\ 28584*a^3*p*r^2*x+28688*a^3*p*r*x^2+12*a^3*q^4+69*a^3*q^3*r-1000*a^3*q^3*x+909* a^3*q^2*r^2-6123*a^3*q^2*r*x+12585*a^3*q^2*x^2+1659*a^3*q*r^3-15240*a^3*q*r^2*x +28688*a^3*q*r*x^2+807*a^3*r^4-10117*a^3*r^3*x+19797*a^3*r^2*x^2+480*a^2*b^4*c+ 264*a^2*b^4*p+64*a^2*b^4*q+264*a^2*b^4*r-320*a^2*b^4*x+5760*a^2*b^3*c^2+1152*a^ 2*b^3*c*g+6432*a^2*b^3*c*p+2096*a^2*b^3*c*q+6432*a^2*b^3*c*r-11200*a^2*b^3*c*x+ 648*a^2*b^3*g*p+176*a^2*b^3*g*q+648*a^2*b^3*g*r-832*a^2*b^3*g*x+1968*a^2*b^3*p^ 2+744*a^2*b^3*p*q+3936*a^2*b^3*p*r-6592*a^2*b^3*p*x+136*a^2*b^3*q^2+744*a^2*b^3 *q*r-3872*a^2*b^3*q*x+1968*a^2*b^3*r^2-5680*a^2*b^3*r*x+2720*a^2*b^3*x^2+19392* a^2*b^2*c^3+10488*a^2*b^2*c^2*g+31344*a^2*b^2*c^2*p+13584*a^2*b^2*c^2*q+31344*a ^2*b^2*c^2*r-69552*a^2*b^2*c^2*x+964*a^2*b^2*c*g^2+12112*a^2*b^2*c*g*p+4120*a^2 *b^2*c*g*q+12112*a^2*b^2*c*g*r-22032*a^2*b^2*c*g*x+18316*a^2*b^2*c*p^2+13160*a^ 2*b^2*c*p*q+36632*a^2*b^2*c*p*r-84552*a^2*b^2*c*p*x+2476*a^2*b^2*c*q^2+13160*a^ 2*b^2*c*q*r-46104*a^2*b^2*c*q*x+18316*a^2*b^2*c*r^2-76920*a^2*b^2*c*r*x+47352*a ^2*b^2*c*x^2+556*a^2*b^2*g^2*p+160*a^2*b^2*g^2*q+556*a^2*b^2*g^2*r-792*a^2*b^2* g^2*x+4120*a^2*b^2*g*p^2+1400*a^2*b^2*g*p*q+8240*a^2*b^2*g*p*r-13680*a^2*b^2*g* p*x+304*a^2*b^2*g*q^2+1400*a^2*b^2*g*q*r-7632*a^2*b^2*g*q*x+4120*a^2*b^2*g*r^2-\ 10656*a^2*b^2*g*r*x+6048*a^2*b^2*g*x^2+3588*a^2*b^2*p^3+4176*a^2*b^2*p^2*q+ 10764*a^2*b^2*p^2*r-24192*a^2*b^2*p^2*x+684*a^2*b^2*p*q^2+8352*a^2*b^2*p*q*r-\ 30600*a^2*b^2*p*q*x+10764*a^2*b^2*p*r^2-51084*a^2*b^2*p*r*x+22524*a^2*b^2*p*x^2 +96*a^2*b^2*q^3+684*a^2*b^2*q^2*r-6408*a^2*b^2*q^2*x+4176*a^2*b^2*q*r^2-21708*a ^2*b^2*q*r*x+22524*a^2*b^2*q*x^2+3588*a^2*b^2*r^3-26892*a^2*b^2*r^2*x+22524*a^2 *b^2*r*x^2+25776*a^2*b*c^4+23688*a^2*b*c^3*g+54112*a^2*b*c^3*p+27120*a^2*b*c^3* q+54112*a^2*b*c^3*r-138128*a^2*b*c^3*x+6064*a^2*b*c^2*g^2+39124*a^2*b*c^2*g*p+ 17452*a^2*b*c^2*g*q+39124*a^2*b*c^2*g*r-91040*a^2*b*c^2*g*x+46568*a^2*b*c^2*p^2 +40744*a^2*b*c^2*p*q+93136*a^2*b*c^2*p*r-254728*a^2*b*c^2*p*x+9104*a^2*b*c^2*q^ 2+40744*a^2*b*c^2*q*r-139936*a^2*b*c^2*q*x+46568*a^2*b*c^2*r^2-229844*a^2*b*c^2 *r*x+174060*a^2*b*c^2*x^2+332*a^2*b*c*g^3+7288*a^2*b*c*g^2*p+2514*a^2*b*c*g^2*q +7288*a^2*b*c*g^2*r-14096*a^2*b*c*g^2*x+24492*a^2*b*c*g*p^2+16850*a^2*b*c*g*p*q +48984*a^2*b*c*g*p*r-116644*a^2*b*c*g*p*x+3446*a^2*b*c*g*q^2+16850*a^2*b*c*g*q* r-60520*a^2*b*c*g*q*x+24492*a^2*b*c*g*r^2-99950*a^2*b*c*g*r*x+69234*a^2*b*c*g*x ^2+17848*a^2*b*c*p^3+24774*a^2*b*c*p^2*q+53544*a^2*b*c*p^2*r-143796*a^2*b*c*p^2 *x+7956*a^2*b*c*p*q^2+49548*a^2*b*c*p*q*r-186408*a^2*b*c*p*q*x+53544*a^2*b*c*p* r^2-292996*a^2*b*c*p*r*x+162336*a^2*b*c*p*x^2+1030*a^2*b*c*q^3+7956*a^2*b*c*q^2 *r-42612*a^2*b*c*q^2*x+24774*a^2*b*c*q*r^2-147136*a^2*b*c*q*r*x+162336*a^2*b*c* q*x^2+17848*a^2*b*c*r^3-149200*a^2*b*c*r^2*x+183156*a^2*b*c*r*x^2+197*a^2*b*g^3 *p+58*a^2*b*g^3*q+197*a^2*b*g^3*r-328*a^2*b*g^3*x+2811*a^2*b*g^2*p^2+825*a^2*b* g^2*p*q+5622*a^2*b*g^2*p*r-9272*a^2*b*g^2*p*x+204*a^2*b*g^2*q^2+825*a^2*b*g^2*q *r-4892*a^2*b*g^2*q*x+2811*a^2*b*g^2*r^2-6466*a^2*b*g^2*r*x+4380*a^2*b*g^2*x^2+ 5071*a^2*b*g*p^3+5808*a^2*b*g*p^2*q+15213*a^2*b*g*p^2*r-34378*a^2*b*g*p^2*x+885 *a^2*b*g*p*q^2+11616*a^2*b*g*p*q*r-42818*a^2*b*g*p*q*x+15213*a^2*b*g*p*r^2-\ 71581*a^2*b*g*p*r*x+32907*a^2*b*g*p*x^2+148*a^2*b*g*q^3+885*a^2*b*g*q^2*r-8440* a^2*b*g*q^2*x+5808*a^2*b*g*q*r^2-28669*a^2*b*g*q*r*x+32907*a^2*b*g*q*x^2+5071*a ^2*b*g*r^3-37203*a^2*b*g*r^2*x+32907*a^2*b*g*r*x^2+2463*a^2*b*p^4+5093*a^2*b*p^ 3*q+9852*a^2*b*p^3*r-25574*a^2*b*p^3*x+2823*a^2*b*p^2*q^2+15279*a^2*b*p^2*q*r-\ 54672*a^2*b*p^2*q*x+14778*a^2*b*p^2*r^2-82935*a^2*b*p^2*r*x+37755*a^2*b*p^2*x^2 +219*a^2*b*p*q^3+5646*a^2*b*p*q^2*r-32622*a^2*b*p*q^2*x+15279*a^2*b*p*q*r^2-\ 103788*a^2*b*p*q*r*x+75510*a^2*b*p*q*x^2+9852*a^2*b*p*r^3-89148*a^2*b*p*r^2*x+ 86064*a^2*b*p*r*x^2+26*a^2*b*q^4+219*a^2*b*q^3*r-3524*a^2*b*q^3*x+2823*a^2*b*q^ 2*r^2-20853*a^2*b*q^2*r*x+37755*a^2*b*q^2*x^2+5093*a^2*b*q*r^3-49116*a^2*b*q*r^ 2*x+86064*a^2*b*q*r*x^2+2463*a^2*b*r^4-31787*a^2*b*r^3*x+59391*a^2*b*r^2*x^2+ 11904*a^2*c^5+15744*a^2*c^4*g+30552*a^2*c^4*p+16704*a^2*c^4*q+30552*a^2*c^4*r-\ 85472*a^2*c^4*x+6972*a^2*c^3*g^2+33396*a^2*c^3*g*p+17164*a^2*c^3*g*q+33396*a^2* c^3*g*r-89504*a^2*c^3*g*x+35020*a^2*c^3*p^2+33336*a^2*c^3*p*q+70040*a^2*c^3*p*r -213816*a^2*c^3*p*x+8316*a^2*c^3*q^2+33336*a^2*c^3*q*r-117480*a^2*c^3*q*x+35020 *a^2*c^3*r^2-189304*a^2*c^3*r*x+166936*a^2*c^3*x^2+1116*a^2*c^2*g^3+11778*a^2*c ^2*g^2*p+5338*a^2*c^2*g^2*q+11778*a^2*c^2*g^2*r-29064*a^2*c^2*g^2*x+30284*a^2*c ^2*g*p^2+25758*a^2*c^2*g*p*q+60568*a^2*c^2*g*p*r-173184*a^2*c^2*g*p*x+6058*a^2* c^2*g*q^2+25758*a^2*c^2*g*q*r-90944*a^2*c^2*g*q*x+30284*a^2*c^2*g*r^2-149128*a^ 2*c^2*g*r*x+125056*a^2*c^2*g*x^2+20132*a^2*c^2*p^3+30102*a^2*c^2*p^2*q+60396*a^ 2*c^2*p^2*r-180956*a^2*c^2*p^2*x+11688*a^2*c^2*p*q^2+60204*a^2*c^2*p*q*r-237240 *a^2*c^2*p*q*x+60396*a^2*c^2*p*r^2-360668*a^2*c^2*p*r*x+230992*a^2*c^2*p*x^2+ 1718*a^2*c^2*q^3+11688*a^2*c^2*q^2*r-56284*a^2*c^2*q^2*x+30102*a^2*c^2*q*r^2-\ 191456*a^2*c^2*q*r*x+230992*a^2*c^2*q*x^2+20132*a^2*c^2*r^3-179712*a^2*c^2*r^2* x+267968*a^2*c^2*r*x^2+39*a^2*c*g^4+1407*a^2*c*g^3*p+480*a^2*c*g^3*q+1407*a^2*c *g^3*r-2940*a^2*c*g^3*x+7981*a^2*c*g^2*p^2+5165*a^2*c*g^2*p*q+15962*a^2*c*g^2*p *r-39380*a^2*c*g^2*p*x+1118*a^2*c*g^2*q^2+5165*a^2*c*g^2*q*r-19372*a^2*c*g^2*q* x+7981*a^2*c*g^2*r^2-31754*a^2*c*g^2*r*x+24706*a^2*c*g^2*x^2+12147*a^2*c*g*p^3+ 16578*a^2*c*g*p^2*q+36441*a^2*c*g*p^2*r-100136*a^2*c*g*p^2*x+5169*a^2*c*g*p*q^2 +33156*a^2*c*g*p*q*r-127916*a^2*c*g*p*q*x+36441*a^2*c*g*p*r^2-200980*a^2*c*g*p* r*x+116490*a^2*c*g*p*x^2+738*a^2*c*g*q^3+5169*a^2*c*g*q^2*r-27780*a^2*c*g*q^2*x +16578*a^2*c*g*q*r^2-96662*a^2*c*g*q*r*x+116490*a^2*c*g*q*x^2+12147*a^2*c*g*r^3 -100844*a^2*c*g*r^2*x+131630*a^2*c*g*r*x^2+5526*a^2*c*p^4+12140*a^2*c*p^3*q+ 22104*a^2*c*p^3*r-63804*a^2*c*p^3*x+7830*a^2*c*p^2*q^2+36420*a^2*c*p^2*q*r-\ 138256*a^2*c*p^2*q*x+33156*a^2*c*p^2*r^2-201980*a^2*c*p^2*r*x+106258*a^2*c*p^2* x^2+1344*a^2*c*p*q^3+15660*a^2*c*p*q^2*r-85100*a^2*c*p*q^2*x+36420*a^2*c*p*q*r^ 2-262228*a^2*c*p*q*r*x+212516*a^2*c*p*q*x^2+22104*a^2*c*p*r^3-212548*a^2*c*p*r^ 2*x+246696*a^2*c*p*r*x^2+128*a^2*c*q^4+1344*a^2*c*q^3*r-10648*a^2*c*q^3*x+7830* a^2*c*q^2*r^2-60248*a^2*c*q^2*r*x+106258*a^2*c*q^2*x^2+12140*a^2*c*q*r^3-123972 *a^2*c*q*r^2*x+246696*a^2*c*q*r*x^2+5526*a^2*c*r^4-74372*a^2*c*r^3*x+162324*a^2 *c*r^2*x^2+24*a^2*g^4*p+7*a^2*g^4*q+24*a^2*g^4*r-50*a^2*g^4*x+626*a^2*g^3*p^2+ 152*a^2*g^3*p*q+1252*a^2*g^3*p*r-2054*a^2*g^3*p*x+42*a^2*g^3*q^2+152*a^2*g^3*q* r-1022*a^2*g^3*q*x+626*a^2*g^3*r^2-1272*a^2*g^3*r*x+1032*a^2*g^3*x^2+1750*a^2*g ^2*p^3+1968*a^2*g^2*p^2*q+5250*a^2*g^2*p^2*r-11948*a^2*g^2*p^2*x+270*a^2*g^2*p* q^2+3936*a^2*g^2*p*q*r-14658*a^2*g^2*p*q*x+5250*a^2*g^2*p*r^2-24569*a^2*g^2*p*r *x+11734*a^2*g^2*p*x^2+52*a^2*g^2*q^3+270*a^2*g^2*q^2*r-2710*a^2*g^2*q^2*x+1968 *a^2*g^2*q*r^2-9261*a^2*g^2*q*r*x+11734*a^2*g^2*q*x^2+1750*a^2*g^2*r^3-12621*a^ 2*g^2*r^2*x+11734*a^2*g^2*r*x^2+1722*a^2*g*p^4+3548*a^2*g*p^3*q+6888*a^2*g*p^3* r-18036*a^2*g*p^3*x+1950*a^2*g*p^2*q^2+10644*a^2*g*p^2*q*r-38376*a^2*g*p^2*q*x+ 10332*a^2*g*p^2*r^2-58248*a^2*g*p^2*r*x+27056*a^2*g*p^2*x^2+144*a^2*g*p*q^3+ 3900*a^2*g*p*q^2*r-22644*a^2*g*p*q^2*x+10644*a^2*g*p*q*r^2-72204*a^2*g*p*q*r*x+ 54112*a^2*g*p*q*x^2+6888*a^2*g*p*r^3-62388*a^2*g*p*r^2*x+61775*a^2*g*p*r*x^2+20 *a^2*g*q^4+144*a^2*g*q^3*r-2304*a^2*g*q^3*x+1950*a^2*g*q^2*r^2-13956*a^2*g*q^2* r*x+27056*a^2*g*q^2*x^2+3548*a^2*g*q*r^3-33828*a^2*g*q*r^2*x+61775*a^2*g*q*r*x^ 2+1722*a^2*g*r^4-22176*a^2*g*r^3*x+42723*a^2*g*r^2*x^2+570*a^2*p^5+1719*a^2*p^4 *q+2850*a^2*p^4*r-8048*a^2*p^4*x+1739*a^2*p^3*q^2+6876*a^2*p^3*q*r-24740*a^2*p^ 3*q*x+5700*a^2*p^3*r^2-34916*a^2*p^3*r*x+16248*a^2*p^3*x^2+603*a^2*p^2*q^3+5217 *a^2*p^2*q^2*r-25932*a^2*p^2*q^2*x+10314*a^2*p^2*q*r^2-75558*a^2*p^2*q*r*x+ 48744*a^2*p^2*q*x^2+5700*a^2*p^2*r^3-56460*a^2*p^2*r^2*x+56569*a^2*p^2*r*x^2+15 *a^2*p*q^4+1206*a^2*p*q^3*r-9836*a^2*p*q^3*x+5217*a^2*p*q^2*r^2-46368*a^2*p*q^2 *r*x+48744*a^2*p*q^2*x^2+6876*a^2*p*q*r^3-76896*a^2*p*q*r^2*x+113138*a^2*p*q*r* x^2+2850*a^2*p*r^4-40364*a^2*p*r^3*x+73143*a^2*p*r^2*x^2+2*a^2*q^5+15*a^2*q^4*r -596*a^2*q^4*x+603*a^2*q^3*r^2-5726*a^2*q^3*r*x+16248*a^2*q^3*x^2+1739*a^2*q^2* r^3-20436*a^2*q^2*r^2*x+56569*a^2*q^2*r*x^2+1719*a^2*q*r^4-26078*a^2*q*r^3*x+ 73143*a^2*q*r^2*x^2+570*a^2*r^5-10772*a^2*r^4*x+32822*a^2*r^3*x^2+240*a*b^5*c+ 128*a*b^5*p+16*a*b^5*q+128*a*b^5*r-160*a*b^5*x+3616*a*b^4*c^2+760*a*b^4*c*g+ 3896*a*b^4*c*p+992*a*b^4*c*q+3896*a*b^4*c*r-6880*a*b^4*c*x+420*a*b^4*g*p+72*a*b ^4*g*q+420*a*b^4*g*r-528*a*b^4*g*x+1068*a*b^4*p^2+428*a*b^4*p*q+2136*a*b^4*p*r-\ 3728*a*b^4*p*x+40*a*b^4*q^2+428*a*b^4*q*r-2368*a*b^4*q*x+1068*a*b^4*r^2-3720*a* b^4*r*x+1360*a*b^4*x^2+16064*a*b^3*c^3+9048*a*b^3*c^2*g+25472*a*b^3*c^2*p+9600* a*b^3*c^2*q+25472*a*b^3*c^2*r-56176*a*b^3*c^2*x+892*a*b^3*c*g^2+10136*a*b^3*c*g *p+2792*a*b^3*c*g*q+10136*a*b^3*c*g*r-18288*a*b^3*c*g*x+13748*a*b^3*c*p^2+9992* a*b^3*c*p*q+27496*a*b^3*c*p*r-62552*a*b^3*c*p*x+1332*a*b^3*c*q^2+9992*a*b^3*c*q *r-36920*a*b^3*c*q*x+13748*a*b^3*c*r^2-62960*a*b^3*c*r*x+31568*a*b^3*c*x^2+516* a*b^3*g^2*p+100*a*b^3*g^2*q+516*a*b^3*g^2*r-680*a*b^3*g^2*x+2996*a*b^3*g*p^2+ 1128*a*b^3*g*p*q+5992*a*b^3*g*p*r-10336*a*b^3*g*p*x+148*a*b^3*g*q^2+1128*a*b^3* g*q*r-6304*a*b^3*g*q*x+2996*a*b^3*g*r^2-9552*a*b^3*g*r*x+4032*a*b^3*g*x^2+2484* a*b^3*p^3+2940*a*b^3*p^2*q+7452*a*b^3*p^2*r-16920*a*b^3*p^2*x+492*a*b^3*p*q^2+ 5880*a*b^3*p*q*r-21984*a*b^3*p*q*x+7452*a*b^3*p*r^2-36792*a*b^3*p*r*x+15016*a*b ^3*p*x^2+36*a*b^3*q^3+492*a*b^3*q^2*r-5064*a*b^3*q^2*x+2940*a*b^3*q*r^2-17208*a *b^3*q*r*x+15016*a*b^3*q*x^2+2484*a*b^3*r^3-19872*a*b^3*r^2*x+15016*a*b^3*r*x^2 +31536*a*b^2*c^4+29896*a*b^2*c^3*g+65904*a*b^2*c^3*p+29632*a*b^2*c^3*q+65904*a* b^2*c^3*r-165712*a*b^2*c^3*x+8028*a*b^2*c^2*g^2+48912*a*b^2*c^2*g*p+19032*a*b^2 *c^2*g*q+48912*a*b^2*c^2*g*r-111616*a*b^2*c^2*g*x+53132*a*b^2*c^2*p^2+46672*a*b ^2*c^2*p*q+106264*a*b^2*c^2*p*r-280880*a*b^2*c^2*p*x+8468*a*b^2*c^2*q^2+46672*a *b^2*c^2*q*r-166088*a*b^2*c^2*q*x+53132*a*b^2*c^2*r^2-275908*a*b^2*c^2*r*x+ 174060*a*b^2*c^2*x^2+482*a*b^2*c*g^3+9458*a*b^2*c*g^2*p+2676*a*b^2*c*g^2*q+9458 *a*b^2*c*g^2*r-17776*a*b^2*c*g^2*x+27846*a*b^2*c*g*p^2+19750*a*b^2*c*g*p*q+ 55692*a*b^2*c*g*p*r-129620*a*b^2*c*g*p*x+2992*a*b^2*c*g*q^2+19750*a*b^2*c*g*q*r -73496*a*b^2*c*g*q*x+27846*a*b^2*c*g*r^2-124138*a*b^2*c*g*r*x+69234*a*b^2*c*g*x ^2+19022*a*b^2*c*p^3+26832*a*b^2*c*p^2*q+57066*a*b^2*c*p^2*r-151080*a*b^2*c*p^2 *x+8550*a*b^2*c*p*q^2+53664*a*b^2*c*p*q*r-200976*a*b^2*c*p*q*x+57066*a*b^2*c*p* r^2-317528*a*b^2*c*p*r*x+162336*a*b^2*c*p*x^2+740*a*b^2*c*q^3+8550*a*b^2*c*q^2* r-49896*a*b^2*c*q^2*x+26832*a*b^2*c*q*r^2-171668*a*b^2*c*q*r*x+162336*a*b^2*c*q *x^2+19022*a*b^2*c*r^3-166448*a*b^2*c*r^2*x+183156*a*b^2*c*r*x^2+297*a*b^2*g^3* p+58*a*b^2*g^3*q+297*a*b^2*g^3*r-428*a*b^2*g^3*x+3075*a*b^2*g^2*p^2+1053*a*b^2* g^2*p*q+6150*a*b^2*g^2*p*r-10516*a*b^2*g^2*p*x+168*a*b^2*g^2*q^2+1053*a*b^2*g^2 *q*r-6136*a*b^2*g^2*q*x+3075*a*b^2*g^2*r^2-8942*a*b^2*g^2*r*x+4380*a*b^2*g^2*x^ 2+5273*a*b^2*g*p^3+6162*a*b^2*g*p^2*q+15819*a*b^2*g*p^2*r-36038*a*b^2*g*p^2*x+ 987*a*b^2*g*p*q^2+12324*a*b^2*g*p*q*r-46138*a*b^2*g*p*q*x+15819*a*b^2*g*p*r^2-\ 77261*a*b^2*g*p*r*x+32907*a*b^2*g*p*x^2+98*a*b^2*g*q^3+987*a*b^2*g*q^2*r-10100* a*b^2*g*q^2*x+6162*a*b^2*g*q*r^2-34349*a*b^2*g*q*r*x+32907*a*b^2*g*q*x^2+5273*a *b^2*g*r^3-41223*a*b^2*g*r^2*x+32907*a*b^2*g*r*x^2+2503*a*b^2*p^4+5201*a*b^2*p^ 3*q+10012*a*b^2*p^3*r-26098*a*b^2*p^3*x+2907*a*b^2*p^2*q^2+15603*a*b^2*p^2*q*r-\ 56244*a*b^2*p^2*q*x+15018*a*b^2*p^2*r^2-85419*a*b^2*p^2*r*x+37755*a*b^2*p^2*x^2 +223*a*b^2*p*q^3+5814*a*b^2*p*q^2*r-34194*a*b^2*p*q^2*x+15603*a*b^2*p*q*r^2-\ 108756*a*b^2*p*q*r*x+75510*a*b^2*p*q*x^2+10012*a*b^2*p*r^3-92544*a*b^2*p*r^2*x+ 86064*a*b^2*p*r*x^2+14*a*b^2*q^4+223*a*b^2*q^3*r-4048*a*b^2*q^3*x+2907*a*b^2*q^ 2*r^2-23337*a*b^2*q^2*r*x+37755*a*b^2*q^2*x^2+5201*a*b^2*q*r^3-52512*a*b^2*q*r^ 2*x+86064*a*b^2*q*r*x^2+2503*a*b^2*r^4-33223*a*b^2*r^3*x+59391*a*b^2*r^2*x^2+ 28736*a*b*c^5+38808*a*b*c^4*g+74472*a*b*c^4*p+36856*a*b*c^4*q+74472*a*b*c^4*r-\ 203824*a*b*c^4*x+17728*a*b*c^3*g^2+83088*a*b*c^3*g*p+38080*a*b*c^3*g*q+83088*a* b*c^3*g*r-217072*a*b*c^3*g*x+80456*a*b*c^3*p^2+76752*a*b*c^3*p*q+160912*a*b*c^3 *p*r-469424*a*b*c^3*p*x+16296*a*b*c^3*q^2+76752*a*b*c^3*q*r-276752*a*b*c^3*q*x+ 80456*a*b*c^3*r^2-449424*a*b*c^3*r*x+333872*a*b*c^3*x^2+2990*a*b*c^2*g^3+30130* a*b*c^2*g^2*p+11858*a*b*c^2*g^2*q+30130*a*b*c^2*g^2*r-72052*a*b*c^2*g^2*x+69920 *a*b*c^2*g*p^2+60364*a*b*c^2*g*p*q+139840*a*b*c^2*g*p*r-382452*a*b*c^2*g*p*x+ 11612*a*b*c^2*g*q^2+60364*a*b*c^2*g*q*r-217972*a*b*c^2*g*q*x+69920*a*b*c^2*g*r^ 2-361284*a*b*c^2*g*r*x+250112*a*b*c^2*g*x^2+43366*a*b*c^2*p^3+65814*a*b*c^2*p^2 *q+130098*a*b*c^2*p^2*r-379996*a*b*c^2*p^2*x+25290*a*b*c^2*p*q^2+131628*a*b*c^2 *p*q*r-510648*a*b*c^2*p*q*x+130098*a*b*c^2*p*r^2-780772*a*b*c^2*p*r*x+461984*a* b*c^2*p*x^2+2842*a*b*c^2*q^3+25290*a*b*c^2*q^2*r-130652*a*b*c^2*q^2*x+65814*a*b *c^2*q*r^2-442348*a*b*c^2*q*r*x+461984*a*b*c^2*q*x^2+43366*a*b*c^2*r^3-400776*a *b*c^2*r^2*x+535936*a*b*c^2*r*x^2+118*a*b*c*g^4+3762*a*b*c*g^3*p+1044*a*b*c*g^3 *q+3762*a*b*c*g^3*r-7500*a*b*c*g^3*x+18282*a*b*c*g^2*p^2+12458*a*b*c*g^2*p*q+ 36564*a*b*c*g^2*p*r-87538*a*b*c*g^2*p*x+2044*a*b*c*g^2*q^2+12458*a*b*c*g^2*q*r-\ 47522*a*b*c*g^2*q*x+18282*a*b*c*g^2*r^2-79670*a*b*c*g^2*r*x+49412*a*b*c*g^2*x^2 +25987*a*b*c*g*p^3+36195*a*b*c*g*p^2*q+77961*a*b*c*g*p^2*r-210318*a*b*c*g*p^2*x +11337*a*b*c*g*p*q^2+72390*a*b*c*g*p*q*r-275924*a*b*c*g*p*q*x+77961*a*b*c*g*p*r ^2-435690*a*b*c*g*p*r*x+232980*a*b*c*g*p*x^2+1129*a*b*c*g*q^3+11337*a*b*c*g*q^2 *r-65606*a*b*c*g*q^2*x+36195*a*b*c*g*q*r^2-227054*a*b*c*g*q*r*x+232980*a*b*c*g* q*x^2+25987*a*b*c*g*r^3-225372*a*b*c*g*r^2*x+263260*a*b*c*g*r*x^2+11374*a*b*c*p ^4+25152*a*b*c*p^3*q+45496*a*b*c*p^3*r-130576*a*b*c*p^3*x+16344*a*b*c*p^2*q^2+ 75456*a*b*c*p^2*q*r-285416*a*b*c*p^2*q*x+68244*a*b*c*p^2*r^2-418016*a*b*c*p^2*r *x+212516*a*b*c*p^2*x^2+2728*a*b*c*p*q^3+32688*a*b*c*p*q^2*r-179104*a*b*c*p*q^2 *x+75456*a*b*c*p*q*r^2-552568*a*b*c*p*q*r*x+425032*a*b*c*p*q*x^2+45496*a*b*c*p* r^3-444304*a*b*c*p*r^2*x+493392*a*b*c*p*r*x^2+162*a*b*c*q^4+2728*a*b*c*q^3*r-\ 24264*a*b*c*q^3*x+16344*a*b*c*q^2*r^2-134552*a*b*c*q^2*r*x+212516*a*b*c*q^2*x^2 +25152*a*b*c*q*r^3-267152*a*b*c*q*r^2*x+493392*a*b*c*q*r*x^2+11374*a*b*c*r^4-\ 156864*a*b*c*r^3*x+324648*a*b*c*r^2*x^2+80*a*b*g^4*p+14*a*b*g^4*q+80*a*b*g^4*r-\ 132*a*b*g^4*x+1370*a*b*g^3*p^2+412*a*b*g^3*p*q+2740*a*b*g^3*p*r-4656*a*b*g^3*p* x+74*a*b*g^3*q^2+412*a*b*g^3*q*r-2592*a*b*g^3*q*x+1370*a*b*g^3*r^2-3624*a*b*g^3 *r*x+2064*a*b*g^3*x^2+3641*a*b*g^2*p^3+4191*a*b*g^2*p^2*q+10923*a*b*g^2*p^2*r-\ 25016*a*b*g^2*p^2*x+627*a*b*g^2*p*q^2+8382*a*b*g^2*p*q*r-31556*a*b*g^2*p*q*x+ 10923*a*b*g^2*p*r^2-52934*a*b*g^2*p*r*x+23468*a*b*g^2*p*x^2+77*a*b*g^2*q^3+627* a*b*g^2*q^2*r-6540*a*b*g^2*q^2*x+4191*a*b*g^2*q*r^2-22318*a*b*g^2*q*r*x+23468*a *b*g^2*q*x^2+3641*a*b*g^2*r^3-27918*a*b*g^2*r^2*x+23468*a*b*g^2*r*x^2+3501*a*b* g*p^4+7250*a*b*g*p^3*q+14004*a*b*g*p^3*r-36794*a*b*g*p^3*x+4020*a*b*g*p^2*q^2+ 21750*a*b*g*p^2*q*r-78918*a*b*g*p^2*q*x+21006*a*b*g*p^2*r^2-119934*a*b*g*p^2*r* x+54112*a*b*g*p^2*x^2+294*a*b*g*p*q^3+8040*a*b*g*p*q^2*r-47454*a*b*g*p*q^2*x+ 21750*a*b*g*p*q*r^2-151284*a*b*g*p*q*r*x+108224*a*b*g*p*q*x^2+14004*a*b*g*p*r^3 -129486*a*b*g*p*r^2*x+123550*a*b*g*p*r*x^2+23*a*b*g*q^4+294*a*b*g*q^3*r-5330*a* b*g*q^3*x+4020*a*b*g*q^2*r^2-31350*a*b*g*q^2*r*x+54112*a*b*g*q^2*x^2+7250*a*b*g *q*r^3-72366*a*b*g*q*r^2*x+123550*a*b*g*q*r*x^2+3501*a*b*g*r^4-46346*a*b*g*r^3* x+85446*a*b*g*r^2*x^2+1146*a*b*p^5+3460*a*b*p^4*q+5730*a*b*p^4*r-16228*a*b*p^4* x+3506*a*b*p^3*q^2+13840*a*b*p^3*q*r-50008*a*b*p^3*q*x+11460*a*b*p^3*r^2-70620* a*b*p^3*r*x+32496*a*b*p^3*x^2+1218*a*b*p^2*q^3+10518*a*b*p^2*q^2*r-52656*a*b*p^ 2*q^2*x+20760*a*b*p^2*q*r^2-153480*a*b*p^2*q*r*x+97488*a*b*p^2*q*x^2+11460*a*b* p^2*r^3-114492*a*b*p^2*r^2*x+113138*a*b*p^2*r*x^2+28*a*b*p*q^4+2436*a*b*p*q^3*r -20200*a*b*p*q^3*x+10518*a*b*p*q^2*r^2-95100*a*b*p*q^2*r*x+97488*a*b*p*q^2*x^2+ 13840*a*b*p*q*r^3-156936*a*b*p*q*r^2*x+226276*a*b*p*q*r*x^2+5730*a*b*p*r^4-\ 82036*a*b*p*r^3*x+146286*a*b*p*r^2*x^2+2*a*b*q^5+28*a*b*q^4*r-1324*a*b*q^4*x+ 1218*a*b*q^3*r^2-12240*a*b*q^3*r*x+32496*a*b*q^3*x^2+3506*a*b*q^2*r^3-42444*a*b *q^2*r^2*x+113138*a*b*q^2*r*x^2+3460*a*b*q*r^4-53464*a*b*q*r^3*x+146286*a*b*q*r ^2*x^2+1146*a*b*r^5-21936*a*b*r^4*x+65644*a*b*r^3*x^2+9888*a*c^6+17496*a*c^5*g+ 30488*a*c^5*p+16056*a*c^5*q+30488*a*c^5*r-88656*a*c^5*x+11492*a*c^4*g^2+46128*a *c^4*g*p+23184*a*c^4*g*q+46128*a*c^4*g*r-131408*a*c^4*g*x+41696*a*c^4*p^2+41256 *a*c^4*p*q+83392*a*c^4*p*r-261392*a*c^4*p*x+9624*a*c^4*q^2+41256*a*c^4*q*r-\ 152160*a*c^4*q*x+41696*a*c^4*r^2-243832*a*c^4*r*x+205576*a*c^4*x^2+3354*a*c^3*g ^3+25294*a*c^3*g^2*p+11686*a*c^3*g^2*q+25294*a*c^3*g^2*r-69308*a*c^3*g^2*x+ 51792*a*c^3*g*p^2+48584*a*c^3*g*p*q+103584*a*c^3*g*p*r-314148*a*c^3*g*p*x+10696 *a*c^3*g*q^2+48584*a*c^3*g*q*r-178692*a*c^3*g*q*x+51792*a*c^3*g*r^2-290500*a*c^ 3*g*r*x+235056*a*c^3*g*x^2+30398*a*c^3*p^3+47514*a*c^3*p^2*q+91194*a*c^3*p^2*r-\ 284788*a*c^3*p^2*x+19674*a*c^3*p*q^2+95028*a*c^3*p*q*r-382984*a*c^3*p*q*x+91194 *a*c^3*p*r^2-575436*a*c^3*p*r*x+377104*a*c^3*p*x^2+2558*a*c^3*q^3+19674*a*c^3*q ^2*r-98196*a*c^3*q^2*x+47514*a*c^3*q*r^2-329068*a*c^3*q*r*x+377104*a*c^3*q*x^2+ 30398*a*c^3*r^3-290648*a*c^3*r^2*x+441248*a*c^3*r*x^2+393*a*c^2*g^4+5974*a*c^2* g^3*p+2330*a*c^2*g^3*q+5974*a*c^2*g^3*r-15144*a*c^2*g^3*x+22382*a*c^2*g^2*p^2+ 18780*a*c^2*g^2*p*q+44764*a*c^2*g^2*p*r-127274*a*c^2*g^2*p*x+3758*a*c^2*g^2*q^2 +18780*a*c^2*g^2*q*r-69702*a*c^2*g^2*q*x+22382*a*c^2*g^2*r^2-115508*a*c^2*g^2*r *x+87650*a*c^2*g^2*x^2+28905*a*c^2*g*p^3+43281*a*c^2*g*p^2*q+86715*a*c^2*g*p^2* r-259426*a*c^2*g*p^2*x+16347*a*c^2*g*p*q^2+86562*a*c^2*g*p*q*r-343888*a*c^2*g*p *q*x+86715*a*c^2*g*p*r^2-525650*a*c^2*g*p*r*x+324830*a*c^2*g*p*x^2+1971*a*c^2*g *q^3+16347*a*c^2*g*q^2*r-84462*a*c^2*g*q^2*x+43281*a*c^2*g*q*r^2-288326*a*c^2*g *q*r*x+324830*a*c^2*g*q*x^2+28905*a*c^2*g*r^3-266224*a*c^2*g*r^2*x+377558*a*c^2 *g*r*x^2+12060*a*c^2*p^4+27374*a*c^2*p^3*q+48240*a*c^2*p^3*r-147080*a*c^2*p^3*x +18846*a*c^2*p^2*q^2+82122*a*c^2*p^2*q*r-323124*a*c^2*p^2*q*x+72360*a*c^2*p^2*r ^2-464656*a*c^2*p^2*r*x+258710*a*c^2*p^2*x^2+3810*a*c^2*p*q^3+37692*a*c^2*p*q^2 *r-205008*a*c^2*p*q^2*x+82122*a*c^2*p*q*r^2-622352*a*c^2*p*q*r*x+517420*a*c^2*p *q*x^2+48240*a*c^2*p*r^3-488072*a*c^2*p*r^2*x+603748*a*c^2*p*r*x^2+278*a*c^2*q^ 4+3810*a*c^2*q^3*r-28964*a*c^2*q^3*x+18846*a*c^2*q^2*r^2-157696*a*c^2*q^2*r*x+ 258710*a*c^2*q^2*x^2+27374*a*c^2*q*r^3-299228*a*c^2*q*r^2*x+603748*a*c^2*q*r*x^ 2+12060*a*c^2*r^4-170496*a*c^2*r^3*x+389034*a*c^2*r^2*x^2+10*a*c*g^5+540*a*c*g^ 4*p+140*a*c*g^4*q+540*a*c*g^4*r-1162*a*c*g^4*x+3903*a*c*g^3*p^2+2515*a*c*g^3*p* q+7806*a*c*g^3*p*r-19290*a*c*g^3*p*x+430*a*c*g^3*q^2+2515*a*c*g^3*q*r-10002*a*c *g^3*q*x+3903*a*c*g^3*r^2-16684*a*c*g^3*r*x+11470*a*c*g^3*x^2+8670*a*c*g^2*p^3+ 11877*a*c*g^2*p^2*q+26010*a*c*g^2*p^2*r-71566*a*c*g^2*p^2*x+3606*a*c*g^2*p*q^2+ 23754*a*c*g^2*p*q*r-92570*a*c*g^2*p*q*x+26010*a*c*g^2*p*r^2-146224*a*c*g^2*p*r* x+81559*a*c*g^2*p*x^2+399*a*c*g^2*q^3+3606*a*c*g^2*q^2*r-21004*a*c*g^2*q^2*x+ 11877*a*c*g^2*q*r^2-73270*a*c*g^2*q*r*x+81559*a*c*g^2*q*x^2+8670*a*c*g^2*r^3-\ 74658*a*c*g^2*r^2*x+92279*a*c*g^2*r*x^2+7755*a*c*g*p^4+17053*a*c*g*p^3*q+31020* a*c*g*p^3*r-90114*a*c*g*p^3*x+10959*a*c*g*p^2*q^2+51159*a*c*g*p^2*q*r-195920*a* c*g*p^2*q*x+46530*a*c*g*p^2*r^2-287014*a*c*g*p^2*r*x+149209*a*c*g*p^2*x^2+1779* a*c*g*p*q^3+21918*a*c*g*p*q^2*r-121498*a*c*g*p*q^2*x+51159*a*c*g*p*q*r^2-375668 *a*c*g*p*q*r*x+298418*a*c*g*p*q*x^2+31020*a*c*g*p*r^3-303686*a*c*g*p*r^2*x+ 347010*a*c*g*p*r*x^2+118*a*c*g*q^4+1779*a*c*g*q^3*r-15692*a*c*g*q^3*x+10959*a*c *g*q^2*r^2-88654*a*c*g*q^2*r*x+149209*a*c*g*q^2*x^2+17053*a*c*g*q*r^3-179748*a* c*g*q*r^2*x+347010*a*c*g*q*r*x^2+7755*a*c*g*r^4-106786*a*c*g*r^3*x+228699*a*c*g *r^2*x^2+2436*a*c*p^5+7516*a*c*p^4*q+12180*a*c*p^4*r-36480*a*c*p^4*x+7940*a*c*p ^3*q^2+30064*a*c*p^3*q*r-113132*a*c*p^3*q*x+24360*a*c*p^3*r^2-156894*a*c*p^3*r* x+78670*a*c*p^3*x^2+3084*a*c*p^2*q^3+23820*a*c*p^2*q^2*r-120516*a*c*p^2*q^2*x+ 45096*a*c*p^2*q*r^2-345222*a*c*p^2*q*r*x+236010*a*c*p^2*q*x^2+24360*a*c*p^2*r^3 -251802*a*c*p^2*r^2*x+274382*a*c*p^2*r*x^2+232*a*c*p*q^4+6168*a*c*p*q^3*r-47556 *a*c*p*q^3*x+23820*a*c*p*q^2*r^2-219762*a*c*p*q^2*r*x+236010*a*c*p*q^2*x^2+ 30064*a*c*p*q*r^3-351048*a*c*p*q*r^2*x+548764*a*c*p*q*r*x^2+12180*a*c*p*r^4-\ 178842*a*c*p*r^3*x+347574*a*c*p*r^2*x^2+8*a*c*q^5+232*a*c*q^4*r-3692*a*c*q^4*x+ 3084*a*c*q^3*r^2-31434*a*c*q^3*r*x+78670*a*c*q^3*x^2+7940*a*c*q^2*r^3-99246*a*c *q^2*r^2*x+274382*a*c*q^2*r*x^2+7516*a*c*q*r^4-118958*a*c*q*r^3*x+347574*a*c*q* r^2*x^2+2436*a*c*r^5-47454*a*c*r^4*x+151862*a*c*r^3*x^2+8*a*g^5*p+a*g^5*q+8*a*g ^5*r-16*a*g^5*x+224*a*g^4*p^2+57*a*g^4*p*q+448*a*g^4*p*r-758*a*g^4*p*x+11*a*g^4 *q^2+57*a*g^4*q*r-402*a*g^4*q*x+224*a*g^4*r^2-538*a*g^4*r*x+356*a*g^4*x^2+819*a *g^3*p^3+927*a*g^3*p^2*q+2457*a*g^3*p^2*r-5662*a*g^3*p^2*x+126*a*g^3*p*q^2+1854 *a*g^3*p*q*r-7040*a*g^3*p*q*x+2457*a*g^3*p*r^2-11842*a*g^3*p*r*x+5444*a*g^3*p*x ^2+18*a*g^3*q^3+126*a*g^3*q^2*r-1378*a*g^3*q^2*x+927*a*g^3*q*r^2-4732*a*g^3*q*r *x+5444*a*g^3*q*x^2+819*a*g^3*r^3-6180*a*g^3*r^2*x+5444*a*g^3*r*x^2+1197*a*g^2* p^4+2469*a*g^2*p^3*q+4788*a*g^2*p^3*r-12674*a*g^2*p^3*x+1356*a*g^2*p^2*q^2+7407 *a*g^2*p^2*q*r-27054*a*g^2*p^2*q*x+7182*a*g^2*p^2*r^2-41160*a*g^2*p^2*r*x+18920 *a*g^2*p^2*x^2+93*a*g^2*p*q^3+2712*a*g^2*p*q^2*r-16086*a*g^2*p*q^2*x+7407*a*g^2 *p*q*r^2-51426*a*g^2*p*q*r*x+37840*a*g^2*p*q*x^2+4788*a*g^2*p*r^3-44298*a*g^2*p *r^2*x+43263*a*g^2*p*r*x^2+9*a*g^2*q^4+93*a*g^2*q^3*r-1706*a*g^2*q^3*x+1356*a*g ^2*q^2*r^2-10266*a*g^2*q^2*r*x+18920*a*g^2*q^2*x^2+2469*a*g^2*q*r^3-24372*a*g^2 *q*r^2*x+43263*a*g^2*q*r*x^2+1197*a*g^2*r^4-15812*a*g^2*r^3*x+29997*a*g^2*r^2*x ^2+789*a*g*p^5+2379*a*g*p^4*q+3945*a*g*p^4*r-11256*a*g*p^4*x+2404*a*g*p^3*q^2+ 9516*a*g*p^3*q*r-34622*a*g*p^3*q*x+7890*a*g*p^3*r^2-48926*a*g*p^3*r*x+22779*a*g *p^3*x^2+828*a*g*p^2*q^3+7212*a*g*p^2*q^2*r-36330*a*g*p^2*q^2*x+14274*a*g*p^2*q *r^2-106038*a*g*p^2*q*r*x+68337*a*g*p^2*q*x^2+7890*a*g*p^2*r^3-79242*a*g*p^2*r^ 2*x+79424*a*g*p^2*r*x^2+15*a*g*p*q^4+1656*a*g*p*q^3*r-13818*a*g*p*q^3*x+7212*a* g*p*q^2*r^2-65298*a*g*p*q^2*r*x+68337*a*g*p*q^2*x^2+9516*a*g*p*q*r^3-108210*a*g *p*q*r^2*x+158848*a*g*p*q*r*x^2+3945*a*g*p*r^4-56730*a*g*p*r^3*x+102837*a*g*p*r ^2*x^2+a*g*q^5+15*a*g*q^4*r-854*a*g*q^4*x+828*a*g*q^3*r^2-8186*a*g*q^3*r*x+ 22779*a*g*q^3*x^2+2404*a*g*q^2*r^3-28968*a*g*q^2*r^2*x+79424*a*g*q^2*r*x^2+2379 *a*g*q*r^4-36794*a*g*q*r^3*x+102837*a*g*q*r^2*x^2+789*a*g*r^5-15158*a*g*r^4*x+ 46192*a*g*r^3*x^2+195*a*p^6+777*a*p^5*q+1170*a*p^5*r-3502*a*p^5*x+1158*a*p^4*q^ 2+3885*a*p^4*q*r-14148*a*p^4*q*x+2925*a*p^4*r^2-18973*a*p^4*r*x+8947*a*p^4*x^2+ 762*a*p^3*q^3+4632*a*p^3*q^2*r-21572*a*p^3*q^2*x+7770*a*p^3*q*r^2-59106*a*p^3*q *r*x+35788*a*p^3*q*x^2+3900*a*p^3*r^3-40872*a*p^3*r^2*x+41410*a*p^3*r*x^2+183*a *p^2*q^4+2286*a*p^2*q^3*r-14848*a*p^2*q^3*x+6948*a*p^2*q^2*r^2-63480*a*p^2*q^2* r*x+53682*a*p^2*q^2*x^2+7770*a*p^2*q*r^3-92430*a*p^2*q*r^2*x+124230*a*p^2*q*r*x ^2+2925*a*p^2*r^4-43798*a*p^2*r^3*x+77238*a*p^2*r^2*x^2-3*a*p*q^5+366*a*p*q^4*r -4062*a*p*q^4*x+2286*a*p*q^3*r^2-25534*a*p*q^3*r*x+35788*a*p*q^3*x^2+4632*a*p*q ^2*r^3-62244*a*p*q^2*r^2*x+124230*a*p*q^2*r*x^2+3885*a*p*q*r^4-64134*a*p*q*r^3* x+154476*a*p*q*r^2*x^2+1170*a*p*r^5-23362*a*p*r^4*x+66034*a*p*r^3*x^2-3*a*q^5*r -140*a*q^5*x+183*a*q^4*r^2-2187*a*q^4*r*x+8947*a*q^4*x^2+762*a*q^3*r^3-10686*a* q^3*r^2*x+41410*a*q^3*r*x^2+1158*a*q^2*r^4-20336*a*q^2*r^3*x+77238*a*q^2*r^2*x^ 2+777*a*q*r^5-16662*a*q*r^4*x+66034*a*q*r^3*x^2+195*a*r^6-4965*a*r^5*x+21259*a* r^4*x^2+48*b^6*c+24*b^6*p+24*b^6*r-32*b^6*x+880*b^5*c^2+192*b^5*c*g+896*b^5*c*p +168*b^5*c*q+896*b^5*c*r-1632*b^5*c*x+100*b^5*g*p+8*b^5*g*q+100*b^5*g*r-128*b^5 *g*x+228*b^5*p^2+92*b^5*p*q+456*b^5*p*r-832*b^5*p*x+92*b^5*q*r-560*b^5*q*x+228* b^5*r^2-920*b^5*r*x+272*b^5*x^2+4880*b^4*c^3+2840*b^4*c^2*g+7432*b^4*c^2*p+2456 *b^4*c^2*q+7432*b^4*c^2*r-16496*b^4*c^2*x+296*b^4*c*g^2+3004*b^4*c*g*p+664*b^4* c*g*q+3004*b^4*c*g*r-5472*b^4*c*g*x+3780*b^4*c*p^2+2720*b^4*c*p*q+7560*b^4*c*p* r-17184*b^4*c*p*x+212*b^4*c*q^2+2720*b^4*c*q*r-10776*b^4*c*q*x+3780*b^4*c*r^2-\ 18660*b^4*c*r*x+7892*b^4*c*x^2+162*b^4*g^2*p+20*b^4*g^2*q+162*b^4*g^2*r-208*b^4 *g^2*x+804*b^4*g*p^2+316*b^4*g*p*q+1608*b^4*g*p*r-2888*b^4*g*p*x+16*b^4*g*q^2+ 316*b^4*g*q*r-1880*b^4*g*q*x+804*b^4*g*r^2-3000*b^4*g*r*x+1008*b^4*g*x^2+642*b^ 4*p^3+768*b^4*p^2*q+1926*b^4*p^2*r-4428*b^4*p^2*x+126*b^4*p*q^2+1536*b^4*p*q*r-\ 5892*b^4*p*q*x+1926*b^4*p*r^2-9882*b^4*p*r*x+3754*b^4*p*x^2+126*b^4*q^2*r-1464* b^4*q^2*x+768*b^4*q*r^2-4986*b^4*q*r*x+3754*b^4*q*x^2+642*b^4*r^3-5454*b^4*r^2* x+3754*b^4*r*x^2+12656*b^3*c^4+12344*b^3*c^3*g+25728*b^3*c^3*p+10544*b^3*c^3*q+ 25728*b^3*c^3*r-64432*b^3*c^3*x+3456*b^3*c^2*g^2+19428*b^3*c^2*g*p+6732*b^3*c^2 *g*q+19428*b^3*c^2*g*r-44064*b^3*c^2*g*x+19712*b^3*c^2*p^2+17160*b^3*c^2*p*q+ 39424*b^3*c^2*p*r-102344*b^3*c^2*p*x+2424*b^3*c^2*q^2+17160*b^3*c^2*q*r-64080*b ^3*c^2*q*x+19712*b^3*c^2*r^2-107324*b^3*c^2*r*x+58020*b^3*c^2*x^2+224*b^3*c*g^3 +3844*b^3*c*g^2*p+914*b^3*c*g^2*q+3844*b^3*c*g^2*r-7152*b^3*c*g^2*x+10296*b^3*c *g*p^2+7342*b^3*c*g*p*q+20592*b^3*c*g*p*r-47532*b^3*c*g*p*x+742*b^3*c*g*q^2+ 7342*b^3*c*g*q*r-28824*b^3*c*g*q*x+10296*b^3*c*g*r^2-49442*b^3*c*g*r*x+23078*b^ 3*c*g*x^2+6700*b^3*c*p^3+9534*b^3*c*p^2*q+20100*b^3*c*p^2*r-52788*b^3*c*p^2*x+ 2952*b^3*c*p*q^2+19068*b^3*c*p*q*r-71848*b^3*c*p*q*x+20100*b^3*c*p*r^2-114020*b ^3*c*p*r*x+54112*b^3*c*p*x^2+118*b^3*c*q^3+2952*b^3*c*q^2*r-19060*b^3*c*q^2*x+ 9534*b^3*c*q*r^2-65400*b^3*c*q*r*x+54112*b^3*c*q*x^2+6700*b^3*c*r^3-61232*b^3*c *r^2*x+61052*b^3*c*r*x^2+131*b^3*g^3*p+18*b^3*g^3*q+131*b^3*g^3*r-176*b^3*g^3*x +1105*b^3*g^2*p^2+411*b^3*g^2*p*q+2210*b^3*g^2*p*r-3920*b^3*g^2*p*x+36*b^3*g^2* q^2+411*b^3*g^2*q*r-2460*b^3*g^2*q*x+1105*b^3*g^2*r^2-3806*b^3*g^2*r*x+1460*b^3 *g^2*x^2+1819*b^3*g*p^3+2154*b^3*g*p^2*q+5457*b^3*g*p^2*r-12566*b^3*g*p^2*x+345 *b^3*g*p*q^2+4308*b^3*g*p*q*r-16486*b^3*g*p*q*x+5457*b^3*g*p*r^2-27647*b^3*g*p* r*x+10969*b^3*g*p*x^2+10*b^3*g*q^3+345*b^3*g*q^2*r-3920*b^3*g*q^2*x+2154*b^3*g* q*r^2-13343*b^3*g*q*r*x+10969*b^3*g*q*x^2+1819*b^3*g*r^3-15081*b^3*g*r^2*x+ 10969*b^3*g*r*x^2+847*b^3*p^4+1767*b^3*p^3*q+3388*b^3*p^3*r-8874*b^3*p^3*x+993* b^3*p^2*q^2+5301*b^3*p^2*q*r-19272*b^3*p^2*q*x+5082*b^3*p^2*r^2-29301*b^3*p^2*r *x+12585*b^3*p^2*x^2+73*b^3*p*q^3+1986*b^3*p*q^2*r-11922*b^3*p*q^2*x+5301*b^3*p *q*r^2-37908*b^3*p*q*r*x+25170*b^3*p*q*x^2+3388*b^3*p*r^3-31980*b^3*p*r^2*x+ 28688*b^3*p*r*x^2+73*b^3*q^3*r-1524*b^3*q^3*x+993*b^3*q^2*r^2-8607*b^3*q^2*r*x+ 12585*b^3*q^2*x^2+1767*b^3*q*r^3-18636*b^3*q*r^2*x+28688*b^3*q*r*x^2+847*b^3*r^ 4-11553*b^3*r^3*x+19797*b^3*r^2*x^2+17120*b^2*c^5+23640*b^2*c^4*g+43680*b^2*c^4 *p+19912*b^2*c^4*q+43680*b^2*c^4*r-118352*b^2*c^4*x+11148*b^2*c^3*g^2+49484*b^2 *c^3*g*p+20708*b^2*c^3*g*q+49484*b^2*c^3*g*r-127568*b^2*c^3*g*x+45052*b^2*c^3*p ^2+42648*b^2*c^3*p*q+90104*b^2*c^3*p*r-255608*b^2*c^3*p*x+7596*b^2*c^3*q^2+ 42648*b^2*c^3*q*r-159272*b^2*c^3*q*x+45052*b^2*c^3*r^2-260120*b^2*c^3*r*x+ 166936*b^2*c^3*x^2+1978*b^2*c^2*g^3+18300*b^2*c^2*g^2*p+6468*b^2*c^2*g^2*q+ 18300*b^2*c^2*g^2*r-42988*b^2*c^2*g^2*x+39284*b^2*c^2*g*p^2+33902*b^2*c^2*g*p*q +78568*b^2*c^2*g*p*r-209268*b^2*c^2*g*p*x+5202*b^2*c^2*g*q^2+33902*b^2*c^2*g*q* r-127028*b^2*c^2*g*q*x+39284*b^2*c^2*g*r^2-212156*b^2*c^2*g*r*x+125056*b^2*c^2* g*x^2+23126*b^2*c^2*p^3+35388*b^2*c^2*p^2*q+69378*b^2*c^2*p^2*r-199040*b^2*c^2* p^2*x+13278*b^2*c^2*p*q^2+70776*b^2*c^2*p*q*r-273408*b^2*c^2*p*q*x+69378*b^2*c^ 2*p*r^2-420104*b^2*c^2*p*r*x+230992*b^2*c^2*p*x^2+1016*b^2*c^2*q^3+13278*b^2*c^ 2*q^2*r-74368*b^2*c^2*q^2*x+35388*b^2*c^2*q*r^2-250892*b^2*c^2*q*r*x+230992*b^2 *c^2*q*x^2+23126*b^2*c^2*r^3-221064*b^2*c^2*r^2*x+267968*b^2*c^2*r*x^2+87*b^2*c *g^4+2351*b^2*c*g^3*p+560*b^2*c*g^3*q+2351*b^2*c*g^3*r-4560*b^2*c*g^3*x+10213*b ^2*c*g^2*p^2+7117*b^2*c*g^2*p*q+20426*b^2*c*g^2*p*r-48158*b^2*c*g^2*p*x+838*b^2 *c*g^2*q^2+7117*b^2*c*g^2*q*r-28150*b^2*c*g^2*q*x+10213*b^2*c*g^2*r^2-47916*b^2 *c*g^2*r*x+24706*b^2*c*g^2*x^2+13774*b^2*c*g*p^3+19419*b^2*c*g*p^2*q+41322*b^2* c*g*p^2*r-110182*b^2*c*g*p^2*x+5970*b^2*c*g*p*q^2+38838*b^2*c*g*p*q*r-148008*b^ 2*c*g*p*q*x+41322*b^2*c*g*p*r^2-234710*b^2*c*g*p*r*x+116490*b^2*c*g*p*x^2+325*b ^2*c*g*q^3+5970*b^2*c*g*q^2*r-37826*b^2*c*g*q^2*x+19419*b^2*c*g*q*r^2-130392*b^ 2*c*g*q*r*x+116490*b^2*c*g*q*x^2+13774*b^2*c*g*r^3-124528*b^2*c*g*r^2*x+131630* b^2*c*g*r*x^2+5842*b^2*c*p^4+12988*b^2*c*p^3*q+23368*b^2*c*p^3*r-66772*b^2*c*p^ 3*x+8478*b^2*c*p^2*q^2+38964*b^2*c*p^2*q*r-147160*b^2*c*p^2*q*x+35052*b^2*c*p^2 *r^2-216036*b^2*c*p^2*r*x+106258*b^2*c*p^2*x^2+1360*b^2*c*p*q^3+16956*b^2*c*p*q ^2*r-94004*b^2*c*p*q^2*x+38964*b^2*c*p*q*r^2-290340*b^2*c*p*q*r*x+212516*b^2*c* p*q*x^2+23368*b^2*c*p*r^3-231756*b^2*c*p*r^2*x+246696*b^2*c*p*r*x^2+28*b^2*c*q^ 4+1360*b^2*c*q^3*r-13616*b^2*c*q^3*x+8478*b^2*c*q^2*r^2-74304*b^2*c*q^2*r*x+ 106258*b^2*c*q^2*x^2+12988*b^2*c*q*r^3-143180*b^2*c*q*r^2*x+246696*b^2*c*q*r*x^ 2+5842*b^2*c*r^4-82492*b^2*c*r^3*x+162324*b^2*c*r^2*x^2+56*b^2*g^4*p+7*b^2*g^4* q+56*b^2*g^4*r-82*b^2*g^4*x+740*b^2*g^3*p^2+252*b^2*g^3*p*q+1480*b^2*g^3*p*r-\ 2602*b^2*g^3*p*x+28*b^2*g^3*q^2+252*b^2*g^3*q*r-1570*b^2*g^3*q*x+740*b^2*g^3*r^ 2-2352*b^2*g^3*r*x+1032*b^2*g^3*x^2+1885*b^2*g^2*p^3+2205*b^2*g^2*p^2*q+5655*b^ 2*g^2*p^2*r-13068*b^2*g^2*p^2*x+339*b^2*g^2*p*q^2+4410*b^2*g^2*p*q*r-16898*b^2* g^2*p*q*x+5655*b^2*g^2*p*r^2-28365*b^2*g^2*p*r*x+11734*b^2*g^2*p*x^2+19*b^2*g^2 *q^3+339*b^2*g^2*q^2*r-3830*b^2*g^2*q^2*x+2205*b^2*g^2*q*r^2-13057*b^2*g^2*q*r* x+11734*b^2*g^2*q*x^2+1885*b^2*g^2*r^3-15297*b^2*g^2*r^2*x+11734*b^2*g^2*r*x^2+ 1778*b^2*g*p^4+3698*b^2*g*p^3*q+7112*b^2*g*p^3*r-18758*b^2*g*p^3*x+2064*b^2*g*p ^2*q^2+11094*b^2*g*p^2*q*r-40542*b^2*g*p^2*q*x+10668*b^2*g*p^2*r^2-61686*b^2*g* p^2*r*x+27056*b^2*g*p^2*x^2+146*b^2*g*p*q^3+4128*b^2*g*p*q^2*r-24810*b^2*g*p*q^ 2*x+11094*b^2*g*p*q*r^2-79080*b^2*g*p*q*r*x+54112*b^2*g*p*q*x^2+7112*b^2*g*p*r^ 3-67098*b^2*g*p*r^2*x+61775*b^2*g*p*r*x^2+2*b^2*g*q^4+146*b^2*g*q^3*r-3026*b^2* g*q^3*x+2064*b^2*g*q^2*r^2-17394*b^2*g*q^2*r*x+27056*b^2*g*q^2*x^2+3698*b^2*g*q *r^3-38538*b^2*g*q*r^2*x+61775*b^2*g*q*r*x^2+1778*b^2*g*r^4-24170*b^2*g*r^3*x+ 42723*b^2*g*r^2*x^2+576*b^2*p^5+1741*b^2*p^4*q+2880*b^2*p^4*r-8180*b^2*p^4*x+ 1767*b^2*p^3*q^2+6964*b^2*p^3*q*r-25268*b^2*p^3*q*x+5760*b^2*p^3*r^2-35704*b^2* p^3*r*x+16248*b^2*p^3*x^2+615*b^2*p^2*q^3+5301*b^2*p^2*q^2*r-26724*b^2*p^2*q^2* x+10446*b^2*p^2*q*r^2-77922*b^2*p^2*q*r*x+48744*b^2*p^2*q*x^2+5760*b^2*p^2*r^3-\ 58032*b^2*p^2*r^2*x+56569*b^2*p^2*r*x^2+13*b^2*p*q^4+1230*b^2*p*q^3*r-10364*b^2 *p*q^3*x+5301*b^2*p*q^2*r^2-48732*b^2*p*q^2*r*x+48744*b^2*p*q^2*x^2+6964*b^2*p* q*r^3-80040*b^2*p*q*r^2*x+113138*b^2*p*q*r*x^2+2880*b^2*p*r^4-41672*b^2*p*r^3*x +73143*b^2*p*r^2*x^2+13*b^2*q^4*r-728*b^2*q^4*x+615*b^2*q^3*r^2-6514*b^2*q^3*r* x+16248*b^2*q^3*x^2+1767*b^2*q^2*r^3-22008*b^2*q^2*r^2*x+56569*b^2*q^2*r*x^2+ 1741*b^2*q*r^4-27386*b^2*q*r^3*x+73143*b^2*q*r^2*x^2+576*b^2*r^5-11164*b^2*r^4* x+32822*b^2*r^3*x^2+11680*b*c^6+21000*b*c^5*g+35880*b*c^5*p+17416*b*c^5*q+35880 *b*c^5*r-102704*b*c^5*x+14108*b*c^4*g^2+54936*b*c^4*g*p+25352*b*c^4*g*q+54936*b *c^4*g*r-153664*b*c^4*g*x+46880*b*c^4*p^2+46104*b*c^4*p*q+93760*b*c^4*p*r-\ 283776*b*c^4*p*x+9288*b*c^4*q^2+46104*b*c^4*q*r-174544*b*c^4*q*x+46880*b*c^4*r^ 2-281208*b*c^4*r*x+205576*b*c^4*x^2+4262*b*c^3*g^3+30594*b*c^3*g^2*p+12890*b*c^ 3*g^2*q+30594*b*c^3*g^2*r-82004*b*c^3*g^2*x+58536*b*c^3*g*p^2+54824*b*c^3*g*p*q +117072*b*c^3*g*p*r-342428*b*c^3*g*p*x+10192*b*c^3*g*q^2+54824*b*c^3*g*q*r-\ 206972*b*c^3*g*q*x+58536*b*c^3*g*r^2-338268*b*c^3*g*r*x+235056*b*c^3*g*x^2+ 32506*b*c^3*p^3+51246*b*c^3*p^2*q+97518*b*c^3*p^2*r-297868*b*c^3*p^2*x+20814*b* c^3*p*q^2+102492*b*c^3*p*q*r-409144*b*c^3*p*q*x+97518*b*c^3*p*r^2-617972*b*c^3* p*r*x+377104*b*c^3*p*x^2+2074*b*c^3*q^3+20814*b*c^3*q^2*r-111276*b*c^3*q^2*x+ 51246*b*c^3*q*r^2-371604*b*c^3*q*r*x+377104*b*c^3*q*x^2+32506*b*c^3*r^3-320104* b*c^3*r^2*x+441248*b*c^3*r*x^2+531*b*c^2*g^4+7380*b*c^2*g^3*p+2588*b*c^2*g^3*q+ 7380*b*c^2*g^3*r-18188*b*c^2*g^3*x+25346*b*c^2*g^2*p^2+21472*b*c^2*g^2*p*q+ 50692*b*c^2*g^2*p*r-139302*b*c^2*g^2*p*x+3486*b*c^2*g^2*q^2+21472*b*c^2*g^2*q*r -81730*b*c^2*g^2*q*x+25346*b*c^2*g^2*r^2-136348*b*c^2*g^2*r*x+87650*b*c^2*g^2*x ^2+30913*b*c^2*g*p^3+46809*b*c^2*g*p^2*q+92739*b*c^2*g*p^2*r-271638*b*c^2*g*p^2 *x+17379*b*c^2*g*p*q^2+93618*b*c^2*g*p*q*r-368312*b*c^2*g*p*q*x+92739*b*c^2*g*p *r^2-565838*b*c^2*g*p*r*x+324830*b*c^2*g*p*x^2+1483*b*c^2*g*q^3+17379*b*c^2*g*q ^2*r-96674*b*c^2*g*q^2*x+46809*b*c^2*g*q*r^2-328514*b*c^2*g*q*r*x+324830*b*c^2* g*q*x^2+30913*b*c^2*g*r^3-294200*b*c^2*g*r^2*x+377558*b*c^2*g*r*x^2+12416*b*c^2 *p^4+28330*b*c^2*p^3*q+49664*b*c^2*p^3*r-150428*b*c^2*p^3*x+19578*b*c^2*p^2*q^2 +84990*b*c^2*p^2*q*r-333168*b*c^2*p^2*q*x+74496*b*c^2*p^2*r^2-480428*b*c^2*p^2* r*x+258710*b*c^2*p^2*x^2+3830*b*c^2*p*q^3+39156*b*c^2*p*q^2*r-215052*b*c^2*p*q^ 2*x+84990*b*c^2*p*q*r^2-653896*b*c^2*p*q*r*x+517420*b*c^2*p*q*x^2+49664*b*c^2*p *r^3-509572*b*c^2*p*r^2*x+603748*b*c^2*p*r*x^2+166*b*c^2*q^4+3830*b*c^2*q^3*r-\ 32312*b*c^2*q^3*x+19578*b*c^2*q^2*r^2-173468*b*c^2*q^2*r*x+258710*b*c^2*q^2*x^2 +28330*b*c^2*q*r^3-320728*b*c^2*q*r^2*x+603748*b*c^2*q*r*x^2+12416*b*c^2*r^4-\ 179572*b*c^2*r^3*x+389034*b*c^2*r^2*x^2+16*b*c*g^5+690*b*c*g^4*p+154*b*c*g^4*q+ 690*b*c*g^4*r-1422*b*c*g^4*x+4383*b*c*g^3*p^2+2939*b*c*g^3*p*q+8766*b*c*g^3*p*r -21208*b*c*g^3*p*x+374*b*c*g^3*q^2+2939*b*c*g^3*q*r-11920*b*c*g^3*q*x+4383*b*c* g^3*r^2-20178*b*c*g^3*r*x+11470*b*c*g^3*x^2+9205*b*c*g^2*p^3+12810*b*c*g^2*p^2* q+27615*b*c*g^2*p^2*r-74906*b*c*g^2*p^2*x+3867*b*c*g^2*p*q^2+25620*b*c*g^2*p*q* r-99250*b*c*g^2*p*q*x+27615*b*c*g^2*p*r^2-157388*b*c*g^2*p*r*x+81559*b*c*g^2*p* x^2+262*b*c*g^2*q^3+3867*b*c*g^2*q^2*r-24344*b*c*g^2*q^2*x+12810*b*c*g^2*q*r^2-\ 84434*b*c*g^2*q*r*x+81559*b*c*g^2*q*x^2+9205*b*c*g^2*r^3-82482*b*c*g^2*r^2*x+ 92279*b*c*g^2*r*x^2+7961*b*c*g*p^4+17603*b*c*g*p^3*q+31844*b*c*g*p^3*r-92104*b* c*g*p^3*x+11373*b*c*g*p^2*q^2+52809*b*c*g*p^2*q*r-201890*b*c*g*p^2*q*x+47766*b* c*g*p^2*r^2-296496*b*c*g*p^2*r*x+149209*b*c*g*p^2*x^2+1781*b*c*g*p*q^3+22746*b* c*g*p*q^2*r-127468*b*c*g*p*q^2*x+52809*b*c*g*p*q*r^2-394632*b*c*g*p*q*r*x+ 298418*b*c*g*p*q*x^2+31844*b*c*g*p*r^3-316680*b*c*g*p*r^2*x+347010*b*c*g*p*r*x^ 2+50*b*c*g*q^4+1781*b*c*g*q^3*r-17682*b*c*g*q^3*x+11373*b*c*g*q^2*r^2-98136*b*c *g*q^2*r*x+149209*b*c*g*q^2*x^2+17603*b*c*g*q*r^3-192742*b*c*g*q*r^2*x+347010*b *c*g*q*r*x^2+7961*b*c*g*r^4-112288*b*c*g*r^3*x+228699*b*c*g*r^2*x^2+2454*b*c*p^ 5+7582*b*c*p^4*q+12270*b*c*p^4*r-36820*b*c*p^4*x+8024*b*c*p^3*q^2+30328*b*c*p^3 *q*r-114492*b*c*p^3*q*x+24540*b*c*p^3*r^2-158930*b*c*p^3*r*x+78670*b*c*p^3*x^2+ 3120*b*c*p^2*q^3+24072*b*c*p^2*q^2*r-122556*b*c*p^2*q^2*x+45492*b*c*p^2*q*r^2-\ 351330*b*c*p^2*q*r*x+236010*b*c*p^2*q*x^2+24540*b*c*p^2*r^3-255870*b*c*p^2*r^2* x+274382*b*c*p^2*r*x^2+226*b*c*p*q^4+6240*b*c*p*q^3*r-48916*b*c*p*q^3*x+24072*b *c*p*q^2*r^2-225870*b*c*p*q^2*r*x+236010*b*c*p*q^2*x^2+30328*b*c*p*q*r^3-359184 *b*c*p*q*r^2*x+548764*b*c*p*q*r*x^2+12270*b*c*p*r^4-182230*b*c*p*r^3*x+347574*b *c*p*r^2*x^2+2*b*c*q^5+226*b*c*q^4*r-4032*b*c*q^4*x+3120*b*c*q^3*r^2-33470*b*c* q^3*r*x+78670*b*c*q^3*x^2+8024*b*c*q^2*r^3-103314*b*c*q^2*r^2*x+274382*b*c*q^2* r*x^2+7582*b*c*q*r^4-122346*b*c*q*r^3*x+347574*b*c*q*r^2*x^2+2454*b*c*r^5-48470 *b*c*r^4*x+151862*b*c*r^3*x^2+12*b*g^5*p+b*g^5*q+12*b*g^5*r-20*b*g^5*x+242*b*g^ 4*p^2+73*b*g^4*p*q+484*b*g^4*p*r-846*b*g^4*p*x+9*b*g^4*q^2+73*b*g^4*q*r-490*b*g ^4*q*x+242*b*g^4*r^2-710*b*g^4*r*x+356*b*g^4*x^2+848*b*g^3*p^3+978*b*g^3*p^2*q+ 2544*b*g^3*p^2*r-5906*b*g^3*p^2*x+141*b*g^3*p*q^2+1956*b*g^3*p*q*r-7528*b*g^3*p *q*x+2544*b*g^3*p*r^2-12662*b*g^3*p*r*x+5444*b*g^3*p*x^2+11*b*g^3*q^3+141*b*g^3 *q^2*r-1622*b*g^3*q^2*x+978*b*g^3*q*r^2-5552*b*g^3*q*r*x+5444*b*g^3*q*x^2+848*b *g^3*r^3-6756*b*g^3*r^2*x+5444*b*g^3*r*x^2+1215*b*g^2*p^4+2517*b*g^2*p^3*q+4860 *b*g^2*p^3*r-12912*b*g^2*p^3*x+1392*b*g^2*p^2*q^2+7551*b*g^2*p^2*q*r-27768*b*g^ 2*p^2*q*x+7290*b*g^2*p^2*r^2-42294*b*g^2*p^2*r*x+18920*b*g^2*p^2*x^2+93*b*g^2*p *q^3+2784*b*g^2*p*q^2*r-16800*b*g^2*p*q^2*x+7551*b*g^2*p*q*r^2-53694*b*g^2*p*q* r*x+37840*b*g^2*p*q*x^2+4860*b*g^2*p*r^3-45852*b*g^2*p*r^2*x+43263*b*g^2*p*r*x^ 2+3*b*g^2*q^4+93*b*g^2*q^3*r-1944*b*g^2*q^3*x+1392*b*g^2*q^2*r^2-11400*b*g^2*q^ 2*r*x+18920*b*g^2*q^2*x^2+2517*b*g^2*q*r^3-25926*b*g^2*q*r^2*x+43263*b*g^2*q*r* x^2+1215*b*g^2*r^4-16470*b*g^2*r^3*x+29997*b*g^2*r^2*x^2+792*b*g*p^5+2390*b*g*p ^4*q+3960*b*g*p^4*r-11342*b*g*p^4*x+2418*b*g*p^3*q^2+9560*b*g*p^3*q*r-34966*b*g *p^3*q*x+7920*b*g*p^3*r^2-49444*b*g*p^3*r*x+22779*b*g*p^3*x^2+834*b*g*p^2*q^3+ 7254*b*g*p^2*q^2*r-36846*b*g*p^2*q^2*x+14340*b*g*p^2*q*r^2-107592*b*g*p^2*q*r*x +68337*b*g*p^2*q*x^2+7920*b*g*p^2*r^3-80280*b*g*p^2*r^2*x+79424*b*g*p^2*r*x^2+ 14*b*g*p*q^4+1668*b*g*p*q^3*r-14162*b*g*p*q^3*x+7254*b*g*p*q^2*r^2-66852*b*g*p* q^2*r*x+68337*b*g*p*q^2*x^2+9560*b*g*p*q*r^3-110286*b*g*p*q*r^2*x+158848*b*g*p* q*r*x^2+3960*b*g*p*r^4-57596*b*g*p*r^3*x+102837*b*g*p*r^2*x^2+14*b*g*q^4*r-940* b*g*q^4*x+834*b*g*q^3*r^2-8704*b*g*q^3*r*x+22779*b*g*q^3*x^2+2418*b*g*q^2*r^3-\ 30006*b*g*q^2*r^2*x+79424*b*g*q^2*r*x^2+2390*b*g*q*r^4-37660*b*g*q*r^3*x+102837 *b*g*q*r^2*x^2+792*b*g*r^5-15418*b*g*r^4*x+46192*b*g*r^3*x^2+195*b*p^6+777*b*p^ 5*q+1170*b*p^5*r-3510*b*p^5*x+1158*b*p^4*q^2+3885*b*p^4*q*r-14188*b*p^4*q*x+ 2925*b*p^4*r^2-19029*b*p^4*r*x+8947*b*p^4*x^2+762*b*p^3*q^3+4632*b*p^3*q^2*r-\ 21652*b*p^3*q^2*x+7770*b*p^3*q*r^2-59330*b*p^3*q*r*x+35788*b*p^3*q*x^2+3900*b*p ^3*r^3-41016*b*p^3*r^2*x+41410*b*p^3*r*x^2+183*b*p^2*q^4+2286*b*p^2*q^3*r-14928 *b*p^2*q^3*x+6948*b*p^2*q^2*r^2-63816*b*p^2*q^2*r*x+53682*b*p^2*q^2*x^2+7770*b* p^2*q*r^3-92862*b*p^2*q*r^2*x+124230*b*p^2*q*r*x^2+2925*b*p^2*r^4-43974*b*p^2*r ^3*x+77238*b*p^2*r^2*x^2-3*b*p*q^5+366*b*p*q^4*r-4102*b*p*q^4*x+2286*b*p*q^3*r^ 2-25758*b*p*q^3*r*x+35788*b*p*q^3*x^2+4632*b*p*q^2*r^3-62676*b*p*q^2*r^2*x+ 124230*b*p*q^2*r*x^2+3885*b*p*q*r^4-64486*b*p*q*r^3*x+154476*b*p*q*r^2*x^2+1170 *b*p*r^5-23466*b*p*r^4*x+66034*b*p*r^3*x^2-3*b*q^5*r-148*b*q^5*x+183*b*q^4*r^2-\ 2243*b*q^4*r*x+8947*b*q^4*x^2+762*b*q^3*r^3-10830*b*q^3*r^2*x+41410*b*q^3*r*x^2 +1158*b*q^2*r^4-20512*b*q^2*r^3*x+77238*b*q^2*r^2*x^2+777*b*q*r^5-16766*b*q*r^4 *x+66034*b*q*r^3*x^2+195*b*r^6-4989*b*r^5*x+21259*b*r^4*x^2+3168*c^7+7056*c^6*g +11360*c^6*p+5760*c^6*q+11360*c^6*r-33888*c^6*x+6208*c^5*g^2+22120*c^5*g*p+ 10840*c^5*g*q+22120*c^5*g*r-65456*c^5*g*x+18144*c^5*p^2+18048*c^5*p*q+36288*c^5 *p*r-115376*c^5*p*x+3936*c^5*q^2+18048*c^5*q*r-69584*c^5*q*x+18144*c^5*r^2-\ 111344*c^5*r*x+90576*c^5*x^2+2696*c^4*g^3+16716*c^4*g^2*p+7740*c^4*g^2*q+16716* c^4*g^2*r-48648*c^4*g^2*x+29872*c^4*g*p^2+28920*c^4*g*p*q+59744*c^4*g*p*r-\ 186648*c^4*g*p*x+6000*c^4*g*q^2+28920*c^4*g*q*r-111304*c^4*g*q*x+29872*c^4*g*r^ 2-179696*c^4*g*r*x+141624*c^4*g*x^2+16056*c^4*p^3+25416*c^4*p^2*q+48168*c^4*p^2 *r-153560*c^4*p^2*x+10584*c^4*p*q^2+50832*c^4*p*q*r-209696*c^4*p*q*x+48168*c^4* p*r^2-314192*c^4*p*r*x+207128*c^4*p*x^2+1224*c^4*q^3+10584*c^4*q^2*r-56136*c^4* q^2*x+25416*c^4*q*r^2-186784*c^4*q*r*x+207128*c^4*q*x^2+16056*c^4*r^3-160632*c^ 4*r^2*x+243024*c^4*r*x^2+582*c^3*g^4+6102*c^3*g^3*p+2550*c^3*g^3*q+6102*c^3*g^3 *r-17164*c^3*g^3*x+18524*c^3*g^2*p^2+17008*c^3*g^2*p*q+37048*c^3*g^2*p*r-112116 *c^3*g^2*p*x+3260*c^3*g^2*q^2+17008*c^3*g^2*q*r-65564*c^3*g^2*q*x+18524*c^3*g^2 *r^2-107340*c^3*g^2*r*x+80724*c^3*g^2*x^2+21346*c^3*g*p^3+33150*c^3*g*p^2*q+ 64038*c^3*g*p^2*r-199484*c^3*g*p^2*x+13206*c^3*g*p*q^2+66300*c^3*g*p*q*r-270400 *c^3*g*p*q*x+64038*c^3*g*p*r^2-408716*c^3*g*p*r*x+259524*c^3*g*p*x^2+1402*c^3*g *q^3+13206*c^3*g*q^2*r-70916*c^3*g*q^2*x+33150*c^3*g*q*r^2-238764*c^3*g*q*r*x+ 259524*c^3*g*q*x^2+21346*c^3*g*r^3-209232*c^3*g*r^2*x+304124*c^3*g*r*x^2+8306*c ^3*p^4+19032*c^3*p^3*q+33224*c^3*p^3*r-104180*c^3*p^3*x+13308*c^3*p^2*q^2+57096 *c^3*p^2*q*r-230612*c^3*p^2*q*x+49836*c^3*p^2*r^2-330068*c^3*p^2*r*x+188956*c^3 *p^2*x^2+2744*c^3*p*q^3+26616*c^3*p*q^2*r-148684*c^3*p*q^2*x+57096*c^3*p*q*r^2-\ 449128*c^3*p*q*r*x+377912*c^3*p*q*x^2+33224*c^3*p*r^3-347596*c^3*p*r^2*x+441592 *c^3*p*r*x^2+162*c^3*q^4+2744*c^3*q^3*r-22252*c^3*q^3*x+13308*c^3*q^2*r^2-\ 119060*c^3*q^2*r*x+188956*c^3*q^2*x^2+19032*c^3*q*r^3-218516*c^3*q*r^2*x+441592 *c^3*q*r*x^2+8306*c^3*r^4-121708*c^3*r^3*x+282108*c^3*r^2*x^2+53*c^2*g^5+1079*c ^2*g^4*p+365*c^2*g^4*q+1079*c^2*g^4*r-2824*c^2*g^4*x+5316*c^2*g^3*p^2+4374*c^2* g^3*p*q+10632*c^2*g^3*p*r-30250*c^2*g^3*p*x+732*c^2*g^3*q^2+4374*c^2*g^3*q*r-\ 17118*c^2*g^3*q*x+5316*c^2*g^3*r^2-28576*c^2*g^3*r*x+19986*c^2*g^3*x^2+10113*c^ 2*g^2*p^3+15081*c^2*g^2*p^2*q+30339*c^2*g^2*p^2*r-90656*c^2*g^2*p^2*x+5481*c^2* g^2*p*q^2+30162*c^2*g^2*p*q*r-121268*c^2*g^2*p*q*x+30339*c^2*g^2*p*r^2-186410*c ^2*g^2*p*r*x+111442*c^2*g^2*p*x^2+513*c^2*g^2*q^3+5481*c^2*g^2*q^2*r-30612*c^2* g^2*q^2*x+15081*c^2*g^2*q*r^2-104854*c^2*g^2*q*r*x+111442*c^2*g^2*q*x^2+10113*c ^2*g^2*r^3-95754*c^2*g^2*r^2*x+129696*c^2*g^2*r*x^2+8325*c^2*g*p^4+18822*c^2*g* p^3*q+33300*c^2*g*p^3*r-101786*c^2*g*p^3*x+12786*c^2*g*p^2*q^2+56466*c^2*g*p^2* q*r-224098*c^2*g*p^2*q*x+49950*c^2*g*p^2*r^2-323566*c^2*g*p^2*r*x+177834*c^2*g* p^2*x^2+2406*c^2*g*p*q^3+25572*c^2*g*p*q^2*r-142838*c^2*g*p*q^2*x+56466*c^2*g*p *q*r^2-435656*c^2*g*p*q*r*x+355668*c^2*g*p*q*x^2+33300*c^2*g*p*r^3-341774*c^2*g *p*r^2*x+415570*c^2*g*p*r*x^2+117*c^2*g*q^4+2406*c^2*g*q^3*r-20526*c^2*g*q^3*x+ 12786*c^2*g*q^2*r^2-112090*c^2*g*q^2*r*x+177834*c^2*g*q^2*x^2+18822*c^2*g*q*r^3 -211558*c^2*g*q*r^2*x+415570*c^2*g*q*r*x^2+8325*c^2*g*r^4-119994*c^2*g*r^3*x+ 268320*c^2*g*r^2*x^2+2484*c^2*p^5+7710*c^2*p^4*q+12420*c^2*p^4*r-38380*c^2*p^4* x+8232*c^2*p^3*q^2+30840*c^2*p^3*q*r-119524*c^2*p^3*q*x+24840*c^2*p^3*r^2-\ 164800*c^2*p^3*r*x+85962*c^2*p^3*x^2+3276*c^2*p^2*q^3+24696*c^2*p^2*q^2*r-\ 128292*c^2*p^2*q^2*x+46260*c^2*p^2*q*r^2-365388*c^2*p^2*q*r*x+257886*c^2*p^2*q* x^2+24840*c^2*p^2*r^3-264120*c^2*p^2*r^2*x+299856*c^2*p^2*r*x^2+276*c^2*p*q^4+ 6552*c^2*p*q^3*r-51532*c^2*p*q^3*x+24696*c^2*p*q^2*r^2-236376*c^2*p*q^2*r*x+ 257886*c^2*p*q^2*x^2+30840*c^2*p*q*r^3-372204*c^2*p*q*r^2*x+599712*c^2*p*q*r*x^ 2+12420*c^2*p*r^4-187360*c^2*p*r^3*x+376638*c^2*p*r^2*x^2+6*c^2*q^5+276*c^2*q^4 *r-4384*c^2*q^4*x+3276*c^2*q^3*r^2-35788*c^2*q^3*r*x+85962*c^2*q^3*x^2+8232*c^2 *q^2*r^3-108084*c^2*q^2*r^2*x+299856*c^2*q^2*r*x^2+7710*c^2*q*r^4-126340*c^2*q* r^3*x+376638*c^2*q*r^2*x^2+2484*c^2*r^5-49660*c^2*r^4*x+162744*c^2*r^3*x^2+c*g^ 6+78*c*g^5*p+15*c*g^5*q+78*c*g^5*r-174*c*g^5*x+689*c*g^4*p^2+438*c*g^4*p*q+1378 *c*g^4*p*r-3432*c*g^4*p*x+57*c*g^4*q^2+438*c*g^4*q*r-1852*c*g^4*q*x+689*c*g^4*r ^2-3124*c*g^4*r*x+1950*c*g^4*x^2+2007*c*g^3*p^3+2748*c*g^3*p^2*q+6021*c*g^3*p^2 *r-16612*c*g^3*p^2*x+804*c*g^3*p*q^2+5496*c*g^3*p*q*r-21710*c*g^3*p*q*x+6021*c* g^3*p*r^2-34456*c*g^3*p*r*x+18581*c*g^3*p*x^2+63*c*g^3*q^3+804*c*g^3*q^2*r-5098 *c*g^3*q^2*x+2748*c*g^3*q*r^2-17820*c*g^3*q*r*x+18581*c*g^3*q*x^2+2007*c*g^3*r^ 3-17844*c*g^3*r^2*x+21045*c*g^3*r*x^2+2661*c*g^2*p^4+5841*c*g^2*p^3*q+10644*c*g ^2*p^3*r-31072*c*g^2*p^3*x+3720*c*g^2*p^2*q^2+17523*c*g^2*p^2*q*r-67728*c*g^2*p ^2*q*x+15966*c*g^2*p^2*r^2-99576*c*g^2*p^2*r*x+51130*c*g^2*p^2*x^2+561*c*g^2*p* q^3+7440*c*g^2*p*q^2*r-42240*c*g^2*p*q^2*x+17523*c*g^2*p*q*r^2-131130*c*g^2*p*q *r*x+102260*c*g^2*p*q*x^2+10644*c*g^2*p*r^3-105936*c*g^2*p*r^2*x+119061*c*g^2*p *r*x^2+21*c*g^2*q^4+561*c*g^2*q^3*r-5584*c*g^2*q^3*x+3720*c*g^2*q^2*r^2-31554*c *g^2*q^2*r*x+51130*c*g^2*q^2*x^2+5841*c*g^2*q*r^3-63402*c*g^2*q*r^2*x+119061*c* g^2*q*r*x^2+2661*c*g^2*r^4-37432*c*g^2*r^3*x+78651*c*g^2*r^2*x^2+1662*c*g*p^5+ 5111*c*g*p^4*q+8310*c*g*p^4*r-25042*c*g*p^4*x+5362*c*g*p^3*q^2+20444*c*g*p^3*q* r-77662*c*g*p^3*q*x+16620*c*g*p^3*r^2-107996*c*g*p^3*r*x+54003*c*g*p^3*x^2+2040 *c*g*p^2*q^3+16086*c*g*p^2*q^2*r-82734*c*g*p^2*q^2*x+30666*c*g*p^2*q*r^2-237738 *c*g*p^2*q*r*x+162009*c*g*p^2*q*x^2+16620*c*g*p^2*r^3-173736*c*g*p^2*r^2*x+ 188578*c*g*p^2*r*x^2+128*c*g*p*q^4+4080*c*g*p*q^3*r-32650*c*g*p*q^3*x+16086*c*g *p*q^2*r^2-151488*c*g*p*q^2*r*x+162009*c*g*p*q^2*x^2+20444*c*g*p*q*r^3-242490*c *g*p*q*r^2*x+377156*c*g*p*q*r*x^2+8310*c*g*p*r^4-123652*c*g*p*r^3*x+239337*c*g* p*r^2*x^2+c*g*q^5+128*c*g*q^4*r-2536*c*g*q^4*x+2040*c*g*q^3*r^2-21746*c*g*q^3*r *x+54003*c*g*q^3*x^2+5362*c*g*q^2*r^3-68754*c*g*q^2*r^2*x+188578*c*g*q^2*r*x^2+ 5111*c*g*q*r^4-82414*c*g*q*r^3*x+239337*c*g*q*r^2*x^2+1662*c*g*r^5-32870*c*g*r^ 4*x+104762*c*g*r^3*x^2+396*c*p^6+1584*c*p^5*q+2376*c*p^5*r-7324*c*p^5*x+2376*c* p^4*q^2+7920*c*p^4*q*r-29668*c*p^4*q*x+5940*c*p^4*r^2-39550*c*p^4*r*x+19504*c*p ^4*x^2+1584*c*p^3*q^3+9504*c*p^3*q^2*r-45432*c*p^3*q^2*x+15840*c*p^3*q*r^2-\ 123740*c*p^3*q*r*x+78016*c*p^3*q*x^2+7920*c*p^3*r^3-84960*c*p^3*r^2*x+90174*c*p ^3*r*x^2+396*c*p^2*q^4+4752*c*p^2*q^3*r-31528*c*p^2*q^3*x+14256*c*p^2*q^2*r^2-\ 133920*c*p^2*q^2*r*x+117024*c*p^2*q^2*x^2+15840*c*p^2*q*r^3-193212*c*p^2*q*r^2* x+270522*c*p^2*q*r*x^2+5940*c*p^2*r^4-90820*c*p^2*r^3*x+166818*c*p^2*r^2*x^2+ 792*c*p*q^4*r-8812*c*p*q^4*x+4752*c*p*q^3*r^2-54820*c*p*q^3*r*x+78016*c*p*q^3*x ^2+9504*c*p*q^2*r^3-131544*c*p*q^2*r^2*x+270522*c*p*q^2*r*x^2+7920*c*p*q*r^4-\ 133876*c*p*q*r^3*x+333636*c*p*q*r^2*x^2+2376*c*p*r^5-48340*c*p*r^4*x+141130*c*p *r^3*x^2-372*c*q^5*x+396*c*q^4*r^2-5090*c*q^4*r*x+19504*c*q^4*x^2+1584*c*q^3*r^ 3-23292*c*q^3*r^2*x+90174*c*q^3*r*x^2+2376*c*q^2*r^4-43056*c*q^2*r^3*x+166818*c *q^2*r^2*x^2+1584*c*q*r^5-34736*c*q*r^4*x+141130*c*q*r^3*x^2+396*c*r^6-10254*c* r^5*x+44982*c*r^4*x^2+g^6*p+g^6*r-2*g^6*x+31*g^5*p^2+8*g^5*p*q+62*g^5*p*r-108*g ^5*p*x+g^5*q^2+8*g^5*q*r-60*g^5*q*x+31*g^5*r^2-84*g^5*r*x+48*g^5*x^2+140*g^4*p^ 3+159*g^4*p^2*q+420*g^4*p^2*r-980*g^4*p^2*x+21*g^4*p*q^2+318*g^4*p*q*r-1232*g^4 *p*q*x+420*g^4*p*r^2-2078*g^4*p*r*x+925*g^4*p*x^2+2*g^4*q^3+21*g^4*q^2*r-252*g^ 4*q^2*x+159*g^4*q*r^2-868*g^4*q*r*x+925*g^4*q*x^2+140*g^4*r^3-1098*g^4*r^2*x+ 925*g^4*r*x^2+271*g^3*p^4+559*g^3*p^3*q+1084*g^3*p^3*r-2898*g^3*p^3*x+306*g^3*p ^2*q^2+1677*g^3*p^2*q*r-6202*g^3*p^2*q*x+1626*g^3*p^2*r^2-9460*g^3*p^2*r*x+4306 *g^3*p^2*x^2+19*g^3*p*q^3+612*g^3*p*q^2*r-3710*g^3*p*q^2*x+1677*g^3*p*q*r^2-\ 11894*g^3*p*q*r*x+8612*g^3*p*q*x^2+1084*g^3*p*r^3-10226*g^3*p*r^2*x+9859*g^3*p* r*x^2+g^3*q^4+19*g^3*q^3*r-406*g^3*q^3*x+306*g^3*q^2*r^2-2434*g^3*q^2*r*x+4306* g^3*q^2*x^2+559*g^3*q*r^3-5692*g^3*q*r^2*x+9859*g^3*q*r*x^2+271*g^3*r^4-3664*g^ 3*r^3*x+6855*g^3*r^2*x^2+267*g^2*p^5+804*g^2*p^4*q+1335*g^2*p^4*r-3846*g^2*p^4* x+810*g^2*p^3*q^2+3216*g^2*p^3*q*r-11832*g^2*p^3*q*x+2670*g^2*p^3*r^2-16755*g^2 *p^3*r*x+7795*g^2*p^3*x^2+276*g^2*p^2*q^3+2430*g^2*p^2*q^2*r-12420*g^2*p^2*q^2* x+4824*g^2*p^2*q*r^2-36339*g^2*p^2*q*r*x+23385*g^2*p^2*q*x^2+2670*g^2*p^2*r^3-\ 27189*g^2*p^2*r^2*x+27213*g^2*p^2*r*x^2+3*g^2*p*q^4+552*g^2*p*q^3*r-4728*g^2*p* q^3*x+2430*g^2*p*q^2*r^2-22413*g^2*p*q^2*r*x+23385*g^2*p*q^2*x^2+3216*g^2*p*q*r ^3-37182*g^2*p*q*r^2*x+54426*g^2*p*q*r*x^2+1335*g^2*p*r^4-19497*g^2*p*r^3*x+ 35307*g^2*p*r^2*x^2+3*g^2*q^4*r-294*g^2*q^4*x+276*g^2*q^3*r^2-2829*g^2*q^3*r*x+ 7795*g^2*q^3*x^2+810*g^2*q^2*r^3-9993*g^2*q^2*r^2*x+27213*g^2*q^2*r*x^2+804*g^2 *q*r^4-12675*g^2*q*r^3*x+35307*g^2*q*r^2*x^2+267*g^2*r^5-5217*g^2*r^4*x+15889*g ^2*r^3*x^2+132*g*p^6+525*g*p^5*q+792*g*p^5*r-2390*g*p^5*x+780*g*p^4*q^2+2625*g* p^4*q*r-9650*g*p^4*q*x+1980*g*p^4*r^2-12965*g*p^4*r*x+6132*g*p^4*x^2+510*g*p^3* q^3+3120*g*p^3*q^2*r-14700*g*p^3*q^2*x+5250*g*p^3*q*r^2-40360*g*p^3*q*r*x+24528 *g*p^3*q*x^2+2640*g*p^3*r^3-27960*g*p^3*r^2*x+28412*g*p^3*r*x^2+120*g*p^2*q^4+ 1530*g*p^2*q^3*r-10100*g*p^2*q^3*x+4680*g*p^2*q^2*r^2-43290*g*p^2*q^2*r*x+36792 *g*p^2*q^2*x^2+5250*g*p^2*q*r^3-63180*g*p^2*q*r^2*x+85236*g*p^2*q*r*x^2+1980*g* p^2*r^4-29990*g*p^2*r^3*x+53085*g*p^2*r^2*x^2-3*g*p*q^5+240*g*p*q^4*r-2750*g*p* q^4*x+1530*g*p*q^3*r^2-17360*g*p*q^3*r*x+24528*g*p*q^3*x^2+3120*g*p*q^2*r^3-\ 42480*g*p*q^2*r^2*x+85236*g*p*q^2*r*x^2+2625*g*p*q*r^4-43880*g*p*q*r^3*x+106170 *g*p*q*r^2*x^2+792*g*p*r^5-16010*g*p*r^4*x+45462*g*p*r^3*x^2-3*g*q^5*r-90*g*q^5 *x+120*g*q^4*r^2-1465*g*q^4*r*x+6132*g*q^4*x^2+510*g*q^3*r^3-7260*g*q^3*r^2*x+ 28412*g*q^3*r*x^2+780*g*q^2*r^4-13890*g*q^2*r^3*x+53085*g*q^2*r^2*x^2+525*g*q*r ^5-11410*g*q*r^4*x+45462*g*q*r^3*x^2+132*g*r^6-3405*g*r^5*x+14657*g*r^4*x^2+26* p^7+129*p^6*q+182*p^6*r-568*p^6*x+255*p^5*q^2+774*p^5*q*r-2848*p^5*q*x+546*p^5* r^2-3676*p^5*r*x+1766*p^5*x^2+250*p^4*q^3+1275*p^4*q^2*r-5720*p^4*q^2*x+1935*p^ 4*q*r^2-14990*p^4*q*r*x+8830*p^4*q*x^2+910*p^4*r^3-9860*p^4*r^2*x+10133*p^4*r*x ^2+120*p^3*q^4+1000*p^3*q^3*r-5760*p^3*q^3*x+2550*p^3*q^2*r^2-23200*p^3*q^2*r*x +17660*p^3*q^2*x^2+2580*p^3*q*r^3-31480*p^3*q*r^2*x+40532*p^3*q*r*x^2+910*p^3*r ^4-14040*p^3*r^3*x+24513*p^3*r^2*x^2+21*p^2*q^5+360*p^2*q^4*r-2920*p^2*q^4*x+ 1500*p^2*q^3*r^2-16420*p^2*q^3*r*x+17660*p^2*q^3*x^2+2550*p^2*q^2*r^3-35280*p^2 *q^2*r^2*x+60798*p^2*q^2*r*x^2+1935*p^2*q*r^4-32980*p^2*q*r^3*x+73539*p^2*q*r^2 *x^2+546*p^2*r^5-11200*p^2*r^4*x+30401*p^2*r^3*x^2-p*q^6+42*p*q^5*r-608*p*q^5*x +360*p*q^4*r^2-4820*p*q^4*r*x+8830*p*q^4*x^2+1000*p*q^3*r^3-15560*p*q^3*r^2*x+ 40532*p*q^3*r*x^2+1275*p*q^2*r^4-23840*p*q^2*r^3*x+73539*p*q^2*r^2*x^2+774*p*q* r^5-17240*p*q*r^4*x+60802*p*q*r^3*x^2+182*p*r^6-4748*p*r^5*x+18965*p*r^4*x^2-q^ 6*r-8*q^6*x+21*q^5*r^2-286*q^5*r*x+1766*q^5*x^2+120*q^4*r^3-1900*q^4*r^2*x+ 10133*q^4*r*x^2+250*q^3*r^4-4900*q^3*r^3*x+24513*q^3*r^2*x^2+255*q^2*r^5-6040*q ^2*r^4*x+30401*q^2*r^3*x^2+129*q*r^6-3598*q*r^5*x+18965*q*r^4*x^2+26*r^7-836*r^ 6*x+4710*r^5*x^2+16*a^5*b+176*a^5*c+8*a^5*g-24*a^5*p+64*a^5*q-24*a^5*r-96*a^5*x +80*a^4*b^2+1424*a^4*b*c+80*a^4*b*g+448*a^4*b*p+440*a^4*b*q+448*a^4*b*r-832*a^4 *b*x+3104*a^4*c^2+824*a^4*c*g+2384*a^4*c*p+1928*a^4*c*q+2384*a^4*c*r-4544*a^4*c *x+20*a^4*g^2+152*a^4*g*p+264*a^4*g*q+152*a^4*g*r-512*a^4*g*x+1154*a^4*p^2+436* a^4*p*q+2308*a^4*p*r-3580*a^4*p*x+248*a^4*q^2+436*a^4*q*r-1648*a^4*q*x+1154*a^4 *r^2-1402*a^4*r*x+1836*a^4*x^2+160*a^3*b^3+4032*a^3*b^2*c+256*a^3*b^2*g+1904*a^ 3*b^2*p+992*a^3*b^2*q+1904*a^3*b^2*r-2368*a^3*b^2*x+16456*a^3*b*c^2+4664*a^3*b* c*g+16140*a^3*b*c*p+8820*a^3*b*c*q+16140*a^3*b*c*r-24872*a^3*b*c*x+124*a^3*b*g^ 2+2016*a^3*b*g*p+1232*a^3*b*g*q+2016*a^3*b*g*r-3040*a^3*b*g*x+5748*a^3*b*p^2+ 2856*a^3*b*p*q+11496*a^3*b*p*r-16600*a^3*b*p*x+972*a^3*b*q^2+2856*a^3*b*q*r-\ 8872*a^3*b*q*x+5748*a^3*b*r^2-10312*a^3*b*r*x+7344*a^3*b*x^2+16384*a^3*c^3+9916 *a^3*c^2*g+23376*a^3*c^2*p+14200*a^3*c^2*q+23376*a^3*c^2*r-42224*a^3*c^2*x+1304 *a^3*c*g^2+9290*a^3*c*g*p+5542*a^3*c*g*q+9290*a^3*c*g*r-16020*a^3*c*g*x+15426*a ^3*c*p^2+11524*a^3*c*p*q+30852*a^3*c*p*r-58212*a^3*c*p*x+3544*a^3*c*q^2+11524*a ^3*c*q*r-29440*a^3*c*q*x+15426*a^3*c*r^2-41426*a^3*c*r*x+31496*a^3*c*x^2+18*a^3 *g^3+478*a^3*g^2*p+364*a^3*g^2*q+478*a^3*g^2*r-952*a^3*g^2*x+3791*a^3*g*p^2+ 1610*a^3*g*p*q+7582*a^3*g*p*r-11394*a^3*g*p*x+648*a^3*g*q^2+1610*a^3*g*q*r-5736 *a^3*g*q*x+3791*a^3*g*r^2-6087*a^3*g*r*x+5382*a^3*g*x^2+3447*a^3*p^3+4125*a^3*p ^2*q+10341*a^3*p^2*r-17638*a^3*p^2*x+906*a^3*p*q^2+8250*a^3*p*q*r-22246*a^3*p*q *x+10341*a^3*p*r^2-33743*a^3*p*r*x+14848*a^3*p*x^2+228*a^3*q^3+906*a^3*q^2*r-\ 4608*a^3*q^2*x+4125*a^3*q*r^2-13325*a^3*q*r*x+14848*a^3*q*x^2+3447*a^3*r^3-\ 16105*a^3*r^2*x+14752*a^3*r*x^2+160*a^2*b^4+5312*a^2*b^3*c+368*a^2*b^3*g+2784*a ^2*b^3*p+976*a^2*b^3*q+2784*a^2*b^3*r-3072*a^2*b^3*x+31608*a^2*b^2*c^2+9480*a^2 *b^2*c*g+33352*a^2*b^2*c*p+14128*a^2*b^2*c*q+33352*a^2*b^2*c*r-47352*a^2*b^2*c* x+284*a^2*b^2*g^2+4952*a^2*b^2*g*p+1928*a^2*b^2*g*q+4952*a^2*b^2*g*r-6048*a^2*b ^2*g*x+10160*a^2*b^2*p^2+5632*a^2*b^2*p*q+20320*a^2*b^2*p*r-28320*a^2*b^2*p*x+ 1268*a^2*b^2*q^2+5632*a^2*b^2*q*r-16728*a^2*b^2*q*x+10160*a^2*b^2*r^2-22524*a^2 *b^2*r*x+11016*a^2*b^2*x^2+61120*a^2*b*c^3+38260*a^2*b*c^2*g+94396*a^2*b*c^2*p+ 46956*a^2*b*c^2*q+94396*a^2*b*c^2*r-158264*a^2*b*c^2*x+5312*a^2*b*c*g^2+40646*a ^2*b*c*g*p+18190*a^2*b*c*g*q+40646*a^2*b*c*g*r-62176*a^2*b*c*g*x+55708*a^2*b*c* p^2+43468*a^2*b*c*p*q+111416*a^2*b*c*p*r-195208*a^2*b*c*p*x+10098*a^2*b*c*q^2+ 43468*a^2*b*c*q*r-108892*a^2*b*c*q*x+55708*a^2*b*c*r^2-163530*a^2*b*c*r*x+94488 *a^2*b*c*x^2+84*a^2*b*g^3+2740*a^2*b*g^2*p+1166*a^2*b*g^2*q+2740*a^2*b*g^2*r-\ 3872*a^2*b*g^2*x+13583*a^2*b*g*p^2+6890*a^2*b*g*p*q+27166*a^2*b*g*p*r-38990*a^2 *b*g*p*x+1794*a^2*b*g*q^2+6890*a^2*b*g*q*r-22016*a^2*b*g*q*x+13583*a^2*b*g*r^2-\ 28025*a^2*b*g*r*x+16146*a^2*b*g*x^2+11119*a^2*b*p^3+13797*a^2*b*p^2*q+33357*a^2 *b*p^2*r-55838*a^2*b*p^2*x+3228*a^2*b*p*q^2+27594*a^2*b*p*q*r-72586*a^2*b*p*q*x +33357*a^2*b*p*r^2-111537*a^2*b*p*r*x+44544*a^2*b*p*x^2+550*a^2*b*q^3+3228*a^2* b*q^2*r-16748*a^2*b*q^2*x+13797*a^2*b*q*r^2-50283*a^2*b*q*r*x+44544*a^2*b*q*x^2 +11119*a^2*b*r^3-55699*a^2*b*r^2*x+44256*a^2*b*r*x^2+37384*a^2*c^4+37252*a^2*c^ 3*g+74952*a^2*c^3*p+41296*a^2*c^3*q+74952*a^2*c^3*r-140136*a^2*c^3*x+11120*a^2* c^2*g^2+57470*a^2*c^2*g*p+29822*a^2*c^2*g*q+57470*a^2*c^2*g*r-103112*a^2*c^2*g* x+65720*a^2*c^2*p^2+58468*a^2*c^2*p*q+131440*a^2*c^2*p*r-264200*a^2*c^2*p*x+ 15018*a^2*c^2*q^2+58468*a^2*c^2*q*r-145708*a^2*c^2*q*x+65720*a^2*c^2*r^2-220914 *a^2*c^2*r*x+148356*a^2*c^2*x^2+934*a^2*c*g^3+11851*a^2*c*g^2*p+5539*a^2*c*g^2* q+11851*a^2*c*g^2*r-19906*a^2*c*g^2*x+36167*a^2*c*g*p^2+26994*a^2*c*g*p*q+72334 *a^2*c*g*p*r-133338*a^2*c*g*p*x+6808*a^2*c*g*q^2+26994*a^2*c*g*q*r-71096*a^2*c* g*q*x+36167*a^2*c*g*r^2-104705*a^2*c*g*r*x+68218*a^2*c*g*x^2+25982*a^2*c*p^3+ 36234*a^2*c*p^2*q+77946*a^2*c*p^2*r-150516*a^2*c*p^2*x+12232*a^2*c*p*q^2+72468* a^2*c*p*q*r-197252*a^2*c*p*q*x+77946*a^2*c*p*r^2-294184*a^2*c*p*r*x+138004*a^2* c*p*x^2+1980*a^2*c*q^3+12232*a^2*c*q^2*r-46736*a^2*c*q^2*x+36234*a^2*c*q*r^2-\ 146632*a^2*c*q*r*x+138004*a^2*c*q*x^2+25982*a^2*c*r^3-143668*a^2*c*r^2*x+150564 *a^2*c*r*x^2+7*a^2*g^4+468*a^2*g^3*p+218*a^2*g^3*q+468*a^2*g^3*r-808*a^2*g^3*x+ 4427*a^2*g^2*p^2+1978*a^2*g^2*p*q+8854*a^2*g^2*p*r-13134*a^2*g^2*p*x+586*a^2*g^ 2*q^2+1978*a^2*g^2*q*r-7064*a^2*g^2*q*x+4427*a^2*g^2*r^2-8463*a^2*g^2*r*x+5776* a^2*g^2*x^2+7632*a^2*g*p^3+9252*a^2*g*p^2*q+22896*a^2*g*p^2*r-39110*a^2*g*p^2*x +2022*a^2*g*p*q^2+18504*a^2*g*p*q*r-50066*a^2*g*p*q*x+22896*a^2*g*p*r^2-76759*a ^2*g*p*r*x+32129*a^2*g*p*x^2+402*a^2*g*q^3+2022*a^2*g*q^2*r-10956*a^2*g*q^2*x+ 9252*a^2*g*q*r^2-32597*a^2*g*q*r*x+32129*a^2*g*q*x^2+7632*a^2*g*r^3-37649*a^2*g *r^2*x+31943*a^2*g*r*x^2+3666*a^2*p^4+7651*a^2*p^3*q+14664*a^2*p^3*r-26864*a^2* p^3*x+4374*a^2*p^2*q^2+22953*a^2*p^2*q*r-58108*a^2*p^2*q*x+21996*a^2*p^2*r^2-\ 84764*a^2*p^2*r*x+32019*a^2*p^2*x^2+459*a^2*p*q^3+8748*a^2*p*q^2*r-35624*a^2*p* q^2*x+22953*a^2*p*q*r^2-107062*a^2*p*q*r*x+64038*a^2*p*q*x^2+14664*a^2*p*r^3-\ 88936*a^2*p*r^2*x+70690*a^2*p*r*x^2+70*a^2*q^4+459*a^2*q^3*r-4380*a^2*q^3*x+ 4374*a^2*q^2*r^2-22298*a^2*q^2*r*x+32019*a^2*q^2*x^2+7651*a^2*q*r^3-48954*a^2*q *r^2*x+70690*a^2*q*r*x^2+3666*a^2*r^4-31036*a^2*r^3*x+46677*a^2*r^2*x^2+80*a*b^ 5+3344*a*b^4*c+248*a*b^4*g+1768*a*b^4*p+416*a*b^4*q+1768*a*b^4*r-1888*a*b^4*x+ 26264*a*b^3*c^2+8264*a*b^3*c*g+27820*a*b^3*c*p+9508*a*b^3*c*q+27820*a*b^3*c*r-\ 38264*a*b^3*c*x+276*a*b^3*g^2+4464*a*b^3*g*p+1216*a*b^3*g*q+4464*a*b^3*g*r-5024 *a*b^3*g*x+7692*a*b^3*p^2+4440*a*b^3*p*q+15384*a*b^3*p*r-21160*a*b^3*p*x+612*a* b^3*q^2+4440*a*b^3*q*r-13432*a*b^3*q*x+7692*a*b^3*r^2-19720*a*b^3*r*x+7344*a*b^ 3*x^2+74912*a*b^2*c^3+48548*a*b^2*c^2*g+117428*a*b^2*c^2*p+50076*a*b^2*c^2*q+ 117428*a*b^2*c^2*r-189856*a*b^2*c^2*x+7152*a*b^2*c*g^2+52740*a*b^2*c*g*p+19072* a*b^2*c*g*q+52740*a*b^2*c*g*r-76292*a*b^2*c*g*x+64332*a*b^2*c*p^2+50752*a*b^2*c *p*q+128664*a*b^2*c*p*r-215780*a*b^2*c*p*x+8758*a*b^2*c*q^2+50752*a*b^2*c*q*r-\ 129464*a*b^2*c*q*x+64332*a*b^2*c*r^2-202782*a*b^2*c*r*x+94488*a*b^2*c*x^2+134*a *b^2*g^3+3978*a*b^2*g^2*p+1172*a*b^2*g^2*q+3978*a*b^2*g^2*r-4888*a*b^2*g^2*x+ 15593*a*b^2*g*p^2+8550*a*b^2*g*p*q+31186*a*b^2*g*p*r-43798*a*b^2*g*p*x+1444*a*b ^2*g*q^2+8550*a*b^2*g*q*r-26824*a*b^2*g*q*x+15593*a*b^2*g*r^2-37789*a*b^2*g*r*x +16146*a*b^2*g*x^2+11837*a*b^2*p^3+15039*a*b^2*p^2*q+35511*a*b^2*p^2*r-58762*a* b^2*p^2*x+3558*a*b^2*p*q^2+30078*a*b^2*p*q*r-78434*a*b^2*p*q*x+35511*a*b^2*p*r^ 2-121845*a*b^2*p*r*x+44544*a*b^2*p*x^2+356*a*b^2*q^3+3558*a*b^2*q^2*r-19672*a*b ^2*q^2*x+15039*a*b^2*q*r^2-60591*a*b^2*q*r*x+44544*a*b^2*q*x^2+11837*a*b^2*r^3-\ 63083*a*b^2*r^2*x+44256*a*b^2*r*x^2+90152*a*b*c^4+91920*a*b*c^3*g+186040*a*b*c^ 3*p+89704*a*b*c^3*q+186040*a*b*c^3*r-333872*a*b*c^3*x+28426*a*b*c^2*g^2+146966* a*b*c^2*g*p+64726*a*b*c^2*g*q+146966*a*b*c^2*g*r-250112*a*b*c^2*g*x+152970*a*b* c^2*p^2+136728*a*b*c^2*p*q+305940*a*b*c^2*p*r-580476*a*b*c^2*p*x+28298*a*b*c^2* q^2+136728*a*b*c^2*q*r-343492*a*b*c^2*q*x+152970*a*b*c^2*r^2-535936*a*b*c^2*r*x +296712*a*b*c^2*x^2+2554*a*b*c*g^3+31881*a*b*c*g^2*p+11873*a*b*c*g^2*q+31881*a* b*c*g^2*r-49412*a*b*c*g^2*x+84683*a*b*c*g*p^2+65048*a*b*c*g*p*q+169366*a*b*c*g* p*r-295222*a*b*c*g*p*x+12327*a*b*c*g*q^2+65048*a*b*c*g*q*r-170738*a*b*c*g*q*x+ 84683*a*b*c*g*r^2-263260*a*b*c*g*r*x+136436*a*b*c*g*x^2+56180*a*b*c*p^3+79964*a *b*c*p^2*q+168540*a*b*c*p^2*r-316296*a*b*c*p^2*x+26808*a*b*c*p*q^2+159928*a*b*c *p*q*r-425032*a*b*c*p*q*x+168540*a*b*c*p*r^2-640944*a*b*c*p*r*x+276008*a*b*c*p* x^2+3024*a*b*c*q^3+26808*a*b*c*q^2*r-108736*a*b*c*q^2*x+79964*a*b*c*q*r^2-\ 345840*a*b*c*q*r*x+276008*a*b*c*q*x^2+56180*a*b*c*r^3-324648*a*b*c*r^2*x+301128 *a*b*c*r*x^2+26*a*b*g^4+1480*a*b*g^3*p+448*a*b*g^3*q+1480*a*b*g^3*r-2064*a*b*g^ 3*x+10248*a*b*g^2*p^2+5188*a*b*g^2*p*q+20496*a*b*g^2*p*r-29538*a*b*g^2*p*x+1010 *a*b*g^2*q^2+5188*a*b*g^2*q*r-17398*a*b*g^2*q*x+10248*a*b*g^2*r^2-23468*a*b*g^2 *r*x+11552*a*b*g^2*x^2+16303*a*b*g*p^3+20349*a*b*g*p^2*q+48909*a*b*g*p^2*r-\ 82266*a*b*g*p^2*x+4617*a*b*g*p*q^2+40698*a*b*g*p*q*r-108224*a*b*g*p*q*x+48909*a *b*g*p*r^2-167712*a*b*g*p*r*x+64258*a*b*g*p*x^2+571*a*b*g*q^3+4617*a*b*g*q^2*r-\ 25958*a*b*g*q^2*x+20349*a*b*g*q*r^2-79388*a*b*g*q*r*x+64258*a*b*g*q*x^2+16303*a *b*g*r^3-85446*a*b*g*r^2*x+63886*a*b*g*r*x^2+7532*a*b*p^4+15842*a*b*p^3*q+30128 *a*b*p^3*r-54980*a*b*p^3*x+9168*a*b*p^2*q^2+47526*a*b*p^2*q*r-119972*a*b*p^2*q* x+45192*a*b*p^2*r^2-175604*a*b*p^2*r*x+64038*a*b*p^2*x^2+938*a*b*p*q^3+18336*a* b*p*q^2*r-75004*a*b*p*q^2*x+47526*a*b*p*q*r^2-226276*a*b*p*q*r*x+128076*a*b*p*q *x^2+30128*a*b*p*r^3-186268*a*b*p*r^2*x+141380*a*b*p*r*x^2+80*a*b*q^4+938*a*b*q ^3*r-10012*a*b*q^3*x+9168*a*b*q^2*r^2-50672*a*b*q^2*r*x+64038*a*b*q^2*x^2+15842 *a*b*q*r^3-106304*a*b*q*r^2*x+141380*a*b*q*r*x^2+7532*a*b*r^4-65644*a*b*r^3*x+ 93354*a*b*r^2*x^2+38784*a*c^5+54908*a*c^4*g+98608*a*c^4*p+51488*a*c^4*q+98608*a *c^4*r-190632*a*c^4*x+27056*a*c^3*g^2+114704*a*c^3*g*p+56720*a*c^3*g*q+114704*a *c^3*g*r-216776*a*c^3*g*x+109080*a*c^3*p^2+103164*a*c^3*p*q+218160*a*c^3*p*r-\ 451772*a*c^3*p*x+23972*a*c^3*q^2+103164*a*c^3*q*r-263708*a*c^3*q*x+109080*a*c^3 *r^2-407148*a*c^3*r*x+257920*a*c^3*x^2+5271*a*c^2*g^3+44246*a*c^2*g^2*p+19866*a *c^2*g^2*q+44246*a*c^2*g^2*r-80282*a*c^2*g^2*x+98451*a*c^2*g*p^2+86122*a*c^2*g* p*q+196902*a*c^2*g*p*r-390998*a*c^2*g*p*x+18851*a*c^2*g*q^2+86122*a*c^2*g*q*r-\ 223182*a*c^2*g*q*x+98451*a*c^2*g*r^2-345674*a*c^2*g*r*x+210256*a*c^2*g*x^2+ 60744*a*c^2*p^3+90674*a*c^2*p^2*q+182232*a*c^2*p^2*r-371764*a*c^2*p^2*x+34480*a *c^2*p*q^2+181348*a*c^2*p*q*r-500144*a*c^2*p*q*x+182232*a*c^2*p*r^2-740154*a*c^ 2*p*r*x+357252*a*c^2*p*x^2+4550*a*c^2*q^3+34480*a*c^2*q^2*r-128380*a*c^2*q^2*x+ 90674*a*c^2*q*r^2-408778*a*c^2*q*r*x+357252*a*c^2*q*x^2+60744*a*c^2*r^3-368390* a*c^2*r^2*x+401164*a*c^2*r*x^2+313*a*c*g^4+6159*a*c*g^3*p+2303*a*c*g^3*q+6159*a *c*g^3*r-10416*a*c*g^3*x+27085*a*c*g^2*p^2+19935*a*c*g^2*p*q+54170*a*c*g^2*p*r-\ 98688*a*c*g^2*p*x+4046*a*c*g^2*q^2+19935*a*c*g^2*q*r-54856*a*c*g^2*q*x+27085*a* c*g^2*r^2-83348*a*c*g^2*r*x+48040*a*c*g^2*x^2+37625*a*c*g*p^3+52662*a*c*g*p^2*q +112875*a*c*g*p^2*r-217372*a*c*g*p^2*x+17207*a*c*g*p*q^2+105324*a*c*g*p*q*r-\ 288044*a*c*g*p*q*x+112875*a*c*g*p*r^2-433389*a*c*g*p*r*x+195352*a*c*g*p*x^2+ 2170*a*c*g*q^3+17207*a*c*g*q^2*r-70672*a*c*g*q^2*x+52662*a*c*g*q*r^2-224893*a*c *g*q*r*x+195352*a*c*g*q*x^2+37625*a*c*g*r^3-216017*a*c*g*r^2*x+213584*a*c*g*r*x ^2+16358*a*c*p^4+35828*a*c*p^3*q+65432*a*c*p^3*r-129092*a*c*p^3*x+22884*a*c*p^2 *q^2+107484*a*c*p^2*q*r-283436*a*c*p^2*q*x+98148*a*c*p^2*r^2-405788*a*c*p^2*r*x +164550*a*c*p^2*x^2+3716*a*c*p*q^3+45768*a*c*p*q^2*r-179596*a*c*p*q^2*x+107484* a*c*p*q*r^2-534256*a*c*p*q*r*x+329100*a*c*p*q*x^2+65432*a*c*p*r^3-424300*a*c*p* r^2*x+371088*a*c*p*r*x^2+302*a*c*q^4+3716*a*c*q^3*r-25252*a*c*q^3*x+22884*a*c*q ^2*r^2-128468*a*c*q^2*r*x+164550*a*c*q^2*x^2+35828*a*c*q*r^3-250820*a*c*q*r^2*x +371088*a*c*q*r*x^2+16358*a*c*r^4-147604*a*c*r^3*x+238630*a*c*r^2*x^2+a*g^5+193 *a*g^4*p+57*a*g^4*q+193*a*g^4*r-320*a*g^4*x+2190*a*g^3*p^2+991*a*g^3*p*q+4380*a *g^3*p*r-6498*a*g^3*p*x+214*a*g^3*q^2+991*a*g^3*q*r-3672*a*g^3*q*x+2190*a*g^3*r ^2-4735*a*g^3*r*x+2688*a*g^3*x^2+5482*a*g^2*p^3+6693*a*g^2*p^2*q+16446*a*g^2*p^ 2*r-28146*a*g^2*p^2*x+1419*a*g^2*p*q^2+13386*a*g^2*p*q*r-36488*a*g^2*p*q*x+ 16446*a*g^2*p*r^2-56463*a*g^2*p*r*x+22607*a*g^2*p*x^2+208*a*g^2*q^3+1419*a*g^2* q^2*r-8342*a*g^2*q^2*x+6693*a*g^2*q*r^2-25351*a*g^2*q*r*x+22607*a*g^2*q*x^2+ 5482*a*g^2*r^3-28317*a*g^2*r^2*x+22481*a*g^2*r*x^2+5175*a*g*p^4+10819*a*g*p^3*q +20700*a*g*p^3*r-38210*a*g*p^3*x+6174*a*g*p^2*q^2+32457*a*g*p^2*q*r-82922*a*g*p ^2*q*x+31050*a*g*p^2*r^2-121393*a*g*p^2*r*x+45265*a*g*p^2*x^2+591*a*g*p*q^3+ 12348*a*g*p*q^2*r-51214*a*g*p*q^2*x+32457*a*g*p*q*r^2-154718*a*g*p*q*r*x+90530* a*g*p*q*x^2+20700*a*g*p*r^3-128156*a*g*p*r^2*x+100138*a*g*p*r*x^2+61*a*g*q^4+ 591*a*g*q^3*r-6502*a*g*q^3*x+6174*a*g*q^2*r^2-33325*a*g*q^2*r*x+45265*a*g*q^2*x ^2+10819*a*g*q*r^3-71796*a*g*q*r^2*x+100138*a*g*q*r*x^2+5175*a*g*r^4-44973*a*g* r^3*x+66285*a*g*r^2*x^2+1677*a*p^5+5043*a*p^4*q+8385*a*p^4*r-16162*a*p^4*x+5071 *a*p^3*q^2+20172*a*p^3*q*r-50066*a*p^3*q*x+16770*a*p^3*r^2-69513*a*p^3*r*x+ 25202*a*p^3*x^2+1725*a*p^2*q^3+15213*a*p^2*q^2*r-53226*a*p^2*q^2*x+30258*a*p^2* q*r^2-151413*a*p^2*q*r*x+75606*a*p^2*q*x^2+16770*a*p^2*r^3-111567*a*p^2*r^2*x+ 85526*a*p^2*r*x^2+24*a*p*q^4+3450*a*p*q^3*r-20902*a*p*q^3*x+15213*a*p*q^2*r^2-\ 94287*a*p*q^2*r*x+75606*a*p*q^2*x^2+20172*a*p*q*r^3-152628*a*p*q*r^2*x+171052*a *p*q*r*x^2+8385*a*p*r^4-79243*a*p*r^3*x+108204*a*p*r^2*x^2+4*a*q^5+24*a*q^4*r-\ 1580*a*q^4*x+1725*a*q^3*r^2-12387*a*q^3*r*x+25202*a*q^3*x^2+5071*a*q^2*r^3-\ 41061*a*q^2*r^2*x+85526*a*q^2*r*x^2+5043*a*q*r^4-51281*a*q*r^3*x+108204*a*q*r^2 *x^2+1677*a*r^5-21027*a*r^4*x+47880*a*r^3*x^2+16*b^6+816*b^5*c+64*b^5*g+416*b^5 *p+56*b^5*q+416*b^5*r-448*b^5*x+8008*b^4*c^2+2624*b^4*c*g+8224*b^4*c*p+2272*b^4 *c*q+8224*b^4*c*r-11240*b^4*c*x+96*b^4*g^2+1376*b^4*g*p+256*b^4*g*q+1376*b^4*g* r-1504*b^4*g*x+2126*b^4*p^2+1228*b^4*p*q+4252*b^4*p*r-5860*b^4*p*x+68*b^4*q^2+ 1228*b^4*q*r-3928*b^4*q*x+2126*b^4*r^2-6106*b^4*r*x+1836*b^4*x^2+30176*b^3*c^3+ 20204*b^3*c^2*g+46408*b^3*c^2*p+17320*b^3*c^2*q+46408*b^3*c^2*r-73816*b^3*c^2*x +3144*b^3*c*g^2+21384*b^3*c*g*p+6424*b^3*c*g*q+21384*b^3*c*g*r-30136*b^3*c*g*x+ 24050*b^3*c*p^2+18808*b^3*c*p*q+48100*b^3*c*p*r-78784*b^3*c*p*x+2204*b^3*c*q^2+ 18808*b^3*c*q*r-50012*b^3*c*q*x+24050*b^3*c*r^2-80678*b^3*c*r*x+31496*b^3*c*x^2 +68*b^3*g^3+1716*b^3*g^2*p+370*b^3*g^2*q+1716*b^3*g^2*r-1968*b^3*g^2*x+5801*b^3 *g*p^2+3270*b^3*g*p*q+11602*b^3*g*p*r-16202*b^3*g*p*x+298*b^3*g*q^2+3270*b^3*g* q*r-10544*b^3*g*q*x+5801*b^3*g*r^2-15851*b^3*g*r*x+5382*b^3*g*x^2+4165*b^3*p^3+ 5367*b^3*p^2*q+12495*b^3*p^2*r-20562*b^3*p^2*x+1236*b^3*p*q^2+10734*b^3*p*q*r-\ 28094*b^3*p*q*x+12495*b^3*p*r^2-44051*b^3*p*r*x+14848*b^3*p*x^2+34*b^3*q^3+1236 *b^3*q^2*r-7532*b^3*q^2*x+5367*b^3*q*r^2-23633*b^3*q*r*x+14848*b^3*q*x^2+4165*b ^3*r^3-23489*b^3*r^2*x+14752*b^3*r*x^2+53824*b^2*c^4+56284*b^2*c^3*g+110360*b^2 *c^3*p+47680*b^2*c^3*q+110360*b^2*c^3*r-193736*b^2*c^3*x+18082*b^2*c^2*g^2+ 88984*b^2*c^2*g*p+34392*b^2*c^2*g*q+88984*b^2*c^2*g*r-147000*b^2*c^2*g*x+86396* b^2*c^2*p^2+76552*b^2*c^2*p*q+172792*b^2*c^2*p*r-316276*b^2*c^2*p*x+12426*b^2*c ^2*q^2+76552*b^2*c^2*q*r-197784*b^2*c^2*q*x+86396*b^2*c^2*r^2-315022*b^2*c^2*r* x+148356*b^2*c^2*x^2+1744*b^2*c*g^3+19932*b^2*c*g^2*p+6236*b^2*c*g^2*q+19932*b^ 2*c*g^2*r-29506*b^2*c*g^2*x+48009*b^2*c*g*p^2+37040*b^2*c*g*p*q+96018*b^2*c*g*p *r-161884*b^2*c*g*p*x+5012*b^2*c*g*q^2+37040*b^2*c*g*q*r-99642*b^2*c*g*q*x+ 48009*b^2*c*g*r^2-158555*b^2*c*g*r*x+68218*b^2*c*g*x^2+30042*b^2*c*p^3+43262*b^ 2*c*p^2*q+90126*b^2*c*p^2*r-165780*b^2*c*p^2*x+14108*b^2*c*p*q^2+86524*b^2*c*p* q*r-227780*b^2*c*p*q*x+90126*b^2*c*p*r^2-346760*b^2*c*p*r*x+138004*b^2*c*p*x^2+ 888*b^2*c*q^3+14108*b^2*c*q^2*r-62000*b^2*c*q^2*x+43262*b^2*c*q*r^2-199208*b^2* c*q*r*x+138004*b^2*c*q*x^2+30042*b^2*c*r^3-180980*b^2*c*r^2*x+150564*b^2*c*r*x^ 2+23*b^2*g^4+1008*b^2*g^3*p+226*b^2*g^3*q+1008*b^2*g^3*r-1256*b^2*g^3*x+5765*b^ 2*g^2*p^2+3098*b^2*g^2*p*q+11530*b^2*g^2*p*r-16404*b^2*g^2*p*x+368*b^2*g^2*q^2+ 3098*b^2*g^2*q*r-10334*b^2*g^2*q*x+5765*b^2*g^2*r^2-15005*b^2*g^2*r*x+5776*b^2* g^2*x^2+8629*b^2*g*p^3+10971*b^2*g*p^2*q+25887*b^2*g*p^2*r-43156*b^2*g*p^2*x+ 2469*b^2*g*p*q^2+21942*b^2*g*p*q*r-58158*b^2*g*p*q*x+25887*b^2*g*p*r^2-90953*b^ 2*g*p*r*x+32129*b^2*g*p*x^2+127*b^2*g*q^3+2469*b^2*g*q^2*r-15002*b^2*g*q^2*x+ 10971*b^2*g*q*r^2-46791*b^2*g*q*r*x+32129*b^2*g*q*x^2+8629*b^2*g*r^3-47797*b^2* g*r^2*x+31943*b^2*g*r*x^2+3862*b^2*p^4+8175*b^2*p^3*q+15448*b^2*p^3*r-28116*b^2 *p^3*x+4770*b^2*p^2*q^2+24525*b^2*p^2*q*r-61864*b^2*p^2*q*x+23172*b^2*p^2*r^2-\ 90840*b^2*p^2*r*x+32019*b^2*p^2*x^2+463*b^2*p*q^3+9540*b^2*p*q^2*r-39380*b^2*p* q^2*x+24525*b^2*p*q*r^2-119214*b^2*p*q*r*x+64038*b^2*p*q*x^2+15448*b^2*p*r^3-\ 97332*b^2*p*r^2*x+70690*b^2*p*r*x^2+6*b^2*q^4+463*b^2*q^3*r-5632*b^2*q^3*x+4770 *b^2*q^2*r^2-28374*b^2*q^2*r*x+32019*b^2*q^2*x^2+8175*b^2*q*r^3-57350*b^2*q*r^2 *x+70690*b^2*q*r*x^2+3862*b^2*r^4-34608*b^2*r^3*x+46677*b^2*r^2*x^2+45808*b*c^5 +66036*b*c^4*g+117296*b*c^4*p+55184*b*c^4*q+117296*b*c^4*r-220520*b*c^4*x+33404 *b*c^3*g^2+138588*b*c^3*g*p+61116*b*c^3*g*q+138588*b*c^3*g*r-253336*b*c^3*g*x+ 123808*b*c^3*p^2+116244*b*c^3*p*q+247616*b*c^3*p*r-490500*b*c^3*p*x+22324*b*c^3 *q^2+116244*b*c^3*q*r-302436*b*c^3*q*x+123808*b*c^3*r^2-475348*b*c^3*r*x+257920 *b*c^3*x^2+6793*b*c^2*g^3+54666*b*c^2*g^2*p+21474*b*c^2*g^2*q+54666*b*c^2*g^2*r -95018*b*c^2*g^2*x+112439*b*c^2*g*p^2+98334*b*c^2*g*p*q+224878*b*c^2*g*p*r-\ 426478*b*c^2*g*p*x+17075*b*c^2*g*q^2+98334*b*c^2*g*q*r-258662*b*c^2*g*q*x+ 112439*b*c^2*g*r^2-409442*b*c^2*g*r*x+210256*b*c^2*g*x^2+65282*b*c^2*p^3+98560* b*c^2*p^2*q+195846*b*c^2*p^2*r-389040*b*c^2*p^2*x+36638*b*c^2*p*q^2+197120*b*c^ 2*p*q*r-534696*b*c^2*p*q*x+195846*b*c^2*p*r^2-798718*b*c^2*p*r*x+357252*b*c^2*p *x^2+3360*b*c^2*q^3+36638*b*c^2*q^2*r-145656*b*c^2*q^2*x+98560*b*c^2*q*r^2-\ 467342*b*c^2*q*r*x+357252*b*c^2*q*x^2+65282*b*c^2*r^3-409678*b*c^2*r^2*x+401164 *b*c^2*r*x^2+443*b*c*g^4+7906*b*c*g^3*p+2474*b*c*g^3*q+7906*b*c*g^3*r-12524*b*c *g^3*x+30997*b*c*g^2*p^2+23275*b*c*g^2*p*q+61994*b*c*g^2*p*r-108262*b*c*g^2*p*x +3474*b*c*g^2*q^2+23275*b*c*g^2*q*r-64430*b*c*g^2*q*x+30997*b*c*g^2*r^2-101210* b*c*g^2*r*x+48040*b*c*g^2*x^2+40376*b*c*g*p^3+57403*b*c*g*p^2*q+121128*b*c*g*p^ 2*r-227746*b*c*g*p^2*x+18436*b*c*g*p*q^2+114806*b*c*g*p*q*r-308792*b*c*g*p*q*x+ 121128*b*c*g*p*r^2-469127*b*c*g*p*r*x+195352*b*c*g*p*x^2+1409*b*c*g*q^3+18436*b *c*g*q^2*r-81046*b*c*g*q^2*x+57403*b*c*g*q*r^2-260631*b*c*g*q*r*x+195352*b*c*g* q*x^2+40376*b*c*g*r^3-241381*b*c*g*r^2*x+213584*b*c*g*r*x^2+16866*b*c*p^4+37184 *b*c*p^3*q+67464*b*c*p^3*r-132088*b*c*p^3*x+23904*b*c*p^2*q^2+111552*b*c*p^2*q* r-292424*b*c*p^2*q*x+101196*b*c*p^2*r^2-420296*b*c*p^2*r*x+164550*b*c*p^2*x^2+ 3720*b*c*p*q^3+47808*b*c*p*q^2*r-188584*b*c*p*q^2*x+111552*b*c*p*q*r^2-563272*b *c*p*q*r*x+329100*b*c*p*q*x^2+67464*b*c*p*r^3-444328*b*c*p*r^2*x+371088*b*c*p*r *x^2+134*b*c*q^4+3720*b*c*q^3*r-28248*b*c*q^3*x+23904*b*c*q^2*r^2-142976*b*c*q^ 2*r*x+164550*b*c*q^2*x^2+37184*b*c*q*r^3-270848*b*c*q*r^2*x+371088*b*c*q*r*x^2+ 16866*b*c*r^4-156120*b*c*r^3*x+238630*b*c*r^2*x^2+3*b*g^5+279*b*g^4*p+59*b*g^4* q+279*b*g^4*r-392*b*g^4*x+2478*b*g^3*p^2+1235*b*g^3*p*q+4956*b*g^3*p*r-7216*b*g ^3*p*x+170*b*g^3*q^2+1235*b*g^3*q*r-4390*b*g^3*q*x+2478*b*g^3*r^2-6153*b*g^3*r* x+2688*b*g^3*x^2+5811*b*g^2*p^3+7260*b*g^2*p^2*q+17433*b*g^2*p^2*r-29498*b*g^2* p^2*x+1566*b*g^2*p*q^2+14520*b*g^2*p*q*r-39192*b*g^2*p*q*x+17433*b*g^2*p*r^2-\ 61175*b*g^2*p*r*x+22607*b*g^2*p*x^2+117*b*g^2*q^3+1566*b*g^2*q^2*r-9694*b*g^2*q ^2*x+7260*b*g^2*q*r^2-30063*b*g^2*q*r*x+22607*b*g^2*q*x^2+5811*b*g^2*r^3-31677* b*g^2*r^2*x+22481*b*g^2*r*x^2+5305*b*g*p^4+11165*b*g*p^3*q+21220*b*g*p^3*r-\ 39056*b*g*p^3*x+6432*b*g*p^2*q^2+33495*b*g*p^2*q*r-85460*b*g*p^2*q*x+31830*b*g* p^2*r^2-125523*b*g*p^2*r*x+45265*b*g*p^2*x^2+589*b*g*p*q^3+12864*b*g*p*q^2*r-\ 53752*b*g*p*q^2*x+33495*b*g*p*q*r^2-162978*b*g*p*q*r*x+90530*b*g*p*q*x^2+21220* b*g*p*r^3-133878*b*g*p*r^2*x+100138*b*g*p*r*x^2+17*b*g*q^4+589*b*g*q^3*r-7348*b *g*q^3*x+6432*b*g*q^2*r^2-37455*b*g*q^2*r*x+45265*b*g*q^2*x^2+11165*b*g*q*r^3-\ 77518*b*g*q*r^2*x+100138*b*g*q*r*x^2+5305*b*g*r^4-47411*b*g*r^3*x+66285*b*g*r^2 *x^2+1689*b*p^5+5087*b*p^4*q+8445*b*p^4*r-16314*b*p^4*x+5127*b*p^3*q^2+20348*b* p^3*q*r-50674*b*p^3*q*x+16890*b*p^3*r^2-70433*b*p^3*r*x+25202*b*p^3*x^2+1749*b* p^2*q^3+15381*b*p^2*q^2*r-54138*b*p^2*q^2*x+30522*b*p^2*q*r^2-154173*b*p^2*q*r* x+75606*b*p^2*q*x^2+16890*b*p^2*r^3-113415*b*p^2*r^2*x+85526*b*p^2*r*x^2+20*b*p *q^4+3498*b*p*q^3*r-21510*b*p*q^3*x+15381*b*p*q^2*r^2-97047*b*p*q^2*r*x+75606*b *p*q^2*x^2+20348*b*p*q*r^3-156324*b*p*q*r^2*x+171052*b*p*q*r*x^2+8445*b*p*r^4-\ 80787*b*p*r^3*x+108204*b*p*r^2*x^2+20*b*q^4*r-1732*b*q^4*x+1749*b*q^3*r^2-13307 *b*q^3*r*x+25202*b*q^3*x^2+5127*b*q^2*r^3-42909*b*q^2*r^2*x+85526*b*q^2*r*x^2+ 5087*b*q*r^4-52825*b*q*r^3*x+108204*b*q*r^2*x^2+1689*b*r^5-21491*b*r^4*x+47880* b*r^3*x^2+14952*c^6+27716*c^5*g+45728*c^5*p+22832*c^5*q+45728*c^5*r-90576*c^5*x +19466*c^4*g^2+72220*c^4*g*p+34548*c^4*g*q+72220*c^4*g*r-141624*c^4*g*x+61306*c ^4*p^2+58908*c^4*p*q+122612*c^4*p*r-258016*c^4*p*x+12594*c^4*q^2+58908*c^4*q*r-\ 156240*c^4*q*x+61306*c^4*r^2-243024*c^4*r*x+148032*c^4*x^2+6315*c^3*g^3+41976*c ^3*g^2*p+18700*c^3*g^2*q+41976*c^3*g^2*r-80724*c^3*g^2*x+78923*c^3*g*p^2+72870* c^3*g*p*q+157846*c^3*g*p*r-324816*c^3*g*p*x+14639*c^3*g*q^2+72870*c^3*g*q*r-\ 194232*c^3*g*q*x+78923*c^3*g*r^2-304124*c^3*g*r*x+178952*c^3*g*x^2+43926*c^3*p^ 3+67238*c^3*p^2*q+131778*c^3*p^2*r-276212*c^3*p^2*x+26274*c^3*p*q^2+134476*c^3* p*q*r-377912*c^3*p*q*x+131778*c^3*p*r^2-558320*c^3*p*r*x+272360*c^3*p*x^2+2962* c^3*q^3+26274*c^3*q^2*r-101700*c^3*q^2*x+67238*c^3*q*r^2-324864*c^3*q*r*x+ 272360*c^3*q*x^2+43926*c^3*r^3-282108*c^3*r^2*x+309032*c^3*r*x^2+901*c^2*g^4+ 10791*c^2*g^3*p+4225*c^2*g^3*q+10791*c^2*g^3*r-19986*c^2*g^3*x+35569*c^2*g^2*p^ 2+30360*c^2*g^2*p*q+71138*c^2*g^2*p*r-140452*c^2*g^2*p*x+5547*c^2*g^2*q^2+30360 *c^2*g^2*q*r-82432*c^2*g^2*q*x+35569*c^2*g^2*r^2-129696*c^2*g^2*r*x+72640*c^2*g ^2*x^2+42989*c^2*g*p^3+63859*c^2*g*p^2*q+128967*c^2*g*p^2*r-262214*c^2*g*p^2*x+ 23229*c^2*g*p*q^2+127718*c^2*g*p*q*r-355668*c^2*g*p*q*x+128967*c^2*g*p*r^2-\ 530534*c^2*g*p*r*x+247604*c^2*g*p*x^2+2359*c^2*g*q^3+23229*c^2*g*q^2*r-93454*c^ 2*g*q^2*x+63859*c^2*g*q*r^2-300606*c^2*g*q*r*x+247604*c^2*g*q*x^2+42989*c^2*g*r ^3-268320*c^2*g*r^2*x+278508*c^2*g*r*x^2+17258*c^2*p^4+38522*c^2*p^3*q+69032*c^ 2*p^3*r-141444*c^2*p^3*x+25530*c^2*p^2*q^2+115566*c^2*p^2*q*r-313368*c^2*p^2*q* x+103548*c^2*p^2*r^2-445632*c^2*p^2*r*x+187460*c^2*p^2*x^2+4526*c^2*p*q^3+51060 *c^2*p*q^2*r-202404*c^2*p*q^2*x+115566*c^2*p*q*r^2-599712*c^2*p*q*r*x+374920*c^ 2*p*q*x^2+69032*c^2*p*r^3-466932*c^2*p*r^2*x+425924*c^2*p*r*x^2+260*c^2*q^4+ 4526*c^2*q^3*r-30480*c^2*q^3*x+25530*c^2*q^2*r^2-154080*c^2*q^2*r*x+187460*c^2* q^2*x^2+38522*c^2*q*r^3-286344*c^2*q*r^2*x+425924*c^2*q*r*x^2+17258*c^2*r^4-\ 162744*c^2*r^3*x+270760*c^2*r^2*x^2+40*c*g^5+1129*c*g^4*p+339*c*g^4*q+1129*c*g^ 4*r-1950*c*g^4*x+6497*c*g^3*p^2+4676*c*g^3*p*q+12994*c*g^3*p*r-23606*c*g^3*p*x+ 740*c*g^3*q^2+4676*c*g^3*q*r-13556*c*g^3*q*x+6497*c*g^3*r^2-21045*c*g^3*r*x+ 11002*c*g^3*x^2+13261*c*g^2*p^3+18516*c*g^2*p^2*q+39783*c*g^2*p^2*r-76454*c*g^2 *p^2*x+5772*c*g^2*p*q^2+37032*c*g^2*p*q*r-102260*c*g^2*p*q*x+39783*c*g^2*p*r^2-\ 155105*c*g^2*p*r*x+67428*c*g^2*p*x^2+517*c*g^2*q^3+5772*c*g^2*q^2*r-25806*c*g^2 *q^2*x+18516*c*g^2*q*r^2-83017*c*g^2*q*r*x+67428*c*g^2*q*x^2+13261*c*g^2*r^3-\ 78651*c*g^2*r^2*x+73796*c*g^2*r*x^2+11359*c*g*p^4+24817*c*g*p^3*q+45436*c*g*p^3 *r-89938*c*g*p^3*x+15663*c*g*p^2*q^2+74451*c*g*p^2*q*r-197944*c*g*p^2*q*x+68154 *c*g*p^2*r^2-284638*c*g*p^2*r*x+113908*c*g*p^2*x^2+2311*c*g*p*q^3+31326*c*g*p*q ^2*r-126074*c*g*p*q^2*x+74451*c*g*p*q*r^2-377156*c*g*p*q*r*x+227816*c*g*p*q*x^2 +45436*c*g*p*r^3-299462*c*g*p*r^2*x+257264*c*g*p*r*x^2+106*c*g*q^4+2311*c*g*q^3 *r-18068*c*g*q^3*x+15663*c*g*q^2*r^2-92518*c*g*q^2*r*x+113908*c*g*q^2*x^2+24817 *c*g*q*r^3-179212*c*g*q*r^2*x+257264*c*g*q*r*x^2+11359*c*g*r^4-104762*c*g*r^3*x +165800*c*g*r^2*x^2+3480*c*p^5+10598*c*p^4*q+17400*c*p^4*r-34988*c*p^4*x+10918* c*p^3*q^2+42392*c*p^3*q*r-108984*c*p^3*q*x+34800*c*p^3*r^2-149946*c*p^3*r*x+ 57206*c*p^3*x^2+3966*c*p^2*q^3+32754*c*p^2*q^2*r-117024*c*p^2*q^2*x+63588*c*p^2 *q*r^2-330294*c*p^2*q*r*x+171618*c*p^2*q*x^2+34800*c*p^2*r^3-239910*c*p^2*r^2*x +195028*c*p^2*r*x^2+170*c*p*q^4+7932*c*p*q^3*r-47048*c*p*q^3*x+32754*c*p*q^2*r^ 2-210750*c*p*q^2*r*x+171618*c*p*q^2*x^2+42392*c*p*q*r^3-333636*c*p*q*r^2*x+ 390056*c*p*q*r*x^2+17400*c*p*r^4-169934*c*p*r^3*x+243930*c*p*r^2*x^2+4*c*q^5+ 170*c*q^4*r-4020*c*q^4*x+3966*c*q^3*r^2-30402*c*q^3*r*x+57206*c*q^3*x^2+10918*c *q^2*r^3-93726*c*q^2*r^2*x+195028*c*q^2*r*x^2+10598*c*q*r^4-112326*c*q*r^3*x+ 243930*c*q*r^2*x^2+3480*c*r^5-44982*c*r^4*x+106108*c*r^3*x^2+29*g^5*p+5*g^5*q+ 29*g^5*r-48*g^5*x+390*g^4*p^2+175*g^4*p*q+780*g^4*p*r-1166*g^4*p*x+26*g^4*q^2+ 175*g^4*q*r-684*g^4*q*x+390*g^4*r^2-925*g^4*r*x+458*g^4*x^2+1276*g^3*p^3+1561*g ^3*p^2*q+3828*g^3*p^2*r-6574*g^3*p^2*x+315*g^3*p*q^2+3122*g^3*p*q*r-8612*g^3*p* q*x+3828*g^3*p*r^2-13429*g^3*p*r*x+5174*g^3*p*x^2+30*g^3*q^3+315*g^3*q^2*r-2038 *g^3*q^2*x+1561*g^3*q*r^2-6289*g^3*q*r*x+5174*g^3*q*x^2+1276*g^3*r^3-6855*g^3*r ^2*x+5144*g^3*r*x^2+1785*g^2*p^4+3729*g^2*p^3*q+7140*g^2*p^3*r-13258*g^2*p^3*x+ 2112*g^2*p^2*q^2+11187*g^2*p^2*q*r-28848*g^2*p^2*q*x+10710*g^2*p^2*r^2-42405*g^ 2*p^2*r*x+15607*g^2*p^2*x^2+177*g^2*p*q^3+4224*g^2*p*q^2*r-17922*g^2*p*q^2*x+ 11187*g^2*p*q*r^2-54426*g^2*p*q*r*x+31214*g^2*p*q*x^2+7140*g^2*p*r^3-45036*g^2* p*r^2*x+34569*g^2*p*r*x^2+9*g^2*q^4+177*g^2*q^3*r-2332*g^2*q^3*x+2112*g^2*q^2*r ^2-12021*g^2*q^2*r*x+15607*g^2*q^2*x^2+3729*g^2*q*r^3-25578*g^2*q*r^2*x+34569*g ^2*q*r*x^2+1785*g^2*r^4-15889*g^2*r^3*x+22950*g^2*r^2*x^2+1150*g*p^5+3450*g*p^4 *q+5750*g*p^4*r-11166*g*p^4*x+3450*g*p^3*q^2+13800*g*p^3*q*r-34596*g*p^3*q*x+ 11500*g*p^3*r^2-48155*g*p^3*r*x+17422*g*p^3*x^2+1150*g*p^2*q^3+10350*g*p^2*q^2* r-36792*g*p^2*q^2*x+20700*g*p^2*q*r^2-104979*g*p^2*q*r*x+52266*g*p^2*q*x^2+ 11500*g*p^2*r^3-77469*g*p^2*r^2*x+59201*g*p^2*r*x^2+2300*g*p*q^3*r-14460*g*p*q^ 3*x+10350*g*p*q^2*r^2-65493*g*p*q^2*r*x+52266*g*p*q^2*x^2+13800*g*p*q*r^3-\ 106170*g*p*q*r^2*x+118402*g*p*q*r*x^2+5750*g*p*r^4-55137*g*p*r^3*x+75048*g*p*r^ 2*x^2-1098*g*q^4*x+1150*g*q^3*r^2-8669*g*q^3*r*x+17422*g*q^3*x^2+3450*g*q^2*r^3 -28701*g*q^2*r^2*x+59201*g*q^2*r*x^2+3450*g*q*r^4-35787*g*q*r^3*x+75048*g*q*r^2 *x^2+1150*g*r^5-14657*g*r^4*x+33269*g*r^3*x^2+280*p^6+1105*p^5*q+1680*p^5*r-\ 3364*p^5*x+1620*p^4*q^2+5525*p^4*q*r-13624*p^4*q*x+4200*p^4*r^2-18166*p^4*r*x+ 6531*p^4*x^2+1030*p^3*q^3+6480*p^3*q^2*r-20856*p^3*q^2*x+11050*p^3*q*r^2-56598* p^3*q*r*x+26124*p^3*q*x^2+5600*p^3*r^3-39024*p^3*r^2*x+29662*p^3*r*x^2+220*p^2* q^4+3090*p^2*q^3*r-14464*p^2*q^3*x+9720*p^2*q^2*r^2-60798*p^2*q^2*r*x+39186*p^2 *q^2*x^2+11050*p^2*q*r^3-88050*p^2*q*r^2*x+88986*p^2*q*r*x^2+4200*p^2*r^4-41716 *p^2*r^3*x+54688*p^2*r^2*x^2-15*p*q^5+440*p*q^4*r-4036*p*q^4*x+3090*p*q^3*r^2-\ 24466*p*q^3*r*x+26124*p*q^3*x^2+6480*p*q^2*r^3-59028*p*q^2*r^2*x+88986*p*q^2*r* x^2+5525*p*q*r^4-60802*p*q*r^3*x+109376*p*q*r^2*x^2+1680*p*r^5-22204*p*r^4*x+ 46514*p*r^3*x^2-15*q^5*r-168*q^5*x+220*q^4*r^2-2100*q^4*r*x+6531*q^4*x^2+1030*q ^3*r^3-10002*q^3*r^2*x+29662*q^3*r*x^2+1620*q^2*r^4-19086*q^2*r^3*x+54688*q^2*r ^2*x^2+1105*q*r^5-15726*q*r^4*x+46514*q*r^3*x^2+280*r^6-4710*r^5*x+14957*r^4*x^ 2+48*a^5+384*a^4*b+2096*a^4*c+216*a^4*g+442*a^4*p+688*a^4*q+442*a^4*r-1056*a^4* x+1088*a^3*b^2+11060*a^3*b*c+1200*a^3*b*g+4500*a^3*b*p+3060*a^3*b*q+4500*a^3*b* r-5784*a^3*b*x+18608*a^3*c^2+6570*a^3*c*g+15806*a^3*c*p+10760*a^3*c*q+15806*a^3 *c*r-22936*a^3*c*x+316*a^3*g^2+2269*a^3*g*p+1918*a^3*g*q+2269*a^3*g*r-3732*a^3* g*x+5625*a^3*p^2+3271*a^3*p*q+11250*a^3*p*r-15508*a^3*p*x+1340*a^3*q^2+3271*a^3 *q*r-8312*a^3*q*x+5625*a^3*r^2-8590*a^3*r*x+6356*a^3*x^2+1440*a^2*b^3+21276*a^2 *b^2*c+2464*a^2*b^2*g+10468*a^2*b^2*p+4672*a^2*b^2*q+10468*a^2*b^2*r-11016*a^2* b^2*x+69220*a^2*b*c^2+25296*a^2*b*c*g+68356*a^2*b*c*p+34538*a^2*b*c*q+68356*a^2 *b*c*r-85928*a^2*b*c*x+1288*a^2*b*g^2+12035*a^2*b*g*p+6026*a^2*b*g*q+12035*a^2* b*g*r-14496*a^2*b*g*x+20941*a^2*b*p^2+13485*a^2*b*p*q+41882*a^2*b*p*r-52400*a^2 *b*p*x+3626*a^2*b*q^2+13485*a^2*b*q*r-30812*a^2*b*q*x+20941*a^2*b*r^2-38094*a^2 *b*r*x+19068*a^2*b*x^2+60588*a^2*c^3+41932*a^2*c^2*g+87572*a^2*c^2*p+49342*a^2* c^2*q+87572*a^2*c^2*r-124672*a^2*c^2*x+7173*a^2*c*g^2+40461*a^2*c*g*p+21992*a^2 *c*g*q+40461*a^2*c*g*r-56252*a^2*c*g*x+52510*a^2*c*p^2+42268*a^2*c*p*q+105020*a ^2*c*p*r-156696*a^2*c*p*x+11644*a^2*c*q^2+42268*a^2*c*q*r-87804*a^2*c*q*x+52510 *a^2*c*r^2-119766*a^2*c*r*x+67236*a^2*c*x^2+202*a^2*g^3+3220*a^2*g^2*p+1821*a^2 *g^2*q+3220*a^2*g^2*r-4650*a^2*g^2*x+13508*a^2*g*p^2+7986*a^2*g*p*q+27016*a^2*g *p*r-35844*a^2*g*p*x+2482*a^2*g*q^2+7986*a^2*g*q*r-20208*a^2*g*q*x+13508*a^2*g* r^2-23468*a^2*g*r*x+13818*a^2*g*x^2+10824*a^2*p^3+13641*a^2*p^2*q+32472*a^2*p^2 *r-45054*a^2*p^2*x+3559*a^2*p*q^2+27282*a^2*p*q*r-59306*a^2*p*q*x+32472*a^2*p*r ^2-85519*a^2*p*r*x+31558*a^2*p*x^2+742*a^2*q^3+3559*a^2*q^2*r-14252*a^2*q^2*x+ 13641*a^2*q*r^2-38705*a^2*q*r*x+31558*a^2*q*x^2+10824*a^2*r^3-40465*a^2*r^2*x+ 30898*a^2*r*x^2+912*a*b^4+17756*a*b^3*c+2192*a*b^3*g+9204*a*b^3*p+2916*a*b^3*q+ 9204*a*b^3*r-8904*a*b^3*x+85016*a*b^2*c^2+32354*a*b^2*c*g+87982*a*b^2*c*p+35484 *a*b^2*c*q+87982*a*b^2*c*r-103048*a*b^2*c*x+1796*a*b^2*g^2+16917*a*b^2*g*p+5952 *a*b^2*g*q+16917*a*b^2*g*r-17796*a*b^2*g*x+24633*a*b^2*p^2+16409*a*b^2*p*q+ 49266*a*b^2*p*r-58276*a*b^2*p*x+2858*a*b^2*q^2+16409*a*b^2*q*r-36688*a*b^2*q*x+ 24633*a*b^2*r^2-50418*a*b^2*r*x+19068*a*b^2*x^2+145960*a*b*c^3+103600*a*b*c^2*g +223314*a*b*c^2*p+104822*a*b*c^2*q+223314*a*b*c^2*r-296712*a*b*c^2*x+18482*a*b* c*g^2+108401*a*b*c*g*p+46159*a*b*c*g*q+108401*a*b*c*g*r-136436*a*b*c*g*x+124510 *a*b*c*p^2+101468*a*b*c*p*q+249020*a*b*c*p*r-344900*a*b*c*p*x+20730*a*b*c*q^2+ 101468*a*b*c*q*r-207116*a*b*c*q*x+124510*a*b*c*r^2-301128*a*b*c*r*x+134472*a*b* c*x^2+580*a*b*g^3+9765*a*b*g^2*p+3695*a*b*g^2*q+9765*a*b*g^2*r-11552*a*b*g^2*x+ 32325*a*b*g*p^2+20488*a*b*g*p*q+64650*a*b*g*p*r-79894*a*b*g*p*x+4171*a*b*g*q^2+ 20488*a*b*g*q*r-48622*a*b*g*q*x+32325*a*b*g*r^2-63886*a*b*g*r*x+27636*a*b*g*x^2 +23506*a*b*p^3+30536*a*b*p^2*q+70518*a*b*p^2*r-94840*a*b*p^2*x+8052*a*b*p*q^2+ 61072*a*b*p*q*r-128076*a*b*p*q*x+70518*a*b*p*r^2-188194*a*b*p*r*x+63116*a*b*p*x ^2+1022*a*b*q^3+8052*a*b*q^2*r-33236*a*b*q^2*x+30536*a*b*q*r^2-94566*a*b*q*r*x+ 63116*a*b*q*x^2+23506*a*b*r^3-93354*a*b*r^2*x+61796*a*b*r*x^2+82332*a*c^4+88724 *a*c^3*g+164698*a*c^3*p+85402*a*c^3*q+164698*a*c^3*r-239352*a*c^3*x+30139*a*c^2 *g^2+136369*a*c^2*g*p+66605*a*c^2*g*q+136369*a*c^2*g*r-193976*a*c^2*g*x+138412* a*c^2*p^2+123142*a*c^2*p*q+276824*a*c^2*p*r-426764*a*c^2*p*x+28726*a*c^2*q^2+ 123142*a*c^2*q*r-250948*a*c^2*q*x+138412*a*c^2*r^2-366620*a*c^2*r*x+188080*a*c^ 2*x^2+3296*a*c*g^3+31907*a*c*g^2*p+14135*a*c*g^2*q+31907*a*c*g^2*r-43998*a*c*g^ 2*x+79935*a*c*g*p^2+63117*a*c*g*p*q+159870*a*c*g*p*r-233674*a*c*g*p*x+14080*a*c *g*q^2+63117*a*c*g*q*r-135414*a*c*g*q*x+79935*a*c*g*r^2-192634*a*c*g*r*x+95860* a*c*g*x^2+52576*a*c*p^3+73748*a*c*p^2*q+157728*a*c*p^2*r-235776*a*c*p^2*x+24588 *a*c*p*q^2+147496*a*c*p*q*r-317936*a*c*p*q*x+157728*a*c*p*r^2-460130*a*c*p*r*x+ 174916*a*c*p*x^2+3416*a*c*q^3+24588*a*c*q^2*r-82160*a*c*q^2*x+73748*a*c*q*r^2-\ 242330*a*c*q*r*x+174916*a*c*q*x^2+52576*a*c*r^3-224354*a*c*r^2*x+184660*a*c*r*x ^2+58*a*g^4+1764*a*g^3*p+701*a*g^3*q+1764*a*g^3*r-2440*a*g^3*x+10292*a*g^2*p^2+ 6032*a*g^2*p*q+20584*a*g^2*p*r-26750*a*g^2*p*x+1394*a*g^2*q^2+6032*a*g^2*q*r-\ 15694*a*g^2*q*x+10292*a*g^2*r^2-19662*a*g^2*r*x+9766*a*g^2*x^2+15825*a*g*p^3+ 20091*a*g*p^2*q+47475*a*g*p^2*r-65582*a*g*p^2*x+5033*a*g*p*q^2+40182*a*g*p*q*r-\ 87296*a*g*p*q*x+47475*a*g*p*r^2-127629*a*g*p*r*x+44948*a*g*p*x^2+767*a*g*q^3+ 5033*a*g*q^2*r-21714*a*g*q^2*x+20091*a*g*q*r^2-60937*a*g*q*r*x+44948*a*g*q*x^2+ 15825*a*g*r^3-62047*a*g*r^2*x+44072*a*g*r*x^2+7239*a*p^4+15131*a*p^3*q+28956*a* p^3*r-41320*a*p^3*x+8649*a*p^2*q^2+45393*a*p^2*q*r-90740*a*p^2*q*x+43434*a*p^2* r^2-129052*a*p^2*r*x+40582*a*p^2*x^2+861*a*p*q^3+17298*a*p*q^2*r-57520*a*p*q^2* x+45393*a*p*q*r^2-166148*a*p*q*r*x+81164*a*p*q*x^2+28956*a*p*r^3-134144*a*p*r^2 *x+86984*a*p*r*x^2+104*a*q^4+861*a*q^3*r-8100*a*q^3*x+8649*a*q^2*r^2-37096*a*q^ 2*r*x+40582*a*q^2*x^2+15131*a*q*r^3-75408*a*q*r^2*x+86984*a*q*r*x^2+7239*a*r^4-\ 46412*a*r^3*x+55678*a*r^2*x^2+224*b^5+5444*b^4*c+712*b^4*g+2794*b^4*p+616*b^4*q +2794*b^4*r-2616*b^4*x+34404*b^3*c^2+13628*b^3*c*g+35432*b^3*c*p+11706*b^3*c*q+ 35432*b^3*c*r-40056*b^3*c*x+824*b^3*g^2+7151*b^3*g*p+1844*b^3*g*q+7151*b^3*g*r-\ 7032*b^3*g*x+9317*b^3*p^2+6195*b^3*p*q+18634*b^3*p*r-21384*b^3*p*x+572*b^3*q^2+ 6195*b^3*q*r-14188*b^3*q*x+9317*b^3*r^2-20914*b^3*r*x+6356*b^3*x^2+87388*b^2*c^ 3+63876*b^2*c^2*g+134626*b^2*c^2*p+54364*b^2*c^2*q+134626*b^2*c^2*r-172040*b^2* c^2*x+11973*b^2*c*g^2+67386*b^2*c*g*p+23613*b^2*c*g*q+67386*b^2*c*g*r-80184*b^2 *c*g*x+71166*b^2*c*p^2+57532*b^2*c*p*q+142332*b^2*c*p*r-188204*b^2*c*p*x+8252*b ^2*c*q^2+57532*b^2*c*q*r-119312*b^2*c*q*x+71166*b^2*c*r^2-181362*b^2*c*r*x+ 67236*b^2*c*x^2+426*b^2*g^3+6491*b^2*g^2*p+1820*b^2*g^2*q+6491*b^2*g^2*r-6902*b ^2*g^2*x+18582*b^2*g*p^2+12032*b^2*g*p*q+37164*b^2*g*p*r-44050*b^2*g*p*x+1454*b ^2*g*q^2+12032*b^2*g*q*r-28414*b^2*g*q*x+18582*b^2*g*r^2-40418*b^2*g*r*x+13818* b^2*g*x^2+12610*b^2*p^3+16679*b^2*p^2*q+37830*b^2*p^2*r-49786*b^2*p^2*x+4277*b^ 2*p*q^2+33358*b^2*p*q*r-68770*b^2*p*q*x+37830*b^2*p*r^2-102675*b^2*p*r*x+31558* b^2*p*x^2+208*b^2*q^3+4277*b^2*q^2*r-18984*b^2*q^2*x+16679*b^2*q*r^2-55861*b^2* q*r*x+31558*b^2*q*x^2+12610*b^2*r^3-52889*b^2*r^2*x+30898*b^2*r*x^2+97276*b*c^4 +107004*b*c^3*g+198798*b*c^3*p+90030*b*c^3*q+198798*b*c^3*r-276488*b*c^3*x+ 37507*b*c^2*g^2+168253*b*c^2*g*p+70201*b*c^2*g*q+168253*b*c^2*g*r-226536*b*c^2* g*x+159056*b*c^2*p^2+140418*b*c^2*p*q+318112*b*c^2*p*r-463556*b*c^2*p*x+25358*b *c^2*q^2+140418*b*c^2*q*r-287740*b*c^2*q*x+159056*b*c^2*r^2-435708*b*c^2*r*x+ 188080*b*c^2*x^2+4350*b*c*g^3+40838*b*c*g^2*p+14778*b*c*g^2*q+40838*b*c*g^2*r-\ 52082*b*c*g^2*x+92617*b*c*g*p^2+73491*b*c*g*p*q+185234*b*c*g*p*r-255290*b*c*g*p *x+11772*b*c*g*q^2+73491*b*c*g*q*r-157030*b*c*g*q*x+92617*b*c*g*r^2-234534*b*c* g*r*x+95860*b*c*g*x^2+56834*b*c*p^3+81002*b*c*p^2*q+170502*b*c*p^2*r-246940*b*c *p^2*x+26322*b*c*p*q^2+162004*b*c*p*q*r-340264*b*c*p*q*x+170502*b*c*p*r^2-\ 499846*b*c*p*r*x+174916*b*c*p*x^2+2154*b*c*q^3+26322*b*c*q^2*r-93324*b*c*q^2*x+ 81002*b*c*q*r^2-282046*b*c*q*r*x+174916*b*c*q*x^2+56834*b*c*r^3-252906*b*c*r^2* x+184660*b*c*r*x^2+94*b*g^4+2473*b*g^3*p+710*b*g^3*q+2473*b*g^3*r-2936*b*g^3*x+ 11972*b*g^2*p^2+7384*b*g^2*p*q+23944*b*g^2*p*r-29520*b*g^2*p*x+1066*b*g^2*q^2+ 7384*b*g^2*q*r-18464*b*g^2*q*x+11972*b*g^2*r^2-25300*b*g^2*r*x+9766*b*g^2*x^2+ 17044*b*g*p^3+22156*b*g*p^2*q+51132*b*g*p^2*r-68816*b*g*p^2*x+5506*b*g*p*q^2+ 44312*b*g*p*q*r-93764*b*g*p*q*x+51132*b*g*p*r^2-139339*b*g*p*r*x+44948*b*g*p*x^ 2+394*b*g*q^3+5506*b*g*q^2*r-24948*b*g*q^2*x+22156*b*g*q*r^2-72647*b*g*q*r*x+ 44948*b*g*q*x^2+17044*b*g*r^3-70523*b*g*r^2*x+44072*b*g*r*x^2+7471*b*p^4+15747* b*p^3*q+29884*b*p^3*r-42304*b*p^3*x+9105*b*p^2*q^2+47241*b*p^2*q*r-93692*b*p^2* q*x+44826*b*p^2*r^2-133956*b*p^2*r*x+40582*b*p^2*x^2+853*b*p*q^3+18210*b*p*q^2* r-60472*b*p*q^2*x+47241*b*p*q*r^2-175956*b*p*q*r*x+81164*b*p*q*x^2+29884*b*p*r^ 3-141000*b*p*r^2*x+86984*b*p*r*x^2+24*b*q^4+853*b*q^3*r-9084*b*q^3*x+9105*b*q^2 *r^2-42000*b*q^2*r*x+40582*b*q^2*x^2+15747*b*q*r^3-82264*b*q*r^2*x+86984*b*q*r* x^2+7471*b*r^4-49348*b*r^3*x+55678*b*r^2*x^2+39456*c^5+58860*c^4*g+99788*c^4*p+ 48900*c^4*q+99788*c^4*r-148032*c^4*x+31352*c^3*g^2+121974*c^3*g*p+56682*c^3*g*q +121974*c^3*g*r-178952*c^3*g*x+107902*c^3*p^2+99076*c^3*p*q+215804*c^3*p*r-\ 338504*c^3*p*x+20646*c^3*q^2+99076*c^3*q*r-206216*c^3*q*x+107902*c^3*r^2-309032 *c^3*r*x+151056*c^3*x^2+6959*c^2*g^3+50506*c^2*g^2*p+21496*c^2*g^2*q+50506*c^2* g^2*r-72640*c^2*g^2*x+101333*c^2*g*p^2+87702*c^2*g*p*q+202666*c^2*g*p*r-309092* c^2*g*p*x+16953*c^2*g*q^2+87702*c^2*g*q*r-186116*c^2*g*q*x+101333*c^2*g*r^2-\ 278508*c^2*g*r*x+131424*c^2*g*x^2+58824*c^2*p^3+86178*c^2*p^2*q+176472*c^2*p^2* r-273276*c^2*p^2*x+30696*c^2*p*q^2+172356*c^2*p*q*r-374920*c^2*p*q*x+176472*c^2 *p*r^2-544036*c^2*p*r*x+209672*c^2*p*x^2+3342*c^2*q^3+30696*c^2*q^2*r-101644*c^ 2*q^2*x+86178*c^2*q*r^2-307812*c^2*q*r*x+209672*c^2*q*x^2+58824*c^2*r^3-270760* c^2*r^2*x+227376*c^2*r*x^2+545*c*g^4+7899*c*g^3*p+2874*c*g^3*q+7899*c*g^3*r-\ 11002*c*g^3*x+29234*c*g^2*p^2+22424*c*g^2*p*q+58468*c*g^2*p*r-84516*c*g^2*p*x+ 3910*c*g^2*q^2+22424*c*g^2*q*r-50340*c*g^2*q*x+29234*c*g^2*r^2-73796*c*g^2*r*x+ 33300*c*g^2*x^2+37544*c*g*p^3+52507*c*g*p^2*q+112632*c*g*p^2*r-167546*c*g*p^2*x +16572*c*g*p*q^2+105014*c*g*p*q*r-227816*c*g*p*q*x+112632*c*g*p*r^2-333346*c*g* p*r*x+122096*c*g*p*x^2+1609*c*g*q^3+16572*c*g*q^2*r-60270*c*g*q^2*x+52507*c*g*q *r^2-181182*c*g*q*r*x+122096*c*g*q*x^2+37544*c*g*r^3-165800*c*g*r^2*x+129136*c* g*r*x^2+15640*c*p^4+33756*c*p^3*q+62560*c*p^3*r-93936*c*p^3*x+20748*c*p^2*q^2+ 101268*c*p^2*q*r-208348*c*p^2*q*x+93840*c*p^2*r^2-293980*c*p^2*r*x+96800*c*p^2* x^2+2788*c*p*q^3+41496*c*p*q^2*r-134888*c*p*q^2*x+101268*c*p*q*r^2-390056*c*p*q *r*x+193600*c*p*q*x^2+62560*c*p*r^3-306152*c*p*r^2*x+211820*c*p*r*x^2+156*c*q^4 +2788*c*q^3*r-20476*c*q^3*x+20748*c*q^2*r^2-96076*c*q^2*r*x+96800*c*q^2*x^2+ 33756*c*q*r^3-181708*c*q*r^2*x+211820*c*q*r*x^2+15640*c*r^4-106108*c*r^3*x+ 133716*c*r^2*x^2+6*g^5+333*g^4*p+92*g^4*q+333*g^4*r-458*g^4*x+2500*g^3*p^2+1430 *g^3*p*q+5000*g^3*p*r-6446*g^3*p*x+232*g^3*q^2+1430*g^3*q*r-3902*g^3*q*x+2500*g ^3*r^2-5144*g^3*r*x+2244*g^3*x^2+5623*g^2*p^3+7140*g^2*p^2*q+16869*g^2*p^2*r-\ 23228*g^2*p^2*x+1677*g^2*p*q^2+14280*g^2*p*q*r-31214*g^2*p*q*x+16869*g^2*p*r^2-\ 46178*g^2*p*r*x+15602*g^2*p*x^2+160*g^2*q^3+1677*g^2*q^2*r-7986*g^2*q^2*x+7140* g^2*q*r^2-22960*g^2*q*r*x+15602*g^2*q*x^2+5623*g^2*r^3-22950*g^2*r^2*x+15296*g^ 2*r*x^2+5060*g*p^4+10565*g*p^3*q+20240*g*p^3*r-28998*g*p^3*x+5976*g*p^2*q^2+ 31695*g*p^2*q*r-63842*g*p^2*q*x+30360*g*p^2*r^2-91265*g*p^2*r*x+28294*g*p^2*x^2 +497*g*p*q^3+11952*g*p*q^2*r-40690*g*p*q^2*x+31695*g*p*q*r^2-118402*g*p*q*r*x+ 56588*g*p*q*x^2+20240*g*p*r^3-95536*g*p*r^2*x+60750*g*p*r*x^2+26*g*q^4+497*g*q^ 3*r-5846*g*q^3*x+5976*g*q^2*r^2-27137*g*q^2*r*x+28294*g*q^2*x^2+10565*g*q*r^3-\ 54560*g*q*r^2*x+60750*g*q*r*x^2+5060*g*r^4-33269*g*r^3*x+38996*g*r^2*x^2+1598*p ^5+4751*p^4*q+7990*p^4*r-11710*p^4*x+4665*p^3*q^2+19004*p^3*q*r-36482*p^3*q*x+ 15980*p^3*r^2-50087*p^3*r*x+14864*p^3*x^2+1469*p^2*q^3+13995*p^2*q^2*r-39186*p^ 2*q^2*x+28506*p^2*q*r^2-109411*p^2*q*r*x+44592*p^2*q*x^2+15980*p^2*r^3-80001*p^ 2*r^2*x+49168*p^2*r*x^2-43*p*q^4+2938*p*q^3*r-15766*p*q^3*x+13995*p*q^2*r^2-\ 68561*p*q^2*r*x+44592*p*q^2*x^2+19004*p*q*r^3-109376*p*q*r^2*x+98336*p*q*r*x^2+ 7990*p*r^4-56581*p*r^3*x+61148*p*r^2*x^2-43*q^4*r-1352*q^4*x+1469*q^3*r^2-9237* q^3*r*x+14864*q^3*x^2+4665*q^2*r^3-29375*q^2*r^2*x+49168*q^2*r*x^2+4751*q*r^4-\ 36447*q*r^3*x+61148*q*r^2*x^2+1598*r^5-14957*r^4*x+26844*r^3*x^2+480*a^4+2508*a ^3*b+9956*a^3*c+1446*a^3*g+3318*a^3*p+2944*a^3*q+3318*a^3*r-4632*a^3*x+4836*a^2 *b^2+36892*a^2*b*c+5540*a^2*b*g+16624*a^2*b*p+9054*a^2*b*q+16624*a^2*b*r-17344* a^2*b*x+53048*a^2*c^2+22050*a^2*c*g+47732*a^2*c*p+28330*a^2*c*q+47732*a^2*c*r-\ 56568*a^2*c*x+1489*a^2*g^2+9220*a^2*g*p+5774*a^2*g*q+9220*a^2*g*r-11396*a^2*g*x +14825*a^2*p^2+10089*a^2*p*q+29650*a^2*p*r-35212*a^2*p*x+3270*a^2*q^2+10089*a^2 *q*r-20520*a^2*q*x+14825*a^2*r^2-22954*a^2*r*x+11968*a^2*x^2+4068*a*b^3+45452*a *b^2*c+7190*a*b^2*g+22786*a*b^2*p+8768*a*b^2*q+22786*a*b^2*r-20792*a*b^2*x+ 127668*a*b*c^2+54594*a*b*c*g+127122*a*b*c*p+58230*a*b*c*q+127122*a*b*c*r-134472 *a*b*c*x+3896*a*b*g^2+27133*a*b*g*p+11497*a*b*g*q+27133*a*b*g*r-27636*a*b*g*x+ 36162*a*b*p^2+25510*a*b*p*q+72324*a*b*p*r-77808*a*b*p*x+5360*a*b*q^2+25510*a*b* q*r-48424*a*b*q*x+36162*a*b*r^2-61796*a*b*r*x+23936*a*b*x^2+101700*a*c^3+77152* a*c^2*g+148578*a*c^2*p+76818*a*c^2*q+148578*a*c^2*r-174672*a*c^2*x+15525*a*c*g^ 2+76155*a*c*g*p+37167*a*c*g*q+76155*a*c*g*r-88472*a*c*g*x+84540*a*c*p^2+68874*a *c*p*q+169080*a*c*p*r-207680*a*c*p*x+16426*a*c*q^2+68874*a*c*q*r-124008*a*c*q*x +84540*a*c*r^2-166240*a*c*r*x+73320*a*c*x^2+635*a*g^3+7593*a*g^2*p+3499*a*g^2*q +7593*a*g^2*r-8944*a*g^2*x+23054*a*g*p^2+15383*a*g*p*q+46108*a*g*p*r-52932*a*g* p*x+3741*a*g*q^2+15383*a*g*q*r-31860*a*g*q*x+23054*a*g*r^2-38650*a*g*r*x+17148* a*g*x^2+16542*a*p^3+21234*a*p^2*q+49626*a*p^2*r-57748*a*p^2*x+5600*a*p*q^2+ 42468*a*p*q*r-78340*a*p*q*x+49626*a*p*r^2-109530*a*p*r*x+34356*a*p*x^2+908*a*q^ 3+5600*a*q^2*r-20592*a*q^2*x+21234*a*q*r^2-53822*a*q*r*x+34356*a*q*x^2+16542*a* r^3-51782*a*r^2*x+32844*a*r*x^2+1260*b^4+18516*b^3*c+3096*b^3*g+9480*b^3*p+2658 *b^3*q+9480*b^3*r-8080*b^3*x+76732*b^2*c^2+34016*b^2*c*g+78530*b^2*c*p+29040*b^ 2*c*q+78530*b^2*c*r-77904*b^2*c*x+2615*b^2*g^2+17695*b^2*g*p+5505*b^2*g*q+17695 *b^2*g*r-16240*b^2*g*x+21037*b^2*p^2+14821*b^2*p*q+42074*b^2*p*r-42596*b^2*p*x+ 1790*b^2*q^2+14821*b^2*q*r-27904*b^2*q*x+21037*b^2*r^2-38842*b^2*r*x+11968*b^2* x^2+120268*b*c^3+93432*b*c^2*g+183122*b*c^2*p+79066*b*c^2*q+183122*b*c^2*r-\ 201488*b*c^2*x+19567*b*c*g^2+97105*b*c*g*p+37833*b*c*g*q+97105*b*c*g*r-103248*b *c*g*x+98816*b*c*p^2+80038*b*c*p*q+197632*b*c*p*r-225824*b*c*p*x+13314*b*c*q^2+ 80038*b*c*q*r-142152*b*c*q*x+98816*b*c*r^2-203080*b*c*r*x+73320*b*c*x^2+883*b*g ^3+10412*b*g^2*p+3450*b*g^2*q+10412*b*g^2*r-10588*b*g^2*x+27292*b*g*p^2+18617*b *g*p*q+54584*b*g*p*r-58036*b*g*p*x+2737*b*g*q^2+18617*b*g*q*r-36964*b*g*q*x+ 27292*b*g*r^2-49494*b*g*r*x+17148*b*g*x^2+18010*b*p^3+23686*b*p^2*q+54030*b*p^2 *r-60572*b*p^2*x+6100*b*p*q^2+47372*b*p*q*r-83988*b*p*q*x+54030*b*p*r^2-120146* b*p*r*x+34356*b*p*x^2+424*b*q^3+6100*b*q^2*r-23416*b*q^2*x+23686*b*q*r^2-64438* b*q*r*x+34356*b*q*x^2+18010*b*r^3-59574*b*r^2*x+32844*b*r*x^2+63480*c^4+72608*c ^3*g+126932*c^3*p+60788*c^3*q+126932*c^3*r-151056*c^3*x+27062*c^2*g^2+111538*c^ 2*g*p+50050*c^2*g*q+111538*c^2*g*r-131424*c^2*g*x+103896*c^2*p^2+89680*c^2*p*q+ 207792*c^2*p*r-259672*c^2*p*x+18080*c^2*q^2+89680*c^2*q*r-159672*c^2*q*x+103896 *c^2*r^2-227376*c^2*r*x+93632*c^2*x^2+3506*c*g^3+28652*c*g^2*p+11564*c*g^2*q+ 28652*c*g^2*r-33300*c*g^2*x+62794*c*g*p^2+49506*c*g*p*q+125588*c*g*p*r-151580*c *g*p*x+9156*c*g*q^2+49506*c*g*q*r-92612*c*g*q*x+62794*c*g*r^2-129136*c*g*r*x+ 51584*c*g*x^2+38430*c*p^3+53068*c*p^2*q+115290*c*p^2*r-140512*c*p^2*x+16338*c*p *q^2+106136*c*p*q*r-193600*c*p*q*x+115290*c*p*r^2-274228*c*p*r*x+87176*c*p*x^2+ 1700*c*q^3+16338*c*q^2*r-53088*c*q^2*x+53068*c*q*r^2-149412*c*q*r*x+87176*c*q*x ^2+38430*c*r^3-133716*c*r^2*x+88664*c*r*x^2+96*g^4+1927*g^3*p+655*g^3*q+1927*g^ 3*r-2244*g^3*x+8564*g^2*p^2+5519*g^2*p*q+17128*g^2*p*r-19284*g^2*p*x+943*g^2*q^ 2+5519*g^2*q*r-11920*g^2*q*x+8564*g^2*r^2-15296*g^2*r*x+5984*g^2*x^2+11936*g*p^ 3+15320*g*p^2*q+35808*g*p^2*r-41368*g*p^2*x+3744*g*p*q^2+30640*g*p*q*r-56588*g* p*q*x+35808*g*p*r^2-80364*g*p*r*x+24148*g*p*x^2+360*g*q^3+3744*g*q^2*r-15220*g* q^2*x+15320*g*q*r^2-41136*g*q*r*x+24148*g*q*x^2+11936*g*r^3-38996*g*r^2*x+23116 *g*r*x^2+5203*p^4+10745*p^3*q+20812*p^3*r-24328*p^3*x+5905*p^2*q^2+32235*p^2*q* r-54056*p^2*q*x+31218*p^2*r^2-75500*p^2*r*x+20252*p^2*x^2+387*p*q^3+11810*p*q^2 *r-35128*p*q^2*x+32235*p*q*r^2-98336*p*q*r*x+40504*p*q*x^2+20812*p*r^3-78016*p* r^2*x+42040*p*r*x^2+24*q^4+387*q^3*r-5400*q^3*x+5905*q^2*r^2-22836*q^2*r*x+ 20252*q^2*x^2+10745*q*r^3-44280*q*r^2*x+42040*q*r*x^2+5203*r^4-26844*r^3*x+ 26252*r^2*x^2+1956*a^3+7208*a^2*b+23508*a^2*c+4186*a^2*g+9298*a^2*p+6204*a^2*q+ 9298*a^2*r-10080*a^2*x+8932*a*b^2+56532*a*b*c+10410*a*b*g+26804*a*b*p+12112*a*b *q+26804*a*b*r-23936*a*b*x+72624*a*c^2+33724*a*c*g+67704*a*c*p+35216*a*c*q+ 67704*a*c*r-68144*a*c*x+2822*a*g^2+15428*a*g*p+7762*a*g*q+15428*a*g*r-15832*a*g *x+19638*a*p^2+13906*a*p*q+39276*a*p*r-40312*a*p*x+3544*a*q^2+13906*a*q*r-24784 *a*q*x+19638*a*r^2-28804*a*r*x+11664*a*x^2+3680*b^3+34176*b^2*c+6608*b^2*g+ 17242*b^2*p+5644*b^2*q+17242*b^2*r-13856*b^2*x+86032*b*c^2+41112*b*c*g+86124*b* c*p+34940*b*c*q+86124*b*c*r-78496*b*c*x+3644*b*g^2+20850*b*g*p+7444*b*g*q+20850 *b*g*r-18464*b*g*x+23534*b*p^2+16730*b*p*q+47068*b*p*r-43928*b*p*x+2472*b*q^2+ 16730*b*q*r-28400*b*q*x+23534*b*r^2-36884*b*r*x+11664*b*x^2+63504*c^3+51624*c^2 *g+93512*c^2*p+43512*c^2*q+93512*c^2*r-93632*c^2*x+11652*c*g^2+51716*c*g*p+ 22232*c*g*q+51716*c*g*r-51584*c*g*x+51572*c*p^2+40736*c*p*q+103144*c*p*r-107360 *c*p*x+7860*c*q^2+40736*c*q*r-66992*c*q*x+51572*c*r^2-88664*c*r*x+32064*c*x^2+ 606*g^3+5942*g^2*p+2260*g^2*q+5942*g^2*r-5984*g^2*x+14860*g*p^2+10106*g*p*q+ 29720*g*p*r-29656*g*p*x+1786*g*q^2+10106*g*q*r-18640*g*q*x+14860*g*r^2-23116*g* r*x+8256*g*x^2+9752*p^3+12388*p^2*q+29256*p^2*r-29192*p^2*x+2924*p*q^2+24776*p* q*r-40504*p*q*x+29256*p*r^2-55444*p*r*x+15024*p*x^2+288*q^3+2924*q^2*r-11312*q^ 2*x+12388*q*r^2-28636*q*r*x+15024*q*x^2+9752*r^3-26252*r^2*x+13872*r*x^2+4032*a ^2+9696*a*b+27480*a*c+5628*a*g+11868*a*p+6336*a*q+11868*a*r-10848*a*x+5920*b^2+ 32656*b*c+6944*b*g+15908*b*p+5912*b*q+15908*b*r-12480*b*x+38352*c^2+19344*c*g+ 36576*c*p+16392*c*q+36576*c*r-32064*c*x+1884*g^2+9288*g*p+3780*g*q+9288*g*r-\ 8256*g*x+10212*p^2+7020*p*q+20424*p*r-18336*p*x+1272*q^2+7020*q*r-11712*q*x+ 10212*r^2-13872*r*x+4608*x^2+4176*a+4992*b+12672*c+2880*g+5760*p+2448*q+5760*r-\ 4608*x+1728): Qcp:= 13824-107952*a^4*c^2*q*x-4296*a^4*c*g^2*x-89448*a^4*c*p^2*x-44136*a^4* c*q^2*x-3396*a^4*g^2*p*x-1812*a^4*g^2*q*x-18720*a^4*g*p^2*x-8184*a^4*g*q^2*x-\ 37872*a^4*p^2*q*x-27756*a^4*p*q^2*x-11520*a^3*b^3*c*x-7680*a^3*b^3*p*x-3840*a^3 *b^3*q*x-128064*a^3*b^2*c^2*x+8640*a^3*b^2*g*x^2-45504*a^3*b^2*p^2*x-16944*a^3* b^2*q^2*x-342528*a^3*b*c^3*x+6336*a^3*b*g^2*x^2-58860*a^3*b*p^3*x-18396*a^3*b*q ^3*x-248160*a^3*c^3*g*x-599280*a^3*c^3*p*x-415728*a^3*c^3*q*x-67464*a^3*c^2*g^2 *x-487296*a^3*c^2*p^2*x-244080*a^3*c^2*q^2*x-4236*a^3*c*g^3*x-168852*a^3*c*p^3* x-62244*a^3*c*q^3*x-3174*a^3*g^3*p*x-1662*a^3*g^3*q*x-25788*a^3*g^2*p^2*x-10602 *a^3*g^2*q^2*x-43902*a^3*g*p^3*x-14712*a^3*g*q^3*x-69516*a^3*p^3*q*x-81108*a^3* p^2*q^2*x-38628*a^3*p*q^3*x-9120*a^2*b^4*c*x-5520*a^2*b^4*p*x-2640*a^2*b^4*q*x-\ 129216*a^2*b^3*c^2*x+8640*a^2*b^3*g*x^2-41616*a^2*b^3*p^2*x-13056*a^2*b^3*q^2*x -509184*a^2*b^2*c^3*x+9504*a^2*b^2*g^2*x^2-80604*a^2*b^2*p^3*x-19908*a^2*b^2*q^ 3*x-768768*a^2*b*c^4*x+4536*a^2*b*g^3*x^2+x^2*(x-1)^2*(24*a^5*c*x^2+12*a^5*p*x^ 2+12*a^5*q*x^2+24*a^5*r*x^2+120*a^4*b*c*x^2+60*a^4*b*p*x^2+60*a^4*b*q*x^2+120*a ^4*b*r*x^2+240*a^4*c^2*x^2+88*a^4*c*g*x^2+216*a^4*c*p*x^2+216*a^4*c*q*x^2+352*a ^4*c*r*x^2+44*a^4*g*p*x^2+44*a^4*g*q*x^2+88*a^4*g*r*x^2+48*a^4*p^2*x^2+96*a^4*p *q*x^2+152*a^4*p*r*x^2+48*a^4*q^2*x^2+152*a^4*q*r*x^2+116*a^4*r^2*x^2+240*a^3*b ^2*c*x^2+120*a^3*b^2*p*x^2+120*a^3*b^2*q*x^2+240*a^3*b^2*r*x^2+960*a^3*b*c^2*x^ 2+352*a^3*b*c*g*x^2+864*a^3*b*c*p*x^2+864*a^3*b*c*q*x^2+1408*a^3*b*c*r*x^2+176* a^3*b*g*p*x^2+176*a^3*b*g*q*x^2+352*a^3*b*g*r*x^2+192*a^3*b*p^2*x^2+384*a^3*b*p *q*x^2+608*a^3*b*p*r*x^2+192*a^3*b*q^2*x^2+608*a^3*b*q*r*x^2+464*a^3*b*r^2*x^2+ 912*a^3*c^3*x^2+692*a^3*c^2*g*x^2+1200*a^3*c^2*p*x^2+1200*a^3*c^2*q*x^2+1832*a^ 3*c^2*r*x^2+126*a^3*c*g^2*x^2+622*a^3*c*g*p*x^2+622*a^3*c*g*q*x^2+1016*a^3*c*g* r*x^2+522*a^3*c*p^2*x^2+1044*a^3*c*p*q*x^2+1552*a^3*c*p*r*x^2+522*a^3*c*q^2*x^2 +1552*a^3*c*q*r*x^2+1126*a^3*c*r^2*x^2+63*a^3*g^2*p*x^2+63*a^3*g^2*q*x^2+126*a^ 3*g^2*r*x^2+138*a^3*g*p^2*x^2+276*a^3*g*p*q*x^2+438*a^3*g*p*r*x^2+138*a^3*g*q^2 *x^2+438*a^3*g*q*r*x^2+336*a^3*g*r^2*x^2+75*a^3*p^3*x^2+225*a^3*p^2*q*x^2+324*a ^3*p^2*r*x^2+225*a^3*p*q^2*x^2+648*a^3*p*q*r*x^2+459*a^3*p*r^2*x^2+75*a^3*q^3*x ^2+324*a^3*q^2*r*x^2+459*a^3*q*r^2*x^2+210*a^3*r^3*x^2+240*a^2*b^3*c*x^2+120*a^ 2*b^3*p*x^2+120*a^2*b^3*q*x^2+240*a^2*b^3*r*x^2+1440*a^2*b^2*c^2*x^2+528*a^2*b^ 2*c*g*x^2+1296*a^2*b^2*c*p*x^2+1296*a^2*b^2*c*q*x^2+2112*a^2*b^2*c*r*x^2+264*a^ 2*b^2*g*p*x^2+264*a^2*b^2*g*q*x^2+528*a^2*b^2*g*r*x^2+288*a^2*b^2*p^2*x^2+576*a ^2*b^2*p*q*x^2+912*a^2*b^2*p*r*x^2+288*a^2*b^2*q^2*x^2+912*a^2*b^2*q*r*x^2+696* a^2*b^2*r^2*x^2+2736*a^2*b*c^3*x^2+2076*a^2*b*c^2*g*x^2+3600*a^2*b*c^2*p*x^2+ 3600*a^2*b*c^2*q*x^2+5496*a^2*b*c^2*r*x^2+378*a^2*b*c*g^2*x^2+1866*a^2*b*c*g*p* x^2+1866*a^2*b*c*g*q*x^2+3048*a^2*b*c*g*r*x^2+1566*a^2*b*c*p^2*x^2+3132*a^2*b*c *p*q*x^2+4656*a^2*b*c*p*r*x^2+1566*a^2*b*c*q^2*x^2+4656*a^2*b*c*q*r*x^2+3378*a^ 2*b*c*r^2*x^2+189*a^2*b*g^2*p*x^2+189*a^2*b*g^2*q*x^2+378*a^2*b*g^2*r*x^2+414*a ^2*b*g*p^2*x^2+828*a^2*b*g*p*q*x^2+1314*a^2*b*g*p*r*x^2+414*a^2*b*g*q^2*x^2+ 1314*a^2*b*g*q*r*x^2+1008*a^2*b*g*r^2*x^2+225*a^2*b*p^3*x^2+675*a^2*b*p^2*q*x^2 +972*a^2*b*p^2*r*x^2+675*a^2*b*p*q^2*x^2+1944*a^2*b*p*q*r*x^2+1377*a^2*b*p*r^2* x^2+225*a^2*b*q^3*x^2+972*a^2*b*q^2*r*x^2+1377*a^2*b*q*r^2*x^2+630*a^2*b*r^3*x^ 2+1656*a^2*c^4*x^2+1936*a^2*c^3*g*x^2+2880*a^2*c^3*p*x^2+2880*a^2*c^3*q*x^2+ 4288*a^2*c^3*r*x^2+730*a^2*c^2*g^2*x^2+2542*a^2*c^2*g*p*x^2+2542*a^2*c^2*g*q*x^ 2+3888*a^2*c^2*g*r*x^2+1866*a^2*c^2*p^2*x^2+3732*a^2*c^2*p*q*x^2+5416*a^2*c^2*p *r*x^2+1866*a^2*c^2*q^2*x^2+5416*a^2*c^2*q*r*x^2+3862*a^2*c^2*r^2*x^2+88*a^2*c* g^3*x^2+655*a^2*c*g^2*p*x^2+655*a^2*c*g^2*q*x^2+1072*a^2*c*g^2*r*x^2+1103*a^2*c *g*p^2*x^2+2206*a^2*c*g*p*q*x^2+3286*a^2*c*g*p*r*x^2+1103*a^2*c*g*q^2*x^2+3286* a^2*c*g*q*r*x^2+2393*a^2*c*g*r^2*x^2+534*a^2*c*p^3*x^2+1602*a^2*c*p^2*q*x^2+ 2258*a^2*c*p^2*r*x^2+1602*a^2*c*p*q^2*x^2+4516*a^2*c*p*q*r*x^2+3142*a^2*c*p*r^2 *x^2+534*a^2*c*q^3*x^2+2258*a^2*c*q^2*r*x^2+3142*a^2*c*q*r^2*x^2+1418*a^2*c*r^3 *x^2+44*a^2*g^3*p*x^2+44*a^2*g^3*q*x^2+88*a^2*g^3*r*x^2+145*a^2*g^2*p^2*x^2+290 *a^2*g^2*p*q*x^2+461*a^2*g^2*p*r*x^2+145*a^2*g^2*q^2*x^2+461*a^2*g^2*q*r*x^2+ 355*a^2*g^2*r^2*x^2+158*a^2*g*p^3*x^2+474*a^2*g*p^2*q*x^2+684*a^2*g*p^2*r*x^2+ 474*a^2*g*p*q^2*x^2+1368*a^2*g*p*q*r*x^2+972*a^2*g*p*r^2*x^2+158*a^2*g*q^3*x^2+ 684*a^2*g*q^2*r*x^2+972*a^2*g*q*r^2*x^2+446*a^2*g*r^3*x^2+57*a^2*p^4*x^2+228*a^ 2*p^3*q*x^2+311*a^2*p^3*r*x^2+342*a^2*p^2*q^2*x^2+933*a^2*p^2*q*r*x^2+630*a^2*p ^2*r^2*x^2+228*a^2*p*q^3*x^2+933*a^2*p*q^2*r*x^2+1260*a^2*p*q*r^2*x^2+555*a^2*p *r^3*x^2+57*a^2*q^4*x^2+311*a^2*q^3*r*x^2+630*a^2*q^2*r^2*x^2+555*a^2*q*r^3*x^2 +179*a^2*r^4*x^2+120*a*b^4*c*x^2+60*a*b^4*p*x^2+60*a*b^4*q*x^2+120*a*b^4*r*x^2+ 960*a*b^3*c^2*x^2+352*a*b^3*c*g*x^2+864*a*b^3*c*p*x^2+864*a*b^3*c*q*x^2+1408*a* b^3*c*r*x^2+176*a*b^3*g*p*x^2+176*a*b^3*g*q*x^2+352*a*b^3*g*r*x^2+192*a*b^3*p^2 *x^2+384*a*b^3*p*q*x^2+608*a*b^3*p*r*x^2+192*a*b^3*q^2*x^2+608*a*b^3*q*r*x^2+ 464*a*b^3*r^2*x^2+2736*a*b^2*c^3*x^2+2076*a*b^2*c^2*g*x^2+3600*a*b^2*c^2*p*x^2+ 3600*a*b^2*c^2*q*x^2+5496*a*b^2*c^2*r*x^2+378*a*b^2*c*g^2*x^2+1866*a*b^2*c*g*p* x^2+1866*a*b^2*c*g*q*x^2+3048*a*b^2*c*g*r*x^2+1566*a*b^2*c*p^2*x^2+3132*a*b^2*c *p*q*x^2+4656*a*b^2*c*p*r*x^2+1566*a*b^2*c*q^2*x^2+4656*a*b^2*c*q*r*x^2+3378*a* b^2*c*r^2*x^2+189*a*b^2*g^2*p*x^2+189*a*b^2*g^2*q*x^2+378*a*b^2*g^2*r*x^2+414*a *b^2*g*p^2*x^2+828*a*b^2*g*p*q*x^2+1314*a*b^2*g*p*r*x^2+414*a*b^2*g*q^2*x^2+ 1314*a*b^2*g*q*r*x^2+1008*a*b^2*g*r^2*x^2+225*a*b^2*p^3*x^2+675*a*b^2*p^2*q*x^2 +972*a*b^2*p^2*r*x^2+675*a*b^2*p*q^2*x^2+1944*a*b^2*p*q*r*x^2+1377*a*b^2*p*r^2* x^2+225*a*b^2*q^3*x^2+972*a*b^2*q^2*r*x^2+1377*a*b^2*q*r^2*x^2+630*a*b^2*r^3*x^ 2+3312*a*b*c^4*x^2+3872*a*b*c^3*g*x^2+5760*a*b*c^3*p*x^2+5760*a*b*c^3*q*x^2+ 8576*a*b*c^3*r*x^2+1460*a*b*c^2*g^2*x^2+5084*a*b*c^2*g*p*x^2+5084*a*b*c^2*g*q*x ^2+7776*a*b*c^2*g*r*x^2+3732*a*b*c^2*p^2*x^2+7464*a*b*c^2*p*q*x^2+10832*a*b*c^2 *p*r*x^2+3732*a*b*c^2*q^2*x^2+10832*a*b*c^2*q*r*x^2+7724*a*b*c^2*r^2*x^2+176*a* b*c*g^3*x^2+1310*a*b*c*g^2*p*x^2+1310*a*b*c*g^2*q*x^2+2144*a*b*c*g^2*r*x^2+2206 *a*b*c*g*p^2*x^2+4412*a*b*c*g*p*q*x^2+6572*a*b*c*g*p*r*x^2+2206*a*b*c*g*q^2*x^2 +6572*a*b*c*g*q*r*x^2+4786*a*b*c*g*r^2*x^2+1068*a*b*c*p^3*x^2+3204*a*b*c*p^2*q* x^2+4516*a*b*c*p^2*r*x^2+3204*a*b*c*p*q^2*x^2+9032*a*b*c*p*q*r*x^2+6284*a*b*c*p *r^2*x^2+1068*a*b*c*q^3*x^2+4516*a*b*c*q^2*r*x^2+6284*a*b*c*q*r^2*x^2+2836*a*b* c*r^3*x^2+88*a*b*g^3*p*x^2+88*a*b*g^3*q*x^2+176*a*b*g^3*r*x^2+290*a*b*g^2*p^2*x ^2+580*a*b*g^2*p*q*x^2+922*a*b*g^2*p*r*x^2+290*a*b*g^2*q^2*x^2+922*a*b*g^2*q*r* x^2+710*a*b*g^2*r^2*x^2+316*a*b*g*p^3*x^2+948*a*b*g*p^2*q*x^2+1368*a*b*g*p^2*r* x^2+948*a*b*g*p*q^2*x^2+2736*a*b*g*p*q*r*x^2+1944*a*b*g*p*r^2*x^2+316*a*b*g*q^3 *x^2+1368*a*b*g*q^2*r*x^2+1944*a*b*g*q*r^2*x^2+892*a*b*g*r^3*x^2+114*a*b*p^4*x^ 2+456*a*b*p^3*q*x^2+622*a*b*p^3*r*x^2+684*a*b*p^2*q^2*x^2+1866*a*b*p^2*q*r*x^2+ 1260*a*b*p^2*r^2*x^2+456*a*b*p*q^3*x^2+1866*a*b*p*q^2*r*x^2+2520*a*b*p*q*r^2*x^ 2+1110*a*b*p*r^3*x^2+114*a*b*q^4*x^2+622*a*b*q^3*r*x^2+1260*a*b*q^2*r^2*x^2+ 1110*a*b*q*r^3*x^2+358*a*b*r^4*x^2+1440*a*c^5*x^2+2296*a*c^4*g*x^2+3120*a*c^4*p *x^2+3120*a*c^4*q*x^2+4600*a*c^4*r*x^2+1336*a*c^3*g^2*x^2+3984*a*c^3*g*p*x^2+ 3984*a*c^3*g*q*x^2+5944*a*c^3*g*r*x^2+2688*a*c^3*p^2*x^2+5376*a*c^3*p*q*x^2+ 7728*a*c^3*p*r*x^2+2688*a*c^3*q^2*x^2+7728*a*c^3*q*r*x^2+5472*a*c^3*r^2*x^2+334 *a*c^2*g^3*x^2+1750*a*c^2*g^2*p*x^2+1750*a*c^2*g^2*q*x^2+2682*a*c^2*g^2*r*x^2+ 2574*a*c^2*g*p^2*x^2+5148*a*c^2*g*p*q*x^2+7486*a*c^2*g*p*r*x^2+2574*a*c^2*g*q^2 *x^2+7486*a*c^2*g*q*r*x^2+5350*a*c^2*g*r^2*x^2+1152*a*c^2*p^3*x^2+3456*a*c^2*p^ 2*q*x^2+4830*a*c^2*p^2*r*x^2+3456*a*c^2*p*q^2*x^2+9660*a*c^2*p*q*r*x^2+6672*a*c ^2*p*r^2*x^2+1152*a*c^2*q^3*x^2+4830*a*c^2*q^2*r*x^2+6672*a*c^2*q*r^2*x^2+2994* a*c^2*r^3*x^2+30*a*c*g^4*x^2+299*a*c*g^3*p*x^2+299*a*c*g^3*q*x^2+490*a*c*g^3*r* x^2+757*a*c*g^2*p^2*x^2+1514*a*c*g^2*p*q*x^2+2259*a*c*g^2*p*r*x^2+757*a*c*g^2*q ^2*x^2+2259*a*c*g^2*q*r*x^2+1649*a*c*g^2*r^2*x^2+734*a*c*g*p^3*x^2+2202*a*c*g*p ^2*q*x^2+3109*a*c*g*p^2*r*x^2+2202*a*c*g*p*q^2*x^2+6218*a*c*g*p*q*r*x^2+4334*a* c*g*p*r^2*x^2+734*a*c*g*q^3*x^2+3109*a*c*g*q^2*r*x^2+4334*a*c*g*q*r^2*x^2+1959* a*c*g*r^3*x^2+246*a*c*p^4*x^2+984*a*c*p^3*q*x^2+1334*a*c*p^3*r*x^2+1476*a*c*p^2 *q^2*x^2+4002*a*c*p^2*q*r*x^2+2688*a*c*p^2*r^2*x^2+984*a*c*p*q^3*x^2+4002*a*c*p *q^2*r*x^2+5376*a*c*p*q*r^2*x^2+2358*a*c*p*r^3*x^2+246*a*c*q^4*x^2+1334*a*c*q^3 *r*x^2+2688*a*c*q^2*r^2*x^2+2358*a*c*q*r^3*x^2+758*a*c*r^4*x^2+15*a*g^4*p*x^2+ 15*a*g^4*q*x^2+30*a*g^4*r*x^2+66*a*g^3*p^2*x^2+132*a*g^3*p*q*x^2+210*a*g^3*p*r* x^2+66*a*g^3*q^2*x^2+210*a*g^3*q*r*x^2+162*a*g^3*r^2*x^2+108*a*g^2*p^3*x^2+324* a*g^2*p^2*q*x^2+468*a*g^2*p^2*r*x^2+324*a*g^2*p*q^2*x^2+936*a*g^2*p*q*r*x^2+666 *a*g^2*p*r^2*x^2+108*a*g^2*q^3*x^2+468*a*g^2*q^2*r*x^2+666*a*g^2*q*r^2*x^2+306* a*g^2*r^3*x^2+78*a*g*p^4*x^2+312*a*g*p^3*q*x^2+426*a*g*p^3*r*x^2+468*a*g*p^2*q^ 2*x^2+1278*a*g*p^2*q*r*x^2+864*a*g*p^2*r^2*x^2+312*a*g*p*q^3*x^2+1278*a*g*p*q^2 *r*x^2+1728*a*g*p*q*r^2*x^2+762*a*g*p*r^3*x^2+78*a*g*q^4*x^2+426*a*g*q^3*r*x^2+ 864*a*g*q^2*r^2*x^2+762*a*g*q*r^3*x^2+246*a*g*r^4*x^2+21*a*p^5*x^2+105*a*p^4*q* x^2+138*a*p^4*r*x^2+210*a*p^3*q^2*x^2+552*a*p^3*q*r*x^2+360*a*p^3*r^2*x^2+210*a *p^2*q^3*x^2+828*a*p^2*q^2*r*x^2+1080*a*p^2*q*r^2*x^2+462*a*p^2*r^3*x^2+105*a*p *q^4*x^2+552*a*p*q^3*r*x^2+1080*a*p*q^2*r^2*x^2+924*a*p*q*r^3*x^2+291*a*p*r^4*x ^2+21*a*q^5*x^2+138*a*q^4*r*x^2+360*a*q^3*r^2*x^2+462*a*q^2*r^3*x^2+291*a*q*r^4 *x^2+72*a*r^5*x^2+24*b^5*c*x^2+12*b^5*p*x^2+12*b^5*q*x^2+24*b^5*r*x^2+240*b^4*c ^2*x^2+88*b^4*c*g*x^2+216*b^4*c*p*x^2+216*b^4*c*q*x^2+352*b^4*c*r*x^2+44*b^4*g* p*x^2+44*b^4*g*q*x^2+88*b^4*g*r*x^2+48*b^4*p^2*x^2+96*b^4*p*q*x^2+152*b^4*p*r*x ^2+48*b^4*q^2*x^2+152*b^4*q*r*x^2+116*b^4*r^2*x^2+912*b^3*c^3*x^2+692*b^3*c^2*g *x^2+1200*b^3*c^2*p*x^2+1200*b^3*c^2*q*x^2+1832*b^3*c^2*r*x^2+126*b^3*c*g^2*x^2 +622*b^3*c*g*p*x^2+622*b^3*c*g*q*x^2+1016*b^3*c*g*r*x^2+522*b^3*c*p^2*x^2+1044* b^3*c*p*q*x^2+1552*b^3*c*p*r*x^2+522*b^3*c*q^2*x^2+1552*b^3*c*q*r*x^2+1126*b^3* c*r^2*x^2+63*b^3*g^2*p*x^2+63*b^3*g^2*q*x^2+126*b^3*g^2*r*x^2+138*b^3*g*p^2*x^2 +276*b^3*g*p*q*x^2+438*b^3*g*p*r*x^2+138*b^3*g*q^2*x^2+438*b^3*g*q*r*x^2+336*b^ 3*g*r^2*x^2+75*b^3*p^3*x^2+225*b^3*p^2*q*x^2+324*b^3*p^2*r*x^2+225*b^3*p*q^2*x^ 2+648*b^3*p*q*r*x^2+459*b^3*p*r^2*x^2+75*b^3*q^3*x^2+324*b^3*q^2*r*x^2+459*b^3* q*r^2*x^2+210*b^3*r^3*x^2+1656*b^2*c^4*x^2+1936*b^2*c^3*g*x^2+2880*b^2*c^3*p*x^ 2+2880*b^2*c^3*q*x^2+4288*b^2*c^3*r*x^2+730*b^2*c^2*g^2*x^2+2542*b^2*c^2*g*p*x^ 2+2542*b^2*c^2*g*q*x^2+3888*b^2*c^2*g*r*x^2+1866*b^2*c^2*p^2*x^2+3732*b^2*c^2*p *q*x^2+5416*b^2*c^2*p*r*x^2+1866*b^2*c^2*q^2*x^2+5416*b^2*c^2*q*r*x^2+3862*b^2* c^2*r^2*x^2+88*b^2*c*g^3*x^2+655*b^2*c*g^2*p*x^2+655*b^2*c*g^2*q*x^2+1072*b^2*c *g^2*r*x^2+1103*b^2*c*g*p^2*x^2+2206*b^2*c*g*p*q*x^2+3286*b^2*c*g*p*r*x^2+1103* b^2*c*g*q^2*x^2+3286*b^2*c*g*q*r*x^2+2393*b^2*c*g*r^2*x^2+534*b^2*c*p^3*x^2+ 1602*b^2*c*p^2*q*x^2+2258*b^2*c*p^2*r*x^2+1602*b^2*c*p*q^2*x^2+4516*b^2*c*p*q*r *x^2+3142*b^2*c*p*r^2*x^2+534*b^2*c*q^3*x^2+2258*b^2*c*q^2*r*x^2+3142*b^2*c*q*r ^2*x^2+1418*b^2*c*r^3*x^2+44*b^2*g^3*p*x^2+44*b^2*g^3*q*x^2+88*b^2*g^3*r*x^2+ 145*b^2*g^2*p^2*x^2+290*b^2*g^2*p*q*x^2+461*b^2*g^2*p*r*x^2+145*b^2*g^2*q^2*x^2 +461*b^2*g^2*q*r*x^2+355*b^2*g^2*r^2*x^2+158*b^2*g*p^3*x^2+474*b^2*g*p^2*q*x^2+ 684*b^2*g*p^2*r*x^2+474*b^2*g*p*q^2*x^2+1368*b^2*g*p*q*r*x^2+972*b^2*g*p*r^2*x^ 2+158*b^2*g*q^3*x^2+684*b^2*g*q^2*r*x^2+972*b^2*g*q*r^2*x^2+446*b^2*g*r^3*x^2+ 57*b^2*p^4*x^2+228*b^2*p^3*q*x^2+311*b^2*p^3*r*x^2+342*b^2*p^2*q^2*x^2+933*b^2* p^2*q*r*x^2+630*b^2*p^2*r^2*x^2+228*b^2*p*q^3*x^2+933*b^2*p*q^2*r*x^2+1260*b^2* p*q*r^2*x^2+555*b^2*p*r^3*x^2+57*b^2*q^4*x^2+311*b^2*q^3*r*x^2+630*b^2*q^2*r^2* x^2+555*b^2*q*r^3*x^2+179*b^2*r^4*x^2+1440*b*c^5*x^2+2296*b*c^4*g*x^2+3120*b*c^ 4*p*x^2+3120*b*c^4*q*x^2+4600*b*c^4*r*x^2+1336*b*c^3*g^2*x^2+3984*b*c^3*g*p*x^2 +3984*b*c^3*g*q*x^2+5944*b*c^3*g*r*x^2+2688*b*c^3*p^2*x^2+5376*b*c^3*p*q*x^2+ 7728*b*c^3*p*r*x^2+2688*b*c^3*q^2*x^2+7728*b*c^3*q*r*x^2+5472*b*c^3*r^2*x^2+334 *b*c^2*g^3*x^2+1750*b*c^2*g^2*p*x^2+1750*b*c^2*g^2*q*x^2+2682*b*c^2*g^2*r*x^2+ 2574*b*c^2*g*p^2*x^2+5148*b*c^2*g*p*q*x^2+7486*b*c^2*g*p*r*x^2+2574*b*c^2*g*q^2 *x^2+7486*b*c^2*g*q*r*x^2+5350*b*c^2*g*r^2*x^2+1152*b*c^2*p^3*x^2+3456*b*c^2*p^ 2*q*x^2+4830*b*c^2*p^2*r*x^2+3456*b*c^2*p*q^2*x^2+9660*b*c^2*p*q*r*x^2+6672*b*c ^2*p*r^2*x^2+1152*b*c^2*q^3*x^2+4830*b*c^2*q^2*r*x^2+6672*b*c^2*q*r^2*x^2+2994* b*c^2*r^3*x^2+30*b*c*g^4*x^2+299*b*c*g^3*p*x^2+299*b*c*g^3*q*x^2+490*b*c*g^3*r* x^2+757*b*c*g^2*p^2*x^2+1514*b*c*g^2*p*q*x^2+2259*b*c*g^2*p*r*x^2+757*b*c*g^2*q ^2*x^2+2259*b*c*g^2*q*r*x^2+1649*b*c*g^2*r^2*x^2+734*b*c*g*p^3*x^2+2202*b*c*g*p ^2*q*x^2+3109*b*c*g*p^2*r*x^2+2202*b*c*g*p*q^2*x^2+6218*b*c*g*p*q*r*x^2+4334*b* c*g*p*r^2*x^2+734*b*c*g*q^3*x^2+3109*b*c*g*q^2*r*x^2+4334*b*c*g*q*r^2*x^2+1959* b*c*g*r^3*x^2+246*b*c*p^4*x^2+984*b*c*p^3*q*x^2+1334*b*c*p^3*r*x^2+1476*b*c*p^2 *q^2*x^2+4002*b*c*p^2*q*r*x^2+2688*b*c*p^2*r^2*x^2+984*b*c*p*q^3*x^2+4002*b*c*p *q^2*r*x^2+5376*b*c*p*q*r^2*x^2+2358*b*c*p*r^3*x^2+246*b*c*q^4*x^2+1334*b*c*q^3 *r*x^2+2688*b*c*q^2*r^2*x^2+2358*b*c*q*r^3*x^2+758*b*c*r^4*x^2+15*b*g^4*p*x^2+ 15*b*g^4*q*x^2+30*b*g^4*r*x^2+66*b*g^3*p^2*x^2+132*b*g^3*p*q*x^2+210*b*g^3*p*r* x^2+66*b*g^3*q^2*x^2+210*b*g^3*q*r*x^2+162*b*g^3*r^2*x^2+108*b*g^2*p^3*x^2+324* b*g^2*p^2*q*x^2+468*b*g^2*p^2*r*x^2+324*b*g^2*p*q^2*x^2+936*b*g^2*p*q*r*x^2+666 *b*g^2*p*r^2*x^2+108*b*g^2*q^3*x^2+468*b*g^2*q^2*r*x^2+666*b*g^2*q*r^2*x^2+306* b*g^2*r^3*x^2+78*b*g*p^4*x^2+312*b*g*p^3*q*x^2+426*b*g*p^3*r*x^2+468*b*g*p^2*q^ 2*x^2+1278*b*g*p^2*q*r*x^2+864*b*g*p^2*r^2*x^2+312*b*g*p*q^3*x^2+1278*b*g*p*q^2 *r*x^2+1728*b*g*p*q*r^2*x^2+762*b*g*p*r^3*x^2+78*b*g*q^4*x^2+426*b*g*q^3*r*x^2+ 864*b*g*q^2*r^2*x^2+762*b*g*q*r^3*x^2+246*b*g*r^4*x^2+21*b*p^5*x^2+105*b*p^4*q* x^2+138*b*p^4*r*x^2+210*b*p^3*q^2*x^2+552*b*p^3*q*r*x^2+360*b*p^3*r^2*x^2+210*b *p^2*q^3*x^2+828*b*p^2*q^2*r*x^2+1080*b*p^2*q*r^2*x^2+462*b*p^2*r^3*x^2+105*b*p *q^4*x^2+552*b*p*q^3*r*x^2+1080*b*p*q^2*r^2*x^2+924*b*p*q*r^3*x^2+291*b*p*r^4*x ^2+21*b*q^5*x^2+138*b*q^4*r*x^2+360*b*q^3*r^2*x^2+462*b*q^2*r^3*x^2+291*b*q*r^4 *x^2+72*b*r^5*x^2+480*c^6*x^2+976*c^5*g*x^2+1248*c^5*p*x^2+1248*c^5*q*x^2+1840* c^5*r*x^2+776*c^4*g^2*x^2+2112*c^4*g*p*x^2+2112*c^4*g*q*x^2+3128*c^4*g*r*x^2+ 1344*c^4*p^2*x^2+2688*c^4*p*q*x^2+3864*c^4*p*r*x^2+1344*c^4*q^2*x^2+3864*c^4*q* r*x^2+2736*c^4*r^2*x^2+300*c^3*g^3*x^2+1344*c^3*g^2*p*x^2+1344*c^3*g^2*q*x^2+ 2012*c^3*g^2*r*x^2+1816*c^3*g*p^2*x^2+3632*c^3*g*p*q*x^2+5244*c^3*g*p*r*x^2+ 1816*c^3*g*q^2*x^2+5244*c^3*g*q*r*x^2+3728*c^3*g*r^2*x^2+768*c^3*p^3*x^2+2304*c ^3*p^2*q*x^2+3220*c^3*p^2*r*x^2+2304*c^3*p*q^2*x^2+6440*c^3*p*q*r*x^2+4448*c^3* p*r^2*x^2+768*c^3*q^3*x^2+3220*c^3*q^2*r*x^2+4448*c^3*q*r^2*x^2+1996*c^3*r^3*x^ 2+56*c^2*g^4*x^2+392*c^2*g^3*p*x^2+392*c^2*g^3*q*x^2+602*c^2*g^3*r*x^2+866*c^2* g^2*p^2*x^2+1732*c^2*g^2*p*q*x^2+2526*c^2*g^2*p*r*x^2+866*c^2*g^2*q^2*x^2+2526* c^2*g^2*q*r*x^2+1810*c^2*g^2*r^2*x^2+776*c^2*g*p^3*x^2+2328*c^2*g*p^2*q*x^2+ 3266*c^2*g*p^2*r*x^2+2328*c^2*g*p*q^2*x^2+6532*c^2*g*p*q*r*x^2+4528*c^2*g*p*r^2 *x^2+776*c^2*g*q^3*x^2+3266*c^2*g*q^2*r*x^2+4528*c^2*g*q*r^2*x^2+2038*c^2*g*r^3 *x^2+246*c^2*p^4*x^2+984*c^2*p^3*q*x^2+1334*c^2*p^3*r*x^2+1476*c^2*p^2*q^2*x^2+ 4002*c^2*p^2*q*r*x^2+2688*c^2*p^2*r^2*x^2+984*c^2*p*q^3*x^2+4002*c^2*p*q^2*r*x^ 2+5376*c^2*p*q*r^2*x^2+2358*c^2*p*r^3*x^2+246*c^2*q^4*x^2+1334*c^2*q^3*r*x^2+ 2688*c^2*q^2*r^2*x^2+2358*c^2*q*r^3*x^2+758*c^2*r^4*x^2+4*c*g^5*x^2+50*c*g^4*p* x^2+50*c*g^4*q*x^2+82*c*g^4*r*x^2+169*c*g^3*p^2*x^2+338*c*g^3*p*q*x^2+505*c*g^3 *p*r*x^2+169*c*g^3*q^2*x^2+505*c*g^3*q*r*x^2+369*c*g^3*r^2*x^2+246*c*g^2*p^3*x^ 2+738*c*g^2*p^2*q*x^2+1044*c*g^2*p^2*r*x^2+738*c*g^2*p*q^2*x^2+2088*c*g^2*p*q*r *x^2+1458*c*g^2*p*r^2*x^2+246*c*g^2*q^3*x^2+1044*c*g^2*q^2*r*x^2+1458*c*g^2*q*r ^2*x^2+660*c*g^2*r^3*x^2+165*c*g*p^4*x^2+660*c*g*p^3*q*x^2+897*c*g*p^3*r*x^2+ 990*c*g*p^2*q^2*x^2+2691*c*g*p^2*q*r*x^2+1812*c*g*p^2*r^2*x^2+660*c*g*p*q^3*x^2 +2691*c*g*p*q^2*r*x^2+3624*c*g*p*q*r^2*x^2+1593*c*g*p*r^3*x^2+165*c*g*q^4*x^2+ 897*c*g*q^3*r*x^2+1812*c*g*q^2*r^2*x^2+1593*c*g*q*r^3*x^2+513*c*g*r^4*x^2+42*c* p^5*x^2+210*c*p^4*q*x^2+276*c*p^4*r*x^2+420*c*p^3*q^2*x^2+1104*c*p^3*q*r*x^2+ 720*c*p^3*r^2*x^2+420*c*p^2*q^3*x^2+1656*c*p^2*q^2*r*x^2+2160*c*p^2*q*r^2*x^2+ 924*c*p^2*r^3*x^2+210*c*p*q^4*x^2+1104*c*p*q^3*r*x^2+2160*c*p*q^2*r^2*x^2+1848* c*p*q*r^3*x^2+582*c*p*r^4*x^2+42*c*q^5*x^2+276*c*q^4*r*x^2+720*c*q^3*r^2*x^2+ 924*c*q^2*r^3*x^2+582*c*q*r^4*x^2+144*c*r^5*x^2+2*g^5*p*x^2+2*g^5*q*x^2+4*g^5*r *x^2+11*g^4*p^2*x^2+22*g^4*p*q*x^2+35*g^4*p*r*x^2+11*g^4*q^2*x^2+35*g^4*q*r*x^2 +27*g^4*r^2*x^2+24*g^3*p^3*x^2+72*g^3*p^2*q*x^2+104*g^3*p^2*r*x^2+72*g^3*p*q^2* x^2+208*g^3*p*q*r*x^2+148*g^3*p*r^2*x^2+24*g^3*q^3*x^2+104*g^3*q^2*r*x^2+148*g^ 3*q*r^2*x^2+68*g^3*r^3*x^2+26*g^2*p^4*x^2+104*g^2*p^3*q*x^2+142*g^2*p^3*r*x^2+ 156*g^2*p^2*q^2*x^2+426*g^2*p^2*q*r*x^2+288*g^2*p^2*r^2*x^2+104*g^2*p*q^3*x^2+ 426*g^2*p*q^2*r*x^2+576*g^2*p*q*r^2*x^2+254*g^2*p*r^3*x^2+26*g^2*q^4*x^2+142*g^ 2*q^3*r*x^2+288*g^2*q^2*r^2*x^2+254*g^2*q*r^3*x^2+82*g^2*r^4*x^2+14*g*p^5*x^2+ 70*g*p^4*q*x^2+92*g*p^4*r*x^2+140*g*p^3*q^2*x^2+368*g*p^3*q*r*x^2+240*g*p^3*r^2 *x^2+140*g*p^2*q^3*x^2+552*g*p^2*q^2*r*x^2+720*g*p^2*q*r^2*x^2+308*g*p^2*r^3*x^ 2+70*g*p*q^4*x^2+368*g*p*q^3*r*x^2+720*g*p*q^2*r^2*x^2+616*g*p*q*r^3*x^2+194*g* p*r^4*x^2+14*g*q^5*x^2+92*g*q^4*r*x^2+240*g*q^3*r^2*x^2+308*g*q^2*r^3*x^2+194*g *q*r^4*x^2+48*g*r^5*x^2+3*p^6*x^2+18*p^5*q*x^2+23*p^5*r*x^2+45*p^4*q^2*x^2+115* p^4*q*r*x^2+73*p^4*r^2*x^2+60*p^3*q^3*x^2+230*p^3*q^2*r*x^2+292*p^3*q*r^2*x^2+ 122*p^3*r^3*x^2+45*p^2*q^4*x^2+230*p^2*q^3*r*x^2+438*p^2*q^2*r^2*x^2+366*p^2*q* r^3*x^2+113*p^2*r^4*x^2+18*p*q^5*x^2+115*p*q^4*r*x^2+292*p*q^3*r^2*x^2+366*p*q^ 2*r^3*x^2+226*p*q*r^4*x^2+55*p*r^5*x^2+3*q^6*x^2+23*q^5*r*x^2+73*q^4*r^2*x^2+ 122*q^3*r^3*x^2+113*q^2*r^4*x^2+55*q*r^5*x^2+11*r^6*x^2-24*a^5*c*x-24*a^5*p*x-\ 12*a^5*q*x-36*a^5*r*x+24*a^5*x^2-120*a^4*b*c*x-108*a^4*b*p*x-48*a^4*b*q*x-156*a ^4*b*r*x+120*a^4*b*x^2-264*a^4*c^2*x-92*a^4*c*g*x-348*a^4*c*p*x-204*a^4*c*q*x-\ 448*a^4*c*r*x+476*a^4*c*x^2-84*a^4*g*p*x-40*a^4*g*q*x-124*a^4*g*r*x+88*a^4*g*x^ 2-96*a^4*p^2*x-132*a^4*p*q*x-248*a^4*p*r*x+214*a^4*p*x^2-36*a^4*q^2*x-164*a^4*q *r*x+214*a^4*q*x^2-152*a^4*r^2*x+344*a^4*r*x^2-240*a^3*b^2*c*x-192*a^3*b^2*p*x-\ 72*a^3*b^2*q*x-264*a^3*b^2*r*x+240*a^3*b^2*x^2-1008*a^3*b*c^2*x-360*a^3*b*c*g*x -1272*a^3*b*c*p*x-696*a^3*b*c*q*x-1600*a^3*b*c*r*x+1904*a^3*b*c*x^2-300*a^3*b*g *p*x-124*a^3*b*g*q*x-424*a^3*b*g*r*x+352*a^3*b*g*x^2-348*a^3*b*p^2*x-456*a^3*b* p*q*x-884*a^3*b*p*r*x+856*a^3*b*p*x^2-108*a^3*b*q^2*x-548*a^3*b*q*r*x+856*a^3*b *q*x^2-536*a^3*b*r^2*x+1376*a^3*b*r*x^2-1008*a^3*c^3*x-756*a^3*c^2*g*x-1776*a^3 *c^2*p*x-1080*a^3*c^2*q*x-2168*a^3*c^2*r*x+2668*a^3*c^2*x^2-134*a^3*c*g^2*x-964 *a^3*c*g*p*x-546*a^3*c*g*q*x-1230*a^3*c*g*r*x+1358*a^3*c*g*x^2-930*a^3*c*p^2*x-\ 1296*a^3*c*p*q*x-2284*a^3*c*p*r*x+2384*a^3*c*p*x^2-366*a^3*c*q^2*x-1528*a^3*c*q *r*x+2384*a^3*c*q*x^2-1354*a^3*c*r^2*x+3694*a^3*c*r*x^2-114*a^3*g^2*p*x-51*a^3* g^2*q*x-165*a^3*g^2*r*x+126*a^3*g^2*x^2-264*a^3*g*p^2*x-354*a^3*g*p*q*x-678*a^3 *g*p*r*x+609*a^3*g*p*x^2-90*a^3*g*q^2*x-432*a^3*g*q*r*x+609*a^3*g*q*x^2-414*a^3 *g*r^2*x+978*a^3*g*r*x^2-150*a^3*p^3*x-339*a^3*p^2*q*x-549*a^3*p^2*r*x+531*a^3* p^2*x^2-228*a^3*p*q^2*x-804*a^3*p*q*r*x+1062*a^3*p*q*x^2-648*a^3*p*r^2*x+1611*a ^3*p*r*x^2-39*a^3*q^3*x-255*a^3*q^2*r*x+531*a^3*q^2*x^2-465*a^3*q*r^2*x+1611*a^ 3*q*r*x^2-249*a^3*r^3*x+1242*a^3*r^2*x^2-240*a^2*b^3*c*x-168*a^2*b^3*p*x-48*a^2 *b^3*q*x-216*a^2*b^3*r*x+240*a^2*b^3*x^2-1440*a^2*b^2*c^2*x-528*a^2*b^2*c*g*x-\ 1728*a^2*b^2*c*p*x-864*a^2*b^2*c*q*x-2112*a^2*b^2*c*r*x+2856*a^2*b^2*c*x^2-396* a^2*b^2*g*p*x-132*a^2*b^2*g*q*x-528*a^2*b^2*g*r*x+528*a^2*b^2*g*x^2-468*a^2*b^2 *p^2*x-576*a^2*b^2*p*q*x-1164*a^2*b^2*p*r*x+1284*a^2*b^2*p*x^2-108*a^2*b^2*q^2* x-660*a^2*b^2*q*r*x+1284*a^2*b^2*q*x^2-696*a^2*b^2*r^2*x+2064*a^2*b^2*r*x^2-\ 2832*a^2*b*c^3*x-2140*a^2*b*c^2*g*x-4872*a^2*b*c^2*p*x-2784*a^2*b*c^2*q*x-5832* a^2*b*c^2*r*x+8004*a^2*b*c^2*x^2-386*a^2*b*c*g^2*x-2626*a^2*b*c*g*p*x-1372*a^2* b*c*g*q*x-3262*a^2*b*c*g*r*x+4074*a^2*b*c*g*x^2-2538*a^2*b*c*p^2*x-3384*a^2*b*c *p*q*x-6144*a^2*b*c*p*r*x+7152*a^2*b*c*p*x^2-846*a^2*b*c*q^2*x-3876*a^2*b*c*q*r *x+7152*a^2*b*c*q*x^2-3606*a^2*b*c*r^2*x+11082*a^2*b*c*r*x^2-303*a^2*b*g^2*p*x-\ 114*a^2*b*g^2*q*x-417*a^2*b*g^2*r*x+378*a^2*b*g^2*x^2-714*a^2*b*g*p^2*x-906*a^2 *b*g*p*q*x-1800*a^2*b*g*p*r*x+1827*a^2*b*g*p*x^2-192*a^2*b*g*q^2*x-1062*a^2*b*g *q*r*x+1827*a^2*b*g*q*x^2-1086*a^2*b*g*r^2*x+2934*a^2*b*g*r*x^2-411*a^2*b*p^3*x -900*a^2*b*p^2*q*x-1491*a^2*b*p^2*r*x+1593*a^2*b*p^2*x^2-567*a^2*b*p*q^2*x-2100 *a^2*b*p*q*r*x+3186*a^2*b*p*q*x^2-1749*a^2*b*p*r^2*x+4833*a^2*b*p*r*x^2-78*a^2* b*q^3*x-609*a^2*b*q^2*r*x+1593*a^2*b*q^2*x^2-1200*a^2*b*q*r^2*x+4833*a^2*b*q*r* x^2-669*a^2*b*r^3*x+3726*a^2*b*r^2*x^2-1776*a^2*c^4*x-2080*a^2*c^3*g*x-4008*a^2 *c^3*p*x-2424*a^2*c^3*q*x-4768*a^2*c^3*r*x+6488*a^2*c^3*x^2-782*a^2*c^2*g^2*x-\ 3606*a^2*c^2*g*p*x-2120*a^2*c^2*g*q*x-4362*a^2*c^2*g*r*x+5612*a^2*c^2*g*x^2-\ 3090*a^2*c^2*p^2*x-4272*a^2*c^2*p*q*x-7420*a^2*c^2*p*r*x+8672*a^2*c^2*p*x^2-\ 1182*a^2*c^2*q^2*x-4888*a^2*c^2*q*r*x+8672*a^2*c^2*q*x^2-4330*a^2*c^2*r^2*x+ 13190*a^2*c^2*r*x^2-93*a^2*c*g^3*x-971*a^2*c*g^2*p*x-528*a^2*c*g^2*q*x-1225*a^2 *c*g^2*r*x+1424*a^2*c*g^2*x^2-1879*a^2*c*g*p^2*x-2556*a^2*c*g*p*q*x-4588*a^2*c* g*p*r*x+5012*a^2*c*g*p*x^2-677*a^2*c*g*q^2*x-2966*a^2*c*g*q*r*x+5012*a^2*c*g*q* x^2-2709*a^2*c*g*r^2*x+7781*a^2*c*g*r*x^2-993*a^2*c*p^3*x-2229*a^2*c*p^2*q*x-\ 3566*a^2*c*p^2*r*x+3844*a^2*c*p^2*x^2-1479*a^2*c*p*q^2*x-5176*a^2*c*p*q*r*x+ 7688*a^2*c*p*q*x^2-4153*a^2*c*p*r^2*x+11450*a^2*c*p*r*x^2-243*a^2*c*q^3*x-1610* a^2*c*q^2*r*x+3844*a^2*c*q^2*x^2-2947*a^2*c*q*r^2*x+11450*a^2*c*q*r*x^2-1580*a^ 2*c*r^3*x+8632*a^2*c*r^2*x^2-75*a^2*g^3*p*x-31*a^2*g^3*q*x-106*a^2*g^3*r*x+88*a ^2*g^3*x^2-264*a^2*g^2*p^2*x-344*a^2*g^2*p*q*x-673*a^2*g^2*p*r*x+637*a^2*g^2*p* x^2-80*a^2*g^2*q^2*x-411*a^2*g^2*q*r*x+637*a^2*g^2*q*x^2-409*a^2*g^2*r^2*x+1023 *a^2*g^2*r*x^2-303*a^2*g*p^3*x-673*a^2*g*p^2*q*x-1106*a^2*g*p^2*r*x+1116*a^2*g* p^2*x^2-437*a^2*g*p*q^2*x-1584*a^2*g*p*q*r*x+2232*a^2*g*p*q*x^2-1303*a^2*g*p*r^ 2*x+3397*a^2*g*p*r*x^2-67*a^2*g*q^3*x-478*a^2*g*q^2*r*x+1116*a^2*g*q^2*x^2-911* a^2*g*q*r^2*x+3397*a^2*g*q*r*x^2-500*a^2*g*r^3*x+2638*a^2*g*r^2*x^2-114*a^2*p^4 *x-360*a^2*p^3*q*x-539*a^2*p^3*r*x+565*a^2*p^3*x^2-396*a^2*p^2*q^2*x-1251*a^2*p ^2*q*r*x+1695*a^2*p^2*q*x^2-933*a^2*p^2*r^2*x+2467*a^2*p^2*r*x^2-168*a^2*p*q^3* x-885*a^2*p*q^2*r*x+1695*a^2*p*q^2*x^2-1422*a^2*p*q*r^2*x+4934*a^2*p*q*r*x^2-\ 705*a^2*p*r^3*x+3614*a^2*p*r^2*x^2-18*a^2*q^4*x-173*a^2*q^3*r*x+565*a^2*q^3*x^2 -489*a^2*q^2*r^2*x+2467*a^2*q^2*r*x^2-531*a^2*q*r^3*x+3614*a^2*q*r^2*x^2-197*a^ 2*r^4*x+1712*a^2*r^3*x^2-120*a*b^4*c*x-72*a*b^4*p*x-12*a*b^4*q*x-84*a*b^4*r*x+ 120*a*b^4*x^2-912*a*b^3*c^2*x-344*a*b^3*c*g*x-1032*a*b^3*c*p*x-456*a*b^3*c*q*x-\ 1216*a*b^3*c*r*x+1904*a*b^3*c*x^2-228*a*b^3*g*p*x-52*a*b^3*g*q*x-280*a*b^3*g*r* x+352*a*b^3*g*x^2-276*a*b^3*p^2*x-312*a*b^3*p*q*x-668*a*b^3*p*r*x+856*a*b^3*p*x ^2-36*a*b^3*q^2*x-332*a*b^3*q*r*x+856*a*b^3*q*x^2-392*a*b^3*r^2*x+1376*a*b^3*r* x^2-2640*a*b^2*c^3*x-2012*a*b^2*c^2*g*x-4416*a*b^2*c^2*p*x-2328*a*b^2*c^2*q*x-\ 5160*a*b^2*c^2*r*x+8004*a*b^2*c^2*x^2-370*a*b^2*c*g^2*x-2360*a*b^2*c*g*p*x-1106 *a*b^2*c*g*q*x-2834*a*b^2*c*g*r*x+4074*a*b^2*c*g*x^2-2286*a*b^2*c*p^2*x-2880*a* b^2*c*p*q*x-5436*a*b^2*c*p*r*x+7152*a*b^2*c*p*x^2-594*a*b^2*c*q^2*x-3168*a*b^2* c*q*r*x+7152*a*b^2*c*q*x^2-3150*a*b^2*c*r^2*x+11082*a*b^2*c*r*x^2-264*a*b^2*g^2 *p*x-75*a*b^2*g^2*q*x-339*a*b^2*g^2*r*x+378*a*b^2*g^2*x^2-636*a*b^2*g*p^2*x-750 *a*b^2*g*p*q*x-1566*a*b^2*g*p*r*x+1827*a*b^2*g*p*x^2-114*a*b^2*g*q^2*x-828*a*b^ 2*g*q*r*x+1827*a*b^2*g*q*x^2-930*a*b^2*g*r^2*x+2934*a*b^2*g*r*x^2-372*a*b^2*p^3 *x-783*a*b^2*p^2*q*x-1335*a*b^2*p^2*r*x+1593*a*b^2*p^2*x^2-450*a*b^2*p*q^2*x-\ 1788*a*b^2*p*q*r*x+3186*a*b^2*p*q*x^2-1554*a*b^2*p*r^2*x+4833*a*b^2*p*r*x^2-39* a*b^2*q^3*x-453*a*b^2*q^2*r*x+1593*a*b^2*q^2*x^2-1005*a*b^2*q*r^2*x+4833*a*b^2* q*r*x^2-591*a*b^2*r^3*x+3726*a*b^2*r^2*x^2-3312*a*b*c^4*x-3872*a*b*c^3*g*x-7344 *a*b*c^3*p*x-4176*a*b*c^3*q*x-8576*a*b*c^3*r*x+12976*a*b*c^3*x^2-1460*a*b*c^2*g ^2*x-6570*a*b*c^2*g*p*x-3598*a*b*c^2*g*q*x-7776*a*b*c^2*g*r*x+11224*a*b*c^2*g*x ^2-5640*a*b*c^2*p^2*x-7464*a*b*c^2*p*q*x-13364*a*b*c^2*p*r*x+17344*a*b*c^2*p*x^ 2-1824*a*b*c^2*q^2*x-8300*a*b*c^2*q*r*x+17344*a*b*c^2*q*x^2-7724*a*b*c^2*r^2*x+ 26380*a*b*c^2*r*x^2-176*a*b*c*g^3*x-1753*a*b*c*g^2*p*x-867*a*b*c*g^2*q*x-2144*a *b*c*g^2*r*x+2848*a*b*c*g^2*x^2-3408*a*b*c*g*p^2*x-4412*a*b*c*g*p*q*x-8194*a*b* c*g*p*r*x+10024*a*b*c*g*p*x^2-1004*a*b*c*g*q^2*x-4950*a*b*c*g*q*r*x+10024*a*b*c *g*q*x^2-4786*a*b*c*g*r^2*x+15562*a*b*c*g*r*x^2-1818*a*b*c*p^3*x-3954*a*b*c*p^2 *q*x-6472*a*b*c*p^2*r*x+7688*a*b*c*p^2*x^2-2454*a*b*c*p*q^2*x-9032*a*b*c*p*q*r* x+15376*a*b*c*p*q*x^2-7490*a*b*c*p*r^2*x+22900*a*b*c*p*r*x^2-318*a*b*c*q^3*x-\ 2560*a*b*c*q^2*r*x+7688*a*b*c*q^2*x^2-5078*a*b*c*q*r^2*x+22900*a*b*c*q*r*x^2-\ 2836*a*b*c*r^3*x+17264*a*b*c*r^2*x^2-132*a*b*g^3*p*x-44*a*b*g^3*q*x-176*a*b*g^3 *r*x+176*a*b*g^3*x^2-474*a*b*g^2*p^2*x-580*a*b*g^2*p*q*x-1184*a*b*g^2*p*r*x+ 1274*a*b*g^2*p*x^2-106*a*b*g^2*q^2*x-660*a*b*g^2*q*r*x+1274*a*b*g^2*q*x^2-710*a *b*g^2*r^2*x+2046*a*b*g^2*r*x^2-552*a*b*g*p^3*x-1184*a*b*g*p^2*q*x-1996*a*b*g*p ^2*r*x+2232*a*b*g*p^2*x^2-712*a*b*g*p*q^2*x-2736*a*b*g*p*q*r*x+4464*a*b*g*p*q*x ^2-2336*a*b*g*p*r^2*x+6794*a*b*g*p*r*x^2-80*a*b*g*q^3*x-740*a*b*g*q^2*r*x+2232* a*b*g*q^2*x^2-1552*a*b*g*q*r^2*x+6794*a*b*g*q*r*x^2-892*a*b*g*r^3*x+5276*a*b*g* r^2*x^2-210*a*b*p^4*x-648*a*b*p^3*q*x-988*a*b*p^3*r*x+1130*a*b*p^3*x^2-684*a*b* p^2*q^2*x-2232*a*b*p^2*q*r*x+3390*a*b*p^2*q*x^2-1704*a*b*p^2*r^2*x+4934*a*b*p^2 *r*x^2-264*a*b*p*q^3*x-1500*a*b*p*q^2*r*x+3390*a*b*p*q^2*x^2-2520*a*b*p*q*r^2*x +9868*a*b*p*q*r*x^2-1284*a*b*p*r^3*x+7228*a*b*p*r^2*x^2-18*a*b*q^4*x-256*a*b*q^ 3*r*x+1130*a*b*q^3*x^2-816*a*b*q^2*r^2*x+4934*a*b*q^2*r*x^2-936*a*b*q*r^3*x+ 7228*a*b*q*r^2*x^2-358*a*b*r^4*x+3424*a*b*r^3*x^2-1488*a*c^5*x-2380*a*c^4*g*x-\ 4128*a*c^4*p*x-2448*a*c^4*q*x-4840*a*c^4*r*x+7232*a*c^4*x^2-1388*a*c^3*g^2*x-\ 5318*a*c^3*g*p*x-3110*a*c^3*g*q*x-6276*a*c^3*g*r*x+8984*a*c^3*g*x^2-4212*a*c^3* p^2*x-5736*a*c^3*p*q*x-9996*a*c^3*p*r*x+12864*a*c^3*p*x^2-1524*a*c^3*q^2*x-6444 *a*c^3*q*r*x+12864*a*c^3*q*x^2-5784*a*c^3*r^2*x+19392*a*c^3*r*x^2-347*a*c^2*g^3 *x-2375*a*c^2*g^2*p*x-1345*a*c^2*g^2*q*x-2846*a*c^2*g^2*r*x+3868*a*c^2*g^2*x^2-\ 4084*a*c^2*g*p^2*x-5516*a*c^2*g*p*q*x-9756*a*c^2*g*p*r*x+12004*a*c^2*g*p*x^2-\ 1432*a*c^2*g*q^2*x-6228*a*c^2*g*q*r*x+12004*a*c^2*g*q*x^2-5672*a*c^2*g*r^2*x+ 18314*a*c^2*g*r*x^2-2028*a*c^2*p^3*x-4500*a*c^2*p^2*q*x-7212*a*c^2*p^2*r*x+8532 *a*c^2*p^2*x^2-2916*a*c^2*p*q^2*x-10320*a*c^2*p*q*r*x+17064*a*c^2*p*q*x^2-8340* a*c^2*p*r^2*x+25196*a*c^2*p*r*x^2-444*a*c^2*q^3*x-3108*a*c^2*q^2*r*x+8532*a*c^2 *q^2*x^2-5820*a*c^2*q*r^2*x+25196*a*c^2*q*r*x^2-3156*a*c^2*r^3*x+18818*a*c^2*r^ 2*x^2-31*a*c*g^4*x-422*a*c*g^3*p*x-219*a*c*g^3*q*x-525*a*c*g^3*r*x+652*a*c*g^3* x^2-1231*a*c*g^2*p^2*x-1632*a*c*g^2*p*q*x-2987*a*c*g^2*p*r*x+3452*a*c*g^2*p*x^2 -401*a*c*g^2*q^2*x-1863*a*c*g^2*q*r*x+3452*a*c*g^2*q*x^2-1756*a*c*g^2*r^2*x+ 5371*a*c*g^2*r*x^2-1310*a*c*g*p^3*x-2892*a*c*g*p^2*q*x-4690*a*c*g*p^2*r*x+5316* a*c*g*p^2*x^2-1854*a*c*g*p*q^2*x-6668*a*c*g*p*q*r*x+10632*a*c*g*p*q*x^2-5450*a* c*g*p*r^2*x+15884*a*c*g*p*r*x^2-272*a*c*g*q^3*x-1978*a*c*g*q^2*r*x+5316*a*c*g*q ^2*x^2-3776*a*c*g*q*r^2*x+15884*a*c*g*q*r*x^2-2070*a*c*g*r^3*x+12023*a*c*g*r^2* x^2-468*a*c*p^4*x-1464*a*c*p^3*q*x-2198*a*c*p^3*r*x+2500*a*c*p^3*x^2-1584*a*c*p ^2*q^2*x-5046*a*c*p^2*q*r*x+7500*a*c*p^2*q*x^2-3786*a*c*p^2*r^2*x+10816*a*c*p^2 *r*x^2-648*a*c*p*q^3*x-3498*a*c*p*q^2*r*x+7500*a*c*p*q^2*x^2-5700*a*c*p*q*r^2*x +21632*a*c*p*q*r*x^2-2850*a*c*p*r^3*x+15686*a*c*p*r^2*x^2-60*a*c*q^4*x-650*a*c* q^3*r*x+2500*a*c*q^3*x^2-1914*a*c*q^2*r^2*x+10816*a*c*q^2*r*x^2-2118*a*c*q*r^3* x+15686*a*c*q*r^2*x^2-794*a*c*r^4*x+7370*a*c*r^3*x^2-24*a*g^4*p*x-9*a*g^4*q*x-\ 33*a*g^4*r*x+30*a*g^4*x^2-114*a*g^3*p^2*x-144*a*g^3*p*q*x-288*a*g^3*p*r*x+291*a *g^3*p*x^2-30*a*g^3*q^2*x-168*a*g^3*q*r*x+291*a*g^3*q*x^2-174*a*g^3*r^2*x+468*a *g^3*r*x^2-198*a*g^2*p^3*x-432*a*g^2*p^2*q*x-720*a*g^2*p^2*r*x+768*a*g^2*p^2*x^ 2-270*a*g^2*p*q^2*x-1008*a*g^2*p*q*r*x+1536*a*g^2*p*q*x^2-846*a*g^2*p*r^2*x+ 2344*a*g^2*p*r*x^2-36*a*g^2*q^3*x-288*a*g^2*q^2*r*x+768*a*g^2*q^2*x^2-576*a*g^2 *q*r^2*x+2344*a*g^2*q*r*x^2-324*a*g^2*r^3*x+1828*a*g^2*r^2*x^2-150*a*g*p^4*x-\ 468*a*g*p^3*q*x-708*a*g*p^3*r*x+780*a*g*p^3*x^2-504*a*g*p^2*q^2*x-1620*a*g*p^2* q*r*x+2340*a*g*p^2*q*x^2-1224*a*g*p^2*r^2*x+3415*a*g*p^2*r*x^2-204*a*g*p*q^3*x-\ 1116*a*g*p*q^2*r*x+2340*a*g*p*q^2*x^2-1836*a*g*p*q*r^2*x+6830*a*g*p*q*r*x^2-924 *a*g*p*r^3*x+5018*a*g*p*r^2*x^2-18*a*g*q^4*x-204*a*g*q^3*r*x+780*a*g*q^3*x^2-\ 612*a*g*q^2*r^2*x+3415*a*g*q^2*r*x^2-684*a*g*q*r^3*x+5018*a*g*q*r^2*x^2-258*a*g *r^4*x+2383*a*g*r^3*x^2-42*a*p^5*x-171*a*p^4*q*x-243*a*p^4*r*x+273*a*p^4*x^2-\ 264*a*p^3*q^2*x-780*a*p^3*q*r*x+1092*a*p^3*q*x^2-552*a*p^3*r^2*x+1533*a*p^3*r*x ^2-186*a*p^2*q^3*x-882*a*p^2*q^2*r*x+1638*a*p^2*q^2*x^2-1314*a*p^2*q*r^2*x+4599 *a*p^2*q*r*x^2-618*a*p^2*r^3*x+3228*a*p^2*r^2*x^2-54*a*p*q^4*x-396*a*p*q^3*r*x+ 1092*a*p*q^3*x^2-972*a*p*q^2*r^2*x+4599*a*p*q^2*r*x^2-972*a*p*q*r^3*x+6456*a*p* q*r^2*x^2-342*a*p*r^4*x+2949*a*p*r^3*x^2-3*a*q^5*x-51*a*q^4*r*x+273*a*q^4*x^2-\ 210*a*q^3*r^2*x+1533*a*q^3*r*x^2-354*a*q^2*r^3*x+3228*a*q^2*r^2*x^2-267*a*q*r^4 *x+2949*a*q*r^3*x^2-75*a*r^5*x+981*a*r^4*x^2-24*b^5*c*x-12*b^5*p*x-12*b^5*r*x+ 24*b^5*x^2-216*b^4*c^2*x-84*b^4*c*g*x-228*b^4*c*p*x-84*b^4*c*q*x-256*b^4*c*r*x+ 476*b^4*c*x^2-48*b^4*g*p*x-4*b^4*g*q*x-52*b^4*g*r*x+88*b^4*g*x^2-60*b^4*p^2*x-\ 60*b^4*p*q*x-140*b^4*p*r*x+214*b^4*p*x^2-56*b^4*q*r*x+214*b^4*q*x^2-80*b^4*r^2* x+344*b^4*r*x^2-816*b^3*c^3*x-628*b^3*c^2*g*x-1320*b^3*c^2*p*x-624*b^3*c^2*q*x-\ 1496*b^3*c^2*r*x+2668*b^3*c^2*x^2-118*b^3*c*g^2*x-698*b^3*c*g*p*x-280*b^3*c*g*q *x-802*b^3*c*g*r*x+1358*b^3*c*g*x^2-678*b^3*c*p^2*x-792*b^3*c*p*q*x-1576*b^3*c* p*r*x+2384*b^3*c*p*x^2-114*b^3*c*q^2*x-820*b^3*c*q*r*x+2384*b^3*c*q*x^2-898*b^3 *c*r^2*x+3694*b^3*c*r*x^2-75*b^3*g^2*p*x-12*b^3*g^2*q*x-87*b^3*g^2*r*x+126*b^3* g^2*x^2-186*b^3*g*p^2*x-198*b^3*g*p*q*x-444*b^3*g*p*r*x+609*b^3*g*p*x^2-12*b^3* g*q^2*x-198*b^3*g*q*r*x+609*b^3*g*q*x^2-258*b^3*g*r^2*x+978*b^3*g*r*x^2-111*b^3 *p^3*x-222*b^3*p^2*q*x-393*b^3*p^2*r*x+531*b^3*p^2*x^2-111*b^3*p*q^2*x-492*b^3* p*q*r*x+1062*b^3*p*q*x^2-453*b^3*p*r^2*x+1611*b^3*p*r*x^2-99*b^3*q^2*r*x+531*b^ 3*q^2*x^2-270*b^3*q*r^2*x+1611*b^3*q*r*x^2-171*b^3*r^3*x+1242*b^3*r^2*x^2-1536* b^2*c^4*x-1792*b^2*c^3*g*x-3336*b^2*c^3*p*x-1752*b^2*c^3*q*x-3808*b^2*c^3*r*x+ 6488*b^2*c^3*x^2-678*b^2*c^2*g^2*x-2964*b^2*c^2*g*p*x-1478*b^2*c^2*g*q*x-3414*b ^2*c^2*g*r*x+5612*b^2*c^2*g*x^2-2550*b^2*c^2*p^2*x-3192*b^2*c^2*p*q*x-5944*b^2* c^2*p*r*x+8672*b^2*c^2*p*x^2-642*b^2*c^2*q^2*x-3412*b^2*c^2*q*r*x+8672*b^2*c^2* q*x^2-3394*b^2*c^2*r^2*x+13190*b^2*c^2*r*x^2-83*b^2*c*g^3*x-782*b^2*c*g^2*p*x-\ 339*b^2*c*g^2*q*x-919*b^2*c*g^2*r*x+1424*b^2*c*g^2*x^2-1529*b^2*c*g*p^2*x-1856* b^2*c*g*p*q*x-3606*b^2*c*g*p*r*x+5012*b^2*c*g*p*x^2-327*b^2*c*g*q^2*x-1984*b^2* c*g*q*r*x+5012*b^2*c*g*q*x^2-2077*b^2*c*g*r^2*x+7781*b^2*c*g*r*x^2-825*b^2*c*p^ 3*x-1725*b^2*c*p^2*q*x-2906*b^2*c*p^2*r*x+3844*b^2*c*p^2*x^2-975*b^2*c*p*q^2*x-\ 3856*b^2*c*p*q*r*x+7688*b^2*c*p*q*x^2-3337*b^2*c*p*r^2*x+11450*b^2*c*p*r*x^2-75 *b^2*c*q^3*x-950*b^2*c*q^2*r*x+3844*b^2*c*q^2*x^2-2131*b^2*c*q*r^2*x+11450*b^2* c*q*r*x^2-1256*b^2*c*r^3*x+8632*b^2*c*r^2*x^2-57*b^2*g^3*p*x-13*b^2*g^3*q*x-70* b^2*g^3*r*x+88*b^2*g^3*x^2-210*b^2*g^2*p^2*x-236*b^2*g^2*p*q*x-511*b^2*g^2*p*r* x+637*b^2*g^2*p*x^2-26*b^2*g^2*q^2*x-249*b^2*g^2*q*r*x+637*b^2*g^2*q*x^2-301*b^ 2*g^2*r^2*x+1023*b^2*g^2*r*x^2-249*b^2*g*p^3*x-511*b^2*g*p^2*q*x-890*b^2*g*p^2* r*x+1116*b^2*g*p^2*x^2-275*b^2*g*p*q^2*x-1152*b^2*g*p*q*r*x+2232*b^2*g*p*q*x^2-\ 1033*b^2*g*p*r^2*x+3397*b^2*g*p*r*x^2-13*b^2*g*q^3*x-262*b^2*g*q^2*r*x+1116*b^2 *g*q^2*x^2-641*b^2*g*q*r^2*x+3397*b^2*g*q*r*x^2-392*b^2*g*r^3*x+2638*b^2*g*r^2* x^2-96*b^2*p^4*x-288*b^2*p^3*q*x-449*b^2*p^3*r*x+565*b^2*p^3*x^2-288*b^2*p^2*q^ 2*x-981*b^2*p^2*q*r*x+1695*b^2*p^2*q*x^2-771*b^2*p^2*r^2*x+2467*b^2*p^2*r*x^2-\ 96*b^2*p*q^3*x-615*b^2*p*q^2*r*x+1695*b^2*p*q^2*x^2-1098*b^2*p*q*r^2*x+4934*b^2 *p*q*r*x^2-579*b^2*p*r^3*x+3614*b^2*p*r^2*x^2-83*b^2*q^3*r*x+565*b^2*q^3*x^2-\ 327*b^2*q^2*r^2*x+2467*b^2*q^2*r*x^2-405*b^2*q*r^3*x+3614*b^2*q*r^2*x^2-161*b^2 *r^4*x+1712*b^2*r^3*x^2-1392*b*c^5*x-2212*b*c^4*g*x-3792*b*c^4*p*x-2112*b*c^4*q *x-4360*b*c^4*r*x+7232*b*c^4*x^2-1284*b*c^3*g^2*x-4858*b*c^3*g*p*x-2650*b*c^3*g *q*x-5612*b*c^3*g*r*x+8984*b*c^3*g*x^2-3852*b*c^3*p^2*x-5016*b*c^3*p*q*x-9012*b *c^3*p*r*x+12864*b*c^3*p*x^2-1164*b*c^3*q^2*x-5460*b*c^3*q*r*x+12864*b*c^3*q*x^ 2-5160*b*c^3*r^2*x+19392*b*c^3*r*x^2-321*b*c^2*g^3*x-2155*b*c^2*g^2*p*x-1125*b* c^2*g^2*q*x-2518*b*c^2*g^2*r*x+3868*b*c^2*g^2*x^2-3716*b*c^2*g*p^2*x-4780*b*c^2 *g*p*q*x-8744*b*c^2*g*p*r*x+12004*b*c^2*g*p*x^2-1064*b*c^2*g*q^2*x-5216*b*c^2*g *q*r*x+12004*b*c^2*g*q*x^2-5028*b*c^2*g*r^2*x+18314*b*c^2*g*r*x^2-1860*b*c^2*p^ 3*x-3996*b*c^2*p^2*q*x-6552*b*c^2*p^2*r*x+8532*b*c^2*p^2*x^2-2412*b*c^2*p*q^2*x -9000*b*c^2*p*q*r*x+17064*b*c^2*p*q*x^2-7524*b*c^2*p*r^2*x+25196*b*c^2*p*r*x^2-\ 276*b*c^2*q^3*x-2448*b*c^2*q^2*r*x+8532*b*c^2*q^2*x^2-5004*b*c^2*q*r^2*x+25196* b*c^2*q*r*x^2-2832*b*c^2*r^3*x+18818*b*c^2*r^2*x^2-29*b*c*g^4*x-379*b*c*g^3*p*x -176*b*c*g^3*q*x-455*b*c*g^3*r*x+652*b*c*g^3*x^2-1113*b*c*g^2*p^2*x-1396*b*c*g^ 2*p*q*x-2655*b*c*g^2*p*r*x+3452*b*c*g^2*p*x^2-283*b*c*g^2*q^2*x-1531*b*c*g^2*q* r*x+3452*b*c*g^2*q*x^2-1542*b*c*g^2*r^2*x+5371*b*c*g^2*r*x^2-1196*b*c*g*p^3*x-\ 2550*b*c*g*p^2*q*x-4240*b*c*g*p^2*r*x+5316*b*c*g*p^2*x^2-1512*b*c*g*p*q^2*x-\ 5768*b*c*g*p*q*r*x+10632*b*c*g*p*q*x^2-4892*b*c*g*p*r^2*x+15884*b*c*g*p*r*x^2-\ 158*b*c*g*q^3*x-1528*b*c*g*q^2*r*x+5316*b*c*g*q^2*x^2-3218*b*c*g*q*r^2*x+15884* b*c*g*q*r*x^2-1848*b*c*g*r^3*x+12023*b*c*g*r^2*x^2-432*b*c*p^4*x-1320*b*c*p^3*q *x-2018*b*c*p^3*r*x+2500*b*c*p^3*x^2-1368*b*c*p^2*q^2*x-4506*b*c*p^2*q*r*x+7500 *b*c*p^2*q*x^2-3462*b*c*p^2*r^2*x+10816*b*c*p^2*r*x^2-504*b*c*p*q^3*x-2958*b*c* p*q^2*r*x+7500*b*c*p*q^2*x^2-5052*b*c*p*q*r^2*x+21632*b*c*p*q*r*x^2-2598*b*c*p* r^3*x+15686*b*c*p*r^2*x^2-24*b*c*q^4*x-470*b*c*q^3*r*x+2500*b*c*q^3*x^2-1590*b* c*q^2*r^2*x+10816*b*c*q^2*r*x^2-1866*b*c*q*r^3*x+15686*b*c*q*r^2*x^2-722*b*c*r^ 4*x+7370*b*c*r^3*x^2-21*b*g^4*p*x-6*b*g^4*q*x-27*b*g^4*r*x+30*b*g^4*x^2-102*b*g ^3*p^2*x-120*b*g^3*p*q*x-252*b*g^3*p*r*x+291*b*g^3*p*x^2-18*b*g^3*q^2*x-132*b*g ^3*q*r*x+291*b*g^3*q*x^2-150*b*g^3*r^2*x+468*b*g^3*r*x^2-180*b*g^2*p^3*x-378*b* g^2*p^2*q*x-648*b*g^2*p^2*r*x+768*b*g^2*p^2*x^2-216*b*g^2*p*q^2*x-864*b*g^2*p*q *r*x+1536*b*g^2*p*q*x^2-756*b*g^2*p*r^2*x+2344*b*g^2*p*r*x^2-18*b*g^2*q^3*x-216 *b*g^2*q^2*r*x+768*b*g^2*q^2*x^2-486*b*g^2*q*r^2*x+2344*b*g^2*q*r*x^2-288*b*g^2 *r^3*x+1828*b*g^2*r^2*x^2-138*b*g*p^4*x-420*b*g*p^3*q*x-648*b*g*p^3*r*x+780*b*g *p^3*x^2-432*b*g*p^2*q^2*x-1440*b*g*p^2*q*r*x+2340*b*g*p^2*q*x^2-1116*b*g*p^2*r ^2*x+3415*b*g*p^2*r*x^2-156*b*g*p*q^3*x-936*b*g*p*q^2*r*x+2340*b*g*p*q^2*x^2-\ 1620*b*g*p*q*r^2*x+6830*b*g*p*q*r*x^2-840*b*g*p*r^3*x+5018*b*g*p*r^2*x^2-6*b*g* q^4*x-144*b*g*q^3*r*x+780*b*g*q^3*x^2-504*b*g*q^2*r^2*x+3415*b*g*q^2*r*x^2-600* b*g*q*r^3*x+5018*b*g*q*r^2*x^2-234*b*g*r^4*x+2383*b*g*r^3*x^2-39*b*p^5*x-156*b* p^4*q*x-225*b*p^4*r*x+273*b*p^4*x^2-234*b*p^3*q^2*x-708*b*p^3*q*r*x+1092*b*p^3* q*x^2-510*b*p^3*r^2*x+1533*b*p^3*r*x^2-156*b*p^2*q^3*x-774*b*p^2*q^2*r*x+1638*b *p^2*q^2*x^2-1188*b*p^2*q*r^2*x+4599*b*p^2*q*r*x^2-570*b*p^2*r^3*x+3228*b*p^2*r ^2*x^2-39*b*p*q^4*x-324*b*p*q^3*r*x+1092*b*p*q^3*x^2-846*b*p*q^2*r^2*x+4599*b*p *q^2*r*x^2-876*b*p*q*r^3*x+6456*b*p*q*r^2*x^2-315*b*p*r^4*x+2949*b*p*r^3*x^2-33 *b*q^4*r*x+273*b*q^4*x^2-168*b*q^3*r^2*x+1533*b*q^3*r*x^2-306*b*q^2*r^3*x+3228* b*q^2*r^2*x^2-240*b*q*r^4*x+2949*b*q*r^3*x^2-69*b*r^5*x+981*b*r^4*x^2-480*c^6*x -976*c^5*g*x-1584*c^5*p*x-912*c^5*q*x-1840*c^5*r*x+3008*c^5*x^2-776*c^4*g^2*x-\ 2688*c^4*g*p*x-1536*c^4*g*q*x-3128*c^4*g*r*x+4936*c^4*g*x^2-2016*c^4*p^2*x-2688 *c^4*p*q*x-4752*c^4*p*r*x+6672*c^4*p*x^2-672*c^4*q^2*x-2976*c^4*q*r*x+6672*c^4* q*x^2-2736*c^4*r^2*x+10008*c^4*r*x^2-300*c^3*g^3*x-1720*c^3*g^2*p*x-968*c^3*g^2 *q*x-2012*c^3*g^2*r*x+3056*c^3*g^2*x^2-2736*c^3*g*p^2*x-3632*c^3*g*p*q*x-6464*c ^3*g*p*r*x+8768*c^3*g*p*x^2-896*c^3*g*q^2*x-4024*c^3*g*q*r*x+8768*c^3*g*q*x^2-\ 3728*c^3*g*r^2*x+13248*c^3*g*r*x^2-1296*c^3*p^3*x-2832*c^3*p^2*q*x-4588*c^3*p^2 *r*x+5888*c^3*p^2*x^2-1776*c^3*p*q^2*x-6440*c^3*p*q*r*x+11776*c^3*p*q*x^2-5288* c^3*p*r^2*x+17304*c^3*p*r*x^2-240*c^3*q^3*x-1852*c^3*q^2*r*x+5888*c^3*q^2*x^2-\ 3608*c^3*q*r^2*x+17304*c^3*q*r*x^2-1996*c^3*r^3*x+12868*c^3*r^2*x^2-56*c^2*g^4* x-508*c^2*g^3*p*x-276*c^2*g^3*q*x-602*c^2*g^3*r*x+874*c^2*g^3*x^2-1316*c^2*g^2* p^2*x-1732*c^2*g^2*p*q*x-3126*c^2*g^2*p*r*x+4078*c^2*g^2*p*x^2-416*c^2*g^2*q^2* x-1926*c^2*g^2*q*r*x+4078*c^2*g^2*q*x^2-1810*c^2*g^2*r^2*x+6236*c^2*g^2*r*x^2-\ 1316*c^2*g*p^3*x-2868*c^2*g*p^2*q*x-4670*c^2*g*p^2*r*x+5806*c^2*g*p^2*x^2-1788* c^2*g*p*q^2*x-6532*c^2*g*p*q*r*x+11612*c^2*g*p*q*x^2-5392*c^2*g*p*r^2*x+17186*c ^2*g*p*r*x^2-236*c^2*g*q^3*x-1862*c^2*g*q^2*r*x+5806*c^2*g*q^2*x^2-3664*c^2*g*q *r^2*x+17186*c^2*g*q*r*x^2-2038*c^2*g*r^3*x+12880*c^2*g*r^2*x^2-450*c^2*p^4*x-\ 1392*c^2*p^3*q*x-2108*c^2*p^3*r*x+2584*c^2*p^3*x^2-1476*c^2*p^2*q^2*x-4776*c^2* p^2*q*r*x+7752*c^2*p^2*q*x^2-3624*c^2*p^2*r^2*x+11130*c^2*p^2*r*x^2-576*c^2*p*q ^3*x-3228*c^2*p*q^2*r*x+7752*c^2*p*q^2*x^2-5376*c^2*p*q*r^2*x+22260*c^2*p*q*r*x ^2-2724*c^2*p*r^3*x+16074*c^2*p*r^2*x^2-42*c^2*q^4*x-560*c^2*q^3*r*x+2584*c^2*q ^3*x^2-1752*c^2*q^2*r^2*x+11130*c^2*q^2*r*x^2-1992*c^2*q*r^3*x+16074*c^2*q*r^2* x^2-758*c^2*r^4*x+7528*c^2*r^3*x^2-4*c*g^5*x-67*c*g^4*p*x-33*c*g^4*q*x-82*c*g^4 *r*x+110*c*g^4*x^2-262*c*g^3*p^2*x-338*c*g^3*p*q*x-631*c*g^3*p*r*x+779*c*g^3*p* x^2-76*c*g^3*q^2*x-379*c*g^3*q*r*x+779*c*g^3*q*x^2-369*c*g^3*r^2*x+1215*c*g^3*r *x^2-421*c*g^2*p^3*x-913*c*g^2*p^2*q*x-1502*c*g^2*p^2*r*x+1803*c*g^2*p^2*x^2-\ 563*c*g^2*p*q^2*x-2088*c*g^2*p*q*r*x+3606*c*g^2*p*q*x^2-1741*c*g^2*p*r^2*x+5399 *c*g^2*p*r*x^2-71*c*g^2*q^3*x-586*c*g^2*q^2*r*x+1803*c*g^2*q^2*x^2-1175*c*g^2*q *r^2*x+5399*c*g^2*q*r*x^2-660*c*g^2*r^3*x+4097*c*g^2*r^2*x^2-303*c*g*p^4*x-936* c*g*p^3*q*x-1422*c*g*p^3*r*x+1698*c*g*p^3*x^2-990*c*g*p^2*q^2*x-3216*c*g*p^2*q* r*x+5094*c*g*p^2*q*x^2-2448*c*g*p^2*r^2*x+7363*c*g*p^2*r*x^2-384*c*g*p*q^3*x-\ 2166*c*g*p*q^2*r*x+5094*c*g*p*q^2*x^2-3624*c*g*p*q*r^2*x+14726*c*g*p*q*r*x^2-\ 1842*c*g*p*r^3*x+10709*c*g*p*r^2*x^2-27*c*g*q^4*x-372*c*g*q^3*r*x+1698*c*g*q^3* x^2-1176*c*g*q^2*r^2*x+7363*c*g*q^2*r*x^2-1344*c*g*q*r^3*x+10709*c*g*q*r^2*x^2-\ 513*c*g*r^4*x+5044*c*g*r^3*x^2-81*c*p^5*x-327*c*p^4*q*x-468*c*p^4*r*x+564*c*p^4 *x^2-498*c*p^3*q^2*x-1488*c*p^3*q*r*x+2256*c*p^3*q*x^2-1062*c*p^3*r^2*x+3156*c* p^3*r*x^2-342*c*p^2*q^3*x-1656*c*p^2*q^2*r*x+3384*c*p^2*q^2*x^2-2502*c*p^2*q*r^ 2*x+9468*c*p^2*q*r*x^2-1188*c*p^2*r^3*x+6624*c*p^2*r^2*x^2-93*c*p*q^4*x-720*c*p *q^3*r*x+2256*c*p*q^3*x^2-1818*c*p*q^2*r^2*x+9468*c*p*q^2*r*x^2-1848*c*p*q*r^3* x+13248*c*p*q*r^2*x^2-657*c*p*r^4*x+6036*c*p*r^3*x^2-3*c*q^5*x-84*c*q^4*r*x+564 *c*q^4*x^2-378*c*q^3*r^2*x+3156*c*q^3*r*x^2-660*c*q^2*r^3*x+6624*c*q^2*r^2*x^2-\ 507*c*q*r^4*x+6036*c*q*r^3*x^2-144*c*r^5*x+2004*c*r^4*x^2-3*g^5*p*x-g^5*q*x-4*g ^5*r*x+4*g^5*x^2-18*g^4*p^2*x-22*g^4*p*q*x-45*g^4*p*r*x+49*g^4*p*x^2-4*g^4*q^2* x-25*g^4*q*r*x+49*g^4*q*x^2-27*g^4*r^2*x+79*g^4*r*x^2-42*g^3*p^3*x-90*g^3*p^2*q *x-152*g^3*p^2*r*x+173*g^3*p^2*x^2-54*g^3*p*q^2*x-208*g^3*p*q*r*x+346*g^3*p*q*x ^2-178*g^3*p*r^2*x+529*g^3*p*r*x^2-6*g^3*q^3*x-56*g^3*q^2*r*x+173*g^3*q^2*x^2-\ 118*g^3*q*r^2*x+529*g^3*q*r*x^2-68*g^3*r^3*x+413*g^3*r^2*x^2-48*g^2*p^4*x-148*g ^2*p^3*q*x-226*g^2*p^3*r*x+264*g^2*p^3*x^2-156*g^2*p^2*q^2*x-510*g^2*p^2*q*r*x+ 792*g^2*p^2*q*x^2-390*g^2*p^2*r^2*x+1158*g^2*p^2*r*x^2-60*g^2*p*q^3*x-342*g^2*p *q^2*r*x+792*g^2*p*q^2*x^2-576*g^2*p*q*r^2*x+2316*g^2*p*q*r*x^2-294*g^2*p*r^3*x +1704*g^2*p*r^2*x^2-4*g^2*q^4*x-58*g^2*q^3*r*x+264*g^2*q^3*x^2-186*g^2*q^2*r^2* x+1158*g^2*q^2*r*x^2-214*g^2*q*r^3*x+1704*g^2*q*r^2*x^2-82*g^2*r^4*x+810*g^2*r^ 3*x^2-27*g*p^5*x-109*g*p^4*q*x-156*g*p^4*r*x+185*g*p^4*x^2-166*g*p^3*q^2*x-496* g*p^3*q*r*x+740*g*p^3*q*x^2-354*g*p^3*r^2*x+1041*g*p^3*r*x^2-114*g*p^2*q^3*x-\ 552*g*p^2*q^2*r*x+1110*g*p^2*q^2*x^2-834*g*p^2*q*r^2*x+3123*g*p^2*q*r*x^2-396*g *p^2*r^3*x+2196*g*p^2*r^2*x^2-31*g*p*q^4*x-240*g*p*q^3*r*x+740*g*p*q^3*x^2-606* g*p*q^2*r^2*x+3123*g*p*q^2*r*x^2-616*g*p*q*r^3*x+4392*g*p*q*r^2*x^2-219*g*p*r^4 *x+2009*g*p*r^3*x^2-g*q^5*x-28*g*q^4*r*x+185*g*q^4*x^2-126*g*q^3*r^2*x+1041*g*q ^3*r*x^2-220*g*q^2*r^3*x+2196*g*q^2*r^2*x^2-169*g*q*r^4*x+2009*g*q*r^3*x^2-48*g *r^5*x+669*g*r^4*x^2-6*p^6*x-30*p^5*q*x-41*p^5*r*x+49*p^5*x^2-60*p^4*q^2*x-169* p^4*q*r*x+245*p^4*q*x^2-115*p^4*r^2*x+333*p^4*r*x^2-60*p^3*q^3*x-266*p^3*q^2*r* x+490*p^3*q^2*x^2-376*p^3*q*r^2*x+1332*p^3*q*r*x^2-170*p^3*r^3*x+902*p^3*r^2*x^ 2-30*p^2*q^4*x-194*p^2*q^3*r*x+490*p^2*q^3*x^2-438*p^2*q^2*r^2*x+1998*p^2*q^2*r *x^2-414*p^2*q*r^3*x+2706*p^2*q*r^2*x^2-140*p^2*r^4*x+1198*p^2*r^3*x^2-6*p*q^5* x-61*p*q^4*r*x+245*p*q^4*x^2-208*p*q^3*r^2*x+1332*p*q^3*r*x^2-318*p*q^2*r^3*x+ 2706*p*q^2*r^2*x^2-226*p*q*r^4*x+2396*p*q*r^3*x^2-61*p*r^5*x+777*p*r^4*x^2-5*q^ 5*r*x+49*q^5*x^2-31*q^4*r^2*x+333*q^4*r*x^2-74*q^3*r^3*x+902*q^3*r^2*x^2-86*q^2 *r^4*x+1198*q^2*r^3*x^2-49*q*r^5*x+777*q*r^4*x^2-11*r^6*x+197*r^5*x^2+12*a^5*p+ 12*a^5*r-24*a^5*x+24*a^4*b*c+48*a^4*b*p+48*a^4*b*r-120*a^4*b*x+48*a^4*c^2+12*a^ 4*c*g+132*a^4*c*p+24*a^4*c*q+132*a^4*c*r-596*a^4*c*x+40*a^4*g*p+40*a^4*g*r-92*a ^4*g*x+48*a^4*p^2+36*a^4*p*q+96*a^4*p*r-388*a^4*p*x+36*a^4*q*r-226*a^4*q*x+48*a ^4*r^2-506*a^4*r*x+236*a^4*x^2+72*a^3*b^2*c+72*a^3*b^2*p+72*a^3*b^2*r-240*a^3*b ^2*x+264*a^3*b*c^2+92*a^3*b*c*g+456*a^3*b*c*p+96*a^3*b*c*q+456*a^3*b*c*r-2144*a ^3*b*c*x+124*a^3*b*g*p+124*a^3*b*g*r-360*a^3*b*g*x+156*a^3*b*p^2+108*a^3*b*p*q+ 312*a^3*b*p*r-1366*a^3*b*p*x+108*a^3*b*q*r-718*a^3*b*q*x+156*a^3*b*r^2-1700*a^3 *b*r*x+944*a^3*b*x^2+240*a^3*c^3+172*a^3*c^2*g+624*a^3*c^2*p+168*a^3*c^2*q+624* a^3*c^2*r-3328*a^3*c^2*x+28*a^3*c*g^2+358*a^3*c*g*p+68*a^3*c*g*q+358*a^3*c*g*r-\ 1644*a^3*c*g*x+408*a^3*c*p^2+336*a^3*c*p*q+816*a^3*c*p*r-3992*a^3*c*p*x+24*a^3* c*q^2+336*a^3*c*q*r-2318*a^3*c*q*x+408*a^3*c*r^2-4840*a^3*c*r*x+2116*a^3*c*x^2+ 51*a^3*g^2*p+51*a^3*g^2*r-134*a^3*g^2*x+126*a^3*g*p^2+90*a^3*g*p*q+252*a^3*g*p* r-1048*a^3*g*p*x+90*a^3*g*q*r-583*a^3*g*q*x+126*a^3*g*r^2-1339*a^3*g*r*x+666*a^ 3*g*x^2+75*a^3*p^3+114*a^3*p^2*q+225*a^3*p^2*r-1080*a^3*p^2*x+39*a^3*p*q^2+228* a^3*p*q*r-1461*a^3*p*q*x+225*a^3*p*r^2-2697*a^3*p*r*x+942*a^3*p*x^2+39*a^3*q^2* r-381*a^3*q^2*x+114*a^3*q*r^2-1674*a^3*q*r*x+942*a^3*q*x^2+75*a^3*r^3-1617*a^3* r^2*x+1356*a^3*r*x^2+72*a^2*b^3*c+48*a^2*b^3*p+48*a^2*b^3*r-240*a^2*b^3*x+408*a ^2*b^2*c^2+156*a^2*b^2*c*g+552*a^2*b^2*c*p+120*a^2*b^2*c*q+552*a^2*b^2*c*r-2856 *a^2*b^2*c*x+132*a^2*b^2*g*p+132*a^2*b^2*g*r-528*a^2*b^2*g*x+180*a^2*b^2*p^2+ 108*a^2*b^2*p*q+360*a^2*b^2*p*r-1770*a^2*b^2*p*x+108*a^2*b^2*q*r-798*a^2*b^2*q* x+180*a^2*b^2*r^2-2064*a^2*b^2*r*x+1416*a^2*b^2*x^2+768*a^2*b*c^3+584*a^2*b*c^2 *g+1608*a^2*b*c^2*p+456*a^2*b*c^2*q+1608*a^2*b*c^2*r-8664*a^2*b*c^2*x+106*a^2*b *c*g^2+896*a^2*b*c*g*p+188*a^2*b*c*g*q+896*a^2*b*c*g*r-4360*a^2*b*c*g*x+1002*a^ 2*b*c*p^2+768*a^2*b*c*p*q+2004*a^2*b*c*p*r-10434*a^2*b*c*p*x+54*a^2*b*c*q^2+768 *a^2*b*c*q*r-5412*a^2*b*c*q*x+1002*a^2*b*c*r^2-12228*a^2*b*c*r*x+6348*a^2*b*c*x ^2+114*a^2*b*g^2*p+114*a^2*b*g^2*r-386*a^2*b*g^2*x+300*a^2*b*g*p^2+192*a^2*b*g* p*q+600*a^2*b*g*p*r-2731*a^2*b*g*p*x+192*a^2*b*g*q*r-1336*a^2*b*g*q*x+300*a^2*b *g*r^2-3295*a^2*b*g*r*x+1998*a^2*b*g*x^2+186*a^2*b*p^3+264*a^2*b*p^2*q+558*a^2* b*p^2*r-2841*a^2*b*p^2*x+78*a^2*b*p*q^2+528*a^2*b*p*q*r-3585*a^2*b*p*q*x+558*a^ 2*b*p*r^2-6942*a^2*b*p*r*x+2826*a^2*b*p*x^2+78*a^2*b*q^2*r-744*a^2*b*q^2*x+264* a^2*b*q*r^2-3873*a^2*b*q*r*x+2826*a^2*b*q*x^2+186*a^2*b*r^3-4101*a^2*b*r^2*x+ 4068*a^2*b*r*x^2+456*a^2*c^4+532*a^2*c^3*g+1344*a^2*c^3*p+408*a^2*c^3*q+1344*a^ 2*c^3*r-7616*a^2*c^3*x+198*a^2*c^2*g^2+1232*a^2*c^2*g*p+336*a^2*c^2*g*q+1232*a^ 2*c^2*g*r-6586*a^2*c^2*g*x+1254*a^2*c^2*p^2+1044*a^2*c^2*p*q+2508*a^2*c^2*p*r-\ 13448*a^2*c^2*p*x+102*a^2*c^2*q^2+1044*a^2*c^2*q*r-7526*a^2*c^2*q*x+1254*a^2*c^ 2*r^2-15752*a^2*c^2*r*x+6744*a^2*c^2*x^2+23*a^2*c*g^3+348*a^2*c*g^2*p+68*a^2*c* g^2*q+348*a^2*c*g^2*r-1637*a^2*c*g^2*x+786*a^2*c*g*p^2+620*a^2*c*g*p*q+1572*a^2 *c*g*p*r-7898*a^2*c*g*p*x+44*a^2*c*g*q^2+620*a^2*c*g*q*r-4331*a^2*c*g*q*x+786*a ^2*c*g*r^2-9422*a^2*c*g*r*x+4316*a^2*c*g*x^2+459*a^2*c*p^3+696*a^2*c*p^2*q+1377 *a^2*c*p^2*r-7183*a^2*c*p^2*x+243*a^2*c*p*q^2+1392*a^2*c*p*q*r-9476*a^2*c*p*q*x +1377*a^2*c*p*r^2-17387*a^2*c*p*r*x+6300*a^2*c*p*x^2+6*a^2*c*q^3+243*a^2*c*q^2* r-2293*a^2*c*q^2*x+696*a^2*c*q*r^2-10445*a^2*c*q*r*x+6300*a^2*c*q*x^2+459*a^2*c *r^3-10204*a^2*c*r^2*x+9686*a^2*c*r*x^2+31*a^2*g^3*p+31*a^2*g^3*r-93*a^2*g^3*x+ 119*a^2*g^2*p^2+80*a^2*g^2*p*q+238*a^2*g^2*p*r-1029*a^2*g^2*p*x+80*a^2*g^2*q*r-\ 539*a^2*g^2*q*x+119*a^2*g^2*r^2-1281*a^2*g^2*r*x+694*a^2*g^2*x^2+145*a^2*g*p^3+ 212*a^2*g*p^2*q+435*a^2*g*p^2*r-2142*a^2*g*p^2*x+67*a^2*g*p*q^2+424*a^2*g*p*q*r -2792*a^2*g*p*q*x+435*a^2*g*p*r^2-5306*a^2*g*p*r*x+1920*a^2*g*p*x^2+67*a^2*g*q^ 2*r-650*a^2*g*q^2*x+212*a^2*g*q*r^2-3100*a^2*g*q*r*x+1920*a^2*g*q*x^2+145*a^2*g *r^3-3164*a^2*g*r^2*x+2744*a^2*g*r*x^2+57*a^2*p^4+132*a^2*p^3*q+228*a^2*p^3*r-\ 1198*a^2*p^3*x+93*a^2*p^2*q^2+396*a^2*p^2*q*r-2601*a^2*p^2*q*x+342*a^2*p^2*r^2-\ 4375*a^2*p^2*r*x+1472*a^2*p^2*x^2+18*a^2*p*q^3+186*a^2*p*q^2*r-1608*a^2*p*q^2*x +396*a^2*p*q*r^2-6014*a^2*p*q*r*x+2944*a^2*p*q*x^2+228*a^2*p*r^3-5156*a^2*p*r^2 *x+4555*a^2*p*r*x^2+18*a^2*q^3*r-205*a^2*q^3*x+93*a^2*q^2*r^2-1639*a^2*q^2*r*x+ 1472*a^2*q^2*x^2+132*a^2*q*r^3-3413*a^2*q*r^2*x+4555*a^2*q*r*x^2+57*a^2*r^4-\ 1979*a^2*r^3*x+3929*a^2*r^2*x^2+24*a*b^4*c+12*a*b^4*p+12*a*b^4*r-120*a*b^4*x+ 216*a*b^3*c^2+84*a*b^3*c*g+264*a*b^3*c*p+48*a*b^3*c*q+264*a*b^3*c*r-1664*a*b^3* c*x+52*a*b^3*g*p+52*a*b^3*g*r-344*a*b^3*g*x+84*a*b^3*p^2+36*a*b^3*p*q+168*a*b^3 *p*r-994*a*b^3*p*x+36*a*b^3*q*r-346*a*b^3*q*x+84*a*b^3*r^2-1052*a*b^3*r*x+944*a *b^3*x^2+672*a*b^2*c^3+520*a*b^2*c^2*g+1272*a*b^2*c^2*p+336*a*b^2*c^2*q+1272*a* b^2*c^2*r-7344*a*b^2*c^2*x+98*a*b^2*c*g^2+682*a*b^2*c*g*p+136*a*b^2*c*g*q+682*a *b^2*c*g*r-3788*a*b^2*c*g*x+774*a*b^2*c*p^2+516*a*b^2*c*p*q+1548*a*b^2*c*p*r-\ 8892*a*b^2*c*p*x+30*a*b^2*c*q^2+516*a*b^2*c*q*r-3870*a*b^2*c*q*x+774*a*b^2*c*r^ 2-9936*a*b^2*c*r*x+6348*a*b^2*c*x^2+75*a*b^2*g^2*p+75*a*b^2*g^2*r-370*a*b^2*g^2 *x+222*a*b^2*g*p^2+114*a*b^2*g*p*q+444*a*b^2*g*p*r-2318*a*b^2*g*p*x+114*a*b^2*g *q*r-923*a*b^2*g*q*x+222*a*b^2*g*r^2-2573*a*b^2*g*r*x+1998*a*b^2*g*x^2+147*a*b^ 2*p^3+186*a*b^2*p^2*q+441*a*b^2*p^2*r-2442*a*b^2*p^2*x+39*a*b^2*p*q^2+372*a*b^2 *p*q*r-2787*a*b^2*p*q*x+441*a*b^2*p*r^2-5793*a*b^2*p*r*x+2826*a*b^2*p*x^2+39*a* b^2*q^2*r-345*a*b^2*q^2*x+186*a*b^2*q*r^2-2724*a*b^2*q*r*x+2826*a*b^2*q*x^2+147 *a*b^2*r^3-3351*a*b^2*r^2*x+4068*a*b^2*r*x^2+864*a*b*c^4+1016*a*b*c^3*g+2256*a* b*c^3*p+672*a*b*c^3*q+2256*a*b*c^3*r-12976*a*b*c^3*x+386*a*b*c^2*g^2+2038*a*b*c ^2*g*p+552*a*b*c^2*g*q+2038*a*b*c^2*g*r-11224*a*b*c^2*g*x+2046*a*b*c^2*p^2+1560 *a*b*c^2*p*q+4092*a*b*c^2*p*r-23266*a*b*c^2*p*x+138*a*b*c^2*q^2+1560*a*b*c^2*q* r-11422*a*b*c^2*q*x+2046*a*b*c^2*r^2-26380*a*b*c^2*r*x+13488*a*b*c^2*x^2+47*a*b *c*g^3+555*a*b*c*g^2*p+112*a*b*c*g^2*q+555*a*b*c*g^2*r-2848*a*b*c*g^2*x+1259*a* b*c*g*p^2+896*a*b*c*g*p*q+2518*a*b*c*g*p*r-13591*a*b*c*g*p*x+57*a*b*c*g*q^2+896 *a*b*c*g*q*r-6457*a*b*c*g*q*x+1259*a*b*c*g*r^2-15562*a*b*c*g*r*x+8632*a*b*c*g*x ^2+756*a*b*c*p^3+1062*a*b*c*p^2*q+2268*a*b*c*p^2*r-12578*a*b*c*p^2*x+312*a*b*c* p*q^2+2124*a*b*c*p*q*r-15376*a*b*c*p*q*x+2268*a*b*c*p*r^2-29842*a*b*c*p*r*x+ 12600*a*b*c*p*x^2+6*a*b*c*q^3+312*a*b*c*q^2*r-2798*a*b*c*q^2*x+1062*a*b*c*q*r^2 -15958*a*b*c*q*r*x+12600*a*b*c*q*x^2+756*a*b*c*r^3-17264*a*b*c*r^2*x+19372*a*b* c*r*x^2+44*a*b*g^3*p+44*a*b*g^3*r-176*a*b*g^3*x+184*a*b*g^2*p^2+106*a*b*g^2*p*q +368*a*b*g^2*p*r-1764*a*b*g^2*p*x+106*a*b*g^2*q*r-784*a*b*g^2*q*x+184*a*b*g^2*r ^2-2046*a*b*g^2*r*x+1388*a*b*g^2*x^2+236*a*b*g*p^3+316*a*b*g*p^2*q+708*a*b*g*p^ 2*r-3724*a*b*g*p^2*x+80*a*b*g*p*q^2+632*a*b*g*p*q*r-4464*a*b*g*p*q*x+708*a*b*g* p*r^2-9000*a*b*g*p*r*x+3840*a*b*g*p*x^2+80*a*b*g*q^2*r-740*a*b*g*q^2*x+316*a*b* g*q*r^2-4588*a*b*g*q*r*x+3840*a*b*g*q*x^2+236*a*b*g*r^3-5276*a*b*g*r^2*x+5488*a *b*g*r*x^2+96*a*b*p^4+210*a*b*p^3*q+384*a*b*p^3*r-2123*a*b*p^3*x+132*a*b*p^2*q^ 2+630*a*b*p^2*q*r-4383*a*b*p^2*q*x+576*a*b*p^2*r^2-7670*a*b*p^2*r*x+2944*a*b*p^ 2*x^2+18*a*b*p*q^3+264*a*b*p*q^2*r-2397*a*b*p*q^2*x+630*a*b*p*q*r^2-9868*a*b*p* q*r*x+5888*a*b*p*q*x^2+384*a*b*p*r^3-8971*a*b*p*r^2*x+9110*a*b*p*r*x^2+18*a*b*q ^3*r-137*a*b*q^3*x+132*a*b*q^2*r^2-2198*a*b*q^2*r*x+2944*a*b*q^2*x^2+210*a*b*q* r^3-5485*a*b*q*r^2*x+9110*a*b*q*r*x^2+96*a*b*r^4-3424*a*b*r^3*x+7858*a*b*r^2*x^ 2+384*a*c^5+616*a*c^4*g+1320*a*c^4*p+408*a*c^4*q+1320*a*c^4*r-7820*a*c^4*x+360* a*c^3*g^2+1714*a*c^3*g*p+508*a*c^3*g*q+1714*a*c^3*g*r-9768*a*c^3*g*x+1608*a*c^3 *p^2+1308*a*c^3*p*q+3216*a*c^3*p*r-18426*a*c^3*p*x+132*a*c^3*q^2+1308*a*c^3*q*r -9786*a*c^3*q*x+1608*a*c^3*r^2-21132*a*c^3*r*x+9696*a*c^3*x^2+90*a*c^2*g^3+777* a*c^2*g^2*p+208*a*c^2*g^2*q+777*a*c^2*g^2*r-4209*a*c^2*g^2*x+1577*a*c^2*g*p^2+ 1252*a*c^2*g*p*q+3154*a*c^2*g*p*r-17397*a*c^2*g*p*x+113*a*c^2*g*q^2+1252*a*c^2* g*q*r-9103*a*c^2*g*q*x+1577*a*c^2*g*r^2-20088*a*c^2*g*r*x+9112*a*c^2*g*x^2+882* a*c^2*p^3+1308*a*c^2*p^2*q+2646*a*c^2*p^2*r-14772*a*c^2*p^2*x+438*a*c^2*p*q^2+ 2616*a*c^2*p*q*r-18888*a*c^2*p*q*x+2646*a*c^2*p*r^2-35174*a*c^2*p*r*x+13840*a*c ^2*p*x^2+12*a*c^2*q^3+438*a*c^2*q^2*r-4116*a*c^2*q^2*x+1308*a*c^2*q*r^2-20210*a *c^2*q*r*x+13840*a*c^2*q*x^2+882*a*c^2*r^3-20402*a*c^2*r^2*x+21712*a*c^2*r*x^2+ 8*a*c*g^4+143*a*c*g^3*p+28*a*c*g^3*q+143*a*c*g^3*r-702*a*c*g^3*x+487*a*c*g^2*p^ 2+364*a*c*g^2*p*q+974*a*c*g^2*p*r-5071*a*c*g^2*p*x+24*a*c*g^2*q^2+364*a*c*g^2*q *r-2592*a*c*g^2*q*x+487*a*c*g^2*r^2-5941*a*c*g^2*r*x+2936*a*c*g^2*x^2+578*a*c*g *p^3+843*a*c*g*p^2*q+1734*a*c*g*p^2*r-9344*a*c*g*p^2*x+270*a*c*g*p*q^2+1686*a*c *g*p*q*r-11850*a*c*g*p*q*x+1734*a*c*g*p*r^2-22447*a*c*g*p*r*x+8570*a*c*g*p*x^2+ 5*a*c*g*q^3+270*a*c*g*q^2*r-2506*a*c*g*q^2*x+843*a*c*g*q*r^2-12699*a*c*g*q*r*x+ 8570*a*c*g*q*x^2+578*a*c*g*r^3-13103*a*c*g*r^2*x+13240*a*c*g*r*x^2+222*a*c*p^4+ 504*a*c*p^3*q+888*a*c*p^3*r-4933*a*c*p^3*x+342*a*c*p^2*q^2+1512*a*c*p^2*q*r-\ 10491*a*c*p^2*q*x+1332*a*c*p^2*r^2-17776*a*c*p^2*r*x+6530*a*c*p^2*x^2+60*a*c*p* q^3+684*a*c*p*q^2*r-6183*a*c*p*q^2*x+1512*a*c*p*q*r^2-23828*a*c*p*q*r*x+13060*a *c*p*q*x^2+888*a*c*p*r^3-20753*a*c*p*r^2*x+20488*a*c*p*r*x^2+60*a*c*q^3*r-625*a *c*q^3*x+342*a*c*q^2*r^2-6052*a*c*q^2*r*x+6530*a*c*q^2*x^2+504*a*c*q*r^3-13337* a*c*q*r^2*x+20488*a*c*q*r*x^2+222*a*c*r^4-7910*a*c*r^3*x+17516*a*c*r^2*x^2+9*a* g^4*p+9*a*g^4*r-31*a*g^4*x+48*a*g^3*p^2+30*a*g^3*p*q+96*a*g^3*p*r-437*a*g^3*p*x +30*a*g^3*q*r-212*a*g^3*q*x+48*a*g^3*r^2-527*a*g^3*r*x+318*a*g^3*x^2+90*a*g^2*p ^3+126*a*g^2*p^2*q+270*a*g^2*p^2*r-1381*a*g^2*p^2*x+36*a*g^2*p*q^2+252*a*g^2*p* q*r-1726*a*g^2*p*q*x+270*a*g^2*p*r^2-3388*a*g^2*p*r*x+1306*a*g^2*p*x^2+36*a*g^2 *q^2*r-345*a*g^2*q^2*x+126*a*g^2*q*r^2-1848*a*g^2*q*r*x+1306*a*g^2*q*x^2+90*a*g ^2*r^3-2007*a*g^2*r^2*x+1862*a*g^2*r*x^2+72*a*g*p^4+162*a*g*p^3*q+288*a*g*p^3*r -1565*a*g*p^3*x+108*a*g*p^2*q^2+486*a*g*p^2*q*r-3311*a*g*p^2*q*x+432*a*g*p^2*r^ 2-5696*a*g*p^2*r*x+2015*a*g*p^2*x^2+18*a*g*p*q^3+216*a*g*p*q^2*r-1927*a*g*p*q^2 *x+486*a*g*p*q*r^2-7568*a*g*p*q*r*x+4030*a*g*p*q*x^2+288*a*g*p*r^3-6697*a*g*p*r ^2*x+6277*a*g*p*r*x^2+18*a*g*q^3*r-181*a*g*q^3*x+108*a*g*q^2*r^2-1872*a*g*q^2*r *x+2015*a*g*q^2*x^2+162*a*g*q*r^3-4257*a*g*q*r^2*x+6277*a*g*q*r*x^2+72*a*g*r^4-\ 2566*a*g*r^3*x+5474*a*g*r^2*x^2+21*a*p^5+66*a*p^4*q+105*a*p^4*r-588*a*p^4*x+72* a*p^3*q^2+264*a*p^3*q*r-1782*a*p^3*q*x+210*a*p^3*r^2-2805*a*p^3*r*x+1017*a*p^3* x^2+30*a*p^2*q^3+216*a*p^2*q^2*r-1818*a*p^2*q^2*x+396*a*p^2*q*r^2-6171*a*p^2*q* r*x+3051*a*p^2*q*x^2+210*a*p^2*r^3-4887*a*p^2*r^2*x+4757*a*p^2*r*x^2+3*a*p*q^4+ 60*a*p*q^3*r-642*a*p*q^3*x+216*a*p*q^2*r^2-3927*a*p*q^2*r*x+3051*a*p*q^2*x^2+ 264*a*p*q*r^3-6996*a*p*q*r^2*x+9514*a*p*q*r*x^2+105*a*p*r^4-3711*a*p*r^3*x+7744 *a*p*r^2*x^2+3*a*q^4*r-18*a*q^4*x+30*a*q^3*r^2-561*a*q^3*r*x+1017*a*q^3*x^2+72* a*q^2*r^3-2109*a*q^2*r^2*x+4757*a*q^2*r*x^2+66*a*q*r^4-2607*a*q*r^3*x+7744*a*q* r^2*x^2+21*a*r^5-1041*a*r^4*x+4004*a*r^3*x^2-24*b^5*x+24*b^4*c^2+8*b^4*c*g+36*b ^4*c*p+36*b^4*c*r-356*b^4*c*x+4*b^4*g*p+4*b^4*g*r-84*b^4*g*x+12*b^4*p^2+24*b^4* p*r-202*b^4*p*x-40*b^4*q*x+12*b^4*r^2-182*b^4*r*x+236*b^4*x^2+144*b^3*c^3+108*b ^3*c^2*g+288*b^3*c^2*p+48*b^3*c^2*q+288*b^3*c^2*r-2008*b^3*c^2*x+20*b^3*c*g^2+ 144*b^3*c*g*p+16*b^3*c*g*q+144*b^3*c*g*r-1072*b^3*c*g*x+180*b^3*c*p^2+84*b^3*c* p*q+360*b^3*c*p*r-2450*b^3*c*p*x+84*b^3*c*q*r-776*b^3*c*q*x+180*b^3*c*r^2-2548* b^3*c*r*x+2116*b^3*c*x^2+12*b^3*g^2*p+12*b^3*g^2*r-118*b^3*g^2*x+48*b^3*g*p^2+ 12*b^3*g*p*q+96*b^3*g*p*r-635*b^3*g*p*x+12*b^3*g*q*r-170*b^3*g*q*x+48*b^3*g*r^2 -617*b^3*g*r*x+666*b^3*g*x^2+36*b^3*p^3+36*b^3*p^2*q+108*b^3*p^2*r-681*b^3*p^2* x+72*b^3*p*q*r-663*b^3*p*q*x+108*b^3*p*r^2-1548*b^3*p*r*x+942*b^3*p*x^2+18*b^3* q^2*x+36*b^3*q*r^2-525*b^3*q*r*x+942*b^3*q*x^2+36*b^3*r^3-867*b^3*r^2*x+1356*b^ 3*r*x^2+336*b^2*c^4+388*b^2*c^3*g+864*b^2*c^3*p+216*b^2*c^3*q+864*b^2*c^3*r-\ 5360*b^2*c^3*x+146*b^2*c^2*g^2+758*b^2*c^2*g*p+168*b^2*c^2*g*q+758*b^2*c^2*g*r-\ 4638*b^2*c^2*g*x+786*b^2*c^2*p^2+504*b^2*c^2*p*q+1572*b^2*c^2*p*r-9818*b^2*c^2* p*x+30*b^2*c^2*q^2+504*b^2*c^2*q*r-3896*b^2*c^2*q*x+786*b^2*c^2*r^2-10628*b^2*c ^2*r*x+6744*b^2*c^2*x^2+18*b^2*c*g^3+195*b^2*c*g^2*p+32*b^2*c*g^2*q+195*b^2*c*g ^2*r-1211*b^2*c*g^2*x+470*b^2*c*g*p^2+270*b^2*c*g*p*q+940*b^2*c*g*p*r-5693*b^2* c*g*p*x+10*b^2*c*g*q^2+270*b^2*c*g*q*r-2126*b^2*c*g*q*x+470*b^2*c*g*r^2-6140*b^ 2*c*g*r*x+4316*b^2*c*g*x^2+297*b^2*c*p^3+366*b^2*c*p^2*q+891*b^2*c*p^2*r-5395*b ^2*c*p^2*x+69*b^2*c*p*q^2+732*b^2*c*p*q*r-5900*b^2*c*p*q*x+891*b^2*c*p*r^2-\ 12455*b^2*c*p*r*x+6300*b^2*c*p*x^2+69*b^2*c*q^2*r-505*b^2*c*q^2*x+366*b^2*c*q*r ^2-5513*b^2*c*q*r*x+6300*b^2*c*q*x^2+297*b^2*c*r^3-7060*b^2*c*r^2*x+9686*b^2*c* r*x^2+13*b^2*g^3*p+13*b^2*g^3*r-83*b^2*g^3*x+65*b^2*g^2*p^2+26*b^2*g^2*p*q+130* b^2*g^2*p*r-735*b^2*g^2*p*x+26*b^2*g^2*q*r-245*b^2*g^2*q*x+65*b^2*g^2*r^2-765*b ^2*g^2*r*x+694*b^2*g^2*x^2+91*b^2*g*p^3+104*b^2*g*p^2*q+273*b^2*g*p^2*r-1582*b^ 2*g*p^2*x+13*b^2*g*p*q^2+208*b^2*g*p*q*r-1672*b^2*g*p*q*x+273*b^2*g*p*r^2-3694* b^2*g*p*r*x+1920*b^2*g*p*x^2+13*b^2*g*q^2*r-90*b^2*g*q^2*x+104*b^2*g*q*r^2-1488 *b^2*g*q*r*x+1920*b^2*g*q*x^2+91*b^2*g*r^3-2112*b^2*g*r^2*x+2744*b^2*g*r*x^2+39 *b^2*p^4+78*b^2*p^3*q+156*b^2*p^3*r-925*b^2*p^3*x+39*b^2*p^2*q^2+234*b^2*p^2*q* r-1782*b^2*p^2*q*x+234*b^2*p^2*r^2-3295*b^2*p^2*r*x+1472*b^2*p^2*x^2+78*b^2*p*q ^2*r-789*b^2*p*q^2*x+234*b^2*p*q*r^2-3854*b^2*p*q*r*x+2944*b^2*p*q*x^2+156*b^2* p*r^3-3815*b^2*p*r^2*x+4555*b^2*p*r*x^2+68*b^2*q^3*x+39*b^2*q^2*r^2-559*b^2*q^2 *r*x+1472*b^2*q^2*x^2+78*b^2*q*r^3-2072*b^2*q*r^2*x+4555*b^2*q*r*x^2+39*b^2*r^4 -1445*b^2*r^3*x+3929*b^2*r^2*x^2+336*b*c^5+532*b*c^4*g+1080*b*c^4*p+312*b*c^4*q +1080*b*c^4*r-6644*b*c^4*x+308*b*c^3*g^2+1382*b*c^3*g*p+380*b*c^3*g*q+1382*b*c^ 3*g*r-8200*b*c^3*g*x+1296*b*c^3*p^2+948*b*c^3*p*q+2592*b*c^3*p*r-15942*b*c^3*p* x+84*b*c^3*q^2+948*b*c^3*q*r-7302*b*c^3*q*x+1296*b*c^3*r^2-17652*b*c^3*r*x+9696 *b*c^3*x^2+77*b*c^2*g^3+613*b*c^2*g^2*p+152*b*c^2*g^2*q+613*b*c^2*g^2*r-3527*b* c^2*g^2*x+1255*b*c^2*g*p^2+884*b*c^2*g*p*q+2510*b*c^2*g*p*r-14905*b*c^2*g*p*x+ 67*b*c^2*g*q^2+884*b*c^2*g*q*r-6611*b*c^2*g*q*x+1255*b*c^2*g*r^2-16540*b*c^2*g* r*x+9112*b*c^2*g*x^2+720*b*c^2*p^3+978*b*c^2*p^2*q+2160*b*c^2*p^2*r-12948*b*c^2 *p^2*x+264*b*c^2*p*q^2+1956*b*c^2*p*q*r-15240*b*c^2*p*q*x+2160*b*c^2*p*r^2-\ 30182*b*c^2*p*r*x+13840*b*c^2*p*x^2+6*b*c^2*q^3+264*b*c^2*q^2*r-2292*b*c^2*q^2* x+978*b*c^2*q*r^2-15218*b*c^2*q*r*x+13840*b*c^2*q*x^2+720*b*c^2*r^3-17234*b*c^2 *r^2*x+21712*b*c^2*r*x^2+7*b*c*g^4+108*b*c*g^3*p+20*b*c*g^3*q+108*b*c*g^3*r-602 *b*c*g^3*x+380*b*c*g^2*p^2+246*b*c*g^2*p*q+760*b*c*g^2*p*r-4312*b*c*g^2*p*x+13* b*c*g^2*q^2+246*b*c*g^2*q*r-1833*b*c*g^2*q*x+380*b*c*g^2*r^2-4801*b*c*g^2*r*x+ 2936*b*c*g^2*x^2+467*b*c*g*p^3+618*b*c*g*p^2*q+1401*b*c*g*p^2*r-8126*b*c*g*p^2* x+153*b*c*g*p*q^2+1236*b*c*g*p*q*r-9414*b*c*g*p*q*x+1401*b*c*g*p*r^2-19069*b*c* g*p*r*x+8570*b*c*g*p*x^2+2*b*c*g*q^3+153*b*c*g*q^2*r-1288*b*c*g*q^2*x+618*b*c*g *q*r^2-9321*b*c*g*q*r*x+8570*b*c*g*q*x^2+467*b*c*g*r^3-10943*b*c*g*r^2*x+13240* b*c*g*r*x^2+186*b*c*p^4+396*b*c*p^3*q+744*b*c*p^3*r-4375*b*c*p^3*x+234*b*c*p^2* q^2+1188*b*c*p^2*q*r-8817*b*c*p^2*q*x+1116*b*c*p^2*r^2-15580*b*c*p^2*r*x+6530*b *c*p^2*x^2+24*b*c*p*q^3+468*b*c*p*q^2*r-4509*b*c*p*q^2*x+1188*b*c*p*q*r^2-19436 *b*c*p*q*r*x+13060*b*c*p*q*x^2+744*b*c*p*r^3-18035*b*c*p*r^2*x+20488*b*c*p*r*x^ 2+24*b*c*q^3*r-67*b*c*q^3*x+234*b*c*q^2*r^2-3856*b*c*q^2*r*x+6530*b*c*q^2*x^2+ 396*b*c*q*r^3-10619*b*c*q*r^2*x+20488*b*c*q*r*x^2+186*b*c*r^4-6830*b*c*r^3*x+ 17516*b*c*r^2*x^2+6*b*g^4*p+6*b*g^4*r-29*b*g^4*x+36*b*g^3*p^2+18*b*g^3*p*q+72*b *g^3*p*r-370*b*g^3*p*x+18*b*g^3*q*r-145*b*g^3*q*x+36*b*g^3*r^2-409*b*g^3*r*x+ 318*b*g^3*x^2+72*b*g^2*p^3+90*b*g^2*p^2*q+216*b*g^2*p^2*r-1191*b*g^2*p^2*x+18*b *g^2*p*q^2+180*b*g^2*p*q*r-1346*b*g^2*p*q*x+216*b*g^2*p*r^2-2840*b*g^2*p*r*x+ 1306*b*g^2*p*x^2+18*b*g^2*q^2*r-155*b*g^2*q^2*x+90*b*g^2*q*r^2-1300*b*g^2*q*r*x +1306*b*g^2*q*x^2+72*b*g^2*r^3-1649*b*g^2*r^2*x+1862*b*g^2*r*x^2+60*b*g*p^4+126 *b*g*p^3*q+240*b*g*p^3*r-1379*b*g*p^3*x+72*b*g*p^2*q^2+378*b*g*p^2*q*r-2753*b*g *p^2*q*x+360*b*g*p^2*r^2-4958*b*g*p^2*r*x+2015*b*g*p^2*x^2+6*b*g*p*q^3+144*b*g* p*q^2*r-1369*b*g*p*q^2*x+378*b*g*p*q*r^2-6092*b*g*p*q*r*x+4030*b*g*p*q*x^2+240* b*g*p*r^3-5779*b*g*p*r^2*x+6277*b*g*p*r*x^2+6*b*g*q^3*r+5*b*g*q^3*x+72*b*g*q^2* r^2-1134*b*g*q^2*r*x+2015*b*g*q^2*x^2+126*b*g*q*r^3-3339*b*g*q*r^2*x+6277*b*g*q *r*x^2+60*b*g*r^4-2200*b*g*r^3*x+5474*b*g*r^2*x^2+18*b*p^5+54*b*p^4*q+90*b*p^4* r-528*b*p^4*x+54*b*p^3*q^2+216*b*p^3*q*r-1542*b*p^3*q*x+180*b*p^3*r^2-2505*b*p^ 3*r*x+1017*b*p^3*x^2+18*b*p^2*q^3+162*b*p^2*q^2*r-1458*b*p^2*q^2*x+324*b*p^2*q* r^2-5271*b*p^2*q*r*x+3051*b*p^2*q*x^2+180*b*p^2*r^3-4347*b*p^2*r^2*x+4757*b*p^2 *r*x^2+36*b*p*q^3*r-402*b*p*q^3*x+162*b*p*q^2*r^2-3027*b*p*q^2*r*x+3051*b*p*q^2 *x^2+216*b*p*q*r^3-5916*b*p*q*r^2*x+9514*b*p*q*r*x^2+90*b*p*r^4-3291*b*p*r^3*x+ 7744*b*p*r^2*x^2+42*b*q^4*x+18*b*q^3*r^2-261*b*q^3*r*x+1017*b*q^3*x^2+54*b*q^2* r^3-1569*b*q^2*r^2*x+4757*b*q^2*r*x^2+54*b*q*r^4-2187*b*q*r^3*x+7744*b*q*r^2*x^ 2+18*b*r^5-921*b*r^4*x+4004*b*r^3*x^2+120*c^6+244*c^5*g+480*c^5*p+144*c^5*q+480 *c^5*r-3008*c^5*x+194*c^4*g^2+816*c^4*g*p+240*c^4*g*q+816*c^4*g*r-4936*c^4*g*x+ 726*c^4*p^2+564*c^4*p*q+1452*c^4*p*r-8880*c^4*p*x+54*c^4*q^2+564*c^4*q*r-4464*c ^4*q*x+726*c^4*r^2-10008*c^4*r*x+5304*c^4*x^2+75*c^3*g^3+524*c^3*g^2*p+148*c^3* g^2*q+524*c^3*g^2*r-3056*c^3*g^2*x+989*c^3*g*p^2+758*c^3*g*p*q+1978*c^3*g*p*r-\ 11736*c^3*g*p*x+69*c^3*g*q^2+758*c^3*g*q*r-5800*c^3*g*q*x+989*c^3*g*r^2-13248*c ^3*g*r*x+6632*c^3*g*x^2+534*c^3*p^3+762*c^3*p^2*q+1602*c^3*p^2*r-9512*c^3*p^2*x +234*c^3*p*q^2+1524*c^3*p*q*r-11776*c^3*p*q*x+1602*c^3*p*r^2-22380*c^3*p*r*x+ 10048*c^3*p*x^2+6*c^3*q^3+234*c^3*q^2*r-2264*c^3*q^2*x+762*c^3*q*r^2-12228*c^3* q*r*x+10048*c^3*q*x^2+534*c^3*r^3-12868*c^3*r^2*x+15656*c^3*r*x^2+14*c^2*g^4+ 156*c^2*g^3*p+40*c^2*g^3*q+156*c^2*g^3*r-874*c^2*g^3*x+479*c^2*g^2*p^2+358*c^2* g^2*p*q+958*c^2*g^2*p*r-5496*c^2*g^2*p*x+29*c^2*g^2*q^2+358*c^2*g^2*q*r-2660*c^ 2*g^2*q*x+479*c^2*g^2*r^2-6236*c^2*g^2*r*x+3110*c^2*g^2*x^2+545*c^2*g*p^3+771*c ^2*g*p^2*q+1635*c^2*g*p^2*r-9460*c^2*g*p^2*x+231*c^2*g*p*q^2+1542*c^2*g*p*q*r-\ 11612*c^2*g*p*q*x+1635*c^2*g*p*r^2-22340*c^2*g*p*r*x+9478*c^2*g*p*x^2+5*c^2*g*q ^3+231*c^2*g*q^2*r-2152*c^2*g*q^2*x+771*c^2*g*q*r^2-12032*c^2*g*q*r*x+9478*c^2* g*q*x^2+545*c^2*g*r^3-12880*c^2*g*r^2*x+14850*c^2*g*r*x^2+204*c^2*p^4+450*c^2*p ^3*q+816*c^2*p^3*r-4780*c^2*p^3*x+288*c^2*p^2*q^2+1350*c^2*p^2*q*r-9948*c^2*p^2 *q*x+1224*c^2*p^2*r^2-17088*c^2*p^2*r*x+7074*c^2*p^2*x^2+42*c^2*p*q^3+576*c^2*p *q^2*r-5556*c^2*p*q^2*x+1350*c^2*p*q*r^2-22260*c^2*p*q*r*x+14148*c^2*p*q*x^2+ 816*c^2*p*r^3-19836*c^2*p*r^2*x+22024*c^2*p*r*x^2+42*c^2*q^3*r-388*c^2*q^3*x+ 288*c^2*q^2*r^2-5172*c^2*q^2*r*x+7074*c^2*q^2*x^2+450*c^2*q*r^3-12312*c^2*q*r^2 *x+22024*c^2*q*r*x^2+204*c^2*r^4-7528*c^2*r^3*x+18586*c^2*r^2*x^2+c*g^5+21*c*g^ 4*p+4*c*g^4*q+21*c*g^4*r-110*c*g^4*x+97*c*g^3*p^2+68*c*g^3*p*q+194*c*g^3*p*r-\ 1060*c*g^3*p*x+4*c*g^3*q^2+68*c*g^3*q*r-498*c*g^3*q*x+97*c*g^3*r^2-1215*c*g^3*r *x+668*c*g^3*x^2+176*c*g^2*p^3+245*c*g^2*p^2*q+528*c*g^2*p^2*r-2969*c*g^2*p^2*x +70*c*g^2*p*q^2+490*c*g^2*p*q*r-3606*c*g^2*p*q*x+528*c*g^2*p*r^2-7066*c*g^2*p*r *x+2929*c*g^2*p*x^2+c*g^2*q^3+70*c*g^2*q^2*r-637*c*g^2*q^2*x+245*c*g^2*q*r^2-\ 3732*c*g^2*q*r*x+2929*c*g^2*q*x^2+176*c*g^2*r^3-4097*c*g^2*r^2*x+4525*c*g^2*r*x ^2+138*c*g*p^4+303*c*g*p^3*q+552*c*g*p^3*r-3171*c*g*p^3*x+192*c*g*p^2*q^2+909*c *g*p^2*q*r-6567*c*g*p^2*q*x+828*c*g*p^2*r^2-11386*c*g*p^2*r*x+4477*c*g*p^2*x^2+ 27*c*g*p*q^3+384*c*g*p*q^2*r-3621*c*g*p*q^2*x+909*c*g*p*q*r^2-14726*c*g*p*q*r*x +8954*c*g*p*q*x^2+552*c*g*p*r^3-13259*c*g*p*r^2*x+14046*c*g*p*r*x^2+27*c*g*q^3* r-225*c*g*q^3*x+192*c*g*q^2*r^2-3340*c*g*q^2*r*x+4477*c*g*q^2*x^2+303*c*g*q*r^3 -8159*c*g*q*r^2*x+14046*c*g*q*r*x^2+138*c*g*r^4-5044*c*g*r^3*x+12059*c*g*r^2*x^ 2+39*c*p^5+120*c*p^4*q+195*c*p^4*r-1146*c*p^4*x+126*c*p^3*q^2+480*c*p^3*q*r-\ 3420*c*p^3*q*x+390*c*p^3*r^2-5442*c*p^3*r*x+2190*c*p^3*x^2+48*c*p^2*q^3+378*c*p ^2*q^2*r-3384*c*p^2*q^2*x+720*c*p^2*q*r^2-11754*c*p^2*q*r*x+6570*c*p^2*q*x^2+ 390*c*p^2*r^3-9450*c*p^2*r^2*x+10148*c*p^2*r*x^2+3*c*p*q^4+96*c*p*q^3*r-1092*c* p*q^3*x+378*c*p*q^2*r^2-7182*c*p*q^2*r*x+6570*c*p*q^2*x^2+480*c*p*q*r^3-13248*c *p*q*r^2*x+20296*c*p*q*r*x^2+195*c*p*r^4-7158*c*p*r^3*x+16330*c*p*r^2*x^2+3*c*q ^4*r+18*c*q^4*x+48*c*q^3*r^2-870*c*q^3*r*x+2190*c*q^3*x^2+126*c*q^2*r^3-3798*c* q^2*r^2*x+10148*c*q^2*r*x^2+120*c*q*r^4-4914*c*q*r^3*x+16330*c*q*r^2*x^2+39*c*r ^5-2004*c*r^4*x+8372*c*r^3*x^2+g^5*p+g^5*r-4*g^5*x+7*g^4*p^2+4*g^4*p*q+14*g^4*p *r-68*g^4*p*x+4*g^4*q*r-30*g^4*q*x+7*g^4*r^2-79*g^4*r*x+54*g^4*x^2+18*g^3*p^3+ 24*g^3*p^2*q+54*g^3*p^2*r-290*g^3*p^2*x+6*g^3*p*q^2+48*g^3*p*q*r-346*g^3*p*q*x+ 54*g^3*p*r^2-703*g^3*p*r*x+297*g^3*p*x^2+6*g^3*q^2*r-56*g^3*q^2*x+24*g^3*q*r^2-\ 355*g^3*q*r*x+297*g^3*q*x^2+18*g^3*r^3-413*g^3*r^2*x+425*g^3*r*x^2+22*g^2*p^4+ 48*g^2*p^3*q+88*g^2*p^3*r-499*g^2*p^3*x+30*g^2*p^2*q^2+144*g^2*p^2*q*r-1027*g^2 *p^2*q*x+132*g^2*p^2*r^2-1808*g^2*p^2*r*x+690*g^2*p^2*x^2+4*g^2*p*q^3+60*g^2*p* q^2*r-557*g^2*p*q^2*x+144*g^2*p*q*r^2-2316*g^2*p*q*r*x+1380*g^2*p*q*x^2+88*g^2* p*r^3-2119*g^2*p*r^2*x+2154*g^2*p*r*x^2+4*g^2*q^3*r-29*g^2*q^3*x+30*g^2*q^2*r^2 -508*g^2*q^2*r*x+690*g^2*q^2*x^2+48*g^2*q*r^3-1289*g^2*q*r^2*x+2154*g^2*q*r*x^2 +22*g^2*r^4-810*g^2*r^3*x+1884*g^2*r^2*x^2+13*g*p^5+40*g*p^4*q+65*g*p^4*r-379*g *p^4*x+42*g*p^3*q^2+160*g*p^3*q*r-1128*g*p^3*q*x+130*g*p^3*r^2-1806*g*p^3*r*x+ 698*g*p^3*x^2+16*g*p^2*q^3+126*g*p^2*q^2*r-1110*g*p^2*q^2*x+240*g*p^2*q*r^2-\ 3888*g*p^2*q*r*x+2094*g*p^2*q*x^2+130*g*p^2*r^3-3144*g*p^2*r^2*x+3269*g*p^2*r*x ^2+g*p*q^4+32*g*p*q^3*r-352*g*p*q^3*x+126*g*p*q^2*r^2-2358*g*p*q^2*r*x+2094*g*p *q^2*x^2+160*g*p*q*r^3-4392*g*p*q*r^2*x+6538*g*p*q*r*x^2+65*g*p*r^4-2386*g*p*r^ 3*x+5335*g*p*r^2*x^2+g*q^4*r+9*g*q^4*x+16*g*q^3*r^2-276*g*q^3*r*x+698*g*q^3*x^2 +42*g*q^2*r^3-1248*g*q^2*r^2*x+3269*g*q^2*r*x^2+40*g*q*r^4-1632*g*q*r^3*x+5335* g*q*r^2*x^2+13*g*r^5-669*g*r^4*x+2764*g*r^3*x^2+3*p^6+12*p^5*q+18*p^5*r-106*p^5 *x+18*p^4*q^2+60*p^4*q*r-416*p^4*q*x+45*p^4*r^2-621*p^4*r*x+251*p^4*x^2+12*p^3* q^3+72*p^3*q^2*r-604*p^3*q^2*x+120*p^3*q*r^2-1908*p^3*q*r*x+1004*p^3*q*x^2+60*p ^3*r^3-1424*p^3*r^2*x+1525*p^3*r*x^2+3*p^2*q^4+36*p^2*q^3*r-376*p^2*q^3*x+108*p ^2*q^2*r^2-1998*p^2*q^2*r*x+1506*p^2*q^2*x^2+120*p^2*q*r^3-3228*p^2*q*r^2*x+ 4575*p^2*q*r*x^2+45*p^2*r^4-1606*p^2*r^3*x+3516*p^2*r^2*x^2+6*p*q^4*r-74*p*q^4* x+36*p*q^3*r^2-756*p*q^3*r*x+1004*p*q^3*x^2+72*p*q^2*r^3-2184*p*q^2*r^2*x+4575* p*q^2*r*x^2+60*p*q*r^4-2396*p*q*r^3*x+7032*p*q*r^2*x^2+18*p*r^5-894*p*r^4*x+ 3461*p*r^3*x^2+8*q^5*x+3*q^4*r^2-45*q^4*r*x+251*q^4*x^2+12*q^3*r^3-380*q^3*r^2* x+1525*q^3*r*x^2+18*q^2*r^4-790*q^2*r^3*x+3516*q^2*r^2*x^2+12*q*r^5-660*q*r^4*x +3461*q*r^3*x^2+3*r^6-197*r^5*x+1219*r^4*x^2+24*a^4*b+120*a^4*c+12*a^4*g+174*a^ 4*p+24*a^4*q+174*a^4*r-332*a^4*x+72*a^3*b^2+636*a^3*b*c+92*a^3*b*g+558*a^3*b*p+ 96*a^3*b*q+558*a^3*b*r-1136*a^3*b*x+912*a^3*c^2+418*a^3*c*g+1608*a^3*c*p+396*a^ 3*c*q+1608*a^3*c*r-3400*a^3*c*x+28*a^3*g^2+455*a^3*g*p+68*a^3*g*q+455*a^3*g*r-\ 888*a^3*g*x+549*a^3*p^2+411*a^3*p*q+1098*a^3*p*r-1974*a^3*p*x+24*a^3*q^2+411*a^ 3*q*r-1128*a^3*q*x+549*a^3*r^2-2298*a^3*r*x+360*a^3*x^2+72*a^2*b^3+912*a^2*b^2* c+156*a^2*b^2*g+606*a^2*b^2*p+120*a^2*b^2*q+606*a^2*b^2*r-1416*a^2*b^2*x+2736*a ^2*b*c^2+1346*a^2*b*c*g+3876*a^2*b*c*p+990*a^2*b*c*q+3876*a^2*b*c*r-7632*a^2*b* c*x+106*a^2*b*g^2+1040*a^2*b*g*p+188*a^2*b*g*q+1040*a^2*b*g*r-2220*a^2*b*g*x+ 1278*a^2*b*p^2+846*a^2*b*p*q+2556*a^2*b*p*r-4704*a^2*b*p*x+54*a^2*b*q^2+846*a^2 *b*q*r-2166*a^2*b*q*x+1278*a^2*b*r^2-5010*a^2*b*r*x+1080*a^2*b*x^2+2292*a^2*c^3 +1954*a^2*c^2*g+5154*a^2*c^2*p+1446*a^2*c^2*q+5154*a^2*c^2*r-10188*a^2*c^2*x+ 465*a^2*c*g^2+3084*a^2*c*g*p+762*a^2*c*g*q+3084*a^2*c*g*r-6190*a^2*c*g*x+3339*a ^2*c*p^2+2529*a^2*c*p*q+6678*a^2*c*p*r-12684*a^2*c*p*x+216*a^2*c*q^2+2529*a^2*c *q*r-6126*a^2*c*q*x+3339*a^2*c*r^2-14078*a^2*c*r*x-620*a^2*c*x^2+23*a^2*g^3+424 *a^2*g^2*p+68*a^2*g^2*q+424*a^2*g^2*r-855*a^2*g^2*x+1036*a^2*g*p^2+723*a^2*g*p* q+2072*a^2*g*p*r-3687*a^2*g*p*x+44*a^2*g*q^2+723*a^2*g*q*r-1911*a^2*g*q*x+1036* a^2*g*r^2-4106*a^2*g*r*x+640*a^2*g*x^2+633*a^2*p^3+897*a^2*p^2*q+1899*a^2*p^2*r -3620*a^2*p^2*x+270*a^2*p*q^2+1794*a^2*p*q*r-4387*a^2*p*q*x+1899*a^2*p*r^2-8848 *a^2*p*r*x-126*a^2*p*x^2+6*a^2*q^3+270*a^2*q^2*r-767*a^2*q^2*x+897*a^2*q*r^2-\ 4303*a^2*q*r*x-126*a^2*q*x^2+633*a^2*r^3-5228*a^2*r^2*x-528*a^2*r*x^2+24*a*b^4+ 396*a*b^3*c+84*a*b^3*g+234*a*b^3*p+48*a*b^3*q+234*a*b^3*r-752*a*b^3*x+2076*a*b^ 2*c^2+1060*a*b^2*c*g+2730*a*b^2*c*p+594*a*b^2*c*q+2730*a*b^2*c*r-5064*a*b^2*c*x +98*a*b^2*g^2+679*a*b^2*g*p+136*a*b^2*g*q+679*a*b^2*g*r-1776*a*b^2*g*x+903*a*b^ 2*p^2+447*a*b^2*p*q+1806*a*b^2*p*r-3486*a*b^2*p*x+30*a*b^2*q^2+447*a*b^2*q*r-\ 948*a*b^2*q*x+903*a*b^2*r^2-3126*a*b^2*r*x+1080*a*b^2*x^2+3912*a*b*c^3+3378*a*b *c^2*g+7968*a*b*c^2*p+2046*a*b*c^2*q+7968*a*b*c^2*r-13488*a*b*c^2*x+837*a*b*c*g ^2+4662*a*b*c*g*p+1095*a*b*c*g*q+4662*a*b*c*g*r-8632*a*b*c*g*x+5124*a*b*c*p^2+ 3306*a*b*c*p*q+10248*a*b*c*p*r-19158*a*b*c*p*x+234*a*b*c*q^2+3306*a*b*c*q*r-\ 6042*a*b*c*q*x+5124*a*b*c*r^2-19372*a*b*c*r*x-1240*a*b*c*x^2+47*a*b*g^3+602*a*b *g^2*p+112*a*b*g^2*q+602*a*b*g^2*r-1388*a*b*g^2*x+1549*a*b*g*p^2+892*a*b*g*p*q+ 3098*a*b*g*p*r-5616*a*b*g*p*x+57*a*b*g*q^2+892*a*b*g*q*r-2064*a*b*g*q*x+1549*a* b*g*r^2-5488*a*b*g*r*x+1280*a*b*g*x^2+999*a*b*p^3+1254*a*b*p^2*q+2997*a*b*p^2*r -5797*a*b*p^2*x+261*a*b*p*q^2+2508*a*b*p*q*r-5888*a*b*p*q*x+2997*a*b*p*r^2-\ 13655*a*b*p*r*x-252*a*b*p*x^2+6*a*b*q^3+261*a*b*q^2*r-91*a*b*q^2*x+1254*a*b*q*r ^2-4565*a*b*q*r*x-252*a*b*q*x^2+999*a*b*r^3-7858*a*b*r^2*x-1056*a*b*r*x^2+2352* a*c^4+2948*a*c^3*g+6666*a*c^3*p+1848*a*c^3*q+6666*a*c^3*r-12192*a*c^3*x+1260*a* c^2*g^2+6354*a*c^2*g*p+1679*a*c^2*g*q+6354*a*c^2*g*r-11510*a*c^2*g*x+6390*a*c^2 *p^2+4626*a*c^2*p*q+12780*a*c^2*p*r-24694*a*c^2*p*x+390*a*c^2*q^2+4626*a*c^2*q* r-9646*a*c^2*q*x+6390*a*c^2*r^2-26326*a*c^2*r*x-4548*a*c^2*x^2+203*a*c*g^3+1874 *a*c*g^2*p+444*a*c*g^2*q+1874*a*c*g^2*r-3581*a*c*g^2*x+4106*a*c*g*p^2+2867*a*c* g*p*q+8212*a*c*g*p*r-15310*a*c*g*p*x+216*a*c*g*q^2+2867*a*c*g*q*r-6128*a*c*g*q* x+4106*a*c*g*r^2-16301*a*c*g*r*x-1434*a*c*g*x^2+2433*a*c*p^3+3330*a*c*p^2*q+ 7299*a*c*p^2*r-14549*a*c*p^2*x+915*a*c*p*q^2+6660*a*c*p*q*r-16102*a*c*p*q*x+ 7299*a*c*p*r^2-34723*a*c*p*r*x-2568*a*c*p*x^2+18*a*c*q^3+915*a*c*q^2*r-1553*a*c *q^2*x+3330*a*c*q*r^2-14611*a*c*q*r*x-2568*a*c*q*x^2+2433*a*c*r^3-20174*a*c*r^2 *x-3144*a*c*r*x^2+8*a*g^4+166*a*g^3*p+28*a*g^3*q+166*a*g^3*r-355*a*g^3*x+626*a* g^2*p^2+398*a*g^2*p*q+1252*a*g^2*p*r-2224*a*g^2*p*x+24*a*g^2*q^2+398*a*g^2*q*r-\ 996*a*g^2*q*x+626*a*g^2*r^2-2337*a*g^2*r*x+404*a*g^2*x^2+787*a*g*p^3+1051*a*g*p ^2*q+2361*a*g*p^2*r-4511*a*g*p^2*x+269*a*g*p*q^2+2102*a*g*p*q*r-5018*a*g*p*q*x+ 2361*a*g*p*r^2-10881*a*g*p*r*x-395*a*g*p*x^2+5*a*g*q^3+269*a*g*q^2*r-507*a*g*q^ 2*x+1051*a*g*q*r^2-4453*a*g*q*r*x-395*a*g*q*x^2+787*a*g*r^3-6370*a*g*r^2*x-1085 *a*g*r*x^2+315*a*p^4+678*a*p^3*q+1260*a*p^3*r-2628*a*p^3*x+411*a*p^2*q^2+2034*a *p^2*q*r-5121*a*p^2*q*x+1890*a*p^2*r^2-9707*a*p^2*r*x-221*a*p^2*x^2+48*a*p*q^3+ 822*a*p*q^2*r-2358*a*p*q^2*x+2034*a*p*q*r^2-11326*a*p*q*r*x-442*a*p*q*x^2+1260* a*p*r^3-11530*a*p*r^2*x+310*a*p*r*x^2+48*a*q^3*r+135*a*q^3*x+411*a*q^2*r^2-1619 *a*q^2*r*x-221*a*q^2*x^2+678*a*q*r^3-6205*a*q*r^2*x+310*a*q*r*x^2+315*a*r^4-\ 4451*a*r^3*x+2481*a*r^2*x^2+8*b^4*g+12*b^4*p+12*b^4*r-140*b^4*x+252*b^3*c^2+132 *b^3*c*g+462*b^3*c*p+462*b^3*c*r-832*b^3*c*x+20*b^3*g^2+94*b^3*g*p+16*b^3*g*q+ 94*b^3*g*r-444*b^3*g*x+174*b^3*p^2+12*b^3*p*q+348*b^3*p*r-756*b^3*p*x+12*b^3*q* r+90*b^3*q*x+174*b^3*r^2-414*b^3*r*x+360*b^3*x^2+1164*b^2*c^3+980*b^2*c^2*g+ 2592*b^2*c^2*p+378*b^2*c^2*q+2592*b^2*c^2*r-3300*b^2*c^2*x+252*b^2*c*g^2+1443*b ^2*c*g*p+198*b^2*c*g*q+1443*b^2*c*g*r-2442*b^2*c*g*x+1767*b^2*c*p^2+741*b^2*c*p *q+3534*b^2*c*p*r-6474*b^2*c*p*x+741*b^2*c*q*r+84*b^2*c*q*x+1767*b^2*c*r^2-5294 *b^2*c*r*x-620*b^2*c*x^2+18*b^2*g^3+166*b^2*g^2*p+32*b^2*g^2*q+166*b^2*g^2*r-\ 533*b^2*g^2*x+510*b^2*g*p^2+163*b^2*g*p*q+1020*b^2*g*p*r-1929*b^2*g*p*x+10*b^2* g*q^2+163*b^2*g*q*r-153*b^2*g*q*x+510*b^2*g*r^2-1382*b^2*g*r*x+640*b^2*g*x^2+ 366*b^2*p^3+357*b^2*p^2*q+1098*b^2*p^2*r-2177*b^2*p^2*x-9*b^2*p*q^2+714*b^2*p*q *r-1501*b^2*p*q*x+1098*b^2*p*r^2-4807*b^2*p*r*x-126*b^2*p*x^2-9*b^2*q^2*r+676*b ^2*q^2*x+357*b^2*q*r^2-262*b^2*q*r*x-126*b^2*q*x^2+366*b^2*r^3-2630*b^2*r^2*x-\ 528*b^2*r*x^2+1764*b*c^4+2164*b*c^3*g+4926*b*c^3*p+1104*b*c^3*q+4926*b*c^3*r-\ 7200*b*c^3*x+919*b*c^2*g^2+4580*b*c^2*g*p+961*b*c^2*g*q+4580*b*c^2*g*r-6714*b*c ^2*g*x+4806*b*c^2*p^2+2802*b*c^2*p*q+9612*b*c^2*p*r-18034*b*c^2*p*x+150*b*c^2*q ^2+2802*b*c^2*q*r-2986*b*c^2*q*x+4806*b*c^2*r^2-17098*b*c^2*r*x-4548*b*c^2*x^2+ 153*b*c*g^3+1304*b*c*g^2*p+255*b*c*g^2*q+1304*b*c*g^2*r-2291*b*c*g^2*x+3026*b*c *g*p^2+1649*b*c*g*p*q+6052*b*c*g*p*r-11012*b*c*g*p*x+78*b*c*g*q^2+1649*b*c*g*q* r-1830*b*c*g*q*x+3026*b*c*g*r^2-10179*b*c*g*r*x-1434*b*c*g*x^2+1893*b*c*p^3+ 2232*b*c*p^2*q+5679*b*c*p^2*r-11507*b*c*p^2*x+339*b*c*p*q^2+4464*b*c*p*q*r-\ 10018*b*c*p*q*x+5679*b*c*p*r^2-26365*b*c*p*r*x-2568*b*c*p*x^2+339*b*c*q^2*r+ 1489*b*c*q^2*x+2232*b*c*q*r^2-6253*b*c*q*r*x-2568*b*c*q*x^2+1893*b*c*r^3-14858* b*c*r^2*x-3144*b*c*r*x^2+7*b*g^4+107*b*g^3*p+20*b*g^3*q+107*b*g^3*r-281*b*g^3*x +447*b*g^2*p^2+208*b*g^2*p*q+894*b*g^2*p*r-1616*b*g^2*p*x+13*b*g^2*q^2+208*b*g^ 2*q*r-388*b*g^2*q*x+447*b*g^2*r^2-1387*b*g^2*r*x+404*b*g^2*x^2+604*b*g*p^3+682* b*g*p^2*q+1812*b*g*p^2*r-3523*b*g*p^2*x+80*b*g*p*q^2+1364*b*g*p*q*r-3042*b*g*p* q*x+1812*b*g*p*r^2-8101*b*g*p*r*x-395*b*g*p*x^2+2*b*g*q^3+80*b*g*q^2*r+481*b*g* q^2*x+682*b*g*q*r^2-1673*b*g*q*r*x-395*b*g*q*x^2+604*b*g*r^3-4578*b*g*r^2*x-\ 1085*b*g*r*x^2+255*b*p^4+498*b*p^3*q+1020*b*p^3*r-2169*b*p^3*x+231*b*p^2*q^2+ 1494*b*p^2*q*r-3744*b*p^2*q*x+1530*b*p^2*r^2-7895*b*p^2*r*x-221*b*p^2*x^2-12*b* p*q^3+462*b*p*q^2*r-981*b*p*q^2*x+1494*b*p*q*r^2-7702*b*p*q*r*x-442*b*p*q*x^2+ 1020*b*p*r^3-9283*b*p*r^2*x+310*b*p*r*x^2-12*b*q^3*r+594*b*q^3*x+231*b*q^2*r^2+ 193*b*q^2*r*x-221*b*q^2*x^2+498*b*q*r^3-3958*b*q*r^2*x+310*b*q*r*x^2+255*b*r^4-\ 3557*b*r^3*x+2481*b*r^2*x^2+852*c^5+1404*c^4*g+2982*c^4*p+774*c^4*q+2982*c^4*r-\ 5304*c^4*x+869*c^3*g^2+3961*c^3*g*p+993*c^3*g*q+3961*c^3*g*r-6632*c^3*g*x+3822* c^3*p^2+2568*c^3*p*q+7644*c^3*p*r-15340*c^3*p*x+198*c^3*q^2+2568*c^3*q*r-4756*c ^3*q*x+3822*c^3*r^2-15656*c^3*r*x-3208*c^3*x^2+246*c^2*g^3+1861*c^2*g^2*p+443*c ^2*g^2*q+1861*c^2*g^2*r-3110*c^2*g^2*x+3831*c^2*g*p^2+2508*c^2*g*p*q+7662*c^2*g *p*r-14656*c^2*g*p*x+177*c^2*g*q^2+2508*c^2*g*q*r-4300*c^2*g*q*x+3831*c^2*g*r^2 -14850*c^2*g*r*x-3296*c^2*g*x^2+2208*c^2*p^3+2862*c^2*p^2*q+6624*c^2*p^2*r-\ 13902*c^2*p^2*x+666*c^2*p*q^2+5724*c^2*p*q*r-14148*c^2*p*q*x+6624*c^2*p*r^2-\ 32488*c^2*p*r*x-2512*c^2*p*x^2+12*c^2*q^3+666*c^2*q^2*r-246*c^2*q^2*x+2862*c^2* q*r^2-11560*c^2*q*r*x-2512*c^2*q*x^2+2208*c^2*r^3-18586*c^2*r^2*x-2488*c^2*r*x^ 2+30*c*g^4+359*c*g^3*p+78*c*g^3*q+359*c*g^3*r-668*c*g^3*x+1214*c*g^2*p^2+761*c* g^2*p*q+2428*c*g^2*p*r-4503*c*g^2*p*x+48*c*g^2*q^2+761*c*g^2*q*r-1355*c*g^2*q*x +1214*c*g^2*r^2-4525*c*g^2*r*x-514*c*g^2*x^2+1479*c*g*p^3+1887*c*g*p^2*q+4437*c *g*p^2*r-8948*c*g*p^2*x+414*c*g*p*q^2+3774*c*g*p*q*r-8954*c*g*p*q*x+4437*c*g*p* r^2-21007*c*g*p*r*x-1852*c*g*p*x^2+6*c*g*q^3+414*c*g*q^2*r-6*c*g*q^2*x+1887*c*g *q*r^2-7085*c*g*q*r*x-1852*c*g*q*x^2+1479*c*g*r^3-12059*c*g*r^2*x-2384*c*g*r*x^ 2+582*c*p^4+1206*c*p^3*q+2328*c*p^3*r-5079*c*p^3*x+666*c*p^2*q^2+3618*c*p^2*q*r -9459*c*p^2*q*x+3492*c*p^2*r^2-18530*c*p^2*r*x-320*c*p^2*x^2+42*c*p*q^3+1332*c* p*q^2*r-3681*c*p*q^2*x+3618*c*p*q*r^2-20296*c*p*q*r*x-640*c*p*q*x^2+2328*c*p*r^ 3-21823*c*p*r^2*x+1440*c*p*r*x^2+42*c*q^3*r+699*c*q^3*x+666*c*q^2*r^2-1766*c*q^ 2*r*x-320*c*q^2*x^2+1206*c*q*r^3-10837*c*q*r^2*x+1440*c*q*r*x^2+582*c*r^4-8372* c*r^3*x+5780*c*r^2*x^2+g^5+23*g^4*p+4*g^4*q+23*g^4*r-54*g^4*x+121*g^3*p^2+68*g^ 3*p*q+242*g^3*p*r-437*g^3*p*x+4*g^3*q^2+68*g^3*q*r-157*g^3*q*x+121*g^3*r^2-425* g^3*r*x+94*g^3*x^2+236*g^2*p^3+293*g^2*p^2*q+708*g^2*p^2*r-1377*g^2*p^2*x+58*g^ 2*p*q^2+586*g^2*p*q*r-1380*g^2*p*q*x+708*g^2*p*r^2-3261*g^2*p*r*x-140*g^2*p*x^2 +g^2*q^3+58*g^2*q^2*r-3*g^2*q^2*x+293*g^2*q*r^2-1047*g^2*q*r*x-140*g^2*q*x^2+ 236*g^2*r^3-1884*g^2*r^2*x-392*g^2*r*x^2+194*g*p^4+399*g*p^3*q+776*g*p^3*r-1648 *g*p^3*x+216*g*p^2*q^2+1197*g*p^2*q*r-3044*g*p^2*q*x+1164*g*p^2*r^2-6060*g*p^2* r*x-155*g*p^2*x^2+11*g*p*q^3+432*g*p*q^2*r-1144*g*p*q^2*x+1197*g*p*q*r^2-6538*g *p*q*r*x-310*g*p*q*x^2+776*g*p*r^3-7176*g*p*r^2*x+188*g*p*r*x^2+11*g*q^3*r+252* g*q^3*x+216*g*q^2*r^2-478*g*q^2*r*x-155*g*q^2*x^2+399*g*q*r^3-3494*g*q*r^2*x+ 188*g*q*r*x^2+194*g*r^4-2764*g*r^3*x+1717*g*r^2*x^2+57*p^5+168*p^4*q+285*p^4*r-\ 650*p^4*x+162*p^3*q^2+672*p^3*q*r-1802*p^3*q*x+570*p^3*r^2-3169*p^3*r*x+67*p^3* x^2+48*p^2*q^3+486*p^2*q^2*r-1506*p^2*q^2*x+1008*p^2*q*r^2-6219*p^2*q*r*x+201*p ^2*q*x^2+570*p^2*r^3-5607*p^2*r^2*x+1043*p^2*r*x^2-3*p*q^4+96*p*q^3*r-206*p*q^3 *x+486*p*q^2*r^2-2931*p*q^2*r*x+201*p*q^2*x^2+672*p*q*r^3-7032*p*q*r^2*x+2086*p *q*r*x^2+285*p*r^4-4307*p*r^3*x+3319*p*r^2*x^2-3*q^4*r+148*q^4*x+48*q^3*r^2+119 *q^3*r*x+67*q^3*x^2+162*q^2*r^3-1425*q^2*r^2*x+1043*q^2*r*x^2+168*q*r^4-2615*q* r^3*x+3319*q*r^2*x^2+57*r^5-1219*r^4*x+2343*r^3*x^2+72*a^4+372*a^3*b+1140*a^3*c +246*a^3*g+984*a^3*p+228*a^3*q+984*a^3*r-1080*a^3*x+504*a^2*b^2+3120*a^2*b*c+ 762*a^2*b*g+2136*a^2*b*p+534*a^2*b*q+2136*a^2*b*r-1800*a^2*b*x+4116*a^2*c^2+ 2322*a^2*c*g+6168*a^2*c*p+1602*a^2*c*q+6168*a^2*c*r-3652*a^2*c*x+267*a^2*g^2+ 1797*a^2*g*p+426*a^2*g*q+1797*a^2*g*r-1684*a^2*g*x+2118*a^2*p^2+1386*a^2*p*q+ 4236*a^2*p*r-2460*a^2*p*x+114*a^2*q^2+1386*a^2*q*r-654*a^2*q*x+2118*a^2*r^2-\ 1896*a^2*r*x-2532*a^2*x^2+180*a*b^3+1836*a*b^2*c+540*a*b^2*g+1194*a*b^2*p+258*a *b^2*q+1194*a*b^2*r-360*a*b^2*x+5856*a*b*c^2+3436*a*b*c*g+8274*a*b*c*p+1716*a*b *c*q+8274*a*b*c*r+1240*a*b*c*x+451*a*b*g^2+2319*a*b*g*p+543*a*b*g*q+2319*a*b*g* r-1280*a*b*g*x+2949*a*b*p^2+1353*a*b*p*q+5898*a*b*p*r-1554*a*b*p*x+96*a*b*q^2+ 1353*a*b*q*r+2058*a*b*q*x+2949*a*b*r^2+1056*a*b*r*x-5064*a*b*x^2+5232*a*c^3+ 4862*a*c^2*g+11514*a*c^2*p+2706*a*c^2*q+11514*a*c^2*r-324*a*c^2*x+1389*a*c*g^2+ 7156*a*c*g*p+1653*a*c*g*q+7156*a*c*g*r-1550*a*c*g*x+7935*a*c*p^2+4677*a*c*p*q+ 15870*a*c*p*r-5970*a*c*p*x+300*a*c*q^2+4677*a*c*q*r+3438*a*c*q*x+7935*a*c*r^2-\ 2154*a*c*r*x-17676*a*c*x^2+113*a*g^3+1021*a*g^2*p+236*a*g^2*q+1021*a*g^2*r-760* a*g^2*x+2507*a*g*p^2+1398*a*g*p*q+5014*a*g*p*r-2018*a*g*p*x+103*a*g*q^2+1398*a* g*q*r+458*a*g*q*x+2507*a*g*r^2-618*a*g*r*x-3858*a*g*x^2+1605*a*p^3+1935*a*p^2*q +4815*a*p^2*r-2890*a*p^2*x+336*a*p*q^2+3870*a*p*q*r-1220*a*p*q*x+4815*a*p*r^2-\ 6841*a*p*r*x-7274*a*p*x^2+6*a*q^3+336*a*q^2*r+1670*a*q^2*x+1935*a*q*r^2+1619*a* q*r*x-7274*a*q*x^2+1605*a*r^3-3951*a*r^2*x-11322*a*r*x^2-24*b^4-144*b^3*c+24*b^ 3*g+42*b^3*p-48*b^3*q+42*b^3*r+360*b^3*x+672*b^2*c^2+448*b^2*c*g+1776*b^2*c*p-\ 216*b^2*c*q+1776*b^2*c*r+4892*b^2*c*x+106*b^2*g^2+435*b^2*g*p+30*b^2*g*q+435*b^ 2*g*r+404*b^2*g*x+819*b^2*p^2-57*b^2*p*q+1638*b^2*p*r+906*b^2*p*x-30*b^2*q^2-57 *b^2*q*r+2712*b^2*q*x+819*b^2*r^2+2952*b^2*r*x-2532*b^2*x^2+2736*b*c^3+2464*b*c ^2*g+6900*b*c^2*p+660*b*c^2*q+6900*b*c^2*r+9420*b*c^2*x+744*b*c*g^2+4095*b*c*g* p+416*b*c*g*q+4095*b*c*g*r+4418*b*c*g*x+5277*b*c*p^2+1635*b*c*p*q+10554*b*c*p*r +1698*b*c*p*x-84*b*c*q^2+1635*b*c*q*r+11106*b*c*q*x+5277*b*c*r^2+8442*b*c*r*x-\ 17676*b*c*x^2+76*b*g^3+546*b*g^2*p+103*b*g^2*q+546*b*g^2*r-48*b*g^2*x+1611*b*g* p^2+410*b*g*p*q+3222*b*g*p*r+332*b*g*p*x+11*b*g*q^2+410*b*g*q*r+2808*b*g*q*x+ 1611*b*g*r^2+2788*b*g*r*x-3858*b*g*x^2+1158*b*p^3+1029*b*p^2*q+3474*b*p^2*r-\ 1228*b*p^2*x-135*b*p*q^2+2058*b*p*q*r+2104*b*p*q*x+3474*b*p*r^2-2239*b*p*r*x-\ 7274*b*p*x^2-6*b*q^3-135*b*q^2*r+3332*b*q^2*x+1029*b*q*r^2+6221*b*q*r*x-7274*b* q*x^2+1158*b*r^3-1011*b*r^2*x-11322*b*r*x^2+2136*c^4+2728*c^3*g+6528*c^3*p+1236 *c^3*q+6528*c^3*r+3208*c^3*x+1250*c^2*g^2+6316*c^2*g*p+1138*c^2*g*q+6316*c^2*g* r+3296*c^2*g*x+6954*c^2*p^2+3444*c^2*p*q+13908*c^2*p*r-2768*c^2*p*x+126*c^2*q^2 +3444*c^2*q*r+7792*c^2*q*x+6954*c^2*r^2+2488*c^2*r*x-20736*c^2*x^2+242*c*g^3+ 1923*c*g^2*p+349*c*g^2*q+1923*c*g^2*r+514*c*g^2*x+4546*c*g*p^2+2131*c*g*p*q+ 9092*c*g*p*r-1372*c*g*p*x+75*c*g*q^2+2131*c*g*q*r+5076*c*g*q*x+4546*c*g*r^2+ 2384*c*g*r*x-12528*c*g*x^2+2883*c*p^3+3156*c*p^2*q+8649*c*p^2*r-4726*c*p^2*x+ 267*c*p*q^2+6312*c*p*q*r+640*c*p*q*x+8649*c*p*r^2-10506*c*p*r*x-16684*c*p*x^2-6 *c*q^3+267*c*q^2*r+5366*c*q^2*x+3156*c*q*r^2+7626*c*q*r*x-16684*c*q*x^2+2883*c* r^3-5780*c*r^2*x-24396*c*r*x^2+16*g^4+178*g^3*p+38*g^3*q+178*g^3*r-94*g^3*x+706 *g^2*p^2+305*g^2*p*q+1412*g^2*p*r-282*g^2*p*x+19*g^2*q^2+305*g^2*q*r+562*g^2*q* x+706*g^2*r^2+392*g^2*r*x-1344*g^2*x^2+951*g*p^3+1012*g*p^2*q+2853*g*p^2*r-1418 *g*p^2*x+62*g*p*q^2+2024*g*p*q*r+310*g*p*q*x+2853*g*p*r^2-3135*g*p*r*x-5126*g*p *x^2+g*q^3+62*g*q^2*r+1728*g*q^2*x+1012*g*q*r^2+2759*g*q*r*x-5126*g*q*x^2+951*g *r^3-1717*g*r^2*x-8046*g*r*x^2+399*p^4+750*p^3*q+1596*p^3*r-1234*p^3*x+303*p^2* q^2+2250*p^2*q*r-1368*p^2*q*x+2394*p^2*r^2-4811*p^2*r*x-3290*p^2*x^2-48*p*q^3+ 606*p*q^2*r+966*p*q^2*x+2250*p*q*r^2-2086*p*q*r*x-6580*p*q*x^2+1596*p*r^3-5920* p*r^2*x-8468*p*r*x^2-48*q^3*r+1100*q^3*x+303*q^2*r^2+2725*q^2*r*x-3290*q^2*x^2+ 750*q*r^3-718*q*r^2*x-8468*q*r*x^2+399*r^4-2343*r^3*x-3522*r^2*x^2+468*a^3+1152 *a^2*b+3108*a^2*c+900*a^2*g+2208*a^2*p+564*a^2*q+2208*a^2*r+696*a^2*x+432*a*b^2 +3036*a*b*c+1074*a*b*g+2148*a*b*p+342*a*b*q+2148*a*b*r+5064*a*b*x+4884*a*c^2+ 3136*a*c*g+7434*a*c*p+1266*a*c*q+7434*a*c*r+13200*a*c*x+489*a*g^2+2248*a*g*p+ 482*a*g*q+2248*a*g*r+2572*a*g*x+2961*a*p^2+1053*a*p*q+5922*a*p*r+5228*a*p*x+42* a*q^2+1053*a*q*r+6128*a*q*x+2961*a*r^2+9102*a*r*x-9224*a*x^2-252*b^3-1164*b^2*c -144*b^2*g-216*b^2*p-378*b^2*q-216*b^2*r+4368*b^2*x+12*b*c^2+152*b*c*g+2136*b*c *p-1104*b*c*q+2136*b*c*r+22152*b*c*x+133*b*g^2+545*b*g*p-165*b*g*q+545*b*g*r+ 5144*b*g*x+1491*b*p^2-609*b*p*q+2982*b*p*r+8420*b*p*x-150*b*q^2-609*b*q*r+9320* b*q*x+1491*b*r^2+13542*b*r*x-9224*b*x^2+1788*c^3+1656*c^2*g+5322*c^2*p+42*c^2*q +5322*c^2*r+20736*c^2*x+559*c*g^2+3269*c*g*p+45*c*g*q+3269*c*g*r+12528*c*g*x+ 4848*c*p^2+630*c*p*q+9696*c*p*r+15256*c*p*x-198*c*q^2+630*c*q*r+18112*c*q*x+ 4848*c*r^2+24396*c*r*x-23200*c*x^2+71*g^3+476*g^2*p+54*g^2*q+476*g^2*r+1344*g^2 *x+1540*g*p^2+133*g*p*q+3080*g*p*r+4844*g*p*x-33*g*q^2+133*g*q*r+5408*g*q*x+ 1540*g*r^2+8046*g*r*x-6560*g*x^2+1155*p^3+864*p^2*q+3465*p^2*r+2252*p^2*x-303*p *q^2+1728*p*q*r+6580*p*q*x+3465*p*r^2+5774*p*r*x-9752*p*x^2-12*q^3-303*q^2*r+ 4328*q^2*x+864*q*r^2+11162*q*r*x-9752*q*x^2+1155*r^3+3522*r^2*x-14840*r*x^2+828 *a^2+228*a*b+1404*a*c+606*a*g+1074*a*p+1074*a*r+7664*a*x-1008*b^2-3072*b*c-680* b*g-1146*b*p-972*b*q-1146*b*r+10784*b*x-1104*c^2-632*c*g+48*c*p-1380*c*q+48*c*r +23200*c*x-16*g^2-58*g*p-340*g*q-58*g*r+6560*g*x+858*p^2-978*p*q+1716*p*r+10256 *p*x-180*q^2-978*q*r+9248*q*x+858*r^2+14840*r*x-8448*x^2-216*a-1776*b-2640*c-\ 720*g-1320*p-816*q-1320*r+8448*x-1152)*dx^4-1080*g^4*p^2*q^2*x+5904*g^4*p^2*q*x ^2-480*g^4*p*q^3*x+5904*g^4*p*q^2*x^2-1740*g^3*p^4*q*x-2760*g^3*p^3*q^2*x+14208 *g^3*p^3*q*x^2-2040*g^3*p^2*q^3*x+21312*g^3*p^2*q^2*x^2-660*g^3*p*q^4*x+14208*g ^3*p*q^3*x^2-1680*g^2*p^5*q*x-3450*g^2*p^4*q^2*x+16740*g^2*p^4*q*x^2-3600*g^2*p ^3*q^3*x+33480*g^2*p^3*q^2*x^2-1950*g^2*p^2*q^4*x+33480*g^2*p^2*q^3*x^2-480*g^2 *p*q^5*x+16740*g^2*p*q^4*x^2-834*g*p^6*q*x-2106*g*p^5*q^2*x+9648*g*p^5*q*x^2-\ 2850*g*p^4*q^3*x+24120*g*p^4*q^2*x^2-2190*g*p^3*q^4*x+32160*g*p^3*q^3*x^2-918*g *p^2*q^5*x+24120*g*p^2*q^4*x^2-174*g*p*q^6*x+9648*g*p*q^5*x^2-3072*a^5*b*c*x-\ 2496*a^5*b*p*x-1344*a^5*b*q*x-2256*a^5*c*g*x-17328*a^5*c*p*x-11232*a^5*c*q*x-\ 1896*a^5*g*p*x-1032*a^5*g*q*x-7800*a^5*p*q*x-8160*a^4*b^2*c*x-6000*a^4*b^2*p*x-\ 3120*a^4*b^2*q*x-63456*a^4*b*c^2*x+4320*a^4*b*g*x^2-24696*a^4*b*p^2*x-10416*a^4 *b*q^2*x-46560*a^4*c^2*g*x-158304*a^4*c^2*p*x+329040*c^2*p^2*q^3*x^2-4608*c^2*p *q^5*x+164520*c^2*p*q^4*x^2-60*c*g^6*p*x-36*c*g^6*q*x-654*c*g^5*p^2*x+2124*c*g^ 5*p*x^2-282*c*g^5*q^2*x+2124*c*g^5*q*x^2-2442*c*g^4*p^3*x+12912*c*g^4*p^2*x^2-\ 774*c*g^4*q^3*x+12912*c*g^4*q^2*x^2-4416*c*g^3*p^4*x+31608*c*g^3*p^3*x^2-1008*c *g^3*q^4*x+31608*c*g^3*q^3*x^2-4236*c*g^2*p^5*x+37512*c*g^2*p^4*x^2-660*c*g^2*q ^5*x+37512*c*g^2*q^4*x^2-2082*c*g*p^6*x+21660*c*g*p^5*x^2-198*c*g*q^6*x+21660*c *g*q^5*x^2-2502*c*p^6*q*x-6318*c*p^5*q^2*x+29376*c*p^5*q*x^2-8550*c*p^4*q^3*x+ 73440*c*p^4*q^2*x^2-6570*c*p^3*q^4*x+97920*c*p^3*q^3*x^2-2754*c*p^2*q^5*x+73440 *c*p^2*q^4*x^2-522*c*p*q^6*x+29376*c*p*q^5*x^2-24*g^6*p*q*x-258*g^5*p^2*q*x-174 *g^5*p*q^2*x+1008*g^5*p*q*x^2-960*g^4*p^3*q*x-54960*c^3*p^4*q*x-87840*c^3*p^3*q ^2*x+490560*c^3*p^3*q*x^2-65760*c^3*p^2*q^3*x+735840*c^3*p^2*q^2*x^2-21840*c^3* p*q^4*x+490560*c^3*p*q^3*x^2-1212*c^2*g^5*p*x-804*c^2*g^5*q*x-7260*c^2*g^4*p^2* x+28104*c^2*g^4*p*x^2-3444*c^2*g^4*q^2*x+28104*c^2*g^4*q*x^2-18168*c^2*g^3*p^3* x+104976*c^2*g^3*p^2*x^2-6216*c^2*g^3*q^3*x+104976*c^2*g^3*q^2*x^2-22272*c^2*g^ 2*p^4*x+167472*c^2*g^2*p^3*x^2-5376*c^2*g^2*q^4*x+167472*c^2*g^2*q^3*x^2-13308* c^2*g*p^5*x+121272*c^2*g*p^4*x^2-2148*c^2*g*q^5*x+121272*c^2*g*q^4*x^2-15840*c^ 2*p^5*q*x-32580*c^2*p^4*q^2*x+164520*c^2*p^4*q*x^2-34080*c^2*p^3*q^3*x+329040*c ^2*p^3*q^2*x^2-18540*c^2*p^2*q^4*x+820800*c^4*p^2*q*x^2-60480*c^4*p*q^3*x+ 820800*c^4*p*q^2*x^2-9312*c^3*g^4*p*x-6432*c^3*g^4*q*x-36480*c^3*g^3*p^2*x+ 154272*c^3*g^3*p*x^2-18048*c^3*g^3*q^2*x+154272*c^3*g^3*q*x^2-61248*c^3*g^2*p^3 *x+372384*c^3*g^2*p^2*x^2-21696*c^3*g^2*q^3*x+372384*c^3*g^2*q^2*x^2-46560*c^3* g*p^4*x+361056*c^3*g*p^3*x^2-11520*c^3*g*q^4*x+361056*c^3*g*q^3*x^2+44*b*g*p*q^ 5-8*b*g*q^5+90*b*p^2*q^5+110*p*b*q^5-28*b*q^5+64*a*b^5*p*q+4*c^2*q^6+8*a*b^4*g* q^2+264*a*b^4*p*q^2+304*a*b^4*c*q^2+24*b^3*a*g*q^3+424*b^3*p*a*q^3+376*b^3*c*a* q^3+2*c*g*q^6+18*p*c*q^6+642*p*c*q^5-2*c*q^6+8*g^4*q^3+6*p*g*q^6+66*g*p^7-2*g*q ^6+12*p^2*q^6+372*p^2*q^5+12*p*q^6+228*a*b^2*c*q^4+68*a*b*c*q^5+12*a*b*g*q^5+ 124*a*b*p*q^5+120*b^4*g*p*q^2-6600*b^2*p^3*q^3*x+72240*b^2*p^3*q^2*x^2-3300*b^2 *p^2*q^4*x+72240*b^2*p^2*q^3*x^2-660*b^2*p*q^5*x+36120*b^2*p*q^4*x^2-67584*b*c^ 6*g*x-110208*b*c^6*p*x-77952*b*c^6*q*x-59328*b*c^5*g^2*x+536640*b*c^5*g*x^2-\ 166848*b*c^5*p^2*x+787584*b*c^5*p*x^2-82752*b*c^5*q^2*x+787584*b*c^5*q*x^2-\ 25536*b*c^4*g^3*x-2*a*q^6+108*a*p^7+904*b^3*c*p*q^3+148*b^3*g*c*q^3+792*a^4*p^4 -2160*a^3*b^2*q^3*x+29280*a^3*b^2*q^2*x^2-75648*a^3*b*c^4*x+339456*a^3*b*c^3*x^ 2-5808*a^3*b*p^4*x+33504*a^3*b*p^3*x^2-1584*a^3*b*q^4*x+33504*a^3*b*q^3*x^2-\ 54912*a^3*c^4*g*x-118272*a^3*c^4*p*x-86112*a^3*c^4*q*x-22800*a^3*c^3*g^2*x+ 246144*a^3*c^3*g*x^2-124608*a^3*c^3*p^2*x+465024*a^3*c^3*p*x^2-68160*a^3*c^3*q^ 2*x+465024*a^3*c^3*q*x^2-3024*a^3*c^2*g^3*x+68592*a^3*c^2*g^2*x^2-63360*a^3*c^2 *p^3*x+317904*a^3*c^2*p^2*x^2-26496*a^3*c^2*q^3*x+317904*a^3*c^2*q^2*x^2+4536*a ^3*c*g^3*x^2-15660*a^3*c*p^4*x+96240*a^3*c*p^3*x^2-5052*a^3*c*q^4*x+96240*a^3*c *q^3*x^2-1284*a^3*g^3*p^2*x+2268*a^3*g^3*p*x^2-528*a^3*g^3*q^2*x+2268*a^3*g^3*q *x^2-4080*a^3*g^2*p^3*x+15564*a^3*g^2*p^2*x^2-1434*a^3*g^2*q^3*x+15564*a^3*g^2* q^2*x^2-4308*a^3*g*p^4*x+24180*a^3*g*p^3*x^2-1284*a^3*g*q^4*x+126*g*b^2*p*q^4+ 24180*a^3*g*q^3*x^2-6426*a^3*p^4*q*x-10584*a^3*p^3*q^2*x+43536*a^3*p^3*q*x^2-\ 8316*a^3*p^2*q^3*x+65304*a^3*p^2*q^2*x^2-3024*a^3*p*q^4*x+43536*a^3*p*q^3*x^2-\ 5760*a^2*b^4*c^2*x+8640*a^2*b^4*c*x^2+1296*a^5*g*p*x^2-384*a^5*g*q^2*x+1296*a^5 *g*q*x^2-2088*a^5*p^2*q*x-1584*a^5*p*q^2*x+5856*a^5*p*q*x^2-5760*a^4*b^2*c^2*x+ 8640*a^4*b^2*c*x^2-2400*a^4*b^2*p^2*x+4320*a^4*b^2*p*x^2-960*a^4*b^2*q^2*x+4320 *a^4*b^2*q*x^2-21696*a^4*b*c^3*x+64320*a^4*b*c^2*x^2-3960*a^4*b*p^3*x+14640*a^4 *b*p^2*x^2-1440*a^4*b*q^3*x+14640*a^4*b*q^2*x^2-16032*a^4*c^3*g*x-44640*a^4*c^3 *p*x-32352*a^4*c^3*q*x-3168*a^4*c^2*g^2*x+47520*a^4*c^2*g*x^2-36336*a^4*c^2*p^2 *x+118080*a^4*c^2*p*x^2-19920*a^4*c^2*q^2*x+118080*a^4*c^2*q*x^2+4752*a^4*c*g^2 *x^2-12600*a^4*c*p^3*x+54576*a^4*c*p^2*x^2-5352*a^4*c*q^3*x+54576*a^4*c*q^2*x^2 -1416*a^4*g^2*p^2*x+2376*a^4*g^2*p*x^2-624*a^4*g^2*q^2*x+2376*a^4*g^2*q*x^2-\ 3000*a^4*g*p^3*x+10800*a^4*g*p^2*x^2-1152*a^4*g*q^3*x+10800*a^4*g*q^2*x^2-5280* a^4*p^3*q*x-6336*a^4*p^2*q^2*x+25128*a^4*p^2*q*x^2-3168*a^4*p*q^3*x+25128*a^4*p *q^2*x^2-7680*a^3*b^3*c^2*x+11520*a^3*b^3*c*x^2-2880*a^3*b^3*p^2*x+5760*a^3*b^3 *p*x^2-960*a^3*b^3*q^2*x+5760*a^3*b^3*q*x^2-42624*a^3*b^2*c^3*x+128640*a^3*b^2* c^2*x^2-7200*a^3*b^2*p^3*x+29280*a^3*b^2*p^2*x^2-3168*b^4*p^3*q*x-3168*b^4*p^2* q^2*x+25128*b^4*p^2*q*x^2-1056*b^4*p*q^3*x+25128*b^4*p*q^2*x^2-51456*b^3*c^4*g* x-100128*b^3*c^4*p*x-67968*b^3*c^4*q*x-21936*b^3*c^3*g^2*x+246144*b^3*c^3*g*x^2 -100032*b^3*c^3*p^2*x+465024*b^3*c^3*p*x^2-43584*b^3*c^3*q^2*x+465024*b^3*c^3*q *x^2-3024*b^3*c^2*g^3*x+68592*b^3*c^2*g^2*x^2-49152*b^3*c^2*p^3*x+317904*b^3*c^ 2*p^2*x^2-12288*b^3*c^2*q^3*x+317904*b^3*c^2*q^2*x^2+4536*b^3*c*g^3*x^2-11892*b ^3*c*p^4*x+96240*b^3*c*p^3*x^2-1284*b^3*c*q^4*x+96240*b^3*c*q^3*x^2-984*b^3*g^3 *p^2*x+2268*b^3*g^3*p*x^2-228*b^3*g^3*q^2*x+2268*b^3*g^3*q*x^2-3102*b^3*g^2*p^3 *x+15564*b^3*g^2*p^2*x^2-456*b^3*g^2*q^3*x+15564*b^3*g^2*q^2*x^2-3252*b^3*g*p^4 *x+24180*b^3*g*p^3*x^2-228*b^3*g*q^4*x+24180*b^3*g*q^3*x^2-4536*b^3*p^4*q*x-\ 6804*b^3*p^3*q^2*x+43536*b^3*p^3*q*x^2-4536*b^3*p^2*q^3*x+65304*b^3*p^2*q^2*x^2 -1134*b^3*p*q^4*x+43536*b^3*p*q^3*x^2-84960*b^2*c^5*g*x-148512*b^2*c^5*p*x-\ 103392*b^2*c^5*q*x-55152*b^2*c^4*g^2*x+541536*b^2*c^4*g*x^2-186240*b^2*c^4*p^2* x+877248*b^2*c^4*p*x^2+268*b^2*p^2*q^4+404*b^2*p*q^4+2*b^2*g*q^4-38904*g^2*p^3* q^2*x-28056*g^2*p^2*q^3*x-8604*g^2*p*q^4*x-15480*g*p^5*q*x-31410*g*p^4*q^2*x-\ 32160*g*p^3*q^3*x-16830*g*p^2*q^4*x-3816*g*p*q^5*x-54336*a^4*b*c*x-3312*a^4*b*g *x-39840*a^4*b*p*x-21360*a^4*b*q*x-39120*a^4*c*g*x-177912*a^4*c*p*x-110544*a^4* c*q*x-29736*a^4*g*p*x-16056*a^4*g*q*x-75252*a^4*p*q*x-115584*a^3*b^2*c*x-7968*a ^3*b^2*g*x-77280*a^3*b^2*p*x-40320*a^3*b^2*q*x-546048*a^3*b*c^2*x+378816*a^3*b* c*x^2-5424*a^3*b*g^2*x+48384*a^3*b*g*x^2-197772*a^3*b*p^2*x+180192*a^3*b*p*x^2-\ 75132*a^3*b*q^2*x+180192*a^3*b*q*x^2-392736*a^3*c^2*g*x-1102416*a^3*c^2*p*x-\ 715080*a^3*c^2*q*x-58608*a^3*c*g^2*x+276936*a^3*c*g*x^2-618852*a^3*c*p^2*x+ 649344*a^3*c*p*x^2-274260*a^3*c*q^2*x+649344*a^3*c*q*x^2-42228*a^3*g^2*p*x-\ 22440*a^3*g^2*q*x-147462*a^3*g*p^2*x+131628*a^3*g*p*x^2-58392*a^3*g*q^2*x+ 131628*a^3*g*q*x^2-253980*a^3*p^2*q*x-177894*a^3*p*q^2*x+302040*a^3*p*q*x^2-\ 122496*a^2*b^3*c*x-9312*a^2*b^3*g*x-74880*a^2*b^3*p*x-37920*a^2*b^3*q*x-834624* a^2*b^2*c^2*x+568224*a^2*b^2*c*x^2+16*b^6*p^2+64*b^6*p-2976*b*c*p^6*x+32088*b*c *p^5*x^2-168*b*c*q^6*x+32088*b*c*q^5*x^2-156*b*g^5*p^2*x+324*b*g^5*p*x^2-48*b*g ^5*q^2*x+324*b*g^5*q*x^2-822*b*g^4*p^3*x+3756*b*g^4*p^2*x^2-192*b*g^4*q^3*x+ 3756*b*g^4*q^2*x^2-1728*b*g^3*p^4*x+11712*b*g^3*p^3*x^2-288*b*g^3*q^4*x+11712*b *g^3*q^3*x^2-1812*b*g^2*p^5*x+15840*b*g^2*p^4*x^2-192*b*g^2*q^5*x+15840*b*g^2*q ^4*x^2-948*b*g*p^6*x+9948*b*g*p^5*x^2-48*b*g*q^6*x+9948*b*g*q^5*x^2-1188*b*p^6* q*x-2970*b*p^5*q^2*x+14328*b*p^5*q*x^2-3960*b*p^4*q^3*x+35820*b*p^4*q^2*x^2-\ 2970*b*p^3*q^4*x+47760*b*p^3*q^3*x^2-1188*b*p^2*q^5*x+35820*b*p^2*q^4*x^2-198*b *p*q^6*x+14328*b*p*q^5*x^2-76224*c^6*g*p*x-54336*c^6*g*q*x-86784*c^6*p*q*x-\ 72768*c^5*g^2*p*x-51648*c^5*g^2*q*x-116256*c^5*g*p^2*x+534720*c^5*g*p*x^2-59232 *c^5*g*q^2*x+534720*c^5*g*q*x^2-134496*c^5*p^2*q*x-2232*c^2*g^5*x-58824*c^2*p^5 *x-6984*c^2*q^5*x-72*c*g^6*x-9306*c*p^6*x-486*c*q^6*x-48*g^6*p*x-24*g^6*q*x-750 *g^5*p^2*x-258*g^5*q^2*x-3156*g^4*p^3*x-780*g^4*q^3*x-6072*g^3*p^4*x-1032*g^3*q ^4*x-6060*g^2*p^5*x-636*g^2*q^5*x-3066*g*p^6*x-150*g*q^6*x-3744*p^6*q*x-9360*p^ 5*q^2*x-12480*p^4*q^3*x-9360*p^3*q^4*x-3744*p^2*q^5*x-624*p*q^6*x-768*a^5*b*x-\ 528*a^5*g*x-4512*a^5*q*x-2400*a^4*b^2*x+16320*a^4*b*x^2-133920*a^4*c^2*x+94704* a^4*c*x^2-1128*a^4*g^2*x+12096*a^4*g*x^2-52956*a^4*p^2*x+45048*a^4*p*x^2-22296* a^4*q^2*x+45048*a^4*q*x^2-3840*a^3*b^3*x+32640*a^3*b^2*x^2-605568*a^3*c^3*x+ 696240*a^3*c^2*x^2-1212*a^3*g^3*x+17520*a^3*g^2*x^2-110022*a^3*p^3*x+151020*a^3 *p^2*x^2-33936*a^3*q^3*x+151020*a^3*q^2*x^2-3360*a^2*b^4*x+32640*a^2*b^3*x^2-\ 1228032*a^2*c^4*x+2003232*a^2*c^3*x^2-696*a^2*g^4*x+12384*a^2*g^3*x^2-101340*a^ 2*p^4*x+194976*a^2*p^3*x^2-20556*a^2*q^4*x+194976*a^2*q^3*x^2-1536*a*b^5*x+ 16320*a*b^4*x^2-1151616*a*c^5*x+2466912*a*c^4*x^2-204*a*g^5*x+4272*a*g^4*x^2-\ 43050*a*p^5*x+107364*a*p^4*x^2-4380*a*q^5*x+107364*a*q^4*x^2-13632*b^5*c*x-1200 *b^5*g*x-7008*b^5*p*x-3312*b^5*q*x-144288*b^4*c^2*x+6552*p^5*q^2*x^2-840*p^4*q^ 4*x+10920*p^4*q^3*x^2-504*p^3*q^5*x+10920*p^3*q^4*x^2-168*p^2*q^6*x+6552*p^2*q^ 5*x^2-24*p*q^7*x+2184*p*q^6*x^2-480*a^6*c*x-432*a^6*p*x-240*a^6*q*x+1152*a^5*b* x^2-12576*a^5*c^2*x+864*a^5*g*x^2-5328*a^5*p^2*x-2472*a^5*q^2*x+2880*a^4*b^2*x^ 2-86400*a^4*c^3*x+1584*a^4*g^2*x^2-15996*a^4*p^3*x-5880*a^4*q^3*x+3840*a^3*b^3* x^2-260352*a^3*c^4*x+1512*a^3*g^3*x^2-21240*a^3*p^4*x-5796*a^3*q^4*x+2880*a^2*b ^4*x^2-393216*a^2*c^5*x+792*a^2*g^4*x^2-14268*a^2*p^5*x-2574*a^2*q^5*x+1152*a*b ^5*x^2-292416*a*c^6*x+216*a*g^5*x^2-4752*a*p^6*x-426*a*q^6*x-672*b^6*c*x-336*b^ 6*p*x-144*b^6*q*x-13152*b^5*c^2*x+864*b^5*g*x^2-3384*b^5*p^2*x-528*b^5*q^2*x-\ 83328*b^4*c^3*x+1584*b^4*g^2*x^2-10872*b^4*p^3*x-756*b^4*q^3*x-248064*b^3*c^4*x +1512*b^3*g^3*x^2-15972*b^3*p^4*x-528*b^3*q^4*x-379392*b^2*c^5*x+792*b^2*g^4*x^ 2-11874*b^2*p^5*x-180*b^2*q^5*x-287424*b*c^6*x+216*b*g^5*x^2-4350*b*p^6*x-24*b* q^6*x-196992*c^6*g*x-319872*c^6*p*x-220032*c^6*q*x-182016*c^5*g^2*x-495648*c^5* p^2*x-234720*c^5*q^2*x-84672*c^4*g^3*x-414720*c^4*p^3*x-132480*c^4*q^3*x-20304* c^3*g^4*x-203520*c^3*p^4*x-41760*c^3*q^4*x+96*a^6*p^2+64*b^6*c*p-405864*b*c*p^4 *x+944040*b*c*p^3*x^2-45312*b*c*q^4*x+944040*b*c*q^3*x^2-9798*b*g^4*p*x-4986*b* g^4*q*x-63690*b*g^3*p^2*x+65328*b*g^3*p*x^2-19938*b*g^3*q^2*x+65328*b*g^3*q*x^2 -138648*b*g^2*p^3*x+227040*b*g^2*p^2*x^2-26166*b*g^2*q^3*x+227040*b*g^2*q^2*x^2 -123948*b*g*p^4*x+273348*b*g*p^3*x^2-11736*b*g*q^4*x+273348*b*g*q^3*x^2-158430* b*p^4*q*x-239520*b*p^3*q^2*x+429456*b*p^3*q*x^2-162180*b*p^2*q^3*x+644184*b*p^2 *q^2*x^2-42420*b*p*q^4*x+429456*b*p*q^3*x^2-2164320*c^4*g*p*x-1411104*c^4*g*q*x -2516352*c^4*p*q*x-1297872*c^3*g^2*p*x-834288*c^3*g^2*q*x-2280600*c^3*g*p^2*x+ 3114288*c^3*g*p*x^2-964200*c^3*g*q^2*x+3114288*c^3*g*q*x^2-2711112*c^3*p^2*q*x-\ 1840440*c^3*p*q^2*x+4534944*c^3*p*q*x^2-349752*c^2*g^3*p*x-218664*c^2*g^3*q*x-\ 1032456*c^2*g^2*p^2*x+1337304*c^2*g^2*p*x^2-422760*c^2*g^2*q^2*x+1337304*c^2*g^ 2*q*x^2-1162224*c^2*g*p^3*x+2134008*c^2*g*p^2*x^2-305520*c^2*g*q^3*x+2134008*c^ 2*g*q^2*x^2-1401672*c^2*p^3*q*x-1539504*c^2*p^2*q^2*x+3094632*c^2*p^2*q*x^2-\ 651000*c^2*p*q^3*x+20*b*c*g*q^5+148*b^3*q^3+2*a*g*q^6+18*p*a*q^6-x*(x-1)*(16*a^ 6*c*x^3+8*a^6*p*x^3+8*a^6*q*x^3+16*a^6*r*x^3+96*a^5*b*c*x^3+48*a^5*b*p*x^3+48*a ^5*b*q*x^3+96*a^5*b*r*x^3+224*a^5*c^2*x^3+72*a^5*c*g*x^3+208*a^5*c*p*x^3+208*a^ 5*c*q*x^3+368*a^5*c*r*x^3+36*a^5*g*p*x^3+36*a^5*g*q*x^3+72*a^5*g*r*x^3+48*a^5*p ^2*x^3+96*a^5*p*q*x^3+168*a^5*p*r*x^3+48*a^5*q^2*x^3+168*a^5*q*r*x^3+156*a^5*r^ 2*x^3+240*a^4*b^2*c*x^3+120*a^4*b^2*p*x^3+120*a^4*b^2*q*x^3+240*a^4*b^2*r*x^3+ 1120*a^4*b*c^2*x^3+360*a^4*b*c*g*x^3+1040*a^4*b*c*p*x^3+1040*a^4*b*c*q*x^3+1840 *a^4*b*c*r*x^3+180*a^4*b*g*p*x^3+180*a^4*b*g*q*x^3+360*a^4*b*g*r*x^3+240*a^4*b* p^2*x^3+480*a^4*b*p*q*x^3+840*a^4*b*p*r*x^3+240*a^4*b*q^2*x^3+840*a^4*b*q*r*x^3 +780*a^4*b*r^2*x^3+1216*a^4*c^3*x^3+824*a^4*c^2*g*x^3+1648*a^4*c^2*p*x^3+1648*a ^4*c^2*q*x^3+2768*a^4*c^2*r*x^3+132*a^4*c*g^2*x^3+764*a^4*c*g*p*x^3+764*a^4*c*g *q*x^3+1352*a^4*c*g*r*x^3+740*a^4*c*p^2*x^3+1480*a^4*c*p*q*x^3+2448*a^4*c*p*r*x ^3+740*a^4*c*q^2*x^3+2448*a^4*c*q*r*x^3+2068*a^4*c*r^2*x^3+66*a^4*g^2*p*x^3+66* a^4*g^2*q*x^3+132*a^4*g^2*r*x^3+176*a^4*g*p^2*x^3+352*a^4*g*p*q*x^3+616*a^4*g*p *r*x^3+176*a^4*g*q^2*x^3+616*a^4*g*q*r*x^3+572*a^4*g*r^2*x^3+110*a^4*p^3*x^3+ 330*a^4*p^2*q*x^3+536*a^4*p^2*r*x^3+330*a^4*p*q^2*x^3+1072*a^4*p*q*r*x^3+886*a^ 4*p*r^2*x^3+110*a^4*q^3*x^3+536*a^4*q^2*r*x^3+886*a^4*q*r^2*x^3+472*a^4*r^3*x^3 +320*a^3*b^3*c*x^3+160*a^3*b^3*p*x^3+160*a^3*b^3*q*x^3+320*a^3*b^3*r*x^3+2240*a ^3*b^2*c^2*x^3+720*a^3*b^2*c*g*x^3+2080*a^3*b^2*c*p*x^3+2080*a^3*b^2*c*q*x^3+ 3680*a^3*b^2*c*r*x^3+360*a^3*b^2*g*p*x^3+360*a^3*b^2*g*q*x^3+720*a^3*b^2*g*r*x^ 3+480*a^3*b^2*p^2*x^3+960*a^3*b^2*p*q*x^3+1680*a^3*b^2*p*r*x^3+480*a^3*b^2*q^2* x^3+1680*a^3*b^2*q*r*x^3+1560*a^3*b^2*r^2*x^3+4864*a^3*b*c^3*x^3+3296*a^3*b*c^2 *g*x^3+6592*a^3*b*c^2*p*x^3+6592*a^3*b*c^2*q*x^3+11072*a^3*b*c^2*r*x^3+528*a^3* b*c*g^2*x^3+3056*a^3*b*c*g*p*x^3+3056*a^3*b*c*g*q*x^3+5408*a^3*b*c*g*r*x^3+2960 *a^3*b*c*p^2*x^3+5920*a^3*b*c*p*q*x^3+9792*a^3*b*c*p*r*x^3+2960*a^3*b*c*q^2*x^3 +9792*a^3*b*c*q*r*x^3+8272*a^3*b*c*r^2*x^3+264*a^3*b*g^2*p*x^3+264*a^3*b*g^2*q* x^3+528*a^3*b*g^2*r*x^3+704*a^3*b*g*p^2*x^3+1408*a^3*b*g*p*q*x^3+2464*a^3*b*g*p *r*x^3+704*a^3*b*g*q^2*x^3+2464*a^3*b*g*q*r*x^3+2288*a^3*b*g*r^2*x^3+440*a^3*b* p^3*x^3+1320*a^3*b*p^2*q*x^3+2144*a^3*b*p^2*r*x^3+1320*a^3*b*p*q^2*x^3+4288*a^3 *b*p*q*r*x^3+3544*a^3*b*p*r^2*x^3+440*a^3*b*q^3*x^3+2144*a^3*b*q^2*r*x^3+3544*a ^3*b*q*r^2*x^3+1888*a^3*b*r^3*x^3+3280*a^3*c^4*x^3+3504*a^3*c^3*g*x^3+5856*a^3* c^3*p*x^3+5856*a^3*c^3*q*x^3+9600*a^3*c^3*r*x^3+1184*a^3*c^2*g^2*x^3+4740*a^3*c ^2*g*p*x^3+4740*a^3*c^2*g*q*x^3+7968*a^3*c^2*g*r*x^3+3900*a^3*c^2*p^2*x^3+7800* a^3*c^2*p*q*x^3+12576*a^3*c^2*p*r*x^3+3900*a^3*c^2*q^2*x^3+12576*a^3*c^2*q*r*x^ 3+10188*a^3*c^2*r^2*x^3+126*a^3*c*g^3*x^3+1096*a^3*c*g^2*p*x^3+1096*a^3*c*g^2*q *x^3+1940*a^3*c*g^2*r*x^3+2124*a^3*c*g*p^2*x^3+4248*a^3*c*g*p*q*x^3+7032*a^3*c* g*p*r*x^3+2124*a^3*c*g*q^2*x^3+7032*a^3*c*g*q*r*x^3+5946*a^3*c*g*r^2*x^3+1148*a ^3*c*p^3*x^3+3444*a^3*c*p^2*q*x^3+5448*a^3*c*p^2*r*x^3+3444*a^3*c*p*q^2*x^3+ 10896*a^3*c*p*q*r*x^3+8640*a^3*c*p*r^2*x^3+1148*a^3*c*q^3*x^3+5448*a^3*c*q^2*r* x^3+8640*a^3*c*q*r^2*x^3+4436*a^3*c*r^3*x^3+63*a^3*g^3*p*x^3+63*a^3*g^3*q*x^3+ 126*a^3*g^3*r*x^3+252*a^3*g^2*p^2*x^3+504*a^3*g^2*p*q*x^3+882*a^3*g^2*p*r*x^3+ 252*a^3*g^2*q^2*x^3+882*a^3*g^2*q*r*x^3+819*a^3*g^2*r^2*x^3+315*a^3*g*p^3*x^3+ 945*a^3*g*p^2*q*x^3+1536*a^3*g*p^2*r*x^3+945*a^3*g*p*q^2*x^3+3072*a^3*g*p*q*r*x ^3+2541*a^3*g*p*r^2*x^3+315*a^3*g*q^3*x^3+1536*a^3*g*q^2*r*x^3+2541*a^3*g*q*r^2 *x^3+1356*a^3*g*r^3*x^3+126*a^3*p^4*x^3+504*a^3*p^3*q*x^3+780*a^3*p^3*r*x^3+756 *a^3*p^2*q^2*x^3+2340*a^3*p^2*q*r*x^3+1809*a^3*p^2*r^2*x^3+504*a^3*p*q^3*x^3+ 2340*a^3*p*q^2*r*x^3+3618*a^3*p*q*r^2*x^3+1818*a^3*p*r^3*x^3+126*a^3*q^4*x^3+ 780*a^3*q^3*r*x^3+1809*a^3*q^2*r^2*x^3+1818*a^3*q*r^3*x^3+663*a^3*r^4*x^3+240*a ^2*b^4*c*x^3+120*a^2*b^4*p*x^3+120*a^2*b^4*q*x^3+240*a^2*b^4*r*x^3+2240*a^2*b^3 *c^2*x^3+720*a^2*b^3*c*g*x^3+2080*a^2*b^3*c*p*x^3+2080*a^2*b^3*c*q*x^3+3680*a^2 *b^3*c*r*x^3+360*a^2*b^3*g*p*x^3+360*a^2*b^3*g*q*x^3+720*a^2*b^3*g*r*x^3+480*a^ 2*b^3*p^2*x^3+960*a^2*b^3*p*q*x^3+1680*a^2*b^3*p*r*x^3+480*a^2*b^3*q^2*x^3+1680 *a^2*b^3*q*r*x^3+1560*a^2*b^3*r^2*x^3+7296*a^2*b^2*c^3*x^3+4944*a^2*b^2*c^2*g*x ^3+9888*a^2*b^2*c^2*p*x^3+9888*a^2*b^2*c^2*q*x^3+16608*a^2*b^2*c^2*r*x^3+792*a^ 2*b^2*c*g^2*x^3+4584*a^2*b^2*c*g*p*x^3+4584*a^2*b^2*c*g*q*x^3+8112*a^2*b^2*c*g* r*x^3+4440*a^2*b^2*c*p^2*x^3+8880*a^2*b^2*c*p*q*x^3+14688*a^2*b^2*c*p*r*x^3+ 4440*a^2*b^2*c*q^2*x^3+14688*a^2*b^2*c*q*r*x^3+12408*a^2*b^2*c*r^2*x^3+396*a^2* b^2*g^2*p*x^3+396*a^2*b^2*g^2*q*x^3+792*a^2*b^2*g^2*r*x^3+1056*a^2*b^2*g*p^2*x^ 3+2112*a^2*b^2*g*p*q*x^3+3696*a^2*b^2*g*p*r*x^3+1056*a^2*b^2*g*q^2*x^3+3696*a^2 *b^2*g*q*r*x^3+3432*a^2*b^2*g*r^2*x^3+660*a^2*b^2*p^3*x^3+1980*a^2*b^2*p^2*q*x^ 3+3216*a^2*b^2*p^2*r*x^3+1980*a^2*b^2*p*q^2*x^3+6432*a^2*b^2*p*q*r*x^3+5316*a^2 *b^2*p*r^2*x^3+660*a^2*b^2*q^3*x^3+3216*a^2*b^2*q^2*r*x^3+5316*a^2*b^2*q*r^2*x^ 3+2832*a^2*b^2*r^3*x^3+9840*a^2*b*c^4*x^3+10512*a^2*b*c^3*g*x^3+17568*a^2*b*c^3 *p*x^3+17568*a^2*b*c^3*q*x^3+28800*a^2*b*c^3*r*x^3+3552*a^2*b*c^2*g^2*x^3+14220 *a^2*b*c^2*g*p*x^3+14220*a^2*b*c^2*g*q*x^3+23904*a^2*b*c^2*g*r*x^3+11700*a^2*b* c^2*p^2*x^3+23400*a^2*b*c^2*p*q*x^3+37728*a^2*b*c^2*p*r*x^3+11700*a^2*b*c^2*q^2 *x^3+37728*a^2*b*c^2*q*r*x^3+30564*a^2*b*c^2*r^2*x^3+378*a^2*b*c*g^3*x^3+3288*a ^2*b*c*g^2*p*x^3+3288*a^2*b*c*g^2*q*x^3+5820*a^2*b*c*g^2*r*x^3+6372*a^2*b*c*g*p ^2*x^3+12744*a^2*b*c*g*p*q*x^3+21096*a^2*b*c*g*p*r*x^3+6372*a^2*b*c*g*q^2*x^3+ 21096*a^2*b*c*g*q*r*x^3+17838*a^2*b*c*g*r^2*x^3+3444*a^2*b*c*p^3*x^3+10332*a^2* b*c*p^2*q*x^3+16344*a^2*b*c*p^2*r*x^3+10332*a^2*b*c*p*q^2*x^3+32688*a^2*b*c*p*q *r*x^3+25920*a^2*b*c*p*r^2*x^3+3444*a^2*b*c*q^3*x^3+16344*a^2*b*c*q^2*r*x^3+ 25920*a^2*b*c*q*r^2*x^3+13308*a^2*b*c*r^3*x^3+189*a^2*b*g^3*p*x^3+189*a^2*b*g^3 *q*x^3+378*a^2*b*g^3*r*x^3+756*a^2*b*g^2*p^2*x^3+1512*a^2*b*g^2*p*q*x^3+2646*a^ 2*b*g^2*p*r*x^3+756*a^2*b*g^2*q^2*x^3+2646*a^2*b*g^2*q*r*x^3+2457*a^2*b*g^2*r^2 *x^3+945*a^2*b*g*p^3*x^3+2835*a^2*b*g*p^2*q*x^3+4608*a^2*b*g*p^2*r*x^3+2835*a^2 *b*g*p*q^2*x^3+9216*a^2*b*g*p*q*r*x^3+7623*a^2*b*g*p*r^2*x^3+945*a^2*b*g*q^3*x^ 3+4608*a^2*b*g*q^2*r*x^3+7623*a^2*b*g*q*r^2*x^3+4068*a^2*b*g*r^3*x^3+378*a^2*b* p^4*x^3+1512*a^2*b*p^3*q*x^3+2340*a^2*b*p^3*r*x^3+2268*a^2*b*p^2*q^2*x^3+7020*a ^2*b*p^2*q*r*x^3+5427*a^2*b*p^2*r^2*x^3+1512*a^2*b*p*q^3*x^3+7020*a^2*b*p*q^2*r *x^3+10854*a^2*b*p*q*r^2*x^3+5454*a^2*b*p*r^3*x^3+378*a^2*b*q^4*x^3+2340*a^2*b* q^3*r*x^3+5427*a^2*b*q^2*r^2*x^3+5454*a^2*b*q*r^3*x^3+1989*a^2*b*r^4*x^3+4672*a ^2*c^5*x^3+6936*a^2*c^4*g*x^3+10368*a^2*c^4*p*x^3+10368*a^2*c^4*q*x^3+16800*a^2 *c^4*r*x^3+3696*a^2*c^3*g^2*x^3+12360*a^2*c^3*g*p*x^3+12360*a^2*c^3*g*q*x^3+ 20288*a^2*c^3*g*r*x^3+9160*a^2*c^3*p^2*x^3+18320*a^2*c^3*p*q*x^3+29184*a^2*c^3* p*r*x^3+9160*a^2*c^3*q^2*x^3+29184*a^2*c^3*q*r*x^3+23192*a^2*c^3*r^2*x^3+830*a^ 2*c^2*g^3*x^3+4990*a^2*c^2*g^2*p*x^3+4990*a^2*c^2*g^2*q*x^3+8396*a^2*c^2*g^2*r* x^3+8214*a^2*c^2*g*p^2*x^3+16428*a^2*c^2*g*p*q*x^3+26520*a^2*c^2*g*p*r*x^3+8214 *a^2*c^2*g*q^2*x^3+26520*a^2*c^2*g*q*r*x^3+21504*a^2*c^2*g*r^2*x^3+4028*a^2*c^2 *p^3*x^3+12084*a^2*c^2*p^2*q*x^3+18888*a^2*c^2*p^2*r*x^3+12084*a^2*c^2*p*q^2*x^ 3+37776*a^2*c^2*p*q*r*x^3+29400*a^2*c^2*p*r^2*x^3+4028*a^2*c^2*q^3*x^3+18888*a^ 2*c^2*q^2*r*x^3+29400*a^2*c^2*q*r^2*x^3+14852*a^2*c^2*r^3*x^3+66*a^2*c*g^4*x^3+ 767*a^2*c*g^3*p*x^3+767*a^2*c*g^3*q*x^3+1358*a^2*c*g^3*r*x^3+2231*a^2*c*g^2*p^2 *x^3+4462*a^2*c*g^2*p*q*x^3+7392*a^2*c*g^2*p*r*x^3+2231*a^2*c*g^2*q^2*x^3+7392* a^2*c*g^2*q*r*x^3+6256*a^2*c*g^2*r^2*x^3+2412*a^2*c*g*p^3*x^3+7236*a^2*c*g*p^2* q*x^3+11460*a^2*c*g*p^2*r*x^3+7236*a^2*c*g*p*q^2*x^3+22920*a^2*c*g*p*q*r*x^3+ 18192*a^2*c*g*p*r^2*x^3+2412*a^2*c*g*q^3*x^3+11460*a^2*c*g*q^2*r*x^3+18192*a^2* c*g*q*r^2*x^3+9354*a^2*c*g*r^3*x^3+882*a^2*c*p^4*x^3+3528*a^2*c*p^3*q*x^3+5400* a^2*c*p^3*r*x^3+5292*a^2*c*p^2*q^2*x^3+16200*a^2*c*p^2*q*r*x^3+12312*a^2*c*p^2* r^2*x^3+3528*a^2*c*p*q^3*x^3+16200*a^2*c*p*q^2*r*x^3+24624*a^2*c*p*q*r^2*x^3+ 12180*a^2*c*p*r^3*x^3+882*a^2*c*q^4*x^3+5400*a^2*c*q^3*r*x^3+12312*a^2*c*q^2*r^ 2*x^3+12180*a^2*c*q*r^3*x^3+4386*a^2*c*r^4*x^3+33*a^2*g^4*p*x^3+33*a^2*g^4*q*x^ 3+66*a^2*g^4*r*x^3+176*a^2*g^3*p^2*x^3+352*a^2*g^3*p*q*x^3+616*a^2*g^3*p*r*x^3+ 176*a^2*g^3*q^2*x^3+616*a^2*g^3*q*r*x^3+572*a^2*g^3*r^2*x^3+330*a^2*g^2*p^3*x^3 +990*a^2*g^2*p^2*q*x^3+1610*a^2*g^2*p^2*r*x^3+990*a^2*g^2*p*q^2*x^3+3220*a^2*g^ 2*p*q*r*x^3+2665*a^2*g^2*p*r^2*x^3+330*a^2*g^2*q^3*x^3+1610*a^2*g^2*q^2*r*x^3+ 2665*a^2*g^2*q*r^2*x^3+1424*a^2*g^2*r^3*x^3+264*a^2*g*p^4*x^3+1056*a^2*g*p^3*q* x^3+1636*a^2*g*p^3*r*x^3+1584*a^2*g*p^2*q^2*x^3+4908*a^2*g*p^2*q*r*x^3+3798*a^2 *g*p^2*r^2*x^3+1056*a^2*g*p*q^3*x^3+4908*a^2*g*p*q^2*r*x^3+7596*a^2*g*p*q*r^2*x ^3+3822*a^2*g*p*r^3*x^3+264*a^2*g*q^4*x^3+1636*a^2*g*q^3*r*x^3+3798*a^2*g*q^2*r ^2*x^3+3822*a^2*g*q*r^3*x^3+1396*a^2*g*r^4*x^3+77*a^2*p^5*x^3+385*a^2*p^4*q*x^3 +576*a^2*p^4*r*x^3+770*a^2*p^3*q^2*x^3+2304*a^2*p^3*q*r*x^3+1705*a^2*p^3*r^2*x^ 3+770*a^2*p^2*q^3*x^3+3456*a^2*p^2*q^2*r*x^3+5115*a^2*p^2*q*r^2*x^3+2468*a^2*p^ 2*r^3*x^3+385*a^2*p*q^4*x^3+2304*a^2*p*q^3*r*x^3+5115*a^2*p*q^2*r^2*x^3+4936*a^ 2*p*q*r^3*x^3+1740*a^2*p*r^4*x^3+77*a^2*q^5*x^3+576*a^2*q^4*r*x^3+1705*a^2*q^3* r^2*x^3+2468*a^2*q^2*r^3*x^3+1740*a^2*q*r^4*x^3+478*a^2*r^5*x^3+96*a*b^5*c*x^3+ 48*a*b^5*p*x^3+48*a*b^5*q*x^3+96*a*b^5*r*x^3+1120*a*b^4*c^2*x^3+360*a*b^4*c*g*x ^3+1040*a*b^4*c*p*x^3+1040*a*b^4*c*q*x^3+1840*a*b^4*c*r*x^3+180*a*b^4*g*p*x^3+ 180*a*b^4*g*q*x^3+360*a*b^4*g*r*x^3+240*a*b^4*p^2*x^3+480*a*b^4*p*q*x^3+840*a*b ^4*p*r*x^3+240*a*b^4*q^2*x^3+840*a*b^4*q*r*x^3+780*a*b^4*r^2*x^3+4864*a*b^3*c^3 *x^3+3296*a*b^3*c^2*g*x^3+6592*a*b^3*c^2*p*x^3+6592*a*b^3*c^2*q*x^3+11072*a*b^3 *c^2*r*x^3+528*a*b^3*c*g^2*x^3+3056*a*b^3*c*g*p*x^3+3056*a*b^3*c*g*q*x^3+5408*a *b^3*c*g*r*x^3+2960*a*b^3*c*p^2*x^3+5920*a*b^3*c*p*q*x^3+9792*a*b^3*c*p*r*x^3+ 2960*a*b^3*c*q^2*x^3+9792*a*b^3*c*q*r*x^3+8272*a*b^3*c*r^2*x^3+264*a*b^3*g^2*p* x^3+264*a*b^3*g^2*q*x^3+528*a*b^3*g^2*r*x^3+704*a*b^3*g*p^2*x^3+1408*a*b^3*g*p* q*x^3+2464*a*b^3*g*p*r*x^3+704*a*b^3*g*q^2*x^3+2464*a*b^3*g*q*r*x^3+2288*a*b^3* g*r^2*x^3+440*a*b^3*p^3*x^3+1320*a*b^3*p^2*q*x^3+2144*a*b^3*p^2*r*x^3+1320*a*b^ 3*p*q^2*x^3+4288*a*b^3*p*q*r*x^3+3544*a*b^3*p*r^2*x^3+440*a*b^3*q^3*x^3+2144*a* b^3*q^2*r*x^3+3544*a*b^3*q*r^2*x^3+1888*a*b^3*r^3*x^3+9840*a*b^2*c^4*x^3+10512* a*b^2*c^3*g*x^3+17568*a*b^2*c^3*p*x^3+17568*a*b^2*c^3*q*x^3+28800*a*b^2*c^3*r*x ^3+3552*a*b^2*c^2*g^2*x^3+14220*a*b^2*c^2*g*p*x^3+14220*a*b^2*c^2*g*q*x^3+23904 *a*b^2*c^2*g*r*x^3+11700*a*b^2*c^2*p^2*x^3+23400*a*b^2*c^2*p*q*x^3+37728*a*b^2* c^2*p*r*x^3+11700*a*b^2*c^2*q^2*x^3+37728*a*b^2*c^2*q*r*x^3+30564*a*b^2*c^2*r^2 *x^3+378*a*b^2*c*g^3*x^3+3288*a*b^2*c*g^2*p*x^3+3288*a*b^2*c*g^2*q*x^3+5820*a*b ^2*c*g^2*r*x^3+6372*a*b^2*c*g*p^2*x^3+12744*a*b^2*c*g*p*q*x^3+21096*a*b^2*c*g*p *r*x^3+6372*a*b^2*c*g*q^2*x^3+21096*a*b^2*c*g*q*r*x^3+17838*a*b^2*c*g*r^2*x^3+ 3444*a*b^2*c*p^3*x^3+10332*a*b^2*c*p^2*q*x^3+16344*a*b^2*c*p^2*r*x^3+10332*a*b^ 2*c*p*q^2*x^3+32688*a*b^2*c*p*q*r*x^3+25920*a*b^2*c*p*r^2*x^3+3444*a*b^2*c*q^3* x^3+16344*a*b^2*c*q^2*r*x^3+25920*a*b^2*c*q*r^2*x^3+13308*a*b^2*c*r^3*x^3+189*a *b^2*g^3*p*x^3+189*a*b^2*g^3*q*x^3+378*a*b^2*g^3*r*x^3+756*a*b^2*g^2*p^2*x^3+ 1512*a*b^2*g^2*p*q*x^3+2646*a*b^2*g^2*p*r*x^3+756*a*b^2*g^2*q^2*x^3+2646*a*b^2* g^2*q*r*x^3+2457*a*b^2*g^2*r^2*x^3+945*a*b^2*g*p^3*x^3+2835*a*b^2*g*p^2*q*x^3+ 4608*a*b^2*g*p^2*r*x^3+2835*a*b^2*g*p*q^2*x^3+9216*a*b^2*g*p*q*r*x^3+7623*a*b^2 *g*p*r^2*x^3+945*a*b^2*g*q^3*x^3+4608*a*b^2*g*q^2*r*x^3+7623*a*b^2*g*q*r^2*x^3+ 4068*a*b^2*g*r^3*x^3+378*a*b^2*p^4*x^3+1512*a*b^2*p^3*q*x^3+2340*a*b^2*p^3*r*x^ 3+2268*a*b^2*p^2*q^2*x^3+7020*a*b^2*p^2*q*r*x^3+5427*a*b^2*p^2*r^2*x^3+1512*a*b ^2*p*q^3*x^3+7020*a*b^2*p*q^2*r*x^3+10854*a*b^2*p*q*r^2*x^3+5454*a*b^2*p*r^3*x^ 3+378*a*b^2*q^4*x^3+2340*a*b^2*q^3*r*x^3+5427*a*b^2*q^2*r^2*x^3+5454*a*b^2*q*r^ 3*x^3+1989*a*b^2*r^4*x^3+9344*a*b*c^5*x^3+13872*a*b*c^4*g*x^3+20736*a*b*c^4*p*x ^3+20736*a*b*c^4*q*x^3+33600*a*b*c^4*r*x^3+7392*a*b*c^3*g^2*x^3+24720*a*b*c^3*g *p*x^3+24720*a*b*c^3*g*q*x^3+40576*a*b*c^3*g*r*x^3+18320*a*b*c^3*p^2*x^3+36640* a*b*c^3*p*q*x^3+58368*a*b*c^3*p*r*x^3+18320*a*b*c^3*q^2*x^3+58368*a*b*c^3*q*r*x ^3+46384*a*b*c^3*r^2*x^3+1660*a*b*c^2*g^3*x^3+9980*a*b*c^2*g^2*p*x^3+9980*a*b*c ^2*g^2*q*x^3+16792*a*b*c^2*g^2*r*x^3+16428*a*b*c^2*g*p^2*x^3+32856*a*b*c^2*g*p* q*x^3+53040*a*b*c^2*g*p*r*x^3+16428*a*b*c^2*g*q^2*x^3+53040*a*b*c^2*g*q*r*x^3+ 43008*a*b*c^2*g*r^2*x^3+8056*a*b*c^2*p^3*x^3+24168*a*b*c^2*p^2*q*x^3+37776*a*b* c^2*p^2*r*x^3+24168*a*b*c^2*p*q^2*x^3+75552*a*b*c^2*p*q*r*x^3+58800*a*b*c^2*p*r ^2*x^3+8056*a*b*c^2*q^3*x^3+37776*a*b*c^2*q^2*r*x^3+58800*a*b*c^2*q*r^2*x^3+ 29704*a*b*c^2*r^3*x^3+132*a*b*c*g^4*x^3+1534*a*b*c*g^3*p*x^3+1534*a*b*c*g^3*q*x ^3+2716*a*b*c*g^3*r*x^3+4462*a*b*c*g^2*p^2*x^3+8924*a*b*c*g^2*p*q*x^3+14784*a*b *c*g^2*p*r*x^3+4462*a*b*c*g^2*q^2*x^3+14784*a*b*c*g^2*q*r*x^3+12512*a*b*c*g^2*r ^2*x^3+4824*a*b*c*g*p^3*x^3+14472*a*b*c*g*p^2*q*x^3+22920*a*b*c*g*p^2*r*x^3+ 14472*a*b*c*g*p*q^2*x^3+45840*a*b*c*g*p*q*r*x^3+36384*a*b*c*g*p*r^2*x^3+4824*a* b*c*g*q^3*x^3+22920*a*b*c*g*q^2*r*x^3+36384*a*b*c*g*q*r^2*x^3+18708*a*b*c*g*r^3 *x^3+1764*a*b*c*p^4*x^3+7056*a*b*c*p^3*q*x^3+10800*a*b*c*p^3*r*x^3+10584*a*b*c* p^2*q^2*x^3+32400*a*b*c*p^2*q*r*x^3+24624*a*b*c*p^2*r^2*x^3+7056*a*b*c*p*q^3*x^ 3+32400*a*b*c*p*q^2*r*x^3+49248*a*b*c*p*q*r^2*x^3+24360*a*b*c*p*r^3*x^3+1764*a* b*c*q^4*x^3+10800*a*b*c*q^3*r*x^3+24624*a*b*c*q^2*r^2*x^3+24360*a*b*c*q*r^3*x^3 +8772*a*b*c*r^4*x^3+66*a*b*g^4*p*x^3+66*a*b*g^4*q*x^3+132*a*b*g^4*r*x^3+352*a*b *g^3*p^2*x^3+704*a*b*g^3*p*q*x^3+1232*a*b*g^3*p*r*x^3+352*a*b*g^3*q^2*x^3+1232* a*b*g^3*q*r*x^3+1144*a*b*g^3*r^2*x^3+660*a*b*g^2*p^3*x^3+1980*a*b*g^2*p^2*q*x^3 +3220*a*b*g^2*p^2*r*x^3+1980*a*b*g^2*p*q^2*x^3+6440*a*b*g^2*p*q*r*x^3+5330*a*b* g^2*p*r^2*x^3+660*a*b*g^2*q^3*x^3+3220*a*b*g^2*q^2*r*x^3+5330*a*b*g^2*q*r^2*x^3 +2848*a*b*g^2*r^3*x^3+528*a*b*g*p^4*x^3+2112*a*b*g*p^3*q*x^3+3272*a*b*g*p^3*r*x ^3+3168*a*b*g*p^2*q^2*x^3+9816*a*b*g*p^2*q*r*x^3+7596*a*b*g*p^2*r^2*x^3+2112*a* b*g*p*q^3*x^3+9816*a*b*g*p*q^2*r*x^3+15192*a*b*g*p*q*r^2*x^3+7644*a*b*g*p*r^3*x ^3+528*a*b*g*q^4*x^3+3272*a*b*g*q^3*r*x^3+7596*a*b*g*q^2*r^2*x^3+7644*a*b*g*q*r ^3*x^3+2792*a*b*g*r^4*x^3+154*a*b*p^5*x^3+770*a*b*p^4*q*x^3+1152*a*b*p^4*r*x^3+ 1540*a*b*p^3*q^2*x^3+4608*a*b*p^3*q*r*x^3+3410*a*b*p^3*r^2*x^3+1540*a*b*p^2*q^3 *x^3+6912*a*b*p^2*q^2*r*x^3+10230*a*b*p^2*q*r^2*x^3+4936*a*b*p^2*r^3*x^3+770*a* b*p*q^4*x^3+4608*a*b*p*q^3*r*x^3+10230*a*b*p*q^2*r^2*x^3+9872*a*b*p*q*r^3*x^3+ 3480*a*b*p*r^4*x^3+154*a*b*q^5*x^3+1152*a*b*q^4*r*x^3+3410*a*b*q^3*r^2*x^3+4936 *a*b*q^2*r^3*x^3+3480*a*b*q*r^4*x^3+956*a*b*r^5*x^3+3360*a*c^6*x^3+6448*a*c^5*g *x^3+8928*a*c^5*p*x^3+8928*a*c^5*q*x^3+14400*a*c^5*r*x^3+4776*a*c^4*g^2*x^3+ 14288*a*c^4*g*p*x^3+14288*a*c^4*g*q*x^3+23200*a*c^4*g*r*x^3+9840*a*c^4*p^2*x^3+ 19680*a*c^4*p*q*x^3+31200*a*c^4*p*r*x^3+9840*a*c^4*q^2*x^3+31200*a*c^4*q*r*x^3+ 24600*a*c^4*r^2*x^3+1692*a*c^3*g^3*x^3+8496*a*c^3*g^2*p*x^3+8496*a*c^3*g^2*q*x^ 3+13968*a*c^3*g^2*r*x^3+12600*a*c^3*g*p^2*x^3+25200*a*c^3*g*p*q*x^3+40224*a*c^3 *g*p*r*x^3+12600*a*c^3*g*q^2*x^3+40224*a*c^3*g*q*r*x^3+32016*a*c^3*g*r^2*x^3+ 5760*a*c^3*p^3*x^3+17280*a*c^3*p^2*q*x^3+26880*a*c^3*p^2*r*x^3+17280*a*c^3*p*q^ 2*x^3+53760*a*c^3*p*q*r*x^3+41520*a*c^3*p*r^2*x^3+5760*a*c^3*q^3*x^3+26880*a*c^ 3*q^2*r*x^3+41520*a*c^3*q*r^2*x^3+20832*a*c^3*r^3*x^3+284*a*c^2*g^4*x^3+2280*a* c^2*g^3*p*x^3+2280*a*c^2*g^3*q*x^3+3840*a*c^2*g^3*r*x^3+5634*a*c^2*g^2*p^2*x^3+ 11268*a*c^2*g^2*p*q*x^3+18216*a*c^2*g^2*p*r*x^3+5634*a*c^2*g^2*q^2*x^3+18216*a* c^2*g^2*q*r*x^3+14790*a*c^2*g^2*r^2*x^3+5528*a*c^2*g*p^3*x^3+16584*a*c^2*g*p^2* q*x^3+25968*a*c^2*g*p^2*r*x^3+16584*a*c^2*g*p*q^2*x^3+51936*a*c^2*g*p*q*r*x^3+ 40482*a*c^2*g*p*r^2*x^3+5528*a*c^2*g*q^3*x^3+25968*a*c^2*g*q^2*r*x^3+40482*a*c^ 2*g*q*r^2*x^3+20480*a*c^2*g*r^3*x^3+1890*a*c^2*p^4*x^3+7560*a*c^2*p^3*q*x^3+ 11520*a*c^2*p^3*r*x^3+11340*a*c^2*p^2*q^2*x^3+34560*a*c^2*p^2*q*r*x^3+26082*a*c ^2*p^2*r^2*x^3+7560*a*c^2*p*q^3*x^3+34560*a*c^2*p*q^2*r*x^3+52164*a*c^2*p*q*r^2 *x^3+25632*a*c^2*p*r^3*x^3+1890*a*c^2*q^4*x^3+11520*a*c^2*q^3*r*x^3+26082*a*c^2 *q^2*r^2*x^3+25632*a*c^2*q*r^3*x^3+9180*a*c^2*r^4*x^3+18*a*c*g^5*x^3+262*a*c*g^ 4*p*x^3+262*a*c*g^4*q*x^3+464*a*c*g^4*r*x^3+1017*a*c*g^3*p^2*x^3+2034*a*c*g^3*p *q*x^3+3372*a*c*g^3*p*r*x^3+1017*a*c*g^3*q^2*x^3+3372*a*c*g^3*q*r*x^3+2856*a*c* g^3*r^2*x^3+1650*a*c*g^2*p^3*x^3+4950*a*c*g^2*p^2*q*x^3+7848*a*c*g^2*p^2*r*x^3+ 4950*a*c*g^2*p*q^2*x^3+15696*a*c*g^2*p*q*r*x^3+12471*a*c*g^2*p*r^2*x^3+1650*a*c *g^2*q^3*x^3+7848*a*c*g^2*q^2*r*x^3+12471*a*c*g^2*q*r^2*x^3+6420*a*c*g^2*r^3*x^ 3+1207*a*c*g*p^4*x^3+4828*a*c*g*p^3*q*x^3+7400*a*c*g*p^3*r*x^3+7242*a*c*g*p^2*q ^2*x^3+22200*a*c*g*p^2*q*r*x^3+16893*a*c*g*p^2*r^2*x^3+4828*a*c*g*p*q^3*x^3+ 22200*a*c*g*p*q^2*r*x^3+33786*a*c*g*p*q*r^2*x^3+16732*a*c*g*p*r^3*x^3+1207*a*c* g*q^4*x^3+7400*a*c*g*q^3*r*x^3+16893*a*c*g*q^2*r^2*x^3+16732*a*c*g*q*r^3*x^3+ 6032*a*c*g*r^4*x^3+330*a*c*p^5*x^3+1650*a*c*p^4*q*x^3+2460*a*c*p^4*r*x^3+3300*a *c*p^3*q^2*x^3+9840*a*c*p^3*q*r*x^3+7242*a*c*p^3*r^2*x^3+3300*a*c*p^2*q^3*x^3+ 14760*a*c*p^2*q^2*r*x^3+21726*a*c*p^2*q*r^2*x^3+10428*a*c*p^2*r^3*x^3+1650*a*c* p*q^4*x^3+9840*a*c*p*q^3*r*x^3+21726*a*c*p*q^2*r^2*x^3+20856*a*c*p*q*r^3*x^3+ 7320*a*c*p*r^4*x^3+330*a*c*q^5*x^3+2460*a*c*q^4*r*x^3+7242*a*c*q^3*r^2*x^3+ 10428*a*c*q^2*r^3*x^3+7320*a*c*q*r^4*x^3+2004*a*c*r^5*x^3+9*a*g^5*p*x^3+9*a*g^5 *q*x^3+18*a*g^5*r*x^3+60*a*g^4*p^2*x^3+120*a*g^4*p*q*x^3+210*a*g^4*p*r*x^3+60*a *g^4*q^2*x^3+210*a*g^4*q*r*x^3+195*a*g^4*r^2*x^3+150*a*g^3*p^3*x^3+450*a*g^3*p^ 2*q*x^3+732*a*g^3*p^2*r*x^3+450*a*g^3*p*q^2*x^3+1464*a*g^3*p*q*r*x^3+1212*a*g^3 *p*r^2*x^3+150*a*g^3*q^3*x^3+732*a*g^3*q^2*r*x^3+1212*a*g^3*q*r^2*x^3+648*a*g^3 *r^3*x^3+180*a*g^2*p^4*x^3+720*a*g^2*p^3*q*x^3+1116*a*g^2*p^3*r*x^3+1080*a*g^2* p^2*q^2*x^3+3348*a*g^2*p^2*q*r*x^3+2592*a*g^2*p^2*r^2*x^3+720*a*g^2*p*q^3*x^3+ 3348*a*g^2*p*q^2*r*x^3+5184*a*g^2*p*q*r^2*x^3+2610*a*g^2*p*r^3*x^3+180*a*g^2*q^ 4*x^3+1116*a*g^2*q^3*r*x^3+2592*a*g^2*q^2*r^2*x^3+2610*a*g^2*q*r^3*x^3+954*a*g^ 2*r^4*x^3+105*a*g*p^5*x^3+525*a*g*p^4*q*x^3+786*a*g*p^4*r*x^3+1050*a*g*p^3*q^2* x^3+3144*a*g*p^3*q*r*x^3+2328*a*g*p^3*r^2*x^3+1050*a*g*p^2*q^3*x^3+4716*a*g*p^2 *q^2*r*x^3+6984*a*g*p^2*q*r^2*x^3+3372*a*g*p^2*r^3*x^3+525*a*g*p*q^4*x^3+3144*a *g*p*q^3*r*x^3+6984*a*g*p*q^2*r^2*x^3+6744*a*g*p*q*r^3*x^3+2379*a*g*p*r^4*x^3+ 105*a*g*q^5*x^3+786*a*g*q^4*r*x^3+2328*a*g*q^3*r^2*x^3+3372*a*g*q^2*r^3*x^3+ 2379*a*g*q*r^4*x^3+654*a*g*r^5*x^3+24*a*p^6*x^3+144*a*p^5*q*x^3+210*a*p^5*r*x^3 +360*a*p^4*q^2*x^3+1050*a*p^4*q*r*x^3+753*a*p^4*r^2*x^3+480*a*p^3*q^3*x^3+2100* a*p^3*q^2*r*x^3+3012*a*p^3*q*r^2*x^3+1410*a*p^3*r^3*x^3+360*a*p^2*q^4*x^3+2100* a*p^2*q^3*r*x^3+4518*a*p^2*q^2*r^2*x^3+4230*a*p^2*q*r^3*x^3+1452*a*p^2*r^4*x^3+ 144*a*p*q^5*x^3+1050*a*p*q^4*r*x^3+3012*a*p*q^3*r^2*x^3+4230*a*p*q^2*r^3*x^3+ 2904*a*p*q*r^4*x^3+780*a*p*r^5*x^3+24*a*q^6*x^3+210*a*q^5*r*x^3+753*a*q^4*r^2*x ^3+1410*a*q^3*r^3*x^3+1452*a*q^2*r^4*x^3+780*a*q*r^5*x^3+171*a*r^6*x^3+16*b^6*c *x^3+8*b^6*p*x^3+8*b^6*q*x^3+16*b^6*r*x^3+224*b^5*c^2*x^3+72*b^5*c*g*x^3+208*b^ 5*c*p*x^3+208*b^5*c*q*x^3+368*b^5*c*r*x^3+36*b^5*g*p*x^3+36*b^5*g*q*x^3+72*b^5* g*r*x^3+48*b^5*p^2*x^3+96*b^5*p*q*x^3+168*b^5*p*r*x^3+48*b^5*q^2*x^3+168*b^5*q* r*x^3+156*b^5*r^2*x^3+1216*b^4*c^3*x^3+824*b^4*c^2*g*x^3+1648*b^4*c^2*p*x^3+ 1648*b^4*c^2*q*x^3+2768*b^4*c^2*r*x^3+132*b^4*c*g^2*x^3+764*b^4*c*g*p*x^3+764*b ^4*c*g*q*x^3+1352*b^4*c*g*r*x^3+740*b^4*c*p^2*x^3+1480*b^4*c*p*q*x^3+2448*b^4*c *p*r*x^3+740*b^4*c*q^2*x^3+2448*b^4*c*q*r*x^3+2068*b^4*c*r^2*x^3+66*b^4*g^2*p*x ^3+66*b^4*g^2*q*x^3+132*b^4*g^2*r*x^3+176*b^4*g*p^2*x^3+352*b^4*g*p*q*x^3+616*b ^4*g*p*r*x^3+176*b^4*g*q^2*x^3+616*b^4*g*q*r*x^3+572*b^4*g*r^2*x^3+110*b^4*p^3* x^3+330*b^4*p^2*q*x^3+536*b^4*p^2*r*x^3+330*b^4*p*q^2*x^3+1072*b^4*p*q*r*x^3+ 886*b^4*p*r^2*x^3+110*b^4*q^3*x^3+536*b^4*q^2*r*x^3+886*b^4*q*r^2*x^3+472*b^4*r ^3*x^3+3280*b^3*c^4*x^3+3504*b^3*c^3*g*x^3+5856*b^3*c^3*p*x^3+5856*b^3*c^3*q*x^ 3+9600*b^3*c^3*r*x^3+1184*b^3*c^2*g^2*x^3+4740*b^3*c^2*g*p*x^3+4740*b^3*c^2*g*q *x^3+7968*b^3*c^2*g*r*x^3+3900*b^3*c^2*p^2*x^3+7800*b^3*c^2*p*q*x^3+12576*b^3*c ^2*p*r*x^3+3900*b^3*c^2*q^2*x^3+12576*b^3*c^2*q*r*x^3+10188*b^3*c^2*r^2*x^3+126 *b^3*c*g^3*x^3+1096*b^3*c*g^2*p*x^3+1096*b^3*c*g^2*q*x^3+1940*b^3*c*g^2*r*x^3+ 2124*b^3*c*g*p^2*x^3+4248*b^3*c*g*p*q*x^3+7032*b^3*c*g*p*r*x^3+2124*b^3*c*g*q^2 *x^3+7032*b^3*c*g*q*r*x^3+5946*b^3*c*g*r^2*x^3+1148*b^3*c*p^3*x^3+3444*b^3*c*p^ 2*q*x^3+5448*b^3*c*p^2*r*x^3+3444*b^3*c*p*q^2*x^3+10896*b^3*c*p*q*r*x^3+8640*b^ 3*c*p*r^2*x^3+1148*b^3*c*q^3*x^3+5448*b^3*c*q^2*r*x^3+8640*b^3*c*q*r^2*x^3+4436 *b^3*c*r^3*x^3+63*b^3*g^3*p*x^3+63*b^3*g^3*q*x^3+126*b^3*g^3*r*x^3+252*b^3*g^2* p^2*x^3+504*b^3*g^2*p*q*x^3+882*b^3*g^2*p*r*x^3+252*b^3*g^2*q^2*x^3+882*b^3*g^2 *q*r*x^3+819*b^3*g^2*r^2*x^3+315*b^3*g*p^3*x^3+945*b^3*g*p^2*q*x^3+1536*b^3*g*p ^2*r*x^3+945*b^3*g*p*q^2*x^3+3072*b^3*g*p*q*r*x^3+2541*b^3*g*p*r^2*x^3+315*b^3* g*q^3*x^3+1536*b^3*g*q^2*r*x^3+2541*b^3*g*q*r^2*x^3+1356*b^3*g*r^3*x^3+126*b^3* p^4*x^3+504*b^3*p^3*q*x^3+780*b^3*p^3*r*x^3+756*b^3*p^2*q^2*x^3+2340*b^3*p^2*q* r*x^3+1809*b^3*p^2*r^2*x^3+504*b^3*p*q^3*x^3+2340*b^3*p*q^2*r*x^3+3618*b^3*p*q* r^2*x^3+1818*b^3*p*r^3*x^3+126*b^3*q^4*x^3+780*b^3*q^3*r*x^3+1809*b^3*q^2*r^2*x ^3+1818*b^3*q*r^3*x^3+663*b^3*r^4*x^3+4672*b^2*c^5*x^3+6936*b^2*c^4*g*x^3+10368 *b^2*c^4*p*x^3+10368*b^2*c^4*q*x^3+16800*b^2*c^4*r*x^3+3696*b^2*c^3*g^2*x^3+ 12360*b^2*c^3*g*p*x^3+12360*b^2*c^3*g*q*x^3+20288*b^2*c^3*g*r*x^3+9160*b^2*c^3* p^2*x^3+18320*b^2*c^3*p*q*x^3+29184*b^2*c^3*p*r*x^3+9160*b^2*c^3*q^2*x^3+29184* b^2*c^3*q*r*x^3+23192*b^2*c^3*r^2*x^3+830*b^2*c^2*g^3*x^3+4990*b^2*c^2*g^2*p*x^ 3+4990*b^2*c^2*g^2*q*x^3+8396*b^2*c^2*g^2*r*x^3+8214*b^2*c^2*g*p^2*x^3+16428*b^ 2*c^2*g*p*q*x^3+26520*b^2*c^2*g*p*r*x^3+8214*b^2*c^2*g*q^2*x^3+26520*b^2*c^2*g* q*r*x^3+21504*b^2*c^2*g*r^2*x^3+4028*b^2*c^2*p^3*x^3+12084*b^2*c^2*p^2*q*x^3+ 18888*b^2*c^2*p^2*r*x^3+12084*b^2*c^2*p*q^2*x^3+37776*b^2*c^2*p*q*r*x^3+29400*b ^2*c^2*p*r^2*x^3+4028*b^2*c^2*q^3*x^3+18888*b^2*c^2*q^2*r*x^3+29400*b^2*c^2*q*r ^2*x^3+14852*b^2*c^2*r^3*x^3+66*b^2*c*g^4*x^3+767*b^2*c*g^3*p*x^3+767*b^2*c*g^3 *q*x^3+1358*b^2*c*g^3*r*x^3+2231*b^2*c*g^2*p^2*x^3+4462*b^2*c*g^2*p*q*x^3+7392* b^2*c*g^2*p*r*x^3+2231*b^2*c*g^2*q^2*x^3+7392*b^2*c*g^2*q*r*x^3+6256*b^2*c*g^2* r^2*x^3+2412*b^2*c*g*p^3*x^3+7236*b^2*c*g*p^2*q*x^3+11460*b^2*c*g*p^2*r*x^3+ 7236*b^2*c*g*p*q^2*x^3+22920*b^2*c*g*p*q*r*x^3+18192*b^2*c*g*p*r^2*x^3+2412*b^2 *c*g*q^3*x^3+11460*b^2*c*g*q^2*r*x^3+18192*b^2*c*g*q*r^2*x^3+9354*b^2*c*g*r^3*x ^3+882*b^2*c*p^4*x^3+3528*b^2*c*p^3*q*x^3+5400*b^2*c*p^3*r*x^3+5292*b^2*c*p^2*q ^2*x^3+16200*b^2*c*p^2*q*r*x^3+12312*b^2*c*p^2*r^2*x^3+3528*b^2*c*p*q^3*x^3+ 16200*b^2*c*p*q^2*r*x^3+24624*b^2*c*p*q*r^2*x^3+12180*b^2*c*p*r^3*x^3+882*b^2*c *q^4*x^3+5400*b^2*c*q^3*r*x^3+12312*b^2*c*q^2*r^2*x^3+12180*b^2*c*q*r^3*x^3+ 4386*b^2*c*r^4*x^3+33*b^2*g^4*p*x^3+33*b^2*g^4*q*x^3+66*b^2*g^4*r*x^3+176*b^2*g ^3*p^2*x^3+352*b^2*g^3*p*q*x^3+616*b^2*g^3*p*r*x^3+176*b^2*g^3*q^2*x^3+616*b^2* g^3*q*r*x^3+572*b^2*g^3*r^2*x^3+330*b^2*g^2*p^3*x^3+990*b^2*g^2*p^2*q*x^3+1610* b^2*g^2*p^2*r*x^3+990*b^2*g^2*p*q^2*x^3+3220*b^2*g^2*p*q*r*x^3+2665*b^2*g^2*p*r ^2*x^3+330*b^2*g^2*q^3*x^3+1610*b^2*g^2*q^2*r*x^3+2665*b^2*g^2*q*r^2*x^3+1424*b ^2*g^2*r^3*x^3+264*b^2*g*p^4*x^3+1056*b^2*g*p^3*q*x^3+1636*b^2*g*p^3*r*x^3+1584 *b^2*g*p^2*q^2*x^3+4908*b^2*g*p^2*q*r*x^3+3798*b^2*g*p^2*r^2*x^3+1056*b^2*g*p*q ^3*x^3+4908*b^2*g*p*q^2*r*x^3+7596*b^2*g*p*q*r^2*x^3+3822*b^2*g*p*r^3*x^3+264*b ^2*g*q^4*x^3+1636*b^2*g*q^3*r*x^3+3798*b^2*g*q^2*r^2*x^3+3822*b^2*g*q*r^3*x^3+ 1396*b^2*g*r^4*x^3+77*b^2*p^5*x^3+385*b^2*p^4*q*x^3+576*b^2*p^4*r*x^3+770*b^2*p ^3*q^2*x^3+2304*b^2*p^3*q*r*x^3+1705*b^2*p^3*r^2*x^3+770*b^2*p^2*q^3*x^3+3456*b ^2*p^2*q^2*r*x^3+5115*b^2*p^2*q*r^2*x^3+2468*b^2*p^2*r^3*x^3+385*b^2*p*q^4*x^3+ 2304*b^2*p*q^3*r*x^3+5115*b^2*p*q^2*r^2*x^3+4936*b^2*p*q*r^3*x^3+1740*b^2*p*r^4 *x^3+77*b^2*q^5*x^3+576*b^2*q^4*r*x^3+1705*b^2*q^3*r^2*x^3+2468*b^2*q^2*r^3*x^3 +1740*b^2*q*r^4*x^3+478*b^2*r^5*x^3+3360*b*c^6*x^3+6448*b*c^5*g*x^3+8928*b*c^5* p*x^3+8928*b*c^5*q*x^3+14400*b*c^5*r*x^3+4776*b*c^4*g^2*x^3+14288*b*c^4*g*p*x^3 +14288*b*c^4*g*q*x^3+23200*b*c^4*g*r*x^3+9840*b*c^4*p^2*x^3+19680*b*c^4*p*q*x^3 +31200*b*c^4*p*r*x^3+9840*b*c^4*q^2*x^3+31200*b*c^4*q*r*x^3+24600*b*c^4*r^2*x^3 +1692*b*c^3*g^3*x^3+8496*b*c^3*g^2*p*x^3+8496*b*c^3*g^2*q*x^3+13968*b*c^3*g^2*r *x^3+12600*b*c^3*g*p^2*x^3+25200*b*c^3*g*p*q*x^3+40224*b*c^3*g*p*r*x^3+12600*b* c^3*g*q^2*x^3+40224*b*c^3*g*q*r*x^3+32016*b*c^3*g*r^2*x^3+5760*b*c^3*p^3*x^3+ 17280*b*c^3*p^2*q*x^3+26880*b*c^3*p^2*r*x^3+17280*b*c^3*p*q^2*x^3+53760*b*c^3*p *q*r*x^3+41520*b*c^3*p*r^2*x^3+5760*b*c^3*q^3*x^3+26880*b*c^3*q^2*r*x^3+41520*b *c^3*q*r^2*x^3+20832*b*c^3*r^3*x^3+284*b*c^2*g^4*x^3+2280*b*c^2*g^3*p*x^3+2280* b*c^2*g^3*q*x^3+3840*b*c^2*g^3*r*x^3+5634*b*c^2*g^2*p^2*x^3+11268*b*c^2*g^2*p*q *x^3+18216*b*c^2*g^2*p*r*x^3+5634*b*c^2*g^2*q^2*x^3+18216*b*c^2*g^2*q*r*x^3+ 14790*b*c^2*g^2*r^2*x^3+5528*b*c^2*g*p^3*x^3+16584*b*c^2*g*p^2*q*x^3+25968*b*c^ 2*g*p^2*r*x^3+16584*b*c^2*g*p*q^2*x^3+51936*b*c^2*g*p*q*r*x^3+40482*b*c^2*g*p*r ^2*x^3+5528*b*c^2*g*q^3*x^3+25968*b*c^2*g*q^2*r*x^3+40482*b*c^2*g*q*r^2*x^3+ 20480*b*c^2*g*r^3*x^3+1890*b*c^2*p^4*x^3+7560*b*c^2*p^3*q*x^3+11520*b*c^2*p^3*r *x^3+11340*b*c^2*p^2*q^2*x^3+34560*b*c^2*p^2*q*r*x^3+26082*b*c^2*p^2*r^2*x^3+ 7560*b*c^2*p*q^3*x^3+34560*b*c^2*p*q^2*r*x^3+52164*b*c^2*p*q*r^2*x^3+25632*b*c^ 2*p*r^3*x^3+1890*b*c^2*q^4*x^3+11520*b*c^2*q^3*r*x^3+26082*b*c^2*q^2*r^2*x^3+ 25632*b*c^2*q*r^3*x^3+9180*b*c^2*r^4*x^3+18*b*c*g^5*x^3+262*b*c*g^4*p*x^3+262*b *c*g^4*q*x^3+464*b*c*g^4*r*x^3+1017*b*c*g^3*p^2*x^3+2034*b*c*g^3*p*q*x^3+3372*b *c*g^3*p*r*x^3+1017*b*c*g^3*q^2*x^3+3372*b*c*g^3*q*r*x^3+2856*b*c*g^3*r^2*x^3+ 1650*b*c*g^2*p^3*x^3+4950*b*c*g^2*p^2*q*x^3+7848*b*c*g^2*p^2*r*x^3+4950*b*c*g^2 *p*q^2*x^3+15696*b*c*g^2*p*q*r*x^3+12471*b*c*g^2*p*r^2*x^3+1650*b*c*g^2*q^3*x^3 +7848*b*c*g^2*q^2*r*x^3+12471*b*c*g^2*q*r^2*x^3+6420*b*c*g^2*r^3*x^3+1207*b*c*g *p^4*x^3+4828*b*c*g*p^3*q*x^3+7400*b*c*g*p^3*r*x^3+7242*b*c*g*p^2*q^2*x^3+22200 *b*c*g*p^2*q*r*x^3+16893*b*c*g*p^2*r^2*x^3+4828*b*c*g*p*q^3*x^3+22200*b*c*g*p*q ^2*r*x^3+33786*b*c*g*p*q*r^2*x^3+16732*b*c*g*p*r^3*x^3+1207*b*c*g*q^4*x^3+7400* b*c*g*q^3*r*x^3+16893*b*c*g*q^2*r^2*x^3+16732*b*c*g*q*r^3*x^3+6032*b*c*g*r^4*x^ 3+330*b*c*p^5*x^3+1650*b*c*p^4*q*x^3+2460*b*c*p^4*r*x^3+3300*b*c*p^3*q^2*x^3+ 9840*b*c*p^3*q*r*x^3+7242*b*c*p^3*r^2*x^3+3300*b*c*p^2*q^3*x^3+14760*b*c*p^2*q^ 2*r*x^3+21726*b*c*p^2*q*r^2*x^3+10428*b*c*p^2*r^3*x^3+1650*b*c*p*q^4*x^3+9840*b *c*p*q^3*r*x^3+21726*b*c*p*q^2*r^2*x^3+20856*b*c*p*q*r^3*x^3+7320*b*c*p*r^4*x^3 +330*b*c*q^5*x^3+2460*b*c*q^4*r*x^3+7242*b*c*q^3*r^2*x^3+10428*b*c*q^2*r^3*x^3+ 7320*b*c*q*r^4*x^3+2004*b*c*r^5*x^3+9*b*g^5*p*x^3+9*b*g^5*q*x^3+18*b*g^5*r*x^3+ 60*b*g^4*p^2*x^3+120*b*g^4*p*q*x^3+210*b*g^4*p*r*x^3+60*b*g^4*q^2*x^3+210*b*g^4 *q*r*x^3+195*b*g^4*r^2*x^3+150*b*g^3*p^3*x^3+450*b*g^3*p^2*q*x^3+732*b*g^3*p^2* r*x^3+450*b*g^3*p*q^2*x^3+1464*b*g^3*p*q*r*x^3+1212*b*g^3*p*r^2*x^3+150*b*g^3*q ^3*x^3+732*b*g^3*q^2*r*x^3+1212*b*g^3*q*r^2*x^3+648*b*g^3*r^3*x^3+180*b*g^2*p^4 *x^3+720*b*g^2*p^3*q*x^3+1116*b*g^2*p^3*r*x^3+1080*b*g^2*p^2*q^2*x^3+3348*b*g^2 *p^2*q*r*x^3+2592*b*g^2*p^2*r^2*x^3+720*b*g^2*p*q^3*x^3+3348*b*g^2*p*q^2*r*x^3+ 5184*b*g^2*p*q*r^2*x^3+2610*b*g^2*p*r^3*x^3+180*b*g^2*q^4*x^3+1116*b*g^2*q^3*r* x^3+2592*b*g^2*q^2*r^2*x^3+2610*b*g^2*q*r^3*x^3+954*b*g^2*r^4*x^3+105*b*g*p^5*x ^3+525*b*g*p^4*q*x^3+786*b*g*p^4*r*x^3+1050*b*g*p^3*q^2*x^3+3144*b*g*p^3*q*r*x^ 3+2328*b*g*p^3*r^2*x^3+1050*b*g*p^2*q^3*x^3+4716*b*g*p^2*q^2*r*x^3+6984*b*g*p^2 *q*r^2*x^3+3372*b*g*p^2*r^3*x^3+525*b*g*p*q^4*x^3+3144*b*g*p*q^3*r*x^3+6984*b*g *p*q^2*r^2*x^3+6744*b*g*p*q*r^3*x^3+2379*b*g*p*r^4*x^3+105*b*g*q^5*x^3+786*b*g* q^4*r*x^3+2328*b*g*q^3*r^2*x^3+3372*b*g*q^2*r^3*x^3+2379*b*g*q*r^4*x^3+654*b*g* r^5*x^3+24*b*p^6*x^3+144*b*p^5*q*x^3+210*b*p^5*r*x^3+360*b*p^4*q^2*x^3+1050*b*p ^4*q*r*x^3+753*b*p^4*r^2*x^3+480*b*p^3*q^3*x^3+2100*b*p^3*q^2*r*x^3+3012*b*p^3* q*r^2*x^3+1410*b*p^3*r^3*x^3+360*b*p^2*q^4*x^3+2100*b*p^2*q^3*r*x^3+4518*b*p^2* q^2*r^2*x^3+4230*b*p^2*q*r^3*x^3+1452*b*p^2*r^4*x^3+144*b*p*q^5*x^3+1050*b*p*q^ 4*r*x^3+3012*b*p*q^3*r^2*x^3+4230*b*p*q^2*r^3*x^3+2904*b*p*q*r^4*x^3+780*b*p*r^ 5*x^3+24*b*q^6*x^3+210*b*q^5*r*x^3+753*b*q^4*r^2*x^3+1410*b*q^3*r^3*x^3+1452*b* q^2*r^4*x^3+780*b*q*r^5*x^3+171*b*r^6*x^3+960*c^7*x^3+2272*c^6*g*x^3+2976*c^6*p *x^3+2976*c^6*q*x^3+4800*c^6*r*x^3+2176*c^5*g^2*x^3+6032*c^5*g*p*x^3+6032*c^5*g *q*x^3+9760*c^5*g*r*x^3+3936*c^5*p^2*x^3+7872*c^5*p*q*x^3+12480*c^5*p*r*x^3+ 3936*c^5*q^2*x^3+12480*c^5*q*r*x^3+9840*c^5*r^2*x^3+1072*c^4*g^3*x^3+4816*c^4*g ^2*p*x^3+4816*c^4*g^2*q*x^3+7840*c^4*g^2*r*x^3+6640*c^4*g*p^2*x^3+13280*c^4*g*p *q*x^3+21120*c^4*g*p*r*x^3+6640*c^4*g*q^2*x^3+21120*c^4*g*q*r*x^3+16712*c^4*g*r ^2*x^3+2880*c^4*p^3*x^3+8640*c^4*p^2*q*x^3+13440*c^4*p^2*r*x^3+8640*c^4*p*q^2*x ^3+26880*c^4*p*q*r*x^3+20760*c^4*p*r^2*x^3+2880*c^4*q^3*x^3+13440*c^4*q^2*r*x^3 +20760*c^4*q*r^2*x^3+10416*c^4*r^3*x^3+284*c^3*g^4*x^3+1904*c^3*g^3*p*x^3+1904* c^3*g^3*q*x^3+3136*c^3*g^3*r*x^3+4240*c^3*g^2*p^2*x^3+8480*c^3*g^2*p*q*x^3+ 13568*c^3*g^2*p*r*x^3+4240*c^3*g^2*q^2*x^3+13568*c^3*g^2*q*r*x^3+10828*c^3*g^2* r^2*x^3+3880*c^3*g*p^3*x^3+11640*c^3*g*p^2*q*x^3+18160*c^3*g*p^2*r*x^3+11640*c^ 3*g*p*q^2*x^3+36320*c^3*g*p*q*r*x^3+28148*c^3*g*p*r^2*x^3+3880*c^3*g*q^3*x^3+ 18160*c^3*g*q^2*r*x^3+28148*c^3*g*q*r^2*x^3+14168*c^3*g*r^3*x^3+1260*c^3*p^4*x^ 3+5040*c^3*p^3*q*x^3+7680*c^3*p^3*r*x^3+7560*c^3*p^2*q^2*x^3+23040*c^3*p^2*q*r* x^3+17388*c^3*p^2*r^2*x^3+5040*c^3*p*q^3*x^3+23040*c^3*p*q^2*r*x^3+34776*c^3*p* q*r^2*x^3+17088*c^3*p*r^3*x^3+1260*c^3*q^4*x^3+7680*c^3*q^3*r*x^3+17388*c^3*q^2 *r^2*x^3+17088*c^3*q*r^3*x^3+6120*c^3*r^4*x^3+38*c^2*g^5*x^3+382*c^2*g^4*p*x^3+ 382*c^2*g^4*q*x^3+644*c^2*g^4*r*x^3+1260*c^2*g^3*p^2*x^3+2520*c^2*g^3*p*q*x^3+ 4080*c^2*g^3*p*r*x^3+1260*c^2*g^3*q^2*x^3+4080*c^2*g^3*q*r*x^3+3318*c^2*g^3*r^2 *x^3+1856*c^2*g^2*p^3*x^3+5568*c^2*g^2*p^2*q*x^3+8736*c^2*g^2*p^2*r*x^3+5568*c^ 2*g^2*p*q^2*x^3+17472*c^2*g^2*p*q*r*x^3+13650*c^2*g^2*p*r^2*x^3+1856*c^2*g^2*q^ 3*x^3+8736*c^2*g^2*q^2*r*x^3+13650*c^2*g^2*q*r^2*x^3+6920*c^2*g^2*r^3*x^3+1270* c^2*g*p^4*x^3+5080*c^2*g*p^3*q*x^3+7760*c^2*g*p^3*r*x^3+7620*c^2*g*p^2*q^2*x^3+ 23280*c^2*g*p^2*q*r*x^3+17622*c^2*g*p^2*r^2*x^3+5080*c^2*g*p*q^3*x^3+23280*c^2* g*p*q^2*r*x^3+35244*c^2*g*p*q*r^2*x^3+17368*c^2*g*p*r^3*x^3+1270*c^2*g*q^4*x^3+ 7760*c^2*g*q^3*r*x^3+17622*c^2*g*q^2*r^2*x^3+17368*c^2*g*q*r^3*x^3+6236*c^2*g*r ^4*x^3+330*c^2*p^5*x^3+1650*c^2*p^4*q*x^3+2460*c^2*p^4*r*x^3+3300*c^2*p^3*q^2*x ^3+9840*c^2*p^3*q*r*x^3+7242*c^2*p^3*r^2*x^3+3300*c^2*p^2*q^3*x^3+14760*c^2*p^2 *q^2*r*x^3+21726*c^2*p^2*q*r^2*x^3+10428*c^2*p^2*r^3*x^3+1650*c^2*p*q^4*x^3+ 9840*c^2*p*q^3*r*x^3+21726*c^2*p*q^2*r^2*x^3+20856*c^2*p*q*r^3*x^3+7320*c^2*p*r ^4*x^3+330*c^2*q^5*x^3+2460*c^2*q^4*r*x^3+7242*c^2*q^3*r^2*x^3+10428*c^2*q^2*r^ 3*x^3+7320*c^2*q*r^4*x^3+2004*c^2*r^5*x^3+2*c*g^6*x^3+35*c*g^5*p*x^3+35*c*g^5*q *x^3+62*c*g^5*r*x^3+170*c*g^4*p^2*x^3+340*c*g^4*p*q*x^3+564*c*g^4*p*r*x^3+170*c *g^4*q^2*x^3+564*c*g^4*q*r*x^3+478*c*g^4*r^2*x^3+368*c*g^3*p^3*x^3+1104*c*g^3*p ^2*q*x^3+1752*c*g^3*p^2*r*x^3+1104*c*g^3*p*q^2*x^3+3504*c*g^3*p*q*r*x^3+2787*c* g^3*p*r^2*x^3+368*c*g^3*q^3*x^3+1752*c*g^3*q^2*r*x^3+2787*c*g^3*q*r^2*x^3+1436* c*g^3*r^3*x^3+404*c*g^2*p^4*x^3+1616*c*g^2*p^3*q*x^3+2480*c*g^2*p^3*r*x^3+2424* c*g^2*p^2*q^2*x^3+7440*c*g^2*p^2*q*r*x^3+5670*c*g^2*p^2*r^2*x^3+1616*c*g^2*p*q^ 3*x^3+7440*c*g^2*p*q^2*r*x^3+11340*c*g^2*p*q*r^2*x^3+5624*c*g^2*p*r^3*x^3+404*c *g^2*q^4*x^3+2480*c*g^2*q^3*r*x^3+5670*c*g^2*q^2*r^2*x^3+5624*c*g^2*q*r^3*x^3+ 2030*c*g^2*r^4*x^3+221*c*g*p^5*x^3+1105*c*g*p^4*q*x^3+1650*c*g*p^4*r*x^3+2210*c *g*p^3*q^2*x^3+6600*c*g*p^3*q*r*x^3+4867*c*g*p^3*r^2*x^3+2210*c*g*p^2*q^3*x^3+ 9900*c*g*p^2*q^2*r*x^3+14601*c*g*p^2*q*r^2*x^3+7022*c*g*p^2*r^3*x^3+1105*c*g*p* q^4*x^3+6600*c*g*p*q^3*r*x^3+14601*c*g*p*q^2*r^2*x^3+14044*c*g*p*q*r^3*x^3+4938 *c*g*p*r^4*x^3+221*c*g*q^5*x^3+1650*c*g*q^4*r*x^3+4867*c*g*q^3*r^2*x^3+7022*c*g *q^2*r^3*x^3+4938*c*g*q*r^4*x^3+1354*c*g*r^5*x^3+48*c*p^6*x^3+288*c*p^5*q*x^3+ 420*c*p^5*r*x^3+720*c*p^4*q^2*x^3+2100*c*p^4*q*r*x^3+1506*c*p^4*r^2*x^3+960*c*p ^3*q^3*x^3+4200*c*p^3*q^2*r*x^3+6024*c*p^3*q*r^2*x^3+2820*c*p^3*r^3*x^3+720*c*p ^2*q^4*x^3+4200*c*p^2*q^3*r*x^3+9036*c*p^2*q^2*r^2*x^3+8460*c*p^2*q*r^3*x^3+ 2904*c*p^2*r^4*x^3+288*c*p*q^5*x^3+2100*c*p*q^4*r*x^3+6024*c*p*q^3*r^2*x^3+8460 *c*p*q^2*r^3*x^3+5808*c*p*q*r^4*x^3+1560*c*p*r^5*x^3+48*c*q^6*x^3+420*c*q^5*r*x ^3+1506*c*q^4*r^2*x^3+2820*c*q^3*r^3*x^3+2904*c*q^2*r^4*x^3+1560*c*q*r^5*x^3+ 342*c*r^6*x^3+g^6*p*x^3+g^6*q*x^3+2*g^6*r*x^3+8*g^5*p^2*x^3+16*g^5*p*q*x^3+28*g ^5*p*r*x^3+8*g^5*q^2*x^3+28*g^5*q*r*x^3+26*g^5*r^2*x^3+25*g^4*p^3*x^3+75*g^4*p^ 2*q*x^3+122*g^4*p^2*r*x^3+75*g^4*p*q^2*x^3+244*g^4*p*q*r*x^3+202*g^4*p*r^2*x^3+ 25*g^4*q^3*x^3+122*g^4*q^2*r*x^3+202*g^4*q*r^2*x^3+108*g^4*r^3*x^3+40*g^3*p^4*x ^3+160*g^3*p^3*q*x^3+248*g^3*p^3*r*x^3+240*g^3*p^2*q^2*x^3+744*g^3*p^2*q*r*x^3+ 576*g^3*p^2*r^2*x^3+160*g^3*p*q^3*x^3+744*g^3*p*q^2*r*x^3+1152*g^3*p*q*r^2*x^3+ 580*g^3*p*r^3*x^3+40*g^3*q^4*x^3+248*g^3*q^3*r*x^3+576*g^3*q^2*r^2*x^3+580*g^3* q*r^3*x^3+212*g^3*r^4*x^3+35*g^2*p^5*x^3+175*g^2*p^4*q*x^3+262*g^2*p^4*r*x^3+ 350*g^2*p^3*q^2*x^3+1048*g^2*p^3*q*r*x^3+776*g^2*p^3*r^2*x^3+350*g^2*p^2*q^3*x^ 3+1572*g^2*p^2*q^2*r*x^3+2328*g^2*p^2*q*r^2*x^3+1124*g^2*p^2*r^3*x^3+175*g^2*p* q^4*x^3+1048*g^2*p*q^3*r*x^3+2328*g^2*p*q^2*r^2*x^3+2248*g^2*p*q*r^3*x^3+793*g^ 2*p*r^4*x^3+35*g^2*q^5*x^3+262*g^2*q^4*r*x^3+776*g^2*q^3*r^2*x^3+1124*g^2*q^2*r ^3*x^3+793*g^2*q*r^4*x^3+218*g^2*r^5*x^3+16*g*p^6*x^3+96*g*p^5*q*x^3+140*g*p^5* r*x^3+240*g*p^4*q^2*x^3+700*g*p^4*q*r*x^3+502*g*p^4*r^2*x^3+320*g*p^3*q^3*x^3+ 1400*g*p^3*q^2*r*x^3+2008*g*p^3*q*r^2*x^3+940*g*p^3*r^3*x^3+240*g*p^2*q^4*x^3+ 1400*g*p^2*q^3*r*x^3+3012*g*p^2*q^2*r^2*x^3+2820*g*p^2*q*r^3*x^3+968*g*p^2*r^4* x^3+96*g*p*q^5*x^3+700*g*p*q^4*r*x^3+2008*g*p*q^3*r^2*x^3+2820*g*p*q^2*r^3*x^3+ 1936*g*p*q*r^4*x^3+520*g*p*r^5*x^3+16*g*q^6*x^3+140*g*q^5*r*x^3+502*g*q^4*r^2*x ^3+940*g*q^3*r^3*x^3+968*g*q^2*r^4*x^3+520*g*q*r^5*x^3+114*g*r^6*x^3+3*p^7*x^3+ 21*p^6*q*x^3+30*p^6*r*x^3+63*p^5*q^2*x^3+180*p^5*q*r*x^3+126*p^5*r^2*x^3+105*p^ 4*q^3*x^3+450*p^4*q^2*r*x^3+630*p^4*q*r^2*x^3+288*p^4*r^3*x^3+105*p^3*q^4*x^3+ 600*p^3*q^3*r*x^3+1260*p^3*q^2*r^2*x^3+1152*p^3*q*r^3*x^3+387*p^3*r^4*x^3+63*p^ 2*q^5*x^3+450*p^2*q^4*r*x^3+1260*p^2*q^3*r^2*x^3+1728*p^2*q^2*r^3*x^3+1161*p^2* q*r^4*x^3+306*p^2*r^5*x^3+21*p*q^6*x^3+180*p*q^5*r*x^3+630*p*q^4*r^2*x^3+1152*p *q^3*r^3*x^3+1161*p*q^2*r^4*x^3+612*p*q*r^5*x^3+132*p*r^6*x^3+3*q^7*x^3+30*q^6* r*x^3+126*q^5*r^2*x^3+288*q^4*r^3*x^3+387*q^3*r^4*x^3+306*q^2*r^5*x^3+132*q*r^6 *x^3+24*r^7*x^3-32*a^6*c*x^2-24*a^6*p*x^2-16*a^6*q*x^2-40*a^6*r*x^2+16*a^6*x^3-\ 176*a^5*b*c*x^2-128*a^5*b*p*x^2-80*a^5*b*q*x^2-208*a^5*b*r*x^2+96*a^5*b*x^3-416 *a^5*c^2*x^2-136*a^5*c*g*x^2-512*a^5*c*p*x^2-352*a^5*c*q*x^2-728*a^5*c*r*x^2+ 208*a^5*c*x^3-100*a^5*g*p*x^2-64*a^5*g*q*x^2-164*a^5*g*r*x^2+72*a^5*g*x^3-144*a ^5*p^2*x^2-216*a^5*p*q*x^2-432*a^5*p*r*x^2+88*a^5*p*x^3-72*a^5*q^2*x^2-300*a^5* q*r*x^2+88*a^5*q*x^3-324*a^5*r^2*x^2+116*a^5*r*x^3-400*a^4*b^2*c*x^2-280*a^4*b^ 2*p*x^2-160*a^4*b^2*q*x^2-440*a^4*b^2*r*x^2+240*a^4*b^2*x^3-1920*a^4*b*c^2*x^2-\ 624*a^4*b*c*g*x^2-2320*a^4*b*c*p*x^2-1520*a^4*b*c*q*x^2-3288*a^4*b*c*r*x^2+1040 *a^4*b*c*x^3-444*a^4*b*g*p*x^2-264*a^4*b*g*q*x^2-708*a^4*b*g*r*x^2+360*a^4*b*g* x^3-648*a^4*b*p^2*x^2-936*a^4*b*p*q*x^2-1932*a^4*b*p*r*x^2+440*a^4*b*p*x^3-288* a^4*b*q^2*x^2-1272*a^4*b*q*r*x^2+440*a^4*b*q*x^3-1440*a^4*b*r^2*x^2+580*a^4*b*r *x^3-2144*a^4*c^3*x^2-1456*a^4*c^2*g*x^2-3680*a^4*c^2*p*x^2-2560*a^4*c^2*q*x^2-\ 5016*a^4*c^2*r*x^2+1432*a^4*c^2*x^3-236*a^4*c*g^2*x^2-1772*a^4*c*g*p*x^2-1184*a ^4*c*g*q*x^2-2520*a^4*c*g*r*x^2+776*a^4*c*g*x^3-1960*a^4*c*p^2*x^2-2952*a^4*c*p *q*x^2-5508*a^4*c*p*r*x^2+1352*a^4*c*p*x^3-992*a^4*c*q^2*x^2-3916*a^4*c*q*r*x^2 +1352*a^4*c*q*x^3-3860*a^4*c*r^2*x^2+2500*a^4*c*r*x^3-170*a^4*g^2*p*x^2-104*a^4 *g^2*q*x^2-274*a^4*g^2*r*x^2+132*a^4*g^2*x^3-496*a^4*g*p^2*x^2-728*a^4*g*p*q*x^ 2-1484*a^4*g*p*r*x^2+328*a^4*g*p*x^3-232*a^4*g*q^2*x^2-1000*a^4*g*q*r*x^2+328*a ^4*g*q*x^3-1112*a^4*g*r^2*x^2+436*a^4*g*r*x^3-330*a^4*p^3*x^2-784*a^4*p^2*q*x^2 -1402*a^4*p^2*r*x^2+322*a^4*p^2*x^3-578*a^4*p*q^2*x^2-2140*a^4*p*q*r*x^2+644*a^ 4*p*q*x^3-1958*a^4*p*r^2*x^2+1206*a^4*p*r*x^3-124*a^4*q^3*x^2-738*a^4*q^2*r*x^2 +322*a^4*q^2*x^3-1464*a^4*q*r^2*x^2+1206*a^4*q*r*x^3-886*a^4*r^3*x^2+1310*a^4*r ^2*x^3-480*a^3*b^3*c*x^2-320*a^3*b^3*p*x^2-160*a^3*b^3*q*x^2-480*a^3*b^3*r*x^2+ 320*a^3*b^3*x^3-3520*a^3*b^2*c^2*x^2-1136*a^3*b^2*c*g*x^2-4160*a^3*b^2*c*p*x^2-\ 2560*a^3*b^2*c*q*x^2-5872*a^3*b^2*c*r*x^2+2080*a^3*b^2*c*x^3-776*a^3*b^2*g*p*x^ 2-416*a^3*b^2*g*q*x^2-1192*a^3*b^2*g*r*x^2+720*a^3*b^2*g*x^3-1152*a^3*b^2*p^2*x ^2-1584*a^3*b^2*p*q*x^2-3408*a^3*b^2*p*r*x^2+880*a^3*b^2*p*x^3-432*a^3*b^2*q^2* x^2-2088*a^3*b^2*q*r*x^2+880*a^3*b^2*q*x^3-2520*a^3*b^2*r^2*x^2+1160*a^3*b^2*r* x^3-7936*a^3*b*c^3*x^2-5384*a^3*b*c^2*g*x^2-13424*a^3*b*c^2*p*x^2-8944*a^3*b*c^ 2*q*x^2-18336*a^3*b*c^2*r*x^2+5728*a^3*b*c^2*x^3-868*a^3*b*c*g^2*x^2-6424*a^3*b *c*g*p*x^2-4072*a^3*b*c*g*q*x^2-9096*a^3*b*c*g*r*x^2+3104*a^3*b*c*g*x^3-7108*a^ 3*b*c*p^2*x^2-10344*a^3*b*c*p*q*x^2-19952*a^3*b*c*p*r*x^2+5408*a^3*b*c*p*x^3-\ 3236*a^3*b*c*q^2*x^2-13584*a^3*b*c*q*r*x^2+5408*a^3*b*c*q*x^3-13924*a^3*b*c*r^2 *x^2+10000*a^3*b*c*r*x^3-604*a^3*b*g^2*p*x^2-340*a^3*b*g^2*q*x^2-944*a^3*b*g^2* r*x^2+528*a^3*b*g^2*x^3-1784*a^3*b*g*p^2*x^2-2512*a^3*b*g*p*q*x^2-5300*a^3*b*g* p*r*x^2+1312*a^3*b*g*p*x^3-728*a^3*b*g*q^2*x^2-3364*a^3*b*g*q*r*x^2+1312*a^3*b* g*q*x^3-3940*a^3*b*g*r^2*x^2+1744*a^3*b*g*r*x^3-1196*a^3*b*p^3*x^2-2764*a^3*b*p ^2*q*x^2-5076*a^3*b*p^2*r*x^2+1288*a^3*b*p^2*x^3-1940*a^3*b*p*q^2*x^2-7496*a^3* b*p*q*r*x^2+2576*a^3*b*p*q*x^3-7068*a^3*b*p*r^2*x^2+4824*a^3*b*p*r*x^3-372*a^3* b*q^3*x^2-2420*a^3*b*q^2*r*x^2+1288*a^3*b*q^2*x^3-5092*a^3*b*q*r^2*x^2+4824*a^3 *b*q*r*x^3-3188*a^3*b*r^3*x^2+5240*a^3*b*r^2*x^3-5520*a^3*c^4*x^2-5896*a^3*c^3* g*x^2-12208*a^3*c^3*p*x^2-8464*a^3*c^3*q*x^2-16416*a^3*c^3*r*x^2+5360*a^3*c^3*x ^3-1996*a^3*c^2*g^2*x^2-10036*a^3*c^2*g*p*x^2-6808*a^3*c^2*g*q*x^2-13712*a^3*c^ 2*g*r*x^2+4184*a^3*c^2*g*x^3-9524*a^3*c^2*p^2*x^2-14272*a^3*c^2*p*q*x^2-26120*a ^3*c^2*p*r*x^2+7672*a^3*c^2*p*x^3-4748*a^3*c^2*q^2*x^2-18632*a^3*c^2*q*r*x^2+ 7672*a^3*c^2*q*x^3-17772*a^3*c^2*r^2*x^2+14972*a^3*c^2*r*x^3-214*a^3*c*g^3*x^2-\ 2400*a^3*c*g^2*p*x^2-1556*a^3*c*g^2*q*x^2-3410*a^3*c*g^2*r*x^2+1132*a^3*c*g^2*x ^3-5324*a^3*c*g*p^2*x^2-7864*a^3*c*g*p*q*x^2-14968*a^3*c*g*p*r*x^2+3938*a^3*c*g *p*x^3-2540*a^3*c*g*q^2*x^2-10382*a^3*c*g*q*r*x^2+3938*a^3*c*g*q*x^3-10486*a^3* c*g*r^2*x^2+7262*a^3*c*g*r*x^3-3156*a^3*c*p^3*x^2-7464*a^3*c*p^2*q*x^2-13030*a^ 3*c*p^2*r*x^2+3650*a^3*c*p^2*x^3-5460*a^3*c*p*q^2*x^2-19904*a^3*c*p*q*r*x^2+ 7300*a^3*c*p*q*x^3-17660*a^3*c*p*r^2*x^2+14088*a^3*c*p*r*x^3-1152*a^3*c*q^3*x^2 -6874*a^3*c*q^2*r*x^2+3650*a^3*c*q^2*x^3-13220*a^3*c*q*r^2*x^2+14088*a^3*c*q*r* x^3-7786*a^3*c*r^3*x^2+14008*a^3*c*r^2*x^3-151*a^3*g^3*p*x^2-88*a^3*g^3*q*x^2-\ 239*a^3*g^3*r*x^2+126*a^3*g^3*x^3-668*a^3*g^2*p^2*x^2-958*a^3*g^2*p*q*x^2-1992* a^3*g^2*p*r*x^2+478*a^3*g^2*p*x^3-290*a^3*g^2*q^2*x^2-1299*a^3*g^2*q*r*x^2+478* a^3*g^2*q*x^3-1489*a^3*g^2*r^2*x^2+641*a^3*g^2*r*x^3-895*a^3*g*p^3*x^2-2094*a^3 *g*p^2*q*x^2-3805*a^3*g*p^2*r*x^2+935*a^3*g*p^2*x^3-1503*a^3*g*p*q^2*x^2-5702*a ^3*g*p*q*r*x^2+1870*a^3*g*p*q*x^3-5315*a^3*g*p*r^2*x^2+3493*a^3*g*p*r*x^3-304*a ^3*g*q^3*x^2-1897*a^3*g*q^2*r*x^2+935*a^3*g*q^2*x^3-3890*a^3*g*q*r^2*x^2+3493*a ^3*g*q*r*x^3-2405*a^3*g*r^3*x^2+3773*a^3*g*r^2*x^3-378*a^3*p^4*x^2-1236*a^3*p^3 *q*x^2-2064*a^3*p^3*r*x^2+577*a^3*p^3*x^3-1440*a^3*p^2*q^2*x^2-4953*a^3*p^2*q*r *x^2+1731*a^3*p^2*q*x^3-4149*a^3*p^2*r^2*x^2+3299*a^3*p^2*r*x^3-684*a^3*p*q^3*x ^2-3714*a^3*p*q^2*r*x^2+1731*a^3*p*q^2*x^3-6540*a^3*p*q*r^2*x^2+6598*a^3*p*q*r* x^3-3618*a^3*p*r^3*x^2+6298*a^3*p*r^2*x^3-102*a^3*q^4*x^2-825*a^3*q^3*r*x^2+577 *a^3*q^3*x^3-2391*a^3*q^2*r^2*x^2+3299*a^3*q^2*r*x^3-2823*a^3*q*r^3*x^2+6298*a^ 3*q*r^2*x^3-1155*a^3*r^4*x^2+3738*a^3*r^3*x^3-320*a^2*b^4*c*x^2-200*a^2*b^4*p*x ^2-80*a^2*b^4*q*x^2-280*a^2*b^4*r*x^2+240*a^2*b^4*x^3-3200*a^2*b^3*c^2*x^2-1024 *a^2*b^3*c*g*x^2-3680*a^2*b^3*c*p*x^2-2080*a^2*b^3*c*q*x^2-5168*a^2*b^3*c*r*x^2 +2080*a^2*b^3*c*x^3-664*a^2*b^3*g*p*x^2-304*a^2*b^3*g*q*x^2-968*a^2*b^3*g*r*x^2 +720*a^2*b^3*g*x^3-1008*a^2*b^3*p^2*x^2-1296*a^2*b^3*p*q*x^2-2952*a^2*b^3*p*r*x ^2+880*a^2*b^3*p*x^3-288*a^2*b^3*q^2*x^2-1632*a^2*b^3*q*r*x^2+880*a^2*b^3*q*x^3 -2160*a^2*b^3*r^2*x^2+1160*a^2*b^3*r*x^3-10944*a^2*b^2*c^3*x^2-7416*a^2*b^2*c^2 *g*x^2-18192*a^2*b^2*c^2*p*x^2-11472*a^2*b^2*c^2*q*x^2-24912*a^2*b^2*c^2*r*x^2+ 8592*a^2*b^2*c^2*x^3-1188*a^2*b^2*c*g^2*x^2-8640*a^2*b^2*c*g*p*x^2-5112*a^2*b^2 *c*g*q*x^2-12168*a^2*b^2*c*g*r*x^2+4656*a^2*b^2*c*g*x^3-9564*a^2*b^2*c*p^2*x^2-\ 13320*a^2*b^2*c*p*q*x^2-26808*a^2*b^2*c*p*r*x^2+8112*a^2*b^2*c*p*x^3-3756*a^2*b ^2*c*q^2*x^2-17256*a^2*b^2*c*q*r*x^2+8112*a^2*b^2*c*q*x^3-18612*a^2*b^2*c*r^2*x ^2+15000*a^2*b^2*c*r*x^3-792*a^2*b^2*g^2*p*x^2-396*a^2*b^2*g^2*q*x^2-1188*a^2*b ^2*g^2*r*x^2+792*a^2*b^2*g^2*x^3-2376*a^2*b^2*g*p^2*x^2-3168*a^2*b^2*g*p*q*x^2-\ 6996*a^2*b^2*g*p*r*x^2+1968*a^2*b^2*g*p*x^3-792*a^2*b^2*g*q^2*x^2-4092*a^2*b^2* g*q*r*x^2+1968*a^2*b^2*g*q*x^3-5148*a^2*b^2*g*r^2*x^2+2616*a^2*b^2*g*r*x^3-1608 *a^2*b^2*p^3*x^2-3588*a^2*b^2*p^2*q*x^2-6816*a^2*b^2*p^2*r*x^2+1932*a^2*b^2*p^2 *x^3-2352*a^2*b^2*p*q^2*x^2-9648*a^2*b^2*p*q*r*x^2+3864*a^2*b^2*p*q*x^3-9456*a^ 2*b^2*p*r^2*x^2+7236*a^2*b^2*p*r*x^3-372*a^2*b^2*q^3*x^2-2832*a^2*b^2*q^2*r*x^2 +1932*a^2*b^2*q^2*x^3-6492*a^2*b^2*q*r^2*x^2+7236*a^2*b^2*q*r*x^3-4248*a^2*b^2* r^3*x^2+7860*a^2*b^2*r^2*x^3-15360*a^2*b*c^4*x^2-16408*a^2*b*c^3*g*x^2-33520*a^ 2*b*c^3*p*x^2-22288*a^2*b*c^3*q*x^2-45216*a^2*b*c^3*r*x^2+16080*a^2*b*c^3*x^3-\ 5548*a^2*b*c^2*g^2*x^2-27484*a^2*b*c^2*g*p*x^2-17800*a^2*b*c^2*g*q*x^2-37616*a^ 2*b*c^2*g*r*x^2+12552*a^2*b*c^2*g*x^3-26000*a^2*b*c^2*p^2*x^2-37672*a^2*b*c^2*p *q*x^2-71336*a^2*b*c^2*p*r*x^2+23016*a^2*b*c^2*p*x^3-11672*a^2*b*c^2*q^2*x^2-\ 48872*a^2*b*c^2*q*r*x^2+23016*a^2*b*c^2*q*x^3-48336*a^2*b*c^2*r^2*x^2+44916*a^2 *b*c^2*r*x^3-592*a^2*b*c*g^3*x^2-6532*a^2*b*c*g^2*p*x^2-4000*a^2*b*c*g^2*q*x^2-\ 9230*a^2*b*c*g^2*r*x^2+3396*a^2*b*c*g^2*x^3-14480*a^2*b*c*g*p^2*x^2-20608*a^2*b *c*g*p*q*x^2-40650*a^2*b*c*g*p*r*x^2+11814*a^2*b*c*g*p*x^3-6128*a^2*b*c*g*q^2*x ^2-26892*a^2*b*c*g*q*r*x^2+11814*a^2*b*c*g*q*x^3-28324*a^2*b*c*g*r^2*x^2+21786* a^2*b*c*g*r*x^3-8604*a^2*b*c*p^3*x^2-19800*a^2*b*c*p^2*q*x^2-35530*a^2*b*c*p^2* r*x^2+10950*a^2*b*c*p^2*x^3-13788*a^2*b*c*p*q^2*x^2-52592*a^2*b*c*p*q*r*x^2+ 21900*a^2*b*c*p*q*x^3-48020*a^2*b*c*p*r^2*x^2+42264*a^2*b*c*p*r*x^3-2592*a^2*b* c*q^3*x^2-17062*a^2*b*c*q^2*r*x^2+10950*a^2*b*c*q^2*x^3-34700*a^2*b*c*q*r^2*x^2 +42264*a^2*b*c*q*r*x^3-21094*a^2*b*c*r^3*x^2+42024*a^2*b*c*r^2*x^3-403*a^2*b*g^ 3*p*x^2-214*a^2*b*g^3*q*x^2-617*a^2*b*g^3*r*x^2+378*a^2*b*g^3*x^3-1802*a^2*b*g^ 2*p^2*x^2-2470*a^2*b*g^2*p*q*x^2-5331*a^2*b*g^2*p*r*x^2+1434*a^2*b*g^2*p*x^3-\ 668*a^2*b*g^2*q^2*x^2-3252*a^2*b*g^2*q*r*x^2+1434*a^2*b*g^2*q*x^3-3946*a^2*b*g^ 2*r^2*x^2+1923*a^2*b*g^2*r*x^3-2431*a^2*b*g*p^3*x^2-5520*a^2*b*g*p^2*q*x^2-\ 10321*a^2*b*g*p^2*r*x^2+2805*a^2*b*g*p^2*x^3-3747*a^2*b*g*p*q^2*x^2-14918*a^2*b *g*p*q*r*x^2+5610*a^2*b*g*p*q*x^3-14363*a^2*b*g*p*r^2*x^2+10479*a^2*b*g*p*r*x^3 -658*a^2*b*g*q^3*x^2-4597*a^2*b*g*q^2*r*x^2+2805*a^2*b*g*q^2*x^3-10088*a^2*b*g* q*r^2*x^2+10479*a^2*b*g*q*r*x^3-6473*a^2*b*g*r^3*x^2+11319*a^2*b*g*r^2*x^3-1032 *a^2*b*p^4*x^2-3300*a^2*b*p^3*q*x^2-5643*a^2*b*p^3*r*x^2+1731*a^2*b*p^3*x^3-\ 3708*a^2*b*p^2*q^2*x^2-13212*a^2*b*p^2*q*r*x^2+5193*a^2*b*p^2*q*x^3-11334*a^2*b *p^2*r^2*x^2+9897*a^2*b*p^2*r*x^3-1644*a^2*b*p*q^3*x^2-9495*a^2*b*p*q^2*r*x^2+ 5193*a^2*b*p*q^2*x^3-17394*a^2*b*p*q*r^2*x^2+19794*a^2*b*p*q*r*x^3-9867*a^2*b*p *r^3*x^2+18894*a^2*b*p*r^2*x^3-204*a^2*b*q^4*x^2-1926*a^2*b*q^3*r*x^2+1731*a^2* b*q^3*x^3-6060*a^2*b*q^2*r^2*x^2+9897*a^2*b*q^2*r*x^3-7482*a^2*b*q*r^3*x^2+ 18894*a^2*b*q*r^2*x^3-3144*a^2*b*r^4*x^2+11214*a^2*b*r^3*x^3-7536*a^2*c^5*x^2-\ 11184*a^2*c^4*g*x^2-20448*a^2*c^4*p*x^2-14016*a^2*c^4*q*x^2-27360*a^2*c^4*r*x^2 +10328*a^2*c^4*x^3-5960*a^2*c^3*g^2*x^2-24552*a^2*c^3*g*p*x^2-16624*a^2*c^3*g*q *x^2-33096*a^2*c^3*g*r*x^2+11432*a^2*c^3*g*x^3-21012*a^2*c^3*p^2*x^2-31160*a^2* c^3*p*q*x^2-57056*a^2*c^3*p*r*x^2+19568*a^2*c^3*p*x^3-10148*a^2*c^3*q^2*x^2-\ 40384*a^2*c^3*q*r*x^2+19568*a^2*c^3*q*x^3-38252*a^2*c^3*r^2*x^2+38200*a^2*c^3*r *x^3-1340*a^2*c^2*g^3*x^2-10050*a^2*c^2*g^2*p*x^2-6644*a^2*c^2*g^2*q*x^2-13760* a^2*c^2*g^2*r*x^2+4482*a^2*c^2*g^2*x^3-19076*a^2*c^2*g*p^2*x^2-28060*a^2*c^2*g* p*q*x^2-52374*a^2*c^2*g*p*r*x^2+16338*a^2*c^2*g*p*x^3-8984*a^2*c^2*g*q^2*x^2-\ 36532*a^2*c^2*g*q*r*x^2+16338*a^2*c^2*g*q*x^3-35592*a^2*c^2*g*r^2*x^2+31884*a^2 *c^2*g*r*x^3-10368*a^2*c^2*p^3*x^2-24300*a^2*c^2*p^2*q*x^2-42306*a^2*c^2*p^2*r* x^2+13830*a^2*c^2*p^2*x^3-17496*a^2*c^2*p*q^2*x^2-64152*a^2*c^2*p*q*r*x^2+27660 *a^2*c^2*p*q*x^3-56544*a^2*c^2*p*r^2*x^2+53088*a^2*c^2*p*r*x^3-3564*a^2*c^2*q^3 *x^2-21846*a^2*c^2*q^2*r*x^2+13830*a^2*c^2*q^2*x^3-41952*a^2*c^2*q*r^2*x^2+ 53088*a^2*c^2*q*r*x^3-24606*a^2*c^2*r^3*x^2+50316*a^2*c^2*r^2*x^3-107*a^2*c*g^4 *x^2-1591*a^2*c*g^3*p*x^2-1000*a^2*c*g^3*q*x^2-2256*a^2*c*g^3*r*x^2+806*a^2*c*g ^3*x^3-5304*a^2*c*g^2*p^2*x^2-7678*a^2*c*g^2*p*q*x^2-14915*a^2*c*g^2*p*r*x^2+ 4209*a^2*c*g^2*p*x^3-2374*a^2*c*g^2*q^2*x^2-10082*a^2*c*g^2*q*r*x^2+4209*a^2*c* g^2*q*x^3-10434*a^2*c*g^2*r^2*x^2+7746*a^2*c*g^2*r*x^3-6306*a^2*c*g*p^3*x^2-\ 14694*a^2*c*g*p^2*q*x^2-26065*a^2*c*g*p^2*r*x^2+7761*a^2*c*g*p^2*x^3-10470*a^2* c*g*p*q^2*x^2-39136*a^2*c*g*p*q*r*x^2+15522*a^2*c*g*p*q*x^3-35316*a^2*c*g*p*r^2 *x^2+29940*a^2*c*g*p*r*x^3-2082*a^2*c*g*q^3*x^2-13071*a^2*c*g*q^2*r*x^2+7761*a^ 2*c*g*q^2*x^3-25916*a^2*c*g*q*r^2*x^2+29940*a^2*c*g*q*r*x^3-15557*a^2*c*g*r^3*x ^2+29688*a^2*c*g*r^2*x^3-2478*a^2*c*p^4*x^2-8040*a^2*c*p^3*q*x^2-13383*a^2*c*p^ 3*r*x^2+4318*a^2*c*p^3*x^3-9252*a^2*c*p^2*q^2*x^2-31911*a^2*c*p^2*q*r*x^2+12954 *a^2*c*p^2*q*x^3-26577*a^2*c*p^2*r^2*x^2+24420*a^2*c*p^2*r*x^3-4296*a^2*c*p*q^3 *x^2-23673*a^2*c*p*q^2*r*x^2+12954*a^2*c*p*q^2*x^3-41610*a^2*c*p*q*r^2*x^2+ 48840*a^2*c*p*q*r*x^3-22917*a^2*c*p*r^3*x^2+44736*a^2*c*p*r^2*x^3-606*a^2*c*q^4 *x^2-5145*a^2*c*q^3*r*x^2+4318*a^2*c*q^3*x^3-15033*a^2*c*q^2*r^2*x^2+24420*a^2* c*q^2*r*x^3-17739*a^2*c*q*r^3*x^2+44736*a^2*c*q*r^2*x^3-7245*a^2*c*r^4*x^2+ 25660*a^2*c*r^3*x^3-74*a^2*g^4*p*x^2-41*a^2*g^4*q*x^2-115*a^2*g^4*r*x^2+66*a^2* g^4*x^3-440*a^2*g^3*p^2*x^2-616*a^2*g^3*p*q*x^2-1307*a^2*g^3*p*r*x^2+340*a^2*g^ 3*p*x^3-176*a^2*g^3*q^2*x^2-823*a^2*g^3*q*r*x^2+340*a^2*g^3*q*x^3-973*a^2*g^3*r ^2*x^2+460*a^2*g^3*r*x^3-889*a^2*g^2*p^3*x^2-2047*a^2*g^2*p^2*q*x^2-3780*a^2*g^ 2*p^2*r*x^2+997*a^2*g^2*p^2*x^3-1427*a^2*g^2*p*q^2*x^2-5556*a^2*g^2*p*q*r*x^2+ 1994*a^2*g^2*p*q*x^3-5276*a^2*g^2*p*r^2*x^2+3717*a^2*g^2*p*r*x^3-269*a^2*g^2*q^ 3*x^2-1776*a^2*g^2*q^2*r*x^2+997*a^2*g^2*q^2*x^3-3775*a^2*g^2*q*r^2*x^2+3717*a^ 2*g^2*q*r*x^3-2385*a^2*g^2*r^3*x^2+3995*a^2*g^2*r^2*x^3-754*a^2*g*p^4*x^2-2436* a^2*g*p^3*q*x^2-4125*a^2*g*p^3*r*x^2+1225*a^2*g*p^3*x^3-2784*a^2*g*p^2*q^2*x^2-\ 9767*a^2*g*p^2*q*r*x^2+3675*a^2*g*p^2*q*x^3-8299*a^2*g*p^2*r^2*x^2+6996*a^2*g*p ^2*r*x^3-1276*a^2*g*p*q^3*x^2-7159*a^2*g*p*q^2*r*x^2+3675*a^2*g*p*q^2*x^3-12888 *a^2*g*p*q*r^2*x^2+13992*a^2*g*p*q*r*x^3-7239*a^2*g*p*r^3*x^2+13332*a^2*g*p*r^2 *x^3-174*a^2*g*q^4*x^2-1517*a^2*g*q^3*r*x^2+1225*a^2*g*q^3*x^3-4589*a^2*g*q^2*r ^2*x^2+6996*a^2*g*q^2*r*x^3-5557*a^2*g*q*r^3*x^2+13332*a^2*g*q*r^2*x^3-2311*a^2 *g*r^4*x^2+7918*a^2*g*r^3*x^3-231*a^2*p^5*x^2-964*a^2*p^4*q*x^2-1537*a^2*p^4*r* x^2+502*a^2*p^4*x^3-1546*a^2*p^3*q^2*x^2-5060*a^2*p^3*q*r*x^2+2008*a^2*p^3*q*x^ 3-4009*a^2*p^3*r^2*x^2+3713*a^2*p^3*r*x^3-1164*a^2*p^2*q^3*x^2-5958*a^2*p^2*q^2 *r*x^2+3012*a^2*p^2*q^2*x^3-9792*a^2*p^2*q*r^2*x^2+11139*a^2*p^2*q*r*x^3-5115*a ^2*p^2*r^3*x^2+9858*a^2*p^2*r^2*x^3-391*a^2*p*q^4*x^2-2884*a^2*p*q^3*r*x^2+2008 *a^2*p*q^3*x^3-7557*a^2*p*q^2*r^2*x^2+11139*a^2*p*q^2*r*x^3-8260*a^2*p*q*r^3*x^ 2+19716*a^2*p*q*r^2*x^3-3196*a^2*p*r^4*x^2+10960*a^2*p*r^3*x^3-40*a^2*q^5*x^2-\ 449*a^2*q^4*r*x^2+502*a^2*q^4*x^3-1774*a^2*q^3*r^2*x^2+3713*a^2*q^3*r*x^3-3145* a^2*q^2*r^3*x^2+9858*a^2*q^2*r^2*x^3-2564*a^2*q*r^4*x^2+10960*a^2*q*r^3*x^3-784 *a^2*r^5*x^2+4313*a^2*r^4*x^3-112*a*b^5*c*x^2-64*a*b^5*p*x^2-16*a*b^5*q*x^2-80* a*b^5*r*x^2+96*a*b^5*x^3-1440*a*b^4*c^2*x^2-456*a*b^4*c*g*x^2-1600*a*b^4*c*p*x^ 2-800*a*b^4*c*q*x^2-2232*a*b^4*c*r*x^2+1040*a*b^4*c*x^3-276*a*b^4*g*p*x^2-96*a* b^4*g*q*x^2-372*a*b^4*g*r*x^2+360*a*b^4*g*x^3-432*a*b^4*p^2*x^2-504*a*b^4*p*q*x ^2-1248*a*b^4*p*r*x^2+440*a*b^4*p*x^3-72*a*b^4*q^2*x^2-588*a*b^4*q*r*x^2+440*a* b^4*q*x^3-900*a*b^4*r^2*x^2+580*a*b^4*r*x^3-6656*a*b^3*c^3*x^2-4504*a*b^3*c^2*g *x^2-10832*a*b^3*c^2*p*x^2-6352*a*b^3*c^2*q*x^2-14880*a*b^3*c^2*r*x^2+5728*a*b^ 3*c^2*x^3-716*a*b^3*c*g^2*x^2-5096*a*b^3*c*g*p*x^2-2744*a*b^3*c*g*q*x^2-7128*a* b^3*c*g*r*x^2+3104*a*b^3*c*g*x^3-5644*a*b^3*c*p^2*x^2-7416*a*b^3*c*p*q*x^2-\ 15792*a*b^3*c*p*r*x^2+5408*a*b^3*c*p*x^3-1772*a*b^3*c*q^2*x^2-9424*a*b^3*c*q*r* x^2+5408*a*b^3*c*q*x^3-10892*a*b^3*c*r^2*x^2+10000*a*b^3*c*r*x^3-452*a*b^3*g^2* p*x^2-188*a*b^3*g^2*q*x^2-640*a*b^3*g^2*r*x^2+528*a*b^3*g^2*x^3-1384*a*b^3*g*p^ 2*x^2-1712*a*b^3*g*p*q*x^2-4028*a*b^3*g*p*r*x^2+1312*a*b^3*g*p*x^3-328*a*b^3*g* q^2*x^2-2092*a*b^3*g*q*r*x^2+1312*a*b^3*g*q*x^3-2924*a*b^3*g*r^2*x^2+1744*a*b^3 *g*r*x^3-948*a*b^3*p^3*x^2-2020*a*b^3*p^2*q*x^2-4012*a*b^3*p^2*r*x^2+1288*a*b^3 *p^2*x^3-1196*a*b^3*p*q^2*x^2-5368*a*b^3*p*q*r*x^2+2576*a*b^3*p*q*x^3-5540*a*b^ 3*p*r^2*x^2+4824*a*b^3*p*r*x^3-124*a*b^3*q^3*x^2-1356*a*b^3*q^2*r*x^2+1288*a*b^ 3*q^2*x^3-3564*a*b^3*q*r^2*x^2+4824*a*b^3*q*r*x^3-2476*a*b^3*r^3*x^2+5240*a*b^3 *r^2*x^3-14160*a*b^2*c^4*x^2-15128*a*b^2*c^3*g*x^2-30416*a*b^2*c^3*p*x^2-19184* a*b^2*c^3*q*x^2-41184*a*b^2*c^3*r*x^2+16080*a*b^2*c^3*x^3-5108*a*b^2*c^2*g^2*x^ 2-24860*a*b^2*c^2*g*p*x^2-15176*a*b^2*c^2*g*q*x^2-34096*a*b^2*c^2*g*r*x^2+12552 *a*b^2*c^2*g*x^3-23428*a*b^2*c^2*p^2*x^2-32528*a*b^2*c^2*p*q*x^2-64312*a*b^2*c^ 2*p*r*x^2+23016*a*b^2*c^2*p*x^3-9100*a*b^2*c^2*q^2*x^2-41848*a*b^2*c^2*q*r*x^2+ 23016*a*b^2*c^2*q*x^3-43356*a*b^2*c^2*r^2*x^2+44916*a*b^2*c^2*r*x^3-542*a*b^2*c *g^3*x^2-5864*a*b^2*c*g^2*p*x^2-3332*a*b^2*c*g^2*q*x^2-8230*a*b^2*c*g^2*r*x^2+ 3396*a*b^2*c*g^2*x^3-12988*a*b^2*c*g*p^2*x^2-17624*a*b^2*c*g*p*q*x^2-36396*a*b^ 2*c*g*p*r*x^2+11814*a*b^2*c*g*p*x^3-4636*a*b^2*c*g*q^2*x^2-22638*a*b^2*c*g*q*r* x^2+11814*a*b^2*c*g*q*x^3-25190*a*b^2*c*g*r^2*x^2+21786*a*b^2*c*g*r*x^3-7740*a* b^2*c*p^3*x^2-17208*a*b^2*c*p^2*q*x^2-31970*a*b^2*c*p^2*r*x^2+10950*a*b^2*c*p^2 *x^3-11196*a*b^2*c*p*q^2*x^2-45472*a*b^2*c*p*q*r*x^2+21900*a*b^2*c*p*q*x^3-\ 43060*a*b^2*c*p*r^2*x^2+42264*a*b^2*c*p*r*x^3-1728*a*b^2*c*q^3*x^2-13502*a*b^2* c*q^2*r*x^2+10950*a*b^2*c*q^2*x^3-29740*a*b^2*c*q*r^2*x^2+42264*a*b^2*c*q*r*x^3 -18830*a*b^2*c*r^3*x^2+42024*a*b^2*c*r^2*x^3-353*a*b^2*g^3*p*x^2-164*a*b^2*g^3* q*x^2-517*a*b^2*g^3*r*x^2+378*a*b^2*g^3*x^3-1600*a*b^2*g^2*p^2*x^2-2066*a*b^2*g ^2*p*q*x^2-4686*a*b^2*g^2*p*r*x^2+1434*a*b^2*g^2*p*x^3-466*a*b^2*g^2*q^2*x^2-\ 2607*a*b^2*g^2*q*r*x^2+1434*a*b^2*g^2*q*x^3-3425*a*b^2*g^2*r^2*x^2+1923*a*b^2*g ^2*r*x^3-2177*a*b^2*g*p^3*x^2-4758*a*b^2*g*p^2*q*x^2-9227*a*b^2*g*p^2*r*x^2+ 2805*a*b^2*g*p^2*x^3-2985*a*b^2*g*p*q^2*x^2-12730*a*b^2*g*p*q*r*x^2+5610*a*b^2* g*p*q*x^3-12781*a*b^2*g*p*r^2*x^2+10479*a*b^2*g*p*r*x^3-404*a*b^2*g*q^3*x^2-\ 3503*a*b^2*g*q^2*r*x^2+2805*a*b^2*g*q^2*x^3-8506*a*b^2*g*q*r^2*x^2+10479*a*b^2* g*q*r*x^3-5731*a*b^2*g*r^3*x^2+11319*a*b^2*g*r^2*x^3-930*a*b^2*p^4*x^2-2892*a*b ^2*p^3*q*x^2-5094*a*b^2*p^3*r*x^2+1731*a*b^2*p^3*x^3-3096*a*b^2*p^2*q^2*x^2-\ 11565*a*b^2*p^2*q*r*x^2+5193*a*b^2*p^2*q*x^3-10221*a*b^2*p^2*r^2*x^2+9897*a*b^2 *p^2*r*x^3-1236*a*b^2*p*q^3*x^2-7848*a*b^2*p*q^2*r*x^2+5193*a*b^2*p*q^2*x^3-\ 15168*a*b^2*p*q*r^2*x^2+19794*a*b^2*p*q*r*x^3-8880*a*b^2*p*r^3*x^2+18894*a*b^2* p*r^2*x^3-102*a*b^2*q^4*x^2-1377*a*b^2*q^3*r*x^2+1731*a*b^2*q^3*x^3-4947*a*b^2* q^2*r^2*x^2+9897*a*b^2*q^2*r*x^3-6495*a*b^2*q*r^3*x^2+18894*a*b^2*q*r^2*x^3-\ 2823*a*b^2*r^4*x^2+11214*a*b^2*r^3*x^3-14016*a*b*c^5*x^2-20808*a*b*c^4*g*x^2-\ 37536*a*b*c^4*p*x^2-24672*a*b*c^4*q*x^2-50400*a*b*c^4*r*x^2+20656*a*b*c^4*x^3-\ 11088*a*b*c^3*g^2*x^2-45008*a*b*c^3*g*p*x^2-29152*a*b*c^3*g*q*x^2-60864*a*b*c^3 *g*r*x^2+22864*a*b*c^3*g*x^3-38344*a*b*c^3*p^2*x^2-54960*a*b*c^3*p*q*x^2-104224 *a*b*c^3*p*r*x^2+39136*a*b*c^3*p*x^3-16616*a*b*c^3*q^2*x^2-70880*a*b*c^3*q*r*x^ 2+39136*a*b*c^3*q*x^3-69576*a*b*c^3*r^2*x^2+76400*a*b*c^3*r*x^3-2490*a*b*c^2*g^ 3*x^2-18376*a*b*c^2*g^2*p*x^2-11564*a*b*c^2*g^2*q*x^2-25188*a*b*c^2*g^2*r*x^2+ 8964*a*b*c^2*g^2*x^3-34734*a*b*c^2*g*p^2*x^2-49284*a*b*c^2*g*p*q*x^2-95402*a*b* c^2*g*p*r*x^2+32676*a*b*c^2*g*p*x^3-14550*a*b*c^2*g*q^2*x^2-63718*a*b*c^2*g*q*r *x^2+32676*a*b*c^2*g*q*x^3-64512*a*b*c^2*g*r^2*x^2+63768*a*b*c^2*g*r*x^3-18888* a*b*c^2*p^3*x^2-43056*a*b*c^2*p^2*q*x^2-77124*a*b*c^2*p^2*r*x^2+27660*a*b*c^2*p ^2*x^3-29448*a*b*c^2*p*q^2*x^2-113328*a*b*c^2*p*q*r*x^2+55320*a*b*c^2*p*q*x^3-\ 102792*a*b*c^2*p*r^2*x^2+106176*a*b*c^2*p*r*x^3-5280*a*b*c^2*q^3*x^2-36204*a*b* c^2*q^2*r*x^2+27660*a*b*c^2*q^2*x^3-73608*a*b*c^2*q*r^2*x^2+106176*a*b*c^2*q*r* x^3-44556*a*b*c^2*r^3*x^2+100632*a*b*c^2*r^2*x^3-198*a*b*c*g^4*x^2-2892*a*b*c*g ^3*p*x^2-1710*a*b*c*g^3*q*x^2-4074*a*b*c*g^3*r*x^2+1612*a*b*c*g^3*x^3-9623*a*b* c*g^2*p^2*x^2-13386*a*b*c*g^2*p*q*x^2-27009*a*b*c*g^2*p*r*x^2+8418*a*b*c*g^2*p* x^3-3763*a*b*c*g^2*q^2*x^2-17343*a*b*c*g^2*q*r*x^2+8418*a*b*c*g^2*q*x^3-18768*a *b*c*g^2*r^2*x^2+15492*a*b*c*g^2*r*x^3-11460*a*b*c*g*p^3*x^2-25932*a*b*c*g*p^2* q*x^2-47374*a*b*c*g*p^2*r*x^2+15522*a*b*c*g*p^2*x^3-17484*a*b*c*g*p*q^2*x^2-\ 68760*a*b*c*g*p*q*r*x^2+31044*a*b*c*g*p*q*x^3-63976*a*b*c*g*p*r^2*x^2+59880*a*b *c*g*p*r*x^3-3012*a*b*c*g*q^3*x^2-21386*a*b*c*g*q^2*r*x^2+15522*a*b*c*g*q^2*x^3 -45176*a*b*c*g*q*r^2*x^2+59880*a*b*c*g*q*r*x^3-28062*a*b*c*g*r^3*x^2+59376*a*b* c*g*r^2*x^3-4518*a*b*c*p^4*x^2-14328*a*b*c*p^3*q*x^2-24438*a*b*c*p^3*r*x^2+8636 *a*b*c*p^3*x^3-15876*a*b*c*p^2*q^2*x^2-56838*a*b*c*p^2*q*r*x^2+25908*a*b*c*p^2* q*x^3-48480*a*b*c*p^2*r^2*x^2+48840*a*b*c*p^2*r*x^3-6840*a*b*c*p*q^3*x^2-40362* a*b*c*p*q^2*r*x^2+25908*a*b*c*p*q^2*x^3-73872*a*b*c*p*q*r^2*x^2+97680*a*b*c*p*q *r*x^3-41718*a*b*c*p*r^3*x^2+89472*a*b*c*p*r^2*x^3-774*a*b*c*q^4*x^2-7962*a*b*c *q^3*r*x^2+8636*a*b*c*q^3*x^3-25392*a*b*c*q^2*r^2*x^2+48840*a*b*c*q^2*r*x^3-\ 31362*a*b*c*q*r^3*x^2+89472*a*b*c*q*r^2*x^3-13158*a*b*c*r^4*x^2+51320*a*b*c*r^3 *x^3-132*a*b*g^4*p*x^2-66*a*b*g^4*q*x^2-198*a*b*g^4*r*x^2+132*a*b*g^4*x^3-792*a *b*g^3*p^2*x^2-1056*a*b*g^3*p*q*x^2-2332*a*b*g^3*p*r*x^2+680*a*b*g^3*p*x^3-264* a*b*g^3*q^2*x^2-1364*a*b*g^3*q*r*x^2+680*a*b*g^3*q*x^3-1716*a*b*g^3*r^2*x^2+920 *a*b*g^3*r*x^3-1610*a*b*g^2*p^3*x^2-3590*a*b*g^2*p^2*q*x^2-6834*a*b*g^2*p^2*r*x ^2+1994*a*b*g^2*p^2*x^3-2350*a*b*g^2*p*q^2*x^2-9660*a*b*g^2*p*q*r*x^2+3988*a*b* g^2*p*q*x^3-9496*a*b*g^2*p*r^2*x^2+7434*a*b*g^2*p*r*x^3-370*a*b*g^2*q^3*x^2-\ 2826*a*b*g^2*q^2*r*x^2+1994*a*b*g^2*q^2*x^3-6494*a*b*g^2*q*r^2*x^2+7434*a*b*g^2 *q*r*x^3-4272*a*b*g^2*r^3*x^2+7990*a*b*g^2*r^2*x^3-1372*a*b*g*p^4*x^2-4328*a*b* g*p^3*q*x^2-7516*a*b*g*p^3*r*x^2+2450*a*b*g*p^3*x^3-4752*a*b*g*p^2*q^2*x^2-\ 17332*a*b*g*p^2*q*r*x^2+7350*a*b*g*p^2*q*x^3-15104*a*b*g*p^2*r^2*x^2+13992*a*b* g*p^2*r*x^3-2008*a*b*g*p*q^3*x^2-12116*a*b*g*p*q^2*r*x^2+7350*a*b*g*p*q^2*x^3-\ 22788*a*b*g*p*q*r^2*x^2+27984*a*b*g*p*q*r*x^3-13148*a*b*g*p*r^3*x^2+26664*a*b*g *p*r^2*x^3-212*a*b*g*q^4*x^2-2300*a*b*g*q^3*r*x^2+2450*a*b*g*q^3*x^3-7684*a*b*g *q^2*r^2*x^2+13992*a*b*g*q^2*r*x^3-9784*a*b*g*q*r^3*x^2+26664*a*b*g*q*r^2*x^3-\ 4188*a*b*g*r^4*x^2+15836*a*b*g*r^3*x^3-422*a*b*p^5*x^2-1728*a*b*p^4*q*x^2-2816* a*b*p^4*r*x^2+1004*a*b*p^4*x^3-2692*a*b*p^3*q^2*x^2-9088*a*b*p^3*q*r*x^2+4016*a *b*p^3*q*x^3-7350*a*b*p^3*r^2*x^2+7426*a*b*p^3*r*x^3-1928*a*b*p^2*q^3*x^2-10368 *a*b*p^2*q^2*r*x^2+6024*a*b*p^2*q^2*x^3-17580*a*b*p^2*q*r^2*x^2+22278*a*b*p^2*q *r*x^3-9374*a*b*p^2*r^3*x^2+19716*a*b*p^2*r^2*x^3-582*a*b*p*q^4*x^2-4736*a*b*p* q^3*r*x^2+4016*a*b*p*q^3*x^3-13110*a*b*p*q^2*r^2*x^2+22278*a*b*p*q^2*r*x^3-\ 14808*a*b*p*q*r^3*x^2+39432*a*b*p*q*r^2*x^3-5852*a*b*p*r^4*x^2+21920*a*b*p*r^3* x^3-40*a*b*q^5*x^2-640*a*b*q^4*r*x^2+1004*a*b*q^4*x^3-2880*a*b*q^3*r^2*x^2+7426 *a*b*q^3*r*x^3-5434*a*b*q^2*r^3*x^2+19716*a*b*q^2*r^2*x^3-4588*a*b*q*r^4*x^2+ 21920*a*b*q*r^3*x^3-1434*a*b*r^5*x^2+8626*a*b*r^4*x^3-5216*a*c^6*x^2-10008*a*c^ 5*g*x^2-16800*a*c^5*p*x^2-11328*a*c^5*q*x^2-22464*a*c^5*r*x^2+9632*a*c^5*x^3-\ 7412*a*c^4*g^2*x^2-26976*a*c^4*g*p*x^2-18064*a*c^4*g*q*x^2-36204*a*c^4*g*r*x^2+ 14360*a*c^4*g*x^3-21440*a*c^4*p^2*x^2-31360*a*c^4*p*q*x^2-58032*a*c^4*p*r*x^2+ 22656*a*c^4*p*x^3-9920*a*c^4*q^2*x^2-40512*a*c^4*q*r*x^2+22656*a*c^4*q*x^3-\ 38632*a*c^4*r^2*x^2+43800*a*c^4*r*x^3-2626*a*c^3*g^3*x^2-16140*a*c^3*g^2*p*x^2-\ 10668*a*c^3*g^2*q*x^2-21816*a*c^3*g^2*r*x^2+7968*a*c^3*g^2*x^3-27614*a*c^3*g*p^ 2*x^2-40204*a*c^3*g*p*q*x^2-75126*a*c^3*g*p*r*x^2+27200*a*c^3*g*p*x^3-12590*a*c ^3*g*q^2*x^2-52038*a*c^3*g*q*r*x^2+27200*a*c^3*g*q*x^3-50320*a*c^3*g*r^2*x^2+ 53168*a*c^3*g*r*x^3-14056*a*c^3*p^3*x^2-32568*a*c^3*p^2*q*x^2-57120*a*c^3*p^2*r *x^2+21200*a*c^3*p^2*x^3-22968*a*c^3*p*q^2*x^2-85632*a*c^3*p*q*r*x^2+42400*a*c^ 3*p*q*x^3-75864*a*c^3*p*r^2*x^2+80496*a*c^3*p*r*x^3-4456*a*c^3*q^3*x^2-28512*a* c^3*q^2*r*x^2+21200*a*c^3*q^2*x^3-55560*a*c^3*q*r^2*x^2+80496*a*c^3*q*r*x^3-\ 32800*a*c^3*r^3*x^2+74416*a*c^3*r^2*x^3-441*a*c^2*g^4*x^2-4384*a*c^2*g^3*p*x^2-\ 2824*a*c^2*g^3*q*x^2-6011*a*c^2*g^3*r*x^2+2086*a*c^2*g^3*x^3-12479*a*c^2*g^2*p^ 2*x^2-18010*a*c^2*g^2*p*q*x^2-34307*a*c^2*g^2*p*r*x^2+11378*a*c^2*g^2*p*x^3-\ 5531*a*c^2*g^2*q^2*x^2-23385*a*c^2*g^2*q*r*x^2+11378*a*c^2*g^2*q*x^3-23282*a*c^ 2*g^2*r^2*x^2+22186*a*c^2*g^2*r*x^3-13590*a*c^2*g*p^3*x^2-31386*a*c^2*g*p^2*q*x ^2-55552*a*c^2*g*p^2*r*x^2+19218*a*c^2*g*p^2*x^3-22002*a*c^2*g*p*q^2*x^2-82844* a*c^2*g*p*q*r*x^2+38436*a*c^2*g*p*q*x^3-74240*a*c^2*g*p*r^2*x^2+73818*a*c^2*g*p *r*x^3-4206*a*c^2*g*q^3*x^2-27292*a*c^2*g*q^2*r*x^2+19218*a*c^2*g*q^2*x^3-54050 *a*c^2*g*q*r^2*x^2+73818*a*c^2*g*q*r*x^3-32278*a*c^2*g*r^3*x^2+69948*a*c^2*g*r^ 2*x^3-5034*a*c^2*p^4*x^2-16176*a*c^2*p^3*q*x^2-27084*a*c^2*p^3*r*x^2+9856*a*c^2 *p^3*x^3-18324*a*c^2*p^2*q^2*x^2-63972*a*c^2*p^2*q*r*x^2+29568*a*c^2*p^2*q*x^3-\ 53502*a*c^2*p^2*r^2*x^2+55074*a*c^2*p^2*r*x^3-8256*a*c^2*p*q^3*x^2-46692*a*c^2* p*q^2*r*x^2+29568*a*c^2*p*q^2*x^3-82920*a*c^2*p*q*r^2*x^2+110148*a*c^2*p*q*r*x^ 3-45888*a*c^2*p*r^3*x^2+98724*a*c^2*p*r^2*x^3-1074*a*c^2*q^4*x^2-9804*a*c^2*q^3 *r*x^2+9856*a*c^2*q^3*x^3-29418*a*c^2*q^2*r^2*x^2+55074*a*c^2*q^2*r*x^3-35124*a *c^2*q*r^3*x^2+98724*a*c^2*q*r^2*x^3-14436*a*c^2*r^4*x^2+55660*a*c^2*r^3*x^3-28 *a*c*g^5*x^2-517*a*c*g^4*p*x^2-315*a*c*g^4*q*x^2-731*a*c*g^4*r*x^2+280*a*c*g^4* x^3-2300*a*c*g^3*p^2*x^2-3262*a*c*g^3*p*q*x^2-6466*a*c*g^3*p*r*x^2+1957*a*c*g^3 *p*x^3-962*a*c*g^3*q^2*x^2-4257*a*c*g^3*q*r*x^2+1957*a*c*g^3*q*x^3-4512*a*c*g^3 *r^2*x^2+3598*a*c*g^3*r*x^3-4111*a*c*g^2*p^3*x^2-9435*a*c*g^2*p^2*q*x^2-17010*a *c*g^2*p^2*r*x^2+5401*a*c*g^2*p^2*x^3-6537*a*c*g^2*p*q^2*x^2-25094*a*c*g^2*p*q* r*x^2+10802*a*c*g^2*p*q*x^3-23032*a*c*g^2*p*r^2*x^2+20811*a*c*g^2*p*r*x^3-1213* a*c*g^2*q^3*x^2-8084*a*c*g^2*q^2*r*x^2+5401*a*c*g^2*q^2*x^3-16563*a*c*g^2*q*r^2 *x^2+20811*a*c*g^2*q*r*x^3-10133*a*c*g^2*r^3*x^2+20600*a*c*g^2*r^2*x^3-3240*a*c *g*p^4*x^2-10388*a*c*g*p^3*q*x^2-17534*a*c*g*p^3*r*x^2+5998*a*c*g*p^3*x^3-11724 *a*c*g*p^2*q^2*x^2-41268*a*c*g*p^2*q*r*x^2+17994*a*c*g*p^2*q*x^3-34842*a*c*g*p^ 2*r^2*x^2+33921*a*c*g*p^2*r*x^3-5244*a*c*g*p*q^3*x^2-29934*a*c*g*p*q^2*r*x^2+ 17994*a*c*g*p*q^2*x^3-53778*a*c*g*p*q*r^2*x^2+67842*a*c*g*p*q*r*x^3-30042*a*c*g *p*r^3*x^2+62130*a*c*g*p*r^2*x^3-668*a*c*g*q^4*x^2-6200*a*c*g*q^3*r*x^2+5998*a* c*g*q^3*x^3-18936*a*c*g*q^2*r^2*x^2+33921*a*c*g*q^2*r*x^3-22898*a*c*g*q*r^3*x^2 +62130*a*c*g*q*r^2*x^3-9494*a*c*g*r^4*x^2+35662*a*c*g*r^3*x^3-940*a*c*p^5*x^2-\ 3890*a*c*p^4*q*x^2-6240*a*c*p^4*r*x^2+2274*a*c*p^4*x^3-6160*a*c*p^3*q^2*x^2-\ 20376*a*c*p^3*q*r*x^2+9096*a*c*p^3*q*x^3-16220*a*c*p^3*r^2*x^2+16602*a*c*p^3*r* x^3-4540*a*c*p^2*q^3*x^2-23688*a*c*p^2*q^2*r*x^2+13644*a*c*p^2*q^2*x^3-39282*a* c*p^2*q*r^2*x^2+49806*a*c*p^2*q*r*x^3-20620*a*c*p^2*r^3*x^2+43236*a*c*p^2*r^2*x ^3-1460*a*c*p*q^4*x^2-11208*a*c*p*q^3*r*x^2+9096*a*c*p*q^3*x^3-29904*a*c*p*q^2* r^2*x^2+49806*a*c*p*q^2*r*x^3-32996*a*c*p*q*r^3*x^2+86472*a*c*p*q*r^2*x^3-12840 *a*c*p*r^4*x^2+47316*a*c*p*r^3*x^3-130*a*c*q^5*x^2-1656*a*c*q^4*r*x^2+2274*a*c* q^4*x^3-6842*a*c*q^3*r^2*x^2+16602*a*c*q^3*r*x^3-12376*a*c*q^2*r^3*x^2+43236*a* c*q^2*r^2*x^3-10200*a*c*q*r^4*x^2+47316*a*c*q*r^3*x^3-3140*a*c*r^5*x^2+18408*a* c*r^4*x^3-19*a*g^5*p*x^2-10*a*g^5*q*x^2-29*a*g^5*r*x^2+18*a*g^5*x^3-142*a*g^4*p ^2*x^2-194*a*g^4*p*q*x^2-420*a*g^4*p*r*x^2+118*a*g^4*p*x^3-52*a*g^4*q^2*x^2-255 *a*g^4*q*r*x^2+118*a*g^4*q*x^3-311*a*g^4*r^2*x^2+161*a*g^4*r*x^3-384*a*g^3*p^3* x^2-870*a*g^3*p^2*q*x^2-1632*a*g^3*p^2*r*x^2+463*a*g^3*p^2*x^3-588*a*g^3*p*q^2* x^2-2352*a*g^3*p*q*r*x^2+926*a*g^3*p*q*x^3-2274*a*g^3*p*r^2*x^2+1724*a*g^3*p*r* x^3-102*a*g^3*q^3*x^2-720*a*g^3*q^2*r*x^2+463*a*g^3*q^2*x^3-1590*a*g^3*q*r^2*x^ 2+1724*a*g^3*q*r*x^3-1026*a*g^3*r^3*x^2+1846*a*g^3*r^2*x^3-490*a*g^2*p^4*x^2-\ 1564*a*g^2*p^3*q*x^2-2684*a*g^2*p^3*r*x^2+852*a*g^2*p^3*x^3-1752*a*g^2*p^2*q^2* x^2-6270*a*g^2*p^2*q*r*x^2+2556*a*g^2*p^2*q*x^3-5400*a*g^2*p^2*r^2*x^2+4858*a*g ^2*p^2*r*x^3-772*a*g^2*p*q^3*x^2-4488*a*g^2*p*q^2*r*x^2+2556*a*g^2*p*q^2*x^3-\ 8262*a*g^2*p*q*r^2*x^2+9716*a*g^2*p*q*r*x^3-4708*a*g^2*p*r^3*x^2+9242*a*g^2*p*r ^2*x^3-94*a*g^2*q^4*x^2-902*a*g^2*q^3*r*x^2+852*a*g^2*q^3*x^3-2862*a*g^2*q^2*r^ 2*x^2+4858*a*g^2*q^2*r*x^3-3556*a*g^2*q*r^3*x^2+9242*a*g^2*q*r^2*x^3-1502*a*g^2 *r^4*x^2+5488*a*g^2*r^3*x^3-301*a*g*p^5*x^2-1244*a*g*p^4*q*x^2-2007*a*g*p^4*r*x ^2+697*a*g*p^4*x^3-1966*a*g*p^3*q^2*x^2-6540*a*g*p^3*q*r*x^2+2788*a*g*p^3*q*x^3 -5240*a*g*p^3*r^2*x^2+5152*a*g*p^3*r*x^3-1444*a*g*p^2*q^3*x^2-7578*a*g*p^2*q^2* r*x^2+4182*a*g*p^2*q^2*x^3-12660*a*g*p^2*q*r^2*x^2+15456*a*g*p^2*q*r*x^3-6688*a *g*p^2*r^3*x^2+13671*a*g*p^2*r^2*x^3-461*a*g*p*q^4*x^2-3564*a*g*p*q^3*r*x^2+ 2788*a*g*p*q^3*x^3-9600*a*g*p*q^2*r^2*x^2+15456*a*g*p*q^2*r*x^3-10676*a*g*p*q*r ^3*x^2+27342*a*g*p*q*r^2*x^3-4179*a*g*p*r^4*x^2+15202*a*g*p*r^3*x^3-40*a*g*q^5* x^2-519*a*g*q^4*r*x^2+697*a*g*q^4*x^3-2180*a*g*q^3*r^2*x^2+5152*a*g*q^3*r*x^3-\ 3988*a*g*q^2*r^3*x^2+13671*a*g*q^2*r^2*x^3-3312*a*g*q*r^4*x^2+15202*a*g*q*r^3*x ^3-1025*a*g*r^5*x^2+5986*a*g*r^4*x^3-72*a*p^6*x^2-366*a*p^5*q*x^2-564*a*p^5*r*x ^2+208*a*p^5*x^3-750*a*p^4*q^2*x^2-2367*a*p^4*q*r*x^2+1040*a*p^4*q*x^3-1803*a*p ^4*r^2*x^2+1857*a*p^4*r*x^3-780*a*p^3*q^3*x^2-3828*a*p^3*q^2*r*x^2+2080*a*p^3*q ^2*x^3-6006*a*p^3*q*r^2*x^2+7428*a*p^3*q*r*x^3-3012*a*p^3*r^3*x^2+6239*a*p^3*r^ 2*x^3-420*a*p^2*q^4*x^2-2922*a*p^2*q^3*r*x^2+2080*a*p^2*q^3*x^3-7200*a*p^2*q^2* r^2*x^2+11142*a*p^2*q^2*r*x^3-7476*a*p^2*q*r^3*x^2+18717*a*p^2*q*r^2*x^3-2778*a *p^2*r^4*x^2+9922*a*p^2*r^3*x^3-102*a*p*q^5*x^2-1008*a*p*q^4*r*x^2+1040*a*p*q^4 *x^3-3594*a*p*q^3*r^2*x^2+7428*a*p*q^3*r*x^3-5916*a*p*q^2*r^3*x^2+18717*a*p*q^2 *r^2*x^3-4572*a*p*q*r^4*x^2+19844*a*p*q*r^3*x^3-1344*a*p*r^5*x^2+7515*a*p*r^4*x ^3-6*a*q^6*x^2-111*a*q^5*r*x^2+208*a*q^5*x^3-597*a*q^4*r^2*x^2+1857*a*q^4*r*x^3 -1452*a*q^3*r^3*x^2+6239*a*q^3*r^2*x^3-1794*a*q^2*r^4*x^2+9922*a*q^2*r^3*x^3-\ 1101*a*q*r^5*x^2+7515*a*q*r^4*x^3-267*a*r^6*x^2+2183*a*r^5*x^3-16*b^6*c*x^2-8*b ^6*p*x^2-8*b^6*r*x^2+16*b^6*x^3-256*b^5*c^2*x^2-80*b^5*c*g*x^2-272*b^5*c*p*x^2-\ 112*b^5*c*q*x^2-376*b^5*c*r*x^2+208*b^5*c*x^3-44*b^5*g*p*x^2-8*b^5*g*q*x^2-52*b ^5*g*r*x^2+72*b^5*g*x^3-72*b^5*p^2*x^2-72*b^5*p*q*x^2-204*b^5*p*r*x^2+88*b^5*p* x^3-72*b^5*q*r*x^2+88*b^5*q*x^3-144*b^5*r^2*x^2+116*b^5*r*x^3-1504*b^4*c^3*x^2-\ 1016*b^4*c^2*g*x^2-2384*b^4*c^2*p*x^2-1264*b^4*c^2*q*x^2-3288*b^4*c^2*r*x^2+ 1432*b^4*c^2*x^3-160*b^4*c*g^2*x^2-1108*b^4*c*g*p*x^2-520*b^4*c*g*q*x^2-1536*b^ 4*c*g*r*x^2+776*b^4*c*g*x^3-1228*b^4*c*p^2*x^2-1488*b^4*c*p*q*x^2-3428*b^4*c*p* r*x^2+1352*b^4*c*p*x^3-260*b^4*c*q^2*x^2-1836*b^4*c*q*r*x^2+1352*b^4*c*q*x^3-\ 2344*b^4*c*r^2*x^2+2500*b^4*c*r*x^3-94*b^4*g^2*p*x^2-28*b^4*g^2*q*x^2-122*b^4*g ^2*r*x^2+132*b^4*g^2*x^3-296*b^4*g*p^2*x^2-328*b^4*g*p*q*x^2-848*b^4*g*p*r*x^2+ 328*b^4*g*p*x^3-32*b^4*g*q^2*x^2-364*b^4*g*q*r*x^2+328*b^4*g*q*x^3-604*b^4*g*r^ 2*x^2+436*b^4*g*r*x^3-206*b^4*p^3*x^2-412*b^4*p^2*q*x^2-870*b^4*p^2*r*x^2+322*b ^4*p^2*x^3-206*b^4*p*q^2*x^2-1076*b^4*p*q*r*x^2+644*b^4*p*q*x^3-1194*b^4*p*r^2* x^2+1206*b^4*p*r*x^3-206*b^4*q^2*r*x^2+322*b^4*q^2*x^3-700*b^4*q*r^2*x^2+1206*b ^4*q*r*x^3-530*b^4*r^3*x^2+1310*b^4*r^2*x^3-4320*b^3*c^4*x^2-4616*b^3*c^3*g*x^2 -9104*b^3*c^3*p*x^2-5360*b^3*c^3*q*x^2-12384*b^3*c^3*r*x^2+5360*b^3*c^3*x^3-\ 1556*b^3*c^2*g^2*x^2-7412*b^3*c^2*g*p*x^2-4184*b^3*c^2*g*q*x^2-10192*b^3*c^2*g* r*x^2+4184*b^3*c^2*g*x^3-6952*b^3*c^2*p^2*x^2-9128*b^3*c^2*p*q*x^2-19096*b^3*c^ 2*p*r*x^2+7672*b^3*c^2*p*x^3-2176*b^3*c^2*q^2*x^2-11608*b^3*c^2*q*r*x^2+7672*b^ 3*c^2*q*x^3-12792*b^3*c^2*r^2*x^2+14972*b^3*c^2*r*x^3-164*b^3*c*g^3*x^2-1732*b^ 3*c*g^2*p*x^2-888*b^3*c*g^2*q*x^2-2410*b^3*c*g^2*r*x^2+1132*b^3*c*g^2*x^3-3832* b^3*c*g*p^2*x^2-4880*b^3*c*g*p*q*x^2-10714*b^3*c*g*p*r*x^2+3938*b^3*c*g*p*x^3-\ 1048*b^3*c*g*q^2*x^2-6128*b^3*c*g*q*r*x^2+3938*b^3*c*g*q*x^3-7352*b^3*c*g*r^2*x ^2+7262*b^3*c*g*r*x^3-2292*b^3*c*p^3*x^2-4872*b^3*c*p^2*q*x^2-9470*b^3*c*p^2*r* x^2+3650*b^3*c*p^2*x^3-2868*b^3*c*p*q^2*x^2-12784*b^3*c*p*q*r*x^2+7300*b^3*c*p* q*x^3-12700*b^3*c*p*r^2*x^2+14088*b^3*c*p*r*x^3-288*b^3*c*q^3*x^2-3314*b^3*c*q^ 2*r*x^2+3650*b^3*c*q^2*x^3-8260*b^3*c*q*r^2*x^2+14088*b^3*c*q*r*x^3-5522*b^3*c* r^3*x^2+14008*b^3*c*r^2*x^3-101*b^3*g^3*p*x^2-38*b^3*g^3*q*x^2-139*b^3*g^3*r*x^ 2+126*b^3*g^3*x^3-466*b^3*g^2*p^2*x^2-554*b^3*g^2*p*q*x^2-1347*b^3*g^2*p*r*x^2+ 478*b^3*g^2*p*x^3-88*b^3*g^2*q^2*x^2-654*b^3*g^2*q*r*x^2+478*b^3*g^2*q*x^3-968* b^3*g^2*r^2*x^2+641*b^3*g^2*r*x^3-641*b^3*g*p^3*x^2-1332*b^3*g*p^2*q*x^2-2711*b ^3*g*p^2*r*x^2+935*b^3*g*p^2*x^3-741*b^3*g*p*q^2*x^2-3514*b^3*g*p*q*r*x^2+1870* b^3*g*p*q*x^3-3733*b^3*g*p*r^2*x^2+3493*b^3*g*p*r*x^3-50*b^3*g*q^3*x^2-803*b^3* g*q^2*r*x^2+935*b^3*g*q^2*x^3-2308*b^3*g*q*r^2*x^2+3493*b^3*g*q*r*x^3-1663*b^3* g*r^3*x^2+3773*b^3*g*r^2*x^3-276*b^3*p^4*x^2-828*b^3*p^3*q*x^2-1515*b^3*p^3*r*x ^2+577*b^3*p^3*x^3-828*b^3*p^2*q^2*x^2-3306*b^3*p^2*q*r*x^2+1731*b^3*p^2*q*x^3-\ 3036*b^3*p^2*r^2*x^2+3299*b^3*p^2*r*x^3-276*b^3*p*q^3*x^2-2067*b^3*p*q^2*r*x^2+ 1731*b^3*p*q^2*x^3-4314*b^3*p*q*r^2*x^2+6598*b^3*p*q*r*x^3-2631*b^3*p*r^3*x^2+ 6298*b^3*p*r^2*x^3-276*b^3*q^3*r*x^2+577*b^3*q^3*x^3-1278*b^3*q^2*r^2*x^2+3299* b^3*q^2*r*x^3-1836*b^3*q*r^3*x^2+6298*b^3*q*r^2*x^3-834*b^3*r^4*x^2+3738*b^3*r^ 3*x^3-6480*b^2*c^5*x^2-9624*b^2*c^4*g*x^2-17088*b^2*c^4*p*x^2-10656*b^2*c^4*q*x ^2-23040*b^2*c^4*r*x^2+10328*b^2*c^4*x^3-5128*b^2*c^3*g^2*x^2-20456*b^2*c^3*g*p *x^2-12528*b^2*c^3*g*q*x^2-27768*b^2*c^3*g*r*x^2+11432*b^2*c^3*g*x^3-17332*b^2* c^3*p^2*x^2-23800*b^2*c^3*p*q*x^2-47168*b^2*c^3*p*r*x^2+19568*b^2*c^3*p*x^3-\ 6468*b^2*c^3*q^2*x^2-30496*b^2*c^3*q*r*x^2+19568*b^2*c^3*q*x^3-31324*b^2*c^3*r^ 2*x^2+38200*b^2*c^3*r*x^3-1150*b^2*c^2*g^3*x^2-8326*b^2*c^2*g^2*p*x^2-4920*b^2* c^2*g^2*q*x^2-11428*b^2*c^2*g^2*r*x^2+4482*b^2*c^2*g^2*x^3-15658*b^2*c^2*g*p^2* x^2-21224*b^2*c^2*g*p*q*x^2-43028*b^2*c^2*g*p*r*x^2+16338*b^2*c^2*g*p*x^3-5566* b^2*c^2*g*q^2*x^2-27186*b^2*c^2*g*q*r*x^2+16338*b^2*c^2*g*q*x^3-28920*b^2*c^2*g *r^2*x^2+31884*b^2*c^2*g*r*x^3-8520*b^2*c^2*p^3*x^2-18756*b^2*c^2*p^2*q*x^2-\ 34818*b^2*c^2*p^2*r*x^2+13830*b^2*c^2*p^2*x^3-11952*b^2*c^2*p*q^2*x^2-49176*b^2 *c^2*p*q*r*x^2+27660*b^2*c^2*p*q*x^3-46248*b^2*c^2*p*r^2*x^2+53088*b^2*c^2*p*r* x^3-1716*b^2*c^2*q^3*x^2-14358*b^2*c^2*q^2*r*x^2+13830*b^2*c^2*q^2*x^3-31656*b^ 2*c^2*q*r^2*x^2+53088*b^2*c^2*q*r*x^3-19950*b^2*c^2*r^3*x^2+50316*b^2*c^2*r^2*x ^3-91*b^2*c*g^4*x^2-1301*b^2*c*g^3*p*x^2-710*b^2*c*g^3*q*x^2-1818*b^2*c*g^3*r*x ^2+806*b^2*c*g^3*x^3-4319*b^2*c*g^2*p^2*x^2-5708*b^2*c*g^2*p*q*x^2-12094*b^2*c* g^2*p*r*x^2+4209*b^2*c*g^2*p*x^3-1389*b^2*c*g^2*q^2*x^2-7261*b^2*c*g^2*q*r*x^2+ 4209*b^2*c*g^2*q*x^3-8334*b^2*c*g^2*r^2*x^2+7746*b^2*c*g^2*r*x^3-5154*b^2*c*g*p ^3*x^2-11238*b^2*c*g*p^2*q*x^2-21309*b^2*c*g*p^2*r*x^2+7761*b^2*c*g*p^2*x^3-\ 7014*b^2*c*g*p*q^2*x^2-29624*b^2*c*g*p*q*r*x^2+15522*b^2*c*g*p*q*x^3-28660*b^2* c*g*p*r^2*x^2+29940*b^2*c*g*p*r*x^3-930*b^2*c*g*q^3*x^2-8315*b^2*c*g*q^2*r*x^2+ 7761*b^2*c*g*q^2*x^3-19260*b^2*c*g*q*r^2*x^2+29940*b^2*c*g*q*r*x^3-12505*b^2*c* g*r^3*x^2+29688*b^2*c*g*r^2*x^3-2040*b^2*c*p^4*x^2-6288*b^2*c*p^3*q*x^2-11055*b ^2*c*p^3*r*x^2+4318*b^2*c*p^3*x^3-6624*b^2*c*p^2*q^2*x^2-24927*b^2*c*p^2*q*r*x^ 2+12954*b^2*c*p^2*q*x^3-21903*b^2*c*p^2*r^2*x^2+24420*b^2*c*p^2*r*x^3-2544*b^2* c*p*q^3*x^2-16689*b^2*c*p*q^2*r*x^2+12954*b^2*c*p*q^2*x^3-32262*b^2*c*p*q*r^2*x ^2+48840*b^2*c*p*q*r*x^3-18801*b^2*c*p*r^3*x^2+44736*b^2*c*p*r^2*x^3-168*b^2*c* q^4*x^2-2817*b^2*c*q^3*r*x^2+4318*b^2*c*q^3*x^3-10359*b^2*c*q^2*r^2*x^2+24420*b ^2*c*q^2*r*x^3-13623*b^2*c*q*r^3*x^2+44736*b^2*c*q*r^2*x^3-5913*b^2*c*r^4*x^2+ 25660*b^2*c*r^3*x^3-58*b^2*g^4*p*x^2-25*b^2*g^4*q*x^2-83*b^2*g^4*r*x^2+66*b^2*g ^4*x^3-352*b^2*g^3*p^2*x^2-440*b^2*g^3*p*q*x^2-1025*b^2*g^3*p*r*x^2+340*b^2*g^3 *p*x^3-88*b^2*g^3*q^2*x^2-541*b^2*g^3*q*r*x^2+340*b^2*g^3*q*x^3-743*b^2*g^3*r^2 *x^2+460*b^2*g^3*r*x^3-721*b^2*g^2*p^3*x^2-1543*b^2*g^2*p^2*q*x^2-3054*b^2*g^2* p^2*r*x^2+997*b^2*g^2*p^2*x^3-923*b^2*g^2*p*q^2*x^2-4104*b^2*g^2*p*q*r*x^2+1994 *b^2*g^2*p*q*x^3-4220*b^2*g^2*p*r^2*x^2+3717*b^2*g^2*p*r*x^3-101*b^2*g^2*q^3*x^ 2-1050*b^2*g^2*q^2*r*x^2+997*b^2*g^2*q^2*x^3-2719*b^2*g^2*q*r^2*x^2+3717*b^2*g^ 2*q*r*x^3-1887*b^2*g^2*r^3*x^2+3995*b^2*g^2*r^2*x^3-618*b^2*g*p^4*x^2-1892*b^2* g*p^3*q*x^2-3391*b^2*g*p^3*r*x^2+1225*b^2*g*p^3*x^3-1968*b^2*g*p^2*q^2*x^2-7565 *b^2*g*p^2*q*r*x^2+3675*b^2*g*p^2*q*x^3-6805*b^2*g*p^2*r^2*x^2+6996*b^2*g*p^2*r *x^3-732*b^2*g*p*q^3*x^2-4957*b^2*g*p*q^2*r*x^2+3675*b^2*g*p*q^2*x^3-9900*b^2*g *p*q*r^2*x^2+13992*b^2*g*p*q*r*x^3-5909*b^2*g*p*r^3*x^2+13332*b^2*g*p*r^2*x^3-\ 38*b^2*g*q^4*x^2-783*b^2*g*q^3*r*x^2+1225*b^2*g*q^3*x^3-3095*b^2*g*q^2*r^2*x^2+ 6996*b^2*g*q^2*r*x^3-4227*b^2*g*q*r^3*x^2+13332*b^2*g*q*r^2*x^3-1877*b^2*g*r^4* x^2+7918*b^2*g*r^3*x^3-191*b^2*p^5*x^2-764*b^2*p^4*q*x^2-1279*b^2*p^4*r*x^2+502 *b^2*p^4*x^3-1146*b^2*p^3*q^2*x^2-4028*b^2*p^3*q*r*x^2+2008*b^2*p^3*q*x^3-3341* b^2*p^3*r^2*x^2+3713*b^2*p^3*r*x^3-764*b^2*p^2*q^3*x^2-4410*b^2*p^2*q^2*r*x^2+ 3012*b^2*p^2*q^2*x^3-7788*b^2*p^2*q*r^2*x^2+11139*b^2*p^2*q*r*x^3-4259*b^2*p^2* r^3*x^2+9858*b^2*p^2*r^2*x^3-191*b^2*p*q^4*x^2-1852*b^2*p*q^3*r*x^2+2008*b^2*p* q^3*x^3-5553*b^2*p*q^2*r^2*x^2+11139*b^2*p*q^2*r*x^3-6548*b^2*p*q*r^3*x^2+19716 *b^2*p*q*r^2*x^3-2656*b^2*p*r^4*x^2+10960*b^2*p*r^3*x^3-191*b^2*q^4*r*x^2+502*b ^2*q^4*x^3-1106*b^2*q^3*r^2*x^2+3713*b^2*q^3*r*x^3-2289*b^2*q^2*r^3*x^2+9858*b^ 2*q^2*r^2*x^3-2024*b^2*q*r^4*x^2+10960*b^2*q*r^3*x^3-650*b^2*r^5*x^2+4313*b^2*r ^4*x^3-4864*b*c^6*x^2-9336*b*c^5*g*x^2-15456*b*c^5*p*x^2-9984*b*c^5*q*x^2-20736 *b*c^5*r*x^2+9632*b*c^5*x^3-6916*b*c^4*g^2*x^2-24800*b*c^4*g*p*x^2-15888*b*c^4* g*q*x^2-33396*b*c^4*g*r*x^2+14360*b*c^4*g*x^3-19600*b*c^4*p^2*x^2-27680*b*c^4*p *q*x^2-53088*b*c^4*p*r*x^2+22656*b*c^4*p*x^3-8080*b*c^4*q^2*x^2-35568*b*c^4*q*r *x^2+22656*b*c^4*q*x^3-35168*b*c^4*r^2*x^2+43800*b*c^4*r*x^3-2450*b*c^3*g^3*x^2 -14820*b*c^3*g^2*p*x^2-9348*b*c^3*g^2*q*x^2-20088*b*c^3*g^2*r*x^2+7968*b*c^3*g^ 2*x^3-25210*b*c^3*g*p^2*x^2-35396*b*c^3*g*p*q*x^2-68634*b*c^3*g*p*r*x^2+27200*b *c^3*g*p*x^3-10186*b*c^3*g*q^2*x^2-45546*b*c^3*g*q*r*x^2+27200*b*c^3*g*q*x^3-\ 45728*b*c^3*g*r^2*x^2+53168*b*c^3*g*r*x^3-12824*b*c^3*p^3*x^2-28872*b*c^3*p^2*q *x^2-52128*b*c^3*p^2*r*x^2+21200*b*c^3*p^2*x^3-19272*b*c^3*p*q^2*x^2-75648*b*c^ 3*p*q*r*x^2+42400*b*c^3*p*q*x^3-69000*b*c^3*p*r^2*x^2+80496*b*c^3*p*r*x^3-3224* b*c^3*q^3*x^2-23520*b*c^3*q^2*r*x^2+21200*b*c^3*q^2*x^3-48696*b*c^3*q*r^2*x^2+ 80496*b*c^3*q*r*x^3-29696*b*c^3*r^3*x^2+74416*b*c^3*r^2*x^3-411*b*c^2*g^4*x^2-\ 4016*b*c^2*g^3*p*x^2-2456*b*c^2*g^3*q*x^2-5509*b*c^2*g^3*r*x^2+2086*b*c^2*g^3*x ^3-11371*b*c^2*g^2*p^2*x^2-15794*b*c^2*g^2*p*q*x^2-31263*b*c^2*g^2*p*r*x^2+ 11378*b*c^2*g^2*p*x^3-4423*b*c^2*g^2*q^2*x^2-20341*b*c^2*g^2*q*r*x^2+11378*b*c^ 2*g^2*q*x^3-21088*b*c^2*g^2*r^2*x^2+22186*b*c^2*g^2*r*x^3-12378*b*c^2*g*p^3*x^2 -27750*b*c^2*g*p^2*q*x^2-50612*b*c^2*g*p^2*r*x^2+19218*b*c^2*g*p^2*x^3-18366*b* c^2*g*p*q^2*x^2-72964*b*c^2*g*p*q*r*x^2+38436*b*c^2*g*p*q*x^3-67396*b*c^2*g*p*r ^2*x^2+73818*b*c^2*g*p*r*x^3-2994*b*c^2*g*q^3*x^2-22352*b*c^2*g*q^2*r*x^2+19218 *b*c^2*g*q^2*x^3-47206*b*c^2*g*q*r^2*x^2+73818*b*c^2*g*q*r*x^3-29162*b*c^2*g*r^ 3*x^2+69948*b*c^2*g*r^2*x^3-4596*b*c^2*p^4*x^2-14424*b*c^2*p^3*q*x^2-24756*b*c^ 2*p^3*r*x^2+9856*b*c^2*p^3*x^3-15696*b*c^2*p^2*q^2*x^2-56988*b*c^2*p^2*q*r*x^2+ 29568*b*c^2*p^2*q*x^3-48828*b*c^2*p^2*r^2*x^2+55074*b*c^2*p^2*r*x^3-6504*b*c^2* p*q^3*x^2-39708*b*c^2*p*q^2*r*x^2+29568*b*c^2*p*q^2*x^3-73572*b*c^2*p*q*r^2*x^2 +110148*b*c^2*p*q*r*x^3-41772*b*c^2*p*r^3*x^2+98724*b*c^2*p*r^2*x^3-636*b*c^2*q ^4*x^2-7476*b*c^2*q^3*r*x^2+9856*b*c^2*q^3*x^3-24744*b*c^2*q^2*r^2*x^2+55074*b* c^2*q^2*r*x^3-31008*b*c^2*q*r^3*x^2+98724*b*c^2*q*r^2*x^3-13104*b*c^2*r^4*x^2+ 55660*b*c^2*r^3*x^3-26*b*c*g^5*x^2-471*b*c*g^4*p*x^2-269*b*c*g^4*q*x^2-661*b*c* g^4*r*x^2+280*b*c*g^4*x^3-2089*b*c*g^3*p^2*x^2-2840*b*c*g^3*p*q*x^2-5859*b*c*g^ 3*p*r*x^2+1957*b*c*g^3*p*x^3-751*b*c*g^3*q^2*x^2-3650*b*c*g^3*q*r*x^2+1957*b*c* g^3*q*x^3-4056*b*c*g^3*r^2*x^2+3598*b*c*g^3*r*x^3-3737*b*c*g^2*p^3*x^2-8313*b*c *g^2*p^2*q*x^2-15460*b*c*g^2*p^2*r*x^2+5401*b*c*g^2*p^2*x^3-5415*b*c*g^2*p*q^2* x^2-21994*b*c*g^2*p*q*r*x^2+10802*b*c*g^2*p*q*x^3-20850*b*c*g^2*p*r^2*x^2+20811 *b*c*g^2*p*r*x^3-839*b*c*g^2*q^3*x^2-6534*b*c*g^2*q^2*r*x^2+5401*b*c*g^2*q^2*x^ 3-14381*b*c*g^2*q*r^2*x^2+20811*b*c*g^2*q*r*x^3-9127*b*c*g^2*r^3*x^2+20600*b*c* g^2*r^2*x^3-2953*b*c*g*p^4*x^2-9240*b*c*g*p^3*q*x^2-16000*b*c*g*p^3*r*x^2+5998* b*c*g*p^3*x^3-10002*b*c*g*p^2*q^2*x^2-36666*b*c*g*p^2*q*r*x^2+17994*b*c*g*p^2*q *x^3-31743*b*c*g*p^2*r^2*x^2+33921*b*c*g*p^2*r*x^3-4096*b*c*g*p*q^3*x^2-25332*b *c*g*p*q^2*r*x^2+17994*b*c*g*p*q^2*x^3-47580*b*c*g*p*q*r^2*x^2+67842*b*c*g*p*q* r*x^3-27298*b*c*g*p*r^3*x^2+62130*b*c*g*p*r^2*x^3-381*b*c*g*q^4*x^2-4666*b*c*g* q^3*r*x^2+5998*b*c*g*q^3*x^3-15837*b*c*g*q^2*r^2*x^2+33921*b*c*g*q^2*r*x^3-\ 20154*b*c*g*q*r^3*x^2+62130*b*c*g*q*r^2*x^3-8602*b*c*g*r^4*x^2+35662*b*c*g*r^3* x^3-860*b*c*p^5*x^2-3490*b*c*p^4*q*x^2-5724*b*c*p^4*r*x^2+2274*b*c*p^4*x^3-5360 *b*c*p^3*q^2*x^2-18312*b*c*p^3*q*r*x^2+9096*b*c*p^3*q*x^3-14884*b*c*p^3*r^2*x^2 +16602*b*c*p^3*r*x^3-3740*b*c*p^2*q^3*x^2-20592*b*c*p^2*q^2*r*x^2+13644*b*c*p^2 *q^2*x^3-35274*b*c*p^2*q*r^2*x^2+49806*b*c*p^2*q*r*x^3-18908*b*c*p^2*r^3*x^2+ 43236*b*c*p^2*r^2*x^3-1060*b*c*p*q^4*x^2-9144*b*c*p*q^3*r*x^2+9096*b*c*p*q^3*x^ 3-25896*b*c*p*q^2*r^2*x^2+49806*b*c*p*q^2*r*x^3-29572*b*c*p*q*r^3*x^2+86472*b*c *p*q*r^2*x^3-11760*b*c*p*r^4*x^2+47316*b*c*p*r^3*x^3-50*b*c*q^5*x^2-1140*b*c*q^ 4*r*x^2+2274*b*c*q^4*x^3-5506*b*c*q^3*r^2*x^2+16602*b*c*q^3*r*x^3-10664*b*c*q^2 *r^3*x^2+43236*b*c*q^2*r^2*x^3-9120*b*c*q*r^4*x^2+47316*b*c*q*r^3*x^3-2872*b*c* r^5*x^2+18408*b*c*r^4*x^3-17*b*g^5*p*x^2-8*b*g^5*q*x^2-25*b*g^5*r*x^2+18*b*g^5* x^3-128*b*g^4*p^2*x^2-166*b*g^4*p*q*x^2-375*b*g^4*p*r*x^2+118*b*g^4*p*x^3-38*b* g^4*q^2*x^2-210*b*g^4*q*r*x^2+118*b*g^4*q*x^3-274*b*g^4*r^2*x^2+161*b*g^4*r*x^3 -348*b*g^3*p^3*x^2-762*b*g^3*p^2*q*x^2-1476*b*g^3*p^2*r*x^2+463*b*g^3*p^2*x^3-\ 480*b*g^3*p*q^2*x^2-2040*b*g^3*p*q*r*x^2+926*b*g^3*p*q*x^3-2046*b*g^3*p*r^2*x^2 +1724*b*g^3*p*r*x^3-66*b*g^3*q^3*x^2-564*b*g^3*q^2*r*x^2+463*b*g^3*q^2*x^3-1362 *b*g^3*q*r^2*x^2+1724*b*g^3*q*r*x^3-918*b*g^3*r^3*x^2+1846*b*g^3*r^2*x^3-446*b* g^2*p^4*x^2-1388*b*g^2*p^3*q*x^2-2446*b*g^2*p^3*r*x^2+852*b*g^2*p^3*x^3-1488*b* g^2*p^2*q^2*x^2-5556*b*g^2*p^2*q*r*x^2+2556*b*g^2*p^2*q*x^3-4914*b*g^2*p^2*r^2* x^2+4858*b*g^2*p^2*r*x^3-596*b*g^2*p*q^3*x^2-3774*b*g^2*p*q^2*r*x^2+2556*b*g^2* p*q^2*x^3-7290*b*g^2*p*q*r^2*x^2+9716*b*g^2*p*q*r*x^3-4274*b*g^2*p*r^3*x^2+9242 *b*g^2*p*r^2*x^3-50*b*g^2*q^4*x^2-664*b*g^2*q^3*r*x^2+852*b*g^2*q^3*x^3-2376*b* g^2*q^2*r^2*x^2+4858*b*g^2*q^2*r*x^3-3122*b*g^2*q*r^3*x^2+9242*b*g^2*q*r^2*x^3-\ 1360*b*g^2*r^4*x^2+5488*b*g^2*r^3*x^3-275*b*g*p^5*x^2-1114*b*g*p^4*q*x^2-1839*b *g*p^4*r*x^2+697*b*g*p^4*x^3-1706*b*g*p^3*q^2*x^2-5868*b*g*p^3*q*r*x^2+2788*b*g *p^3*q*x^3-4804*b*g*p^3*r^2*x^2+5152*b*g*p^3*r*x^3-1184*b*g*p^2*q^3*x^2-6570*b* g*p^2*q^2*r*x^2+4182*b*g*p^2*q^2*x^3-11352*b*g*p^2*q*r^2*x^2+15456*b*g*p^2*q*r* x^3-6128*b*g*p^2*r^3*x^2+13671*b*g*p^2*r^2*x^3-331*b*g*p*q^4*x^2-2892*b*g*p*q^3 *r*x^2+2788*b*g*p*q^3*x^3-8292*b*g*p*q^2*r^2*x^2+15456*b*g*p*q^2*r*x^3-9556*b*g *p*q*r^3*x^2+27342*b*g*p*q*r^2*x^3-3825*b*g*p*r^4*x^2+15202*b*g*p*r^3*x^3-14*b* g*q^5*x^2-351*b*g*q^4*r*x^2+697*b*g*q^4*x^3-1744*b*g*q^3*r^2*x^2+5152*b*g*q^3*r *x^3-3428*b*g*q^2*r^3*x^2+13671*b*g*q^2*r^2*x^3-2958*b*g*q*r^4*x^2+15202*b*g*q* r^3*x^3-937*b*g*r^5*x^2+5986*b*g*r^4*x^3-66*b*p^6*x^2-330*b*p^5*q*x^2-519*b*p^5 *r*x^2+208*b*p^5*x^3-660*b*p^4*q^2*x^2-2142*b*p^4*q*r*x^2+1040*b*p^4*q*x^3-1662 *b*p^4*r^2*x^2+1857*b*p^4*r*x^3-660*b*p^3*q^3*x^2-3378*b*p^3*q^2*r*x^2+2080*b*p ^3*q^2*x^3-5442*b*p^3*q*r^2*x^2+7428*b*p^3*q*r*x^3-2778*b*p^3*r^3*x^2+6239*b*p^ 3*r^2*x^3-330*b*p^2*q^4*x^2-2472*b*p^2*q^3*r*x^2+2080*b*p^2*q^3*x^3-6354*b*p^2* q^2*r^2*x^2+11142*b*p^2*q^2*r*x^3-6774*b*p^2*q*r^3*x^2+18717*b*p^2*q*r^2*x^3-\ 2562*b*p^2*r^4*x^2+9922*b*p^2*r^3*x^3-66*b*p*q^5*x^2-783*b*p*q^4*r*x^2+1040*b*p *q^4*x^3-3030*b*p*q^3*r^2*x^2+7428*b*p*q^3*r*x^3-5214*b*p*q^2*r^3*x^2+18717*b*p *q^2*r^2*x^3-4140*b*p*q*r^4*x^2+19844*b*p*q*r^3*x^3-1239*b*p*r^5*x^2+7515*b*p*r ^4*x^3-66*b*q^5*r*x^2+208*b*q^5*x^3-456*b*q^4*r^2*x^2+1857*b*q^4*r*x^3-1218*b*q ^3*r^3*x^2+6239*b*q^3*r^2*x^3-1578*b*q^2*r^4*x^2+9922*b*q^2*r^3*x^3-996*b*q*r^5 *x^2+7515*b*q*r^4*x^3-246*b*r^6*x^2+2183*b*r^5*x^3-1440*c^7*x^2-3408*c^6*g*x^2-\ 5376*c^6*p*x^2-3552*c^6*q*x^2-7200*c^6*r*x^2+3456*c^6*x^3-3264*c^5*g^2*x^2-\ 10912*c^5*g*p*x^2-7184*c^5*g*q*x^2-14640*c^5*g*r*x^2+6592*c^5*g*x^3-8208*c^5*p^ 2*x^2-11808*c^5*p*q*x^2-22224*c^5*p*r*x^2+9696*c^5*p*x^3-3600*c^5*q^2*x^2-15216 *c^5*q*r*x^2+9696*c^5*q*x^3-14760*c^5*r^2*x^2+18480*c^5*r*x^3-1608*c^4*g^3*x^2-\ 8736*c^4*g^2*p*x^2-5712*c^4*g^2*q*x^2-11760*c^4*g^2*r*x^2+4912*c^4*g^2*x^3-\ 13880*c^4*g*p^2*x^2-19920*c^4*g*p*q*x^2-37664*c^4*g*p*r*x^2+15488*c^4*g*p*x^3-\ 6040*c^4*g*q^2*x^2-25696*c^4*g*q*r*x^2+15488*c^4*g*q*x^3-25068*c^4*g*r^2*x^2+ 29896*c^4*g*r*x^3-6720*c^4*p^3*x^2-15360*c^4*p^2*q*x^2-27312*c^4*p^2*r*x^2+ 11280*c^4*p^2*x^3-10560*c^4*p*q^2*x^2-40320*c^4*p*q*r*x^2+22560*c^4*p*q*x^3-\ 36216*c^4*p*r^2*x^2+42264*c^4*p*r*x^3-1920*c^4*q^3*x^2-13008*c^4*q^2*r*x^2+ 11280*c^4*q^2*x^3-26064*c^4*q*r^2*x^2+42264*c^4*q*r*x^3-15624*c^4*r^3*x^2+38616 *c^4*r^2*x^3-426*c^3*g^4*x^2-3472*c^3*g^3*p*x^2-2240*c^3*g^3*q*x^2-4704*c^3*g^3 *r*x^2+1816*c^3*g^3*x^3-8904*c^3*g^2*p^2*x^2-12720*c^3*g^2*p*q*x^2-24272*c^3*g^ 2*p*r*x^2+9296*c^3*g^2*p*x^3-3816*c^3*g^2*q^2*x^2-16432*c^3*g^2*q*r*x^2+9296*c^ 3*g^2*q*x^3-16242*c^3*g^2*r^2*x^2+18140*c^3*g^2*r*x^3-9080*c^3*g*p^3*x^2-20720* c^3*g*p^2*q*x^2-36992*c^3*g*p^2*r*x^2+14480*c^3*g*p^2*x^3-14200*c^3*g*p*q^2*x^2 -54480*c^3*g*p*q*r*x^2+28960*c^3*g*p*q*x^3-49164*c^3*g*p*r^2*x^2+54900*c^3*g*p* r*x^3-2560*c^3*g*q^3*x^2-17488*c^3*g*q^2*r*x^2+14480*c^3*g*q^2*x^3-35280*c^3*g* q*r^2*x^2+54900*c^3*g*q*r*x^3-21252*c^3*g*r^3*x^2+50824*c^3*g*r^2*x^3-3210*c^3* p^4*x^2-10200*c^3*p^3*q*x^2-17280*c^3*p^3*r*x^2+6960*c^3*p^3*x^3-11340*c^3*p^2* q^2*x^2-40320*c^3*p^2*q*r*x^2+20880*c^3*p^2*q*x^3-34110*c^3*p^2*r^2*x^2+38412*c ^3*p^2*r*x^3-4920*c^3*p*q^3*x^2-28800*c^3*p*q^2*r*x^2+20880*c^3*p*q^2*x^3-52164 *c^3*p*q*r^2*x^2+76824*c^3*p*q*r*x^3-29220*c^3*p*r^3*x^2+68136*c^3*p*r^2*x^3-\ 570*c^3*q^4*x^2-5760*c^3*q^3*r*x^2+6960*c^3*q^3*x^3-18054*c^3*q^2*r^2*x^2+38412 *c^3*q^2*r*x^3-22044*c^3*q*r^3*x^2+68136*c^3*q*r^2*x^3-9180*c^3*r^4*x^2+38136*c ^3*r^3*x^3-57*c^2*g^5*x^2-704*c^2*g^4*p*x^2-442*c^2*g^4*q*x^2-966*c^2*g^4*r*x^2 +356*c^2*g^4*x^3-2670*c^2*g^3*p^2*x^2-3780*c^2*g^3*p*q*x^2-7348*c^2*g^3*p*r*x^2 +2592*c^2*g^3*p*x^3-1110*c^2*g^3*q^2*x^2-4892*c^2*g^3*q*r*x^2+2592*c^2*g^3*q*x^ 3-4977*c^2*g^3*r^2*x^2+5046*c^2*g^3*r*x^3-4368*c^2*g^2*p^3*x^2-9936*c^2*g^2*p^2 *q*x^2-17886*c^2*g^2*p^2*r*x^2+6564*c^2*g^2*p^2*x^3-6768*c^2*g^2*p*q^2*x^2-\ 26208*c^2*g^2*p*q*r*x^2+13128*c^2*g^2*p*q*x^3-23898*c^2*g^2*p*r^2*x^2+25170*c^2 *g^2*p*r*x^3-1200*c^2*g^2*q^3*x^2-8322*c^2*g^2*q^2*r*x^2+6564*c^2*g^2*q^2*x^3-\ 17052*c^2*g^2*q*r^2*x^2+25170*c^2*g^2*q*r*x^3-10380*c^2*g^2*r^3*x^2+23862*c^2*g ^2*r^2*x^3-3245*c^2*g*p^4*x^2-10300*c^2*g*p^3*q*x^2-17508*c^2*g*p^3*r*x^2+6728* c^2*g*p^3*x^3-11430*c^2*g*p^2*q^2*x^2-40788*c^2*g*p^2*q*r*x^2+20184*c^2*g*p^2*q *x^3-34635*c^2*g*p^2*r^2*x^2+37542*c^2*g*p^2*r*x^3-4940*c^2*g*p*q^3*x^2-29052*c ^2*g*p*q^2*r*x^2+20184*c^2*g*p*q^2*x^3-52866*c^2*g*p*q*r^2*x^2+75084*c^2*g*p*q* r*x^3-29726*c^2*g*p*r^3*x^2+67374*c^2*g*p*r^2*x^3-565*c^2*g*q^4*x^2-5772*c^2*g* q^3*r*x^2+6728*c^2*g*q^3*x^3-18231*c^2*g*q^2*r^2*x^2+37542*c^2*g*q^2*r*x^3-\ 22378*c^2*g*q*r^3*x^2+67374*c^2*g*q*r^2*x^3-9354*c^2*g*r^4*x^2+38060*c^2*g*r^3* x^3-900*c^2*p^5*x^2-3690*c^2*p^4*q*x^2-5982*c^2*p^4*r*x^2+2400*c^2*p^4*x^3-5760 *c^2*p^3*q^2*x^2-19344*c^2*p^3*q*r*x^2+9600*c^2*p^3*q*x^3-15552*c^2*p^3*r^2*x^2 +17322*c^2*p^3*r*x^3-4140*c^2*p^2*q^3*x^2-22140*c^2*p^2*q^2*r*x^2+14400*c^2*p^2 *q^2*x^3-37278*c^2*p^2*q*r^2*x^2+51966*c^2*p^2*q*r*x^3-19764*c^2*p^2*r^3*x^2+ 44694*c^2*p^2*r^2*x^3-1260*c^2*p*q^4*x^2-10176*c^2*p*q^3*r*x^2+9600*c^2*p*q^3*x ^3-27900*c^2*p*q^2*r^2*x^2+51966*c^2*p*q^2*r*x^3-31284*c^2*p*q*r^3*x^2+89388*c^ 2*p*q*r^2*x^3-12300*c^2*p*r^4*x^2+48588*c^2*p*r^3*x^3-90*c^2*q^5*x^2-1398*c^2*q ^4*r*x^2+2400*c^2*q^4*x^3-6174*c^2*q^3*r^2*x^2+17322*c^2*q^3*r*x^3-11520*c^2*q^ 2*r^3*x^2+44694*c^2*q^2*r^2*x^3-9660*c^2*q*r^4*x^2+48588*c^2*q*r^3*x^3-3006*c^2 *r^5*x^2+18816*c^2*r^4*x^3-3*c*g^6*x^2-66*c*g^5*p*x^2-39*c*g^5*q*x^2-93*c*g^5*r *x^2+38*c*g^5*x^3-367*c*g^4*p^2*x^2-510*c*g^4*p*q*x^2-1031*c*g^4*p*r*x^2+334*c* g^4*p*x^3-143*c*g^4*q^2*x^2-661*c*g^4*q*r*x^2+334*c*g^4*q*x^3-717*c*g^4*r^2*x^2 +614*c*g^4*r*x^3-876*c*g^3*p^3*x^2-1980*c*g^3*p^2*q*x^2-3627*c*g^3*p^2*r*x^2+ 1230*c*g^3*p^2*x^3-1332*c*g^3*p*q^2*x^2-5256*c*g^3*p*q*r*x^2+2460*c*g^3*p*q*x^3 -4905*c*g^3*p*r^2*x^2+4731*c*g^3*p*r*x^3-228*c*g^3*q^3*x^2-1629*c*g^3*q^2*r*x^2 +1230*c*g^3*q^2*x^3-3456*c*g^3*q*r^2*x^2+4731*c*g^3*q*r*x^3-2154*c*g^3*r^3*x^2+ 4680*c*g^3*r^2*x^3-1038*c*g^2*p^4*x^2-3288*c*g^2*p^3*q*x^2-5627*c*g^2*p^3*r*x^2 +2048*c*g^2*p^3*x^3-3636*c*g^2*p^2*q^2*x^2-13067*c*g^2*p^2*q*r*x^2+6144*c*g^2*p ^2*q*x^3-11185*c*g^2*p^2*r^2*x^2+11562*c*g^2*p^2*r*x^3-1560*c*g^2*p*q^3*x^2-\ 9253*c*g^2*p*q^2*r*x^2+6144*c*g^2*p*q^2*x^3-17010*c*g^2*p*q*r^2*x^2+23124*c*g^2 *p*q*r*x^3-9641*c*g^2*p*r^3*x^2+21177*c*g^2*p*r^2*x^3-174*c*g^2*q^4*x^2-1813*c* g^2*q^3*r*x^2+2048*c*g^2*q^3*x^3-5825*c*g^2*q^2*r^2*x^2+11562*c*g^2*q^2*r*x^3-\ 7231*c*g^2*q*r^3*x^2+21177*c*g^2*q*r^2*x^3-3045*c*g^2*r^4*x^2+12164*c*g^2*r^3*x ^3-604*c*g*p^5*x^2-2475*c*g*p^4*q*x^2-4021*c*g*p^4*r*x^2+1552*c*g*p^4*x^3-3860* c*g*p^3*q^2*x^2-12992*c*g*p^3*q*r*x^2+6208*c*g*p^3*q*x^3-10470*c*g*p^3*r^2*x^2+ 11315*c*g*p^3*r*x^3-2770*c*g*p^2*q^3*x^2-14850*c*g*p^2*q^2*r*x^2+9312*c*g*p^2*q ^2*x^3-25071*c*g*p^2*q*r^2*x^2+33945*c*g*p^2*q*r*x^3-13324*c*g*p^2*r^3*x^2+ 29487*c*g*p^2*r^2*x^3-840*c*g*p*q^4*x^2-6808*c*g*p*q^3*r*x^2+6208*c*g*p*q^3*x^3 -18732*c*g*p*q^2*r^2*x^2+33945*c*g*p*q^2*r*x^3-21066*c*g*p*q*r^3*x^2+58974*c*g* p*q*r^2*x^3-8302*c*g*p*r^4*x^2+32314*c*g*p*r^3*x^3-59*c*g*q^5*x^2-929*c*g*q^4*r *x^2+1552*c*g*q^4*x^3-4131*c*g*q^3*r^2*x^2+11315*c*g*q^3*r*x^3-7742*c*g*q^2*r^3 *x^2+29487*c*g*q^2*r^2*x^3-6512*c*g*q*r^4*x^2+32314*c*g*q*r^3*x^3-2031*c*g*r^5* x^2+12590*c*g*r^4*x^3-138*c*p^6*x^2-696*c*p^5*q*x^2-1083*c*p^5*r*x^2+438*c*p^5* x^3-1410*c*p^4*q^2*x^2-4509*c*p^4*q*r*x^2+2190*c*p^4*q*x^3-3465*c*p^4*r^2*x^2+ 3870*c*p^4*r*x^3-1440*c*p^3*q^3*x^2-7206*c*p^3*q^2*r*x^2+4380*c*p^3*q^2*x^3-\ 11448*c*p^3*q*r^2*x^2+15480*c*p^3*q*r*x^3-5790*c*p^3*r^3*x^2+12900*c*p^3*r^2*x^ 3-750*c*p^2*q^4*x^2-5394*c*p^2*q^3*r*x^2+4380*c*p^2*q^3*x^3-13554*c*p^2*q^2*r^2 *x^2+23220*c*p^2*q^2*r*x^3-14250*c*p^2*q*r^3*x^2+38700*c*p^2*q*r^2*x^3-5340*c*p ^2*r^4*x^2+20400*c*p^2*r^3*x^3-168*c*p*q^5*x^2-1791*c*p*q^4*r*x^2+2190*c*p*q^4* x^3-6624*c*p*q^3*r^2*x^2+15480*c*p*q^3*r*x^3-11130*c*p*q^2*r^3*x^2+38700*c*p*q^ 2*r^2*x^3-8712*c*p*q*r^4*x^2+40800*c*p*q*r^3*x^3-2583*c*p*r^5*x^2+15390*c*p*r^4 *x^3-6*c*q^6*x^2-177*c*q^5*r*x^2+438*c*q^5*x^3-1053*c*q^4*r^2*x^2+3870*c*q^4*r* x^3-2670*c*q^3*r^3*x^2+12900*c*q^3*r^2*x^3-3372*c*q^2*r^4*x^2+20400*c*q^2*r^3*x ^3-2097*c*q*r^5*x^2+15390*c*q*r^4*x^3-513*c*r^6*x^2+4458*c*r^5*x^3-2*g^6*p*x^2- g^6*q*x^2-3*g^6*r*x^2+2*g^6*x^3-18*g^5*p^2*x^2-24*g^5*p*q*x^2-53*g^5*p*r*x^2+16 *g^5*p*x^3-6*g^5*q^2*x^2-31*g^5*q*r*x^2+16*g^5*q*x^3-39*g^5*r^2*x^2+22*g^5*r*x^ 3-61*g^4*p^3*x^2-136*g^4*p^2*q*x^2-259*g^4*p^2*r*x^2+79*g^4*p^2*x^3-89*g^4*p*q^ 2*x^2-366*g^4*p*q*r*x^2+158*g^4*p*q*x^3-360*g^4*p*r^2*x^2+294*g^4*p*r*x^3-14*g^ 4*q^3*x^2-107*g^4*q^2*r*x^2+79*g^4*q^2*x^3-246*g^4*q*r^2*x^2+294*g^4*q*r*x^3-\ 162*g^4*r^3*x^2+314*g^4*r^2*x^3-104*g^3*p^4*x^2-328*g^3*p^3*q*x^2-570*g^3*p^3*r *x^2+194*g^3*p^3*x^3-360*g^3*p^2*q^2*x^2-1314*g^3*p^2*q*r*x^2+582*g^3*p^2*q*x^3 -1146*g^3*p^2*r^2*x^2+1104*g^3*p^2*r*x^3-152*g^3*p*q^3*x^2-918*g^3*p*q^2*r*x^2+ 582*g^3*p*q^2*x^3-1728*g^3*p*q*r^2*x^2+2208*g^3*p*q*r*x^3-998*g^3*p*r^3*x^2+ 2097*g^3*p*r^2*x^3-16*g^3*q^4*x^2-174*g^3*q^3*r*x^2+194*g^3*q^3*x^3-582*g^3*q^2 *r^2*x^2+1104*g^3*q^2*r*x^3-742*g^3*q*r^3*x^2+2097*g^3*q*r^2*x^3-318*g^3*r^4*x^ 2+1244*g^3*r^3*x^3-96*g^2*p^5*x^2-393*g^2*p^4*q*x^2-641*g^2*p^4*r*x^2+238*g^2*p ^4*x^3-612*g^2*p^3*q^2*x^2-2068*g^2*p^3*q*r*x^2+952*g^2*p^3*q*x^3-1674*g^2*p^3* r^2*x^2+1756*g^2*p^3*r*x^3-438*g^2*p^2*q^3*x^2-2358*g^2*p^2*q^2*r*x^2+1428*g^2* p^2*q^2*x^3-4002*g^2*p^2*q*r^2*x^2+5268*g^2*p^2*q*r*x^3-2136*g^2*p^2*r^3*x^2+ 4656*g^2*p^2*r^2*x^3-132*g^2*p*q^4*x^2-1076*g^2*p*q^3*r*x^2+952*g^2*p*q^3*x^3-\ 2982*g^2*p*q^2*r^2*x^2+5268*g^2*p*q^2*r*x^3-3372*g^2*p*q*r^3*x^2+9312*g^2*p*q*r ^2*x^3-1334*g^2*p*r^4*x^2+5176*g^2*p*r^3*x^3-9*g^2*q^5*x^2-145*g^2*q^4*r*x^2+ 238*g^2*q^4*x^3-654*g^2*q^3*r^2*x^2+1756*g^2*q^3*r*x^3-1236*g^2*q^2*r^3*x^2+ 4656*g^2*q^2*r^2*x^3-1045*g^2*q*r^4*x^2+5176*g^2*q*r^3*x^3-327*g^2*r^5*x^2+2038 *g^2*r^4*x^3-46*g*p^6*x^2-232*g*p^5*q*x^2-361*g*p^5*r*x^2+142*g*p^5*x^3-470*g*p ^4*q^2*x^2-1503*g*p^4*q*r*x^2+710*g*p^4*q*x^3-1155*g*p^4*r^2*x^2+1266*g*p^4*r*x ^3-480*g*p^3*q^3*x^2-2402*g*p^3*q^2*r*x^2+1420*g*p^3*q^2*x^3-3816*g*p^3*q*r^2*x ^2+5064*g*p^3*q*r*x^3-1930*g*p^3*r^3*x^2+4253*g*p^3*r^2*x^3-250*g*p^2*q^4*x^2-\ 1798*g*p^2*q^3*r*x^2+1420*g*p^2*q^3*x^3-4518*g*p^2*q^2*r^2*x^2+7596*g*p^2*q^2*r *x^3-4750*g*p^2*q*r^3*x^2+12759*g*p^2*q*r^2*x^3-1780*g*p^2*r^4*x^2+6766*g*p^2*r ^3*x^3-56*g*p*q^5*x^2-597*g*p*q^4*r*x^2+710*g*p*q^4*x^3-2208*g*p*q^3*r^2*x^2+ 5064*g*p*q^3*r*x^3-3710*g*p*q^2*r^3*x^2+12759*g*p*q^2*r^2*x^3-2904*g*p*q*r^4*x^ 2+13532*g*p*q*r^3*x^3-861*g*p*r^5*x^2+5127*g*p*r^4*x^3-2*g*q^6*x^2-59*g*q^5*r*x ^2+142*g*q^5*x^3-351*g*q^4*r^2*x^2+1266*g*q^4*r*x^3-890*g*q^3*r^3*x^2+4253*g*q^ 3*r^2*x^3-1124*g*q^2*r^4*x^2+6766*g*q^2*r^3*x^3-699*g*q*r^5*x^2+5127*g*q*r^4*x^ 3-171*g*r^6*x^2+1490*g*r^5*x^3-9*p^7*x^2-54*p^6*q*x^2-81*p^6*r*x^2+33*p^6*x^3-\ 135*p^5*q^2*x^2-414*p^5*q*r*x^2+198*p^5*q*x^3-306*p^5*r^2*x^2+342*p^5*r*x^3-180 *p^4*q^3*x^2-855*p^4*q^2*r*x^2+495*p^4*q^2*x^3-1296*p^4*q*r^2*x^2+1710*p^4*q*r* x^3-630*p^4*r^3*x^2+1380*p^4*r^2*x^3-135*p^3*q^4*x^2-900*p^3*q^3*r*x^2+660*p^3* q^3*x^3-2124*p^3*q^2*r^2*x^2+3420*p^3*q^2*r*x^3-2124*p^3*q*r^3*x^2+5520*p^3*q*r ^2*x^3-765*p^3*r^4*x^2+2820*p^3*r^3*x^3-54*p^2*q^5*x^2-495*p^2*q^4*r*x^2+495*p^ 2*q^4*x^3-1656*p^2*q^3*r^2*x^2+3420*p^2*q^3*r*x^3-2592*p^2*q^2*r^3*x^2+8280*p^2 *q^2*r^2*x^3-1926*p^2*q*r^4*x^2+8460*p^2*q*r^3*x^3-549*p^2*r^5*x^2+3105*p^2*r^4 *x^3-9*p*q^6*x^2-126*p*q^5*r*x^2+198*p*q^5*x^3-594*p*q^4*r^2*x^2+1710*p*q^4*r*x ^3-1332*p*q^3*r^3*x^2+5520*p*q^3*r^2*x^3-1557*p*q^2*r^4*x^2+8460*p*q^2*r^3*x^3-\ 918*p*q*r^5*x^2+6210*p*q*r^4*x^3-216*p*r^6*x^2+1758*p*r^5*x^3-9*q^6*r*x^2+33*q^ 6*x^3-72*q^5*r^2*x^2+342*q^5*r*x^3-234*q^4*r^3*x^2+1380*q^4*r^2*x^3-396*q^3*r^4 *x^2+2820*q^3*r^3*x^3-369*q^2*r^5*x^2+3105*q^2*r^4*x^3-180*q*r^6*x^2+1758*q*r^5 *x^3-36*r^7*x^2+402*r^6*x^3+16*a^6*c*x+24*a^6*p*x+8*a^6*q*x+32*a^6*r*x-32*a^6*x ^2+96*a^5*b*c*x+112*a^5*b*p*x+32*a^5*b*q*x+144*a^5*b*r*x-176*a^5*b*x^2+224*a^5* c^2*x+72*a^5*c*g*x+400*a^5*c*p*x+160*a^5*c*q*x+456*a^5*c*r*x-512*a^5*c*x^2+92*a ^5*g*p*x+28*a^5*g*q*x+120*a^5*g*r*x-136*a^5*g*x^2+144*a^5*p^2*x+144*a^5*p*q*x+ 360*a^5*p*r*x-272*a^5*p*x^2+24*a^5*q^2*x+156*a^5*q*r*x-184*a^5*q*x^2+216*a^5*r^ 2*x-296*a^5*r*x^2-16*a^5*x^3+224*a^4*b^2*c*x+208*a^4*b^2*p*x+48*a^4*b^2*q*x+256 *a^4*b^2*r*x-400*a^4*b^2*x^2+1024*a^4*b*c^2*x+336*a^4*b*c*g*x+1648*a^4*b*c*p*x+ 608*a^4*b*c*q*x+1880*a^4*b*c*r*x-2160*a^4*b*c*x^2+352*a^4*b*g*p*x+88*a^4*b*g*q* x+440*a^4*b*g*r*x-624*a^4*b*g*x^2+576*a^4*b*p^2*x+528*a^4*b*p*q*x+1428*a^4*b*p* r*x-1168*a^4*b*p*x^2+72*a^4*b*q^2*x+552*a^4*b*q*r*x-728*a^4*b*q*x^2+852*a^4*b*r ^2*x-1236*a^4*b*r*x^2-80*a^4*b*x^3+1136*a^4*c^3*x+768*a^4*c^2*g*x+2600*a^4*c^2* p*x+1096*a^4*c^2*q*x+2872*a^4*c^2*r*x-3136*a^4*c^2*x^2+124*a^4*c*g^2*x+1304*a^4 *c*g*p*x+488*a^4*c*g*q*x+1484*a^4*c*g*r*x-1664*a^4*c*g*x^2+1700*a^4*c*p^2*x+ 1752*a^4*c*p*q*x+4020*a^4*c*p*r*x-3988*a^4*c*p*x^2+316*a^4*c*q^2*x+1844*a^4*c*q *r*x-2336*a^4*c*q*x^2+2320*a^4*c*r^2*x-5092*a^4*c*r*x^2-1788*a^4*c*x^3+142*a^4* g^2*p*x+38*a^4*g^2*q*x+180*a^4*g^2*r*x-236*a^4*g^2*x^2+464*a^4*g*p^2*x+440*a^4* g*p*q*x+1156*a^4*g*p*r*x-904*a^4*g*p*x^2+64*a^4*g*q^2*x+464*a^4*g*q*r*x-576*a^4 *g*q*x^2+692*a^4*g*r^2*x-960*a^4*g*r*x^2-48*a^4*g*x^3+330*a^4*p^3*x+578*a^4*p^2 *q*x+1196*a^4*p^2*r*x-1186*a^4*p^2*x^2+274*a^4*p*q^2*x+1316*a^4*p*q*r*x-1618*a^ 4*p*q*x^2+1402*a^4*p*r^2*x-3496*a^4*p*r*x^2-798*a^4*p*x^3+26*a^4*q^3*x+264*a^4* q^2*r*x-432*a^4*q^2*x^2+738*a^4*q*r^2*x-1992*a^4*q*r*x^2-798*a^4*q*x^3+536*a^4* r^3*x-2724*a^4*r^2*x^2-1290*a^4*r*x^3+256*a^3*b^3*c*x+192*a^3*b^3*p*x+32*a^3*b^ 3*q*x+224*a^3*b^3*r*x-480*a^3*b^3*x^2+1792*a^3*b^2*c^2*x+592*a^3*b^2*c*g*x+2624 *a^3*b^2*c*p*x+864*a^3*b^2*c*q*x+3008*a^3*b^2*c*r*x-3520*a^3*b^2*c*x^2+512*a^3* b^2*g*p*x+96*a^3*b^2*g*q*x+608*a^3*b^2*g*r*x-1136*a^3*b^2*g*x^2+888*a^3*b^2*p^2 *x+720*a^3*b^2*p*q*x+2184*a^3*b^2*p*r*x-1952*a^3*b^2*p*x^2+72*a^3*b^2*q^2*x+720 *a^3*b^2*q*r*x-1072*a^3*b^2*q*x^2+1296*a^3*b^2*r^2*x-1984*a^3*b^2*r*x^2-160*a^3 *b^2*x^3+4000*a^3*b*c^3*x+2720*a^3*b*c^2*g*x+8624*a^3*b*c^2*p*x+3376*a^3*b*c^2* q*x+9648*a^3*b*c^2*r*x-10568*a^3*b*c^2*x^2+440*a^3*b*c*g^2*x+4240*a^3*b*c*g*p*x +1432*a^3*b*c*g*q*x+4824*a^3*b*c*g*r*x-5656*a^3*b*c*g*x^2+5520*a^3*b*c*p^2*x+ 5280*a^3*b*c*p*q*x+13048*a^3*b*c*p*r*x-13684*a^3*b*c*p*x^2+816*a^3*b*c*q^2*x+ 5512*a^3*b*c*q*r*x-7076*a^3*b*c*q*x^2+7528*a^3*b*c*r^2*x-17684*a^3*b*c*r*x^2-\ 7152*a^3*b*c*x^3+428*a^3*b*g^2*p*x+88*a^3*b*g^2*q*x+516*a^3*b*g^2*r*x-868*a^3*b *g^2*x^2+1468*a^3*b*g*p^2*x+1256*a^3*b*g*p*q*x+3624*a^3*b*g*p*r*x-3120*a^3*b*g* p*x^2+140*a^3*b*g*q^2*x+1272*a^3*b*g*q*r*x-1808*a^3*b*g*q*x^2+2156*a^3*b*g*r^2* x-3228*a^3*b*g*r*x^2-192*a^3*b*g*x^3+1072*a^3*b*p^3*x+1764*a^3*b*p^2*q*x+3880*a ^3*b*p^2*r*x-4092*a^3*b*p^2*x^2+744*a^3*b*p*q^2*x+3992*a^3*b*p*q*r*x-5168*a^3*b *p*q*x^2+4544*a^3*b*p*r^2*x-12114*a^3*b*p*r*x^2-3192*a^3*b*p*x^3+52*a^3*b*q^3*x +688*a^3*b*q^2*r*x-1076*a^3*b*q^2*x^2+2228*a^3*b*q*r^2*x-6098*a^3*b*q*r*x^2-\ 3192*a^3*b*q*x^3+1736*a^3*b*r^3*x-9378*a^3*b*r^2*x^2-5160*a^3*b*r*x^3+2800*a^3* c^4*x+2976*a^3*c^3*g*x+8016*a^3*c^3*p*x+3376*a^3*c^3*q*x+8832*a^3*c^3*r*x-10232 *a^3*c^3*x^2+1000*a^3*c^2*g^2*x+6676*a^3*c^2*g*p*x+2644*a^3*c^2*g*q*x+7396*a^3* c^2*g*r*x-8056*a^3*c^2*g*x^2+7548*a^3*c^2*p^2*x+7736*a^3*c^2*p*q*x+17512*a^3*c^ 2*p*r*x-20160*a^3*c^2*p*x^2+1388*a^3*c^2*q^2*x+8112*a^3*c^2*q*r*x-11108*a^3*c^2 *q*x^2+9964*a^3*c^2*r^2*x-27232*a^3*c^2*r*x^2-10668*a^3*c^2*x^3+106*a^3*c*g^3*x +1644*a^3*c*g^2*p*x+564*a^3*c*g^2*q*x+1862*a^3*c*g^2*r*x-2148*a^3*c*g^2*x^2+ 4340*a^3*c*g*p^2*x+4264*a^3*c*g*p*q*x+10260*a^3*c*g*p*r*x-10454*a^3*c*g*p*x^2+ 688*a^3*c*g*q^2*x+4434*a^3*c*g*q*r*x-5688*a^3*c*g*q*x^2+5920*a^3*c*g*r^2*x-\ 13410*a^3*c*g*r*x^2-4954*a^3*c*g*x^3+2868*a^3*c*p^3*x+5000*a^3*c*p^2*q*x+10162* a^3*c*p^2*r*x-11900*a^3*c*p^2*x^2+2356*a^3*c*p*q^2*x+11208*a^3*c*p*q*r*x-15704* a^3*c*p*q*x^2+11720*a^3*c*p*r^2*x-34916*a^3*c*p*r*x^2-8832*a^3*c*p*x^3+224*a^3* c*q^3*x+2294*a^3*c*q^2*r*x-3804*a^3*c*q^2*x^2+6208*a^3*c*q*r^2*x-20226*a^3*c*q* r*x^2-8832*a^3*c*q*x^3+4426*a^3*c*r^3*x-25962*a^3*c*r^2*x^2-9700*a^3*c*r*x^3+ 113*a^3*g^3*p*x+25*a^3*g^3*q*x+138*a^3*g^3*r*x-214*a^3*g^3*x^2+580*a^3*g^2*p^2* x+516*a^3*g^2*p*q*x+1438*a^3*g^2*p*r*x-1188*a^3*g^2*p*x^2+62*a^3*g^2*q^2*x+527* a^3*g^2*q*r*x-710*a^3*g^2*q*x^2+858*a^3*g^2*r^2*x-1238*a^3*g^2*r*x^2-52*a^3*g^2 *x^3+845*a^3*g*p^3*x+1427*a^3*g*p^2*q*x+3064*a^3*g*p^2*r*x-3127*a^3*g*p^2*x^2+ 631*a^3*g*p*q^2*x+3234*a^3*g*p*q*r*x-4085*a^3*g*p*q*x^2+3593*a^3*g*p*r^2*x-9240 *a^3*g*p*r*x^2-2207*a^3*g*p*x^3+49*a^3*g*q^3*x+590*a^3*g*q^2*r*x-958*a^3*g*q^2* x^2+1807*a^3*g*q*r^2*x-4926*a^3*g*q*r*x^2-2207*a^3*g*q*x^3+1374*a^3*g*r^3*x-\ 7196*a^3*g*r^2*x^2-3563*a^3*g*r*x^3+378*a^3*p^4*x+960*a^3*p^3*q*x+1788*a^3*p^3* r*x-2193*a^3*p^3*x^2+798*a^3*p^2*q^2*x+3297*a^3*p^2*q*r*x-4780*a^3*p^2*q*x^2+ 3096*a^3*p^2*r^2*x-9899*a^3*p^2*r*x^2-1787*a^3*p^2*x^3+228*a^3*p*q^3*x+1710*a^3 *p*q^2*r*x-2981*a^3*p*q^2*x^2+3714*a^3*p*q*r^2*x-13533*a^3*p*q*r*x^2-3574*a^3*p *q*x^3+2340*a^3*p*r^3*x-14638*a^3*p*r^2*x^2-3300*a^3*p*r*x^3+12*a^3*q^4*x+201*a ^3*q^3*r*x-394*a^3*q^3*x^2+912*a^3*q^2*r^2*x-3634*a^3*q^2*r*x^2-1787*a^3*q^2*x^ 3+1377*a^3*q*r^3*x-9686*a^3*q*r^2*x^2-3300*a^3*q*r*x^3+654*a^3*r^4*x-6932*a^3*r ^3*x^2+215*a^3*r^2*x^3+144*a^2*b^4*c*x+88*a^2*b^4*p*x+8*a^2*b^4*q*x+96*a^2*b^4* r*x-320*a^2*b^4*x^2+1472*a^2*b^3*c^2*x+480*a^2*b^3*c*g*x+1984*a^2*b^3*c*p*x+544 *a^2*b^3*c*q*x+2304*a^2*b^3*c*r*x-2720*a^2*b^3*c*x^2+344*a^2*b^3*g*p*x+40*a^2*b ^3*g*q*x+384*a^2*b^3*g*r*x-1024*a^2*b^3*g*x^2+648*a^2*b^3*p^2*x+432*a^2*b^3*p*q *x+1584*a^2*b^3*p*r*x-1568*a^2*b^3*p*x^2+24*a^2*b^3*q^2*x+408*a^2*b^3*q*r*x-688 *a^2*b^3*q*x^2+936*a^2*b^3*r^2*x-1496*a^2*b^3*r*x^2-160*a^2*b^3*x^3+5088*a^2*b^ 2*c^3*x+3464*a^2*b^2*c^2*g*x+10368*a^2*b^2*c^2*p*x+3648*a^2*b^2*c^2*q*x+11824*a ^2*b^2*c^2*r*x-12888*a^2*b^2*c^2*x^2+556*a^2*b^2*c*g^2*x+4980*a^2*b^2*c*g*p*x+ 1452*a^2*b^2*c*g*q*x+5696*a^2*b^2*c*g*r*x-6984*a^2*b^2*c*g*x^2+6492*a^2*b^2*c*p ^2*x+5592*a^2*b^2*c*p*q*x+15392*a^2*b^2*c*p*r*x-17124*a^2*b^2*c*p*x^2+684*a^2*b ^2*c*q^2*x+5840*a^2*b^2*c*q*r*x-7212*a^2*b^2*c*q*x^2+8900*a^2*b^2*c*r^2*x-22500 *a^2*b^2*c*r*x^2-10728*a^2*b^2*c*x^3+458*a^2*b^2*g^2*p*x+62*a^2*b^2*g^2*q*x+520 *a^2*b^2*g^2*r*x-1188*a^2*b^2*g^2*x^2+1672*a^2*b^2*g*p^2*x+1232*a^2*b^2*g*p*q*x +4092*a^2*b^2*g*p*r*x-3936*a^2*b^2*g*p*x^2+88*a^2*b^2*g*q^2*x+1188*a^2*b^2*g*q* r*x-1968*a^2*b^2*g*q*x^2+2420*a^2*b^2*g*r^2*x-3924*a^2*b^2*g*r*x^2-288*a^2*b^2* g*x^3+1262*a^2*b^2*p^3*x+1902*a^2*b^2*p^2*q*x+4568*a^2*b^2*p^2*r*x-5160*a^2*b^2 *p^2*x^2+666*a^2*b^2*p*q^2*x+4288*a^2*b^2*p*q*r*x-5796*a^2*b^2*p*q*x^2+5350*a^2 *b^2*p*r^2*x-15366*a^2*b^2*p*r*x^2-4788*a^2*b^2*p*x^3+26*a^2*b^2*q^3*x+584*a^2* b^2*q^2*r*x-636*a^2*b^2*q^2*x^2+2386*a^2*b^2*q*r^2*x-6342*a^2*b^2*q*r*x^2-4788* a^2*b^2*q*x^3+2044*a^2*b^2*r^3*x-11790*a^2*b^2*r^2*x^2-7740*a^2*b^2*r*x^3+7280* a^2*b*c^4*x+7728*a^2*b*c^3*g*x+19920*a^2*b*c^3*p*x+7792*a^2*b*c^3*q*x+22336*a^2 *b*c^3*r*x-26312*a^2*b*c^3*x^2+2588*a^2*b*c^2*g^2*x+16444*a^2*b*c^2*g*p*x+5956* a^2*b*c^2*g*q*x+18484*a^2*b*c^2*g*r*x-20608*a^2*b*c^2*g*x^2+18436*a^2*b*c^2*p^2 *x+17560*a^2*b*c^2*p*q*x+42928*a^2*b*c^2*p*r*x-52228*a^2*b*c^2*p*x^2+2724*a^2*b *c^2*q^2*x+18552*a^2*b*c^2*q*r*x-25072*a^2*b*c^2*q*x^2+24492*a^2*b*c^2*r^2*x-\ 72148*a^2*b*c^2*r*x^2-32004*a^2*b*c^2*x^3+272*a^2*b*c*g^3*x+3958*a^2*b*c*g^2*p* x+1190*a^2*b*c*g^2*q*x+4478*a^2*b*c*g^2*r*x-5544*a^2*b*c*g^2*x^2+10478*a^2*b*c* g*p^2*x+9444*a^2*b*c*g*p*q*x+24782*a^2*b*c*g*p*r*x-27034*a^2*b*c*g*p*x^2+1258*a ^2*b*c*g*q^2*x+9784*a^2*b*c*g*q*r*x-12736*a^2*b*c*g*q*x^2+14304*a^2*b*c*g*r^2*x -35196*a^2*b*c*g*r*x^2-14862*a^2*b*c*g*x^3+6996*a^2*b*c*p^3*x+11456*a^2*b*c*p^2 *q*x+24806*a^2*b*c*p^2*r*x-30946*a^2*b*c*p^2*x^2+4804*a^2*b*c*p*q^2*x+25688*a^2 *b*c*p*q*r*x-37604*a^2*b*c*p*q*x^2+28624*a^2*b*c*p*r^2*x-91870*a^2*b*c*p*r*x^2-\ 26496*a^2*b*c*p*x^3+344*a^2*b*c*q^3*x+4626*a^2*b*c*q^2*r*x-6658*a^2*b*c*q^2*x^2 +14232*a^2*b*c*q*r^2*x-47800*a^2*b*c*q*r*x^2-26496*a^2*b*c*q*x^3+10814*a^2*b*c* r^3*x-67986*a^2*b*c*r^2*x^2-29100*a^2*b*c*r*x^3+252*a^2*b*g^3*p*x+38*a^2*b*g^3* q*x+290*a^2*b*g^3*r*x-592*a^2*b*g^3*x^2+1362*a^2*b*g^2*p^2*x+1072*a^2*b*g^2*p*q *x+3343*a^2*b*g^2*p*r*x-3100*a^2*b*g^2*p*x^2+88*a^2*b*g^2*q^2*x+1046*a^2*b*g^2* q*r*x-1666*a^2*b*g^2*q*x^2+1981*a^2*b*g^2*r^2*x-3161*a^2*b*g^2*r*x^2-156*a^2*b* g^2*x^3+2040*a^2*b*g*p^3*x+3206*a^2*b*g*p^2*q*x+7388*a^2*b*g*p^2*r*x-8101*a^2*b *g*p^2*x^2+1228*a^2*b*g*p*q^2*x+7226*a^2*b*g*p*q*r*x-9695*a^2*b*g*p*q*x^2+8656* a^2*b*g*p*r^2*x-24033*a^2*b*g*p*r*x^2-6621*a^2*b*g*p*x^3+62*a^2*b*g*q^3*x+1098* a^2*b*g*q^2*r*x-1594*a^2*b*g*q^2*x^2+4020*a^2*b*g*q*r^2*x-11091*a^2*b*g*q*r*x^2 -6621*a^2*b*g*q*x^3+3308*a^2*b*g*r^3*x-18515*a^2*b*g*r^2*x^2-10689*a^2*b*g*r*x^ 3+930*a^2*b*p^4*x+2244*a^2*b*p^3*q*x+4407*a^2*b*p^3*r*x-5723*a^2*b*p^3*x^2+1710 *a^2*b*p^2*q^2*x+7716*a^2*b*p^2*q*r*x-11772*a^2*b*p^2*q*x^2+7641*a^2*b*p^2*r^2* x-26061*a^2*b*p^2*r*x^2-5361*a^2*b*p^2*x^3+408*a^2*b*p*q^3*x+3651*a^2*b*p*q^2*r *x-6375*a^2*b*p*q^2*x^2+8700*a^2*b*p*q*r^2*x-33327*a^2*b*p*q*r*x^2-10722*a^2*b* p*q*x^3+5781*a^2*b*p*r^3*x-38484*a^2*b*p*r^2*x^2-9900*a^2*b*p*r*x^3+12*a^2*b*q^ 4*x+342*a^2*b*q^3*r*x-326*a^2*b*q^3*x^2+1941*a^2*b*q^2*r^2*x-7266*a^2*b*q^2*r*x ^2-5361*a^2*b*q^2*x^3+3228*a^2*b*q*r^3*x-23628*a^2*b*q*r^2*x^2-9900*a^2*b*q*r*x ^3+1617*a^2*b*r^4*x-18146*a^2*b*r^3*x^2+645*a^2*b*r^2*x^3+3648*a^2*c^5*x+5360*a ^2*c^4*g*x+12608*a^2*c^4*p*x+5216*a^2*c^4*q*x+13968*a^2*c^4*r*x-17872*a^2*c^4*x ^2+2816*a^2*c^3*g^2*x+15172*a^2*c^3*g*p*x+6028*a^2*c^3*g*q*x+16808*a^2*c^3*g*r* x-19760*a^2*c^3*g*x^2+15508*a^2*c^3*p^2*x+15576*a^2*c^3*p*q*x+35768*a^2*c^3*p*r *x-46412*a^2*c^3*p*x^2+2708*a^2*c^3*q^2*x+16440*a^2*c^3*q*r*x-24612*a^2*c^3*q*x ^2+20260*a^2*c^3*r^2*x-64420*a^2*c^3*r*x^2-24200*a^2*c^3*x^3+620*a^2*c^2*g^3*x+ 6242*a^2*c^2*g^2*p*x+2290*a^2*c^2*g^2*q*x+6934*a^2*c^2*g^2*r*x-7752*a^2*c^2*g^2 *x^2+14232*a^2*c^2*g*p^2*x+13944*a^2*c^2*g*p*q*x+33058*a^2*c^2*g*p*r*x-39328*a^ 2*c^2*g*p*x^2+2264*a^2*c^2*g*q^2*x+14596*a^2*c^2*g*q*r*x-20132*a^2*c^2*g*q*x^2+ 18826*a^2*c^2*g*r^2*x-53792*a^2*c^2*g*r*x^2-22072*a^2*c^2*g*x^3+8754*a^2*c^2*p^ 3*x+14982*a^2*c^2*p^2*q*x+30746*a^2*c^2*p^2*r*x-40522*a^2*c^2*p^2*x^2+6846*a^2* c^2*p*q^2*x+33424*a^2*c^2*p*q*r*x-52124*a^2*c^2*p*q*x^2+35230*a^2*c^2*p*r^2*x-\ 118792*a^2*c^2*p*r*x^2-29344*a^2*c^2*p*x^3+618*a^2*c^2*q^3*x+6758*a^2*c^2*q^2*r *x-11602*a^2*c^2*q^2*x^2+18442*a^2*c^2*q*r^2*x-68686*a^2*c^2*q*r*x^2-29344*a^2* c^2*q*x^3+13238*a^2*c^2*r^3*x-86088*a^2*c^2*r^2*x^2-24960*a^2*c^2*r*x^3+48*a^2* c*g^4*x+1002*a^2*c*g^3*p*x+306*a^2*c*g^3*q*x+1125*a^2*c*g^3*r*x-1384*a^2*c*g^3* x^2+4041*a^2*c*g^2*p^2*x+3758*a^2*c*g^2*p*q*x+9549*a^2*c*g^2*p*r*x-10178*a^2*c* g^2*p*x^2+525*a^2*c*g^2*q^2*x+3866*a^2*c*g^2*q*r*x-5128*a^2*c*g^2*q*x^2+5508*a^ 2*c*g^2*r^2*x-13154*a^2*c*g^2*r*x^2-5042*a^2*c*g^2*x^3+5413*a^2*c*g*p^3*x+9109* a^2*c*g*p^2*q*x+19195*a^2*c*g*p^2*r*x-23296*a^2*c*g*p^2*x^2+4017*a^2*c*g*p*q^2* x+20392*a^2*c*g*p*q*r*x-29458*a^2*c*g*p*q*x^2+22151*a^2*c*g*p*r^2*x-68824*a^2*c *g*p*r*x^2-18226*a^2*c*g*p*x^3+321*a^2*c*g*q^3*x+3865*a^2*c*g*q^2*r*x-6162*a^2* c*g*q^2*x^2+11283*a^2*c*g*q*r^2*x-37761*a^2*c*g*q*r*x^2-18226*a^2*c*g*q*x^3+ 8369*a^2*c*g*r^3*x-51093*a^2*c*g*r^2*x^2-19806*a^2*c*g*r*x^3+2310*a^2*c*p^4*x+ 5772*a^2*c*p^3*q*x+10839*a^2*c*p^3*r*x-14708*a^2*c*p^3*x^2+4674*a^2*c*p^2*q^2*x +19707*a^2*c*p^2*q*r*x-31446*a^2*c*p^2*q*x^2+18657*a^2*c*p^2*r^2*x-65666*a^2*c* p^2*r*x^2-11570*a^2*c*p^2*x^3+1272*a^2*c*p*q^3*x+10017*a^2*c*p*q^2*r*x-18768*a^ 2*c*p*q^2*x^2+22098*a^2*c*p*q*r^2*x-88906*a^2*c*p*q*r*x^2-23140*a^2*c*p*q*x^3+ 14037*a^2*c*p*r^3*x-94942*a^2*c*p*r^2*x^2-15396*a^2*c*p*r*x^3+60*a^2*c*q^4*x+ 1149*a^2*c*q^3*r*x-2030*a^2*c*q^3*x^2+5343*a^2*c*q^2*r^2*x-23240*a^2*c*q^2*r*x^ 2-11570*a^2*c*q^2*x^3+8163*a^2*c*q*r^3*x-62116*a^2*c*q*r^2*x^2-15396*a^2*c*q*r* x^3+3909*a^2*c*r^4*x-43984*a^2*c*r^3*x^2+6794*a^2*c*r^2*x^3+49*a^2*g^4*p*x+8*a^ 2*g^4*q*x+57*a^2*g^4*r*x-107*a^2*g^4*x^2+352*a^2*g^3*p^2*x+290*a^2*g^3*p*q*x+ 867*a^2*g^3*p*r*x-774*a^2*g^3*p*x^2+26*a^2*g^3*q^2*x+285*a^2*g^3*q*r*x-434*a^2* g^3*q*x^2+515*a^2*g^3*r^2*x-798*a^2*g^3*r*x^2-24*a^2*g^3*x^3+788*a^2*g^2*p^3*x+ 1277*a^2*g^2*p^2*q*x+2857*a^2*g^2*p^2*r*x-3051*a^2*g^2*p^2*x^2+519*a^2*g^2*p*q^ 2*x+2880*a^2*g^2*p*q*r*x-3810*a^2*g^2*p*q*x^2+3350*a^2*g^2*p*r^2*x-9036*a^2*g^2 *p*r*x^2-2240*a^2*g^2*p*x^3+30*a^2*g^2*q^3*x+469*a^2*g^2*q^2*r*x-759*a^2*g^2*q^ 2*x^2+1603*a^2*g^2*q*r^2*x-4489*a^2*g^2*q*r*x^2-2240*a^2*g^2*q*x^3+1281*a^2*g^2 *r^3*x-7007*a^2*g^2*r^2*x^2-3615*a^2*g^2*r*x^3+716*a^2*g*p^4*x+1768*a^2*g*p^3*q *x+3393*a^2*g*p^3*r*x-4300*a^2*g*p^3*x^2+1402*a^2*g*p^2*q^2*x+6075*a^2*g*p^2*q* r*x-9101*a^2*g*p^2*q*x^2+5883*a^2*g*p^2*r^2*x-19518*a^2*g*p^2*r*x^2-3676*a^2*g* p^2*x^3+364*a^2*g*p*q^3*x+2993*a^2*g*p*q^2*r*x-5302*a^2*g*p*q^2*x^2+6846*a^2*g* p*q*r^2*x-25796*a^2*g*p*q*r*x^2-7352*a^2*g*p*q*x^3+4451*a^2*g*p*r^3*x-28883*a^2 *g*p*r^2*x^2-6708*a^2*g*p*r*x^3+14*a^2*g*q^4*x+311*a^2*g*q^3*r*x-501*a^2*g*q^3* x^2+1591*a^2*g*q^2*r^2*x-6278*a^2*g*q^2*r*x^2-3676*a^2*g*q^2*x^3+2539*a^2*g*q*r ^3*x-18371*a^2*g*q*r^2*x^2-6708*a^2*g*q*r*x^3+1245*a^2*g*r^4*x-13665*a^2*g*r^3* x^2+511*a^2*g*r^2*x^3+231*a^2*p^5*x+773*a^2*p^4*q*x+1346*a^2*p^4*r*x-1908*a^2*p ^4*x^2+935*a^2*p^3*q^2*x+3532*a^2*p^3*q*r*x-5798*a^2*p^3*q*x^2+3074*a^2*p^3*r^2 *x-11306*a^2*p^3*r*x^2-1474*a^2*p^3*x^3+477*a^2*p^2*q^3*x+3096*a^2*p^2*q^2*r*x-\ 5946*a^2*p^2*q^2*x^2+5958*a^2*p^2*q*r^2*x-25050*a^2*p^2*q*r*x^2-4422*a^2*p^2*q* x^3+3456*a^2*p^2*r^3*x-24210*a^2*p^2*r^2*x^2-1848*a^2*p^2*r*x^3+86*a^2*p*q^4*x+ 980*a^2*p*q^3*r*x-2130*a^2*p*q^3*x^2+3387*a^2*p*q^2*r^2*x-16182*a^2*p*q^2*r*x^2 -4422*a^2*p*q^2*x^3+4412*a^2*p*q*r^3*x-35061*a^2*p*q*r^2*x^2-3696*a^2*p*q*r*x^3 +1919*a^2*p*r^4*x-22134*a^2*p*r^3*x^2+5232*a^2*p*r^2*x^3+2*a^2*q^5*x+70*a^2*q^4 *r*x-74*a^2*q^4*x^2+503*a^2*q^3*r^2*x-2438*a^2*q^3*r*x^2-1474*a^2*q^3*x^3+1226* a^2*q^2*r^3*x-10851*a^2*q^2*r^2*x^2-1848*a^2*q^2*r*x^3+1213*a^2*q*r^4*x-15809*a ^2*q*r^3*x^2+5232*a^2*q*r^2*x^3+422*a^2*r^5*x-7322*a^2*r^4*x^2+6452*a^2*r^3*x^3 +32*a*b^5*c*x+16*a*b^5*p*x+16*a*b^5*r*x-112*a*b^5*x^2+544*a*b^4*c^2*x+168*a*b^4 *c*g*x+688*a*b^4*c*p*x+128*a*b^4*c*q*x+824*a*b^4*c*r*x-960*a*b^4*c*x^2+100*a*b^ 4*g*p*x+4*a*b^4*g*q*x+104*a*b^4*g*r*x-456*a*b^4*g*x^2+216*a*b^4*p^2*x+96*a*b^4* p*q*x+528*a*b^4*p*r*x-592*a*b^4*p*x^2+84*a*b^4*q*r*x-152*a*b^4*q*x^2+312*a*b^4* r^2*x-504*a*b^4*r*x^2-80*a*b^4*x^3+2720*a*b^3*c^3*x+1840*a*b^3*c^2*g*x+5264*a*b ^3*c^2*p*x+1552*a*b^3*c^2*q*x+6192*a*b^3*c^2*r*x-6616*a*b^3*c^2*x^2+288*a*b^3*c *g^2*x+2456*a*b^3*c*g*p*x+560*a*b^3*c*g*q*x+2856*a*b^3*c*g*r*x-3656*a*b^3*c*g*x ^2+3224*a*b^3*c*p^2*x+2352*a*b^3*c*p*q*x+7720*a*b^3*c*p*r*x-9148*a*b^3*c*p*x^2+ 184*a*b^3*c*q^2*x+2520*a*b^3*c*q*r*x-2540*a*b^3*c*q*x^2+4496*a*b^3*c*r^2*x-\ 12316*a*b^3*c*r*x^2-7152*a*b^3*c*x^3+200*a*b^3*g^2*p*x+12*a*b^3*g^2*q*x+212*a*b ^3*g^2*r*x-716*a*b^3*g^2*x^2+796*a*b^3*g*p^2*x+456*a*b^3*g*p*q*x+1936*a*b^3*g*p *r*x-2128*a*b^3*g*p*x^2+12*a*b^3*g*q^2*x+416*a*b^3*g*q*r*x-816*a*b^3*g*q*x^2+ 1140*a*b^3*g*r^2*x-2004*a*b^3*g*r*x^2-192*a*b^3*g*x^3+628*a*b^3*p^3*x+824*a*b^3 *p^2*q*x+2280*a*b^3*p^2*r*x-2788*a*b^3*p^2*x^2+196*a*b^3*p*q^2*x+1864*a*b^3*p*q *r*x-2560*a*b^3*p*q*x^2+2676*a*b^3*p*r^2*x-8374*a*b^3*p*r*x^2-3192*a*b^3*p*x^3+ 160*a*b^3*q^2*r*x+228*a*b^3*q^2*x^2+1040*a*b^3*q*r^2*x-2358*a*b^3*q*r*x^2-3192* a*b^3*q*x^3+1024*a*b^3*r^3*x-6342*a*b^3*r^2*x^2-5160*a*b^3*r*x^3+6080*a*b^2*c^4 *x+6448*a*b^2*c^3*g*x+15920*a*b^2*c^3*p*x+5584*a*b^2*c^3*q*x+18304*a*b^2*c^3*r* x-21928*a*b^2*c^3*x^2+2148*a*b^2*c^2*g^2*x+13016*a*b^2*c^2*g*p*x+4136*a*b^2*c^2 *g*q*x+14964*a*b^2*c^2*g*r*x-17048*a*b^2*c^2*g*x^2+14480*a*b^2*c^2*p^2*x+12416* a*b^2*c^2*p*q*x+33992*a*b^2*c^2*p*r*x-43976*a*b^2*c^2*p*x^2+1536*a*b^2*c^2*q^2* x+13440*a*b^2*c^2*q*r*x-16820*a*b^2*c^2*q*x^2+19512*a*b^2*c^2*r^2*x-62600*a*b^2 *c^2*r*x^2-32004*a*b^2*c^2*x^3+222*a*b^2*c*g^3*x+3054*a*b^2*c*g^2*p*x+758*a*b^2 *c*g^2*q*x+3478*a*b^2*c*g^2*r*x-4644*a*b^2*c*g^2*x^2+8118*a*b^2*c*g*p^2*x+6460* a*b^2*c*g*p*q*x+19288*a*b^2*c*g*p*r*x-22706*a*b^2*c*g*p*x^2+634*a*b^2*c*g*q^2*x +6770*a*b^2*c*g*q*r*x-8408*a*b^2*c*g*q*x^2+11170*a*b^2*c*g*r^2*x-30162*a*b^2*c* g*r*x^2-14862*a*b^2*c*g*x^3+5492*a*b^2*c*p^3*x+8224*a*b^2*c*p^2*q*x+19534*a*b^2 *c*p^2*r*x-26192*a*b^2*c*p^2*x^2+2852*a*b^2*c*p*q^2*x+18568*a*b^2*c*p*q*r*x-\ 28096*a*b^2*c*p*q*x^2+22592*a*b^2*c*p*r^2*x-78992*a*b^2*c*p*r*x^2-26496*a*b^2*c *p*x^3+120*a*b^2*c*q^3*x+2778*a*b^2*c*q^2*r*x-1904*a*b^2*c*q^2*x^2+10344*a*b^2* c*q*r^2*x-34922*a*b^2*c*q*r*x^2-26496*a*b^2*c*q*x^3+8550*a*b^2*c*r^3*x-58086*a* b^2*c*r^2*x^2-29100*a*b^2*c*r*x^3+177*a*b^2*g^3*p*x+13*a*b^2*g^3*q*x+190*a*b^2* g^3*r*x-542*a*b^2*g^3*x^2+1020*a*b^2*g^2*p^2*x+668*a*b^2*g^2*p*q*x+2480*a*b^2*g ^2*p*r*x-2636*a*b^2*g^2*p*x^2+26*a*b^2*g^2*q^2*x+619*a*b^2*g^2*q*r*x-1202*a*b^2 *g^2*q*x^2+1460*a*b^2*g^2*r^2*x-2608*a*b^2*g^2*r*x^2-156*a*b^2*g^2*x^3+1581*a*b ^2*g*p^3*x+2239*a*b^2*g*p^2*q*x+5728*a*b^2*g*p^2*r*x-6821*a*b^2*g*p^2*x^2+671*a *b^2*g*p*q^2*x+5038*a*b^2*g*p*q*r*x-7135*a*b^2*g*p*q*x^2+6713*a*b^2*g*p*r^2*x-\ 20346*a*b^2*g*p*r*x^2-6621*a*b^2*g*p*x^3+13*a*b^2*g*q^3*x+570*a*b^2*g*q^2*r*x-\ 314*a*b^2*g*q^2*x^2+2799*a*b^2*g*q*r^2*x-7404*a*b^2*g*q*r*x^2-6621*a*b^2*g*q*x^ 3+2566*a*b^2*g*r^3*x-15442*a*b^2*g*r^2*x^2-10689*a*b^2*g*r*x^3+738*a*b^2*p^4*x+ 1656*a*b^2*p^3*q*x+3510*a*b^2*p^3*r*x-4867*a*b^2*p^3*x^2+1098*a*b^2*p^2*q^2*x+ 5721*a*b^2*p^2*q*r*x-9204*a*b^2*p^2*q*x^2+6102*a*b^2*p^2*r^2*x-22425*a*b^2*p^2* r*x^2-5361*a*b^2*p^2*x^3+180*a*b^2*p*q^3*x+2352*a*b^2*p*q^2*r*x-3807*a*b^2*p*q^ 2*x^2+6474*a*b^2*p*q*r^2*x-26055*a*b^2*p*q*r*x^2-10722*a*b^2*p*q*x^3+4626*a*b^2 *p*r^3*x-33054*a*b^2*p*r^2*x^2-9900*a*b^2*p*r*x^3+141*a*b^2*q^3*r*x+530*a*b^2*q ^3*x^2+1254*a*b^2*q^2*r^2*x-3630*a*b^2*q^2*r*x^2-5361*a*b^2*q^2*x^3+2409*a*b^2* q*r^3*x-18198*a*b^2*q*r^2*x^2-9900*a*b^2*q*r*x^3+1296*a*b^2*r^4*x-15496*a*b^2*r ^3*x^2+645*a*b^2*r^2*x^3+6272*a*b*c^5*x+9192*a*b*c^4*g*x+20832*a*b*c^4*p*x+7968 *a*b*c^4*q*x+23552*a*b*c^4*r*x-30984*a*b*c^4*x^2+4808*a*b*c^3*g^2*x+24928*a*b*c ^3*g*p*x+9072*a*b*c^3*g*q*x+28176*a*b*c^3*g*r*x-34296*a*b*c^3*g*x^2+25232*a*b*c ^3*p^2*x+23456*a*b*c^3*p*q*x+58544*a*b*c^3*p*r*x-80504*a*b*c^3*p*x^2+3504*a*b*c ^3*q^2*x+25200*a*b*c^3*q*r*x-36904*a*b*c^3*q*x^2+33312*a*b*c^3*r^2*x-114600*a*b *c^3*r*x^2-48400*a*b*c^3*x^3+1050*a*b*c^2*g^3*x+10150*a*b*c^2*g^2*p*x+3338*a*b* c^2*g^2*q*x+11456*a*b*c^2*g^2*r*x-13446*a*b*c^2*g^2*x^2+22994*a*b*c^2*g*p^2*x+ 20700*a*b*c^2*g*p*q*x+53678*a*b*c^2*g*p*r*x-68210*a*b*c^2*g*p*x^2+2810*a*b*c^2* g*q^2*x+21994*a*b*c^2*g*q*r*x-29818*a*b*c^2*g*q*x^2+30684*a*b*c^2*g*r^2*x-95652 *a*b*c^2*g*r*x^2-44144*a*b*c^2*g*x^3+14224*a*b*c^2*p^3*x+22776*a*b*c^2*p^2*q*x+ 50068*a*b*c^2*p^2*r*x-70410*a*b*c^2*p^2*x^2+9168*a*b*c^2*p*q^2*x+51056*a*b*c^2* p*q*r*x-82980*a*b*c^2*p*q*x^2+57464*a*b*c^2*p*r^2*x-209370*a*b*c^2*p*r*x^2-\ 58688*a*b*c^2*p*x^3+616*a*b*c^2*q^3*x+9148*a*b*c^2*q^2*r*x-12570*a*b*c^2*q^2*x^ 2+28280*a*b*c^2*q*r^2*x-109158*a*b*c^2*q*r*x^2-58688*a*b*c^2*q*x^3+21620*a*b*c^ 2*r^3*x-150948*a*b*c^2*r^2*x^2-49920*a*b*c^2*r*x^3+80*a*b*c*g^4*x+1591*a*b*c*g^ 3*p*x+409*a*b*c*g^3*q*x+1784*a*b*c*g^3*r*x-2418*a*b*c*g^3*x^2+6449*a*b*c*g^2*p^ 2*x+5422*a*b*c*g^2*p*q*x+15255*a*b*c*g^2*p*r*x-17677*a*b*c*g^2*p*x^2+589*a*b*c* g^2*q^2*x+5589*a*b*c*g^2*q*r*x-7577*a*b*c*g^2*q*x^2+8806*a*b*c*g^2*r^2*x-23238* a*b*c*g^2*r*x^2-10084*a*b*c*g^2*x^3+8734*a*b*c*g*p^3*x+13678*a*b*c*g*p^2*q*x+ 31014*a*b*c*g*p^2*r*x-40417*a*b*c*g*p^2*x^2+5230*a*b*c*g*p*q^2*x+30704*a*b*c*g* p*q*r*x-46566*a*b*c*g*p*q*x^2+35826*a*b*c*g*p*r^2*x-120883*a*b*c*g*p*r*x^2-\ 36452*a*b*c*g*p*x^3+286*a*b*c*g*q^3*x+5026*a*b*c*g*q^2*r*x-6149*a*b*c*g*q^2*x^2 +17026*a*b*c*g*q*r^2*x-58757*a*b*c*g*q*r*x^2-36452*a*b*c*g*q*x^3+13546*a*b*c*g* r^3*x-89064*a*b*c*g*r^2*x^2-39612*a*b*c*g*r*x^3+3780*a*b*c*p^4*x+8940*a*b*c*p^3 *q*x+17778*a*b*c*p^3*r*x-25632*a*b*c*p^3*x^2+6576*a*b*c*p^2*q^2*x+30618*a*b*c*p ^2*q*r*x-51540*a*b*c*p^2*q*x^2+30654*a*b*c*p^2*r^2*x-115686*a*b*c*p^2*r*x^2-\ 23140*a*b*c*p^2*x^3+1452*a*b*c*p*q^3*x+14142*a*b*c*p*q^2*r*x-26184*a*b*c*p*q^2* x^2+34416*a*b*c*p*q*r^2*x-146520*a*b*c*p*q*r*x^2-46280*a*b*c*p*q*x^3+23094*a*b* c*p*r^3*x-167034*a*b*c*p*r^2*x^2-30792*a*b*c*p*r*x^3+36*a*b*c*q^4*x+1302*a*b*c* q^3*r*x-276*a*b*c*q^3*x^2+7566*a*b*c*q^2*r^2*x-30834*a*b*c*q^2*r*x^2-23140*a*b* c*q^2*x^3+12738*a*b*c*q*r^3*x-101382*a*b*c*q*r^2*x^2-30792*a*b*c*q*r*x^3+6438*a *b*c*r^4*x-76980*a*b*c*r^3*x^2+13588*a*b*c*r^2*x^3+72*a*b*g^4*p*x+6*a*b*g^4*q*x +78*a*b*g^4*r*x-198*a*b*g^4*x^2+546*a*b*g^3*p^2*x+388*a*b*g^3*p*q*x+1330*a*b*g^ 3*p*r*x-1360*a*b*g^3*p*x^2+18*a*b*g^3*q^2*x+362*a*b*g^3*q*r*x-680*a*b*g^3*q*x^2 +784*a*b*g^3*r^2*x-1380*a*b*g^3*r*x^2-48*a*b*g^3*x^3+1258*a*b*g^2*p^3*x+1876*a* b*g^2*p^2*q*x+4556*a*b*g^2*p^2*r*x-5283*a*b*g^2*p^2*x^2+636*a*b*g^2*p*q^2*x+ 4212*a*b*g^2*p*q*r*x-5982*a*b*g^2*p*q*x^2+5338*a*b*g^2*p*r^2*x-15698*a*b*g^2*p* r*x^2-4480*a*b*g^2*p*x^3+18*a*b*g^2*q^3*x+548*a*b*g^2*q^2*r*x-699*a*b*g^2*q^2*x ^2+2336*a*b*g^2*q*r^2*x-6604*a*b*g^2*q*r*x^2-4480*a*b*g^2*q*x^3+2040*a*b*g^2*r^ 3*x-11985*a*b*g^2*r^2*x^2-7230*a*b*g^2*r*x^3+1166*a*b*g*p^4*x+2716*a*b*g*p^3*q* x+5538*a*b*g*p^3*r*x-7474*a*b*g*p^3*x^2+1940*a*b*g*p^2*q^2*x+9354*a*b*g*p^2*q*r *x-14824*a*b*g*p^2*q*x^2+9618*a*b*g*p^2*r^2*x-34228*a*b*g*p^2*r*x^2-7352*a*b*g* p^2*x^3+396*a*b*g*p*q^3*x+4138*a*b*g*p*q^2*r*x-7226*a*b*g*p*q^2*x^2+10560*a*b*g *p*q*r^2*x-41976*a*b*g*p*q*r*x^2-14704*a*b*g*p*q*x^3+7286*a*b*g*p*r^3*x-50508*a *b*g*p*r^2*x^2-13416*a*b*g*p*r*x^3+6*a*b*g*q^4*x+322*a*b*g*q^3*r*x+124*a*b*g*q^ 3*x^2+2198*a*b*g*q^2*r^2*x-7748*a*b*g*q^2*r*x^2-7352*a*b*g*q^2*x^3+3922*a*b*g*q *r^3*x-29484*a*b*g*q*r^2*x^2-13416*a*b*g*q*r*x^3+2040*a*b*g*r^4*x-23754*a*b*g*r ^3*x^2+1022*a*b*g*r^2*x^3+382*a*b*p^5*x+1222*a*b*p^4*q*x+2234*a*b*p^4*r*x-3340* a*b*p^4*x^2+1374*a*b*p^3*q^2*x+5608*a*b*p^3*q*r*x-9692*a*b*p^3*q*x^2+5116*a*b*p ^3*r^2*x-20007*a*b*p^3*r*x^2-2948*a*b*p^3*x^3+610*a*b*p^2*q^3*x+4572*a*b*p^2*q^ 2*r*x-9036*a*b*p^2*q^2*x^2+9492*a*b*p^2*q*r^2*x-42285*a*b*p^2*q*r*x^2-8844*a*b* p^2*q*x^3+5764*a*b*p^2*r^3*x-42933*a*b*p^2*r^2*x^2-3696*a*b*p^2*r*x^3+76*a*b*p* q^4*x+1256*a*b*p*q^3*r*x-2356*a*b*p*q^3*x^2+5022*a*b*p*q^2*r^2*x-24549*a*b*p*q^ 2*r*x^2-8844*a*b*p*q^2*x^3+7048*a*b*p*q*r^3*x-59148*a*b*p*q*r^2*x^2-7392*a*b*p* q*r*x^3+3206*a*b*p*r^4*x-39205*a*b*p*r^3*x^2+10464*a*b*p*r^2*x^3+58*a*b*q^4*r*x +328*a*b*q^4*x^2+646*a*b*q^3*r^2*x-2271*a*b*q^3*r*x^2-2948*a*b*q^3*x^3+1824*a*b *q^2*r^3*x-16215*a*b*q^2*r^2*x^2-3696*a*b*q^2*r*x^3+1942*a*b*q*r^4*x-26555*a*b* q*r^3*x^2+10464*a*b*q*r^2*x^3+706*a*b*r^5*x-12939*a*b*r^4*x^2+12904*a*b*r^3*x^3 +2416*a*c^6*x+4568*a*c^5*g*x+9792*a*c^5*p*x+3936*a*c^5*q*x+10944*a*c^5*r*x-\ 15448*a*c^5*x^2+3316*a*c^4*g^2*x+15660*a*c^4*g*p*x+6108*a*c^4*g*q*x+17476*a*c^4 *g*r*x-22960*a*c^4*g*x^2+14884*a*c^4*p^2*x+14520*a*c^4*p*q*x+34336*a*c^4*p*r*x-\ 49264*a*c^4*p*x^2+2396*a*c^4*q^2*x+15488*a*c^4*q*r*x-25120*a*c^4*q*x^2+19452*a* c^4*r^2*x-69404*a*c^4*r*x^2-24504*a*c^4*x^3+1142*a*c^3*g^3*x+9324*a*c^3*g^2*p*x +3448*a*c^3*g^2*q*x+10388*a*c^3*g^2*r*x-12706*a*c^3*g^2*x^2+19212*a*c^3*g*p^2*x +18432*a*c^3*g*p*q*x+44426*a*c^3*g*p*r*x-59810*a*c^3*g*p*x^2+2892*a*c^3*g*q^2*x +19538*a*c^3*g*q*r*x-29498*a*c^3*g*q*x^2+25214*a*c^3*g*r^2*x-84136*a*c^3*g*r*x^ 2-33200*a*c^3*g*x^3+11156*a*c^3*p^3*x+18612*a*c^3*p^2*q*x+39096*a*c^3*p^2*r*x-\ 56702*a*c^3*p^2*x^2+8124*a*c^3*p*q^2*x+41568*a*c^3*p*q*r*x-70940*a*c^3*p*q*x^2+ 44724*a*c^3*p*r^2*x-166402*a*c^3*p*r*x^2-39056*a*c^3*p*x^3+668*a*c^3*q^3*x+8136 *a*c^3*q^2*r*x-14238*a*c^3*q^2*x^2+22956*a*c^3*q*r^2*x-94418*a*c^3*q*r*x^2-\ 39056*a*c^3*q*x^3+16784*a*c^3*r^3*x-118844*a*c^3*r^2*x^2-26896*a*c^3*r*x^3+184* a*c^2*g^4*x+2519*a*c^2*g^3*p*x+839*a*c^2*g^3*q*x+2801*a*c^2*g^3*r*x-3322*a*c^2* g^3*x^2+8725*a*c^2*g^2*p^2*x+8114*a*c^2*g^2*p*q*x+20297*a*c^2*g^2*p*r*x-25333*a *c^2*g^2*p*x^2+1155*a*c^2*g^2*q^2*x+8495*a*c^2*g^2*q*r*x-12021*a*c^2*g^2*q*x^2+ 11572*a*c^2*g^2*r^2*x-35095*a*c^2*g^2*r*x^2-14950*a*c^2*g^2*x^3+10852*a*c^2*g*p ^3*x+17916*a*c^2*g*p^2*q*x+38178*a*c^2*g*p^2*r*x-52307*a*c^2*g*p^2*x^2+7638*a*c ^2*g*p*q^2*x+40032*a*c^2*g*p*q*r*x-64450*a*c^2*g*p*q*x^2+43800*a*c^2*g*p*r^2*x-\ 154577*a*c^2*g*p*r*x^2-40126*a*c^2*g*p*x^3+574*a*c^2*g*q^3*x+7530*a*c^2*g*q^2*r *x-12143*a*c^2*g*q^2*x^2+22116*a*c^2*g*q*r^2*x-84925*a*c^2*g*q*r*x^2-40126*a*c^ 2*g*q*x^3+16474*a*c^2*g*r^3*x-111826*a*c^2*g*r^2*x^2-33792*a*c^2*g*r*x^3+4422*a *c^2*p^4*x+10812*a*c^2*p^3*q*x+20700*a*c^2*p^3*r*x-30614*a*c^2*p^3*x^2+8442*a*c ^2*p^2*q^2*x+36888*a*c^2*p^2*q*r*x-64086*a*c^2*p^2*q*x^2+35568*a*c^2*p^2*r^2*x-\ 136188*a*c^2*p^2*r*x^2-22710*a*c^2*p^2*x^3+2136*a*c^2*p*q^3*x+18156*a*c^2*p*q^2 *r*x-36330*a*c^2*p*q^2*x^2+41340*a*c^2*p*q*r^2*x-181236*a*c^2*p*q*r*x^2-45420*a *c^2*p*q*x^3+26724*a*c^2*p*r^3*x-194622*a*c^2*p*r^2*x^2-21804*a*c^2*p*r*x^3+84* a*c^2*q^4*x+1968*a*c^2*q^3*r*x-2858*a*c^2*q^3*x^2+9714*a*c^2*q^2*r^2*x-45048*a* c^2*q^2*r*x^2-22710*a*c^2*q^2*x^3+15264*a*c^2*q*r^3*x-124776*a*c^2*q*r^2*x^2-\ 21804*a*c^2*q*r*x^3+7434*a*c^2*r^4*x-89048*a*c^2*r^3*x^2+22392*a*c^2*r^2*x^3+11 *a*c*g^5*x+296*a*c*g^4*p*x+77*a*c*g^4*q*x+328*a*c*g^4*r*x-445*a*c*g^4*x^2+1628* a*c*g^3*p^2*x+1420*a*c*g^3*p*q*x+3842*a*c*g^3*p*r*x-4372*a*c*g^3*p*x^2+162*a*c* g^3*q^2*x+1445*a*c*g^3*q*r*x-2040*a*c*g^3*q*x^2+2214*a*c*g^3*r^2*x-5703*a*c*g^3 *r*x^2-2246*a*c*g^3*x^3+3320*a*c*g^2*p^3*x+5370*a*c*g^2*p^2*q*x+11783*a*c*g^2*p ^2*r*x-15012*a*c*g^2*p^2*x^2+2185*a*c*g^2*p*q^2*x+12016*a*c*g^2*p*q*r*x-18160*a *c*g^2*p*q*x^2+13606*a*c*g^2*p*r^2*x-44639*a*c*g^2*p*r*x^2-12299*a*c*g^2*p*x^3+ 135*a*c*g^2*q^3*x+2079*a*c*g^2*q^2*r*x-3148*a*c*g^2*q^2*x^2+6646*a*c*g^2*q*r^2* x-23131*a*c*g^2*q*r*x^2-12299*a*c*g^2*q*x^3+5143*a*c*g^2*r^3*x-33031*a*c*g^2*r^ 2*x^2-13270*a*c*g^2*r*x^3+2869*a*c*g*p^4*x+6968*a*c*g*p^3*q*x+13488*a*c*g*p^3*r *x-19011*a*c*g*p^3*x^2+5373*a*c*g*p^2*q^2*x+23832*a*c*g*p^2*q*r*x-39453*a*c*g*p ^2*q*x^2+23250*a*c*g*p^2*r^2*x-85423*a*c*g*p^2*r*x^2-15733*a*c*g*p^2*x^3+1318*a *c*g*p*q^3*x+11520*a*c*g*p*q^2*r*x-21873*a*c*g*p*q^2*x^2+26760*a*c*g*p*q*r^2*x-\ 111942*a*c*g*p*q*r*x^2-31466*a*c*g*p*q*x^3+17512*a*c*g*p*r^3*x-123556*a*c*g*p*r ^2*x^2-20538*a*c*g*p*r*x^3+44*a*c*g*q^4*x+1176*a*c*g*q^3*r*x-1431*a*c*g*q^3*x^2 +6147*a*c*g*q^2*r^2*x-26519*a*c*g*q^2*r*x^2-15733*a*c*g*q^2*x^3+9896*a*c*g*q*r^ 3*x-77867*a*c*g*q*r^2*x^2-20538*a*c*g*q*r*x^3+4881*a*c*g*r^4*x-57144*a*c*g*r^3* x^2+9778*a*c*g*r^2*x^3+890*a*c*p^5*x+2922*a*c*p^4*q*x+5180*a*c*p^4*r*x-7892*a*c *p^4*x^2+3430*a*c*p^3*q^2*x+13348*a*c*p^3*q*r*x-23588*a*c*p^3*q*x^2+11820*a*c*p ^3*r^2*x-46549*a*c*p^3*r*x^2-5670*a*c*p^3*x^3+1658*a*c*p^2*q^3*x+11376*a*c*p^2* q^2*r*x-23412*a*c*p^2*q^2*x^2+22512*a*c*p^2*q*r^2*x-101697*a*c*p^2*q*r*x^2-\ 17010*a*c*p^2*q*x^3+13280*a*c*p^2*r^3*x-98763*a*c*p^2*r^2*x^2-3252*a*c*p^2*r*x^ 3+264*a*c*p*q^4*x+3428*a*c*p*q^3*r*x-7628*a*c*p*q^3*x^2+12462*a*c*p*q^2*r^2*x-\ 63747*a*c*p*q^2*r*x^2-17010*a*c*p*q^2*x^3+16668*a*c*p*q*r^3*x-140904*a*c*p*q*r^ 2*x^2-6504*a*c*p*q*r*x^3+7370*a*c*p*r^4*x-89447*a*c*p*r^3*x^2+28908*a*c*p*r^2*x ^3+4*a*c*q^5*x+220*a*c*q^4*r*x+88*a*c*q^4*x^2+1770*a*c*q^3*r^2*x-8599*a*c*q^3*r *x^2-5670*a*c*q^3*x^3+4516*a*c*q^2*r^3*x-42141*a*c*q^2*r^2*x^2-3252*a*c*q^2*r*x ^3+4582*a*c*q*r^4*x-62795*a*c*q*r^3*x^2+28908*a*c*q*r^2*x^3+1620*a*c*r^5*x-\ 29341*a*c*r^4*x^2+30048*a*c*r^3*x^3+11*a*g^5*p*x+a*g^5*q*x+12*a*g^5*r*x-28*a*g^ 5*x^2+104*a*g^4*p^2*x+78*a*g^4*p*q*x+254*a*g^4*p*r*x-250*a*g^4*p*x^2+4*a*g^4*q^ 2*x+73*a*g^4*q*r*x-132*a*g^4*q*x^2+150*a*g^4*r^2*x-257*a*g^4*r*x^2-4*a*g^4*x^3+ 318*a*g^3*p^3*x+492*a*g^3*p^2*q*x+1152*a*g^3*p^2*r*x-1308*a*g^3*p^2*x^2+180*a*g ^3*p*q^2*x+1104*a*g^3*p*q*r*x-1560*a*g^3*p*q*x^2+1350*a*g^3*p*r^2*x-3881*a*g^3* p*r*x^2-994*a*g^3*p*x^3+6*a*g^3*q^3*x+156*a*g^3*q^2*r*x-252*a*g^3*q^2*x^2+612*a *g^3*q*r^2*x-1790*a*g^3*q*r*x^2-994*a*g^3*q*x^3+516*a*g^3*r^3*x-2987*a*g^3*r^2* x^2-1606*a*g^3*r*x^3+440*a*g^2*p^4*x+1054*a*g^2*p^3*q*x+2088*a*g^2*p^3*r*x-2772 *a*g^2*p^3*x^2+792*a*g^2*p^2*q^2*x+3624*a*g^2*p^2*q*r*x-5690*a*g^2*p^2*q*x^2+ 3624*a*g^2*p^2*r^2*x-12642*a*g^2*p^2*r*x^2-2467*a*g^2*p^2*x^3+182*a*g^2*p*q^3*x +1686*a*g^2*p*q^2*r*x-3064*a*g^2*p*q^2*x^2+4086*a*g^2*p*q*r^2*x-16130*a*g^2*p*q *r*x^2-4934*a*g^2*p*q*x^3+2744*a*g^2*p*r^3*x-18692*a*g^2*p*r^2*x^2-4440*a*g^2*p *r*x^3+4*a*g^2*q^4*x+150*a*g^2*q^3*r*x-146*a*g^2*q^3*x^2+894*a*g^2*q^2*r^2*x-\ 3488*a*g^2*q^2*r*x^2-2467*a*g^2*q^2*x^3+1516*a*g^2*q*r^3*x-11408*a*g^2*q*r^2*x^ 2-4440*a*g^2*q*r*x^3+768*a*g^2*r^4*x-8822*a*g^2*r^3*x^2+451*a*g^2*r^2*x^3+287*a *g*p^5*x+939*a*g*p^4*q*x+1676*a*g*p^4*r*x-2470*a*g*p^4*x^2+1096*a*g*p^3*q^2*x+ 4300*a*g*p^3*q*r*x-7342*a*g*p^3*q*x^2+3834*a*g*p^3*r^2*x-14727*a*g*p^3*r*x^2-\ 1985*a*g*p^3*x^3+524*a*g*p^2*q^3*x+3636*a*g*p^2*q^2*r*x-7206*a*g*p^2*q^2*x^2+ 7266*a*g*p^2*q*r^2*x-31897*a*g*p^2*q*r*x^2-5955*a*g*p^2*q*x^3+4316*a*g*p^2*r^3* x-31595*a*g*p^2*r^2*x^2-2337*a*g*p^2*r*x^3+81*a*g*p*q^4*x+1076*a*g*p*q^3*r*x-\ 2266*a*g*p*q^3*x^2+3984*a*g*p*q^2*r^2*x-19613*a*g*p*q^2*r*x^2-5955*a*g*p*q^2*x^ 3+5388*a*g*p*q*r^3*x-44652*a*g*p*q*r^2*x^2-4674*a*g*p*q*r*x^3+2399*a*g*p*r^4*x-\ 28889*a*g*p*r^3*x^2+7512*a*g*p*r^2*x^3+a*g*q^5*x+64*a*g*q^4*r*x+68*a*g*q^4*x^2+ 552*a*g*q^3*r^2*x-2443*a*g*q^3*r*x^2-1985*a*g*q^3*x^3+1444*a*g*q^2*r^3*x-13057* a*g*q^2*r^2*x^2-2337*a*g*q^2*r*x^3+1483*a*g*q*r^4*x-20097*a*g*q*r^3*x^2+7512*a* g*q*r^2*x^3+528*a*g*r^5*x-9551*a*g*r^4*x^2+9076*a*g*r^3*x^3+72*a*p^6*x+300*a*p^ 5*q*x+498*a*p^5*r*x-784*a*p^5*x^2+480*a*p^4*q^2*x+1707*a*p^4*q*r*x-3070*a*p^4*q *x^2+1410*a*p^4*r^2*x-5690*a*p^4*r*x^2-508*a*p^4*x^3+360*a*p^3*q^3*x+2142*a*p^3 *q^2*r*x-4440*a*p^3*q^2*x^2+3828*a*p^3*q*r^2*x-17572*a*p^3*q*r*x^2-2032*a*p^3*q *x^3+2100*a*p^3*r^3*x-15823*a*p^3*r^2*x^2+463*a*p^3*r*x^3+120*a*p^2*q^4*x+1164* a*p^2*q^3*r*x-2740*a*p^2*q^3*x^2+3546*a*p^2*q^2*r^2*x-18576*a*p^2*q^2*r*x^2-\ 3048*a*p^2*q^2*x^3+4242*a*p^2*q*r^3*x-36204*a*p^2*q*r^2*x^2+1389*a*p^2*q*r*x^3+ 1740*a*p^2*r^4*x-21169*a*p^2*r^3*x^2+8286*a*p^2*r^2*x^3+12*a*p*q^5*x+240*a*p*q^ 4*r*x-520*a*p*q^4*x^2+1248*a*p*q^3*r^2*x-7196*a*p*q^3*r*x^2-2032*a*p*q^3*x^3+ 2586*a*p*q^2*r^3*x-24939*a*p*q^2*r^2*x^2+1389*a*p*q^2*r*x^3+2328*a*p*q*r^4*x-\ 31972*a*p*q*r^3*x^2+16572*a*p*q*r^2*x^3+762*a*p*r^5*x-13709*a*p*r^4*x^2+14432*a *p*r^3*x^3+9*a*q^5*r*x+66*a*q^5*x^2+120*a*q^4*r^2*x-502*a*q^4*r*x^2-508*a*q^4*x ^3+444*a*q^3*r^3*x-4558*a*q^3*r^2*x^2+463*a*q^3*r*x^3+702*a*q^2*r^4*x-10803*a*q ^2*r^3*x^2+8286*a*q^2*r^2*x^3+507*a*q*r^5*x-10270*a*q*r^4*x^2+14432*a*q*r^3*x^3 +138*a*r^6*x-3457*a*r^5*x^2+7117*a*r^4*x^3-16*b^6*x^2+64*b^5*c^2*x+16*b^5*c*g*x +80*b^5*c*p*x+104*b^5*c*r*x-112*b^5*c*x^2+8*b^5*g*p*x+8*b^5*g*r*x-80*b^5*g*x^2+ 24*b^5*p^2*x+60*b^5*p*r*x-80*b^5*p*x^2+8*b^5*q*x^2+36*b^5*r^2*x-52*b^5*r*x^2-16 *b^5*x^3+496*b^4*c^3*x+328*b^4*c^2*g*x+920*b^4*c^2*p*x+184*b^4*c^2*q*x+1144*b^4 *c^2*r*x-1160*b^4*c^2*x^2+48*b^4*c*g^2*x+412*b^4*c*g*p*x+52*b^4*c*g*q*x+500*b^4 *c*g*r*x-664*b^4*c*g*x^2+552*b^4*c*p^2*x+288*b^4*c*p*q*x+1356*b^4*c*p*r*x-1720* b^4*c*p*x^2+348*b^4*c*q*r*x-68*b^4*c*q*x^2+804*b^4*c*r^2*x-2408*b^4*c*r*x^2-\ 1788*b^4*c*x^3+28*b^4*g^2*p*x+28*b^4*g^2*r*x-160*b^4*g^2*x^2+128*b^4*g*p^2*x+40 *b^4*g*p*q*x+312*b^4*g*p*r*x-408*b^4*g*p*x^2+36*b^4*g*q*r*x-80*b^4*g*q*x^2+184* b^4*g*r^2*x-348*b^4*g*r*x^2-48*b^4*g*x^3+108*b^4*p^3*x+108*b^4*p^2*q*x+396*b^4* p^2*r*x-534*b^4*p^2*x^2+252*b^4*p*q*r*x-314*b^4*p*q*x^2+468*b^4*p*r^2*x-1626*b^ 4*p*r*x^2-798*b^4*p*x^3+220*b^4*q^2*x^2+144*b^4*q*r^2*x-122*b^4*q*r*x^2-798*b^4 *q*x^3+180*b^4*r^3*x-1206*b^4*r^2*x^2-1290*b^4*r*x^3+1600*b^3*c^4*x+1696*b^3*c^ 3*g*x+4016*b^3*c^3*p*x+1168*b^3*c^3*q*x+4800*b^3*c^3*r*x-5848*b^3*c^3*x^2+560*b ^3*c^2*g^2*x+3248*b^3*c^2*g*p*x+824*b^3*c^2*g*q*x+3876*b^3*c^2*g*r*x-4496*b^3*c ^2*g*x^2+3592*b^3*c^2*p^2*x+2592*b^3*c^2*p*q*x+8576*b^3*c^2*p*r*x-11908*b^3*c^2 *p*x^2+200*b^3*c^2*q^2*x+3000*b^3*c^2*q*r*x-2856*b^3*c^2*q*x^2+4984*b^3*c^2*r^2 *x-17684*b^3*c^2*r*x^2-10668*b^3*c^2*x^3+56*b^3*c*g^3*x+740*b^3*c*g^2*p*x+132*b ^3*c*g^2*q*x+862*b^3*c*g^2*r*x-1248*b^3*c*g^2*x^2+1980*b^3*c*g*p^2*x+1280*b^3*c *g*p*q*x+4766*b^3*c*g*p*r*x-6126*b^3*c*g*p*x^2+64*b^3*c*g*q^2*x+1420*b^3*c*g*q* r*x-1360*b^3*c*g*q*x^2+2786*b^3*c*g*r^2*x-8376*b^3*c*g*r*x^2-4954*b^3*c*g*x^3+ 1364*b^3*c*p^3*x+1768*b^3*c*p^2*q*x+4890*b^3*c*p^2*r*x-7146*b^3*c*p^2*x^2+404*b ^3*c*p*q^2*x+4088*b^3*c*p*q*r*x-6196*b^3*c*p*q*x^2+5688*b^3*c*p*r^2*x-22038*b^3 *c*p*r*x^2-8832*b^3*c*p*x^3+446*b^3*c*q^2*r*x+950*b^3*c*q^2*x^2+2320*b^3*c*q*r^ 2*x-7348*b^3*c*q*r*x^2-8832*b^3*c*q*x^3+2162*b^3*c*r^3*x-16062*b^3*c*r^2*x^2-\ 9700*b^3*c*r*x^3+38*b^3*g^3*p*x+38*b^3*g^3*r*x-164*b^3*g^3*x^2+238*b^3*g^2*p^2* x+112*b^3*g^2*p*q*x+575*b^3*g^2*p*r*x-724*b^3*g^2*p*x^2+100*b^3*g^2*q*r*x-246*b ^3*g^2*q*x^2+337*b^3*g^2*r^2*x-685*b^3*g^2*r*x^2-52*b^3*g^2*x^3+386*b^3*g*p^3*x +460*b^3*g*p^2*q*x+1404*b^3*g*p^2*r*x-1847*b^3*g*p^2*x^2+74*b^3*g*p*q^2*x+1046* b^3*g*p*q*r*x-1525*b^3*g*p*q*x^2+1650*b^3*g*p*r^2*x-5553*b^3*g*p*r*x^2-2207*b^3 *g*p*x^3+62*b^3*g*q^2*r*x+322*b^3*g*q^2*x^2+586*b^3*g*q*r^2*x-1239*b^3*g*q*r*x^ 2-2207*b^3*g*q*x^3+632*b^3*g*r^3*x-4123*b^3*g*r^2*x^2-3563*b^3*g*r*x^3+186*b^3* p^4*x+372*b^3*p^3*q*x+891*b^3*p^3*r*x-1337*b^3*p^3*x^2+186*b^3*p^2*q^2*x+1302*b ^3*p^2*q*r*x-2212*b^3*p^2*q*x^2+1557*b^3*p^2*r^2*x-6263*b^3*p^2*r*x^2-1787*b^3* p^2*x^3+411*b^3*p*q^2*r*x-413*b^3*p*q^2*x^2+1488*b^3*p*q*r^2*x-6261*b^3*p*q*r*x ^2-3574*b^3*p*q*x^3+1185*b^3*p*r^3*x-9208*b^3*p*r^2*x^2-3300*b^3*p*r*x^3+462*b^ 3*q^3*x^2+225*b^3*q^2*r^2*x+2*b^3*q^2*r*x^2-1787*b^3*q^2*x^3+558*b^3*q*r^3*x-\ 4256*b^3*q*r^2*x^2-3300*b^3*q*r*x^3+333*b^3*r^4*x-4282*b^3*r^3*x^2+215*b^3*r^2* x^3+2592*b^2*c^5*x+3800*b^2*c^4*g*x+8288*b^2*c^4*p*x+2816*b^2*c^4*q*x+9648*b^2* c^4*r*x-13112*b^2*c^4*x^2+1984*b^2*c^3*g^2*x+9860*b^2*c^3*g*p*x+3148*b^2*c^3*g* q*x+11480*b^2*c^3*g*r*x-14536*b^2*c^3*g*x^2+9892*b^2*c^3*p^2*x+8216*b^2*c^3*p*q *x+23224*b^2*c^3*p*r*x-34092*b^2*c^3*p*x^2+964*b^2*c^3*q^2*x+9208*b^2*c^3*q*r*x -12292*b^2*c^3*q*x^2+13332*b^2*c^3*r^2*x-50180*b^2*c^3*r*x^2-24200*b^2*c^3*x^3+ 430*b^2*c^2*g^3*x+3972*b^2*c^2*g^2*p*x+1112*b^2*c^2*g^2*q*x+4602*b^2*c^2*g^2*r* x-5694*b^2*c^2*g^2*x^2+8938*b^2*c^2*g*p^2*x+7108*b^2*c^2*g*p*q*x+21092*b^2*c^2* g*p*r*x-28882*b^2*c^2*g*p*x^2+722*b^2*c^2*g*q^2*x+7870*b^2*c^2*g*q*r*x-9686*b^2 *c^2*g*q*x^2+12154*b^2*c^2*g*r^2*x-41860*b^2*c^2*g*r*x^2-22072*b^2*c^2*g*x^3+ 5574*b^2*c^2*p^3*x+8106*b^2*c^2*p^2*q*x+19730*b^2*c^2*p^2*r*x-29888*b^2*c^2*p^2 *x^2+2634*b^2*c^2*p*q^2*x+18448*b^2*c^2*p*q*r*x-30856*b^2*c^2*p*q*x^2+22738*b^2 *c^2*p*r^2*x-90578*b^2*c^2*p*r*x^2-29344*b^2*c^2*p*x^3+102*b^2*c^2*q^3*x+2798*b ^2*c^2*q^2*r*x-968*b^2*c^2*q^2*x^2+10342*b^2*c^2*q*r^2*x-40472*b^2*c^2*q*r*x^2-\ 29344*b^2*c^2*q*x^3+8582*b^2*c^2*r^3*x-64860*b^2*c^2*r^2*x^2-24960*b^2*c^2*r*x^ 3+32*b^2*c*g^4*x+607*b^2*c*g^3*p*x+121*b^2*c*g^3*q*x+687*b^2*c*g^3*r*x-1034*b^2 *c*g^3*x^2+2470*b^2*c*g^2*p^2*x+1788*b^2*c*g^2*p*q*x+5878*b^2*c*g^2*p*r*x-7499* b^2*c*g^2*p*x^2+126*b^2*c*g^2*q^2*x+1895*b^2*c*g^2*q*r*x-2449*b^2*c*g^2*q*x^2+ 3408*b^2*c*g^2*r^2*x-10084*b^2*c*g^2*r*x^2-5042*b^2*c*g^2*x^3+3393*b^2*c*g*p^3* x+4785*b^2*c*g*p^2*q*x+12103*b^2*c*g*p^2*r*x-17121*b^2*c*g*p^2*x^2+1429*b^2*c*g *p*q^2*x+10880*b^2*c*g*p*q*r*x-17108*b^2*c*g*p*q*x^2+14027*b^2*c*g*p*r^2*x-\ 52059*b^2*c*g*p*r*x^2-18226*b^2*c*g*p*x^3+37*b^2*c*g*q^3*x+1445*b^2*c*g*q^2*r*x +13*b^2*c*g*q^2*x^2+6095*b^2*c*g*q*r^2*x-20996*b^2*c*g*q*r*x^2-18226*b^2*c*g*q* x^3+5317*b^2*c*g*r^3*x-37971*b^2*c*g*r^2*x^2-19806*b^2*c*g*r*x^3+1494*b^2*c*p^4 *x+3264*b^2*c*p^3*q*x+7059*b^2*c*p^3*r*x-10924*b^2*c*p^3*x^2+2046*b^2*c*p^2*q^2 *x+11271*b^2*c*p^2*q*r*x-20094*b^2*c*p^2*q*x^2+12213*b^2*c*p^2*r^2*x-50020*b^2* c*p^2*r*x^2-11570*b^2*c*p^2*x^3+276*b^2*c*p*q^3*x+4485*b^2*c*p*q^2*r*x-7416*b^2 *c*p*q^2*x^2+12750*b^2*c*p*q*r^2*x-57614*b^2*c*p*q*r*x^2-23140*b^2*c*p*q*x^3+ 9225*b^2*c*p*r^3*x-72092*b^2*c*p*r^2*x^2-15396*b^2*c*p*r*x^3+273*b^2*c*q^3*r*x+ 1754*b^2*c*q^3*x^2+2439*b^2*c*q^2*r^2*x-7594*b^2*c*q^2*r*x^2-11570*b^2*c*q^2*x^ 3+4743*b^2*c*q*r^3*x-39266*b^2*c*q*r^2*x^2-15396*b^2*c*q*r*x^3+2577*b^2*c*r^4*x -32996*b^2*c*r^3*x^2+6794*b^2*c*r^2*x^3+25*b^2*g^4*p*x+25*b^2*g^4*r*x-91*b^2*g^ 4*x^2+202*b^2*g^3*p^2*x+114*b^2*g^3*p*q*x+487*b^2*g^3*p*r*x-586*b^2*g^3*p*x^2+ 101*b^2*g^3*q*r*x-246*b^2*g^3*q*x^2+285*b^2*g^3*r^2*x-582*b^2*g^3*r*x^2-24*b^2* g^3*x^3+482*b^2*g^2*p^3*x+635*b^2*g^2*p^2*q*x+1747*b^2*g^2*p^2*r*x-2232*b^2*g^2 *p^2*x^2+153*b^2*g^2*p*q^2*x+1428*b^2*g^2*p*q*r*x-2172*b^2*g^2*p*q*x^2+2048*b^2 *g^2*p*r^2*x-6662*b^2*g^2*p*r*x^2-2240*b^2*g^2*p*x^3+127*b^2*g^2*q^2*r*x+60*b^2 *g^2*q^2*x^2+793*b^2*g^2*q*r^2*x-2115*b^2*g^2*q*r*x^2-2240*b^2*g^2*q*x^3+783*b^ 2*g^2*r^3*x-4978*b^2*g^2*r^2*x^2-3615*b^2*g^2*r*x^3+458*b^2*g*p^4*x+980*b^2*g*p ^3*q*x+2185*b^2*g*p^3*r*x-3174*b^2*g*p^3*x^2+586*b^2*g*p^2*q^2*x+3399*b^2*g*p^2 *q*r*x-5723*b^2*g*p^2*q*x^2+3807*b^2*g*p^2*r^2*x-14710*b^2*g*p^2*r*x^2-3676*b^2 *g*p^2*x^3+64*b^2*g*p*q^3*x+1265*b^2*g*p*q^2*r*x-1924*b^2*g*p*q^2*x^2+3858*b^2* g*p*q*r^2*x-16180*b^2*g*p*q*r*x^2-7352*b^2*g*p*q*x^3+2891*b^2*g*p*r^3*x-21625*b ^2*g*p*r^2*x^2-6708*b^2*g*p*r*x^3+51*b^2*g*q^3*r*x+625*b^2*g*q^3*x^2+679*b^2*g* q^2*r^2*x-1470*b^2*g*q^2*r*x^2-3676*b^2*g*q^2*x^3+1439*b^2*g*q*r^3*x-11113*b^2* g*q*r^2*x^2-6708*b^2*g*q*r*x^3+811*b^2*g*r^4*x-10089*b^2*g*r^3*x^2+511*b^2*g*r^ 2*x^3+153*b^2*p^5*x+459*b^2*p^4*q*x+900*b^2*p^4*r*x-1432*b^2*p^4*x^2+459*b^2*p^ 3*q^2*x+2124*b^2*p^3*q*r*x-3894*b^2*p^3*q*x^2+2070*b^2*p^3*r^2*x-8701*b^2*p^3*r *x^2-1474*b^2*p^3*x^3+153*b^2*p^2*q^3*x+1548*b^2*p^2*q^2*r*x-3090*b^2*p^2*q^2*x ^2+3618*b^2*p^2*q*r^2*x-17235*b^2*p^2*q*r*x^2-4422*b^2*p^2*q*x^3+2340*b^2*p^2*r ^3*x-18723*b^2*p^2*r^2*x^2-1848*b^2*p^2*r*x^3+324*b^2*p*q^3*r*x-226*b^2*p*q^3*x ^2+1719*b^2*p*q^2*r^2*x-8367*b^2*p*q^2*r*x^2-4422*b^2*p*q^2*x^3+2700*b^2*p*q*r^ 3*x-24087*b^2*p*q*r^2*x^2-3696*b^2*p*q*r*x^3+1305*b^2*p*r^4*x-17071*b^2*p*r^3*x ^2+5232*b^2*p*r^2*x^3+402*b^2*q^4*x^2+171*b^2*q^3*r^2*x+167*b^2*q^3*r*x^2-1474* b^2*q^3*x^3+630*b^2*q^2*r^3*x-5364*b^2*q^2*r^2*x^2-1848*b^2*q^2*r*x^3+747*b^2*q *r^4*x-10746*b^2*q*r^3*x^2+5232*b^2*q*r^2*x^3+288*b^2*r^5*x-5617*b^2*r^4*x^2+ 6452*b^2*r^3*x^3+2064*b*c^6*x+3896*b*c^5*g*x+8064*b*c^5*p*x+2976*b*c^5*q*x+9216 *b*c^5*r*x-13448*b*c^5*x^2+2820*b*c^4*g^2*x+12844*b*c^4*g*p*x+4572*b*c^4*g*q*x+ 14668*b*c^4*g*r*x-20120*b*c^4*g*x^2+12076*b*c^4*p^2*x+10840*b*c^4*p*q*x+28064*b *c^4*p*r*x-42848*b*c^4*p*x^2+1524*b*c^4*q^2*x+11872*b*c^4*q*r*x-18704*b*c^4*q*x ^2+15988*b*c^4*r^2*x-61996*b*c^4*r*x^2-24504*b*c^4*x^3+966*b*c^3*g^3*x+7600*b*c ^3*g^2*p*x+2532*b*c^3*g^2*q*x+8660*b*c^3*g^2*r*x-11198*b*c^3*g^2*x^2+15512*b*c^ 3*g*p^2*x+13624*b*c^3*g*p*q*x+36134*b*c^3*g*p*r*x-52102*b*c^3*g*p*x^2+1784*b*c^ 3*g*q^2*x+14846*b*c^3*g*q*r*x-21790*b*c^3*g*q*x^2+20622*b*c^3*g*r^2*x-75368*b*c ^3*g*r*x^2-33200*b*c^3*g*x^3+9036*b*c^3*p^3*x+14028*b*c^3*p^2*q*x+31752*b*c^3*p ^2*r*x-49362*b*c^3*p^2*x^2+5316*b*c^3*p*q^2*x+31584*b*c^3*p*q*r*x-56260*b*c^3*p *q*x^2+36396*b*c^3*p*r^2*x-147070*b*c^3*p*r*x^2-39056*b*c^3*p*x^3+324*b*c^3*q^3 *x+5496*b*c^3*q^2*r*x-6898*b*c^3*q^2*x^2+17556*b*c^3*q*r^2*x-75086*b*c^3*q*r*x^ 2-39056*b*c^3*q*x^3+13680*b*c^3*r^3*x-104404*b*c^3*r^2*x^2-26896*b*c^3*r*x^3+ 154*b*c^2*g^4*x+2031*b*c^2*g^3*p*x+591*b*c^2*g^3*q*x+2299*b*c^2*g^3*r*x-2936*b* c^2*g^3*x^2+6995*b*c^2*g^2*p^2*x+5898*b*c^2*g^2*p*q*x+16373*b*c^2*g^2*p*r*x-\ 22113*b*c^2*g^2*p*x^2+669*b*c^2*g^2*q^2*x+6331*b*c^2*g^2*q*r*x-8801*b*c^2*g^2*q *x^2+9378*b*c^2*g^2*r^2*x-31463*b*c^2*g^2*r*x^2-14950*b*c^2*g^2*x^3+8746*b*c^2* g*p^3*x+13386*b*c^2*g*p^2*q*x+30850*b*c^2*g*p^2*r*x-45511*b*c^2*g*p^2*x^2+4896* b*c^2*g*p*q^2*x+30152*b*c^2*g*p*q*r*x-50858*b*c^2*g*p*q*x^2+35462*b*c^2*g*p*r^2 *x-136529*b*c^2*g*p*r*x^2-40126*b*c^2*g*p*x^3+256*b*c^2*g*q^3*x+4978*b*c^2*g*q^ 2*r*x-5347*b*c^2*g*q^2*x^2+16766*b*c^2*g*q*r^2*x-66877*b*c^2*g*q*r*x^2-40126*b* c^2*g*q*x^3+13358*b*c^2*g*r^3*x-98018*b*c^2*g*r^2*x^2-33792*b*c^2*g*r*x^3+3606* b*c^2*p^4*x+8304*b*c^2*p^3*q*x+16920*b*c^2*p^3*r*x-26710*b*c^2*p^3*x^2+5814*b*c ^2*p^2*q^2*x+28452*b*c^2*p^2*q*r*x-52374*b*c^2*p^2*q*x^2+29124*b*c^2*p^2*r^2*x-\ 120174*b*c^2*p^2*r*x^2-22710*b*c^2*p^2*x^3+1140*b*c^2*p*q^3*x+12624*b*c^2*p*q^2 *r*x-24618*b*c^2*p*q^2*x^2+31992*b*c^2*p*q*r^2*x-149208*b*c^2*p*q*r*x^2-45420*b *c^2*p*q*x^3+21912*b*c^2*p*r^3*x-171396*b*c^2*p*r^2*x^2-21804*b*c^2*p*r*x^3+24* b*c^2*q^4*x+1092*b*c^2*q^3*r*x+1046*b*c^2*q^3*x^2+6810*b*c^2*q^2*r^2*x-29034*b* c^2*q^2*r*x^2-22710*b*c^2*q^2*x^3+11844*b*c^2*q*r^3*x-101550*b*c^2*q*r^2*x^2-\ 21804*b*c^2*q*r*x^3+6102*b*c^2*r^4*x-77932*b*c^2*r^3*x^2+22392*b*c^2*r^2*x^3+9* b*c*g^5*x+233*b*c*g^4*p*x+48*b*c*g^4*q*x+258*b*c*g^4*r*x-395*b*c*g^4*x^2+1289*b *c*g^3*p^2*x+998*b*c*g^3*p*q*x+3047*b*c*g^3*p*r*x-3831*b*c*g^3*p*x^2+79*b*c*g^3 *q^2*x+1026*b*c*g^3*q*r*x-1499*b*c*g^3*q*x^2+1758*b*c*g^3*r^2*x-5091*b*c*g^3*r* x^2-2246*b*c*g^3*x^3+2659*b*c*g^2*p^3*x+3961*b*c*g^2*p^2*q*x+9455*b*c*g^2*p^2*r *x-13055*b*c*g^2*p^2*x^2+1350*b*c*g^2*p*q^2*x+8916*b*c*g^2*p*q*r*x-14246*b*c*g^ 2*p*q*x^2+10933*b*c*g^2*p*r^2*x-39302*b*c*g^2*p*r*x^2-12299*b*c*g^2*p*x^3+48*b* c*g^2*q^3*x+1307*b*c*g^2*q^2*r*x-1191*b*c*g^2*q^2*x^2+4955*b*c*g^2*q*r^2*x-\ 17794*b*c*g^2*q*r*x^2-12299*b*c*g^2*q*x^3+4137*b*c*g^2*r^3*x-28769*b*c*g^2*r^2* x^2-13270*b*c*g^2*r*x^3+2329*b*c*g*p^4*x+5314*b*c*g*p^3*q*x+10976*b*c*g*p^3*r*x -16563*b*c*g*p^3*x^2+3651*b*c*g*p^2*q^2*x+18252*b*c*g*p^2*q*r*x-32109*b*c*g*p^2 *q*x^2+18954*b*c*g*p^2*r^2*x-75244*b*c*g*p^2*r*x^2-15733*b*c*g*p^2*x^3+676*b*c* g*p*q^3*x+7896*b*c*g*p*q^2*r*x-14529*b*c*g*p*q^2*x^2+20562*b*c*g*p*q*r^2*x-\ 91584*b*c*g*p*q*r*x^2-31466*b*c*g*p*q*x^3+14296*b*c*g*p*r^3*x-108523*b*c*g*p*r^ 2*x^2-20538*b*c*g*p*r*x^3+10*b*c*g*q^4*x+620*b*c*g*q^3*r*x+1017*b*c*g*q^3*x^2+ 4245*b*c*g*q^2*r^2*x-16340*b*c*g*q^2*r*x^2-15733*b*c*g*q^2*x^3+7624*b*c*g*q*r^3 *x-62834*b*c*g*q*r^2*x^2-20538*b*c*g*q*r*x^3+3989*b*c*g*r^4*x-49842*b*c*g*r^3*x ^2+9778*b*c*g*r^2*x^3+734*b*c*p^5*x+2294*b*c*p^4*q*x+4288*b*c*p^4*r*x-6910*b*c* p^4*x^2+2478*b*c*p^3*q^2*x+10532*b*c*p^3*q*r*x-19660*b*c*p^3*q*x^2+9812*b*c*p^3 *r^2*x-41207*b*c*p^3*r*x^2-5670*b*c*p^3*x^3+1010*b*c*p^2*q^3*x+8280*b*c*p^2*q^2 *r*x-17520*b*c*p^2*q^2*x^2+17832*b*c*p^2*q*r^2*x-85671*b*c*p^2*q*r*x^2-17010*b* c*p^2*q*x^3+11048*b*c*p^2*r^3*x-87567*b*c*p^2*r^2*x^2-3252*b*c*p^2*r*x^3+92*b*c *p*q^4*x+2116*b*c*p*q^3*r*x-3700*b*c*p*q^3*x^2+9126*b*c*p*q^2*r^2*x-47721*b*c*p *q^2*r*x^2-17010*b*c*p*q^2*x^3+13244*b*c*p*q*r^3*x-118512*b*c*p*q*r^2*x^2-6504* b*c*p*q*r*x^3+6142*b*c*p*r^4*x-79153*b*c*p*r^3*x^2+28908*b*c*p*r^2*x^3+80*b*c*q ^4*r*x+1070*b*c*q^4*x^2+1106*b*c*q^3*r^2*x-3257*b*c*q^3*r*x^2-5670*b*c*q^3*x^3+ 3324*b*c*q^2*r^3*x-30945*b*c*q^2*r^2*x^2-3252*b*c*q^2*r*x^3+3650*b*c*q*r^4*x-\ 52501*b*c*q*r^3*x^2+28908*b*c*q*r^2*x^3+1352*b*c*r^5*x-25883*b*c*r^4*x^2+30048* b*c*r^3*x^3+8*b*g^5*p*x+8*b*g^5*r*x-26*b*g^5*x^2+80*b*g^4*p^2*x+50*b*g^4*p*q*x+ 193*b*g^4*p*r*x-222*b*g^4*p*x^2+44*b*g^4*q*r*x-104*b*g^4*q*x^2+113*b*g^4*r^2*x-\ 226*b*g^4*r*x^2-4*b*g^4*x^3+252*b*g^3*p^3*x+354*b*g^3*p^2*q*x+912*b*g^3*p^2*r*x -1137*b*g^3*p^2*x^2+102*b*g^3*p*q^2*x+792*b*g^3*p*q*r*x-1218*b*g^3*p*q*x^2+1068 *b*g^3*p*r^2*x-3382*b*g^3*p*r*x^2-994*b*g^3*p*x^3+84*b*g^3*q^2*r*x-81*b*g^3*q^2 *x^2+438*b*g^3*q*r^2*x-1291*b*g^3*q*r*x^2-994*b*g^3*q*x^3+408*b*g^3*r^3*x-2551* b*g^3*r^2*x^2-1606*b*g^3*r*x^3+356*b*g^2*p^4*x+798*b*g^2*p^3*q*x+1694*b*g^2*p^3 *r*x-2410*b*g^2*p^3*x^2+528*b*g^2*p^2*q^2*x+2754*b*g^2*p^2*q*r*x-4604*b*g^2*p^2 *q*x^2+2946*b*g^2*p^2*r^2*x-11086*b*g^2*p^2*r*x^2-2467*b*g^2*p^2*x^3+86*b*g^2*p *q^3*x+1128*b*g^2*p*q^2*r*x-1978*b*g^2*p*q^2*x^2+3114*b*g^2*p*q*r^2*x-13018*b*g ^2*p*q*r*x^2-4934*b*g^2*p*q*x^3+2234*b*g^2*p*r^3*x-16318*b*g^2*p*r^2*x^2-4440*b *g^2*p*r*x^3+68*b*g^2*q^3*r*x+216*b*g^2*q^3*x^2+600*b*g^2*q^2*r^2*x-1932*b*g^2* q^2*r*x^2-2467*b*g^2*q^2*x^3+1158*b*g^2*q*r^3*x-9034*b*g^2*q*r^2*x^2-4440*b*g^2 *q*r*x^3+626*b*g^2*r^4*x-7642*b*g^2*r^3*x^2+451*b*g^2*r^2*x^3+236*b*g*p^5*x+734 *b*g*p^4*q*x+1384*b*g*p^4*r*x-2159*b*g*p^4*x^2+786*b*g*p^3*q^2*x+3380*b*g*p^3*q *r*x-6098*b*g*p^3*q*x^2+3176*b*g*p^3*r^2*x-13013*b*g*p^3*r*x^2-1985*b*g*p^3*x^3 +314*b*g*p^2*q^3*x+2628*b*g*p^2*q^2*r*x-5340*b*g*p^2*q^2*x^2+5736*b*g*p^2*q*r^2 *x-26755*b*g*p^2*q*r*x^2-5955*b*g*p^2*q*x^3+3584*b*g*p^2*r^3*x-27956*b*g*p^2*r^ 2*x^2-2337*b*g*p^2*r*x^3+26*b*g*p*q^4*x+652*b*g*p*q^3*r*x-1022*b*g*p*q^3*x^2+ 2898*b*g*p*q^2*r^2*x-14471*b*g*p*q^2*r*x^2-5955*b*g*p*q^2*x^3+4268*b*g*p*q*r^3* x-37374*b*g*p*q*r^2*x^2-4674*b*g*p*q*r*x^3+1996*b*g*p*r^4*x-25509*b*g*p*r^3*x^2 +7512*b*g*p*r^2*x^3+20*b*g*q^4*r*x+379*b*g*q^4*x^2+338*b*g*q^3*r^2*x-729*b*g*q^ 3*r*x^2-1985*b*g*q^3*x^3+1056*b*g*q^2*r^3*x-9418*b*g*q^2*r^2*x^2-2337*b*g*q^2*r *x^3+1178*b*g*q*r^4*x-16717*b*g*q*r^3*x^2+7512*b*g*q*r^2*x^3+440*b*g*r^5*x-8407 *b*g*r^4*x^2+9076*b*g*r^3*x^3+60*b*p^6*x+240*b*p^5*q*x+417*b*p^5*r*x-690*b*p^5* x^2+360*b*p^4*q^2*x+1374*b*p^4*q*r*x-2600*b*p^4*q*x^2+1185*b*p^4*r^2*x-5069*b*p ^4*r*x^2-508*b*p^4*x^3+240*b*p^3*q^3*x+1620*b*p^3*q^2*r*x-3500*b*p^3*q^2*x^2+ 3096*b*p^3*q*r^2*x-15088*b*p^3*q*r*x^2-2032*b*p^3*q*x^3+1770*b*p^3*r^3*x-14159* b*p^3*r^2*x^2+463*b*p^3*r*x^3+60*b*p^2*q^4*x+786*b*p^2*q^3*r*x-1800*b*p^2*q^3*x ^2+2700*b*p^2*q^2*r^2*x-14850*b*p^2*q^2*r*x^2-3048*b*p^2*q^2*x^3+3444*b*p^2*q*r ^3*x-31212*b*p^2*q*r^2*x^2+1389*b*p^2*q*r*x^3+1470*b*p^2*r^4*x-18963*b*p^2*r^3* x^2+8286*b*p^2*r^2*x^3+123*b*p*q^4*r*x-50*b*p*q^4*x^2+852*b*p*q^3*r^2*x-4712*b* p*q^3*r*x^2-2032*b*p*q^3*x^3+1980*b*p*q^2*r^3*x-19947*b*p*q^2*r^2*x^2+1389*b*p* q^2*r*x^3+1896*b*p*q*r^4*x-27560*b*p*q*r^3*x^2+16572*b*p*q*r^2*x^3+645*b*p*r^5* x-12275*b*p*r^4*x^2+14432*b*p*r^3*x^3+160*b*q^5*x^2+63*b*q^4*r^2*x+119*b*q^4*r* x^2-508*b*q^4*x^3+306*b*q^3*r^3*x-2894*b*q^3*r^2*x^2+463*b*q^3*r*x^3+540*b*q^2* r^4*x-8597*b*q^2*r^3*x^2+8286*b*q^2*r^2*x^3+414*b*q*r^5*x-8836*b*q*r^4*x^2+ 14432*b*q*r^3*x^3+117*b*r^6*x-3092*b*r^5*x^2+7117*b*r^4*x^3+640*c^7*x+1488*c^6* g*x+2976*c^6*p*x+1152*c^6*q*x+3360*c^6*r*x-5184*c^6*x^2+1392*c^5*g^2*x+5992*c^5 *g*p*x+2264*c^5*g*q*x+6752*c^5*g*r*x-9888*c^5*g*x^2+5392*c^5*p^2*x+5072*c^5*p*q *x+12480*c^5*p*r*x-19536*c^5*p*x^2+784*c^5*q^2*x+5472*c^5*q*r*x-9552*c^5*q*x^2+ 7088*c^5*r^2*x-27720*c^5*r*x^2-9168*c^5*x^3+664*c^4*g^3*x+4748*c^4*g^2*p*x+1724 *c^4*g^2*q*x+5336*c^4*g^2*r*x-7368*c^4*g^2*x^2+9092*c^4*g*p^2*x+8448*c^4*g*p*q* x+21048*c^4*g*p*r*x-31480*c^4*g*p*x^2+1252*c^4*g*q^2*x+9080*c^4*g*q*r*x-14984*c ^4*g*q*x^2+11956*c^4*g*r^2*x-44844*c^4*g*r*x^2-16520*c^4*g*x^3+5048*c^4*p^3*x+ 8160*c^4*p^2*q*x+17712*c^4*p^2*r*x-27864*c^4*p^2*x^2+3360*c^4*p*q^2*x+18288*c^4 *p*q*r*x-33840*c^4*p*q*x^2+20280*c^4*p*r^2*x-81816*c^4*p*r*x^2-18024*c^4*p*x^3+ 248*c^4*q^3*x+3408*c^4*q^2*r*x-5976*c^4*q^2*x^2+10128*c^4*q*r^2*x-44976*c^4*q*r *x^2-18024*c^4*q*x^3+7616*c^4*r^3*x-57924*c^4*r^2*x^2-10248*c^4*r*x^3+168*c^3*g ^4*x+1862*c^3*g^3*p*x+630*c^3*g^3*q*x+2084*c^3*g^3*r*x-2724*c^3*g^3*x^2+5816*c^ 3*g^2*p^2*x+5292*c^3*g^2*p*q*x+13484*c^3*g^2*p*r*x-19112*c^3*g^2*p*x^2+728*c^3* g^2*q^2*x+5644*c^3*g^2*q*r*x-8776*c^3*g^2*q*x^2+7668*c^3*g^2*r^2*x-27210*c^3*g^ 2*r*x^2-11124*c^3*g^2*x^3+6822*c^3*g*p^3*x+10950*c^3*g*p^2*q*x+23964*c^3*g*p^2* r*x-36212*c^3*g*p^2*x^2+4430*c^3*g*p*q^2*x+24528*c^3*g*p*q*r*x-43440*c^3*g*p*q* x^2+27462*c^3*g*p*r^2*x-106996*c^3*g*p*r*x^2-26212*c^3*g*p*x^3+302*c^3*g*q^3*x+ 4460*c^3*g*q^2*r*x-7228*c^3*g*q^2*x^2+13578*c^3*g*q*r^2*x-57704*c^3*g*q*r*x^2-\ 26212*c^3*g*q*x^3+10320*c^3*g*r^3*x-76236*c^3*g*r^2*x^2-17960*c^3*g*r*x^3+2676* c^3*p^4*x+6372*c^3*p^3*q*x+12540*c^3*p^3*r*x-19956*c^3*p^3*x^2+4752*c^3*p^2*q^2 *x+21780*c^3*p^2*q*r*x-40836*c^3*p^2*q*x^2+21564*c^3*p^2*r^2*x-88662*c^3*p^2*r* x^2-13740*c^3*p^2*x^3+1092*c^3*p*q^3*x+10260*c^3*p*q^2*r*x-21804*c^3*p*q^2*x^2+ 24444*c^3*p*q*r^2*x-115236*c^3*p*q*r*x^2-27480*c^3*p*q*x^3+16212*c^3*p*r^3*x-\ 125910*c^3*p*r^2*x^2-8856*c^3*p*r*x^3+36*c^3*q^4*x+1020*c^3*q^3*r*x-924*c^3*q^3 *x^2+5508*c^3*q^2*r^2*x-26574*c^3*q^2*r*x^2-13740*c^3*q^2*x^3+9036*c^3*q*r^3*x-\ 78498*c^3*q*r^2*x^2-8856*c^3*q*r*x^3+4512*c^3*r^4*x-57204*c^3*r^3*x^2+19440*c^3 *r^2*x^3+21*c^2*g^5*x+371*c^2*g^4*p*x+109*c^2*g^4*q*x+412*c^2*g^4*r*x-534*c^2*g ^4*x^2+1741*c^2*g^3*p^2*x+1524*c^2*g^3*p*q*x+4054*c^2*g^3*p*r*x-5398*c^2*g^3*p* x^2+181*c^2*g^3*q^2*x+1598*c^2*g^3*q*r*x-2378*c^2*g^3*q*x^2+2313*c^2*g^3*r^2*x-\ 7569*c^2*g^3*r*x^2-3318*c^2*g^3*x^3+3287*c^2*g^2*p^3*x+5211*c^2*g^2*p^2*q*x+ 11582*c^2*g^2*p^2*r*x-16686*c^2*g^2*p^2*x^2+2043*c^2*g^2*p*q^2*x+11668*c^2*g^2* p*q*r*x-19692*c^2*g^2*p*q*x^2+13303*c^2*g^2*p*r^2*x-49642*c^2*g^2*p*r*x^2-13378 *c^2*g^2*p*x^3+119*c^2*g^2*q^3*x+2018*c^2*g^2*q^2*r*x-3006*c^2*g^2*q^2*x^2+6457 *c^2*g^2*q*r^2*x-25868*c^2*g^2*q*r*x^2-13378*c^2*g^2*q*x^3+5008*c^2*g^2*r^3*x-\ 35793*c^2*g^2*r^2*x^2-11198*c^2*g^2*r*x^3+2710*c^2*g*p^4*x+6426*c^2*g*p^3*q*x+ 12718*c^2*g*p^3*r*x-19554*c^2*g*p^3*x^2+4752*c^2*g*p^2*q^2*x+21978*c^2*g*p^2*q* r*x-39738*c^2*g*p^2*q*x^2+21894*c^2*g*p^2*r^2*x-87477*c^2*g*p^2*r*x^2-15134*c^2 *g*p^2*x^3+1066*c^2*g*p*q^3*x+10242*c^2*g*p*q^2*r*x-20814*c^2*g*p*q^2*x^2+24678 *c^2*g*p*q*r^2*x-112626*c^2*g*p*q*r*x^2-30268*c^2*g*p*q*x^3+16474*c^2*g*p*r^3*x -125013*c^2*g*p*r^2*x^2-14178*c^2*g*p*r*x^3+30*c^2*g*q^4*x+982*c^2*g*q^3*r*x-\ 630*c^2*g*q^3*x^2+5490*c^2*g*q^2*r^2*x-25149*c^2*g*q^2*r*x^2-15134*c^2*g*q^2*x^ 3+9126*c^2*g*q*r^3*x-77109*c^2*g*q*r^2*x^2-14178*c^2*g*q*r*x^3+4588*c^2*g*r^4*x -57090*c^2*g*r^3*x^2+15668*c^2*g*r^2*x^3+812*c^2*p^5*x+2608*c^2*p^4*q*x+4734*c^ 2*p^4*r*x-7698*c^2*p^4*x^2+2954*c^2*p^3*q^2*x+11940*c^2*p^3*q*r*x-22596*c^2*p^3 *q*x^2+10816*c^2*p^3*r^2*x-45360*c^2*p^3*r*x^2-5034*c^2*p^3*x^3+1334*c^2*p^2*q^ 3*x+9828*c^2*p^2*q^2*r*x-21600*c^2*p^2*q^2*x^2+20172*c^2*p^2*q*r^2*x-97326*c^2* p^2*q*r*x^2-15102*c^2*p^2*q*x^3+12164*c^2*p^2*r^3*x-95850*c^2*p^2*r^2*x^2+438*c ^2*p^2*r*x^3+178*c^2*p*q^4*x+2772*c^2*p*q^3*r*x-6204*c^2*p*q^3*x^2+10794*c^2*p* q^2*r^2*x-58572*c^2*p*q^2*r*x^2-15102*c^2*p*q^2*x^3+14956*c^2*p*q*r^3*x-134082* c^2*p*q*r^2*x^2+876*c^2*p*q*r*x^3+6756*c^2*p*r^4*x-86412*c^2*p*r^3*x^2+34680*c^ 2*p*r^2*x^3+2*c^2*q^5*x+150*c^2*q^4*r*x+498*c^2*q^4*x^2+1438*c^2*q^3*r^2*x-6606 *c^2*q^3*r*x^2-5034*c^2*q^3*x^3+3920*c^2*q^2*r^3*x-38232*c^2*q^2*r^2*x^2+438*c^ 2*q^2*r*x^3+4116*c^2*q*r^4*x-59352*c^2*q*r^3*x^2+34680*c^2*q*r^2*x^3+1486*c^2*r ^5*x-28224*c^2*r^4*x^2+32844*c^2*r^3*x^3+c*g^6*x+34*c*g^5*p*x+7*c*g^5*q*x+37*c* g^5*r*x-57*c*g^5*x^2+240*c*g^4*p^2*x+194*c*g^4*p*q*x+565*c*g^4*p*r*x-699*c*g^4* p*x^2+16*c*g^4*q^2*x+195*c*g^4*q*r*x-303*c*g^4*q*x^2+325*c*g^4*r^2*x-921*c*g^4* r*x^2-370*c*g^4*x^3+663*c*g^3*p^3*x+1026*c*g^3*p^2*q*x+2354*c*g^3*p^2*r*x-3189* c*g^3*p^2*x^2+378*c*g^3*p*q^2*x+2296*c*g^3*p*q*r*x-3690*c*g^3*p*q*x^2+2719*c*g^ 3*p*r^2*x-9535*c*g^3*p*r*x^2-2715*c*g^3*p*x^3+15*c*g^3*q^3*x+356*c*g^3*q^2*r*x-\ 501*c*g^3*q^2*x^2+1270*c*g^3*q*r^2*x-4658*c*g^3*q*r*x^2-2715*c*g^3*q*x^3+1028*c *g^3*r^3*x-7020*c*g^3*r^2*x^2-2918*c*g^3*r*x^3+870*c*g^2*p^4*x+2048*c*g^2*p^3*q *x+4097*c*g^2*p^3*r*x-6062*c*g^2*p^3*x^2+1492*c*g^2*p^2*q^2*x+7017*c*g^2*p^2*q* r*x-12206*c*g^2*p^2*q*x^2+7071*c*g^2*p^2*r^2*x-27377*c*g^2*p^2*r*x^2-5204*c*g^2 *p^2*x^3+320*c*g^2*p*q^3*x+3203*c*g^2*p*q^2*r*x-6226*c*g^2*p*q^2*x^2+7890*c*g^2 *p*q*r^2*x-34686*c*g^2*p*q*r*x^2-10408*c*g^2*p*q*x^3+5331*c*g^2*p*r^3*x-39561*c *g^2*p*r^2*x^2-6639*c*g^2*p*r*x^3+6*c*g^2*q^4*x+283*c*g^2*q^3*r*x-82*c*g^2*q^3* x^2+1711*c*g^2*q^2*r^2*x-7309*c*g^2*q^2*r*x^2-5204*c*g^2*q^2*x^3+2921*c*g^2*q*r ^3*x-23970*c*g^2*q*r^2*x^2-6639*c*g^2*q*r*x^3+1487*c*g^2*r^4*x-18246*c*g^2*r^3* x^2+3560*c*g^2*r^2*x^3+546*c*g*p^5*x+1750*c*g*p^4*q*x+3187*c*g*p^4*r*x-5045*c*g *p^4*x^2+1975*c*g*p^3*q^2*x+8018*c*g*p^3*q*r*x-14746*c*g*p^3*q*x^2+7288*c*g*p^3 *r^2*x-29925*c*g*p^3*r*x^2-3735*c*g*p^3*x^3+885*c*g*p^2*q^3*x+6570*c*g*p^2*q^2* r*x-13968*c*g*p^2*q^2*x^2+13554*c*g*p^2*q*r^2*x-63870*c*g*p^2*q*r*x^2-11205*c*g *p^2*q*x^3+8202*c*g*p^2*r^3*x-63600*c*g*p^2*r^2*x^2-1797*c*g*p^2*r*x^3+115*c*g* p*q^4*x+1834*c*g*p*q^3*r*x-3878*c*g*p*q^3*x^2+7215*c*g*p*q^2*r^2*x-37965*c*g*p* q^2*r*x^2-11205*c*g*p*q^2*x^3+10054*c*g*p*q*r^3*x-88461*c*g*p*q*r^2*x^2-3594*c* g*p*q*r*x^3+4558*c*g*p*r^4*x-57605*c*g*p*r^3*x^2+20250*c*g*p*r^2*x^3+c*g*q^5*x+ 95*c*g*q^4*r*x+389*c*g*q^4*x^2+949*c*g*q^3*r^2*x-4020*c*g*q^3*r*x^2-3735*c*g*q^ 3*x^3+2620*c*g*q^2*r^3*x-24861*c*g*q^2*r^2*x^2-1797*c*g*q^2*r*x^3+2768*c*g*q*r^ 4*x-39337*c*g*q*r^3*x^2+20250*c*g*q*r^2*x^3+1003*c*g*r^5*x-18885*c*g*r^4*x^2+ 20802*c*g*r^3*x^3+132*c*p^6*x+540*c*p^5*q*x+915*c*p^5*r*x-1530*c*p^5*x^2+840*c* p^4*q^2*x+3081*c*p^4*q*r*x-5904*c*p^4*q*x^2+2595*c*p^4*r^2*x-11109*c*p^4*r*x^2-\ 876*c*p^4*x^3+600*c*p^3*q^3*x+3762*c*p^3*q^2*r*x-8316*c*p^3*q^2*x^2+6924*c*p^3* q*r^2*x-33828*c*p^3*q*r*x^2-3504*c*p^3*q*x^3+3870*c*p^3*r^3*x-30834*c*p^3*r^2*x ^2+1956*c*p^3*r*x^3+180*c*p^2*q^4*x+1950*c*p^2*q^3*r*x-4824*c*p^2*q^3*x^2+6246* c*p^2*q^2*r^2*x-34830*c*p^2*q^2*r*x^2-5256*c*p^2*q^2*x^3+7686*c*p^2*q*r^3*x-\ 69534*c*p^2*q*r^2*x^2+5868*c*p^2*q*r*x^3+3210*c*p^2*r^4*x-41148*c*p^2*r^3*x^2+ 18918*c*p^2*r^2*x^3+12*c*p*q^5*x+363*c*p*q^4*r*x-666*c*p*q^4*x^2+2100*c*p*q^3*r ^2*x-12612*c*p*q^3*r*x^2-3504*c*p*q^3*x^3+4566*c*p*q^2*r^3*x-46566*c*p*q^2*r^2* x^2+5868*c*p*q^2*r*x^3+4224*c*p*q*r^4*x-61200*c*p*q*r^3*x^2+37836*c*p*q*r^2*x^3 +1407*c*p*r^5*x-26580*c*p*r^4*x^2+31068*c*p*r^3*x^3+9*c*q^5*r*x+216*c*q^5*x^2+ 183*c*q^4*r^2*x-501*c*q^4*r*x^2-876*c*q^4*x^3+750*c*q^3*r^3*x-7866*c*q^3*r^2*x^ 2+1956*c*q^3*r*x^3+1242*c*q^2*r^4*x-20052*c*q^2*r^3*x^2+18918*c*q^2*r^2*x^3+921 *c*q*r^5*x-19590*c*q*r^4*x^2+31068*c*q*r^3*x^3+255*c*r^6*x-6687*c*r^5*x^2+14982 *c*r^4*x^3+g^6*p*x+g^6*r*x-3*g^6*x^2+12*g^5*p^2*x+8*g^5*p*q*x+29*g^5*p*r*x-32*g ^5*p*x^2+7*g^5*q*r*x-16*g^5*q*x^2+17*g^5*r^2*x-33*g^5*r*x^2+47*g^4*p^3*x+69*g^4 *p^2*q*x+170*g^4*p^2*r*x-208*g^4*p^2*x^2+22*g^4*p*q^2*x+154*g^4*p*q*r*x-237*g^4 *p*q*x^2+199*g^4*p*r^2*x-618*g^4*p*r*x^2-163*g^4*p*x^3+18*g^4*q^2*r*x-29*g^4*q^ 2*x^2+85*g^4*q*r^2*x-264*g^4*q*r*x^2-163*g^4*q*x^3+76*g^4*r^3*x-471*g^4*r^2*x^2 -264*g^4*r*x^3+88*g^3*p^4*x+204*g^3*p^3*q*x+418*g^3*p^3*r*x-588*g^3*p^3*x^2+144 *g^3*p^2*q^2*x+702*g^3*p^2*q*r*x-1170*g^3*p^2*q*x^2+726*g^3*p^2*r^2*x-2691*g^3* p^2*r*x^2-540*g^3*p^2*x^3+28*g^3*p*q^3*x+306*g^3*p*q^2*r*x-576*g^3*p*q^2*x^2+ 792*g^3*p*q*r^2*x-3312*g^3*p*q*r*x^2-1080*g^3*p*q*x^3+550*g^3*p*r^3*x-3969*g^3* p*r^2*x^2-955*g^3*p*r*x^3+22*g^3*q^3*r*x+6*g^3*q^3*x^2+162*g^3*q^2*r^2*x-621*g^ 3*q^2*r*x^2-540*g^3*q^2*x^3+294*g^3*q*r^3*x-2322*g^3*q*r^2*x^2-955*g^3*q*r*x^3+ 154*g^3*r^4*x-1866*g^3*r^3*x^2+140*g^3*r^2*x^3+87*g^2*p^5*x+278*g^2*p^4*q*x+509 *g^2*p^4*r*x-788*g^2*p^4*x^2+312*g^2*p^3*q^2*x+1276*g^2*p^3*q*r*x-2290*g^2*p^3* q*x^2+1166*g^2*p^3*r^2*x-4721*g^2*p^3*r*x^2-648*g^2*p^3*x^3+138*g^2*p^2*q^3*x+ 1038*g^2*p^2*q^2*r*x-2142*g^2*p^2*q^2*x^2+2160*g^2*p^2*q*r^2*x-9989*g^2*p^2*q*r *x^2-1944*g^2*p^2*q*x^3+1314*g^2*p^2*r^3*x-10135*g^2*p^2*r^2*x^2-692*g^2*p^2*r* x^3+17*g^2*p*q^4*x+284*g^2*p*q^3*r*x-566*g^2*p*q^3*x^2+1140*g^2*p*q^2*r^2*x-\ 5815*g^2*p*q^2*r*x^2-1944*g^2*p*q^2*x^3+1604*g^2*p*q*r^3*x-13968*g^2*p*q*r^2*x^ 2-1384*g^2*p*q*r*x^3+731*g^2*p*r^4*x-9259*g^2*p*r^3*x^2+2702*g^2*p*r^2*x^3+13*g ^2*q^4*r*x+74*g^2*q^4*x^2+146*g^2*q^3*r^2*x-547*g^2*q^3*r*x^2-648*g^2*q^3*x^3+ 414*g^2*q^2*r^3*x-3833*g^2*q^2*r^2*x^2-692*g^2*q^2*r*x^3+442*g^2*q*r^4*x-6269*g ^2*q*r^3*x^2+2702*g^2*q*r^2*x^3+161*g^2*r^5*x-3057*g^2*r^4*x^2+3166*g^2*r^3*x^3 +44*g*p^6*x+180*g*p^5*q*x+305*g*p^5*r*x-502*g*p^5*x^2+280*g*p^4*q^2*x+1027*g*p^ 4*q*r*x-1932*g*p^4*q*x^2+865*g*p^4*r^2*x-3665*g*p^4*r*x^2-328*g*p^4*x^3+200*g*p ^3*q^3*x+1254*g*p^3*q^2*r*x-2708*g*p^3*q^2*x^2+2308*g*p^3*q*r^2*x-11128*g*p^3*q *r*x^2-1312*g*p^3*q*x^3+1290*g*p^3*r^3*x-10218*g*p^3*r^2*x^2+401*g*p^3*r*x^3+60 *g*p^2*q^4*x+650*g*p^2*q^3*r*x-1552*g*p^2*q^3*x^2+2082*g*p^2*q^2*r^2*x-11394*g* p^2*q^2*r*x^2-1968*g*p^2*q^2*x^3+2562*g*p^2*q*r^3*x-22977*g*p^2*q*r^2*x^2+1203* g*p^2*q*r*x^3+1070*g*p^2*r^4*x-13684*g*p^2*r^3*x^2+5823*g*p^2*r^2*x^3+4*g*p*q^5 *x+121*g*p*q^4*r*x-198*g*p*q^4*x^2+700*g*p*q^3*r^2*x-4064*g*p*q^3*r*x^2-1312*g* p*q^3*x^3+1522*g*p*q^2*r^3*x-15300*g*p*q^2*r^2*x^2+1203*g*p*q^2*r*x^3+1408*g*p* q*r^4*x-20298*g*p*q*r^3*x^2+11646*g*p*q*r^2*x^3+469*g*p*r^5*x-8864*g*p*r^4*x^2+ 10022*g*p*r^3*x^3+3*g*q^5*r*x+76*g*q^5*x^2+61*g*q^4*r^2*x-133*g*q^4*r*x^2-328*g *q^4*x^3+250*g*q^3*r^3*x-2541*g*q^3*r^2*x^2+401*g*q^3*r*x^3+414*g*q^2*r^4*x-\ 6614*g*q^2*r^3*x^2+5823*g*q^2*r^2*x^3+307*g*q*r^5*x-6517*g*q*r^4*x^2+10022*g*q* r^3*x^3+85*g*r^6*x-2235*g*r^5*x^2+4928*g*r^4*x^3+9*p^7*x+45*p^6*q*x+72*p^6*r*x-\ 123*p^6*x^2+90*p^5*q^2*x+306*p^5*q*r*x-591*p^5*q*x^2+243*p^5*r^2*x-1050*p^5*r*x ^2-57*p^5*x^3+90*p^4*q^3*x+504*p^4*q^2*r*x-1110*p^4*q^2*x^2+855*p^4*q*r^2*x-\ 4176*p^4*q*r*x^2-285*p^4*q*x^3+450*p^4*r^3*x-3573*p^4*r^2*x^2+402*p^4*r*x^3+45* p^3*q^4*x+396*p^3*q^3*r*x-990*p^3*q^3*x^2+1116*p^3*q^2*r^2*x-6204*p^3*q^2*r*x^2 -570*p^3*q^2*x^3+1260*p^3*q*r^3*x-11286*p^3*q*r^2*x^2+1608*p^3*q*r*x^3+495*p^3* r^4*x-6252*p^3*r^3*x^2+3219*p^3*r^2*x^3+9*p^2*q^5*x+144*p^2*q^4*r*x-375*p^2*q^4 *x^2+648*p^2*q^3*r^2*x-4056*p^2*q^3*r*x^2-570*p^2*q^3*x^3+1224*p^2*q^2*r^3*x-\ 12420*p^2*q^2*r^2*x^2+2412*p^2*q^2*r*x^3+1035*p^2*q*r^4*x-14712*p^2*q*r^3*x^2+ 9657*p^2*q*r^2*x^3+324*p^2*r^5*x-5973*p^2*r^4*x^2+7122*p^2*r^3*x^3+18*p*q^5*r*x -3*p*q^5*x^2+153*p*q^4*r^2*x-954*p*q^4*r*x^2-285*p*q^4*x^3+468*p*q^3*r^3*x-5274 *p*q^3*r^2*x^2+1608*p*q^3*r*x^3+666*p*q^2*r^4*x-10668*p*q^2*r^3*x^2+9657*p*q^2* r^2*x^3+450*p*q*r^5*x-9315*p*q*r^4*x^2+14244*p*q*r^3*x^3+117*p*r^6*x-2970*p*r^5 *x^2+6480*p*r^4*x^3+24*q^6*x^2+9*q^5*r^2*x+24*q^5*r*x^2-57*q^5*x^3+54*q^4*r^3*x -567*q^4*r^2*x^2+402*q^4*r*x^3+126*q^3*r^4*x-2208*q^3*r^3*x^2+3219*q^3*r^2*x^3+ 144*q^2*r^5*x-3342*q^2*r^4*x^2+7122*q^2*r^3*x^3+81*q*r^6*x-2304*q*r^5*x^2+6480* q*r^4*x^3+18*r^7*x-603*r^6*x^2+2118*r^5*x^3-8*a^6*p-8*a^6*r+16*a^6*x-16*a^5*b*c -32*a^5*b*p-32*a^5*b*r+96*a^5*b*x-32*a^5*c^2-8*a^5*c*g-96*a^5*c*p-16*a^5*c*q-96 *a^5*c*r+384*a^5*c*x-28*a^5*g*p-28*a^5*g*r+72*a^5*g*x-48*a^5*p^2-24*a^5*p*q-96* a^5*p*r+280*a^5*p*x-24*a^5*q*r+112*a^5*q*x-48*a^5*r^2+276*a^5*r*x-96*a^5*x^2-48 *a^4*b^2*c-48*a^4*b^2*p-48*a^4*b^2*r+224*a^4*b^2*x-192*a^4*b*c^2-64*a^4*b*c*g-\ 368*a^4*b*c*p-64*a^4*b*c*q-368*a^4*b*c*r+1496*a^4*b*c*x-88*a^4*b*g*p-88*a^4*b*g *r+336*a^4*b*g*x-168*a^4*b*p^2-72*a^4*b*p*q-336*a^4*b*p*r+1052*a^4*b*p*x-72*a^4 *b*q*r+372*a^4*b*q*x-168*a^4*b*r^2+1000*a^4*b*r*x-240*a^4*b*x^2-192*a^4*c^3-128 *a^4*c^2*g-568*a^4*c^2*p-128*a^4*c^2*q-568*a^4*c^2*r+2272*a^4*c^2*x-20*a^4*c*g^ 2-296*a^4*c*g*p-48*a^4*c*g*q-296*a^4*c*g*r+1152*a^4*c*g*x-480*a^4*c*p^2-280*a^4 *c*p*q-960*a^4*c*p*r+3764*a^4*c*p*x-16*a^4*c*q^2-280*a^4*c*q*r+1220*a^4*c*q*x-\ 480*a^4*c*r^2+3716*a^4*c*r*x+1984*a^4*c*x^2-38*a^4*g^2*p-38*a^4*g^2*r+124*a^4*g ^2*x-144*a^4*g*p^2-64*a^4*g*p*q-288*a^4*g*p*r+844*a^4*g*p*x-64*a^4*g*q*r+300*a^ 4*g*q*x-144*a^4*g*r^2+796*a^4*g*r*x-208*a^4*g*x^2-110*a^4*p^3-124*a^4*p^2*q-330 *a^4*p^2*r+1406*a^4*p^2*x-26*a^4*p*q^2-248*a^4*p*q*r+1220*a^4*p*q*x-330*a^4*p*r ^2+3374*a^4*p*r*x+946*a^4*p*x^2-26*a^4*q^2*r+138*a^4*q^2*x-124*a^4*q*r^2+1056*a ^4*q*r*x+1048*a^4*q*x^2-110*a^4*r^3+1968*a^4*r^2*x+2062*a^4*r*x^2-2004*a^4*x^3-\ 48*a^3*b^3*c-32*a^3*b^3*p-32*a^3*b^3*r+256*a^3*b^3*x-320*a^3*b^2*c^2-112*a^3*b^ 2*c*g-512*a^3*b^2*c*p-80*a^3*b^2*c*q-512*a^3*b^2*c*r+2168*a^3*b^2*c*x-96*a^3*b^ 2*g*p-96*a^3*b^2*g*r+592*a^3*b^2*g*x-216*a^3*b^2*p^2-72*a^3*b^2*p*q-432*a^3*b^2 *p*r+1484*a^3*b^2*p*x-72*a^3*b^2*q*r+444*a^3*b^2*q*x-216*a^3*b^2*r^2+1376*a^3*b ^2*r*x-688*a^3*b*c^3-480*a^3*b*c^2*g-1728*a^3*b*c^2*p-368*a^3*b*c^2*q-1728*a^3* b*c^2*r+6720*a^3*b*c^2*x-80*a^3*b*c*g^2-856*a^3*b*c*g*p-136*a^3*b*c*g*q-856*a^3 *b*c*g*r+3444*a^3*b*c*g*x-1372*a^3*b*c*p^2-712*a^3*b*c*p*q-2744*a^3*b*c*p*r+ 11320*a^3*b*c*p*x-36*a^3*b*c*q^2-712*a^3*b*c*q*r+2928*a^3*b*c*q*x-1372*a^3*b*c* r^2+11472*a^3*b*c*r*x+9332*a^3*b*c*x^2-88*a^3*b*g^2*p-88*a^3*b*g^2*r+440*a^3*b* g^2*x-388*a^3*b*g*p^2-140*a^3*b*g*p*q-776*a^3*b*g*p*r+2482*a^3*b*g*p*x-140*a^3* b*g*q*r+738*a^3*b*g*q*x-388*a^3*b*g*r^2+2248*a^3*b*g*r*x-272*a^3*b*g*x^2-316*a^ 3*b*p^3-320*a^3*b*p^2*q-948*a^3*b*p^2*r+4228*a^3*b*p^2*x-52*a^3*b*p*q^2-640*a^3 *b*p*q*r+3116*a^3*b*p*q*x-948*a^3*b*p*r^2+10150*a^3*b*p*r*x+4184*a^3*b*p*x^2-52 *a^3*b*q^2*r+184*a^3*b*q^2*x-320*a^3*b*q*r^2+2506*a^3*b*q*r*x+4592*a^3*b*q*x^2-\ 316*a^3*b*r^3+5922*a^3*b*r^2*x+7994*a^3*b*r*x^2-8016*a^3*b*x^3-464*a^3*c^4-496* a^3*c^3*g-1632*a^3*c^3*p-384*a^3*c^3*q-1632*a^3*c^3*r+6536*a^3*c^3*x-168*a^3*c^ 2*g^2-1364*a^3*c^2*g*p-288*a^3*c^2*g*q-1364*a^3*c^2*g*r+5140*a^3*c^2*g*x-1924*a ^3*c^2*p^2-1144*a^3*c^2*p*q-3848*a^3*c^2*p*r+17188*a^3*c^2*p*x-84*a^3*c^2*q^2-\ 1144*a^3*c^2*q*r+4836*a^3*c^2*q*x-1924*a^3*c^2*r^2+17492*a^3*c^2*r*x+15168*a^3* c^2*x^2-18*a^3*c*g^3-340*a^3*c*g^2*p-52*a^3*c*g^2*q-340*a^3*c*g^2*r+1296*a^3*c* g^2*x-1140*a^3*c*g*p^2-604*a^3*c*g*p*q-2280*a^3*c*g*p*r+8980*a^3*c*g*p*x-32*a^3 *c*g*q^2-604*a^3*c*g*q*r+2392*a^3*c*g*q*x-1140*a^3*c*g*r^2+8810*a^3*c*g*r*x+ 6602*a^3*c*g*x^2-860*a^3*c*p^3-980*a^3*c*p^2*q-2580*a^3*c*p^2*r+12506*a^3*c*p^2 *x-220*a^3*c*p*q^2-1960*a^3*c*p*q*r+10344*a^3*c*p*q*x-2580*a^3*c*p*r^2+29304*a^ 3*c*p*r*x+10594*a^3*c*p*x^2-4*a^3*c*q^3-220*a^3*c*q^2*r+862*a^3*c*q^2*x-980*a^3 *c*q*r^2+9290*a^3*c*q*r*x+13452*a^3*c*q*x^2-860*a^3*c*r^3+16798*a^3*c*r^2*x+ 15120*a^3*c*r*x^2-24320*a^3*c*x^3-25*a^3*g^3*p-25*a^3*g^3*r+106*a^3*g^3*x-164*a ^3*g^2*p^2-62*a^3*g^2*p*q-328*a^3*g^2*p*r+978*a^3*g^2*p*x-62*a^3*g^2*q*r+288*a^ 3*g^2*q*x-164*a^3*g^2*r^2+869*a^3*g^2*r*x-152*a^3*g^2*x^2-265*a^3*g*p^3-278*a^3 *g*p^2*q-795*a^3*g*p^2*r+3417*a^3*g*p^2*x-49*a^3*g*p*q^2-556*a^3*g*p*q*r+2670*a ^3*g*p*q*x-795*a^3*g*p*r^2+8193*a^3*g*p*r*x+2957*a^3*g*p*x^2-49*a^3*g*q^2*r+183 *a^3*g*q^2*x-278*a^3*g*q*r^2+2148*a^3*g*q*r*x+3278*a^3*g*q*x^2-265*a^3*g*r^3+ 4776*a^3*g*r^2*x+5979*a^3*g*r*x^2-5634*a^3*g*x^3-126*a^3*p^4-228*a^3*p^3*q-504* a^3*p^3*r+2655*a^3*p^3*x-114*a^3*p^2*q^2-684*a^3*p^2*q*r+4069*a^3*p^2*q*x-756*a ^3*p^2*r^2+9717*a^3*p^2*r*x+1329*a^3*p^2*x^2-12*a^3*p*q^3-228*a^3*p*q^2*r+1409* a^3*p*q^2*x-684*a^3*p*q*r^2+8999*a^3*p*q*r*x+4321*a^3*p*q*x^2-504*a^3*p*r^3+ 11469*a^3*p*r^2*x+1202*a^3*p*r*x^2-10660*a^3*p*x^3-12*a^3*q^3*r-5*a^3*q^3*x-114 *a^3*q^2*r^2+1004*a^3*q^2*r*x+2992*a^3*q^2*x^2-228*a^3*q*r^3+4930*a^3*q*r^2*x+ 6285*a^3*q*r*x^2-10660*a^3*q*x^3-126*a^3*r^4+4407*a^3*r^3*x-1765*a^3*r^2*x^2-\ 14964*a^3*r*x^3-16*a^2*b^4*c-8*a^2*b^4*p-8*a^2*b^4*r+144*a^2*b^4*x-192*a^2*b^3* c^2-64*a^2*b^3*c*g-304*a^2*b^3*c*p-32*a^2*b^3*c*q-304*a^2*b^3*c*r+1368*a^2*b^3* c*x-40*a^2*b^3*g*p-40*a^2*b^3*g*r+480*a^2*b^3*g*x-120*a^2*b^3*p^2-24*a^2*b^3*p* q-240*a^2*b^3*p*r+940*a^2*b^3*p*x-24*a^2*b^3*q*r+220*a^2*b^3*q*x-120*a^2*b^3*r^ 2+888*a^2*b^3*r*x+480*a^2*b^3*x^2-720*a^2*b^2*c^3-496*a^2*b^2*c^2*g-1760*a^2*b^ 2*c^2*p-304*a^2*b^2*c^2*q-1760*a^2*b^2*c^2*r+6920*a^2*b^2*c^2*x-80*a^2*b^2*c*g^ 2-820*a^2*b^2*c*g*p-104*a^2*b^2*c*g*q-820*a^2*b^2*c*g*r+3584*a^2*b^2*c*g*x-1348 *a^2*b^2*c*p^2-576*a^2*b^2*c*p*q-2696*a^2*b^2*c*p*r+11952*a^2*b^2*c*p*x-20*a^2* b^2*c*q^2-576*a^2*b^2*c*q*r+2040*a^2*b^2*c*q*x-1348*a^2*b^2*c*r^2+12828*a^2*b^2 *c*r*x+16092*a^2*b^2*c*x^2-62*a^2*b^2*g^2*p-62*a^2*b^2*g^2*r+556*a^2*b^2*g^2*x-\ 352*a^2*b^2*g*p^2-88*a^2*b^2*g*p*q-704*a^2*b^2*g*p*r+2564*a^2*b^2*g*p*x-88*a^2* b^2*g*q*r+596*a^2*b^2*g*q*x-352*a^2*b^2*g*r^2+2292*a^2*b^2*g*r*x+432*a^2*b^2*g* x^2-314*a^2*b^2*p^3-268*a^2*b^2*p^2*q-942*a^2*b^2*p^2*r+4478*a^2*b^2*p^2*x-26*a ^2*b^2*p*q^2-536*a^2*b^2*p*q*r+2488*a^2*b^2*p*q*x-942*a^2*b^2*p*r^2+10868*a^2*b ^2*p*r*x+6876*a^2*b^2*p*x^2-26*a^2*b^2*q^2*r-46*a^2*b^2*q^2*x-268*a^2*b^2*q*r^2 +1844*a^2*b^2*q*r*x+7488*a^2*b^2*q*x^2-314*a^2*b^2*r^3+6390*a^2*b^2*r^2*x+11610 *a^2*b^2*r*x^2-12024*a^2*b^2*x^3-1088*a^2*b*c^4-1152*a^2*b*c^3*g-3600*a^2*b*c^3 *p-752*a^2*b*c^3*q-3600*a^2*b*c^3*r+14424*a^2*b*c^3*x-384*a^2*b*c^2*g^2-2940*a^ 2*b*c^2*g*p-544*a^2*b*c^2*g*q-2940*a^2*b*c^2*g*r+11068*a^2*b*c^2*g*x-4096*a^2*b *c^2*p^2-2160*a^2*b*c^2*p*q-8192*a^2*b*c^2*p*r+38644*a^2*b*c^2*p*x-128*a^2*b*c^ 2*q^2-2160*a^2*b*c^2*q*r+8188*a^2*b*c^2*q*x-4096*a^2*b*c^2*r^2+41444*a^2*b*c^2* r*x+47172*a^2*b*c^2*x^2-40*a^2*b*c*g^3-682*a^2*b*c*g^2*p-92*a^2*b*c*g^2*q-682*a ^2*b*c*g^2*r+2808*a^2*b*c*g^2*x-2360*a^2*b*c*g*p^2-1072*a^2*b*c*g*p*q-4720*a^2* b*c*g*p*r+19886*a^2*b*c*g*p*x-44*a^2*b*c*g*q^2-1072*a^2*b*c*g*q*r+3766*a^2*b*c* g*q*x-2360*a^2*b*c*g*r^2+20278*a^2*b*c*g*r*x+21464*a^2*b*c*g*x^2-1836*a^2*b*c*p ^3-1876*a^2*b*c*p^2*q-5508*a^2*b*c*p^2*r+28288*a^2*b*c*p^2*x-332*a^2*b*c*p*q^2-\ 3752*a^2*b*c*p*q*r+19668*a^2*b*c*p*q*x-5508*a^2*b*c*p*r^2+67214*a^2*b*c*p*r*x+ 34232*a^2*b*c*p*x^2-4*a^2*b*c*q^3-332*a^2*b*c*q^2*r+452*a^2*b*c*q^2*x-1876*a^2* b*c*q*r^2+17820*a^2*b*c*q*r*x+42806*a^2*b*c*q*x^2-1836*a^2*b*c*r^3+38926*a^2*b* c*r^2*x+44220*a^2*b*c*r*x^2-72960*a^2*b*c*x^3-38*a^2*b*g^3*p-38*a^2*b*g^3*r+272 *a^2*b*g^3*x-316*a^2*b*g^2*p^2-88*a^2*b*g^2*p*q-632*a^2*b*g^2*p*r+2118*a^2*b*g^ 2*p*x-88*a^2*b*g^2*q*r+472*a^2*b*g^2*q*x-316*a^2*b*g^2*r^2+1806*a^2*b*g^2*r*x+4 *a^2*b*g^2*x^2-554*a^2*b*g*p^3-508*a^2*b*g*p^2*q-1662*a^2*b*g*p^2*r+7584*a^2*b* g*p^2*x-62*a^2*b*g*p*q^2-1016*a^2*b*g*p*q*r+4806*a^2*b*g*p*q*x-1662*a^2*b*g*p*r ^2+18237*a^2*b*g*p*r*x+9257*a^2*b*g*p*x^2-62*a^2*b*g*q^2*r+12*a^2*b*g*q^2*x-508 *a^2*b*g*q*r^2+3564*a^2*b*g*q*r*x+10220*a^2*b*g*q*x^2-554*a^2*b*g*r^3+10653*a^2 *b*g*r^2*x+16668*a^2*b*g*r*x^2-16902*a^2*b*g*x^3-276*a^2*b*p^4-456*a^2*b*p^3*q-\ 1104*a^2*b*p^3*r+6074*a^2*b*p^3*x-192*a^2*b*p^2*q^2-1368*a^2*b*p^2*q*r+8256*a^2 *b*p^2*q*x-1656*a^2*b*p^2*r^2+22379*a^2*b*p^2*r*x+5027*a^2*b*p^2*x^2-12*a^2*b*p *q^3-384*a^2*b*p*q^2*r+1998*a^2*b*p*q^2*x-1368*a^2*b*p*q*r^2+18349*a^2*b*p*q*r* x+15043*a^2*b*p*q*x^2-1104*a^2*b*p*r^3+26536*a^2*b*p*r^2*x+6019*a^2*b*p*r*x^2-\ 31980*a^2*b*p*x^3-12*a^2*b*q^3*r-184*a^2*b*q^3*x-192*a^2*b*q^2*r^2+1136*a^2*b*q ^2*r*x+10016*a^2*b*q^2*x^2-456*a^2*b*q*r^3+10093*a^2*b*q*r^2*x+21268*a^2*b*q*r* x^2-31980*a^2*b*q*x^3-276*a^2*b*r^4+10231*a^2*b*r^3*x-2410*a^2*b*r^2*x^2-44892* a^2*b*r*x^3-560*a^2*c^5-816*a^2*c^4*g-2384*a^2*c^4*p-544*a^2*c^4*q-2384*a^2*c^4 *r+10096*a^2*c^4*x-424*a^2*c^3*g^2-2844*a^2*c^3*g*p-608*a^2*c^3*g*q-2844*a^2*c^ 3*g*r+10924*a^2*c^3*g*x-3636*a^2*c^3*p^2-2112*a^2*c^3*p*q-7272*a^2*c^3*p*r+ 35816*a^2*c^3*p*x-156*a^2*c^3*q^2-2112*a^2*c^3*q*r+9072*a^2*c^3*q*x-3636*a^2*c^ 3*r^2+37812*a^2*c^3*r*x+36132*a^2*c^3*x^2-92*a^2*c^2*g^3-1150*a^2*c^2*g^2*p-216 *a^2*c^2*g^2*q-1150*a^2*c^2*g^2*r+4114*a^2*c^2*g^2*x-3360*a^2*c^2*g*p^2-1828*a^ 2*c^2*g*p*q-6720*a^2*c^2*g*p*r+30458*a^2*c^2*g*p*x-116*a^2*c^2*g*q^2-1828*a^2*c ^2*g*q*r+6810*a^2*c^2*g*q*x-3360*a^2*c^2*g*r^2+31390*a^2*c^2*g*r*x+33316*a^2*c^ 2*g*x^2-2414*a^2*c^2*p^3-2680*a^2*c^2*p^2*q-7242*a^2*c^2*p^2*r+38542*a^2*c^2*p^ 2*x-590*a^2*c^2*p*q^2-5360*a^2*c^2*p*q*r+30300*a^2*c^2*p*q*x-7242*a^2*c^2*p*r^2 +90094*a^2*c^2*p*r*x+34988*a^2*c^2*p*x^2-12*a^2*c^2*q^3-590*a^2*c^2*q^2*r+1886* a^2*c^2*q^2*x-2680*a^2*c^2*q*r^2+28604*a^2*c^2*q*r*x+47922*a^2*c^2*q*x^2-2414*a ^2*c^2*r^3+51552*a^2*c^2*r^2*x+38374*a^2*c^2*r*x^2-87156*a^2*c^2*x^3-7*a^2*c*g^ 4-178*a^2*c*g^3*p-24*a^2*c*g^3*q-178*a^2*c*g^3*r+684*a^2*c*g^3*x-968*a^2*c*g^2* p^2-452*a^2*c*g^2*p*q-1936*a^2*c*g^2*p*r+7767*a^2*c*g^2*p*x-20*a^2*c*g^2*q^2-\ 452*a^2*c*g^2*q*r+1509*a^2*c*g^2*q*x-968*a^2*c*g^2*r^2+7582*a^2*c*g^2*r*x+7385* a^2*c*g^2*x^2-1519*a^2*c*g*p^3-1618*a^2*c*g*p^2*q-4557*a^2*c*g*p^2*r+22604*a^2* c*g*p^2*x-313*a^2*c*g*p*q^2-3236*a^2*c*g*p*q*r+16832*a^2*c*g*p*q*x-4557*a^2*c*g *p*r^2+53229*a^2*c*g*p*r*x+23581*a^2*c*g*p*x^2-4*a^2*c*g*q^3-313*a^2*c*g*q^2*r+ 648*a^2*c*g*q^2*x-1618*a^2*c*g*q*r^2+14812*a^2*c*g*q*r*x+29630*a^2*c*g*q*x^2-\ 1519*a^2*c*g*r^3+30625*a^2*c*g*r^2*x+31864*a^2*c*g*r*x^2-50418*a^2*c*g*x^3-714* a^2*c*p^4-1260*a^2*c*p^3*q-2856*a^2*c*p^3*r+16151*a^2*c*p^3*x-606*a^2*c*p^2*q^2 -3780*a^2*c*p^2*q*r+23881*a^2*c*p^2*q*x-4284*a^2*c*p^2*r^2+58468*a^2*c*p^2*r*x+ 7812*a^2*c*p^2*x^2-60*a^2*c*p*q^3-1212*a^2*c*p*q^2*r+7529*a^2*c*p*q^2*x-3780*a^ 2*c*p*q*r^2+52954*a^2*c*p*q*r*x+29674*a^2*c*p*q*x^2-2856*a^2*c*p*r^3+68483*a^2* c*p*r^2*x-1013*a^2*c*p*r*x^2-76124*a^2*c*p*x^3-60*a^2*c*q^3*r-201*a^2*c*q^3*x-\ 606*a^2*c*q^2*r^2+5784*a^2*c*q^2*r*x+21862*a^2*c*q^2*x^2-1260*a^2*c*q*r^3+29073 *a^2*c*q*r^2*x+35465*a^2*c*q*r*x^2-76124*a^2*c*q*x^3-714*a^2*c*r^4+26166*a^2*c* r^3*x-16607*a^2*c*r^2*x^2-97680*a^2*c*r*x^3-8*a^2*g^4*p-8*a^2*g^4*r+48*a^2*g^4* x-88*a^2*g^3*p^2-26*a^2*g^3*p*q-176*a^2*g^3*p*r+545*a^2*g^3*p*x-26*a^2*g^3*q*r+ 115*a^2*g^3*q*x-88*a^2*g^3*r^2+446*a^2*g^3*r*x-44*a^2*g^3*x^2-229*a^2*g^2*p^3-\ 220*a^2*g^2*p^2*q-687*a^2*g^2*p^2*r+3029*a^2*g^2*p^2*x-30*a^2*g^2*p*q^2-440*a^2 *g^2*p*q*r+2070*a^2*g^2*p*q*x-687*a^2*g^2*p*r^2+7255*a^2*g^2*p*r*x+3180*a^2*g^2 *p*x^2-30*a^2*g^2*q^2*r+21*a^2*g^2*q^2*x-220*a^2*g^2*q*r^2+1518*a^2*g^2*q*r*x+ 3553*a^2*g^2*q*x^2-229*a^2*g^2*r^3+4226*a^2*g^2*r^2*x+6074*a^2*g^2*r*x^2-5828*a ^2*g^2*x^3-226*a^2*g*p^4-388*a^2*g*p^3*q-904*a^2*g*p^3*r+4858*a^2*g*p^3*x-176*a ^2*g*p^2*q^2-1164*a^2*g*p^2*q*r+6975*a^2*g*p^2*q*x-1356*a^2*g*p^2*r^2+17852*a^2 *g*p^2*r*x+3230*a^2*g*p^2*x^2-14*a^2*g*p*q^3-352*a^2*g*p*q^2*r+2003*a^2*g*p*q^2 *x-1164*a^2*g*p*q*r^2+15400*a^2*g*p*q*r*x+9947*a^2*g*p*q*x^2-904*a^2*g*p*r^3+ 21130*a^2*g*p*r^2*x+3583*a^2*g*p*r*x^2-22065*a^2*g*p*x^3-14*a^2*g*q^3*r-114*a^2 *g*q^3*x-176*a^2*g*q^2*r^2+1246*a^2*g*q^2*r*x+6717*a^2*g*q^2*x^2-388*a^2*g*q*r^ 3+8425*a^2*g*q*r^2*x+14165*a^2*g*q*r*x^2-22065*a^2*g*q*x^3-226*a^2*g*r^4+8136*a ^2*g*r^3*x-2503*a^2*g*r^2*x^2-30819*a^2*g*r*x^3-77*a^2*p^5-194*a^2*p^4*q-385*a^ 2*p^4*r+2310*a^2*p^4*x-159*a^2*p^3*q^2-776*a^2*p^3*q*r+5233*a^2*p^3*q*x-770*a^2 *p^3*r^2+11209*a^2*p^3*r*x-242*a^2*p^3*x^2-44*a^2*p^2*q^3-477*a^2*p^2*q^2*r+ 3474*a^2*p^2*q^2*x-1164*a^2*p^2*q*r^2+18222*a^2*p^2*q*r*x+2952*a^2*p^2*q*x^2-\ 770*a^2*p^2*r^3+19767*a^2*p^2*r^2*x-8357*a^2*p^2*r*x^2-16515*a^2*p^2*x^3-2*a^2* p*q^4-88*a^2*p*q^3*r+489*a^2*p*q^3*x-477*a^2*p*q^2*r^2+7212*a^2*p*q^2*r*x+6630* a^2*p*q^2*x^2-776*a^2*p*q*r^3+20745*a^2*p*q*r^2*x+128*a^2*p*q*r*x^2-33030*a^2*p *q*x^3-385*a^2*p*r^4+15147*a^2*p*r^3*x-20491*a^2*p*r^2*x^2-40428*a^2*p*r*x^3-2* a^2*q^4*r-62*a^2*q^4*x-44*a^2*q^3*r^2+199*a^2*q^3*r*x+3436*a^2*q^3*x^2-159*a^2* q^2*r^3+3738*a^2*q^2*r^2*x+8485*a^2*q^2*r*x^2-16515*a^2*q^2*x^3-194*a^2*q*r^4+ 7756*a^2*q*r^3*x-4789*a^2*q*r^2*x^2-40428*a^2*q*r*x^3-77*a^2*r^5+4279*a^2*r^4*x -12376*a^2*r^3*x^2-22293*a^2*r^2*x^3+32*a*b^5*x-32*a*b^4*c^2-8*a*b^4*c*g-64*a*b ^4*c*p-64*a*b^4*c*r+296*a*b^4*c*x-4*a*b^4*g*p-4*a*b^4*g*r+168*a*b^4*g*x-24*a*b^ 4*p^2-48*a*b^4*p*r+236*a*b^4*p*x+36*a*b^4*q*x-24*a*b^4*r^2+268*a*b^4*r*x+480*a* b^4*x^2-240*a*b^3*c^3-152*a*b^3*c^2*g-656*a*b^3*c^2*p-64*a*b^3*c^2*q-656*a*b^3* c^2*r+2768*a*b^3*c^2*x-20*a*b^3*c*g^2-280*a*b^3*c*g*p-16*a*b^3*c*g*q-280*a*b^3* c*g*r+1444*a*b^3*c*g*x-504*a*b^3*c*p^2-144*a*b^3*c*p*q-1008*a*b^3*c*p*r+5000*a* b^3*c*p*x-144*a*b^3*c*q*r+176*a*b^3*c*q*x-504*a*b^3*c*r^2+6104*a*b^3*c*r*x+ 12124*a*b^3*c*x^2-12*a*b^3*g^2*p-12*a*b^3*g^2*r+288*a*b^3*g^2*x-116*a*b^3*g*p^2 -12*a*b^3*g*p*q-232*a*b^3*g*p*r+1058*a*b^3*g*p*x-12*a*b^3*g*q*r+178*a*b^3*g*q*x -116*a*b^3*g*r^2+1024*a*b^3*g*r*x+848*a*b^3*g*x^2-120*a*b^3*p^3-72*a*b^3*p^2*q-\ 360*a*b^3*p^2*r+1896*a*b^3*p^2*x-144*a*b^3*p*q*r+508*a*b^3*p*q*x-360*a*b^3*p*r^ 2+4782*a*b^3*p*r*x+4984*a*b^3*p*x^2-92*a*b^3*q^2*x-72*a*b^3*q*r^2+394*a*b^3*q*r *x+5392*a*b^3*q*x^2-120*a*b^3*r^3+2886*a*b^3*r^2*x+7486*a*b^3*r*x^2-8016*a*b^3* x^3-672*a*b^2*c^4-680*a*b^2*c^3*g-2320*a*b^2*c^3*p-368*a*b^2*c^3*q-2320*a*b^2*c ^3*r+10040*a*b^2*c^3*x-208*a*b^2*c^2*g^2-1832*a*b^2*c^2*g*p-240*a*b^2*c^2*g*q-\ 1832*a*b^2*c^2*g*r+7508*a*b^2*c^2*g*x-2624*a*b^2*c^2*p^2-1128*a*b^2*c^2*p*q-\ 5248*a*b^2*c^2*p*r+27092*a*b^2*c^2*p*x-40*a*b^2*c^2*q^2-1128*a*b^2*c^2*q*r+3236 *a*b^2*c^2*q*x-2624*a*b^2*c^2*r^2+31896*a*b^2*c^2*r*x+48840*a*b^2*c^2*x^2-18*a* b^2*c*g^3-386*a*b^2*c*g^2*p-32*a*b^2*c*g^2*q-386*a*b^2*c*g^2*r+1908*a*b^2*c*g^2 *x-1458*a*b^2*c*g*p^2-508*a*b^2*c*g*p*q-2916*a*b^2*c*g*p*r+13736*a*b^2*c*g*p*x-\ 10*a*b^2*c*g*q^2-508*a*b^2*c*g*q*r+1260*a*b^2*c*g*q*x-1458*a*b^2*c*g*r^2+15244* a*b^2*c*g*r*x+23122*a*b^2*c*g*x^2-1192*a*b^2*c*p^3-1016*a*b^2*c*p^2*q-3576*a*b^ 2*c*p^2*r+19986*a*b^2*c*p^2*x-112*a*b^2*c*p*q^2-2032*a*b^2*c*p*q*r+10160*a*b^2* c*p*q*x-3576*a*b^2*c*p*r^2+49012*a*b^2*c*p*r*x+36682*a*b^2*c*p*x^2-112*a*b^2*c* q^2*r-754*a*b^2*c*q^2*x-1016*a*b^2*c*q*r^2+10266*a*b^2*c*q*r*x+45256*a*b^2*c*q* x^2-1192*a*b^2*c*r^3+29026*a*b^2*c*r^2*x+43080*a*b^2*c*r*x^2-72960*a*b^2*c*x^3-\ 13*a*b^2*g^3*p-13*a*b^2*g^3*r+222*a*b^2*g^3*x-176*a*b^2*g^2*p^2-26*a*b^2*g^2*p* q-352*a*b^2*g^2*p*r+1442*a*b^2*g^2*p*x-26*a*b^2*g^2*q*r+220*a*b^2*g^2*q*x-176*a *b^2*g^2*r^2+1253*a*b^2*g^2*r*x+464*a*b^2*g^2*x^2-349*a*b^2*g*p^3-254*a*b^2*g*p ^2*q-1047*a*b^2*g*p^2*r+5239*a*b^2*g*p^2*x-13*a*b^2*g*p*q^2-508*a*b^2*g*p*q*r+ 2246*a*b^2*g*p*q*x-1047*a*b^2*g*p*r^2+12819*a*b^2*g*p*r*x+9643*a*b^2*g*p*x^2-13 *a*b^2*g*q^2*r-203*a*b^2*g*q^2*x-254*a*b^2*g*q*r^2+1608*a*b^2*g*q*r*x+10606*a*b ^2*g*q*x^2-349*a*b^2*g*r^3+7580*a*b^2*g*r^2*x+15399*a*b^2*g*r*x^2-16902*a*b^2*g *x^3-186*a*b^2*p^4-264*a*b^2*p^3*q-744*a*b^2*p^3*r+4357*a*b^2*p^3*x-78*a*b^2*p^ 2*q^2-792*a*b^2*p^2*q*r+4827*a*b^2*p^2*q*x-1116*a*b^2*p^2*r^2+16295*a*b^2*p^2*r *x+6067*a*b^2*p^2*x^2-156*a*b^2*p*q^2*r+291*a*b^2*p*q^2*x-792*a*b^2*p*q*r^2+ 11077*a*b^2*p*q*r*x+17123*a*b^2*p*q*x^2-744*a*b^2*p*r^3+19519*a*b^2*p*r^2*x+ 8432*a*b^2*p*r*x^2-31980*a*b^2*p*x^3-179*a*b^2*q^3*x-78*a*b^2*q^2*r^2-52*a*b^2* q^2*r*x+11056*a*b^2*q^2*x^2-264*a*b^2*q*r^3+6250*a*b^2*q*r^2*x+23681*a*b^2*q*r* x^2-31980*a*b^2*q*x^3-186*a*b^2*r^4+7581*a*b^2*r^3*x+475*a*b^2*r^2*x^2-44892*a* b^2*r*x^3-800*a*b*c^5-1128*a*b*c^4*g-3376*a*b*c^4*p-656*a*b*c^4*q-3376*a*b*c^4* r+15016*a*b*c^4*x-556*a*b*c^3*g^2-3944*a*b*c^3*g*p-696*a*b*c^3*g*q-3944*a*b*c^3 *g*r+15952*a*b*c^3*g*x-5060*a*b*c^3*p^2-2568*a*b*c^3*p*q-10120*a*b*c^3*p*r+ 53456*a*b*c^3*p*x-148*a*b*c^3*q^2-2568*a*b*c^3*q*r+9856*a*b*c^3*q*x-5060*a*b*c^ 3*r^2+60416*a*b*c^3*r*x+72600*a*b*c^3*x^2-110*a*b*c^2*g^3-1530*a*b*c^2*g^2*p-\ 224*a*b*c^2*g^2*q-1530*a*b*c^2*g^2*r+5834*a*b*c^2*g^2*x-4590*a*b*c^2*g*p^2-2136 *a*b*c^2*g*p*q-9180*a*b*c^2*g*p*r+45018*a*b*c^2*g*p*x-98*a*b*c^2*g*q^2-2136*a*b *c^2*g*q*r+6626*a*b*c^2*g*q*x-4590*a*b*c^2*g*r^2+49736*a*b*c^2*g*r*x+66216*a*b* c^2*g*x^2-3384*a*b*c^2*p^3-3320*a*b*c^2*p^2*q-10152*a*b*c^2*p^2*r+57798*a*b*c^2 *p^2*x-568*a*b*c^2*p*q^2-6640*a*b*c^2*p*q*r+37500*a*b*c^2*p*q*x-10152*a*b*c^2*p *r^2+138158*a*b*c^2*p*r*x+75098*a*b*c^2*p*x^2-8*a*b*c^2*q^3-568*a*b*c^2*q^2*r-\ 42*a*b*c^2*q^2*x-3320*a*b*c^2*q*r^2+37946*a*b*c^2*q*r*x+100966*a*b*c^2*q*x^2-\ 3384*a*b*c^2*r^3+80360*a*b*c^2*r^2*x+74880*a*b*c^2*r*x^2-174312*a*b*c^2*x^3-7*a *b*c*g^4-213*a*b*c*g^3*p-20*a*b*c*g^3*q-213*a*b*c*g^3*r+966*a*b*c*g^3*x-1275*a* b*c*g^2*p^2-480*a*b*c*g^2*p*q-2550*a*b*c*g^2*p*r+11307*a*b*c*g^2*p*x-13*a*b*c*g ^2*q^2-480*a*b*c*g^2*q*r+1207*a*b*c*g^2*q*x-1275*a*b*c*g^2*r^2+11660*a*b*c*g^2* r*x+15126*a*b*c*g^2*x^2-2096*a*b*c*g*p^3-1946*a*b*c*g*p^2*q-6288*a*b*c*g*p^2*r+ 33577*a*b*c*g*p^2*x-272*a*b*c*g*p*q^2-3892*a*b*c*g*p*q*r+20046*a*b*c*g*p*q*x-\ 6288*a*b*c*g*p*r^2+80623*a*b*c*g*p*r*x+48629*a*b*c*g*p*x^2-2*a*b*c*g*q^3-272*a* b*c*g*q^2*r-691*a*b*c*g*q^2*x-1946*a*b*c*g*q*r^2+18497*a*b*c*g*q*r*x+60727*a*b* c*g*q*x^2-2096*a*b*c*g*r^3+47046*a*b*c*g*r^2*x+59418*a*b*c*g*r*x^2-100836*a*b*c *g*x^3-1026*a*b*c*p^4-1632*a*b*c*p^3*q-4104*a*b*c*p^3*r+24496*a*b*c*p^3*x-642*a *b*c*p^2*q^2-4896*a*b*c*p^2*q*r+31692*a*b*c*p^2*q*x-6156*a*b*c*p^2*r^2+89664*a* b*c*p^2*r*x+20660*a*b*c*p^2*x^2-36*a*b*c*p*q^3-1284*a*b*c*p*q^2*r+6336*a*b*c*p* q^2*x-4896*a*b*c*p*q*r^2+71880*a*b*c*p*q*r*x+69420*a*b*c*p*q*x^2-4104*a*b*c*p*r ^3+105840*a*b*c*p*r^2*x+9710*a*b*c*p*r*x^2-152248*a*b*c*p*x^3-36*a*b*c*q^3*r-\ 860*a*b*c*q^3*x-642*a*b*c*q^2*r^2+4812*a*b*c*q^2*r*x+48760*a*b*c*q^2*x^2-1632*a *b*c*q*r^3+40188*a*b*c*q*r^2*x+82666*a*b*c*q*r*x^2-152248*a*b*c*q*x^3-1026*a*b* c*r^4+40672*a*b*c*r^3*x-20382*a*b*c*r^2*x^2-195360*a*b*c*r*x^3-6*a*b*g^4*p-6*a* b*g^4*r+80*a*b*g^4*x-106*a*b*g^3*p^2-18*a*b*g^3*p*q-212*a*b*g^3*p*r+778*a*b*g^3 *p*x-18*a*b*g^3*q*r+98*a*b*g^3*q*x-106*a*b*g^3*r^2+616*a*b*g^3*r*x+72*a*b*g^3*x ^2-308*a*b*g^2*p^3-248*a*b*g^2*p^2*q-924*a*b*g^2*p^2*r+4413*a*b*g^2*p^2*x-18*a* b*g^2*p*q^2-496*a*b*g^2*p*q*r+2282*a*b*g^2*p*q*x-924*a*b*g^2*p*r^2+10630*a*b*g^ 2*p*r*x+6347*a*b*g^2*p*x^2-18*a*b*g^2*q^2*r-171*a*b*g^2*q^2*x-248*a*b*g^2*q*r^2 +1536*a*b*g^2*q*r*x+7093*a*b*g^2*q*x^2-308*a*b*g^2*r^3+6217*a*b*g^2*r^2*x+10845 *a*b*g^2*r*x^2-11656*a*b*g^2*x^3-322*a*b*g*p^4-494*a*b*g*p^3*q-1288*a*b*g*p^3*r +7297*a*b*g*p^3*x-178*a*b*g*p^2*q^2-1482*a*b*g*p^2*q*r+9039*a*b*g*p^2*q*x-1932* a*b*g*p^2*r^2+27054*a*b*g*p^2*r*x+7541*a*b*g*p^2*x^2-6*a*b*g*p*q^3-356*a*b*g*p* q^2*r+1441*a*b*g*p*q^2*x-1482*a*b*g*p*q*r^2+20232*a*b*g*p*q*r*x+22056*a*b*g*p*q *x^2-1288*a*b*g*p*r^3+32217*a*b*g*p*r^2*x+9542*a*b*g*p*r*x^2-44130*a*b*g*p*x^3-\ 6*a*b*g*q^3*r-301*a*b*g*q^3*x-178*a*b*g*q^2*r^2+574*a*b*g*q^2*r*x+14515*a*b*g*q ^2*x^2-494*a*b*g*q*r^3+11193*a*b*g*q*r^2*x+30706*a*b*g*q*r*x^2-44130*a*b*g*q*x^ 3-322*a*b*g*r^4+12460*a*b*g*r^3*x-1533*a*b*g*r^2*x^2-61638*a*b*g*r*x^3-114*a*b* p^5-264*a*b*p^4*q-570*a*b*p^4*r+3566*a*b*p^4*x-186*a*b*p^3*q^2-1056*a*b*p^3*q*r +7326*a*b*p^3*q*x-1140*a*b*p^3*r^2+17471*a*b*p^3*r*x+744*a*b*p^3*x^2-36*a*b*p^2 *q^3-558*a*b*p^2*q^2*r+3852*a*b*p^2*q^2*x-1584*a*b*p^2*q*r^2+25887*a*b*p^2*q*r* x+9588*a*b*p^2*q*x^2-1140*a*b*p^2*r^3+31017*a*b*p^2*r^2*x-11298*a*b*p^2*r*x^2-\ 33030*a*b*p^2*x^3-72*a*b*p*q^3*r-10*a*b*p*q^3*x-558*a*b*p*q^2*r^2+8151*a*b*p*q^ 2*r*x+16944*a*b*p*q^2*x^2-1056*a*b*p*q*r^3+29796*a*b*p*q*r^2*x+11088*a*b*p*q*r* x^2-66060*a*b*p*q*x^3-570*a*b*p*r^4+23885*a*b*p*r^3*x-31398*a*b*p*r^2*x^2-80856 *a*b*p*r*x^3-102*a*b*q^4*x-36*a*b*q^3*r^2-265*a*b*q^3*r*x+8100*a*b*q^3*x^2-186* a*b*q^2*r^3+4299*a*b*q^2*r^2*x+22386*a*b*q^2*r*x^2-33030*a*b*q^2*x^3-264*a*b*q* r^4+11235*a*b*q*r^3*x+6*a*b*q*r^2*x^2-80856*a*b*q*r*x^3-114*a*b*r^5+6773*a*b*r^ 4*x-19356*a*b*r^3*x^2-44586*a*b*r^2*x^3-336*a*c^6-616*a*c^5*g-1712*a*c^5*p-368* a*c^5*q-1712*a*c^5*r+7928*a*c^5*x-428*a*c^4*g^2-2684*a*c^4*g*p-544*a*c^4*g*q-\ 2684*a*c^4*g*r+11288*a*c^4*g*x-3228*a*c^4*p^2-1792*a*c^4*p*q-6456*a*c^4*p*r+ 34720*a*c^4*p*x-124*a*c^4*q^2-1792*a*c^4*q*r+8040*a*c^4*q*x-3228*a*c^4*r^2+ 38008*a*c^4*r*x+36604*a*c^4*x^2-138*a*c^3*g^3-1548*a*c^3*g^2*p-284*a*c^3*g^2*q-\ 1548*a*c^3*g^2*r+5838*a*c^3*g^2*x-4144*a*c^3*g*p^2-2192*a*c^3*g*p*q-8288*a*c^3* g*p*r+41926*a*c^3*g*p*x-136*a*c^3*g*q^2-2192*a*c^3*g*q*r+8358*a*c^3*g*q*x-4144* a*c^3*g*r^2+45266*a*c^3*g*r*x+50428*a*c^3*g*x^2-2856*a*c^3*p^3-3036*a*c^3*p^2*q -8568*a*c^3*p^2*r+49322*a*c^3*p^2*x-624*a*c^3*p*q^2-6072*a*c^3*p*q*r+36532*a*c^ 3*p*q*x-8568*a*c^3*p*r^2+116010*a*c^3*p*r*x+45642*a*c^3*p*x^2-12*a*c^3*q^3-624* a*c^3*q^2*r+1610*a*c^3*q^2*x-3036*a*c^3*q*r^2+36330*a*c^3*q*r*x+67306*a*c^3*q*x ^2-2856*a*c^3*r^3+66688*a*c^3*r^2*x+40500*a*c^3*r*x^2-126400*a*c^3*x^3-20*a*c^2 *g^4-395*a*c^2*g^3*p-60*a*c^2*g^3*q-395*a*c^2*g^3*r+1380*a*c^2*g^3*x-1867*a*c^2 *g^2*p^2-900*a*c^2*g^2*p*q-3734*a*c^2*g^2*p*r+17481*a*c^2*g^2*p*x-45*a*c^2*g^2* q^2-900*a*c^2*g^2*q*r+2711*a*c^2*g^2*q*x-1867*a*c^2*g^2*r^2+18313*a*c^2*g^2*r*x +22879*a*c^2*g^2*x^2-2788*a*c^2*g*p^3-2884*a*c^2*g*p^2*q-8364*a*c^2*g*p^2*r+ 45905*a*c^2*g*p^2*x-542*a*c^2*g*p*q^2-5768*a*c^2*g*p*q*r+32360*a*c^2*g*p*q*x-\ 8364*a*c^2*g*p*r^2+108249*a*c^2*g*p*r*x+50349*a*c^2*g*p*x^2-8*a*c^2*g*q^3-542*a *c^2*g*q^2*r+595*a*c^2*g*q^2*x-2884*a*c^2*g*q*r^2+30895*a*c^2*g*q*r*x+68237*a*c ^2*g*q*x^2-2788*a*c^2*g*r^3+62344*a*c^2*g*r^2*x+52600*a*c^2*g*r*x^2-119600*a*c^ 2*g*x^3-1278*a*c^2*p^4-2172*a*c^2*p^3*q-5112*a*c^2*p^3*r+30868*a*c^2*p^3*x-978* a*c^2*p^2*q^2-6516*a*c^2*p^2*q*r+43638*a*c^2*p^2*q*x-7668*a*c^2*p^2*r^2+111628* a*c^2*p^2*r*x+14162*a*c^2*p^2*x^2-84*a*c^2*p*q^3-1956*a*c^2*p*q^2*r+12156*a*c^2 *p*q^2*x-6516*a*c^2*p*q*r^2+97808*a*c^2*p*q*r*x+62344*a*c^2*p*q*x^2-5112*a*c^2* p*r^3+130652*a*c^2*p*r^2*x-14652*a*c^2*p*r*x^2-165412*a*c^2*p*x^3-84*a*c^2*q^3* r-614*a*c^2*q^3*x-978*a*c^2*q^2*r^2+10126*a*c^2*q^2*r*x+48182*a*c^2*q^2*x^2-\ 2172*a*c^2*q*r^3+54170*a*c^2*q*r^2*x+66654*a*c^2*q*r*x^2-165412*a*c^2*q*x^3-\ 1278*a*c^2*r^4+49892*a*c^2*r^3*x-40502*a*c^2*r^2*x^2-201760*a*c^2*r*x^3-a*c*g^5 -41*a*c*g^4*p-4*a*c*g^4*q-41*a*c*g^4*r+168*a*c*g^4*x-345*a*c*g^3*p^2-134*a*c*g^ 3*p*q-690*a*c*g^3*p*r+2891*a*c*g^3*p*x-4*a*c*g^3*q^2-134*a*c*g^3*q*r+299*a*c*g^ 3*q*x-345*a*c*g^3*r^2+2803*a*c*g^3*r*x+3400*a*c*g^3*x^2-859*a*c*g^2*p^3-841*a*c *g^2*p^2*q-2577*a*c*g^2*p^2*r+13280*a*c*g^2*p^2*x-130*a*c*g^2*p*q^2-1682*a*c*g^ 2*p*q*r+8647*a*c*g^2*p*q*x-2577*a*c*g^2*p*r^2+31468*a*c*g^2*p*r*x+16360*a*c*g^2 *p*x^2-a*c*g^2*q^3-130*a*c*g^2*q^2*r-179*a*c*g^2*q^2*x-841*a*c*g^2*q*r^2+7483*a *c*g^2*q*r*x+20602*a*c*g^2*q*x^2-859*a*c*g^2*r^3+18188*a*c*g^2*r^2*x+21044*a*c* g^2*r*x^2-34392*a*c*g^2*x^3-836*a*c*g*p^4-1398*a*c*g*p^3*q-3344*a*c*g*p^3*r+ 19455*a*c*g*p^3*x-606*a*c*g*p^2*q^2-4194*a*c*g*p^2*q*r+26866*a*c*g*p^2*q*x-5016 *a*c*g*p^2*r^2+70824*a*c*g*p^2*r*x+12488*a*c*g*p^2*x^2-44*a*c*g*p*q^3-1212*a*c* g*p*q^2*r+6829*a*c*g*p*q^2*x-4194*a*c*g*p*q*r^2+59984*a*c*g*p*q*r*x+44444*a*c*g *p*q*x^2-3344*a*c*g*p*r^3+83283*a*c*g*p*r^2*x+2498*a*c*g*p*r*x^2-104484*a*c*g*p *x^3-44*a*c*g*q^3*r-582*a*c*g*q^3*x-606*a*c*g*q^2*r^2+4987*a*c*g*q^2*r*x+31956* a*c*g*q^2*x^2-1398*a*c*g*q*r^3+33118*a*c*g*q*r^2*x+53017*a*c*g*q*r*x^2-104484*a *c*g*q*x^3-836*a*c*g*r^4+31914*a*c*g*r^3*x-18496*a*c*g*r^2*x^2-133980*a*c*g*r*x ^3-280*a*c*p^5-682*a*c*p^4*q-1400*a*c*p^4*r+8836*a*c*p^4*x-528*a*c*p^3*q^2-2728 *a*c*p^3*q*r+19334*a*c*p^3*q*x-2800*a*c*p^3*r^2+42783*a*c*p^3*r*x-1474*a*c*p^3* x^2-130*a*c*p^2*q^3-1584*a*c*p^2*q^2*r+11922*a*c*p^2*q^2*x-4092*a*c*p^2*q*r^2+ 67521*a*c*p^2*q*r*x+12840*a*c*p^2*q*x^2-2800*a*c*p^2*r^3+75333*a*c*p^2*r^2*x-\ 38228*a*c*p^2*r*x^2-71570*a*c*p^2*x^3-4*a*c*p*q^4-260*a*c*p*q^3*r+1186*a*c*p*q^ 3*x-1584*a*c*p*q^2*r^2+25227*a*c*p*q^2*r*x+30102*a*c*p*q^2*x^2-2728*a*c*p*q*r^3 +77040*a*c*p*q*r^2*x-1810*a*c*p*q*r*x^2-143140*a*c*p*q*x^3-1400*a*c*p*r^4+57661 *a*c*p*r^3*x-87352*a*c*p*r^2*x^2-166992*a*c*p*r*x^3-4*a*c*q^4*r-238*a*c*q^4*x-\ 130*a*c*q^3*r^2+489*a*c*q^3*r*x+15788*a*c*q^3*x^2-528*a*c*q^2*r^3+13305*a*c*q^2 *r^2*x+36418*a*c*q^2*r*x^2-71570*a*c*q^2*x^3-682*a*c*q*r^4+28853*a*c*q*r^3*x-\ 19294*a*c*q*r^2*x^2-166992*a*c*q*r*x^3-280*a*c*r^5+16275*a*c*r^4*x-50598*a*c*r^ 3*x^2-89452*a*c*r^2*x^3-a*g^5*p-a*g^5*r+11*a*g^5*x-22*a*g^4*p^2-4*a*g^4*p*q-44* a*g^4*p*r+146*a*g^4*p*x-4*a*g^4*q*r+14*a*g^4*q*x-22*a*g^4*r^2+106*a*g^4*r*x-4*a *g^4*x^2-84*a*g^3*p^3-72*a*g^3*p^2*q-252*a*g^3*p^2*r+1162*a*g^3*p^2*x-6*a*g^3*p *q^2-144*a*g^3*p*q*r+662*a*g^3*p*q*x-252*a*g^3*p*r^2+2777*a*g^3*p*r*x+1423*a*g^ 3*p*x^2-6*a*g^3*q^2*r-50*a*g^3*q^2*x-72*a*g^3*q*r^2+422*a*g^3*q*r*x+1612*a*g^3* q*x^2-84*a*g^3*r^3+1615*a*g^3*r^2*x+2592*a*g^3*r*x^2-2640*a*g^3*x^3-130*a*g^2*p ^4-210*a*g^2*p^3*q-520*a*g^2*p^3*r+2892*a*g^2*p^3*x-84*a*g^2*p^2*q^2-630*a*g^2* p^2*q*r+3841*a*g^2*p^2*q*x-780*a*g^2*p^2*r^2+10672*a*g^2*p^2*r*x+2352*a*g^2*p^2 *x^2-4*a*g^2*p*q^3-168*a*g^2*p*q^2*r+826*a*g^2*p*q^2*x-630*a*g^2*p*q*r^2+8488*a *g^2*p*q*r*x+7138*a*g^2*p*q*x^2-520*a*g^2*p*r^3+12668*a*g^2*p*r^2*x+2737*a*g^2* p*r*x^2-15027*a*g^2*p*x^3-4*a*g^2*q^3*r-123*a*g^2*q^3*x-84*a*g^2*q^2*r^2+392*a* g^2*q^2*r*x+4786*a*g^2*q^2*x^2-210*a*g^2*q*r^3+4647*a*g^2*q*r^2*x+10051*a*g^2*q *r*x^2-15027*a*g^2*q*x^3-130*a*g^2*r^4+4888*a*g^2*r^3*x-1192*a*g^2*r^2*x^2-\ 20959*a*g^2*r*x^3-91*a*g*p^5-220*a*g*p^4*q-455*a*g*p^4*r+2811*a*g*p^4*x-168*a*g *p^3*q^2-880*a*g*p^3*q*r+6072*a*g*p^3*q*x-910*a*g*p^3*r^2+13713*a*g*p^3*r*x+51* a*g*p^3*x^2-40*a*g*p^2*q^3-504*a*g*p^2*q^2*r+3623*a*g*p^2*q^2*x-1320*a*g*p^2*q* r^2+21279*a*g*p^2*q*r*x+5264*a*g*p^2*q*x^2-910*a*g*p^2*r^3+24273*a*g*p^2*r^2*x-\ 9866*a*g*p^2*r*x^2-22663*a*g*p^2*x^3-a*g*p*q^4-80*a*g*p*q^3*r+274*a*g*p*q^3*x-\ 504*a*g*p*q^2*r^2+7549*a*g*p*q^2*r*x+10375*a*g*p*q^2*x^2-880*a*g*p*q*r^3+24342* a*g*p*q*r^2*x+3682*a*g*p*q*r*x^2-45326*a*g*p*q*x^3-455*a*g*p*r^4+18651*a*g*p*r^ 3*x-25301*a*g*p*r^2*x^2-55541*a*g*p*r*x^3-a*g*q^4*r-88*a*g*q^4*x-40*a*g*q^3*r^2 -17*a*g*q^3*r*x+5162*a*g*q^3*x^2-168*a*g*q^2*r^3+3926*a*g*q^2*r^2*x+13548*a*g*q ^2*r*x^2-22663*a*g*q^2*x^3-220*a*g*q*r^4+9135*a*g*q*r^3*x-3362*a*g*q*r^2*x^2-\ 55541*a*g*q*r*x^3-91*a*g*r^5+5280*a*g*r^4*x-15384*a*g*r^3*x^2-30916*a*g*r^2*x^3 -24*a*p^6-78*a*p^5*q-144*a*p^5*r+944*a*p^5*x-90*a*p^4*q^2-390*a*p^4*q*r+2860*a* p^4*q*x-360*a*p^4*r^2+5673*a*p^4*r*x-860*a*p^4*x^2-42*a*p^3*q^3-360*a*p^3*q^2*r +2897*a*p^3*q^2*x-780*a*p^3*q*r^2+13440*a*p^3*q*r*x-606*a*p^3*q*x^2-480*a*p^3*r ^3+13252*a*p^3*r^2*x-10310*a*p^3*r*x^2-10232*a*p^3*x^3-6*a*p^2*q^4-126*a*p^2*q^ 3*r+971*a*p^2*q^3*x-540*a*p^2*q^2*r^2+9774*a*p^2*q^2*r*x+3342*a*p^2*q^2*x^2-780 *a*p^2*q*r^3+23160*a*p^2*q*r^2*x-14088*a*p^2*q*r*x^2-30696*a*p^2*q*x^3-360*a*p^ 2*r^4+15158*a*p^2*r^3*x-29736*a*p^2*r^2*x^2-33928*a*p^2*r*x^3-12*a*p*q^4*r-29*a *p*q^4*x-126*a*p*q^3*r^2+1920*a*p*q^3*r*x+5062*a*p*q^3*x^2-360*a*p*q^2*r^3+ 10857*a*p*q^2*r^2*x+2754*a*p*q^2*r*x^2-30696*a*p*q^2*x^3-390*a*p*q*r^4+17440*a* p*q*r^3*x-30447*a*p*q*r^2*x^2-67856*a*p*q*r*x^3-144*a*p*r^5+8532*a*p*r^4*x-\ 31982*a*p*r^3*x^2-33413*a*p*r^2*x^3-19*a*q^5*x-6*a*q^4*r^2-87*a*q^4*r*x+1974*a* q^4*x^2-42*a*q^3*r^3+949*a*q^3*r^2*x+6532*a*q^3*r*x^2-10232*a*q^3*x^3-90*a*q^2* r^4+3980*a*q^2*r^3*x-711*a*q^2*r^2*x^2-33928*a*q^2*r*x^3-78*a*q*r^5+4860*a*q*r^ 4*x-16965*a*q*r^3*x^2-33413*a*q*r^2*x^3-24*a*r^6+1897*a*r^5*x-11696*a*r^4*x^2-\ 7767*a*r^3*x^3-16*b^5*c*x+16*b^5*g*x+8*b^5*p*x+32*b^5*r*x+144*b^5*x^2-16*b^4*c^ 3-8*b^4*c^2*g-56*b^4*c^2*p-56*b^4*c^2*r+296*b^4*c^2*x-20*b^4*c*g*p-20*b^4*c*g*r +152*b^4*c*g*x-48*b^4*c*p^2-96*b^4*c*p*r+604*b^4*c*p*x-156*b^4*c*q*x-48*b^4*c*r ^2+1032*b^4*c*r*x+3380*b^4*c*x^2+48*b^4*g^2*x-8*b^4*g*p^2-16*b^4*g*p*r+132*b^4* g*p*x+20*b^4*g*q*x-8*b^4*g*r^2+184*b^4*g*r*x+352*b^4*g*x^2-12*b^4*p^3-36*b^4*p^ 2*r+240*b^4*p^2*x-84*b^4*p*q*x-36*b^4*p*r^2+690*b^4*p*r*x+1346*b^4*p*x^2+1448*b ^4*q*x^2-12*b^4*r^3+450*b^4*r^2*x+1808*b^4*r*x^2-2004*b^4*x^3-96*b^3*c^4-88*b^3 *c^3*g-384*b^3*c^3*p-32*b^3*c^3*q-384*b^3*c^3*r+2152*b^3*c^3*x-20*b^3*c^2*g^2-\ 288*b^3*c^2*g*p-16*b^3*c^2*g*q-288*b^3*c^2*g*r+1580*b^3*c^2*g*x-456*b^3*c^2*p^2 -120*b^3*c^2*p*q-912*b^3*c^2*p*r+5636*b^3*c^2*p*x-120*b^3*c^2*q*r-116*b^3*c^2*q *x-456*b^3*c^2*r^2+7944*b^3*c^2*r*x+16836*b^3*c^2*x^2-52*b^3*c*g^2*p-52*b^3*c*g ^2*r+396*b^3*c*g^2*x-240*b^3*c*g*p^2-44*b^3*c*g*p*q-480*b^3*c*g*p*r+2830*b^3*c* g*p*x-44*b^3*c*g*q*r-114*b^3*c*g*q*x-240*b^3*c*g*r^2+3776*b^3*c*g*r*x+8260*b^3* c*g*x^2-216*b^3*c*p^3-120*b^3*c*p^2*q-648*b^3*c*p^2*r+4204*b^3*c*p^2*x-240*b^3* c*p*q*r+836*b^3*c*p*q*x-648*b^3*c*p*r^2+11102*b^3*c*p*r*x+13044*b^3*c*p*x^2-344 *b^3*c*q^2*x-120*b^3*c*q*r^2+1736*b^3*c*q*r*x+15902*b^3*c*q*x^2-216*b^3*c*r^3+ 6898*b^3*c*r^2*x+13980*b^3*c*r*x^2-24320*b^3*c*x^3+56*b^3*g^3*x-24*b^3*g^2*p^2-\ 48*b^3*g^2*p*r+302*b^3*g^2*p*x+36*b^3*g^2*q*x-24*b^3*g^2*r^2+316*b^3*g^2*r*x+ 308*b^3*g^2*x^2-60*b^3*g*p^3-24*b^3*g*p^2*q-180*b^3*g*p^2*r+1072*b^3*g*p^2*x-48 *b^3*g*p*q*r+110*b^3*g*p*q*x-180*b^3*g*p*r^2+2775*b^3*g*p*r*x+3343*b^3*g*p*x^2-\ 32*b^3*g*q^2*x-24*b^3*g*q*r^2+192*b^3*g*q*r*x+3664*b^3*g*q*x^2-60*b^3*g*r^3+ 1703*b^3*g*r^2*x+4710*b^3*g*r*x^2-5634*b^3*g*x^3-36*b^3*p^4-36*b^3*p^3*q-144*b^ 3*p^3*r+938*b^3*p^3*x-108*b^3*p^2*q*r+640*b^3*p^2*q*x-216*b^3*p^2*r^2+3633*b^3* p^2*r*x+2369*b^3*p^2*x^2-298*b^3*p*q^2*x-108*b^3*p*q*r^2+1727*b^3*p*q*r*x+6401* b^3*p*q*x^2-144*b^3*p*r^3+4452*b^3*p*r^2*x+3615*b^3*p*r*x^2-10660*b^3*p*x^3-184 *b^3*q^2*r*x+4032*b^3*q^2*x^2-36*b^3*q*r^3+1087*b^3*q*r^2*x+8698*b^3*q*r*x^2-\ 10660*b^3*q*x^3-36*b^3*r^4+1757*b^3*r^3*x+1120*b^3*r^2*x^2-14964*b^3*r*x^3-224* b^2*c^5-296*b^2*c^4*g-1024*b^2*c^4*p-144*b^2*c^4*q-1024*b^2*c^4*r+5336*b^2*c^4* x-128*b^2*c^3*g^2-1156*b^2*c^3*g*p-136*b^2*c^3*g*q-1156*b^2*c^3*g*r+5700*b^2*c^ 3*g*x-1564*b^2*c^3*p^2-624*b^2*c^3*p*q-3128*b^2*c^3*p*r+18552*b^2*c^3*p*x-20*b^ 2*c^3*q^2-624*b^2*c^3*q*r+1696*b^2*c^3*q*x-1564*b^2*c^3*r^2+23572*b^2*c^3*r*x+ 36468*b^2*c^3*x^2-18*b^2*c^2*g^3-420*b^2*c^2*g^2*p-32*b^2*c^2*g^2*q-420*b^2*c^2 *g^2*r+2056*b^2*c^2*g^2*x-1378*b^2*c^2*g*p^2-484*b^2*c^2*g*p*q-2756*b^2*c^2*g*p *r+15560*b^2*c^2*g*p*x-10*b^2*c^2*g*q^2-484*b^2*c^2*g*q*r+816*b^2*c^2*g*q*x-\ 1378*b^2*c^2*g*r^2+19458*b^2*c^2*g*r*x+32900*b^2*c^2*g*x^2-1070*b^2*c^2*p^3-844 *b^2*c^2*p^2*q-3210*b^2*c^2*p^2*r+20172*b^2*c^2*p^2*x-86*b^2*c^2*p*q^2-1688*b^2 *c^2*p*q*r+9032*b^2*c^2*p*q*x-3210*b^2*c^2*p*r^2+50496*b^2*c^2*p*r*x+40110*b^2* c^2*p*x^2-86*b^2*c^2*q^2*r-1012*b^2*c^2*q^2*x-844*b^2*c^2*q*r^2+11774*b^2*c^2*q *r*x+53044*b^2*c^2*q*x^2-1070*b^2*c^2*r^3+30324*b^2*c^2*r^2*x+36506*b^2*c^2*r*x ^2-87156*b^2*c^2*x^3-49*b^2*c*g^3*p-49*b^2*c*g^3*r+334*b^2*c*g^3*x-362*b^2*c*g^ 2*p^2-90*b^2*c*g^2*p*q-724*b^2*c*g^2*p*r+3880*b^2*c*g^2*p*x-90*b^2*c*g^2*q*r+38 *b^2*c*g^2*q*x-362*b^2*c*g^2*r^2+4512*b^2*c*g^2*r*x+7741*b^2*c*g^2*x^2-647*b^2* c*g*p^3-470*b^2*c*g*p^2*q-1941*b^2*c*g*p^2*r+11607*b^2*c*g*p^2*x-33*b^2*c*g*p*q ^2-940*b^2*c*g*p*q*r+4482*b^2*c*g*p*q*x-1941*b^2*c*g*p*r^2+29110*b^2*c*g*p*r*x+ 25048*b^2*c*g*p*x^2-33*b^2*c*g*q^2*r-705*b^2*c*g*q^2*x-470*b^2*c*g*q*r^2+5401*b ^2*c*g*q*r*x+31097*b^2*c*g*q*x^2-647*b^2*c*g*r^3+17503*b^2*c*g*r^2*x+27554*b^2* c*g*r*x^2-50418*b^2*c*g*x^3-336*b^2*c*p^4-444*b^2*c*p^3*q-1344*b^2*c*p^3*r+8693 *b^2*c*p^3*x-108*b^2*c*p^2*q^2-1332*b^2*c*p^2*q*r+8855*b^2*c*p^2*q*x-2016*b^2*c *p^2*r^2+32564*b^2*c*p^2*r*x+12848*b^2*c*p^2*x^2-216*b^2*c*p*q^2*r-149*b^2*c*p* q^2*x-1332*b^2*c*p*q*r^2+21662*b^2*c*p*q*r*x+39746*b^2*c*p*q*x^2-1344*b^2*c*p*r ^3+39049*b^2*c*p*r^2*x+10723*b^2*c*p*r*x^2-76124*b^2*c*p*x^3-311*b^2*c*q^3*x-\ 108*b^2*c*q^2*r^2+396*b^2*c*q^2*r*x+26898*b^2*c*q^2*x^2-444*b^2*c*q*r^3+12807*b ^2*c*q*r^2*x+47201*b^2*c*q*r*x^2-76124*b^2*c*q*x^3-336*b^2*c*r^4+15178*b^2*c*r^ 3*x-3775*b^2*c*r^2*x^2-97680*b^2*c*r*x^3+32*b^2*g^4*x-26*b^2*g^3*p^2-52*b^2*g^3 *p*r+267*b^2*g^3*p*x+17*b^2*g^3*q*x-26*b^2*g^3*r^2+230*b^2*g^3*r*x+116*b^2*g^3* x^2-91*b^2*g^2*p^3-52*b^2*g^2*p^2*q-273*b^2*g^2*p^2*r+1494*b^2*g^2*p^2*x-104*b^ 2*g^2*p*q*r+432*b^2*g^2*p*q*x-273*b^2*g^2*p*r^2+3691*b^2*g^2*p*r*x+3167*b^2*g^2 *p*x^2-82*b^2*g^2*q^2*x-52*b^2*g^2*q*r^2+334*b^2*g^2*q*r*x+3540*b^2*g^2*q*x^2-\ 91*b^2*g^2*r^3+2197*b^2*g^2*r^2*x+4771*b^2*g^2*r*x^2-5828*b^2*g^2*x^3-104*b^2*g *p^4-130*b^2*g*p^3*q-416*b^2*g*p^3*r+2559*b^2*g*p^3*x-26*b^2*g*p^2*q^2-390*b^2* g*p^2*q*r+2424*b^2*g*p^2*q*x-624*b^2*g*p^2*r^2+9678*b^2*g*p^2*r*x+4311*b^2*g*p^ 2*x^2-52*b^2*g*p*q^2*r-202*b^2*g*p*q^2*x-390*b^2*g*p*q*r^2+5784*b^2*g*p*q*r*x+ 12109*b^2*g*p*q*x^2-416*b^2*g*p*r^3+11679*b^2*g*p*r^2*x+5959*b^2*g*p*r*x^2-\ 22065*b^2*g*p*x^3-67*b^2*g*q^3*x-26*b^2*g*q^2*r^2-196*b^2*g*q^2*r*x+7798*b^2*g* q^2*x^2-130*b^2*g*q*r^3+3360*b^2*g*q*r^2*x+16541*b^2*g*q*r*x^2-22065*b^2*g*q*x^ 3-104*b^2*g*r^4+4560*b^2*g*r^3*x+970*b^2*g*r^2*x^2-30819*b^2*g*r*x^3-39*b^2*p^5 -78*b^2*p^4*q-195*b^2*p^4*r+1296*b^2*p^4*x-39*b^2*p^3*q^2-312*b^2*p^3*q*r+2253* b^2*p^3*q*x-390*b^2*p^3*r^2+6462*b^2*p^3*r*x+986*b^2*p^3*x^2-117*b^2*p^2*q^2*r+ 618*b^2*p^2*q^2*x-468*b^2*p^2*q*r^2+8265*b^2*p^2*q*r*x+6636*b^2*p^2*q*x^2-390*b ^2*p^2*r^3+11610*b^2*p^2*r^2*x-2941*b^2*p^2*r*x^2-16515*b^2*p^2*x^3-339*b^2*p*q ^3*x-117*b^2*p*q^2*r^2+1539*b^2*p*q^2*r*x+10314*b^2*p*q^2*x^2-312*b^2*p*q*r^3+ 9771*b^2*p*q*r^2*x+10960*b^2*p*q*r*x^2-33030*b^2*p*q*x^3-195*b^2*p*r^4+9018*b^2 *p*r^3*x-10907*b^2*p*r^2*x^2-40428*b^2*p*r*x^3-264*b^2*q^3*r*x+4664*b^2*q^3*x^2 -39*b^2*q^2*r^3+921*b^2*q^2*r^2*x+13901*b^2*q^2*r*x^2-16515*b^2*q^2*x^3-78*b^2* q*r^4+3759*b^2*q*r^3*x+4795*b^2*q*r^2*x^2-40428*b^2*q*r*x^3-39*b^2*r^5+2574*b^2 *r^4*x-6980*b^2*r^3*x^2-22293*b^2*r^2*x^3-224*b*c^6-392*b*c^5*g-1168*b*c^5*p-\ 208*b*c^5*q-1168*b*c^5*r+5928*b*c^5*x-252*b*c^4*g^2-1788*b*c^4*g*p-288*b*c^4*g* q-1788*b*c^4*g*r+8448*b*c^4*g*x-2192*b*c^4*p^2-1048*b*c^4*p*q-4384*b*c^4*p*r+ 25768*b*c^4*p*x-56*b*c^4*q^2-1048*b*c^4*q*r+4160*b*c^4*q*x-2192*b*c^4*r^2+30600 *b*c^4*r*x+36908*b*c^4*x^2-70*b*c^3*g^3-992*b*c^3*g^2*p-132*b*c^3*g^2*q-992*b*c ^3*g^2*r+4330*b*c^3*g^2*x-2766*b*c^3*g*p^2-1236*b*c^3*g*p*q-5532*b*c^3*g*p*r+ 30962*b*c^3*g*p*x-54*b*c^3*g*q^2-1236*b*c^3*g*q*r+3906*b*c^3*g*q*x-2766*b*c^3*g *r^2+36498*b*c^3*g*r*x+49172*b*c^3*g*x^2-1960*b*c^3*p^3-1812*b*c^3*p^2*q-5880*b *c^3*p^2*r+36734*b*c^3*p^2*x-288*b*c^3*p*q^2-3624*b*c^3*p*q*r+21852*b*c^3*p*q*x -5880*b*c^3*p*r^2+88982*b*c^3*p*r*x+49862*b*c^3*p*x^2-4*b*c^3*q^3-288*b*c^3*q^2 *r-482*b*c^3*q^2*x-1812*b*c^3*q*r^2+24694*b*c^3*q*r*x+71526*b*c^3*q*x^2-1960*b* c^3*r^3+52248*b*c^3*r^2*x+40188*b*c^3*r*x^2-126400*b*c^3*x^3-7*b*c^2*g^4-235*b* c^2*g^3*p-20*b*c^2*g^3*q-235*b*c^2*g^3*r+994*b*c^2*g^3*x-1213*b*c^2*g^2*p^2-472 *b*c^2*g^2*p*q-2426*b*c^2*g^2*p*r+12803*b*c^2*g^2*p*x-13*b*c^2*g^2*q^2-472*b*c^ 2*g^2*q*r+949*b*c^2*g^2*q*x-1213*b*c^2*g^2*r^2+14681*b*c^2*g^2*r*x+21971*b*c^2* g^2*x^2-1888*b*c^2*g*p^3-1678*b*c^2*g*p^2*q-5664*b*c^2*g*p^2*r+33963*b*c^2*g*p^ 2*x-230*b*c^2*g*p*q^2-3356*b*c^2*g*p*q*r+18768*b*c^2*g*p*q*x-5664*b*c^2*g*p*r^2 +82499*b*c^2*g*p*r*x+52141*b*c^2*g*p*x^2-2*b*c^2*g*q^3-230*b*c^2*g*q^2*r-1055*b *c^2*g*q^2*x-1678*b*c^2*g*q*r^2+20549*b*c^2*g*q*r*x+70029*b*c^2*g*q*x^2-1888*b* c^2*g*r^3+48536*b*c^2*g*r^2*x+48776*b*c^2*g*r*x^2-119600*b*c^2*g*x^3-900*b*c^2* p^4-1356*b*c^2*p^3*q-3600*b*c^2*p^3*r+23238*b*c^2*p^3*x-480*b*c^2*p^2*q^2-4068* b*c^2*p^2*q*r+28200*b*c^2*p^2*q*x-5400*b*c^2*p^2*r^2+85252*b*c^2*p^2*r*x+19948* b*c^2*p^2*x^2-24*b*c^2*p*q^3-960*b*c^2*p*q^2*r+4170*b*c^2*p*q^2*x-4068*b*c^2*p* q*r^2+65780*b*c^2*p*q*r*x+73916*b*c^2*p*q*x^2-3600*b*c^2*p*r^3+100790*b*c^2*p*r ^2*x-1242*b*c^2*p*r*x^2-165412*b*c^2*p*x^3-24*b*c^2*q^3*r-792*b*c^2*q^3*x-480*b *c^2*q^2*r^2+4474*b*c^2*q^2*r*x+53968*b*c^2*q^2*x^2-1356*b*c^2*q*r^3+37580*b*c^ 2*q*r^2*x+80064*b*c^2*q*r*x^2-165412*b*c^2*q*x^3-900*b*c^2*r^4+38776*b*c^2*r^3* x-26674*b*c^2*r^2*x^2-201760*b*c^2*r*x^3-20*b*c*g^4*p-20*b*c*g^4*r+118*b*c*g^4* x-213*b*c*g^3*p^2-58*b*c*g^3*p*q-426*b*c*g^3*p*r+2090*b*c*g^3*p*x-58*b*c*g^3*q* r+18*b*c*g^3*q*x-213*b*c*g^3*r^2+2191*b*c*g^3*r*x+3338*b*c*g^3*x^2-571*b*c*g^2* p^3-468*b*c*g^2*p^2*q-1713*b*c*g^2*p^2*r+9728*b*c*g^2*p^2*x-44*b*c*g^2*p*q^2-\ 936*b*c*g^2*p*q*r+4733*b*c*g^2*p*q*x-1713*b*c*g^2*p*r^2+23654*b*c*g^2*p*r*x+ 16295*b*c*g^2*p*x^2-44*b*c*g^2*q^2*r-541*b*c*g^2*q^2*x-468*b*c*g^2*q*r^2+4623*b *c*g^2*q*r*x+20537*b*c*g^2*q*x^2-571*b*c*g^2*r^3+13926*b*c*g^2*r^2*x+18766*b*c* g^2*r*x^2-34392*b*c*g^2*x^3-583*b*c*g*p^4-858*b*c*g*p^3*q-2332*b*c*g*p^3*r+ 14550*b*c*g*p^3*x-285*b*c*g*p^2*q^2-2574*b*c*g*p^2*q*r+17065*b*c*g*p^2*q*x-3498 *b*c*g*p^2*r^2+53712*b*c*g*p^2*r*x+15243*b*c*g*p^2*x^2-10*b*c*g*p*q^3-570*b*c*g *p*q^2*r+1942*b*c*g*p*q^2*x-2574*b*c*g*p*q*r^2+39626*b*c*g*p*q*r*x+49954*b*c*g* p*q*x^2-2332*b*c*g*p*r^3+63774*b*c*g*p*r^2*x+8597*b*c*g*p*r*x^2-104484*b*c*g*p* x^3-10*b*c*g*q^3*r-573*b*c*g*q^3*x-285*b*c*g*q^2*r^2+1741*b*c*g*q^2*r*x+34711*b *c*g*q^2*x^2-858*b*c*g*q*r^3+22561*b*c*g*q*r^2*x+59116*b*c*g*q*r*x^2-104484*b*c *g*q*x^3-583*b*c*g*r^4+24612*b*c*g*r^3*x-10838*b*c*g*r^2*x^2-133980*b*c*g*r*x^3 -204*b*c*p^5-450*b*c*p^4*q-1020*b*c*p^4*r+6760*b*c*p^4*x-288*b*c*p^3*q^2-1800*b *c*p^3*q*r+13218*b*c*p^3*q*x-2040*b*c*p^3*r^2+33097*b*c*p^3*r*x+1222*b*c*p^3*x^ 2-42*b*c*p^2*q^3-864*b*c*p^2*q^2*r+6030*b*c*p^2*q^2*x-2700*b*c*p^2*q*r^2+47151* b*c*p^2*q*r*x+20928*b*c*p^2*q*x^2-2040*b*c*p^2*r^3+58731*b*c*p^2*r^2*x-26662*b* c*p^2*r*x^2-71570*b*c*p^2*x^3-84*b*c*p*q^3*r-554*b*c*p*q^3*x-864*b*c*p*q^2*r^2+ 13545*b*c*p*q^2*r*x+38190*b*c*p*q^2*x^2-1800*b*c*p*q*r^3+54648*b*c*p*q*r^2*x+ 21322*b*c*p*q*r*x^2-143140*b*c*p*q*x^3-1020*b*c*p*r^4+45211*b*c*p*r^3*x-67430*b *c*p*r^2*x^2-166992*b*c*p*r*x^3-126*b*c*q^4*x-42*b*c*q^3*r^2-509*b*c*q^3*r*x+ 18484*b*c*q^3*x^2-288*b*c*q^2*r^3+7515*b*c*q^2*r^2*x+47984*b*c*q^2*r*x^2-71570* b*c*q^2*x^3-450*b*c*q*r^4+20715*b*c*q*r^3*x+628*b*c*q*r^2*x^2-166992*b*c*q*r*x^ 3-204*b*c*r^5+12817*b*c*r^4*x-39546*b*c*r^3*x^2-89452*b*c*r^2*x^3+9*b*g^5*x-12* b*g^4*p^2-24*b*g^4*p*r+104*b*g^4*p*x-12*b*g^4*r^2+75*b*g^4*r*x+16*b*g^4*x^2-54* b*g^3*p^3-36*b*g^3*p^2*q-162*b*g^3*p^2*r+835*b*g^3*p^2*x-72*b*g^3*p*q*r+320*b*g ^3*p*q*x-162*b*g^3*p*r^2+2014*b*g^3*p*r*x+1370*b*g^3*p*x^2-65*b*g^3*q^2*x-36*b* g^3*q*r^2+187*b*g^3*q*r*x+1559*b*g^3*q*x^2-54*b*g^3*r^3+1179*b*g^3*r^2*x+2226*b *g^3*r*x^2-2640*b*g^3*x^3-90*b*g^2*p^4-126*b*g^2*p^3*q-360*b*g^2*p^3*r+2141*b*g ^2*p^3*x-36*b*g^2*p^2*q^2-378*b*g^2*p^2*q*r+2366*b*g^2*p^2*q*x-540*b*g^2*p^2*r^ 2+7990*b*g^2*p^2*r*x+2615*b*g^2*p^2*x^2-72*b*g^2*p*q^2*r+129*b*g^2*p*q^2*x-378* b*g^2*p*q*r^2+5376*b*g^2*p*q*r*x+7664*b*g^2*p*q*x^2-360*b*g^2*p*r^3+9557*b*g^2* p*r^2*x+3269*b*g^2*p*r*x^2-15027*b*g^2*p*x^3-96*b*g^2*q^3*x-36*b*g^2*q^2*r^2-38 *b*g^2*q^2*r*x+5049*b*g^2*q^2*x^2-126*b*g^2*q*r^3+3010*b*g^2*q*r^2*x+10583*b*g^ 2*q*r*x^2-15027*b*g^2*q*x^3-90*b*g^2*r^4+3708*b*g^2*r^3*x-161*b*g^2*r^2*x^2-\ 20959*b*g^2*r*x^3-66*b*g*p^5-144*b*g*p^4*q-330*b*g*p^4*r+2139*b*g*p^4*x-90*b*g* p^3*q^2-576*b*g*p^3*q*r+4106*b*g*p^3*q*x-660*b*g*p^3*r^2+10553*b*g*p^3*r*x+793* b*g*p^3*x^2-12*b*g*p^2*q^3-270*b*g*p^2*q^2*r+1757*b*g*p^2*q^2*x-864*b*g*p^2*q*r ^2+14691*b*g*p^2*q*r*x+7490*b*g*p^2*q*x^2-660*b*g*p^2*r^3+18825*b*g*p^2*r^2*x-\ 6537*b*g*p^2*r*x^2-22663*b*g*p^2*x^3-24*b*g*p*q^3*r-248*b*g*p*q^3*x-270*b*g*p*q ^2*r^2+3853*b*g*p*q^2*r*x+12601*b*g*p*q^2*x^2-576*b*g*p*q*r^3+17064*b*g*p*q*r^2 *x+10340*b*g*p*q*r*x^2-45326*b*g*p*q*x^3-330*b*g*p*r^4+14547*b*g*p*r^3*x-19174* b*g*p*r^2*x^2-55541*b*g*p*r*x^3-38*b*g*q^4*x-12*b*g*q^3*r^2-285*b*g*q^3*r*x+ 5904*b*g*q^3*x^2-90*b*g*q^2*r^3+2096*b*g*q^2*r^2*x+16877*b*g*q^2*r*x^2-22663*b* g*q^2*x^3-144*b*g*q*r^4+6479*b*g*q*r^3*x+2765*b*g*q*r^2*x^2-55541*b*g*q*r*x^3-\ 66*b*g*r^5+4136*b*g*r^4*x-11844*b*g*r^3*x^2-30916*b*g*r^2*x^3-18*b*p^6-54*b*p^5 *q-108*b*p^5*r+737*b*p^5*x-54*b*p^4*q^2-270*b*p^4*q*r+2051*b*p^4*q*x-270*b*p^4* r^2+4480*b*p^4*r*x-450*b*p^4*x^2-18*b*p^3*q^3-216*b*p^3*q^2*r+1731*b*p^3*q^2*x-\ 540*b*p^3*q*r^2+9812*b*p^3*q*r*x+1034*b*p^3*q*x^2-360*b*p^3*r^3+10550*b*p^3*r^2 *x-7921*b*p^3*r*x^2-10232*b*p^3*x^3-54*b*p^2*q^3*r+257*b*p^2*q^3*x-324*b*p^2*q^ 2*r^2+6048*b*p^2*q^2*r*x+5802*b*p^2*q^2*x^2-540*b*p^2*q*r^3+17130*b*p^2*q*r^2*x -6921*b*p^2*q*r*x^2-30696*b*p^2*q*x^3-270*b*p^2*r^4+12140*b*p^2*r^3*x-24147*b*p ^2*r^2*x^2-33928*b*p^2*r*x^3-160*b*p*q^4*x-54*b*p*q^3*r^2+580*b*p*q^3*r*x+6702* b*p*q^3*x^2-216*b*p*q^2*r^3+6903*b*p*q^2*r^2*x+9921*b*p*q^2*r*x^2-30696*b*p*q^2 *x^3-270*b*p*q*r^4+13028*b*p*q*r^3*x-19269*b*p*q*r^2*x^2-67856*b*p*q*r*x^3-108* b*p*r^5+6865*b*p*r^4*x-26331*b*p*r^3*x^2-33413*b*p*r^2*x^3-136*b*q^4*r*x+2384*b *q^4*x^2-18*b*q^3*r^3+323*b*q^3*r^2*x+8921*b*q^3*r*x^2-10232*b*q^3*x^3-54*b*q^2 *r^4+2586*b*q^2*r^3*x+4878*b*q^2*r^2*x^2-33928*b*q^2*r*x^3-54*b*q*r^5+3659*b*q* r^4*x-11314*b*q*r^3*x^2-33413*b*q*r^2*x^3-18*b*r^6+1532*b*r^5*x-9655*b*r^4*x^2-\ 7767*b*r^3*x^3-80*c^7-176*c^6*g-480*c^6*p-96*c^6*q-480*c^6*r+2464*c^6*x-152*c^5 *g^2-936*c^5*g*p-176*c^5*g*q-936*c^5*g*r+4464*c^5*g*x-1084*c^5*p^2-568*c^5*p*q-\ 2168*c^5*p*r+12680*c^5*p*x-36*c^5*q^2-568*c^5*q*r+2696*c^5*q*x-1084*c^5*r^2+ 14368*c^5*r*x+13752*c^5*x^2-64*c^4*g^3-708*c^4*g^2*p-120*c^4*g^2*q-708*c^4*g^2* r+3072*c^4*g^2*x-1800*c^4*g*p^2-904*c^4*g*p*q-3600*c^4*g*p*r+20172*c^4*g*p*x-52 *c^4*g*q^2-904*c^4*g*q*r+3676*c^4*g*q*x-1800*c^4*g*r^2+22708*c^4*g*r*x+24780*c^ 4*g*x^2-1204*c^4*p^3-1212*c^4*p^2*q-3612*c^4*p^2*r+22336*c^4*p^2*x-228*c^4*p*q^ 2-2424*c^4*p*q*r+15464*c^4*p*q*x-3612*c^4*p*r^2+53064*c^4*p*r*x+20856*c^4*p*x^2 -4*c^4*q^3-228*c^4*q^2*r+448*c^4*q^2*x-1212*c^4*q*r^2+16224*c^4*q*r*x+33216*c^4 *q*x^2-1204*c^4*r^3+30728*c^4*r^2*x+15372*c^4*r*x^2-64944*c^4*x^3-13*c^3*g^4-\ 258*c^3*g^3*p-36*c^3*g^3*q-258*c^3*g^3*r+1000*c^3*g^3*x-1127*c^3*g^2*p^2-526*c^ 3*g^2*p*q-2254*c^3*g^2*p*r+11986*c^3*g^2*p*x-25*c^3*g^2*q^2-526*c^3*g^2*q*r+ 1650*c^3*g^2*q*x-1127*c^3*g^2*r^2+13288*c^3*g^2*r*x+16686*c^3*g^2*x^2-1618*c^3* g*p^3-1592*c^3*g*p^2*q-4854*c^3*g*p^2*r+29048*c^3*g*p^2*x-278*c^3*g*p*q^2-3184* c^3*g*p*q*r+19208*c^3*g*p*q*x-4854*c^3*g*p*r^2+69078*c^3*g*p*r*x+31908*c^3*g*p* x^2-4*c^3*g*q^3-278*c^3*g*q^2*r+64*c^3*g*q^2*x-1592*c^3*g*q*r^2+19786*c^3*g*q*r *x+46728*c^3*g*q*x^2-1618*c^3*g*r^3+40030*c^3*g*r^2*x+26940*c^3*g*r*x^2-86120*c ^3*g*x^3-726*c^3*p^4-1176*c^3*p^3*q-2904*c^3*p^3*r+18614*c^3*p^3*x-486*c^3*p^2* q^2-3528*c^3*p^2*q*r+24978*c^3*p^2*q*x-4356*c^3*p^2*r^2+67536*c^3*p^2*r*x+7974* c^3*p^2*x^2-36*c^3*p*q^3-972*c^3*p*q^2*r+5946*c^3*p*q^2*x-3528*c^3*p*q*r^2+ 56796*c^3*p*q*r*x+41220*c^3*p*q*x^2-2904*c^3*p*r^3+79230*c^3*p*r^2*x-15558*c^3* p*r*x^2-112968*c^3*p*x^3-36*c^3*q^3*r-418*c^3*q^3*x-486*c^3*q^2*r^2+5448*c^3*q^ 2*r*x+33246*c^3*q^2*x^2-1176*c^3*q*r^3+31818*c^3*q*r^2*x+42126*c^3*q*r*x^2-\ 112968*c^3*q*x^3-726*c^3*r^4+30308*c^3*r^3*x-29160*c^3*r^2*x^2-134160*c^3*r*x^3 -c^2*g^5-45*c^2*g^4*p-4*c^2*g^4*q-45*c^2*g^4*r+162*c^2*g^4*x-327*c^2*g^3*p^2-\ 132*c^2*g^3*p*q-654*c^2*g^3*p*r+3257*c^2*g^3*p*x-4*c^2*g^3*q^2-132*c^2*g^3*q*r+ 237*c^2*g^3*q*x-327*c^2*g^3*r^2+3477*c^2*g^3*r*x+4977*c^2*g^3*x^2-774*c^2*g^2*p ^3-733*c^2*g^2*p^2*q-2322*c^2*g^2*p^2*r+13368*c^2*g^2*p^2*x-110*c^2*g^2*p*q^2-\ 1466*c^2*g^2*p*q*r+8218*c^2*g^2*p*q*x-2322*c^2*g^2*p*r^2+31837*c^2*g^2*p*r*x+ 16990*c^2*g^2*p*x^2-c^2*g^2*q^3-110*c^2*g^2*q^2*r-312*c^2*g^2*q^2*x-733*c^2*g^2 *q*r^2+8063*c^2*g^2*q*r*x+23144*c^2*g^2*q*x^2-774*c^2*g^2*r^3+18469*c^2*g^2*r^2 *x+16797*c^2*g^2*r*x^2-40524*c^2*g^2*x^3-735*c^2*g*p^4-1176*c^2*g*p^3*q-2940*c^ 2*g*p^3*r+18355*c^2*g*p^3*x-471*c^2*g*p^2*q^2-3528*c^2*g*p^2*q*r+24135*c^2*g*p^ 2*q*x-4410*c^2*g*p^2*r^2+66808*c^2*g*p^2*r*x+11047*c^2*g*p^2*x^2-30*c^2*g*p*q^3 -942*c^2*g*p*q^2*r+5211*c^2*g*p*q^2*x-3528*c^2*g*p*q*r^2+54782*c^2*g*p*q*r*x+ 45402*c^2*g*p*q*x^2-2940*c^2*g*p*r^3+78551*c^2*g*p*r^2*x-6623*c^2*g*p*r*x^2-\ 112552*c^2*g*p*x^3-30*c^2*g*q^3*r-569*c^2*g*q^3*x-471*c^2*g*q^2*r^2+4480*c^2*g* q^2*r*x+34355*c^2*g*q^2*x^2-1176*c^2*g*q*r^3+30647*c^2*g*q*r^2*x+49157*c^2*g*q* r*x^2-112552*c^2*g*q*x^3-735*c^2*g*r^4+30098*c^2*g*r^3*x-23502*c^2*g*r^2*x^2-\ 137436*c^2*g*r*x^3-242*c^2*p^5-566*c^2*p^4*q-1210*c^2*p^4*r+8020*c^2*p^4*x-408* c^2*p^3*q^2-2264*c^2*p^3*q*r+16846*c^2*p^3*q*x-2420*c^2*p^3*r^2+38912*c^2*p^3*r *x-1884*c^2*p^3*x^2-86*c^2*p^2*q^3-1224*c^2*p^2*q^2*r+9456*c^2*p^2*q^2*x-3396*c ^2*p^2*q*r^2+59208*c^2*p^2*q*r*x+13218*c^2*p^2*q*x^2-2420*c^2*p^2*r^3+68616*c^2 *p^2*r^2*x-40128*c^2*p^2*r*x^2-73080*c^2*p^2*x^3-2*c^2*p*q^4-172*c^2*p*q^3*r+ 454*c^2*p*q^3*x-1224*c^2*p*q^2*r^2+20454*c^2*p*q^2*r*x+32088*c^2*p*q^2*x^2-2264 *c^2*p*q*r^3+67878*c^2*p*q*r^2*x-1314*c^2*p*q*r*x^2-146160*c^2*p*q*x^3-1210*c^2 *p*r^4+52576*c^2*p*r^3*x-87510*c^2*p*r^2*x^2-166044*c^2*p*r*x^3-2*c^2*q^4*r-176 *c^2*q^4*x-86*c^2*q^3*r^2+158*c^2*q^3*r*x+16986*c^2*q^3*x^2-408*c^2*q^2*r^3+ 10998*c^2*q^2*r^2*x+38814*c^2*q^2*r*x^2-73080*c^2*q^2*x^3-566*c^2*q*r^4+25516*c ^2*q*r^3*x-16530*c^2*q*r^2*x^2-166044*c^2*q*r*x^3-242*c^2*r^5+14852*c^2*r^4*x-\ 49266*c^2*r^3*x^2-87024*c^2*r^2*x^3-3*c*g^5*p-3*c*g^5*r+15*c*g^5*x-43*c*g^4*p^2 -12*c*g^4*p*q-86*c*g^4*p*r+391*c*g^4*p*x-12*c*g^4*q*r-5*c*g^4*q*x-43*c*g^4*r^2+ 375*c*g^4*r*x+555*c*g^4*x^2-155*c*g^3*p^3-136*c*g^3*p^2*q-465*c*g^3*p^2*r+2540* c*g^3*p^2*x-14*c*g^3*p*q^2-272*c*g^3*p*q*r+1382*c*g^3*p*q*x-465*c*g^3*p*r^2+ 6058*c*g^3*p*r*x+3579*c*g^3*p*x^2-14*c*g^3*q^2*r-148*c*g^3*q^2*x-136*c*g^3*q*r^ 2+1181*c*g^3*q*r*x+4566*c*g^3*q*x^2-155*c*g^3*r^3+3518*c*g^3*r^2*x+4377*c*g^3*r *x^2-7734*c*g^3*x^3-236*c*g^2*p^4-370*c*g^2*p^3*q-944*c*g^2*p^3*r+5731*c*g^2*p^ 3*x-140*c*g^2*p^2*q^2-1110*c*g^2*p^2*q*r+7302*c*g^2*p^2*q*x-1416*c*g^2*p^2*r^2+ 20982*c*g^2*p^2*r*x+4452*c*g^2*p^2*x^2-6*c*g^2*p*q^3-280*c*g^2*p*q^2*r+1322*c*g ^2*p*q^2*x-1110*c*g^2*p*q*r^2+16482*c*g^2*p*q*r*x+15612*c*g^2*p*q*x^2-944*c*g^2 *p*r^3+24771*c*g^2*p*r^2*x+1283*c*g^2*p*r*x^2-35354*c*g^2*p*x^3-6*c*g^2*q^3*r-\ 249*c*g^2*q^3*x-140*c*g^2*q^2*r^2+914*c*g^2*q^2*r*x+11160*c*g^2*q^2*x^2-370*c*g ^2*q*r^3+9180*c*g^2*q*r^2*x+18634*c*g^2*q*r*x^2-35354*c*g^2*q*x^3-236*c*g^2*r^4 +9520*c*g^2*r^3*x-5340*c*g^2*r^2*x^2-45402*c*g^2*r*x^3-163*c*g*p^5-379*c*g*p^4* q-815*c*g*p^4*r+5300*c*g*p^4*x-270*c*g*p^3*q^2-1516*c*g*p^3*q*r+11017*c*g*p^3*q *x-1630*c*g*p^3*r^2+25809*c*g*p^3*r*x-324*c*g*p^3*x^2-55*c*g*p^2*q^3-810*c*g*p^ 2*q^2*r+6000*c*g*p^2*q^2*x-2274*c*g*p^2*q*r^2+38793*c*g*p^2*q*r*x+10881*c*g*p^2 *q*x^2-1630*c*g*p^2*r^3+45627*c*g*p^2*r^2*x-22952*c*g*p^2*r*x^2-48606*c*g*p^2*x ^3-c*g*p*q^4-110*c*g*p*q^3*r+149*c*g*p*q^3*x-810*c*g*p*q^2*r^2+12888*c*g*p*q^2* r*x+22734*c*g*p*q^2*x^2-1516*c*g*p*q*r^3+44535*c*g*p*q*r^2*x+5391*c*g*p*q*r*x^2 -97212*c*g*p*q*x^3-815*c*g*p*r^4+35027*c*g*p*r^3*x-53831*c*g*p*r^2*x^2-113586*c *g*p*r*x^3-c*g*q^4*r-134*c*g*q^4*x-55*c*g*q^3*r^2-96*c*g*q^3*r*x+11529*c*g*q^3* x^2-270*c*g*q^2*r^3+6888*c*g*q^2*r^2*x+28343*c*g*q^2*r*x^2-48606*c*g*q^2*x^3-\ 379*c*g*q*r^4+16759*c*g*q*r^3*x-6919*c*g*q*r^2*x^2-113586*c*g*q*r*x^3-163*c*g*r ^5+9909*c*g*r^4*x-31203*c*g*r^3*x^2-61146*c*g*r^2*x^3-42*c*p^6-132*c*p^5*q-252* c*p^5*r+1727*c*p^5*x-144*c*p^4*q^2-660*c*p^4*q*r+5065*c*p^4*q*x-630*c*p^4*r^2+ 10407*c*p^4*r*x-1734*c*p^4*x^2-60*c*p^3*q^3-576*c*p^3*q^2*r+4814*c*p^3*q^2*x-\ 1320*c*p^3*q*r^2+23928*c*p^3*q*r*x-840*c*p^3*q*x^2-840*c*p^3*r^3+24358*c*p^3*r^ 2*x-20613*c*p^3*r*x^2-20826*c*p^3*x^3-6*c*p^2*q^4-180*c*p^2*q^3*r+1322*c*p^2*q^ 3*x-864*c*p^2*q^2*r^2+16434*c*p^2*q^2*r*x+7884*c*p^2*q^2*x^2-1320*c*p^2*q*r^3+ 41394*c*p^2*q*r^2*x-26481*c*p^2*q*r*x^2-62478*c*p^2*q*x^3-630*c*p^2*r^4+27902*c *p^2*r^3*x-58497*c*p^2*r^2*x^2-67182*c*p^2*r*x^3-12*c*p*q^4*r-173*c*p*q^4*x-180 *c*p*q^3*r^2+2712*c*p*q^3*r*x+11352*c*p*q^3*x^2-576*c*p*q^2*r^3+18426*c*p*q^2*r ^2*x+8877*c*p*q^2*r*x^2-62478*c*p*q^2*x^3-660*c*p*q*r^4+31264*c*p*q*r^3*x-56754 *c*p*q*r^2*x^2-134364*c*p*q*r*x^3-252*c*p*r^5+15723*c*p*r^4*x-62091*c*p*r^3*x^2 -64242*c*p*r^2*x^3-19*c*q^5*x-6*c*q^4*r^2-201*c*q^4*r*x+4362*c*q^4*x^2-60*c*q^3 *r^3+1390*c*q^3*r^2*x+14745*c*q^3*r*x^2-20826*c*q^3*x^3-144*c*q^2*r^4+6806*c*q^ 2*r^3*x+1743*c*q^2*r^2*x^2-67182*c*q^2*r*x^3-132*c*q*r^5+8733*c*q*r^4*x-31113*c *q*r^3*x^2-64242*c*q*r^2*x^3-42*c*r^6+3499*c*r^5*x-22473*c*r^4*x^2-13866*c*r^3* x^3+g^6*x-2*g^5*p^2-4*g^5*p*r+15*g^5*p*x-g^5*q*x-2*g^5*r^2+9*g^5*r*x-11*g^4*p^3 -8*g^4*p^2*q-33*g^4*p^2*r+163*g^4*p^2*x-16*g^4*p*q*r+71*g^4*p*q*x-33*g^4*p*r^2+ 388*g^4*p*r*x+227*g^4*p*x^2-16*g^4*q^2*x-8*g^4*q*r^2+34*g^4*q*r*x+262*g^4*q*x^2 -11*g^4*r^3+225*g^4*r^2*x+396*g^4*r*x^2-442*g^4*x^3-24*g^3*p^4-36*g^3*p^3*q-96* g^3*p^3*r+561*g^3*p^3*x-12*g^3*p^2*q^2-108*g^3*p^2*q*r+678*g^3*p^2*q*x-144*g^3* p^2*r^2+2078*g^3*p^2*r*x+527*g^3*p^2*x^2-24*g^3*p*q^2*r+84*g^3*p*q^2*x-108*g^3* p*q*r^2+1504*g^3*p*q*r*x+1620*g^3*p*q*x^2-96*g^3*p*r^3+2473*g^3*p*r^2*x+592*g^3 *p*r*x^2-3372*g^3*p*x^3-33*g^3*q^3*x-12*g^3*q^2*r^2+8*g^3*q^2*r*x+1093*g^3*q^2* x^2-36*g^3*q*r^3+826*g^3*q*r^2*x+2273*g^3*q*r*x^2-3372*g^3*q*x^3-24*g^3*r^4+956 *g^3*r^3*x-210*g^3*r^2*x^2-4716*g^3*r*x^3-26*g^2*p^5-60*g^2*p^4*q-130*g^2*p^4*r +836*g^2*p^4*x-42*g^2*p^3*q^2-240*g^2*p^3*q*r+1710*g^2*p^3*q*x-260*g^2*p^3*r^2+ 4099*g^2*p^3*r*x+89*g^2*p^3*x^2-8*g^2*p^2*q^3-126*g^2*p^2*q^2*r+886*g^2*p^2*q^2 *x-360*g^2*p^2*q*r^2+6039*g^2*p^2*q*r*x+2033*g^2*p^2*q*x^2-260*g^2*p^2*r^3+7281 *g^2*p^2*r^2*x-2993*g^2*p^2*r*x^2-7655*g^2*p^2*x^3-16*g^2*p*q^3*r-14*g^2*p*q^3* x-126*g^2*p*q^2*r^2+1865*g^2*p*q^2*r*x+3799*g^2*p*q^2*x^2-240*g^2*p*q*r^3+6948* g^2*p*q*r^2*x+2076*g^2*p*q*r*x^2-15310*g^2*p*q*x^3-130*g^2*p*r^4+5609*g^2*p*r^3 *x-7831*g^2*p*r^2*x^2-18797*g^2*p*r*x^3-26*g^2*q^4*x-8*g^2*q^3*r^2-75*g^2*q^3*r *x+1855*g^2*q^3*x^2-42*g^2*q^2*r^3+979*g^2*q^2*r^2*x+5069*g^2*q^2*r*x^2-7655*g^ 2*q^2*x^3-60*g^2*q*r^4+2619*g^2*q*r^3*x-275*g^2*q*r^2*x^2-18797*g^2*q*r*x^3-26* g^2*r^5+1591*g^2*r^4*x-4749*g^2*r^3*x^2-10494*g^2*r^2*x^3-14*g*p^6-44*g*p^5*q-\ 84*g*p^5*r+571*g*p^5*x-48*g*p^4*q^2-220*g*p^4*q*r+1666*g*p^4*q*x-210*g*p^4*r^2+ 3451*g*p^4*r*x-484*g*p^4*x^2-20*g*p^3*q^3-192*g*p^3*q^2*r+1565*g*p^3*q^2*x-440* g*p^3*q*r^2+7890*g*p^3*q*r*x+16*g*p^3*q*x^2-280*g*p^3*r^3+8094*g*p^3*r^2*x-6400 *g*p^3*r*x^2-6930*g*p^3*x^3-2*g*p^2*q^4-60*g*p^2*q^3*r+409*g*p^2*q^3*x-288*g*p^ 2*q^2*r^2+5346*g*p^2*q^2*r*x+2952*g*p^2*q^2*x^2-440*g*p^2*q*r^3+13674*g*p^2*q*r ^2*x-7603*g*p^2*q*r*x^2-20790*g*p^2*q*x^3-210*g*p^2*r^4+9286*g*p^2*r^3*x-18740* g*p^2*r^2*x^2-23011*g*p^2*r*x^3-4*g*p*q^4*r-68*g*p*q^4*x-60*g*p*q^3*r^2+826*g*p *q^3*r*x+3920*g*p*q^3*x^2-192*g*p*q^2*r^3+5997*g*p*q^2*r^2*x+3994*g*p*q^2*r*x^2 -20790*g*p*q^2*x^3-220*g*p*q*r^4+10342*g*p*q*r^3*x-17469*g*p*q*r^2*x^2-46022*g* p*q*r*x^3-84*g*p*r^5+5239*g*p*r^4*x-20216*g*p*r^3*x^2-22697*g*p*r^2*x^3-7*g*q^5 *x-2*g*q^4*r^2-81*g*q^4*r*x+1468*g*q^4*x^2-20*g*q^3*r^3+417*g*q^3*r^2*x+5197*g* q^3*r*x^2-6930*g*q^3*x^3-48*g*q^2*r^4+2216*g*q^2*r^3*x+1271*g*q^2*r^2*x^2-23011 *g*q^2*r*x^3-44*g*q*r^5+2892*g*q*r^4*x-9850*g*q*r^3*x^2-22697*g*q*r^2*x^3-14*g* r^6+1167*g*r^5*x-7392*g*r^4*x^2-5242*g*r^3*x^3-3*p^7-12*p^6*q-21*p^6*r+147*p^6* x-18*p^5*q^2-72*p^5*q*r+561*p^5*q*x-63*p^5*r^2+1050*p^5*r*x-273*p^5*x^2-12*p^4* q^3-90*p^4*q^2*r+774*p^4*q^2*x-180*p^4*q*r^2+3300*p^4*q*r*x-648*p^4*q*x^2-105*p ^4*r^3+3045*p^4*r^2*x-3180*p^4*r*x^2-2205*p^4*x^3-3*p^3*q^4-48*p^3*q^3*r+426*p^ 3*q^3*x-180*p^3*q^2*r^2+3576*p^3*q^2*r*x+138*p^3*q^2*x^2-240*p^3*q*r^3+7590*p^3 *q*r^2*x-7566*p^3*q*r*x^2-8820*p^3*q*x^3-105*p^3*r^4+4620*p^3*r^3*x-11079*p^3*r ^2*x^2-8850*p^3*r*x^3-9*p^2*q^4*r+39*p^2*q^4*x-72*p^2*q^3*r^2+1428*p^2*q^3*r*x+ 1572*p^2*q^3*x^2-180*p^2*q^2*r^3+6084*p^2*q^2*r^2*x-3618*p^2*q^2*r*x^2-13230*p^ 2*q^2*x^3-180*p^2*q*r^4+8580*p^2*q*r^3*x-20736*p^2*q*r^2*x^2-26550*p^2*q*r*x^3-\ 63*p^2*r^5+3885*p^2*r^4*x-16887*p^2*r^3*x^2-11253*p^2*r^2*x^3-27*p*q^5*x-9*p*q^ 4*r^2+78*p*q^4*r*x+1503*p*q^4*x^2-48*p*q^3*r^3+1578*p*q^3*r^2*x+2742*p*q^3*r*x^ 2-8820*p*q^3*x^3-90*p*q^2*r^4+4536*p*q^2*r^3*x-8235*p*q^2*r^2*x^2-26550*p*q^2*r *x^3-72*p*q*r^5+4785*p*q*r^4*x-21366*p*q*r^3*x^2-22506*p*q*r^2*x^3-21*p*r^6+ 1722*p*r^5*x-11892*p*r^4*x^2-3342*p*r^3*x^3-24*q^5*r*x+444*q^5*x^2-3*q^4*r^3+39 *q^4*r^2*x+1974*q^4*r*x^2-2205*q^4*x^3-12*q^3*r^4+576*q^3*r^3*x+1422*q^3*r^2*x^ 2-8850*q^3*r*x^3-18*q^2*r^5+1254*q^2*r^4*x-4479*q^2*r^3*x^2-11253*q^2*r^2*x^3-\ 12*q*r^6+1056*q*r^5*x-7548*q*r^4*x^2-3342*q*r^3*x^3-3*r^7+315*r^6*x-3177*r^5*x^ 2+1266*r^4*x^3-16*a^5*b-80*a^5*c-8*a^5*g-96*a^5*p-16*a^5*q-96*a^5*r+160*a^5*x-\ 48*a^4*b^2-400*a^4*b*c-64*a^4*b*g-324*a^4*b*p-64*a^4*b*q-324*a^4*b*r+472*a^4*b* x-608*a^4*c^2-280*a^4*c*g-1128*a^4*c*p-240*a^4*c*q-1128*a^4*c*r+332*a^4*c*x-20* a^4*g^2-268*a^4*g*p-48*a^4*g*q-268*a^4*g*r+384*a^4*g*x-542*a^4*p^2-246*a^4*p*q-\ 1084*a^4*p*r+282*a^4*p*x-16*a^4*q^2-246*a^4*q*r-174*a^4*q*x-542*a^4*r^2-378*a^4 *r*x+2976*a^4*x^2-48*a^3*b^3-536*a^3*b^2*c-112*a^3*b^2*g-380*a^3*b^2*p-80*a^3*b ^2*q-380*a^3*b^2*r+376*a^3*b^2*x-1808*a^3*b*c^2-868*a^3*b*c*g-3092*a^3*b*c*p-\ 564*a^3*b*c*q-3092*a^3*b*c*r-1804*a^3*b*c*x-80*a^3*b*g^2-658*a^3*b*g*p-136*a^3* b*g*q-658*a^3*b*g*r+724*a^3*b*g*x-1424*a^3*b*p^2-512*a^3*b*p*q-2848*a^3*b*p*r-\ 194*a^3*b*p*x-36*a^3*b*q^2-512*a^3*b*q*r-1310*a^3*b*q*x-1424*a^3*b*r^2-2030*a^3 *b*r*x+11964*a^3*b*x^2-1736*a^3*c^3-1380*a^3*c^2*g-4780*a^3*c^2*p-948*a^3*c^2*q -4780*a^3*c^2*r-3544*a^3*c^2*x-320*a^3*c*g^2-2496*a^3*c*g*p-476*a^3*c*g*q-2496* a^3*c*g*r-1090*a^3*c*g*x-4256*a^3*c*p^2-1976*a^3*c*p*q-8512*a^3*c*p*r+1606*a^3* c*p*x-120*a^3*c*q^2-1976*a^3*c*q*r-4650*a^3*c*q*x-4256*a^3*c*r^2-2418*a^3*c*r*x +40300*a^3*c*x^2-18*a^3*g^3-268*a^3*g^2*p-52*a^3*g^2*q-268*a^3*g^2*r+296*a^3*g^ 2*x-1225*a^3*g*p^2-459*a^3*g*p*q-2450*a^3*g*p*r-47*a^3*g*p*x-32*a^3*g*q^2-459*a ^3*g*q*r-1021*a^3*g*q*x-1225*a^3*g*r^2-1803*a^3*g*r*x+8762*a^3*g*x^2-1039*a^3*p ^3-1020*a^3*p^2*q-3117*a^3*p^2*r+2519*a^3*p^2*x-147*a^3*p*q^2-2040*a^3*p*q*r-\ 336*a^3*p*q*x-3117*a^3*p*r^2+6136*a^3*p*r*x+19506*a^3*p*x^2-4*a^3*q^3-147*a^3*q ^2*r-1163*a^3*q^2*x-1020*a^3*q*r^2-2478*a^3*q*r*x+16516*a^3*q*x^2-1039*a^3*r^3+ 3617*a^3*r^2*x+27184*a^3*r*x^2-11572*a^3*x^3-16*a^2*b^4-192*a^2*b^3*c-64*a^2*b^ 3*g-172*a^2*b^3*p-32*a^2*b^3*q-172*a^2*b^3*r-104*a^2*b^3*x-1312*a^2*b^2*c^2-628 *a^2*b^2*c*g-2664*a^2*b^2*c*p-276*a^2*b^2*c*q-2664*a^2*b^2*c*r-5668*a^2*b^2*c*x -80*a^2*b^2*g^2-492*a^2*b^2*g*p-104*a^2*b^2*g*q-492*a^2*b^2*g*r+120*a^2*b^2*g*x -1230*a^2*b^2*p^2-278*a^2*b^2*p*q-2460*a^2*b^2*p*r-1706*a^2*b^2*p*x-20*a^2*b^2* q^2-278*a^2*b^2*q*r-2318*a^2*b^2*q*x-1230*a^2*b^2*r^2-3050*a^2*b^2*r*x+18036*a^ 2*b^2*x^2-3152*a^2*b*c^3-2400*a^2*b*c^2*g-9344*a^2*b*c^2*p-1264*a^2*b*c^2*q-\ 9344*a^2*b*c^2*r-17068*a^2*b*c^2*x-550*a^2*b*c*g^2-4644*a^2*b*c*g*p-620*a^2*b*c *g*q-4644*a^2*b*c*g*r-7696*a^2*b*c*g*x-8322*a^2*b*c*p^2-3000*a^2*b*c*p*q-16644* a^2*b*c*p*r-4130*a^2*b*c*p*x-102*a^2*b*c*q^2-3000*a^2*b*c*q*r-16102*a^2*b*c*q*x -8322*a^2*b*c*r^2-9618*a^2*b*c*r*x+113260*a^2*b*c*x^2-40*a^2*b*g^3-420*a^2*b*g^ 2*p-92*a^2*b*g^2*q-420*a^2*b*g^2*r+220*a^2*b*g^2*x-2278*a^2*b*g*p^2-594*a^2*b*g *p*q-4556*a^2*b*g*p*r-2058*a^2*b*g*p*x-44*a^2*b*g*q^2-594*a^2*b*g*q*r-3674*a^2* b*g*q*x-2278*a^2*b*g*r^2-5334*a^2*b*g*r*x+25664*a^2*b*g*x^2-2082*a^2*b*p^3-1708 *a^2*b*p^2*q-6246*a^2*b*p^2*r+3692*a^2*b*p^2*x-116*a^2*b*p*q^2-3416*a^2*b*p*q*r -4700*a^2*b*p*q*x-6246*a^2*b*p*r^2+10250*a^2*b*p*r*x+54476*a^2*b*p*x^2-4*a^2*b* q^3-116*a^2*b*q^2*r-3316*a^2*b*q^2*x-1708*a^2*b*q*r^2-8530*a^2*b*q*r*x+45506*a^ 2*b*q*x^2-2082*a^2*b*r^3+6558*a^2*b*r^2*x+72076*a^2*b*r*x^2-34716*a^2*b*x^3-\ 2336*a^2*c^4-2572*a^2*c^3*g-9080*a^2*c^3*p-1516*a^2*c^3*q-9080*a^2*c^3*r-12420* a^2*c^3*x-958*a^2*c^2*g^2-7646*a^2*c^2*g*p-1180*a^2*c^2*g*q-7646*a^2*c^2*g*r-\ 12414*a^2*c^2*g*x-11900*a^2*c^2*p^2-5246*a^2*c^2*p*q-23800*a^2*c^2*p*r+2156*a^2 *c^2*p*x-234*a^2*c^2*q^2-5246*a^2*c^2*q*r-19148*a^2*c^2*q*x-11900*a^2*c^2*r^2-\ 4912*a^2*c^2*r*x+143872*a^2*c^2*x^2-142*a^2*c*g^3-1862*a^2*c*g^2*p-278*a^2*c*g^ 2*q-1862*a^2*c*g^2*r-2766*a^2*c*g^2*x-7089*a^2*c*g*p^2-2729*a^2*c*g*p*q-14178*a ^2*c*g*p*r-1839*a^2*c*g*p*x-116*a^2*c*g*q^2-2729*a^2*c*g*q*r-12325*a^2*c*g*q*x-\ 7089*a^2*c*g*r^2-8677*a^2*c*g*r*x+82746*a^2*c*g*x^2-5761*a^2*c*p^3-5450*a^2*c*p ^2*q-17283*a^2*c*p^2*r+14795*a^2*c*p^2*x-721*a^2*c*p*q^2-10900*a^2*c*p*q*r-5656 *a^2*c*p*q*x-17283*a^2*c*p*r^2+37542*a^2*c*p*r*x+134392*a^2*c*p*x^2-6*a^2*c*q^3 -721*a^2*c*q^2*r-8643*a^2*c*q^2*x-5450*a^2*c*q*r^2-14456*a^2*c*q*r*x+115386*a^2 *c*q*x^2-5761*a^2*c*r^3+22747*a^2*c*r^2*x+167880*a^2*c*r*x^2-79964*a^2*c*x^3-7* a^2*g^4-111*a^2*g^3*p-24*a^2*g^3*q-111*a^2*g^3*r+64*a^2*g^3*x-975*a^2*g^2*p^2-\ 268*a^2*g^2*p*q-1950*a^2*g^2*p*r-716*a^2*g^2*p*x-20*a^2*g^2*q^2-268*a^2*g^2*q*r -1477*a^2*g^2*q*x-975*a^2*g^2*r^2-2365*a^2*g^2*r*x+9177*a^2*g^2*x^2-1783*a^2*g* p^3-1568*a^2*g*p^2*q-5349*a^2*g*p^2*r+3529*a^2*g*p^2*x-146*a^2*g*p*q^2-3136*a^2 *g*p*q*r-2704*a^2*g*p*q*x-5349*a^2*g*p*r^2+8994*a^2*g*p*r*x+39700*a^2*g*p*x^2-4 *a^2*g*q^3-146*a^2*g*q^2*r-2681*a^2*g*q^2*x-1568*a^2*g*q*r^2-6489*a^2*g*q*r*x+ 33400*a^2*g*q*x^2-1783*a^2*g*r^3+5465*a^2*g*r^2*x+53805*a^2*g*r*x^2-23850*a^2*g *x^3-904*a^2*p^4-1443*a^2*p^3*q-3616*a^2*p^3*r+4883*a^2*p^3*x-549*a^2*p^2*q^2-\ 4329*a^2*p^2*q*r+3598*a^2*p^2*q*x-5424*a^2*p^2*r^2+19637*a^2*p^2*r*x+29875*a^2* p^2*x^2-10*a^2*p*q^3-1098*a^2*p*q^2*r-2473*a^2*p*q^2*x-4329*a^2*p*q*r^2+7692*a^ 2*p*q*r*x+53333*a^2*p*q*x^2-3616*a^2*p*r^3+24625*a^2*p*r^2*x+67303*a^2*p*r*x^2-\ 35682*a^2*p*x^3-10*a^2*q^3*r-1188*a^2*q^3*x-549*a^2*q^2*r^2-4427*a^2*q^2*r*x+ 23458*a^2*q^2*x^2-1443*a^2*q*r^3+4094*a^2*q*r^2*x+66262*a^2*q*r*x^2-35682*a^2*q *x^3-904*a^2*r^4+9871*a^2*r^3*x+35970*a^2*r^2*x^2-47110*a^2*r*x^3+24*a*b^4*c-8* a*b^4*g-20*a*b^4*p-20*a*b^4*r-248*a*b^4*x-72*a*b^3*c^2-24*a*b^3*c*g-696*a*b^3*c *p+48*a*b^3*c*q-696*a*b^3*c*r-4596*a*b^3*c*x-20*a*b^3*g^2-106*a*b^3*g*p-16*a*b^ 3*g*q-106*a*b^3*g*r-396*a*b^3*g*x-360*a*b^3*p^2-12*a*b^3*p*q-720*a*b^3*p*r-1702 *a*b^3*p*x-12*a*b^3*q*r-1402*a*b^3*q*x-360*a*b^3*r^2-1522*a*b^3*r*x+12084*a*b^3 *x^2-1040*a*b^2*c^3-612*a*b^2*c^2*g-4868*a*b^2*c^2*p-88*a*b^2*c^2*q-4868*a*b^2* c^2*r-18736*a*b^2*c^2*x-110*a*b^2*c*g^2-2224*a*b^2*c*g*p-22*a*b^2*c*g*q-2224*a* b^2*c*g*r-9354*a*b^2*c*g*x-4642*a*b^2*c*p^2-964*a*b^2*c*p*q-9284*a*b^2*c*p*r-\ 9978*a*b^2*c*p*x+30*a*b^2*c*q^2-964*a*b^2*c*q*r-15154*a*b^2*c*q*x-4642*a*b^2*c* r^2-8478*a*b^2*c*r*x+105620*a*b^2*c*x^2-18*a*b^2*g^3-148*a*b^2*g^2*p-32*a*b^2*g ^2*q-148*a*b^2*g^2*r-240*a*b^2*g^2*x-1179*a*b^2*g*p^2-127*a*b^2*g*p*q-2358*a*b^ 2*g*p*r-3097*a*b^2*g*p*x-10*a*b^2*g*q^2-127*a*b^2*g*q*r-3407*a*b^2*g*q*x-1179*a *b^2*g*r^2-4065*a*b^2*g*r*x+25042*a*b^2*g*x^2-1217*a*b^2*p^3-700*a*b^2*p^2*q-\ 3651*a*b^2*p^2*r+633*a*b^2*p^2*x+31*a*b^2*p*q^2-1400*a*b^2*p*q*r-6780*a*b^2*p*q *x-3651*a*b^2*p*r^2+4306*a*b^2*p*r*x+50434*a*b^2*p*x^2+31*a*b^2*q^2*r-2337*a*b^ 2*q^2*x-700*a*b^2*q*r^2-7412*a*b^2*q*r*x+41464*a*b^2*q*x^2-1217*a*b^2*r^3+3673* a*b^2*r^2*x+62600*a*b^2*r*x^2-34716*a*b^2*x^3-2344*a*b*c^4-2260*a*b*c^3*g-11108 *a*b*c^3*p-980*a*b*c^3*q-11108*a*b*c^3*r-28600*a*b*c^3*x-676*a*b*c^2*g^2-8926*a *b*c^2*g*p-558*a*b*c^2*g*q-8926*a*b*c^2*g*r-27964*a*b*c^2*g*x-15022*a*b*c^2*p^2 -4920*a*b*c^2*p*q-30044*a*b*c^2*p*r-12496*a*b*c^2*p*x-26*a*b*c^2*q^2-4920*a*b*c ^2*q*r-38364*a*b*c^2*q*x-15022*a*b*c^2*r^2-11560*a*b*c^2*r*x+261468*a*b*c^2*x^2 -80*a*b*c*g^3-1957*a*b*c*g^2*p-91*a*b*c*g^2*q-1957*a*b*c*g^2*r-6896*a*b*c*g^2*x -8679*a*b*c*g*p^2-2262*a*b*c*g*p*q-17358*a*b*c*g*p*r-11820*a*b*c*g*p*x-3*a*b*c* g*q^2-2262*a*b*c*g*q*r-23918*a*b*c*g*q*x-8679*a*b*c*g*r^2-15610*a*b*c*g*r*x+ 151254*a*b*c*g*x^2-7506*a*b*c*p^3-5760*a*b*c*p^2*q-22518*a*b*c*p^2*r+13534*a*b* c*p^2*x-300*a*b*c*p*q^2-11520*a*b*c*p*q*r-24648*a*b*c*p*q*x-22518*a*b*c*p*r^2+ 43488*a*b*c*p*r*x+247378*a*b*c*p*x^2+6*a*b*c*q^3-300*a*b*c*q^2*r-14566*a*b*c*q^ 2*x-5760*a*b*c*q*r^2-29468*a*b*c*q*r*x+209366*a*b*c*q*x^2-7506*a*b*c*r^3+29954* a*b*c*r^2*x+293040*a*b*c*r*x^2-159928*a*b*c*x^3-7*a*b*g^4-78*a*b*g^3*p-20*a*b*g ^3*q-78*a*b*g^3*r-84*a*b*g^3*x-1111*a*b*g^2*p^2-144*a*b*g^2*p*q-2222*a*b*g^2*p* r-2129*a*b*g^2*p*x-13*a*b*g^2*q^2-144*a*b*g^2*q*r-2875*a*b*g^2*q*x-1111*a*b*g^2 *r^2-3873*a*b*g^2*r*x+17484*a*b*g^2*x^2-2271*a*b*g*p^3-1560*a*b*g*p^2*q-6813*a* b*g*p^2*r+2704*a*b*g*p^2*x-5*a*b*g*p*q^2-3120*a*b*g*p*q*r-8670*a*b*g*p*q*x-6813 *a*b*g*p*r^2+9191*a*b*g*p*r*x+72495*a*b*g*p*x^2-2*a*b*g*q^3-5*a*b*g*q^2*r-4270* a*b*g*q^2*x-1560*a*b*g*q*r^2-11973*a*b*g*q*r*x+59895*a*b*g*q*x^2-2271*a*b*g*r^3 +6487*a*b*g*r^2*x+92457*a*b*g*r*x^2-47700*a*b*g*x^3-1230*a*b*p^4-1680*a*b*p^3*q -4920*a*b*p^3*r+5855*a*b*p^3*x-420*a*b*p^2*q^2-5040*a*b*p^2*q*r+249*a*b*p^2*q*x -7380*a*b*p^2*r^2+25492*a*b*p^2*r*x+55962*a*b*p^2*x^2+30*a*b*p*q^3-840*a*b*p*q^ 2*r-7107*a*b*p*q^2*x-5040*a*b*p*q*r^2+2264*a*b*p*q*r*x+99090*a*b*p*q*x^2-4920*a *b*p*r^3+33419*a*b*p*r^2*x+122325*a*b*p*r*x^2-71364*a*b*p*x^3+30*a*b*q^3*r-1501 *a*b*q^3*x-420*a*b*q^2*r^2-8192*a*b*q^2*r*x+43128*a*b*q^2*x^2-1680*a*b*q*r^3+ 2015*a*b*q*r^2*x+120243*a*b*q*r*x^2-71364*a*b*q*x^3-1230*a*b*r^4+13782*a*b*r^3* x+66879*a*b*r^2*x^2-94220*a*b*r*x^3-1496*a*c^5-2048*a*c^4*g-7896*a*c^4*p-1068*a *c^4*q-7896*a*c^4*r-13824*a*c^4*x-978*a*c^3*g^2-9290*a*c^3*g*p-1052*a*c^3*g*q-\ 9290*a*c^3*g*r-21392*a*c^3*g*x-13860*a*c^3*p^2-5608*a*c^3*p*q-27720*a*c^3*p*r+ 508*a*c^3*p*x-172*a*c^3*q^2-5608*a*c^3*q*r-27152*a*c^3*q*x-13860*a*c^3*r^2-2024 *a*c^3*r*x+199412*a*c^3*x^2-194*a*c^2*g^3-3647*a*c^2*g^2*p-311*a*c^2*g^2*q-3647 *a*c^2*g^2*r-10702*a*c^2*g^2*x-12887*a*c^2*g*p^2-4630*a*c^2*g*p*q-25774*a*c^2*g *p*r-6122*a*c^2*g*p*x-91*a*c^2*g*q^2-4630*a*c^2*g*q*r-29394*a*c^2*g*q*x-12887*a *c^2*g*r^2-11888*a*c^2*g*r*x+189844*a*c^2*g*x^2-10120*a*c^2*p^3-8966*a*c^2*p^2* q-30360*a*c^2*p^2*r+26630*a*c^2*p^2*x-1000*a*c^2*p*q^2-17932*a*c^2*p*q*r-16452* a*c^2*p*q*x-30360*a*c^2*p*r^2+72116*a*c^2*p*r*x+278538*a*c^2*p*x^2-1000*a*c^2*q ^2*r-17282*a*c^2*q^2*x-8966*a*c^2*q*r^2-25286*a*c^2*q*r*x+239994*a*c^2*q*x^2-\ 10120*a*c^2*r^3+45486*a*c^2*r^2*x+324382*a*c^2*r*x^2-172200*a*c^2*x^3-17*a*c*g^ 4-516*a*c*g^3*p-34*a*c*g^3*q-516*a*c*g^3*r-1763*a*c*g^3*x-3695*a*c*g^2*p^2-1039 *a*c*g^2*p*q-7390*a*c*g^2*p*r-3880*a*c*g^2*p*x-12*a*c*g^2*q^2-1039*a*c*g^2*q*r-\ 9513*a*c*g^2*q*x-3695*a*c*g^2*r^2-7432*a*c*g^2*r*x+54469*a*c*g^2*x^2-6446*a*c*g *p^3-5423*a*c*g*p^2*q-19338*a*c*g*p^2*r+13748*a*c*g*p^2*x-431*a*c*g*p*q^2-10846 *a*c*g*p*q*r-14636*a*c*g*p*q*x-19338*a*c*g*p*r^2+37966*a*c*g*p*r*x+178523*a*c*g *p*x^2+a*c*g*q^3-431*a*c*g*q^2*r-11916*a*c*g*q^2*x-5423*a*c*g*q*r^2-23063*a*c*g *q*r*x+151683*a*c*g*q*x^2-6446*a*c*g*r^3+24218*a*c*g*r^2*x+217256*a*c*g*r*x^2-\ 108536*a*c*g*x^3-3218*a*c*p^4-4878*a*c*p^3*q-12872*a*c*p^3*r+17965*a*c*p^3*x-\ 1656*a*c*p^2*q^2-14634*a*c*p^2*q*r+9949*a*c*p^2*q*x-19308*a*c*p^2*r^2+73224*a*c *p^2*r*x+123694*a*c*p^2*x^2+4*a*c*p*q^3-3312*a*c*p*q^2*r-12277*a*c*p*q^2*x-\ 14634*a*c*p*q*r^2+24602*a*c*p*q*r*x+222096*a*c*p*q*x^2-12872*a*c*p*r^3+92553*a* c*p*r^2*x+263425*a*c*p*r*x^2-155620*a*c*p*x^3+4*a*c*q^3*r-4261*a*c*q^3*x-1656*a *c*q^2*r^2-16228*a*c*q^2*r*x+98402*a*c*q^2*x^2-4878*a*c*q*r^3+14653*a*c*q*r^2*x +261431*a*c*q*r*x^2-155620*a*c*q*x^3-3218*a*c*r^4+37294*a*c*r^3*x+138951*a*c*r^ 2*x^2-198992*a*c*r*x^3-a*g^5-14*a*g^4*p-4*a*g^4*q-14*a*g^4*r-16*a*g^4*x-317*a*g ^3*p^2-42*a*g^3*p*q-634*a*g^3*p*r-537*a*g^3*p*x-4*a*g^3*q^2-42*a*g^3*q*r-801*a* g^3*q*x-317*a*g^3*r^2-1191*a*g^3*r*x+4096*a*g^3*x^2-972*a*g^2*p^3-735*a*g^2*p^2 *q-2916*a*g^2*p^2*r+1467*a*g^2*p^2*x-16*a*g^2*p*q^2-1470*a*g^2*p*q*r-2849*a*g^2 *p*q*x-2916*a*g^2*p*r^2+4091*a*g^2*p*r*x+26050*a*g^2*p*x^2-a*g^2*q^3-16*a*g^2*q ^2*r-1860*a*g^2*q^2*x-735*a*g^2*q*r^2-4878*a*g^2*q*r*x+21722*a*g^2*q*x^2-972*a* g^2*r^3+2624*a*g^2*r^2*x+34290*a*g^2*r*x^2-16250*a*g^2*x^3-1038*a*g*p^4-1532*a* g*p^3*q-4152*a*g*p^3*r+5284*a*g*p^3*x-478*a*g*p^2*q^2-4596*a*g*p^2*q*r+2182*a*g *p^2*q*x-6228*a*g*p^2*r^2+21993*a*g*p^2*r*x+40044*a*g*p^2*x^2+16*a*g*p*q^3-956* a*g*p*q^2*r-4527*a*g*p*q^2*x-4596*a*g*p*q*r^2+5084*a*g*p*q*r*x+70966*a*g*p*q*x^ 2-4152*a*g*p*r^3+28134*a*g*p*r^2*x+89082*a*g*p*r*x^2-48514*a*g*p*x^3+16*a*g*q^3 *r-1425*a*g*q^3*x-478*a*g*q^2*r^2-6312*a*g*q^2*r*x+30922*a*g*q^2*x^2-1532*a*g*q *r^3+2902*a*g*q*r^2*x+87072*a*g*q*r*x^2-48514*a*g*q*x^3-1038*a*g*r^4+11425*a*g* r^3*x+48436*a*g*r^2*x^2-63736*a*g*r*x^3-368*a*p^5-830*a*p^4*q-1840*a*p^4*r+3274 *a*p^4*x-549*a*p^3*q^2-3320*a*p^3*q*r+5005*a*p^3*q*x-3680*a*p^3*r^2+17447*a*p^3 *r*x+17412*a*p^3*x^2-80*a*p^2*q^3-1647*a*p^2*q^2*r-138*a*p^2*q^2*x-4980*a*p^2*q *r^2+19494*a*p^2*q*r*x+48698*a*p^2*q*x^2-3680*a*p^2*r^3+32697*a*p^2*r^2*x+49533 *a*p^2*r*x^2-34988*a*p^2*x^3+7*a*p*q^4-160*a*p*q^3*r-2195*a*p*q^3*x-1647*a*p*q^ 2*r^2-528*a*p*q^2*r*x+45160*a*p*q^2*x^2-3320*a*p*q*r^3+23973*a*p*q*r^2*x+103681 *a*p*q*r*x^2-69976*a*p*q*x^3-1840*a*p*r^4+26149*a*p*r^3*x+42774*a*p*r^2*x^2-\ 88386*a*p*r*x^3+7*a*q^4*r-326*a*q^4*x-80*a*q^3*r^2-2575*a*q^3*r*x+13874*a*q^3*x ^2-549*a*q^2*r^3-390*a*q^2*r^2*x+54148*a*q^2*r*x^2-34988*a*q^2*x^3-830*a*q*r^4+ 9484*a*q*r^3*x+56777*a*q*r^2*x^2-88386*a*q*r*x^3-368*a*r^5+7625*a*r^4*x+10653*a *r^3*x^2-58180*a*r^2*x^3-80*b^5*x+40*b^4*c^2+16*b^4*c*g+4*b^4*c*p+4*b^4*c*r-\ 1064*b^4*c*x-4*b^4*g*p-4*b^4*g*r-176*b^4*g*x-12*b^4*p^2-24*b^4*p*r-472*b^4*p*x-\ 220*b^4*q*x-12*b^4*r^2-124*b^4*r*x+3036*b^4*x^2+72*b^3*c^3+112*b^3*c^2*g-452*b^ 3*c^2*p+80*b^3*c^2*q-452*b^3*c^2*r-5212*b^3*c^2*x+40*b^3*c*g^2-166*b^3*c*g*p+32 *b^3*c*g*q-166*b^3*c*g*r-2748*b^3*c*g*x-588*b^3*c*p^2+36*b^3*c*p*q-1176*b^3*c*p *r-4242*b^3*c*p*x+36*b^3*c*q*r-3702*b^3*c*q*x-588*b^3*c*r^2-1278*b^3*c*r*x+ 32660*b^3*c*x^2-4*b^3*g^2*p-4*b^3*g^2*r-164*b^3*g^2*x-128*b^3*g*p^2+4*b^3*g*p*q -256*b^3*g*p*r-1086*b^3*g*p*x+4*b^3*g*q*r-754*b^3*g*q*x-128*b^3*g*r^2-534*b^3*g *r*x+8140*b^3*g*x^2-174*b^3*p^3-12*b^3*p^2*q-522*b^3*p^2*r-540*b^3*p^2*x-24*b^3 *p*q*r-2416*b^3*p*q*x-522*b^3*p*r^2+192*b^3*p*r*x+15464*b^3*p*x^2-184*b^3*q^2*x -12*b^3*q*r^2-1360*b^3*q*r*x+12474*b^3*q*x^2-174*b^3*r^3+732*b^3*r^2*x+17708*b^ 3*r*x^2-11572*b^3*x^3-216*b^2*c^4-24*b^2*c^3*g-2512*b^2*c^3*p+108*b^2*c^3*q-\ 2512*b^2*c^3*r-12756*b^2*c^3*x+114*b^2*c^2*g^2-1836*b^2*c^2*g*p+178*b^2*c^2*g*q -1836*b^2*c^2*g*r-11998*b^2*c^2*g*x-3880*b^2*c^2*p^2-590*b^2*c^2*p*q-7760*b^2*c ^2*p*r-11336*b^2*c^2*p*x+50*b^2*c^2*q^2-590*b^2*c^2*q*r-15900*b^2*c^2*q*x-3880* b^2*c^2*r^2-3044*b^2*c^2*r*x+117596*b^2*c^2*x^2+36*b^2*c*g^3-312*b^2*c*g^2*p+64 *b^2*c*g^2*q-312*b^2*c*g^2*r-3122*b^2*c*g^2*x-2131*b^2*c*g*p^2-167*b^2*c*g*p*q-\ 4262*b^2*c*g*p*r-7743*b^2*c*g*p*x+20*b^2*c*g*q^2-167*b^2*c*g*q*r-9355*b^2*c*g*q *x-2131*b^2*c*g*r^2-4367*b^2*c*g*r*x+68508*b^2*c*g*x^2-2081*b^2*c*p^3-994*b^2*c *p^2*q-6243*b^2*c*p^2*r+371*b^2*c*p^2*x+61*b^2*c*p*q^2-1988*b^2*c*p*q*r-15728*b ^2*c*p*q*x-6243*b^2*c*p*r^2+10286*b^2*c*p*r*x+112986*b^2*c*p*x^2+61*b^2*c*q^2*r -4291*b^2*c*q^2*x-994*b^2*c*q*r^2-10672*b^2*c*q*r*x+93980*b^2*c*q*x^2-2081*b^2* c*r^3+9915*b^2*c*r^2*x+125160*b^2*c*r*x^2-79964*b^2*c*x^3+3*b^2*g^3*p+3*b^2*g^3 *r-96*b^2*g^3*x-239*b^2*g^2*p^2+14*b^2*g^2*p*q-478*b^2*g^2*p*r-1091*b^2*g^2*p*x +14*b^2*g^2*q*r-1076*b^2*g^2*q*x-239*b^2*g^2*r^2-1062*b^2*g^2*r*x+8307*b^2*g^2* x^2-606*b^2*g*p^3-230*b^2*g*p^2*q-1818*b^2*g*p^2*r-275*b^2*g*p^2*x+19*b^2*g*p*q ^2-460*b^2*g*p*q*r-4866*b^2*g*p*q*x-1818*b^2*g*p*r^2+1717*b^2*g*p*r*x+32795*b^2 *g*p*x^2+19*b^2*g*q^2*r-1039*b^2*g*q^2*x-230*b^2*g*q*r^2-3964*b^2*g*q*r*x+26495 *b^2*g*q*x^2-606*b^2*g*r^3+1992*b^2*g*r^2*x+38652*b^2*g*r*x^2-23850*b^2*g*x^3-\ 366*b^2*p^4-357*b^2*p^3*q-1464*b^2*p^3*r+1262*b^2*p^3*x+9*b^2*p^2*q^2-1071*b^2* p^2*q*r-2479*b^2*p^2*q*x-2196*b^2*p^2*r^2+6999*b^2*p^2*r*x+26087*b^2*p^2*x^2+18 *b^2*p*q^2*r-3764*b^2*p*q^2*x-1071*b^2*p*q*r^2-3140*b^2*p*q*r*x+45757*b^2*p*q*x ^2-1464*b^2*p*r^3+10212*b^2*p*r^2*x+55022*b^2*p*r*x^2-35682*b^2*p*x^3-23*b^2*q^ 3*x+9*b^2*q^2*r^2-2621*b^2*q^2*r*x+19670*b^2*q^2*x^2-357*b^2*q*r^3-661*b^2*q*r^ 2*x+53981*b^2*q*r*x^2-35682*b^2*q*x^3-366*b^2*r^4+4475*b^2*r^3*x+30909*b^2*r^2* x^2-47110*b^2*r*x^3-616*b*c^5-640*b*c^4*g-4508*b*c^4*p-216*b*c^4*q-4508*b*c^4*r -14128*b*c^4*x-122*b*c^3*g^2-5008*b*c^3*g*p-26*b*c^3*g*q-5008*b*c^3*g*r-20136*b *c^3*g*x-8400*b*c^3*p^2-2384*b*c^3*p*q-16800*b*c^3*p*r-9708*b*c^3*p*x+40*b*c^3* q^2-2384*b*c^3*q*r-25376*b*c^3*q*x-8400*b*c^3*r^2-1712*b*c^3*r*x+179788*b*c^3*x ^2+50*b*c^2*g^3-1757*b*c^2*g^2*p+121*b*c^2*g^2*q-1757*b*c^2*g^2*r-9794*b*c^2*g^ 2*x-7579*b*c^2*g*p^2-1716*b*c^2*g*p*q-15158*b*c^2*g*p*r-13298*b*c^2*g*p*x+71*b* c^2*g*q^2-1716*b*c^2*g*q*r-25802*b*c^2*g*q*x-7579*b*c^2*g*r^2-8064*b*c^2*g*r*x+ 168956*b*c^2*g*x^2-6384*b*c^2*p^3-4394*b*c^2*p^2*q-19152*b*c^2*p^2*r+10952*b*c^ 2*p^2*x-154*b*c^2*p*q^2-8788*b*c^2*p*q*r-28024*b*c^2*p*q*x-19152*b*c^2*p*r^2+ 42610*b*c^2*p*r*x+256242*b*c^2*p*x^2+10*b*c^2*q^3-154*b*c^2*q^2*r-13176*b*c^2*q ^2*x-4394*b*c^2*q*r^2-22600*b*c^2*q*r*x+217698*b*c^2*q*x^2-6384*b*c^2*r^3+31658 *b*c^2*r^2*x+280898*b*c^2*r*x^2-172200*b*c^2*x^3+14*b*c*g^4-182*b*c*g^3*p+40*b* c*g^3*q-182*b*c*g^3*r-1701*b*c*g^3*x-2062*b*c*g^2*p^2-250*b*c*g^2*p*q-4124*b*c* g^2*p*r-5206*b*c*g^2*p*x+26*b*c*g^2*q^2-250*b*c*g^2*q*r-8057*b*c*g^2*q*x-2062*b *c*g^2*r^2-5154*b*c*g^2*r*x+48707*b*c*g^2*x^2-3986*b*c*g*p^3-2519*b*c*g*p^2*q-\ 11958*b*c*g*p^2*r+4797*b*c*g*p^2*x+16*b*c*g*p*q^2-5038*b*c*g*p*q*r-20146*b*c*g* p*q*x-11958*b*c*g*p*r^2+21357*b*c*g*p*r*x+161769*b*c*g*p*x^2+4*b*c*g*q^3+16*b*c *g*q^2*r-8475*b*c*g*q^2*x-2519*b*c*g*q*r^2-18652*b*c*g*q*r*x+134929*b*c*g*q*x^2 -3986*b*c*g*r^3+16560*b*c*g*r^2*x+184684*b*c*g*r*x^2-108536*b*c*g*x^3-2124*b*c* p^4-2658*b*c*p^3*q-8496*b*c*p^3*r+10305*b*c*p^3*x-498*b*c*p^2*q^2-7974*b*c*p^2* q*r-3103*b*c*p^2*q*x-12744*b*c*p^2*r^2+46852*b*c*p^2*r*x+116308*b*c*p^2*x^2+36* b*c*p*q^3-996*b*c*p*q^2*r-15401*b*c*p*q^2*x-7974*b*c*p*q*r^2+1470*b*c*p*q*r*x+ 207324*b*c*p*q*x^2-8496*b*c*p*r^3+62789*b*c*p*r^2*x+239545*b*c*p*r*x^2-155620*b *c*p*x^3+36*b*c*q^3*r-1993*b*c*q^3*x-498*b*c*q^2*r^2-12988*b*c*q^2*r*x+91016*b* c*q^2*x^2-2658*b*c*q*r^3+4573*b*c*q*r^2*x+237551*b*c*q*r*x^2-155620*b*c*q*x^3-\ 2124*b*c*r^4+26242*b*c*r^3*x+129405*b*c*r^2*x^2-198992*b*c*r*x^3+4*b*g^4*p+4*b* g^4*r-36*b*g^4*x-157*b*g^3*p^2+14*b*g^3*p*q-314*b*g^3*p*r-559*b*g^3*p*x+14*b*g^ 3*q*r-673*b*g^3*q*x-157*b*g^3*r^2-825*b*g^3*r*x+3824*b*g^3*x^2-582*b*g^2*p^3-\ 302*b*g^2*p^2*q-1746*b*g^2*p^2*r+311*b*g^2*p^2*x+28*b*g^2*p*q^2-604*b*g^2*p*q*r -3375*b*g^2*p*q*x-1746*b*g^2*p*r^2+1904*b*g^2*p*r*x+23359*b*g^2*p*x^2+28*b*g^2* q^2*r-1230*b*g^2*q^2*x-302*b*g^2*q*r^2-3755*b*g^2*q*r*x+19031*b*g^2*q*x^2-582*b *g^2*r^3+1593*b*g^2*r^2*x+28587*b*g^2*r*x^2-16250*b*g^2*x^3-677*b*g*p^4-812*b*g *p^3*q-2708*b*g*p^3*r+2944*b*g*p^3*x-121*b*g*p^2*q^2-2436*b*g*p^2*q*r-1642*b*g* p^2*q*x-4062*b*g*p^2*r^2+13773*b*g*p^2*r*x+37067*b*g*p^2*x^2+14*b*g*p*q^3-242*b *g*p*q^2*r-5155*b*g*p*q^2*x-2436*b*g*p*q*r^2-1574*b*g*p*q*r*x+65012*b*g*p*q*x^2 -2708*b*g*p*r^3+18714*b*g*p*r^2*x+79551*b*g*p*r*x^2-48514*b*g*p*x^3+14*b*g*q^3* r-569*b*g*q^3*x-121*b*g*q^2*r^2-4750*b*g*q^2*r*x+27945*b*g*q^2*x^2-812*b*g*q*r^ 3+68*b*g*q*r^2*x+77541*b*g*q*r*x^2-48514*b*g*q*x^3-677*b*g*r^4+7885*b*g*r^3*x+ 44312*b*g*r^2*x^2-63736*b*g*r*x^3-255*b*p^5-498*b*p^4*q-1275*b*p^4*r+2098*b*p^4 *x-231*b*p^3*q^2-1992*b*p^3*q*r+1833*b*p^3*q*x-2550*b*p^3*r^2+11878*b*p^3*r*x+ 16822*b*p^3*x^2+12*b*p^2*q^3-693*b*p^2*q^2*r-2598*b*p^2*q^2*x-2988*b*p^2*q*r^2+ 9147*b*p^2*q*r*x+46928*b*p^2*q*x^2-2550*b*p^2*r^3+23046*b*p^2*r^2*x+47636*b*p^2 *r*x^2-34988*b*p^2*x^3+24*b*p*q^3*r-2303*b*p*q^3*x-693*b*p*q^2*r^2-4515*b*p*q^2 *r*x+43390*b*p*q^2*x^2-1992*b*p*q*r^3+12795*b*p*q*r^2*x+99887*b*p*q*r*x^2-69976 *b*p*q*x^3-1275*b*p*r^4+18850*b*p*r^3*x+43462*b*p*r^2*x^2-88386*b*p*r*x^3+30*b* q^4*x+12*b*q^3*r^2-1784*b*q^3*r*x+13284*b*q^3*x^2-231*b*q^2*r^3-1917*b*q^2*r^2* x+52251*b*q^2*r*x^2-34988*b*q^2*x^3-498*b*q*r^4+5481*b*q*r^3*x+57465*b*q*r^2*x^ 2-88386*b*q*r*x^3-255*b*r^5+5584*b*r^4*x+12648*b*r^3*x^2-58180*b*r^2*x^3-368*c^ 6-584*c^5*g-2564*c^5*p-276*c^5*q-2564*c^5*r-5216*c^5*x-308*c^4*g^2-3880*c^4*g*p -300*c^4*g*q-3880*c^4*g*r-10564*c^4*g*x-5710*c^4*p^2-2092*c^4*p*q-11420*c^4*p*r -468*c^4*p*x-42*c^4*q^2-2092*c^4*q*r-12828*c^4*q*x-5710*c^4*r^2+1304*c^4*r*x+ 97416*c^4*x^2-46*c^3*g^3-2109*c^3*g^2*p-61*c^3*g^2*q-2109*c^3*g^2*r-7944*c^3*g^ 2*x-7309*c^3*g*p^2-2364*c^3*g*p*q-14618*c^3*g*p*r-4490*c^3*g*p*x-7*c^3*g*q^2-\ 2364*c^3*g*q*r-19310*c^3*g*q*x-7309*c^3*g*r^2-3414*c^3*g*r*x+129180*c^3*g*x^2-\ 5620*c^3*p^3-4596*c^3*p^2*q-16860*c^3*p^2*r+15074*c^3*p^2*x-426*c^3*p*q^2-9192* c^3*p*q*r-12980*c^3*p*q*x-16860*c^3*p*r^2+44190*c^3*p*r*x+181560*c^3*p*x^2+2*c^ 3*q^3-426*c^3*q^2*r-10198*c^3*q^2*x-4596*c^3*q*r^2-13494*c^3*q*r*x+157344*c^3*q *x^2-5620*c^3*r^3+29116*c^3*r^2*x+201240*c^3*r*x^2-121056*c^3*x^3+8*c^2*g^4-477 *c^2*g^3*p+26*c^2*g^3*q-477*c^2*g^3*r-2653*c^2*g^3*x-3269*c^2*g^2*p^2-827*c^2*g ^2*p*q-6538*c^2*g^2*p*r-4206*c^2*g^2*p*x+23*c^2*g^2*q^2-827*c^2*g^2*q*r-10360*c ^2*g^2*q*x-3269*c^2*g^2*r^2-4835*c^2*g^2*r*x+60786*c^2*g^2*x^2-5534*c^2*g*p^3-\ 4310*c^2*g*p^2*q-16602*c^2*g*p^2*r+12279*c^2*g*p^2*x-271*c^2*g*p*q^2-8620*c^2*g *p*q*r-16510*c^2*g*p*q*x-16602*c^2*g*p*r^2+37399*c^2*g*p*r*x+182164*c^2*g*p*x^2 +5*c^2*g*q^3-271*c^2*g*q^2*r-11029*c^2*g*q^2*x-4310*c^2*g*q*r^2-18381*c^2*g*q*r *x+155492*c^2*g*q*x^2-5534*c^2*g*r^3+25120*c^2*g*r^2*x+206154*c^2*g*r*x^2-\ 117152*c^2*g*x^3-2722*c^2*p^4-3864*c^2*p^3*q-10888*c^2*p^3*r+15650*c^2*p^3*x-\ 1128*c^2*p^2*q^2-11592*c^2*p^2*q*r+5580*c^2*p^2*q*x-16332*c^2*p^2*r^2+65266*c^2 *p^2*r*x+121170*c^2*p^2*x^2+14*c^2*p*q^3-2256*c^2*p*q^2*r-13290*c^2*p*q^2*x-\ 11592*c^2*p*q*r^2+18182*c^2*p*q*r*x+219240*c^2*p*q*x^2-10888*c^2*p*r^3+83582*c^ 2*p*r^2*x+248346*c^2*p*r*x^2-164280*c^2*p*x^3+14*c^2*q^3*r-3220*c^2*q^3*x-1128* c^2*q^2*r^2-13676*c^2*q^2*r*x+98070*c^2*q^2*x^2-3864*c^2*q*r^3+12602*c^2*q*r^2* x+249786*c^2*q*r*x^2-164280*c^2*q*x^3-2722*c^2*r^4+33966*c^2*r^3*x+130536*c^2*r ^2*x^2-205488*c^2*r*x^3+2*c*g^5-34*c*g^4*p+8*c*g^4*q-34*c*g^4*r-347*c*g^4*x-589 *c*g^3*p^2-76*c*g^3*p*q-1178*c*g^3*p*r-1265*c*g^3*p*x+8*c*g^3*q^2-76*c*g^3*q*r-\ 2252*c*g^3*q*x-589*c*g^3*r^2-1813*c*g^3*r*x+11601*c*g^3*x^2-1719*c*g^2*p^3-1230 *c*g^2*p^2*q-5157*c*g^2*p^2*r+2894*c*g^2*p^2*x-10*c*g^2*p*q^2-2460*c*g^2*p*q*r-\ 6568*c*g^2*p*q*x-5157*c*g^2*p*r^2+9264*c*g^2*p*r*x+57610*c*g^2*p*x^2+2*c*g^2*q^ 3-10*c*g^2*q^2*r-3814*c*g^2*q^2*x-1230*c*g^2*q*r^2-8087*c*g^2*q*r*x+48452*c*g^2 *q*x^2-1719*c*g^2*r^3+6370*c*g^2*r^2*x+68103*c*g^2*r*x^2-36808*c*g^2*x^3-1807*c *g*p^4-2508*c*g*p^3*q-7228*c*g*p^3*r+9606*c*g*p^3*x-672*c*g*p^2*q^2-7524*c*g*p^ 2*q*r+2015*c*g*p^2*q*x-10842*c*g*p^2*r^2+40755*c*g*p^2*r*x+81637*c*g*p^2*x^2+29 *c*g*p*q^3-1344*c*g*p*q^2*r-9838*c*g*p*q^2*x-7524*c*g*p*q*r^2+7795*c*g*p*q*r*x+ 145818*c*g*p*q*x^2-7228*c*g*p*r^3+52692*c*g*p*r^2*x+171252*c*g*p*r*x^2-105976*c *g*p*x^3+29*c*g*q^3*r-2247*c*g*q^3*x-672*c*g*q^2*r^2-10540*c*g*q^2*r*x+64181*c* g*q^2*x^2-2508*c*g*q*r^3+5780*c*g*q*r^2*x+169506*c*g*q*r*x^2-105976*c*g*q*x^3-\ 1807*c*g*r^4+21543*c*g*r^3*x+91719*c*g*r^2*x^2-135296*c*g*r*x^3-635*c*p^5-1358* c*p^4*q-3175*c*p^4*r+5776*c*p^4*x-804*c*p^3*q^2-5432*c*p^3*q*r+7732*c*p^3*q*x-\ 6350*c*p^3*r^2+31151*c*p^3*r*x+34266*c*p^3*x^2-74*c*p^2*q^3-2412*c*p^2*q^2*r-\ 2184*c*p^2*q^2*x-8148*c*p^2*q*r^2+31731*c*p^2*q*r*x+96744*c*p^2*q*x^2-6350*c*p^ 2*r^3+58797*c*p^2*r^2*x+94515*c*p^2*r*x^2-73824*c*p^2*x^3+7*c*p*q^4-148*c*p*q^3 *r-4460*c*p*q^3*x-2412*c*p*q^2*r^2-3627*c*p*q^2*r*x+90690*c*p*q^2*x^2-5432*c*p* q*r^3+40266*c*p*q*r^2*x+201546*c*p*q*r*x^2-147648*c*p*q*x^3-3175*c*p*r^4+47245* c*p*r^3*x+81048*c*p*r^2*x^2-182784*c*p*r*x^3+7*c*q^4*r-320*c*q^4*x-74*c*q^3*r^2 -4207*c*q^3*r*x+28212*c*q^3*x^2-804*c*q^2*r^3-1443*c*q^2*r^2*x+107031*c*q^2*r*x ^2-73824*c*q^2*x^3-1358*c*q*r^4+16267*c*q*r^3*x+111678*c*q*r^2*x^2-182784*c*q*r *x^3-635*c*r^5+13823*c*r^4*x+20799*c*r^3*x^2-119124*c*r^2*x^3+g^5*p+g^5*r-6*g^5 *x-34*g^4*p^2+4*g^4*p*q-68*g^4*p*r-113*g^4*p*x+4*g^4*q*r-148*g^4*q*x-34*g^4*r^2 -206*g^4*r*x+663*g^4*x^2-167*g^3*p^3-100*g^3*p^2*q-501*g^3*p^2*r+165*g^3*p^2*x+ 10*g^3*p*q^2-200*g^3*p*q*r-796*g^3*p*q*x-501*g^3*p*r^2+563*g^3*p*r*x+5543*g^3*p *x^2+10*g^3*q^2*r-401*g^3*q^2*x-100*g^3*q*r^2-1118*g^3*q*r*x+4573*g^3*q*x^2-167 *g^3*r^3+398*g^3*r^2*x+7074*g^3*r*x^2-3672*g^3*x^3-286*g^2*p^4-382*g^2*p^3*q-\ 1144*g^2*p^3*r+1386*g^2*p^3*x-86*g^2*p^2*q^2-1146*g^2*p^2*q*r+4*g^2*p^2*q*x-\ 1716*g^2*p^2*r^2+6015*g^2*p^2*r*x+13031*g^2*p^2*x^2+10*g^2*p*q^3-172*g^2*p*q^2* r-1762*g^2*p*q^2*x-1146*g^2*p*q*r^2+320*g^2*p*q*r*x+22965*g^2*p*q*x^2-1144*g^2* p*r^3+7872*g^2*p*r^2*x+28540*g^2*p*r*x^2-16446*g^2*p*x^3+10*g^2*q^3*r-380*g^2*q ^3*x-86*g^2*q^2*r^2-2047*g^2*q^2*r*x+9934*g^2*q^2*x^2-382*g^2*q*r^3+316*g^2*q*r ^2*x+27851*g^2*q*r*x^2-16446*g^2*q*x^3-286*g^2*r^4+3243*g^2*r^3*x+15741*g^2*r^2 *x^2-21584*g^2*r*x^3-211*g*p^5-447*g*p^4*q-1055*g*p^4*r+1844*g*p^4*x-258*g*p^3* q^2-1788*g*p^3*q*r+2335*g*p^3*q*x-2110*g*p^3*r^2+10060*g*p^3*r*x+11602*g*p^3*x^ 2-19*g*p^2*q^3-774*g*p^2*q^2*r-970*g*p^2*q^2*x-2682*g*p^2*q*r^2+9732*g*p^2*q*r* x+32392*g*p^2*q*x^2-2110*g*p^2*r^3+19116*g*p^2*r^2*x+32925*g*p^2*r*x^2-23844*g* p^2*x^3+3*g*p*q^4-38*g*p*q^3*r-1569*g*p*q^3*x-774*g*p*q^2*r^2-1865*g*p*q^2*r*x+ 29978*g*p*q^2*x^2-1788*g*p*q*r^3+12459*g*p*q*r^2*x+69033*g*p*q*r*x^2-47688*g*p* q*x^3-1055*g*p*r^4+15428*g*p*r^3*x+29186*g*p*r^2*x^2-60308*g*p*r*x^3+3*g*q^4*r-\ 108*g*q^4*x-19*g*q^3*r^2-1537*g*q^3*r*x+9188*g*q^3*x^2-258*g*q^2*r^3-895*g*q^2* r^2*x+36108*g*q^2*r*x^2-23844*g*q^2*x^3-447*g*q*r^4+5062*g*q*r^3*x+38905*g*q*r^ 2*x^2-60308*g*q*r*x^3-211*g*r^5+4528*g*r^4*x+7863*g*r^3*x^2-40022*g*r^2*x^3-57* p^6-168*p^5*q-342*p^5*r+726*p^5*x-162*p^4*q^2-840*p^4*q*r+1668*p^4*q*x-855*p^4* r^2+4755*p^4*r*x+3447*p^4*x^2-48*p^3*q^3-648*p^3*q^2*r+657*p^3*q^2*x-1680*p^3*q *r^2+8790*p^3*q*r*x+13509*p^3*q*x^2-1140*p^3*r^3+11760*p^3*r^2*x+10776*p^3*r*x^ 2-10974*p^3*x^3+3*p^2*q^4-144*p^2*q^3*r-777*p^2*q^3*x-972*p^2*q^2*r^2+2916*p^2* q^2*r*x+19845*p^2*q^2*x^2-1680*p^2*q*r^3+16362*p^2*q*r^2*x+37326*p^2*q*r*x^2-\ 32922*p^2*q*x^3-855*p^2*r^4+14010*p^2*r^3*x+9312*p^2*r^2*x^2-39936*p^2*r*x^3+6* p*q^4*r-483*p*q^4*x-144*p*q^3*r^2-1518*p*q^3*r*x+12951*p*q^3*x^2-648*p*q^2*r^3+ 3861*p*q^2*r^2*x+42324*p*q^2*r*x^2-32922*p*q^2*x^3-840*p*q*r^4+13026*p*q*r^3*x+ 33759*p*q*r^2*x^2-79872*p*q*r*x^3-342*p*r^5+8130*p*r^4*x+84*p*r^3*x^2-49152*p*r ^2*x^3+9*q^5*x+3*q^4*r^2-399*q^4*r*x+3168*q^4*x^2-48*q^3*r^3-741*q^3*r^2*x+ 15774*q^3*r*x^2-10974*q^3*x^3-162*q^2*r^4+1602*q^2*r^3*x+24447*q^2*r^2*x^2-\ 39936*q^2*r*x^3-168*q*r^5+3786*q*r^4*x+9942*q*r^3*x^2-49152*q*r^2*x^3-57*r^6+ 1851*r^5*x-1899*r^4*x^2-18534*r^3*x^3-48*a^5-208*a^4*b-608*a^4*c-152*a^4*g-430* a^4*p-112*a^4*q-430*a^4*r-804*a^4*x-216*a^3*b^2-1204*a^3*b*c-388*a^3*b*g-910*a^ 3*b*p-196*a^3*b*q-910*a^3*b*r-4524*a^3*b*x-1856*a^3*c^2-1070*a^3*c*g-3528*a^3*c *p-496*a^3*c*q-3528*a^3*c*r-16800*a^3*c*x-152*a^3*g^2-751*a^3*g*p-188*a^3*g*q-\ 751*a^3*g*r-3254*a^3*g*x-2061*a^3*p^2-495*a^3*p*q-4122*a^3*p*r-8790*a^3*p*x-36* a^3*q^2-495*a^3*q*r-6386*a^3*q*x-2061*a^3*r^2-12578*a^3*r*x+20420*a^3*x^2+152*a ^2*b^2*c-132*a^2*b^2*g-410*a^2*b^2*p+28*a^2*b^2*q-410*a^2*b^2*r-7500*a^2*b^2*x-\ 784*a^2*b*c^2-466*a^2*b*c*g-4888*a^2*b*c*p+406*a^2*b*c*q-4888*a^2*b*c*r-50384*a ^2*b*c*x-166*a^2*b*g^2-796*a^2*b*g*p-76*a^2*b*g*q-796*a^2*b*g*r-11036*a^2*b*g*x -3428*a^2*b*p^2-108*a^2*b*p*q-6856*a^2*b*p*r-24850*a^2*b*p*x+26*a^2*b*q^2-108*a ^2*b*q*r-16466*a^2*b*q*x-3428*a^2*b*r^2-30558*a^2*b*r*x+55136*a^2*b*x^2-1900*a^ 2*c^3-1326*a^2*c^2*g-9150*a^2*c^2*p-78*a^2*c^2*q-9150*a^2*c^2*r-66384*a^2*c^2*x -353*a^2*c*g^2-4304*a^2*c*g*p-2*a^2*c*g*q-4304*a^2*c*g*r-38278*a^2*c*g*x-11137* a^2*c*p^2-2019*a^2*c*p*q-22274*a^2*c*p*r-60868*a^2*c*p*x+148*a^2*c*q^2-2019*a^2 *c*q*r-46400*a^2*c*q*x-11137*a^2*c*r^2-75956*a^2*c*r*x+141396*a^2*c*x^2-50*a^2* g^3-320*a^2*g^2*p-62*a^2*g^2*q-320*a^2*g^2*r-4064*a^2*g^2*x-3113*a^2*g*p^2-248* a^2*g*p*q-6226*a^2*g*p*r-19110*a^2*g*p*x-248*a^2*g*q*r-13390*a^2*g*q*x-3113*a^2 *g*r^2-25472*a^2*g*r*x+40854*a^2*g*x^2-3167*a^2*p^3-2197*a^2*p^2*q-9501*a^2*p^2 *r-11050*a^2*p^2*x+130*a^2*p*q^2-4394*a^2*p*q*r-22596*a^2*p*q*x-9501*a^2*p*r^2-\ 23008*a^2*p*r*x+71094*a^2*p*x^2+6*a^2*q^3+130*a^2*q^2*r-7790*a^2*q^2*x-2197*a^2 *q*r^2-28556*a^2*q*r*x+54764*a^2*q*x^2-3167*a^2*r^3-11958*a^2*r^2*x+87432*a^2*r *x^2-22664*a^2*x^3+56*a*b^4+828*a*b^3*c+128*a*b^3*g+106*a*b^3*p+112*a*b^3*q+106 *a*b^3*r-4644*a*b^3*x+2684*a*b^2*c^2+1560*a*b^2*c*g-614*a*b^2*c*p+1282*a*b^2*c* q-614*a*b^2*c*r-42744*a*b^2*c*x+98*a*b^2*g^2+151*a*b^2*g*p+218*a*b^2*g*q+151*a* b^2*g*r-10414*a*b^2*g*x-1365*a*b^2*p^2+487*a*b^2*p*q-2730*a*b^2*p*r-21394*a*b^2 *p*x+70*a*b^2*q^2+487*a*b^2*q*r-11838*a*b^2*q*x-1365*a*b^2*r^2-21082*a*b^2*r*x+ 49012*a*b^2*x^2+2200*a*b*c^3+2946*a*b*c^2*g-6700*a*b*c^2*p+2786*a*b*c^2*q-6700* a*b*c^2*r-115092*a*b*c^2*x+927*a*b*c*g^2-2098*a*b*c*g*p+1741*a*b*c*g*q-2098*a*b *c*g*r-67850*a*b*c*g*x-11580*a*b*c*p^2+754*a*b*c*p*q-23160*a*b*c*p*r-109416*a*b *c*p*x+526*a*b*c*q^2+754*a*b*c*q*r-71404*a*b*c*q*x-11580*a*b*c*r^2-114236*a*b*c *r*x+239892*a*b*c*x^2+30*a*b*g^3+129*a*b*g^2*p+133*a*b*g^2*q+129*a*b*g^2*r-7922 *a*b*g^2*x-2988*a*b*g*p^2+659*a*b*g*p*q-5976*a*b*g*p*r-33293*a*b*g*p*x+95*a*b*g *q^2+659*a*b*g*q*r-20693*a*b*g*q*x-2988*a*b*g*r^2-37469*a*b*g*r*x+71550*a*b*g*x ^2-3665*a*b*p^3-1490*a*b*p^2*q-10995*a*b*p^2*r-22409*a*b*p^2*x+497*a*b*p*q^2-\ 2980*a*b*p*q*r-39496*a*b*p*q*x-10995*a*b*p*r^2-42848*a*b*p*r*x+123376*a*b*p*x^2 +14*a*b*q^3+497*a*b*q^2*r-9575*a*b*q^2*x-1490*a*b*q*r^2-40766*a*b*q*r*x+90716*a *b*q*x^2-3665*a*b*r^3-20439*a*b*r^2*x+141330*a*b*r*x^2-45328*a*b*x^3-288*a*c^4+ 684*a*c^3*g-9326*a*c^3*p+1156*a*c^3*q-9326*a*c^3*r-91820*a*c^3*x+756*a*c^2*g^2-\ 6560*a*c^2*g*p+1643*a*c^2*g*q-6560*a*c^2*g*r-90346*a*c^2*g*x-18612*a*c^2*p^2-\ 2036*a*c^2*p*q-37224*a*c^2*p*r-124304*a*c^2*p*x+574*a*c^2*q^2-2036*a*c^2*q*r-\ 91312*a*c^2*q*x-18612*a*c^2*r^2-138096*a*c^2*r*x+283840*a*c^2*x^2+177*a*c*g^3-\ 983*a*c*g^2*p+569*a*c*g^2*q-983*a*c*g^2*r-26528*a*c*g^2*x-10817*a*c*g*p^2-50*a* c*g*p*q-21634*a*c*g*p*r-83709*a*c*g*p*x+376*a*c*g*q^2-50*a*c*g*q*r-59533*a*c*g* q*x-10817*a*c*g*r^2-97097*a*c*g*r*x+178952*a*c*g*x^2-10841*a*c*p^3-6558*a*c*p^2 *q-32523*a*c*p^2*r-46179*a*c*p^2*x+771*a*c*p*q^2-13116*a*c*p*q*r-91588*a*c*p*q* x-32523*a*c*p*r^2-89218*a*c*p*r*x+291444*a*c*p*x^2+46*a*c*q^3+771*a*c*q^2*r-\ 28081*a*c*q^2*x-6558*a*c*q*r^2-101366*a*c*q*r*x+217676*a*c*q*x^2-10841*a*c*r^3-\ 43039*a*c*r^2*x+334272*a*c*r*x^2-86272*a*c*x^3+3*a*g^4+48*a*g^3*p+26*a*g^3*q+48 *a*g^3*r-2001*a*g^3*x-1391*a*g^2*p^2+251*a*g^2*p*q-2782*a*g^2*p*r-12963*a*g^2*p *x+33*a*g^2*q^2+251*a*g^2*q*r-8747*a*g^2*q*x-1391*a*g^2*r^2-16178*a*g^2*r*x+ 26296*a*g^2*x^2-3356*a*g*p^3-1769*a*g*p^2*q-10068*a*g*p^2*r-16155*a*g*p^2*x+384 *a*g*p*q^2-3538*a*g*p*q*r-30374*a*g*p*q*x-10068*a*g*p*r^2-32739*a*g*p*r*x+91180 *a*g*p*x^2+9*a*g*q^3+384*a*g*q^2*r-9069*a*g*q^2*x-1769*a*g*q*r^2-35195*a*g*q*r* x+68304*a*g*q*x^2-3356*a*g*r^3-16584*a*g*r^2*x+107968*a*g*r*x^2-30048*a*g*x^3-\ 1906*a*p^4-2391*a*p^3*q-7624*a*p^3*r-3955*a*p^3*x-345*a*p^2*q^2-7173*a*p^2*q*r-\ 18312*a*p^2*q*x-11436*a*p^2*r^2-6347*a*p^2*r*x+71384*a*p^2*x^2+140*a*p*q^3-690* a*p*q^2*r-16815*a*p*q^2*x-7173*a*p*q*r^2-37897*a*p*q*r*x+113516*a*p*q*x^2-7624* a*p*r^3-829*a*p*r^2*x+161113*a*p*r*x^2-40520*a*p*x^3+140*a*q^3*r-2458*a*q^3*x-\ 345*a*q^2*r^2-17756*a*q^2*r*x+42132*a*q^2*x^2-2391*a*q*r^3-19585*a*q*r^2*x+ 129635*a*q*r*x^2-40520*a*q*x^3-1906*a*r^4+1563*a*r^3*x+94337*a*r^2*x^2-48164*a* r*x^3+80*b^4*c+24*b^4*g+36*b^4*p+36*b^4*r-864*b^4*x+900*b^3*c^2+512*b^3*c*g+526 *b^3*c*p+160*b^3*c*q+526*b^3*c*r-9160*b^3*c*x+60*b^3*g^2+138*b^3*g*p+48*b^3*g*q +138*b^3*g*r-2632*b^3*g*x-6*b^3*p^2+84*b^3*p*q-12*b^3*p*r-5334*b^3*p*x+84*b^3*q *r-1758*b^3*q*x-6*b^3*r^2-3102*b^3*r*x+14296*b^3*x^2+2388*b^2*c^3+2496*b^2*c^2* g+648*b^2*c^2*p+1350*b^2*c^2*q+648*b^2*c^2*r-40108*b^2*c^2*x+776*b^2*c*g^2+923* b^2*c*g*p+788*b^2*c*g*q+923*b^2*c*g*r-24040*b^2*c*g*x-1797*b^2*c*p^2+1141*b^2*c *p*q-3594*b^2*c*p*r-44000*b^2*c*p*x+100*b^2*c*q^2+1141*b^2*c*q*r-20456*b^2*c*q* x-1797*b^2*c*r^2-33236*b^2*c*r*x+98496*b^2*c*x^2+54*b^2*g^3+226*b^2*g^2*p+96*b^ 2*g^2*q+226*b^2*g^2*r-3194*b^2*g^2*x-360*b^2*g*p^2+357*b^2*g*p*q-720*b^2*g*p*r-\ 12785*b^2*g*p*x+30*b^2*g*q^2+357*b^2*g*q*r-5905*b^2*g*q*x-360*b^2*g*r^2-10319*b ^2*g*r*x+30696*b^2*g*x^2-780*b^2*p^3+135*b^2*p^2*q-2340*b^2*p^2*r-10419*b^2*p^2 *x+69*b^2*p*q^2+270*b^2*p*q*r-15020*b^2*p*q*x-2340*b^2*p*r^2-17316*b^2*p*r*x+ 52282*b^2*p*x^2+69*b^2*q^2*r-845*b^2*q^2*x+135*b^2*q*r^2-9686*b^2*q*r*x+35952*b ^2*q*x^2-780*b^2*r^3-6897*b^2*r^2*x+53898*b^2*r*x^2-22664*b^2*x^3+2012*b*c^4+ 3480*b*c^3*g-2254*b*c^3*p+2232*b*c^3*q-2254*b*c^3*r-72196*b*c^3*x+2017*b*c^2*g^ 2-360*b*c^2*g*p+2459*b*c^2*g*q-360*b*c^2*g*r-69458*b*c^2*g*x-8764*b*c^2*p^2+ 1564*b*c^2*p*q-17528*b*c^2*p*r-107560*b*c^2*p*x+530*b*c^2*q^2+1564*b*c^2*q*r-\ 63464*b*c^2*q*x-8764*b*c^2*r^2-94612*b*c^2*r*x+232760*b*c^2*x^2+432*b*c*g^3+641 *b*c*g^2*p+802*b*c*g^2*q+641*b*c*g^2*r-20766*b*c*g^2*x-4683*b*c*g*p^2+1708*b*c* g*p*q-9366*b*c*g*p*r-69619*b*c*g*p*x+314*b*c*g*q^2+1708*b*c*g*q*r-40115*b*c*g*q *x-4683*b*c*g*r^2-64525*b*c*g*r*x+146656*b*c*g*x^2-5903*b*c*p^3-1586*b*c*p^2*q-\ 17709*b*c*p^2*r-45987*b*c*p^2*x+779*b*c*p*q^2-3172*b*c*p*q*r-76816*b*c*p*q*x-\ 17709*b*c*p*r^2-79480*b*c*p*r*x+249184*b*c*p*x^2+20*b*c*q^3+779*b*c*q^2*r-13501 *b*c*q^2*x-1586*b*c*q*r^2-63344*b*c*q*r*x+175416*b*c*q*x^2-5903*b*c*r^3-33493*b *c*r^2*x+262704*b*c*r*x^2-86272*b*c*x^3+21*b*g^4+157*b*g^3*p+60*b*g^3*q+157*b*g ^3*r-1729*b*g^3*x-492*b*g^2*p^2+394*b*g^2*p*q-984*b*g^2*p*r-10384*b*g^2*p*x+39* b*g^2*q^2+394*b*g^2*q*r-5944*b*g^2*q*x-492*b*g^2*r^2-10475*b*g^2*r*x+22454*b*g^ 2*x^2-1761*b*g*p^3-277*b*g*p^2*q-5283*b*g*p^2*r-15214*b*g*p^2*x+278*b*g*p*q^2-\ 554*b*g*p*q*r-24420*b*g*p*q*x-5283*b*g*p*r^2-27674*b*g*p*r*x+77238*b*g*p*x^2+6* b*g*q^3+278*b*g*q^2*r-4056*b*g*q^2*x-277*b*g*q*r^2-21198*b*g*q*r*x+54362*b*g*q* x^2-1761*b*g*r^3-12460*b*g*r^2*x+83240*b*g*r*x^2-30048*b*g*x^3-1140*b*p^4-975*b *p^3*q-4560*b*p^3*r-5406*b*p^3*x+189*b*p^2*q^2-2925*b*p^2*q*r-18583*b*p^2*q*x-\ 6840*b*p^2*r^2-11244*b*p^2*r*x+62832*b*p^2*x^2+24*b*p*q^3+378*b*p*q^2*r-13004*b *p*q^2*x-2925*b*p*q*r^2-34103*b*p*q*r*x+96412*b*p*q*x^2-4560*b*p*r^3-6270*b*p*r ^2*x+135523*b*p*r*x^2-40520*b*p*x^3+24*b*q^3*r+173*b*q^3*x+189*b*q^2*r^2-9065*b *q^2*r*x+33580*b*q^2*x^2-975*b*q*r^3-15520*b*q*r^2*x+104045*b*q*r*x^2-40520*b*q *x^3-1140*b*r^4-432*b*r^3*x+80203*b*r^2*x^2-48164*b*r*x^3+316*c^5+1152*c^4*g-\ 3214*c^4*p+850*c^4*q-3214*c^4*r-42392*c^4*x+1191*c^3*g^2-2783*c^3*g*p+1577*c^3* g*q-2783*c^3*g*r-58468*c^3*g*x-9698*c^3*p^2-380*c^3*p*q-19396*c^3*p*r-78124*c^3 *p*x+390*c^3*q^2-380*c^3*q*r-53908*c^3*q*x-9698*c^3*r^2-77184*c^3*r*x+181584*c^ 3*x^2+497*c^2*g^3-382*c^2*g^2*p+976*c^2*g^2*q-382*c^2*g^2*r-28686*c^2*g^2*x-\ 8643*c^2*g*p^2+688*c^2*g*p*q-17286*c^2*g*p*r-81862*c^2*g*p*x+451*c^2*g*q^2+688* c^2*g*q*r-55190*c^2*g*q*x-8643*c^2*g*r^2-83370*c^2*g*r*x+175728*c^2*g*x^2-8772* c^2*p^3-4436*c^2*p^2*q-26316*c^2*p^2*r-45266*c^2*p^2*x+740*c^2*p*q^2-8872*c^2*p *q*r-86032*c^2*p*q*x-26316*c^2*p*r^2-81102*c^2*p*r*x+284688*c^2*p*x^2+40*c^2*q^ 3+740*c^2*q^2*r-22166*c^2*q^2*x-4436*c^2*q*r^2-82542*c^2*q*r*x+208152*c^2*q*x^2 -8772*c^2*r^3-35836*c^2*r^2*x+308232*c^2*r*x^2-88128*c^2*x^3+81*c*g^4+177*c*g^3 *p+224*c*g^3*q+177*c*g^3*r-5707*c*g^3*x-2295*c*g^2*p^2+682*c*g^2*p*q-4590*c*g^2 *p*r-27184*c*g^2*p*x+153*c*g^2*q^2+682*c*g^2*q*r-18026*c*g^2*q*x-2295*c*g^2*r^2 -29199*c*g^2*r*x+55212*c*g^2*x^2-5571*c*g*p^3-2398*c*g*p^2*q-16713*c*g*p^2*r-\ 32344*c*g*p^2*x+707*c*g*p*q^2-4796*c*g*p*q*r-59108*c*g*p*q*x-16713*c*g*p*r^2-\ 60185*c*g*p*r*x+184504*c*g*p*x^2+24*c*g*q^3+707*c*g*q^2*r-14888*c*g*q^2*x-2398* c*g*q*r^2-58439*c*g*q*r*x+133424*c*g*q*x^2-5571*c*g*r^3-27841*c*g*r^2*x+202944* c*g*r*x^2-57632*c*g*x^3-3166*c*p^4-3558*c*p^3*q-12664*c*p^3*r-8653*c*p^3*x-222* c*p^2*q^2-10674*c*p^2*q*r-36885*c*p^2*q*x-18996*c*p^2*r^2-14573*c*p^2*r*x+ 140928*c*p^2*x^2+170*c*p*q^3-444*c*p*q^2*r-30831*c*p*q^2*x-10674*c*p*q*r^2-\ 70702*c*p*q*r*x+221472*c*p*q*x^2-12664*c*p*r^3-3187*c*p*r^2*x+306366*c*p*r*x^2-\ 84576*c*p*x^3+170*c*q^3*r-2599*c*q^3*x-222*c*q^2*r^2-27089*c*q^2*r*x+80544*c*q^ 2*x^2-3558*c*q*r^3-33817*c*q*r^2*x+241986*c*q*r*x^2-84576*c*q*x^3-3166*c*r^4+ 2733*c*r^3*x+178686*c*r^2*x^2-99528*c*r*x^3+3*g^5+37*g^4*p+12*g^4*q+37*g^4*r-\ 341*g^4*x-164*g^3*p^2+128*g^3*p*q-328*g^3*p*r-2773*g^3*p*x+12*g^3*q^2+128*g^3*q *r-1803*g^3*q*x-164*g^3*r^2-3238*g^3*r*x+5508*g^3*x^2-830*g^2*p^3-253*g^2*p^2*q -2490*g^2*p^2*r-5519*g^2*p^2*x+160*g^2*p*q^2-506*g^2*p*q*r-9701*g^2*p*q*x-2490* g^2*p*r^2-10842*g^2*p*r*x+28584*g^2*p*x^2+3*g^2*q^3+160*g^2*q^2*r-2422*g^2*q^2* x-253*g^2*q*r^2-10153*g^2*q*r*x+20754*g^2*q*x^2-830*g^2*r^3-5323*g^2*r^2*x+ 32376*g^2*r*x^2-10144*g^2*x^3-1032*g*p^4-1106*g*p^3*q-4128*g*p^3*r-3254*g*p^3*x -7*g*p^2*q^2-3318*g*p^2*q*r-12824*g*p^2*q*x-6192*g*p^2*r^2-6263*g*p^2*r*x+45902 *g*p^2*x^2+67*g*p*q^3-14*g*p*q^2*r-10410*g*p*q^2*x-3318*g*p*q*r^2-25307*g*p*q*r *x+71532*g*p*q*x^2-4128*g*p*r^3-2764*g*p*r^2*x+101543*g*p*r*x^2-27232*g*p*x^3+ 67*g*q^3*r-840*g*q^3*x-7*g*q^2*r^2-9446*g*q^2*r*x+25630*g*q^2*x^2-1106*g*q*r^3-\ 12483*g*q*r^2*x+79381*g*q*r*x^2-27232*g*q*x^3-1032*g*r^4+245*g*r^3*x+60033*g*r^ 2*x^2-31924*g*r*x^3-396*p^5-738*p^4*q-1980*p^4*r-147*p^4*x-285*p^3*q^2-2952*p^3 *q*r-4077*p^3*q*x-3960*p^3*r^2+2382*p^3*r*x+22206*p^3*x^2+60*p^2*q^3-855*p^2*q^ 2*r-7581*p^2*q^2*x-4428*p^2*q*r^2-9690*p^2*q*r*x+55128*p^2*q*x^2-3960*p^2*r^3+ 8028*p^2*r^2*x+70629*p^2*r*x^2-20112*p^2*x^3+3*p*q^4+120*p*q^3*r-3519*p*q^3*x-\ 855*p*q^2*r^2-14688*p*q^2*r*x+43638*p*q^2*x^2-2952*p*q*r^3-7149*p*q*r^2*x+ 119808*p*q*r*x^2-40224*p*q*x^3-1980*p*r^4+8322*p*r^3*x+76224*p*r^2*x^2-50148*p* r*x^3+3*q^4*r+132*q^4*x+60*q^3*r^2-2616*q^3*r*x+10716*q^3*x^2-285*q^2*r^3-7107* q^2*r^2*x+49179*q^2*r*x^2-20112*q^2*x^3-738*q*r^4-1536*q*r^3*x+71232*q*r^2*x^2-\ 50148*q*r*x^3-396*r^5+2823*r^4*x+27801*r^3*x^2-38316*r^2*x^3-192*a^4-84*a^3*b-\ 164*a^3*c-186*a^3*g-104*a^3*p+68*a^3*q-104*a^3*r-9520*a^3*x+744*a^2*b^2+4104*a^ 2*b*c+782*a^2*b*g+1352*a^2*b*p+918*a^2*b*q+1352*a^2*b*r-26172*a^2*b*x+3772*a^2* c^2+2238*a^2*c*g+1124*a^2*c*p+2506*a^2*c*q+1124*a^2*c*r-72816*a^2*c*x+181*a^2*g ^2+1001*a^2*g*p+570*a^2*g*q+1001*a^2*g*r-20300*a^2*g*x-2340*a^2*p^2+1480*a^2*p* q-4680*a^2*p*r-39498*a^2*p*x+226*a^2*q^2+1480*a^2*q*r-22926*a^2*q*x-2340*a^2*r^ 2-46262*a^2*r*x+43992*a^2*x^2+660*a*b^3+5980*a*b^2*c+1492*a*b^2*g+2022*a*b^2*p+ 1002*a*b^2*q+2022*a*b^2*r-20048*a*b^2*x+13968*a*b*c^2+8716*a*b*c*g+8278*a*b*c*p +6008*a*b*c*q+8278*a*b*c*r-111796*a*b*c*x+1047*a*b*g^2+3325*a*b*g*p+1603*a*b*g* q+3325*a*b*g*r-33126*a*b*g*x-927*a*b*p^2+3233*a*b*p*q-1854*a*b*p*r-62046*a*b*p* x+404*a*b*q^2+3233*a*b*q*r-29386*a*b*q*x-927*a*b*r^2-61382*a*b*r*x+67992*a*b*x^ 2+8656*a*c^3+9462*a*c^2*g+5566*a*c^2*p+6822*a*c^2*q+5566*a*c^2*r-144592*a*c^2*x +3001*a*c*g^2+6012*a*c*g*p+4525*a*c*g*q+6012*a*c*g*r-92236*a*c*g*x-6529*a*c*p^2 +6789*a*c*p*q-13058*a*c*p*r-156570*a*c*p*x+1180*a*c*q^2+6789*a*c*q*r-83490*a*c* q*x-6529*a*c*r^2-165430*a*c*r*x+154976*a*c*x^2+233*a*g^3+1391*a*g^2*p+596*a*g^2 *q+1391*a*g^2*r-13304*a*g^2*x-1415*a*g*p^2+2706*a*g*p*q-2830*a*g*p*r-50151*a*g* p*x+331*a*g*q^2+2706*a*g*q*r-26875*a*g*q*x-1415*a*g*r^2-54967*a*g*r*x+52488*a*g *x^2-3231*a*p^3-125*a*p^2*q-9693*a*p^2*r-38185*a*p^2*x+1190*a*p*q^2-250*a*p*q*r -51020*a*p*q*x-9693*a*p*r^2-78558*a*p*r*x+87112*a*p*x^2+34*a*q^3+1190*a*q^2*r-\ 10279*a*q^2*x-125*a*q*r^2-51330*a*q*r*x+55672*a*q*x^2-3231*a*r^3-40373*a*r^2*x+ 89710*a*r*x^2-9696*a*x^3+24*b^4+984*b^3*c+312*b^3*g+462*b^3*p+48*b^3*q+462*b^3* r-3396*b^3*x+5896*b^2*c^2+3712*b^2*c*g+4632*b^2*c*p+1476*b^2*c*q+4632*b^2*c*r-\ 29916*b^2*c*x+534*b^2*g^2+1485*b^2*g*p+474*b^2*g*q+1485*b^2*g*r-10142*b^2*g*x+ 621*b^2*p^2+813*b^2*p*q+1242*b^2*p*r-20444*b^2*p*x+30*b^2*q^2+813*b^2*q*r-4356* b^2*q*x+621*b^2*r^2-12728*b^2*r*x+24000*b^2*x^2+10152*b*c^3+10640*b*c^2*g+9908* b*c^2*p+5612*b*c^2*q+9908*b*c^2*r-93512*b*c^2*x+3450*b*c*g^2+7809*b*c*g*p+3658* b*c*g*q+7809*b*c*g*r-59940*b*c*g*x+69*b*c*p^2+5843*b*c*p*q+138*b*c*p*r-114998*b *c*p*x+584*b*c*q^2+5843*b*c*q*r-40542*b*c*q*x+69*b*c*r^2-93862*b*c*r*x+103840*b *c*x^2+312*b*g^3+1456*b*g^2*p+549*b*g^2*q+1456*b*g^2*r-9462*b*g^2*x+479*b*g*p^2 +2028*b*g*p*q+958*b*g*p*r-35809*b*g*p*x+189*b*g*q^2+2028*b*g*q*r-13333*b*g*q*x+ 479*b*g*r^2-30239*b*g*r*x+37656*b*g*x^2-1218*b*p^3+1161*b*p^2*q-3654*b*p^2*r-\ 30979*b*p^2*x+435*b*p*q^2+2322*b*p*q*r-33916*b*p*q*x-3654*b*p*r^2-57218*b*p*r*x +65888*b*p*x^2+6*b*q^3+435*b*q^2*r-381*b*q^2*x+1161*b*q*r^2-21490*b*q*r*x+34448 *b*q*x^2-1218*b*r^3-26239*b*r^2*x+54782*b*r*x^2-9696*b*x^3+4960*c^4+7704*c^3*g+ 5052*c^3*p+4480*c^3*q+5052*c^3*r-84536*c^3*x+4212*c^2*g^2+7326*c^2*g*p+4924*c^2 *g*q+7326*c^2*g*r-84320*c^2*g*x-3838*c^2*p^2+6476*c^2*p*q-7676*c^2*p*r-143100*c ^2*p*x+1014*c^2*q^2+6476*c^2*q*r-66564*c^2*q*x-3838*c^2*r^2-134660*c^2*r*x+ 132192*c^2*x^2+920*c*g^3+3249*c*g^2*p+1679*c*g^2*q+3249*c*g^2*r-27110*c*g^2*x-\ 1366*c*g*p^2+5251*c*g*p*q-2732*c*g*p*r-95258*c*g*p*x+679*c*g*q^2+5251*c*g*q*r-\ 44178*c*g*q*x-1366*c*g*r^2-91806*c*g*r*x+86448*c*g*x^2-4833*c*p^3+880*c*p^2*q-\ 14499*c*p^2*r-72130*c*p^2*x+1739*c*p*q^2+1760*c*p*q*r-90044*c*p*q*x-14499*c*p*r ^2-140148*c*p*r*x+161328*c*p*x^2+46*c*q^3+1739*c*q^2*r-11746*c*q^2*x+880*c*q*r^ 2-75768*c*q*r*x+92400*c*q*x^2-4833*c*r^3-68018*c*r^2*x+149292*c*r*x^2-11136*c*x ^3+60*g^4+440*g^3*p+162*g^3*q+440*g^3*r-2718*g^3*x+38*g^2*p^2+1023*g^2*p*q+76*g ^2*p*r-15104*g^2*p*x+105*g^2*q^2+1023*g^2*q*r-7274*g^2*q*x+38*g^2*r^2-15200*g^2 *r*x+15216*g^2*x^2-1433*g*p^3+574*g*p^2*q-4299*g*p^2*r-24163*g*p^2*x+648*g*p*q^ 2+1148*g*p*q*r-29722*g*p*q*x-4299*g*p*r^2-47838*g*p*r*x+51720*g*p*x^2+15*g*q^3+ 648*g*q^2*r-3891*g*q^2*x+574*g*q*r^2-25676*g*q*r*x+29976*g*q*x^2-1433*g*r^3-\ 23675*g*r^2*x+47886*g*r*x^2-5760*g*x^3-1095*p^4-684*p^3*q-4380*p^3*r-10845*p^3* x+483*p^2*q^2-2052*p^2*q*r-24777*p^2*q*x-6570*p^2*r^2-30159*p^2*r*x+44736*p^2*x ^2+72*p*q^3+966*p*q^2*r-13287*p*q^2*x-2052*p*q*r^2-47568*p*q*r*x+60336*p*q*x^2-\ 4380*p*r^3-27783*p*r^2*x+94434*p*r*x^2-7584*p*x^3+72*q^3*r+645*q^3*x+483*q^2*r^ 2-8709*q^2*r*x+15600*q^2*x^2-684*q*r^3-22791*q*r^2*x+56010*q*r*x^2-7584*q*x^3-\ 1095*r^4-8469*r^3*x+57474*r^2*x^2-2256*r*x^3+420*a^3+2824*a^2*b+6860*a^2*c+1808 *a^2*g+3708*a^2*p+1612*a^2*q+3708*a^2*r-25300*a^2*x+2928*a*b^2+15916*a*b*c+4638 *a*b*g+7136*a*b*p+2898*a*b*q+7136*a*b*r-34048*a*b*x+17988*a*c^2+11860*a*c*g+ 16402*a*c*p+7686*a*c*q+16402*a*c*r-91956*a*c*x+1695*a*g^2+6024*a*g*p+2374*a*g*q +6024*a*g*r-30002*a*g*x+1639*a*p^2+4927*a*p*q+3278*a*p*r-55162*a*p*x+558*a*q^2+ 4927*a*q*r-22570*a*q*x+1639*a*r^2-53842*a*r*x+23712*a*x^2+252*b^3+4524*b^2*c+ 1488*b^2*g+2232*b^2*p+378*b^2*q+2232*b^2*r-5308*b^2*x+14964*b*c^2+9960*b*c*g+ 13748*b*c*p+4344*b*c*q+13748*b*c*r-40820*b*c*x+1563*b*g^2+4711*b*g*p+1461*b*g*q +4711*b*g*r-15170*b*g*x+2577*b*p^2+2553*b*p*q+5154*b*p*r-32786*b*p*x+150*b*q^2+ 2553*b*q*r-2498*b*q*x+2577*b*r^2-18914*b*r*x+5376*b*x^2+12004*c^3+12872*c^2*g+ 15958*c^2*p+6734*c^2*q+15958*c^2*r-70016*c^2*x+4353*c*g^2+12079*c*g*p+4651*c*g* q+12079*c*g*r-46784*c*g*x+4228*c*p^2+8110*c*p*q+8456*c*p*r-94324*c*p*x+798*c*q^ 2+8110*c*q*r-25396*c*q*x+4228*c*r^2-76708*c*r*x+16704*c*x^2+441*g^3+2204*g^2*p+ 762*g^2*q+2204*g^2*r-8048*g^2*x+1832*g*p^2+2939*g*p*q+3664*g*p*r-30710*g*p*x+ 273*g*q^2+2939*g*q*r-8966*g*q*x+1832*g*r^2-25550*g*r*x+8640*g*x^2-399*p^3+1908* p^2*q-1197*p^2*r-27738*p^2*x+663*p*q^2+3816*p*q*r-25332*p*q*x-1197*p*r^2-52764* p*r*x+21600*p*x^2+12*q^3+663*q^2*r+1398*q^2*x+1908*q*r^2-14340*q*r*x+1152*q*x^2 -399*r^3-25026*r^2*x+3384*r*x^2+9216*x^3+2964*a^2+5692*a*b+14260*a*c+4514*a*g+ 7598*a*p+2720*a*q+7598*a*r-19848*a*x+1008*b^2+8992*b*c+3048*b*g+4698*b*p+972*b* q+4698*b*r-1512*b*x+12976*c^2+8984*c*g+13472*c*p+4100*c*q+13472*c*r-18528*c*x+ 1488*g^2+4794*g*p+1428*g*q+4794*g*r-7392*g*x+2934*p^2+2610*p*q+5868*p*r-18456*p *x+180*q^2+2610*q*r+1992*q*x+2934*r^2-8376*r*x-13824*x^2+4056*a+1776*b+6480*c+ 2256*g+3624*p+816*q+3624*r+2304*x+1152)*dx^3+496*b^4*c^2*q^2+288*b^5*c^2*q+528* b^5*c*q+128*b^6*c+64*b^6*c^2+152*b*c*p*q^5+572*b^3*c*q^3-58452*a^2*b*p^4*x-\ 12120*a^2*b*q^4*x-547776*a^2*c^4*g*x-1093632*a^2*c^4*p*x-760992*a^2*c^4*q*x-\ 261984*a^2*c^3*g^2*x-1158096*a^2*c^3*p^2*x-575664*a^2*c^3*q^2*x-47760*a^2*c^2*g ^3*x-591552*a^2*c^2*p^3*x-211824*a^2*c^2*q^3*x-2280*a^2*c*g^4*x-146916*a^2*c*p^ 4*x-37692*a^2*c*q^4*x-1632*a^2*g^4*p*x-840*a^2*g^4*q*x-17412*a^2*g^3*p^2*x-6732 *a^2*g^3*q^2*x-44292*a^2*g^2*p^3*x-13458*a^2*g^2*q^3*x-42780*a^2*g*p^4*x-10140* a^2*g*q^4*x-59646*a^2*p^4*q*x-95904*a^2*p^3*q^2*x-72516*a^2*p^2*q^3*x-24564*a^2 *p*q^4*x-3840*a*b^5*c*x-2112*a*b^5*p*x-960*a*b^5*q*x-65184*a*b^4*c^2*x+4320*a*b ^4*g*x^2-18864*a*b^4*p^2*x-4584*a*b^4*q^2*x-336384*a*b^3*c^3*x+6336*a*b^3*g^2*x ^2-48612*a*b^3*p^3*x-8148*a*b^3*q^3*x-756480*a*b^2*c^4*x+4536*a*b^2*g^3*x^2-\ 53184*a*b^2*p^4*x-6852*a*b^2*q^4*x-772608*a*b*c^5*x+1584*a*b*g^4*x^2-26142*a*b* p^5*x-2754*a*b*q^5*x-540192*a*c^5*g*x-954912*a*c^5*p*x-661920*a*c^5*q*x-376752* a*c^4*g^2*x-1245408*a*c^4*p^2*x-606720*a*c^4*q^2*x-120360*a*c^3*g^3*x-839280*a* c^3*p^3*x-286128*a*c^3*q^3*x-16512*a*c^2*g^4*x+(-64*a^6*c^2*r*x^3-64*a^6*c*p*r* x^3-64*a^6*c*q*r*x^3-112*a^6*c*r^2*x^3-16*a^6*p^2*r*x^3-32*a^6*p*q*r*x^3-56*a^6 *p*r^2*x^3-16*a^6*q^2*r*x^3-56*a^6*q*r^2*x^3-64*a^6*r^3*x^3-384*a^5*b*c^2*r*x^3 -384*a^5*b*c*p*r*x^3-384*a^5*b*c*q*r*x^3-672*a^5*b*c*r^2*x^3-96*a^5*b*p^2*r*x^3 -192*a^5*b*p*q*r*x^3-336*a^5*b*p*r^2*x^3-96*a^5*b*q^2*r*x^3-336*a^5*b*q*r^2*x^3 -384*a^5*b*r^3*x^3-704*a^5*c^3*r*x^3-288*a^5*c^2*g*r*x^3-992*a^5*c^2*p*r*x^3-\ 992*a^5*c^2*q*r*x^3-1568*a^5*c^2*r^2*x^3-288*a^5*c*g*p*r*x^3-288*a^5*c*g*q*r*x^ 3-504*a^5*c*g*r^2*x^3-464*a^5*c*p^2*r*x^3-928*a^5*c*p*q*r*x^3-1456*a^5*c*p*r^2* x^3-464*a^5*c*q^2*r*x^3-1456*a^5*c*q*r^2*x^3-1280*a^5*c*r^3*x^3-72*a^5*g*p^2*r* x^3-144*a^5*g*p*q*r*x^3-252*a^5*g*p*r^2*x^3-72*a^5*g*q^2*r*x^3-252*a^5*g*q*r^2* x^3-288*a^5*g*r^3*x^3-72*a^5*p^3*r*x^3-216*a^5*p^2*q*r*x^3-336*a^5*p^2*r^2*x^3-\ 216*a^5*p*q^2*r*x^3-672*a^5*p*q*r^2*x^3-576*a^5*p*r^3*x^3-72*a^5*q^3*r*x^3-336* a^5*q^2*r^2*x^3-576*a^5*q*r^3*x^3-324*a^5*r^4*x^3-960*a^4*b^2*c^2*r*x^3-960*a^4 *b^2*c*p*r*x^3-960*a^4*b^2*c*q*r*x^3-1680*a^4*b^2*c*r^2*x^3-240*a^4*b^2*p^2*r*x ^3-480*a^4*b^2*p*q*r*x^3-840*a^4*b^2*p*r^2*x^3-240*a^4*b^2*q^2*r*x^3-840*a^4*b^ 2*q*r^2*x^3-960*a^4*b^2*r^3*x^3-3520*a^4*b*c^3*r*x^3-1440*a^4*b*c^2*g*r*x^3-\ 4960*a^4*b*c^2*p*r*x^3-4960*a^4*b*c^2*q*r*x^3-7840*a^4*b*c^2*r^2*x^3-1440*a^4*b *c*g*p*r*x^3-1440*a^4*b*c*g*q*r*x^3-2520*a^4*b*c*g*r^2*x^3-2320*a^4*b*c*p^2*r*x ^3-4640*a^4*b*c*p*q*r*x^3-7280*a^4*b*c*p*r^2*x^3-2320*a^4*b*c*q^2*r*x^3-7280*a^ 4*b*c*q*r^2*x^3-6400*a^4*b*c*r^3*x^3-360*a^4*b*g*p^2*r*x^3-720*a^4*b*g*p*q*r*x^ 3-1260*a^4*b*g*p*r^2*x^3-360*a^4*b*g*q^2*r*x^3-1260*a^4*b*g*q*r^2*x^3-1440*a^4* b*g*r^3*x^3-360*a^4*b*p^3*r*x^3-1080*a^4*b*p^2*q*r*x^3-1680*a^4*b*p^2*r^2*x^3-\ 1080*a^4*b*p*q^2*r*x^3-3360*a^4*b*p*q*r^2*x^3-2880*a^4*b*p*r^3*x^3-360*a^4*b*q^ 3*r*x^3-1680*a^4*b*q^2*r^2*x^3-2880*a^4*b*q*r^3*x^3-1620*a^4*b*r^4*x^3-3072*a^4 *c^4*r*x^3-2592*a^4*c^3*g*r*x^3-5632*a^4*c^3*p*r*x^3-5632*a^4*c^3*q*r*x^3-8512* a^4*c^3*r^2*x^3-528*a^4*c^2*g^2*r*x^3-3648*a^4*c^2*g*p*r*x^3-3648*a^4*c^2*g*q*r *x^3-5768*a^4*c^2*g*r^2*x^3-3856*a^4*c^2*p^2*r*x^3-7712*a^4*c^2*p*q*r*x^3-11536 *a^4*c^2*p*r^2*x^3-3856*a^4*c^2*q^2*r*x^3-11536*a^4*c^2*q*r^2*x^3-9152*a^4*c^2* r^3*x^3-528*a^4*c*g^2*p*r*x^3-528*a^4*c*g^2*q*r*x^3-924*a^4*c*g^2*r^2*x^3-1704* a^4*c*g*p^2*r*x^3-3408*a^4*c*g*p*q*r*x^3-5348*a^4*c*g*p*r^2*x^3-1704*a^4*c*g*q^ 2*r*x^3-5348*a^4*c*g*q*r^2*x^3-4704*a^4*c*g*r^3*x^3-1168*a^4*c*p^3*r*x^3-3504*a ^4*c*p^2*q*r*x^3-5180*a^4*c*p^2*r^2*x^3-3504*a^4*c*p*q^2*r*x^3-10360*a^4*c*p*q* r^2*x^3-8064*a^4*c*p*r^3*x^3-1168*a^4*c*q^3*r*x^3-5180*a^4*c*q^2*r^2*x^3-8064*a ^4*c*q*r^3*x^3-4164*a^4*c*r^4*x^3-132*a^4*g^2*p^2*r*x^3-264*a^4*g^2*p*q*r*x^3-\ 462*a^4*g^2*p*r^2*x^3-132*a^4*g^2*q^2*r*x^3-462*a^4*g^2*q*r^2*x^3-528*a^4*g^2*r ^3*x^3-264*a^4*g*p^3*r*x^3-792*a^4*g*p^2*q*r*x^3-1232*a^4*g*p^2*r^2*x^3-792*a^4 *g*p*q^2*r*x^3-2464*a^4*g*p*q*r^2*x^3-2112*a^4*g*p*r^3*x^3-264*a^4*g*q^3*r*x^3-\ 1232*a^4*g*q^2*r^2*x^3-2112*a^4*g*q*r^3*x^3-1188*a^4*g*r^4*x^3-132*a^4*p^4*r*x^ 3-528*a^4*p^3*q*r*x^3-770*a^4*p^3*r^2*x^3-792*a^4*p^2*q^2*r*x^3-2310*a^4*p^2*q* r^2*x^3-1760*a^4*p^2*r^3*x^3-528*a^4*p*q^3*r*x^3-2310*a^4*p*q^2*r^2*x^3-3520*a^ 4*p*q*r^3*x^3-1782*a^4*p*r^4*x^3-132*a^4*q^4*r*x^3-770*a^4*q^3*r^2*x^3-1760*a^4 *q^2*r^3*x^3-1782*a^4*q*r^4*x^3-660*a^4*r^5*x^3-1280*a^3*b^3*c^2*r*x^3-1280*a^3 *b^3*c*p*r*x^3-1280*a^3*b^3*c*q*r*x^3-2240*a^3*b^3*c*r^2*x^3-320*a^3*b^3*p^2*r* x^3-640*a^3*b^3*p*q*r*x^3-1120*a^3*b^3*p*r^2*x^3-320*a^3*b^3*q^2*r*x^3-1120*a^3 *b^3*q*r^2*x^3-1280*a^3*b^3*r^3*x^3-7040*a^3*b^2*c^3*r*x^3-2880*a^3*b^2*c^2*g*r *x^3-9920*a^3*b^2*c^2*p*r*x^3-9920*a^3*b^2*c^2*q*r*x^3-15680*a^3*b^2*c^2*r^2*x^ 3-2880*a^3*b^2*c*g*p*r*x^3-2880*a^3*b^2*c*g*q*r*x^3-5040*a^3*b^2*c*g*r^2*x^3-\ 4640*a^3*b^2*c*p^2*r*x^3-9280*a^3*b^2*c*p*q*r*x^3-14560*a^3*b^2*c*p*r^2*x^3-\ 4640*a^3*b^2*c*q^2*r*x^3-14560*a^3*b^2*c*q*r^2*x^3-12800*a^3*b^2*c*r^3*x^3-720* a^3*b^2*g*p^2*r*x^3-1440*a^3*b^2*g*p*q*r*x^3-2520*a^3*b^2*g*p*r^2*x^3-720*a^3*b ^2*g*q^2*r*x^3-2520*a^3*b^2*g*q*r^2*x^3-2880*a^3*b^2*g*r^3*x^3-720*a^3*b^2*p^3* r*x^3-2160*a^3*b^2*p^2*q*r*x^3-3360*a^3*b^2*p^2*r^2*x^3-2160*a^3*b^2*p*q^2*r*x^ 3-6720*a^3*b^2*p*q*r^2*x^3-5760*a^3*b^2*p*r^3*x^3-720*a^3*b^2*q^3*r*x^3-3360*a^ 3*b^2*q^2*r^2*x^3-5760*a^3*b^2*q*r^3*x^3-3240*a^3*b^2*r^4*x^3-12288*a^3*b*c^4*r *x^3-10368*a^3*b*c^3*g*r*x^3-22528*a^3*b*c^3*p*r*x^3-22528*a^3*b*c^3*q*r*x^3-\ 34048*a^3*b*c^3*r^2*x^3-2112*a^3*b*c^2*g^2*r*x^3-14592*a^3*b*c^2*g*p*r*x^3-\ 14592*a^3*b*c^2*g*q*r*x^3-23072*a^3*b*c^2*g*r^2*x^3-15424*a^3*b*c^2*p^2*r*x^3-\ 30848*a^3*b*c^2*p*q*r*x^3-46144*a^3*b*c^2*p*r^2*x^3-15424*a^3*b*c^2*q^2*r*x^3-\ 46144*a^3*b*c^2*q*r^2*x^3-36608*a^3*b*c^2*r^3*x^3-2112*a^3*b*c*g^2*p*r*x^3-2112 *a^3*b*c*g^2*q*r*x^3-3696*a^3*b*c*g^2*r^2*x^3-6816*a^3*b*c*g*p^2*r*x^3-13632*a^ 3*b*c*g*p*q*r*x^3-21392*a^3*b*c*g*p*r^2*x^3-6816*a^3*b*c*g*q^2*r*x^3-21392*a^3* b*c*g*q*r^2*x^3-18816*a^3*b*c*g*r^3*x^3-4672*a^3*b*c*p^3*r*x^3-14016*a^3*b*c*p^ 2*q*r*x^3-20720*a^3*b*c*p^2*r^2*x^3-14016*a^3*b*c*p*q^2*r*x^3-41440*a^3*b*c*p*q *r^2*x^3-32256*a^3*b*c*p*r^3*x^3-4672*a^3*b*c*q^3*r*x^3-20720*a^3*b*c*q^2*r^2*x ^3-32256*a^3*b*c*q*r^3*x^3-16656*a^3*b*c*r^4*x^3-528*a^3*b*g^2*p^2*r*x^3-1056*a ^3*b*g^2*p*q*r*x^3-1848*a^3*b*g^2*p*r^2*x^3-528*a^3*b*g^2*q^2*r*x^3-1848*a^3*b* g^2*q*r^2*x^3-2112*a^3*b*g^2*r^3*x^3-1056*a^3*b*g*p^3*r*x^3-3168*a^3*b*g*p^2*q* r*x^3-4928*a^3*b*g*p^2*r^2*x^3-3168*a^3*b*g*p*q^2*r*x^3-9856*a^3*b*g*p*q*r^2*x^ 3-8448*a^3*b*g*p*r^3*x^3-1056*a^3*b*g*q^3*r*x^3-4928*a^3*b*g*q^2*r^2*x^3-8448*a ^3*b*g*q*r^3*x^3-4752*a^3*b*g*r^4*x^3-528*a^3*b*p^4*r*x^3-2112*a^3*b*p^3*q*r*x^ 3-3080*a^3*b*p^3*r^2*x^3-3168*a^3*b*p^2*q^2*r*x^3-9240*a^3*b*p^2*q*r^2*x^3-7040 *a^3*b*p^2*r^3*x^3-2112*a^3*b*p*q^3*r*x^3-9240*a^3*b*p*q^2*r^2*x^3-14080*a^3*b* p*q*r^3*x^3-7128*a^3*b*p*r^4*x^3-528*a^3*b*q^4*r*x^3-3080*a^3*b*q^3*r^2*x^3-\ 7040*a^3*b*q^2*r^3*x^3-7128*a^3*b*q*r^4*x^3-2640*a^3*b*r^5*x^3-6848*a^3*c^5*r*x ^3-8864*a^3*c^4*g*r*x^3-15520*a^3*c^4*p*r*x^3-15520*a^3*c^4*q*r*x^3-22960*a^3*c ^4*r^2*x^3-3728*a^3*c^3*g^2*r*x^3-16224*a^3*c^3*g*p*r*x^3-16224*a^3*c^3*g*q*r*x ^3-24528*a^3*c^3*g*r^2*x^3-14016*a^3*c^3*p^2*r*x^3-28032*a^3*c^3*p*q*r*x^3-\ 40992*a^3*c^3*p*r^2*x^3-14016*a^3*c^3*q^2*r*x^3-40992*a^3*c^3*q*r^2*x^3-31104*a ^3*c^3*r^3*x^3-504*a^3*c^2*g^3*r*x^3-5240*a^3*c^2*g^2*p*r*x^3-5240*a^3*c^2*g^2* q*r*x^3-8288*a^3*c^2*g^2*r^2*x^3-11088*a^3*c^2*g*p^2*r*x^3-22176*a^3*c^2*g*p*q* r*x^3-33180*a^3*c^2*g*p*r^2*x^3-11088*a^3*c^2*g*q^2*r*x^3-33180*a^3*c^2*g*q*r^2 *x^3-26336*a^3*c^2*g*r^3*x^3-6304*a^3*c^2*p^3*r*x^3-18912*a^3*c^2*p^2*q*r*x^3-\ 27300*a^3*c^2*p^2*r^2*x^3-18912*a^3*c^2*p*q^2*r*x^3-54600*a^3*c^2*p*q*r^2*x^3-\ 40704*a^3*c^2*p*r^3*x^3-6304*a^3*c^2*q^3*r*x^3-27300*a^3*c^2*q^2*r^2*x^3-40704* a^3*c^2*q*r^3*x^3-20148*a^3*c^2*r^4*x^3-504*a^3*c*g^3*p*r*x^3-504*a^3*c*g^3*q*r *x^3-882*a^3*c*g^3*r^2*x^3-2444*a^3*c*g^2*p^2*r*x^3-4888*a^3*c*g^2*p*q*r*x^3-\ 7672*a^3*c*g^2*p*r^2*x^3-2444*a^3*c*g^2*q^2*r*x^3-7672*a^3*c*g^2*q*r^2*x^3-6752 *a^3*c*g^2*r^3*x^3-3352*a^3*c*g*p^3*r*x^3-10056*a^3*c*g*p^2*q*r*x^3-14868*a^3*c *g*p^2*r^2*x^3-10056*a^3*c*g*p*q^2*r*x^3-29736*a^3*c*g*p*q*r^2*x^3-23152*a^3*c* g*p*r^3*x^3-3352*a^3*c*g*q^3*r*x^3-14868*a^3*c*g*q^2*r^2*x^3-23152*a^3*c*g*q*r^ 3*x^3-11958*a^3*c*g*r^4*x^3-1412*a^3*c*p^4*r*x^3-5648*a^3*c*p^3*q*r*x^3-8036*a^ 3*c*p^3*r^2*x^3-8472*a^3*c*p^2*q^2*r*x^3-24108*a^3*c*p^2*q*r^2*x^3-17616*a^3*c* p^2*r^3*x^3-5648*a^3*c*p*q^3*r*x^3-24108*a^3*c*p*q^2*r^2*x^3-35232*a^3*c*p*q*r^ 3*x^3-17112*a^3*c*p*r^4*x^3-1412*a^3*c*q^4*r*x^3-8036*a^3*c*q^3*r^2*x^3-17616*a ^3*c*q^2*r^3*x^3-17112*a^3*c*q*r^4*x^3-6120*a^3*c*r^5*x^3-126*a^3*g^3*p^2*r*x^3 -252*a^3*g^3*p*q*r*x^3-441*a^3*g^3*p*r^2*x^3-126*a^3*g^3*q^2*r*x^3-441*a^3*g^3* q*r^2*x^3-504*a^3*g^3*r^3*x^3-378*a^3*g^2*p^3*r*x^3-1134*a^3*g^2*p^2*q*r*x^3-\ 1764*a^3*g^2*p^2*r^2*x^3-1134*a^3*g^2*p*q^2*r*x^3-3528*a^3*g^2*p*q*r^2*x^3-3024 *a^3*g^2*p*r^3*x^3-378*a^3*g^2*q^3*r*x^3-1764*a^3*g^2*q^2*r^2*x^3-3024*a^3*g^2* q*r^3*x^3-1701*a^3*g^2*r^4*x^3-378*a^3*g*p^4*r*x^3-1512*a^3*g*p^3*q*r*x^3-2205* a^3*g*p^3*r^2*x^3-2268*a^3*g*p^2*q^2*r*x^3-6615*a^3*g*p^2*q*r^2*x^3-5040*a^3*g* p^2*r^3*x^3-1512*a^3*g*p*q^3*r*x^3-6615*a^3*g*p*q^2*r^2*x^3-10080*a^3*g*p*q*r^3 *x^3-5103*a^3*g*p*r^4*x^3-378*a^3*g*q^4*r*x^3-2205*a^3*g*q^3*r^2*x^3-5040*a^3*g *q^2*r^3*x^3-5103*a^3*g*q*r^4*x^3-1890*a^3*g*r^5*x^3-126*a^3*p^5*r*x^3-630*a^3* p^4*q*r*x^3-882*a^3*p^4*r^2*x^3-1260*a^3*p^3*q^2*r*x^3-3528*a^3*p^3*q*r^2*x^3-\ 2520*a^3*p^3*r^3*x^3-1260*a^3*p^2*q^3*r*x^3-5292*a^3*p^2*q^2*r^2*x^3-7560*a^3*p ^2*q*r^3*x^3-3591*a^3*p^2*r^4*x^3-630*a^3*p*q^4*r*x^3-3528*a^3*p*q^3*r^2*x^3-\ 7560*a^3*p*q^2*r^3*x^3-7182*a^3*p*q*r^4*x^3-2520*a^3*p*r^5*x^3-126*a^3*q^5*r*x^ 3-882*a^3*q^4*r^2*x^3-2520*a^3*q^3*r^3*x^3-3591*a^3*q^2*r^4*x^3-2520*a^3*q*r^5* x^3-693*a^3*r^6*x^3-960*a^2*b^4*c^2*r*x^3-960*a^2*b^4*c*p*r*x^3-960*a^2*b^4*c*q *r*x^3-1680*a^2*b^4*c*r^2*x^3-240*a^2*b^4*p^2*r*x^3-480*a^2*b^4*p*q*r*x^3-840*a ^2*b^4*p*r^2*x^3-240*a^2*b^4*q^2*r*x^3-840*a^2*b^4*q*r^2*x^3-960*a^2*b^4*r^3*x^ 3-7040*a^2*b^3*c^3*r*x^3-2880*a^2*b^3*c^2*g*r*x^3-9920*a^2*b^3*c^2*p*r*x^3-9920 *a^2*b^3*c^2*q*r*x^3-15680*a^2*b^3*c^2*r^2*x^3-2880*a^2*b^3*c*g*p*r*x^3-2880*a^ 2*b^3*c*g*q*r*x^3-5040*a^2*b^3*c*g*r^2*x^3-4640*a^2*b^3*c*p^2*r*x^3-9280*a^2*b^ 3*c*p*q*r*x^3-14560*a^2*b^3*c*p*r^2*x^3-4640*a^2*b^3*c*q^2*r*x^3-14560*a^2*b^3* c*q*r^2*x^3-12800*a^2*b^3*c*r^3*x^3-720*a^2*b^3*g*p^2*r*x^3-1440*a^2*b^3*g*p*q* r*x^3-2520*a^2*b^3*g*p*r^2*x^3-720*a^2*b^3*g*q^2*r*x^3-2520*a^2*b^3*g*q*r^2*x^3 -2880*a^2*b^3*g*r^3*x^3-720*a^2*b^3*p^3*r*x^3-2160*a^2*b^3*p^2*q*r*x^3-3360*a^2 *b^3*p^2*r^2*x^3-2160*a^2*b^3*p*q^2*r*x^3-6720*a^2*b^3*p*q*r^2*x^3-5760*a^2*b^3 *p*r^3*x^3-720*a^2*b^3*q^3*r*x^3-3360*a^2*b^3*q^2*r^2*x^3-5760*a^2*b^3*q*r^3*x^ 3-3240*a^2*b^3*r^4*x^3-18432*a^2*b^2*c^4*r*x^3-15552*a^2*b^2*c^3*g*r*x^3-33792* a^2*b^2*c^3*p*r*x^3-33792*a^2*b^2*c^3*q*r*x^3-51072*a^2*b^2*c^3*r^2*x^3-3168*a^ 2*b^2*c^2*g^2*r*x^3-21888*a^2*b^2*c^2*g*p*r*x^3-21888*a^2*b^2*c^2*g*q*r*x^3-\ 34608*a^2*b^2*c^2*g*r^2*x^3-23136*a^2*b^2*c^2*p^2*r*x^3-46272*a^2*b^2*c^2*p*q*r *x^3-69216*a^2*b^2*c^2*p*r^2*x^3-23136*a^2*b^2*c^2*q^2*r*x^3-69216*a^2*b^2*c^2* q*r^2*x^3-54912*a^2*b^2*c^2*r^3*x^3-3168*a^2*b^2*c*g^2*p*r*x^3-3168*a^2*b^2*c*g ^2*q*r*x^3-5544*a^2*b^2*c*g^2*r^2*x^3-10224*a^2*b^2*c*g*p^2*r*x^3-20448*a^2*b^2 *c*g*p*q*r*x^3-32088*a^2*b^2*c*g*p*r^2*x^3-10224*a^2*b^2*c*g*q^2*r*x^3-32088*a^ 2*b^2*c*g*q*r^2*x^3-28224*a^2*b^2*c*g*r^3*x^3-7008*a^2*b^2*c*p^3*r*x^3-21024*a^ 2*b^2*c*p^2*q*r*x^3-31080*a^2*b^2*c*p^2*r^2*x^3-21024*a^2*b^2*c*p*q^2*r*x^3-\ 62160*a^2*b^2*c*p*q*r^2*x^3-48384*a^2*b^2*c*p*r^3*x^3-7008*a^2*b^2*c*q^3*r*x^3-\ 31080*a^2*b^2*c*q^2*r^2*x^3-48384*a^2*b^2*c*q*r^3*x^3-24984*a^2*b^2*c*r^4*x^3-\ 792*a^2*b^2*g^2*p^2*r*x^3-1584*a^2*b^2*g^2*p*q*r*x^3-2772*a^2*b^2*g^2*p*r^2*x^3 -792*a^2*b^2*g^2*q^2*r*x^3-2772*a^2*b^2*g^2*q*r^2*x^3-3168*a^2*b^2*g^2*r^3*x^3-\ 1584*a^2*b^2*g*p^3*r*x^3-4752*a^2*b^2*g*p^2*q*r*x^3-7392*a^2*b^2*g*p^2*r^2*x^3-\ 4752*a^2*b^2*g*p*q^2*r*x^3-14784*a^2*b^2*g*p*q*r^2*x^3-12672*a^2*b^2*g*p*r^3*x^ 3-1584*a^2*b^2*g*q^3*r*x^3-7392*a^2*b^2*g*q^2*r^2*x^3-12672*a^2*b^2*g*q*r^3*x^3 -7128*a^2*b^2*g*r^4*x^3-792*a^2*b^2*p^4*r*x^3-3168*a^2*b^2*p^3*q*r*x^3-4620*a^2 *b^2*p^3*r^2*x^3-4752*a^2*b^2*p^2*q^2*r*x^3-13860*a^2*b^2*p^2*q*r^2*x^3-10560*a ^2*b^2*p^2*r^3*x^3-3168*a^2*b^2*p*q^3*r*x^3-13860*a^2*b^2*p*q^2*r^2*x^3-21120*a ^2*b^2*p*q*r^3*x^3-10692*a^2*b^2*p*r^4*x^3-792*a^2*b^2*q^4*r*x^3-4620*a^2*b^2*q ^3*r^2*x^3-10560*a^2*b^2*q^2*r^3*x^3-10692*a^2*b^2*q*r^4*x^3-3960*a^2*b^2*r^5*x ^3-20544*a^2*b*c^5*r*x^3-26592*a^2*b*c^4*g*r*x^3-46560*a^2*b*c^4*p*r*x^3-46560* a^2*b*c^4*q*r*x^3-68880*a^2*b*c^4*r^2*x^3-11184*a^2*b*c^3*g^2*r*x^3-48672*a^2*b *c^3*g*p*r*x^3-48672*a^2*b*c^3*g*q*r*x^3-73584*a^2*b*c^3*g*r^2*x^3-42048*a^2*b* c^3*p^2*r*x^3-84096*a^2*b*c^3*p*q*r*x^3-122976*a^2*b*c^3*p*r^2*x^3-42048*a^2*b* c^3*q^2*r*x^3-122976*a^2*b*c^3*q*r^2*x^3-93312*a^2*b*c^3*r^3*x^3-1512*a^2*b*c^2 *g^3*r*x^3-15720*a^2*b*c^2*g^2*p*r*x^3-15720*a^2*b*c^2*g^2*q*r*x^3-24864*a^2*b* c^2*g^2*r^2*x^3-33264*a^2*b*c^2*g*p^2*r*x^3-66528*a^2*b*c^2*g*p*q*r*x^3-99540*a ^2*b*c^2*g*p*r^2*x^3-33264*a^2*b*c^2*g*q^2*r*x^3-99540*a^2*b*c^2*g*q*r^2*x^3-\ 79008*a^2*b*c^2*g*r^3*x^3-18912*a^2*b*c^2*p^3*r*x^3-56736*a^2*b*c^2*p^2*q*r*x^3 -81900*a^2*b*c^2*p^2*r^2*x^3-56736*a^2*b*c^2*p*q^2*r*x^3-163800*a^2*b*c^2*p*q*r ^2*x^3-122112*a^2*b*c^2*p*r^3*x^3-18912*a^2*b*c^2*q^3*r*x^3-81900*a^2*b*c^2*q^2 *r^2*x^3-122112*a^2*b*c^2*q*r^3*x^3-60444*a^2*b*c^2*r^4*x^3-1512*a^2*b*c*g^3*p* r*x^3-1512*a^2*b*c*g^3*q*r*x^3-2646*a^2*b*c*g^3*r^2*x^3-7332*a^2*b*c*g^2*p^2*r* x^3-14664*a^2*b*c*g^2*p*q*r*x^3-23016*a^2*b*c*g^2*p*r^2*x^3-7332*a^2*b*c*g^2*q^ 2*r*x^3-23016*a^2*b*c*g^2*q*r^2*x^3-20256*a^2*b*c*g^2*r^3*x^3-10056*a^2*b*c*g*p ^3*r*x^3-30168*a^2*b*c*g*p^2*q*r*x^3-44604*a^2*b*c*g*p^2*r^2*x^3-30168*a^2*b*c* g*p*q^2*r*x^3-89208*a^2*b*c*g*p*q*r^2*x^3-69456*a^2*b*c*g*p*r^3*x^3-10056*a^2*b *c*g*q^3*r*x^3-44604*a^2*b*c*g*q^2*r^2*x^3-69456*a^2*b*c*g*q*r^3*x^3-35874*a^2* b*c*g*r^4*x^3-4236*a^2*b*c*p^4*r*x^3-16944*a^2*b*c*p^3*q*r*x^3-24108*a^2*b*c*p^ 3*r^2*x^3-25416*a^2*b*c*p^2*q^2*r*x^3-72324*a^2*b*c*p^2*q*r^2*x^3-52848*a^2*b*c *p^2*r^3*x^3-16944*a^2*b*c*p*q^3*r*x^3-72324*a^2*b*c*p*q^2*r^2*x^3-105696*a^2*b *c*p*q*r^3*x^3-51336*a^2*b*c*p*r^4*x^3-4236*a^2*b*c*q^4*r*x^3-24108*a^2*b*c*q^3 *r^2*x^3-52848*a^2*b*c*q^2*r^3*x^3-51336*a^2*b*c*q*r^4*x^3-18360*a^2*b*c*r^5*x^ 3-378*a^2*b*g^3*p^2*r*x^3-756*a^2*b*g^3*p*q*r*x^3-1323*a^2*b*g^3*p*r^2*x^3-378* a^2*b*g^3*q^2*r*x^3-1323*a^2*b*g^3*q*r^2*x^3-1512*a^2*b*g^3*r^3*x^3-1134*a^2*b* g^2*p^3*r*x^3-3402*a^2*b*g^2*p^2*q*r*x^3-5292*a^2*b*g^2*p^2*r^2*x^3-3402*a^2*b* g^2*p*q^2*r*x^3-10584*a^2*b*g^2*p*q*r^2*x^3-9072*a^2*b*g^2*p*r^3*x^3-1134*a^2*b *g^2*q^3*r*x^3-5292*a^2*b*g^2*q^2*r^2*x^3-9072*a^2*b*g^2*q*r^3*x^3-5103*a^2*b*g ^2*r^4*x^3-1134*a^2*b*g*p^4*r*x^3-4536*a^2*b*g*p^3*q*r*x^3-6615*a^2*b*g*p^3*r^2 *x^3-6804*a^2*b*g*p^2*q^2*r*x^3-19845*a^2*b*g*p^2*q*r^2*x^3-15120*a^2*b*g*p^2*r ^3*x^3-4536*a^2*b*g*p*q^3*r*x^3-19845*a^2*b*g*p*q^2*r^2*x^3-30240*a^2*b*g*p*q*r ^3*x^3-15309*a^2*b*g*p*r^4*x^3-1134*a^2*b*g*q^4*r*x^3-6615*a^2*b*g*q^3*r^2*x^3-\ 15120*a^2*b*g*q^2*r^3*x^3-15309*a^2*b*g*q*r^4*x^3-5670*a^2*b*g*r^5*x^3-378*a^2* b*p^5*r*x^3-1890*a^2*b*p^4*q*r*x^3-2646*a^2*b*p^4*r^2*x^3-3780*a^2*b*p^3*q^2*r* x^3-10584*a^2*b*p^3*q*r^2*x^3-7560*a^2*b*p^3*r^3*x^3-3780*a^2*b*p^2*q^3*r*x^3-\ 15876*a^2*b*p^2*q^2*r^2*x^3-22680*a^2*b*p^2*q*r^3*x^3-10773*a^2*b*p^2*r^4*x^3-\ 1890*a^2*b*p*q^4*r*x^3-10584*a^2*b*p*q^3*r^2*x^3-22680*a^2*b*p*q^2*r^3*x^3-\ 21546*a^2*b*p*q*r^4*x^3-7560*a^2*b*p*r^5*x^3-378*a^2*b*q^5*r*x^3-2646*a^2*b*q^4 *r^2*x^3-7560*a^2*b*q^3*r^3*x^3-10773*a^2*b*q^2*r^4*x^3-7560*a^2*b*q*r^5*x^3-\ 2079*a^2*b*r^6*x^3-8256*a^2*c^6*r*x^3-14496*a^2*c^5*g*r*x^3-22336*a^2*c^5*p*r*x ^3-22336*a^2*c^5*q*r*x^3-32704*a^2*c^5*r^2*x^3-9360*a^2*c^4*g^2*r*x^3-32800*a^2 *c^4*g*p*r*x^3-32800*a^2*c^4*g*q*r*x^3-48552*a^2*c^4*g*r^2*x^3-25088*a^2*c^4*p^ 2*r*x^3-50176*a^2*c^4*p*q*r*x^3-72576*a^2*c^4*p*r^2*x^3-25088*a^2*c^4*q^2*r*x^3 -72576*a^2*c^4*q*r^2*x^3-53952*a^2*c^4*r^3*x^3-2616*a^2*c^3*g^3*r*x^3-17104*a^2 *c^3*g^2*p*r*x^3-17104*a^2*c^3*g^2*q*r*x^3-25872*a^2*c^3*g^2*r^2*x^3-29568*a^2* c^3*g*p^2*r*x^3-59136*a^2*c^3*g*p*q*r*x^3-86520*a^2*c^3*g*p*r^2*x^3-29568*a^2*c ^3*g*q^2*r*x^3-86520*a^2*c^3*g*q*r^2*x^3-65664*a^2*c^3*g*r^3*x^3-14976*a^2*c^3* p^3*r*x^3-44928*a^2*c^3*p^2*q*r*x^3-64120*a^2*c^3*p^2*r^2*x^3-44928*a^2*c^3*p*q ^2*r*x^3-128240*a^2*c^3*p*q*r^2*x^3-93696*a^2*c^3*p*r^3*x^3-14976*a^2*c^3*q^3*r *x^3-64120*a^2*c^3*q^2*r^2*x^3-93696*a^2*c^3*q*r^3*x^3-45432*a^2*c^3*r^4*x^3-\ 264*a^2*c^2*g^4*r*x^3-3672*a^2*c^2*g^3*p*r*x^3-3672*a^2*c^2*g^3*q*r*x^3-5810*a^ 2*c^2*g^3*r^2*x^3-11668*a^2*c^2*g^2*p^2*r*x^3-23336*a^2*c^2*g^2*p*q*r*x^3-34930 *a^2*c^2*g^2*p*r^2*x^3-11668*a^2*c^2*g^2*q^2*r*x^3-34930*a^2*c^2*g^2*q*r^2*x^3-\ 27744*a^2*c^2*g^2*r^3*x^3-13272*a^2*c^2*g*p^3*r*x^3-39816*a^2*c^2*g*p^2*q*r*x^3 -57498*a^2*c^2*g*p^2*r^2*x^3-39816*a^2*c^2*g*p*q^2*r*x^3-114996*a^2*c^2*g*p*q*r ^2*x^3-85744*a^2*c^2*g*p*r^3*x^3-13272*a^2*c^2*g*q^3*r*x^3-57498*a^2*c^2*g*q^2* r^2*x^3-85744*a^2*c^2*g*q*r^3*x^3-42444*a^2*c^2*g*r^4*x^3-5012*a^2*c^2*p^4*r*x^ 3-20048*a^2*c^2*p^3*q*r*x^3-28196*a^2*c^2*p^3*r^2*x^3-30072*a^2*c^2*p^2*q^2*r*x ^3-84588*a^2*c^2*p^2*q*r^2*x^3-60624*a^2*c^2*p^2*r^3*x^3-20048*a^2*c^2*p*q^3*r* x^3-84588*a^2*c^2*p*q^2*r^2*x^3-121248*a^2*c^2*p*q*r^3*x^3-57720*a^2*c^2*p*r^4* x^3-5012*a^2*c^2*q^4*r*x^3-28196*a^2*c^2*q^3*r^2*x^3-60624*a^2*c^2*q^2*r^3*x^3-\ 57720*a^2*c^2*q*r^4*x^3-20280*a^2*c^2*r^5*x^3-264*a^2*c*g^4*p*r*x^3-264*a^2*c*g ^4*q*r*x^3-462*a^2*c*g^4*r^2*x^3-1710*a^2*c*g^3*p^2*r*x^3-3420*a^2*c*g^3*p*q*r* x^3-5369*a^2*c*g^3*p*r^2*x^3-1710*a^2*c*g^3*q^2*r*x^3-5369*a^2*c*g^3*q*r^2*x^3-\ 4728*a^2*c*g^3*r^3*x^3-3520*a^2*c*g^2*p^3*r*x^3-10560*a^2*c*g^2*p^2*q*r*x^3-\ 15617*a^2*c*g^2*p^2*r^2*x^3-10560*a^2*c*g^2*p*q^2*r*x^3-31234*a^2*c*g^2*p*q*r^2 *x^3-24328*a^2*c*g^2*p*r^3*x^3-3520*a^2*c*g^2*q^3*r*x^3-15617*a^2*c*g^2*q^2*r^2 *x^3-24328*a^2*c*g^2*q*r^3*x^3-12570*a^2*c*g^2*r^4*x^3-2966*a^2*c*g*p^4*r*x^3-\ 11864*a^2*c*g*p^3*q*r*x^3-16884*a^2*c*g*p^3*r^2*x^3-17796*a^2*c*g*p^2*q^2*r*x^3 -50652*a^2*c*g*p^2*q*r^2*x^3-37016*a^2*c*g*p^2*r^3*x^3-11864*a^2*c*g*p*q^3*r*x^ 3-50652*a^2*c*g*p*q^2*r^2*x^3-74032*a^2*c*g*p*q*r^3*x^3-35958*a^2*c*g*p*r^4*x^3 -2966*a^2*c*g*q^4*r*x^3-16884*a^2*c*g*q^3*r^2*x^3-37016*a^2*c*g*q^2*r^3*x^3-\ 35958*a^2*c*g*q*r^4*x^3-12860*a^2*c*g*r^5*x^3-892*a^2*c*p^5*r*x^3-4460*a^2*c*p^ 4*q*r*x^3-6174*a^2*c*p^4*r^2*x^3-8920*a^2*c*p^3*q^2*r*x^3-24696*a^2*c*p^3*q*r^2 *x^3-17328*a^2*c*p^3*r^3*x^3-8920*a^2*c*p^2*q^3*r*x^3-37044*a^2*c*p^2*q^2*r^2*x ^3-51984*a^2*c*p^2*q*r^3*x^3-24234*a^2*c*p^2*r^4*x^3-4460*a^2*c*p*q^4*r*x^3-\ 24696*a^2*c*p*q^3*r^2*x^3-51984*a^2*c*p*q^2*r^3*x^3-48468*a^2*c*p*q*r^4*x^3-\ 16720*a^2*c*p*r^5*x^3-892*a^2*c*q^5*r*x^3-6174*a^2*c*q^4*r^2*x^3-17328*a^2*c*q^ 3*r^3*x^3-24234*a^2*c*q^2*r^4*x^3-16720*a^2*c*q*r^5*x^3-4532*a^2*c*r^6*x^3-66*a ^2*g^4*p^2*r*x^3-132*a^2*g^4*p*q*r*x^3-231*a^2*g^4*p*r^2*x^3-66*a^2*g^4*q^2*r*x ^3-231*a^2*g^4*q*r^2*x^3-264*a^2*g^4*r^3*x^3-264*a^2*g^3*p^3*r*x^3-792*a^2*g^3* p^2*q*r*x^3-1232*a^2*g^3*p^2*r^2*x^3-792*a^2*g^3*p*q^2*r*x^3-2464*a^2*g^3*p*q*r ^2*x^3-2112*a^2*g^3*p*r^3*x^3-264*a^2*g^3*q^3*r*x^3-1232*a^2*g^3*q^2*r^2*x^3-\ 2112*a^2*g^3*q*r^3*x^3-1188*a^2*g^3*r^4*x^3-396*a^2*g^2*p^4*r*x^3-1584*a^2*g^2* p^3*q*r*x^3-2310*a^2*g^2*p^3*r^2*x^3-2376*a^2*g^2*p^2*q^2*r*x^3-6930*a^2*g^2*p^ 2*q*r^2*x^3-5280*a^2*g^2*p^2*r^3*x^3-1584*a^2*g^2*p*q^3*r*x^3-6930*a^2*g^2*p*q^ 2*r^2*x^3-10560*a^2*g^2*p*q*r^3*x^3-5346*a^2*g^2*p*r^4*x^3-396*a^2*g^2*q^4*r*x^ 3-2310*a^2*g^2*q^3*r^2*x^3-5280*a^2*g^2*q^2*r^3*x^3-5346*a^2*g^2*q*r^4*x^3-1980 *a^2*g^2*r^5*x^3-264*a^2*g*p^5*r*x^3-1320*a^2*g*p^4*q*r*x^3-1848*a^2*g*p^4*r^2* x^3-2640*a^2*g*p^3*q^2*r*x^3-7392*a^2*g*p^3*q*r^2*x^3-5280*a^2*g*p^3*r^3*x^3-\ 2640*a^2*g*p^2*q^3*r*x^3-11088*a^2*g*p^2*q^2*r^2*x^3-15840*a^2*g*p^2*q*r^3*x^3-\ 7524*a^2*g*p^2*r^4*x^3-1320*a^2*g*p*q^4*r*x^3-7392*a^2*g*p*q^3*r^2*x^3-15840*a^ 2*g*p*q^2*r^3*x^3-15048*a^2*g*p*q*r^4*x^3-5280*a^2*g*p*r^5*x^3-264*a^2*g*q^5*r* x^3-1848*a^2*g*q^4*r^2*x^3-5280*a^2*g*q^3*r^3*x^3-7524*a^2*g*q^2*r^4*x^3-5280*a ^2*g*q*r^5*x^3-1452*a^2*g*r^6*x^3-66*a^2*p^6*r*x^3-396*a^2*p^5*q*r*x^3-539*a^2* p^5*r^2*x^3-990*a^2*p^4*q^2*r*x^3-2695*a^2*p^4*q*r^2*x^3-1848*a^2*p^4*r^3*x^3-\ 1320*a^2*p^3*q^3*r*x^3-5390*a^2*p^3*q^2*r^2*x^3-7392*a^2*p^3*q*r^3*x^3-3366*a^2 *p^3*r^4*x^3-990*a^2*p^2*q^4*r*x^3-5390*a^2*p^2*q^3*r^2*x^3-11088*a^2*p^2*q^2*r ^3*x^3-10098*a^2*p^2*q*r^4*x^3-3410*a^2*p^2*r^5*x^3-396*a^2*p*q^5*r*x^3-2695*a^ 2*p*q^4*r^2*x^3-7392*a^2*p*q^3*r^3*x^3-10098*a^2*p*q^2*r^4*x^3-6820*a^2*p*q*r^5 *x^3-1815*a^2*p*r^6*x^3-66*a^2*q^6*r*x^3-539*a^2*q^5*r^2*x^3-1848*a^2*q^4*r^3*x ^3-3366*a^2*q^3*r^4*x^3-3410*a^2*q^2*r^5*x^3-1815*a^2*q*r^6*x^3-396*a^2*r^7*x^3 -384*a*b^5*c^2*r*x^3-384*a*b^5*c*p*r*x^3-384*a*b^5*c*q*r*x^3-672*a*b^5*c*r^2*x^ 3-96*a*b^5*p^2*r*x^3-192*a*b^5*p*q*r*x^3-336*a*b^5*p*r^2*x^3-96*a*b^5*q^2*r*x^3 -336*a*b^5*q*r^2*x^3-384*a*b^5*r^3*x^3-3520*a*b^4*c^3*r*x^3-1440*a*b^4*c^2*g*r* x^3-4960*a*b^4*c^2*p*r*x^3-4960*a*b^4*c^2*q*r*x^3-7840*a*b^4*c^2*r^2*x^3-1440*a *b^4*c*g*p*r*x^3-1440*a*b^4*c*g*q*r*x^3-2520*a*b^4*c*g*r^2*x^3-2320*a*b^4*c*p^2 *r*x^3-4640*a*b^4*c*p*q*r*x^3-7280*a*b^4*c*p*r^2*x^3-2320*a*b^4*c*q^2*r*x^3-\ 7280*a*b^4*c*q*r^2*x^3-6400*a*b^4*c*r^3*x^3-360*a*b^4*g*p^2*r*x^3-720*a*b^4*g*p *q*r*x^3-1260*a*b^4*g*p*r^2*x^3-360*a*b^4*g*q^2*r*x^3-1260*a*b^4*g*q*r^2*x^3-\ 1440*a*b^4*g*r^3*x^3-360*a*b^4*p^3*r*x^3-1080*a*b^4*p^2*q*r*x^3-1680*a*b^4*p^2* r^2*x^3-1080*a*b^4*p*q^2*r*x^3-3360*a*b^4*p*q*r^2*x^3-2880*a*b^4*p*r^3*x^3-360* a*b^4*q^3*r*x^3-1680*a*b^4*q^2*r^2*x^3-2880*a*b^4*q*r^3*x^3-1620*a*b^4*r^4*x^3-\ 12288*a*b^3*c^4*r*x^3-10368*a*b^3*c^3*g*r*x^3-22528*a*b^3*c^3*p*r*x^3-22528*a*b ^3*c^3*q*r*x^3-34048*a*b^3*c^3*r^2*x^3-2112*a*b^3*c^2*g^2*r*x^3-14592*a*b^3*c^2 *g*p*r*x^3-14592*a*b^3*c^2*g*q*r*x^3-23072*a*b^3*c^2*g*r^2*x^3-15424*a*b^3*c^2* p^2*r*x^3-30848*a*b^3*c^2*p*q*r*x^3-46144*a*b^3*c^2*p*r^2*x^3-15424*a*b^3*c^2*q ^2*r*x^3-46144*a*b^3*c^2*q*r^2*x^3-36608*a*b^3*c^2*r^3*x^3-2112*a*b^3*c*g^2*p*r *x^3-2112*a*b^3*c*g^2*q*r*x^3-3696*a*b^3*c*g^2*r^2*x^3-6816*a*b^3*c*g*p^2*r*x^3 -13632*a*b^3*c*g*p*q*r*x^3-21392*a*b^3*c*g*p*r^2*x^3-6816*a*b^3*c*g*q^2*r*x^3-\ 21392*a*b^3*c*g*q*r^2*x^3-18816*a*b^3*c*g*r^3*x^3-4672*a*b^3*c*p^3*r*x^3-14016* a*b^3*c*p^2*q*r*x^3-20720*a*b^3*c*p^2*r^2*x^3-14016*a*b^3*c*p*q^2*r*x^3-41440*a *b^3*c*p*q*r^2*x^3-32256*a*b^3*c*p*r^3*x^3-4672*a*b^3*c*q^3*r*x^3-20720*a*b^3*c *q^2*r^2*x^3-32256*a*b^3*c*q*r^3*x^3-16656*a*b^3*c*r^4*x^3-528*a*b^3*g^2*p^2*r* x^3-1056*a*b^3*g^2*p*q*r*x^3-1848*a*b^3*g^2*p*r^2*x^3-528*a*b^3*g^2*q^2*r*x^3-\ 1848*a*b^3*g^2*q*r^2*x^3-2112*a*b^3*g^2*r^3*x^3-1056*a*b^3*g*p^3*r*x^3-3168*a*b ^3*g*p^2*q*r*x^3-4928*a*b^3*g*p^2*r^2*x^3-3168*a*b^3*g*p*q^2*r*x^3-9856*a*b^3*g *p*q*r^2*x^3-8448*a*b^3*g*p*r^3*x^3-1056*a*b^3*g*q^3*r*x^3-4928*a*b^3*g*q^2*r^2 *x^3-8448*a*b^3*g*q*r^3*x^3-4752*a*b^3*g*r^4*x^3-528*a*b^3*p^4*r*x^3-2112*a*b^3 *p^3*q*r*x^3-3080*a*b^3*p^3*r^2*x^3-3168*a*b^3*p^2*q^2*r*x^3-9240*a*b^3*p^2*q*r ^2*x^3-7040*a*b^3*p^2*r^3*x^3-2112*a*b^3*p*q^3*r*x^3-9240*a*b^3*p*q^2*r^2*x^3-\ 14080*a*b^3*p*q*r^3*x^3-7128*a*b^3*p*r^4*x^3-528*a*b^3*q^4*r*x^3-3080*a*b^3*q^3 *r^2*x^3-7040*a*b^3*q^2*r^3*x^3-7128*a*b^3*q*r^4*x^3-2640*a*b^3*r^5*x^3-20544*a *b^2*c^5*r*x^3-26592*a*b^2*c^4*g*r*x^3-46560*a*b^2*c^4*p*r*x^3-46560*a*b^2*c^4* q*r*x^3-68880*a*b^2*c^4*r^2*x^3-11184*a*b^2*c^3*g^2*r*x^3-48672*a*b^2*c^3*g*p*r *x^3-48672*a*b^2*c^3*g*q*r*x^3-73584*a*b^2*c^3*g*r^2*x^3-42048*a*b^2*c^3*p^2*r* x^3-84096*a*b^2*c^3*p*q*r*x^3-122976*a*b^2*c^3*p*r^2*x^3-42048*a*b^2*c^3*q^2*r* x^3-122976*a*b^2*c^3*q*r^2*x^3-93312*a*b^2*c^3*r^3*x^3-1512*a*b^2*c^2*g^3*r*x^3 -15720*a*b^2*c^2*g^2*p*r*x^3-15720*a*b^2*c^2*g^2*q*r*x^3-24864*a*b^2*c^2*g^2*r^ 2*x^3-33264*a*b^2*c^2*g*p^2*r*x^3-66528*a*b^2*c^2*g*p*q*r*x^3-99540*a*b^2*c^2*g *p*r^2*x^3-33264*a*b^2*c^2*g*q^2*r*x^3-99540*a*b^2*c^2*g*q*r^2*x^3-79008*a*b^2* c^2*g*r^3*x^3-18912*a*b^2*c^2*p^3*r*x^3-56736*a*b^2*c^2*p^2*q*r*x^3-81900*a*b^2 *c^2*p^2*r^2*x^3-56736*a*b^2*c^2*p*q^2*r*x^3-163800*a*b^2*c^2*p*q*r^2*x^3-\ 122112*a*b^2*c^2*p*r^3*x^3-18912*a*b^2*c^2*q^3*r*x^3-81900*a*b^2*c^2*q^2*r^2*x^ 3-122112*a*b^2*c^2*q*r^3*x^3-60444*a*b^2*c^2*r^4*x^3-1512*a*b^2*c*g^3*p*r*x^3-\ 1512*a*b^2*c*g^3*q*r*x^3-2646*a*b^2*c*g^3*r^2*x^3-7332*a*b^2*c*g^2*p^2*r*x^3-\ 14664*a*b^2*c*g^2*p*q*r*x^3-23016*a*b^2*c*g^2*p*r^2*x^3-7332*a*b^2*c*g^2*q^2*r* x^3-23016*a*b^2*c*g^2*q*r^2*x^3-20256*a*b^2*c*g^2*r^3*x^3-10056*a*b^2*c*g*p^3*r *x^3-30168*a*b^2*c*g*p^2*q*r*x^3-44604*a*b^2*c*g*p^2*r^2*x^3-30168*a*b^2*c*g*p* q^2*r*x^3-89208*a*b^2*c*g*p*q*r^2*x^3-69456*a*b^2*c*g*p*r^3*x^3-10056*a*b^2*c*g *q^3*r*x^3-44604*a*b^2*c*g*q^2*r^2*x^3-69456*a*b^2*c*g*q*r^3*x^3-35874*a*b^2*c* g*r^4*x^3-4236*a*b^2*c*p^4*r*x^3-16944*a*b^2*c*p^3*q*r*x^3-24108*a*b^2*c*p^3*r^ 2*x^3-25416*a*b^2*c*p^2*q^2*r*x^3-72324*a*b^2*c*p^2*q*r^2*x^3-52848*a*b^2*c*p^2 *r^3*x^3-16944*a*b^2*c*p*q^3*r*x^3-72324*a*b^2*c*p*q^2*r^2*x^3-105696*a*b^2*c*p *q*r^3*x^3-51336*a*b^2*c*p*r^4*x^3-4236*a*b^2*c*q^4*r*x^3-24108*a*b^2*c*q^3*r^2 *x^3-52848*a*b^2*c*q^2*r^3*x^3-51336*a*b^2*c*q*r^4*x^3-18360*a*b^2*c*r^5*x^3-\ 378*a*b^2*g^3*p^2*r*x^3-756*a*b^2*g^3*p*q*r*x^3-1323*a*b^2*g^3*p*r^2*x^3-378*a* b^2*g^3*q^2*r*x^3-1323*a*b^2*g^3*q*r^2*x^3-1512*a*b^2*g^3*r^3*x^3-1134*a*b^2*g^ 2*p^3*r*x^3-3402*a*b^2*g^2*p^2*q*r*x^3-5292*a*b^2*g^2*p^2*r^2*x^3-3402*a*b^2*g^ 2*p*q^2*r*x^3-10584*a*b^2*g^2*p*q*r^2*x^3-9072*a*b^2*g^2*p*r^3*x^3-1134*a*b^2*g ^2*q^3*r*x^3-5292*a*b^2*g^2*q^2*r^2*x^3-9072*a*b^2*g^2*q*r^3*x^3-5103*a*b^2*g^2 *r^4*x^3-1134*a*b^2*g*p^4*r*x^3-4536*a*b^2*g*p^3*q*r*x^3-6615*a*b^2*g*p^3*r^2*x ^3-6804*a*b^2*g*p^2*q^2*r*x^3-19845*a*b^2*g*p^2*q*r^2*x^3-15120*a*b^2*g*p^2*r^3 *x^3-4536*a*b^2*g*p*q^3*r*x^3-19845*a*b^2*g*p*q^2*r^2*x^3-30240*a*b^2*g*p*q*r^3 *x^3-15309*a*b^2*g*p*r^4*x^3-1134*a*b^2*g*q^4*r*x^3-6615*a*b^2*g*q^3*r^2*x^3-\ 15120*a*b^2*g*q^2*r^3*x^3-15309*a*b^2*g*q*r^4*x^3-5670*a*b^2*g*r^5*x^3-378*a*b^ 2*p^5*r*x^3-1890*a*b^2*p^4*q*r*x^3-2646*a*b^2*p^4*r^2*x^3-3780*a*b^2*p^3*q^2*r* x^3-10584*a*b^2*p^3*q*r^2*x^3-7560*a*b^2*p^3*r^3*x^3-3780*a*b^2*p^2*q^3*r*x^3-\ 15876*a*b^2*p^2*q^2*r^2*x^3-22680*a*b^2*p^2*q*r^3*x^3-10773*a*b^2*p^2*r^4*x^3-\ 1890*a*b^2*p*q^4*r*x^3-10584*a*b^2*p*q^3*r^2*x^3-22680*a*b^2*p*q^2*r^3*x^3-\ 21546*a*b^2*p*q*r^4*x^3-7560*a*b^2*p*r^5*x^3-378*a*b^2*q^5*r*x^3-2646*a*b^2*q^4 *r^2*x^3-7560*a*b^2*q^3*r^3*x^3-10773*a*b^2*q^2*r^4*x^3-7560*a*b^2*q*r^5*x^3-\ 2079*a*b^2*r^6*x^3-16512*a*b*c^6*r*x^3-28992*a*b*c^5*g*r*x^3-44672*a*b*c^5*p*r* x^3-44672*a*b*c^5*q*r*x^3-65408*a*b*c^5*r^2*x^3-18720*a*b*c^4*g^2*r*x^3-65600*a *b*c^4*g*p*r*x^3-65600*a*b*c^4*g*q*r*x^3-97104*a*b*c^4*g*r^2*x^3-50176*a*b*c^4* p^2*r*x^3-100352*a*b*c^4*p*q*r*x^3-145152*a*b*c^4*p*r^2*x^3-50176*a*b*c^4*q^2*r *x^3-145152*a*b*c^4*q*r^2*x^3-107904*a*b*c^4*r^3*x^3-5232*a*b*c^3*g^3*r*x^3-\ 34208*a*b*c^3*g^2*p*r*x^3-34208*a*b*c^3*g^2*q*r*x^3-51744*a*b*c^3*g^2*r^2*x^3-\ 59136*a*b*c^3*g*p^2*r*x^3-118272*a*b*c^3*g*p*q*r*x^3-173040*a*b*c^3*g*p*r^2*x^3 -59136*a*b*c^3*g*q^2*r*x^3-173040*a*b*c^3*g*q*r^2*x^3-131328*a*b*c^3*g*r^3*x^3-\ 29952*a*b*c^3*p^3*r*x^3-89856*a*b*c^3*p^2*q*r*x^3-128240*a*b*c^3*p^2*r^2*x^3-\ 89856*a*b*c^3*p*q^2*r*x^3-256480*a*b*c^3*p*q*r^2*x^3-187392*a*b*c^3*p*r^3*x^3-\ 29952*a*b*c^3*q^3*r*x^3-128240*a*b*c^3*q^2*r^2*x^3-187392*a*b*c^3*q*r^3*x^3-\ 90864*a*b*c^3*r^4*x^3-528*a*b*c^2*g^4*r*x^3-7344*a*b*c^2*g^3*p*r*x^3-7344*a*b*c ^2*g^3*q*r*x^3-11620*a*b*c^2*g^3*r^2*x^3-23336*a*b*c^2*g^2*p^2*r*x^3-46672*a*b* c^2*g^2*p*q*r*x^3-69860*a*b*c^2*g^2*p*r^2*x^3-23336*a*b*c^2*g^2*q^2*r*x^3-69860 *a*b*c^2*g^2*q*r^2*x^3-55488*a*b*c^2*g^2*r^3*x^3-26544*a*b*c^2*g*p^3*r*x^3-\ 79632*a*b*c^2*g*p^2*q*r*x^3-114996*a*b*c^2*g*p^2*r^2*x^3-79632*a*b*c^2*g*p*q^2* r*x^3-229992*a*b*c^2*g*p*q*r^2*x^3-171488*a*b*c^2*g*p*r^3*x^3-26544*a*b*c^2*g*q ^3*r*x^3-114996*a*b*c^2*g*q^2*r^2*x^3-171488*a*b*c^2*g*q*r^3*x^3-84888*a*b*c^2* g*r^4*x^3-10024*a*b*c^2*p^4*r*x^3-40096*a*b*c^2*p^3*q*r*x^3-56392*a*b*c^2*p^3*r ^2*x^3-60144*a*b*c^2*p^2*q^2*r*x^3-169176*a*b*c^2*p^2*q*r^2*x^3-121248*a*b*c^2* p^2*r^3*x^3-40096*a*b*c^2*p*q^3*r*x^3-169176*a*b*c^2*p*q^2*r^2*x^3-242496*a*b*c ^2*p*q*r^3*x^3-115440*a*b*c^2*p*r^4*x^3-10024*a*b*c^2*q^4*r*x^3-56392*a*b*c^2*q ^3*r^2*x^3-121248*a*b*c^2*q^2*r^3*x^3-115440*a*b*c^2*q*r^4*x^3-40560*a*b*c^2*r^ 5*x^3-528*a*b*c*g^4*p*r*x^3-528*a*b*c*g^4*q*r*x^3-924*a*b*c*g^4*r^2*x^3-3420*a* b*c*g^3*p^2*r*x^3-6840*a*b*c*g^3*p*q*r*x^3-10738*a*b*c*g^3*p*r^2*x^3-3420*a*b*c *g^3*q^2*r*x^3-10738*a*b*c*g^3*q*r^2*x^3-9456*a*b*c*g^3*r^3*x^3-7040*a*b*c*g^2* p^3*r*x^3-21120*a*b*c*g^2*p^2*q*r*x^3-31234*a*b*c*g^2*p^2*r^2*x^3-21120*a*b*c*g ^2*p*q^2*r*x^3-62468*a*b*c*g^2*p*q*r^2*x^3-48656*a*b*c*g^2*p*r^3*x^3-7040*a*b*c *g^2*q^3*r*x^3-31234*a*b*c*g^2*q^2*r^2*x^3-48656*a*b*c*g^2*q*r^3*x^3-25140*a*b* c*g^2*r^4*x^3-5932*a*b*c*g*p^4*r*x^3-23728*a*b*c*g*p^3*q*r*x^3-33768*a*b*c*g*p^ 3*r^2*x^3-35592*a*b*c*g*p^2*q^2*r*x^3-101304*a*b*c*g*p^2*q*r^2*x^3-74032*a*b*c* g*p^2*r^3*x^3-23728*a*b*c*g*p*q^3*r*x^3-101304*a*b*c*g*p*q^2*r^2*x^3-148064*a*b *c*g*p*q*r^3*x^3-71916*a*b*c*g*p*r^4*x^3-5932*a*b*c*g*q^4*r*x^3-33768*a*b*c*g*q ^3*r^2*x^3-74032*a*b*c*g*q^2*r^3*x^3-71916*a*b*c*g*q*r^4*x^3-25720*a*b*c*g*r^5* x^3-1784*a*b*c*p^5*r*x^3-8920*a*b*c*p^4*q*r*x^3-12348*a*b*c*p^4*r^2*x^3-17840*a *b*c*p^3*q^2*r*x^3-49392*a*b*c*p^3*q*r^2*x^3-34656*a*b*c*p^3*r^3*x^3-17840*a*b* c*p^2*q^3*r*x^3-74088*a*b*c*p^2*q^2*r^2*x^3-103968*a*b*c*p^2*q*r^3*x^3-48468*a* b*c*p^2*r^4*x^3-8920*a*b*c*p*q^4*r*x^3-49392*a*b*c*p*q^3*r^2*x^3-103968*a*b*c*p *q^2*r^3*x^3-96936*a*b*c*p*q*r^4*x^3-33440*a*b*c*p*r^5*x^3-1784*a*b*c*q^5*r*x^3 -12348*a*b*c*q^4*r^2*x^3-34656*a*b*c*q^3*r^3*x^3-48468*a*b*c*q^2*r^4*x^3-33440* a*b*c*q*r^5*x^3-9064*a*b*c*r^6*x^3-132*a*b*g^4*p^2*r*x^3-264*a*b*g^4*p*q*r*x^3-\ 462*a*b*g^4*p*r^2*x^3-132*a*b*g^4*q^2*r*x^3-462*a*b*g^4*q*r^2*x^3-528*a*b*g^4*r ^3*x^3-528*a*b*g^3*p^3*r*x^3-1584*a*b*g^3*p^2*q*r*x^3-2464*a*b*g^3*p^2*r^2*x^3-\ 1584*a*b*g^3*p*q^2*r*x^3-4928*a*b*g^3*p*q*r^2*x^3-4224*a*b*g^3*p*r^3*x^3-528*a* b*g^3*q^3*r*x^3-2464*a*b*g^3*q^2*r^2*x^3-4224*a*b*g^3*q*r^3*x^3-2376*a*b*g^3*r^ 4*x^3-792*a*b*g^2*p^4*r*x^3-3168*a*b*g^2*p^3*q*r*x^3-4620*a*b*g^2*p^3*r^2*x^3-\ 4752*a*b*g^2*p^2*q^2*r*x^3-13860*a*b*g^2*p^2*q*r^2*x^3-10560*a*b*g^2*p^2*r^3*x^ 3-3168*a*b*g^2*p*q^3*r*x^3-13860*a*b*g^2*p*q^2*r^2*x^3-21120*a*b*g^2*p*q*r^3*x^ 3-10692*a*b*g^2*p*r^4*x^3-792*a*b*g^2*q^4*r*x^3-4620*a*b*g^2*q^3*r^2*x^3-10560* a*b*g^2*q^2*r^3*x^3-10692*a*b*g^2*q*r^4*x^3-3960*a*b*g^2*r^5*x^3-528*a*b*g*p^5* r*x^3-2640*a*b*g*p^4*q*r*x^3-3696*a*b*g*p^4*r^2*x^3-5280*a*b*g*p^3*q^2*r*x^3-\ 14784*a*b*g*p^3*q*r^2*x^3-10560*a*b*g*p^3*r^3*x^3-5280*a*b*g*p^2*q^3*r*x^3-\ 22176*a*b*g*p^2*q^2*r^2*x^3-31680*a*b*g*p^2*q*r^3*x^3-15048*a*b*g*p^2*r^4*x^3-\ 2640*a*b*g*p*q^4*r*x^3-14784*a*b*g*p*q^3*r^2*x^3-31680*a*b*g*p*q^2*r^3*x^3-\ 30096*a*b*g*p*q*r^4*x^3-10560*a*b*g*p*r^5*x^3-528*a*b*g*q^5*r*x^3-3696*a*b*g*q^ 4*r^2*x^3-10560*a*b*g*q^3*r^3*x^3-15048*a*b*g*q^2*r^4*x^3-10560*a*b*g*q*r^5*x^3 -2904*a*b*g*r^6*x^3-132*a*b*p^6*r*x^3-792*a*b*p^5*q*r*x^3-1078*a*b*p^5*r^2*x^3-\ 1980*a*b*p^4*q^2*r*x^3-5390*a*b*p^4*q*r^2*x^3-3696*a*b*p^4*r^3*x^3-2640*a*b*p^3 *q^3*r*x^3-10780*a*b*p^3*q^2*r^2*x^3-14784*a*b*p^3*q*r^3*x^3-6732*a*b*p^3*r^4*x ^3-1980*a*b*p^2*q^4*r*x^3-10780*a*b*p^2*q^3*r^2*x^3-22176*a*b*p^2*q^2*r^3*x^3-\ 20196*a*b*p^2*q*r^4*x^3-6820*a*b*p^2*r^5*x^3-792*a*b*p*q^5*r*x^3-5390*a*b*p*q^4 *r^2*x^3-14784*a*b*p*q^3*r^3*x^3-20196*a*b*p*q^2*r^4*x^3-13640*a*b*p*q*r^5*x^3-\ 3630*a*b*p*r^6*x^3-132*a*b*q^6*r*x^3-1078*a*b*q^5*r^2*x^3-3696*a*b*q^4*r^3*x^3-\ 6732*a*b*q^3*r^4*x^3-6820*a*b*q^2*r^5*x^3-3630*a*b*q*r^6*x^3-792*a*b*r^7*x^3-\ 5120*a*c^7*r*x^3-11392*a*c^6*g*r*x^3-16128*a*c^6*p*r*x^3-16128*a*c^6*q*r*x^3-\ 23520*a*c^6*r^2*x^3-9984*a*c^5*g^2*r*x^3-30784*a*c^5*g*p*r*x^3-30784*a*c^5*g*q* r*x^3-45136*a*c^5*g*r^2*x^3-21696*a*c^5*p^2*r*x^3-43392*a*c^5*p*q*r*x^3-62496*a *c^5*p*r^2*x^3-21696*a*c^5*q^2*r*x^3-62496*a*c^5*q*r^2*x^3-46080*a*c^5*r^3*x^3-\ 4288*a*c^4*g^3*r*x^3-22560*a*c^4*g^2*p*r*x^3-22560*a*c^4*g^2*q*r*x^3-33432*a*c^ 4*g^2*r^2*x^3-34528*a*c^4*g*p^2*r*x^3-69056*a*c^4*g*p*q*r*x^3-100016*a*c^4*g*p* r^2*x^3-34528*a*c^4*g*q^2*r*x^3-100016*a*c^4*g*q*r^2*x^3-74432*a*c^4*g*r^3*x^3-\ 16160*a*c^4*p^3*r*x^3-48480*a*c^4*p^2*q*r*x^3-68880*a*c^4*p^2*r^2*x^3-48480*a*c ^4*p*q^2*r*x^3-137760*a*c^4*p*q*r^2*x^3-99840*a*c^4*p*r^3*x^3-16160*a*c^4*q^3*r *x^3-68880*a*c^4*q^2*r^2*x^3-99840*a*c^4*q*r^3*x^3-48000*a*c^4*r^4*x^3-896*a*c^ 3*g^4*r*x^3-7824*a*c^3*g^3*p*r*x^3-7824*a*c^3*g^3*q*r*x^3-11844*a*c^3*g^3*r^2*x ^3-20304*a*c^3*g^2*p^2*r*x^3-40608*a*c^3*g^2*p*q*r*x^3-59472*a*c^3*g^2*p*r^2*x^ 3-20304*a*c^3*g^2*q^2*r*x^3-59472*a*c^3*g^2*q*r^2*x^3-45184*a*c^3*g^2*r^3*x^3-\ 20576*a*c^3*g*p^3*r*x^3-61728*a*c^3*g*p^2*q*r*x^3-88200*a*c^3*g*p^2*r^2*x^3-\ 61728*a*c^3*g*p*q^2*r*x^3-176400*a*c^3*g*p*q*r^2*x^3-129024*a*c^3*g*p*r^3*x^3-\ 20576*a*c^3*g*q^3*r*x^3-88200*a*c^3*g*q^2*r^2*x^3-129024*a*c^3*g*q*r^3*x^3-\ 62616*a*c^3*g*r^4*x^3-7200*a*c^3*p^4*r*x^3-28800*a*c^3*p^3*q*r*x^3-40320*a*c^3* p^3*r^2*x^3-43200*a*c^3*p^2*q^2*r*x^3-120960*a*c^3*p^2*q*r^2*x^3-86016*a*c^3*p^ 2*r^3*x^3-28800*a*c^3*p*q^3*r*x^3-120960*a*c^3*p*q^2*r^2*x^3-172032*a*c^3*p*q*r ^3*x^3-81216*a*c^3*p*r^4*x^3-7200*a*c^3*q^4*r*x^3-40320*a*c^3*q^3*r^2*x^3-86016 *a*c^3*q^2*r^3*x^3-81216*a*c^3*q*r^4*x^3-28320*a*c^3*r^5*x^3-72*a*c^2*g^5*r*x^3 -1256*a*c^2*g^4*p*r*x^3-1256*a*c^2*g^4*q*r*x^3-1988*a*c^2*g^4*r^2*x^3-5328*a*c^ 2*g^3*p^2*r*x^3-10656*a*c^2*g^3*p*q*r*x^3-15960*a*c^2*g^3*p*r^2*x^3-5328*a*c^2* g^3*q^2*r*x^3-15960*a*c^2*g^3*q*r^2*x^3-12688*a*c^2*g^3*r^3*x^3-9096*a*c^2*g^2* p^3*r*x^3-27288*a*c^2*g^2*p^2*q*r*x^3-39438*a*c^2*g^2*p^2*r^2*x^3-27288*a*c^2*g ^2*p*q^2*r*x^3-78876*a*c^2*g^2*p*q*r^2*x^3-58864*a*c^2*g^2*p*r^3*x^3-9096*a*c^2 *g^2*q^3*r*x^3-39438*a*c^2*g^2*q^2*r^2*x^3-58864*a*c^2*g^2*q*r^3*x^3-29160*a*c^ 2*g^2*r^4*x^3-6872*a*c^2*g*p^4*r*x^3-27488*a*c^2*g*p^3*q*r*x^3-38696*a*c^2*g*p^ 3*r^2*x^3-41232*a*c^2*g*p^2*q^2*r*x^3-116088*a*c^2*g*p^2*q*r^2*x^3-83280*a*c^2* g*p^2*r^3*x^3-27488*a*c^2*g*p*q^3*r*x^3-116088*a*c^2*g*p*q^2*r^2*x^3-166560*a*c ^2*g*p*q*r^3*x^3-79356*a*c^2*g*p*r^4*x^3-6872*a*c^2*g*q^4*r*x^3-38696*a*c^2*g*q ^3*r^2*x^3-83280*a*c^2*g*q^2*r^3*x^3-79356*a*c^2*g*q*r^4*x^3-27900*a*c^2*g*r^5* x^3-1920*a*c^2*p^5*r*x^3-9600*a*c^2*p^4*q*r*x^3-13230*a*c^2*p^4*r^2*x^3-19200*a *c^2*p^3*q^2*r*x^3-52920*a*c^2*p^3*q*r^2*x^3-36864*a*c^2*p^3*r^3*x^3-19200*a*c^ 2*p^2*q^3*r*x^3-79380*a*c^2*p^2*q^2*r^2*x^3-110592*a*c^2*p^2*q*r^3*x^3-51156*a* c^2*p^2*r^4*x^3-9600*a*c^2*p*q^4*r*x^3-52920*a*c^2*p*q^3*r^2*x^3-110592*a*c^2*p *q^2*r^3*x^3-102312*a*c^2*p*q*r^4*x^3-35040*a*c^2*p*r^5*x^3-1920*a*c^2*q^5*r*x^ 3-13230*a*c^2*q^4*r^2*x^3-36864*a*c^2*q^3*r^3*x^3-51156*a*c^2*q^2*r^4*x^3-35040 *a*c^2*q*r^5*x^3-9438*a*c^2*r^6*x^3-72*a*c*g^5*p*r*x^3-72*a*c*g^5*q*r*x^3-126*a *c*g^5*r^2*x^3-584*a*c*g^4*p^2*r*x^3-1168*a*c*g^4*p*q*r*x^3-1834*a*c*g^4*p*r^2* x^3-584*a*c*g^4*q^2*r*x^3-1834*a*c*g^4*q*r^2*x^3-1616*a*c*g^4*r^3*x^3-1604*a*c* g^3*p^3*r*x^3-4812*a*c*g^3*p^2*q*r*x^3-7119*a*c*g^3*p^2*r^2*x^3-4812*a*c*g^3*p* q^2*r*x^3-14238*a*c*g^3*p*q*r^2*x^3-11096*a*c*g^3*p*r^3*x^3-1604*a*c*g^3*q^3*r* x^3-7119*a*c*g^3*q^2*r^2*x^3-11096*a*c*g^3*q*r^3*x^3-5736*a*c*g^3*r^4*x^3-2028* a*c*g^2*p^4*r*x^3-8112*a*c*g^2*p^3*q*r*x^3-11550*a*c*g^2*p^3*r^2*x^3-12168*a*c* g^2*p^2*q^2*r*x^3-34650*a*c*g^2*p^2*q*r^2*x^3-25336*a*c*g^2*p^2*r^3*x^3-8112*a* c*g^2*p*q^3*r*x^3-34650*a*c*g^2*p*q^2*r^2*x^3-50672*a*c*g^2*p*q*r^3*x^3-24624*a *c*g^2*p*r^4*x^3-2028*a*c*g^2*q^4*r*x^3-11550*a*c*g^2*q^3*r^2*x^3-25336*a*c*g^2 *q^2*r^3*x^3-24624*a*c*g^2*q*r^4*x^3-8810*a*c*g^2*r^5*x^3-1220*a*c*g*p^5*r*x^3-\ 6100*a*c*g*p^4*q*r*x^3-8449*a*c*g*p^4*r^2*x^3-12200*a*c*g*p^3*q^2*r*x^3-33796*a *c*g*p^3*q*r^2*x^3-23728*a*c*g*p^3*r^3*x^3-12200*a*c*g*p^2*q^3*r*x^3-50694*a*c* g*p^2*q^2*r^2*x^3-71184*a*c*g*p^2*q*r^3*x^3-33204*a*c*g*p^2*r^4*x^3-6100*a*c*g* p*q^4*r*x^3-33796*a*c*g*p*q^3*r^2*x^3-71184*a*c*g*p*q^2*r^3*x^3-66408*a*c*g*p*q *r^4*x^3-22920*a*c*g*p*r^5*x^3-1220*a*c*g*q^5*r*x^3-8449*a*c*g*q^4*r^2*x^3-\ 23728*a*c*g*q^3*r^3*x^3-33204*a*c*g*q^2*r^4*x^3-22920*a*c*g*q*r^5*x^3-6215*a*c* g*r^6*x^3-284*a*c*p^6*r*x^3-1704*a*c*p^5*q*r*x^3-2310*a*c*p^5*r^2*x^3-4260*a*c* p^4*q^2*r*x^3-11550*a*c*p^4*q*r^2*x^3-7872*a*c*p^4*r^3*x^3-5680*a*c*p^3*q^3*r*x ^3-23100*a*c*p^3*q^2*r^2*x^3-31488*a*c*p^3*q*r^3*x^3-14244*a*c*p^3*r^4*x^3-4260 *a*c*p^2*q^4*r*x^3-23100*a*c*p^2*q^3*r^2*x^3-47232*a*c*p^2*q^2*r^3*x^3-42732*a* c*p^2*q*r^4*x^3-14340*a*c*p^2*r^5*x^3-1704*a*c*p*q^5*r*x^3-11550*a*c*p*q^4*r^2* x^3-31488*a*c*p*q^3*r^3*x^3-42732*a*c*p*q^2*r^4*x^3-28680*a*c*p*q*r^5*x^3-7590* a*c*p*r^6*x^3-284*a*c*q^6*r*x^3-2310*a*c*q^5*r^2*x^3-7872*a*c*q^4*r^3*x^3-14244 *a*c*q^3*r^4*x^3-14340*a*c*q^2*r^5*x^3-7590*a*c*q*r^6*x^3-1648*a*c*r^7*x^3-18*a *g^5*p^2*r*x^3-36*a*g^5*p*q*r*x^3-63*a*g^5*p*r^2*x^3-18*a*g^5*q^2*r*x^3-63*a*g^ 5*q*r^2*x^3-72*a*g^5*r^3*x^3-90*a*g^4*p^3*r*x^3-270*a*g^4*p^2*q*r*x^3-420*a*g^4 *p^2*r^2*x^3-270*a*g^4*p*q^2*r*x^3-840*a*g^4*p*q*r^2*x^3-720*a*g^4*p*r^3*x^3-90 *a*g^4*q^3*r*x^3-420*a*g^4*q^2*r^2*x^3-720*a*g^4*q*r^3*x^3-405*a*g^4*r^4*x^3-\ 180*a*g^3*p^4*r*x^3-720*a*g^3*p^3*q*r*x^3-1050*a*g^3*p^3*r^2*x^3-1080*a*g^3*p^2 *q^2*r*x^3-3150*a*g^3*p^2*q*r^2*x^3-2400*a*g^3*p^2*r^3*x^3-720*a*g^3*p*q^3*r*x^ 3-3150*a*g^3*p*q^2*r^2*x^3-4800*a*g^3*p*q*r^3*x^3-2430*a*g^3*p*r^4*x^3-180*a*g^ 3*q^4*r*x^3-1050*a*g^3*q^3*r^2*x^3-2400*a*g^3*q^2*r^3*x^3-2430*a*g^3*q*r^4*x^3-\ 900*a*g^3*r^5*x^3-180*a*g^2*p^5*r*x^3-900*a*g^2*p^4*q*r*x^3-1260*a*g^2*p^4*r^2* x^3-1800*a*g^2*p^3*q^2*r*x^3-5040*a*g^2*p^3*q*r^2*x^3-3600*a*g^2*p^3*r^3*x^3-\ 1800*a*g^2*p^2*q^3*r*x^3-7560*a*g^2*p^2*q^2*r^2*x^3-10800*a*g^2*p^2*q*r^3*x^3-\ 5130*a*g^2*p^2*r^4*x^3-900*a*g^2*p*q^4*r*x^3-5040*a*g^2*p*q^3*r^2*x^3-10800*a*g ^2*p*q^2*r^3*x^3-10260*a*g^2*p*q*r^4*x^3-3600*a*g^2*p*r^5*x^3-180*a*g^2*q^5*r*x ^3-1260*a*g^2*q^4*r^2*x^3-3600*a*g^2*q^3*r^3*x^3-5130*a*g^2*q^2*r^4*x^3-3600*a* g^2*q*r^5*x^3-990*a*g^2*r^6*x^3-90*a*g*p^6*r*x^3-540*a*g*p^5*q*r*x^3-735*a*g*p^ 5*r^2*x^3-1350*a*g*p^4*q^2*r*x^3-3675*a*g*p^4*q*r^2*x^3-2520*a*g*p^4*r^3*x^3-\ 1800*a*g*p^3*q^3*r*x^3-7350*a*g*p^3*q^2*r^2*x^3-10080*a*g*p^3*q*r^3*x^3-4590*a* g*p^3*r^4*x^3-1350*a*g*p^2*q^4*r*x^3-7350*a*g*p^2*q^3*r^2*x^3-15120*a*g*p^2*q^2 *r^3*x^3-13770*a*g*p^2*q*r^4*x^3-4650*a*g*p^2*r^5*x^3-540*a*g*p*q^5*r*x^3-3675* a*g*p*q^4*r^2*x^3-10080*a*g*p*q^3*r^3*x^3-13770*a*g*p*q^2*r^4*x^3-9300*a*g*p*q* r^5*x^3-2475*a*g*p*r^6*x^3-90*a*g*q^6*r*x^3-735*a*g*q^5*r^2*x^3-2520*a*g*q^4*r^ 3*x^3-4590*a*g*q^3*r^4*x^3-4650*a*g*q^2*r^5*x^3-2475*a*g*q*r^6*x^3-540*a*g*r^7* x^3-18*a*p^7*r*x^3-126*a*p^6*q*r*x^3-168*a*p^6*r^2*x^3-378*a*p^5*q^2*r*x^3-1008 *a*p^5*q*r^2*x^3-672*a*p^5*r^3*x^3-630*a*p^4*q^3*r*x^3-2520*a*p^4*q^2*r^2*x^3-\ 3360*a*p^4*q*r^3*x^3-1485*a*p^4*r^4*x^3-630*a*p^3*q^4*r*x^3-3360*a*p^3*q^3*r^2* x^3-6720*a*p^3*q^2*r^3*x^3-5940*a*p^3*q*r^4*x^3-1950*a*p^3*r^5*x^3-378*a*p^2*q^ 5*r*x^3-2520*a*p^2*q^4*r^2*x^3-6720*a*p^2*q^3*r^3*x^3-8910*a*p^2*q^2*r^4*x^3-\ 5850*a*p^2*q*r^5*x^3-1518*a*p^2*r^6*x^3-126*a*p*q^6*r*x^3-1008*a*p*q^5*r^2*x^3-\ 3360*a*p*q^4*r^3*x^3-5940*a*p*q^3*r^4*x^3-5850*a*p*q^2*r^5*x^3-3036*a*p*q*r^6*x ^3-648*a*p*r^7*x^3-18*a*q^7*r*x^3-168*a*q^6*r^2*x^3-672*a*q^5*r^3*x^3-1485*a*q^ 4*r^4*x^3-1950*a*q^3*r^5*x^3-1518*a*q^2*r^6*x^3-648*a*q*r^7*x^3-117*a*r^8*x^3-\ 64*b^6*c^2*r*x^3-64*b^6*c*p*r*x^3-64*b^6*c*q*r*x^3-112*b^6*c*r^2*x^3-16*b^6*p^2 *r*x^3-32*b^6*p*q*r*x^3-56*b^6*p*r^2*x^3-16*b^6*q^2*r*x^3-56*b^6*q*r^2*x^3-64*b ^6*r^3*x^3-704*b^5*c^3*r*x^3-288*b^5*c^2*g*r*x^3-992*b^5*c^2*p*r*x^3-992*b^5*c^ 2*q*r*x^3-1568*b^5*c^2*r^2*x^3-288*b^5*c*g*p*r*x^3-288*b^5*c*g*q*r*x^3-504*b^5* c*g*r^2*x^3-464*b^5*c*p^2*r*x^3-928*b^5*c*p*q*r*x^3-1456*b^5*c*p*r^2*x^3-464*b^ 5*c*q^2*r*x^3-1456*b^5*c*q*r^2*x^3-1280*b^5*c*r^3*x^3-72*b^5*g*p^2*r*x^3-144*b^ 5*g*p*q*r*x^3-252*b^5*g*p*r^2*x^3-72*b^5*g*q^2*r*x^3-252*b^5*g*q*r^2*x^3-288*b^ 5*g*r^3*x^3-72*b^5*p^3*r*x^3-216*b^5*p^2*q*r*x^3-336*b^5*p^2*r^2*x^3-216*b^5*p* q^2*r*x^3-672*b^5*p*q*r^2*x^3-576*b^5*p*r^3*x^3-72*b^5*q^3*r*x^3-336*b^5*q^2*r^ 2*x^3-576*b^5*q*r^3*x^3-324*b^5*r^4*x^3-3072*b^4*c^4*r*x^3-2592*b^4*c^3*g*r*x^3 -5632*b^4*c^3*p*r*x^3-5632*b^4*c^3*q*r*x^3-8512*b^4*c^3*r^2*x^3-528*b^4*c^2*g^2 *r*x^3-3648*b^4*c^2*g*p*r*x^3-3648*b^4*c^2*g*q*r*x^3-5768*b^4*c^2*g*r^2*x^3-\ 3856*b^4*c^2*p^2*r*x^3-7712*b^4*c^2*p*q*r*x^3-11536*b^4*c^2*p*r^2*x^3-3856*b^4* c^2*q^2*r*x^3-11536*b^4*c^2*q*r^2*x^3-9152*b^4*c^2*r^3*x^3-528*b^4*c*g^2*p*r*x^ 3-528*b^4*c*g^2*q*r*x^3-924*b^4*c*g^2*r^2*x^3-1704*b^4*c*g*p^2*r*x^3-3408*b^4*c *g*p*q*r*x^3-5348*b^4*c*g*p*r^2*x^3-1704*b^4*c*g*q^2*r*x^3-5348*b^4*c*g*q*r^2*x ^3-4704*b^4*c*g*r^3*x^3-1168*b^4*c*p^3*r*x^3-3504*b^4*c*p^2*q*r*x^3-5180*b^4*c* p^2*r^2*x^3-3504*b^4*c*p*q^2*r*x^3-10360*b^4*c*p*q*r^2*x^3-8064*b^4*c*p*r^3*x^3 -1168*b^4*c*q^3*r*x^3-5180*b^4*c*q^2*r^2*x^3-8064*b^4*c*q*r^3*x^3-4164*b^4*c*r^ 4*x^3-132*b^4*g^2*p^2*r*x^3-264*b^4*g^2*p*q*r*x^3-462*b^4*g^2*p*r^2*x^3-132*b^4 *g^2*q^2*r*x^3-462*b^4*g^2*q*r^2*x^3-528*b^4*g^2*r^3*x^3-264*b^4*g*p^3*r*x^3-\ 792*b^4*g*p^2*q*r*x^3-1232*b^4*g*p^2*r^2*x^3-792*b^4*g*p*q^2*r*x^3-2464*b^4*g*p *q*r^2*x^3-2112*b^4*g*p*r^3*x^3-264*b^4*g*q^3*r*x^3-1232*b^4*g*q^2*r^2*x^3-2112 *b^4*g*q*r^3*x^3-1188*b^4*g*r^4*x^3-132*b^4*p^4*r*x^3-528*b^4*p^3*q*r*x^3-770*b ^4*p^3*r^2*x^3-792*b^4*p^2*q^2*r*x^3-2310*b^4*p^2*q*r^2*x^3-1760*b^4*p^2*r^3*x^ 3-528*b^4*p*q^3*r*x^3-2310*b^4*p*q^2*r^2*x^3-3520*b^4*p*q*r^3*x^3-1782*b^4*p*r^ 4*x^3-132*b^4*q^4*r*x^3-770*b^4*q^3*r^2*x^3-1760*b^4*q^2*r^3*x^3-1782*b^4*q*r^4 *x^3-660*b^4*r^5*x^3-6848*b^3*c^5*r*x^3-8864*b^3*c^4*g*r*x^3-15520*b^3*c^4*p*r* x^3-15520*b^3*c^4*q*r*x^3-22960*b^3*c^4*r^2*x^3-3728*b^3*c^3*g^2*r*x^3-16224*b^ 3*c^3*g*p*r*x^3-16224*b^3*c^3*g*q*r*x^3-24528*b^3*c^3*g*r^2*x^3-14016*b^3*c^3*p ^2*r*x^3-28032*b^3*c^3*p*q*r*x^3-40992*b^3*c^3*p*r^2*x^3-14016*b^3*c^3*q^2*r*x^ 3-40992*b^3*c^3*q*r^2*x^3-31104*b^3*c^3*r^3*x^3-504*b^3*c^2*g^3*r*x^3-5240*b^3* c^2*g^2*p*r*x^3-5240*b^3*c^2*g^2*q*r*x^3-8288*b^3*c^2*g^2*r^2*x^3-11088*b^3*c^2 *g*p^2*r*x^3-22176*b^3*c^2*g*p*q*r*x^3-33180*b^3*c^2*g*p*r^2*x^3-11088*b^3*c^2* g*q^2*r*x^3-33180*b^3*c^2*g*q*r^2*x^3-26336*b^3*c^2*g*r^3*x^3-6304*b^3*c^2*p^3* r*x^3-18912*b^3*c^2*p^2*q*r*x^3-27300*b^3*c^2*p^2*r^2*x^3-18912*b^3*c^2*p*q^2*r *x^3-54600*b^3*c^2*p*q*r^2*x^3-40704*b^3*c^2*p*r^3*x^3-6304*b^3*c^2*q^3*r*x^3-\ 27300*b^3*c^2*q^2*r^2*x^3-40704*b^3*c^2*q*r^3*x^3-20148*b^3*c^2*r^4*x^3-504*b^3 *c*g^3*p*r*x^3-504*b^3*c*g^3*q*r*x^3-882*b^3*c*g^3*r^2*x^3-2444*b^3*c*g^2*p^2*r *x^3-4888*b^3*c*g^2*p*q*r*x^3-7672*b^3*c*g^2*p*r^2*x^3-2444*b^3*c*g^2*q^2*r*x^3 -7672*b^3*c*g^2*q*r^2*x^3-6752*b^3*c*g^2*r^3*x^3-3352*b^3*c*g*p^3*r*x^3-10056*b ^3*c*g*p^2*q*r*x^3-14868*b^3*c*g*p^2*r^2*x^3-10056*b^3*c*g*p*q^2*r*x^3-29736*b^ 3*c*g*p*q*r^2*x^3-23152*b^3*c*g*p*r^3*x^3-3352*b^3*c*g*q^3*r*x^3-14868*b^3*c*g* q^2*r^2*x^3-23152*b^3*c*g*q*r^3*x^3-11958*b^3*c*g*r^4*x^3-1412*b^3*c*p^4*r*x^3-\ 5648*b^3*c*p^3*q*r*x^3-8036*b^3*c*p^3*r^2*x^3-8472*b^3*c*p^2*q^2*r*x^3-24108*b^ 3*c*p^2*q*r^2*x^3-17616*b^3*c*p^2*r^3*x^3-5648*b^3*c*p*q^3*r*x^3-24108*b^3*c*p* q^2*r^2*x^3-35232*b^3*c*p*q*r^3*x^3-17112*b^3*c*p*r^4*x^3-1412*b^3*c*q^4*r*x^3-\ 8036*b^3*c*q^3*r^2*x^3-17616*b^3*c*q^2*r^3*x^3-17112*b^3*c*q*r^4*x^3-6120*b^3*c *r^5*x^3-126*b^3*g^3*p^2*r*x^3-252*b^3*g^3*p*q*r*x^3-441*b^3*g^3*p*r^2*x^3-126* b^3*g^3*q^2*r*x^3-441*b^3*g^3*q*r^2*x^3-504*b^3*g^3*r^3*x^3-378*b^3*g^2*p^3*r*x ^3-1134*b^3*g^2*p^2*q*r*x^3-1764*b^3*g^2*p^2*r^2*x^3-1134*b^3*g^2*p*q^2*r*x^3-\ 3528*b^3*g^2*p*q*r^2*x^3-3024*b^3*g^2*p*r^3*x^3-378*b^3*g^2*q^3*r*x^3-1764*b^3* g^2*q^2*r^2*x^3-3024*b^3*g^2*q*r^3*x^3-1701*b^3*g^2*r^4*x^3-378*b^3*g*p^4*r*x^3 -1512*b^3*g*p^3*q*r*x^3-2205*b^3*g*p^3*r^2*x^3-2268*b^3*g*p^2*q^2*r*x^3-6615*b^ 3*g*p^2*q*r^2*x^3-5040*b^3*g*p^2*r^3*x^3-1512*b^3*g*p*q^3*r*x^3-6615*b^3*g*p*q^ 2*r^2*x^3-10080*b^3*g*p*q*r^3*x^3-5103*b^3*g*p*r^4*x^3-378*b^3*g*q^4*r*x^3-2205 *b^3*g*q^3*r^2*x^3-5040*b^3*g*q^2*r^3*x^3-5103*b^3*g*q*r^4*x^3-1890*b^3*g*r^5*x ^3-126*b^3*p^5*r*x^3-630*b^3*p^4*q*r*x^3-882*b^3*p^4*r^2*x^3-1260*b^3*p^3*q^2*r *x^3-3528*b^3*p^3*q*r^2*x^3-2520*b^3*p^3*r^3*x^3-1260*b^3*p^2*q^3*r*x^3-5292*b^ 3*p^2*q^2*r^2*x^3-7560*b^3*p^2*q*r^3*x^3-3591*b^3*p^2*r^4*x^3-630*b^3*p*q^4*r*x ^3-3528*b^3*p*q^3*r^2*x^3-7560*b^3*p*q^2*r^3*x^3-7182*b^3*p*q*r^4*x^3-2520*b^3* p*r^5*x^3-126*b^3*q^5*r*x^3-882*b^3*q^4*r^2*x^3-2520*b^3*q^3*r^3*x^3-3591*b^3*q ^2*r^4*x^3-2520*b^3*q*r^5*x^3-693*b^3*r^6*x^3-8256*b^2*c^6*r*x^3-14496*b^2*c^5* g*r*x^3-22336*b^2*c^5*p*r*x^3-22336*b^2*c^5*q*r*x^3-32704*b^2*c^5*r^2*x^3-9360* b^2*c^4*g^2*r*x^3-32800*b^2*c^4*g*p*r*x^3-32800*b^2*c^4*g*q*r*x^3-48552*b^2*c^4 *g*r^2*x^3-25088*b^2*c^4*p^2*r*x^3-50176*b^2*c^4*p*q*r*x^3-72576*b^2*c^4*p*r^2* x^3-25088*b^2*c^4*q^2*r*x^3-72576*b^2*c^4*q*r^2*x^3-53952*b^2*c^4*r^3*x^3-2616* b^2*c^3*g^3*r*x^3-17104*b^2*c^3*g^2*p*r*x^3-17104*b^2*c^3*g^2*q*r*x^3-25872*b^2 *c^3*g^2*r^2*x^3-29568*b^2*c^3*g*p^2*r*x^3-59136*b^2*c^3*g*p*q*r*x^3-86520*b^2* c^3*g*p*r^2*x^3-29568*b^2*c^3*g*q^2*r*x^3-86520*b^2*c^3*g*q*r^2*x^3-65664*b^2*c ^3*g*r^3*x^3-14976*b^2*c^3*p^3*r*x^3-44928*b^2*c^3*p^2*q*r*x^3-64120*b^2*c^3*p^ 2*r^2*x^3-44928*b^2*c^3*p*q^2*r*x^3-128240*b^2*c^3*p*q*r^2*x^3-93696*b^2*c^3*p* r^3*x^3-14976*b^2*c^3*q^3*r*x^3-64120*b^2*c^3*q^2*r^2*x^3-93696*b^2*c^3*q*r^3*x ^3-45432*b^2*c^3*r^4*x^3-264*b^2*c^2*g^4*r*x^3-3672*b^2*c^2*g^3*p*r*x^3-3672*b^ 2*c^2*g^3*q*r*x^3-5810*b^2*c^2*g^3*r^2*x^3-11668*b^2*c^2*g^2*p^2*r*x^3-23336*b^ 2*c^2*g^2*p*q*r*x^3-34930*b^2*c^2*g^2*p*r^2*x^3-11668*b^2*c^2*g^2*q^2*r*x^3-\ 34930*b^2*c^2*g^2*q*r^2*x^3-27744*b^2*c^2*g^2*r^3*x^3-13272*b^2*c^2*g*p^3*r*x^3 -39816*b^2*c^2*g*p^2*q*r*x^3-57498*b^2*c^2*g*p^2*r^2*x^3-39816*b^2*c^2*g*p*q^2* r*x^3-114996*b^2*c^2*g*p*q*r^2*x^3-85744*b^2*c^2*g*p*r^3*x^3-13272*b^2*c^2*g*q^ 3*r*x^3-57498*b^2*c^2*g*q^2*r^2*x^3-85744*b^2*c^2*g*q*r^3*x^3-42444*b^2*c^2*g*r ^4*x^3-5012*b^2*c^2*p^4*r*x^3-20048*b^2*c^2*p^3*q*r*x^3-28196*b^2*c^2*p^3*r^2*x ^3-30072*b^2*c^2*p^2*q^2*r*x^3-84588*b^2*c^2*p^2*q*r^2*x^3-60624*b^2*c^2*p^2*r^ 3*x^3-20048*b^2*c^2*p*q^3*r*x^3-84588*b^2*c^2*p*q^2*r^2*x^3-121248*b^2*c^2*p*q* r^3*x^3-57720*b^2*c^2*p*r^4*x^3-5012*b^2*c^2*q^4*r*x^3-28196*b^2*c^2*q^3*r^2*x^ 3-60624*b^2*c^2*q^2*r^3*x^3-57720*b^2*c^2*q*r^4*x^3-20280*b^2*c^2*r^5*x^3-264*b ^2*c*g^4*p*r*x^3-264*b^2*c*g^4*q*r*x^3-462*b^2*c*g^4*r^2*x^3-1710*b^2*c*g^3*p^2 *r*x^3-3420*b^2*c*g^3*p*q*r*x^3-5369*b^2*c*g^3*p*r^2*x^3-1710*b^2*c*g^3*q^2*r*x ^3-5369*b^2*c*g^3*q*r^2*x^3-4728*b^2*c*g^3*r^3*x^3-3520*b^2*c*g^2*p^3*r*x^3-\ 10560*b^2*c*g^2*p^2*q*r*x^3-15617*b^2*c*g^2*p^2*r^2*x^3-10560*b^2*c*g^2*p*q^2*r *x^3-31234*b^2*c*g^2*p*q*r^2*x^3-24328*b^2*c*g^2*p*r^3*x^3-3520*b^2*c*g^2*q^3*r *x^3-15617*b^2*c*g^2*q^2*r^2*x^3-24328*b^2*c*g^2*q*r^3*x^3-12570*b^2*c*g^2*r^4* x^3-2966*b^2*c*g*p^4*r*x^3-11864*b^2*c*g*p^3*q*r*x^3-16884*b^2*c*g*p^3*r^2*x^3-\ 17796*b^2*c*g*p^2*q^2*r*x^3-50652*b^2*c*g*p^2*q*r^2*x^3-37016*b^2*c*g*p^2*r^3*x ^3-11864*b^2*c*g*p*q^3*r*x^3-50652*b^2*c*g*p*q^2*r^2*x^3-74032*b^2*c*g*p*q*r^3* x^3-35958*b^2*c*g*p*r^4*x^3-2966*b^2*c*g*q^4*r*x^3-16884*b^2*c*g*q^3*r^2*x^3-\ 37016*b^2*c*g*q^2*r^3*x^3-35958*b^2*c*g*q*r^4*x^3-12860*b^2*c*g*r^5*x^3-892*b^2 *c*p^5*r*x^3-4460*b^2*c*p^4*q*r*x^3-6174*b^2*c*p^4*r^2*x^3-8920*b^2*c*p^3*q^2*r *x^3-24696*b^2*c*p^3*q*r^2*x^3-17328*b^2*c*p^3*r^3*x^3-8920*b^2*c*p^2*q^3*r*x^3 -37044*b^2*c*p^2*q^2*r^2*x^3-51984*b^2*c*p^2*q*r^3*x^3-24234*b^2*c*p^2*r^4*x^3-\ 4460*b^2*c*p*q^4*r*x^3-24696*b^2*c*p*q^3*r^2*x^3-51984*b^2*c*p*q^2*r^3*x^3-\ 48468*b^2*c*p*q*r^4*x^3-16720*b^2*c*p*r^5*x^3-892*b^2*c*q^5*r*x^3-6174*b^2*c*q^ 4*r^2*x^3-17328*b^2*c*q^3*r^3*x^3-24234*b^2*c*q^2*r^4*x^3-16720*b^2*c*q*r^5*x^3 -4532*b^2*c*r^6*x^3-66*b^2*g^4*p^2*r*x^3-132*b^2*g^4*p*q*r*x^3-231*b^2*g^4*p*r^ 2*x^3-66*b^2*g^4*q^2*r*x^3-231*b^2*g^4*q*r^2*x^3-264*b^2*g^4*r^3*x^3-264*b^2*g^ 3*p^3*r*x^3-792*b^2*g^3*p^2*q*r*x^3-1232*b^2*g^3*p^2*r^2*x^3-792*b^2*g^3*p*q^2* r*x^3-2464*b^2*g^3*p*q*r^2*x^3-2112*b^2*g^3*p*r^3*x^3-264*b^2*g^3*q^3*r*x^3-\ 1232*b^2*g^3*q^2*r^2*x^3-2112*b^2*g^3*q*r^3*x^3-1188*b^2*g^3*r^4*x^3-396*b^2*g^ 2*p^4*r*x^3-1584*b^2*g^2*p^3*q*r*x^3-2310*b^2*g^2*p^3*r^2*x^3-2376*b^2*g^2*p^2* q^2*r*x^3-6930*b^2*g^2*p^2*q*r^2*x^3-5280*b^2*g^2*p^2*r^3*x^3-1584*b^2*g^2*p*q^ 3*r*x^3-6930*b^2*g^2*p*q^2*r^2*x^3-10560*b^2*g^2*p*q*r^3*x^3-5346*b^2*g^2*p*r^4 *x^3-396*b^2*g^2*q^4*r*x^3-2310*b^2*g^2*q^3*r^2*x^3-5280*b^2*g^2*q^2*r^3*x^3-\ 5346*b^2*g^2*q*r^4*x^3-1980*b^2*g^2*r^5*x^3-264*b^2*g*p^5*r*x^3-1320*b^2*g*p^4* q*r*x^3-1848*b^2*g*p^4*r^2*x^3-2640*b^2*g*p^3*q^2*r*x^3-7392*b^2*g*p^3*q*r^2*x^ 3-5280*b^2*g*p^3*r^3*x^3-2640*b^2*g*p^2*q^3*r*x^3-11088*b^2*g*p^2*q^2*r^2*x^3-\ 15840*b^2*g*p^2*q*r^3*x^3-7524*b^2*g*p^2*r^4*x^3-1320*b^2*g*p*q^4*r*x^3-7392*b^ 2*g*p*q^3*r^2*x^3-15840*b^2*g*p*q^2*r^3*x^3-15048*b^2*g*p*q*r^4*x^3-5280*b^2*g* p*r^5*x^3-264*b^2*g*q^5*r*x^3-1848*b^2*g*q^4*r^2*x^3-5280*b^2*g*q^3*r^3*x^3-\ 7524*b^2*g*q^2*r^4*x^3-5280*b^2*g*q*r^5*x^3-1452*b^2*g*r^6*x^3-66*b^2*p^6*r*x^3 -396*b^2*p^5*q*r*x^3-539*b^2*p^5*r^2*x^3-990*b^2*p^4*q^2*r*x^3-2695*b^2*p^4*q*r ^2*x^3-1848*b^2*p^4*r^3*x^3-1320*b^2*p^3*q^3*r*x^3-5390*b^2*p^3*q^2*r^2*x^3-\ 7392*b^2*p^3*q*r^3*x^3-3366*b^2*p^3*r^4*x^3-990*b^2*p^2*q^4*r*x^3-5390*b^2*p^2* q^3*r^2*x^3-11088*b^2*p^2*q^2*r^3*x^3-10098*b^2*p^2*q*r^4*x^3-3410*b^2*p^2*r^5* x^3-396*b^2*p*q^5*r*x^3-2695*b^2*p*q^4*r^2*x^3-7392*b^2*p*q^3*r^3*x^3-10098*b^2 *p*q^2*r^4*x^3-6820*b^2*p*q*r^5*x^3-1815*b^2*p*r^6*x^3-66*b^2*q^6*r*x^3-539*b^2 *q^5*r^2*x^3-1848*b^2*q^4*r^3*x^3-3366*b^2*q^3*r^4*x^3-3410*b^2*q^2*r^5*x^3-\ 1815*b^2*q*r^6*x^3-396*b^2*r^7*x^3-5120*b*c^7*r*x^3-11392*b*c^6*g*r*x^3-16128*b *c^6*p*r*x^3-16128*b*c^6*q*r*x^3-23520*b*c^6*r^2*x^3-9984*b*c^5*g^2*r*x^3-30784 *b*c^5*g*p*r*x^3-30784*b*c^5*g*q*r*x^3-45136*b*c^5*g*r^2*x^3-21696*b*c^5*p^2*r* x^3-43392*b*c^5*p*q*r*x^3-62496*b*c^5*p*r^2*x^3-21696*b*c^5*q^2*r*x^3-62496*b*c ^5*q*r^2*x^3-46080*b*c^5*r^3*x^3-4288*b*c^4*g^3*r*x^3-22560*b*c^4*g^2*p*r*x^3-\ 22560*b*c^4*g^2*q*r*x^3-33432*b*c^4*g^2*r^2*x^3-34528*b*c^4*g*p^2*r*x^3-69056*b *c^4*g*p*q*r*x^3-100016*b*c^4*g*p*r^2*x^3-34528*b*c^4*g*q^2*r*x^3-100016*b*c^4* g*q*r^2*x^3-74432*b*c^4*g*r^3*x^3-16160*b*c^4*p^3*r*x^3-48480*b*c^4*p^2*q*r*x^3 -68880*b*c^4*p^2*r^2*x^3-48480*b*c^4*p*q^2*r*x^3-137760*b*c^4*p*q*r^2*x^3-99840 *b*c^4*p*r^3*x^3-16160*b*c^4*q^3*r*x^3-68880*b*c^4*q^2*r^2*x^3-99840*b*c^4*q*r^ 3*x^3-48000*b*c^4*r^4*x^3-896*b*c^3*g^4*r*x^3-7824*b*c^3*g^3*p*r*x^3-7824*b*c^3 *g^3*q*r*x^3-11844*b*c^3*g^3*r^2*x^3-20304*b*c^3*g^2*p^2*r*x^3-40608*b*c^3*g^2* p*q*r*x^3-59472*b*c^3*g^2*p*r^2*x^3-20304*b*c^3*g^2*q^2*r*x^3-59472*b*c^3*g^2*q *r^2*x^3-45184*b*c^3*g^2*r^3*x^3-20576*b*c^3*g*p^3*r*x^3-61728*b*c^3*g*p^2*q*r* x^3-88200*b*c^3*g*p^2*r^2*x^3-61728*b*c^3*g*p*q^2*r*x^3-176400*b*c^3*g*p*q*r^2* x^3-129024*b*c^3*g*p*r^3*x^3-20576*b*c^3*g*q^3*r*x^3-88200*b*c^3*g*q^2*r^2*x^3-\ 129024*b*c^3*g*q*r^3*x^3-62616*b*c^3*g*r^4*x^3-7200*b*c^3*p^4*r*x^3-28800*b*c^3 *p^3*q*r*x^3-40320*b*c^3*p^3*r^2*x^3-43200*b*c^3*p^2*q^2*r*x^3-120960*b*c^3*p^2 *q*r^2*x^3-86016*b*c^3*p^2*r^3*x^3-28800*b*c^3*p*q^3*r*x^3-120960*b*c^3*p*q^2*r ^2*x^3-172032*b*c^3*p*q*r^3*x^3-81216*b*c^3*p*r^4*x^3-7200*b*c^3*q^4*r*x^3-\ 40320*b*c^3*q^3*r^2*x^3-86016*b*c^3*q^2*r^3*x^3-81216*b*c^3*q*r^4*x^3-28320*b*c ^3*r^5*x^3-72*b*c^2*g^5*r*x^3-1256*b*c^2*g^4*p*r*x^3-1256*b*c^2*g^4*q*r*x^3-\ 1988*b*c^2*g^4*r^2*x^3-5328*b*c^2*g^3*p^2*r*x^3-10656*b*c^2*g^3*p*q*r*x^3-15960 *b*c^2*g^3*p*r^2*x^3-5328*b*c^2*g^3*q^2*r*x^3-15960*b*c^2*g^3*q*r^2*x^3-12688*b *c^2*g^3*r^3*x^3-9096*b*c^2*g^2*p^3*r*x^3-27288*b*c^2*g^2*p^2*q*r*x^3-39438*b*c ^2*g^2*p^2*r^2*x^3-27288*b*c^2*g^2*p*q^2*r*x^3-78876*b*c^2*g^2*p*q*r^2*x^3-\ 58864*b*c^2*g^2*p*r^3*x^3-9096*b*c^2*g^2*q^3*r*x^3-39438*b*c^2*g^2*q^2*r^2*x^3-\ 58864*b*c^2*g^2*q*r^3*x^3-29160*b*c^2*g^2*r^4*x^3-6872*b*c^2*g*p^4*r*x^3-27488* b*c^2*g*p^3*q*r*x^3-38696*b*c^2*g*p^3*r^2*x^3-41232*b*c^2*g*p^2*q^2*r*x^3-\ 116088*b*c^2*g*p^2*q*r^2*x^3-83280*b*c^2*g*p^2*r^3*x^3-27488*b*c^2*g*p*q^3*r*x^ 3-116088*b*c^2*g*p*q^2*r^2*x^3-166560*b*c^2*g*p*q*r^3*x^3-79356*b*c^2*g*p*r^4*x ^3-6872*b*c^2*g*q^4*r*x^3-38696*b*c^2*g*q^3*r^2*x^3-83280*b*c^2*g*q^2*r^3*x^3-\ 79356*b*c^2*g*q*r^4*x^3-27900*b*c^2*g*r^5*x^3-1920*b*c^2*p^5*r*x^3-9600*b*c^2*p ^4*q*r*x^3-13230*b*c^2*p^4*r^2*x^3-19200*b*c^2*p^3*q^2*r*x^3-52920*b*c^2*p^3*q* r^2*x^3-36864*b*c^2*p^3*r^3*x^3-19200*b*c^2*p^2*q^3*r*x^3-79380*b*c^2*p^2*q^2*r ^2*x^3-110592*b*c^2*p^2*q*r^3*x^3-51156*b*c^2*p^2*r^4*x^3-9600*b*c^2*p*q^4*r*x^ 3-52920*b*c^2*p*q^3*r^2*x^3-110592*b*c^2*p*q^2*r^3*x^3-102312*b*c^2*p*q*r^4*x^3 -35040*b*c^2*p*r^5*x^3-1920*b*c^2*q^5*r*x^3-13230*b*c^2*q^4*r^2*x^3-36864*b*c^2 *q^3*r^3*x^3-51156*b*c^2*q^2*r^4*x^3-35040*b*c^2*q*r^5*x^3-9438*b*c^2*r^6*x^3-\ 72*b*c*g^5*p*r*x^3-72*b*c*g^5*q*r*x^3-126*b*c*g^5*r^2*x^3-584*b*c*g^4*p^2*r*x^3 -1168*b*c*g^4*p*q*r*x^3-1834*b*c*g^4*p*r^2*x^3-584*b*c*g^4*q^2*r*x^3-1834*b*c*g ^4*q*r^2*x^3-1616*b*c*g^4*r^3*x^3-1604*b*c*g^3*p^3*r*x^3-4812*b*c*g^3*p^2*q*r*x ^3-7119*b*c*g^3*p^2*r^2*x^3-4812*b*c*g^3*p*q^2*r*x^3-14238*b*c*g^3*p*q*r^2*x^3-\ 11096*b*c*g^3*p*r^3*x^3-1604*b*c*g^3*q^3*r*x^3-7119*b*c*g^3*q^2*r^2*x^3-11096*b *c*g^3*q*r^3*x^3-5736*b*c*g^3*r^4*x^3-2028*b*c*g^2*p^4*r*x^3-8112*b*c*g^2*p^3*q *r*x^3-11550*b*c*g^2*p^3*r^2*x^3-12168*b*c*g^2*p^2*q^2*r*x^3-34650*b*c*g^2*p^2* q*r^2*x^3-25336*b*c*g^2*p^2*r^3*x^3-8112*b*c*g^2*p*q^3*r*x^3-34650*b*c*g^2*p*q^ 2*r^2*x^3-50672*b*c*g^2*p*q*r^3*x^3-24624*b*c*g^2*p*r^4*x^3-2028*b*c*g^2*q^4*r* x^3-11550*b*c*g^2*q^3*r^2*x^3-25336*b*c*g^2*q^2*r^3*x^3-24624*b*c*g^2*q*r^4*x^3 -8810*b*c*g^2*r^5*x^3-1220*b*c*g*p^5*r*x^3-6100*b*c*g*p^4*q*r*x^3-8449*b*c*g*p^ 4*r^2*x^3-12200*b*c*g*p^3*q^2*r*x^3-33796*b*c*g*p^3*q*r^2*x^3-23728*b*c*g*p^3*r ^3*x^3-12200*b*c*g*p^2*q^3*r*x^3-50694*b*c*g*p^2*q^2*r^2*x^3-71184*b*c*g*p^2*q* r^3*x^3-33204*b*c*g*p^2*r^4*x^3-6100*b*c*g*p*q^4*r*x^3-33796*b*c*g*p*q^3*r^2*x^ 3-71184*b*c*g*p*q^2*r^3*x^3-66408*b*c*g*p*q*r^4*x^3-22920*b*c*g*p*r^5*x^3-1220* b*c*g*q^5*r*x^3-8449*b*c*g*q^4*r^2*x^3-23728*b*c*g*q^3*r^3*x^3-33204*b*c*g*q^2* r^4*x^3-22920*b*c*g*q*r^5*x^3-6215*b*c*g*r^6*x^3-284*b*c*p^6*r*x^3-1704*b*c*p^5 *q*r*x^3-2310*b*c*p^5*r^2*x^3-4260*b*c*p^4*q^2*r*x^3-11550*b*c*p^4*q*r^2*x^3-\ 7872*b*c*p^4*r^3*x^3-5680*b*c*p^3*q^3*r*x^3-23100*b*c*p^3*q^2*r^2*x^3-31488*b*c *p^3*q*r^3*x^3-14244*b*c*p^3*r^4*x^3-4260*b*c*p^2*q^4*r*x^3-23100*b*c*p^2*q^3*r ^2*x^3-47232*b*c*p^2*q^2*r^3*x^3-42732*b*c*p^2*q*r^4*x^3-14340*b*c*p^2*r^5*x^3-\ 1704*b*c*p*q^5*r*x^3-11550*b*c*p*q^4*r^2*x^3-31488*b*c*p*q^3*r^3*x^3-42732*b*c* p*q^2*r^4*x^3-28680*b*c*p*q*r^5*x^3-7590*b*c*p*r^6*x^3-284*b*c*q^6*r*x^3-2310*b *c*q^5*r^2*x^3-7872*b*c*q^4*r^3*x^3-14244*b*c*q^3*r^4*x^3-14340*b*c*q^2*r^5*x^3 -7590*b*c*q*r^6*x^3-1648*b*c*r^7*x^3-18*b*g^5*p^2*r*x^3-36*b*g^5*p*q*r*x^3-63*b *g^5*p*r^2*x^3-18*b*g^5*q^2*r*x^3-63*b*g^5*q*r^2*x^3-72*b*g^5*r^3*x^3-90*b*g^4* p^3*r*x^3-270*b*g^4*p^2*q*r*x^3-420*b*g^4*p^2*r^2*x^3-270*b*g^4*p*q^2*r*x^3-840 *b*g^4*p*q*r^2*x^3-720*b*g^4*p*r^3*x^3-90*b*g^4*q^3*r*x^3-420*b*g^4*q^2*r^2*x^3 -720*b*g^4*q*r^3*x^3-405*b*g^4*r^4*x^3-180*b*g^3*p^4*r*x^3-720*b*g^3*p^3*q*r*x^ 3-1050*b*g^3*p^3*r^2*x^3-1080*b*g^3*p^2*q^2*r*x^3-3150*b*g^3*p^2*q*r^2*x^3-2400 *b*g^3*p^2*r^3*x^3-720*b*g^3*p*q^3*r*x^3-3150*b*g^3*p*q^2*r^2*x^3-4800*b*g^3*p* q*r^3*x^3-2430*b*g^3*p*r^4*x^3-180*b*g^3*q^4*r*x^3-1050*b*g^3*q^3*r^2*x^3-2400* b*g^3*q^2*r^3*x^3-2430*b*g^3*q*r^4*x^3-900*b*g^3*r^5*x^3-180*b*g^2*p^5*r*x^3-\ 900*b*g^2*p^4*q*r*x^3-1260*b*g^2*p^4*r^2*x^3-1800*b*g^2*p^3*q^2*r*x^3-5040*b*g^ 2*p^3*q*r^2*x^3-3600*b*g^2*p^3*r^3*x^3-1800*b*g^2*p^2*q^3*r*x^3-7560*b*g^2*p^2* q^2*r^2*x^3-10800*b*g^2*p^2*q*r^3*x^3-5130*b*g^2*p^2*r^4*x^3-900*b*g^2*p*q^4*r* x^3-5040*b*g^2*p*q^3*r^2*x^3-10800*b*g^2*p*q^2*r^3*x^3-10260*b*g^2*p*q*r^4*x^3-\ 3600*b*g^2*p*r^5*x^3-180*b*g^2*q^5*r*x^3-1260*b*g^2*q^4*r^2*x^3-3600*b*g^2*q^3* r^3*x^3-5130*b*g^2*q^2*r^4*x^3-3600*b*g^2*q*r^5*x^3-990*b*g^2*r^6*x^3-90*b*g*p^ 6*r*x^3-540*b*g*p^5*q*r*x^3-735*b*g*p^5*r^2*x^3-1350*b*g*p^4*q^2*r*x^3-3675*b*g *p^4*q*r^2*x^3-2520*b*g*p^4*r^3*x^3-1800*b*g*p^3*q^3*r*x^3-7350*b*g*p^3*q^2*r^2 *x^3-10080*b*g*p^3*q*r^3*x^3-4590*b*g*p^3*r^4*x^3-1350*b*g*p^2*q^4*r*x^3-7350*b *g*p^2*q^3*r^2*x^3-15120*b*g*p^2*q^2*r^3*x^3-13770*b*g*p^2*q*r^4*x^3-4650*b*g*p ^2*r^5*x^3-540*b*g*p*q^5*r*x^3-3675*b*g*p*q^4*r^2*x^3-10080*b*g*p*q^3*r^3*x^3-\ 13770*b*g*p*q^2*r^4*x^3-9300*b*g*p*q*r^5*x^3-2475*b*g*p*r^6*x^3-90*b*g*q^6*r*x^ 3-735*b*g*q^5*r^2*x^3-2520*b*g*q^4*r^3*x^3-4590*b*g*q^3*r^4*x^3-4650*b*g*q^2*r^ 5*x^3-2475*b*g*q*r^6*x^3-540*b*g*r^7*x^3-18*b*p^7*r*x^3-126*b*p^6*q*r*x^3-168*b *p^6*r^2*x^3-378*b*p^5*q^2*r*x^3-1008*b*p^5*q*r^2*x^3-672*b*p^5*r^3*x^3-630*b*p ^4*q^3*r*x^3-2520*b*p^4*q^2*r^2*x^3-3360*b*p^4*q*r^3*x^3-1485*b*p^4*r^4*x^3-630 *b*p^3*q^4*r*x^3-3360*b*p^3*q^3*r^2*x^3-6720*b*p^3*q^2*r^3*x^3-5940*b*p^3*q*r^4 *x^3-1950*b*p^3*r^5*x^3-378*b*p^2*q^5*r*x^3-2520*b*p^2*q^4*r^2*x^3-6720*b*p^2*q ^3*r^3*x^3-8910*b*p^2*q^2*r^4*x^3-5850*b*p^2*q*r^5*x^3-1518*b*p^2*r^6*x^3-126*b *p*q^6*r*x^3-1008*b*p*q^5*r^2*x^3-3360*b*p*q^4*r^3*x^3-5940*b*p*q^3*r^4*x^3-\ 5850*b*p*q^2*r^5*x^3-3036*b*p*q*r^6*x^3-648*b*p*r^7*x^3-18*b*q^7*r*x^3-168*b*q^ 6*r^2*x^3-672*b*q^5*r^3*x^3-1485*b*q^4*r^4*x^3-1950*b*q^3*r^5*x^3-1518*b*q^2*r^ 6*x^3-648*b*q*r^7*x^3-117*b*r^8*x^3-1280*c^8*r*x^3-3456*c^7*g*r*x^3-4608*c^7*p* r*x^3-4608*c^7*q*r*x^3-6720*c^7*r^2*x^3-3840*c^6*g^2*r*x^3-10880*c^6*g*p*r*x^3-\ 10880*c^6*g*q*r*x^3-15904*c^6*g*r^2*x^3-7232*c^6*p^2*r*x^3-14464*c^6*p*q*r*x^3-\ 20832*c^6*p*r^2*x^3-7232*c^6*q^2*r*x^3-20832*c^6*q*r^2*x^3-15360*c^6*r^3*x^3-\ 2240*c^5*g^3*r*x^3-10368*c^5*g^2*p*r*x^3-10368*c^5*g^2*q*r*x^3-15232*c^5*g^2*r^ 2*x^3-14624*c^5*g*p^2*r*x^3-29248*c^5*g*p*q*r*x^3-42224*c^5*g*p*r^2*x^3-14624*c ^5*g*q^2*r*x^3-42224*c^5*g*q*r^2*x^3-31232*c^5*g*r^3*x^3-6464*c^5*p^3*r*x^3-\ 19392*c^5*p^2*q*r*x^3-27552*c^5*p^2*r^2*x^3-19392*c^5*p*q^2*r*x^3-55104*c^5*p*q *r^2*x^3-39936*c^5*p*r^3*x^3-6464*c^5*q^3*r*x^3-27552*c^5*q^2*r^2*x^3-39936*c^5 *q*r^3*x^3-19200*c^5*r^4*x^3-720*c^4*g^4*r*x^3-5056*c^4*g^3*p*r*x^3-5056*c^4*g^ 3*q*r*x^3-7504*c^4*g^3*r^2*x^3-11616*c^4*g^2*p^2*r*x^3-23232*c^4*g^2*p*q*r*x^3-\ 33712*c^4*g^2*p*r^2*x^3-11616*c^4*g^2*q^2*r*x^3-33712*c^4*g^2*q*r^2*x^3-25152*c ^4*g^2*r^3*x^3-10880*c^4*g*p^3*r*x^3-32640*c^4*g*p^2*q*r*x^3-46480*c^4*g*p^2*r^ 2*x^3-32640*c^4*g*p*q^2*r*x^3-92960*c^4*g*p*q*r^2*x^3-67584*c^4*g*p*r^3*x^3-\ 10880*c^4*g*q^3*r*x^3-46480*c^4*g*q^2*r^2*x^3-67584*c^4*g*q*r^3*x^3-32592*c^4*g *r^4*x^3-3600*c^4*p^4*r*x^3-14400*c^4*p^3*q*r*x^3-20160*c^4*p^3*r^2*x^3-21600*c ^4*p^2*q^2*r*x^3-60480*c^4*p^2*q*r^2*x^3-43008*c^4*p^2*r^3*x^3-14400*c^4*p*q^3* r*x^3-60480*c^4*p*q^2*r^2*x^3-86016*c^4*p*q*r^3*x^3-40608*c^4*p*r^4*x^3-3600*c^ 4*q^4*r*x^3-20160*c^4*q^3*r^2*x^3-43008*c^4*q^2*r^3*x^3-40608*c^4*q*r^4*x^3-\ 14160*c^4*r^5*x^3-120*c^3*g^5*r*x^3-1312*c^3*g^4*p*r*x^3-1312*c^3*g^4*q*r*x^3-\ 1988*c^3*g^4*r^2*x^3-4544*c^3*g^3*p^2*r*x^3-9088*c^3*g^3*p*q*r*x^3-13328*c^3*g^ 3*p*r^2*x^3-4544*c^3*g^3*q^2*r*x^3-13328*c^3*g^3*q*r^2*x^3-10144*c^3*g^3*r^3*x^ 3-6912*c^3*g^2*p^3*r*x^3-20736*c^3*g^2*p^2*q*r*x^3-29680*c^3*g^2*p^2*r^2*x^3-\ 20736*c^3*g^2*p*q^2*r*x^3-59360*c^3*g^2*p*q*r^2*x^3-43520*c^3*g^2*p*r^3*x^3-\ 6912*c^3*g^2*q^3*r*x^3-29680*c^3*g^2*q^2*r^2*x^3-43520*c^3*g^2*q*r^3*x^3-21168* c^3*g^2*r^4*x^3-4840*c^3*g*p^4*r*x^3-19360*c^3*g*p^3*q*r*x^3-27160*c^3*g*p^3*r^ 2*x^3-29040*c^3*g*p^2*q^2*r*x^3-81480*c^3*g*p^2*q*r^2*x^3-58112*c^3*g*p^2*r^3*x ^3-19360*c^3*g*p*q^3*r*x^3-81480*c^3*g*p*q^2*r^2*x^3-116224*c^3*g*p*q*r^3*x^3-\ 55032*c^3*g*p*r^4*x^3-4840*c^3*g*q^4*r*x^3-27160*c^3*g*q^3*r^2*x^3-58112*c^3*g* q^2*r^3*x^3-55032*c^3*g*q*r^4*x^3-19240*c^3*g*r^5*x^3-1280*c^3*p^5*r*x^3-6400*c ^3*p^4*q*r*x^3-8820*c^3*p^4*r^2*x^3-12800*c^3*p^3*q^2*r*x^3-35280*c^3*p^3*q*r^2 *x^3-24576*c^3*p^3*r^3*x^3-12800*c^3*p^2*q^3*r*x^3-52920*c^3*p^2*q^2*r^2*x^3-\ 73728*c^3*p^2*q*r^3*x^3-34104*c^3*p^2*r^4*x^3-6400*c^3*p*q^4*r*x^3-35280*c^3*p* q^3*r^2*x^3-73728*c^3*p*q^2*r^3*x^3-68208*c^3*p*q*r^4*x^3-23360*c^3*p*r^5*x^3-\ 1280*c^3*q^5*r*x^3-8820*c^3*q^4*r^2*x^3-24576*c^3*q^3*r^3*x^3-34104*c^3*q^2*r^4 *x^3-23360*c^3*q*r^5*x^3-6292*c^3*r^6*x^3-8*c^2*g^6*r*x^3-168*c^2*g^5*p*r*x^3-\ 168*c^2*g^5*q*r*x^3-266*c^2*g^5*r^2*x^3-892*c^2*g^4*p^2*r*x^3-1784*c^2*g^4*p*q* r*x^3-2674*c^2*g^4*p*r^2*x^3-892*c^2*g^4*q^2*r*x^3-2674*c^2*g^4*q*r^2*x^3-2128* c^2*g^4*r^3*x^3-2032*c^2*g^3*p^3*r*x^3-6096*c^2*g^3*p^2*q*r*x^3-8820*c^2*g^3*p^ 2*r^2*x^3-6096*c^2*g^3*p*q^2*r*x^3-17640*c^2*g^3*p*q*r^2*x^3-13184*c^2*g^3*p*r^ 3*x^3-2032*c^2*g^3*q^3*r*x^3-8820*c^2*g^3*q^2*r^2*x^3-13184*c^2*g^3*q*r^3*x^3-\ 6540*c^2*g^3*r^4*x^3-2304*c^2*g^2*p^4*r*x^3-9216*c^2*g^2*p^3*q*r*x^3-12992*c^2* g^2*p^3*r^2*x^3-13824*c^2*g^2*p^2*q^2*r*x^3-38976*c^2*g^2*p^2*q*r^2*x^3-28016*c ^2*g^2*p^2*r^3*x^3-9216*c^2*g^2*p*q^3*r*x^3-38976*c^2*g^2*p*q^2*r^2*x^3-56032*c ^2*g^2*p*q*r^3*x^3-26748*c^2*g^2*p*r^4*x^3-2304*c^2*g^2*q^4*r*x^3-12992*c^2*g^2 *q^3*r^2*x^3-28016*c^2*g^2*q^2*r^3*x^3-26748*c^2*g^2*q*r^4*x^3-9420*c^2*g^2*r^5 *x^3-1288*c^2*g*p^5*r*x^3-6440*c^2*g*p^4*q*r*x^3-8890*c^2*g*p^4*r^2*x^3-12880*c ^2*g*p^3*q^2*r*x^3-35560*c^2*g*p^3*q*r^2*x^3-24832*c^2*g*p^3*r^3*x^3-12880*c^2* g*p^2*q^3*r*x^3-53340*c^2*g*p^2*q^2*r^2*x^3-74496*c^2*g*p^2*q*r^3*x^3-34548*c^2 *g*p^2*r^4*x^3-6440*c^2*g*p*q^4*r*x^3-35560*c^2*g*p*q^3*r^2*x^3-74496*c^2*g*p*q ^2*r^3*x^3-69096*c^2*g*p*q*r^4*x^3-23720*c^2*g*p*r^5*x^3-1288*c^2*g*q^5*r*x^3-\ 8890*c^2*g*q^4*r^2*x^3-24832*c^2*g*q^3*r^3*x^3-34548*c^2*g*q^2*r^4*x^3-23720*c^ 2*g*q*r^5*x^3-6402*c^2*g*r^6*x^3-284*c^2*p^6*r*x^3-1704*c^2*p^5*q*r*x^3-2310*c^ 2*p^5*r^2*x^3-4260*c^2*p^4*q^2*r*x^3-11550*c^2*p^4*q*r^2*x^3-7872*c^2*p^4*r^3*x ^3-5680*c^2*p^3*q^3*r*x^3-23100*c^2*p^3*q^2*r^2*x^3-31488*c^2*p^3*q*r^3*x^3-\ 14244*c^2*p^3*r^4*x^3-4260*c^2*p^2*q^4*r*x^3-23100*c^2*p^2*q^3*r^2*x^3-47232*c^ 2*p^2*q^2*r^3*x^3-42732*c^2*p^2*q*r^4*x^3-14340*c^2*p^2*r^5*x^3-1704*c^2*p*q^5* r*x^3-11550*c^2*p*q^4*r^2*x^3-31488*c^2*p*q^3*r^3*x^3-42732*c^2*p*q^2*r^4*x^3-\ 28680*c^2*p*q*r^5*x^3-7590*c^2*p*r^6*x^3-284*c^2*q^6*r*x^3-2310*c^2*q^5*r^2*x^3 -7872*c^2*q^4*r^3*x^3-14244*c^2*q^3*r^4*x^3-14340*c^2*q^2*r^5*x^3-7590*c^2*q*r^ 6*x^3-1648*c^2*r^7*x^3-8*c*g^6*p*r*x^3-8*c*g^6*q*r*x^3-14*c*g^6*r^2*x^3-78*c*g^ 5*p^2*r*x^3-156*c*g^5*p*q*r*x^3-245*c*g^5*p*r^2*x^3-78*c*g^5*q^2*r*x^3-245*c*g^ 5*q*r^2*x^3-216*c*g^5*r^3*x^3-268*c*g^4*p^3*r*x^3-804*c*g^4*p^2*q*r*x^3-1190*c* g^4*p^2*r^2*x^3-804*c*g^4*p*q^2*r*x^3-2380*c*g^4*p*q*r^2*x^3-1856*c*g^4*p*r^3*x ^3-268*c*g^4*q^3*r*x^3-1190*c*g^4*q^2*r^2*x^3-1856*c*g^4*q*r^3*x^3-960*c*g^4*r^ 4*x^3-452*c*g^3*p^4*r*x^3-1808*c*g^3*p^3*q*r*x^3-2576*c*g^3*p^3*r^2*x^3-2712*c* g^3*p^2*q^2*r*x^3-7728*c*g^3*p^2*q*r^2*x^3-5656*c*g^3*p^2*r^3*x^3-1808*c*g^3*p* q^3*r*x^3-7728*c*g^3*p*q^2*r^2*x^3-11312*c*g^3*p*q*r^3*x^3-5502*c*g^3*p*r^4*x^3 -452*c*g^3*q^4*r*x^3-2576*c*g^3*q^3*r^2*x^3-5656*c*g^3*q^2*r^3*x^3-5502*c*g^3*q *r^4*x^3-1970*c*g^3*r^5*x^3-408*c*g^2*p^5*r*x^3-2040*c*g^2*p^4*q*r*x^3-2828*c*g ^2*p^4*r^2*x^3-4080*c*g^2*p^3*q^2*r*x^3-11312*c*g^2*p^3*q*r^2*x^3-7952*c*g^2*p^ 3*r^3*x^3-4080*c*g^2*p^2*q^3*r*x^3-16968*c*g^2*p^2*q^2*r^2*x^3-23856*c*g^2*p^2* q*r^3*x^3-11142*c*g^2*p^2*r^4*x^3-2040*c*g^2*p*q^4*r*x^3-11312*c*g^2*p*q^3*r^2* x^3-23856*c*g^2*p*q^2*r^3*x^3-22284*c*g^2*p*q*r^4*x^3-7700*c*g^2*p*r^5*x^3-408* c*g^2*q^5*r*x^3-2828*c*g^2*q^4*r^2*x^3-7952*c*g^2*q^3*r^3*x^3-11142*c*g^2*q^2*r ^4*x^3-7700*c*g^2*q*r^5*x^3-2090*c*g^2*r^6*x^3-190*c*g*p^6*r*x^3-1140*c*g*p^5*q *r*x^3-1547*c*g*p^5*r^2*x^3-2850*c*g*p^4*q^2*r*x^3-7735*c*g*p^4*q*r^2*x^3-5280* c*g*p^4*r^3*x^3-3800*c*g*p^3*q^3*r*x^3-15470*c*g*p^3*q^2*r^2*x^3-21120*c*g*p^3* q*r^3*x^3-9570*c*g*p^3*r^4*x^3-2850*c*g*p^2*q^4*r*x^3-15470*c*g*p^2*q^3*r^2*x^3 -31680*c*g*p^2*q^2*r^3*x^3-28710*c*g*p^2*q*r^4*x^3-9650*c*g*p^2*r^5*x^3-1140*c* g*p*q^5*r*x^3-7735*c*g*p*q^4*r^2*x^3-21120*c*g*p*q^3*r^3*x^3-28710*c*g*p*q^2*r^ 4*x^3-19300*c*g*p*q*r^5*x^3-5115*c*g*p*r^6*x^3-190*c*g*q^6*r*x^3-1547*c*g*q^5*r ^2*x^3-5280*c*g*q^4*r^3*x^3-9570*c*g*q^3*r^4*x^3-9650*c*g*q^2*r^5*x^3-5115*c*g* q*r^6*x^3-1112*c*g*r^7*x^3-36*c*p^7*r*x^3-252*c*p^6*q*r*x^3-336*c*p^6*r^2*x^3-\ 756*c*p^5*q^2*r*x^3-2016*c*p^5*q*r^2*x^3-1344*c*p^5*r^3*x^3-1260*c*p^4*q^3*r*x^ 3-5040*c*p^4*q^2*r^2*x^3-6720*c*p^4*q*r^3*x^3-2970*c*p^4*r^4*x^3-1260*c*p^3*q^4 *r*x^3-6720*c*p^3*q^3*r^2*x^3-13440*c*p^3*q^2*r^3*x^3-11880*c*p^3*q*r^4*x^3-\ 3900*c*p^3*r^5*x^3-756*c*p^2*q^5*r*x^3-5040*c*p^2*q^4*r^2*x^3-13440*c*p^2*q^3*r ^3*x^3-17820*c*p^2*q^2*r^4*x^3-11700*c*p^2*q*r^5*x^3-3036*c*p^2*r^6*x^3-252*c*p *q^6*r*x^3-2016*c*p*q^5*r^2*x^3-6720*c*p*q^4*r^3*x^3-11880*c*p*q^3*r^4*x^3-\ 11700*c*p*q^2*r^5*x^3-6072*c*p*q*r^6*x^3-1296*c*p*r^7*x^3-36*c*q^7*r*x^3-336*c* q^6*r^2*x^3-1344*c*q^5*r^3*x^3-2970*c*q^4*r^4*x^3-3900*c*q^3*r^5*x^3-3036*c*q^2 *r^6*x^3-1296*c*q*r^7*x^3-234*c*r^8*x^3-2*g^6*p^2*r*x^3-4*g^6*p*q*r*x^3-7*g^6*p *r^2*x^3-2*g^6*q^2*r*x^3-7*g^6*q*r^2*x^3-8*g^6*r^3*x^3-12*g^5*p^3*r*x^3-36*g^5* p^2*q*r*x^3-56*g^5*p^2*r^2*x^3-36*g^5*p*q^2*r*x^3-112*g^5*p*q*r^2*x^3-96*g^5*p* r^3*x^3-12*g^5*q^3*r*x^3-56*g^5*q^2*r^2*x^3-96*g^5*q*r^3*x^3-54*g^5*r^4*x^3-30* g^4*p^4*r*x^3-120*g^4*p^3*q*r*x^3-175*g^4*p^3*r^2*x^3-180*g^4*p^2*q^2*r*x^3-525 *g^4*p^2*q*r^2*x^3-400*g^4*p^2*r^3*x^3-120*g^4*p*q^3*r*x^3-525*g^4*p*q^2*r^2*x^ 3-800*g^4*p*q*r^3*x^3-405*g^4*p*r^4*x^3-30*g^4*q^4*r*x^3-175*g^4*q^3*r^2*x^3-\ 400*g^4*q^2*r^3*x^3-405*g^4*q*r^4*x^3-150*g^4*r^5*x^3-40*g^3*p^5*r*x^3-200*g^3* p^4*q*r*x^3-280*g^3*p^4*r^2*x^3-400*g^3*p^3*q^2*r*x^3-1120*g^3*p^3*q*r^2*x^3-\ 800*g^3*p^3*r^3*x^3-400*g^3*p^2*q^3*r*x^3-1680*g^3*p^2*q^2*r^2*x^3-2400*g^3*p^2 *q*r^3*x^3-1140*g^3*p^2*r^4*x^3-200*g^3*p*q^4*r*x^3-1120*g^3*p*q^3*r^2*x^3-2400 *g^3*p*q^2*r^3*x^3-2280*g^3*p*q*r^4*x^3-800*g^3*p*r^5*x^3-40*g^3*q^5*r*x^3-280* g^3*q^4*r^2*x^3-800*g^3*q^3*r^3*x^3-1140*g^3*q^2*r^4*x^3-800*g^3*q*r^5*x^3-220* g^3*r^6*x^3-30*g^2*p^6*r*x^3-180*g^2*p^5*q*r*x^3-245*g^2*p^5*r^2*x^3-450*g^2*p^ 4*q^2*r*x^3-1225*g^2*p^4*q*r^2*x^3-840*g^2*p^4*r^3*x^3-600*g^2*p^3*q^3*r*x^3-\ 2450*g^2*p^3*q^2*r^2*x^3-3360*g^2*p^3*q*r^3*x^3-1530*g^2*p^3*r^4*x^3-450*g^2*p^ 2*q^4*r*x^3-2450*g^2*p^2*q^3*r^2*x^3-5040*g^2*p^2*q^2*r^3*x^3-4590*g^2*p^2*q*r^ 4*x^3-1550*g^2*p^2*r^5*x^3-180*g^2*p*q^5*r*x^3-1225*g^2*p*q^4*r^2*x^3-3360*g^2* p*q^3*r^3*x^3-4590*g^2*p*q^2*r^4*x^3-3100*g^2*p*q*r^5*x^3-825*g^2*p*r^6*x^3-30* g^2*q^6*r*x^3-245*g^2*q^5*r^2*x^3-840*g^2*q^4*r^3*x^3-1530*g^2*q^3*r^4*x^3-1550 *g^2*q^2*r^5*x^3-825*g^2*q*r^6*x^3-180*g^2*r^7*x^3-12*g*p^7*r*x^3-84*g*p^6*q*r* x^3-112*g*p^6*r^2*x^3-252*g*p^5*q^2*r*x^3-672*g*p^5*q*r^2*x^3-448*g*p^5*r^3*x^3 -420*g*p^4*q^3*r*x^3-1680*g*p^4*q^2*r^2*x^3-2240*g*p^4*q*r^3*x^3-990*g*p^4*r^4* x^3-420*g*p^3*q^4*r*x^3-2240*g*p^3*q^3*r^2*x^3-4480*g*p^3*q^2*r^3*x^3-3960*g*p^ 3*q*r^4*x^3-1300*g*p^3*r^5*x^3-252*g*p^2*q^5*r*x^3-1680*g*p^2*q^4*r^2*x^3-4480* g*p^2*q^3*r^3*x^3-5940*g*p^2*q^2*r^4*x^3-3900*g*p^2*q*r^5*x^3-1012*g*p^2*r^6*x^ 3-84*g*p*q^6*r*x^3-672*g*p*q^5*r^2*x^3-2240*g*p*q^4*r^3*x^3-3960*g*p*q^3*r^4*x^ 3-3900*g*p*q^2*r^5*x^3-2024*g*p*q*r^6*x^3-432*g*p*r^7*x^3-12*g*q^7*r*x^3-112*g* q^6*r^2*x^3-448*g*q^5*r^3*x^3-990*g*q^4*r^4*x^3-1300*g*q^3*r^5*x^3-1012*g*q^2*r ^6*x^3-432*g*q*r^7*x^3-78*g*r^8*x^3-2*p^8*r*x^3-16*p^7*q*r*x^3-21*p^7*r^2*x^3-\ 56*p^6*q^2*r*x^3-147*p^6*q*r^2*x^3-96*p^6*r^3*x^3-112*p^5*q^3*r*x^3-441*p^5*q^2 *r^2*x^3-576*p^5*q*r^3*x^3-249*p^5*r^4*x^3-140*p^4*q^4*r*x^3-735*p^4*q^3*r^2*x^ 3-1440*p^4*q^2*r^3*x^3-1245*p^4*q*r^4*x^3-400*p^4*r^5*x^3-112*p^3*q^5*r*x^3-735 *p^3*q^4*r^2*x^3-1920*p^3*q^3*r^3*x^3-2490*p^3*q^2*r^4*x^3-1600*p^3*q*r^5*x^3-\ 407*p^3*r^6*x^3-56*p^2*q^6*r*x^3-441*p^2*q^5*r^2*x^3-1440*p^2*q^4*r^3*x^3-2490* p^2*q^3*r^4*x^3-2400*p^2*q^2*r^5*x^3-1221*p^2*q*r^6*x^3-256*p^2*r^7*x^3-16*p*q^ 7*r*x^3-147*p*q^6*r^2*x^3-576*p*q^5*r^3*x^3-1245*p*q^4*r^4*x^3-1600*p*q^3*r^5*x ^3-1221*p*q^2*r^6*x^3-512*p*q*r^7*x^3-91*p*r^8*x^3-2*q^8*r*x^3-21*q^7*r^2*x^3-\ 96*q^6*r^3*x^3-249*q^5*r^4*x^3-400*q^4*r^5*x^3-407*q^3*r^6*x^3-256*q^2*r^7*x^3-\ 91*q*r^8*x^3-14*r^9*x^3+64*a^6*c^2*r*x^2+256*a^6*c^2*x^3+128*a^6*c*p*r*x^2+256* a^6*c*p*x^3+64*a^6*c*q*r*x^2+256*a^6*c*q*x^3+144*a^6*c*r^2*x^2+432*a^6*c*r*x^3+ 48*a^6*p^2*r*x^2+64*a^6*p^2*x^3+64*a^6*p*q*r*x^2+128*a^6*p*q*x^3+144*a^6*p*r^2* x^2+216*a^6*p*r*x^3+16*a^6*q^2*r*x^2+64*a^6*q^2*x^3+72*a^6*q*r^2*x^2+216*a^6*q* r*x^3+120*a^6*r^3*x^2+272*a^6*r^2*x^3+448*a^5*b*c^2*r*x^2+1536*a^5*b*c^2*x^3+ 768*a^5*b*c*p*r*x^2+1536*a^5*b*c*p*x^3+384*a^5*b*c*q*r*x^2+1536*a^5*b*c*q*x^3+ 912*a^5*b*c*r^2*x^2+2592*a^5*b*c*r*x^3+272*a^5*b*p^2*r*x^2+384*a^5*b*p^2*x^3+ 352*a^5*b*p*q*r*x^2+768*a^5*b*p*q*x^3+816*a^5*b*p*r^2*x^2+1296*a^5*b*p*r*x^3+80 *a^5*b*q^2*r*x^2+384*a^5*b*q^2*x^3+384*a^5*b*q*r^2*x^2+1296*a^5*b*q*r*x^3+672*a ^5*b*r^3*x^2+1632*a^5*b*r^2*x^3+864*a^5*c^3*r*x^2+2816*a^5*c^3*x^3+320*a^5*c^2* g*r*x^2+1152*a^5*c^2*g*x^3+1856*a^5*c^2*p*r*x^2+3968*a^5*c^2*p*x^3+1104*a^5*c^2 *q*r*x^2+3968*a^5*c^2*q*x^3+2112*a^5*c^2*r^2*x^2+5248*a^5*c^2*r*x^3+576*a^5*c*g *p*r*x^2+1152*a^5*c*g*p*x^3+288*a^5*c*g*q*r*x^2+1152*a^5*c*g*q*x^3+672*a^5*c*g* r^2*x^2+1944*a^5*c*g*r*x^3+1144*a^5*c*p^2*r*x^2+1856*a^5*c*p^2*x^3+1600*a^5*c*p *q*r*x^2+3712*a^5*c*p*q*x^3+2976*a^5*c*p*r^2*x^2+4816*a^5*c*p*r*x^3+456*a^5*c*q ^2*r*x^2+1856*a^5*c*q^2*x^3+1776*a^5*c*q*r^2*x^2+4816*a^5*c*q*r*x^3+2064*a^5*c* r^3*x^2+3632*a^5*c*r^2*x^3+208*a^5*g*p^2*r*x^2+288*a^5*g*p^2*x^3+272*a^5*g*p*q* r*x^2+576*a^5*g*p*q*x^3+624*a^5*g*p*r^2*x^2+972*a^5*g*p*r*x^3+64*a^5*g*q^2*r*x^ 2+288*a^5*g*q^2*x^3+300*a^5*g*q*r^2*x^2+972*a^5*g*q*r*x^3+516*a^5*g*r^3*x^2+ 1224*a^5*g*r^2*x^3+216*a^5*p^3*r*x^2+288*a^5*p^3*x^3+492*a^5*p^2*q*r*x^2+864*a^ 5*p^2*q*x^3+888*a^5*p^2*r^2*x^2+1096*a^5*p^2*r*x^3+336*a^5*p*q^2*r*x^2+864*a^5* p*q^2*x^3+1248*a^5*p*q*r^2*x^2+2192*a^5*p*q*r*x^3+1248*a^5*p*r^3*x^2+1544*a^5*p *r^2*x^3+60*a^5*q^3*r*x^2+288*a^5*q^3*x^3+360*a^5*q^2*r^2*x^2+1096*a^5*q^2*r*x^ 3+840*a^5*q*r^3*x^2+1544*a^5*q*r^2*x^3+576*a^5*r^4*x^2+448*a^5*r^3*x^3+1280*a^4 *b^2*c^2*r*x^2+3840*a^4*b^2*c^2*x^3+1920*a^4*b^2*c*p*r*x^2+3840*a^4*b^2*c*p*x^3 +960*a^4*b^2*c*q*r*x^2+3840*a^4*b^2*c*q*x^3+2400*a^4*b^2*c*r^2*x^2+6480*a^4*b^2 *c*r*x^3+640*a^4*b^2*p^2*r*x^2+960*a^4*b^2*p^2*x^3+800*a^4*b^2*p*q*r*x^2+1920*a ^4*b^2*p*q*x^3+1920*a^4*b^2*p*r^2*x^2+3240*a^4*b^2*p*r*x^3+160*a^4*b^2*q^2*r*x^ 2+960*a^4*b^2*q^2*x^3+840*a^4*b^2*q*r^2*x^2+3240*a^4*b^2*q*r*x^3+1560*a^4*b^2*r ^3*x^2+4080*a^4*b^2*r^2*x^3+4704*a^4*b*c^3*r*x^2+14080*a^4*b*c^3*x^3+1824*a^4*b *c^2*g*r*x^2+5760*a^4*b*c^2*g*x^3+9296*a^4*b*c^2*p*r*x^2+19840*a^4*b*c^2*p*x^3+ 5536*a^4*b*c^2*q*r*x^2+19840*a^4*b*c^2*q*x^3+11040*a^4*b*c^2*r^2*x^2+26240*a^4* b*c^2*r*x^3+2880*a^4*b*c*g*p*r*x^2+5760*a^4*b*c*g*p*x^3+1440*a^4*b*c*g*q*r*x^2+ 5760*a^4*b*c*g*q*x^3+3528*a^4*b*c*g*r^2*x^2+9720*a^4*b*c*g*r*x^3+5512*a^4*b*c*p ^2*r*x^2+9280*a^4*b*c*p^2*x^3+7584*a^4*b*c*p*q*r*x^2+18560*a^4*b*c*p*q*x^3+ 14496*a^4*b*c*p*r^2*x^2+24080*a^4*b*c*p*r*x^3+2072*a^4*b*c*q^2*r*x^2+9280*a^4*b *c*q^2*x^3+8496*a^4*b*c*q*r^2*x^2+24080*a^4*b*c*q*r*x^3+10032*a^4*b*c*r^3*x^2+ 18160*a^4*b*c*r^2*x^3+984*a^4*b*g*p^2*r*x^2+1440*a^4*b*g*p^2*x^3+1248*a^4*b*g*p *q*r*x^2+2880*a^4*b*g*p*q*x^3+2952*a^4*b*g*p*r^2*x^2+4860*a^4*b*g*p*r*x^3+264*a ^4*b*g*q^2*r*x^2+1440*a^4*b*g*q^2*x^3+1332*a^4*b*g*q*r^2*x^2+4860*a^4*b*g*q*r*x ^3+2412*a^4*b*g*r^3*x^2+6120*a^4*b*g*r^2*x^3+1020*a^4*b*p^3*r*x^2+1440*a^4*b*p^ 3*x^3+2280*a^4*b*p^2*q*r*x^2+4320*a^4*b*p^2*q*x^3+4200*a^4*b*p^2*r^2*x^2+5480*a ^4*b*p^2*r*x^3+1500*a^4*b*p*q^2*r*x^2+4320*a^4*b*p*q^2*x^3+5760*a^4*b*p*q*r^2*x ^2+10960*a^4*b*p*q*r*x^3+5880*a^4*b*p*r^3*x^2+7720*a^4*b*p*r^2*x^3+240*a^4*b*q^ 3*r*x^2+1440*a^4*b*q^3*x^3+1560*a^4*b*q^2*r^2*x^2+5480*a^4*b*q^2*r*x^3+3840*a^4 *b*q*r^3*x^2+7720*a^4*b*q*r^2*x^3+2700*a^4*b*r^4*x^2+2240*a^4*b*r^3*x^3+4128*a^ 4*c^4*r*x^2+12288*a^4*c^4*x^3+3344*a^4*c^3*g*r*x^2+10368*a^4*c^3*g*x^3+10320*a^ 4*c^3*p*r*x^2+22528*a^4*c^3*p*x^3+6608*a^4*c^3*q*r*x^2+22528*a^4*c^3*q*x^3+ 12000*a^4*c^3*r^2*x^2+25984*a^4*c^3*r*x^3+640*a^4*c^2*g^2*r*x^2+2112*a^4*c^2*g^ 2*x^3+6816*a^4*c^2*g*p*r*x^2+14592*a^4*c^2*g*p*x^3+4048*a^4*c^2*g*q*r*x^2+14592 *a^4*c^2*g*q*x^3+7976*a^4*c^2*g*r^2*x^2+19272*a^4*c^2*g*r*x^3+8776*a^4*c^2*p^2* r*x^2+15424*a^4*c^2*p^2*x^3+12640*a^4*c^2*p*q*r*x^2+30848*a^4*c^2*p*q*x^3+21936 *a^4*c^2*p*r^2*x^2+34704*a^4*c^2*p*r*x^3+3864*a^4*c^2*q^2*r*x^2+15424*a^4*c^2*q ^2*x^3+14272*a^4*c^2*q*r^2*x^2+34704*a^4*c^2*q*r*x^3+14160*a^4*c^2*r^3*x^2+ 18968*a^4*c^2*r^2*x^3+1056*a^4*c*g^2*p*r*x^2+2112*a^4*c*g^2*p*x^3+528*a^4*c*g^2 *q*r*x^2+2112*a^4*c*g^2*q*x^3+1272*a^4*c*g^2*r^2*x^2+3564*a^4*c*g^2*r*x^3+4100* a^4*c*g*p^2*r*x^2+6816*a^4*c*g*p^2*x^3+5672*a^4*c*g*p*q*r*x^2+13632*a^4*c*g*p*q *x^3+10744*a^4*c*g*p*r^2*x^2+17652*a^4*c*g*p*r*x^3+1572*a^4*c*g*q^2*r*x^2+6816* a^4*c*g*q^2*x^3+6332*a^4*c*g*q*r^2*x^2+17652*a^4*c*g*q*r*x^3+7444*a^4*c*g*r^3*x ^2+13288*a^4*c*g*r^2*x^3+3116*a^4*c*p^3*r*x^2+4672*a^4*c*p^3*x^3+7204*a^4*c*p^2 *q*r*x^2+14016*a^4*c*p^2*q*x^3+12068*a^4*c*p^2*r^2*x^2+15324*a^4*c*p^2*r*x^3+ 5060*a^4*c*p*q^2*r*x^2+14016*a^4*c*p*q^2*x^3+17568*a^4*c*p*q*r^2*x^2+30648*a^4* c*p*q*r*x^3+15816*a^4*c*p*r^3*x^2+15592*a^4*c*p*r^2*x^3+972*a^4*c*q^3*r*x^2+ 4672*a^4*c*q^3*x^3+5500*a^4*c*q^2*r^2*x^2+15324*a^4*c*q^2*r*x^3+11056*a^4*c*q*r ^3*x^2+15592*a^4*c*q*r^2*x^3+6864*a^4*c*r^4*x^2+1888*a^4*c*r^3*x^3+368*a^4*g^2* p^2*r*x^2+528*a^4*g^2*p^2*x^3+472*a^4*g^2*p*q*r*x^2+1056*a^4*g^2*p*q*x^3+1104*a ^4*g^2*p*r^2*x^2+1782*a^4*g^2*p*r*x^3+104*a^4*g^2*q^2*r*x^2+528*a^4*g^2*q^2*x^3 +510*a^4*g^2*q*r^2*x^2+1782*a^4*g^2*q*r*x^3+906*a^4*g^2*r^3*x^2+2244*a^4*g^2*r^ 2*x^3+764*a^4*g*p^3*r*x^2+1056*a^4*g*p^3*x^3+1720*a^4*g*p^2*q*r*x^2+3168*a^4*g* p^2*q*x^3+3144*a^4*g*p^2*r^2*x^2+4008*a^4*g*p^2*r*x^3+1148*a^4*g*p*q^2*r*x^2+ 3168*a^4*g*p*q^2*x^3+4352*a^4*g*p*q*r^2*x^2+8016*a^4*g*p*q*r*x^3+4408*a^4*g*p*r ^3*x^2+5624*a^4*g*p*r^2*x^3+192*a^4*g*q^3*r*x^2+1056*a^4*g*q^3*x^3+1208*a^4*g*q ^2*r^2*x^2+4008*a^4*g*q^2*r*x^3+2912*a^4*g*q*r^3*x^2+5624*a^4*g*q*r^2*x^3+2028* a^4*g*r^4*x^2+1600*a^4*g*r^3*x^3+396*a^4*p^4*r*x^2+528*a^4*p^4*x^3+1276*a^4*p^3 *q*r*x^2+2112*a^4*p^3*q*x^3+2068*a^4*p^3*r^2*x^2+2234*a^4*p^3*r*x^3+1452*a^4*p^ 2*q^2*r*x^2+3168*a^4*p^2*q^2*x^3+4818*a^4*p^2*q*r^2*x^2+6702*a^4*p^2*q*r*x^3+ 4070*a^4*p^2*r^3*x^2+3122*a^4*p^2*r^2*x^3+660*a^4*p*q^3*r*x^2+2112*a^4*p*q^3*x^ 3+3432*a^4*p*q^2*r^2*x^2+6702*a^4*p*q^2*r*x^3+6160*a^4*p*q*r^3*x^2+6244*a^4*p*q *r^2*x^3+3520*a^4*p*r^4*x^2+368*a^4*p*r^3*x^3+88*a^4*q^4*r*x^2+528*a^4*q^4*x^3+ 682*a^4*q^3*r^2*x^2+2234*a^4*q^3*r*x^3+2090*a^4*q^2*r^3*x^2+3122*a^4*q^2*r^2*x^ 3+2618*a^4*q*r^4*x^2+368*a^4*q*r^3*x^3+1122*a^4*r^5*x^2-1226*a^4*r^4*x^3+1920*a ^3*b^3*c^2*r*x^2+5120*a^3*b^3*c^2*x^3+2560*a^3*b^3*c*p*r*x^2+5120*a^3*b^3*c*p*x ^3+1280*a^3*b^3*c*q*r*x^2+5120*a^3*b^3*c*q*x^3+3360*a^3*b^3*c*r^2*x^2+8640*a^3* b^3*c*r*x^3+800*a^3*b^3*p^2*r*x^2+1280*a^3*b^3*p^2*x^3+960*a^3*b^3*p*q*r*x^2+ 2560*a^3*b^3*p*q*x^3+2400*a^3*b^3*p*r^2*x^2+4320*a^3*b^3*p*r*x^3+160*a^3*b^3*q^ 2*r*x^2+1280*a^3*b^3*q^2*x^3+960*a^3*b^3*q*r^2*x^2+4320*a^3*b^3*q*r*x^3+1920*a^ 3*b^3*r^3*x^2+5440*a^3*b^3*r^2*x^3+10176*a^3*b^2*c^3*r*x^2+28160*a^3*b^2*c^3*x^ 3+4096*a^3*b^2*c^2*g*r*x^2+11520*a^3*b^2*c^2*g*x^3+18624*a^3*b^2*c^2*p*r*x^2+ 39680*a^3*b^2*c^2*p*x^3+11104*a^3*b^2*c^2*q*r*x^2+39680*a^3*b^2*c^2*q*x^3+23040 *a^3*b^2*c^2*r^2*x^2+52480*a^3*b^2*c^2*r*x^3+5760*a^3*b^2*c*g*p*r*x^2+11520*a^3 *b^2*c*g*p*x^3+2880*a^3*b^2*c*g*q*r*x^2+11520*a^3*b^2*c*g*q*x^3+7392*a^3*b^2*c* g*r^2*x^2+19440*a^3*b^2*c*g*r*x^3+10608*a^3*b^2*c*p^2*r*x^2+18560*a^3*b^2*c*p^2 *x^3+14336*a^3*b^2*c*p*q*r*x^2+37120*a^3*b^2*c*p*q*x^3+28224*a^3*b^2*c*p*r^2*x^ 2+48160*a^3*b^2*c*p*r*x^3+3728*a^3*b^2*c*q^2*r*x^2+18560*a^3*b^2*c*q^2*x^3+ 16224*a^3*b^2*c*q*r^2*x^2+48160*a^3*b^2*c*q*r*x^3+19488*a^3*b^2*c*r^3*x^2+36320 *a^3*b^2*c*r^2*x^3+1856*a^3*b^2*g*p^2*r*x^2+2880*a^3*b^2*g*p^2*x^3+2272*a^3*b^2 *g*p*q*r*x^2+5760*a^3*b^2*g*p*q*x^3+5568*a^3*b^2*g*p*r^2*x^2+9720*a^3*b^2*g*p*r *x^3+416*a^3*b^2*g*q^2*r*x^2+2880*a^3*b^2*g*q^2*x^3+2328*a^3*b^2*g*q*r^2*x^2+ 9720*a^3*b^2*g*q*r*x^3+4488*a^3*b^2*g*r^3*x^2+12240*a^3*b^2*g*r^2*x^3+1920*a^3* b^2*p^3*r*x^2+2880*a^3*b^2*p^3*x^3+4200*a^3*b^2*p^2*q*r*x^2+8640*a^3*b^2*p^2*q* x^3+7920*a^3*b^2*p^2*r^2*x^2+10960*a^3*b^2*p^2*r*x^3+2640*a^3*b^2*p*q^2*r*x^2+ 8640*a^3*b^2*p*q^2*x^3+10560*a^3*b^2*p*q*r^2*x^2+21920*a^3*b^2*p*q*r*x^3+11040* a^3*b^2*p*r^3*x^2+15440*a^3*b^2*p*r^2*x^3+360*a^3*b^2*q^3*r*x^2+2880*a^3*b^2*q^ 3*x^3+2640*a^3*b^2*q^2*r^2*x^2+10960*a^3*b^2*q^2*r*x^3+6960*a^3*b^2*q*r^3*x^2+ 15440*a^3*b^2*q*r^2*x^3+5040*a^3*b^2*r^4*x^2+4480*a^3*b^2*r^3*x^3+17472*a^3*b*c ^4*r*x^2+49152*a^3*b*c^4*x^3+14464*a^3*b*c^3*g*r*x^2+41472*a^3*b*c^3*g*x^3+ 41248*a^3*b*c^3*p*r*x^2+90112*a^3*b*c^3*p*x^3+26400*a^3*b*c^3*q*r*x^2+90112*a^3 *b*c^3*q*x^3+49536*a^3*b*c^3*r^2*x^2+103936*a^3*b*c^3*r*x^3+2864*a^3*b*c^2*g^2* r*x^2+8448*a^3*b*c^2*g^2*x^3+27344*a^3*b*c^2*g*p*r*x^2+58368*a^3*b*c^2*g*p*x^3+ 16272*a^3*b*c^2*g*q*r*x^2+58368*a^3*b*c^2*g*q*x^3+33256*a^3*b*c^2*g*r^2*x^2+ 77088*a^3*b*c^2*g*r*x^3+34032*a^3*b*c^2*p^2*r*x^2+61696*a^3*b*c^2*p^2*x^3+48416 *a^3*b*c^2*p*q*r*x^2+123392*a^3*b*c^2*p*q*x^3+86144*a^3*b*c^2*p*r^2*x^2+138816* a^3*b*c^2*p*r*x^3+14384*a^3*b*c^2*q^2*r*x^2+61696*a^3*b*c^2*q^2*x^3+55488*a^3*b *c^2*q*r^2*x^2+138816*a^3*b*c^2*q*r*x^3+55776*a^3*b*c^2*r^3*x^2+75872*a^3*b*c^2 *r^2*x^3+4224*a^3*b*c*g^2*p*r*x^2+8448*a^3*b*c*g^2*p*x^3+2112*a^3*b*c*g^2*q*r*x ^2+8448*a^3*b*c*g^2*q*x^3+5316*a^3*b*c*g^2*r^2*x^2+14256*a^3*b*c*g^2*r*x^3+ 15840*a^3*b*c*g*p^2*r*x^2+27264*a^3*b*c*g*p^2*x^3+21568*a^3*b*c*g*p*q*r*x^2+ 54528*a^3*b*c*g*p*q*x^3+41944*a^3*b*c*g*p*r^2*x^2+70608*a^3*b*c*g*p*r*x^3+5728* a^3*b*c*g*q^2*r*x^2+27264*a^3*b*c*g*q^2*x^3+24296*a^3*b*c*g*q*r^2*x^2+70608*a^3 *b*c*g*q*r*x^3+29000*a^3*b*c*g*r^3*x^2+53152*a^3*b*c*g*r^2*x^3+11880*a^3*b*c*p^ 3*r*x^2+18688*a^3*b*c*p^3*x^3+27064*a^3*b*c*p^2*q*r*x^2+56064*a^3*b*c*p^2*q*x^3 +46244*a^3*b*c*p^2*r^2*x^2+61296*a^3*b*c*p^2*r*x^3+18488*a^3*b*c*p*q^2*r*x^2+ 56064*a^3*b*c*p*q^2*x^3+66216*a^3*b*c*p*q*r^2*x^2+122592*a^3*b*c*p*q*r*x^3+ 60584*a^3*b*c*p*r^3*x^2+62368*a^3*b*c*p*r^2*x^3+3304*a^3*b*c*q^3*r*x^2+18688*a^ 3*b*c*q^3*x^3+19972*a^3*b*c*q^2*r^2*x^2+61296*a^3*b*c*q^2*r*x^3+41544*a^3*b*c*q *r^3*x^2+62368*a^3*b*c*q*r^2*x^3+26220*a^3*b*c*r^4*x^2+7552*a^3*b*c*r^3*x^3+ 1396*a^3*b*g^2*p^2*r*x^2+2112*a^3*b*g^2*p^2*x^3+1736*a^3*b*g^2*p*q*r*x^2+4224*a ^3*b*g^2*p*q*x^3+4188*a^3*b*g^2*p*r^2*x^2+7128*a^3*b*g^2*p*r*x^3+340*a^3*b*g^2* q^2*r*x^2+2112*a^3*b*g^2*q^2*x^3+1812*a^3*b*g^2*q*r^2*x^2+7128*a^3*b*g^2*q*r*x^ 3+3396*a^3*b*g^2*r^3*x^2+8976*a^3*b*g^2*r^2*x^3+2892*a^3*b*g*p^3*r*x^2+4224*a^3 *b*g*p^3*x^3+6388*a^3*b*g*p^2*q*r*x^2+12672*a^3*b*g*p^2*q*x^3+11920*a^3*b*g*p^2 *r^2*x^2+16032*a^3*b*g*p^2*r*x^3+4100*a^3*b*g*p*q^2*r*x^2+12672*a^3*b*g*p*q^2*x ^3+16096*a^3*b*g*p*q*r^2*x^2+32064*a^3*b*g*p*q*r*x^3+16648*a^3*b*g*p*r^3*x^2+ 22496*a^3*b*g*p*r^2*x^3+604*a^3*b*g*q^3*r*x^2+4224*a^3*b*g*q^3*x^3+4176*a^3*b*g *q^2*r^2*x^2+16032*a^3*b*g*q^2*r*x^3+10664*a^3*b*g*q*r^3*x^2+22496*a^3*b*g*q*r^ 2*x^3+7620*a^3*b*g*r^4*x^2+6400*a^3*b*g*r^3*x^3+1496*a^3*b*p^4*r*x^2+2112*a^3*b *p^4*x^3+4752*a^3*b*p^3*q*r*x^2+8448*a^3*b*p^3*q*x^3+7832*a^3*b*p^3*r^2*x^2+ 8936*a^3*b*p^3*r*x^3+5280*a^3*b*p^2*q^2*r*x^2+12672*a^3*b*p^2*q^2*x^3+17952*a^3 *b*p^2*q*r^2*x^2+26808*a^3*b*p^2*q*r*x^3+15400*a^3*b*p^2*r^3*x^2+12488*a^3*b*p^ 2*r^2*x^3+2288*a^3*b*p*q^3*r*x^2+8448*a^3*b*p*q^3*x^3+12408*a^3*b*p*q^2*r^2*x^2 +26808*a^3*b*p*q^2*r*x^3+22880*a^3*b*p*q*r^3*x^2+24976*a^3*b*p*q*r^2*x^3+13288* a^3*b*p*r^4*x^2+1472*a^3*b*p*r^3*x^3+264*a^3*b*q^4*r*x^2+2112*a^3*b*q^4*x^3+ 2288*a^3*b*q^3*r^2*x^2+8936*a^3*b*q^3*r*x^3+7480*a^3*b*q^2*r^3*x^2+12488*a^3*b* q^2*r^2*x^3+9680*a^3*b*q*r^4*x^2+1472*a^3*b*q*r^3*x^3+4224*a^3*b*r^5*x^2-4904*a ^3*b*r^4*x^3+9632*a^3*c^5*r*x^2+27392*a^3*c^5*x^3+12256*a^3*c^4*g*r*x^2+35456*a ^3*c^4*g*x^3+28128*a^3*c^4*p*r*x^2+62080*a^3*c^4*p*x^3+18608*a^3*c^4*q*r*x^2+ 62080*a^3*c^4*q*x^3+33216*a^3*c^4*r^2*x^2+65872*a^3*c^4*r*x^3+5032*a^3*c^3*g^2* r*x^2+14912*a^3*c^3*g^2*x^3+29616*a^3*c^3*g*p*r*x^2+64896*a^3*c^3*g*p*x^3+18912 *a^3*c^3*g*q*r*x^2+64896*a^3*c^3*g*q*x^3+35096*a^3*c^3*g*r^2*x^2+74608*a^3*c^3* g*r*x^3+30544*a^3*c^3*p^2*r*x^2+56064*a^3*c^3*p^2*x^3+44576*a^3*c^3*p*q*r*x^2+ 112128*a^3*c^3*p*q*x^3+75488*a^3*c^3*p*r^2*x^2+115744*a^3*c^3*p*r*x^3+14032*a^3 *c^3*q^2*r*x^2+56064*a^3*c^3*q^2*x^3+51008*a^3*c^3*q*r^2*x^2+115744*a^3*c^3*q*r *x^3+47424*a^3*c^3*r^3*x^2+50608*a^3*c^3*r^2*x^3+656*a^3*c^2*g^3*r*x^2+2016*a^3 *c^2*g^3*x^3+9792*a^3*c^2*g^2*p*r*x^2+20960*a^3*c^2*g^2*p*x^3+5812*a^3*c^2*g^2* q*r*x^2+20960*a^3*c^2*g^2*q*x^3+11740*a^3*c^2*g^2*r^2*x^2+27640*a^3*c^2*g^2*r*x ^3+24728*a^3*c^2*g*p^2*r*x^2+44352*a^3*c^2*g*p^2*x^3+35320*a^3*c^2*g*p*q*r*x^2+ 88704*a^3*c^2*g*p*q*x^3+62256*a^3*c^2*g*p*r^2*x^2+99420*a^3*c^2*g*p*r*x^3+10592 *a^3*c^2*g*q^2*r*x^2+44352*a^3*c^2*g*q^2*x^3+40188*a^3*c^2*g*q*r^2*x^2+99420*a^ 3*c^2*g*q*r*x^3+40248*a^3*c^2*g*r^3*x^2+53992*a^3*c^2*g*r^2*x^3+15776*a^3*c^2*p ^3*r*x^2+25216*a^3*c^2*p^3*x^3+36696*a^3*c^2*p^2*q*r*x^2+75648*a^3*c^2*p^2*q*x^ 3+59744*a^3*c^2*p^2*r^2*x^2+75716*a^3*c^2*p^2*r*x^3+26064*a^3*c^2*p*q^2*r*x^2+ 75648*a^3*c^2*p*q^2*x^3+88456*a^3*c^2*p*q*r^2*x^2+151432*a^3*c^2*p*q*r*x^3+ 75944*a^3*c^2*p*r^3*x^2+60920*a^3*c^2*p*r^2*x^3+5144*a^3*c^2*q^3*r*x^2+25216*a^ 3*c^2*q^3*x^3+28712*a^3*c^2*q^2*r^2*x^2+75716*a^3*c^2*q^2*r*x^3+54224*a^3*c^2*q *r^3*x^2+60920*a^3*c^2*q*r^2*x^3+31976*a^3*c^2*r^4*x^2-2624*a^3*c^2*r^3*x^3+ 1008*a^3*c*g^3*p*r*x^2+2016*a^3*c*g^3*p*x^3+504*a^3*c*g^3*q*r*x^2+2016*a^3*c*g^ 3*q*x^3+1248*a^3*c*g^3*r^2*x^2+3402*a^3*c*g^3*r*x^3+5754*a^3*c*g^2*p^2*r*x^2+ 9776*a^3*c*g^2*p^2*x^3+7880*a^3*c*g^2*p*q*r*x^2+19552*a^3*c*g^2*p*q*x^3+15180*a ^3*c*g^2*p*r^2*x^2+25264*a^3*c*g^2*p*r*x^3+2126*a^3*c*g^2*q^2*r*x^2+9776*a^3*c* g^2*q^2*x^3+8844*a^3*c*g^2*q*r^2*x^2+25264*a^3*c*g^2*q*r*x^3+10508*a^3*c*g^2*r^ 3*x^2+18980*a^3*c*g^2*r^2*x^3+8684*a^3*c*g*p^3*r*x^2+13408*a^3*c*g*p^3*x^3+ 19896*a^3*c*g*p^2*q*r*x^2+40224*a^3*c*g*p^2*q*x^3+33728*a^3*c*g*p^2*r^2*x^2+ 43788*a^3*c*g*p^2*r*x^3+13740*a^3*c*g*p*q^2*r*x^2+40224*a^3*c*g*p*q^2*x^3+48592 *a^3*c*g*p*q*r^2*x^2+87576*a^3*c*g*p*q*r*x^3+44188*a^3*c*g*p*r^3*x^2+44170*a^3* c*g*p*r^2*x^3+2528*a^3*c*g*q^3*r*x^2+13408*a^3*c*g*q^3*x^3+14864*a^3*c*g*q^2*r^ 2*x^2+43788*a^3*c*g*q^2*r*x^3+30514*a^3*c*g*q*r^3*x^2+44170*a^3*c*g*q*r^2*x^3+ 19144*a^3*c*g*r^4*x^2+4896*a^3*c*g*r^3*x^3+3922*a^3*c*p^4*r*x^2+5648*a^3*c*p^4* x^3+12680*a^3*c*p^3*q*r*x^2+22592*a^3*c*p^3*q*x^3+19940*a^3*c*p^3*r^2*x^2+21844 *a^3*c*p^3*r*x^3+14508*a^3*c*p^2*q^2*r*x^2+33888*a^3*c*p^2*q^2*x^3+46896*a^3*c* p^2*q*r^2*x^2+65532*a^3*c*p^2*q*r*x^3+38050*a^3*c*p^2*r^3*x^2+23770*a^3*c*p^2*r ^2*x^3+6664*a^3*c*p*q^3*r*x^2+22592*a^3*c*p*q^3*x^3+33972*a^3*c*p*q^2*r^2*x^2+ 65532*a^3*c*p*q^2*r*x^3+58256*a^3*c*p*q*r^3*x^2+47540*a^3*c*p*q*r^2*x^3+31968*a ^3*c*p*r^4*x^2-6240*a^3*c*p*r^3*x^3+914*a^3*c*q^4*r*x^2+5648*a^3*c*q^4*x^3+7016 *a^3*c*q^3*r^2*x^2+21844*a^3*c*q^3*r*x^3+20206*a^3*c*q^2*r^3*x^2+23770*a^3*c*q^ 2*r^2*x^3+24040*a^3*c*q*r^4*x^2-6240*a^3*c*q*r^3*x^3+9936*a^3*c*r^5*x^2-15184*a ^3*c*r^4*x^3+340*a^3*g^3*p^2*r*x^2+504*a^3*g^3*p^2*x^3+428*a^3*g^3*p*q*r*x^2+ 1008*a^3*g^3*p*q*x^3+1020*a^3*g^3*p*r^2*x^2+1701*a^3*g^3*p*r*x^3+88*a^3*g^3*q^2 *r*x^2+504*a^3*g^3*q^2*x^3+453*a^3*g^3*q*r^2*x^2+1701*a^3*g^3*q*r*x^3+831*a^3*g ^3*r^3*x^2+2142*a^3*g^3*r^2*x^3+1058*a^3*g^2*p^3*r*x^2+1512*a^3*g^2*p^3*x^3+ 2355*a^3*g^2*p^2*q*r*x^2+4536*a^3*g^2*p^2*q*x^3+4358*a^3*g^2*p^2*r^2*x^2+5722*a ^3*g^2*p^2*r*x^3+1536*a^3*g^2*p*q^2*r*x^2+4536*a^3*g^2*p*q^2*x^3+5944*a^3*g^2*p *q*r^2*x^2+11444*a^3*g^2*p*q*r*x^3+6096*a^3*g^2*p*r^3*x^2+7994*a^3*g^2*p*r^2*x^ 3+239*a^3*g^2*q^3*r*x^2+1512*a^3*g^2*q^3*x^3+1586*a^3*g^2*q^2*r^2*x^2+5722*a^3* g^2*q^2*r*x^3+3954*a^3*g^2*q*r^3*x^2+7994*a^3*g^2*q*r^2*x^3+2796*a^3*g^2*r^4*x^ 2+2224*a^3*g^2*r^3*x^3+1096*a^3*g*p^4*r*x^2+1512*a^3*g*p^4*x^3+3502*a^3*g*p^3*q *r*x^2+6048*a^3*g*p^3*q*x^3+5732*a^3*g*p^3*r^2*x^2+6365*a^3*g*p^3*r*x^3+3930*a^ 3*g*p^2*q^2*r*x^2+9072*a^3*g*p^2*q^2*x^3+13227*a^3*g*p^2*q*r^2*x^2+19095*a^3*g* p^2*q*r*x^3+11275*a^3*g*p^2*r^3*x^2+8791*a^3*g*p^2*r^2*x^3+1738*a^3*g*p*q^3*r*x ^2+6048*a^3*g*p*q^3*x^3+9258*a^3*g*p*q^2*r^2*x^2+19095*a^3*g*p*q^2*r*x^3+16880* a^3*g*p*q*r^3*x^2+17582*a^3*g*p*q*r^2*x^3+9738*a^3*g*p*r^4*x^2+800*a^3*g*p*r^3* x^3+214*a^3*g*q^4*r*x^2+1512*a^3*g*q^4*x^3+1763*a^3*g*q^3*r^2*x^2+6365*a^3*g*q^ 3*r*x^3+5605*a^3*g*q^2*r^3*x^2+8791*a^3*g*q^2*r^2*x^3+7155*a^3*g*q*r^4*x^2+800* a^3*g*q*r^3*x^3+3099*a^3*g*r^5*x^2-3651*a^3*g*r^4*x^3+378*a^3*p^5*r*x^2+504*a^3 *p^5*x^3+1575*a^3*p^4*q*r*x^2+2520*a^3*p^4*q*x^3+2394*a^3*p^4*r^2*x^2+2344*a^3* p^4*r*x^3+2520*a^3*p^3*q^2*r*x^2+5040*a^3*p^3*q^2*x^3+7812*a^3*p^3*q*r^2*x^2+ 9376*a^3*p^3*q*r*x^3+6048*a^3*p^3*r^3*x^2+2981*a^3*p^3*r^2*x^3+1890*a^3*p^2*q^3 *r*x^2+5040*a^3*p^2*q^3*x^3+9072*a^3*p^2*q^2*r^2*x^2+14064*a^3*p^2*q^2*r*x^3+ 14553*a^3*p^2*q*r^3*x^2+8943*a^3*p^2*q*r^2*x^3+7560*a^3*p^2*r^4*x^2-2288*a^3*p^ 2*r^3*x^3+630*a^3*p*q^4*r*x^2+2520*a^3*p*q^4*x^3+4284*a^3*p*q^3*r^2*x^2+9376*a^ 3*p*q^3*r*x^3+10962*a^3*p*q^2*r^3*x^2+8943*a^3*p*q^2*r^2*x^3+11970*a^3*p*q*r^4* x^2-4576*a^3*p*q*r^3*x^3+4662*a^3*p*r^5*x^2-7194*a^3*p*r^4*x^3+63*a^3*q^5*r*x^2 +504*a^3*q^5*x^3+630*a^3*q^4*r^2*x^2+2344*a^3*q^4*r*x^3+2457*a^3*q^3*r^3*x^2+ 2981*a^3*q^3*r^2*x^3+4410*a^3*q^2*r^4*x^2-2288*a^3*q^2*r^3*x^3+3654*a^3*q*r^5*x ^2-7194*a^3*q*r^4*x^3+1134*a^3*r^6*x^2-3765*a^3*r^5*x^3+1600*a^2*b^4*c^2*r*x^2+ 3840*a^2*b^4*c^2*x^3+1920*a^2*b^4*c*p*r*x^2+3840*a^2*b^4*c*p*x^3+960*a^2*b^4*c* q*r*x^2+3840*a^2*b^4*c*q*x^3+2640*a^2*b^4*c*r^2*x^2+6480*a^2*b^4*c*r*x^3+560*a^ 2*b^4*p^2*r*x^2+960*a^2*b^4*p^2*x^3+640*a^2*b^4*p*q*r*x^2+1920*a^2*b^4*p*q*x^3+ 1680*a^2*b^4*p*r^2*x^2+3240*a^2*b^4*p*r*x^3+80*a^2*b^4*q^2*r*x^2+960*a^2*b^4*q^ 2*x^3+600*a^2*b^4*q*r^2*x^2+3240*a^2*b^4*q*r*x^3+1320*a^2*b^4*r^3*x^2+4080*a^2* b^4*r^2*x^3+10944*a^2*b^3*c^3*r*x^2+28160*a^2*b^3*c^3*x^3+4544*a^2*b^3*c^2*g*r* x^2+11520*a^2*b^3*c^2*g*x^3+18656*a^2*b^3*c^2*p*r*x^2+39680*a^2*b^3*c^2*p*x^3+ 11136*a^2*b^3*c^2*q*r*x^2+39680*a^2*b^3*c^2*q*x^3+24000*a^2*b^3*c^2*r^2*x^2+ 52480*a^2*b^3*c^2*r*x^3+5760*a^2*b^3*c*g*p*r*x^2+11520*a^2*b^3*c*g*p*x^3+2880*a ^2*b^3*c*g*q*r*x^2+11520*a^2*b^3*c*g*q*x^3+7728*a^2*b^3*c*g*r^2*x^2+19440*a^2*b ^3*c*g*r*x^3+10192*a^2*b^3*c*p^2*r*x^2+18560*a^2*b^3*c*p^2*x^3+13504*a^2*b^3*c* p*q*r*x^2+37120*a^2*b^3*c*p*q*x^3+27456*a^2*b^3*c*p*r^2*x^2+48160*a^2*b^3*c*p*r *x^3+3312*a^2*b^3*c*q^2*r*x^2+18560*a^2*b^3*c*q^2*x^3+15456*a^2*b^3*c*q*r^2*x^2 +48160*a^2*b^3*c*q*r*x^3+18912*a^2*b^3*c*r^3*x^2+36320*a^2*b^3*c*r^2*x^3+1744*a ^2*b^3*g*p^2*r*x^2+2880*a^2*b^3*g*p^2*x^3+2048*a^2*b^3*g*p*q*r*x^2+5760*a^2*b^3 *g*p*q*x^3+5232*a^2*b^3*g*p*r^2*x^2+9720*a^2*b^3*g*p*r*x^3+304*a^2*b^3*g*q^2*r* x^2+2880*a^2*b^3*g*q^2*x^3+1992*a^2*b^3*g*q*r^2*x^2+9720*a^2*b^3*g*q*r*x^3+4152 *a^2*b^3*g*r^3*x^2+12240*a^2*b^3*g*r^2*x^3+1800*a^2*b^3*p^3*r*x^2+2880*a^2*b^3* p^3*x^3+3840*a^2*b^3*p^2*q*r*x^2+8640*a^2*b^3*p^2*q*x^3+7440*a^2*b^3*p^2*r^2*x^ 2+10960*a^2*b^3*p^2*r*x^3+2280*a^2*b^3*p*q^2*r*x^2+8640*a^2*b^3*p*q^2*x^3+9600* a^2*b^3*p*q*r^2*x^2+21920*a^2*b^3*p*q*r*x^3+10320*a^2*b^3*p*r^3*x^2+15440*a^2*b ^3*p*r^2*x^3+240*a^2*b^3*q^3*r*x^2+2880*a^2*b^3*q^3*x^3+2160*a^2*b^3*q^2*r^2*x^ 2+10960*a^2*b^3*q^2*r*x^3+6240*a^2*b^3*q*r^3*x^2+15440*a^2*b^3*q*r^2*x^3+4680*a ^2*b^3*r^4*x^2+4480*a^2*b^3*r^3*x^3+27648*a^2*b^2*c^4*r*x^2+73728*a^2*b^2*c^4*x ^3+23328*a^2*b^2*c^3*g*r*x^2+62208*a^2*b^2*c^3*g*x^3+61824*a^2*b^2*c^3*p*r*x^2+ 135168*a^2*b^2*c^3*p*x^3+39552*a^2*b^2*c^3*q*r*x^2+135168*a^2*b^2*c^3*q*x^3+ 76608*a^2*b^2*c^3*r^2*x^2+155904*a^2*b^2*c^3*r*x^3+4752*a^2*b^2*c^2*g^2*r*x^2+ 12672*a^2*b^2*c^2*g^2*x^3+41136*a^2*b^2*c^2*g*p*r*x^2+87552*a^2*b^2*c^2*g*p*x^3 +24528*a^2*b^2*c^2*g*q*r*x^2+87552*a^2*b^2*c^2*g*q*x^3+51912*a^2*b^2*c^2*g*r^2* x^2+115632*a^2*b^2*c^2*g*r*x^3+49440*a^2*b^2*c^2*p^2*r*x^2+92544*a^2*b^2*c^2*p^ 2*x^3+69408*a^2*b^2*c^2*p*q*r*x^2+185088*a^2*b^2*c^2*p*q*x^3+126816*a^2*b^2*c^2 *p*r^2*x^2+208224*a^2*b^2*c^2*p*r*x^3+19968*a^2*b^2*c^2*q^2*r*x^2+92544*a^2*b^2 *c^2*q^2*x^3+80832*a^2*b^2*c^2*q*r^2*x^2+208224*a^2*b^2*c^2*q*r*x^3+82368*a^2*b ^2*c^2*r^3*x^2+113808*a^2*b^2*c^2*r^2*x^3+6336*a^2*b^2*c*g^2*p*r*x^2+12672*a^2* b^2*c*g^2*p*x^3+3168*a^2*b^2*c*g^2*q*r*x^2+12672*a^2*b^2*c*g^2*q*x^3+8316*a^2*b ^2*c*g^2*r^2*x^2+21384*a^2*b^2*c*g^2*r*x^3+22920*a^2*b^2*c*g*p^2*r*x^2+40896*a^ 2*b^2*c*g*p^2*x^3+30672*a^2*b^2*c*g*p*q*r*x^2+81792*a^2*b^2*c*g*p*q*x^3+61368*a ^2*b^2*c*g*p*r^2*x^2+105912*a^2*b^2*c*g*p*r*x^3+7752*a^2*b^2*c*g*q^2*r*x^2+ 40896*a^2*b^2*c*g*q^2*x^3+34896*a^2*b^2*c*g*q*r^2*x^2+105912*a^2*b^2*c*g*q*r*x^ 3+42336*a^2*b^2*c*g*r^3*x^2+79728*a^2*b^2*c*g*r^2*x^3+16944*a^2*b^2*c*p^3*r*x^2 +28032*a^2*b^2*c*p^3*x^3+37968*a^2*b^2*c*p^2*q*r*x^2+84096*a^2*b^2*c*p^2*q*x^3+ 66324*a^2*b^2*c*p^2*r^2*x^2+91944*a^2*b^2*c*p^2*r*x^3+25104*a^2*b^2*c*p*q^2*r*x ^2+84096*a^2*b^2*c*p*q^2*x^3+93240*a^2*b^2*c*p*q*r^2*x^2+183888*a^2*b^2*c*p*q*r *x^3+86856*a^2*b^2*c*p*r^3*x^2+93552*a^2*b^2*c*p*r^2*x^3+4080*a^2*b^2*c*q^3*r*x ^2+28032*a^2*b^2*c*q^3*x^3+26916*a^2*b^2*c*q^2*r^2*x^2+91944*a^2*b^2*c*q^2*r*x^ 3+58296*a^2*b^2*c*q*r^3*x^2+93552*a^2*b^2*c*q*r^2*x^3+37476*a^2*b^2*c*r^4*x^2+ 11328*a^2*b^2*c*r^3*x^3+1980*a^2*b^2*g^2*p^2*r*x^2+3168*a^2*b^2*g^2*p^2*x^3+ 2376*a^2*b^2*g^2*p*q*r*x^2+6336*a^2*b^2*g^2*p*q*x^3+5940*a^2*b^2*g^2*p*r^2*x^2+ 10692*a^2*b^2*g^2*p*r*x^3+396*a^2*b^2*g^2*q^2*r*x^2+3168*a^2*b^2*g^2*q^2*x^3+ 2376*a^2*b^2*g^2*q*r^2*x^2+10692*a^2*b^2*g^2*q*r*x^3+4752*a^2*b^2*g^2*r^3*x^2+ 13464*a^2*b^2*g^2*r^2*x^3+4092*a^2*b^2*g*p^3*r*x^2+6336*a^2*b^2*g*p^3*x^3+8844* a^2*b^2*g*p^2*q*r*x^2+19008*a^2*b^2*g*p^2*q*x^3+16896*a^2*b^2*g*p^2*r^2*x^2+ 24048*a^2*b^2*g*p^2*r*x^3+5412*a^2*b^2*g*p*q^2*r*x^2+19008*a^2*b^2*g*p*q^2*x^3+ 22176*a^2*b^2*g*p*q*r^2*x^2+48096*a^2*b^2*g*p*q*r*x^3+23496*a^2*b^2*g*p*r^3*x^2 +33744*a^2*b^2*g*p*r^2*x^3+660*a^2*b^2*g*q^3*r*x^2+6336*a^2*b^2*g*q^3*x^3+5280* a^2*b^2*g*q^2*r^2*x^2+24048*a^2*b^2*g*q^2*r*x^3+14520*a^2*b^2*g*q*r^3*x^2+33744 *a^2*b^2*g*q*r^2*x^3+10692*a^2*b^2*g*r^4*x^2+9600*a^2*b^2*g*r^3*x^3+2112*a^2*b^ 2*p^4*r*x^2+3168*a^2*b^2*p^4*x^3+6600*a^2*b^2*p^3*q*r*x^2+12672*a^2*b^2*p^3*q*x ^3+11088*a^2*b^2*p^3*r^2*x^2+13404*a^2*b^2*p^3*r*x^3+7128*a^2*b^2*p^2*q^2*r*x^2 +19008*a^2*b^2*p^2*q^2*x^3+24948*a^2*b^2*p^2*q*r^2*x^2+40212*a^2*b^2*p^2*q*r*x^ 3+21780*a^2*b^2*p^2*r^3*x^2+18732*a^2*b^2*p^2*r^2*x^3+2904*a^2*b^2*p*q^3*r*x^2+ 12672*a^2*b^2*p*q^3*x^3+16632*a^2*b^2*p*q^2*r^2*x^2+40212*a^2*b^2*p*q^2*r*x^3+ 31680*a^2*b^2*p*q*r^3*x^2+37464*a^2*b^2*p*q*r^2*x^3+18744*a^2*b^2*p*r^4*x^2+ 2208*a^2*b^2*p*r^3*x^3+264*a^2*b^2*q^4*r*x^2+3168*a^2*b^2*q^4*x^3+2772*a^2*b^2* q^3*r^2*x^2+13404*a^2*b^2*q^3*r*x^3+9900*a^2*b^2*q^2*r^3*x^2+18732*a^2*b^2*q^2* r^2*x^3+13332*a^2*b^2*q*r^4*x^2+2208*a^2*b^2*q*r^3*x^3+5940*a^2*b^2*r^5*x^2-\ 7356*a^2*b^2*r^4*x^3+30176*a^2*b*c^5*r*x^2+82176*a^2*b*c^5*x^3+38848*a^2*b*c^4* g*r*x^2+106368*a^2*b*c^4*g*x^3+84208*a^2*b*c^4*p*r*x^2+186240*a^2*b*c^4*p*x^3+ 55648*a^2*b*c^4*q*r*x^2+186240*a^2*b*c^4*q*x^3+102096*a^2*b*c^4*r^2*x^2+197616* a^2*b*c^4*r*x^3+16216*a^2*b*c^3*g^2*r*x^2+44736*a^2*b*c^3*g^2*x^3+88992*a^2*b*c ^3*g*p*r*x^2+194688*a^2*b*c^3*g*p*x^3+56880*a^2*b*c^3*g*q*r*x^2+194688*a^2*b*c^ 3*g*q*x^3+108680*a^2*b*c^3*g*r^2*x^2+223824*a^2*b*c^3*g*r*x^3+89104*a^2*b*c^3*p ^2*r*x^2+168192*a^2*b*c^3*p^2*x^3+128672*a^2*b*c^3*p*q*r*x^2+336384*a^2*b*c^3*p *q*x^3+222944*a^2*b*c^3*p*r^2*x^2+347232*a^2*b*c^3*p*r*x^3+39568*a^2*b*c^3*q^2* r*x^2+168192*a^2*b*c^3*q^2*x^3+149504*a^2*b*c^3*q*r^2*x^2+347232*a^2*b*c^3*q*r* x^3+140736*a^2*b*c^3*r^3*x^2+151824*a^2*b*c^3*r^2*x^3+2168*a^2*b*c^2*g^3*r*x^2+ 6048*a^2*b*c^2*g^3*x^3+29492*a^2*b*c^2*g^2*p*r*x^2+62880*a^2*b*c^2*g^2*p*x^3+ 17552*a^2*b*c^2*g^2*q*r*x^2+62880*a^2*b*c^2*g^2*q*x^3+36604*a^2*b*c^2*g^2*r^2*x ^2+82920*a^2*b*c^2*g^2*r*x^3+72128*a^2*b*c^2*g*p^2*r*x^2+133056*a^2*b*c^2*g*p^2 *x^3+101848*a^2*b*c^2*g*p*q*r*x^2+266112*a^2*b*c^2*g*p*q*x^3+183864*a^2*b*c^2*g *p*r^2*x^2+298260*a^2*b*c^2*g*p*r*x^3+29720*a^2*b*c^2*g*q^2*r*x^2+133056*a^2*b* c^2*g*q^2*x^3+117660*a^2*b*c^2*g*q*r^2*x^2+298260*a^2*b*c^2*g*q*r*x^3+119256*a^ 2*b*c^2*g*r^3*x^2+161976*a^2*b*c^2*g*r^2*x^3+45320*a^2*b*c^2*p^3*r*x^2+75648*a^ 2*b*c^2*p^3*x^3+104064*a^2*b*c^2*p^2*q*r*x^2+226944*a^2*b*c^2*p^2*q*x^3+172676* a^2*b*c^2*p^2*r^2*x^2+227148*a^2*b*c^2*p^2*r*x^3+72168*a^2*b*c^2*p*q^2*r*x^2+ 226944*a^2*b*c^2*p*q^2*x^3+252256*a^2*b*c^2*p*q*r^2*x^2+454296*a^2*b*c^2*p*q*r* x^3+219776*a^2*b*c^2*p*r^3*x^2+182760*a^2*b*c^2*p*r^2*x^3+13424*a^2*b*c^2*q^3*r *x^2+75648*a^2*b*c^2*q^3*x^3+79580*a^2*b*c^2*q^2*r^2*x^2+227148*a^2*b*c^2*q^2*r *x^3+154616*a^2*b*c^2*q*r^3*x^2+182760*a^2*b*c^2*q*r^2*x^3+92420*a^2*b*c^2*r^4* x^2-7872*a^2*b*c^2*r^3*x^3+3024*a^2*b*c*g^3*p*r*x^2+6048*a^2*b*c*g^3*p*x^3+1512 *a^2*b*c*g^3*q*r*x^2+6048*a^2*b*c*g^3*q*x^3+3894*a^2*b*c*g^3*r^2*x^2+10206*a^2* b*c*g^3*r*x^3+16714*a^2*b*c*g^2*p^2*r*x^2+29328*a^2*b*c*g^2*p^2*x^3+22544*a^2*b *c*g^2*p*q*r*x^2+58656*a^2*b*c*g^2*p*q*x^3+44532*a^2*b*c*g^2*p*r^2*x^2+75792*a^ 2*b*c*g^2*p*r*x^3+5830*a^2*b*c*g^2*q^2*r*x^2+29328*a^2*b*c*g^2*q^2*x^3+25524*a^ 2*b*c*g^2*q*r^2*x^2+75792*a^2*b*c*g^2*q*r*x^3+30764*a^2*b*c*g^2*r^3*x^2+56940*a ^2*b*c*g^2*r^2*x^3+24896*a^2*b*c*g*p^3*r*x^2+40224*a^2*b*c*g*p^3*x^3+56220*a^2* b*c*g*p^2*q*r*x^2+120672*a^2*b*c*g*p^2*q*x^3+97196*a^2*b*c*g*p^2*r^2*x^2+131364 *a^2*b*c*g*p^2*r*x^3+37752*a^2*b*c*g*p*q^2*r*x^2+120672*a^2*b*c*g*p*q^2*x^3+ 137800*a^2*b*c*g*p*q*r^2*x^2+262728*a^2*b*c*g*p*q*r*x^3+127318*a^2*b*c*g*p*r^3* x^2+132510*a^2*b*c*g*p*r^2*x^3+6428*a^2*b*c*g*q^3*r*x^2+40224*a^2*b*c*g*q^3*x^3 +40604*a^2*b*c*g*q^2*r^2*x^2+131364*a^2*b*c*g*q^2*r*x^3+86296*a^2*b*c*g*q*r^3*x ^2+132510*a^2*b*c*g*q*r^2*x^3+55018*a^2*b*c*g*r^4*x^2+14688*a^2*b*c*g*r^3*x^3+ 11166*a^2*b*c*p^4*r*x^2+16944*a^2*b*c*p^4*x^3+35640*a^2*b*c*p^3*q*r*x^2+67776*a ^2*b*c*p^3*q*x^3+56972*a^2*b*c*p^3*r^2*x^2+65532*a^2*b*c*p^3*r*x^3+39924*a^2*b* c*p^2*q^2*r*x^2+101664*a^2*b*c*p^2*q^2*x^3+132144*a^2*b*c*p^2*q*r^2*x^2+196596* a^2*b*c*p^2*q*r*x^3+108742*a^2*b*c*p^2*r^3*x^2+71310*a^2*b*c*p^2*r^2*x^3+17592* a^2*b*c*p*q^3*r*x^2+67776*a^2*b*c*p*q^3*x^3+93372*a^2*b*c*p*q^2*r^2*x^2+196596* a^2*b*c*p*q^2*r*x^3+163952*a^2*b*c*p*q*r^3*x^2+142620*a^2*b*c*p*q*r^2*x^3+91232 *a^2*b*c*p*r^4*x^2-18720*a^2*b*c*p*r^3*x^3+2142*a^2*b*c*q^4*r*x^2+16944*a^2*b*c *q^4*x^3+18200*a^2*b*c*q^3*r^2*x^2+65532*a^2*b*c*q^3*r*x^3+55210*a^2*b*c*q^2*r^ 3*x^2+71310*a^2*b*c*q^2*r^2*x^3+67448*a^2*b*c*q*r^4*x^2-18720*a^2*b*c*q*r^3*x^3 +28296*a^2*b*c*r^5*x^2-45552*a^2*b*c*r^4*x^3+970*a^2*b*g^3*p^2*r*x^2+1512*a^2*b *g^3*p^2*x^3+1184*a^2*b*g^3*p*q*r*x^2+3024*a^2*b*g^3*p*q*x^3+2910*a^2*b*g^3*p*r ^2*x^2+5103*a^2*b*g^3*p*r*x^3+214*a^2*b*g^3*q^2*r*x^2+1512*a^2*b*g^3*q^2*x^3+ 1209*a^2*b*g^3*q*r^2*x^2+5103*a^2*b*g^3*q*r*x^3+2343*a^2*b*g^3*r^3*x^2+6426*a^2 *b*g^3*r^2*x^3+3011*a^2*b*g^2*p^3*r*x^2+4536*a^2*b*g^2*p^3*x^3+6576*a^2*b*g^2*p ^2*q*r*x^2+13608*a^2*b*g^2*p^2*q*x^3+12422*a^2*b*g^2*p^2*r^2*x^2+17166*a^2*b*g^ 2*p^2*r*x^3+4119*a^2*b*g^2*p*q^2*r*x^2+13608*a^2*b*g^2*p*q^2*x^3+16528*a^2*b*g^ 2*p*q*r^2*x^2+34332*a^2*b*g^2*p*q*r*x^3+17310*a^2*b*g^2*p*r^3*x^2+23982*a^2*b*g ^2*p*r^2*x^3+554*a^2*b*g^2*q^3*r*x^2+4536*a^2*b*g^2*q^3*x^3+4106*a^2*b*g^2*q^2* r^2*x^2+17166*a^2*b*g^2*q^2*r*x^3+10884*a^2*b*g^2*q*r^3*x^2+23982*a^2*b*g^2*q*r ^2*x^3+7899*a^2*b*g^2*r^4*x^2+6672*a^2*b*g^2*r^3*x^3+3112*a^2*b*g*p^4*r*x^2+ 4536*a^2*b*g*p^4*x^3+9802*a^2*b*g*p^3*q*r*x^2+18144*a^2*b*g*p^3*q*x^3+16316*a^2 *b*g*p^3*r^2*x^2+19095*a^2*b*g*p^3*r*x^3+10734*a^2*b*g*p^2*q^2*r*x^2+27216*a^2* b*g*p^2*q^2*x^3+37041*a^2*b*g*p^2*q*r^2*x^2+57285*a^2*b*g*p^2*q*r*x^3+32065*a^2 *b*g*p^2*r^3*x^2+26373*a^2*b*g*p^2*r^2*x^3+4510*a^2*b*g*p*q^3*r*x^2+18144*a^2*b *g*p*q^3*x^3+25134*a^2*b*g*p*q^2*r^2*x^2+57285*a^2*b*g*p*q^2*r*x^3+47120*a^2*b* g*p*q*r^3*x^2+52746*a^2*b*g*p*q*r^2*x^3+27630*a^2*b*g*p*r^4*x^2+2400*a^2*b*g*p* r^3*x^3+466*a^2*b*g*q^4*r*x^2+4536*a^2*b*g*q^4*x^3+4409*a^2*b*g*q^3*r^2*x^2+ 19095*a^2*b*g*q^3*r*x^3+15055*a^2*b*g*q^2*r^3*x^2+26373*a^2*b*g*q^2*r^2*x^3+ 19881*a^2*b*g*q*r^4*x^2+2400*a^2*b*g*q*r^3*x^3+8769*a^2*b*g*r^5*x^2-10953*a^2*b *g*r^4*x^3+1071*a^2*b*p^5*r*x^2+1512*a^2*b*p^5*x^3+4410*a^2*b*p^4*q*r*x^2+7560* a^2*b*p^4*q*x^3+6804*a^2*b*p^4*r^2*x^2+7032*a^2*b*p^4*r*x^3+6930*a^2*b*p^3*q^2* r*x^2+15120*a^2*b*p^3*q^2*x^3+21924*a^2*b*p^3*q*r^2*x^2+28128*a^2*b*p^3*q*r*x^3 +17199*a^2*b*p^3*r^3*x^2+8943*a^2*b*p^3*r^2*x^3+5040*a^2*b*p^2*q^3*r*x^2+15120* a^2*b*p^2*q^3*x^3+24948*a^2*b*p^2*q^2*r^2*x^2+42192*a^2*b*p^2*q^2*r*x^3+40824*a ^2*b*p^2*q*r^3*x^2+26829*a^2*b*p^2*q*r^2*x^3+21483*a^2*b*p^2*r^4*x^2-6864*a^2*b *p^2*r^3*x^3+1575*a^2*b*p*q^4*r*x^2+7560*a^2*b*p*q^4*x^3+11340*a^2*b*p*q^3*r^2* x^2+28128*a^2*b*p*q^3*r*x^3+30051*a^2*b*p*q^2*r^3*x^2+26829*a^2*b*p*q^2*r^2*x^3 +33516*a^2*b*p*q*r^4*x^2-13728*a^2*b*p*q*r^3*x^3+13230*a^2*b*p*r^5*x^2-21582*a^ 2*b*p*r^4*x^3+126*a^2*b*q^5*r*x^2+1512*a^2*b*q^5*x^3+1512*a^2*b*q^4*r^2*x^2+ 7032*a^2*b*q^4*r*x^3+6426*a^2*b*q^3*r^3*x^2+8943*a^2*b*q^3*r^2*x^3+12033*a^2*b* q^2*r^4*x^2-6864*a^2*b*q^2*r^3*x^3+10206*a^2*b*q*r^5*x^2-21582*a^2*b*q*r^4*x^3+ 3213*a^2*b*r^6*x^2-11295*a^2*b*r^5*x^3+11936*a^2*c^6*r*x^2+33024*a^2*c^6*x^3+ 20816*a^2*c^5*g*r*x^2+57984*a^2*c^5*g*x^3+40208*a^2*c^5*p*r*x^2+89344*a^2*c^5*p *x^3+26992*a^2*c^5*q*r*x^2+89344*a^2*c^5*q*x^3+48048*a^2*c^5*r^2*x^2+89792*a^2* c^5*r*x^3+13320*a^2*c^4*g^2*r*x^2+37440*a^2*c^4*g^2*x^3+59248*a^2*c^4*g*p*r*x^2 +131200*a^2*c^4*g*p*x^3+39088*a^2*c^4*g*q*r*x^2+131200*a^2*c^4*g*q*x^3+70984*a^ 2*c^4*g*r^2*x^2+138632*a^2*c^4*g*r*x^3+53200*a^2*c^4*p^2*r*x^2+100352*a^2*c^4*p ^2*x^3+77984*a^2*c^4*p*q*r*x^2+200704*a^2*c^4*p*q*x^3+131264*a^2*c^4*p*r^2*x^2+ 195936*a^2*c^4*p*r*x^3+24784*a^2*c^4*q^2*r*x^2+100352*a^2*c^4*q^2*x^3+90144*a^2 *c^4*q*r^2*x^2+195936*a^2*c^4*q*r*x^3+81648*a^2*c^4*r^3*x^2+72568*a^2*c^4*r^2*x ^3+3676*a^2*c^3*g^3*r*x^2+10464*a^2*c^3*g^3*x^3+31204*a^2*c^3*g^2*p*r*x^2+68416 *a^2*c^3*g^2*p*x^3+19900*a^2*c^3*g^2*q*r*x^2+68416*a^2*c^3*g^2*q*x^3+37624*a^2* c^3*g^2*r^2*x^2+78416*a^2*c^3*g^2*r*x^3+63368*a^2*c^3*g*p^2*r*x^2+118272*a^2*c^ 3*g*p^2*x^3+91840*a^2*c^3*g*p*q*r*x^2+236544*a^2*c^3*g*p*q*x^3+157640*a^2*c^3*g *p*r^2*x^2+243032*a^2*c^3*g*p*r*x^3+28472*a^2*c^3*g*q^2*r*x^2+118272*a^2*c^3*g* q^2*x^3+105920*a^2*c^3*g*q*r^2*x^2+243032*a^2*c^3*g*q*r*x^3+99256*a^2*c^3*g*r^3 *x^2+104872*a^2*c^3*g*r^2*x^3+35992*a^2*c^3*p^3*r*x^2+59904*a^2*c^3*p^3*x^3+ 83768*a^2*c^3*p^2*q*r*x^2+179712*a^2*c^3*p^2*q*x^3+135212*a^2*c^3*p^2*r^2*x^2+ 169912*a^2*c^3*p^2*r*x^3+59560*a^2*c^3*p*q^2*r*x^2+179712*a^2*c^3*p*q^2*x^3+ 201416*a^2*c^3*p*q*r^2*x^2+339824*a^2*c^3*p*q*r*x^3+169640*a^2*c^3*p*r^3*x^2+ 114160*a^2*c^3*p*r^2*x^3+11784*a^2*c^3*q^3*r*x^2+59904*a^2*c^3*q^3*x^3+66204*a^ 2*c^3*q^2*r^2*x^2+169912*a^2*c^3*q^2*r*x^3+122200*a^2*c^3*q*r^3*x^2+114160*a^2* c^3*q*r^2*x^3+70420*a^2*c^3*r^4*x^2-23616*a^2*c^3*r^3*x^3+364*a^2*c^2*g^4*r*x^2 +1056*a^2*c^2*g^4*x^3+6872*a^2*c^2*g^3*p*r*x^2+14688*a^2*c^2*g^3*p*x^3+4080*a^2 *c^2*g^3*q*r*x^2+14688*a^2*c^2*g^3*q*x^3+8410*a^2*c^2*g^3*r^2*x^2+19338*a^2*c^2 *g^3*r*x^3+25594*a^2*c^2*g^2*p^2*r*x^2+46672*a^2*c^2*g^2*p^2*x^3+36292*a^2*c^2* g^2*p*q*r*x^2+93344*a^2*c^2*g^2*p*q*x^3+64900*a^2*c^2*g^2*p*r^2*x^2+104242*a^2* c^2*g^2*p*r*x^3+10698*a^2*c^2*g^2*q^2*r*x^2+46672*a^2*c^2*g^2*q^2*x^3+41630*a^2 *c^2*g^2*q*r^2*x^2+104242*a^2*c^2*g^2*q*r*x^3+42042*a^2*c^2*g^2*r^3*x^2+56250*a ^2*c^2*g^2*r^2*x^3+32408*a^2*c^2*g*p^3*r*x^2+53088*a^2*c^2*g*p^3*x^3+74808*a^2* c^2*g*p^2*q*r*x^2+159264*a^2*c^2*g*p^2*q*x^3+123122*a^2*c^2*g*p^2*r^2*x^2+ 158562*a^2*c^2*g*p^2*r*x^3+52392*a^2*c^2*g*p*q^2*r*x^2+159264*a^2*c^2*g*p*q^2*x ^3+180832*a^2*c^2*g*p*q*r^2*x^2+317124*a^2*c^2*g*p*q*r*x^3+156578*a^2*c^2*g*p*r ^3*x^2+125562*a^2*c^2*g*p*r^2*x^3+9992*a^2*c^2*g*q^3*r*x^2+53088*a^2*c^2*g*q^3* x^3+57710*a^2*c^2*g*q^2*r^2*x^2+158562*a^2*c^2*g*q^2*r*x^3+110804*a^2*c^2*g*q*r ^3*x^2+125562*a^2*c^2*g*q*r^2*x^3+65864*a^2*c^2*g*r^4*x^2-7760*a^2*c^2*g*r^3*x^ 3+13258*a^2*c^2*p^4*r*x^2+20048*a^2*c^2*p^4*x^3+42824*a^2*c^2*p^3*q*r*x^2+80192 *a^2*c^2*p^3*q*x^3+66684*a^2*c^2*p^3*r^2*x^2+73204*a^2*c^2*p^3*r*x^3+48924*a^2* c^2*p^2*q^2*r*x^2+120288*a^2*c^2*p^2*q^2*x^3+157176*a^2*c^2*p^2*q*r^2*x^2+ 219612*a^2*c^2*p^2*q*r*x^3+125490*a^2*c^2*p^2*r^3*x^2+65406*a^2*c^2*p^2*r^2*x^3 +22408*a^2*c^2*p*q^3*r*x^2+80192*a^2*c^2*p*q^3*x^3+114300*a^2*c^2*p*q^2*r^2*x^2 +219612*a^2*c^2*p*q^2*r*x^3+192816*a^2*c^2*p*q*r^3*x^2+130812*a^2*c^2*p*q*r^2*x ^3+103960*a^2*c^2*p*r^4*x^2-42816*a^2*c^2*p*r^3*x^3+3050*a^2*c^2*q^4*r*x^2+ 20048*a^2*c^2*q^4*x^3+23808*a^2*c^2*q^3*r^2*x^2+73204*a^2*c^2*q^3*r*x^3+67326*a ^2*c^2*q^2*r^3*x^2+65406*a^2*c^2*q^2*r^2*x^3+78464*a^2*c^2*q*r^4*x^2-42816*a^2* c^2*q*r^3*x^3+31896*a^2*c^2*r^5*x^2-59116*a^2*c^2*r^4*x^3+528*a^2*c*g^4*p*r*x^2 +1056*a^2*c*g^4*p*x^3+264*a^2*c*g^4*q*r*x^2+1056*a^2*c*g^4*q*x^3+669*a^2*c*g^4* r^2*x^2+1782*a^2*c*g^4*r*x^3+3951*a^2*c*g^3*p^2*r*x^2+6840*a^2*c*g^3*p^2*x^3+ 5362*a^2*c*g^3*p*q*r*x^2+13680*a^2*c*g^3*p*q*x^3+10486*a^2*c*g^3*p*r^2*x^2+ 17637*a^2*c*g^3*p*r*x^3+1411*a^2*c*g^3*q^2*r*x^2+6840*a^2*c*g^3*q^2*x^3+6047*a^ 2*c*g^3*q*r^2*x^2+17637*a^2*c*g^3*q*r*x^3+7253*a^2*c*g^3*r^3*x^2+13222*a^2*c*g^ 3*r^2*x^3+8887*a^2*c*g^2*p^3*r*x^2+14080*a^2*c*g^2*p^3*x^3+20191*a^2*c*g^2*p^2* q*r*x^2+42240*a^2*c*g^2*p^2*q*x^3+34621*a^2*c*g^2*p^2*r^2*x^2+45781*a^2*c*g^2*p ^2*r*x^3+13721*a^2*c*g^2*p*q^2*r*x^2+42240*a^2*c*g^2*p*q^2*x^3+49408*a^2*c*g^2* p*q*r^2*x^2+91562*a^2*c*g^2*p*q*r*x^3+45360*a^2*c*g^2*p*r^3*x^2+45765*a^2*c*g^2 *p*r^2*x^3+2417*a^2*c*g^2*q^3*r*x^2+14080*a^2*c*g^2*q^3*x^3+14787*a^2*c*g^2*q^2 *r^2*x^2+45781*a^2*c*g^2*q^2*r*x^3+30979*a^2*c*g^2*q*r^3*x^2+45765*a^2*c*g^2*q* r^2*x^3+19626*a^2*c*g^2*r^4*x^2+4568*a^2*c*g^2*r^3*x^3+8001*a^2*c*g*p^4*r*x^2+ 11864*a^2*c*g*p^4*x^3+25680*a^2*c*g*p^3*q*r*x^2+47456*a^2*c*g*p^3*q*x^3+40756*a ^2*c*g*p^3*r^2*x^2+45604*a^2*c*g*p^3*r*x^3+29034*a^2*c*g*p^2*q^2*r*x^2+71184*a^ 2*c*g*p^2*q^2*x^3+95100*a^2*c*g*p^2*q*r^2*x^2+136812*a^2*c*g*p^2*q*r*x^3+77775* a^2*c*g*p^2*r^3*x^2+48645*a^2*c*g*p^2*r^2*x^3+13032*a^2*c*g*p*q^3*r*x^2+47456*a ^2*c*g*p*q^3*x^3+67932*a^2*c*g*p*q^2*r^2*x^2+136812*a^2*c*g*p*q^2*r*x^3+118044* a^2*c*g*p*q*r^3*x^2+97290*a^2*c*g*p*q*r^2*x^3+65286*a^2*c*g*p*r^4*x^2-15144*a^2 *c*g*p*r^3*x^3+1677*a^2*c*g*q^4*r*x^2+11864*a^2*c*g*q^4*x^3+13588*a^2*c*g*q^3*r ^2*x^2+45604*a^2*c*g*q^3*r*x^3+40269*a^2*c*g*q^2*r^3*x^2+48645*a^2*c*g*q^2*r^2* x^3+48624*a^2*c*g*q*r^4*x^2-15144*a^2*c*g*q*r^3*x^3+20266*a^2*c*g*r^5*x^2-32944 *a^2*c*g*r^4*x^3+2537*a^2*c*p^5*r*x^2+3568*a^2*c*p^5*x^3+10555*a^2*c*p^4*q*r*x^ 2+17840*a^2*c*p^4*q*x^3+15892*a^2*c*p^4*r^2*x^2+15678*a^2*c*p^4*r*x^3+16850*a^2 *c*p^3*q^2*r*x^2+35680*a^2*c*p^3*q^2*x^3+51888*a^2*c*p^3*q*r^2*x^2+62712*a^2*c* p^3*q*r*x^3+39627*a^2*c*p^3*r^3*x^2+16070*a^2*c*p^3*r^2*x^3+12590*a^2*c*p^2*q^3 *r*x^2+35680*a^2*c*p^2*q^3*x^3+60312*a^2*c*p^2*q^2*r^2*x^2+94068*a^2*c*p^2*q^2* r*x^3+95499*a^2*c*p^2*q*r^3*x^2+48210*a^2*c*p^2*q*r^2*x^3+48899*a^2*c*p^2*r^4*x ^2-23928*a^2*c*p^2*r^3*x^3+4165*a^2*c*p*q^4*r*x^2+17840*a^2*c*p*q^4*x^3+28528*a ^2*c*p*q^3*r^2*x^2+62712*a^2*c*p*q^3*r*x^3+72117*a^2*c*p*q^2*r^3*x^2+48210*a^2* c*p*q^2*r^2*x^3+77554*a^2*c*p*q*r^4*x^2-47856*a^2*c*p*q*r^3*x^3+29800*a^2*c*p*r ^5*x^2-54308*a^2*c*p*r^4*x^3+407*a^2*c*q^5*r*x^2+3568*a^2*c*q^5*x^3+4212*a^2*c* q^4*r^2*x^2+15678*a^2*c*q^4*r*x^3+16245*a^2*c*q^3*r^3*x^2+16070*a^2*c*q^3*r^2*x ^3+28655*a^2*c*q^2*r^4*x^2-23928*a^2*c*q^2*r^3*x^3+23388*a^2*c*q*r^5*x^2-54308* a^2*c*q*r^4*x^3+7173*a^2*c*r^6*x^2-26420*a^2*c*r^5*x^3+173*a^2*g^4*p^2*r*x^2+ 264*a^2*g^4*p^2*x^3+214*a^2*g^4*p*q*r*x^2+528*a^2*g^4*p*q*x^3+519*a^2*g^4*p*r^2 *x^2+891*a^2*g^4*p*r*x^3+41*a^2*g^4*q^2*r*x^2+264*a^2*g^4*q^2*x^3+222*a^2*g^4*q *r^2*x^2+891*a^2*g^4*q*r*x^3+420*a^2*g^4*r^3*x^2+1122*a^2*g^4*r^2*x^3+717*a^2*g ^3*p^3*r*x^2+1056*a^2*g^3*p^3*x^3+1579*a^2*g^3*p^2*q*r*x^2+3168*a^2*g^3*p^2*q*x ^3+2956*a^2*g^3*p^2*r^2*x^2+3984*a^2*g^3*p^2*r*x^3+1007*a^2*g^3*p*q^2*r*x^2+ 3168*a^2*g^3*p*q^2*x^3+3976*a^2*g^3*p*q*r^2*x^2+7968*a^2*g^3*p*q*r*x^3+4126*a^2 *g^3*p*r^3*x^2+5540*a^2*g^3*p*r^2*x^3+145*a^2*g^3*q^3*r*x^2+1056*a^2*g^3*q^3*x^ 3+1020*a^2*g^3*q^2*r^2*x^2+3984*a^2*g^3*q^2*r*x^3+2630*a^2*g^3*q*r^3*x^2+5540*a ^2*g^3*q*r^2*x^3+1887*a^2*g^3*r^4*x^2+1504*a^2*g^3*r^3*x^3+1113*a^2*g^2*p^4*r*x ^2+1584*a^2*g^2*p^4*x^3+3528*a^2*g^2*p^3*q*r*x^2+6336*a^2*g^2*p^3*q*x^3+5829*a^ 2*g^2*p^3*r^2*x^2+6632*a^2*g^2*p^3*r*x^3+3906*a^2*g^2*p^2*q^2*r*x^2+9504*a^2*g^ 2*p^2*q^2*x^3+13329*a^2*g^2*p^2*q*r^2*x^2+19896*a^2*g^2*p^2*q*r*x^3+11460*a^2*g ^2*p^2*r^3*x^2+9041*a^2*g^2*p^2*r^2*x^3+1680*a^2*g^2*p*q^3*r*x^2+6336*a^2*g^2*p *q^3*x^3+9171*a^2*g^2*p*q^2*r^2*x^2+19896*a^2*g^2*p*q^2*r*x^3+16980*a^2*g^2*p*q *r^3*x^2+18082*a^2*g^2*p*q*r^2*x^3+9885*a^2*g^2*p*r^4*x^2+548*a^2*g^2*p*r^3*x^3 +189*a^2*g^2*q^4*r*x^2+1584*a^2*g^2*q^4*x^3+1671*a^2*g^2*q^3*r^2*x^2+6632*a^2*g ^2*q^3*r*x^3+5520*a^2*g^2*q^2*r^3*x^2+9041*a^2*g^2*q^2*r^2*x^3+7179*a^2*g^2*q*r ^4*x^2+548*a^2*g^2*q*r^3*x^3+3141*a^2*g^2*r^5*x^2-3987*a^2*g^2*r^4*x^3+767*a^2* g*p^5*r*x^2+1056*a^2*g*p^5*x^3+3175*a^2*g*p^4*q*r*x^2+5280*a^2*g*p^4*q*x^3+4866 *a^2*g*p^4*r^2*x^2+4876*a^2*g*p^4*r*x^3+5030*a^2*g*p^3*q^2*r*x^2+10560*a^2*g*p^ 3*q^2*x^3+15768*a^2*g*p^3*q*r^2*x^2+19504*a^2*g*p^3*q*r*x^3+12297*a^2*g*p^3*r^3 *x^2+6041*a^2*g*p^3*r^2*x^3+3710*a^2*g*p^2*q^3*r*x^2+10560*a^2*g*p^2*q^3*x^3+ 18108*a^2*g*p^2*q^2*r^2*x^2+29256*a^2*g*p^2*q^2*r*x^3+29367*a^2*g*p^2*q*r^3*x^2 +18123*a^2*g*p^2*q*r^2*x^3+15365*a^2*g*p^2*r^4*x^2-5256*a^2*g*p^2*r^3*x^3+1195* a^2*g*p*q^4*r*x^2+5280*a^2*g*p*q^4*x^3+8376*a^2*g*p*q^3*r^2*x^2+19504*a^2*g*p*q ^3*r*x^3+21843*a^2*g*p*q^2*r^3*x^2+18123*a^2*g*p*q^2*r^2*x^3+24130*a^2*g*p*q*r^ 4*x^2-10512*a^2*g*p*q*r^3*x^3+9468*a^2*g*p*r^5*x^2-15531*a^2*g*p*r^4*x^3+107*a^ 2*g*q^5*r*x^2+1056*a^2*g*q^5*x^3+1170*a^2*g*q^4*r^2*x^2+4876*a^2*g*q^4*r*x^3+ 4773*a^2*g*q^3*r^3*x^2+6041*a^2*g*q^3*r^2*x^3+8765*a^2*g*q^2*r^4*x^2-5256*a^2*g *q^2*r^3*x^3+7356*a^2*g*q*r^5*x^2-15531*a^2*g*q*r^4*x^3+2301*a^2*g*r^6*x^2-8054 *a^2*g*r^5*x^3+198*a^2*p^6*r*x^2+264*a^2*p^6*x^3+1012*a^2*p^5*q*r*x^2+1584*a^2* p^5*q*x^3+1474*a^2*p^5*r^2*x^2+1337*a^2*p^5*r*x^3+2090*a^2*p^4*q^2*r*x^2+3960*a ^2*p^4*q^2*x^3+6193*a^2*p^4*q*r^2*x^2+6685*a^2*p^4*q*r*x^3+4543*a^2*p^4*r^3*x^2 +1418*a^2*p^4*r^2*x^3+2200*a^2*p^3*q^3*r*x^2+5280*a^2*p^3*q^3*x^3+10032*a^2*p^3 *q^2*r^2*x^2+13370*a^2*p^3*q^2*r*x^3+15092*a^2*p^3*q*r^3*x^2+5672*a^2*p^3*q*r^2 *x^3+7392*a^2*p^3*r^4*x^2-4212*a^2*p^3*r^3*x^3+1210*a^2*p^2*q^4*r*x^2+3960*a^2* p^2*q^4*x^3+7678*a^2*p^2*q^3*r^2*x^2+13370*a^2*p^2*q^3*r*x^3+18018*a^2*p^2*q^2* r^3*x^2+8508*a^2*p^2*q^2*r^2*x^3+18238*a^2*p^2*q*r^4*x^2-12636*a^2*p^2*q*r^3*x^ 3+6688*a^2*p^2*r^5*x^2-12311*a^2*p^2*r^4*x^3+308*a^2*p*q^5*r*x^2+1584*a^2*p*q^5 *x^3+2662*a^2*p*q^4*r^2*x^2+6685*a^2*p*q^4*r*x^3+8932*a^2*p*q^3*r^3*x^2+5672*a^ 2*p*q^3*r^2*x^3+14300*a^2*p*q^2*r^4*x^2-12636*a^2*p*q^2*r^3*x^3+10912*a^2*p*q*r ^5*x^2-24622*a^2*p*q*r^4*x^3+3190*a^2*p*r^6*x^2-11415*a^2*p*r^5*x^3+22*a^2*q^6* r*x^2+264*a^2*q^6*x^3+297*a^2*q^5*r^2*x^2+1337*a^2*q^5*r*x^3+1463*a^2*q^4*r^3*x ^2+1418*a^2*q^4*r^2*x^3+3454*a^2*q^3*r^4*x^2-4212*a^2*q^3*r^3*x^3+4224*a^2*q^2* r^5*x^2-12311*a^2*q^2*r^4*x^3+2585*a^2*q*r^6*x^2-11415*a^2*q*r^5*x^3+627*a^2*r^ 7*x^2-3661*a^2*r^6*x^3+704*a*b^5*c^2*r*x^2+1536*a*b^5*c^2*x^3+768*a*b^5*c*p*r*x ^2+1536*a*b^5*c*p*x^3+384*a*b^5*c*q*r*x^2+1536*a*b^5*c*q*x^3+1104*a*b^5*c*r^2*x ^2+2592*a*b^5*c*r*x^3+208*a*b^5*p^2*r*x^2+384*a*b^5*p^2*x^3+224*a*b^5*p*q*r*x^2 +768*a*b^5*p*q*x^3+624*a*b^5*p*r^2*x^2+1296*a*b^5*p*r*x^3+16*a*b^5*q^2*r*x^2+ 384*a*b^5*q^2*x^3+192*a*b^5*q*r^2*x^2+1296*a*b^5*q*r*x^3+480*a*b^5*r^3*x^2+1632 *a*b^5*r^2*x^3+5856*a*b^4*c^3*r*x^2+14080*a*b^4*c^3*x^3+2496*a*b^4*c^2*g*r*x^2+ 5760*a*b^4*c^2*g*x^3+9344*a*b^4*c^2*p*r*x^2+19840*a*b^4*c^2*p*x^3+5584*a*b^4*c^ 2*q*r*x^2+19840*a*b^4*c^2*q*x^3+12480*a*b^4*c^2*r^2*x^2+26240*a*b^4*c^2*r*x^3+ 2880*a*b^4*c*g*p*r*x^2+5760*a*b^4*c*g*p*x^3+1440*a*b^4*c*g*q*r*x^2+5760*a*b^4*c *g*q*x^3+4032*a*b^4*c*g*r^2*x^2+9720*a*b^4*c*g*r*x^3+4888*a*b^4*c*p^2*r*x^2+ 9280*a*b^4*c*p^2*x^3+6336*a*b^4*c*p*q*r*x^2+18560*a*b^4*c*p*q*x^3+13344*a*b^4*c *p*r^2*x^2+24080*a*b^4*c*p*r*x^3+1448*a*b^4*c*q^2*r*x^2+9280*a*b^4*c*q^2*x^3+ 7344*a*b^4*c*q*r^2*x^2+24080*a*b^4*c*q*r*x^3+9168*a*b^4*c*r^3*x^2+18160*a*b^4*c *r^2*x^3+816*a*b^4*g*p^2*r*x^2+1440*a*b^4*g*p^2*x^3+912*a*b^4*g*p*q*r*x^2+2880* a*b^4*g*p*q*x^3+2448*a*b^4*g*p*r^2*x^2+4860*a*b^4*g*p*r*x^3+96*a*b^4*g*q^2*r*x^ 2+1440*a*b^4*g*q^2*x^3+828*a*b^4*g*q*r^2*x^2+4860*a*b^4*g*q*r*x^3+1908*a*b^4*g* r^3*x^2+6120*a*b^4*g*r^2*x^3+840*a*b^4*p^3*r*x^2+1440*a*b^4*p^3*x^3+1740*a*b^4* p^2*q*r*x^2+4320*a*b^4*p^2*q*x^3+3480*a*b^4*p^2*r^2*x^2+5480*a*b^4*p^2*r*x^3+ 960*a*b^4*p*q^2*r*x^2+4320*a*b^4*p*q^2*x^3+4320*a*b^4*p*q*r^2*x^2+10960*a*b^4*p *q*r*x^3+4800*a*b^4*p*r^3*x^2+7720*a*b^4*p*r^2*x^3+60*a*b^4*q^3*r*x^2+1440*a*b^ 4*q^3*x^3+840*a*b^4*q^2*r^2*x^2+5480*a*b^4*q^2*r*x^3+2760*a*b^4*q*r^3*x^2+7720* a*b^4*q*r^2*x^3+2160*a*b^4*r^4*x^2+2240*a*b^4*r^3*x^3+19392*a*b^3*c^4*r*x^2+ 49152*a*b^3*c^4*x^3+16640*a*b^3*c^3*g*r*x^2+41472*a*b^3*c^3*g*x^3+41184*a*b^3*c ^3*p*r*x^2+90112*a*b^3*c^3*p*x^3+26336*a*b^3*c^3*q*r*x^2+90112*a*b^3*c^3*q*x^3+ 52608*a*b^3*c^3*r^2*x^2+103936*a*b^3*c^3*r*x^3+3472*a*b^3*c^2*g^2*r*x^2+8448*a* b^3*c^2*g^2*x^3+27504*a*b^3*c^2*g*p*r*x^2+58368*a*b^3*c^2*g*p*x^3+16432*a*b^3*c ^2*g*q*r*x^2+58368*a*b^3*c^2*g*q*x^3+35960*a*b^3*c^2*g*r^2*x^2+77088*a*b^3*c^2* g*r*x^3+31888*a*b^3*c^2*p^2*r*x^2+61696*a*b^3*c^2*p^2*x^3+44128*a*b^3*c^2*p*q*r *x^2+123392*a*b^3*c^2*p*q*x^3+82944*a*b^3*c^2*p*r^2*x^2+138816*a*b^3*c^2*p*r*x^ 3+12240*a*b^3*c^2*q^2*r*x^2+61696*a*b^3*c^2*q^2*x^3+52288*a*b^3*c^2*q*r^2*x^2+ 138816*a*b^3*c^2*q*r*x^3+54048*a*b^3*c^2*r^3*x^2+75872*a*b^3*c^2*r^2*x^3+4224*a *b^3*c*g^2*p*r*x^2+8448*a*b^3*c*g^2*p*x^3+2112*a*b^3*c*g^2*q*r*x^2+8448*a*b^3*c *g^2*q*x^3+5772*a*b^3*c*g^2*r^2*x^2+14256*a*b^3*c*g^2*r*x^3+14720*a*b^3*c*g*p^2 *r*x^2+27264*a*b^3*c*g*p^2*x^3+19328*a*b^3*c*g*p*q*r*x^2+54528*a*b^3*c*g*p*q*x^ 3+39880*a*b^3*c*g*p*r^2*x^2+70608*a*b^3*c*g*p*r*x^3+4608*a*b^3*c*g*q^2*r*x^2+ 27264*a*b^3*c*g*q^2*x^3+22232*a*b^3*c*g*q*r^2*x^2+70608*a*b^3*c*g*q*r*x^3+27448 *a*b^3*c*g*r^3*x^2+53152*a*b^3*c*g*r^2*x^3+10712*a*b^3*c*p^3*r*x^2+18688*a*b^3* c*p^3*x^3+23560*a*b^3*c*p^2*q*r*x^2+56064*a*b^3*c*p^2*q*x^3+42188*a*b^3*c*p^2*r ^2*x^2+61296*a*b^3*c*p^2*r*x^3+14984*a*b^3*c*p*q^2*r*x^2+56064*a*b^3*c*p*q^2*x^ 3+58104*a*b^3*c*p*q*r^2*x^2+122592*a*b^3*c*p*q*r*x^3+55224*a*b^3*c*p*r^3*x^2+ 62368*a*b^3*c*p*r^2*x^3+2136*a*b^3*c*q^3*r*x^2+18688*a*b^3*c*q^3*x^3+15916*a*b^ 3*c*q^2*r^2*x^2+61296*a*b^3*c*q^2*r*x^3+36184*a*b^3*c*q*r^3*x^2+62368*a*b^3*c*q *r^2*x^3+23748*a*b^3*c*r^4*x^2+7552*a*b^3*c*r^3*x^3+1244*a*b^3*g^2*p^2*r*x^2+ 2112*a*b^3*g^2*p^2*x^3+1432*a*b^3*g^2*p*q*r*x^2+4224*a*b^3*g^2*p*q*x^3+3732*a*b ^3*g^2*p*r^2*x^2+7128*a*b^3*g^2*p*r*x^3+188*a*b^3*g^2*q^2*r*x^2+2112*a*b^3*g^2* q^2*x^3+1356*a*b^3*g^2*q*r^2*x^2+7128*a*b^3*g^2*q*r*x^3+2940*a*b^3*g^2*r^3*x^2+ 8976*a*b^3*g^2*r^2*x^3+2564*a*b^3*g*p^3*r*x^2+4224*a*b^3*g*p^3*x^3+5404*a*b^3*g *p^2*q*r*x^2+12672*a*b^3*g*p^2*q*x^3+10608*a*b^3*g*p^2*r^2*x^2+16032*a*b^3*g*p^ 2*r*x^3+3116*a*b^3*g*p*q^2*r*x^2+12672*a*b^3*g*p*q^2*x^3+13472*a*b^3*g*p*q*r^2* x^2+32064*a*b^3*g*p*q*r*x^3+14680*a*b^3*g*p*r^3*x^2+22496*a*b^3*g*p*r^2*x^3+276 *a*b^3*g*q^3*r*x^2+4224*a*b^3*g*q^3*x^3+2864*a*b^3*g*q^2*r^2*x^2+16032*a*b^3*g* q^2*r*x^3+8696*a*b^3*g*q*r^3*x^2+22496*a*b^3*g*q*r^2*x^3+6636*a*b^3*g*r^4*x^2+ 6400*a*b^3*g*r^3*x^3+1320*a*b^3*p^4*r*x^2+2112*a*b^3*p^4*x^3+4048*a*b^3*p^3*q*r *x^2+8448*a*b^3*p^3*q*x^3+6952*a*b^3*p^3*r^2*x^2+8936*a*b^3*p^3*r*x^3+4224*a*b^ 3*p^2*q^2*r*x^2+12672*a*b^3*p^2*q^2*x^3+15312*a*b^3*p^2*q*r^2*x^2+26808*a*b^3*p ^2*q*r*x^3+13640*a*b^3*p^2*r^3*x^2+12488*a*b^3*p^2*r^2*x^3+1584*a*b^3*p*q^3*r*x ^2+8448*a*b^3*p*q^3*x^3+9768*a*b^3*p*q^2*r^2*x^2+26808*a*b^3*p*q^2*r*x^3+19360* a*b^3*p*q*r^3*x^2+24976*a*b^3*p*q*r^2*x^3+11704*a*b^3*p*r^4*x^2+1472*a*b^3*p*r^ 3*x^3+88*a*b^3*q^4*r*x^2+2112*a*b^3*q^4*x^3+1408*a*b^3*q^3*r^2*x^2+8936*a*b^3*q ^3*r*x^3+5720*a*b^3*q^2*r^3*x^2+12488*a*b^3*q^2*r^2*x^3+8096*a*b^3*q*r^4*x^2+ 1472*a*b^3*q*r^3*x^3+3696*a*b^3*r^5*x^2-4904*a*b^3*r^4*x^3+31456*a*b^2*c^5*r*x^ 2+82176*a*b^2*c^5*x^3+40928*a*b^2*c^4*g*r*x^2+106368*a*b^2*c^4*g*x^3+84032*a*b^ 2*c^4*p*r*x^2+186240*a*b^2*c^4*p*x^3+55472*a*b^2*c^4*q*r*x^2+186240*a*b^2*c^4*q *x^3+104544*a*b^2*c^4*r^2*x^2+197616*a*b^2*c^4*r*x^3+17336*a*b^2*c^3*g^2*r*x^2+ 44736*a*b^2*c^3*g^2*x^3+89136*a*b^2*c^3*g*p*r*x^2+194688*a*b^2*c^3*g*p*x^3+ 57024*a*b^2*c^3*g*q*r*x^2+194688*a*b^2*c^3*g*q*x^3+112072*a*b^2*c^3*g*r^2*x^2+ 223824*a*b^2*c^3*g*r*x^3+86576*a*b^2*c^3*p^2*r*x^2+168192*a*b^2*c^3*p^2*x^3+ 123616*a*b^2*c^3*p*q*r*x^2+336384*a*b^2*c^3*p*q*x^3+219424*a*b^2*c^3*p*r^2*x^2+ 347232*a*b^2*c^3*p*r*x^3+37040*a*b^2*c^3*q^2*r*x^2+168192*a*b^2*c^3*q^2*x^3+ 145984*a*b^2*c^3*q*r^2*x^2+347232*a*b^2*c^3*q*r*x^3+139200*a*b^2*c^3*r^3*x^2+ 151824*a*b^2*c^3*r^2*x^3+2368*a*b^2*c^2*g^3*r*x^2+6048*a*b^2*c^2*g^3*x^3+29608* a*b^2*c^2*g^2*p*r*x^2+62880*a*b^2*c^2*g^2*p*x^3+17668*a*b^2*c^2*g^2*q*r*x^2+ 62880*a*b^2*c^2*g^2*q*x^3+37988*a*b^2*c^2*g^2*r^2*x^2+82920*a*b^2*c^2*g^2*r*x^3 +70072*a*b^2*c^2*g*p^2*r*x^2+133056*a*b^2*c^2*g*p^2*x^3+97736*a*b^2*c^2*g*p*q*r *x^2+266112*a*b^2*c^2*g*p*q*x^3+180960*a*b^2*c^2*g*p*r^2*x^2+298260*a*b^2*c^2*g *p*r*x^3+27664*a*b^2*c^2*g*q^2*r*x^2+133056*a*b^2*c^2*g*q^2*x^3+114756*a*b^2*c^ 2*g*q*r^2*x^2+298260*a*b^2*c^2*g*q*r*x^3+117768*a*b^2*c^2*g*r^3*x^2+161976*a*b^ 2*c^2*g*r^2*x^3+43312*a*b^2*c^2*p^3*r*x^2+75648*a*b^2*c^2*p^3*x^3+98040*a*b^2*c ^2*p^2*q*r*x^2+226944*a*b^2*c^2*p^2*q*x^3+166120*a*b^2*c^2*p^2*r^2*x^2+227148*a *b^2*c^2*p^2*r*x^3+66144*a*b^2*c^2*p*q^2*r*x^2+226944*a*b^2*c^2*p*q^2*x^3+ 239144*a*b^2*c^2*p*q*r^2*x^2+454296*a*b^2*c^2*p*q*r*x^3+211720*a*b^2*c^2*p*r^3* x^2+182760*a*b^2*c^2*p*r^2*x^3+11416*a*b^2*c^2*q^3*r*x^2+75648*a*b^2*c^2*q^3*x^ 3+73024*a*b^2*c^2*q^2*r^2*x^2+227148*a*b^2*c^2*q^2*r*x^3+146560*a*b^2*c^2*q*r^3 *x^2+182760*a*b^2*c^2*q*r^2*x^3+88912*a*b^2*c^2*r^4*x^2-7872*a*b^2*c^2*r^3*x^3+ 3024*a*b^2*c*g^3*p*r*x^2+6048*a*b^2*c*g^3*p*x^3+1512*a*b^2*c*g^3*q*r*x^2+6048*a *b^2*c*g^3*q*x^3+4044*a*b^2*c*g^3*r^2*x^2+10206*a*b^2*c*g^3*r*x^3+16166*a*b^2*c *g^2*p^2*r*x^2+29328*a*b^2*c*g^2*p^2*x^3+21448*a*b^2*c*g^2*p*q*r*x^2+58656*a*b^ 2*c*g^2*p*q*x^3+43524*a*b^2*c*g^2*p*r^2*x^2+75792*a*b^2*c*g^2*p*r*x^3+5282*a*b^ 2*c*g^2*q^2*r*x^2+29328*a*b^2*c*g^2*q^2*x^3+24516*a*b^2*c*g^2*q*r^2*x^2+75792*a *b^2*c*g^2*q*r*x^3+30004*a*b^2*c*g^2*r^3*x^2+56940*a*b^2*c*g^2*r^2*x^3+23740*a* b^2*c*g*p^3*r*x^2+40224*a*b^2*c*g*p^3*x^3+52752*a*b^2*c*g*p^2*q*r*x^2+120672*a* b^2*c*g*p^2*q*x^3+93208*a*b^2*c*g*p^2*r^2*x^2+131364*a*b^2*c*g*p^2*r*x^3+34284* a*b^2*c*g*p*q^2*r*x^2+120672*a*b^2*c*g*p*q^2*x^3+129824*a*b^2*c*g*p*q*r^2*x^2+ 262728*a*b^2*c*g*p*q*r*x^3+122072*a*b^2*c*g*p*r^3*x^2+132510*a*b^2*c*g*p*r^2*x^ 3+5272*a*b^2*c*g*q^3*r*x^2+40224*a*b^2*c*g*q^3*x^3+36616*a*b^2*c*g*q^2*r^2*x^2+ 131364*a*b^2*c*g*q^2*r*x^3+81050*a*b^2*c*g*q*r^3*x^2+132510*a*b^2*c*g*q*r^2*x^3 +52604*a*b^2*c*g*r^4*x^2+14688*a*b^2*c*g*r^3*x^3+10566*a*b^2*c*p^4*r*x^2+16944* a*b^2*c*p^4*x^3+33240*a*b^2*c*p^3*q*r*x^2+67776*a*b^2*c*p^3*q*x^3+54124*a*b^2*c *p^3*r^2*x^2+65532*a*b^2*c*p^3*r*x^3+36324*a*b^2*c*p^2*q^2*r*x^2+101664*a*b^2*c *p^2*q^2*x^3+123600*a*b^2*c*p^2*q*r^2*x^2+196596*a*b^2*c*p^2*q*r*x^3+103334*a*b ^2*c*p^2*r^3*x^2+71310*a*b^2*c*p^2*r^2*x^3+15192*a*b^2*c*p*q^3*r*x^2+67776*a*b^ 2*c*p*q^3*x^3+84828*a*b^2*c*p*q^2*r^2*x^2+196596*a*b^2*c*p*q^2*r*x^3+153136*a*b ^2*c*p*q*r^3*x^2+142620*a*b^2*c*p*q*r^2*x^3+86560*a*b^2*c*p*r^4*x^2-18720*a*b^2 *c*p*r^3*x^3+1542*a*b^2*c*q^4*r*x^2+16944*a*b^2*c*q^4*x^3+15352*a*b^2*c*q^3*r^2 *x^2+65532*a*b^2*c*q^3*r*x^3+49802*a*b^2*c*q^2*r^3*x^2+71310*a*b^2*c*q^2*r^2*x^ 3+62776*a*b^2*c*q*r^4*x^2-18720*a*b^2*c*q*r^3*x^3+26784*a*b^2*c*r^5*x^2-45552*a *b^2*c*r^4*x^3+920*a*b^2*g^3*p^2*r*x^2+1512*a*b^2*g^3*p^2*x^3+1084*a*b^2*g^3*p* q*r*x^2+3024*a*b^2*g^3*p*q*x^3+2760*a*b^2*g^3*p*r^2*x^2+5103*a*b^2*g^3*p*r*x^3+ 164*a*b^2*g^3*q^2*r*x^2+1512*a*b^2*g^3*q^2*x^3+1059*a*b^2*g^3*q*r^2*x^2+5103*a* b^2*g^3*q*r*x^3+2193*a*b^2*g^3*r^3*x^2+6426*a*b^2*g^3*r^2*x^3+2848*a*b^2*g^2*p^ 3*r*x^2+4536*a*b^2*g^2*p^3*x^3+6087*a*b^2*g^2*p^2*q*r*x^2+13608*a*b^2*g^2*p^2*q *x^3+11770*a*b^2*g^2*p^2*r^2*x^2+17166*a*b^2*g^2*p^2*r*x^3+3630*a*b^2*g^2*p*q^2 *r*x^2+13608*a*b^2*g^2*p*q^2*x^3+15224*a*b^2*g^2*p*q*r^2*x^2+34332*a*b^2*g^2*p* q*r*x^3+16332*a*b^2*g^2*p*r^3*x^2+23982*a*b^2*g^2*p*r^2*x^3+391*a*b^2*g^2*q^3*r *x^2+4536*a*b^2*g^2*q^3*x^3+3454*a*b^2*g^2*q^2*r^2*x^2+17166*a*b^2*g^2*q^2*r*x^ 3+9906*a*b^2*g^2*q*r^3*x^2+23982*a*b^2*g^2*q*r^2*x^3+7410*a*b^2*g^2*r^4*x^2+ 6672*a*b^2*g^2*r^3*x^3+2936*a*b^2*g*p^4*r*x^2+4536*a*b^2*g*p^4*x^3+9098*a*b^2*g *p^3*q*r*x^2+18144*a*b^2*g*p^3*q*x^3+15436*a*b^2*g*p^3*r^2*x^2+19095*a*b^2*g*p^ 3*r*x^3+9678*a*b^2*g*p^2*q^2*r*x^2+27216*a*b^2*g*p^2*q^2*x^3+34401*a*b^2*g*p^2* q*r^2*x^2+57285*a*b^2*g*p^2*q*r*x^3+30305*a*b^2*g*p^2*r^3*x^2+26373*a*b^2*g*p^2 *r^2*x^3+3806*a*b^2*g*p*q^3*r*x^2+18144*a*b^2*g*p*q^3*x^3+22494*a*b^2*g*p*q^2*r ^2*x^2+57285*a*b^2*g*p*q^2*r*x^3+43600*a*b^2*g*p*q*r^3*x^2+52746*a*b^2*g*p*q*r^ 2*x^3+26046*a*b^2*g*p*r^4*x^2+2400*a*b^2*g*p*r^3*x^3+290*a*b^2*g*q^4*r*x^2+4536 *a*b^2*g*q^4*x^3+3529*a*b^2*g*q^3*r^2*x^2+19095*a*b^2*g*q^3*r*x^3+13295*a*b^2*g *q^2*r^3*x^2+26373*a*b^2*g*q^2*r^2*x^3+18297*a*b^2*g*q*r^4*x^2+2400*a*b^2*g*q*r ^3*x^3+8241*a*b^2*g*r^5*x^2-10953*a*b^2*g*r^4*x^3+1008*a*b^2*p^5*r*x^2+1512*a*b ^2*p^5*x^3+4095*a*b^2*p^4*q*r*x^2+7560*a*b^2*p^4*q*x^3+6426*a*b^2*p^4*r^2*x^2+ 7032*a*b^2*p^4*r*x^3+6300*a*b^2*p^3*q^2*r*x^2+15120*a*b^2*p^3*q^2*x^3+20412*a*b ^2*p^3*q*r^2*x^2+28128*a*b^2*p^3*q*r*x^3+16254*a*b^2*p^3*r^3*x^2+8943*a*b^2*p^3 *r^2*x^3+4410*a*b^2*p^2*q^3*r*x^2+15120*a*b^2*p^2*q^3*x^3+22680*a*b^2*p^2*q^2*r ^2*x^2+42192*a*b^2*p^2*q^2*r*x^3+37989*a*b^2*p^2*q*r^3*x^2+26829*a*b^2*p^2*q*r^ 2*x^3+20286*a*b^2*p^2*r^4*x^2-6864*a*b^2*p^2*r^3*x^3+1260*a*b^2*p*q^4*r*x^2+ 7560*a*b^2*p*q^4*x^3+9828*a*b^2*p*q^3*r^2*x^2+28128*a*b^2*p*q^3*r*x^3+27216*a*b ^2*p*q^2*r^3*x^2+26829*a*b^2*p*q^2*r^2*x^3+31122*a*b^2*p*q*r^4*x^2-13728*a*b^2* p*q*r^3*x^3+12474*a*b^2*p*r^5*x^2-21582*a*b^2*p*r^4*x^3+63*a*b^2*q^5*r*x^2+1512 *a*b^2*q^5*x^3+1134*a*b^2*q^4*r^2*x^2+7032*a*b^2*q^4*r*x^3+5481*a*b^2*q^3*r^3*x ^2+8943*a*b^2*q^3*r^2*x^3+10836*a*b^2*q^2*r^4*x^2-6864*a*b^2*q^2*r^3*x^3+9450*a *b^2*q*r^5*x^2-21582*a*b^2*q*r^4*x^3+3024*a*b^2*r^6*x^2-11295*a*b^2*r^5*x^3+ 24768*a*b*c^6*r*x^2+66048*a*b*c^6*x^3+43488*a*b*c^5*g*r*x^2+115968*a*b*c^5*g*x^ 3+80224*a*b*c^5*p*r*x^2+178688*a*b*c^5*p*x^3+53792*a*b*c^5*q*r*x^2+178688*a*b*c ^5*q*x^3+98112*a*b*c^5*r^2*x^2+179584*a*b*c^5*r*x^3+28080*a*b*c^4*g^2*r*x^2+ 74880*a*b*c^4*g^2*x^3+118560*a*b*c^4*g*p*r*x^2+262400*a*b*c^4*g*p*x^3+78240*a*b *c^4*g*q*r*x^2+262400*a*b*c^4*g*q*x^3+145656*a*b*c^4*g*r^2*x^2+277264*a*b*c^4*g *r*x^3+103680*a*b*c^4*p^2*r*x^2+200704*a*b*c^4*p^2*x^3+150528*a*b*c^4*p*q*r*x^2 +401408*a*b*c^4*p*q*x^3+258848*a*b*c^4*p*r^2*x^2+391872*a*b*c^4*p*r*x^3+46848*a *b*c^4*q^2*r*x^2+200704*a*b*c^4*q^2*x^3+176608*a*b*c^4*q*r^2*x^2+391872*a*b*c^4 *q*r*x^3+161856*a*b*c^4*r^3*x^2+145136*a*b*c^4*r^2*x^3+7848*a*b*c^3*g^3*r*x^2+ 20928*a*b*c^3*g^3*x^3+62616*a*b*c^3*g^2*p*r*x^2+136832*a*b*c^3*g^2*p*x^3+40008* a*b*c^3*g^2*q*r*x^2+136832*a*b*c^3*g^2*q*x^3+77616*a*b*c^3*g^2*r^2*x^2+156832*a *b*c^3*g^2*r*x^3+123600*a*b*c^3*g*p^2*r*x^2+236544*a*b*c^3*g*p^2*x^3+177408*a*b *c^3*g*p*q*r*x^2+473088*a*b*c^3*g*p*q*x^3+311280*a*b*c^3*g*p*r^2*x^2+486064*a*b *c^3*g*p*r*x^3+53808*a*b*c^3*g*q^2*r*x^2+236544*a*b*c^3*g*q^2*x^3+207840*a*b*c^ 3*g*q*r^2*x^2+486064*a*b*c^3*g*q*r*x^3+196992*a*b*c^3*g*r^3*x^2+209744*a*b*c^3* g*r^2*x^3+69136*a*b*c^3*p^3*r*x^2+119808*a*b*c^3*p^3*x^3+158992*a*b*c^3*p^2*q*r *x^2+359424*a*b*c^3*p^2*q*x^3+261368*a*b*c^3*p^2*r^2*x^2+339824*a*b*c^3*p^2*r*x ^3+110576*a*b*c^3*p*q^2*r*x^2+359424*a*b*c^3*p*q^2*x^3+384720*a*b*c^3*p*q*r^2*x ^2+679648*a*b*c^3*p*q*r*x^3+328528*a*b*c^3*p*r^3*x^2+228320*a*b*c^3*p*r^2*x^3+ 20720*a*b*c^3*q^3*r*x^2+119808*a*b*c^3*q^3*x^3+123352*a*b*c^3*q^2*r^2*x^2+ 339824*a*b*c^3*q^2*r*x^3+233648*a*b*c^3*q*r^3*x^2+228320*a*b*c^3*q*r^2*x^3+ 136296*a*b*c^3*r^4*x^2-47232*a*b*c^3*r^3*x^3+792*a*b*c^2*g^4*r*x^2+2112*a*b*c^2 *g^4*x^3+13808*a*b*c^2*g^3*p*r*x^2+29376*a*b*c^2*g^3*p*x^3+8224*a*b*c^2*g^3*q*r *x^2+29376*a*b*c^2*g^3*q*x^3+17430*a*b*c^2*g^3*r^2*x^2+38676*a*b*c^2*g^3*r*x^3+ 49900*a*b*c^2*g^2*p^2*r*x^2+93344*a*b*c^2*g^2*p^2*x^3+70008*a*b*c^2*g^2*p*q*r*x ^2+186688*a*b*c^2*g^2*p*q*x^3+128060*a*b*c^2*g^2*p*r^2*x^2+208484*a*b*c^2*g^2*p *r*x^3+20108*a*b*c^2*g^2*q^2*r*x^2+93344*a*b*c^2*g^2*q^2*x^3+81520*a*b*c^2*g^2* q*r^2*x^2+208484*a*b*c^2*g^2*q*r*x^3+83232*a*b*c^2*g^2*r^3*x^2+112500*a*b*c^2*g ^2*r^2*x^3+62232*a*b*c^2*g*p^3*r*x^2+106176*a*b*c^2*g*p^3*x^3+141864*a*b*c^2*g* p^2*q*r*x^2+318528*a*b*c^2*g*p^2*q*x^3+237906*a*b*c^2*g*p^2*r^2*x^2+317124*a*b* c^2*g*p^2*r*x^3+97032*a*b*c^2*g*p*q^2*r*x^2+318528*a*b*c^2*g*p*q^2*x^3+344988*a *b*c^2*g*p*q*r^2*x^2+634248*a*b*c^2*g*p*q*r*x^3+303006*a*b*c^2*g*p*r^3*x^2+ 251124*a*b*c^2*g*p*r^2*x^3+17400*a*b*c^2*g*q^3*r*x^2+106176*a*b*c^2*g*q^3*x^3+ 107082*a*b*c^2*g*q^2*r^2*x^2+317124*a*b*c^2*g*q^2*r*x^3+211458*a*b*c^2*g*q*r^3* x^2+251124*a*b*c^2*g*q*r^2*x^3+127332*a*b*c^2*g*r^4*x^2-15520*a*b*c^2*g*r^3*x^3 +25244*a*b*c^2*p^4*r*x^2+40096*a*b*c^2*p^4*x^3+80560*a*b*c^2*p^3*q*r*x^2+160384 *a*b*c^2*p^3*q*x^3+127464*a*b*c^2*p^3*r^2*x^2+146408*a*b*c^2*p^3*r*x^3+90216*a* b*c^2*p^2*q^2*r*x^2+240576*a*b*c^2*p^2*q^2*x^3+296640*a*b*c^2*p^2*q*r^2*x^2+ 439224*a*b*c^2*p^2*q*r*x^3+240036*a*b*c^2*p^2*r^3*x^2+130812*a*b*c^2*p^2*r^2*x^ 3+39728*a*b*c^2*p*q^3*r*x^2+160384*a*b*c^2*p*q^3*x^3+210888*a*b*c^2*p*q^2*r^2*x ^2+439224*a*b*c^2*p*q^2*r*x^3+363744*a*b*c^2*p*q*r^3*x^2+261624*a*b*c^2*p*q*r^2 *x^3+198656*a*b*c^2*p*r^4*x^2-85632*a*b*c^2*p*r^3*x^3+4828*a*b*c^2*q^4*r*x^2+ 40096*a*b*c^2*q^4*x^3+41712*a*b*c^2*q^3*r^2*x^2+146408*a*b*c^2*q^3*r*x^3+123708 *a*b*c^2*q^2*r^3*x^2+130812*a*b*c^2*q^2*r^2*x^3+147664*a*b*c^2*q*r^4*x^2-85632* a*b*c^2*q*r^3*x^3+60840*a*b*c^2*r^5*x^2-118232*a*b*c^2*r^4*x^3+1056*a*b*c*g^4*p *r*x^2+2112*a*b*c*g^4*p*x^3+528*a*b*c*g^4*q*r*x^2+2112*a*b*c*g^4*q*x^3+1386*a*b *c*g^4*r^2*x^2+3564*a*b*c*g^4*r*x^3+7670*a*b*c*g^3*p^2*r*x^2+13680*a*b*c*g^3*p^ 2*x^3+10260*a*b*c*g^3*p*q*r*x^2+27360*a*b*c*g^3*p*q*x^3+20546*a*b*c*g^3*p*r^2*x ^2+35274*a*b*c*g^3*p*r*x^3+2590*a*b*c*g^3*q^2*r*x^2+13680*a*b*c*g^3*q^2*x^3+ 11668*a*b*c*g^3*q*r^2*x^2+35274*a*b*c*g^3*q*r*x^3+14184*a*b*c*g^3*r^3*x^2+26444 *a*b*c*g^3*r^2*x^3+17030*a*b*c*g^2*p^3*r*x^2+28160*a*b*c*g^2*p^3*x^3+38150*a*b* c*g^2*p^2*q*r*x^2+84480*a*b*c*g^2*p^2*q*x^3+66685*a*b*c*g^2*p^2*r^2*x^2+91562*a *b*c*g^2*p^2*r*x^3+25210*a*b*c*g^2*p*q^2*r*x^2+84480*a*b*c*g^2*p*q^2*x^3+93702* a*b*c*g^2*p*q*r^2*x^2+183124*a*b*c*g^2*p*q*r*x^3+87365*a*b*c*g^2*p*r^3*x^2+ 91530*a*b*c*g^2*p*r^2*x^3+4090*a*b*c*g^2*q^3*r*x^2+28160*a*b*c*g^2*q^3*x^3+ 27017*a*b*c*g^2*q^2*r^2*x^2+91562*a*b*c*g^2*q^2*r*x^3+58603*a*b*c*g^2*q*r^3*x^2 +91530*a*b*c*g^2*q*r^2*x^3+37710*a*b*c*g^2*r^4*x^2+9136*a*b*c*g^2*r^3*x^3+15222 *a*b*c*g*p^4*r*x^2+23728*a*b*c*g*p^4*x^3+48240*a*b*c*g*p^3*q*r*x^2+94912*a*b*c* g*p^3*q*x^3+77820*a*b*c*g*p^3*r^2*x^2+91208*a*b*c*g*p^3*r*x^3+53388*a*b*c*g*p^2 *q^2*r*x^2+142368*a*b*c*g*p^2*q^2*x^3+179124*a*b*c*g*p^2*q*r^2*x^2+273624*a*b*c *g*p^2*q*r*x^3+148554*a*b*c*g*p^2*r^3*x^2+97290*a*b*c*g*p^2*r^2*x^3+22944*a*b*c *g*p*q^3*r*x^2+94912*a*b*c*g*p*q^3*x^3+124788*a*b*c*g*p*q^2*r^2*x^2+273624*a*b* c*g*p*q^2*r*x^3+222096*a*b*c*g*p*q*r^3*x^2+194580*a*b*c*g*p*q*r^2*x^3+124536*a* b*c*g*p*r^4*x^2-30288*a*b*c*g*p*r^3*x^3+2574*a*b*c*g*q^4*r*x^2+23728*a*b*c*g*q^ 4*x^3+23484*a*b*c*g*q^3*r^2*x^2+91208*a*b*c*g*q^3*r*x^3+73542*a*b*c*g*q^2*r^3*x ^2+97290*a*b*c*g*q^2*r^2*x^3+91212*a*b*c*g*q*r^4*x^2-30288*a*b*c*g*q*r^3*x^3+ 38580*a*b*c*g*r^5*x^2-65888*a*b*c*g*r^4*x^3+4806*a*b*c*p^5*r*x^2+7136*a*b*c*p^5 *x^3+19770*a*b*c*p^4*q*r*x^2+35680*a*b*c*p^4*q*x^3+30202*a*b*c*p^4*r^2*x^2+ 31356*a*b*c*p^4*r*x^3+31020*a*b*c*p^3*q^2*r*x^2+71360*a*b*c*p^3*q^2*x^3+97448*a *b*c*p^3*q*r^2*x^2+125424*a*b*c*p^3*q*r*x^3+75366*a*b*c*p^3*r^3*x^2+32140*a*b*c *p^3*r^2*x^3+22500*a*b*c*p^2*q^3*r*x^2+71360*a*b*c*p^2*q^3*x^3+111132*a*b*c*p^2 *q^2*r^2*x^2+188136*a*b*c*p^2*q^2*r*x^3+179334*a*b*c*p^2*q*r^3*x^2+96420*a*b*c* p^2*q*r^2*x^3+92946*a*b*c*p^2*r^4*x^2-47856*a*b*c*p^2*r^3*x^3+6990*a*b*c*p*q^4* r*x^2+35680*a*b*c*p*q^4*x^3+50728*a*b*c*p*q^3*r^2*x^2+125424*a*b*c*p*q^3*r*x^3+ 132570*a*b*c*p*q^2*r^3*x^2+96420*a*b*c*p*q^2*r^2*x^3+145404*a*b*c*p*q*r^4*x^2-\ 95712*a*b*c*p*q*r^3*x^3+56572*a*b*c*p*r^5*x^2-108616*a*b*c*p*r^4*x^3+546*a*b*c* q^5*r*x^2+7136*a*b*c*q^5*x^3+6842*a*b*c*q^4*r^2*x^2+31356*a*b*c*q^4*r*x^3+28602 *a*b*c*q^3*r^3*x^2+32140*a*b*c*q^3*r^2*x^3+52458*a*b*c*q^2*r^4*x^2-47856*a*b*c* q^2*r^3*x^3+43748*a*b*c*q*r^5*x^2-108616*a*b*c*q*r^4*x^3+13596*a*b*c*r^6*x^2-\ 52840*a*b*c*r^5*x^3+330*a*b*g^4*p^2*r*x^2+528*a*b*g^4*p^2*x^3+396*a*b*g^4*p*q*r *x^2+1056*a*b*g^4*p*q*x^3+990*a*b*g^4*p*r^2*x^2+1782*a*b*g^4*p*r*x^3+66*a*b*g^4 *q^2*r*x^2+528*a*b*g^4*q^2*x^3+396*a*b*g^4*q*r^2*x^2+1782*a*b*g^4*q*r*x^3+792*a *b*g^4*r^3*x^2+2244*a*b*g^4*r^2*x^3+1364*a*b*g^3*p^3*r*x^2+2112*a*b*g^3*p^3*x^3 +2948*a*b*g^3*p^2*q*r*x^2+6336*a*b*g^3*p^2*q*x^3+5632*a*b*g^3*p^2*r^2*x^2+7968* a*b*g^3*p^2*r*x^3+1804*a*b*g^3*p*q^2*r*x^2+6336*a*b*g^3*p*q^2*x^3+7392*a*b*g^3* p*q*r^2*x^2+15936*a*b*g^3*p*q*r*x^3+7832*a*b*g^3*p*r^3*x^2+11080*a*b*g^3*p*r^2* x^3+220*a*b*g^3*q^3*r*x^2+2112*a*b*g^3*q^3*x^3+1760*a*b*g^3*q^2*r^2*x^2+7968*a* b*g^3*q^2*r*x^3+4840*a*b*g^3*q*r^3*x^2+11080*a*b*g^3*q*r^2*x^3+3564*a*b*g^3*r^4 *x^2+3008*a*b*g^3*r^3*x^3+2112*a*b*g^2*p^4*r*x^2+3168*a*b*g^2*p^4*x^3+6600*a*b* g^2*p^3*q*r*x^2+12672*a*b*g^2*p^3*q*x^3+11088*a*b*g^2*p^3*r^2*x^2+13264*a*b*g^2 *p^3*r*x^3+7128*a*b*g^2*p^2*q^2*r*x^2+19008*a*b*g^2*p^2*q^2*x^3+24948*a*b*g^2*p ^2*q*r^2*x^2+39792*a*b*g^2*p^2*q*r*x^3+21780*a*b*g^2*p^2*r^3*x^2+18082*a*b*g^2* p^2*r^2*x^3+2904*a*b*g^2*p*q^3*r*x^2+12672*a*b*g^2*p*q^3*x^3+16632*a*b*g^2*p*q^ 2*r^2*x^2+39792*a*b*g^2*p*q^2*r*x^3+31680*a*b*g^2*p*q*r^3*x^2+36164*a*b*g^2*p*q *r^2*x^3+18744*a*b*g^2*p*r^4*x^2+1096*a*b*g^2*p*r^3*x^3+264*a*b*g^2*q^4*r*x^2+ 3168*a*b*g^2*q^4*x^3+2772*a*b*g^2*q^3*r^2*x^2+13264*a*b*g^2*q^3*r*x^3+9900*a*b* g^2*q^2*r^3*x^2+18082*a*b*g^2*q^2*r^2*x^3+13332*a*b*g^2*q*r^4*x^2+1096*a*b*g^2* q*r^3*x^3+5940*a*b*g^2*r^5*x^2-7974*a*b*g^2*r^4*x^3+1452*a*b*g*p^5*r*x^2+2112*a *b*g*p^5*x^3+5940*a*b*g*p^4*q*r*x^2+10560*a*b*g*p^4*q*x^3+9240*a*b*g*p^4*r^2*x^ 2+9752*a*b*g*p^4*r*x^3+9240*a*b*g*p^3*q^2*r*x^2+21120*a*b*g*p^3*q^2*x^3+29568*a *b*g*p^3*q*r^2*x^2+39008*a*b*g*p^3*q*r*x^3+23364*a*b*g*p^3*r^3*x^2+12082*a*b*g* p^3*r^2*x^3+6600*a*b*g*p^2*q^3*r*x^2+21120*a*b*g*p^2*q^3*x^3+33264*a*b*g*p^2*q^ 2*r^2*x^2+58512*a*b*g*p^2*q^2*r*x^3+55044*a*b*g*p^2*q*r^3*x^2+36246*a*b*g*p^2*q *r^2*x^3+29172*a*b*g*p^2*r^4*x^2-10512*a*b*g*p^2*r^3*x^3+1980*a*b*g*p*q^4*r*x^2 +10560*a*b*g*p*q^4*x^3+14784*a*b*g*p*q^3*r^2*x^2+39008*a*b*g*p*q^3*r*x^3+39996* a*b*g*p*q^2*r^3*x^2+36246*a*b*g*p*q^2*r^2*x^3+45144*a*b*g*p*q*r^4*x^2-21024*a*b *g*p*q*r^3*x^3+17952*a*b*g*p*r^5*x^2-31062*a*b*g*p*r^4*x^3+132*a*b*g*q^5*r*x^2+ 2112*a*b*g*q^5*x^3+1848*a*b*g*q^4*r^2*x^2+9752*a*b*g*q^4*r*x^3+8316*a*b*g*q^3*r ^3*x^2+12082*a*b*g*q^3*r^2*x^3+15972*a*b*g*q^2*r^4*x^2-10512*a*b*g*q^2*r^3*x^3+ 13728*a*b*g*q*r^5*x^2-31062*a*b*g*q*r^4*x^3+4356*a*b*g*r^6*x^2-16108*a*b*g*r^5* x^3+374*a*b*p^6*r*x^2+528*a*b*p^6*x^3+1892*a*b*p^5*q*r*x^2+3168*a*b*p^5*q*x^3+ 2794*a*b*p^5*r^2*x^2+2674*a*b*p^5*r*x^3+3850*a*b*p^4*q^2*r*x^2+7920*a*b*p^4*q^2 *x^3+11616*a*b*p^4*q*r^2*x^2+13370*a*b*p^4*q*r*x^3+8624*a*b*p^4*r^3*x^2+2836*a* b*p^4*r^2*x^3+3960*a*b*p^3*q^3*r*x^2+10560*a*b*p^3*q^3*x^3+18524*a*b*p^3*q^2*r^ 2*x^2+26740*a*b*p^3*q^2*r*x^3+28336*a*b*p^3*q*r^3*x^2+11344*a*b*p^3*q*r^2*x^3+ 14036*a*b*p^3*r^4*x^2-8424*a*b*p^3*r^3*x^3+2090*a*b*p^2*q^4*r*x^2+7920*a*b*p^2* q^4*x^3+13816*a*b*p^2*q^3*r^2*x^2+26740*a*b*p^2*q^3*r*x^3+33264*a*b*p^2*q^2*r^3 *x^2+17016*a*b*p^2*q^2*r^2*x^3+34232*a*b*p^2*q*r^4*x^2-25272*a*b*p^2*q*r^3*x^3+ 12694*a*b*p^2*r^5*x^2-24622*a*b*p^2*r^4*x^3+484*a*b*p*q^5*r*x^2+3168*a*b*p*q^5* x^3+4554*a*b*p*q^4*r^2*x^2+13370*a*b*p*q^4*r*x^3+16016*a*b*p*q^3*r^3*x^2+11344* a*b*p*q^3*r^2*x^3+26356*a*b*p*q^2*r^4*x^2-25272*a*b*p*q^2*r^3*x^3+20460*a*b*p*q *r^5*x^2-49244*a*b*p*q*r^4*x^3+6050*a*b*p*r^6*x^2-22830*a*b*p*r^5*x^3+22*a*b*q^ 6*r*x^2+528*a*b*q^6*x^3+440*a*b*q^5*r^2*x^2+2674*a*b*q^5*r*x^3+2464*a*b*q^4*r^3 *x^2+2836*a*b*q^4*r^2*x^3+6160*a*b*q^3*r^4*x^2-8424*a*b*q^3*r^3*x^3+7766*a*b*q^ 2*r^5*x^2-24622*a*b*q^2*r^4*x^3+4840*a*b*q*r^6*x^2-22830*a*b*q*r^5*x^3+1188*a*b *r^7*x^2-7322*a*b*r^6*x^3+7552*a*c^7*r*x^2+20480*a*c^7*x^3+16768*a*c^6*g*r*x^2+ 45568*a*c^6*g*x^3+28928*a*c^6*p*r*x^2+64512*a*c^6*p*x^3+19520*a*c^6*q*r*x^2+ 64512*a*c^6*q*x^3+34944*a*c^6*r^2*x^2+62560*a*c^6*r*x^3+14656*a*c^5*g^2*r*x^2+ 39936*a*c^5*g^2*x^3+55328*a*c^5*g*p*r*x^2+123136*a*c^5*g*p*x^3+37024*a*c^5*g*q* r*x^2+123136*a*c^5*g*q*x^3+66952*a*c^5*g*r^2*x^2+123344*a*c^5*g*r*x^3+45184*a*c ^5*p^2*r*x^2+86784*a*c^5*p^2*x^3+66176*a*c^5*p*q*r*x^2+173568*a*c^5*p*q*x^3+ 111808*a*c^5*p*r^2*x^2+163360*a*c^5*p*r*x^3+20992*a*c^5*q^2*r*x^2+86784*a*c^5*q ^2*x^3+77152*a*c^5*q*r^2*x^2+163360*a*c^5*q*r*x^3+69408*a*c^5*r^3*x^2+53536*a*c ^5*r^2*x^3+6272*a*c^4*g^3*r*x^2+17152*a*c^4*g^3*x^3+40752*a*c^4*g^2*p*r*x^2+ 90240*a*c^4*g^2*p*x^3+26832*a*c^4*g^2*q*r*x^2+90240*a*c^4*g^2*q*x^3+49500*a*c^4 *g^2*r^2*x^2+95064*a*c^4*g^2*r*x^3+72272*a*c^4*g*p^2*r*x^2+138112*a*c^4*g*p^2*x ^3+105248*a*c^4*g*p*q*r*x^2+276224*a*c^4*g*p*q*x^3+179504*a*c^4*g*p*r^2*x^2+ 268656*a*c^4*g*p*r*x^3+32976*a*c^4*g*q^2*r*x^2+138112*a*c^4*g*q^2*x^3+122624*a* c^4*g*q*r^2*x^2+268656*a*c^4*g*q*r*x^3+112004*a*c^4*g*r^3*x^2+98104*a*c^4*g*r^2 *x^3+37792*a*c^4*p^3*r*x^2+64640*a*c^4*p^3*x^3+87696*a*c^4*p^2*q*r*x^2+193920*a *c^4*p^2*q*x^3+141824*a*c^4*p^2*r^2*x^2+176624*a*c^4*p^2*r*x^3+62016*a*c^4*p*q^ 2*r*x^2+193920*a*c^4*p*q^2*x^3+211168*a*c^4*p*q*r^2*x^2+353248*a*c^4*p*q*r*x^3+ 177168*a*c^4*p*r^3*x^2+103488*a*c^4*p*r^2*x^3+12112*a*c^4*q^3*r*x^2+64640*a*c^4 *q^3*x^3+69344*a*c^4*q^2*r^2*x^2+176624*a*c^4*q^2*r*x^3+127728*a*c^4*q*r^3*x^2+ 103488*a*c^4*q*r^2*x^3+73136*a*c^4*r^4*x^2-37344*a*c^4*r^3*x^3+1304*a*c^3*g^4*r *x^2+3584*a*c^3*g^4*x^3+14296*a*c^3*g^3*p*r*x^2+31296*a*c^3*g^3*p*x^3+9112*a*c^ 3*g^3*q*r*x^2+31296*a*c^3*g^3*q*x^3+17502*a*c^3*g^3*r^2*x^2+35780*a*c^3*g^3*r*x ^3+42960*a*c^3*g^2*p^2*r*x^2+81216*a*c^3*g^2*p^2*x^3+61872*a*c^3*g^2*p*q*r*x^2+ 162432*a*c^3*g^2*p*q*x^3+107612*a*c^3*g^2*p*r^2*x^2+166288*a*c^3*g^2*p*r*x^3+ 18912*a*c^3*g^2*q^2*r*x^2+81216*a*c^3*g^2*q^2*x^3+71948*a*c^3*g^2*q*r^2*x^2+ 166288*a*c^3*g^2*q*r*x^3+67968*a*c^3*g^2*r^3*x^2+71040*a*c^3*g^2*r^2*x^3+48472* a*c^3*g*p^3*r*x^2+82304*a*c^3*g*p^3*x^3+112008*a*c^3*g*p^2*q*r*x^2+246912*a*c^3 *g*p^2*q*x^3+182798*a*c^3*g*p^2*r^2*x^2+232424*a*c^3*g*p^2*r*x^3+78600*a*c^3*g* p*q^2*r*x^2+246912*a*c^3*g*p*q^2*x^3+270316*a*c^3*g*p*q*r^2*x^2+464848*a*c^3*g* p*q*r*x^3+229682*a*c^3*g*p*r^3*x^2+153472*a*c^3*g*p*r^2*x^3+15064*a*c^3*g*q^3*r *x^2+82304*a*c^3*g*q^3*x^3+87518*a*c^3*g*q^2*r^2*x^2+232424*a*c^3*g*q^2*r*x^3+ 164162*a*c^3*g*q*r^3*x^2+153472*a*c^3*g*q*r^2*x^3+95356*a*c^3*g*r^4*x^2-35360*a *c^3*g*r^3*x^3+18424*a*c^3*p^4*r*x^2+28800*a*c^3*p^4*x^3+59296*a*c^3*p^3*q*r*x^ 2+115200*a*c^3*p^3*q*x^3+92400*a*c^3*p^3*r^2*x^2+101248*a*c^3*p^3*r*x^3+67344*a *c^3*p^2*q^2*r*x^2+172800*a*c^3*p^2*q^2*x^3+217296*a*c^3*p^2*q*r^2*x^2+303744*a *c^3*p^2*q*r*x^3+172992*a*c^3*p^2*r^3*x^2+77392*a*c^3*p^2*r^2*x^3+30496*a*c^3*p *q^3*r*x^2+115200*a*c^3*p*q^3*x^3+157392*a*c^3*p*q^2*r^2*x^2+303744*a*c^3*p*q^2 *r*x^3+265344*a*c^3*p*q*r^3*x^2+154784*a*c^3*p*q*r^2*x^3+142480*a*c^3*p*r^4*x^2 -80832*a*c^3*p*r^3*x^3+4024*a*c^3*q^4*r*x^2+28800*a*c^3*q^4*x^3+32496*a*c^3*q^3 *r^2*x^2+101248*a*c^3*q^3*r*x^3+92352*a*c^3*q^2*r^3*x^2+77392*a*c^3*q^2*r^2*x^3 +107344*a*c^3*q*r^4*x^2-80832*a*c^3*q*r^3*x^3+43464*a*c^3*r^5*x^2-91152*a*c^3*r ^4*x^3+104*a*c^2*g^5*r*x^2+288*a*c^2*g^5*x^3+2356*a*c^2*g^4*p*r*x^2+5024*a*c^2* g^4*p*x^3+1400*a*c^2*g^4*q*r*x^2+5024*a*c^2*g^4*q*x^3+2933*a*c^2*g^4*r^2*x^2+ 6604*a*c^2*g^4*r*x^3+11532*a*c^2*g^3*p^2*r*x^2+21312*a*c^2*g^3*p^2*x^3+16248*a* c^2*g^3*p*q*r*x^2+42624*a*c^2*g^3*p*q*x^3+29440*a*c^2*g^3*p*r^2*x^2+47448*a*c^2 *g^3*p*r*x^3+4716*a*c^2*g^3*q^2*r*x^2+21312*a*c^2*g^3*q^2*x^3+18784*a*c^2*g^3*q *r^2*x^2+47448*a*c^2*g^3*q*r*x^3+19113*a*c^2*g^3*r^3*x^2+25454*a*c^2*g^3*r^2*x^ 3+21756*a*c^2*g^2*p^3*r*x^2+36384*a*c^2*g^2*p^3*x^3+49860*a*c^2*g^2*p^2*q*r*x^2 +109152*a*c^2*g^2*p^2*q*x^3+82961*a*c^2*g^2*p^2*r^2*x^2+108190*a*c^2*g^2*p^2*r* x^3+34452*a*c^2*g^2*p*q^2*r*x^2+109152*a*c^2*g^2*p*q^2*x^3+120934*a*c^2*g^2*p*q *r^2*x^2+216380*a*c^2*g^2*p*q*r*x^3+105633*a*c^2*g^2*p*r^3*x^2+84538*a*c^2*g^2* p*r^2*x^3+6348*a*c^2*g^2*q^3*r*x^2+36384*a*c^2*g^2*q^3*x^3+37973*a*c^2*g^2*q^2* r^2*x^2+108190*a*c^2*g^2*q^2*r*x^3+74139*a*c^2*g^2*q*r^3*x^2+84538*a*c^2*g^2*q* r^2*x^3+44428*a*c^2*g^2*r^4*x^2-6680*a*c^2*g^2*r^3*x^3+17740*a*c^2*g*p^4*r*x^2+ 27488*a*c^2*g*p^4*x^3+56912*a*c^2*g*p^3*q*r*x^2+109952*a*c^2*g*p^3*q*x^3+89462* a*c^2*g*p^3*r^2*x^2+99832*a*c^2*g*p^3*r*x^3+64296*a*c^2*g*p^2*q^2*r*x^2+164928* a*c^2*g*p^2*q^2*x^3+209346*a*c^2*g*p^2*q*r^2*x^2+299496*a*c^2*g*p^2*q*r*x^3+ 168512*a*c^2*g*p^2*r^3*x^2+87162*a*c^2*g*p^2*r^2*x^3+28816*a*c^2*g*p*q^3*r*x^2+ 109952*a*c^2*g*p*q^3*x^3+150306*a*c^2*g*p*q^2*r^2*x^2+299496*a*c^2*g*p*q^2*r*x^ 3+256900*a*c^2*g*p*q*r^3*x^2+174324*a*c^2*g*p*q*r^2*x^3+139598*a*c^2*g*p*r^4*x^ 2-62840*a*c^2*g*p*r^3*x^3+3692*a*c^2*g*q^4*r*x^2+27488*a*c^2*g*q^4*x^3+30422*a* c^2*g*q^3*r^2*x^2+99832*a*c^2*g*q^3*r*x^3+88388*a*c^2*g*q^2*r^3*x^2+87162*a*c^2 *g*q^2*r^2*x^3+104466*a*c^2*g*q*r^4*x^2-62840*a*c^2*g*q*r^3*x^3+42808*a*c^2*g*r ^5*x^2-83272*a*c^2*g*r^4*x^3+5264*a*c^2*p^5*r*x^2+7680*a*c^2*p^5*x^3+21820*a*c^ 2*p^4*q*r*x^2+38400*a*c^2*p^4*q*x^3+32864*a*c^2*p^4*r^2*x^2+32486*a*c^2*p^4*r*x ^3+34640*a*c^2*p^3*q^2*r*x^2+76800*a*c^2*p^3*q^2*x^3+107000*a*c^2*p^3*q*r^2*x^2 +129944*a*c^2*p^3*q*r*x^3+81540*a*c^2*p^3*r^3*x^2+27776*a*c^2*p^3*r^2*x^3+25640 *a*c^2*p^2*q^3*r*x^2+76800*a*c^2*p^2*q^3*x^3+123816*a*c^2*p^2*q^2*r^2*x^2+ 194916*a*c^2*p^2*q^2*r*x^3+196020*a*c^2*p^2*q*r^3*x^2+83328*a*c^2*p^2*q*r^2*x^3 +100076*a*c^2*p^2*r^4*x^2-63000*a*c^2*p^2*r^3*x^3+8320*a*c^2*p*q^4*r*x^2+38400* a*c^2*p*q^4*x^3+58088*a*c^2*p*q^3*r^2*x^2+129944*a*c^2*p*q^3*r*x^3+147420*a*c^2 *p*q^2*r^3*x^2+83328*a*c^2*p*q^2*r^2*x^3+158320*a*c^2*p*q*r^4*x^2-126000*a*c^2* p*q*r^3*x^3+60668*a*c^2*p*r^5*x^2-123960*a*c^2*p*r^4*x^3+764*a*c^2*q^5*r*x^2+ 7680*a*c^2*q^5*x^3+8408*a*c^2*q^4*r^2*x^2+32486*a*c^2*q^4*r*x^3+32940*a*c^2*q^3 *r^3*x^2+27776*a*c^2*q^3*r^2*x^3+58244*a*c^2*q^2*r^4*x^2-63000*a*c^2*q^2*r^3*x^ 3+47480*a*c^2*q*r^5*x^2-123960*a*c^2*q*r^4*x^3+14532*a*c^2*r^6*x^2-57990*a*c^2* r^5*x^3+144*a*c*g^5*p*r*x^2+288*a*c*g^5*p*x^3+72*a*c*g^5*q*r*x^2+288*a*c*g^5*q* x^3+186*a*c*g^5*r^2*x^2+486*a*c*g^5*r*x^3+1328*a*c*g^4*p^2*r*x^2+2336*a*c*g^4*p ^2*x^3+1788*a*c*g^4*p*q*r*x^2+4672*a*c*g^4*p*q*x^3+3543*a*c*g^4*p*r^2*x^2+6010* a*c*g^4*p*r*x^3+460*a*c*g^4*q^2*r*x^2+2336*a*c*g^4*q^2*x^3+2025*a*c*g^4*q*r^2*x ^2+6010*a*c*g^4*q*r*x^3+2449*a*c*g^4*r^3*x^2+4496*a*c*g^4*r^2*x^3+3960*a*c*g^3* p^3*r*x^2+6416*a*c*g^3*p^3*x^3+8928*a*c*g^3*p^2*q*r*x^2+19248*a*c*g^3*p^2*q*x^3 +15473*a*c*g^3*p^2*r^2*x^2+20775*a*c*g^3*p^2*r*x^3+5976*a*c*g^3*p*q^2*r*x^2+ 19248*a*c*g^3*p*q^2*x^3+21892*a*c*g^3*p*q*r^2*x^2+41550*a*c*g^3*p*q*r*x^3+20278 *a*c*g^3*p*r^3*x^2+20585*a*c*g^3*p*r^2*x^3+1008*a*c*g^3*q^3*r*x^2+6416*a*c*g^3* q^3*x^3+6419*a*c*g^3*q^2*r^2*x^2+20775*a*c*g^3*q^2*r*x^3+13711*a*c*g^3*q*r^3*x^ 2+20585*a*c*g^3*q*r^2*x^3+8765*a*c*g^3*r^4*x^2+1824*a*c*g^3*r^3*x^3+5332*a*c*g^ 2*p^4*r*x^2+8112*a*c*g^2*p^4*x^3+16996*a*c*g^2*p^3*q*r*x^2+32448*a*c*g^2*p^3*q* x^3+27221*a*c*g^2*p^3*r^2*x^2+31006*a*c*g^2*p^3*r*x^3+18996*a*c*g^2*p^2*q^2*r*x ^2+48672*a*c*g^2*p^2*q^2*x^3+63045*a*c*g^2*p^2*q*r^2*x^2+93018*a*c*g^2*p^2*q*r* x^3+51972*a*c*g^2*p^2*r^3*x^2+32453*a*c*g^2*p^2*r^2*x^3+8332*a*c*g^2*p*q^3*r*x^ 2+32448*a*c*g^2*p*q^3*x^3+44427*a*c*g^2*p*q^2*r^2*x^2+93018*a*c*g^2*p*q^2*r*x^3 +78234*a*c*g^2*p*q*r^3*x^2+64906*a*c*g^2*p*q*r^2*x^3+43609*a*c*g^2*p*r^4*x^2-\ 11708*a*c*g^2*p*r^3*x^3+1000*a*c*g^2*q^4*r*x^2+8112*a*c*g^2*q^4*x^3+8603*a*c*g^ 2*q^3*r^2*x^2+31006*a*c*g^2*q^3*r*x^3+26262*a*c*g^2*q^2*r^3*x^2+32453*a*c*g^2*q ^2*r^2*x^3+32185*a*c*g^2*q*r^4*x^2-11708*a*c*g^2*q*r^3*x^3+13526*a*c*g^2*r^5*x^ 2-23270*a*c*g^2*r^4*x^3+3376*a*c*g*p^5*r*x^2+4880*a*c*g*p^5*x^3+13960*a*c*g*p^4 *q*r*x^2+24400*a*c*g*p^4*q*x^3+21193*a*c*g*p^4*r^2*x^2+21297*a*c*g*p^4*r*x^3+ 22080*a*c*g*p^3*q^2*r*x^2+48800*a*c*g*p^3*q^2*x^3+68752*a*c*g*p^3*q*r^2*x^2+ 85188*a*c*g*p^3*q*r*x^3+52890*a*c*g*p^3*r^3*x^2+21110*a*c*g*p^3*r^2*x^3+16240*a *c*g*p^2*q^3*r*x^2+48800*a*c*g*p^2*q^3*x^3+79098*a*c*g*p^2*q^2*r^2*x^2+127782*a *c*g*p^2*q^2*r*x^3+126588*a*c*g*p^2*q*r^3*x^2+63330*a*c*g*p^2*q*r^2*x^3+65272*a *c*g*p^2*r^4*x^2-34756*a*c*g*p^2*r^3*x^3+5200*a*c*g*p*q^4*r*x^2+24400*a*c*g*p*q ^4*x^3+36712*a*c*g*p*q^3*r^2*x^2+85188*a*c*g*p*q^3*r*x^3+94506*a*c*g*p*q^2*r^3* x^2+63330*a*c*g*p*q^2*r^2*x^3+102760*a*c*g*p*q*r^4*x^2-69512*a*c*g*p*q*r^3*x^3+ 39766*a*c*g*p*r^5*x^2-76364*a*c*g*p*r^4*x^3+456*a*c*g*q^5*r*x^2+4880*a*c*g*q^5* x^3+5173*a*c*g*q^4*r^2*x^2+21297*a*c*g*q^4*r*x^3+20808*a*c*g*q^3*r^3*x^2+21110* a*c*g*q^3*r^2*x^3+37488*a*c*g*q^2*r^4*x^2-34756*a*c*g*q^2*r^3*x^3+30964*a*c*g*q *r^5*x^2-76364*a*c*g*q*r^4*x^3+9567*a*c*g*r^6*x^2-36915*a*c*g*r^5*x^3+820*a*c*p ^6*r*x^2+1136*a*c*p^6*x^3+4176*a*c*p^5*q*r*x^2+6816*a*c*p^5*q*x^3+6088*a*c*p^5* r^2*x^2+5542*a*c*p^5*r*x^3+8580*a*c*p^4*q^2*r*x^2+17040*a*c*p^4*q^2*x^3+25502*a *c*p^4*q*r^2*x^2+27710*a*c*p^4*q*r*x^3+18690*a*c*p^4*r^3*x^2+4746*a*c*p^4*r^2*x ^3+8960*a*c*p^3*q^3*r*x^2+22720*a*c*p^3*q^3*x^3+41128*a*c*p^3*q^2*r^2*x^2+55420 *a*c*p^3*q^2*r*x^3+61920*a*c*p^3*q*r^3*x^2+18984*a*c*p^3*q*r^2*x^3+30280*a*c*p^ 3*r^4*x^2-21048*a*c*p^3*r^3*x^3+4860*a*c*p^2*q^4*r*x^2+17040*a*c*p^2*q^4*x^3+ 31252*a*c*p^2*q^3*r^2*x^2+55420*a*c*p^2*q^3*r*x^3+73620*a*c*p^2*q^2*r^3*x^2+ 28476*a*c*p^2*q^2*r^2*x^3+74508*a*c*p^2*q*r^4*x^2-63144*a*c*p^2*q*r^3*x^3+27280 *a*c*p^2*r^5*x^2-55524*a*c*p^2*r^4*x^3+1200*a*c*p*q^5*r*x^2+6816*a*c*p*q^5*x^3+ 10688*a*c*p*q^4*r^2*x^2+27710*a*c*p*q^4*r*x^3+36240*a*c*p*q^3*r^3*x^2+18984*a*c *p*q^3*r^2*x^3+58176*a*c*p*q^2*r^4*x^2-63144*a*c*p*q^2*r^3*x^3+44384*a*c*p*q*r^ 5*x^2-111048*a*c*p*q*r^4*x^3+12960*a*c*p*r^6*x^2-49814*a*c*p*r^5*x^3+76*a*c*q^6 *r*x^2+1136*a*c*q^6*x^3+1150*a*c*q^5*r^2*x^2+5542*a*c*q^5*r*x^3+5850*a*c*q^4*r^ 3*x^2+4746*a*c*q^4*r^2*x^3+13948*a*c*q^3*r^4*x^2-21048*a*c*q^3*r^3*x^3+17104*a* c*q^2*r^5*x^2-55524*a*c*q^2*r^4*x^3+10470*a*c*q*r^6*x^2-49814*a*c*q*r^5*x^3+ 2538*a*c*r^7*x^2-15678*a*c*r^6*x^3+46*a*g^5*p^2*r*x^2+72*a*g^5*p^2*x^3+56*a*g^5 *p*q*r*x^2+144*a*g^5*p*q*x^3+138*a*g^5*p*r^2*x^2+243*a*g^5*p*r*x^3+10*a*g^5*q^2 *r*x^2+72*a*g^5*q^2*x^3+57*a*g^5*q*r^2*x^2+243*a*g^5*q*r*x^3+111*a*g^5*r^3*x^2+ 306*a*g^5*r^2*x^3+238*a*g^4*p^3*r*x^2+360*a*g^4*p^3*x^3+519*a*g^4*p^2*q*r*x^2+ 1080*a*g^4*p^2*q*x^3+982*a*g^4*p^2*r^2*x^2+1354*a*g^4*p^2*r*x^3+324*a*g^4*p*q^2 *r*x^2+1080*a*g^4*p*q^2*x^3+1304*a*g^4*p*q*r^2*x^2+2708*a*g^4*p*q*r*x^3+1368*a* g^4*p*r^3*x^2+1874*a*g^4*p*r^2*x^3+43*a*g^4*q^3*r*x^2+360*a*g^4*q^3*x^3+322*a*g ^4*q^2*r^2*x^2+1354*a*g^4*q^2*r*x^3+858*a*g^4*q*r^3*x^2+1874*a*g^4*q*r^2*x^3+ 624*a*g^4*r^4*x^2+496*a*g^4*r^3*x^3+492*a*g^3*p^4*r*x^2+720*a*g^3*p^4*x^3+1548* a*g^3*p^3*q*r*x^2+2880*a*g^3*p^3*q*x^3+2580*a*g^3*p^3*r^2*x^2+2998*a*g^3*p^3*r* x^3+1692*a*g^3*p^2*q^2*r*x^2+4320*a*g^3*p^2*q^2*x^3+5850*a*g^3*p^2*q*r^2*x^2+ 8994*a*g^3*p^2*q*r*x^3+5070*a*g^3*p^2*r^3*x^2+4031*a*g^3*p^2*r^2*x^3+708*a*g^3* p*q^3*r*x^2+2880*a*g^3*p*q^3*x^3+3960*a*g^3*p*q^2*r^2*x^2+8994*a*g^3*p*q^2*r*x^ 3+7440*a*g^3*p*q*r^3*x^2+8062*a*g^3*p*q*r^2*x^3+4368*a*g^3*p*r^4*x^2+112*a*g^3* p*r^3*x^3+72*a*g^3*q^4*r*x^2+720*a*g^3*q^4*x^3+690*a*g^3*q^3*r^2*x^2+2998*a*g^3 *q^3*r*x^3+2370*a*g^3*q^2*r^3*x^2+4031*a*g^3*q^2*r^2*x^3+3138*a*g^3*q*r^4*x^2+ 112*a*g^3*q*r^3*x^3+1386*a*g^3*r^5*x^2-1890*a*g^3*r^4*x^3+508*a*g^2*p^5*r*x^2+ 720*a*g^2*p^5*x^3+2090*a*g^2*p^4*q*r*x^2+3600*a*g^2*p^4*q*x^3+3228*a*g^2*p^4*r^ 2*x^2+3300*a*g^2*p^4*r*x^3+3280*a*g^2*p^3*q^2*r*x^2+7200*a*g^2*p^3*q^2*x^3+ 10392*a*g^2*p^3*q*r^2*x^2+13200*a*g^2*p^3*q*r*x^3+8160*a*g^2*p^3*r^3*x^2+3972*a *g^2*p^3*r^2*x^3+2380*a*g^2*p^2*q^3*r*x^2+7200*a*g^2*p^2*q^3*x^3+11808*a*g^2*p^ 2*q^2*r^2*x^2+19800*a*g^2*p^2*q^2*r*x^3+19350*a*g^2*p^2*q*r^3*x^2+11916*a*g^2*p ^2*q*r^2*x^3+10192*a*g^2*p^2*r^4*x^2-3928*a*g^2*p^2*r^3*x^3+740*a*g^2*p*q^4*r*x ^2+3600*a*g^2*p*q^4*x^3+5352*a*g^2*p*q^3*r^2*x^2+13200*a*g^2*p*q^3*r*x^3+14220* a*g^2*p*q^2*r^3*x^2+11916*a*g^2*p*q^2*r^2*x^3+15884*a*g^2*p*q*r^4*x^2-7856*a*g^ 2*p*q*r^3*x^3+6276*a*g^2*p*r^5*x^2-10944*a*g^2*p*r^4*x^3+58*a*g^2*q^5*r*x^2+720 *a*g^2*q^5*x^3+708*a*g^2*q^4*r^2*x^2+3300*a*g^2*q^4*r*x^3+3030*a*g^2*q^3*r^3*x^ 2+3972*a*g^2*q^3*r^2*x^3+5692*a*g^2*q^2*r^4*x^2-3928*a*g^2*q^2*r^3*x^3+4836*a*g ^2*q*r^5*x^2-10944*a*g^2*q*r^4*x^3+1524*a*g^2*r^6*x^2-5624*a*g^2*r^5*x^3+262*a* g*p^6*r*x^2+360*a*g*p^6*x^3+1332*a*g*p^5*q*r*x^2+2160*a*g*p^5*q*x^3+1954*a*g*p^ 5*r^2*x^2+1807*a*g*p^5*r*x^3+2730*a*g*p^4*q^2*r*x^2+5400*a*g*p^4*q^2*x^3+8165*a *g*p^4*q*r^2*x^2+9035*a*g*p^4*q*r*x^3+6027*a*g*p^4*r^3*x^2+1817*a*g*p^4*r^2*x^3 +2840*a*g*p^3*q^3*r*x^2+7200*a*g*p^3*q^3*x^3+13120*a*g*p^3*q^2*r^2*x^2+18070*a* g*p^3*q^2*r*x^3+19908*a*g*p^3*q*r^3*x^2+7268*a*g*p^3*q*r^2*x^3+9808*a*g*p^3*r^4 *x^2-6088*a*g*p^3*r^3*x^3+1530*a*g*p^2*q^4*r*x^2+5400*a*g*p^2*q^4*x^3+9910*a*g* p^2*q^3*r^2*x^2+18070*a*g*p^2*q^3*r*x^3+23562*a*g*p^2*q^2*r^3*x^2+10902*a*g*p^2 *q^2*r^2*x^3+24054*a*g*p^2*q*r^4*x^2-18264*a*g*p^2*q*r^3*x^3+8872*a*g*p^2*r^5*x ^2-17292*a*g*p^2*r^4*x^3+372*a*g*p*q^5*r*x^2+2160*a*g*p*q^5*x^3+3350*a*g*p*q^4* r^2*x^2+9035*a*g*p*q^4*r*x^3+11508*a*g*p*q^3*r^3*x^2+7268*a*g*p*q^3*r^2*x^3+ 18684*a*g*p*q^2*r^4*x^2-18264*a*g*p*q^2*r^3*x^3+14384*a*g*p*q*r^5*x^2-34584*a*g *p*q*r^4*x^3+4230*a*g*p*r^6*x^2-15927*a*g*p*r^5*x^3+22*a*g*q^6*r*x^2+360*a*g*q^ 6*x^3+349*a*g*q^5*r^2*x^2+1807*a*g*q^5*r*x^3+1827*a*g*q^4*r^3*x^2+1817*a*g*q^4* r^2*x^3+4438*a*g*q^3*r^4*x^2-6088*a*g*q^3*r^3*x^3+5512*a*g*q^2*r^5*x^2-17292*a* g*q^2*r^4*x^3+3405*a*g*q*r^6*x^2-15927*a*g*q*r^5*x^3+831*a*g*r^7*x^2-5093*a*g*r ^6*x^3+54*a*p^7*r*x^2+72*a*p^7*x^3+327*a*p^6*q*r*x^2+504*a*p^6*q*x^3+462*a*p^6* r^2*x^2+394*a*p^6*r*x^3+828*a*p^5*q^2*r*x^2+1512*a*p^5*q^2*x^3+2376*a*p^5*q*r^2 *x^2+2364*a*p^5*q*r*x^3+1680*a*p^5*r^3*x^2+308*a*p^5*r^2*x^3+1125*a*p^4*q^3*r*x ^2+2520*a*p^4*q^3*x^3+4950*a*p^4*q^2*r^2*x^2+5910*a*p^4*q^2*r*x^3+7140*a*p^4*q* r^3*x^2+1540*a*p^4*q*r^2*x^3+3360*a*p^4*r^4*x^2-2544*a*p^4*r^3*x^3+870*a*p^3*q^ 4*r*x^2+2520*a*p^3*q^4*x^3+5280*a*p^3*q^3*r^2*x^2+7880*a*p^3*q^3*r*x^3+11760*a* p^3*q^2*r^3*x^2+3080*a*p^3*q^2*r^2*x^3+11340*a*p^3*q*r^4*x^2-10176*a*p^3*q*r^3* x^3+3990*a*p^3*r^5*x^2-8166*a*p^3*r^4*x^3+369*a*p^2*q^5*r*x^2+1512*a*p^2*q^5*x^ 3+2970*a*p^2*q^4*r^2*x^2+5910*a*p^2*q^4*r*x^3+9240*a*p^2*q^3*r^3*x^2+3080*a*p^2 *q^3*r^2*x^3+13860*a*p^2*q^2*r^4*x^2-15264*a*p^2*q^2*r^3*x^3+10035*a*p^2*q*r^5* x^2-24498*a*p^2*q*r^4*x^3+2814*a*p^2*r^6*x^2-10552*a*p^2*r^5*x^3+72*a*p*q^6*r*x ^2+504*a*p*q^6*x^3+792*a*p*q^5*r^2*x^2+2364*a*p*q^5*r*x^3+3360*a*p*q^4*r^3*x^2+ 1540*a*p*q^4*r^2*x^3+7140*a*p*q^3*r^4*x^2-10176*a*p*q^3*r^3*x^3+8100*a*p*q^2*r^ 5*x^2-24498*a*p*q^2*r^4*x^3+4692*a*p*q*r^6*x^2-21104*a*p*q*r^5*x^3+1092*a*p*r^7 *x^2-6462*a*p*r^6*x^3+3*a*q^7*r*x^2+72*a*q^7*x^3+66*a*q^6*r^2*x^2+394*a*q^6*r*x ^3+420*a*q^5*r^3*x^2+308*a*q^5*r^2*x^3+1260*a*q^4*r^4*x^2-2544*a*q^4*r^3*x^3+ 2055*a*q^3*r^5*x^2-8166*a*q^3*r^4*x^3+1878*a*q^2*r^6*x^2-10552*a*q^2*r^5*x^3+ 906*a*q*r^7*x^2-6462*a*q*r^6*x^3+180*a*r^8*x^2-1546*a*r^7*x^3+128*b^6*c^2*r*x^2 +256*b^6*c^2*x^3+128*b^6*c*p*r*x^2+256*b^6*c*p*x^3+64*b^6*c*q*r*x^2+256*b^6*c*q *x^3+192*b^6*c*r^2*x^2+432*b^6*c*r*x^3+32*b^6*p^2*r*x^2+64*b^6*p^2*x^3+32*b^6*p *q*r*x^2+128*b^6*p*q*x^3+96*b^6*p*r^2*x^2+216*b^6*p*r*x^3+64*b^6*q^2*x^3+24*b^6 *q*r^2*x^2+216*b^6*q*r*x^3+72*b^6*r^3*x^2+272*b^6*r^2*x^3+1248*b^5*c^3*r*x^2+ 2816*b^5*c^3*x^3+544*b^5*c^2*g*r*x^2+1152*b^5*c^2*g*x^3+1872*b^5*c^2*p*r*x^2+ 3968*b^5*c^2*p*x^3+1120*b^5*c^2*q*r*x^2+3968*b^5*c^2*q*x^3+2592*b^5*c^2*r^2*x^2 +5248*b^5*c^2*r*x^3+576*b^5*c*g*p*r*x^2+1152*b^5*c*g*p*x^3+288*b^5*c*g*q*r*x^2+ 1152*b^5*c*g*q*x^3+840*b^5*c*g*r^2*x^2+1944*b^5*c*g*r*x^3+936*b^5*c*p^2*r*x^2+ 1856*b^5*c*p^2*x^3+1184*b^5*c*p*q*r*x^2+3712*b^5*c*p*q*x^3+2592*b^5*c*p*r^2*x^2 +4816*b^5*c*p*r*x^3+248*b^5*c*q^2*r*x^2+1856*b^5*c*q^2*x^3+1392*b^5*c*q*r^2*x^2 +4816*b^5*c*q*r*x^3+1776*b^5*c*r^3*x^2+3632*b^5*c*r^2*x^3+152*b^5*g*p^2*r*x^2+ 288*b^5*g*p^2*x^3+160*b^5*g*p*q*r*x^2+576*b^5*g*p*q*x^3+456*b^5*g*p*r^2*x^2+972 *b^5*g*p*r*x^3+8*b^5*g*q^2*r*x^2+288*b^5*g*q^2*x^3+132*b^5*g*q*r^2*x^2+972*b^5* g*q*r*x^3+348*b^5*g*r^3*x^2+1224*b^5*g*r^2*x^3+156*b^5*p^3*r*x^2+288*b^5*p^3*x^ 3+312*b^5*p^2*q*r*x^2+864*b^5*p^2*q*x^3+648*b^5*p^2*r^2*x^2+1096*b^5*p^2*r*x^3+ 156*b^5*p*q^2*r*x^2+864*b^5*p*q^2*x^3+768*b^5*p*q*r^2*x^2+2192*b^5*p*q*r*x^3+ 888*b^5*p*r^3*x^2+1544*b^5*p*r^2*x^3+288*b^5*q^3*x^3+120*b^5*q^2*r^2*x^2+1096*b ^5*q^2*r*x^3+480*b^5*q*r^3*x^2+1544*b^5*q*r^2*x^3+396*b^5*r^4*x^2+448*b^5*r^3*x ^3+5088*b^4*c^4*r*x^2+12288*b^4*c^4*x^3+4432*b^4*c^3*g*r*x^2+10368*b^4*c^3*g*x^ 3+10288*b^4*c^3*p*r*x^2+22528*b^4*c^3*p*x^3+6576*b^4*c^3*q*r*x^2+22528*b^4*c^3* q*x^3+13536*b^4*c^3*r^2*x^2+25984*b^4*c^3*r*x^3+944*b^4*c^2*g^2*r*x^2+2112*b^4* c^2*g^2*x^3+6896*b^4*c^2*g*p*r*x^2+14592*b^4*c^2*g*p*x^3+4128*b^4*c^2*g*q*r*x^2 +14592*b^4*c^2*g*q*x^3+9328*b^4*c^2*g*r^2*x^2+19272*b^4*c^2*g*r*x^3+7704*b^4*c^ 2*p^2*r*x^2+15424*b^4*c^2*p^2*x^3+10496*b^4*c^2*p*q*r*x^2+30848*b^4*c^2*p*q*x^3 +20336*b^4*c^2*p*r^2*x^2+34704*b^4*c^2*p*r*x^3+2792*b^4*c^2*q^2*r*x^2+15424*b^4 *c^2*q^2*x^3+12672*b^4*c^2*q*r^2*x^2+34704*b^4*c^2*q*r*x^3+13296*b^4*c^2*r^3*x^ 2+18968*b^4*c^2*r^2*x^3+1056*b^4*c*g^2*p*r*x^2+2112*b^4*c*g^2*p*x^3+528*b^4*c*g ^2*q*r*x^2+2112*b^4*c*g^2*q*x^3+1500*b^4*c*g^2*r^2*x^2+3564*b^4*c*g^2*r*x^3+ 3540*b^4*c*g*p^2*r*x^2+6816*b^4*c*g*p^2*x^3+4552*b^4*c*g*p*q*r*x^2+13632*b^4*c* g*p*q*x^3+9712*b^4*c*g*p*r^2*x^2+17652*b^4*c*g*p*r*x^3+1012*b^4*c*g*q^2*r*x^2+ 6816*b^4*c*g*q^2*x^3+5300*b^4*c*g*q*r^2*x^2+17652*b^4*c*g*q*r*x^3+6668*b^4*c*g* r^3*x^2+13288*b^4*c*g*r^2*x^3+2532*b^4*c*p^3*r*x^2+4672*b^4*c*p^3*x^3+5452*b^4* c*p^2*q*r*x^2+14016*b^4*c*p^2*q*x^3+10040*b^4*c*p^2*r^2*x^2+15324*b^4*c*p^2*r*x ^3+3308*b^4*c*p*q^2*r*x^2+14016*b^4*c*p*q^2*x^3+13512*b^4*c*p*q*r^2*x^2+30648*b ^4*c*p*q*r*x^3+13136*b^4*c*p*r^3*x^2+15592*b^4*c*p*r^2*x^3+388*b^4*c*q^3*r*x^2+ 4672*b^4*c*q^3*x^3+3472*b^4*c*q^2*r^2*x^2+15324*b^4*c*q^2*r*x^3+8376*b^4*c*q*r^ 3*x^2+15592*b^4*c*q*r^2*x^3+5628*b^4*c*r^4*x^2+1888*b^4*c*r^3*x^3+292*b^4*g^2*p ^2*r*x^2+528*b^4*g^2*p^2*x^3+320*b^4*g^2*p*q*r*x^2+1056*b^4*g^2*p*q*x^3+876*b^4 *g^2*p*r^2*x^2+1782*b^4*g^2*p*r*x^3+28*b^4*g^2*q^2*r*x^2+528*b^4*g^2*q^2*x^3+ 282*b^4*g^2*q*r^2*x^2+1782*b^4*g^2*q*r*x^3+678*b^4*g^2*r^3*x^2+2244*b^4*g^2*r^2 *x^3+600*b^4*g*p^3*r*x^2+1056*b^4*g*p^3*x^3+1228*b^4*g*p^2*q*r*x^2+3168*b^4*g*p ^2*q*x^3+2488*b^4*g*p^2*r^2*x^2+4008*b^4*g*p^2*r*x^3+656*b^4*g*p*q^2*r*x^2+3168 *b^4*g*p*q^2*x^3+3040*b^4*g*p*q*r^2*x^2+8016*b^4*g*p*q*r*x^3+3424*b^4*g*p*r^3*x ^2+5624*b^4*g*p*r^2*x^3+28*b^4*g*q^3*r*x^2+1056*b^4*g*q^3*x^3+552*b^4*g*q^2*r^2 *x^2+4008*b^4*g*q^2*r*x^3+1928*b^4*g*q*r^3*x^2+5624*b^4*g*q*r^2*x^3+1536*b^4*g* r^4*x^2+1600*b^4*g*r^3*x^3+308*b^4*p^4*r*x^2+528*b^4*p^4*x^3+924*b^4*p^3*q*r*x^ 2+2112*b^4*p^3*q*x^3+1628*b^4*p^3*r^2*x^2+2234*b^4*p^3*r*x^3+924*b^4*p^2*q^2*r* x^2+3168*b^4*p^2*q^2*x^3+3498*b^4*p^2*q*r^2*x^2+6702*b^4*p^2*q*r*x^3+3190*b^4*p ^2*r^3*x^2+3122*b^4*p^2*r^2*x^3+308*b^4*p*q^3*r*x^2+2112*b^4*p*q^3*x^3+2112*b^4 *p*q^2*r^2*x^2+6702*b^4*p*q^2*r*x^3+4400*b^4*p*q*r^3*x^2+6244*b^4*p*q*r^2*x^3+ 2728*b^4*p*r^4*x^2+368*b^4*p*r^3*x^3+528*b^4*q^4*x^3+242*b^4*q^3*r^2*x^2+2234*b ^4*q^3*r*x^3+1210*b^4*q^2*r^3*x^2+3122*b^4*q^2*r^2*x^3+1826*b^4*q*r^4*x^2+368*b ^4*q*r^3*x^3+858*b^4*r^5*x^2-1226*b^4*r^4*x^3+10912*b^3*c^5*r*x^2+27392*b^3*c^5 *x^3+14336*b^3*c^4*g*r*x^2+35456*b^3*c^4*g*x^3+27952*b^3*c^4*p*r*x^2+62080*b^3* c^4*p*x^3+18432*b^3*c^4*q*r*x^2+62080*b^3*c^4*q*x^3+35664*b^3*c^4*r^2*x^2+65872 *b^3*c^4*r*x^3+6152*b^3*c^3*g^2*r*x^2+14912*b^3*c^3*g^2*x^3+29760*b^3*c^3*g*p*r *x^2+64896*b^3*c^3*g*p*x^3+19056*b^3*c^3*g*q*r*x^2+64896*b^3*c^3*g*q*x^3+38488* b^3*c^3*g*r^2*x^2+74608*b^3*c^3*g*r*x^3+28016*b^3*c^3*p^2*r*x^2+56064*b^3*c^3*p ^2*x^3+39520*b^3*c^3*p*q*r*x^2+112128*b^3*c^3*p*q*x^3+71968*b^3*c^3*p*r^2*x^2+ 115744*b^3*c^3*p*r*x^3+11504*b^3*c^3*q^2*r*x^2+56064*b^3*c^3*q^2*x^3+47488*b^3* c^3*q*r^2*x^2+115744*b^3*c^3*q*r*x^3+45888*b^3*c^3*r^3*x^2+50608*b^3*c^3*r^2*x^ 3+856*b^3*c^2*g^3*r*x^2+2016*b^3*c^2*g^3*x^3+9908*b^3*c^2*g^2*p*r*x^2+20960*b^3 *c^2*g^2*p*x^3+5928*b^3*c^2*g^2*q*r*x^2+20960*b^3*c^2*g^2*q*x^3+13124*b^3*c^2*g ^2*r^2*x^2+27640*b^3*c^2*g^2*r*x^3+22672*b^3*c^2*g*p^2*r*x^2+44352*b^3*c^2*g*p^ 2*x^3+31208*b^3*c^2*g*p*q*r*x^2+88704*b^3*c^2*g*p*q*x^3+59352*b^3*c^2*g*p*r^2*x ^2+99420*b^3*c^2*g*p*r*x^3+8536*b^3*c^2*g*q^2*r*x^2+44352*b^3*c^2*g*q^2*x^3+ 37284*b^3*c^2*g*q*r^2*x^2+99420*b^3*c^2*g*q*r*x^3+38760*b^3*c^2*g*r^3*x^2+53992 *b^3*c^2*g*r^2*x^3+13768*b^3*c^2*p^3*r*x^2+25216*b^3*c^2*p^3*x^3+30672*b^3*c^2* p^2*q*r*x^2+75648*b^3*c^2*p^2*q*x^3+53188*b^3*c^2*p^2*r^2*x^2+75716*b^3*c^2*p^2 *r*x^3+20040*b^3*c^2*p*q^2*r*x^2+75648*b^3*c^2*p*q^2*x^3+75344*b^3*c^2*p*q*r^2* x^2+151432*b^3*c^2*p*q*r*x^3+67888*b^3*c^2*p*r^3*x^2+60920*b^3*c^2*p*r^2*x^3+ 3136*b^3*c^2*q^3*r*x^2+25216*b^3*c^2*q^3*x^3+22156*b^3*c^2*q^2*r^2*x^2+75716*b^ 3*c^2*q^2*r*x^3+46168*b^3*c^2*q*r^3*x^2+60920*b^3*c^2*q*r^2*x^3+28468*b^3*c^2*r ^4*x^2-2624*b^3*c^2*r^3*x^3+1008*b^3*c*g^3*p*r*x^2+2016*b^3*c*g^3*p*x^3+504*b^3 *c*g^3*q*r*x^2+2016*b^3*c*g^3*q*x^3+1398*b^3*c*g^3*r^2*x^2+3402*b^3*c*g^3*r*x^3 +5206*b^3*c*g^2*p^2*r*x^2+9776*b^3*c*g^2*p^2*x^3+6784*b^3*c*g^2*p*q*r*x^2+19552 *b^3*c*g^2*p*q*x^3+14172*b^3*c*g^2*p*r^2*x^2+25264*b^3*c*g^2*p*r*x^3+1578*b^3*c *g^2*q^2*r*x^2+9776*b^3*c*g^2*q^2*x^3+7836*b^3*c*g^2*q*r^2*x^2+25264*b^3*c*g^2* q*r*x^3+9748*b^3*c*g^2*r^3*x^2+18980*b^3*c*g^2*r^2*x^3+7528*b^3*c*g*p^3*r*x^2+ 13408*b^3*c*g*p^3*x^3+16428*b^3*c*g*p^2*q*r*x^2+40224*b^3*c*g*p^2*q*x^3+29740*b ^3*c*g*p^2*r^2*x^2+43788*b^3*c*g*p^2*r*x^3+10272*b^3*c*g*p*q^2*r*x^2+40224*b^3* c*g*p*q^2*x^3+40616*b^3*c*g*p*q*r^2*x^2+87576*b^3*c*g*p*q*r*x^3+38942*b^3*c*g*p *r^3*x^2+44170*b^3*c*g*p*r^2*x^3+1372*b^3*c*g*q^3*r*x^2+13408*b^3*c*g*q^3*x^3+ 10876*b^3*c*g*q^2*r^2*x^2+43788*b^3*c*g*q^2*r*x^3+25268*b^3*c*g*q*r^3*x^2+44170 *b^3*c*g*q*r^2*x^3+16730*b^3*c*g*r^4*x^2+4896*b^3*c*g*r^3*x^3+3322*b^3*c*p^4*r* x^2+5648*b^3*c*p^4*x^3+10280*b^3*c*p^3*q*r*x^2+22592*b^3*c*p^3*q*x^3+17092*b^3* c*p^3*r^2*x^2+21844*b^3*c*p^3*r*x^3+10908*b^3*c*p^2*q^2*r*x^2+33888*b^3*c*p^2*q ^2*x^3+38352*b^3*c*p^2*q*r^2*x^2+65532*b^3*c*p^2*q*r*x^3+32642*b^3*c*p^2*r^3*x^ 2+23770*b^3*c*p^2*r^2*x^3+4264*b^3*c*p*q^3*r*x^2+22592*b^3*c*p*q^3*x^3+25428*b^ 3*c*p*q^2*r^2*x^2+65532*b^3*c*p*q^2*r*x^3+47440*b^3*c*p*q*r^3*x^2+47540*b^3*c*p *q*r^2*x^3+27296*b^3*c*p*r^4*x^2-6240*b^3*c*p*r^3*x^3+314*b^3*c*q^4*r*x^2+5648* b^3*c*q^4*x^3+4168*b^3*c*q^3*r^2*x^2+21844*b^3*c*q^3*r*x^3+14798*b^3*c*q^2*r^3* x^2+23770*b^3*c*q^2*r^2*x^3+19368*b^3*c*q*r^4*x^2-6240*b^3*c*q*r^3*x^3+8424*b^3 *c*r^5*x^2-15184*b^3*c*r^4*x^3+290*b^3*g^3*p^2*r*x^2+504*b^3*g^3*p^2*x^3+328*b^ 3*g^3*p*q*r*x^2+1008*b^3*g^3*p*q*x^3+870*b^3*g^3*p*r^2*x^2+1701*b^3*g^3*p*r*x^3 +38*b^3*g^3*q^2*r*x^2+504*b^3*g^3*q^2*x^3+303*b^3*g^3*q*r^2*x^2+1701*b^3*g^3*q* r*x^3+681*b^3*g^3*r^3*x^2+2142*b^3*g^3*r^2*x^3+895*b^3*g^2*p^3*r*x^2+1512*b^3*g ^2*p^3*x^3+1866*b^3*g^2*p^2*q*r*x^2+4536*b^3*g^2*p^2*q*x^3+3706*b^3*g^2*p^2*r^2 *x^2+5722*b^3*g^2*p^2*r*x^3+1047*b^3*g^2*p*q^2*r*x^2+4536*b^3*g^2*p*q^2*x^3+ 4640*b^3*g^2*p*q*r^2*x^2+11444*b^3*g^2*p*q*r*x^3+5118*b^3*g^2*p*r^3*x^2+7994*b^ 3*g^2*p*r^2*x^3+76*b^3*g^2*q^3*r*x^2+1512*b^3*g^2*q^3*x^3+934*b^3*g^2*q^2*r^2*x ^2+5722*b^3*g^2*q^2*r*x^3+2976*b^3*g^2*q*r^3*x^2+7994*b^3*g^2*q*r^2*x^3+2307*b^ 3*g^2*r^4*x^2+2224*b^3*g^2*r^3*x^3+920*b^3*g*p^4*r*x^2+1512*b^3*g*p^4*x^3+2798* b^3*g*p^3*q*r*x^2+6048*b^3*g*p^3*q*x^3+4852*b^3*g*p^3*r^2*x^2+6365*b^3*g*p^3*r* x^3+2874*b^3*g*p^2*q^2*r*x^2+9072*b^3*g*p^2*q^2*x^3+10587*b^3*g*p^2*q*r^2*x^2+ 19095*b^3*g*p^2*q*r*x^3+9515*b^3*g*p^2*r^3*x^2+8791*b^3*g*p^2*r^2*x^3+1034*b^3* g*p*q^3*r*x^2+6048*b^3*g*p*q^3*x^3+6618*b^3*g*p*q^2*r^2*x^2+19095*b^3*g*p*q^2*r *x^3+13360*b^3*g*p*q*r^3*x^2+17582*b^3*g*p*q*r^2*x^3+8154*b^3*g*p*r^4*x^2+800*b ^3*g*p*r^3*x^3+38*b^3*g*q^4*r*x^2+1512*b^3*g*q^4*x^3+883*b^3*g*q^3*r^2*x^2+6365 *b^3*g*q^3*r*x^3+3845*b^3*g*q^2*r^3*x^2+8791*b^3*g*q^2*r^2*x^3+5571*b^3*g*q*r^4 *x^2+800*b^3*g*q*r^3*x^3+2571*b^3*g*r^5*x^2-3651*b^3*g*r^4*x^3+315*b^3*p^5*r*x^ 2+504*b^3*p^5*x^3+1260*b^3*p^4*q*r*x^2+2520*b^3*p^4*q*x^3+2016*b^3*p^4*r^2*x^2+ 2344*b^3*p^4*r*x^3+1890*b^3*p^3*q^2*r*x^2+5040*b^3*p^3*q^2*x^3+6300*b^3*p^3*q*r ^2*x^2+9376*b^3*p^3*q*r*x^3+5103*b^3*p^3*r^3*x^2+2981*b^3*p^3*r^2*x^3+1260*b^3* p^2*q^3*r*x^2+5040*b^3*p^2*q^3*x^3+6804*b^3*p^2*q^2*r^2*x^2+14064*b^3*p^2*q^2*r *x^3+11718*b^3*p^2*q*r^3*x^2+8943*b^3*p^2*q*r^2*x^3+6363*b^3*p^2*r^4*x^2-2288*b ^3*p^2*r^3*x^3+315*b^3*p*q^4*r*x^2+2520*b^3*p*q^4*x^3+2772*b^3*p*q^3*r^2*x^2+ 9376*b^3*p*q^3*r*x^3+8127*b^3*p*q^2*r^3*x^2+8943*b^3*p*q^2*r^2*x^3+9576*b^3*p*q *r^4*x^2-4576*b^3*p*q*r^3*x^3+3906*b^3*p*r^5*x^2-7194*b^3*p*r^4*x^3+504*b^3*q^5 *x^3+252*b^3*q^4*r^2*x^2+2344*b^3*q^4*r*x^3+1512*b^3*q^3*r^3*x^2+2981*b^3*q^3*r ^2*x^3+3213*b^3*q^2*r^4*x^2-2288*b^3*q^2*r^3*x^3+2898*b^3*q*r^5*x^2-7194*b^3*q* r^4*x^3+945*b^3*r^6*x^2-3765*b^3*r^5*x^3+12832*b^2*c^6*r*x^2+33024*b^2*c^6*x^3+ 22672*b^2*c^5*g*r*x^2+57984*b^2*c^5*g*x^3+40016*b^2*c^5*p*r*x^2+89344*b^2*c^5*p *x^3+26800*b^2*c^5*q*r*x^2+89344*b^2*c^5*q*x^3+50064*b^2*c^5*r^2*x^2+89792*b^2* c^5*r*x^3+14760*b^2*c^4*g^2*r*x^2+37440*b^2*c^4*g^2*x^3+59312*b^2*c^4*g*p*r*x^2 +131200*b^2*c^4*g*p*x^3+39152*b^2*c^4*g*q*r*x^2+131200*b^2*c^4*g*q*x^3+74672*b^ 2*c^4*g*r^2*x^2+138632*b^2*c^4*g*r*x^3+50480*b^2*c^4*p^2*r*x^2+100352*b^2*c^4*p ^2*x^3+72544*b^2*c^4*p*q*r*x^2+200704*b^2*c^4*p*q*x^3+127584*b^2*c^4*p*r^2*x^2+ 195936*b^2*c^4*p*r*x^3+22064*b^2*c^4*q^2*r*x^2+100352*b^2*c^4*q^2*x^3+86464*b^2 *c^4*q*r^2*x^2+195936*b^2*c^4*q*r*x^3+80208*b^2*c^4*r^3*x^2+72568*b^2*c^4*r^2*x ^3+4172*b^2*c^3*g^3*r*x^2+10464*b^2*c^3*g^3*x^3+31412*b^2*c^3*g^2*p*r*x^2+68416 *b^2*c^3*g^2*p*x^3+20108*b^2*c^3*g^2*q*r*x^2+68416*b^2*c^3*g^2*q*x^3+39992*b^2* c^3*g^2*r^2*x^2+78416*b^2*c^3*g^2*r*x^3+60232*b^2*c^3*g*p^2*r*x^2+118272*b^2*c^ 3*g*p^2*x^3+85568*b^2*c^3*g*p*q*r*x^2+236544*b^2*c^3*g*p*q*x^3+153640*b^2*c^3*g *p*r^2*x^2+243032*b^2*c^3*g*p*r*x^3+25336*b^2*c^3*g*q^2*r*x^2+118272*b^2*c^3*g* q^2*x^3+101920*b^2*c^3*g*q*r^2*x^2+243032*b^2*c^3*g*q*r*x^3+97736*b^2*c^3*g*r^3 *x^2+104872*b^2*c^3*g*r^2*x^3+33144*b^2*c^3*p^3*r*x^2+59904*b^2*c^3*p^3*x^3+ 75224*b^2*c^3*p^2*q*r*x^2+179712*b^2*c^3*p^2*q*x^3+126156*b^2*c^3*p^2*r^2*x^2+ 169912*b^2*c^3*p^2*r*x^3+51016*b^2*c^3*p*q^2*r*x^2+179712*b^2*c^3*p*q^2*x^3+ 183304*b^2*c^3*p*q*r^2*x^2+339824*b^2*c^3*p*q*r*x^3+158888*b^2*c^3*p*r^3*x^2+ 114160*b^2*c^3*p*r^2*x^3+8936*b^2*c^3*q^3*r*x^2+59904*b^2*c^3*q^3*x^3+57148*b^2 *c^3*q^2*r^2*x^2+169912*b^2*c^3*q^2*r*x^3+111448*b^2*c^3*q*r^3*x^2+114160*b^2*c ^3*q*r^2*x^3+65876*b^2*c^3*r^4*x^2-23616*b^2*c^3*r^3*x^3+428*b^2*c^2*g^4*r*x^2+ 1056*b^2*c^2*g^4*x^3+6936*b^2*c^2*g^3*p*r*x^2+14688*b^2*c^2*g^3*p*x^3+4144*b^2* c^2*g^3*q*r*x^2+14688*b^2*c^2*g^3*q*x^3+9020*b^2*c^2*g^3*r^2*x^2+19338*b^2*c^2* g^3*r*x^3+24306*b^2*c^2*g^2*p^2*r*x^2+46672*b^2*c^2*g^2*p^2*x^3+33716*b^2*c^2*g ^2*p*q*r*x^2+93344*b^2*c^2*g^2*p*q*x^3+63160*b^2*c^2*g^2*p*r^2*x^2+104242*b^2*c ^2*g^2*p*r*x^3+9410*b^2*c^2*g^2*q^2*r*x^2+46672*b^2*c^2*g^2*q^2*x^3+39890*b^2*c ^2*g^2*q*r^2*x^2+104242*b^2*c^2*g^2*q*r*x^3+41190*b^2*c^2*g^2*r^3*x^2+56250*b^2 *c^2*g^2*r^2*x^3+29824*b^2*c^2*g*p^3*r*x^2+53088*b^2*c^2*g*p^3*x^3+67056*b^2*c^ 2*g*p^2*q*r*x^2+159264*b^2*c^2*g*p^2*q*x^3+114784*b^2*c^2*g*p^2*r^2*x^2+158562* b^2*c^2*g*p^2*r*x^3+44640*b^2*c^2*g*p*q^2*r*x^2+159264*b^2*c^2*g*p*q^2*x^3+ 164156*b^2*c^2*g*p*q*r^2*x^2+317124*b^2*c^2*g*p*q*r*x^3+146428*b^2*c^2*g*p*r^3* x^2+125562*b^2*c^2*g*p*r^2*x^3+7408*b^2*c^2*g*q^3*r*x^2+53088*b^2*c^2*g*q^3*x^3 +49372*b^2*c^2*g*q^2*r^2*x^2+158562*b^2*c^2*g*q^2*r*x^3+100654*b^2*c^2*g*q*r^3* x^2+125562*b^2*c^2*g*q*r^2*x^3+61468*b^2*c^2*g*r^4*x^2-7760*b^2*c^2*g*r^3*x^3+ 11986*b^2*c^2*p^4*r*x^2+20048*b^2*c^2*p^4*x^3+37736*b^2*c^2*p^3*q*r*x^2+80192*b ^2*c^2*p^3*q*x^3+60780*b^2*c^2*p^3*r^2*x^2+73204*b^2*c^2*p^3*r*x^3+41292*b^2*c^ 2*p^2*q^2*r*x^2+120288*b^2*c^2*p^2*q^2*x^3+139464*b^2*c^2*p^2*q*r^2*x^2+219612* b^2*c^2*p^2*q*r*x^3+114546*b^2*c^2*p^2*r^3*x^2+65406*b^2*c^2*p^2*r^2*x^3+17320* b^2*c^2*p*q^3*r*x^2+80192*b^2*c^2*p*q^3*x^3+96588*b^2*c^2*p*q^2*r^2*x^2+219612* b^2*c^2*p*q^2*r*x^3+170928*b^2*c^2*p*q*r^3*x^2+130812*b^2*c^2*p*q*r^2*x^3+94696 *b^2*c^2*p*r^4*x^2-42816*b^2*c^2*p*r^3*x^3+1778*b^2*c^2*q^4*r*x^2+20048*b^2*c^2 *q^4*x^3+17904*b^2*c^2*q^3*r^2*x^2+73204*b^2*c^2*q^3*r*x^3+56382*b^2*c^2*q^2*r^ 3*x^2+65406*b^2*c^2*q^2*r^2*x^3+69200*b^2*c^2*q*r^4*x^2-42816*b^2*c^2*q*r^3*x^3 +28944*b^2*c^2*r^5*x^2-59116*b^2*c^2*r^4*x^3+528*b^2*c*g^4*p*r*x^2+1056*b^2*c*g ^4*p*x^3+264*b^2*c*g^4*q*r*x^2+1056*b^2*c*g^4*q*x^3+717*b^2*c*g^4*r^2*x^2+1782* b^2*c*g^4*r*x^3+3719*b^2*c*g^3*p^2*r*x^2+6840*b^2*c*g^3*p^2*x^3+4898*b^2*c*g^3* p*q*r*x^2+13680*b^2*c*g^3*p*q*x^3+10060*b^2*c*g^3*p*r^2*x^2+17637*b^2*c*g^3*p*r *x^3+1179*b^2*c*g^3*q^2*r*x^2+6840*b^2*c*g^3*q^2*x^3+5621*b^2*c*g^3*q*r^2*x^2+ 17637*b^2*c*g^3*q*r*x^3+6931*b^2*c*g^3*r^3*x^2+13222*b^2*c*g^3*r^2*x^3+8143*b^2 *c*g^2*p^3*r*x^2+14080*b^2*c*g^2*p^3*x^3+17959*b^2*c*g^2*p^2*q*r*x^2+42240*b^2* c*g^2*p^2*q*x^3+32064*b^2*c*g^2*p^2*r^2*x^2+45781*b^2*c*g^2*p^2*r*x^3+11489*b^2 *c*g^2*p*q^2*r*x^2+42240*b^2*c*g^2*p*q^2*x^3+44294*b^2*c*g^2*p*q*r^2*x^2+91562* b^2*c*g^2*p*q*r*x^3+42005*b^2*c*g^2*p*r^3*x^2+45765*b^2*c*g^2*p*r^2*x^3+1673*b^ 2*c*g^2*q^3*r*x^2+14080*b^2*c*g^2*q^3*x^3+12230*b^2*c*g^2*q^2*r^2*x^2+45781*b^2 *c*g^2*q^2*r*x^3+27624*b^2*c*g^2*q*r^3*x^2+45765*b^2*c*g^2*q*r^2*x^3+18084*b^2* c*g^2*r^4*x^2+4568*b^2*c*g^2*r^3*x^3+7221*b^2*c*g*p^4*r*x^2+11864*b^2*c*g*p^4*x ^3+22560*b^2*c*g*p^3*q*r*x^2+47456*b^2*c*g*p^3*q*x^3+37064*b^2*c*g*p^3*r^2*x^2+ 45604*b^2*c*g*p^3*r*x^3+24354*b^2*c*g*p^2*q^2*r*x^2+71184*b^2*c*g*p^2*q^2*x^3+ 84024*b^2*c*g*p^2*q*r^2*x^2+136812*b^2*c*g*p^2*q*r*x^3+70779*b^2*c*g*p^2*r^3*x^ 2+48645*b^2*c*g*p^2*r^2*x^3+9912*b^2*c*g*p*q^3*r*x^2+47456*b^2*c*g*p*q^3*x^3+ 56856*b^2*c*g*p*q^2*r^2*x^2+136812*b^2*c*g*p*q^2*r*x^3+104052*b^2*c*g*p*q*r^3*x ^2+97290*b^2*c*g*p*q*r^2*x^3+59250*b^2*c*g*p*r^4*x^2-15144*b^2*c*g*p*r^3*x^3+ 897*b^2*c*g*q^4*r*x^2+11864*b^2*c*g*q^4*x^3+9896*b^2*c*g*q^3*r^2*x^2+45604*b^2* c*g*q^3*r*x^3+33273*b^2*c*g*q^2*r^3*x^2+48645*b^2*c*g*q^2*r^2*x^3+42588*b^2*c*g *q*r^4*x^2-15144*b^2*c*g*q*r^3*x^3+18314*b^2*c*g*r^5*x^2-32944*b^2*c*g*r^4*x^3+ 2269*b^2*c*p^5*r*x^2+3568*b^2*c*p^5*x^3+9215*b^2*c*p^4*q*r*x^2+17840*b^2*c*p^4* q*x^3+14310*b^2*c*p^4*r^2*x^2+15678*b^2*c*p^4*r*x^3+14170*b^2*c*p^3*q^2*r*x^2+ 35680*b^2*c*p^3*q^2*x^3+45560*b^2*c*p^3*q*r^2*x^2+62712*b^2*c*p^3*q*r*x^3+35739 *b^2*c*p^3*r^3*x^2+16070*b^2*c*p^3*r^2*x^3+9910*b^2*c*p^2*q^3*r*x^2+35680*b^2*c *p^2*q^3*x^3+50820*b^2*c*p^2*q^2*r^2*x^2+94068*b^2*c*p^2*q^2*r*x^3+83835*b^2*c* p^2*q*r^3*x^2+48210*b^2*c*p^2*q*r^2*x^3+44047*b^2*c*p^2*r^4*x^2-23928*b^2*c*p^2 *r^3*x^3+2825*b^2*c*p*q^4*r*x^2+17840*b^2*c*p*q^4*x^3+22200*b^2*c*p*q^3*r^2*x^2 +62712*b^2*c*p*q^3*r*x^3+60453*b^2*c*p*q^2*r^3*x^2+48210*b^2*c*p*q^2*r^2*x^3+ 67850*b^2*c*p*q*r^4*x^2-47856*b^2*c*p*q*r^3*x^3+26772*b^2*c*p*r^5*x^2-54308*b^2 *c*p*r^4*x^3+139*b^2*c*q^5*r*x^2+3568*b^2*c*q^5*x^3+2630*b^2*c*q^4*r^2*x^2+ 15678*b^2*c*q^4*r*x^3+12357*b^2*c*q^3*r^3*x^2+16070*b^2*c*q^3*r^2*x^3+23803*b^2 *c*q^2*r^4*x^2-23928*b^2*c*q^2*r^3*x^3+20360*b^2*c*q*r^5*x^2-54308*b^2*c*q*r^4* x^3+6423*b^2*c*r^6*x^2-26420*b^2*c*r^5*x^3+157*b^2*g^4*p^2*r*x^2+264*b^2*g^4*p^ 2*x^3+182*b^2*g^4*p*q*r*x^2+528*b^2*g^4*p*q*x^3+471*b^2*g^4*p*r^2*x^2+891*b^2*g ^4*p*r*x^3+25*b^2*g^4*q^2*r*x^2+264*b^2*g^4*q^2*x^3+174*b^2*g^4*q*r^2*x^2+891*b ^2*g^4*q*r*x^3+372*b^2*g^4*r^3*x^2+1122*b^2*g^4*r^2*x^3+647*b^2*g^3*p^3*r*x^2+ 1056*b^2*g^3*p^3*x^3+1369*b^2*g^3*p^2*q*r*x^2+3168*b^2*g^3*p^2*q*x^3+2676*b^2*g ^3*p^2*r^2*x^2+3984*b^2*g^3*p^2*r*x^3+797*b^2*g^3*p*q^2*r*x^2+3168*b^2*g^3*p*q^ 2*x^3+3416*b^2*g^3*p*q*r^2*x^2+7968*b^2*g^3*p*q*r*x^3+3706*b^2*g^3*p*r^3*x^2+ 5540*b^2*g^3*p*r^2*x^3+75*b^2*g^3*q^3*r*x^2+1056*b^2*g^3*q^3*x^3+740*b^2*g^3*q^ 2*r^2*x^2+3984*b^2*g^3*q^2*r*x^3+2210*b^2*g^3*q*r^3*x^2+5540*b^2*g^3*q*r^2*x^3+ 1677*b^2*g^3*r^4*x^2+1504*b^2*g^3*r^3*x^3+999*b^2*g^2*p^4*r*x^2+1584*b^2*g^2*p^ 4*x^3+3072*b^2*g^2*p^3*q*r*x^2+6336*b^2*g^2*p^3*q*x^3+5259*b^2*g^2*p^3*r^2*x^2+ 6632*b^2*g^2*p^3*r*x^3+3222*b^2*g^2*p^2*q^2*r*x^2+9504*b^2*g^2*p^2*q^2*x^3+ 11619*b^2*g^2*p^2*q*r^2*x^2+19896*b^2*g^2*p^2*q*r*x^3+10320*b^2*g^2*p^2*r^3*x^2 +9041*b^2*g^2*p^2*r^2*x^3+1224*b^2*g^2*p*q^3*r*x^2+6336*b^2*g^2*p*q^3*x^3+7461* b^2*g^2*p*q^2*r^2*x^2+19896*b^2*g^2*p*q^2*r*x^3+14700*b^2*g^2*p*q*r^3*x^2+18082 *b^2*g^2*p*q*r^2*x^3+8859*b^2*g^2*p*r^4*x^2+548*b^2*g^2*p*r^3*x^3+75*b^2*g^2*q^ 4*r*x^2+1584*b^2*g^2*q^4*x^3+1101*b^2*g^2*q^3*r^2*x^2+6632*b^2*g^2*q^3*r*x^3+ 4380*b^2*g^2*q^2*r^3*x^2+9041*b^2*g^2*q^2*r^2*x^3+6153*b^2*g^2*q*r^4*x^2+548*b^ 2*g^2*q*r^3*x^3+2799*b^2*g^2*r^5*x^2-3987*b^2*g^2*r^4*x^3+685*b^2*g*p^5*r*x^2+ 1056*b^2*g*p^5*x^3+2765*b^2*g*p^4*q*r*x^2+5280*b^2*g*p^4*q*x^3+4374*b^2*g*p^4*r ^2*x^2+4876*b^2*g*p^4*r*x^3+4210*b^2*g*p^3*q^2*r*x^2+10560*b^2*g*p^3*q^2*x^3+ 13800*b^2*g*p^3*q*r^2*x^2+19504*b^2*g*p^3*q*r*x^3+11067*b^2*g*p^3*r^3*x^2+6041* b^2*g*p^3*r^2*x^3+2890*b^2*g*p^2*q^3*r*x^2+10560*b^2*g*p^2*q^3*x^3+15156*b^2*g* p^2*q^2*r^2*x^2+29256*b^2*g*p^2*q^2*r*x^3+25677*b^2*g*p^2*q*r^3*x^2+18123*b^2*g *p^2*q*r^2*x^3+13807*b^2*g*p^2*r^4*x^2-5256*b^2*g*p^2*r^3*x^3+785*b^2*g*p*q^4*r *x^2+5280*b^2*g*p*q^4*x^3+6408*b^2*g*p*q^3*r^2*x^2+19504*b^2*g*p*q^3*r*x^3+ 18153*b^2*g*p*q^2*r^3*x^2+18123*b^2*g*p*q^2*r^2*x^3+21014*b^2*g*p*q*r^4*x^2-\ 10512*b^2*g*p*q*r^3*x^3+8484*b^2*g*p*r^5*x^2-15531*b^2*g*p*r^4*x^3+25*b^2*g*q^5 *r*x^2+1056*b^2*g*q^5*x^3+678*b^2*g*q^4*r^2*x^2+4876*b^2*g*q^4*r*x^3+3543*b^2*g *q^3*r^3*x^2+6041*b^2*g*q^3*r^2*x^3+7207*b^2*g*q^2*r^4*x^2-5256*b^2*g*q^2*r^3*x ^3+6372*b^2*g*q*r^5*x^2-15531*b^2*g*q*r^4*x^3+2055*b^2*g*r^6*x^2-8054*b^2*g*r^5 *x^3+176*b^2*p^6*r*x^2+264*b^2*p^6*x^3+880*b^2*p^5*q*r*x^2+1584*b^2*p^5*q*x^3+ 1320*b^2*p^5*r^2*x^2+1337*b^2*p^5*r*x^3+1760*b^2*p^4*q^2*r*x^2+3960*b^2*p^4*q^2 *x^3+5423*b^2*p^4*q*r^2*x^2+6685*b^2*p^4*q*r*x^3+4081*b^2*p^4*r^3*x^2+1418*b^2* p^4*r^2*x^3+1760*b^2*p^3*q^3*r*x^2+5280*b^2*p^3*q^3*x^3+8492*b^2*p^3*q^2*r^2*x^ 2+13370*b^2*p^3*q^2*r*x^3+13244*b^2*p^3*q*r^3*x^2+5672*b^2*p^3*q*r^2*x^3+6644*b ^2*p^3*r^4*x^2-4212*b^2*p^3*r^3*x^3+880*b^2*p^2*q^4*r*x^2+3960*b^2*p^2*q^4*x^3+ 6138*b^2*p^2*q^3*r^2*x^2+13370*b^2*p^2*q^3*r*x^3+15246*b^2*p^2*q^2*r^3*x^2+8508 *b^2*p^2*q^2*r^2*x^3+15994*b^2*p^2*q*r^4*x^2-12636*b^2*p^2*q*r^3*x^3+6006*b^2*p ^2*r^5*x^2-12311*b^2*p^2*r^4*x^3+176*b^2*p*q^5*r*x^2+1584*b^2*p*q^5*x^3+1892*b^ 2*p*q^4*r^2*x^2+6685*b^2*p*q^4*r*x^3+7084*b^2*p*q^3*r^3*x^2+5672*b^2*p*q^3*r^2* x^3+12056*b^2*p*q^2*r^4*x^2-12636*b^2*p*q^2*r^3*x^3+9548*b^2*p*q*r^5*x^2-24622* b^2*p*q*r^4*x^3+2860*b^2*p*r^6*x^2-11415*b^2*p*r^5*x^3+264*b^2*q^6*x^3+143*b^2* q^5*r^2*x^2+1337*b^2*q^5*r*x^3+1001*b^2*q^4*r^3*x^2+1418*b^2*q^4*r^2*x^3+2706*b ^2*q^3*r^4*x^2-4212*b^2*q^3*r^3*x^3+3542*b^2*q^2*r^5*x^2-12311*b^2*q^2*r^4*x^3+ 2255*b^2*q*r^6*x^2-11415*b^2*q*r^5*x^3+561*b^2*r^7*x^2-3661*b^2*r^6*x^3+7808*b* c^7*r*x^2+20480*b*c^7*x^3+17408*b*c^6*g*r*x^2+45568*b*c^6*g*x^3+28864*b*c^6*p*r *x^2+64512*b*c^6*p*x^3+19456*b*c^6*q*r*x^2+64512*b*c^6*q*x^3+35616*b*c^6*r^2*x^ 2+62560*b*c^6*r*x^3+15296*b*c^5*g^2*r*x^2+39936*b*c^5*g^2*x^3+55328*b*c^5*g*p*r *x^2+123136*b*c^5*g*p*x^3+37024*b*c^5*g*q*r*x^2+123136*b*c^5*g*q*x^3+68456*b*c^ 5*g*r^2*x^2+123344*b*c^5*g*r*x^3+44096*b*c^5*p^2*r*x^2+86784*b*c^5*p^2*x^3+ 64000*b*c^5*p*q*r*x^2+173568*b*c^5*p*q*x^3+110336*b*c^5*p*r^2*x^2+163360*b*c^5* p*r*x^3+19904*b*c^5*q^2*r*x^2+86784*b*c^5*q^2*x^3+75680*b*c^5*q*r^2*x^2+163360* b*c^5*q*r*x^3+68832*b*c^5*r^3*x^2+53536*b*c^5*r^2*x^3+6592*b*c^4*g^3*r*x^2+ 17152*b*c^4*g^3*x^3+40848*b*c^4*g^2*p*r*x^2+90240*b*c^4*g^2*p*x^3+26928*b*c^4*g ^2*q*r*x^2+90240*b*c^4*g^2*q*x^3+50796*b*c^4*g^2*r^2*x^2+95064*b*c^4*g^2*r*x^3+ 70608*b*c^4*g*p^2*r*x^2+138112*b*c^4*g*p^2*x^3+101920*b*c^4*g*p*q*r*x^2+276224* b*c^4*g*p*q*x^3+177424*b*c^4*g*p*r^2*x^2+268656*b*c^4*g*p*r*x^3+31312*b*c^4*g*q ^2*r*x^2+138112*b*c^4*g*q^2*x^3+120544*b*c^4*g*q*r^2*x^2+268656*b*c^4*g*q*r*x^3 +111292*b*c^4*g*r^3*x^2+98104*b*c^4*g*r^2*x^3+36368*b*c^4*p^3*r*x^2+64640*b*c^4 *p^3*x^3+83424*b*c^4*p^2*q*r*x^2+193920*b*c^4*p^2*q*x^3+137296*b*c^4*p^2*r^2*x^ 2+176624*b*c^4*p^2*r*x^3+57744*b*c^4*p*q^2*r*x^2+193920*b*c^4*p*q^2*x^3+202112* b*c^4*p*q*r^2*x^2+353248*b*c^4*p*q*r*x^3+171792*b*c^4*p*r^3*x^2+103488*b*c^4*p* r^2*x^3+10688*b*c^4*q^3*r*x^2+64640*b*c^4*q^3*x^3+64816*b*c^4*q^2*r^2*x^2+ 176624*b*c^4*q^2*r*x^3+122352*b*c^4*q*r^3*x^2+103488*b*c^4*q*r^2*x^3+70864*b*c^ 4*r^4*x^2-37344*b*c^4*r^3*x^3+1384*b*c^3*g^4*r*x^2+3584*b*c^3*g^4*x^3+14360*b*c ^3*g^3*p*r*x^2+31296*b*c^3*g^3*p*x^3+9176*b*c^3*g^3*q*r*x^2+31296*b*c^3*g^3*q*x ^3+18030*b*c^3*g^3*r^2*x^2+35780*b*c^3*g^3*r*x^3+42000*b*c^3*g^2*p^2*r*x^2+ 81216*b*c^3*g^2*p^2*x^3+59952*b*c^3*g^2*p*q*r*x^2+162432*b*c^3*g^2*p*q*x^3+ 106468*b*c^3*g^2*p*r^2*x^2+166288*b*c^3*g^2*p*r*x^3+17952*b*c^3*g^2*q^2*r*x^2+ 81216*b*c^3*g^2*q^2*x^3+70804*b*c^3*g^2*q*r^2*x^2+166288*b*c^3*g^2*q*r*x^3+ 67584*b*c^3*g^2*r^3*x^2+71040*b*c^3*g^2*r^2*x^3+46664*b*c^3*g*p^3*r*x^2+82304*b *c^3*g*p^3*x^3+106584*b*c^3*g*p^2*q*r*x^2+246912*b*c^3*g*p^2*q*x^3+177082*b*c^3 *g*p^2*r^2*x^2+232424*b*c^3*g*p^2*r*x^3+73176*b*c^3*g*p*q^2*r*x^2+246912*b*c^3* g*p*q^2*x^3+258884*b*c^3*g*p*q*r^2*x^2+464848*b*c^3*g*p*q*r*x^3+222910*b*c^3*g* p*r^3*x^2+153472*b*c^3*g*p*r^2*x^3+13256*b*c^3*g*q^3*r*x^2+82304*b*c^3*g*q^3*x^ 3+81802*b*c^3*g*q^2*r^2*x^2+232424*b*c^3*g*q^2*r*x^3+157390*b*c^3*g*q*r^3*x^2+ 153472*b*c^3*g*q*r^2*x^3+92492*b*c^3*g*r^4*x^2-35360*b*c^3*g*r^3*x^3+17576*b*c^ 3*p^4*r*x^2+28800*b*c^3*p^4*x^3+55904*b*c^3*p^3*q*r*x^2+115200*b*c^3*p^3*q*x^3+ 88464*b*c^3*p^3*r^2*x^2+101248*b*c^3*p^3*r*x^3+62256*b*c^3*p^2*q^2*r*x^2+172800 *b*c^3*p^2*q^2*x^3+205488*b*c^3*p^2*q*r^2*x^2+303744*b*c^3*p^2*q*r*x^3+165696*b *c^3*p^2*r^3*x^2+77392*b*c^3*p^2*r^2*x^3+27104*b*c^3*p*q^3*r*x^2+115200*b*c^3*p *q^3*x^3+145584*b*c^3*p*q^2*r^2*x^2+303744*b*c^3*p*q^2*r*x^3+250752*b*c^3*p*q*r ^3*x^2+154784*b*c^3*p*q*r^2*x^3+136304*b*c^3*p*r^4*x^2-80832*b*c^3*p*r^3*x^3+ 3176*b*c^3*q^4*r*x^2+28800*b*c^3*q^4*x^3+28560*b*c^3*q^3*r^2*x^2+101248*b*c^3*q ^3*r*x^3+85056*b*c^3*q^2*r^3*x^2+77392*b*c^3*q^2*r^2*x^3+101168*b*c^3*q*r^4*x^2 -80832*b*c^3*q*r^3*x^3+41496*b*c^3*r^5*x^2-91152*b*c^3*r^4*x^3+112*b*c^2*g^5*r* x^2+288*b*c^2*g^5*x^3+2368*b*c^2*g^4*p*r*x^2+5024*b*c^2*g^4*p*x^3+1412*b*c^2*g^ 4*q*r*x^2+5024*b*c^2*g^4*q*x^3+3031*b*c^2*g^4*r^2*x^2+6604*b*c^2*g^4*r*x^3+ 11268*b*c^2*g^3*p^2*r*x^2+21312*b*c^2*g^3*p^2*x^3+15720*b*c^2*g^3*p*q*r*x^2+ 42624*b*c^2*g^3*p*q*x^3+29096*b*c^2*g^3*p*r^2*x^2+47448*b*c^2*g^3*p*r*x^3+4452* b*c^2*g^3*q^2*r*x^2+21312*b*c^2*g^3*q^2*x^3+18440*b*c^2*g^3*q*r^2*x^2+47448*b*c ^2*g^3*q*r*x^3+18951*b*c^2*g^3*r^3*x^2+25454*b*c^2*g^3*r^2*x^3+20940*b*c^2*g^2* p^3*r*x^2+36384*b*c^2*g^2*p^3*x^3+47412*b*c^2*g^2*p^2*q*r*x^2+109152*b*c^2*g^2* p^2*q*x^3+80341*b*c^2*g^2*p^2*r^2*x^2+108190*b*c^2*g^2*p^2*r*x^3+32004*b*c^2*g^ 2*p*q^2*r*x^2+109152*b*c^2*g^2*p*q^2*x^3+115694*b*c^2*g^2*p*q*r^2*x^2+216380*b* c^2*g^2*p*q*r*x^3+102453*b*c^2*g^2*p*r^3*x^2+84538*b*c^2*g^2*p*r^2*x^3+5532*b*c ^2*g^2*q^3*r*x^2+36384*b*c^2*g^2*q^3*x^3+35353*b*c^2*g^2*q^2*r^2*x^2+108190*b*c ^2*g^2*q^2*r*x^3+70959*b*c^2*g^2*q*r^3*x^2+84538*b*c^2*g^2*q*r^2*x^3+43052*b*c^ 2*g^2*r^4*x^2-6680*b*c^2*g^2*r^3*x^3+16924*b*c^2*g*p^4*r*x^2+27488*b*c^2*g*p^4* x^3+53648*b*c^2*g*p^3*q*r*x^2+109952*b*c^2*g*p^3*q*x^3+85666*b*c^2*g*p^3*r^2*x^ 2+99832*b*c^2*g*p^3*r*x^3+59400*b*c^2*g*p^2*q^2*r*x^2+164928*b*c^2*g*p^2*q^2*x^ 3+197958*b*c^2*g*p^2*q*r^2*x^2+299496*b*c^2*g*p^2*q*r*x^3+161452*b*c^2*g*p^2*r^ 3*x^2+87162*b*c^2*g*p^2*r^2*x^3+25552*b*c^2*g*p*q^3*r*x^2+109952*b*c^2*g*p*q^3* x^3+138918*b*c^2*g*p*q^2*r^2*x^2+299496*b*c^2*g*p*q^2*r*x^3+242780*b*c^2*g*p*q* r^3*x^2+174324*b*c^2*g*p*q*r^2*x^3+133602*b*c^2*g*p*r^4*x^2-62840*b*c^2*g*p*r^3 *x^3+2876*b*c^2*g*q^4*r*x^2+27488*b*c^2*g*q^4*x^3+26626*b*c^2*g*q^3*r^2*x^2+ 99832*b*c^2*g*q^3*r*x^3+81328*b*c^2*g*q^2*r^3*x^2+87162*b*c^2*g*q^2*r^2*x^3+ 98470*b*c^2*g*q*r^4*x^2-62840*b*c^2*g*q*r^3*x^3+40892*b*c^2*g*r^5*x^2-83272*b*c ^2*g*r^4*x^3+4996*b*c^2*p^5*r*x^2+7680*b*c^2*p^5*x^3+20480*b*c^2*p^4*q*r*x^2+ 38400*b*c^2*p^4*q*x^3+31282*b*c^2*p^4*r^2*x^2+32486*b*c^2*p^4*r*x^3+31960*b*c^2 *p^3*q^2*r*x^2+76800*b*c^2*p^3*q^2*x^3+100672*b*c^2*p^3*q*r^2*x^2+129944*b*c^2* p^3*q*r*x^3+77652*b*c^2*p^3*r^3*x^2+27776*b*c^2*p^3*r^2*x^3+22960*b*c^2*p^2*q^3 *r*x^2+76800*b*c^2*p^2*q^3*x^3+114324*b*c^2*p^2*q^2*r^2*x^2+194916*b*c^2*p^2*q^ 2*r*x^3+184356*b*c^2*p^2*q*r^3*x^2+83328*b*c^2*p^2*q*r^2*x^3+95224*b*c^2*p^2*r^ 4*x^2-63000*b*c^2*p^2*r^3*x^3+6980*b*c^2*p*q^4*r*x^2+38400*b*c^2*p*q^4*x^3+ 51760*b*c^2*p*q^3*r^2*x^2+129944*b*c^2*p*q^3*r*x^3+135756*b*c^2*p*q^2*r^3*x^2+ 83328*b*c^2*p*q^2*r^2*x^3+148616*b*c^2*p*q*r^4*x^2-126000*b*c^2*p*q*r^3*x^3+ 57640*b*c^2*p*r^5*x^2-123960*b*c^2*p*r^4*x^3+496*b*c^2*q^5*r*x^2+7680*b*c^2*q^5 *x^3+6826*b*c^2*q^4*r^2*x^2+32486*b*c^2*q^4*r*x^3+29052*b*c^2*q^3*r^3*x^2+27776 *b*c^2*q^3*r^2*x^3+53392*b*c^2*q^2*r^4*x^2-63000*b*c^2*q^2*r^3*x^3+44452*b*c^2* q*r^5*x^2-123960*b*c^2*q*r^4*x^3+13782*b*c^2*r^6*x^2-57990*b*c^2*r^5*x^3+144*b* c*g^5*p*r*x^2+288*b*c*g^5*p*x^3+72*b*c*g^5*q*r*x^2+288*b*c*g^5*q*x^3+192*b*c*g^ 5*r^2*x^2+486*b*c*g^5*r*x^3+1292*b*c*g^4*p^2*r*x^2+2336*b*c*g^4*p^2*x^3+1716*b* c*g^4*p*q*r*x^2+4672*b*c*g^4*p*q*x^3+3477*b*c*g^4*p*r^2*x^2+6010*b*c*g^4*p*r*x^ 3+424*b*c*g^4*q^2*r*x^2+2336*b*c*g^4*q^2*x^3+1959*b*c*g^4*q*r^2*x^2+6010*b*c*g^ 4*q*r*x^3+2399*b*c*g^4*r^3*x^2+4496*b*c*g^4*r^2*x^3+3804*b*c*g^3*p^3*r*x^2+6416 *b*c*g^3*p^3*x^3+8460*b*c*g^3*p^2*q*r*x^2+19248*b*c*g^3*p^2*q*x^3+14938*b*c*g^3 *p^2*r^2*x^2+20775*b*c*g^3*p^2*r*x^3+5508*b*c*g^3*p*q^2*r*x^2+19248*b*c*g^3*p*q ^2*x^3+20822*b*c*g^3*p*q*r^2*x^2+41550*b*c*g^3*p*q*r*x^3+19577*b*c*g^3*p*r^3*x^ 2+20585*b*c*g^3*p*r^2*x^3+852*b*c*g^3*q^3*r*x^2+6416*b*c*g^3*q^3*x^3+5884*b*c*g ^3*q^2*r^2*x^2+20775*b*c*g^3*q^2*r*x^3+13010*b*c*g^3*q*r^3*x^2+20585*b*c*g^3*q* r^2*x^3+8443*b*c*g^3*r^4*x^2+1824*b*c*g^3*r^3*x^3+5084*b*c*g^2*p^4*r*x^2+8112*b *c*g^2*p^4*x^3+16004*b*c*g^2*p^3*q*r*x^2+32448*b*c*g^2*p^3*q*x^3+26047*b*c*g^2* p^3*r^2*x^2+31006*b*c*g^2*p^3*r*x^3+17508*b*c*g^2*p^2*q^2*r*x^2+48672*b*c*g^2*p ^2*q^2*x^3+59523*b*c*g^2*p^2*q*r^2*x^2+93018*b*c*g^2*p^2*q*r*x^3+49746*b*c*g^2* p^2*r^3*x^2+32453*b*c*g^2*p^2*r^2*x^3+7340*b*c*g^2*p*q^3*r*x^2+32448*b*c*g^2*p* q^3*x^3+40905*b*c*g^2*p*q^2*r^2*x^2+93018*b*c*g^2*p*q^2*r*x^3+73782*b*c*g^2*p*q *r^3*x^2+64906*b*c*g^2*p*q*r^2*x^3+41687*b*c*g^2*p*r^4*x^2-11708*b*c*g^2*p*r^3* x^3+752*b*c*g^2*q^4*r*x^2+8112*b*c*g^2*q^4*x^3+7429*b*c*g^2*q^3*r^2*x^2+31006*b *c*g^2*q^3*r*x^3+24036*b*c*g^2*q^2*r^3*x^2+32453*b*c*g^2*q^2*r^2*x^3+30263*b*c* g^2*q*r^4*x^2-11708*b*c*g^2*q*r^3*x^3+12904*b*c*g^2*r^5*x^2-23270*b*c*g^2*r^4*x ^3+3204*b*c*g*p^5*r*x^2+4880*b*c*g*p^5*x^3+13100*b*c*g*p^4*q*r*x^2+24400*b*c*g* p^4*q*x^3+20174*b*c*g*p^4*r^2*x^2+21297*b*c*g*p^4*r*x^3+20360*b*c*g*p^3*q^2*r*x ^2+48800*b*c*g*p^3*q^2*x^3+64676*b*c*g*p^3*q*r^2*x^2+85188*b*c*g*p^3*q*r*x^3+ 50376*b*c*g*p^3*r^3*x^2+21110*b*c*g*p^3*r^2*x^3+14520*b*c*g*p^2*q^3*r*x^2+48800 *b*c*g*p^2*q^3*x^3+72984*b*c*g*p^2*q^2*r^2*x^2+127782*b*c*g*p^2*q^2*r*x^3+ 119046*b*c*g*p^2*q*r^3*x^2+63330*b*c*g*p^2*q*r^2*x^3+62124*b*c*g*p^2*r^4*x^2-\ 34756*b*c*g*p^2*r^3*x^3+4340*b*c*g*p*q^4*r*x^2+24400*b*c*g*p*q^4*x^3+32636*b*c* g*p*q^3*r^2*x^2+85188*b*c*g*p*q^3*r*x^3+86964*b*c*g*p*q^2*r^3*x^2+63330*b*c*g*p *q^2*r^2*x^3+96464*b*c*g*p*q*r^4*x^2-69512*b*c*g*p*q*r^3*x^3+37796*b*c*g*p*r^5* x^2-76364*b*c*g*p*r^4*x^3+284*b*c*g*q^5*r*x^2+4880*b*c*g*q^5*x^3+4154*b*c*g*q^4 *r^2*x^2+21297*b*c*g*q^4*r*x^3+18294*b*c*g*q^3*r^3*x^2+21110*b*c*g*q^3*r^2*x^3+ 34340*b*c*g*q^2*r^4*x^2-34756*b*c*g*q^2*r^3*x^3+28994*b*c*g*q*r^5*x^2-76364*b*c *g*q*r^4*x^3+9078*b*c*g*r^6*x^2-36915*b*c*g*r^5*x^3+776*b*c*p^6*r*x^2+1136*b*c* p^6*x^3+3912*b*c*p^5*q*r*x^2+6816*b*c*p^5*q*x^3+5780*b*c*p^5*r^2*x^2+5542*b*c*p ^5*r*x^3+7920*b*c*p^4*q^2*r*x^2+17040*b*c*p^4*q^2*x^3+23962*b*c*p^4*q*r^2*x^2+ 27710*b*c*p^4*q*r*x^3+17766*b*c*p^4*r^3*x^2+4746*b*c*p^4*r^2*x^3+8080*b*c*p^3*q ^3*r*x^2+22720*b*c*p^3*q^3*x^3+38048*b*c*p^3*q^2*r^2*x^2+55420*b*c*p^3*q^2*r*x^ 3+58224*b*c*p^3*q*r^3*x^2+18984*b*c*p^3*q*r^2*x^3+28784*b*c*p^3*r^4*x^2-21048*b *c*p^3*r^3*x^3+4200*b*c*p^2*q^4*r*x^2+17040*b*c*p^2*q^4*x^3+28172*b*c*p^2*q^3*r ^2*x^2+55420*b*c*p^2*q^3*r*x^3+68076*b*c*p^2*q^2*r^3*x^2+28476*b*c*p^2*q^2*r^2* x^3+70020*b*c*p^2*q*r^4*x^2-63144*b*c*p^2*q*r^3*x^3+25916*b*c*p^2*r^5*x^2-55524 *b*c*p^2*r^4*x^3+936*b*c*p*q^5*r*x^2+6816*b*c*p*q^5*x^3+9148*b*c*p*q^4*r^2*x^2+ 27710*b*c*p*q^4*r*x^3+32544*b*c*p*q^3*r^3*x^2+18984*b*c*p*q^3*r^2*x^3+53688*b*c *p*q^2*r^4*x^2-63144*b*c*p*q^2*r^3*x^3+41656*b*c*p*q*r^5*x^2-111048*b*c*p*q*r^4 *x^3+12300*b*c*p*r^6*x^2-49814*b*c*p*r^5*x^3+32*b*c*q^6*r*x^2+1136*b*c*q^6*x^3+ 842*b*c*q^5*r^2*x^2+5542*b*c*q^5*r*x^3+4926*b*c*q^4*r^3*x^2+4746*b*c*q^4*r^2*x^ 3+12452*b*c*q^3*r^4*x^2-21048*b*c*q^3*r^3*x^3+15740*b*c*q^2*r^5*x^2-55524*b*c*q ^2*r^4*x^3+9810*b*c*q*r^6*x^2-49814*b*c*q*r^5*x^3+2406*b*c*r^7*x^2-15678*b*c*r^ 6*x^3+44*b*g^5*p^2*r*x^2+72*b*g^5*p^2*x^3+52*b*g^5*p*q*r*x^2+144*b*g^5*p*q*x^3+ 132*b*g^5*p*r^2*x^2+243*b*g^5*p*r*x^3+8*b*g^5*q^2*r*x^2+72*b*g^5*q^2*x^3+51*b*g ^5*q*r^2*x^2+243*b*g^5*q*r*x^3+105*b*g^5*r^3*x^2+306*b*g^5*r^2*x^3+227*b*g^4*p^ 3*r*x^2+360*b*g^4*p^3*x^3+486*b*g^4*p^2*q*r*x^2+1080*b*g^4*p^2*q*x^3+938*b*g^4* p^2*r^2*x^2+1354*b*g^4*p^2*r*x^3+291*b*g^4*p*q^2*r*x^2+1080*b*g^4*p*q^2*x^3+ 1216*b*g^4*p*q*r^2*x^2+2708*b*g^4*p*q*r*x^3+1302*b*g^4*p*r^3*x^2+1874*b*g^4*p*r ^2*x^3+32*b*g^4*q^3*r*x^2+360*b*g^4*q^3*x^3+278*b*g^4*q^2*r^2*x^2+1354*b*g^4*q^ 2*r*x^3+792*b*g^4*q*r^3*x^2+1874*b*g^4*q*r^2*x^3+591*b*g^4*r^4*x^2+496*b*g^4*r^ 3*x^3+468*b*g^3*p^4*r*x^2+720*b*g^3*p^4*x^3+1452*b*g^3*p^3*q*r*x^2+2880*b*g^3*p ^3*q*x^3+2460*b*g^3*p^3*r^2*x^2+2998*b*g^3*p^3*r*x^3+1548*b*g^3*p^2*q^2*r*x^2+ 4320*b*g^3*p^2*q^2*x^3+5490*b*g^3*p^2*q*r^2*x^2+8994*b*g^3*p^2*q*r*x^3+4830*b*g ^3*p^2*r^3*x^2+4031*b*g^3*p^2*r^2*x^3+612*b*g^3*p*q^3*r*x^2+2880*b*g^3*p*q^3*x^ 3+3600*b*g^3*p*q^2*r^2*x^2+8994*b*g^3*p*q^2*r*x^3+6960*b*g^3*p*q*r^3*x^2+8062*b *g^3*p*q*r^2*x^3+4152*b*g^3*p*r^4*x^2+112*b*g^3*p*r^3*x^3+48*b*g^3*q^4*r*x^2+ 720*b*g^3*q^4*x^3+570*b*g^3*q^3*r^2*x^2+2998*b*g^3*q^3*r*x^3+2130*b*g^3*q^2*r^3 *x^2+4031*b*g^3*q^2*r^2*x^3+2922*b*g^3*q*r^4*x^2+112*b*g^3*q*r^3*x^3+1314*b*g^3 *r^5*x^2-1890*b*g^3*r^4*x^3+482*b*g^2*p^5*r*x^2+720*b*g^2*p^5*x^3+1960*b*g^2*p^ 4*q*r*x^2+3600*b*g^2*p^4*q*x^3+3072*b*g^2*p^4*r^2*x^2+3300*b*g^2*p^4*r*x^3+3020 *b*g^2*p^3*q^2*r*x^2+7200*b*g^2*p^3*q^2*x^3+9768*b*g^2*p^3*q*r^2*x^2+13200*b*g^ 2*p^3*q*r*x^3+7770*b*g^2*p^3*r^3*x^2+3972*b*g^2*p^3*r^2*x^3+2120*b*g^2*p^2*q^3* r*x^2+7200*b*g^2*p^2*q^3*x^3+10872*b*g^2*p^2*q^2*r^2*x^2+19800*b*g^2*p^2*q^2*r* x^3+18180*b*g^2*p^2*q*r^3*x^2+11916*b*g^2*p^2*q*r^2*x^3+9698*b*g^2*p^2*r^4*x^2-\ 3928*b*g^2*p^2*r^3*x^3+610*b*g^2*p*q^4*r*x^2+3600*b*g^2*p*q^4*x^3+4728*b*g^2*p* q^3*r^2*x^2+13200*b*g^2*p*q^3*r*x^3+13050*b*g^2*p*q^2*r^3*x^2+11916*b*g^2*p*q^2 *r^2*x^3+14896*b*g^2*p*q*r^4*x^2-7856*b*g^2*p*q*r^3*x^3+5964*b*g^2*p*r^5*x^2-\ 10944*b*g^2*p*r^4*x^3+32*b*g^2*q^5*r*x^2+720*b*g^2*q^5*x^3+552*b*g^2*q^4*r^2*x^ 2+3300*b*g^2*q^4*r*x^3+2640*b*g^2*q^3*r^3*x^2+3972*b*g^2*q^3*r^2*x^3+5198*b*g^2 *q^2*r^4*x^2-3928*b*g^2*q^2*r^3*x^3+4524*b*g^2*q*r^5*x^2-10944*b*g^2*q*r^4*x^3+ 1446*b*g^2*r^6*x^2-5624*b*g^2*r^5*x^3+248*b*g*p^6*r*x^2+360*b*g*p^6*x^3+1248*b* g*p^5*q*r*x^2+2160*b*g*p^5*q*x^3+1856*b*g*p^5*r^2*x^2+1807*b*g*p^5*r*x^3+2520*b *g*p^4*q^2*r*x^2+5400*b*g*p^4*q^2*x^3+7675*b*g*p^4*q*r^2*x^2+9035*b*g*p^4*q*r*x ^3+5733*b*g*p^4*r^3*x^2+1817*b*g*p^4*r^2*x^3+2560*b*g*p^3*q^3*r*x^2+7200*b*g*p^ 3*q^3*x^3+12140*b*g*p^3*q^2*r^2*x^2+18070*b*g*p^3*q^2*r*x^3+18732*b*g*p^3*q*r^3 *x^2+7268*b*g*p^3*q*r^2*x^3+9332*b*g*p^3*r^4*x^2-6088*b*g*p^3*r^3*x^3+1320*b*g* p^2*q^4*r*x^2+5400*b*g*p^2*q^4*x^3+8930*b*g*p^2*q^3*r^2*x^2+18070*b*g*p^2*q^3*r *x^3+21798*b*g*p^2*q^2*r^3*x^2+10902*b*g*p^2*q^2*r^2*x^3+22626*b*g*p^2*q*r^4*x^ 2-18264*b*g*p^2*q*r^3*x^3+8438*b*g*p^2*r^5*x^2-17292*b*g*p^2*r^4*x^3+288*b*g*p* q^5*r*x^2+2160*b*g*p*q^5*x^3+2860*b*g*p*q^4*r^2*x^2+9035*b*g*p*q^4*r*x^3+10332* b*g*p*q^3*r^3*x^2+7268*b*g*p*q^3*r^2*x^3+17256*b*g*p*q^2*r^4*x^2-18264*b*g*p*q^ 2*r^3*x^3+13516*b*g*p*q*r^5*x^2-34584*b*g*p*q*r^4*x^3+4020*b*g*p*r^6*x^2-15927* b*g*p*r^5*x^3+8*b*g*q^6*r*x^2+360*b*g*q^6*x^3+251*b*g*q^5*r^2*x^2+1807*b*g*q^5* r*x^3+1533*b*g*q^4*r^3*x^2+1817*b*g*q^4*r^2*x^3+3962*b*g*q^3*r^4*x^2-6088*b*g*q ^3*r^3*x^3+5078*b*g*q^2*r^5*x^2-17292*b*g*q^2*r^4*x^3+3195*b*g*q*r^6*x^2-15927* b*g*q*r^5*x^3+789*b*g*r^7*x^2-5093*b*g*r^6*x^3+51*b*p^7*r*x^2+72*b*p^7*x^3+306* b*p^6*q*r*x^2+504*b*p^6*q*x^3+438*b*p^6*r^2*x^2+394*b*p^6*r*x^3+765*b*p^5*q^2*r *x^2+1512*b*p^5*q^2*x^3+2232*b*p^5*q*r^2*x^2+2364*b*p^5*q*r*x^3+1596*b*p^5*r^3* x^2+308*b*p^5*r^2*x^3+1020*b*p^4*q^3*r*x^2+2520*b*p^4*q^3*x^3+4590*b*p^4*q^2*r^ 2*x^2+5910*b*p^4*q^2*r*x^3+6720*b*p^4*q*r^3*x^2+1540*b*p^4*q*r^2*x^3+3195*b*p^4 *r^4*x^2-2544*b*p^4*r^3*x^3+765*b*p^3*q^4*r*x^2+2520*b*p^3*q^4*x^3+4800*b*p^3*q ^3*r^2*x^2+7880*b*p^3*q^3*r*x^3+10920*b*p^3*q^2*r^3*x^2+3080*b*p^3*q^2*r^2*x^3+ 10680*b*p^3*q*r^4*x^2-10176*b*p^3*q*r^3*x^3+3795*b*p^3*r^5*x^2-8166*b*p^3*r^4*x ^3+306*b*p^2*q^5*r*x^2+1512*b*p^2*q^5*x^3+2610*b*p^2*q^4*r^2*x^2+5910*b*p^2*q^4 *r*x^3+8400*b*p^2*q^3*r^3*x^2+3080*b*p^2*q^3*r^2*x^3+12870*b*p^2*q^2*r^4*x^2-\ 15264*b*p^2*q^2*r^3*x^3+9450*b*p^2*q*r^5*x^2-24498*b*p^2*q*r^4*x^3+2676*b*p^2*r ^6*x^2-10552*b*p^2*r^5*x^3+51*b*p*q^6*r*x^2+504*b*p*q^6*x^3+648*b*p*q^5*r^2*x^2 +2364*b*p*q^5*r*x^3+2940*b*p*q^4*r^3*x^2+1540*b*p*q^4*r^2*x^3+6480*b*p*q^3*r^4* x^2-10176*b*p*q^3*r^3*x^3+7515*b*p*q^2*r^5*x^2-24498*b*p*q^2*r^4*x^3+4416*b*p*q *r^6*x^2-21104*b*p*q*r^5*x^3+1038*b*p*r^7*x^2-6462*b*p*r^6*x^3+72*b*q^7*x^3+42* b*q^6*r^2*x^2+394*b*q^6*r*x^3+336*b*q^5*r^3*x^2+308*b*q^5*r^2*x^3+1095*b*q^4*r^ 4*x^2-2544*b*q^4*r^3*x^3+1860*b*q^3*r^5*x^2-8166*b*q^3*r^4*x^3+1740*b*q^2*r^6*x ^2-10552*b*q^2*r^5*x^3+852*b*q*r^7*x^2-6462*b*q*r^6*x^3+171*b*r^8*x^2-1546*b*r^ 7*x^3+1920*c^8*r*x^2+5120*c^8*x^3+5184*c^7*g*r*x^2+13824*c^7*g*x^3+8256*c^7*p*r *x^2+18432*c^7*p*x^3+5568*c^7*q*r*x^2+18432*c^7*q*x^3+10080*c^7*r^2*x^2+17472*c ^7*r*x^3+5760*c^6*g^2*r*x^2+15360*c^6*g^2*x^3+19520*c^6*g*p*r*x^2+43520*c^6*g*p *x^3+13120*c^6*g*q*r*x^2+43520*c^6*g*q*x^3+23856*c^6*g*r^2*x^2+42144*c^6*g*r*x^ 3+14880*c^6*p^2*r*x^2+28928*c^6*p^2*x^3+21696*c^6*p*q*r*x^2+57856*c^6*p*q*x^3+ 37024*c^6*p*r^2*x^2+53216*c^6*p*r*x^3+6816*c^6*q^2*r*x^2+28928*c^6*q^2*x^3+ 25472*c^6*q*r^2*x^2+53216*c^6*q*r*x^3+23040*c^6*r^3*x^2+16128*c^6*r^2*x^3+3360* c^5*g^3*r*x^2+8960*c^5*g^3*x^3+18656*c^5*g^2*p*r*x^2+41472*c^5*g^2*p*x^3+12448* c^5*g^2*q*r*x^2+41472*c^5*g^2*q*x^3+22848*c^5*g^2*r^2*x^2+41472*c^5*g^2*r*x^3+ 30160*c^5*g*p^2*r*x^2+58496*c^5*g*p^2*x^3+43872*c^5*g*p*q*r*x^2+116992*c^5*g*p* q*x^3+75152*c^5*g*p*r^2*x^2+109936*c^5*g*p*r*x^3+13712*c^5*g*q^2*r*x^2+58496*c^ 5*g*q^2*x^3+51520*c^5*g*q*r^2*x^2+109936*c^5*g*q*r*x^3+46848*c^5*g*r^3*x^2+ 35840*c^5*g*r^2*x^3+14832*c^5*p^3*r*x^2+25856*c^5*p^3*x^3+34224*c^5*p^2*q*r*x^2 +77568*c^5*p^2*q*x^3+55824*c^5*p^2*r^2*x^2+69024*c^5*p^2*r*x^3+23952*c^5*p*q^2* r*x^2+77568*c^5*p*q^2*x^3+82656*c^5*p*q*r^2*x^2+138048*c^5*p*q*r*x^3+69792*c^5* p*r^3*x^2+36960*c^5*p*r^2*x^3+4560*c^5*q^3*r*x^2+25856*c^5*q^3*x^3+26832*c^5*q^ 2*r^2*x^2+69024*c^5*q^2*r*x^3+50016*c^5*q*r^3*x^2+36960*c^5*q*r^2*x^3+28800*c^5 *r^4*x^2-17856*c^5*r^3*x^3+1080*c^4*g^4*r*x^2+2880*c^4*g^4*x^3+9152*c^4*g^3*p*r *x^2+20224*c^4*g^3*p*x^3+6016*c^4*g^3*q*r*x^2+20224*c^4*g^3*q*x^3+11256*c^4*g^3 *r^2*x^2+21264*c^4*g^3*r*x^3+24080*c^4*g^2*p^2*r*x^2+46464*c^4*g^2*p^2*x^3+ 34848*c^4*g^2*p*q*r*x^2+92928*c^4*g^2*p*q*x^3+60224*c^4*g^2*p*r^2*x^2+90192*c^4 *g^2*p*r*x^3+10768*c^4*g^2*q^2*r*x^2+46464*c^4*g^2*q^2*x^3+40912*c^4*g^2*q*r^2* x^2+90192*c^4*g^2*q*r*x^3+37728*c^4*g^2*r^3*x^2+32720*c^4*g^2*r^2*x^3+25040*c^4 *g*p^3*r*x^2+43520*c^4*g*p^3*x^3+57680*c^4*g*p^2*q*r*x^2+130560*c^4*g*p^2*q*x^3 +94408*c^4*g*p^2*r^2*x^2+118672*c^4*g*p^2*r*x^3+40240*c^4*g*p*q^2*r*x^2+130560* c^4*g*p*q^2*x^3+139440*c^4*g*p*q*r^2*x^2+237344*c^4*g*p*q*r*x^3+118256*c^4*g*p* r^3*x^2+68992*c^4*g*p*r^2*x^3+7600*c^4*g*q^3*r*x^2+43520*c^4*g*q^3*x^3+45032*c^ 4*g*q^2*r^2*x^2+118672*c^4*g*q^2*r*x^3+84496*c^4*g*q*r^3*x^2+68992*c^4*g*q*r^2* x^3+48888*c^4*g*r^4*x^2-26016*c^4*g*r^3*x^3+9000*c^4*p^4*r*x^2+14400*c^4*p^4*x^ 3+28800*c^4*p^3*q*r*x^2+57600*c^4*p^3*q*x^3+45216*c^4*p^3*r^2*x^2+49440*c^4*p^3 *r*x^3+32400*c^4*p^2*q^2*r*x^2+86400*c^4*p^2*q^2*x^3+105696*c^4*p^2*q*r^2*x^2+ 148320*c^4*p^2*q*r*x^3+84672*c^4*p^2*r^3*x^2+33936*c^4*p^2*r^2*x^3+14400*c^4*p* q^3*r*x^2+57600*c^4*p*q^3*x^3+75744*c^4*p*q^2*r^2*x^2+148320*c^4*p*q^2*r*x^3+ 129024*c^4*p*q*r^3*x^2+67872*c^4*p*q*r^2*x^3+69696*c^4*p*r^4*x^2-46560*c^4*p*r^ 3*x^3+1800*c^4*q^4*r*x^2+14400*c^4*q^4*x^3+15264*c^4*q^3*r^2*x^2+49440*c^4*q^3* r*x^3+44352*c^4*q^2*r^3*x^2+33936*c^4*q^2*r^2*x^3+52128*c^4*q*r^4*x^2-46560*c^4 *q*r^3*x^3+21240*c^4*r^5*x^2-48144*c^4*r^4*x^3+180*c^3*g^5*r*x^2+480*c^3*g^5*x^ 3+2404*c^3*g^4*p*r*x^2+5248*c^3*g^4*p*x^3+1532*c^3*g^4*q*r*x^2+5248*c^3*g^4*q*x ^3+2982*c^3*g^4*r^2*x^2+5988*c^3*g^4*r*x^3+9520*c^3*g^3*p^2*r*x^2+18176*c^3*g^3 *p^2*x^3+13632*c^3*g^3*p*q*r*x^2+36352*c^3*g^3*p*q*x^3+24008*c^3*g^3*p*r^2*x^2+ 37120*c^3*g^3*p*r*x^3+4112*c^3*g^3*q^2*r*x^2+18176*c^3*g^3*q^2*x^3+15976*c^3*g^ 3*q*r^2*x^2+37120*c^3*g^3*q*r*x^3+15216*c^3*g^3*r^3*x^2+15752*c^3*g^3*r^2*x^3+ 16016*c^3*g^2*p^3*r*x^2+27648*c^3*g^2*p^3*x^3+36752*c^3*g^2*p^2*q*r*x^2+82944*c ^3*g^2*p^2*q*x^3+60664*c^3*g^2*p^2*r^2*x^2+77856*c^3*g^2*p^2*r*x^3+25456*c^3*g^ 2*p*q^2*r*x^2+82944*c^3*g^2*p*q^2*x^3+89040*c^3*g^2*p*q*r^2*x^2+155712*c^3*g^2* p*q*r*x^3+76400*c^3*g^2*p*r^3*x^2+50896*c^3*g^2*p*r^2*x^3+4720*c^3*g^2*q^3*r*x^ 2+27648*c^3*g^2*q^3*x^3+28376*c^3*g^2*q^2*r^2*x^2+77856*c^3*g^2*q^2*r*x^3+54160 *c^3*g^2*q*r^3*x^2+50896*c^3*g^2*q*r^2*x^3+31752*c^3*g^2*r^4*x^2-12592*c^3*g^2* r^3*x^3+12140*c^3*g*p^4*r*x^2+19360*c^3*g*p^4*x^3+38800*c^3*g*p^3*q*r*x^2+77440 *c^3*g*p^3*q*x^3+61104*c^3*g*p^3*r^2*x^2+67864*c^3*g*p^3*r*x^3+43560*c^3*g*p^2* q^2*r*x^2+116160*c^3*g*p^2*q^2*x^3+142584*c^3*g*p^2*q*r^2*x^2+203592*c^3*g*p^2* q*r*x^3+114648*c^3*g*p^2*r^3*x^2+51184*c^3*g*p^2*r^2*x^3+19280*c^3*g*p*q^3*r*x^ 2+77440*c^3*g*p*q^3*x^3+101856*c^3*g*p*q^2*r^2*x^2+203592*c^3*g*p*q^2*r*x^3+ 174336*c^3*g*p*q*r^3*x^2+102368*c^3*g*p*q*r^2*x^3+94544*c^3*g*p*r^4*x^2-56176*c ^3*g*p*r^3*x^3+2380*c^3*g*q^4*r*x^2+19360*c^3*g*q^4*x^3+20376*c^3*g*q^3*r^2*x^2 +67864*c^3*g*q^3*r*x^3+59688*c^3*g*q^2*r^3*x^2+51184*c^3*g*q^2*r^2*x^3+70552*c^ 3*g*q*r^4*x^2-56176*c^3*g*q*r^3*x^3+28860*c^3*g*r^5*x^2-62568*c^3*g*r^4*x^3+ 3420*c^3*p^5*r*x^2+5120*c^3*p^5*x^3+14100*c^3*p^4*q*r*x^2+25600*c^3*p^4*q*x^3+ 21382*c^3*p^4*r^2*x^2+21140*c^3*p^4*r*x^3+22200*c^3*p^3*q^2*r*x^2+51200*c^3*p^3 *q^2*x^3+69224*c^3*p^3*q*r^2*x^2+84560*c^3*p^3*q*r*x^3+53064*c^3*p^3*r^3*x^2+ 15792*c^3*p^3*r^2*x^3+16200*c^3*p^2*q^3*r*x^2+51200*c^3*p^2*q^3*x^3+79380*c^3*p ^2*q^2*r^2*x^2+126840*c^3*p^2*q^2*r*x^3+126792*c^3*p^2*q*r^3*x^2+47376*c^3*p^2* q*r^2*x^3+65100*c^3*p^2*r^4*x^2-47184*c^3*p^2*r^3*x^3+5100*c^3*p*q^4*r*x^2+ 25600*c^3*p*q^4*x^3+36616*c^3*p*q^3*r^2*x^2+84560*c^3*p*q^3*r*x^3+94392*c^3*p*q ^2*r^3*x^2+47376*c^3*p*q^2*r^2*x^3+102312*c^3*p*q*r^4*x^2-94368*c^3*p*q*r^3*x^3 +39436*c^3*p*r^5*x^2-86896*c^3*p*r^4*x^3+420*c^3*q^5*r*x^2+5120*c^3*q^5*x^3+ 5078*c^3*q^4*r^2*x^2+21140*c^3*q^4*r*x^3+20664*c^3*q^3*r^3*x^2+15792*c^3*q^3*r^ 2*x^3+37212*c^3*q^2*r^4*x^2-47184*c^3*q^2*r^3*x^3+30644*c^3*q*r^5*x^2-86896*c^3 *q*r^4*x^3+9438*c^3*r^6*x^2-39940*c^3*r^5*x^3+12*c^2*g^6*r*x^2+32*c^2*g^6*x^3+ 316*c^2*g^5*p*r*x^2+672*c^2*g^5*p*x^3+188*c^2*g^5*q*r*x^2+672*c^2*g^5*q*x^3+399 *c^2*g^5*r^2*x^2+882*c^2*g^5*r*x^3+1910*c^2*g^4*p^2*r*x^2+3568*c^2*g^4*p^2*x^3+ 2676*c^2*g^4*p*q*r*x^2+7136*c^2*g^4*p*q*x^3+4906*c^2*g^4*p*r^2*x^2+7922*c^2*g^4 *p*r*x^3+766*c^2*g^4*q^2*r*x^2+3568*c^2*g^4*q^2*x^3+3116*c^2*g^4*q*r^2*x^2+7922 *c^2*g^4*q*r*x^3+3192*c^2*g^4*r^3*x^2+4228*c^2*g^4*r^2*x^3+4776*c^2*g^3*p^3*r*x ^2+8128*c^2*g^3*p^3*x^3+10872*c^2*g^3*p^2*q*r*x^2+24384*c^2*g^3*p^2*q*x^3+18282 *c^2*g^3*p^2*r^2*x^2+24084*c^2*g^3*p^2*r*x^3+7416*c^2*g^3*p*q^2*r*x^2+24384*c^2 *g^3*p*q^2*x^3+26460*c^2*g^3*p*q*r^2*x^2+48168*c^2*g^3*p*q*r*x^3+23316*c^2*g^3* p*r^3*x^2+18624*c^2*g^3*p*r^2*x^3+1320*c^2*g^3*q^3*r*x^2+8128*c^2*g^3*q^3*x^3+ 8178*c^2*g^3*q^2*r^2*x^2+24084*c^2*g^3*q^2*r*x^3+16236*c^2*g^3*q*r^3*x^2+18624* c^2*g^3*q*r^2*x^3+9810*c^2*g^3*r^4*x^2-1752*c^2*g^3*r^3*x^3+5824*c^2*g^2*p^4*r* x^2+9216*c^2*g^2*p^4*x^3+18560*c^2*g^2*p^3*q*r*x^2+36864*c^2*g^2*p^3*q*x^3+ 29460*c^2*g^2*p^3*r^2*x^2+33336*c^2*g^2*p^3*r*x^3+20736*c^2*g^2*p^2*q^2*r*x^2+ 55296*c^2*g^2*p^2*q^2*x^3+68436*c^2*g^2*p^2*q*r^2*x^2+100008*c^2*g^2*p^2*q*r*x^ 3+55578*c^2*g^2*p^2*r^3*x^2+28620*c^2*g^2*p^2*r^2*x^3+9088*c^2*g^2*p*q^3*r*x^2+ 36864*c^2*g^2*p*q^3*x^3+48492*c^2*g^2*p*q^2*r^2*x^2+100008*c^2*g^2*p*q^2*r*x^3+ 84048*c^2*g^2*p*q*r^3*x^2+57240*c^2*g^2*p*q*r^2*x^3+46072*c^2*g^2*p*r^4*x^2-\ 22216*c^2*g^2*p*r^3*x^3+1088*c^2*g^2*q^4*r*x^2+9216*c^2*g^2*q^4*x^3+9516*c^2*g^ 2*q^3*r^2*x^2+33336*c^2*g^2*q^3*r*x^3+28470*c^2*g^2*q^2*r^3*x^2+28620*c^2*g^2*q ^2*r^2*x^3+34172*c^2*g^2*q*r^4*x^2-22216*c^2*g^2*q*r^3*x^3+14130*c^2*g^2*r^5*x^ 2-28640*c^2*g^2*r^4*x^3+3452*c^2*g*p^5*r*x^2+5152*c^2*g*p^5*x^3+14220*c^2*g*p^4 *q*r*x^2+25760*c^2*g*p^4*q*x^3+21619*c^2*g*p^4*r^2*x^2+21698*c^2*g*p^4*r*x^3+ 22360*c^2*g*p^3*q^2*r*x^2+51520*c^2*g*p^3*q^2*x^3+69908*c^2*g*p^3*q*r^2*x^2+ 86792*c^2*g*p^3*q*r*x^3+53748*c^2*g*p^3*r^3*x^2+18088*c^2*g*p^3*r^2*x^3+16280*c ^2*g*p^2*q^3*r*x^2+51520*c^2*g*p^2*q^3*x^3+80010*c^2*g*p^2*q^2*r^2*x^2+130188*c ^2*g*p^2*q^2*r*x^3+128244*c^2*g*p^2*q*r^3*x^2+54264*c^2*g*p^2*q*r^2*x^3+66050*c ^2*g*p^2*r^4*x^2-43800*c^2*g*p^2*r^3*x^3+5100*c^2*g*p*q^4*r*x^2+25760*c^2*g*p*q ^4*x^3+36772*c^2*g*p*q^3*r^2*x^2+86792*c^2*g*p*q^3*r*x^3+95244*c^2*g*p*q^2*r^3* x^2+54264*c^2*g*p*q^2*r^2*x^3+103644*c^2*g*p*q*r^4*x^2-87600*c^2*g*p*q*r^3*x^3+ 40072*c^2*g*p*r^5*x^2-85092*c^2*g*p*r^4*x^3+412*c^2*g*q^5*r*x^2+5152*c^2*g*q^5* x^3+5051*c^2*g*q^4*r^2*x^2+21698*c^2*g*q^4*r*x^3+20748*c^2*g*q^3*r^3*x^2+18088* c^2*g*q^3*r^2*x^3+37594*c^2*g*q^2*r^4*x^2-43800*c^2*g*q^2*r^3*x^3+31088*c^2*g*q *r^5*x^2-85092*c^2*g*q*r^4*x^3+9603*c^2*g*r^6*x^2-39750*c^2*g*r^5*x^3+798*c^2*p ^6*r*x^2+1136*c^2*p^6*x^3+4044*c^2*p^5*q*r*x^2+6816*c^2*p^5*q*x^3+5934*c^2*p^5* r^2*x^2+5406*c^2*p^5*r*x^3+8250*c^2*p^4*q^2*r*x^2+17040*c^2*p^4*q^2*x^3+24732*c ^2*p^4*q*r^2*x^2+27030*c^2*p^4*q*r*x^3+18228*c^2*p^4*r^3*x^2+3864*c^2*p^4*r^2*x ^3+8520*c^2*p^3*q^3*r*x^2+22720*c^2*p^3*q^3*x^3+39588*c^2*p^3*q^2*r^2*x^2+54060 *c^2*p^3*q^2*r*x^3+60072*c^2*p^3*q*r^3*x^2+15456*c^2*p^3*q*r^2*x^3+29532*c^2*p^ 3*r^4*x^2-23256*c^2*p^3*r^3*x^3+4530*c^2*p^2*q^4*r*x^2+17040*c^2*p^2*q^4*x^3+ 29712*c^2*p^2*q^3*r^2*x^2+54060*c^2*p^2*q^3*r*x^3+70848*c^2*p^2*q^2*r^3*x^2+ 23184*c^2*p^2*q^2*r^2*x^3+72264*c^2*p^2*q*r^4*x^2-69768*c^2*p^2*q*r^3*x^3+26598 *c^2*p^2*r^5*x^2-58212*c^2*p^2*r^4*x^3+1068*c^2*p*q^5*r*x^2+6816*c^2*p*q^5*x^3+ 9918*c^2*p*q^4*r^2*x^2+27030*c^2*p*q^4*r*x^3+34392*c^2*p*q^3*r^3*x^2+15456*c^2* p*q^3*r^2*x^3+55932*c^2*p*q^2*r^4*x^2-69768*c^2*p*q^2*r^3*x^3+43020*c^2*p*q*r^5 *x^2-116424*c^2*p*q*r^4*x^3+12630*c^2*p*r^6*x^2-51414*c^2*p*r^5*x^3+54*c^2*q^6* r*x^2+1136*c^2*q^6*x^3+996*c^2*q^5*r^2*x^2+5406*c^2*q^5*r*x^3+5388*c^2*q^4*r^3* x^2+3864*c^2*q^4*r^2*x^3+13200*c^2*q^3*r^4*x^2-23256*c^2*q^3*r^3*x^3+16422*c^2* q^2*r^5*x^2-58212*c^2*q^2*r^4*x^3+10140*c^2*q*r^6*x^2-51414*c^2*q*r^5*x^3+2472* c^2*r^7*x^2-16052*c^2*r^6*x^3+16*c*g^6*p*r*x^2+32*c*g^6*p*x^3+8*c*g^6*q*r*x^2+ 32*c*g^6*q*x^3+21*c*g^6*r^2*x^2+54*c*g^6*r*x^3+175*c*g^5*p^2*r*x^2+312*c*g^5*p^ 2*x^3+234*c*g^5*p*q*r*x^2+624*c*g^5*p*q*x^3+469*c*g^5*p*r^2*x^2+801*c*g^5*p*r*x ^3+59*c*g^5*q^2*r*x^2+312*c*g^5*q^2*x^3+266*c*g^5*q*r^2*x^2+801*c*g^5*q*r*x^3+ 324*c*g^5*r^3*x^2+598*c*g^5*r^2*x^3+649*c*g^4*p^3*r*x^2+1072*c*g^4*p^3*x^3+1453 *c*g^4*p^2*q*r*x^2+3216*c*g^4*p^2*q*x^3+2543*c*g^4*p^2*r^2*x^2+3458*c*g^4*p^2*r *x^3+959*c*g^4*p*q^2*r*x^2+3216*c*g^4*p*q^2*x^3+3570*c*g^4*p*q*r^2*x^2+6916*c*g ^4*p*q*r*x^3+3334*c*g^4*p*r^3*x^2+3398*c*g^4*p*r^2*x^3+155*c*g^4*q^3*r*x^2+1072 *c*g^4*q^3*x^3+1027*c*g^4*q^2*r^2*x^2+3458*c*g^4*q^2*r*x^3+2234*c*g^4*q*r^3*x^2 +3398*c*g^4*q*r^2*x^3+1440*c*g^4*r^4*x^2+264*c*g^4*r^3*x^3+1162*c*g^3*p^4*r*x^2 +1808*c*g^3*p^4*x^3+3680*c*g^3*p^3*q*r*x^2+7232*c*g^3*p^3*q*x^3+5946*c*g^3*p^3* r^2*x^2+6876*c*g^3*p^3*r*x^3+4068*c*g^3*p^2*q^2*r*x^2+10848*c*g^3*p^2*q^2*x^3+ 13674*c*g^3*p^2*q*r^2*x^2+20628*c*g^3*p^2*q*r*x^3+11361*c*g^3*p^2*r^3*x^2+7074* c*g^3*p^2*r^2*x^3+1744*c*g^3*p*q^3*r*x^2+7232*c*g^3*p*q^3*x^3+9510*c*g^3*p*q^2* r^2*x^2+20628*c*g^3*p*q^2*r*x^3+16968*c*g^3*p*q*r^3*x^2+14148*c*g^3*p*q*r^2*x^3 +9532*c*g^3*p*r^4*x^2-2892*c*g^3*p*r^3*x^3+194*c*g^3*q^4*r*x^2+1808*c*g^3*q^4*x ^3+1782*c*g^3*q^3*r^2*x^2+6876*c*g^3*q^3*r*x^3+5607*c*g^3*q^2*r^3*x^2+7074*c*g^ 3*q^2*r^2*x^3+6974*c*g^3*q*r^4*x^2-2892*c*g^3*q*r^3*x^3+2955*c*g^3*r^5*x^2-5352 *c*g^3*r^4*x^3+1102*c*g^2*p^5*r*x^2+1632*c*g^2*p^5*x^3+4530*c*g^2*p^4*q*r*x^2+ 8160*c*g^2*p^4*q*x^3+6934*c*g^2*p^4*r^2*x^2+7080*c*g^2*p^4*r*x^3+7100*c*g^2*p^3 *q^2*r*x^2+16320*c*g^2*p^3*q^2*x^3+22352*c*g^2*p^3*q*r^2*x^2+28320*c*g^2*p^3*q* r*x^3+17325*c*g^2*p^3*r^3*x^2+6808*c*g^2*p^3*r^2*x^3+5140*c*g^2*p^2*q^3*r*x^2+ 16320*c*g^2*p^2*q^3*x^3+25452*c*g^2*p^2*q^2*r^2*x^2+42480*c*g^2*p^2*q^2*r*x^3+ 41181*c*g^2*p^2*q*r^3*x^2+20424*c*g^2*p^2*q*r^2*x^3+21391*c*g^2*p^2*r^4*x^2-\ 12264*c*g^2*p^2*r^3*x^3+1590*c*g^2*p*q^4*r*x^2+8160*c*g^2*p*q^4*x^3+11584*c*g^2 *p*q^3*r^2*x^2+28320*c*g^2*p*q^3*r*x^3+30387*c*g^2*p*q^2*r^3*x^2+20424*c*g^2*p* q^2*r^2*x^3+33426*c*g^2*p*q*r^4*x^2-24528*c*g^2*p*q*r^3*x^3+13033*c*g^2*p*r^5*x ^2-26264*c*g^2*p*r^4*x^3+122*c*g^2*q^5*r*x^2+1632*c*g^2*q^5*x^3+1550*c*g^2*q^4* r^2*x^2+7080*c*g^2*q^4*r*x^3+6531*c*g^2*q^3*r^3*x^2+6808*c*g^2*q^3*r^2*x^3+ 12035*c*g^2*q^2*r^4*x^2-12264*c*g^2*q^2*r^3*x^3+10067*c*g^2*q*r^5*x^2-26264*c*g ^2*q*r^4*x^3+3135*c*g^2*r^6*x^2-12640*c*g^2*r^5*x^3+535*c*g*p^6*r*x^2+760*c*g*p ^6*x^3+2710*c*g*p^5*q*r*x^2+4560*c*g*p^5*q*x^3+3983*c*g*p^5*r^2*x^2+3683*c*g*p^ 5*r*x^3+5525*c*g*p^4*q^2*r*x^2+11400*c*g*p^4*q^2*x^3+16590*c*g*p^4*q*r^2*x^2+ 18415*c*g*p^4*q*r*x^3+12250*c*g*p^4*r^3*x^2+2996*c*g*p^4*r^2*x^3+5700*c*g*p^3*q ^3*r*x^2+15200*c*g*p^3*q^3*x^3+26530*c*g*p^3*q^2*r^2*x^2+36830*c*g*p^3*q^2*r*x^ 3+40340*c*g*p^3*q*r^3*x^2+11984*c*g*p^3*q*r^2*x^3+19870*c*g*p^3*r^4*x^2-14676*c *g*p^3*r^3*x^3+3025*c*g*p^2*q^4*r*x^2+11400*c*g*p^2*q^4*x^3+19880*c*g*p^2*q^3*r ^2*x^2+36830*c*g*p^2*q^3*r*x^3+47520*c*g*p^2*q^2*r^3*x^2+17976*c*g*p^2*q^2*r^2* x^3+48580*c*g*p^2*q*r^4*x^2-44028*c*g*p^2*q*r^3*x^3+17915*c*g*p^2*r^5*x^2-38144 *c*g*p^2*r^4*x^3+710*c*g*p*q^5*r*x^2+4560*c*g*p*q^5*x^3+6615*c*g*p*q^4*r^2*x^2+ 18415*c*g*p*q^4*r*x^3+23020*c*g*p*q^3*r^3*x^2+11984*c*g*p*q^3*r^2*x^3+37550*c*g *p*q^2*r^4*x^2-44028*c*g*p*q^2*r^3*x^3+28950*c*g*p*q*r^5*x^2-76288*c*g*p*q*r^4* x^3+8515*c*g*p*r^6*x^2-34131*c*g*p*r^5*x^3+35*c*g*q^6*r*x^2+760*c*g*q^6*x^3+658 *c*g*q^5*r^2*x^2+3683*c*g*q^5*r*x^3+3590*c*g*q^4*r^3*x^2+2996*c*g*q^4*r^2*x^3+ 8840*c*g*q^3*r^4*x^2-14676*c*g*q^3*r^3*x^3+11035*c*g*q^2*r^5*x^2-38144*c*g*q^2* r^4*x^3+6830*c*g*q*r^6*x^2-34131*c*g*q*r^5*x^3+1668*c*g*r^7*x^2-10736*c*g*r^6*x ^3+105*c*p^7*r*x^2+144*c*p^7*x^3+633*c*p^6*q*r*x^2+1008*c*p^6*q*x^3+900*c*p^6*r ^2*x^2+768*c*p^6*r*x^3+1593*c*p^5*q^2*r*x^2+3024*c*p^5*q^2*x^3+4608*c*p^5*q*r^2 *x^2+4608*c*p^5*q*r*x^3+3276*c*p^5*r^3*x^2+462*c*p^5*r^2*x^3+2145*c*p^4*q^3*r*x ^2+5040*c*p^4*q^3*x^3+9540*c*p^4*q^2*r^2*x^2+11520*c*p^4*q^2*r*x^3+13860*c*p^4* q*r^3*x^2+2310*c*p^4*q*r^2*x^3+6555*c*p^4*r^4*x^2-5568*c*p^4*r^3*x^3+1635*c*p^3 *q^4*r*x^2+5040*c*p^3*q^4*x^3+10080*c*p^3*q^3*r^2*x^2+15360*c*p^3*q^3*r*x^3+ 22680*c*p^3*q^2*r^3*x^2+4620*c*p^3*q^2*r^2*x^3+22020*c*p^3*q*r^4*x^2-22272*c*p^ 3*q*r^3*x^3+7785*c*p^3*r^5*x^2-17112*c*p^3*r^4*x^3+675*c*p^2*q^5*r*x^2+3024*c*p ^2*q^5*x^3+5580*c*p^2*q^4*r^2*x^2+11520*c*p^2*q^4*r*x^3+17640*c*p^2*q^3*r^3*x^2 +4620*c*p^2*q^3*r^2*x^3+26730*c*p^2*q^2*r^4*x^2-33408*c*p^2*q^2*r^3*x^3+19485*c *p^2*q*r^5*x^2-51336*c*p^2*q*r^4*x^3+5490*c*p^2*r^6*x^2-21804*c*p^2*r^5*x^3+123 *c*p*q^6*r*x^2+1008*c*p*q^6*x^3+1440*c*p*q^5*r^2*x^2+4608*c*p*q^5*r*x^3+6300*c* p*q^4*r^3*x^2+2310*c*p*q^4*r^2*x^3+13620*c*p*q^3*r^4*x^2-22272*c*p*q^3*r^3*x^3+ 15615*c*p*q^2*r^5*x^2-51336*c*p*q^2*r^4*x^3+9108*c*p*q*r^6*x^2-43608*c*p*q*r^5* x^3+2130*c*p*r^7*x^2-13254*c*p*r^6*x^3+3*c*q^7*r*x^2+144*c*q^7*x^3+108*c*q^6*r^ 2*x^2+768*c*q^6*r*x^3+756*c*q^5*r^3*x^2+462*c*q^5*r^2*x^3+2355*c*q^4*r^4*x^2-\ 5568*c*q^4*r^3*x^3+3915*c*q^3*r^5*x^2-17112*c*q^3*r^4*x^3+3618*c*q^2*r^6*x^2-\ 21804*c*q^2*r^5*x^3+1758*c*q*r^7*x^2-13254*c*q*r^6*x^3+351*c*r^8*x^2-3156*c*r^7 *x^3+5*g^6*p^2*r*x^2+8*g^6*p^2*x^3+6*g^6*p*q*r*x^2+16*g^6*p*q*x^3+15*g^6*p*r^2* x^2+27*g^6*p*r*x^3+g^6*q^2*r*x^2+8*g^6*q^2*x^3+6*g^6*q*r^2*x^2+27*g^6*q*r*x^3+ 12*g^6*r^3*x^2+34*g^6*r^2*x^3+31*g^5*p^3*r*x^2+48*g^5*p^3*x^3+67*g^5*p^2*q*r*x^ 2+144*g^5*p^2*q*x^3+128*g^5*p^2*r^2*x^2+180*g^5*p^2*r*x^3+41*g^5*p*q^2*r*x^2+ 144*g^5*p*q^2*x^3+168*g^5*p*q*r^2*x^2+360*g^5*p*q*r*x^3+178*g^5*p*r^3*x^2+248*g ^5*p*r^2*x^3+5*g^5*q^3*r*x^2+48*g^5*q^3*x^3+40*g^5*q^2*r^2*x^2+180*g^5*q^2*r*x^ 3+110*g^5*q*r^3*x^2+248*g^5*q*r^2*x^3+81*g^5*r^4*x^2+64*g^5*r^3*x^3+80*g^4*p^4* r*x^2+120*g^4*p^4*x^3+250*g^4*p^3*q*r*x^2+480*g^4*p^3*q*x^3+420*g^4*p^3*r^2*x^2 +497*g^4*p^3*r*x^3+270*g^4*p^2*q^2*r*x^2+720*g^4*p^2*q^2*x^3+945*g^4*p^2*q*r^2* x^2+1491*g^4*p^2*q*r*x^3+825*g^4*p^2*r^3*x^2+659*g^4*p^2*r^2*x^3+110*g^4*p*q^3* r*x^2+480*g^4*p*q^3*x^3+630*g^4*p*q^2*r^2*x^2+1491*g^4*p*q^2*r*x^3+1200*g^4*p*q *r^3*x^2+1318*g^4*p*q*r^2*x^3+710*g^4*p*r^4*x^2-4*g^4*p*r^3*x^3+10*g^4*q^4*r*x^ 2+120*g^4*q^4*x^3+105*g^4*q^3*r^2*x^2+497*g^4*q^3*r*x^3+375*g^4*q^2*r^3*x^2+659 *g^4*q^2*r^2*x^3+505*g^4*q*r^4*x^2-4*g^4*q*r^3*x^3+225*g^4*r^5*x^2-328*g^4*r^4* x^3+110*g^3*p^5*r*x^2+160*g^3*p^5*x^3+450*g^3*p^4*q*r*x^2+800*g^3*p^4*q*x^3+700 *g^3*p^4*r^2*x^2+728*g^3*p^4*r*x^3+700*g^3*p^3*q^2*r*x^2+1600*g^3*p^3*q^2*x^3+ 2240*g^3*p^3*q*r^2*x^2+2912*g^3*p^3*q*r*x^3+1770*g^3*p^3*r^3*x^2+850*g^3*p^3*r^ 2*x^3+500*g^3*p^2*q^3*r*x^2+1600*g^3*p^2*q^3*x^3+2520*g^3*p^2*q^2*r^2*x^2+4368* g^3*p^2*q^2*r*x^3+4170*g^3*p^2*q*r^3*x^2+2550*g^3*p^2*q*r^2*x^3+2210*g^3*p^2*r^ 4*x^2-952*g^3*p^2*r^3*x^3+150*g^3*p*q^4*r*x^2+800*g^3*p*q^4*x^3+1120*g^3*p*q^3* r^2*x^2+2912*g^3*p*q^3*r*x^3+3030*g^3*p*q^2*r^3*x^2+2550*g^3*p*q^2*r^2*x^3+3420 *g^3*p*q*r^4*x^2-1904*g^3*p*q*r^3*x^3+1360*g^3*p*r^5*x^2-2516*g^3*p*r^4*x^3+10* g^3*q^5*r*x^2+160*g^3*q^5*x^3+140*g^3*q^4*r^2*x^2+728*g^3*q^4*r*x^3+630*g^3*q^3 *r^3*x^2+850*g^3*q^3*r^2*x^3+1210*g^3*q^2*r^4*x^2-952*g^3*q^2*r^3*x^3+1040*g^3* q*r^5*x^2-2516*g^3*q*r^4*x^3+330*g^3*r^6*x^2-1282*g^3*r^5*x^3+85*g^2*p^6*r*x^2+ 120*g^2*p^6*x^3+430*g^2*p^5*q*r*x^2+720*g^2*p^5*q*x^3+635*g^2*p^5*r^2*x^2+597*g ^2*p^5*r*x^3+875*g^2*p^4*q^2*r*x^2+1800*g^2*p^4*q^2*x^3+2640*g^2*p^4*q*r^2*x^2+ 2985*g^2*p^4*q*r*x^3+1960*g^2*p^4*r^3*x^2+566*g^2*p^4*r^2*x^3+900*g^2*p^3*q^3*r *x^2+2400*g^2*p^3*q^3*x^3+4210*g^2*p^3*q^2*r^2*x^2+5970*g^2*p^3*q^2*r*x^3+6440* g^2*p^3*q*r^3*x^2+2264*g^2*p^3*q*r^2*x^3+3190*g^2*p^3*r^4*x^2-2152*g^2*p^3*r^3* x^3+475*g^2*p^2*q^4*r*x^2+1800*g^2*p^2*q^4*x^3+3140*g^2*p^2*q^3*r^2*x^2+5970*g^ 2*p^2*q^3*r*x^3+7560*g^2*p^2*q^2*r^3*x^2+3396*g^2*p^2*q^2*r^2*x^3+7780*g^2*p^2* q*r^4*x^2-6456*g^2*p^2*q*r^3*x^3+2885*g^2*p^2*r^5*x^2-5952*g^2*p^2*r^4*x^3+110* g^2*p*q^5*r*x^2+720*g^2*p*q^5*x^3+1035*g^2*p*q^4*r^2*x^2+2985*g^2*p*q^4*r*x^3+ 3640*g^2*p*q^3*r^3*x^2+2264*g^2*p*q^3*r^2*x^3+5990*g^2*p*q^2*r^4*x^2-6456*g^2*p *q^2*r^3*x^3+4650*g^2*p*q*r^5*x^2-11904*g^2*p*q*r^4*x^3+1375*g^2*p*r^6*x^2-5449 *g^2*p*r^5*x^3+5*g^2*q^6*r*x^2+120*g^2*q^6*x^3+100*g^2*q^5*r^2*x^2+597*g^2*q^5* r*x^3+560*g^2*q^4*r^3*x^2+566*g^2*q^4*r^2*x^3+1400*g^2*q^3*r^4*x^2-2152*g^2*q^3 *r^3*x^3+1765*g^2*q^2*r^5*x^2-5952*g^2*q^2*r^4*x^3+1100*g^2*q*r^6*x^2-5449*g^2* q*r^5*x^3+270*g^2*r^7*x^2-1738*g^2*r^6*x^3+35*g*p^7*r*x^2+48*g*p^7*x^3+211*g*p^ 6*q*r*x^2+336*g*p^6*q*x^3+300*g*p^6*r^2*x^2+260*g*p^6*r*x^3+531*g*p^5*q^2*r*x^2 +1008*g*p^5*q^2*x^3+1536*g*p^5*q*r^2*x^2+1560*g*p^5*q*r*x^3+1092*g*p^5*r^3*x^2+ 182*g*p^5*r^2*x^3+715*g*p^4*q^3*r*x^2+1680*g*p^4*q^3*x^3+3180*g*p^4*q^2*r^2*x^2 +3900*g*p^4*q^2*r*x^3+4620*g*p^4*q*r^3*x^2+910*g*p^4*q*r^2*x^3+2185*g*p^4*r^4*x ^2-1784*g*p^4*r^3*x^3+545*g*p^3*q^4*r*x^2+1680*g*p^3*q^4*x^3+3360*g*p^3*q^3*r^2 *x^2+5200*g*p^3*q^3*r*x^3+7560*g*p^3*q^2*r^3*x^2+1820*g*p^3*q^2*r^2*x^3+7340*g* p^3*q*r^4*x^2-7136*g*p^3*q*r^3*x^3+2595*g*p^3*r^5*x^2-5620*g*p^3*r^4*x^3+225*g* p^2*q^5*r*x^2+1008*g*p^2*q^5*x^3+1860*g*p^2*q^4*r^2*x^2+3900*g*p^2*q^4*r*x^3+ 5880*g*p^2*q^3*r^3*x^2+1820*g*p^2*q^3*r^2*x^3+8910*g*p^2*q^2*r^4*x^2-10704*g*p^ 2*q^2*r^3*x^3+6495*g*p^2*q*r^5*x^2-16860*g*p^2*q*r^4*x^3+1830*g*p^2*r^6*x^2-\ 7228*g*p^2*r^5*x^3+41*g*p*q^6*r*x^2+336*g*p*q^6*x^3+480*g*p*q^5*r^2*x^2+1560*g* p*q^5*r*x^3+2100*g*p*q^4*r^3*x^2+910*g*p*q^4*r^2*x^3+4540*g*p*q^3*r^4*x^2-7136* g*p*q^3*r^3*x^3+5205*g*p*q^2*r^5*x^2-16860*g*p*q^2*r^4*x^3+3036*g*p*q*r^6*x^2-\ 14456*g*p*q*r^5*x^3+710*g*p*r^7*x^2-4418*g*p*r^6*x^3+g*q^7*r*x^2+48*g*q^7*x^3+ 36*g*q^6*r^2*x^2+260*g*q^6*r*x^3+252*g*q^5*r^3*x^2+182*g*q^5*r^2*x^3+785*g*q^4* r^4*x^2-1784*g*q^4*r^3*x^3+1305*g*q^3*r^5*x^2-5620*g*q^3*r^4*x^3+1206*g*q^2*r^6 *x^2-7228*g*q^2*r^5*x^3+586*g*q*r^7*x^2-4418*g*q*r^6*x^3+117*g*r^8*x^2-1056*g*r ^7*x^3+6*p^8*r*x^2+8*p^8*x^3+42*p^7*q*r*x^2+64*p^7*q*x^3+58*p^7*r^2*x^2+47*p^7* r*x^3+126*p^6*q^2*r*x^2+224*p^6*q^2*x^3+353*p^6*q*r^2*x^2+329*p^6*q*r*x^3+243*p ^6*r^3*x^2+21*p^6*r^2*x^3+210*p^5*q^3*r*x^2+448*p^5*q^3*x^3+900*p^5*q^2*r^2*x^2 +987*p^5*q^2*r*x^3+1260*p^5*q*r^3*x^2+126*p^5*q*r^2*x^3+576*p^5*r^4*x^2-516*p^5 *r^3*x^3+210*p^4*q^4*r*x^2+560*p^4*q^4*x^3+1235*p^4*q^3*r^2*x^2+1645*p^4*q^3*r* x^3+2655*p^4*q^2*r^3*x^2+315*p^4*q^2*r^2*x^3+2475*p^4*q*r^4*x^2-2580*p^4*q*r^3* x^3+845*p^4*r^5*x^2-1856*p^4*r^4*x^3+126*p^3*q^5*r*x^2+448*p^3*q^5*x^3+970*p^3* q^4*r^2*x^2+1645*p^3*q^4*r*x^3+2880*p^3*q^3*r^3*x^2+420*p^3*q^3*r^2*x^3+4140*p^ 3*q^2*r^4*x^2-5160*p^3*q^2*r^3*x^3+2890*p^3*q*r^5*x^2-7424*p^3*q*r^4*x^3+786*p^ 3*r^6*x^2-3041*p^3*r^5*x^3+42*p^2*q^6*r*x^2+224*p^2*q^6*x^3+423*p^2*q^5*r^2*x^2 +987*p^2*q^5*r*x^3+1665*p^2*q^4*r^3*x^2+315*p^2*q^4*r^2*x^3+3330*p^2*q^3*r^4*x^ 2-5160*p^2*q^3*r^3*x^3+3600*p^2*q^2*r^5*x^2-11136*p^2*q^2*r^4*x^3+2007*p^2*q*r^ 6*x^2-9123*p^2*q*r^5*x^3+453*p^2*r^7*x^2-2699*p^2*r^6*x^3+6*p*q^7*r*x^2+64*p*q^ 7*x^3+88*p*q^6*r^2*x^2+329*p*q^6*r*x^3+468*p*q^5*r^3*x^2+126*p*q^5*r^2*x^3+1260 *p*q^4*r^4*x^2-2580*p*q^4*r^3*x^3+1910*p*q^3*r^5*x^2-7424*p*q^3*r^4*x^3+1656*p* q^2*r^6*x^2-9123*p*q^2*r^5*x^3+768*p*q*r^7*x^2-5398*p*q*r^6*x^3+148*p*r^8*x^2-\ 1258*p*r^7*x^3+8*q^8*x^3+5*q^7*r^2*x^2+47*q^7*r*x^3+45*q^6*r^3*x^2+21*q^6*r^2*x ^3+171*q^5*r^4*x^2-516*q^5*r^3*x^3+355*q^4*r^5*x^2-1856*q^4*r^4*x^3+435*q^3*r^6 *x^2-3041*q^3*r^5*x^3+315*q^2*r^7*x^2-2699*q^2*r^6*x^3+125*q*r^8*x^2-1258*q*r^7 *x^3+21*r^9*x^2-242*r^8*x^3-384*a^6*c^2*x^2-64*a^6*c*p*r*x-576*a^6*c*p*x^2-384* a^6*c*q*x^2-32*a^6*c*r^2*x-816*a^6*c*r*x^2+64*a^6*c*x^3-48*a^6*p^2*r*x-192*a^6* p^2*x^2-32*a^6*p*q*r*x-288*a^6*p*q*x^2-120*a^6*p*r^2*x-592*a^6*p*r*x^2+32*a^6*p *x^3-96*a^6*q^2*x^2-16*a^6*q*r^2*x-408*a^6*q*r*x^2+32*a^6*q*x^3-72*a^6*r^3*x-\ 648*a^6*r^2*x^2-16*a^6*r*x^3-128*a^5*b*c^2*r*x-2304*a^5*b*c^2*x^2-448*a^5*b*c*p *r*x-3264*a^5*b*c*p*x^2-64*a^5*b*c*q*r*x-2112*a^5*b*c*q*x^2-352*a^5*b*c*r^2*x-\ 4560*a^5*b*c*r*x^2+384*a^5*b*c*x^3-256*a^5*b*p^2*r*x-1056*a^5*b*p^2*x^2-160*a^5 *b*p*q*r*x-1536*a^5*b*p*q*x^2-640*a^5*b*p*r^2*x-3200*a^5*b*p*r*x^2+192*a^5*b*p* x^3-480*a^5*b*q^2*x^2-80*a^5*b*q*r^2*x-2096*a^5*b*q*r*x^2+192*a^5*b*q*x^3-384*a ^5*b*r^3*x-3408*a^5*b*r^2*x^2-96*a^5*b*r*x^3-256*a^5*c^3*r*x-4416*a^5*c^3*x^2-\ 64*a^5*c^2*g*r*x-1728*a^5*c^2*g*x^2-992*a^5*c^2*p*r*x-8256*a^5*c^2*p*x^2-256*a^ 5*c^2*q*r*x-5856*a^5*c^2*q*x^2-752*a^5*c^2*r^2*x-9760*a^5*c^2*r*x^2+4096*a^5*c^ 2*x^3-320*a^5*c*g*p*r*x-2496*a^5*c*g*p*x^2-32*a^5*c*g*q*r*x-1632*a^5*c*g*q*x^2-\ 224*a^5*c*g*r^2*x-3504*a^5*c*g*r*x^2+288*a^5*c*g*x^3-896*a^5*c*p^2*r*x-4752*a^5 *c*p^2*x^2-736*a^5*c*p*q*r*x-7296*a^5*c*p*q*x^2-1952*a^5*c*p*r^2*x-11000*a^5*c* p*r*x^2+4032*a^5*c*p*x^3-64*a^5*c*q^2*r*x-2544*a^5*c*q^2*x^2-496*a^5*c*q*r^2*x-\ 8528*a^5*c*q*r*x^2+4032*a^5*c*q*x^3-1056*a^5*c*r^3*x-8448*a^5*c*r^2*x^2+6448*a^ 5*c*r*x^3-200*a^5*g*p^2*r*x-816*a^5*g*p^2*x^2-128*a^5*g*p*q*r*x-1200*a^5*g*p*q* x^2-500*a^5*g*p*r^2*x-2488*a^5*g*p*r*x^2+144*a^5*g*p*x^3-384*a^5*g*q^2*x^2-64*a ^5*g*q*r^2*x-1660*a^5*g*q*r*x^2+144*a^5*g*q*x^3-300*a^5*g*r^3*x-2676*a^5*g*r^2* x^2-72*a^5*g*r*x^3-216*a^5*p^3*r*x-864*a^5*p^3*x^2-336*a^5*p^2*q*r*x-2088*a^5*p ^2*q*x^2-768*a^5*p^2*r^2*x-2876*a^5*p^2*r*x^2+992*a^5*p^2*x^3-120*a^5*p*q^2*r*x -1584*a^5*p*q^2*x^2-696*a^5*p*q*r^2*x-4700*a^5*p*q*r*x^2+1984*a^5*p*q*x^3-888*a ^5*p*r^3*x-3528*a^5*p*r^2*x^2+3240*a^5*p*r*x^3-360*a^5*q^3*x^2-60*a^5*q^2*r^2*x -1824*a^5*q^2*r*x^2+992*a^5*q^2*x^3-360*a^5*q*r^3*x-3480*a^5*q*r^2*x^2+3240*a^5 *q*r*x^3-336*a^5*r^4*x-1248*a^5*r^3*x^2+3940*a^5*r^2*x^3-576*a^4*b^2*c^2*r*x-\ 5760*a^4*b^2*c^2*x^2-1216*a^4*b^2*c*p*r*x-7680*a^4*b^2*c*p*x^2-256*a^4*b^2*c*q* r*x-4800*a^4*b^2*c*q*x^2-1168*a^4*b^2*c*r^2*x-10560*a^4*b^2*c*r*x^2+960*a^4*b^2 *c*x^3-560*a^4*b^2*p^2*r*x-2400*a^4*b^2*p^2*x^2-320*a^4*b^2*p*q*r*x-3360*a^4*b^ 2*p*q*x^2-1400*a^4*b^2*p*r^2*x-7120*a^4*b^2*p*r*x^2+480*a^4*b^2*p*x^3-960*a^4*b ^2*q^2*x^2-160*a^4*b^2*q*r^2*x-4360*a^4*b^2*q*r*x^2+480*a^4*b^2*q*x^3-840*a^4*b ^2*r^3*x-7320*a^4*b^2*r^2*x^2-240*a^4*b^2*r*x^3-1984*a^4*b*c^3*r*x-21696*a^4*b* c^3*x^2-704*a^4*b*c^2*g*r*x-8640*a^4*b*c^2*g*x^2-5440*a^4*b*c^2*p*r*x-39072*a^4 *b*c^2*p*x^2-1728*a^4*b*c^2*q*r*x-27072*a^4*b*c^2*q*x^2-5008*a^4*b*c^2*r^2*x-\ 45024*a^4*b*c^2*r*x^2+20480*a^4*b*c^2*x^3-1760*a^4*b*c*g*p*r*x-11808*a^4*b*c*g* p*x^2-320*a^4*b*c*g*q*r*x-7488*a^4*b*c*g*q*x^2-1576*a^4*b*c*g*r^2*x-16344*a^4*b *c*g*r*x^2+1440*a^4*b*c*g*x^3-4240*a^4*b*c*p^2*r*x-22032*a^4*b*c*p^2*x^2-3488*a ^4*b*c*p*q*r*x-33024*a^4*b*c*p*q*x^2-9472*a^4*b*c*p*r^2*x-49920*a^4*b*c*p*r*x^2 +20160*a^4*b*c*p*x^3-368*a^4*b*c*q^2*r*x-10992*a^4*b*c*q^2*x^2-2704*a^4*b*c*q*r ^2*x-37560*a^4*b*c*q*r*x^2+20160*a^4*b*c*q*x^3-5232*a^4*b*c*r^3*x-36240*a^4*b*c *r^2*x^2+32240*a^4*b*c*r*x^3-888*a^4*b*g*p^2*r*x-3744*a^4*b*g*p^2*x^2-528*a^4*b *g*p*q*r*x-5328*a^4*b*g*p*q*x^2-2220*a^4*b*g*p*r^2*x-11208*a^4*b*g*p*r*x^2+720* a^4*b*g*p*x^3-1584*a^4*b*g*q^2*x^2-264*a^4*b*g*q*r^2*x-7068*a^4*b*g*q*r*x^2+720 *a^4*b*g*q*x^3-1332*a^4*b*g*r^3*x-11700*a^4*b*g*r^2*x^2-360*a^4*b*g*r*x^3-960*a ^4*b*p^3*r*x-3960*a^4*b*p^3*x^2-1440*a^4*b*p^2*q*r*x-9360*a^4*b*p^2*q*x^2-3420* a^4*b*p^2*r^2*x-12968*a^4*b*p^2*r*x^2+4960*a^4*b*p^2*x^3-480*a^4*b*p*q^2*r*x-\ 6840*a^4*b*p*q^2*x^2-3000*a^4*b*p*q*r^2*x-20676*a^4*b*p*q*r*x^2+9920*a^4*b*p*q* x^3-3960*a^4*b*p*r^3*x-15264*a^4*b*p*r^2*x^2+16200*a^4*b*p*r*x^3-1440*a^4*b*q^3 *x^2-240*a^4*b*q^2*r^2*x-7708*a^4*b*q^2*r*x^2+4960*a^4*b*q^2*x^3-1560*a^4*b*q*r ^3*x-15024*a^4*b*q*r^2*x^2+16200*a^4*b*q*r*x^3-1500*a^4*b*r^4*x-5088*a^4*b*r^3* x^2+19700*a^4*b*r^2*x^3-1664*a^4*c^4*r*x-19392*a^4*c^4*x^2-1248*a^4*c^3*g*r*x-\ 16032*a^4*c^3*g*x^2-5792*a^4*c^3*p*r*x-44640*a^4*c^3*p*x^2-2112*a^4*c^3*q*r*x-\ 32352*a^4*c^3*q*x^2-5200*a^4*c^3*r^2*x-46784*a^4*c^3*r*x^2+32256*a^4*c^3*x^3-\ 208*a^4*c^2*g^2*r*x-3168*a^4*c^2*g^2*x^2-3840*a^4*c^2*g*p*r*x-29280*a^4*c^2*g*p *x^2-1120*a^4*c^2*g*q*r*x-20448*a^4*c^2*g*q*x^2-3320*a^4*c^2*g*r^2*x-34096*a^4* c^2*g*r*x^2+15200*a^4*c^2*g*x^3-6368*a^4*c^2*p^2*r*x-36336*a^4*c^2*p^2*x^2-5952 *a^4*c^2*p*q*r*x-56256*a^4*c^2*p*q*x^2-13520*a^4*c^2*p*r^2*x-72608*a^4*c^2*p*r* x^2+45760*a^4*c^2*p*x^3-864*a^4*c^2*q^2*r*x-19920*a^4*c^2*q^2*x^2-4928*a^4*c^2* q*r^2*x-58632*a^4*c^2*q*r*x^2+45760*a^4*c^2*q*x^3-7152*a^4*c^2*r^3*x-43016*a^4* c^2*r^2*x^2+68936*a^4*c^2*r*x^3-624*a^4*c*g^2*p*r*x-4416*a^4*c*g^2*p*x^2-96*a^4 *c*g^2*q*r*x-2832*a^4*c*g^2*q*x^2-520*a^4*c*g^2*r^2*x-6144*a^4*c*g^2*r*x^2+528* a^4*c*g^2*x^3-3168*a^4*c*g*p^2*r*x-16632*a^4*c*g*p^2*x^2-2592*a^4*c*g*p*q*r*x-\ 25152*a^4*c*g*p*q*x^2-7012*a^4*c*g*p*r^2*x-37980*a^4*c*g*p*r*x^2+14960*a^4*c*g* p*x^3-248*a^4*c*g*q^2*r*x-8520*a^4*c*g*q^2*x^2-1904*a^4*c*g*q*r^2*x-28928*a^4*c *g*q*r*x^2+14960*a^4*c*g*q*x^3-3844*a^4*c*g*r^3*x-28188*a^4*c*g*r^2*x^2+23928*a ^4*c*g*r*x^3-2728*a^4*c*p^3*r*x-12600*a^4*c*p^3*x^2-4496*a^4*c*p^2*q*r*x-30552* a^4*c*p^2*q*x^2-9228*a^4*c*p^2*r^2*x-35836*a^4*c*p^2*r*x^2+21584*a^4*c*p^2*x^3-\ 1880*a^4*c*p*q^2*r*x-23304*a^4*c*p*q^2*x^2-9160*a^4*c*p*q*r^2*x-60000*a^4*c*p*q *r*x^2+43168*a^4*c*p*q*x^3-10272*a^4*c*p*r^3*x-33916*a^4*c*p*r^2*x^2+64600*a^4* c*p*r*x^3-112*a^4*c*q^3*r*x-5352*a^4*c*q^3*x^2-1340*a^4*c*q^2*r^2*x-24164*a^4*c *q^2*r*x^2+21584*a^4*c*q^2*x^3-4664*a^4*c*q*r^3*x-35240*a^4*c*q*r^2*x^2+64600*a ^4*c*q*r*x^3-3772*a^4*c*r^4*x-8516*a^4*c*r^3*x^2+55800*a^4*c*r^2*x^3-340*a^4*g^ 2*p^2*r*x-1416*a^4*g^2*p^2*x^2-208*a^4*g^2*p*q*r*x-2040*a^4*g^2*p*q*x^2-850*a^4 *g^2*p*r^2*x-4268*a^4*g^2*p*r*x^2+264*a^4*g^2*p*x^3-624*a^4*g^2*q^2*x^2-104*a^4 *g^2*q*r^2*x-2750*a^4*g^2*q*r*x^2+264*a^4*g^2*q*x^3-510*a^4*g^2*r^3*x-4506*a^4* g^2*r^2*x^2-132*a^4*g^2*r*x^3-736*a^4*g*p^3*r*x-3000*a^4*g*p^3*x^2-1120*a^4*g*p ^2*q*r*x-7152*a^4*g*p^2*q*x^2-2620*a^4*g*p^2*r^2*x-9868*a^4*g*p^2*r*x^2+3680*a^ 4*g*p^2*x^3-384*a^4*g*p*q^2*r*x-5304*a^4*g*p*q^2*x^2-2328*a^4*g*p*q*r^2*x-15900 *a^4*g*p*q*r*x^2+7360*a^4*g*p*q*x^3-3032*a^4*g*p*r^3*x-11768*a^4*g*p*r^2*x^2+ 12024*a^4*g*p*r*x^3-1152*a^4*g*q^3*x^2-192*a^4*g*q^2*r^2*x-6032*a^4*g*q^2*r*x^2 +3680*a^4*g*q^2*x^3-1208*a^4*g*q*r^3*x-11640*a^4*g*q*r^2*x^2+12024*a^4*g*q*r*x^ 3-1148*a^4*g*r^4*x-3992*a^4*g*r^3*x^2+14628*a^4*g*r^2*x^3-396*a^4*p^4*r*x-1584* a^4*p^4*x^2-968*a^4*p^3*q*r*x-5280*a^4*p^3*q*x^2-1826*a^4*p^3*r^2*x-5660*a^4*p^ 3*r*x^2+3384*a^4*p^3*x^3-748*a^4*p^2*q^2*r*x-6336*a^4*p^2*q^2*x^2-3168*a^4*p^2* q*r^2*x-14592*a^4*p^2*q*r*x^2+10152*a^4*p^2*q*x^3-3102*a^4*p^2*r^3*x-6278*a^4*p ^2*r^2*x^2+15062*a^4*p^2*r*x^3-176*a^4*p*q^3*r*x-3168*a^4*p*q^3*x^2-1430*a^4*p* q^2*r^2*x-12204*a^4*p*q^2*r*x^2+10152*a^4*p*q^2*x^3-3432*a^4*p*q*r^3*x-13402*a^ 4*p*q*r^2*x^2+30124*a^4*p*q*r*x^3-2310*a^4*p*r^4*x-666*a^4*p*r^3*x^2+24864*a^4* p*r^2*x^3-528*a^4*q^4*x^2-88*a^4*q^3*r^2*x-3272*a^4*q^3*r*x^2+3384*a^4*q^3*x^3-\ 682*a^4*q^2*r^3*x-7124*a^4*q^2*r^2*x^2+15062*a^4*q^2*r*x^3-1232*a^4*q*r^4*x-\ 3378*a^4*q*r^3*x^2+24864*a^4*q*r^2*x^3-638*a^4*r^5*x+1536*a^4*r^4*x^2+12068*a^4 *r^3*x^3-1024*a^3*b^3*c^2*r*x-7680*a^3*b^3*c^2*x^2-1664*a^3*b^3*c*p*r*x-9600*a^ 3*b^3*c*p*x^2-384*a^3*b^3*c*q*r*x-5760*a^3*b^3*c*q*x^2-1792*a^3*b^3*c*r^2*x-\ 12960*a^3*b^3*c*r*x^2+1280*a^3*b^3*c*x^3-640*a^3*b^3*p^2*r*x-2880*a^3*b^3*p^2*x ^2-320*a^3*b^3*p*q*r*x-3840*a^3*b^3*p*q*x^2-1600*a^3*b^3*p*r^2*x-8320*a^3*b^3*p *r*x^2+640*a^3*b^3*p*x^3-960*a^3*b^3*q^2*x^2-160*a^3*b^3*q*r^2*x-4640*a^3*b^3*q *r*x^2+640*a^3*b^3*q*x^3-960*a^3*b^3*r^3*x-8160*a^3*b^3*r^2*x^2-320*a^3*b^3*r*x ^3-5056*a^3*b^2*c^3*r*x-42624*a^3*b^2*c^3*x^2-2016*a^3*b^2*c^2*g*r*x-17280*a^3* b^2*c^2*g*x^2-11392*a^3*b^2*c^2*p*r*x-73728*a^3*b^2*c^2*p*x^2-3904*a^3*b^2*c^2* q*r*x-49728*a^3*b^2*c^2*q*x^2-11744*a^3*b^2*c^2*r^2*x-82496*a^3*b^2*c^2*r*x^2+ 40960*a^3*b^2*c^2*x^3-3680*a^3*b^2*c*g*p*r*x-22272*a^3*b^2*c*g*p*x^2-800*a^3*b^ 2*c*g*q*r*x-13632*a^3*b^2*c*g*q*x^2-3776*a^3*b^2*c*g*r^2*x-30336*a^3*b^2*c*g*r* x^2+2880*a^3*b^2*c*g*x^3-7888*a^3*b^2*c*p^2*r*x-40608*a^3*b^2*c*p^2*x^2-6368*a^ 3*b^2*c*p*q*r*x-59136*a^3*b^2*c*p*q*x^2-18016*a^3*b^2*c*p*r^2*x-89680*a^3*b^2*c *p*r*x^2+40320*a^3*b^2*c*p*x^3-720*a^3*b^2*c*q^2*r*x-18528*a^3*b^2*c*q^2*x^2-\ 5504*a^3*b^2*c*q*r^2*x-64960*a^3*b^2*c*q*r*x^2+40320*a^3*b^2*c*q*x^3-10128*a^3* b^2*c*r^3*x-60480*a^3*b^2*c*r^2*x^2+64480*a^3*b^2*c*r*x^3-1552*a^3*b^2*g*p^2*r* x-6816*a^3*b^2*g*p^2*x^2-832*a^3*b^2*g*p*q*r*x-9312*a^3*b^2*g*p*q*x^2-3880*a^3* b^2*g*p*r^2*x-19952*a^3*b^2*g*p*r*x^2+1440*a^3*b^2*g*p*x^3-2496*a^3*b^2*g*q^2*x ^2-416*a^3*b^2*g*q*r^2*x-11672*a^3*b^2*g*q*r*x^2+1440*a^3*b^2*g*q*x^3-2328*a^3* b^2*g*r^3*x-20040*a^3*b^2*g*r^2*x^2-720*a^3*b^2*g*r*x^3-1680*a^3*b^2*p^3*r*x-\ 7200*a^3*b^2*p^3*x^2-2400*a^3*b^2*p^2*q*r*x-16560*a^3*b^2*p^2*q*x^2-6000*a^3*b^ 2*p^2*r^2*x-23112*a^3*b^2*p^2*r*x^2+9920*a^3*b^2*p^2*x^3-720*a^3*b^2*p*q^2*r*x-\ 11520*a^3*b^2*p*q^2*x^2-5040*a^3*b^2*p*q*r^2*x-35704*a^3*b^2*p*q*r*x^2+19840*a^ 3*b^2*p*q*x^3-6960*a^3*b^2*p*r^3*x-25776*a^3*b^2*p*r^2*x^2+32400*a^3*b^2*p*r*x^ 3-2160*a^3*b^2*q^3*x^2-360*a^3*b^2*q^2*r^2*x-12592*a^3*b^2*q^2*r*x^2+9920*a^3*b ^2*q^2*x^3-2640*a^3*b^2*q*r^3*x-25296*a^3*b^2*q*r^2*x^2+32400*a^3*b^2*q*r*x^3-\ 2640*a^3*b^2*r^4*x-7872*a^3*b^2*r^3*x^2+39400*a^3*b^2*r^2*x^3-8256*a^3*b*c^4*r* x-75648*a^3*b*c^4*x^2-6688*a^3*b*c^3*g*r*x-63168*a^3*b*c^3*g*x^2-24320*a^3*b*c^ 3*p*r*x-169152*a^3*b*c^3*p*x^2-9536*a^3*b*c^3*q*r*x-120000*a^3*b*c^3*q*x^2-\ 24288*a^3*b*c^3*r^2*x-171520*a^3*b*c^3*r*x^2+129024*a^3*b*c^3*x^3-1280*a^3*b*c^ 2*g^2*r*x-12672*a^3*b*c^2*g^2*x^2-16352*a^3*b*c^2*g*p*r*x-111168*a^3*b*c^2*g*p* x^2-5376*a^3*b*c^2*g*q*r*x-75840*a^3*b*c^2*g*q*x^2-16144*a^3*b*c^2*g*r^2*x-\ 126008*a^3*b*c^2*g*r*x^2+60800*a^3*b*c^2*g*x^3-24336*a^3*b*c^2*p^2*r*x-135360*a ^3*b*c^2*p^2*x^2-22720*a^3*b*c^2*p*q*r*x-205056*a^3*b*c^2*p*q*x^2-53200*a^3*b*c ^2*p*r^2*x-263304*a^3*b*c^2*p*r*x^2+183040*a^3*b*c^2*p*x^3-3504*a^3*b*c^2*q^2*r *x-69696*a^3*b*c^2*q^2*x^2-20688*a^3*b*c^2*q*r^2*x-207400*a^3*b*c^2*q*r*x^2+ 183040*a^3*b*c^2*q*x^3-28864*a^3*b*c^2*r^3*x-142936*a^3*b*c^2*r^2*x^2+275744*a^ 3*b*c^2*r*x^3-2640*a^3*b*c*g^2*p*r*x-16752*a^3*b*c*g^2*p*x^2-528*a^3*b*c*g^2*q* r*x-10416*a^3*b*c*g^2*q*x^2-2576*a^3*b*c*g^2*r^2*x-22980*a^3*b*c*g^2*r*x^2+2112 *a^3*b*c*g^2*x^3-11944*a^3*b*c*g*p^2*r*x-61824*a^3*b*c*g*p^2*x^2-9696*a^3*b*c*g *p*q*r*x-91200*a^3*b*c*g*p*q*x^2-27032*a^3*b*c*g*p*r^2*x-137968*a^3*b*c*g*p*r*x ^2+59840*a^3*b*c*g*p*x^3-1048*a^3*b*c*g*q^2*r*x-29376*a^3*b*c*g*q^2*x^2-7992*a^ 3*b*c*g*q*r^2*x-101760*a^3*b*c*g*q*r*x^2+59840*a^3*b*c*g*q*x^3-15088*a^3*b*c*g* r^3*x-96240*a^3*b*c*g*r^2*x^2+95712*a^3*b*c*g*r*x^3-9920*a^3*b*c*p^3*r*x-46464* a^3*b*c*p^3*x^2-15952*a^3*b*c*p^2*q*r*x-110400*a^3*b*c*p^2*q*x^2-33848*a^3*b*c* p^2*r^2*x-129316*a^3*b*c*p^2*r*x^2+86336*a^3*b*c*p^2*x^3-6432*a^3*b*c*p*q^2*r*x -81408*a^3*b*c*p*q^2*x^2-33152*a^3*b*c*p*q*r^2*x-211944*a^3*b*c*p*q*r*x^2+ 172672*a^3*b*c*p*q*x^3-37936*a^3*b*c*p*r^3*x-113284*a^3*b*c*p*r^2*x^2+258400*a^ 3*b*c*p*r*x^3-400*a^3*b*c*q^3*r*x-17472*a^3*b*c*q^3*x^2-4936*a^3*b*c*q^2*r^2*x-\ 82628*a^3*b*c*q^2*r*x^2+86336*a^3*b*c*q^2*x^3-17200*a^3*b*c*q*r^3*x-118580*a^3* b*c*q*r^2*x^2+258400*a^3*b*c*q*r*x^3-14008*a^3*b*c*r^4*x-22696*a^3*b*c*r^3*x^2+ 223200*a^3*b*c*r^2*x^3-1208*a^3*b*g^2*p^2*r*x-5208*a^3*b*g^2*p^2*x^2-680*a^3*b* g^2*p*q*r*x-7248*a^3*b*g^2*p*q*x^2-3020*a^3*b*g^2*p*r^2*x-15400*a^3*b*g^2*p*r*x ^2+1056*a^3*b*g^2*p*x^3-2040*a^3*b*g^2*q^2*x^2-340*a^3*b*g^2*q*r^2*x-9328*a^3*b *g^2*q*r*x^2+1056*a^3*b*g^2*q*x^3-1812*a^3*b*g^2*r^3*x-15744*a^3*b*g^2*r^2*x^2-\ 528*a^3*b*g^2*r*x^3-2616*a^3*b*g*p^3*r*x-11016*a^3*b*g*p^3*x^2-3824*a^3*b*g*p^2 *q*r*x-25656*a^3*b*g*p^2*q*x^2-9332*a^3*b*g*p^2*r^2*x-35596*a^3*b*g*p^2*r*x^2+ 14720*a^3*b*g*p^2*x^3-1208*a^3*b*g*p*q^2*r*x-18264*a^3*b*g*p*q^2*x^2-8000*a^3*b *g*p*q*r^2*x-55848*a^3*b*g*p*q*r*x^2+29440*a^3*b*g*p*q*x^3-10816*a^3*b*g*p*r^3* x-40536*a^3*b*g*p*r^2*x^2+48096*a^3*b*g*p*r*x^3-3624*a^3*b*g*q^3*x^2-604*a^3*b* g*q^2*r^2*x-20252*a^3*b*g*q^2*r*x^2+14720*a^3*b*g*q^2*x^3-4176*a^3*b*g*q*r^3*x-\ 40024*a^3*b*g*q*r^2*x^2+48096*a^3*b*g*q*r*x^3-4100*a^3*b*g*r^4*x-12784*a^3*b*g* r^3*x^2+58512*a^3*b*g*r^2*x^3-1408*a^3*b*p^4*r*x-5808*a^3*b*p^4*x^2-3344*a^3*b* p^3*q*r*x-19008*a^3*b*p^3*q*x^2-6512*a^3*b*p^3*r^2*x-20410*a^3*b*p^3*r*x^2+ 13536*a^3*b*p^3*x^3-2464*a^3*b*p^2*q^2*r*x-22176*a^3*b*p^2*q^2*x^2-11000*a^3*b* p^2*q*r^2*x-51678*a^3*b*p^2*q*r*x^2+40608*a^3*b*p^2*q*x^3-11088*a^3*b*p^2*r^3*x -21076*a^3*b*p^2*r^2*x^2+60248*a^3*b*p^2*r*x^3-528*a^3*b*p*q^3*r*x-10560*a^3*b* p*q^3*x^2-4752*a^3*b*p*q^2*r^2*x-42126*a^3*b*p*q^2*r*x^2+40608*a^3*b*p*q^2*x^3-\ 11968*a^3*b*p*q*r^3*x-45536*a^3*b*p*q*r^2*x^2+120496*a^3*b*p*q*r*x^3-8272*a^3*b *p*r^4*x+276*a^3*b*p*r^3*x^2+99456*a^3*b*p*r^2*x^3-1584*a^3*b*q^4*x^2-264*a^3*b *q^3*r^2*x-10858*a^3*b*q^3*r*x^2+13536*a^3*b*q^3*x^3-2288*a^3*b*q^2*r^3*x-24460 *a^3*b*q^2*r^2*x^2+60248*a^3*b*q^2*r*x^3-4312*a^3*b*q*r^4*x-10572*a^3*b*q*r^3*x ^2+99456*a^3*b*q*r^2*x^3-2288*a^3*b*r^5*x+6750*a^3*b*r^4*x^2+48272*a^3*b*r^3*x^ 3-4352*a^3*c^5*r*x-42816*a^3*c^5*x^2-5408*a^3*c^4*g*r*x-54912*a^3*c^4*g*x^2-\ 16160*a^3*c^4*p*r*x-118272*a^3*c^4*p*x^2-6656*a^3*c^4*q*r*x-86112*a^3*c^4*q*x^2 -15696*a^3*c^4*r^2*x-113568*a^3*c^4*r*x^2+103872*a^3*c^4*x^3-2144*a^3*c^3*g^2*r *x-22800*a^3*c^3*g^2*x^2-17024*a^3*c^3*g*p*r*x-124224*a^3*c^3*g*p*x^2-6432*a^3* c^3*g*q*r*x-88800*a^3*c^3*g*q*x^2-16336*a^3*c^3*g*r^2*x-127560*a^3*c^3*g*r*x^2+ 94016*a^3*c^3*g*x^3-21408*a^3*c^3*p^2*r*x-124608*a^3*c^3*p^2*x^2-21216*a^3*c^3* p*q*r*x-192768*a^3*c^3*p*q*x^2-45616*a^3*c^3*p*r^2*x-226440*a^3*c^3*p*r*x^2+ 192896*a^3*c^3*p*x^3-3648*a^3*c^3*q^2*r*x-68160*a^3*c^3*q^2*x^2-19344*a^3*c^3*q *r^2*x-185192*a^3*c^3*q*r*x^2+192896*a^3*c^3*q*x^3-24208*a^3*c^3*r^3*x-108632*a ^3*c^3*r^2*x^2+275472*a^3*c^3*r*x^3-264*a^3*c^2*g^3*r*x-3024*a^3*c^2*g^3*x^2-\ 5704*a^3*c^2*g^2*p*r*x-40704*a^3*c^2*g^2*p*x^2-1776*a^3*c^2*g^2*q*r*x-28008*a^3 *c^2*g^2*q*x^2-5388*a^3*c^2*g^2*r^2*x-46644*a^3*c^2*g^2*r*x^2+22048*a^3*c^2*g^2 *x^3-17728*a^3*c^2*g*p^2*r*x-100032*a^3*c^2*g*p^2*x^2-16496*a^3*c^2*g*p*q*r*x-\ 152832*a^3*c^2*g*p*q*x^2-38276*a^3*c^2*g*p*r^2*x-196320*a^3*c^2*g*p*r*x^2+ 133200*a^3*c^2*g*p*x^3-2456*a^3*c^2*g*q^2*r*x-52800*a^3*c^2*g*q^2*x^2-14432*a^3 *c^2*g*q*r^2*x-156368*a^3*c^2*g*q*r*x^2+133200*a^3*c^2*g*q*x^3-20548*a^3*c^2*g* r^3*x-110456*a^3*c^2*g*r^2*x^2+200296*a^3*c^2*g*r*x^3-12912*a^3*c^2*p^3*r*x-\ 63360*a^3*c^2*p^3*x^2-21904*a^3*c^2*p^2*q*r*x-153216*a^3*c^2*p^2*q*x^2-42992*a^ 3*c^2*p^2*r^2*x-163460*a^3*c^2*p^2*r*x^2+133936*a^3*c^2*p^2*x^3-9824*a^3*c^2*p* q^2*r*x-116352*a^3*c^2*p*q^2*x^2-45016*a^3*c^2*p*q*r^2*x-275624*a^3*c^2*p*q*r*x ^2+267872*a^3*c^2*p*q*x^3-47248*a^3*c^2*p*r^3*x-123056*a^3*c^2*p*r^2*x^2+377672 *a^3*c^2*p*r*x^3-832*a^3*c^2*q^3*r*x-26496*a^3*c^2*q^3*x^2-8096*a^3*c^2*q^2*r^2 *x-112164*a^3*c^2*q^2*r*x^2+133936*a^3*c^2*q^2*x^3-23112*a^3*c^2*q*r^3*x-134452 *a^3*c^2*q*r^2*x^2+377672*a^3*c^2*q*r*x^3-17168*a^3*c^2*r^4*x-15368*a^3*c^2*r^3 *x^2+280488*a^3*c^2*r^2*x^3-616*a^3*c*g^3*p*r*x-4080*a^3*c*g^3*p*x^2-112*a^3*c* g^3*q*r*x-2568*a^3*c*g^3*q*x^2-572*a^3*c*g^3*r^2*x-5628*a^3*c*g^3*r*x^2+504*a^3 *c*g^3*x^3-4376*a^3*c*g^2*p^2*r*x-22812*a^3*c*g^2*p^2*x^2-3552*a^3*c*g^2*p*q*r* x-33984*a^3*c*g^2*p*q*x^2-9824*a^3*c*g^2*p*r^2*x-51334*a^3*c*g^2*p*r*x^2+21696* a^3*c*g^2*p*x^3-360*a^3*c*g^2*q^2*r*x-11172*a^3*c*g^2*q^2*x^2-2800*a^3*c*g^2*q* r^2*x-38392*a^3*c*g^2*q*r*x^2+21696*a^3*c*g^2*q*x^3-5448*a^3*c*g^2*r^3*x-36732* a^3*c*g^2*r^2*x^2+34708*a^3*c*g^2*r*x^3-7384*a^3*c*g*p^3*r*x-34440*a^3*c*g*p^3* x^2-11984*a^3*c*g*p^2*q*r*x-82512*a^3*c*g*p^2*q*x^2-25094*a^3*c*g*p^2*r^2*x-\ 96392*a^3*c*g*p^2*r*x^2+62736*a^3*c*g*p^2*x^3-4896*a^3*c*g*p*q^2*r*x-61704*a^3* c*g*p*q^2*x^2-24676*a^3*c*g*p*q*r^2*x-159540*a^3*c*g*p*q*r*x^2+125472*a^3*c*g*p *q*x^3-28036*a^3*c*g*p*r^3*x-86776*a^3*c*g*p*r^2*x^2+187382*a^3*c*g*p*r*x^3-296 *a^3*c*g*q^3*r*x-13632*a^3*c*g*q^3*x^2-3628*a^3*c*g*q^2*r^2*x-63148*a^3*c*g*q^2 *r*x^2+62736*a^3*c*g*q^2*x^3-12692*a^3*c*g*q*r^3*x-91068*a^3*c*g*q*r^2*x^2+ 187382*a^3*c*g*q*r*x^3-10326*a^3*c*g*r^4*x-18992*a^3*c*g*r^3*x^2+161692*a^3*c*g *r^2*x^3-3608*a^3*c*p^4*r*x-15660*a^3*c*p^4*x^2-8968*a^3*c*p^3*q*r*x-52032*a^3* c*p^3*q*x^2-16296*a^3*c*p^3*r^2*x-50858*a^3*c*p^3*r*x^2+41200*a^3*c*p^3*x^3-\ 7176*a^3*c*p^2*q^2*r*x-62136*a^3*c*p^2*q^2*x^2-29032*a^3*c*p^2*q*r^2*x-131666*a ^3*c*p^2*q*r*x^2+123600*a^3*c*p^2*q*x^3-27240*a^3*c*p^2*r^3*x-43448*a^3*c*p^2*r ^2*x^2+171782*a^3*c*p^2*r*x^3-1880*a^3*c*p*q^3*r*x-30816*a^3*c*p*q^3*x^2-14036* a^3*c*p*q^2*r^2*x-110758*a^3*c*p*q^2*r*x^2+123600*a^3*c*p*q^2*x^3-31160*a^3*c*p *q*r^3*x-98588*a^3*c*p*q*r^2*x^2+343564*a^3*c*p*q*r*x^3-20024*a^3*c*p*r^4*x+ 11806*a^3*c*p*r^3*x^2+245832*a^3*c*p*r^2*x^3-64*a^3*c*q^4*r*x-5052*a^3*c*q^4*x^ 2-1300*a^3*c*q^3*r^2*x-29950*a^3*c*q^3*r*x^2+41200*a^3*c*q^3*x^3-6860*a^3*c*q^2 *r^3*x-55140*a^3*c*q^2*r^2*x^2+171782*a^3*c*q^2*r*x^3-11096*a^3*c*q*r^4*x-14296 *a^3*c*q*r^3*x^2+245832*a^3*c*q*r^2*x^3-5472*a^3*c*r^5*x+20056*a^3*c*r^4*x^2+ 104744*a^3*c*r^3*x^3-302*a^3*g^3*p^2*r*x-1284*a^3*g^3*p^2*x^2-176*a^3*g^3*p*q*r *x-1812*a^3*g^3*p*q*x^2-755*a^3*g^3*p*r^2*x-3826*a^3*g^3*p*r*x^2+252*a^3*g^3*p* x^3-528*a^3*g^3*q^2*x^2-88*a^3*g^3*q*r^2*x-2377*a^3*g^3*q*r*x^2+252*a^3*g^3*q*x ^3-453*a^3*g^3*r^3*x-3963*a^3*g^3*r^2*x^2-126*a^3*g^3*r*x^3-982*a^3*g^2*p^3*r*x -4080*a^3*g^2*p^3*x^2-1460*a^3*g^2*p^2*q*r*x-9594*a^3*g^2*p^2*q*x^2-3500*a^3*g^ 2*p^2*r^2*x-13247*a^3*g^2*p^2*r*x^2+5336*a^3*g^2*p^2*x^3-478*a^3*g^2*p*q^2*r*x-\ 6948*a^3*g^2*p*q^2*x^2-3046*a^3*g^2*p*q*r^2*x-21035*a^3*g^2*p*q*r*x^2+10672*a^3 *g^2*p*q*x^3-4054*a^3*g^2*p*r^3*x-15314*a^3*g^2*p*r^2*x^2+17442*a^3*g^2*p*r*x^3 -1434*a^3*g^2*q^3*x^2-239*a^3*g^2*q^2*r^2*x-7788*a^3*g^2*q^2*r*x^2+5336*a^3*g^2 *q^2*x^3-1586*a^3*g^2*q*r^3*x-15206*a^3*g^2*q*r^2*x^2+17442*a^3*g^2*q*r*x^3-\ 1536*a^3*g^2*r^4*x-4936*a^3*g^2*r^3*x^2+21229*a^3*g^2*r^2*x^3-1058*a^3*g*p^4*r* x-4308*a^3*g*p^4*x^2-2544*a^3*g*p^3*q*r*x-14208*a^3*g*p^3*q*x^2-4887*a^3*g*p^3* r^2*x-15176*a^3*g*p^3*r*x^2+9820*a^3*g*p^3*x^3-1914*a^3*g*p^2*q^2*r*x-16776*a^3 *g*p^2*q^2*x^2-8350*a^3*g*p^2*q*r^2*x-38756*a^3*g*p^2*q*r*x^2+29460*a^3*g*p^2*q *x^3-8313*a^3*g*p^2*r^3*x-15959*a^3*g*p^2*r^2*x^2+43605*a^3*g*p^2*r*x^3-428*a^3 *g*p*q^3*r*x-8160*a^3*g*p*q^3*x^2-3677*a^3*g*p*q^2*r^2*x-31984*a^3*g*p*q^2*r*x^ 2+29460*a^3*g*p*q^2*x^3-9068*a^3*g*p*q*r^3*x-34565*a^3*g*p*q*r^2*x^2+87210*a^3* g*p*q*r*x^3-6197*a^3*g*p*r^4*x-269*a^3*g*p*r^3*x^2+71840*a^3*g*p*r^2*x^3-1284*a ^3*g*q^4*x^2-214*a^3*g*q^3*r^2*x-8404*a^3*g*q^3*r*x^2+9820*a^3*g*q^3*x^3-1763*a ^3*g*q^2*r^3*x-18606*a^3*g*q^2*r^2*x^2+43605*a^3*g*q^2*r*x^3-3262*a^3*g*q*r^4*x -8203*a^3*g*q*r^3*x^2+71840*a^3*g*q*r^2*x^3-1713*a^3*g*r^5*x+4822*a^3*g*r^4*x^2 +34698*a^3*g*r^3*x^3-378*a^3*p^5*r*x-1512*a^3*p^5*x^2-1260*a^3*p^4*q*r*x-6426*a ^3*p^4*q*x^2-2142*a^3*p^4*r^2*x-5771*a^3*p^4*r*x^2+4736*a^3*p^4*x^3-1512*a^3*p^ 3*q^2*r*x-10584*a^3*p^3*q^2*x^2-5544*a^3*p^3*q*r^2*x-20298*a^3*p^3*q*r*x^2+ 18944*a^3*p^3*q*x^3-4788*a^3*p^3*r^3*x-4596*a^3*p^3*r^2*x^2+25907*a^3*p^3*r*x^3 -756*a^3*p^2*q^3*r*x-8316*a^3*p^2*q^3*x^2-4725*a^3*p^2*q^2*r^2*x-26268*a^3*p^2* q^2*r*x^2+28416*a^3*p^2*q^2*x^3-9072*a^3*p^2*q*r^3*x-16704*a^3*p^2*q*r^2*x^2+ 77721*a^3*p^2*q*r*x^3-5292*a^3*p^2*r^4*x+7920*a^3*p^2*r^3*x^2+53372*a^3*p^2*r^2 *x^3-126*a^3*p*q^4*r*x-3024*a^3*p*q^4*x^2-1386*a^3*p*q^3*r^2*x-14726*a^3*p*q^3* r*x^2+18944*a^3*p*q^3*x^3-4914*a^3*p*q^2*r^3*x-19620*a^3*p*q^2*r^2*x^2+77721*a^ 3*p*q^2*r*x^3-6552*a^3*p*q*r^4*x+4593*a^3*p*q*r^3*x^2+106744*a^3*p*q*r^2*x^3-\ 2898*a^3*p*r^5*x+14104*a^3*p*r^4*x^2+43304*a^3*p*r^3*x^3-378*a^3*q^5*x^2-63*a^3 *q^4*r^2*x-2985*a^3*q^4*r*x^2+4736*a^3*q^4*x^3-630*a^3*q^3*r^3*x-7512*a^3*q^3*r ^2*x^2+25907*a^3*q^3*r*x^3-1701*a^3*q^2*r^4*x-3327*a^3*q^2*r^3*x^2+53372*a^3*q^ 2*r^2*x^3-1764*a^3*q*r^5*x+7425*a^3*q*r^4*x^2+43304*a^3*q*r^3*x^3-630*a^3*r^6*x +5847*a^3*r^5*x^2+10041*a^3*r^4*x^3-896*a^2*b^4*c^2*r*x-5760*a^2*b^4*c^2*x^2-\ 1216*a^2*b^4*c*p*r*x-6720*a^2*b^4*c*p*x^2-256*a^2*b^4*c*q*r*x-3840*a^2*b^4*c*q* x^2-1408*a^2*b^4*c*r^2*x-8880*a^2*b^4*c*r*x^2+960*a^2*b^4*c*x^3-400*a^2*b^4*p^2 *r*x-1920*a^2*b^4*p^2*x^2-160*a^2*b^4*p*q*r*x-2400*a^2*b^4*p*q*x^2-1000*a^2*b^4 *p*r^2*x-5360*a^2*b^4*p*r*x^2+480*a^2*b^4*p*x^3-480*a^2*b^4*q^2*x^2-80*a^2*b^4* q*r^2*x-2600*a^2*b^4*q*r*x^2+480*a^2*b^4*q*x^3-600*a^2*b^4*r^3*x-4920*a^2*b^4*r ^2*x^2-240*a^2*b^4*r*x^3-5824*a^2*b^3*c^3*r*x-41856*a^2*b^3*c^3*x^2-2464*a^2*b^ 3*c^2*g*r*x-17280*a^2*b^3*c^2*g*x^2-11456*a^2*b^3*c^2*p*r*x-69312*a^2*b^3*c^2*p *x^2-3904*a^2*b^3*c^2*q*r*x-45312*a^2*b^3*c^2*q*x^2-12704*a^2*b^3*c^2*r^2*x-\ 74944*a^2*b^3*c^2*r*x^2+40960*a^2*b^3*c^2*x^3-3680*a^2*b^3*c*g*p*r*x-20928*a^2* b^3*c*g*p*x^2-800*a^2*b^3*c*g*q*r*x-12288*a^2*b^3*c*g*q*x^2-4112*a^2*b^3*c*g*r^ 2*x-27984*a^2*b^3*c*g*r*x^2+2880*a^2*b^3*c*g*x^3-7184*a^2*b^3*c*p^2*r*x-37152*a ^2*b^3*c*p^2*x^2-5536*a^2*b^3*c*p*q*r*x-52224*a^2*b^3*c*p*q*x^2-16736*a^2*b^3*c *p*r^2*x-79520*a^2*b^3*c*p*r*x^2+40320*a^2*b^3*c*p*x^3-592*a^2*b^3*c*q^2*r*x-\ 15072*a^2*b^3*c*q^2*x^2-5248*a^2*b^3*c*q*r^2*x-54800*a^2*b^3*c*q*r*x^2+40320*a^ 2*b^3*c*q*x^3-9552*a^2*b^3*c*r^3*x-48480*a^2*b^3*c*r^2*x^2+64480*a^2*b^3*c*r*x^ 3-1328*a^2*b^3*g*p^2*r*x-6144*a^2*b^3*g*p^2*x^2-608*a^2*b^3*g*p*q*r*x-7968*a^2* b^3*g*p*q*x^2-3320*a^2*b^3*g*p*r^2*x-17488*a^2*b^3*g*p*r*x^2+1440*a^2*b^3*g*p*x ^3-1824*a^2*b^3*g*q^2*x^2-304*a^2*b^3*g*q*r^2*x-9208*a^2*b^3*g*q*r*x^2+1440*a^2 *b^3*g*q*x^3-1992*a^2*b^3*g*r^3*x-16680*a^2*b^3*g*r^2*x^2-720*a^2*b^3*g*r*x^3-\ 1440*a^2*b^3*p^3*r*x-6480*a^2*b^3*p^3*x^2-1920*a^2*b^3*p^2*q*r*x-14400*a^2*b^3* p^2*q*x^2-5160*a^2*b^3*p^2*r^2*x-20288*a^2*b^3*p^2*r*x^2+9920*a^2*b^3*p^2*x^3-\ 480*a^2*b^3*p*q^2*r*x-9360*a^2*b^3*p*q^2*x^2-4080*a^2*b^3*p*q*r^2*x-30056*a^2*b ^3*p*q*r*x^2+19840*a^2*b^3*p*q*x^3-6000*a^2*b^3*p*r^3*x-21024*a^2*b^3*p*r^2*x^2 +32400*a^2*b^3*p*r*x^3-1440*a^2*b^3*q^3*x^2-240*a^2*b^3*q^2*r^2*x-9768*a^2*b^3* q^2*r*x^2+9920*a^2*b^3*q^2*x^3-2160*a^2*b^3*q*r^3*x-20544*a^2*b^3*q*r^2*x^2+ 32400*a^2*b^3*q*r*x^3-2280*a^2*b^3*r^4*x-5568*a^2*b^3*r^3*x^2+39400*a^2*b^3*r^2 *x^3-14144*a^2*b^2*c^4*r*x-110592*a^2*b^2*c^4*x^2-11968*a^2*b^2*c^3*g*r*x-93312 *a^2*b^2*c^3*g*x^2-37056*a^2*b^2*c^3*p*r*x-239616*a^2*b^2*c^3*p*x^2-14784*a^2*b ^2*c^3*q*r*x-165888*a^2*b^2*c^3*q*x^2-39712*a^2*b^2*c^3*r^2*x-233856*a^2*b^2*c^ 3*r*x^2+193536*a^2*b^2*c^3*x^3-2448*a^2*b^2*c^2*g^2*r*x-19008*a^2*b^2*c^2*g^2*x ^2-25152*a^2*b^2*c^2*g*p*r*x-157824*a^2*b^2*c^2*g*p*x^2-8544*a^2*b^2*c^2*g*q*r* x-104832*a^2*b^2*c^2*g*q*x^2-27000*a^2*b^2*c^2*g*r^2*x-173448*a^2*b^2*c^2*g*r*x ^2+91200*a^2*b^2*c^2*g*x^3-34272*a^2*b^2*c^2*p^2*r*x-188064*a^2*b^2*c^2*p^2*x^2 -31392*a^2*b^2*c^2*p*q*r*x-277632*a^2*b^2*c^2*p*q*x^2-76832*a^2*b^2*c^2*p*r^2*x -354264*a^2*b^2*c^2*p*r*x^2+274560*a^2*b^2*c^2*p*x^3-4800*a^2*b^2*c^2*q^2*r*x-\ 89568*a^2*b^2*c^2*q^2*x^2-30848*a^2*b^2*c^2*q*r^2*x-270408*a^2*b^2*c^2*q*r*x^2+ 274560*a^2*b^2*c^2*q*x^3-42560*a^2*b^2*c^2*r^3*x-170712*a^2*b^2*c^2*r^2*x^2+ 413616*a^2*b^2*c^2*r*x^3-4032*a^2*b^2*c*g^2*p*r*x-23760*a^2*b^2*c*g^2*p*x^2-864 *a^2*b^2*c*g^2*q*r*x-14256*a^2*b^2*c*g^2*q*x^2-4340*a^2*b^2*c*g^2*r^2*x-32076*a ^2*b^2*c*g^2*r*x^2+3168*a^2*b^2*c*g^2*x^3-16600*a^2*b^2*c*g*p^2*r*x-85680*a^2*b ^2*c*g*p^2*x^2-13088*a^2*b^2*c*g*p*q*r*x-122688*a^2*b^2*c*g*p*q*x^2-38312*a^2*b ^2*c*g*p*r^2*x-186024*a^2*b^2*c*g*p*r*x^2+89760*a^2*b^2*c*g*p*x^3-1432*a^2*b^2* c*g*q^2*r*x-37008*a^2*b^2*c*g*q^2*x^2-11840*a^2*b^2*c*g*q*r^2*x-131712*a^2*b^2* c*g*q*r*x^2+89760*a^2*b^2*c*g*q*x^3-21712*a^2*b^2*c*g*r^3*x-119592*a^2*b^2*c*g* r^2*x^2+143568*a^2*b^2*c*g*r*x^3-13328*a^2*b^2*c*p^3*r*x-63792*a^2*b^2*c*p^3*x^ 2-20688*a^2*b^2*c*p^2*q*r*x-147888*a^2*b^2*c*p^2*q*x^2-45892*a^2*b^2*c*p^2*r^2* x-172932*a^2*b^2*c*p^2*r*x^2+129504*a^2*b^2*c*p^2*x^3-7824*a^2*b^2*c*p*q^2*r*x-\ 104400*a^2*b^2*c*p*q^2*x^2-43928*a^2*b^2*c*p*q*r^2*x-275832*a^2*b^2*c*p*q*r*x^2 +259008*a^2*b^2*c*p*q*x^3-51800*a^2*b^2*c*p*r^3*x-136356*a^2*b^2*c*p*r^2*x^2+ 387600*a^2*b^2*c*p*r*x^3-464*a^2*b^2*c*q^3*r*x-20304*a^2*b^2*c*q^3*x^2-6484*a^2 *b^2*c*q^2*r^2*x-102900*a^2*b^2*c*q^2*r*x^2+129504*a^2*b^2*c*q^2*x^3-23240*a^2* b^2*c*q*r^3*x-144300*a^2*b^2*c*q*r^2*x^2+387600*a^2*b^2*c*q*r*x^3-19236*a^2*b^2 *c*r^4*x-16992*a^2*b^2*c*r^3*x^2+334800*a^2*b^2*c*r^2*x^3-1584*a^2*b^2*g^2*p^2* r*x-7128*a^2*b^2*g^2*p^2*x^2-792*a^2*b^2*g^2*p*q*r*x-9504*a^2*b^2*g^2*p*q*x^2-\ 3960*a^2*b^2*g^2*p*r^2*x-20592*a^2*b^2*g^2*p*r*x^2+1584*a^2*b^2*g^2*p*x^3-2376* a^2*b^2*g^2*q^2*x^2-396*a^2*b^2*g^2*q*r^2*x-11484*a^2*b^2*g^2*q*r*x^2+1584*a^2* b^2*g^2*q*x^3-2376*a^2*b^2*g^2*r^3*x-20196*a^2*b^2*g^2*r^2*x^2-792*a^2*b^2*g^2* r*x^3-3432*a^2*b^2*g*p^3*r*x-15048*a^2*b^2*g*p^3*x^2-4752*a^2*b^2*g*p^2*q*r*x-\ 34056*a^2*b^2*g*p^2*q*x^2-12276*a^2*b^2*g*p^2*r^2*x-47580*a^2*b^2*g*p^2*r*x^2+ 22080*a^2*b^2*g*p^2*x^3-1320*a^2*b^2*g*p*q^2*r*x-22968*a^2*b^2*g*p*q^2*x^2-\ 10032*a^2*b^2*g*p*q*r^2*x-72144*a^2*b^2*g*p*q*r*x^2+44160*a^2*b^2*g*p*q*x^3-\ 14256*a^2*b^2*g*p*r^3*x-51000*a^2*b^2*g*p*r^2*x^2+72144*a^2*b^2*g*p*r*x^3-3960* a^2*b^2*g*q^3*x^2-660*a^2*b^2*g*q^2*r^2*x-24564*a^2*b^2*g*q^2*r*x^2+22080*a^2*b ^2*g*q^2*x^3-5280*a^2*b^2*g*q*r^3*x-50232*a^2*b^2*g*q*r^2*x^2+72144*a^2*b^2*g*q *r*x^3-5412*a^2*b^2*g*r^4*x-14400*a^2*b^2*g*r^3*x^2+87768*a^2*b^2*g*r^2*x^3-\ 1848*a^2*b^2*p^4*r*x-7920*a^2*b^2*p^4*x^2-4224*a^2*b^2*p^3*q*r*x-25344*a^2*b^2* p^3*q*x^2-8580*a^2*b^2*p^3*r^2*x-27270*a^2*b^2*p^3*r*x^2+20304*a^2*b^2*p^3*x^3-\ 2904*a^2*b^2*p^2*q^2*r*x-28512*a^2*b^2*p^2*q^2*x^2-13992*a^2*b^2*p^2*q*r^2*x-\ 67482*a^2*b^2*p^2*q*r*x^2+60912*a^2*b^2*p^2*q*x^3-14652*a^2*b^2*p^2*r^3*x-25560 *a^2*b^2*p^2*r^2*x^2+90372*a^2*b^2*p^2*r*x^3-528*a^2*b^2*p*q^3*r*x-12672*a^2*b^ 2*p*q^3*x^2-5676*a^2*b^2*p*q^2*r^2*x-53154*a^2*b^2*p*q^2*r*x^2+60912*a^2*b^2*p* q^2*x^3-15312*a^2*b^2*p*q*r^3*x-56196*a^2*b^2*p*q*r^2*x^2+180744*a^2*b^2*p*q*r* x^3-10956*a^2*b^2*p*r^4*x+4824*a^2*b^2*p*r^3*x^2+149184*a^2*b^2*p*r^2*x^3-1584* a^2*b^2*q^4*x^2-264*a^2*b^2*q^3*r^2*x-12942*a^2*b^2*q^3*r*x^2+20304*a^2*b^2*q^3 *x^3-2772*a^2*b^2*q^2*r^3*x-30636*a^2*b^2*q^2*r^2*x^2+90372*a^2*b^2*q^2*r*x^3-\ 5544*a^2*b^2*q*r^4*x-11448*a^2*b^2*q*r^3*x^2+149184*a^2*b^2*q*r^2*x^3-3036*a^2* b^2*r^5*x+11034*a^2*b^2*r^4*x^2+72408*a^2*b^2*r^3*x^3-14912*a^2*b*c^5*r*x-\ 124992*a^2*b*c^5*x^2-19104*a^2*b*c^4*g*r*x-161280*a^2*b*c^4*g*x^2-49600*a^2*b*c ^4*p*r*x-336672*a^2*b*c^4*p*x^2-21056*a^2*b*c^4*q*r*x-240192*a^2*b*c^4*q*x^2-\ 51696*a^2*b*c^4*r^2*x-311184*a^2*b*c^4*r*x^2+311616*a^2*b*c^4*x^3-7920*a^2*b*c^ 3*g^2*r*x-67536*a^2*b*c^3*g^2*x^2-52800*a^2*b*c^3*g*p*r*x-354336*a^2*b*c^3*g*p* x^2-20800*a^2*b*c^3*g*q*r*x-248064*a^2*b*c^3*g*q*x^2-54944*a^2*b*c^3*g*r^2*x-\ 351384*a^2*b*c^3*g*r*x^2+282048*a^2*b*c^3*g*x^3-61280*a^2*b*c^3*p^2*r*x-349248* a^2*b*c^3*p^2*x^2-60256*a^2*b*c^3*p*q*r*x-529152*a^2*b*c^3*p*q*x^2-134128*a^2*b *c^3*p*r^2*x-614920*a^2*b*c^3*p*r*x^2+578688*a^2*b*c^3*p*x^3-10496*a^2*b*c^3*q^ 2*r*x-179904*a^2*b*c^3*q^2*x^2-58896*a^2*b*c^3*q*r^2*x-491176*a^2*b*c^3*q*r*x^2 +578688*a^2*b*c^3*q*x^3-72848*a^2*b*c^3*r^3*x-260456*a^2*b*c^3*r^2*x^2+826416*a ^2*b*c^3*r*x^3-1048*a^2*b*c^2*g^3*r*x-9072*a^2*b*c^2*g^3*x^2-17808*a^2*b*c^2*g^ 2*p*r*x-116280*a^2*b*c^2*g^2*p*x^2-5920*a^2*b*c^2*g^2*q*r*x-78192*a^2*b*c^2*g^2 *q*x^2-18496*a^2*b*c^2*g^2*r^2*x-129564*a^2*b*c^2*g^2*r*x^2+66144*a^2*b*c^2*g^2 *x^3-50688*a^2*b*c^2*g*p^2*r*x-280320*a^2*b*c^2*g*p^2*x^2-46768*a^2*b*c^2*g*p*q *r*x-418944*a^2*b*c^2*g*p*q*x^2-112348*a^2*b*c^2*g*p*r^2*x-534532*a^2*b*c^2*g*p *r*x^2+399600*a^2*b*c^2*g*p*x^3-7144*a^2*b*c^2*g*q^2*r*x-138624*a^2*b*c^2*g*q^2 *x^2-44368*a^2*b*c^2*g*q*r^2*x-414676*a^2*b*c^2*g*q*r*x^2+399600*a^2*b*c^2*g*q* x^3-61660*a^2*b*c^2*g*r^3*x-272432*a^2*b*c^2*g*r^2*x^2+600888*a^2*b*c^2*g*r*x^3 -35472*a^2*b*c^2*p^3*r*x-175872*a^2*b*c^2*p^3*x^2-58816*a^2*b*c^2*p^2*q*r*x-\ 417024*a^2*b*c^2*p^2*q*x^2-119408*a^2*b*c^2*p^2*r^2*x-441904*a^2*b*c^2*p^2*r*x^ 2+401808*a^2*b*c^2*p^2*x^3-25472*a^2*b*c^2*p*q^2*r*x-306432*a^2*b*c^2*p*q^2*x^2 -123640*a^2*b*c^2*p*q*r^2*x-729920*a^2*b*c^2*p*q*r*x^2+803616*a^2*b*c^2*p*q*x^3 -132400*a^2*b*c^2*p*r^3*x-294420*a^2*b*c^2*p*r^2*x^2+1133016*a^2*b*c^2*p*r*x^3-\ 2128*a^2*b*c^2*q^3*r*x-65280*a^2*b*c^2*q^3*x^2-22448*a^2*b*c^2*q^2*r^2*x-288016 *a^2*b*c^2*q^2*r*x^2+401808*a^2*b*c^2*q^2*x^3-64824*a^2*b*c^2*q*r^3*x-328608*a^ 2*b*c^2*q*r^2*x^2+1133016*a^2*b*c^2*q*r*x^3-48464*a^2*b*c^2*r^4*x-7496*a^2*b*c^ 2*r^3*x^2+841464*a^2*b*c^2*r^2*x^3-1904*a^2*b*c*g^3*p*r*x-11640*a^2*b*c*g^3*p*x ^2-392*a^2*b*c*g^3*q*r*x-7104*a^2*b*c*g^3*q*x^2-1974*a^2*b*c*g^3*r^2*x-15834*a^ 2*b*c*g^3*r*x^2+1512*a^2*b*c*g^3*x^3-12332*a^2*b*c*g^2*p^2*r*x-63780*a^2*b*c*g^ 2*p^2*x^2-9840*a^2*b*c*g^2*p*q*r*x-92640*a^2*b*c*g^2*p*q*x^2-28228*a^2*b*c*g^2* p*r^2*x-140068*a^2*b*c*g^2*p*r*x^2+65088*a^2*b*c*g^2*p*x^3-1060*a^2*b*c*g^2*q^2 *r*x-28860*a^2*b*c*g^2*q^2*x^2-8532*a^2*b*c*g^2*q*r^2*x-101242*a^2*b*c*g^2*q*r* x^2+65088*a^2*b*c*g^2*q*x^3-15896*a^2*b*c*g^2*r^3*x-93672*a^2*b*c*g^2*r^2*x^2+ 104124*a^2*b*c*g^2*r*x^3-20152*a^2*b*c*g*p^3*r*x-95472*a^2*b*c*g*p^3*x^2-31816* a^2*b*c*g*p^2*q*r*x-223992*a^2*b*c*g*p^2*q*x^2-69086*a^2*b*c*g*p^2*r^2*x-261000 *a^2*b*c*g*p^2*r*x^2+188208*a^2*b*c*g*p^2*x^3-12416*a^2*b*c*g*p*q^2*r*x-161568* a^2*b*c*g*p*q^2*x^2-66840*a^2*b*c*g*p*q*r^2*x-422268*a^2*b*c*g*p*q*r*x^2+376416 *a^2*b*c*g*p*q*x^3-77716*a^2*b*c*g*p*r^3*x-214994*a^2*b*c*g*p*r^2*x^2+562146*a^ 2*b*c*g*p*r*x^3-752*a^2*b*c*g*q^3*r*x-33048*a^2*b*c*g*q^3*x^2-9892*a^2*b*c*g*q^ 2*r^2*x-161268*a^2*b*c*g*q^2*r*x^2+188208*a^2*b*c*g*q^2*x^3-35024*a^2*b*c*g*q*r ^3*x-227870*a^2*b*c*g*q*r^2*x^2+562146*a^2*b*c*g*q*r*x^3-28782*a^2*b*c*g*r^4*x-\ 33680*a^2*b*c*g*r^3*x^2+485076*a^2*b*c*g*r^2*x^3-9700*a^2*b*c*p^4*r*x-43212*a^2 *b*c*p^4*x^2-23480*a^2*b*c*p^3*q*r*x-141024*a^2*b*c*p^3*q*x^2-44036*a^2*b*c*p^3 *r^2*x-137298*a^2*b*c*p^3*r*x^2+123600*a^2*b*c*p^3*x^3-18000*a^2*b*c*p^2*q^2*r* x-163800*a^2*b*c*p^2*q^2*x^2-76684*a^2*b*c*p^2*q*r^2*x-349170*a^2*b*c*p^2*q*r*x ^2+370800*a^2*b*c*p^2*q*x^3-73908*a^2*b*c*p^2*r^3*x-103066*a^2*b*c*p^2*r^2*x^2+ 515346*a^2*b*c*p^2*r*x^3-4360*a^2*b*c*p*q^3*r*x-77376*a^2*b*c*p*q^3*x^2-35840*a ^2*b*c*p*q^2*r^2*x-286446*a^2*b*c*p*q^2*r*x^2+370800*a^2*b*c*p*q^2*x^3-82928*a^ 2*b*c*p*q*r^3*x-241208*a^2*b*c*p*q*r^2*x^2+1030692*a^2*b*c*p*q*r*x^3-54508*a^2* b*c*p*r^4*x+56628*a^2*b*c*p*r^3*x^2+737496*a^2*b*c*p*r^2*x^3-140*a^2*b*c*q^4*r* x-11388*a^2*b*c*q^4*x^2-3192*a^2*b*c*q^3*r^2*x-74574*a^2*b*c*q^3*r*x^2+123600*a ^2*b*c*q^3*x^3-17840*a^2*b*c*q^2*r^3*x-138142*a^2*b*c*q^2*r^2*x^2+515346*a^2*b* c*q^2*r*x^3-29724*a^2*b*c*q*r^4*x-21678*a^2*b*c*q*r^3*x^2+737496*a^2*b*c*q*r^2* x^3-14936*a^2*b*c*r^5*x+65608*a^2*b*c*r^4*x^2+314232*a^2*b*c*r^3*x^3-806*a^2*b* g^3*p^2*r*x-3552*a^2*b*g^3*p^2*x^2-428*a^2*b*g^3*p*q*r*x-4836*a^2*b*g^3*p*q*x^2 -2015*a^2*b*g^3*p*r^2*x-10378*a^2*b*g^3*p*r*x^2+756*a^2*b*g^3*p*x^3-1284*a^2*b* g^3*q^2*x^2-214*a^2*b*g^3*q*r^2*x-6031*a^2*b*g^3*q*r*x^2+756*a^2*b*g^3*q*x^3-\ 1209*a^2*b*g^3*r^3*x-10389*a^2*b*g^3*r^2*x^2-378*a^2*b*g^3*r*x^3-2620*a^2*b*g^2 *p^3*r*x-11262*a^2*b*g^2*p^3*x^2-3728*a^2*b*g^2*p^2*q*r*x-25848*a^2*b*g^2*p^2*q *x^2-9359*a^2*b*g^2*p^2*r^2*x-35872*a^2*b*g^2*p^2*r*x^2+16008*a^2*b*g^2*p^2*x^3 -1108*a^2*b*g^2*p*q^2*r*x-17910*a^2*b*g^2*p*q^2*x^2-7834*a^2*b*g^2*p*q*r^2*x-\ 55367*a^2*b*g^2*p*q*r*x^2+32016*a^2*b*g^2*p*q*x^3-10858*a^2*b*g^2*p*r^3*x-39404 *a^2*b*g^2*p*r^2*x^2+52326*a^2*b*g^2*p*r*x^3-3324*a^2*b*g^2*q^3*x^2-554*a^2*b*g ^2*q^2*r^2*x-19495*a^2*b*g^2*q^2*r*x^2+16008*a^2*b*g^2*q^2*x^3-4106*a^2*b*g^2*q *r^3*x-39080*a^2*b*g^2*q*r^2*x^2+52326*a^2*b*g^2*q*r*x^3-4119*a^2*b*g^2*r^4*x-\ 11608*a^2*b*g^2*r^3*x^2+63687*a^2*b*g^2*r^2*x^3-2822*a^2*b*g*p^4*r*x-11868*a^2* b*g*p^4*x^2-6576*a^2*b*g*p^3*q*r*x-38400*a^2*b*g*p^3*q*x^2-13077*a^2*b*g*p^3*r^ 2*x-41043*a^2*b*g*p^3*r*x^2+29460*a^2*b*g*p^3*x^3-4686*a^2*b*g*p^2*q^2*r*x-\ 43992*a^2*b*g*p^2*q^2*x^2-21706*a^2*b*g*p^2*q*r^2*x-102813*a^2*b*g*p^2*q*r*x^2+ 88380*a^2*b*g*p^2*q*x^3-22299*a^2*b*g*p^2*r^3*x-39685*a^2*b*g*p^2*r^2*x^2+ 130815*a^2*b*g*p^2*r*x^3-932*a^2*b*g*p*q^3*r*x-20256*a^2*b*g*p*q^3*x^2-9095*a^2 *b*g*p*q^2*r^2*x-82497*a^2*b*g*p*q^2*r*x^2+88380*a^2*b*g*p*q^2*x^3-23684*a^2*b* g*p*q*r^3*x-87311*a^2*b*g*p*q*r^2*x^2+261630*a^2*b*g*p*q*r*x^3-16655*a^2*b*g*p* r^4*x+5265*a^2*b*g*p*r^3*x^2+215520*a^2*b*g*p*r^2*x^3-2796*a^2*b*g*q^4*x^2-466* a^2*b*g*q^3*r^2*x-20727*a^2*b*g*q^3*r*x^2+29460*a^2*b*g*q^3*x^3-4409*a^2*b*g*q^ 2*r^3*x-47626*a^2*b*g*q^2*r^2*x^2+130815*a^2*b*g*q^2*r*x^3-8554*a^2*b*g*q*r^4*x -18537*a^2*b*g*q*r^3*x^2+215520*a^2*b*g*q*r^2*x^3-4611*a^2*b*g*r^5*x+15775*a^2* b*g*r^4*x^2+104094*a^2*b*g*r^3*x^3-1008*a^2*b*p^5*r*x-4158*a^2*b*p^5*x^2-3276*a ^2*b*p^4*q*r*x-17388*a^2*b*p^4*q*x^2-5733*a^2*b*p^4*r^2*x-15589*a^2*b*p^4*r*x^2 +14208*a^2*b*p^4*x^3-3780*a^2*b*p^3*q^2*r*x-27972*a^2*b*p^3*q^2*x^2-14490*a^2*b *p^3*q*r^2*x-53998*a^2*b*p^3*q*r*x^2+56832*a^2*b*p^3*q*x^3-12852*a^2*b*p^3*r^3* x-10623*a^2*b*p^3*r^2*x^2+77721*a^2*b*p^3*r*x^3-1764*a^2*b*p^2*q^3*r*x-21168*a^ 2*b*p^2*q^3*x^2-11907*a^2*b*p^2*q^2*r^2*x-68460*a^2*b*p^2*q^2*r*x^2+85248*a^2*b *p^2*q^2*x^3-23814*a^2*b*p^2*q*r^3*x-40617*a^2*b*p^2*q*r^2*x^2+233163*a^2*b*p^2 *q*r*x^3-14238*a^2*b*p^2*r^4*x+26031*a^2*b*p^2*r^3*x^2+160116*a^2*b*p^2*r^2*x^3 -252*a^2*b*p*q^4*r*x-7182*a^2*b*p*q^4*x^2-3276*a^2*b*p*q^3*r^2*x-37282*a^2*b*p* q^3*r*x^2+56832*a^2*b*p*q^3*x^3-12474*a^2*b*p*q^2*r^3*x-49365*a^2*b*p*q^2*r^2*x ^2+233163*a^2*b*p*q^2*r*x^3-17262*a^2*b*p*q*r^4*x+18321*a^2*b*p*q*r^3*x^2+ 320232*a^2*b*p*q*r^2*x^3-7812*a^2*b*p*r^5*x+42365*a^2*b*p*r^4*x^2+129912*a^2*b* p*r^3*x^3-756*a^2*b*q^5*x^2-126*a^2*b*q^4*r^2*x-7231*a^2*b*q^4*r*x^2+14208*a^2* b*q^4*x^3-1512*a^2*b*q^3*r^3*x-19371*a^2*b*q^3*r^2*x^2+77721*a^2*b*q^3*r*x^3-\ 4347*a^2*b*q^2*r^4*x-7710*a^2*b*q^2*r^3*x^2+160116*a^2*b*q^2*r^2*x^3-4662*a^2*b *q*r^5*x+22328*a^2*b*q*r^4*x^2+129912*a^2*b*q*r^3*x^3-1701*a^2*b*r^6*x+17142*a^ 2*b*r^5*x^2+30123*a^2*b*r^4*x^3-5696*a^2*c^6*r*x-50880*a^2*c^6*x^2-9856*a^2*c^5 *g*r*x-88992*a^2*c^5*g*x^2-23328*a^2*c^5*p*r*x-164640*a^2*c^5*p*x^2-10112*a^2*c ^5*q*r*x-119520*a^2*c^5*q*x^2-23680*a^2*c^5*r^2*x-147728*a^2*c^5*r*x^2+164096*a ^2*c^5*x^3-6240*a^2*c^4*g^2*r*x-57168*a^2*c^4*g^2*x^2-34400*a^2*c^4*g*p*r*x-\ 242304*a^2*c^4*g*p*x^2-14336*a^2*c^4*g*q*r*x-174240*a^2*c^4*g*q*x^2-34840*a^2*c ^4*g*r^2*x-227248*a^2*c^4*g*r*x^2+222304*a^2*c^4*g*x^3-36480*a^2*c^4*p^2*r*x-\ 213120*a^2*c^4*p^2*x^2-37024*a^2*c^4*p*q*r*x-327936*a^2*c^4*p*q*x^2-78480*a^2*c ^4*p*r^2*x-361232*a^2*c^4*p*r*x^2+377472*a^2*c^4*p*x^3-6784*a^2*c^4*q^2*r*x-\ 114816*a^2*c^4*q^2*x^2-35600*a^2*c^4*q*r^2*x-295904*a^2*c^4*q*r*x^2+377472*a^2* c^4*q*x^3-42000*a^2*c^4*r^3*x-143320*a^2*c^4*r^2*x^2+520136*a^2*c^4*r*x^3-1696* a^2*c^3*g^3*r*x-15864*a^2*c^3*g^3*x^2-18216*a^2*c^3*g^2*p*r*x-127128*a^2*c^3*g^ 2*p*x^2-7008*a^2*c^3*g^2*q*r*x-89736*a^2*c^3*g^2*q*x^2-18392*a^2*c^3*g^2*r^2*x-\ 127816*a^2*c^3*g^2*r*x^2+100288*a^2*c^3*g^2*x^3-43856*a^2*c^3*g*p^2*r*x-252864* a^2*c^3*g*p^2*x^2-43168*a^2*c^3*g*p*q*r*x-386496*a^2*c^3*g*p*q*x^2-94832*a^2*c^ 3*g*p*r^2*x-449860*a^2*c^3*g*p*r*x^2+412192*a^2*c^3*g*p*x^3-7424*a^2*c^3*g*q^2* r*x-133632*a^2*c^3*g*q^2*x^2-40920*a^2*c^3*g*q*r^2*x-363620*a^2*c^3*g*q*r*x^2+ 412192*a^2*c^3*g*q*x^3-50976*a^2*c^3*g*r^3*x-200864*a^2*c^3*g*r^2*x^2+587384*a^ 2*c^3*g*r*x^3-28256*a^2*c^3*p^3*r*x-142656*a^2*c^3*p^3*x^2-48400*a^2*c^3*p^2*q* r*x-342912*a^2*c^3*p^2*q*x^2-93820*a^2*c^3*p^2*r^2*x-343172*a^2*c^3*p^2*r*x^2+ 346272*a^2*c^3*p^2*x^3-22240*a^2*c^3*p*q^2*r*x-257856*a^2*c^3*p*q^2*x^2-100696* a^2*c^3*p*q*r^2*x-578344*a^2*c^3*p*q*r*x^2+692544*a^2*c^3*p*q*x^3-102872*a^2*c^ 3*p*r^3*x-206572*a^2*c^3*p*r^2*x^2+940048*a^2*c^3*p*r*x^3-2096*a^2*c^3*q^3*r*x-\ 57600*a^2*c^3*q^3*x^2-19724*a^2*c^3*q^2*r^2*x-235172*a^2*c^3*q^2*r*x^2+346272*a ^2*c^3*q^2*x^3-52296*a^2*c^3*q*r^3*x-240132*a^2*c^3*q*r^2*x^2+940048*a^2*c^3*q* r*x^3-37308*a^2*c^3*r^4*x+8280*a^2*c^3*r^3*x^2+645200*a^2*c^3*r^2*x^3-164*a^2*c ^2*g^4*r*x-1584*a^2*c^2*g^4*x^2-4080*a^2*c^2*g^3*p*r*x-27720*a^2*c^2*g^3*p*x^2-\ 1312*a^2*c^2*g^3*q*r*x-18816*a^2*c^2*g^3*q*x^2-4102*a^2*c^2*g^3*r^2*x-31244*a^2 *c^2*g^3*r*x^2+15608*a^2*c^2*g^3*x^3-18120*a^2*c^2*g^2*p^2*r*x-101244*a^2*c^2*g ^2*p^2*x^2-16736*a^2*c^2*g^2*p*q*r*x-152736*a^2*c^2*g^2*p*q*x^2-39734*a^2*c^2*g ^2*p*r^2*x-195000*a^2*c^2*g^2*p*r*x^2+141912*a^2*c^2*g^2*p*x^3-2508*a^2*c^2*g^2 *q^2*r*x-51492*a^2*c^2*g^2*q^2*x^2-15348*a^2*c^2*g^2*q*r^2*x-153198*a^2*c^2*g^2 *q*r*x^2+141912*a^2*c^2*g^2*q*x^3-21614*a^2*c^2*g^2*r^3*x-103716*a^2*c^2*g^2*r^ 2*x^2+213062*a^2*c^2*g^2*r*x^3-25856*a^2*c^2*g*p^3*r*x-127704*a^2*c^2*g*p^3*x^2 -43280*a^2*c^2*g*p^2*q*r*x-305424*a^2*c^2*g*p^2*q*x^2-86574*a^2*c^2*g*p^2*r^2*x -323088*a^2*c^2*g*p^2*r*x^2+285720*a^2*c^2*g*p^2*x^3-19008*a^2*c^2*g*p*q^2*r*x-\ 227736*a^2*c^2*g*p*q^2*x^2-90004*a^2*c^2*g*p*q*r^2*x-539268*a^2*c^2*g*p*q*r*x^2 +571440*a^2*c^2*g*p*q*x^3-95580*a^2*c^2*g*p*r^3*x-225180*a^2*c^2*g*p*r^2*x^2+ 803654*a^2*c^2*g*p*r*x^3-1584*a^2*c^2*g*q^3*r*x-50016*a^2*c^2*g*q^3*x^2-16224*a ^2*c^2*g*q^2*r^2*x-216180*a^2*c^2*g*q^2*r*x^2+285720*a^2*c^2*g*q^2*x^3-46724*a^ 2*c^2*g*q*r^3*x-251058*a^2*c^2*g*q*r^2*x^2+803654*a^2*c^2*g*q*r*x^3-34862*a^2*c ^2*g*r^4*x-14522*a^2*c^2*g*r^3*x^2+595228*a^2*c^2*g*r^2*x^3-11572*a^2*c^2*p^4*r *x-52404*a^2*c^2*p^4*x^2-28856*a^2*c^2*p^3*q*r*x-173088*a^2*c^2*p^3*q*x^2-51892 *a^2*c^2*p^3*r^2*x-158972*a^2*c^2*p^3*r*x^2+158320*a^2*c^2*p^3*x^3-23280*a^2*c^ 2*p^2*q^2*r*x-204840*a^2*c^2*p^2*q^2*x^2-93372*a^2*c^2*p^2*q*r^2*x-410832*a^2*c ^2*p^2*q*r*x^2+474960*a^2*c^2*p^2*q*x^3-86244*a^2*c^2*p^2*r^3*x-102758*a^2*c^2* p^2*r^2*x^2+634146*a^2*c^2*p^2*r*x^3-6280*a^2*c^2*p*q^3*r*x-100032*a^2*c^2*p*q^ 3*x^2-46392*a^2*c^2*p*q^2*r^2*x-344748*a^2*c^2*p*q^2*r*x^2+474960*a^2*c^2*p*q^2 *x^3-100176*a^2*c^2*p*q*r^3*x-253216*a^2*c^2*p*q*r^2*x^2+1268292*a^2*c^2*p*q*r* x^3-63100*a^2*c^2*p*r^4*x+86248*a^2*c^2*p*r^3*x^2+840280*a^2*c^2*p*r^2*x^3-284* a^2*c^2*q^4*r*x-15876*a^2*c^2*q^4*x^2-4912*a^2*c^2*q^3*r^2*x-92888*a^2*c^2*q^3* r*x^2+158320*a^2*c^2*q^3*x^3-23112*a^2*c^2*q^2*r^3*x-150458*a^2*c^2*q^2*r^2*x^2 +634146*a^2*c^2*q^2*r*x^3-35660*a^2*c^2*q*r^4*x-3158*a^2*c^2*q*r^3*x^2+840280*a ^2*c^2*q*r^2*x^3-17176*a^2*c^2*r^5*x+82438*a^2*c^2*r^4*x^2+328568*a^2*c^2*r^3*x ^3-328*a^2*c*g^4*p*r*x-2076*a^2*c*g^4*p*x^2-64*a^2*c*g^4*q*r*x-1284*a^2*c*g^4*q *x^2-328*a^2*c*g^4*r^2*x-2841*a^2*c*g^4*r*x^2+264*a^2*c*g^4*x^3-2952*a^2*c*g^3* p^2*r*x-15330*a^2*c*g^3*p^2*x^2-2368*a^2*c*g^3*p*q*r*x-22512*a^2*c*g^3*p*q*x^2-\ 6709*a^2*c*g^3*p*r^2*x-33973*a^2*c*g^3*p*r*x^2+15356*a^2*c*g^3*p*x^3-246*a^2*c* g^3*q^2*r*x-7182*a^2*c*g^3*q^2*x^2-1976*a^2*c*g^3*q*r^2*x-24948*a^2*c*g^3*q*r*x ^2+15356*a^2*c*g^3*q*x^3-3757*a^2*c*g^3*r^3*x-23403*a^2*c*g^3*r^2*x^2+24570*a^2 *c*g^3*r*x^3-7350*a^2*c*g^2*p^3*r*x-34590*a^2*c*g^2*p^3*x^2-11740*a^2*c*g^2*p^2 *q*r*x-81906*a^2*c*g^2*p^2*q*x^2-25102*a^2*c*g^2*p^2*r^2*x-95169*a^2*c*g^2*p^2* r*x^2+66748*a^2*c*g^2*p^2*x^3-4670*a^2*c*g^2*p*q^2*r*x-60042*a^2*c*g^2*p*q^2*x^ 2-24440*a^2*c*g^2*p*q*r^2*x-155702*a^2*c*g^2*p*q*r*x^2+133496*a^2*c*g^2*p*q*x^3 -28154*a^2*c*g^2*p*r^3*x-80991*a^2*c*g^2*p*r^2*x^2+199003*a^2*c*g^2*p*r*x^3-280 *a^2*c*g^2*q^3*r*x-12726*a^2*c*g^2*q^3*x^2-3595*a^2*c*g^2*q^2*r^2*x-60533*a^2*c *g^2*q^2*r*x^2+66748*a^2*c*g^2*q^2*x^3-12700*a^2*c*g^2*q*r^3*x-86056*a^2*c*g^2* q*r^2*x^2+199003*a^2*c*g^2*q*r*x^3-10402*a^2*c*g^2*r^4*x-14567*a^2*c*g^2*r^3*x^ 2+171596*a^2*c*g^2*r^2*x^3-7132*a^2*c*g*p^4*r*x-31398*a^2*c*g*p^4*x^2-17472*a^2 *c*g*p^3*q*r*x-103296*a^2*c*g*p^3*q*x^2-32296*a^2*c*g*p^3*r^2*x-100121*a^2*c*g* p^3*r*x^2+87728*a^2*c*g*p^3*x^3-13660*a^2*c*g*p^2*q^2*r*x-121500*a^2*c*g*p^2*q^ 2*x^2-56818*a^2*c*g*p^2*q*r^2*x-256953*a^2*c*g*p^2*q*r*x^2+263184*a^2*c*g*p^2*q *x^3-54096*a^2*c*g*p^2*r^3*x-77988*a^2*c*g*p^2*r^2*x^2+364699*a^2*c*g*p^2*r*x^3 -3432*a^2*c*g*p*q^3*r*x-58704*a^2*c*g*p*q^3*x^2-26962*a^2*c*g*p*q^2*r^2*x-\ 213543*a^2*c*g*p*q^2*r*x^2+263184*a^2*c*g*p*q^2*x^3-61220*a^2*c*g*p*q*r^3*x-\ 182172*a^2*c*g*p*q*r^2*x^2+729398*a^2*c*g*p*q*r*x^3-39832*a^2*c*g*p*r^4*x+36301 *a^2*c*g*p*r^3*x^2+520192*a^2*c*g*p*r^2*x^3-112*a^2*c*g*q^4*r*x-9102*a^2*c*g*q^ 4*x^2-2440*a^2*c*g*q^3*r^2*x-56711*a^2*c*g*q^3*r*x^2+87728*a^2*c*g*q^3*x^3-\ 13302*a^2*c*g*q^2*r^3*x-104184*a^2*c*g*q^2*r^2*x^2+364699*a^2*c*g*q^2*r*x^3-\ 21874*a^2*c*g*q*r^4*x-19694*a^2*c*g*q*r^3*x^2+520192*a^2*c*g*q*r^2*x^3-10900*a^ 2*c*g*r^5*x+45566*a^2*c*g*r^4*x^2+220220*a^2*c*g*r^3*x^3-2398*a^2*c*p^5*r*x-\ 10062*a^2*c*p^5*x^2-7996*a^2*c*p^4*q*r*x-42522*a^2*c*p^4*q*x^2-13483*a^2*c*p^4* r^2*x-36044*a^2*c*p^4*r*x^2+36072*a^2*c*p^4*x^3-9612*a^2*c*p^3*q^2*r*x-69468*a^ 2*c*p^3*q^2*x^2-35042*a^2*c*p^3*q*r^2*x-126428*a^2*c*p^3*q*r*x^2+144288*a^2*c*p ^3*q*x^3-29952*a^2*c*p^3*r^3*x-19765*a^2*c*p^3*r^2*x^2+189178*a^2*c*p^3*r*x^3-\ 4840*a^2*c*p^2*q^3*r*x-53892*a^2*c*p^2*q^3*x^2-30174*a^2*c*p^2*q^2*r^2*x-163020 *a^2*c*p^2*q^2*r*x^2+216432*a^2*c*p^2*q^2*x^3-57150*a^2*c*p^2*q*r^3*x-81375*a^2 *c*p^2*q*r^2*x^2+567534*a^2*c*p^2*q*r*x^3-32938*a^2*c*p^2*r^4*x+68519*a^2*c*p^2 *r^3*x^2+361580*a^2*c*p^2*r^2*x^3-838*a^2*c*p*q^4*r*x-19158*a^2*c*p*q^4*x^2-\ 9154*a^2*c*p*q^3*r^2*x-90932*a^2*c*p*q^3*r*x^2+144288*a^2*c*p*q^3*x^3-31512*a^2 *c*p*q^2*r^3*x-103455*a^2*c*p*q^2*r^2*x^2+567534*a^2*c*p*q^2*r*x^3-41158*a^2*c* p*q*r^4*x+61444*a^2*c*p*q*r^3*x^2+723160*a^2*c*p*q*r^2*x^3-17962*a^2*c*p*r^5*x+ 102467*a^2*c*p*r^4*x^2+268864*a^2*c*p*r^3*x^3-12*a^2*c*q^5*r*x-2274*a^2*c*q^5*x ^2-539*a^2*c*q^4*r^2*x-18296*a^2*c*q^4*r*x^2+36072*a^2*c*q^4*x^3-4314*a^2*c*q^3 *r^3*x-41845*a^2*c*q^3*r^2*x^2+189178*a^2*c*q^3*r*x^3-10950*a^2*c*q^2*r^4*x-\ 7075*a^2*c*q^2*r^3*x^2+361580*a^2*c*q^2*r^2*x^3-11054*a^2*c*q*r^5*x+58913*a^2*c *q*r^4*x^2+268864*a^2*c*q*r^3*x^3-3891*a^2*c*r^6*x+40165*a^2*c*r^5*x^2+54208*a^ 2*c*r^4*x^3-148*a^2*g^4*p^2*r*x-642*a^2*g^4*p^2*x^2-82*a^2*g^4*p*q*r*x-888*a^2* g^4*p*q*x^2-370*a^2*g^4*p*r^2*x-1892*a^2*g^4*p*r*x^2+132*a^2*g^4*p*x^3-246*a^2* g^4*q^2*x^2-41*a^2*g^4*q*r^2*x-1133*a^2*g^4*q*r*x^2+132*a^2*g^4*q*x^3-222*a^2*g ^4*r^3*x-1923*a^2*g^4*r^2*x^2-66*a^2*g^4*r*x^3-642*a^2*g^3*p^3*r*x-2718*a^2*g^3 *p^3*x^2-932*a^2*g^3*p^2*q*r*x-6306*a^2*g^3*p^2*q*x^2-2291*a^2*g^3*p^2*r^2*x-\ 8704*a^2*g^3*p^2*r*x^2+3776*a^2*g^3*p^2*x^3-290*a^2*g^3*p*q^2*r*x-4458*a^2*g^3* p*q^2*x^2-1952*a^2*g^3*p*q*r^2*x-13620*a^2*g^3*p*q*r*x^2+7552*a^2*g^3*p*q*x^3-\ 2656*a^2*g^3*p*r^3*x-9732*a^2*g^3*p*r^2*x^2+12348*a^2*g^3*p*r*x^3-870*a^2*g^3*q ^3*x^2-145*a^2*g^3*q^2*r^2*x-4916*a^2*g^3*q^2*r*x^2+3776*a^2*g^3*q^2*x^3-1020*a ^2*g^3*q*r^3*x-9712*a^2*g^3*q*r^2*x^2+12348*a^2*g^3*q*r*x^3-1007*a^2*g^3*r^4*x-\ 2950*a^2*g^3*r^3*x^2+15036*a^2*g^3*r^2*x^3-1038*a^2*g^2*p^4*r*x-4302*a^2*g^2*p^ 4*x^2-2454*a^2*g^2*p^3*q*r*x-14040*a^2*g^2*p^3*q*x^2-4803*a^2*g^2*p^3*r^2*x-\ 14915*a^2*g^2*p^3*r*x^2+10432*a^2*g^2*p^3*x^3-1794*a^2*g^2*p^2*q^2*r*x-16308*a^ 2*g^2*p^2*q^2*x^2-8079*a^2*g^2*p^2*q*r^2*x-37728*a^2*g^2*p^2*q*r*x^2+31296*a^2* g^2*p^2*q*x^3-8181*a^2*g^2*p^2*r^3*x-14724*a^2*g^2*p^2*r^2*x^2+46223*a^2*g^2*p^ 2*r*x^3-378*a^2*g^2*p*q^3*r*x-7704*a^2*g^2*p*q^3*x^2-3465*a^2*g^2*p*q^2*r^2*x-\ 30711*a^2*g^2*p*q^2*r*x^2+31296*a^2*g^2*p*q^2*x^3-8796*a^2*g^2*p*q*r^3*x-32484* a^2*g^2*p*q*r^2*x^2+92446*a^2*g^2*p*q*r*x^3-6105*a^2*g^2*p*r^4*x+1424*a^2*g^2*p *r^3*x^2+76016*a^2*g^2*p*r^2*x^3-1134*a^2*g^2*q^4*x^2-189*a^2*g^2*q^3*r^2*x-\ 7898*a^2*g^2*q^3*r*x^2+10432*a^2*g^2*q^3*x^3-1671*a^2*g^2*q^2*r^3*x-17760*a^2*g ^2*q^2*r^2*x^2+46223*a^2*g^2*q^2*r*x^3-3171*a^2*g^2*q*r^4*x-7087*a^2*g^2*q*r^3* x^2+76016*a^2*g^2*q*r^2*x^3-1689*a^2*g^2*r^5*x+5535*a^2*g^2*r^4*x^2+36540*a^2*g ^2*r^3*x^3-742*a^2*g*p^5*r*x-3018*a^2*g*p^5*x^2-2440*a^2*g*p^4*q*r*x-12714*a^2* g*p^4*q*x^2-4213*a^2*g*p^4*r^2*x-11318*a^2*g*p^4*r*x^2+10064*a^2*g*p^4*x^3-2868 *a^2*g*p^3*q^2*r*x-20676*a^2*g*p^3*q^2*x^2-10766*a^2*g*p^3*q*r^2*x-39514*a^2*g* p^3*q*r*x^2+40256*a^2*g*p^3*q*x^3-9432*a^2*g*p^3*r^3*x-7912*a^2*g*p^3*r^2*x^2+ 54859*a^2*g*p^3*r*x^3-1384*a^2*g*p^2*q^3*r*x-15924*a^2*g*p^2*q^3*x^2-9000*a^2*g *p^2*q^2*r^2*x-50634*a^2*g*p^2*q^2*r*x^2+60384*a^2*g*p^2*q^2*x^3-17658*a^2*g*p^ 2*q*r^3*x-30195*a^2*g*p^2*q*r^2*x^2+164577*a^2*g*p^2*q*r*x^3-10438*a^2*g*p^2*r^ 4*x+18383*a^2*g*p^2*r^3*x^2+112564*a^2*g*p^2*r^2*x^3-214*a^2*g*p*q^4*r*x-5586*a ^2*g*p*q^4*x^2-2554*a^2*g*p*q^3*r^2*x-27998*a^2*g*p*q^3*r*x^2+40256*a^2*g*p*q^3 *x^3-9396*a^2*g*p*q^2*r^3*x-36654*a^2*g*p*q^2*r^2*x^2+164577*a^2*g*p*q^2*r*x^3-\ 12778*a^2*g*p*q*r^4*x+12718*a^2*g*p*q*r^3*x^2+225128*a^2*g*p*q*r^2*x^3-5722*a^2 *g*p*r^5*x+30320*a^2*g*p*r^4*x^2+90668*a^2*g*p*r^3*x^3-642*a^2*g*q^5*x^2-107*a^ 2*g*q^4*r^2*x-5560*a^2*g*q^4*r*x^2+10064*a^2*g*q^4*x^3-1170*a^2*g*q^3*r^3*x-\ 14371*a^2*g*q^3*r^2*x^2+54859*a^2*g*q^3*r*x^3-3264*a^2*g*q^2*r^4*x-5665*a^2*g*q ^2*r^3*x^2+112564*a^2*g*q^2*r^2*x^3-3446*a^2*g*q*r^5*x+16113*a^2*g*q*r^4*x^2+ 90668*a^2*g*q*r^3*x^3-1245*a^2*g*r^6*x+12325*a^2*g*r^5*x^2+20647*a^2*g*r^4*x^3-\ 198*a^2*p^6*r*x-792*a^2*p^6*x^2-836*a^2*p^5*q*r*x-4092*a^2*p^5*q*x^2-1331*a^2*p ^5*r^2*x-3215*a^2*p^5*r*x^2+3276*a^2*p^5*x^3-1364*a^2*p^4*q^2*r*x-8580*a^2*p^4* q^2*x^2-4598*a^2*p^4*q*r^2*x-14305*a^2*p^4*q*r*x^2+16380*a^2*p^4*q*x^3-3685*a^2 *p^4*r^3*x-1057*a^2*p^4*r^2*x^2+21050*a^2*p^4*r*x^3-1056*a^2*p^3*q^3*r*x-9240*a ^2*p^3*q^3*x^2-5830*a^2*p^3*q^2*r^2*x-25070*a^2*p^3*q^2*r*x^2+32760*a^2*p^3*q^2 *x^3-10032*a^2*p^3*q*r^3*x-7538*a^2*p^3*q*r^2*x^2+84200*a^2*p^3*q*r*x^3-5390*a^ 2*p^3*r^4*x+13911*a^2*p^3*r^3*x^2+51370*a^2*p^3*r^2*x^3-374*a^2*p^2*q^4*r*x-\ 5280*a^2*p^2*q^4*x^2-3212*a^2*p^2*q^3*r^2*x-21530*a^2*p^2*q^3*r*x^2+32760*a^2*p ^2*q^3*x^3-9306*a^2*p^2*q^2*r^3*x-16272*a^2*p^2*q^2*r^2*x^2+126300*a^2*p^2*q^2* r*x^3-10868*a^2*p^2*q*r^4*x+26052*a^2*p^2*q*r^3*x^2+154110*a^2*p^2*q*r^2*x^3-\ 4400*a^2*p^2*r^5*x+27805*a^2*p^2*r^4*x^2+53974*a^2*p^2*r^3*x^3-44*a^2*p*q^5*r*x -1452*a^2*p*q^5*x^2-671*a^2*p*q^4*r^2*x-8995*a^2*p*q^4*r*x^2+16380*a^2*p*q^4*x^ 3-3256*a^2*p*q^3*r^3*x-14158*a^2*p*q^3*r^2*x^2+84200*a^2*p*q^3*r*x^3-6578*a^2*p *q^2*r^4*x+10371*a^2*p*q^2*r^3*x^2+154110*a^2*p*q^2*r^2*x^3-5852*a^2*p*q*r^5*x+ 37958*a^2*p*q*r^4*x^2+107948*a^2*p*q*r^3*x^3-1903*a^2*p*r^6*x+20972*a^2*p*r^5*x ^2+19273*a^2*p*r^4*x^3-132*a^2*q^6*x^2-22*a^2*q^5*r^2*x-1445*a^2*q^5*r*x^2+3276 *a^2*q^5*x^3-297*a^2*q^4*r^3*x-4367*a^2*q^4*r^2*x^2+21050*a^2*q^4*r*x^3-1100*a^ 2*q^3*r^4*x-1770*a^2*q^3*r^3*x^2+51370*a^2*q^3*r^2*x^3-1738*a^2*q^2*r^5*x+10153 *a^2*q^2*r^4*x^2+53974*a^2*q^2*r^3*x^3-1254*a^2*q*r^6*x+14581*a^2*q*r^5*x^2+ 19273*a^2*q*r^4*x^3-341*a^2*r^7*x+5712*a^2*r^6*x^2-1105*a^2*r^5*x^3-384*a*b^5*c ^2*r*x-2304*a*b^5*c^2*x^2-448*a*b^5*c*p*r*x-2496*a*b^5*c*p*x^2-64*a*b^5*c*q*r*x -1344*a*b^5*c*q*x^2-544*a*b^5*c*r^2*x-3216*a*b^5*c*r*x^2+384*a*b^5*c*x^3-128*a* b^5*p^2*r*x-672*a*b^5*p^2*x^2-32*a*b^5*p*q*r*x-768*a*b^5*p*q*x^2-320*a*b^5*p*r^ 2*x-1792*a*b^5*p*r*x^2+192*a*b^5*p*x^3-96*a*b^5*q^2*x^2-16*a*b^5*q*r^2*x-688*a* b^5*q*r*x^2+192*a*b^5*q*x^3-192*a*b^5*r^3*x-1488*a*b^5*r^2*x^2-96*a*b^5*r*x^3-\ 3136*a*b^4*c^3*r*x-20544*a*b^4*c^3*x^2-1376*a*b^4*c^2*g*r*x-8640*a*b^4*c^2*g*x^ 2-5536*a*b^4*c^2*p*r*x-32448*a*b^4*c^2*p*x^2-1728*a*b^4*c^2*q*r*x-20448*a*b^4*c ^2*q*x^2-6448*a*b^4*c^2*r^2*x-33696*a*b^4*c^2*r*x^2+20480*a*b^4*c^2*x^3-1760*a* b^4*c*g*p*r*x-9792*a*b^4*c*g*p*x^2-320*a*b^4*c*g*q*r*x-5472*a*b^4*c*g*q*x^2-\ 2080*a*b^4*c*g*r^2*x-12816*a*b^4*c*g*r*x^2+1440*a*b^4*c*g*x^3-3184*a*b^4*c*p^2* r*x-16848*a*b^4*c*p^2*x^2-2240*a*b^4*c*p*q*r*x-22656*a*b^4*c*p*q*x^2-7552*a*b^4 *c*p*r^2*x-34680*a*b^4*c*p*r*x^2+20160*a*b^4*c*p*x^3-176*a*b^4*c*q^2*r*x-5808*a *b^4*c*q^2*x^2-2320*a*b^4*c*q*r^2*x-22320*a*b^4*c*q*r*x^2+20160*a*b^4*c*q*x^3-\ 4368*a*b^4*c*r^3*x-18240*a*b^4*c*r^2*x^2+32240*a*b^4*c*r*x^3-552*a*b^4*g*p^2*r* x-2736*a*b^4*g*p^2*x^2-192*a*b^4*g*p*q*r*x-3312*a*b^4*g*p*q*x^2-1380*a*b^4*g*p* r^2*x-7512*a*b^4*g*p*r*x^2+720*a*b^4*g*p*x^3-576*a*b^4*g*q^2*x^2-96*a*b^4*g*q*r ^2*x-3372*a*b^4*g*q*r*x^2+720*a*b^4*g*q*x^3-828*a*b^4*g*r^3*x-6660*a*b^4*g*r^2* x^2-360*a*b^4*g*r*x^3-600*a*b^4*p^3*r*x-2880*a*b^4*p^3*x^2-720*a*b^4*p^2*q*r*x-\ 6120*a*b^4*p^2*q*x^2-2160*a*b^4*p^2*r^2*x-8732*a*b^4*p^2*r*x^2+4960*a*b^4*p^2*x ^3-120*a*b^4*p*q^2*r*x-3600*a*b^4*p*q^2*x^2-1560*a*b^4*p*q*r^2*x-12204*a*b^4*p* q*r*x^2+9920*a*b^4*p*q*x^3-2520*a*b^4*p*r^3*x-8136*a*b^4*p*r^2*x^2+16200*a*b^4* p*r*x^3-360*a*b^4*q^3*x^2-60*a*b^4*q^2*r^2*x-3472*a*b^4*q^2*r*x^2+4960*a*b^4*q^ 2*x^3-840*a*b^4*q*r^3*x-7896*a*b^4*q*r^2*x^2+16200*a*b^4*q*r*x^3-960*a*b^4*r^4* x-1632*a*b^4*r^3*x^2+19700*a*b^4*r^2*x^3-10176*a*b^3*c^4*r*x-71808*a*b^3*c^4*x^ 2-8864*a*b^3*c^3*g*r*x-61248*a*b^3*c^3*g*x^2-24320*a*b^3*c^3*p*r*x-150336*a*b^3 *c^3*p*x^2-9408*a*b^3*c^3*q*r*x-101184*a*b^3*c^3*q*x^2-27360*a*b^3*c^3*r^2*x-\ 140288*a*b^3*c^3*r*x^2+129024*a*b^3*c^3*x^3-1888*a*b^3*c^2*g^2*r*x-12672*a*b^3* c^2*g^2*x^2-16608*a*b^3*c^2*g*p*r*x-99264*a*b^3*c^2*g*p*x^2-5440*a*b^3*c^2*g*q* r*x-63936*a*b^3*c^2*g*q*x^2-18848*a*b^3*c^2*g*r^2*x-105256*a*b^3*c^2*g*r*x^2+ 60800*a*b^3*c^2*g*x^3-21008*a*b^3*c^2*p^2*r*x-115392*a*b^3*c^2*p^2*x^2-18432*a* b^3*c^2*p*q*r*x-165120*a*b^3*c^2*p*q*x^2-48144*a*b^3*c^2*p*r^2*x-209048*a*b^3*c ^2*p*r*x^2+183040*a*b^3*c^2*p*x^3-2544*a*b^3*c^2*q^2*r*x-49728*a*b^3*c^2*q^2*x^ 2-19344*a*b^3*c^2*q*r^2*x-153144*a*b^3*c^2*q*r*x^2+183040*a*b^3*c^2*q*x^3-27136 *a*b^3*c^2*r^3*x-84680*a*b^3*c^2*r^2*x^2+275744*a*b^3*c^2*r*x^3-2640*a*b^3*c*g^ 2*p*r*x-14928*a*b^3*c*g^2*p*x^2-528*a*b^3*c*g^2*q*r*x-8592*a*b^3*c*g^2*q*x^2-\ 3032*a*b^3*c*g^2*r^2*x-19788*a*b^3*c*g^2*r*x^2+2112*a*b^3*c*g^2*x^3-10040*a*b^3 *c*g*p^2*r*x-52416*a*b^3*c*g*p^2*x^2-7456*a*b^3*c*g*p*q*r*x-72384*a*b^3*c*g*p*q *x^2-23576*a*b^3*c*g*p*r^2*x-110064*a*b^3*c*g*p*r*x^2+59840*a*b^3*c*g*p*x^3-712 *a*b^3*c*g*q^2*r*x-19968*a*b^3*c*g*q^2*x^2-7320*a*b^3*c*g*q*r^2*x-73856*a*b^3*c *g*q*r*x^2+59840*a*b^3*c*g*q*x^3-13536*a*b^3*c*g*r^3*x-63216*a*b^3*c*g*r^2*x^2+ 95712*a*b^3*c*g*r*x^3-7808*a*b^3*c*p^3*r*x-38592*a*b^3*c*p^3*x^2-11504*a*b^3*c* p^2*q*r*x-86784*a*b^3*c*p^2*q*x^2-27152*a*b^3*c*p^2*r^2*x-101260*a*b^3*c*p^2*r* x^2+86336*a*b^3*c*p^2*x^3-3872*a*b^3*c*p*q^2*r*x-57792*a*b^3*c*p*q^2*x^2-25040* a*b^3*c*p*q*r^2*x-155832*a*b^3*c*p*q*r*x^2+172672*a*b^3*c*p*q*x^3-30880*a*b^3*c *p*r^3*x-68524*a*b^3*c*p*r^2*x^2+258400*a*b^3*c*p*r*x^3-176*a*b^3*c*q^3*r*x-\ 9600*a*b^3*c*q^3*x^2-3520*a*b^3*c*q^2*r^2*x-54572*a*b^3*c*q^2*r*x^2+86336*a*b^3 *c*q^2*x^3-13536*a*b^3*c*q*r^3*x-73820*a*b^3*c*q*r^2*x^2+258400*a*b^3*c*q*r*x^3 -11536*a*b^3*c*r^4*x+40*a*b^3*c*r^3*x^2+223200*a*b^3*c*r^2*x^3-904*a*b^3*g^2*p^ 2*r*x-4296*a*b^3*g^2*p^2*x^2-376*a*b^3*g^2*p*q*r*x-5424*a*b^3*g^2*p*q*x^2-2260* a*b^3*g^2*p*r^2*x-12056*a*b^3*g^2*p*r*x^2+1056*a*b^3*g^2*p*x^3-1128*a*b^3*g^2*q ^2*x^2-188*a*b^3*g^2*q*r^2*x-5984*a*b^3*g^2*q*r*x^2+1056*a*b^3*g^2*q*x^3-1356*a *b^3*g^2*r^3*x-11184*a*b^3*g^2*r^2*x^2-528*a*b^3*g^2*r*x^3-1960*a*b^3*g*p^3*r*x -9048*a*b^3*g*p^3*x^2-2512*a*b^3*g*p^2*q*r*x-19752*a*b^3*g*p^2*q*x^2-7036*a*b^3 *g*p^2*r^2*x-27844*a*b^3*g*p^2*r*x^2+14720*a*b^3*g*p^2*x^3-552*a*b^3*g*p*q^2*r* x-12360*a*b^3*g*p*q^2*x^2-5376*a*b^3*g*p*q*r^2*x-40344*a*b^3*g*p*q*r*x^2+29440* a*b^3*g*p*q*x^3-8192*a*b^3*g*p*r^3*x-27464*a*b^3*g*p*r^2*x^2+48096*a*b^3*g*p*r* x^3-1656*a*b^3*g*q^3*x^2-276*a*b^3*g*q^2*r^2*x-12500*a*b^3*g*q^2*r*x^2+14720*a* b^3*g*q^2*x^3-2864*a*b^3*g*q*r^3*x-26952*a*b^3*g*q*r^2*x^2+48096*a*b^3*g*q*r*x^ 3-3116*a*b^3*g*r^4*x-6416*a*b^3*g*r^3*x^2+58512*a*b^3*g*r^2*x^3-1056*a*b^3*p^4* r*x-4752*a*b^3*p^4*x^2-2288*a*b^3*p^3*q*r*x-14784*a*b^3*p^3*q*x^2-4928*a*b^3*p^ 3*r^2*x-15950*a*b^3*p^3*r*x^2+13536*a*b^3*p^3*x^3-1408*a*b^3*p^2*q^2*r*x-15840* a*b^3*p^2*q^2*x^2-7656*a*b^3*p^2*q*r^2*x-38298*a*b^3*p^2*q*r*x^2+40608*a*b^3*p^ 2*q*x^3-8448*a*b^3*p^2*r^3*x-13004*a*b^3*p^2*r^2*x^2+60248*a*b^3*p^2*r*x^3-176* a*b^3*p*q^3*r*x-6336*a*b^3*p*q^3*x^2-2816*a*b^3*p*q^2*r^2*x-28746*a*b^3*p*q^2*r *x^2+40608*a*b^3*p*q^2*x^3-8448*a*b^3*p*q*r^3*x-29392*a*b^3*p*q*r^2*x^2+120496* a*b^3*p*q*r*x^3-6336*a*b^3*p*r^4*x+6156*a*b^3*p*r^3*x^2+99456*a*b^3*p*r^2*x^3-\ 528*a*b^3*q^4*x^2-88*a*b^3*q^3*r^2*x-6398*a*b^3*q^3*r*x^2+13536*a*b^3*q^3*x^3-\ 1408*a*b^3*q^2*r^3*x-16388*a*b^3*q^2*r^2*x^2+60248*a*b^3*q^2*r*x^3-3080*a*b^3*q *r^4*x-4692*a*b^3*q*r^3*x^2+99456*a*b^3*q*r^2*x^3-1760*a*b^3*r^5*x+7962*a*b^3*r ^4*x^2+48272*a*b^3*r^3*x^3-16192*a*b^2*c^5*r*x-121536*a*b^2*c^5*x^2-21184*a*b^2 *c^4*g*r*x-157824*a*b^2*c^4*g*x^2-49440*a*b^2*c^4*p*r*x-318528*a*b^2*c^4*p*x^2-\ 20864*a*b^2*c^4*q*r*x-222048*a*b^2*c^4*q*x^2-54144*a*b^2*c^4*r^2*x-281664*a*b^2 *c^4*r*x^2+311616*a*b^2*c^4*x^3-9040*a*b^2*c^3*g^2*r*x-66672*a*b^2*c^3*g^2*x^2-\ 53056*a*b^2*c^3*g*p*r*x-336000*a*b^2*c^3*g*p*x^2-20832*a*b^2*c^3*g*q*r*x-229728 *a*b^2*c^3*g*q*x^2-58336*a*b^2*c^3*g*r^2*x-320088*a*b^2*c^3*g*r*x^2+282048*a*b^ 2*c^3*g*x^3-57504*a*b^2*c^3*p^2*r*x-324672*a*b^2*c^3*p^2*x^2-55200*a*b^2*c^3*p* q*r*x-480000*a*b^2*c^3*p*q*x^2-128816*a*b^2*c^3*p*r^2*x-550520*a*b^2*c^3*p*r*x^ 2+578688*a*b^2*c^3*p*x^3-9216*a*b^2*c^3*q^2*r*x-155328*a*b^2*c^3*q^2*x^2-57168* a*b^2*c^3*q*r^2*x-426776*a*b^2*c^3*q*r*x^2+578688*a*b^2*c^3*q*x^3-71312*a*b^2*c ^3*r^3*x-195016*a*b^2*c^3*r^2*x^2+826416*a*b^2*c^3*r*x^3-1248*a*b^2*c^2*g^3*r*x -9072*a*b^2*c^2*g^3*x^2-17976*a*b^2*c^2*g^2*p*r*x-110448*a*b^2*c^2*g^2*p*x^2-\ 5984*a*b^2*c^2*g^2*q*r*x-72360*a*b^2*c^2*g^2*q*x^2-19880*a*b^2*c^2*g^2*r^2*x-\ 119196*a*b^2*c^2*g^2*r*x^2+66144*a*b^2*c^2*g^2*x^3-47496*a*b^2*c^2*g*p^2*r*x-\ 260544*a*b^2*c^2*g*p^2*x^2-42656*a*b^2*c^2*g*p*q*r*x-379392*a*b^2*c^2*g*p*q*x^2 -107668*a*b^2*c^2*g*p*r^2*x-480104*a*b^2*c^2*g*p*r*x^2+399600*a*b^2*c^2*g*p*x^3 -6224*a*b^2*c^2*g*q^2*r*x-118848*a*b^2*c^2*g*q^2*x^2-43240*a*b^2*c^2*g*q*r^2*x-\ 360248*a*b^2*c^2*g*q*r*x^2+399600*a*b^2*c^2*g*q*x^3-60172*a*b^2*c^2*g*r^3*x-\ 213496*a*b^2*c^2*g*r^2*x^2+600888*a*b^2*c^2*g*r*x^3-32016*a*b^2*c^2*p^3*r*x-\ 161664*a*b^2*c^2*p^3*x^2-51344*a*b^2*c^2*p^2*q*r*x-374400*a*b^2*c^2*p^2*q*x^2-\ 108988*a*b^2*c^2*p^2*r^2*x-393428*a*b^2*c^2*p^2*r*x^2+401808*a*b^2*c^2*p^2*x^3-\ 20896*a*b^2*c^2*p*q^2*r*x-263808*a*b^2*c^2*p*q^2*x^2-110528*a*b^2*c^2*p*q*r^2*x -632968*a*b^2*c^2*p*q*r*x^2+803616*a*b^2*c^2*p*q*x^3-121928*a*b^2*c^2*p*r^3*x-\ 219672*a*b^2*c^2*p*r^2*x^2+1133016*a*b^2*c^2*p*r*x^3-1568*a*b^2*c^2*q^3*r*x-\ 51072*a*b^2*c^2*q^3*x^2-19756*a*b^2*c^2*q^2*r^2*x-239540*a*b^2*c^2*q^2*r*x^2+ 401808*a*b^2*c^2*q^2*x^3-59184*a*b^2*c^2*q*r^3*x-253860*a*b^2*c^2*q*r^2*x^2+ 1133016*a*b^2*c^2*q*r*x^3-44956*a*b^2*c^2*r^4*x+31112*a*b^2*c^2*r^3*x^2+841464* a*b^2*c^2*r^2*x^3-1904*a*b^2*c*g^3*p*r*x-11040*a*b^2*c*g^3*p*x^2-392*a*b^2*c*g^ 3*q*r*x-6504*a*b^2*c*g^3*q*x^2-2124*a*b^2*c*g^3*r^2*x-14784*a*b^2*c*g^3*r*x^2+ 1512*a*b^2*c*g^3*x^3-11396*a*b^2*c*g^2*p^2*r*x-59124*a*b^2*c*g^2*p^2*x^2-8744*a *b^2*c*g^2*p*q*r*x-83328*a*b^2*c*g^2*p*q*x^2-26532*a*b^2*c*g^2*p*r^2*x-126134*a *b^2*c*g^2*p*r*x^2+65088*a*b^2*c*g^2*p*x^3-900*a*b^2*c*g^2*q^2*r*x-24204*a*b^2* c*g^2*q^2*x^2-8212*a*b^2*c*g^2*q*r^2*x-87308*a*b^2*c*g^2*q*r*x^2+65088*a*b^2*c* g^2*q*x^3-15136*a*b^2*c*g^2*r^3*x-77148*a*b^2*c*g^2*r^2*x^2+104124*a*b^2*c*g^2* r*x^3-18064*a*b^2*c*g*p^3*r*x-87624*a*b^2*c*g*p^3*x^2-27416*a*b^2*c*g*p^2*q*r*x -200448*a*b^2*c*g*p^2*q*x^2-62496*a*b^2*c*g*p^2*r^2*x-232824*a*b^2*c*g*p^2*r*x^ 2+188208*a*b^2*c*g*p^2*x^3-9880*a*b^2*c*g*p*q^2*r*x-138024*a*b^2*c*g*p*q^2*x^2-\ 58864*a*b^2*c*g*p*q*r^2*x-365916*a*b^2*c*g*p*q*r*x^2+376416*a*b^2*c*g*p*q*x^3-\ 70800*a*b^2*c*g*p*r^3*x-169660*a*b^2*c*g*p*r^2*x^2+562146*a*b^2*c*g*p*r*x^3-528 *a*b^2*c*g*q^3*r*x-25200*a*b^2*c*g*q^3*x^2-8506*a*b^2*c*g*q^2*r^2*x-133092*a*b^ 2*c*g*q^2*r*x^2+188208*a*b^2*c*g*q^2*x^3-31448*a*b^2*c*g*q*r^3*x-182536*a*b^2*c *g*q*r^2*x^2+562146*a*b^2*c*g*q*r*x^3-26368*a*b^2*c*g*r^4*x-10384*a*b^2*c*g*r^3 *x^2+485076*a*b^2*c*g*r^2*x^3-8564*a*b^2*c*p^4*r*x-39444*a*b^2*c*p^4*x^2-20008* a*b^2*c*p^3*q*r*x-125952*a*b^2*c*p^3*q*x^2-39116*a*b^2*c*p^3*r^2*x-122022*a*b^2 *c*p^3*r*x^2+123600*a*b^2*c*p^3*x^3-14400*a*b^2*c*p^2*q^2*r*x-141192*a*b^2*c*p^ 2*q^2*x^2-66068*a*b^2*c*p^2*q*r^2*x-303342*a*b^2*c*p^2*q*r*x^2+370800*a*b^2*c*p ^2*q*x^3-65964*a*b^2*c*p^2*r^3*x-75788*a*b^2*c*p^2*r^2*x^2+515346*a*b^2*c*p^2*r *x^3-3032*a*b^2*c*p*q^3*r*x-62304*a*b^2*c*p*q^3*x^2-29368*a*b^2*c*p*q^2*r^2*x-\ 240618*a*b^2*c*p*q^2*r*x^2+370800*a*b^2*c*p*q^2*x^3-72112*a*b^2*c*p*q*r^3*x-\ 186652*a*b^2*c*p*q*r^2*x^2+1030692*a*b^2*c*p*q*r*x^3-48836*a*b^2*c*p*r^4*x+ 77838*a*b^2*c*p*r^3*x^2+737496*a*b^2*c*p*r^2*x^3-76*a*b^2*c*q^4*r*x-7620*a*b^2* c*q^4*x^2-2416*a*b^2*c*q^3*r^2*x-59298*a*b^2*c*q^3*r*x^2+123600*a*b^2*c*q^3*x^3 -14968*a*b^2*c*q^2*r^3*x-110864*a*b^2*c*q^2*r^2*x^2+515346*a*b^2*c*q^2*r*x^3-\ 26052*a*b^2*c*q*r^4*x-468*a*b^2*c*q*r^3*x^2+737496*a*b^2*c*q*r^2*x^3-13424*a*b^ 2*c*r^5*x+71048*a*b^2*c*r^4*x^2+314232*a*b^2*c*r^3*x^3-706*a*b^2*g^3*p^2*r*x-\ 3252*a*b^2*g^3*p^2*x^2-328*a*b^2*g^3*p*q*r*x-4236*a*b^2*g^3*p*q*x^2-1765*a*b^2* g^3*p*r^2*x-9278*a*b^2*g^3*p*r*x^2+756*a*b^2*g^3*p*x^3-984*a*b^2*g^3*q^2*x^2-\ 164*a*b^2*g^3*q*r^2*x-4931*a*b^2*g^3*q*r*x^2+756*a*b^2*g^3*q*x^3-1059*a*b^2*g^3 *r^3*x-8889*a*b^2*g^3*r^2*x^2-378*a*b^2*g^3*r*x^3-2294*a*b^2*g^2*p^3*r*x-10284* a*b^2*g^2*p^3*x^2-3076*a*b^2*g^2*p^2*q*r*x-22914*a*b^2*g^2*p^2*q*x^2-8218*a*b^2 *g^2*p^2*r^2*x-32003*a*b^2*g^2*p^2*r*x^2+16008*a*b^2*g^2*p^2*x^3-782*a*b^2*g^2* p*q^2*r*x-14976*a*b^2*g^2*p*q^2*x^2-6530*a*b^2*g^2*p*q*r^2*x-47629*a*b^2*g^2*p* q*r*x^2+32016*a*b^2*g^2*p*q*x^3-9554*a*b^2*g^2*p*r^3*x-32866*a*b^2*g^2*p*r^2*x^ 2+52326*a*b^2*g^2*p*r*x^3-2346*a*b^2*g^2*q^3*x^2-391*a*b^2*g^2*q^2*r^2*x-15626* a*b^2*g^2*q^2*r*x^2+16008*a*b^2*g^2*q^2*x^3-3454*a*b^2*g^2*q*r^3*x-32542*a*b^2* g^2*q*r^2*x^2+52326*a*b^2*g^2*q*r*x^3-3630*a*b^2*g^2*r^4*x-8408*a*b^2*g^2*r^3*x ^2+63687*a*b^2*g^2*r^2*x^3-2470*a*b^2*g*p^4*r*x-10812*a*b^2*g*p^4*x^2-5520*a*b^ 2*g*p^3*q*r*x-34176*a*b^2*g*p^3*q*x^2-11493*a*b^2*g*p^3*r^2*x-36558*a*b^2*g*p^3 *r*x^2+29460*a*b^2*g*p^3*x^3-3630*a*b^2*g*p^2*q^2*r*x-37656*a*b^2*g*p^2*q^2*x^2 -18362*a*b^2*g*p^2*q*r^2*x-89358*a*b^2*g*p^2*q*r*x^2+88380*a*b^2*g*p^2*q*x^3-\ 19659*a*b^2*g*p^2*r^3*x-31493*a*b^2*g*p^2*r^2*x^2+130815*a*b^2*g*p^2*r*x^3-580* a*b^2*g*p*q^3*r*x-16032*a*b^2*g*p*q^3*x^2-7159*a*b^2*g*p*q^2*r^2*x-69042*a*b^2* g*p*q^2*r*x^2+88380*a*b^2*g*p*q^2*x^3-20164*a*b^2*g*p*q*r^3*x-70927*a*b^2*g*p*q *r^2*x^2+261630*a*b^2*g*p*q*r*x^3-14719*a*b^2*g*p*r^4*x+11337*a*b^2*g*p*r^3*x^2 +215520*a*b^2*g*p*r^2*x^3-1740*a*b^2*g*q^4*x^2-290*a*b^2*g*q^3*r^2*x-16242*a*b^ 2*g*q^3*r*x^2+29460*a*b^2*g*q^3*x^3-3529*a*b^2*g*q^2*r^3*x-39434*a*b^2*g*q^2*r^ 2*x^2+130815*a*b^2*g*q^2*r*x^3-7322*a*b^2*g*q*r^4*x-12465*a*b^2*g*q*r^3*x^2+ 215520*a*b^2*g*q*r^2*x^3-4083*a*b^2*g*r^5*x+17084*a*b^2*g*r^4*x^2+104094*a*b^2* g*r^3*x^3-882*a*b^2*p^5*r*x-3780*a*b^2*p^5*x^2-2772*a*b^2*p^4*q*r*x-15498*a*b^2 *p^4*q*x^2-5040*a*b^2*p^4*r^2*x-13865*a*b^2*p^4*r*x^2+14208*a*b^2*p^4*x^3-3024* a*b^2*p^3*q^2*r*x-24192*a*b^2*p^3*q^2*x^2-12348*a*b^2*p^3*q*r^2*x-47102*a*b^2*p ^3*q*r*x^2+56832*a*b^2*p^3*q*x^3-11340*a*b^2*p^3*r^3*x-7458*a*b^2*p^3*r^2*x^2+ 77721*a*b^2*p^3*r*x^3-1260*a*b^2*p^2*q^3*r*x-17388*a*b^2*p^2*q^3*x^2-9639*a*b^2 *p^2*q^2*r^2*x-58116*a*b^2*p^2*q^2*r*x^2+85248*a*b^2*p^2*q^2*x^3-20412*a*b^2*p^ 2*q*r^3*x-31122*a*b^2*p^2*q*r^2*x^2+233163*a*b^2*p^2*q*r*x^3-12600*a*b^2*p^2*r^ 4*x+28302*a*b^2*p^2*r^3*x^2+160116*a*b^2*p^2*r^2*x^3-126*a*b^2*p*q^4*r*x-5292*a *b^2*p*q^4*x^2-2394*a*b^2*p*q^3*r^2*x-30386*a*b^2*p*q^3*r*x^2+56832*a*b^2*p*q^3 *x^3-10206*a*b^2*p*q^2*r^3*x-39870*a*b^2*p*q^2*r^2*x^2+233163*a*b^2*p*q^2*r*x^3 -14868*a*b^2*p*q*r^4*x+22863*a*b^2*p*q*r^3*x^2+320232*a*b^2*p*q*r^2*x^3-6930*a* b^2*p*r^5*x+42418*a*b^2*p*r^4*x^2+129912*a*b^2*p*r^3*x^3-378*a*b^2*q^5*x^2-63*a *b^2*q^4*r^2*x-5507*a*b^2*q^4*r*x^2+14208*a*b^2*q^4*x^3-1134*a*b^2*q^3*r^3*x-\ 16206*a*b^2*q^3*r^2*x^2+77721*a*b^2*q^3*r*x^3-3591*a*b^2*q^2*r^4*x-5439*a*b^2*q ^2*r^3*x^2+160116*a*b^2*q^2*r^2*x^3-4032*a*b^2*q*r^5*x+22381*a*b^2*q*r^4*x^2+ 129912*a*b^2*q*r^3*x^3-1512*a*b^2*r^6*x+16743*a*b^2*r^5*x^2+30123*a*b^2*r^4*x^3 -12480*a*b*c^6*r*x-99072*a*b*c^6*x^2-21920*a*b*c^5*g*r*x-173952*a*b*c^5*g*x^2-\ 46976*a*b*c^5*p*r*x-313152*a*b*c^5*p*x^2-20544*a*b*c^5*q*r*x-222912*a*b*c^5*q*x ^2-50240*a*b*c^5*r^2*x-269376*a*b*c^5*r*x^2+328192*a*b*c^5*x^3-14160*a*b*c^4*g^ 2*r*x-112320*a*b*c^4*g^2*x^2-69760*a*b*c^4*g*p*r*x-461664*a*b*c^4*g*p*x^2-29440 *a*b*c^4*g*q*r*x-325536*a*b*c^4*g*q*x^2-74744*a*b*c^4*g*r^2*x-415896*a*b*c^4*g* r*x^2+444608*a*b*c^4*g*x^3-69376*a*b*c^4*p^2*r*x-399360*a*b*c^4*p^2*x^2-69440*a *b*c^4*p*q*r*x-602112*a*b*c^4*p*q*x^2-152816*a*b*c^4*p*r^2*x-653136*a*b*c^4*p*r *x^2+754944*a*b*c^4*p*x^3-12544*a*b*c^4*q^2*r*x-202752*a*b*c^4*q^2*x^2-70576*a* b*c^4*q*r^2*x-522480*a*b*c^4*q*r*x^2+754944*a*b*c^4*q*x^3-83440*a*b*c^4*r^3*x-\ 217704*a*b*c^4*r^2*x^2+1040272*a*b*c^4*r*x^3-3960*a*b*c^3*g^3*r*x-31392*a*b*c^3 *g^3*x^2-37184*a*b*c^3*g^2*p*r*x-242640*a*b*c^3*g^2*p*x^2-14576*a*b*c^3*g^2*q*r *x-167856*a*b*c^3*g^2*q*x^2-39944*a*b*c^3*g^2*r^2*x-235248*a*b*c^3*g^2*r*x^2+ 200576*a*b*c^3*g^2*x^3-83568*a*b*c^3*g*p^2*r*x-474048*a*b*c^3*g*p^2*x^2-81120*a *b*c^3*g*p*q*r*x-709632*a*b*c^3*g*p*q*x^2-185136*a*b*c^3*g*p*r^2*x-815336*a*b*c ^3*g*p*r*x^2+824384*a*b*c^3*g*p*x^3-13776*a*b*c^3*g*q^2*r*x-235584*a*b*c^3*g*q^ 2*x^2-81696*a*b*c^3*g*q*r^2*x-642856*a*b*c^3*g*q*r*x^2+824384*a*b*c^3*g*q*x^3-\ 101568*a*b*c^3*g*r^3*x-314616*a*b*c^3*g*r^2*x^2+1174768*a*b*c^3*g*r*x^3-51840*a *b*c^3*p^3*r*x-264768*a*b*c^3*p^3*x^2-86688*a*b*c^3*p^2*q*r*x-624192*a*b*c^3*p^ 2*q*x^2-174064*a*b*c^3*p^2*r^2*x-617736*a*b*c^3*p^2*r*x^2+692544*a*b*c^3*p^2*x^ 3-38272*a*b*c^3*p*q^2*r*x-454080*a*b*c^3*p*q^2*x^2-184416*a*b*c^3*p*q*r^2*x-\ 1019472*a*b*c^3*p*q*r*x^2+1385088*a*b*c^3*p*q*x^3-192608*a*b*c^3*p*r^3*x-308920 *a*b*c^3*p*r^2*x^2+1880096*a*b*c^3*p*r*x^3-3424*a*b*c^3*q^3*r*x-94656*a*b*c^3*q ^3*x^2-36048*a*b*c^3*q^2*r^2*x-401736*a*b*c^3*q^2*r*x^2+692544*a*b*c^3*q^2*x^3-\ 97728*a*b*c^3*q*r^3*x-376040*a*b*c^3*q*r^2*x^2+1880096*a*b*c^3*q*r*x^3-70384*a* b*c^3*r^4*x+70848*a*b*c^3*r^3*x^2+1290400*a*b*c^3*r^2*x^3-400*a*b*c^2*g^4*r*x-\ 3168*a*b*c^2*g^4*x^2-8352*a*b*c^2*g^3*p*r*x-52968*a*b*c^2*g^3*p*x^2-2768*a*b*c^ 2*g^3*q*r*x-35160*a*b*c^2*g^3*q*x^2-9006*a*b*c^2*g^3*r^2*x-58014*a*b*c^2*g^3*r* x^2+31216*a*b*c^2*g^3*x^3-34452*a*b*c^2*g^2*p^2*r*x-189768*a*b*c^2*g^2*p^2*x^2-\ 31328*a*b*c^2*g^2*p*q*r*x-280032*a*b*c^2*g^2*p*q*x^2-77304*a*b*c^2*g^2*p*r^2*x-\ 354528*a*b*c^2*g^2*p*r*x^2+283824*a*b*c^2*g^2*p*x^3-4660*a*b*c^2*g^2*q^2*r*x-\ 90264*a*b*c^2*g^2*q^2*x^2-30764*a*b*c^2*g^2*q*r^2*x-270924*a*b*c^2*g^2*q*r*x^2+ 283824*a*b*c^2*g^2*q*x^3-42852*a*b*c^2*g^2*r^3*x-168750*a*b*c^2*g^2*r^2*x^2+ 426124*a*b*c^2*g^2*r*x^3-47392*a*b*c^2*g*p^3*r*x-236952*a*b*c^2*g*p^3*x^2-77312 *a*b*c^2*g*p^2*q*r*x-555480*a*b*c^2*g*p^2*q*x^2-160408*a*b*c^2*g*p^2*r^2*x-\ 582594*a*b*c^2*g*p^2*r*x^2+571440*a*b*c^2*g*p^2*x^3-32480*a*b*c^2*g*p*q^2*r*x-\ 400104*a*b*c^2*g*p*q^2*x^2-164404*a*b*c^2*g*p*q*r^2*x-951372*a*b*c^2*g*p*q*r*x^ 2+1142880*a*b*c^2*g*p*q*x^3-178640*a*b*c^2*g*p*r^3*x-350808*a*b*c^2*g*p*r^2*x^2 +1607308*a*b*c^2*g*p*r*x^3-2560*a*b*c^2*g*q^3*r*x-81576*a*b*c^2*g*q^3*x^2-29584 *a*b*c^2*g*q^2*r^2*x-368778*a*b*c^2*g*q^2*r*x^2+571440*a*b*c^2*g*q^2*x^3-87092* a*b*c^2*g*q*r^3*x-402564*a*b*c^2*g*q*r^2*x^2+1607308*a*b*c^2*g*q*r*x^3-65624*a* b*c^2*g*r^4*x+23280*a*b*c^2*g*r^3*x^2+1190456*a*b*c^2*g*r^2*x^3-20804*a*b*c^2*p ^4*r*x-96672*a*b*c^2*p^4*x^2-50512*a*b*c^2*p^3*q*r*x-313632*a*b*c^2*p^3*q*x^2-\ 93844*a*b*c^2*p^3*r^2*x-285696*a*b*c^2*p^3*r*x^2+316640*a*b*c^2*p^3*x^3-39000*a *b*c^2*p^2*q^2*r*x-360864*a*b*c^2*p^2*q^2*x^2-165132*a*b*c^2*p^2*q*r^2*x-724920 *a*b*c^2*p^2*q*r*x^2+949920*a*b*c^2*p^2*q*x^3-156708*a*b*c^2*p^2*r^3*x-148518*a *b*c^2*p^2*r^2*x^2+1268292*a*b*c^2*p^2*r*x^3-9680*a*b*c^2*p*q^3*r*x-167520*a*b* c^2*p*q^3*x^2-79380*a*b*c^2*p*q^2*r^2*x-592752*a*b*c^2*p*q^2*r*x^2+949920*a*b*c ^2*p*q^2*x^3-178728*a*b*c^2*p*q*r^3*x-392436*a*b*c^2*p*q*r^2*x^2+2536584*a*b*c^ 2*p*q*r*x^3-115100*a*b*c^2*p*r^4*x+217854*a*b*c^2*p*r^3*x^2+1680560*a*b*c^2*p*r ^2*x^3-388*a*b*c^2*q^4*r*x-23616*a*b*c^2*q^4*x^2-8092*a*b*c^2*q^3*r^2*x-153528* a*b*c^2*q^3*r*x^2+316640*a*b*c^2*q^3*x^3-40380*a*b*c^2*q^2*r^3*x-243918*a*b*c^2 *q^2*r^2*x^2+1268292*a*b*c^2*q^2*r*x^3-64108*a*b*c^2*q*r^4*x+39042*a*b*c^2*q*r^ 3*x^2+1680560*a*b*c^2*q*r^2*x^3-31432*a*b*c^2*r^5*x+177348*a*b*c^2*r^4*x^2+ 657136*a*b*c^2*r^3*x^3-664*a*b*c*g^4*p*r*x-3960*a*b*c*g^4*p*x^2-136*a*b*c*g^4*q *r*x-2376*a*b*c*g^4*q*x^2-720*a*b*c*g^4*r^2*x-5346*a*b*c*g^4*r*x^2+528*a*b*c*g^ 4*x^3-5534*a*b*c*g^3*p^2*r*x-28668*a*b*c*g^3*p^2*x^2-4328*a*b*c*g^3*p*q*r*x-\ 41040*a*b*c*g^3*p*q*x^2-12790*a*b*c*g^3*p*r^2*x-61936*a*b*c*g^3*p*r*x^2+30712*a *b*c*g^3*p*x^3-454*a*b*c*g^3*q^2*r*x-12372*a*b*c*g^3*q^2*x^2-3912*a*b*c*g^3*q*r ^2*x-43886*a*b*c*g^3*q*r*x^2+30712*a*b*c*g^3*q*x^3-7256*a*b*c*g^3*r^3*x-39666*a *b*c*g^3*r^2*x^2+49140*a*b*c*g^3*r*x^3-13384*a*b*c*g^2*p^3*r*x-64104*a*b*c*g^2* p^3*x^2-20732*a*b*c*g^2*p^2*q*r*x-148584*a*b*c*g^2*p^2*q*x^2-46100*a*b*c*g^2*p^ 2*r^2*x-171979*a*b*c*g^2*p^2*r*x^2+133496*a*b*c*g^2*p^2*x^3-7792*a*b*c*g^2*p*q^ 2*r*x-104856*a*b*c*g^2*p*q^2*x^2-44018*a*b*c*g^2*p*q*r^2*x-274686*a*b*c*g^2*p*q *r*x^2+266992*a*b*c*g^2*p*q*x^3-52048*a*b*c*g^2*p*r^3*x-132230*a*b*c*g^2*p*r^2* x^2+398006*a*b*c*g^2*p*r*x^3-444*a*b*c*g^2*q^3*r*x-20376*a*b*c*g^2*q^3*x^2-6432 *a*b*c*g^2*q^2*r^2*x-102707*a*b*c*g^2*q^2*r*x^2+133496*a*b*c*g^2*q^2*x^3-23286* a*b*c*g^2*q*r^3*x-142360*a*b*c*g^2*q*r^2*x^2+398006*a*b*c*g^2*q*r*x^3-19332*a*b *c*g^2*r^4*x-13704*a*b*c*g^2*r^3*x^2+343192*a*b*c*g^2*r^2*x^3-12794*a*b*c*g*p^4 *r*x-57888*a*b*c*g*p^4*x^2-30456*a*b*c*g*p^3*q*r*x-186960*a*b*c*g*p^3*q*x^2-\ 58246*a*b*c*g*p^3*r^2*x-180222*a*b*c*g*p^3*r*x^2+175456*a*b*c*g*p^3*x^3-22676*a *b*c*g*p^2*q^2*r*x-213552*a*b*c*g*p^2*q^2*x^2-99974*a*b*c*g*p^2*q*r^2*x-453846* a*b*c*g*p^2*q*r*x^2+526368*a*b*c*g*p^2*q*x^3-97974*a*b*c*g*p^2*r^3*x-119739*a*b *c*g*p^2*r^2*x^2+729398*a*b*c*g*p^2*r*x^3-5160*a*b*c*g*p*q^3*r*x-97776*a*b*c*g* p*q^3*x^2-45638*a*b*c*g*p*q^2*r^2*x-367026*a*b*c*g*p*q^2*r*x^2+526368*a*b*c*g*p *q^2*x^3-108580*a*b*c*g*p*q*r^3*x-291870*a*b*c*g*p*q*r^2*x^2+1458796*a*b*c*g*p* q*r*x^3-72386*a*b*c*g*p*r^4*x+101427*a*b*c*g*p*r^3*x^2+1040384*a*b*c*g*p*r^2*x^ 3-146*a*b*c*g*q^4*r*x-13296*a*b*c*g*q^4*x^2-3910*a*b*c*g*q^3*r^2*x-93402*a*b*c* g*q^3*r*x^2+175456*a*b*c*g*q^3*x^3-22962*a*b*c*g*q^2*r^3*x-172131*a*b*c*g*q^2*r ^2*x^2+729398*a*b*c*g*q^2*r*x^3-39062*a*b*c*g*q*r^4*x-10563*a*b*c*g*q*r^3*x^2+ 1040384*a*b*c*g*q*r^2*x^3-19864*a*b*c*g*r^5*x+98832*a*b*c*g*r^4*x^2+440440*a*b* c*g*r^3*x^3-4272*a*b*c*p^5*r*x-18492*a*b*c*p^5*x^2-13884*a*b*c*p^4*q*r*x-76884* a*b*c*p^4*q*x^2-24120*a*b*c*p^4*r^2*x-64782*a*b*c*p^4*r*x^2+72144*a*b*c*p^4*x^3 -16032*a*b*c*p^3*q^2*r*x-122616*a*b*c*p^3*q^2*x^2-61228*a*b*c*p^3*q*r^2*x-\ 223632*a*b*c*p^3*q*r*x^2+288576*a*b*c*p^3*q*x^3-53760*a*b*c*p^3*r^3*x-26130*a*b *c*p^3*r^2*x^2+378356*a*b*c*p^3*r*x^3-7512*a*b*c*p^2*q^3*r*x-91464*a*b*c*p^2*q^ 3*x^2-50856*a*b*c*p^2*q^2*r^2*x-282204*a*b*c*p^2*q^2*r*x^2+432864*a*b*c*p^2*q^2 *x^3-100380*a*b*c*p^2*q*r^3*x-122550*a*b*c*p^2*q*r^2*x^2+1135068*a*b*c*p^2*q*r* x^3-59280*a*b*c*p^2*r^4*x+147378*a*b*c*p^2*r^3*x^2+723160*a*b*c*p^2*r^2*x^3-\ 1104*a*b*c*p*q^4*r*x-30156*a*b*c*p*q^4*x^2-14508*a*b*c*p*q^3*r^2*x-152640*a*b*c *p*q^3*r*x^2+288576*a*b*c*p*q^3*x^3-53616*a*b*c*p*q^2*r^3*x-166710*a*b*c*p*q^2* r^2*x^2+1135068*a*b*c*p*q^2*r*x^3-72612*a*b*c*p*q*r^4*x+143568*a*b*c*p*q*r^3*x^ 2+1446320*a*b*c*p*q*r^2*x^3-32400*a*b*c*p*r^5*x+206478*a*b*c*p*r^4*x^2+537728*a *b*c*p*r^3*x^3-12*a*b*c*q^5*r*x-2916*a*b*c*q^5*x^2-760*a*b*c*q^4*r^2*x-29286*a* b*c*q^4*r*x^2+72144*a*b*c*q^4*x^3-6996*a*b*c*q^3*r^3*x-70290*a*b*c*q^3*r^2*x^2+ 378356*a*b*c*q^3*r*x^3-18792*a*b*c*q^2*r^4*x-3810*a*b*c*q^2*r^3*x^2+723160*a*b* c*q^2*r^2*x^3-19576*a*b*c*q*r^5*x+119370*a*b*c*q*r^4*x^2+537728*a*b*c*q*r^3*x^3 -7032*a*b*c*r^6*x+79260*a*b*c*r^5*x^2+108416*a*b*c*r^4*x^3-264*a*b*g^4*p^2*r*x-\ 1188*a*b*g^4*p^2*x^2-132*a*b*g^4*p*q*r*x-1584*a*b*g^4*p*q*x^2-660*a*b*g^4*p*r^2 *x-3432*a*b*g^4*p*r*x^2+264*a*b*g^4*p*x^3-396*a*b*g^4*q^2*x^2-66*a*b*g^4*q*r^2* x-1914*a*b*g^4*q*r*x^2+264*a*b*g^4*q*x^3-396*a*b*g^4*r^3*x-3366*a*b*g^4*r^2*x^2 -132*a*b*g^4*r*x^3-1144*a*b*g^3*p^3*r*x-5016*a*b*g^3*p^3*x^2-1584*a*b*g^3*p^2*q *r*x-11352*a*b*g^3*p^2*q*x^2-4092*a*b*g^3*p^2*r^2*x-15740*a*b*g^3*p^2*r*x^2+ 7552*a*b*g^3*p^2*x^3-440*a*b*g^3*p*q^2*r*x-7656*a*b*g^3*p*q^2*x^2-3344*a*b*g^3* p*q*r^2*x-23904*a*b*g^3*p*q*r*x^2+15104*a*b*g^3*p*q*x^3-4752*a*b*g^3*p*r^3*x-\ 16640*a*b*g^3*p*r^2*x^2+24696*a*b*g^3*p*r*x^3-1320*a*b*g^3*q^3*x^2-220*a*b*g^3* q^2*r^2*x-8164*a*b*g^3*q^2*r*x^2+7552*a*b*g^3*q^2*x^3-1760*a*b*g^3*q*r^3*x-\ 16600*a*b*g^3*q*r^2*x^2+24696*a*b*g^3*q*r*x^3-1804*a*b*g^3*r^4*x-4512*a*b*g^3*r ^3*x^2+30072*a*b*g^3*r^2*x^3-1848*a*b*g^2*p^4*r*x-7920*a*b*g^2*p^4*x^2-4224*a*b *g^2*p^3*q*r*x-25344*a*b*g^2*p^3*q*x^2-8580*a*b*g^2*p^3*r^2*x-26913*a*b*g^2*p^3 *r*x^2+20864*a*b*g^2*p^3*x^3-2904*a*b*g^2*p^2*q^2*r*x-28512*a*b*g^2*p^2*q^2*x^2 -13992*a*b*g^2*p^2*q*r^2*x-66705*a*b*g^2*p^2*q*r*x^2+62592*a*b*g^2*p^2*q*x^3-\ 14652*a*b*g^2*p^2*r^3*x-24087*a*b*g^2*p^2*r^2*x^2+92446*a*b*g^2*p^2*r*x^3-528*a *b*g^2*p*q^3*r*x-12672*a*b*g^2*p*q^3*x^2-5676*a*b*g^2*p*q^2*r^2*x-52671*a*b*g^2 *p*q^2*r*x^2+62592*a*b*g^2*p*q^2*x^3-15312*a*b*g^2*p*q*r^3*x-54246*a*b*g^2*p*q* r^2*x^2+184892*a*b*g^2*p*q*r*x^3-10956*a*b*g^2*p*r^4*x+6867*a*b*g^2*p*r^3*x^2+ 152032*a*b*g^2*p*r^2*x^3-1584*a*b*g^2*q^4*x^2-264*a*b*g^2*q^3*r^2*x-12879*a*b*g ^2*q^3*r*x^2+20864*a*b*g^2*q^3*x^3-2772*a*b*g^2*q^2*r^3*x-30159*a*b*g^2*q^2*r^2 *x^2+92446*a*b*g^2*q^2*r*x^3-5544*a*b*g^2*q*r^4*x-10155*a*b*g^2*q*r^3*x^2+ 152032*a*b*g^2*q*r^2*x^3-3036*a*b*g^2*r^5*x+11961*a*b*g^2*r^4*x^2+73080*a*b*g^2 *r^3*x^3-1320*a*b*g*p^5*r*x-5544*a*b*g*p^5*x^2-4224*a*b*g*p^4*q*r*x-22968*a*b*g *p^4*q*x^2-7524*a*b*g*p^4*r^2*x-20386*a*b*g*p^4*r*x^2+20128*a*b*g*p^4*x^3-4752* a*b*g*p^3*q^2*r*x-36432*a*b*g*p^3*q^2*x^2-18744*a*b*g*p^3*q*r^2*x-70028*a*b*g*p ^3*q*r*x^2+80512*a*b*g*p^3*q*x^3-16896*a*b*g*p^3*r^3*x-11664*a*b*g*p^3*r^2*x^2+ 109718*a*b*g*p^3*r*x^3-2112*a*b*g*p^2*q^3*r*x-26928*a*b*g*p^2*q^3*x^2-15048*a*b *g*p^2*q^2*r^2*x-87768*a*b*g*p^2*q^2*r*x^2+120768*a*b*g*p^2*q^2*x^3-30888*a*b*g *p^2*q*r^3*x-47910*a*b*g*p^2*q*r^2*x^2+329154*a*b*g*p^2*q*r*x^3-18744*a*b*g*p^2 *r^4*x+39816*a*b*g*p^2*r^3*x^2+225128*a*b*g*p^2*r^2*x^3-264*a*b*g*p*q^4*r*x-\ 8712*a*b*g*p*q^4*x^2-3960*a*b*g*p*q^3*r^2*x-46996*a*b*g*p*q^3*r*x^2+80512*a*b*g *p*q^3*x^3-15840*a*b*g*p*q^2*r^3*x-60828*a*b*g*p*q^2*r^2*x^2+329154*a*b*g*p*q^2 *r*x^3-22440*a*b*g*p*q*r^4*x+31536*a*b*g*p*q*r^3*x^2+450256*a*b*g*p*q*r^2*x^3-\ 10296*a*b*g*p*r^5*x+60800*a*b*g*p*r^4*x^2+181336*a*b*g*p*r^3*x^3-792*a*b*g*q^5* x^2-132*a*b*g*q^4*r^2*x-8870*a*b*g*q^4*r*x^2+20128*a*b*g*q^4*x^3-1848*a*b*g*q^3 *r^3*x-24582*a*b*g*q^3*r^2*x^2+109718*a*b*g*q^3*r*x^3-5544*a*b*g*q^2*r^4*x-8280 *a*b*g*q^2*r^3*x^2+225128*a*b*g*q^2*r^2*x^3-6072*a*b*g*q*r^5*x+32386*a*b*g*q*r^ 4*x^2+181336*a*b*g*q*r^3*x^3-2244*a*b*g*r^6*x+24162*a*b*g*r^5*x^2+41294*a*b*g*r ^4*x^3-352*a*b*p^6*r*x-1452*a*b*p^6*x^2-1452*a*b*p^5*q*r*x-7392*a*b*p^5*q*x^2-\ 2376*a*b*p^5*r^2*x-5781*a*b*p^5*r*x^2+6552*a*b*p^5*x^3-2288*a*b*p^4*q^2*r*x-\ 15180*a*b*p^4*q^2*x^2-8030*a*b*p^4*q*r^2*x-25365*a*b*p^4*q*r*x^2+32760*a*b*p^4* q*x^3-6600*a*b*p^4*r^3*x-944*a*b*p^4*r^2*x^2+42100*a*b*p^4*r*x^3-1672*a*b*p^3*q ^3*r*x-15840*a*b*p^3*q^3*x^2-9856*a*b*p^3*q^2*r^2*x-43650*a*b*p^3*q^2*r*x^2+ 65520*a*b*p^3*q^2*x^3-17600*a*b*p^3*q*r^3*x-10396*a*b*p^3*q*r^2*x^2+168400*a*b* p^3*q*r*x^3-9680*a*b*p^3*r^4*x+28317*a*b*p^3*r^3*x^2+102740*a*b*p^3*r^2*x^3-528 *a*b*p^2*q^4*r*x-8580*a*b*p^2*q^4*x^2-5148*a*b*p^2*q^3*r^2*x-36570*a*b*p^2*q^3* r*x^2+65520*a*b*p^2*q^3*x^3-15840*a*b*p^2*q^2*r^3*x-25524*a*b*p^2*q^2*r^2*x^2+ 252600*a*b*p^2*q^2*r*x^3-19140*a*b*p^2*q*r^4*x+53589*a*b*p^2*q*r^3*x^2+308220*a *b*p^2*q*r^2*x^3-7920*a*b*p^2*r^5*x+54585*a*b*p^2*r^4*x^2+107948*a*b*p^2*r^3*x^ 3-44*a*b*p*q^5*r*x-2112*a*b*p*q^5*x^2-968*a*b*p*q^4*r^2*x-14745*a*b*p*q^4*r*x^2 +32760*a*b*p*q^4*x^3-5280*a*b*p*q^3*r^3*x-23636*a*b*p*q^3*r^2*x^2+168400*a*b*p* q^3*r*x^3-11264*a*b*p*q^2*r^4*x+22227*a*b*p*q^2*r^3*x^2+308220*a*b*p*q^2*r^2*x^ 3-10340*a*b*p*q*r^5*x+73866*a*b*p*q*r^4*x^2+215896*a*b*p*q*r^3*x^3-3432*a*b*p*r ^6*x+40636*a*b*p*r^5*x^2+38546*a*b*p*r^4*x^3-132*a*b*q^6*x^2-22*a*b*q^5*r^2*x-\ 2241*a*b*q^5*r*x^2+6552*a*b*q^5*x^3-440*a*b*q^4*r^3*x-7564*a*b*q^4*r^2*x^2+ 42100*a*b*q^4*r*x^3-1804*a*b*q^3*r^4*x-3045*a*b*q^3*r^3*x^2+102740*a*b*q^3*r^2* x^3-2992*a*b*q^2*r^5*x+19281*a*b*q^2*r^4*x^2+107948*a*b*q^2*r^3*x^3-2222*a*b*q* r^6*x+27854*a*b*q*r^5*x^2+38546*a*b*q*r^4*x^3-616*a*b*r^7*x+10983*a*b*r^6*x^2-\ 2210*a*b*r^5*x^3-3712*a*c^7*r*x-31104*a*c^7*x^2-8224*a*c^6*g*r*x-69120*a*c^6*g* x^2-16832*a*c^6*p*r*x-115584*a*c^6*p*x^2-7424*a*c^6*q*r*x-83328*a*c^6*q*x^2-\ 17584*a*c^6*r^2*x-98208*a*c^6*r*x^2+126080*a*c^6*x^3-7168*a*c^5*g^2*r*x-60480*a *c^5*g^2*x^2-32224*a*c^5*g*p*r*x-220896*a*c^5*g*p*x^2-13952*a*c^5*g*q*r*x-\ 158496*a*c^5*g*q*x^2-33704*a*c^5*g*r^2*x-193384*a*c^5*g*r*x^2+228800*a*c^5*g*x^ 3-30464*a*c^5*p^2*r*x-177600*a*c^5*p^2*x^2-31040*a*c^5*p*q*r*x-271104*a*c^5*p*q *x^2-66224*a*c^5*p*r^2*x-285168*a*c^5*p*r*x^2+346496*a*c^5*p*x^3-5760*a*c^5*q^2 *r*x-93504*a*c^5*q^2*x^2-30864*a*c^5*q*r^2*x-232592*a*c^5*q*r*x^2+346496*a*c^5* q*x^3-35760*a*c^5*r^3*x-94120*a*c^5*r^2*x^2+466336*a*c^5*r*x^3-3056*a*c^4*g^3*r *x-25920*a*c^4*g^3*x^2-23808*a*c^4*g^2*p*r*x-162384*a*c^4*g^2*p*x^2-9936*a*c^4* g^2*q*r*x-115440*a*c^4*g^2*q*x^2-24940*a*c^4*g^2*r^2*x-148764*a*c^4*g^2*r*x^2+ 154656*a*c^4*g^2*x^3-48928*a*c^4*g*p^2*r*x-283536*a*c^4*g*p^2*x^2-49136*a*c^4*g *p*q*r*x-431328*a*c^4*g*p*q*x^2-106624*a*c^4*g*p*r^2*x-470000*a*c^4*g*p*r*x^2+ 525632*a*c^4*g*p*x^3-8848*a*c^4*g*q^2*r*x-147792*a*c^4*g*q^2*x^2-48664*a*c^4*g* q*r^2*x-380672*a*c^4*g*q*r*x^2+525632*a*c^4*g*q*x^3-57696*a*c^4*g*r^3*x-169884* a*c^4*g*r^2*x^2+722984*a*c^4*g*r*x^3-28800*a*c^4*p^3*r*x-147456*a*c^4*p^3*x^2-\ 49184*a*c^4*p^2*q*r*x-351648*a*c^4*p^2*q*x^2-95876*a*c^4*p^2*r^2*x-336256*a*c^4 *p^2*r*x^2+395584*a*c^4*p^2*x^3-22528*a*c^4*p*q^2*r*x-260928*a*c^4*p*q^2*x^2-\ 103528*a*c^4*p*q*r^2*x-563984*a*c^4*p*q*r*x^2+791168*a*c^4*p*q*x^3-105352*a*c^4 *p*r^3*x-160368*a*c^4*p*r^2*x^2+1048032*a*c^4*p*r*x^3-2144*a*c^4*q^3*r*x-56736* a*c^4*q^3*x^2-20852*a*c^4*q^2*r^2*x-227728*a*c^4*q^2*r*x^2+395584*a*c^4*q^2*x^3 -54344*a*c^4*q*r^3*x-202048*a*c^4*q*r^2*x^2+1048032*a*c^4*q*r*x^3-38276*a*c^4*r ^4*x+42396*a*c^4*r^3*x^2+688536*a*c^4*r^2*x^3-632*a*c^3*g^4*r*x-5400*a*c^3*g^4* x^2-8416*a*c^3*g^3*p*r*x-56712*a*c^3*g^3*p*x^2-3256*a*c^3*g^3*q*r*x-39576*a*c^3 *g^3*q*x^2-8834*a*c^3*g^3*r^2*x-55830*a*c^3*g^3*r*x^2+46384*a*c^3*g^3*x^3-29368 *a*c^3*g^2*p^2*r*x-167856*a*c^3*g^2*p^2*x^2-28616*a*c^3*g^2*p*q*r*x-253632*a*c^ 3*g^2*p*q*x^2-64384*a*c^3*g^2*p*r^2*x-292384*a*c^3*g^2*p*r*x^2+286400*a*c^3*g^2 *p*x^3-4848*a*c^3*g^2*q^2*r*x-85776*a*c^3*g^2*q^2*x^2-28048*a*c^3*g^2*q*r^2*x-\ 233512*a*c^3*g^2*q*r*x^2+286400*a*c^3*g^2*q*x^3-35016*a*c^3*g^2*r^3*x-120702*a* c^3*g^2*r^2*x^2+407472*a*c^3*g^2*r*x^3-37192*a*c^3*g*p^3*r*x-188616*a*c^3*g*p^3 *x^2-62808*a*c^3*g*p^2*q*r*x-448632*a*c^3*g*p^2*q*x^2-124238*a*c^3*g*p^2*r^2*x-\ 444458*a*c^3*g*p^2*r*x^2+481504*a*c^3*g*p^2*x^3-28152*a*c^3*g*p*q^2*r*x-331416* a*c^3*g*p*q^2*x^2-132176*a*c^3*g*p*q*r^2*x-741636*a*c^3*g*p*q*r*x^2+963008*a*c^ 3*g*p*q*x^3-136900*a*c^3*g*p*r^3*x-240280*a*c^3*g*p*r^2*x^2+1304416*a*c^3*g*p*r *x^3-2536*a*c^3*g*q^3*r*x-71400*a*c^3*g*q^3*x^2-25698*a*c^3*g*q^2*r^2*x-297178* a*c^3*g*q^2*r*x^2+481504*a*c^3*g*q^2*x^3-69368*a*c^3*g*q*r^3*x-288976*a*c^3*g*q *r^2*x^2+1304416*a*c^3*g*q*r*x^3-49854*a*c^3*g*r^4*x+34760*a*c^3*g*r^3*x^2+ 892952*a*c^3*g*r^2*x^3-15496*a*c^3*p^4*r*x-71832*a*c^3*p^4*x^2-38416*a*c^3*p^3* q*r*x-235488*a*c^3*p^3*q*x^2-69440*a*c^3*p^3*r^2*x-206824*a*c^3*p^3*r*x^2+ 240128*a*c^3*p^3*x^3-30720*a*c^3*p^2*q^2*r*x-275472*a*c^3*p^2*q^2*x^2-124752*a* c^3*p^2*q*r^2*x-531896*a*c^3*p^2*q*r*x^2+720384*a*c^3*p^2*q*x^3-115344*a*c^3*p^ 2*r^3*x-96738*a*c^3*p^2*r^2*x^2+937904*a*c^3*p^2*r*x^3-8176*a*c^3*p*q^3*r*x-\ 131808*a*c^3*p*q^3*x^2-62112*a*c^3*p*q^2*r^2*x-443320*a*c^3*p*q^2*r*x^2+720384* a*c^3*p*q^2*x^3-134256*a*c^3*p*q*r^3*x-269860*a*c^3*p*q*r^2*x^2+1875808*a*c^3*p *q*r*x^3-84352*a*c^3*p*r^4*x+170758*a*c^3*p*r^3*x^2+1190096*a*c^3*p*r^2*x^3-376 *a*c^3*q^4*r*x-19992*a*c^3*q^4*x^2-6800*a*c^3*q^3*r^2*x-118248*a*c^3*q^3*r*x^2+ 240128*a*c^3*q^3*x^3-31392*a*c^3*q^2*r^3*x-173122*a*c^3*q^2*r^2*x^2+937904*a*c^ 3*q^2*r*x^3-47920*a*c^3*q*r^4*x+41510*a*c^3*q*r^3*x^2+1190096*a*c^3*q*r^2*x^3-\ 22952*a*c^3*r^5*x+132504*a*c^3*r^4*x^2+440352*a*c^3*r^3*x^3-50*a*c^2*g^5*r*x-\ 432*a*c^2*g^5*x^2-1412*a*c^2*g^4*p*r*x-9252*a*c^2*g^4*p*x^2-460*a*c^2*g^4*q*r*x -6204*a*c^2*g^4*q*x^2-1486*a*c^2*g^4*r^2*x-10259*a*c^2*g^4*r*x^2+5392*a*c^2*g^4 *x^3-8056*a*c^2*g^3*p^2*r*x-44676*a*c^2*g^3*p^2*x^2-7364*a*c^2*g^3*p*q*r*x-\ 66600*a*c^2*g^3*p*q*x^2-17908*a*c^2*g^3*p*r^2*x-84428*a*c^2*g^3*p*r*x^2+65568*a *c^2*g^3*p*x^3-1092*a*c^2*g^3*q^2*r*x-21924*a*c^2*g^3*q^2*x^2-7022*a*c^2*g^3*q* r^2*x-65436*a*c^2*g^3*q*r*x^2+65568*a*c^2*g^3*q*x^3-9852*a*c^2*g^3*r^3*x-42305* a*c^2*g^3*r^2*x^2+98330*a*c^2*g^3*r*x^3-16952*a*c^2*g^2*p^3*r*x-84180*a*c^2*g^2 *p^3*x^2-27964*a*c^2*g^2*p^2*q*r*x-199188*a*c^2*g^2*p^2*q*x^2-57100*a*c^2*g^2*p ^2*r^2*x-208825*a*c^2*g^2*p^2*r*x^2+198248*a*c^2*g^2*p^2*x^3-11968*a*c^2*g^2*p* q^2*r*x-145836*a*c^2*g^2*p*q^2*x^2-58838*a*c^2*g^2*p*q*r^2*x-344950*a*c^2*g^2*p *q*r*x^2+396496*a*c^2*g^2*p*q*x^3-63344*a*c^2*g^2*p*r^3*x-133462*a*c^2*g^2*p*r^ 2*x^2+556558*a*c^2*g^2*p*r*x^3-956*a*c^2*g^2*q^3*r*x-30828*a*c^2*g^2*q^3*x^2-\ 10548*a*c^2*g^2*q^2*r^2*x-136125*a*c^2*g^2*q^2*r*x^2+198248*a*c^2*g^2*q^2*x^3-\ 30874*a*c^2*g^2*q*r^3*x-152480*a*c^2*g^2*q*r^2*x^2+556558*a*c^2*g^2*q*r*x^3-\ 23196*a*c^2*g^2*r^4*x+1413*a*c^2*g^2*r^3*x^2+411670*a*c^2*g^2*r^2*x^3-15054*a*c ^2*g*p^4*r*x-68940*a*c^2*g*p^4*x^2-36996*a*c^2*g*p^3*q*r*x-225552*a*c^2*g*p^3*q *x^2-67732*a*c^2*g*p^3*r^2*x-205054*a*c^2*g*p^3*r*x^2+219808*a*c^2*g*p^3*x^3-\ 29136*a*c^2*g*p^2*q^2*r*x-263016*a*c^2*g*p^2*q^2*x^2-120356*a*c^2*g*p^2*q*r^2*x -525402*a*c^2*g*p^2*q*r*x^2+659424*a*c^2*g*p^2*q*x^3-112872*a*c^2*g*p^2*r^3*x-\ 115075*a*c^2*g*p^2*r^2*x^2+878262*a*c^2*g*p^2*r*x^3-7500*a*c^2*g*p*q^3*r*x-\ 125136*a*c^2*g*p*q^3*x^2-58648*a*c^2*g*p*q^2*r^2*x-435642*a*c^2*g*p*q^2*r*x^2+ 659424*a*c^2*g*p*q^2*x^3-129724*a*c^2*g*p*q*r^3*x-299054*a*c^2*g*p*q*r^2*x^2+ 1756524*a*c^2*g*p*q*r*x^3-82764*a*c^2*g*p*r^4*x+141583*a*c^2*g*p*r^3*x^2+ 1160386*a*c^2*g*p*r^2*x^3-306*a*c^2*g*q^4*r*x-18732*a*c^2*g*q^4*x^2-6024*a*c^2* g*q^3*r^2*x-115294*a*c^2*g*q^3*r*x^2+219808*a*c^2*g*q^3*x^3-29512*a*c^2*g*q^2*r ^3*x-183979*a*c^2*g*q^2*r^2*x^2+878262*a*c^2*g*q^2*r*x^3-46364*a*c^2*g*q*r^4*x+ 16285*a*c^2*g*q*r^3*x^2+1160386*a*c^2*g*q*r^2*x^3-22570*a*c^2*g*r^5*x+120544*a* c^2*g*r^4*x^2+451084*a*c^2*g*r^3*x^3-4780*a*c^2*p^5*r*x-20616*a*c^2*p^5*x^2-\ 15832*a*c^2*p^4*q*r*x-86520*a*c^2*p^4*q*x^2-26830*a*c^2*p^4*r^2*x-70242*a*c^2*p ^4*r*x^2+81736*a*c^2*p^4*x^3-18840*a*c^2*p^3*q^2*r*x-139920*a*c^2*p^3*q^2*x^2-\ 69432*a*c^2*p^3*q*r^2*x-245176*a*c^2*p^3*q*r*x^2+326944*a*c^2*p^3*q*x^3-59520*a *c^2*p^3*r^3*x-22538*a*c^2*p^3*r^2*x^2+417728*a*c^2*p^3*r*x^3-9328*a*c^2*p^2*q^ 3*r*x-106800*a*c^2*p^2*q^3*x^2-59484*a*c^2*p^2*q^2*r^2*x-314076*a*c^2*p^2*q^2*r *x^2+490416*a*c^2*p^2*q^2*x^3-113304*a*c^2*p^2*q*r^3*x-119058*a*c^2*p^2*q*r^2*x ^2+1253184*a*c^2*p^2*q*r*x^3-65380*a*c^2*p^2*r^4*x+170670*a*c^2*p^2*r^3*x^2+ 765138*a*c^2*p^2*r^2*x^3-1564*a*c^2*p*q^4*r*x-36840*a*c^2*p*q^4*x^2-17992*a*c^2 *p*q^3*r^2*x-173592*a*c^2*p*q^3*r*x^2+326944*a*c^2*p*q^3*x^3-62448*a*c^2*p*q^2* r^3*x-170502*a*c^2*p*q^2*r^2*x^2+1253184*a*c^2*p*q^2*r*x^3-81640*a*c^2*p*q*r^4* x+178788*a*c^2*p*q*r^3*x^2+1530276*a*c^2*p*q*r^2*x^3-35620*a*c^2*p*r^5*x+231066 *a*c^2*p*r^4*x^2+537648*a*c^2*p*r^3*x^3-24*a*c^2*q^5*r*x-4056*a*c^2*q^5*x^2-\ 1110*a*c^2*q^4*r^2*x-34450*a*c^2*q^4*r*x^2+81736*a*c^2*q^4*x^3-8664*a*c^2*q^3*r ^3*x-73982*a*c^2*q^3*r^2*x^2+417728*a*c^2*q^3*r*x^3-21804*a*c^2*q^2*r^4*x+8118* a*c^2*q^2*r^3*x^2+765138*a*c^2*q^2*r^2*x^3-21936*a*c^2*q*r^5*x+139190*a*c^2*q*r ^4*x^2+537648*a*c^2*q*r^3*x^3-7710*a*c^2*r^6*x+87484*a*c^2*r^5*x^2+96310*a*c^2* r^4*x^3-90*a*c*g^5*p*r*x-552*a*c*g^5*p*x^2-18*a*c*g^5*q*r*x-336*a*c*g^5*q*x^2-\ 95*a*c*g^5*r^2*x-750*a*c*g^5*r*x^2+72*a*c*g^5*x^3-974*a*c*g^4*p^2*r*x-5052*a*c* g^4*p^2*x^2-770*a*c*g^4*p*q*r*x-7320*a*c*g^4*p*q*x^2-2237*a*c*g^4*p*r^2*x-11025 *a*c*g^4*p*r*x^2+5304*a*c*g^4*p*x^3-80*a*c*g^4*q^2*r*x-2268*a*c*g^4*q^2*x^2-673 *a*c*g^4*q*r^2*x-7953*a*c*g^4*q*r*x^2+5304*a*c*g^4*q*x^3-1263*a*c*g^4*r^3*x-\ 7308*a*c*g^4*r^2*x^2+8488*a*c*g^4*r*x^3-3190*a*c*g^3*p^3*r*x-15144*a*c*g^3*p^3* x^2-5012*a*c*g^3*p^2*q*r*x-35460*a*c*g^3*p^2*q*x^2-10947*a*c*g^3*p^2*r^2*x-\ 40938*a*c*g^3*p^2*r*x^2+30804*a*c*g^3*p^2*x^3-1934*a*c*g^3*p*q^2*r*x-25488*a*c* g^3*p*q^2*x^2-10544*a*c*g^3*p*q*r^2*x-66214*a*c*g^3*p*q*r*x^2+61608*a*c*g^3*p*q *x^3-12324*a*c*g^3*p*r^3*x-32763*a*c*g^3*p*r^2*x^2+91711*a*c*g^3*p*r*x^3-112*a* c*g^3*q^3*r*x-5172*a*c*g^3*q^3*x^2-1542*a*c*g^3*q^2*r^2*x-25276*a*c*g^3*q^2*r*x ^2+30804*a*c*g^3*q^2*x^3-5532*a*c*g^3*q*r^3*x-35332*a*c*g^3*q*r^2*x^2+91711*a*c *g^3*q*r*x^3-4567*a*c*g^3*r^4*x-4392*a*c*g^3*r^3*x^2+79058*a*c*g^3*r^2*x^3-4614 *a*c*g^2*p^4*r*x-20580*a*c*g^2*p^4*x^2-11134*a*c*g^2*p^3*q*r*x-67056*a*c*g^2*p^ 3*q*x^2-20955*a*c*g^2*p^3*r^2*x-64390*a*c*g^2*p^3*r*x^2+60776*a*c*g^2*p^3*x^3-\ 8486*a*c*g^2*p^2*q^2*r*x-77688*a*c*g^2*p^2*q^2*x^2-36383*a*c*g^2*p^2*q*r^2*x-\ 163810*a*c*g^2*p^2*q*r*x^2+182328*a*c*g^2*p^2*q*x^3-35181*a*c*g^2*p^2*r^3*x-\ 44983*a*c*g^2*p^2*r^2*x^2+252079*a*c*g^2*p^2*r*x^3-2026*a*c*g^2*p*q^3*r*x-36528 *a*c*g^2*p*q^3*x^2-16907*a*c*g^2*p*q^2*r^2*x-134450*a*c*g^2*p*q^2*r*x^2+182328* a*c*g^2*p*q^2*x^3-39364*a*c*g^2*p*q*r^3*x-109072*a*c*g^2*p*q*r^2*x^2+504158*a*c *g^2*p*q*r*x^3-25953*a*c*g^2*p*r^4*x+32436*a*c*g^2*p*r^3*x^2+358823*a*c*g^2*p*r ^2*x^3-60*a*c*g^2*q^4*r*x-5316*a*c*g^2*q^4*x^2-1479*a*c*g^2*q^3*r^2*x-35030*a*c *g^2*q^3*r*x^2+60776*a*c*g^2*q^3*x^3-8421*a*c*g^2*q^2*r^3*x-64089*a*c*g^2*q^2*r ^2*x^2+252079*a*c*g^2*q^2*r*x^3-14115*a*c*g^2*q*r^4*x-6775*a*c*g^2*q*r^3*x^2+ 358823*a*c*g^2*q*r^2*x^3-7113*a*c*g^2*r^5*x+33609*a*c*g^2*r^4*x^2+151170*a*c*g^ 2*r^3*x^3-3096*a*c*g*p^5*r*x-13176*a*c*g*p^5*x^2-10186*a*c*g*p^4*q*r*x-55212*a* c*g*p^4*q*x^2-17450*a*c*g*p^4*r^2*x-46278*a*c*g*p^4*r*x^2+49996*a*c*g*p^4*x^3-\ 11992*a*c*g*p^3*q^2*r*x-89088*a*c*g*p^3*q^2*x^2-44792*a*c*g*p^3*q*r^2*x-161148* a*c*g*p^3*q*r*x^2+199984*a*c*g*p^3*q*x^3-38840*a*c*g*p^3*r^3*x-20119*a*c*g*p^3* r^2*x^2+261442*a*c*g*p^3*r*x^3-5820*a*c*g*p^2*q^3*r*x-67752*a*c*g*p^2*q^3*x^2-\ 37842*a*c*g*p^2*q^2*r^2*x-205776*a*c*g*p^2*q^2*r*x^2+299976*a*c*g*p^2*q^2*x^3-\ 73260*a*c*g*p^2*q*r^3*x-92175*a*c*g*p^2*q*r^2*x^2+784326*a*c*g*p^2*q*r*x^3-\ 42780*a*c*g*p^2*r^4*x+101577*a*c*g*p^2*r^3*x^2+498013*a*c*g*p^2*r^2*x^3-928*a*c *g*p*q^4*r*x-23208*a*c*g*p*q^4*x^2-11108*a*c*g*p*q^3*r^2*x-113220*a*c*g*p*q^3*r *x^2+199984*a*c*g*p*q^3*x^3-39708*a*c*g*p*q^2*r^3*x-123993*a*c*g*p*q^2*r^2*x^2+ 784326*a*c*g*p*q^2*r*x^3-52888*a*c*g*p*q*r^4*x+97368*a*c*g*p*q*r^3*x^2+996026*a *c*g*p*q*r^2*x^3-23360*a*c*g*p*r^5*x+144279*a*c*g*p*r^4*x^2+367840*a*c*g*p*r^3* x^3-10*a*c*g*q^5*r*x-2508*a*c*g*q^5*x^2-608*a*c*g*q^4*r^2*x-22314*a*c*g*q^4*r*x ^2+49996*a*c*g*q^4*x^3-5288*a*c*g*q^3*r^3*x-51937*a*c*g*q^3*r^2*x^2+261442*a*c* g*q^3*r*x^3-13858*a*c*g*q^2*r^4*x-4209*a*c*g*q^2*r^3*x^2+498013*a*c*g*q^2*r^2*x ^3-14234*a*c*g*q*r^5*x+83607*a*c*g*q*r^4*x^2+367840*a*c*g*q*r^3*x^3-5066*a*c*g* r^6*x+55685*a*c*g*r^5*x^2+72679*a*c*g*r^4*x^3-788*a*c*p^6*r*x-3240*a*c*p^6*x^2-\ 3304*a*c*p^5*q*r*x-16632*a*c*p^5*q*x^2-5290*a*c*p^5*r^2*x-12551*a*c*p^5*r*x^2+ 14792*a*c*p^5*x^3-5336*a*c*p^4*q^2*r*x-34560*a*c*p^4*q^2*x^2-18176*a*c*p^4*q*r^ 2*x-55561*a*c*p^4*q*r*x^2+73960*a*c*p^4*q*x^3-14630*a*c*p^4*r^3*x-756*a*c*p^4*r ^2*x^2+92586*a*c*p^4*r*x^3-4064*a*c*p^3*q^3*r*x-36720*a*c*p^3*q^3*x^2-22876*a*c *p^3*q^2*r^2*x-96734*a*c*p^3*q^2*r*x^2+147920*a*c*p^3*q^2*x^3-39664*a*c*p^3*q*r ^3*x-18020*a*c*p^3*q*r^2*x^2+370344*a*c*p^3*q*r*x^3-21380*a*c*p^3*r^4*x+64593*a *c*p^3*r^3*x^2+216834*a*c*p^3*r^2*x^3-1396*a*c*p^2*q^4*r*x-20520*a*c*p^2*q^4*x^ 2-12472*a*c*p^2*q^3*r^2*x-82346*a*c*p^2*q^3*r*x^2+147920*a*c*p^2*q^3*x^3-36612* a*c*p^2*q^2*r^3*x-49524*a*c*p^2*q^2*r^2*x^2+555516*a*c*p^2*q^2*r*x^3-42976*a*c* p^2*q*r^4*x+126855*a*c*p^2*q*r^3*x^2+650502*a*c*p^2*q*r^2*x^3-17440*a*c*p^2*r^5 *x+121405*a*c*p^2*r^4*x^2+215124*a*c*p^2*r^3*x^3-152*a*c*p*q^5*r*x-5400*a*c*p*q ^5*x^2-2570*a*c*p*q^4*r^2*x-33979*a*c*p*q^4*r*x^2+73960*a*c*p*q^4*x^3-12752*a*c *p*q^3*r^3*x-48012*a*c*p*q^3*r^2*x^2+370344*a*c*p*q^3*r*x^3-25940*a*c*p*q^2*r^4 *x+59931*a*c*p*q^2*r^3*x^2+650502*a*c*p*q^2*r^2*x^3-23144*a*c*p*q*r^5*x+168686* a*c*p*q*r^4*x^2+430248*a*c*p*q*r^3*x^3-7538*a*c*p*r^6*x+89322*a*c*p*r^5*x^2+ 66758*a*c*p*r^4*x^3-432*a*c*q^6*x^2-88*a*c*q^5*r^2*x-5357*a*c*q^5*r*x^2+14792*a *c*q^5*x^3-1174*a*c*q^4*r^3*x-15752*a*c*q^4*r^2*x^2+92586*a*c*q^4*r*x^3-4344*a* c*q^3*r^4*x-2331*a*c*q^3*r^3*x^2+216834*a*c*q^3*r^2*x^3-6868*a*c*q^2*r^5*x+ 47281*a*c*q^2*r^4*x^2+215124*a*c*q^2*r^3*x^3-4960*a*c*q*r^6*x+62740*a*c*q*r^5*x ^2+66758*a*c*q*r^4*x^3-1350*a*c*r^7*x+23955*a*c*r^6*x^2-9326*a*c*r^5*x^3-38*a*g ^5*p^2*r*x-168*a*g^5*p^2*x^2-20*a*g^5*p*q*r*x-228*a*g^5*p*q*x^2-95*a*g^5*p*r^2* x-490*a*g^5*p*r*x^2+36*a*g^5*p*x^3-60*a*g^5*q^2*x^2-10*a*g^5*q*r^2*x-283*a*g^5* q*r*x^2+36*a*g^5*q*x^3-57*a*g^5*r^3*x-489*a*g^5*r^2*x^2-18*a*g^5*r*x^3-206*a*g^ 4*p^3*r*x-888*a*g^4*p^3*x^2-292*a*g^4*p^2*q*r*x-2034*a*g^4*p^2*q*x^2-736*a*g^4* p^2*r^2*x-2804*a*g^4*p^2*r*x^2+1304*a*g^4*p^2*x^3-86*a*g^4*p*q^2*r*x-1404*a*g^4 *p*q^2*x^2-614*a*g^4*p*q*r^2*x-4325*a*g^4*p*q*r*x^2+2608*a*g^4*p*q*x^3-854*a*g^ 4*p*r^3*x-3028*a*g^4*p*r^2*x^2+4266*a*g^4*p*r*x^3-258*a*g^4*q^3*x^2-43*a*g^4*q^ 2*r^2*x-1521*a*g^4*q^2*r*x^2+1304*a*g^4*q^2*x^3-322*a*g^4*q*r^3*x-3040*a*g^4*q* r^2*x^2+4266*a*g^4*q*r*x^3-324*a*g^4*r^4*x-854*a*g^4*r^3*x^2+5197*a*g^4*r^2*x^3 -444*a*g^3*p^4*r*x-1872*a*g^3*p^4*x^2-1032*a*g^3*p^3*q*r*x-6048*a*g^3*p^3*q*x^2 -2058*a*g^3*p^3*r^2*x-6381*a*g^3*p^3*r*x^2+4808*a*g^3*p^3*x^3-732*a*g^3*p^2*q^2 *r*x-6912*a*g^3*p^2*q^2*x^2-3408*a*g^3*p^2*q*r^2*x-15991*a*g^3*p^2*q*r*x^2+ 14424*a*g^3*p^2*q*x^3-3510*a*g^3*p^2*r^3*x-5861*a*g^3*p^2*r^2*x^2+21267*a*g^3*p ^2*r*x^3-144*a*g^3*p*q^3*r*x-3168*a*g^3*p*q^3*x^2-1422*a*g^3*p*q^2*r^2*x-12839* a*g^3*p*q^2*r*x^2+14424*a*g^3*p*q^2*x^3-3720*a*g^3*p*q*r^3*x-13230*a*g^3*p*q*r^ 2*x^2+42534*a*g^3*p*q*r*x^3-2622*a*g^3*p*r^4*x+1386*a*g^3*p*r^3*x^2+34924*a*g^3 *p*r^2*x^3-432*a*g^3*q^4*x^2-72*a*g^3*q^3*r^2*x-3229*a*g^3*q^3*r*x^2+4808*a*g^3 *q^3*x^3-690*a*g^3*q^2*r^3*x-7369*a*g^3*q^2*r^2*x^2+21267*a*g^3*q^2*r*x^3-1344* a*g^3*q*r^4*x-2581*a*g^3*q*r^3*x^2+34924*a*g^3*q*r^2*x^3-726*a*g^3*r^5*x+2738*a *g^3*r^4*x^2+16716*a*g^3*r^3*x^3-476*a*g^2*p^5*r*x-1968*a*g^2*p^5*x^2-1544*a*g^ 2*p^4*q*r*x-8220*a*g^2*p^4*q*x^2-2708*a*g^2*p^4*r^2*x-7239*a*g^2*p^4*r*x^2+6960 *a*g^2*p^4*x^3-1776*a*g^2*p^3*q^2*r*x-13200*a*g^2*p^3*q^2*x^2-6832*a*g^2*p^3*q* r^2*x-25092*a*g^2*p^3*q*r*x^2+27840*a*g^2*p^3*q*x^3-6072*a*g^2*p^3*r^3*x-4276*a *g^2*p^3*r^2*x^2+37834*a*g^2*p^3*r*x^3-824*a*g^2*p^2*q^3*r*x-9960*a*g^2*p^2*q^3 *x^2-5598*a*g^2*p^2*q^2*r^2*x-31842*a*g^2*p^2*q^2*r*x^2+41760*a*g^2*p^2*q^2*x^3 -11232*a*g^2*p^2*q*r^3*x-17514*a*g^2*p^2*q*r^2*x^2+113502*a*g^2*p^2*q*r*x^3-\ 6728*a*g^2*p^2*r^4*x+13806*a*g^2*p^2*r^3*x^2+77395*a*g^2*p^2*r^2*x^3-116*a*g^2* p*q^4*r*x-3360*a*g^2*p*q^4*x^2-1532*a*g^2*p*q^3*r^2*x-17364*a*g^2*p*q^3*r*x^2+ 27840*a*g^2*p*q^3*x^3-5868*a*g^2*p*q^2*r^3*x-22200*a*g^2*p*q^2*r^2*x^2+113502*a *g^2*p*q^2*r*x^3-8144*a*g^2*p*q*r^4*x+10812*a*g^2*p*q*r^3*x^2+154790*a*g^2*p*q* r^2*x^3-3692*a*g^2*p*r^5*x+21324*a*g^2*p*r^4*x^2+61952*a*g^2*p*r^3*x^3-348*a*g^ 2*q^5*x^2-58*a*g^2*q^4*r^2*x-3375*a*g^2*q^4*r*x^2+6960*a*g^2*q^4*x^3-708*a*g^2* q^3*r^3*x-8962*a*g^2*q^3*r^2*x^2+37834*a*g^2*q^3*r*x^3-2046*a*g^2*q^2*r^4*x-\ 2994*a*g^2*q^2*r^3*x^2+77395*a*g^2*q^2*r^2*x^3-2200*a*g^2*q*r^5*x+11454*a*g^2*q *r^4*x^2+61952*a*g^2*q*r^3*x^3-804*a*g^2*r^6*x+8513*a*g^2*r^5*x^2+13867*a*g^2*r ^4*x^3-254*a*g*p^6*r*x-1032*a*g*p^6*x^2-1060*a*g*p^5*q*r*x-5292*a*g*p^5*q*x^2-\ 1711*a*g*p^5*r^2*x-4101*a*g*p^5*r*x^2+4532*a*g*p^5*x^3-1700*a*g*p^4*q^2*r*x-\ 10980*a*g*p^4*q^2*x^2-5846*a*g*p^4*q*r^2*x-18136*a*g*p^4*q*r*x^2+22660*a*g*p^4* q*x^3-4745*a*g*p^4*r^3*x-708*a*g*p^4*r^2*x^2+29021*a*g*p^4*r*x^3-1280*a*g*p^3*q ^3*r*x-11640*a*g*p^3*q^3*x^2-7294*a*g*p^3*q^2*r^2*x-31534*a*g*p^3*q^2*r*x^2+ 45320*a*g*p^3*q^2*x^3-12784*a*g*p^3*q*r^3*x-7602*a*g*p^3*q*r^2*x^2+116084*a*g*p ^3*q*r*x^3-6950*a*g*p^3*r^4*x+19947*a*g*p^3*r^3*x^2+70529*a*g*p^3*r^2*x^3-430*a *g*p^2*q^4*r*x-6480*a*g*p^2*q^4*x^2-3916*a*g*p^2*q^3*r^2*x-26796*a*g*p^2*q^3*r* x^2+45320*a*g*p^2*q^3*x^3-11682*a*g*p^2*q^2*r^3*x-18558*a*g*p^2*q^2*r^2*x^2+ 174126*a*g*p^2*q^2*r*x^3-13876*a*g*p^2*q*r^4*x+37929*a*g*p^2*q*r^3*x^2+211587*a *g*p^2*q*r^2*x^3-5680*a*g*p^2*r^5*x+38559*a*g*p^2*r^4*x^2+73494*a*g*p^2*r^3*x^3 -44*a*g*p*q^5*r*x-1692*a*g*p*q^5*x^2-779*a*g*p*q^4*r^2*x-11029*a*g*p*q^4*r*x^2+ 22660*a*g*p*q^4*x^3-3992*a*g*p*q^3*r^3*x-17142*a*g*p*q^3*r^2*x^2+116084*a*g*p*q ^3*r*x^3-8282*a*g*p*q^2*r^4*x+16017*a*g*p*q^2*r^3*x^2+211587*a*g*p*q^2*r^2*x^3-\ 7484*a*g*p*q*r^5*x+52580*a*g*p*q*r^4*x^2+146988*a*g*p*q*r^3*x^3-2459*a*g*p*r^6* x+28758*a*g*p*r^5*x^2+25513*a*g*p*r^4*x^3-132*a*g*q^6*x^2-22*a*g*q^5*r^2*x-1732 *a*g*q^5*r*x^2+4532*a*g*q^5*x^3-349*a*g*q^4*r^3*x-5478*a*g*q^4*r^2*x^2+29021*a* g*q^4*r*x^3-1356*a*g*q^3*r^4*x-1965*a*g*q^3*r^3*x^2+70529*a*g*q^3*r^2*x^3-2194* a*g*q^2*r^5*x+14021*a*g*q^2*r^4*x^2+73494*a*g*q^2*r^3*x^3-1606*a*g*q*r^6*x+ 19893*a*g*q*r^5*x^2+25513*a*g*q*r^4*x^3-441*a*g*r^7*x+7785*a*g*r^6*x^2-1941*a*g *r^5*x^3-54*a*p^7*r*x-216*a*p^7*x^2-276*a*p^6*q*r*x-1314*a*p^6*q*x^2-420*a*p^6* r^2*x-929*a*p^6*r*x^2+1112*a*p^6*x^3-570*a*p^5*q^2*r*x-3348*a*p^5*q^2*x^2-1818* a*p^5*q*r^2*x-4993*a*p^5*q*r*x^2+6672*a*p^5*q*x^3-1386*a*p^5*r^3*x+246*a*p^5*r^ 2*x^2+8170*a*p^5*r*x^3-600*a*p^4*q^3*r*x-4590*a*p^4*q^3*x^2-3075*a*p^4*q^2*r^2* x-11030*a*p^4*q^2*r*x^2+16680*a*p^4*q^2*x^3-4950*a*p^4*q*r^3*x-350*a*p^4*q*r^2* x^2+40850*a*p^4*q*r*x^3-2520*a*p^4*r^4*x+8324*a*p^4*r^3*x^2+22861*a*p^4*r^2*x^3 -330*a*p^3*q^4*r*x-3600*a*p^3*q^4*x^2-2520*a*p^3*q^3*r^2*x-12770*a*p^3*q^3*r*x^ 2+22240*a*p^3*q^3*x^3-6600*a*p^3*q^2*r^3*x-3860*a*p^3*q^2*r^2*x^2+81700*a*p^3*q ^2*r*x^3-7140*a*p^3*q*r^4*x+24316*a*p^3*q*r^3*x^2+91444*a*p^3*q*r^2*x^3-2730*a* p^3*r^5*x+19816*a*p^3*r^4*x^2+28194*a*p^3*r^3*x^3-84*a*p^2*q^5*r*x-1566*a*p^2*q ^5*x^2-990*a*p^2*q^4*r^2*x-8125*a*p^2*q^4*r*x^2+16680*a*p^2*q^4*x^3-3960*a*p^2* q^3*r^3*x-7020*a*p^2*q^3*r^2*x^2+81700*a*p^2*q^3*r*x^3-7050*a*p^2*q^2*r^4*x+ 23004*a*p^2*q^2*r^3*x^2+137166*a*p^2*q^2*r^2*x^3-5760*a*p^2*q*r^5*x+44828*a*p^2 *q*r^4*x^2+84582*a*p^2*q*r^3*x^3-1764*a*p^2*r^6*x+21363*a*p^2*r^5*x^2+10697*a*p ^2*r^4*x^3-6*a*p*q^6*r*x-324*a*p*q^6*x^2-150*a*p*q^5*r^2*x-2669*a*p*q^5*r*x^2+ 6672*a*p*q^5*x^3-990*a*p*q^4*r^3*x-5090*a*p*q^4*r^2*x^2+40850*a*p*q^4*r*x^3-\ 2760*a*p*q^3*r^4*x+6356*a*p*q^3*r^3*x^2+91444*a*p*q^3*r^2*x^3-3750*a*p*q^2*r^5* x+30208*a*p*q^2*r^4*x^2+84582*a*p*q^2*r^3*x^3-2466*a*p*q*r^6*x+32389*a*p*q*r^5* x^2+21394*a*p*q*r^4*x^3-630*a*p*r^7*x+11282*a*p*r^6*x^2-5922*a*p*r^5*x^3-18*a*q ^7*x^2-3*a*q^6*r^2*x-348*a*q^6*r*x^2+1112*a*q^6*x^3-66*a*q^5*r^3*x-1334*a*q^5*r ^2*x^2+8170*a*q^5*r*x^3-330*a*q^4*r^4*x-656*a*q^4*r^3*x^2+22861*a*q^4*r^2*x^3-\ 720*a*q^3*r^5*x+5196*a*q^3*r^4*x^2+28194*a*q^3*r^3*x^3-795*a*q^2*r^6*x+11026*a* q^2*r^5*x^2+10697*a*q^2*r^4*x^3-438*a*q*r^7*x+8548*a*q*r^6*x^2-5922*a*q*r^5*x^3 -96*a*r^8*x+2370*a*r^7*x^2-4228*a*r^6*x^3-64*b^6*c^2*r*x-384*b^6*c^2*x^2-64*b^6 *c*p*r*x-384*b^6*c*p*x^2-192*b^6*c*q*x^2-80*b^6*c*r^2*x-480*b^6*c*r*x^2+64*b^6* c*x^3-16*b^6*p^2*r*x-96*b^6*p^2*x^2-96*b^6*p*q*x^2-40*b^6*p*r^2*x-240*b^6*p*r*x ^2+32*b^6*p*x^3-56*b^6*q*r*x^2+32*b^6*q*x^3-24*b^6*r^3*x-168*b^6*r^2*x^2-16*b^6 *r*x^3-640*b^5*c^3*r*x-4032*b^5*c^3*x^2-288*b^5*c^2*g*r*x-1728*b^5*c^2*g*x^2-\ 1024*b^5*c^2*p*r*x-6048*b^5*c^2*p*x^2-256*b^5*c^2*q*r*x-3648*b^5*c^2*q*x^2-1232 *b^5*c^2*r^2*x-5984*b^5*c^2*r*x^2+4096*b^5*c^2*x^3-320*b^5*c*g*p*r*x-1824*b^5*c *g*p*x^2-32*b^5*c*g*q*r*x-960*b^5*c*g*q*x^2-392*b^5*c*g*r^2*x-2328*b^5*c*g*r*x^ 2+288*b^5*c*g*x^3-544*b^5*c*p^2*r*x-3024*b^5*c*p^2*x^2-320*b^5*c*p*q*r*x-3840*b ^5*c*p*q*x^2-1312*b^5*c*p*r^2*x-5920*b^5*c*p*r*x^2+4032*b^5*c*p*x^3-816*b^5*c*q ^2*x^2-368*b^5*c*q*r^2*x-3448*b^5*c*q*r*x^2+4032*b^5*c*q*x^3-768*b^5*c*r^3*x-\ 2448*b^5*c*r^2*x^2+6448*b^5*c*r*x^3-88*b^5*g*p^2*r*x-480*b^5*g*p^2*x^2-16*b^5*g *p*q*r*x-528*b^5*g*p*q*x^2-220*b^5*g*p*r^2*x-1256*b^5*g*p*r*x^2+144*b^5*g*p*x^3 -48*b^5*g*q^2*x^2-8*b^5*g*q*r^2*x-428*b^5*g*q*r*x^2+144*b^5*g*q*x^3-132*b^5*g*r ^3*x-996*b^5*g*r^2*x^2-72*b^5*g*r*x^3-96*b^5*p^3*r*x-504*b^5*p^3*x^2-96*b^5*p^2 *q*r*x-1008*b^5*p^2*q*x^2-348*b^5*p^2*r^2*x-1464*b^5*p^2*r*x^2+992*b^5*p^2*x^3-\ 504*b^5*p*q^2*x^2-216*b^5*p*q*r^2*x-1876*b^5*p*q*r*x^2+1984*b^5*p*q*x^3-408*b^5 *p*r^3*x-1152*b^5*p*r^2*x^2+3240*b^5*p*r*x^3-412*b^5*q^2*r*x^2+992*b^5*q^2*x^3-\ 120*b^5*q*r^3*x-1104*b^5*q*r^2*x^2+3240*b^5*q*r*x^3-156*b^5*r^4*x-96*b^5*r^3*x^ 2+3940*b^5*r^2*x^3-2624*b^4*c^4*r*x-17472*b^4*c^4*x^2-2336*b^4*c^3*g*r*x-15072* b^4*c^3*g*x^2-5792*b^4*c^3*p*r*x-35232*b^4*c^3*p*x^2-2048*b^4*c^3*q*r*x-22944*b ^4*c^3*q*x^2-6736*b^4*c^3*r^2*x-31168*b^4*c^3*r*x^2+32256*b^4*c^3*x^3-512*b^4*c ^2*g^2*r*x-3168*b^4*c^2*g^2*x^2-3968*b^4*c^2*g*p*r*x-23328*b^4*c^2*g*p*x^2-1152 *b^4*c^2*g*q*r*x-14496*b^4*c^2*g*q*x^2-4672*b^4*c^2*g*r^2*x-23720*b^4*c^2*g*r*x ^2+15200*b^4*c^2*g*x^3-4704*b^4*c^2*p^2*r*x-26352*b^4*c^2*p^2*x^2-3808*b^4*c^2* p*q*r*x-36288*b^4*c^2*p*q*x^2-10992*b^4*c^2*p*r^2*x-45480*b^4*c^2*p*r*x^2+45760 *b^4*c^2*p*x^3-384*b^4*c^2*q^2*r*x-9936*b^4*c^2*q^2*x^2-4256*b^4*c^2*q*r^2*x-\ 31504*b^4*c^2*q*r*x^2+45760*b^4*c^2*q*x^3-6288*b^4*c^2*r^3*x-13888*b^4*c^2*r^2* x^2+68936*b^4*c^2*r*x^3-624*b^4*c*g^2*p*r*x-3504*b^4*c*g^2*p*x^2-96*b^4*c*g^2*q *r*x-1920*b^4*c*g^2*q*x^2-748*b^4*c*g^2*r^2*x-4548*b^4*c*g^2*r*x^2+528*b^4*c*g^ 2*x^3-2216*b^4*c*g*p^2*r*x-11928*b^4*c*g*p^2*x^2-1472*b^4*c*g*p*q*r*x-15744*b^4 *c*g*p*q*x^2-5284*b^4*c*g*p*r^2*x-24028*b^4*c*g*p*r*x^2+14960*b^4*c*g*p*x^3-80* b^4*c*g*q^2*r*x-3816*b^4*c*g*q^2*x^2-1568*b^4*c*g*q*r^2*x-14976*b^4*c*g*q*r*x^2 +14960*b^4*c*g*q*x^3-3068*b^4*c*g*r^3*x-11676*b^4*c*g*r^2*x^2+23928*b^4*c*g*r*x ^3-1672*b^4*c*p^3*r*x-8664*b^4*c*p^3*x^2-2272*b^4*c*p^2*q*r*x-18744*b^4*c*p^2*q *x^2-5880*b^4*c*p^2*r^2*x-21808*b^4*c*p^2*r*x^2+21584*b^4*c*p^2*x^3-600*b^4*c*p *q^2*r*x-11496*b^4*c*p*q^2*x^2-5104*b^4*c*p*q*r^2*x-31944*b^4*c*p*q*r*x^2+43168 *b^4*c*p*q*x^3-6744*b^4*c*p*r^3*x-11536*b^4*c*p*r^2*x^2+64600*b^4*c*p*r*x^3-\ 1416*b^4*c*q^3*x^2-632*b^4*c*q^2*r^2*x-10136*b^4*c*q^2*r*x^2+21584*b^4*c*q^2*x^ 3-2832*b^4*c*q*r^3*x-12860*b^4*c*q*r^2*x^2+64600*b^4*c*q*r*x^3-2536*b^4*c*r^4*x +2852*b^4*c*r^3*x^2+55800*b^4*c*r^2*x^3-188*b^4*g^2*p^2*r*x-960*b^4*g^2*p^2*x^2 -56*b^4*g^2*p*q*r*x-1128*b^4*g^2*p*q*x^2-470*b^4*g^2*p*r^2*x-2596*b^4*g^2*p*r*x ^2+264*b^4*g^2*p*x^3-168*b^4*g^2*q^2*x^2-28*b^4*g^2*q*r^2*x-1078*b^4*g^2*q*r*x^ 2+264*b^4*g^2*q*x^3-282*b^4*g^2*r^3*x-2226*b^4*g^2*r^2*x^2-132*b^4*g^2*r*x^3-\ 408*b^4*g*p^3*r*x-2016*b^4*g*p^3*x^2-464*b^4*g*p^2*q*r*x-4200*b^4*g*p^2*q*x^2-\ 1472*b^4*g*p^2*r^2*x-5992*b^4*g*p^2*r*x^2+3680*b^4*g*p^2*x^3-56*b^4*g*p*q^2*r*x -2352*b^4*g*p*q^2*x^2-1016*b^4*g*p*q*r^2*x-8148*b^4*g*p*q*r*x^2+7360*b^4*g*p*q* x^3-1720*b^4*g*p*r^3*x-5232*b^4*g*p*r^2*x^2+12024*b^4*g*p*r*x^3-168*b^4*g*q^3*x ^2-28*b^4*g*q^2*r^2*x-2156*b^4*g*q^2*r*x^2+3680*b^4*g*q^2*x^3-552*b^4*g*q*r^3*x -5104*b^4*g*q*r^2*x^2+12024*b^4*g*q*r*x^3-656*b^4*g*r^4*x-808*b^4*g*r^3*x^2+ 14628*b^4*g*r^2*x^3-220*b^4*p^4*r*x-1056*b^4*p^4*x^2-440*b^4*p^3*q*r*x-3168*b^4 *p^3*q*x^2-1034*b^4*p^3*r^2*x-3430*b^4*p^3*r*x^2+3384*b^4*p^3*x^3-220*b^4*p^2*q ^2*r*x-3168*b^4*p^2*q^2*x^2-1496*b^4*p^2*q*r^2*x-7902*b^4*p^2*q*r*x^2+10152*b^4 *p^2*q*x^3-1782*b^4*p^2*r^3*x-2242*b^4*p^2*r^2*x^2+15062*b^4*p^2*r*x^3-1056*b^4 *p*q^3*x^2-462*b^4*p*q^2*r^2*x-5514*b^4*p*q^2*r*x^2+10152*b^4*p*q^2*x^3-1672*b^ 4*p*q*r^3*x-5330*b^4*p*q*r^2*x^2+30124*b^4*p*q*r*x^3-1342*b^4*p*r^4*x+2274*b^4* p*r^3*x^2+24864*b^4*p*r^2*x^3-1042*b^4*q^3*r*x^2+3384*b^4*q^3*x^3-242*b^4*q^2*r ^3*x-3088*b^4*q^2*r^2*x^2+15062*b^4*q^2*r*x^3-616*b^4*q*r^4*x-438*b^4*q*r^3*x^2 +24864*b^4*q*r^2*x^3-374*b^4*r^5*x+2142*b^4*r^4*x^2+12068*b^4*r^3*x^3-5632*b^3* c^5*r*x-39360*b^3*c^5*x^2-7488*b^3*c^4*g*r*x-51456*b^3*c^4*g*x^2-16000*b^3*c^4* p*r*x-100128*b^3*c^4*p*x^2-6464*b^3*c^4*q*r*x-67968*b^3*c^4*q*x^2-18144*b^3*c^4 *r^2*x-84048*b^3*c^4*r*x^2+103872*b^3*c^4*x^3-3264*b^3*c^3*g^2*r*x-21936*b^3*c^ 3*g^2*x^2-17280*b^3*c^3*g*p*r*x-105888*b^3*c^3*g*p*x^2-6464*b^3*c^3*g*q*r*x-\ 70464*b^3*c^3*g*q*x^2-19728*b^3*c^3*g*r^2*x-96264*b^3*c^3*g*r*x^2+94016*b^3*c^3 *g*x^3-17632*b^3*c^3*p^2*r*x-100032*b^3*c^3*p^2*x^2-16160*b^3*c^3*p*q*r*x-\ 143616*b^3*c^3*p*q*x^2-40304*b^3*c^3*p*r^2*x-162040*b^3*c^3*p*r*x^2+192896*b^3* c^3*p*x^3-2368*b^3*c^3*q^2*r*x-43584*b^3*c^3*q^2*x^2-17616*b^3*c^3*q*r^2*x-\ 120792*b^3*c^3*q*r*x^2+192896*b^3*c^3*q*x^3-22672*b^3*c^3*r^3*x-43192*b^3*c^3*r ^2*x^2+275472*b^3*c^3*r*x^3-464*b^3*c^2*g^3*r*x-3024*b^3*c^2*g^3*x^2-5872*b^3*c ^2*g^2*p*r*x-34872*b^3*c^2*g^2*p*x^2-1840*b^3*c^2*g^2*q*r*x-22176*b^3*c^2*g^2*q *x^2-6772*b^3*c^2*g^2*r^2*x-36276*b^3*c^2*g^2*r*x^2+22048*b^3*c^2*g^2*x^3-14536 *b^3*c^2*g*p^2*r*x-80256*b^3*c^2*g*p^2*x^2-12384*b^3*c^2*g*p*q*r*x-113280*b^3*c ^2*g*p*q*x^2-33596*b^3*c^2*g*p*r^2*x-141892*b^3*c^2*g*p*r*x^2+133200*b^3*c^2*g* p*x^3-1536*b^3*c^2*g*q^2*r*x-33024*b^3*c^2*g*q^2*x^2-13304*b^3*c^2*g*q*r^2*x-\ 101940*b^3*c^2*g*q*r*x^2+133200*b^3*c^2*g*q*x^3-19060*b^3*c^2*g*r^3*x-51520*b^3 *c^2*g*r^2*x^2+200296*b^3*c^2*g*r*x^3-9456*b^3*c^2*p^3*r*x-49152*b^3*c^2*p^3*x^ 2-14432*b^3*c^2*p^2*q*r*x-110592*b^3*c^2*p^2*q*x^2-32572*b^3*c^2*p^2*r^2*x-\ 114984*b^3*c^2*p^2*r*x^2+133936*b^3*c^2*p^2*x^3-5248*b^3*c^2*p*q^2*r*x-73728*b^ 3*c^2*p*q^2*x^2-31904*b^3*c^2*p*q*r^2*x-178672*b^3*c^2*p*q*r*x^2+267872*b^3*c^2 *p*q*x^3-36776*b^3*c^2*p*r^3*x-48308*b^3*c^2*p*r^2*x^2+377672*b^3*c^2*p*r*x^3-\ 272*b^3*c^2*q^3*r*x-12288*b^3*c^2*q^3*x^2-5404*b^3*c^2*q^2*r^2*x-63688*b^3*c^2* q^2*r*x^2+133936*b^3*c^2*q^2*x^3-17472*b^3*c^2*q*r^3*x-59704*b^3*c^2*q*r^2*x^2+ 377672*b^3*c^2*q*r*x^3-13660*b^3*c^2*r^4*x+23240*b^3*c^2*r^3*x^2+280488*b^3*c^2 *r^2*x^3-616*b^3*c*g^3*p*r*x-3480*b^3*c*g^3*p*x^2-112*b^3*c*g^3*q*r*x-1968*b^3* c*g^3*q*x^2-722*b^3*c*g^3*r^2*x-4578*b^3*c*g^3*r*x^2+504*b^3*c*g^3*x^3-3440*b^3 *c*g^2*p^2*r*x-18156*b^3*c*g^2*p^2*x^2-2456*b^3*c*g^2*p*q*r*x-24672*b^3*c*g^2*p *q*x^2-8128*b^3*c*g^2*p*r^2*x-37400*b^3*c*g^2*p*r*x^2+21696*b^3*c*g^2*p*x^3-200 *b^3*c*g^2*q^2*r*x-6516*b^3*c*g^2*q^2*x^2-2480*b^3*c*g^2*q*r^2*x-24458*b^3*c*g^ 2*q*r*x^2+21696*b^3*c*g^2*q*x^3-4688*b^3*c*g^2*r^3*x-20208*b^3*c*g^2*r^2*x^2+ 34708*b^3*c*g^2*r*x^3-5296*b^3*c*g*p^3*r*x-26592*b^3*c*g*p^3*x^2-7584*b^3*c*g*p ^2*q*r*x-58968*b^3*c*g*p^2*q*x^2-18504*b^3*c*g*p^2*r^2*x-68216*b^3*c*g*p^2*r*x^ 2+62736*b^3*c*g*p^2*x^3-2360*b^3*c*g*p*q^2*r*x-38160*b^3*c*g*p*q^2*x^2-16700*b^ 3*c*g*p*q*r^2*x-103188*b^3*c*g*p*q*r*x^2+125472*b^3*c*g*p*q*x^3-21120*b^3*c*g*p *r^3*x-41442*b^3*c*g*p*r^2*x^2+187382*b^3*c*g*p*r*x^3-72*b^3*c*g*q^3*r*x-5784*b ^3*c*g*q^3*x^2-2242*b^3*c*g*q^2*r^2*x-34972*b^3*c*g*q^2*r*x^2+62736*b^3*c*g*q^2 *x^3-9116*b^3*c*g*q*r^3*x-45734*b^3*c*g*q*r^2*x^2+187382*b^3*c*g*q*r*x^3-7912*b ^3*c*g*r^4*x+4304*b^3*c*g*r^3*x^2+161692*b^3*c*g*r^2*x^3-2472*b^3*c*p^4*r*x-\ 11892*b^3*c*p^4*x^2-5496*b^3*c*p^3*q*r*x-36960*b^3*c*p^3*q*x^2-11376*b^3*c*p^3* r^2*x-35582*b^3*c*p^3*r*x^2+41200*b^3*c*p^3*x^3-3576*b^3*c*p^2*q^2*r*x-39528*b^ 3*c*p^2*q^2*x^2-18416*b^3*c*p^2*q*r^2*x-85838*b^3*c*p^2*q*r*x^2+123600*b^3*c*p^ 2*q*x^3-19296*b^3*c*p^2*r^3*x-16170*b^3*c*p^2*r^2*x^2+171782*b^3*c*p^2*r*x^3-\ 552*b^3*c*p*q^3*r*x-15744*b^3*c*p*q^3*x^2-7564*b^3*c*p*q^2*r^2*x-64930*b^3*c*p* q^2*r*x^2+123600*b^3*c*p*q^2*x^3-20344*b^3*c*p*q*r^3*x-44032*b^3*c*p*q*r^2*x^2+ 343564*b^3*c*p*q*r*x^3-14352*b^3*c*p*r^4*x+33016*b^3*c*p*r^3*x^2+245832*b^3*c*p *r^2*x^3-1284*b^3*c*q^4*x^2-524*b^3*c*q^3*r^2*x-14674*b^3*c*q^3*r*x^2+41200*b^3 *c*q^3*x^3-3988*b^3*c*q^2*r^3*x-27862*b^3*c*q^2*r^2*x^2+171782*b^3*c*q^2*r*x^3-\ 7424*b^3*c*q*r^4*x+6914*b^3*c*q*r^3*x^2+245832*b^3*c*q*r^2*x^3-3960*b^3*c*r^5*x +25496*b^3*c*r^4*x^2+104744*b^3*c*r^3*x^3-202*b^3*g^3*p^2*r*x-984*b^3*g^3*p^2*x ^2-76*b^3*g^3*p*q*r*x-1212*b^3*g^3*p*q*x^2-505*b^3*g^3*p*r^2*x-2726*b^3*g^3*p*r *x^2+252*b^3*g^3*p*x^3-228*b^3*g^3*q^2*x^2-38*b^3*g^3*q*r^2*x-1277*b^3*g^3*q*r* x^2+252*b^3*g^3*q*x^3-303*b^3*g^3*r^3*x-2463*b^3*g^3*r^2*x^2-126*b^3*g^3*r*x^3-\ 656*b^3*g^2*p^3*r*x-3102*b^3*g^2*p^3*x^2-808*b^3*g^2*p^2*q*r*x-6660*b^3*g^2*p^2 *q*x^2-2359*b^3*g^2*p^2*r^2*x-9378*b^3*g^2*p^2*r*x^2+5336*b^3*g^2*p^2*x^3-152*b ^3*g^2*p*q^2*r*x-4014*b^3*g^2*p*q^2*x^2-1742*b^3*g^2*p*q*r^2*x-13297*b^3*g^2*p* q*r*x^2+10672*b^3*g^2*p*q*x^3-2750*b^3*g^2*p*r^3*x-8776*b^3*g^2*p*r^2*x^2+17442 *b^3*g^2*p*r*x^3-456*b^3*g^2*q^3*x^2-76*b^3*g^2*q^2*r^2*x-3919*b^3*g^2*q^2*r*x^ 2+5336*b^3*g^2*q^2*x^3-934*b^3*g^2*q*r^3*x-8668*b^3*g^2*q*r^2*x^2+17442*b^3*g^2 *q*r*x^3-1047*b^3*g^2*r^4*x-1736*b^3*g^2*r^3*x^2+21229*b^3*g^2*r^2*x^3-706*b^3* g*p^4*r*x-3252*b^3*g*p^4*x^2-1488*b^3*g*p^3*q*r*x-9984*b^3*g*p^3*q*x^2-3303*b^3 *g*p^3*r^2*x-10691*b^3*g*p^3*r*x^2+9820*b^3*g*p^3*x^3-858*b^3*g*p^2*q^2*r*x-\ 10440*b^3*g*p^2*q^2*x^2-5006*b^3*g*p^2*q*r^2*x-25301*b^3*g*p^2*q*r*x^2+29460*b^ 3*g*p^2*q*x^3-5673*b^3*g*p^2*r^3*x-7767*b^3*g*p^2*r^2*x^2+43605*b^3*g*p^2*r*x^3 -76*b^3*g*p*q^3*r*x-3936*b^3*g*p*q^3*x^2-1741*b^3*g*p*q^2*r^2*x-18529*b^3*g*p*q ^2*r*x^2+29460*b^3*g*p*q^2*x^3-5548*b^3*g*p*q*r^3*x-18181*b^3*g*p*q*r^2*x^2+ 87210*b^3*g*p*q*r*x^3-4261*b^3*g*p*r^4*x+5803*b^3*g*p*r^3*x^2+71840*b^3*g*p*r^2 *x^3-228*b^3*g*q^4*x^2-38*b^3*g*q^3*r^2*x-3919*b^3*g*q^3*r*x^2+9820*b^3*g*q^3*x ^3-883*b^3*g*q^2*r^3*x-10414*b^3*g*q^2*r^2*x^2+43605*b^3*g*q^2*r*x^3-2030*b^3*g *q*r^4*x-2131*b^3*g*q*r^3*x^2+71840*b^3*g*q*r^2*x^3-1185*b^3*g*r^5*x+6131*b^3*g *r^4*x^2+34698*b^3*g*r^3*x^3-252*b^3*p^5*r*x-1134*b^3*p^5*x^2-756*b^3*p^4*q*r*x -4536*b^3*p^4*q*x^2-1449*b^3*p^4*r^2*x-4047*b^3*p^4*r*x^2+4736*b^3*p^4*x^3-756* b^3*p^3*q^2*r*x-6804*b^3*p^3*q^2*x^2-3402*b^3*p^3*q*r^2*x-13402*b^3*p^3*q*r*x^2 +18944*b^3*p^3*q*x^3-3276*b^3*p^3*r^3*x-1431*b^3*p^3*r^2*x^2+25907*b^3*p^3*r*x^ 3-252*b^3*p^2*q^3*r*x-4536*b^3*p^2*q^3*x^2-2457*b^3*p^2*q^2*r^2*x-15924*b^3*p^2 *q^2*r*x^2+28416*b^3*p^2*q^2*x^3-5670*b^3*p^2*q*r^3*x-7209*b^3*p^2*q*r^2*x^2+ 77721*b^3*p^2*q*r*x^3-3654*b^3*p^2*r^4*x+10191*b^3*p^2*r^3*x^2+53372*b^3*p^2*r^ 2*x^3-1134*b^3*p*q^4*x^2-504*b^3*p*q^3*r^2*x-7830*b^3*p*q^3*r*x^2+18944*b^3*p*q ^3*x^3-2646*b^3*p*q^2*r^3*x-10125*b^3*p*q^2*r^2*x^2+77721*b^3*p*q^2*r*x^3-4158* b^3*p*q*r^4*x+9135*b^3*p*q*r^3*x^2+106744*b^3*p*q*r^2*x^3-2016*b^3*p*r^5*x+ 14157*b^3*p*r^4*x^2+43304*b^3*p*r^3*x^3-1261*b^3*q^4*r*x^2+4736*b^3*q^4*x^3-252 *b^3*q^3*r^3*x-4347*b^3*q^3*r^2*x^2+25907*b^3*q^3*r*x^3-945*b^3*q^2*r^4*x-1056* b^3*q^2*r^3*x^2+53372*b^3*q^2*r^2*x^3-1134*b^3*q*r^5*x+7478*b^3*q*r^4*x^2+43304 *b^3*q*r^3*x^3-441*b^3*r^6*x+5448*b^3*r^5*x^2+10041*b^3*r^4*x^3-6592*b^2*c^6*r* x-48192*b^2*c^6*x^2-11712*b^2*c^5*g*r*x-84960*b^2*c^5*g*x^2-23136*b^2*c^5*p*r*x -148512*b^2*c^5*p*x^2-9920*b^2*c^5*q*r*x-103392*b^2*c^5*q*x^2-25696*b^2*c^5*r^2 *x-121648*b^2*c^5*r*x^2+164096*b^2*c^5*x^3-7680*b^2*c^4*g^2*r*x-55152*b^2*c^4*g ^2*x^2-34560*b^2*c^4*g*p*r*x-219360*b^2*c^4*g*p*x^2-14304*b^2*c^4*g*q*r*x-\ 151296*b^2*c^4*g*q*x^2-38528*b^2*c^4*g*r^2*x-188648*b^2*c^4*g*r*x^2+222304*b^2* c^4*g*x^3-32480*b^2*c^4*p^2*r*x-186240*b^2*c^4*p^2*x^2-31584*b^2*c^4*p*q*r*x-\ 274176*b^2*c^4*p*q*x^2-73040*b^2*c^4*p*r^2*x-291904*b^2*c^4*p*r*x^2+377472*b^2* c^4*p*x^3-5344*b^2*c^4*q^2*r*x-87936*b^2*c^4*q^2*x^2-33680*b^2*c^4*q*r^2*x-\ 226576*b^2*c^4*q*r*x^2+377472*b^2*c^4*q*x^3-40560*b^2*c^4*r^3*x-74384*b^2*c^4*r ^2*x^2+520136*b^2*c^4*r*x^3-2192*b^2*c^3*g^3*r*x-15528*b^2*c^3*g^3*x^2-18520*b^ 2*c^3*g^2*p*r*x-115512*b^2*c^3*g^2*p*x^2-7120*b^2*c^3*g^2*q*r*x-78120*b^2*c^3*g ^2*q*x^2-20760*b^2*c^3*g^2*r^2*x-107432*b^2*c^3*g^2*r*x^2+100288*b^2*c^3*g^2*x^ 3-39184*b^2*c^3*g*p^2*r*x-221184*b^2*c^3*g*p^2*x^2-36896*b^2*c^3*g*p*q*r*x-\ 323136*b^2*c^3*g*p*q*x^2-88640*b^2*c^3*g*p*r^2*x-365476*b^2*c^3*g*p*r*x^2+ 412192*b^2*c^3*g*p*x^3-5824*b^2*c^3*g*q^2*r*x-101952*b^2*c^3*g*q^2*x^2-39112*b^ 2*c^3*g*q*r^2*x-279236*b^2*c^3*g*q*r*x^2+412192*b^2*c^3*g*q*x^3-49456*b^2*c^3*g *r^3*x-113752*b^2*c^3*g*r^2*x^2+587384*b^2*c^3*g*r*x^3-23456*b^2*c^3*p^3*r*x-\ 122112*b^2*c^3*p^3*x^2-37904*b^2*c^3*p^2*q*r*x-281280*b^2*c^3*p^2*q*x^2-79676*b ^2*c^3*p^2*r^2*x-274564*b^2*c^3*p^2*r*x^2+346272*b^2*c^3*p^2*x^3-15648*b^2*c^3* p*q^2*r*x-196224*b^2*c^3*p*q^2*x^2-82584*b^2*c^3*p*q*r^2*x-441128*b^2*c^3*p*q*r *x^2+692544*b^2*c^3*p*q*x^3-88984*b^2*c^3*p*r^3*x-102348*b^2*c^3*p*r^2*x^2+ 940048*b^2*c^3*p*r*x^3-1200*b^2*c^3*q^3*r*x-37056*b^2*c^3*q^3*x^2-15756*b^2*c^3 *q^2*r^2*x-166564*b^2*c^3*q^2*r*x^2+346272*b^2*c^3*q^2*x^3-44680*b^2*c^3*q*r^3* x-135908*b^2*c^3*q*r^2*x^2+940048*b^2*c^3*q*r*x^3-32764*b^2*c^3*r^4*x+62568*b^2 *c^3*r^3*x^2+645200*b^2*c^3*r^2*x^3-228*b^2*c^2*g^4*r*x-1584*b^2*c^2*g^4*x^2-\ 4168*b^2*c^2*g^3*p*r*x-25248*b^2*c^2*g^3*p*x^2-1352*b^2*c^2*g^3*q*r*x-16344*b^2 *c^2*g^3*q*x^2-4712*b^2*c^2*g^3*r^2*x-26770*b^2*c^2*g^3*r*x^2+15608*b^2*c^2*g^3 *x^3-16116*b^2*c^2*g^2*p^2*r*x-88524*b^2*c^2*g^2*p^2*x^2-14160*b^2*c^2*g^2*p*q* r*x-127296*b^2*c^2*g^2*p*q*x^2-36878*b^2*c^2*g^2*p*r^2*x-159528*b^2*c^2*g^2*p*r *x^2+141912*b^2*c^2*g^2*p*x^3-1936*b^2*c^2*g^2*q^2*r*x-38772*b^2*c^2*g^2*q^2*x^ 2-14724*b^2*c^2*g^2*q*r^2*x-117726*b^2*c^2*g^2*q*r*x^2+141912*b^2*c^2*g^2*q*x^3 -20762*b^2*c^2*g^2*r^3*x-65034*b^2*c^2*g^2*r^2*x^2+213062*b^2*c^2*g^2*r*x^3-\ 21416*b^2*c^2*g*p^3*r*x-109248*b^2*c^2*g*p^3*x^2-33672*b^2*c^2*g*p^2*q*r*x-\ 250056*b^2*c^2*g*p^2*q*x^2-73298*b^2*c^2*g*p^2*r^2*x-259506*b^2*c^2*g*p^2*r*x^2 +285720*b^2*c^2*g*p^2*x^3-13112*b^2*c^2*g*p*q^2*r*x-172368*b^2*c^2*g*p*q^2*x^2-\ 73328*b^2*c^2*g*p*q*r^2*x-412104*b^2*c^2*g*p*q*r*x^2+571440*b^2*c^2*g*p*q*x^3-\ 82348*b^2*c^2*g*p*r^3*x-125628*b^2*c^2*g*p*r^2*x^2+803654*b^2*c^2*g*p*r*x^3-856 *b^2*c^2*g*q^3*r*x-31560*b^2*c^2*g*q^3*x^2-12824*b^2*c^2*g*q^2*r^2*x-152598*b^2 *c^2*g*q^2*r*x^2+285720*b^2*c^2*g*q^2*x^3-39656*b^2*c^2*g*q*r^3*x-151506*b^2*c^ 2*g*q*r^2*x^2+803654*b^2*c^2*g*q*r*x^3-30466*b^2*c^2*g*r^4*x+37802*b^2*c^2*g*r^ 3*x^2+595228*b^2*c^2*g*r^2*x^3-9220*b^2*c^2*p^4*r*x-44268*b^2*c^2*p^4*x^2-21608 *b^2*c^2*p^3*q*r*x-140544*b^2*c^2*p^3*q*x^2-41884*b^2*c^2*p^3*r^2*x-126724*b^2* c^2*p^3*r*x^2+158320*b^2*c^2*p^3*x^3-15648*b^2*c^2*p^2*q^2*r*x-156024*b^2*c^2*p ^2*q^2*x^2-71556*b^2*c^2*p^2*q*r^2*x-314088*b^2*c^2*p^2*q*r*x^2+474960*b^2*c^2* p^2*q*x^3-70332*b^2*c^2*p^2*r^3*x-45760*b^2*c^2*p^2*r^2*x^2+634146*b^2*c^2*p^2* r*x^3-3352*b^2*c^2*p*q^3*r*x-67488*b^2*c^2*p*q^3*x^2-32784*b^2*c^2*p*q^2*r^2*x-\ 248004*b^2*c^2*p*q^2*r*x^2+474960*b^2*c^2*p*q^2*x^3-78288*b^2*c^2*p*q*r^3*x-\ 139220*b^2*c^2*p*q*r^2*x^2+1268292*b^2*c^2*p*q*r*x^3-51892*b^2*c^2*p*r^4*x+ 131606*b^2*c^2*p*r^3*x^2+840280*b^2*c^2*p*r^2*x^3-92*b^2*c^2*q^4*r*x-7740*b^2*c ^2*q^4*x^2-3112*b^2*c^2*q^3*r^2*x-60640*b^2*c^2*q^3*r*x^2+158320*b^2*c^2*q^3*x^ 3-17136*b^2*c^2*q^2*r^3*x-93460*b^2*c^2*q^2*r^2*x^2+634146*b^2*c^2*q^2*r*x^3-\ 28340*b^2*c^2*q*r^4*x+42200*b^2*c^2*q*r^3*x^2+840280*b^2*c^2*q*r^2*x^3-14224*b^ 2*c^2*r^5*x+94910*b^2*c^2*r^4*x^2+328568*b^2*c^2*r^3*x^3-328*b^2*c*g^4*p*r*x-\ 1884*b^2*c*g^4*p*x^2-64*b^2*c*g^4*q*r*x-1092*b^2*c*g^4*q*x^2-376*b^2*c*g^4*r^2* x-2505*b^2*c*g^4*r*x^2+264*b^2*c*g^4*x^3-2554*b^2*c*g^3*p^2*r*x-13338*b^2*c*g^3 *p^2*x^2-1904*b^2*c*g^3*p*q*r*x-18528*b^2*c*g^3*p*q*x^2-5989*b^2*c*g^3*p*r^2*x-\ 27963*b^2*c*g^3*p*r*x^2+15356*b^2*c*g^3*p*x^3-180*b^2*c*g^3*q^2*r*x-5190*b^2*c* g^3*q^2*x^2-1844*b^2*c*g^3*q*r^2*x-18938*b^2*c*g^3*q*r*x^2+15356*b^2*c*g^3*q*x^ 3-3435*b^2*c*g^3*r^3*x-16263*b^2*c*g^3*r^2*x^2+24570*b^2*c*g^3*r*x^3-6006*b^2*c *g^2*p^3*r*x-29514*b^2*c*g^2*p^3*x^2-8908*b^2*c*g^2*p^2*q*r*x-66678*b^2*c*g^2*p ^2*q*x^2-20872*b^2*c*g^2*p^2*r^2*x-76810*b^2*c*g^2*p^2*r*x^2+66748*b^2*c*g^2*p^ 2*x^3-3038*b^2*c*g^2*p*q^2*r*x-44814*b^2*c*g^2*p*q^2*x^2-19326*b^2*c*g^2*p*q*r^ 2*x-118984*b^2*c*g^2*p*q*r*x^2+133496*b^2*c*g^2*p*q*x^3-23726*b^2*c*g^2*p*r^3*x -51239*b^2*c*g^2*p*r^2*x^2+199003*b^2*c*g^2*p*r*x^3-136*b^2*c*g^2*q^3*r*x-7650* b^2*c*g^2*q^3*x^2-2711*b^2*c*g^2*q^2*r^2*x-42174*b^2*c*g^2*q^2*r*x^2+66748*b^2* c*g^2*q^2*x^3-10418*b^2*c*g^2*q*r^3*x-56304*b^2*c*g^2*q*r^2*x^2+199003*b^2*c*g^ 2*q*r*x^3-8860*b^2*c*g^2*r^4*x+863*b^2*c*g^2*r^3*x^2+171596*b^2*c*g^2*r^2*x^3-\ 5656*b^2*c*g*p^4*r*x-26490*b^2*c*g*p^4*x^2-12960*b^2*c*g*p^3*q*r*x-83664*b^2*c* g*p^3*q*x^2-25916*b^2*c*g*p^3*r^2*x-80101*b^2*c*g*p^3*r*x^2+87728*b^2*c*g*p^3*x ^3-8980*b^2*c*g*p^2*q^2*r*x-92052*b^2*c*g*p^2*q^2*x^2-43054*b^2*c*g*p^2*q*r^2*x -196893*b^2*c*g*p^2*q*r*x^2+263184*b^2*c*g*p^2*q*x^3-43812*b^2*c*g*p^2*r^3*x-\ 41751*b^2*c*g*p^2*r^2*x^2+364699*b^2*c*g*p^2*r*x^3-1704*b^2*c*g*p*q^3*r*x-39072 *b^2*c*g*p*q^3*x^2-18574*b^2*c*g*p*q^2*r^2*x-153483*b^2*c*g*p*q^2*r*x^2+263184* b^2*c*g*p*q^2*x^3-47228*b^2*c*g*p*q*r^3*x-109698*b^2*c*g*p*q*r^2*x^2+729398*b^2 *c*g*p*q*r*x^3-32500*b^2*c*g*p*r^4*x+65126*b^2*c*g*p*r^3*x^2+520192*b^2*c*g*p*r ^2*x^3-28*b^2*c*g*q^4*r*x-4194*b^2*c*g*q^4*x^2-1436*b^2*c*g*q^3*r^2*x-36691*b^2 *c*g*q^3*r*x^2+87728*b^2*c*g*q^3*x^3-9594*b^2*c*g*q^2*r^3*x-67947*b^2*c*g*q^2*r ^2*x^2+364699*b^2*c*g*q^2*r*x^3-17134*b^2*c*g*q*r^4*x+9131*b^2*c*g*q*r^3*x^2+ 520192*b^2*c*g*q*r^2*x^3-8948*b^2*c*g*r^5*x+53266*b^2*c*g*r^4*x^2+220220*b^2*c* g*r^3*x^3-1874*b^2*c*p^5*r*x-8430*b^2*c*p^5*x^2-5888*b^2*c*p^4*q*r*x-34362*b^2* c*p^4*q*x^2-10637*b^2*c*p^4*r^2*x-28738*b^2*c*p^4*r*x^2+36072*b^2*c*p^4*x^3-\ 6420*b^2*c*p^3*q^2*r*x-53148*b^2*c*p^3*q^2*x^2-26186*b^2*c*p^3*q*r^2*x-97204*b^ 2*c*p^3*q*r*x^2+144288*b^2*c*p^3*q*x^3-23808*b^2*c*p^3*r^3*x-6365*b^2*c*p^3*r^2 *x^2+189178*b^2*c*p^3*r*x^3-2672*b^2*c*p^2*q^3*r*x-37572*b^2*c*p^2*q^3*x^2-\ 20682*b^2*c*p^2*q^2*r^2*x-119184*b^2*c*p^2*q^2*r*x^2+216432*b^2*c*p^2*q^2*x^3-\ 43230*b^2*c*p^2*q*r^3*x-41175*b^2*c*p^2*q*r^2*x^2+567534*b^2*c*p^2*q*r*x^3-\ 26342*b^2*c*p^2*r^4*x+78859*b^2*c*p^2*r^3*x^2+361580*b^2*c*p^2*r^2*x^3-266*b^2* c*p*q^4*r*x-10998*b^2*c*p*q^4*x^2-5354*b^2*c*p*q^3*r^2*x-61708*b^2*c*p*q^3*r*x^ 2+144288*b^2*c*p*q^3*x^3-22104*b^2*c*p*q^2*r^3*x-63255*b^2*c*p*q^2*r^2*x^2+ 567534*b^2*c*p*q^2*r*x^3-31454*b^2*c*p*q*r^4*x+82124*b^2*c*p*q*r^3*x^2+723160*b ^2*c*p*q*r^2*x^3-14438*b^2*c*p*r^5*x+104011*b^2*c*p*r^4*x^2+268864*b^2*c*p*r^3* x^3-642*b^2*c*q^5*x^2-221*b^2*c*q^4*r^2*x-10990*b^2*c*q^4*r*x^2+36072*b^2*c*q^4 *x^3-2682*b^2*c*q^3*r^3*x-28445*b^2*c*q^3*r^2*x^2+189178*b^2*c*q^3*r*x^3-7842*b ^2*c*q^2*r^4*x+3265*b^2*c*q^2*r^3*x^2+361580*b^2*c*q^2*r^2*x^3-8522*b^2*c*q*r^5 *x+60457*b^2*c*q*r^4*x^2+268864*b^2*c*q*r^3*x^3-3141*b^2*c*r^6*x+39095*b^2*c*r^ 5*x^2+54208*b^2*c*r^4*x^3-116*b^2*g^4*p^2*r*x-546*b^2*g^4*p^2*x^2-50*b^2*g^4*p* q*r*x-696*b^2*g^4*p*q*x^2-290*b^2*g^4*p*r^2*x-1540*b^2*g^4*p*r*x^2+132*b^2*g^4* p*x^3-150*b^2*g^4*q^2*x^2-25*b^2*g^4*q*r^2*x-781*b^2*g^4*q*r*x^2+132*b^2*g^4*q* x^3-174*b^2*g^4*r^3*x-1443*b^2*g^4*r^2*x^2-66*b^2*g^4*r*x^3-502*b^2*g^3*p^3*r*x -2298*b^2*g^3*p^3*x^2-652*b^2*g^3*p^2*q*r*x-5046*b^2*g^3*p^2*q*x^2-1801*b^2*g^3 *p^2*r^2*x-7036*b^2*g^3*p^2*r*x^2+3776*b^2*g^3*p^2*x^3-150*b^2*g^3*p*q^2*r*x-\ 3198*b^2*g^3*p*q^2*x^2-1392*b^2*g^3*p*q*r^2*x-10284*b^2*g^3*p*q*r*x^2+7552*b^2* g^3*p*q*x^3-2096*b^2*g^3*p*r^3*x-6908*b^2*g^3*p*r^2*x^2+12348*b^2*g^3*p*r*x^3-\ 450*b^2*g^3*q^3*x^2-75*b^2*g^3*q^2*r^2*x-3248*b^2*g^3*q^2*r*x^2+3776*b^2*g^3*q^ 2*x^3-740*b^2*g^3*q*r^3*x-6888*b^2*g^3*q*r^2*x^2+12348*b^2*g^3*q*r*x^3-797*b^2* g^3*r^4*x-1562*b^2*g^3*r^3*x^2+15036*b^2*g^3*r^2*x^3-810*b^2*g^2*p^4*r*x-3618*b ^2*g^2*p^4*x^2-1770*b^2*g^2*p^3*q*r*x-11304*b^2*g^2*p^3*q*x^2-3777*b^2*g^2*p^3* r^2*x-11998*b^2*g^2*p^3*r*x^2+10432*b^2*g^2*p^3*x^3-1110*b^2*g^2*p^2*q^2*r*x-\ 12204*b^2*g^2*p^2*q^2*x^2-5913*b^2*g^2*p^2*q*r^2*x-28977*b^2*g^2*p^2*q*r*x^2+ 31296*b^2*g^2*p^2*q*x^3-6471*b^2*g^2*p^2*r^3*x-9363*b^2*g^2*p^2*r^2*x^2+46223*b ^2*g^2*p^2*r*x^3-150*b^2*g^2*p*q^3*r*x-4968*b^2*g^2*p*q^3*x^2-2211*b^2*g^2*p*q^ 2*r^2*x-21960*b^2*g^2*p*q^2*r*x^2+31296*b^2*g^2*p*q^2*x^3-6516*b^2*g^2*p*q*r^3* x-21762*b^2*g^2*p*q*r^2*x^2+92446*b^2*g^2*p*q*r*x^3-4851*b^2*g^2*p*r^4*x+5443*b ^2*g^2*p*r^3*x^2+76016*b^2*g^2*p*r^2*x^3-450*b^2*g^2*q^4*x^2-75*b^2*g^2*q^3*r^2 *x-4981*b^2*g^2*q^3*r*x^2+10432*b^2*g^2*q^3*x^3-1101*b^2*g^2*q^2*r^3*x-12399*b^ 2*g^2*q^2*r^2*x^2+46223*b^2*g^2*q^2*r*x^3-2373*b^2*g^2*q*r^4*x-3068*b^2*g^2*q*r ^3*x^2+76016*b^2*g^2*q*r^2*x^3-1347*b^2*g^2*r^5*x+6426*b^2*g^2*r^4*x^2+36540*b^ 2*g^2*r^3*x^3-578*b^2*g*p^5*r*x-2526*b^2*g*p^5*x^2-1784*b^2*g*p^4*q*r*x-10254*b ^2*g*p^4*q*x^2-3311*b^2*g*p^4*r^2*x-9068*b^2*g*p^4*r*x^2+10064*b^2*g*p^4*x^3-\ 1884*b^2*g*p^3*q^2*r*x-15756*b^2*g*p^3*q^2*x^2-7978*b^2*g*p^3*q*r^2*x-30514*b^2 *g*p^3*q*r*x^2+40256*b^2*g*p^3*q*x^3-7464*b^2*g*p^3*r^3*x-3752*b^2*g*p^3*r^2*x^ 2+54859*b^2*g*p^3*r*x^3-728*b^2*g*p^2*q^3*r*x-11004*b^2*g*p^2*q^3*x^2-6048*b^2* g*p^2*q^2*r^2*x-37134*b^2*g*p^2*q^2*r*x^2+60384*b^2*g*p^2*q^2*x^3-13230*b^2*g*p ^2*q*r^3*x-17715*b^2*g*p^2*q*r^2*x^2+164577*b^2*g*p^2*q*r*x^3-8306*b^2*g*p^2*r^ 4*x+21433*b^2*g*p^2*r^3*x^2+112564*b^2*g*p^2*r^2*x^3-50*b^2*g*p*q^4*r*x-3126*b^ 2*g*p*q^4*x^2-1406*b^2*g*p*q^3*r^2*x-18998*b^2*g*p*q^3*r*x^2+40256*b^2*g*p*q^3* x^3-6444*b^2*g*p*q^2*r^3*x-24174*b^2*g*p*q^2*r^2*x^2+164577*b^2*g*p*q^2*r*x^3-\ 9662*b^2*g*p*q*r^4*x+18818*b^2*g*p*q*r^3*x^2+225128*b^2*g*p*q*r^2*x^3-4574*b^2* g*p*r^5*x+30480*b^2*g*p*r^4*x^2+90668*b^2*g*p*r^3*x^3-150*b^2*g*q^5*x^2-25*b^2* g*q^4*r^2*x-3310*b^2*g*q^4*r*x^2+10064*b^2*g*q^4*x^3-678*b^2*g*q^3*r^3*x-10211* b^2*g*q^3*r^2*x^2+54859*b^2*g*q^3*r*x^3-2280*b^2*g*q^2*r^4*x-2615*b^2*g*q^2*r^3 *x^2+112564*b^2*g*q^2*r^2*x^3-2626*b^2*g*q*r^5*x+16273*b^2*g*q*r^4*x^2+90668*b^ 2*g*q*r^3*x^3-999*b^2*g*r^6*x+11837*b^2*g*r^5*x^2+20647*b^2*g*r^4*x^3-154*b^2*p ^6*r*x-660*b^2*p^6*x^2-616*b^2*p^5*q*r*x-3300*b^2*p^5*q*x^2-1045*b^2*p^5*r^2*x-\ 2566*b^2*p^5*r*x^2+3276*b^2*p^5*x^3-924*b^2*p^4*q^2*r*x-6600*b^2*p^4*q^2*x^2-\ 3432*b^2*p^4*q*r^2*x-11060*b^2*p^4*q*r*x^2+16380*b^2*p^4*q*x^3-2915*b^2*p^4*r^3 *x+113*b^2*p^4*r^2*x^2+21050*b^2*p^4*r*x^3-616*b^2*p^3*q^3*r*x-6600*b^2*p^3*q^3 *x^2-4026*b^2*p^3*q^2*r^2*x-18580*b^2*p^3*q^2*r*x^2+32760*b^2*p^3*q^2*x^3-7568* b^2*p^3*q*r^3*x-2858*b^2*p^3*q*r^2*x^2+84200*b^2*p^3*q*r*x^3-4290*b^2*p^3*r^4*x +14406*b^2*p^3*r^3*x^2+51370*b^2*p^3*r^2*x^3-154*b^2*p^2*q^4*r*x-3300*b^2*p^2*q ^4*x^2-1936*b^2*p^2*q^3*r^2*x-15040*b^2*p^2*q^3*r*x^2+32760*b^2*p^2*q^3*x^3-\ 6534*b^2*p^2*q^2*r^3*x-9252*b^2*p^2*q^2*r^2*x^2+126300*b^2*p^2*q^2*r*x^3-8272*b ^2*p^2*q*r^4*x+27537*b^2*p^2*q*r^3*x^2+154110*b^2*p^2*q*r^2*x^3-3520*b^2*p^2*r^ 5*x+26780*b^2*p^2*r^4*x^2+53974*b^2*p^2*r^3*x^3-660*b^2*p*q^5*x^2-297*b^2*p*q^4 *r^2*x-5750*b^2*p*q^4*r*x^2+16380*b^2*p*q^4*x^3-2024*b^2*p*q^3*r^3*x-9478*b^2*p *q^3*r^2*x^2+84200*b^2*p*q^3*r*x^3-4686*b^2*p*q^2*r^4*x+11856*b^2*p*q^2*r^3*x^2 +154110*b^2*p*q^2*r^2*x^3-4488*b^2*p*q*r^5*x+35908*b^2*p*q*r^4*x^2+107948*b^2*p *q*r^3*x^3-1529*b^2*p*r^6*x+19664*b^2*p*r^5*x^2+19273*b^2*p*r^4*x^3-796*b^2*q^5 *r*x^2+3276*b^2*q^5*x^3-143*b^2*q^4*r^3*x-3197*b^2*q^4*r^2*x^2+21050*b^2*q^4*r* x^3-704*b^2*q^3*r^4*x-1275*b^2*q^3*r^3*x^2+51370*b^2*q^3*r^2*x^3-1254*b^2*q^2*r ^5*x+9128*b^2*q^2*r^4*x^2+53974*b^2*q^2*r^3*x^3-968*b^2*q*r^6*x+13273*b^2*q*r^5 *x^2+19273*b^2*q*r^4*x^3-275*b^2*r^7*x+5271*b^2*r^6*x^2-1105*b^2*r^5*x^3-3968*b *c^7*r*x-30336*b*c^7*x^2-8864*b*c^6*g*r*x-67584*b*c^6*g*x^2-16768*b*c^6*p*r*x-\ 110208*b*c^6*p*x^2-7360*b*c^6*q*r*x-77952*b*c^6*q*x^2-18256*b*c^6*r^2*x-89472*b *c^6*r*x^2+126080*b*c^6*x^3-7808*b*c^5*g^2*r*x-59328*b*c^5*g^2*x^2-32256*b*c^5* g*p*r*x-210912*b*c^5*g*p*x^2-13920*b*c^5*g*q*r*x-148512*b*c^5*g*q*x^2-35208*b*c ^5*g*r^2*x-176648*b*c^5*g*r*x^2+228800*b*c^5*g*x^3-28864*b*c^5*p^2*r*x-166848*b *c^5*p^2*x^2-28864*b*c^5*p*q*r*x-249600*b*c^5*p*q*x^2-64048*b*c^5*p*r^2*x-\ 257488*b*c^5*p*r*x^2+346496*b*c^5*p*x^3-5184*b*c^5*q^2*r*x-82752*b*c^5*q^2*x^2-\ 30096*b*c^5*q*r^2*x-204912*b*c^5*q*r*x^2+346496*b*c^5*q*x^3-35184*b*c^5*r^3*x-\ 66488*b*c^5*r^2*x^2+466336*b*c^5*r*x^3-3376*b*c^4*g^3*r*x-25536*b*c^4*g^3*x^2-\ 23952*b*c^4*g^2*p*r*x-155280*b*c^4*g^2*p*x^2-9984*b*c^4*g^2*q*r*x-108336*b*c^4* g^2*q*x^2-26236*b*c^4*g^2*r^2*x-136428*b*c^4*g^2*r*x^2+154656*b*c^4*g^2*x^3-\ 46480*b*c^4*g*p^2*r*x-266544*b*c^4*g*p^2*x^2-45808*b*c^4*g*p*q*r*x-397344*b*c^4 *g*p*q*x^2-103464*b*c^4*g*p*r^2*x-425296*b*c^4*g*p*r*x^2+525632*b*c^4*g*p*x^3-\ 7968*b*c^4*g*q^2*r*x-130800*b*c^4*g*q^2*x^2-47664*b*c^4*g*q*r^2*x-335968*b*c^4* g*q*r*x^2+525632*b*c^4*g*q*x^3-56984*b*c^4*g*r^3*x-124428*b*c^4*g*r^2*x^2+ 722984*b*c^4*g*r*x^3-26400*b*c^4*p^3*r*x-137184*b*c^4*p^3*x^2-43936*b*c^4*p^2*q *r*x-320832*b*c^4*p^2*q*x^2-88804*b*c^4*p^2*r^2*x-302144*b*c^4*p^2*r*x^2+395584 *b*c^4*p^2*x^3-19232*b*c^4*p*q^2*r*x-230112*b*c^4*p*q^2*x^2-94472*b*c^4*p*q*r^2 *x-495760*b*c^4*p*q*r*x^2+791168*b*c^4*p*q*x^3-98408*b*c^4*p*r^3*x-108416*b*c^4 *p*r^2*x^2+1048032*b*c^4*p*r*x^3-1696*b*c^4*q^3*r*x-46464*b*c^4*q^3*x^2-18868*b *c^4*q^2*r^2*x-193616*b*c^4*q^2*r*x^2+395584*b*c^4*q^2*x^3-50536*b*c^4*q*r^3*x-\ 150096*b*c^4*q*r^2*x^2+1048032*b*c^4*q*r*x^3-36004*b*c^4*r^4*x+69636*b*c^4*r^3* x^2+688536*b*c^4*r^2*x^3-712*b*c^3*g^4*r*x-5352*b*c^3*g^4*x^2-8504*b*c^3*g^3*p* r*x-54312*b*c^3*g^3*p*x^2-3296*b*c^3*g^3*q*r*x-37176*b*c^3*g^3*q*x^2-9362*b*c^3 *g^3*r^2*x-51510*b*c^3*g^3*r*x^2+46384*b*c^3*g^3*x^3-27936*b*c^3*g^2*p^2*r*x-\ 157872*b*c^3*g^2*p^2*x^2-26696*b*c^3*g^2*p*q*r*x-233664*b*c^3*g^2*p*q*x^2-62568 *b*c^3*g^2*p*r^2*x-265352*b*c^3*g^2*p*r*x^2+286400*b*c^3*g^2*p*x^3-4360*b*c^3*g ^2*q^2*r*x-75792*b*c^3*g^2*q^2*x^2-27576*b*c^3*g^2*q*r^2*x-206480*b*c^3*g^2*q*r *x^2+286400*b*c^3*g^2*q*x^3-34632*b*c^3*g^2*r^3*x-92418*b*c^3*g^2*r^2*x^2+ 407472*b*c^3*g^2*r*x^3-34136*b*c^3*g*p^3*r*x-175512*b*c^3*g*p^3*x^2-56136*b*c^3 *g*p^2*q*r*x-409320*b*c^3*g*p^2*q*x^2-115262*b*c^3*g*p^2*r^2*x-400094*b*c^3*g*p ^2*r*x^2+481504*b*c^3*g*p^2*x^3-23976*b*c^3*g*p*q^2*r*x-292104*b*c^3*g*p*q^2*x^ 2-120744*b*c^3*g*p*q*r^2*x-652908*b*c^3*g*p*q*r*x^2+963008*b*c^3*g*p*q*x^3-\ 128116*b*c^3*g*p*r^3*x-171440*b*c^3*g*p*r^2*x^2+1304416*b*c^3*g*p*r*x^3-1976*b* c^3*g*q^3*r*x-58296*b*c^3*g*q^3*x^2-23242*b*c^3*g*q^2*r^2*x-252814*b*c^3*g*q^2* r*x^2+481504*b*c^3*g*q^2*x^3-64608*b*c^3*g*q*r^3*x-220136*b*c^3*g*q*r^2*x^2+ 1304416*b*c^3*g*q*r*x^3-46990*b*c^3*g*r^4*x+71320*b*c^3*g*r^3*x^2+892952*b*c^3* g*r^2*x^3-13928*b*c^3*p^4*r*x-66408*b*c^3*p^4*x^2-33584*b*c^3*p^3*q*r*x-213792* b*c^3*p^3*q*x^2-62768*b*c^3*p^3*r^2*x-185496*b*c^3*p^3*r*x^2+240128*b*c^3*p^3*x ^3-25632*b*c^3*p^2*q^2*r*x-242928*b*c^3*p^2*q^2*x^2-110208*b*c^3*p^2*q*r^2*x-\ 467912*b*c^3*p^2*q*r*x^2+720384*b*c^3*p^2*q*x^3-104736*b*c^3*p^2*r^3*x-59054*b* c^3*p^2*r^2*x^2+937904*b*c^3*p^2*r*x^3-6224*b*c^3*p*q^3*r*x-110112*b*c^3*p*q^3* x^2-53040*b*c^3*p*q^2*r^2*x-379336*b*c^3*p*q^2*r*x^2+720384*b*c^3*p*q^2*x^3-\ 119664*b*c^3*p*q*r^3*x-194492*b*c^3*p*q*r^2*x^2+1875808*b*c^3*p*q*r*x^3-76880*b *c^3*p*r^4*x+200986*b*c^3*p*r^3*x^2+1190096*b*c^3*p*r^2*x^3-248*b*c^3*q^4*r*x-\ 14568*b*c^3*q^4*x^2-5600*b*c^3*q^3*r^2*x-96920*b*c^3*q^3*r*x^2+240128*b*c^3*q^3 *x^3-27408*b*c^3*q^2*r^3*x-135438*b*c^3*q^2*r^2*x^2+937904*b*c^3*q^2*r*x^3-\ 43040*b*c^3*q*r^4*x+71738*b*c^3*q*r^3*x^2+1190096*b*c^3*q*r^2*x^3-20984*b*c^3*r ^5*x+140952*b*c^3*r^4*x^2+440352*b*c^3*r^3*x^3-58*b*c^2*g^5*r*x-432*b*c^2*g^5*x ^2-1428*b*c^2*g^4*p*r*x-8868*b*c^2*g^4*p*x^2-468*b*c^2*g^4*q*r*x-5820*b*c^2*g^4 *q*x^2-1584*b*c^2*g^4*r^2*x-9553*b*c^2*g^4*r*x^2+5392*b*c^2*g^4*x^3-7644*b*c^2* g^3*p^2*r*x-42012*b*c^2*g^3*p^2*x^2-6836*b*c^2*g^3*p*q*r*x-61272*b*c^2*g^3*p*q* x^2-17334*b*c^2*g^3*p*r^2*x-76908*b*c^2*g^3*p*r*x^2+65568*b*c^2*g^3*p*x^3-976*b *c^2*g^3*q^2*r*x-19260*b*c^2*g^3*q^2*x^2-6908*b*c^2*g^3*q*r^2*x-57916*b*c^2*g^3 *q*r*x^2+65568*b*c^2*g^3*q*x^3-9690*b*c^2*g^3*r^3*x-34057*b*c^2*g^3*r^2*x^2+ 98330*b*c^2*g^3*r*x^3-15548*b*c^2*g^2*p^3*r*x-78324*b*c^2*g^2*p^3*x^2-24928*b*c ^2*g^2*p^2*q*r*x-181620*b*c^2*g^2*p^2*q*x^2-52916*b*c^2*g^2*p^2*r^2*x-188445*b* c^2*g^2*p^2*r*x^2+198248*b*c^2*g^2*p^2*x^3-10108*b*c^2*g^2*p*q^2*r*x-128268*b*c ^2*g^2*p*q^2*x^2-53598*b*c^2*g^2*p*q*r^2*x-304190*b*c^2*g^2*p*q*r*x^2+396496*b* c^2*g^2*p*q*x^3-59188*b*c^2*g^2*p*r^3*x-101134*b*c^2*g^2*p*r^2*x^2+556558*b*c^2 *g^2*p*r*x^3-728*b*c^2*g^2*q^3*r*x-24972*b*c^2*g^2*q^3*x^2-9492*b*c^2*g^2*q^2*r ^2*x-115745*b*c^2*g^2*q^2*r*x^2+198248*b*c^2*g^2*q^2*x^3-28670*b*c^2*g^2*q*r^3* x-120152*b*c^2*g^2*q*r^2*x^2+556558*b*c^2*g^2*q*r*x^3-21820*b*c^2*g^2*r^4*x+ 18627*b*c^2*g^2*r^3*x^2+411670*b*c^2*g^2*r^2*x^3-13538*b*c^2*g*p^4*r*x-63732*b* c^2*g*p^4*x^2-32332*b*c^2*g*p^3*q*r*x-204720*b*c^2*g*p^3*q*x^2-61268*b*c^2*g*p^ 3*r^2*x-184202*b*c^2*g*p^3*r*x^2+219808*b*c^2*g*p^3*x^3-24240*b*c^2*g*p^2*q^2*r *x-231768*b*c^2*g*p^2*q^2*x^2-106300*b*c^2*g*p^2*q*r^2*x-462846*b*c^2*g*p^2*q*r *x^2+659424*b*c^2*g*p^2*q*x^3-102576*b*c^2*g*p^2*r^3*x-77507*b*c^2*g*p^2*r^2*x^ 2+878262*b*c^2*g*p^2*r*x^3-5636*b*c^2*g*p*q^3*r*x-104304*b*c^2*g*p*q^3*x^2-\ 49928*b*c^2*g*p*q^2*r^2*x-373086*b*c^2*g*p*q^2*r*x^2+659424*b*c^2*g*p*q^2*x^3-\ 115604*b*c^2*g*p*q*r^3*x-223918*b*c^2*g*p*q*r^2*x^2+1756524*b*c^2*g*p*q*r*x^3-\ 75500*b*c^2*g*p*r^4*x+172235*b*c^2*g*p*r^3*x^2+1160386*b*c^2*g*p*r^2*x^3-190*b* c^2*g*q^4*r*x-13524*b*c^2*g*q^4*x^2-4896*b*c^2*g*q^3*r^2*x-94442*b*c^2*g*q^3*r* x^2+219808*b*c^2*g*q^3*x^3-25688*b*c^2*g*q^2*r^3*x-146411*b*c^2*g*q^2*r^2*x^2+ 878262*b*c^2*g*q^2*r*x^3-41636*b*c^2*g*q*r^4*x+46937*b*c^2*g*q*r^3*x^2+1160386* b*c^2*g*q*r^2*x^3-20654*b*c^2*g*r^5*x+129272*b*c^2*g*r^4*x^2+451084*b*c^2*g*r^3 *x^3-4256*b*c^2*p^5*r*x-18984*b*c^2*p^5*x^2-13724*b*c^2*p^4*q*r*x-78360*b*c^2*p ^4*q*x^2-23984*b*c^2*p^4*r^2*x-63008*b*c^2*p^4*r*x^2+81736*b*c^2*p^4*x^3-15648* b*c^2*p^3*q^2*r*x-123600*b*c^2*p^3*q^2*x^2-60576*b*c^2*p^3*q*r^2*x-216240*b*c^2 *p^3*q*r*x^2+326944*b*c^2*p^3*q*x^3-53376*b*c^2*p^3*r^3*x-9346*b*c^2*p^3*r^2*x^ 2+417728*b*c^2*p^3*r*x^3-7160*b*c^2*p^2*q^3*r*x-90480*b*c^2*p^2*q^3*x^2-49992*b *c^2*p^2*q^2*r^2*x-270672*b*c^2*p^2*q^2*r*x^2+490416*b*c^2*p^2*q^2*x^3-99384*b* c^2*p^2*q*r^3*x-79482*b*c^2*p^2*q*r^2*x^2+1253184*b*c^2*p^2*q*r*x^3-58784*b*c^2 *p^2*r^4*x+180882*b*c^2*p^2*r^3*x^2+765138*b*c^2*p^2*r^2*x^3-992*b*c^2*p*q^4*r* x-28680*b*c^2*p*q^4*x^2-14192*b*c^2*p*q^3*r^2*x-144656*b*c^2*p*q^3*r*x^2+326944 *b*c^2*p*q^3*x^3-53040*b*c^2*p*q^2*r^3*x-130926*b*c^2*p*q^2*r^2*x^2+1253184*b*c ^2*p*q^2*r*x^3-71936*b*c^2*p*q*r^4*x+199212*b*c^2*p*q*r^3*x^2+1530276*b*c^2*p*q *r^2*x^3-32096*b*c^2*p*r^5*x+232690*b*c^2*p*r^4*x^2+537648*b*c^2*p*r^3*x^3-12*b *c^2*q^5*r*x-2424*b*c^2*q^5*x^2-792*b*c^2*q^4*r^2*x-27216*b*c^2*q^4*r*x^2+81736 *b*c^2*q^4*x^3-7032*b*c^2*q^3*r^3*x-60790*b*c^2*q^3*r^2*x^2+417728*b*c^2*q^3*r* x^3-18696*b*c^2*q^2*r^4*x+18330*b*c^2*q^2*r^3*x^2+765138*b*c^2*q^2*r^2*x^3-\ 19404*b*c^2*q*r^5*x+140814*b*c^2*q*r^4*x^2+537648*b*c^2*q*r^3*x^3-6960*b*c^2*r^ 6*x+86486*b*c^2*r^5*x^2+96310*b*c^2*r^4*x^3-90*b*c*g^5*p*r*x-528*b*c*g^5*p*x^2-\ 18*b*c*g^5*q*r*x-312*b*c*g^5*q*x^2-101*b*c*g^5*r^2*x-708*b*c*g^5*r*x^2+72*b*c*g ^5*x^3-912*b*c*g^4*p^2*r*x-4740*b*c*g^4*p^2*x^2-698*b*c*g^4*p*q*r*x-6696*b*c*g^ 4*p*q*x^2-2125*b*c*g^4*p*r^2*x-10077*b*c*g^4*p*r*x^2+5304*b*c*g^4*p*x^3-70*b*c* g^4*q^2*r*x-1956*b*c*g^4*q^2*x^2-653*b*c*g^4*q*r^2*x-7005*b*c*g^4*q*r*x^2+5304* b*c*g^4*q*x^3-1213*b*c*g^4*r^3*x-6180*b*c*g^4*r^2*x^2+8488*b*c*g^4*r*x^3-2908*b *c*g^3*p^3*r*x-14076*b*c*g^3*p^3*x^2-4418*b*c*g^3*p^2*q*r*x-32256*b*c*g^3*p^2*q *x^2-10061*b*c*g^3*p^2*r^2*x-37049*b*c*g^3*p^2*r*x^2+30804*b*c*g^3*p^2*x^3-1592 *b*c*g^3*p*q^2*r*x-22284*b*c*g^3*p*q^2*x^2-9474*b*c*g^3*p*q*r^2*x-58436*b*c*g^3 *p*q*r*x^2+61608*b*c*g^3*p*q*x^3-11398*b*c*g^3*p*r^3*x-26423*b*c*g^3*p*r^2*x^2+ 91711*b*c*g^3*p*r*x^3-82*b*c*g^3*q^3*r*x-4104*b*c*g^3*q^3*x^2-1358*b*c*g^3*q^2* r^2*x-21387*b*c*g^3*q^2*r*x^2+30804*b*c*g^3*q^2*x^3-5056*b*c*g^3*q*r^3*x-28992* b*c*g^3*q*r^2*x^2+91711*b*c*g^3*q*r*x^3-4245*b*c*g^3*r^4*x-1080*b*c*g^3*r^3*x^2 +79058*b*c*g^3*r^2*x^3-4144*b*c*g^2*p^4*r*x-19020*b*c*g^2*p^4*x^2-9698*b*c*g^2* p^3*q*r*x-60816*b*c*g^2*p^3*q*x^2-18923*b*c*g^2*p^3*r^2*x-57988*b*c*g^2*p^3*r*x ^2+60776*b*c*g^2*p^3*x^3-6998*b*c*g^2*p^2*q^2*r*x-68328*b*c*g^2*p^2*q^2*x^2-\ 32003*b*c*g^2*p^2*q*r^2*x-144604*b*c*g^2*p^2*q*r*x^2+182328*b*c*g^2*p^2*q*x^3-\ 31905*b*c*g^2*p^2*r^3*x-33270*b*c*g^2*p^2*r^2*x^2+252079*b*c*g^2*p^2*r*x^3-1478 *b*c*g^2*p*q^3*r*x-30288*b*c*g^2*p*q^3*x^2-14243*b*c*g^2*p*q^2*r^2*x-115244*b*c *g^2*p*q^2*r*x^2+182328*b*c*g^2*p*q^2*x^3-34912*b*c*g^2*p*q*r^3*x-85646*b*c*g^2 *p*q*r^2*x^2+504158*b*c*g^2*p*q*r*x^3-23617*b*c*g^2*p*r^4*x+41899*b*c*g^2*p*r^3 *x^2+358823*b*c*g^2*p*r^2*x^3-34*b*c*g^2*q^4*r*x-3756*b*c*g^2*q^4*x^2-1163*b*c* g^2*q^3*r^2*x-28628*b*c*g^2*q^3*r*x^2+60776*b*c*g^2*q^3*x^3-7245*b*c*g^2*q^2*r^ 3*x-52376*b*c*g^2*q^2*r^2*x^2+252079*b*c*g^2*q^2*r*x^3-12607*b*c*g^2*q*r^4*x+ 2688*b*c*g^2*q*r^3*x^2+358823*b*c*g^2*q*r^2*x^3-6491*b*c*g^2*r^5*x+36201*b*c*g^ 2*r^4*x^2+151170*b*c*g^2*r^3*x^3-2758*b*c*g*p^5*r*x-12132*b*c*g*p^5*x^2-8828*b* c*g*p^4*q*r*x-49992*b*c*g*p^4*q*x^2-15609*b*c*g*p^4*r^2*x-41577*b*c*g*p^4*r*x^2 +49996*b*c*g*p^4*x^3-9940*b*c*g*p^3*q^2*r*x-78648*b*c*g*p^3*q^2*x^2-39072*b*c*g *p^3*q*r^2*x-142344*b*c*g*p^3*q*r*x^2+199984*b*c*g*p^3*q*x^3-34856*b*c*g*p^3*r^ 3*x-11393*b*c*g*p^3*r^2*x^2+261442*b*c*g*p^3*r*x^3-4432*b*c*g*p^2*q^3*r*x-57312 *b*c*g*p^2*q^3*x^2-31728*b*c*g*p^2*q^2*r^2*x-177570*b*c*g*p^2*q^2*r*x^2+299976* b*c*g*p^2*q^2*x^3-64248*b*c*g*p^2*q*r^3*x-65997*b*c*g*p^2*q*r^2*x^2+784326*b*c* g*p^2*q*r*x^3-38494*b*c*g*p^2*r^4*x+108477*b*c*g*p^2*r^3*x^2+498013*b*c*g*p^2*r ^2*x^3-566*b*c*g*p*q^4*r*x-17988*b*c*g*p*q^4*x^2-8676*b*c*g*p*q^3*r^2*x-94416*b *c*g*p*q^3*r*x^2+199984*b*c*g*p*q^3*x^3-33636*b*c*g*p*q^2*r^3*x-97815*b*c*g*p*q ^2*r^2*x^2+784326*b*c*g*p*q^2*r*x^3-46592*b*c*g*p*q*r^4*x+111168*b*c*g*p*q*r^3* x^2+996026*b*c*g*p*q*r^2*x^3-21066*b*c*g*p*r^5*x+145485*b*c*g*p*r^4*x^2+367840* b*c*g*p*r^3*x^3-4*b*c*g*q^5*r*x-1464*b*c*g*q^5*x^2-411*b*c*g*q^4*r^2*x-17613*b* c*g*q^4*r*x^2+49996*b*c*g*q^4*x^3-4244*b*c*g*q^3*r^3*x-43211*b*c*g*q^3*r^2*x^2+ 261442*b*c*g*q^3*r*x^3-11848*b*c*g*q^2*r^4*x+2691*b*c*g*q^2*r^3*x^2+498013*b*c* g*q^2*r^2*x^3-12588*b*c*g*q*r^5*x+84813*b*c*g*q*r^4*x^2+367840*b*c*g*q*r^3*x^3-\ 4577*b*c*g*r^6*x+55060*b*c*g*r^5*x^2+72679*b*c*g*r^4*x^3-700*b*c*p^6*r*x-2976*b *c*p^6*x^2-2864*b*c*p^5*q*r*x-15048*b*c*p^5*q*x^2-4718*b*c*p^5*r^2*x-11269*b*c* p^5*r*x^2+14792*b*c*p^5*x^3-4456*b*c*p^4*q^2*r*x-30600*b*c*p^4*q^2*x^2-15844*b* c*p^4*q*r^2*x-49151*b*c*p^4*q*r*x^2+73960*b*c*p^4*q*x^3-13090*b*c*p^4*r^3*x+ 1514*b*c*p^4*r^2*x^2+92586*b*c*p^4*r*x^3-3184*b*c*p^3*q^3*r*x-31440*b*c*p^3*q^3 *x^2-19268*b*c*p^3*q^2*r^2*x-83914*b*c*p^3*q^2*r*x^2+147920*b*c*p^3*q^2*x^3-\ 34736*b*c*p^3*q*r^3*x-8940*b*c*p^3*q*r^2*x^2+370344*b*c*p^3*q*r*x^3-19180*b*c*p ^3*r^4*x+65475*b*c*p^3*r^3*x^2+216834*b*c*p^3*r^2*x^3-956*b*c*p^2*q^4*r*x-16560 *b*c*p^2*q^4*x^2-9920*b*c*p^2*q^3*r^2*x-69526*b*c*p^2*q^3*r*x^2+147920*b*c*p^2* q^3*x^3-31068*b*c*p^2*q^2*r^3*x-35904*b*c*p^2*q^2*r^2*x^2+555516*b*c*p^2*q^2*r* x^3-37784*b*c*p^2*q*r^4*x+129501*b*c*p^2*q*r^3*x^2+650502*b*c*p^2*q*r^2*x^3-\ 15680*b*c*p^2*r^5*x+119291*b*c*p^2*r^4*x^2+215124*b*c*p^2*r^3*x^3-64*b*c*p*q^5* r*x-3816*b*c*p*q^5*x^2-1822*b*c*p*q^4*r^2*x-27569*b*c*p*q^4*r*x^2+73960*b*c*p*q ^4*x^3-10288*b*c*p*q^3*r^3*x-38932*b*c*p*q^3*r^2*x^2+370344*b*c*p*q^3*r*x^3-\ 22156*b*c*p*q^2*r^4*x+62577*b*c*p*q^2*r^3*x^2+650502*b*c*p*q^2*r^2*x^3-20416*b* c*p*q*r^5*x+164458*b*c*p*q*r^4*x^2+430248*b*c*p*q*r^3*x^3-6790*b*c*p*r^6*x+ 86702*b*c*p*r^5*x^2+66758*b*c*p*r^4*x^3-168*b*c*q^6*x^2-44*b*c*q^5*r^2*x-4075*b *c*q^5*r*x^2+14792*b*c*q^5*x^3-866*b*c*q^4*r^3*x-13482*b*c*q^4*r^2*x^2+92586*b* c*q^4*r*x^3-3552*b*c*q^3*r^4*x-1449*b*c*q^3*r^3*x^2+216834*b*c*q^3*r^2*x^3-5900 *b*c*q^2*r^5*x+45167*b*c*q^2*r^4*x^2+215124*b*c*q^2*r^3*x^3-4388*b*c*q*r^6*x+ 60120*b*c*q*r^5*x^2+66758*b*c*q*r^4*x^3-1218*b*c*r^7*x+23079*b*c*r^6*x^2-9326*b *c*r^5*x^3-34*b*g^5*p^2*r*x-156*b*g^5*p^2*x^2-16*b*g^5*p*q*r*x-204*b*g^5*p*q*x^ 2-85*b*g^5*p*r^2*x-446*b*g^5*p*r*x^2+36*b*g^5*p*x^3-48*b*g^5*q^2*x^2-8*b*g^5*q* r^2*x-239*b*g^5*q*r*x^2+36*b*g^5*q*x^3-51*b*g^5*r^3*x-429*b*g^5*r^2*x^2-18*b*g^ 5*r*x^3-184*b*g^4*p^3*r*x-822*b*g^4*p^3*x^2-248*b*g^4*p^2*q*r*x-1836*b*g^4*p^2* q*x^2-659*b*g^4*p^2*r^2*x-2541*b*g^4*p^2*r*x^2+1304*b*g^4*p^2*x^3-64*b*g^4*p*q^ 2*r*x-1206*b*g^4*p*q^2*x^2-526*b*g^4*p*q*r^2*x-3799*b*g^4*p*q*r*x^2+2608*b*g^4* p*q*x^3-766*b*g^4*p*r^3*x-2582*b*g^4*p*r^2*x^2+4266*b*g^4*p*r*x^3-192*b*g^4*q^3 *x^2-32*b*g^4*q^2*r^2*x-1258*b*g^4*q^2*r*x^2+1304*b*g^4*q^2*x^3-278*b*g^4*q*r^3 *x-2594*b*g^4*q*r^2*x^2+4266*b*g^4*q*r*x^3-291*b*g^4*r^4*x-634*b*g^4*r^3*x^2+ 5197*b*g^4*r^2*x^3-396*b*g^3*p^4*r*x-1728*b*g^3*p^4*x^2-888*b*g^3*p^3*q*r*x-\ 5472*b*g^3*p^3*q*x^2-1842*b*g^3*p^3*r^2*x-5765*b*g^3*p^3*r*x^2+4808*b*g^3*p^3*x ^3-588*b*g^3*p^2*q^2*r*x-6048*b*g^3*p^2*q^2*x^2-2952*b*g^3*p^2*q*r^2*x-14143*b* g^3*p^2*q*r*x^2+14424*b*g^3*p^2*q*x^3-3150*b*g^3*p^2*r^3*x-4724*b*g^3*p^2*r^2*x ^2+21267*b*g^3*p^2*r*x^3-96*b*g^3*p*q^3*r*x-2592*b*g^3*p*q^3*x^2-1158*b*g^3*p*q ^2*r^2*x-10991*b*g^3*p*q^2*r*x^2+14424*b*g^3*p*q^2*x^3-3240*b*g^3*p*q*r^3*x-\ 10956*b*g^3*p*q*r^2*x^2+42534*b*g^3*p*q*r*x^3-2358*b*g^3*p*r^4*x+2245*b*g^3*p*r ^3*x^2+34924*b*g^3*p*r^2*x^3-288*b*g^3*q^4*x^2-48*b*g^3*q^3*r^2*x-2613*b*g^3*q^ 3*r*x^2+4808*b*g^3*q^3*x^3-570*b*g^3*q^2*r^3*x-6232*b*g^3*q^2*r^2*x^2+21267*b*g ^3*q^2*r*x^3-1176*b*g^3*q*r^4*x-1722*b*g^3*q*r^3*x^2+34924*b*g^3*q*r^2*x^3-654* b*g^3*r^5*x+2932*b*g^3*r^4*x^2+16716*b*g^3*r^3*x^3-424*b*g^2*p^5*r*x-1812*b*g^2 *p^5*x^2-1336*b*g^2*p^4*q*r*x-7440*b*g^2*p^4*q*x^2-2422*b*g^2*p^4*r^2*x-6525*b* g^2*p^4*r*x^2+6960*b*g^2*p^4*x^3-1464*b*g^2*p^3*q^2*r*x-11640*b*g^2*p^3*q^2*x^2 -5948*b*g^2*p^3*q*r^2*x-22236*b*g^2*p^3*q*r*x^2+27840*b*g^2*p^3*q*x^3-5448*b*g^ 2*p^3*r^3*x-2954*b*g^2*p^3*r^2*x^2+37834*b*g^2*p^3*r*x^3-616*b*g^2*p^2*q^3*r*x-\ 8400*b*g^2*p^2*q^3*x^2-4662*b*g^2*p^2*q^2*r^2*x-27558*b*g^2*p^2*q^2*r*x^2+41760 *b*g^2*p^2*q^2*x^3-9828*b*g^2*p^2*q*r^3*x-13548*b*g^2*p^2*q*r^2*x^2+113502*b*g^ 2*p^2*q*r*x^3-6052*b*g^2*p^2*r^4*x+14778*b*g^2*p^2*r^3*x^2+77395*b*g^2*p^2*r^2* x^3-64*b*g^2*p*q^4*r*x-2580*b*g^2*p*q^4*x^2-1168*b*g^2*p*q^3*r^2*x-14508*b*g^2* p*q^3*r*x^2+27840*b*g^2*p*q^3*x^3-4932*b*g^2*p*q^2*r^3*x-18234*b*g^2*p*q^2*r^2* x^2+113502*b*g^2*p*q^2*r*x^3-7156*b*g^2*p*q*r^4*x+12756*b*g^2*p*q*r^3*x^2+ 154790*b*g^2*p*q*r^2*x^3-3328*b*g^2*p*r^5*x+21378*b*g^2*p*r^4*x^2+61952*b*g^2*p *r^3*x^3-192*b*g^2*q^5*x^2-32*b*g^2*q^4*r^2*x-2661*b*g^2*q^4*r*x^2+6960*b*g^2*q ^4*x^3-552*b*g^2*q^3*r^3*x-7640*b*g^2*q^3*r^2*x^2+37834*b*g^2*q^3*r*x^3-1734*b* g^2*q^2*r^4*x-2022*b*g^2*q^2*r^3*x^2+77395*b*g^2*q^2*r^2*x^3-1940*b*g^2*q*r^5*x +11508*b*g^2*q*r^4*x^2+61952*b*g^2*q*r^3*x^3-726*b*g^2*r^6*x+8359*b*g^2*r^5*x^2 +13867*b*g^2*r^4*x^3-226*b*g*p^6*r*x-948*b*g*p^6*x^2-920*b*g*p^5*q*r*x-4788*b*g *p^5*q*x^2-1529*b*g*p^5*r^2*x-3689*b*g*p^5*r*x^2+4532*b*g*p^5*x^3-1420*b*g*p^4* q^2*r*x-9720*b*g*p^4*q^2*x^2-5104*b*g*p^4*q*r^2*x-16076*b*g*p^4*q*r*x^2+22660*b *g*p^4*q*x^3-4255*b*g*p^4*r^3*x+27*b*g*p^4*r^2*x^2+29021*b*g*p^4*r*x^3-1000*b*g *p^3*q^3*r*x-9960*b*g*p^3*q^3*x^2-6146*b*g*p^3*q^2*r^2*x-27414*b*g*p^3*q^2*r*x^ 2+45320*b*g*p^3*q^2*x^3-11216*b*g*p^3*q*r^3*x-4662*b*g*p^3*q*r^2*x^2+116084*b*g *p^3*q*r*x^3-6250*b*g*p^3*r^4*x+20229*b*g*p^3*r^3*x^2+70529*b*g*p^3*r^2*x^3-290 *b*g*p^2*q^4*r*x-5220*b*g*p^2*q^4*x^2-3104*b*g*p^2*q^3*r^2*x-22676*b*g*p^2*q^3* r*x^2+45320*b*g*p^2*q^3*x^3-9918*b*g*p^2*q^2*r^3*x-14148*b*g*p^2*q^2*r^2*x^2+ 174126*b*g*p^2*q^2*r*x^3-12224*b*g*p^2*q*r^4*x+38775*b*g*p^2*q*r^3*x^2+211587*b *g*p^2*q*r^2*x^3-5120*b*g*p^2*r^5*x+37855*b*g*p^2*r^4*x^2+73494*b*g*p^2*r^3*x^3 -16*b*g*p*q^5*r*x-1188*b*g*p*q^5*x^2-541*b*g*p*q^4*r^2*x-8969*b*g*p*q^4*r*x^2+ 22660*b*g*p*q^4*x^3-3208*b*g*p*q^3*r^3*x-14202*b*g*p*q^3*r^2*x^2+116084*b*g*p*q ^3*r*x^3-7078*b*g*p*q^2*r^4*x+16863*b*g*p*q^2*r^3*x^2+211587*b*g*p*q^2*r^2*x^3-\ 6616*b*g*p*q*r^5*x+51172*b*g*p*q*r^4*x^2+146988*b*g*p*q*r^3*x^3-2221*b*g*p*r^6* x+27888*b*g*p*r^5*x^2+25513*b*g*p*r^4*x^3-48*b*g*q^6*x^2-8*b*g*q^5*r^2*x-1320*b *g*q^5*r*x^2+4532*b*g*q^5*x^3-251*b*g*q^4*r^3*x-4743*b*g*q^4*r^2*x^2+29021*b*g* q^4*r*x^3-1104*b*g*q^3*r^4*x-1683*b*g*q^3*r^3*x^2+70529*b*g*q^3*r^2*x^3-1886*b* g*q^2*r^5*x+13317*b*g*q^2*r^4*x^2+73494*b*g*q^2*r^3*x^3-1424*b*g*q*r^6*x+19023* b*g*q*r^5*x^2+25513*b*g*q*r^4*x^3-399*b*g*r^7*x+7494*b*g*r^6*x^2-1941*b*g*r^5*x ^3-48*b*p^7*r*x-198*b*p^7*x^2-240*b*p^6*q*r*x-1188*b*p^6*q*x^2-375*b*p^6*r^2*x-\ 834*b*p^6*r*x^2+1112*b*p^6*x^3-480*b*p^5*q^2*r*x-2970*b*p^5*q^2*x^2-1590*b*p^5* q*r^2*x-4423*b*p^5*q*r*x^2+6672*b*p^5*q*x^3-1242*b*p^5*r^3*x+410*b*p^5*r^2*x^2+ 8170*b*p^5*r*x^3-480*b*p^4*q^3*r*x-3960*b*p^4*q^3*x^2-2610*b*p^4*q^2*r^2*x-9605 *b*p^4*q^2*r*x^2+16680*b*p^4*q^2*x^3-4350*b*p^4*q*r^3*x+470*b*p^4*q*r^2*x^2+ 40850*b*p^4*q*r*x^3-2265*b*p^4*r^4*x+8288*b*p^4*r^3*x^2+22861*b*p^4*r^2*x^3-240 *b*p^3*q^4*r*x-2970*b*p^3*q^4*x^2-2040*b*p^3*q^3*r^2*x-10870*b*p^3*q^3*r*x^2+ 22240*b*p^3*q^3*x^3-5640*b*p^3*q^2*r^3*x-2220*b*p^3*q^2*r^2*x^2+81700*b*p^3*q^2 *r*x^3-6300*b*p^3*q*r^4*x+24172*b*p^3*q*r^3*x^2+91444*b*p^3*q*r^2*x^3-2460*b*p^ 3*r^5*x+19302*b*p^3*r^4*x^2+28194*b*p^3*r^3*x^3-48*b*p^2*q^5*r*x-1188*b*p^2*q^5 *x^2-735*b*p^2*q^4*r^2*x-6700*b*p^2*q^4*r*x^2+16680*b*p^2*q^4*x^3-3240*b*p^2*q^ 3*r^3*x-5380*b*p^2*q^3*r^2*x^2+81700*b*p^2*q^3*r*x^3-6060*b*p^2*q^2*r^4*x+22788 *b*p^2*q^2*r^3*x^2+137166*b*p^2*q^2*r^2*x^3-5100*b*p^2*q*r^5*x+43286*b*p^2*q*r^ 4*x^2+84582*b*p^2*q*r^3*x^3-1593*b*p^2*r^6*x+20630*b*p^2*r^5*x^2+10697*b*p^2*r^ 4*x^3-198*b*p*q^6*x^2-90*b*p*q^5*r^2*x-2099*b*p*q^5*r*x^2+6672*b*p*q^5*x^3-750* b*p*q^4*r^3*x-4270*b*p*q^4*r^2*x^2+40850*b*p*q^4*r*x^3-2280*b*p*q^3*r^4*x+6212* b*p*q^3*r^3*x^2+91444*b*p*q^3*r^2*x^3-3240*b*p*q^2*r^5*x+28666*b*p*q^2*r^4*x^2+ 84582*b*p*q^2*r^3*x^3-2190*b*p*q*r^6*x+30923*b*p*q*r^5*x^2+21394*b*p*q*r^4*x^3-\ 570*b*p*r^7*x+10838*b*p*r^6*x^2-5922*b*p*r^5*x^3-253*b*q^6*r*x^2+1112*b*q^6*x^3 -42*b*q^5*r^3*x-1170*b*q^5*r^2*x^2+8170*b*q^5*r*x^3-255*b*q^4*r^4*x-692*b*q^4*r ^3*x^2+22861*b*q^4*r^2*x^3-600*b*q^3*r^5*x+4682*b*q^3*r^4*x^2+28194*b*q^3*r^3*x ^3-690*b*q^2*r^6*x+10293*b*q^2*r^5*x^2+10697*b*q^2*r^4*x^3-390*b*q*r^7*x+8104*b *q*r^6*x^2-5922*b*q*r^5*x^3-87*b*r^8*x+2268*b*r^7*x^2-4228*b*r^6*x^3-960*c^8*r* x-7680*c^8*x^2-2592*c^7*g*r*x-20736*c^7*g*x^2-4800*c^7*p*r*x-32256*c^7*p*x^2-\ 2112*c^7*q*r*x-23040*c^7*q*x^2-5120*c^7*r^2*x-26208*c^7*r*x^2+37632*c^7*x^3-\ 2880*c^6*g^2*r*x-23040*c^6*g^2*x^2-11360*c^6*g*p*r*x-76224*c^6*g*p*x^2-4960*c^6 *g*q*r*x-54336*c^6*g*q*x^2-12144*c^6*g*r^2*x-63216*c^6*g*r*x^2+85888*c^6*g*x^3-\ 9888*c^6*p^2*r*x-57408*c^6*p^2*x^2-9984*c^6*p*q*r*x-86784*c^6*p*q*x^2-21712*c^6 *p*r^2*x-88288*c^6*p*r*x^2+120448*c^6*p*x^3-1824*c^6*q^2*r*x-29376*c^6*q^2*x^2-\ 10160*c^6*q*r^2*x-71360*c^6*q*r*x^2+120448*c^6*q*x^3-11824*c^6*r^3*x-24192*c^6* r^2*x^2+159552*c^6*r*x^3-1680*c^5*g^3*r*x-13440*c^5*g^3*x^2-10880*c^5*g^2*p*r*x -72768*c^5*g^2*p*x^2-4672*c^5*g^2*q*r*x-51648*c^5*g^2*q*x^2-11664*c^5*g^2*r^2*x -62208*c^5*g^2*r*x^2+77824*c^5*g^2*x^3-20080*c^5*g*p^2*r*x-116256*c^5*g*p^2*x^2 -20160*c^5*g*p*q*r*x-175488*c^5*g*p*q*x^2-44152*c^5*g*p*r^2*x-182656*c^5*g*p*r* x^2+235840*c^5*g*p*x^3-3632*c^5*g*q^2*r*x-59232*c^5*g*q^2*x^2-20520*c^5*g*q*r^2 *x-147152*c^5*g*q*r*x^2+235840*c^5*g*q*x^3-24072*c^5*g*r^3*x-53760*c^5*g*r^2*x^ 2+316960*c^5*g*r*x^3-11040*c^5*p^3*r*x-56928*c^5*p^3*x^2-18624*c^5*p^2*q*r*x-\ 134496*c^5*p^2*q*x^2-36936*c^5*p^2*r^2*x-124512*c^5*p^2*r*x^2+164736*c^5*p^2*x^ 3-8352*c^5*p*q^2*r*x-98208*c^5*p*q^2*x^2-39600*c^5*p*q*r^2*x-207072*c^5*p*q*r*x ^2+329472*c^5*p*q*x^3-40752*c^5*p*r^3*x-46224*c^5*p*r^2*x^2+429536*c^5*p*r*x^3-\ 768*c^5*q^3*r*x-20640*c^5*q^3*x^2-7944*c^5*q^2*r^2*x-82560*c^5*q^2*r*x^2+164736 *c^5*q^2*x^3-20976*c^5*q*r^3*x-64656*c^5*q*r^2*x^2+429536*c^5*q*r*x^3-14856*c^5 *r^4*x+26784*c^5*r^3*x^2+276048*c^5*r^2*x^3-540*c^4*g^4*r*x-4320*c^4*g^4*x^2-\ 5360*c^4*g^3*p*r*x-35616*c^4*g^3*p*x^2-2224*c^4*g^3*q*r*x-25056*c^4*g^3*q*x^2-\ 5768*c^4*g^3*r^2*x-31896*c^4*g^3*r*x^2+35008*c^4*g^3*x^3-16104*c^4*g^2*p^2*r*x-\ 92640*c^4*g^2*p^2*x^2-15952*c^4*g^2*p*q*r*x-139392*c^4*g^2*p*q*x^2-35516*c^4*g^ 2*p*r^2*x-150304*c^4*g^2*p*r*x^2+178624*c^4*g^2*p*x^3-2792*c^4*g^2*q^2*r*x-\ 46752*c^4*g^2*q^2*x^2-16204*c^4*g^2*q*r^2*x-120272*c^4*g^2*q*r*x^2+178624*c^4*g ^2*q*x^3-19412*c^4*g^2*r^3*x-49080*c^4*g^2*r^2*x^2+245376*c^4*g^2*r*x^3-18688*c ^4*g*p^3*r*x-96000*c^4*g*p^3*x^2-31392*c^4*g*p^2*q*r*x-226560*c^4*g*p^2*q*x^2-\ 62600*c^4*g*p^2*r^2*x-214584*c^4*g*p^2*r*x^2+268992*c^4*g*p^2*x^3-13952*c^4*g*p *q^2*r*x-165120*c^4*g*p*q^2*x^2-66768*c^4*g*p*q*r^2*x-356016*c^4*g*p*q*r*x^2+ 537984*c^4*g*p*q*x^3-69136*c^4*g*p*r^3*x-88904*c^4*g*p*r^2*x^2+711584*c^4*g*p*r *x^3-1248*c^4*g*q^3*r*x-34560*c^4*g*q^3*x^2-13224*c^4*g*q^2*r^2*x-141432*c^4*g* q^2*r*x^2+268992*c^4*g*q^2*x^3-35376*c^4*g*q*r^3*x-118072*c^4*g*q*r^2*x^2+ 711584*c^4*g*q*r*x^3-25224*c^4*g*r^4*x+39024*c^4*g*r^3*x^2+467576*c^4*g*r^2*x^3 -7356*c^4*p^4*r*x-34560*c^4*p^4*x^2-18000*c^4*p^3*q*r*x-112320*c^4*p^3*q*x^2-\ 33052*c^4*p^3*r^2*x-95568*c^4*p^3*r*x^2+124800*c^4*p^3*x^3-14088*c^4*p^2*q^2*r* x-129600*c^4*p^2*q^2*x^2-58740*c^4*p^2*q*r^2*x-243888*c^4*p^2*q*r*x^2+374400*c^ 4*p^2*q*x^3-55020*c^4*p^2*r^3*x-30072*c^4*p^2*r^2*x^2+479728*c^4*p^2*r*x^3-3600 *c^4*p*q^3*r*x-60480*c^4*p*q^3*x^2-28788*c^4*p*q^2*r^2*x-201072*c^4*p*q^2*r*x^2 +374400*c^4*p*q^2*x^3-63480*c^4*p*q*r^3*x-101808*c^4*p*q*r^2*x^2+959456*c^4*p*q *r*x^3-40308*c^4*p*r^4*x+103152*c^4*p*r^3*x^2+595464*c^4*p*r^2*x^3-156*c^4*q^4* r*x-8640*c^4*q^4*x^2-3100*c^4*q^3*r^2*x-52752*c^4*q^3*r*x^2+124800*c^4*q^3*x^3-\ 14700*c^4*q^2*r^3*x-71736*c^4*q^2*r^2*x^2+479728*c^4*q^2*r*x^3-22740*c^4*q*r^4* x+36528*c^4*q*r^3*x^2+595464*c^4*q*r^2*x^3-10984*c^4*r^5*x+72216*c^4*r^4*x^2+ 213744*c^4*r^3*x^3-90*c^3*g^5*r*x-720*c^3*g^5*x^2-1420*c^3*g^4*p*r*x-9312*c^3*g ^4*p*x^2-548*c^3*g^4*q*r*x-6432*c^3*g^4*q*x^2-1536*c^3*g^4*r^2*x-8982*c^3*g^4*r *x^2+7856*c^3*g^4*x^3-6428*c^3*g^3*p^2*r*x-36480*c^3*g^3*p^2*x^2-6184*c^3*g^3*p *q*r*x-54528*c^3*g^3*p*q*x^2-14266*c^3*g^3*p*r^2*x-62248*c^3*g^3*p*r*x^2+64768* c^3*g^3*p*x^3-1020*c^3*g^3*q^2*r*x-18048*c^3*g^3*q^2*x^2-6234*c^3*g^3*q*r^2*x-\ 49112*c^3*g^3*q*r*x^2+64768*c^3*g^3*q*x^3-7838*c^3*g^3*r^3*x-23628*c^3*g^3*r^2* x^2+92048*c^3*g^3*r*x^3-12032*c^3*g^2*p^3*r*x-61248*c^3*g^2*p^3*x^2-20000*c^3*g ^2*p^2*q*r*x-144192*c^3*g^2*p^2*q*x^2-40442*c^3*g^2*p^2*r^2*x-141464*c^3*g^2*p^ 2*r*x^2+163456*c^3*g^2*p^2*x^3-8704*c^3*g^2*p*q^2*r*x-104640*c^3*g^2*p*q^2*x^2-\ 42548*c^3*g^2*p*q*r^2*x-233568*c^3*g^2*p*q*r*x^2+326912*c^3*g^2*p*q*x^3-44788*c ^3*g^2*p*r^3*x-67760*c^3*g^2*p*r^2*x^2+442176*c^3*g^2*p*r*x^3-736*c^3*g^2*q^3*r *x-21696*c^3*g^2*q^3*x^2-8154*c^3*g^2*q^2*r^2*x-92104*c^3*g^2*q^2*r*x^2+163456* c^3*g^2*q^2*x^3-22548*c^3*g^2*q*r^3*x-84928*c^3*g^2*q*r^2*x^2+442176*c^3*g^2*q* r*x^3-16378*c^3*g^2*r^4*x+18888*c^3*g^2*r^3*x^2+302724*c^3*g^2*r^2*x^3-9954*c^3 *g*p^4*r*x-46560*c^3*g*p^4*x^2-24280*c^3*g*p^3*q*r*x-151200*c^3*g*p^3*q*x^2-\ 44782*c^3*g*p^3*r^2*x-131544*c^3*g*p^3*r*x^2+163104*c^3*g*p^3*x^3-18892*c^3*g*p ^2*q^2*r*x-174240*c^3*g*p^2*q^2*x^2-79282*c^3*g*p^2*q*r^2*x-335136*c^3*g*p^2*q* r*x^2+489312*c^3*g*p^2*q*x^3-74622*c^3*g*p^2*r^3*x-50052*c^3*g*p^2*r^2*x^2+ 636016*c^3*g*p^2*r*x^3-4760*c^3*g*p*q^3*r*x-81120*c^3*g*p*q^3*x^2-38554*c^3*g*p *q^2*r^2*x-275640*c^3*g*p*q^2*r*x^2+489312*c^3*g*p*q^2*x^3-85724*c^3*g*p*q*r^3* x-153552*c^3*g*p*q*r^2*x^2+1272032*c^3*g*p*q*r*x^3-54714*c^3*g*p*r^4*x+128784*c ^3*g*p*r^3*x^2+807004*c^3*g*p*r^2*x^3-194*c^3*g*q^4*r*x-11520*c^3*g*q^4*x^2-\ 4054*c^3*g*q^3*r^2*x-72048*c^3*g*q^3*r*x^2+163104*c^3*g*q^3*x^3-19662*c^3*g*q^2 *r^3*x-103500*c^3*g*q^2*r^2*x^2+636016*c^3*g*q^2*r*x^3-30722*c^3*g*q*r^4*x+ 39744*c^3*g*q*r^3*x^2+807004*c^3*g*q*r^2*x^3-14920*c^3*g*r^5*x+93852*c^3*g*r^4* x^2+298152*c^3*g*r^3*x^3-3012*c^3*p^5*r*x-13200*c^3*p^5*x^2-9852*c^3*p^4*q*r*x-\ 54960*c^3*p^4*q*x^2-16938*c^3*p^4*r^2*x-43246*c^3*p^4*r*x^2+56560*c^3*p^4*x^3-\ 11496*c^3*p^3*q^2*r*x-87840*c^3*p^3*q^2*x^2-43336*c^3*p^3*q*r^2*x-149912*c^3*p^ 3*q*r*x^2+226240*c^3*p^3*q*x^3-37632*c^3*p^3*r^3*x-5172*c^3*p^3*r^2*x^2+284496* c^3*p^3*r*x^3-5496*c^3*p^2*q^3*r*x-65760*c^3*p^2*q^3*x^2-36492*c^3*p^2*q^2*r^2* x-190260*c^3*p^2*q^2*r*x^2+339360*c^3*p^2*q^2*x^3-70896*c^3*p^2*q*r^3*x-52548*c ^3*p^2*q*r^2*x^2+853488*c^3*p^2*q*r*x^3-41388*c^3*p^2*r^4*x+126504*c^3*p^2*r^3* x^2+509796*c^3*p^2*r^2*x^3-852*c^3*p*q^4*r*x-21840*c^3*p*q^4*x^2-10728*c^3*p*q^ 3*r^2*x-103768*c^3*p*q^3*r*x^2+226240*c^3*p*q^3*x^3-38496*c^3*p*q^2*r^3*x-89580 *c^3*p*q^2*r^2*x^2+853488*c^3*p*q^2*r*x^3-51192*c^3*p*q*r^4*x+141552*c^3*p*q*r^ 3*x^2+1019592*c^3*p*q*r^2*x^3-22572*c^3*p*r^5*x+161540*c^3*p*r^4*x^2+346976*c^3 *p*r^3*x^3-12*c^3*q^5*r*x-2160*c^3*q^5*x^2-634*c^3*q^4*r^2*x-20174*c^3*q^4*r*x^ 2+56560*c^3*q^4*x^3-5232*c^3*q^3*r^3*x-42204*c^3*q^3*r^2*x^2+284496*c^3*q^3*r*x ^3-13500*c^3*q^2*r^4*x+15048*c^3*q^2*r^3*x^2+509796*c^3*q^2*r^2*x^3-13780*c^3*q *r^5*x+99148*c^3*q*r^4*x^2+346976*c^3*q*r^3*x^3-4890*c^3*r^6*x+59910*c^3*r^5*x^ 2+57012*c^3*r^4*x^3-6*c^2*g^6*r*x-48*c^2*g^6*x^2-190*c^2*g^5*p*r*x-1212*c^2*g^5 *p*x^2-62*c^2*g^5*q*r*x-804*c^2*g^5*q*x^2-207*c^2*g^5*r^2*x-1323*c^2*g^5*r*x^2+ 728*c^2*g^5*x^3-1316*c^2*g^4*p^2*r*x-7260*c^2*g^4*p^2*x^2-1188*c^2*g^4*p*q*r*x-\ 10704*c^2*g^4*p*q*x^2-2960*c^2*g^4*p*r^2*x-13466*c^2*g^4*p*r*x^2+11096*c^2*g^4* p*x^3-172*c^2*g^4*q^2*r*x-3444*c^2*g^4*q^2*x^2-1170*c^2*g^4*q*r^2*x-10300*c^2*g ^4*q*r*x^2+11096*c^2*g^4*q*x^3-1644*c^2*g^4*r^3*x-6342*c^2*g^4*r^2*x^2+16628*c^ 2*g^4*r*x^3-3640*c^2*g^3*p^3*r*x-18168*c^2*g^3*p^3*x^2-5912*c^2*g^3*p^2*q*r*x-\ 42552*c^2*g^3*p^2*q*x^2-12332*c^2*g^3*p^2*r^2*x-44202*c^2*g^3*p^2*r*x^2+44784*c ^2*g^3*p^2*x^3-2456*c^2*g^3*p*q^2*r*x-30600*c^2*g^3*p*q^2*x^2-12576*c^2*g^3*p*q *r^2*x-72252*c^2*g^3*p*q*r*x^2+89568*c^2*g^3*p*q*x^3-13744*c^2*g^3*p*r^3*x-\ 25674*c^2*g^3*p*r^2*x^2+125560*c^2*g^3*p*r*x^3-184*c^2*g^3*q^3*r*x-6216*c^2*g^3 *q^3*x^2-2228*c^2*g^3*q^2*r^2*x-28050*c^2*g^3*q^2*r*x^2+44784*c^2*g^3*q^2*x^3-\ 6664*c^2*g^3*q*r^3*x-30198*c^2*g^3*q*r^2*x^2+125560*c^2*g^3*q*r*x^3-5052*c^2*g^ 3*r^4*x+2628*c^2*g^3*r^3*x^2+92874*c^2*g^3*r^2*x^3-4814*c^2*g^2*p^4*r*x-22272*c ^2*g^2*p^4*x^2-11648*c^2*g^2*p^3*q*r*x-72192*c^2*g^2*p^3*q*x^2-21738*c^2*g^2*p^ 3*r^2*x-64968*c^2*g^2*p^3*r*x^2+74528*c^2*g^2*p^3*x^3-8932*c^2*g^2*p^2*q^2*r*x-\ 82944*c^2*g^2*p^2*q^2*x^2-38098*c^2*g^2*p^2*q*r^2*x-164976*c^2*g^2*p^2*q*r*x^2+ 223584*c^2*g^2*p^2*q*x^3-36330*c^2*g^2*p^2*r^3*x-30792*c^2*g^2*p^2*r^2*x^2+ 297288*c^2*g^2*p^2*r*x^3-2176*c^2*g^2*p*q^3*r*x-38400*c^2*g^2*p*q^3*x^2-18154*c ^2*g^2*p*q^2*r^2*x-135048*c^2*g^2*p*q^2*r*x^2+223584*c^2*g^2*p*q^2*x^3-41252*c^ 2*g^2*p*q*r^3*x-85860*c^2*g^2*p*q*r^2*x^2+594576*c^2*g^2*p*q*r*x^3-26702*c^2*g^ 2*p*r^4*x+54864*c^2*g^2*p*r^3*x^2+392614*c^2*g^2*p*r^2*x^3-78*c^2*g^2*q^4*r*x-\ 5376*c^2*g^2*q^4*x^2-1794*c^2*g^2*q^3*r^2*x-35040*c^2*g^2*q^3*r*x^2+74528*c^2*g ^2*q^3*x^3-9222*c^2*g^2*q^2*r^3*x-55068*c^2*g^2*q^2*r^2*x^2+297288*c^2*g^2*q^2* r*x^3-14802*c^2*g^2*q*r^4*x+11784*c^2*g^2*q*r^3*x^2+392614*c^2*g^2*q*r^2*x^3-\ 7296*c^2*g^2*r^5*x+42960*c^2*g^2*r^4*x^2+152244*c^2*g^2*r^3*x^3-3050*c^2*g*p^5* r*x-13308*c^2*g*p^5*x^2-9954*c^2*g*p^4*q*r*x-55380*c^2*g*p^4*q*x^2-17173*c^2*g* p^4*r^2*x-44495*c^2*g*p^4*r*x^2+55448*c^2*g*p^4*x^3-11572*c^2*g*p^3*q^2*r*x-\ 88440*c^2*g*p^3*q^2*x^2-43820*c^2*g*p^3*q*r^2*x-154084*c^2*g*p^3*q*r*x^2+221792 *c^2*g*p^3*q*x^3-38192*c^2*g*p^3*r^3*x-9102*c^2*g*p^3*r^2*x^2+282848*c^2*g*p^3* r*x^3-5492*c^2*g*p^2*q^3*r*x-66120*c^2*g*p^2*q^3*x^2-36726*c^2*g*p^2*q^2*r^2*x-\ 195282*c^2*g*p^2*q^2*r*x^2+332688*c^2*g*p^2*q^2*x^3-71736*c^2*g*p^2*q*r^3*x-\ 63366*c^2*g*p^2*q*r^2*x^2+848544*c^2*g*p^2*q*r*x^3-42038*c^2*g*p^2*r^4*x+121674 *c^2*g*p^2*r^3*x^2+517802*c^2*g*p^2*r^2*x^3-834*c^2*g*p*q^4*r*x-21900*c^2*g*p*q ^4*x^2-10684*c^2*g*p*q^3*r^2*x-106292*c^2*g*p*q^3*r*x^2+221792*c^2*g*p*q^3*x^3-\ 38736*c^2*g*p*q^2*r^3*x-99426*c^2*g*p*q^2*r^2*x^2+848544*c^2*g*p*q^2*r*x^3-\ 51828*c^2*g*p*q*r^4*x+131400*c^2*g*p*q*r^3*x^2+1035604*c^2*g*p*q*r^2*x^3-22942* c^2*g*p*r^5*x+159214*c^2*g*p*r^4*x^2+362960*c^2*g*p*r^3*x^3-10*c^2*g*q^5*r*x-\ 2148*c^2*g*q^5*x^2-605*c^2*g*q^4*r^2*x-20599*c^2*g*q^4*r*x^2+55448*c^2*g*q^4*x^ 3-5192*c^2*g*q^3*r^3*x-45162*c^2*g*q^3*r^2*x^2+282848*c^2*g*q^3*r*x^3-13582*c^2 *g*q^2*r^4*x+9726*c^2*g*q^2*r^3*x^2+517802*c^2*g*q^2*r^2*x^3-13958*c^2*g*q*r^5* x+96062*c^2*g*q*r^4*x^2+362960*c^2*g*q*r^3*x^3-4973*c^2*g*r^6*x+59625*c^2*g*r^5 *x^2+64138*c^2*g*r^4*x^3-744*c^2*p^6*r*x-3108*c^2*p^6*x^2-3084*c^2*p^5*q*r*x-\ 15840*c^2*p^5*q*x^2-5004*c^2*p^5*r^2*x-11586*c^2*p^5*r*x^2+15336*c^2*p^5*x^3-\ 4896*c^2*p^4*q^2*r*x-32580*c^2*p^4*q^2*x^2-17010*c^2*p^4*q*r^2*x-50976*c^2*p^4* q*r*x^2+76680*c^2*p^4*q*x^3-13860*c^2*p^4*r^3*x+2250*c^2*p^4*r^2*x^2+94492*c^2* p^4*r*x^3-3624*c^2*p^3*q^3*r*x-34080*c^2*p^3*q^3*x^2-21072*c^2*p^3*q^2*r^2*x-\ 88044*c^2*p^3*q^2*r*x^2+153360*c^2*p^3*q^2*x^3-37200*c^2*p^3*q*r^3*x-7092*c^2*p ^3*q*r^2*x^2+377968*c^2*p^3*q*r*x^3-20280*c^2*p^3*r^4*x+69264*c^2*p^3*r^3*x^2+ 216558*c^2*p^3*r^2*x^3-1176*c^2*p^2*q^4*r*x-18540*c^2*p^2*q^4*x^2-11196*c^2*p^2 *q^3*r^2*x-74136*c^2*p^2*q^3*r*x^2+153360*c^2*p^2*q^3*x^3-33840*c^2*p^2*q^2*r^3 *x-34776*c^2*p^2*q^2*r^2*x^2+566952*c^2*p^2*q^2*r*x^3-40380*c^2*p^2*q*r^4*x+ 139032*c^2*p^2*q*r^3*x^2+649674*c^2*p^2*q*r^2*x^3-16560*c^2*p^2*r^5*x+125052*c^ 2*p^2*r^4*x^2+207756*c^2*p^2*r^3*x^3-108*c^2*p*q^5*r*x-4608*c^2*p*q^5*x^2-2196* c^2*p*q^4*r^2*x-30114*c^2*p*q^4*r*x^2+76680*c^2*p*q^4*x^3-11520*c^2*p*q^3*r^3*x -39276*c^2*p*q^3*r^2*x^2+377968*c^2*p*q^3*r*x^3-24048*c^2*p*q^2*r^4*x+70272*c^2 *p*q^2*r^3*x^2+649674*c^2*p*q^2*r^2*x^3-21780*c^2*p*q*r^5*x+174636*c^2*p*q*r^4* x^2+415512*c^2*p*q*r^3*x^3-7164*c^2*p*r^6*x+90594*c^2*p*r^5*x^2+57798*c^2*p*r^4 *x^3-300*c^2*q^6*x^2-66*c^2*q^5*r^2*x-4632*c^2*q^5*r*x^2+15336*c^2*q^5*x^3-1020 *c^2*q^4*r^3*x-13842*c^2*q^4*r^2*x^2+94492*c^2*q^4*r*x^3-3948*c^2*q^3*r^4*x+504 *c^2*q^3*r^3*x^2+216558*c^2*q^3*r^2*x^3-6384*c^2*q^2*r^5*x+49584*c^2*q^2*r^4*x^ 2+207756*c^2*q^2*r^3*x^3-4674*c^2*q*r^6*x+63648*c^2*q*r^5*x^2+57798*c^2*q*r^4*x ^3-1284*c^2*r^7*x+24078*c^2*r^6*x^2-12556*c^2*r^5*x^3-10*c*g^6*p*r*x-60*c*g^6*p *x^2-2*c*g^6*q*r*x-36*c*g^6*q*x^2-11*c*g^6*r^2*x-81*c*g^6*r*x^2+8*c*g^6*x^3-126 *c*g^5*p^2*r*x-654*c*g^5*p^2*x^2-98*c*g^5*p*q*r*x-936*c*g^5*p*q*x^2-292*c*g^5*p *r^2*x-1406*c*g^5*p*r*x^2+716*c*g^5*p*x^3-10*c*g^5*q^2*r*x-282*c*g^5*q^2*x^2-89 *c*g^5*q*r^2*x-997*c*g^5*q*r*x^2+716*c*g^5*q*x^3-166*c*g^5*r^3*x-897*c*g^5*r^2* x^2+1146*c*g^5*r*x^3-510*c*g^4*p^3*r*x-2442*c*g^4*p^3*x^2-788*c*g^4*p^2*q*r*x-\ 5658*c*g^4*p^2*q*x^2-1758*c*g^4*p^2*r^2*x-6486*c*g^4*p^2*r*x^2+5208*c*g^4*p^2*x ^3-294*c*g^4*p*q^2*r*x-3990*c*g^4*p*q^2*x^2-1674*c*g^4*p*q*r^2*x-10374*c*g^4*p* q*r*x^2+10416*c*g^4*p*q*x^3-1986*c*g^4*p*r^3*x-4861*c*g^4*p*r^2*x^2+15490*c*g^4 *p*r*x^3-16*c*g^4*q^3*r*x-774*c*g^4*q^3*x^2-242*c*g^4*q^2*r^2*x-3888*c*g^4*q^2* r*x^2+5208*c*g^4*q^2*x^3-886*c*g^4*q*r^3*x-5333*c*g^4*q*r^2*x^2+15490*c*g^4*q*r *x^3-738*c*g^4*r^4*x-396*c*g^4*r^3*x^2+13354*c*g^4*r^2*x^3-978*c*g^3*p^4*r*x-\ 4416*c*g^3*p^4*x^2-2324*c*g^3*p^3*q*r*x-14256*c*g^3*p^3*q*x^2-4455*c*g^3*p^3*r^ 2*x-13554*c*g^3*p^3*r*x^2+13712*c*g^3*p^3*x^3-1724*c*g^3*p^2*q^2*r*x-16272*c*g^ 3*p^2*q^2*x^2-7631*c*g^3*p^2*q*r^2*x-34182*c*g^3*p^2*q*r*x^2+41136*c*g^3*p^2*q* x^3-7497*c*g^3*p^2*r^3*x-8346*c*g^3*p^2*r^2*x^2+56780*c*g^3*p^2*r*x^3-388*c*g^3 *p*q^3*r*x-7440*c*g^3*p*q^3*x^2-3467*c*g^3*p*q^2*r^2*x-27702*c*g^3*p*q^2*r*x^2+ 41136*c*g^3*p*q^2*x^3-8290*c*g^3*p*q*r^3*x-21222*c*g^3*p*q*r^2*x^2+113560*c*g^3 *p*q*r*x^3-5541*c*g^3*p*r^4*x+8820*c*g^3*p*r^3*x^2+80757*c*g^3*p*r^2*x^3-10*c*g ^3*q^4*r*x-1008*c*g^3*q^4*x^2-291*c*g^3*q^3*r^2*x-7074*c*g^3*q^3*r*x^2+13712*c* g^3*q^3*x^3-1743*c*g^3*q^2*r^3*x-12876*c*g^3*q^2*r^2*x^2+56780*c*g^3*q^2*r*x^3-\ 2983*c*g^3*q*r^4*x-144*c*g^3*q*r^3*x^2+80757*c*g^3*q*r^2*x^3-1521*c*g^3*r^5*x+ 8028*c*g^3*r^4*x^2+33914*c*g^3*r^3*x^3-982*c*g^2*p^5*r*x-4236*c*g^2*p^5*x^2-\ 3186*c*g^2*p^4*q*r*x-17604*c*g^2*p^4*q*x^2-5549*c*g^2*p^4*r^2*x-14582*c*g^2*p^4 *r*x^2+16928*c*g^2*p^4*x^3-3668*c*g^2*p^3*q^2*r*x-28056*c*g^2*p^3*q^2*x^2-14058 *c*g^2*p^3*q*r^2*x-50404*c*g^2*p^3*q*r*x^2+67712*c*g^2*p^3*q*x^3-12376*c*g^2*p^ 3*r^3*x-4599*c*g^2*p^3*r^2*x^2+88344*c*g^2*p^3*r*x^3-1708*c*g^2*p^2*q^3*r*x-\ 20904*c*g^2*p^2*q^3*x^2-11634*c*g^2*p^2*q^2*r^2*x-63720*c*g^2*p^2*q^2*r*x^2+ 101568*c*g^2*p^2*q^2*x^3-23058*c*g^2*p^2*q*r^3*x-25023*c*g^2*p^2*q*r^2*x^2+ 265032*c*g^2*p^2*q*r*x^3-13654*c*g^2*p^2*r^4*x+36564*c*g^2*p^2*r^3*x^2+168062*c *g^2*p^2*r^2*x^3-246*c*g^2*p*q^4*r*x-6876*c*g^2*p*q^4*x^2-3290*c*g^2*p*q^3*r^2* x-34556*c*g^2*p*q^3*r*x^2+67712*c*g^2*p*q^3*x^3-12264*c*g^2*p*q^2*r^3*x-36249*c *g^2*p*q^2*r^2*x^2+265032*c*g^2*p*q^2*r*x^3-16686*c*g^2*p*q*r^4*x+36792*c*g^2*p *q*r^3*x^2+336124*c*g^2*p*q*r^2*x^3-7466*c*g^2*p*r^5*x+49777*c*g^2*p*r^4*x^2+ 123640*c*g^2*p*r^3*x^3-2*c*g^2*q^5*r*x-660*c*g^2*q^5*x^2-165*c*g^2*q^4*r^2*x-\ 6658*c*g^2*q^4*r*x^2+16928*c*g^2*q^4*x^3-1582*c*g^2*q^3*r^3*x-15825*c*g^2*q^3*r ^2*x^2+88344*c*g^2*q^3*r*x^3-4298*c*g^2*q^2*r^4*x+228*c*g^2*q^2*r^3*x^2+168062* c*g^2*q^2*r^2*x^3-4500*c*g^2*q*r^5*x+29015*c*g^2*q*r^4*x^2+123640*c*g^2*q*r^3*x ^3-1621*c*g^2*r^6*x+18960*c*g^2*r^5*x^2+24042*c*g^2*r^4*x^3-500*c*g*p^6*r*x-\ 2082*c*g*p^6*x^2-2070*c*g*p^5*q*r*x-10608*c*g*p^5*q*x^2-3366*c*g*p^5*r^2*x-7902 *c*g*p^5*r*x^2+10020*c*g*p^5*x^3-3280*c*g*p^4*q^2*r*x-21810*c*g*p^4*q^2*x^2-\ 11425*c*g*p^4*q*r^2*x-34755*c*g*p^4*q*r*x^2+50100*c*g*p^4*q*x^3-9330*c*g*p^4*r^ 3*x+785*c*g*p^4*r^2*x^2+62578*c*g*p^4*r*x^3-2420*c*g*p^3*q^3*r*x-22800*c*g*p^3* q^3*x^2-14120*c*g*p^3*q^2*r^2*x-60000*c*g*p^3*q^2*r*x^2+100200*c*g*p^3*q^2*x^3-\ 25000*c*g*p^3*q*r^3*x-7418*c*g*p^3*q*r^2*x^2+250312*c*g*p^3*q*r*x^3-13660*c*g*p ^3*r^4*x+45051*c*g*p^3*r^3*x^2+146337*c*g*p^3*r^2*x^3-780*c*g*p^2*q^4*r*x-12390 *c*g*p^2*q^4*x^2-7470*c*g*p^2*q^3*r^2*x-50490*c*g*p^2*q^3*r*x^2+100200*c*g*p^2* q^3*x^3-22680*c*g*p^2*q^2*r^3*x-26964*c*g*p^2*q^2*r^2*x^2+375468*c*g*p^2*q^2*r* x^3-27150*c*g*p^2*q*r^4*x+89079*c*g*p^2*q*r^3*x^2+439011*c*g*p^2*q*r^2*x^3-\ 11160*c*g*p^2*r^5*x+82653*c*g*p^2*r^4*x^2+144542*c*g*p^2*r^3*x^3-70*c*g*p*q^5*r *x-3072*c*g*p*q^5*x^2-1450*c*g*p*q^4*r^2*x-20490*c*g*p*q^4*r*x^2+50100*c*g*p*q^ 4*x^3-7680*c*g*p*q^3*r^3*x-28534*c*g*p*q^3*r^2*x^2+250312*c*g*p*q^3*r*x^3-16120 *c*g*p*q^2*r^4*x+43005*c*g*p*q^2*r^3*x^2+439011*c*g*p*q^2*r^2*x^3-14650*c*g*p*q *r^5*x+114432*c*g*p*q*r^4*x^2+289084*c*g*p*q*r^3*x^3-4830*c*g*p*r^6*x+60311*c*g *p*r^5*x^2+43819*c*g*p*r^4*x^3-198*c*g*q^6*x^2-41*c*g*q^5*r^2*x-3147*c*g*q^5*r* x^2+10020*c*g*q^5*x^3-670*c*g*q^4*r^3*x-9773*c*g*q^4*r^2*x^2+62578*c*g*q^4*r*x^ 3-2630*c*g*q^3*r^4*x-1023*c*g*q^3*r^3*x^2+146337*c*g*q^3*r^2*x^3-4280*c*g*q^2*r ^5*x+31779*c*g*q^2*r^4*x^2+144542*c*g*q^2*r^3*x^3-3145*c*g*q*r^6*x+42082*c*g*q* r^5*x^2+43819*c*g*q*r^4*x^3-866*c*g*r^7*x+16104*c*g*r^6*x^2-6944*c*g*r^5*x^3-\ 102*c*p^7*r*x-414*c*p^7*x^2-516*c*p^6*q*r*x-2502*c*p^6*q*x^2-795*c*p^6*r^2*x-\ 1713*c*p^6*r*x^2+2304*c*p^6*x^3-1050*c*p^5*q^2*r*x-6318*c*p^5*q^2*x^2-3408*c*p^ 5*q*r^2*x-9156*c*p^5*q*r*x^2+13824*c*p^5*q*x^3-2628*c*p^5*r^3*x+1002*c*p^5*r^2* x^2+16670*c*p^5*r*x^3-1080*c*p^4*q^3*r*x-8550*c*p^4*q^3*x^2-5685*c*p^4*q^2*r^2* x-20085*c*p^4*q^2*r*x^2+34560*c*p^4*q^2*x^3-9300*c*p^4*q*r^3*x+1620*c*p^4*q*r^2 *x^2+83350*c*p^4*q*r*x^3-4785*c*p^4*r^4*x+17592*c*p^4*r^3*x^2+45678*c*p^4*r^2*x ^3-570*c*p^3*q^4*r*x-6570*c*p^3*q^4*x^2-4560*c*p^3*q^3*r^2*x-23040*c*p^3*q^3*r* x^2+46080*c*p^3*q^3*x^3-12240*c*p^3*q^2*r^3*x-3540*c*p^3*q^2*r^2*x^2+166700*c*p ^3*q^2*r*x^3-13440*c*p^3*q*r^4*x+51888*c*p^3*q*r^3*x^2+182712*c*p^3*q*r^2*x^3-\ 5190*c*p^3*r^5*x+40578*c*p^3*r^4*x^2+54396*c*p^3*r^3*x^3-132*c*p^2*q^5*r*x-2754 *c*p^2*q^5*x^2-1725*c*p^2*q^4*r^2*x-14475*c*p^2*q^4*r*x^2+34560*c*p^2*q^4*x^3-\ 7200*c*p^2*q^3*r^3*x-10320*c*p^2*q^3*r^2*x^2+166700*c*p^2*q^3*r*x^3-13110*c*p^2 *q^2*r^4*x+50112*c*p^2*q^2*r^3*x^2+274068*c*p^2*q^2*r^2*x^3-10860*c*p^2*q*r^5*x +91914*c*p^2*q*r^4*x^2+163188*c*p^2*q*r^3*x^3-3357*c*p^2*r^6*x+43203*c*p^2*r^5* x^2+17802*c*p^2*r^4*x^3-6*c*p*q^6*r*x-522*c*p*q^6*x^2-240*c*p*q^5*r^2*x-4668*c* p*q^5*r*x^2+13824*c*p*q^5*x^3-1740*c*p*q^4*r^3*x-8550*c*p*q^4*r^2*x^2+83350*c*p *q^4*r*x^3-5040*c*p*q^3*r^4*x+14928*c*p*q^3*r^3*x^2+182712*c*p*q^3*r^2*x^3-6990 *c*p*q^2*r^5*x+62094*c*p*q^2*r^4*x^2+163188*c*p*q^2*r^3*x^3-4656*c*p*q*r^6*x+ 65412*c*p*q*r^5*x^2+35604*c*p*q*r^4*x^3-1200*c*p*r^7*x+22650*c*p*r^6*x^2-14398* c*p*r^5*x^3-18*c*q^7*x^2-3*c*q^6*r^2*x-591*c*q^6*r*x^2+2304*c*q^6*x^3-108*c*q^5 *r^3*x-2388*c*q^5*r^2*x^2+16670*c*q^5*r*x^3-585*c*q^4*r^4*x-888*c*q^4*r^3*x^2+ 45678*c*q^4*r^2*x^3-1320*c*q^3*r^5*x+10758*c*q^3*r^4*x^2+54396*c*q^3*r^3*x^3-\ 1485*c*q^2*r^6*x+22209*c*q^2*r^5*x^2+17802*c*q^2*r^4*x^3-828*c*q*r^7*x+17112*c* q*r^6*x^2-14398*c*q*r^5*x^3-183*c*r^8*x+4734*c*r^7*x^2-9116*c*r^6*x^3-4*g^6*p^2 *r*x-18*g^6*p^2*x^2-2*g^6*p*q*r*x-24*g^6*p*q*x^2-10*g^6*p*r^2*x-52*g^6*p*r*x^2+ 4*g^6*p*x^3-6*g^6*q^2*x^2-g^6*q*r^2*x-29*g^6*q*r*x^2+4*g^6*q*x^3-6*g^6*r^3*x-51 *g^6*r^2*x^2-2*g^6*r*x^3-26*g^5*p^3*r*x-114*g^5*p^3*x^2-36*g^5*p^2*q*r*x-258*g^ 5*p^2*q*x^2-93*g^5*p^2*r^2*x-355*g^5*p^2*r*x^2+176*g^5*p^2*x^3-10*g^5*p*q^2*r*x -174*g^5*p*q^2*x^2-76*g^5*p*q*r^2*x-540*g^5*p*q*r*x^2+352*g^5*p*q*x^3-108*g^5*p *r^3*x-370*g^5*p*r^2*x^2+576*g^5*p*r*x^3-30*g^5*q^3*x^2-5*g^5*q^2*r^2*x-185*g^5 *q^2*r*x^2+176*g^5*q^2*x^3-40*g^5*q*r^3*x-374*g^5*q*r^2*x^2+576*g^5*q*r*x^3-41* g^5*r^4*x-96*g^5*r^3*x^2+702*g^5*r^2*x^3-70*g^4*p^4*r*x-300*g^4*p^4*x^2-160*g^4 *p^3*q*r*x-960*g^4*p^3*q*x^2-325*g^4*p^3*r^2*x-1005*g^4*p^3*r*x^2+812*g^4*p^3*x ^3-110*g^4*p^2*q^2*r*x-1080*g^4*p^2*q^2*x^2-530*g^4*p^2*q*r^2*x-2496*g^4*p^2*q* r*x^2+2436*g^4*p^2*q*x^3-555*g^4*p^2*r^3*x-852*g^4*p^2*r^2*x^2+3587*g^4*p^2*r*x ^3-20*g^4*p*q^3*r*x-480*g^4*p*q^3*x^2-215*g^4*p*q^2*r^2*x-1977*g^4*p*q^2*r*x^2+ 2436*g^4*p*q^2*x^3-580*g^4*p*q*r^3*x-1977*g^4*p*q*r^2*x^2+7174*g^4*p*q*r*x^3-\ 415*g^4*p*r^4*x+345*g^4*p*r^3*x^2+5884*g^4*p*r^2*x^3-60*g^4*q^4*x^2-10*g^4*q^3* r^2*x-486*g^4*q^3*r*x^2+812*g^4*q^3*x^3-105*g^4*q^2*r^3*x-1125*g^4*q^2*r^2*x^2+ 3587*g^4*q^2*r*x^3-210*g^4*q*r^4*x-333*g^4*q*r^3*x^2+5884*g^4*q*r^2*x^3-115*g^4 *r^5*x+492*g^4*r^4*x^2+2806*g^4*r^3*x^3-100*g^3*p^5*r*x-420*g^3*p^5*x^2-320*g^3 *p^4*q*r*x-1740*g^3*p^4*q*x^2-570*g^3*p^4*r^2*x-1514*g^3*p^4*r*x^2+1568*g^3*p^4 *x^3-360*g^3*p^3*q^2*r*x-2760*g^3*p^3*q^2*x^2-1420*g^3*p^3*q*r^2*x-5212*g^3*p^3 *q*r*x^2+6272*g^3*p^3*q*x^3-1280*g^3*p^3*r^3*x-720*g^3*p^3*r^2*x^2+8506*g^3*p^3 *r*x^3-160*g^3*p^2*q^3*r*x-2040*g^3*p^2*q^3*x^2-1140*g^3*p^2*q^2*r^2*x-6552*g^3 *p^2*q^2*r*x^2+9408*g^3*p^2*q^2*x^3-2340*g^3*p^2*q*r^3*x-3270*g^3*p^2*q*r^2*x^2 +25518*g^3*p^2*q*r*x^3-1420*g^3*p^2*r^4*x+3345*g^3*p^2*r^3*x^2+17364*g^3*p^2*r^ 2*x^3-20*g^3*p*q^4*r*x-660*g^3*p*q^4*x^2-300*g^3*p*q^3*r^2*x-3524*g^3*p*q^3*r*x ^2+6272*g^3*p*q^3*x^3-1200*g^3*p*q^2*r^3*x-4380*g^3*p*q^2*r^2*x^2+25518*g^3*p*q ^2*r*x^3-1700*g^3*p*q*r^4*x+2856*g^3*p*q*r^3*x^2+34728*g^3*p*q*r^2*x^3-780*g^3* p*r^5*x+4894*g^3*p*r^4*x^2+13828*g^3*p*r^3*x^3-60*g^3*q^5*x^2-10*g^3*q^4*r^2*x-\ 670*g^3*q^4*r*x^2+1568*g^3*q^4*x^3-140*g^3*q^3*r^3*x-1830*g^3*q^3*r^2*x^2+8506* g^3*q^3*r*x^3-420*g^3*q^2*r^4*x-489*g^3*q^2*r^3*x^2+17364*g^3*q^2*r^2*x^3-460*g ^3*q*r^5*x+2654*g^3*q*r^4*x^2+13828*g^3*q*r^3*x^3-170*g^3*r^6*x+1923*g^3*r^5*x^ 2+3046*g^3*r^4*x^3-80*g^2*p^6*r*x-330*g^2*p^6*x^2-330*g^2*p^5*q*r*x-1680*g^2*p^ 5*q*x^2-540*g^2*p^5*r^2*x-1282*g^2*p^5*r*x^2+1532*g^2*p^5*x^3-520*g^2*p^4*q^2*r *x-3450*g^2*p^4*q^2*x^2-1825*g^2*p^4*q*r^2*x-5637*g^2*p^4*q*r*x^2+7660*g^2*p^4* q*x^3-1500*g^2*p^4*r^3*x-4*g^2*p^4*r^2*x^2+9786*g^2*p^4*r*x^3-380*g^2*p^3*q^3*r *x-3600*g^2*p^3*q^3*x^2-2240*g^2*p^3*q^2*r^2*x-9728*g^2*p^3*q^2*r*x^2+15320*g^2 *p^3*q^2*x^3-4000*g^2*p^3*q*r^3*x-1706*g^2*p^3*q*r^2*x^2+39144*g^2*p^3*q*r*x^3-\ 2200*g^2*p^3*r^4*x+6987*g^2*p^3*r^3*x^2+23718*g^2*p^3*r^2*x^3-120*g^2*p^2*q^4*r *x-1950*g^2*p^2*q^4*x^2-1170*g^2*p^2*q^3*r^2*x-8182*g^2*p^2*q^3*r*x^2+15320*g^2 *p^2*q^3*x^3-3600*g^2*p^2*q^2*r^3*x-5094*g^2*p^2*q^2*r^2*x^2+58716*g^2*p^2*q^2* r*x^3-4350*g^2*p^2*q*r^4*x+13443*g^2*p^2*q*r^3*x^2+71154*g^2*p^2*q*r^2*x^3-1800 *g^2*p^2*r^5*x+13115*g^2*p^2*r^4*x^2+24550*g^2*p^2*r^3*x^3-10*g^2*p*q^5*r*x-480 *g^2*p*q^5*x^2-220*g^2*p*q^4*r^2*x-3318*g^2*p*q^4*r*x^2+7660*g^2*p*q^4*x^3-1200 *g^2*p*q^3*r^3*x-5086*g^2*p*q^3*r^2*x^2+39144*g^2*p*q^3*r*x^3-2560*g^2*p*q^2*r^ 4*x+5925*g^2*p*q^2*r^3*x^2+71154*g^2*p*q^2*r^2*x^3-2350*g^2*p*q*r^5*x+17856*g^2 *p*q*r^4*x^2+49100*g^2*p*q*r^3*x^3-780*g^2*p*r^6*x+9683*g^2*p*r^5*x^2+8296*g^2* p*r^4*x^3-30*g^2*q^6*x^2-5*g^2*q^5*r^2*x-509*g^2*q^5*r*x^2+1532*g^2*q^5*x^3-100 *g^2*q^4*r^3*x-1694*g^2*q^4*r^2*x^2+9786*g^2*q^4*r*x^3-410*g^2*q^3*r^4*x-531*g^ 2*q^3*r^3*x^2+23718*g^2*q^3*r^2*x^3-680*g^2*q^2*r^5*x+4741*g^2*q^2*r^4*x^2+ 24550*g^2*q^2*r^3*x^3-505*g^2*q*r^6*x+6664*g^2*q*r^5*x^2+8296*g^2*q*r^4*x^3-140 *g^2*r^7*x+2607*g^2*r^6*x^2-790*g^2*r^5*x^3-34*g*p^7*r*x-138*g*p^7*x^2-172*g*p^ 6*q*r*x-834*g*p^6*q*x^2-265*g*p^6*r^2*x-579*g*p^6*r*x^2+752*g*p^6*x^3-350*g*p^5 *q^2*r*x-2106*g*p^5*q^2*x^2-1136*g*p^5*q*r^2*x-3096*g*p^5*q*r*x^2+4512*g*p^5*q* x^3-876*g*p^5*r^3*x+288*g*p^5*r^2*x^2+5510*g*p^5*r*x^3-360*g*p^4*q^3*r*x-2850*g *p^4*q^3*x^2-1895*g*p^4*q^2*r^2*x-6795*g*p^4*q^2*r*x^2+11280*g*p^4*q^2*x^3-3100 *g*p^4*q*r^3*x+318*g*p^4*q*r^2*x^2+27550*g*p^4*q*r*x^3-1595*g*p^4*r^4*x+5766*g* p^4*r^3*x^2+15370*g*p^4*r^2*x^3-190*g*p^3*q^4*r*x-2190*g*p^3*q^4*x^2-1520*g*p^3 *q^3*r^2*x-7800*g*p^3*q^3*r*x^2+15040*g*p^3*q^3*x^3-4080*g*p^3*q^2*r^3*x-1608*g *p^3*q^2*r^2*x^2+55100*g*p^3*q^2*r*x^3-4480*g*p^3*q*r^4*x+16884*g*p^3*q*r^3*x^2 +61480*g*p^3*q*r^2*x^3-1730*g*p^3*r^5*x+13434*g*p^3*r^4*x^2+18800*g*p^3*r^3*x^3 -44*g*p^2*q^5*r*x-918*g*p^2*q^5*x^2-575*g*p^2*q^4*r^2*x-4905*g*p^2*q^4*r*x^2+ 11280*g*p^2*q^4*x^3-2400*g*p^2*q^3*r^3*x-3852*g*p^2*q^3*r^2*x^2+55100*g*p^2*q^3 *r*x^3-4370*g*p^2*q^2*r^4*x+16056*g*p^2*q^2*r^3*x^2+92220*g*p^2*q^2*r^2*x^3-\ 3620*g*p^2*q*r^5*x+30294*g*p^2*q*r^4*x^2+56400*g*p^2*q*r^3*x^3-1119*g*p^2*r^6*x +14373*g*p^2*r^5*x^2+6804*g*p^2*r^4*x^3-2*g*p*q^6*r*x-174*g*p*q^6*x^2-80*g*p*q^ 5*r^2*x-1584*g*p*q^5*r*x^2+4512*g*p*q^5*x^3-580*g*p*q^4*r^3*x-3048*g*p*q^4*r^2* x^2+27550*g*p*q^4*r*x^3-1680*g*p*q^3*r^4*x+4524*g*p*q^3*r^3*x^2+61480*g*p*q^3*r ^2*x^3-2330*g*p*q^2*r^5*x+20286*g*p*q^2*r^4*x^2+56400*g*p*q^2*r^3*x^3-1552*g*p* q*r^6*x+21684*g*p*q*r^5*x^2+13608*g*p*q*r^4*x^3-400*g*p*r^7*x+7560*g*p*r^6*x^2-\ 4350*g*p*r^5*x^3-6*g*q^7*x^2-g*q^6*r^2*x-201*g*q^6*r*x^2+752*g*q^6*x^3-36*g*q^5 *r^3*x-834*g*q^5*r^2*x^2+5510*g*q^5*r*x^3-195*g*q^4*r^4*x-414*g*q^4*r^3*x^2+ 15370*g*q^4*r^2*x^3-440*g*q^3*r^5*x+3426*g*q^3*r^4*x^2+18800*g*q^3*r^3*x^3-495* g*q^2*r^6*x+7311*g*q^2*r^5*x^2+6804*g*q^2*r^4*x^3-276*g*q*r^7*x+5694*g*q*r^6*x^ 2-4350*g*q*r^5*x^3-61*g*r^8*x+1584*g*r^7*x^2-2966*g*r^6*x^3-6*p^8*r*x-24*p^8*x^ 2-36*p^7*q*r*x-168*p^7*q*x^2-53*p^7*r^2*x-109*p^7*r*x^2+148*p^7*x^3-90*p^6*q^2* r*x-504*p^6*q^2*x^2-276*p^6*q*r^2*x-686*p^6*q*r*x^2+1036*p^6*q*x^3-203*p^6*r^3* x+105*p^6*r^2*x^2+1221*p^6*r*x^3-120*p^5*q^3*r*x-840*p^5*q^3*x^2-585*p^5*q^2*r^ 2*x-1827*p^5*q^2*r*x^2+3108*p^5*q^2*x^3-900*p^5*q*r^3*x+357*p^5*q*r^2*x^2+7326* p^5*q*r*x^3-441*p^5*r^4*x+1683*p^5*r^3*x^2+3834*p^5*r^2*x^3-90*p^4*q^4*r*x-840* p^4*q^4*x^2-640*p^4*q^3*r^2*x-2660*p^4*q^3*r*x^2+5180*p^4*q^3*x^3-1575*p^4*q^2* r^3*x+210*p^4*q^2*r^2*x^2+18315*p^4*q^2*r*x^3-1620*p^4*q*r^4*x+6597*p^4*q*r^3*x ^2+19170*p^4*q*r^2*x^3-595*p^4*r^5*x+4705*p^4*r^4*x^2+5272*p^4*r^3*x^3-36*p^3*q ^5*r*x-504*p^3*q^5*x^2-375*p^3*q^4*r^2*x-2275*p^3*q^4*r*x^2+5180*p^3*q^4*x^3-\ 1360*p^3*q^3*r^3*x-630*p^3*q^3*r^2*x^2+24420*p^3*q^3*r*x^3-2250*p^3*q^2*r^4*x+ 9558*p^3*q^2*r^3*x^2+38340*p^3*q^2*r^2*x^3-1740*p^3*q*r^5*x+14978*p^3*q*r^4*x^2 +21088*p^3*q*r^3*x^3-511*p^3*r^6*x+6561*p^3*r^5*x^2+1578*p^3*r^4*x^3-6*p^2*q^6* r*x-168*p^2*q^6*x^2-108*p^2*q^5*r^2*x-1134*p^2*q^5*r*x^2+3108*p^2*q^5*x^3-585*p ^2*q^4*r^3*x-1155*p^2*q^4*r^2*x^2+18315*p^2*q^4*r*x^3-1440*p^2*q^3*r^4*x+5922*p ^2*q^3*r^3*x^2+38340*p^2*q^3*r^2*x^3-1800*p^2*q^2*r^5*x+16704*p^2*q^2*r^4*x^2+ 31632*p^2*q^2*r^3*x^3-1116*p^2*q*r^6*x+15684*p^2*q*r^5*x^2+4734*p^2*q*r^4*x^3-\ 273*p^2*r^7*x+5091*p^2*r^6*x^2-3765*p^2*r^5*x^3-24*p*q^7*x^2-11*p*q^6*r^2*x-301 *p*q^6*r*x^2+1036*p*q^6*x^3-108*p*q^5*r^3*x-735*p*q^5*r^2*x^2+7326*p*q^5*r*x^3-\ 405*p*q^4*r^4*x+1143*p*q^4*r^3*x^2+19170*p*q^4*r^2*x^3-760*p*q^3*r^5*x+7294*p*q ^3*r^4*x^2+21088*p*q^3*r^3*x^3-765*p*q^2*r^6*x+11685*p*q^2*r^5*x^2+4734*p*q^2*r ^4*x^3-396*p*q*r^7*x+8097*p*q*r^6*x^2-7530*p*q*r^5*x^3-83*p*r^8*x+2105*p*r^7*x^ 2-4056*p*r^6*x^3-32*q^7*r*x^2+148*q^7*x^3-5*q^6*r^3*x-168*q^6*r^2*x^2+1221*q^6* r*x^3-36*q^5*r^4*x-135*q^5*r^3*x^2+3834*q^5*r^2*x^3-105*q^4*r^5*x+863*q^4*r^4*x ^2+5272*q^4*r^3*x^3-160*q^3*r^6*x+2562*q^3*r^5*x^2+1578*q^3*r^4*x^3-135*q^2*r^7 *x+3006*q^2*r^6*x^2-3765*q^2*r^5*x^3-60*q*r^8*x+1669*q*r^7*x^2-4056*q*r^6*x^3-\ 11*r^9*x+363*r^8*x^2-1224*r^7*x^3+128*a^6*c^2*x+384*a^6*c*p*x+128*a^6*c*q*x+416 *a^6*c*r*x+96*a^6*c*x^2+16*a^6*p^2*r+192*a^6*p^2*x+192*a^6*p*q*x+32*a^6*p*r^2+ 536*a^6*p*r*x-48*a^6*p*x^2+32*a^6*q^2*x+208*a^6*q*r*x+48*a^6*q*x^2+16*a^6*r^3+ 472*a^6*r^2*x+224*a^6*r*x^2-192*a^6*x^3+32*a^5*b*c^2*r+896*a^5*b*c^2*x+64*a^5*b *c*p*r+2112*a^5*b*c*p*x+16*a^5*b*c*q*r+704*a^5*b*c*q*x+64*a^5*b*c*r^2+2272*a^5* b*c*r*x+192*a^5*b*c*x^2+80*a^5*b*p^2*r+960*a^5*b*p^2*x+896*a^5*b*p*q*x+160*a^5* b*p*r^2+2560*a^5*b*p*r*x-384*a^5*b*p*x^2+128*a^5*b*q^2*x+880*a^5*b*q*r*x+192*a^ 5*b*q*x^2+80*a^5*b*r^3+2144*a^5*b*r^2*x+944*a^5*b*r*x^2-1152*a^5*b*x^3+64*a^5*c ^3*r+1792*a^5*c^3*x+16*a^5*c^2*g*r+640*a^5*c^2*g*x+128*a^5*c^2*p*r+5184*a^5*c^2 *p*x+64*a^5*c^2*q*r+2176*a^5*c^2*q*x+128*a^5*c^2*r^2+5072*a^5*c^2*r*x-4896*a^5* c^2*x^2+32*a^5*c*g*p*r+1632*a^5*c*g*p*x+8*a^5*c*g*q*r+544*a^5*c*g*q*x+32*a^5*c* g*r^2+1760*a^5*c*g*r*x+240*a^5*c*g*x^2+216*a^5*c*p^2*r+3936*a^5*c*p^2*x+64*a^5* c*p*q*r+4224*a^5*c*p*q*x+432*a^5*c*p*r^2+8176*a^5*c*p*r*x-8688*a^5*c*p*x^2+16*a ^5*c*q^2*r+832*a^5*c*q^2*x+64*a^5*c*q*r^2+4112*a^5*c*q*r*x-4512*a^5*c*q*x^2+216 *a^5*c*r^3+5768*a^5*c*r^2*x-9576*a^5*c*r*x^2-1984*a^5*c*x^3+64*a^5*g*p^2*r+768* a^5*g*p^2*x+736*a^5*g*p*q*x+128*a^5*g*p*r^2+2084*a^5*g*p*r*x-264*a^5*g*p*x^2+ 112*a^5*g*q^2*x+752*a^5*g*q*r*x+168*a^5*g*q*x^2+64*a^5*g*r^3+1780*a^5*g*r^2*x+ 808*a^5*g*r*x^2-864*a^5*g*x^3+72*a^5*p^3*r+864*a^5*p^3*x+60*a^5*p^2*q*r+1584*a^ 5*p^2*q*x+216*a^5*p^2*r^2+2464*a^5*p^2*r*x-3024*a^5*p^2*x^2+816*a^5*p*q^2*x+120 *a^5*p*q*r^2+3200*a^5*p*q*r*x-4056*a^5*p*q*x^2+216*a^5*p*r^3+2488*a^5*p*r^2*x-\ 8140*a^5*p*r*x^2-800*a^5*p*x^3+96*a^5*q^3*x+788*a^5*q^2*r*x-1032*a^5*q^2*x^2+60 *a^5*q*r^3+2252*a^5*q*r^2*x-4652*a^5*q*r*x^2-800*a^5*q*x^3+72*a^5*r^4+888*a^5*r ^3*x-8400*a^5*r^2*x^2-1376*a^5*r*x^3+128*a^4*b^2*c^2*r+2432*a^4*b^2*c^2*x+240*a ^4*b^2*c*p*r+4736*a^4*b^2*c*p*x+48*a^4*b^2*c*q*r+1536*a^4*b^2*c*q*x+240*a^4*b^2 *c*r^2+5008*a^4*b^2*c*r*x-480*a^4*b^2*c*x^2+160*a^4*b^2*p^2*r+1952*a^4*b^2*p^2* x+1664*a^4*b^2*p*q*x+320*a^4*b^2*p*r^2+4920*a^4*b^2*p*r*x-1200*a^4*b^2*p*x^2+ 192*a^4*b^2*q^2*x+1440*a^4*b^2*q*r*x+240*a^4*b^2*q*x^2+160*a^4*b^2*r^3+3848*a^4 *b^2*r^2*x+1360*a^4*b^2*r*x^2-2880*a^4*b^2*x^3+448*a^4*b*c^3*r+9216*a^4*b*c^3*x +160*a^4*b*c^2*g*r+3520*a^4*b*c^2*g*x+1008*a^4*b*c^2*p*r+23488*a^4*b*c^2*p*x+ 352*a^4*b*c^2*q*r+9664*a^4*b*c^2*q*x+1008*a^4*b*c^2*r^2+21808*a^4*b*c^2*r*x-\ 26976*a^4*b*c^2*x^2+312*a^4*b*c*g*p*r+7392*a^4*b*c*g*p*x+64*a^4*b*c*g*q*r+2400* a^4*b*c*g*q*x+312*a^4*b*c*g*r^2+7880*a^4*b*c*g*r*x-144*a^4*b*c*g*x^2+1048*a^4*b *c*p^2*r+16832*a^4*b*c*p^2*x+384*a^4*b*c*p*q*r+17216*a^4*b*c*p*q*x+2096*a^4*b*c *p*r^2+32752*a^4*b*c*p*r*x-42336*a^4*b*c*p*x^2+64*a^4*b*c*q^2*r+3104*a^4*b*c*q^ 2*x+384*a^4*b*c*q*r^2+15616*a^4*b*c*q*r*x-21456*a^4*b*c*q*x^2+1048*a^4*b*c*r^3+ 20496*a^4*b*c*r^2*x-48072*a^4*b*c*r*x^2-9920*a^4*b*c*x^3+264*a^4*b*g*p^2*r+3184 *a^4*b*g*p^2*x+2816*a^4*b*g*p*q*x+528*a^4*b*g*p*r^2+8236*a^4*b*g*p*r*x-1656*a^4 *b*g*p*x^2+352*a^4*b*g*q^2*x+2584*a^4*b*g*q*r*x+504*a^4*b*g*q*x^2+264*a^4*b*g*r ^3+6644*a^4*b*g*r^2*x+2640*a^4*b*g*r*x^2-4320*a^4*b*g*x^3+300*a^4*b*p^3*r+3600* a^4*b*p^3*x+240*a^4*b*p^2*q*r+6288*a^4*b*p^2*q*x+900*a^4*b*p^2*r^2+9788*a^4*b*p ^2*r*x-14040*a^4*b*p^2*x^2+2976*a^4*b*p*q^2*x+480*a^4*b*p*q*r^2+12184*a^4*b*p*q *r*x-18120*a^4*b*p*q*x^2+900*a^4*b*p*r^3+8948*a^4*b*p*r^2*x-37628*a^4*b*p*r*x^2 -4000*a^4*b*p*x^3+288*a^4*b*q^3*x+2656*a^4*b*q^2*r*x-4080*a^4*b*q^2*x^2+240*a^4 *b*q*r^3+8144*a^4*b*q*r^2*x-20188*a^4*b*q*r*x^2-4000*a^4*b*q*x^3+300*a^4*b*r^4+ 2760*a^4*b*r^3*x-37020*a^4*b*r^2*x^2-6880*a^4*b*r*x^3+384*a^4*c^4*r+8320*a^4*c^ 4*x+288*a^4*c^3*g*r+6656*a^4*c^3*g*x+1024*a^4*c^3*p*r+26816*a^4*c^3*p*x+448*a^4 *c^3*q*r+12160*a^4*c^3*q*x+1024*a^4*c^3*r^2+23472*a^4*c^3*r*x-46080*a^4*c^3*x^2 +48*a^4*c^2*g^2*r+1248*a^4*c^2*g^2*x+632*a^4*c^2*g*p*r+17824*a^4*c^2*g*p*x+240* a^4*c^2*g*q*r+7328*a^4*c^2*g*q*x+632*a^4*c^2*g*r^2+16936*a^4*c^2*g*r*x-19200*a^ 4*c^2*g*x^2+1448*a^4*c^2*p^2*r+27392*a^4*c^2*p^2*x+800*a^4*c^2*p*q*r+30208*a^4* c^2*p*q*x+2896*a^4*c^2*p*r^2+47984*a^4*c^2*p*r*x-94368*a^4*c^2*p*x^2+160*a^4*c^ 2*q^2*r+6336*a^4*c^2*q^2*x+800*a^4*c^2*q*r^2+26720*a^4*c^2*q*r*x-57456*a^4*c^2* q*x^2+1448*a^4*c^2*r^3+26816*a^4*c^2*r^2*x-110968*a^4*c^2*r*x^2+6496*a^4*c^2*x^ 3+96*a^4*c*g^2*p*r+2800*a^4*c*g^2*p*x+20*a^4*c*g^2*q*r+912*a^4*c*g^2*q*x+96*a^4 *c*g^2*r^2+3000*a^4*c*g^2*r*x+120*a^4*c*g^2*x^2+772*a^4*c*g*p^2*r+13088*a^4*c*g *p^2*x+256*a^4*c*g*p*q*r+13600*a^4*c*g*p*q*x+1544*a^4*c*g*p*r^2+26172*a^4*c*g*p *r*x-31536*a^4*c*g*p*x^2+48*a^4*c*g*q^2*r+2512*a^4*c*g*q^2*x+256*a^4*c*g*q*r^2+ 12728*a^4*c*g*q*r*x-16080*a^4*c*g*q*x^2+772*a^4*c*g*r^3+17244*a^4*c*g*r^2*x-\ 35496*a^4*c*g*r*x^2-7264*a^4*c*g*x^3+780*a^4*c*p^3*r+11184*a^4*c*p^3*x+796*a^4* c*p^2*q*r+20736*a^4*c*p^2*q*x+2340*a^4*c*p^2*r^2+27204*a^4*c*p^2*r*x-57048*a^4* c*p^2*x^2+144*a^4*c*p*q^2*r+10928*a^4*c*p*q^2*x+1592*a^4*c*p*q*r^2+36464*a^4*c* p*q*r*x-80400*a^4*c*p*q*x^2+2340*a^4*c*p*r^3+22032*a^4*c*p*r^2*x-140304*a^4*c*p *r*x^2+8224*a^4*c*p*x^3+16*a^4*c*q^3*r+1376*a^4*c*q^3*x+144*a^4*c*q^2*r^2+9828* a^4*c*q^2*r*x-23352*a^4*c*q^2*x^2+796*a^4*c*q*r^3+21132*a^4*c*q*r^2*x-94232*a^4 *c*q*r*x^2+8224*a^4*c*q*x^3+780*a^4*c*r^4+6012*a^4*c*r^3*x-108672*a^4*c*r^2*x^2 +21964*a^4*c*r*x^3+104*a^4*g^2*p^2*r+1248*a^4*g^2*p^2*x+1136*a^4*g^2*p*q*x+208* a^4*g^2*p*r^2+3290*a^4*g^2*p*r*x-564*a^4*g^2*p*x^2+152*a^4*g^2*q^2*x+1088*a^4*g ^2*q*r*x+228*a^4*g^2*q*x^2+104*a^4*g^2*r^3+2714*a^4*g^2*r^2*x+1148*a^4*g^2*r*x^ 2-1584*a^4*g^2*x^3+236*a^4*g*p^3*r+2832*a^4*g*p^3*x+192*a^4*g*p^2*q*r+5040*a^4* g*p^2*q*x+708*a^4*g*p^2*r^2+7844*a^4*g*p^2*r*x-10656*a^4*g*p^2*x^2+2464*a^4*g*p *q^2*x+384*a^4*g*p*q*r^2+9944*a^4*g*p*q*r*x-13944*a^4*g*p*q*x^2+708*a^4*g*p*r^3 +7468*a^4*g*p*r^2*x-28656*a^4*g*p*r*x^2-2912*a^4*g*p*x^3+256*a^4*g*q^3*x+2280*a ^4*g*q^2*r*x-3288*a^4*g*q^2*x^2+192*a^4*g*q*r^3+6800*a^4*g*q*r^2*x-15744*a^4*g* q*r*x^2-2912*a^4*g*q*x^3+236*a^4*g*r^4+2456*a^4*g*r^3*x-28724*a^4*g*r^2*x^2-\ 5056*a^4*g*r*x^3+132*a^4*p^4*r+1584*a^4*p^4*x+220*a^4*p^3*q*r+4224*a^4*p^3*q*x+ 528*a^4*p^3*r^2+4618*a^4*p^3*r*x-10716*a^4*p^3*x^2+88*a^4*p^2*q^2*r+3800*a^4*p^ 2*q^2*x+660*a^4*p^2*q*r^2+10204*a^4*p^2*q*r*x-24504*a^4*p^2*q*x^2+792*a^4*p^2*r ^3+3564*a^4*p^2*r^2*x-39786*a^4*p^2*r*x^2+2440*a^4*p^2*x^3+1264*a^4*p*q^3*x+176 *a^4*p*q^2*r^2+6754*a^4*p*q^2*r*x-16860*a^4*p*q^2*x^2+660*a^4*p*q*r^3+8642*a^4* p*q*r^2*x-59464*a^4*p*q*r*x^2+4880*a^4*p*q*x^3+528*a^4*p*r^4-390*a^4*p*r^3*x-\ 55250*a^4*p*r^2*x^2+12566*a^4*p*r*x^3+104*a^4*q^4*x+1168*a^4*q^3*r*x-3072*a^4*q ^3*x^2+88*a^4*q^2*r^3+4112*a^4*q^2*r^2*x-19678*a^4*q^2*r*x^2+2440*a^4*q^2*x^3+ 220*a^4*q*r^4+2662*a^4*q*r^3*x-44946*a^4*q*r^2*x^2+12566*a^4*q*r*x^3+132*a^4*r^ 5-920*a^4*r^4*x-25280*a^4*r^3*x^2+19550*a^4*r^2*x^3+192*a^3*b^3*c^2*r+3328*a^3* b^3*c^2*x+336*a^3*b^3*c*p*r+5504*a^3*b^3*c*p*x+48*a^3*b^3*c*q*r+1664*a^3*b^3*c* q*x+336*a^3*b^3*c*r^2+5632*a^3*b^3*c*r*x-1920*a^3*b^3*c*x^2+160*a^3*b^3*p^2*r+ 2048*a^3*b^3*p^2*x+1536*a^3*b^3*p*q*x+320*a^3*b^3*p*r^2+4800*a^3*b^3*p*r*x-1920 *a^3*b^3*p*x^2+128*a^3*b^3*q^2*x+1120*a^3*b^3*q*r*x+160*a^3*b^3*r^3+3392*a^3*b^ 3*r^2*x+480*a^3*b^3*r*x^2-3840*a^3*b^3*x^3+992*a^3*b^2*c^3*r+18304*a^3*b^2*c^3* x+400*a^3*b^2*c^2*g*r+7360*a^3*b^2*c^2*g*x+2272*a^3*b^2*c^2*p*r+41728*a^3*b^2*c ^2*p*x+608*a^3*b^2*c^2*q*r+16512*a^3*b^2*c^2*q*x+2272*a^3*b^2*c^2*r^2+36288*a^3 *b^2*c^2*r*x-58944*a^3*b^2*c^2*x^2+736*a^3*b^2*c*g*p*r+13120*a^3*b^2*c*g*p*x+ 112*a^3*b^2*c*g*q*r+4032*a^3*b^2*c*g*q*x+736*a^3*b^2*c*g*r^2+13664*a^3*b^2*c*g* r*x-2976*a^3*b^2*c*g*x^2+1888*a^3*b^2*c*p^2*r+28192*a^3*b^2*c*p^2*x+736*a^3*b^2 *c*p*q*r+27072*a^3*b^2*c*p*q*x+3776*a^3*b^2*c*p*r^2+50704*a^3*b^2*c*p*r*x-82464 *a^3*b^2*c*p*x^2+80*a^3*b^2*c*q^2*r+4320*a^3*b^2*c*q^2*x+736*a^3*b^2*c*q*r^2+ 22800*a^3*b^2*c*q*r*x-40704*a^3*b^2*c*q*x^2+1888*a^3*b^2*c*r^3+26648*a^3*b^2*c* r^2*x-96528*a^3*b^2*c*r*x^2-19840*a^3*b^2*c*x^3+416*a^3*b^2*g*p^2*r+5152*a^3*b^ 2*g*p^2*x+4096*a^3*b^2*g*p*q*x+832*a^3*b^2*g*p*r^2+12552*a^3*b^2*g*p*r*x-3984*a ^3*b^2*g*p*x^2+384*a^3*b^2*g*q^2*x+3264*a^3*b^2*g*q*r*x+336*a^3*b^2*g*q*x^2+416 *a^3*b^2*g*r^3+9352*a^3*b^2*g*r^2*x+2480*a^3*b^2*g*r*x^2-8640*a^3*b^2*g*x^3+480 *a^3*b^2*p^3*r+5856*a^3*b^2*p^3*x+360*a^3*b^2*p^2*q*r+9600*a^3*b^2*p^2*q*x+1440 *a^3*b^2*p^2*r^2+15008*a^3*b^2*p^2*r*x-25920*a^3*b^2*p^2*x^2+4032*a^3*b^2*p*q^2 *x+720*a^3*b^2*p*q*r^2+17728*a^3*b^2*p*q*r*x-31920*a^3*b^2*p*q*x^2+1440*a^3*b^2 *p*r^3+11840*a^3*b^2*p*r^2*x-69112*a^3*b^2*p*r*x^2-8000*a^3*b^2*p*x^3+288*a^3*b ^2*q^3*x+3240*a^3*b^2*q^2*r*x-6000*a^3*b^2*q^2*x^2+360*a^3*b^2*q*r^3+10984*a^3* b^2*q*r^2*x-34232*a^3*b^2*q*r*x^2-8000*a^3*b^2*q*x^3+480*a^3*b^2*r^4+2688*a^3*b ^2*r^3*x-64080*a^3*b^2*r^2*x^2-13760*a^3*b^2*r*x^3+1696*a^3*b*c^4*r+32640*a^3*b *c^4*x+1376*a^3*b*c^3*g*r+26880*a^3*b*c^3*g*x+4784*a^3*b*c^3*p*r+96384*a^3*b*c^ 3*p*x+1648*a^3*b*c^3*q*r+42496*a^3*b*c^3*q*x+4784*a^3*b*c^3*r^2+78112*a^3*b*c^3 *r*x-188928*a^3*b*c^3*x^2+264*a^3*b*c^2*g^2*r+5280*a^3*b*c^2*g^2*x+3176*a^3*b*c ^2*g*p*r+64288*a^3*b*c^2*g*p*x+912*a^3*b*c^2*g*q*r+25632*a^3*b*c^2*g*q*x+3176*a ^3*b*c^2*g*r^2+57728*a^3*b*c^2*g*r*x-84000*a^3*b*c^2*g*x^2+5624*a^3*b*c^2*p^2*r +94208*a^3*b*c^2*p^2*x+3200*a^3*b*c^2*p*q*r+99392*a^3*b*c^2*p*q*x+11248*a^3*b*c ^2*p*r^2+152176*a^3*b*c^2*p*r*x-362928*a^3*b*c^2*p*x^2+472*a^3*b*c^2*q^2*r+ 19264*a^3*b*c^2*q^2*x+3200*a^3*b*c^2*q*r^2+81696*a^3*b*c^2*q*r*x-215280*a^3*b*c ^2*q*x^2+5624*a^3*b*c^2*r^3+69200*a^3*b*c^2*r^2*x-428744*a^3*b*c^2*r*x^2+25984* a^3*b*c^2*x^3+508*a^3*b*c*g^2*p*r+10064*a^3*b*c*g^2*p*x+80*a^3*b*c*g^2*q*r+3120 *a^3*b*c*g^2*q*x+508*a^3*b*c*g^2*r^2+10608*a^3*b*c*g^2*r*x-1344*a^3*b*c*g^2*x^2 +2904*a^3*b*c*g*p^2*r+44656*a^3*b*c*g*p^2*x+1088*a^3*b*c*g*p*q*r+43936*a^3*b*c* g*p*q*x+5808*a^3*b*c*g*p*r^2+83328*a^3*b*c*g*p*r*x-123408*a^3*b*c*g*p*x^2+136*a ^3*b*c*g*q^2*r+7280*a^3*b*c*g*q^2*x+1088*a^3*b*c*g*q*r^2+38336*a^3*b*c*g*q*r*x-\ 61584*a^3*b*c*g*q*x^2+2904*a^3*b*c*g*r^3+47684*a^3*b*c*g*r^2*x-142776*a^3*b*c*g *r*x^2-29056*a^3*b*c*g*x^3+2712*a^3*b*c*p^3*r+37616*a^3*b*c*p^3*x+2716*a^3*b*c* p^2*q*r+66704*a^3*b*c*p^2*q*x+8136*a^3*b*c*p^2*r^2+85472*a^3*b*c*p^2*r*x-212544 *a^3*b*c*p^2*x^2+488*a^3*b*c*p*q^2*r+32592*a^3*b*c*p*q^2*x+5432*a^3*b*c*p*q*r^2 +110576*a^3*b*c*p*q*r*x-290304*a^3*b*c*p*q*x^2+8136*a^3*b*c*p*r^3+55944*a^3*b*c *p*r^2*x-520480*a^3*b*c*p*r*x^2+32896*a^3*b*c*p*x^3+36*a^3*b*c*q^3*r+3504*a^3*b *c*q^3*x+488*a^3*b*c*q^2*r^2+27376*a^3*b*c*q^2*r*x-77760*a^3*b*c*q^2*x^2+2716*a ^3*b*c*q*r^3+56792*a^3*b*c*q*r^2*x-336192*a^3*b*c*q*r*x^2+32896*a^3*b*c*q*x^3+ 2712*a^3*b*c*r^4+8088*a^3*b*c*r^3*x-384744*a^3*b*c*r^2*x^2+87856*a^3*b*c*r*x^3+ 340*a^3*b*g^2*p^2*r+4128*a^3*b*g^2*p^2*x+3424*a^3*b*g^2*p*q*x+680*a^3*b*g^2*p*r ^2+10348*a^3*b*g^2*p*r*x-2712*a^3*b*g^2*p*x^2+352*a^3*b*g^2*q^2*x+2908*a^3*b*g^ 2*q*r*x+456*a^3*b*g^2*q*x^2+340*a^3*b*g^2*r^3+7996*a^3*b*g^2*r^2*x+2692*a^3*b*g ^2*r*x^2-6336*a^3*b*g^2*x^3+780*a^3*b*g*p^3*r+9408*a^3*b*g*p^3*x+604*a^3*b*g*p^ 2*q*r+15856*a^3*b*g*p^2*q*x+2340*a^3*b*g*p^2*r^2+24716*a^3*b*g*p^2*r*x-39720*a^ 3*b*g*p^2*x^2+7008*a^3*b*g*p*q^2*x+1208*a^3*b*g*p*q*r^2+29912*a^3*b*g*p*q*r*x-\ 49968*a^3*b*g*p*q*x^2+2340*a^3*b*g*p*r^3+20836*a^3*b*g*p*r^2*x-106296*a^3*b*g*p *r*x^2-11648*a^3*b*g*p*x^3+560*a^3*b*g*q^3*x+5916*a^3*b*g*q^2*r*x-10248*a^3*b*g *q^2*x^2+604*a^3*b*g*q*r^3+19244*a^3*b*g*q*r^2*x-54648*a^3*b*g*q*r*x^2-11648*a^ 3*b*g*q*x^3+780*a^3*b*g*r^4+5528*a^3*b*g*r^3*x-101332*a^3*b*g*r^2*x^2-20224*a^3 *b*g*r*x^3+440*a^3*b*p^4*r+5280*a^3*b*p^4*x+704*a^3*b*p^3*q*r+13520*a^3*b*p^3*q *x+1760*a^3*b*p^3*r^2+14596*a^3*b*p^3*r*x-39228*a^3*b*p^3*x^2+264*a^3*b*p^2*q^2 *r+11408*a^3*b*p^2*q^2*x+2112*a^3*b*p^2*q*r^2+31312*a^3*b*p^2*q*r*x-87108*a^3*b *p^2*q*x^2+2640*a^3*b*p^2*r^3+8598*a^3*b*p^2*r^2*x-144866*a^3*b*p^2*r*x^2+9760* a^3*b*p^2*x^3+3376*a^3*b*p*q^3*x+528*a^3*b*p*q^2*r^2+19636*a^3*b*p*q^2*r*x-\ 56532*a^3*b*p*q^2*x^2+2112*a^3*b*p*q*r^3+23848*a^3*b*p*q*r^2*x-209300*a^3*b*p*q *r*x^2+19520*a^3*b*p*q*x^3+1760*a^3*b*p*r^4-5472*a^3*b*p*r^3*x-195396*a^3*b*p*r ^2*x^2+50264*a^3*b*p*r*x^3+208*a^3*b*q^4*x+2920*a^3*b*q^3*r*x-8652*a^3*b*q^3*x^ 2+264*a^3*b*q^2*r^3+11386*a^3*b*q^2*r^2*x-64434*a^3*b*q^2*r*x^2+9760*a^3*b*q^2* x^3+704*a^3*b*q*r^4+6056*a^3*b*q*r^3*x-154180*a^3*b*q*r^2*x^2+50264*a^3*b*q*r*x ^3+440*a^3*b*r^5-4754*a^3*b*r^4*x-86764*a^3*b*r^3*x^2+78200*a^3*b*r^2*x^3+928*a ^3*c^5*r+18560*a^3*c^5*x+1152*a^3*c^4*g*r+23488*a^3*c^4*g*x+3104*a^3*c^4*p*r+ 68224*a^3*c^4*p*x+1232*a^3*c^4*q*r+31680*a^3*c^4*q*x+3104*a^3*c^4*r^2+53744*a^3 *c^4*r*x-154752*a^3*c^4*x^2+456*a^3*c^3*g^2*r+9568*a^3*c^3*g^2*x+3208*a^3*c^3*g *p*r+71968*a^3*c^3*g*p*x+1184*a^3*c^3*g*q*r+31840*a^3*c^3*g*q*x+3208*a^3*c^3*g* r^2+60336*a^3*c^3*g*r*x-135360*a^3*c^3*g*x^2+4808*a^3*c^3*p^2*r+87904*a^3*c^3*p ^2*x+3168*a^3*c^3*p*q*r+97152*a^3*c^3*p*q*x+9616*a^3*c^3*p*r^2+135808*a^3*c^3*p *r*x-382512*a^3*c^3*p*x^2+552*a^3*c^3*q^2*r+20576*a^3*c^3*q^2*x+3168*a^3*c^3*q* r^2+78608*a^3*c^3*q*r*x-243888*a^3*c^3*q*x^2+4808*a^3*c^3*r^3+58904*a^3*c^3*r^2 *x-442168*a^3*c^3*r*x^2+79040*a^3*c^3*x^3+56*a^3*c^2*g^3*r+1232*a^3*c^2*g^3*x+ 1052*a^3*c^2*g^2*p*r+23904*a^3*c^2*g^2*p*x+320*a^3*c^2*g^2*q*r+9552*a^3*c^2*g^2 *q*x+1052*a^3*c^2*g^2*r^2+22020*a^3*c^2*g^2*r*x-29304*a^3*c^2*g^2*x^2+4052*a^3* c^2*g*p^2*r+71760*a^3*c^2*g*p^2*x+2256*a^3*c^2*g*p*q*r+76832*a^3*c^2*g*p*q*x+ 8104*a^3*c^2*g*p*r^2+119956*a^3*c^2*g*p*r*x-266808*a^3*c^2*g*p*x^2+368*a^3*c^2* g*q^2*r+15216*a^3*c^2*g*q^2*x+2256*a^3*c^2*g*q*r^2+65224*a^3*c^2*g*q*r*x-159696 *a^3*c^2*g*q*x^2+4052*a^3*c^2*g*r^3+59980*a^3*c^2*g*r^2*x-314612*a^3*c^2*g*r*x^ 2+20448*a^3*c^2*g*x^3+3440*a^3*c^2*p^3*r+51920*a^3*c^2*p^3*x+3892*a^3*c^2*p^2*q *r+95824*a^3*c^2*p^2*q*x+10320*a^3*c^2*p^2*r^2+112200*a^3*c^2*p^2*r*x-326208*a^ 3*c^2*p^2*x^2+984*a^3*c^2*p*q^2*r+50192*a^3*c^2*p*q^2*x+7784*a^3*c^2*p*q*r^2+ 151528*a^3*c^2*p*q*r*x-466512*a^3*c^2*p*q*x^2+10320*a^3*c^2*p*r^3+68628*a^3*c^2 *p*r^2*x-761136*a^3*c^2*p*r*x^2+119648*a^3*c^2*p*x^3+92*a^3*c^2*q^3*r+6288*a^3* c^2*q^3*x+984*a^3*c^2*q^2*r^2+41984*a^3*c^2*q^2*r*x-140304*a^3*c^2*q^2*x^2+3892 *a^3*c^2*q*r^3+71744*a^3*c^2*q*r^2*x-535440*a^3*c^2*q*r*x^2+119648*a^3*c^2*q*x^ 3+3440*a^3*c^2*r^4+8348*a^3*c^2*r^3*x-508468*a^3*c^2*r^2*x^2+240524*a^3*c^2*r*x ^3+112*a^3*c*g^3*p*r+2488*a^3*c*g^3*p*x+18*a^3*c*g^3*q*r+776*a^3*c*g^3*q*x+112* a^3*c*g^3*r^2+2644*a^3*c*g^3*r*x-156*a^3*c*g^3*x^2+1066*a^3*c*g^2*p^2*r+17000*a ^3*c*g^2*p^2*x+376*a^3*c*g^2*p*q*r+17024*a^3*c*g^2*p*q*x+2132*a^3*c*g^2*p*r^2+ 32652*a^3*c*g^2*p*r*x-44940*a^3*c*g^2*p*x^2+52*a^3*c*g^2*q^2*r+2896*a^3*c*g^2*q ^2*x+376*a^3*c*g^2*q*r^2+15304*a^3*c*g^2*q*r*x-22584*a^3*c*g^2*q*x^2+1066*a^3*c *g^2*r^3+19850*a^3*c*g^2*r^2*x-51534*a^3*c*g^2*r*x^2-10384*a^3*c*g^2*x^3+2052*a ^3*c*g*p^3*r+28952*a^3*c*g*p^3*x+2066*a^3*c*g*p^2*q*r+52232*a^3*c*g*p^2*q*x+ 6156*a^3*c*g*p^2*r^2+67606*a^3*c*g*p^2*r*x-158208*a^3*c*g*p^2*x^2+368*a^3*c*g*p *q^2*r+26256*a^3*c*g*p*q^2*x+4132*a^3*c*g*p*q*r^2+88772*a^3*c*g*p*q*r*x-218808* a^3*c*g*p*q*x^2+6156*a^3*c*g*p*r^3+48716*a^3*c*g*p*r^2*x-387884*a^3*c*g*p*r*x^2 +25480*a^3*c*g*p*x^3+32*a^3*c*g*q^3*r+2976*a^3*c*g*q^3*x+368*a^3*c*g*q^2*r^2+ 22720*a^3*c*g*q^2*r*x-60600*a^3*c*g*q^2*x^2+2066*a^3*c*g*q*r^3+48244*a^3*c*g*q* r^2*x-254620*a^3*c*g*q*r*x^2+25480*a^3*c*g*q*x^3+2052*a^3*c*g*r^4+10062*a^3*c*g *r^3*x-292272*a^3*c*g*r^2*x^2+65882*a^3*c*g*r*x^3+1098*a^3*c*p^4*r+14376*a^3*c* p^4*x+1936*a^3*c*p^3*q*r+38096*a^3*c*p^3*q*x+4392*a^3*c*p^3*r^2+37868*a^3*c*p^3 *r*x-117204*a^3*c*p^3*x^2+922*a^3*c*p^2*q^2*r+33960*a^3*c*p^2*q^2*x+5808*a^3*c* p^2*q*r^2+83520*a^3*c*p^2*q*r*x-269052*a^3*c*p^2*q*x^2+6588*a^3*c*p^2*r^3+20300 *a^3*c*p^2*r^2*x-407302*a^3*c*p^2*r*x^2+59976*a^3*c*p^2*x^3+88*a^3*c*p*q^3*r+ 11136*a^3*c*p*q^3*x+1844*a^3*c*p*q^2*r^2+55352*a^3*c*p*q^2*r*x-186492*a^3*c*p*q ^2*x^2+5808*a^3*c*p*q*r^3+57100*a^3*c*p*q*r^2*x-620284*a^3*c*p*q*r*x^2+119952*a ^3*c*p*q*x^3+4392*a^3*c*p*r^4-15500*a^3*c*p*r^3*x-500752*a^3*c*p*r^2*x^2+237616 *a^3*c*p*r*x^3+4*a^3*c*q^4*r+896*a^3*c*q^4*x+88*a^3*c*q^3*r^2+9700*a^3*c*q^3*r* x-34644*a^3*c*q^3*x^2+922*a^3*c*q^2*r^3+28678*a^3*c*q^2*r^2*x-212982*a^3*c*q^2* r*x^2+59976*a^3*c*q^2*x^3+1936*a^3*c*q*r^4+11676*a^3*c*q*r^3*x-411276*a^3*c*q*r ^2*x^2+237616*a^3*c*q*r*x^3+1098*a^3*c*r^5-12308*a^3*c*r^4*x-205132*a^3*c*r^3*x ^2+244680*a^3*c*r^2*x^3+88*a^3*g^3*p^2*r+1056*a^3*g^3*p^2*x+904*a^3*g^3*p*q*x+ 176*a^3*g^3*p*r^2+2703*a^3*g^3*p*r*x-606*a^3*g^3*p*x^2+100*a^3*g^3*q^2*x+804*a^ 3*g^3*q*r*x+150*a^3*g^3*q*x^2+88*a^3*g^3*r^3+2143*a^3*g^3*r^2*x+814*a^3*g^3*r*x ^2-1512*a^3*g^3*x^3+302*a^3*g^2*p^3*r+3624*a^3*g^2*p^3*x+239*a^3*g^2*p^2*q*r+ 6236*a^3*g^2*p^2*q*x+906*a^3*g^2*p^2*r^2+9708*a^3*g^2*p^2*r*x-14748*a^3*g^2*p^2 *x^2+2860*a^3*g^2*p*q^2*x+478*a^3*g^2*p*q*r^2+11976*a^3*g^2*p*q*r*x-18846*a^3*g ^2*p*q*x^2+906*a^3*g^2*p*r^3+8586*a^3*g^2*p*r^2*x-39607*a^3*g^2*p*r*x^2-4136*a^ 3*g^2*p*x^3+248*a^3*g^2*q^3*x+2509*a^3*g^2*q^2*r*x-4098*a^3*g^2*q^2*x^2+239*a^3 *g^2*q*r^3+7915*a^3*g^2*q*r^2*x-20927*a^3*g^2*q*r*x^2-4136*a^3*g^2*q*x^3+302*a^ 3*g^2*r^4+2502*a^3*g^2*r^3*x-38560*a^3*g^2*r^2*x^2-7256*a^3*g^2*r*x^3+340*a^3*g *p^4*r+4080*a^3*g*p^4*x+554*a^3*g*p^3*q*r+10624*a^3*g*p^3*q*x+1360*a^3*g*p^3*r^ 2+11499*a^3*g*p^3*r*x-29382*a^3*g*p^3*x^2+214*a^3*g*p^2*q^2*r+9204*a^3*g*p^2*q^ 2*x+1662*a^3*g*p^2*q*r^2+25000*a^3*g*p^2*q*r*x-66048*a^3*g*p^2*q*x^2+2040*a^3*g *p^2*r^3+7588*a^3*g*p^2*r^2*x-108625*a^3*g*p^2*r*x^2+7484*a^3*g*p^2*x^3+2856*a^ 3*g*p*q^3*x+428*a^3*g*p*q^2*r^2+16043*a^3*g*p*q^2*r*x-43950*a^3*g*p*q^2*x^2+ 1662*a^3*g*p*q*r^3+19925*a^3*g*p*q*r^2*x-159258*a^3*g*p*q*r*x^2+14968*a^3*g*p*q *x^3+1360*a^3*g*p*r^4-3001*a^3*g*p*r^3*x-148127*a^3*g*p*r^2*x^2+37559*a^3*g*p*r *x^3+196*a^3*g*q^4*x+2542*a^3*g*q^3*r*x-7284*a^3*g*q^3*x^2+214*a^3*g*q^2*r^3+ 9526*a^3*g*q^2*r^2*x-50633*a^3*g*q^2*r*x^2+7484*a^3*g*q^2*x^3+554*a^3*g*q*r^4+ 5549*a^3*g*q*r^3*x-118683*a^3*g*q*r^2*x^2+37559*a^3*g*q*r*x^3+340*a^3*g*r^5-\ 3170*a^3*g*r^4*x-66536*a^3*g*r^3*x^2+57909*a^3*g*r^2*x^3+126*a^3*p^5*r+1512*a^3 *p^5*x+315*a^3*p^4*q*r+5292*a^3*p^4*q*x+630*a^3*p^4*r^2+4510*a^3*p^4*r*x-15192* a^3*p^4*x^2+252*a^3*p^3*q^2*r+6852*a^3*p^3*q^2*x+1260*a^3*p^3*q*r^2+14028*a^3*p ^3*q*r*x-48636*a^3*p^3*q*x^2+1260*a^3*p^3*r^3+907*a^3*p^3*r^2*x-69164*a^3*p^3*r *x^2+9956*a^3*p^3*x^3+63*a^3*p^2*q^3*r+3924*a^3*p^2*q^3*x+756*a^3*p^2*q^2*r^2+ 15347*a^3*p^2*q^2*r*x-54756*a^3*p^2*q^2*x^2+1890*a^3*p^2*q*r^3+8927*a^3*p^2*q*r ^2*x-166140*a^3*p^2*q*r*x^2+29868*a^3*p^2*q*x^3+1260*a^3*p^2*r^4-9219*a^3*p^2*r ^3*x-118562*a^3*p^2*r^2*x^2+58259*a^3*p^2*r*x^3+900*a^3*p*q^4*x+126*a^3*p*q^3*r ^2+6650*a^3*p*q^3*r*x-24372*a^3*p*q^3*x^2+756*a^3*p*q^2*r^3+11774*a^3*p*q^2*r^2 *x-124788*a^3*p*q^2*r*x^2+29868*a^3*p*q^2*x^3+1260*a^3*p*q*r^4-3062*a^3*p*q*r^3 *x-200782*a^3*p*q*r^2*x^2+116518*a^3*p*q*r*x^3+630*a^3*p*r^5-10679*a^3*p*r^4*x-\ 85960*a^3*p*r^3*x^2+113530*a^3*p*r^2*x^3+48*a^3*q^5*x+821*a^3*q^4*r*x-3060*a^3* q^4*x^2+63*a^3*q^3*r^3+3754*a^3*q^3*r^2*x-27812*a^3*q^3*r*x^2+9956*a^3*q^3*x^3+ 252*a^3*q^2*r^4+3279*a^3*q^2*r^3*x-82220*a^3*q^2*r^2*x^2+58259*a^3*q^2*r*x^3+ 315*a^3*q*r^5-3253*a^3*q*r^4*x-82024*a^3*q*r^3*x^2+113530*a^3*q*r^2*x^3+126*a^3 *r^6-3551*a^3*r^5*x-21370*a^3*r^4*x^2+64861*a^3*r^3*x^3+128*a^2*b^4*c^2*r+2432* a^2*b^4*c^2*x+208*a^2*b^4*c*p*r+3456*a^2*b^4*c*p*x+16*a^2*b^4*c*q*r+896*a^2*b^4 *c*q*x+208*a^2*b^4*c*r^2+3328*a^2*b^4*c*r*x-2400*a^2*b^4*c*x^2+80*a^2*b^4*p^2*r +1152*a^2*b^4*p^2*x+704*a^2*b^4*p*q*x+160*a^2*b^4*p*r^2+2440*a^2*b^4*p*r*x-1680 *a^2*b^4*p*x^2+32*a^2*b^4*q^2*x+400*a^2*b^4*q*r*x-240*a^2*b^4*q*x^2+80*a^2*b^4* r^3+1448*a^2*b^4*r^2*x-640*a^2*b^4*r*x^2-2880*a^2*b^4*x^3+928*a^2*b^3*c^3*r+ 17536*a^2*b^3*c^3*x+400*a^2*b^3*c^2*g*r+7360*a^2*b^3*c^2*g*x+2112*a^2*b^3*c^2*p *r+36096*a^2*b^3*c^2*p*x+416*a^2*b^3*c^2*q*r+13312*a^2*b^3*c^2*q*x+2112*a^2*b^3 *c^2*r^2+28736*a^2*b^3*c^2*r*x-63936*a^2*b^3*c^2*x^2+688*a^2*b^3*c*g*p*r+11328* a^2*b^3*c*g*p*x+64*a^2*b^3*c*g*q*r+3136*a^2*b^3*c*g*q*x+688*a^2*b^3*c*g*r^2+ 11312*a^2*b^3*c*g*r*x-5664*a^2*b^3*c*g*x^2+1552*a^2*b^3*c*p^2*r+22944*a^2*b^3*c *p^2*x+576*a^2*b^3*c*p*q*r+20160*a^2*b^3*c*p*q*x+3104*a^2*b^3*c*p*r^2+37360*a^2 *b^3*c*p*r*x-80256*a^2*b^3*c*p*x^2+32*a^2*b^3*c*q^2*r+2656*a^2*b^3*c*q^2*x+576* a^2*b^3*c*q*r^2+15824*a^2*b^3*c*q*r*x-38496*a^2*b^3*c*q*x^2+1552*a^2*b^3*c*r^3+ 14648*a^2*b^3*c*r^2*x-96912*a^2*b^3*c*r*x^2-19840*a^2*b^3*c*x^3+304*a^2*b^3*g*p ^2*r+4032*a^2*b^3*g*p^2*x+2752*a^2*b^3*g*p*q*x+608*a^2*b^3*g*p*r^2+9080*a^2*b^3 *g*p*r*x-4656*a^2*b^3*g*p*x^2+160*a^2*b^3*g*q^2*x+1808*a^2*b^3*g*q*r*x-336*a^2* b^3*g*q*x^2+304*a^2*b^3*g*r^3+5992*a^2*b^3*g*r^2*x-320*a^2*b^3*g*r*x^2-8640*a^2 *b^3*g*x^3+360*a^2*b^3*p^3*r+4608*a^2*b^3*p^3*x+240*a^2*b^3*p^2*q*r+6912*a^2*b^ 3*p^2*q*x+1080*a^2*b^3*p^2*r^2+10936*a^2*b^3*p^2*r*x-23760*a^2*b^3*p^2*x^2+2400 *a^2*b^3*p*q^2*x+480*a^2*b^3*p*q*r^2+12080*a^2*b^3*p*q*r*x-27600*a^2*b^3*p*q*x^ 2+1080*a^2*b^3*p*r^3+6712*a^2*b^3*p*r^2*x-62968*a^2*b^3*p*r*x^2-8000*a^2*b^3*p* x^3+96*a^2*b^3*q^3*x+1664*a^2*b^3*q^2*r*x-3840*a^2*b^3*q^2*x^2+240*a^2*b^3*q*r^ 3+6608*a^2*b^3*q*r^2*x-28088*a^2*b^3*q*r*x^2-8000*a^2*b^3*q*x^3+360*a^2*b^3*r^4 +384*a^2*b^3*r^3*x-54120*a^2*b^3*r^2*x^2-13760*a^2*b^3*r*x^3+2464*a^2*b^2*c^4*r +46720*a^2*b^2*c^4*x+2096*a^2*b^2*c^3*g*r+39488*a^2*b^2*c^3*g*x+7088*a^2*b^2*c^ 3*p*r+127360*a^2*b^2*c^3*p*x+1936*a^2*b^2*c^3*q*r+53632*a^2*b^2*c^3*q*x+7088*a^ 2*b^2*c^3*r^2+93664*a^2*b^2*c^3*r*x-290304*a^2*b^2*c^3*x^2+432*a^2*b^2*c^2*g^2* r+8064*a^2*b^2*c^2*g^2*x+4848*a^2*b^2*c^2*g*p*r+85312*a^2*b^2*c^2*g*p*x+1056*a^ 2*b^2*c^2*g*q*r+32320*a^2*b^2*c^2*g*q*x+4848*a^2*b^2*c^2*g*r^2+71208*a^2*b^2*c^ 2*g*r*x-136800*a^2*b^2*c^2*g*x^2+7552*a^2*b^2*c^2*p^2*r+119008*a^2*b^2*c^2*p^2* x+4128*a^2*b^2*c^2*p*q*r+118400*a^2*b^2*c^2*p*q*x+15104*a^2*b^2*c^2*p*r^2+ 173968*a^2*b^2*c^2*p*r*x-522576*a^2*b^2*c^2*p*x^2+416*a^2*b^2*c^2*q^2*r+20512*a ^2*b^2*c^2*q^2*x+4128*a^2*b^2*c^2*q*r^2+90112*a^2*b^2*c^2*q*r*x-301104*a^2*b^2* c^2*q*x^2+7552*a^2*b^2*c^2*r^3+55640*a^2*b^2*c^2*r^2*x-620424*a^2*b^2*c^2*r*x^2 +38976*a^2*b^2*c^2*x^3+784*a^2*b^2*c*g^2*p*r+13312*a^2*b^2*c*g^2*p*x+80*a^2*b^2 *c*g^2*q*r+3808*a^2*b^2*c*g^2*q*x+784*a^2*b^2*c*g^2*r^2+13620*a^2*b^2*c*g^2*r*x -4752*a^2*b^2*c*g^2*x^2+3800*a^2*b^2*c*g*p^2*r+55968*a^2*b^2*c*g*p^2*x+1432*a^2 *b^2*c*g*p*q*r+51264*a^2*b^2*c*g*p*q*x+7600*a^2*b^2*c*g*p*r^2+95968*a^2*b^2*c*g *p*r*x-181008*a^2*b^2*c*g*p*x^2+104*a^2*b^2*c*g*q^2*r+7296*a^2*b^2*c*g*q^2*x+ 1432*a^2*b^2*c*g*q*r^2+41656*a^2*b^2*c*g*q*r*x-88272*a^2*b^2*c*g*q*x^2+3800*a^2 *b^2*c*g*r^3+44368*a^2*b^2*c*g*r^2*x-215352*a^2*b^2*c*g*r*x^2-43584*a^2*b^2*c*g *x^3+3372*a^2*b^2*c*p^3*r+46368*a^2*b^2*c*p^3*x+3212*a^2*b^2*c*p^2*q*r+77568*a^ 2*b^2*c*p^2*q*x+10116*a^2*b^2*c*p^2*r^2+96804*a^2*b^2*c*p^2*r*x-295344*a^2*b^2* c*p^2*x^2+532*a^2*b^2*c*p*q^2*r+34080*a^2*b^2*c*p*q^2*x+6424*a^2*b^2*c*p*q*r^2+ 120168*a^2*b^2*c*p*q*r*x-388512*a^2*b^2*c*p*q*x^2+10116*a^2*b^2*c*p*r^3+43220*a ^2*b^2*c*p*r^2*x-719616*a^2*b^2*c*p*r*x^2+49344*a^2*b^2*c*p*x^3+20*a^2*b^2*c*q^ 3*r+2880*a^2*b^2*c*q^3*x+532*a^2*b^2*c*q^2*r^2+26772*a^2*b^2*c*q^2*r*x-93168*a^ 2*b^2*c*q^2*x^2+3212*a^2*b^2*c*q*r^3+51164*a^2*b^2*c*q*r^2*x-443184*a^2*b^2*c*q *r*x^2+49344*a^2*b^2*c*q*x^3+3372*a^2*b^2*c*r^4-7216*a^2*b^2*c*r^3*x-502200*a^2 *b^2*c*r^2*x^2+131784*a^2*b^2*c*r*x^3+396*a^2*b^2*g^2*p^2*r+5000*a^2*b^2*g^2*p^ 2*x+3664*a^2*b^2*g^2*p*q*x+792*a^2*b^2*g^2*p*r^2+11760*a^2*b^2*g^2*p*r*x-4752*a ^2*b^2*g^2*p*x^2+248*a^2*b^2*g^2*q^2*x+2652*a^2*b^2*g^2*q*r*x+396*a^2*b^2*g^2*r ^3+8284*a^2*b^2*g^2*r^2*x+1188*a^2*b^2*g^2*r*x^2-9504*a^2*b^2*g^2*x^3+924*a^2*b ^2*g*p^3*r+11440*a^2*b^2*g*p^3*x+660*a^2*b^2*g*p^2*q*r+17952*a^2*b^2*g*p^2*q*x+ 2772*a^2*b^2*g*p^2*r^2+28140*a^2*b^2*g*p^2*r*x-55224*a^2*b^2*g*p^2*x^2+6864*a^2 *b^2*g*p*q^2*x+1320*a^2*b^2*g*p*q*r^2+32184*a^2*b^2*g*p*q*r*x-66240*a^2*b^2*g*p *q*x^2+2772*a^2*b^2*g*p*r^3+19660*a^2*b^2*g*p*r^2*x-146952*a^2*b^2*g*p*r*x^2-\ 17472*a^2*b^2*g*p*x^3+352*a^2*b^2*g*q^3*x+5124*a^2*b^2*g*q^2*r*x-11016*a^2*b^2* g*q^2*x^2+660*a^2*b^2*g*q*r^3+18892*a^2*b^2*g*q*r^2*x-69480*a^2*b^2*g*q*r*x^2-\ 17472*a^2*b^2*g*q*x^3+924*a^2*b^2*g*r^4+2960*a^2*b^2*g*r^3*x-131652*a^2*b^2*g*r ^2*x^2-30336*a^2*b^2*g*r*x^3+528*a^2*b^2*p^4*r+6440*a^2*b^2*p^4*x+792*a^2*b^2*p ^3*q*r+15632*a^2*b^2*p^3*q*x+2112*a^2*b^2*p^3*r^2+16664*a^2*b^2*p^3*r*x-53388*a ^2*b^2*p^3*x^2+264*a^2*b^2*p^2*q^2*r+12048*a^2*b^2*p^2*q^2*x+2376*a^2*b^2*p^2*q *r^2+34464*a^2*b^2*p^2*q*r*x-114300*a^2*b^2*p^2*q*x^2+3168*a^2*b^2*p^2*r^3+5734 *a^2*b^2*p^2*r^2*x-195882*a^2*b^2*p^2*r*x^2+14640*a^2*b^2*p^2*x^3+2960*a^2*b^2* p*q^3*x+528*a^2*b^2*p*q^2*r^2+20136*a^2*b^2*p*q^2*r*x-68436*a^2*b^2*p*q^2*x^2+ 2376*a^2*b^2*p*q*r^3+22340*a^2*b^2*p*q*r^2*x-271116*a^2*b^2*p*q*r*x^2+29280*a^2 *b^2*p*q*x^3+2112*a^2*b^2*p*r^4-12764*a^2*b^2*p*r^3*x-254688*a^2*b^2*p*r^2*x^2+ 75396*a^2*b^2*p*r*x^3+104*a^2*b^2*q^4*x+2336*a^2*b^2*q^3*r*x-7524*a^2*b^2*q^3*x ^2+264*a^2*b^2*q^2*r^3+10810*a^2*b^2*q^2*r^2*x-75234*a^2*b^2*q^2*r*x^2+14640*a^ 2*b^2*q^2*x^3+792*a^2*b^2*q*r^4+3508*a^2*b^2*q*r^3*x-192864*a^2*b^2*q*r^2*x^2+ 75396*a^2*b^2*q*r*x^3+528*a^2*b^2*r^5-8274*a^2*b^2*r^4*x-108612*a^2*b^2*r^3*x^2 +117300*a^2*b^2*r^2*x^3+2784*a^2*b*c^5*r+53376*a^2*b*c^5*x+3568*a^2*b*c^4*g*r+ 68608*a^2*b*c^4*g*x+9648*a^2*b*c^4*p*r+183104*a^2*b*c^4*p*x+3136*a^2*b*c^4*q*r+ 82240*a^2*b*c^4*q*x+9648*a^2*b*c^4*r^2+131152*a^2*b*c^4*r*x-466368*a^2*b*c^4*x^ 2+1480*a^2*b*c^3*g^2*r+28576*a^2*b*c^3*g^2*x+10280*a^2*b*c^3*g*p*r+193824*a^2*b *c^3*g*p*x+3024*a^2*b*c^3*g*q*r+82848*a^2*b*c^3*g*q*x+10280*a^2*b*c^3*g*r^2+ 149472*a^2*b*c^3*g*r*x-417408*a^2*b*c^3*g*x^2+13592*a^2*b*c^3*p^2*r+227232*a^2* b*c^3*p^2*x+8704*a^2*b*c^3*p*q*r+240256*a^2*b*c^3*p*q*x+27184*a^2*b*c^3*p*r^2+ 319168*a^2*b*c^3*p*r*x-1099824*a^2*b*c^3*p*x^2+1144*a^2*b*c^3*q^2*r+47008*a^2*b *c^3*q^2*x+8704*a^2*b*c^3*q*r^2+179472*a^2*b*c^3*q*r*x-683952*a^2*b*c^3*q*x^2+ 13592*a^2*b*c^3*r^3+97896*a^2*b*c^3*r^2*x-1268584*a^2*b*c^3*r*x^2+237120*a^2*b* c^3*x^3+196*a^2*b*c^2*g^3*r+3808*a^2*b*c^2*g^3*x+3476*a^2*b*c^2*g^2*p*r+64496*a ^2*b*c^2*g^2*p*x+808*a^2*b*c^2*g^2*q*r+24752*a^2*b*c^2*g^2*q*x+3476*a^2*b*c^2*g ^2*r^2+55848*a^2*b*c^2*g^2*r*x-95448*a^2*b*c^2*g^2*x^2+11456*a^2*b*c^2*g*p^2*r+ 185072*a^2*b*c^2*g*p^2*x+6336*a^2*b*c^2*g*p*q*r+188704*a^2*b*c^2*g*p*q*x+22912* a^2*b*c^2*g*p*r^2+283492*a^2*b*c^2*g*p*r*x-773520*a^2*b*c^2*g*p*x^2+732*a^2*b*c ^2*g*q^2*r+34064*a^2*b*c^2*g*q^2*x+6336*a^2*b*c^2*g*q*r^2+148856*a^2*b*c^2*g*q* r*x-452184*a^2*b*c^2*g*q*x^2+11456*a^2*b*c^2*g*r^3+109092*a^2*b*c^2*g*r^2*x-\ 915500*a^2*b*c^2*g*r*x^2+61344*a^2*b*c^2*g*x^3+9016*a^2*b*c^2*p^3*r+131488*a^2* b*c^2*p^3*x+9904*a^2*b*c^2*p^2*q*r+232192*a^2*b*c^2*p^2*q*x+27048*a^2*b*c^2*p^2 *r^2+261296*a^2*b*c^2*p^2*r*x-913920*a^2*b*c^2*p^2*x^2+2352*a^2*b*c^2*p*q^2*r+ 112832*a^2*b*c^2*p*q^2*x+19808*a^2*b*c^2*p*q*r^2+341816*a^2*b*c^2*p*q*r*x-\ 1270128*a^2*b*c^2*p*q*x^2+27048*a^2*b*c^2*p*r^3+105556*a^2*b*c^2*p*r^2*x-\ 2119848*a^2*b*c^2*p*r*x^2+358944*a^2*b*c^2*p*x^3+144*a^2*b*c^2*q^3*r+12128*a^2* b*c^2*q^3*x+2352*a^2*b*c^2*q^2*r^2+88488*a^2*b*c^2*q^2*r*x-356208*a^2*b*c^2*q^2 *x^2+9904*a^2*b*c^2*q*r^3+131464*a^2*b*c^2*q*r^2*x-1442760*a^2*b*c^2*q*r*x^2+ 358944*a^2*b*c^2*q*x^3+9016*a^2*b*c^2*r^4-24252*a^2*b*c^2*r^3*x-1349932*a^2*b*c ^2*r^2*x^2+721572*a^2*b*c^2*r*x^3+374*a^2*b*c*g^3*p*r+6680*a^2*b*c*g^3*p*x+40*a ^2*b*c*g^3*q*r+1944*a^2*b*c*g^3*q*x+374*a^2*b*c*g^3*r^2+6950*a^2*b*c*g^3*r*x-\ 1668*a^2*b*c*g^3*x^2+2918*a^2*b*c*g^2*p^2*r+43480*a^2*b*c*g^2*p^2*x+1084*a^2*b* c*g^2*p*q*r+40960*a^2*b*c*g^2*p*q*x+5836*a^2*b*c*g^2*p*r^2+77592*a^2*b*c*g^2*p* r*x-132384*a^2*b*c*g^2*p*x^2+92*a^2*b*c*g^2*q^2*r+6096*a^2*b*c*g^2*q^2*x+1084*a ^2*b*c*g^2*q*r^2+34360*a^2*b*c*g^2*q*r*x-65316*a^2*b*c*g^2*q*x^2+2918*a^2*b*c*g ^2*r^3+39886*a^2*b*c*g^2*r^2*x-155658*a^2*b*c*g^2*r*x^2-31152*a^2*b*c*g^2*x^3+ 5302*a^2*b*c*g*p^3*r+72968*a^2*b*c*g*p^3*x+5176*a^2*b*c*g*p^2*q*r+125368*a^2*b* c*g*p^2*q*x+15906*a^2*b*c*g*p^2*r^2+158070*a^2*b*c*g*p^2*r*x-444024*a^2*b*c*g*p ^2*x^2+884*a^2*b*c*g*p*q^2*r+57776*a^2*b*c*g*p*q^2*x+10352*a^2*b*c*g*p*q*r^2+ 200104*a^2*b*c*g*p*q*r*x-595224*a^2*b*c*g*p*q*x^2+15906*a^2*b*c*g*p*r^3+85744*a ^2*b*c*g*p*r^2*x-1083294*a^2*b*c*g*p*r*x^2+76440*a^2*b*c*g*p*x^3+44*a^2*b*c*g*q ^3*r+5376*a^2*b*c*g*q^3*x+884*a^2*b*c*g*q^2*r^2+46696*a^2*b*c*g*q^2*r*x-151200* a^2*b*c*g*q^2*x^2+5176*a^2*b*c*g*q*r^3+93856*a^2*b*c*g*q*r^2*x-683502*a^2*b*c*g *q*r*x^2+76440*a^2*b*c*g*q*x^3+5302*a^2*b*c*g*r^4+642*a^2*b*c*g*r^3*x-777348*a^ 2*b*c*g*r^2*x^2+197646*a^2*b*c*g*r*x^3+2770*a^2*b*c*p^4*r+36048*a^2*b*c*p^4*x+ 4692*a^2*b*c*p^3*q*r+91712*a^2*b*c*p^3*q*x+11080*a^2*b*c*p^3*r^2+88416*a^2*b*c* p^3*r*x-323364*a^2*b*c*p^3*x^2+2098*a^2*b*c*p^2*q^2*r+76632*a^2*b*c*p^2*q^2*x+ 14076*a^2*b*c*p^2*q*r^2+189516*a^2*b*c*p^2*q*r*x-722412*a^2*b*c*p^2*q*x^2+16620 *a^2*b*c*p^2*r^3+23804*a^2*b*c*p^2*r^2*x-1116968*a^2*b*c*p^2*r*x^2+179928*a^2*b *c*p^2*x^3+180*a^2*b*c*p*q^3*r+22320*a^2*b*c*p*q^3*x+4196*a^2*b*c*p*q^2*r^2+ 119532*a^2*b*c*p*q^2*r*x-474732*a^2*b*c*p*q^2*x^2+14076*a^2*b*c*p*q*r^3+103736* a^2*b*c*p*q*r^2*x-1650976*a^2*b*c*p*q*r*x^2+359856*a^2*b*c*p*q*x^3+11080*a^2*b* c*p*r^4-73448*a^2*b*c*p*r^3*x-1327724*a^2*b*c*p*r^2*x^2+712848*a^2*b*c*p*r*x^3+ 4*a^2*b*c*q^4*r+1352*a^2*b*c*q^4*x+180*a^2*b*c*q^3*r^2+18432*a^2*b*c*q^3*r*x-\ 75684*a^2*b*c*q^3*x^2+2098*a^2*b*c*q^2*r^3+55566*a^2*b*c*q^2*r^2*x-534008*a^2*b *c*q^2*r*x^2+179928*a^2*b*c*q^2*x^3+4692*a^2*b*c*q*r^4+5932*a^2*b*c*q*r^3*x-\ 1059296*a^2*b*c*q*r^2*x^2+712848*a^2*b*c*q*r*x^3+2770*a^2*b*c*r^5-44884*a^2*b*c *r^4*x-519364*a^2*b*c*r^3*x^2+734040*a^2*b*c*r^2*x^3+214*a^2*b*g^3*p^2*r+2620*a ^2*b*g^3*p^2*x+2016*a^2*b*g^3*p*q*x+428*a^2*b*g^3*p*r^2+6359*a^2*b*g^3*p*r*x-\ 2118*a^2*b*g^3*p*x^2+152*a^2*b*g^3*q^2*x+1562*a^2*b*g^3*q*r*x+150*a^2*b*g^3*q*x ^2+214*a^2*b*g^3*r^3+4677*a^2*b*g^3*r^2*x+1192*a^2*b*g^3*r*x^2-4536*a^2*b*g^3*x ^3+743*a^2*b*g^2*p^3*r+9020*a^2*b*g^2*p^3*x+554*a^2*b*g^2*p^2*q*r+14612*a^2*b*g ^2*p^2*q*x+2229*a^2*b*g^2*p^2*r^2+22799*a^2*b*g^2*p^2*r*x-41406*a^2*b*g^2*p^2*x ^2+5944*a^2*b*g^2*p*q^2*x+1108*a^2*b*g^2*p*q*r^2+26758*a^2*b*g^2*p*q*r*x-50862* a^2*b*g^2*p*q*x^2+2229*a^2*b*g^2*p*r^3+17341*a^2*b*g^2*p*r^2*x-110613*a^2*b*g^2 *p*r*x^2-12408*a^2*b*g^2*p*x^3+352*a^2*b*g^2*q^3*x+4682*a^2*b*g^2*q^2*r*x-9456* a^2*b*g^2*q^2*x^2+554*a^2*b*g^2*q*r^3+16454*a^2*b*g^2*q*r^2*x-54573*a^2*b*g^2*q *r*x^2-12408*a^2*b*g^2*q*x^3+743*a^2*b*g^2*r^4+3562*a^2*b*g^2*r^3*x-102247*a^2* b*g^2*r^2*x^2-21768*a^2*b*g^2*r*x^3+844*a^2*b*g*p^4*r+10180*a^2*b*g*p^4*x+1310* a^2*b*g*p^3*q*r+25352*a^2*b*g*p^3*q*x+3376*a^2*b*g*p^3*r^2+27019*a^2*b*g*p^3*r* x-80940*a^2*b*g*p^3*x^2+466*a^2*b*g*p^2*q^2*r+20412*a^2*b*g*p^2*q^2*x+3930*a^2* b*g*p^2*q*r^2+56936*a^2*b*g*p^2*q*r*x-176526*a^2*b*g*p^2*q*x^2+5064*a^2*b*g*p^2 *r^3+12029*a^2*b*g*p^2*r^2*x-297432*a^2*b*g*p^2*r*x^2+22452*a^2*b*g*p^2*x^3+ 5488*a^2*b*g*p*q^3*x+932*a^2*b*g*p*q^2*r^2+34435*a^2*b*g*p*q^2*r*x-110232*a^2*b *g*p*q^2*x^2+3930*a^2*b*g*p*q*r^3+39723*a^2*b*g*p*q*r^2*x-420888*a^2*b*g*p*q*r* x^2+44904*a^2*b*g*p*q*x^3+3376*a^2*b*g*p*r^4-16279*a^2*b*g*p*r^3*x-393091*a^2*b *g*p*r^2*x^2+112677*a^2*b*g*p*r*x^3+248*a^2*b*g*q^4*x+4518*a^2*b*g*q^3*r*x-\ 14646*a^2*b*g*q^3*x^2+466*a^2*b*g*q^2*r^3+19261*a^2*b*g*q^2*r^2*x-123456*a^2*b* g*q^2*r*x^2+22452*a^2*b*g*q^2*x^3+1310*a^2*b*g*q*r^4+8139*a^2*b*g*q*r^3*x-\ 304759*a^2*b*g*q*r^2*x^2+112677*a^2*b*g*q*r*x^3+844*a^2*b*g*r^5-11469*a^2*b*g*r ^4*x-170630*a^2*b*g*r^3*x^2+173727*a^2*b*g*r^2*x^3+315*a^2*b*p^5*r+3780*a^2*b*p ^5*x+756*a^2*b*p^4*q*r+12756*a^2*b*p^4*q*x+1575*a^2*b*p^4*r^2+10603*a^2*b*p^4*r *x-41532*a^2*b*p^4*x^2+567*a^2*b*p^3*q^2*r+15636*a^2*b*p^3*q^2*x+3024*a^2*b*p^3 *q*r^2+32182*a^2*b*p^3*q*r*x-129732*a^2*b*p^3*q*x^2+3150*a^2*b*p^3*r^3-1301*a^2 *b*p^3*r^2*x-188237*a^2*b*p^3*r*x^2+29868*a^2*b*p^3*x^3+126*a^2*b*p^2*q^3*r+ 8172*a^2*b*p^2*q^3*x+1701*a^2*b*p^2*q^2*r^2+33897*a^2*b*p^2*q^2*r*x-140004*a^2* b*p^2*q^2*x^2+4536*a^2*b*p^2*q*r^3+14853*a^2*b*p^2*q*r^2*x-440655*a^2*b*p^2*q*r *x^2+89604*a^2*b*p^2*q*x^3+3150*a^2*b*p^2*r^4-29721*a^2*b*p^2*r^3*x-315020*a^2* b*p^2*r^2*x^2+174777*a^2*b*p^2*r*x^3+1560*a^2*b*p*q^4*x+252*a^2*b*p*q^3*r^2+ 13660*a^2*b*p*q^3*r*x-56940*a^2*b*p*q^3*x^2+1701*a^2*b*p*q^2*r^3+23532*a^2*b*p* q^2*r^2*x-316599*a^2*b*p*q^2*r*x^2+89604*a^2*b*p*q^2*x^3+3024*a^2*b*p*q*r^4-\ 15816*a^2*b*p*q*r^3*x-521014*a^2*b*p*q*r^2*x^2+349554*a^2*b*p*q*r*x^3+1575*a^2* b*p*r^5-32027*a^2*b*p*r^4*x-219808*a^2*b*p*r^3*x^2+340590*a^2*b*p*r^2*x^3+48*a^ 2*b*q^5*x+1342*a^2*b*q^4*r*x-5136*a^2*b*q^4*x^2+126*a^2*b*q^3*r^3+7378*a^2*b*q^ 3*r^2*x-64181*a^2*b*q^3*r*x^2+29868*a^2*b*q^3*x^3+567*a^2*b*q^2*r^4+5271*a^2*b* q^2*r^3*x-205994*a^2*b*q^2*r^2*x^2+174777*a^2*b*q^2*r*x^3+756*a^2*b*q*r^5-11243 *a^2*b*q*r^4*x-208000*a^2*b*q*r^3*x^2+340590*a^2*b*q*r^2*x^3+315*a^2*b*r^6-\ 10430*a^2*b*r^5*x-51493*a^2*b*r^4*x^2+194583*a^2*b*r^3*x^3+1120*a^2*c^6*r+21888 *a^2*c^6*x+1936*a^2*c^5*g*r+38080*a^2*c^5*g*x+4528*a^2*c^5*p*r+91456*a^2*c^5*p* x+1648*a^2*c^5*q*r+42496*a^2*c^5*q*x+4528*a^2*c^5*r^2+65312*a^2*c^5*r*x-246720* a^2*c^5*x^2+1224*a^2*c^4*g^2*r+24288*a^2*c^4*g^2*x+6664*a^2*c^4*g*p*r+134688*a^ 2*c^4*g*p*x+2304*a^2*c^4*g*q*r+60960*a^2*c^4*g*q*x+6664*a^2*c^4*g*r^2+100712*a^ 2*c^4*g*r*x-330336*a^2*c^4*g*x^2+8072*a^2*c^4*p^2*r+142528*a^2*c^4*p^2*x+5568*a ^2*c^4*p*q*r+155968*a^2*c^4*p*q*x+16144*a^2*c^4*p*r^2+198288*a^2*c^4*p*r*x-\ 723840*a^2*c^4*p*x^2+856*a^2*c^4*q^2*r+32544*a^2*c^4*q^2*x+5568*a^2*c^4*q*r^2+ 116368*a^2*c^4*q*r*x-468384*a^2*c^4*q*x^2+8072*a^2*c^4*r^3+63544*a^2*c^4*r^2*x-\ 817984*a^2*c^4*r*x^2+211296*a^2*c^4*x^3+332*a^2*c^3*g^3*r+6672*a^2*c^3*g^3*x+ 3524*a^2*c^3*g^2*p*r+70944*a^2*c^3*g^2*p*x+1096*a^2*c^3*g^2*q*r+30512*a^2*c^3*g ^2*q*x+3524*a^2*c^3*g^2*r^2+56832*a^2*c^3*g^2*r*x-146112*a^2*c^3*g^2*x^2+9772*a ^2*c^3*g*p^2*r+170128*a^2*c^3*g*p^2*x+6296*a^2*c^3*g*p*q*r+182816*a^2*c^3*g*p*q *x+19544*a^2*c^3*g*p*r^2+249016*a^2*c^3*g*p*r*x-794808*a^2*c^3*g*p*x^2+908*a^2* c^3*g*q^2*r+36656*a^2*c^3*g*q^2*x+6296*a^2*c^3*g*q*r^2+141512*a^2*c^3*g*q*r*x-\ 499368*a^2*c^3*g*q*x^2+9772*a^2*c^3*g*r^3+90700*a^2*c^3*g*r^2*x-916736*a^2*c^3* g*r*x^2+175008*a^2*c^3*g*x^3+7212*a^2*c^3*p^3*r+109888*a^2*c^3*p^3*x+8468*a^2*c ^3*p^2*q*r+200256*a^2*c^3*p^2*q*x+21636*a^2*c^3*p^2*r^2+214956*a^2*c^3*p^2*r*x-\ 796032*a^2*c^3*p^2*x^2+2316*a^2*c^3*p*q^2*r+102784*a^2*c^3*p*q^2*x+16936*a^2*c^ 3*p*q*r^2+289912*a^2*c^3*p*q*r*x-1140000*a^2*c^3*p*q*x^2+21636*a^2*c^3*p*r^3+ 88868*a^2*c^3*p*r^2*x-1794008*a^2*c^3*p*r*x^2+409792*a^2*c^3*p*x^3+180*a^2*c^3* q^3*r+12416*a^2*c^3*q^3*x+2316*a^2*c^3*q^2*r^2+80620*a^2*c^3*q^2*r*x-343968*a^2 *c^3*q^2*x^2+8468*a^2*c^3*q*r^3+110380*a^2*c^3*q*r^2*x-1278744*a^2*c^3*q*r*x^2+ 409792*a^2*c^3*q*x^3+7212*a^2*c^3*r^4-16200*a^2*c^3*r^3*x-1095480*a^2*c^3*r^2*x ^2+749992*a^2*c^3*r*x^3+32*a^2*c^2*g^4*r+656*a^2*c^2*g^4*x+790*a^2*c^2*g^3*p*r+ 15656*a^2*c^2*g^3*p*x+192*a^2*c^2*g^3*q*r+6040*a^2*c^2*g^3*q*x+790*a^2*c^2*g^3* r^2+13954*a^2*c^2*g^3*r*x-21720*a^2*c^2*g^3*x^2+4126*a^2*c^2*g^2*p^2*r+69064*a^ 2*c^2*g^2*p^2*x+2268*a^2*c^2*g^2*p*q*r+71600*a^2*c^2*g^2*p*q*x+8252*a^2*c^2*g^2 *p*r^2+109806*a^2*c^2*g^2*p*r*x-277836*a^2*c^2*g^2*p*x^2+288*a^2*c^2*g^2*q^2*r+ 13240*a^2*c^2*g^2*q^2*x+2268*a^2*c^2*g^2*q*r^2+58280*a^2*c^2*g^2*q*r*x-164004*a ^2*c^2*g^2*q*x^2+4126*a^2*c^2*g^2*r^3+47738*a^2*c^2*g^2*r^2*x-328220*a^2*c^2*g^ 2*r*x^2+23368*a^2*c^2*g^2*x^3+6706*a^2*c^2*g*p^3*r+99400*a^2*c^2*g*p^3*x+7456*a ^2*c^2*g*p^2*q*r+178760*a^2*c^2*g*p^2*q*x+20118*a^2*c^2*g*p^2*r^2+204450*a^2*c^ 2*g*p^2*r*x-667440*a^2*c^2*g*p^2*x^2+1804*a^2*c^2*g*p*q^2*r+89520*a^2*c^2*g*p*q ^2*x+14912*a^2*c^2*g*p*q*r^2+271276*a^2*c^2*g*p*q*r*x-939456*a^2*c^2*g*p*q*x^2+ 20118*a^2*c^2*g*p*r^3+101362*a^2*c^2*g*p*r^2*x-1549714*a^2*c^2*g*p*r*x^2+264008 *a^2*c^2*g*p*x^3+128*a^2*c^2*g*q^3*r+10160*a^2*c^2*g*q^3*x+1804*a^2*c^2*g*q^2*r ^2+72188*a^2*c^2*g*q^2*r*x-272016*a^2*c^2*g*q^2*x^2+7456*a^2*c^2*g*q*r^3+115540 *a^2*c^2*g*q*r^2*x-1071114*a^2*c^2*g*q*r*x^2+264008*a^2*c^2*g*q*x^3+6706*a^2*c^ 2*g*r^4-3688*a^2*c^2*g*r^3*x-1007138*a^2*c^2*g*r^2*x^2+524112*a^2*c^2*g*r*x^3+ 3326*a^2*c^2*p^4*r+45048*a^2*c^2*p^4*x+5980*a^2*c^2*p^3*q*r+117840*a^2*c^2*p^3* q*x+13304*a^2*c^2*p^3*r^2+108452*a^2*c^2*p^3*r*x-418800*a^2*c^2*p^3*x^2+3006*a^ 2*c^2*p^2*q^2*r+102984*a^2*c^2*p^2*q^2*x+17940*a^2*c^2*p^2*q*r^2+237604*a^2*c^2 *p^2*q*r*x-958320*a^2*c^2*p^2*q*x^2+19956*a^2*c^2*p^2*r^3+29394*a^2*c^2*p^2*r^2 *x-1398622*a^2*c^2*p^2*r*x^2+296856*a^2*c^2*p^2*x^3+364*a^2*c^2*p*q^3*r+32640*a ^2*c^2*p*q^3*x+6012*a^2*c^2*p*q^2*r^2+156200*a^2*c^2*p*q^2*r*x-660240*a^2*c^2*p *q^2*x^2+17940*a^2*c^2*p*q*r^3+124056*a^2*c^2*p*q*r^2*x-2136604*a^2*c^2*p*q*r*x ^2+593712*a^2*c^2*p*q*x^3+13304*a^2*c^2*p*r^4-86376*a^2*c^2*p*r^3*x-1589956*a^2 *c^2*p*r^2*x^2+1070752*a^2*c^2*p*r*x^3+12*a^2*c^2*q^4*r+2448*a^2*c^2*q^4*x+364* a^2*c^2*q^3*r^2+27048*a^2*c^2*q^3*r*x-120720*a^2*c^2*q^3*x^2+3006*a^2*c^2*q^2*r ^3+69108*a^2*c^2*q^2*r^2*x-737982*a^2*c^2*q^2*r*x^2+296856*a^2*c^2*q^2*x^3+5980 *a^2*c^2*q*r^4+4292*a^2*c^2*q*r^3*x-1306724*a^2*c^2*q*r^2*x^2+1070752*a^2*c^2*q *r*x^3+3326*a^2*c^2*r^5-52366*a^2*c^2*r^4*x-595252*a^2*c^2*r^3*x^2+955216*a^2*c ^2*r^2*x^3+64*a^2*c*g^4*p*r+1212*a^2*c*g^4*p*x+7*a^2*c*g^4*q*r+356*a^2*c*g^4*q* x+64*a^2*c*g^4*r^2+1276*a^2*c*g^4*r*x-204*a^2*c*g^4*x^2+711*a^2*c*g^3*p^2*r+ 10800*a^2*c*g^3*p^2*x+256*a^2*c*g^3*p*q*r+10376*a^2*c*g^3*p*q*x+1422*a^2*c*g^3* p*r^2+19879*a^2*c*g^3*p*r*x-31392*a^2*c*g^3*p*x^2+24*a^2*c*g^3*q^2*r+1588*a^2*c *g^3*q^2*x+256*a^2*c*g^3*q*r^2+8946*a^2*c*g^3*q*r*x-15612*a^2*c*g^3*q*x^2+711*a ^2*c*g^3*r^3+10989*a^2*c*g^3*r^2*x-36576*a^2*c*g^3*r*x^2-7240*a^2*c*g^3*x^3+ 1983*a^2*c*g^2*p^3*r+27512*a^2*c*g^2*p^3*x+1960*a^2*c*g^2*p^2*q*r+48188*a^2*c*g ^2*p^2*q*x+5949*a^2*c*g^2*p^2*r^2+61372*a^2*c*g^2*p^2*r*x-161610*a^2*c*g^2*p^2* x^2+336*a^2*c*g^2*p*q^2*r+22940*a^2*c*g^2*p*q^2*x+3920*a^2*c*g^2*p*q*r^2+78874* a^2*c*g^2*p*q*r*x-219672*a^2*c*g^2*p*q*x^2+5949*a^2*c*g^2*p*r^3+37820*a^2*c*g^2 *p*r^2*x-394870*a^2*c*g^2*p*r*x^2+28740*a^2*c*g^2*p*x^3+20*a^2*c*g^2*q^3*r+2264 *a^2*c*g^2*q^3*x+336*a^2*c*g^2*q^2*r^2+19043*a^2*c*g^2*q^2*r*x-58062*a^2*c*g^2* q^2*x^2+1960*a^2*c*g^2*q*r^3+39615*a^2*c*g^2*q*r^2*x-253680*a^2*c*g^2*q*r*x^2+ 28740*a^2*c*g^2*q*x^3+1983*a^2*c*g^2*r^4+3960*a^2*c*g^2*r^3*x-289582*a^2*c*g^2* r^2*x^2+72206*a^2*c*g^2*r*x^3+2097*a^2*c*g*p^4*r+27360*a^2*c*g*p^4*x+3620*a^2*c *g*p^3*q*r+70864*a^2*c*g*p^3*q*x+8388*a^2*c*g*p^3*r^2+68938*a^2*c*g*p^3*r*x-\ 237438*a^2*c*g*p^3*x^2+1667*a^2*c*g*p^2*q^2*r+60916*a^2*c*g*p^2*q^2*x+10860*a^2 *c*g*p^2*q*r^2+149818*a^2*c*g*p^2*q*r*x-537102*a^2*c*g*p^2*q*x^2+12582*a^2*c*g* p^2*r^3+26100*a^2*c*g*p^2*r^2*x-820687*a^2*c*g*p^2*r*x^2+131908*a^2*c*g*p^2*x^3 +148*a^2*c*g*p*q^3*r+18680*a^2*c*g*p*q^3*x+3334*a^2*c*g*p*q^2*r^2+96656*a^2*c*g *p*q^2*r*x-361890*a^2*c*g*p*q^2*x^2+10860*a^2*c*g*p*q*r^3+90836*a^2*c*g*p*q*r^2 *x-1230406*a^2*c*g*p*q*r*x^2+263816*a^2*c*g*p*q*x^3+8388*a^2*c*g*p*r^4-45174*a^ 2*c*g*p*r^3*x-988346*a^2*c*g*p*r^2*x^2+516318*a^2*c*g*p*r*x^3+4*a^2*c*g*q^4*r+ 1268*a^2*c*g*q^4*x+148*a^2*c*g*q^3*r^2+15776*a^2*c*g*q^3*r*x-62226*a^2*c*g*q^3* x^2+1667*a^2*c*g*q^2*r^3+47401*a^2*c*g*q^2*r^2*x-409719*a^2*c*g*q^2*r*x^2+ 131908*a^2*c*g*q^2*x^3+3620*a^2*c*g*q*r^4+11882*a^2*c*g*q*r^3*x-801094*a^2*c*g* q*r^2*x^2+516318*a^2*c*g*q*r*x^3+2097*a^2*c*g*r^5-29696*a^2*c*g*r^4*x-394020*a^ 2*c*g*r^3*x^2+528922*a^2*c*g*r^2*x^3+753*a^2*c*p^5*r+9420*a^2*c*p^5*x+1901*a^2* c*p^4*q*r+32560*a^2*c*p^4*q*x+3765*a^2*c*p^4*r^2+26029*a^2*c*p^4*r*x-106596*a^2 *c*p^4*x^2+1559*a^2*c*p^3*q^2*r+41392*a^2*c*p^3*q^2*x+7604*a^2*c*p^3*q*r^2+ 80126*a^2*c*p^3*q*r*x-339624*a^2*c*p^3*q*x^2+7530*a^2*c*p^3*r^3-2678*a^2*c*p^3* r^2*x-465759*a^2*c*p^3*r*x^2+95160*a^2*c*p^3*x^3+427*a^2*c*p^2*q^3*r+23016*a^2* c*p^2*q^3*x+4677*a^2*c*p^2*q^2*r^2+86538*a^2*c*p^2*q^2*r*x-379296*a^2*c*p^2*q^2 *x^2+11406*a^2*c*p^2*q*r^3+33796*a^2*c*p^2*q*r^2*x-1117837*a^2*c*p^2*q*r*x^2+ 285480*a^2*c*p^2*q*x^3+7530*a^2*c*p^2*r^4-70008*a^2*c*p^2*r^3*x-744272*a^2*c*p^ 2*r^2*x^2+506998*a^2*c*p^2*r*x^3+16*a^2*c*p*q^4*r+4996*a^2*c*p*q^4*x+854*a^2*c* p*q^3*r^2+36814*a^2*c*p*q^3*r*x-166104*a^2*c*p*q^3*x^2+4677*a^2*c*p*q^2*r^3+ 54896*a^2*c*p*q^2*r^2*x-838397*a^2*c*p*q^2*r*x^2+285480*a^2*c*p*q^2*x^3+7604*a^ 2*c*p*q*r^4-42546*a^2*c*p*q*r^3*x-1258964*a^2*c*p*q*r^2*x^2+1013996*a^2*c*p*q*r *x^3+3765*a^2*c*p*r^5-74966*a^2*c*p*r^4*x-493822*a^2*c*p*r^3*x^2+868312*a^2*c*p *r^2*x^3+232*a^2*c*q^5*x+16*a^2*c*q^4*r^2+4373*a^2*c*q^4*r*x-19836*a^2*c*q^4*x^ 2+427*a^2*c*q^3*r^3+18422*a^2*c*q^3*r^2*x-186319*a^2*c*q^3*r*x^2+95160*a^2*c*q^ 3*x^3+1559*a^2*c*q^2*r^4+9750*a^2*c*q^2*r^3*x-514692*a^2*c*q^2*r^2*x^2+506998*a ^2*c*q^2*r*x^3+1901*a^2*c*q*r^5-28776*a^2*c*q*r^4*x-475468*a^2*c*q*r^3*x^2+ 868312*a^2*c*q*r^2*x^3+753*a^2*c*r^6-24245*a^2*c*r^5*x-108713*a^2*c*r^4*x^2+ 448612*a^2*c*r^3*x^3+41*a^2*g^4*p^2*r+492*a^2*g^4*p^2*x+392*a^2*g^4*p*q*x+82*a^ 2*g^4*p*r^2+1222*a^2*g^4*p*r*x-348*a^2*g^4*p*x^2+32*a^2*g^4*q^2*x+319*a^2*g^4*q *r*x+48*a^2*g^4*q*x^2+41*a^2*g^4*r^3+926*a^2*g^4*r^2*x+299*a^2*g^4*r*x^2-792*a^ 2*g^4*x^3+189*a^2*g^3*p^3*r+2268*a^2*g^3*p^3*x+145*a^2*g^3*p^2*q*r+3760*a^2*g^3 *p^2*q*x+567*a^2*g^3*p^2*r^2+5853*a^2*g^3*p^2*r*x-10020*a^2*g^3*p^2*x^2+1596*a^ 2*g^3*p*q^2*x+290*a^2*g^3*p*q*r^2+7006*a^2*g^3*p*q*r*x-12528*a^2*g^3*p*q*x^2+ 567*a^2*g^3*p*r^3+4721*a^2*g^3*p*r^2*x-26865*a^2*g^3*p*r*x^2-2864*a^2*g^3*p*x^3 +104*a^2*g^3*q^3*x+1309*a^2*g^3*q^2*r*x-2508*a^2*g^3*q^2*x^2+145*a^2*g^3*q*r^3+ 4449*a^2*g^3*q*r^2*x-13677*a^2*g^3*q*r*x^2-2864*a^2*g^3*q*x^3+189*a^2*g^3*r^4+ 1136*a^2*g^3*r^3*x-25429*a^2*g^3*r^2*x^2-5080*a^2*g^3*r*x^3+321*a^2*g^2*p^4*r+ 3852*a^2*g^2*p^4*x+510*a^2*g^2*p^3*q*r+9776*a^2*g^2*p^3*q*x+1284*a^2*g^2*p^3*r^ 2+10427*a^2*g^2*p^3*r*x-29664*a^2*g^2*p^3*x^2+189*a^2*g^2*p^2*q^2*r+8116*a^2*g^ 2*p^2*q^2*x+1530*a^2*g^2*p^2*q*r^2+22293*a^2*g^2*p^2*q*r*x-65598*a^2*g^2*p^2*q* x^2+1926*a^2*g^2*p^2*r^3+5439*a^2*g^2*p^2*r^2*x-109168*a^2*g^2*p^2*r*x^2+8372*a ^2*g^2*p^2*x^3+2312*a^2*g^2*p*q^3*x+378*a^2*g^2*p*q^2*r^2+13829*a^2*g^2*p*q^2*r *x-42204*a^2*g^2*p*q^2*x^2+1530*a^2*g^2*p*q*r^3+16402*a^2*g^2*p*q*r^2*x-157087* a^2*g^2*p*q*r*x^2+16744*a^2*g^2*p*q*x^3+1284*a^2*g^2*p*r^4-4995*a^2*g^2*p*r^3*x -146121*a^2*g^2*p*r^2*x^2+41054*a^2*g^2*p*r*x^3+120*a^2*g^2*q^4*x+1963*a^2*g^2* q^3*r*x-6270*a^2*g^2*q^3*x^2+189*a^2*g^2*q^2*r^3+7961*a^2*g^2*q^2*r^2*x-47919*a ^2*g^2*q^2*r*x^2+8372*a^2*g^2*q^2*x^3+510*a^2*g^2*q*r^4+3885*a^2*g^2*q*r^3*x-\ 115311*a^2*g^2*q*r^2*x^2+41054*a^2*g^2*q*r*x^3+321*a^2*g^2*r^5-3859*a^2*g^2*r^4 *x-64304*a^2*g^2*r^3*x^2+62783*a^2*g^2*r^2*x^3+239*a^2*g*p^5*r+2868*a^2*g*p^5*x +585*a^2*g*p^4*q*r+9840*a^2*g*p^4*q*x+1195*a^2*g*p^4*r^2+8207*a^2*g*p^4*r*x-\ 30564*a^2*g*p^4*x^2+453*a^2*g*p^3*q^2*r+12368*a^2*g*p^3*q^2*x+2340*a^2*g*p^3*q* r^2+25224*a^2*g*p^3*q*r*x-96576*a^2*g*p^3*q*x^2+2390*a^2*g*p^3*r^3-64*a^2*g*p^3 *r^2*x-138459*a^2*g*p^3*r*x^2+21828*a^2*g*p^3*x^3+107*a^2*g*p^2*q^3*r+6744*a^2* g*p^2*q^3*x+1359*a^2*g*p^2*q^2*r^2+27068*a^2*g*p^2*q^2*r*x-106344*a^2*g*p^2*q^2 *x^2+3510*a^2*g*p^2*q*r^3+13257*a^2*g*p^2*q*r^2*x-328193*a^2*g*p^2*q*r*x^2+ 65484*a^2*g*p^2*q*x^3+2390*a^2*g*p^2*r^4-20754*a^2*g*p^2*r^3*x-233492*a^2*g*p^2 *r^2*x^2+126224*a^2*g*p^2*r*x^3+1404*a^2*g*p*q^4*x+214*a^2*g*p*q^3*r^2+11292*a^ 2*g*p*q^3*r*x-45216*a^2*g*p*q^3*x^2+1359*a^2*g*p*q^2*r^3+19558*a^2*g*p*q^2*r^2* x-241009*a^2*g*p*q^2*r*x^2+65484*a^2*g*p*q^2*x^3+2340*a^2*g*p*q*r^4-9798*a^2*g* p*q*r^3*x-391217*a^2*g*p*q*r^2*x^2+252448*a^2*g*p*q*r*x^3+1195*a^2*g*p*r^5-\ 22828*a^2*g*p*r^4*x-165050*a^2*g*p*r^3*x^2+244548*a^2*g*p*r^2*x^3+56*a^2*g*q^5* x+1241*a^2*g*q^4*r*x-4884*a^2*g*q^4*x^2+107*a^2*g*q^3*r^3+6237*a^2*g*q^3*r^2*x-\ 51275*a^2*g*q^3*r*x^2+21828*a^2*g*q^3*x^3+453*a^2*g*q^2*r^4+4858*a^2*g*q^2*r^3* x-157725*a^2*g*q^2*r^2*x^2+126224*a^2*g*q^2*r*x^3+585*a^2*g*q*r^5-7671*a^2*g*q* r^4*x-157543*a^2*g*q*r^3*x^2+244548*a^2*g*q*r^2*x^3+239*a^2*g*r^6-7477*a^2*g*r^ 5*x-39453*a^2*g*r^4*x^2+138846*a^2*g*r^3*x^3+66*a^2*p^6*r+792*a^2*p^6*x+220*a^2 *p^5*q*r+3432*a^2*p^5*q*x+396*a^2*p^5*r^2+2419*a^2*p^5*r*x-10572*a^2*p^5*x^2+ 264*a^2*p^4*q^2*r+5816*a^2*p^4*q^2*x+1100*a^2*p^4*q*r^2+9658*a^2*p^4*q*r*x-\ 43458*a^2*p^4*q*x^2+990*a^2*p^4*r^3-1616*a^2*p^4*r^2*x-56351*a^2*p^4*r*x^2+ 11384*a^2*p^4*x^3+132*a^2*p^3*q^3*r+4784*a^2*p^3*q^3*x+1056*a^2*p^3*q^2*r^2+ 14730*a^2*p^3*q^2*r*x-68112*a^2*p^3*q^2*x^2+2200*a^2*p^3*q*r^3+988*a^2*p^3*q*r^ 2*x-186436*a^2*p^3*q*r*x^2+45536*a^2*p^3*q*x^3+1320*a^2*p^3*r^4-14814*a^2*p^3*r ^3*x-112777*a^2*p^3*r^2*x^2+79560*a^2*p^3*r*x^3+22*a^2*p^2*q^4*r+1896*a^2*p^2*q ^4*x+396*a^2*p^2*q^3*r^2+10432*a^2*p^2*q^3*r*x-49308*a^2*p^2*q^3*x^2+1584*a^2*p ^2*q^2*r^3+8577*a^2*p^2*q^2*r^2*x-221202*a^2*p^2*q^2*r*x^2+68304*a^2*p^2*q^2*x^ 3+2200*a^2*p^2*q*r^4-20664*a^2*p^2*q*r^3*x-292614*a^2*p^2*q*r^2*x^2+238680*a^2* p^2*q*r*x^3+990*a^2*p^2*r^5-22436*a^2*p^2*r^4*x-99100*a^2*p^2*r^3*x^2+195950*a^ 2*p^2*r^2*x^3+296*a^2*p*q^5*x+44*a^2*p*q^4*r^2+3211*a^2*p*q^4*r*x-15252*a^2*p*q ^4*x^2+396*a^2*p*q^3*r^3+7726*a^2*p*q^3*r^2*x-108500*a^2*p*q^3*r*x^2+45536*a^2* p*q^3*x^3+1056*a^2*p*q^2*r^4-3772*a^2*p*q^2*r^3*x-246897*a^2*p*q^2*r^2*x^2+ 238680*a^2*p*q^2*r*x^3+1100*a^2*p*q*r^5-22820*a^2*p*q*r^4*x-193217*a^2*p*q*r^3* x^2+391900*a^2*p*q*r^2*x^3+396*a^2*p*r^6-14237*a^2*p*r^5*x-32413*a^2*p*r^4*x^2+ 193975*a^2*p*r^3*x^3+8*a^2*q^6*x+270*a^2*q^5*r*x-1170*a^2*q^5*x^2+22*a^2*q^4*r^ 3+1753*a^2*q^4*r^2*x-17383*a^2*q^4*r*x^2+11384*a^2*q^4*x^3+132*a^2*q^3*r^4+2078 *a^2*q^3*r^3*x-67060*a^2*q^3*r^2*x^2+79560*a^2*q^3*r*x^3+264*a^2*q^2*r^5-3435*a ^2*q^2*r^4*x-94117*a^2*q^2*r^3*x^2+195950*a^2*q^2*r^2*x^3+220*a^2*q*r^6-7394*a^ 2*q*r^5*x-43581*a^2*q*r^4*x^2+193975*a^2*q*r^3*x^3+66*a^2*r^7-3372*a^2*r^6*x-\ 311*a^2*r^5*x^2+63075*a^2*r^4*x^3+32*a*b^5*c^2*r+896*a*b^5*c^2*x+48*a*b^5*c*p*r +1088*a*b^5*c*p*x+192*a*b^5*c*q*x+48*a*b^5*c*r^2+928*a*b^5*c*r*x-1344*a*b^5*c*x ^2+16*a*b^5*p^2*r+320*a*b^5*p^2*x+128*a*b^5*p*q*x+32*a*b^5*p*r^2+576*a*b^5*p*r* x-768*a*b^5*p*x^2+48*a*b^5*q*r*x-192*a*b^5*q*x^2+16*a*b^5*r^3+224*a*b^5*r^2*x-\ 656*a*b^5*r*x^2-1152*a*b^5*x^3+352*a*b^4*c^3*r+8064*a*b^4*c^3*x+160*a*b^4*c^2*g *r+3520*a*b^4*c^2*g*x+800*a*b^4*c^2*p*r+15040*a*b^4*c^2*p*x+96*a*b^4*c^2*q*r+ 4864*a*b^4*c^2*q*x+800*a*b^4*c^2*r^2+10480*a*b^4*c^2*r*x-34464*a*b^4*c^2*x^2+ 256*a*b^4*c*g*p*r+4704*a*b^4*c*g*p*x+8*a*b^4*c*g*q*r+1056*a*b^4*c*g*q*x+256*a*b ^4*c*g*r^2+4352*a*b^4*c*g*r*x-4176*a*b^4*c*g*x^2+552*a*b^4*c*p^2*r+8960*a*b^4*c *p^2*x+160*a*b^4*c*p*q*r+6848*a*b^4*c*p*q*x+1104*a*b^4*c*p*r^2+12736*a*b^4*c*p* r*x-39024*a*b^4*c*p*x^2+608*a*b^4*c*q^2*x+160*a*b^4*c*q*r^2+5152*a*b^4*c*q*r*x-\ 18144*a*b^4*c*q*x^2+552*a*b^4*c*r^3+2496*a*b^4*c*r^2*x-48648*a*b^4*c*r*x^2-9920 *a*b^4*c*x^3+96*a*b^4*g*p^2*r+1504*a*b^4*g*p^2*x+800*a*b^4*g*p*q*x+192*a*b^4*g* p*r^2+3028*a*b^4*g*p*r*x-2664*a*b^4*g*p*x^2+16*a*b^4*g*q^2*x+400*a*b^4*g*q*r*x-\ 504*a*b^4*g*q*x^2+96*a*b^4*g*r^3+1604*a*b^4*g*r^2*x-1560*a*b^4*g*r*x^2-4320*a*b ^4*g*x^3+120*a*b^4*p^3*r+1728*a*b^4*p^3*x+60*a*b^4*p^2*q*r+2256*a*b^4*p^2*q*x+ 360*a*b^4*p^2*r^2+3680*a*b^4*p^2*r*x-10800*a*b^4*p^2*x^2+528*a*b^4*p*q^2*x+120* a*b^4*p*q*r^2+3712*a*b^4*p*q*r*x-11640*a*b^4*p*q*x^2+360*a*b^4*p*r^3+1256*a*b^4 *p*r^2*x-28412*a*b^4*p*r*x^2-4000*a*b^4*p*x^3+292*a*b^4*q^2*r*x-840*a*b^4*q^2*x ^2+60*a*b^4*q*r^3+1580*a*b^4*q*r^2*x-10972*a*b^4*q*r*x^2-4000*a*b^4*q*x^3+120*a *b^4*r^4-696*a*b^4*r^3*x-22080*a*b^4*r^2*x^2-6880*a*b^4*r*x^3+1376*a*b^3*c^4*r+ 28800*a*b^3*c^4*x+1216*a*b^3*c^3*g*r+24960*a*b^3*c^3*g*x+4016*a*b^3*c^3*p*r+ 72832*a*b^3*c^3*p*x+816*a*b^3*c^3*q*r+28416*a*b^3*c^3*q*x+4016*a*b^3*c^3*r^2+ 46880*a*b^3*c^3*r*x-198144*a*b^3*c^3*x^2+264*a*b^3*c^2*g^2*r+5280*a*b^3*c^2*g^2 *x+2784*a*b^3*c^2*g*p*r+49056*a*b^3*c^2*g*p*x+424*a*b^3*c^2*g*q*r+17056*a*b^3*c ^2*g*q*x+2784*a*b^3*c^2*g*r^2+36976*a*b^3*c^2*g*r*x-98400*a*b^3*c^2*g*x^2+4072* a*b^3*c^2*p^2*r+64960*a*b^3*c^2*p^2*x+1952*a*b^3*c^2*p*q*r+59456*a*b^3*c^2*p*q* x+8144*a*b^3*c^2*p*r^2+83344*a*b^3*c^2*p*r*x-333840*a*b^3*c^2*p*x^2+104*a*b^3*c ^2*q^2*r+8576*a*b^3*c^2*q^2*x+1952*a*b^3*c^2*q*r^2+42016*a*b^3*c^2*q*r*x-186192 *a*b^3*c^2*q*x^2+4072*a*b^3*c^2*r^3+10944*a*b^3*c^2*r^2*x-398488*a*b^3*c^2*r*x^ 2+25984*a*b^3*c^2*x^3+448*a*b^3*c*g^2*p*r+7632*a*b^3*c*g^2*p*x+20*a*b^3*c*g^2*q *r+1904*a*b^3*c*g^2*q*x+448*a*b^3*c*g^2*r^2+7416*a*b^3*c*g^2*r*x-4992*a*b^3*c*g ^2*x^2+2000*a*b^3*c*g*p^2*r+30320*a*b^3*c*g*p^2*x+672*a*b^3*c*g*p*q*r+25120*a*b ^3*c*g*p*q*x+4000*a*b^3*c*g*p*r^2+46640*a*b^3*c*g*p*r*x-117936*a*b^3*c*g*p*x^2+ 16*a*b^3*c*g*q^2*r+2800*a*b^3*c*g*q^2*x+672*a*b^3*c*g*q*r^2+19216*a*b^3*c*g*q*r *x-56112*a*b^3*c*g*q*x^2+2000*a*b^3*c*g*r^3+14660*a*b^3*c*g*r^2*x-144360*a*b^3* c*g*r*x^2-29056*a*b^3*c*g*x^3+1732*a*b^3*c*p^3*r+24624*a*b^3*c*p^3*x+1472*a*b^3 *c*p^2*q*r+37968*a*b^3*c*p^2*q*x+5196*a*b^3*c*p^2*r^2+46008*a*b^3*c*p^2*r*x-\ 181248*a*b^3*c*p^2*x^2+188*a*b^3*c*p*q^2*r+14096*a*b^3*c*p*q^2*x+2944*a*b^3*c*p *q*r^2+54464*a*b^3*c*p*q*r*x-227712*a*b^3*c*p*q*x^2+5196*a*b^3*c*p*r^3+6736*a*b ^3*c*p*r^2*x-439008*a*b^3*c*p*r*x^2+32896*a*b^3*c*p*x^3+752*a*b^3*c*q^3*x+188*a *b^3*c*q^2*r^2+10728*a*b^3*c*q^2*r*x-46464*a*b^3*c*q^2*x^2+1472*a*b^3*c*q*r^3+ 16480*a*b^3*c*q*r^2*x-254720*a*b^3*c*q*r*x^2+32896*a*b^3*c*q*x^3+1732*a*b^3*c*r ^4-14648*a*b^3*c*r^3*x-284856*a*b^3*c*r^2*x^2+87856*a*b^3*c*r*x^3+188*a*b^3*g^2 *p^2*r+2608*a*b^3*g^2*p^2*x+1600*a*b^3*g^2*p*q*x+376*a*b^3*g^2*p*r^2+5636*a*b^3 *g^2*p*r*x-3624*a*b^3*g^2*p*x^2+48*a*b^3*g^2*q^2*x+932*a*b^3*g^2*q*r*x-456*a*b^ 3*g^2*q*x^2+188*a*b^3*g^2*r^3+3436*a*b^3*g^2*r^2*x-1108*a*b^3*g^2*r*x^2-6336*a* b^3*g^2*x^3+452*a*b^3*g*p^3*r+5984*a*b^3*g*p^3*x+276*a*b^3*g*p^2*q*r+8496*a*b^3 *g*p^2*q*x+1356*a*b^3*g*p^2*r^2+13508*a*b^3*g*p^2*r*x-33912*a*b^3*g*p^2*x^2+ 2560*a*b^3*g*p*q^2*x+552*a*b^3*g*p*q*r^2+14408*a*b^3*g*p*q*r*x-38352*a*b^3*g*p* q*x^2+1356*a*b^3*g*p*r^3+6684*a*b^3*g*p*r^2*x-89640*a*b^3*g*p*r*x^2-11648*a*b^3 *g*p*x^3+48*a*b^3*g*q^3*x+1620*a*b^3*g*q^2*r*x-4440*a*b^3*g*q^2*x^2+276*a*b^3*g *q*r^3+7252*a*b^3*g*q*r^2*x-37992*a*b^3*g*q*r*x^2-11648*a*b^3*g*q*x^3+452*a*b^3 *g*r^4-840*a*b^3*g*r^3*x-74204*a*b^3*g*r^2*x^2-20224*a*b^3*g*r*x^3+264*a*b^3*p^ 4*r+3376*a*b^3*p^4*x+352*a*b^3*p^3*q*r+7600*a*b^3*p^3*q*x+1056*a*b^3*p^3*r^2+ 8012*a*b^3*p^3*r*x-31956*a*b^3*p^3*x^2+88*a*b^3*p^2*q^2*r+5072*a*b^3*p^2*q^2*x+ 1056*a*b^3*p^2*q*r^2+15808*a*b^3*p^2*q*r*x-65292*a*b^3*p^2*q*x^2+1584*a*b^3*p^2 *r^3-70*a*b^3*p^2*r^2*x-116310*a*b^3*p^2*r*x^2+9760*a*b^3*p^2*x^3+848*a*b^3*p*q ^3*x+176*a*b^3*p*q^2*r^2+8380*a*b^3*p*q^2*r*x-34716*a*b^3*p*q^2*x^2+1056*a*b^3* p*q*r^3+7704*a*b^3*p*q*r^2*x-152188*a*b^3*p*q*r*x^2+19520*a*b^3*p*q*x^3+1056*a* b^3*p*r^4-10672*a*b^3*p*r^3*x-144188*a*b^3*p*r^2*x^2+50264*a*b^3*p*r*x^3+584*a* b^3*q^3*r*x-1380*a*b^3*q^3*x^2+88*a*b^3*q^2*r^3+3910*a*b^3*q^2*r^2*x-35878*a*b^ 3*q^2*r*x^2+9760*a*b^3*q^2*x^3+352*a*b^3*q*r^4-504*a*b^3*q*r^3*x-102972*a*b^3*q *r^2*x^2+50264*a*b^3*q*r*x^3+264*a*b^3*r^5-5966*a*b^3*r^4*x-58052*a*b^3*r^3*x^2 +78200*a*b^3*r^2*x^3+2496*a*b^2*c^5*r+49920*a*b^2*c^5*x+3280*a*b^2*c^4*g*r+ 65152*a*b^2*c^4*g*x+8832*a*b^2*c^4*p*r+160576*a*b^2*c^4*p*x+2304*a*b^2*c^4*q*r+ 68480*a*b^2*c^4*q*x+8832*a*b^2*c^4*r^2+101632*a*b^2*c^4*r*x-468480*a*b^2*c^4*x^ 2+1408*a*b^2*c^3*g^2*r+27712*a*b^2*c^3*g^2*x+9568*a*b^2*c^3*g*p*r+170784*a*b^2* c^3*g*p*x+2200*a*b^2*c^3*g*q*r+69216*a*b^2*c^3*g*q*x+9568*a*b^2*c^3*g*r^2+ 118176*a*b^2*c^3*g*r*x-428736*a*b^2*c^3*g*x^2+11832*a*b^2*c^3*p^2*r+191776*a*b^ 2*c^3*p^2*x+6976*a*b^2*c^3*p*q*r+191104*a*b^2*c^3*p*q*x+23664*a*b^2*c^3*p*r^2+ 238816*a*b^2*c^3*p*r*x-1052112*a*b^2*c^3*p*x^2+632*a*b^2*c^3*q^2*r+33312*a*b^2* c^3*q^2*x+6976*a*b^2*c^3*q*r^2+131024*a*b^2*c^3*q*r*x-636240*a*b^2*c^3*q*x^2+ 11832*a*b^2*c^3*r^3+32456*a*b^2*c^3*r^2*x-1210664*a*b^2*c^3*r*x^2+237120*a*b^2* c^3*x^3+196*a*b^2*c^2*g^3*r+3808*a*b^2*c^2*g^3*x+3280*a*b^2*c^2*g^2*p*r+57008*a *b^2*c^2*g^2*p*x+560*a*b^2*c^2*g^2*q*r+20576*a*b^2*c^2*g^2*q*x+3280*a*b^2*c^2*g ^2*r^2+45480*a*b^2*c^2*g^2*r*x-102984*a*b^2*c^2*g^2*x^2+9956*a*b^2*c^2*g*p^2*r+ 155984*a*b^2*c^2*g*p^2*x+5112*a*b^2*c^2*g*p*q*r+149152*a*b^2*c^2*g*p*q*x+19912* a*b^2*c^2*g*p*r^2+214284*a*b^2*c^2*g*p*r*x-746616*a*b^2*c^2*g*p*x^2+368*a*b^2*c ^2*g*q^2*r+23600*a*b^2*c^2*g*q^2*x+5112*a*b^2*c^2*g*q*r^2+109208*a*b^2*c^2*g*q* r*x-425280*a*b^2*c^2*g*q*x^2+9956*a*b^2*c^2*g*r^3+50156*a*b^2*c^2*g*r^2*x-\ 887164*a*b^2*c^2*g*r*x^2+61344*a*b^2*c^2*g*x^3+7472*a*b^2*c^2*p^3*r+108512*a*b^ 2*c^2*p^3*x+7688*a*b^2*c^2*p^2*q*r+180800*a*b^2*c^2*p^2*q*x+22416*a*b^2*c^2*p^2 *r^2+193900*a*b^2*c^2*p^2*r*x-849216*a*b^2*c^2*p^2*x^2+1584*a*b^2*c^2*p*q^2*r+ 78976*a*b^2*c^2*p*q^2*x+15376*a*b^2*c^2*p*q*r^2+244864*a*b^2*c^2*p*q*r*x-\ 1140720*a*b^2*c^2*p*q*x^2+22416*a*b^2*c^2*p*r^3+22528*a*b^2*c^2*p*r^2*x-1956288 *a*b^2*c^2*p*r*x^2+358944*a*b^2*c^2*p*x^3+48*a*b^2*c^2*q^3*r+6688*a*b^2*c^2*q^3 *x+1584*a*b^2*c^2*q^2*r^2+58932*a*b^2*c^2*q^2*r*x-291504*a*b^2*c^2*q^2*x^2+7688 *a*b^2*c^2*q*r^3+64996*a*b^2*c^2*q*r^2*x-1279200*a*b^2*c^2*q*r*x^2+358944*a*b^2 *c^2*q*x^3+7472*a*b^2*c^2*r^4-62860*a*b^2*c^2*r^3*x-1174460*a*b^2*c^2*r^2*x^2+ 721572*a*b^2*c^2*r*x^3+352*a*b^2*c*g^3*p*r+5880*a*b^2*c*g^3*p*x+18*a*b^2*c*g^3* q*r+1544*a*b^2*c*g^3*q*x+352*a*b^2*c*g^3*r^2+5900*a*b^2*c*g^3*r*x-2868*a*b^2*c* g^3*x^2+2470*a*b^2*c*g^2*p^2*r+36360*a*b^2*c*g^2*p^2*x+876*a*b^2*c*g^2*p*q*r+ 31648*a*b^2*c*g^2*p*q*x+4940*a*b^2*c*g^2*p*r^2+59252*a*b^2*c*g^2*p*r*x-129948*a *b^2*c*g^2*p*x^2+32*a*b^2*c*g^2*q^2*r+3904*a*b^2*c*g^2*q^2*x+876*a*b^2*c*g^2*q* r^2+24832*a*b^2*c*g^2*q*r*x-62880*a*b^2*c*g^2*q*x^2+2470*a*b^2*c*g^2*r^3+23362* a*b^2*c*g^2*r^2*x-156714*a*b^2*c*g^2*r*x^2-31152*a*b^2*c*g^2*x^3+4336*a*b^2*c*g *p^3*r+59952*a*b^2*c*g*p^3*x+3948*a*b^2*c*g*p^2*q*r+96656*a*b^2*c*g*p^2*q*x+ 13008*a*b^2*c*g*p^2*r^2+118252*a*b^2*c*g*p^2*r*x-413424*a*b^2*c*g*p^2*x^2+588*a *b^2*c*g*p*q^2*r+39400*a*b^2*c*g*p*q^2*x+7896*a*b^2*c*g*p*q*r^2+143752*a*b^2*c* g*p*q*r*x-534024*a*b^2*c*g*p*q*x^2+13008*a*b^2*c*g*p*r^3+35646*a*b^2*c*g*p*r^2* x-1002936*a*b^2*c*g*p*r*x^2+76440*a*b^2*c*g*p*x^3+10*a*b^2*c*g*q^3*r+2696*a*b^2 *c*g*q^3*x+588*a*b^2*c*g*q^2*r^2+30162*a*b^2*c*g*q^2*r*x-120600*a*b^2*c*g*q^2*x ^2+3948*a*b^2*c*g*q*r^3+53286*a*b^2*c*g*q*r^2*x-603144*a*b^2*c*g*q*r*x^2+76440* a*b^2*c*g*q*x^3+4336*a*b^2*c*g*r^4-22654*a*b^2*c*g*r^3*x-677880*a*b^2*c*g*r^2*x ^2+197646*a*b^2*c*g*r*x^3+2230*a*b^2*c*p^4*r+29408*a*b^2*c*p^4*x+3532*a*b^2*c*p ^3*q*r+70896*a*b^2*c*p^3*q*x+8920*a*b^2*c*p^3*r^2+65880*a*b^2*c*p^3*r*x-295116* a*b^2*c*p^3*x^2+1394*a*b^2*c*p^2*q^2*r+54024*a*b^2*c*p^2*q^2*x+10596*a*b^2*c*p^ 2*q*r^2+136428*a*b^2*c*p^2*q*r*x-637668*a*b^2*c*p^2*q*x^2+13380*a*b^2*c*p^2*r^3 -6788*a*b^2*c*p^2*r^2*x-1012030*a*b^2*c*p^2*r*x^2+179928*a*b^2*c*p^2*x^3+92*a*b ^2*c*p*q^3*r+12992*a*b^2*c*p*q^3*x+2788*a*b^2*c*p*q^2*r^2+80964*a*b^2*c*p*q^2*r *x-389988*a*b^2*c*p*q^2*x^2+10596*a*b^2*c*p*q*r^3+49180*a*b^2*c*p*q*r^2*x-\ 1441100*a*b^2*c*p*q*r*x^2+359856*a*b^2*c*p*q*x^3+8920*a*b^2*c*p*r^4-93584*a*b^2 *c*p*r^3*x-1153192*a*b^2*c*p*r^2*x^2+712848*a*b^2*c*p*r*x^3+456*a*b^2*c*q^4*x+ 92*a*b^2*c*q^3*r^2+10416*a*b^2*c*q^3*r*x-47436*a*b^2*c*q^3*x^2+1394*a*b^2*c*q^2 *r^3+31602*a*b^2*c*q^2*r^2*x-429070*a*b^2*c*q^2*r*x^2+179928*a*b^2*c*q^2*x^3+ 3532*a*b^2*c*q*r^4-16352*a*b^2*c*q*r^3*x-884764*a*b^2*c*q*r^2*x^2+712848*a*b^2* c*q*r*x^3+2230*a*b^2*c*r^5-50324*a*b^2*c*r^4*x-423332*a*b^2*c*r^3*x^2+734040*a* b^2*c*r^2*x^3+164*a*b^2*g^3*p^2*r+2120*a*b^2*g^3*p^2*x+1416*a*b^2*g^3*p*q*x+328 *a*b^2*g^3*p*r^2+4809*a*b^2*g^3*p*r*x-2418*a*b^2*g^3*p*x^2+52*a*b^2*g^3*q^2*x+ 912*a*b^2*g^3*q*r*x-150*a*b^2*g^3*q*x^2+164*a*b^2*g^3*r^3+3177*a*b^2*g^3*r^2*x-\ 58*a*b^2*g^3*r*x^2-4536*a*b^2*g^3*x^3+580*a*b^2*g^2*p^3*r+7312*a*b^2*g^2*p^3*x+ 391*a*b^2*g^2*p^2*q*r+10948*a*b^2*g^2*p^2*q*x+1740*a*b^2*g^2*p^2*r^2+17190*a*b^ 2*g^2*p^2*r*x-38568*a*b^2*g^2*p^2*x^2+3740*a*b^2*g^2*p*q^2*x+782*a*b^2*g^2*p*q* r^2+19020*a*b^2*g^2*p*q*r*x-45186*a*b^2*g^2*p*q*x^2+1740*a*b^2*g^2*p*r^3+10240* a*b^2*g^2*p*r^2*x-102405*a*b^2*g^2*p*r*x^2-12408*a*b^2*g^2*p*x^3+104*a*b^2*g^2* q^3*x+2553*a*b^2*g^2*q^2*r*x-6618*a*b^2*g^2*q^2*x^2+391*a*b^2*g^2*q*r^3+10479*a *b^2*g^2*q*r^2*x-46365*a*b^2*g^2*q*r*x^2-12408*a*b^2*g^2*q*x^3+580*a*b^2*g^2*r^ 4+362*a*b^2*g^2*r^3*x-88814*a*b^2*g^2*r^2*x^2-21768*a*b^2*g^2*r*x^3+668*a*b^2*g *p^4*r+8264*a*b^2*g*p^4*x+958*a*b^2*g*p^3*q*r+19408*a*b^2*g*p^3*q*x+2672*a*b^2* g*p^3*r^2+20349*a*b^2*g*p^3*r*x-73734*a*b^2*g*p^3*x^2+290*a*b^2*g*p^2*q^2*r+ 14076*a*b^2*g*p^2*q^2*x+2874*a*b^2*g*p^2*q*r^2+41296*a*b^2*g*p^2*q*r*x-154908*a *b^2*g*p^2*q*x^2+4008*a*b^2*g*p^2*r^3+3128*a*b^2*g*p^2*r^2*x-268989*a*b^2*g*p^2 *r*x^2+22452*a*b^2*g*p^2*x^3+2984*a*b^2*g*p*q^3*x+580*a*b^2*g*p*q^2*r^2+23165*a *b^2*g*p*q^2*r*x-88614*a*b^2*g*p*q^2*x^2+2874*a*b^2*g*p*q*r^3+23339*a*b^2*g*p*q *r^2*x-364002*a*b^2*g*p*q*r*x^2+44904*a*b^2*g*p*q*x^3+2672*a*b^2*g*p*r^4-21735* a*b^2*g*p*r^3*x-341801*a*b^2*g*p*r^2*x^2+112677*a*b^2*g*p*r*x^3+52*a*b^2*g*q^4* x+2218*a*b^2*g*q^3*r*x-7440*a*b^2*g*q^3*x^2+290*a*b^2*g*q^2*r^3+11778*a*b^2*g*q ^2*r^2*x-95013*a*b^2*g*q^2*r*x^2+22452*a*b^2*g*q^2*x^3+958*a*b^2*g*q*r^4+1451*a *b^2*g*q*r^3*x-253469*a*b^2*g*q*r^2*x^2+112677*a*b^2*g*q*r*x^3+668*a*b^2*g*r^5-\ 12778*a*b^2*g*r^4*x-141652*a*b^2*g*r^3*x^2+173727*a*b^2*g*r^2*x^3+252*a*b^2*p^5 *r+3072*a*b^2*p^5*x+567*a*b^2*p^4*q*r+9876*a*b^2*p^4*q*x+1260*a*b^2*p^4*r^2+ 7976*a*b^2*p^4*r*x-37488*a*b^2*p^4*x^2+378*a*b^2*p^3*q^2*r+11196*a*b^2*p^3*q^2* x+2268*a*b^2*p^3*q*r^2+23480*a*b^2*p^3*q*r*x-113556*a*b^2*p^3*q*x^2+2520*a*b^2* p^3*r^3-4535*a*b^2*p^3*r^2*x-168982*a*b^2*p^3*r*x^2+29868*a*b^2*p^3*x^3+63*a*b^ 2*p^2*q^3*r+5052*a*b^2*p^2*q^3*x+1134*a*b^2*p^2*q^2*r^2+23553*a*b^2*p^2*q^2*r*x -115740*a*b^2*p^2*q^2*x^2+3402*a*b^2*p^2*q*r^3+5289*a*b^2*p^2*q*r^2*x-382890*a* b^2*p^2*q*r*x^2+89604*a*b^2*p^2*q*x^3+2520*a*b^2*p^2*r^4-30741*a*b^2*p^2*r^3*x-\ 274354*a*b^2*p^2*r^2*x^2+174777*a*b^2*p^2*r*x^3+660*a*b^2*p*q^4*x+126*a*b^2*p*q ^3*r^2+8570*a*b^2*p*q^3*r*x-40764*a*b^2*p*q^3*x^2+1134*a*b^2*p*q^2*r^3+14106*a* b^2*p*q^2*r^2*x-258834*a*b^2*p*q^2*r*x^2+89604*a*b^2*p*q^2*x^3+2268*a*b^2*p*q*r ^4-20358*a*b^2*p*q*r^3*x-439682*a*b^2*p*q*r^2*x^2+349554*a*b^2*p*q*r*x^3+1260*a *b^2*p*r^5-31333*a*b^2*p*r^4*x-181736*a*b^2*p*r^3*x^2+340590*a*b^2*p*r^2*x^3+ 521*a*b^2*q^4*r*x-1092*a*b^2*q^4*x^2+63*a*b^2*q^3*r^3+4282*a*b^2*q^3*r^2*x-\ 44926*a*b^2*q^3*r*x^2+29868*a*b^2*q^3*x^3+378*a*b^2*q^2*r^4+1749*a*b^2*q^2*r^3* x-165328*a*b^2*q^2*r^2*x^2+174777*a*b^2*q^2*r*x^3+567*a*b^2*q*r^5-12043*a*b^2*q *r^4*x-169928*a*b^2*q*r^3*x^2+340590*a*b^2*q*r^2*x^3+252*a*b^2*r^6-10031*a*b^2* r^5*x-38876*a*b^2*r^4*x^2+194583*a*b^2*r^3*x^3+2112*a*b*c^6*r+41472*a*b*c^6*x+ 3712*a*b*c^5*g*r+72832*a*b*c^5*g*x+8768*a*b*c^5*p*r+163328*a*b*c^5*p*x+2656*a*b *c^5*q*r+73088*a*b*c^5*q*x+8768*a*b*c^5*r^2+104256*a*b*c^5*r*x-492288*a*b*c^5*x ^2+2400*a*b*c^4*g^2*r+47040*a*b*c^4*g^2*x+13096*a*b*c^4*g*p*r+241280*a*b*c^4*g* p*x+3704*a*b*c^4*g*q*r+105152*a*b*c^4*g*q*x+13096*a*b*c^4*g*r^2+162472*a*b*c^4* g*r*x-666912*a*b*c^4*g*x^2+14744*a*b*c^4*p^2*r+245984*a*b*c^4*p^2*x+9632*a*b*c^ 4*p*q*r+257152*a*b*c^4*p*q*x+29488*a*b*c^4*p*r^2+306576*a*b*c^4*p*r*x-1387872*a *b*c^4*p*x^2+1128*a*b*c^4*q^2*r+49376*a*b*c^4*q^2*x+9632*a*b*c^4*q*r^2+175920*a *b*c^4*q*r*x-876960*a*b*c^4*q*x^2+14744*a*b*c^4*r^3+51256*a*b*c^4*r^2*x-1560408 *a*b*c^4*r*x^2+422592*a*b*c^4*x^3+672*a*b*c^3*g^3*r+13152*a*b*c^3*g^3*x+7036*a* b*c^3*g^2*p*r+127456*a*b*c^3*g^2*p*x+1740*a*b*c^3*g^2*q*r+52672*a*b*c^3*g^2*q*x +7036*a*b*c^3*g^2*r^2+93176*a*b*c^3*g^2*r*x-300864*a*b*c^3*g^2*x^2+17952*a*b*c^ 3*g*p^2*r+293568*a*b*c^3*g*p^2*x+10992*a*b*c^3*g*p*q*r+300736*a*b*c^3*g*p*q*x+ 35904*a*b*c^3*g*p*r^2+387152*a*b*c^3*g*p*r*x-1532016*a*b*c^3*g*p*x^2+1152*a*b*c ^3*g*q^2*r+55104*a*b*c^3*g*q^2*x+10992*a*b*c^3*g*q*r^2+214672*a*b*c^3*g*q*r*x-\ 941136*a*b*c^3*g*q*x^2+17952*a*b*c^3*g*r^3+85504*a*b*c^3*g*r^2*x-1762152*a*b*c^ 3*g*r*x^2+350016*a*b*c^3*g*x^3+12476*a*b*c^3*p^3*r+185952*a*b*c^3*p^3*x+14044*a *b*c^3*p^2*q*r+323872*a*b*c^3*p^2*q*x+37428*a*b*c^3*p^2*r^2+329568*a*b*c^3*p^2* r*x-1490880*a*b*c^3*p^2*x^2+3508*a*b*c^3*p*q^2*r+153760*a*b*c^3*p*q^2*x+28088*a *b*c^3*p*q*r^2+431808*a*b*c^3*p*q*r*x-2077632*a*b*c^3*p*q*x^2+37428*a*b*c^3*p*r ^3+49536*a*b*c^3*p*r^2*x-3335408*a*b*c^3*p*r*x^2+819584*a*b*c^3*p*x^3+180*a*b*c ^3*q^3*r+15840*a*b*c^3*q^3*x+3508*a*b*c^3*q^2*r^2+113568*a*b*c^3*q^2*r*x-586752 *a*b*c^3*q^2*x^2+14044*a*b*c^3*q*r^3+116656*a*b*c^3*q*r^2*x-2304880*a*b*c^3*q*r *x^2+819584*a*b*c^3*q*x^3+12476*a*b*c^3*r^4-94080*a*b*c^3*r^3*x-1935600*a*b*c^3 *r^2*x^2+1499984*a*b*c^3*r*x^3+68*a*b*c^2*g^4*r+1328*a*b*c^2*g^4*x+1598*a*b*c^2 *g^3*p*r+28160*a*b*c^2*g^3*p*x+290*a*b*c^2*g^3*q*r+10352*a*b*c^2*g^3*q*x+1598*a *b*c^2*g^3*r^2+23450*a*b*c^2*g^3*r*x-46824*a*b*c^2*g^3*x^2+7554*a*b*c^2*g^2*p^2 *r+118920*a*b*c^2*g^2*p^2*x+3996*a*b*c^2*g^2*p*q*r+116928*a*b*c^2*g^2*p*q*x+ 15108*a*b*c^2*g^2*p*r^2+172068*a*b*c^2*g^2*p*r*x-539568*a*b*c^2*g^2*p*x^2+334*a *b*c^2*g^2*q^2*r+19416*a*b*c^2*g^2*q^2*x+3996*a*b*c^2*g^2*q*r^2+88464*a*b*c^2*g ^2*q*r*x-311904*a*b*c^2*g^2*q*x^2+7554*a*b*c^2*g^2*r^3+52950*a*b*c^2*g^2*r^2*x-\ 639186*a*b*c^2*g^2*r*x^2+46736*a*b*c^2*g^2*x^3+11590*a*b*c^2*g*p^3*r+167896*a*b *c^2*g*p^3*x+12352*a*b*c^2*g*p^2*q*r+287912*a*b*c^2*g*p^2*q*x+34770*a*b*c^2*g*p ^2*r^2+314636*a*b*c^2*g*p^2*r*x-1252584*a*b*c^2*g*p^2*x^2+2728*a*b*c^2*g*p*q^2* r+132536*a*b*c^2*g*p*q^2*x+24704*a*b*c^2*g*p*q*r^2+404732*a*b*c^2*g*p*q*r*x-\ 1714320*a*b*c^2*g*p*q*x^2+34770*a*b*c^2*g*p*r^3+79912*a*b*c^2*g*p*r^2*x-2889562 *a*b*c^2*g*p*r*x^2+528016*a*b*c^2*g*p*x^3+114*a*b*c^2*g*q^3*r+12520*a*b*c^2*g*q ^3*x+2728*a*b*c^2*g*q^2*r^2+100820*a*b*c^2*g*q^2*r*x-461736*a*b*c^2*g*q^2*x^2+ 12352*a*b*c^2*g*q*r^3+131668*a*b*c^2*g*q*r^2*x-1932362*a*b*c^2*g*q*r*x^2+528016 *a*b*c^2*g*q*x^3+11590*a*b*c^2*g*r^4-66828*a*b*c^2*g*r^3*x-1785684*a*b*c^2*g*r^ 2*x^2+1048224*a*b*c^2*g*r*x^3+5576*a*b*c^2*p^4*r+75448*a*b*c^2*p^4*x+9580*a*b*c ^2*p^3*q*r+189232*a*b*c^2*p^3*q*x+22304*a*b*c^2*p^3*r^2+166620*a*b*c^2*p^3*r*x-\ 773040*a*b*c^2*p^3*x^2+4464*a*b*c^2*p^2*q^2*r+154512*a*b*c^2*p^2*q^2*x+28740*a* b*c^2*p^2*q*r^2+354996*a*b*c^2*p^2*q*r*x-1722960*a*b*c^2*p^2*q*x^2+33456*a*b*c^ 2*p^2*r^3-12984*a*b*c^2*p^2*r^2*x-2563078*a*b*c^2*p^2*r*x^2+593712*a*b*c^2*p^2* x^3+468*a*b*c^2*p*q^3*r+43120*a*b*c^2*p*q^3*x+8928*a*b*c^2*p*q^2*r^2+222828*a*b *c^2*p*q^2*r*x-1126800*a*b*c^2*p*q^2*x^2+28740*a*b*c^2*p*q*r^3+120540*a*b*c^2*p *q*r^2*x-3804876*a*b*c^2*p*q*r*x^2+1187424*a*b*c^2*p*q*x^3+22304*a*b*c^2*p*r^4-\ 224036*a*b*c^2*p*r^3*x-2804072*a*b*c^2*p*r^2*x^2+2141504*a*b*c^2*p*r*x^3+8*a*b* c^2*q^4*r+2392*a*b*c^2*q^4*x+468*a*b*c^2*q^3*r^2+34452*a*b*c^2*q^3*r*x-176880*a *b*c^2*q^3*x^2+4464*a*b*c^2*q^2*r^3+82416*a*b*c^2*q^2*r^2*x-1241798*a*b*c^2*q^2 *r*x^2+593712*a*b*c^2*q^2*x^3+9580*a*b*c^2*q*r^4-45224*a*b*c^2*q*r^3*x-2237608* a*b*c^2*q*r^2*x^2+2141504*a*b*c^2*q*r*x^3+5576*a*b*c^2*r^5-119880*a*b*c^2*r^4*x -985704*a*b*c^2*r^3*x^2+1910432*a*b*c^2*r^2*x^3+129*a*b*c*g^4*p*r+2168*a*b*c*g^ 4*p*x+7*a*b*c*g^4*q*r+584*a*b*c*g^4*q*x+129*a*b*c*g^4*r^2+2224*a*b*c*g^4*r*x-\ 792*a*b*c*g^4*x^2+1264*a*b*c*g^3*p^2*r+18448*a*b*c*g^3*p^2*x+454*a*b*c*g^3*p*q* r+16576*a*b*c*g^3*p*q*x+2528*a*b*c*g^3*p*r^2+31400*a*b*c*g^3*p*r*x-61848*a*b*c* g^3*p*x^2+20*a*b*c*g^3*q^2*r+2152*a*b*c*g^3*q^2*x+454*a*b*c*g^3*q*r^2+13350*a*b *c*g^3*q*r*x-30288*a*b*c*g^3*q*x^2+1264*a*b*c*g^3*r^3+14170*a*b*c*g^3*r^2*x-\ 73710*a*b*c*g^3*r*x^2-14480*a*b*c*g^3*x^3+3381*a*b*c*g^2*p^3*r+46268*a*b*c*g^2* p^3*x+3196*a*b*c*g^2*p^2*q*r+76876*a*b*c*g^2*p^2*q*x+10143*a*b*c*g^2*p^2*r^2+ 95066*a*b*c*g^2*p^2*r*x-303792*a*b*c*g^2*p^2*x^2+506*a*b*c*g^2*p*q^2*r+33148*a* b*c*g^2*p*q^2*x+6392*a*b*c*g^2*p*q*r^2+117778*a*b*c*g^2*p*q*r*x-400488*a*b*c*g^ 2*p*q*x^2+10143*a*b*c*g^2*p*r^3+39252*a*b*c*g^2*p*r^2*x-738199*a*b*c*g^2*p*r*x^ 2+57480*a*b*c*g^2*p*x^3+13*a*b*c*g^2*q^3*r+2540*a*b*c*g^2*q^3*x+506*a*b*c*g^2*q ^2*r^2+25794*a*b*c*g^2*q^2*r*x-96696*a*b*c*g^2*q^2*x^2+3196*a*b*c*g^2*q*r^3+ 49382*a*b*c*g^2*q*r^2*x-455819*a*b*c*g^2*q*r*x^2+57480*a*b*c*g^2*q*x^3+3381*a*b *c*g^2*r^4-9546*a*b*c*g^2*r^3*x-514788*a*b*c*g^2*r^2*x^2+144412*a*b*c*g^2*r*x^3 +3502*a*b*c*g*p^4*r+45716*a*b*c*g*p^4*x+5758*a*b*c*g*p^3*q*r+113304*a*b*c*g*p^3 *q*x+14008*a*b*c*g*p^3*r^2+106306*a*b*c*g*p^3*r*x-438396*a*b*c*g*p^3*x^2+2440*a *b*c*g*p^2*q^2*r+90584*a*b*c*g*p^2*q^2*x+17274*a*b*c*g*p^2*q*r^2+224430*a*b*c*g *p^2*q*r*x-964764*a*b*c*g*p^2*q*x^2+21012*a*b*c*g*p^2*r^3+6686*a*b*c*g*p^2*r^2* x-1505065*a*b*c*g*p^2*r*x^2+263816*a*b*c*g*p^2*x^3+186*a*b*c*g*p*q^3*r+24120*a* b*c*g*p*q^3*x+4880*a*b*c*g*p*q^2*r^2+137610*a*b*c*g*p*q^2*r*x-614340*a*b*c*g*p* q^2*x^2+17274*a*b*c*g*p*q*r^3+100434*a*b*c*g*p*q*r^2*x-2188194*a*b*c*g*p*q*r*x^ 2+527632*a*b*c*g*p*q*x^3+14008*a*b*c*g*p*r^4-122682*a*b*c*g*p*r^3*x-1747828*a*b *c*g*p*r^2*x^2+1032636*a*b*c*g*p*r*x^3+2*a*b*c*g*q^4*r+1124*a*b*c*g*q^4*x+186*a *b*c*g*q^3*r^2+19486*a*b*c*g*q^3*r*x-87972*a*b*c*g*q^3*x^2+2440*a*b*c*g*q^2*r^3 +59078*a*b*c*g*q^2*r^2*x-683129*a*b*c*g*q^2*r*x^2+263816*a*b*c*g*q^2*x^3+5758*a *b*c*g*q*r^4-10692*a*b*c*g*q*r^3*x-1373324*a*b*c*g*q*r^2*x^2+1032636*a*b*c*g*q* r*x^3+3502*a*b*c*g*r^5-68778*a*b*c*g*r^4*x-660660*a*b*c*g*r^3*x^2+1057844*a*b*c *g*r^2*x^3+1250*a*b*c*p^5*r+15712*a*b*c*p^5*x+3018*a*b*c*p^4*q*r+52280*a*b*c*p^ 4*q*x+6250*a*b*c*p^4*r^2+40232*a*b*c*p^4*r*x-194976*a*b*c*p^4*x^2+2302*a*b*c*p^ 3*q^2*r+62704*a*b*c*p^3*q^2*x+12072*a*b*c*p^3*q*r^2+120764*a*b*c*p^3*q*r*x-\ 606384*a*b*c*p^3*q*x^2+12500*a*b*c*p^3*r^3-21380*a*b*c*p^3*r^2*x-846974*a*b*c*p ^3*r*x^2+190320*a*b*c*p^3*x^3+550*a*b*c*p^2*q^3*r+31552*a*b*c*p^2*q^3*x+6906*a* b*c*p^2*q^2*r^2+125568*a*b*c*p^2*q^2*r*x-649296*a*b*c*p^2*q^2*x^2+18108*a*b*c*p ^2*q*r^3+21480*a*b*c*p^2*q*r^2*x-1982042*a*b*c*p^2*q*r*x^2+570960*a*b*c*p^2*q*x ^3+12500*a*b*c*p^2*r^4-148412*a*b*c*p^2*r^3*x-1314320*a*b*c*p^2*r^2*x^2+1013996 *a*b*c*p^2*r*x^3+16*a*b*c*p*q^4*r+5552*a*b*c*p*q^4*x+1100*a*b*c*p*q^3*r^2+49772 *a*b*c*p*q^3*r*x-259344*a*b*c*p*q^3*x^2+6906*a*b*c*p*q^2*r^3+65640*a*b*c*p*q^2* r^2*x-1423162*a*b*c*p*q^2*r*x^2+570960*a*b*c*p*q^2*x^3+12072*a*b*c*p*q*r^4-\ 110212*a*b*c*p*q*r^3*x-2169480*a*b*c*p*q*r^2*x^2+2027992*a*b*c*p*q*r*x^3+6250*a *b*c*p*r^5-150316*a*b*c*p*r^4*x-824946*a*b*c*p*r^3*x^2+1736624*a*b*c*p*r^2*x^3+ 136*a*b*c*q^5*x+16*a*b*c*q^4*r^2+4736*a*b*c*q^4*r*x-21456*a*b*c*q^4*x^2+550*a*b *c*q^3*r^3+22780*a*b*c*q^3*r^2*x-288094*a*b*c*q^3*r*x^2+190320*a*b*c*q^3*x^3+ 2302*a*b*c*q^2*r^4+2776*a*b*c*q^2*r^3*x-855160*a*b*c*q^2*r^2*x^2+1013996*a*b*c* q^2*r*x^3+3018*a*b*c*q*r^5-63208*a*b*c*q*r^4*x-788238*a*b*c*q*r^3*x^2+1736624*a *b*c*q*r^2*x^3+1250*a*b*c*r^6-47804*a*b*c*r^5*x-162624*a*b*c*r^4*x^2+897224*a*b *c*r^3*x^3+66*a*b*g^4*p^2*r+816*a*b*g^4*p^2*x+576*a*b*g^4*p*q*x+132*a*b*g^4*p*r ^2+1916*a*b*g^4*p*r*x-792*a*b*g^4*p*x^2+24*a*b*g^4*q^2*x+398*a*b*g^4*q*r*x+66*a *b*g^4*r^3+1332*a*b*g^4*r^2*x+198*a*b*g^4*r*x^2-1584*a*b*g^4*x^3+308*a*b*g^3*p^ 3*r+3768*a*b*g^3*p^3*x+220*a*b*g^3*p^2*q*r+5848*a*b*g^3*p^2*q*x+924*a*b*g^3*p^2 *r^2+9126*a*b*g^3*p^2*r*x-18840*a*b*g^3*p^2*x^2+2152*a*b*g^3*p*q^2*x+440*a*b*g^ 3*p*q*r^2+10364*a*b*g^3*p*q*r*x-22656*a*b*g^3*p*q*x^2+924*a*b*g^3*p*r^3+6082*a* b*g^3*p*r^2*x-50232*a*b*g^3*p*r*x^2-5728*a*b*g^3*p*x^3+72*a*b*g^3*q^3*x+1550*a* b*g^3*q^2*r*x-3816*a*b*g^3*q^2*x^2+220*a*b*g^3*q*r^3+6042*a*b*g^3*q*r^2*x-23856 *a*b*g^3*q*r*x^2-5728*a*b*g^3*q*x^3+308*a*b*g^3*r^4+724*a*b*g^3*r^3*x-45108*a*b *g^3*r^2*x^2-10160*a*b*g^3*r*x^3+528*a*b*g^2*p^4*r+6408*a*b*g^2*p^4*x+792*a*b*g ^2*p^3*q*r+15496*a*b*g^2*p^3*q*x+2112*a*b*g^2*p^3*r^2+16222*a*b*g^2*p^3*r*x-\ 54690*a*b*g^2*p^3*x^2+264*a*b*g^2*p^2*q^2*r+11840*a*b*g^2*p^2*q^2*x+2376*a*b*g^ 2*p^2*q*r^2+33584*a*b*g^2*p^2*q*r*x-117282*a*b*g^2*p^2*q*x^2+3168*a*b*g^2*p^2*r ^3+4397*a*b*g^2*p^2*r^2*x-199918*a*b*g^2*p^2*r*x^2+16744*a*b*g^2*p^2*x^3+2824*a *b*g^2*p*q^3*x+528*a*b*g^2*p*q^2*r^2+19550*a*b*g^2*p*q^2*r*x-70494*a*b*g^2*p*q^ 2*x^2+2376*a*b*g^2*p*q*r^3+20870*a*b*g^2*p*q*r^2*x-277338*a*b*g^2*p*q*r*x^2+ 33488*a*b*g^2*p*q*x^3+2112*a*b*g^2*p*r^4-14240*a*b*g^2*p*r^3*x-258858*a*b*g^2*p *r^2*x^2+82108*a*b*g^2*p*r*x^3+72*a*b*g^2*q^4*x+2188*a*b*g^2*q^3*r*x-7902*a*b*g ^2*q^3*x^2+264*a*b*g^2*q^2*r^3+10469*a*b*g^2*q^2*r^2*x-77420*a*b*g^2*q^2*r*x^2+ 16744*a*b*g^2*q^2*x^3+792*a*b*g^2*q*r^4+2782*a*b*g^2*q*r^3*x-197238*a*b*g^2*q*r ^2*x^2+82108*a*b*g^2*q*r*x^3+528*a*b*g^2*r^5-8823*a*b*g^2*r^4*x-109620*a*b*g^2* r^3*x^2+125566*a*b*g^2*r^2*x^3+396*a*b*g*p^5*r+4776*a*b*g*p^5*x+924*a*b*g*p^4*q *r+15752*a*b*g*p^4*q*x+1980*a*b*g*p^4*r^2+12758*a*b*g*p^4*r*x-55872*a*b*g*p^4*x ^2+660*a*b*g*p^3*q^2*r+18624*a*b*g*p^3*q^2*x+3696*a*b*g*p^3*q*r^2+38240*a*b*g*p ^3*q*r*x-172128*a*b*g*p^3*q*x^2+3960*a*b*g*p^3*r^3-4960*a*b*g*p^3*r^2*x-251761* a*b*g*p^3*r*x^2+43656*a*b*g*p^3*x^3+132*a*b*g*p^2*q^3*r+9120*a*b*g*p^2*q^3*x+ 1980*a*b*g*p^2*q^2*r^2+39448*a*b*g*p^2*q^2*r*x-181152*a*b*g*p^2*q^2*x^2+5544*a* b*g*p^2*q*r^3+12334*a*b*g*p^2*q*r^2*x-580915*a*b*g*p^2*q*r*x^2+130968*a*b*g*p^2 *q*x^3+3960*a*b*g*p^2*r^4-43668*a*b*g*p^2*r^3*x-413459*a*b*g*p^2*r^2*x^2+252448 *a*b*g*p^2*r*x^3+1496*a*b*g*p*q^4*x+264*a*b*g*p*q^3*r^2+15208*a*b*g*p*q^3*r*x-\ 69408*a*b*g*p*q^3*x^2+1980*a*b*g*p*q^2*r^3+25252*a*b*g*p*q^2*r^2*x-406547*a*b*g *p*q^2*r*x^2+130968*a*b*g*p*q^2*x^3+3696*a*b*g*p*q*r^4-27044*a*b*g*p*q*r^3*x-\ 675384*a*b*g*p*q*r^2*x^2+504896*a*b*g*p*q*r*x^3+1980*a*b*g*p*r^5-45304*a*b*g*p* r^4*x-279511*a*b*g*p*r^3*x^2+489096*a*b*g*p*r^2*x^3+24*a*b*g*q^5*x+1242*a*b*g*q ^4*r*x-4512*a*b*g*q^4*x^2+132*a*b*g*q^3*r^3+7958*a*b*g*q^3*r^2*x-77393*a*b*g*q^ 3*r*x^2+43656*a*b*g*q^3*x^3+660*a*b*g*q^2*r^4+4428*a*b*g*q^2*r^3*x-261925*a*b*g *q^2*r^2*x^2+252448*a*b*g*q^2*r*x^3+924*a*b*g*q*r^5-16890*a*b*g*q*r^4*x-264497* a*b*g*q*r^3*x^2+489096*a*b*g*q*r^2*x^3+396*a*b*g*r^6-14578*a*b*g*r^5*x-61941*a* b*g*r^4*x^2+277692*a*b*g*r^3*x^3+110*a*b*p^6*r+1320*a*b*p^6*x+352*a*b*p^5*q*r+ 5528*a*b*p^5*q*x+660*a*b*p^5*r^2+3754*a*b*p^5*r*x-19230*a*b*p^5*x^2+396*a*b*p^4 *q^2*r+8912*a*b*p^4*q^2*x+1760*a*b*p^4*q*r^2+14654*a*b*p^4*q*r*x-77346*a*b*p^4* q*x^2+1650*a*b*p^4*r^3-4511*a*b*p^4*r^2*x-102118*a*b*p^4*r*x^2+22768*a*b*p^4*x^ 3+176*a*b*p^3*q^3*r+6768*a*b*p^3*q^3*x+1584*a*b*p^3*q^2*r^2+21652*a*b*p^3*q^2*r *x-117084*a*b*p^3*q^2*x^2+3520*a*b*p^3*q*r^3-3258*a*b*p^3*q*r^2*x-330536*a*b*p^ 3*q*r*x^2+91072*a*b*p^3*q*x^3+2200*a*b*p^3*r^4-29184*a*b*p^3*r^3*x-199827*a*b*p ^3*r^2*x^2+159120*a*b*p^3*r*x^3+22*a*b*p^2*q^4*r+2312*a*b*p^2*q^4*x+528*a*b*p^2 *q^3*r^2+14572*a*b*p^2*q^3*r*x-79476*a*b*p^2*q^3*x^2+2376*a*b*p^2*q^2*r^3+9126* a*b*p^2*q^2*r^2*x-378900*a*b*p^2*q^2*r*x^2+136608*a*b*p^2*q^2*x^3+3520*a*b*p^2* q*r^4-42418*a*b*p^2*q*r^3*x-508047*a*b*p^2*q*r^2*x^2+477360*a*b*p^2*q*r*x^3+ 1650*a*b*p^2*r^5-42746*a*b*p^2*r^4*x-166905*a*b*p^2*r^3*x^2+391900*a*b*p^2*r^2* x^3+248*a*b*p*q^5*x+44*a*b*p*q^4*r^2+4034*a*b*p*q^4*r*x-20934*a*b*p*q^4*x^2+528 *a*b*p*q^3*r^3+9982*a*b*p*q^3*r^2*x-174664*a*b*p*q^3*r*x^2+91072*a*b*p*q^3*x^3+ 1584*a*b*p*q^2*r^4-11056*a*b*p*q^2*r^3*x-416613*a*b*p*q^2*r^2*x^2+477360*a*b*p* q^2*r*x^3+1760*a*b*p*q*r^5-44086*a*b*p*q*r^4*x-323844*a*b*p*q*r^3*x^2+783800*a* b*p*q*r^2*x^3+660*a*b*p*r^6-26834*a*b*p*r^5*x-46651*a*b*p*r^4*x^2+387950*a*b*p* r^3*x^3+214*a*b*q^5*r*x-426*a*b*q^5*x^2+22*a*b*q^4*r^3+2109*a*b*q^4*r^2*x-24182 *a*b*q^4*r*x^2+22768*a*b*q^4*x^3+176*a*b*q^3*r^4+2178*a*b*q^3*r^3*x-108393*a*b* q^3*r^2*x^2+159120*a*b*q^3*r*x^3+396*a*b*q^2*r^5-7442*a*b*q^2*r^4*x-156939*a*b* q^2*r^3*x^2+391900*a*b*q^2*r^2*x^3+352*a*b*q*r^6-14052*a*b*q*r^5*x-68987*a*b*q* r^4*x^2+387950*a*b*q*r^3*x^3+110*a*b*r^7-6327*a*b*r^6*x+3315*a*b*r^5*x^2+126150 *a*b*r^4*x^3+672*a*c^7*r+13184*a*c^7*x+1488*a*c^6*g*r+29248*a*c^6*g*x+3200*a*c^ 6*p*r+62016*a*c^6*p*x+1072*a*c^6*q*r+28480*a*c^6*q*x+3200*a*c^6*r^2+40368*a*c^6 *r*x-189504*a*c^6*x^2+1296*a*c^5*g^2*r+25536*a*c^5*g^2*x+6152*a*c^5*g*p*r+ 118400*a*c^5*g*p*x+1976*a*c^5*g*q*r+53568*a*c^5*g*q*x+6152*a*c^5*g*r^2+79720*a* c^5*g*r*x-342720*a*c^5*g*x^2+6584*a*c^5*p^2*r+113504*a*c^5*p^2*x+4512*a*c^5*p*q *r+122112*a*c^5*p*q*x+13168*a*c^5*p*r^2+143856*a*c^5*p*r*x-646176*a*c^5*p*x^2+ 616*a*c^5*q^2*r+24736*a*c^5*q^2*x+4512*a*c^5*q*r^2+84656*a*c^5*q*r*x-418848*a*c ^5*q*x^2+6584*a*c^5*r^3+30488*a*c^5*r^2*x-715784*a*c^5*r*x^2+227200*a*c^5*x^3+ 552*a*c^4*g^3*r+10912*a*c^4*g^3*x+4572*a*c^4*g^2*p*r+87040*a*c^4*g^2*p*x+1364*a *c^4*g^2*q*r+38304*a*c^4*g^2*q*x+4572*a*c^4*g^2*r^2+61596*a*c^4*g^2*r*x-230496* a*c^4*g^2*x^2+10628*a*c^4*g*p^2*r+181376*a*c^4*g*p^2*x+7064*a*c^4*g*p*q*r+ 193024*a*c^4*g*p*q*x+21256*a*c^4*g*p*r^2+237744*a*c^4*g*p*r*x-983952*a*c^4*g*p* x^2+904*a*c^4*g*q^2*r+38112*a*c^4*g*q^2*x+7064*a*c^4*g*q*r^2+137448*a*c^4*g*q*r *x-628368*a*c^4*g*q*x^2+10628*a*c^4*g*r^3+57184*a*c^4*g*r^2*x-1107240*a*c^4*g*r *x^2+302048*a*c^4*g*x^3+7096*a*c^4*p^3*r+107920*a*c^4*p^3*x+8324*a*c^4*p^2*q*r+ 193232*a*c^4*p^2*q*x+21288*a*c^4*p^2*r^2+193236*a*c^4*p^2*r*x-870048*a*c^4*p^2* x^2+2256*a*c^4*p*q^2*r+96304*a*c^4*p*q^2*x+16648*a*c^4*p*q*r^2+259288*a*c^4*p*q *r*x-1239648*a*c^4*p*q*x^2+21288*a*c^4*p*r^3+41236*a*c^4*p*r^2*x-1913136*a*c^4* p*r*x^2+541824*a*c^4*p*x^3+148*a*c^4*q^3*r+10992*a*c^4*q^3*x+2256*a*c^4*q^2*r^2 +71572*a*c^4*q^2*r*x-369600*a*c^4*q^2*x^2+8324*a*c^4*q*r^3+76860*a*c^4*q*r^2*x-\ 1362320*a*c^4*q*r*x^2+541824*a*c^4*q*x^3+7096*a*c^4*r^4-44080*a*c^4*r^3*x-\ 1098320*a*c^4*r^2*x^2+941608*a*c^4*r*x^3+114*a*c^3*g^4*r+2264*a*c^3*g^4*x+1630* a*c^3*g^3*p*r+30480*a*c^3*g^3*p*x+422*a*c^3*g^3*q*r+12704*a*c^3*g^3*q*x+1630*a* c^3*g^3*r^2+23274*a*c^3*g^3*r*x-68544*a*c^3*g^3*x^2+6450*a*c^3*g^2*p^2*r+107784 *a*c^3*g^2*p^2*x+4008*a*c^3*g^2*p*q*r+112384*a*c^3*g^2*p*q*x+12900*a*c^3*g^2*p* r^2+148912*a*c^3*g^2*p*r*x-540648*a*c^3*g^2*p*x^2+458*a*c^3*g^2*q^2*r+21144*a*c ^3*g^2*q^2*x+4008*a*c^3*g^2*q*r^2+83120*a*c^3*g^2*q*r*x-335544*a*c^3*g^2*q*x^2+ 6450*a*c^3*g^2*r^3+42674*a*c^3*g^2*r^2*x-621958*a*c^3*g^2*r*x^2+125248*a*c^3*g^ 2*x^3+9226*a*c^3*g*p^3*r+138464*a*c^3*g*p^3*x+10566*a*c^3*g*p^2*q*r+245952*a*c^ 3*g*p^2*q*x+27678*a*c^3*g*p^2*r^2+256278*a*c^3*g*p^2*r*x-1067880*a*c^3*g*p^2*x^ 2+2716*a*c^3*g*p*q^2*r+120672*a*c^3*g*p*q^2*x+21132*a*c^3*g*p*q*r^2+340240*a*c^ 3*g*p*q*r*x-1507536*a*c^3*g*p*q*x^2+27678*a*c^3*g*p*r^3+70074*a*c^3*g*p*r^2*x-\ 2392974*a*c^3*g*p*r*x^2+584320*a*c^3*g*p*x^3+160*a*c^3*g*q^3*r+13184*a*c^3*g*q^ 3*x+2716*a*c^3*g*q^2*r^2+91498*a*c^3*g*q^2*r*x-439656*a*c^3*g*q^2*x^2+10566*a*c ^3*g*q*r^3+110354*a*c^3*g*q*r^2*x-1679022*a*c^3*g*q*r*x^2+584320*a*c^3*g*q*x^3+ 9226*a*c^3*g*r^4-47740*a*c^3*g*r^3*x-1421496*a*c^3*g*r^2*x^2+1060544*a*c^3*g*r* x^3+4268*a*c^3*p^4*r+58512*a*c^3*p^4*x+7632*a*c^3*p^3*q*r+150512*a*c^3*p^3*q*x+ 17072*a*c^3*p^3*r^2+129752*a*c^3*p^3*r*x-601488*a*c^3*p^3*x^2+3816*a*c^3*p^2*q^ 2*r+128112*a*c^3*p^2*q^2*x+22896*a*c^3*p^2*q*r^2+282104*a*c^3*p^2*q*r*x-1366512 *a*c^3*p^2*q*x^2+25608*a*c^3*p^2*r^3-1620*a*c^3*p^2*r^2*x-1956386*a*c^3*p^2*r*x ^2+515136*a*c^3*p^2*x^3+464*a*c^3*p*q^3*r+38736*a*c^3*p*q^3*x+7632*a*c^3*p*q^2* r^2+183336*a*c^3*p*q^2*r*x-928560*a*c^3*p*q^2*x^2+22896*a*c^3*p*q*r^3+103148*a* c^3*p*q*r^2*x-2974180*a*c^3*p*q*r*x^2+1030272*a*c^3*p*q*x^3+17072*a*c^3*p*r^4-\ 158448*a*c^3*p*r^3*x-2104688*a*c^3*p*r^2*x^2+1764784*a*c^3*p*r*x^3+12*a*c^3*q^4 *r+2624*a*c^3*q^4*x+464*a*c^3*q^3*r^2+30984*a*c^3*q^3*r*x-163536*a*c^3*q^3*x^2+ 3816*a*c^3*q^2*r^3+69376*a*c^3*q^2*r^2*x-1017794*a*c^3*q^2*r*x^2+515136*a*c^3*q ^2*x^3+7632*a*c^3*q*r^4-28444*a*c^3*q*r^3*x-1721040*a*c^3*q*r^2*x^2+1764784*a*c ^3*q*r*x^3+4268*a*c^3*r^5-85588*a*c^3*r^4*x-730104*a*c^3*r^3*x^2+1470928*a*c^3* r^2*x^3+9*a*c^2*g^5*r+180*a*c^2*g^5*x+277*a*c^2*g^4*p*r+5020*a*c^2*g^4*p*x+52*a *c^2*g^4*q*r+1860*a*c^2*g^4*q*x+277*a*c^2*g^4*r^2+4322*a*c^2*g^4*r*x-7812*a*c^2 *g^4*x^2+1811*a*c^2*g^3*p^2*r+28984*a*c^2*g^3*p^2*x+966*a*c^2*g^3*p*q*r+29024*a *c^2*g^3*p*q*x+3622*a*c^2*g^3*p*r^2+43688*a*c^2*g^3*p*r*x-126180*a*c^2*g^3*p*x^ 2+88*a*c^2*g^3*q^2*r+4944*a*c^2*g^3*q^2*x+966*a*c^2*g^3*q*r^2+22618*a*c^2*g^3*q *r*x-73668*a*c^2*g^3*q*x^2+1811*a*c^2*g^3*r^3+15862*a*c^2*g^3*r^2*x-149212*a*c^ 2*g^3*r*x^2+11448*a*c^2*g^3*x^3+4275*a*c^2*g^2*p^3*r+62260*a*c^2*g^2*p^3*x+4640 *a*c^2*g^2*p^2*q*r+108916*a*c^2*g^2*p^2*q*x+12825*a*c^2*g^2*p^2*r^2+121280*a*c^ 2*g^2*p^2*r*x-447180*a*c^2*g^2*p^2*x^2+1054*a*c^2*g^2*p*q^2*r+51844*a*c^2*g^2*p *q^2*x+9280*a*c^2*g^2*p*q*r^2+158070*a*c^2*g^2*p*q*r*x-620328*a*c^2*g^2*p*q*x^2 +12825*a*c^2*g^2*p*r^3+43778*a*c^2*g^2*p*r^2*x-1033291*a*c^2*g^2*p*r*x^2+188456 *a*c^2*g^2*p*x^3+51*a*c^2*g^2*q^3*r+5188*a*c^2*g^2*q^3*x+1054*a*c^2*g^2*q^2*r^2 +40296*a*c^2*g^2*q^2*r*x-173148*a*c^2*g^2*q^2*x^2+4640*a*c^2*g^2*q*r^3+58822*a* c^2*g^2*q*r^2*x-702279*a*c^2*g^2*q*r*x^2+188456*a*c^2*g^2*q*x^3+4275*a*c^2*g^2* r^4-15242*a*c^2*g^2*r^3*x-653922*a*c^2*g^2*r^2*x^2+370210*a*c^2*g^2*r*x^3+4184* a*c^2*g*p^4*r+56428*a*c^2*g*p^4*x+7342*a*c^2*g*p^3*q*r+144304*a*c^2*g*p^3*q*x+ 16736*a*c^2*g*p^3*r^2+129108*a*c^2*g*p^3*r*x-556860*a*c^2*g*p^3*x^2+3536*a*c^2* g*p^2*q^2*r+121584*a*c^2*g*p^2*q^2*x+22026*a*c^2*g*p^2*q*r^2+279024*a*c^2*g*p^2 *q*r*x-1257156*a*c^2*g*p^2*q*x^2+25104*a*c^2*g*p^2*r^3+9742*a*c^2*g*p^2*r^2*x-\ 1848793*a*c^2*g*p^2*r*x^2+422280*a*c^2*g*p^2*x^3+386*a*c^2*g*p*q^3*r+35968*a*c^ 2*g*p*q^3*x+7072*a*c^2*g*p*q^2*r^2+179072*a*c^2*g*p*q^2*r*x-843732*a*c^2*g*p*q^ 2*x^2+22026*a*c^2*g*p*q*r^3+118378*a*c^2*g*p*q*r^2*x-2784094*a*c^2*g*p*q*r*x^2+ 844560*a*c^2*g*p*q*x^3+16736*a*c^2*g*p*r^4-142128*a*c^2*g*p*r^3*x-2056216*a*c^2 *g*p*r^2*x^2+1510450*a*c^2*g*p*r*x^3+8*a*c^2*g*q^4*r+2260*a*c^2*g*q^4*x+386*a*c ^2*g*q^3*r^2+29156*a*c^2*g*q^3*r*x-143436*a*c^2*g*q^3*x^2+3536*a*c^2*g*q^2*r^3+ 72902*a*c^2*g*q^2*r^2*x-935301*a*c^2*g*q^2*r*x^2+422280*a*c^2*g*q^2*x^3+7342*a* c^2*g*q*r^4-16342*a*c^2*g*q*r^3*x-1668182*a*c^2*g*q*r^2*x^2+1510450*a*c^2*g*q*r *x^3+4184*a*c^2*g*r^5-79190*a*c^2*g*r^4*x-743910*a*c^2*g*r^3*x^2+1341648*a*c^2* g*r^2*x^3+1436*a*c^2*p^5*r+18280*a*c^2*p^5*x+3596*a*c^2*p^4*q*r+62208*a*c^2*p^4 *q*x+7180*a*c^2*p^4*r^2+46842*a*c^2*p^4*r*x-227220*a*c^2*p^4*x^2+2916*a*c^2*p^3 *q^2*r+77264*a*c^2*p^3*q^2*x+14384*a*c^2*p^3*q*r^2+142900*a*c^2*p^3*q*r*x-\ 718464*a*c^2*p^3*q*x^2+14360*a*c^2*p^3*r^3-21742*a*c^2*p^3*r^2*x-966930*a*c^2*p ^3*r*x^2+243968*a*c^2*p^3*x^3+788*a*c^2*p^2*q^3*r+41344*a*c^2*p^2*q^3*x+8748*a* c^2*p^2*q^2*r^2+152424*a*c^2*p^2*q^2*r*x-792072*a*c^2*p^2*q^2*x^2+21576*a*c^2*p ^2*q*r^3+27870*a*c^2*p^2*q*r^2*x-2306610*a*c^2*p^2*q*r*x^2+731904*a*c^2*p^2*q*x ^3+14360*a*c^2*p^2*r^4-163478*a*c^2*p^2*r^3*x-1469658*a*c^2*p^2*r^2*x^2+1234682 *a*c^2*p^2*r*x^3+32*a*c^2*p*q^4*r+8328*a*c^2*p*q^4*x+1576*a*c^2*p*q^3*r^2+63516 *a*c^2*p*q^3*r*x-337632*a*c^2*p*q^3*x^2+8748*a*c^2*p*q^2*r^3+78294*a*c^2*p*q^2* r^2*x-1712430*a*c^2*p*q^2*r*x^2+731904*a*c^2*p*q^2*x^3+14384*a*c^2*p*q*r^4-\ 124128*a*c^2*p*q*r^3*x-2472552*a*c^2*p*q*r^2*x^2+2469364*a*c^2*p*q*r*x^3+7180*a *c^2*p*r^5-165762*a*c^2*p*r^4*x-902510*a*c^2*p*r^3*x^2+1984636*a*c^2*p*r^2*x^3+ 320*a*c^2*q^5*x+32*a*c^2*q^4*r^2+7150*a*c^2*q^4*r*x-36804*a*c^2*q^4*x^2+788*a*c ^2*q^3*r^3+28682*a*c^2*q^3*r^2*x-372750*a*c^2*q^3*r*x^2+243968*a*c^2*q^3*x^3+ 2916*a*c^2*q^2*r^4+3134*a*c^2*q^2*r^3*x-1002894*a*c^2*q^2*r^2*x^2+1234682*a*c^2 *q^2*r*x^3+3596*a*c^2*q*r^5-71306*a*c^2*q*r^4*x-876086*a*c^2*q*r^3*x^2+1984636* a*c^2*q*r^2*x^3+1436*a*c^2*r^6-52588*a*c^2*r^5*x-172562*a*c^2*r^4*x^2+969830*a* c^2*r^3*x^3+18*a*c*g^5*p*r+308*a*c*g^5*p*x+a*c*g^5*q*r+84*a*c*g^5*q*x+18*a*c*g^ 5*r^2+321*a*c*g^5*r*x-84*a*c*g^5*x^2+230*a*c*g^4*p^2*r+3364*a*c*g^4*p^2*x+82*a* c*g^4*p*q*r+3088*a*c*g^4*p*q*x+460*a*c*g^4*p*r^2+5921*a*c*g^4*p*r*x-10740*a*c*g ^4*p*x^2+4*a*c*g^4*q^2*r+412*a*c*g^4*q^2*x+82*a*c*g^4*q*r^2+2547*a*c*g^4*q*r*x-\ 5304*a*c*g^4*q*x^2+230*a*c*g^4*r^3+2921*a*c*g^4*r^2*x-12681*a*c*g^4*r*x^2-2464* a*c*g^4*x^3+834*a*c*g^3*p^3*r+11396*a*c*g^3*p^3*x+805*a*c*g^3*p^2*q*r+19340*a*c *g^3*p^2*q*x+2502*a*c*g^3*p^2*r^2+24173*a*c*g^3*p^2*r*x-72060*a*c*g^3*p^2*x^2+ 130*a*c*g^3*p*q^2*r+8648*a*c*g^3*p*q^2*x+1610*a*c*g^3*p*q*r^2+30378*a*c*g^3*p*q *r*x-96432*a*c*g^3*p*q*x^2+2502*a*c*g^3*p*r^3+12001*a*c*g^3*p*r^2*x-175432*a*c* g^3*p*r*x^2+13940*a*c*g^3*p*x^3+4*a*c*g^3*q^3*r+704*a*c*g^3*q^3*x+130*a*c*g^3*q ^2*r^2+6862*a*c*g^3*q^2*r*x-24372*a*c*g^3*q^2*x^2+805*a*c*g^3*q*r^3+13848*a*c*g ^3*q*r^2*x-110474*a*c*g^3*q*r*x^2+13940*a*c*g^3*q*x^3+834*a*c*g^3*r^4-776*a*c*g ^3*r^3*x-125369*a*c*g^3*r^2*x^2+34198*a*c*g^3*r*x^3+1310*a*c*g^2*p^4*r+17020*a* c*g^2*p^4*x+2206*a*c*g^2*p^3*q*r+43028*a*c*g^2*p^3*q*x+5240*a*c*g^2*p^3*r^2+ 40769*a*c*g^2*p^3*r*x-157500*a*c*g^2*p^3*x^2+973*a*c*g^2*p^2*q^2*r+35528*a*c*g^ 2*p^2*q^2*x+6618*a*c*g^2*p^2*q*r^2+87305*a*c*g^2*p^2*q*r*x-351336*a*c*g^2*p^2*q *x^2+7860*a*c*g^2*p^2*r^3+7718*a*c*g^2*p^2*r^2*x-541497*a*c*g^2*p^2*r*x^2+93940 *a*c*g^2*p^2*x^3+78*a*c*g^2*p*q^3*r+10052*a*c*g^2*p*q^3*x+1946*a*c*g^2*p*q^2*r^ 2+54761*a*c*g^2*p*q^2*r*x-230172*a*c*g^2*p*q^2*x^2+6618*a*c*g^2*p*q*r^3+44958*a *c*g^2*p*q*r^2*x-799532*a*c*g^2*p*q*r*x^2+187880*a*c*g^2*p*q*x^3+5240*a*c*g^2*p *r^4-38791*a*c*g^2*p*r^3*x-638912*a*c*g^2*p*r^2*x^2+364029*a*c*g^2*p*r*x^3+a*c* g^2*q^4*r+532*a*c*g^2*q^4*x+78*a*c*g^2*q^3*r^2+8225*a*c*g^2*q^3*r*x-36336*a*c*g ^2*q^3*x^2+973*a*c*g^2*q^2*r^3+25125*a*c*g^2*q^2*r^2*x-258035*a*c*g^2*q^2*r*x^2 +93940*a*c*g^2*q^2*x^3+2206*a*c*g^2*q*r^4+681*a*c*g^2*q*r^3*x-510925*a*c*g^2*q* r^2*x^2+364029*a*c*g^2*q*r*x^3+1310*a*c*g^2*r^5-22760*a*c*g^2*r^4*x-247377*a*c* g^2*r^3*x^2+371666*a*c*g^2*r^2*x^3+940*a*c*g*p^5*r+11752*a*c*g*p^5*x+2320*a*c*g *p^4*q*r+39828*a*c*g*p^4*q*x+4700*a*c*g*p^4*r^2+30934*a*c*g*p^4*r*x-140826*a*c* g*p^4*x^2+1834*a*c*g*p^3*q^2*r+49144*a*c*g*p^3*q^2*x+9280*a*c*g*p^3*q*r^2+94182 *a*c*g*p^3*q*r*x-443256*a*c*g*p^3*q*x^2+9400*a*c*g*p^3*r^3-11265*a*c*g*p^3*r^2* x-611984*a*c*g*p^3*r*x^2+135064*a*c*g*p^3*x^3+468*a*c*g*p^2*q^3*r+25984*a*c*g*p ^2*q^3*x+5502*a*c*g*p^2*q^2*r^2+99952*a*c*g*p^2*q^2*r*x-484812*a*c*g*p^2*q^2*x^ 2+13920*a*c*g*p^2*q*r^3+26233*a*c*g*p^2*q*r^2*x-1450586*a*c*g*p^2*q*r*x^2+ 405192*a*c*g*p^2*q*x^3+9400*a*c*g*p^2*r^4-101879*a*c*g*p^2*r^3*x-960302*a*c*g*p ^2*r^2*x^2+713507*a*c*g*p^2*r*x^3+14*a*c*g*p*q^4*r+5088*a*c*g*p*q^4*x+936*a*c*g *p*q^3*r^2+41094*a*c*g*p*q^3*r*x-203160*a*c*g*p*q^3*x^2+5502*a*c*g*p*q^2*r^3+ 57295*a*c*g*p*q^2*r^2*x-1065220*a*c*g*p*q^2*r*x^2+405192*a*c*g*p*q^2*x^3+9280*a *c*g*p*q*r^4-70768*a*c*g*p*q*r^3*x-1607166*a*c*g*p*q*r^2*x^2+1427014*a*c*g*p*q* r*x^3+4700*a*c*g*p*r^5-104987*a*c*g*p*r^4*x-616425*a*c*g*p*r^3*x^2+1216508*a*c* g*p*r^2*x^3+172*a*c*g*q^5*x+14*a*c*g*q^4*r^2+4390*a*c*g*q^4*r*x-20778*a*c*g*q^4 *x^2+468*a*c*g*q^3*r^3+19797*a*c*g*q^3*r^2*x-226618*a*c*g*q^3*r*x^2+135064*a*c* g*q^3*x^3+1834*a*c*g*q^2*r^4+6487*a*c*g*q^2*r^3*x-646864*a*c*g*q^2*r^2*x^2+ 713507*a*c*g*q^2*r*x^3+2320*a*c*g*q*r^5-42647*a*c*g*q*r^4*x-594087*a*c*g*q*r^3* x^2+1216508*a*c*g*q*r^2*x^3+940*a*c*g*r^6-33555*a*c*g*r^5*x-127281*a*c*g*r^4*x^ 2+625571*a*c*g*r^3*x^3+252*a*c*p^6*r+3072*a*c*p^6*x+832*a*c*p^5*q*r+13120*a*c*p ^5*q*x+1512*a*c*p^5*r^2+8760*a*c*p^5*r*x-44730*a*c*p^5*x^2+984*a*c*p^4*q^2*r+ 21776*a*c*p^4*q^2*x+4160*a*c*p^4*q*r^2+34604*a*c*p^4*q*r*x-182514*a*c*p^4*q*x^2 +3780*a*c*p^4*r^3-9657*a*c*p^4*r^2*x-232526*a*c*p^4*r*x^2+57528*a*c*p^4*x^3+480 *a*c*p^3*q^3*r+17344*a*c*p^3*q^3*x+3936*a*c*p^3*q^2*r^2+52064*a*c*p^3*q^2*r*x-\ 282756*a*c*p^3*q^2*x^2+8320*a*c*p^3*q*r^3-6866*a*c*p^3*q*r^2*x-764460*a*c*p^3*q *r*x^2+230112*a*c*p^3*q*x^3+5040*a*c*p^3*r^4-64788*a*c*p^3*r^3*x-444803*a*c*p^3 *r^2*x^2+381898*a*c*p^3*r*x^3+76*a*c*p^2*q^4*r+6496*a*c*p^2*q^4*x+1440*a*c*p^2* q^3*r^2+36168*a*c*p^2*q^3*r*x-200484*a*c*p^2*q^3*x^2+5904*a*c*p^2*q^2*r^3+20700 *a*c*p^2*q^2*r^2*x-898224*a*c*p^2*q^2*r*x^2+345168*a*c*p^2*q^2*x^3+8320*a*c*p^2 *q*r^4-97022*a*c*p^2*q*r^3*x-1147707*a*c*p^2*q*r^2*x^2+1145694*a*c*p^2*q*r*x^3+ 3780*a*c*p^2*r^5-94902*a*c*p^2*r^4*x-361123*a*c*p^2*r^3*x^2+886706*a*c*p^2*r^2* x^3+896*a*c*p*q^5*x+152*a*c*p*q^4*r^2+10760*a*c*p*q^4*r*x-59106*a*c*p*q^4*x^2+ 1440*a*c*p*q^3*r^3+23370*a*c*p*q^3*r^2*x-433172*a*c*p*q^3*r*x^2+230112*a*c*p*q^ 3*x^3+3936*a*c*p*q^2*r^4-27688*a*c*p*q^2*r^3*x-961005*a*c*p*q^2*r^2*x^2+1145694 *a*c*p*q^2*r*x^3+4160*a*c*p*q*r^5-100630*a*c*p*q*r^4*x-709346*a*c*p*q*r^3*x^2+ 1773412*a*c*p*q*r^2*x^3+1512*a*c*p*r^6-59436*a*c*p*r^5*x-94291*a*c*p*r^4*x^2+ 832790*a*c*p*r^3*x^3+16*a*c*q^6*x+812*a*c*q^5*r*x-3594*a*c*q^5*x^2+76*a*c*q^4*r ^3+5461*a*c*q^4*r^2*x-66882*a*c*q^4*r*x^2+57528*a*c*q^4*x^3+480*a*c*q^3*r^4+ 4546*a*c*q^3*r^3*x-258101*a*c*q^3*r^2*x^2+381898*a*c*q^3*r*x^3+984*a*c*q^2*r^5-\ 18100*a*c*q^2*r^4*x-348223*a*c*q^2*r^3*x^2+886706*a*c*q^2*r^2*x^3+832*a*c*q*r^6 -31958*a*c*q*r^5*x-143585*a*c*q*r^4*x^2+832790*a*c*q*r^3*x^3+252*a*c*r^7-13977* a*c*r^6*x+9825*a*c*r^5*x^2+258286*a*c*r^4*x^3+10*a*g^5*p^2*r+120*a*g^5*p^2*x+88 *a*g^5*p*q*x+20*a*g^5*p*r^2+289*a*g^5*p*r*x-102*a*g^5*p*x^2+4*a*g^5*q^2*x+64*a* g^5*q*r*x+6*a*g^5*q*x^2+10*a*g^5*r^3+208*a*g^5*r^2*x+52*a*g^5*r*x^2-216*a*g^5*x ^3+58*a*g^4*p^3*r+696*a*g^4*p^3*x+43*a*g^4*p^2*q*r+1108*a*g^4*p^2*q*x+174*a*g^4 *p^2*r^2+1724*a*g^4*p^2*r*x-3342*a*g^4*p^2*x^2+428*a*g^4*p*q^2*x+86*a*g^4*p*q*r ^2+1996*a*g^4*p*q*r*x-4098*a*g^4*p*q*x^2+174*a*g^4*p*r^3+1238*a*g^4*p*r^2*x-\ 8944*a*g^4*p*r*x^2-968*a*g^4*p*x^3+16*a*g^4*q^3*x+321*a*g^4*q^2*r*x-756*a*g^4*q ^2*x^2+43*a*g^4*q*r^3+1209*a*g^4*q*r^2*x-4400*a*g^4*q*r*x^2-968*a*g^4*q*x^3+58* a*g^4*r^4+210*a*g^4*r^3*x-8246*a*g^4*r^2*x^2-1736*a*g^4*r*x^3+132*a*g^3*p^4*r+ 1584*a*g^3*p^4*x+204*a*g^3*p^3*q*r+3912*a*g^3*p^3*q*x+528*a*g^3*p^3*r^2+4094*a* g^3*p^3*r*x-13074*a*g^3*p^3*x^2+72*a*g^3*p^2*q^2*r+3096*a*g^3*p^2*q^2*x+612*a*g ^3*p^2*q*r^2+8604*a*g^3*p^2*q*r*x-28470*a*g^3*p^2*q*x^2+792*a*g^3*p^2*r^3+1460* a*g^3*p^2*r^2*x-47887*a*g^3*p^2*r*x^2+4036*a*g^3*p^2*x^3+792*a*g^3*p*q^3*x+144* a*g^3*p*q^2*r^2+5142*a*g^3*p*q^2*r*x-17718*a*g^3*p*q^2*x^2+612*a*g^3*p*q*r^3+ 5706*a*g^3*p*q*r^2*x-67684*a*g^3*p*q*r*x^2+8072*a*g^3*p*q*x^3+528*a*g^3*p*r^4-\ 3026*a*g^3*p*r^3*x-62925*a*g^3*p*r^2*x^2+19414*a*g^3*p*r*x^3+24*a*g^3*q^4*x+632 *a*g^3*q^3*r*x-2322*a*g^3*q^3*x^2+72*a*g^3*q^2*r^3+2851*a*g^3*q^2*r^2*x-19797*a *g^3*q^2*r*x^2+4036*a*g^3*q^2*x^3+204*a*g^3*q*r^4+1014*a*g^3*q*r^3*x-48917*a*g^ 3*q*r^2*x^2+19414*a*g^3*q*r*x^3+132*a*g^3*r^5-1976*a*g^3*r^4*x-27096*a*g^3*r^3* x^2+29490*a*g^3*r^2*x^3+148*a*g^2*p^5*r+1776*a*g^2*p^5*x+354*a*g^2*p^4*q*r+5968 *a*g^2*p^4*q*x+740*a*g^2*p^4*r^2+4840*a*g^2*p^4*r*x-20130*a*g^2*p^4*x^2+264*a*g ^2*p^3*q^2*r+7264*a*g^2*p^3*q^2*x+1416*a*g^2*p^3*q*r^2+14712*a*g^2*p^3*q*r*x-\ 62808*a*g^2*p^3*q*x^2+1480*a*g^2*p^3*r^3-1284*a*g^2*p^3*r^2*x-90728*a*g^2*p^3*r *x^2+15512*a*g^2*p^3*x^3+58*a*g^2*p^2*q^3*r+3744*a*g^2*p^2*q^3*x+792*a*g^2*p^2* q^2*r^2+15490*a*g^2*p^2*q^2*r*x-67644*a*g^2*p^2*q^2*x^2+2124*a*g^2*p^2*q*r^3+ 5758*a*g^2*p^2*q*r^2*x-212259*a*g^2*p^2*q*r*x^2+46536*a*g^2*p^2*q*x^3+1480*a*g^ 2*p^2*r^4-15132*a*g^2*p^2*r^3*x-150453*a*g^2*p^2*r^2*x^2+88833*a*g^2*p^2*r*x^3+ 688*a*g^2*p*q^4*x+116*a*g^2*p*q^3*r^2+6204*a*g^2*p*q^3*r*x-27384*a*g^2*p*q^3*x^ 2+792*a*g^2*p*q^2*r^3+10384*a*g^2*p*q^2*r^2*x-152334*a*g^2*p*q^2*r*x^2+46536*a* g^2*p*q^2*x^3+1416*a*g^2*p*q*r^4-8748*a*g^2*p*q*r^3*x-249384*a*g^2*p*q*r^2*x^2+ 177666*a*g^2*p*q*r*x^3+740*a*g^2*p*r^5-15932*a*g^2*p*r^4*x-103427*a*g^2*p*r^3*x ^2+171405*a*g^2*p*r^2*x^3+16*a*g^2*q^5*x+586*a*g^2*q^4*r*x-2418*a*g^2*q^4*x^2+ 58*a*g^2*q^3*r^3+3342*a*g^2*q^3*r^2*x-30803*a*g^2*q^3*r*x^2+15512*a*g^2*q^3*x^3 +264*a*g^2*q^2*r^4+2158*a*g^2*q^2*r^3*x-98931*a*g^2*q^2*r^2*x^2+88833*a*g^2*q^2 *r*x^3+354*a*g^2*q*r^5-5762*a*g^2*q*r^4*x-98810*a*g^2*q*r^3*x^2+171405*a*g^2*q* r^2*x^3+148*a*g^2*r^6-5148*a*g^2*r^5*x-23572*a*g^2*r^4*x^2+96888*a*g^2*r^3*x^3+ 82*a*g*p^6*r+984*a*g*p^6*x+268*a*g*p^5*q*r+4192*a*g*p^5*q*x+492*a*g*p^5*r^2+ 2857*a*g*p^5*r*x-13896*a*g*p^5*x^2+312*a*g*p^4*q^2*r+6932*a*g*p^4*q^2*x+1340*a* g*p^4*q*r^2+11312*a*g*p^4*q*r*x-56508*a*g*p^4*q*x^2+1230*a*g*p^4*r^3-2944*a*g*p ^4*r^2*x-73713*a*g*p^4*r*x^2+16124*a*g*p^4*x^3+148*a*g*p^3*q^3*r+5488*a*g*p^3*q ^3*x+1248*a*g*p^3*q^2*r^2+17038*a*g*p^3*q^2*r*x-87072*a*g*p^3*q^2*x^2+2680*a*g* p^3*q*r^3-1264*a*g*p^3*q*r^2*x-241298*a*g*p^3*q*r*x^2+64496*a*g*p^3*q*x^3+1640* a*g*p^3*r^4-20666*a*g*p^3*r^3*x-145181*a*g*p^3*r^2*x^2+111709*a*g*p^3*r*x^3+22* a*g*p^2*q^4*r+2032*a*g*p^2*q^4*x+444*a*g*p^2*q^3*r^2+11812*a*g*p^2*q^3*r*x-\ 61128*a*g*p^2*q^3*x^2+1872*a*g*p^2*q^2*r^3+8172*a*g*p^2*q^2*r^2*x-281616*a*g*p^ 2*q^2*r*x^2+96744*a*g*p^2*q^2*x^3+2680*a*g*p^2*q*r^4-29744*a*g*p^2*q*r^3*x-\ 373446*a*g*p^2*q*r^2*x^2+335127*a*g*p^2*q*r*x^3+1230*a*g*p^2*r^5-30524*a*g*p^2* r^4*x-123213*a*g*p^2*r^3*x^2+273835*a*g*p^2*r^2*x^3+272*a*g*p*q^5*x+44*a*g*p*q^ 4*r^2+3473*a*g*p*q^4*r*x-17592*a*g*p*q^4*x^2+444*a*g*p*q^3*r^3+8360*a*g*p*q^3*r ^2*x-134190*a*g*p*q^3*r*x^2+64496*a*g*p*q^3*x^3+1248*a*g*p*q^2*r^4-7042*a*g*p*q ^2*r^3*x-311349*a*g*p*q^2*r^2*x^2+335127*a*g*p*q^2*r*x^3+1340*a*g*p*q*r^5-31408 *a*g*p*q*r^4*x-240942*a*g*p*q*r^3*x^2+547670*a*g*p*q*r^2*x^3+492*a*g*p*r^6-\ 19207*a*g*p*r^5*x-36255*a*g*p*r^4*x^2+269819*a*g*p*r^3*x^3+4*a*g*q^6*x+244*a*g* q^5*r*x-924*a*g*q^5*x^2+22*a*g*q^4*r^3+1868*a*g*q^4*r^2*x-20159*a*g*q^4*r*x^2+ 16124*a*g*q^4*x^3+148*a*g*q^3*r^4+2036*a*g*q^3*r^3*x-83084*a*g*q^3*r^2*x^2+ 111709*a*g*q^3*r*x^3+312*a*g*q^2*r^5-5108*a*g*q^2*r^4*x-117729*a*g*q^2*r^3*x^2+ 273835*a*g*q^2*r^2*x^3+268*a*g*q*r^6-10048*a*g*q*r^5*x-52286*a*g*q*r^4*x^2+ 269819*a*g*q*r^3*x^3+82*a*g*r^7-4532*a*g*r^6*x+1594*a*g*r^5*x^2+87213*a*g*r^4*x ^3+18*a*p^7*r+216*a*p^7*x+75*a*p^6*q*r+1116*a*p^6*q*x+126*a*p^6*r^2+676*a*p^6*r *x-3600*a*p^6*x^2+120*a*p^5*q^2*r+2340*a*p^5*q^2*x+450*a*p^5*q*r^2+3280*a*p^5*q *r*x-18066*a*p^5*q*x^2+378*a*p^5*r^3-1220*a*p^5*r^2*x-21876*a*p^5*r*x^2+5400*a* p^5*x^3+90*a*p^4*q^3*r+2520*a*p^4*q^3*x+600*a*p^4*q^2*r^2+6393*a*p^4*q^2*r*x-\ 36330*a*p^4*q^2*x^2+1125*a*p^4*q*r^3-2421*a*p^4*q*r^2*x-92205*a*p^4*q*r*x^2+ 27000*a*p^4*q*x^3+630*a*p^4*r^4-8680*a*p^4*r^3*x-49428*a*p^4*r^2*x^2+44026*a*p^ 4*r*x^3+30*a*p^3*q^4*r+1440*a*p^3*q^4*x+360*a*p^3*q^3*r^2+6292*a*p^3*q^3*r*x-\ 36660*a*p^3*q^3*x^2+1200*a*p^3*q^2*r^3+438*a*p^3*q^2*r^2*x-150060*a*p^3*q^2*r*x ^2+54000*a*p^3*q^2*x^3+1500*a*p^3*q*r^4-20164*a*p^3*q*r^3*x-173096*a*p^3*q*r^2* x^2+176104*a*p^3*q*r*x^3+630*a*p^3*r^5-16560*a*p^3*r^4*x-46815*a*p^3*r^3*x^2+ 131060*a*p^3*r^2*x^3+3*a*p^2*q^5*r+396*a*p^2*q^5*x+90*a*p^2*q^4*r^2+3178*a*p^2* q^4*r*x-18660*a*p^2*q^4*x^2+540*a*p^2*q^3*r^3+3640*a*p^2*q^3*r^2*x-115710*a*p^2 *q^3*r*x^2+54000*a*p^2*q^3*x^3+1200*a*p^2*q^2*r^4-13644*a*p^2*q^2*r^3*x-222720* a*p^2*q^2*r^2*x^2+264156*a*p^2*q^2*r*x^3+1125*a*p^2*q*r^5-29906*a*p^2*q*r^4*x-\ 139524*a*p^2*q*r^3*x^2+393180*a*p^2*q*r^2*x^3+378*a*p^2*r^6-15404*a*p^2*r^5*x-\ 8637*a*p^2*r^4*x^2+176796*a*p^2*r^3*x^3+36*a*p*q^6*x+6*a*p*q^5*r^2+708*a*p*q^5* r*x-3930*a*p*q^5*x^2+90*a*p*q^4*r^3+2382*a*p*q^4*r^2*x-40680*a*p*q^4*r*x^2+ 27000*a*p*q^4*x^3+360*a*p*q^3*r^4-1516*a*p*q^3*r^3*x-123864*a*p*q^3*r^2*x^2+ 176104*a*p*q^3*r*x^3+600*a*p*q^2*r^5-14730*a*p*q^2*r^4*x-138603*a*p*q^2*r^3*x^2 +393180*a*p*q^2*r^2*x^3+450*a*p*q*r^6-18708*a*p*q*r^5*x-38250*a*p*q*r^4*x^2+ 353592*a*p*q*r^3*x^3+126*a*p*r^7-7204*a*p*r^6*x+13239*a*p*r^5*x^2+104816*a*p*r^ 4*x^3+33*a*q^6*r*x-66*a*q^6*x^2+3*a*q^5*r^3+381*a*q^5*r^2*x-4701*a*q^5*r*x^2+ 5400*a*q^5*x^3+30*a*q^4*r^4+644*a*q^4*r^3*x-24812*a*q^4*r^2*x^2+44026*a*q^4*r*x ^3+90*a*q^3*r^5-1384*a*q^3*r^4*x-45894*a*q^3*r^3*x^2+131060*a*q^3*r^2*x^3+120*a *q^2*r^6-4701*a*q^2*r^5*x-29613*a*q^2*r^4*x^2+176796*a*q^2*r^3*x^3+75*a*q*r^7-\ 4381*a*q*r^6*x+2317*a*q*r^5*x^2+104816*a*q*r^4*x^3+18*a*r^8-1360*a*r^7*x+6213*a *r^6*x^2+20454*a*r^5*x^3+128*b^6*c^2*x+128*b^6*c*p*x+80*b^6*c*r*x-288*b^6*c*x^2 +32*b^6*p^2*x+40*b^6*p*r*x-144*b^6*p*x^2-48*b^6*q*x^2-8*b^6*r^2*x-176*b^6*r*x^2 -192*b^6*x^3+32*b^5*c^3*r+1408*b^5*c^3*x+16*b^5*c^2*g*r+640*b^5*c^2*g*x+80*b^5* c^2*p*r+2368*b^5*c^2*p*x+576*b^5*c^2*q*x+80*b^5*c^2*r^2+1296*b^5*c^2*r*x-7392*b ^5*c^2*x^2+24*b^5*c*g*p*r+736*b^5*c*g*p*x+96*b^5*c*g*q*x+24*b^5*c*g*r^2+584*b^5 *c*g*r*x-1104*b^5*c*g*x^2+56*b^5*c*p^2*r+1312*b^5*c*p^2*x+768*b^5*c*p*q*x+112*b ^5*c*p*r^2+1504*b^5*c*p*r*x-7584*b^5*c*p*x^2+624*b^5*c*q*r*x-3408*b^5*c*q*x^2+ 56*b^5*c*r^3-232*b^5*c*r^2*x-9768*b^5*c*r*x^2-1984*b^5*c*x^3+8*b^5*g*p^2*r+208* b^5*g*p^2*x+64*b^5*g*p*q*x+16*b^5*g*p*r^2+348*b^5*g*p*r*x-600*b^5*g*p*x^2+24*b^ 5*g*q*r*x-168*b^5*g*q*x^2+8*b^5*g*r^3+100*b^5*g*r^2*x-592*b^5*g*r*x^2-864*b^5*g *x^3+12*b^5*p^3*r+240*b^5*p^3*x+240*b^5*p^2*q*x+36*b^5*p^2*r^2+428*b^5*p^2*r*x-\ 1944*b^5*p^2*x^2+376*b^5*p*q*r*x-1896*b^5*p*q*x^2+36*b^5*p*r^3-76*b^5*p*r^2*x-\ 5068*b^5*p*r*x^2-800*b^5*p*x^3+48*b^5*q^2*x^2+64*b^5*q*r^2*x-1580*b^5*q*r*x^2-\ 800*b^5*q*x^3+12*b^5*r^4-264*b^5*r^3*x-3420*b^5*r^2*x^2-1376*b^5*r*x^3+224*b^4* c^4*r+6400*b^4*c^4*x+208*b^4*c^3*g*r+5696*b^4*c^3*g*x+688*b^4*c^3*p*r+15040*b^4 *c^3*p*x+80*b^4*c^3*q*r+5120*b^4*c^3*q*x+688*b^4*c^3*r^2+7856*b^4*c^3*r*x-50688 *b^4*c^3*x^2+48*b^4*c^2*g^2*r+1248*b^4*c^2*g^2*x+480*b^4*c^2*g*p*r+10208*b^4*c^ 2*g*p*x+40*b^4*c^2*g*q*r+3040*b^4*c^2*g*q*x+480*b^4*c^2*g*r^2+6560*b^4*c^2*g*r* x-26400*b^4*c^2*g*x^2+696*b^4*c^2*p^2*r+12768*b^4*c^2*p^2*x+224*b^4*c^2*p*q*r+ 10240*b^4*c^2*p*q*x+1392*b^4*c^2*p*r^2+13568*b^4*c^2*p*r*x-79824*b^4*c^2*p*x^2+ 992*b^4*c^2*q^2*x+224*b^4*c^2*q*r^2+6880*b^4*c^2*q*r*x-42912*b^4*c^2*q*x^2+696* b^4*c^2*r^3-2312*b^4*c^2*r^2*x-95840*b^4*c^2*r*x^2+6496*b^4*c^2*x^3+76*b^4*c*g^ 2*p*r+1584*b^4*c*g^2*p*x+304*b^4*c*g^2*q*x+76*b^4*c*g^2*r^2+1404*b^4*c*g^2*r*x-\ 1704*b^4*c*g^2*x^2+332*b^4*c*g*p^2*r+5920*b^4*c*g*p^2*x+72*b^4*c*g*p*q*r+4192*b ^4*c*g*p*q*x+664*b^4*c*g*p*r^2+7828*b^4*c*g*p*r*x-28800*b^4*c*g*p*x^2+272*b^4*c *g*q^2*x+72*b^4*c*g*q*r^2+3168*b^4*c*g*q*r*x-13344*b^4*c*g*q*x^2+332*b^4*c*g*r^ 3+732*b^4*c*g*r^2*x-36288*b^4*c*g*r*x^2-7264*b^4*c*g*x^3+292*b^4*c*p^3*r+4688*b ^4*c*p^3*x+180*b^4*c*p^2*q*r+6368*b^4*c*p^2*q*x+876*b^4*c*p^2*r^2+7472*b^4*c*p^ 2*r*x-41400*b^4*c*p^2*x^2+1680*b^4*c*p*q^2*x+360*b^4*c*p*q*r^2+8408*b^4*c*p*q*r *x-49104*b^4*c*p*q*x^2+876*b^4*c*p*r^3-2572*b^4*c*p*r^2*x-99568*b^4*c*p*r*x^2+ 8224*b^4*c*p*x^3+1504*b^4*c*q^2*r*x-7704*b^4*c*q^2*x^2+180*b^4*c*q*r^3+976*b^4* c*q*r^2*x-53496*b^4*c*q*r*x^2+8224*b^4*c*q*x^3+292*b^4*c*r^4-5356*b^4*c*r^3*x-\ 58728*b^4*c*r^2*x^2+21964*b^4*c*r*x^3+28*b^4*g^2*p^2*r+488*b^4*g^2*p^2*x+224*b^ 4*g^2*p*q*x+56*b^4*g^2*p*r^2+934*b^4*g^2*p*r*x-1020*b^4*g^2*p*x^2+100*b^4*g^2*q *r*x-228*b^4*g^2*q*x^2+28*b^4*g^2*r^3+434*b^4*g^2*r^2*x-752*b^4*g^2*r*x^2-1584* b^4*g^2*x^3+72*b^4*g*p^3*r+1120*b^4*g*p^3*x+28*b^4*g*p^2*q*r+1360*b^4*g*p^2*q*x +216*b^4*g*p^2*r^2+2240*b^4*g*p^2*r*x-7752*b^4*g*p^2*x^2+240*b^4*g*p*q^2*x+56*b ^4*g*p*q*r^2+2192*b^4*g*p*q*r*x-8136*b^4*g*p*q*x^2+216*b^4*g*p*r^3+392*b^4*g*p* r^2*x-20328*b^4*g*p*r*x^2-2912*b^4*g*p*x^3+132*b^4*g*q^2*r*x-384*b^4*g*q^2*x^2+ 28*b^4*g*q*r^3+804*b^4*g*q*r^2*x-7416*b^4*g*q*r*x^2-2912*b^4*g*q*x^3+72*b^4*g*r ^4-728*b^4*g*r^3*x-15160*b^4*g*r^2*x^2-5056*b^4*g*r*x^3+44*b^4*p^4*r+632*b^4*p^ 4*x+44*b^4*p^3*q*r+1264*b^4*p^3*q*x+176*b^4*p^3*r^2+1326*b^4*p^3*r*x-7080*b^4*p ^3*x^2+632*b^4*p^2*q^2*x+132*b^4*p^2*q*r^2+2452*b^4*p^2*q*r*x-13596*b^4*p^2*q*x ^2+264*b^4*p^2*r^3-770*b^4*p^2*r^2*x-25508*b^4*p^2*r*x^2+2440*b^4*p^2*x^3+1126* b^4*p*q^2*r*x-5952*b^4*p*q^2*x^2+132*b^4*p*q*r^3+570*b^4*p*q*r^2*x-30908*b^4*p* q*r*x^2+4880*b^4*p*q*x^3+176*b^4*p*r^4-2990*b^4*p*r^3*x-29646*b^4*p*r^2*x^2+ 12566*b^4*p*r*x^3+564*b^4*q^3*x^2+374*b^4*q^2*r^2*x-5400*b^4*q^2*r*x^2+2440*b^4 *q^2*x^3+44*b^4*q*r^4-618*b^4*q*r^3*x-19342*b^4*q*r^2*x^2+12566*b^4*q*r*x^3+44* b^4*r^5-1526*b^4*r^4*x-10924*b^4*r^3*x^2+19550*b^4*r^2*x^3+640*b^3*c^5*r+15104* b^3*c^5*x+864*b^3*c^4*g*r+20032*b^3*c^4*g*x+2336*b^3*c^4*p*r+45696*b^3*c^4*p*x+ 448*b^3*c^4*q*r+17920*b^3*c^4*q*x+2336*b^3*c^4*r^2+24224*b^3*c^4*r*x-156864*b^3 *c^4*x^2+384*b^3*c^3*g^2*r+8704*b^3*c^3*g^2*x+2560*b^3*c^3*g*p*r+48928*b^3*c^3* g*p*x+424*b^3*c^3*g*q*r+18208*b^3*c^3*g*q*x+2560*b^3*c^3*g*r^2+29040*b^3*c^3*g* r*x-146688*b^3*c^3*g*x^2+3080*b^3*c^3*p^2*r+52448*b^3*c^3*p^2*x+1504*b^3*c^3*p* q*r+48000*b^3*c^3*p*q*x+6160*b^3*c^3*p*r^2+55456*b^3*c^3*p*r*x-334800*b^3*c^3*p *x^2+72*b^3*c^3*q^2*r+6880*b^3*c^3*q^2*x+1504*b^3*c^3*q*r^2+30160*b^3*c^3*q*r*x -196176*b^3*c^3*q*x^2+3080*b^3*c^3*r^3-6536*b^3*c^3*r^2*x-384248*b^3*c^3*r*x^2+ 79040*b^3*c^3*x^3+56*b^3*c^2*g^3*r+1232*b^3*c^2*g^3*x+884*b^3*c^2*g^2*p*r+16416 *b^3*c^2*g^2*p*x+100*b^3*c^2*g^2*q*r+5376*b^3*c^2*g^2*q*x+884*b^3*c^2*g^2*r^2+ 11652*b^3*c^2*g^2*r*x-36840*b^3*c^2*g^2*x^2+2584*b^3*c^2*g*p^2*r+42672*b^3*c^2* g*p^2*x+1096*b^3*c^2*g*p*q*r+37280*b^3*c^2*g*p*q*x+5168*b^3*c^2*g*p*r^2+50748*b ^3*c^2*g*p*r*x-239904*b^3*c^2*g*p*x^2+36*b^3*c^2*g*q^2*r+4752*b^3*c^2*g*q^2*x+ 1096*b^3*c^2*g*q*r^2+25576*b^3*c^2*g*q*r*x-132792*b^3*c^2*g*q*x^2+2584*b^3*c^2* g*r^3+1044*b^3*c^2*g*r^2*x-286276*b^3*c^2*g*r*x^2+20448*b^3*c^2*g*x^3+1900*b^3* c^2*p^3*r+28944*b^3*c^2*p^3*x+1688*b^3*c^2*p^2*q*r+44432*b^3*c^2*p^2*q*x+5700*b ^3*c^2*p^2*r^2+44804*b^3*c^2*p^2*r*x-261504*b^3*c^2*p^2*x^2+228*b^3*c^2*p*q^2*r +16336*b^3*c^2*p*q^2*x+3376*b^3*c^2*p*q*r^2+54576*b^3*c^2*p*q*r*x-337104*b^3*c^ 2*p*q*x^2+5700*b^3*c^2*p*r^3-14400*b^3*c^2*p*r^2*x-597576*b^3*c^2*p*r*x^2+ 119648*b^3*c^2*p*x^3+848*b^3*c^2*q^3*x+228*b^3*c^2*q^2*r^2+12428*b^3*c^2*q^2*r* x-75600*b^3*c^2*q^2*x^2+1688*b^3*c^2*q*r^3+5276*b^3*c^2*q*r^2*x-371880*b^3*c^2* q*r*x^2+119648*b^3*c^2*q*x^3+1900*b^3*c^2*r^4-30260*b^3*c^2*r^3*x-332996*b^3*c^ 2*r^2*x^2+240524*b^3*c^2*r*x^3+94*b^3*c*g^3*p*r+1688*b^3*c*g^3*p*x+376*b^3*c*g^ 3*q*x+94*b^3*c*g^3*r^2+1594*b^3*c*g^3*r*x-1356*b^3*c*g^3*x^2+626*b^3*c*g^2*p^2* r+9880*b^3*c*g^2*p^2*x+184*b^3*c*g^2*p*q*r+7712*b^3*c*g^2*p*q*x+1252*b^3*c*g^2* p*r^2+14312*b^3*c*g^2*p*r*x-42504*b^3*c*g^2*p*x^2+704*b^3*c*g^2*q^2*x+184*b^3*c *g^2*q*r^2+5776*b^3*c*g^2*q*r*x-20148*b^3*c*g^2*q*x^2+626*b^3*c*g^2*r^3+3326*b^ 3*c*g^2*r^2*x-52590*b^3*c*g^2*r*x^2-10384*b^3*c*g^2*x^3+1088*b^3*c*g*p^3*r+ 15936*b^3*c*g*p^3*x+844*b^3*c*g*p^2*q*r+23520*b^3*c*g*p^2*q*x+3264*b^3*c*g*p^2* r^2+27788*b^3*c*g*p^2*r*x-127608*b^3*c*g*p^2*x^2+78*b^3*c*g*p*q^2*r+7880*b^3*c* g*p*q^2*x+1688*b^3*c*g*p*q*r^2+32420*b^3*c*g*p*q*r*x-157608*b^3*c*g*p*q*x^2+ 3264*b^3*c*g*p*r^3-1382*b^3*c*g*p*r^2*x-307526*b^3*c*g*p*r*x^2+25480*b^3*c*g*p* x^3+296*b^3*c*g*q^3*x+78*b^3*c*g*q^2*r^2+6186*b^3*c*g*q^2*r*x-30000*b^3*c*g*q^2 *x^2+844*b^3*c*g*q*r^3+7674*b^3*c*g*q*r^2*x-174262*b^3*c*g*q*r*x^2+25480*b^3*c* g*q*x^3+1088*b^3*c*g*r^4-13234*b^3*c*g*r^3*x-192804*b^3*c*g*r^2*x^2+65882*b^3*c *g*r*x^3+558*b^3*c*p^4*r+7736*b^3*c*p^4*x+776*b^3*c*p^3*q*r+17280*b^3*c*p^3*q*x +2232*b^3*c*p^3*r^2+15332*b^3*c*p^3*r*x-88956*b^3*c*p^3*x^2+218*b^3*c*p^2*q^2*r +11352*b^3*c*p^2*q^2*x+2328*b^3*c*p^2*q*r^2+30432*b^3*c*p^2*q*r*x-184308*b^3*c* p^2*q*x^2+3348*b^3*c*p^2*r^3-10292*b^3*c*p^2*r^2*x-302364*b^3*c*p^2*r*x^2+59976 *b^3*c*p^2*x^3+1808*b^3*c*p*q^3*x+436*b^3*c*p*q^2*r^2+16784*b^3*c*p*q^2*r*x-\ 101748*b^3*c*p*q^2*x^2+2328*b^3*c*p*q*r^3+2544*b^3*c*p*q*r^2*x-410408*b^3*c*p*q *r*x^2+119952*b^3*c*p*q*x^3+2232*b^3*c*p*r^4-35636*b^3*c*p*r^3*x-326220*b^3*c*p *r^2*x^2+237616*b^3*c*p*r*x^3+1684*b^3*c*q^3*r*x-6396*b^3*c*q^3*x^2+218*b^3*c*q ^2*r^3+4714*b^3*c*q^2*r^2*x-108044*b^3*c*q^2*r*x^2+59976*b^3*c*q^2*x^3+776*b^3* c*q*r^4-10608*b^3*c*q*r^3*x-236744*b^3*c*q*r^2*x^2+237616*b^3*c*q*r*x^3+558*b^3 *c*r^5-17748*b^3*c*r^4*x-109100*b^3*c*r^3*x^2+244680*b^3*c*r^2*x^3+38*b^3*g^3*p ^2*r+556*b^3*g^3*p^2*x+304*b^3*g^3*p*q*x+76*b^3*g^3*p*r^2+1153*b^3*g^3*p*r*x-\ 906*b^3*g^3*p*x^2+154*b^3*g^3*q*r*x-150*b^3*g^3*q*x^2+38*b^3*g^3*r^3+643*b^3*g^ 3*r^2*x-436*b^3*g^3*r*x^2-1512*b^3*g^3*x^3+139*b^3*g^2*p^3*r+1916*b^3*g^2*p^3*x +76*b^3*g^2*p^2*q*r+2572*b^3*g^2*p^2*q*x+417*b^3*g^2*p^2*r^2+4099*b^3*g^2*p^2*r *x-11910*b^3*g^2*p^2*x^2+656*b^3*g^2*p*q^2*x+152*b^3*g^2*p*q*r^2+4238*b^3*g^2*p *q*r*x-13170*b^3*g^2*p*q*x^2+417*b^3*g^2*p*r^3+1485*b^3*g^2*p*r^2*x-31399*b^3*g ^2*p*r*x^2-4136*b^3*g^2*p*x^3+380*b^3*g^2*q^2*r*x-1260*b^3*g^2*q^2*x^2+76*b^3*g ^2*q*r^3+1940*b^3*g^2*q*r^2*x-12719*b^3*g^2*q*r*x^2-4136*b^3*g^2*q*x^3+139*b^3* g^2*r^4-698*b^3*g^2*r^3*x-25127*b^3*g^2*r^2*x^2-7256*b^3*g^2*r*x^3+164*b^3*g*p^ 4*r+2164*b^3*g*p^4*x+202*b^3*g*p^3*q*r+4680*b^3*g*p^3*q*x+656*b^3*g*p^3*r^2+ 4829*b^3*g*p^3*r*x-22176*b^3*g*p^3*x^2+38*b^3*g*p^2*q^2*r+2868*b^3*g*p^2*q^2*x+ 606*b^3*g*p^2*q*r^2+9360*b^3*g*p^2*q*r*x-44430*b^3*g*p^2*q*x^2+984*b^3*g*p^2*r^ 3-1313*b^3*g*p^2*r^2*x-80182*b^3*g*p^2*r*x^2+7484*b^3*g*p^2*x^3+352*b^3*g*p*q^3 *x+76*b^3*g*p*q^2*r^2+4773*b^3*g*p*q^2*r*x-22332*b^3*g*p*q^2*x^2+606*b^3*g*p*q* r^3+3541*b^3*g*p*q*r^2*x-102372*b^3*g*p*q*r*x^2+14968*b^3*g*p*q*x^3+656*b^3*g*p *r^4-8457*b^3*g*p*r^3*x-96837*b^3*g*p*r^2*x^2+37559*b^3*g*p*r*x^3+242*b^3*g*q^3 *r*x-78*b^3*g*q^3*x^2+38*b^3*g*q^2*r^3+2043*b^3*g*q^2*r^2*x-22190*b^3*g*q^2*r*x ^2+7484*b^3*g*q^2*x^3+202*b^3*g*q*r^4-1139*b^3*g*q*r^3*x-67393*b^3*g*q*r^2*x^2+ 37559*b^3*g*q*r*x^3+164*b^3*g*r^5-4479*b^3*g*r^4*x-37558*b^3*g*r^3*x^2+57909*b^ 3*g*r^2*x^3+63*b^3*p^5*r+804*b^3*p^5*x+126*b^3*p^4*q*r+2412*b^3*p^4*q*x+315*b^3 *p^4*r^2+1883*b^3*p^4*r*x-11148*b^3*p^4*x^2+63*b^3*p^3*q^2*r+2412*b^3*p^3*q^2*x +504*b^3*p^3*q*r^2+5326*b^3*p^3*q*r*x-32460*b^3*p^3*q*x^2+630*b^3*p^3*r^3-2327* b^3*p^3*r^2*x-49909*b^3*p^3*r*x^2+9956*b^3*p^3*x^3+804*b^3*p^2*q^3*x+189*b^3*p^ 2*q^2*r^2+5003*b^3*p^2*q^2*r*x-30492*b^3*p^2*q^2*x^2+756*b^3*p^2*q*r^3-637*b^3* p^2*q*r^2*x-108375*b^3*p^2*q*r*x^2+29868*b^3*p^2*q*x^3+630*b^3*p^2*r^4-10239*b^ 3*p^2*r^3*x-77896*b^3*p^2*r^2*x^2+58259*b^3*p^2*r*x^3+1560*b^3*p*q^3*r*x-8196*b ^3*p*q^3*x^2+189*b^3*p*q^2*r^3+2348*b^3*p*q^2*r^2*x-67023*b^3*p*q^2*r*x^2+29868 *b^3*p*q^2*x^3+504*b^3*p*q*r^4-7604*b^3*p*q*r^3*x-119450*b^3*p*q*r^2*x^2+116518 *b^3*p*q*r*x^3+315*b^3*p*r^5-9985*b^3*p*r^4*x-47888*b^3*p*r^3*x^2+113530*b^3*p* r^2*x^3+984*b^3*q^4*x^2+658*b^3*q^3*r^2*x-8557*b^3*q^3*r*x^2+9956*b^3*q^3*x^3+ 63*b^3*q^2*r^4-243*b^3*q^2*r^3*x-41554*b^3*q^2*r^2*x^2+58259*b^3*q^2*r*x^3+126* b^3*q*r^5-4053*b^3*q*r^4*x-43952*b^3*q*r^3*x^2+113530*b^3*q*r^2*x^3+63*b^3*r^6-\ 3152*b^3*r^5*x-8753*b^3*r^4*x^2+64861*b^3*r^3*x^3+896*b^2*c^6*r+19200*b^2*c^6*x +1600*b^2*c^5*g*r+34048*b^2*c^5*g*x+3808*b^2*c^5*p*r+71488*b^2*c^5*p*x+928*b^2* c^5*q*r+30208*b^2*c^5*q*x+3808*b^2*c^5*r^2+39232*b^2*c^5*r*x-245568*b^2*c^5*x^2 +1056*b^2*c^4*g^2*r+22272*b^2*c^4*g^2*x+5744*b^2*c^4*g*p*r+106080*b^2*c^4*g*p*x +1288*b^2*c^4*g*q*r+43680*b^2*c^4*g*q*x+5744*b^2*c^4*g*r^2+62112*b^2*c^4*g*r*x-\ 336576*b^2*c^4*g*x^2+6232*b^2*c^4*p^2*r+103968*b^2*c^4*p^2*x+3648*b^2*c^4*p*q*r +102208*b^2*c^4*p*q*x+12464*b^2*c^4*p*r^2+112368*b^2*c^4*p*r*x-664032*b^2*c^4*p *x^2+296*b^2*c^4*q^2*r+17344*b^2*c^4*q^2*x+3648*b^2*c^4*q*r^2+63632*b^2*c^4*q*r *x-408576*b^2*c^4*q*x^2+6232*b^2*c^4*r^3-5392*b^2*c^4*r^2*x-742424*b^2*c^4*r*x^ 2+211296*b^2*c^4*x^3+304*b^2*c^3*g^3*r+6336*b^2*c^3*g^3*x+3116*b^2*c^3*g^2*p*r+ 56288*b^2*c^3*g^2*p*x+592*b^2*c^3*g^2*q*r+21936*b^2*c^3*g^2*q*x+3116*b^2*c^3*g^ 2*r^2+36448*b^2*c^3*g^2*r*x-154752*b^2*c^3*g^2*x^2+7612*b^2*c^3*g*p^2*r+124208* b^2*c^3*g*p^2*x+4168*b^2*c^3*g*p*q*r+119456*b^2*c^3*g*p*q*x+15224*b^2*c^3*g*p*r ^2+143368*b^2*c^3*g*p*r*x-737208*b^2*c^3*g*p*x^2+284*b^2*c^3*g*q^2*r+19216*b^2* c^3*g*q^2*x+4168*b^2*c^3*g*q*r^2+78392*b^2*c^3*g*q*r*x-441768*b^2*c^3*g*q*x^2+ 7612*b^2*c^3*g*r^3+3588*b^2*c^3*g*r^2*x-845416*b^2*c^3*g*r*x^2+175008*b^2*c^3*g *x^3+5108*b^2*c^3*p^3*r+76928*b^2*c^3*p^3*x+5292*b^2*c^3*p^2*q*r+126208*b^2*c^3 *p^2*q*x+15324*b^2*c^3*p^2*r^2+120012*b^2*c^3*p^2*r*x-694848*b^2*c^3*p^2*x^2+ 1092*b^2*c^3*p*q^2*r+53568*b^2*c^3*p*q^2*x+10584*b^2*c^3*p*q*r^2+152696*b^2*c^3 *p*q*r*x-937632*b^2*c^3*p*q*x^2+15324*b^2*c^3*p*r^3-27404*b^2*c^3*p*r^2*x-\ 1541400*b^2*c^3*p*r*x^2+409792*b^2*c^3*p*x^3+28*b^2*c^3*q^3*r+4288*b^2*c^3*q^3* x+1092*b^2*c^3*q^2*r^2+38348*b^2*c^3*q^2*r*x-242784*b^2*c^3*q^2*x^2+5292*b^2*c^ 3*q*r^3+18204*b^2*c^3*q*r^2*x-1026136*b^2*c^3*q*r*x^2+409792*b^2*c^3*q*x^3+5108 *b^2*c^3*r^4-70488*b^2*c^3*r^3*x-840120*b^2*c^3*r^2*x^2+749992*b^2*c^3*r*x^3+32 *b^2*c^2*g^4*r+656*b^2*c^2*g^4*x+712*b^2*c^2*g^3*p*r+12472*b^2*c^2*g^3*p*x+90*b ^2*c^2*g^3*q*r+4280*b^2*c^2*g^3*q*x+712*b^2*c^2*g^3*r^2+9480*b^2*c^2*g^3*r*x-\ 25104*b^2*c^2*g^3*x^2+3190*b^2*c^2*g^2*p^2*r+50272*b^2*c^2*g^2*p^2*x+1512*b^2*c ^2*g^2*p*q*r+46160*b^2*c^2*g^2*p*q*x+6380*b^2*c^2*g^2*p*r^2+64610*b^2*c^2*g^2*p *r*x-261732*b^2*c^2*g^2*p*x^2+68*b^2*c^2*g^2*q^2*r+6592*b^2*c^2*g^2*q^2*x+1512* b^2*c^2*g^2*q*r^2+32532*b^2*c^2*g^2*q*r*x-147900*b^2*c^2*g^2*q*x^2+3190*b^2*c^2 *g^2*r^3+9056*b^2*c^2*g^2*r^2*x-310966*b^2*c^2*g^2*r*x^2+23368*b^2*c^2*g^2*x^3+ 4736*b^2*c^2*g*p^3*r+69392*b^2*c^2*g*p^3*x+4628*b^2*c^2*g*p^2*q*r+111840*b^2*c^ 2*g*p^2*q*x+14208*b^2*c^2*g*p^2*r^2+115514*b^2*c^2*g*p^2*r*x-585144*b^2*c^2*g*p ^2*x^2+832*b^2*c^2*g*p*q^2*r+45704*b^2*c^2*g*p*q^2*x+9256*b^2*c^2*g*p*q*r^2+ 144112*b^2*c^2*g*p*q*r*x-774864*b^2*c^2*g*p*q*x^2+14208*b^2*c^2*g*p*r^3-9890*b^ 2*c^2*g*p*r^2*x-1339848*b^2*c^2*g*p*r*x^2+264008*b^2*c^2*g*p*x^3+14*b^2*c^2*g*q ^3*r+3256*b^2*c^2*g*q^3*x+832*b^2*c^2*g*q^2*r^2+33960*b^2*c^2*g*q^2*r*x-189720* b^2*c^2*g*q^2*x^2+4628*b^2*c^2*g*q*r^3+27688*b^2*c^2*g*q*r^2*x-861248*b^2*c^2*g *q*r*x^2+264008*b^2*c^2*g*q*x^3+4736*b^2*c^2*g*r^4-56012*b^2*c^2*g*r^3*x-778546 *b^2*c^2*g*r^2*x^2+524112*b^2*c^2*g*r*x^3+2234*b^2*c^2*p^4*r+30840*b^2*c^2*p^4* x+3556*b^2*c^2*p^3*q*r+73152*b^2*c^2*p^3*q*x+8936*b^2*c^2*p^3*r^2+60884*b^2*c^2 *p^3*r*x-354240*b^2*c^2*p^3*x^2+1422*b^2*c^2*p^2*q^2*r+54168*b^2*c^2*p^2*q^2*x+ 10668*b^2*c^2*p^2*q*r^2+125540*b^2*c^2*p^2*q*r*x-764640*b^2*c^2*p^2*q*x^2+13404 *b^2*c^2*p^2*r^3-35590*b^2*c^2*p^2*r^2*x-1164456*b^2*c^2*p^2*r*x^2+296856*b^2*c ^2*p^2*x^3+100*b^2*c^2*p*q^3*r+12240*b^2*c^2*p*q^3*x+2844*b^2*c^2*p*q^2*r^2+ 74776*b^2*c^2*p*q^2*r*x-466560*b^2*c^2*p*q^2*x^2+10668*b^2*c^2*p*q*r^3+10060*b^ 2*c^2*p*q*r^2*x-1668272*b^2*c^2*p*q*r*x^2+593712*b^2*c^2*p*q*x^3+8936*b^2*c^2*p *r^4-130472*b^2*c^2*p*r^3*x-1214116*b^2*c^2*p*r^2*x^2+1070752*b^2*c^2*p*r*x^3+ 384*b^2*c^2*q^4*x+100*b^2*c^2*q^3*r^2+10120*b^2*c^2*q^3*r*x-56160*b^2*c^2*q^3*x ^2+1422*b^2*c^2*q^2*r^3+20096*b^2*c^2*q^2*r^2*x-503816*b^2*c^2*q^2*r*x^2+296856 *b^2*c^2*q^2*x^3+3556*b^2*c^2*q*r^4-42328*b^2*c^2*q*r^3*x-930884*b^2*c^2*q*r^2* x^2+1070752*b^2*c^2*q*r*x^3+2234*b^2*c^2*r^5-64838*b^2*c^2*r^4*x-390452*b^2*c^2 *r^3*x^2+955216*b^2*c^2*r^2*x^3+57*b^2*c*g^4*p*r+956*b^2*c*g^4*p*x+228*b^2*c*g^ 4*q*x+57*b^2*c*g^4*r^2+940*b^2*c*g^4*r*x-588*b^2*c*g^4*x^2+521*b^2*c*g^3*p^2*r+ 7744*b^2*c*g^3*p^2*x+170*b^2*c*g^3*p*q*r+6392*b^2*c*g^3*p*q*x+1042*b^2*c*g^3*p* r^2+11961*b^2*c*g^3*p*r*x-30456*b^2*c*g^3*p*x^2+660*b^2*c*g^3*q^2*x+170*b^2*c*g ^3*q*r^2+4844*b^2*c*g^3*q*r*x-14676*b^2*c*g^3*q*x^2+521*b^2*c*g^3*r^3+3849*b^2* c*g^3*r^2*x-37134*b^2*c*g^3*r*x^2-7240*b^2*c*g^3*x^3+1363*b^2*c*g^2*p^3*r+19052 *b^2*c*g^2*p^3*x+1173*b^2*c*g^2*p^2*q*r+29576*b^2*c*g^2*p^2*q*x+4089*b^2*c*g^2* p^2*r^2+35320*b^2*c*g^2*p^2*r*x-142182*b^2*c*g^2*p^2*x^2+149*b^2*c*g^2*p*q^2*r+ 11096*b^2*c*g^2*p*q^2*x+2346*b^2*c*g^2*p*q*r^2+42156*b^2*c*g^2*p*q*r*x-180816*b ^2*c*g^2*p*q*x^2+4089*b^2*c*g^2*p*r^3+4798*b^2*c*g^2*p*r^2*x-343329*b^2*c*g^2*p *r*x^2+28740*b^2*c*g^2*p*x^3+572*b^2*c*g^2*q^3*x+149*b^2*c*g^2*q^2*r^2+8377*b^2 *c*g^2*q^2*r*x-38634*b^2*c*g^2*q^2*x^2+1173*b^2*c*g^2*q*r^3+13133*b^2*c*g^2*q*r ^2*x-202139*b^2*c*g^2*q*r*x^2+28740*b^2*c*g^2*q*x^3+1363*b^2*c*g^2*r^4-11470*b^ 2*c*g^2*r^3*x-225206*b^2*c*g^2*r^2*x^2+72206*b^2*c*g^2*r*x^3+1397*b^2*c*g*p^4*r +18656*b^2*c*g*p^4*x+2116*b^2*c*g*p^3*q*r+43640*b^2*c*g*p^3*q*x+5588*b^2*c*g*p^ 3*r^2+39166*b^2*c*g*p^3*r*x-200958*b^2*c*g*p^3*x^2+755*b^2*c*g*p^2*q^2*r+31468* b^2*c*g*p^2*q^2*x+6348*b^2*c*g*p^2*q*r^2+80006*b^2*c*g*p^2*q*r*x-427662*b^2*c*g *p^2*q*x^2+8382*b^2*c*g*p^2*r^3-15032*b^2*c*g*p^2*r^2*x-684378*b^2*c*g*p^2*r*x^ 2+131908*b^2*c*g*p^2*x^3+36*b^2*c*g*p*q^3*r+6640*b^2*c*g*p*q^3*x+1510*b^2*c*g*p *q^2*r^2+46348*b^2*c*g*p*q^2*r*x-252450*b^2*c*g*p*q^2*x^2+6348*b^2*c*g*p*q*r^3+ 18362*b^2*c*g*p*q*r^2*x-957788*b^2*c*g*p*q*r*x^2+263816*b^2*c*g*p*q*x^3+5588*b^ 2*c*g*p*r^4-72938*b^2*c*g*p*r^3*x-759482*b^2*c*g*p*r^2*x^2+516318*b^2*c*g*p*r*x ^3+156*b^2*c*g*q^4*x+36*b^2*c*g*q^3*r^2+5508*b^2*c*g*q^3*r*x-25746*b^2*c*g*q^3* x^2+755*b^2*c*g*q^2*r^3+16059*b^2*c*g*q^2*r^2*x-273410*b^2*c*g*q^2*r*x^2+131908 *b^2*c*g*q^2*x^3+2116*b^2*c*g*q*r^4-18004*b^2*c*g*q*r^3*x-572230*b^2*c*g*q*r^2* x^2+516318*b^2*c*g*q*r*x^3+1397*b^2*c*g*r^5-37396*b^2*c*g*r^4*x-266640*b^2*c*g* r^3*x^2+528922*b^2*c*g*r^2*x^3+497*b^2*c*p^5*r+6388*b^2*c*p^5*x+1117*b^2*c*p^4* q*r+20200*b^2*c*p^4*q*x+2485*b^2*c*p^4*r^2+14815*b^2*c*p^4*r*x-88380*b^2*c*p^4* x^2+743*b^2*c*p^3*q^2*r+22272*b^2*c*p^3*q^2*x+4468*b^2*c*p^3*q*r^2+43086*b^2*c* p^3*q*r*x-266760*b^2*c*p^3*q*x^2+4970*b^2*c*p^3*r^3-17058*b^2*c*p^3*r^2*x-\ 381215*b^2*c*p^3*r*x^2+95160*b^2*c*p^3*x^3+123*b^2*c*p^2*q^3*r+9496*b^2*c*p^2*q ^3*x+2229*b^2*c*p^2*q^2*r^2+42702*b^2*c*p^2*q^2*r*x-270000*b^2*c*p^2*q^2*x^2+ 6702*b^2*c*p^2*q*r^3-7384*b^2*c*p^2*q*r^2*x-864205*b^2*c*p^2*q*r*x^2+285480*b^2 *c*p^2*q*x^3+4970*b^2*c*p^2*r^4-76184*b^2*c*p^2*r^3*x-570048*b^2*c*p^2*r^2*x^2+ 506998*b^2*c*p^2*r*x^3+1036*b^2*c*p*q^4*x+246*b^2*c*p*q^3*r^2+15406*b^2*c*p*q^3 *r*x-93240*b^2*c*p*q^3*x^2+2229*b^2*c*p*q^2*r^3+15676*b^2*c*p*q^2*r^2*x-584765* b^2*c*p*q^2*r*x^2+285480*b^2*c*p*q^2*x^3+4468*b^2*c*p*q*r^4-63226*b^2*c*p*q*r^3 *x-910516*b^2*c*p*q*r^2*x^2+1013996*b^2*c*p*q*r*x^3+2485*b^2*c*p*r^5-73874*b^2* c*p*r^4*x-331124*b^2*c*p*r^3*x^2+868312*b^2*c*p*r^2*x^3+975*b^2*c*q^4*r*x-1620* b^2*c*q^4*x^2+123*b^2*c*q^3*r^3+6002*b^2*c*q^3*r^2*x-101775*b^2*c*q^3*r*x^2+ 95160*b^2*c*q^3*x^3+743*b^2*c*q^2*r^4-4754*b^2*c*q^2*r^3*x-340468*b^2*c*q^2*r^2 *x^2+506998*b^2*c*q^2*r*x^3+1117*b^2*c*q*r^5-32956*b^2*c*q*r^4*x-312770*b^2*c*q *r^3*x^2+868312*b^2*c*q*r^2*x^3+497*b^2*c*r^6-23175*b^2*c*r^5*x-53911*b^2*c*r^4 *x^2+448612*b^2*c*r^3*x^3+25*b^2*g^4*p^2*r+332*b^2*g^4*p^2*x+200*b^2*g^4*p*q*x+ 50*b^2*g^4*p*r^2+726*b^2*g^4*p*r*x-444*b^2*g^4*p*x^2+111*b^2*g^4*q*r*x-48*b^2*g ^4*q*x^2+25*b^2*g^4*r^3+446*b^2*g^4*r^2*x-101*b^2*g^4*r*x^2-792*b^2*g^4*x^3+119 *b^2*g^3*p^3*r+1532*b^2*g^3*p^3*x+75*b^2*g^3*p^2*q*r+2184*b^2*g^3*p^2*q*x+357*b ^2*g^3*p^2*r^2+3429*b^2*g^3*p^2*r*x-8820*b^2*g^3*p^2*x^2+652*b^2*g^3*p*q^2*x+ 150*b^2*g^3*p*q*r^2+3670*b^2*g^3*p*q*r*x-10128*b^2*g^3*p*q*x^2+357*b^2*g^3*p*r^ 3+1645*b^2*g^3*p*r^2*x-23367*b^2*g^3*p*r*x^2-2864*b^2*g^3*p*x^3+397*b^2*g^3*q^2 *r*x-1308*b^2*g^3*q^2*x^2+75*b^2*g^3*q*r^3+1877*b^2*g^3*q*r^2*x-10179*b^2*g^3*q *r*x^2-2864*b^2*g^3*q*x^3+119*b^2*g^3*r^4-252*b^2*g^3*r^3*x-19679*b^2*g^3*r^2*x ^2-5080*b^2*g^3*r*x^3+207*b^2*g^2*p^4*r+2604*b^2*g^2*p^4*x+282*b^2*g^2*p^3*q*r+ 5912*b^2*g^2*p^3*q*x+828*b^2*g^2*p^3*r^2+6063*b^2*g^2*p^3*r*x-25026*b^2*g^2*p^3 *x^2+75*b^2*g^2*p^2*q^2*r+4012*b^2*g^2*p^2*q^2*x+846*b^2*g^2*p^2*q*r^2+12095*b^ 2*g^2*p^2*q*r*x-51684*b^2*g^2*p^2*q*x^2+1242*b^2*g^2*p^2*r^3-436*b^2*g^2*p^2*r^ 2*x-90750*b^2*g^2*p^2*r*x^2+8372*b^2*g^2*p^2*x^3+704*b^2*g^2*p*q^3*x+150*b^2*g^ 2*p*q^2*r^2+6525*b^2*g^2*p*q^2*r*x-28290*b^2*g^2*p*q^2*x^2+846*b^2*g^2*p*q*r^3+ 5680*b^2*g^2*p*q*r^2*x-120251*b^2*g^2*p*q*r*x^2+16744*b^2*g^2*p*q*x^3+828*b^2*g ^2*p*r^4-8645*b^2*g^2*p*r^3*x-112737*b^2*g^2*p*r^2*x^2+41054*b^2*g^2*p*r*x^3+ 493*b^2*g^2*q^3*r*x-1632*b^2*g^2*q^3*x^2+75*b^2*g^2*q^2*r^3+3114*b^2*g^2*q^2*r^ 2*x-29501*b^2*g^2*q^2*r*x^2+8372*b^2*g^2*q^2*x^3+282*b^2*g^2*q*r^4-503*b^2*g^2* q*r^3*x-81927*b^2*g^2*q*r^2*x^2+41054*b^2*g^2*q*r*x^3+207*b^2*g^2*r^5-4750*b^2* g^2*r^4*x-45316*b^2*g^2*r^3*x^2+62783*b^2*g^2*r^2*x^3+157*b^2*g*p^5*r+1940*b^2* g*p^5*x+339*b^2*g*p^4*q*r+6072*b^2*g*p^4*q*x+785*b^2*g*p^4*r^2+4749*b^2*g*p^4*r *x-25308*b^2*g*p^4*x^2+207*b^2*g*p^3*q^2*r+6576*b^2*g*p^3*q^2*x+1356*b^2*g*p^3* q*r^2+13808*b^2*g*p^3*q*r*x-75552*b^2*g*p^3*q*x^2+1570*b^2*g*p^3*r^3-4382*b^2*g *p^3*r^2*x-113302*b^2*g*p^3*r*x^2+21828*b^2*g*p^3*x^3+25*b^2*g*p^2*q^3*r+2696*b ^2*g*p^2*q^3*x+621*b^2*g*p^2*q^2*r^2+13568*b^2*g*p^2*q^2*r*x-74808*b^2*g*p^2*q^ 2*x^2+2034*b^2*g*p^2*q*r^3+619*b^2*g*p^2*q*r^2*x-252722*b^2*g*p^2*q*r*x^2+65484 *b^2*g*p^2*q*x^3+1570*b^2*g*p^2*r^4-22240*b^2*g*p^2*r^3*x-179967*b^2*g*p^2*r^2* x^2+126224*b^2*g*p^2*r*x^3+252*b^2*g*p*q^4*x+50*b^2*g*p*q^3*r^2+4708*b^2*g*p*q^ 3*r*x-24192*b^2*g*p*q^3*x^2+621*b^2*g*p*q^2*r^3+7236*b^2*g*p*q^2*r^2*x-165538*b ^2*g*p*q^2*r*x^2+65484*b^2*g*p*q^2*x^3+1356*b^2*g*p*q*r^4-15898*b^2*g*p*q*r^3*x -284167*b^2*g*p*q*r^2*x^2+252448*b^2*g*p*q*r*x^3+785*b^2*g*p*r^5-22038*b^2*g*p* r^4*x-114461*b^2*g*p*r^3*x^2+244548*b^2*g*p*r^2*x^3+199*b^2*g*q^4*r*x+372*b^2*g *q^4*x^2+25*b^2*g*q^3*r^3+2235*b^2*g*q^3*r^2*x-26118*b^2*g*q^3*r*x^2+21828*b^2* g*q^3*x^3+207*b^2*g*q^2*r^4+244*b^2*g*q^2*r^3*x-104200*b^2*g*q^2*r^2*x^2+126224 *b^2*g*q^2*r*x^3+339*b^2*g*q*r^5-8781*b^2*g*q*r^4*x-106954*b^2*g*q*r^3*x^2+ 244548*b^2*g*q*r^2*x^3+157*b^2*g*r^6-6989*b^2*g*r^5*x-22488*b^2*g*r^4*x^2+ 138846*b^2*g*r^3*x^3+44*b^2*p^6*r+536*b^2*p^6*x+132*b^2*p^5*q*r+2144*b^2*p^5*q* x+264*b^2*p^5*r^2+1391*b^2*p^5*r*x-8658*b^2*p^5*x^2+132*b^2*p^4*q^2*r+3216*b^2* p^4*q^2*x+660*b^2*p^4*q*r^2+5276*b^2*p^4*q*r*x-33888*b^2*p^4*q*x^2+660*b^2*p^4* r^3-2727*b^2*p^4*r^2*x-45767*b^2*p^4*r*x^2+11384*b^2*p^4*x^3+44*b^2*p^3*q^3*r+ 2144*b^2*p^3*q^3*x+528*b^2*p^3*q^2*r^2+7482*b^2*p^3*q^2*r*x-48972*b^2*p^3*q^2*x ^2+1320*b^2*p^3*q*r^3-3574*b^2*p^3*q*r^2*x-144100*b^2*p^3*q*r*x^2+45536*b^2*p^3 *q*x^3+880*b^2*p^3*r^4-14098*b^2*p^3*r^3*x-87050*b^2*p^3*r^2*x^2+79560*b^2*p^3* r*x^3+536*b^2*p^2*q^4*x+132*b^2*p^2*q^3*r^2+4700*b^2*p^2*q^3*r*x-30168*b^2*p^2* q^3*x^2+792*b^2*p^2*q^2*r^3+1557*b^2*p^2*q^2*r^2*x-157698*b^2*p^2*q^2*r*x^2+ 68304*b^2*p^2*q^2*x^3+1320*b^2*p^2*q*r^4-20938*b^2*p^2*q*r^3*x-215433*b^2*p^2*q *r^2*x^2+238680*b^2*p^2*q*r*x^3+660*b^2*p^2*r^5-20062*b^2*p^2*r^4*x-67805*b^2*p ^2*r^3*x^2+195950*b^2*p^2*r^2*x^3+1103*b^2*p*q^4*r*x-5682*b^2*p*q^4*x^2+132*b^2 *p*q^3*r^3+2928*b^2*p*q^3*r^2*x-66164*b^2*p*q^3*r*x^2+45536*b^2*p*q^3*x^3+528*b ^2*p*q^2*r^4-6468*b^2*p*q^2*r^3*x-169716*b^2*p*q^2*r^2*x^2+238680*b^2*p*q^2*r*x ^3+660*b^2*p*q*r^5-20770*b^2*p*q*r^4*x-130627*b^2*p*q*r^3*x^2+391900*b^2*p*q*r^ 2*x^3+264*b^2*p*r^6-12477*b^2*p*r^5*x-14238*b^2*p*r^4*x^2+193975*b^2*p*r^3*x^3+ 744*b^2*q^5*x^2+524*b^2*q^4*r^2*x-6799*b^2*q^4*r*x^2+11384*b^2*q^4*x^3+44*b^2*q ^3*r^4+372*b^2*q^3*r^3*x-41333*b^2*q^3*r^2*x^2+79560*b^2*q^3*r*x^3+132*b^2*q^2* r^5-3759*b^2*q^2*r^4*x-62822*b^2*q^2*r^3*x^2+195950*b^2*q^2*r^2*x^3+132*b^2*q*r ^6-6538*b^2*q*r^5*x-25406*b^2*q*r^4*x^2+193975*b^2*q*r^3*x^3+44*b^2*r^7-2931*b^ 2*r^6*x+3626*b^2*r^5*x^2+63075*b^2*r^4*x^3+608*b*c^7*r+12416*b*c^7*x+1360*b*c^6 *g*r+27712*b*c^6*g*x+2960*b*c^6*p*r+55360*b*c^6*p*x+832*b*c^6*q*r+24384*b*c^6*q *x+2960*b*c^6*r^2+31632*b*c^6*r*x-188736*b*c^6*x^2+1200*b*c^5*g^2*r+24384*b*c^5 *g^2*x+5736*b*c^5*g*p*r+105984*b*c^5*g*p*x+1528*b*c^5*g*q*r+46016*b*c^5*g*q*x+ 5736*b*c^5*g*r^2+62984*b*c^5*g*r*x-343680*b*c^5*g*x^2+5848*b*c^5*p^2*r+98080*b* c^5*p^2*x+3744*b*c^5*p*q*r+100608*b*c^5*p*q*x+11696*b*c^5*p*r^2+109552*b*c^5*p* r*x-620640*b*c^5*p*x^2+392*b*c^5*q^2*r+18656*b*c^5*q^2*x+3744*b*c^5*q*r^2+63600 *b*c^5*q*r*x-393312*b*c^5*q*x^2+5848*b*c^5*r^3+2856*b*c^5*r^2*x-683224*b*c^5*r* x^2+227200*b*c^5*x^3+520*b*c^4*g^3*r+10528*b*c^4*g^3*x+4300*b*c^4*g^2*p*r+78144 *b*c^4*g^2*p*x+1044*b*c^4*g^2*q*r+32992*b*c^4*g^2*q*x+4300*b*c^4*g^2*r^2+49260* b*c^4*g^2*r*x-233472*b*c^4*g^2*x^2+9496*b*c^4*g*p^2*r+156864*b*c^4*g*p^2*x+5880 *b*c^4*g*p*q*r+159040*b*c^4*g*p*q*x+18992*b*c^4*g*p*r^2+182072*b*c^4*g*p*r*x-\ 948528*b*c^4*g*p*x^2+556*b*c^4*g*q^2*r+28640*b*c^4*g*q^2*x+5880*b*c^4*g*q*r^2+ 103712*b*c^4*g*q*r*x-592944*b*c^4*g*q*x^2+9496*b*c^4*g*r^3+11728*b*c^4*g*r^2*x-\ 1061712*b*c^4*g*r*x^2+302048*b*c^4*g*x^3+6044*b*c^4*p^3*r+91440*b*c^4*p^3*x+ 6736*b*c^4*p^2*q*r+156208*b*c^4*p^2*q*x+18132*b*c^4*p^2*r^2+145988*b*c^4*p^2*r* x-817152*b*c^4*p^2*x^2+1644*b*c^4*p*q^2*r+71696*b*c^4*p*q^2*x+13472*b*c^4*p*q*r ^2+191064*b*c^4*p*q*r*x-1133856*b*c^4*p*q*x^2+18132*b*c^4*p*r^3-16772*b*c^4*p*r ^2*x-1781776*b*c^4*p*r*x^2+541824*b*c^4*p*x^3+72*b*c^4*q^3*r+6928*b*c^4*q^3*x+ 1644*b*c^4*q^2*r^2+50596*b*c^4*q^2*r*x-316704*b*c^4*q^2*x^2+6736*b*c^4*q*r^3+ 30964*b*c^4*q*r^2*x-1230960*b*c^4*q*r*x^2+541824*b*c^4*q*x^3+6044*b*c^4*r^4-\ 71320*b*c^4*r^3*x-967288*b*c^4*r^2*x^2+941608*b*c^4*r*x^3+110*b*c^3*g^4*r+2216* b*c^3*g^4*x+1546*b*c^3*g^3*p*r+27440*b*c^3*g^3*p*x+314*b*c^3*g^3*q*r+10944*b*c^ 3*g^3*q*x+1546*b*c^3*g^3*r^2+18954*b*c^3*g^3*r*x-70608*b*c^3*g^3*x^2+5782*b*c^3 *g^2*p^2*r+93240*b*c^3*g^2*p^2*x+3344*b*c^3*g^2*p*q*r+92416*b*c^3*g^2*p*q*x+ 11564*b*c^3*g^2*p*r^2+114960*b*c^3*g^2*p*r*x-523656*b*c^3*g^2*p*x^2+262*b*c^3*g ^2*q^2*r+15720*b*c^3*g^2*q^2*x+3344*b*c^3*g^2*q*r^2+63008*b*c^3*g^2*q*r*x-\ 318552*b*c^3*g^2*q*x^2+5782*b*c^3*g^2*r^3+14390*b*c^3*g^2*r^2*x-600458*b*c^3*g^ 2*r*x^2+125248*b*c^3*g^2*x^3+7888*b*c^3*g*p^3*r+117296*b*c^3*g*p^3*x+8564*b*c^3 *g*p^2*q*r+198576*b*c^3*g*p^2*q*x+23664*b*c^3*g*p^2*r^2+194414*b*c^3*g*p^2*r*x-\ 1004856*b*c^3*g*p^2*x^2+1962*b*c^3*g*p*q^2*r+89424*b*c^3*g*p*q^2*x+17128*b*c^3* g*p*q*r^2+251512*b*c^3*g*p*q*r*x-1381488*b*c^3*g*p*q*x^2+23664*b*c^3*g*p*r^3-\ 7182*b*c^3*g*p*r^2*x-2234226*b*c^3*g*p*r*x^2+584320*b*c^3*g*p*x^3+70*b*c^3*g*q^ 3*r+8144*b*c^3*g*q^3*x+1962*b*c^3*g*q^2*r^2+64634*b*c^3*g*q^2*r*x-376632*b*c^3* g*q^2*x^2+8564*b*c^3*g*q*r^3+49930*b*c^3*g*q*r^2*x-1520274*b*c^3*g*q*r*x^2+ 584320*b*c^3*g*q*x^3+7888*b*c^3*g*r^4-84300*b*c^3*g*r^3*x-1257360*b*c^3*g*r^2*x ^2+1060544*b*c^3*g*r*x^3+3540*b*c^3*p^4*r+49040*b*c^3*p^4*x+6016*b*c^3*p^3*q*r+ 120720*b*c^3*p^3*q*x+14160*b*c^3*p^3*r^2+98232*b*c^3*p^3*r*x-556848*b*c^3*p^3*x ^2+2760*b*c^3*p^2*q^2*r+95568*b*c^3*p^2*q^2*x+18048*b*c^3*p^2*q*r^2+207928*b*c^ 3*p^2*q*r*x-1232592*b*c^3*p^2*q*x^2+21240*b*c^3*p^2*r^3-44692*b*c^3*p^2*r^2*x-\ 1795918*b*c^3*p^2*r*x^2+515136*b*c^3*p^2*x^3+288*b*c^3*p*q^3*r+25136*b*c^3*p*q^ 3*x+5520*b*c^3*p*q^2*r^2+129544*b*c^3*p*q^2*r*x-794640*b*c^3*p*q^2*x^2+18048*b* c^3*p*q*r^3+27780*b*c^3*p*q*r^2*x-2653244*b*c^3*p*q*r*x^2+1030272*b*c^3*p*q*x^3 +14160*b*c^3*p*r^4-187920*b*c^3*p*r^3*x-1849248*b*c^3*p*r^2*x^2+1764784*b*c^3*p *r*x^3+4*b*c^3*q^4*r+1248*b*c^3*q^4*x+288*b*c^3*q^3*r^2+19848*b*c^3*q^3*r*x-\ 118896*b*c^3*q^3*x^2+2760*b*c^3*q^2*r^3+37080*b*c^3*q^2*r^2*x-857326*b*c^3*q^2* r*x^2+515136*b*c^3*q^2*x^3+6016*b*c^3*q*r^4-59428*b*c^3*q*r^3*x-1465600*b*c^3*q *r^2*x^2+1764784*b*c^3*q*r*x^3+3540*b*c^3*r^5-94036*b*c^3*r^4*x-590952*b*c^3*r^ 3*x^2+1470928*b*c^3*r^2*x^3+9*b*c^2*g^5*r+180*b*c^2*g^5*x+264*b*c^2*g^4*p*r+ 4524*b*c^2*g^4*p*x+35*b*c^2*g^4*q*r+1588*b*c^2*g^4*q*x+264*b*c^2*g^4*r^2+3616*b *c^2*g^4*r*x-8364*b*c^2*g^4*x^2+1616*b*c^2*g^3*p^2*r+25032*b*c^2*g^3*p^2*x+806* b*c^2*g^3*p*q*r+23696*b*c^2*g^3*p*q*x+3232*b*c^2*g^3*p*r^2+34090*b*c^2*g^3*p*r* x-123036*b*c^2*g^3*p*x^2+41*b*c^2*g^3*q^2*r+3568*b*c^2*g^3*q^2*x+806*b*c^2*g^3* q*r^2+17176*b*c^2*g^3*q*r*x-70524*b*c^2*g^3*q*x^2+1616*b*c^2*g^3*r^3+7614*b*c^2 *g^3*r^2*x-145778*b*c^2*g^3*r*x^2+11448*b*c^2*g^3*x^3+3653*b*c^2*g^2*p^3*r+ 52684*b*c^2*g^2*p^3*x+3750*b*c^2*g^2*p^2*q*r+87628*b*c^2*g^2*p^2*q*x+10959*b*c^ 2*g^2*p^2*r^2+92616*b*c^2*g^2*p^2*r*x-421596*b*c^2*g^2*p^2*x^2+752*b*c^2*g^2*p* q^2*r+37996*b*c^2*g^2*p*q^2*x+7500*b*c^2*g^2*p*q*r^2+117310*b*c^2*g^2*p*q*r*x-\ 569160*b*c^2*g^2*p*q*x^2+10959*b*c^2*g^2*p*r^3+7476*b*c^2*g^2*p*r^2*x-967395*b* c^2*g^2*p*r*x^2+188456*b*c^2*g^2*p*x^3+17*b*c^2*g^2*q^3*r+3052*b*c^2*g^2*q^3*x+ 752*b*c^2*g^2*q^2*r^2+28200*b*c^2*g^2*q^2*r*x-147564*b*c^2*g^2*q^2*x^2+3750*b*c ^2*g^2*q*r^3+30468*b*c^2*g^2*q*r^2*x-636383*b*c^2*g^2*q*r*x^2+188456*b*c^2*g^2* q*x^3+3653*b*c^2*g^2*r^4-32456*b*c^2*g^2*r^3*x-581088*b*c^2*g^2*r^2*x^2+370210* b*c^2*g^2*r*x^3+3478*b*c^2*g*p^4*r+47260*b*c^2*g*p^4*x+5786*b*c^2*g*p^3*q*r+ 115552*b*c^2*g*p^3*q*x+13912*b*c^2*g*p^3*r^2+98064*b*c^2*g*p^3*r*x-515988*b*c^2 *g*p^3*x^2+2536*b*c^2*g*p^2*q^2*r+90336*b*c^2*g*p^2*q^2*x+17358*b*c^2*g*p^2*q*r ^2+206276*b*c^2*g*p^2*q*r*x-1134540*b*c^2*g*p^2*q*x^2+20868*b*c^2*g*p^2*r^3-\ 33570*b*c^2*g*p^2*r^2*x-1699485*b*c^2*g*p^2*r*x^2+422280*b*c^2*g*p^2*x^3+230*b* c^2*g*p*q^3*r+23056*b*c^2*g*p*q^3*x+5072*b*c^2*g*p*q^2*r^2+126708*b*c^2*g*p*q^2 *r*x-721116*b*c^2*g*p*q^2*x^2+17358*b*c^2*g*p*q*r^3+43242*b*c^2*g*p*q*r^2*x-\ 2485478*b*c^2*g*p*q*r*x^2+844560*b*c^2*g*p*q*x^3+13912*b*c^2*g*p*r^4-172292*b*c ^2*g*p*r^3*x-1812976*b*c^2*g*p*r^2*x^2+1510450*b*c^2*g*p*r*x^3+2*b*c^2*g*q^4*r+ 1012*b*c^2*g*q^4*x+230*b*c^2*g*q^3*r^2+18496*b*c^2*g*q^3*r*x-102564*b*c^2*g*q^3 *x^2+2536*b*c^2*g*q^2*r^3+41078*b*c^2*g*q^2*r^2*x-785993*b*c^2*g*q^2*r*x^2+ 422280*b*c^2*g*q^2*x^3+5786*b*c^2*g*q*r^4-47482*b*c^2*g*q*r^3*x-1424942*b*c^2*g *q*r^2*x^2+1510450*b*c^2*g*q*r*x^3+3478*b*c^2*g*r^5-87918*b*c^2*g*r^4*x-609342* b*c^2*g*r^3*x^2+1341648*b*c^2*g*r^2*x^3+1180*b*c^2*p^5*r+15248*b*c^2*p^5*x+2812 *b*c^2*p^4*q*r+49848*b*c^2*p^4*q*x+5900*b*c^2*p^4*r^2+35708*b*c^2*p^4*r*x-\ 208404*b*c^2*p^4*x^2+2100*b*c^2*p^3*q^2*r+58144*b*c^2*p^3*q^2*x+11248*b*c^2*p^3 *q*r^2+106164*b*c^2*p^3*q*r*x-643200*b*c^2*p^3*q*x^2+11800*b*c^2*p^3*r^3-35954* b*c^2*p^3*r^2*x-880434*b*c^2*p^3*r*x^2+243968*b*c^2*p^3*x^3+484*b*c^2*p^2*q^3*r +27824*b*c^2*p^2*q^3*x+6300*b*c^2*p^2*q^2*r^2+109020*b*c^2*p^2*q^2*r*x-679176*b *c^2*p^2*q^2*x^2+16872*b*c^2*p^2*q*r^3-12726*b*c^2*p^2*q*r^2*x-2047122*b*c^2*p^ 2*q*r*x^2+731904*b*c^2*p^2*q*x^3+11800*b*c^2*p^2*r^4-169630*b*c^2*p^2*r^3*x-\ 1292520*b*c^2*p^2*r^2*x^2+1234682*b*c^2*p^2*r*x^3+16*b*c^2*p*q^4*r+4368*b*c^2*p *q^4*x+968*b*c^2*p*q^3*r^2+42380*b*c^2*p*q^3*r*x-262368*b*c^2*p*q^3*x^2+6300*b* c^2*p*q^2*r^3+39738*b*c^2*p*q^2*r^2*x-1452942*b*c^2*p*q^2*r*x^2+731904*b*c^2*p* q^2*x^3+11248*b*c^2*p*q*r^4-144552*b*c^2*p*q*r^3*x-2118276*b*c^2*p*q*r^2*x^2+ 2469364*b*c^2*p*q*r*x^3+5900*b*c^2*p*r^5-164806*b*c^2*p*r^4*x-736858*b*c^2*p*r^ 3*x^2+1984636*b*c^2*p*r^2*x^3+88*b*c^2*q^5*x+16*b*c^2*q^4*r^2+3816*b*c^2*q^4*r* x-17988*b*c^2*q^4*x^2+484*b*c^2*q^3*r^3+16510*b*c^2*q^3*r^2*x-286254*b*c^2*q^3* r*x^2+243968*b*c^2*q^3*x^3+2100*b*c^2*q^2*r^4-11138*b*c^2*q^2*r^3*x-825756*b*c^ 2*q^2*r^2*x^2+1234682*b*c^2*q^2*r*x^3+2812*b*c^2*q*r^5-75510*b*c^2*q*r^4*x-\ 710434*b*c^2*q*r^3*x^2+1984636*b*c^2*q*r^2*x^3+1180*b*c^2*r^6-51590*b*c^2*r^5*x -116368*b*c^2*r^4*x^2+969830*b*c^2*r^3*x^3+17*b*c*g^5*p*r+276*b*c*g^5*p*x+68*b* c*g^5*q*x+17*b*c*g^5*r^2+279*b*c*g^5*r*x-132*b*c*g^5*x^2+200*b*c*g^4*p^2*r+2884 *b*c*g^4*p^2*x+68*b*c*g^4*p*q*r+2464*b*c*g^4*p*q*x+400*b*c*g^4*p*r^2+4671*b*c*g ^4*p*r*x-10608*b*c*g^4*p*x^2+268*b*c*g^4*q^2*x+68*b*c*g^4*q*r^2+1901*b*c*g^4*q* r*x-5172*b*c*g^4*q*x^2+200*b*c*g^4*r^3+1793*b*c*g^4*r^2*x-12783*b*c*g^4*r*x^2-\ 2464*b*c*g^4*x^3+704*b*c*g^3*p^3*r+9608*b*c*g^3*p^3*x+640*b*c*g^3*p^2*q*r+15416 *b*c*g^3*p^2*q*x+2112*b*c*g^3*p^2*r^2+18635*b*c*g^3*p^2*r*x-68040*b*c*g^3*p^2*x ^2+91*b*c*g^3*p*q^2*r+6164*b*c*g^3*p*q^2*x+1280*b*c*g^3*p*q*r^2+22600*b*c*g^3*p *q*r*x-88392*b*c*g^3*p*q*x^2+2112*b*c*g^3*p*r^3+4939*b*c*g^3*p*r^2*x-164659*b*c *g^3*p*r*x^2+13940*b*c*g^3*p*x^3+356*b*c*g^3*q^3*x+91*b*c*g^3*q^2*r^2+4622*b*c* g^3*q^2*r*x-20352*b*c*g^3*q^2*x^2+640*b*c*g^3*q*r^3+8230*b*c*g^3*q*r^2*x-99701* b*c*g^3*q*r*x^2+13940*b*c*g^3*q*x^3+704*b*c*g^3*r^4-4088*b*c*g^3*r^3*x-111805*b *c*g^3*r^2*x^2+34198*b*c*g^3*r*x^3+1087*b*c*g^2*p^4*r+14236*b*c*g^2*p^4*x+1728* b*c*g^2*p^3*q*r+34340*b*c*g^2*p^3*q*x+4348*b*c*g^2*p^3*r^2+31183*b*c*g^2*p^3*r* x-145992*b*c*g^2*p^3*x^2+685*b*c*g^2*p^2*q^2*r+26168*b*c*g^2*p^2*q^2*x+5184*b*c *g^2*p^2*q*r^2+64915*b*c*g^2*p^2*q*r*x-316812*b*c*g^2*p^2*q*x^2+6522*b*c*g^2*p^ 2*r^3-5694*b*c*g^2*p^2*r^2*x-498202*b*c*g^2*p^2*r*x^2+93940*b*c*g^2*p^2*x^3+44* b*c*g^2*p*q^3*r+6260*b*c*g^2*p*q^3*x+1370*b*c*g^2*p*q^2*r^2+38739*b*c*g^2*p*q^2 *r*x-195648*b*c*g^2*p*q^2*x^2+5184*b*c*g^2*p*q*r^3+21532*b*c*g^2*p*q*r^2*x-\ 712942*b*c*g^2*p*q*r*x^2+187880*b*c*g^2*p*q*x^3+4348*b*c*g^2*p*r^4-47993*b*c*g^ 2*p*r^3*x-565544*b*c*g^2*p*r^2*x^2+364029*b*c*g^2*p*r*x^3+196*b*c*g^2*q^4*x+44* b*c*g^2*q^3*r^2+5007*b*c*g^2*q^3*r*x-24828*b*c*g^2*q^3*x^2+685*b*c*g^2*q^2*r^3+ 15111*b*c*g^2*q^2*r^2*x-214740*b*c*g^2*q^2*r*x^2+93940*b*c*g^2*q^2*x^3+1728*b*c *g^2*q*r^4-9043*b*c*g^2*q*r^3*x-437557*b*c*g^2*q*r^2*x^2+364029*b*c*g^2*q*r*x^3 +1087*b*c*g^2*r^5-25352*b*c*g^2*r^4*x-206133*b*c*g^2*r^3*x^2+371666*b*c*g^2*r^2 *x^3+774*b*c*g*p^5*r+9796*b*c*g*p^5*x+1814*b*c*g*p^4*q*r+31872*b*c*g*p^4*q*x+ 3870*b*c*g*p^4*r^2+23653*b*c*g*p^4*r*x-129210*b*c*g*p^4*x^2+1312*b*c*g*p^3*q^2* r+36880*b*c*g*p^3*q^2*x+7256*b*c*g*p^3*q*r^2+70218*b*c*g*p^3*q*r*x-396792*b*c*g *p^3*q*x^2+7740*b*c*g*p^3*r^3-20747*b*c*g*p^3*r^2*x-557708*b*c*g*p^3*r*x^2+ 135064*b*c*g*p^3*x^3+278*b*c*g*p^2*q^3*r+17368*b*c*g*p^2*q^3*x+3936*b*c*g*p^2*q ^2*r^2+71746*b*c*g*p^2*q^2*r*x-415116*b*c*g*p^2*q^2*x^2+10884*b*c*g*p^2*q*r^3-\ 701*b*c*g*p^2*q*r^2*x-1287758*b*c*g*p^2*q*r*x^2+405192*b*c*g*p^2*q*x^3+7740*b*c *g*p^2*r^4-106199*b*c*g*p^2*r^3*x-847175*b*c*g*p^2*r^2*x^2+713507*b*c*g*p^2*r*x ^3+6*b*c*g*p*q^4*r+2604*b*c*g*p*q^4*x+556*b*c*g*p*q^3*r^2+27450*b*c*g*p*q^3*r*x -156696*b*c*g*p*q^3*x^2+3936*b*c*g*p*q^2*r^3+31873*b*c*g*p*q^2*r^2*x-902392*b*c *g*p*q^2*r*x^2+405192*b*c*g*p*q^2*x^3+7256*b*c*g*p*q*r^4-84568*b*c*g*p*q*r^3*x-\ 1380912*b*c*g*p*q*r^2*x^2+1427014*b*c*g*p*q*r*x^3+3870*b*c*g*p*r^5-104525*b*c*g *p*r^4*x-509433*b*c*g*p*r^3*x^2+1216508*b*c*g*p*r^2*x^3+40*b*c*g*q^5*x+6*b*c*g* q^4*r^2+2269*b*c*g*q^4*r*x-9162*b*c*g*q^4*x^2+278*b*c*g*q^3*r^3+11827*b*c*g*q^3 *r^2*x-172342*b*c*g*q^3*r*x^2+135064*b*c*g*q^3*x^3+1312*b*c*g*q^2*r^4-2993*b*c* g*q^2*r^3*x-533737*b*c*g*q^2*r^2*x^2+713507*b*c*g*q^2*r*x^3+1814*b*c*g*q*r^5-\ 45521*b*c*g*q*r^4*x-487095*b*c*g*q*r^3*x^2+1216508*b*c*g*q*r^2*x^3+774*b*c*g*r^ 6-32930*b*c*g*r^5*x-90756*b*c*g*r^4*x^2+625571*b*c*g*r^3*x^3+208*b*c*p^6*r+2560 *b*c*p^6*x+656*b*c*p^5*q*r+10544*b*c*p^5*q*x+1248*b*c*p^5*r^2+6724*b*c*p^5*r*x-\ 40782*b*c*p^5*x^2+720*b*c*p^4*q^2*r+16576*b*c*p^4*q^2*x+3280*b*c*p^4*q*r^2+ 25932*b*c*p^4*q*r*x-162774*b*c*p^4*q*x^2+3120*b*c*p^4*r^3-11805*b*c*p^4*r^2*x-\ 210876*b*c*p^4*r*x^2+57528*b*c*p^4*x^3+304*b*c*p^3*q^3*r+12064*b*c*p^3*q^3*x+ 2880*b*c*p^3*q^2*r^2+37736*b*c*p^3*q^2*r*x-243276*b*c*p^3*q^2*x^2+6560*b*c*p^3* q*r^3-15702*b*c*p^3*q*r^2*x-677860*b*c*p^3*q*r*x^2+230112*b*c*p^3*q*x^3+4160*b* c*p^3*r^4-63260*b*c*p^3*r^3*x-392401*b*c*p^3*r^2*x^2+381898*b*c*p^3*r*x^3+32*b* c*p^2*q^4*r+3776*b*c*p^2*q^4*x+912*b*c*p^2*q^3*r^2+24856*b*c*p^2*q^3*r*x-161004 *b*c*p^2*q^3*x^2+4320*b*c*p^2*q^2*r^3+7080*b*c*p^2*q^2*r^2*x-768324*b*c*p^2*q^2 *r*x^2+345168*b*c*p^2*q^2*x^3+6560*b*c*p^2*q*r^4-97258*b*c*p^2*q*r^3*x-990501*b *c*p^2*q*r^2*x^2+1145694*b*c*p^2*q*r*x^3+3120*b*c*p^2*r^5-90110*b*c*p^2*r^4*x-\ 297149*b*c*p^2*r^3*x^2+886706*b*c*p^2*r^2*x^3+304*b*c*p*q^5*x+64*b*c*p*q^4*r^2+ 6612*b*c*p*q^4*r*x-39366*b*c*p*q^4*x^2+912*b*c*p*q^3*r^3+14046*b*c*p*q^3*r^2*x-\ 346572*b*c*p*q^3*r*x^2+230112*b*c*p*q^3*x^3+2880*b*c*p*q^2*r^4-32744*b*c*p*q^2* r^3*x-803799*b*c*p*q^2*r^2*x^2+1145694*b*c*p*q^2*r*x^3+3280*b*c*p*q*r^5-96402*b *c*p*q*r^4*x-581398*b*c*p*q*r^3*x^2+1773412*b*c*p*q*r^2*x^3+1248*b*c*p*r^6-\ 55920*b*c*p*r^5*x-56689*b*c*p*r^4*x^2+832790*b*c*p*r^3*x^3+284*b*c*q^5*r*x+354* b*c*q^5*x^2+32*b*c*q^4*r^3+3069*b*c*q^4*r^2*x-45232*b*c*q^4*r*x^2+57528*b*c*q^4 *x^3+304*b*c*q^3*r^4+1254*b*c*q^3*r^3*x-205699*b*c*q^3*r^2*x^2+381898*b*c*q^3*r *x^3+720*b*c*q^2*r^5-18664*b*c*q^2*r^4*x-284249*b*c*q^2*r^3*x^2+886706*b*c*q^2* r^2*x^3+656*b*c*q*r^6-30234*b*c*q*r^5*x-105983*b*c*q*r^4*x^2+832790*b*c*q*r^3*x ^3+208*b*c*r^7-13101*b*c*r^6*x+18153*b*c*r^5*x^2+258286*b*c*r^4*x^3+8*b*g^5*p^2 *r+100*b*g^5*p^2*x+64*b*g^5*p*q*x+16*b*g^5*p*r^2+227*b*g^5*p*r*x-114*b*g^5*p*x^ 2+38*b*g^5*q*r*x-6*b*g^5*q*x^2+8*b*g^5*r^3+148*b*g^5*r^2*x+2*b*g^5*r*x^2-216*b* g^5*x^3+47*b*g^4*p^3*r+580*b*g^4*p^3*x+32*b*g^4*p^2*q*r+860*b*g^4*p^2*q*x+141*b *g^4*p^2*r^2+1341*b*g^4*p^2*r*x-3156*b*g^4*p^2*x^2+280*b*g^4*p*q^2*x+64*b*g^4*p *q*r^2+1470*b*g^4*p*q*r*x-3726*b*g^4*p*q*x^2+141*b*g^4*p*r^3+751*b*g^4*p*r^2*x-\ 8398*b*g^4*p*r*x^2-968*b*g^4*p*x^3+178*b*g^4*q^2*r*x-570*b*g^4*q^2*x^2+32*b*g^4 *q*r^3+804*b*g^4*q*r^2*x-3854*b*g^4*q*r*x^2-968*b*g^4*q*x^3+47*b*g^4*r^4-10*b*g ^4*r^3*x-7345*b*g^4*r^2*x^2-1736*b*g^4*r*x^3+108*b*g^3*p^4*r+1320*b*g^3*p^4*x+ 156*b*g^3*p^3*q*r+3096*b*g^3*p^3*q*x+432*b*g^3*p^3*r^2+3168*b*g^3*p^3*r*x-12102 *b*g^3*p^3*x^2+48*b*g^3*p^2*q^2*r+2232*b*g^3*p^2*q^2*x+468*b*g^3*p^2*q*r^2+6446 *b*g^3*p^2*q*r*x-25554*b*g^3*p^2*q*x^2+648*b*g^3*p^2*r^3+206*b*g^3*p^2*r^2*x-\ 44004*b*g^3*p^2*r*x^2+4036*b*g^3*p^2*x^3+456*b*g^3*p*q^3*x+96*b*g^3*p*q^2*r^2+ 3604*b*g^3*p*q^2*r*x-14802*b*g^3*p*q^2*x^2+468*b*g^3*p*q*r^3+3432*b*g^3*p*q*r^2 *x-59918*b*g^3*p*q*r*x^2+8072*b*g^3*p*q*x^3+432*b*g^3*p*r^4-3812*b*g^3*p*r^3*x-\ 55855*b*g^3*p*r^2*x^2+19414*b*g^3*p*r*x^3+326*b*g^3*q^3*r*x-1350*b*g^3*q^3*x^2+ 48*b*g^3*q^2*r^3+1831*b*g^3*q^2*r^2*x-15914*b*g^3*q^2*r*x^2+4036*b*g^3*q^2*x^3+ 156*b*g^3*q*r^4+82*b*g^3*q*r^3*x-41847*b*g^3*q*r^2*x^2+19414*b*g^3*q*r*x^3+108* b*g^3*r^5-2170*b*g^3*r^4*x-23052*b*g^3*r^3*x^2+29490*b*g^3*r^2*x^3+122*b*g^2*p^ 5*r+1480*b*g^2*p^5*x+276*b*g^2*p^4*q*r+4768*b*g^2*p^4*q*x+610*b*g^2*p^4*r^2+ 3736*b*g^2*p^4*r*x-18462*b*g^2*p^4*x^2+186*b*g^2*p^3*q^2*r+5424*b*g^2*p^3*q^2*x +1104*b*g^2*p^3*q*r^2+11076*b*g^2*p^3*q*r*x-56136*b*g^2*p^3*q*x^2+1220*b*g^2*p^ 3*r^3-2666*b*g^2*p^3*r^2*x-82699*b*g^2*p^3*r*x^2+15512*b*g^2*p^3*x^3+32*b*g^2*p ^2*q^3*r+2464*b*g^2*p^2*q^3*x+558*b*g^2*p^2*q^2*r^2+11206*b*g^2*p^2*q^2*r*x-\ 57636*b*g^2*p^2*q^2*x^2+1656*b*g^2*p^2*q*r^3+1732*b*g^2*p^2*q*r^2*x-188172*b*g^ 2*p^2*q*r*x^2+46536*b*g^2*p^2*q*x^3+1220*b*g^2*p^2*r^4-15614*b*g^2*p^2*r^3*x-\ 133254*b*g^2*p^2*r^2*x^2+88833*b*g^2*p^2*r*x^3+328*b*g^2*p*q^4*x+64*b*g^2*p*q^3 *r^2+4128*b*g^2*p*q^3*r*x-20712*b*g^2*p*q^3*x^2+558*b*g^2*p*q^2*r^3+6478*b*g^2* p*q^2*r^2*x-128247*b*g^2*p*q^2*r*x^2+46536*b*g^2*p*q^2*x^3+1104*b*g^2*p*q*r^4-\ 10692*b*g^2*p*q*r^3*x-214986*b*g^2*p*q*r^2*x^2+177666*b*g^2*p*q*r*x^3+610*b*g^2 *p*r^5-15686*b*g^2*p*r^4*x-87046*b*g^2*p*r^3*x^2+171405*b*g^2*p*r^2*x^3+262*b*g ^2*q^4*r*x-750*b*g^2*q^4*x^2+32*b*g^2*q^3*r^3+2080*b*g^2*q^3*r^2*x-22774*b*g^2* q^3*r*x^2+15512*b*g^2*q^3*x^3+186*b*g^2*q^2*r^4+696*b*g^2*q^2*r^3*x-81732*b*g^2 *q^2*r^2*x^2+88833*b*g^2*q^2*r*x^3+276*b*g^2*q*r^5-6116*b*g^2*q*r^4*x-82429*b*g ^2*q*r^3*x^2+171405*b*g^2*q*r^2*x^3+122*b*g^2*r^6-4994*b*g^2*r^5*x-18029*b*g^2* r^4*x^2+96888*b*g^2*r^3*x^3+68*b*g*p^6*r+820*b*g*p^6*x+212*b*g*p^5*q*r+3368*b*g *p^5*q*x+408*b*g*p^5*r^2+2201*b*g*p^5*r*x-12672*b*g*p^5*x^2+228*b*g*p^4*q^2*r+ 5272*b*g*p^4*q^2*x+1060*b*g*p^4*q*r^2+8520*b*g*p^4*q*r*x-50388*b*g*p^4*q*x^2+ 1020*b*g*p^4*r^3-3637*b*g*p^4*r^2*x-66904*b*g*p^4*r*x^2+16124*b*g*p^4*x^3+92*b* g*p^3*q^3*r+3808*b*g*p^3*q^3*x+912*b*g*p^3*q^2*r^2+12430*b*g*p^3*q^2*r*x-74832* b*g*p^3*q^2*x^2+2120*b*g*p^3*q*r^3-4120*b*g*p^3*q*r^2*x-214062*b*g*p^3*q*r*x^2+ 64496*b*g*p^3*q*x^3+1360*b*g*p^3*r^4-20158*b*g*p^3*r^3*x-128503*b*g*p^3*r^2*x^2 +111709*b*g*p^3*r*x^3+8*b*g*p^2*q^4*r+1172*b*g*p^2*q^4*x+276*b*g*p^2*q^3*r^2+ 8180*b*g*p^2*q^3*r*x-48888*b*g*p^2*q^3*x^2+1368*b*g*p^2*q^2*r^3+3762*b*g*p^2*q^ 2*r^2*x-240762*b*g*p^2*q^2*r*x^2+96744*b*g*p^2*q^2*x^3+2120*b*g*p^2*q*r^4-29800 *b*g*p^2*q*r^3*x-323412*b*g*p^2*q*r^2*x^2+335127*b*g*p^2*q*r*x^3+1020*b*g*p^2*r ^5-28942*b*g*p^2*r^4*x-102753*b*g*p^2*r^3*x^2+273835*b*g*p^2*r^2*x^3+88*b*g*p*q ^5*x+16*b*g*p*q^4*r^2+2145*b*g*p*q^4*r*x-11472*b*g*p*q^4*x^2+276*b*g*p*q^3*r^3+ 5336*b*g*p*q^3*r^2*x-106954*b*g*p*q^3*r*x^2+64496*b*g*p*q^3*x^3+912*b*g*p*q^2*r ^4-8678*b*g*p*q^2*r^3*x-261315*b*g*p*q^2*r^2*x^2+335127*b*g*p*q^2*r*x^3+1060*b* g*p*q*r^5-30000*b*g*p*q*r^4*x-200022*b*g*p*q*r^3*x^2+547670*b*g*p*q*r^2*x^3+408 *b*g*p*r^6-18043*b*g*p*r^5*x-24253*b*g*p*r^4*x^2+269819*b*g*p*r^3*x^3+76*b*g*q^ 5*r*x+300*b*g*q^5*x^2+8*b*g*q^4*r^3+1091*b*g*q^4*r^2*x-13350*b*g*q^4*r*x^2+ 16124*b*g*q^4*x^3+92*b*g*q^3*r^4+964*b*g*q^3*r^3*x-66406*b*g*q^3*r^2*x^2+111709 *b*g*q^3*r*x^3+228*b*g*q^2*r^5-5282*b*g*q^2*r^4*x-97269*b*g*q^2*r^3*x^2+273835* b*g*q^2*r^2*x^3+212*b*g*q*r^6-9472*b*g*q*r^5*x-40284*b*g*q*r^4*x^2+269819*b*g*q *r^3*x^3+68*b*g*r^7-4241*b*g*r^6*x+4229*b*g*r^5*x^2+87213*b*g*r^4*x^3+15*b*p^7* r+180*b*p^7*x+60*b*p^6*q*r+900*b*p^6*q*x+105*b*p^6*r^2+519*b*p^6*r*x-3270*b*p^6 *x^2+90*b*p^5*q^2*r+1800*b*p^5*q^2*x+360*b*p^5*q*r^2+2462*b*p^5*q*r*x-16086*b*p ^5*q*x^2+315*b*p^5*r^3-1363*b*p^5*r^2*x-19809*b*p^5*r*x^2+5400*b*p^5*x^3+60*b*p ^4*q^3*r+1800*b*p^4*q^3*x+450*b*p^4*q^2*r^2+4658*b*p^4*q^2*r*x-31380*b*p^4*q^2* x^2+900*b*p^4*q*r^3-3178*b*p^4*q*r^2*x-81870*b*p^4*q*r*x^2+27000*b*p^4*q*x^3+ 525*b*p^4*r^4-8300*b*p^4*r^3*x-43771*b*p^4*r^2*x^2+44026*b*p^4*r*x^3+15*b*p^3*q ^4*r+900*b*p^3*q^4*x+240*b*p^3*q^3*r^2+4392*b*p^3*q^3*r*x-30060*b*p^3*q^3*x^2+ 900*b*p^3*q^2*r^3-1160*b*p^3*q^2*r^2*x-129390*b*p^3*q^2*r*x^2+54000*b*p^3*q^2*x ^3+1200*b*p^3*q*r^4-19332*b*p^3*q*r^3*x-150468*b*p^3*q*r^2*x^2+176104*b*p^3*q*r *x^3+525*b*p^3*r^5-15490*b*p^3*r^4*x-38688*b*p^3*r^3*x^2+131060*b*p^3*r^2*x^3+ 180*b*p^2*q^5*x+45*b*p^2*q^4*r^2+2063*b*p^2*q^4*r*x-13710*b*p^2*q^4*x^2+360*b*p ^2*q^3*r^3+1958*b*p^2*q^3*r^2*x-95040*b*p^2*q^3*r*x^2+54000*b*p^2*q^3*x^3+900*b *p^2*q^2*r^4-13428*b*p^2*q^2*r^3*x-188778*b*p^2*q^2*r^2*x^2+264156*b*p^2*q^2*r* x^3+900*b*p^2*q*r^5-27808*b*p^2*q*r^4*x-115143*b*p^2*q*r^3*x^2+393180*b*p^2*q*r ^2*x^3+315*b*p^2*r^6-14305*b*p^2*r^5*x-2478*b*p^2*r^4*x^2+176796*b*p^2*r^3*x^3+ 386*b*p*q^5*r*x-1950*b*p*q^5*x^2+45*b*p*q^4*r^3+1499*b*p*q^4*r^2*x-30345*b*p*q^ 4*r*x^2+27000*b*p*q^4*x^3+240*b*p*q^3*r^4-2060*b*p*q^3*r^3*x-101236*b*p*q^3*r^2 *x^2+176104*b*p*q^3*r*x^3+450*b*p*q^2*r^5-13744*b*p*q^2*r^4*x-114222*b*p*q^2*r^ 3*x^2+393180*b*p*q^2*r^2*x^3+360*b*p*q*r^6-17242*b*p*q*r^5*x-25932*b*p*q*r^4*x^ 2+353592*b*p*q*r^3*x^3+105*b*p*r^7-6671*b*p*r^6*x+15449*b*p*r^5*x^2+104816*b*p* r^4*x^3+264*b*q^6*x^2+196*b*q^5*r^2*x-2634*b*q^5*r*x^2+5400*b*q^5*x^3+15*b*q^4* r^4+336*b*q^4*r^3*x-19155*b*q^4*r^2*x^2+44026*b*q^4*r*x^3+60*b*q^3*r^5-1426*b*q ^3*r^4*x-37767*b*q^3*r^3*x^2+131060*b*q^3*r^2*x^3+90*b*q^2*r^6-4334*b*q^2*r^5*x -23454*b*q^2*r^4*x^2+176796*b*q^2*r^3*x^3+60*b*q*r^7-4026*b*q*r^6*x+4527*b*q*r^ 5*x^2+104816*b*q*r^4*x^3+15*b*r^8-1258*b*r^7*x+6471*b*r^6*x^2+20454*b*r^5*x^3+ 160*c^8*r+3200*c^8*x+432*c^7*g*r+8640*c^7*g*x+880*c^7*p*r+16768*c^7*p*x+272*c^7 *q*r+7552*c^7*q*x+880*c^7*r^2+9984*c^7*r*x-56448*c^7*x^2+480*c^6*g^2*r+9600*c^6 *g^2*x+2096*c^6*g*p*r+39552*c^6*g*p*x+624*c^6*g*q*r+17664*c^6*g*q*x+2096*c^6*g* r^2+24144*c^6*g*r*x-128832*c^6*g*x^2+2072*c^6*p^2*r+35264*c^6*p^2*x+1376*c^6*p* q*r+37120*c^6*p*q*x+4144*c^6*p*r^2+41008*c^6*p*r*x-219648*c^6*p*x^2+168*c^6*q^2 *r+7232*c^6*q^2*x+1376*c^6*q*r^2+24080*c^6*q*r*x-141696*c^6*q*x^2+2072*c^6*r^3+ 4240*c^6*r^2*x-239328*c^6*r*x^2+86784*c^6*x^3+280*c^5*g^3*r+5600*c^5*g^3*x+2024 *c^5*g^2*p*r+37696*c^5*g^2*p*x+568*c^5*g^2*q*r+16576*c^5*g^2*q*x+2024*c^5*g^2*r ^2+23856*c^5*g^2*r*x-116736*c^5*g^2*x^2+4228*c^5*g*p^2*r+71296*c^5*g*p^2*x+2768 *c^5*g*p*q*r+74560*c^5*g*p*q*x+8456*c^5*g*p*r^2+84776*c^5*g*p*r*x-431328*c^5*g* p*x^2+316*c^5*g*q^2*r+14272*c^5*g*q^2*x+2768*c^5*g*q*r^2+49272*c^5*g*q*r*x-\ 276192*c^5*g*q*x^2+4228*c^5*g*r^3+10296*c^5*g*r^2*x-475440*c^5*g*r*x^2+157568*c ^5*g*x^3+2628*c^5*p^3*r+39872*c^5*p^3*x+3012*c^5*p^2*q*r+69888*c^5*p^2*q*x+7884 *c^5*p^2*r^2+65848*c^5*p^2*r*x-349920*c^5*p^2*x^2+780*c^5*p*q^2*r+33600*c^5*p*q ^2*x+6024*c^5*p*q*r^2+87728*c^5*p*q*r*x-494208*c^5*p*q*x^2+7884*c^5*p*r^3+624*c ^5*p*r^2*x-755520*c^5*p*r*x^2+246400*c^5*p*x^3+44*c^5*q^3*r+3584*c^5*q^3*x+780* c^5*q^2*r^2+23896*c^5*q^2*r*x-144288*c^5*q^2*x^2+3012*c^5*q*r^3+19056*c^5*q*r^2 *x-533088*c^5*q*r*x^2+246400*c^5*q*x^3+2628*c^5*r^4-25352*c^5*r^3*x-414072*c^5* r^2*x^2+414192*c^5*r*x^3+90*c^4*g^4*r+1800*c^4*g^4*x+1008*c^4*g^3*p*r+18432*c^4 *g^3*p*x+256*c^4*g^3*q*r+7872*c^4*g^3*q*x+1008*c^4*g^3*r^2+12312*c^4*g^3*r*x-\ 52512*c^4*g^3*x^2+3418*c^4*g^2*p^2*r+56768*c^4*g^2*p^2*x+2168*c^4*g^2*p*q*r+ 58656*c^4*g^2*p*q*x+6836*c^4*g^2*p*r^2+69844*c^4*g^2*p*r*x-328464*c^4*g^2*p*x^2 +222*c^4*g^2*q^2*r+10880*c^4*g^2*q^2*x+2168*c^4*g^2*q*r^2+39812*c^4*g^2*q*r*x-\ 207408*c^4*g^2*q*x^2+3418*c^4*g^2*r^3+10548*c^4*g^2*r^2*x-368064*c^4*g^2*r*x^2+ 104704*c^4*g^2*x^3+4464*c^4*g*p^3*r+67184*c^4*g*p^3*x+5072*c^4*g*p^2*q*r+117200 *c^4*g*p^2*q*x+13392*c^4*g*p^2*r^2+113352*c^4*g*p^2*r*x-574080*c^4*g*p^2*x^2+ 1280*c^4*g*p*q^2*r+55760*c^4*g*p*q^2*x+10144*c^4*g*p*q*r^2+149904*c^4*g*p*q*r*x -806976*c^4*g*p*q*x^2+13392*c^4*g*p*r^3+5744*c^4*g*p*r^2*x-1255048*c^4*g*p*r*x^ 2+375168*c^4*g*p*x^3+64*c^4*g*q^3*r+5744*c^4*g*q^3*x+1280*c^4*g*q^2*r^2+40200*c ^4*g*q^2*r*x-232896*c^4*g*q^2*x^2+5072*c^4*g*q*r^3+34912*c^4*g*q*r^2*x-879704*c ^4*g*q*r*x^2+375168*c^4*g*q*x^3+4464*c^4*g*r^4-40424*c^4*g*r^3*x-701364*c^4*g*r ^2*x^2+647832*c^4*g*r*x^3+1952*c^4*p^4*r+26888*c^4*p^4*x+3412*c^4*p^3*q*r+67808 *c^4*p^3*q*x+7808*c^4*p^3*r^2+55284*c^4*p^3*r*x-299520*c^4*p^3*x^2+1644*c^4*p^2 *q^2*r+55920*c^4*p^2*q^2*x+10236*c^4*p^2*q*r^2+119196*c^4*p^2*q*r*x-673920*c^4* p^2*q*x^2+11712*c^4*p^2*r^3-17028*c^4*p^2*r^2*x-956328*c^4*p^2*r*x^2+290624*c^4 *p^2*x^3+188*c^4*p*q^3*r+15968*c^4*p*q^3*x+3288*c^4*p*q^2*r^2+76380*c^4*p*q^2*r *x-449280*c^4*p*q^2*x^2+10236*c^4*p*q*r^3+25656*c^4*p*q*r^2*x-1439184*c^4*p*q*r *x^2+581248*c^4*p*q*x^3+7808*c^4*p*r^4-92356*c^4*p*r^3*x-987248*c^4*p*r^2*x^2+ 963800*c^4*p*r*x^3+4*c^4*q^4*r+968*c^4*q^4*x+188*c^4*q^3*r^2+12468*c^4*q^3*r*x-\ 74880*c^4*q^3*x^2+1644*c^4*q^2*r^3+24636*c^4*q^2*r^2*x-482856*c^4*q^2*r*x^2+ 290624*c^4*q^2*x^3+3412*c^4*q*r^4-25732*c^4*q*r^3*x-799144*c^4*q*r^2*x^2+963800 *c^4*q*r*x^3+1952*c^4*r^5-46932*c^4*r^4*x-320616*c^4*r^3*x^2+776208*c^4*r^2*x^3 +15*c^3*g^5*r+300*c^3*g^5*x+271*c^3*g^4*p*r+4824*c^3*g^4*p*x+57*c^3*g^4*q*r+ 1944*c^3*g^4*q*x+271*c^3*g^4*r^2+3504*c^3*g^4*r*x-11784*c^3*g^4*x^2+1383*c^3*g^ 3*p^2*r+22384*c^3*g^3*p^2*x+820*c^3*g^3*p*q*r+22608*c^3*g^3*p*q*x+2766*c^3*g^3* p*r^2+29086*c^3*g^3*p*r*x-120360*c^3*g^3*p*x^2+69*c^3*g^3*q^2*r+3952*c^3*g^3*q^ 2*x+820*c^3*g^3*q*r^2+15950*c^3*g^3*q*r*x-73944*c^3*g^3*q*x^2+1383*c^3*g^3*r^3+ 5830*c^3*g^3*r^2*x-138072*c^3*g^3*r*x^2+28992*c^3*g^3*x^3+2897*c^3*g^2*p^3*r+ 42896*c^3*g^2*p^3*x+3217*c^3*g^2*p^2*q*r+74160*c^3*g^2*p^2*q*x+8691*c^3*g^2*p^2 *r^2+74758*c^3*g^2*p^2*r*x-351984*c^3*g^2*p^2*x^2+767*c^3*g^2*p*q^2*r+34608*c^3 *g^2*p*q^2*x+6434*c^3*g^2*p*q*r^2+97708*c^3*g^2*p*q*r*x-490368*c^3*g^2*p*q*x^2+ 8691*c^3*g^2*p*r^3+8340*c^3*g^2*p*r^2*x-784548*c^3*g^2*p*r*x^2+202240*c^3*g^2*p *x^3+31*c^3*g^2*q^3*r+3344*c^3*g^2*q^3*x+767*c^3*g^2*q^2*r^2+25398*c^3*g^2*q^2* r*x-138384*c^3*g^2*q^2*x^2+3217*c^3*g^2*q*r^3+25508*c^3*g^2*q*r^2*x-541980*c^3* g^2*q*r*x^2+202240*c^3*g^2*q*x^3+2897*c^3*g^2*r^4-23522*c^3*g^2*r^3*x-454086*c^ 3*g^2*r^2*x^2+364540*c^3*g^2*r*x^3+2650*c^3*g*p^4*r+36228*c^3*g*p^4*x+4602*c^3* g*p^3*q*r+91056*c^3*g*p^3*q*x+10600*c^3*g*p^3*r^2+76042*c^3*g*p^3*r*x-393744*c^ 3*g*p^3*x^2+2186*c^3*g*p^2*q^2*r+74616*c^3*g*p^2*q^2*x+13806*c^3*g*p^2*q*r^2+ 163158*c^3*g*p^2*q*r*x-883056*c^3*g*p^2*q*x^2+15900*c^3*g*p^2*r^3-18414*c^3*g*p ^2*r^2*x-1273372*c^3*g*p^2*r*x^2+356160*c^3*g*p^2*x^3+238*c^3*g*p*q^3*r+20976*c ^3*g*p*q^3*x+4372*c^3*g*p*q^2*r^2+103662*c^3*g*p*q^2*r*x-584880*c^3*g*p*q^2*x^2 +13806*c^3*g*p*q*r^3+41100*c^3*g*p*q*r^2*x-1908048*c^3*g*p*q*r*x^2+712320*c^3*g *p*q*x^3+10600*c^3*g*p*r^4-120042*c^3*g*p*r^3*x-1340400*c^3*g*p*r^2*x^2+1212460 *c^3*g*p*r*x^3+4*c^3*g*q^4*r+1188*c^3*g*q^4*x+238*c^3*g*q^3*r^2+16546*c^3*g*q^3 *r*x-95568*c^3*g*q^3*x^2+2186*c^3*g*q^2*r^3+35034*c^3*g*q^2*r^2*x-634676*c^3*g* q^2*r*x^2+356160*c^3*g*q^2*x^3+4602*c^3*g*q*r^4-31002*c^3*g*q*r^3*x-1080612*c^3 *g*q*r^2*x^2+1212460*c^3*g*q*r*x^3+2650*c^3*g*r^5-61814*c^3*g*r^4*x-447228*c^3* g*r^3*x^2+1008752*c^3*g*r^2*x^3+872*c^3*p^5*r+11176*c^3*p^5*x+2136*c^3*p^4*q*r+ 37352*c^3*p^4*q*x+4360*c^3*p^4*r^2+26670*c^3*p^4*r*x-149880*c^3*p^4*x^2+1672*c^ 3*p^3*q^2*r+45136*c^3*p^3*q^2*x+8544*c^3*p^3*q*r^2+80680*c^3*p^3*q*r*x-469440*c ^3*p^3*q*x^2+8720*c^3*p^3*r^3-22796*c^3*p^3*r^2*x-626508*c^3*p^3*r*x^2+182208*c ^3*p^3*x^3+424*c^3*p^2*q^3*r+23056*c^3*p^2*q^3*x+5016*c^3*p^2*q^2*r^2+84948*c^3 *p^2*q^2*r*x-509040*c^3*p^2*q^2*x^2+12816*c^3*p^2*q*r^3-2412*c^3*p^2*q*r^2*x-\ 1479996*c^3*p^2*q*r*x^2+546624*c^3*p^2*q*x^3+8720*c^3*p^2*r^4-116648*c^3*p^2*r^ 3*x-917362*c^3*p^2*r^2*x^2+893284*c^3*p^2*r*x^3+16*c^3*p*q^4*r+4232*c^3*p*q^4*x +848*c^3*p*q^3*r^2+34536*c^3*p*q^3*r*x-209280*c^3*p*q^3*x^2+5016*c^3*p*q^2*r^3+ 34620*c^3*p*q^2*r^2*x-1080468*c^3*p*q^2*r*x^2+546624*c^3*p*q^2*x^3+8544*c^3*p*q *r^4-97456*c^3*p*q*r^3*x-1529388*c^3*p*q*r^2*x^2+1786568*c^3*p*q*r*x^3+4360*c^3 *p*r^5-114108*c^3*p*r^4*x-526252*c^3*p*r^3*x^2+1390264*c^3*p*r^2*x^3+136*c^3*q^ 5*x+16*c^3*q^4*r^2+3598*c^3*q^4*r*x-19800*c^3*q^4*x^2+424*c^3*q^3*r^3+14236*c^3 *q^3*r^2*x-226980*c^3*q^3*r*x^2+182208*c^3*q^3*x^3+1672*c^3*q^2*r^4-5192*c^3*q^ 2*r^3*x-612026*c^3*q^2*r^2*x^2+893284*c^3*q^2*r*x^3+2136*c^3*q*r^5-51716*c^3*q* r^4*x-514676*c^3*q*r^3*x^2+1390264*c^3*q*r^2*x^3+872*c^3*r^6-35750*c^3*r^5*x-\ 85518*c^3*r^4*x^2+660484*c^3*r^3*x^3+c^2*g^6*r+20*c^2*g^6*x+37*c^2*g^5*p*r+632* c^2*g^5*p*x+5*c^2*g^5*q*r+224*c^2*g^5*q*x+37*c^2*g^5*r^2+525*c^2*g^5*r*x-1092*c ^2*g^5*x^2+290*c^2*g^4*p^2*r+4484*c^2*g^4*p^2*x+148*c^2*g^4*p*q*r+4328*c^2*g^4* p*q*x+580*c^2*g^4*p*r^2+6388*c^2*g^4*p*r*x-21084*c^2*g^4*p*x^2+8*c^2*g^4*q^2*r+ 668*c^2*g^4*q^2*x+148*c^2*g^4*q*r^2+3222*c^2*g^4*q*r*x-12204*c^2*g^4*q*x^2+290* c^2*g^4*r^3+1818*c^2*g^4*r^2*x-24942*c^2*g^4*r*x^2+2032*c^2*g^4*x^3+891*c^2*g^3 *p^3*r+12780*c^2*g^3*p^3*x+939*c^2*g^3*p^2*q*r+21716*c^2*g^3*p^2*q*x+2673*c^2*g ^3*p^2*r^2+23464*c^2*g^3*p^2*r*x-98136*c^2*g^3*p^2*x^2+197*c^2*g^3*p*q^2*r+9764 *c^2*g^3*p*q^2*x+1878*c^2*g^3*p*q*r^2+30032*c^2*g^3*p*q*r*x-134352*c^2*g^3*p*q* x^2+2673*c^2*g^3*p*r^3+4836*c^2*g^3*p*r^2*x-225702*c^2*g^3*p*r*x^2+43552*c^2*g^ 3*p*x^3+5*c^2*g^3*q^3*r+828*c^2*g^3*q^3*x+197*c^2*g^3*q^2*r^2+7312*c^2*g^3*q^2* r*x-36216*c^2*g^3*q^2*x^2+939*c^2*g^3*q*r^3+9360*c^2*g^3*q*r^2*x-150978*c^2*g^3 *q*r*x^2+43552*c^2*g^3*q*x^3+891*c^2*g^3*r^4-5848*c^2*g^3*r^3*x-139311*c^2*g^3* r^2*x^2+84834*c^2*g^3*r*x^3+1293*c^2*g^2*p^4*r+17368*c^2*g^2*p^4*x+2206*c^2*g^2 *p^3*q*r+43368*c^2*g^2*p^3*q*x+5172*c^2*g^2*p^3*r^2+37546*c^2*g^2*p^3*r*x-\ 181956*c^2*g^2*p^3*x^2+1010*c^2*g^2*p^2*q^2*r+35104*c^2*g^2*p^2*q^2*x+6618*c^2* g^2*p^2*q*r^2+80050*c^2*g^2*p^2*q*r*x-405540*c^2*g^2*p^2*q*x^2+7758*c^2*g^2*p^2 *r^3-5866*c^2*g^2*p^2*r^2*x-600788*c^2*g^2*p^2*r*x^2+145952*c^2*g^2*p^2*x^3+98* c^2*g^2*p*q^3*r+9576*c^2*g^2*p*q^3*x+2020*c^2*g^2*p*q^2*r^2+50122*c^2*g^2*p*q^2 *r*x-265212*c^2*g^2*p*q^2*x^2+6618*c^2*g^2*p*q*r^3+24864*c^2*g^2*p*q*r^2*x-\ 891864*c^2*g^2*p*q*r*x^2+291904*c^2*g^2*p*q*x^3+5172*c^2*g^2*p*r^4-54898*c^2*g^ 2*p*r^3*x-654280*c^2*g^2*p*r^2*x^2+518558*c^2*g^2*p*r*x^3+c^2*g^2*q^4*r+472*c^2 *g^2*q^4*x+98*c^2*g^2*q^3*r^2+7618*c^2*g^2*q^3*r*x-41628*c^2*g^2*q^3*x^2+1010*c ^2*g^2*q^2*r^3+18410*c^2*g^2*q^2*r^2*x-291076*c^2*g^2*q^2*r*x^2+145952*c^2*g^2* q^2*x^3+2206*c^2*g^2*q*r^4-11818*c^2*g^2*q*r^3*x-523562*c^2*g^2*q*r^2*x^2+ 518558*c^2*g^2*q*r*x^3+1293*c^2*g^2*r^5-28854*c^2*g^2*r^4*x-228366*c^2*g^2*r^3* x^2+459968*c^2*g^2*r^2*x^3+886*c^2*g*p^5*r+11276*c^2*g*p^5*x+2160*c^2*g*p^4*q*r +37604*c^2*g*p^4*q*x+4430*c^2*g*p^4*r^2+27427*c^2*g*p^4*r*x-147876*c^2*g*p^4*x^ 2+1676*c^2*g*p^3*q^2*r+45272*c^2*g*p^3*q^2*x+8640*c^2*g*p^3*q*r^2+82764*c^2*g*p ^3*q*r*x-462096*c^2*g*p^3*q*x^2+8860*c^2*g*p^3*r^3-21076*c^2*g*p^3*r^2*x-626002 *c^2*g*p^3*r*x^2+168448*c^2*g*p^3*x^3+416*c^2*g*p^2*q^3*r+22952*c^2*g*p^2*q^3*x +5028*c^2*g*p^2*q^2*r^2+86778*c^2*g*p^2*q^2*r*x-499032*c^2*g*p^2*q^2*x^2+12960* c^2*g*p^2*q*r^3+2364*c^2*g*p^2*q*r^2*x-1474546*c^2*g*p^2*q*r*x^2+505344*c^2*g*p ^2*q*x^3+8860*c^2*g*p^2*r^4-115030*c^2*g*p^2*r^3*x-934219*c^2*g*p^2*r^2*x^2+ 847146*c^2*g*p^2*r*x^3+14*c^2*g*p*q^4*r+4124*c^2*g*p*q^4*x+832*c^2*g*p*q^3*r^2+ 34972*c^2*g*p*q^3*r*x-203280*c^2*g*p*q^3*x^2+5028*c^2*g*p*q^2*r^3+38424*c^2*g*p *q^2*r^2*x-1071086*c^2*g*p*q^2*r*x^2+505344*c^2*g*p*q^2*x^3+8640*c^2*g*p*q*r^4-\ 93148*c^2*g*p*q*r^3*x-1553406*c^2*g*p*q*r^2*x^2+1694292*c^2*g*p*q*r*x^3+4430*c^ 2*g*p*r^5-113504*c^2*g*p*r^4*x-552300*c^2*g*p*r^3*x^2+1359232*c^2*g*p*r^2*x^3+ 116*c^2*g*q^5*x+14*c^2*g*q^4*r^2+3531*c^2*g*q^4*r*x-18468*c^2*g*q^4*x^2+416*c^2 *g*q^3*r^3+14984*c^2*g*q^3*r^2*x-222542*c^2*g*q^3*r*x^2+168448*c^2*g*q^3*x^3+ 1676*c^2*g*q^2*r^4-3082*c^2*g*q^2*r^3*x-619187*c^2*g*q^2*r^2*x^2+847146*c^2*g*q ^2*r*x^3+2160*c^2*g*q*r^5-50352*c^2*g*q*r^4*x-536580*c^2*g*q*r^3*x^2+1359232*c^ 2*g*q*r^2*x^3+886*c^2*g*r^6-35701*c^2*g*r^5*x-96207*c^2*g*r^4*x^2+663350*c^2*g* r^3*x^3+230*c^2*p^6*r+2816*c^2*p^6*x+744*c^2*p^5*q*r+11832*c^2*p^5*q*x+1380*c^2 *p^5*r^2+7496*c^2*p^5*r*x-44064*c^2*p^5*x^2+852*c^2*p^4*q^2*r+19176*c^2*p^4*q^2 *x+3720*c^2*p^4*q*r^2+29374*c^2*p^4*q*r*x-178200*c^2*p^4*q*x^2+3450*c^2*p^4*r^3 -12018*c^2*p^4*r^2*x-225300*c^2*p^4*r*x^2+64016*c^2*p^4*x^3+392*c^2*p^3*q^3*r+ 14704*c^2*p^3*q^3*x+3408*c^2*p^3*q^2*r^2+43688*c^2*p^3*q^2*r*x-272160*c^2*p^3*q ^2*x^2+7440*c^2*p^3*q*r^3-15060*c^2*p^3*q*r^2*x-734076*c^2*p^3*q*r*x^2+256064*c ^2*p^3*q*x^3+4600*c^2*p^3*r^4-66712*c^2*p^3*r^3*x-416598*c^2*p^3*r^2*x^2+411966 *c^2*p^3*r*x^3+54*c^2*p^2*q^4*r+5136*c^2*p^2*q^4*x+1176*c^2*p^2*q^3*r^2+29780*c ^2*p^2*q^3*r*x-187920*c^2*p^2*q^3*x^2+5112*c^2*p^2*q^2*r^3+10008*c^2*p^2*q^2*r^ 2*x-850428*c^2*p^2*q^2*r*x^2+384096*c^2*p^2*q^2*x^3+7440*c^2*p^2*q*r^4-103104*c ^2*p^2*q*r^3*x-1066272*c^2*p^2*q*r^2*x^2+1235898*c^2*p^2*q*r*x^3+3450*c^2*p^2*r ^5-95308*c^2*p^2*r^4*x-314718*c^2*p^2*r^3*x^2+928008*c^2*p^2*r^2*x^3+600*c^2*p* q^5*x+108*c^2*p*q^4*r^2+8512*c^2*p*q^4*r*x-51840*c^2*p*q^4*x^2+1176*c^2*p*q^3*r ^3+17124*c^2*p*q^3*r^2*x-399828*c^2*p*q^3*r*x^2+256064*c^2*p*q^3*x^3+3408*c^2*p *q^2*r^4-34344*c^2*p*q^2*r^3*x-882750*c^2*p*q^2*r^2*x^2+1235898*c^2*p*q^2*r*x^3 +3720*c^2*p*q*r^5-102692*c^2*p*q*r^4*x-623268*c^2*p*q*r^3*x^2+1856016*c^2*p*q*r ^2*x^3+1380*c^2*p*r^6-59136*c^2*p*r^5*x-60522*c^2*p*r^4*x^2+848358*c^2*p*r^3*x^ 3+8*c^2*q^6*x+542*c^2*q^5*r*x-1944*c^2*q^5*x^2+54*c^2*q^4*r^3+4074*c^2*q^4*r^2* x-58176*c^2*q^4*r*x^2+64016*c^2*q^4*x^3+392*c^2*q^3*r^4+2048*c^2*q^3*r^3*x-\ 233076*c^2*q^3*r^2*x^2+411966*c^2*q^3*r*x^3+852*c^2*q^2*r^5-19840*c^2*q^2*r^4*x -308550*c^2*q^2*r^3*x^2+928008*c^2*q^2*r^2*x^3+744*c^2*q*r^6-32190*c^2*q*r^5*x-\ 112872*c^2*q*r^4*x^2+848358*c^2*q*r^3*x^3+230*c^2*r^7-13842*c^2*r^6*x+18834*c^2 *r^5*x^2+256252*c^2*r^4*x^3+2*c*g^6*p*r+32*c*g^6*p*x+8*c*g^6*q*x+2*c*g^6*r^2+33 *c*g^6*r*x-12*c*g^6*x^2+29*c*g^5*p^2*r+412*c*g^5*p^2*x+10*c*g^5*p*q*r+360*c*g^5 *p*q*x+58*c*g^5*p*r^2+692*c*g^5*p*r*x-1440*c*g^5*p*x^2+40*c*g^5*q^2*x+10*c*g^5* q*r^2+283*c*g^5*q*r*x-708*c*g^5*q*x^2+29*c*g^5*r^3+297*c*g^5*r^2*x-1719*c*g^5*r *x^2-328*c*g^5*x^3+129*c*g^4*p^3*r+1740*c*g^4*p^3*x+121*c*g^4*p^2*q*r+2856*c*g^ 4*p^2*q*x+387*c*g^4*p^2*r^2+3494*c*g^4*p^2*r*x-11838*c*g^4*p^2*x^2+18*c*g^4*p*q ^2*r+1188*c*g^4*p*q^2*x+242*c*g^4*p*q*r^2+4288*c*g^4*p*q*r*x-15624*c*g^4*p*q*x^ 2+387*c*g^4*p*r^3+1258*c*g^4*p*r^2*x-28715*c*g^4*p*r*x^2+2456*c*g^4*p*x^3+72*c* g^4*q^3*x+18*c*g^4*q^2*r^2+896*c*g^4*q^2*r*x-3786*c*g^4*q^2*x^2+121*c*g^4*q*r^3 +1730*c*g^4*q*r^2*x-17755*c*g^4*q*r*x^2+2456*c*g^4*q*x^3+129*c*g^4*r^4-496*c*g^ 4*r^3*x-20031*c*g^4*r^2*x^2+5910*c*g^4*r*x^3+268*c*g^3*p^4*r+3468*c*g^3*p^4*x+ 439*c*g^3*p^3*q*r+8548*c*g^3*p^3*q*x+1072*c*g^3*p^3*r^2+7851*c*g^3*p^3*r*x-\ 34230*c*g^3*p^3*x^2+184*c*g^3*p^2*q^2*r+6752*c*g^3*p^2*q^2*x+1317*c*g^3*p^2*q*r ^2+16567*c*g^3*p^2*q*r*x-75366*c*g^3*p^2*q*x^2+1608*c*g^3*p^2*r^3-266*c*g^3*p^2 *r^2*x-117078*c*g^3*p^2*r*x^2+21680*c*g^3*p^2*x^3+13*c*g^3*p*q^3*r+1732*c*g^3*p *q^3*x+368*c*g^3*p*q^2*r^2+10087*c*g^3*p*q^2*r*x-48042*c*g^3*p*q^2*x^2+1317*c*g ^3*p*q*r^3+6770*c*g^3*p*q*r^2*x-170340*c*g^3*p*q*r*x^2+43360*c*g^3*p*q*x^3+1072 *c*g^3*p*r^4-10213*c*g^3*p*r^3*x-135436*c*g^3*p*r^2*x^2+83345*c*g^3*p*r*x^3+60* c*g^3*q^4*x+13*c*g^3*q^3*r^2+1371*c*g^3*q^3*r*x-6906*c*g^3*q^3*x^2+184*c*g^3*q^ 2*r^3+4264*c*g^3*q^2*r^2*x-53262*c*g^3*q^2*r*x^2+21680*c*g^3*q^2*x^3+439*c*g^3* q*r^4-1249*c*g^3*q*r^3*x-106835*c*g^3*q*r^2*x^2+83345*c*g^3*q*r*x^3+268*c*g^3*r ^5-5564*c*g^3*r^4*x-50871*c*g^3*r^3*x^2+84954*c*g^3*r^2*x^3+288*c*g^2*p^5*r+ 3600*c*g^2*p^5*x+693*c*g^2*p^4*q*r+11952*c*g^2*p^4*q*x+1440*c*g^2*p^4*r^2+8967* c*g^2*p^4*r*x-45720*c*g^2*p^4*x^2+525*c*g^2*p^3*q^2*r+14280*c*g^2*p^3*q^2*x+ 2772*c*g^2*p^3*q*r^2+27018*c*g^2*p^3*q*r*x-142224*c*g^2*p^3*q*x^2+2880*c*g^2*p^ 3*r^3-6085*c*g^2*p^3*r^2*x-197647*c*g^2*p^3*r*x^2+46624*c*g^2*p^3*x^3+123*c*g^2 *p^2*q^3*r+7128*c*g^2*p^2*q^3*x+1575*c*g^2*p^2*q^2*r^2+28178*c*g^2*p^2*q^2*r*x-\ 152352*c*g^2*p^2*q^2*x^2+4158*c*g^2*p^2*q*r^3+2951*c*g^2*p^2*q*r^2*x-462679*c*g ^2*p^2*q*r*x^2+139872*c*g^2*p^2*q*x^3+2880*c*g^2*p^2*r^4-36057*c*g^2*p^2*r^3*x-\ 304631*c*g^2*p^2*r^2*x^2+244684*c*g^2*p^2*r*x^3+3*c*g^2*p*q^4*r+1224*c*g^2*p*q^ 4*x+246*c*g^2*p*q^3*r^2+11170*c*g^2*p*q^3*r*x-60912*c*g^2*p*q^3*x^2+1575*c*g^2* p*q^2*r^3+14177*c*g^2*p*q^2*r^2*x-332417*c*g^2*p*q^2*r*x^2+139872*c*g^2*p*q^2*x ^3+2772*c*g^2*p*q*r^4-27344*c*g^2*p*q*r^3*x-504186*c*g^2*p*q*r^2*x^2+489368*c*g ^2*p*q*r*x^3+1440*c*g^2*p*r^5-35991*c*g^2*p*r^4*x-188767*c*g^2*p*r^3*x^2+416440 *c*g^2*p*r^2*x^3+24*c*g^2*q^5*x+3*c*g^2*q^4*r^2+1043*c*g^2*q^4*r*x-5064*c*g^2*q ^4*x^2+123*c*g^2*q^3*r^3+5141*c*g^2*q^3*r^2*x-67385*c*g^2*q^3*r*x^2+46624*c*g^2 *q^3*x^3+525*c*g^2*q^2*r^4+279*c*g^2*q^2*r^3*x-199555*c*g^2*q^2*r^2*x^2+244684* c*g^2*q^2*r*x^3+693*c*g^2*q*r^5-15229*c*g^2*q*r^4*x-182153*c*g^2*q*r^3*x^2+ 416440*c*g^2*q*r^2*x^3+288*c*g^2*r^6-11386*c*g^2*r^5*x-36063*c*g^2*r^4*x^2+ 213784*c*g^2*r^3*x^3+155*c*g*p^6*r+1888*c*g*p^6*x+500*c*g*p^5*q*r+7924*c*g*p^5* q*x+930*c*g*p^5*r^2+5106*c*g*p^5*r*x-28974*c*g*p^5*x^2+570*c*g*p^4*q^2*r+12820* c*g*p^4*q^2*x+2500*c*g*p^4*q*r^2+20007*c*g*p^4*q*r*x-116982*c*g*p^4*q*x^2+2325* c*g*p^4*r^3-7714*c*g*p^4*r^2*x-149922*c*g*p^4*r*x^2+39672*c*g*p^4*x^3+260*c*g*p ^3*q^3*r+9800*c*g*p^3*q^3*x+2280*c*g*p^3*q^2*r^2+29736*c*g*p^3*q^2*r*x-178188*c *g*p^3*q^2*x^2+5000*c*g*p^3*q*r^3-8772*c*g*p^3*q*r^2*x-487578*c*g*p^3*q*r*x^2+ 158688*c*g*p^3*q*x^3+3100*c*g*p^3*r^4-44156*c*g*p^3*r^3*x-282162*c*g*p^3*r^2*x^ 2+261717*c*g*p^3*r*x^3+35*c*g*p^2*q^4*r+3400*c*g*p^2*q^4*x+780*c*g*p^2*q^3*r^2+ 20226*c*g*p^2*q^3*r*x-122412*c*g*p^2*q^3*x^2+3420*c*g*p^2*q^2*r^3+8442*c*g*p^2* q^2*r^2*x-563202*c*g*p^2*q^2*r*x^2+238032*c*g*p^2*q^2*x^3+5000*c*g*p^2*q*r^4-\ 67118*c*g*p^2*q*r^3*x-721173*c*g*p^2*q*r^2*x^2+785151*c*g*p^2*q*r*x^3+2325*c*g* p^2*r^5-63444*c*g*p^2*r^4*x-220038*c*g*p^2*r^3*x^2+606452*c*g*p^2*r^2*x^3+388*c *g*p*q^5*x+70*c*g*p*q^4*r^2+5742*c*g*p*q^4*r*x-33318*c*g*p*q^4*x^2+780*c*g*p*q^ 3*r^3+12344*c*g*p*q^3*r^2*x-263358*c*g*p*q^3*r*x^2+158688*c*g*p*q^3*x^3+2280*c* g*p*q^2*r^4-21044*c*g*p*q^2*r^3*x-595860*c*g*p*q^2*r^2*x^2+785151*c*g*p*q^2*r*x ^3+2500*c*g*p*q*r^5-67512*c*g*p*q*r^4*x-433626*c*g*p*q*r^3*x^2+1212904*c*g*p*q* r^2*x^3+930*c*g*p*r^6-39478*c*g*p*r^5*x-48408*c*g*p*r^4*x^2+568731*c*g*p*r^3*x^ 3+4*c*g*q^6*x+351*c*g*q^5*r*x-1086*c*g*q^5*x^2+35*c*g*q^4*r^3+2844*c*g*q^4*r^2* x-37812*c*g*q^4*r*x^2+39672*c*g*q^4*x^3+260*c*g*q^3*r^4+1918*c*g*q^3*r^3*x-\ 156849*c*g*q^3*r^2*x^2+261717*c*g*q^3*r*x^3+570*c*g*q^2*r^5-12570*c*g*q^2*r^4*x -213588*c*g*q^2*r^3*x^2+606452*c*g*q^2*r^2*x^3+500*c*g*q*r^6-21249*c*g*q*r^5*x-\ 83049*c*g*q*r^4*x^2+568731*c*g*q*r^3*x^3+155*c*g*r^7-9258*c*g*r^6*x+10416*c*g*r ^5*x^2+175916*c*g*r^4*x^3+33*c*p^7*r+396*c*p^7*x+135*c*p^6*q*r+2016*c*p^6*q*x+ 231*c*p^6*r^2+1155*c*p^6*r*x-7074*c*p^6*x^2+210*c*p^5*q^2*r+4140*c*p^5*q^2*x+ 810*c*p^5*q*r^2+5562*c*p^5*q*r*x-35208*c*p^5*q*x^2+693*c*p^5*r^3-2835*c*p^5*r^2 *x-42357*c*p^5*r*x^2+11944*c*p^5*x^3+150*c*p^4*q^3*r+4320*c*p^4*q^3*x+1050*c*p^ 4*q^2*r^2+10731*c*p^4*q^2*r*x-69930*c*p^4*q^2*x^2+2025*c*p^4*q*r^3-6549*c*p^4*q *r^2*x-177081*c*p^4*q*r*x^2+59720*c*p^4*q*x^3+1155*c*p^4*r^4-17640*c*p^4*r^3*x-\ 92803*c*p^4*r^2*x^2+94468*c*p^4*r*x^3+45*c*p^3*q^4*r+2340*c*p^3*q^4*x+600*c*p^3 *q^3*r^2+10404*c*p^3*q^3*r*x-69120*c*p^3*q^3*x^2+2100*c*p^3*q^2*r^3-2082*c*p^3* q^2*r^2*x-284754*c*p^3*q^2*r*x^2+119440*c*p^3*q^2*x^3+2700*c*p^3*q*r^4-41496*c* p^3*q*r^3*x-322640*c*p^3*q*r^2*x^2+377872*c*p^3*q*r*x^3+1155*c*p^3*r^5-32970*c* p^3*r^4*x-81333*c*p^3*r^3*x^2+273414*c*p^3*r^2*x^3+3*c*p^2*q^5*r+576*c*p^2*q^5* x+135*c*p^2*q^4*r^2+5121*c*p^2*q^4*r*x-33750*c*p^2*q^4*x^2+900*c*p^2*q^3*r^3+ 4698*c*p^2*q^3*r^2*x-215346*c*p^2*q^3*r*x^2+119440*c*p^2*q^3*x^3+2100*c*p^2*q^2 *r^4-29232*c*p^2*q^2*r^3*x-411102*c*p^2*q^2*r^2*x^2+566808*c*p^2*q^2*r*x^3+2025 *c*p^2*q*r^5-59814*c*p^2*q*r^4*x-244521*c*p^2*q*r^3*x^2+820242*c*p^2*q*r^2*x^3+ 693*c*p^2*r^6-30429*c*p^2*r^5*x-4641*c*p^2*r^4*x^2+359484*c*p^2*r^3*x^3+36*c*p* q^6*x+6*c*p*q^5*r^2+1074*c*p*q^5*r*x-6264*c*p*q^5*x^2+135*c*p*q^4*r^3+3621*c*p* q^4*r^2*x-72969*c*p*q^4*r*x^2+59720*c*p*q^4*x^3+600*c*p*q^3*r^4-4536*c*p*q^3*r^ 3*x-225496*c*p*q^3*r^2*x^2+377872*c*p*q^3*r*x^3+1050*c*p*q^2*r^5-29994*c*p*q^2* r^4*x-245043*c*p*q^2*r^3*x^2+820242*c*p*q^2*r^2*x^3+810*c*p*q*r^6-37050*c*p*q*r ^5*x-53406*c*p*q*r^4*x^2+718968*c*p*q*r^3*x^3+231*c*p*r^7-14175*c*p*r^6*x+32846 *c*p*r^5*x^2+207586*c*p*r^4*x^3+33*c*q^6*r*x+162*c*q^6*x^2+3*c*q^5*r^3+555*c*q^ 5*r^2*x-7653*c*q^5*r*x^2+11944*c*q^5*x^3+45*c*q^4*r^4+840*c*q^4*r^3*x-44231*c*q ^4*r^2*x^2+94468*c*q^4*r*x^3+150*c*q^3*r^5-3150*c*q^3*r^4*x-81855*c*q^3*r^3*x^2 +273414*c*q^3*r^2*x^3+210*c*q^2*r^6-9435*c*q^2*r^5*x-48765*c*q^2*r^4*x^2+359484 *c*q^2*r^3*x^3+135*c*q*r^7-8637*c*q*r^6*x+10348*c*q*r^5*x^2+207586*c*q*r^4*x^3+ 33*c*r^8-2670*c*r^7*x+13674*c*r^6*x^2+38992*c*r^5*x^3+g^6*p^2*r+12*g^6*p^2*x+8* g^6*p*q*x+2*g^6*p*r^2+28*g^6*p*r*x-12*g^6*p*x^2+5*g^6*q*r*x+g^6*r^3+19*g^6*r^2* x+3*g^6*r*x^2-24*g^6*x^3+7*g^5*p^3*r+84*g^5*p^3*x+5*g^5*p^2*q*r+128*g^5*p^2*q*x +21*g^5*p^2*r^2+199*g^5*p^2*r*x-438*g^5*p^2*x^2+44*g^5*p*q^2*x+10*g^5*p*q*r^2+ 222*g^5*p*q*r*x-528*g^5*p*q*x^2+21*g^5*p*r^3+123*g^5*p*r^2*x-1170*g^5*p*r*x^2-\ 128*g^5*p*x^3+29*g^5*q^2*r*x-90*g^5*q^2*x^2+5*g^5*q*r^3+127*g^5*q*r^2*x-558*g^5 *q*r*x^2-128*g^5*q*x^3+7*g^5*r^4+8*g^5*r^3*x-1053*g^5*r^2*x^2-232*g^5*r*x^3+20* g^4*p^4*r+240*g^4*p^4*x+30*g^4*p^3*q*r+576*g^4*p^3*q*x+80*g^4*p^3*r^2+589*g^4*p ^3*r*x-2124*g^4*p^3*x^2+10*g^4*p^2*q^2*r+432*g^4*p^2*q^2*x+90*g^4*p^2*q*r^2+ 1216*g^4*p^2*q*r*x-4560*g^4*p^2*q*x^2+120*g^4*p^2*r^3+96*g^4*p^2*r^2*x-7743*g^4 *p^2*r*x^2+708*g^4*p^2*x^3+96*g^4*p*q^3*x+20*g^4*p*q^2*r^2+697*g^4*p*q^2*r*x-\ 2748*g^4*p*q^2*x^2+90*g^4*p*q*r^3+703*g^4*p*q*r^2*x-10761*g^4*p*q*r*x^2+1416*g^ 4*p*q*x^3+80*g^4*p*r^4-615*g^4*p*r^3*x-9995*g^4*p*r^2*x^2+3353*g^4*p*r*x^3+70*g ^4*q^3*r*x-312*g^4*q^3*x^2+10*g^4*q^2*r^3+369*g^4*q^2*r^2*x-3018*g^4*q^2*r*x^2+ 708*g^4*q^2*x^3+30*g^4*q*r^4+63*g^4*q*r^3*x-7657*g^4*q*r^2*x^2+3353*g^4*q*r*x^3 +20*g^4*r^5-362*g^4*r^4*x-4209*g^4*r^3*x^2+5066*g^4*r^2*x^3+30*g^3*p^5*r+360*g^ 3*p^5*x+70*g^3*p^4*q*r+1184*g^3*p^4*q*x+150*g^3*p^4*r^2+928*g^3*p^4*r*x-4344*g^ 3*p^4*x^2+50*g^3*p^3*q^2*r+1392*g^3*p^3*q^2*x+280*g^3*p^3*q*r^2+2792*g^3*p^3*q* r*x-13392*g^3*p^3*q*x^2+300*g^3*p^3*r^3-533*g^3*p^3*r^2*x-19479*g^3*p^3*r*x^2+ 3576*g^3*p^3*x^3+10*g^3*p^2*q^3*r+672*g^3*p^2*q^3*x+150*g^3*p^2*q^2*r^2+2884*g^ 3*p^2*q^2*r*x-14112*g^3*p^2*q^2*x^2+420*g^3*p^2*q*r^3+649*g^3*p^2*q*r^2*x-44997 *g^3*p^2*q*r*x^2+10728*g^3*p^2*q*x^3+300*g^3*p^2*r^4-3567*g^3*p^2*r^3*x-31766*g ^3*p^2*r^2*x^2+20324*g^3*p^2*r*x^3+104*g^3*p*q^4*x+20*g^3*p*q^3*r^2+1104*g^3*p* q^3*r*x-5424*g^3*p*q^3*x^2+150*g^3*p*q^2*r^3+1759*g^3*p*q^2*r^2*x-31557*g^3*p*q ^2*r*x^2+10728*g^3*p*q^2*x^3+280*g^3*p*q*r^4-2342*g^3*p*q*r^3*x-52092*g^3*p*q*r ^2*x^2+40648*g^3*p*q*r*x^3+150*g^3*p*r^5-3623*g^3*p*r^4*x-21200*g^3*p*r^3*x^2+ 39122*g^3*p*r^2*x^3+84*g^3*q^4*r*x-360*g^3*q^4*x^2+10*g^3*q^3*r^3+577*g^3*q^3*r ^2*x-6039*g^3*q^3*r*x^2+3576*g^3*q^3*x^3+50*g^3*q^2*r^4+267*g^3*q^2*r^3*x-20326 *g^3*q^2*r^2*x^2+20324*g^3*q^2*r*x^3+70*g^3*q*r^5-1383*g^3*q*r^4*x-20284*g^3*q* r^3*x^2+39122*g^3*q*r^2*x^3+30*g^3*r^6-1157*g^3*r^5*x-4569*g^3*r^4*x^2+22058*g^ 3*r^3*x^3+25*g^2*p^6*r+300*g^2*p^6*x+80*g^2*p^5*q*r+1256*g^2*p^5*q*x+150*g^2*p^ 5*r^2+822*g^2*p^5*r*x-4488*g^2*p^5*x^2+90*g^2*p^4*q^2*r+2024*g^2*p^4*q^2*x+400* g^2*p^4*q*r^2+3233*g^2*p^4*q*r*x-18060*g^2*p^4*q*x^2+375*g^2*p^4*r^3-1207*g^2*p ^4*r^2*x-23691*g^2*p^4*r*x^2+5560*g^2*p^4*x^3+40*g^2*p^3*q^3*r+1536*g^2*p^3*q^3 *x+360*g^2*p^3*q^2*r^2+4816*g^2*p^3*q^2*r*x-27360*g^2*p^3*q^2*x^2+800*g^2*p^3*q *r^3-1176*g^2*p^3*q*r^2*x-76740*g^2*p^3*q*r*x^2+22240*g^2*p^3*q*x^3+500*g^2*p^3 *r^4-7048*g^2*p^3*r^3*x-45906*g^2*p^3*r^2*x^2+38270*g^2*p^3*r*x^3+5*g^2*p^2*q^4 *r+524*g^2*p^2*q^4*x+120*g^2*p^2*q^3*r^2+3270*g^2*p^2*q^3*r*x-18600*g^2*p^2*q^3 *x^2+540*g^2*p^2*q^2*r^3+1752*g^2*p^2*q^2*r^2*x-88074*g^2*p^2*q^2*r*x^2+33360*g ^2*p^2*q^2*x^3+800*g^2*p^2*q*r^4-10366*g^2*p^2*q*r^3*x-117060*g^2*p^2*q*r^2*x^2 +114810*g^2*p^2*q*r*x^3+375*g^2*p^2*r^5-10182*g^2*p^2*r^4*x-37506*g^2*p^2*r^3*x ^2+93593*g^2*p^2*r^2*x^3+56*g^2*p*q^5*x+10*g^2*p*q^4*r^2+914*g^2*p*q^4*r*x-4920 *g^2*p*q^4*x^2+120*g^2*p*q^3*r^3+2204*g^2*p*q^3*r^2*x-40692*g^2*p*q^3*r*x^2+ 22240*g^2*p*q^3*x^3+360*g^2*p*q^2*r^4-2848*g^2*p*q^2*r^3*x-96402*g^2*p*q^2*r^2* x^2+114810*g^2*p*q^2*r*x^3+400*g^2*p*q*r^5-10552*g^2*p*q*r^4*x-73650*g^2*p*q*r^ 3*x^2+187186*g^2*p*q*r^2*x^3+150*g^2*p*r^6-6358*g^2*p*r^5*x-9618*g^2*p*r^4*x^2+ 92009*g^2*p*r^3*x^3+49*g^2*q^5*r*x-108*g^2*q^5*x^2+5*g^2*q^4*r^3+483*g^2*q^4*r^ 2*x-5667*g^2*q^4*r*x^2+5560*g^2*q^4*x^3+40*g^2*q^3*r^4+470*g^2*q^3*r^3*x-25248* g^2*q^3*r^2*x^2+38270*g^2*q^3*r*x^3+90*g^2*q^2*r^5-1808*g^2*q^2*r^4*x-36144*g^2 *q^2*r^3*x^2+93593*g^2*q^2*r^2*x^3+80*g^2*q*r^6-3339*g^2*q*r^5*x-15270*g^2*q*r^ 4*x^2+92009*g^2*q*r^3*x^3+25*g^2*r^7-1495*g^2*r^6*x+1185*g^2*r^5*x^2+29626*g^2* r^4*x^3+11*g*p^7*r+132*g*p^7*x+45*g*p^6*q*r+672*g*p^6*q*x+77*g*p^6*r^2+389*g*p^ 6*r*x-2322*g*p^6*x^2+70*g*p^5*q^2*r+1380*g*p^5*q^2*x+270*g*p^5*q*r^2+1878*g*p^5 *q*r*x-11544*g*p^5*q*x^2+231*g*p^5*r^3-927*g*p^5*r^2*x-14049*g*p^5*r*x^2+3720*g *p^5*x^3+50*g*p^4*q^3*r+1440*g*p^4*q^3*x+350*g*p^4*q^2*r^2+3633*g*p^4*q^2*r*x-\ 22890*g*p^4*q^2*x^2+675*g*p^4*q*r^3-2073*g*p^4*q*r^2*x-58677*g*p^4*q*r*x^2+ 18600*g*p^4*q*x^3+385*g*p^4*r^4-5850*g*p^4*r^3*x-31241*g*p^4*r^2*x^2+30140*g*p^ 4*r*x^3+15*g*p^3*q^4*r+780*g*p^3*q^4*x+200*g*p^3*q^3*r^2+3532*g*p^3*q^3*r*x-\ 22560*g*p^3*q^3*x^2+700*g*p^3*q^2*r^3-462*g*p^3*q^2*r^2*x-94218*g*p^3*q^2*r*x^2 +37200*g*p^3*q^2*x^3+900*g*p^3*q*r^4-13632*g*p^3*q*r^3*x-108592*g*p^3*q*r^2*x^2 +120560*g*p^3*q*r*x^3+385*g*p^3*r^5-10970*g*p^3*r^4*x-28200*g*p^3*r^3*x^2+89512 *g*p^3*r^2*x^3+g*p^2*q^5*r+192*g*p^2*q^5*x+45*g*p^2*q^4*r^2+1743*g*p^2*q^4*r*x-\ 10950*g*p^2*q^4*x^2+300*g*p^2*q^3*r^3+1782*g*p^2*q^3*r^2*x-71082*g*p^2*q^3*r*x^ 2+37200*g*p^2*q^3*x^3+700*g*p^2*q^2*r^4-9384*g*p^2*q^2*r^3*x-138330*g*p^2*q^2*r ^2*x^2+180840*g*p^2*q^2*r*x^3+675*g*p^2*q*r^5-19758*g*p^2*q*r^4*x-84600*g*p^2*q *r^3*x^2+268536*g*p^2*q*r^2*x^3+231*g*p^2*r^6-10143*g*p^2*r^5*x-2814*g*p^2*r^4* x^2+120504*g*p^2*r^3*x^3+12*g*p*q^6*x+2*g*p*q^5*r^2+366*g*p*q^5*r*x-1992*g*p*q^ 5*x^2+45*g*p*q^4*r^3+1293*g*p*q^4*r^2*x-23973*g*p*q^4*r*x^2+18600*g*p*q^4*x^3+ 200*g*p*q^3*r^4-1272*g*p*q^3*r^3*x-75848*g*p*q^3*r^2*x^2+120560*g*p*q^3*r*x^3+ 350*g*p*q^2*r^5-9750*g*p*q^2*r^4*x-84600*g*p*q^2*r^3*x^2+268536*g*p*q^2*r^2*x^3 +270*g*p*q*r^6-12270*g*p*q*r^5*x-20412*g*p*q*r^4*x^2+241008*g*p*q*r^3*x^3+77*g* p*r^7-4731*g*p*r^6*x+10321*g*p*r^5*x^2+71186*g*p*r^4*x^3+11*g*q^6*r*x+66*g*q^6* x^2+g*q^5*r^3+195*g*q^5*r^2*x-2481*g*q^5*r*x^2+3720*g*q^5*x^3+15*g*q^4*r^4+330* g*q^4*r^3*x-14869*g*q^4*r^2*x^2+30140*g*q^4*r*x^3+50*g*q^3*r^5-962*g*q^3*r^4*x-\ 28200*g*q^3*r^3*x^2+89512*g*q^3*r^2*x^3+70*g*q^2*r^6-3081*g*q^2*r^5*x-17598*g*q ^2*r^4*x^2+120504*g*q^2*r^3*x^3+45*g*q*r^7-2865*g*q*r^6*x+2729*g*q*r^5*x^2+ 71186*g*q*r^4*x^3+11*g*r^8-892*g*r^7*x+4449*g*r^6*x^2+13774*g*r^5*x^3+2*p^8*r+ 24*p^8*x+10*p^7*q*r+144*p^7*q*x+16*p^7*r^2+77*p^7*r*x-480*p^7*x^2+20*p^6*q^2*r+ 360*p^6*q^2*x+70*p^6*q*r^2+438*p^6*q*r*x-2844*p^6*q*x^2+56*p^6*r^3-245*p^6*r^2* x-3267*p^6*r*x^2+924*p^6*x^3+20*p^5*q^3*r+480*p^5*q^3*x+120*p^5*q^2*r^2+1035*p^ 5*q^2*r*x-6984*p^5*q^2*x^2+210*p^5*q*r^3-819*p^5*q*r^2*x-16731*p^5*q*r*x^2+5544 *p^5*q*x^3+112*p^5*r^4-1743*p^5*r^3*x-8159*p^5*r^2*x^2+8609*p^5*r*x^3+10*p^4*q^ 4*r+360*p^4*q^4*x+100*p^4*q^3*r^2+1300*p^4*q^3*r*x-9060*p^4*q^3*x^2+300*p^4*q^2 *r^3-798*p^4*q^2*r^2*x-34650*p^4*q^2*r*x^2+13860*p^4*q^2*x^3+350*p^4*q*r^4-5625 *p^4*q*r^3*x-35979*p^4*q*r^2*x^2+43045*p^4*q*r*x^3+140*p^4*r^5-4025*p^4*r^4*x-\ 7730*p^4*r^3*x^2+29975*p^4*r^2*x^3+2*p^3*q^5*r+144*p^3*q^5*x+40*p^3*q^4*r^2+915 *p^3*q^4*r*x-6480*p^3*q^4*x^2+200*p^3*q^3*r^3+98*p^3*q^3*r^2*x-36630*p^3*q^3*r* x^2+18480*p^3*q^3*x^3+400*p^3*q^2*r^4-6342*p^3*q^2*r^3*x-62326*p^3*q^2*r^2*x^2+ 86090*p^3*q^2*r*x^3+350*p^3*q*r^5-10590*p^3*q*r^4*x-31276*p^3*q*r^3*x^2+119900* p^3*q*r^2*x^3+112*p^3*r^6-4921*p^3*r^5*x+2130*p^3*r^4*x^2+50213*p^3*r^3*x^3+24* p^2*q^6*x+6*p^2*q^5*r^2+342*p^2*q^5*r*x-2340*p^2*q^5*x^2+60*p^2*q^4*r^3+567*p^2 *q^4*r^2*x-20295*p^2*q^4*r*x^2+13860*p^2*q^4*x^3+200*p^2*q^3*r^4-2706*p^2*q^3*r ^3*x-52694*p^2*q^3*r^2*x^2+86090*p^2*q^3*r*x^3+300*p^2*q^2*r^5-9288*p^2*q^2*r^4 *x-47448*p^2*q^2*r^3*x^2+179850*p^2*q^2*r^2*x^3+210*p^2*q*r^6-9756*p^2*q*r^5*x-\ 2604*p^2*q*r^4*x^2+150639*p^2*q*r^3*x^3+56*p^2*r^7-3423*p^2*r^6*x+10105*p^2*r^5 *x^2+41289*p^2*r^4*x^3+53*p*q^6*r*x-264*p*q^6*x^2+6*p*q^5*r^3+273*p*q^5*r^2*x-\ 5247*p*q^5*r*x^2+5544*p*q^5*x^3+40*p*q^4*r^4-171*p*q^4*r^3*x-21531*p*q^4*r^2*x^ 2+43045*p*q^4*r*x^3+100*p*q^3*r^5-2906*p*q^3*r^4*x-31988*p*q^3*r^3*x^2+119900*p *q^3*r^2*x^3+120*p*q^2*r^6-5757*p*q^2*r^5*x-11598*p*q^2*r^4*x^2+150639*p*q^2*r^ 3*x^3+70*p*q*r^7-4527*p*q*r^6*x+11295*p*q*r^5*x^2+82578*p*q*r^4*x^3+16*p*r^8-\ 1285*p*r^7*x+7453*p*r^6*x^2+14338*p*r^5*x^3+36*q^7*x^2+28*q^6*r^2*x-396*q^6*r*x ^2+924*q^6*x^3+2*q^5*r^4+75*q^5*r^3*x-3343*q^5*r^2*x^2+8609*q^5*r*x^3+10*q^4*r^ 5-183*q^4*r^4*x-8086*q^4*r^3*x^2+29975*q^4*r^2*x^3+20*q^3*r^6-922*q^3*r^5*x-\ 6864*q^3*r^4*x^2+50213*q^3*r^3*x^3+20*q^2*r^7-1338*q^2*r^6*x+1190*q^2*r^5*x^2+ 41289*q^2*r^4*x^3+10*q*r^8-849*q*r^7*x+4715*q*r^6*x^2+14338*q*r^5*x^3+2*r^9-203 *r^8*x+1836*r^7*x^2+972*r^6*x^3-64*a^6*c*p-32*a^6*c*r-224*a^6*c*x-64*a^6*p^2-32 *a^6*p*q-160*a^6*p*r-16*a^6*q*r-112*a^6*q*x-96*a^6*r^2-304*a^6*r*x+480*a^6*x^2-\ 64*a^5*b*c^2-384*a^5*b*c*p-32*a^5*b*c*q-240*a^5*b*c*r-736*a^5*b*c*x-288*a^5*b*p ^2-128*a^5*b*p*q-656*a^5*b*p*r+224*a^5*b*p*x-48*a^5*b*q*r-416*a^5*b*q*x-368*a^5 *b*r^2-1056*a^5*b*r*x+2496*a^5*b*x^2-128*a^5*c^3-32*a^5*c^2*g-896*a^5*c^2*p-128 *a^5*c^2*q-448*a^5*c^2*r+512*a^5*c^2*x-288*a^5*c*g*p-16*a^5*c*g*q-168*a^5*c*g*r -704*a^5*c*g*x-1040*a^5*c*p^2-640*a^5*c*p*q-1992*a^5*c*p*r+5664*a^5*c*p*x-32*a^ 5*c*q^2-288*a^5*c*q*r+384*a^5*c*q*x-952*a^5*c*r^2+3080*a^5*c*r*x+7104*a^5*c*x^2 -240*a^5*g*p^2-112*a^5*g*p*q-568*a^5*g*p*r+112*a^5*g*p*x-48*a^5*g*q*r-376*a^5*g *q*x-328*a^5*g*r^2-984*a^5*g*r*x+1968*a^5*g*x^2-288*a^5*p^3-360*a^5*p^2*q-684*a ^5*p^2*r+3072*a^5*p^2*x-96*a^5*p*q^2-692*a^5*p*q*r+2448*a^5*p*q*x-504*a^5*p*r^2 +6984*a^5*p*r*x+1872*a^5*p*x^2-32*a^5*q^2*r+64*a^5*q^2*x-332*a^5*q*r^2+1428*a^5 *q*r*x+3072*a^5*q*x^2-108*a^5*r^3+5560*a^5*r^2*x+5512*a^5*r*x^2-3264*a^5*x^3-\ 256*a^4*b^2*c^2-864*a^4*b^2*c*p-96*a^4*b^2*c*q-592*a^4*b^2*c*r-544*a^4*b^2*c*x-\ 512*a^4*b^2*p^2-192*a^4*b^2*p*q-1040*a^4*b^2*p*r+976*a^4*b^2*p*x-48*a^4*b^2*q*r -544*a^4*b^2*q*x-528*a^4*b^2*r^2-1088*a^4*b^2*r*x+5280*a^4*b^2*x^2-896*a^4*b*c^ 3-320*a^4*b*c^2*g-4064*a^4*b*c^2*p-704*a^4*b*c^2*q-2112*a^4*b*c^2*r+7680*a^4*b* c^2*x-1328*a^4*b*c*g*p-128*a^4*b*c*g*q-880*a^4*b*c*g*r-1536*a^4*b*c*g*x-4080*a^ 4*b*c*p^2-2368*a^4*b*c*p*q-6648*a^4*b*c*p*r+27776*a^4*b*c*p*x-128*a^4*b*c*q^2-\ 1024*a^4*b*c*q*r+3584*a^4*b*c*q*x-2568*a^4*b*c*r^2+19520*a^4*b*c*r*x+27264*a^4* b*c*x^2-880*a^4*b*g*p^2-352*a^4*b*g*p*q-1888*a^4*b*g*p*r+1208*a^4*b*g*p*x-112*a ^4*b*g*q*r-1120*a^4*b*g*q*x-1008*a^4*b*g*r^2-2528*a^4*b*g*r*x+8496*a^4*b*g*x^2-\ 1080*a^4*b*p^3-1248*a^4*b*p^2*q-2300*a^4*b*p^2*r+13104*a^4*b*p^2*x-288*a^4*b*p* q^2-2256*a^4*b*p*q*r+9760*a^4*b*p*q*x-1360*a^4*b*p*r^2+29060*a^4*b*p*r*x+6816*a ^4*b*p*x^2-80*a^4*b*q^2*r+96*a^4*b*q^2*x-1008*a^4*b*q*r^2+5416*a^4*b*q*r*x+ 12816*a^4*b*q*x^2-140*a^4*b*r^3+21292*a^4*b*r^2*x+20664*a^4*b*r*x^2-16320*a^4*b *x^3-768*a^4*c^4-576*a^4*c^3*g-4544*a^4*c^3*p-896*a^4*c^3*q-1952*a^4*c^3*r+ 15328*a^4*c^3*x-96*a^4*c^2*g^2-3056*a^4*c^2*g*p-480*a^4*c^2*g*q-1568*a^4*c^2*g* r+4224*a^4*c^2*g*x-6480*a^4*c^2*p^2-4320*a^4*c^2*p*q-9720*a^4*c^2*p*r+59792*a^4 *c^2*p*x-320*a^4*c^2*q^2-1744*a^4*c^2*q*r+15312*a^4*c^2*q*x-3240*a^4*c^2*r^2+ 48336*a^4*c^2*r*x+10176*a^4*c^2*x^2-496*a^4*c*g^2*p-40*a^4*c*g^2*q-316*a^4*c*g^ 2*r-800*a^4*c*g^2*x-3272*a^4*c*g*p^2-1920*a^4*c*g*p*q-5724*a^4*c*g*p*r+20472*a^ 4*c*g*p*x-96*a^4*c*g*q^2-848*a^4*c*g*q*r+2048*a^4*c*g*q*x-2452*a^4*c*g*r^2+ 13224*a^4*c*g*r*x+22320*a^4*c*g*x^2-3256*a^4*c*p^3-4200*a^4*c*p^2*q-6692*a^4*c* p^2*r+49400*a^4*c*p^2*x-1232*a^4*c*p*q^2-6612*a^4*c*p*q*r+44464*a^4*c*p*q*x-\ 3616*a^4*c*p*r^2+99936*a^4*c*p*r*x-20232*a^4*c*p*x^2-32*a^4*c*q^3-456*a^4*c*q^2 *r+4456*a^4*c*q^2*x-2412*a^4*c*q*r^2+35028*a^4*c*q*r*x+10032*a^4*c*q*x^2-180*a^ 4*c*r^3+63908*a^4*c*r^2*x-12392*a^4*c*r*x^2-35504*a^4*c*x^3-360*a^4*g^2*p^2-152 *a^4*g^2*p*q-804*a^4*g^2*p*r+360*a^4*g^2*p*x-56*a^4*g^2*q*r-508*a^4*g^2*q*x-444 *a^4*g^2*r^2-1220*a^4*g^2*r*x+3288*a^4*g^2*x^2-888*a^4*g*p^3-1056*a^4*g*p^2*q-\ 1984*a^4*g*p^2*r+10224*a^4*g*p^2*x-256*a^4*g*p*q^2-1968*a^4*g*p*q*r+7760*a^4*g* p*q*x-1304*a^4*g*p*r^2+22932*a^4*g*p*r*x+5688*a^4*g*p*x^2-80*a^4*g*q^2*r+80*a^4 *g*q^2*x-912*a^4*g*q*r^2+4368*a^4*g*q*r*x+10152*a^4*g*q*x^2-208*a^4*g*r^3+17380 *a^4*g*r^2*x+17088*a^4*g*r*x^2-12096*a^4*g*x^3-528*a^4*p^4-1056*a^4*p^3*q-1192* a^4*p^3*r+11280*a^4*p^3*x-632*a^4*p^2*q^2-2314*a^4*p^2*q*r+18804*a^4*p^2*q*x-\ 408*a^4*p^2*r^2+34934*a^4*p^2*r*x-11820*a^4*p^2*x^2-104*a^4*p*q^3-1084*a^4*p*q^ 2*r+7840*a^4*p*q^2*x-1460*a^4*p*q*r^2+37418*a^4*p*q*r*x-9228*a^4*p*q*x^2+648*a^ 4*p*r^3+39166*a^4*p*r^2*x-32218*a^4*p*r*x^2-15448*a^4*p*x^3-36*a^4*q^3*r+316*a^ 4*q^3*x-452*a^4*q^2*r^2+5926*a^4*q^2*r*x+2592*a^4*q^2*x^2-202*a^4*q*r^3+23888*a ^4*q*r^2*x-6988*a^4*q*r*x^2-15448*a^4*q*x^3+392*a^4*r^4+15512*a^4*r^3*x-36862*a ^4*r^2*x^2-18356*a^4*r*x^3-384*a^3*b^3*c^2-928*a^3*b^3*c*p-96*a^3*b^3*c*q-656*a ^3*b^3*c*r+704*a^3*b^3*c*x-448*a^3*b^3*p^2-128*a^3*b^3*p*q-784*a^3*b^3*p*r+1664 *a^3*b^3*p*x-16*a^3*b^3*q*r-256*a^3*b^3*q*x-336*a^3*b^3*r^2+128*a^3*b^3*r*x+ 5760*a^3*b^3*x^2-1984*a^3*b^2*c^3-800*a^3*b^2*c^2*g-6848*a^3*b^2*c^2*p-1216*a^3 *b^2*c^2*q-3568*a^3*b^2*c^2*r+22976*a^3*b^2*c^2*x-2240*a^3*b^2*c*g*p-224*a^3*b^ 2*c*g*q-1568*a^3*b^2*c*g*r+256*a^3*b^2*c*g*x-6080*a^3*b^2*c*p^2-3200*a^3*b^2*c* p*q-8208*a^3*b^2*c*p*r+52800*a^3*b^2*c*p*x-160*a^3*b^2*c*q^2-1448*a^3*b^2*c*q*r +8832*a^3*b^2*c*q*x-2128*a^3*b^2*c*r^2+43352*a^3*b^2*c*r*x+38016*a^3*b^2*c*x^2-\ 1216*a^3*b^2*g*p^2-384*a^3*b^2*g*p*q-2304*a^3*b^2*g*p*r+3344*a^3*b^2*g*p*x-80*a ^3*b^2*g*q*r-1088*a^3*b^2*g*q*x-1088*a^3*b^2*g*r^2-1264*a^3*b^2*g*r*x+14304*a^3 *b^2*g*x^2-1536*a^3*b^2*p^3-1584*a^3*b^2*p^2*q-2840*a^3*b^2*p^2*r+21856*a^3*b^2 *p^2*x-288*a^3*b^2*p*q^2-2648*a^3*b^2*p*q*r+14880*a^3*b^2*p*q*x-1072*a^3*b^2*p* r^2+47120*a^3*b^2*p*r*x+8544*a^3*b^2*p*x^2-64*a^3*b^2*q^2*r-96*a^3*b^2*q^2*x-\ 1064*a^3*b^2*q*r^2+8104*a^3*b^2*q*r*x+20544*a^3*b^2*q*x^2+232*a^3*b^2*r^3+31096 *a^3*b^2*r^2*x+27536*a^3*b^2*r*x^2-32640*a^3*b^2*x^3-3392*a^3*b*c^4-2752*a^3*b* c^3*g-15712*a^3*b*c^3*p-3296*a^3*b*c^3*q-6640*a^3*b*c^3*r+74048*a^3*b*c^3*x-528 *a^3*b*c^2*g^2-10640*a^3*b*c^2*g*p-1824*a^3*b*c^2*g*q-5560*a^3*b*c^2*g*r+29424* a^3*b*c^2*g*x-20336*a^3*b*c^2*p^2-12800*a^3*b*c^2*p*q-24968*a^3*b*c^2*p*r+ 223264*a^3*b*c^2*p*x-944*a^3*b*c^2*q^2-5288*a^3*b*c^2*q*r+60480*a^3*b*c^2*q*x-\ 4632*a^3*b*c^2*r^2+190992*a^3*b*c^2*r*x+864*a^3*b*c^2*x^2-1720*a^3*b*c*g^2*p-\ 160*a^3*b*c*g^2*q-1184*a^3*b*c*g^2*r-712*a^3*b*c*g^2*x-10064*a^3*b*c*g*p^2-5440 *a^3*b*c*g*p*q-14832*a^3*b*c*g*p*r+79248*a^3*b*c*g*p*x-272*a^3*b*c*g*q^2-2460*a ^3*b*c*g*q*r+11488*a^3*b*c*g*q*x-4768*a^3*b*c*g*r^2+61436*a^3*b*c*g*r*x+66432*a ^3*b*c*g*x^2-9840*a^3*b*c*p^3-11800*a^3*b*c*p^2*q-17068*a^3*b*c*p^2*r+169768*a^ 3*b*c*p^2*x-3056*a^3*b*c*p*q^2-16620*a^3*b*c*p*q*r+144688*a^3*b*c*p*q*x-4616*a^ 3*b*c*p*r^2+335992*a^3*b*c*p*r*x-95400*a^3*b*c*p*x^2-72*a^3*b*c*q^3-1192*a^3*b* c*q^2*r+12488*a^3*b*c*q^2*x-4820*a^3*b*c*q*r^2+114032*a^3*b*c*q*r*x+25656*a^3*b *c*q*x^2+2612*a^3*b*c*r^3+194756*a^3*b*c*r^2*x-90676*a^3*b*c*r*x^2-142016*a^3*b *c*x^3-1032*a^3*b*g^2*p^2-352*a^3*b*g^2*p*q-2072*a^3*b*g^2*p*r+2160*a^3*b*g^2*p *x-96*a^3*b*g^2*q*r-1160*a^3*b*g^2*q*x-1040*a^3*b*g^2*r^2-2008*a^3*b*g^2*r*x+ 11328*a^3*b*g^2*x^2-2616*a^3*b*g*p^3-2824*a^3*b*g*p^2*q-5144*a^3*b*g*p^2*r+ 34816*a^3*b*g*p^2*x-560*a^3*b*g*p*q^2-4916*a^3*b*g*p*q*r+24432*a^3*b*g*p*q*x-\ 2440*a^3*b*g*p*r^2+76188*a^3*b*g*p*r*x+15648*a^3*b*g*p*x^2-144*a^3*b*g*q^2*r-\ 208*a^3*b*g*q^2*x-2092*a^3*b*g*q*r^2+13236*a^3*b*g*q*r*x+33504*a^3*b*g*q*x^2+88 *a^3*b*g*r^3+52760*a^3*b*g*r^2*x+49344*a^3*b*g*r*x^2-48384*a^3*b*g*x^3-1584*a^3 *b*p^4-2960*a^3*b*p^3*q-3122*a^3*b*p^3*r+37408*a^3*b*p^3*x-1584*a^3*b*p^2*q^2-\ 5974*a^3*b*p^2*q*r+58720*a^3*b*p^2*q*x+138*a^3*b*p^2*r^2+113050*a^3*b*p^2*r*x-\ 45372*a^3*b*p^2*x^2-208*a^3*b*p*q^3-2624*a^3*b*p*q^2*r+21504*a^3*b*p*q^2*x-3068 *a^3*b*p*q*r^2+114100*a^3*b*p*q*r*x-33096*a^3*b*p*q*x^2+3306*a^3*b*p*r^3+119310 *a^3*b*p*r^2*x-127364*a^3*b*p*r*x^2-61792*a^3*b*p*x^3-68*a^3*b*q^3*r+192*a^3*b* q^3*x-1040*a^3*b*q^2*r^2+14818*a^3*b*q^2*r*x+12276*a^3*b*q^2*x^2-54*a^3*b*q*r^3 +68146*a^3*b*q*r^2*x-26444*a^3*b*q*r*x^2-61792*a^3*b*q*x^3+1630*a^3*b*r^4+43668 *a^3*b*r^3*x-132374*a^3*b*r^2*x^2-73424*a^3*b*r*x^3-1856*a^3*c^5-2304*a^3*c^4*g -11136*a^3*c^4*p-2464*a^3*c^4*q-4064*a^3*c^4*r+60544*a^3*c^4*x-912*a^3*c^3*g^2-\ 11792*a^3*c^3*g*p-2368*a^3*c^3*g*q-5016*a^3*c^3*g*r+49648*a^3*c^3*g*x-19216*a^3 *c^3*p^2-13056*a^3*c^3*p*q-23160*a^3*c^3*p*r+233440*a^3*c^3*p*x-1104*a^3*c^3*q^ 2-4848*a^3*c^3*q*r+74688*a^3*c^3*q*x-3944*a^3*c^3*r^2+199016*a^3*c^3*r*x-78624* a^3*c^3*x^2-112*a^3*c^2*g^3-3960*a^3*c^2*g^2*p-640*a^3*c^2*g^2*q-2064*a^3*c^2*g ^2*r+8968*a^3*c^2*g^2*x-16008*a^3*c^2*g*p^2-10192*a^3*c^2*g*p*q-21492*a^3*c^2*g *p*r+164720*a^3*c^2*g*p*x-736*a^3*c^2*g*q^2-4212*a^3*c^2*g*q*r+42776*a^3*c^2*g* q*x-5484*a^3*c^2*g*r^2+138056*a^3*c^2*g*r*x+10944*a^3*c^2*g*x^2-13776*a^3*c^2*p ^3-17704*a^3*c^2*p^2*q-24028*a^3*c^2*p^2*r+257680*a^3*c^2*p^2*x-5248*a^3*c^2*p* q^2-23332*a^3*c^2*p*q*r+241552*a^3*c^2*p*q*x-6728*a^3*c^2*p*r^2+489868*a^3*c^2* p*r*x-267312*a^3*c^2*p*x^2-184*a^3*c^2*q^3-2008*a^3*c^2*q^2*r+30496*a^3*c^2*q^2 *x-5628*a^3*c^2*q*r^2+201416*a^3*c^2*q*r*x-72120*a^3*c^2*q*x^2+3524*a^3*c^2*r^3 +269580*a^3*c^2*r^2*x-320232*a^3*c^2*r*x^2-124080*a^3*c^2*x^3-424*a^3*c*g^3*p-\ 36*a^3*c*g^3*q-286*a^3*c*g^3*r-360*a^3*c*g^3*x-3964*a^3*c*g^2*p^2-2176*a^3*c*g^ 2*p*q-6270*a^3*c*g^2*p*r+28760*a^3*c*g^2*p*x-104*a^3*c*g^2*q^2-988*a^3*c*g^2*q* r+3504*a^3*c*g^2*q*x-2306*a^3*c*g^2*r^2+21034*a^3*c*g^2*r*x+27072*a^3*c*g^2*x^2 -7920*a^3*c*g*p^3-9740*a^3*c*g*p^2*q-14842*a^3*c*g*p^2*r+129872*a^3*c*g*p^2*x-\ 2624*a^3*c*g*p*q^2-14470*a^3*c*g*p*q*r+112456*a^3*c*g*p*q*x-5924*a^3*c*g*p*r^2+ 259344*a^3*c*g*p*r*x-66588*a^3*c*g*p*x^2-64*a^3*c*g*q^3-1020*a^3*c*g*q^2*r+9776 *a^3*c*g*q^2*x-4730*a^3*c*g*q*r^2+88308*a^3*c*g*q*r*x+22056*a^3*c*g*q*x^2+998*a ^3*c*g*r^3+156598*a^3*c*g*r^2*x-56014*a^3*c*g*r*x^2-102696*a^3*c*g*x^3-4364*a^3 *c*p^4-8656*a^3*c*p^3*q-8854*a^3*c*p^3*r+110224*a^3*c*p^3*x-5132*a^3*c*p^2*q^2-\ 16562*a^3*c*p^2*q*r+185088*a^3*c*p^2*q*x-378*a^3*c*p^2*r^2+317264*a^3*c*p^2*r*x -195372*a^3*c*p^2*x^2-848*a^3*c*p*q^3-7582*a^3*c*p*q^2*r+79184*a^3*c*p*q^2*x-\ 7156*a^3*c*p*q*r^2+349728*a^3*c*p*q*r*x-210984*a^3*c*p*q*x^2+8350*a^3*c*p*r^3+ 318906*a^3*c*p*r^2*x-520370*a^3*c*p*r*x^2-103744*a^3*c*p*x^3-8*a^3*c*q^4-340*a^ 3*c*q^3*r+4320*a^3*c*q^3*x-2450*a^3*c*q^2*r^2+63986*a^3*c*q^2*r*x-15612*a^3*c*q ^2*x^2+750*a^3*c*q*r^3+195626*a^3*c*q*r^2*x-251336*a^3*c*q*r*x^2-103744*a^3*c*q *x^3+4238*a^3*c*r^4+111866*a^3*c*r^3*x-426488*a^3*c*r^2*x^2-65400*a^3*c*r*x^3-\ 276*a^3*g^3*p^2-100*a^3*g^3*p*q-578*a^3*g^3*p*r+452*a^3*g^3*p*x-32*a^3*g^3*q*r-\ 354*a^3*g^3*q*x-302*a^3*g^3*r^2-710*a^3*g^3*r*x+2868*a^3*g^3*x^2-1056*a^3*g^2*p ^3-1178*a^3*g^2*p^2*q-2183*a^3*g^2*p^2*r+13312*a^3*g^2*p^2*x-248*a^3*g^2*p*q^2-\ 2117*a^3*g^2*p*q*r+9540*a^3*g^2*p*q*x-1198*a^3*g^2*p*r^2+29478*a^3*g^2*p*r*x+ 6564*a^3*g^2*p*x^2-72*a^3*g^2*q^2*r-96*a^3*g^2*q^2*x-939*a^3*g^2*q*r^2+5181*a^3 *g^2*q*r*x+13056*a^3*g^2*q*x^2-71*a^3*g^2*r^3+21170*a^3*g^2*r^2*x+20410*a^3*g^2 *r*x^2-17520*a^3*g^2*x^3-1284*a^3*g*p^4-2464*a^3*g*p^3*q-2688*a^3*g*p^3*r+29100 *a^3*g*p^3*x-1376*a^3*g*p^2*q^2-5155*a^3*g*p^2*q*r+46746*a^3*g*p^2*q*x-360*a^3* g*p^2*r^2+88787*a^3*g*p^2*r*x-33918*a^3*g*p^2*x^2-196*a^3*g*p*q^3-2320*a^3*g*p* q^2*r+17952*a^3*g*p*q^2*x-2918*a^3*g*p*q*r^2+91709*a^3*g*p*q*r*x-25674*a^3*g*p* q*x^2+2208*a^3*g*p*r^3+96105*a^3*g*p*r^2*x-94083*a^3*g*p*r*x^2-44508*a^3*g*p*x^ 3-66*a^3*g*q^3*r+306*a^3*g*q^3*x-944*a^3*g*q^2*r^2+12783*a^3*g*q^2*r*x+8244*a^3 *g*q^2*x^2-227*a^3*g*q*r^3+56420*a^3*g*q*r^2*x-20238*a^3*g*q*r*x^2-44508*a^3*g* q*x^3+1164*a^3*g*r^4+36418*a^3*g*r^3*x-101321*a^3*g*r^2*x^2-53154*a^3*g*r*x^3-\ 504*a^3*p^5-1386*a^3*p^4*q-1083*a^3*p^4*r+16176*a^3*p^4*x-1308*a^3*p^3*q^2-3106 *a^3*p^3*q*r+40292*a^3*p^3*q*x+708*a^3*p^3*r^2+60733*a^3*p^3*r*x-40782*a^3*p^3* x^2-474*a^3*p^2*q^3-2800*a^3*p^2*q^2*r+32144*a^3*p^2*q^2*x-1002*a^3*p^2*q*r^2+ 114931*a^3*p^2*q*r*x-81168*a^3*p^2*q*x^2+3582*a^3*p^2*r^3+83572*a^3*p^2*r^2*x-\ 166811*a^3*p^2*r*x^2-21260*a^3*p^2*x^3-48*a^3*p*q^4-797*a^3*p*q^3*r+8116*a^3*p* q^3*x-1676*a^3*p*q^2*r^2+60454*a^3*p*q^2*r*x-39990*a^3*p*q^2*x^2+1770*a^3*p*q*r ^3+116810*a^3*p*q*r^2*x-214447*a^3*p*q*r*x^2-42520*a^3*p*q*x^3+3228*a^3*p*r^4+ 49649*a^3*p*r^3*x-248548*a^3*p*r^2*x^2-18784*a^3*p*r*x^3-20*a^3*q^4*r+88*a^3*q^ 4*x-323*a^3*q^3*r^2+6256*a^3*q^3*r*x+396*a^3*q^3*x^2-184*a^3*q^2*r^3+34519*a^3* q^2*r^2*x-47636*a^3*q^2*r*x^2-21260*a^3*q^2*x^3+1052*a^3*q*r^4+42171*a^3*q*r^3* x-172803*a^3*q*r^2*x^2-18784*a^3*q*r*x^3+933*a^3*r^5+10634*a^3*r^4*x-122933*a^3 *r^3*x^2+27448*a^3*r^2*x^3-256*a^2*b^4*c^2-480*a^2*b^4*c*p-32*a^2*b^4*c*q-336*a ^2*b^4*c*r+1376*a^2*b^4*c*x-192*a^2*b^4*p^2-32*a^2*b^4*p*q-272*a^2*b^4*p*r+1376 *a^2*b^4*p*x+16*a^2*b^4*q*x-80*a^2*b^4*r^2+912*a^2*b^4*r*x+3360*a^2*b^4*x^2-\ 1856*a^2*b^3*c^3-800*a^2*b^3*c^2*g-5248*a^2*b^3*c^2*p-832*a^2*b^3*c^2*q-2704*a^ 2*b^3*c^2*r+27968*a^2*b^3*c^2*x-1696*a^2*b^3*c*g*p-128*a^2*b^3*c*g*q-1200*a^2*b ^3*c*g*r+2944*a^2*b^3*c*g*x-4192*a^2*b^3*c*p^2-1856*a^2*b^3*c*p*q-4552*a^2*b^3* c*p*r+48384*a^2*b^3*c*p*x-64*a^2*b^3*c*q^2-976*a^2*b^3*c*q*r+8832*a^2*b^3*c*q*x -360*a^2*b^3*c*r^2+43736*a^2*b^3*c*r*x+21504*a^2*b^3*c*x^2-768*a^2*b^3*g*p^2-\ 160*a^2*b^3*g*p*q-1232*a^2*b^3*g*p*r+3904*a^2*b^3*g*p*x-16*a^2*b^3*g*q*r-304*a^ 2*b^3*g*q*x-464*a^2*b^3*g*r^2+1536*a^2*b^3*g*r*x+11616*a^2*b^3*g*x^2-1008*a^2*b ^3*p^3-864*a^2*b^3*p^2*q-1544*a^2*b^3*p^2*r+17664*a^2*b^3*p^2*x-96*a^2*b^3*p*q^ 2-1296*a^2*b^3*p*q*r+10560*a^2*b^3*p*q*x-64*a^2*b^3*p*r^2+36840*a^2*b^3*p*r*x+ 3456*a^2*b^3*p*x^2-16*a^2*b^3*q^2*r-224*a^2*b^3*q^2*x-432*a^2*b^3*q*r^2+6096*a^ 2*b^3*q*r*x+15456*a^2*b^3*q*x^2+472*a^2*b^3*r^3+21136*a^2*b^3*r^2*x+13744*a^2*b ^3*r*x^2-32640*a^2*b^3*x^3-4928*a^2*b^2*c^4-4192*a^2*b^2*c^3*g-19040*a^2*b^2*c^ 3*p-3872*a^2*b^2*c^3*q-7856*a^2*b^2*c^3*r+122048*a^2*b^2*c^3*x-864*a^2*b^2*c^2* g^2-12928*a^2*b^2*c^2*g*p-2112*a^2*b^2*c^2*g*q-6696*a^2*b^2*c^2*g*r+57600*a^2*b ^2*c^2*g*x-22656*a^2*b^2*c^2*p^2-12928*a^2*b^2*c^2*p*q-22024*a^2*b^2*c^2*p*r+ 304832*a^2*b^2*c^2*p*x-832*a^2*b^2*c^2*q^2-5904*a^2*b^2*c^2*q*r+83360*a^2*b^2*c ^2*q*x+632*a^2*b^2*c^2*r^2+270184*a^2*b^2*c^2*r*x-58464*a^2*b^2*c^2*x^2-2064*a^ 2*b^2*c*g^2*p-160*a^2*b^2*c*g^2*q-1464*a^2*b^2*c*g^2*r+2000*a^2*b^2*c*g^2*x-\ 10976*a^2*b^2*c*g*p^2-5184*a^2*b^2*c*g*p*q-13228*a^2*b^2*c*g*p*r+111848*a^2*b^2 *c*g*p*x-208*a^2*b^2*c*g*q^2-2628*a^2*b^2*c*g*q*r+19112*a^2*b^2*c*g*q*x-2252*a^ 2*b^2*c*g*r^2+97216*a^2*b^2*c*g*r*x+65376*a^2*b^2*c*g*x^2-10568*a^2*b^2*c*p^3-\ 11384*a^2*b^2*c*p^2*q-14696*a^2*b^2*c*p^2*r+213840*a^2*b^2*c*p^2*x-2392*a^2*b^2 *c*p*q^2-14112*a^2*b^2*c*p*q*r+169152*a^2*b^2*c*p*q*x+2312*a^2*b^2*c*p*r^2+ 412540*a^2*b^2*c*p*r*x-164808*a^2*b^2*c*p*x^2-40*a^2*b^2*c*q^3-1120*a^2*b^2*c*q ^2*r+11664*a^2*b^2*c*q^2*x-2728*a^2*b^2*c*q*r^2+136108*a^2*b^2*c*q*r*x+16776*a^ 2*b^2*c*q*x^2+6440*a^2*b^2*c*r^3+211752*a^2*b^2*c*r^2*x-197676*a^2*b^2*c*r*x^2-\ 213024*a^2*b^2*c*x^3-1040*a^2*b^2*g^2*p^2-248*a^2*b^2*g^2*p*q-1816*a^2*b^2*g^2* p*r+3980*a^2*b^2*g^2*p*x-44*a^2*b^2*g^2*q*r-772*a^2*b^2*g^2*q*x-776*a^2*b^2*g^2 *r^2+324*a^2*b^2*g^2*r*x+14256*a^2*b^2*g^2*x^2-2728*a^2*b^2*g*p^3-2552*a^2*b^2* g*p^2*q-4536*a^2*b^2*g*p^2*r+43504*a^2*b^2*g*p^2*x-352*a^2*b^2*g*p*q^2-4068*a^2 *b^2*g*p*q*r+27536*a^2*b^2*g*p*q*x-888*a^2*b^2*g*p*r^2+92532*a^2*b^2*g*p*r*x+ 12816*a^2*b^2*g*p*x^2-72*a^2*b^2*g*q^2*r-704*a^2*b^2*g*q^2*x-1516*a^2*b^2*g*q*r ^2+15060*a^2*b^2*g*q*r*x+39600*a^2*b^2*g*q*x^2+920*a^2*b^2*g*r^3+57196*a^2*b^2* g*r^2*x+45504*a^2*b^2*g*r*x^2-72576*a^2*b^2*g*x^3-1688*a^2*b^2*p^4-2856*a^2*b^2 *p^3*q-2766*a^2*b^2*p^3*r+45300*a^2*b^2*p^3*x-1272*a^2*b^2*p^2*q^2-5186*a^2*b^2 *p^2*q*r+65604*a^2*b^2*p^2*q*x+1830*a^2*b^2*p^2*r^2+133054*a^2*b^2*p^2*r*x-\ 65196*a^2*b^2*p^2*x^2-104*a^2*b^2*p*q^3-2008*a^2*b^2*p*q^2*r+19740*a^2*b^2*p*q^ 2*x-1804*a^2*b^2*p*q*r^2+124808*a^2*b^2*p*q*r*x-43920*a^2*b^2*p*q*x^2+5206*a^2* b^2*p*r^3+129710*a^2*b^2*p*r^2*x-188784*a^2*b^2*p*r*x^2-92688*a^2*b^2*p*x^3-32* a^2*b^2*q^3*r-564*a^2*b^2*q^3*x-736*a^2*b^2*q^2*r^2+12406*a^2*b^2*q^2*r*x+21276 *a^2*b^2*q^2*x^2+526*a^2*b^2*q*r^3+67886*a^2*b^2*q*r^2*x-37404*a^2*b^2*q*r*x^2-\ 92688*a^2*b^2*q*x^3+2298*a^2*b^2*r^4+41956*a^2*b^2*r^3*x-175950*a^2*b^2*r^2*x^2 -110136*a^2*b^2*r*x^3-5568*a^2*b*c^5-7136*a^2*b*c^4*g-28064*a^2*b*c^4*p-6272*a^ 2*b*c^4*q-9904*a^2*b*c^4*r+193504*a^2*b*c^4*x-2960*a^2*b*c^3*g^2-29776*a^2*b*c^ 3*g*p-6048*a^2*b*c^3*g*q-12376*a^2*b*c^3*g*r+170928*a^2*b*c^3*g*x-44912*a^2*b*c ^3*p^2-28608*a^2*b*c^3*p*q-42944*a^2*b*c^3*p*r+641568*a^2*b*c^3*p*x-2288*a^2*b* c^3*q^2-11288*a^2*b*c^3*q*r+205568*a^2*b*c^3*q*x+1968*a^2*b*c^3*r^2+556248*a^2* b*c^3*r*x-315744*a^2*b*c^3*x^2-392*a^2*b*c^2*g^3-9976*a^2*b*c^2*g^2*p-1616*a^2* b*c^2*g^2*q-5200*a^2*b*c^2*g^2*r+37920*a^2*b*c^2*g^2*x-37072*a^2*b*c^2*g*p^2-\ 21840*a^2*b*c^2*g*p*q-40016*a^2*b*c^2*g*p*r+459920*a^2*b*c^2*g*p*x-1464*a^2*b*c ^2*g*q^2-9716*a^2*b*c^2*g*q*r+123752*a^2*b*c^2*g*q*x-2944*a^2*b*c^2*g*r^2+ 402496*a^2*b*c^2*g*r*x-50400*a^2*b*c^2*g*x^2-31168*a^2*b*c^2*p^3-37152*a^2*b*c^ 2*p^2*q-43756*a^2*b*c^2*p^2*r+664984*a^2*b*c^2*p^2*x-9680*a^2*b*c^2*p*q^2-42640 *a^2*b*c^2*p*q*r+591104*a^2*b*c^2*p*q*x+5992*a^2*b*c^2*p*r^2+1233836*a^2*b*c^2* p*r*x-821448*a^2*b*c^2*p*x^2-288*a^2*b*c^2*q^3-4244*a^2*b*c^2*q^2*r+65992*a^2*b *c^2*q^2*x-5488*a^2*b*c^2*q*r^2+493992*a^2*b*c^2*q*r*x-235872*a^2*b*c^2*q*x^2+ 18580*a^2*b*c^2*r^3+608160*a^2*b*c^2*r^2*x-1041804*a^2*b*c^2*r*x^2-372240*a^2*b *c^2*x^3-1052*a^2*b*c*g^3*p-80*a^2*b*c*g^3*q-744*a^2*b*c*g^3*r+416*a^2*b*c*g^3* x-8964*a^2*b*c*g^2*p^2-4384*a^2*b*c*g^2*p*q-11770*a^2*b*c*g^2*p*r+82724*a^2*b*c *g^2*p*x-184*a^2*b*c*g^2*q^2-2182*a^2*b*c*g^2*q*r+12756*a^2*b*c*g^2*q*x-2806*a^ 2*b*c*g^2*r^2+69042*a^2*b*c*g^2*r*x+58224*a^2*b*c*g^2*x^2-17700*a^2*b*c*g*p^3-\ 19936*a^2*b*c*g*p^2*q-27202*a^2*b*c*g*p^2*r+334900*a^2*b*c*g*p^2*x-4544*a^2*b*c *g*p*q^2-26272*a^2*b*c*g*p*q*r+272912*a^2*b*c*g*p*q*x-1304*a^2*b*c*g*p*r^2+ 653904*a^2*b*c*g*p*r*x-231672*a^2*b*c*g*p*x^2-88*a^2*b*c*g*q^3-2016*a^2*b*c*g*q ^2*r+19588*a^2*b*c*g*q^2*x-6336*a^2*b*c*g*q*r^2+216340*a^2*b*c*g*q*r*x+34260*a^ 2*b*c*g*q*x^2+8198*a^2*b*c*g*r^3+355412*a^2*b*c*g*r^2*x-253660*a^2*b*c*g*r*x^2-\ 308088*a^2*b*c*g*x^3-9780*a^2*b*c*p^4-18072*a^2*b*c*p^3*q-16400*a^2*b*c*p^3*r+ 275880*a^2*b*c*p^3*x-9524*a^2*b*c*p^2*q^2-30442*a^2*b*c*p^2*q*r+437576*a^2*b*c* p^2*q*x+9480*a^2*b*c*p^2*r^2+772848*a^2*b*c*p^2*r*x-555060*a^2*b*c*p^2*x^2-1240 *a^2*b*c*p*q^3-13222*a^2*b*c*p*q^2*r+166552*a^2*b*c*p*q^2*x-6668*a^2*b*c*p*q*r^ 2+809212*a^2*b*c*p*q*r*x-570840*a^2*b*c*p*q*x^2+29040*a^2*b*c*p*r^3+717790*a^2* b*c*p*r^2*x-1502252*a^2*b*c*p*r*x^2-311232*a^2*b*c*p*x^3-8*a^2*b*c*q^4-578*a^2* b*c*q^3*r+4856*a^2*b*c*q^3*x-3698*a^2*b*c*q^2*r^2+130930*a^2*b*c*q^2*r*x-15780* a^2*b*c*q^2*x^2+5702*a^2*b*c*q*r^3+415558*a^2*b*c*q*r^2*x-695150*a^2*b*c*q*r*x^ 2-311232*a^2*b*c*q*x^3+12940*a^2*b*c*r^4+220822*a^2*b*c*r^3*x-1160528*a^2*b*c*r ^2*x^2-196200*a^2*b*c*r*x^3-580*a^2*b*g^3*p^2-152*a^2*b*g^3*p*q-1076*a^2*b*g^3* p*r+1742*a^2*b*g^3*p*x-36*a^2*b*g^3*q*r-576*a^2*b*g^3*q*x-496*a^2*b*g^3*r^2-468 *a^2*b*g^3*r*x+7404*a^2*b*g^3*x^2-2294*a^2*b*g^2*p^3-2268*a^2*b*g^2*p^2*q-4073* a^2*b*g^2*p^2*r+34020*a^2*b*g^2*p^2*x-352*a^2*b*g^2*p*q^2-3778*a^2*b*g^2*p*q*r+ 22304*a^2*b*g^2*p*q*x-1264*a^2*b*g^2*p*r^2+73497*a^2*b*g^2*p*r*x+12480*a^2*b*g^ 2*p*x^2-84*a^2*b*g^2*q^2*r-688*a^2*b*g^2*q^2*x-1510*a^2*b*g^2*q*r^2+11840*a^2*b *g^2*q*r*x+31956*a^2*b*g^2*q*x^2+515*a^2*b*g^2*r^3+47909*a^2*b*g^2*r^2*x+42178* a^2*b*g^2*r*x^2-52560*a^2*b*g^2*x^3-2848*a^2*b*g*p^4-5044*a^2*b*g*p^3*q-5055*a^ 2*b*g*p^3*r+72326*a^2*b*g*p^3*x-2444*a^2*b*g*p^2*q^2-9576*a^2*b*g*p^2*q*r+ 108708*a^2*b*g*p^2*q*x+1923*a^2*b*g*p^2*r^2+215016*a^2*b*g*p^2*r*x-98532*a^2*b* g*p^2*x^2-248*a^2*b*g*p*q^3-3962*a^2*b*g*p*q^2*r+35718*a^2*b*g*p*q^2*x-4020*a^2 *b*g*p*q*r^2+208461*a^2*b*g*p*q*r*x-70578*a^2*b*g*p*q*x^2+7619*a^2*b*g*p*r^3+ 217406*a^2*b*g*p*r^2*x-280605*a^2*b*g*p*r*x^2-133524*a^2*b*g*p*x^3-80*a^2*b*g*q ^3*r-664*a^2*b*g*q^3*x-1518*a^2*b*g*q^2*r^2+23028*a^2*b*g*q^2*r*x+27954*a^2*b*g *q^2*x^2+512*a^2*b*g*q*r^3+118833*a^2*b*g*q*r^2*x-59070*a^2*b*g*q*r*x^2-133524* a^2*b*g*q*x^3+3489*a^2*b*g*r^4+74716*a^2*b*g*r^3*x-275048*a^2*b*g*r^2*x^2-\ 159462*a^2*b*g*r*x^3-1134*a^2*b*p^5-2928*a^2*b*p^4*q-2046*a^2*b*p^4*r+39928*a^2 *b*p^4*x-2502*a^2*b*p^3*q^2-5855*a^2*b*p^3*q*r+94388*a^2*b*p^3*q*x+3156*a^2*b*p ^3*r^2+146607*a^2*b*p^3*r*x-111828*a^2*b*p^3*x^2-756*a^2*b*p^2*q^3-5043*a^2*b*p ^2*q^2*r+68568*a^2*b*p^2*q^2*x+3*a^2*b*p^2*q*r^2+264267*a^2*b*p^2*q*r*x-211950* a^2*b*p^2*q*x^2+10404*a^2*b*p^2*r^3+190111*a^2*b*p^2*r^2*x-460763*a^2*b*p^2*r*x ^2-63780*a^2*b*p^2*x^3-48*a^2*b*p*q^4-1254*a^2*b*p*q^3*r+13684*a^2*b*p*q^3*x-\ 2580*a^2*b*p*q^2*r^2+127086*a^2*b*p*q^2*r*x-88416*a^2*b*p*q^2*x^2+5859*a^2*b*p* q*r^3+254642*a^2*b*p*q*r^2*x-564001*a^2*b*p*q*r*x^2-127560*a^2*b*p*q*x^3+8826*a ^2*b*p*r^4+100113*a^2*b*p*r^3*x-664883*a^2*b*p*r^2*x^2-56352*a^2*b*p*r*x^3-20*a ^2*b*q^4*r-424*a^2*b*q^4*x-498*a^2*b*q^3*r^2+9426*a^2*b*q^3*r*x+11706*a^2*b*q^3 *x^2-39*a^2*b*q^2*r^3+68374*a^2*b*q^2*r^2*x-103238*a^2*b*q^2*r*x^2-63780*a^2*b* q^2*x^3+2929*a^2*b*q*r^4+84763*a^2*b*q*r^3*x-437648*a^2*b*q*r^2*x^2-56352*a^2*b *q*r*x^3+2490*a^2*b*r^5+16681*a^2*b*r^4*x-317516*a^2*b*r^3*x^2+82344*a^2*b*r^2* x^3-2240*a^2*c^6-3872*a^2*c^5*g-14304*a^2*c^5*p-3296*a^2*c^5*q-4528*a^2*c^5*r+ 101216*a^2*c^5*x-2448*a^2*c^4*g^2-21008*a^2*c^4*g*p-4608*a^2*c^4*g*q-7488*a^2*c ^4*g*r+133472*a^2*c^4*g*x-29168*a^2*c^4*p^2-19648*a^2*c^4*p*q-28864*a^2*c^4*p*r +425568*a^2*c^4*p*x-1712*a^2*c^4*q^2-6936*a^2*c^4*q*r+146944*a^2*c^4*q*x+304*a^ 2*c^4*r^2+363016*a^2*c^4*r*x-279072*a^2*c^4*x^2-664*a^2*c^3*g^3-11048*a^2*c^3*g ^2*p-2192*a^2*c^3*g^2*q-4632*a^2*c^3*g^2*r+57520*a^2*c^3*g^2*x-34968*a^2*c^3*g* p^2-22656*a^2*c^3*g*p*q-37056*a^2*c^3*g*p*r+469784*a^2*c^3*g*p*x-1816*a^2*c^3*g *q^2-8824*a^2*c^3*g*q*r+148648*a^2*c^3*g*q*x-2088*a^2*c^3*g*r^2+404852*a^2*c^3* g*r*x-205824*a^2*c^3*g*x^2-27080*a^2*c^3*p^3-34120*a^2*c^3*p^2*q-39908*a^2*c^3* p^2*r+588048*a^2*c^3*p^2*x-9864*a^2*c^3*p*q^2-38736*a^2*c^3*p*q*r+555520*a^2*c^ 3*p*q*x+1424*a^2*c^3*p*r^2+1071100*a^2*c^3*p*r*x-874440*a^2*c^3*p*x^2-360*a^2*c ^3*q^3-3924*a^2*c^3*q^2*r+74832*a^2*c^3*q^2*x-4616*a^2*c^3*q*r^2+466988*a^2*c^3 *q*r*x-356280*a^2*c^3*q*x^2+14252*a^2*c^3*r^3+525832*a^2*c^3*r^2*x-1092756*a^2* c^3*r*x^2-181152*a^2*c^3*x^3-64*a^2*c^2*g^4-2444*a^2*c^2*g^3*p-384*a^2*c^2*g^3* q-1280*a^2*c^2*g^3*r+8024*a^2*c^2*g^3*x-14356*a^2*c^2*g^2*p^2-8592*a^2*c^2*g^2* p*q-16926*a^2*c^2*g^2*p*r+166744*a^2*c^2*g^2*p*x-576*a^2*c^2*g^2*q^2-3778*a^2*c ^2*g^2*q*r+43468*a^2*c^2*g^2*q*x-2570*a^2*c^2*g^2*r^2+143952*a^2*c^2*g^2*r*x-\ 6960*a^2*c^2*g^2*x^2-24756*a^2*c^2*g*p^3-30352*a^2*c^2*g*p^2*q-38420*a^2*c^2*g* p^2*r+500960*a^2*c^2*g*p^2*x-8264*a^2*c^2*g*p*q^2-37176*a^2*c^2*g*p*q*r+453488* a^2*c^2*g*p*q*x-2572*a^2*c^2*g*p*r^2+938426*a^2*c^2*g*p*r*x-587916*a^2*c^2*g*p* x^2-256*a^2*c^2*g*q^3-3496*a^2*c^2*g*q^2*r+51680*a^2*c^2*g*q^2*x-6824*a^2*c^2*g *q*r^2+377380*a^2*c^2*g*q*r*x-168060*a^2*c^2*g*q*x^2+11092*a^2*c^2*g*r^3+485028 *a^2*c^2*g*r^2*x-726924*a^2*c^2*g*r*x^2-257792*a^2*c^2*g*x^3-12692*a^2*c^2*p^4-\ 24640*a^2*c^2*p^3*q-22454*a^2*c^2*p^3*r+363684*a^2*c^2*p^3*x-14148*a^2*c^2*p^2* q^2-41268*a^2*c^2*p^2*q*r+606236*a^2*c^2*p^2*q*x+8790*a^2*c^2*p^2*r^2+997378*a^ 2*c^2*p^2*r*x-842928*a^2*c^2*p^2*x^2-2224*a^2*c^2*p*q^3-18682*a^2*c^2*p*q^2*r+ 257212*a^2*c^2*p*q^2*x-8616*a^2*c^2*p*q*r^2+1104824*a^2*c^2*p*q*r*x-982176*a^2* c^2*p*q*x^2+34174*a^2*c^2*p*r^3+915056*a^2*c^2*p*r^2*x-2189008*a^2*c^2*p*r*x^2-\ 210944*a^2*c^2*p*x^3-24*a^2*c^2*q^4-998*a^2*c^2*q^3*r+14660*a^2*c^2*q^3*x-4534* a^2*c^2*q^2*r^2+211640*a^2*c^2*q^2*r*x-139248*a^2*c^2*q^2*x^2+8012*a^2*c^2*q*r^ 3+559104*a^2*c^2*q*r^2*x-1213998*a^2*c^2*q*r*x^2-210944*a^2*c^2*q*x^3+15622*a^2 *c^2*r^4+281362*a^2*c^2*r^3*x-1572638*a^2*c^2*r^2*x^2+60700*a^2*c^2*r*x^3-192*a ^2*c*g^4*p-14*a^2*c*g^4*q-135*a^2*c*g^4*r-10*a^2*c*g^4*x-2310*a^2*c*g^3*p^2-\ 1152*a^2*c*g^3*p*q-3249*a^2*c*g^3*p*r+19678*a^2*c*g^3*p*x-48*a^2*c*g^3*q^2-568* a^2*c*g^3*q*r+2672*a^2*c*g^3*q*x-939*a^2*c*g^3*r^2+15780*a^2*c*g^3*r*x+15852*a^ 2*c*g^3*x^2-7002*a^2*c*g^2*p^3-8120*a^2*c*g^2*p^2*q-11670*a^2*c*g^2*p^2*r+ 125618*a^2*c*g^2*p^2*x-1940*a^2*c*g^2*p*q^2-11276*a^2*c*g^2*p*q*r+104248*a^2*c* g^2*p*q*x-2334*a^2*c*g^2*p*r^2+247666*a^2*c*g^2*p*r*x-79356*a^2*c*g^2*p*x^2-40* a^2*c*g^2*q^3-840*a^2*c*g^2*q^2*r+7470*a^2*c*g^2*q^2*x-3156*a^2*c*g^2*q*r^2+ 81873*a^2*c*g^2*q*r*x+15720*a^2*c*g^2*q*x^2+2334*a^2*c*g^2*r^3+140630*a^2*c*g^2 *r^2*x-79449*a^2*c*g^2*r*x^2-108792*a^2*c*g^2*x^3-7826*a^2*c*g*p^4-14900*a^2*c* g*p^3*q-14327*a^2*c*g*p^3*r+210870*a^2*c*g*p^3*x-8246*a^2*c*g*p^2*q^2-26591*a^2 *c*g*p^2*q*r+342446*a^2*c*g*p^2*q*x+3975*a^2*c*g*p^2*r^2+596870*a^2*c*g*p^2*r*x -409122*a^2*c*g*p^2*x^2-1180*a^2*c*g*p*q^3-11811*a^2*c*g*p*q^2*r+136478*a^2*c*g *p*q^2*x-8482*a^2*c*g*p*q*r^2+638198*a^2*c*g*p*q*r*x-432360*a^2*c*g*p*q*x^2+ 19627*a^2*c*g*p*r^3+573691*a^2*c*g*p*r^2*x-1096635*a^2*c*g*p*r*x^2-213880*a^2*c *g*p*x^3-8*a^2*c*g*q^4-526*a^2*c*g*q^3*r+4902*a^2*c*g*q^3*x-3565*a^2*c*g*q^2*r^ 2+107743*a^2*c*g*q^2*r*x-23238*a^2*c*g*q^2*x^2+3209*a^2*c*g*q*r^3+340691*a^2*c* g*q*r^2*x-519988*a^2*c*g*q*r*x^2-213880*a^2*c*g*q*x^3+9151*a^2*c*g*r^4+187691*a ^2*c*g*r^3*x-867792*a^2*c*g*r^2*x^2-130058*a^2*c*g*r*x^3-2926*a^2*c*p^5-7878*a^ 2*c*p^4*q-5663*a^2*c*p^4*r+104332*a^2*c*p^4*x-7202*a^2*c*p^3*q^2-15773*a^2*c*p^ 3*q*r+256952*a^2*c*p^3*q*x+6608*a^2*c*p^3*r^2+374460*a^2*c*p^3*r*x-327858*a^2*c *p^3*x^2-2474*a^2*c*p^2*q^3-13801*a^2*c*p^2*q^2*r+201372*a^2*c*p^2*q^2*x-51*a^2 *c*p^2*q*r^2+703634*a^2*c*p^2*q*r*x-666762*a^2*c*p^2*q*x^2+24542*a^2*c*p^2*r^3+ 477665*a^2*c*p^2*r^2*x-1284522*a^2*c*p^2*r*x^2-77976*a^2*c*p^2*x^3-224*a^2*c*p* q^4-3801*a^2*c*p*q^3*r+49216*a^2*c*p*q^3*x-5996*a^2*c*p*q^2*r^2+368306*a^2*c*p* q^2*r*x-349950*a^2*c*p*q^2*x^2+15705*a^2*c*p*q*r^3+660916*a^2*c*p*q*r^2*x-\ 1716366*a^2*c*p*q*r*x^2-155952*a^2*c*p*q*x^3+21238*a^2*c*p*r^4+249278*a^2*c*p*r ^3*x-1736837*a^2*c*p*r^2*x^2+125692*a^2*c*p*r*x^3-110*a^2*c*q^4*r+464*a^2*c*q^4 *x-1327*a^2*c*q^3*r^2+39132*a^2*c*q^3*r*x-11046*a^2*c*q^3*x^2+603*a^2*c*q^2*r^3 +192615*a^2*c*q^2*r^2*x-431844*a^2*c*q^2*r*x^2-77976*a^2*c*q^2*x^3+7861*a^2*c*q *r^4+214234*a^2*c*q*r^3*x-1229743*a^2*c*q*r^2*x^2+125692*a^2*c*q*r*x^3+6041*a^2 *c*r^5+41741*a^2*c*r^4*x-783685*a^2*c*r^3*x^2+353832*a^2*c*r^2*x^3-114*a^2*g^4* p^2-32*a^2*g^4*p*q-221*a^2*g^4*p*r+278*a^2*g^4*p*x-9*a^2*g^4*q*r-134*a^2*g^4*q* x-107*a^2*g^4*r^2-180*a^2*g^4*r*x+1380*a^2*g^4*x^2-606*a^2*g^3*p^3-622*a^2*g^3* p^2*q-1133*a^2*g^3*p^2*r+8492*a^2*g^3*p^2*x-104*a^2*g^3*p*q^2-1071*a^2*g^3*p*q* r+5696*a^2*g^3*p*q*x-448*a^2*g^3*p*r^2+18575*a^2*g^3*p*r*x+3570*a^2*g^3*p*x^2-\ 28*a^2*g^3*q^2*r-204*a^2*g^3*q^2*x-449*a^2*g^3*q*r^2+2975*a^2*g^3*q*r*x+8178*a^ 2*g^3*q*x^2+79*a^2*g^3*r^3+12591*a^2*g^3*r^2*x+11742*a^2*g^3*r*x^2-12384*a^2*g^ 3*x^3-1134*a^2*g^2*p^4-2072*a^2*g^2*p^3*q-2144*a^2*g^2*p^3*r+27594*a^2*g^2*p^3* x-1058*a^2*g^2*p^2*q^2-4079*a^2*g^2*p^2*q*r+42568*a^2*g^2*p^2*q*x+372*a^2*g^2*p ^2*r^2+82860*a^2*g^2*p^2*r*x-36000*a^2*g^2*p^2*x^2-120*a^2*g^2*p*q^3-1749*a^2*g ^2*p*q^2*r+14792*a^2*g^2*p*q^2*x-1942*a^2*g^2*p*q*r^2+82300*a^2*g^2*p*q*r*x-\ 26826*a^2*g^2*p*q*x^2+2640*a^2*g^2*p*r^3+86171*a^2*g^2*p*r^2*x-101267*a^2*g^2*p *r*x^2-46968*a^2*g^2*p*x^3-40*a^2*g^2*q^3*r-182*a^2*g^2*q^3*x-691*a^2*g^2*q^2*r ^2+9784*a^2*g^2*q^2*r*x+9174*a^2*g^2*q^2*x^2+65*a^2*g^2*q*r^3+48532*a^2*g^2*q*r ^2*x-22102*a^2*g^2*q*r*x^2-46968*a^2*g^2*q*x^3+1258*a^2*g^2*r^4+30905*a^2*g^2*r ^3*x-103173*a^2*g^2*r^2*x^2-56396*a^2*g^2*r*x^3-906*a^2*g*p^5-2406*a^2*g*p^4*q-\ 1765*a^2*g*p^4*r+30712*a^2*g*p^4*x-2150*a^2*g*p^3*q^2-5047*a^2*g*p^3*q*r+74312* a^2*g*p^3*q*x+2000*a^2*g*p^3*r^2+113658*a^2*g*p^3*r*x-83478*a^2*g*p^3*x^2-706*a ^2*g*p^2*q^3-4439*a^2*g*p^2*q^2*r+56280*a^2*g*p^2*q^2*x-705*a^2*g*p^2*q*r^2+ 209405*a^2*g*p^2*q*r*x-162240*a^2*g*p^2*q*x^2+7530*a^2*g*p^2*r^3+151027*a^2*g*p ^2*r^2*x-341854*a^2*g*p^2*r*x^2-43392*a^2*g*p^2*x^3-56*a^2*g*p*q^4-1181*a^2*g*p *q^3*r+12472*a^2*g*p*q^3*x-2428*a^2*g*p*q^2*r^2+104726*a^2*g*p*q^2*r*x-74046*a^ 2*g*p*q^2*x^2+4107*a^2*g*p*q*r^3+206513*a^2*g*p*q*r^2*x-429058*a^2*g*p*q*r*x^2-\ 86784*a^2*g*p*q*x^3+6530*a^2*g*p*r^4+83928*a^2*g*p*r^3*x-499277*a^2*g*p*r^2*x^2 -34869*a^2*g*p*r*x^3-24*a^2*g*q^4*r-208*a^2*g*q^4*x-475*a^2*g*q^3*r^2+8979*a^2* g*q^3*r*x+4716*a^2*g*q^3*x^2-139*a^2*g*q^2*r^3+58004*a^2*g*q^2*r^2*x-87204*a^2* g*q^2*r*x^2-43392*a^2*g*q^2*x^3+2171*a^2*g*q*r^4+71420*a^2*g*q*r^3*x-338503*a^2 *g*q*r^2*x^2-34869*a^2*g*q*r*x^3+1859*a^2*g*r^5+15847*a^2*g*r^4*x-241812*a^2*g* r^3*x^2+64163*a^2*g*r^2*x^3-264*a^2*p^6-924*a^2*p^5*q-541*a^2*p^5*r+11316*a^2*p ^5*x-1196*a^2*p^4*q^2-2038*a^2*p^4*q*r+37438*a^2*p^4*q*x+1255*a^2*p^4*r^2+49333 *a^2*p^4*r*x-45060*a^2*p^4*x^2-684*a^2*p^3*q^3-2715*a^2*p^3*q^2*r+44318*a^2*p^3 *q^2*x+1088*a^2*p^3*q*r^2+133576*a^2*p^3*q*r*x-132984*a^2*p^3*q*x^2+5150*a^2*p^ 3*r^3+77504*a^2*p^3*r^2*x-233181*a^2*p^3*r*x^2-8896*a^2*p^3*x^3-156*a^2*p^2*q^4 -1484*a^2*p^2*q^3*r+21486*a^2*p^2*q^3*x-969*a^2*p^2*q^2*r^2+121533*a^2*p^2*q^2* r*x-128592*a^2*p^2*q^2*x^2+6252*a^2*p^2*q*r^3+173173*a^2*p^2*q*r^2*x-514818*a^2 *p^2*q*r*x^2-26688*a^2*p^2*q*x^3+6470*a^2*p^2*r^4+49674*a^2*p^2*r^3*x-449633*a^ 2*p^2*r^2*x^2+45277*a^2*p^2*r*x^3-8*a^2*p*q^5-270*a^2*p*q^4*r+3190*a^2*p*q^4*x-\ 916*a^2*p*q^3*r^2+39670*a^2*p*q^3*r*x-38472*a^2*p*q^3*x^2+1423*a^2*p*q^2*r^3+ 117107*a^2*p*q^2*r^2*x-330093*a^2*p*q^2*r*x^2-26688*a^2*p*q^2*x^3+5708*a^2*p*q* r^4+95370*a^2*p*q*r^3*x-686706*a^2*p*q*r^2*x^2+90554*a^2*p*q*r*x^3+3631*a^2*p*r ^5+7588*a^2*p*r^4*x-374914*a^2*p*r^3*x^2+180164*a^2*p*r^2*x^3-4*a^2*q^5*r-100*a ^2*q^5*x-114*a^2*q^4*r^2+2380*a^2*q^4*r*x+2196*a^2*q^4*x^2-116*a^2*q^3*r^3+ 21438*a^2*q^3*r^2*x-48456*a^2*q^3*r*x^2-8896*a^2*q^3*x^3+873*a^2*q^2*r^4+39892* a^2*q^2*r^3*x-237073*a^2*q^2*r^2*x^2+45277*a^2*q^2*r*x^3+1658*a^2*q*r^5+18335*a ^2*q*r^4*x-309201*a^2*q*r^3*x^2+180164*a^2*q*r^2*x^3+779*a^2*r^6-2599*a^2*r^5*x -113402*a^2*r^4*x^2+133893*a^2*r^3*x^3-64*a*b^5*c^2-96*a*b^5*c*p-64*a*b^5*c*r+ 800*a*b^5*c*x-32*a*b^5*p^2-32*a*b^5*p*r+544*a*b^5*p*x+32*a*b^5*q*x+544*a*b^5*r* x+960*a*b^5*x^2-704*a*b^4*c^3-320*a*b^4*c^2*g-1728*a*b^4*c^2*p-192*a*b^4*c^2*q-\ 912*a*b^4*c^2*r+15168*a*b^4*c^2*x-544*a*b^4*c*g*p-16*a*b^4*c*g*q-376*a*b^4*c*g* r+2496*a*b^4*c*g*x-1264*a*b^4*c*p^2-384*a*b^4*c*p*q-1112*a*b^4*c*p*r+21152*a*b^ 4*c*p*x-264*a*b^4*c*q*r+3584*a*b^4*c*q*x+152*a*b^4*c*r^2+20096*a*b^4*c*r*x+2496 *a*b^4*c*x^2-208*a*b^4*g*p^2-16*a*b^4*g*p*q-264*a*b^4*g*p*r+2048*a*b^4*g*p*x+56 *a*b^4*g*q*x-56*a*b^4*g*r^2+1672*a*b^4*g*r*x+4464*a*b^4*g*x^2-288*a*b^4*p^3-168 *a*b^4*p^2*q-348*a*b^4*p^2*r+6816*a*b^4*p^2*x-212*a*b^4*p*q*r+3280*a*b^4*p*q*x+ 168*a*b^4*p*r^2+13640*a*b^4*p*r*x-816*a*b^4*p*x^2-96*a*b^4*q^2*x-44*a*b^4*q*r^2 +2404*a*b^4*q*r*x+5184*a*b^4*q*x^2+228*a*b^4*r^3+6352*a*b^4*r^2*x-24*a*b^4*r*x^ 2-16320*a*b^4*x^3-2752*a*b^3*c^4-2432*a*b^3*c^3*g-9312*a*b^3*c^3*p-1632*a*b^3*c ^3*q-3888*a*b^3*c^3*r+83264*a*b^3*c^3*x-528*a*b^3*c^2*g^2-6336*a*b^3*c^2*g*p-\ 848*a*b^3*c^2*g*q-3248*a*b^3*c^2*g*r+43824*a*b^3*c^2*g*x-10320*a*b^3*c^2*p^2-\ 4928*a*b^3*c^2*p*q-7824*a*b^3*c^2*p*r+179040*a*b^3*c^2*p*x-208*a*b^3*c^2*q^2-\ 2720*a*b^3*c^2*q*r+46528*a*b^3*c^2*q*x+2496*a*b^3*c^2*r^2+160736*a*b^3*c^2*r*x-\ 78816*a*b^3*c^2*x^2-992*a*b^3*c*g^2*p-40*a*b^3*c*g^2*q-700*a*b^3*c*g^2*r+2936*a *b^3*c*g^2*x-4896*a*b^3*c*g*p^2-1824*a*b^3*c*g*p*q-4724*a*b^3*c*g*p*r+67840*a*b ^3*c*g*p*x-32*a*b^3*c*g*q^2-1136*a*b^3*c*g*q*r+11952*a*b^3*c*g*q*x+172*a*b^3*c* g*r^2+63020*a*b^3*c*g*r*x+20736*a*b^3*c*g*x^2-4648*a*b^3*c*p^3-4192*a*b^3*c*p^2 *q-4852*a*b^3*c*p^2*r+115976*a*b^3*c*p^2*x-568*a*b^3*c*p*q^2-4604*a*b^3*c*p*q*r +82096*a*b^3*c*p*q*x+4240*a*b^3*c*p*r^2+216848*a*b^3*c*p*r*x-124344*a*b^3*c*p*x ^2-384*a*b^3*c*q^2*r+3688*a*b^3*c*q^2*x-412*a*b^3*c*q*r^2+70232*a*b^3*c*q*r*x-\ 3288*a*b^3*c*q*x^2+4444*a*b^3*c*r^3+94868*a*b^3*c*r^2*x-172892*a*b^3*c*r*x^2-\ 142016*a*b^3*c*x^3-424*a*b^3*g^2*p^2-48*a*b^3*g^2*p*q-612*a*b^3*g^2*p*r+2920*a* b^3*g^2*p*x-4*a*b^3*g^2*q*r-96*a*b^3*g^2*q*x-188*a*b^3*g^2*r^2+1792*a*b^3*g^2*r *x+7680*a*b^3*g^2*x^2-1160*a*b^3*g*p^3-856*a*b^3*g*p^2*q-1552*a*b^3*g*p^2*r+ 23456*a*b^3*g*p^2*x-48*a*b^3*g*p*q^2-1212*a*b^3*g*p*q*r+12816*a*b^3*g*p*q*x+376 *a*b^3*g*p*r^2+48228*a*b^3*g*p*r*x+1440*a*b^3*g*p*x^2-8*a*b^3*g*q^2*r-464*a*b^3 *g*q^2*x-356*a*b^3*g*q*r^2+7884*a*b^3*g*q*r*x+19296*a*b^3*g*q*x^2+768*a*b^3*g*r ^3+25632*a*b^3*g*r^2*x+11328*a*b^3*g*r*x^2-48384*a*b^3*g*x^3-736*a*b^3*p^4-1056 *a*b^3*p^3*q-930*a*b^3*p^3*r+23496*a*b^3*p^3*x-320*a*b^3*p^2*q^2-1694*a*b^3*p^2 *q*r+30264*a*b^3*p^2*q*x+1626*a*b^3*p^2*r^2+66694*a*b^3*p^2*r*x-41556*a*b^3*p^2 *x^2-468*a*b^3*p*q^2*r+6328*a*b^3*p*q^2*x-220*a*b^3*p*q*r^2+56988*a*b^3*p*q*r*x -25464*a*b^3*p*q*x^2+3098*a*b^3*p*r^3+58154*a*b^3*p*r^2*x-124348*a*b^3*p*r*x^2-\ 61792*a*b^3*p*x^3-440*a*b^3*q^3*x-148*a*b^3*q^2*r^2+4062*a*b^3*q^2*r*x+16092*a* b^3*q^2*x^2+418*a*b^3*q*r^3+26886*a*b^3*q*r^2*x-23428*a*b^3*q*r*x^2-61792*a*b^3 *q*x^3+1278*a*b^3*r^4+14956*a*b^3*r^3*x-102226*a*b^3*r^2*x^2-73424*a*b^3*r*x^3-\ 4992*a*b^2*c^5-6560*a*b^2*c^4*g-22016*a*b^2*c^4*p-4608*a*b^2*c^4*q-7680*a*b^2*c ^4*r+195616*a*b^2*c^4*x-2816*a*b^2*c^3*g^2-23424*a*b^2*c^3*g*p-4400*a*b^2*c^3*g *q-9536*a*b^2*c^3*g*r+182256*a*b^2*c^3*g*x-33008*a*b^2*c^3*p^2-18880*a*b^2*c^3* p*q-24240*a*b^2*c^3*p*r+573728*a*b^2*c^3*p*x-1264*a*b^2*c^3*q^2-8536*a*b^2*c^3* q*r+177984*a*b^2*c^3*q*x+8768*a*b^2*c^3*r^2+498328*a*b^2*c^3*r*x-395616*a*b^2*c ^3*x^2-392*a*b^2*c^2*g^3-7824*a*b^2*c^2*g^2*p-1120*a*b^2*c^2*g^2*q-4004*a*b^2*c ^2*g^2*r+45456*a*b^2*c^2*g^2*x-27032*a*b^2*c^2*g*p^2-14032*a*b^2*c^2*g*p*q-\ 22724*a*b^2*c^2*g*p*r+418184*a*b^2*c^2*g*p*x-736*a*b^2*c^2*g*q^2-7204*a*b^2*c^2 *g*q*r+111680*a*b^2*c^2*g*q*x+4308*a*b^2*c^2*g*r^2+374160*a*b^2*c^2*g*r*x-\ 133632*a*b^2*c^2*g*x^2-22208*a*b^2*c^2*p^3-23664*a*b^2*c^2*p^2*q-23376*a*b^2*c^ 2*p^2*r+559000*a*b^2*c^2*p^2*x-4960*a*b^2*c^2*p*q^2-23552*a*b^2*c^2*p*q*r+ 461696*a*b^2*c^2*p*q*x+19872*a*b^2*c^2*p*r^2+1007520*a*b^2*c^2*p*r*x-840960*a*b ^2*c^2*p*x^2-96*a*b^2*c^2*q^3-2784*a*b^2*c^2*q^2*r+42568*a*b^2*c^2*q^2*x+112*a* b^2*c^2*q*r^2+393188*a*b^2*c^2*q*r*x-255384*a*b^2*c^2*q*x^2+21040*a*b^2*c^2*r^3 +432688*a*b^2*c^2*r^2*x-1122912*a*b^2*c^2*r*x^2-372240*a*b^2*c^2*x^3-808*a*b^2* c*g^3*p-36*a*b^2*c*g^3*q-578*a*b^2*c*g^3*r+1616*a*b^2*c*g^3*x-6380*a*b^2*c*g^2* p^2-2592*a*b^2*c*g^2*p*q-6728*a*b^2*c*g^2*p*r+77388*a*b^2*c*g^2*p*x-64*a*b^2*c* g^2*q^2-1546*a*b^2*c*g^2*q*r+13220*a*b^2*c*g^2*q*x-348*a*b^2*c*g^2*r^2+70098*a* b^2*c*g^2*r*x+35232*a*b^2*c*g^2*x^2-12464*a*b^2*c*g*p^3-12336*a*b^2*c*g*p^2*q-\ 14776*a*b^2*c*g*p^2*r+281812*a*b^2*c*g*p^2*x-2112*a*b^2*c*g*p*q^2-14292*a*b^2*c *g*p*q*r+211712*a*b^2*c*g*p*q*x+7840*a*b^2*c*g*p*r^2+535774*a*b^2*c*g*p*r*x-\ 263580*a*b^2*c*g*p*x^2-20*a*b^2*c*g*q^3-1232*a*b^2*c*g*q^2*r+11476*a*b^2*c*g*q^ 2*x-1956*a*b^2*c*g*q*r^2+173754*a*b^2*c*g*q*r*x+2352*a*b^2*c*g*q*x^2+10152*a*b^ 2*c*g*r^3+255944*a*b^2*c*g*r^2*x-339278*a*b^2*c*g*r*x^2-308088*a*b^2*c*g*x^3-\ 6900*a*b^2*c*p^4-11480*a*b^2*c*p^3*q-8812*a*b^2*c*p^3*r+224288*a*b^2*c*p^3*x-\ 4972*a*b^2*c*p^2*q^2-16460*a*b^2*c*p^2*q*r+329488*a*b^2*c*p^2*q*x+14964*a*b^2*c *p^2*r^2+608952*a*b^2*c*p^2*r*x-524004*a*b^2*c*p^2*x^2-392*a*b^2*c*p*q^3-6500*a *b^2*c*p*q^2*r+105152*a*b^2*c*p*q^2*x+1520*a*b^2*c*p*q*r^2+599336*a*b^2*c*p*q*r *x-508728*a*b^2*c*p*q*x^2+28764*a*b^2*c*p*r^3+509454*a*b^2*c*p*r^2*x-1443394*a* b^2*c*p*r*x^2-311232*a*b^2*c*p*x^3-250*a*b^2*c*q^3*r-48*a*b^2*c*q^3*x-1528*a*b^ 2*c*q^2*r^2+84950*a*b^2*c*q^2*r*x+15276*a*b^2*c*q^2*x^2+6500*a*b^2*c*q*r^3+ 274830*a*b^2*c*q*r^2*x-636292*a*b^2*c*q*r*x^2-311232*a*b^2*c*q*x^3+11888*a*b^2* c*r^4+124790*a*b^2*c*r^3*x-1041592*a*b^2*c*r^2*x^2-196200*a*b^2*c*r*x^3-380*a*b ^2*g^3*p^2-52*a*b^2*g^3*p*q-598*a*b^2*g^3*p*r+1992*a*b^2*g^3*p*x-8*a*b^2*g^3*q* r-226*a*b^2*g^3*q*x-218*a*b^2*g^3*r^2+782*a*b^2*g^3*r*x+6204*a*b^2*g^3*x^2-1564 *a*b^2*g^2*p^3-1290*a*b^2*g^2*p^2*q-2269*a*b^2*g^2*p^2*r+28424*a*b^2*g^2*p^2*x-\ 104*a*b^2*g^2*p*q^2-1945*a*b^2*g^2*p*q*r+16628*a*b^2*g^2*p*q*x+154*a*b^2*g^2*p* r^2+59672*a*b^2*g^2*p*r*x+5268*a*b^2*g^2*p*x^2-20*a*b^2*g^2*q^2*r-768*a*b^2*g^2 *q^2*x-655*a*b^2*g^2*q*r^2+9249*a*b^2*g^2*q*r*x+24744*a*b^2*g^2*q*x^2+859*a*b^2 *g^2*r^3+34476*a*b^2*g^2*r^2*x+23126*a*b^2*g^2*r*x^2-52560*a*b^2*g^2*x^3-1988*a *b^2*g*p^4-3128*a*b^2*g*p^3*q-2806*a*b^2*g*p^3*r+58424*a*b^2*g*p^3*x-1192*a*b^2 *g*p^2*q^2-5261*a*b^2*g*p^2*q*r+80394*a*b^2*g*p^2*q*x+3510*a*b^2*g*p^2*r^2+ 168561*a*b^2*g*p^2*r*x-95310*a*b^2*g*p^2*x^2-52*a*b^2*g*p*q^3-1832*a*b^2*g*p*q^ 2*r+20796*a*b^2*g*p*q^2*x-1138*a*b^2*g*p*q*r^2+151575*a*b^2*g*p*q*r*x-64134*a*b ^2*g*p*q*x^2+7486*a*b^2*g*p*r^3+155875*a*b^2*g*p*r^2*x-278961*a*b^2*g*p*r*x^2-\ 133524*a*b^2*g*p*x^3-16*a*b^2*g*q^3*r-1174*a*b^2*g*q^3*x-640*a*b^2*g*q^2*r^2+ 12597*a*b^2*g*q^2*r*x+31176*a*b^2*g*q^2*x^2+995*a*b^2*g*q*r^3+77784*a*b^2*g*q*r ^2*x-57426*a*b^2*g*q*r*x^2-133524*a*b^2*g*q*x^3+3158*a*b^2*g*r^4+45738*a*b^2*g* r^3*x-246133*a*b^2*g*r^2*x^2-159462*a*b^2*g*r*x^3-804*a*b^2*p^5-1890*a*b^2*p^4* q-1123*a*b^2*p^4*r+31928*a*b^2*p^4*x-1368*a*b^2*p^3*q^2-3252*a*b^2*p^3*q*r+ 70300*a*b^2*p^3*q*x+3548*a*b^2*p^3*r^2+114227*a*b^2*p^3*r*x-101310*a*b^2*p^3*x^ 2-282*a*b^2*p^2*q^3-2586*a*b^2*p^2*q^2*r+44304*a*b^2*p^2*q^2*x+1584*a*b^2*p^2*q *r^2+193377*a*b^2*p^2*q*r*x-180396*a*b^2*p^2*q*x^2+9342*a*b^2*p^2*r^3+136734*a* b^2*p^2*r^2*x-421093*a*b^2*p^2*r*x^2-63780*a*b^2*p^2*x^3-457*a*b^2*p*q^3*r+5420 *a*b^2*p*q^3*x-1068*a*b^2*p*q^2*r^2+82446*a*b^2*p*q^2*r*x-56862*a*b^2*p*q^2*x^2 +5364*a*b^2*p*q*r^3+173310*a*b^2*p*q*r^2*x-484661*a*b^2*p*q*r*x^2-127560*a*b^2* p*q*x^3+7568*a*b^2*p*r^4+58499*a*b^2*p*r^3*x-584122*a*b^2*p*r^2*x^2-56352*a*b^2 *p*r*x^3-512*a*b^2*q^4*x-175*a*b^2*q^3*r^2+3296*a*b^2*q^3*r*x+22224*a*b^2*q^3*x ^2+150*a*b^2*q^2*r^3+40419*a*b^2*q^2*r^2*x-63568*a*b^2*q^2*r*x^2-63780*a*b^2*q^ 2*x^3+2418*a*b^2*q*r^4+50233*a*b^2*q*r^3*x-356887*a*b^2*q*r^2*x^2-56352*a*b^2*q *r*x^3+2093*a*b^2*r^5+4064*a*b^2*r^4*x-266233*a*b^2*r^3*x^2+82344*a*b^2*r^2*x^3 -4224*a*b*c^6-7424*a*b*c^5*g-23552*a*b*c^5*p-5312*a*b*c^5*q-7232*a*b*c^5*r+ 205312*a*b*c^5*x-4800*a*b*c^4*g^2-34608*a*b*c^4*g*p-7408*a*b*c^4*g*q-11920*a*b* c^4*g*r+279392*a*b*c^4*g*x-45072*a*b*c^4*p^2-28224*a*b*c^4*p*q-34416*a*b*c^4*p* r+772768*a*b*c^4*p*x-2256*a*b*c^4*q^2-10896*a*b*c^4*q*r+261856*a*b*c^4*q*x+ 10656*a*b*c^4*r^2+658792*a*b*c^4*r*x-633888*a*b*c^4*x^2-1344*a*b*c^3*g^3-18168* a*b*c^3*g^2*p-3480*a*b*c^3*g^2*q-7380*a*b*c^3*g^2*r+127056*a*b*c^3*g^2*x-53760* a*b*c^3*g*p^2-32096*a*b*c^3*g*p*q-44076*a*b*c^3*g*p*r+861696*a*b*c^3*g*p*x-2304 *a*b*c^3*g*q^2-13804*a*b*c^3*g*q*r+270816*a*b*c^3*g*q*x+9684*a*b*c^3*g*r^2+ 749488*a*b*c^3*g*r*x-525024*a*b*c^3*g*x^2-40632*a*b*c^3*p^3-47224*a*b*c^3*p^2*q -46032*a*b*c^3*p^2*r+1012336*a*b*c^3*p^2*x-11880*a*b*c^3*p*q^2-45992*a*b*c^3*p* q*r+905824*a*b*c^3*p*q*x+29832*a*b*c^3*p*r^2+1793920*a*b*c^3*p*r*x-1747536*a*b* c^3*p*x^2-360*a*b*c^3*q^3-5624*a*b*c^3*q^2*r+108208*a*b*c^3*q^2*x+1232*a*b*c^3* q*r^2+763392*a*b*c^3*q*r*x-711216*a*b*c^3*q*x^2+35232*a*b*c^3*r^3+778520*a*b*c^ 3*r^2*x-2249976*a*b*c^3*r*x^2-362304*a*b*c^3*x^3-136*a*b*c^2*g^4-3988*a*b*c^2*g ^3*p-580*a*b*c^2*g^3*q-2056*a*b*c^2*g^3*r+20168*a*b*c^2*g^3*x-21828*a*b*c^2*g^2 *p^2-11792*a*b*c^2*g^2*p*q-20178*a*b*c^2*g^2*p*r+310084*a*b*c^2*g^2*p*x-668*a*b *c^2*g^2*q^2-5846*a*b*c^2*g^2*q*r+82420*a*b*c^2*g^2*q*x+1650*a*b*c^2*g^2*r^2+ 275858*a*b*c^2*g^2*r*x-70104*a*b*c^2*g^2*x^2-36892*a*b*c^2*g*p^3-41400*a*b*c^2* g*p^2*q-44250*a*b*c^2*g*p^2*r+864040*a*b*c^2*g*p^2*x-9560*a*b*c^2*g*p*q^2-43804 *a*b*c^2*g*p*q*r+738928*a*b*c^2*g*p*q*x+22176*a*b*c^2*g*p*r^2+1577932*a*b*c^2*g *p*r*x-1211880*a*b*c^2*g*p*x^2-228*a*b*c^2*g*q^3-4916*a*b*c^2*g*q^2*r+73192*a*b *c^2*g*q^2*x-2404*a*b*c^2*g*q*r^2+620732*a*b*c^2*g*q*r*x-372168*a*b*c^2*g*q*x^2 +29534*a*b*c^2*g*r^3+724648*a*b*c^2*g*r^2*x-1572336*a*b*c^2*g*r*x^2-515584*a*b* c^2*g*x^3-18856*a*b*c^2*p^4-33912*a*b*c^2*p^3*q-26186*a*b*c^2*p^3*r+608616*a*b* c^2*p^3*x-17112*a*b*c^2*p^2*q^2-48300*a*b*c^2*p^2*q*r+958104*a*b*c^2*p^2*q*x+ 34578*a*b*c^2*p^2*r^2+1619952*a*b*c^2*p^2*r*x-1594248*a*b*c^2*p^2*x^2-2072*a*b* c^2*p*q^3-21000*a*b*c^2*p*q^2*r+361944*a*b*c^2*p*q^2*x+5136*a*b*c^2*p*q*r^2+ 1710236*a*b*c^2*p*q*r*x-1781136*a*b*c^2*p*q*x^2+72290*a*b*c^2*p*r^3+1349412*a*b *c^2*p*r^2*x-4187266*a*b*c^2*p*r*x^2-421888*a*b*c^2*p*x^3-16*a*b*c^2*q^4-1146*a *b*c^2*q^3*r+12456*a*b*c^2*q^3*x-3888*a*b*c^2*q^2*r^2+298672*a*b*c^2*q^2*r*x-\ 186888*a*b*c^2*q^2*x^2+19524*a*b*c^2*q*r^3+782948*a*b*c^2*q*r^2*x-2237246*a*b*c ^2*q*r*x^2-421888*a*b*c^2*q*x^3+30382*a*b*c^2*r^4+338076*a*b*c^2*r^3*x-2865648* a*b*c^2*r^2*x^2+121400*a*b*c^2*r*x^3-306*a*b*c*g^4*p-14*a*b*c*g^4*q-221*a*b*c*g ^4*r+412*a*b*c*g^4*x-3420*a*b*c*g^3*p^2-1448*a*b*c*g^3*p*q-3894*a*b*c*g^3*p*r+ 37526*a*b*c*g^3*p*x-40*a*b*c*g^3*q^2-844*a*b*c*g^3*q*r+5966*a*b*c*g^3*q*x-474*a *b*c*g^3*r^2+33114*a*b*c*g^3*r*x+21720*a*b*c*g^3*x^2-10298*a*b*c*g^2*p^3-10740* a*b*c*g^2*p^2*q-13539*a*b*c*g^2*p^2*r+216540*a*b*c*g^2*p^2*x-2032*a*b*c*g^2*p*q ^2-13108*a*b*c*g^2*p*q*r+168304*a*b*c*g^2*p*q*x+3816*a*b*c*g^2*p*r^2+417046*a*b *c*g^2*p*r*x-181296*a*b*c*g^2*p*x^2-26*a*b*c*g^2*q^3-1110*a*b*c*g^2*q^2*r+9444* a*b*c*g^2*q^2*x-2368*a*b*c*g^2*q*r^2+134666*a*b*c*g^2*q*r*x+8856*a*b*c*g^2*q*x^ 2+7057*a*b*c*g^2*r^3+211922*a*b*c*g^2*r^2*x-216618*a*b*c*g^2*r*x^2-217584*a*b*c *g^2*x^3-11552*a*b*c*g*p^4-20260*a*b*c*g*p^3*q-16739*a*b*c*g*p^3*r+352280*a*b*c *g*p^3*x-9700*a*b*c*g*p^2*q^2-31176*a*b*c*g*p^2*q*r+538024*a*b*c*g*p^2*q*x+ 19095*a*b*c*g*p^2*r^2+968970*a*b*c*g*p^2*r*x-781608*a*b*c*g*p^2*x^2-996*a*b*c*g *p*q^3-13032*a*b*c*g*p*q^2*r+187600*a*b*c*g*p*q^2*x-1572*a*b*c*g*p*q*r^2+983174 *a*b*c*g*p*q*r*x-791448*a*b*c*g*p*q*x^2+42199*a*b*c*g*p*r^3+852000*a*b*c*g*p*r^ 2*x-2125601*a*b*c*g*p*r*x^2-427760*a*b*c*g*p*x^3-4*a*b*c*g*q^4-553*a*b*c*g*q^3* r+1856*a*b*c*g*q^3*x-3332*a*b*c*g*q^2*r^2+147034*a*b*c*g*q^2*r*x-9840*a*b*c*g*q ^2*x^2+9344*a*b*c*g*q*r^3+477496*a*b*c*g*q*r^2*x-972307*a*b*c*g*q*r*x^2-427760* a*b*c*g*q*x^3+17917*a*b*c*g*r^4+235310*a*b*c*g*r^3*x-1586766*a*b*c*g*r^2*x^2-\ 260116*a*b*c*g*r*x^3-4356*a*b*c*p^5-10948*a*b*c*p^4*q-6732*a*b*c*p^4*r+172116*a *b*c*p^4*x-8956*a*b*c*p^3*q^2-18802*a*b*c*p^3*q*r+401928*a*b*c*p^3*q*x+16632*a* b*c*p^3*r^2+601812*a*b*c*p^3*r*x-602292*a*b*c*p^3*x^2-2492*a*b*c*p^2*q^3-15750* a*b*c*p^2*q^2*r+286104*a*b*c*p^2*q^2*x+9282*a*b*c*p^2*q*r^2+1077720*a*b*c*p^2*q *r*x-1173252*a*b*c*p^2*q*x^2+46728*a*b*c*p^2*r^3+710256*a*b*c*p^2*r^2*x-2373672 *a*b*c*p^2*r*x^2-155952*a*b*c*p^2*x^3-128*a*b*c*p*q^4-3754*a*b*c*p*q^3*r+54888* a*b*c*p*q^3*x-4632*a*b*c*p*q^2*r^2+518840*a*b*c*p*q^2*r*x-539628*a*b*c*p*q^2*x^ 2+31178*a*b*c*p*q*r^3+942624*a*b*c*p*q*r^2*x-3041988*a*b*c*p*q*r*x^2-311904*a*b *c*p*q*x^3+38412*a*b*c*p*r^4+303540*a*b*c*p*r^3*x-3112030*a*b*c*p*r^2*x^2+ 251384*a*b*c*p*r*x^3-74*a*b*c*q^4*r-1404*a*b*c*q^4*x-1262*a*b*c*q^3*r^2+42932*a *b*c*q^3*r*x+31332*a*b*c*q^3*x^2+2162*a*b*c*q^2*r^3+251096*a*b*c*q^2*r^2*x-\ 668316*a*b*c*q^2*r*x^2-155952*a*b*c*q^2*x^3+14042*a*b*c*q*r^4+266832*a*b*c*q*r^ 3*x-2097842*a*b*c*q*r^2*x^2+251384*a*b*c*q*r*x^3+10692*a*b*c*r^5+22980*a*b*c*r^ 4*x-1345836*a*b*c*r^3*x^2+707664*a*b*c*r^2*x^3-156*a*b*g^4*p^2-24*a*b*g^4*p*q-\ 261*a*b*g^4*p*r+656*a*b*g^4*p*x-5*a*b*g^4*q*r-136*a*b*g^4*q*x-105*a*b*g^4*r^2+ 104*a*b*g^4*r*x+2376*a*b*g^4*x^2-864*a*b*g^3*p^3-760*a*b*g^3*p^2*q-1338*a*b*g^3 *p^2*r+14520*a*b*g^3*p^2*x-72*a*b*g^3*p*q^2-1198*a*b*g^3*p*q*r+8832*a*b*g^3*p*q *x-84*a*b*g^3*p*r^2+30984*a*b*g^3*p*r*x+3984*a*b*g^3*p*x^2-16*a*b*g^3*q^2*r-504 *a*b*g^3*q^2*x-438*a*b*g^3*q*r^2+4608*a*b*g^3*q*r*x+13200*a*b*g^3*q*x^2+390*a*b *g^3*r^3+18956*a*b*g^3*r^2*x+15240*a*b*g^3*r*x^2-24768*a*b*g^3*x^3-1656*a*b*g^2 *p^4-2752*a*b*g^2*p^3*q-2550*a*b*g^2*p^3*r+45800*a*b*g^2*p^3*x-1168*a*b*g^2*p^2 *q^2-4825*a*b*g^2*p^2*q*r+65736*a*b*g^2*p^2*q*x+2286*a*b*g^2*p^2*r^2+133825*a*b *g^2*p^2*r*x-70290*a*b*g^2*p^2*x^2-72*a*b*g^2*p*q^3-1846*a*b*g^2*p*q^2*r+18948* a*b*g^2*p*q^2*x-1394*a*b*g^2*p*q*r^2+124464*a*b*g^2*p*q*r*x-50232*a*b*g^2*p*q*x ^2+5598*a*b*g^2*p*r^3+128999*a*b*g^2*p*r^2*x-202327*a*b*g^2*p*r*x^2-93936*a*b*g ^2*p*x^3-23*a*b*g^2*q^3*r-988*a*b*g^2*q^3*x-678*a*b*g^2*q^2*r^2+11327*a*b*g^2*q ^2*r*x+20058*a*b*g^2*q^2*x^2+679*a*b*g^2*q*r^3+67379*a*b*g^2*q*r^2*x-43997*a*b* g^2*q*r*x^2-93936*a*b*g^2*q*x^3+2418*a*b*g^2*r^4+40974*a*b*g^2*r^3*x-188349*a*b *g^2*r^2*x^2-112792*a*b*g^2*r*x^3-1344*a*b*g*p^5-3320*a*b*g*p^4*q-2114*a*b*g*p^ 4*r+50516*a*b*g*p^4*x-2632*a*b*g*p^3*q^2-6098*a*b*g*p^3*q*r+115472*a*b*g*p^3*q* x+4984*a*b*g*p^3*r^2+182458*a*b*g*p^3*r*x-153678*a*b*g*p^3*x^2-680*a*b*g*p^2*q^ 3-5096*a*b*g*p^2*q^2*r+78552*a*b*g*p^2*q^2*x+1626*a*b*g*p^2*q*r^2+319226*a*b*g* p^2*q*r*x-284646*a*b*g*p^2*q*x^2+14196*a*b*g*p^2*r^3+226323*a*b*g*p^2*r^2*x-\ 633322*a*b*g*p^2*r*x^2-86784*a*b*g*p^2*x^3-24*a*b*g*p*q^4-1122*a*b*g*p*q^3*r+ 12752*a*b*g*p*q^3*x-2296*a*b*g*p*q^2*r^2+144858*a*b*g*p*q^2*r*x-108258*a*b*g*p* q^2*x^2+8266*a*b*g*p*q*r^3+296076*a*b*g*p*q*r^2*x-757344*a*b*g*p*q*r*x^2-173568 *a*b*g*p*q*x^3+11704*a*b*g*p*r^4+107336*a*b*g*p*r^3*x-894418*a*b*g*p*r^2*x^2-\ 69738*a*b*g*p*r*x^3-10*a*b*g*q^4*r-844*a*b*g*q^4*x-442*a*b*g*q^3*r^2+8090*a*b*g *q^3*r*x+22710*a*b*g*q^3*x^2+168*a*b*g*q^2*r^3+74789*a*b*g*q^2*r^2*x-124022*a*b *g*q^2*r*x^2-86784*a*b*g*q^2*x^3+3862*a*b*g*q*r^4+92322*a*b*g*q*r^3*x-572870*a* b*g*q*r^2*x^2-69738*a*b*g*q*r*x^3+3262*a*b*g*r^5+12955*a*b*g*r^4*x-416538*a*b*g *r^3*x^2+128326*a*b*g*r^2*x^3-396*a*b*p^6-1304*a*b*p^5*q-647*a*b*p^5*r+18564*a* b*p^5*x-1536*a*b*p^4*q^2-2457*a*b*p^4*q*r+58564*a*b*p^4*q*x+2705*a*b*p^4*r^2+ 79241*a*b*p^4*r*x-81408*a*b*p^4*x^2-744*a*b*p^3*q^3-3175*a*b*p^3*q^2*r+64068*a* b*p^3*q^2*x+3212*a*b*p^3*q*r^2+205422*a*b*p^3*q*r*x-231120*a*b*p^3*q*x^2+9370*a *b*p^3*r^3+116708*a*b*p^3*r^2*x-423405*a*b*p^3*r*x^2-17792*a*b*p^3*x^3-116*a*b* p^2*q^4-1567*a*b*p^2*q^3*r+26460*a*b*p^2*q^3*x-309*a*b*p^2*q^2*r^2+174426*a*b*p ^2*q^2*r*x-204912*a*b*p^2*q^2*x^2+11338*a*b*p^2*q*r^3+252144*a*b*p^2*q*r^2*x-\ 900765*a*b*p^2*q*r*x^2-53376*a*b*p^2*q*x^3+11350*a*b*p^2*r^4+60318*a*b*p^2*r^3* x-800410*a*b*p^2*r^2*x^2+90554*a*b*p^2*r*x^3-202*a*b*p*q^4*r+2152*a*b*p*q^4*x-\ 902*a*b*p*q^3*r^2+49550*a*b*p*q^3*r*x-42096*a*b*p*q^3*x^2+2763*a*b*p*q^2*r^3+ 160710*a*b*p*q^2*r^2*x-531315*a*b*p*q^2*r*x^2-53376*a*b*p*q^2*x^3+9732*a*b*p*q* r^4+122278*a*b*p*q*r^3*x-1175700*a*b*p*q*r^2*x^2+181108*a*b*p*q*r*x^3+6269*a*b* p*r^5-5344*a*b*p*r^4*x-647638*a*b*p*r^3*x^2+360328*a*b*p*r^2*x^3-240*a*b*q^5*x-\ 86*a*b*q^4*r^2+1305*a*b*q^4*r*x+13104*a*b*q^4*x^2-79*a*b*q^3*r^3+25274*a*b*q^3* r^2*x-53955*a*b*q^3*r*x^2-17792*a*b*q^3*x^3+1433*a*b*q^2*r^4+50352*a*b*q^2*r^3* x-375290*a*b*q^2*r^2*x^2+90554*a*b*q^2*r*x^3+2759*a*b*q*r^5+16992*a*b*q*r^4*x-\ 516212*a*b*q*r^3*x^2+360328*a*b*q*r^2*x^3+1333*a*b*r^6-9631*a*b*r^5*x-189225*a* b*r^4*x^2+267786*a*b*r^3*x^3-1344*a*c^7-2976*a*c^6*g-9280*a*c^6*p-2144*a*c^6*q-\ 2624*a*c^6*r+78624*a*c^6*x-2592*a*c^5*g^2-17584*a*c^5*g*p-3952*a*c^5*g*q-5408*a *c^5*g*r+142112*a*c^5*g*x-21904*a*c^5*p^2-14400*a*c^5*p*q-18128*a*c^5*p*r+ 366752*a*c^5*p*x-1232*a*c^5*q^2-4960*a*c^5*q*r+129824*a*c^5*q*x+3776*a*c^5*r^2+ 308504*a*c^5*r*x-326496*a*c^5*x^2-1104*a*c^4*g^3-12808*a*c^4*g^2*p-2728*a*c^4*g ^2*q-4432*a*c^4*g^2*r+95536*a*c^4*g^2*x-34840*a*c^4*g*p^2-22304*a*c^4*g*p*q-\ 29812*a*c^4*g*p*r+559896*a*c^4*g*p*x-1808*a*c^4*g*q^2-8376*a*c^4*g*q*r+189816*a *c^4*g*q*x+5028*a*c^4*g*r^2+477736*a*c^4*g*r*x-425760*a*c^4*g*x^2-24960*a*c^4*p ^3-30536*a*c^4*p^2*q-31112*a*c^4*p^2*r+608936*a*c^4*p^2*x-8432*a*c^4*p*q^2-\ 30676*a*c^4*p*q*r+570320*a*c^4*p*q*x+12656*a*c^4*p*r^2+1072484*a*c^4*p*r*x-\ 1120560*a*c^4*p*x^2-296*a*c^4*q^3-3488*a*c^4*q^2*r+77112*a*c^4*q^2*x-140*a*c^4* q*r^2+476572*a*c^4*q*r*x-513648*a*c^4*q*x^2+18808*a*c^4*r^3+478620*a*c^4*r^2*x-\ 1402164*a*c^4*r*x^2-104992*a*c^4*x^3-228*a*c^3*g^4-4436*a*c^3*g^3*p-844*a*c^3*g ^3*q-1816*a*c^3*g^3*r+28416*a*c^3*g^3*x-20620*a*c^3*g^2*p^2-12560*a*c^3*g^2*p*q -18688*a*c^3*g^2*p*r+309784*a*c^3*g^2*p*x-916*a*c^3*g^2*q^2-5284*a*c^3*g^2*q*r+ 96656*a*c^3*g^2*q*x+1932*a*c^3*g^2*r^2+269086*a*c^3*g^2*r*x-168504*a*c^3*g^2*x^ 2-32012*a*c^3*g*p^3-38420*a*c^3*g*p^2*q-41028*a*c^3*g*p^2*r+751996*a*c^3*g*p^2* x-10152*a*c^3*g*p*q^2-40190*a*c^3*g*p*q*r+687160*a*c^3*g*p*q*x+13980*a*c^3*g*p* r^2+1347754*a*c^3*g*p*r*x-1235856*a*c^3*g*p*x^2-320*a*c^3*g*q^3-4552*a*c^3*g*q^ 2*r+84588*a*c^3*g*q^2*x-1770*a*c^3*g*q*r^2+576102*a*c^3*g*q*r*x-508704*a*c^3*g* q*x^2+22996*a*c^3*g*r^3+618622*a*c^3*g*r^2*x-1564140*a*c^3*g*r*x^2-236672*a*c^3 *g*x^3-15472*a*c^3*p^4-29184*a*c^3*p^3*q-23540*a*c^3*p^3*r+490624*a*c^3*p^3*x-\ 16008*a*c^3*p^2*q^2-43274*a*c^3*p^2*q*r+804896*a*c^3*p^2*q*x+22212*a*c^3*p^2*r^ 2+1297860*a*c^3*p^2*r*x-1353192*a*c^3*p^2*x^2-2320*a*c^3*p*q^3-19510*a*c^3*p*q^ 2*r+332256*a*c^3*p*q^2*x+1004*a*c^3*p*q*r^2+1426636*a*c^3*p*q*r*x-1616784*a*c^3 *p*q*x^2+53156*a*c^3*p*r^3+1098388*a*c^3*p*r^2*x-3447434*a*c^3*p*r*x^2-136128*a *c^3*p*x^3-24*a*c^3*q^4-1120*a*c^3*q^3*r+17984*a*c^3*q^3*x-3502*a*c^3*q^2*r^2+ 274696*a*c^3*q^2*r*x-263592*a*c^3*q^2*x^2+15094*a*c^3*q*r^3+665316*a*c^3*q*r^2* x-1998394*a*c^3*q*r*x^2-136128*a*c^3*q*x^3+22876*a*c^3*r^4+291152*a*c^3*r^3*x-\ 2306836*a*c^3*r^2*x^2+374464*a*c^3*r*x^3-18*a*c^2*g^5-722*a*c^2*g^4*p-104*a*c^2 *g^4*q-376*a*c^2*g^4*r+3250*a*c^2*g^4*x-5538*a*c^2*g^3*p^2-3048*a*c^2*g^3*p*q-\ 5561*a*c^2*g^3*p*r+73574*a*c^2*g^3*p*x-176*a*c^2*g^3*q^2-1486*a*c^2*g^3*q*r+ 19102*a*c^2*g^3*q*x-23*a*c^2*g^3*r^2+65008*a*c^2*g^3*r*x-11040*a*c^2*g^3*x^2-\ 14430*a*c^2*g^2*p^3-16708*a*c^2*g^2*p^2*q-19266*a*c^2*g^2*p^2*r+319236*a*c^2*g^ 2*p^2*x-4048*a*c^2*g^2*p*q^2-18776*a*c^2*g^2*p*q*r+278488*a*c^2*g^2*p*q*x+4758* a*c^2*g^2*p*r^2+589286*a*c^2*g^2*p*r*x-422340*a*c^2*g^2*p*x^2-102*a*c^2*g^2*q^3 -1992*a*c^2*g^2*q^2*r+28032*a*c^2*g^2*q^2*x-2068*a*c^2*g^2*q*r^2+231788*a*c^2*g ^2*q*r*x-128412*a*c^2*g^2*q*x^2+9594*a*c^2*g^2*r^3+284888*a*c^2*g^2*r^2*x-\ 534553*a*c^2*g^2*r*x^2-175080*a*c^2*g^2*x^3-14972*a*c^2*g*p^4-27868*a*c^2*g*p^3 *q-23331*a*c^2*g*p^3*r+458416*a*c^2*g*p^3*x-14884*a*c^2*g*p^2*q^2-42838*a*c^2*g *p^2*q*r+740168*a*c^2*g*p^2*q*x+19839*a*c^2*g*p^2*r^2+1234984*a*c^2*g*p^2*r*x-\ 1153104*a*c^2*g*p^2*x^2-2004*a*c^2*g*p*q^3-18968*a*c^2*g*p*q^2*r+293732*a*c^2*g *p*q^2*x-2072*a*c^2*g*p*q*r^2+1330534*a*c^2*g*p*q*r*x-1320504*a*c^2*g*p*q*x^2+ 49783*a*c^2*g*p*r^3+1075452*a*c^2*g*p*r^2*x-3002057*a*c^2*g*p*r*x^2-271080*a*c^ 2*g*p*x^3-16*a*c^2*g*q^4-1027*a*c^2*g*q^3*r+11980*a*c^2*g*q^3*x-4084*a*c^2*g*q^ 2*r^2+239544*a*c^2*g*q^2*r*x-167400*a*c^2*g*q^2*x^2+12898*a*c^2*g*q*r^3+638718* a*c^2*g*q*r^2*x-1638965*a*c^2*g*q*r*x^2-271080*a*c^2*g*q*x^3+21585*a*c^2*g*r^4+ 298884*a*c^2*g*r^3*x-2098574*a*c^2*g*r^2*x^2+114120*a*c^2*g*r*x^3-5344*a*c^2*p^ 5-14008*a*c^2*p^4*q-9032*a*c^2*p^4*r+208184*a*c^2*p^4*x-12288*a*c^2*p^3*q^2-\ 25004*a*c^2*p^3*q*r+503984*a*c^2*p^3*q*x+17312*a*c^2*p^3*r^2+722430*a*c^2*p^3*r *x-760284*a*c^2*p^3*x^2-3928*a*c^2*p^2*q^3-21552*a*c^2*p^2*q^2*r+383748*a*c^2*p ^2*q^2*x+9036*a*c^2*p^2*q*r^2+1338910*a*c^2*p^2*q*r*x-1551276*a*c^2*p^2*q*x^2+ 52688*a*c^2*p^2*r^3+859202*a*c^2*p^2*r^2*x-2902646*a*c^2*p^2*r*x^2-53000*a*c^2* p^2*x^3-304*a*c^2*p*q^4-5740*a*c^2*p*q^3*r+88280*a*c^2*p*q^3*x-6240*a*c^2*p*q^2 *r^2+688010*a*c^2*p*q^2*r*x-821700*a*c^2*p*q^2*x^2+37052*a*c^2*p*q*r^3+1174904* a*c^2*p*q*r^2*x-3917076*a*c^2*p*q*r*x^2-106000*a*c^2*p*q*x^3+44032*a*c^2*p*r^4+ 383850*a*c^2*p*r^3*x-3707062*a*c^2*p*r^2*x^2+652044*a*c^2*p*r*x^3-160*a*c^2*q^4 *r+332*a*c^2*q^4*x-1812*a*c^2*q^3*r^2+71530*a*c^2*q^3*r*x-30708*a*c^2*q^3*x^2+ 3024*a*c^2*q^2*r^3+335706*a*c^2*q^2*r^2*x-1014430*a*c^2*q^2*r*x^2-53000*a*c^2*q ^2*x^3+17020*a*c^2*q*r^4+339978*a*c^2*q*r^3*x-2627594*a*c^2*q*r^2*x^2+652044*a* c^2*q*r*x^3+12344*a*c^2*r^5+38894*a*c^2*r^4*x-1569772*a*c^2*r^3*x^2+1003208*a*c ^2*r^2*x^3-44*a*c*g^5*p-2*a*c*g^5*q-32*a*c*g^5*r+38*a*c*g^5*x-648*a*c*g^4*p^2-\ 280*a*c*g^4*p*q-786*a*c*g^4*p*r+6574*a*c*g^4*p*x-8*a*c*g^4*q^2-161*a*c*g^4*q*r+ 948*a*c*g^4*q*x-138*a*c*g^4*r^2+5654*a*c*g^4*r*x+4488*a*c*g^4*x^2-2668*a*c*g^3* p^3-2874*a*c*g^3*p^2*q-3813*a*c*g^3*p^2*r+53056*a*c*g^3*p^2*x-572*a*c*g^3*p*q^2 -3677*a*c*g^3*p*q*r+42056*a*c*g^3*p*q*x+378*a*c*g^3*p*r^2+103265*a*c*g^3*p*r*x-\ 40464*a*c*g^3*p*x^2-8*a*c*g^3*q^3-302*a*c*g^3*q^2*r+2284*a*c*g^3*q^2*x-803*a*c* g^3*q*r^2+33094*a*c*g^3*q*r*x+3768*a*c*g^3*q*x^2+1523*a*c*g^3*r^3+54948*a*c*g^3 *r^2*x-45000*a*c*g^3*r*x^2-50040*a*c*g^3*x^3-4552*a*c*g^2*p^4-8260*a*c*g^2*p^3* q-7265*a*c*g^2*p^3*r+132126*a*c*g^2*p^3*x-4186*a*c*g^2*p^2*q^2-13482*a*c*g^2*p^ 2*q*r+207062*a*c*g^2*p^2*q*x+5517*a*c*g^2*p^2*r^2+367507*a*c*g^2*p^2*r*x-281016 *a*c*g^2*p^2*x^2-480*a*c*g^2*p*q^3-5787*a*c*g^2*p*q^2*r+76004*a*c*g^2*p*q^2*x-\ 2184*a*c*g^2*p*q*r^2+380586*a*c*g^2*p*q*r*x-292320*a*c*g^2*p*q*x^2+14621*a*c*g^ 2*p*r^3+335951*a*c*g^2*p*r^2*x-756820*a*c*g^2*p*r*x^2-144228*a*c*g^2*p*x^3-2*a* c*g^2*q^4-253*a*c*g^2*q^3*r+1068*a*c*g^2*q^3*x-1601*a*c*g^2*q^2*r^2+58740*a*c*g ^2*q^2*r*x-11304*a*c*g^2*q^2*x^2+3038*a*c*g^2*q*r^3+192890*a*c*g^2*q*r^2*x-\ 354116*a*c*g^2*q*r*x^2-144228*a*c*g^2*q*x^3+6391*a*c*g^2*r^4+100570*a*c*g^2*r^3 *x-580281*a*c*g^2*r^2*x^2-85044*a*c*g^2*r*x^3-3456*a*c*g*p^5-8980*a*c*g*p^4*q-\ 5929*a*c*g*p^4*r+130506*a*c*g*p^4*x-7756*a*c*g*p^3*q^2-16552*a*c*g*p^3*q*r+ 312524*a*c*g*p^3*q*x+10844*a*c*g*p^3*r^2+460945*a*c*g*p^3*r*x-440592*a*c*g*p^3* x^2-2396*a*c*g*p^2*q^3-14198*a*c*g*p^2*q^2*r+232838*a*c*g*p^2*q^2*x+4224*a*c*g* p^2*q*r^2+844347*a*c*g*p^2*q*r*x-878880*a*c*g*p^2*q*x^2+33546*a*c*g*p^2*r^3+ 563163*a*c*g*p^2*r^2*x-1725731*a*c*g*p^2*r*x^2-97628*a*c*g*p^2*x^3-164*a*c*g*p* q^4-3662*a*c*g*p*q^3*r+50128*a*c*g*p*q^3*x-5128*a*c*g*p*q^2*r^2+422213*a*c*g*p* q^2*r*x-435984*a*c*g*p*q^2*x^2+22184*a*c*g*p*q*r^3+763430*a*c*g*p*q*r^2*x-\ 2262068*a*c*g*p*q*r*x^2-195256*a*c*g*p*q*x^3+28124*a*c*g*p*r^4+265515*a*c*g*p*r ^3*x-2291325*a*c*g*p*r^2*x^2+202920*a*c*g*p*r*x^3-87*a*c*g*q^4*r-692*a*c*g*q^4* x-1266*a*c*g*q^3*r^2+38811*a*c*g*q^3*r*x+2304*a*c*g*q^3*x^2+1314*a*c*g*q^2*r^3+ 212537*a*c*g*q^2*r^2*x-536337*a*c*g*q^2*r*x^2-97628*a*c*g*q^2*x^3+10388*a*c*g*q *r^4+231607*a*c*g*q*r^3*x-1587627*a*c*g*q*r^2*x^2+202920*a*c*g*q*r*x^3+7895*a*c *g*r^5+32791*a*c*g*r^4*x-1009939*a*c*g*r^3*x^2+515676*a*c*g*r^2*x^3-968*a*c*p^6 -3304*a*c*p^5*q-1751*a*c*p^5*r+44816*a*c*p^5*x-4120*a*c*p^4*q^2-6519*a*c*p^4*q* r+145824*a*c*p^4*q*x+5765*a*c*p^4*r^2+189705*a*c*p^4*r*x-203640*a*c*p^4*x^2-\ 2216*a*c*p^3*q^3-8527*a*c*p^3*q^2*r+168148*a*c*p^3*q^2*x+6964*a*c*p^3*q*r^2+ 505934*a*c*p^3*q*r*x-598728*a*c*p^3*q*x^2+21210*a*c*p^3*r^3+280442*a*c*p^3*r^2* x-1025157*a*c*p^3*r*x^2-3400*a*c*p^3*x^3-448*a*c*p^2*q^4-4509*a*c*p^2*q^3*r+ 77660*a*c*p^2*q^3*x-861*a*c*p^2*q^2*r^2+450540*a*c*p^2*q^2*r*x-574344*a*c*p^2*q ^2*x^2+26966*a*c*p^2*q*r^3+618478*a*c*p^2*q*r^2*x-2262289*a*c*p^2*q*r*x^2-10200 *a*c*p^2*q*x^3+26050*a*c*p^2*r^4+151256*a*c*p^2*r^3*x-1884334*a*c*p^2*r^2*x^2+ 361458*a*c*p^2*r*x^3-16*a*c*p*q^5-758*a*c*p*q^4*r+10092*a*c*p*q^4*x-2370*a*c*p* q^3*r^2+142098*a*c*p*q^3*r*x-167064*a*c*p*q^3*x^2+7379*a*c*p*q^2*r^3+410414*a*c *p*q^2*r^2*x-1449107*a*c*p*q^2*r*x^2-10200*a*c*p*q^2*x^3+23484*a*c*p*q*r^4+ 302450*a*c*p*q*r^3*x-2866220*a*c*p*q*r^2*x^2+722916*a*c*p*q*r*x^3+14477*a*c*p*r ^5-4074*a*c*p*r^4*x-1489192*a*c*p*r^3*x^2+974468*a*c*p*r^2*x^3-8*a*c*q^5*r-428* a*c*q^5*x-310*a*c*q^4*r^2+7787*a*c*q^4*r*x+12192*a*c*q^4*x^2-77*a*c*q^3*r^3+ 72378*a*c*q^3*r^2*x-211975*a*c*q^3*r*x^2-3400*a*c*q^3*x^3+3833*a*c*q^2*r^4+ 128022*a*c*q^2*r^3*x-981886*a*c*q^2*r^2*x^2+361458*a*c*q^2*r*x^3+6697*a*c*q*r^5 +44082*a*c*q*r^4*x-1220598*a*c*q*r^3*x^2+974468*a*c*q*r^2*x^3+3089*a*c*r^6-\ 19777*a*c*r^5*x-426375*a*c*r^4*x^2+632286*a*c*r^3*x^3-24*a*g^5*p^2-4*a*g^5*p*q-\ 42*a*g^5*p*r+84*a*g^5*p*x-a*g^5*q*r-26*a*g^5*q*x-18*a*g^5*r^2-7*a*g^5*r*x+348*a *g^5*x^2-168*a*g^4*p^3-154*a*g^4*p^2*q-274*a*g^4*p^2*r+2660*a*g^4*p^2*x-16*a*g^ 4*p*q^2-251*a*g^4*p*q*r+1656*a*g^4*p*q*x-44*a*g^4*p*r^2+5750*a*g^4*p*r*x+906*a* g^4*p*x^2-4*a*g^4*q^2*r-112*a*g^4*q^2*x-97*a*g^4*q*r^2+827*a*g^4*q*r*x+2502*a*g ^4*q*x^2+62*a*g^4*r^3+3666*a*g^4*r^2*x+3256*a*g^4*r*x^2-4272*a*g^4*x^3-432*a*g^ 3*p^4-744*a*g^3*p^3*q-711*a*g^3*p^3*r+11420*a*g^3*p^3*x-336*a*g^3*p^2*q^2-1350* a*g^3*p^2*q*r+16864*a*g^3*p^2*q*x+459*a*g^3*p^2*r^2+33718*a*g^3*p^2*r*x-16698*a *g^3*p^2*x^2-24*a*g^3*p*q^3-542*a*g^3*p*q^2*r+5180*a*g^3*p*q^2*x-468*a*g^3*p*q* r^2+32110*a*g^3*p*q*r*x-12396*a*g^3*p*q*x^2+1323*a*g^3*p*r^3+33531*a*g^3*p*r^2* x-47474*a*g^3*p*r*x^2-21528*a*g^3*p*x^3-8*a*g^3*q^3*r-264*a*g^3*q^3*x-206*a*g^3 *q^2*r^2+3105*a*g^3*q^2*r*x+4302*a*g^3*q^2*x^2+138*a*g^3*q*r^3+18047*a*g^3*q*r^ 2*x-10649*a*g^3*q*r*x^2-21528*a*g^3*q*x^3+585*a*g^3*r^4+11233*a*g^3*r^3*x-46062 *a*g^3*r^2*x^2-25992*a*g^3*r*x^3-528*a*g^2*p^5-1348*a*g^2*p^4*q-901*a*g^2*p^4*r +19076*a*g^2*p^4*x-1128*a*g^2*p^3*q^2-2596*a*g^2*p^3*q*r+44752*a*g^2*p^3*q*x+ 1676*a*g^2*p^3*r^2+69484*a*g^2*p^3*r*x-56082*a*g^2*p^3*x^2-324*a*g^2*p^2*q^3-\ 2228*a*g^2*p^2*q^2*r+31948*a*g^2*p^2*q^2*x+300*a*g^2*p^2*q*r^2+124434*a*g^2*p^2 *q*r*x-106716*a*g^2*p^2*q*x^2+5154*a*g^2*p^2*r^3+88641*a*g^2*p^2*r^2*x-229769*a *g^2*p^2*r*x^2-28980*a*g^2*p^2*x^3-16*a*g^2*p*q^4-540*a*g^2*p*q^3*r+5944*a*g^2* p*q^3*x-1072*a*g^2*p*q^2*r^2+58828*a*g^2*p*q^2*r*x-45186*a*g^2*p*q^2*x^2+2996*a *g^2*p*q*r^3+118504*a*g^2*p*q*r^2*x-282171*a*g^2*p*q*r*x^2-57960*a*g^2*p*q*x^3+ 4316*a*g^2*p*r^4+45134*a*g^2*p*r^3*x-329252*a*g^2*p*r^2*x^2-21225*a*g^2*p*r*x^3 -7*a*g^2*q^4*r-328*a*g^2*q^4*x-216*a*g^2*q^3*r^2+3878*a*g^2*q^3*r*x+5448*a*g^2* q^3*x^2+28*a*g^2*q^2*r^3+31435*a*g^2*q^2*r^2*x-52402*a*g^2*q^2*r*x^2-28980*a*g^ 2*q^2*x^3+1448*a*g^2*q*r^4+38822*a*g^2*q*r^3*x-217847*a*g^2*q*r^2*x^2-21225*a*g ^2*q*r*x^3+1211*a*g^2*r^5+6901*a*g^2*r^4*x-156066*a*g^2*r^3*x^2+47869*a*g^2*r^2 *x^3-312*a*g*p^6-1060*a*g*p^5*q-563*a*g*p^5*r+14096*a*g*p^5*x-1312*a*g*p^4*q^2-\ 2141*a*g*p^4*q*r+45526*a*g*p^4*q*x+1865*a*g*p^4*r^2+60605*a*g*p^4*r*x-59892*a*g *p^4*x^2-696*a*g*p^3*q^3-2827*a*g*p^3*q^2*r+51812*a*g*p^3*q^2*x+2036*a*g*p^3*q* r^2+160560*a*g*p^3*q*r*x-173652*a*g*p^3*q*x^2+6850*a*g*p^3*r^3+91639*a*g*p^3*r^ 2*x-309726*a*g*p^3*r*x^2-10628*a*g*p^3*x^3-136*a*g*p^2*q^4-1485*a*g*p^2*q^3*r+ 23240*a*g*p^2*q^3*x-609*a*g*p^2*q^2*r^2+141112*a*g*p^2*q^2*r*x-161604*a*g*p^2*q ^2*x^2+8354*a*g*p^2*q*r^3+201748*a*g*p^2*q*r^2*x-672155*a*g*p^2*q*r*x^2-31884*a *g*p^2*q*x^3+8410*a*g*p^2*r^4+52247*a*g*p^2*r^3*x-589681*a*g*p^2*r^2*x^2+69529* a*g*p^2*r*x^3-4*a*g*p*q^5-238*a*g*p*q^4*r+2668*a*g*p*q^4*x-882*a*g*p*q^3*r^2+ 42964*a*g*p*q^3*r*x-41820*a*g*p*q^3*x^2+2015*a*g*p*q^2*r^3+132763*a*g*p*q^2*r^2 *x-415132*a*g*p*q^2*r*x^2-31884*a*g*p*q^2*x^3+7336*a*g*p*q*r^4+103920*a*g*p*q*r ^3*x-885100*a*g*p*q*r^2*x^2+139058*a*g*p*q*r*x^3+4673*a*g*p*r^5+1517*a*g*p*r^4* x-483046*a*g*p*r^3*x^2+260406*a*g*p*r^2*x^3-2*a*g*q^5*r-190*a*g*q^5*x-102*a*g*q ^4*r^2+1807*a*g*q^4*r*x+6024*a*g*q^4*x^2-93*a*g*q^3*r^3+22654*a*g*q^3*r^2*x-\ 52703*a*g*q^3*r*x^2-10628*a*g*q^3*x^3+1109*a*g*q^2*r^4+43463*a*g*q^2*r^3*x-\ 295419*a*g*q^2*r^2*x^2+69529*a*g*q^2*r*x^3+2099*a*g*q*r^5+17206*a*g*q*r^4*x-\ 392959*a*g*q*r^3*x^2+260406*a*g*q*r^2*x^3+997*a*g*r^6-5600*a*g*r^5*x-143199*a*g *r^4*x^2+190449*a*g*r^3*x^3-72*a*p^7-306*a*p^6*q-141*a*p^6*r+3864*a*p^6*x-504*a *p^5*q^2-651*a*p^5*q*r+15940*a*p^5*q*x+666*a*p^5*r^2+19088*a*p^5*r*x-21066*a*p^ 5*x^2-396*a*p^4*q^3-1140*a*p^4*q^2*r+25080*a*p^4*q^2*x+1335*a*p^4*q*r^2+67201*a *p^4*q*r*x-81540*a*p^4*q*x^2+2925*a*p^4*r^3+32885*a*p^4*r^2*x-130211*a*p^4*r*x^ 2+1096*a*p^4*x^3-144*a*p^3*q^4-924*a*p^3*q^3*r+18200*a*p^3*q^3*x+480*a*p^3*q^2* r^2+87278*a*p^3*q^2*r*x-115500*a*p^3*q^2*x^2+5730*a*p^3*q*r^3+101410*a*p^3*q*r^ 2*x-405177*a*p^3*q*r*x^2+4384*a*p^3*q*x^3+4740*a*p^3*r^4+17940*a*p^3*r^3*x-\ 306695*a*p^3*r^2*x^2+64526*a*p^3*r*x^3-18*a*p^2*q^5-327*a*p^2*q^4*r+5560*a*p^2* q^4*x-396*a*p^2*q^3*r^2+49508*a*p^2*q^3*r*x-67920*a*p^2*q^3*x^2+3240*a*p^2*q^2* r^3+109725*a*p^2*q^2*r^2*x-434265*a*p^2*q^2*r*x^2+6576*a*p^2*q^2*x^3+7260*a*p^2 *q*r^4+60424*a*p^2*q*r^3*x-733833*a*p^2*q*r^2*x^2+193578*a*p^2*q*r*x^3+3933*a*p ^2*r^5-10570*a*p^2*r^4*x-341576*a*p^2*r^3*x^2+234135*a*p^2*r^2*x^3-33*a*p*q^5*r +324*a*p*q^5*x-222*a*p*q^4*r^2+10546*a*p*q^4*r*x-10170*a*p*q^4*x^2+396*a*p*q^3* r^3+46760*a*p*q^3*r^2*x-173843*a*p*q^3*r*x^2+4384*a*p*q^3*x^3+3000*a*p*q^2*r^4+ 57936*a*p*q^2*r^3*x-547581*a*p*q^2*r^2*x^2+193578*a*p*q^2*r*x^3+4089*a*p*q*r^5+ 5722*a*p*q*r^4*x-576589*a*p*q*r^3*x^2+468270*a*p*q*r^2*x^3+1674*a*p*r^6-15676*a *p*r^5*x-178581*a*p*r^4*x^2+285490*a*p*r^3*x^3-40*a*q^6*x-15*a*q^5*r^2+203*a*q^ 5*r*x+2724*a*q^5*x^2-39*a*q^4*r^3+5560*a*q^4*r^2*x-14544*a*q^4*r*x^2+1096*a*q^4 *x^3+264*a*q^3*r^4+15452*a*q^3*r^3*x-120443*a*q^3*r^2*x^2+64526*a*q^3*r*x^3+876 *a*q^2*r^5+10409*a*q^2*r^4*x-235013*a*q^2*r^3*x^2+234135*a*q^2*r^2*x^3+879*a*q* r^6-4553*a*q*r^5*x-166393*a*q*r^4*x^2+285490*a*q*r^3*x^3+291*a*r^7-4827*a*r^6*x -34555*a*r^5*x^2+110277*a*r^4*x^3+160*b^6*c*x+80*b^6*p*x+96*b^6*r*x+96*b^6*x^2-\ 64*b^5*c^3-32*b^5*c^2*g-160*b^5*c^2*p-112*b^5*c^2*r+3008*b^5*c^2*x-48*b^5*c*g*p -32*b^5*c*g*r+640*b^5*c*g*x-112*b^5*c*p^2-112*b^5*c*p*r+3456*b^5*c*p*x+384*b^5* c*q*x+3272*b^5*c*r*x-1152*b^5*c*x^2-16*b^5*g*p^2-16*b^5*g*p*r+392*b^5*g*p*x+16* b^5*g*q*x+416*b^5*g*r*x+624*b^5*g*x^2-24*b^5*p^3-28*b^5*p^2*r+976*b^5*p^2*x+288 *b^5*p*q*x+16*b^5*p*r^2+1844*b^5*p*r*x-672*b^5*p*x^2+424*b^5*q*r*x+528*b^5*q*x^ 2+20*b^5*r^3+580*b^5*r^2*x-1384*b^5*r*x^2-3264*b^5*x^3-448*b^4*c^4-416*b^4*c^3* g-1440*b^4*c^3*p-160*b^4*c^3*q-720*b^4*c^3*r+19936*b^4*c^3*x-96*b^4*c^2*g^2-992 *b^4*c^2*g*p-80*b^4*c^2*g*q-544*b^4*c^2*g*r+11424*b^4*c^2*g*x-1520*b^4*c^2*p^2-\ 480*b^4*c^2*p*q-1048*b^4*c^2*p*r+37680*b^4*c^2*p*x-360*b^4*c^2*q*r+8336*b^4*c^2 *q*x+472*b^4*c^2*r^2+33208*b^4*c^2*r*x-29664*b^4*c^2*x^2-152*b^4*c*g^2*p-104*b^ 4*c*g^2*r+1024*b^4*c*g^2*x-712*b^4*c*g*p^2-160*b^4*c*g*p*q-604*b^4*c*g*p*r+ 14768*b^4*c*g*p*x-120*b^4*c*g*q*r+2280*b^4*c*g*q*x+108*b^4*c*g*r^2+14016*b^4*c* g*r*x-528*b^4*c*g*x^2-664*b^4*c*p^3-408*b^4*c*p^2*q-532*b^4*c*p^2*r+22504*b^4*c *p^2*x-500*b^4*c*p*q*r+13168*b^4*c*p*q*x+928*b^4*c*p*r^2+40364*b^4*c*p*r*x-\ 34704*b^4*c*p*x^2+56*b^4*c*q^2*x-92*b^4*c*q*r^2+13128*b^4*c*q*r*x-4440*b^4*c*q* x^2+796*b^4*c*r^3+13964*b^4*c*r^2*x-53500*b^4*c*r*x^2-35504*b^4*c*x^3-56*b^4*g^ 2*p^2-64*b^4*g^2*p*r+740*b^4*g^2*p*x+24*b^4*g^2*q*x-8*b^4*g^2*r^2+680*b^4*g^2*r *x+1464*b^4*g^2*x^2-160*b^4*g*p^3-72*b^4*g*p^2*q-176*b^4*g*p^2*r+4544*b^4*g*p^2 *x-92*b^4*g*p*q*r+1952*b^4*g*p*q*x+128*b^4*g*p*r^2+8952*b^4*g*p*r*x-1416*b^4*g* p*x^2-48*b^4*g*q^2*x-20*b^4*g*q*r^2+1692*b^4*g*q*r*x+3048*b^4*g*q*x^2+144*b^4*g *r^3+3816*b^4*g*r^2*x-1920*b^4*g*r*x^2-12096*b^4*g*x^3-104*b^4*p^4-104*b^4*p^3* q-94*b^4*p^3*r+4324*b^4*p^3*x-168*b^4*p^2*q*r+4576*b^4*p^2*q*x+342*b^4*p^2*r^2+ 11756*b^4*p^2*r*x-9912*b^4*p^2*x^2+252*b^4*p*q^2*x-24*b^4*p*q*r^2+8862*b^4*p*q* r*x-5412*b^4*p*q*x^2+550*b^4*p*r^3+8588*b^4*p*r^2*x-30710*b^4*p*r*x^2-15448*b^4 *p*x^3+548*b^4*q^2*r*x+4500*b^4*q^2*x^2+40*b^4*q*r^3+3258*b^4*q*r^2*x-5480*b^4* q*r*x^2-15448*b^4*q*x^3+218*b^4*r^4+1156*b^4*r^3*x-21788*b^4*r^2*x^2-18356*b^4* r*x^3-1280*b^3*c^5-1728*b^3*c^4*g-5184*b^3*c^4*p-896*b^3*c^4*q-1984*b^3*c^4*r+ 62656*b^3*c^4*x-768*b^3*c^3*g^2-5568*b^3*c^3*g*p-848*b^3*c^3*g*q-2368*b^3*c^3*g *r+60976*b^3*c^3*g*x-7376*b^3*c^3*p^2-3456*b^3*c^3*p*q-4312*b^3*c^3*p*r+165600* b^3*c^3*p*x-144*b^3*c^3*q^2-1952*b^3*c^3*q*r+47104*b^3*c^3*q*x+3064*b^3*c^3*r^2 +141096*b^3*c^3*r*x-158496*b^3*c^3*x^2-112*b^3*c^2*g^3-1864*b^3*c^2*g^2*p-200*b ^3*c^2*g^2*q-952*b^3*c^2*g^2*r+16504*b^3*c^2*g^2*x-6032*b^3*c^2*g*p^2-2512*b^3* c^2*g*p*q-4064*b^3*c^2*g*p*r+122984*b^3*c^2*g*p*x-72*b^3*c^2*g*q^2-1564*b^3*c^2 *g*q*r+30704*b^3*c^2*g*q*x+1968*b^3*c^2*g*r^2+109720*b^3*c^2*g*r*x-72288*b^3*c^ 2*g*x^2-4824*b^3*c^2*p^3-4240*b^3*c^2*p^2*q-3528*b^3*c^2*p^2*r+151696*b^3*c^2*p ^2*x-552*b^3*c^2*p*q^2-4004*b^3*c^2*p*q*r+112144*b^3*c^2*p*q*x+7416*b^3*c^2*p*r ^2+263552*b^3*c^2*p*r*x-286824*b^3*c^2*p*x^2-428*b^3*c^2*q^2*r+7072*b^3*c^2*q^2 *x+236*b^3*c^2*q*r^2+100612*b^3*c^2*q*r*x-91632*b^3*c^2*q*x^2+6120*b^3*c^2*r^3+ 94108*b^3*c^2*r^2*x-401340*b^3*c^2*r*x^2-124080*b^3*c^2*x^3-188*b^3*c*g^3*p-132 *b^3*c*g^3*r+840*b^3*c*g^3*x-1396*b^3*c*g^2*p^2-416*b^3*c*g^2*p*q-1188*b^3*c*g^ 2*p*r+23424*b^3*c*g^2*p*x-312*b^3*c*g^2*q*r+3968*b^3*c*g^2*q*x+208*b^3*c*g^2*r^ 2+22090*b^3*c*g^2*r*x+4080*b^3*c*g^2*x^2-2688*b^3*c*g*p^3-2152*b^3*c*g*p^2*q-\ 2340*b^3*c*g*p^2*r+76784*b^3*c*g*p^2*x-204*b^3*c*g*p*q^2-2338*b^3*c*g*p*q*r+ 51256*b^3*c*g*p*q*x+3384*b^3*c*g*p*r^2+141214*b^3*c*g*p*r*x-98496*b^3*c*g*p*x^2 -160*b^3*c*g*q^2*r+1664*b^3*c*g*q^2*x-186*b^3*c*g*q*r^2+45722*b^3*c*g*q*r*x-\ 9852*b^3*c*g*q*x^2+3036*b^3*c*g*r^3+57130*b^3*c*g*r^2*x-141632*b^3*c*g*r*x^2-\ 102696*b^3*c*g*x^3-1484*b^3*c*p^4-2064*b^3*c*p^3*q-1254*b^3*c*p^3*r+58632*b^3*c *p^3*x-580*b^3*c*p^2*q^2-2544*b^3*c*p^2*q*r+77000*b^3*c*p^2*q*x+5142*b^3*c*p^2* r^2+153368*b^3*c*p^2*r*x-164316*b^3*c*p^2*x^2-824*b^3*c*p*q^2*r+17784*b^3*c*p*q ^2*x+1104*b^3*c*p*q*r^2+139852*b^3*c*p*q*r*x-148872*b^3*c*p*q*x^2+8110*b^3*c*p* r^3+110570*b^3*c*p*r^2*x-461512*b^3*c*p*r*x^2-103744*b^3*c*p*x^3-584*b^3*c*q^3* x-244*b^3*c*q^2*r^2+18006*b^3*c*q^2*r*x+15444*b^3*c*q^2*x^2+1584*b^3*c*q*r^3+ 54898*b^3*c*q*r^2*x-192478*b^3*c*q*r*x^2-103744*b^3*c*q*x^3+3198*b^3*c*r^4+ 15834*b^3*c*r^3*x-307552*b^3*c*r^2*x^2-65400*b^3*c*r*x^3-76*b^3*g^3*p^2-96*b^3* g^3*p*r+702*b^3*g^3*p*x-4*b^3*g^3*q*x-20*b^3*g^3*r^2+540*b^3*g^3*r*x+1668*b^3*g ^3*x^2-326*b^3*g^2*p^3-200*b^3*g^2*p^2*q-371*b^3*g^2*p^2*r+7716*b^3*g^2*p^2*x-\ 268*b^3*g^2*p*q*r+3864*b^3*g^2*p*q*x+236*b^3*g^2*p*r^2+15653*b^3*g^2*p*r*x-648* b^3*g^2*p*x^2-176*b^3*g^2*q^2*x-68*b^3*g^2*q*r^2+2590*b^3*g^2*q*r*x+5844*b^3*g^ 2*q*x^2+281*b^3*g^2*r^3+7737*b^3*g^2*r^2*x+1358*b^3*g^2*r*x^2-17520*b^3*g^2*x^3 -424*b^3*g*p^4-548*b^3*g*p^3*q-437*b^3*g*p^3*r+15198*b^3*g*p^3*x-124*b^3*g*p^2* q^2-834*b^3*g*p^2*q*r+18432*b^3*g*p^2*q*x+1233*b^3*g*p^2*r^2+42332*b^3*g*p^2*r* x-30696*b^3*g*p^2*x^2-184*b^3*g*p*q^2*r+3030*b^3*g*p*q^2*x-24*b^3*g*p*q*r^2+ 34823*b^3*g*p*q*r*x-19230*b^3*g*p*q*x^2+2081*b^3*g*p*r^3+34574*b^3*g*p*r^2*x-\ 92439*b^3*g*p*r*x^2-44508*b^3*g*p*x^3-204*b^3*g*q^3*x-60*b^3*g*q^2*r^2+2352*b^3 *g*q^2*r*x+11466*b^3*g*q^2*x^2+262*b^3*g*q*r^3+15371*b^3*g*q*r^2*x-18594*b^3*g* q*r*x^2-44508*b^3*g*q*x^3+835*b^3*g*r^4+7440*b^3*g*r^3*x-72406*b^3*g*r^2*x^2-\ 53154*b^3*g*r*x^3-174*b^3*p^5-348*b^3*p^4*q-160*b^3*p^4*r+8176*b^3*p^4*x-174*b^ 3*p^3*q^2-503*b^3*p^3*q*r+16204*b^3*p^3*q*x+1100*b^3*p^3*r^2+28353*b^3*p^3*r*x-\ 30264*b^3*p^3*x^2-343*b^3*p^2*q^2*r+7880*b^3*p^2*q^2*x+579*b^3*p^2*q*r^2+44041* b^3*p^2*q*r*x-49614*b^3*p^2*q*x^2+2520*b^3*p^2*r^3+30195*b^3*p^2*r^2*x-127141*b ^3*p^2*r*x^2-21260*b^3*p^2*x^3-148*b^3*p*q^3*x-164*b^3*p*q^2*r^2+15814*b^3*p*q^ 2*r*x-8436*b^3*p*q^2*x^2+1275*b^3*p*q*r^3+35478*b^3*p*q*r^2*x-135107*b^3*p*q*r* x^2-42520*b^3*p*q*x^3+1970*b^3*p*r^4+8035*b^3*p*r^3*x-167787*b^3*p*r^2*x^2-\ 18784*b^3*p*r*x^3+126*b^3*q^3*r*x+10914*b^3*q^3*x^2+5*b^3*q^2*r^3+6564*b^3*q^2* r^2*x-7966*b^3*q^2*r*x^2-21260*b^3*q^2*x^3+541*b^3*q*r^4+7641*b^3*q*r^3*x-92042 *b^3*q*r^2*x^2-18784*b^3*q*r*x^3+536*b^3*r^5-1983*b^3*r^4*x-71650*b^3*r^3*x^2+ 27448*b^3*r^2*x^3-1792*b^2*c^6-3200*b^2*c^5*g-9024*b^2*c^5*p-1856*b^2*c^5*q-\ 2848*b^2*c^5*r+100064*b^2*c^5*x-2112*b^2*c^4*g^2-13312*b^2*c^4*g*p-2576*b^2*c^4 *g*q-4608*b^2*c^4*g*r+139712*b^2*c^4*g*x-16368*b^2*c^4*p^2-9088*b^2*c^4*p*q-\ 9464*b^2*c^4*p*r+342592*b^2*c^4*p*x-592*b^2*c^4*q^2-4128*b^2*c^4*q*r+110304*b^2 *c^4*q*x+6904*b^2*c^4*r^2+287456*b^2*c^4*r*x-354816*b^2*c^4*x^2-608*b^2*c^3*g^3 -7000*b^2*c^3*g^2*p-1184*b^2*c^3*g^2*q-2800*b^2*c^3*g^2*r+66160*b^2*c^3*g^2*x-\ 19480*b^2*c^3*g*p^2-10208*b^2*c^3*g*p*q-12100*b^2*c^3*g*p*r+386488*b^2*c^3*g*p* x-568*b^2*c^3*g*q^2-5132*b^2*c^3*g*q*r+116744*b^2*c^3*g*q*x+7380*b^2*c^3*g*r^2+ 333532*b^2*c^3*g*r*x-319200*b^2*c^3*g*x^2-14360*b^2*c^3*p^3-14776*b^2*c^3*p^2*q -11436*b^2*c^3*p^2*r+425712*b^2*c^3*p^2*x-2936*b^2*c^3*p*q^2-12656*b^2*c^3*p*q* r+353152*b^2*c^3*p*q*x+20208*b^2*c^3*p*r^2+729644*b^2*c^3*p*r*x-873096*b^2*c^3* p*x^2-56*b^2*c^3*q^3-1788*b^2*c^3*q^2*r+34800*b^2*c^3*q^2*x+2120*b^2*c^3*q*r^2+ 303228*b^2*c^3*q*r*x-354936*b^2*c^3*q*x^2+17284*b^2*c^3*r^3+270472*b^2*c^3*r^2* x-1157220*b^2*c^3*r*x^2-181152*b^2*c^3*x^3-64*b^2*c^2*g^4-1528*b^2*c^2*g^3*p-\ 180*b^2*c^2*g^3*q-768*b^2*c^2*g^3*r+11408*b^2*c^2*g^3*x-7844*b^2*c^2*g^2*p^2-\ 3616*b^2*c^2*g^2*p*q-5546*b^2*c^2*g^2*p*r+141196*b^2*c^2*g^2*p*x-136*b^2*c^2*g^ 2*q^2-2122*b^2*c^2*g^2*q*r+36808*b^2*c^2*g^2*q*x+2298*b^2*c^2*g^2*r^2+126698*b^ 2*c^2*g^2*r*x-63144*b^2*c^2*g^2*x^2-12976*b^2*c^2*g*p^3-12784*b^2*c^2*g*p^2*q-\ 11074*b^2*c^2*g*p^2*r+364808*b^2*c^2*g*p^2*x-2248*b^2*c^2*g*p*q^2-11956*b^2*c^2 *g*p*q*r+288896*b^2*c^2*g*p*q*x+16780*b^2*c^2*g*p*r^2+646114*b^2*c^2*g*p*r*x-\ 623964*b^2*c^2*g*p*x^2-28*b^2*c^2*g*q^3-1504*b^2*c^2*g*q^2*r+23240*b^2*c^2*g*q^ 2*x+828*b^2*c^2*g*q*r^2+249960*b^2*c^2*g*q*r*x-204108*b^2*c^2*g*q*x^2+14878*b^2 *c^2*g*r^3+256436*b^2*c^2*g*r^2*x-845412*b^2*c^2*g*r*x^2-257792*b^2*c^2*g*x^3-\ 6596*b^2*c^2*p^4-10576*b^2*c^2*p^3*q-6366*b^2*c^2*p^3*r+248180*b^2*c^2*p^3*x-\ 4284*b^2*c^2*p^2*q^2-12382*b^2*c^2*p^2*q*r+361612*b^2*c^2*p^2*q*x+20478*b^2*c^2 *p^2*r^2+638114*b^2*c^2*p^2*r*x-751320*b^2*c^2*p^2*x^2-304*b^2*c^2*p*q^3-5116*b ^2*c^2*p*q^2*r+114476*b^2*c^2*p*q^2*x+6964*b^2*c^2*p*q*r^2+636492*b^2*c^2*p*q*r *x-798960*b^2*c^2*p*q*x^2+33670*b^2*c^2*p*r^3+466496*b^2*c^2*p*r^2*x-1998258*b^ 2*c^2*p*r*x^2-210944*b^2*c^2*p*x^3-230*b^2*c^2*q^3*r+1044*b^2*c^2*q^3*x-832*b^2 *c^2*q^2*r^2+102572*b^2*c^2*q^2*r*x-47640*b^2*c^2*q^2*x^2+8770*b^2*c^2*q*r^3+ 255984*b^2*c^2*q*r^2*x-1023248*b^2*c^2*q*r*x^2-210944*b^2*c^2*q*x^3+13422*b^2*c ^2*r^4+76562*b^2*c^2*r^3*x-1293010*b^2*c^2*r^2*x^2+60700*b^2*c^2*r*x^3-114*b^2* c*g^4*p-82*b^2*c*g^4*r+374*b^2*c*g^4*x-1198*b^2*c*g^3*p^2-392*b^2*c*g^3*p*q-\ 1067*b^2*c*g^3*p*r+17516*b^2*c*g^3*p*x-294*b^2*c*g^3*q*r+2962*b^2*c*g^3*q*x+131 *b^2*c*g^3*r^2+16338*b^2*c*g^3*r*x+5868*b^2*c*g^3*x^2-3578*b^2*c*g^2*p^3-3198*b ^2*c*g^2*p^2*q-3451*b^2*c*g^2*p^2*r+91590*b^2*c*g^2*p^2*x-402*b^2*c*g^2*p*q^2-\ 3458*b^2*c*g^2*p*q*r+65392*b^2*c*g^2*p*q*x+3832*b^2*c*g^2*p*r^2+171522*b^2*c*g^ 2*p*r*x-101940*b^2*c*g^2*p*x^2-314*b^2*c*g^2*q^2*r+2642*b^2*c*g^2*q^2*x-260*b^2 *c*g^2*q*r^2+54935*b^2*c*g^2*q*r*x-6864*b^2*c*g^2*q*x^2+3705*b^2*c*g^2*r^3+ 76254*b^2*c*g^2*r^2*x-137169*b^2*c*g^2*r*x^2-108792*b^2*c*g^2*x^3-4022*b^2*c*g* p^4-6252*b^2*c*g*p^3*q-4143*b^2*c*g*p^3*r+143634*b^2*c*g*p^3*x-2354*b^2*c*g*p^2 *q^2-8114*b^2*c*g*p^2*q*r+202250*b^2*c*g*p^2*q*x+11703*b^2*c*g*p^2*r^2+382402*b ^2*c*g*p^2*r*x-372486*b^2*c*g*p^2*x^2-124*b^2*c*g*p*q^3-3086*b^2*c*g*p*q^2*r+ 57794*b^2*c*g*p*q^2*x+2528*b^2*c*g*p*q*r^2+365580*b^2*c*g*p*q*r*x-359088*b^2*c* g*p*q*x^2+19747*b^2*c*g*p*r^3+299079*b^2*c*g*p*r^2*x-1028966*b^2*c*g*p*r*x^2-\ 213880*b^2*c*g*p*x^3-94*b^2*c*g*q^3*r-822*b^2*c*g*q^3*x-732*b^2*c*g*q^2*r^2+ 49593*b^2*c*g*q^2*r*x+13398*b^2*c*g*q^2*x^2+4390*b^2*c*g*q*r^3+157575*b^2*c*g*q *r^2*x-452319*b^2*c*g*q*r*x^2-213880*b^2*c*g*q*x^3+7923*b^2*c*g*r^4+60311*b^2*c *g*r^3*x-718974*b^2*c*g*r^2*x^2-130058*b^2*c*g*r*x^3-1526*b^2*c*p^5-3454*b^2*c* p^4*q-1645*b^2*c*p^4*r+69008*b^2*c*p^4*x-2330*b^2*c*p^3*q^2-4793*b^2*c*p^3*q*r+ 149872*b^2*c*p^3*q*x+8680*b^2*c*p^3*r^2+234028*b^2*c*p^3*r*x-274434*b^2*c*p^3*x ^2-402*b^2*c*p^2*q^3-3785*b^2*c*p^2*q^2*r+92076*b^2*c*p^2*q^2*x+6345*b^2*c*p^2* q*r^2+394114*b^2*c*p^2*q*r*x-506490*b^2*c*p^2*q*x^2+20650*b^2*c*p^2*r^3+247971* b^2*c*p^2*r^2*x-1089150*b^2*c*p^2*r*x^2-77976*b^2*c*p^2*x^3-637*b^2*c*p*q^3*r+ 10568*b^2*c*p*q^3*x-580*b^2*c*p*q^2*r^2+170562*b^2*c*p*q^2*r*x-189678*b^2*c*p*q ^2*x^2+13253*b^2*c*p*q*r^3+312468*b^2*c*p*q*r^2*x-1325622*b^2*c*p*q*r*x^2-\ 155952*b^2*c*p*q*x^3+16310*b^2*c*p*r^4+69890*b^2*c*p*r^3*x-1375193*b^2*c*p*r^2* x^2+125692*b^2*c*p*r*x^3-644*b^2*c*q^4*x-235*b^2*c*q^3*r^2+10476*b^2*c*q^3*r*x+ 42378*b^2*c*q^3*x^2+875*b^2*c*q^2*r^3+73861*b^2*c*q^2*r^2*x-236472*b^2*c*q^2*r* x^2-77976*b^2*c*q^2*x^3+5569*b^2*c*q*r^4+68226*b^2*c*q*r^3*x-868099*b^2*c*q*r^2 *x^2+125692*b^2*c*q*r*x^3+4459*b^2*c*r^5-13061*b^2*c*r^4*x-562151*b^2*c*r^3*x^2 +353832*b^2*c*r^2*x^3-50*b^2*g^4*p^2-68*b^2*g^4*p*r+358*b^2*g^4*p*x-22*b^2*g^4* q*x-18*b^2*g^4*r^2+220*b^2*g^4*r*x+996*b^2*g^4*x^2-290*b^2*g^3*p^3-202*b^2*g^3* p^2*q-349*b^2*g^3*p^2*r+6108*b^2*g^3*p^2*x-283*b^2*g^3*p*q*r+3296*b^2*g^3*p*q*x +172*b^2*g^3*p*r^2+12665*b^2*g^3*p*r*x+414*b^2*g^3*p*x^2-220*b^2*g^3*q^2*x-81*b ^2*g^3*q*r^2+1889*b^2*g^3*q*r*x+5022*b^2*g^3*q*x^2+231*b^2*g^3*r^3+6841*b^2*g^3 *r^2*x+3498*b^2*g^3*r*x^2-12384*b^2*g^3*x^3-570*b^2*g^2*p^4-824*b^2*g^2*p^3*q-\ 657*b^2*g^2*p^3*r+18574*b^2*g^2*p^3*x-254*b^2*g^2*p^2*q^2-1265*b^2*g^2*p^2*q*r+ 24272*b^2*g^2*p^2*q*x+1449*b^2*g^2*p^2*r^2+52615*b^2*g^2*p^2*r*x-34290*b^2*g^2* p^2*x^2-382*b^2*g^2*p*q^2*r+5260*b^2*g^2*p*q^2*x-58*b^2*g^2*p*q*r^2+45464*b^2*g ^2*p*q*r*x-23406*b^2*g^2*p*q*x^2+2589*b^2*g^2*p*r^3+45958*b^2*g^2*p*r^2*x-\ 101060*b^2*g^2*p*r*x^2-46968*b^2*g^2*p*x^3-438*b^2*g^2*q^3*x-128*b^2*g^2*q^2*r^ 2+3193*b^2*g^2*q^2*r*x+10884*b^2*g^2*q^2*x^2+383*b^2*g^2*q*r^3+21977*b^2*g^2*q* r^2*x-21895*b^2*g^2*q*r*x^2-46968*b^2*g^2*q*x^3+1053*b^2*g^2*r^4+11917*b^2*g^2* r^3*x-85176*b^2*g^2*r^2*x^2-56396*b^2*g^2*r*x^3-470*b^2*g*p^5-1042*b^2*g*p^4*q-\ 533*b^2*g*p^4*r+20216*b^2*g*p^4*x-674*b^2*g*p^3*q^2-1617*b^2*g*p^3*q*r+42808*b^ 2*g*p^3*q*x+2568*b^2*g*p^3*r^2+71006*b^2*g*p^3*r*x-70200*b^2*g*p^3*x^2-102*b^2* g*p^2*q^3-1251*b^2*g*p^2*q^2*r+24744*b^2*g*p^2*q^2*x+1401*b^2*g*p^2*q*r^2+ 116439*b^2*g*p^2*q*r*x-122406*b^2*g*p^2*q*x^2+6202*b^2*g*p^2*r^3+80246*b^2*g*p^ 2*r^2*x-291468*b^2*g*p^2*r*x^2-43392*b^2*g*p^2*x^3-167*b^2*g*p*q^3*r+1928*b^2*g *p*q^3*x-480*b^2*g*p*q^2*r^2+46750*b^2*g*p*q^2*r*x-34212*b^2*g*p*q^2*x^2+3485*b ^2*g*p*q*r^3+99463*b^2*g*p*q*r^2*x-328286*b^2*g*p*q*r*x^2-86784*b^2*g*p*q*x^3+ 4918*b^2*g*p*r^4+28338*b^2*g*p*r^3*x-395141*b^2*g*p*r^2*x^2-34869*b^2*g*p*r*x^3 -224*b^2*g*q^4*x-65*b^2*g*q^3*r^2+1317*b^2*g*q^3*r*x+17994*b^2*g*q^3*x^2+97*b^2 *g*q^2*r^3+21735*b^2*g*q^2*r^2*x-36818*b^2*g*q^2*r*x^2-43392*b^2*g*q^2*x^3+1509 *b^2*g*q*r^4+25832*b^2*g*q*r^3*x-234367*b^2*g*q*r^2*x^2-34869*b^2*g*q*r*x^3+ 1347*b^2*g*r^5-1118*b^2*g*r^4*x-174726*b^2*g*r^3*x^2+64163*b^2*g*r^2*x^3-140*b^ 2*p^6-420*b^2*p^5*q-158*b^2*p^5*r+7388*b^2*p^5*x-420*b^2*p^4*q^2-631*b^2*p^4*q* r+21826*b^2*p^4*q*x+1310*b^2*p^4*r^2+30764*b^2*p^4*r*x-36348*b^2*p^4*x^2-140*b^ 2*p^3*q^3-788*b^2*p^3*q^2*r+21150*b^2*p^3*q^2*x+1676*b^2*p^3*q*r^2+75270*b^2*p^ 3*q*r*x-98136*b^2*p^3*q*x^2+4020*b^2*p^3*r^3+41428*b^2*p^3*r^2*x-190224*b^2*p^3 *r*x^2-8896*b^2*p^3*x^3-315*b^2*p^2*q^3*r+6374*b^2*p^2*q^3*x+156*b^2*p^2*q^2*r^ 2+58029*b^2*p^2*q^2*r*x-76320*b^2*p^2*q^2*x^2+4614*b^2*p^2*q*r^3+85643*b^2*p^2* q*r^2*x-385947*b^2*p^2*q*r*x^2-26688*b^2*p^2*q*x^3+4720*b^2*p^2*r^4+13580*b^2*p ^2*r^3*x-350777*b^2*p^2*r^2*x^2+45277*b^2*p^2*r*x^3-338*b^2*p*q^4*x-210*b^2*p*q ^3*r^2+13304*b^2*p*q^3*r*x-3624*b^2*p*q^3*x^2+996*b^2*p*q^2*r^3+50275*b^2*p*q^2 *r^2*x-201222*b^2*p*q^2*r*x^2-26688*b^2*p*q^2*x^3+3776*b^2*p*q*r^4+32780*b^2*p* q*r^3*x-488994*b^2*p*q*r^2*x^2+90554*b^2*p*q*r*x^3+2570*b^2*p*r^5-11008*b^2*p*r ^4*x-272724*b^2*p*r^3*x^2+180164*b^2*p*r^2*x^3-219*b^2*q^4*r*x+10908*b^2*q^4*x^ 2-35*b^2*q^3*r^3+6060*b^2*q^3*r^2*x-5499*b^2*q^3*r*x^2-8896*b^2*q^3*x^3+472*b^2 *q^2*r^4+13396*b^2*q^2*r^3*x-138217*b^2*q^2*r^2*x^2+45277*b^2*q^2*r*x^3+1049*b^ 2*q*r^5+581*b^2*q*r^4*x-207011*b^2*q*r^3*x^2+180164*b^2*q*r^2*x^3+542*b^2*r^6-\ 6536*b^2*r^5*x-75823*b^2*r^4*x^2+133893*b^2*r^3*x^3-1216*b*c^7-2720*b*c^6*g-\ 7520*b*c^6*p-1664*b*c^6*q-2096*b*c^6*r+77856*b*c^6*x-2400*b*c^5*g^2-14256*b*c^5 *g*p-3056*b*c^5*g*q-4272*b*c^5*g*r+143072*b*c^5*g*x-16784*b*c^5*p^2-10176*b*c^5 *p*q-10464*b*c^5*p*r+331616*b*c^5*p*x-784*b*c^5*q^2-3920*b*c^5*q*r+113888*b*c^5 *q*x+6320*b*c^5*r^2+275944*b*c^5*r*x-355104*b*c^5*x^2-1040*b*c^4*g^3-10376*b*c^ 4*g^2*p-2088*b*c^4*g^2*q-3464*b*c^4*g^2*r+98512*b*c^4*g^2*x-26624*b*c^4*g*p^2-\ 15616*b*c^4*g*p*q-17056*b*c^4*g*p*r+509976*b*c^4*g*p*x-1112*b*c^4*g*q^2-6588*b* c^4*g*q*r+168888*b*c^4*g*q*x+9568*b*c^4*g*r^2+432208*b*c^4*g*r*x-480384*b*c^4*g *x^2-18600*b*c^4*p^3-20864*b*c^4*p^2*q-16980*b*c^4*p^2*r+524664*b*c^4*p^2*x-\ 4968*b*c^4*p*q^2-17876*b*c^4*p*q*r+464528*b*c^4*p*q*x+21840*b*c^4*p*r^2+896028* b*c^4*p*r*x-1111824*b*c^4*p*x^2-144*b*c^4*q^3-2492*b*c^4*q^2*r+55592*b*c^4*q^2* x+2988*b*c^4*q*r^2+390308*b*c^4*q*r*x-504912*b*c^4*q*x^2+20220*b*c^4*r^3+347588 *b*c^4*r^2*x-1422660*b*c^4*r*x^2-104992*b*c^4*x^3-220*b*c^3*g^4-3580*b*c^3*g^3* p-628*b*c^3*g^3*q-1408*b*c^3*g^3*r+30480*b*c^3*g^3*x-15668*b*c^3*g^2*p^2-8624*b *c^3*g^2*p*q-10612*b*c^3*g^2*p*r+284768*b*c^3*g^2*p*x-524*b*c^3*g^2*q^2-4128*b* c^3*g^2*q*r+87688*b*c^3*g^2*q*x+5056*b*c^3*g^2*r^2+247586*b*c^3*g^2*r*x-207240* b*c^3*g^2*x^2-23768*b*c^3*g*p^3-26016*b*c^3*g*p^2*q-22192*b*c^3*g*p^2*r+649788* b*c^3*g*p^2*x-5812*b*c^3*g*p*q^2-23262*b*c^3*g*p*q*r+561112*b*c^3*g*p*q*x+26920 *b*c^3*g*p*r^2+1131306*b*c^3*g*p*r*x-1244256*b*c^3*g*p*x^2-140*b*c^3*g*q^3-3216 *b*c^3*g*q^2*r+60748*b*c^3*g*q^2*x+2754*b*c^3*g*q*r^2+475054*b*c^3*g*q*r*x-\ 517104*b*c^3*g*q*x^2+25344*b*c^3*g*r^3+454486*b*c^3*g*r^2*x-1617492*b*c^3*g*r*x ^2-236672*b*c^3*g*x^3-11408*b*c^3*p^4-19808*b*c^3*p^3*q-12864*b*c^3*p^3*r+ 411296*b*c^3*p^3*x-9432*b*c^3*p^2*q^2-24250*b*c^3*p^2*q*r+636288*b*c^3*p^2*q*x+ 29856*b*c^3*p^2*r^2+1052820*b*c^3*p^2*r*x-1281816*b*c^3*p^2*x^2-1040*b*c^3*p*q^ 3-10678*b*c^3*p*q^2*r+233024*b*c^3*p*q^2*x+10924*b*c^3*p*q*r^2+1105700*b*c^3*p* q*r*x-1474032*b*c^3*p*q*x^2+52672*b*c^3*p*r^3+793524*b*c^3*p*r^2*x-3295958*b*c^ 3*p*r*x^2-136128*b*c^3*p*x^3-8*b*c^3*q^4-636*b*c^3*q^3*r+8032*b*c^3*q^3*x-1246* b*c^3*q^2*r^2+198800*b*c^3*q^2*r*x-192216*b*c^3*q^2*x^2+15366*b*c^3*q*r^3+ 459300*b*c^3*q*r^2*x-1846918*b*c^3*q*r*x^2-136128*b*c^3*q*x^3+21360*b*c^3*r^4+ 152000*b*c^3*r^3*x-2105948*b*c^3*r^2*x^2+374464*b*c^3*r*x^3-18*b*c^2*g^5-576*b* c^2*g^4*p-70*b*c^2*g^4*q-291*b*c^2*g^4*r+3802*b*c^2*g^4*x-4156*b*c^2*g^3*p^2-\ 2000*b*c^2*g^3*p*q-3144*b*c^2*g^3*p*r+68470*b*c^2*g^3*p*x-82*b*c^2*g^3*q^2-1147 *b*c^2*g^3*q*r+17918*b*c^2*g^3*q*x+1012*b*c^2*g^3*r^2+61574*b*c^2*g^3*r*x-23304 *b*c^2*g^3*x^2-10642*b*c^2*g^2*p^3-11112*b*c^2*g^2*p^2*q-10369*b*c^2*g^2*p^2*r+ 276480*b*c^2*g^2*p^2*x-2172*b*c^2*g^2*p*q^2-10724*b*c^2*g^2*p*q*r+227320*b*c^2* g^2*p*q*x+11188*b*c^2*g^2*p*r^2+496904*b*c^2*g^2*p*r*x-436956*b*c^2*g^2*p*x^2-\ 34*b*c^2*g^2*q^3-1379*b*c^2*g^2*q^2*r+19620*b*c^2*g^2*q^2*x+388*b*c^2*g^2*q*r^2 +192378*b*c^2*g^2*q*r*x-143028*b*c^2*g^2*q*x^2+10915*b*c^2*g^2*r^3+212054*b*c^2 *g^2*r^2*x-576077*b*c^2*g^2*r*x^2-175080*b*c^2*g^2*x^3-11000*b*c^2*g*p^4-18780* b*c^2*g*p^3*q-12667*b*c^2*g*p^3*r+384532*b*c^2*g*p^3*x-8612*b*c^2*g*p^2*q^2-\ 23958*b*c^2*g*p^2*q*r+584540*b*c^2*g*p^2*q*x+27999*b*c^2*g*p^2*r^2+1003728*b*c^ 2*g*p^2*r*x-1099440*b*c^2*g*p^2*x^2-836*b*c^2*g*p*q^3-10280*b*c^2*g*p*q^2*r+ 204128*b*c^2*g*p*q^2*x+8424*b*c^2*g*p*q*r^2+1031918*b*c^2*g*p*q*r*x-1213176*b*c ^2*g*p*q*x^2+49999*b*c^2*g*p*r^3+783512*b*c^2*g*p*r^2*x-2892385*b*c^2*g*p*r*x^2 -271080*b*c^2*g*p*x^3-4*b*c^2*g*q^4-555*b*c^2*g*q^3*r+4120*b*c^2*g*q^3*x-1668*b *c^2*g*q^2*r^2+172184*b*c^2*g*q^2*r*x-113736*b*c^2*g*q^2*x^2+13602*b*c^2*g*q*r^ 3+444178*b*c^2*g*q*r^2*x-1529293*b*c^2*g*q*r*x^2-271080*b*c^2*g*q*x^3+20333*b*c ^2*g*r^4+164316*b*c^2*g*r^3*x-1926370*b*c^2*g*r^2*x^2+114120*b*c^2*g*r*x^3-3944 *b*c^2*p^5-9584*b*c^2*p^4*q-5026*b*c^2*p^4*r+171932*b*c^2*p^4*x-7416*b*c^2*p^3* q^2-14128*b*c^2*p^3*q*r+393848*b*c^2*p^3*q*x+19336*b*c^2*p^3*r^2+579214*b*c^2*p ^3*r*x-701196*b*c^2*p^3*x^2-1856*b*c^2*p^2*q^3-11712*b*c^2*p^2*q^2*r+270852*b*c ^2*p^2*q^2*x+15120*b*c^2*p^2*q*r^2+1022702*b*c^2*p^2*q*r*x-1374012*b*c^2*p^2*q* x^2+48724*b*c^2*p^2*r^3+625332*b*c^2*p^2*r^2*x-2689616*b*c^2*p^2*r*x^2-53000*b* c^2*p^2*x^3-80*b*c^2*p*q^4-2664*b*c^2*p*q^3*r+47888*b*c^2*p*q^3*x-1176*b*c^2*p* q^2*r^2+485242*b*c^2*p*q^2*r*x-644436*b*c^2*p*q^2*x^2+34288*b*c^2*p*q*r^3+ 820628*b*c^2*p*q*r^2*x-3491016*b*c^2*p*q*r*x^2-106000*b*c^2*p*q*x^3+39056*b*c^2 *p*r^4+200750*b*c^2*p*r^3*x-3326314*b*c^2*p*r^2*x^2+652044*b*c^2*p*r*x^3-54*b*c ^2*q^4*r-1048*b*c^2*q^4*x-808*b*c^2*q^3*r^2+41754*b*c^2*q^3*r*x+28380*b*c^2*q^3 *x^2+3120*b*c^2*q^2*r^3+215300*b*c^2*q^2*r^2*x-801400*b*c^2*q^2*r*x^2-53000*b*c ^2*q^2*x^3+14624*b*c^2*q*r^4+191774*b*c^2*q*r^3*x-2246846*b*c^2*q*r^2*x^2+ 652044*b*c^2*q*r*x^3+10750*b*c^2*r^5-17300*b*c^2*r^4*x-1339718*b*c^2*r^3*x^2+ 1003208*b*c^2*r^2*x^3-34*b*c*g^5*p-25*b*c*g^5*r+86*b*c*g^5*x-472*b*c*g^4*p^2-\ 160*b*c*g^4*p*q-443*b*c*g^4*p*r+6252*b*c*g^4*p*x-120*b*c*g^4*q*r+1006*b*c*g^4*q *x+29*b*c*g^4*r^2+5756*b*c*g^4*r*x+2904*b*c*g^4*x^2-1940*b*c*g^3*p^3-1836*b*c*g ^3*p^2*q-2059*b*c*g^3*p^2*r+45952*b*c*g^3*p^2*x-254*b*c*g^3*p*q^2-2037*b*c*g^3* p*q*r+34016*b*c*g^3*p*q*x+1702*b*c*g^3*p*r^2+87279*b*c*g^3*p*r*x-45588*b*c*g^3* p*x^2-197*b*c*g^3*q^2*r+1348*b*c*g^3*q^2*x-201*b*c*g^3*q*r^2+27534*b*c*g^3*q*r* x-1356*b*c*g^3*q*x^2+1821*b*c*g^3*r^3+41384*b*c*g^3*r^2*x-57594*b*c*g^3*r*x^2-\ 50040*b*c*g^3*x^3-3326*b*c*g^2*p^4-5492*b*c*g^2*p^3*q-3948*b*c*g^2*p^3*r+110724 *b*c*g^2*p^3*x-2326*b*c*g^2*p^2*q^2-7542*b*c*g^2*p^2*q*r+162644*b*c*g^2*p^2*q*x +8112*b*c*g^2*p^2*r^2+298907*b*c*g^2*p^2*r*x-270516*b*c*g^2*p^2*x^2-160*b*c*g^2 *p*q^3-3031*b*c*g^2*p*q^2*r+51374*b*c*g^2*p*q^2*x+1392*b*c*g^2*p*q*r^2+293996*b *c*g^2*p*q*r*x-271320*b*c*g^2*p*q*x^2+14764*b*c*g^2*p*r^3+247509*b*c*g^2*p*r^2* x-737971*b*c*g^2*p*r*x^2-144228*b*c*g^2*p*x^3-120*b*c*g^2*q^3*r-546*b*c*g^2*q^3 *x-705*b*c*g^2*q^2*r^2+40750*b*c*g^2*q^2*r*x-804*b*c*g^2*q^2*x^2+3442*b*c*g^2*q *r^3+134596*b*c*g^2*q*r^2*x-335267*b*c*g^2*q*r*x^2-144228*b*c*g^2*q*x^3+6030*b* c*g^2*r^4+59326*b*c*g^2*r^3*x-534717*b*c*g^2*r^2*x^2-85044*b*c*g^2*r*x^3-2544*b *c*g*p^5-6116*b*c*g*p^4*q-3286*b*c*g*p^4*r+107740*b*c*g*p^4*x-4636*b*c*g*p^3*q^ 2-9400*b*c*g*p^3*q*r+243760*b*c*g*p^3*q*x+12296*b*c*g*p^3*r^2+369901*b*c*g*p^3* r*x-407496*b*c*g*p^3*x^2-1100*b*c*g*p^2*q^3-7760*b*c*g*p^2*q^2*r+163142*b*c*g*p ^2*q^2*x+8496*b*c*g*p^2*q*r^2+644751*b*c*g*p^2*q*r*x-779592*b*c*g*p^2*q*x^2+ 31164*b*c*g*p^2*r^3+412848*b*c*g*p^2*r^2*x-1604184*b*c*g*p^2*r*x^2-97628*b*c*g* p^2*x^3-36*b*c*g*p*q^4-1670*b*c*g*p*q^3*r+25964*b*c*g*p*q^3*x-1612*b*c*g*p*q^2* r^2+296153*b*c*g*p*q^2*r*x-336696*b*c*g*p*q^2*x^2+20728*b*c*g*p*q*r^3+537176*b* c*g*p*q*r^2*x-2018974*b*c*g*p*q*r*x^2-195256*b*c*g*p*q*x^3+25016*b*c*g*p*r^4+ 146953*b*c*g*p*r^3*x-2061897*b*c*g*p*r^2*x^2+202920*b*c*g*p*r*x^3-24*b*c*g*q^4* r-1158*b*c*g*q^4*x-570*b*c*g*q^3*r^2+21303*b*c*g*q^3*r*x+35400*b*c*g*q^3*x^2+ 1512*b*c*g*q^2*r^3+136598*b*c*g*q^2*r^2*x-414790*b*c*g*q^2*r*x^2-97628*b*c*g*q^ 2*x^3+8948*b*c*g*q*r^4+136185*b*c*g*q*r^3*x-1358199*b*c*g*q*r^2*x^2+202920*b*c* g*q*r*x^3+6890*b*c*g*r^5-3734*b*c*g*r^4*x-866774*b*c*g*r^3*x^2+515676*b*c*g*r^2 *x^3-720*b*c*p^6-2296*b*c*p^5*q-989*b*c*p^5*r+36760*b*c*p^5*x-2568*b*c*p^4*q^2-\ 3733*b*c*p^4*q*r+113760*b*c*p^4*q*x+5855*b*c*p^4*r^2+151781*b*c*p^4*r*x-184776* b*c*p^4*x^2-1128*b*c*p^3*q^3-4733*b*c*p^3*q^2*r+120452*b*c*p^3*q^2*x+8028*b*c*p ^3*q*r^2+386786*b*c*p^3*q*r*x-523272*b*c*p^3*q*x^2+18910*b*c*p^3*r^3+206678*b*c *p^3*r^2*x-933719*b*c*p^3*r*x^2-3400*b*c*p^3*x^3-136*b*c*p^2*q^4-2223*b*c*p^2*q ^3*r+46396*b*c*p^2*q^3*x+1209*b*c*p^2*q^2*r^2+320640*b*c*p^2*q^2*r*x-461160*b*c *p^2*q^2*x^2+23522*b*c*p^2*q*r^3+439910*b*c*p^2*q*r^2*x-1987975*b*c*p^2*q*r*x^2 -10200*b*c*p^2*q*x^3+22510*b*c*p^2*r^4+76948*b*c*p^2*r^3*x-1678232*b*c*p^2*r^2* x^2+361458*b*c*p^2*r*x^3-234*b*c*p*q^4*r+2676*b*c*p*q^4*x-1062*b*c*p*q^3*r^2+ 88046*b*c*p*q^3*r*x-91608*b*c*p*q^3*x^2+6345*b*c*p*q^2*r^3+274570*b*c*p*q^2*r^2 *x-1174793*b*c*p*q^2*r*x^2-10200*b*c*p*q^2*x^3+19508*b*c*p*q*r^4+174502*b*c*p*q *r^3*x-2454016*b*c*p*q*r^2*x^2+722916*b*c*p*q*r*x^3+12335*b*c*p*r^5-42814*b*c*p *r^4*x-1277772*b*c*p*r^3*x^2+974468*b*c*p*r^2*x^3-268*b*c*q^5*x-98*b*c*q^4*r^2+ 2411*b*c*q^4*r*x+31056*b*c*q^4*x^2+33*b*c*q^3*r^3+41338*b*c*q^3*r^2*x-120537*b* c*q^3*r*x^2-3400*b*c*q^3*x^3+2971*b*c*q^2*r^4+74382*b*c*q^2*r^3*x-775784*b*c*q^ 2*r^2*x^2+361458*b*c*q^2*r*x^3+5451*b*c*q*r^5+7618*b*c*q*r^4*x-1009178*b*c*q*r^ 3*x^2+974468*b*c*q*r^2*x^3+2611*b*c*r^6-28105*b*c*r^5*x-348483*b*c*r^4*x^2+ 632286*b*c*r^3*x^3-16*b*g^5*p^2-23*b*g^5*p*r+94*b*g^5*p*x-12*b*g^5*q*x-7*b*g^5* r^2+43*b*g^5*r*x+300*b*g^5*x^2-118*b*g^4*p^3-88*b*g^4*p^2*q-150*b*g^4*p^2*r+ 2288*b*g^4*p^2*x-128*b*g^4*p*q*r+1284*b*g^4*p*q*x+54*b*g^4*p*r^2+4825*b*g^4*p*r *x+402*b*g^4*p*x^2-112*b*g^4*q^2*x-40*b*g^4*q*r^2+660*b*g^4*q*r*x+1998*b*g^4*q* x^2+86*b*g^4*r^3+2765*b*g^4*r^2*x+1952*b*g^4*r*x^2-4272*b*g^4*x^3-312*b*g^3*p^4 -480*b*g^3*p^3*q-393*b*g^3*p^3*r+9516*b*g^3*p^3*x-168*b*g^3*p^2*q^2-755*b*g^3*p ^2*q*r+13016*b*g^3*p^2*q*x+693*b*g^3*p^2*r^2+27312*b*g^3*p^2*r*x-16410*b*g^3*p^ 2*x^2-257*b*g^3*p*q^2*r+3196*b*g^3*p*q^2*x-70*b*g^3*p*q*r^2+24344*b*g^3*p*q*r*x -11820*b*g^3*p*q*x^2+1317*b*g^3*p*r^3+24985*b*g^3*p*r^2*x-47593*b*g^3*p*r*x^2-\ 21528*b*g^3*p*x^3-304*b*g^3*q^3*x-89*b*g^3*q^2*r^2+1745*b*g^3*q^2*r*x+4590*b*g^ 3*q^2*x^2+205*b*g^3*q*r^3+12453*b*g^3*q*r^2*x-10768*b*g^3*q*r*x^2-21528*b*g^3*q *x^3+543*b*g^3*r^4+7189*b*g^3*r^3*x-42408*b*g^3*r^2*x^2-25992*b*g^3*r*x^3-388*b *g^2*p^5-912*b*g^2*p^4*q-504*b*g^2*p^4*r+15716*b*g^2*p^4*x-660*b*g^2*p^3*q^2-\ 1500*b*g^2*p^3*q*r+34696*b*g^2*p^3*q*x+1864*b*g^2*p^3*r^2+55774*b*g^2*p^3*r*x-\ 51984*b*g^2*p^3*x^2-136*b*g^2*p^2*q^3-1220*b*g^2*p^2*q^2*r+21940*b*g^2*p^2*q^2* x+972*b*g^2*p^2*q*r^2+94666*b*g^2*p^2*q*r*x-94422*b*g^2*p^2*q*x^2+4736*b*g^2*p^ 2*r^3+65758*b*g^2*p^2*r^2*x-214097*b*g^2*p^2*r*x^2-28980*b*g^2*p^2*x^3-224*b*g^ 2*p*q^3*r+2656*b*g^2*p*q^3*x-460*b*g^2*p*q^2*r^2+40422*b*g^2*p*q^2*r*x-32892*b* g^2*p*q^2*x^2+2796*b*g^2*p*q*r^3+84106*b*g^2*p*q*r^2*x-250827*b*g^2*p*q*r*x^2-\ 57960*b*g^2*p*q*x^3+3804*b*g^2*p*r^4+27058*b*g^2*p*r^3*x-296368*b*g^2*p*r^2*x^2 -21225*b*g^2*p*r*x^3-304*b*g^2*q^4*x-88*b*g^2*q^3*r^2+1530*b*g^2*q^3*r*x+9546*b *g^2*q^3*x^2+100*b*g^2*q^2*r^3+19920*b*g^2*q^2*r^2*x-36730*b*g^2*q^2*r*x^2-\ 28980*b*g^2*q^2*x^3+1236*b*g^2*q*r^4+24136*b*g^2*q*r^3*x-184963*b*g^2*q*r^2*x^2 -21225*b*g^2*q*r*x^3+1048*b*g^2*r^5+1358*b*g^2*r^4*x-134598*b*g^2*r^3*x^2+47869 *b*g^2*r^2*x^3-232*b*g*p^6-736*b*g*p^5*q-317*b*g*p^5*r+11558*b*g*p^5*x-816*b*g* p^4*q^2-1241*b*g*p^4*q*r+35464*b*g*p^4*q*x+1895*b*g*p^4*r^2+48552*b*g*p^4*r*x-\ 54396*b*g*p^4*x^2-352*b*g*p^3*q^3-1601*b*g*p^3*q^2*r+36944*b*g*p^3*q^2*x+2396*b *g*p^3*q*r^2+122836*b*g*p^3*q*r*x-151668*b*g*p^3*q*x^2+6110*b*g*p^3*r^3+68073*b *g*p^3*r^2*x-282424*b*g*p^3*r*x^2-10628*b*g*p^3*x^3-40*b*g*p^2*q^4-747*b*g*p^2* q^3*r+13628*b*g*p^2*q^3*x+93*b*g*p^2*q^2*r^2+100258*b*g*p^2*q^2*r*x-128628*b*g* p^2*q^2*x^2+7274*b*g*p^2*q*r^3+144826*b*g*p^2*q*r^2*x-590249*b*g*p^2*q*r*x^2-\ 31884*b*g*p^2*q*x^3+7270*b*g*p^2*r^4+28487*b*g*p^2*r^3*x-526086*b*g*p^2*r^2*x^2 +69529*b*g*p^2*r*x^3-70*b*g*p*q^4*r+490*b*g*p*q^4*x-438*b*g*p*q^3*r^2+26216*b*g *p*q^3*r*x-19836*b*g*p*q^3*x^2+1725*b*g*p*q^2*r^3+89617*b*g*p*q^2*r^2*x-333226* b*g*p*q^2*r*x^2-31884*b*g*p*q^2*x^3+6076*b*g*p*q*r^4+63000*b*g*p*q*r^3*x-757910 *b*g*p*q*r^2*x^2+139058*b*g*p*q*r*x^3+3983*b*g*p*r^5-10827*b*g*p*r^4*x-416498*b *g*p*r^3*x^2+260406*b*g*p*r^2*x^3-100*b*g*q^5*x-30*b*g*q^4*r^2+242*b*g*q^4*r*x+ 11520*b*g*q^4*x^2-43*b*g*q^3*r^3+12864*b*g*q^3*r^2*x-25401*b*g*q^3*r*x^2-10628* b*g*q^3*x^3+847*b*g*q^2*r^4+26303*b*g*q^2*r^3*x-231824*b*g*q^2*r^2*x^2+69529*b* g*q^2*r*x^3+1703*b*g*q*r^5+5546*b*g*q*r^4*x-326411*b*g*q*r^3*x^2+260406*b*g*q*r ^2*x^3+843*b*g*r^6-8235*b*g*r^5*x-118440*b*g*r^4*x^2+190449*b*g*r^3*x^3-54*b*p^ 7-216*b*p^6*q-79*b*p^6*r+3164*b*p^6*x-324*b*p^5*q^2-370*b*p^5*q*r+12480*b*p^5*q *x+660*b*p^5*r^2+15311*b*p^5*r*x-18924*b*p^5*x^2-216*b*p^4*q^3-636*b*p^4*q^2*r+ 18280*b*p^4*q^2*x+1390*b*p^4*q*r^2+51736*b*p^4*q*r*x-70830*b*p^4*q*x^2+2595*b*p ^4*r^3+24519*b*p^4*r^2*x-117534*b*p^4*r*x^2+1096*b*p^4*x^3-54*b*p^3*q^4-478*b*p ^3*q^3*r+11600*b*p^3*q^3*x+696*b*p^3*q^2*r^2+63188*b*p^3*q^2*r*x-94080*b*p^3*q^ 2*x^2+4940*b*p^3*q*r^3+73364*b*p^3*q*r^2*x-354469*b*p^3*q*r*x^2+4384*b*p^3*q*x^ 3+4090*b*p^3*r^4+8246*b*p^3*r^3*x-272737*b*p^3*r^2*x^2+64526*b*p^3*r*x^3-133*b* p^2*q^4*r+2460*b*p^2*q^4*x-138*b*p^2*q^3*r^2+32258*b*p^2*q^3*r*x-46500*b*p^2*q^ 3*x^2+2664*b*p^2*q^2*r^3+75783*b*p^2*q^2*r^2*x-358203*b*p^2*q^2*r*x^2+6576*b*p^ 2*q^2*x^3+6020*b*p^2*q*r^4+34476*b*p^2*q*r^3*x-631959*b*p^2*q*r^2*x^2+193578*b* p^2*q*r*x^3+3351*b*p^2*r^5-16726*b*p^2*r^4*x-295375*b*p^2*r^3*x^2+234135*b*p^2* r^2*x^3-176*b*p*q^5*x-104*b*p*q^4*r^2+5341*b*p*q^4*r*x+540*b*p*q^4*x^2+294*b*p* q^3*r^3+29550*b*p*q^3*r^2*x-123135*b*p*q^3*r*x^2+4384*b*p*q^3*x^3+2316*b*p*q^2* r^4+35122*b*p*q^2*r^3*x-445707*b*p*q^2*r^2*x^2+193578*b*p*q^2*r*x^3+3334*b*p*q* r^5-6596*b*p*q*r^4*x-484187*b*p*q*r^3*x^2+468270*b*p*q*r^2*x^3+1416*b*p*r^6-\ 17685*b*p*r^5*x-148055*b*p*r^4*x^2+285490*b*p*r^3*x^3-154*b*q^5*r*x+4866*b*q^5* x^2-25*b*q^4*r^3+2612*b*q^4*r^2*x-1867*b*q^4*r*x^2+1096*b*q^4*x^3+170*b*q^3*r^4 +8892*b*q^3*r^3*x-86485*b*q^3*r^2*x^2+64526*b*q^3*r*x^3+660*b*q^2*r^5+4247*b*q^ 2*r^4*x-188812*b*q^2*r^3*x^2+234135*b*q^2*r^2*x^3+710*b*q*r^6-6964*b*q*r^5*x-\ 135867*b*q*r^4*x^2+285490*b*q*r^3*x^3+245*b*r^7-5085*b*r^6*x-26807*b*r^5*x^2+ 110277*b*r^4*x^3-320*c^8-864*c^7*g-2400*c^7*p-544*c^7*q-624*c^7*r+23360*c^7*x-\ 960*c^6*g^2-5600*c^6*g*p-1248*c^6*g*q-1536*c^6*g*r+53568*c^6*g*x-6448*c^6*p^2-\ 4096*c^6*p*q-4536*c^6*p*r+120704*c^6*p*x-336*c^6*q^2-1400*c^6*q*r+42752*c^6*q*x +1912*c^6*r^2+99664*c^6*r*x-130176*c^6*x^2-560*c^5*g^3-5264*c^5*g^2*p-1136*c^5* g^2*q-1560*c^5*g^2*r+48864*c^5*g^2*x-12904*c^5*g*p^2-8032*c^5*g*p*q-9092*c^5*g* p*r+237328*c^5*g*p*x-632*c^5*g*q^2-2964*c^5*g*q*r+82192*c^5*g*q*x+3812*c^5*g*r^ 2+198600*c^5*g*r*x-236352*c^5*g*x^2-8712*c^5*p^3-10280*c^5*p^2*q-9212*c^5*p^2*r +234016*c^5*p^2*x-2680*c^5*p*q^2-9352*c^5*p*q*r+215264*c^5*p*q*x+7712*c^5*p*r^2 +400640*c^5*p*r*x-499200*c^5*p*x^2-88*c^5*q^3-1148*c^5*q^2*r+28384*c^5*q^2*x+ 928*c^5*q*r^2+178208*c^5*q*r*x-240000*c^5*q*x^2+8212*c^5*r^3+163984*c^5*r^2*x-\ 621288*c^5*r*x^2-15552*c^5*x^3-180*c^4*g^4-2528*c^4*g^3*p-512*c^4*g^3*q-840*c^4 *g^3*r+22208*c^4*g^3*x-10148*c^4*g^2*p^2-6096*c^4*g^2*p*q-7242*c^4*g^2*p*r+ 181336*c^4*g^2*p*x-444*c^4*g^2*q^2-2490*c^4*g^2*q*r+60280*c^4*g^2*q*x+2906*c^4* g^2*r^2+154508*c^4*g^2*r*x-157056*c^4*g^2*x^2-14576*c^4*g*p^3-16944*c^4*g*p^2*q -15444*c^4*g*p^2*r+384488*c^4*g*p^2*x-4256*c^4*g*p*q^2-15616*c^4*g*p*q*r+348512 *c^4*g*p*q*x+12840*c^4*g*p*r^2+665800*c^4*g*p*r*x-771264*c^4*g*p*x^2-128*c^4*g* q^3-1996*c^4*g*q^2*r+43304*c^4*g*q^2*x+1328*c^4*g*q*r^2+290456*c^4*g*q*r*x-\ 354240*c^4*g*q*x^2+13708*c^4*g*r^3+276596*c^4*g*r^2*x-971748*c^4*g*r*x^2-63968* c^4*g*x^3-6720*c^4*p^4-12248*c^4*p^3*q-8730*c^4*p^3*r+231968*c^4*p^3*x-6360*c^4 *p^2*q^2-16302*c^4*p^2*q*r+372432*c^4*p^2*q*x+14130*c^4*p^2*r^2+596140*c^4*p^2* r*x-725712*c^4*p^2*x^2-840*c^4*p*q^3-7326*c^4*p*q^2*r+147792*c^4*p*q^2*x+4140*c ^4*p*q*r^2+645512*c^4*p*q*r*x-871872*c^4*p*q*x^2+27570*c^4*p*r^3+468132*c^4*p*r ^2*x-1822960*c^4*p*r*x^2-7136*c^4*p*x^3-8*c^4*q^4-426*c^4*q^3*r+7328*c^4*q^3*x-\ 966*c^4*q^2*r^2+122668*c^4*q^2*r*x-146160*c^4*q^2*x^2+8194*c^4*q*r^3+280028*c^4 *q*r^2*x-1068440*c^4*q*r*x^2-7136*c^4*q*x^3+11430*c^4*r^4+103960*c^4*r^3*x-\ 1164312*c^4*r^2*x^2+287136*c^4*r*x^3-30*c^3*g^5-646*c^3*g^4*p-114*c^3*g^4*q-255 *c^3*g^4*r+5076*c^3*g^4*x-3942*c^3*g^3*p^2-2216*c^3*g^3*p*q-2919*c^3*g^3*p*r+ 66972*c^3*g^3*p*x-138*c^3*g^3*q^2-1039*c^3*g^3*q*r+20556*c^3*g^3*q*x+1023*c^3*g ^3*r^2+58466*c^3*g^3*r*x-43488*c^3*g^3*x^2-9234*c^3*g^2*p^3-10458*c^3*g^2*p^2*q -9855*c^3*g^2*p^2*r+236808*c^3*g^2*p^2*x-2454*c^3*g^2*p*q^2-9926*c^3*g^2*p*q*r+ 209032*c^3*g^2*p*q*x+7992*c^3*g^2*p*r^2+417656*c^3*g^2*p*r*x-428016*c^3*g^2*p*x ^2-62*c^3*g^2*q^3-1295*c^3*g^2*q^2*r+23208*c^3*g^2*q^2*x+532*c^3*g^2*q*r^2+ 175088*c^3*g^2*q*r*x-178704*c^3*g^2*q*x^2+8613*c^3*g^2*r^3+178492*c^3*g^2*r^2*x -546810*c^3*g^2*r*x^2-76848*c^3*g^2*x^3-9020*c^3*g*p^4-16276*c^3*g*p^3*q-11795* c^3*g*p^3*r+305724*c^3*g*p^3*x-8268*c^3*g*p^2*q^2-21893*c^3*g*p^2*q*r+486028*c^ 3*g*p^2*q*x+18735*c^3*g*p^2*r^2+794182*c^3*g*p^2*r*x-908136*c^3*g*p^2*x^2-1020* c^3*g*p*q^3-9721*c^3*g*p*q^2*r+187852*c^3*g*p*q^2*x+5042*c^3*g*p*q*r^2+850044*c ^3*g*p*q*r*x-1068480*c^3*g*p*q*x^2+36775*c^3*g*p*r^3+634058*c^3*g*p*r^2*x-\ 2315644*c^3*g*p*r*x^2-78448*c^3*g*p*x^3-8*c^3*g*q^4-567*c^3*g*q^3*r+7548*c^3*g* q^3*x-1453*c^3*g*q^2*r^2+155486*c^3*g*q^2*r*x-160344*c^3*g*q^2*x^2+10659*c^3*g* q*r^3+374270*c^3*g*q*r^2*x-1321736*c^3*g*q*r*x^2-78448*c^3*g*q*x^3+15265*c^3*g* r^4+145600*c^3*g*r^3*x-1513128*c^3*g*r^2*x^2+273048*c^3*g*r*x^3-3096*c^3*p^5-\ 7864*c^3*p^4*q-4494*c^3*p^4*r+130036*c^3*p^4*x-6568*c^3*p^3*q^2-12592*c^3*p^3*q *r+308152*c^3*p^3*q*x+12984*c^3*p^3*r^2+439312*c^3*p^3*r*x-531096*c^3*p^3*x^2-\ 1928*c^3*p^2*q^3-10764*c^3*p^2*q^2*r+226152*c^3*p^2*q^2*x+9408*c^3*p^2*q*r^2+ 799464*c^3*p^2*q*r*x-1077720*c^3*p^2*q*x^2+34956*c^3*p^2*r^3+488982*c^3*p^2*r^2 *x-1993790*c^3*p^2*r*x^2+20528*c^3*p^2*x^3-128*c^3*p*q^4-2736*c^3*p*q^3*r+47992 *c^3*p*q^3*x-1824*c^3*p*q^2*r^2+399936*c^3*p*q^2*r*x-562152*c^3*p*q^2*x^2+25136 *c^3*p*q*r^3+659908*c^3*p*q*r^2*x-2679852*c^3*p*q*r*x^2+41056*c^3*p*q*x^3+28464 *c^3*p*r^4+180172*c^3*p*r^3*x-2451584*c^3*p*r^2*x^2+612632*c^3*p*r*x^3-70*c^3*q ^4*r-44*c^3*q^4*x-808*c^3*q^3*r^2+39784*c^3*q^3*r*x-15528*c^3*q^3*x^2+2372*c^3* q^2*r^3+183646*c^3*q^2*r^2*x-686062*c^3*q^2*r*x^2+20528*c^3*q^2*x^3+11000*c^3*q *r^4+168596*c^3*q*r^3*x-1719208*c^3*q*r^2*x^2+612632*c^3*q*r*x^3+7890*c^3*r^5+ 466*c^3*r^4*x-990726*c^3*r^3*x^2+785200*c^3*r^2*x^3-2*c^2*g^6-82*c^2*g^5*p-10*c ^2*g^5*q-42*c^2*g^5*r+492*c^2*g^5*x-776*c^2*g^4*p^2-380*c^2*g^4*p*q-628*c^2*g^4 *p*r+11954*c^2*g^4*p*x-16*c^2*g^4*q^2-216*c^2*g^4*q*r+3074*c^2*g^4*q*x+148*c^2* g^4*r^2+10752*c^2*g^4*r*x-3048*c^2*g^4*x^2-2730*c^2*g^3*p^3-2946*c^2*g^3*p^2*q-\ 2974*c^2*g^3*p^2*r+66762*c^2*g^3*p^2*x-602*c^2*g^3*p*q^2-2974*c^2*g^3*p*q*r+ 56032*c^2*g^3*p*q*x+2242*c^2*g^3*p*r^2+121430*c^2*g^3*p*r*x-98832*c^2*g^3*p*x^2 -10*c^2*g^3*q^3-372*c^2*g^3*q^2*r+4842*c^2*g^3*q^2*x-28*c^2*g^3*q*r^2+46706*c^2 *g^3*q*r*x-31824*c^2*g^3*q*x^2+2486*c^2*g^3*r^3+54713*c^2*g^3*r^2*x-127251*c^2* g^3*r*x^2-38952*c^2*g^3*x^3-4310*c^2*g^2*p^4-7640*c^2*g^2*p^3*q-5663*c^2*g^2*p^ 3*r+142210*c^2*g^2*p^3*x-3728*c^2*g^2*p^2*q^2-10521*c^2*g^2*p^2*q*r+222066*c^2* g^2*p^2*q*x+8871*c^2*g^2*p^2*r^2+376190*c^2*g^2*p^2*r*x-387696*c^2*g^2*p^2*x^2-\ 400*c^2*g^2*p*q^3-4561*c^2*g^2*p*q^2*r+81738*c^2*g^2*p*q^2*x+1878*c^2*g^2*p*q*r ^2+393828*c^2*g^2*p*q*r*x-437856*c^2*g^2*p*q*x^2+17491*c^2*g^2*p*r^3+309156*c^2 *g^2*p*r^2*x-1011132*c^2*g^2*p*r*x^2-86744*c^2*g^2*p*x^3-2*c^2*g^2*q^4-251*c^2* g^2*q^3*r+1882*c^2*g^2*q^3*x-833*c^2*g^2*q^2*r^2+66478*c^2*g^2*q^2*r*x-50160*c^ 2*g^2*q^2*x^2+4759*c^2*g^2*q*r^3+178438*c^2*g^2*q*r^2*x-544542*c^2*g^2*q*r*x^2-\ 86744*c^2*g^2*q*x^3+7267*c^2*g^2*r^4+75176*c^2*g^2*r^3*x-689952*c^2*g^2*r^2*x^2 +45544*c^2*g^2*r*x^3-3120*c^2*g*p^5-7876*c^2*g*p^4*q-4567*c^2*g*p^4*r+128770*c^ 2*g*p^4*x-6500*c^2*g*p^3*q^2-12778*c^2*g*p^3*q*r+303124*c^2*g*p^3*q*x+12932*c^2 *g*p^3*r^2+439490*c^2*g*p^3*r*x-502680*c^2*g*p^3*x^2-1852*c^2*g*p^2*q^3-10842*c ^2*g*p^2*q^2*r+219300*c^2*g*p^2*q^2*x+8922*c^2*g*p^2*q*r^2+794174*c^2*g*p^2*q*r *x-1008024*c^2*g*p^2*q*x^2+34998*c^2*g*p^2*r^3+497439*c^2*g*p^2*r^2*x-1917397*c ^2*g*p^2*r*x^2-25928*c^2*g*p^2*x^3-108*c^2*g*p*q^4-2694*c^2*g*p*q^3*r+44308*c^2 *g*p*q^3*x-2184*c^2*g*p*q^2*r^2+390714*c^2*g*p*q^2*r*x-508008*c^2*g*p*q^2*x^2+ 24674*c^2*g*p*q*r^3+666818*c^2*g*p*q*r^2*x-2541438*c^2*g*p*q*r*x^2-51856*c^2*g* p*q*x^3+28532*c^2*g*p*r^4+191488*c^2*g*p*r^3*x-2407760*c^2*g*p*r^2*x^2+468812*c ^2*g*p*r*x^3-63*c^2*g*q^4*r-638*c^2*g*q^4*x-842*c^2*g*q^3*r^2+36030*c^2*g*q^3*r *x-2664*c^2*g*q^3*x^2+2158*c^2*g*q^2*r^3+182407*c^2*g*q^2*r^2*x-624041*c^2*g*q^ 2*r*x^2-25928*c^2*g*q^2*x^3+10850*c^2*g*q*r^4+175768*c^2*g*q*r^3*x-1669936*c^2* g*q*r^2*x^2+468812*c^2*g*q*r*x^3+7913*c^2*g*r^5+4769*c^2*g*r^4*x-995025*c^2*g*r ^3*x^2+702088*c^2*g*r^2*x^3-844*c^2*p^6-2800*c^2*p^5*q-1312*c^2*p^5*r+41792*c^2 *p^5*x-3344*c^2*p^4*q^2-4940*c^2*p^4*q*r+133300*c^2*p^4*q*x+6100*c^2*p^4*r^2+ 172750*c^2*p^4*r*x-210036*c^2*p^4*x^2-1672*c^2*p^3*q^3-6424*c^2*p^3*q^2*r+ 148820*c^2*p^3*q^2*x+8240*c^2*p^3*q*r^2+452416*c^2*p^3*q*r*x-612120*c^2*p^3*q*x ^2+20640*c^2*p^3*r^3+240616*c^2*p^3*r^2*x-1039482*c^2*p^3*r*x^2+22056*c^2*p^3*x ^3-292*c^2*p^2*q^4-3280*c^2*p^2*q^3*r+64580*c^2*p^2*q^3*x+792*c^2*p^2*q^2*r^2+ 392208*c^2*p^2*q^2*r*x-576144*c^2*p^2*q^2*x^2+26360*c^2*p^2*q*r^3+524010*c^2*p^ 2*q*r^2*x-2275380*c^2*p^2*q*r*x^2+66168*c^2*p^2*q*x^3+24860*c^2*p^2*r^4+103268* c^2*p^2*r^3*x-1850970*c^2*p^2*r^2*x^2+479300*c^2*p^2*r*x^3-8*c^2*p*q^5-488*c^2* p*q^4*r+6940*c^2*p*q^4*x-1544*c^2*p*q^3*r^2+118168*c^2*p*q^3*r*x-156072*c^2*p*q ^3*x^2+7480*c^2*p*q^2*r^3+340488*c^2*p*q^2*r^2*x-1432314*c^2*p*q^2*r*x^2+66168* c^2*p*q^2*x^3+22240*c^2*p*q*r^4+223972*c^2*p*q*r^3*x-2784024*c^2*p*q*r^2*x^2+ 958600*c^2*p*q*r*x^3+13696*c^2*p*r^5-33272*c^2*p*r^4*x-1405902*c^2*p*r^3*x^2+ 1122504*c^2*p*r^2*x^3-4*c^2*q^5*r-328*c^2*q^5*x-196*c^2*q^4*r^2+5626*c^2*q^4*r* x+17988*c^2*q^4*x^2+64*c^2*q^3*r^3+57094*c^2*q^3*r^2*x-196416*c^2*q^3*r*x^2+ 22056*c^2*q^3*x^3+3608*c^2*q^2*r^4+97100*c^2*q^2*r^3*x-933054*c^2*q^2*r^2*x^2+ 479300*c^2*q^2*r*x^3+6260*c^2*q*r^5+19078*c^2*q*r^4*x-1139172*c^2*q*r^3*x^2+ 1122504*c^2*q*r^2*x^3+2908*c^2*r^6-26882*c^2*r^5*x-384378*c^2*r^4*x^2+683132*c^ 2*r^3*x^3-4*c*g^6*p-3*c*g^6*r+8*c*g^6*x-70*c*g^5*p^2-24*c*g^5*p*q-69*c*g^5*p*r+ 860*c*g^5*p*x-18*c*g^5*q*r+128*c*g^5*q*x+c*g^5*r^2+781*c*g^5*r*x+492*c*g^5*x^2-\ 370*c*g^4*p^3-362*c*g^4*p^2*q-426*c*g^4*p^2*r+8270*c*g^4*p^2*x-52*c*g^4*p*q^2-\ 415*c*g^4*p*q*r+6244*c*g^4*p*q*x+258*c*g^4*p*r^2+15888*c*g^4*p*r*x-7452*c*g^4*p *x^2-40*c*g^4*q^2*r+218*c*g^4*q^2*x-53*c*g^4*q*r^2+4928*c*g^4*q*r*x+84*c*g^4*q* x^2+314*c*g^4*r^3+7897*c*g^4*r^2*x-8865*c*g^4*r*x^2-8440*c*g^4*x^3-860*c*g^3*p^ 4-1474*c*g^3*p^3*q-1136*c*g^3*p^3*r+27158*c*g^3*p^3*x-664*c*g^3*p^2*q^2-2135*c* g^3*p^2*q*r+40996*c*g^3*p^2*q*x+1752*c*g^3*p^2*r^2+74185*c*g^3*p^2*r*x-63228*c* g^3*p^2*x^2-50*c*g^3*p*q^3-878*c*g^3*p*q^2*r+13672*c*g^3*p*q^2*x+152*c*g^3*p*q* r^2+74302*c*g^3*p*q*r*x-65040*c*g^3*p*q*x^2+3472*c*g^3*p*r^3+64156*c*g^3*p*r^2* x-170859*c*g^3*p*r*x^2-31892*c*g^3*p*x^3-37*c*g^3*q^3*r-166*c*g^3*q^3*x-214*c*g ^3*q^2*r^2+10369*c*g^3*q^2*r*x-1812*c*g^3*q^2*x^2+813*c*g^3*q*r^3+35555*c*g^3*q *r^2*x-79176*c*g^3*q*r*x^2-31892*c*g^3*q*x^3+1444*c*g^3*r^4+17129*c*g^3*r^3*x-\ 127431*c*g^3*r^2*x^2-18386*c*g^3*r*x^3-996*c*g^2*p^5-2486*c*g^2*p^4*q-1451*c*g^ 2*p^4*r+40144*c*g^2*p^4*x-2006*c*g^2*p^3*q^2-4116*c*g^2*p^3*q*r+93340*c*g^2*p^3 *q*x+4156*c*g^2*p^3*r^2+139381*c*g^2*p^3*r*x-145656*c*g^2*p^3*x^2-538*c*g^2*p^2 *q^3-3469*c*g^2*p^2*q^2*r+65736*c*g^2*p^2*q^2*x+2568*c*g^2*p^2*q*r^2+248585*c*g ^2*p^2*q*r*x-285528*c*g^2*p^2*q*x^2+11214*c*g^2*p^2*r^3+162075*c*g^2*p^2*r^2*x-\ 570221*c*g^2*p^2*r*x^2-30480*c*g^2*p^2*x^3-22*c*g^2*p*q^4-818*c*g^2*p*q^3*r+ 12028*c*g^2*p*q^3*x-920*c*g^2*p*q^2*r^2+118323*c*g^2*p*q^2*r*x-134088*c*g^2*p*q ^2*x^2+7540*c*g^2*p*q*r^3+215214*c*g^2*p*q*r^2*x-734052*c*g^2*p*q*r*x^2-60960*c *g^2*p*q*x^3+9136*c*g^2*p*r^4+66583*c*g^2*p*r^3*x-744541*c*g^2*p*r^2*x^2+75700* c*g^2*p*r*x^3-14*c*g^2*q^4*r-512*c*g^2*q^4*x-280*c*g^2*q^3*r^2+9119*c*g^2*q^3*r *x+5784*c*g^2*q^3*x^2+543*c*g^2*q^2*r^3+56999*c*g^2*q^2*r^2*x-163831*c*g^2*q^2* r*x^2-30480*c*g^2*q^2*x^3+3342*c*g^2*q*r^4+59969*c*g^2*q*r^3*x-504779*c*g^2*q*r ^2*x^2+75700*c*g^2*q*r*x^3+2533*c*g^2*r^5+3745*c*g^2*r^4*x-320676*c*g^2*r^3*x^2 +181356*c*g^2*r^2*x^3-566*c*g*p^6-1872*c*g*p^5*q-885*c*g*p^5*r+27600*c*g*p^5*x-\ 2224*c*g*p^4*q^2-3349*c*g*p^4*q*r+87650*c*g*p^4*q*x+4065*c*g*p^4*r^2+115134*c*g *p^4*r*x-133350*c*g*p^4*x^2-1100*c*g*p^3*q^3-4357*c*g*p^3*q^2*r+97062*c*g*p^3*q ^2*x+5324*c*g*p^3*q*r^2+300346*c*g*p^3*q*r*x-385716*c*g*p^3*q*x^2+13790*c*g*p^3 *r^3+162834*c*g*p^3*r^2*x-670578*c*g*p^3*r*x^2+924*c*g*p^3*x^3-186*c*g*p^2*q^4-\ 2209*c*g*p^2*q^3*r+41286*c*g*p^2*q^3*x+273*c*g*p^2*q^2*r^2+258314*c*g*p^2*q^2*r *x-357048*c*g*p^2*q^2*x^2+17346*c*g*p^2*q*r^3+353813*c*g*p^2*q*r^2*x-1455729*c* g*p^2*q*r*x^2+2772*c*g*p^2*q*x^3+16620*c*g*p^2*r^4+73698*c*g*p^2*r^3*x-1217477* c*g*p^2*r^2*x^2+257560*c*g*p^2*r*x^3-4*c*g*p*q^5-318*c*g*p*q^4*r+3986*c*g*p*q^4 *x-1118*c*g*p*q^3*r^2+76126*c*g*p*q^3*r*x-90348*c*g*p*q^3*x^2+4721*c*g*p*q^2*r^ 3+228500*c*g*p*q^2*r^2*x-899724*c*g*p*q^2*r*x^2+2772*c*g*p*q^2*x^3+14684*c*g*p* q*r^4+157188*c*g*p*q*r^3*x-1819356*c*g*p*q*r^2*x^2+515120*c*g*p*q*r*x^3+9159*c* g*p*r^5-18570*c*g*p*r^4*x-944123*c*g*p*r^3*x^2+679872*c*g*p*r^2*x^3-2*c*g*q^5*r -288*c*g*q^5*x-132*c*g*q^4*r^2+3024*c*g*q^4*r*x+14334*c*g*q^4*x^2-9*c*g*q^3*r^3 +37521*c*g*q^3*r^2*x-114573*c*g*q^3*r*x^2+924*c*g*q^3*x^3+2315*c*g*q^2*r^4+ 67248*c*g*q^2*r^3*x-601879*c*g*q^2*r^2*x^2+257560*c*g*q^2*r*x^3+4139*c*g*q*r^5+ 16071*c*g*q*r^4*x-762070*c*g*q*r^3*x^2+679872*c*g*q*r^2*x^3+1945*c*g*r^6-16968* c*g*r^5*x-263874*c*g*r^4*x^2+438088*c*g*r^3*x^3-126*c*p^7-522*c*p^6*q-210*c*p^6 *r+7196*c*p^6*x-828*c*p^5*q^2-981*c*p^5*q*r+29148*c*p^5*q*x+1386*c*p^5*r^2+ 34823*c*p^5*r*x-42978*c*p^5*x^2-612*c*p^4*q^3-1716*c*p^4*q^2*r+44592*c*p^4*q^2* x+2925*c*p^4*q*r^2+120511*c*p^4*q*r*x-164766*c*p^4*q*x^2+5670*c*p^4*r^3+56814*c *p^4*r^2*x-261467*c*p^4*r*x^2+7952*c*p^4*x^3-198*c*p^3*q^4-1362*c*p^3*q^3*r+ 30808*c*p^3*q^3*x+1416*c*p^3*q^2*r^2+152714*c*p^3*q^2*r*x-229284*c*p^3*q^2*x^2+ 11070*c*p^3*q*r^3+173110*c*p^3*q*r^2*x-806338*c*p^3*q*r*x^2+31808*c*p^3*q*x^3+ 9030*c*p^3*r^4+22946*c*p^3*r^3*x-599664*c*p^3*r^2*x^2+163394*c*p^3*r*x^3-18*c*p ^2*q^5-450*c*p^2*q^4*r+8412*c*p^2*q^4*x-414*c*p^2*q^3*r^2+83306*c*p^2*q^3*r*x-\ 129036*c*p^2*q^3*x^2+6264*c*p^2*q^2*r^3+184020*c*p^2*q^2*r^2*x-850212*c*p^2*q^2 *r*x^2+47712*c*p^2*q^2*x^3+13680*c*p^2*q*r^4+87744*c*p^2*q*r^3*x-1419906*c*p^2* q*r^2*x^2+490182*c*p^2*q*r*x^3+7434*c*p^2*r^5-31756*c*p^2*r^4*x-645327*c*p^2*r^ 3*x^2+530442*c*p^2*r^2*x^3-33*c*p*q^5*r+204*c*p*q^5*x-306*c*p*q^4*r^2+16399*c*p *q^4*r*x-14394*c*p*q^4*x^2+810*c*p*q^3*r^3+75966*c*p*q^3*r^2*x-327278*c*p*q^3*r *x^2+31808*c*p*q^3*x^3+5556*c*p*q^2*r^4+88266*c*p*q^2*r^3*x-1040820*c*p*q^2*r^2 *x^2+490182*c*p*q^2*r*x^3+7623*c*p*q*r^5-7538*c*p*q*r^4*x-1078452*c*p*q*r^3*x^2 +1060884*c*p*q*r^2*x^3+3150*c*p*r^6-36033*c*p*r^5*x-322640*c*p*r^4*x^2+611950*c *p*r^3*x^3-40*c*q^6*x-15*c*q^5*r^2+119*c*q^5*r*x+7146*c*q^5*x^2-54*c*q^4*r^3+ 8242*c*q^4*r^2*x-21937*c*q^4*r*x^2+7952*c*q^4*x^3+474*c*q^3*r^4+23468*c*q^3*r^3 *x-220578*c*q^3*r^2*x^2+163394*c*q^3*r*x^3+1596*c*q^2*r^5+12368*c*q^2*r^4*x-\ 433125*c*q^2*r^3*x^2+530442*c*q^2*r^2*x^3+1629*c*q*r^6-13535*c*q*r^5*x-300118*c *q*r^4*x^2+611950*c*q*r^3*x^3+546*c*r^7-10518*c*r^6*x-58488*c*r^5*x^2+228126*c* r^4*x^3-2*g^6*p^2-3*g^6*p*r+10*g^6*p*x-2*g^6*q*x-g^6*r^2+3*g^6*r*x+36*g^6*x^2-\ 18*g^5*p^3-14*g^5*p^2*q-24*g^5*p^2*r+328*g^5*p^2*x-21*g^5*p*q*r+188*g^5*p*q*x+6 *g^5*p*r^2+701*g^5*p*r*x+84*g^5*p*x^2-20*g^5*q^2*x-7*g^5*q*r^2+89*g^5*q*r*x+300 *g^5*q*x^2+12*g^5*r^3+419*g^5*r^2*x+348*g^5*r*x^2-576*g^5*x^3-60*g^4*p^4-96*g^4 *p^3*q-81*g^4*p^3*r+1744*g^4*p^3*x-36*g^4*p^2*q^2-155*g^4*p^2*q*r+2458*g^4*p^2* q*x+117*g^4*p^2*r^2+5059*g^4*p^2*r*x-2850*g^4*p^2*x^2-56*g^4*p*q^2*r+646*g^4*p* q^2*x-22*g^4*p*q*r^2+4605*g^4*p*q*r*x-2124*g^4*p*q*x^2+237*g^4*p*r^3+4788*g^4*p *r^2*x-8167*g^4*p*r*x^2-3620*g^4*p*x^3-68*g^4*q^3*x-20*g^4*q^2*r^2+334*g^4*q^2* r*x+726*g^4*q^2*x^2+37*g^4*q*r^3+2450*g^4*q*r^2*x-1892*g^4*q*r*x^2-3620*g^4*q*x ^3+99*g^4*r^4+1473*g^4*r^3*x-7599*g^4*r^2*x^2-4394*g^4*r*x^3-100*g^3*p^5-244*g^ 3*p^4*q-142*g^3*p^4*r+3884*g^3*p^4*x-188*g^3*p^3*q^2-419*g^3*p^3*q*r+8820*g^3*p ^3*q*x+432*g^3*p^3*r^2+13907*g^3*p^3*r*x-12360*g^3*p^3*x^2-44*g^3*p^2*q^3-350*g ^3*p^2*q^2*r+5888*g^3*p^2*q^2*x+207*g^3*p^2*q*r^2+24171*g^3*p^2*q*r*x-23088*g^3 *p^2*q*x^2+1148*g^3*p^2*r^3+16933*g^3*p^2*r^2*x-50634*g^3*p^2*r*x^2-6352*g^3*p^ 2*x^3-73*g^3*p*q^3*r+852*g^3*p*q^3*x-136*g^3*p*q^2*r^2+10731*g^3*p*q^2*r*x-9096 *g^3*p*q^2*x^2+695*g^3*p*q*r^3+22116*g^3*p*q*r^2*x-60972*g^3*p*q*r*x^2-12704*g^ 3*p*q*x^3+932*g^3*p*r^4+7681*g^3*p*r^3*x-71295*g^3*p*r^2*x^2-4290*g^3*p*r*x^3-\ 100*g^3*q^4*x-29*g^3*q^3*r^2+467*g^3*q^3*r*x+1632*g^3*q^3*x^2+26*g^3*q^2*r^3+ 5493*g^3*q^2*r^2*x-10338*g^3*q^2*r*x^2-6352*g^3*q^2*x^3+313*g^3*q*r^4+6765*g^3* q*r^3*x-46071*g^3*q*r^2*x^2-4290*g^3*q*r*x^3+258*g^3*r^5+771*g^3*r^4*x-33087*g^ 3*r^3*x^2+11418*g^3*r^2*x^3-90*g^2*p^6-296*g^2*p^5*q-137*g^2*p^5*r+4314*g^2*p^5 *x-348*g^2*p^4*q^2-535*g^2*p^4*q*r+13586*g^2*p^4*q*x+665*g^2*p^4*r^2+18265*g^2* p^4*r*x-19590*g^2*p^4*x^2-168*g^2*p^3*q^3-705*g^2*p^3*q^2*r+14808*g^2*p^3*q^2*x +820*g^2*p^3*q*r^2+47302*g^2*p^3*q*r*x-55860*g^2*p^3*q*x^2+2230*g^2*p^3*r^3+ 26410*g^2*p^3*r^2*x-101213*g^2*p^3*r*x^2-3160*g^2*p^3*x^3-26*g^2*p^2*q^4-353*g^ 2*p^2*q^3*r+6048*g^2*p^2*q^3*x-27*g^2*p^2*q^2*r^2+40050*g^2*p^2*q^2*r*x-50040*g ^2*p^2*q^2*x^2+2710*g^2*p^2*q*r^3+57318*g^2*p^2*q*r^2*x-216023*g^2*p^2*q*r*x^2-\ 9480*g^2*p^2*q*x^3+2680*g^2*p^2*r^4+12780*g^2*p^2*r^3*x-190372*g^2*p^2*r^2*x^2+ 25307*g^2*p^2*r*x^3-46*g^2*p*q^4*r+446*g^2*p*q^4*x-202*g^2*p*q^3*r^2+11254*g^2* p*q^3*r*x-10860*g^2*p*q^3*x^2+669*g^2*p*q^2*r^3+36660*g^2*p*q^2*r^2*x-128407*g^ 2*p*q^2*r*x^2-9480*g^2*p*q^2*x^3+2300*g^2*p*q*r^4+27074*g^2*p*q*r^3*x-280779*g^ 2*p*q*r^2*x^2+50614*g^2*p*q*r*x^3+1475*g^2*p*r^5-2180*g^2*p*r^4*x-153188*g^2*p* r^3*x^2+91247*g^2*p*r^2*x^3-66*g^2*q^5*x-20*g^2*q^4*r^2+241*g^2*q^4*r*x+2910*g^ 2*q^4*x^2-17*g^2*q^3*r^3+5752*g^2*q^3*r^2*x-13597*g^2*q^3*r*x^2-3160*g^2*q^3*x^ 3+339*g^2*q^2*r^4+11418*g^2*q^2*r^3*x-90407*g^2*q^2*r^2*x^2+25307*g^2*q^2*r*x^3 +649*g^2*q*r^5+3472*g^2*q*r^4*x-122839*g^2*q*r^3*x^2+91247*g^2*q*r^2*x^3+313*g^ 2*r^6-2501*g^2*r^5*x-44439*g^2*r^4*x^2+66122*g^2*r^3*x^3-42*g*p^7-174*g*p^6*q-\ 70*g*p^6*r+2372*g*p^6*x-276*g*p^5*q^2-331*g*p^5*q*r+9584*g*p^5*q*x+462*g*p^5*r^ 2+11561*g*p^5*r*x-13704*g*p^5*x^2-204*g*p^4*q^3-584*g*p^4*q^2*r+14600*g*p^4*q^2 *x+955*g*p^4*q*r^2+39953*g*p^4*q*r*x-52272*g*p^4*q*x^2+1890*g*p^4*r^3+19077*g*p ^4*r^2*x-84661*g*p^4*r*x^2+1136*g*p^4*x^3-66*g*p^3*q^4-466*g*p^3*q^3*r+10000*g* p^3*q^3*x+424*g*p^3*q^2*r^2+50486*g*p^3*q^2*r*x-72048*g*p^3*q^2*x^2+3650*g*p^3* q*r^3+58232*g*p^3*q*r^2*x-259742*g*p^3*q*r*x^2+4544*g*p^3*q*x^3+3010*g*p^3*r^4+ 8138*g*p^3*r^3*x-197601*g*p^3*r^2*x^2+45708*g*p^3*r*x^3-6*g*p^2*q^5-154*g*p^2*q ^4*r+2660*g*p^2*q^4*x-174*g*p^2*q^3*r^2+27350*g*p^2*q^3*r*x-39552*g*p^2*q^3*x^2 +2016*g*p^2*q^2*r^3+61938*g*p^2*q^2*r^2*x-271260*g*p^2*q^2*r*x^2+6816*g*p^2*q^2 *x^3+4520*g*p^2*q*r^4+30818*g*p^2*q*r^3*x-466137*g*p^2*q*r^2*x^2+137124*g*p^2*q *r*x^3+2478*g*p^2*r^5-10018*g*p^2*r^4*x-216696*g*p^2*r^3*x^2+162982*g*p^2*r^2*x ^3-11*g*p*q^5*r+32*g*p*q^5*x-110*g*p*q^4*r^2+5249*g*p*q^4*r*x-3528*g*p*q^4*x^2+ 234*g*p*q^3*r^3+25488*g*p*q^3*r^2*x-101938*g*p*q^3*r*x^2+4544*g*p*q^3*x^3+1804* g*p*q^2*r^4+30818*g*p*q^2*r^3*x-339471*g*p*q^2*r^2*x^2+137124*g*p*q^2*r*x^3+ 2521*g*p*q*r^5-1168*g*p*q*r^4*x-361512*g*p*q*r^3*x^2+325964*g*p*q*r^2*x^3+1050* g*p*r^6-11715*g*p*r^5*x-110713*g*p*r^4*x^2+197518*g*p*r^3*x^3-16*g*q^6*x-5*g*q^ 5*r^2-7*g*q^5*r*x+2544*g*q^5*x^2-22*g*q^4*r^3+2705*g*q^4*r^2*x-5759*g*q^4*r*x^2 +1136*g*q^4*x^3+146*g*q^3*r^4+8138*g*q^3*r^3*x-70935*g*q^3*r^2*x^2+45708*g*q^3* r*x^3+520*g*q^2*r^5+4766*g*q^2*r^4*x-144816*g*q^2*r^3*x^2+162982*g*q^2*r^2*x^3+ 539*g*q*r^6-4123*g*q*r^5*x-102845*g*q*r^4*x^2+197518*g*q*r^3*x^3+182*g*r^7-3447 *g*r^6*x-20661*g*r^5*x^2+75992*g*r^4*x^3-8*p^8-40*p^7*q-15*p^7*r+516*p^7*x-80*p ^6*q^2-81*p^6*q*r+2550*p^6*q*x+119*p^6*r^2+2842*p^6*r*x-3576*p^6*x^2-80*p^5*q^3 -174*p^5*q^2*r+5010*p^5*q^2*x+354*p^5*q*r^2+12309*p^5*q*r*x-17076*p^5*q*x^2+581 *p^5*r^3+5242*p^5*r^2*x-25567*p^5*r*x^2+988*p^5*x^3-40*p^4*q^4-186*p^4*q^3*r+ 4860*p^4*q^3*x+330*p^4*q^2*r^2+20787*p^4*q^2*r*x-31740*p^4*q^2*x^2+1585*p^4*q*r ^3+20596*p^4*q*r^2*x-102528*p^4*q*r*x^2+4940*p^4*q*x^3+1155*p^4*r^4+1640*p^4*r^ 3*x-70768*p^4*r^2*x^2+20505*p^4*r*x^3-8*p^3*q^5-99*p^3*q^4*r+2280*p^3*q^4*x+56* p^3*q^3*r^2+16898*p^3*q^3*r*x-27720*p^3*q^3*x^2+1460*p^3*q^2*r^3+30762*p^3*q^2* r^2*x-154442*p^3*q^2*r*x^2+9880*p^3*q^2*x^3+2580*p^3*q*r^4+10294*p^3*q*r^3*x-\ 231461*p^3*q*r^2*x^2+82020*p^3*q*r*x^3+1267*p^3*r^5-7080*p^3*r^4*x-96120*p^3*r^ 3*x^2+82745*p^3*r^2*x^3-21*p^2*q^5*r+366*p^2*q^5*x-57*p^2*q^4*r^2+6432*p^2*q^4* r*x-9840*p^2*q^4*x^2+484*p^2*q^3*r^3+21130*p^2*q^3*r^2*x-103828*p^2*q^3*r*x^2+ 9880*p^2*q^3*x^3+1860*p^2*q^2*r^4+17664*p^2*q^2*r^3*x-269775*p^2*q^2*r^2*x^2+ 123030*p^2*q^2*r*x^3+2145*p^2*q*r^5-7854*p^2*q*r^4*x-246759*p^2*q*r^3*x^2+ 248235*p^2*q*r^2*x^3+805*p^2*r^6-10454*p^2*r^5*x-65782*p^2*r^4*x^2+135757*p^2*r ^3*x^3-30*p*q^6*x-18*p*q^5*r^2+825*p*q^5*r*x+444*p*q^5*x^2+23*p*q^4*r^3+6148*p* q^4*r^2*x-26607*p*q^4*r*x^2+4940*p*q^4*x^3+456*p*q^3*r^4+11006*p*q^3*r^3*x-\ 128239*p*q^3*r^2*x^2+82020*p*q^3*r*x^3+1050*p*q^2*r^5+1140*p*q^2*r^4*x-205158*p *q^2*r^3*x^2+248235*p*q^2*r^2*x^3+914*p*q*r^6-10451*p*q*r^5*x-123867*p*q*r^4*x^ 2+271514*p*q*r^3*x^3+279*p*r^7-5878*p*r^6*x-19897*p*r^5*x^2+96931*p*r^4*x^3-29* q^6*r*x+804*q^6*x^2-5*q^5*r^3+426*q^5*r^2*x-260*q^5*r*x^2+988*q^5*x^3+21*q^4*r^ 4+1996*q^4*r^3*x-19157*q^4*r^2*x^2+20505*q^4*r*x^3+134*q^3*r^5+1914*q^3*r^4*x-\ 54519*q^3*r^3*x^2+82745*q^3*r^2*x^3+226*q^2*r^6-1539*q^2*r^5*x-58085*q^2*r^4*x^ 2+135757*q^2*r^3*x^3+159*q*r^7-3140*q*r^6*x-23117*q*r^5*x^2+96931*q*r^4*x^3+41* r^8-1228*r^7*x-1458*r^6*x^2+24402*r^5*x^3+64*a^6*c+16*a^6*p+32*a^6*q+96*a^6*r-\ 352*a^6*x+224*a^5*b*c-32*a^5*b*p+96*a^5*b*q+272*a^5*b*r-1632*a^5*b*x+384*a^5*c^ 2+208*a^5*c*g-1008*a^5*c*p+320*a^5*c*q+272*a^5*c*r-6656*a^5*c*x+8*a^5*g*p+96*a^ 5*g*q+280*a^5*g*r-1344*a^5*g*x-1040*a^5*p^2-376*a^5*p*q-2084*a^5*p*r-1392*a^5*p *x+64*a^5*q^2+128*a^5*q*r-2800*a^5*q*x-1044*a^5*r^2-5488*a^5*r*x+7584*a^5*x^2+ 224*a^4*b^2*c-256*a^4*b^2*p+96*a^4*b^2*q+176*a^4*b^2*r-2976*a^4*b^2*x+192*a^4*b *c^2+512*a^4*b*c*g-5488*a^4*b*c*p+512*a^4*b*c*q-1360*a^4*b*c*r-21584*a^4*b*c*x-\ 272*a^4*b*g*p+224*a^4*b*g*q+544*a^4*b*g*r-5056*a^4*b*g*x-4024*a^4*b*p^2-1376*a^ 4*b*p*q-7456*a^4*b*p*r-2904*a^4*b*p*x+160*a^4*b*q^2+248*a^4*b*q*r-9528*a^4*b*q* x-3432*a^4*b*r^2-16104*a^4*b*r*x+32544*a^4*b*x^2-192*a^4*c^3+608*a^4*c^2*g-\ 11008*a^4*c^2*p+288*a^4*c^2*q-2976*a^4*c^2*r-23200*a^4*c^2*x+248*a^4*c*g^2-3848 *a^4*c*g*p+672*a^4*c*g*q-256*a^4*c*g*r-18912*a^4*c*g*x-13936*a^4*c*p^2-6664*a^4 *c*p*q-23648*a^4*c*p*r+15968*a^4*c*p*x+336*a^4*c*q^2-1048*a^4*c*q*r-20648*a^4*c *q*x-9712*a^4*c*r^2-13884*a^4*c*r*x+84168*a^4*c*x^2-60*a^4*g^2*p+112*a^4*g^2*q+ 300*a^4*g^2*r-2048*a^4*g^2*x-3248*a^4*g*p^2-1104*a^4*g*p*q-6220*a^4*g*p*r-3256* a^4*g*p*x+160*a^4*g*q^2+296*a^4*g*q*r-8232*a^4*g*q*x-2972*a^4*g*r^2-14848*a^4*g *r*x+25488*a^4*g*x^2-3948*a^4*p^3-4452*a^4*p^2*q-10210*a^4*p^2*r+15960*a^4*p^2* x-844*a^4*p*q^2-7586*a^4*p*q*r+5340*a^4*p*q*x-8576*a^4*p*r^2+30522*a^4*p*r*x+ 32004*a^4*p*x^2+72*a^4*q^3+76*a^4*q^2*r-4620*a^4*q^2*x-3134*a^4*q*r^2-6354*a^4* q*r*x+36324*a^4*q*x^2-2314*a^4*r^3+22434*a^4*r^2*x+50964*a^4*r*x^2-22032*a^4*x^ 3-32*a^3*b^3*c-416*a^3*b^3*p+32*a^3*b^3*q-144*a^3*b^3*r-2624*a^3*b^3*x-1952*a^3 *b^2*c^2+192*a^3*b^2*c*g-10304*a^3*b^2*c*p-48*a^3*b^2*c*q-5416*a^3*b^2*c*r-\ 23216*a^3*b^2*c*x-832*a^3*b^2*g*p+160*a^3*b^2*g*q+16*a^3*b^2*g*r-7104*a^3*b^2*g *x-5888*a^3*b^2*p^2-1808*a^3*b^2*p*q-10048*a^3*b^2*p*r+584*a^3*b^2*p*x+128*a^3* b^2*q^2-64*a^3*b^2*q*r-11832*a^3*b^2*q*x-4160*a^3*b^2*r^2-13976*a^3*b^2*r*x+ 54336*a^3*b^2*x^2-5856*a^3*b*c^3-1584*a^3*b*c^2*g-41008*a^3*b*c^2*p-2224*a^3*b* c^2*q-19256*a^3*b*c^2*r-33808*a^3*b*c^2*x+336*a^3*b*c*g^2-15264*a^3*b*c*g*p+568 *a^3*b*c*g*q-6396*a^3*b*c*g*r-45272*a^3*b*c*g*x-43576*a^3*b*c*p^2-19880*a^3*b*c *p*q-68436*a^3*b*c*p*r+85032*a^3*b*c*p*x+432*a^3*b*c*q^2-6392*a^3*b*c*q*r-48728 *a^3*b*c*q*x-24860*a^3*b*c*r^2+17204*a^3*b*c*r*x+274848*a^3*b*c*x^2-512*a^3*b*g ^2*p+192*a^3*b*g^2*q+288*a^3*b*g^2*r-5992*a^3*b*g^2*x-9832*a^3*b*g*p^2-3032*a^3 *b*g*p*q-17416*a^3*b*g*p*r-2996*a^3*b*g*p*x+288*a^3*b*g*q^2+224*a^3*b*g*q*r-\ 21876*a^3*b*g*q*x-7584*a^3*b*g*r^2-31252*a^3*b*g*r*x+87264*a^3*b*g*x^2-11716*a^ 3*b*p^3-12068*a^3*b*p^2*q-28312*a^3*b*p^2*r+56192*a^3*b*p^2*x-1864*a^3*b*p*q^2-\ 19686*a^3*b*p*q*r+18400*a^3*b*p*q*x-21476*a^3*b*p*r^2+111222*a^3*b*p*r*x+106032 *a^3*b*p*x^2+136*a^3*b*q^3+88*a^3*b*q^2*r-13792*a^3*b*q^2*x-7618*a^3*b*q*r^2-\ 12990*a^3*b*q*r*x+123312*a^3*b*q*x^2-4880*a^3*b*r^3+72010*a^3*b*r^2*x+156996*a^ 3*b*r*x^2-88128*a^3*b*x^3-4288*a^3*c^4-2800*a^3*c^3*g-41712*a^3*c^3*p-2976*a^3* c^3*q-17032*a^3*c^3*r-5472*a^3*c^3*x-80*a^3*c^2*g^2-29856*a^3*c^2*g*p-600*a^3*c ^2*g*q-11696*a^3*c^2*g*r-39848*a^3*c^2*g*x-65352*a^3*c^2*p^2-34472*a^3*c^2*p*q-\ 99212*a^3*c^2*p*r+190072*a^3*c^2*p*x+80*a^3*c^2*q^2-11700*a^3*c^2*q*r-34832*a^3 *c^2*q*x-33860*a^3*c^2*r^2+101288*a^3*c^2*r*x+290760*a^3*c^2*x^2+124*a^3*c*g^3-\ 5404*a^3*c*g^2*p+472*a^3*c*g^2*q-1624*a^3*c*g^2*r-19960*a^3*c*g^2*x-34408*a^3*c *g*p^2-15636*a^3*c*g*p*q-55742*a^3*c*g*p*r+55444*a^3*c*g*p*x+568*a^3*c*g*q^2-\ 3906*a^3*c*g*q*r-45168*a^3*c*g*q*x-21334*a^3*c*g*r^2-6954*a^3*c*g*r*x+216636*a^ 3*c*g*x^2-34220*a^3*c*p^3-39156*a^3*c*p^2*q-81248*a^3*c*p^2*r+202740*a^3*c*p^2* x-8228*a^3*c*p*q^2-60794*a^3*c*p*q*r+115080*a^3*c*p*q*x-59836*a^3*c*p*r^2+ 390726*a^3*c*p*r*x+176376*a^3*c*p*x^2+328*a^3*c*q^3-1708*a^3*c*q^2*r-25492*a^3* c*q^2*x-21638*a^3*c*q*r^2+43374*a^3*c*q*r*x+264288*a^3*c*q*x^2-12808*a^3*c*r^3+ 231142*a^3*c*r^2*x+227532*a^3*c*r*x^2-202912*a^3*c*x^3-98*a^3*g^3*p+64*a^3*g^3* q+134*a^3*g^3*r-1592*a^3*g^3*x-3900*a^3*g^2*p^2-1198*a^3*g^2*p*q-7125*a^3*g^2*p *r-2404*a^3*g^2*p*x+144*a^3*g^2*q^2+204*a^3*g^2*q*r-9348*a^3*g^2*q*x-3225*a^3*g ^2*r^2-14812*a^3*g^2*r*x+33576*a^3*g^2*x^2-9538*a^3*g*p^3-10126*a^3*g*p^2*q-\ 23719*a^3*g*p^2*r+42700*a^3*g*p^2*x-1650*a^3*g*p*q^2-16855*a^3*g*p*q*r+13566*a^ 3*g*p*q*x-18824*a^3*g*p*r^2+83435*a^3*g*p*r*x+82770*a^3*g*p*x^2+132*a^3*g*q^3+ 130*a^3*g*q^2*r-11662*a^3*g*q^2*x-6729*a^3*g*q*r^2-13445*a^3*g*q*r*x+95730*a^3* g*q*x^2-4643*a^3*g*r^3+56707*a^3*g*r^2*x+127056*a^3*g*r*x^2-64584*a^3*g*x^3-\ 5720*a^3*p^4-10600*a^3*p^3*q-17476*a^3*p^3*r+51164*a^3*p^3*x-5446*a^3*p^2*q^2-\ 25880*a^3*p^2*q*r+70670*a^3*p^2*q*x-18108*a^3*p^2*r^2+160253*a^3*p^2*r*x+17382* a^3*p^2*x^2-526*a^3*p*q^3-8738*a^3*p*q^2*r+14660*a^3*p*q^2*x-19960*a^3*p*q*r^2+ 132940*a^3*p*q*r*x+78288*a^3*p*q*x^2-6668*a^3*p*r^3+179782*a^3*p*r^2*x+14470*a^ 3*p*r*x^2-90656*a^3*p*x^3+40*a^3*q^4+50*a^3*q^3*r-4846*a^3*q^3*x-3292*a^3*q^2*r ^2+493*a^3*q^2*r*x+60906*a^3*q^2*x^2-4680*a^3*q*r^3+78610*a^3*q*r^2*x+99324*a^3 *q*r*x^2-90656*a^3*q*x^3-316*a^3*r^4+70693*a^3*r^3*x-38394*a^3*r^2*x^2-97652*a^ 3*r*x^3-160*a^2*b^4*c-272*a^2*b^4*p-208*a^2*b^4*r-1056*a^2*b^4*x-3040*a^2*b^3*c ^2-352*a^2*b^3*c*g-8400*a^2*b^3*c*p-352*a^2*b^3*c*q-5888*a^2*b^3*c*r-6704*a^2*b ^3*c*x-848*a^2*b^3*g*p+32*a^2*b^3*g*q-512*a^2*b^3*g*r-4416*a^2*b^3*g*x-3952*a^2 *b^3*p^2-992*a^2*b^3*p*q-6208*a^2*b^3*p*r+5256*a^2*b^3*p*x+32*a^2*b^3*q^2-360*a ^2*b^3*q*r-6328*a^2*b^3*q*x-2256*a^2*b^3*r^2-184*a^2*b^3*r*x+43584*a^2*b^3*x^2-\ 12640*a^2*b^2*c^3-6000*a^2*b^2*c^2*g-52112*a^2*b^2*c^2*p-4704*a^2*b^2*c^2*q-\ 31688*a^2*b^2*c^2*r+18624*a^2*b^2*c^2*x-208*a^2*b^2*c*g^2-20128*a^2*b^2*c*g*p-\ 472*a^2*b^2*c*g*q-12716*a^2*b^2*c*g*r-29872*a^2*b^2*c*g*x-48112*a^2*b^2*c*p^2-\ 19824*a^2*b^2*c*p*q-70288*a^2*b^2*c*p*r+146248*a^2*b^2*c*p*x+112*a^2*b^2*c*q^2-\ 10236*a^2*b^2*c*q*r-35336*a^2*b^2*c*q*x-22176*a^2*b^2*c*r^2+103284*a^2*b^2*c*r* x+319536*a^2*b^2*c*x^2-900*a^2*b^2*g^2*p+88*a^2*b^2*g^2*q-360*a^2*b^2*g^2*r-\ 6064*a^2*b^2*g^2*x-10504*a^2*b^2*g*p^2-2728*a^2*b^2*g*p*q-17160*a^2*b^2*g*p*r+ 7112*a^2*b^2*g*p*x+144*a^2*b^2*g*q^2-564*a^2*b^2*g*q*r-19672*a^2*b^2*g*q*x-6656 *a^2*b^2*g*r^2-13800*a^2*b^2*g*r*x+108864*a^2*b^2*g*x^2-12280*a^2*b^2*p^3-11044 *a^2*b^2*p^2*q-27436*a^2*b^2*p^2*r+72388*a^2*b^2*p^2*x-1172*a^2*b^2*p*q^2-17218 *a^2*b^2*p*q*r+22304*a^2*b^2*p*q*x-18032*a^2*b^2*p*r^2+148246*a^2*b^2*p*r*x+ 126072*a^2*b^2*p*x^2+64*a^2*b^2*q^3-108*a^2*b^2*q^2*r-14084*a^2*b^2*q^2*x-6174* a^2*b^2*q*r^2-3134*a^2*b^2*q*r*x+151992*a^2*b^2*q*x^2-2876*a^2*b^2*r^3+84078*a^ 2*b^2*r^2*x+165204*a^2*b^2*r*x^2-132192*a^2*b^2*x^3-18784*a^2*b*c^4-16368*a^2*b *c^3*g-109600*a^2*b*c^3*p-12240*a^2*b*c^3*q-58336*a^2*b*c^3*r+96800*a^2*b*c^3*x -3504*a^2*b*c^2*g^2-79960*a^2*b*c^2*g*p-5912*a^2*b*c^2*g*q-44180*a^2*b*c^2*g*r-\ 9960*a^2*b*c^2*g*x-152104*a^2*b*c^2*p^2-75600*a^2*b*c^2*p*q-214872*a^2*b*c^2*p* r+589712*a^2*b*c^2*p*x-920*a^2*b*c^2*q^2-36652*a^2*b*c^2*q*r-25576*a^2*b*c^2*q* x-62768*a^2*b*c^2*r^2+453348*a^2*b*c^2*r*x+663000*a^2*b*c^2*x^2-8*a^2*b*c*g^3-\ 15016*a^2*b*c*g^2*p+28*a^2*b*c*g^2*q-8386*a^2*b*c*g^2*r-31600*a^2*b*c*g^2*x-\ 79196*a^2*b*c*g*p^2-33304*a^2*b*c*g*p*q-119002*a^2*b*c*g*p*r+203112*a^2*b*c*g*p *x+496*a^2*b*c*g*q^2-14558*a^2*b*c*g*q*r-74788*a^2*b*c*g*q*x-39806*a^2*b*c*g*r^ 2+107136*a^2*b*c*g*r*x+524724*a^2*b*c*g*x^2-76248*a^2*b*c*p^3-79804*a^2*b*c*p^2 *q-167318*a^2*b*c*p^2*r+530428*a^2*b*c*p^2*x-13980*a^2*b*c*p*q^2-118618*a^2*b*c *p*q*r+286600*a^2*b*c*p*q*x-105892*a^2*b*c*p*r^2+1045762*a^2*b*c*p*r*x+399696*a ^2*b*c*p*x^2+436*a^2*b*c*q^3-4984*a^2*b*c*q^2*r-57324*a^2*b*c*q^2*x-38814*a^2*b *c*q*r^2+160342*a^2*b*c*q*r*x+663432*a^2*b*c*q*x^2-14822*a^2*b*c*r^3+562306*a^2 *b*c*r^2*x+423732*a^2*b*c*r*x^2-608736*a^2*b*c*x^3-396*a^2*b*g^3*p+72*a^2*b*g^3 *q-56*a^2*b*g^3*r-3392*a^2*b*g^3*x-8662*a^2*b*g^2*p^2-2260*a^2*b*g^2*p*q-14628* a^2*b*g^2*p*r+1756*a^2*b*g^2*p*x+168*a^2*b*g^2*q^2-178*a^2*b*g^2*q*r-18172*a^2* b*g^2*q*x-5966*a^2*b*g^2*r^2-19344*a^2*b*g^2*r*x+86136*a^2*b*g^2*x^2-20878*a^2* b*g*p^3-19824*a^2*b*g*p^2*q-48173*a^2*b*g*p^2*r+113050*a^2*b*g*p^2*x-2368*a^2*b *g*p*q^2-31582*a^2*b*g*p*q*r+34998*a^2*b*g*p*q*x-33712*a^2*b*g*p*r^2+228524*a^2 *b*g*p*r*x+203334*a^2*b*g*p*x^2+160*a^2*b*g*q^3-4*a^2*b*g*q^2*r-25636*a^2*b*g*q ^2*x-11758*a^2*b*g*q*r^2-16046*a^2*b*g*q*r*x+242214*a^2*b*g*q*x^2-6417*a^2*b*g* r^3+137460*a^2*b*g*r^2*x+286518*a^2*b*g*r*x^2-193752*a^2*b*g*x^3-12604*a^2*b*p^ 4-21482*a^2*b*p^3*q-36127*a^2*b*p^3*r+126418*a^2*b*p^3*x-9450*a^2*b*p^2*q^2-\ 49963*a^2*b*p^2*q*r+160452*a^2*b*p^2*q*x-32757*a^2*b*p^2*r^2+393532*a^2*b*p^2*r *x+37638*a^2*b*p^2*x^2-532*a^2*b*p*q^3-14894*a^2*b*p*q^2*r+22086*a^2*b*p*q^2*x-\ 35480*a^2*b*p*q*r^2+305536*a^2*b*p*q*r*x+205848*a^2*b*p*q*x^2-7549*a^2*b*p*r^3+ 418214*a^2*b*p*r^2*x-14032*a^2*b*p*r*x^2-271968*a^2*b*p*x^3+40*a^2*b*q^4+94*a^2 *b*q^3*r-11948*a^2*b*q^3*x-5444*a^2*b*q^2*r^2-4578*a^2*b*q^2*r*x+168210*a^2*b*q ^2*x^2-6999*a^2*b*q*r^3+165552*a^2*b*q*r^2*x+240530*a^2*b*q*r*x^2-271968*a^2*b* q*x^3+1685*a^2*b*r^4+151100*a^2*b*r^3*x-120738*a^2*b*r^2*x^2-292956*a^2*b*r*x^3 -9056*a^2*c^5-11680*a^2*c^4*g-72864*a^2*c^4*p-8400*a^2*c^4*q-34120*a^2*c^4*r+ 80704*a^2*c^4*x-4832*a^2*c^3*g^2-80760*a^2*c^3*g*p-7536*a^2*c^3*g*q-38888*a^2*c ^3*g*r+40056*a^2*c^3*g*x-137496*a^2*c^3*p^2-74576*a^2*c^3*p*q-192912*a^2*c^3*p* r+588648*a^2*c^3*p*x-1416*a^2*c^3*q^2-32436*a^2*c^3*q*r+21176*a^2*c^3*q*x-55416 *a^2*c^3*r^2+449508*a^2*c^3*r*x+416016*a^2*c^3*x^2-600*a^2*c^2*g^3-29016*a^2*c^ 2*g^2*p-1516*a^2*c^2*g^2*q-14382*a^2*c^2*g^2*r-16556*a^2*c^2*g^2*x-118920*a^2*c ^2*g*p^2-59504*a^2*c^2*g*p*q-172584*a^2*c^2*g*p*r+414636*a^2*c^2*g*p*x-224*a^2* c^2*g*q^2-25306*a^2*c^2*g*q*r-41988*a^2*c^2*g*q*x-53664*a^2*c^2*g*r^2+283198*a^ 2*c^2*g*r*x+527904*a^2*c^2*g*x^2-103264*a^2*c^2*p^3-116800*a^2*c^2*p^2*q-228018 *a^2*c^2*p^2*r+770432*a^2*c^2*p^2*x-24840*a^2*c^2*p*q^2-170284*a^2*c^2*p*q*r+ 503904*a^2*c^2*p*q*x-146244*a^2*c^2*p*r^2+1480148*a^2*c^2*p*r*x+227640*a^2*c^2* p*x^2+540*a^2*c^2*q^3-9016*a^2*c^2*q^2*r-45736*a^2*c^2*q^2*x-53484*a^2*c^2*q*r^ 2+336224*a^2*c^2*q*r*x+646344*a^2*c^2*q*x^2-21490*a^2*c^2*r^3+782472*a^2*c^2*r^ 2*x+145608*a^2*c^2*r*x^2-654192*a^2*c^2*x^3+14*a^2*c*g^4-3550*a^2*c*g^3*p+112*a ^2*c*g^3*q-1712*a^2*c*g^3*r-9536*a^2*c*g^3*x-30788*a^2*c*g^2*p^2-12956*a^2*c*g^ 2*p*q-47489*a^2*c*g^2*p*r+67310*a^2*c*g^2*p*x+336*a^2*c*g^2*q^2-4761*a^2*c*g^2* q*r-35058*a^2*c*g^2*q*x-16701*a^2*c*g^2*r^2+22056*a^2*c*g^2*r*x+204228*a^2*c*g^ 2*x^2-61204*a^2*c*g*p^3-66114*a^2*c*g*p^2*q-138826*a^2*c*g*p^2*r+399640*a^2*c*g *p^2*x-12172*a^2*c*g*p*q^2-100093*a^2*c*g*p*q*r+217808*a^2*c*g*p*q*x-94040*a^2* c*g*p*r^2+779729*a^2*c*g*p*r*x+313572*a^2*c*g*p*x^2+460*a^2*c*g*q^3-3522*a^2*c* g*q^2*r-48924*a^2*c*g*q^2*x-33979*a^2*c*g*q*r^2+101651*a^2*c*g*q*r*x+506196*a^2 *c*g*q*x^2-16418*a^2*c*g*r^3+434993*a^2*c*g*r^2*x+369526*a^2*c*g*r*x^2-434296*a ^2*c*g*x^3-33808*a^2*c*p^4-61490*a^2*c*p^3*q-97765*a^2*c*p^3*r+358754*a^2*c*p^3 *x-30772*a^2*c*p^2*q^2-141069*a^2*c*p^2*q*r+504566*a^2*c*p^2*q*x-90447*a^2*c*p^ 2*r^2+1083407*a^2*c*p^2*r*x-62856*a^2*c*p^2*x^2-2934*a^2*c*p*q^3-47022*a^2*c*p* q^2*r+121046*a^2*c*p*q^2*x-97668*a^2*c*p*q*r^2+953636*a^2*c*p*q*r*x+271776*a^2* c*p*q*x^2-22831*a^2*c*p*r^3+1124648*a^2*c*p*r^2*x-440728*a^2*c*p*r*x^2-578928*a ^2*c*p*x^3+156*a^2*c*q^4-528*a^2*c*q^3*r-24766*a^2*c*q^3*x-16250*a^2*c*q^2*r^2+ 56391*a^2*c*q^2*r*x+334632*a^2*c*q^2*x^2-18089*a^2*c*q*r^3+508086*a^2*c*q*r^2*x +234922*a^2*c*q*r*x^2-578928*a^2*c*q*x^3+3659*a^2*c*r^4+399995*a^2*c*r^3*x-\ 534836*a^2*c*r^2*x^2-524036*a^2*c*r*x^3-62*a^2*g^4*p+18*a^2*g^4*q+11*a^2*g^4*r-\ 666*a^2*g^4*x-2248*a^2*g^3*p^2-582*a^2*g^3*p*q-3902*a^2*g^3*p*r-346*a^2*g^3*p*x +56*a^2*g^3*q^2+18*a^2*g^3*q*r-5126*a^2*g^3*q*x-1654*a^2*g^3*r^2-6572*a^2*g^3*r *x+21708*a^2*g^3*x^2-8362*a^2*g^2*p^3-8222*a^2*g^2*p^2*q-19839*a^2*g^2*p^2*r+ 42168*a^2*g^2*p^2*x-1046*a^2*g^2*p*q^2-13347*a^2*g^2*p*q*r+12688*a^2*g^2*p*q*x-\ 14592*a^2*g^2*p*r^2+84257*a^2*g^2*p*r*x+78252*a^2*g^2*p*x^2+80*a^2*g^2*q^3+58*a ^2*g^2*q^2*r-10836*a^2*g^2*q^2*x-5125*a^2*g^2*q*r^2-9700*a^2*g^2*q*r*x+92460*a^ 2*g^2*q*x^2-3115*a^2*g^2*r^3+53077*a^2*g^2*r^2*x+115591*a^2*g^2*r*x^2-69312*a^2 *g^2*x^3-10212*a^2*g*p^4-18022*a^2*g*p^3*q-30078*a^2*g*p^3*r+97792*a^2*g*p^3*x-\ 8440*a^2*g*p^2*q^2-42772*a^2*g*p^2*q*r+128520*a^2*g*p^2*q*x-28962*a^2*g*p^2*r^2 +304807*a^2*g*p^2*r*x+28062*a^2*g*p^2*x^2-582*a^2*g*p*q^3-13426*a^2*g*p*q^2*r+ 20842*a^2*g*p*q^2*x-31478*a^2*g*p*q*r^2+242541*a^2*g*p*q*r*x+151230*a^2*g*p*q*x ^2-8538*a^2*g*p*r^3+331272*a^2*g*p*r^2*x+2*a^2*g*p*r*x^2-193388*a^2*g*p*x^3+48* a^2*g*q^4+96*a^2*g*q^3*r-9886*a^2*g*q^3*x-4986*a^2*g*q^2*r^2-3294*a^2*g*q^2*r*x +123168*a^2*g*q^2*x^2-6728*a^2*g*q*r^3+136473*a^2*g*q*r^2*x+184976*a^2*g*q*r*x^ 2-193388*a^2*g*q*x^3+558*a^2*g*r^4+124257*a^2*g*r^3*x-90061*a^2*g*r^2*x^2-\ 209470*a^2*g*r*x^3-4020*a^2*p^5-10360*a^2*p^4*q-14032*a^2*p^4*r+55624*a^2*p^4*x -8756*a^2*p^3*q^2-30961*a^2*p^3*q*r+123962*a^2*p^3*q*x-15928*a^2*p^3*r^2+224518 *a^2*p^3*r*x-36198*a^2*p^3*x^2-2504*a^2*p^2*q^3-21007*a^2*p^2*q^2*r+77748*a^2*p ^2*q^2*x-30723*a^2*p^2*q*r^2+370877*a^2*p^2*q*r*x-14808*a^2*p^2*q*x^2-3792*a^2* p^2*r^3+337020*a^2*p^2*r^2*x-228643*a^2*p^2*r*x^2-127188*a^2*p^2*x^3-80*a^2*p*q ^4-4036*a^2*p*q^3*r+6106*a^2*p*q^3*x-15746*a^2*p*q^2*r^2+144559*a^2*p*q^2*r*x+ 78978*a^2*p*q^2*x^2-10003*a^2*p*q*r^3+387434*a^2*p*q*r^2*x-151515*a^2*p*q*r*x^2 -254376*a^2*p*q*x^3+4172*a^2*p*r^4+222982*a^2*p*r^3*x-416847*a^2*p*r^2*x^2-\ 216054*a^2*p*r*x^3+8*a^2*q^5+42*a^2*q^4*r-3304*a^2*q^4*x-1532*a^2*q^3*r^2-1800* a^2*q^3*r*x+57588*a^2*q^3*x^2-3495*a^2*q^2*r^3+77789*a^2*q^2*r^2*x+77128*a^2*q^ 2*r*x^2-127188*a^2*q^2*x^3+119*a^2*q*r^4+140519*a^2*q*r^3*x-196022*a^2*q*r^2*x^ 2-216054*a^2*q*r*x^3+2048*a^2*r^5+54856*a^2*r^4*x-232884*a^2*r^3*x^2-60006*a^2* r^2*x^3-64*a*b^5*c-64*a*b^5*p-64*a*b^5*r-96*a*b^5*x-1376*a*b^4*c^2-272*a*b^4*c* g-2800*a*b^4*c*p-112*a*b^4*c*q-2328*a*b^4*c*r+3184*a*b^4*c*x-328*a*b^4*g*p-296* a*b^4*g*r-1024*a*b^4*g*x-1136*a*b^4*p^2-184*a*b^4*p*q-1676*a*b^4*p*r+4104*a*b^4 *p*x-176*a*b^4*q*r-1272*a*b^4*q*x-540*a*b^4*r^2+4584*a*b^4*r*x+16416*a*b^4*x^2-\ 8288*a*b^3*c^3-4640*a*b^3*c^2*g-26016*a*b^3*c^2*p-2368*a*b^3*c^2*q-18736*a*b^3* c^2*r+45872*a*b^3*c^2*x-392*a*b^3*c*g^2-10312*a*b^3*c*g*p-416*a*b^3*c*g*q-7976* a*b^3*c*g*r+424*a*b^3*c*g*x-21496*a*b^3*c*p^2-7176*a*b^3*c*p*q-29848*a*b^3*c*p* r+101272*a*b^3*c*p*x+16*a*b^3*c*q^2-5476*a*b^3*c*q*r-7080*a*b^3*c*q*x-8352*a*b^ 3*c*r^2+99420*a*b^3*c*r*x+151200*a*b^3*c*x^2-544*a*b^3*g^2*p+8*a*b^3*g^2*q-444* a*b^3*g^2*r-2344*a*b^3*g^2*x-4552*a*b^3*g*p^2-872*a*b^3*g*p*q-6908*a*b^3*g*p*r+ 10188*a*b^3*g*p*x+16*a*b^3*g*q^2-572*a*b^3*g*q*r-6644*a*b^3*g*q*x-2356*a*b^3*g* r^2+6764*a*b^3*g*r*x+57888*a*b^3*g*x^2-5212*a*b^3*p^3-3716*a*b^3*p^2*q-10720*a* b^3*p^2*r+40040*a*b^3*p^2*x-152*a*b^3*p*q^2-5610*a*b^3*p*q*r+10768*a*b^3*p*q*x-\ 5804*a*b^3*p*r^2+84914*a*b^3*p*r*x+62064*a*b^3*p*x^2-120*a*b^3*q^2*r-5272*a*b^3 *q^2*x-1894*a*b^3*q*r^2+7286*a*b^3*q*r*x+79344*a*b^3*q*x^2-296*a*b^3*r^3+41862* a*b^3*r^2*x+63276*a*b^3*r*x^2-88128*a*b^3*x^3-19968*a*b^2*c^4-19200*a*b^2*c^3*g -88064*a*b^2*c^3*p-10832*a*b^2*c^3*q-55744*a*b^2*c^3*r+176672*a*b^2*c^3*x-5112* a*b^2*c^2*g^2-65256*a*b^2*c^2*g*p-6040*a*b^2*c^2*g*q-43704*a*b^2*c^2*g*r+73272* a*b^2*c^2*g*x-110672*a*b^2*c^2*p^2-48992*a*b^2*c^2*p*q-147596*a*b^2*c^2*p*r+ 579512*a*b^2*c^2*p*x-768*a*b^2*c^2*q^2-32132*a*b^2*c^2*q*r+23648*a*b^2*c^2*q*x-\ 36924*a*b^2*c^2*r^2+534456*a*b^2*c^2*r*x+453720*a*b^2*c^2*x^2-252*a*b^2*c*g^3-\ 12556*a*b^2*c*g^2*p-412*a*b^2*c*g^2*q-9122*a*b^2*c*g^2*r-8608*a*b^2*c*g^2*x-\ 57092*a*b^2*c*g*p^2-20800*a*b^2*c*g*p*q-80426*a*b^2*c*g*p*r+223052*a*b^2*c*g*p* x+112*a*b^2*c*g*q^2-13754*a*b^2*c*g*q*r-30912*a*b^2*c*g*q*x-23334*a*b^2*c*g*r^2 +192754*a*b^2*c*g*r*x+399540*a*b^2*c*g*x^2-53208*a*b^2*c*p^3-48640*a*b^2*c*p^2* q-107284*a*b^2*c*p^2*r+450900*a*b^2*c*p^2*x-6160*a*b^2*c*p*q^2-70310*a*b^2*c*p* q*r+224488*a*b^2*c*p*q*x-54944*a*b^2*c*p*r^2+908586*a*b^2*c*p*r*x+270264*a*b^2* c*p*x^2+132*a*b^2*c*q^3-3908*a*b^2*c*q^2*r-39908*a*b^2*c*q^2*x-21670*a*b^2*c*q* r^2+179802*a*b^2*c*q*r*x+534000*a*b^2*c*q*x^2-868*a*b^2*c*r^3+443370*a*b^2*c*r^ 2*x+164868*a*b^2*c*r*x^2-608736*a*b^2*c*x^3-402*a*b^2*g^3*p+16*a*b^2*g^3*q-290* a*b^2*g^3*r-2192*a*b^2*g^3*x-6032*a*b^2*g^2*p^2-1198*a*b^2*g^2*p*q-9415*a*b^2*g ^2*p*r+8516*a*b^2*g^2*p*x+40*a*b^2*g^2*q^2-582*a*b^2*g^2*q*r-10508*a*b^2*g^2*q* x-3383*a*b^2*g^2*r^2-292*a*b^2*g^2*r*x+71544*a*b^2*g^2*x^2-14310*a*b^2*g*p^3-\ 11498*a*b^2*g*p^2*q-30383*a*b^2*g*p^2*r+97628*a*b^2*g*p^2*x-738*a*b^2*g*p*q^2-\ 17621*a*b^2*g*p*q*r+28554*a*b^2*g*p*q*x-17836*a*b^2*g*p*r^2+203845*a*b^2*g*p*r* x+158358*a*b^2*g*p*x^2+32*a*b^2*g*q^3-226*a*b^2*g*q^2*r-16658*a*b^2*g*q^2*x-\ 6123*a*b^2*g*q*r^2+5345*a*b^2*g*q*r*x+197238*a*b^2*g*q*x^2-1763*a*b^2*g*r^3+ 108545*a*b^2*g*r^2*x+191868*a*b^2*g*r*x^2-193752*a*b^2*g*x^3-8688*a*b^2*p^4-\ 13044*a*b^2*p^3*q-23060*a*b^2*p^3*r+101068*a*b^2*p^3*x-4362*a*b^2*p^2*q^2-28756 *a*b^2*p^2*q*r+114066*a*b^2*p^2*q*x-17052*a*b^2*p^2*r^2+313277*a*b^2*p^2*r*x+ 23130*a*b^2*p^2*x^2-6*a*b^2*p*q^3-6812*a*b^2*p*q^2*r+5364*a*b^2*p*q^2*x-18380*a *b^2*p*q*r^2+226196*a*b^2*p*q*r*x+176832*a*b^2*p*q*x^2+324*a*b^2*p*r^3+312026*a *b^2*p*r^2*x-71474*a*b^2*p*r*x^2-271968*a*b^2*p*x^3+36*a*b^2*q^3*r-7634*a*b^2*q ^3*x-2450*a*b^2*q^2*r^2-3663*a*b^2*q^2*r*x+153702*a*b^2*q^2*x^2-2668*a*b^2*q*r^ 3+110218*a*b^2*q*r^2*x+183088*a*b^2*q*r*x^2-271968*a*b^2*q*x^3+3004*a*b^2*r^4+ 99817*a*b^2*r^3*x-126294*a*b^2*r^2*x^2-292956*a*b^2*r*x^3-20608*a*b*c^5-28544*a *b*c^4*g-123104*a*b*c^4*p-16736*a*b*c^4*q-69328*a*b*c^4*r+255136*a*b*c^4*x-\ 13384*a*b*c^3*g^2-137704*a*b*c^3*g*p-16360*a*b*c^3*g*q-81052*a*b*c^3*g*r+215504 *a*b*c^3*g*x-211216*a*b*c^3*p^2-106640*a*b*c^3*p*q-277876*a*b*c^3*p*r+1147120*a *b*c^3*p*x-2784*a*b*c^3*q^2-60732*a*b*c^3*q*r+110800*a*b*c^3*q*x-66660*a*b*c^3* r^2+1009608*a*b*c^3*r*x+543456*a*b*c^3*x^2-2280*a*b*c^2*g^3-50048*a*b*c^2*g^2*p -4292*a*b*c^2*g^2*q-31398*a*b*c^2*g^2*r+31840*a*b*c^2*g^2*x-181816*a*b*c^2*g*p^ 2-83744*a*b*c^2*g*p*q-246526*a*b*c^2*g*p*r+847320*a*b*c^2*g*p*x-1080*a*b*c^2*g* q^2-49152*a*b*c^2*g*q*r+7608*a*b*c^2*g*q*x-64710*a*b*c^2*g*r^2+730036*a*b*c^2*g *r*x+773376*a*b*c^2*g*x^2-152636*a*b*c^2*p^3-157216*a*b*c^2*p^2*q-310026*a*b*c^ 2*p^2*r+1338368*a*b*c^2*p^2*x-27848*a*b*c^2*p*q^2-220972*a*b*c^2*p*q*r+827792*a *b*c^2*p*q*x-162144*a*b*c^2*p*r^2+2611084*a*b*c^2*p*r*x+214128*a*b*c^2*p*x^2+ 420*a*b*c^2*q^3-15140*a*b*c^2*q^2*r-68992*a*b*c^2*q^2*x-63756*a*b*c^2*q*r^2+ 661064*a*b*c^2*q*r*x+1051536*a*b*c^2*q*x^2-4754*a*b*c^2*r^3+1271472*a*b*c^2*r^2 *x-182100*a*b*c^2*r*x^2-1308384*a*b*c^2*x^3-74*a*b*c*g^4-6262*a*b*c*g^3*p-128*a *b*c*g^3*q-4272*a*b*c*g^3*r-7896*a*b*c*g^3*x-46440*a*b*c*g^2*p^2-17404*a*b*c*g^ 2*p*q-66603*a*b*c*g^2*p*r+155160*a*b*c*g^2*p*x+196*a*b*c*g^2*q^2-10250*a*b*c*g^ 2*q*r-34992*a*b*c*g^2*q*x-20163*a*b*c*g^2*r^2+115540*a*b*c*g^2*r*x+326376*a*b*c *g^2*x^2-89702*a*b*c*g*p^3-87124*a*b*c*g*p^2*q-186949*a*b*c*g*p^2*r+700668*a*b* c*g*p^2*x-12504*a*b*c*g*p*q^2-126888*a*b*c*g*p*q*r+363752*a*b*c*g*p*q*x-104792* a*b*c*g*p*r^2+1397092*a*b*c*g*p*r*x+449016*a*b*c*g*p*x^2+362*a*b*c*g*q^3-6354*a *b*c*g*q^2*r-71100*a*b*c*g*q^2*x-39764*a*b*c*g*q*r^2+243798*a*b*c*g*q*r*x+ 834264*a*b*c*g*q*x^2-7545*a*b*c*g*r^3+712762*a*b*c*g*r^2*x+390174*a*b*c*g*r*x^2 -868592*a*b*c*g*x^3-49368*a*b*c*p^4-82140*a*b*c*p^3*q-132490*a*b*c*p^3*r+593800 *a*b*c*p^3*x-34836*a*b*c*p^2*q^2-178076*a*b*c*p^2*q*r+771424*a*b*c*p^2*q*x-\ 101262*a*b*c*p^2*r^2+1782668*a*b*c*p^2*r*x-163560*a*b*c*p^2*x^2-1980*a*b*c*p*q^ 3-52670*a*b*c*p*q^2*r+137800*a*b*c*p*q^2*x-109732*a*b*c*p*q*r^2+1487656*a*b*c*p *q*r*x+467856*a*b*c*p*q*x^2-2526*a*b*c*p*r^3+1746468*a*b*c*p*r^2*x-1052726*a*b* c*p*r*x^2-1157856*a*b*c*p*x^3+84*a*b*c*q^4-704*a*b*c*q^3*r-39824*a*b*c*q^3*x-\ 17834*a*b*c*q^2*r^2+77312*a*b*c*q^2*r*x+631416*a*b*c*q^2*x^2-13796*a*b*c*q*r^3+ 732280*a*b*c*q*r^2*x+298574*a*b*c*q*r*x^2-1157856*a*b*c*q*x^3+15614*a*b*c*r^4+ 557600*a*b*c*r^3*x-1061496*a*b*c*r^2*x^2-1048072*a*b*c*r*x^3-138*a*b*g^4*p+10*a *b*g^4*q-85*a*b*g^4*r-916*a*b*g^4*x-3264*a*b*g^3*p^2-640*a*b*g^3*p*q-5224*a*b*g ^3*p*r+2752*a*b*g^3*p*x+32*a*b*g^3*q^2-224*a*b*g^3*q*r-6464*a*b*g^3*q*x-1960*a* b*g^3*r^2-3608*a*b*g^3*r*x+37152*a*b*g^3*x^2-12020*a*b*g^2*p^3-10290*a*b*g^2*p^ 2*q-26257*a*b*g^2*p^2*r+74840*a*b*g^2*p^2*x-756*a*b*g^2*p*q^2-16009*a*b*g^2*p*q *r+22044*a*b*g^2*p*q*x-16454*a*b*g^2*p*r^2+154353*a*b*g^2*p*r*x+126696*a*b*g^2* p*x^2+46*a*b*g^2*q^3-96*a*b*g^2*q^2*r-15508*a*b*g^2*q^2*x-5719*a*b*g^2*q*r^2-\ 3977*a*b*g^2*q*r*x+155112*a*b*g^2*q*x^2-2217*a*b*g^2*r^3+86847*a*b*g^2*r^2*x+ 169188*a*b*g^2*r*x^2-138624*a*b*g^2*x^3-14792*a*b*g*p^4-23660*a*b*g*p^3*q-40530 *a*b*g*p^3*r+161606*a*b*g*p^3*x-9084*a*b*g*p^2*q^2-53227*a*b*g*p^2*q*r+194074*a *b*g*p^2*q*x-32838*a*b*g*p^2*r^2+500915*a*b*g*p^2*r*x+35070*a*b*g*p^2*x^2-196*a *b*g*p*q^3-14238*a*b*g*p*q^2*r+17686*a*b*g*p*q^2*x-35474*a*b*g*p*q*r^2+374586*a *b*g*p*q*r*x+260352*a*b*g*p*q*x^2-3254*a*b*g*p*r^3+514085*a*b*g*p*r^2*x-80367*a *b*g*p*r*x^2-386776*a*b*g*p*x^3+20*a*b*g*q^4+115*a*b*g*q^3*r-14782*a*b*g*q^3*x-\ 5154*a*b*g*q^2*r^2-8385*a*b*g*q^2*r*x+225282*a*b*g*q^2*x^2-5907*a*b*g*q*r^3+ 192537*a*b*g*q*r^2*x+289581*a*b*g*q*r*x^2-386776*a*b*g*q*x^3+3846*a*b*g*r^4+ 174776*a*b*g*r^3*x-192489*a*b*g*r^2*x^2-418940*a*b*g*r*x^3-5886*a*b*p^5-14014*a *b*p^4*q-19281*a*b*p^4*r+90056*a*b*p^4*x-10334*a*b*p^3*q^2-39759*a*b*p^3*q*r+ 186500*a*b*p^3*q*x-18264*a*b*p^3*r^2+360342*a*b*p^3*r*x-67098*a*b*p^3*x^2-2170* a*b*p^2*q^3-24063*a*b*p^2*q^2*r+98376*a*b*p^2*q^2*x-35193*a*b*p^2*q*r^2+558858* a*b*p^2*q*r*x-13722*a*b*p^2*q*x^2+2034*a*b*p^2*r^3+519145*a*b*p^2*r^2*x-441602* a*b*p^2*r*x^2-254376*a*b*p^2*x^3+36*a*b*p*q^4-3527*a*b*p*q^3*r-2524*a*b*p*q^3*x -17124*a*b*p*q^2*r^2+189408*a*b*p*q^2*r*x+173850*a*b*p*q^2*x^2-7165*a*b*p*q*r^3 +558420*a*b*p*q*r^2*x-271662*a*b*p*q*r*x^2-508752*a*b*p*q*x^3+11166*a*b*p*r^4+ 317488*a*b*p*r^3*x-761317*a*b*p*r^2*x^2-432108*a*b*p*r*x^3+58*a*b*q^4*r-4456*a* b*q^4*x-1357*a*b*q^3*r^2-9108*a*b*q^3*r*x+120474*a*b*q^3*x^2-3395*a*b*q^2*r^3+ 94025*a*b*q^2*r^2*x+169940*a*b*q^2*r*x^2-254376*a*b*q^2*x^3+2283*a*b*q*r^4+ 186062*a*b*q*r^3*x-319667*a*b*q*r^2*x^2-432108*a*b*q*r*x^3+4263*a*b*r^5+68629*a *b*r^4*x-401679*a*b*r^3*x^2-120012*a*b*r^2*x^3-7552*a*c^6-13792*a*c^5*g-59936*a *c^5*p-8128*a*c^5*q-30184*a*c^5*r+121024*a*c^5*x-9424*a*c^4*g^2-91232*a*c^4*g*p -11504*a*c^4*g*q-47612*a*c^4*g*r+156128*a*c^4*g*x-132880*a*c^4*p^2-71656*a*c^4* p*q-176060*a*c^4*p*r+721664*a*c^4*p*x-2048*a*c^4*q^2-35580*a*c^4*q*r+87888*a*c^ 4*q*x-43180*a*c^4*r^2+606136*a*c^4*r*x+229392*a*c^4*x^2-2888*a*c^3*g^3-50416*a* c^3*g^2*p-5464*a*c^3*g^2*q-27658*a*c^3*g^2*r+59864*a*c^3*g^2*x-164204*a*c^3*g*p ^2-84196*a*c^3*g*p*q-220758*a*c^3*g*p*r+814888*a*c^3*g*p*x-1760*a*c^3*g*q^2-\ 43296*a*c^3*g*q*r+57704*a*c^3*g*q*x-56554*a*c^3*g*r^2+679652*a*c^3*g*r*x+452544 *a*c^3*g*x^2-129384*a*c^3*p^3-142548*a*c^3*p^2*q-268814*a*c^3*p^2*r+1137592*a*c ^3*p^2*x-29388*a*c^3*p*q^2-199252*a*c^3*p*q*r+781344*a*c^3*p*q*x-149476*a*c^3*p *r^2+2171900*a*c^3*p*r*x-82176*a*c^3*p*x^2+384*a*c^3*q^3-13532*a*c^3*q^2*r-\ 31512*a*c^3*q^2*x-56704*a*c^3*q*r^2+606464*a*c^3*q*r*x+639072*a*c^3*q*x^2-10046 *a*c^3*r^3+1067768*a*c^3*r^2*x-414620*a*c^3*r*x^2-880640*a*c^3*x^3-356*a*c^2*g^ 4-12032*a*c^2*g^3*p-892*a*c^2*g^3*q-7077*a*c^2*g^3*r+2712*a*c^2*g^3*x-70054*a*c ^2*g^2*p^2-32588*a*c^2*g^2*p*q-96858*a*c^2*g^2*p*r+294768*a*c^2*g^2*p*x-232*a*c ^2*g^2*q^2-17335*a*c^2*g^2*q*r-10260*a*c^2*g^2*q*x-26804*a*c^2*g^2*r^2+235614*a *c^2*g^2*r*x+308916*a*c^2*g^2*x^2-121554*a*c^2*g*p^3-129760*a*c^2*g*p^2*q-\ 255641*a*c^2*g*p^2*r+997720*a*c^2*g*p^2*x-24232*a*c^2*g*p*q^2-184770*a*c^2*g*p* q*r+629484*a*c^2*g*p*q*x-146620*a*c^2*g*p*r^2+1929884*a*c^2*g*p*r*x+192816*a*c^ 2*g*p*x^2+510*a*c^2*g*q^3-11256*a*c^2*g*q^2*r-59444*a*c^2*g*q^2*x-55010*a*c^2*g *q*r^2+458776*a*c^2*g*q*r*x+788568*a*c^2*g*q*x^2-12533*a*c^2*g*r^3+970950*a*c^2 *g*r^2*x-10384*a*c^2*g*r*x^2-904992*a*c^2*g*x^3-62744*a*c^2*p^4-110864*a*c^2*p^ 3*q-172256*a*c^2*p^3*r+757852*a*c^2*p^3*x-52944*a*c^2*p^2*q^2-241958*a*c^2*p^2* q*r+1061424*a*c^2*p^2*q*x-140304*a*c^2*p^2*r^2+2236728*a*c^2*p^2*r*x-412464*a*c ^2*p^2*x^2-4632*a*c^2*p*q^3-78672*a*c^2*p*q^2*r+261972*a*c^2*p*q^2*x-151324*a*c ^2*p*q*r^2+2007780*a*c^2*p*q*r*x+182040*a*c^2*p*q*x^2-14816*a*c^2*p*r^3+2192300 *a*c^2*p*r^2*x-1711514*a*c^2*p*r*x^2-1157104*a*c^2*p*x^3+192*a*c^2*q^4-1522*a*c ^2*q^3*r-41600*a*c^2*q^3*x-25728*a*c^2*q^2*r^2+168816*a*c^2*q^2*r*x+594504*a*c^ 2*q^2*x^2-20230*a*c^2*q*r^3+999764*a*c^2*q*r^2*x-111822*a*c^2*q*r*x^2-1157104*a *c^2*q*x^3+15976*a*c^2*r^4+713424*a*c^2*r^3*x-1519402*a*c^2*r^2*x^2-887200*a*c^ 2*r*x^3-8*a*c*g^5-1106*a*c*g^4*p-6*a*c*g^4*q-707*a*c*g^4*r-1942*a*c*g^4*x-11830 *a*c*g^3*p^2-4438*a*c*g^3*p*q-17281*a*c*g^3*p*r+34398*a*c*g^3*p*x+84*a*c*g^3*q^ 2-2345*a*c*g^3*q*r-11282*a*c*g^3*q*x-5451*a*c*g^3*r^2+21317*a*c*g^3*r*x+83796*a *c*g^3*x^2-35466*a*c*g^2*p^3-35668*a*c*g^2*p^2*q-76212*a*c*g^2*p^2*r+258904*a*c *g^2*p^2*x-5372*a*c*g^2*p*q^2-52588*a*c*g^2*p*q*r+135626*a*c*g^2*p*q*x-46026*a* c*g^2*p*r^2+511355*a*c*g^2*p*r*x+177588*a*c*g^2*p*x^2+194*a*c*g^2*q^3-2297*a*c* g^2*q^2*r-30602*a*c*g^2*q^2*x-16920*a*c*g^2*q*r^2+76528*a*c*g^2*q*r*x+314568*a* c*g^2*q*x^2-5280*a*c*g^2*r^3+269893*a*c*g^2*r^2*x+184795*a*c*g^2*r*x^2-302800*a *c*g^2*x^3-39700*a*c*g*p^4-68728*a*c*g*p^3*q-110099*a*c*g*p^3*r+452800*a*c*g*p^ 3*x-31294*a*c*g*p^2*q^2-152602*a*c*g*p^2*q*r+609766*a*c*g*p^2*q*x-92097*a*c*g*p ^2*r^2+1360134*a*c*g*p^2*r*x-120582*a*c*g*p^2*x^2-2148*a*c*g*p*q^3-47478*a*c*g* p*q^2*r+123792*a*c*g*p*q^2*x-99020*a*c*g*p*q*r^2+1158742*a*c*g*p*q*r*x+322944*a *c*g*p*q*x^2-12697*a*c*g*p*r^3+1365983*a*c*g*p*r^2*x-719785*a*c*g*p*r*x^2-\ 798304*a*c*g*p*x^3+118*a*c*g*q^4-513*a*c*g*q^3*r-33174*a*c*g*q^3*x-16184*a*c*g* q^2*r^2+57468*a*c*g*q^2*r*x+443526*a*c*g*q^2*x^2-15146*a*c*g*q*r^3+589903*a*c*g *q*r^2*x+236409*a*c*g*q*r*x^2-798304*a*c*g*q*x^3+9001*a*c*g*r^4+458649*a*c*g*r^ 3*x-769928*a*c*g*r^2*x^2-720076*a*c*g*r*x^3-14878*a*c*p^5-37290*a*c*p^4*q-49801 *a*c*p^4*r+228828*a*c*p^4*x-30150*a*c*p^3*q^2-106607*a*c*p^3*q*r+502380*a*c*p^3 *q*x-50424*a*c*p^3*r^2+900652*a*c*p^3*r*x-236214*a*c*p^3*x^2-7926*a*c*p^2*q^3-\ 69481*a*c*p^2*q^2*r+306972*a*c*p^2*q^2*x-96081*a*c*p^2*q*r^2+1477168*a*c*p^2*q* r*x-242586*a*c*p^2*q*x^2-1246*a*c*p^2*r^3+1291039*a*c*p^2*r^2*x-1281650*a*c*p^2 *r*x^2-502760*a*c*p^2*x^3-172*a*c*p*q^4-12589*a*c*p*q^3*r+22116*a*c*p*q^3*x-\ 48512*a*c*p*q^2*r^2+578292*a*c*p*q^2*r*x+223470*a*c*p*q^2*x^2-21501*a*c*p*q*r^3 +1466460*a*c*p*q*r^2*x-1135944*a*c*p*q*r*x^2-1005520*a*c*p*q*x^3+23966*a*c*p*r^ 4+795434*a*c*p*r^3*x-2032151*a*c*p*r^2*x^2-702692*a*c*p*r*x^3+16*a*c*q^5+86*a*c *q^4*r-11304*a*c*q^4*x-4663*a*c*q^3*r^2+1776*a*c*q^3*r*x+229842*a*c*q^3*x^2-\ 9181*a*c*q^2*r^3+292029*a*c*q^2*r^2*x+145706*a*c*q^2*r*x^2-502760*a*c*q^2*x^3+ 5263*a*c*q*r^4+491672*a*c*q*r^3*x-1056975*a*c*q*r^2*x^2-702692*a*c*q*r*x^3+9711 *a*c*r^5+176219*a*c*r^4*x-1016751*a*c*r^3*x^2-65160*a*c*r^2*x^3-18*a*g^5*p+2*a* g^5*q-9*a*g^5*r-142*a*g^5*x-622*a*g^4*p^2-118*a*g^4*p*q-1017*a*g^4*p*r+264*a*g^ 4*p*x+8*a*g^4*q^2-27*a*g^4*q*r-1356*a*g^4*q*x-395*a*g^4*r^2-1172*a*g^4*r*x+6900 *a*g^4*x^2-3154*a*g^3*p^3-2804*a*g^3*p^2*q-7064*a*g^3*p^2*r+18232*a*g^3*p^2*x-\ 216*a*g^3*p*q^2-4426*a*g^3*p*q*r+5188*a*g^3*p*q*x-4666*a*g^3*p*r^2+37217*a*g^3* p*r*x+32130*a*g^3*p*x^2+16*a*g^3*q^3-2*a*g^3*q^2*r-4404*a*g^3*q^2*x-1622*a*g^3* q*r^2-2701*a*g^3*q*r*x+38862*a*g^3*q*x^2-756*a*g^3*r^3+21832*a*g^3*r^2*x+45584* a*g^3*r*x^2-32256*a*g^3*x^3-5906*a*g^2*p^4-9832*a*g^2*p^3*q-16625*a*g^2*p^3*r+ 61348*a*g^2*p^3*x-4064*a*g^2*p^2*q^2-22533*a*g^2*p^2*q*r+76498*a*g^2*p^2*q*x-\ 14439*a*g^2*p^2*r^2+190329*a*g^2*p^2*r*x+13386*a*g^2*p^2*x^2-124*a*g^2*p*q^3-\ 6412*a*g^2*p*q^2*r+8720*a*g^2*p*q^2*x-15570*a*g^2*p*q*r^2+145256*a*g^2*p*q*r*x+ 94290*a*g^2*p*q*x^2-2627*a*g^2*p*r^3+200015*a*g^2*p*r^2*x-20068*a*g^2*p*r*x^2-\ 134444*a*g^2*p*x^3+14*a*g^2*q^4+64*a*g^2*q^3*r-6430*a*g^2*q^3*x-2348*a*g^2*q^2* r^2-4237*a*g^2*q^2*r*x+80904*a*g^2*q^2*x^2-2869*a*g^2*q*r^3+77501*a*g^2*q*r^2*x +111000*a*g^2*q*r*x^2-134444*a*g^2*q*x^3+1093*a*g^2*r^4+71034*a*g^2*r^3*x-69051 *a*g^2*r^2*x^2-146370*a*g^2*r*x^3-4732*a*g*p^5-11706*a*g*p^4*q-15939*a*g*p^4*r+ 69402*a*g*p^4*x-9226*a*g*p^3*q^2-33961*a*g*p^3*q*r+148944*a*g*p^3*q*x-16436*a*g *p^3*r^2+278265*a*g*p^3*r*x-51744*a*g*p^3*x^2-2258*a*g*p^2*q^3-21740*a*g*p^2*q^ 2*r+85566*a*g*p^2*q^2*x-31647*a*g*p^2*q*r^2+444554*a*g*p^2*q*r*x-22476*a*g*p^2* q*x^2-994*a*g*p^2*r^3+407997*a*g*p^2*r^2*x-323534*a*g*p^2*r*x^2-174740*a*g*p^2* x^3-2*a*g*p*q^4-3657*a*g*p*q^3*r+1908*a*g*p*q^3*x-15802*a*g*p*q^2*r^2+160273*a* g*p*q^2*r*x+110280*a*g*p*q^2*x^2-8235*a*g*p*q*r^3+452996*a*g*p*q*r^2*x-215750*a *g*p*q*r*x^2-349480*a*g*p*q*x^3+7224*a*g*p*r^4+258807*a*g*p*r^3*x-566775*a*g*p* r^2*x^2-294384*a*g*p*r*x^3+4*a*g*q^5+61*a*g*q^4*r-4116*a*g*q^4*x-1399*a*g*q^3*r ^2-6016*a*g*q^3*r*x+81012*a*g*q^3*x^2-3288*a*g*q^2*r^3+82745*a*g*q^2*r^2*x+ 107784*a*g*q^2*r*x^2-174740*a*g*q^2*x^3+1157*a*g*q*r^4+157386*a*g*q*r^3*x-\ 257305*a*g*q*r^2*x^2-294384*a*g*q*r*x^3+2989*a*g*r^5+59673*a*g*r^4*x-305767*a*g *r^3*x^2-75244*a*g*r^2*x^3-1376*a*p^6-4546*a*p^5*q-5382*a*p^5*r+25828*a*p^5*x-\ 5372*a*p^4*q^2-15740*a*p^4*q*r+78588*a*p^4*q*x-6270*a*p^4*r^2+125445*a*p^4*r*x-\ 39600*a*p^4*x^2-2600*a*p^3*q^3-16019*a*p^3*q^2*r+79894*a*p^3*q^2*x-17500*a*p^3* q*r^2+307456*a*p^3*q*r*x-86958*a*p^3*q*x^2+1220*a*p^3*r^3+231986*a*p^3*r^2*x-\ 266058*a*p^3*r*x^2-72184*a*p^3*x^3-388*a*p^2*q^4-6332*a*p^2*q^3*r+26434*a*p^2*q ^3*x-15825*a*p^2*q^2*r^2+235487*a*p^2*q^2*r*x-23274*a*p^2*q^2*x^2-3520*a*p^2*q* r^3+443761*a*p^2*q*r^2*x-482364*a*p^2*q*r*x^2-216552*a*p^2*q*x^3+8100*a*p^2*r^4 +201568*a*p^2*r^3*x-590952*a*p^2*r^2*x^2-134014*a*p^2*r*x^3+10*a*p*q^5-657*a*p* q^4*r-1602*a*p*q^4*x-4864*a*p*q^3*r^2+50386*a*p*q^3*r*x+55926*a*p*q^3*x^2-5081* a*p*q^2*r^3+237576*a*p*q^2*r^2*x-166554*a*p*q^2*r*x^2-216552*a*p*q^2*x^3+5230*a *p*q*r^4+279506*a*p*q*r^3*x-764836*a*p*q*r^2*x^2-268028*a*p*q*r*x^3+6114*a*p*r^ 5+79818*a*p*r^4*x-545289*a*p*r^3*x^2+9090*a*p*r^2*x^3+14*a*q^5*r-902*a*q^5*x-\ 269*a*q^4*r^2-3090*a*q^4*r*x+31842*a*q^4*x^2-1132*a*q^3*r^3+25801*a*q^3*r^2*x+ 49752*a*q^3*r*x^2-72184*a*q^3*x^3+97*a*q^2*r^4+81983*a*q^2*r^3*x-173884*a*q^2*r ^2*x^2-134014*a*q^2*r*x^3+2444*a*q*r^5+64613*a*q*r^4*x-386113*a*q*r^3*x^2+9090* a*q*r^2*x^3+1498*a*r^6+10619*a*r^5*x-180795*a*r^4*x^2+89684*a*r^3*x^3+32*b^6*x-\ 96*b^5*c^2-32*b^5*c*g-224*b^5*c*p-224*b^5*c*r+1600*b^5*c*x-32*b^5*g*p-32*b^5*g* r-88*b^5*p^2-144*b^5*p*r+944*b^5*p*x-48*b^5*q*x-56*b^5*r^2+1408*b^5*r*x+2208*b^ 5*x^2-1312*b^4*c^3-832*b^4*c^2*g-3904*b^4*c^2*p-176*b^4*c^2*q-3328*b^4*c^2*r+ 16640*b^4*c^2*x-96*b^4*c*g^2-1600*b^4*c*g*p-48*b^4*c*g*q-1400*b^4*c*g*r+3936*b^ 4*c*g*x-3024*b^4*c*p^2-568*b^4*c*p*q-4348*b^4*c*p*r+24088*b^4*c*p*x-584*b^4*c*q *r+176*b^4*c*q*x-1324*b^4*c*r^2+27224*b^4*c*r*x+22344*b^4*c*x^2-96*b^4*g^2*p-96 *b^4*g^2*r-224*b^4*g^2*x-632*b^4*g*p^2-72*b^4*g*p*q-944*b^4*g*p*r+3336*b^4*g*p* x-80*b^4*g*q*r-616*b^4*g*q*x-312*b^4*g*r^2+4160*b^4*g*r*x+10800*b^4*g*x^2-700*b ^4*p^3-288*b^4*p^2*q-1386*b^4*p^2*r+7884*b^4*p^2*x-492*b^4*p*q*r+1524*b^4*p*q*x -672*b^4*p*r^2+17368*b^4*p*r*x+10020*b^4*p*x^2-360*b^4*q^2*x-204*b^4*q*r^2+3784 *b^4*q*r*x+14340*b^4*q*x^2+14*b^4*r^3+7360*b^4*r^2*x+4104*b^4*r*x^2-22032*b^4*x ^3-5376*b^3*c^4-5504*b^3*c^3*g-20720*b^3*c^3*p-2112*b^3*c^3*q-15288*b^3*c^3*r+ 74400*b^3*c^3*x-1632*b^3*c^2*g^2-15680*b^3*c^2*g*p-1256*b^3*c^2*g*q-12044*b^3*c ^2*g*r+43384*b^3*c^2*g*x-24208*b^3*c^2*p^2-8440*b^3*c^2*p*q-31948*b^3*c^2*p*r+ 179872*b^3*c^2*p*x-56*b^3*c^2*q^2-7192*b^3*c^2*q*r+14392*b^3*c^2*q*x-7740*b^3*c ^2*r^2+182396*b^3*c^2*r*x+81480*b^3*c^2*x^2-112*b^3*c*g^3-3088*b^3*c*g^2*p-112* b^3*c*g^2*q-2584*b^3*c*g^2*r+3032*b^3*c*g^2*x-12480*b^3*c*g*p^2-3484*b^3*c*g*p* q-17164*b^3*c*g*p*r+75384*b^3*c*g*p*x+8*b^3*c*g*q^2-3100*b^3*c*g*q*r-1292*b^3*c *g*q*x-4684*b^3*c*g*r^2+78664*b^3*c*g*r*x+91452*b^3*c*g*x^2-11204*b^3*c*p^3-\ 8064*b^3*c*p^2*q-21078*b^3*c*p^2*r+123212*b^3*c*p^2*x-480*b^3*c*p*q^2-12214*b^3 *c*p*q*r+52968*b^3*c*p*q*x-8544*b^3*c*p*r^2+253550*b^3*c*p*r*x+46944*b^3*c*p*x^ 2-496*b^3*c*q^2*r-8076*b^3*c*q^2*x-4150*b^3*c*q*r^2+62834*b^3*c*q*r*x+134856*b^ 3*c*q*x^2+1330*b^3*c*r^3+112206*b^3*c*r^2*x-31332*b^3*c*r*x^2-202912*b^3*c*x^3-\ 112*b^3*g^3*p-112*b^3*g^3*r-392*b^3*g^3*x-1286*b^3*g^2*p^2-168*b^3*g^2*p*q-1900 *b^3*g^2*p*r+4356*b^3*g^2*p*x-188*b^3*g^2*q*r-1684*b^3*g^2*q*x-614*b^3*g^2*r^2+ 4240*b^3*g^2*r*x+18984*b^3*g^2*x^2-2974*b^3*g*p^3-1812*b^3*g*p^2*q-5885*b^3*g*p ^2*r+27278*b^3*g*p^2*x-32*b^3*g*p*q^2-2806*b^3*g*p*q*r+7122*b^3*g*p*q*x-2848*b^ 3*g*p*r^2+58756*b^3*g*p*r*x+37794*b^3*g*p*x^2-48*b^3*g*q^2*r-2684*b^3*g*q^2*x-\ 994*b^3*g*q*r^2+7946*b^3*g*q*r*x+50754*b^3*g*q*x^2+63*b^3*g*r^3+27792*b^3*g*r^2 *x+32406*b^3*g*r*x^2-64584*b^3*g*x^3-1804*b^3*p^4-2162*b^3*p^3*q-4401*b^3*p^3*r +25814*b^3*p^3*x-358*b^3*p^2*q^2-4649*b^3*p^2*q*r+24284*b^3*p^2*q*x-2379*b^3*p^ 2*r^2+79998*b^3*p^2*r*x+2874*b^3*p^2*x^2-632*b^3*p*q^2*r-2062*b^3*p*q^2*x-2812* b^3*p*q*r^2+53600*b^3*p*q*r*x+49272*b^3*p*q*x^2+1229*b^3*p*r^3+73594*b^3*p*r^2* x-42972*b^3*p*r*x^2-90656*b^3*p*x^3-532*b^3*q^3*x-274*b^3*q^2*r^2+1408*b^3*q^2* r*x+46398*b^3*q^2*x^2-325*b^3*q*r^3+23276*b^3*q*r^2*x+41882*b^3*q*r*x^2-90656*b ^3*q*x^3+1011*b^3*r^4+19410*b^3*r^3*x-43950*b^3*r^2*x^2-97652*b^3*r*x^3-9536*b^ 2*c^5-13760*b^2*c^4*g-47632*b^2*c^4*p-6336*b^2*c^4*q-31048*b^2*c^4*r+156448*b^2 *c^4*x-6864*b^2*c^3*g^2-53936*b^2*c^3*g*p-6408*b^2*c^3*g*q-36612*b^2*c^3*g*r+ 153432*b^2*c^3*g*x-75720*b^2*c^3*p^2-33488*b^2*c^3*p*q-95856*b^2*c^3*p*r+537992 *b^2*c^3*p*x-792*b^2*c^3*q^2-24228*b^2*c^3*q*r+69144*b^2*c^3*q*x-20136*b^2*c^3* r^2+513972*b^2*c^3*r*x+127440*b^2*c^3*x^2-1312*b^2*c^2*g^3-19860*b^2*c^2*g^2*p-\ 1804*b^2*c^2*g^2*q-14412*b^2*c^2*g^2*r+39628*b^2*c^2*g^2*x-65160*b^2*c^2*g*p^2-\ 25968*b^2*c^2*g*p*q-84614*b^2*c^2*g*p*r+413916*b^2*c^2*g*p*x-320*b^2*c^2*g*q^2-\ 19782*b^2*c^2*g*q*r+30828*b^2*c^2*g*q*x-19454*b^2*c^2*g*r^2+401686*b^2*c^2*g*r* x+245472*b^2*c^2*g*x^2-52800*b^2*c^2*p^3-47092*b^2*c^2*p^2*q-98788*b^2*c^2*p^2* r+566336*b^2*c^2*p^2*x-6076*b^2*c^2*p*q^2-66228*b^2*c^2*p*q*r+320688*b^2*c^2*p* q*x-39176*b^2*c^2*p*r^2+1120484*b^2*c^2*p*r*x-13512*b^2*c^2*p*x^2+60*b^2*c^2*q^ 3-4884*b^2*c^2*q^2*r-24856*b^2*c^2*q^2*x-19136*b^2*c^2*q*r^2+314388*b^2*c^2*q*r *x+405192*b^2*c^2*q*x^2+6812*b^2*c^2*r^3+502844*b^2*c^2*r^2*x-327708*b^2*c^2*r* x^2-654192*b^2*c^2*x^3-64*b^2*c*g^4-2528*b^2*c*g^3*p-92*b^2*c*g^3*q-2062*b^2*c* g^3*r+448*b^2*c*g^3*x-16492*b^2*c*g^2*p^2-5116*b^2*c*g^2*p*q-22435*b^2*c*g^2*p* r+82602*b^2*c*g^2*p*x+32*b^2*c*g^2*q^2-4310*b^2*c*g^2*q*r-5182*b^2*c*g^2*q*x-\ 5943*b^2*c*g^2*r^2+79776*b^2*c*g^2*r*x+122148*b^2*c*g^2*x^2-30864*b^2*c*g*p^3-\ 25600*b^2*c*g*p^2*q-59201*b^2*c*g*p^2*r+300324*b^2*c*g*p^2*x-2414*b^2*c*g*p*q^2 -37097*b^2*c*g*p*q*r+144536*b^2*c*g*p*q*x-25810*b^2*c*g*p*r^2+610629*b^2*c*g*p* r*x+135444*b^2*c*g*p*x^2+44*b^2*c*g*q^3-2056*b^2*c*g*q^2*r-22880*b^2*c*g*q^2*x-\ 11497*b^2*c*g*q*r^2+135413*b^2*c*g*q*r*x+328068*b^2*c*g*q*x^2+2527*b^2*c*g*r^3+ 286175*b^2*c*g*r^2*x+20648*b^2*c*g*r*x^2-434296*b^2*c*g*x^3-16856*b^2*c*p^4-\ 24466*b^2*c*p^3*q-41463*b^2*c*p^3*r+238622*b^2*c*p^3*x-7736*b^2*c*p^2*q^2-50421 *b^2*c*p^2*q*r+277586*b^2*c*p^2*q*x-23253*b^2*c*p^2*r^2+713697*b^2*c*p^2*r*x-\ 100704*b^2*c*p^2*x^2-126*b^2*c*p*q^3-12262*b^2*c*p*q^2*r+27482*b^2*c*p*q^2*x-\ 27444*b^2*c*p*q*r^2+562892*b^2*c*p*q*r*x+196080*b^2*c*p*q*x^2+10459*b^2*c*p*r^3 +653536*b^2*c*p*r^2*x-611998*b^2*c*p*r*x^2-578928*b^2*c*p*x^3-114*b^2*c*q^3*r-\ 11482*b^2*c*q^3*x-4526*b^2*c*q^2*r^2+35357*b^2*c*q^2*r*x+296784*b^2*c*q^2*x^2-\ 1489*b^2*c*q*r^3+255910*b^2*c*q*r^2*x+63652*b^2*c*q*r*x^2-578928*b^2*c*q*x^3+ 9105*b^2*c*r^4+178461*b^2*c*r^3*x-526660*b^2*c*r^2*x^2-524036*b^2*c*r*x^3-64*b^ 2*g^4*p-64*b^2*g^4*r-282*b^2*g^4*x-1120*b^2*g^3*p^2-138*b^2*g^3*p*q-1664*b^2*g^ 3*p*r+2638*b^2*g^3*p*x-156*b^2*g^3*q*r-1798*b^2*g^3*q*x-544*b^2*g^3*r^2+1672*b^ 2*g^3*r*x+15444*b^2*g^3*x^2-4060*b^2*g^2*p^3-2838*b^2*g^2*p^2*q-8146*b^2*g^2*p^ 2*r+32628*b^2*g^2*p^2*x-44*b^2*g^2*p*q^2-4312*b^2*g^2*p*q*r+9268*b^2*g^2*p*q*x-\ 4112*b^2*g^2*p*r^2+69258*b^2*g^2*p*r*x+48444*b^2*g^2*p*x^2-76*b^2*g^2*q^2*r-\ 4716*b^2*g^2*q^2*x-1474*b^2*g^2*q*r^2+4885*b^2*g^2*q*r*x+62652*b^2*g^2*q*x^2-26 *b^2*g^2*r^3+35080*b^2*g^2*r^2*x+53597*b^2*g^2*r*x^2-69312*b^2*g^2*x^3-5020*b^2 *g*p^4-6930*b^2*g*p^3*q-12659*b^2*g*p^3*r+65030*b^2*g*p^3*x-1880*b^2*g*p^2*q^2-\ 14868*b^2*g*p^2*q*r+69202*b^2*g*p^2*q*x-7857*b^2*g*p^2*r^2+200970*b^2*g*p^2*r*x +7008*b^2*g*p^2*x^2+30*b^2*g*p*q^3-3017*b^2*g*p*q^2*r+492*b^2*g*p*q^2*x-8946*b^ 2*g*p*q*r^2+141769*b^2*g*p*q*r*x+109122*b^2*g*p*q*x^2+2183*b^2*g*p*r^3+193111*b ^2*g*p*r^2*x-80369*b^2*g*p*r*x^2-193388*b^2*g*p*x^3+20*b^2*g*q^3*r-3680*b^2*g*q ^3*x-1137*b^2*g*q^2*r^2-229*b^2*g*q^2*r*x+102114*b^2*g*q^2*x^2-1008*b^2*g*q*r^3 +66362*b^2*g*q*r^2*x+104605*b^2*g*q*r*x^2-193388*b^2*g*q*x^3+2401*b^2*g*r^4+ 57171*b^2*g*r^3*x-102428*b^2*g*r^2*x^2-209470*b^2*g*r*x^3-2014*b^2*p^5-4238*b^2 *p^4*q-6089*b^2*p^4*r+35240*b^2*p^4*x-2434*b^2*p^3*q^2-11334*b^2*p^3*q*r+65770* b^2*p^3*q*x-4216*b^2*p^3*r^2+139968*b^2*p^3*r*x-30900*b^2*p^3*x^2-210*b^2*p^2*q ^3-5624*b^2*p^2*q^2*r+25476*b^2*p^2*q^2*x-8574*b^2*p^2*q*r^2+200413*b^2*p^2*q*r *x+1086*b^2*p^2*q*x^2+3746*b^2*p^2*r^3+191493*b^2*p^2*r^2*x-212959*b^2*p^2*r*x^ 2-127188*b^2*p^2*x^3-379*b^2*p*q^3*r-5398*b^2*p*q^3*x-3946*b^2*p*q^2*r^2+57281* b^2*p*q^2*r*x+94872*b^2*p*q^2*x^2-98*b^2*p*q*r^3+189722*b^2*p*q*r^2*x-120147*b^ 2*p*q*r*x^2-254376*b^2*p*q*x^3+5854*b^2*p*r^4+104042*b^2*p*r^3*x-344470*b^2*p*r ^2*x^2-216054*b^2*p*r*x^3-344*b^2*q^4*x-169*b^2*q^3*r^2-3164*b^2*q^3*r*x+62886* b^2*q^3*x^2-756*b^2*q^2*r^3+25604*b^2*q^2*r^2*x+92812*b^2*q^2*r*x^2-127188*b^2* q^2*x^3+1380*b^2*q*r^4+55079*b^2*q*r^3*x-123645*b^2*q*r^2*x^2-216054*b^2*q*r*x^ 3+1967*b^2*r^5+17277*b^2*r^4*x-168795*b^2*r^3*x^2-60006*b^2*r^2*x^3-7648*b*c^6-\ 14400*b*c^5*g-49344*b*c^5*p-7136*b*c^5*q-28872*b*c^5*r+149632*b*c^5*x-10272*b*c ^4*g^2-75576*b*c^4*g*p-10344*b*c^4*g*q-45868*b*c^4*g*r+210752*b*c^4*g*x-101048* b*c^4*p^2-50184*b*c^4*p*q-126704*b*c^4*p*r+686064*b*c^4*p*x-1592*b*c^4*q^2-\ 31320*b*c^4*q*r+106016*b*c^4*q*x-25656*b*c^4*r^2+626632*b*c^4*r*x+85584*b*c^4*x ^2-3368*b*c^3*g^3-42048*b*c^3*g^2*p-5120*b*c^3*g^2*q-26942*b*c^3*g^2*r+98600*b* c^3*g^2*x-124676*b*c^3*g*p^2-58436*b*c^3*g*p*q-158200*b*c^3*g*p*r+793256*b*c^3* g*p*x-1416*b*c^3*g*q^2-38438*b*c^3*g*q*r+96136*b*c^3*g*q*x-33524*b*c^3*g*r^2+ 733004*b*c^3*g*r*x+257472*b*c^3*g*x^2-94960*b*c^3*p^3-94692*b*c^3*p^2*q-181274* b*c^3*p^2*r+986712*b*c^3*p^2*x-16220*b*c^3*p*q^2-129012*b*c^3*p*q*r+638592*b*c^ 3*p*q*x-77668*b*c^3*p*r^2+1904028*b*c^3*p*r*x-230688*b*c^3*p*x^2+120*b*c^3*q^3-\ 10564*b*c^3*q^2*r-23384*b*c^3*q^2*x-34320*b*c^3*q*r^2+571384*b*c^3*q*r*x+490560 *b*c^3*q*x^2+8646*b*c^3*r^3+866880*b*c^3*r^2*x-708772*b*c^3*r*x^2-880640*b*c^3* x^3-474*b*c^2*g^4-10110*b*c^2*g^3*p-930*b*c^2*g^3*q-7049*b*c^2*g^3*r+14976*b*c^ 2*g^3*x-52900*b*c^2*g^2*p^2-22068*b*c^2*g^2*p*q-68732*b*c^2*g^2*p*r+298284*b*c^ 2*g^2*p*x-250*b*c^2*g^2*q^2-15695*b*c^2*g^2*q*r+15456*b*c^2*g^2*q*x-15832*b*c^2 *g^2*r^2+277138*b*c^2*g^2*r*x+216324*b*c^2*g^2*x^2-88862*b*c^2*g*p^3-85192*b*c^ 2*g*p^2*q-171249*b*c^2*g*p^2*r+872596*b*c^2*g*p^2*x-12676*b*c^2*g*p*q^2-118194* b*c^2*g*p*q*r+522156*b*c^2*g*p*q*x-75912*b*c^2*g*p*r^2+1712196*b*c^2*g*p*r*x+ 24672*b*c^2*g*p*x^2+190*b*c^2*g*q^3-8812*b*c^2*g*q^2*r-41648*b*c^2*g*q^2*x-\ 33002*b*c^2*g*q*r^2+457120*b*c^2*g*q*r*x+620424*b*c^2*g*q*x^2+6475*b*c^2*g*r^3+ 798746*b*c^2*g*r^2*x-331976*b*c^2*g*r*x^2-904992*b*c^2*g*x^3-45456*b*c^2*p^4-\ 72960*b*c^2*p^3*q-114986*b*c^2*p^3*r+628888*b*c^2*p^3*x-29148*b*c^2*p^2*q^2-\ 150092*b*c^2*p^2*q*r+814284*b*c^2*p^2*q*x-72222*b*c^2*p^2*r^2+1844002*b*c^2*p^2 *r*x-435504*b*c^2*p^2*x^2-1600*b*c^2*p*q^3-43526*b*c^2*p*q^2*r+154584*b*c^2*p*q ^2*x-81304*b*c^2*p*q*r^2+1581720*b*c^2*p*q*r*x+135960*b*c^2*p*q*x^2+18690*b*c^2 *p*r^3+1698484*b*c^2*p*r^2*x-1844310*b*c^2*p*r*x^2-1157104*b*c^2*p*x^3+44*b*c^2 *q^4-972*b*c^2*q^3*r-30812*b*c^2*q^3*x-14378*b*c^2*q^2*r^2+135482*b*c^2*q^2*r*x +571464*b*c^2*q^2*x^2-4172*b*c^2*q*r^3+732084*b*c^2*q*r^2*x-244618*b*c^2*q*r*x^ 2-1157104*b*c^2*q*x^3+21382*b*c^2*r^4+483370*b*c^2*r^3*x-1490222*b*c^2*r^2*x^2-\ 887200*b*c^2*r*x^3-18*b*c*g^5-942*b*c*g^4*p-32*b*c*g^4*q-754*b*c*g^4*r-358*b*c* g^4*x-8800*b*c*g^3*p^2-2794*b*c*g^3*p*q-11986*b*c*g^3*p*r+38074*b*c*g^3*p*x+30* b*c*g^3*q^2-2263*b*c*g^3*q*r-4710*b*c*g^3*q*x-3186*b*c*g^3*r^2+33911*b*c*g^3*r* x+66324*b*c*g^3*x^2-25702*b*c*g^2*p^3-22788*b*c*g^2*p^2*q-50487*b*c*g^2*p^2*r+ 228610*b*c*g^2*p^2*x-2386*b*c*g^2*p*q^2-32624*b*c*g^2*p*q*r+114626*b*c*g^2*p*q* x-23868*b*c*g^2*p*r^2+460383*b*c*g^2*p*r*x+118116*b*c*g^2*p*x^2+64*b*c*g^2*q^3-\ 1877*b*c*g^2*q^2*r-21308*b*c*g^2*q^2*x-9836*b*c*g^2*q*r^2+89802*b*c*g^2*q*r*x+ 255096*b*c*g^2*q*x^2+917*b*c*g^2*r^3+224329*b*c*g^2*r^2*x+70337*b*c*g^2*r*x^2-\ 302800*b*c*g^2*x^3-28644*b*c*g*p^4-44804*b*c*g*p^3*q-73122*b*c*g*p^3*r+376626*b *c*g*p^3*x-16708*b*c*g*p^2*q^2-93841*b*c*g*p^2*q*r+467400*b*c*g*p^2*q*x-47502*b *c*g*p^2*r^2+1125315*b*c*g*p^2*r*x-150642*b*c*g*p^2*x^2-524*b*c*g*p*q^3-25485*b *c*g*p*q^2*r+67582*b*c*g*p*q^2*x-53270*b*c*g*p*q*r^2+915648*b*c*g*p*q*r*x+ 262824*b*c*g*p*q*x^2+9786*b*c*g*p*r^3+1064173*b*c*g*p*r^2*x-845169*b*c*g*p*r*x^ 2-798304*b*c*g*p*x^3+24*b*c*g*q^4-304*b*c*g*q^3*r-23192*b*c*g*q^3*x-8777*b*c*g* q^2*r^2+49193*b*c*g*q^2*r*x+413466*b*c*g*q^2*x^2-4233*b*c*g*q*r^3+432857*b*c*g* q*r^2*x+111025*b*c*g*q*r*x^2-798304*b*c*g*q*x^3+12810*b*c*g*r^4+315484*b*c*g*r^ 3*x-777100*b*c*g*r^2*x^2-720076*b*c*g*r*x^3-10786*b*c*p^5-24774*b*c*p^4*q-33577 *b*c*p^4*r+185664*b*c*p^4*x-17170*b*c*p^3*q^2-66681*b*c*p^3*q*r+378324*b*c*p^3* q*x-26448*b*c*p^3*r^2+723520*b*c*p^3*r*x-219642*b*c*p^3*x^2-3162*b*c*p^2*q^3-\ 38351*b*c*p^2*q^2*r+193788*b*c*p^2*q^2*x-51399*b*c*p^2*q*r^2+1117160*b*c*p^2*q* r*x-192870*b*c*p^2*q*x^2+14258*b*c*p^2*r^3+988375*b*c*p^2*r^2*x-1230080*b*c*p^2 *r*x^2-502760*b*c*p^2*x^3+20*b*c*p*q^4-5211*b*c*p*q^3*r-4740*b*c*p*q^3*x-25192* b*c*p*q^2*r^2+389672*b*c*p*q^2*r*x+273186*b*c*p*q^2*x^2-1851*b*c*p*q*r^3+ 1054256*b*c*p*q*r^2*x-1032804*b*c*p*q*r*x^2-1005520*b*c*p*q*x^3+27482*b*c*p*r^4 +548846*b*c*p*r^3*x-1866429*b*c*p*r^2*x^2-702692*b*c*p*r*x^3+36*b*c*q^4*r-5868* b*c*q^4*x-2049*b*c*q^3*r^2-3968*b*c*q^3*r*x+246414*b*c*q^3*x^2-4011*b*c*q^2*r^3 +182489*b*c*q^2*r^2*x+197276*b*c*q^2*r*x^2-502760*b*c*q^2*x^3+7641*b*c*q*r^4+ 315420*b*c*q*r^3*x-891253*b*c*q*r^2*x^2-702692*b*c*q*r*x^3+9567*b*c*r^5+98327*b *c*r^4*x-880107*b*c*r^3*x^2-65160*b*c*r^2*x^3-18*b*g^5*p-18*b*g^5*r-94*b*g^5*x-\ 444*b*g^4*p^2-48*b*g^4*p*q-666*b*g^4*p*r+744*b*g^4*p*x-55*b*g^4*q*r-828*b*g^4*q *x-222*b*g^4*r^2+132*b*g^4*r*x+5916*b*g^4*x^2-2238*b*g^3*p^3-1670*b*g^3*p^2*q-\ 4573*b*g^3*p^2*r+16308*b*g^3*p^2*x-14*b*g^3*p*q^2-2534*b*g^3*p*q*r+4612*b*g^3*p *q*x-2432*b*g^3*p*r^2+34243*b*g^3*p*r*x+25722*b*g^3*p*x^2-34*b*g^3*q^2*r-3056*b *g^3*q^2*x-864*b*g^3*q*r^2+511*b*g^3*q*r*x+32454*b*g^3*q*x^2-97*b*g^3*r^3+18178 *b*g^3*r^2*x+32392*b*g^3*r*x^2-32256*b*g^3*x^3-4228*b*g^2*p^4-6276*b*g^2*p^3*q-\ 10973*b*g^2*p^3*r+51002*b*g^2*p^3*x-2000*b*g^2*p^2*q^2-13584*b*g^2*p^2*q*r+ 57956*b*g^2*p^2*q*x-7551*b*g^2*p^2*r^2+157458*b*g^2*p^2*r*x+6036*b*g^2*p^2*x^2+ 48*b*g^2*p*q^3-3144*b*g^2*p*q^2*r+2674*b*g^2*p*q^2*x-8340*b*g^2*p*q*r^2+113912* b*g^2*p*q*r*x+79590*b*g^2*p*q*x^2+905*b*g^2*p*r^3+156022*b*g^2*p*r^2*x-47325*b* g^2*p*r*x^2-134444*b*g^2*p*x^3+35*b*g^2*q^3*r-4280*b*g^2*q^3*x-1144*b*g^2*q^2*r ^2-2710*b*g^2*q^2*r*x+73554*b*g^2*q^2*x^2-1032*b*g^2*q*r^3+55726*b*g^2*q*r^2*x+ 83743*b*g^2*q*r*x^2-134444*b*g^2*q*x^3+1711*b*g^2*r^4+49566*b*g^2*r^3*x-74556*b *g^2*r^2*x^2-146370*b*g^2*r*x^3-3422*b*g*p^5-7734*b*g*p^4*q-10730*b*g*p^4*r+ 56304*b*g*p^4*x-5174*b*g*p^3*q^2-21201*b*g*p^3*q*r+111756*b*g*p^3*q*x-8700*b*g* p^3*r^2+223705*b*g*p^3*r*x-49128*b*g*p^3*x^2-834*b*g*p^2*q^3-11882*b*g*p^2*q^2* r+52590*b*g*p^2*q^2*x-17199*b*g*p^2*q*r^2+335390*b*g*p^2*q*r*x-14628*b*g*p^2*q* x^2+4060*b*g*p^2*r^3+313412*b*g*p^2*r^2*x-316371*b*g*p^2*r*x^2-174740*b*g*p^2*x ^3+28*b*g*p*q^4-1385*b*g*p*q^3*r-4872*b*g*p*q^3*x-8242*b*g*p*q^2*r^2+105625*b*g *p*q^2*r*x+118128*b*g*p*q^2*x^2-1731*b*g*p*q*r^3+325806*b*g*p*q*r^2*x-201424*b* g*p*q*r*x^2-349480*b*g*p*q*x^3+8410*b*g*p*r^4+180925*b*g*p*r^3*x-523913*b*g*p*r ^2*x^2-294384*b*g*p*r*x^3+26*b*g*q^4*r-2010*b*g*q^4*x-551*b*g*q^3*r^2-6060*b*g* q^3*r*x+83628*b*g*q^3*x^2-1534*b*g*q^2*r^3+50140*b*g*q^2*r^2*x+114947*b*g*q^2*r *x^2-174740*b*g*q^2*x^3+2001*b*g*q*r^4+102172*b*g*q*r^3*x-214443*b*g*q*r^2*x^2-\ 294384*b*g*q*r*x^3+2958*b*g*r^5+34914*b*g*r^4*x-265580*b*g*r^3*x^2-75244*b*g*r^ 2*x^3-1006*b*p^6-3076*b*p^5*q-3686*b*p^5*r+20746*b*p^5*x-3192*b*p^4*q^2-10059*b *p^4*q*r+59058*b*p^4*q*x-3340*b*p^4*r^2+99900*b*p^4*r*x-35130*b*p^4*x^2-1180*b* p^3*q^3-9166*b*p^3*q^2*r+52594*b*p^3*q^2*x-9476*b*p^3*q*r^2+231012*b*p^3*q*r*x-\ 69078*b*p^3*q*x^2+3380*b*p^3*r^3+178095*b*p^3*r^2*x-243330*b*p^3*r*x^2-72184*b* p^3*x^3-58*b*p^2*q^4-2899*b*p^2*q^3*r+10894*b*p^2*q^3*x-8346*b*p^2*q^2*r^2+ 159425*b*p^2*q^2*r*x+3546*b*p^2*q^2*x^2+1166*b*p^2*q*r^3+321954*b*p^2*q*r^2*x-\ 414180*b*p^2*q*r*x^2-216552*b*p^2*q*x^3+8410*b*p^2*r^4+142345*b*p^2*r^3*x-\ 528521*b*p^2*r^2*x^2-134014*b*p^2*r*x^3-106*b*p*q^4*r-3492*b*p*q^4*x-2258*b*p*q ^3*r^2+25414*b*p*q^3*r*x+73806*b*p*q^3*x^2-1962*b*p*q^2*r^3+155635*b*p*q^2*r^2* x-98370*b*p*q^2*r*x^2-216552*b*p*q^2*x^3+5904*b*p*q*r^4+187104*b*p*q*r^3*x-\ 639974*b*p*q*r^2*x^2-268028*b*p*q*r*x^3+5714*b*p*r^5+46275*b*p*r^4*x-470357*b*p *r^3*x^2+9090*b*p*r^2*x^3-104*b*q^5*x-48*b*q^4*r^2-2899*b*q^4*r*x+36312*b*q^4*x ^2-539*b*q^3*r^3+11776*b*q^3*r^2*x+72480*b*q^3*r*x^2-72184*b*q^3*x^3+410*b*q^2* r^4+48804*b*q^2*r^3*x-111453*b*q^2*r^2*x^2-134014*b*q^2*r*x^3+2245*b*q*r^5+ 37104*b*q*r^4*x-311181*b*q*r^3*x^2+9090*b*q*r^2*x^3+1344*b*r^6+2871*b*r^5*x-\ 150036*b*r^4*x^2+89684*b*r^3*x^3-2272*c^7-5312*c^6*g-18800*c^6*p-2704*c^6*q-\ 9944*c^6*r+52064*c^6*x-4976*c^5*g^2-36696*c^5*g*p-5144*c^5*g*q-20060*c^5*g*r+ 96688*c^5*g*x-48008*c^5*p^2-25264*c^5*p*q-60988*c^5*p*r+309616*c^5*p*x-824*c^5* q^2-13668*c^5*q*r+50416*c^5*q*x-12980*c^5*r^2+269888*c^5*r*x+23328*c^5*x^2-2352 *c^4*g^3-27804*c^4*g^2*p-3692*c^4*g^2*q-15910*c^4*g^2*r+66648*c^4*g^2*x-78272*c ^4*g*p^2-39760*c^4*g*p*q-99676*c^4*g*p*r+485512*c^4*g*p*x-1128*c^4*g*q^2-22660* c^4*g*q*r+68488*c^4*g*q*x-21404*c^4*g*r^2+428132*c^4*g*r*x+95952*c^4*g*x^2-\ 57348*c^4*p^3-60980*c^4*p^2*q-113240*c^4*p^2*r+573112*c^4*p^2*x-11932*c^4*p*q^2 -82892*c^4*p*q*r+398048*c^4*p*q*x-54436*c^4*p*r^2+1086508*c^4*p*r*x-194016*c^4* p*x^2+100*c^4*q^3-6300*c^4*q^2*r-6440*c^4*q^2*x-21912*c^4*q*r^2+331988*c^4*q*r* x+215424*c^4*q*x^2+1456*c^4*r^3+505420*c^4*r^2*x-430704*c^4*r*x^2-422784*c^4*x^ 3-574*c^3*g^4-10178*c^3*g^3*p-1202*c^3*g^3*q-6221*c^3*g^3*r+19924*c^3*g^3*x-\ 47802*c^3*g^2*p^2-22788*c^3*g^2*p*q-61367*c^3*g^2*p*r+277268*c^3*g^2*p*x-478*c^ 3*g^2*q^2-13917*c^3*g^2*q*r+27956*c^3*g^2*q*x-13565*c^3*g^2*r^2+246896*c^3*g^2* r*x+115272*c^3*g^2*x^2-75266*c^3*g*p^3-78142*c^3*g*p^2*q-148794*c^3*g*p^2*r+ 726956*c^3*g*p^2*x-14142*c^3*g*p*q^2-107014*c^3*g*p*q*r+482744*c^3*g*p*q*x-\ 71790*c^3*g*p*r^2+1392910*c^3*g*p*r*x-132624*c^3*g*p*x^2+182*c^3*g*q^3-8032*c^3 *g*q^2*r-20836*c^3*g*q^2*x-28872*c^3*g*q*r^2+399002*c^3*g*q*r*x+367968*c^3*g*q* x^2+1738*c^3*g*r^3+655030*c^3*g*r^2*x-409572*c^3*g*r*x^2-594784*c^3*g*x^3-36792 *c^3*p^4-62728*c^3*p^3*q-96356*c^3*p^3*r+493404*c^3*p^3*x-28236*c^3*p^2*q^2-\ 131620*c^3*p^2*q*r+679572*c^3*p^2*q*x-68316*c^3*p^2*r^2+1432738*c^3*p^2*r*x-\ 408336*c^3*p^2*x^2-2224*c^3*p*q^3-41336*c^3*p*q^2*r+164004*c^3*p*q^2*x-75056*c^ 3*p*q*r^2+1286356*c^3*p*q*r*x-61584*c^3*p*q*x^2+5268*c^3*p*r^3+1340564*c^3*p*r^ 2*x-1497348*c^3*p*r*x^2-735200*c^3*p*x^3+76*c^3*q^4-944*c^3*q^3*r-22164*c^3*q^3 *x-13100*c^3*q^2*r^2+125010*c^3*q^2*r*x+346752*c^3*q^2*x^2-6164*c^3*q*r^3+ 608188*c^3*q*r^2*x-340548*c^3*q*r*x^2-735200*c^3*q*x^3+14020*c^3*r^4+401230*c^3 *r^3*x-1177800*c^3*r^2*x^2-484176*c^3*r*x^3-64*c^2*g^5-1806*c^2*g^4*p-160*c^2*g ^4*q-1219*c^2*g^4*r+1964*c^2*g^4*x-13366*c^2*g^3*p^2-5624*c^2*g^3*p*q-17504*c^2 *g^3*p*r+68254*c^2*g^3*p*x-44*c^2*g^3*q^2-3784*c^2*g^3*q*r+1246*c^2*g^3*q*x-\ 4138*c^2*g^3*r^2+60589*c^2*g^3*r*x+58428*c^2*g^3*x^2-34892*c^2*g^2*p^3-34726*c^ 2*g^2*p^2*q-69311*c^2*g^2*p^2*r+318852*c^2*g^2*p^2*x-5384*c^2*g^2*p*q^2-48270*c ^2*g^2*p*q*r+194332*c^2*g^2*p*q*x-33946*c^2*g^2*p*r^2+620900*c^2*g^2*p*r*x+ 26856*c^2*g^2*p*x^2+110*c^2*g^2*q^3-3379*c^2*g^2*q^2*r-18684*c^2*g^2*q^2*x-\ 13544*c^2*g^2*q*r^2+154310*c^2*g^2*q*r*x+233376*c^2*g^2*q*x^2+473*c^2*g^2*r^3+ 298326*c^2*g^2*r^2*x-68316*c^2*g^2*r*x^2-307360*c^2*g^2*x^3-36412*c^2*g*p^4-\ 61136*c^2*g*p^3*q-95586*c^2*g*p^3*r+473438*c^2*g*p^3*x-26478*c^2*g*p^2*q^2-\ 128958*c^2*g*p^2*q*r+636822*c^2*g*p^2*q*x-68286*c^2*g*p^2*r^2+1389463*c^2*g*p^2 *r*x-309984*c^2*g*p^2*x^2-1684*c^2*g*p*q^3-39214*c^2*g*p*q^2*r+136806*c^2*g*p*q ^2*x-74508*c^2*g*p*q*r^2+1212650*c^2*g*p*q*r*x+77784*c^2*g*p*q*x^2+4538*c^2*g*p *r^3+1316790*c^2*g*p*r^2*x-1256470*c^2*g*p*r*x^2-779568*c^2*g*p*x^3+70*c^2*g*q^ 4-750*c^2*g*q^3*r-26578*c^2*g*q^3*x-12736*c^2*g*q^2*r^2+96107*c^2*g*q^2*r*x+ 387768*c^2*g*q^2*x^2-6686*c^2*g*q*r^3+578966*c^2*g*q*r^2*x-149966*c^2*g*q*r*x^2 -779568*c^2*g*q*x^3+13650*c^2*g*r^4+400765*c^2*g*r^3*x-1053132*c^2*g*r^2*x^2-\ 591584*c^2*g*r*x^3-13072*c^2*p^5-31688*c^2*p^4*q-41986*c^2*p^4*r+219580*c^2*p^4 *x-24268*c^2*p^3*q^2-87204*c^2*p^3*q*r+471580*c^2*p^3*q*x-37224*c^2*p^3*r^2+ 849212*c^2*p^3*r*x-292824*c^2*p^3*x^2-5752*c^2*p^2*q^3-54366*c^2*p^2*q^2*r+ 275976*c^2*p^2*q^2*x-71484*c^2*p^2*q*r^2+1371078*c^2*p^2*q*r*x-358992*c^2*p^2*q *x^2+9524*c^2*p^2*r^3+1171462*c^2*p^2*r^2*x-1488258*c^2*p^2*r*x^2-475280*c^2*p^ 2*x^3-92*c^2*p*q^4-9104*c^2*p*q^3*r+15532*c^2*p*q^3*x-35928*c^2*p*q^2*r^2+ 528012*c^2*p*q^2*r*x+160488*c^2*p*q^2*x^2-8108*c^2*p*q*r^3+1306376*c^2*p*q*r^2* x-1437900*c^2*p*q*r*x^2-950560*c^2*p*q*x^3+28136*c^2*p*r^4+673608*c^2*p*r^3*x-\ 2194364*c^2*p*r^2*x^2-551896*c^2*p*r*x^3+8*c^2*q^5+44*c^2*q^4*r-8444*c^2*q^4*x-\ 3352*c^2*q^3*r^2+6146*c^2*q^3*r*x+226656*c^2*q^3*x^2-5830*c^2*q^2*r^3+253546*c^ 2*q^2*r^2*x+50358*c^2*q^2*r*x^2-475280*c^2*q^2*x^3+7860*c^2*q*r^4+406878*c^2*q* r^3*x-1173148*c^2*q*r^2*x^2-551896*c^2*q*r*x^3+10302*c^2*r^5+131778*c^2*r^4*x-\ 1024698*c^2*r^3*x^2+64792*c^2*r^2*x^3-2*c*g^6-132*c*g^5*p-4*c*g^5*q-104*c*g^5*r -108*c*g^5*x-1648*c*g^4*p^2-518*c*g^4*p*q-2258*c*g^4*p*r+6304*c*g^4*p*x+8*c*g^4 *q^2-405*c*g^4*q*r-1232*c*g^4*q*x-610*c*g^4*r^2+5143*c*g^4*r*x+12660*c*g^4*x^2-\ 6662*c*g^3*p^3-6118*c*g^3*p^2*q-13410*c*g^3*p^2*r+55154*c*g^3*p^2*x-648*c*g^3*p *q^2-8761*c*g^3*p*q*r+27804*c*g^3*p*q*x-6834*c*g^3*p*r^2+110168*c*g^3*p*r*x+ 32028*c*g^3*p*x^2+22*c*g^3*q^3-477*c*g^3*q^2*r-6262*c*g^3*q^2*x-2643*c*g^3*q*r^ 2+18485*c*g^3*q*r*x+63648*c*g^3*q*x^2-86*c*g^3*r^3+55249*c*g^3*r^2*x+27579*c*g^ 3*r*x^2-68824*c*g^3*x^3-11368*c*g^2*p^4-18572*c*g^2*p^3*q-29966*c*g^2*p^3*r+ 140918*c*g^2*p^3*x-7476*c*g^2*p^2*q^2-39646*c*g^2*p^2*q*r+181472*c*g^2*p^2*q*x-\ 21690*c*g^2*p^2*r^2+421188*c*g^2*p^2*r*x-51924*c*g^2*p^2*x^2-256*c*g^2*p*q^3-\ 11292*c*g^2*p*q^2*r+30032*c*g^2*p*q^2*x-23576*c*g^2*p*q*r^2+347630*c*g^2*p*q*r* x+91440*c*g^2*p*q*x^2+1046*c*g^2*p*r^3+408806*c*g^2*p*r^2*x-278816*c*g^2*p*r*x^ 2-270416*c*g^2*p*x^3+16*c*g^2*q^4-112*c*g^2*q^3*r-10522*c*g^2*q^3*x-3816*c*g^2* q^2*r^2+14798*c*g^2*q^2*r*x+143364*c*g^2*q^2*x^2-2502*c*g^2*q*r^3+169044*c*g^2* q*r^2*x+51716*c*g^2*q*r*x^2-270416*c*g^2*q*x^3+4138*c*g^2*r^4+128536*c*g^2*r^3* x-272034*c*g^2*r^2*x^2-243636*c*g^2*r*x^3-8650*c*g*p^5-20774*c*g*p^4*q-27852*c* g*p^4*r+141358*c*g*p^4*x-15600*c*g*p^3*q^2-57505*c*g*p^3*q*r+299298*c*g*p^3*q*x -24908*c*g*p^3*r^2+552454*c*g*p^3*r*x-162606*c*g*p^3*x^2-3474*c*g*p^2*q^3-35290 *c*g*p^2*q^2*r+168196*c*g*p^2*q^2*x-47871*c*g*p^2*q*r^2+878237*c*g*p^2*q*r*x-\ 165378*c*g*p^2*q*x^2+5888*c*g*p^2*r^3+771800*c*g*p^2*r^2*x-879183*c*g*p^2*r*x^2 -337696*c*g*p^2*x^3+6*c*g*p*q^4-5575*c*g*p*q^3*r+3930*c*g*p*q^3*x-23780*c*g*p*q ^2*r^2+322232*c*g*p*q^2*r*x+157062*c*g*p*q^2*x^2-6323*c*g*p*q*r^3+848556*c*g*p* q*r^2*x-772680*c*g*p*q*r*x^2-675392*c*g*p*q*x^3+18342*c*g*p*r^4+451670*c*g*p*r^ 3*x-1355537*c*g*p*r^2*x^2-465016*c*g*p*r*x^3+4*c*g*q^5+62*c*g*q^4*r-6326*c*g*q^ 4*x-2101*c*g*q^3*r^2-3551*c*g*q^3*r*x+159834*c*g*q^3*x^2-4090*c*g*q^2*r^3+ 156202*c*g*q^2*r^2*x+106503*c*g*q^2*r*x^2-337696*c*g*q^2*x^3+4817*c*g*q*r^4+ 269617*c*g*q*r^3*x-684079*c*g*q*r^2*x^2-465016*c*g*q*r*x^3+6748*c*g*r^5+90966*c *g*r^4*x-657132*c*g*r^3*x^2-30652*c*g*r^2*x^3-2426*c*p^6-7774*c*p^5*q-9150*c*p^ 5*r+49090*c*p^5*x-8756*c*p^4*q^2-25985*c*p^4*q*r+146102*c*p^4*q*x-9360*c*p^4*r^ 2+234631*c*p^4*r*x-90870*c*p^4*x^2-3884*c*p^3*q^3-25343*c*p^3*q^2*r+142732*c*p^ 3*q^2*x-26200*c*p^3*q*r^2+564216*c*p^3*q*r*x-205596*c*p^3*q*x^2+5540*c*p^3*r^3+ 420425*c*p^3*r^2*x-583572*c*p^3*r*x^2-135272*c*p^3*x^3-466*c*p^2*q^4-9317*c*p^2 *q^3*r+42484*c*p^2*q^3*x-23493*c*p^2*q^2*r^2+419640*c*p^2*q^2*r*x-71568*c*p^2*q ^2*x^2-430*c*p^2*q*r^3+788181*c*p^2*q*r^2*x-1073754*c*p^2*q*r*x^2-405816*c*p^2* q*x^3+17670*c*p^2*r^4+344389*c*p^2*r^3*x-1231253*c*p^2*r^2*x^2-198472*c*p^2*r*x ^3+10*c*p*q^5-795*c*p*q^4*r-4270*c*p*q^4*x-6982*c*p*q^3*r^2+85156*c*p*q^3*r*x+ 110172*c*p*q^3*x^2-5981*c*p*q^2*r^3+409095*c*p*q^2*r^2*x-396792*c*p*q^2*r*x^2-\ 405816*c*p*q^2*x^3+12670*c*p*q*r^4+468122*c*p*q*r^3*x-1591326*c*p*q*r^2*x^2-\ 396944*c*p*q*r*x^3+12474*c*p*r^5+120577*c*p*r^4*x-1080740*c*p*r^3*x^2+130844*c* p*r^2*x^3+14*c*q^5*r-1034*c*q^5*x-329*c*q^4*r^2-4899*c*q^4*r*x+67014*c*q^4*x^2-\ 1549*c*q^3*r^3+41339*c*q^3*r^2*x+93390*c*q^3*r*x^2-135272*c*q^3*x^3+925*c*q^2*r ^4+132187*c*q^2*r^3*x-360073*c*q^2*r^2*x^2-198472*c*q^2*r*x^3+5111*c*q*r^5+ 98055*c*q*r^4*x-755110*c*q*r^3*x^2+130844*c*q*r^2*x^3+2980*c*r^6+11072*c*r^5*x-\ 342189*c*r^4*x^2+226916*c*r^3*x^3-2*g^6*p-2*g^6*r-12*g^6*x-66*g^5*p^2-6*g^5*p*q -100*g^5*p*r+78*g^5*p*x-7*g^5*q*r-138*g^5*q*x-34*g^5*r^2-38*g^5*r*x+864*g^5*x^2 -432*g^4*p^3-334*g^4*p^2*q-899*g^4*p^2*r+2914*g^4*p^2*x-509*g^4*p*q*r+784*g^4*p *q*x-502*g^4*p*r^2+6066*g^4*p*r*x+4848*g^4*p*x^2-4*g^4*q^2*r-662*g^4*q^2*x-175* g^4*q*r^2-209*g^4*q*r*x+6012*g^4*q*x^2-35*g^4*r^3+3333*g^4*r^2*x+6591*g^4*r*x^2 -5496*g^4*x^3-1108*g^3*p^4-1718*g^3*p^3*q-2948*g^3*p^3*r+12650*g^3*p^3*x-592*g^ 3*p^2*q^2-3765*g^3*p^2*q*r+14932*g^3*p^2*q*x-2196*g^3*p^2*r^2+39068*g^3*p^2*r*x +1740*g^3*p^2*x^2+18*g^3*p*q^3-927*g^3*p*q^2*r+940*g^3*p*q^2*x-2376*g^3*p*q*r^2 +28600*g^3*p*q*r*x+19056*g^3*p*q*x^2+20*g^3*p*r^3+39651*g^3*p*r^2*x-8661*g^3*p* r*x^2-30488*g^3*p*x^3+14*g^3*q^3*r-1342*g^3*q^3*x-335*g^3*q^2*r^2-1228*g^3*q^2* r*x+17316*g^3*q^2*x^2-329*g^3*q*r^3+14427*g^3*q*r^2*x+21531*g^3*q*r*x^2-30488*g ^3*q*x^3+376*g^3*r^4+13233*g^3*r^3*x-17127*g^3*r^2*x^2-33340*g^3*r*x^3-1358*g^2 *p^5-3206*g^2*p^4*q-4379*g^2*p^4*r+21324*g^2*p^4*x-2318*g^2*p^3*q^2-8970*g^2*p^ 3*q*r+43988*g^2*p^3*q*x-3936*g^2*p^3*r^2+84896*g^2*p^3*r*x-18210*g^2*p^3*x^2-\ 450*g^2*p^2*q^3-5346*g^2*p^2*q^2*r+22828*g^2*p^2*q^2*x-7674*g^2*p^2*q*r^2+ 131028*g^2*p^2*q*r*x-8730*g^2*p^2*q*x^2+886*g^2*p^2*r^3+121311*g^2*p^2*r^2*x-\ 112367*g^2*p^2*r*x^2-59004*g^2*p^2*x^3+20*g^2*p*q^4-736*g^2*p*q^3*r-1012*g^2*p* q^3*x-3738*g^2*p*q^2*r^2+43412*g^2*p*q^2*r*x+37170*g^2*p*q^2*x^2-1262*g^2*p*q*r ^3+129921*g^2*p*q*r^2*x-75921*g^2*p*q*r*x^2-118008*g^2*p*q*x^3+2854*g^2*p*r^4+ 73230*g^2*p*r^3*x-190066*g^2*p*r^2*x^2-98966*g^2*p*r*x^3+19*g^2*q^4*r-1176*g^2* q^4*x-286*g^2*q^3*r^2-2720*g^2*q^3*r*x+27690*g^2*q^3*x^2-710*g^2*q^2*r^3+21346* g^2*q^2*r^2*x+36446*g^2*q^2*r*x^2-59004*g^2*q^2*x^3+648*g^2*q*r^4+42881*g^2*q*r ^3*x-83675*g^2*q*r^2*x^2-98966*g^2*q*r*x^3+1053*g^2*r^5+15491*g^2*r^4*x-99183*g ^2*r^3*x^2-23792*g^2*r^2*x^3-802*g*p^6-2558*g*p^5*q-3028*g*p^5*r+15866*g*p^5*x-\ 2856*g*p^4*q^2-8596*g*p^4*q*r+46804*g*p^4*q*x-3110*g*p^4*r^2+76578*g*p^4*r*x-\ 26382*g*p^4*x^2-1240*g*p^3*q^3-8350*g*p^3*q^2*r+44834*g*p^3*q^2*x-8804*g*p^3*q* r^2+182542*g*p^3*q*r*x-56172*g*p^3*q*x^2+1800*g*p^3*r^3+138789*g*p^3*r^2*x-\ 177428*g*p^3*r*x^2-48304*g*p^3*x^3-134*g*p^2*q^4-3018*g*p^2*q^3*r+12338*g*p^2*q ^3*x-7914*g*p^2*q^2*r^2+133026*g*p^2*q^2*r*x-10224*g*p^2*q^2*x^2-416*g*p^2*q*r^ 3+258537*g*p^2*q*r^2*x-314552*g*p^2*q*r*x^2-144912*g*p^2*q*x^3+5810*g*p^2*r^4+ 115559*g*p^2*r^3*x-387851*g*p^2*r^2*x^2-87730*g*p^2*r*x^3+6*g*p*q^5-230*g*p*q^4 *r-1940*g*p*q^4*x-2316*g*p*q^3*r^2+24738*g*p*q^3*r*x+42540*g*p*q^3*x^2-2202*g*p *q^2*r^3+131871*g*p*q^2*r^2*x-96820*g*p*q^2*r*x^2-144912*g*p*q^2*x^3+3986*g*p*q *r^4+156664*g*p*q*r^3*x-488946*g*p*q*r^2*x^2-175460*g*p*q*r*x^3+4108*g*p*r^5+ 41733*g*p*r^4*x-350793*g*p*r^3*x^2+12436*g*p*r^2*x^3+6*g*q^5*r-382*g*q^5*x-96*g *q^4*r^2-2324*g*q^4*r*x+22974*g*q^4*x^2-538*g*q^3*r^3+12123*g*q^3*r^2*x+40304*g *q^3*r*x^2-48304*g*q^3*x^3+218*g*q^2*r^4+43679*g*q^2*r^3*x-101095*g*q^2*r^2*x^2 -87730*g*q^2*r*x^3+1636*g*q*r^5+33865*g*q*r^4*x-241761*g*q*r^3*x^2+12436*g*q*r^ 2*x^3+982*g*r^6+4251*g*r^5*x-113988*g*r^4*x^2+64434*g*r^3*x^3-184*p^7-742*p^6*q -796*p^6*r+4368*p^6*x-1128*p^5*q^2-2893*p^5*q*r+16800*p^5*q*x-912*p^5*r^2+24632 *p^5*r*x-10416*p^5*x^2-772*p^4*q^3-3914*p^4*q^2*r+23508*p^4*q^2*x-3335*p^4*q*r^ 2+79913*p^4*q*r*x-34212*p^4*q*x^2+940*p^4*r^3+53550*p^4*r^2*x-79971*p^4*r*x^2-\ 14292*p^4*x^3-208*p^3*q^4-2344*p^3*q^3*r+13392*p^3*q^3*x-4376*p^3*q^2*r^2+91272 *p^3*q^2*r*x-32688*p^3*q^2*x^2+750*p^3*q*r^3+144127*p^3*q*r^2*x-221457*p^3*q*r* x^2-57168*p^3*q*x^3+3400*p^3*r^4+55240*p^3*r^3*x-215963*p^3*r^2*x^2-21784*p^3*r *x^3-6*p^2*q^5-538*p^2*q^4*r+1608*p^2*q^4*x-2400*p^2*q^3*r^2+40658*p^2*q^3*r*x+ 3048*p^2*q^3*x^2-924*p^2*q^2*r^3+129543*p^2*q^2*r^2*x-184545*p^2*q^2*r*x^2-\ 85752*p^2*q^2*x^3+4460*p^2*q*r^4+120903*p^2*q*r^3*x-464198*p^2*q*r^2*x^2-65352* p^2*q*r*x^3+3516*p^2*r^5+25220*p^2*r^4*x-270280*p^2*r^3*x^2+46094*p^2*r^2*x^3-\ 11*p*q^5*r-720*p*q^5*x-452*p*q^4*r^2+3992*p*q^4*r*x+19392*p*q^4*x^2-856*p*q^3*r ^3+40905*p*q^3*r^2*x-24603*p*q^3*r*x^2-57168*p*q^3*x^3+1264*p*q^2*r^4+79302*p*q ^2*r^3*x-280507*p*q^2*r^2*x^2-65352*p*q^2*r*x^3+3343*p*q*r^5+45077*p*q*r^4*x-\ 407271*p*q*r^3*x^2+92188*p*q*r^2*x^3+1664*p*r^6+1968*p*r^5*x-160475*p*r^4*x^2+ 112008*p*r^3*x^3-12*q^6*x-5*q^5*r^2-675*q^5*r*x+7452*q^5*x^2-122*q^4*r^3+1939*q ^4*r^2*x+18456*q^4*r*x^2-14292*q^4*x^3-28*q^3*r^4+13639*q^3*r^3*x-32272*q^3*r^2 *x^2-21784*q^3*r*x^3+598*q^2*r^5+17523*q^2*r^4*x-136991*q^2*r^3*x^2+46094*q^2*r ^2*x^3+817*q*r^6+5188*q*r^5*x-130318*q*r^4*x^2+112008*q*r^3*x^3+308*r^7-1298*r^ 6*x-36603*r^5*x^2+55878*r^4*x^3+64*a^6+288*a^5*b+1536*a^5*c+240*a^5*g+320*a^5*p +592*a^5*q+1432*a^5*r-5376*a^5*x+480*a^4*b^2+4608*a^4*b*c+832*a^4*b*g+40*a^4*b* p+1616*a^4*b*q+3264*a^4*b*r-20048*a^4*b*x+7328*a^4*c^2+4144*a^4*c*g-4056*a^4*c* p+5376*a^4*c*q+7456*a^4*c*r-62104*a^4*c*x+344*a^4*g^2+464*a^4*g*p+1520*a^4*g*q+ 3408*a^4*g*r-16480*a^4*g*x-6580*a^4*p^2-888*a^4*p*q-10710*a^4*p*r-19912*a^4*p*x +952*a^4*q^2+3132*a^4*q*r-24724*a^4*q*x-4130*a^4*r^2-41044*a^4*r*x+47304*a^4*x^ 2+352*a^3*b^3+4240*a^3*b^2*c+992*a^3*b^2*g-1656*a^3*b^2*p+1504*a^3*b^2*q+1448*a ^3*b^2*r-27888*a^3*b^2*x+12048*a^3*b*c^2+8632*a^3*b*c*g-23352*a^3*b*c*p+10336*a ^3*b*c*q+2556*a^3*b*c*r-166896*a^3*b*c*x+864*a^3*b*g^2-1364*a^3*b*g*p+3088*a^3* b*g*q+4844*a^3*b*g*r-47816*a^3*b*g*x-20708*a^3*b*p^2-3356*a^3*b*p*q-32730*a^3*b *p*r-49548*a^3*b*p*x+1872*a^3*b*q^2+5100*a^3*b*q*r-67812*a^3*b*q*x-12022*a^3*b* r^2-95868*a^3*b*r*x+160704*a^3*b*x^2+11376*a^3*c^3+12912*a^3*c^2*g-42344*a^3*c^ 2*p+14776*a^3*c^2*q+3232*a^3*c^2*r-213648*a^3*c^2*x+3944*a^3*c*g^2-14528*a^3*c* g*p+10204*a^3*c*g*q+8978*a^3*c*g*r-141328*a^3*c*g*x-67568*a^3*c*p^2-19036*a^3*c *p*q-102504*a^3*c*p*r-77936*a^3*c*p*x+5840*a^3*c*q^2+9456*a^3*c*q*r-178660*a^3* c*q*x-34936*a^3*c*r^2-192604*a^3*c*r*x+407520*a^3*c*x^2+236*a^3*g^3-64*a^3*g^2* p+1436*a^3*g^2*q+2762*a^3*g^2*r-19360*a^3*g^2*x-16298*a^3*g*p^2-2184*a^3*g*p*q-\ 25979*a^3*g*p*r-44084*a^3*g*p*x+1804*a^3*g*q^2+5608*a^3*g*q*r-57546*a^3*g*q*x-\ 9681*a^3*g*r^2-87426*a^3*g*r*x+125244*a^3*g*x^2-20338*a^3*p^3-19394*a^3*p^2*q-\ 51657*a^3*p^2*r+23304*a^3*p^2*x-1248*a^3*p*q^2-29257*a^3*p*q*r-40114*a^3*p*q*x-\ 42300*a^3*p*r^2+30390*a^3*p*r*x+177864*a^3*p*x^2+688*a^3*q^3+2912*a^3*q^2*r-\ 36858*a^3*q^2*x-9863*a^3*q*r^2-84540*a^3*q*r*x+175608*a^3*q*x^2-10981*a^3*r^3+ 22450*a^3*r^2*x+221596*a^3*r*x^2-76272*a^3*x^3+96*a^2*b^4+800*a^2*b^3*c+448*a^2 *b^3*g-2216*a^2*b^3*p+528*a^2*b^3*q-1248*a^2*b^3*r-17136*a^2*b^3*x+432*a^2*b^2* c^2+4040*a^2*b^2*c*g-36472*a^2*b^2*c*p+5688*a^2*b^2*c*q-18696*a^2*b^2*c*r-\ 147760*a^2*b^2*c*x+656*a^2*b^2*g^2-4368*a^2*b^2*g*p+1912*a^2*b^2*g*q-684*a^2*b^ 2*g*r-47984*a^2*b^2*g*x-22880*a^2*b^2*p^2-3832*a^2*b^2*p*q-35594*a^2*b^2*p*r-\ 37780*a^2*b^2*p*x+1048*a^2*b^2*q^2+736*a^2*b^2*q*r-63700*a^2*b^2*q*x-12714*a^2* b^2*r^2-62788*a^2*b^2*r*x+198288*a^2*b^2*x^2+64*a^2*b*c^3+8488*a^2*b*c^2*g-\ 129520*a^2*b*c^2*p+16024*a^2*b*c^2*q-53456*a^2*b*c^2*r-374992*a^2*b*c^2*x+4652* a^2*b*c*g^2-51628*a^2*b*c*g*p+13052*a^2*b*c*g*q-15702*a^2*b*c*g*r-270432*a^2*b* c*g*x-158072*a^2*b*c*p^2-45236*a^2*b*c*p*q-236204*a^2*b*c*p*r-76764*a^2*b*c*p*x +7976*a^2*b*c*q^2-5554*a^2*b*c*q*r-353312*a^2*b*c*q*x-78132*a^2*b*c*r^2-222652* a^2*b*c*r*x+1016256*a^2*b*c*x^2+384*a^2*b*g^3-2484*a^2*b*g^2*p+1964*a^2*b*g^2*q +1330*a^2*b*g^2*r-40944*a^2*b*g^2*x-37662*a^2*b*g*p^2-5528*a^2*b*g*p*q-58744*a^ 2*b*g*p*r-76174*a^2*b*g*p*x+2352*a^2*b*g*q^2+4618*a^2*b*g*q*r-115556*a^2*b*g*q* x-21082*a^2*b*g*r^2-138232*a^2*b*g*r*x+318996*a^2*b*g*x^2-44582*a^2*b*p^3-38082 *a^2*b*p^2*q-107878*a^2*b*p^2*r+71562*a^2*b*p^2*x-1344*a^2*b*p*q^2-57248*a^2*b* p*q*r-83766*a^2*b*p*q*x-82010*a^2*b*p*r^2+135632*a^2*b*p*r*x+452088*a^2*b*p*x^2 +796*a^2*b*q^3+3336*a^2*b*q^2*r-75648*a^2*b*q^2*x-19166*a^2*b*q*r^2-149006*a^2* b*q*r*x+445320*a^2*b*q*x^2-18714*a^2*b*r^3+76822*a^2*b*r^2*x+514552*a^2*b*r*x^2 -228816*a^2*b*x^3+2448*a^2*c^4+7952*a^2*c^3*g-121640*a^2*c^3*p+15592*a^2*c^3*q-\ 36436*a^2*c^3*r-301152*a^2*c^3*x+6036*a^2*c^2*g^2-89956*a^2*c^2*g*p+18260*a^2*c ^2*g*q-21522*a^2*c^2*g*r-332524*a^2*c^2*g*x-226080*a^2*c^2*p^2-78460*a^2*c^2*p* q-330238*a^2*c^2*p*r+21568*a^2*c^2*p*x+12120*a^2*c^2*q^2-8094*a^2*c^2*q*r-\ 436588*a^2*c^2*q*x-104158*a^2*c^2*r^2-197228*a^2*c^2*r*x+1203048*a^2*c^2*x^2+ 1492*a^2*c*g^3-16970*a^2*c*g^2*p+6466*a^2*c*g^2*q-707*a^2*c*g^2*r-113790*a^2*c* g^2*x-123426*a^2*c*g*p^2-33372*a^2*c*g*p*q-184492*a^2*c*g*p*r-95748*a^2*c*g*p*x +7968*a^2*c*g*q^2+4790*a^2*c*g*q*r-302242*a^2*c*g*q*x-61066*a^2*c*g*r^2-251540* a^2*c*g*r*x+786876*a^2*c*g*x^2-126240*a^2*c*p^3-121592*a^2*c*p^2*q-303963*a^2*c *p^2*r+284282*a^2*c*p^2*x-11300*a^2*c*p*q^2-179073*a^2*c*p*q*r-107404*a^2*c*p*q *x-229206*a^2*c*p*r^2+524518*a^2*c*p*r*x+1003128*a^2*c*p*x^2+2948*a^2*c*q^3+ 6486*a^2*c*q^2*r-195982*a^2*c*q^2*x-57481*a^2*c*q*r^2-282534*a^2*c*q*r*x+ 1067976*a^2*c*q*x^2-51483*a^2*c*r^3+284104*a^2*c*r^2*x+1078364*a^2*c*r*x^2-\ 536432*a^2*c*x^3+78*a^2*g^4-396*a^2*g^3*p+600*a^2*g^3*q+766*a^2*g^3*r-10888*a^2 *g^3*x-14604*a^2*g^2*p^2-1766*a^2*g^2*p*q-22854*a^2*g^2*p*r-34272*a^2*g^2*p*x+ 1136*a^2*g^2*q^2+3031*a^2*g^2*q*r-48492*a^2*g^2*q*x-8250*a^2*g^2*r^2-64662*a^2* g^2*r*x+122244*a^2*g^2*x^2-36162*a^2*g*p^3-31994*a^2*g*p^2*q-89129*a^2*g*p^2*r+ 51114*a^2*g*p^2*x-1150*a^2*g*p*q^2-48030*a^2*g*p*q*r-71022*a^2*g*p*q*x-69772*a^ 2*g*p*r^2+85526*a^2*g*p*r*x+345918*a^2*g*p*x^2+852*a^2*g*q^3+3780*a^2*g*q^2*r-\ 65016*a^2*g*q^2*x-16036*a^2*g*q*r^2-137396*a^2*g*q*r*x+342714*a^2*g*q*x^2-16805 *a^2*g*r^3+51828*a^2*g*r^2*x+412940*a^2*g*r*x^2-165816*a^2*g*x^3-21948*a^2*p^4-\ 36640*a^2*p^3*q-70989*a^2*p^3*r+93870*a^2*p^3*x-14728*a^2*p^2*q^2-89949*a^2*p^2 *q*r+75888*a^2*p^2*q*x-81279*a^2*p^2*r^2+302570*a^2*p^2*r*x+199026*a^2*p^2*x^2+ 160*a^2*p*q^3-21826*a^2*p*q^2*r-45294*a^2*p*q^2*x-69978*a^2*p*q*r^2+128352*a^2* p*q*r*x+439068*a^2*p*q*x^2-37383*a^2*p*r^3+338798*a^2*p*r^2*x+353126*a^2*p*r*x^ 2-243496*a^2*p*x^3+196*a^2*q^4+1496*a^2*q^3*r-27312*a^2*q^3*x-7098*a^2*q^2*r^2-\ 78732*a^2*q^2*r*x+240042*a^2*q^2*x^2-16669*a^2*q*r^3+67740*a^2*q*r^2*x+481008*a ^2*q*r*x^2-243496*a^2*q*x^3-5145*a^2*r^4+130098*a^2*r^3*x+134374*a^2*r^2*x^2-\ 249400*a^2*r*x^3-368*a*b^4*c+48*a*b^4*g-904*a*b^4*p+48*a*b^4*q-944*a*b^4*r-3920 *a*b^4*x-5088*a*b^3*c^2-736*a*b^3*c*g-20160*a*b^3*c*p+824*a*b^3*c*q-16940*a*b^3 *c*r-43248*a*b^3*c*x+136*a*b^3*g^2-3068*a*b^3*g*p+360*a*b^3*g*q-2712*a*b^3*g*r-\ 18440*a*b^3*g*x-10116*a*b^3*p^2-1468*a*b^3*p*q-15930*a*b^3*p*r-6564*a*b^3*p*x+ 128*a*b^3*q^2-1392*a*b^3*q*r-22860*a*b^3*q*x-5814*a*b^3*r^2-2148*a*b^3*r*x+ 103680*a*b^3*x^2-18240*a*b^2*c^3-9472*a*b^2*c^2*g-113520*a*b^2*c^2*p+2312*a*b^2 *c^2*q-79660*a*b^2*c^2*r-165712*a*b^2*c^2*x-124*a*b^2*c*g^2-48964*a*b^2*c*g*p+ 3748*a*b^2*c*g*q-35420*a*b^2*c*g*r-145248*a*b^2*c*g*x-114800*a*b^2*c*p^2-30380* a*b^2*c*p*q-172486*a*b^2*c*p*r+39856*a*b^2*c*p*x+2776*a*b^2*c*q^2-20154*a*b^2*c *q*r-211068*a*b^2*c*q*x-57686*a*b^2*c*r^2+36212*a*b^2*c*r*x+809952*a*b^2*c*x^2+ 140*a*b^2*g^3-3340*a*b^2*g^2*p+656*a*b^2*g^2*q-2396*a*b^2*g^2*r-26352*a*b^2*g^2 *x-27122*a*b^2*g*p^2-3796*a*b^2*g*p*q-42179*a*b^2*g*p*r-31700*a*b^2*g*p*x+692*a *b^2*g*q^2-1852*a*b^2*g*q*r-70078*a*b^2*g*q*x-15057*a*b^2*g*r^2-43582*a*b^2*g*r *x+262260*a*b^2*g*x^2-30422*a*b^2*p^3-21930*a*b^2*p^2*q-70297*a*b^2*p^2*r+69432 *a*b^2*p^2*x-24*a*b^2*p*q^2-33841*a*b^2*p*q*r-54750*a*b^2*p*q*x-49328*a*b^2*p*r ^2+162998*a*b^2*p*r*x+370584*a*b^2*p*x^2+124*a*b^2*q^3+332*a*b^2*q^2*r-44502*a* b^2*q^2*x-11911*a*b^2*q*r^2-61488*a*b^2*q*r*x+363816*a*b^2*q*x^2-9453*a*b^2*r^3 +82378*a*b^2*r^2*x+364316*a*b^2*r*x^2-228816*a*b^2*x^3-21920*a*b*c^4-20248*a*b* c^3*g-223352*a*b*c^3*p+4184*a*b*c^3*q-129808*a*b*c^3*r-270720*a*b*c^3*x-4236*a* b*c^2*g^2-172560*a*b*c^2*g*p+9104*a*b*c^2*g*q-102962*a*b*c^2*g*r-343896*a*b*c^2 *g*x-347952*a*b*c^2*p^2-117040*a*b*c^2*p*q-506080*a*b*c^2*p*r+287788*a*b*c^2*p* x+10120*a*b*c^2*q^2-59242*a*b*c^2*q*r-549620*a*b*c^2*q*x-158128*a*b*c^2*r^2+ 179116*a*b*c^2*r*x+1962576*a*b*c^2*x^2+328*a*b*c*g^3-35748*a*b*c*g^2*p+4404*a*b *c*g^2*q-21667*a*b*c*g^2*r-135660*a*b*c*g^2*x-189392*a*b*c*g*p^2-49968*a*b*c*g* p*q-281312*a*b*c*g*p*r-746*a*b*c*g*p*x+6516*a*b*c*g*q^2-22815*a*b*c*g*q*r-\ 385994*a*b*c*g*q*x-91920*a*b*c*g*r^2-89586*a*b*c*g*r*x+1302888*a*b*c*g*x^2-\ 183884*a*b*c*p^3-158640*a*b*c*p^2*q-422262*a*b*c*p^2*r+531228*a*b*c*p^2*x-10492 *a*b*c*p*q^2-236830*a*b*c*p*q*r-123928*a*b*c*p*q*x-292872*a*b*c*p*r^2+1124452*a *b*c*p*r*x+1671936*a*b*c*p*x^2+2056*a*b*c*q^3-730*a*b*c*q^2*r-263748*a*b*c*q^2* x-78190*a*b*c*q*r^2-226848*a*b*c*q*r*x+1801632*a*b*c*q*x^2-54494*a*b*c*r^3+ 567484*a*b*c*r^2*x+1572108*a*b*c*r*x^2-1072864*a*b*c*x^3+62*a*b*g^4-1448*a*b*g^ 3*p+440*a*b*g^3*q-736*a*b*g^3*r-14912*a*b*g^3*x-22086*a*b*g^2*p^2-2650*a*b*g^2* p*q-34118*a*b*g^2*p*r-34960*a*b*g^2*p*x+792*a*b*g^2*q^2-16*a*b*g^2*q*r-63376*a* b*g^2*q*x-12032*a*b*g^2*r^2-57590*a*b*g^2*r*x+207936*a*b*g^2*x^2-52066*a*b*g*p^ 3-40302*a*b*g*p^2*q-122097*a*b*g*p^2*r+104618*a*b*g*p^2*x-94*a*b*g*p*q^2-61069* a*b*g*p*q*r-95216*a*b*g*p*q*x-87996*a*b*g*p*r^2+224841*a*b*g*p*r*x+583368*a*b*g *p*x^2+482*a*b*g*q^3+2056*a*b*g*q^2*r-85594*a*b*g*q^2*x-20767*a*b*g*q*r^2-\ 145107*a*b*g*q*r*x+576960*a*b*g*q*x^2-17965*a*b*g*r^3+118561*a*b*g*r^2*x+628410 *a*b*g*r*x^2-331632*a*b*g*x^3-31468*a*b*p^4-47258*a*b*p^3*q-97181*a*b*p^3*r+ 154090*a*b*p^3*x-15036*a*b*p^2*q^2-112517*a*b*p^2*q*r+105618*a*b*p^2*q*x-102735 *a*b*p^2*r^2+511173*a*b*p^2*r*x+340548*a*b*p^2*x^2+806*a*b*p*q^3-22936*a*b*p*q^ 2*r-81954*a*b*p*q^2*x-83260*a*b*p*q*r^2+219832*a*b*p*q*r*x+763128*a*b*p*q*x^2-\ 39799*a*b*p*r^3+546102*a*b*p*r^2*x+520280*a*b*p*r*x^2-486992*a*b*p*x^3+52*a*b*q ^4+1124*a*b*q^3*r-33482*a*b*q^3*x-7900*a*b*q^2*r^2-100369*a*b*q^2*r*x+422580*a* b*q^2*x^2-18001*a*b*q*r^3+104452*a*b*q*r^2*x+776044*a*b*q*r*x^2-486992*a*b*q*x^ 3-2777*a*b*r^4+189019*a*b*r^3*x+180018*a*b*r^2*x^2-498800*a*b*r*x^3-7408*a*c^5-\ 9912*a*c^4*g-139728*a*c^4*p+5128*a*c^4*q-64752*a*c^4*r-168440*a*c^4*x-4012*a*c^ 3*g^2-160700*a*c^3*g*p+9144*a*c^3*g*q-76460*a*c^3*g*r-267752*a*c^3*g*x-303568*a *c^3*p^2-113408*a*c^3*p*q-434258*a*c^3*p*r+312388*a*c^3*p*x+10544*a*c^3*q^2-\ 41108*a*c^3*q*r-440612*a*c^3*q*x-130690*a*c^3*r^2+141020*a*c^3*r*x+1472640*a*c^ 3*x^2-242*a*c^2*g^3-60722*a*c^2*g^2*p+5822*a*c^2*g^2*q-29554*a*c^2*g^2*r-156002 *a*c^2*g^2*x-270904*a*c^2*g*p^2-89308*a*c^2*g*p*q-391470*a*c^2*g*p*r+144522*a*c ^2*g*p*x+10560*a*c^2*g*q^2-30807*a*c^2*g*q*r-473182*a*c^2*g*q*x-120566*a*c^2*g* r^2-20750*a*c^2*g*r*x+1502880*a*c^2*g*x^2-242840*a*c^2*p^3-230284*a*c^2*p^2*q-\ 561586*a*c^2*p^2*r+768416*a*c^2*p^2*x-23620*a*c^2*p*q^2-336290*a*c^2*p*q*r-5304 *a*c^2*p*q*x-394652*a*c^2*p*r^2+1525568*a*c^2*p*r*x+1763640*a*c^2*p*x^2+3988*a* c^2*q^3-196*a*c^2*q^2*r-330392*a*c^2*q^2*x-106006*a*c^2*q*r^2-212460*a*c^2*q*r* x+2039304*a*c^2*q*x^2-75906*a*c^2*r^3+767368*a*c^2*r^2*x+1615080*a*c^2*r*x^2-\ 1187200*a*c^2*x^3+126*a*c*g^4-8084*a*c*g^3*p+1462*a*c*g^3*q-3854*a*c*g^3*r-\ 37974*a*c*g^3*x-72922*a*c*g^2*p^2-18230*a*c*g^2*p*q-107595*a*c*g^2*p*r-23252*a* c*g^2*p*x+3214*a*c*g^2*q^2-4588*a*c*g^2*q*r-163762*a*c*g^2*q*x-34673*a*c*g^2*r^ 2-81994*a*c*g^2*r*x+497496*a*c*g^2*x^2-147936*a*c*g*p^3-132638*a*c*g*p^2*q-\ 345492*a*c*g*p^2*r+389208*a*c*g*p^2*x-8862*a*c*g*p*q^2-195560*a*c*g*p*q*r-\ 112380*a*c*g*p*q*x-247176*a*c*g*p*r^2+776675*a*c*g*p*r*x+1258920*a*c*g*p*x^2+ 2346*a*c*g*q^3+3103*a*c*g*q^2*r-226484*a*c*g*q^2*x-62922*a*c*g*q*r^2-261447*a*c *g*q*r*x+1358568*a*c*g*q*x^2-49620*a*c*g*r^3+398431*a*c*g*r^2*x+1272232*a*c*g*r *x^2-755280*a*c*g*x^3-82780*a*c*p^4-134482*a*c*p^3*q-258231*a*c*p^3*r+431938*a* c*p^3*x-51856*a*c*p^2*q^2-319235*a*c*p^2*q*r+390722*a*c*p^2*q*x-278013*a*c*p^2* r^2+1376629*a*c*p^2*r*x+661104*a*c*p^2*x^2+306*a*c*p*q^3-77360*a*c*p*q^2*r-\ 134530*a*c*p*q^2*x-235024*a*c*p*q*r^2+753740*a*c*p*q*r*x+1616472*a*c*p*q*x^2-\ 112453*a*c*p*r^3+1451646*a*c*p*r^2*x+880424*a*c*p*r*x^2-1071152*a*c*p*x^3+460*a *c*q^4+3168*a*c*q^3*r-93314*a*c*q^3*x-25504*a*c*q^2*r^2-208925*a*c*q^2*r*x+ 955368*a*c*q^2*x^2-50271*a*c*q*r^3+371548*a*c*q*r^2*x+1576308*a*c*q*r*x^2-\ 1071152*a*c*q*x^3-9891*a*c*r^4+506955*a*c*r^3*x+181040*a*c*r^2*x^2-1026024*a*c* r*x^3+10*a*g^5-216*a*g^4*p+98*a*g^4*q-49*a*g^4*r-2928*a*g^4*x-5610*a*g^3*p^2-\ 524*a*g^3*p*q-8631*a*g^3*p*r-10852*a*g^3*p*x+252*a*g^3*q^2+361*a*g^3*q*r-17526* a*g^3*q*x-3021*a*g^3*r^2-19047*a*g^3*r*x+52212*a*g^3*x^2-20804*a*g^2*p^3-16718* a*g^2*p^2*q-49523*a*g^2*p^2*r+36874*a*g^2*p^2*x+54*a*g^2*p*q^2-25093*a*g^2*p*q* r-40314*a*g^2*p*q*x-36634*a*g^2*p*r^2+72613*a*g^2*p*r*x+219894*a*g^2*p*x^2+272* a*g^2*q^3+1351*a*g^2*q^2*r-37124*a*g^2*q^2*x-8375*a*g^2*q*r^2-70151*a*g^2*q*r*x +218586*a*g^2*q*x^2-7915*a*g^2*r^3+39467*a*g^2*r^2*x+251192*a*g^2*r*x^2-117192* a*g^2*x^3-25638*a*g*p^4-40326*a*g*p^3*q-80689*a*g*p^3*r+119158*a*g*p^3*x-14112* a*g*p^2*q^2-97020*a*g*p^2*q*r+88580*a*g*p^2*q*x-88239*a*g*p^2*r^2+388654*a*g*p^ 2*r*x+250908*a*g*p^2*x^2+686*a*g*p*q^3-21111*a*g*p*q^2*r-61740*a*g*p*q^2*x-\ 73062*a*g*p*q*r^2+164038*a*g*p*q*r*x+563304*a*g*p*q*x^2-36963*a*g*p*r^3+422447* a*g*p*r^2*x+411028*a*g*p*r*x^2-341856*a*g*p*x^3+110*a*g*q^4+1348*a*g*q^3*r-\ 31162*a*g*q^3*x-6999*a*g*q^2*r^2-91230*a*g*q^2*r*x+312396*a*g*q^2*x^2-16368*a*g *q*r^3+80103*a*g*q*r^2*x+597232*a*g*q*r*x^2-341856*a*g*q*x^3-3775*a*g*r^4+ 152951*a*g*r^3*x+144256*a*g*r^2*x^2-352428*a*g*r*x^3-10162*a*p^5-24124*a*p^4*q-\ 39330*a*p^4*r+73888*a*p^4*x-17496*a*p^3*q^2-76834*a*p^3*q*r+132774*a*p^3*q*x-\ 55700*a*p^3*r^2+316512*a*p^3*r*x+74622*a*p^3*x^2-3260*a*p^2*q^3-42822*a*p^2*q^2 *r+35468*a*p^2*q^2*x-85758*a*p^2*q*r^2+422291*a*p^2*q*r*x+300462*a*p^2*q*x^2-\ 32740*a*p^2*r^3+495809*a*p^2*r^2*x+57508*a*p^2*r*x^2-240504*a*p^2*x^3+282*a*p*q ^4-4954*a*p*q^3*r-31834*a*p*q^3*x-33156*a*p*q^2*r^2+66300*a*p*q^2*r*x+377058*a* p*q^2*x^2-37510*a*p*q*r^3+449144*a*p*q*r^2*x+442798*a*p*q*r*x^2-481008*a*p*q*x^ 3-4890*a*p*r^4+337634*a*p*r^3*x-142423*a*p*r^2*x^2-447868*a*p*r*x^3+8*a*q^5+364 *a*q^4*r-8416*a*q^4*x-1694*a*q^3*r^2-39479*a*q^3*r*x+151218*a*q^3*x^2-7830*a*q^ 2*r^3+30591*a*q^2*r^2*x+385290*a*q^2*r*x^2-240504*a*q^2*x^3-4462*a*q*r^4+159627 *a*q*r^3*x+134539*a*q*r^2*x^2-447868*a*q*r*x^3+1318*a*r^5+84449*a*r^4*x-142055* a*r^3*x^2-202652*a*r^2*x^3-64*b^5*p-80*b^5*r-800*b^4*c^2-288*b^4*c*g-2984*b^4*c *p+96*b^4*c*q-3144*b^4*c*r-280*b^4*c*x-528*b^4*g*p+16*b^4*g*q-592*b^4*g*r-1792* b^4*g*x-1364*b^4*p^2-104*b^4*p*q-2356*b^4*p*r+1580*b^4*p*x-160*b^4*q*r-2248*b^4 *q*x-992*b^4*r^2+5816*b^4*r*x+18792*b^4*x^2-6320*b^3*c^3-4456*b^3*c^2*g-27472*b ^3*c^2*p-64*b^3*c^2*q-24812*b^3*c^2*r-4368*b^3*c^2*x-672*b^3*c*g^2-12572*b^3*c* g*p+192*b^3*c*g*q-11892*b^3*c*g*r-16144*b^3*c*g*x-24712*b^3*c*p^2-5012*b^3*c*p* q-39110*b^3*c*p*r+38684*b^3*c*p*x+224*b^3*c*q^2-5468*b^3*c*q*r-36416*b^3*c*q*x-\ 14398*b^3*c*r^2+66260*b^3*c*r*x+201216*b^3*c*x^2-1008*b^3*g^2*p+40*b^3*g^2*q-\ 1104*b^3*g^2*r-4768*b^3*g^2*x-5870*b^3*g*p^2-676*b^3*g*p*q-9484*b^3*g*p*r+390*b ^3*g*p*x+32*b^3*g*q^2-932*b^3*g*q*r-12068*b^3*g*q*x-3614*b^3*g*r^2+7224*b^3*g*r *x+68508*b^3*g*x^2-6194*b^3*p^3-3290*b^3*p^2*q-14028*b^3*p^2*r+21174*b^3*p^2*x+ 24*b^3*p*q^2-5754*b^3*p*q*r-11098*b^3*p*q*x-9474*b^3*p*r^2+57756*b^3*p*r*x+ 96360*b^3*p*x^2-44*b^3*q^2*r-5712*b^3*q^2*x-2464*b^3*q*r^2+2978*b^3*q*r*x+94104 *b^3*q*x^2-1640*b^3*r^3+28006*b^3*r^2*x+71360*b^3*r*x^2-76272*b^3*x^3-15376*b^2 *c^4-17192*b^2*c^3*g-90280*b^2*c^3*p-2360*b^2*c^3*q-70308*b^2*c^3*r-12576*b^2*c ^3*x-5888*b^2*c^2*g^2-72220*b^2*c^2*g*p-772*b^2*c^2*g*q-58864*b^2*c^2*g*r-50092 *b^2*c^2*g*x-123992*b^2*c^2*p^2-36980*b^2*c^2*p*q-184884*b^2*c^2*p*r+223268*b^2 *c^2*p*x+1720*b^2*c^2*q^2-31654*b^2*c^2*q*r-155984*b^2*c^2*q*x-60892*b^2*c^2*r^ 2+276088*b^2*c^2*r*x+759528*b^2*c^2*x^2-568*b^2*c*g^3-15868*b^2*c*g^2*p+276*b^2 *c*g^2*q-14106*b^2*c*g^2*r-31710*b^2*c*g^2*x-67714*b^2*c*g*p^2-15892*b^2*c*g*p* q-102771*b^2*c*g*p*r+68510*b^2*c*g*p*x+1000*b^2*c*g*q^2-14920*b^2*c*g*q*r-\ 110244*b^2*c*g*q*x-35057*b^2*c*g*r^2+97338*b^2*c*g*r*x+516012*b^2*c*g*x^2-62296 *b^2*c*p^3-45276*b^2*c*p^2*q-138031*b^2*c*p^2*r+239354*b^2*c*p^2*x-1692*b^2*c*p *q^2-72193*b^2*c*p*q*r-31708*b^2*c*p*q*x-89174*b^2*c*p*r^2+564386*b^2*c*p*r*x+ 668808*b^2*c*p*x^2+184*b^2*c*q^3-1920*b^2*c*q^2*r-75358*b^2*c*q^2*x-26917*b^2*c *q*r^2+20138*b^2*c*q*r*x+733656*b^2*c*q*x^2-13439*b^2*c*r^3+275928*b^2*c*r^2*x+ 493744*b^2*c*r*x^2-536432*b^2*c*x^3-788*b^2*g^3*p+36*b^2*g^3*q-856*b^2*g^3*r-\ 4624*b^2*g^3*x-7846*b^2*g^2*p^2-840*b^2*g^2*p*q-12283*b^2*g^2*p*r-4476*b^2*g^2* p*x+64*b^2*g^2*q^2-1190*b^2*g^2*q*r-18672*b^2*g^2*q*x-4437*b^2*g^2*r^2-2668*b^2 *g^2*r*x+85692*b^2*g^2*x^2-17510*b^2*g*p^3-11130*b^2*g*p^2*q-39506*b^2*g*p^2*r+ 51144*b^2*g*p^2*x+230*b^2*g*p*q^2-17901*b^2*g*p*q*r-28914*b^2*g*p*q*x-26482*b^2 *g*p*r^2+127949*b^2*g*p*r*x+237450*b^2*g*p*x^2+20*b^2*g*q^3-48*b^2*g*q^2*r-\ 22938*b^2*g*q^2*x-6771*b^2*g*q*r^2-19077*b^2*g*q*r*x+234246*b^2*g*q*x^2-4486*b^ 2*g*r^3+64195*b^2*g*r^2*x+215470*b^2*g*r*x^2-165816*b^2*g*x^3-10472*b^2*p^4-\ 13330*b^2*p^3*q-30800*b^2*p^3*r+61176*b^2*p^3*x-2732*b^2*p^2*q^2-31320*b^2*p^2* q*r+32598*b^2*p^2*q*x-29568*b^2*p^2*r^2+211355*b^2*p^2*r*x+141522*b^2*p^2*x^2+ 126*b^2*p*q^3-4790*b^2*p*q^2*r-33792*b^2*p*q^2*x-22650*b^2*p*q*r^2+96984*b^2*p* q*r*x+324060*b^2*p*q*x^2-8624*b^2*p*r^3+216188*b^2*p*r^2*x+167154*b^2*p*r*x^2-\ 243496*b^2*p*x^3+92*b^2*q^3*r-5214*b^2*q^3*x-2058*b^2*q^2*r^2-18885*b^2*q^2*r*x +182538*b^2*q^2*x^2-4660*b^2*q*r^3+45596*b^2*q*r^2*x+295036*b^2*q*r*x^2-243496* b^2*q*x^3+616*b^2*r^4+66009*b^2*r^3*x+45644*b^2*r^2*x^2-249400*b^2*r*x^3-14320* b*c^5-22504*b*c^4*g-121192*b*c^4*p-3200*b*c^4*q-80828*b*c^4*r-24632*b*c^4*x-\ 12596*b*c^3*g^2-142464*b*c^3*g*p-2652*b*c^3*g*q-99596*b*c^3*g*r-72680*b*c^3*g*x -230576*b*c^3*p^2-81424*b*c^3*p*q-331746*b*c^3*p*r+429148*b*c^3*p*x+4032*b*c^3* q^2-54992*b*c^3*q*r-260348*b*c^3*q*x-101170*b*c^3*r^2+435172*b*c^3*r*x+1169280* b*c^3*x^2-2878*b*c^2*g^3-55606*b*c^2*g^2*p-162*b*c^2*g^2*q-41717*b*c^2*g^2*r-\ 63410*b*c^2*g^2*x-205996*b*c^2*g*p^2-64232*b*c^2*g*p*q-299454*b*c^2*g*p*r+ 290714*b*c^2*g*p*x+4008*b*c^2*g*q^2-46807*b*c^2*g*q*r-283086*b*c^2*g*q*x-93458* b*c^2*g*r^2+300842*b*c^2*g*r*x+1212096*b*c^2*g*x^2-175648*b*c^2*p^3-148556*b*c^ 2*p^2*q-388872*b*c^2*p^2*r+699616*b*c^2*p^2*x-11768*b*c^2*p*q^2-223778*b*c^2*p* q*r+40776*b*c^2*p*q*x-250800*b*c^2*p*r^2+1520028*b*c^2*p*r*x+1432008*b*c^2*p*x^ 2+1304*b*c^2*q^3-7178*b*c^2*q^2*r-215512*b*c^2*q^2*x-75222*b*c^2*q*r^2+58672*b* c^2*q*r*x+1707672*b*c^2*q*x^2-37576*b*c^2*r^3+738188*b*c^2*r^2*x+1046520*b*c^2* r*x^2-1187200*b*c^2*x^3-208*b*c*g^4-7888*b*c*g^3*p+210*b*c*g^3*q-6661*b*c*g^3*r -20502*b*c*g^3*x-55248*b*c*g^2*p^2-12956*b*c*g^2*p*q-81853*b*c*g^2*p*r+32690*b* c*g^2*p*x+1094*b*c*g^2*q^2-10969*b*c*g^2*q*r-100760*b*c*g^2*q*x-26605*b*c*g^2*r ^2+32464*b*c*g^2*r*x+410904*b*c*g^2*x^2-106540*b*c*g*p^3-84138*b*c*g*p^2*q-\ 237741*b*c*g*p^2*r+367684*b*c*g*p^2*x-3440*b*c*g*p*q^2-128128*b*c*g*p*q*r-52260 *b*c*g*p*q*x-155862*b*c*g*p*r^2+820131*b*c*g*p*r*x+1036344*b*c*g*p*x^2+664*b*c* g*q^3-2418*b*c*g*q^2*r-144840*b*c*g*q^2*x-43990*b*c*g*q*r^2-54135*b*c*g*q*r*x+ 1135992*b*c*g*q*x^2-24661*b*c*g*r^3+405603*b*c*g*r^2*x+887996*b*c*g*r*x^2-\ 755280*b*c*g*x^3-58876*b*c*p^4-85470*b*c*p^3*q-174867*b*c*p^3*r+356170*b*c*p^3* x-25940*b*c*p^2*q^2-197519*b*c*p^2*q*r+281810*b*c*p^2*q*x-171345*b*c*p^2*r^2+ 1166861*b*c*p^2*r*x+552912*b*c*p^2*x^2+718*b*c*p*q^3-41338*b*c*p*q^2*r-125050*b *c*p*q^2*x-138628*b*c*p*q*r^2+650600*b*c*p*q*r*x+1400088*b*c*p*q*x^2-53593*b*c* p*r^3+1181002*b*c*p*r^2*x+531768*b*c*p*r*x^2-1071152*b*c*p*x^3+64*b*c*q^4+838*b *c*q^3*r-50690*b*c*q^3*x-15398*b*c*q^2*r^2-102297*b*c*q^2*r*x+847176*b*c*q^2*x^ 2-26579*b*c*q*r^3+310748*b*c*q*r^2*x+1227652*b*c*q*r*x^2-1071152*b*c*q*x^3+1761 *b*c*r^4+370311*b*c*r^3*x+14440*b*c*r^2*x^2-1026024*b*c*r*x^3-276*b*g^4*p+14*b* g^4*q-299*b*g^4*r-1944*b*g^4*x-4186*b*g^3*p^2-340*b*g^3*p*q-6425*b*g^3*p*r-4386 *b*g^3*p*x+40*b*g^3*q^2-526*b*g^3*q*r-11176*b*g^3*q*x-2239*b*g^3*r^2-5855*b*g^3 *r*x+44556*b*g^3*x^2-14802*b*g^2*p^3-10124*b*g^2*p^2*q-33545*b*g^2*p^2*r+37744* b*g^2*p^2*x+400*b*g^2*p*q^2-15658*b*g^2*p*q*r-25614*b*g^2*p*q*x-22684*b*g^2*p*r ^2+88174*b*g^2*p*r*x+184746*b*g^2*p*x^2+26*b*g^2*q^3+130*b*g^2*q^2*r-23294*b*g^ 2*q^2*x-5534*b*g^2*q*r^2-31198*b*g^2*q*r*x+183438*b*g^2*q*x^2-3941*b*g^2*r^3+ 44972*b*g^2*r^2*x+187918*b*g^2*r*x^2-117192*b*g^2*x^3-18142*b*g*p^4-25270*b*g*p ^3*q-54338*b*g*p^3*r+98978*b*g*p^3*x-6594*b*g*p^2*q^2-59157*b*g*p^2*q*r+63168*b *g*p^2*q*x-54162*b*g*p^2*r^2+332925*b*g*p^2*r*x+211824*b*g*p^2*x^2+538*b*g*p*q^ 3-10506*b*g*p*q^2*r-52024*b*g*p*q^2*x-42504*b*g*p*q*r^2+149712*b*g*p*q*r*x+ 485136*b*g*p*q*x^2-17878*b*g*p*r^3+346711*b*g*p*r^2*x+285920*b*g*p*r*x^2-341856 *b*g*p*x^3+4*b*g*q^4+441*b*g*q^3*r-16214*b*g*q^3*x-3912*b*g*q^2*r^2-49827*b*g*q ^2*r*x+273312*b*g*q^2*x^2-8617*b*g*q*r^3+70115*b*g*q*r^2*x+472124*b*g*q*r*x^2-\ 341856*b*g*q*x^3+88*b*g*r^4+112764*b*g*r^3*x+81476*b*g*r^2*x^2-352428*b*g*r*x^3 -7230*b*p^5-15510*b*p^4*q-26756*b*p^4*r+58556*b*p^4*x-9254*b*p^3*q^2-47693*b*p^ 3*q*r+93170*b*p^3*q*x-34724*b*p^3*r^2+253603*b*p^3*r*x+65334*b*p^3*x^2-898*b*p^ 2*q^3-22556*b*p^2*q^2*r+8648*b*p^2*q^2*x-50019*b*p^2*q*r^2+313926*b*p^2*q*r*x+ 272598*b*p^2*q*x^2-15936*b*p^2*r^3+385228*b*p^2*r^2*x+16752*b*p^2*r*x^2-240504* b*p^2*x^3+76*b*p*q^4-1549*b*p*q^3*r-27990*b*p*q^3*x-17350*b*p*q^2*r^2+38297*b*p *q^2*r*x+349194*b*p*q^2*x^2-18999*b*p*q*r^3+324282*b*p*q*r^2*x+361286*b*p*q*r*x ^2-481008*b*p*q*x^3+1426*b*p*r^4+243871*b*p*r^3*x-161809*b*p*r^2*x^2-447868*b*p *r*x^3+70*b*q^4*r-2024*b*q^4*x-651*b*q^3*r^2-22026*b*q^3*r*x+141930*b*q^3*x^2-\ 4048*b*q^2*r^3+16310*b*q^2*r^2*x+344534*b*q^2*r*x^2-240504*b*q^2*x^3-1163*b*q*r ^4+103526*b*q*r^3*x+115153*b*q*r^2*x^2-447868*b*q*r*x^3+2164*b*r^5+53690*b*r^4* x-126997*b*r^3*x^2-202652*b*r^2*x^3-4336*c^6-8952*c^5*g-56344*c^5*p-472*c^5*q-\ 31396*c^5*r-21712*c^5*x-7148*c^4*g^2-88848*c^4*g*p-568*c^4*g*q-52108*c^4*g*r-\ 49472*c^4*g*x-141336*c^4*p^2-53712*c^4*p*q-199994*c^4*p*r+253160*c^4*p*x+3312*c ^4*q^2-27354*c^4*q*r-156280*c^4*q*x-58658*c^4*r^2+209928*c^4*r*x+634176*c^4*x^2 -2714*c^3*g^3-51462*c^3*g^2*p-30*c^3*g^2*q-32313*c^3*g^2*r-45684*c^3*g^2*x-\ 179368*c^3*g*p^2-63292*c^3*g*p*q-254695*c^3*g*p*r+273404*c^3*g*p*x+4388*c^3*g*q ^2-35031*c^3*g*q*r-227188*c^3*g*q*x-75327*c^3*g*r^2+227280*c^3*g*r*x+892176*c^3 *g*x^2-146244*c^3*p^3-134524*c^3*p^2*q-327982*c^3*p^2*r+578464*c^3*p^2*x-13952* c^3*p*q^2-196536*c^3*p*q*r+88112*c^3*p*q*x-217232*c^3*p*r^2+1183448*c^3*p*r*x+ 975360*c^3*p*x^2+1728*c^3*q^3-4250*c^3*q^2*r-176624*c^3*q^2*x-62012*c^3*q*r^2+ 26648*c^3*q*r*x+1230240*c^3*q*x^2-35494*c^3*r^3+572976*c^3*r^2*x+726264*c^3*r*x ^2-821952*c^3*x^3-474*c^2*g^4-13142*c^2*g^3*p+168*c^2*g^3*q-9086*c^2*g^3*r-\ 20636*c^2*g^3*x-79118*c^2*g^2*p^2-24190*c^2*g^2*p*q-113289*c^2*g^2*p*r+84492*c^ 2*g^2*p*x+2010*c^2*g^2*q^2-15037*c^2*g^2*q*r-122028*c^2*g^2*q*x-34171*c^2*g^2*r ^2+65776*c^2*g^2*r*x+461040*c^2*g^2*x^2-140746*c^2*g*p^3-124326*c^2*g*p^2*q-\ 316037*c^2*g*p^2*r+511620*c^2*g*p^2*x-9816*c^2*g*p*q^2-182752*c^2*g*p*q*r+19184 *c^2*g*p*q*x-209836*c^2*g*p*r^2+1063120*c^2*g*p*r*x+1070712*c^2*g*p*x^2+1540*c^ 2*g*q^3-3175*c^2*g*q^2*r-186132*c^2*g*q^2*x-58426*c^2*g*q*r^2-43384*c^2*g*q*r*x +1267992*c^2*g*q*x^2-34545*c^2*g*r^3+519028*c^2*g*r^2*x+887376*c^2*g*r*x^2-\ 814208*c^2*g*x^3-73824*c^2*p^4-115660*c^2*p^3*q-223298*c^2*p^3*r+446588*c^2*p^3 *x-41964*c^2*p^2*q^2-268082*c^2*p^2*q*r+418596*c^2*p^2*q*x-226950*c^2*p^2*r^2+ 1415738*c^2*p^2*r*x+519120*c^2*p^2*x^2+136*c^2*p*q^3-63514*c^2*p*q^2*r-100884*c ^2*p*q^2*x-189184*c^2*p*q*r^2+862540*c^2*p*q*r*x+1425840*c^2*p*q*x^2-79302*c^2* p*r^3+1433436*c^2*p*r^2*x+419948*c^2*p*r*x^2-1107104*c^2*p*x^3+264*c^2*q^4+1602 *c^2*q^3*r-72892*c^2*q^3*x-21550*c^2*q^2*r^2-122878*c^2*q^2*r*x+906720*c^2*q^2* x^2-36762*c^2*q*r^3+412220*c^2*q*r^2*x+1235740*c^2*q*r*x^2-1107104*c^2*q*x^3-\ 1826*c^2*r^4+464286*c^2*r^3*x-97188*c^2*r^2*x^2-1003360*c^2*r*x^3-28*c*g^5-1362 *c*g^4*p+54*c*g^4*q-1094*c*g^4*r-4324*c*g^4*x-13944*c*g^3*p^2-3062*c*g^3*p*q-\ 20330*c*g^3*p*r+3292*c*g^3*p*x+338*c*g^3*q^2-2324*c*g^3*q*r-28328*c*g^3*q*x-\ 6386*c*g^3*r^2-1133*c*g^3*r*x+103236*c*g^3*x^2-42246*c*g^2*p^3-34658*c*g^2*p^2* q-95314*c*g^2*p^2*r+131852*c*g^2*p^2*x-1158*c*g^2*p*q^2-51473*c*g^2*p*q*r-26336 *c*g^2*p*q*x-63890*c*g^2*p*r^2+280048*c*g^2*p*r*x+387444*c*g^2*p*x^2+360*c*g^2* q^3-337*c*g^2*q^2*r-63436*c*g^2*q^2*x-16815*c*g^2*q*r^2-50484*c*g^2*q*r*x+ 423804*c*g^2*q*x^2-10822*c*g^2*r^3+138790*c*g^2*r^2*x+365454*c*g^2*r*x^2-260080 *c*g^2*x^3-47804*c*g*p^4-73128*c*g*p^3*q-144916*c*g*p^3*r+271944*c*g*p^3*x-\ 24590*c*g*p^2*q^2-170218*c*g*p^2*q*r+231348*c*g*p^2*q*x-147924*c*g*p^2*r^2+ 875172*c*g*p^2*r*x+401964*c*g*p^2*x^2+858*c*g*p*q^3-37441*c*g*p*q^2*r-91092*c*g *p*q^2*x-121052*c*g*p*q*r^2+479458*c*g*p*q*r*x+1013088*c*g*p*q*x^2-52316*c*g*p* r^3+899358*c*g*p*r^2*x+453050*c*g*p*r*x^2-733152*c*g*p*x^3+124*c*g*q^4+1323*c*g *q^3*r-50496*c*g*q^3*x-12851*c*g*q^2*r^2-110514*c*g*q^2*r*x+611124*c*g*q^2*x^2-\ 23962*c*g*q*r^3+227900*c*g*q*r^2*x+941998*c*g*q*r*x^2-733152*c*g*q*x^3-1504*c*g *r^4+296130*c*g*r^3*x+45978*c*g*r^2*x^2-702352*c*g*r*x^3-18064*c*p^5-41398*c*p^ 4*q-68044*c*p^4*r+146852*c*p^4*x-28278*c*p^3*q^2-128501*c*p^3*q*r+259892*c*p^3* q*x-91536*c*p^3*r^2+621223*c*p^3*r*x+106128*c*p^3*x^2-4610*c*p^2*q^3-68118*c*p^ 2*q^2*r+68196*c*p^2*q^2*x-137115*c*p^2*q*r^2+830967*c*p^2*q*r*x+511944*c*p^2*q* x^2-46984*c*p^2*r^3+941467*c*p^2*r^2*x-79396*c*p^2*r*x^2-494720*c*p^2*x^3+342*c *p*q^4-7249*c*p*q^3*r-55876*c*p*q^3*x-51402*c*p*q^2*r^2+154005*c*p*q^2*r*x+ 705504*c*p*q^2*x^2-54319*c*p*q*r^3+852118*c*p*q*r^2*x+595416*c*p*q*r*x^2-989440 *c*p*q*x^3-1216*c*p*r^4+606673*c*p*r^3*x-497110*c*p*r^2*x^2-865432*c*p*r*x^3+8* c*q^5+412*c*q^4*r-11032*c*q^4*x-2639*c*q^3*r^2-55739*c*q^3*r*x+299688*c*q^3*x^2 -11562*c*q^2*r^3+70287*c*q^2*r^2*x+674812*c*q^2*r*x^2-494720*c*q^2*x^3-4307*c*q *r^4+281043*c*q*r^3*x+104578*c*q*r^2*x^2-865432*c*q*r*x^3+4212*c*r^5+139577*c*r ^4*x-340374*c*r^3*x^2-347224*c*r^2*x^3-36*g^5*p+2*g^5*q-39*g^5*r-300*g^5*x-780* g^4*p^2-38*g^4*p*q-1180*g^4*p*r-1124*g^4*p*x+8*g^4*q^2-72*g^4*q*r-2288*g^4*q*x-\ 400*g^4*r^2-1721*g^4*r*x+8244*g^4*x^2-3874*g^3*p^3-2738*g^3*p^2*q-8850*g^3*p^2* r+8704*g^3*p^2*x+166*g^3*p*q^2-4138*g^3*p*q*r-7336*g^3*p*q*x-6078*g^3*p*r^2+ 19105*g^3*p*r*x+45804*g^3*p*x^2+8*g^3*q^3+92*g^3*q^2*r-6872*g^3*q^2*x-1400*g^3* q*r^2-11087*g^3*q*r*x+45660*g^3*q*x^2-1102*g^3*r^3+9779*g^3*r^2*x+50010*g^3*r*x ^2-26928*g^3*x^3-7296*g^2*p^4-10688*g^2*p^3*q-22227*g^2*p^3*r+37466*g^2*p^3*x-\ 3074*g^2*p^2*q^2-25114*g^2*p^2*q*r+25742*g^2*p^2*q*x-22905*g^2*p^2*r^2+123697*g ^2*p^2*r*x+77430*g^2*p^2*x^2+320*g^2*p*q^3-4701*g^2*p*q^2*r-20158*g^2*p*q^2*x-\ 18164*g^2*p*q*r^2+52825*g^2*p*q*r*x+177012*g^2*p*q*x^2-8313*g^2*p*r^3+130732*g^ 2*p*r^2*x+115598*g^2*p*r*x^2-117464*g^2*p*x^3+2*g^2*q^4+274*g^2*q^3*r-8434*g^2* q^3*x-1627*g^2*q^2*r^2-25116*g^2*q^2*r*x+99582*g^2*q^2*x^2-3738*g^2*q*r^3+24341 *g^2*q*r^2*x+181300*g^2*q*r*x^2-117464*g^2*q*x^3-339*g^2*r^4+44501*g^2*r^3*x+ 35688*g^2*r^2*x^2-121664*g^2*r*x^3-5882*g*p^5-13292*g*p^4*q-22210*g*p^4*r+45564 *g*p^4*x-8778*g*p^3*q^2-41472*g*p^3*q*r+77494*g*p^3*q*x-30020*g*p^3*r^2+195537* g*p^3*r*x+45366*g*p^3*x^2-1208*g*p^2*q^3-21303*g*p^2*q^2*r+14504*g*p^2*q^2*x-\ 44664*g*p^2*q*r^2+251103*g*p^2*q*r*x+190278*g*p^2*q*x^2-15620*g*p^2*r^3+300760* g*p^2*r^2*x+16846*g*p^2*r*x^2-164248*g*p^2*x^3+160*g*p*q^4-1888*g*p*q^3*r-21218 *g*p*q^3*x-16272*g*p*q^2*r^2+33371*g*p*q^2*r*x+244458*g*p*q^2*x^2-18080*g*p*q*r ^3+261742*g*p*q*r^2*x+263190*g*p*q*r*x^2-328496*g*p*q*x^3-610*g*p*r^4+197165*g* p*r^3*x-114881*g*p*r^2*x^2-305268*g*p*r*x^3+153*g*q^4*r-3792*g*q^4*x-680*g*q^3* r^2-22195*g*q^3*r*x+99546*g*q^3*x^2-3747*g*q^2*r^3+14004*g*q^2*r^2*x+246344*g*q ^2*r*x^2-164248*g*q^2*x^3-1596*g*q*r^4+88133*g*q*r^3*x+77573*g*q*r^2*x^2-305268 *g*q*r*x^3+1318*g*r^5+46378*g*r^4*x-96651*g*r^3*x^2-135684*g*r^2*x^3-1716*p^6-\ 5282*p^5*q-7688*p^5*r+17586*p^5*x-5536*p^4*q^2-20281*p^4*q*r+46452*p^4*q*x-\ 12700*p^4*r^2+91990*p^4*r*x+5568*p^4*x^2-2076*p^3*q^3-17675*p^3*q^2*r+33558*p^3 *q^2*x-28304*p^3*q*r^2+197011*p^3*q*r*x+54012*p^3*q*x^2-8240*p^3*r^3+182963*p^3 *r^2*x-53740*p^3*r*x^2-73328*p^3*x^3-92*p^2*q^4-5245*p^2*q^3*r-2178*p^2*q^3*x-\ 19809*p^2*q^2*r^2+111615*p^2*q^2*r*x+128628*p^2*q^2*x^2-16046*p^2*q*r^3+301268* p^2*q*r^2*x+11612*p^2*q*r*x^2-219984*p^2*q*x^3+340*p^2*r^4+172809*p^2*r^3*x-\ 200915*p^2*r^2*x^2-184516*p^2*r*x^3+14*p*q^5-149*p*q^4*r-7152*p*q^4*x-4262*p*q^ 3*r^2+157*p*q^3*r*x+117492*p*q^3*x^2-8737*p*q^2*r^3+117577*p*q^2*r^2*x+184444*p *q^2*r*x^2-219984*p*q^2*x^3-1894*p*q*r^4+197311*p*q*r^3*x-138282*p*q*r^2*x^2-\ 369032*p*q*r*x^3+2744*p*r^5+76759*p*r^4*x-225424*p*r^3*x^2-135264*p*r^2*x^3+14* q^5*r-282*q^5*x-57*q^4*r^2-6437*q^4*r*x+37308*q^4*x^2-1093*q^3*r^3-728*q^3*r^2* x+119092*q^3*r*x^2-73328*q^3*x^3-1067*q^2*r^4+39520*q^2*r^3*x+62633*q^2*r^2*x^2 -184516*q^2*r*x^3+847*q*r^5+46602*q*r^4*x-110600*q*r^3*x^2-135264*q*r^2*x^3+892 *r^6+12509*r^5*x-83817*r^4*x^2-10876*r^3*x^3+1024*a^5+3520*a^4*b+12896*a^4*c+ 2960*a^4*g+3244*a^4*p+4368*a^4*q+9196*a^4*r-31896*a^4*x+4208*a^3*b^2+30040*a^3* b*c+7464*a^3*b*g+3924*a^3*b*p+9440*a^3*b*q+15720*a^3*b*r-91680*a^3*b*x+45744*a^ 3*c^2+26564*a^3*c*g+2856*a^3*c*p+30664*a^3*c*q+44660*a^3*c*r-260856*a^3*c*x+ 3112*a^3*g^2+5310*a^3*g*p+8652*a^3*g*q+16604*a^3*g*r-75320*a^3*g*x-19562*a^3*p^ 2+4462*a^3*p*q-25312*a^3*p*r-103800*a^3*p*x+4784*a^3*q^2+17326*a^3*q*r-99668*a^ 3*q*x-5750*a^3*r^2-151892*a^3*r*x+150072*a^3*x^2+1984*a^2*b^3+20624*a^2*b^2*c+ 5848*a^2*b^2*g-1948*a^2*b^2*p+6344*a^2*b^2*q+3860*a^2*b^2*r-91056*a^2*b^2*x+ 65088*a^2*b*c^2+40212*a^2*b*c*g-30176*a^2*b*c*p+45676*a^2*b*c*q+26112*a^2*b*c*r -528824*a^2*b*c*x+5196*a^2*b*g^2+1456*a^2*b*g*p+12740*a^2*b*g*q+15170*a^2*b*g*r -158152*a^2*b*g*x-47308*a^2*b*p^2+4836*a^2*b*p*q-66532*a^2*b*p*r-208404*a^2*b*p *x+6344*a^2*b*q^2+19158*a^2*b*q*r-199760*a^2*b*q*x-19224*a^2*b*r^2-258592*a^2*b *r*x+378888*a^2*b*x^2+65128*a^2*c^3+61668*a^2*c^2*g-51060*a^2*c^2*p+70348*a^2*c ^2*q+53344*a^2*c^2*r-702016*a^2*c^2*x+17818*a^2*c*g^2-10796*a^2*c*g*p+42744*a^2 *c*g*q+44786*a^2*c*g*r-439064*a^2*c*g*x-146506*a^2*c*p^2-350*a^2*c*p*q-198720*a ^2*c*p*r-487432*a^2*c*p*x+22260*a^2*c*q^2+55740*a^2*c*q*r-553524*a^2*c*q*x-\ 52214*a^2*c*r^2-647888*a^2*c*r*x+961032*a^2*c*x^2+1428*a^2*g^3+2288*a^2*g^2*p+ 5758*a^2*g^2*q+9061*a^2*g^2*r-64002*a^2*g^2*x-36340*a^2*g*p^2+6498*a^2*g*p*q-\ 48929*a^2*g*p*r-176428*a^2*g*p*x+6248*a^2*g*q^2+21638*a^2*g*q*r-169404*a^2*g*q* x-12589*a^2*g*r^2-236254*a^2*g*r*x+294492*a^2*g*x^2-48844*a^2*p^3-35644*a^2*p^2 *q-119888*a^2*p^2*r-45610*a^2*p^2*x+5144*a^2*p*q^2-46380*a^2*p*q*r-213058*a^2*p *q*x-93244*a^2*p*r^2-113236*a^2*p*r*x+456132*a^2*p*x^2+1952*a^2*q^3+11898*a^2*q ^2*r-105016*a^2*q^2*x-10736*a^2*q*r^2-274086*a^2*q*r*x+409356*a^2*q*x^2-22200*a ^2*r^3-63178*a^2*r^2*x+486356*a^2*r*x^2-143616*a^2*x^3+304*a*b^4+4024*a*b^3*c+ 1472*a*b^3*g-3148*a*b^3*p+1384*a*b^3*q-3424*a*b^3*r-34656*a*b^3*x+19144*a*b^2*c ^2+13584*a*b^2*c*g-44564*a*b^2*c*p+18476*a*b^2*c*q-30992*a*b^2*c*r-322520*a*b^2 *c*x+2172*a*b^2*g^2-5874*a*b^2*g*p+4908*a*b^2*g*q-3994*a*b^2*g*r-101416*a*b^2*g *x-35126*a*b^2*p^2+642*a*b^2*p*q-54330*a*b^2*p*r-125024*a*b^2*p*x+1888*a*b^2*q^ 2+1284*a*b^2*q*r-120132*a*b^2*q*x-19204*a*b^2*r^2-108356*a*b^2*r*x+307560*a*b^2 *x^2+44784*a*b*c^3+43052*a*b*c^2*g-144064*a*b*c^2*p+64036*a*b*c^2*q-59208*a*b*c ^2*r-903024*a*b*c^2*x+13434*a*b*c*g^2-58316*a*b*c*g*p+37806*a*b*c*g*q-20236*a*b *c*g*r-573848*a*b*c*g*x-230384*a*b*c*p^2-16012*a*b*c*p*q-337210*a*b*c*p*r-\ 598836*a*b*c*p*x+18668*a*b*c*q^2+14100*a*b*c*q*r-728532*a*b*c*q*x-106826*a*b*c* r^2-611076*a*b*c*r*x+1609296*a*b*c*x^2+1264*a*b*g^3-2604*a*b*g^2*p+4804*a*b*g^2 *q+597*a*b*g^2*r-87484*a*b*g^2*x-57504*a*b*g*p^2+4216*a*b*g*p*q-84703*a*b*g*p*r -227372*a*b*g*p*x+4600*a*b*g*q^2+9967*a*b*g*q*r-220964*a*b*g*q*x-27199*a*b*g*r^ 2-243126*a*b*g*r*x+497448*a*b*g*x^2-70196*a*b*p^3-44848*a*b*p^2*q-167955*a*b*p^ 2*r-46562*a*b*p^2*x+6328*a*b*p*q^2-64639*a*b*p*q*r-300020*a*b*p*q*x-125322*a*b* p*r^2-50012*a*b*p*r*x+777264*a*b*p*x^2+996*a*b*q^3+7830*a*b*q^2*r-128594*a*b*q^ 2*x-19791*a*b*q*r^2-305776*a*b*q*r*x+683712*a*b*q*x^2-27563*a*b*r^3-27026*a*b*r ^2*x+748200*a*b*r*x^2-287232*a*b*x^3+38224*a*c^4+47552*a*c^3*g-122164*a*c^3*p+ 66168*a*c^3*q-12428*a*c^3*r-774736*a*c^3*x+21172*a*c^2*g^2-90488*a*c^2*g*p+ 60998*a*c^2*g*q-3194*a*c^2*g*r-752548*a*c^2*g*x-316260*a*c^2*p^2-34896*a*c^2*p* q-443090*a*c^2*p*r-682244*a*c^2*p*x+32456*a*c^2*q^2+40150*a*c^2*q*r-965188*a*c^ 2*q*x-126830*a*c^2*r^2-811748*a*c^2*r*x+1943856*a*c^2*x^2+3984*a*c*g^3-16206*a* c*g^2*p+17256*a*c*g^2*q+3593*a*c*g^2*r-234786*a*c*g^2*x-177854*a*c*g*p^2-4346*a *c*g*p*q-249530*a*c*g*p*r-517452*a*c*g*p*x+18674*a*c*g*q^2+32709*a*c*g*q*r-\ 614540*a*c*g*q*x-71676*a*c*g*r^2-606578*a*c*g*r*x+1232688*a*c*g*x^2-193716*a*c* p^3-144236*a*c*p^2*q-462213*a*c*p^2*r-30990*a*c*p^2*x+11808*a*c*p*q^2-199479*a* c*p*q*r-692952*a*c*p*q*x-343278*a*c*p*r^2-26120*a*c*p*r*x+1811808*a*c*p*x^2+ 5252*a*c*q^3+26230*a*c*q^2*r-369658*a*c*q^2*x-55243*a*c*q*r^2-792736*a*c*q*r*x+ 1678416*a*c*q*x^2-74781*a*c*r^3-24518*a*c*r^2*x+1761240*a*c*r*x^2-673120*a*c*x^ 3+254*a*g^4-122*a*g^3*p+1398*a*g^3*q+1053*a*g^3*r-23182*a*g^3*x-21820*a*g^2*p^2 +3092*a*g^2*p*q-30728*a*g^2*p*r-95618*a*g^2*p*x+2242*a*g^2*q^2+6795*a*g^2*q*r-\ 92666*a*g^2*q*x-8908*a*g^2*r^2-113590*a*g^2*r*x+190092*a*g^2*x^2-56980*a*g*p^3-\ 37756*a*g*p^2*q-137043*a*g*p^2*r-43534*a*g*p^2*x+6396*a*g*p*q^2-51362*a*g*p*q*r -247640*a*g*p*q*x-103146*a*g*p*r^2-81631*a*g*p*r*x+588312*a*g*p*x^2+1276*a*g*q^ 3+9463*a*g*q^2*r-115846*a*g*q^2*x-13606*a*g*q*r^2-287191*a*g*q*r*x+524952*a*g*q *x^2-23083*a*g*r^3-47047*a*g*r^2*x+600516*a*g*r*x^2-205776*a*g*x^3-35396*a*p^4-\ 51338*a*p^3*q-115942*a*p^3*r+51702*a*p^3*x-13254*a*p^2*q^2-124447*a*p^2*q*r-\ 65848*a*p^2*q*x-135450*a*p^2*r^2+200935*a*p^2*r*x+409716*a*p^2*x^2+2868*a*p*q^3 -17459*a*p*q^2*r-159706*a*p*q^2*x-94880*a*p*q*r^2-125266*a*p*q*r*x+777360*a*p*q *x^2-64658*a*p*r^3+237742*a*p*r^2*x+729168*a*p*r*x^2-308912*a*p*x^3+180*a*q^4+ 3484*a*q^3*r-42156*a*q^3*x-4205*a*q^2*r^2-174985*a*q^2*r*x+367644*a*q^2*x^2-\ 21771*a*q*r^3-73072*a*q*r^2*x+781884*a*q*r*x^2-308912*a*q*x^3-9754*a*r^4+88509* a*r^3*x+353466*a*r^2*x^2-304480*a*r*x^3+32*b^5+544*b^4*c+128*b^4*g-520*b^4*p+ 112*b^4*q-760*b^4*r-3384*b^4*x+1224*b^3*c^2+824*b^3*c*g-12548*b^3*c*p+2448*b^3* c*q-14188*b^3*c*r-54552*b^3*c*x+192*b^3*g^2-2328*b^3*g*p+512*b^3*g*q-3080*b^3*g *r-18584*b^3*g*x-7572*b^3*p^2-116*b^3*p*q-13326*b^3*p*r-20420*b^3*p*x+136*b^3*q ^2-764*b^3*q*r-20040*b^3*q*x-5754*b^3*r^2-1656*b^3*r*x+78744*b^3*x^2+1160*b^2*c ^3+744*b^2*c^2*g-69160*b^2*c^2*p+12796*b^2*c^2*q-62424*b^2*c^2*r-258496*b^2*c^2 *x+536*b^2*c*g^2-32818*b^2*c*g*p+6852*b^2*c*g*q-32714*b^2*c*g*r-168200*b^2*c*g* x-82934*b^2*c*p^2-8070*b^2*c*p*q-133820*b^2*c*p*r-154356*b^2*c*p*x+3056*b^2*c*q ^2-10762*b^2*c*q*r-217960*b^2*c*q*x-50886*b^2*c*r^2-63268*b^2*c*r*x+648264*b^2* c*x^2+136*b^2*g^3-2758*b^2*g^2*p+700*b^2*g^2*q-3594*b^2*g^2*r-27450*b^2*g^2*x-\ 21008*b^2*g*p^2+78*b^2*g*p*q-34349*b^2*g*p*r-64140*b^2*g*p*x+556*b^2*g*q^2-1730 *b^2*g*q*r-64756*b^2*g*q*x-13341*b^2*g*r^2-38784*b^2*g*r*x+202956*b^2*g*x^2-\ 23332*b^2*p^3-12140*b^2*p^2*q-55571*b^2*p^2*r-6496*b^2*p^2*x+1252*b^2*p*q^2-\ 21011*b^2*p*q*r-98050*b^2*p*q*x-41146*b^2*p*r^2+39768*b^2*p*r*x+321132*b^2*p*x^ 2+68*b^2*q^3+684*b^2*q^2*r-29122*b^2*q^2*x-8871*b^2*q*r^2-55146*b^2*q*r*x+ 274356*b^2*q*x^2-8907*b^2*r^3+25552*b^2*r^2*x+261844*b^2*r*x^2-143616*b^2*x^3+ 5816*b*c^4+4328*b*c^3*g-128500*b*c^3*p+28080*b*c^3*q-88436*b*c^3*r-471376*b*c^3 *x+994*b*c^2*g^2-105304*b*c^2*g*p+24230*b*c^2*g*q-79792*b*c^2*g*r-461764*b*c^2* g*x-243568*b*c^2*p^2-35840*b*c^2*p*q-367912*b*c^2*p*r-357892*b*c^2*p*x+13308*b* c^2*q^2-23008*b*c^2*q*r-626276*b*c^2*q*x-124344*b*c^2*r^2-243188*b*c^2*r*x+ 1617744*b*c^2*x^2+234*b*c*g^3-23834*b*c*g^2*p+6098*b*c*g^2*q-21350*b*c*g^2*r-\ 148194*b*c*g^2*x-138088*b*c*g*p^2-10962*b*c*g*p*q-210591*b*c*g*p*r-292316*b*c*g *p*x+6856*b*c*g*q^2-10280*b*c*g*q*r-394524*b*c*g*q*x-72503*b*c*g*r^2-222342*b*c *g*r*x+1033152*b*c*g*x^2-138380*b*c*p^3-90548*b*c*p^2*q-324469*b*c*p^2*r+32798* b*c*p^2*x+6300*b*c*p*q^2-141233*b*c*p*q*r-476568*b*c*p*q*x-233798*b*c*p*r^2+ 251804*b*c*p*r*x+1535040*b*c*p*x^2+1392*b*c*q^3+5776*b*c*q^2*r-217062*b*c*q^2*x -50685*b*c*q*r^2-373348*b*c*q*r*x+1401648*b*c*q*x^2-47709*b*c*r^3+142082*b*c*r^ 2*x+1316832*b*c*r*x^2-673120*b*c*x^3+46*b*g^4-1206*b*g^3*p+372*b*g^3*q-1598*b*g ^3*r-15526*b*g^3*x-17042*b*g^2*p^2+892*b*g^2*p*q-26419*b*g^2*p*r-58826*b*g^2*p* x+540*b*g^2*q^2-592*b*g^2*q*r-59162*b*g^2*q*x-9377*b*g^2*r^2-50316*b*g^2*r*x+ 161484*b*g^2*x^2-40498*b*g*p^3-23052*b*g*p^2*q-95546*b*g*p^2*r-15274*b*g*p^2*x+ 3536*b*g*p*q^2-35984*b*g*p*q*r-169472*b*g*p*q*x-69598*b*g*p*r^2+24121*b*g*p*r*x +500616*b*g*p*x^2+194*b*g*q^3+2394*b*g*q^2*r-65938*b*g*q^2*x-12932*b*g*q*r^2-\ 142727*b*g*q*r*x+437256*b*g*q*x^2-14550*b*g*r^3+15733*b*g*r^2*x+456768*b*g*r*x^ 2-205776*b*g*x^3-24702*b*p^4-31344*b*p^3*q-78283*b*p^3*r+43728*b*p^3*x-5516*b*p ^2*q^2-75865*b*p^2*q*r-55246*b*p^2*q*x-86637*b*p^2*r^2+193553*b*p^2*r*x+353868* b*p^2*x^2+1138*b*p*q^3-9058*b*p*q^2*r-114580*b*p*q^2*x-57698*b*p*q*r^2-43754*b* p*q*r*x+665664*b*p*q*x^2-37233*b*p*r^3+223276*b*p*r^2*x+561720*b*p*r*x^2-308912 *b*p*x^3+12*b*q^4+962*b*q^3*r-15606*b*q^3*x-3542*b*q^2*r^2-86091*b*q^2*r*x+ 311796*b*q^2*x^2-13177*b*q*r^3-19834*b*q*r^2*x+614436*b*q*r*x^2-308912*b*q*x^3-\ 4177*b*r^4+73451*b*r^3*x+254490*b*r^2*x^2-304480*b*r*x^3+6968*c^5+8744*c^4*g-\ 74220*c^4*p+22212*c^4*q-33180*c^4*r-299392*c^4*x+3630*c^3*g^2-88978*c^3*g*p+ 26646*c^3*g*q-45378*c^3*g*r-395632*c^3*g*x-205828*c^3*p^2-33792*c^3*p*q-296016* c^3*p*r-277688*c^3*p*x+15172*c^3*q^2-2716*c^3*q*r-532568*c^3*q*x-90188*c^3*r^2-\ 273008*c^3*r*x+1232928*c^3*x^2+580*c^2*g^3-35486*c^2*g^2*p+10882*c^2*g^2*q-\ 21502*c^2*g^2*r-190192*c^2*g^2*x-188922*c^2*g*p^2-22556*c^2*g*p*q-272914*c^2*g* p*r-327220*c^2*g*p*x+13214*c^2*g*q^2-2548*c^2*g*q*r-524500*c^2*g*q*x-83992*c^2* g*r^2-313224*c^2*g*r*x+1221312*c^2*g*x^2-179240*c^2*p^3-132004*c^2*p^2*q-419840 *c^2*p^2*r+83176*c^2*p^2*x+6232*c^2*p*q^2-191620*c^2*p*q*r-539440*c^2*p*q*x-\ 301960*c^2*p*r^2+290744*c^2*p*r*x+1702176*c^2*p*x^2+3420*c^2*q^3+13060*c^2*q^2* r-304424*c^2*q^2*x-59616*c^2*q*r^2-525048*c^2*q*r*x+1619136*c^2*q*x^2-61360*c^2 *r^3+145456*c^2*r^2*x+1505040*c^2*r*x^2-737024*c^2*x^3+52*c*g^4-5120*c*g^3*p+ 1692*c*g^3*q-4030*c*g^3*r-39636*c*g^3*x-52642*c*g^2*p^2-2072*c*g^2*p*q-76698*c* g^2*p*r-128256*c*g^2*p*x+3194*c*g^2*q^2-234*c*g^2*q*r-164616*c*g^2*q*x-24056*c* g^2*r^2-122916*c*g^2*r*x+390120*c*g^2*x^2-111932*c*g*p^3-76274*c*g*p^2*q-262407 *c*g*p^2*r+10498*c*g*p^2*x+7532*c*g*p*q^2-110949*c*g*p*q*r-391084*c*g*p*q*x-\ 189018*c*g*p*r^2+103834*c*g*p*r*x+1143480*c*g*p*x^2+1670*c*g*q^3+8858*c*g*q^2*r -198662*c*g*q^2*x-34675*c*g*q*r^2-385114*c*g*q*r*x+1055976*c*g*q*x^2-38543*c*g* r^3+50920*c*g*r^2*x+1053528*c*g*r*x^2-467968*c*g*x^3-64138*c*p^4-89890*c*p^3*q-\ 205171*c*p^3*r+131126*c*p^3*x-22170*c*p^2*q^2-215254*c*p^2*q*r-75246*c*p^2*q*x-\ 230685*c*p^2*r^2+504718*c*p^2*r*x+761352*c*p^2*x^2+3786*c*p*q^3-32141*c*p*q^2*r -268806*c*p*q^2*x-160838*c*p*q*r^2-63804*c*p*q*r*x+1484160*c*p*q*x^2-102409*c*p *r^3+563574*c*p*r^2*x+1208352*c*p*r*x^2-672992*c*p*x^3+204*c*q^4+4126*c*q^3*r-\ 62434*c*q^3*x-9971*c*q^2*r^2-249490*c*q^2*r*x+722808*c*q^2*x^2-35474*c*q*r^3-\ 38114*c*q*r^2*x+1387944*c*q*r*x^2-672992*c*q*x^3-12757*c*r^4+189982*c*r^3*x+ 520836*c*r^2*x^2-647328*c*r*x^3+6*g^5-172*g^4*p+68*g^4*q-238*g^4*r-3012*g^4*x-\ 4240*g^3*p^2+492*g^3*p*q-6275*g^3*p*r-16440*g^3*p*x+148*g^3*q^2+121*g^3*q*r-\ 16296*g^3*q*x-2035*g^3*r^2-16324*g^3*r*x+40392*g^3*x^2-16188*g^2*p^3-9474*g^2*p ^2*q-38096*g^2*p^2*r-8536*g^2*p^2*x+1942*g^2*p*q^2-13759*g^2*p*q*r-69792*g^2*p* q*x-27628*g^2*p*r^2-5088*g^2*p*r*x+186828*g^2*p*x^2+92*g^2*q^3+1459*g^2*q^2*r-\ 30688*g^2*q^2*x-4285*g^2*q*r^2-70790*g^2*q*r*x+165564*g^2*q*x^2-5720*g^2*r^3-\ 3360*g^2*r^2*x+182496*g^2*r*x^2-71808*g^2*x^3-20332*g*p^4-27410*g*p^3*q-65187*g *p^3*r+34036*g*p^3*x-5548*g*p^2*q^2-65805*g*p^2*q*r-40152*g*p^2*q*x-73569*g*p^2 *r^2+139271*g*p^2*r*x+259788*g*p^2*x^2+1544*g*p*q^3-7870*g*p*q^2*r-94332*g*p*q^ 2*x-49380*g*p*q*r^2-55524*g*p*q*r*x+492744*g*p*q*x^2-32905*g*p*r^3+160412*g*p*r ^2*x+437700*g*p*r*x^2-214256*g*p*x^3+14*g*q^4+1370*g*q^3*r-20144*g*q^3*x-2322*g *q^2*r^2-90227*g*q^2*r*x+232956*g*q^2*x^2-10985*g*q*r^3-32042*g*q*r^2*x+478104* g*q*r*x^2-214256*g*q*x^3-4191*g*r^4+55177*g*r^3*x+203526*g*r^2*x^2-212560*g*r*x ^3-8158*p^5-17454*p^4*q-32786*p^4*r+28968*p^4*x-10160*p^3*q^2-56803*p^3*q*r+ 25284*p^3*q*x-49564*p^3*r^2+139991*p^3*r*x+110112*p^3*x^2-590*p^2*q^3-25050*p^2 *q^2*r-39108*p^2*q^2*x-65685*p^2*q*r^2+113869*p^2*q*r*x+330096*p^2*q*x^2-33556* p^2*r^3+232259*p^2*r^2*x+228672*p^2*r*x^2-153104*p^2*x^3+274*p*q^4-771*p*q^3*r-\ 38196*p*q^3*x-19620*p*q^2*r^2-58963*p*q^2*r*x+329856*p*q^2*x^2-30777*p*q*r^3+ 134178*p*q*r^2*x+553548*p*q*r*x^2-306208*p*q*x^3-8774*p*r^4+160417*p*r^3*x+ 145026*p*r^2*x^2-290736*p*r*x^3+262*q^4*r-2772*q^4*x-181*q^3*r^2-32841*q^3*r*x+ 109872*q^3*x^2-4730*q^2*r^3-31289*q^2*r^2*x+324876*q^2*r*x^2-153104*q^2*x^3-\ 4441*q*r^4+45593*q*r^3*x+260766*q*r^2*x^2-290736*q*r*x^3-154*r^5+39181*r^4*x+ 16314*r^3*x^2-148192*r^2*x^3+6144*a^4+15528*a^3*b+49944*a^3*c+13156*a^3*g+15296 *a^3*p+15328*a^3*q+29988*a^3*r-94664*a^3*x+12480*a^2*b^2+83200*a^2*b*c+22492*a^ 2*b*g+18696*a^2*b*p+23284*a^2*b*q+34208*a^2*b*r-197160*a^2*b*x+125480*a^2*c^2+ 72516*a^2*c*g+46976*a^2*c*p+76548*a^2*c*q+111772*a^2*c*r-549032*a^2*c*x+9398*a^ 2*g^2+20282*a^2*g*p+21236*a^2*g*q+37238*a^2*g*r-161876*a^2*g*x-27364*a^2*p^2+ 24032*a^2*p*q-25380*a^2*p*r-253336*a^2*p*x+10140*a^2*q^2+40284*a^2*q*r-197964*a ^2*q*x+1984*a^2*r^2-288480*a^2*r*x+257232*a^2*x^2+3576*a*b^3+38104*a*b^2*c+ 10416*a*b^2*g+3124*a*b^2*p+9588*a*b^2*q+2788*a*b^2*r-125832*a*b^2*x+124416*a*b* c^2+69776*a*b*c*g+11076*a*b*c*p+73680*a*b*c*q+43520*a*b*c*r-744928*a*b*c*x+9086 *a*b*g^2+11750*a*b*g*p+19030*a*b*g*q+16828*a*b*g*r-221008*a*b*g*x-47110*a*b*p^2 +22822*a*b*p*q-63600*a*b*p*r-346580*a*b*p*x+7500*a*b*q^2+25440*a*b*q*r-253028*a *b*q*x-16490*a*b*r^2-314336*a*b*r*x+430848*a*b*x^2+125392*a*c^3+109668*a*c^2*g+ 19396*a*c^2*p+118172*a*c^2*q+107240*a*c^2*r-997312*a*c^2*x+29570*a*c*g^2+27668* a*c*g*p+66990*a*c*g*q+69508*a*c*g*r-607736*a*c*g*x-138906*a*c*p^2+58742*a*c*p*q -169474*a*c*p*r-872644*a*c*p*x+30188*a*c*q^2+93052*a*c*q*r-724756*a*c*q*x-30568 *a*c*r^2-880400*a*c*r*x+1096800*a*c*x^2+2442*a*g^3+7200*a*g^2*p+8366*a*g^2*q+ 11011*a*g^2*r-88920*a*g^2*x-34918*a*g*p^2+23524*a*g*p*q-40594*a*g*p*r-287018*a* g*p*x+7646*a*g*q^2+30088*a*g*q*r-216874*a*g*q*x-5676*a*g*r^2-289680*a*g*r*x+ 334512*a*g*x^2-54492*a*p^3-24618*a*p^2*q-129443*a*p^2*r-157414*a*p^2*x+14526*a* p*q^2-25179*a*p*q*r-351248*a*p*q*x-95410*a*p*r^2-288036*a*p*r*x+554160*a*p*x^2+ 1760*a*q^3+16664*a*q^2*r-120274*a*q^2*x-561*a*q*r^2-350436*a*q*r*x+454368*a*q*x ^2-20459*a*r^3-151454*a*r^2*x+518856*a*r*x^2-139968*a*x^3+480*b^4+6304*b^3*c+ 1504*b^3*g-612*b^3*p+1296*b^3*q-2040*b^3*r-23336*b^3*x+27680*b^2*c^2+13968*b^2* c*g-12072*b^2*c*p+16256*b^2*c*q-18212*b^2*c*r-236264*b^2*c*x+1672*b^2*g^2-1158* b^2*g*p+3616*b^2*g*q-4454*b^2*g*r-70340*b^2*g*x-17978*b^2*p^2+4334*b^2*p*q-\ 31152*b^2*p*r-109740*b^2*p*x+1136*b^2*q^2+1544*b^2*q*r-71560*b^2*q*x-13174*b^2* r^2-63968*b^2*r*x+173616*b^2*x^2+57344*b*c^3+44992*b*c^2*g-35184*b*c^2*p+56312* b*c^2*q-23372*b*c^2*r-671200*b*c^2*x+10520*b*c*g^2-12714*b*c*g*p+29168*b*c*g*q-\ 15086*b*c*g*r-408200*b*c*g*x-113138*b*c*p^2+23258*b*c*p*q-173932*b*c*p*r-581380 *b*c*p*x+11552*b*c*q^2+17862*b*c*q*r-462484*b*c*q*x-60794*b*c*r^2-435992*b*c*r* x+922560*b*c*x^2+784*b*g^3+158*b*g^2*p+2968*b*g^2*q-2243*b*g^2*r-60312*b*g^2*x-\ 29456*b*g*p^2+10292*b*g*p*q-45745*b*g*p*r-192538*b*g*p*x+2284*b*g*q^2+5581*b*g* q*r-135962*b*g*q*x-16289*b*g*r^2-145932*b*g*r*x+282816*b*g*x^2-38638*b*p^3-\ 15326*b*p^2*q-92955*b*p^2*r-106498*b*p^2*x+6556*b*p*q^2-24325*b*p*q*r-239552*b* p*q*x-69996*b*p*r^2-130272*b*p*r*x+472368*b*p*x^2+352*b*q^3+5014*b*q^2*r-59494* b*q^2*x-8999*b*q*r^2-173304*b*q*r*x+372576*b*q*x^2-15679*b*r^3-52478*b*r^2*x+ 394584*b*r*x^2-139968*b*x^3+44000*c^4+49120*c^3*g-20912*c^3*p+58440*c^3*q+15460 *c^3*r-573328*c^3*x+18256*c^2*g^2-13492*c^2*g*p+49568*c^2*g*q+8716*c^2*g*r-\ 540256*c^2*g*x-148744*c^2*p^2+32080*c^2*p*q-205274*c^2*p*r-712408*c^2*p*x+21728 *c^2*q^2+46478*c^2*q*r-629368*c^2*q*x-56530*c^2*r^2-627256*c^2*r*x+1105536*c^2* x^2+2612*c*g^3-868*c*g^2*p+12096*c*g^2*q+549*c*g^2*r-162052*c*g^2*x-85894*c*g*p ^2+26694*c*g*p*q-119017*c*g*p*r-479460*c*g*p*x+11128*c*g*q^2+27149*c*g*q*r-\ 391956*c*g*q*x-33123*c*g*r^2-416188*c*g*r*x+701952*c*g*x^2-104294*c*p^3-50844*c *p^2*q-246850*c*p^2*r-236332*c*p^2*x+19962*c*p*q^2-67334*c*p*q*r-599288*c*p*q*x -180818*c*p*r^2-341736*c*p*r*x+1102656*c*p*x^2+2312*c*q^3+20000*c*q^2*r-197788* c*q^2*x-16490*c*q*r^2-521328*c*q*r*x+916320*c*q*x^2-38262*c*r^3-159596*c*r^2*x+ 970992*c*r*x^2-323328*c*x^3+132*g^4+382*g^3*p+742*g^3*q-173*g^3*r-15684*g^3*x-\ 10856*g^2*p^2+5394*g^2*p*q-15124*g^2*p*r-78656*g^2*p*x+966*g^2*q^2+3580*g^2*q*r -57392*g^2*q*x-4268*g^2*r^2-67648*g^2*r*x+107712*g^2*x^2-31446*g*p^3-12542*g*p^ 2*q-74372*g*p^2*r-87398*g*p^2*x+7328*g*p*q^2-16103*g*p*q*r-199300*g*p*q*x-54406 *g*p*r^2-133532*g*p*r*x+355440*g*p*x^2+348*g*q^3+5985*g*q^2*r-60566*g*q^2*x-\ 3561*g*q*r^2-173936*g*q*r*x+287328*g*q*x^2-11480*g*r^3-64926*g*r^2*x+318840*g*r *x^2-99072*g*x^3-20268*p^4-24302*p^3*q-66425*p^3*r-14682*p^3*x-1884*p^2*q^2-\ 58474*p^2*q*r-116454*p^2*q*x-77667*p^2*r^2+1054*p^2*r*x+266304*p^2*x^2+2174*p*q ^3-1655*p*q^2*r-116214*p*q^2*x-44042*p*q*r^2-184312*p*q*r*x+459312*p*q*x^2-\ 37131*p*r^3+25706*p*r^2*x+451800*p*r*x^2-149568*p*x^3+24*q^4+1958*q^3*r-14442*q ^3*x+229*q^2*r^2-95150*q^2*r*x+193008*q^2*x^2-9870*q*r^3-90034*q*r^2*x+420408*q *r*x^2-149568*q*x^3-5621*r^4+9970*r^3*x+222288*r^2*x^2-141888*r*x^3+18008*a^3+ 31392*a^2*b+97128*a^2*c+26608*a^2*g+35120*a^2*p+26688*a^2*q+50316*a^2*r-149544* a^2*x+15696*a*b^2+104248*a*b*c+27596*a*b*g+31360*a*b*p+24948*a*b*q+32468*a*b*r-\ 203920*a*b*x+157560*a*c^2+87832*a*c*g+91012*a*c*p+85276*a*c*q+122608*a*c*r-\ 568184*a*c*x+11218*a*g^2+31140*a*g*p+22360*a*g*q+36502*a*g*r-166204*a*g*x-14882 *a*p^2+37366*a*p*q-5558*a*p*r-294220*a*p*x+8868*a*q^2+40838*a*q*r-185788*a*q*x+ 9324*a*r^2-267184*a*r*x+228096*a*x^2+2856*b^3+27304*b^2*c+6592*b^2*g+5416*b^2*p +5580*b^2*q+1208*b^2*r-65928*b^2*x+83096*b*c^2+42496*b*c*g+32216*b*c*p+40976*b* c*q+22576*b*c*r-393944*b*c*x+4802*b*g^2+11418*b*g*p+9422*b*g*q+5090*b*g*r-\ 114508*b*g*x-15734*b*p^2+17530*b*p*q-24418*b*p*r-203788*b*p*x+3084*b*q^2+12294* b*q*r-112636*b*q*x-8684*b*r^2-142912*b*r*x+191808*b*x^2+81176*c^3+66576*c^2*g+ 51428*c^2*p+65908*c^2*q+62788*c^2*r-519360*c^2*x+16006*c*g^2+34554*c*g*p+34578* c*g*q+32506*c*g*r-313248*c*g*x-43368*c*p^2+52284*c*p*q-50376*c*p*r-519288*c*p*x +13068*c*q^2+49192*c*q*r-332952*c*q*x-7008*c*r^2-422256*c*r*x+484992*c*x^2+1110 *g^3+5664*g^2*p+3628*g^2*q+3408*g^2*r-44928*g^2*x-10828*g*p^2+17526*g*p*q-12286 *g*p*r-166260*g*p*x+2686*g*q^2+13386*g*q*r-98148*g*q*x-1458*g*r^2-130944*g*r*x+ 148608*g*x^2-22534*p^3-2576*p^2*q-52772*p^2*r-115260*p^2*x+8918*p*q^2-102*p*q*r -190920*p*q*x-37942*p*r^2-179652*p*r*x+258048*p*x^2+432*q^3+7562*q^2*r-41964*q^ 2*x+2474*q*r^2-148260*q*r*x+190656*q*x^2-7704*r^3-81960*r^2*x+212832*r*x^2-\ 55296*x^3+27512*a^2+30152*a*b+92856*a*c+24812*a*g+38500*a*p+22064*a*q+40636*a*r -121584*a*x+8416*b^2+51648*b*c+12656*b*g+18268*b*p+10472*b*q+12172*b*r-85296*b* x+75424*c^2+39632*c*g+54432*c*p+35192*c*q+49296*c*r-233280*c*x+4512*g^2+16796*g *p+8280*g*q+12332*g*r-67392*g*x-652*p^2+18908*p*q+3280*p*r-132048*p*x+2712*q^2+ 15308*q*r-64656*q*x+3932*r^2-96768*r*x+82944*x^2+21264*a+12192*b+35808*c+8928*g +16368*p+7200*q+12912*r-41472*x+6912)*dx-7680*c^8*x+85248*c^7*x^2-24*p^8*x+312* p^7*x^2+312*q^7*x^2+192*a^6*x^2+192*b^6*x^2-85248*c^7*x+24*g^6*x^2-624*p^7*x-96 *a^6*x+3264*a^5*x^2-288*b^6*x+3264*b^5*x^2-406656*c^6*x+1086912*c^5*x^2-24*g^6* x+576*g^5*x^2-6888*p^6*x+21192*p^5*x^2-24*q^6*x+21192*q^5*x^2-2016*a^5*x+22032* a^4*x^2-4512*b^5*x+22032*b^4*x^2-1086912*c^5*x+1776384*c^4*x^2-576*g^5*x+5496*g ^4*x^2-41808*p^5*x+78372*p^4*x^2-576*q^5*x+78372*q^4*x^2-15336*a^4*x+76272*a^3* x^2-28728*b^4*x+76272*b^3*x^2-1776384*c^4*x-5496*g^4*x+26928*g^3*x^2-151248*p^4 *x-3801216*c^2*g*p*x-2141280*c^2*g*q*x-4499040*c^2*p*q*x-1051428*c*g^2*p*x-\ 566844*c*g^2*q*x-2097120*c*g*p^2*x-636672*c*g*q^2*x-2563752*c*p^2*q*x-1555080*c *p*q^2*x-374568*g^2*p*q*x-786738*g*p^2*q*x-467646*g*p*q^2*x-331632*a*b*g*x+ 602688*c^4*g*q^2*x^2-112320*c^4*p^3*q*x-129600*c^4*p^2*q^2*x+46*a*g^5+288*b^5*g -48*a^5*g+1328*a^4*b+896*a^3*b^3+384*a^4*b^2+900*a*g^4+152*b^3*a*q^3+12*p^8+32* b^5*g*q+120*b^5*p^2*q+360*b^5*p*q+375264*b*c^4*g^2*x^2-137184*b*c^4*p^3*x+ 888576*b*c^4*p^2*x^2-46464*b*c^4*q^3*x+888576*b*c^4*q^2*x^2-5352*b*c^3*g^4*x+ 120336*b*c^3*g^3*x^2-66408*b*c^3*p^4*x+532992*b*c^3*p^3*x^2-14568*b*c^3*q^4*x+ 532992*b*c^3*q^3*x^2-432*b*c^2*g^5*x+16608*b*c^2*g^4*x^2-18984*b*c^2*p^5*x+ 179304*b*c^2*p^4*x^2-2424*b*c^2*q^5*x+179304*b*c^2*q^4*x^2+648*b*c*g^5*x^2+ 772608*a*b*c^5*x^2-1452*a*b*p^6*x+14448*a*b*p^5*x^2-132*a*b*q^6*x+14448*a*b*q^5 *x^2-69120*a*c^6*g*x-115584*a*c^6*p*x-83328*a*c^6*q*x-60480*a*c^5*g^2*x+536640* a*c^5*g*x^2-177600*a*c^5*p^2*x+787584*a*c^5*p*x^2-93504*a*c^5*q^2*x+787584*a*c^ 5*q*x^2-25920*a*c^4*g^3*x+375264*a*c^4*g^2*x^2-147456*a*c^4*p^3*x+888576*a*c^4* p^2*x^2-56736*a*c^4*q^3*x+888576*a*c^4*q^2*x^2-5400*a*c^3*g^4*x+120336*a*c^3*g^ 3*x^2-71832*a*c^3*p^4*x+532992*a*c^3*p^3*x^2-19992*a*c^3*q^4*x+532992*a*c^3*q^3 *x^2-432*a*c^2*g^5*x+16608*a*c^2*g^4*x^2-20616*a*c^2*p^5*x+179304*a*c^2*p^4*x^2 -4056*a*c^2*q^5*x+179304*a*c^2*q^4*x^2+648*a*c*g^5*x^2-3240*a*c*p^6*x+32088*a*c *p^5*x^2-432*a*c*q^6*x+32088*a*c*q^5*x^2-168*a*g^5*p^2*x+324*a*g^5*p*x^2-60*a*g ^5*q^2*x+324*a*g^5*q*x^2-888*a*g^4*p^3*x+3756*a*g^4*p^2*x^2-258*a*g^4*q^3*x+ 3756*a*g^4*q^2*x^2-1872*a*g^3*p^4*x+11712*a*g^3*p^3*x^2-432*a*g^3*q^4*x+11712*a *g^3*q^3*x^2-1968*a*g^2*p^5*x+15840*a*g^2*p^4*x^2-348*a*g^2*q^5*x+15840*a*g^2*q ^4*x^2-1032*a*g*p^6*x+9948*a*g*p^5*x^2-98208*c^5*p*q^2*x+730368*c^5*p*q*x^2-\ 35616*c^4*g^3*p*x-25056*c^4*g^3*q*x-92640*c^4*g^2*p^2*x+412416*c^4*g^2*p*x^2-\ 46752*c^4*g^2*q^2*x+412416*c^4*g^2*q*x^2-96000*c^4*g*p^3*x+602688*c^4*g*p^2*x^2 -34560*c^4*g*q^3*x+52*a*b^2*g^2*q^3+1060*a*b^2*g^3*p^2+26*a*b^2*g^3*q^2+3656*a* b^2*g^2*p^3+5598*a*b^2*p^3*q^2+2526*p^2*a*b^2*q^3+4132*b^2*g*a*p^4+4938*a*b^2*p ^4*q+80568*a^2*c*p^4*x^2-2274*a^2*c*q^5*x+80568*a^2*c*q^4*x^2-642*a^2*g^4*p^2*x +1188*a^2*g^4*p*x^2-246*a^2*g^4*q^2*x+1188*a^2*g^4*q*x^2-2718*a^2*g^3*p^3*x+ 10944*a^2*g^3*p^2*x^2-870*a^2*g^3*q^3*x+10944*a^2*g^3*q^2*x^2-4302*a^2*g^2*p^4* x+25548*a^2*g^2*p^3*x^2-1134*a^2*g^2*q^4*x+25548*a^2*g^2*q^3*x^2-3018*a^2*g*p^5 *x+23016*a^2*g*p^4*x^2-642*a^2*g*q^5*x+23016*a^2*g*q^4*x^2-4092*a^2*p^5*q*x-\ 8580*a^2*p^4*q^2*x+36120*a^2*p^4*q*x^2-9240*a^2*p^3*q^3*x+72240*a^2*p^3*q^2*x^2 -5280*a^2*p^2*q^4*x+72240*a^2*p^2*q^3*x^2-1452*a^2*p*q^5*x+36120*a^2*p*q^4*x^2-\ 2304*a*b^5*c^2*x+3456*a*b^5*c*x^2-672*a*b^5*p^2*x+1728*a*b^5*p*x^2-96*a*b^5*q^2 *x+1728*a*b^5*q*x^2-20544*a*b^4*c^3*x+64320*a*b^4*c^2*x^2-2880*a*b^4*p^3*x+ 14640*a*b^4*p^2*x^2-360*a*b^4*q^3*x+14640*a*b^4*q^2*x^2-71808*a*b^3*c^4*x+ 339456*a*b^3*c^3*x^2-4752*a*b^3*p^4*x+33504*a*b^3*p^3*x^2-528*a*b^3*q^4*x+33504 *a*b^3*q^3*x^2-121536*a*b^2*c^5*x+762624*a*b^2*c^4*x^2-3780*a*b^2*p^5*x+32652*a *b^2*p^4*x^2-378*a*b^2*q^5*x+32652*a*b^2*q^4*x^2-99072*a*b*c^6*x+36544*a*b*c^5* q+81664*a*b*c^5*p-5496*q^4*x-57864*a^3*x-94680*b^3*x-26928*g^3*x-132*a*g*q^6*x+ 9948*a*g*q^5*x^2-1314*a*p^6*q*x-3348*a*p^5*q^2*x+14328*a*p^5*q*x^2-4590*a*p^4*q ^3*x+35820*a*p^4*q^2*x^2-3600*a*p^3*q^4*x+47760*a*p^3*q^3*x^2-1566*a*p^2*q^5*x+ 35820*a*p^2*q^4*x^2-324*a*p*q^6*x+14328*a*p*q^5*x^2-384*b^6*c*p*x-192*b^6*c*q*x -96*b^6*p*q*x-1728*b^5*c^2*g*x-6048*b^5*c^2*p*x-3648*b^5*c^2*q*x+2592*b^5*c*g*x ^2-3024*b^5*c*p^2*x+12288*b^5*c*p*x^2-816*b^5*c*q^2*x+12288*b^5*c*q*x^2-480*b^5 *g*p^2*x+1296*b^5*g*p*x^2-48*b^5*g*q^2*x+1296*b^5*g*q*x^2-1008*b^5*p^2*q*x-504* b^5*p*q^2*x+5856*b^5*p*q*x^2-15072*b^4*c^3*g*x-35232*b^4*c^3*p*x-22944*b^4*c^3* q*x-3168*b^4*c^2*g^2*x+47520*b^4*c^2*g*x^2-26352*b^4*c^2*p^2*x+118080*b^4*c^2*p *x^2-9936*b^4*c^2*q^2*x+118080*b^4*c^2*q*x^2+4752*b^4*c*g^2*x^2-8664*b^4*c*p^3* x+54576*b^4*c*p^2*x^2-1416*b^4*c*q^3*x+54576*b^4*c*q^2*x^2-960*b^4*g^2*p^2*x+ 2376*b^4*g^2*p*x^2-168*b^4*g^2*q^2*x+2376*b^4*g^2*q*x^2-2016*b^4*g*p^3*x+10800* b^4*g*p^2*x^2-168*b^4*g*q^3*x+10800*b^4*g*q^2*x^2+192*b^2*c^2*q^4+268*b^2*p^6+ 4726*b^2*p^5+32716*b^2*p^4+428*b^2*g^4*p+500*b^2*g*q^3+4716*b^2*g^3*p^2+7982*b^ 2*g^3*p+12896*b^2*g^2*p^3+42612*b^2*g^2*p^2+13336*b^2*g*p^4+67642*b^2*g*p^3+ 6208*b*c^7+50304*b*c^5*p*q+52992*b*c^5*g*p+23008*b*c^5*g*q+367920*c^4*b*g*p+ 39072*c^4*b*g^2*p+78432*c^4*b*g*p^2+347824*c^4*b*p*q+16496*c^4*b*g^2*q+14320*c^ 4*b*g*q^2+78104*c^4*b*p^2*q+35848*c^4*b*p*q^2+145824*c^4*b*g*q+59712*b*c^6+ 242384*b*c^5+95824*b*c^5*q+236368*b*c^5*p+111232*b*c^5*g+56608*c^4*b*q^2+305344 *c^4*b*q+365128*c^4*b*g+357360*c^4*b*p^2+831696*c^4*b*p+78464*c^4*b*g^2+312*b^4 *q^2+209644*b*c^3*g^2*p+129956*b*c^3*q^2+14660*b*c^3*q^3+271228*b*c^3*p^3+25488 *b*c^3*g^3+1032156*b*c^3*p^2+196972*b*c^3*g^2+447060*c^3*g*b*p^2+1007788*c^3*g* b*p+13720*b*c^3*g^3*p+446844*b*c^3*p^2*q+190276*p*c^3*b*q^2+46620*b*c^3*g^2*p^2 +58648*c^3*g*b*p^3+5472*b*c^3*g^3*q+60360*b*c^3*p^3*q+47784*b*c^3*p^2*q^2+12568 *p*c^3*b*q^3+946176*p*c^3*b*q+4072*c^3*g*b*q^3+66284*c^3*g*b*q^2+357092*c^3*g*b *q+7860*b*c^3*g^2*q^2+79484*b*c^3*g^2*q+20120*b*c^2*q^3+52376*b*c^2*g^3*p+ 193338*b*g^2*c^2*p^2+414042*b*g^2*c^2*p+265108*b*c^2*p^3*q+199956*b*c^2*p^2*q^2 +255638*c^2*g*b*p^3+944984*c^2*g*b*p^2+26342*b*g^2*c^2*p^3+23630*c^2*g*b*p^4+ 2262*b*c^2*g^4*p+12516*b*c^2*g^3*p^2+24924*b*c^2*p^4*q+29072*b*c^2*p^3*q^2+ 13912*b*c^2*p^2*q^3+947088*b*c^2*p^2*q+1526*b*g^2*c^2*q^3+25086*b*g^2*c^2*q^2+ 136626*b*g^2*c^2*q+506*c^2*g*b*q^4+11810*c^2*g*b*q^3+106508*c^2*g*b*q^2+794*b*c ^2*g^4*q-1920*a^2*b^4*p^2*x+4320*a^2*b^4*p*x^2-480*a^2*b^4*q^2*x+4320*a^2*b^4*q *x^2-41856*a^2*b^3*c^3*x+128640*a^2*b^3*c^2*x^2-6480*a^2*b^3*p^3*x+29280*a^2*b^ 3*p^2*x^2-1440*a^2*b^3*q^3*x+29280*a^2*b^3*q^2*x^2-110592*a^2*b^2*c^4*x+509184* a^2*b^2*c^3*x^2-7920*a^2*b^2*p^4*x+50256*a^2*b^2*p^3*x^2-1584*a^2*b^2*q^4*x+ 50256*a^2*b^2*q^3*x^2-124992*a^2*b*c^5*x+762624*a^2*b*c^4*x^2-4158*a^2*b*p^5*x+ 32652*a^2*b*p^4*x^2-756*a^2*b*q^5*x+32652*a^2*b*q^4*x^2-88992*a^2*c^5*g*x-\ 164640*a^2*c^5*p*x-119520*a^2*c^5*q*x-57168*a^2*c^4*g^2*x+541536*a^2*c^4*g*x^2-\ 213120*a^2*c^4*p^2*x+877248*a^2*c^4*p*x^2-114816*a^2*c^4*q^2*x+877248*a^2*c^4*q *x^2-15864*a^2*c^3*g^3*x+261312*a^2*c^3*g^2*x^2-142656*a^2*c^3*p^3*x+794208*a^2 *c^3*p^2*x^2-57600*a^2*c^3*q^3*x+794208*a^2*c^3*q^2*x^2-1584*a^2*c^2*g^4*x+ 48312*a^2*c^2*g^3*x^2-52404*a^2*c^2*p^4*x+358320*a^2*c^2*p^3*x^2-15876*a^2*c^2* q^4*x+358320*a^2*c^2*q^3*x^2+2376*a^2*c*g^4*x^2-10062*a^2*c*p^5*x+2184*p*b*c^2* q^4+46876*p*b*c^2*q^3+368712*p*b*c^2*q^2+1784*b*c^2*g^3*q^2+18100*b*c^2*g^3*q+ 3596*b*c^2*g^4+1456*b*c^2*q^4+110572*b*c^2*p^4+598496*b*c^2*p^3+44550*b*c^2*g^3 +74232*c*b*p^4*q+83740*b*p^3*c*q^2+8882*b*c*g*q^3+55452*b*c*p*q^3+5272*c*b*p^5* q+8288*c*b*p^4*q^2+6032*b*p^3*c*q^3+384276*b*p^3*c*q+594*b*c*g*q^4+4794*b*c*p*q ^4+4804*c*g^3*b*p^3+33110*c*g^3*b*p^2+64760*c*g^3*b*p+138*c*b*g^5*p+7118*b*g^2* c*p^4+74550*b*g^2*c*p^3+263366*b*g^2*c*p^2+4898*b*c*g*p^5+1442*c*b*g^4*p^2+5238 *c*b*g^4*p+69716*b*c*g*p^4+367884*b*c*g*p^3+34*c*b*g^5*q+134*c*b*g^4*q^2+1454*c *b*g^4*q+178*c*g^3*b*q^3+3164*c*g^3*b*q^2+18300*c*g^3*b*q+1888*b*p^2*c*q^4+ 37448*b*p^2*c*q^3+274248*b*p^2*c*q^2+98*b*g^2*c*q^4+2388*b*g^2*c*q^3+23360*b*g^ 2*c*q^2+534*c*b*q^4+148*c*b*g^5+3640*c*b*g^4+23162*c*b*p^5+164946*c*b*p^4+546*b *g^4*q+968*g^3*b*q^2+900*b*p^5*q^2+7950*b*p^5*q+12200*p^4*b*q^2+54786*p^4*b*q+ 46*g^3*b*q^3+18*b*g^5*q+58*b*g^4*q^2+380*b*g^2*q^3+9856*g^3*b*p^2*q+1316*b*g*p* q^4+15006*b*g*p*q^3+23906*b*g^2*p^3*q+17018*p^2*g^2*b*q^2+23276*b*g*p^4*q+25948 *p^3*g*b*q^2+1116*g^3*b*p^2*q^2+430*b*g^4*p^2*q+2384*b*g^2*p^4*q+2712*b*g^2*p^3 *q^2+1232*p^2*g^2*b*q^3+77968*p^2*g^2*b*q+1548*g^3*b*p^3*q+1684*b*g*p^5*q+2636* b*g*p^4*q^2+1904*p^3*g*b*q^3+117162*p^3*g*b*q+32*b*g^5*p*q+140*b*g^4*p*q^2+1290 *b*g^4*p*q+586*p^2*g*b*q^4+11308*p^2*g*b*q^3+81282*p^2*g*b*q^2+228*b*g^3*p*q^3+ 3344*b*g^3*p*q^2+16280*b*g^3*p*q+164*b*p*g^2*q^4+3374*b*p*g^2*q^3+26234*b*p*g^2 *q^2+52656*b^2*q^4*x^2+1148160*b*c^5*x^2+21900*b*p^5*x^2+21900*b*q^5*x^2+785472 *c^5*g*x^2+1109760*c^5*p*x^2+1109760*c^5*q*x^2+583776*c^4*g^2*x^2+1258176*c^4*p ^2*x^2+1258176*c^4*q^2*x^2+205968*c^3*g^3*x^2+758592*c^3*p^3*x^2+758592*c^3*q^3 *x^2+33888*c^2*g^4*x^2+256584*c^2*p^4*x^2+256584*c^2*q^4*x^2+2088*c*g^5*x^2+ 46176*c*p^5*x^2+46176*c*q^5*x^2+1008*g^5*p*x^2+1008*g^5*q*x^2+7392*g^4*p^2*x^2+ 7392*g^4*q^2*x^2+19824*g^3*p^3*x^2+19824*g^3*q^3*x^2+24840*g^2*p^4*x^2+24840*g^ 2*q^4*x^2+14880*g*p^5*x^2+14880*g*q^5*x^2+20736*p^5*q*x^2+51840*p^4*q^2*x^2+ 69120*p^3*q^3*x^2+51840*p^2*q^4*x^2+20736*p*q^5*x^2-10176*a^5*c*x-8208*a^5*p*x+ 900*p^4*b*q^3+24578*b*p^2*q^3-96*b*g*q^4+11904*a^5*c*x^2+5760*a^5*p*x^2+5760*a^ 5*q*x^2+139104*a^4*c^2*x^2+30600*a^4*p^2*x^2+30600*a^4*q^2*x^2+607680*a^3*c^3*x ^2+59244*a^3*p^3*x^2+2400*b*p^2*q^4+59244*a^3*q^3*x^2+1222944*a^2*c^4*x^2+52656 *a^2*p^4*x^2+2316*p*b*q^4+52656*a^2*q^4*x^2+1148160*a*c^5*x^2+21900*a*p^5*x^2-2 *b*g^2*q^4+21900*a*q^5*x^2+11904*b^5*c*x^2+5760*b^5*p*x^2+5760*b^5*q*x^2+139104 *b^4*c^2*x^2+30600*b^4*p^2*x^2+30600*b^4*q^2*x^2+607680*b^3*c^3*x^2+59244*b^3*p ^3*x^2+59244*b^3*q^3*x^2+1222944*b^2*c^4*x^2+52656*b^2*p^4*x^2+6558*g^3*b*p^3+ 122*b*g^5*p+1768*b*g^4*p^2+450*b*p^3*q^4+8500*b*p^3*q^3+59558*b*p^3*q^2+2862*b* g^4*p+7312*b*g*p^5+50982*b*g*p^4+21414*g^3*b*p^2+10264*b*g^2*p^4+52114*b*g^2*p^ 3+576*a^6*c*x^2+288*a^6*p*x^2+3776*c^7*q+90*b*p^7+1960*b*p^6+17462*b*p^5+4320*c ^7*g+8384*c^7*p+18560*c^6*p*q+8832*c^6*g*q+3616*c^6*q^2+35488*c^6*q+1792*c^5*q^ 3+27344*c^5*q^2+139136*c^5*q+4800*c^6*g^2+164*a^3*g^3+41472*c^6*g+1792*a^3*g^2+ 17632*c^6*p^2+85408*c^6*p+37280*c^5*g*p*q+38400*c^5*g^2+167528*c^5*g+19936*c^5* p^3+157808*c^5*p^2+368960*c^5*p+2800*c^5*g^3+10168*c^4*q^3+81860*c^4*q^2+484*c^ 4*q^4+512*b^4*g^2+19776*c^6*g*p+7136*c^5*g*q^2+69440*c^5*g*q+34944*c^5*p^2*q+ 16800*c^5*p*q^2+158272*c^5*p*q+8288*c^5*g^2*q+35648*c^5*g*p^2+169376*c^5*g*p+ 18848*c^5*g^2*p+554008*p*c^4*q+256776*c^4*p^2*q+115656*p*c^4*q^2+3936*c^4*g^3*q +5440*c^4*g^2*q^2+52448*c^4*g^2*q+2872*c^4*g*q^3+43528*c^4*g*q^2+220400*c^4*g*q +33904*c^4*p^3*q+27960*c^4*p^2*q^2+7984*p*c^4*q^3+33592*c^4*g*p^3+261160*c^4*g* p^2+597008*c^4*g*p+9216*c^4*g^3*p+259360*c^4*g*p*q+29328*c^4*g^2*p*q+58600*c^4* g*p^2*q+27880*c^4*g*p*q^2+900*c^4*g^4+17920*c^4*g^3+125172*c^4*g^2+13444*c^4*p^ 4+151288*c^4*p^3+583604*c^4*p^2+158552*c^3*g^2*p*q+45528*c^3*g*p^3*q+37308*c^3* g*p^2*q^2+338024*c^3*g*p^2*q+10488*c^3*g*p*q^3+149816*c^3*g*p*q^2+709012*c^3*g* p*q+11304*c^3*g^3*p*q+37080*c^3*g^2*p^2*q+17304*c^3*g^2*p*q^2+28384*c^4*g^2*p^2 +131120*c^4*g^2*p+49488*c^3*g^3*p+203792*c^3*p^3*q+161352*p^2*c^3*q^2+746748*p^ 2*c^3*q+42032*c^3*p*q^3+20532*c^3*q^3+1796*c^3*q^4+68*c^3*q^5+150*c^3*g^5+4320* c^3*g^4+5588*c^3*p^5+82676*c^3*p^4+455868*c^3*p^3+44534*c^3*g^3+2412*c^3*g^4*p+ 18676*c^3*p^4*q+22568*c^3*p^3*q^2+11528*p^2*c^3*q^3+2116*c^3*p*q^4+311412*c^3*p *q^2+11192*c^3*g^3*p^2+1672*c^3*g^2*q^3+25236*c^3*g^2*q^2+127528*c^3*g^2*q+594* c^3*g*q^4+12360*c^3*g*q^3+99706*c^3*g*q^2+972*c^3*g^4*q+162564*c^3*g^2*p^2+ 359320*c^3*g^2*p+18114*c^3*g*p^4+200568*c^3*g*p^3+757906*c^3*g*p^2+1976*c^3*g^3 *q^2+18888*c^3*g^3*q+18432*b^4*c^4*x^2+792*b^4*p^4*x^2+792*b^4*q^4*x^2+41088*b^ 3*c^5*x^2+756*b^3*p^5*x^2+756*b^3*q^5*x^2+49536*b^2*c^6*x^2+396*b^2*p^6*x^2+396 *b^2*q^6*x^2+30720*b*c^7*x^2+108*b*p^7*x^2+108*b*q^7*x^2+20736*c^7*g*x^2+27648* c^7*p*x^2+27648*c^7*q*x^2+23040*c^6*g^2*x^2+43392*c^6*p^2*x^2+43392*c^6*q^2*x^2 +13440*c^5*g^3*x^2+38784*c^5*p^3*x^2+38784*c^5*q^3*x^2+4320*c^4*g^4*x^2+21600*c ^4*p^4*x^2+21600*c^4*q^4*x^2+720*c^3*g^5*x^2+7680*c^3*p^5*x^2+7680*c^3*q^5*x^2+ 48*c^2*g^6*x^2+1704*c^2*p^6*x^2+1704*c^2*q^6*x^2+216*c*p^7*x^2+216*c*q^7*x^2+12 *g^6*p^2*x^2+12*g^6*q^2*x^2+72*g^5*p^3*x^2+72*g^5*q^3*x^2+180*g^4*p^4*x^2+180*g ^4*q^4*x^2+240*g^3*p^5*x^2+240*g^3*q^5*x^2+180*g^2*p^6*x^2+180*g^2*q^6*x^2+72*g *p^7*x^2+72*g*q^7*x^2+96*p^7*q*x^2+336*p^6*q^2*x^2+672*p^5*q^3*x^2+840*p^4*q^4* x^2+672*p^3*q^5*x^2+336*p^2*q^6*x^2+96*p*q^7*x^2+21448*c^3*g^2*p^3+85544*c^2*p^ 4*q+384*a^6*c^2*x^2+96*a^6*p^2*x^2+96*a^6*q^2*x^2+4224*a^5*c^3*x^2+432*a^5*p^3* x^2+432*a^5*q^3*x^2+18432*a^4*c^4*x^2+792*a^4*p^4*x^2+792*a^4*q^4*x^2+41088*a^3 *c^5*x^2+756*a^3*p^5*x^2+756*a^3*q^5*x^2+49536*a^2*c^6*x^2+396*a^2*p^6*x^2+396* a^2*q^6*x^2+30720*a*c^7*x^2+108*a*p^7*x^2+108*a*q^7*x^2+384*b^6*c^2*x^2+96*b^6* p^2*x^2+96*b^6*q^2*x^2+4224*b^5*c^3*x^2+432*b^5*p^3*x^2+432*b^5*q^3*x^2+100552* p^3*c^2*q^2+455348*p^3*c^2*q+48712*p^2*c^2*q^3+7352*p^3*c^2*q^3+5916*c^2*p^5*q+ 9588*c^2*p^4*q^2+344340*p^2*c^2*q^2+2568*p^2*c^2*q^4+112*c^2*q^5+1676*c^2*q^4+ 1408*c^2*p^6+26032*c^2*p^5+189344*c^2*p^4+10*c^2*g^6+480*c^2*g^5+7438*c^2*g^4+ 2242*c^2*g^4*p^2+9202*c^2*g^4*p+6390*g^3*c^2*p^3+46614*g^3*c^2*p^2+97628*g^3*c^ 2*p+8684*c^2*g^2*p^4+94070*c^2*g^2*p^3+345036*c^2*g^2*p^2+316*c^2*g^5*p+5638*c^ 2*g*p^5+82250*c^2*g*p^4+445318*c^2*g*p^3+112*c^2*g^5*q+334*c^2*g^4*q^2+3190*c^2 *g^4*q+414*g^3*c^2*q^3+6294*g^3*c^2*q^2+32084*g^3*c^2*q+300*c^2*p*q^5+7784*c^2* p*q^4+80012*c^2*p*q^3+236*c^2*g^2*q^4+4898*c^2*g^2*q^3+40188*c^2*g^2*q^2+58*c^2 *g*q^5+1466*c^2*g*q^4+16966*c^2*g*q^3+524*c*g*q^4+18282*c*p^5*q+29046*p^4*c*q^2 +129574*p^4*c*q+21524*p^3*c*q^3+8920*p*c*q^4+1008*c*p^6*q+2070*c*p^5*q^2+2160*p ^4*c*q^3+1170*p^3*c*q^4+147764*p^3*c*q^2+3158*g^4*c*q+30*g^3*c*q^4+646*g^3*c*q^ 3+5728*g^3*c*q^2+284*c*g^2*q^4+3574*c*g^2*q^3+4*c*g^6*q+20*c*g^5*q^2+202*c*g^5* q+36*g^4*c*q^3+586*g^4*c*q^2+6996*c*p^2*q^4+67328*c*p^2*q^3-70*c*q^5+474*c*g^5+ 16*c*g^6+198*c*p^7+4408*c*p^6+40148*c*p^5+36*c*g*q^5+288*c*p^2*q^5+12*c*g^2*q^5 +206*c*g^5*p^2+730*c*g^5*p-82248*a^4*c*x+944*c*g*p^6+870*g^4*c*p^3+5956*g^4*c*p ^2+11342*g^4*c*p+1734*g^3*c*p^4+18196*g^3*c*p^3+63724*g^3*c*p^2+16*c*g^6*p+ 17250*c*g*p^5+123530*c*g*p^4+1800*c*g^2*p^5+25796*c*g^2*p^4+136174*c*g^2*p^3+ 1844*g^4*p^2*q+6006*g^3*p^3*q+4456*p^2*g^3*q^2+19634*p^2*g^3*q+8806*g^2*p^4*q-\ 43740*b*p^3*q^3*x-21990*b*p^2*q^4*x-4470*b*p*q^5*x-634656*c^5*g*p*x-434784*c^5* g*q*x-730368*c^5*p*q*x-491088*c^4*g^2*p*x-333744*c^4*g^2*q*x-820320*c^4*g*p^2*x -385056*c^4*g*q^2*x-961920*c^4*p^2*q*x-679680*c^4*p*q^2*x-184872*c^3*g^3*p*x-\ 123672*c^3*g^3*q*x-509712*c^3*g^2*p^2*x-235056*c^3*g^2*q^2*x-549264*c^3*g*p^3*x -172848*c^3*g*q^3*x-652320*c^3*p^3*q*x-735840*c^3*p^2*q^2*x-328800*c^3*p*q^3*x-\ 34116*c^2*g^4*p*x-22092*c^2*g^4*q*x-145296*c^2*g^3*p^2*x-64656*c^2*g^3*q^2*x-\ 256644*c^2*g^2*p^3*x-78300*c^2*g^2*q^3*x-202056*c^2*g*p^4*x-40488*c^2*g*q^4*x-\ 242280*c^2*p^4*q*x-380880*c^2*p^3*q^2*x-277200*c^2*p^2*q^3*x-86760*c^2*p*q^4*x-\ 2652*c*g^5*p*x-1596*c*g^5*q*x-18282*c*g^4*p^2*x-7542*c*g^4*q^2*x-49158*c*g^3*p^ 3*x-14058*c*g^3*q^3*x-63024*c*g^2*p^4*x-12000*c*g^2*q^4*x-38874*c*g*p^5*x-4446* c*g*q^5*x-47016*c*p^5*q*x-95490*c*p^4*q^2*x-97920*c*p^3*q^3*x-51390*c*p^2*q^4*x -11736*c*p*q^5*x-1008*g^5*p*q*x-7092*g^4*p^2*q*x-4716*g^4*p*q^2*x-19248*g^3*p^3 *q*x-21312*g^3*p^2*q^2*x-9168*g^3*p*q^3*x-24876*g^2*p^4*q*x+10176*p^3*g^2*q^2+ 44746*p^3*g^2*q+4752*p^2*g^2*q^3+6028*g*p^5*q+196*p*g*q^5+2612*p*g*q^4+9550*p^4 *g*q^2+42068*p^4*g*q+7040*p^3*g*q^3+288*g^4*p^3*q+216*g^4*p^2*q^2+1572*p^6*q+8* g^5*q^2+164*g^4*q^2-2*g^3*q^4+76*g^3*q^3+14016*p^5*q+3240*p^4*q^3-72*g^2*q^4+72 *p^7*q+180*p^6*q^2+240*p^5*q^3+3180*p^5*q^2+21798*p^4*q^2+15552*p^3*q^3+180*p^4 *q^4+1680*p^3*q^4+4638*p^2*q^4-6*g^2*q^5-56*g*q^5+72*p^3*q^5+288*p*q^5+14*g^6*p +2*g^6*q+42*g^5*p^3+254*g^5*p^2+396*g^5*p+150*g^2*p^6+2706*g^2*p^5+18990*g^2*p^ 4+72*g^5*q+120*g^4*p^4+1196*g^4*p^3+3866*g^4*p^2+180*g^3*p^5+6*g^6*p^2+1456*g*p ^6+13096*g*p^5+2518*g^3*p^4+12796*g^3*p^3+262*p^2*g^2*q^4+32450*p^2*g^2*q^2+592 *g^3*p^4*q+696*g^3*p^3*q^2+336*p^2*g^3*q^3+64*g^5*p^2*q+336*g*p^6*q+690*g*p^5*q ^2+720*p^4*g*q^3+390*p^3*g*q^4+47572*p^3*g*q^2+628*g^2*p^5*q+1012*g^2*p^4*q^2+ 768*p^3*g^2*q^3+4*g^6*p*q+22*g^5*p*q^2+190*g^5*p*q+48*g^4*p*q^3+656*g^4*p*q^2+ 2996*g^4*p*q+28*g^2*p*q^5+670*g^2*p*q^4+6622*g^2*p*q^3+96*g*p^2*q^5+2260*g*p^2* q^4+21268*g*p^2*q^3+52*p*g^3*q^4+966*p*g^3*q^3+6914*p*g^3*q^2+16*a^6*q^2+16*a^6 *q+64*a^6*c^2+32*a^6*c+144*a^6*p+96*a^6*p*q+192*a^6*c*p+64*a^6*c*q+2388*b*q^6*x ^2-20736*c^7*g*x-32256*c^7*p*x-23040*c^7*q*x-23040*c^6*g^2*x+196992*c^6*g*x^2-\ 57408*c^6*p^2*x+269952*c^6*p*x^2-29376*c^6*q^2*x+269952*c^6*q*x^2-13440*c^5*g^3 *x+182016*c^5*g^2*x^2-56928*c^5*p^3*x+365184*c^5*p^2*x^2-20640*c^5*q^3*x+365184 *c^5*q^2*x^2-4320*c^4*g^4*x+84672*c^4*g^3*x^2-34560*c^4*p^4*x+273600*c^4*p^3*x^ 2-8640*c^4*q^4*x+273600*c^4*q^3*x^2-720*c^3*g^5*x+20304*c^3*g^4*x^2-13200*c^3*p ^5*x+122640*c^3*p^4*x^2-2160*c^3*q^5*x+122640*c^3*q^4*x^2-48*c^2*g^6*x+2232*c^2 *g^5*x^2-3108*c^2*p^6*x+32904*c^2*p^5*x^2-300*c^2*q^6*x+32904*c^2*q^5*x^2+72*c* g^6*x^2-414*c*p^7*x+4896*c*p^6*x^2-18*c*q^7*x+4896*c*q^6*x^2-18*g^6*p^2*x+36*g^ 6*p*x^2-6*g^6*q^2*x+36*g^6*q*x^2-114*g^5*p^3*x+504*g^5*p^2*x^2-30*g^5*q^3*x+504 *g^5*q^2*x^2-300*g^4*p^4*x+1968*g^4*p^3*x^2-60*g^4*q^4*x+1968*g^4*q^3*x^2-420*g ^3*p^5*x+3552*g^3*p^4*x^2-60*g^3*q^5*x+3552*g^3*q^4*x^2-330*g^2*p^6*x+3348*g^2* p^5*x^2-30*g^2*q^6*x+3348*g^2*q^5*x^2-138*g*p^7*x+1608*g*p^6*x^2-6*g*q^7*x+1608 *g*q^6*x^2-168*p^7*q*x-504*p^6*q^2*x+2184*p^6*q*x^2-840*p^5*q^3*x+448*a^5*b*c^2 +64*a^5*b*q^2+128*a^5*b*q+1360*a*b^4*g+1088*a^5*c^2*q+448*a^5*b*c+1840*b^3*a*g^ 2+480*a^5*b*p^2+832*a^5*b*p+2592*a^5*c^2*p+320*a^5*c^2*g+896*a^5*c^3+2176*a^5*c ^2+1088*a^5*c+48*a^5*q^3+320*a^5*q^2+352*a^5*q+2400*a^5*p^2+2688*a^5*p+416*a^5* c*q^2+1728*a^5*c*q+272*a^5*c*g+1968*a^5*c*p^2+5568*a^5*c*p+384*a^5*g*p^2+632*a^ 5*g*p+56*a^5*g*q^2+88*a^5*g*q+792*a^5*p^2*q+408*a^5*p*q^2+2304*a^5*p*q+1216*a^4 *b^2*c^2+96*a^4*b^2*q^2+352*a^4*b^2*q+1600*a^4*b^2*c+976*a^4*b^2*p^2+1952*a^4*b ^2*p+4608*a^4*b*c^3+1128*a^4*b*q^2+2280*a^4*b*q+144*a^4*b*q^3+12672*a^4*b*c^2+ 9392*a^4*b*c+1800*a^4*b*p^3+10224*a^4*b*p^2+12984*a^4*b*p+4160*a^4*c^4+17504*a^ 4*c^3+24208*a^4*c^2+6080*a^4*c^3*q+3168*a^4*c^2*q^2+18624*a^4*c^2*q+3328*a^4*c^ 3*g+13408*a^4*c^3*p+13696*a^4*c^2*p^2+48736*a^4*c^2*p+624*a^4*c^2*g^2+8784*a^4* c^2*g+688*a^4*c*q^3+6152*a^4*c*q^2+15896*a^4*c*q+608*a^4*q^3+2280*a^4*q^2+52*a^ 4*q^4+406656*c^6*x^2+3456*p^6*x^2+3456*q^6*x^2+5808*a^4*c*g+5592*a^4*c*p^3+ 35680*a^4*c*p^2+56296*a^4*c*p+680*a^4*c*g^2+9664*a^4*g*p+624*a^4*g^2*p^2+1116*a ^4*g^2*p+20688*p*a^4*q+1416*a^4*g*p^3+7992*a^4*g*p^2+2112*a^4*p^3*q+128*a^4*g*q ^3+928*a^4*g*q^2+1488*a^4*g*q+1900*a^4*p^2*q^2+13488*a^4*p^2*q+632*p*a^4*q^3+ 6476*p*a^4*q^2+352*a^4*b*g+76*a^4*g^2*q^2+172*a^4*g^2*q+7620*a^4*p^3+22668*a^4* p^2+1664*a^3*b^3*c^2+2560*a^3*b^3*c+1280*c*b*p^6+64*a^3*b^3*q^2+448*a^3*b^3*q+ 1024*a^3*b^3*p^2+2368*a^3*b^3*p+9152*a^3*b^2*c^3+27424*a^3*b^2*c^2+24464*a^3*b^ 2*c+4968*a^3*b^2*q+1464*a^3*b^2*q^2+144*a^3*b^2*q^3+2928*a^3*b^2*p^3+17048*a^3* b^2*p^2+24424*a^3*b^2*p+16320*a^3*b*c^4+72832*a^3*b*c^3+112720*a^3*b*c^2+168*a* b^4*q^2+64*a*b^5*q+6676*a^3*b*q^2+1368*a^3*b*q^3+104*a^3*b*q^4+2640*a^3*b*p^4+ 25508*a^3*b*p^3+78112*a^3*b*p^2+15840*a^3*c^4*q+34112*a^3*c^4*p+72864*a^3*c^3*q +10288*a^3*c^3*q^2+11744*a^3*c^4*g+3856*b^4*g+9280*a^3*c^5+55232*a^3*c^4+123600 *a^3*c^3+43952*a^3*c^3*p^2+177392*a^3*c^3*p+4784*a^3*c^3*g^2+51440*a^3*c^3*g+ 3144*a^3*c^2*q^3+33656*a^3*c^2*q^2+115088*a^3*c^2*q+25960*a^3*c^2*p^3+616*a^3*c ^2*g^3+180056*a^3*c^2*p^2+336104*a^3*c^2*p+13472*a^3*c^2*g^2+76688*a^3*c^2*g+ 6288*a^3*c*q^3+31924*a^3*c*q^2+448*a^3*c*q^4+780*a^3*c*g^3+73184*a^3*c*p^3+ 241548*a^3*c*p^2+10480*a^3*c*g^2+7188*a^3*c*p^4+86290*p^2*a^3*q+37780*p*a^3*q^2 +528*a^3*g^3*p^2+1018*a^3*g^3*p+450*p*a^3*q^4+6794*p*a^3*q^3+1812*a^3*g^2*p^3+ 2646*a^3*p^4*q+3426*a^3*p^3*q^2+26734*a^3*p^3*q+1962*p^2*a^3*q^3+22786*p^2*a^3* q^2+24*a^3*q^5+386*a^3*q^4+2416*a^3*q^3+10356*a^3*p^4+50926*a^3*p^3+50*a^3*g^3* q^2+162*a^3*g^3*q+124*a^3*g^2*q^3+1008*a^3*g^2*q^2+2280*a^3*g^2*q+98*a^3*g*q^4+ 1212*a^3*g*q^3+5224*a^3*g*q^2+10400*a^3*g^2*p^2+13504*a^3*g^2*p+2040*a^3*g*p^4+ 19770*a^3*g*p^3+59990*a^3*g*p^2+1216*a^2*b^4*c^2+272*a^2*b^4*q+2080*a^2*b^4*c+ 576*a^2*b^4*p^2+1552*a^2*b^4*p+8768*a^2*b^3*c^3+4744*a^2*b^3*q+28000*a^2*b^3*c^ 2+27920*a^2*b^3*c+16*a^2*b^4*q^2+824*a^2*b^3*q^2+2304*a^2*b^3*p^3+13800*a^2*b^3 *p^2+22248*a^2*b^3*p+23360*b^2*a^2*c^4+109120*b^2*a^2*c^3+8*c*a*q^6+6824*b^2*a^ 2*q^2+912*b^2*a^2*q^3+182208*b^2*a^2*c^2+3220*b^2*a^2*p^4+31260*b^2*a^2*p^3+ 98804*b^2*a^2*p^2+26688*a^2*b*c^5+164672*a^2*b*c^4+10944*a^2*c^6+84160*a^2*c^5+ 260192*a^2*c^4+616*a^2*q^4+76*a^2*q^5+7044*a^2*p^5+48674*a^2*p^4+604104*a*b*c^2 *g*r^3*x-41836*a*b*c^2*g*r^2*x^2+257480*a*b*c^2*p^3*r*x+812508*a*b*c^2*p^2*r*x^ 2-1432*a*b*c^2*q^3*r*x+812508*a*b*c^2*q^2*r*x^2-460*b^4*c*g^2*r*x+16812*b^4*c*g *r^2*x+31752*b^4*c*g*r*x^2+18012*b^4*c*p^2*r*x+60584*b^4*c*p*r*x^2+3580*b^4*c*q ^2*r*x+60584*b^4*c*q*r*x^2+18925*a*p*q^4*r*x^2+40*b^5*c*g*r*x+3344*b^5*c*p*r*x+ 1888*b^5*c*q*r*x+4*b^5*g*p*r*x+148*b^5*g*q*r*x+992*b^5*p*q*r*x+8456*b^4*c^2*g*r *x+33808*b^4*c^2*p*r*x+18176*b^4*c^2*q*r*x-175*a*g^5*p*r*x-139*a*g^5*q*r*x+449* a*g^4*p^2*r*x+5280*a*g^4*p*r*x^2-581*a*g^4*q^2*r*x+5280*a*g^4*q*r*x^2+3656*a*g^ 3*p^3*r*x+18390*a*g^3*p^2*r*x^2-1110*a*g^3*q^3*r*x+18390*a*g^3*q^2*r*x^2+6474*a *g^2*p^4*r*x+25517*a*g^2*p^3*r*x^2-1194*a*g^2*q^4*r*x+25517*a*g^2*q^3*r*x^2+ 4651*a*g*p^5*r*x+15994*a*g*p^4*r*x^2-687*a*g*q^5*r*x+15994*a*g*q^4*r*x^2+5884*a *p^5*q*r*x+11285*a*p^4*q^2*r*x+18925*a*p^4*q*r*x^2+10480*a*p^3*q^3*r*x+37850*a* p^3*q^2*r*x^2+4435*a*p^2*q^4*r*x+37850*a*p^2*q^3*r*x^2+404*a*p*q^5*r*x+15094*a* c*p^5*r*x+46344*a*c*p^4*r*x^2-1666*a*c*q^5*r*x+46344*a*c*q^4*r*x^2-310*a*c*g^5* r*x+2600*a*c*g^4*r^2*x+11044*a*c*g^4*r*x^2+40241*a*c*g^3*r^3*x+20297*a*c*g^3*r^ 2*x^2+74670*a*c*g^2*r^4*x-152239*a*c*g^2*r^3*x^2+37623*a*c*g*r^5*x-263776*a*c*g *r^4*x^2+1184*b^3*c*g^3*q*r*x+12592*b^3*c*g^2*p^2*r*x+1292*b^3*c*g^2*p*r*x^2+ 3648*b^3*c*g^2*q^2*r*x+1292*b^3*c*g^2*q*r*x^2+18152*b^3*c*g*p^3*r*x-15600*b^3*c *g*p^2*r*x^2+3152*b^3*c*g*q^3*r*x-15600*b^3*c*g*q^2*r*x^2+24680*b^3*c*p^3*q*r*x +26136*b^3*c*p^2*q^2*r*x-44436*b^3*c*p^2*q*r*x^2+10168*b^3*c*p*q^3*r*x-44436*b^ 3*c*p*q^2*r*x^2+2444*b^3*c*g^3*p*r*x+23912*b^3*c^2*g^2*p*r*x+14088*b^3*c^2*g^2* q*r*x+54640*b^3*c^2*g*p^2*r*x-28860*b^3*c^2*g*p*r*x^2+20104*b^3*c^2*g*q^2*r*x-\ 28860*b^3*c^2*g*q*r*x^2+73584*b^3*c^2*p^2*q*r*x+47832*b^3*c^2*p*q^2*r*x-90088*b ^3*c^2*p*q*r*x^2+772*b^4*g^2*p*q*r*x+2984*b^4*g*p^2*q*r*x+1576*b^4*g*p*q^2*r*x+ 72*b^4*g*p*q*r*x^2+71632*b^3*c^3*g*p*r*x+45424*b^3*c^3*g*q*r*x+94624*b^3*c^3*p* q*r*x+18073*b^3*q^3*r*x^2+81728*b^2*c^5*r*x+313920*b^2*c^4*r^2*x+369496*b^2*c^4 *r*x^2+306064*b^2*c^3*r^3*x-138560*b^2*c^3*r^2*x^2+114896*b^2*c^2*r^4*x-371*b^3 *g^3*r^2*x+1386*b^3*g^3*r*x^2+8829*b^3*g^2*r^3*x+16568*b^3*g^2*r^2*x^2+10699*b^ 3*g*r^4*x-20492*b^3*g*r^3*x^2+4691*b^3*p^4*r*x+18073*b^3*p^3*r*x^2-469*b^3*q^4* r*x+30980*b^3*c*r^4*x-99076*b^3*c*r^3*x^2-58*b^4*g^2*r^2*x+1452*b^4*g^2*r*x^2+ 5740*b^4*g*r^3*x+11472*b^4*g*r^2*x^2+3150*b^4*p^3*r*x+13470*b^4*p^2*r*x^2-150*b ^4*q^3*r*x+13470*b^4*q^2*r*x^2+58112*b^3*c^4*r*x+174096*b^3*c^3*r^2*x+223824*b^ 3*c^3*r*x^2+124892*b^3*c^2*r^3*x-5992*b^3*c^2*r^2*x^2+23068*b^4*c*r^3*x+15640*b ^4*c*r^2*x^2+172*b^5*g*r^2*x+792*b^5*g*r*x^2+876*b^5*p^2*r*x+2768*b^5*p*r^2*x+ 4128*b^5*p*r*x^2+116*b^5*q^2*r*x+4128*b^5*q*r*x^2+20768*b^4*c^3*r*x+47264*b^4*c ^2*r^2*x+67464*b^4*c^2*r*x^2+2515*a*g^4*r^3*x+4016*a*g^4*r^2*x^2+7950*a*g^3*r^4 *x-10624*a*g^3*r^3*x^2+6635*a*g^2*r^5*x-40258*a*g^2*r^4*x^2+307*a*g*r^6*x-32600 *a*g*r^5*x^2+1209*a*p^6*r*x+3785*a*p^5*r*x^2-161*a*q^6*r*x+3785*a*q^5*r*x^2+80* b^6*c*r*x+40*b^6*p*r*x+72*b^6*q*r*x+3184*b^5*c^2*r*x+5280*b^5*c*r^2*x+8608*b^5* c*r*x^2+49310*b^2*c*g^2*p*q*r*x+151290*b^2*c*g*p^2*q*r*x+74730*b^2*c*g*p*q^2*r* x+530570*b^2*c*g*p*q*r*x^2+414160*b*c^3*g*p*q*r*x+155900*b*c^2*g^2*p*q*r*x+ 378270*b*c^2*g*p^2*q*r*x+197022*b*c^2*g*p*q^2*r*x+1106724*b*c^2*g*p*q*r*x^2+ 19494*b*c*g^3*p*q*r*x+100003*b*c*g^2*p^2*q*r*x+343362*a*c^2*g*p^2*q*r*x+162114* a*c^2*g*p*q^2*r*x+1106724*a*c^2*g*p*q*r*x^2+13062*a*c*g^3*p*q*r*x+89341*a*c*g^2 *p^2*q*r*x+35921*a*c*g^2*p*q^2*r*x+361542*a*c*g^2*p*q*r*x^2+133592*a*c*g*p^3*q* r*x+123600*a*c*g*p^2*q^2*r*x+463950*a*c*g*p^2*q*r*x^2+31208*a*c*g*p*q^3*r*x+ 463950*a*c*g*p*q^2*r*x^2+54032*b^3*c*g*p*q*r*x+249644*b^2*c^2*g*p*q*r*x+192*a*b *g^3*p*q*r*x+28416*a*b*g^2*p^2*q*r*x+7860*a*b*g^2*p*q^2*r*x+161716*a*b*g^2*p*q* r*x^2+53412*a*b*g*p^3*q*r*x+47064*a*b*g*p^2*q^2*r*x+225786*a*b*g*p^2*q*r*x^2+ 9340*a*b*g*p*q^3*r*x+225786*a*b*g*p*q^2*r*x^2+338704*a*c^3*g*p*q*r*x+121052*a*c ^2*g^2*p*q*r*x+4162*a*b*c*g^3*p*r*x-7174*a*b*c*g^3*q*r*x+79382*a*b*c*g^2*p^2*r* x+365946*a*b*c*g^2*p*r*x^2-10858*a*b*c*g^2*q^2*r*x+365946*a*b*c*g^2*q*r*x^2+ 140840*a*b*c*g*p^3*r*x+530570*a*b*c*g*p^2*r*x^2-12280*a*b*c*g*q^3*r*x+530570*a* b*c*g*q^2*r*x^2+195264*a*b*c*p^3*q*r*x+182952*a*b*c*p^2*q^2*r*x+684516*a*b*c*p^ 2*q*r*x^2+48672*a*b*c*p*q^3*r*x+684516*a*b*c*p*q^2*r*x^2+396032*a*b*c^3*g*p*r*x +132000*a*b*c^3*g*q*r*x+534112*a*b*c^3*p*q*r*x+112740*a*b*c^2*g^2*p*r*x+14692*a *b*c^2*g^2*q*r*x+371148*a*b*c^2*g*p^2*r*x+1231540*a*b*c^2*g*p*r*x^2+21036*a*b*c ^2*g*q^2*r*x+1231540*a*b*c^2*g*q*r*x^2+513528*a*b*c^2*p^2*q*r*x+254616*a*b*c^2* p*q^2*r*x+1625016*a*b*c^2*p*q*r*x^2+376*a*b^3*g^2*q^2*r*x+3960*a*b^3*g^2*q*r*x^ 2+6184*a*b^3*g*p^3*r*x+144*a*b^3*g*p^2*r*x^2+552*a*b^3*g*q^3*r*x+144*a*b^3*g*q^ 2*r*x^2+9680*a*b^3*p^3*q*r*x+10032*a*b^3*p^2*q^2*r*x-11112*a*b^3*p^2*q*r*x^2+ 3696*a*b^3*p*q^3*r*x-11112*a*b^3*p*q^2*r*x^2+96480*a*b^2*c^4*g*r*x+199008*a*b^2 *c^4*p*r*x+129408*a*b^2*c^4*q*r*x+345120*b*c^4*r^3*x-236416*b*c^4*r^2*x^2+ 179872*b*c^3*r^4*x-647872*b*c^3*r^3*x^2+29226*b*c^2*r^5*x-412628*b*c^2*r^4*x^2-\ 337*b^2*g^4*r^2*x+726*b^2*g^4*r*x^2+6566*b^2*g^3*r^3*x+11676*b^2*g^3*r^2*x^2+ 13079*b^2*g^2*r^4*x-22415*b^2*g^2*r^3*x^2+4847*b^2*g*r^5*x-57532*b^2*g*r^4*x^2+ 3427*b^2*p^5*r*x+11872*b^2*p^4*r*x^2-405*b^2*q^5*r*x+11872*b^2*q^4*r*x^2+56448* b*c^6*r*x+272496*b*c^5*r^2*x+299072*b*c^5*r*x^2-408940*b^2*c^2*r^3*x^2+10908*b^ 2*c*r^5*x-188556*b^2*c*r^4*x^2-1122*a*b*g^4*p*r*x-858*a*b*g^4*q*r*x-1980*a*b*c* g^4*r*x+18114*a*b*c*g^3*r^2*x+64356*a*b*c*g^3*r*x^2+169168*a*b*c*g^2*r^3*x+ 90690*a*b*c*g^2*r^2*x^2+197348*a*b*c*g*r^4*x-430952*a*b*c*g*r^3*x^2+67140*a*b*c *p^4*r*x+228172*a*b*c*p^3*r*x^2-6156*a*b*c*q^4*r*x+228172*a*b*c*q^3*r*x^2-924*b ^2*g^3*q^3*r*x^2-1386*b^2*g^2*p^4*r*x^2-1386*b^2*g^2*q^4*r*x^2-924*b^2*g*p^5*r* x^2-924*b^2*g*q^5*r*x^2-1386*b^2*p^5*q*r*x^2-3465*b^2*p^4*q^2*r*x^2-4620*b^2*p^ 3*q^3*r*x^2-3465*b^2*p^2*q^4*r*x^2-1386*b^2*p*q^5*r*x^2-231*b^2*g^4*p^2*r*x^2-\ 231*b^2*g^4*q^2*r*x^2-924*b^2*g^3*p^3*r*x^2-3122*b^2*c*p^5*r*x^2-3122*b^2*c*q^5 *r*x^2-230*b^2*c*g^4*r^3*x-1188*b^2*c*g^4*r^2*x^2-1887*b^2*c*g^3*r^4*x-7542*b^2 *c*g^3*r^3*x^2-4325*b^2*c*g^2*r^5*x-4373*b^2*c*g^2*r^4*x^2-3914*b^2*c*g*r^6*x+ 9802*b^2*c*g*r^5*x^2-17542*b^2*c^2*q^4*r*x^2-164*b^2*c^2*g^4*r^2*x-924*b^2*c^2* g^4*r*x^2-2894*b^2*c^2*g^3*r^3*x-13404*b^2*c^2*g^3*r^2*x^2-11298*b^2*c^2*g^2*r^ 4*x-34746*b^2*c^2*g^2*r^3*x^2-14778*b^2*c^2*g*r^5*x-5826*b^2*c^2*g*r^4*x^2-\ 17542*b^2*c^2*p^4*r*x^2-1584*b^2*c^3*g^3*r^2*x-9156*b^2*c^3*g^3*r*x^2-12800*b^2 *c^3*g^2*r^3*x-55840*b^2*c^3*g^2*r^2*x^2-26856*b^2*c^3*g*r^4*x-69768*b^2*c^3*g* r^3*x^2-52416*b^2*c^3*p^3*r*x^2-52416*b^2*c^3*q^3*r*x^2-5568*b^2*c^4*g^2*r^2*x-\ 32760*b^2*c^4*g^2*r*x^2-23832*b^2*c^4*g*r^3*x-100528*b^2*c^4*g*r^2*x^2-87808*b^ 2*c^4*p^2*r*x^2-87808*b^2*c^4*q^2*r*x^2-8512*b^2*c^5*g*r^2*x-50736*b^2*c^5*g*r* x^2-78176*b^2*c^5*p*r*x^2-78176*b^2*c^5*q*r*x^2-441*b^3*g^3*p^2*r*x^2-441*b^3*g ^3*q^2*r*x^2-1323*b^3*g^2*p^3*r*x^2-1323*b^3*g^2*q^3*r*x^2-1323*b^3*g*p^4*r*x^2 -1323*b^3*g*q^4*r*x^2-2205*b^3*p^4*q*r*x^2-4410*b^3*p^3*q^2*r*x^2-4410*b^3*p^2* q^3*r*x^2-2205*b^3*p*q^4*r*x^2-478*b^3*c*g^3*r^3*x-2268*b^3*c*g^3*r^2*x^2-2796* b^3*c*g^2*r^4*x-10812*b^3*c*g^2*r^3*x^2-4188*b^3*c*g*r^5*x-4370*b^3*c*g*r^4*x^2 -4942*b^3*c*p^4*r*x^2-4942*b^3*c*q^4*r*x^2-352*b^3*c^2*g^3*r^2*x-1764*b^3*c^2*g ^3*r*x^2-4484*b^3*c^2*g^2*r^3*x-19148*b^3*c^2*g^2*r^2*x^2-11220*b^3*c^2*g*r^4*x -33240*b^3*c^2*g*r^3*x^2-22064*b^3*c^2*p^3*r*x^2-22064*b^3*c^2*q^3*r*x^2-12852* b^2*c^2*g^3*p*r*x^2-12852*b^2*c^2*g^3*q*r*x^2-40838*b^2*c^2*g^2*p^2*r*x^2-40838 *b^2*c^2*g^2*q^2*r*x^2-46452*b^2*c^2*g*p^3*r*x^2-46452*b^2*c^2*g*q^3*r*x^2-\ 70168*b^2*c^2*p^3*q*r*x^2-105252*b^2*c^2*p^2*q^2*r*x^2-70168*b^2*c^2*p*q^3*r*x^ 2-103488*b^2*c^3*g*p^2*r*x^2-103488*b^2*c^3*g*q^2*r*x^2-157248*b^2*c^3*p^2*q*r* x^2-157248*b^2*c^3*p*q^2*r*x^2-59864*b^2*c^3*g^2*p*r*x^2-59864*b^2*c^3*g^2*q*r* x^2-114800*b^2*c^4*g*p*r*x^2-114800*b^2*c^4*g*q*r*x^2-175616*b^2*c^4*p*q*r*x^2-\ 882*b^3*g^3*p*q*r*x^2-3969*b^3*g^2*p^2*q*r*x^2-3969*b^3*g^2*p*q^2*r*x^2-5292*b^ 3*g*p^3*q*r*x^2-7938*b^3*g*p^2*q^2*r*x^2-5292*b^3*g*p*q^3*r*x^2-11732*b^3*c*g*q ^3*r*x^2-19768*b^3*c*p^3*q*r*x^2-29652*b^3*c*p^2*q^2*r*x^2-19768*b^3*c*p*q^3*r* x^2-1764*b^3*c*g^3*p*r*x^2-1764*b^3*c*g^3*q*r*x^2-8554*b^3*c*g^2*p^2*r*x^2-8554 *b^3*c*g^2*q^2*r*x^2-11732*b^3*c*g*p^3*r*x^2-18340*b^3*c^2*g^2*p*r*x^2-18340*b^ 3*c^2*g^2*q*r*x^2-38808*b^3*c^2*g*p^2*r*x^2-38808*b^3*c^2*g*q^2*r*x^2-66192*b^3 *c^2*p^2*q*r*x^2-66192*b^3*c^2*p*q^2*r*x^2-56784*b^3*c^3*g*p*r*x^2-56784*b^3*c^ 3*g*q*r*x^2-98112*b^3*c^3*p*q*r*x^2-99*b^2*g^4*r^4*x-594*b^2*g^4*r^3*x^2-396*b^ 2*g^3*r^5*x-828*b^2*g^3*r^4*x^2-594*b^2*g^2*r^6*x+1139*b^2*g^2*r^5*x^2-396*b^2* g*r^7*x+2391*b^2*g*r^6*x^2-231*b^2*p^6*r*x^2-231*b^2*q^6*r*x^2-41580*a*g^3*p*q* r*x-90285*a*g^2*p^2*q*r*x-86505*a*g^2*p*q^2*r*x-76070*a*g*p^3*q*r*x-113394*a*g* p^2*q^2*r*x-75122*a*g*p*q^3*r*x-117054*b^3*c*g*p*r*x-85318*b^3*c*g*q*r*x-127116 *b^3*c*p*q*r*x-42620*b^3*g*p*q*r*x-461102*b^2*c^2*g*p*r*x-403966*b^2*c^2*g*q*r* x-531148*b^2*c^2*p*q*r*x+19376*a*b*c*q^3+1728*a*b*c*q^4+20004*a*b*c*g^3+110952* a*b*c*p^4+578324*a*b*c*p^3+1040*a*b*c*g^4+754*b^3*p*q^3+48*b^3*g*q^3+402*b^3*p^ 2*q^3+1072*b^2*p^5*q+1608*b^2*p^4*q^2+1072*b^2*p^3*q^3+1302*b^2*g^2*p^4+970*b^2 *g*p^5+166*b^2*g^4*p^2+766*b^2*g^3*p^3+2758*a*b*g*q^3+44232*p^3*a*b*q^2+29824*a *b*p*q^3+38132*a*b*p^4*q+191392*p^3*a*b*q+148*a*b*g^4*q+594*a*b*g^3*q^2+3326*a* b*g^3*q+670*g^2*b*a*q^3+5878*g^2*b*a*q^2+232*a*b*g*q^4+3050*a*b*p*q^4+940*a*b*g ^4*p+11274*a*b*g^3*p^2+17294*a*b*g^3*p+31504*g^2*b*a*p^3+100636*g^2*b*a*p^2+ 32872*a*b*g*p^4+164860*a*b*g*p^3+20844*b*p^2*a*q^3+140268*b*p^2*a*q^2+90*b*c^2* g^5+17728*a^2*c*q^3+6592*a*c^7+62208*a*c^6+14240*a*c^6*q+14624*a*c^6*g+31008*a* c^6*p+12368*a*c^5*q^2+110704*a*c^5*q+263152*a*c^5*p+12768*a*c^5*g^2+114784*a*c^ 5*g+56752*a*c^5*p^2+5496*c^4*a*q^3+75504*c^4*a*q^2+345600*c^4*a*q+422800*c^4*a* p*q+407856*c^4*a*g*p+167424*c^4*a*g*q+245840*a*c^5+364936*c^4*a*g+53960*c^4*a*p ^3+413440*c^4*a*p^2+917488*c^4*a*p+5456*c^4*a*g^3+79952*c^4*a*g^2+172620*c^3*a* q^2+1312*c^3*a*q^4+24364*c^3*a*q^3+555988*c^3*a*p^2*q+6352*c^3*a*g^3*q+10572*c^ 3*a*g^2*q^2+90676*c^3*a*g^2*q+75256*c^3*a*p^3*q+64056*c^3*a*p^2*q^2+19368*p*c^3 *a*q^3+259404*p*c^3*a*q^2+1148832*p*c^3*a*q+24520*b*c^3*p^4+624*b*c^3*q^4+7624* b*c^2*p^5+15240*c^3*a*g^3*p+53892*c^3*a*g^2*p^2+231284*c^3*a*g^2*p+69232*a*c^3* g*p^3+516476*a*c^3*g*p^2+1104668*a*c^3*g*p+6592*a*c^3*g*q^3+88740*a*c^3*g*q^2+ 399508*a*c^3*g*q+332956*a*c^2*p^3*q+272172*p^2*c^2*a*q^2+1184220*p^2*c^2*a*q+ 75316*a*c^2*p*q^3+1132*c^3*a*g^4+25512*c^3*a*g^3+29256*c^3*a*p^4+320948*c^3*a*p ^3+1192148*c^3*a*p^2+192892*c^3*a*g^2+35180*a*c^2*q^3+3640*a*c^2*q^4+223230*a*c ^2*g^2*p^2+450474*a*c^2*g^2*p+2510*a*c^2*g^4*p+302534*c^2*g*a*p^3+1089152*c^2*g *a*p^2+14492*a*c^2*g^3*p^2+57496*a*c^2*g^3*p+28214*c^2*g*a*p^4+31104*a*c^2*p^4* q+38632*a*c^2*p^3*q^2+20672*p^2*c^2*a*q^3+4164*a*c^2*p*q^4+509868*a*c^2*p*q^2+ 31130*a*c^2*g^2*p^3+2594*a*c^2*g^2*q^3+34074*a*c^2*g^2*q^2+150618*a*c^2*g^2*q+ 930*a*c^2*g^4*q+2472*a*c^2*g^3*q^2+20540*a*c^2*g^3*q+1130*c^2*g*a*q^4+20330*c^2 *g*a*q^3+141716*c^2*g*a*q^2+160*a*c^2*q^5+90*a*c^2*g^5+9140*a*c^2*p^5+132460*a* c^2*p^4+709532*a*c^2*p^3+3500*a*c^2*g^4+42294*a*c^2*g^3+2154*c*a*q^4+188*c*a*q^ 5+136*c*a*g^5+3268*c*a*g^4+1536*c*a*p^6+27898*c*a*p^5+198294*c*a*p^4+93348*c*a* p^4*q+112844*p^3*a*c*q^2+485940*p^3*a*c*q+57424*p^2*a*c*q^3+379152*p^2*a*c*q^2+ 1650*c*a*g^4*q+4514*g^3*a*c*q^2+19736*g^3*a*c*q+4578*a*c*g^2*q^3+31598*a*c*g^2* q^2+1790*a*c*g*q^4+16752*a*c*g*q^3+5726*c*a*g^4*p+38312*g^3*a*c*p^2+10218*a*c*p *q^4+93660*a*c*p*q^3+69852*g^3*a*c*p+88356*a*c*g^2*p^3+303272*a*c*g^2*p^2+83580 *a*c*g*p^4+436166*a*c*g*p^3+30230*a*g^2*p^3*q+1644*a*g^4*p*q+12518*g^3*a*p^2*q+ 4894*a*g^3*p*q^2+20060*a*g^3*p*q+35092*p^3*g*a*q^2+148554*p^3*g*a*q+17524*p^2*g *a*q^3+23606*p^2*a*g^2*q^2+98378*p^2*a*g^2*q+5834*a*p*g^2*q^3+29312*a*g*p^4*q+ 113286*p^2*g*a*q^2+37630*a*p*g^2*q^2+2960*a*g*p*q^4+26286*a*g*p*q^3+12520*p^3*a *q^3+9968*a*p^5*q+69396*p^4*a*q+210*a*g*q^4+5856*p*a*q^4+28*a*g*q^5+7816*g^3*a* p^3+24734*g^3*a*p^2+60*a*g^5*p^2+132*a*g^5*p+348*a*g^4*p^3+2068*a*g^4*p^2+12328 *a*g^2*p^4+3048*a*g^4*p+792*g^3*a*p^4+888*a*g^2*p^5+558*a*p^6*q+1170*a*p^5*q^2+ 1260*p^4*a*q^3+16230*p^4*a*q^2+720*p^3*a*q^4+81398*p^3*a*q^2+2*a*g^5*q^2+20*a*g ^5*q+8*a*g^4*q^3+112*a*g^4*q^2+552*a*g^4*q+12*g^3*a*q^4+192*g^3*a*q^3+1428*g^3* a*q^2+198*a*p^2*q^5+4400*a*p^2*q^4+39038*a*p^2*q^3+8*a*g^2*q^5+130*a*g^2*q^4+ 1174*a*g^2*q^3+492*a*g*p^6+8812*a*g*p^5+61344*a*g*p^4+2364*a*p^6+21122*a*p^5-58 *a*q^5+56*a^4*g^2+352*a^4*g+61922*a*g^2*p^3+704*b^5*c^3+2464*b^5*c^2+2816*b^5*c +352*b^5*g*p+608*b^5*c*g+2784*b^5*c*p+120*b^5*p^3+776*b^5*p^2+1600*b^5*p+3200*b ^4*c^4+15968*b^4*c^3+(32*a^6*c^2*x^4+32*a^6*c*p*x^4+32*a^6*c*q*x^4+80*a^6*c*r*x ^4+8*a^6*p^2*x^4+16*a^6*p*q*x^4+40*a^6*p*r*x^4+8*a^6*q^2*x^4+40*a^6*q*r*x^4+56* a^6*r^2*x^4+192*a^5*b*c^2*x^4+192*a^5*b*c*p*x^4+192*a^5*b*c*q*x^4+480*a^5*b*c*r *x^4+48*a^5*b*p^2*x^4+96*a^5*b*p*q*x^4+240*a^5*b*p*r*x^4+48*a^5*b*q^2*x^4+240*a ^5*b*q*r*x^4+336*a^5*b*r^2*x^4+352*a^5*c^3*x^4+144*a^5*c^2*g*x^4+496*a^5*c^2*p* x^4+496*a^5*c^2*q*x^4+1120*a^5*c^2*r*x^4+144*a^5*c*g*p*x^4+144*a^5*c*g*q*x^4+ 360*a^5*c*g*r*x^4+232*a^5*c*p^2*x^4+464*a^5*c*p*q*x^4+1040*a^5*c*p*r*x^4+232*a^ 5*c*q^2*x^4+1040*a^5*c*q*r*x^4+1144*a^5*c*r^2*x^4+36*a^5*g*p^2*x^4+72*a^5*g*p*q *x^4+180*a^5*g*p*r*x^4+36*a^5*g*q^2*x^4+180*a^5*g*q*r*x^4+252*a^5*g*r^2*x^4+36* a^5*p^3*x^4+108*a^5*p^2*q*x^4+240*a^5*p^2*r*x^4+108*a^5*p*q^2*x^4+480*a^5*p*q*r *x^4+516*a^5*p*r^2*x^4+36*a^5*q^3*x^4+240*a^5*q^2*r*x^4+516*a^5*q*r^2*x^4+348*a ^5*r^3*x^4+480*a^4*b^2*c^2*x^4+480*a^4*b^2*c*p*x^4+480*a^4*b^2*c*q*x^4+1200*a^4 *b^2*c*r*x^4+120*a^4*b^2*p^2*x^4+240*a^4*b^2*p*q*x^4+600*a^4*b^2*p*r*x^4+120*a^ 4*b^2*q^2*x^4+600*a^4*b^2*q*r*x^4+840*a^4*b^2*r^2*x^4+1760*a^4*b*c^3*x^4+720*a^ 4*b*c^2*g*x^4+2480*a^4*b*c^2*p*x^4+2480*a^4*b*c^2*q*x^4+5600*a^4*b*c^2*r*x^4+ 720*a^4*b*c*g*p*x^4+720*a^4*b*c*g*q*x^4+1800*a^4*b*c*g*r*x^4+1160*a^4*b*c*p^2*x ^4+2320*a^4*b*c*p*q*x^4+5200*a^4*b*c*p*r*x^4+1160*a^4*b*c*q^2*x^4+5200*a^4*b*c* q*r*x^4+5720*a^4*b*c*r^2*x^4+180*a^4*b*g*p^2*x^4+360*a^4*b*g*p*q*x^4+900*a^4*b* g*p*r*x^4+180*a^4*b*g*q^2*x^4+900*a^4*b*g*q*r*x^4+1260*a^4*b*g*r^2*x^4+180*a^4* b*p^3*x^4+540*a^4*b*p^2*q*x^4+1200*a^4*b*p^2*r*x^4+540*a^4*b*p*q^2*x^4+2400*a^4 *b*p*q*r*x^4+2580*a^4*b*p*r^2*x^4+180*a^4*b*q^3*x^4+1200*a^4*b*q^2*r*x^4+2580*a ^4*b*q*r^2*x^4+1740*a^4*b*r^3*x^4+1536*a^4*c^4*x^4+1296*a^4*c^3*g*x^4+2816*a^4* c^3*p*x^4+2816*a^4*c^3*q*x^4+6080*a^4*c^3*r*x^4+264*a^4*c^2*g^2*x^4+1824*a^4*c^ 2*g*p*x^4+1824*a^4*c^2*g*q*x^4+4120*a^4*c^2*g*r*x^4+1928*a^4*c^2*p^2*x^4+3856*a ^4*c^2*p*q*x^4+8240*a^4*c^2*p*r*x^4+1928*a^4*c^2*q^2*x^4+8240*a^4*c^2*q*r*x^4+ 8248*a^4*c^2*r^2*x^4+264*a^4*c*g^2*p*x^4+264*a^4*c*g^2*q*x^4+660*a^4*c*g^2*r*x^ 4+852*a^4*c*g*p^2*x^4+1704*a^4*c*g*p*q*x^4+3820*a^4*c*g*p*r*x^4+852*a^4*c*g*q^2 *x^4+3820*a^4*c*g*q*r*x^4+4204*a^4*c*g*r^2*x^4+584*a^4*c*p^3*x^4+1752*a^4*c*p^2 *q*x^4+3700*a^4*c*p^2*r*x^4+1752*a^4*c*p*q^2*x^4+7400*a^4*c*p*q*r*x^4+7272*a^4* c*p*r^2*x^4+584*a^4*c*q^3*x^4+3700*a^4*c*q^2*r*x^4+7272*a^4*c*q*r^2*x^4+4500*a^ 4*c*r^3*x^4+66*a^4*g^2*p^2*x^4+132*a^4*g^2*p*q*x^4+330*a^4*g^2*p*r*x^4+66*a^4*g ^2*q^2*x^4+330*a^4*g^2*q*r*x^4+462*a^4*g^2*r^2*x^4+132*a^4*g*p^3*x^4+396*a^4*g* p^2*q*x^4+880*a^4*g*p^2*r*x^4+396*a^4*g*p*q^2*x^4+1760*a^4*g*p*q*r*x^4+1892*a^4 *g*p*r^2*x^4+132*a^4*g*q^3*x^4+880*a^4*g*q^2*r*x^4+1892*a^4*g*q*r^2*x^4+1276*a^ 4*g*r^3*x^4+66*a^4*p^4*x^4+264*a^4*p^3*q*x^4+550*a^4*p^3*r*x^4+396*a^4*p^2*q^2* x^4+1650*a^4*p^2*q*r*x^4+1588*a^4*p^2*r^2*x^4+264*a^4*p*q^3*x^4+1650*a^4*p*q^2* r*x^4+3176*a^4*p*q*r^2*x^4+1926*a^4*p*r^3*x^4+66*a^4*q^4*x^4+550*a^4*q^3*r*x^4+ 1588*a^4*q^2*r^2*x^4+1926*a^4*q*r^3*x^4+826*a^4*r^4*x^4+640*a^3*b^3*c^2*x^4+640 *a^3*b^3*c*p*x^4+640*a^3*b^3*c*q*x^4+1600*a^3*b^3*c*r*x^4+160*a^3*b^3*p^2*x^4+ 320*a^3*b^3*p*q*x^4+800*a^3*b^3*p*r*x^4+160*a^3*b^3*q^2*x^4+800*a^3*b^3*q*r*x^4 +1120*a^3*b^3*r^2*x^4+3520*a^3*b^2*c^3*x^4+1440*a^3*b^2*c^2*g*x^4+4960*a^3*b^2* c^2*p*x^4+4960*a^3*b^2*c^2*q*x^4+11200*a^3*b^2*c^2*r*x^4+1440*a^3*b^2*c*g*p*x^4 +1440*a^3*b^2*c*g*q*x^4+3600*a^3*b^2*c*g*r*x^4+2320*a^3*b^2*c*p^2*x^4+4640*a^3* b^2*c*p*q*x^4+10400*a^3*b^2*c*p*r*x^4+2320*a^3*b^2*c*q^2*x^4+10400*a^3*b^2*c*q* r*x^4+11440*a^3*b^2*c*r^2*x^4+360*a^3*b^2*g*p^2*x^4+720*a^3*b^2*g*p*q*x^4+1800* a^3*b^2*g*p*r*x^4+360*a^3*b^2*g*q^2*x^4+1800*a^3*b^2*g*q*r*x^4+2520*a^3*b^2*g*r ^2*x^4+360*a^3*b^2*p^3*x^4+1080*a^3*b^2*p^2*q*x^4+2400*a^3*b^2*p^2*r*x^4+1080*a ^3*b^2*p*q^2*x^4+4800*a^3*b^2*p*q*r*x^4+5160*a^3*b^2*p*r^2*x^4+360*a^3*b^2*q^3* x^4+2400*a^3*b^2*q^2*r*x^4+5160*a^3*b^2*q*r^2*x^4+3480*a^3*b^2*r^3*x^4+6144*a^3 *b*c^4*x^4+5184*a^3*b*c^3*g*x^4+11264*a^3*b*c^3*p*x^4+11264*a^3*b*c^3*q*x^4+ 24320*a^3*b*c^3*r*x^4+1056*a^3*b*c^2*g^2*x^4+7296*a^3*b*c^2*g*p*x^4+7296*a^3*b* c^2*g*q*x^4+16480*a^3*b*c^2*g*r*x^4+7712*a^3*b*c^2*p^2*x^4+15424*a^3*b*c^2*p*q* x^4+32960*a^3*b*c^2*p*r*x^4+7712*a^3*b*c^2*q^2*x^4+32960*a^3*b*c^2*q*r*x^4+ 32992*a^3*b*c^2*r^2*x^4+1056*a^3*b*c*g^2*p*x^4+1056*a^3*b*c*g^2*q*x^4+2640*a^3* b*c*g^2*r*x^4+3408*a^3*b*c*g*p^2*x^4+6816*a^3*b*c*g*p*q*x^4+15280*a^3*b*c*g*p*r *x^4+3408*a^3*b*c*g*q^2*x^4+15280*a^3*b*c*g*q*r*x^4+16816*a^3*b*c*g*r^2*x^4+ 2336*a^3*b*c*p^3*x^4+7008*a^3*b*c*p^2*q*x^4+14800*a^3*b*c*p^2*r*x^4+7008*a^3*b* c*p*q^2*x^4+29600*a^3*b*c*p*q*r*x^4+29088*a^3*b*c*p*r^2*x^4+2336*a^3*b*c*q^3*x^ 4+14800*a^3*b*c*q^2*r*x^4+29088*a^3*b*c*q*r^2*x^4+18000*a^3*b*c*r^3*x^4+264*a^3 *b*g^2*p^2*x^4+528*a^3*b*g^2*p*q*x^4+1320*a^3*b*g^2*p*r*x^4+264*a^3*b*g^2*q^2*x ^4+1320*a^3*b*g^2*q*r*x^4+1848*a^3*b*g^2*r^2*x^4+528*a^3*b*g*p^3*x^4+1584*a^3*b *g*p^2*q*x^4+3520*a^3*b*g*p^2*r*x^4+1584*a^3*b*g*p*q^2*x^4+7040*a^3*b*g*p*q*r*x ^4+7568*a^3*b*g*p*r^2*x^4+528*a^3*b*g*q^3*x^4+3520*a^3*b*g*q^2*r*x^4+7568*a^3*b *g*q*r^2*x^4+5104*a^3*b*g*r^3*x^4+264*a^3*b*p^4*x^4+1056*a^3*b*p^3*q*x^4+2200*a ^3*b*p^3*r*x^4+1584*a^3*b*p^2*q^2*x^4+6600*a^3*b*p^2*q*r*x^4+6352*a^3*b*p^2*r^2 *x^4+1056*a^3*b*p*q^3*x^4+6600*a^3*b*p*q^2*r*x^4+12704*a^3*b*p*q*r^2*x^4+7704*a ^3*b*p*r^3*x^4+264*a^3*b*q^4*x^4+2200*a^3*b*q^3*r*x^4+6352*a^3*b*q^2*r^2*x^4+ 7704*a^3*b*q*r^3*x^4+3304*a^3*b*r^4*x^4+3424*a^3*c^5*x^4+4432*a^3*c^4*g*x^4+ 7760*a^3*c^4*p*x^4+7760*a^3*c^4*q*x^4+16400*a^3*c^4*r*x^4+1864*a^3*c^3*g^2*x^4+ 8112*a^3*c^3*g*p*x^4+8112*a^3*c^3*g*q*x^4+17520*a^3*c^3*g*r*x^4+7008*a^3*c^3*p^ 2*x^4+14016*a^3*c^3*p*q*x^4+29280*a^3*c^3*p*r*x^4+7008*a^3*c^3*q^2*x^4+29280*a^ 3*c^3*q*r*x^4+28128*a^3*c^3*r^2*x^4+252*a^3*c^2*g^3*x^4+2620*a^3*c^2*g^2*p*x^4+ 2620*a^3*c^2*g^2*q*x^4+5920*a^3*c^2*g^2*r*x^4+5544*a^3*c^2*g*p^2*x^4+11088*a^3* c^2*g*p*q*x^4+23700*a^3*c^2*g*p*r*x^4+5544*a^3*c^2*g*q^2*x^4+23700*a^3*c^2*g*q* r*x^4+23736*a^3*c^2*g*r^2*x^4+3152*a^3*c^2*p^3*x^4+9456*a^3*c^2*p^2*q*x^4+19500 *a^3*c^2*p^2*r*x^4+9456*a^3*c^2*p*q^2*x^4+39000*a^3*c^2*p*q*r*x^4+36816*a^3*c^2 *p*r^2*x^4+3152*a^3*c^2*q^3*x^4+19500*a^3*c^2*q^2*r*x^4+36816*a^3*c^2*q*r^2*x^4 +21852*a^3*c^2*r^3*x^4+252*a^3*c*g^3*p*x^4+252*a^3*c*g^3*q*x^4+630*a^3*c*g^3*r* x^4+1222*a^3*c*g^2*p^2*x^4+2444*a^3*c*g^2*p*q*x^4+5480*a^3*c*g^2*p*r*x^4+1222*a ^3*c*g^2*q^2*x^4+5480*a^3*c*g^2*q*r*x^4+6034*a^3*c*g^2*r^2*x^4+1676*a^3*c*g*p^3 *x^4+5028*a^3*c*g*p^2*q*x^4+10620*a^3*c*g*p^2*r*x^4+5028*a^3*c*g*p*q^2*x^4+ 21240*a^3*c*g*p*q*r*x^4+20880*a^3*c*g*p*r^2*x^4+1676*a^3*c*g*q^3*x^4+10620*a^3* c*g*q^2*r*x^4+20880*a^3*c*g*q*r^2*x^4+12926*a^3*c*g*r^3*x^4+706*a^3*c*p^4*x^4+ 2824*a^3*c*p^3*q*x^4+5740*a^3*c*p^3*r*x^4+4236*a^3*c*p^2*q^2*x^4+17220*a^3*c*p^ 2*q*r*x^4+15936*a^3*c*p^2*r^2*x^4+2824*a^3*c*p*q^3*x^4+17220*a^3*c*p*q^2*r*x^4+ 31872*a^3*c*p*q*r^2*x^4+18552*a^3*c*p*r^3*x^4+706*a^3*c*q^4*x^4+5740*a^3*c*q^3* r*x^4+15936*a^3*c*q^2*r^2*x^4+18552*a^3*c*q*r^3*x^4+7682*a^3*c*r^4*x^4+63*a^3*g ^3*p^2*x^4+126*a^3*g^3*p*q*x^4+315*a^3*g^3*p*r*x^4+63*a^3*g^3*q^2*x^4+315*a^3*g ^3*q*r*x^4+441*a^3*g^3*r^2*x^4+189*a^3*g^2*p^3*x^4+567*a^3*g^2*p^2*q*x^4+1260*a ^3*g^2*p^2*r*x^4+567*a^3*g^2*p*q^2*x^4+2520*a^3*g^2*p*q*r*x^4+2709*a^3*g^2*p*r^ 2*x^4+189*a^3*g^2*q^3*x^4+1260*a^3*g^2*q^2*r*x^4+2709*a^3*g^2*q*r^2*x^4+1827*a^ 3*g^2*r^3*x^4+189*a^3*g*p^4*x^4+756*a^3*g*p^3*q*x^4+1575*a^3*g*p^3*r*x^4+1134*a ^3*g*p^2*q^2*x^4+4725*a^3*g*p^2*q*r*x^4+4548*a^3*g*p^2*r^2*x^4+756*a^3*g*p*q^3* x^4+4725*a^3*g*p*q^2*r*x^4+9096*a^3*g*p*q*r^2*x^4+5517*a^3*g*p*r^3*x^4+189*a^3* g*q^4*x^4+1575*a^3*g*q^3*r*x^4+4548*a^3*g*q^2*r^2*x^4+5517*a^3*g*q*r^3*x^4+2367 *a^3*g*r^4*x^4+63*a^3*p^5*x^4+315*a^3*p^4*q*x^4+630*a^3*p^4*r*x^4+630*a^3*p^3*q ^2*x^4+2520*a^3*p^3*q*r*x^4+2280*a^3*p^3*r^2*x^4+630*a^3*p^2*q^3*x^4+3780*a^3*p ^2*q^2*r*x^4+6840*a^3*p^2*q*r^2*x^4+3891*a^3*p^2*r^3*x^4+315*a^3*p*q^4*x^4+2520 *a^3*p*q^3*r*x^4+6840*a^3*p*q^2*r^2*x^4+7782*a^3*p*q*r^3*x^4+3159*a^3*p*r^4*x^4 +63*a^3*q^5*x^4+630*a^3*q^4*r*x^4+2280*a^3*q^3*r^2*x^4+3891*a^3*q^2*r^3*x^4+ 3159*a^3*q*r^4*x^4+981*a^3*r^5*x^4+480*a^2*b^4*c^2*x^4+480*a^2*b^4*c*p*x^4+480* a^2*b^4*c*q*x^4+1200*a^2*b^4*c*r*x^4+120*a^2*b^4*p^2*x^4+240*a^2*b^4*p*q*x^4+ 600*a^2*b^4*p*r*x^4+120*a^2*b^4*q^2*x^4+600*a^2*b^4*q*r*x^4+840*a^2*b^4*r^2*x^4 +3520*a^2*b^3*c^3*x^4+1440*a^2*b^3*c^2*g*x^4+4960*a^2*b^3*c^2*p*x^4+4960*a^2*b^ 3*c^2*q*x^4+11200*a^2*b^3*c^2*r*x^4+1440*a^2*b^3*c*g*p*x^4+1440*a^2*b^3*c*g*q*x ^4+3600*a^2*b^3*c*g*r*x^4+2320*a^2*b^3*c*p^2*x^4+4640*a^2*b^3*c*p*q*x^4+10400*a ^2*b^3*c*p*r*x^4+2320*a^2*b^3*c*q^2*x^4+10400*a^2*b^3*c*q*r*x^4+11440*a^2*b^3*c *r^2*x^4+360*a^2*b^3*g*p^2*x^4+720*a^2*b^3*g*p*q*x^4+1800*a^2*b^3*g*p*r*x^4+360 *a^2*b^3*g*q^2*x^4+1800*a^2*b^3*g*q*r*x^4+2520*a^2*b^3*g*r^2*x^4+360*a^2*b^3*p^ 3*x^4+1080*a^2*b^3*p^2*q*x^4+2400*a^2*b^3*p^2*r*x^4+1080*a^2*b^3*p*q^2*x^4+4800 *a^2*b^3*p*q*r*x^4+5160*a^2*b^3*p*r^2*x^4+360*a^2*b^3*q^3*x^4+2400*a^2*b^3*q^2* r*x^4+5160*a^2*b^3*q*r^2*x^4+3480*a^2*b^3*r^3*x^4+9216*a^2*b^2*c^4*x^4+7776*a^2 *b^2*c^3*g*x^4+16896*a^2*b^2*c^3*p*x^4+16896*a^2*b^2*c^3*q*x^4+36480*a^2*b^2*c^ 3*r*x^4+1584*a^2*b^2*c^2*g^2*x^4+10944*a^2*b^2*c^2*g*p*x^4+10944*a^2*b^2*c^2*g* q*x^4+24720*a^2*b^2*c^2*g*r*x^4+11568*a^2*b^2*c^2*p^2*x^4+23136*a^2*b^2*c^2*p*q *x^4+49440*a^2*b^2*c^2*p*r*x^4+11568*a^2*b^2*c^2*q^2*x^4+49440*a^2*b^2*c^2*q*r* x^4+49488*a^2*b^2*c^2*r^2*x^4+1584*a^2*b^2*c*g^2*p*x^4+1584*a^2*b^2*c*g^2*q*x^4 +3960*a^2*b^2*c*g^2*r*x^4+5112*a^2*b^2*c*g*p^2*x^4+10224*a^2*b^2*c*g*p*q*x^4+ 22920*a^2*b^2*c*g*p*r*x^4+5112*a^2*b^2*c*g*q^2*x^4+22920*a^2*b^2*c*g*q*r*x^4+ 25224*a^2*b^2*c*g*r^2*x^4+3504*a^2*b^2*c*p^3*x^4+10512*a^2*b^2*c*p^2*q*x^4+ 22200*a^2*b^2*c*p^2*r*x^4+10512*a^2*b^2*c*p*q^2*x^4+44400*a^2*b^2*c*p*q*r*x^4+ 43632*a^2*b^2*c*p*r^2*x^4+3504*a^2*b^2*c*q^3*x^4+22200*a^2*b^2*c*q^2*r*x^4+ 43632*a^2*b^2*c*q*r^2*x^4+27000*a^2*b^2*c*r^3*x^4+396*a^2*b^2*g^2*p^2*x^4+792*a ^2*b^2*g^2*p*q*x^4+1980*a^2*b^2*g^2*p*r*x^4+396*a^2*b^2*g^2*q^2*x^4+1980*a^2*b^ 2*g^2*q*r*x^4+2772*a^2*b^2*g^2*r^2*x^4+792*a^2*b^2*g*p^3*x^4+2376*a^2*b^2*g*p^2 *q*x^4+5280*a^2*b^2*g*p^2*r*x^4+2376*a^2*b^2*g*p*q^2*x^4+10560*a^2*b^2*g*p*q*r* x^4+11352*a^2*b^2*g*p*r^2*x^4+792*a^2*b^2*g*q^3*x^4+5280*a^2*b^2*g*q^2*r*x^4+ 11352*a^2*b^2*g*q*r^2*x^4+7656*a^2*b^2*g*r^3*x^4+396*a^2*b^2*p^4*x^4+1584*a^2*b ^2*p^3*q*x^4+3300*a^2*b^2*p^3*r*x^4+2376*a^2*b^2*p^2*q^2*x^4+9900*a^2*b^2*p^2*q *r*x^4+9528*a^2*b^2*p^2*r^2*x^4+1584*a^2*b^2*p*q^3*x^4+9900*a^2*b^2*p*q^2*r*x^4 +19056*a^2*b^2*p*q*r^2*x^4+11556*a^2*b^2*p*r^3*x^4+396*a^2*b^2*q^4*x^4+3300*a^2 *b^2*q^3*r*x^4+9528*a^2*b^2*q^2*r^2*x^4+11556*a^2*b^2*q*r^3*x^4+4956*a^2*b^2*r^ 4*x^4+10272*a^2*b*c^5*x^4+13296*a^2*b*c^4*g*x^4+23280*a^2*b*c^4*p*x^4+23280*a^2 *b*c^4*q*x^4+49200*a^2*b*c^4*r*x^4+5592*a^2*b*c^3*g^2*x^4+24336*a^2*b*c^3*g*p*x ^4+24336*a^2*b*c^3*g*q*x^4+52560*a^2*b*c^3*g*r*x^4+21024*a^2*b*c^3*p^2*x^4+ 42048*a^2*b*c^3*p*q*x^4+87840*a^2*b*c^3*p*r*x^4+21024*a^2*b*c^3*q^2*x^4+87840*a ^2*b*c^3*q*r*x^4+84384*a^2*b*c^3*r^2*x^4+756*a^2*b*c^2*g^3*x^4+7860*a^2*b*c^2*g ^2*p*x^4+7860*a^2*b*c^2*g^2*q*x^4+17760*a^2*b*c^2*g^2*r*x^4+16632*a^2*b*c^2*g*p ^2*x^4+33264*a^2*b*c^2*g*p*q*x^4+71100*a^2*b*c^2*g*p*r*x^4+16632*a^2*b*c^2*g*q^ 2*x^4+71100*a^2*b*c^2*g*q*r*x^4+71208*a^2*b*c^2*g*r^2*x^4+9456*a^2*b*c^2*p^3*x^ 4+28368*a^2*b*c^2*p^2*q*x^4+58500*a^2*b*c^2*p^2*r*x^4+28368*a^2*b*c^2*p*q^2*x^4 +117000*a^2*b*c^2*p*q*r*x^4+110448*a^2*b*c^2*p*r^2*x^4+9456*a^2*b*c^2*q^3*x^4+ 58500*a^2*b*c^2*q^2*r*x^4+110448*a^2*b*c^2*q*r^2*x^4+65556*a^2*b*c^2*r^3*x^4+ 756*a^2*b*c*g^3*p*x^4+756*a^2*b*c*g^3*q*x^4+1890*a^2*b*c*g^3*r*x^4+3666*a^2*b*c *g^2*p^2*x^4+7332*a^2*b*c*g^2*p*q*x^4+16440*a^2*b*c*g^2*p*r*x^4+3666*a^2*b*c*g^ 2*q^2*x^4+16440*a^2*b*c*g^2*q*r*x^4+18102*a^2*b*c*g^2*r^2*x^4+5028*a^2*b*c*g*p^ 3*x^4+15084*a^2*b*c*g*p^2*q*x^4+31860*a^2*b*c*g*p^2*r*x^4+15084*a^2*b*c*g*p*q^2 *x^4+63720*a^2*b*c*g*p*q*r*x^4+62640*a^2*b*c*g*p*r^2*x^4+5028*a^2*b*c*g*q^3*x^4 +31860*a^2*b*c*g*q^2*r*x^4+62640*a^2*b*c*g*q*r^2*x^4+38778*a^2*b*c*g*r^3*x^4+ 2118*a^2*b*c*p^4*x^4+8472*a^2*b*c*p^3*q*x^4+17220*a^2*b*c*p^3*r*x^4+12708*a^2*b *c*p^2*q^2*x^4+51660*a^2*b*c*p^2*q*r*x^4+47808*a^2*b*c*p^2*r^2*x^4+8472*a^2*b*c *p*q^3*x^4+51660*a^2*b*c*p*q^2*r*x^4+95616*a^2*b*c*p*q*r^2*x^4+55656*a^2*b*c*p* r^3*x^4+2118*a^2*b*c*q^4*x^4+17220*a^2*b*c*q^3*r*x^4+47808*a^2*b*c*q^2*r^2*x^4+ 55656*a^2*b*c*q*r^3*x^4+23046*a^2*b*c*r^4*x^4+189*a^2*b*g^3*p^2*x^4+378*a^2*b*g ^3*p*q*x^4+945*a^2*b*g^3*p*r*x^4+189*a^2*b*g^3*q^2*x^4+945*a^2*b*g^3*q*r*x^4+ 1323*a^2*b*g^3*r^2*x^4+567*a^2*b*g^2*p^3*x^4+1701*a^2*b*g^2*p^2*q*x^4+3780*a^2* b*g^2*p^2*r*x^4+1701*a^2*b*g^2*p*q^2*x^4+7560*a^2*b*g^2*p*q*r*x^4+8127*a^2*b*g^ 2*p*r^2*x^4+567*a^2*b*g^2*q^3*x^4+3780*a^2*b*g^2*q^2*r*x^4+8127*a^2*b*g^2*q*r^2 *x^4+5481*a^2*b*g^2*r^3*x^4+567*a^2*b*g*p^4*x^4+2268*a^2*b*g*p^3*q*x^4+4725*a^2 *b*g*p^3*r*x^4+3402*a^2*b*g*p^2*q^2*x^4+14175*a^2*b*g*p^2*q*r*x^4+13644*a^2*b*g *p^2*r^2*x^4+2268*a^2*b*g*p*q^3*x^4+14175*a^2*b*g*p*q^2*r*x^4+27288*a^2*b*g*p*q *r^2*x^4+16551*a^2*b*g*p*r^3*x^4+567*a^2*b*g*q^4*x^4+4725*a^2*b*g*q^3*r*x^4+ 13644*a^2*b*g*q^2*r^2*x^4+16551*a^2*b*g*q*r^3*x^4+7101*a^2*b*g*r^4*x^4+189*a^2* b*p^5*x^4+945*a^2*b*p^4*q*x^4+1890*a^2*b*p^4*r*x^4+1890*a^2*b*p^3*q^2*x^4+7560* a^2*b*p^3*q*r*x^4+6840*a^2*b*p^3*r^2*x^4+1890*a^2*b*p^2*q^3*x^4+11340*a^2*b*p^2 *q^2*r*x^4+20520*a^2*b*p^2*q*r^2*x^4+11673*a^2*b*p^2*r^3*x^4+945*a^2*b*p*q^4*x^ 4+7560*a^2*b*p*q^3*r*x^4+20520*a^2*b*p*q^2*r^2*x^4+23346*a^2*b*p*q*r^3*x^4+9477 *a^2*b*p*r^4*x^4+189*a^2*b*q^5*x^4+1890*a^2*b*q^4*r*x^4+6840*a^2*b*q^3*r^2*x^4+ 11673*a^2*b*q^2*r^3*x^4+9477*a^2*b*q*r^4*x^4+2943*a^2*b*r^5*x^4+4128*a^2*c^6*x^ 4+7248*a^2*c^5*g*x^4+11168*a^2*c^5*p*x^4+11168*a^2*c^5*q*x^4+23360*a^2*c^5*r*x^ 4+4680*a^2*c^4*g^2*x^4+16400*a^2*c^4*g*p*x^4+16400*a^2*c^4*g*q*x^4+34680*a^2*c^ 4*g*r*x^4+12544*a^2*c^4*p^2*x^4+25088*a^2*c^4*p*q*x^4+51840*a^2*c^4*p*r*x^4+ 12544*a^2*c^4*q^2*x^4+51840*a^2*c^4*q*r*x^4+48864*a^2*c^4*r^2*x^4+1308*a^2*c^3* g^3*x^4+8552*a^2*c^3*g^2*p*x^4+8552*a^2*c^3*g^2*q*x^4+18480*a^2*c^3*g^2*r*x^4+ 14784*a^2*c^3*g*p^2*x^4+29568*a^2*c^3*g*p*q*x^4+61800*a^2*c^3*g*p*r*x^4+14784*a ^2*c^3*g*q^2*x^4+61800*a^2*c^3*g*q*r*x^4+59392*a^2*c^3*g*r^2*x^4+7488*a^2*c^3*p ^3*x^4+22464*a^2*c^3*p^2*q*x^4+45800*a^2*c^3*p^2*r*x^4+22464*a^2*c^3*p*q^2*x^4+ 91600*a^2*c^3*p*q*r*x^4+84864*a^2*c^3*p*r^2*x^4+7488*a^2*c^3*q^3*x^4+45800*a^2* c^3*q^2*r*x^4+84864*a^2*c^3*q*r^2*x^4+49368*a^2*c^3*r^3*x^4+132*a^2*c^2*g^4*x^4 +1836*a^2*c^2*g^3*p*x^4+1836*a^2*c^2*g^3*q*x^4+4150*a^2*c^2*g^3*r*x^4+5834*a^2* c^2*g^2*p^2*x^4+11668*a^2*c^2*g^2*p*q*x^4+24950*a^2*c^2*g^2*p*r*x^4+5834*a^2*c^ 2*g^2*q^2*x^4+24950*a^2*c^2*g^2*q*r*x^4+25006*a^2*c^2*g^2*r^2*x^4+6636*a^2*c^2* g*p^3*x^4+19908*a^2*c^2*g*p^2*q*x^4+41070*a^2*c^2*g*p^2*r*x^4+19908*a^2*c^2*g*p *q^2*x^4+82140*a^2*c^2*g*p*q*r*x^4+77568*a^2*c^2*g*p*r^2*x^4+6636*a^2*c^2*g*q^3 *x^4+41070*a^2*c^2*g*q^2*r*x^4+77568*a^2*c^2*g*q*r^2*x^4+46052*a^2*c^2*g*r^3*x^ 4+2506*a^2*c^2*p^4*x^4+10024*a^2*c^2*p^3*q*x^4+20140*a^2*c^2*p^3*r*x^4+15036*a^ 2*c^2*p^2*q^2*x^4+60420*a^2*c^2*p^2*q*r*x^4+54912*a^2*c^2*p^2*r^2*x^4+10024*a^2 *c^2*p*q^3*x^4+60420*a^2*c^2*p*q^2*r*x^4+109824*a^2*c^2*p*q*r^2*x^4+62688*a^2*c ^2*p*r^3*x^4+2506*a^2*c^2*q^4*x^4+20140*a^2*c^2*q^3*r*x^4+54912*a^2*c^2*q^2*r^2 *x^4+62688*a^2*c^2*q*r^3*x^4+25514*a^2*c^2*r^4*x^4+132*a^2*c*g^4*p*x^4+132*a^2* c*g^4*q*x^4+330*a^2*c*g^4*r*x^4+855*a^2*c*g^3*p^2*x^4+1710*a^2*c*g^3*p*q*x^4+ 3835*a^2*c*g^3*p*r*x^4+855*a^2*c*g^3*q^2*x^4+3835*a^2*c*g^3*q*r*x^4+4225*a^2*c* g^3*r^2*x^4+1760*a^2*c*g^2*p^3*x^4+5280*a^2*c*g^2*p^2*q*x^4+11155*a^2*c*g^2*p^2 *r*x^4+5280*a^2*c*g^2*p*q^2*x^4+22310*a^2*c*g^2*p*q*r*x^4+21942*a^2*c*g^2*p*r^2 *x^4+1760*a^2*c*g^2*q^3*x^4+11155*a^2*c*g^2*q^2*r*x^4+21942*a^2*c*g^2*q*r^2*x^4 +13590*a^2*c*g^2*r^3*x^4+1483*a^2*c*g*p^4*x^4+5932*a^2*c*g*p^3*q*x^4+12060*a^2* c*g*p^3*r*x^4+8898*a^2*c*g*p^2*q^2*x^4+36180*a^2*c*g*p^2*q*r*x^4+33492*a^2*c*g* p^2*r^2*x^4+5932*a^2*c*g*p*q^3*x^4+36180*a^2*c*g*p*q^2*r*x^4+66984*a^2*c*g*p*q* r^2*x^4+39000*a^2*c*g*p*r^3*x^4+1483*a^2*c*g*q^4*x^4+12060*a^2*c*g*q^3*r*x^4+ 33492*a^2*c*g*q^2*r^2*x^4+39000*a^2*c*g*q*r^3*x^4+16155*a^2*c*g*r^4*x^4+446*a^2 *c*p^5*x^4+2230*a^2*c*p^4*q*x^4+4410*a^2*c*p^4*r*x^4+4460*a^2*c*p^3*q^2*x^4+ 17640*a^2*c*p^3*q*r*x^4+15696*a^2*c*p^3*r^2*x^4+4460*a^2*c*p^2*q^3*x^4+26460*a^ 2*c*p^2*q^2*r*x^4+47088*a^2*c*p^2*q*r^2*x^4+26304*a^2*c*p^2*r^3*x^4+2230*a^2*c* p*q^4*x^4+17640*a^2*c*p*q^3*r*x^4+47088*a^2*c*p*q^2*r^2*x^4+52608*a^2*c*p*q*r^3 *x^4+21006*a^2*c*p*r^4*x^4+446*a^2*c*q^5*x^4+4410*a^2*c*q^4*r*x^4+15696*a^2*c*q ^3*r^2*x^4+26304*a^2*c*q^2*r^3*x^4+21006*a^2*c*q*r^4*x^4+6434*a^2*c*r^5*x^4+33* a^2*g^4*p^2*x^4+66*a^2*g^4*p*q*x^4+165*a^2*g^4*p*r*x^4+33*a^2*g^4*q^2*x^4+165*a ^2*g^4*q*r*x^4+231*a^2*g^4*r^2*x^4+132*a^2*g^3*p^3*x^4+396*a^2*g^3*p^2*q*x^4+ 880*a^2*g^3*p^2*r*x^4+396*a^2*g^3*p*q^2*x^4+1760*a^2*g^3*p*q*r*x^4+1892*a^2*g^3 *p*r^2*x^4+132*a^2*g^3*q^3*x^4+880*a^2*g^3*q^2*r*x^4+1892*a^2*g^3*q*r^2*x^4+ 1276*a^2*g^3*r^3*x^4+198*a^2*g^2*p^4*x^4+792*a^2*g^2*p^3*q*x^4+1650*a^2*g^2*p^3 *r*x^4+1188*a^2*g^2*p^2*q^2*x^4+4950*a^2*g^2*p^2*q*r*x^4+4765*a^2*g^2*p^2*r^2*x ^4+792*a^2*g^2*p*q^3*x^4+4950*a^2*g^2*p*q^2*r*x^4+9530*a^2*g^2*p*q*r^2*x^4+5781 *a^2*g^2*p*r^3*x^4+198*a^2*g^2*q^4*x^4+1650*a^2*g^2*q^3*r*x^4+4765*a^2*g^2*q^2* r^2*x^4+5781*a^2*g^2*q*r^3*x^4+2481*a^2*g^2*r^4*x^4+132*a^2*g*p^5*x^4+660*a^2*g *p^4*q*x^4+1320*a^2*g*p^4*r*x^4+1320*a^2*g*p^3*q^2*x^4+5280*a^2*g*p^3*q*r*x^4+ 4778*a^2*g*p^3*r^2*x^4+1320*a^2*g*p^2*q^3*x^4+7920*a^2*g*p^2*q^2*r*x^4+14334*a^ 2*g*p^2*q*r^2*x^4+8156*a^2*g*p^2*r^3*x^4+660*a^2*g*p*q^4*x^4+5280*a^2*g*p*q^3*r *x^4+14334*a^2*g*p*q^2*r^2*x^4+16312*a^2*g*p*q*r^3*x^4+6624*a^2*g*p*r^4*x^4+132 *a^2*g*q^5*x^4+1320*a^2*g*q^4*r*x^4+4778*a^2*g*q^3*r^2*x^4+8156*a^2*g*q^2*r^3*x ^4+6624*a^2*g*q*r^4*x^4+2058*a^2*g*r^5*x^4+33*a^2*p^6*x^4+198*a^2*p^5*q*x^4+385 *a^2*p^5*r*x^4+495*a^2*p^4*q^2*x^4+1925*a^2*p^4*q*r*x^4+1674*a^2*p^4*r^2*x^4+ 660*a^2*p^3*q^3*x^4+3850*a^2*p^3*q^2*r*x^4+6696*a^2*p^3*q*r^2*x^4+3651*a^2*p^3* r^3*x^4+495*a^2*p^2*q^4*x^4+3850*a^2*p^2*q^3*r*x^4+10044*a^2*p^2*q^2*r^2*x^4+ 10953*a^2*p^2*q*r^3*x^4+4277*a^2*p^2*r^4*x^4+198*a^2*p*q^5*x^4+1925*a^2*p*q^4*r *x^4+6696*a^2*p*q^3*r^2*x^4+10953*a^2*p*q^2*r^3*x^4+8554*a^2*p*q*r^4*x^4+2570*a ^2*p*r^5*x^4+33*a^2*q^6*x^4+385*a^2*q^5*r*x^4+1674*a^2*q^4*r^2*x^4+3651*a^2*q^3 *r^3*x^4+4277*a^2*q^2*r^4*x^4+2570*a^2*q*r^5*x^4+622*a^2*r^6*x^4+192*a*b^5*c^2* x^4+192*a*b^5*c*p*x^4+192*a*b^5*c*q*x^4+480*a*b^5*c*r*x^4+48*a*b^5*p^2*x^4+96*a *b^5*p*q*x^4+240*a*b^5*p*r*x^4+48*a*b^5*q^2*x^4+240*a*b^5*q*r*x^4+336*a*b^5*r^2 *x^4+1760*a*b^4*c^3*x^4+720*a*b^4*c^2*g*x^4+2480*a*b^4*c^2*p*x^4+2480*a*b^4*c^2 *q*x^4+5600*a*b^4*c^2*r*x^4+720*a*b^4*c*g*p*x^4+720*a*b^4*c*g*q*x^4+1800*a*b^4* c*g*r*x^4+1160*a*b^4*c*p^2*x^4+2320*a*b^4*c*p*q*x^4+5200*a*b^4*c*p*r*x^4+1160*a *b^4*c*q^2*x^4+5200*a*b^4*c*q*r*x^4+5720*a*b^4*c*r^2*x^4+180*a*b^4*g*p^2*x^4+ 360*a*b^4*g*p*q*x^4+900*a*b^4*g*p*r*x^4+180*a*b^4*g*q^2*x^4+900*a*b^4*g*q*r*x^4 +1260*a*b^4*g*r^2*x^4+180*a*b^4*p^3*x^4+540*a*b^4*p^2*q*x^4+1200*a*b^4*p^2*r*x^ 4+540*a*b^4*p*q^2*x^4+2400*a*b^4*p*q*r*x^4+2580*a*b^4*p*r^2*x^4+180*a*b^4*q^3*x ^4+1200*a*b^4*q^2*r*x^4+2580*a*b^4*q*r^2*x^4+1740*a*b^4*r^3*x^4+6144*a*b^3*c^4* x^4+5184*a*b^3*c^3*g*x^4+11264*a*b^3*c^3*p*x^4+11264*a*b^3*c^3*q*x^4+24320*a*b^ 3*c^3*r*x^4+1056*a*b^3*c^2*g^2*x^4+7296*a*b^3*c^2*g*p*x^4+7296*a*b^3*c^2*g*q*x^ 4+16480*a*b^3*c^2*g*r*x^4+7712*a*b^3*c^2*p^2*x^4+15424*a*b^3*c^2*p*q*x^4+32960* a*b^3*c^2*p*r*x^4+7712*a*b^3*c^2*q^2*x^4+32960*a*b^3*c^2*q*r*x^4+32992*a*b^3*c^ 2*r^2*x^4+1056*a*b^3*c*g^2*p*x^4+1056*a*b^3*c*g^2*q*x^4+2640*a*b^3*c*g^2*r*x^4+ 3408*a*b^3*c*g*p^2*x^4+6816*a*b^3*c*g*p*q*x^4+15280*a*b^3*c*g*p*r*x^4+3408*a*b^ 3*c*g*q^2*x^4+15280*a*b^3*c*g*q*r*x^4+16816*a*b^3*c*g*r^2*x^4+2336*a*b^3*c*p^3* x^4+7008*a*b^3*c*p^2*q*x^4+14800*a*b^3*c*p^2*r*x^4+7008*a*b^3*c*p*q^2*x^4+29600 *a*b^3*c*p*q*r*x^4+29088*a*b^3*c*p*r^2*x^4+2336*a*b^3*c*q^3*x^4+14800*a*b^3*c*q ^2*r*x^4+29088*a*b^3*c*q*r^2*x^4+18000*a*b^3*c*r^3*x^4+264*a*b^3*g^2*p^2*x^4+ 528*a*b^3*g^2*p*q*x^4+1320*a*b^3*g^2*p*r*x^4+264*a*b^3*g^2*q^2*x^4+1320*a*b^3*g ^2*q*r*x^4+1848*a*b^3*g^2*r^2*x^4+528*a*b^3*g*p^3*x^4+1584*a*b^3*g*p^2*q*x^4+ 3520*a*b^3*g*p^2*r*x^4+1584*a*b^3*g*p*q^2*x^4+7040*a*b^3*g*p*q*r*x^4+7568*a*b^3 *g*p*r^2*x^4+528*a*b^3*g*q^3*x^4+3520*a*b^3*g*q^2*r*x^4+7568*a*b^3*g*q*r^2*x^4+ 5104*a*b^3*g*r^3*x^4+264*a*b^3*p^4*x^4+1056*a*b^3*p^3*q*x^4+2200*a*b^3*p^3*r*x^ 4+1584*a*b^3*p^2*q^2*x^4+6600*a*b^3*p^2*q*r*x^4+6352*a*b^3*p^2*r^2*x^4+1056*a*b ^3*p*q^3*x^4+6600*a*b^3*p*q^2*r*x^4+12704*a*b^3*p*q*r^2*x^4+7704*a*b^3*p*r^3*x^ 4+264*a*b^3*q^4*x^4+2200*a*b^3*q^3*r*x^4+6352*a*b^3*q^2*r^2*x^4+7704*a*b^3*q*r^ 3*x^4+3304*a*b^3*r^4*x^4+10272*a*b^2*c^5*x^4+13296*a*b^2*c^4*g*x^4+23280*a*b^2* c^4*p*x^4+23280*a*b^2*c^4*q*x^4+49200*a*b^2*c^4*r*x^4+5592*a*b^2*c^3*g^2*x^4+ 24336*a*b^2*c^3*g*p*x^4+24336*a*b^2*c^3*g*q*x^4+52560*a*b^2*c^3*g*r*x^4+21024*a *b^2*c^3*p^2*x^4+42048*a*b^2*c^3*p*q*x^4+87840*a*b^2*c^3*p*r*x^4+21024*a*b^2*c^ 3*q^2*x^4+87840*a*b^2*c^3*q*r*x^4+84384*a*b^2*c^3*r^2*x^4+756*a*b^2*c^2*g^3*x^4 +7860*a*b^2*c^2*g^2*p*x^4+7860*a*b^2*c^2*g^2*q*x^4+17760*a*b^2*c^2*g^2*r*x^4+ 16632*a*b^2*c^2*g*p^2*x^4+33264*a*b^2*c^2*g*p*q*x^4+71100*a*b^2*c^2*g*p*r*x^4+ 16632*a*b^2*c^2*g*q^2*x^4+71100*a*b^2*c^2*g*q*r*x^4+71208*a*b^2*c^2*g*r^2*x^4+ 9456*a*b^2*c^2*p^3*x^4+28368*a*b^2*c^2*p^2*q*x^4+58500*a*b^2*c^2*p^2*r*x^4+ 28368*a*b^2*c^2*p*q^2*x^4+117000*a*b^2*c^2*p*q*r*x^4+110448*a*b^2*c^2*p*r^2*x^4 +9456*a*b^2*c^2*q^3*x^4+58500*a*b^2*c^2*q^2*r*x^4+110448*a*b^2*c^2*q*r^2*x^4+ 65556*a*b^2*c^2*r^3*x^4+756*a*b^2*c*g^3*p*x^4+756*a*b^2*c*g^3*q*x^4+1890*a*b^2* c*g^3*r*x^4+3666*a*b^2*c*g^2*p^2*x^4+7332*a*b^2*c*g^2*p*q*x^4+16440*a*b^2*c*g^2 *p*r*x^4+3666*a*b^2*c*g^2*q^2*x^4+16440*a*b^2*c*g^2*q*r*x^4+18102*a*b^2*c*g^2*r ^2*x^4+5028*a*b^2*c*g*p^3*x^4+15084*a*b^2*c*g*p^2*q*x^4+31860*a*b^2*c*g*p^2*r*x ^4+15084*a*b^2*c*g*p*q^2*x^4+63720*a*b^2*c*g*p*q*r*x^4+62640*a*b^2*c*g*p*r^2*x^ 4+5028*a*b^2*c*g*q^3*x^4+31860*a*b^2*c*g*q^2*r*x^4+62640*a*b^2*c*g*q*r^2*x^4+ 38778*a*b^2*c*g*r^3*x^4+2118*a*b^2*c*p^4*x^4+8472*a*b^2*c*p^3*q*x^4+17220*a*b^2 *c*p^3*r*x^4+12708*a*b^2*c*p^2*q^2*x^4+51660*a*b^2*c*p^2*q*r*x^4+47808*a*b^2*c* p^2*r^2*x^4+8472*a*b^2*c*p*q^3*x^4+51660*a*b^2*c*p*q^2*r*x^4+95616*a*b^2*c*p*q* r^2*x^4+55656*a*b^2*c*p*r^3*x^4+2118*a*b^2*c*q^4*x^4+17220*a*b^2*c*q^3*r*x^4+ 47808*a*b^2*c*q^2*r^2*x^4+55656*a*b^2*c*q*r^3*x^4+23046*a*b^2*c*r^4*x^4+189*a*b ^2*g^3*p^2*x^4+378*a*b^2*g^3*p*q*x^4+945*a*b^2*g^3*p*r*x^4+189*a*b^2*g^3*q^2*x^ 4+945*a*b^2*g^3*q*r*x^4+1323*a*b^2*g^3*r^2*x^4+567*a*b^2*g^2*p^3*x^4+1701*a*b^2 *g^2*p^2*q*x^4+3780*a*b^2*g^2*p^2*r*x^4+1701*a*b^2*g^2*p*q^2*x^4+7560*a*b^2*g^2 *p*q*r*x^4+8127*a*b^2*g^2*p*r^2*x^4+567*a*b^2*g^2*q^3*x^4+3780*a*b^2*g^2*q^2*r* x^4+8127*a*b^2*g^2*q*r^2*x^4+5481*a*b^2*g^2*r^3*x^4+567*a*b^2*g*p^4*x^4+2268*a* b^2*g*p^3*q*x^4+4725*a*b^2*g*p^3*r*x^4+3402*a*b^2*g*p^2*q^2*x^4+14175*a*b^2*g*p ^2*q*r*x^4+13644*a*b^2*g*p^2*r^2*x^4+2268*a*b^2*g*p*q^3*x^4+14175*a*b^2*g*p*q^2 *r*x^4+27288*a*b^2*g*p*q*r^2*x^4+16551*a*b^2*g*p*r^3*x^4+567*a*b^2*g*q^4*x^4+ 4725*a*b^2*g*q^3*r*x^4+13644*a*b^2*g*q^2*r^2*x^4+16551*a*b^2*g*q*r^3*x^4+7101*a *b^2*g*r^4*x^4+189*a*b^2*p^5*x^4+945*a*b^2*p^4*q*x^4+1890*a*b^2*p^4*r*x^4+1890* a*b^2*p^3*q^2*x^4+7560*a*b^2*p^3*q*r*x^4+6840*a*b^2*p^3*r^2*x^4+1890*a*b^2*p^2* q^3*x^4+11340*a*b^2*p^2*q^2*r*x^4+20520*a*b^2*p^2*q*r^2*x^4+11673*a*b^2*p^2*r^3 *x^4+945*a*b^2*p*q^4*x^4+7560*a*b^2*p*q^3*r*x^4+20520*a*b^2*p*q^2*r^2*x^4+23346 *a*b^2*p*q*r^3*x^4+9477*a*b^2*p*r^4*x^4+189*a*b^2*q^5*x^4+1890*a*b^2*q^4*r*x^4+ 6840*a*b^2*q^3*r^2*x^4+11673*a*b^2*q^2*r^3*x^4+9477*a*b^2*q*r^4*x^4+2943*a*b^2* r^5*x^4+8256*a*b*c^6*x^4+14496*a*b*c^5*g*x^4+22336*a*b*c^5*p*x^4+22336*a*b*c^5* q*x^4+46720*a*b*c^5*r*x^4+9360*a*b*c^4*g^2*x^4+32800*a*b*c^4*g*p*x^4+32800*a*b* c^4*g*q*x^4+69360*a*b*c^4*g*r*x^4+25088*a*b*c^4*p^2*x^4+50176*a*b*c^4*p*q*x^4+ 103680*a*b*c^4*p*r*x^4+25088*a*b*c^4*q^2*x^4+103680*a*b*c^4*q*r*x^4+97728*a*b*c ^4*r^2*x^4+2616*a*b*c^3*g^3*x^4+17104*a*b*c^3*g^2*p*x^4+17104*a*b*c^3*g^2*q*x^4 +36960*a*b*c^3*g^2*r*x^4+29568*a*b*c^3*g*p^2*x^4+59136*a*b*c^3*g*p*q*x^4+123600 *a*b*c^3*g*p*r*x^4+29568*a*b*c^3*g*q^2*x^4+123600*a*b*c^3*g*q*r*x^4+118784*a*b* c^3*g*r^2*x^4+14976*a*b*c^3*p^3*x^4+44928*a*b*c^3*p^2*q*x^4+91600*a*b*c^3*p^2*r *x^4+44928*a*b*c^3*p*q^2*x^4+183200*a*b*c^3*p*q*r*x^4+169728*a*b*c^3*p*r^2*x^4+ 14976*a*b*c^3*q^3*x^4+91600*a*b*c^3*q^2*r*x^4+169728*a*b*c^3*q*r^2*x^4+98736*a* b*c^3*r^3*x^4+264*a*b*c^2*g^4*x^4+3672*a*b*c^2*g^3*p*x^4+3672*a*b*c^2*g^3*q*x^4 +8300*a*b*c^2*g^3*r*x^4+11668*a*b*c^2*g^2*p^2*x^4+23336*a*b*c^2*g^2*p*q*x^4+ 49900*a*b*c^2*g^2*p*r*x^4+11668*a*b*c^2*g^2*q^2*x^4+49900*a*b*c^2*g^2*q*r*x^4+ 50012*a*b*c^2*g^2*r^2*x^4+13272*a*b*c^2*g*p^3*x^4+39816*a*b*c^2*g*p^2*q*x^4+ 82140*a*b*c^2*g*p^2*r*x^4+39816*a*b*c^2*g*p*q^2*x^4+164280*a*b*c^2*g*p*q*r*x^4+ 155136*a*b*c^2*g*p*r^2*x^4+13272*a*b*c^2*g*q^3*x^4+82140*a*b*c^2*g*q^2*r*x^4+ 155136*a*b*c^2*g*q*r^2*x^4+92104*a*b*c^2*g*r^3*x^4+5012*a*b*c^2*p^4*x^4+20048*a *b*c^2*p^3*q*x^4+40280*a*b*c^2*p^3*r*x^4+30072*a*b*c^2*p^2*q^2*x^4+120840*a*b*c ^2*p^2*q*r*x^4+109824*a*b*c^2*p^2*r^2*x^4+20048*a*b*c^2*p*q^3*x^4+120840*a*b*c^ 2*p*q^2*r*x^4+219648*a*b*c^2*p*q*r^2*x^4+125376*a*b*c^2*p*r^3*x^4+5012*a*b*c^2* q^4*x^4+40280*a*b*c^2*q^3*r*x^4+109824*a*b*c^2*q^2*r^2*x^4+125376*a*b*c^2*q*r^3 *x^4+51028*a*b*c^2*r^4*x^4+264*a*b*c*g^4*p*x^4+264*a*b*c*g^4*q*x^4+660*a*b*c*g^ 4*r*x^4+1710*a*b*c*g^3*p^2*x^4+3420*a*b*c*g^3*p*q*x^4+7670*a*b*c*g^3*p*r*x^4+ 1710*a*b*c*g^3*q^2*x^4+7670*a*b*c*g^3*q*r*x^4+8450*a*b*c*g^3*r^2*x^4+3520*a*b*c *g^2*p^3*x^4+10560*a*b*c*g^2*p^2*q*x^4+22310*a*b*c*g^2*p^2*r*x^4+10560*a*b*c*g^ 2*p*q^2*x^4+44620*a*b*c*g^2*p*q*r*x^4+43884*a*b*c*g^2*p*r^2*x^4+3520*a*b*c*g^2* q^3*x^4+22310*a*b*c*g^2*q^2*r*x^4+43884*a*b*c*g^2*q*r^2*x^4+27180*a*b*c*g^2*r^3 *x^4+2966*a*b*c*g*p^4*x^4+11864*a*b*c*g*p^3*q*x^4+24120*a*b*c*g*p^3*r*x^4+17796 *a*b*c*g*p^2*q^2*x^4+72360*a*b*c*g*p^2*q*r*x^4+66984*a*b*c*g*p^2*r^2*x^4+11864* a*b*c*g*p*q^3*x^4+72360*a*b*c*g*p*q^2*r*x^4+133968*a*b*c*g*p*q*r^2*x^4+78000*a* b*c*g*p*r^3*x^4+2966*a*b*c*g*q^4*x^4+24120*a*b*c*g*q^3*r*x^4+66984*a*b*c*g*q^2* r^2*x^4+78000*a*b*c*g*q*r^3*x^4+32310*a*b*c*g*r^4*x^4+892*a*b*c*p^5*x^4+4460*a* b*c*p^4*q*x^4+8820*a*b*c*p^4*r*x^4+8920*a*b*c*p^3*q^2*x^4+35280*a*b*c*p^3*q*r*x ^4+31392*a*b*c*p^3*r^2*x^4+8920*a*b*c*p^2*q^3*x^4+52920*a*b*c*p^2*q^2*r*x^4+ 94176*a*b*c*p^2*q*r^2*x^4+52608*a*b*c*p^2*r^3*x^4+4460*a*b*c*p*q^4*x^4+35280*a* b*c*p*q^3*r*x^4+94176*a*b*c*p*q^2*r^2*x^4+105216*a*b*c*p*q*r^3*x^4+42012*a*b*c* p*r^4*x^4+892*a*b*c*q^5*x^4+8820*a*b*c*q^4*r*x^4+31392*a*b*c*q^3*r^2*x^4+52608* a*b*c*q^2*r^3*x^4+42012*a*b*c*q*r^4*x^4+12868*a*b*c*r^5*x^4+66*a*b*g^4*p^2*x^4+ 132*a*b*g^4*p*q*x^4+330*a*b*g^4*p*r*x^4+66*a*b*g^4*q^2*x^4+330*a*b*g^4*q*r*x^4+ 462*a*b*g^4*r^2*x^4+264*a*b*g^3*p^3*x^4+792*a*b*g^3*p^2*q*x^4+1760*a*b*g^3*p^2* r*x^4+792*a*b*g^3*p*q^2*x^4+3520*a*b*g^3*p*q*r*x^4+3784*a*b*g^3*p*r^2*x^4+264*a *b*g^3*q^3*x^4+1760*a*b*g^3*q^2*r*x^4+3784*a*b*g^3*q*r^2*x^4+2552*a*b*g^3*r^3*x ^4+396*a*b*g^2*p^4*x^4+1584*a*b*g^2*p^3*q*x^4+3300*a*b*g^2*p^3*r*x^4+2376*a*b*g ^2*p^2*q^2*x^4+9900*a*b*g^2*p^2*q*r*x^4+9530*a*b*g^2*p^2*r^2*x^4+1584*a*b*g^2*p *q^3*x^4+9900*a*b*g^2*p*q^2*r*x^4+19060*a*b*g^2*p*q*r^2*x^4+11562*a*b*g^2*p*r^3 *x^4+396*a*b*g^2*q^4*x^4+3300*a*b*g^2*q^3*r*x^4+9530*a*b*g^2*q^2*r^2*x^4+11562* a*b*g^2*q*r^3*x^4+4962*a*b*g^2*r^4*x^4+264*a*b*g*p^5*x^4+1320*a*b*g*p^4*q*x^4+ 2640*a*b*g*p^4*r*x^4+2640*a*b*g*p^3*q^2*x^4+10560*a*b*g*p^3*q*r*x^4+9556*a*b*g* p^3*r^2*x^4+2640*a*b*g*p^2*q^3*x^4+15840*a*b*g*p^2*q^2*r*x^4+28668*a*b*g*p^2*q* r^2*x^4+16312*a*b*g*p^2*r^3*x^4+1320*a*b*g*p*q^4*x^4+10560*a*b*g*p*q^3*r*x^4+ 28668*a*b*g*p*q^2*r^2*x^4+32624*a*b*g*p*q*r^3*x^4+13248*a*b*g*p*r^4*x^4+264*a*b *g*q^5*x^4+2640*a*b*g*q^4*r*x^4+9556*a*b*g*q^3*r^2*x^4+16312*a*b*g*q^2*r^3*x^4+ 13248*a*b*g*q*r^4*x^4+4116*a*b*g*r^5*x^4+66*a*b*p^6*x^4+396*a*b*p^5*q*x^4+770*a *b*p^5*r*x^4+990*a*b*p^4*q^2*x^4+3850*a*b*p^4*q*r*x^4+3348*a*b*p^4*r^2*x^4+1320 *a*b*p^3*q^3*x^4+7700*a*b*p^3*q^2*r*x^4+13392*a*b*p^3*q*r^2*x^4+7302*a*b*p^3*r^ 3*x^4+990*a*b*p^2*q^4*x^4+7700*a*b*p^2*q^3*r*x^4+20088*a*b*p^2*q^2*r^2*x^4+ 21906*a*b*p^2*q*r^3*x^4+8554*a*b*p^2*r^4*x^4+396*a*b*p*q^5*x^4+3850*a*b*p*q^4*r *x^4+13392*a*b*p*q^3*r^2*x^4+21906*a*b*p*q^2*r^3*x^4+17108*a*b*p*q*r^4*x^4+5140 *a*b*p*r^5*x^4+66*a*b*q^6*x^4+770*a*b*q^5*r*x^4+3348*a*b*q^4*r^2*x^4+7302*a*b*q ^3*r^3*x^4+8554*a*b*q^2*r^4*x^4+5140*a*b*q*r^5*x^4+1244*a*b*r^6*x^4+2560*a*c^7* x^4+5696*a*c^6*g*x^4+8064*a*c^6*p*x^4+8064*a*c^6*q*x^4+16800*a*c^6*r*x^4+4992*a *c^5*g^2*x^4+15392*a*c^5*g*p*x^4+15392*a*c^5*g*q*x^4+32240*a*c^5*g*r*x^4+10848* a*c^5*p^2*x^4+21696*a*c^5*p*q*x^4+44640*a*c^5*p*r*x^4+10848*a*c^5*q^2*x^4+44640 *a*c^5*q*r*x^4+41760*a*c^5*r^2*x^4+2144*a*c^4*g^3*x^4+11280*a*c^4*g^2*p*x^4+ 11280*a*c^4*g^2*q*x^4+23880*a*c^4*g^2*r*x^4+17264*a*c^4*g*p^2*x^4+34528*a*c^4*g *p*q*x^4+71440*a*c^4*g*p*r*x^4+17264*a*c^4*g*q^2*x^4+71440*a*c^4*g*q*r*x^4+ 67424*a*c^4*g*r^2*x^4+8080*a*c^4*p^3*x^4+24240*a*c^4*p^2*q*x^4+49200*a*c^4*p^2* r*x^4+24240*a*c^4*p*q^2*x^4+98400*a*c^4*p*q*r*x^4+90480*a*c^4*p*r^2*x^4+8080*a* c^4*q^3*x^4+49200*a*c^4*q^2*r*x^4+90480*a*c^4*q*r^2*x^4+52200*a*c^4*r^3*x^4+448 *a*c^3*g^4*x^4+3912*a*c^3*g^3*p*x^4+3912*a*c^3*g^3*q*x^4+8460*a*c^3*g^3*r*x^4+ 10152*a*c^3*g^2*p^2*x^4+20304*a*c^3*g^2*p*q*x^4+42480*a*c^3*g^2*p*r*x^4+10152*a *c^3*g^2*q^2*x^4+42480*a*c^3*g^2*q*r*x^4+40872*a*c^3*g^2*r^2*x^4+10288*a*c^3*g* p^3*x^4+30864*a*c^3*g*p^2*q*x^4+63000*a*c^3*g*p^2*r*x^4+30864*a*c^3*g*p*q^2*x^4 +126000*a*c^3*g*p*q*r*x^4+116880*a*c^3*g*p*r^2*x^4+10288*a*c^3*g*q^3*x^4+63000* a*c^3*g*q^2*r*x^4+116880*a*c^3*g*q*r^2*x^4+68064*a*c^3*g*r^3*x^4+3600*a*c^3*p^4 *x^4+14400*a*c^3*p^3*q*x^4+28800*a*c^3*p^3*r*x^4+21600*a*c^3*p^2*q^2*x^4+86400* a*c^3*p^2*q*r*x^4+77952*a*c^3*p^2*r^2*x^4+14400*a*c^3*p*q^3*x^4+86400*a*c^3*p*q ^2*r*x^4+155904*a*c^3*p*q*r^2*x^4+88272*a*c^3*p*r^3*x^4+3600*a*c^3*q^4*x^4+ 28800*a*c^3*q^3*r*x^4+77952*a*c^3*q^2*r^2*x^4+88272*a*c^3*q*r^3*x^4+35664*a*c^3 *r^4*x^4+36*a*c^2*g^5*x^4+628*a*c^2*g^4*p*x^4+628*a*c^2*g^4*q*x^4+1420*a*c^2*g^ 4*r*x^4+2664*a*c^2*g^3*p^2*x^4+5328*a*c^2*g^3*p*q*x^4+11400*a*c^2*g^3*p*r*x^4+ 2664*a*c^2*g^3*q^2*x^4+11400*a*c^2*g^3*q*r*x^4+11436*a*c^2*g^3*r^2*x^4+4548*a*c ^2*g^2*p^3*x^4+13644*a*c^2*g^2*p^2*q*x^4+28170*a*c^2*g^2*p^2*r*x^4+13644*a*c^2* g^2*p*q^2*x^4+56340*a*c^2*g^2*p*q*r*x^4+53256*a*c^2*g^2*p*r^2*x^4+4548*a*c^2*g^ 2*q^3*x^4+28170*a*c^2*g^2*q^2*r*x^4+53256*a*c^2*g^2*q*r^2*x^4+31646*a*c^2*g^2*r ^3*x^4+3436*a*c^2*g*p^4*x^4+13744*a*c^2*g*p^3*q*x^4+27640*a*c^2*g*p^3*r*x^4+ 20616*a*c^2*g*p^2*q^2*x^4+82920*a*c^2*g*p^2*q*r*x^4+75444*a*c^2*g*p^2*r^2*x^4+ 13744*a*c^2*g*p*q^3*x^4+82920*a*c^2*g*p*q^2*r*x^4+150888*a*c^2*g*p*q*r^2*x^4+ 86214*a*c^2*g*p*r^3*x^4+3436*a*c^2*g*q^4*x^4+27640*a*c^2*g*q^3*r*x^4+75444*a*c^ 2*g*q^2*r^2*x^4+86214*a*c^2*g*q*r^3*x^4+35120*a*c^2*g*r^4*x^4+960*a*c^2*p^5*x^4 +4800*a*c^2*p^4*q*x^4+9450*a*c^2*p^4*r*x^4+9600*a*c^2*p^3*q^2*x^4+37800*a*c^2*p ^3*q*r*x^4+33408*a*c^2*p^3*r^2*x^4+9600*a*c^2*p^2*q^3*x^4+56700*a*c^2*p^2*q^2*r *x^4+100224*a*c^2*p^2*q*r^2*x^4+55566*a*c^2*p^2*r^3*x^4+4800*a*c^2*p*q^4*x^4+ 37800*a*c^2*p*q^3*r*x^4+100224*a*c^2*p*q^2*r^2*x^4+111132*a*c^2*p*q*r^3*x^4+ 44064*a*c^2*p*r^4*x^4+960*a*c^2*q^5*x^4+9450*a*c^2*q^4*r*x^4+33408*a*c^2*q^3*r^ 2*x^4+55566*a*c^2*q^2*r^3*x^4+44064*a*c^2*q*r^4*x^4+13416*a*c^2*r^5*x^4+36*a*c* g^5*p*x^4+36*a*c*g^5*q*x^4+90*a*c*g^5*r*x^4+292*a*c*g^4*p^2*x^4+584*a*c*g^4*p*q *x^4+1310*a*c*g^4*p*r*x^4+292*a*c*g^4*q^2*x^4+1310*a*c*g^4*q*r*x^4+1444*a*c*g^4 *r^2*x^4+802*a*c*g^3*p^3*x^4+2406*a*c*g^3*p^2*q*x^4+5085*a*c*g^3*p^2*r*x^4+2406 *a*c*g^3*p*q^2*x^4+10170*a*c*g^3*p*q*r*x^4+10008*a*c*g^3*p*r^2*x^4+802*a*c*g^3* q^3*x^4+5085*a*c*g^3*q^2*r*x^4+10008*a*c*g^3*q*r^2*x^4+6202*a*c*g^3*r^3*x^4+ 1014*a*c*g^2*p^4*x^4+4056*a*c*g^2*p^3*q*x^4+8250*a*c*g^2*p^3*r*x^4+6084*a*c*g^2 *p^2*q^2*x^4+24750*a*c*g^2*p^2*q*r*x^4+22926*a*c*g^2*p^2*r^2*x^4+4056*a*c*g^2*p *q^3*x^4+24750*a*c*g^2*p*q^2*r*x^4+45852*a*c*g^2*p*q*r^2*x^4+26713*a*c*g^2*p*r^ 3*x^4+1014*a*c*g^2*q^4*x^4+8250*a*c*g^2*q^3*r*x^4+22926*a*c*g^2*q^2*r^2*x^4+ 26713*a*c*g^2*q*r^3*x^4+11072*a*c*g^2*r^4*x^4+610*a*c*g*p^5*x^4+3050*a*c*g*p^4* q*x^4+6035*a*c*g*p^4*r*x^4+6100*a*c*g*p^3*q^2*x^4+24140*a*c*g*p^3*q*r*x^4+21496 *a*c*g*p^3*r^2*x^4+6100*a*c*g*p^2*q^3*x^4+36210*a*c*g*p^2*q^2*r*x^4+64488*a*c*g *p^2*q*r^2*x^4+36051*a*c*g*p^2*r^3*x^4+3050*a*c*g*p*q^4*x^4+24140*a*c*g*p*q^3*r *x^4+64488*a*c*g*p*q^2*r^2*x^4+72102*a*c*g*p*q*r^3*x^4+28810*a*c*g*p*r^4*x^4+ 610*a*c*g*q^5*x^4+6035*a*c*g*q^4*r*x^4+21496*a*c*g*q^3*r^2*x^4+36051*a*c*g*q^2* r^3*x^4+28810*a*c*g*q*r^4*x^4+8830*a*c*g*r^5*x^4+142*a*c*p^6*x^4+852*a*c*p^5*q* x^4+1650*a*c*p^5*r*x^4+2130*a*c*p^4*q^2*x^4+8250*a*c*p^4*q*r*x^4+7134*a*c*p^4*r ^2*x^4+2840*a*c*p^3*q^3*x^4+16500*a*c*p^3*q^2*r*x^4+28536*a*c*p^3*q*r^2*x^4+ 15462*a*c*p^3*r^3*x^4+2130*a*c*p^2*q^4*x^4+16500*a*c*p^2*q^3*r*x^4+42804*a*c*p^ 2*q^2*r^2*x^4+46386*a*c*p^2*q*r^3*x^4+18006*a*c*p^2*r^4*x^4+852*a*c*p*q^5*x^4+ 8250*a*c*p*q^4*r*x^4+28536*a*c*p*q^3*r^2*x^4+46386*a*c*p*q^2*r^3*x^4+36012*a*c* p*q*r^4*x^4+10764*a*c*p*r^5*x^4+142*a*c*q^6*x^4+1650*a*c*q^5*r*x^4+7134*a*c*q^4 *r^2*x^4+15462*a*c*q^3*r^3*x^4+18006*a*c*q^2*r^4*x^4+10764*a*c*q*r^5*x^4+2594*a *c*r^6*x^4+9*a*g^5*p^2*x^4+18*a*g^5*p*q*x^4+45*a*g^5*p*r*x^4+9*a*g^5*q^2*x^4+45 *a*g^5*q*r*x^4+63*a*g^5*r^2*x^4+45*a*g^4*p^3*x^4+135*a*g^4*p^2*q*x^4+300*a*g^4* p^2*r*x^4+135*a*g^4*p*q^2*x^4+600*a*g^4*p*q*r*x^4+645*a*g^4*p*r^2*x^4+45*a*g^4* q^3*x^4+300*a*g^4*q^2*r*x^4+645*a*g^4*q*r^2*x^4+435*a*g^4*r^3*x^4+90*a*g^3*p^4* x^4+360*a*g^3*p^3*q*x^4+750*a*g^3*p^3*r*x^4+540*a*g^3*p^2*q^2*x^4+2250*a*g^3*p^ 2*q*r*x^4+2166*a*g^3*p^2*r^2*x^4+360*a*g^3*p*q^3*x^4+2250*a*g^3*p*q^2*r*x^4+ 4332*a*g^3*p*q*r^2*x^4+2628*a*g^3*p*r^3*x^4+90*a*g^3*q^4*x^4+750*a*g^3*q^3*r*x^ 4+2166*a*g^3*q^2*r^2*x^4+2628*a*g^3*q*r^3*x^4+1128*a*g^3*r^4*x^4+90*a*g^2*p^5*x ^4+450*a*g^2*p^4*q*x^4+900*a*g^2*p^4*r*x^4+900*a*g^2*p^3*q^2*x^4+3600*a*g^2*p^3 *q*r*x^4+3258*a*g^2*p^3*r^2*x^4+900*a*g^2*p^2*q^3*x^4+5400*a*g^2*p^2*q^2*r*x^4+ 9774*a*g^2*p^2*q*r^2*x^4+5562*a*g^2*p^2*r^3*x^4+450*a*g^2*p*q^4*x^4+3600*a*g^2* p*q^3*r*x^4+9774*a*g^2*p*q^2*r^2*x^4+11124*a*g^2*p*q*r^3*x^4+4518*a*g^2*p*r^4*x ^4+90*a*g^2*q^5*x^4+900*a*g^2*q^4*r*x^4+3258*a*g^2*q^3*r^2*x^4+5562*a*g^2*q^2*r ^3*x^4+4518*a*g^2*q*r^4*x^4+1404*a*g^2*r^5*x^4+45*a*g*p^6*x^4+270*a*g*p^5*q*x^4 +525*a*g*p^5*r*x^4+675*a*g*p^4*q^2*x^4+2625*a*g*p^4*q*r*x^4+2283*a*g*p^4*r^2*x^ 4+900*a*g*p^3*q^3*x^4+5250*a*g*p^3*q^2*r*x^4+9132*a*g*p^3*q*r^2*x^4+4980*a*g*p^ 3*r^3*x^4+675*a*g*p^2*q^4*x^4+5250*a*g*p^2*q^3*r*x^4+13698*a*g*p^2*q^2*r^2*x^4+ 14940*a*g*p^2*q*r^3*x^4+5835*a*g*p^2*r^4*x^4+270*a*g*p*q^5*x^4+2625*a*g*p*q^4*r *x^4+9132*a*g*p*q^3*r^2*x^4+14940*a*g*p*q^2*r^3*x^4+11670*a*g*p*q*r^4*x^4+3507* a*g*p*r^5*x^4+45*a*g*q^6*x^4+525*a*g*q^5*r*x^4+2283*a*g*q^4*r^2*x^4+4980*a*g*q^ 3*r^3*x^4+5835*a*g*q^2*r^4*x^4+3507*a*g*q*r^5*x^4+849*a*g*r^6*x^4+9*a*p^7*x^4+ 63*a*p^6*q*x^4+120*a*p^6*r*x^4+189*a*p^5*q^2*x^4+720*a*p^5*q*r*x^4+609*a*p^5*r^ 2*x^4+315*a*p^4*q^3*x^4+1800*a*p^4*q^2*r*x^4+3045*a*p^4*q*r^2*x^4+1611*a*p^4*r^ 3*x^4+315*a*p^3*q^4*x^4+2400*a*p^3*q^3*r*x^4+6090*a*p^3*q^2*r^2*x^4+6444*a*p^3* q*r^3*x^4+2445*a*p^3*r^4*x^4+189*a*p^2*q^5*x^4+1800*a*p^2*q^4*r*x^4+6090*a*p^2* q^3*r^2*x^4+9666*a*p^2*q^2*r^3*x^4+7335*a*p^2*q*r^4*x^4+2148*a*p^2*r^5*x^4+63*a *p*q^6*x^4+720*a*p*q^5*r*x^4+3045*a*p*q^4*r^2*x^4+6444*a*p*q^3*r^3*x^4+7335*a*p *q^2*r^4*x^4+4296*a*p*q*r^5*x^4+1017*a*p*r^6*x^4+9*a*q^7*x^4+120*a*q^6*r*x^4+ 609*a*q^5*r^2*x^4+1611*a*q^4*r^3*x^4+2445*a*q^3*r^4*x^4+2148*a*q^2*r^5*x^4+1017 *a*q*r^6*x^4+201*a*r^7*x^4+32*b^6*c^2*x^4+32*b^6*c*p*x^4+32*b^6*c*q*x^4+80*b^6* c*r*x^4+8*b^6*p^2*x^4+16*b^6*p*q*x^4+40*b^6*p*r*x^4+8*b^6*q^2*x^4+40*b^6*q*r*x^ 4+56*b^6*r^2*x^4+352*b^5*c^3*x^4+144*b^5*c^2*g*x^4+496*b^5*c^2*p*x^4+496*b^5*c^ 2*q*x^4+1120*b^5*c^2*r*x^4+144*b^5*c*g*p*x^4+144*b^5*c*g*q*x^4+360*b^5*c*g*r*x^ 4+232*b^5*c*p^2*x^4+464*b^5*c*p*q*x^4+1040*b^5*c*p*r*x^4+232*b^5*c*q^2*x^4+1040 *b^5*c*q*r*x^4+1144*b^5*c*r^2*x^4+36*b^5*g*p^2*x^4+72*b^5*g*p*q*x^4+180*b^5*g*p *r*x^4+36*b^5*g*q^2*x^4+180*b^5*g*q*r*x^4+252*b^5*g*r^2*x^4+36*b^5*p^3*x^4+108* b^5*p^2*q*x^4+240*b^5*p^2*r*x^4+108*b^5*p*q^2*x^4+480*b^5*p*q*r*x^4+516*b^5*p*r ^2*x^4+36*b^5*q^3*x^4+240*b^5*q^2*r*x^4+516*b^5*q*r^2*x^4+348*b^5*r^3*x^4+1536* b^4*c^4*x^4+1296*b^4*c^3*g*x^4+2816*b^4*c^3*p*x^4+2816*b^4*c^3*q*x^4+6080*b^4*c ^3*r*x^4+264*b^4*c^2*g^2*x^4+1824*b^4*c^2*g*p*x^4+1824*b^4*c^2*g*q*x^4+4120*b^4 *c^2*g*r*x^4+1928*b^4*c^2*p^2*x^4+3856*b^4*c^2*p*q*x^4+8240*b^4*c^2*p*r*x^4+ 1928*b^4*c^2*q^2*x^4+8240*b^4*c^2*q*r*x^4+8248*b^4*c^2*r^2*x^4+264*b^4*c*g^2*p* x^4+264*b^4*c*g^2*q*x^4+660*b^4*c*g^2*r*x^4+852*b^4*c*g*p^2*x^4+1704*b^4*c*g*p* q*x^4+3820*b^4*c*g*p*r*x^4+852*b^4*c*g*q^2*x^4+3820*b^4*c*g*q*r*x^4+4204*b^4*c* g*r^2*x^4+584*b^4*c*p^3*x^4+1752*b^4*c*p^2*q*x^4+3700*b^4*c*p^2*r*x^4+1752*b^4* c*p*q^2*x^4+7400*b^4*c*p*q*r*x^4+7272*b^4*c*p*r^2*x^4+584*b^4*c*q^3*x^4+3700*b^ 4*c*q^2*r*x^4+7272*b^4*c*q*r^2*x^4+4500*b^4*c*r^3*x^4+66*b^4*g^2*p^2*x^4+132*b^ 4*g^2*p*q*x^4+330*b^4*g^2*p*r*x^4+66*b^4*g^2*q^2*x^4+330*b^4*g^2*q*r*x^4+462*b^ 4*g^2*r^2*x^4+132*b^4*g*p^3*x^4+396*b^4*g*p^2*q*x^4+880*b^4*g*p^2*r*x^4+396*b^4 *g*p*q^2*x^4+1760*b^4*g*p*q*r*x^4+1892*b^4*g*p*r^2*x^4+132*b^4*g*q^3*x^4+880*b^ 4*g*q^2*r*x^4+1892*b^4*g*q*r^2*x^4+1276*b^4*g*r^3*x^4+66*b^4*p^4*x^4+264*b^4*p^ 3*q*x^4+550*b^4*p^3*r*x^4+396*b^4*p^2*q^2*x^4+1650*b^4*p^2*q*r*x^4+1588*b^4*p^2 *r^2*x^4+264*b^4*p*q^3*x^4+1650*b^4*p*q^2*r*x^4+3176*b^4*p*q*r^2*x^4+1926*b^4*p *r^3*x^4+66*b^4*q^4*x^4+550*b^4*q^3*r*x^4+1588*b^4*q^2*r^2*x^4+1926*b^4*q*r^3*x ^4+826*b^4*r^4*x^4+3424*b^3*c^5*x^4+4432*b^3*c^4*g*x^4+7760*b^3*c^4*p*x^4+7760* b^3*c^4*q*x^4+16400*b^3*c^4*r*x^4+1864*b^3*c^3*g^2*x^4+8112*b^3*c^3*g*p*x^4+ 8112*b^3*c^3*g*q*x^4+17520*b^3*c^3*g*r*x^4+7008*b^3*c^3*p^2*x^4+14016*b^3*c^3*p *q*x^4+29280*b^3*c^3*p*r*x^4+7008*b^3*c^3*q^2*x^4+29280*b^3*c^3*q*r*x^4+28128*b ^3*c^3*r^2*x^4+252*b^3*c^2*g^3*x^4+2620*b^3*c^2*g^2*p*x^4+2620*b^3*c^2*g^2*q*x^ 4+5920*b^3*c^2*g^2*r*x^4+5544*b^3*c^2*g*p^2*x^4+11088*b^3*c^2*g*p*q*x^4+23700*b ^3*c^2*g*p*r*x^4+5544*b^3*c^2*g*q^2*x^4+23700*b^3*c^2*g*q*r*x^4+23736*b^3*c^2*g *r^2*x^4+3152*b^3*c^2*p^3*x^4+9456*b^3*c^2*p^2*q*x^4+19500*b^3*c^2*p^2*r*x^4+ 9456*b^3*c^2*p*q^2*x^4+39000*b^3*c^2*p*q*r*x^4+36816*b^3*c^2*p*r^2*x^4+3152*b^3 *c^2*q^3*x^4+19500*b^3*c^2*q^2*r*x^4+36816*b^3*c^2*q*r^2*x^4+21852*b^3*c^2*r^3* x^4+252*b^3*c*g^3*p*x^4+252*b^3*c*g^3*q*x^4+630*b^3*c*g^3*r*x^4+1222*b^3*c*g^2* p^2*x^4+2444*b^3*c*g^2*p*q*x^4+5480*b^3*c*g^2*p*r*x^4+1222*b^3*c*g^2*q^2*x^4+ 5480*b^3*c*g^2*q*r*x^4+6034*b^3*c*g^2*r^2*x^4+1676*b^3*c*g*p^3*x^4+5028*b^3*c*g *p^2*q*x^4+10620*b^3*c*g*p^2*r*x^4+5028*b^3*c*g*p*q^2*x^4+21240*b^3*c*g*p*q*r*x ^4+20880*b^3*c*g*p*r^2*x^4+1676*b^3*c*g*q^3*x^4+10620*b^3*c*g*q^2*r*x^4+20880*b ^3*c*g*q*r^2*x^4+12926*b^3*c*g*r^3*x^4+706*b^3*c*p^4*x^4+2824*b^3*c*p^3*q*x^4+ 5740*b^3*c*p^3*r*x^4+4236*b^3*c*p^2*q^2*x^4+17220*b^3*c*p^2*q*r*x^4+15936*b^3*c *p^2*r^2*x^4+2824*b^3*c*p*q^3*x^4+17220*b^3*c*p*q^2*r*x^4+31872*b^3*c*p*q*r^2*x ^4+18552*b^3*c*p*r^3*x^4+706*b^3*c*q^4*x^4+5740*b^3*c*q^3*r*x^4+15936*b^3*c*q^2 *r^2*x^4+18552*b^3*c*q*r^3*x^4+7682*b^3*c*r^4*x^4+63*b^3*g^3*p^2*x^4+126*b^3*g^ 3*p*q*x^4+315*b^3*g^3*p*r*x^4+63*b^3*g^3*q^2*x^4+315*b^3*g^3*q*r*x^4+441*b^3*g^ 3*r^2*x^4+189*b^3*g^2*p^3*x^4+567*b^3*g^2*p^2*q*x^4+1260*b^3*g^2*p^2*r*x^4+567* b^3*g^2*p*q^2*x^4+2520*b^3*g^2*p*q*r*x^4+2709*b^3*g^2*p*r^2*x^4+189*b^3*g^2*q^3 *x^4+1260*b^3*g^2*q^2*r*x^4+2709*b^3*g^2*q*r^2*x^4+1827*b^3*g^2*r^3*x^4+189*b^3 *g*p^4*x^4+756*b^3*g*p^3*q*x^4+1575*b^3*g*p^3*r*x^4+1134*b^3*g*p^2*q^2*x^4+4725 *b^3*g*p^2*q*r*x^4+4548*b^3*g*p^2*r^2*x^4+756*b^3*g*p*q^3*x^4+4725*b^3*g*p*q^2* r*x^4+9096*b^3*g*p*q*r^2*x^4+5517*b^3*g*p*r^3*x^4+189*b^3*g*q^4*x^4+1575*b^3*g* q^3*r*x^4+4548*b^3*g*q^2*r^2*x^4+5517*b^3*g*q*r^3*x^4+2367*b^3*g*r^4*x^4+63*b^3 *p^5*x^4+315*b^3*p^4*q*x^4+630*b^3*p^4*r*x^4+630*b^3*p^3*q^2*x^4+2520*b^3*p^3*q *r*x^4+2280*b^3*p^3*r^2*x^4+630*b^3*p^2*q^3*x^4+3780*b^3*p^2*q^2*r*x^4+6840*b^3 *p^2*q*r^2*x^4+3891*b^3*p^2*r^3*x^4+315*b^3*p*q^4*x^4+2520*b^3*p*q^3*r*x^4+6840 *b^3*p*q^2*r^2*x^4+7782*b^3*p*q*r^3*x^4+3159*b^3*p*r^4*x^4+63*b^3*q^5*x^4+630*b ^3*q^4*r*x^4+2280*b^3*q^3*r^2*x^4+3891*b^3*q^2*r^3*x^4+3159*b^3*q*r^4*x^4+981*b ^3*r^5*x^4+4128*b^2*c^6*x^4+7248*b^2*c^5*g*x^4+11168*b^2*c^5*p*x^4+11168*b^2*c^ 5*q*x^4+23360*b^2*c^5*r*x^4+4680*b^2*c^4*g^2*x^4+16400*b^2*c^4*g*p*x^4+16400*b^ 2*c^4*g*q*x^4+34680*b^2*c^4*g*r*x^4+12544*b^2*c^4*p^2*x^4+25088*b^2*c^4*p*q*x^4 +51840*b^2*c^4*p*r*x^4+12544*b^2*c^4*q^2*x^4+51840*b^2*c^4*q*r*x^4+48864*b^2*c^ 4*r^2*x^4+1308*b^2*c^3*g^3*x^4+8552*b^2*c^3*g^2*p*x^4+8552*b^2*c^3*g^2*q*x^4+ 18480*b^2*c^3*g^2*r*x^4+14784*b^2*c^3*g*p^2*x^4+29568*b^2*c^3*g*p*q*x^4+61800*b ^2*c^3*g*p*r*x^4+14784*b^2*c^3*g*q^2*x^4+61800*b^2*c^3*g*q*r*x^4+59392*b^2*c^3* g*r^2*x^4+7488*b^2*c^3*p^3*x^4+22464*b^2*c^3*p^2*q*x^4+45800*b^2*c^3*p^2*r*x^4+ 22464*b^2*c^3*p*q^2*x^4+91600*b^2*c^3*p*q*r*x^4+84864*b^2*c^3*p*r^2*x^4+7488*b^ 2*c^3*q^3*x^4+45800*b^2*c^3*q^2*r*x^4+84864*b^2*c^3*q*r^2*x^4+49368*b^2*c^3*r^3 *x^4+132*b^2*c^2*g^4*x^4+1836*b^2*c^2*g^3*p*x^4+1836*b^2*c^2*g^3*q*x^4+4150*b^2 *c^2*g^3*r*x^4+5834*b^2*c^2*g^2*p^2*x^4+11668*b^2*c^2*g^2*p*q*x^4+24950*b^2*c^2 *g^2*p*r*x^4+5834*b^2*c^2*g^2*q^2*x^4+24950*b^2*c^2*g^2*q*r*x^4+25006*b^2*c^2*g ^2*r^2*x^4+6636*b^2*c^2*g*p^3*x^4+19908*b^2*c^2*g*p^2*q*x^4+41070*b^2*c^2*g*p^2 *r*x^4+19908*b^2*c^2*g*p*q^2*x^4+82140*b^2*c^2*g*p*q*r*x^4+77568*b^2*c^2*g*p*r^ 2*x^4+6636*b^2*c^2*g*q^3*x^4+41070*b^2*c^2*g*q^2*r*x^4+77568*b^2*c^2*g*q*r^2*x^ 4+46052*b^2*c^2*g*r^3*x^4+2506*b^2*c^2*p^4*x^4+10024*b^2*c^2*p^3*q*x^4+20140*b^ 2*c^2*p^3*r*x^4+15036*b^2*c^2*p^2*q^2*x^4+60420*b^2*c^2*p^2*q*r*x^4+54912*b^2*c ^2*p^2*r^2*x^4+10024*b^2*c^2*p*q^3*x^4+60420*b^2*c^2*p*q^2*r*x^4+109824*b^2*c^2 *p*q*r^2*x^4+62688*b^2*c^2*p*r^3*x^4+2506*b^2*c^2*q^4*x^4+20140*b^2*c^2*q^3*r*x ^4+54912*b^2*c^2*q^2*r^2*x^4+62688*b^2*c^2*q*r^3*x^4+25514*b^2*c^2*r^4*x^4+132* b^2*c*g^4*p*x^4+132*b^2*c*g^4*q*x^4+330*b^2*c*g^4*r*x^4+855*b^2*c*g^3*p^2*x^4+ 1710*b^2*c*g^3*p*q*x^4+3835*b^2*c*g^3*p*r*x^4+855*b^2*c*g^3*q^2*x^4+3835*b^2*c* g^3*q*r*x^4+4225*b^2*c*g^3*r^2*x^4+1760*b^2*c*g^2*p^3*x^4+5280*b^2*c*g^2*p^2*q* x^4+11155*b^2*c*g^2*p^2*r*x^4+5280*b^2*c*g^2*p*q^2*x^4+22310*b^2*c*g^2*p*q*r*x^ 4+21942*b^2*c*g^2*p*r^2*x^4+1760*b^2*c*g^2*q^3*x^4+11155*b^2*c*g^2*q^2*r*x^4+ 21942*b^2*c*g^2*q*r^2*x^4+13590*b^2*c*g^2*r^3*x^4+1483*b^2*c*g*p^4*x^4+5932*b^2 *c*g*p^3*q*x^4+12060*b^2*c*g*p^3*r*x^4+8898*b^2*c*g*p^2*q^2*x^4+36180*b^2*c*g*p ^2*q*r*x^4+33492*b^2*c*g*p^2*r^2*x^4+5932*b^2*c*g*p*q^3*x^4+36180*b^2*c*g*p*q^2 *r*x^4+66984*b^2*c*g*p*q*r^2*x^4+39000*b^2*c*g*p*r^3*x^4+1483*b^2*c*g*q^4*x^4+ 12060*b^2*c*g*q^3*r*x^4+33492*b^2*c*g*q^2*r^2*x^4+39000*b^2*c*g*q*r^3*x^4+16155 *b^2*c*g*r^4*x^4+446*b^2*c*p^5*x^4+2230*b^2*c*p^4*q*x^4+4410*b^2*c*p^4*r*x^4+ 4460*b^2*c*p^3*q^2*x^4+17640*b^2*c*p^3*q*r*x^4+15696*b^2*c*p^3*r^2*x^4+4460*b^2 *c*p^2*q^3*x^4+26460*b^2*c*p^2*q^2*r*x^4+47088*b^2*c*p^2*q*r^2*x^4+26304*b^2*c* p^2*r^3*x^4+2230*b^2*c*p*q^4*x^4+17640*b^2*c*p*q^3*r*x^4+47088*b^2*c*p*q^2*r^2* x^4+52608*b^2*c*p*q*r^3*x^4+21006*b^2*c*p*r^4*x^4+446*b^2*c*q^5*x^4+4410*b^2*c* q^4*r*x^4+15696*b^2*c*q^3*r^2*x^4+26304*b^2*c*q^2*r^3*x^4+21006*b^2*c*q*r^4*x^4 +6434*b^2*c*r^5*x^4+33*b^2*g^4*p^2*x^4+66*b^2*g^4*p*q*x^4+165*b^2*g^4*p*r*x^4+ 33*b^2*g^4*q^2*x^4+165*b^2*g^4*q*r*x^4+231*b^2*g^4*r^2*x^4+132*b^2*g^3*p^3*x^4+ 396*b^2*g^3*p^2*q*x^4+880*b^2*g^3*p^2*r*x^4+396*b^2*g^3*p*q^2*x^4+1760*b^2*g^3* p*q*r*x^4+1892*b^2*g^3*p*r^2*x^4+132*b^2*g^3*q^3*x^4+880*b^2*g^3*q^2*r*x^4+1892 *b^2*g^3*q*r^2*x^4+1276*b^2*g^3*r^3*x^4+198*b^2*g^2*p^4*x^4+792*b^2*g^2*p^3*q*x ^4+1650*b^2*g^2*p^3*r*x^4+1188*b^2*g^2*p^2*q^2*x^4+4950*b^2*g^2*p^2*q*r*x^4+ 4765*b^2*g^2*p^2*r^2*x^4+792*b^2*g^2*p*q^3*x^4+4950*b^2*g^2*p*q^2*r*x^4+9530*b^ 2*g^2*p*q*r^2*x^4+5781*b^2*g^2*p*r^3*x^4+198*b^2*g^2*q^4*x^4+1650*b^2*g^2*q^3*r *x^4+4765*b^2*g^2*q^2*r^2*x^4+5781*b^2*g^2*q*r^3*x^4+2481*b^2*g^2*r^4*x^4+132*b ^2*g*p^5*x^4+660*b^2*g*p^4*q*x^4+1320*b^2*g*p^4*r*x^4+1320*b^2*g*p^3*q^2*x^4+ 5280*b^2*g*p^3*q*r*x^4+4778*b^2*g*p^3*r^2*x^4+1320*b^2*g*p^2*q^3*x^4+7920*b^2*g *p^2*q^2*r*x^4+14334*b^2*g*p^2*q*r^2*x^4+8156*b^2*g*p^2*r^3*x^4+660*b^2*g*p*q^4 *x^4+5280*b^2*g*p*q^3*r*x^4+14334*b^2*g*p*q^2*r^2*x^4+16312*b^2*g*p*q*r^3*x^4+ 6624*b^2*g*p*r^4*x^4+132*b^2*g*q^5*x^4+1320*b^2*g*q^4*r*x^4+4778*b^2*g*q^3*r^2* x^4+8156*b^2*g*q^2*r^3*x^4+6624*b^2*g*q*r^4*x^4+2058*b^2*g*r^5*x^4+33*b^2*p^6*x ^4+198*b^2*p^5*q*x^4+385*b^2*p^5*r*x^4+495*b^2*p^4*q^2*x^4+1925*b^2*p^4*q*r*x^4 +1674*b^2*p^4*r^2*x^4+660*b^2*p^3*q^3*x^4+3850*b^2*p^3*q^2*r*x^4+6696*b^2*p^3*q *r^2*x^4+3651*b^2*p^3*r^3*x^4+495*b^2*p^2*q^4*x^4+3850*b^2*p^2*q^3*r*x^4+10044* b^2*p^2*q^2*r^2*x^4+10953*b^2*p^2*q*r^3*x^4+4277*b^2*p^2*r^4*x^4+198*b^2*p*q^5* x^4+1925*b^2*p*q^4*r*x^4+6696*b^2*p*q^3*r^2*x^4+10953*b^2*p*q^2*r^3*x^4+8554*b^ 2*p*q*r^4*x^4+2570*b^2*p*r^5*x^4+33*b^2*q^6*x^4+385*b^2*q^5*r*x^4+1674*b^2*q^4* r^2*x^4+3651*b^2*q^3*r^3*x^4+4277*b^2*q^2*r^4*x^4+2570*b^2*q*r^5*x^4+622*b^2*r^ 6*x^4+2560*b*c^7*x^4+5696*b*c^6*g*x^4+8064*b*c^6*p*x^4+8064*b*c^6*q*x^4+16800*b *c^6*r*x^4+4992*b*c^5*g^2*x^4+15392*b*c^5*g*p*x^4+15392*b*c^5*g*q*x^4+32240*b*c ^5*g*r*x^4+10848*b*c^5*p^2*x^4+21696*b*c^5*p*q*x^4+44640*b*c^5*p*r*x^4+10848*b* c^5*q^2*x^4+44640*b*c^5*q*r*x^4+41760*b*c^5*r^2*x^4+2144*b*c^4*g^3*x^4+11280*b* c^4*g^2*p*x^4+11280*b*c^4*g^2*q*x^4+23880*b*c^4*g^2*r*x^4+17264*b*c^4*g*p^2*x^4 +34528*b*c^4*g*p*q*x^4+71440*b*c^4*g*p*r*x^4+17264*b*c^4*g*q^2*x^4+71440*b*c^4* g*q*r*x^4+67424*b*c^4*g*r^2*x^4+8080*b*c^4*p^3*x^4+24240*b*c^4*p^2*q*x^4+49200* b*c^4*p^2*r*x^4+24240*b*c^4*p*q^2*x^4+98400*b*c^4*p*q*r*x^4+90480*b*c^4*p*r^2*x ^4+8080*b*c^4*q^3*x^4+49200*b*c^4*q^2*r*x^4+90480*b*c^4*q*r^2*x^4+52200*b*c^4*r ^3*x^4+448*b*c^3*g^4*x^4+3912*b*c^3*g^3*p*x^4+3912*b*c^3*g^3*q*x^4+8460*b*c^3*g ^3*r*x^4+10152*b*c^3*g^2*p^2*x^4+20304*b*c^3*g^2*p*q*x^4+42480*b*c^3*g^2*p*r*x^ 4+10152*b*c^3*g^2*q^2*x^4+42480*b*c^3*g^2*q*r*x^4+40872*b*c^3*g^2*r^2*x^4+10288 *b*c^3*g*p^3*x^4+30864*b*c^3*g*p^2*q*x^4+63000*b*c^3*g*p^2*r*x^4+30864*b*c^3*g* p*q^2*x^4+126000*b*c^3*g*p*q*r*x^4+116880*b*c^3*g*p*r^2*x^4+10288*b*c^3*g*q^3*x ^4+63000*b*c^3*g*q^2*r*x^4+116880*b*c^3*g*q*r^2*x^4+68064*b*c^3*g*r^3*x^4+3600* b*c^3*p^4*x^4+14400*b*c^3*p^3*q*x^4+28800*b*c^3*p^3*r*x^4+21600*b*c^3*p^2*q^2*x ^4+86400*b*c^3*p^2*q*r*x^4+77952*b*c^3*p^2*r^2*x^4+14400*b*c^3*p*q^3*x^4+86400* b*c^3*p*q^2*r*x^4+155904*b*c^3*p*q*r^2*x^4+88272*b*c^3*p*r^3*x^4+3600*b*c^3*q^4 *x^4+28800*b*c^3*q^3*r*x^4+77952*b*c^3*q^2*r^2*x^4+88272*b*c^3*q*r^3*x^4+35664* b*c^3*r^4*x^4+36*b*c^2*g^5*x^4+628*b*c^2*g^4*p*x^4+628*b*c^2*g^4*q*x^4+1420*b*c ^2*g^4*r*x^4+2664*b*c^2*g^3*p^2*x^4+5328*b*c^2*g^3*p*q*x^4+11400*b*c^2*g^3*p*r* x^4+2664*b*c^2*g^3*q^2*x^4+11400*b*c^2*g^3*q*r*x^4+11436*b*c^2*g^3*r^2*x^4+4548 *b*c^2*g^2*p^3*x^4+13644*b*c^2*g^2*p^2*q*x^4+28170*b*c^2*g^2*p^2*r*x^4+13644*b* c^2*g^2*p*q^2*x^4+56340*b*c^2*g^2*p*q*r*x^4+53256*b*c^2*g^2*p*r^2*x^4+4548*b*c^ 2*g^2*q^3*x^4+28170*b*c^2*g^2*q^2*r*x^4+53256*b*c^2*g^2*q*r^2*x^4+31646*b*c^2*g ^2*r^3*x^4+3436*b*c^2*g*p^4*x^4+13744*b*c^2*g*p^3*q*x^4+27640*b*c^2*g*p^3*r*x^4 +20616*b*c^2*g*p^2*q^2*x^4+82920*b*c^2*g*p^2*q*r*x^4+75444*b*c^2*g*p^2*r^2*x^4+ 13744*b*c^2*g*p*q^3*x^4+82920*b*c^2*g*p*q^2*r*x^4+150888*b*c^2*g*p*q*r^2*x^4+ 86214*b*c^2*g*p*r^3*x^4+3436*b*c^2*g*q^4*x^4+27640*b*c^2*g*q^3*r*x^4+75444*b*c^ 2*g*q^2*r^2*x^4+86214*b*c^2*g*q*r^3*x^4+35120*b*c^2*g*r^4*x^4+960*b*c^2*p^5*x^4 +4800*b*c^2*p^4*q*x^4+9450*b*c^2*p^4*r*x^4+9600*b*c^2*p^3*q^2*x^4+37800*b*c^2*p ^3*q*r*x^4+33408*b*c^2*p^3*r^2*x^4+9600*b*c^2*p^2*q^3*x^4+56700*b*c^2*p^2*q^2*r *x^4+100224*b*c^2*p^2*q*r^2*x^4+55566*b*c^2*p^2*r^3*x^4+4800*b*c^2*p*q^4*x^4+ 37800*b*c^2*p*q^3*r*x^4+100224*b*c^2*p*q^2*r^2*x^4+111132*b*c^2*p*q*r^3*x^4+ 44064*b*c^2*p*r^4*x^4+960*b*c^2*q^5*x^4+9450*b*c^2*q^4*r*x^4+33408*b*c^2*q^3*r^ 2*x^4+55566*b*c^2*q^2*r^3*x^4+44064*b*c^2*q*r^4*x^4+13416*b*c^2*r^5*x^4+36*b*c* g^5*p*x^4+36*b*c*g^5*q*x^4+90*b*c*g^5*r*x^4+292*b*c*g^4*p^2*x^4+584*b*c*g^4*p*q *x^4+1310*b*c*g^4*p*r*x^4+292*b*c*g^4*q^2*x^4+1310*b*c*g^4*q*r*x^4+1444*b*c*g^4 *r^2*x^4+802*b*c*g^3*p^3*x^4+2406*b*c*g^3*p^2*q*x^4+5085*b*c*g^3*p^2*r*x^4+2406 *b*c*g^3*p*q^2*x^4+10170*b*c*g^3*p*q*r*x^4+10008*b*c*g^3*p*r^2*x^4+802*b*c*g^3* q^3*x^4+5085*b*c*g^3*q^2*r*x^4+10008*b*c*g^3*q*r^2*x^4+6202*b*c*g^3*r^3*x^4+ 1014*b*c*g^2*p^4*x^4+4056*b*c*g^2*p^3*q*x^4+8250*b*c*g^2*p^3*r*x^4+6084*b*c*g^2 *p^2*q^2*x^4+24750*b*c*g^2*p^2*q*r*x^4+22926*b*c*g^2*p^2*r^2*x^4+4056*b*c*g^2*p *q^3*x^4+24750*b*c*g^2*p*q^2*r*x^4+45852*b*c*g^2*p*q*r^2*x^4+26713*b*c*g^2*p*r^ 3*x^4+1014*b*c*g^2*q^4*x^4+8250*b*c*g^2*q^3*r*x^4+22926*b*c*g^2*q^2*r^2*x^4+ 26713*b*c*g^2*q*r^3*x^4+11072*b*c*g^2*r^4*x^4+610*b*c*g*p^5*x^4+3050*b*c*g*p^4* q*x^4+6035*b*c*g*p^4*r*x^4+6100*b*c*g*p^3*q^2*x^4+24140*b*c*g*p^3*q*r*x^4+21496 *b*c*g*p^3*r^2*x^4+6100*b*c*g*p^2*q^3*x^4+36210*b*c*g*p^2*q^2*r*x^4+64488*b*c*g *p^2*q*r^2*x^4+36051*b*c*g*p^2*r^3*x^4+3050*b*c*g*p*q^4*x^4+24140*b*c*g*p*q^3*r *x^4+64488*b*c*g*p*q^2*r^2*x^4+72102*b*c*g*p*q*r^3*x^4+28810*b*c*g*p*r^4*x^4+ 610*b*c*g*q^5*x^4+6035*b*c*g*q^4*r*x^4+21496*b*c*g*q^3*r^2*x^4+36051*b*c*g*q^2* r^3*x^4+28810*b*c*g*q*r^4*x^4+8830*b*c*g*r^5*x^4+142*b*c*p^6*x^4+852*b*c*p^5*q* x^4+1650*b*c*p^5*r*x^4+2130*b*c*p^4*q^2*x^4+8250*b*c*p^4*q*r*x^4+7134*b*c*p^4*r ^2*x^4+2840*b*c*p^3*q^3*x^4+16500*b*c*p^3*q^2*r*x^4+28536*b*c*p^3*q*r^2*x^4+ 15462*b*c*p^3*r^3*x^4+2130*b*c*p^2*q^4*x^4+16500*b*c*p^2*q^3*r*x^4+42804*b*c*p^ 2*q^2*r^2*x^4+46386*b*c*p^2*q*r^3*x^4+18006*b*c*p^2*r^4*x^4+852*b*c*p*q^5*x^4+ 8250*b*c*p*q^4*r*x^4+28536*b*c*p*q^3*r^2*x^4+46386*b*c*p*q^2*r^3*x^4+36012*b*c* p*q*r^4*x^4+10764*b*c*p*r^5*x^4+142*b*c*q^6*x^4+1650*b*c*q^5*r*x^4+7134*b*c*q^4 *r^2*x^4+15462*b*c*q^3*r^3*x^4+18006*b*c*q^2*r^4*x^4+10764*b*c*q*r^5*x^4+2594*b *c*r^6*x^4+9*b*g^5*p^2*x^4+18*b*g^5*p*q*x^4+45*b*g^5*p*r*x^4+9*b*g^5*q^2*x^4+45 *b*g^5*q*r*x^4+63*b*g^5*r^2*x^4+45*b*g^4*p^3*x^4+135*b*g^4*p^2*q*x^4+300*b*g^4* p^2*r*x^4+135*b*g^4*p*q^2*x^4+600*b*g^4*p*q*r*x^4+645*b*g^4*p*r^2*x^4+45*b*g^4* q^3*x^4+300*b*g^4*q^2*r*x^4+645*b*g^4*q*r^2*x^4+435*b*g^4*r^3*x^4+90*b*g^3*p^4* x^4+360*b*g^3*p^3*q*x^4+750*b*g^3*p^3*r*x^4+540*b*g^3*p^2*q^2*x^4+2250*b*g^3*p^ 2*q*r*x^4+2166*b*g^3*p^2*r^2*x^4+360*b*g^3*p*q^3*x^4+2250*b*g^3*p*q^2*r*x^4+ 4332*b*g^3*p*q*r^2*x^4+2628*b*g^3*p*r^3*x^4+90*b*g^3*q^4*x^4+750*b*g^3*q^3*r*x^ 4+2166*b*g^3*q^2*r^2*x^4+2628*b*g^3*q*r^3*x^4+1128*b*g^3*r^4*x^4+90*b*g^2*p^5*x ^4+450*b*g^2*p^4*q*x^4+900*b*g^2*p^4*r*x^4+900*b*g^2*p^3*q^2*x^4+3600*b*g^2*p^3 *q*r*x^4+3258*b*g^2*p^3*r^2*x^4+900*b*g^2*p^2*q^3*x^4+5400*b*g^2*p^2*q^2*r*x^4+ 9774*b*g^2*p^2*q*r^2*x^4+5562*b*g^2*p^2*r^3*x^4+450*b*g^2*p*q^4*x^4+3600*b*g^2* p*q^3*r*x^4+9774*b*g^2*p*q^2*r^2*x^4+11124*b*g^2*p*q*r^3*x^4+4518*b*g^2*p*r^4*x ^4+90*b*g^2*q^5*x^4+900*b*g^2*q^4*r*x^4+3258*b*g^2*q^3*r^2*x^4+5562*b*g^2*q^2*r ^3*x^4+4518*b*g^2*q*r^4*x^4+1404*b*g^2*r^5*x^4+45*b*g*p^6*x^4+270*b*g*p^5*q*x^4 +525*b*g*p^5*r*x^4+675*b*g*p^4*q^2*x^4+2625*b*g*p^4*q*r*x^4+2283*b*g*p^4*r^2*x^ 4+900*b*g*p^3*q^3*x^4+5250*b*g*p^3*q^2*r*x^4+9132*b*g*p^3*q*r^2*x^4+4980*b*g*p^ 3*r^3*x^4+675*b*g*p^2*q^4*x^4+5250*b*g*p^2*q^3*r*x^4+13698*b*g*p^2*q^2*r^2*x^4+ 14940*b*g*p^2*q*r^3*x^4+5835*b*g*p^2*r^4*x^4+270*b*g*p*q^5*x^4+2625*b*g*p*q^4*r *x^4+9132*b*g*p*q^3*r^2*x^4+14940*b*g*p*q^2*r^3*x^4+11670*b*g*p*q*r^4*x^4+3507* b*g*p*r^5*x^4+45*b*g*q^6*x^4+525*b*g*q^5*r*x^4+2283*b*g*q^4*r^2*x^4+4980*b*g*q^ 3*r^3*x^4+5835*b*g*q^2*r^4*x^4+3507*b*g*q*r^5*x^4+849*b*g*r^6*x^4+9*b*p^7*x^4+ 63*b*p^6*q*x^4+120*b*p^6*r*x^4+189*b*p^5*q^2*x^4+720*b*p^5*q*r*x^4+609*b*p^5*r^ 2*x^4+315*b*p^4*q^3*x^4+1800*b*p^4*q^2*r*x^4+3045*b*p^4*q*r^2*x^4+1611*b*p^4*r^ 3*x^4+315*b*p^3*q^4*x^4+2400*b*p^3*q^3*r*x^4+6090*b*p^3*q^2*r^2*x^4+6444*b*p^3* q*r^3*x^4+2445*b*p^3*r^4*x^4+189*b*p^2*q^5*x^4+1800*b*p^2*q^4*r*x^4+6090*b*p^2* q^3*r^2*x^4+9666*b*p^2*q^2*r^3*x^4+7335*b*p^2*q*r^4*x^4+2148*b*p^2*r^5*x^4+63*b *p*q^6*x^4+720*b*p*q^5*r*x^4+3045*b*p*q^4*r^2*x^4+6444*b*p*q^3*r^3*x^4+7335*b*p *q^2*r^4*x^4+4296*b*p*q*r^5*x^4+1017*b*p*r^6*x^4+9*b*q^7*x^4+120*b*q^6*r*x^4+ 609*b*q^5*r^2*x^4+1611*b*q^4*r^3*x^4+2445*b*q^3*r^4*x^4+2148*b*q^2*r^5*x^4+1017 *b*q*r^6*x^4+201*b*r^7*x^4+640*c^8*x^4+1728*c^7*g*x^4+2304*c^7*p*x^4+2304*c^7*q *x^4+4800*c^7*r*x^4+1920*c^6*g^2*x^4+5440*c^6*g*p*x^4+5440*c^6*g*q*x^4+11360*c^ 6*g*r*x^4+3616*c^6*p^2*x^4+7232*c^6*p*q*x^4+14880*c^6*p*r*x^4+3616*c^6*q^2*x^4+ 14880*c^6*q*r*x^4+13920*c^6*r^2*x^4+1120*c^5*g^3*x^4+5184*c^5*g^2*p*x^4+5184*c^ 5*g^2*q*x^4+10880*c^5*g^2*r*x^4+7312*c^5*g*p^2*x^4+14624*c^5*g*p*q*x^4+30160*c^ 5*g*p*r*x^4+7312*c^5*g*q^2*x^4+30160*c^5*g*q*r*x^4+28304*c^5*g*r^2*x^4+3232*c^5 *p^3*x^4+9696*c^5*p^2*q*x^4+19680*c^5*p^2*r*x^4+9696*c^5*p*q^2*x^4+39360*c^5*p* q*r*x^4+36192*c^5*p*r^2*x^4+3232*c^5*q^3*x^4+19680*c^5*q^2*r*x^4+36192*c^5*q*r^ 2*x^4+20880*c^5*r^3*x^4+360*c^4*g^4*x^4+2528*c^4*g^3*p*x^4+2528*c^4*g^3*q*x^4+ 5360*c^4*g^3*r*x^4+5808*c^4*g^2*p^2*x^4+11616*c^4*g^2*p*q*x^4+24080*c^4*g^2*p*r *x^4+5808*c^4*g^2*q^2*x^4+24080*c^4*g^2*q*r*x^4+22784*c^4*g^2*r^2*x^4+5440*c^4* g*p^3*x^4+16320*c^4*g*p^2*q*x^4+33200*c^4*g*p^2*r*x^4+16320*c^4*g*p*q^2*x^4+ 66400*c^4*g*p*q*r*x^4+61248*c^4*g*p*r^2*x^4+5440*c^4*g*q^3*x^4+33200*c^4*g*q^2* r*x^4+61248*c^4*g*q*r^2*x^4+35448*c^4*g*r^3*x^4+1800*c^4*p^4*x^4+7200*c^4*p^3*q *x^4+14400*c^4*p^3*r*x^4+10800*c^4*p^2*q^2*x^4+43200*c^4*p^2*q*r*x^4+38976*c^4* p^2*r^2*x^4+7200*c^4*p*q^3*x^4+43200*c^4*p*q^2*r*x^4+77952*c^4*p*q*r^2*x^4+ 44136*c^4*p*r^3*x^4+1800*c^4*q^4*x^4+14400*c^4*q^3*r*x^4+38976*c^4*q^2*r^2*x^4+ 44136*c^4*q*r^3*x^4+17832*c^4*r^4*x^4+60*c^3*g^5*x^4+656*c^3*g^4*p*x^4+656*c^3* g^4*q*x^4+1420*c^3*g^4*r*x^4+2272*c^3*g^3*p^2*x^4+4544*c^3*g^3*p*q*x^4+9520*c^3 *g^3*p*r*x^4+2272*c^3*g^3*q^2*x^4+9520*c^3*g^3*q*r*x^4+9176*c^3*g^3*r^2*x^4+ 3456*c^3*g^2*p^3*x^4+10368*c^3*g^2*p^2*q*x^4+21200*c^3*g^2*p^2*r*x^4+10368*c^3* g^2*p*q^2*x^4+42400*c^3*g^2*p*q*r*x^4+39424*c^3*g^2*p*r^2*x^4+3456*c^3*g^2*q^3* x^4+21200*c^3*g^2*q^2*r*x^4+39424*c^3*g^2*q*r^2*x^4+23012*c^3*g^2*r^3*x^4+2420* c^3*g*p^4*x^4+9680*c^3*g*p^3*q*x^4+19400*c^3*g*p^3*r*x^4+14520*c^3*g*p^2*q^2*x^ 4+58200*c^3*g*p^2*q*r*x^4+52664*c^3*g*p^2*r^2*x^4+9680*c^3*g*p*q^3*x^4+58200*c^ 3*g*p*q^2*r*x^4+105328*c^3*g*p*q*r^2*x^4+59820*c^3*g*p*r^3*x^4+2420*c^3*g*q^4*x ^4+19400*c^3*g*q^3*r*x^4+52664*c^3*g*q^2*r^2*x^4+59820*c^3*g*q*r^3*x^4+24236*c^ 3*g*r^4*x^4+640*c^3*p^5*x^4+3200*c^3*p^4*q*x^4+6300*c^3*p^4*r*x^4+6400*c^3*p^3* q^2*x^4+25200*c^3*p^3*q*r*x^4+22272*c^3*p^3*r^2*x^4+6400*c^3*p^2*q^3*x^4+37800* c^3*p^2*q^2*r*x^4+66816*c^3*p^2*q*r^2*x^4+37044*c^3*p^2*r^3*x^4+3200*c^3*p*q^4* x^4+25200*c^3*p*q^3*r*x^4+66816*c^3*p*q^2*r^2*x^4+74088*c^3*p*q*r^3*x^4+29376*c ^3*p*r^4*x^4+640*c^3*q^5*x^4+6300*c^3*q^4*r*x^4+22272*c^3*q^3*r^2*x^4+37044*c^3 *q^2*r^3*x^4+29376*c^3*q*r^4*x^4+8944*c^3*r^5*x^4+4*c^2*g^6*x^4+84*c^2*g^5*p*x^ 4+84*c^2*g^5*q*x^4+190*c^2*g^5*r*x^4+446*c^2*g^4*p^2*x^4+892*c^2*g^4*p*q*x^4+ 1910*c^2*g^4*p*r*x^4+446*c^2*g^4*q^2*x^4+1910*c^2*g^4*q*r*x^4+1918*c^2*g^4*r^2* x^4+1016*c^2*g^3*p^3*x^4+3048*c^2*g^3*p^2*q*x^4+6300*c^2*g^3*p^2*r*x^4+3048*c^2 *g^3*p*q^2*x^4+12600*c^2*g^3*p*q*r*x^4+11928*c^2*g^3*p*r^2*x^4+1016*c^2*g^3*q^3 *x^4+6300*c^2*g^3*q^2*r*x^4+11928*c^2*g^3*q*r^2*x^4+7098*c^2*g^3*r^3*x^4+1152*c ^2*g^2*p^4*x^4+4608*c^2*g^2*p^3*q*x^4+9280*c^2*g^2*p^3*r*x^4+6912*c^2*g^2*p^2*q ^2*x^4+27840*c^2*g^2*p^2*q*r*x^4+25380*c^2*g^2*p^2*r^2*x^4+4608*c^2*g^2*p*q^3*x ^4+27840*c^2*g^2*p*q^2*r*x^4+50760*c^2*g^2*p*q*r^2*x^4+29062*c^2*g^2*p*r^3*x^4+ 1152*c^2*g^2*q^4*x^4+9280*c^2*g^2*q^3*r*x^4+25380*c^2*g^2*q^2*r^2*x^4+29062*c^2 *g^2*q*r^3*x^4+11860*c^2*g^2*r^4*x^4+644*c^2*g*p^5*x^4+3220*c^2*g*p^4*q*x^4+ 6350*c^2*g*p^4*r*x^4+6440*c^2*g*p^3*q^2*x^4+25400*c^2*g*p^3*q*r*x^4+22504*c^2*g *p^3*r^2*x^4+6440*c^2*g*p^2*q^3*x^4+38100*c^2*g*p^2*q^2*r*x^4+67512*c^2*g*p^2*q *r^2*x^4+37530*c^2*g*p^2*r^3*x^4+3220*c^2*g*p*q^4*x^4+25400*c^2*g*p*q^3*r*x^4+ 67512*c^2*g*p*q^2*r^2*x^4+75060*c^2*g*p*q*r^3*x^4+29836*c^2*g*p*r^4*x^4+644*c^2 *g*q^5*x^4+6350*c^2*g*q^4*r*x^4+22504*c^2*g*q^3*r^2*x^4+37530*c^2*g*q^2*r^3*x^4 +29836*c^2*g*q*r^4*x^4+9104*c^2*g*r^5*x^4+142*c^2*p^6*x^4+852*c^2*p^5*q*x^4+ 1650*c^2*p^5*r*x^4+2130*c^2*p^4*q^2*x^4+8250*c^2*p^4*q*r*x^4+7134*c^2*p^4*r^2*x ^4+2840*c^2*p^3*q^3*x^4+16500*c^2*p^3*q^2*r*x^4+28536*c^2*p^3*q*r^2*x^4+15462*c ^2*p^3*r^3*x^4+2130*c^2*p^2*q^4*x^4+16500*c^2*p^2*q^3*r*x^4+42804*c^2*p^2*q^2*r ^2*x^4+46386*c^2*p^2*q*r^3*x^4+18006*c^2*p^2*r^4*x^4+852*c^2*p*q^5*x^4+8250*c^2 *p*q^4*r*x^4+28536*c^2*p*q^3*r^2*x^4+46386*c^2*p*q^2*r^3*x^4+36012*c^2*p*q*r^4* x^4+10764*c^2*p*r^5*x^4+142*c^2*q^6*x^4+1650*c^2*q^5*r*x^4+7134*c^2*q^4*r^2*x^4 +15462*c^2*q^3*r^3*x^4+18006*c^2*q^2*r^4*x^4+10764*c^2*q*r^5*x^4+2594*c^2*r^6*x ^4+4*c*g^6*p*x^4+4*c*g^6*q*x^4+10*c*g^6*r*x^4+39*c*g^5*p^2*x^4+78*c*g^5*p*q*x^4 +175*c*g^5*p*r*x^4+39*c*g^5*q^2*x^4+175*c*g^5*q*r*x^4+193*c*g^5*r^2*x^4+134*c*g ^4*p^3*x^4+402*c*g^4*p^2*q*x^4+850*c*g^4*p^2*r*x^4+402*c*g^4*p*q^2*x^4+1700*c*g ^4*p*q*r*x^4+1674*c*g^4*p*r^2*x^4+134*c*g^4*q^3*x^4+850*c*g^4*q^2*r*x^4+1674*c* g^4*q*r^2*x^4+1038*c*g^4*r^3*x^4+226*c*g^3*p^4*x^4+904*c*g^3*p^3*q*x^4+1840*c*g ^3*p^3*r*x^4+1356*c*g^3*p^2*q^2*x^4+5520*c*g^3*p^2*q*r*x^4+5118*c*g^3*p^2*r^2*x ^4+904*c*g^3*p*q^3*x^4+5520*c*g^3*p*q^2*r*x^4+10236*c*g^3*p*q*r^2*x^4+5969*c*g^ 3*p*r^3*x^4+226*c*g^3*q^4*x^4+1840*c*g^3*q^3*r*x^4+5118*c*g^3*q^2*r^2*x^4+5969* c*g^3*q*r^3*x^4+2476*c*g^3*r^4*x^4+204*c*g^2*p^5*x^4+1020*c*g^2*p^4*q*x^4+2020* c*g^2*p^4*r*x^4+2040*c*g^2*p^3*q^2*x^4+8080*c*g^2*p^3*q*r*x^4+7204*c*g^2*p^3*r^ 2*x^4+2040*c*g^2*p^2*q^3*x^4+12120*c*g^2*p^2*q^2*r*x^4+21612*c*g^2*p^2*q*r^2*x^ 4+12098*c*g^2*p^2*r^3*x^4+1020*c*g^2*p*q^4*x^4+8080*c*g^2*p*q^3*r*x^4+21612*c*g ^2*p*q^2*r^2*x^4+24196*c*g^2*p*q*r^3*x^4+9680*c*g^2*p*r^4*x^4+204*c*g^2*q^5*x^4 +2020*c*g^2*q^4*r*x^4+7204*c*g^2*q^3*r^2*x^4+12098*c*g^2*q^2*r^3*x^4+9680*c*g^2 *q*r^4*x^4+2970*c*g^2*r^5*x^4+95*c*g*p^6*x^4+570*c*g*p^5*q*x^4+1105*c*g*p^5*r*x ^4+1425*c*g*p^4*q^2*x^4+5525*c*g*p^4*q*r*x^4+4785*c*g*p^4*r^2*x^4+1900*c*g*p^3* q^3*x^4+11050*c*g*p^3*q^2*r*x^4+19140*c*g*p^3*q*r^2*x^4+10389*c*g*p^3*r^3*x^4+ 1425*c*g*p^2*q^4*x^4+11050*c*g*p^2*q^3*r*x^4+28710*c*g*p^2*q^2*r^2*x^4+31167*c* g*p^2*q*r^3*x^4+12119*c*g*p^2*r^4*x^4+570*c*g*p*q^5*x^4+5525*c*g*p*q^4*r*x^4+ 19140*c*g*p*q^3*r^2*x^4+31167*c*g*p*q^2*r^3*x^4+24238*c*g*p*q*r^4*x^4+7256*c*g* p*r^5*x^4+95*c*g*q^6*x^4+1105*c*g*q^5*r*x^4+4785*c*g*q^4*r^2*x^4+10389*c*g*q^3* r^3*x^4+12119*c*g*q^2*r^4*x^4+7256*c*g*q*r^5*x^4+1751*c*g*r^6*x^4+18*c*p^7*x^4+ 126*c*p^6*q*x^4+240*c*p^6*r*x^4+378*c*p^5*q^2*x^4+1440*c*p^5*q*r*x^4+1218*c*p^5 *r^2*x^4+630*c*p^4*q^3*x^4+3600*c*p^4*q^2*r*x^4+6090*c*p^4*q*r^2*x^4+3222*c*p^4 *r^3*x^4+630*c*p^3*q^4*x^4+4800*c*p^3*q^3*r*x^4+12180*c*p^3*q^2*r^2*x^4+12888*c *p^3*q*r^3*x^4+4890*c*p^3*r^4*x^4+378*c*p^2*q^5*x^4+3600*c*p^2*q^4*r*x^4+12180* c*p^2*q^3*r^2*x^4+19332*c*p^2*q^2*r^3*x^4+14670*c*p^2*q*r^4*x^4+4296*c*p^2*r^5* x^4+126*c*p*q^6*x^4+1440*c*p*q^5*r*x^4+6090*c*p*q^4*r^2*x^4+12888*c*p*q^3*r^3*x ^4+14670*c*p*q^2*r^4*x^4+8592*c*p*q*r^5*x^4+2034*c*p*r^6*x^4+18*c*q^7*x^4+240*c *q^6*r*x^4+1218*c*q^5*r^2*x^4+3222*c*q^4*r^3*x^4+4890*c*q^3*r^4*x^4+4296*c*q^2* r^5*x^4+2034*c*q*r^6*x^4+402*c*r^7*x^4+g^6*p^2*x^4+2*g^6*p*q*x^4+5*g^6*p*r*x^4+ g^6*q^2*x^4+5*g^6*q*r*x^4+7*g^6*r^2*x^4+6*g^5*p^3*x^4+18*g^5*p^2*q*x^4+40*g^5*p ^2*r*x^4+18*g^5*p*q^2*x^4+80*g^5*p*q*r*x^4+86*g^5*p*r^2*x^4+6*g^5*q^3*x^4+40*g^ 5*q^2*r*x^4+86*g^5*q*r^2*x^4+58*g^5*r^3*x^4+15*g^4*p^4*x^4+60*g^4*p^3*q*x^4+125 *g^4*p^3*r*x^4+90*g^4*p^2*q^2*x^4+375*g^4*p^2*q*r*x^4+361*g^4*p^2*r^2*x^4+60*g^ 4*p*q^3*x^4+375*g^4*p*q^2*r*x^4+722*g^4*p*q*r^2*x^4+438*g^4*p*r^3*x^4+15*g^4*q^ 4*x^4+125*g^4*q^3*r*x^4+361*g^4*q^2*r^2*x^4+438*g^4*q*r^3*x^4+188*g^4*r^4*x^4+ 20*g^3*p^5*x^4+100*g^3*p^4*q*x^4+200*g^3*p^4*r*x^4+200*g^3*p^3*q^2*x^4+800*g^3* p^3*q*r*x^4+724*g^3*p^3*r^2*x^4+200*g^3*p^2*q^3*x^4+1200*g^3*p^2*q^2*r*x^4+2172 *g^3*p^2*q*r^2*x^4+1236*g^3*p^2*r^3*x^4+100*g^3*p*q^4*x^4+800*g^3*p*q^3*r*x^4+ 2172*g^3*p*q^2*r^2*x^4+2472*g^3*p*q*r^3*x^4+1004*g^3*p*r^4*x^4+20*g^3*q^5*x^4+ 200*g^3*q^4*r*x^4+724*g^3*q^3*r^2*x^4+1236*g^3*q^2*r^3*x^4+1004*g^3*q*r^4*x^4+ 312*g^3*r^5*x^4+15*g^2*p^6*x^4+90*g^2*p^5*q*x^4+175*g^2*p^5*r*x^4+225*g^2*p^4*q ^2*x^4+875*g^2*p^4*q*r*x^4+761*g^2*p^4*r^2*x^4+300*g^2*p^3*q^3*x^4+1750*g^2*p^3 *q^2*r*x^4+3044*g^2*p^3*q*r^2*x^4+1660*g^2*p^3*r^3*x^4+225*g^2*p^2*q^4*x^4+1750 *g^2*p^2*q^3*r*x^4+4566*g^2*p^2*q^2*r^2*x^4+4980*g^2*p^2*q*r^3*x^4+1945*g^2*p^2 *r^4*x^4+90*g^2*p*q^5*x^4+875*g^2*p*q^4*r*x^4+3044*g^2*p*q^3*r^2*x^4+4980*g^2*p *q^2*r^3*x^4+3890*g^2*p*q*r^4*x^4+1169*g^2*p*r^5*x^4+15*g^2*q^6*x^4+175*g^2*q^5 *r*x^4+761*g^2*q^4*r^2*x^4+1660*g^2*q^3*r^3*x^4+1945*g^2*q^2*r^4*x^4+1169*g^2*q *r^5*x^4+283*g^2*r^6*x^4+6*g*p^7*x^4+42*g*p^6*q*x^4+80*g*p^6*r*x^4+126*g*p^5*q^ 2*x^4+480*g*p^5*q*r*x^4+406*g*p^5*r^2*x^4+210*g*p^4*q^3*x^4+1200*g*p^4*q^2*r*x^ 4+2030*g*p^4*q*r^2*x^4+1074*g*p^4*r^3*x^4+210*g*p^3*q^4*x^4+1600*g*p^3*q^3*r*x^ 4+4060*g*p^3*q^2*r^2*x^4+4296*g*p^3*q*r^3*x^4+1630*g*p^3*r^4*x^4+126*g*p^2*q^5* x^4+1200*g*p^2*q^4*r*x^4+4060*g*p^2*q^3*r^2*x^4+6444*g*p^2*q^2*r^3*x^4+4890*g*p ^2*q*r^4*x^4+1432*g*p^2*r^5*x^4+42*g*p*q^6*x^4+480*g*p*q^5*r*x^4+2030*g*p*q^4*r ^2*x^4+4296*g*p*q^3*r^3*x^4+4890*g*p*q^2*r^4*x^4+2864*g*p*q*r^5*x^4+678*g*p*r^6 *x^4+6*g*q^7*x^4+80*g*q^6*r*x^4+406*g*q^5*r^2*x^4+1074*g*q^4*r^3*x^4+1630*g*q^3 *r^4*x^4+1432*g*q^2*r^5*x^4+678*g*q*r^6*x^4+134*g*r^7*x^4+p^8*x^4+8*p^7*q*x^4+ 15*p^7*r*x^4+28*p^6*q^2*x^4+105*p^6*q*r*x^4+87*p^6*r^2*x^4+56*p^5*q^3*x^4+315*p ^5*q^2*r*x^4+522*p^5*q*r^2*x^4+270*p^5*r^3*x^4+70*p^4*q^4*x^4+525*p^4*q^3*r*x^4 +1305*p^4*q^2*r^2*x^4+1350*p^4*q*r^3*x^4+501*p^4*r^4*x^4+56*p^3*q^5*x^4+525*p^3 *q^4*r*x^4+1740*p^3*q^3*r^2*x^4+2700*p^3*q^2*r^3*x^4+2004*p^3*q*r^4*x^4+575*p^3 *r^5*x^4+28*p^2*q^6*x^4+315*p^2*q^5*r*x^4+1305*p^2*q^4*r^2*x^4+2700*p^2*q^3*r^3 *x^4+3006*p^2*q^2*r^4*x^4+1725*p^2*q*r^5*x^4+401*p^2*r^6*x^4+8*p*q^7*x^4+105*p* q^6*r*x^4+522*p*q^5*r^2*x^4+1350*p*q^4*r^3*x^4+2004*p*q^3*r^4*x^4+1725*p*q^2*r^ 5*x^4+802*p*q*r^6*x^4+156*p*r^7*x^4+q^8*x^4+15*q^7*r*x^4+87*q^6*r^2*x^4+270*q^5 *r^3*x^4+501*q^4*r^4*x^4+575*q^3*r^5*x^4+401*q^2*r^6*x^4+156*q*r^7*x^4+26*r^8*x ^4-64*a^6*c^2*x^3-96*a^6*c*p*x^3-64*a^6*c*q*x^3-176*a^6*c*r*x^3-112*a^6*c*x^4-\ 32*a^6*p^2*x^3-48*a^6*p*q*x^3-136*a^6*p*r*x^3-56*a^6*p*x^4-16*a^6*q^2*x^3-88*a^ 6*q*r*x^3-56*a^6*q*x^4-152*a^6*r^2*x^3-104*a^6*r*x^4-384*a^5*b*c^2*x^3-544*a^5* b*c*p*x^3-352*a^5*b*c*q*x^3-1024*a^5*b*c*r*x^3-672*a^5*b*c*x^4-176*a^5*b*p^2*x^ 3-256*a^5*b*p*q*x^3-752*a^5*b*p*r*x^3-336*a^5*b*p*x^4-80*a^5*b*q^2*x^3-464*a^5* b*q*r*x^3-336*a^5*b*q*x^4-832*a^5*b*r^2*x^3-624*a^5*b*r*x^4-736*a^5*c^3*x^3-288 *a^5*c^2*g*x^3-1376*a^5*c^2*p*x^3-976*a^5*c^2*q*x^3-2416*a^5*c^2*r*x^3-1168*a^5 *c^2*x^4-416*a^5*c*g*p*x^3-272*a^5*c*g*q*x^3-776*a^5*c*g*r*x^3-504*a^5*c*g*x^4-\ 792*a^5*c*p^2*x^3-1216*a^5*c*p*q*x^3-2960*a^5*c*p*r*x^3-1056*a^5*c*p*x^4-424*a^ 5*c*q^2*x^3-2096*a^5*c*q*r*x^3-1056*a^5*c*q*x^4-2704*a^5*c*r^2*x^3-1176*a^5*c*r *x^4-136*a^5*g*p^2*x^3-200*a^5*g*p*q*x^3-580*a^5*g*p*r*x^3-252*a^5*g*p*x^4-64*a ^5*g*q^2*x^3-364*a^5*g*q*r*x^3-252*a^5*g*q*x^4-644*a^5*g*r^2*x^3-468*a^5*g*r*x^ 4-144*a^5*p^3*x^3-348*a^5*p^2*q*x^3-828*a^5*p^2*r*x^3-236*a^5*p^2*x^4-264*a^5*p *q^2*x^3-1272*a^5*p*q*r*x^3-472*a^5*p*q*x^4-1512*a^5*p*r^2*x^3-484*a^5*p*r*x^4-\ 60*a^5*q^3*x^3-444*a^5*q^2*r*x^3-236*a^5*q^2*x^4-1128*a^5*q*r^2*x^3-484*a^5*q*r *x^4-864*a^5*r^3*x^3-92*a^5*r^2*x^4-960*a^4*b^2*c^2*x^3-1280*a^4*b^2*c*p*x^3-\ 800*a^4*b^2*c*q*x^3-2480*a^4*b^2*c*r*x^3-1680*a^4*b^2*c*x^4-400*a^4*b^2*p^2*x^3 -560*a^4*b^2*p*q*x^3-1720*a^4*b^2*p*r*x^3-840*a^4*b^2*p*x^4-160*a^4*b^2*q^2*x^3 -1000*a^4*b^2*q*r*x^3-840*a^4*b^2*q*x^4-1880*a^4*b^2*r^2*x^3-1560*a^4*b^2*r*x^4 -3616*a^4*b*c^3*x^3-1440*a^4*b*c^2*g*x^3-6512*a^4*b*c^2*p*x^3-4512*a^4*b*c^2*q* x^3-11728*a^4*b*c^2*r*x^3-5840*a^4*b*c^2*x^4-1968*a^4*b*c*g*p*x^3-1248*a^4*b*c* g*q*x^3-3768*a^4*b*c*g*r*x^3-2520*a^4*b*c*g*x^4-3672*a^4*b*c*p^2*x^3-5504*a^4*b *c*p*q*x^3-13904*a^4*b*c*p*r*x^3-5280*a^4*b*c*p*x^4-1832*a^4*b*c*q^2*x^3-9584*a ^4*b*c*q*r*x^3-5280*a^4*b*c*q*x^4-12688*a^4*b*c*r^2*x^3-5880*a^4*b*c*r*x^4-624* a^4*b*g*p^2*x^3-888*a^4*b*g*p*q*x^3-2676*a^4*b*g*p*r*x^3-1260*a^4*b*g*p*x^4-264 *a^4*b*g*q^2*x^3-1596*a^4*b*g*q*r*x^3-1260*a^4*b*g*q*x^4-2940*a^4*b*g*r^2*x^3-\ 2340*a^4*b*g*r*x^4-660*a^4*b*p^3*x^3-1560*a^4*b*p^2*q*x^3-3828*a^4*b*p^2*r*x^3-\ 1180*a^4*b*p^2*x^4-1140*a^4*b*p*q^2*x^3-5736*a^4*b*p*q*r*x^3-2360*a^4*b*p*q*x^4 -6984*a^4*b*p*r^2*x^3-2420*a^4*b*p*r*x^4-240*a^4*b*q^3*x^3-1908*a^4*b*q^2*r*x^3 -1180*a^4*b*q^2*x^4-5064*a^4*b*q*r^2*x^3-2420*a^4*b*q*r*x^4-3984*a^4*b*r^3*x^3-\ 460*a^4*b*r^2*x^4-3232*a^4*c^4*x^3-2672*a^4*c^3*g*x^3-7440*a^4*c^3*p*x^3-5392*a ^4*c^3*q*x^3-12960*a^4*c^3*r*x^3-5088*a^4*c^3*x^4-528*a^4*c^2*g^2*x^3-4880*a^4* c^2*g*p*x^3-3408*a^4*c^2*g*q*x^3-8712*a^4*c^2*g*r*x^3-4280*a^4*c^2*g*x^4-6056*a ^4*c^2*p^2*x^3-9376*a^4*c^2*p*q*x^3-21760*a^4*c^2*p*r*x^3-6640*a^4*c^2*p*x^4-\ 3320*a^4*c^2*q^2*x^3-15984*a^4*c^2*q*r*x^3-6640*a^4*c^2*q*x^4-18416*a^4*c^2*r^2 *x^3-4512*a^4*c^2*r*x^4-736*a^4*c*g^2*p*x^3-472*a^4*c*g^2*q*x^3-1396*a^4*c*g^2* r*x^3-924*a^4*c*g^2*x^4-2772*a^4*c*g*p^2*x^3-4192*a^4*c*g*p*q*x^3-10452*a^4*c*g *p*r*x^3-3860*a^4*c*g*p*x^4-1420*a^4*c*g*q^2*x^3-7276*a^4*c*g*q*r*x^3-3860*a^4* c*g*q*x^4-9548*a^4*c*g*r^2*x^3-4276*a^4*c*g*r*x^4-2100*a^4*c*p^3*x^3-5092*a^4*c *p^2*q*x^3-11444*a^4*c*p^2*r*x^3-2852*a^4*c*p^2*x^4-3884*a^4*c*p*q^2*x^3-17896* a^4*c*p*q*r*x^3-5704*a^4*c*p*q*x^4-19392*a^4*c*p*r^2*x^3-3248*a^4*c*p*r*x^4-892 *a^4*c*q^3*x^3-6452*a^4*c*q^2*r*x^3-2852*a^4*c*q^2*x^4-14792*a^4*c*q*r^2*x^3-\ 3248*a^4*c*q*r*x^4-10372*a^4*c*r^3*x^3+2056*a^4*c*r^2*x^4-236*a^4*g^2*p^2*x^3-\ 340*a^4*g^2*p*q*x^3-1010*a^4*g^2*p*r*x^3-462*a^4*g^2*p*x^4-104*a^4*g^2*q^2*x^3-\ 614*a^4*g^2*q*r*x^3-462*a^4*g^2*q*x^4-1114*a^4*g^2*r^2*x^3-858*a^4*g^2*r*x^4-\ 500*a^4*g*p^3*x^3-1192*a^4*g*p^2*q*x^3-2892*a^4*g*p^2*r*x^3-860*a^4*g*p^2*x^4-\ 884*a^4*g*p*q^2*x^3-4376*a^4*g*p*q*r*x^3-1720*a^4*g*p*q*x^4-5280*a^4*g*p*r^2*x^ 3-1748*a^4*g*p*r*x^4-192*a^4*g*q^3*x^3-1484*a^4*g*q^2*r*x^3-860*a^4*g*q^2*x^4-\ 3872*a^4*g*q*r^2*x^3-1748*a^4*g*q*r*x^4-3016*a^4*g*r^3*x^3-300*a^4*g*r^2*x^4-\ 264*a^4*p^4*x^3-880*a^4*p^3*q*x^3-1914*a^4*p^3*r*x^3-402*a^4*p^3*x^4-1056*a^4*p ^2*q^2*x^3-4678*a^4*p^2*q*r*x^3-1206*a^4*p^2*q*x^4-4826*a^4*p^2*r^2*x^3-522*a^4 *p^2*r*x^4-528*a^4*p*q^3*x^3-3614*a^4*p*q^2*r*x^3-1206*a^4*p*q^2*x^4-7728*a^4*p *q*r^2*x^3-1044*a^4*p*q*r*x^4-5102*a^4*p*r^3*x^3+1280*a^4*p*r^2*x^4-88*a^4*q^4* x^3-850*a^4*q^3*r*x^3-402*a^4*q^3*x^4-2902*a^4*q^2*r^2*x^3-522*a^4*q^2*r*x^4-\ 4050*a^4*q*r^3*x^3+1280*a^4*q*r^2*x^4-1926*a^4*r^4*x^3+1882*a^4*r^3*x^4-1280*a^ 3*b^3*c^2*x^3-1600*a^3*b^3*c*p*x^3-960*a^3*b^3*c*q*x^3-3200*a^3*b^3*c*r*x^3-\ 2240*a^3*b^3*c*x^4-480*a^3*b^3*p^2*x^3-640*a^3*b^3*p*q*x^3-2080*a^3*b^3*p*r*x^3 -1120*a^3*b^3*p*x^4-160*a^3*b^3*q^2*x^3-1120*a^3*b^3*q*r*x^3-1120*a^3*b^3*q*x^4 -2240*a^3*b^3*r^2*x^3-2080*a^3*b^3*r*x^4-7104*a^3*b^2*c^3*x^3-2880*a^3*b^2*c^2* g*x^3-12288*a^3*b^2*c^2*p*x^3-8288*a^3*b^2*c^2*q*x^3-22752*a^3*b^2*c^2*r*x^3-\ 11680*a^3*b^2*c^2*x^4-3712*a^3*b^2*c*g*p*x^3-2272*a^3*b^2*c*g*q*x^3-7312*a^3*b^ 2*c*g*r*x^3-5040*a^3*b^2*c*g*x^4-6768*a^3*b^2*c*p^2*x^3-9856*a^3*b^2*c*p*q*x^3-\ 26016*a^3*b^2*c*p*r*x^3-10560*a^3*b^2*c*p*x^4-3088*a^3*b^2*c*q^2*x^3-17376*a^3* b^2*c*q*r*x^3-10560*a^3*b^2*c*q*x^4-23712*a^3*b^2*c*r^2*x^3-11760*a^3*b^2*c*r*x ^4-1136*a^3*b^2*g*p^2*x^3-1552*a^3*b^2*g*p*q*x^3-4904*a^3*b^2*g*p*r*x^3-2520*a^ 3*b^2*g*p*x^4-416*a^3*b^2*g*q^2*x^3-2744*a^3*b^2*g*q*r*x^3-2520*a^3*b^2*g*q*x^4 -5320*a^3*b^2*g*r^2*x^3-4680*a^3*b^2*g*r*x^4-1200*a^3*b^2*p^3*x^3-2760*a^3*b^2* p^2*q*x^3-7032*a^3*b^2*p^2*r*x^3-2360*a^3*b^2*p^2*x^4-1920*a^3*b^2*p*q^2*x^3-\ 10224*a^3*b^2*p*q*r*x^3-4720*a^3*b^2*p*q*x^4-12816*a^3*b^2*p*r^2*x^3-4840*a^3*b ^2*p*r*x^4-360*a^3*b^2*q^3*x^3-3192*a^3*b^2*q^2*r*x^3-2360*a^3*b^2*q^2*x^4-8976 *a^3*b^2*q*r^2*x^3-4840*a^3*b^2*q*r*x^4-7296*a^3*b^2*r^3*x^3-920*a^3*b^2*r^2*x^ 4-12608*a^3*b*c^4*x^3-10528*a^3*b*c^3*g*x^3-28192*a^3*b*c^3*p*x^3-20000*a^3*b*c ^3*q*x^3-50240*a^3*b*c^3*r*x^3-20352*a^3*b*c^3*x^4-2112*a^3*b*c^2*g^2*x^3-18528 *a^3*b*c^2*g*p*x^3-12640*a^3*b*c^2*g*q*x^3-33904*a^3*b*c^2*g*r*x^3-17120*a^3*b* c^2*g*x^4-22560*a^3*b*c^2*p^2*x^3-34176*a^3*b*c^2*p*q*x^3-82256*a^3*b*c^2*p*r*x ^3-26560*a^3*b*c^2*p*x^4-11616*a^3*b*c^2*q^2*x^3-59152*a^3*b*c^2*q*r*x^3-26560* a^3*b*c^2*q*x^4-69824*a^3*b*c^2*r^2*x^3-18048*a^3*b*c^2*r*x^4-2792*a^3*b*c*g^2* p*x^3-1736*a^3*b*c*g^2*q*x^3-5432*a^3*b*c*g^2*r*x^3-3696*a^3*b*c*g^2*x^4-10304* a^3*b*c*g*p^2*x^3-15200*a^3*b*c*g*p*q*x^3-39360*a^3*b*c*g*p*r*x^3-15440*a^3*b*c *g*p*x^4-4896*a^3*b*c*g*q^2*x^3-26656*a^3*b*c*g*q*r*x^3-15440*a^3*b*c*g*q*x^4-\ 35912*a^3*b*c*g*r^2*x^3-17104*a^3*b*c*g*r*x^4-7744*a^3*b*c*p^3*x^3-18400*a^3*b* c*p^2*q*x^3-42680*a^3*b*c*p^2*r*x^3-11408*a^3*b*c*p^2*x^4-13568*a^3*b*c*p*q^2*x ^3-65392*a^3*b*c*p*q*r*x^3-22816*a^3*b*c*p*q*x^4-72472*a^3*b*c*p*r^2*x^3-12992* a^3*b*c*p*r*x^4-2912*a^3*b*c*q^3*x^3-22712*a^3*b*c*q^2*r*x^3-11408*a^3*b*c*q^2* x^4-54072*a^3*b*c*q*r^2*x^3-12992*a^3*b*c*q*r*x^4-38744*a^3*b*c*r^3*x^3+8224*a^ 3*b*c*r^2*x^4-868*a^3*b*g^2*p^2*x^3-1208*a^3*b*g^2*p*q*x^3-3736*a^3*b*g^2*p*r*x ^3-1848*a^3*b*g^2*p*x^4-340*a^3*b*g^2*q^2*x^3-2152*a^3*b*g^2*q*r*x^3-1848*a^3*b *g^2*q*x^4-4076*a^3*b*g^2*r^2*x^3-3432*a^3*b*g^2*r*x^4-1836*a^3*b*g*p^3*x^3-\ 4276*a^3*b*g*p^2*q*x^3-10712*a^3*b*g*p^2*r*x^3-3440*a^3*b*g*p^2*x^4-3044*a^3*b* g*p*q^2*x^3-15792*a^3*b*g*p*q*r*x^3-6880*a^3*b*g*p*q*x^4-19536*a^3*b*g*p*r^2*x^ 3-6992*a^3*b*g*p*r*x^4-604*a^3*b*g*q^3*x^3-5080*a^3*b*g*q^2*r*x^3-3440*a^3*b*g* q^2*x^4-13904*a^3*b*g*q*r^2*x^3-6992*a^3*b*g*q*r*x^4-11136*a^3*b*g*r^3*x^3-1200 *a^3*b*g*r^2*x^4-968*a^3*b*p^4*x^3-3168*a^3*b*p^3*q*x^3-7092*a^3*b*p^3*r*x^3-\ 1608*a^3*b*p^3*x^4-3696*a^3*b*p^2*q^2*x^3-17020*a^3*b*p^2*q*r*x^3-4824*a^3*b*p^ 2*q*x^4-17928*a^3*b*p^2*r^2*x^3-2088*a^3*b*p^2*r*x^4-1760*a^3*b*p*q^3*x^3-12764 *a^3*b*p*q^2*r*x^3-4824*a^3*b*p*q^2*x^4-28160*a^3*b*p*q*r^2*x^3-4176*a^3*b*p*q* r*x^4-18960*a^3*b*p*r^3*x^3+5120*a^3*b*p*r^2*x^4-264*a^3*b*q^4*x^3-2836*a^3*b*q ^3*r*x^3-1608*a^3*b*q^3*x^4-10232*a^3*b*q^2*r^2*x^3-2088*a^3*b*q^2*r*x^4-14752* a^3*b*q*r^3*x^3+5120*a^3*b*q*r^2*x^4-7156*a^3*b*r^4*x^3+7528*a^3*b*r^3*x^4-7136 *a^3*c^5*x^3-9152*a^3*c^4*g*x^3-19712*a^3*c^4*p*x^3-14352*a^3*c^4*q*x^3-34400*a ^3*c^4*r*x^3-11616*a^3*c^4*x^4-3800*a^3*c^3*g^2*x^3-20704*a^3*c^3*g*p*x^3-14800 *a^3*c^3*g*q*x^3-36560*a^3*c^3*g*r*x^3-14528*a^3*c^3*g*x^4-20768*a^3*c^3*p^2*x^ 3-32128*a^3*c^3*p*q*x^3-73744*a^3*c^3*p*r*x^3-19808*a^3*c^3*p*x^4-11360*a^3*c^3 *q^2*x^3-54832*a^3*c^3*q*r*x^3-19808*a^3*c^3*q*x^4-60576*a^3*c^3*r^2*x^3-6992*a ^3*c^3*r*x^4-504*a^3*c^2*g^3*x^3-6784*a^3*c^2*g^2*p*x^3-4668*a^3*c^2*g^2*q*x^3-\ 12300*a^3*c^2*g^2*r*x^3-6124*a^3*c^2*g^2*x^4-16672*a^3*c^2*g*p^2*x^3-25472*a^3* c^2*g*p*q*x^3-60444*a^3*c^2*g*p*r*x^3-18900*a^3*c^2*g*p*x^4-8800*a^3*c^2*g*q^2* x^3-43812*a^3*c^2*g*q*r*x^3-18900*a^3*c^2*g*q*x^4-51256*a^3*c^2*g*r^2*x^3-12584 *a^3*c^2*g*r*x^4-10560*a^3*c^2*p^3*x^3-25536*a^3*c^2*p^2*q*x^3-56476*a^3*c^2*p^ 2*r*x^3-12508*a^3*c^2*p^2*x^4-19392*a^3*c^2*p*q^2*x^3-88760*a^3*c^2*p*q*r*x^3-\ 25016*a^3*c^2*p*q*x^4-92728*a^3*c^2*p*r^2*x^3-5464*a^3*c^2*p*r*x^4-4416*a^3*c^2 *q^3*x^3-32284*a^3*c^2*q^2*r*x^3-12508*a^3*c^2*q^2*x^4-71344*a^3*c^2*q*r^2*x^3-\ 5464*a^3*c^2*q*r*x^4-48052*a^3*c^2*r^3*x^3+19744*a^3*c^2*r^2*x^4-680*a^3*c*g^3* p*x^3-428*a^3*c*g^3*q*x^3-1310*a^3*c*g^3*r*x^3-882*a^3*c*g^3*x^4-3802*a^3*c*g^2 *p^2*x^3-5664*a^3*c*g^2*p*q*x^3-14456*a^3*c*g^2*p*r*x^3-5508*a^3*c*g^2*p*x^4-\ 1862*a^3*c*g^2*q^2*x^3-9896*a^3*c*g^2*q*r*x^3-5508*a^3*c*g^2*q*x^4-13204*a^3*c* g^2*r^2*x^3-6066*a^3*c*g^2*r*x^4-5740*a^3*c*g*p^3*x^3-13752*a^3*c*g*p^2*q*x^3-\ 31504*a^3*c*g*p^2*r*x^3-8088*a^3*c*g*p^2*x^4-10284*a^3*c*g*p*q^2*x^3-48668*a^3* c*g*p*q*r*x^3-16176*a^3*c*g*p*q*x^4-53468*a^3*c*g*p*r^2*x^3-8930*a^3*c*g*p*r*x^ 4-2272*a^3*c*g*q^3*x^3-17164*a^3*c*g*q^2*r*x^3-8088*a^3*c*g*q^2*x^4-40246*a^3*c *g*q*r^2*x^3-8930*a^3*c*g*q*r*x^4-28606*a^3*c*g*r^3*x^3+6322*a^3*c*g*r^2*x^4-\ 2610*a^3*c*p^4*x^3-8672*a^3*c*p^3*q*x^3-18512*a^3*c*p^3*r*x^3-3460*a^3*c*p^3*x^ 4-10356*a^3*c*p^2*q^2*x^3-45348*a^3*c*p^2*q*r*x^3-10380*a^3*c*p^2*q*x^4-45230*a ^3*c*p^2*r^2*x^3-554*a^3*c*p^2*r*x^4-5136*a^3*c*p*q^3*x^3-35160*a^3*c*p*q^2*r*x ^3-10380*a^3*c*p*q^2*x^4-72784*a^3*c*p*q*r^2*x^3-1108*a^3*c*p*q*r*x^4-46388*a^3 *c*p*r^3*x^3+20532*a^3*c*p*r^2*x^4-842*a^3*c*q^4*x^3-8324*a^3*c*q^3*r*x^3-3460* a^3*c*q^3*x^4-27554*a^3*c*q^2*r^2*x^3-554*a^3*c*q^2*r*x^4-37004*a^3*c*q*r^3*x^3 +20532*a^3*c*q*r^2*x^4-17060*a^3*c*r^4*x^3+21428*a^3*c*r^3*x^4-214*a^3*g^3*p^2* x^3-302*a^3*g^3*p*q*x^3-919*a^3*g^3*p*r*x^3-441*a^3*g^3*p*x^4-88*a^3*g^3*q^2*x^ 3-541*a^3*g^3*q*r*x^3-441*a^3*g^3*q*x^4-1007*a^3*g^3*r^2*x^3-819*a^3*g^3*r*x^4-\ 680*a^3*g^2*p^3*x^3-1599*a^3*g^2*p^2*q*x^3-3955*a^3*g^2*p^2*r*x^3-1223*a^3*g^2* p^2*x^4-1158*a^3*g^2*p*q^2*x^3-5894*a^3*g^2*p*q*r*x^3-2446*a^3*g^2*p*q*x^4-7218 *a^3*g^2*p*r^2*x^3-2461*a^3*g^2*p*r*x^4-239*a^3*g^2*q^3*x^3-1939*a^3*g^2*q^2*r* x^3-1223*a^3*g^2*q^2*x^4-5202*a^3*g^2*q*r^2*x^3-2461*a^3*g^2*q*r*x^4-4120*a^3*g ^2*r^3*x^3-371*a^3*g^2*r^2*x^4-718*a^3*g*p^4*x^3-2368*a^3*g*p^3*q*x^3-5241*a^3* g*p^3*r*x^3-1135*a^3*g*p^3*x^4-2796*a^3*g*p^2*q^2*x^3-12675*a^3*g*p^2*q*r*x^3-\ 3405*a^3*g*p^2*q*x^4-13241*a^3*g*p^2*r^2*x^3-1397*a^3*g*p^2*r*x^4-1360*a^3*g*p* q^3*x^3-9627*a^3*g*p*q^2*r*x^3-3405*a^3*g*p*q^2*x^4-20968*a^3*g*p*q*r^2*x^3-\ 2794*a^3*g*p*q*r*x^4-14009*a^3*g*p*r^3*x^3+3866*a^3*g*p*r^2*x^4-214*a^3*g*q^4*x ^3-2193*a^3*g*q^3*r*x^3-1135*a^3*g*q^3*x^4-7727*a^3*g*q^2*r^2*x^3-1397*a^3*g*q^ 2*r*x^4-10991*a^3*g*q*r^3*x^3+3866*a^3*g*q*r^2*x^4-5291*a^3*g*r^4*x^3+5511*a^3* g*r^3*x^4-252*a^3*p^5*x^3-1071*a^3*p^4*q*x^3-2205*a^3*p^4*r*x^3-353*a^3*p^4*x^4 -1764*a^3*p^3*q^2*x^3-7410*a^3*p^3*q*r*x^3-1412*a^3*p^3*q*x^4-7080*a^3*p^3*r^2* x^3+215*a^3*p^3*r*x^4-1386*a^3*p^2*q^3*x^3-9000*a^3*p^2*q^2*r*x^3-2118*a^3*p^2* q^2*x^4-17655*a^3*p^2*q*r^2*x^3+645*a^3*p^2*q*r*x^4-10731*a^3*p^2*r^3*x^3+5233* a^3*p^2*r^2*x^4-504*a^3*p*q^4*x^3-4590*a^3*p*q^3*r*x^3-1412*a^3*p*q^3*x^4-14070 *a^3*p*q^2*r^2*x^3+645*a^3*p*q^2*r*x^4-17718*a^3*p*q*r^3*x^3+10466*a^3*p*q*r^2* x^4-7782*a^3*p*r^4*x^3+9900*a^3*p*r^3*x^4-63*a^3*q^5*x^3-795*a^3*q^4*r*x^3-353* a^3*q^4*x^4-3495*a^3*q^3*r^2*x^3+215*a^3*q^3*r*x^4-6987*a^3*q^2*r^3*x^3+5233*a^ 3*q^2*r^2*x^4-6402*a^3*q*r^4*x^3+9900*a^3*q*r^3*x^4-2178*a^3*r^5*x^3+5289*a^3*r ^4*x^4-960*a^2*b^4*c^2*x^3-1120*a^2*b^4*c*p*x^3-640*a^2*b^4*c*q*x^3-2320*a^2*b^ 4*c*r*x^3-1680*a^2*b^4*c*x^4-320*a^2*b^4*p^2*x^3-400*a^2*b^4*p*q*x^3-1400*a^2*b ^4*p*r*x^3-840*a^2*b^4*p*x^4-80*a^2*b^4*q^2*x^3-680*a^2*b^4*q*r*x^3-840*a^2*b^4 *q*x^4-1480*a^2*b^4*r^2*x^3-1560*a^2*b^4*r*x^4-6976*a^2*b^3*c^3*x^3-2880*a^2*b^ 3*c^2*g*x^3-11552*a^2*b^3*c^2*p*x^3-7552*a^2*b^3*c^2*q*x^3-22048*a^2*b^3*c^2*r* x^3-11680*a^2*b^3*c^2*x^4-3488*a^2*b^3*c*g*p*x^3-2048*a^2*b^3*c*g*q*x^3-7088*a^ 2*b^3*c*g*r*x^3-5040*a^2*b^3*c*g*x^4-6192*a^2*b^3*c*p^2*x^3-8704*a^2*b^3*c*p*q* x^3-24224*a^2*b^3*c*p*r*x^3-10560*a^2*b^3*c*p*x^4-2512*a^2*b^3*c*q^2*x^3-15584* a^2*b^3*c*q*r*x^3-10560*a^2*b^3*c*q*x^4-22048*a^2*b^3*c*r^2*x^3-11760*a^2*b^3*c *r*x^4-1024*a^2*b^3*g*p^2*x^3-1328*a^2*b^3*g*p*q*x^3-4456*a^2*b^3*g*p*r*x^3-\ 2520*a^2*b^3*g*p*x^4-304*a^2*b^3*g*q^2*x^3-2296*a^2*b^3*g*q*r*x^3-2520*a^2*b^3* g*q*x^4-4760*a^2*b^3*g*r^2*x^3-4680*a^2*b^3*g*r*x^4-1080*a^2*b^3*p^3*x^3-2400*a ^2*b^3*p^2*q*x^3-6408*a^2*b^3*p^2*r*x^3-2360*a^2*b^3*p^2*x^4-1560*a^2*b^3*p*q^2 *x^3-8976*a^2*b^3*p*q*r*x^3-4720*a^2*b^3*p*q*x^4-11664*a^2*b^3*p*r^2*x^3-4840*a ^2*b^3*p*r*x^4-240*a^2*b^3*q^3*x^3-2568*a^2*b^3*q^2*r*x^3-2360*a^2*b^3*q^2*x^4-\ 7824*a^2*b^3*q*r^2*x^3-4840*a^2*b^3*q*r*x^4-6624*a^2*b^3*r^3*x^3-920*a^2*b^3*r^ 2*x^4-18432*a^2*b^2*c^4*x^3-15552*a^2*b^2*c^3*g*x^3-39936*a^2*b^2*c^3*p*x^3-\ 27648*a^2*b^2*c^3*q*x^3-72960*a^2*b^2*c^3*r*x^3-30528*a^2*b^2*c^3*x^4-3168*a^2* b^2*c^2*g^2*x^3-26304*a^2*b^2*c^2*g*p*x^3-17472*a^2*b^2*c^2*g*q*x^3-49440*a^2*b ^2*c^2*g*r*x^3-25680*a^2*b^2*c^2*g*x^4-31344*a^2*b^2*c^2*p^2*x^3-46272*a^2*b^2* c^2*p*q*x^3-116208*a^2*b^2*c^2*p*r*x^3-39840*a^2*b^2*c^2*p*x^4-14928*a^2*b^2*c^ 2*q^2*x^3-81552*a^2*b^2*c^2*q*r*x^3-39840*a^2*b^2*c^2*q*x^4-98976*a^2*b^2*c^2*r ^2*x^3-27072*a^2*b^2*c^2*r*x^4-3960*a^2*b^2*c*g^2*p*x^3-2376*a^2*b^2*c*g^2*q*x^ 3-7920*a^2*b^2*c*g^2*r*x^3-5544*a^2*b^2*c*g^2*x^4-14280*a^2*b^2*c*g*p^2*x^3-\ 20448*a^2*b^2*c*g*p*q*x^3-55368*a^2*b^2*c*g*p*r*x^3-23160*a^2*b^2*c*g*p*x^4-\ 6168*a^2*b^2*c*g*q^2*x^3-36312*a^2*b^2*c*g*q*r*x^3-23160*a^2*b^2*c*g*q*x^4-\ 50448*a^2*b^2*c*g*r^2*x^3-25656*a^2*b^2*c*g*r*x^4-10632*a^2*b^2*c*p^3*x^3-24648 *a^2*b^2*c*p^2*q*x^3-59376*a^2*b^2*c*p^2*r*x^3-17112*a^2*b^2*c*p^2*x^4-17400*a^ 2*b^2*c*p*q^2*x^3-88800*a^2*b^2*c*p*q*r*x^3-34224*a^2*b^2*c*p*q*x^4-101064*a^2* b^2*c*p*r^2*x^3-19488*a^2*b^2*c*p*r*x^4-3384*a^2*b^2*c*q^3*x^3-29424*a^2*b^2*c* q^2*r*x^3-17112*a^2*b^2*c*q^2*x^4-73464*a^2*b^2*c*q*r^2*x^3-19488*a^2*b^2*c*q*r *x^4-54000*a^2*b^2*c*r^3*x^3+12336*a^2*b^2*c*r^2*x^4-1188*a^2*b^2*g^2*p^2*x^3-\ 1584*a^2*b^2*g^2*p*q*x^3-5148*a^2*b^2*g^2*p*r*x^3-2772*a^2*b^2*g^2*p*x^4-396*a^ 2*b^2*g^2*q^2*x^3-2772*a^2*b^2*g^2*q*r*x^3-2772*a^2*b^2*g^2*q*x^4-5544*a^2*b^2* g^2*r^2*x^3-5148*a^2*b^2*g^2*r*x^4-2508*a^2*b^2*g*p^3*x^3-5676*a^2*b^2*g*p^2*q* x^3-14784*a^2*b^2*g*p^2*r*x^3-5160*a^2*b^2*g*p^2*x^4-3828*a^2*b^2*g*p*q^2*x^3-\ 21120*a^2*b^2*g*p*q*r*x^3-10320*a^2*b^2*g*p*q*x^4-26928*a^2*b^2*g*p*r^2*x^3-\ 10488*a^2*b^2*g*p*r*x^4-660*a^2*b^2*g*q^3*x^3-6336*a^2*b^2*g*q^2*r*x^3-5160*a^2 *b^2*g*q^2*x^4-18480*a^2*b^2*g*q*r^2*x^3-10488*a^2*b^2*g*q*r*x^4-15312*a^2*b^2* g*r^3*x^3-1800*a^2*b^2*g*r^2*x^4-1320*a^2*b^2*p^4*x^3-4224*a^2*b^2*p^3*q*x^3-\ 9792*a^2*b^2*p^3*r*x^3-2412*a^2*b^2*p^3*x^4-4752*a^2*b^2*p^2*q^2*x^3-22992*a^2* b^2*p^2*q*r*x^3-7236*a^2*b^2*p^2*q*x^4-24828*a^2*b^2*p^2*r^2*x^3-3132*a^2*b^2*p ^2*r*x^4-2112*a^2*b^2*p*q^3*x^3-16608*a^2*b^2*p*q^2*r*x^3-7236*a^2*b^2*p*q^2*x^ 4-38112*a^2*b^2*p*q*r^2*x^3-6264*a^2*b^2*p*q*r*x^4-26268*a^2*b^2*p*r^3*x^3+7680 *a^2*b^2*p*r^2*x^4-264*a^2*b^2*q^4*x^3-3408*a^2*b^2*q^3*r*x^3-2412*a^2*b^2*q^3* x^4-13284*a^2*b^2*q^2*r^2*x^3-3132*a^2*b^2*q^2*r*x^4-19956*a^2*b^2*q*r^3*x^3+ 7680*a^2*b^2*q*r^2*x^4-9912*a^2*b^2*r^4*x^3+11292*a^2*b^2*r^3*x^4-20832*a^2*b*c ^5*x^3-26880*a^2*b*c^4*g*x^3-56112*a^2*b*c^4*p*x^3-40032*a^2*b*c^4*q*x^3-100000 *a^2*b*c^4*r*x^3-34848*a^2*b*c^4*x^4-11256*a^2*b*c^3*g^2*x^3-59056*a^2*b*c^3*g* p*x^3-41344*a^2*b*c^3*g*q*x^3-106640*a^2*b*c^3*g*r*x^3-43584*a^2*b*c^3*g*x^4-\ 58208*a^2*b*c^3*p^2*x^3-88192*a^2*b*c^3*p*q*x^3-209776*a^2*b*c^3*p*r*x^3-59424* a^2*b*c^3*p*x^4-29984*a^2*b*c^3*q^2*x^3-153040*a^2*b*c^3*q*r*x^3-59424*a^2*b*c^ 3*q*x^4-173088*a^2*b*c^3*r^2*x^3-20976*a^2*b*c^3*r*x^4-1512*a^2*b*c^2*g^3*x^3-\ 19380*a^2*b*c^2*g^2*p*x^3-13032*a^2*b*c^2*g^2*q*x^3-35980*a^2*b*c^2*g^2*r*x^3-\ 18372*a^2*b*c^2*g^2*x^4-46720*a^2*b*c^2*g*p^2*x^3-69824*a^2*b*c^2*g*p*q*x^3-\ 171876*a^2*b*c^2*g*p*r*x^3-56700*a^2*b*c^2*g*p*x^4-23104*a^2*b*c^2*g*q^2*x^3-\ 121980*a^2*b*c^2*g*q*r*x^3-56700*a^2*b*c^2*g*q*x^4-146200*a^2*b*c^2*g*r^2*x^3-\ 37752*a^2*b*c^2*g*r*x^4-29312*a^2*b*c^2*p^3*x^3-69504*a^2*b*c^2*p^2*q*x^3-\ 158668*a^2*b*c^2*p^2*r*x^3-37524*a^2*b*c^2*p^2*x^4-51072*a^2*b*c^2*p*q^2*x^3-\ 244760*a^2*b*c^2*p*q*r*x^3-75048*a^2*b*c^2*p*q*x^4-261376*a^2*b*c^2*p*r^2*x^3-\ 16392*a^2*b*c^2*p*r*x^4-10880*a^2*b*c^2*q^3*x^3-86092*a^2*b*c^2*q^2*r*x^3-37524 *a^2*b*c^2*q^2*x^4-197224*a^2*b*c^2*q*r^2*x^3-16392*a^2*b*c^2*q*r*x^4-135460*a^ 2*b*c^2*r^3*x^3+59232*a^2*b*c^2*r^2*x^4-1940*a^2*b*c*g^3*p*x^3-1184*a^2*b*c*g^3 *q*x^3-3830*a^2*b*c*g^3*r*x^3-2646*a^2*b*c*g^3*x^4-10630*a^2*b*c*g^2*p^2*x^3-\ 15440*a^2*b*c*g^2*p*q*x^3-40936*a^2*b*c*g^2*p*r*x^3-16524*a^2*b*c*g^2*p*x^4-\ 4810*a^2*b*c*g^2*q^2*x^3-27256*a^2*b*c*g^2*q*r*x^3-16524*a^2*b*c*g^2*q*x^4-\ 37340*a^2*b*c*g^2*r^2*x^3-18198*a^2*b*c*g^2*r*x^4-15912*a^2*b*c*g*p^3*x^3-37332 *a^2*b*c*g*p^2*q*x^3-88324*a^2*b*c*g*p^2*r*x^3-24264*a^2*b*c*g*p^2*x^4-26928*a^ 2*b*c*g*p*q^2*x^3-133628*a^2*b*c*g*p*q*r*x^3-48528*a^2*b*c*g*p*q*x^4-150210*a^2 *b*c*g*p*r^2*x^3-26790*a^2*b*c*g*p*r*x^4-5508*a^2*b*c*g*q^3*x^3-45304*a^2*b*c*g *q^2*r*x^3-24264*a^2*b*c*g*q^2*x^4-110544*a^2*b*c*g*q*r^2*x^3-26790*a^2*b*c*g*q *r*x^4-80310*a^2*b*c*g*r^3*x^3+18966*a^2*b*c*g*r^2*x^4-7202*a^2*b*c*p^4*x^3-\ 23504*a^2*b*c*p^3*q*x^3-51660*a^2*b*c*p^3*r*x^3-10380*a^2*b*c*p^3*x^4-27300*a^2 *b*c*p^2*q^2*x^3-124416*a^2*b*c*p^2*q*r*x^3-31140*a^2*b*c*p^2*q*x^4-126650*a^2* b*c*p^2*r^2*x^3-1662*a^2*b*c*p^2*r*x^4-12896*a^2*b*c*p*q^3*x^3-93852*a^2*b*c*p* q^2*r*x^3-31140*a^2*b*c*p*q^2*x^4-200272*a^2*b*c*p*q*r^2*x^3-3324*a^2*b*c*p*q*r *x^4-129980*a^2*b*c*p*r^3*x^3+61596*a^2*b*c*p*r^2*x^4-1898*a^2*b*c*q^4*x^3-\ 21096*a^2*b*c*q^3*r*x^3-10380*a^2*b*c*q^3*x^4-73622*a^2*b*c*q^2*r^2*x^3-1662*a^ 2*b*c*q^2*r*x^4-101828*a^2*b*c*q*r^3*x^3+61596*a^2*b*c*q*r^2*x^4-47788*a^2*b*c* r^4*x^3+64284*a^2*b*c*r^3*x^4-592*a^2*b*g^3*p^2*x^3-806*a^2*b*g^3*p*q*x^3-2557* a^2*b*g^3*p*r*x^3-1323*a^2*b*g^3*p*x^4-214*a^2*b*g^3*q^2*x^3-1423*a^2*b*g^3*q*r *x^3-1323*a^2*b*g^3*q*x^4-2771*a^2*b*g^3*r^2*x^3-2457*a^2*b*g^3*r*x^4-1877*a^2* b*g^2*p^3*x^3-4308*a^2*b*g^2*p^2*q*x^3-11011*a^2*b*g^2*p^2*r*x^3-3669*a^2*b*g^2 *p^2*x^4-2985*a^2*b*g^2*p*q^2*x^3-15974*a^2*b*g^2*p*q*r*x^3-7338*a^2*b*g^2*p*q* x^4-20070*a^2*b*g^2*p*r^2*x^3-7383*a^2*b*g^2*p*r*x^4-554*a^2*b*g^2*q^3*x^3-4963 *a^2*b*g^2*q^2*r*x^3-3669*a^2*b*g^2*q^2*x^4-14022*a^2*b*g^2*q*r^2*x^3-7383*a^2* b*g^2*q*r*x^4-11428*a^2*b*g^2*r^3*x^3-1113*a^2*b*g^2*r^2*x^4-1978*a^2*b*g*p^4*x ^3-6400*a^2*b*g*p^3*q*x^3-14589*a^2*b*g*p^3*r*x^3-3405*a^2*b*g*p^3*x^4-7332*a^2 *b*g*p^2*q^2*x^3-34623*a^2*b*g*p^2*q*r*x^3-10215*a^2*b*g*p^2*q*x^4-36947*a^2*b* g*p^2*r^2*x^3-4191*a^2*b*g*p^2*r*x^4-3376*a^2*b*g*p*q^3*x^3-25479*a^2*b*g*p*q^2 *r*x^3-10215*a^2*b*g*p*q^2*x^4-57352*a^2*b*g*p*q*r^2*x^3-8382*a^2*b*g*p*q*r*x^4 -39095*a^2*b*g*p*r^3*x^3+11598*a^2*b*g*p*r^2*x^4-466*a^2*b*g*q^4*x^3-5445*a^2*b *g*q^3*r*x^3-3405*a^2*b*g*q^3*x^4-20405*a^2*b*g*q^2*r^2*x^3-4191*a^2*b*g*q^2*r* x^4-30041*a^2*b*g*q*r^3*x^3+11598*a^2*b*g*q*r^2*x^4-14759*a^2*b*g*r^4*x^3+16533 *a^2*b*g*r^3*x^4-693*a^2*b*p^5*x^3-2898*a^2*b*p^4*q*x^3-6135*a^2*b*p^4*r*x^3-\ 1059*a^2*b*p^4*x^4-4662*a^2*b*p^3*q^2*x^3-20310*a^2*b*p^3*q*r*x^3-4236*a^2*b*p^ 3*q*x^4-19785*a^2*b*p^3*r^2*x^3+645*a^2*b*p^3*r*x^4-3528*a^2*b*p^2*q^3*x^3-\ 24120*a^2*b*p^2*q^2*r*x^3-6354*a^2*b*p^2*q^2*x^4-48600*a^2*b*p^2*q*r^2*x^3+1935 *a^2*b*p^2*q*r*x^4-30039*a^2*b*p^2*r^3*x^3+15699*a^2*b*p^2*r^2*x^4-1197*a^2*b*p *q^4*x^3-11850*a^2*b*p*q^3*r*x^3-4236*a^2*b*p*q^3*x^4-37845*a^2*b*p*q^2*r^2*x^3 +1935*a^2*b*p*q^2*r*x^4-48846*a^2*b*p*q*r^3*x^3+31398*a^2*b*p*q*r^2*x^4-21798*a ^2*b*p*r^4*x^3+29700*a^2*b*p*r^3*x^4-126*a^2*b*q^5*x^3-1905*a^2*b*q^4*r*x^3-\ 1059*a^2*b*q^4*x^4-9030*a^2*b*q^3*r^2*x^3+645*a^2*b*q^3*r*x^4-18807*a^2*b*q^2*r ^3*x^3+15699*a^2*b*q^2*r^2*x^4-17658*a^2*b*q*r^4*x^3+29700*a^2*b*q*r^3*x^4-6102 *a^2*b*r^5*x^3+15867*a^2*b*r^4*x^4-8480*a^2*c^6*x^3-14832*a^2*c^5*g*x^3-27440*a ^2*c^5*p*x^3-19920*a^2*c^5*q*x^3-48160*a^2*c^5*r*x^3-14528*a^2*c^5*x^4-9528*a^2 *c^4*g^2*x^3-40384*a^2*c^4*g*p*x^3-29040*a^2*c^4*g*q*x^3-71320*a^2*c^4*g*r*x^3-\ 24232*a^2*c^4*g*x^4-35520*a^2*c^4*p^2*x^3-54656*a^2*c^4*p*q*x^3-125968*a^2*c^4* p*r*x^3-30576*a^2*c^4*p*x^4-19136*a^2*c^4*q^2*x^3-93792*a^2*c^4*q*r*x^3-30576*a ^2*c^4*q*x^4-102288*a^2*c^4*r^2*x^3-2456*a^2*c^4*r*x^4-2644*a^2*c^3*g^3*x^3-\ 21188*a^2*c^3*g^2*p*x^3-14956*a^2*c^3*g^2*q*x^3-37904*a^2*c^3*g^2*r*x^3-15184*a ^2*c^3*g^2*x^4-42144*a^2*c^3*g*p^2*x^3-64416*a^2*c^3*g*p*q*x^3-150936*a^2*c^3*g *p*r*x^3-41176*a^2*c^3*g*p*x^4-22272*a^2*c^3*g*q^2*x^3-110968*a^2*c^3*g*q*r*x^3 -41176*a^2*c^3*g*q*x^4-124296*a^2*c^3*g*r^2*x^3-13528*a^2*c^3*g*r*x^4-23776*a^2 *c^3*p^3*x^3-57152*a^2*c^3*p^2*q*x^3-126528*a^2*c^3*p^2*r*x^3-25416*a^2*c^3*p^2 *x^4-42976*a^2*c^3*p*q^2*x^3-198528*a^2*c^3*p*q*r*x^3-50832*a^2*c^3*p*q*x^4-\ 205048*a^2*c^3*p*r^2*x^3+4144*a^2*c^3*p*r*x^4-9600*a^2*c^3*q^3*x^3-72000*a^2*c^ 3*q^2*r*x^3-25416*a^2*c^3*q^2*x^4-157832*a^2*c^3*q*r^2*x^3+4144*a^2*c^3*q*r*x^4 -104688*a^2*c^3*r^3*x^3+59472*a^2*c^3*r^2*x^4-264*a^2*c^2*g^4*x^3-4620*a^2*c^2* g^3*p*x^3-3136*a^2*c^2*g^3*q*x^3-8494*a^2*c^2*g^3*r*x^3-4274*a^2*c^2*g^3*x^4-\ 16874*a^2*c^2*g^2*p^2*x^3-25456*a^2*c^2*g^2*p*q*x^3-61710*a^2*c^2*g^2*p*r*x^3-\ 19686*a^2*c^2*g^2*p*x^4-8582*a^2*c^2*g^2*q^2*x^3-44174*a^2*c^2*g^2*q*r*x^3-\ 19686*a^2*c^2*g^2*q*x^4-52446*a^2*c^2*g^2*r^2*x^3-12824*a^2*c^2*g^2*r*x^4-21284 *a^2*c^2*g*p^3*x^3-50904*a^2*c^2*g*p^2*q*x^3-114646*a^2*c^2*g*p^2*r*x^3-25890*a ^2*c^2*g*p^2*x^4-37956*a^2*c^2*g*p*q^2*x^3-178280*a^2*c^2*g*p*q*r*x^3-51780*a^2 *c^2*g*p*q*x^4-188622*a^2*c^2*g*p*r^2*x^3-9762*a^2*c^2*g*p*r*x^4-8336*a^2*c^2*g *q^3*x^3-63634*a^2*c^2*g*q^2*r*x^3-25890*a^2*c^2*g*q^2*x^4-143516*a^2*c^2*g*q*r ^2*x^3-9762*a^2*c^2*g*q*r*x^4-97772*a^2*c^2*g*r^3*x^3+43326*a^2*c^2*g*r^2*x^4-\ 8734*a^2*c^2*p^4*x^3-28848*a^2*c^2*p^3*q*x^3-61544*a^2*c^2*p^3*r*x^3-10420*a^2* c^2*p^3*x^4-34140*a^2*c^2*p^2*q^2*x^3-150348*a^2*c^2*p^2*q*r*x^3-31260*a^2*c^2* p^2*q*x^4-148398*a^2*c^2*p^2*r^2*x^3+8682*a^2*c^2*p^2*r*x^4-16672*a^2*c^2*p*q^3 *x^3-116064*a^2*c^2*p*q^2*r*x^3-31260*a^2*c^2*p*q^2*x^4-238512*a^2*c^2*p*q*r^2* x^3+17364*a^2*c^2*p*q*r*x^4-150060*a^2*c^2*p*r^3*x^3+87708*a^2*c^2*p*r^2*x^4-\ 2646*a^2*c^2*q^4*x^3-27260*a^2*c^2*q^3*r*x^3-10420*a^2*c^2*q^3*x^4-90114*a^2*c^ 2*q^2*r^2*x^3+8682*a^2*c^2*q^2*r*x^4-119556*a^2*c^2*q*r^3*x^3+87708*a^2*c^2*q*r ^2*x^4-54472*a^2*c^2*r^4*x^3+79976*a^2*c^2*r^3*x^4-346*a^2*c*g^4*p*x^3-214*a^2* c*g^4*q*x^3-676*a^2*c*g^4*r*x^3-462*a^2*c*g^4*x^4-2555*a^2*c*g^3*p^2*x^3-3752*a ^2*c*g^3*p*q*x^3-9789*a^2*c*g^3*p*r*x^3-3833*a^2*c*g^3*p*x^4-1197*a^2*c*g^3*q^2 *x^3-6595*a^2*c*g^3*q*r*x^3-3833*a^2*c*g^3*q*x^4-8939*a^2*c*g^3*r^2*x^3-4195*a^ 2*c*g^3*r*x^4-5765*a^2*c*g^2*p^3*x^3-13651*a^2*c*g^2*p^2*q*x^3-31857*a^2*c*g^2* p^2*r*x^3-8389*a^2*c*g^2*p^2*x^4-10007*a^2*c*g^2*p*q^2*x^3-48636*a^2*c*g^2*p*q* r*x^3-16778*a^2*c*g^2*p*q*x^4-54154*a^2*c*g^2*p*r^2*x^3-8943*a^2*c*g^2*p*r*x^4-\ 2121*a^2*c*g^2*q^3*x^3-16779*a^2*c*g^2*q^2*r*x^3-8389*a^2*c*g^2*q^2*x^4-40243*a ^2*c*g^2*q*r^2*x^3-8943*a^2*c*g^2*q*r*x^4-28978*a^2*c*g^2*r^3*x^3+7121*a^2*c*g^ 2*r^2*x^4-5233*a^2*c*g*p^4*x^3-17216*a^2*c*g*p^3*q*x^3-37368*a^2*c*g*p^3*r*x^3-\ 7124*a^2*c*g*p^3*x^4-20250*a^2*c*g*p^2*q^2*x^3-90678*a^2*c*g*p^2*q*r*x^3-21372* a^2*c*g*p^2*q*x^4-91505*a^2*c*g*p^2*r^2*x^3-333*a^2*c*g*p^2*r*x^4-9784*a^2*c*g* p*q^3*x^3-69252*a^2*c*g*p*q^2*r*x^3-21372*a^2*c*g*p*q^2*x^4-145820*a^2*c*g*p*q* r^2*x^3-666*a^2*c*g*p*q*r*x^4-93916*a^2*c*g*p*r^3*x^3+44736*a^2*c*g*p*r^2*x^4-\ 1517*a^2*c*g*q^4*x^3-15942*a^2*c*g*q^3*r*x^3-7124*a^2*c*g*q^3*x^4-54315*a^2*c*g *q^2*r^2*x^3-333*a^2*c*g*q^2*r*x^4-74156*a^2*c*g*q*r^3*x^3+44736*a^2*c*g*q*r^2* x^4-34546*a^2*c*g*r^4*x^3+45958*a^2*c*g*r^3*x^4-1677*a^2*c*p^5*x^3-7087*a^2*c*p ^4*q*x^3-14582*a^2*c*p^4*r*x^3-2106*a^2*c*p^4*x^4-11578*a^2*c*p^3*q^2*x^3-48852 *a^2*c*p^3*q*r*x^3-8424*a^2*c*p^3*q*x^4-46269*a^2*c*p^3*r^2*x^3+4346*a^2*c*p^3* r*x^4-8982*a^2*c*p^2*q^3*x^3-59064*a^2*c*p^2*q^2*r*x^3-12636*a^2*c*p^2*q^2*x^4-\ 115173*a^2*c*p^2*q*r^2*x^3+13038*a^2*c*p^2*q*r*x^4-69252*a^2*c*p^2*r^3*x^3+ 42480*a^2*c*p^2*r^2*x^4-3193*a^2*c*p*q^4*x^3-29900*a^2*c*p*q^3*r*x^3-8424*a^2*c *p*q^3*x^4-91539*a^2*c*p*q^2*r^2*x^3+13038*a^2*c*p*q^2*r*x^4-114168*a^2*c*p*q*r ^3*x^3+84960*a^2*c*p*q*r^2*x^4-49640*a^2*c*p*r^4*x^3+72372*a^2*c*p*r^3*x^4-379* a^2*c*q^5*x^3-5106*a^2*c*q^4*r*x^3-2106*a^2*c*q^4*x^4-22635*a^2*c*q^3*r^2*x^3+ 4346*a^2*c*q^3*r*x^4-44916*a^2*c*q^2*r^3*x^3+42480*a^2*c*q^2*r^2*x^4-40760*a^2* c*q*r^4*x^3+72372*a^2*c*q*r^3*x^4-13752*a^2*c*r^5*x^3+36686*a^2*c*r^4*x^4-107*a ^2*g^4*p^2*x^3-148*a^2*g^4*p*q*x^3-461*a^2*g^4*p*r*x^3-231*a^2*g^4*p*x^4-41*a^2 *g^4*q^2*x^3-263*a^2*g^4*q*r*x^3-231*a^2*g^4*q*x^4-502*a^2*g^4*r^2*x^3-429*a^2* g^4*r*x^4-453*a^2*g^3*p^3*x^3-1051*a^2*g^3*p^2*q*x^3-2648*a^2*g^3*p^2*r*x^3-848 *a^2*g^3*p^2*x^4-743*a^2*g^3*p*q^2*x^3-3888*a^2*g^3*p*q*r*x^3-1696*a^2*g^3*p*q* x^4-4830*a^2*g^3*p*r^2*x^3-1688*a^2*g^3*p*r*x^4-145*a^2*g^3*q^3*x^3-1240*a^2*g^ 3*q^2*r*x^3-848*a^2*g^3*q^2*x^4-3422*a^2*g^3*q*r^2*x^3-1688*a^2*g^3*q*r*x^4-\ 2754*a^2*g^3*r^3*x^3-216*a^2*g^3*r^2*x^4-717*a^2*g^2*p^4*x^3-2340*a^2*g^2*p^3*q *x^3-5266*a^2*g^2*p^3*r*x^3-1171*a^2*g^2*p^3*x^4-2718*a^2*g^2*p^2*q^2*x^3-12604 *a^2*g^2*p^2*q*r*x^3-3513*a^2*g^2*p^2*q*x^4-13326*a^2*g^2*p^2*r^2*x^3-1350*a^2* g^2*p^2*r*x^4-1284*a^2*g^2*p*q^3*x^3-9410*a^2*g^2*p*q^2*r*x^3-3513*a^2*g^2*p*q^ 2*x^4-20872*a^2*g^2*p*q*r^2*x^3-2700*a^2*g^2*p*q*r*x^4-14105*a^2*g^2*p*r^3*x^3+ 4289*a^2*g^2*p*r^2*x^4-189*a^2*g^2*q^4*x^3-2072*a^2*g^2*q^3*r*x^3-1171*a^2*g^2* q^3*x^4-7546*a^2*g^2*q^2*r^2*x^3-1350*a^2*g^2*q^2*r*x^4-10939*a^2*g^2*q*r^3*x^3 +4289*a^2*g^2*q*r^2*x^4-5328*a^2*g^2*r^4*x^3+5925*a^2*g^2*r^3*x^4-503*a^2*g*p^5 *x^3-2119*a^2*g*p^4*q*x^3-4432*a^2*g*p^4*r*x^3-722*a^2*g*p^4*x^4-3446*a^2*g*p^3 *q^2*x^3-14772*a^2*g*p^3*q*r*x^3-2888*a^2*g*p^3*q*x^4-14271*a^2*g*p^3*r^2*x^3+ 583*a^2*g*p^3*r*x^4-2654*a^2*g*p^2*q^3*x^3-17724*a^2*g*p^2*q^2*r*x^3-4332*a^2*g *p^2*q^2*x^4-35293*a^2*g*p^2*q*r^2*x^3+1749*a^2*g*p^2*q*r*x^4-21660*a^2*g*p^2*r ^3*x^3+11331*a^2*g*p^2*r^2*x^4-931*a^2*g*p*q^4*x^3-8860*a^2*g*p*q^3*r*x^3-2888* a^2*g*p*q^3*x^4-27773*a^2*g*p*q^2*r^2*x^3+1749*a^2*g*p*q^2*r*x^4-35460*a^2*g*p* q*r^3*x^3+22662*a^2*g*p*q*r^2*x^4-15720*a^2*g*p*r^4*x^3+21166*a^2*g*p*r^3*x^4-\ 107*a^2*g*q^5*x^3-1476*a^2*g*q^4*r*x^3-722*a^2*g*q^4*x^4-6751*a^2*g*q^3*r^2*x^3 +583*a^2*g*q^3*r*x^4-13800*a^2*g*q^2*r^3*x^3+11331*a^2*g*q^2*r^2*x^4-12820*a^2* g*q*r^4*x^3+21166*a^2*g*q*r^3*x^4-4402*a^2*g*r^5*x^3+11259*a^2*g*r^4*x^4-132*a^ 2*p^6*x^3-682*a^2*p^5*q*x^3-1353*a^2*p^5*r*x^3-168*a^2*p^5*x^4-1430*a^2*p^4*q^2 *x^3-5793*a^2*p^4*q*r*x^3-840*a^2*p^4*q*x^4-5273*a^2*p^4*r^2*x^3+674*a^2*p^4*r* x^4-1540*a^2*p^3*q^3*x^3-9642*a^2*p^3*q^2*r*x^3-1680*a^2*p^3*q^2*x^4-17944*a^2* p^3*q*r^2*x^3+2696*a^2*p^3*q*r*x^4-10347*a^2*p^3*r^3*x^3+6747*a^2*p^3*r^2*x^4-\ 880*a^2*p^2*q^4*x^3-7698*a^2*p^2*q^3*r*x^3-1680*a^2*p^2*q^3*x^4-22194*a^2*p^2*q ^2*r^2*x^3+4044*a^2*p^2*q^2*r*x^4-26277*a^2*p^2*q*r^3*x^3+20241*a^2*p^2*q*r^2*x ^4-10953*a^2*p^2*r^4*x^3+16196*a^2*p^2*r^3*x^4-242*a^2*p*q^5*x^3-2877*a^2*p*q^4 *r*x^3-840*a^2*p*q^4*x^4-11648*a^2*p*q^3*r^2*x^3+2696*a^2*p*q^3*r*x^4-21513*a^2 *p*q^2*r^3*x^3+20241*a^2*p*q^2*r^2*x^4-18484*a^2*p*q*r^4*x^3+32392*a^2*p*q*r^3* x^4-5984*a^2*p*r^5*x^3+15812*a^2*p*r^4*x^4-22*a^2*q^6*x^3-381*a^2*q^5*r*x^3-168 *a^2*q^5*x^4-2125*a^2*q^4*r^2*x^3+674*a^2*q^4*r*x^4-5583*a^2*q^3*r^3*x^3+6747*a ^2*q^3*r^2*x^4-7531*a^2*q^2*r^4*x^3+16196*a^2*q^2*r^3*x^4-5040*a^2*q*r^5*x^3+ 15812*a^2*q*r^4*x^4-1326*a^2*r^6*x^3+5521*a^2*r^5*x^4-384*a*b^5*c^2*x^3-416*a*b ^5*c*p*x^3-224*a*b^5*c*q*x^3-896*a*b^5*c*r*x^3-672*a*b^5*c*x^4-112*a*b^5*p^2*x^ 3-128*a*b^5*p*q*x^3-496*a*b^5*p*r*x^3-336*a*b^5*p*x^4-16*a*b^5*q^2*x^3-208*a*b^ 5*q*r*x^3-336*a*b^5*q*x^4-512*a*b^5*r^2*x^3-624*a*b^5*r*x^4-3424*a*b^4*c^3*x^3-\ 1440*a*b^4*c^2*g*x^3-5408*a*b^4*c^2*p*x^3-3408*a*b^4*c^2*q*x^3-10672*a*b^4*c^2* r*x^3-5840*a*b^4*c^2*x^4-1632*a*b^4*c*g*p*x^3-912*a*b^4*c*g*q*x^3-3432*a*b^4*c* g*r*x^3-2520*a*b^4*c*g*x^4-2808*a*b^4*c*p^2*x^3-3776*a*b^4*c*p*q*x^3-11216*a*b^ 4*c*p*r*x^3-5280*a*b^4*c*p*x^4-968*a*b^4*c*q^2*x^3-6896*a*b^4*c*q*r*x^3-5280*a* b^4*c*q*x^4-10192*a*b^4*c*r^2*x^3-5880*a*b^4*c*r*x^4-456*a*b^4*g*p^2*x^3-552*a* b^4*g*p*q*x^3-2004*a*b^4*g*p*r*x^3-1260*a*b^4*g*p*x^4-96*a*b^4*g*q^2*x^3-924*a* b^4*g*q*r*x^3-1260*a*b^4*g*q*x^4-2100*a*b^4*g*r^2*x^3-2340*a*b^4*g*r*x^4-480*a* b^4*p^3*x^3-1020*a*b^4*p^2*q*x^3-2892*a*b^4*p^2*r*x^3-1180*a*b^4*p^2*x^4-600*a* b^4*p*q^2*x^3-3864*a*b^4*p*q*r*x^3-2360*a*b^4*p*q*x^4-5256*a*b^4*p*r^2*x^3-2420 *a*b^4*p*r*x^4-60*a*b^4*q^3*x^3-972*a*b^4*q^2*r*x^3-1180*a*b^4*q^2*x^4-3336*a*b ^4*q*r^2*x^3-2420*a*b^4*q*r*x^4-2976*a*b^4*r^3*x^3-460*a*b^4*r^2*x^4-11968*a*b^ 3*c^4*x^3-10208*a*b^3*c^3*g*x^3-25056*a*b^3*c^3*p*x^3-16864*a*b^3*c^3*q*x^3-\ 47040*a*b^3*c^3*r*x^3-20352*a*b^3*c^3*x^4-2112*a*b^3*c^2*g^2*x^3-16544*a*b^3*c^ 2*g*p*x^3-10656*a*b^3*c^2*g*q*x^3-32016*a*b^3*c^2*g*r*x^3-17120*a*b^3*c^2*g*x^4 -19232*a*b^3*c^2*p^2*x^3-27520*a*b^3*c^2*p*q*x^3-72688*a*b^3*c^2*p*r*x^3-26560* a*b^3*c^2*p*x^4-8288*a*b^3*c^2*q^2*x^3-49584*a*b^3*c^2*q*r*x^3-26560*a*b^3*c^2* q*x^4-62144*a*b^3*c^2*r^2*x^3-18048*a*b^3*c^2*r*x^4-2488*a*b^3*c*g^2*p*x^3-1432 *a*b^3*c*g^2*q*x^3-5128*a*b^3*c*g^2*r*x^3-3696*a*b^3*c*g^2*x^4-8736*a*b^3*c*g*p ^2*x^3-12064*a*b^3*c*g*p*q*x^3-34464*a*b^3*c*g*p*r*x^3-15440*a*b^3*c*g*p*x^4-\ 3328*a*b^3*c*g*q^2*x^3-21760*a*b^3*c*g*q*r*x^3-15440*a*b^3*c*g*q*x^4-31352*a*b^ 3*c*g*r^2*x^3-17104*a*b^3*c*g*r*x^4-6432*a*b^3*c*p^3*x^3-14464*a*b^3*c*p^2*q*x^ 3-36488*a*b^3*c*p^2*r*x^3-11408*a*b^3*c*p^2*x^4-9632*a*b^3*c*p*q^2*x^3-53008*a* b^3*c*p*q*r*x^3-22816*a*b^3*c*p*q*x^4-62280*a*b^3*c*p*r^2*x^3-12992*a*b^3*c*p*r *x^4-1600*a*b^3*c*q^3*x^3-16520*a*b^3*c*q^2*r*x^3-11408*a*b^3*c*q^2*x^4-43880*a *b^3*c*q*r^2*x^3-12992*a*b^3*c*q*r*x^4-33256*a*b^3*c*r^3*x^3+8224*a*b^3*c*r^2*x ^4-716*a*b^3*g^2*p^2*x^3-904*a*b^3*g^2*p*q*x^3-3128*a*b^3*g^2*p*r*x^3-1848*a*b^ 3*g^2*p*x^4-188*a*b^3*g^2*q^2*x^3-1544*a*b^3*g^2*q*r*x^3-1848*a*b^3*g^2*q*x^4-\ 3316*a*b^3*g^2*r^2*x^3-3432*a*b^3*g^2*r*x^4-1508*a*b^3*g*p^3*x^3-3292*a*b^3*g*p ^2*q*x^3-9000*a*b^3*g*p^2*r*x^3-3440*a*b^3*g*p^2*x^4-2060*a*b^3*g*p*q^2*x^3-\ 12368*a*b^3*g*p*q*r*x^3-6880*a*b^3*g*p*q*x^4-16368*a*b^3*g*p*r^2*x^3-6992*a*b^3 *g*p*r*x^4-276*a*b^3*g*q^3*x^3-3368*a*b^3*g*q^2*r*x^3-3440*a*b^3*g*q^2*x^4-\ 10736*a*b^3*g*q*r^2*x^3-6992*a*b^3*g*q*r*x^4-9280*a*b^3*g*r^3*x^3-1200*a*b^3*g* r^2*x^4-792*a*b^3*p^4*x^3-2464*a*b^3*p^3*q*x^3-5964*a*b^3*p^3*r*x^3-1608*a*b^3* p^3*x^4-2640*a*b^3*p^2*q^2*x^3-13636*a*b^3*p^2*q*r*x^3-4824*a*b^3*p^2*q*x^4-\ 15176*a*b^3*p^2*r^2*x^3-2088*a*b^3*p^2*r*x^4-1056*a*b^3*p*q^3*x^3-9380*a*b^3*p* q^2*r*x^3-4824*a*b^3*p*q^2*x^4-22656*a*b^3*p*q*r^2*x^3-4176*a*b^3*p*q*r*x^4-\ 16064*a*b^3*p*r^3*x^3+5120*a*b^3*p*r^2*x^4-88*a*b^3*q^4*x^3-1708*a*b^3*q^3*r*x^ 3-1608*a*b^3*q^3*x^4-7480*a*b^3*q^2*r^2*x^3-2088*a*b^3*q^2*r*x^4-11856*a*b^3*q* r^3*x^3+5120*a*b^3*q*r^2*x^4-6060*a*b^3*r^4*x^3+7528*a*b^3*r^3*x^4-20256*a*b^2* c^5*x^3-26304*a*b^2*c^4*g*x^3-53088*a*b^2*c^4*p*x^3-37008*a*b^2*c^4*q*x^3-96800 *a*b^2*c^4*r*x^3-34848*a*b^2*c^4*x^4-11112*a*b^2*c^3*g^2*x^3-56000*a*b^2*c^3*g* p*x^3-38288*a*b^2*c^3*g*q*x^3-103600*a*b^2*c^3*g*r*x^3-43584*a*b^2*c^3*g*x^4-\ 54112*a*b^2*c^3*p^2*x^3-80000*a*b^2*c^3*p*q*x^3-198320*a*b^2*c^3*p*r*x^3-59424* a*b^2*c^3*p*x^4-25888*a*b^2*c^3*q^2*x^3-141584*a*b^2*c^3*q*r*x^3-59424*a*b^2*c^ 3*q*x^4-164448*a*b^2*c^3*r^2*x^3-20976*a*b^2*c^3*r*x^4-1512*a*b^2*c^2*g^3*x^3-\ 18408*a*b^2*c^2*g^2*p*x^3-12060*a*b^2*c^2*g^2*q*x^3-35060*a*b^2*c^2*g^2*r*x^3-\ 18372*a*b^2*c^2*g^2*x^4-43424*a*b^2*c^2*g*p^2*x^3-63232*a*b^2*c^2*g*p*q*x^3-\ 162420*a*b^2*c^2*g*p*r*x^3-56700*a*b^2*c^2*g*p*x^4-19808*a*b^2*c^2*g*q^2*x^3-\ 112524*a*b^2*c^2*g*q*r*x^3-56700*a*b^2*c^2*g*q*x^4-138632*a*b^2*c^2*g*r^2*x^3-\ 37752*a*b^2*c^2*g*r*x^4-26944*a*b^2*c^2*p^3*x^3-62400*a*b^2*c^2*p^2*q*x^3-\ 147908*a*b^2*c^2*p^2*r*x^3-37524*a*b^2*c^2*p^2*x^4-43968*a*b^2*c^2*p*q^2*x^3-\ 223240*a*b^2*c^2*p*q*r*x^3-75048*a*b^2*c^2*p*q*x^4-244568*a*b^2*c^2*p*r^2*x^3-\ 16392*a*b^2*c^2*p*r*x^4-8512*a*b^2*c^2*q^3*x^3-75332*a*b^2*c^2*q^2*r*x^3-37524* a*b^2*c^2*q^2*x^4-180416*a*b^2*c^2*q*r^2*x^3-16392*a*b^2*c^2*q*r*x^4-126764*a*b ^2*c^2*r^3*x^3+59232*a*b^2*c^2*r^2*x^4-1840*a*b^2*c*g^3*p*x^3-1084*a*b^2*c*g^3* q*x^3-3730*a*b^2*c*g^3*r*x^3-2646*a*b^2*c*g^3*x^4-9854*a*b^2*c*g^2*p^2*x^3-\ 13888*a*b^2*c*g^2*p*q*x^3-38504*a*b^2*c*g^2*p*r*x^3-16524*a*b^2*c*g^2*p*x^4-\ 4034*a*b^2*c*g^2*q^2*x^3-24824*a*b^2*c*g^2*q*r*x^3-16524*a*b^2*c*g^2*q*x^4-\ 35068*a*b^2*c*g^2*r^2*x^3-18198*a*b^2*c*g^2*r*x^4-14604*a*b^2*c*g*p^3*x^3-33408 *a*b^2*c*g*p^2*q*x^3-82136*a*b^2*c*g*p^2*r*x^3-24264*a*b^2*c*g*p^2*x^4-23004*a* b^2*c*g*p*q^2*x^3-121252*a*b^2*c*g*p*q*r*x^3-48528*a*b^2*c*g*p*q*x^4-140016*a*b ^2*c*g*p*r^2*x^3-26790*a*b^2*c*g*p*r*x^4-4200*a*b^2*c*g*q^3*x^3-39116*a*b^2*c*g *q^2*r*x^3-24264*a*b^2*c*g*q^2*x^4-100350*a*b^2*c*g*q*r^2*x^3-26790*a*b^2*c*g*q *r*x^4-74802*a*b^2*c*g*r^3*x^3+18966*a*b^2*c*g*r^2*x^4-6574*a*b^2*c*p^4*x^3-\ 20992*a*b^2*c*p^3*q*x^3-47784*a*b^2*c*p^3*r*x^3-10380*a*b^2*c*p^3*x^4-23532*a*b ^2*c*p^2*q^2*x^3-112788*a*b^2*c*p^2*q*r*x^3-31140*a*b^2*c*p^2*q*x^4-117610*a*b^ 2*c*p^2*r^2*x^3-1662*a*b^2*c*p^2*r*x^4-10384*a*b^2*c*p*q^3*x^3-82224*a*b^2*c*p* q^2*r*x^3-31140*a*b^2*c*p*q^2*x^4-182192*a*b^2*c*p*q*r^2*x^3-3324*a*b^2*c*p*q*r *x^4-120796*a*b^2*c*p*r^3*x^3+61596*a*b^2*c*p*r^2*x^4-1270*a*b^2*c*q^4*x^3-\ 17220*a*b^2*c*q^3*r*x^3-10380*a*b^2*c*q^3*x^4-64582*a*b^2*c*q^2*r^2*x^3-1662*a* b^2*c*q^2*r*x^4-92644*a*b^2*c*q*r^3*x^3+61596*a*b^2*c*q*r^2*x^4-44396*a*b^2*c*r ^4*x^3+64284*a*b^2*c*r^3*x^4-542*a*b^2*g^3*p^2*x^3-706*a*b^2*g^3*p*q*x^3-2357*a *b^2*g^3*p*r*x^3-1323*a*b^2*g^3*p*x^4-164*a*b^2*g^3*q^2*x^3-1223*a*b^2*g^3*q*r* x^3-1323*a*b^2*g^3*q*x^4-2521*a*b^2*g^3*r^2*x^3-2457*a*b^2*g^3*r*x^4-1714*a*b^2 *g^2*p^3*x^3-3819*a*b^2*g^2*p^2*q*x^3-10157*a*b^2*g^2*p^2*r*x^3-3669*a*b^2*g^2* p^2*x^4-2496*a*b^2*g^2*p*q^2*x^3-14266*a*b^2*g^2*p*q*r*x^3-7338*a*b^2*g^2*p*q*x ^4-18486*a*b^2*g^2*p*r^2*x^3-7383*a*b^2*g^2*p*r*x^4-391*a*b^2*g^2*q^3*x^3-4109* a*b^2*g^2*q^2*r*x^3-3669*a*b^2*g^2*q^2*x^4-12438*a*b^2*g^2*q*r^2*x^3-7383*a*b^2 *g^2*q*r*x^4-10496*a*b^2*g^2*r^3*x^3-1113*a*b^2*g^2*r^2*x^4-1802*a*b^2*g*p^4*x^ 3-5696*a*b^2*g*p^3*q*x^3-13455*a*b^2*g*p^3*r*x^3-3405*a*b^2*g*p^3*x^4-6276*a*b^ 2*g*p^2*q^2*x^3-31221*a*b^2*g*p^2*q*r*x^3-10215*a*b^2*g*p^2*q*x^4-34171*a*b^2*g *p^2*r^2*x^3-4191*a*b^2*g*p^2*r*x^4-2672*a*b^2*g*p*q^3*x^3-22077*a*b^2*g*p*q^2* r*x^3-10215*a*b^2*g*p*q^2*x^4-51800*a*b^2*g*p*q*r^2*x^3-8382*a*b^2*g*p*q*r*x^4-\ 36163*a*b^2*g*p*r^3*x^3+11598*a*b^2*g*p*r^2*x^4-290*a*b^2*g*q^4*x^3-4311*a*b^2* g*q^3*r*x^3-3405*a*b^2*g*q^3*x^4-17629*a*b^2*g*q^2*r^2*x^3-4191*a*b^2*g*q^2*r*x ^4-27109*a*b^2*g*q*r^3*x^3+11598*a*b^2*g*q*r^2*x^4-13645*a*b^2*g*r^4*x^3+16533* a*b^2*g*r^3*x^4-630*a*b^2*p^5*x^3-2583*a*b^2*p^4*q*x^3-5655*a*b^2*p^4*r*x^3-\ 1059*a*b^2*p^4*x^4-4032*a*b^2*p^3*q^2*x^3-18390*a*b^2*p^3*q*r*x^3-4236*a*b^2*p^ 3*q*x^4-18330*a*b^2*p^3*r^2*x^3+645*a*b^2*p^3*r*x^4-2898*a*b^2*p^2*q^3*x^3-\ 21240*a*b^2*p^2*q^2*r*x^3-6354*a*b^2*p^2*q^2*x^4-44235*a*b^2*p^2*q*r^2*x^3+1935 *a*b^2*p^2*q*r*x^4-27885*a*b^2*p^2*r^3*x^3+15699*a*b^2*p^2*r^2*x^4-882*a*b^2*p* q^4*x^3-9930*a*b^2*p*q^3*r*x^3-4236*a*b^2*p*q^3*x^4-33480*a*b^2*p*q^2*r^2*x^3+ 1935*a*b^2*p*q^2*r*x^4-44538*a*b^2*p*q*r^3*x^3+31398*a*b^2*p*q*r^2*x^4-20250*a* b^2*p*r^4*x^3+29700*a*b^2*p*r^3*x^4-63*a*b^2*q^5*x^3-1425*a*b^2*q^4*r*x^3-1059* a*b^2*q^4*x^4-7575*a*b^2*q^3*r^2*x^3+645*a*b^2*q^3*r*x^4-16653*a*b^2*q^2*r^3*x^ 3+15699*a*b^2*q^2*r^2*x^4-16110*a*b^2*q*r^4*x^3+29700*a*b^2*q*r^3*x^4-5670*a*b^ 2*r^5*x^3+15867*a*b^2*r^4*x^4-16512*a*b*c^6*x^3-28992*a*b*c^5*g*x^3-52192*a*b*c ^5*p*x^3-37152*a*b*c^5*q*x^3-93440*a*b*c^5*r*x^3-29056*a*b*c^5*x^4-18720*a*b*c^ 4*g^2*x^3-76944*a*b*c^4*g*p*x^3-54256*a*b*c^4*g*q*x^3-138720*a*b*c^4*g*r*x^3-\ 48464*a*b*c^4*g*x^4-66560*a*b*c^4*p^2*x^3-100352*a*b*c^4*p*q*x^3-239536*a*b*c^4 *p*r*x^3-61152*a*b*c^4*p*x^4-33792*a*b*c^4*q^2*x^3-175184*a*b*c^4*q*r*x^3-61152 *a*b*c^4*q*x^4-195456*a*b*c^4*r^2*x^3-4912*a*b*c^4*r*x^4-5232*a*b*c^3*g^3*x^3-\ 40440*a*b*c^3*g^2*p*x^3-27976*a*b*c^3*g^2*q*x^3-73920*a*b*c^3*g^2*r*x^3-30368*a *b*c^3*g^2*x^4-79008*a*b*c^3*g*p^2*x^3-118272*a*b*c^3*g*p*q*x^3-287168*a*b*c^3* g*p*r*x^3-82352*a*b*c^3*g*p*x^4-39264*a*b*c^3*g*q^2*x^3-207232*a*b*c^3*g*q*r*x^ 3-82352*a*b*c^3*g*q*x^4-237568*a*b*c^3*g*r^2*x^3-27056*a*b*c^3*g*r*x^4-44128*a* b*c^3*p^3*x^3-104032*a*b*c^3*p^2*q*x^3-237728*a*b*c^3*p^2*r*x^3-50832*a*b*c^3*p ^2*x^4-75680*a*b*c^3*p*q^2*x^3-366400*a*b*c^3*p*q*r*x^3-101664*a*b*c^3*p*q*x^4-\ 386672*a*b*c^3*p*r^2*x^3+8288*a*b*c^3*p*r*x^4-15776*a*b*c^3*q^3*x^3-128672*a*b* c^3*q^2*r*x^3-50832*a*b*c^3*q^2*x^4-292240*a*b*c^3*q*r^2*x^3+8288*a*b*c^3*q*r*x ^4-197472*a*b*c^3*r^3*x^3+118944*a*b*c^3*r^2*x^4-528*a*b*c^2*g^4*x^3-8828*a*b*c ^2*g^3*p*x^3-5860*a*b*c^2*g^3*q*x^3-16600*a*b*c^2*g^3*r*x^3-8548*a*b*c^2*g^3*x^ 4-31628*a*b*c^2*g^2*p^2*x^3-46672*a*b*c^2*g^2*p*q*x^3-117336*a*b*c^2*g^2*p*r*x^ 3-39372*a*b*c^2*g^2*p*x^4-15044*a*b*c^2*g^2*q^2*x^3-82264*a*b*c^2*g^2*q*r*x^3-\ 39372*a*b*c^2*g^2*q*x^4-100024*a*b*c^2*g^2*r^2*x^3-25648*a*b*c^2*g^2*r*x^4-\ 39492*a*b*c^2*g*p^3*x^3-92580*a*b*c^2*g*p^2*q*x^3-215292*a*b*c^2*g*p^2*r*x^3-\ 51780*a*b*c^2*g*p^2*x^4-66684*a*b*c^2*g*p*q^2*x^3-328560*a*b*c^2*g*p*q*r*x^3-\ 103560*a*b*c^2*g*p*q*x^4-355378*a*b*c^2*g*p*r^2*x^3-19524*a*b*c^2*g*p*r*x^4-\ 13596*a*b*c^2*g*q^3*x^3-113268*a*b*c^2*g*q^2*r*x^3-51780*a*b*c^2*g*q^2*x^4-\ 265166*a*b*c^2*g*q*r^2*x^3-19524*a*b*c^2*g*q*r*x^4-184208*a*b*c^2*g*r^3*x^3+ 86652*a*b*c^2*g*r^2*x^4-16112*a*b*c^2*p^4*x^3-52272*a*b*c^2*p^3*q*x^3-114844*a* b*c^2*p^3*r*x^3-20840*a*b*c^2*p^3*x^4-60144*a*b*c^2*p^2*q^2*x^3-275964*a*b*c^2* p^2*q*r*x^3-62520*a*b*c^2*p^2*q*x^4-277932*a*b*c^2*p^2*r^2*x^3+17364*a*b*c^2*p^ 2*r*x^4-27920*a*b*c^2*p*q^3*x^3-207396*a*b*c^2*p*q^2*r*x^3-62520*a*b*c^2*p*q^2* x^4-439296*a*b*c^2*p*q*r^2*x^3+34728*a*b*c^2*p*q*r*x^4-281256*a*b*c^2*p*r^3*x^3 +175416*a*b*c^2*p*r^2*x^4-3936*a*b*c^2*q^4*x^3-46276*a*b*c^2*q^3*r*x^3-20840*a* b*c^2*q^3*x^4-161364*a*b*c^2*q^2*r^2*x^3+17364*a*b*c^2*q^2*r*x^4-220248*a*b*c^2 *q*r^3*x^3+175416*a*b*c^2*q*r^2*x^4-102056*a*b*c^2*r^4*x^3+159952*a*b*c^2*r^3*x ^4-660*a*b*c*g^4*p*x^3-396*a*b*c*g^4*q*x^3-1320*a*b*c*g^4*r*x^3-924*a*b*c*g^4*x ^4-4778*a*b*c*g^3*p^2*x^3-6840*a*b*c*g^3*p*q*x^3-18534*a*b*c*g^3*p*r*x^3-7666*a *b*c*g^3*p*x^4-2062*a*b*c*g^3*q^2*x^3-12146*a*b*c*g^3*q*r*x^3-7666*a*b*c*g^3*q* x^4-16900*a*b*c*g^3*r^2*x^3-8390*a*b*c*g^3*r*x^4-10684*a*b*c*g^2*p^3*x^3-24764* a*b*c*g^2*p^2*q*x^3-59698*a*b*c*g^2*p^2*r*x^3-16778*a*b*c*g^2*p^2*x^4-17476*a*b *c*g^2*p*q^2*x^3-89240*a*b*c*g^2*p*q*r*x^3-33556*a*b*c*g^2*p*q*x^4-101679*a*b*c *g^2*p*r^2*x^3-17886*a*b*c*g^2*p*r*x^4-3396*a*b*c*g^2*q^3*x^3-29542*a*b*c*g^2*q ^2*r*x^3-16778*a*b*c*g^2*q^2*x^4-73857*a*b*c*g^2*q*r^2*x^3-17886*a*b*c*g^2*q*r* x^4-54360*a*b*c*g^2*r^3*x^3+14242*a*b*c*g^2*r^2*x^4-9648*a*b*c*g*p^4*x^3-31160* a*b*c*g*p^3*q*x^3-69666*a*b*c*g*p^3*r*x^3-14248*a*b*c*g*p^3*x^4-35592*a*b*c*g*p ^2*q^2*x^3-166146*a*b*c*g*p^2*q*r*x^3-42744*a*b*c*g*p^2*q*x^4-171158*a*b*c*g*p^ 2*r^2*x^3-666*a*b*c*g*p^2*r*x^4-16296*a*b*c*g*p*q^3*x^3-123294*a*b*c*g*p*q^2*r* x^3-42744*a*b*c*g*p*q^2*x^4-267936*a*b*c*g*p*q*r^2*x^3-1332*a*b*c*g*p*q*r*x^4-\ 175760*a*b*c*g*p*r^3*x^3+89472*a*b*c*g*p*r^2*x^4-2216*a*b*c*g*q^4*x^3-26814*a*b *c*g*q^3*r*x^3-14248*a*b*c*g*q^3*x^4-96778*a*b*c*g*q^2*r^2*x^3-666*a*b*c*g*q^2* r*x^4-136240*a*b*c*g*q*r^3*x^3+89472*a*b*c*g*q*r^2*x^4-64620*a*b*c*g*r^4*x^3+ 91916*a*b*c*g*r^3*x^4-3082*a*b*c*p^5*x^3-12814*a*b*c*p^4*q*x^3-27116*a*b*c*p^4* r*x^3-4212*a*b*c*p^4*x^4-20436*a*b*c*p^3*q^2*x^3-89512*a*b*c*p^3*q*r*x^3-16848* a*b*c*p^3*q*x^4-86418*a*b*c*p^3*r^2*x^3+8692*a*b*c*p^3*r*x^4-15244*a*b*c*p^2*q^ 3*x^3-105840*a*b*c*p^2*q^2*r*x^3-25272*a*b*c*p^2*q^2*x^4-211986*a*b*c*p^2*q*r^2 *x^3+26076*a*b*c*p^2*q*r*x^4-129552*a*b*c*p^2*r^3*x^3+84960*a*b*c*p^2*r^2*x^4-\ 5026*a*b*c*p*q^4*x^3-51608*a*b*c*p*q^3*r*x^3-16848*a*b*c*p*q^3*x^4-164718*a*b*c *p*q^2*r^2*x^3+26076*a*b*c*p*q^2*r*x^4-210432*a*b*c*p*q*r^3*x^3+169920*a*b*c*p* q*r^2*x^4-92904*a*b*c*p*r^4*x^3+144744*a*b*c*p*r^3*x^4-486*a*b*c*q^5*x^3-8164*a *b*c*q^4*r*x^3-4212*a*b*c*q^4*x^4-39150*a*b*c*q^3*r^2*x^3+8692*a*b*c*q^3*r*x^4-\ 80880*a*b*c*q^2*r^3*x^3+84960*a*b*c*q^2*r^2*x^4-75144*a*b*c*q*r^4*x^3+144744*a* b*c*q*r^3*x^4-25736*a*b*c*r^5*x^3+73372*a*b*c*r^4*x^4-198*a*b*g^4*p^2*x^3-264*a *b*g^4*p*q*x^3-858*a*b*g^4*p*r*x^3-462*a*b*g^4*p*x^4-66*a*b*g^4*q^2*x^3-462*a*b *g^4*q*r*x^3-462*a*b*g^4*q*x^4-924*a*b*g^4*r^2*x^3-858*a*b*g^4*r*x^4-836*a*b*g^ 3*p^3*x^3-1892*a*b*g^3*p^2*q*x^3-4928*a*b*g^3*p^2*r*x^3-1696*a*b*g^3*p^2*x^4-\ 1276*a*b*g^3*p*q^2*x^3-7040*a*b*g^3*p*q*r*x^3-3392*a*b*g^3*p*q*x^4-8976*a*b*g^3 *p*r^2*x^3-3376*a*b*g^3*p*r*x^4-220*a*b*g^3*q^3*x^3-2112*a*b*g^3*q^2*r*x^3-1696 *a*b*g^3*q^2*x^4-6160*a*b*g^3*q*r^2*x^3-3376*a*b*g^3*q*r*x^4-5104*a*b*g^3*r^3*x ^3-432*a*b*g^3*r^2*x^4-1320*a*b*g^2*p^4*x^3-4224*a*b*g^2*p^3*q*x^3-9794*a*b*g^2 *p^3*r*x^3-2342*a*b*g^2*p^3*x^4-4752*a*b*g^2*p^2*q^2*x^3-22994*a*b*g^2*p^2*q*r* x^3-7026*a*b*g^2*p^2*q*x^4-24840*a*b*g^2*p^2*r^2*x^3-2700*a*b*g^2*p^2*r*x^4-\ 2112*a*b*g^2*p*q^3*x^3-16606*a*b*g^2*p*q^2*r*x^3-7026*a*b*g^2*p*q^2*x^4-38120*a *b*g^2*p*q*r^2*x^3-5400*a*b*g^2*p*q*r*x^4-26290*a*b*g^2*p*r^3*x^3+8578*a*b*g^2* p*r^2*x^4-264*a*b*g^2*q^4*x^3-3406*a*b*g^2*q^3*r*x^3-2342*a*b*g^2*q^3*x^4-13280 *a*b*g^2*q^2*r^2*x^3-2700*a*b*g^2*q^2*r*x^4-19958*a*b*g^2*q*r^3*x^3+8578*a*b*g^ 2*q*r^2*x^4-9924*a*b*g^2*r^4*x^3+11850*a*b*g^2*r^3*x^4-924*a*b*g*p^5*x^3-3828*a *b*g*p^4*q*x^3-8236*a*b*g*p^4*r*x^3-1444*a*b*g*p^4*x^4-6072*a*b*g*p^3*q^2*x^3-\ 27032*a*b*g*p^3*q*r*x^3-5776*a*b*g*p^3*q*x^4-26632*a*b*g*p^3*r^2*x^3+1166*a*b*g *p^3*r*x^4-4488*a*b*g*p^2*q^3*x^3-31680*a*b*g*p^2*q^2*r*x^3-8664*a*b*g*p^2*q^2* x^4-64856*a*b*g*p^2*q*r^2*x^3+3498*a*b*g*p^2*q*r*x^4-40484*a*b*g*p^2*r^3*x^3+ 22662*a*b*g*p^2*r^2*x^4-1452*a*b*g*p*q^4*x^3-15208*a*b*g*p*q^3*r*x^3-5776*a*b*g *p*q^3*x^4-49816*a*b*g*p*q^2*r^2*x^3+3498*a*b*g*p*q^2*r*x^4-65248*a*b*g*p*q*r^3 *x^3+45324*a*b*g*p*q*r^2*x^4-29396*a*b*g*p*r^4*x^3+42332*a*b*g*p*r^3*x^4-132*a* b*g*q^5*x^3-2324*a*b*g*q^4*r*x^3-1444*a*b*g*q^4*x^4-11592*a*b*g*q^3*r^2*x^3+ 1166*a*b*g*q^3*r*x^4-24764*a*b*g*q^2*r^3*x^3+22662*a*b*g*q^2*r^2*x^4-23596*a*b* g*q*r^4*x^3+42332*a*b*g*q*r^3*x^4-8232*a*b*g*r^5*x^3+22518*a*b*g*r^4*x^4-242*a* b*p^6*x^3-1232*a*b*p^5*q*x^3-2512*a*b*p^5*r*x^3-336*a*b*p^5*x^4-2530*a*b*p^4*q^ 2*x^3-10616*a*b*p^4*q*r*x^3-1680*a*b*p^4*q*x^4-9844*a*b*p^4*r^2*x^3+1348*a*b*p^ 4*r*x^4-2640*a*b*p^3*q^3*x^3-17344*a*b*p^3*q^2*r*x^3-3360*a*b*p^3*q^2*x^4-33080 *a*b*p^3*q*r^2*x^3+5392*a*b*p^3*q*r*x^4-19368*a*b*p^3*r^3*x^3+13494*a*b*p^3*r^2 *x^4-1430*a*b*p^2*q^4*x^3-13456*a*b*p^2*q^3*r*x^3-3360*a*b*p^2*q^3*x^4-40176*a* b*p^2*q^2*r^2*x^3+8088*a*b*p^2*q^2*r*x^4-48576*a*b*p^2*q*r^3*x^3+40482*a*b*p^2* q*r^2*x^4-20530*a*b*p^2*r^4*x^3+32392*a*b*p^2*r^3*x^4-352*a*b*p*q^5*x^3-4784*a* b*p*q^4*r*x^3-1680*a*b*p*q^4*x^4-20488*a*b*p*q^3*r^2*x^3+5392*a*b*p*q^3*r*x^4-\ 39048*a*b*p*q^2*r^3*x^3+40482*a*b*p*q^2*r^2*x^4-34216*a*b*p*q*r^4*x^3+64784*a*b *p*q*r^3*x^4-11224*a*b*p*r^5*x^3+31624*a*b*p*r^4*x^4-22*a*b*q^6*x^3-568*a*b*q^5 *r*x^3-336*a*b*q^5*x^4-3548*a*b*q^4*r^2*x^3+1348*a*b*q^4*r*x^4-9840*a*b*q^3*r^3 *x^3+13494*a*b*q^3*r^2*x^4-13686*a*b*q^2*r^4*x^3+32392*a*b*q^2*r^3*x^4-9336*a*b *q*r^5*x^3+31624*a*b*q*r^4*x^4-2488*a*b*r^6*x^3+11042*a*b*r^5*x^4-5184*a*c^7*x^ 3-11520*a*c^6*g*x^3-19264*a*c^6*p*x^3-13888*a*c^6*q*x^3-34080*a*c^6*r*x^3-9440* a*c^6*x^4-10080*a*c^5*g^2*x^3-36816*a*c^5*g*p*x^3-26416*a*c^5*g*q*x^3-65344*a*c ^5*g*r*x^3-19760*a*c^5*g*x^4-29600*a*c^5*p^2*x^3-45184*a*c^5*p*q*x^3-105392*a*c ^5*p*r*x^3-23648*a*c^5*p*x^4-15584*a*c^5*q^2*x^3-78128*a*c^5*q*r*x^3-23648*a*c^ 5*q*x^4-85344*a*c^5*r^2*x^3+3520*a*c^5*r*x^4-4320*a*c^4*g^3*x^3-27064*a*c^4*g^2 *p*x^3-19240*a*c^4*g^2*q*x^3-48352*a*c^4*g^2*r*x^3-16488*a*c^4*g^2*x^4-47256*a* c^4*g*p^2*x^3-71888*a*c^4*g*p*q*x^3-169040*a*c^4*g*p*r*x^3-41456*a*c^4*g*p*x^4-\ 24632*a*c^4*g*q^2*x^3-124544*a*c^4*g*q*r*x^3-41456*a*c^4*g*q*x^4-137724*a*c^4*g *r^2*x^3-2136*a*c^4*g*r*x^4-24576*a*c^4*p^3*x^3-58608*a*c^4*p^2*q*x^3-131032*a* c^4*p^2*r*x^3-24352*a*c^4*p^2*x^4-43488*a*c^4*p*q^2*x^3-204464*a*c^4*p*q*r*x^3-\ 48704*a*c^4*p*q*x^4-211536*a*c^4*p*r^2*x^3+16560*a*c^4*p*r*x^4-9456*a*c^4*q^3*x ^3-73432*a*c^4*q^2*r*x^3-24352*a*c^4*q^2*x^4-162096*a*c^4*q*r^2*x^3+16560*a*c^4 *q*r*x^4-107376*a*c^4*r^3*x^3+73608*a*c^4*r^2*x^4-900*a*c^3*g^4*x^3-9452*a*c^3* g^3*p*x^3-6596*a*c^3*g^3*q*x^3-17112*a*c^3*g^3*r*x^3-6892*a*c^3*g^3*x^4-27976*a *c^3*g^2*p^2*x^3-42272*a*c^3*g^2*p*q*x^3-101052*a*c^3*g^2*p*r*x^3-27920*a*c^3*g ^2*p*x^4-14296*a*c^3*g^2*q^2*x^3-73500*a*c^3*g^2*q*r*x^3-27920*a*c^3*g^2*q*x^4-\ 83480*a*c^3*g^2*r^2*x^3-8568*a*c^3*g^2*r*x^4-31436*a*c^3*g*p^3*x^3-74772*a*c^3* g*p^2*q*x^3-168544*a*c^3*g*p^2*r*x^3-34312*a*c^3*g*p^2*x^4-55236*a*c^3*g*p*q^2* x^3-261824*a*c^3*g*p*q*r*x^3-68624*a*c^3*g*p*q*x^4-273918*a*c^3*g*p*r^2*x^3+ 8080*a*c^3*g*p*r*x^4-11900*a*c^3*g*q^3*x^3-93280*a*c^3*g*q^2*r*x^3-34312*a*c^3* g*q^2*x^4-208686*a*c^3*g*q*r^2*x^3+8080*a*c^3*g*q*r*x^4-139984*a*c^3*g*r^3*x^3+ 84184*a*c^3*g*r^2*x^4-11972*a*c^3*p^4*x^3-39248*a*c^3*p^3*q*x^3-84444*a*c^3*p^3 *r*x^3-13184*a*c^3*p^3*x^4-45912*a*c^3*p^2*q^2*x^3-205140*a*c^3*p^2*q*r*x^3-\ 39552*a*c^3*p^2*q*x^4-202800*a*c^3*p^2*r^2*x^3+22672*a*c^3*p^2*r*x^4-21968*a*c^ 3*p*q^3*x^3-156948*a*c^3*p*q^2*r*x^3-39552*a*c^3*p*q^2*x^4-324384*a*c^3*p*q*r^2 *x^3+45344*a*c^3*p*q*r*x^4-203952*a*c^3*p*r^3*x^3+141360*a*c^3*p*r^2*x^4-3332*a *c^3*q^4*x^3-36252*a*c^3*q^3*r*x^3-13184*a*c^3*q^3*x^4-121584*a*c^3*q^2*r^2*x^3 +22672*a*c^3*q^2*r*x^4-161712*a*c^3*q*r^3*x^3+141360*a*c^3*q*r^2*x^4-73624*a*c^ 3*r^4*x^3+120720*a*c^3*r^3*x^4-72*a*c^2*g^5*x^3-1542*a*c^2*g^4*p*x^3-1034*a*c^2 *g^4*q*x^3-2870*a*c^2*g^4*r*x^3-1456*a*c^2*g^4*x^4-7446*a*c^2*g^3*p^2*x^3-11100 *a*c^2*g^3*p*q*x^3-27452*a*c^2*g^3*p*r*x^3-8904*a*c^2*g^3*p*x^4-3654*a*c^2*g^3* q^2*x^3-19424*a*c^2*g^3*q*r*x^3-8904*a*c^2*g^3*q*x^4-23383*a*c^2*g^3*r^2*x^3-\ 5674*a*c^2*g^3*r*x^4-14030*a*c^2*g^2*p^3*x^3-33198*a*c^2*g^2*p^2*q*x^3-76108*a* c^2*g^2*p^2*r*x^3-17474*a*c^2*g^2*p^2*x^4-24306*a*c^2*g^2*p*q^2*x^3-117140*a*c^ 2*g^2*p*q*r*x^3-34948*a*c^2*g^2*p*q*x^4-125527*a*c^2*g^2*p*r^2*x^3-5594*a*c^2*g ^2*p*r*x^4-5138*a*c^2*g^2*q^3*x^3-41032*a*c^2*g^2*q^2*r*x^3-17474*a*c^2*g^2*q^2 *x^4-94485*a*c^2*g^2*q*r^2*x^3-5594*a*c^2*g^2*q*r*x^4-65112*a*c^2*g^2*r^3*x^3+ 30872*a*c^2*g^2*r^2*x^4-11490*a*c^2*g*p^4*x^3-37592*a*c^2*g*p^3*q*x^3-81536*a*c ^2*g*p^3*r*x^3-13984*a*c^2*g*p^3*x^4-43836*a*c^2*g*p^2*q^2*x^3-197412*a*c^2*g*p ^2*q*r*x^3-41952*a*c^2*g*p^2*q*x^4-197168*a*c^2*g*p^2*r^2*x^3+13674*a*c^2*g*p^2 *r*x^4-20856*a*c^2*g*p*q^3*x^3-150216*a*c^2*g*p*q^2*r*x^3-41952*a*c^2*g*p*q^2*x ^4-314020*a*c^2*g*p*q*r^2*x^3+27348*a*c^2*g*p*q*r*x^4-199624*a*c^2*g*p*r^3*x^3+ 123798*a*c^2*g*p*r^2*x^4-3122*a*c^2*g*q^4*x^3-34340*a*c^2*g*q^3*r*x^3-13984*a*c ^2*g*q^3*x^4-116852*a*c^2*g*q^2*r^2*x^3+13674*a*c^2*g*q^2*r*x^4-157552*a*c^2*g* q*r^3*x^3+123798*a*c^2*g*q*r^2*x^4-72502*a*c^2*g*r^4*x^3+111900*a*c^2*g*r^3*x^4 -3436*a*c^2*p^5*x^3-14420*a*c^2*p^4*q*x^3-29908*a*c^2*p^4*r*x^3-3958*a*c^2*p^4* x^4-23320*a*c^2*p^3*q^2*x^3-99664*a*c^2*p^3*q*r*x^3-15832*a*c^2*p^3*q*x^4-94572 *a*c^2*p^3*r^2*x^3+13568*a*c^2*p^3*r*x^4-17800*a*c^2*p^2*q^3*x^3-119544*a*c^2*p ^2*q^2*r*x^3-23748*a*c^2*p^2*q^2*x^4-234324*a*c^2*p^2*q*r^2*x^3+40704*a*c^2*p^2 *q*r*x^4-140880*a*c^2*p^2*r^3*x^3+100554*a*c^2*p^2*r^2*x^4-6140*a*c^2*p*q^4*x^3 -59728*a*c^2*p*q^3*r*x^3-15832*a*c^2*p*q^3*x^4-184932*a*c^2*p*q^2*r^2*x^3+40704 *a*c^2*p*q^2*r*x^4-231216*a*c^2*p*q*r^3*x^3+201108*a*c^2*p*q*r^2*x^4-100496*a*c ^2*p*r^4*x^3+162348*a*c^2*p*r^3*x^4-676*a*c^2*q^5*x^3-9940*a*c^2*q^4*r*x^3-3958 *a*c^2*q^4*x^4-45180*a*c^2*q^3*r^2*x^3+13568*a*c^2*q^3*r*x^4-90336*a*c^2*q^2*r^ 3*x^3+100554*a*c^2*q^2*r^2*x^4-82136*a*c^2*q*r^4*x^3+162348*a*c^2*q*r^3*x^4-\ 27716*a*c^2*r^5*x^3+80038*a*c^2*r^4*x^4-92*a*c*g^5*p*x^3-56*a*c*g^5*q*x^3-182*a *c*g^5*r*x^3-126*a*c*g^5*x^4-842*a*c*g^4*p^2*x^3-1220*a*c*g^4*p*q*x^3-3248*a*c* g^4*p*r*x^3-1302*a*c*g^4*p*x^4-378*a*c*g^4*q^2*x^3-2156*a*c*g^4*q*r*x^3-1302*a* c*g^4*q*x^4-2965*a*c*g^4*r^2*x^3-1416*a*c*g^4*r*x^4-2524*a*c*g^3*p^3*x^3-5910*a *c*g^3*p^2*q*x^3-14035*a*c*g^3*p^2*r*x^3-3777*a*c*g^3*p^2*x^4-4248*a*c*g^3*p*q^ 2*x^3-21188*a*c*g^3*p*q*r*x^3-7554*a*c*g^3*p*q*x^4-23894*a*c*g^3*p*r^2*x^3-3877 *a*c*g^3*p*r*x^4-862*a*c*g^3*q^3*x^3-7153*a*c*g^3*q^2*r*x^3-3777*a*c*g^3*q^2*x^ 4-17541*a*c*g^3*q*r^2*x^3-3877*a*c*g^3*q*r*x^4-12786*a*c*g^3*r^3*x^3+3473*a*c*g ^3*r^2*x^4-3430*a*c*g^2*p^4*x^3-11176*a*c*g^2*p^3*q*x^3-24651*a*c*g^2*p^3*r*x^3 -4778*a*c*g^2*p^3*x^4-12948*a*c*g^2*p^2*q^2*x^3-59271*a*c*g^2*p^2*q*r*x^3-14334 *a*c*g^2*p^2*q*x^4-60504*a*c*g^2*p^2*r^2*x^3+341*a*c*g^2*p^2*r*x^4-6088*a*c*g^2 *p*q^3*x^3-44589*a*c*g^2*p*q^2*r*x^3-14334*a*c*g^2*p*q^2*x^4-95506*a*c*g^2*p*q* r^2*x^3+682*a*c*g^2*p*q*r*x^4-62150*a*c*g^2*p*r^3*x^3+31755*a*c*g^2*p*r^2*x^4-\ 886*a*c*g^2*q^4*x^3-9969*a*c*g^2*q^3*r*x^3-4778*a*c*g^2*q^3*x^4-35002*a*c*g^2*q ^2*r^2*x^3+341*a*c*g^2*q^2*r*x^4-48590*a*c*g^2*q*r^3*x^3+31755*a*c*g^2*q*r^2*x^ 4-22867*a*c*g^2*r^4*x^3+32176*a*c*g^2*r^3*x^4-2196*a*c*g*p^5*x^3-9202*a*c*g*p^4 *q*x^3-19228*a*c*g*p^4*r*x^3-2803*a*c*g*p^4*x^4-14848*a*c*g*p^3*q^2*x^3-63916*a *c*g*p^3*q*r*x^3-11212*a*c*g*p^3*q*x^4-61198*a*c*g*p^3*r^2*x^3+6546*a*c*g*p^3*r *x^4-11292*a*c*g*p^2*q^3*x^3-76380*a*c*g*p^2*q^2*r*x^3-16818*a*c*g*p^2*q^2*x^4-\ 151152*a*c*g*p^2*q*r^2*x^3+19638*a*c*g*p^2*q*r*x^4-91738*a*c*g*p^2*r^3*x^3+ 59841*a*c*g*p^2*r^2*x^4-3868*a*c*g*p*q^4*x^3-37924*a*c*g*p*q^3*r*x^3-11212*a*c* g*p*q^3*x^4-118710*a*c*g*p*q^2*r^2*x^3+19638*a*c*g*p*q^2*r*x^4-150044*a*c*g*p*q *r^3*x^3+119682*a*c*g*p*q*r^2*x^4-65814*a*c*g*p*r^4*x^3+101122*a*c*g*p*r^3*x^4-\ 418*a*c*g*q^5*x^3-6232*a*c*g*q^4*r*x^3-2803*a*c*g*q^4*x^4-28756*a*c*g*q^3*r^2*x ^3+6546*a*c*g*q^3*r*x^4-58306*a*c*g*q^2*r^3*x^3+59841*a*c*g*q^2*r^2*x^4-53606*a *c*g*q*r^4*x^3+101122*a*c*g*q*r^3*x^4-18242*a*c*g*r^5*x^3+51115*a*c*g*r^4*x^4-\ 540*a*c*p^6*x^3-2772*a*c*p^5*q*x^3-5546*a*c*p^5*r*x^3-626*a*c*p^5*x^4-5760*a*c* p^4*q^2*x^3-23626*a*c*p^4*q*r*x^3-3130*a*c*p^4*q*x^4-21570*a*c*p^4*r^2*x^3+3744 *a*c*p^4*r*x^4-6120*a*c*p^3*q^3*x^3-39044*a*c*p^3*q^2*r*x^3-6260*a*c*p^3*q^2*x^ 4-73080*a*c*p^3*q*r^2*x^3+14976*a*c*p^3*q*r*x^4-42186*a*c*p^3*r^3*x^3+31338*a*c *p^3*r^2*x^4-3420*a*c*p^2*q^4*x^3-30836*a*c*p^2*q^3*r*x^3-6260*a*c*p^2*q^3*x^4-\ 89820*a*c*p^2*q^2*r^2*x^3+22464*a*c*p^2*q^2*r*x^4-106686*a*c*p^2*q*r^3*x^3+ 94014*a*c*p^2*q*r^2*x^4-44498*a*c*p^2*r^4*x^3+72000*a*c*p^2*r^3*x^4-900*a*c*p*q ^5*x^3-11314*a*c*p*q^4*r*x^3-3130*a*c*p*q^4*x^4-46680*a*c*p*q^3*r^2*x^3+14976*a *c*p*q^3*r*x^4-86814*a*c*p*q^2*r^3*x^3+94014*a*c*p*q^2*r^2*x^4-74776*a*c*p*q*r^ 4*x^3+144000*a*c*p*q*r^3*x^4-24228*a*c*p*r^5*x^3+68610*a*c*p*r^4*x^4-72*a*c*q^6 *x^3-1442*a*c*q^5*r*x^3-626*a*c*q^5*x^4-8370*a*c*q^4*r^2*x^3+3744*a*c*q^4*r*x^4 -22314*a*c*q^3*r^3*x^3+31338*a*c*q^3*r^2*x^4-30278*a*c*q^2*r^4*x^3+72000*a*c*q^ 2*r^3*x^4-20316*a*c*q*r^5*x^3+68610*a*c*q*r^4*x^4-5352*a*c*r^6*x^3+23578*a*c*r^ 5*x^4-28*a*g^5*p^2*x^3-38*a*g^5*p*q*x^3-121*a*g^5*p*r*x^3-63*a*g^5*p*x^4-10*a*g ^5*q^2*x^3-67*a*g^5*q*r*x^3-63*a*g^5*q*x^4-131*a*g^5*r^2*x^3-117*a*g^5*r*x^4-\ 148*a*g^4*p^3*x^3-339*a*g^4*p^2*q*x^3-869*a*g^4*p^2*r*x^3-287*a*g^4*p^2*x^4-234 *a*g^4*p*q^2*x^3-1258*a*g^4*p*q*r*x^3-574*a*g^4*p*q*x^4-1584*a*g^4*p*r^2*x^3-\ 565*a*g^4*p*r*x^4-43*a*g^4*q^3*x^3-389*a*g^4*q^2*r*x^3-287*a*g^4*q^2*x^4-1104*a *g^4*q*r^2*x^3-565*a*g^4*q*r*x^4-902*a*g^4*r^3*x^3-59*a*g^4*r^2*x^4-312*a*g^3*p ^4*x^3-1008*a*g^3*p^3*q*x^3-2304*a*g^3*p^3*r*x^3-524*a*g^3*p^3*x^4-1152*a*g^3*p ^2*q^2*x^3-5460*a*g^3*p^2*q*r*x^3-1572*a*g^3*p^2*q*x^4-5838*a*g^3*p^2*r^2*x^3-\ 559*a*g^3*p^2*r*x^4-528*a*g^3*p*q^3*x^3-4008*a*g^3*p*q^2*r*x^3-1572*a*g^3*p*q^2 *x^4-9048*a*g^3*p*q*r^2*x^3-1118*a*g^3*p*q*r*x^4-6180*a*g^3*p*r^3*x^3+2068*a*g^ 3*p*r^2*x^4-72*a*g^3*q^4*x^3-852*a*g^3*q^3*r*x^3-524*a*g^3*q^3*x^4-3210*a*g^3*q ^2*r^2*x^3-559*a*g^3*q^2*r*x^4-4740*a*g^3*q*r^3*x^3+2068*a*g^3*q*r^2*x^4-2334*a *g^3*r^4*x^3+2772*a*g^3*r^3*x^4-328*a*g^2*p^5*x^3-1370*a*g^2*p^4*q*x^3-2908*a*g ^2*p^4*r*x^3-480*a*g^2*p^4*x^4-2200*a*g^2*p^3*q^2*x^3-9616*a*g^2*p^3*q*r*x^3-\ 1920*a*g^2*p^3*q*x^4-9386*a*g^2*p^3*r^2*x^3+498*a*g^2*p^3*r*x^4-1660*a*g^2*p^2* q^3*x^3-11400*a*g^2*p^2*q^2*r*x^3-2880*a*g^2*p^2*q^2*x^4-23028*a*g^2*p^2*q*r^2* x^3+1494*a*g^2*p^2*q*r*x^4-14260*a*g^2*p^2*r^3*x^3+8021*a*g^2*p^2*r^2*x^4-560*a *g^2*p*q^4*x^3-5584*a*g^2*p*q^3*r*x^3-1920*a*g^2*p*q^3*x^4-17898*a*g^2*p*q^2*r^ 2*x^3+1494*a*g^2*p*q^2*r*x^4-23156*a*g^2*p*q*r^3*x^3+16042*a*g^2*p*q*r^2*x^4-\ 10354*a*g^2*p*r^4*x^3+14794*a*g^2*p*r^3*x^4-58*a*g^2*q^5*x^3-892*a*g^2*q^4*r*x^ 3-480*a*g^2*q^4*x^4-4256*a*g^2*q^3*r^2*x^3+498*a*g^2*q^3*r*x^4-8896*a*g^2*q^2*r ^3*x^3+8021*a*g^2*q^2*r^2*x^4-8374*a*g^2*q*r^4*x^3+14794*a*g^2*q*r^3*x^4-2900*a *g^2*r^5*x^3+7835*a*g^2*r^4*x^4-172*a*g*p^6*x^3-882*a*g*p^5*q*x^3-1775*a*g*p^5* r*x^3-221*a*g*p^5*x^4-1830*a*g*p^4*q^2*x^3-7549*a*g*p^4*q*r*x^3-1105*a*g*p^4*q* x^4-6939*a*g*p^4*r^2*x^3+998*a*g*p^4*r*x^4-1940*a*g*p^3*q^3*x^3-12446*a*g*p^3*q ^2*r*x^3-2210*a*g*p^3*q^2*x^4-23460*a*g*p^3*q*r^2*x^3+3992*a*g*p^3*q*r*x^4-\ 13638*a*g*p^3*r^3*x^3+9494*a*g*p^3*r^2*x^4-1080*a*g*p^2*q^4*x^3-9794*a*g*p^2*q^ 3*r*x^3-2210*a*g*p^2*q^3*x^4-28746*a*g*p^2*q^2*r^2*x^3+5988*a*g*p^2*q^2*r*x^4-\ 34410*a*g*p^2*q*r^3*x^3+28482*a*g*p^2*q*r^2*x^4-14450*a*g*p^2*r^4*x^3+22603*a*g *p^2*r^3*x^4-282*a*g*p*q^5*x^3-3571*a*g*p*q^4*r*x^3-1105*a*g*p*q^4*x^4-14868*a* g*p*q^3*r^2*x^3+3992*a*g*p*q^3*r*x^4-27906*a*g*p*q^2*r^3*x^3+28482*a*g*p*q^2*r^ 2*x^4-24226*a*g*p*q*r^4*x^3+45206*a*g*p*q*r^3*x^4-7899*a*g*p*r^5*x^3+21997*a*g* p*r^4*x^4-22*a*g*q^6*x^3-449*a*g*q^5*r*x^3-221*a*g*q^5*x^4-2643*a*g*q^4*r^2*x^3 +998*a*g*q^4*r*x^4-7134*a*g*q^3*r^3*x^3+9494*a*g*q^3*r^2*x^4-9776*a*g*q^2*r^4*x ^3+22603*a*g*q^2*r^3*x^4-6609*a*g*q*r^5*x^3+21997*a*g*q*r^4*x^4-1751*a*g*r^6*x^ 3+7669*a*g*r^5*x^4-36*a*p^7*x^3-219*a*p^6*q*x^3-423*a*p^6*r*x^3-41*a*p^6*x^4-\ 558*a*p^5*q^2*x^3-2202*a*p^5*q*r*x^3-246*a*p^5*q*x^4-1938*a*p^5*r^2*x^3+389*a*p ^5*r*x^4-765*a*p^4*q^3*x^3-4665*a*p^4*q^2*r*x^3-615*a*p^4*q^2*x^4-8376*a*p^4*q* r^2*x^3+1945*a*p^4*q*r*x^4-4656*a*p^4*r^3*x^3+3600*a*p^4*r^2*x^4-600*a*p^3*q^4* x^3-5100*a*p^3*q^3*r*x^3-820*a*p^3*q^3*x^4-14124*a*p^3*q^2*r^2*x^3+3890*a*p^3*q ^2*r*x^4-16044*a*p^3*q*r^3*x^3+14400*a*p^3*q*r^2*x^4-6444*a*p^3*r^4*x^3+10503*a *p^3*r^3*x^4-261*a*p^2*q^5*x^3-2985*a*p^2*q^4*r*x^3-615*a*p^2*q^4*x^4-11496*a*p ^2*q^3*r^2*x^3+3890*a*p^2*q^3*r*x^4-20196*a*p^2*q^2*r^3*x^3+21600*a*p^2*q^2*r^2 *x^4-16611*a*p^2*q*r^4*x^3+31509*a*p^2*q*r^3*x^4-5187*a*p^2*r^5*x^3+14503*a*p^2 *r^4*x^4-54*a*p*q^6*x^3-858*a*p*q^5*r*x^3-246*a*p*q^5*x^4-4434*a*p*q^4*r^2*x^3+ 1945*a*p*q^4*r*x^4-10884*a*p*q^3*r^3*x^3+14400*a*p*q^3*r^2*x^4-13890*a*p*q^2*r^ 4*x^3+31509*a*p*q^2*r^3*x^4-8898*a*p*q*r^5*x^3+29006*a*p*q*r^4*x^4-2262*a*p*r^6 *x^3+9706*a*p*r^5*x^4-3*a*q^7*x^3-87*a*q^6*r*x^3-41*a*q^6*x^4-624*a*q^5*r^2*x^3 +389*a*q^5*r*x^4-2076*a*q^4*r^3*x^3+3600*a*q^4*r^2*x^4-3723*a*q^3*r^4*x^3+10503 *a*q^3*r^3*x^4-3711*a*q^2*r^5*x^3+14503*a*q^2*r^4*x^4-1938*a*q*r^6*x^3+9706*a*q *r^5*x^4-414*a*r^7*x^3+2536*a*r^6*x^4-64*b^6*c^2*x^3-64*b^6*c*p*x^3-32*b^6*c*q* x^3-144*b^6*c*r*x^3-112*b^6*c*x^4-16*b^6*p^2*x^3-16*b^6*p*q*x^3-72*b^6*p*r*x^3-\ 56*b^6*p*x^4-24*b^6*q*r*x^3-56*b^6*q*x^4-72*b^6*r^2*x^3-104*b^6*r*x^4-672*b^5*c ^3*x^3-288*b^5*c^2*g*x^3-1008*b^5*c^2*p*x^3-608*b^5*c^2*q*x^3-2064*b^5*c^2*r*x^ 3-1168*b^5*c^2*x^4-304*b^5*c*g*p*x^3-160*b^5*c*g*q*x^3-664*b^5*c*g*r*x^3-504*b^ 5*c*g*x^4-504*b^5*c*p^2*x^3-640*b^5*c*p*q*x^3-2064*b^5*c*p*r*x^3-1056*b^5*c*p*x ^4-136*b^5*c*q^2*x^3-1200*b^5*c*q*r*x^3-1056*b^5*c*q*x^4-1872*b^5*c*r^2*x^3-\ 1176*b^5*c*r*x^4-80*b^5*g*p^2*x^3-88*b^5*g*p*q*x^3-356*b^5*g*p*r*x^3-252*b^5*g* p*x^4-8*b^5*g*q^2*x^3-140*b^5*g*q*r*x^3-252*b^5*g*q*x^4-364*b^5*g*r^2*x^3-468*b ^5*g*r*x^4-84*b^5*p^3*x^3-168*b^5*p^2*q*x^3-516*b^5*p^2*r*x^3-236*b^5*p^2*x^4-\ 84*b^5*p*q^2*x^3-648*b^5*p*q*r*x^3-472*b^5*p*q*x^4-936*b^5*p*r^2*x^3-484*b^5*p* r*x^4-132*b^5*q^2*r*x^3-236*b^5*q^2*x^4-552*b^5*q*r^2*x^3-484*b^5*q*r*x^4-528*b ^5*r^3*x^3-92*b^5*r^2*x^4-2912*b^4*c^4*x^3-2512*b^4*c^3*g*x^3-5872*b^4*c^3*p*x^ 3-3824*b^4*c^3*q*x^3-11360*b^4*c^3*r*x^3-5088*b^4*c^3*x^4-528*b^4*c^2*g^2*x^3-\ 3888*b^4*c^2*g*p*x^3-2416*b^4*c^2*g*q*x^3-7768*b^4*c^2*g*r*x^3-4280*b^4*c^2*g*x ^4-4392*b^4*c^2*p^2*x^3-6048*b^4*c^2*p*q*x^3-16976*b^4*c^2*p*r*x^3-6640*b^4*c^2 *p*x^4-1656*b^4*c^2*q^2*x^3-11200*b^4*c^2*q*r*x^3-6640*b^4*c^2*q*x^4-14576*b^4* c^2*r^2*x^3-4512*b^4*c^2*r*x^4-584*b^4*c*g^2*p*x^3-320*b^4*c*g^2*q*x^3-1244*b^4 *c*g^2*r*x^3-924*b^4*c*g^2*x^4-1988*b^4*c*g*p^2*x^3-2624*b^4*c*g*p*q*x^3-8004*b ^4*c*g*p*r*x^3-3860*b^4*c*g*p*x^4-636*b^4*c*g*q^2*x^3-4828*b^4*c*g*q*r*x^3-3860 *b^4*c*g*q*x^4-7268*b^4*c*g*r^2*x^3-4276*b^4*c*g*r*x^4-1444*b^4*c*p^3*x^3-3124* b^4*c*p^2*q*x^3-8348*b^4*c*p^2*r*x^3-2852*b^4*c*p^2*x^4-1916*b^4*c*p*q^2*x^3-\ 11704*b^4*c*p*q*r*x^3-5704*b^4*c*p*q*x^4-14296*b^4*c*p*r^2*x^3-3248*b^4*c*p*r*x ^4-236*b^4*c*q^3*x^3-3356*b^4*c*q^2*r*x^3-2852*b^4*c*q^2*x^4-9696*b^4*c*q*r^2*x ^3-3248*b^4*c*q*r*x^4-7628*b^4*c*r^3*x^3+2056*b^4*c*r^2*x^4-160*b^4*g^2*p^2*x^3 -188*b^4*g^2*p*q*x^3-706*b^4*g^2*p*r*x^3-462*b^4*g^2*p*x^4-28*b^4*g^2*q^2*x^3-\ 310*b^4*g^2*q*r*x^3-462*b^4*g^2*q*x^4-734*b^4*g^2*r^2*x^3-858*b^4*g^2*r*x^4-336 *b^4*g*p^3*x^3-700*b^4*g*p^2*q*x^3-2036*b^4*g*p^2*r*x^3-860*b^4*g*p^2*x^4-392*b ^4*g*p*q^2*x^3-2664*b^4*g*p*q*r*x^3-1720*b^4*g*p*q*x^4-3696*b^4*g*p*r^2*x^3-\ 1748*b^4*g*p*r*x^4-28*b^4*g*q^3*x^3-628*b^4*g*q^2*r*x^3-860*b^4*g*q^2*x^4-2288* b^4*g*q*r^2*x^3-1748*b^4*g*q*r*x^4-2088*b^4*g*r^3*x^3-300*b^4*g*r^2*x^4-176*b^4 *p^4*x^3-528*b^4*p^3*q*x^3-1350*b^4*p^3*r*x^3-402*b^4*p^3*x^4-528*b^4*p^2*q^2*x ^3-2986*b^4*p^2*q*r*x^3-1206*b^4*p^2*q*x^4-3450*b^4*p^2*r^2*x^3-522*b^4*p^2*r*x ^4-176*b^4*p*q^3*x^3-1922*b^4*p*q^2*r*x^3-1206*b^4*p*q^2*x^4-4976*b^4*p*q*r^2*x ^3-1044*b^4*p*q*r*x^4-3654*b^4*p*r^3*x^3+1280*b^4*p*r^2*x^4-286*b^4*q^3*r*x^3-\ 402*b^4*q^3*x^4-1526*b^4*q^2*r^2*x^3-522*b^4*q^2*r*x^4-2602*b^4*q*r^3*x^3+1280* b^4*q*r^2*x^4-1378*b^4*r^4*x^3+1882*b^4*r^3*x^4-6560*b^3*c^5*x^3-8576*b^3*c^4*g *x^3-16688*b^3*c^4*p*x^3-11328*b^3*c^4*q*x^3-31200*b^3*c^4*r*x^3-11616*b^3*c^4* x^4-3656*b^3*c^3*g^2*x^3-17648*b^3*c^3*g*p*x^3-11744*b^3*c^3*g*q*x^3-33520*b^3* c^3*g*r*x^3-14528*b^3*c^3*g*x^4-16672*b^3*c^3*p^2*x^3-23936*b^3*c^3*p*q*x^3-\ 62288*b^3*c^3*p*r*x^3-19808*b^3*c^3*p*x^4-7264*b^3*c^3*q^2*x^3-43376*b^3*c^3*q* r*x^3-19808*b^3*c^3*q*x^4-51936*b^3*c^3*r^2*x^3-6992*b^3*c^3*r*x^4-504*b^3*c^2* g^3*x^3-5812*b^3*c^2*g^2*p*x^3-3696*b^3*c^2*g^2*q*x^3-11380*b^3*c^2*g^2*r*x^3-\ 6124*b^3*c^2*g^2*x^4-13376*b^3*c^2*g*p^2*x^3-18880*b^3*c^2*g*p*q*x^3-50988*b^3* c^2*g*p*r*x^3-18900*b^3*c^2*g*p*x^4-5504*b^3*c^2*g*q^2*x^3-34356*b^3*c^2*g*q*r* x^3-18900*b^3*c^2*g*q*x^4-43688*b^3*c^2*g*r^2*x^3-12584*b^3*c^2*g*r*x^4-8192*b^ 3*c^2*p^3*x^3-18432*b^3*c^2*p^2*q*x^3-45716*b^3*c^2*p^2*r*x^3-12508*b^3*c^2*p^2 *x^4-12288*b^3*c^2*p*q^2*x^3-67240*b^3*c^2*p*q*r*x^3-25016*b^3*c^2*p*q*x^4-\ 75920*b^3*c^2*p*r^2*x^3-5464*b^3*c^2*p*r*x^4-2048*b^3*c^2*q^3*x^3-21524*b^3*c^2 *q^2*r*x^3-12508*b^3*c^2*q^2*x^4-54536*b^3*c^2*q*r^2*x^3-5464*b^3*c^2*q*r*x^4-\ 39356*b^3*c^2*r^3*x^3+19744*b^3*c^2*r^2*x^4-580*b^3*c*g^3*p*x^3-328*b^3*c*g^3*q *x^3-1210*b^3*c*g^3*r*x^3-882*b^3*c*g^3*x^4-3026*b^3*c*g^2*p^2*x^3-4112*b^3*c*g ^2*p*q*x^3-12024*b^3*c*g^2*p*r*x^3-5508*b^3*c*g^2*p*x^4-1086*b^3*c*g^2*q^2*x^3-\ 7464*b^3*c*g^2*q*r*x^3-5508*b^3*c*g^2*q*x^4-10932*b^3*c*g^2*r^2*x^3-6066*b^3*c* g^2*r*x^4-4432*b^3*c*g*p^3*x^3-9828*b^3*c*g*p^2*q*x^3-25316*b^3*c*g*p^2*r*x^3-\ 8088*b^3*c*g*p^2*x^4-6360*b^3*c*g*p*q^2*x^3-36292*b^3*c*g*p*q*r*x^3-16176*b^3*c *g*p*q*x^4-43274*b^3*c*g*p*r^2*x^3-8930*b^3*c*g*p*r*x^4-964*b^3*c*g*q^3*x^3-\ 10976*b^3*c*g*q^2*r*x^3-8088*b^3*c*g*q^2*x^4-30052*b^3*c*g*q*r^2*x^3-8930*b^3*c *g*q*r*x^4-23098*b^3*c*g*r^3*x^3+6322*b^3*c*g*r^2*x^4-1982*b^3*c*p^4*x^3-6160*b ^3*c*p^3*q*x^3-14636*b^3*c*p^3*r*x^3-3460*b^3*c*p^3*x^4-6588*b^3*c*p^2*q^2*x^3-\ 33720*b^3*c*p^2*q*r*x^3-10380*b^3*c*p^2*q*x^4-36190*b^3*c*p^2*r^2*x^3-554*b^3*c *p^2*r*x^4-2624*b^3*c*p*q^3*x^3-23532*b^3*c*p*q^2*r*x^3-10380*b^3*c*p*q^2*x^4-\ 54704*b^3*c*p*q*r^2*x^3-1108*b^3*c*p*q*r*x^4-37204*b^3*c*p*r^3*x^3+20532*b^3*c* p*r^2*x^4-214*b^3*c*q^4*x^3-4448*b^3*c*q^3*r*x^3-3460*b^3*c*q^3*x^4-18514*b^3*c *q^2*r^2*x^3-554*b^3*c*q^2*r*x^4-27820*b^3*c*q*r^3*x^3+20532*b^3*c*q*r^2*x^4-\ 13668*b^3*c*r^4*x^3+21428*b^3*c*r^3*x^4-164*b^3*g^3*p^2*x^3-202*b^3*g^3*p*q*x^3 -719*b^3*g^3*p*r*x^3-441*b^3*g^3*p*x^4-38*b^3*g^3*q^2*x^3-341*b^3*g^3*q*r*x^3-\ 441*b^3*g^3*q*x^4-757*b^3*g^3*r^2*x^3-819*b^3*g^3*r*x^4-517*b^3*g^2*p^3*x^3-\ 1110*b^3*g^2*p^2*q*x^3-3101*b^3*g^2*p^2*r*x^3-1223*b^3*g^2*p^2*x^4-669*b^3*g^2* p*q^2*x^3-4186*b^3*g^2*p*q*r*x^3-2446*b^3*g^2*p*q*x^4-5634*b^3*g^2*p*r^2*x^3-\ 2461*b^3*g^2*p*r*x^4-76*b^3*g^2*q^3*x^3-1085*b^3*g^2*q^2*r*x^3-1223*b^3*g^2*q^2 *x^4-3618*b^3*g^2*q*r^2*x^3-2461*b^3*g^2*q*r*x^4-3188*b^3*g^2*r^3*x^3-371*b^3*g ^2*r^2*x^4-542*b^3*g*p^4*x^3-1664*b^3*g*p^3*q*x^3-4107*b^3*g*p^3*r*x^3-1135*b^3 *g*p^3*x^4-1740*b^3*g*p^2*q^2*x^3-9273*b^3*g*p^2*q*r*x^3-3405*b^3*g*p^2*q*x^4-\ 10465*b^3*g*p^2*r^2*x^3-1397*b^3*g*p^2*r*x^4-656*b^3*g*p*q^3*x^3-6225*b^3*g*p*q ^2*r*x^3-3405*b^3*g*p*q^2*x^4-15416*b^3*g*p*q*r^2*x^3-2794*b^3*g*p*q*r*x^4-\ 11077*b^3*g*p*r^3*x^3+3866*b^3*g*p*r^2*x^4-38*b^3*g*q^4*x^3-1059*b^3*g*q^3*r*x^ 3-1135*b^3*g*q^3*x^4-4951*b^3*g*q^2*r^2*x^3-1397*b^3*g*q^2*r*x^4-8059*b^3*g*q*r ^3*x^3+3866*b^3*g*q*r^2*x^4-4177*b^3*g*r^4*x^3+5511*b^3*g*r^3*x^4-189*b^3*p^5*x ^3-756*b^3*p^4*q*x^3-1725*b^3*p^4*r*x^3-353*b^3*p^4*x^4-1134*b^3*p^3*q^2*x^3-\ 5490*b^3*p^3*q*r*x^3-1412*b^3*p^3*q*x^4-5625*b^3*p^3*r^2*x^3+215*b^3*p^3*r*x^4-\ 756*b^3*p^2*q^3*x^3-6120*b^3*p^2*q^2*r*x^3-2118*b^3*p^2*q^2*x^4-13290*b^3*p^2*q *r^2*x^3+645*b^3*p^2*q*r*x^4-8577*b^3*p^2*r^3*x^3+5233*b^3*p^2*r^2*x^4-189*b^3* p*q^4*x^3-2670*b^3*p*q^3*r*x^3-1412*b^3*p*q^3*x^4-9705*b^3*p*q^2*r^2*x^3+645*b^ 3*p*q^2*r*x^4-13410*b^3*p*q*r^3*x^3+10466*b^3*p*q*r^2*x^4-6234*b^3*p*r^4*x^3+ 9900*b^3*p*r^3*x^4-315*b^3*q^4*r*x^3-353*b^3*q^4*x^4-2040*b^3*q^3*r^2*x^3+215*b ^3*q^3*r*x^4-4833*b^3*q^2*r^3*x^3+5233*b^3*q^2*r^2*x^4-4854*b^3*q*r^4*x^3+9900* b^3*q*r^3*x^4-1746*b^3*r^5*x^3+5289*b^3*r^4*x^4-8032*b^2*c^6*x^3-14160*b^2*c^5* g*x^3-24752*b^2*c^5*p*x^3-17232*b^2*c^5*q*x^3-45280*b^2*c^5*r*x^3-14528*b^2*c^5 *x^4-9192*b^2*c^4*g^2*x^3-36560*b^2*c^4*g*p*x^3-25216*b^2*c^4*g*q*x^3-67400*b^2 *c^4*g*r*x^3-24232*b^2*c^4*g*x^4-31040*b^2*c^4*p^2*x^3-45696*b^2*c^4*p*q*x^3-\ 113568*b^2*c^4*p*r*x^3-30576*b^2*c^4*p*x^4-14656*b^2*c^4*q^2*x^3-81392*b^2*c^4* q*r*x^3-30576*b^2*c^4*q*x^4-93168*b^2*c^4*r^2*x^3-2456*b^2*c^4*r*x^4-2588*b^2*c ^3*g^3*x^3-19252*b^2*c^3*g^2*p*x^3-13020*b^2*c^3*g^2*q*x^3-36016*b^2*c^3*g^2*r* x^3-15184*b^2*c^3*g^2*x^4-36864*b^2*c^3*g*p^2*x^3-53856*b^2*c^3*g*p*q*x^3-\ 136232*b^2*c^3*g*p*r*x^3-41176*b^2*c^3*g*p*x^4-16992*b^2*c^3*g*q^2*x^3-96264*b^ 2*c^3*g*q*r*x^3-41176*b^2*c^3*g*q*x^4-113272*b^2*c^3*g*r^2*x^3-13528*b^2*c^3*g* r*x^4-20352*b^2*c^3*p^3*x^3-46880*b^2*c^3*p^2*q*x^3-111200*b^2*c^3*p^2*r*x^3-\ 25416*b^2*c^3*p^2*x^4-32704*b^2*c^3*p*q^2*x^3-167872*b^2*c^3*p*q*r*x^3-50832*b^ 2*c^3*p*q*x^4-181624*b^2*c^3*p*r^2*x^3+4144*b^2*c^3*p*r*x^4-6176*b^2*c^3*q^3*x^ 3-56672*b^2*c^3*q^2*r*x^3-25416*b^2*c^3*q^2*x^4-134408*b^2*c^3*q*r^2*x^3+4144*b ^2*c^3*q*r*x^4-92784*b^2*c^3*r^3*x^3+59472*b^2*c^3*r^2*x^4-264*b^2*c^2*g^4*x^3-\ 4208*b^2*c^2*g^3*p*x^3-2724*b^2*c^2*g^3*q*x^3-8106*b^2*c^2*g^3*r*x^3-4274*b^2*c ^2*g^3*x^4-14754*b^2*c^2*g^2*p^2*x^3-21216*b^2*c^2*g^2*p*q*x^3-55626*b^2*c^2*g^ 2*p*r*x^3-19686*b^2*c^2*g^2*p*x^4-6462*b^2*c^2*g^2*q^2*x^3-38090*b^2*c^2*g^2*q* r*x^3-19686*b^2*c^2*g^2*q*x^4-47578*b^2*c^2*g^2*r^2*x^3-12824*b^2*c^2*g^2*r*x^4 -18208*b^2*c^2*g*p^3*x^3-41676*b^2*c^2*g*p^2*q*x^3-100646*b^2*c^2*g*p^2*r*x^3-\ 25890*b^2*c^2*g*p^2*x^4-28728*b^2*c^2*g*p*q^2*x^3-150280*b^2*c^2*g*p*q*r*x^3-\ 51780*b^2*c^2*g*p*q*x^4-166756*b^2*c^2*g*p*r^2*x^3-9762*b^2*c^2*g*p*r*x^4-5260* b^2*c^2*g*q^3*x^3-49634*b^2*c^2*g*q^2*r*x^3-25890*b^2*c^2*g*q^2*x^4-121650*b^2* c^2*g*q*r^2*x^3-9762*b^2*c^2*g*q*r*x^4-86436*b^2*c^2*g*r^3*x^3+43326*b^2*c^2*g* r^2*x^4-7378*b^2*c^2*p^4*x^3-23424*b^2*c^2*p^3*q*x^3-53300*b^2*c^2*p^3*r*x^3-\ 10420*b^2*c^2*p^3*x^4-26004*b^2*c^2*p^2*q^2*x^3-125616*b^2*c^2*p^2*q*r*x^3-\ 31260*b^2*c^2*p^2*q*x^4-129534*b^2*c^2*p^2*r^2*x^3+8682*b^2*c^2*p^2*r*x^4-11248 *b^2*c^2*p*q^3*x^3-91332*b^2*c^2*p*q^2*r*x^3-31260*b^2*c^2*p*q^2*x^4-200784*b^2 *c^2*p*q*r^2*x^3+17364*b^2*c^2*p*q*r*x^4-131196*b^2*c^2*p*r^3*x^3+87708*b^2*c^2 *p*r^2*x^4-1290*b^2*c^2*q^4*x^3-19016*b^2*c^2*q^3*r*x^3-10420*b^2*c^2*q^3*x^4-\ 71250*b^2*c^2*q^2*r^2*x^3+8682*b^2*c^2*q^2*r*x^4-100692*b^2*c^2*q*r^3*x^3+87708 *b^2*c^2*q*r^2*x^4-47584*b^2*c^2*r^4*x^3+79976*b^2*c^2*r^3*x^4-314*b^2*c*g^4*p* x^3-182*b^2*c*g^4*q*x^3-644*b^2*c*g^4*r*x^3-462*b^2*c*g^4*x^4-2223*b^2*c*g^3*p^ 2*x^3-3088*b^2*c*g^3*p*q*x^3-8745*b^2*c*g^3*p*r*x^3-3833*b^2*c*g^3*p*x^4-865*b^ 2*c*g^3*q^2*x^3-5551*b^2*c*g^3*q*r*x^3-3833*b^2*c*g^3*q*x^4-7961*b^2*c*g^3*r^2* x^3-4195*b^2*c*g^3*r*x^4-4919*b^2*c*g^2*p^3*x^3-11113*b^2*c*g^2*p^2*q*x^3-27841 *b^2*c*g^2*p^2*r*x^3-8389*b^2*c*g^2*p^2*x^4-7469*b^2*c*g^2*p*q^2*x^3-40604*b^2* c*g^2*p*q*r*x^3-16778*b^2*c*g^2*p*q*x^4-47525*b^2*c*g^2*p*r^2*x^3-8943*b^2*c*g^ 2*p*r*x^4-1275*b^2*c*g^2*q^3*x^3-12763*b^2*c*g^2*q^2*r*x^3-8389*b^2*c*g^2*q^2*x ^4-33614*b^2*c*g^2*q*r^2*x^3-8943*b^2*c*g^2*q*r*x^4-25382*b^2*c*g^2*r^3*x^3+ 7121*b^2*c*g^2*r^2*x^4-4415*b^2*c*g*p^4*x^3-13944*b^2*c*g*p^3*q*x^3-32298*b^2*c *g*p^3*r*x^3-7124*b^2*c*g*p^3*x^4-15342*b^2*c*g*p^2*q^2*x^3-75468*b^2*c*g*p^2*q *r*x^3-21372*b^2*c*g*p^2*q*x^4-79653*b^2*c*g*p^2*r^2*x^3-333*b^2*c*g*p^2*r*x^4-\ 6512*b^2*c*g*p*q^3*x^3-54042*b^2*c*g*p*q^2*r*x^3-21372*b^2*c*g*p*q^2*x^4-122116 *b^2*c*g*p*q*r^2*x^3-666*b^2*c*g*p*q*r*x^4-81844*b^2*c*g*p*r^3*x^3+44736*b^2*c* g*p*r^2*x^4-699*b^2*c*g*q^4*x^3-10872*b^2*c*g*q^3*r*x^3-7124*b^2*c*g*q^3*x^4-\ 42463*b^2*c*g*q^2*r^2*x^3-333*b^2*c*g*q^2*r*x^4-62084*b^2*c*g*q*r^3*x^3+44736*b ^2*c*g*q*r^2*x^4-30074*b^2*c*g*r^4*x^3+45958*b^2*c*g*r^3*x^4-1405*b^2*c*p^5*x^3 -5727*b^2*c*p^4*q*x^3-12534*b^2*c*p^4*r*x^3-2106*b^2*c*p^4*x^4-8858*b^2*c*p^3*q ^2*x^3-40660*b^2*c*p^3*q*r*x^3-8424*b^2*c*p^3*q*x^4-40149*b^2*c*p^3*r^2*x^3+ 4346*b^2*c*p^3*r*x^4-6262*b^2*c*p^2*q^3*x^3-46776*b^2*c*p^2*q^2*r*x^3-12636*b^2 *c*p^2*q^2*x^4-96813*b^2*c*p^2*q*r^2*x^3+13038*b^2*c*p^2*q*r*x^4-60300*b^2*c*p^ 2*r^3*x^3+42480*b^2*c*p^2*r^2*x^4-1833*b^2*c*p*q^4*x^3-21708*b^2*c*p*q^3*r*x^3-\ 8424*b^2*c*p*q^3*x^4-73179*b^2*c*p*q^2*r^2*x^3+13038*b^2*c*p*q^2*r*x^4-96264*b^ 2*c*p*q*r^3*x^3+84960*b^2*c*p*q*r^2*x^4-43264*b^2*c*p*r^4*x^3+72372*b^2*c*p*r^3 *x^4-107*b^2*c*q^5*x^3-3058*b^2*c*q^4*r*x^3-2106*b^2*c*q^4*x^4-16515*b^2*c*q^3* r^2*x^3+4346*b^2*c*q^3*r*x^4-35964*b^2*c*q^2*r^3*x^3+42480*b^2*c*q^2*r^2*x^4-\ 34384*b^2*c*q*r^4*x^3+72372*b^2*c*q*r^3*x^4-11984*b^2*c*r^5*x^3+36686*b^2*c*r^4 *x^4-91*b^2*g^4*p^2*x^3-116*b^2*g^4*p*q*x^3-397*b^2*g^4*p*r*x^3-231*b^2*g^4*p*x ^4-25*b^2*g^4*q^2*x^3-199*b^2*g^4*q*r*x^3-231*b^2*g^4*q*x^4-422*b^2*g^4*r^2*x^3 -429*b^2*g^4*r*x^4-383*b^2*g^3*p^3*x^3-841*b^2*g^3*p^2*q*x^3-2280*b^2*g^3*p^2*r *x^3-848*b^2*g^3*p^2*x^4-533*b^2*g^3*p*q^2*x^3-3152*b^2*g^3*p*q*r*x^3-1696*b^2* g^3*p*q*x^4-4146*b^2*g^3*p*r^2*x^3-1688*b^2*g^3*p*r*x^4-75*b^2*g^3*q^3*x^3-872* b^2*g^3*q^2*r*x^3-848*b^2*g^3*q^2*x^4-2738*b^2*g^3*q*r^2*x^3-1688*b^2*g^3*q*r*x ^4-2350*b^2*g^3*r^3*x^3-216*b^2*g^3*r^2*x^4-603*b^2*g^2*p^4*x^3-1884*b^2*g^2*p^ 3*q*x^3-4528*b^2*g^2*p^3*r*x^3-1171*b^2*g^2*p^3*x^4-2034*b^2*g^2*p^2*q^2*x^3-\ 10390*b^2*g^2*p^2*q*r*x^3-3513*b^2*g^2*p^2*q*x^4-11514*b^2*g^2*p^2*r^2*x^3-1350 *b^2*g^2*p^2*r*x^4-828*b^2*g^2*p*q^3*x^3-7196*b^2*g^2*p*q^2*r*x^3-3513*b^2*g^2* p*q^2*x^4-17248*b^2*g^2*p*q*r^2*x^3-2700*b^2*g^2*p*q*r*x^4-12185*b^2*g^2*p*r^3* x^3+4289*b^2*g^2*p*r^2*x^4-75*b^2*g^2*q^4*x^3-1334*b^2*g^2*q^3*r*x^3-1171*b^2*g ^2*q^3*x^4-5734*b^2*g^2*q^2*r^2*x^3-1350*b^2*g^2*q^2*r*x^4-9019*b^2*g^2*q*r^3*x ^3+4289*b^2*g^2*q*r^2*x^4-4596*b^2*g^2*r^4*x^3+5925*b^2*g^2*r^3*x^4-421*b^2*g*p ^5*x^3-1709*b^2*g*p^4*q*x^3-3804*b^2*g*p^4*r*x^3-722*b^2*g*p^4*x^4-2626*b^2*g*p ^3*q^2*x^3-12260*b^2*g*p^3*q*r*x^3-2888*b^2*g*p^3*q*x^4-12361*b^2*g*p^3*r^2*x^3 +583*b^2*g*p^3*r*x^4-1834*b^2*g*p^2*q^3*x^3-13956*b^2*g*p^2*q^2*r*x^3-4332*b^2* g*p^2*q^2*x^4-29563*b^2*g*p^2*q*r^2*x^3+1749*b^2*g*p^2*q*r*x^4-18824*b^2*g*p^2* r^3*x^3+11331*b^2*g*p^2*r^2*x^4-521*b^2*g*p*q^4*x^3-6348*b^2*g*p*q^3*r*x^3-2888 *b^2*g*p*q^3*x^4-22043*b^2*g*p*q^2*r^2*x^3+1749*b^2*g*p*q^2*r*x^4-29788*b^2*g*p *q*r^3*x^3+22662*b^2*g*p*q*r^2*x^4-13676*b^2*g*p*r^4*x^3+21166*b^2*g*p*r^3*x^4-\ 25*b^2*g*q^5*x^3-848*b^2*g*q^4*r*x^3-722*b^2*g*q^4*x^4-4841*b^2*g*q^3*r^2*x^3+ 583*b^2*g*q^3*r*x^4-10964*b^2*g*q^2*r^3*x^3+11331*b^2*g*q^2*r^2*x^4-10776*b^2*g *q*r^4*x^3+21166*b^2*g*q*r^3*x^4-3830*b^2*g*r^5*x^3+11259*b^2*g*r^4*x^4-110*b^2 *p^6*x^3-550*b^2*p^5*q*x^3-1159*b^2*p^5*r*x^3-168*b^2*p^5*x^4-1100*b^2*p^4*q^2* x^3-4823*b^2*p^4*q*r*x^3-840*b^2*p^4*q*x^4-4571*b^2*p^4*r^2*x^3+674*b^2*p^4*r*x ^4-1100*b^2*p^3*q^3*x^3-7702*b^2*p^3*q^2*r*x^3-1680*b^2*p^3*q^2*x^4-15136*b^2*p ^3*q*r^2*x^3+2696*b^2*p^3*q*r*x^4-9021*b^2*p^3*r^3*x^3+6747*b^2*p^3*r^2*x^4-550 *b^2*p^2*q^4*x^3-5758*b^2*p^2*q^3*r*x^3-1680*b^2*p^2*q^3*x^4-17982*b^2*p^2*q^2* r^2*x^3+4044*b^2*p^2*q^2*r*x^4-22299*b^2*p^2*q*r^3*x^3+20241*b^2*p^2*q*r^2*x^4-\ 9577*b^2*p^2*r^4*x^3+16196*b^2*p^2*r^3*x^4-110*b^2*p*q^5*x^3-1907*b^2*p*q^4*r*x ^3-840*b^2*p*q^4*x^4-8840*b^2*p*q^3*r^2*x^3+2696*b^2*p*q^3*r*x^4-17535*b^2*p*q^ 2*r^3*x^3+20241*b^2*p*q^2*r^2*x^4-15732*b^2*p*q*r^4*x^3+32392*b^2*p*q*r^3*x^4-\ 5240*b^2*p*r^5*x^3+15812*b^2*p*r^4*x^4-187*b^2*q^5*r*x^3-168*b^2*q^5*x^4-1423*b ^2*q^4*r^2*x^3+674*b^2*q^4*r*x^4-4257*b^2*q^3*r^3*x^3+6747*b^2*q^3*r^2*x^4-6155 *b^2*q^2*r^4*x^3+16196*b^2*q^2*r^3*x^4-4296*b^2*q*r^5*x^3+15812*b^2*q*r^4*x^4-\ 1162*b^2*r^6*x^3+5521*b^2*r^5*x^4-5056*b*c^7*x^3-11264*b*c^6*g*x^3-18368*b*c^6* p*x^3-12992*b*c^6*q*x^3-33120*b*c^6*r*x^3-9440*b*c^6*x^4-9888*b*c^5*g^2*x^3-\ 35152*b*c^5*g*p*x^3-24752*b*c^5*g*q*x^3-63616*b*c^5*g*r*x^3-19760*b*c^5*g*x^4-\ 27808*b*c^5*p^2*x^3-41600*b*c^5*p*q*x^3-100432*b*c^5*p*r*x^3-23648*b*c^5*p*x^4-\ 13792*b*c^5*q^2*x^3-73168*b*c^5*q*r*x^3-23648*b*c^5*q*x^4-81696*b*c^5*r^2*x^3+ 3520*b*c^5*r*x^4-4256*b*c^4*g^3*x^3-25880*b*c^4*g^2*p*x^3-18056*b*c^4*g^2*q*x^3 -47168*b*c^4*g^2*r*x^3-16488*b*c^4*g^2*x^4-44424*b*c^4*g*p^2*x^3-66224*b*c^4*g* p*q*x^3-161216*b*c^4*g*p*r*x^3-41456*b*c^4*g*p*x^4-21800*b*c^4*g*q^2*x^3-116720 *b*c^4*g*q*r*x^3-41456*b*c^4*g*q*x^4-131972*b*c^4*g*r^2*x^3-2136*b*c^4*g*r*x^4-\ 22864*b*c^4*p^3*x^3-53472*b*c^4*p^2*q*x^3-123368*b*c^4*p^2*r*x^3-24352*b*c^4*p^ 2*x^4-38352*b*c^4*p*q^2*x^3-189136*b*c^4*p*q*r*x^3-48704*b*c^4*p*q*x^4-199824*b *c^4*p*r^2*x^3+16560*b*c^4*p*r*x^4-7744*b*c^4*q^3*x^3-65768*b*c^4*q^2*r*x^3-\ 24352*b*c^4*q^2*x^4-150384*b*c^4*q*r^2*x^3+16560*b*c^4*q*r*x^4-101424*b*c^4*r^3 *x^3+73608*b*c^4*r^2*x^4-892*b*c^3*g^4*x^3-9052*b*c^3*g^3*p*x^3-6196*b*c^3*g^3* q*x^3-16728*b*c^3*g^3*r*x^3-6892*b*c^3*g^3*x^4-26312*b*c^3*g^2*p^2*x^3-38944*b* c^3*g^2*p*q*x^3-96420*b*c^3*g^2*p*r*x^3-27920*b*c^3*g^2*p*x^4-12632*b*c^3*g^2*q ^2*x^3-68868*b*c^3*g^2*q*r*x^3-27920*b*c^3*g^2*q*x^4-80008*b*c^3*g^2*r^2*x^3-\ 8568*b*c^3*g^2*r*x^4-29252*b*c^3*g*p^3*x^3-68220*b*c^3*g*p^2*q*x^3-158720*b*c^3 *g*p^2*r*x^3-34312*b*c^3*g*p^2*x^4-48684*b*c^3*g*p*q^2*x^3-242176*b*c^3*g*p*q*r *x^3-68624*b*c^3*g*p*q*x^4-258834*b*c^3*g*p*r^2*x^3+8080*b*c^3*g*p*r*x^4-9716*b *c^3*g*q^3*x^3-83456*b*c^3*g*q^2*r*x^3-34312*b*c^3*g*q^2*x^4-193602*b*c^3*g*q*r ^2*x^3+8080*b*c^3*g*q*r*x^4-132272*b*c^3*g*r^3*x^3+84184*b*c^3*g*r^2*x^4-11068* b*c^3*p^4*x^3-35632*b*c^3*p^3*q*x^3-78948*b*c^3*p^3*r*x^3-13184*b*c^3*p^3*x^4-\ 40488*b*c^3*p^2*q^2*x^3-188652*b*c^3*p^2*q*r*x^3-39552*b*c^3*p^2*q*x^4-190224*b *c^3*p^2*r^2*x^3+22672*b*c^3*p^2*r*x^4-18352*b*c^3*p*q^3*x^3-140460*b*c^3*p*q^2 *r*x^3-39552*b*c^3*p*q^2*x^4-299232*b*c^3*p*q*r^2*x^3+45344*b*c^3*p*q*r*x^4-\ 191376*b*c^3*p*r^3*x^3+141360*b*c^3*p*r^2*x^4-2428*b*c^3*q^4*x^3-30756*b*c^3*q^ 3*r*x^3-13184*b*c^3*q^3*x^4-109008*b*c^3*q^2*r^2*x^3+22672*b*c^3*q^2*r*x^4-\ 149136*b*c^3*q*r^3*x^3+141360*b*c^3*q*r^2*x^4-69032*b*c^3*r^4*x^3+120720*b*c^3* r^3*x^4-72*b*c^2*g^5*x^3-1478*b*c^2*g^4*p*x^3-970*b*c^2*g^4*q*x^3-2810*b*c^2*g^ 4*r*x^3-1456*b*c^2*g^4*x^4-7002*b*c^2*g^3*p^2*x^3-10212*b*c^2*g^3*p*q*x^3-26176 *b*c^2*g^3*p*r*x^3-8904*b*c^2*g^3*p*x^4-3210*b*c^2*g^3*q^2*x^3-18148*b*c^2*g^3* q*r*x^3-8904*b*c^2*g^3*q*x^4-22361*b*c^2*g^3*r^2*x^3-5674*b*c^2*g^3*r*x^4-13054 *b*c^2*g^2*p^3*x^3-30270*b*c^2*g^2*p^2*q*x^3-71648*b*c^2*g^2*p^2*r*x^3-17474*b* c^2*g^2*p^2*x^4-21378*b*c^2*g^2*p*q^2*x^3-108220*b*c^2*g^2*p*q*r*x^3-34948*b*c^ 2*g^2*p*q*x^4-118539*b*c^2*g^2*p*r^2*x^3-5594*b*c^2*g^2*p*r*x^4-4162*b*c^2*g^2* q^3*x^3-36572*b*c^2*g^2*q^2*r*x^3-17474*b*c^2*g^2*q^2*x^4-87497*b*c^2*g^2*q*r^2 *x^3-5594*b*c^2*g^2*q*r*x^4-61472*b*c^2*g^2*r^3*x^3+30872*b*c^2*g^2*r^2*x^4-\ 10622*b*c^2*g*p^4*x^3-34120*b*c^2*g*p^3*q*x^3-76220*b*c^2*g*p^3*r*x^3-13984*b*c ^2*g*p^3*x^4-38628*b*c^2*g*p^2*q^2*x^3-181464*b*c^2*g*p^2*q*r*x^3-41952*b*c^2*g *p^2*q*x^4-184924*b*c^2*g*p^2*r^2*x^3+13674*b*c^2*g*p^2*r*x^4-17384*b*c^2*g*p*q ^3*x^3-134268*b*c^2*g*p*q^2*r*x^3-41952*b*c^2*g*p*q^2*x^4-289532*b*c^2*g*p*q*r^ 2*x^3+27348*b*c^2*g*p*q*r*x^4-187304*b*c^2*g*p*r^3*x^3+123798*b*c^2*g*p*r^2*x^4 -2254*b*c^2*g*q^4*x^3-29024*b*c^2*g*q^3*r*x^3-13984*b*c^2*g*q^3*x^4-104608*b*c^ 2*g*q^2*r^2*x^3+13674*b*c^2*g*q^2*r*x^4-145232*b*c^2*g*q*r^3*x^3+123798*b*c^2*g *q*r^2*x^4-67978*b*c^2*g*r^4*x^3+111900*b*c^2*g*r^3*x^4-3164*b*c^2*p^5*x^3-\ 13060*b*c^2*p^4*q*x^3-27860*b*c^2*p^4*r*x^3-3958*b*c^2*p^4*x^4-20600*b*c^2*p^3* q^2*x^3-91472*b*c^2*p^3*q*r*x^3-15832*b*c^2*p^3*q*x^4-88452*b*c^2*p^3*r^2*x^3+ 13568*b*c^2*p^3*r*x^4-15080*b*c^2*p^2*q^3*x^3-107256*b*c^2*p^2*q^2*r*x^3-23748* b*c^2*p^2*q^2*x^4-215964*b*c^2*p^2*q*r^2*x^3+40704*b*c^2*p^2*q*r*x^4-131928*b*c ^2*p^2*r^3*x^3+100554*b*c^2*p^2*r^2*x^4-4780*b*c^2*p*q^4*x^3-51536*b*c^2*p*q^3* r*x^3-15832*b*c^2*p*q^3*x^4-166572*b*c^2*p*q^2*r^2*x^3+40704*b*c^2*p*q^2*r*x^4-\ 213312*b*c^2*p*q*r^3*x^3+201108*b*c^2*p*q*r^2*x^4-94120*b*c^2*p*r^4*x^3+162348* b*c^2*p*r^3*x^4-404*b*c^2*q^5*x^3-7892*b*c^2*q^4*r*x^3-3958*b*c^2*q^4*x^4-39060 *b*c^2*q^3*r^2*x^3+13568*b*c^2*q^3*r*x^4-81384*b*c^2*q^2*r^3*x^3+100554*b*c^2*q ^2*r^2*x^4-75760*b*c^2*q*r^4*x^3+162348*b*c^2*q*r^3*x^4-25948*b*c^2*r^5*x^3+ 80038*b*c^2*r^4*x^4-88*b*c*g^5*p*x^3-52*b*c*g^5*q*x^3-178*b*c*g^5*r*x^3-126*b*c *g^5*x^4-790*b*c*g^4*p^2*x^3-1116*b*c*g^4*p*q*x^3-3084*b*c*g^4*p*r*x^3-1302*b*c *g^4*p*x^4-326*b*c*g^4*q^2*x^3-1992*b*c*g^4*q*r*x^3-1302*b*c*g^4*q*x^4-2811*b*c *g^4*r^2*x^3-1416*b*c*g^4*r*x^4-2346*b*c*g^3*p^3*x^3-5376*b*c*g^3*p^2*q*x^3-\ 13187*b*c*g^3*p^2*r*x^3-3777*b*c*g^3*p^2*x^4-3714*b*c*g^3*p*q^2*x^3-19492*b*c*g ^3*p*q*r*x^3-7554*b*c*g^3*p*q*x^4-22491*b*c*g^3*p*r^2*x^3-3877*b*c*g^3*p*r*x^4-\ 684*b*c*g^3*q^3*x^3-6305*b*c*g^3*q^2*r*x^3-3777*b*c*g^3*q^2*x^4-16138*b*c*g^3*q *r^2*x^3-3877*b*c*g^3*q*r*x^4-12022*b*c*g^3*r^3*x^3+3473*b*c*g^3*r^2*x^4-3170*b *c*g^2*p^4*x^3-10136*b*c*g^2*p^3*q*x^3-23031*b*c*g^2*p^3*r*x^3-4778*b*c*g^2*p^3 *x^4-11388*b*c*g^2*p^2*q^2*x^3-54411*b*c*g^2*p^2*q*r*x^3-14334*b*c*g^2*p^2*q*x^ 4-56702*b*c*g^2*p^2*r^2*x^3+341*b*c*g^2*p^2*r*x^4-5048*b*c*g^2*p*q^3*x^3-39729* b*c*g^2*p*q^2*r*x^3-14334*b*c*g^2*p*q^2*x^4-87902*b*c*g^2*p*q*r^2*x^3+682*b*c*g ^2*p*q*r*x^4-58262*b*c*g^2*p*r^3*x^3+31755*b*c*g^2*p*r^2*x^4-626*b*c*g^2*q^4*x^ 3-8349*b*c*g^2*q^3*r*x^3-4778*b*c*g^2*q^3*x^4-31200*b*c*g^2*q^2*r^2*x^3+341*b*c *g^2*q^2*r*x^4-44702*b*c*g^2*q*r^3*x^3+31755*b*c*g^2*q*r^2*x^4-21421*b*c*g^2*r^ 4*x^3+32176*b*c*g^2*r^3*x^4-2022*b*c*g*p^5*x^3-8332*b*c*g*p^4*q*x^3-17908*b*c*g *p^4*r*x^3-2803*b*c*g*p^4*x^4-13108*b*c*g*p^3*q^2*x^3-58636*b*c*g*p^3*q*r*x^3-\ 11212*b*c*g*p^3*q*x^4-57228*b*c*g*p^3*r^2*x^3+6546*b*c*g*p^3*r*x^4-9552*b*c*g*p ^2*q^3*x^3-68460*b*c*g*p^2*q^2*r*x^3-16818*b*c*g*p^2*q^2*x^4-139242*b*c*g*p^2*q *r^2*x^3+19638*b*c*g*p^2*q*r*x^4-85898*b*c*g*p^2*r^3*x^3+59841*b*c*g*p^2*r^2*x^ 4-2998*b*c*g*p*q^4*x^3-32644*b*c*g*p*q^3*r*x^3-11212*b*c*g*p*q^3*x^4-106800*b*c *g*p*q^2*r^2*x^3+19638*b*c*g*p*q^2*r*x^4-138364*b*c*g*p*q*r^3*x^3+119682*b*c*g* p*q*r^2*x^4-61634*b*c*g*p*r^4*x^3+101122*b*c*g*p*r^3*x^4-244*b*c*g*q^5*x^3-4912 *b*c*g*q^4*r*x^3-2803*b*c*g*q^4*x^4-24786*b*c*g*q^3*r^2*x^3+6546*b*c*g*q^3*r*x^ 4-52466*b*c*g*q^2*r^3*x^3+59841*b*c*g*q^2*r^2*x^4-49426*b*c*g*q*r^4*x^3+101122* b*c*g*q*r^3*x^4-17078*b*c*g*r^5*x^3+51115*b*c*g*r^4*x^4-496*b*c*p^6*x^3-2508*b* c*p^5*q*x^3-5158*b*c*p^5*r*x^3-626*b*c*p^5*x^4-5100*b*c*p^4*q^2*x^3-21686*b*c*p ^4*q*r*x^3-3130*b*c*p^4*q*x^4-20166*b*c*p^4*r^2*x^3+3744*b*c*p^4*r*x^4-5240*b*c *p^3*q^3*x^3-35164*b*c*p^3*q^2*r*x^3-6260*b*c*p^3*q^2*x^4-67464*b*c*p^3*q*r^2*x ^3+14976*b*c*p^3*q*r*x^4-39534*b*c*p^3*r^3*x^3+31338*b*c*p^3*r^2*x^4-2760*b*c*p ^2*q^4*x^3-26956*b*c*p^2*q^3*r*x^3-6260*b*c*p^2*q^3*x^4-81396*b*c*p^2*q^2*r^2*x ^3+22464*b*c*p^2*q^2*r*x^4-98730*b*c*p^2*q*r^3*x^3+94014*b*c*p^2*q*r^2*x^4-\ 41746*b*c*p^2*r^4*x^3+72000*b*c*p^2*r^3*x^4-636*b*c*p*q^5*x^3-9374*b*c*p*q^4*r* x^3-3130*b*c*p*q^4*x^4-41064*b*c*p*q^3*r^2*x^3+14976*b*c*p*q^3*r*x^4-78858*b*c* p*q^2*r^3*x^3+94014*b*c*p*q^2*r^2*x^4-69272*b*c*p*q*r^4*x^3+144000*b*c*p*q*r^3* x^4-22740*b*c*p*r^5*x^3+68610*b*c*p*r^4*x^4-28*b*c*q^6*x^3-1054*b*c*q^5*r*x^3-\ 626*b*c*q^5*x^4-6966*b*c*q^4*r^2*x^3+3744*b*c*q^4*r*x^4-19662*b*c*q^3*r^3*x^3+ 31338*b*c*q^3*r^2*x^4-27526*b*c*q^2*r^4*x^3+72000*b*c*q^2*r^3*x^4-18828*b*c*q*r ^5*x^3+68610*b*c*q*r^4*x^4-5024*b*c*r^6*x^3+23578*b*c*r^5*x^4-26*b*g^5*p^2*x^3-\ 34*b*g^5*p*q*x^3-113*b*g^5*p*r*x^3-63*b*g^5*p*x^4-8*b*g^5*q^2*x^3-59*b*g^5*q*r* x^3-63*b*g^5*q*x^4-121*b*g^5*r^2*x^3-117*b*g^5*r*x^4-137*b*g^4*p^3*x^3-306*b*g^ 4*p^2*q*x^3-811*b*g^4*p^2*r*x^3-287*b*g^4*p^2*x^4-201*b*g^4*p*q^2*x^3-1142*b*g^ 4*p*q*r*x^3-574*b*g^4*p*q*x^4-1476*b*g^4*p*r^2*x^3-565*b*g^4*p*r*x^4-32*b*g^4*q ^3*x^3-331*b*g^4*q^2*r*x^3-287*b*g^4*q^2*x^4-996*b*g^4*q*r^2*x^3-565*b*g^4*q*r* x^4-838*b*g^4*r^3*x^3-59*b*g^4*r^2*x^4-288*b*g^3*p^4*x^3-912*b*g^3*p^3*q*x^3-\ 2148*b*g^3*p^3*r*x^3-524*b*g^3*p^3*x^4-1008*b*g^3*p^2*q^2*x^3-4992*b*g^3*p^2*q* r*x^3-1572*b*g^3*p^2*q*x^4-5454*b*g^3*p^2*r^2*x^3-559*b*g^3*p^2*r*x^4-432*b*g^3 *p*q^3*x^3-3540*b*g^3*p*q^2*r*x^3-1572*b*g^3*p*q^2*x^4-8280*b*g^3*p*q*r^2*x^3-\ 1118*b*g^3*p*q*r*x^4-5772*b*g^3*p*r^3*x^3+2068*b*g^3*p*r^2*x^4-48*b*g^3*q^4*x^3 -696*b*g^3*q^3*r*x^3-524*b*g^3*q^3*x^4-2826*b*g^3*q^2*r^2*x^3-559*b*g^3*q^2*r*x ^4-4332*b*g^3*q*r^3*x^3+2068*b*g^3*q*r^2*x^4-2178*b*g^3*r^4*x^3+2772*b*g^3*r^3* x^4-302*b*g^2*p^5*x^3-1240*b*g^2*p^4*q*x^3-2708*b*g^2*p^4*r*x^3-480*b*g^2*p^4*x ^4-1940*b*g^2*p^3*q^2*x^3-8816*b*g^2*p^3*q*r*x^3-1920*b*g^2*p^3*q*x^4-8776*b*g^ 2*p^3*r^2*x^3+498*b*g^2*p^3*r*x^4-1400*b*g^2*p^2*q^3*x^3-10200*b*g^2*p^2*q^2*r* x^3-2880*b*g^2*p^2*q^2*x^4-21198*b*g^2*p^2*q*r^2*x^3+1494*b*g^2*p^2*q*r*x^4-\ 13352*b*g^2*p^2*r^3*x^3+8021*b*g^2*p^2*r^2*x^4-430*b*g^2*p*q^4*x^3-4784*b*g^2*p *q^3*r*x^3-1920*b*g^2*p*q^3*x^4-16068*b*g^2*p*q^2*r^2*x^3+1494*b*g^2*p*q^2*r*x^ 4-21340*b*g^2*p*q*r^3*x^3+16042*b*g^2*p*q*r^2*x^4-9698*b*g^2*p*r^4*x^3+14794*b* g^2*p*r^3*x^4-32*b*g^2*q^5*x^3-692*b*g^2*q^4*r*x^3-480*b*g^2*q^4*x^4-3646*b*g^2 *q^3*r^2*x^3+498*b*g^2*q^3*r*x^4-7988*b*g^2*q^2*r^3*x^3+8021*b*g^2*q^2*r^2*x^4-\ 7718*b*g^2*q*r^4*x^3+14794*b*g^2*q*r^3*x^4-2716*b*g^2*r^5*x^3+7835*b*g^2*r^4*x^ 4-158*b*g*p^6*x^3-798*b*g*p^5*q*x^3-1651*b*g*p^5*r*x^3-221*b*g*p^5*x^4-1620*b*g *p^4*q^2*x^3-6929*b*g*p^4*q*r*x^3-1105*b*g*p^4*q*x^4-6489*b*g*p^4*r^2*x^3+998*b *g*p^4*r*x^4-1660*b*g*p^3*q^3*x^3-11206*b*g*p^3*q^2*r*x^3-2210*b*g*p^3*q^2*x^4-\ 21660*b*g*p^3*q*r^2*x^3+3992*b*g*p^3*q*r*x^4-12786*b*g*p^3*r^3*x^3+9494*b*g*p^3 *r^2*x^4-870*b*g*p^2*q^4*x^3-8554*b*g*p^2*q^3*r*x^3-2210*b*g*p^2*q^3*x^4-26046* b*g*p^2*q^2*r^2*x^3+5988*b*g*p^2*q^2*r*x^4-31854*b*g*p^2*q*r^3*x^3+28482*b*g*p^ 2*q*r^2*x^4-13564*b*g*p^2*r^4*x^3+22603*b*g*p^2*r^3*x^4-198*b*g*p*q^5*x^3-2951* b*g*p*q^4*r*x^3-1105*b*g*p*q^4*x^4-13068*b*g*p*q^3*r^2*x^3+3992*b*g*p*q^3*r*x^4 -25350*b*g*p*q^2*r^3*x^3+28482*b*g*p*q^2*r^2*x^4-22454*b*g*p*q*r^4*x^3+45206*b* g*p*q*r^3*x^4-7419*b*g*p*r^5*x^3+21997*b*g*p*r^4*x^4-8*b*g*q^6*x^3-325*b*g*q^5* r*x^3-221*b*g*q^5*x^4-2193*b*g*q^4*r^2*x^3+998*b*g*q^4*r*x^4-6282*b*g*q^3*r^3*x ^3+9494*b*g*q^3*r^2*x^4-8890*b*g*q^2*r^4*x^3+22603*b*g*q^2*r^3*x^4-6129*b*g*q*r ^5*x^3+21997*b*g*q*r^4*x^4-1645*b*g*r^6*x^3+7669*b*g*r^5*x^4-33*b*p^7*x^3-198*b *p^6*q*x^3-393*b*p^6*r*x^3-41*b*p^6*x^4-495*b*p^5*q^2*x^3-2022*b*p^5*q*r*x^3-\ 246*b*p^5*q*x^4-1812*b*p^5*r^2*x^3+389*b*p^5*r*x^4-660*b*p^4*q^3*x^3-4215*b*p^4 *q^2*r*x^3-615*b*p^4*q^2*x^4-7746*b*p^4*q*r^2*x^3+1945*b*p^4*q*r*x^4-4368*b*p^4 *r^3*x^3+3600*b*p^4*r^2*x^4-495*b*p^3*q^4*x^3-4500*b*p^3*q^3*r*x^3-820*b*p^3*q^ 3*x^4-12864*b*p^3*q^2*r^2*x^3+3890*b*p^3*q^2*r*x^4-14892*b*p^3*q*r^3*x^3+14400* b*p^3*q*r^2*x^4-6057*b*p^3*r^4*x^3+10503*b*p^3*r^3*x^4-198*b*p^2*q^5*x^3-2535*b *p^2*q^4*r*x^3-615*b*p^2*q^4*x^4-10236*b*p^2*q^3*r^2*x^3+3890*b*p^2*q^3*r*x^4-\ 18468*b*p^2*q^2*r^3*x^3+21600*b*p^2*q^2*r^2*x^4-15450*b*p^2*q*r^4*x^3+31509*b*p ^2*q*r^3*x^4-4881*b*p^2*r^5*x^3+14503*b*p^2*r^4*x^4-33*b*p*q^6*x^3-678*b*p*q^5* r*x^3-246*b*p*q^5*x^4-3804*b*p*q^4*r^2*x^3+1945*b*p*q^4*r*x^4-9732*b*p*q^3*r^3* x^3+14400*b*p*q^3*r^2*x^4-12729*b*p*q^2*r^4*x^3+31509*b*p*q^2*r^3*x^4-8286*b*p* q*r^5*x^3+29006*b*p*q*r^4*x^4-2130*b*p*r^6*x^3+9706*b*p*r^5*x^4-57*b*q^6*r*x^3-\ 41*b*q^6*x^4-498*b*q^5*r^2*x^3+389*b*q^5*r*x^4-1788*b*q^4*r^3*x^3+3600*b*q^4*r^ 2*x^4-3336*b*q^3*r^4*x^3+10503*b*q^3*r^3*x^4-3405*b*q^2*r^5*x^3+14503*b*q^2*r^4 *x^4-1806*b*q*r^6*x^3+9706*b*q*r^5*x^4-390*b*r^7*x^3+2536*b*r^6*x^4-1280*c^8*x^ 3-3456*c^7*g*x^3-5376*c^7*p*x^3-3840*c^7*q*x^3-9600*c^7*r*x^3-2496*c^7*x^4-3840 *c^6*g^2*x^3-12704*c^6*g*p*x^3-9056*c^6*g*q*x^3-22720*c^6*g*r*x^3-6304*c^6*g*x^ 4-9568*c^6*p^2*x^3-14464*c^6*p*q*x^3-34304*c^6*p*r*x^3-7264*c^6*p*x^4-4896*c^6* q^2*x^3-25216*c^6*q*r*x^3-7264*c^6*q*x^4-27840*c^6*r^2*x^3+2400*c^6*r*x^4-2240* c^5*g^3*x^3-12128*c^5*g^2*p*x^3-8608*c^5*g^2*q*x^3-21760*c^5*g^2*r*x^3-6592*c^5 *g^2*x^4-19376*c^5*g*p^2*x^3-29248*c^5*g*p*q*x^3-69600*c^5*g*p*r*x^3-15760*c^5* g*p*x^4-9872*c^5*g*q^2*x^3-51040*c^5*g*q*r*x^3-15760*c^5*g*q*x^4-56608*c^5*g*r^ 2*x^3+2704*c^5*g*r*x^4-9488*c^5*p^3*x^3-22416*c^5*p^2*q*x^3-50880*c^5*p^2*r*x^3 -8928*c^5*p^2*x^4-16368*c^5*p*q^2*x^3-78720*c^5*p*q*r*x^3-17856*c^5*p*q*x^4-\ 82272*c^5*p*r^2*x^3+9792*c^5*p*r*x^4-3440*c^5*q^3*x^3-27840*c^5*q^2*r*x^3-8928* c^5*q^2*x^4-62496*c^5*q*r^2*x^3+9792*c^5*q*r*x^4-41760*c^5*r^3*x^3+32112*c^5*r^ 2*x^4-720*c^4*g^4*x^3-5936*c^4*g^3*p*x^3-4176*c^4*g^3*q*x^3-10720*c^4*g^3*r*x^3 -3664*c^4*g^3*x^4-15440*c^4*g^2*p^2*x^3-23232*c^4*g^2*p*q*x^3-55704*c^4*g^2*p*r *x^3-13792*c^4*g^2*p*x^4-7792*c^4*g^2*q^2*x^3-40616*c^4*g^2*q*r*x^3-13792*c^4*g ^2*q*x^4-45568*c^4*g^2*r^2*x^3-416*c^4*g^2*r*x^4-16000*c^4*g*p^3*x^3-37760*c^4* g*p^2*q*x^3-85984*c^4*g*p^2*r*x^3-16176*c^4*g*p^2*x^4-27520*c^4*g*p*q^2*x^3-\ 132800*c^4*g*p*q*r*x^3-32352*c^4*g*p*q*x^4-139360*c^4*g*p*r^2*x^3+11968*c^4*g*p *r*x^4-5760*c^4*g*q^3*x^3-46816*c^4*g*q^2*r*x^3-16176*c^4*g*q^2*x^4-105632*c^4* g*q*r^2*x^3+11968*c^4*g*q*r*x^4-70896*c^4*g*r^3*x^3+50520*c^4*g*r^2*x^4-5760*c^ 4*p^4*x^3-18720*c^4*p^3*q*x^3-40848*c^4*p^3*r*x^3-6000*c^4*p^3*x^4-21600*c^4*p^ 2*q^2*x^3-98448*c^4*p^2*q*r*x^3-18000*c^4*p^2*q*x^4-98256*c^4*p^2*r^2*x^3+14736 *c^4*p^2*r*x^4-10080*c^4*p*q^3*x^3-74352*c^4*p*q^2*r*x^3-18000*c^4*p*q^2*x^4-\ 155904*c^4*p*q*r^2*x^3+29472*c^4*p*q*r*x^4-98832*c^4*p*r^3*x^3+76296*c^4*p*r^2* x^4-1440*c^4*q^4*x^3-16752*c^4*q^3*r*x^3-6000*c^4*q^3*x^4-57648*c^4*q^2*r^2*x^3 +14736*c^4*q^2*r*x^4-77712*c^4*q*r^3*x^3+76296*c^4*q*r^2*x^4-35664*c^4*r^4*x^3+ 63192*c^4*r^3*x^4-120*c^3*g^5*x^3-1552*c^3*g^4*p*x^3-1072*c^3*g^4*q*x^3-2840*c^ 3*g^4*r*x^3-1148*c^3*g^4*x^4-6080*c^3*g^3*p^2*x^3-9088*c^3*g^3*p*q*x^3-22140*c^ 3*g^3*p*r*x^3-6184*c^3*g^3*p*x^4-3008*c^3*g^3*q^2*x^3-15940*c^3*g^3*q*r*x^3-\ 6184*c^3*g^3*q*x^4-18352*c^3*g^3*r^2*x^3-1784*c^3*g^3*r*x^4-10208*c^3*g^2*p^3*x ^3-24032*c^3*g^2*p^2*q*x^3-55136*c^3*g^2*p^2*r*x^3-11368*c^3*g^2*p^2*x^4-17440* c^3*g^2*p*q^2*x^3-84800*c^3*g^2*p*q*r*x^3-22736*c^3*g^2*p*q*x^4-89912*c^3*g^2*p *r^2*x^3+3344*c^3*g^2*p*r*x^4-3616*c^3*g^2*q^3*x^3-29664*c^3*g^2*q^2*r*x^3-\ 11368*c^3*g^2*q^2*x^4-67784*c^3*g^2*q*r^2*x^3+3344*c^3*g^2*q*r*x^4-46024*c^3*g^ 2*r^3*x^3+29004*c^3*g^2*r^2*x^4-7760*c^3*g*p^4*x^3-25200*c^3*g*p^3*q*x^3-55152* c^3*g*p^3*r*x^3-8712*c^3*g*p^3*x^4-29040*c^3*g*p^2*q^2*x^3-132752*c^3*g*p^2*q*r *x^3-26136*c^3*g*p^2*q*x^4-132976*c^3*g*p^2*r^2*x^3+16104*c^3*g*p^2*r*x^4-13520 *c^3*g*p*q^3*x^3-100048*c^3*g*p*q^2*r*x^3-26136*c^3*g*p*q^2*x^4-210656*c^3*g*p* q*r^2*x^3+32208*c^3*g*p*q*r*x^4-134056*c^3*g*p*r^3*x^3+96964*c^3*g*p*r^2*x^4-\ 1920*c^3*g*q^4*x^3-22448*c^3*g*q^3*r*x^3-8712*c^3*g*q^3*x^4-77680*c^3*g*q^2*r^2 *x^3+16104*c^3*g*q^2*r*x^4-105224*c^3*g*q*r^3*x^3+96964*c^3*g*q*r^2*x^4-48472*c ^3*g*r^4*x^3+82640*c^3*g*r^3*x^4-2200*c^3*p^5*x^3-9160*c^3*p^4*q*x^3-19256*c^3* p^4*r*x^3-2380*c^3*p^4*x^4-14640*c^3*p^3*q^2*x^3-63712*c^3*p^3*q*r*x^3-9520*c^3 *p^3*q*x^4-61008*c^3*p^3*r^2*x^3+10992*c^3*p^3*r*x^4-10960*c^3*p^2*q^3*x^3-\ 75600*c^3*p^2*q^2*r*x^3-14280*c^3*p^2*q^2*x^4-150096*c^3*p^2*q*r^2*x^3+32976*c^ 3*p^2*q*r*x^4-90936*c^3*p^2*r^3*x^3+71772*c^3*p^2*r^2*x^4-3640*c^3*p*q^4*x^3-\ 37088*c^3*p*q^3*r*x^3-9520*c^3*p*q^3*x^4-117168*c^3*p*q^2*r^2*x^3+32976*c^3*p*q ^2*r*x^4-148176*c^3*p*q*r^3*x^3+143544*c^3*p*q*r^2*x^4-64872*c^3*p*r^4*x^3+ 112920*c^3*p*r^3*x^4-360*c^3*q^5*x^3-5944*c^3*q^4*r*x^3-2380*c^3*q^4*x^4-28080* c^3*q^3*r^2*x^3+10992*c^3*q^3*r*x^4-57240*c^3*q^2*r^3*x^3+71772*c^3*q^2*r^2*x^4 -52632*c^3*q*r^4*x^3+112920*c^3*q*r^3*x^4-17888*c^3*r^5*x^3+55004*c^3*r^4*x^4-8 *c^2*g^6*x^3-202*c^2*g^5*p*x^3-134*c^2*g^5*q*x^3-380*c^2*g^5*r*x^3-194*c^2*g^5* x^4-1210*c^2*g^4*p^2*x^3-1784*c^2*g^4*p*q*x^3-4494*c^2*g^4*p*r*x^3-1478*c^2*g^4 *p*x^4-574*c^2*g^4*q^2*x^3-3146*c^2*g^4*q*r*x^3-1478*c^2*g^4*q*x^4-3836*c^2*g^4 *r^2*x^3-922*c^2*g^4*r*x^4-3028*c^2*g^3*p^3*x^3-7092*c^2*g^3*p^2*q*x^3-16536*c^ 2*g^3*p^2*r*x^3-3852*c^2*g^3*p^2*x^4-5100*c^2*g^3*p*q^2*x^3-25200*c^2*g^3*p*q*r *x^3-7704*c^2*g^3*p*q*x^4-27344*c^2*g^3*p*r^2*x^3-1032*c^2*g^3*p*r*x^4-1036*c^2 *g^3*q^3*x^3-8664*c^2*g^3*q^2*r*x^3-3852*c^2*g^3*q^2*x^4-20368*c^2*g^3*q*r^2*x^ 3-1032*c^2*g^3*q*r*x^4-14196*c^2*g^3*r^3*x^3+7146*c^2*g^3*r^2*x^4-3712*c^2*g^2* p^4*x^3-12032*c^2*g^2*p^3*q*x^3-26522*c^2*g^2*p^3*r*x^3-4604*c^2*g^2*p^3*x^4-\ 13824*c^2*g^2*p^2*q^2*x^3-63642*c^2*g^2*p^2*q*r*x^3-13812*c^2*g^2*p^2*q*x^4-\ 64338*c^2*g^2*p^2*r^2*x^3+5100*c^2*g^2*p^2*r*x^4-6400*c^2*g^2*p*q^3*x^3-47718*c ^2*g^2*p*q^2*r*x^3-13812*c^2*g^2*p*q^2*x^4-101520*c^2*g^2*p*q*r^2*x^3+10200*c^2 *g^2*p*q*r*x^4-65248*c^2*g^2*p*r^3*x^3+42630*c^2*g^2*p*r^2*x^4-896*c^2*g^2*q^4* x^3-10598*c^2*g^2*q^3*r*x^3-4604*c^2*g^2*q^3*x^4-37182*c^2*g^2*q^2*r^2*x^3+5100 *c^2*g^2*q^2*r*x^4-51000*c^2*g^2*q*r^3*x^3+42630*c^2*g^2*q*r^2*x^4-23720*c^2*g^ 2*r^4*x^3+38326*c^2*g^2*r^3*x^4-2218*c^2*g*p^5*x^3-9230*c^2*g*p^4*q*x^3-19452*c ^2*g*p^4*r*x^3-2594*c^2*g*p^4*x^4-14740*c^2*g*p^3*q^2*x^3-64304*c^2*g*p^3*q*r*x ^3-10376*c^2*g*p^3*q*x^4-61760*c^2*g*p^3*r^2*x^3+9584*c^2*g*p^3*r*x^4-11020*c^2 *g*p^2*q^3*x^3-76200*c^2*g*p^2*q^2*r*x^3-15564*c^2*g*p^2*q^2*x^4-151776*c^2*g*p ^2*q*r^2*x^3+28752*c^2*g*p^2*q*r*x^4-92244*c^2*g*p^2*r^3*x^3+68994*c^2*g*p^2*r^ 2*x^4-3650*c^2*g*p*q^4*x^3-37296*c^2*g*p*q^3*r*x^3-10376*c^2*g*p*q^3*x^4-118272 *c^2*g*p*q^2*r^2*x^3+28752*c^2*g*p*q^2*r*x^4-150120*c^2*g*p*q*r^3*x^3+137988*c^ 2*g*p*q*r^2*x^4-65926*c^2*g*p*r^4*x^3+111106*c^2*g*p*r^3*x^4-358*c^2*g*q^5*x^3-\ 5948*c^2*g*q^4*r*x^3-2594*c^2*g*q^4*x^4-28256*c^2*g*q^3*r^2*x^3+9584*c^2*g*q^3* r*x^4-57876*c^2*g*q^2*r^3*x^3+68994*c^2*g*q^2*r^2*x^4-53418*c^2*g*q*r^4*x^3+ 111106*c^2*g*q*r^3*x^4-18208*c^2*g*r^5*x^3+54790*c^2*g*r^4*x^4-518*c^2*p^6*x^3-\ 2640*c^2*p^5*q*x^3-5352*c^2*p^5*r*x^3-558*c^2*p^5*x^4-5430*c^2*p^4*q^2*x^3-\ 22656*c^2*p^4*q*r*x^3-2790*c^2*p^4*q*x^4-20868*c^2*p^4*r^2*x^3+4374*c^2*p^4*r*x ^4-5680*c^2*p^3*q^3*x^3-37104*c^2*p^3*q^2*r*x^3-5580*c^2*p^3*q^2*x^4-70272*c^2* p^3*q*r^2*x^3+17496*c^2*p^3*q*r*x^4-40860*c^2*p^3*r^3*x^3+33354*c^2*p^3*r^2*x^4 -3090*c^2*p^2*q^4*x^3-28896*c^2*p^2*q^3*r*x^3-5580*c^2*p^2*q^3*x^4-85608*c^2*p^ 2*q^2*r^2*x^3+26244*c^2*p^2*q^2*r*x^4-102708*c^2*p^2*q*r^3*x^3+100062*c^2*p^2*q *r^2*x^4-43122*c^2*p^2*r^4*x^3+74958*c^2*p^2*r^3*x^4-768*c^2*p*q^5*x^3-10344*c^ 2*p*q^4*r*x^3-2790*c^2*p*q^4*x^4-43872*c^2*p*q^3*r^2*x^3+17496*c^2*p*q^3*r*x^4-\ 82836*c^2*p*q^2*r^3*x^3+100062*c^2*p*q^2*r^2*x^4-72024*c^2*p*q*r^4*x^3+149916*c ^2*p*q*r^3*x^4-23484*c^2*p*r^5*x^3+70662*c^2*p*r^4*x^4-50*c^2*q^6*x^3-1248*c^2* q^5*r*x^3-558*c^2*q^5*x^4-7668*c^2*q^4*r^2*x^3+4374*c^2*q^4*r*x^4-20988*c^2*q^3 *r^3*x^3+33354*c^2*q^3*r^2*x^4-28902*c^2*q^2*r^4*x^3+74958*c^2*q^2*r^3*x^4-\ 19572*c^2*q*r^5*x^3+70662*c^2*q*r^4*x^4-5188*c^2*r^6*x^3+24126*c^2*r^5*x^4-10*c *g^6*p*x^3-6*c*g^6*q*x^3-20*c*g^6*r*x^3-14*c*g^6*x^4-109*c*g^5*p^2*x^3-156*c*g^ 5*p*q*x^3-423*c*g^5*p*r*x^3-173*c*g^5*p*x^4-47*c*g^5*q^2*x^3-277*c*g^5*q*r*x^3-\ 173*c*g^5*q*x^4-386*c*g^5*r^2*x^3-187*c*g^5*r*x^4-407*c*g^4*p^3*x^3-943*c*g^4*p ^2*q*x^3-2276*c*g^4*p^2*r*x^3-624*c*g^4*p^2*x^4-665*c*g^4*p*q^2*x^3-3400*c*g^4* p*q*r*x^3-1248*c*g^4*p*q*x^4-3880*c*g^4*p*r^2*x^3-616*c*g^4*p*r*x^4-129*c*g^4*q ^3*x^3-1124*c*g^4*q^2*r*x^3-624*c*g^4*q^2*x^4-2816*c*g^4*q*r^2*x^3-616*c*g^4*q* r*x^4-2076*c*g^4*r^3*x^3+618*c*g^4*r^2*x^4-736*c*g^3*p^4*x^3-2376*c*g^3*p^3*q*x ^3-5321*c*g^3*p^3*r*x^3-1046*c*g^3*p^3*x^4-2712*c*g^3*p^2*q^2*x^3-12681*c*g^3*p ^2*q*r*x^3-3138*c*g^3*p^2*q*x^4-13089*c*g^3*p^2*r^2*x^3+198*c*g^3*p^2*r*x^4-\ 1240*c*g^3*p*q^3*x^3-9399*c*g^3*p*q^2*r*x^3-3138*c*g^3*p*q^2*x^4-20472*c*g^3*p* q*r^2*x^3+396*c*g^3*p*q*r*x^4-13456*c*g^3*p*r^3*x^3+7341*c*g^3*p*r^2*x^4-168*c* g^3*q^4*x^3-2039*c*g^3*q^3*r*x^3-1046*c*g^3*q^3*x^4-7383*c*g^3*q^2*r^2*x^3+198* c*g^3*q^2*r*x^4-10420*c*g^3*q*r^3*x^3+7341*c*g^3*q*r^2*x^4-4952*c*g^3*r^4*x^3+ 7354*c*g^3*r^3*x^4-706*c*g^2*p^5*x^3-2934*c*g^2*p^4*q*x^3-6222*c*g^2*p^4*r*x^3-\ 914*c*g^2*p^4*x^4-4676*c*g^2*p^3*q^2*x^3-20524*c*g^2*p^3*q*r*x^3-3656*c*g^2*p^3 *q*x^4-19863*c*g^2*p^3*r^2*x^3+2384*c*g^2*p^3*r*x^4-3484*c*g^2*p^2*q^3*x^3-\ 24240*c*g^2*p^2*q^2*r*x^3-5484*c*g^2*p^2*q^2*x^4-48679*c*g^2*p^2*q*r^2*x^3+7152 *c*g^2*p^2*q*r*x^4-29824*c*g^2*p^2*r^3*x^3+20616*c*g^2*p^2*r^2*x^4-1146*c*g^2*p *q^4*x^3-11796*c*g^2*p*q^3*r*x^3-3656*c*g^2*p*q^3*x^4-37769*c*g^2*p*q^2*r^2*x^3 +7152*c*g^2*p*q^2*r*x^4-48392*c*g^2*p*q*r^3*x^3+41232*c*g^2*p*q*r^2*x^4-21417*c *g^2*p*r^4*x^3+34623*c*g^2*p*r^3*x^4-110*c*g^2*q^5*x^3-1858*c*g^2*q^4*r*x^3-914 *c*g^2*q^4*x^4-8953*c*g^2*q^3*r^2*x^3+2384*c*g^2*q^3*r*x^4-18568*c*g^2*q^2*r^3* x^3+20616*c*g^2*q^2*r^2*x^4-17303*c*g^2*q*r^4*x^3+34623*c*g^2*q*r^3*x^4-5940*c* g^2*r^5*x^3+17472*c*g^2*r^4*x^4-347*c*g*p^6*x^3-1768*c*g*p^5*q*x^3-3590*c*g*p^5 *r*x^3-405*c*g*p^5*x^4-3635*c*g*p^4*q^2*x^3-15190*c*g*p^4*q*r*x^3-2025*c*g*p^4* q*x^4-14018*c*g*p^4*r^2*x^3+2645*c*g*p^4*r*x^4-3800*c*g*p^3*q^3*x^3-24860*c*g*p ^3*q^2*r*x^3-4050*c*g*p^3*q^2*x^4-47176*c*g*p^3*q*r^2*x^3+10580*c*g*p^3*q*r*x^4 -27486*c*g*p^3*r^3*x^3+21531*c*g*p^3*r^2*x^4-2065*c*g*p^2*q^4*x^3-19340*c*g*p^2 *q^3*r*x^3-4050*c*g*p^2*q^3*x^4-57420*c*g*p^2*q^2*r^2*x^3+15870*c*g*p^2*q^2*r*x ^4-69042*c*g*p^2*q*r^3*x^3+64593*c*g*p^2*q*r^2*x^4-29045*c*g*p^2*r^4*x^3+49283* c*g*p^2*r^3*x^4-512*c*g*p*q^5*x^3-6910*c*g*p*q^4*r*x^3-2025*c*g*p*q^4*x^4-29384 *c*g*p*q^3*r^2*x^3+10580*c*g*p*q^3*r*x^4-55626*c*g*p*q^2*r^3*x^3+64593*c*g*p*q^ 2*r^2*x^4-48476*c*g*p*q*r^4*x^3+98566*c*g*p*q*r^3*x^4-15836*c*g*p*r^5*x^3+46937 *c*g*p*r^4*x^4-33*c*g*q^6*x^3-830*c*g*q^5*r*x^3-405*c*g*q^5*x^4-5122*c*g*q^4*r^ 2*x^3+2645*c*g*q^4*r*x^4-14070*c*g*q^3*r^3*x^3+21531*c*g*q^3*r^2*x^4-19431*c*g* q^2*r^4*x^3+49283*c*g*q^2*r^3*x^4-13188*c*g*q*r^5*x^3+46937*c*g*q*r^4*x^4-3502* c*g*r^6*x^3+16135*c*g*r^5*x^4-69*c*p^7*x^3-417*c*p^6*q*x^3-816*c*p^6*r*x^3-72*c *p^6*x^4-1053*c*p^5*q^2*x^3-4224*c*p^5*q*r*x^3-432*c*p^5*q*x^4-3750*c*p^5*r^2*x ^3+888*c*p^5*r*x^4-1425*c*p^4*q^3*x^3-8880*c*p^4*q^2*r*x^3-1080*c*p^4*q^2*x^4-\ 16122*c*p^4*q*r^2*x^3+4440*c*p^4*q*r*x^4-9024*c*p^4*r^3*x^3+7638*c*p^4*r^2*x^4-\ 1095*c*p^3*q^4*x^3-9600*c*p^3*q^3*r*x^3-1440*c*p^3*q^3*x^4-26988*c*p^3*q^2*r^2* x^3+8880*c*p^3*q^2*r*x^4-30936*c*p^3*q*r^3*x^3+30552*c*p^3*q*r^2*x^4-12501*c*p^ 3*r^4*x^3+21864*c*p^3*r^3*x^4-459*c*p^2*q^5*x^3-5520*c*p^2*q^4*r*x^3-1080*c*p^2 *q^4*x^4-21732*c*p^2*q^3*r^2*x^3+8880*c*p^2*q^3*r*x^4-38664*c*p^2*q^2*r^3*x^3+ 45828*c*p^2*q^2*r^2*x^4-32061*c*p^2*q*r^4*x^3+65592*c*p^2*q*r^3*x^4-10068*c*p^2 *r^5*x^3+29904*c*p^2*r^4*x^4-87*c*p*q^6*x^3-1536*c*p*q^5*r*x^3-432*c*p*q^5*x^4-\ 8238*c*p*q^4*r^2*x^3+4440*c*p*q^4*r*x^4-20616*c*p*q^3*r^3*x^3+30552*c*p*q^3*r^2 *x^4-26619*c*p*q^2*r^4*x^3+65592*c*p*q^2*r^3*x^4-17184*c*p*q*r^5*x^3+59808*c*p* q*r^4*x^4-4392*c*p*r^6*x^3+19896*c*p*r^5*x^4-3*c*q^7*x^3-144*c*q^6*r*x^3-72*c*q ^6*x^4-1122*c*q^5*r^2*x^3+888*c*q^5*r*x^4-3864*c*q^4*r^3*x^3+7638*c*q^4*r^2*x^4 -7059*c*q^3*r^4*x^3+21864*c*q^3*r^3*x^4-7116*c*q^2*r^5*x^3+29904*c*q^2*r^4*x^4-\ 3744*c*q*r^6*x^3+19896*c*q*r^5*x^4-804*c*r^7*x^3+5178*c*r^6*x^4-3*g^6*p^2*x^3-4 *g^6*p*q*x^3-13*g^6*p*r*x^3-7*g^6*p*x^4-g^6*q^2*x^3-7*g^6*q*r*x^3-7*g^6*q*x^4-\ 14*g^6*r^2*x^3-13*g^6*r*x^4-19*g^5*p^3*x^3-43*g^5*p^2*q*x^3-112*g^5*p^2*r*x^3-\ 38*g^5*p^2*x^4-29*g^5*p*q^2*x^3-160*g^5*p*q*r*x^3-76*g^5*p*q*x^4-204*g^5*p*r^2* x^3-74*g^5*p*r*x^4-5*g^5*q^3*x^3-48*g^5*q^2*r*x^3-38*g^5*q^2*x^4-140*g^5*q*r^2* x^3-74*g^5*q*r*x^4-116*g^5*r^3*x^3-6*g^5*r^2*x^4-50*g^4*p^4*x^3-160*g^4*p^3*q*x ^3-371*g^4*p^3*r*x^3-86*g^4*p^3*x^4-180*g^4*p^2*q^2*x^3-871*g^4*p^2*q*r*x^3-258 *g^4*p^2*q*x^4-941*g^4*p^2*r^2*x^3-84*g^4*p^2*r*x^4-80*g^4*p*q^3*x^3-629*g^4*p* q^2*r*x^3-258*g^4*p*q^2*x^4-1444*g^4*p*q*r^2*x^3-168*g^4*p*q*r*x^4-996*g^4*p*r^ 3*x^3+365*g^4*p*r^2*x^4-10*g^4*q^4*x^3-129*g^4*q^3*r*x^3-86*g^4*q^3*x^4-503*g^4 *q^2*r^2*x^3-84*g^4*q^2*r*x^4-756*g^4*q*r^3*x^3+365*g^4*q*r^2*x^4-376*g^4*r^4*x ^3+476*g^4*r^3*x^4-70*g^3*p^5*x^3-290*g^3*p^4*q*x^3-624*g^3*p^4*r*x^3-104*g^3*p ^4*x^4-460*g^3*p^3*q^2*x^3-2048*g^3*p^3*q*r*x^3-416*g^3*p^3*q*x^4-2018*g^3*p^3* r^2*x^3+134*g^3*p^3*r*x^4-340*g^3*p^2*q^3*x^3-2400*g^3*p^2*q^2*r*x^3-624*g^3*p^ 2*q^2*x^4-4914*g^3*p^2*q*r^2*x^3+402*g^3*p^2*q*r*x^4-3068*g^3*p^2*r^3*x^3+1854* g^3*p^2*r^2*x^4-110*g^3*p*q^4*x^3-1152*g^3*p*q^3*r*x^3-416*g^3*p*q^3*x^4-3774*g ^3*p*q^2*r^2*x^3+402*g^3*p*q^2*r*x^4-4944*g^3*p*q*r^3*x^3+3708*g^3*p*q*r^2*x^4-\ 2228*g^3*p*r^4*x^3+3379*g^3*p*r^3*x^4-10*g^3*q^5*x^3-176*g^3*q^4*r*x^3-104*g^3* q^4*x^4-878*g^3*q^3*r^2*x^3+134*g^3*q^3*r*x^4-1876*g^3*q^2*r^3*x^3+1854*g^3*q^2 *r^2*x^4-1788*g^3*q*r^4*x^3+3379*g^3*q*r^3*x^4-624*g^3*r^5*x^3+1782*g^3*r^4*x^4 -55*g^2*p^6*x^3-280*g^2*p^5*q*x^3-571*g^2*p^5*r*x^3-71*g^2*p^5*x^4-575*g^2*p^4* q^2*x^3-2413*g^2*p^4*q*r*x^3-355*g^2*p^4*q*x^4-2238*g^2*p^4*r^2*x^3+361*g^2*p^4 *r*x^4-600*g^2*p^3*q^3*x^3-3942*g^2*p^3*q^2*r*x^3-710*g^2*p^3*q^2*x^4-7520*g^2* p^3*q*r^2*x^3+1444*g^2*p^3*q*r*x^4-4404*g^2*p^3*r^3*x^3+3276*g^2*p^3*r^2*x^4-\ 325*g^2*p^2*q^4*x^3-3058*g^2*p^2*q^3*r*x^3-710*g^2*p^2*q^3*x^4-9132*g^2*p^2*q^2 *r^2*x^3+2166*g^2*p^2*q^2*r*x^4-11044*g^2*p^2*q*r^3*x^3+9828*g^2*p^2*q*r^2*x^4-\ 4669*g^2*p^2*r^4*x^3+7740*g^2*p^2*r^3*x^4-80*g^2*p*q^5*x^3-1087*g^2*p*q^4*r*x^3 -355*g^2*p*q^4*x^4-4656*g^2*p*q^3*r^2*x^3+1444*g^2*p*q^3*r*x^4-8876*g^2*p*q^2*r ^3*x^3+9828*g^2*p*q^2*r^2*x^4-7780*g^2*p*q*r^4*x^3+15480*g^2*p*q*r^3*x^4-2553*g ^2*p*r^5*x^3+7511*g^2*p*r^4*x^4-5*g^2*q^6*x^3-129*g^2*q^5*r*x^3-71*g^2*q^5*x^4-\ 806*g^2*q^4*r^2*x^3+361*g^2*q^4*r*x^4-2236*g^2*q^3*r^3*x^3+3276*g^2*q^3*r^2*x^4 -3111*g^2*q^2*r^4*x^3+7740*g^2*q^2*r^3*x^4-2123*g^2*q*r^5*x^3+7511*g^2*q*r^4*x^ 4-566*g^2*r^6*x^3+2615*g^2*r^5*x^4-23*g*p^7*x^3-139*g*p^6*q*x^3-272*g*p^6*r*x^3 -26*g*p^6*x^4-351*g*p^5*q^2*x^3-1408*g*p^5*q*r*x^3-156*g*p^5*q*x^4-1250*g*p^5*r ^2*x^3+276*g*p^5*r*x^4-475*g*p^4*q^3*x^3-2960*g*p^4*q^2*r*x^3-390*g*p^4*q^2*x^4 -5374*g*p^4*q*r^2*x^3+1380*g*p^4*q*r*x^4-3008*g*p^4*r^3*x^3+2480*g*p^4*r^2*x^4-\ 365*g*p^3*q^4*x^3-3200*g*p^3*q^3*r*x^3-520*g*p^3*q^3*x^4-8996*g*p^3*q^2*r^2*x^3 +2760*g*p^3*q^2*r*x^4-10312*g*p^3*q*r^3*x^3+9920*g*p^3*q*r^2*x^4-4167*g*p^3*r^4 *x^3+7195*g*p^3*r^3*x^4-153*g*p^2*q^5*x^3-1840*g*p^2*q^4*r*x^3-390*g*p^2*q^4*x^ 4-7244*g*p^2*q^3*r^2*x^3+2760*g*p^2*q^3*r*x^4-12888*g*p^2*q^2*r^3*x^3+14880*g*p ^2*q^2*r^2*x^4-10687*g*p^2*q*r^4*x^3+21585*g*p^2*q*r^3*x^4-3356*g*p^2*r^5*x^3+ 9916*g*p^2*r^4*x^4-29*g*p*q^6*x^3-512*g*p*q^5*r*x^3-156*g*p*q^5*x^4-2746*g*p*q^ 4*r^2*x^3+1380*g*p*q^4*r*x^4-6872*g*p*q^3*r^3*x^3+9920*g*p*q^3*r^2*x^4-8873*g*p *q^2*r^4*x^3+21585*g*p*q^2*r^3*x^4-5728*g*p*q*r^5*x^3+19832*g*p*q*r^4*x^4-1464* g*p*r^6*x^3+6631*g*p*r^5*x^4-g*q^7*x^3-48*g*q^6*r*x^3-26*g*q^6*x^4-374*g*q^5*r^ 2*x^3+276*g*q^5*r*x^4-1288*g*q^4*r^3*x^3+2480*g*q^4*r^2*x^4-2353*g*q^3*r^4*x^3+ 7195*g*q^3*r^3*x^4-2372*g*q^2*r^5*x^3+9916*g*q^2*r^4*x^4-1248*g*q*r^6*x^3+6631* g*q*r^5*x^4-268*g*r^7*x^3+1732*g*r^6*x^4-4*p^8*x^3-28*p^7*q*x^3-53*p^7*r*x^3-4* p^7*x^4-84*p^6*q^2*x^3-325*p^6*q*r*x^3-28*p^6*q*x^4-279*p^6*r^2*x^3+72*p^6*r*x^ 4-140*p^5*q^3*x^3-837*p^5*q^2*r*x^3-84*p^5*q^2*x^4-1464*p^5*q*r^2*x^3+432*p^5*q *r*x^4-792*p^5*r^3*x^3+687*p^5*r^2*x^4-140*p^4*q^4*x^3-1165*p^4*q^3*r*x^3-140*p ^4*q^3*x^4-3135*p^4*q^2*r^2*x^3+1080*p^4*q^2*r*x^4-3456*p^4*q*r^3*x^3+3435*p^4* q*r^2*x^4-1350*p^4*r^4*x^3+2358*p^4*r^3*x^4-84*p^3*q^5*x^3-935*p^3*q^4*r*x^3-\ 140*p^3*q^4*x^4-3480*p^3*q^3*r^2*x^3+1440*p^3*q^3*r*x^4-5904*p^3*q^2*r^3*x^3+ 6870*p^3*q^2*r^2*x^4-4704*p^3*q*r^4*x^3+9432*p^3*q*r^3*x^4-1429*p^3*r^5*x^3+ 4162*p^3*r^4*x^4-28*p^2*q^6*x^3-423*p^2*q^5*r*x^3-84*p^2*q^5*x^4-2085*p^2*q^4*r ^2*x^3+1080*p^2*q^4*r*x^4-4896*p^2*q^3*r^3*x^3+6870*p^2*q^3*r^2*x^4-6012*p^2*q^ 2*r^4*x^3+14148*p^2*q^2*r^3*x^4-3729*p^2*q*r^5*x^3+12486*p^2*q*r^4*x^4-923*p^2* r^6*x^3+4044*p^2*r^5*x^4-4*p*q^7*x^3-95*p*q^6*r*x^3-28*p*q^6*x^4-624*p*q^5*r^2* x^3+432*p*q^5*r*x^4-1944*p*q^4*r^3*x^3+3435*p*q^4*r^2*x^4-3312*p*q^3*r^4*x^3+ 9432*p*q^3*r^3*x^4-3171*p*q^2*r^5*x^3+12486*p*q^2*r^4*x^4-1604*p*q*r^6*x^3+8088 *p*q*r^5*x^4-334*p*r^7*x^3+2059*p*r^6*x^4-7*q^7*r*x^3-4*q^7*x^4-69*q^6*r^2*x^3+ 72*q^6*r*x^4-288*q^5*r^3*x^3+687*q^5*r^2*x^4-654*q^4*r^4*x^3+2358*q^4*r^3*x^4-\ 871*q^3*r^5*x^3+4162*q^3*r^4*x^4-681*q^2*r^6*x^3+4044*q^2*r^5*x^4-290*q*r^7*x^3 +2059*q*r^6*x^4-52*r^8*x^3+430*r^7*x^4+32*a^6*c^2*x^2+96*a^6*c*p*x^2+32*a^6*c*q *x^2+112*a^6*c*r*x^2+304*a^6*c*x^3+48*a^6*p^2*x^2+48*a^6*p*q*x^2+168*a^6*p*r*x^ 2+184*a^6*p*x^3+8*a^6*q^2*x^2+56*a^6*q*r*x^2+152*a^6*q*x^3+144*a^6*r^2*x^2+344* a^6*r*x^3-144*a^6*x^4+224*a^5*b*c^2*x^2+528*a^5*b*c*p*x^2+176*a^5*b*c*q*x^2+704 *a^5*b*c*r*x^2+1664*a^5*b*c*x^3+240*a^5*b*p^2*x^2+224*a^5*b*p*q*x^2+848*a^5*b*p *r*x^2+992*a^5*b*p*x^3+32*a^5*b*q^2*x^2+256*a^5*b*q*r*x^2+800*a^5*b*q*x^3+720*a ^5*b*r^2*x^2+1792*a^5*b*r*x^3-864*a^5*b*x^4+448*a^5*c^3*x^2+160*a^5*c^2*g*x^2+ 1296*a^5*c^2*p*x^2+544*a^5*c^2*q*x^2+1648*a^5*c^2*r*x^2+3024*a^5*c^2*x^3+408*a^ 5*c*g*p*x^2+136*a^5*c*g*q*x^2+520*a^5*c*g*r*x^2+1288*a^5*c*g*x^3+984*a^5*c*p^2* x^2+1056*a^5*c*p*q*x^2+2992*a^5*c*p*r*x^2+2872*a^5*c*p*x^3+208*a^5*c*q^2*x^2+ 1280*a^5*c*q*r*x^2+2608*a^5*c*q*x^3+2208*a^5*c*r^2*x^2+3624*a^5*c*r*x^3-3248*a^ 5*c*x^4+192*a^5*g*p^2*x^2+184*a^5*g*p*q*x^2+676*a^5*g*p*r*x^2+772*a^5*g*p*x^3+ 28*a^5*g*q^2*x^2+212*a^5*g*q*r*x^2+628*a^5*g*q*x^3+576*a^5*g*r^2*x^2+1412*a^5*g *r*x^3-648*a^5*g*x^4+216*a^5*p^3*x^2+396*a^5*p^2*q*x^2+1044*a^5*p^2*r*x^2+648*a ^5*p^2*x^3+204*a^5*p*q^2*x^2+1152*a^5*p*q*r*x^2+1196*a^5*p*q*x^3+1584*a^5*p*r^2 *x^2+1252*a^5*p*r*x^3-1480*a^5*p*x^4+24*a^5*q^3*x^2+228*a^5*q^2*r*x^2+548*a^5*q ^2*x^3+816*a^5*q*r^2*x^2+1444*a^5*q*r*x^3-1480*a^5*q*x^4+756*a^5*r^3*x^2+320*a^ 5*r^2*x^3-2080*a^5*r*x^4+608*a^4*b^2*c^2*x^2+1184*a^4*b^2*c*p*x^2+384*a^4*b^2*c *q*x^2+1760*a^4*b^2*c*r*x^2+3760*a^4*b^2*c*x^3+488*a^4*b^2*p^2*x^2+416*a^4*b^2* p*q*x^2+1744*a^4*b^2*p*r*x^2+2200*a^4*b^2*p*x^3+48*a^4*b^2*q^2*x^2+464*a^4*b^2* q*r*x^2+1720*a^4*b^2*q*x^3+1464*a^4*b^2*r^2*x^2+3800*a^4*b^2*r*x^3-2160*a^4*b^2 *x^4+2304*a^4*b*c^3*x^2+880*a^4*b*c^2*g*x^2+5872*a^4*b*c^2*p*x^2+2416*a^4*b*c^2 *q*x^2+8192*a^4*b*c^2*r*x^2+13744*a^4*b*c^2*x^3+1848*a^4*b*c*g*p*x^2+600*a^4*b* c*g*q*x^2+2624*a^4*b*c*g*r*x^2+5880*a^4*b*c*g*x^3+4208*a^4*b*c*p^2*x^2+4304*a^4 *b*c*p*q*x^2+13184*a^4*b*c*p*r*x^2+13104*a^4*b*c*p*x^3+776*a^4*b*c*q^2*x^2+5456 *a^4*b*c*q*r*x^2+11784*a^4*b*c*q*x^3+9792*a^4*b*c*r^2*x^2+15576*a^4*b*c*r*x^3-\ 16240*a^4*b*c*x^4+796*a^4*b*g*p^2*x^2+704*a^4*b*g*p*q*x^2+2832*a^4*b*g*p*r*x^2+ 3468*a^4*b*g*p*x^3+88*a^4*b*g*q^2*x^2+792*a^4*b*g*q*r*x^2+2748*a^4*b*g*q*x^3+ 2388*a^4*b*g*r^2*x^2+6108*a^4*b*g*r*x^3-3240*a^4*b*g*x^4+900*a^4*b*p^3*x^2+1572 *a^4*b*p^2*q*x^2+4416*a^4*b*p^2*r*x^2+2988*a^4*b*p^2*x^3+744*a^4*b*p*q^2*x^2+ 4632*a^4*b*p*q*r*x^2+5476*a^4*b*p*q*x^3+6720*a^4*b*p*r^2*x^2+5500*a^4*b*p*r*x^3 -7400*a^4*b*p*x^4+72*a^4*b*q^3*x^2+816*a^4*b*q^2*r*x^2+2488*a^4*b*q^2*x^3+3264* a^4*b*q*r^2*x^2+6460*a^4*b*q*r*x^3-7400*a^4*b*q*x^4+3204*a^4*b*r^3*x^2+1328*a^4 *b*r^2*x^3-10400*a^4*b*r*x^4+2080*a^4*c^4*x^2+1664*a^4*c^3*g*x^2+6704*a^4*c^3*p *x^2+3040*a^4*c^3*q*x^2+9056*a^4*c^3*r*x^2+12480*a^4*c^3*x^3+312*a^4*c^2*g^2*x^ 2+4456*a^4*c^2*g*p*x^2+1832*a^4*c^2*g*q*x^2+6000*a^4*c^2*g*r*x^2+10480*a^4*c^2* g*x^3+6848*a^4*c^2*p^2*x^2+7552*a^4*c^2*p*q*x^2+20248*a^4*c^2*p*r*x^2+16240*a^4 *c^2*p*x^3+1584*a^4*c^2*q^2*x^2+9704*a^4*c^2*q*r*x^2+15672*a^4*c^2*q*x^3+14208* a^4*c^2*r^2*x^2+14144*a^4*c^2*r*x^3-24328*a^4*c^2*x^4+700*a^4*c*g^2*p*x^2+228*a ^4*c*g^2*q*x^2+956*a^4*c*g^2*r*x^2+2228*a^4*c*g^2*x^3+3272*a^4*c*g*p^2*x^2+3400 *a^4*c*g*p*q*x^2+10136*a^4*c*g*p*r*x^2+9960*a^4*c*g*p*x^3+628*a^4*c*g*q^2*x^2+ 4224*a^4*c*g*q*r*x^2+9008*a^4*c*g*q*x^3+7508*a^4*c*g*r^2*x^2+12132*a^4*c*g*r*x^ 3-12008*a^4*c*g*x^4+2796*a^4*c*p^3*x^2+5184*a^4*c*p^2*q*x^2+12832*a^4*c*p^2*r*x ^2+6692*a^4*c*p^2*x^3+2732*a^4*c*p*q^2*x^2+14752*a^4*c*p*q*r*x^2+13192*a^4*c*p* q*x^3+18456*a^4*c*p*r^2*x^2+6680*a^4*c*p*r*x^3-22072*a^4*c*p*x^4+344*a^4*c*q^3* x^2+3272*a^4*c*q^2*r*x^2+6500*a^4*c*q^2*x^3+9992*a^4*c*q*r^2*x^2+11152*a^4*c*q* r*x^3-22072*a^4*c*q*x^4+8420*a^4*c*r^3*x^2-3180*a^4*c*r^2*x^3-28304*a^4*c*r*x^4 +312*a^4*g^2*p^2*x^2+284*a^4*g^2*p*q*x^2+1106*a^4*g^2*p*r*x^2+1322*a^4*g^2*p*x^ 3+38*a^4*g^2*q^2*x^2+322*a^4*g^2*q*r*x^2+1058*a^4*g^2*q*x^3+936*a^4*g^2*r^2*x^2 +2362*a^4*g^2*r*x^3-1188*a^4*g^2*x^4+708*a^4*g*p^3*x^2+1260*a^4*g*p^2*q*x^2+ 3456*a^4*g*p^2*r*x^2+2256*a^4*g*p^2*x^3+616*a^4*g*p*q^2*x^2+3696*a^4*g*p*q*r*x^ 2+4156*a^4*g*p*q*x^3+5256*a^4*g*p*r^2*x^2+4212*a^4*g*p*r*x^3-5464*a^4*g*p*x^4+ 64*a^4*g*q^3*x^2+680*a^4*g*q^2*r*x^2+1900*a^4*g*q^2*x^3+2608*a^4*g*q*r^2*x^2+ 4948*a^4*g*q*r*x^3-5464*a^4*g*q*x^4+2508*a^4*g*r^3*x^2+1024*a^4*g*r^2*x^3-7696* a^4*g*r*x^4+396*a^4*p^4*x^2+1056*a^4*p^3*q*x^2+2442*a^4*p^3*r*x^2+854*a^4*p^3*x ^3+950*a^4*p^2*q^2*x^2+4670*a^4*p^2*q*r*x^2+2600*a^4*p^2*q*x^3+5284*a^4*p^2*r^2 *x^2-30*a^4*p^2*r*x^3-4990*a^4*p^2*x^4+316*a^4*p*q^3*x^2+2570*a^4*p*q^2*r*x^2+ 2638*a^4*p*q^2*x^3+6516*a^4*p*q*r^2*x^2+2120*a^4*p*q*r*x^3-9980*a^4*p*q*x^4+ 4826*a^4*p*r^3*x^2-4858*a^4*p*r^2*x^3-12496*a^4*p*r*x^4+26*a^4*q^4*x^2+342*a^4* q^3*r*x^2+892*a^4*q^3*x^3+1654*a^4*q^2*r^2*x^2+2150*a^4*q^2*r*x^3-4990*a^4*q^2* x^4+2902*a^4*q*r^3*x^2-1582*a^4*q*r^2*x^3-12496*a^4*q*r*x^4+1588*a^4*r^4*x^2-\ 4448*a^4*r^3*x^3-8146*a^4*r^2*x^4+832*a^3*b^3*c^2*x^2+1376*a^3*b^3*c*p*x^2+416* a^3*b^3*c*q*x^2+2240*a^3*b^3*c*r*x^2+4480*a^3*b^3*c*x^3+512*a^3*b^3*p^2*x^2+384 *a^3*b^3*p*q*x^2+1856*a^3*b^3*p*r*x^2+2560*a^3*b^3*p*x^3+32*a^3*b^3*q^2*x^2+416 *a^3*b^3*q*r*x^2+1920*a^3*b^3*q*x^3+1536*a^3*b^3*r^2*x^2+4160*a^3*b^3*r*x^3-\ 2880*a^3*b^3*x^4+4576*a^3*b^2*c^3*x^2+1840*a^3*b^2*c^2*g*x^2+10432*a^3*b^2*c^2* p*x^2+4128*a^3*b^2*c^2*q*x^2+15808*a^3*b^2*c^2*r*x^2+24736*a^3*b^2*c^2*x^3+3280 *a^3*b^2*c*g*p*x^2+1008*a^3*b^2*c*g*q*x^2+5104*a^3*b^2*c*g*r*x^2+10640*a^3*b^2* c*g*x^3+7048*a^3*b^2*c*p^2*x^2+6768*a^3*b^2*c*p*q*x^2+22832*a^3*b^2*c*p*r*x^2+ 23696*a^3*b^2*c*p*x^3+1080*a^3*b^2*c*q^2*x^2+9040*a^3*b^2*c*q*r*x^2+21056*a^3*b ^2*c*q*x^3+17088*a^3*b^2*c*r^2*x^2+26064*a^3*b^2*c*r*x^3-32480*a^3*b^2*c*x^4+ 1288*a^3*b^2*g*p^2*x^2+1024*a^3*b^2*g*p*q*x^2+4640*a^3*b^2*g*p*r*x^2+6152*a^3*b ^2*g*p*x^3+96*a^3*b^2*g*q^2*x^2+1120*a^3*b^2*g*q*r*x^2+4712*a^3*b^2*g*q*x^3+ 3864*a^3*b^2*g*r^2*x^2+10312*a^3*b^2*g*r*x^3-6480*a^3*b^2*g*x^4+1464*a^3*b^2*p^ 3*x^2+2400*a^3*b^2*p^2*q*x^2+7320*a^3*b^2*p^2*r*x^2+5472*a^3*b^2*p^2*x^3+1008*a ^3*b^2*p*q^2*x^2+7200*a^3*b^2*p*q*r*x^2+9944*a^3*b^2*p*q*x^3+11184*a^3*b^2*p*r^ 2*x^2+9480*a^3*b^2*p*r*x^3-14800*a^3*b^2*p*x^4+72*a^3*b^2*q^3*x^2+1080*a^3*b^2* q^2*r*x^2+4472*a^3*b^2*q^2*x^3+5040*a^3*b^2*q*r^2*x^2+11400*a^3*b^2*q*r*x^3-\ 14800*a^3*b^2*q*x^4+5328*a^3*b^2*r^3*x^2+2112*a^3*b^2*r^2*x^3-20800*a^3*b^2*r*x ^4+8160*a^3*b*c^4*x^2+6720*a^3*b*c^3*g*x^2+24096*a^3*b*c^3*p*x^2+10624*a^3*b*c^ 3*q*x^2+34944*a^3*b*c^3*r*x^2+45312*a^3*b*c^3*x^3+1320*a^3*b*c^2*g^2*x^2+16072* a^3*b*c^2*g*p*x^2+6408*a^3*b*c^2*g*q*x^2+23472*a^3*b*c^2*g*r*x^2+38080*a^3*b*c^ 2*g*x^3+23552*a^3*b*c^2*p^2*x^2+24848*a^3*b*c^2*p*q*x^2+72064*a^3*b*c^2*p*r*x^2 +59608*a^3*b*c^2*p*x^3+4816*a^3*b*c^2*q^2*x^2+33648*a^3*b*c^2*q*r*x^2+57336*a^3 *b*c^2*q*x^3+51272*a^3*b*c^2*r^2*x^2+46336*a^3*b*c^2*r*x^3-97312*a^3*b*c^2*x^4+ 2516*a^3*b*c*g^2*p*x^2+780*a^3*b*c*g^2*q*x^2+3760*a^3*b*c*g^2*r*x^2+8152*a^3*b* c*g^2*x^3+11164*a^3*b*c*g*p^2*x^2+10984*a^3*b*c*g*p*q*x^2+35640*a^3*b*c*g*p*r*x ^2+36312*a^3*b*c*g*p*x^3+1820*a^3*b*c*g*q^2*x^2+14288*a^3*b*c*g*q*r*x^2+32504*a ^3*b*c*g*q*x^3+26568*a^3*b*c*g*r^2*x^2+41368*a^3*b*c*g*r*x^3-48032*a^3*b*c*g*x^ 4+9404*a^3*b*c*p^3*x^2+16676*a^3*b*c*p^2*q*x^2+44104*a^3*b*c*p^2*r*x^2+24984*a^ 3*b*c*p^2*x^3+8148*a^3*b*c*p*q^2*x^2+48704*a^3*b*c*p*q*r*x^2+49200*a^3*b*c*p*q* x^3+63940*a^3*b*c*p*r^2*x^2+21880*a^3*b*c*p*r*x^3-88288*a^3*b*c*p*x^4+876*a^3*b *c*q^3*x^2+10008*a^3*b*c*q^2*r*x^2+24216*a^3*b*c*q^2*x^3+33212*a^3*b*c*q*r^2*x^ 2+39768*a^3*b*c*q*r*x^3-88288*a^3*b*c*q*x^4+29240*a^3*b*c*r^3*x^2-14584*a^3*b*c *r^2*x^3-113216*a^3*b*c*r*x^4+1032*a^3*b*g^2*p^2*x^2+856*a^3*b*g^2*p*q*x^2+3700 *a^3*b*g^2*p*r*x^2+4756*a^3*b*g^2*p*x^3+88*a^3*b*g^2*q^2*x^2+944*a^3*b*g^2*q*r* x^2+3700*a^3*b*g^2*q*x^3+3096*a^3*b*g^2*r^2*x^2+8156*a^3*b*g^2*r*x^3-4752*a^3*b *g^2*x^4+2352*a^3*b*g*p^3*x^2+3964*a^3*b*g*p^2*q*x^2+11668*a^3*b*g*p^2*r*x^2+ 8308*a^3*b*g*p^2*x^3+1752*a^3*b*g*p*q^2*x^2+11800*a^3*b*g*p*q*r*x^2+15192*a^3*b *g*p*q*x^3+17800*a^3*b*g*p*r^2*x^2+14680*a^3*b*g*p*r*x^3-21856*a^3*b*g*p*x^4+ 140*a^3*b*g*q^3*x^2+1892*a^3*b*g*q^2*r*x^2+6884*a^3*b*g*q^2*x^3+8280*a^3*b*g*q* r^2*x^2+17624*a^3*b*g*q*r*x^3-21856*a^3*b*g*q*x^4+8484*a^3*b*g*r^3*x^2+3248*a^3 *b*g*r^2*x^3-30784*a^3*b*g*r*x^4+1320*a^3*b*p^4*x^2+3380*a^3*b*p^3*q*x^2+8288*a ^3*b*p^3*r*x^2+3278*a^3*b*p^3*x^3+2852*a^3*b*p^2*q^2*x^2+15248*a^3*b*p^2*q*r*x^ 2+9986*a^3*b*p^2*q*x^3+18068*a^3*b*p^2*r^2*x^2-152*a^3*b*p^2*r*x^3-19960*a^3*b* p^2*x^4+844*a^3*b*p*q^3*x^2+7856*a^3*b*p*q^2*r*x^2+10138*a^3*b*p*q^2*x^3+21416* a^3*b*p*q*r^2*x^2+8416*a^3*b*p*q*r*x^3-39920*a^3*b*p*q*x^4+16552*a^3*b*p*r^3*x^ 2-18112*a^3*b*p*r^2*x^3-49984*a^3*b*p*r*x^4+52*a^3*b*q^4*x^2+896*a^3*b*q^3*r*x^ 2+3430*a^3*b*q^3*x^3+5036*a^3*b*q^2*r^2*x^2+8568*a^3*b*q^2*r*x^3-19960*a^3*b*q^ 2*x^4+9548*a^3*b*q*r^3*x^2-5008*a^3*b*q*r^2*x^3-49984*a^3*b*q*r*x^4+5452*a^3*b* r^4*x^2-16424*a^3*b*r^3*x^3-32584*a^3*b*r^2*x^4+4640*a^3*c^5*x^2+5872*a^3*c^4*g *x^2+17056*a^3*c^4*p*x^2+7920*a^3*c^4*q*x^2+24000*a^3*c^4*r*x^2+27008*a^3*c^4*x ^3+2392*a^3*c^3*g^2*x^2+17992*a^3*c^3*g*p*x^2+7960*a^3*c^3*g*q*x^2+25312*a^3*c^ 3*g*r*x^2+33840*a^3*c^3*g*x^3+21976*a^3*c^3*p^2*x^2+24288*a^3*c^3*p*q*x^2+65104 *a^3*c^3*p*r*x^2+44632*a^3*c^3*p*x^3+5144*a^3*c^3*q^2*x^2+32576*a^3*c^3*q*r*x^2 +45272*a^3*c^3*q*x^3+45080*a^3*c^3*r^2*x^2+24080*a^3*c^3*r*x^3-85040*a^3*c^3*x^ 4+308*a^3*c^2*g^3*x^2+5976*a^3*c^2*g^2*p*x^2+2388*a^3*c^2*g^2*q*x^2+8452*a^3*c^ 2*g^2*r*x^2+14196*a^3*c^2*g^2*x^3+17940*a^3*c^2*g*p^2*x^2+19208*a^3*c^2*g*p*q*x ^2+54092*a^3*c^2*g*p*r*x^2+44188*a^3*c^2*g*p*x^3+3804*a^3*c^2*g*q^2*x^2+25372*a ^3*c^2*g*q*r*x^2+42672*a^3*c^2*g*q*x^3+38220*a^3*c^2*g*r^2*x^2+35948*a^3*c^2*g* r*x^3-70344*a^3*c^2*g*x^4+12980*a^3*c^2*p^3*x^2+23956*a^3*c^2*p^2*q*x^2+58828*a ^3*c^2*p^2*r*x^2+26176*a^3*c^2*p^2*x^3+12548*a^3*c^2*p*q^2*x^2+68536*a^3*c^2*p* q*r*x^2+54680*a^3*c^2*p*q*x^3+82972*a^3*c^2*p*r^2*x^2+3480*a^3*c^2*p*r*x^3-\ 114584*a^3*c^2*p*x^4+1572*a^3*c^2*q^3*x^2+15804*a^3*c^2*q^2*r*x^2+28504*a^3*c^2 *q^2*x^3+45932*a^3*c^2*q*r^2*x^2+30112*a^3*c^2*q*r*x^3-114584*a^3*c^2*q*x^4+ 37124*a^3*c^2*r^3*x^2-37024*a^3*c^2*r^2*x^3-136208*a^3*c^2*r*x^4+622*a^3*c*g^3* p*x^2+194*a^3*c*g^3*q*x^2+898*a^3*c*g^3*r*x^2+2014*a^3*c*g^3*x^3+4250*a^3*c*g^2 *p^2*x^2+4256*a^3*c*g^2*p*q*x^2+13412*a^3*c*g^2*p*r*x^2+13486*a^3*c*g^2*p*x^3+ 724*a^3*c*g^2*q^2*x^2+5420*a^3*c*g^2*q*r*x^2+12148*a^3*c*g^2*q*x^3+9968*a^3*c*g ^2*r^2*x^2+15794*a^3*c*g^2*r*x^3-17348*a^3*c*g^2*x^4+7238*a^3*c*g*p^3*x^2+13058 *a^3*c*g*p^2*q*x^2+33648*a^3*c*g*p^2*r*x^2+18320*a^3*c*g*p^2*x^3+6564*a^3*c*g*p *q^2*x^2+37704*a^3*c*g*p*q*r*x^2+36204*a^3*c*g*p*q*x^3+48622*a^3*c*g*p*r^2*x^2+ 16594*a^3*c*g*p*r*x^3-63670*a^3*c*g*p*x^4+744*a^3*c*g*q^3*x^2+7948*a^3*c*g*q^2* r*x^2+17884*a^3*c*g*q^2*x^3+25600*a^3*c*g*q*r^2*x^2+29712*a^3*c*g*q*r*x^3-63670 *a^3*c*g*q*x^4+22212*a^3*c*g*r^3*x^2-10304*a^3*c*g*r^2*x^3-81534*a^3*c*g*r*x^4+ 3594*a^3*c*p^4*x^2+9524*a^3*c*p^3*q*x^2+21772*a^3*c*p^3*r*x^2+6290*a^3*c*p^3*x^ 3+8490*a^3*c*p^2*q^2*x^2+41832*a^3*c*p^2*q*r*x^2+20606*a^3*c*p^2*q*x^3+46154*a^ 3*c*p^2*r^2*x^2-12108*a^3*c*p^2*r*x^3-51198*a^3*c*p^2*x^4+2784*a^3*c*p*q^3*x^2+ 23292*a^3*c*p*q^2*r*x^2+22342*a^3*c*p*q^2*x^3+57448*a^3*c*p*q*r^2*x^2+612*a^3*c *p*q*r*x^3-102396*a^3*c*p*q*x^4+41368*a^3*c*p*r^3*x^2-61814*a^3*c*p*r^2*x^3-\ 118140*a^3*c*p*r*x^4+224*a^3*c*q^4*x^2+3232*a^3*c*q^3*r*x^2+8026*a^3*c*q^3*x^3+ 14948*a^3*c*q^2*r^2*x^2+12720*a^3*c*q^2*r*x^3-51198*a^3*c*q^2*x^4+25140*a^3*c*q *r^3*x^2-29596*a^3*c*q*r^2*x^3-118140*a^3*c*q*r*x^4+13392*a^3*c*r^4*x^2-46924*a ^3*c*r^3*x^3-67378*a^3*c*r^2*x^4+264*a^3*g^3*p^2*x^2+226*a^3*g^3*p*q*x^2+943*a^ 3*g^3*p*r*x^2+1183*a^3*g^3*p*x^3+25*a^3*g^3*q^2*x^2+251*a^3*g^3*q*r*x^2+931*a^3 *g^3*q*x^3+792*a^3*g^3*r^2*x^2+2063*a^3*g^3*r*x^3-1134*a^3*g^3*x^4+906*a^3*g^2* p^3*x^2+1559*a^3*g^2*p^2*q*x^2+4469*a^3*g^2*p^2*r*x^2+3062*a^3*g^2*p^2*x^3+715* a^3*g^2*p*q^2*x^2+4616*a^3*g^2*p*q*r*x^2+5631*a^3*g^2*p*q*x^3+6812*a^3*g^2*p*r^ 2*x^2+5493*a^3*g^2*p*r*x^3-7882*a^3*g^2*p*x^4+62*a^3*g^2*q^3*x^2+777*a^3*g^2*q^ 2*r*x^2+2569*a^3*g^2*q^2*x^3+3244*a^3*g^2*q*r^2*x^2+6597*a^3*g^2*q*r*x^3-7882*a ^3*g^2*q*x^4+3249*a^3*g^2*r^3*x^2+1216*a^3*g^2*r^2*x^3-11128*a^3*g^2*r*x^4+1020 *a^3*g*p^4*x^2+2656*a^3*g*p^3*q*x^2+6361*a^3*g*p^3*r*x^2+2363*a^3*g*p^3*x^3+ 2301*a^3*g*p^2*q^2*x^2+11889*a^3*g*p^2*q*r*x^2+7226*a^3*g*p^2*q*x^3+13832*a^3*g *p^2*r^2*x^2-263*a^3*g*p^2*r*x^3-14357*a^3*g*p^2*x^4+714*a^3*g*p*q^3*x^2+6291*a ^3*g*p*q^2*r*x^2+7363*a^3*g*p*q^2*x^3+16654*a^3*g*p*q*r^2*x^2+5844*a^3*g*p*q*r* x^3-28714*a^3*g*p*q*x^4+12661*a^3*g*p*r^3*x^2-13641*a^3*g*p*r^2*x^3-35876*a^3*g *p*r*x^4+49*a^3*g*q^4*x^2+763*a^3*g*q^3*r*x^2+2500*a^3*g*q^3*x^3+4037*a^3*g*q^2 *r^2*x^2+6107*a^3*g*q^2*r*x^3-14357*a^3*g*q^2*x^4+7421*a^3*g*q*r^3*x^2-4153*a^3 *g*q*r^2*x^3-35876*a^3*g*q*r*x^4+4170*a^3*g*r^4*x^2-12324*a^3*g*r^3*x^3-23205*a ^3*g*r^2*x^4+378*a^3*p^5*x^2+1323*a^3*p^4*q*x^2+2835*a^3*p^4*r*x^2+492*a^3*p^4* x^3+1713*a^3*p^3*q^2*x^2+7764*a^3*p^3*q*r*x^2+2334*a^3*p^3*q*x^3+7950*a^3*p^3*r ^2*x^2-3905*a^3*p^3*r*x^3-7583*a^3*p^3*x^4+981*a^3*p^2*q^3*x^2+7260*a^3*p^2*q^2 *r*x^2+4050*a^3*p^2*q^2*x^3+16035*a^3*p^2*q*r^2*x^2-5974*a^3*p^2*q*r*x^3-22749* a^3*p^2*q*x^4+10620*a^3*p^2*r^3*x^2-19768*a^3*p^2*r^2*x^3-25353*a^3*p^2*r*x^4+ 225*a^3*p*q^4*x^2+2568*a^3*p*q^3*r*x^2+3066*a^3*p*q^3*x^3+9645*a^3*p*q^2*r^2*x^ 2-233*a^3*p*q^2*r*x^3-22749*a^3*p*q^2*x^4+14070*a^3*p*q*r^3*x^2-25555*a^3*p*q*r ^2*x^3-50706*a^3*p*q*r*x^4+6840*a^3*p*r^4*x^2-27328*a^3*p*r^3*x^3-27151*a^3*p*r ^2*x^4+12*a^3*q^5*x^2+237*a^3*q^4*r*x^2+858*a^3*q^4*x^3+1560*a^3*q^3*r^2*x^2+ 1836*a^3*q^3*r*x^3-7583*a^3*q^3*x^4+4098*a^3*q^2*r^3*x^2-5787*a^3*q^2*r^2*x^3-\ 25353*a^3*q^2*r*x^4+4476*a^3*q*r^4*x^2-18506*a^3*q*r^3*x^3-27151*a^3*q*r^2*x^4+ 1713*a^3*r^5*x^2-11957*a^3*r^4*x^3-6897*a^3*r^3*x^4+608*a^2*b^4*c^2*x^2+864*a^2 *b^4*c*p*x^2+224*a^2*b^4*c*q*x^2+1520*a^2*b^4*c*r*x^2+2960*a^2*b^4*c*x^3+288*a^ 2*b^4*p^2*x^2+176*a^2*b^4*p*q*x^2+1064*a^2*b^4*p*r*x^2+1640*a^2*b^4*p*x^3+8*a^2 *b^4*q^2*x^2+184*a^2*b^4*q*r*x^2+1160*a^2*b^4*q*x^3+864*a^2*b^4*r^2*x^2+2440*a^ 2*b^4*r*x^3-2160*a^2*b^4*x^4+4384*a^2*b^3*c^3*x^2+1840*a^2*b^3*c^2*g*x^2+9024*a ^2*b^3*c^2*p*x^2+3328*a^2*b^3*c^2*q*x^2+14752*a^2*b^3*c^2*r*x^2+21984*a^2*b^3*c ^2*x^3+2832*a^2*b^3*c*g*p*x^2+784*a^2*b^3*c*g*q*x^2+4768*a^2*b^3*c*g*r*x^2+9520 *a^2*b^3*c*g*x^3+5736*a^2*b^3*c*p^2*x^2+5040*a^2*b^3*c*p*q*x^2+19312*a^2*b^3*c* p*r*x^2+21184*a^2*b^3*c*p*x^3+664*a^2*b^3*c*q^2*x^2+7184*a^2*b^3*c*q*r*x^2+ 18544*a^2*b^3*c*q*x^3+14592*a^2*b^3*c*r^2*x^2+20976*a^2*b^3*c*r*x^3-32480*a^2*b ^3*c*x^4+1008*a^2*b^3*g*p^2*x^2+688*a^2*b^3*g*p*q*x^2+3688*a^2*b^3*g*p*r*x^2+ 5368*a^2*b^3*g*p*x^3+40*a^2*b^3*g*q^2*x^2+728*a^2*b^3*g*q*r*x^2+3928*a^2*b^3*g* q*x^3+3024*a^2*b^3*g*r^2*x^2+8408*a^2*b^3*g*r*x^3-6480*a^2*b^3*g*x^4+1152*a^2*b ^3*p^3*x^2+1728*a^2*b^3*p^2*q*x^2+5904*a^2*b^3*p^2*r*x^2+4968*a^2*b^3*p^2*x^3+ 600*a^2*b^3*p*q^2*x^2+5328*a^2*b^3*p*q*r*x^2+8936*a^2*b^3*p*q*x^3+9072*a^2*b^3* p*r^2*x^2+7960*a^2*b^3*p*r*x^3-14800*a^2*b^3*p*x^4+24*a^2*b^3*q^3*x^2+624*a^2*b ^3*q^2*r*x^2+3968*a^2*b^3*q^2*x^3+3696*a^2*b^3*q*r^2*x^2+9880*a^2*b^3*q*r*x^3-\ 14800*a^2*b^3*q*x^4+4320*a^2*b^3*r^3*x^2+1568*a^2*b^3*r^2*x^3-20800*a^2*b^3*r*x ^4+11680*a^2*b^2*c^4*x^2+9872*a^2*b^2*c^3*g*x^2+31840*a^2*b^2*c^3*p*x^2+13408*a ^2*b^2*c^3*q*x^2+49376*a^2*b^2*c^3*r*x^2+61056*a^2*b^2*c^3*x^3+2016*a^2*b^2*c^2 *g^2*x^2+21328*a^2*b^2*c^2*g*p*x^2+8080*a^2*b^2*c^2*g*q*x^2+33528*a^2*b^2*c^2*g *r*x^2+51360*a^2*b^2*c^2*g*x^3+29752*a^2*b^2*c^2*p^2*x^2+29600*a^2*b^2*c^2*p*q* x^2+94576*a^2*b^2*c^2*p*r*x^2+81384*a^2*b^2*c^2*p*x^3+5128*a^2*b^2*c^2*q^2*x^2+ 42592*a^2*b^2*c^2*q*r*x^2+77976*a^2*b^2*c^2*q*x^3+68368*a^2*b^2*c^2*r^2*x^2+ 54144*a^2*b^2*c^2*r*x^3-145968*a^2*b^2*c^2*x^4+3328*a^2*b^2*c*g^2*p*x^2+952*a^2 *b^2*c*g^2*q*x^2+5380*a^2*b^2*c*g^2*r*x^2+11088*a^2*b^2*c*g^2*x^3+13992*a^2*b^2 *c*g*p^2*x^2+12816*a^2*b^2*c*g*p*q*x^2+46188*a^2*b^2*c*g*p*r*x^2+49176*a^2*b^2* c*g*p*x^3+1824*a^2*b^2*c*g*q^2*x^2+17604*a^2*b^2*c*g*q*r*x^2+43464*a^2*b^2*c*g* q*x^3+34700*a^2*b^2*c*g*r^2*x^2+51312*a^2*b^2*c*g*r*x^3-72048*a^2*b^2*c*g*x^4+ 11592*a^2*b^2*c*p^3*x^2+19392*a^2*b^2*c*p^2*q*x^2+55828*a^2*b^2*c*p^2*r*x^2+ 34800*a^2*b^2*c*p^2*x^3+8520*a^2*b^2*c*p*q^2*x^2+58616*a^2*b^2*c*p*q*r*x^2+ 68448*a^2*b^2*c*p*q*x^3+81760*a^2*b^2*c*p*r^2*x^2+25560*a^2*b^2*c*p*r*x^3-\ 132432*a^2*b^2*c*p*x^4+720*a^2*b^2*c*q^3*x^2+10900*a^2*b^2*c*q^2*r*x^2+33648*a^ 2*b^2*c*q^2*x^3+40360*a^2*b^2*c*q*r^2*x^2+52392*a^2*b^2*c*q*r*x^3-132432*a^2*b^ 2*c*q*x^4+37524*a^2*b^2*c*r^3*x^2-24672*a^2*b^2*c*r^2*x^3-169824*a^2*b^2*c*r*x^ 4+1250*a^2*b^2*g^2*p^2*x^2+916*a^2*b^2*g^2*p*q*x^2+4542*a^2*b^2*g^2*p*r*x^2+ 6336*a^2*b^2*g^2*p*x^3+62*a^2*b^2*g^2*q^2*x^2+978*a^2*b^2*g^2*q*r*x^2+4752*a^2* b^2*g^2*q*x^3+3750*a^2*b^2*g^2*r^2*x^2+10296*a^2*b^2*g^2*r*x^3-7128*a^2*b^2*g^2 *x^4+2860*a^2*b^2*g*p^3*x^2+4488*a^2*b^2*g*p^2*q*x^2+14476*a^2*b^2*g*p^2*r*x^2+ 11388*a^2*b^2*g*p^2*x^3+1716*a^2*b^2*g*p*q^2*x^2+13640*a^2*b^2*g*p*q*r*x^2+ 20640*a^2*b^2*g*p*q*x^3+22176*a^2*b^2*g*p*r^2*x^2+18768*a^2*b^2*g*p*r*x^3-32784 *a^2*b^2*g*p*x^4+88*a^2*b^2*g*q^3*x^2+1804*a^2*b^2*g*q^2*r*x^2+9252*a^2*b^2*g*q ^2*x^3+9504*a^2*b^2*g*q*r^2*x^2+23184*a^2*b^2*g*q*r*x^3-32784*a^2*b^2*g*q*x^4+ 10560*a^2*b^2*g*r^3*x^2+3600*a^2*b^2*g*r^2*x^3-46176*a^2*b^2*g*r*x^4+1610*a^2*b ^2*p^4*x^2+3908*a^2*b^2*p^3*q*x^2+10342*a^2*b^2*p^3*r*x^2+4710*a^2*b^2*p^3*x^3+ 3012*a^2*b^2*p^2*q^2*x^2+18114*a^2*b^2*p^2*q*r*x^2+14358*a^2*b^2*p^2*q*x^3+ 22760*a^2*b^2*p^2*r^2*x^2-276*a^2*b^2*p^2*r*x^3-29940*a^2*b^2*p^2*x^4+740*a^2*b ^2*p*q^3*x^2+8538*a^2*b^2*p*q^2*r*x^2+14586*a^2*b^2*p*q^2*x^3+25672*a^2*b^2*p*q *r^2*x^2+12528*a^2*b^2*p*q*r*x^3-59880*a^2*b^2*p*q*x^4+20934*a^2*b^2*p*r^3*x^2-\ 25188*a^2*b^2*p*r^2*x^3-74976*a^2*b^2*p*r*x^4+26*a^2*b^2*q^4*x^2+766*a^2*b^2*q^ 3*r*x^2+4938*a^2*b^2*q^3*x^3+5444*a^2*b^2*q^2*r^2*x^2+12804*a^2*b^2*q^2*r*x^3-\ 29940*a^2*b^2*q^2*x^4+11466*a^2*b^2*q*r^3*x^2-5532*a^2*b^2*q*r^2*x^3-74976*a^2* b^2*q*r*x^4+6906*a^2*b^2*r^4*x^2-22584*a^2*b^2*r^3*x^3-48876*a^2*b^2*r^2*x^4+ 13344*a^2*b*c^5*x^2+17152*a^2*b*c^4*g*x^2+45776*a^2*b*c^4*p*x^2+20560*a^2*b*c^4 *q*x^2+68400*a^2*b*c^4*r*x^2+73472*a^2*b*c^4*x^3+7144*a^2*b*c^3*g^2*x^2+48456*a ^2*b*c^3*g*p*x^2+20712*a^2*b*c^3*g*q*x^2+72768*a^2*b*c^3*g*r*x^2+91952*a^2*b*c^ 3*g*x^3+56808*a^2*b*c^3*p^2*x^2+60064*a^2*b*c^3*p*q*x^2+174256*a^2*b*c^3*p*r*x^ 2+123224*a^2*b*c^3*p*x^3+11752*a^2*b*c^3*q^2*x^2+84992*a^2*b*c^3*q*r*x^2+125144 *a^2*b*c^3*q*x^3+122680*a^2*b*c^3*r^2*x^2+52048*a^2*b*c^3*r*x^3-255120*a^2*b*c^ 3*x^4+952*a^2*b*c^2*g^3*x^2+16124*a^2*b*c^2*g^2*p*x^2+6188*a^2*b*c^2*g^2*q*x^2+ 24492*a^2*b*c^2*g^2*r*x^2+38692*a^2*b*c^2*g^2*x^3+46268*a^2*b*c^2*g*p^2*x^2+ 47176*a^2*b*c^2*g*p*q*x^2+144412*a^2*b*c^2*g*p*r*x^2+121304*a^2*b*c^2*g*p*x^3+ 8516*a^2*b*c^2*g*q^2*x^2+65796*a^2*b*c^2*g*q*r*x^2+116756*a^2*b*c^2*g*q*x^3+ 103520*a^2*b*c^2*g*r^2*x^2+86284*a^2*b*c^2*g*r*x^3-211032*a^2*b*c^2*g*x^4+32872 *a^2*b*c^2*p^3*x^2+58048*a^2*b*c^2*p^2*q*x^2+152660*a^2*b*c^2*p^2*r*x^2+73880*a ^2*b*c^2*p^2*x^3+28208*a^2*b*c^2*p*q^2*x^2+171432*a^2*b*c^2*p*q*r*x^2+154744*a^ 2*b*c^2*p*q*x^3+217576*a^2*b*c^2*p*r^2*x^2-1296*a^2*b*c^2*p*r*x^3-343752*a^2*b* c^2*p*x^4+3032*a^2*b*c^2*q^3*x^2+37060*a^2*b*c^2*q^2*r*x^2+80864*a^2*b*c^2*q^2* x^3+116384*a^2*b*c^2*q*r^2*x^2+78600*a^2*b*c^2*q*r*x^3-343752*a^2*b*c^2*q*x^4+ 97788*a^2*b*c^2*r^3*x^2-116000*a^2*b*c^2*r^2*x^3-408624*a^2*b*c^2*r*x^4+1670*a^ 2*b*c*g^3*p*x^2+486*a^2*b*c*g^3*q*x^2+2604*a^2*b*c*g^3*r*x^2+5542*a^2*b*c*g^3*x ^3+10870*a^2*b*c*g^2*p^2*x^2+10240*a^2*b*c*g^2*p*q*x^2+35338*a^2*b*c*g^2*p*r*x^ 2+36856*a^2*b*c*g^2*p*x^3+1524*a^2*b*c*g^2*q^2*x^2+13666*a^2*b*c*g^2*q*r*x^2+ 32842*a^2*b*c*g^2*q*x^3+26430*a^2*b*c*g^2*r^2*x^2+40058*a^2*b*c*g^2*r*x^3-52044 *a^2*b*c*g^2*x^4+18242*a^2*b*c*g*p^3*x^2+31342*a^2*b*c*g*p^2*q*x^2+86766*a^2*b* c*g*p^2*r*x^2+51108*a^2*b*c*g*p^2*x^3+14444*a^2*b*c*g*p*q^2*x^2+93136*a^2*b*c*g *p*q*r*x^2+100908*a^2*b*c*g*p*q*x^3+126452*a^2*b*c*g*p*r^2*x^2+39196*a^2*b*c*g* p*r*x^3-191010*a^2*b*c*g*p*x^4+1344*a^2*b*c*g*q^3*x^2+18046*a^2*b*c*g*q^2*r*x^2 +49800*a^2*b*c*g*q^2*x^3+63764*a^2*b*c*g*q*r^2*x^2+78550*a^2*b*c*g*q*r*x^3-\ 191010*a^2*b*c*g*q*x^4+57928*a^2*b*c*g*r^3*x^2-35592*a^2*b*c*g*r^2*x^3-244602*a ^2*b*c*g*r*x^4+9012*a^2*b*c*p^4*x^2+22928*a^2*b*c*p^3*q*x^2+55720*a^2*b*c*p^3*r *x^2+18394*a^2*b*c*p^3*x^3+19158*a^2*b*c*p^2*q^2*x^2+103224*a^2*b*c*p^2*q*r*x^2 +60390*a^2*b*c*p^2*q*x^3+119196*a^2*b*c*p^2*r^2*x^2-34720*a^2*b*c*p^2*r*x^3-\ 153594*a^2*b*c*p^2*x^4+5580*a^2*b*c*p*q^3*x^2+54120*a^2*b*c*p*q^2*r*x^2+65598*a ^2*b*c*p*q^2*x^3+143196*a^2*b*c*p*q*r^2*x^2+5044*a^2*b*c*p*q*r*x^3-307188*a^2*b *c*p*q*x^4+107280*a^2*b*c*p*r^3*x^2-176160*a^2*b*c*p*r^2*x^3-354420*a^2*b*c*p*r *x^4+338*a^2*b*c*q^4*x^2+6616*a^2*b*c*q^3*r*x^2+23602*a^2*b*c*q^3*x^3+34962*a^2 *b*c*q^2*r^2*x^2+39764*a^2*b*c*q^2*r*x^3-153594*a^2*b*c*q^2*x^4+62900*a^2*b*c*q *r^3*x^2-79506*a^2*b*c*q*r^2*x^3-354420*a^2*b*c*q*r*x^4+34792*a^2*b*c*r^4*x^2-\ 132636*a^2*b*c*r^3*x^3-202134*a^2*b*c*r^2*x^4+655*a^2*b*g^3*p^2*x^2+504*a^2*b*g ^3*p*q*x^2+2368*a^2*b*g^3*p*r*x^2+3199*a^2*b*g^3*p*x^3+38*a^2*b*g^3*q^2*x^2+542 *a^2*b*g^3*q*r*x^2+2443*a^2*b*g^3*q*x^3+1965*a^2*b*g^3*r^2*x^2+5339*a^2*b*g^3*r *x^3-3402*a^2*b*g^3*x^4+2255*a^2*b*g^2*p^3*x^2+3653*a^2*b*g^2*p^2*q*x^2+11314*a ^2*b*g^2*p^2*r*x^2+8447*a^2*b*g^2*p^2*x^3+1486*a^2*b*g^2*p*q^2*x^2+10998*a^2*b* g^2*p*q*r*x^2+15415*a^2*b*g^2*p*q*x^3+17300*a^2*b*g^2*p*r^2*x^2+14233*a^2*b*g^2 *p*r*x^3-23646*a^2*b*g^2*p*x^4+88*a^2*b*g^2*q^3*x^2+1574*a^2*b*g^2*q^2*r*x^2+ 6968*a^2*b*g^2*q^2*x^3+7684*a^2*b*g^2*q*r^2*x^2+17545*a^2*b*g^2*q*r*x^3-23646*a ^2*b*g^2*q*x^4+8241*a^2*b*g^2*r^3*x^2+2700*a^2*b*g^2*r^2*x^3-33384*a^2*b*g^2*r* x^4+2545*a^2*b*g*p^4*x^2+6338*a^2*b*g*p^3*q*x^2+16176*a^2*b*g*p^3*r*x^2+6766*a^ 2*b*g*p^3*x^3+5103*a^2*b*g*p^2*q^2*x^2+28998*a^2*b*g*p^2*q*r*x^2+20709*a^2*b*g* p^2*q*x^3+35448*a^2*b*g*p^2*r^2*x^2-1045*a^2*b*g*p^2*r*x^3-43071*a^2*b*g*p^2*x^ 4+1372*a^2*b*g*p*q^3*x^2+14256*a^2*b*g*p*q^2*r*x^2+21120*a^2*b*g*p*q^2*x^3+ 40914*a^2*b*g*p*q*r^2*x^2+17020*a^2*b*g*p*q*r*x^3-86142*a^2*b*g*p*q*x^4+32548*a ^2*b*g*p*r^3*x^2-38593*a^2*b*g*p*r^2*x^3-107628*a^2*b*g*p*r*x^4+62*a^2*b*g*q^4* x^2+1434*a^2*b*g*q^3*r*x^2+7177*a^2*b*g*q^3*x^3+9111*a^2*b*g*q^2*r^2*x^2+18065* a^2*b*g*q^2*r*x^3-43071*a^2*b*g*q^2*x^4+18254*a^2*b*g*q*r^3*x^2-10129*a^2*b*g*q *r^2*x^3-107628*a^2*b*g*q*r*x^4+10731*a^2*b*g*r^4*x^2-34368*a^2*b*g*r^3*x^3-\ 69615*a^2*b*g*r^2*x^4+945*a^2*b*p^5*x^2+3189*a^2*b*p^4*q*x^2+7230*a^2*b*p^4*r*x ^2+1538*a^2*b*p^4*x^3+3909*a^2*b*p^3*q^2*x^2+19158*a^2*b*p^3*q*r*x^2+7250*a^2*b *p^3*q*x^3+20475*a^2*b*p^3*r^2*x^2-10506*a^2*b*p^3*r*x^3-22749*a^2*b*p^3*x^4+ 2043*a^2*b*p^2*q^3*x^2+17028*a^2*b*p^2*q^2*r*x^2+12522*a^2*b*p^2*q^2*x^3+40005* a^2*b*p^2*q*r^2*x^2-14295*a^2*b*p^2*q*r*x^3-68247*a^2*b*p^2*q*x^4+27495*a^2*b*p ^2*r^3*x^2-54681*a^2*b*p^2*r^2*x^3-76059*a^2*b*p^2*r*x^4+390*a^2*b*p*q^4*x^2+ 5502*a^2*b*p*q^3*r*x^2+9446*a^2*b*p*q^3*x^3+22860*a^2*b*p*q^2*r^2*x^2+2928*a^2* b*p*q^2*r*x^3-68247*a^2*b*p*q^2*x^4+35292*a^2*b*p*q*r^3*x^2-67419*a^2*b*p*q*r^2 *x^3-152118*a^2*b*p*q*r*x^4+17760*a^2*b*p*r^4*x^2-75750*a^2*b*p*r^3*x^3-81453*a ^2*b*p*r^2*x^4+12*a^2*b*q^5*x^2+402*a^2*b*q^4*r*x^2+2636*a^2*b*q^4*x^3+3330*a^2 *b*q^3*r^2*x^2+6717*a^2*b*q^3*r*x^3-22749*a^2*b*q^3*x^4+9741*a^2*b*q^2*r^3*x^2-\ 12738*a^2*b*q^2*r^2*x^3-76059*a^2*b*q^2*r*x^4+11256*a^2*b*q*r^4*x^2-49284*a^2*b *q*r^3*x^3-81453*a^2*b*q*r^2*x^4+4455*a^2*b*r^5*x^2-33113*a^2*b*r^4*x^3-20691*a ^2*b*r^3*x^4+5472*a^2*c^6*x^2+9520*a^2*c^5*g*x^2+22864*a^2*c^5*p*x^2+10624*a^2* c^5*q*x^2+33200*a^2*c^5*r*x^2+32128*a^2*c^5*x^3+6072*a^2*c^4*g^2*x^2+33672*a^2* c^4*g*p*x^2+15240*a^2*c^4*g*q*x^2+48960*a^2*c^4*g*r*x^2+53664*a^2*c^4*g*x^3+ 35632*a^2*c^4*p^2*x^2+38992*a^2*c^4*p*q*x^2+106736*a^2*c^4*p*r*x^2+64256*a^2*c^ 4*p*x^3+8136*a^2*c^4*q^2*x^2+54112*a^2*c^4*q*r*x^2+68240*a^2*c^4*q*x^3+73920*a^ 2*c^4*r^2*x^2+14632*a^2*c^4*r*x^3-150408*a^2*c^4*x^4+1668*a^2*c^3*g^3*x^2+17736 *a^2*c^3*g^2*p*x^2+7628*a^2*c^3*g^2*q*x^2+25892*a^2*c^3*g^2*r*x^2+33584*a^2*c^3 *g^2*x^3+42532*a^2*c^3*g*p^2*x^2+45704*a^2*c^3*g*p*q*x^2+128412*a^2*c^3*g*p*r*x ^2+89004*a^2*c^3*g*p*x^3+9164*a^2*c^3*g*q^2*x^2+63028*a^2*c^3*g*q*r*x^2+90676*a ^2*c^3*g*q*x^3+89640*a^2*c^3*g*r^2*x^2+41232*a^2*c^3*g*r*x^3-180024*a^2*c^3*g*x ^4+27472*a^2*c^3*p^3*x^2+50064*a^2*c^3*p^2*q*x^2+124780*a^2*c^3*p^2*r*x^2+48360 *a^2*c^3*p^2*x^3+25696*a^2*c^3*p*q^2*x^2+145176*a^2*c^3*p*q*r*x^2+106880*a^2*c^ 3*p*q*x^3+175104*a^2*c^3*p*r^2*x^2-35784*a^2*c^3*p*r*x^3-268336*a^2*c^3*p*x^4+ 3104*a^2*c^3*q^3*x^2+33660*a^2*c^3*q^2*r*x^2+58520*a^2*c^3*q^2*x^3+97480*a^2*c^ 3*q*r^2*x^2+31624*a^2*c^3*q*r*x^3-268336*a^2*c^3*q*x^4+77796*a^2*c^3*r^3*x^2-\ 116328*a^2*c^3*r^2*x^3-302176*a^2*c^3*r*x^4+164*a^2*c^2*g^4*x^2+3914*a^2*c^2*g^ 3*p*x^2+1510*a^2*c^2*g^3*q*x^2+5772*a^2*c^2*g^3*r*x^2+9400*a^2*c^2*g^3*x^3+ 17266*a^2*c^2*g^2*p^2*x^2+17900*a^2*c^2*g^2*p*q*x^2+53098*a^2*c^2*g^2*p*r*x^2+ 43934*a^2*c^2*g^2*p*x^3+3310*a^2*c^2*g^2*q^2*x^2+24330*a^2*c^2*g^2*q*r*x^2+ 42470*a^2*c^2*g^2*q*x^3+37794*a^2*c^2*g^2*r^2*x^2+32988*a^2*c^2*g^2*r*x^3-74494 *a^2*c^2*g^2*x^4+24850*a^2*c^2*g*p^3*x^2+44690*a^2*c^2*g*p^2*q*x^2+114164*a^2*c ^2*g*p^2*r*x^2+52500*a^2*c^2*g*p^2*x^3+22380*a^2*c^2*g*p*q^2*x^2+130052*a^2*c^2 *g*p*q*r*x^2+110352*a^2*c^2*g*p*q*x^3+161920*a^2*c^2*g*p*r^2*x^2-252*a^2*c^2*g* p*r*x^3-242054*a^2*c^2*g*p*x^4+2540*a^2*c^2*g*q^3*x^2+28768*a^2*c^2*g*q^2*r*x^2 +57852*a^2*c^2*g*q^2*x^3+87680*a^2*c^2*g*q*r^2*x^2+56934*a^2*c^2*g*q*r*x^3-\ 242054*a^2*c^2*g*q*x^4+72606*a^2*c^2*g*r^3*x^2-82270*a^2*c^2*g*r^2*x^3-287146*a ^2*c^2*g*r*x^4+11262*a^2*c^2*p^4*x^2+29460*a^2*c^2*p^3*q*x^2+68118*a^2*c^2*p^3* r*x^2+16576*a^2*c^2*p^3*x^3+25746*a^2*c^2*p^2*q^2*x^2+130122*a^2*c^2*p^2*q*r*x^ 2+58584*a^2*c^2*p^2*q*x^3+143480*a^2*c^2*p^2*r^2*x^2-66452*a^2*c^2*p^2*r*x^3-\ 178578*a^2*c^2*p^2*x^4+8160*a^2*c^2*p*q^3*x^2+71946*a^2*c^2*p*q^2*r*x^2+67440*a ^2*c^2*p*q^2*x^3+178180*a^2*c^2*p*q*r^2*x^2-40876*a^2*c^2*p*q*r*x^3-357156*a^2* c^2*p*q*x^4+127654*a^2*c^2*p*r^3*x^2-241616*a^2*c^2*p*r^2*x^3-389180*a^2*c^2*p* r*x^4+612*a^2*c^2*q^4*x^2+9942*a^2*c^2*q^3*r*x^2+25432*a^2*c^2*q^3*x^3+46442*a^ 2*c^2*q^2*r^2*x^2+25576*a^2*c^2*q^2*r*x^3-178578*a^2*c^2*q^2*x^4+77518*a^2*c^2* q*r^3*x^2-130718*a^2*c^2*q*r^2*x^3-389180*a^2*c^2*q*r*x^4+41030*a^2*c^2*r^4*x^2 -168432*a^2*c^2*r^3*x^3-201010*a^2*c^2*r^2*x^4+303*a^2*c*g^4*p*x^2+89*a^2*c*g^4 *q*x^2+458*a^2*c*g^4*r*x^2+1004*a^2*c*g^4*x^3+2700*a^2*c*g^3*p^2*x^2+2594*a^2*c *g^3*p*q*x^2+8674*a^2*c*g^3*p*r*x^2+8916*a^2*c*g^3*p*x^3+397*a^2*c*g^3*q^2*x^2+ 3384*a^2*c*g^3*q*r*x^2+8000*a^2*c*g^3*q*x^3+6465*a^2*c*g^3*r^2*x^2+10003*a^2*c* g^3*r*x^3-12230*a^2*c*g^3*x^4+6878*a^2*c*g^2*p^3*x^2+12047*a^2*c*g^2*p^2*q*x^2+ 32408*a^2*c*g^2*p^2*r*x^2+18275*a^2*c*g^2*p^2*x^3+5735*a^2*c*g^2*p*q^2*x^2+ 35348*a^2*c*g^2*p*q*r*x^2+36228*a^2*c*g^2*p*q*x^3+47063*a^2*c*g^2*p*r^2*x^2+ 14533*a^2*c*g^2*p*r*x^3-67275*a^2*c*g^2*p*x^4+566*a^2*c*g^2*q^3*x^2+7040*a^2*c* g^2*q^2*r*x^2+17953*a^2*c*g^2*q^2*x^3+24086*a^2*c*g^2*q*r^2*x^2+28656*a^2*c*g^2 *q*r*x^3-67275*a^2*c*g^2*q*x^4+21533*a^2*c*g^2*r^3*x^2-12445*a^2*c*g^2*r^2*x^3-\ 86069*a^2*c*g^2*r*x^4+6840*a^2*c*g*p^4*x^2+17716*a^2*c*g*p^3*q*x^2+41921*a^2*c* g*p^3*r*x^2+12735*a^2*c*g*p^3*x^3+15229*a^2*c*g*p^2*q^2*x^2+78887*a^2*c*g*p^2*q *r*x^2+42063*a^2*c*g*p^2*q*x^3+89335*a^2*c*g*p^2*r^2*x^2-26532*a^2*c*g*p^2*r*x^ 3-107899*a^2*c*g*p^2*x^4+4670*a^2*c*g*p*q^3*x^2+42433*a^2*c*g*p*q^2*r*x^2+45921 *a^2*c*g*p*q^2*x^3+108922*a^2*c*g*p*q*r^2*x^2+66*a^2*c*g*p*q*r*x^3-215798*a^2*c *g*p*q*x^4+80267*a^2*c*g*p*r^3*x^2-129125*a^2*c*g*p*r^2*x^3-248294*a^2*c*g*p*r* x^4+317*a^2*c*g*q^4*x^2+5467*a^2*c*g*q^3*r*x^2+16593*a^2*c*g*q^3*x^3+27308*a^2* c*g*q^2*r^2*x^2+26598*a^2*c*g*q^2*r*x^3-107899*a^2*c*g*q^2*x^4+47751*a^2*c*g*q* r^3*x^2-60596*a^2*c*g*q*r^2*x^3-248294*a^2*c*g*q*r*x^4+26013*a^2*c*g*r^4*x^2-\ 96920*a^2*c*g*r^3*x^3-140391*a^2*c*g*r^2*x^4+2355*a^2*c*p^5*x^2+8140*a^2*c*p^4* q*x^2+17629*a^2*c*p^4*r*x^2+2394*a^2*c*p^4*x^3+10348*a^2*c*p^3*q^2*x^2+47930*a^ 2*c*p^3*q*r*x^2+12804*a^2*c*p^3*q*x^3+49161*a^2*c*p^3*r^2*x^2-32307*a^2*c*p^3*r *x^3-52530*a^2*c*p^3*x^4+5754*a^2*c*p^2*q^3*x^2+44370*a^2*c*p^2*q^2*r*x^2+24048 *a^2*c*p^2*q^2*x^3+98688*a^2*c*p^2*q*r^2*x^2-55467*a^2*c*p^2*q*r*x^3-157590*a^2 *c*p^2*q*x^4+65259*a^2*c*p^2*r^3*x^2-142393*a^2*c*p^2*r^2*x^3-165334*a^2*c*p^2* r*x^4+1249*a^2*c*p*q^4*x^2+15466*a^2*c*p*q^3*r*x^2+19260*a^2*c*p*q^3*x^3+59043* a^2*c*p*q^2*r^2*x^2-14013*a^2*c*p*q^2*r*x^3-157590*a^2*c*p*q^2*x^4+86146*a^2*c* p*q*r^3*x^2-189812*a^2*c*p*q*r^2*x^3-330668*a^2*c*p*q*r*x^4+41776*a^2*c*p*r^4*x ^2-186590*a^2*c*p*r^3*x^3-159510*a^2*c*p*r^2*x^4+58*a^2*c*q^5*x^2+1397*a^2*c*q^ 4*r*x^2+5622*a^2*c*q^4*x^3+9516*a^2*c*q^3*r^2*x^2+9147*a^2*c*q^3*r*x^3-52530*a^ 2*c*q^3*x^4+25021*a^2*c*q^2*r^3*x^2-47419*a^2*c*q^2*r^2*x^3-165334*a^2*c*q^2*r* x^4+27248*a^2*c*q*r^4*x^2-128474*a^2*c*q*r^3*x^3-159510*a^2*c*q*r^2*x^4+10404*a ^2*c*r^5*x^2-78898*a^2*c*r^4*x^3-32170*a^2*c*r^3*x^4+123*a^2*g^4*p^2*x^2+98*a^2 *g^4*p*q*x^2+443*a^2*g^4*p*r*x^2+584*a^2*g^4*p*x^3+8*a^2*g^4*q^2*x^2+106*a^2*g^ 4*q*r*x^2+452*a^2*g^4*q*x^3+369*a^2*g^4*r^2*x^2+994*a^2*g^4*r*x^3-594*a^2*g^4*x ^4+567*a^2*g^3*p^3*x^2+940*a^2*g^3*p^2*q*x^2+2827*a^2*g^3*p^2*r*x^2+2026*a^2*g^ 3*p^2*x^3+399*a^2*g^3*p*q^2*x^2+2812*a^2*g^3*p*q*r*x^2+3720*a^2*g^3*p*q*x^3+ 4318*a^2*g^3*p*r^2*x^2+3472*a^2*g^3*p*r*x^3-5548*a^2*g^3*p*x^4+26*a^2*g^3*q^3*x ^2+425*a^2*g^3*q^2*r*x^2+1694*a^2*g^3*q^2*x^3+1968*a^2*g^3*q*r^2*x^2+4280*a^2*g ^3*q*r*x^3-5548*a^2*g^3*q*x^4+2058*a^2*g^3*r^3*x^2+656*a^2*g^3*r^2*x^3-7852*a^2 *g^3*r*x^4+963*a^2*g^2*p^4*x^2+2444*a^2*g^2*p^3*q*x^2+6074*a^2*g^2*p^3*r*x^2+ 2370*a^2*g^2*p^3*x^3+2029*a^2*g^2*p^2*q^2*x^2+11081*a^2*g^2*p^2*q*r*x^2+7289*a^ 2*g^2*p^2*q*x^3+13271*a^2*g^2*p^2*r^2*x^2-586*a^2*g^2*p^2*r*x^3-15131*a^2*g^2*p ^2*x^4+578*a^2*g^2*p*q^3*x^2+5615*a^2*g^2*p*q^2*r*x^2+7468*a^2*g^2*p*q^2*x^3+ 15586*a^2*g^2*p*q*r^2*x^2+5664*a^2*g^2*p*q*r*x^3-30262*a^2*g^2*p*q*x^4+12172*a^ 2*g^2*p*r^3*x^2-14302*a^2*g^2*p*r^2*x^3-37742*a^2*g^2*p*r*x^4+30*a^2*g^2*q^4*x^ 2+608*a^2*g^2*q^3*r*x^2+2549*a^2*g^2*q^3*x^3+3593*a^2*g^2*q^2*r^2*x^2+6250*a^2* g^2*q^2*r*x^3-15131*a^2*g^2*q^2*x^4+6949*a^2*g^2*q*r^3*x^2-4215*a^2*g^2*q*r^2*x ^3-37742*a^2*g^2*q*r*x^4+4012*a^2*g^2*r^4*x^2-12666*a^2*g^2*r^3*x^3-24238*a^2*g ^2*r^2*x^4+717*a^2*g*p^5*x^2+2460*a^2*g*p^4*q*x^2+5439*a^2*g*p^4*r*x^2+1014*a^2 *g*p^4*x^3+3092*a^2*g*p^3*q^2*x^2+14626*a^2*g*p^3*q*r*x^2+4856*a^2*g*p^3*q*x^3+ 15341*a^2*g*p^3*r^2*x^2-8034*a^2*g*p^3*r*x^3-15939*a^2*g*p^3*x^4+1686*a^2*g*p^2 *q^3*x^2+13300*a^2*g*p^2*q^2*r*x^2+8484*a^2*g*p^2*q^2*x^3+30394*a^2*g*p^2*q*r^2 *x^2-11862*a^2*g*p^2*q*r*x^3-47817*a^2*g*p^2*q*x^4+20559*a^2*g*p^2*r^3*x^2-\ 40447*a^2*g*p^2*r^2*x^3-53095*a^2*g*p^2*r*x^4+351*a^2*g*p*q^4*x^2+4478*a^2*g*p* q^3*r*x^2+6456*a^2*g*p*q^3*x^3+17767*a^2*g*p*q^2*r^2*x^2+378*a^2*g*p*q^2*r*x^3-\ 47817*a^2*g*p*q^2*x^4+26750*a^2*g*p*q*r^3*x^2-51226*a^2*g*p*q*r^2*x^3-106190*a^ 2*g*p*q*r*x^4+13266*a^2*g*p*r^4*x^2-55720*a^2*g*p*r^3*x^3-56340*a^2*g*p*r^2*x^4 +14*a^2*g*q^5*x^2+365*a^2*g*q^4*r*x^2+1814*a^2*g*q^4*x^3+2714*a^2*g*q^3*r^2*x^2 +4206*a^2*g*q^3*r*x^3-15939*a^2*g*q^3*x^4+7559*a^2*g*q^2*r^3*x^2-10779*a^2*g*q^ 2*r^2*x^3-53095*a^2*g*q^2*r*x^4+8522*a^2*g*q*r^4*x^2-37016*a^2*g*q*r^3*x^3-\ 56340*a^2*g*q*r^2*x^4+3326*a^2*g*r^5*x^2-24321*a^2*g*r^4*x^3-13975*a^2*g*r^3*x^ 4+198*a^2*p^6*x^2+858*a^2*p^5*q*x^2+1749*a^2*p^5*r*x^2+86*a^2*p^5*x^3+1454*a^2* p^4*q^2*x^2+6251*a^2*p^4*q*r*x^2+851*a^2*p^4*q*x^3+6019*a^2*p^4*r^2*x^2-4928*a^ 2*p^4*r*x^3-5762*a^2*p^4*x^4+1196*a^2*p^3*q^3*x^2+8335*a^2*p^3*q^2*r*x^2+2544*a ^2*p^3*q^2*x^3+17040*a^2*p^3*q*r^2*x^2-13566*a^2*p^3*q*r*x^3-23048*a^2*p^3*q*x^ 4+10546*a^2*p^3*r^3*x^2-25545*a^2*p^3*r^2*x^3-23144*a^2*p^3*r*x^4+474*a^2*p^2*q ^4*x^2+4989*a^2*p^2*q^3*r*x^2+3386*a^2*p^2*q^3*x^3+16743*a^2*p^2*q^2*r^2*x^2-\ 11130*a^2*p^2*q^2*r*x^3-34572*a^2*p^2*q^2*x^4+22194*a^2*p^2*q*r^3*x^2-56580*a^2 *p^2*q*r^2*x^3-69432*a^2*p^2*q*r*x^4+10044*a^2*p^2*r^4*x^2-47876*a^2*p^2*r^3*x^ 3-30787*a^2*p^2*r^2*x^4+74*a^2*p*q^5*x^2+1232*a^2*p*q^4*r*x^2+2114*a^2*p*q^4*x^ 3+6442*a^2*p*q^3*r^2*x^2-1274*a^2*p*q^3*r*x^3-23048*a^2*p*q^3*x^4+14297*a^2*p*q ^2*r^3*x^2-36525*a^2*p*q^2*r^2*x^3-69432*a^2*p*q^2*r*x^4+13982*a^2*p*q*r^4*x^2-\ 71896*a^2*p*q*r^3*x^3-61574*a^2*p*q*r^2*x^4+4969*a^2*p*r^5*x^2-39259*a^2*p*r^4* x^3-9418*a^2*p*r^3*x^4+2*a^2*q^6*x^2+76*a^2*q^5*r*x^2+507*a^2*q^5*x^3+720*a^2*q ^4*r^2*x^2+1218*a^2*q^4*r*x^3-5762*a^2*q^4*x^4+2649*a^2*q^3*r^3*x^2-5490*a^2*q^ 3*r^2*x^3-23144*a^2*q^3*r*x^4+4435*a^2*q^2*r^4*x^2-24020*a^2*q^2*r^3*x^3-30787* a^2*q^2*r^2*x^4+3435*a^2*q*r^5*x^2-29733*a^2*q*r^4*x^3-9418*a^2*q*r^3*x^4+1003* a^2*r^6*x^2-11914*a^2*r^5*x^3+4269*a^2*r^4*x^4+224*a*b^5*c^2*x^2+272*a*b^5*c*p* x^2+48*a*b^5*c*q*x^2+512*a*b^5*c*r*x^2+1024*a*b^5*c*x^3+80*a*b^5*p^2*x^2+32*a*b ^5*p*q*x^2+304*a*b^5*p*r*x^2+544*a*b^5*p*x^3+32*a*b^5*q*r*x^2+352*a*b^5*q*x^3+ 240*a*b^5*r^2*x^2+704*a*b^5*r*x^3-864*a*b^5*x^4+2016*a*b^4*c^3*x^2+880*a*b^4*c^ 2*g*x^2+3760*a*b^4*c^2*p*x^2+1216*a*b^4*c^2*q*x^2+6608*a*b^4*c^2*r*x^2+9616*a*b ^4*c^2*x^3+1176*a*b^4*c*g*p*x^2+264*a*b^4*c*g*q*x^2+2120*a*b^4*c*g*r*x^2+4200*a *b^4*c*g*x^3+2240*a*b^4*c*p^2*x^2+1712*a*b^4*c*p*q*x^2+7904*a*b^4*c*p*r*x^2+ 9336*a*b^4*c*p*x^3+152*a*b^4*c*q^2*x^2+2672*a*b^4*c*q*r*x^2+8016*a*b^4*c*q*x^3+ 6048*a*b^4*c*r^2*x^2+7944*a*b^4*c*r*x^3-16240*a*b^4*c*x^4+376*a*b^4*g*p^2*x^2+ 200*a*b^4*g*p*q*x^2+1404*a*b^4*g*p*r*x^2+2292*a*b^4*g*p*x^3+4*a*b^4*g*q^2*x^2+ 204*a*b^4*g*q*r*x^2+1572*a*b^4*g*q*x^3+1128*a*b^4*g*r^2*x^2+3252*a*b^4*g*r*x^3-\ 3240*a*b^4*g*x^4+432*a*b^4*p^3*x^2+564*a*b^4*p^2*q*x^2+2292*a*b^4*p^2*r*x^2+ 2232*a*b^4*p^2*x^3+132*a*b^4*p*q^2*x^2+1824*a*b^4*p*q*r*x^2+3964*a*b^4*p*q*x^3+ 3552*a*b^4*p*r^2*x^2+3220*a*b^4*p*r*x^3-7400*a*b^4*p*x^4+132*a*b^4*q^2*r*x^2+ 1732*a*b^4*q^2*x^3+1248*a*b^4*q*r^2*x^2+4180*a*b^4*q*r*x^3-7400*a*b^4*q*x^4+ 1692*a*b^4*r^3*x^2+512*a*b^4*r^2*x^3-10400*a*b^4*r*x^4+7200*a*b^3*c^4*x^2+6240* a*b^3*c^3*g*x^2+18208*a*b^3*c^3*p*x^2+7104*a*b^3*c^3*q*x^2+30144*a*b^3*c^3*r*x^ 2+36096*a*b^3*c^3*x^3+1320*a*b^3*c^2*g^2*x^2+12264*a*b^3*c^2*g*p*x^2+4264*a*b^3 *c^2*g*q*x^2+20640*a*b^3*c^2*g*r*x^2+30400*a*b^3*c^2*g*x^3+16240*a*b^3*c^2*p^2* x^2+14864*a*b^3*c^2*p*q*x^2+53952*a*b^3*c^2*p*r*x^2+48904*a*b^3*c^2*p*x^3+2144* a*b^3*c^2*q^2*x^2+23056*a*b^3*c^2*q*r*x^2+46632*a*b^3*c^2*q*x^3+39752*a*b^3*c^2 *r^2*x^2+25856*a*b^3*c^2*r*x^3-97312*a*b^3*c^2*x^4+1908*a*b^3*c*g^2*p*x^2+476*a *b^3*c*g^2*q*x^2+3304*a*b^3*c*g^2*r*x^2+6632*a*b^3*c*g^2*x^3+7580*a*b^3*c*g*p^2 *x^2+6280*a*b^3*c*g*p*q*x^2+26000*a*b^3*c*g*p*r*x^2+29256*a*b^3*c*g*p*x^3+700*a *b^3*c*g*q^2*x^2+9240*a*b^3*c*g*q*r*x^2+25448*a*b^3*c*g*q*x^3+19728*a*b^3*c*g*r ^2*x^2+27048*a*b^3*c*g*r*x^3-48032*a*b^3*c*g*x^4+6156*a*b^3*c*p^3*x^2+9492*a*b^ 3*c*p^2*q*x^2+30672*a*b^3*c*p^2*r*x^2+21416*a*b^3*c*p^2*x^3+3524*a*b^3*c*p*q^2* x^2+30128*a*b^3*c*p*q*r*x^2+42064*a*b^3*c*p*q*x^3+45524*a*b^3*c*p*r^2*x^2+12200 *a*b^3*c*p*r*x^3-88288*a*b^3*c*p*x^4+188*a*b^3*c*q^3*x^2+4864*a*b^3*c*q^2*r*x^2 +20648*a*b^3*c*q^2*x^3+21052*a*b^3*c*q*r^2*x^2+30088*a*b^3*c*q*r*x^3-88288*a*b^ 3*c*q*x^4+21008*a*b^3*c*r^3*x^2-18312*a*b^3*c*r^2*x^3-113216*a*b^3*c*r*x^4+652* a*b^3*g^2*p^2*x^2+400*a*b^3*g^2*p*q*x^2+2408*a*b^3*g^2*p*r*x^2+3692*a*b^3*g^2*p *x^3+12*a*b^3*g^2*q^2*x^2+412*a*b^3*g^2*q*r*x^2+2636*a*b^3*g^2*q*x^3+1956*a*b^3 *g^2*r^2*x^2+5572*a*b^3*g^2*r*x^3-4752*a*b^3*g^2*x^4+1496*a*b^3*g*p^3*x^2+2124* a*b^3*g*p^2*q*x^2+7772*a*b^3*g*p^2*r*x^2+6876*a*b^3*g*p^2*x^3+640*a*b^3*g*p*q^2 *x^2+6664*a*b^3*g*p*q*r*x^2+12328*a*b^3*g*p*q*x^3+11976*a*b^3*g*p*r^2*x^2+10344 *a*b^3*g*p*r*x^3-21856*a*b^3*g*p*x^4+12*a*b^3*g*q^3*x^2+652*a*b^3*g*q^2*r*x^2+ 5452*a*b^3*g*q^2*x^3+4600*a*b^3*g*q*r^2*x^2+13288*a*b^3*g*q*r*x^3-21856*a*b^3*g *q*x^4+5700*a*b^3*g*r^3*x^2+1552*a*b^3*g*r^2*x^3-30784*a*b^3*g*r*x^4+844*a*b^3* p^4*x^2+1900*a*b^3*p^3*q*x^2+5588*a*b^3*p^3*r*x^2+3002*a*b^3*p^3*x^3+1268*a*b^3 *p^2*q^2*x^2+9164*a*b^3*p^2*q*r*x^2+9158*a*b^3*p^2*q*x^3+12452*a*b^3*p^2*r^2*x^ 2-216*a*b^3*p^2*r*x^3-19960*a*b^3*p^2*x^4+212*a*b^3*p*q^3*x^2+3788*a*b^3*p*q^2* r*x^2+9310*a*b^3*p*q^2*x^3+13160*a*b^3*p*q*r^2*x^2+8288*a*b^3*p*q*r*x^3-39920*a *b^3*p*q*x^4+11516*a*b^3*p*r^3*x^2-15472*a*b^3*p*r^2*x^3-49984*a*b^3*p*r*x^4+ 212*a*b^3*q^3*r*x^2+3154*a*b^3*q^3*x^3+2396*a*b^3*q^2*r^2*x^2+8504*a*b^3*q^2*r* x^3-19960*a*b^3*q^2*x^4+5896*a*b^3*q*r^3*x^2-2368*a*b^3*q*r^2*x^3-49984*a*b^3*q *r*x^4+3808*a*b^3*r^4*x^2-13688*a*b^3*r^3*x^3-32584*a*b^3*r^2*x^4+12480*a*b^2*c ^5*x^2+16288*a*b^2*c^4*g*x^2+40144*a*b^2*c^4*p*x^2+17120*a*b^2*c^4*q*x^2+63600* a*b^2*c^4*r*x^2+65920*a*b^2*c^4*x^3+6928*a*b^2*c^3*g^2*x^2+42696*a*b^2*c^3*g*p* x^2+17304*a*b^2*c^3*g*q*x^2+68208*a*b^2*c^3*g*r*x^2+82384*a*b^2*c^3*g*x^3+47944 *a*b^2*c^3*p^2*x^2+47776*a*b^2*c^3*p*q*x^2+152912*a*b^2*c^3*p*r*x^2+112552*a*b^ 2*c^3*p*x^3+8328*a*b^2*c^3*q^2*x^2+71968*a*b^2*c^3*q*r*x^2+114472*a*b^2*c^3*q*x ^3+109720*a*b^2*c^3*r^2*x^2+31856*a*b^2*c^3*r*x^3-255120*a*b^2*c^3*x^4+952*a*b^ 2*c^2*g^3*x^2+14252*a*b^2*c^2*g^2*p*x^2+5144*a*b^2*c^2*g^2*q*x^2+23112*a*b^2*c^ 2*g^2*r*x^2+34796*a*b^2*c^2*g^2*x^3+38996*a*b^2*c^2*g*p^2*x^2+37288*a*b^2*c^2*g *p*q*x^2+126456*a*b^2*c^2*g*p*r*x^2+110044*a*b^2*c^2*g*p*x^3+5900*a*b^2*c^2*g*q ^2*x^2+55384*a*b^2*c^2*g*q*r*x^2+105496*a*b^2*c^2*g*q*x^3+92168*a*b^2*c^2*g*r^2 *x^2+64724*a*b^2*c^2*g*r*x^3-211032*a*b^2*c^2*g*x^4+27128*a*b^2*c^2*p^3*x^2+ 45200*a*b^2*c^2*p^2*q*x^2+129784*a*b^2*c^2*p^2*r*x^2+69232*a*b^2*c^2*p^2*x^3+ 19744*a*b^2*c^2*p*q^2*x^2+139152*a*b^2*c^2*p*q*r*x^2+145448*a*b^2*c^2*p*q*x^3+ 187400*a*b^2*c^2*p*r^2*x^2-13032*a*b^2*c^2*p*r*x^3-343752*a*b^2*c^2*p*x^4+1672* a*b^2*c^2*q^3*x^2+27656*a*b^2*c^2*q^2*r*x^2+76216*a*b^2*c^2*q^2*x^3+96136*a*b^2 *c^2*q*r^2*x^2+66864*a*b^2*c^2*q*r*x^3-343752*a*b^2*c^2*q*x^4+84744*a*b^2*c^2*r ^3*x^2-120928*a*b^2*c^2*r^2*x^3-408624*a*b^2*c^2*r*x^4+1470*a*b^2*c*g^3*p*x^2+ 386*a*b^2*c*g^3*q*x^2+2454*a*b^2*c*g^3*r*x^2+5042*a*b^2*c*g^3*x^3+9090*a*b^2*c* g^2*p^2*x^2+7912*a*b^2*c*g^2*p*q*x^2+30538*a*b^2*c*g^2*p*r*x^2+33254*a*b^2*c*g^ 2*p*x^3+976*a*b^2*c*g^2*q^2*x^2+11170*a*b^2*c*g^2*q*r*x^2+29240*a*b^2*c*g^2*q*x ^3+23022*a*b^2*c*g^2*r^2*x^2+32734*a*b^2*c*g^2*r*x^3-52044*a*b^2*c*g^2*x^4+ 14988*a*b^2*c*g*p^3*x^2+24164*a*b^2*c*g*p^2*q*x^2+73294*a*b^2*c*g*p^2*r*x^2+ 47256*a*b^2*c*g*p^2*x^3+9850*a*b^2*c*g*p*q^2*x^2+74572*a*b^2*c*g*p*q*r*x^2+ 93204*a*b^2*c*g*p*q*x^3+107972*a*b^2*c*g*p*r^2*x^2+28610*a*b^2*c*g*p*r*x^3-\ 191010*a*b^2*c*g*p*x^4+674*a*b^2*c*g*q^3*x^2+12954*a*b^2*c*g*q^2*r*x^2+45948*a* b^2*c*g*q^2*x^3+51662*a*b^2*c*g*q*r^2*x^2+67964*a*b^2*c*g*q*r*x^3-191010*a*b^2* c*g*q*x^4+49666*a*b^2*c*g*r^3*x^2-40272*a*b^2*c*g*r^2*x^3-244602*a*b^2*c*g*r*x^ 4+7352*a*b^2*c*p^4*x^2+17724*a*b^2*c*p^3*q*x^2+46648*a*b^2*c*p^3*r*x^2+17918*a* b^2*c*p^3*x^3+13506*a*b^2*c*p^2*q^2*x^2+82524*a*b^2*c*p^2*q*r*x^2+58962*a*b^2*c *p^2*q*x^3+100944*a*b^2*c*p^2*r^2*x^2-33116*a*b^2*c*p^2*r*x^3-153594*a*b^2*c*p^ 2*x^4+3248*a*b^2*c*p*q^3*x^2+39936*a*b^2*c*p*q^2*r*x^2+64170*a*b^2*c*p*q^2*x^3+ 116076*a*b^2*c*p*q*r^2*x^2+8252*a*b^2*c*p*q*r*x^3-307188*a*b^2*c*p*q*x^4+91352* a*b^2*c*p*r^3*x^2-166878*a*b^2*c*p*r^2*x^3-354420*a*b^2*c*p*r*x^4+114*a*b^2*c*q ^4*x^2+4060*a*b^2*c*q^3*r*x^2+23126*a*b^2*c*q^3*x^3+26094*a*b^2*c*q^2*r^2*x^2+ 41368*a*b^2*c*q^2*r*x^3-153594*a*b^2*c*q^2*x^4+51276*a*b^2*c*q*r^3*x^2-70224*a* b^2*c*q*r^2*x^3-354420*a*b^2*c*q*r*x^4+29704*a*b^2*c*r^4*x^2-124500*a*b^2*c*r^3 *x^3-202134*a*b^2*c*r^2*x^4+530*a*b^2*g^3*p^2*x^2+354*a*b^2*g^3*p*q*x^2+1943*a* b^2*g^3*p*r*x^2+2849*a*b^2*g^3*p*x^3+13*a*b^2*g^3*q^2*x^2+367*a*b^2*g^3*q*r*x^2 +2093*a*b^2*g^3*q*x^3+1590*a*b^2*g^3*r^2*x^2+4489*a*b^2*g^3*r*x^3-3402*a*b^2*g^ 3*x^4+1828*a*b^2*g^2*p^3*x^2+2737*a*b^2*g^2*p^2*q*x^2+9365*a*b^2*g^2*p^2*r*x^2+ 7708*a*b^2*g^2*p^2*x^3+935*a*b^2*g^2*p*q^2*x^2+8436*a*b^2*g^2*p*q*r*x^2+13937*a *b^2*g^2*p*q*x^3+14380*a*b^2*g^2*p*r^2*x^2+11987*a*b^2*g^2*p*r*x^3-23646*a*b^2* g^2*p*x^4+26*a*b^2*g^2*q^3*x^2+961*a*b^2*g^2*q^2*r*x^2+6229*a*b^2*g^2*q^2*x^3+ 5852*a*b^2*g^2*q*r^2*x^2+15299*a*b^2*g^2*q*r*x^3-23646*a*b^2*g^2*q*x^4+6843*a*b ^2*g^2*r^3*x^2+1752*a*b^2*g^2*r^2*x^3-33384*a*b^2*g^2*r*x^4+2066*a*b^2*g*p^4*x^ 2+4852*a*b^2*g*p^3*q*x^2+13449*a*b^2*g*p^3*r*x^2+6443*a*b^2*g*p^3*x^3+3519*a*b^ 2*g*p^2*q^2*x^2+22869*a*b^2*g*p^2*q*r*x^2+19740*a*b^2*g*p^2*q*x^3+29760*a*b^2*g *p^2*r^2*x^2-1301*a*b^2*g*p^2*r*x^3-43071*a*b^2*g*p^2*x^4+746*a*b^2*g*p*q^3*x^2 +10179*a*b^2*g*p*q^2*r*x^2+20151*a*b^2*g*p*q^2*x^3+32586*a*b^2*g*p*q*r^2*x^2+ 16508*a*b^2*g*p*q*r*x^3-86142*a*b^2*g*p*q*x^4+27437*a*b^2*g*p*r^3*x^2-36263*a*b ^2*g*p*r^2*x^3-107628*a*b^2*g*p*r*x^4+13*a*b^2*g*q^4*x^2+759*a*b^2*g*q^3*r*x^2+ 6854*a*b^2*g*q^3*x^3+6471*a*b^2*g*q^2*r^2*x^2+17809*a*b^2*g*q^2*r*x^3-43071*a*b ^2*g*q^2*x^4+14569*a*b^2*g*q*r^3*x^2-7799*a*b^2*g*q*r^2*x^3-107628*a*b^2*g*q*r* x^4+9060*a*b^2*g*r^4*x^2-31764*a*b^2*g*r^3*x^3-69615*a*b^2*g*r^2*x^4+768*a*b^2* p^5*x^2+2469*a*b^2*p^4*q*x^2+6027*a*b^2*p^4*r*x^2+1600*a*b^2*p^4*x^3+2799*a*b^2 *p^3*q^2*x^2+15312*a*b^2*p^3*q*r*x^2+7498*a*b^2*p^3*q*x^3+17280*a*b^2*p^3*r^2*x ^2-9297*a*b^2*p^3*r*x^3-22749*a*b^2*p^3*x^4+1263*a*b^2*p^2*q^3*x^2+12708*a*b^2* p^2*q^2*r*x^2+12894*a*b^2*p^2*q^2*x^3+32445*a*b^2*p^2*q*r^2*x^2-10668*a*b^2*p^2 *q*r*x^3-68247*a*b^2*p^2*q*x^4+23358*a*b^2*p^2*r^3*x^2-50058*a*b^2*p^2*r^2*x^3-\ 76059*a*b^2*p^2*r*x^4+165*a*b^2*p*q^4*x^2+3588*a*b^2*p*q^3*r*x^2+9694*a*b^2*p*q ^3*x^3+17325*a*b^2*p*q^2*r^2*x^2+6555*a*b^2*p*q^2*r*x^3-68247*a*b^2*p*q^2*x^4+ 28830*a*b^2*p*q*r^3*x^2-58173*a*b^2*p*q*r^2*x^3-152118*a*b^2*p*q*r*x^4+15144*a* b^2*p*r^4*x^2-69516*a*b^2*p*r^3*x^3-81453*a*b^2*p*r^2*x^4+165*a*b^2*q^4*r*x^2+ 2698*a*b^2*q^4*x^3+2160*a*b^2*q^3*r^2*x^2+7926*a*b^2*q^3*r*x^3-22749*a*b^2*q^3* x^4+7416*a*b^2*q^2*r^3*x^2-8115*a*b^2*q^2*r^2*x^3-76059*a*b^2*q^2*r*x^4+9228*a* b^2*q*r^4*x^2-43050*a*b^2*q*r^3*x^3-81453*a*b^2*q*r^2*x^4+3807*a*b^2*r^5*x^2-\ 30355*a*b^2*r^4*x^3-20691*a*b^2*r^3*x^4+10368*a*b*c^6*x^2+18208*a*b*c^5*g*x^2+ 40832*a*b*c^5*p*x^2+18272*a*b*c^5*q*x^2+62560*a*b*c^5*r*x^2+58112*a*b*c^5*x^3+ 11760*a*b*c^4*g^2*x^2+60320*a*b*c^4*g*p*x^2+26288*a*b*c^4*g*q*x^2+92776*a*b*c^4 *g*r*x^2+96928*a*b*c^4*g*x^3+61496*a*b*c^4*p^2*x^2+64288*a*b*c^4*p*q*x^2+190656 *a*b*c^4*p*r*x^2+118320*a*b*c^4*p*x^3+12344*a*b*c^4*q^2*x^2+94128*a*b*c^4*q*r*x ^2+126288*a*b*c^4*q*x^3+134360*a*b*c^4*r^2*x^2+9824*a*b*c^4*r*x^3-300816*a*b*c^ 4*x^4+3288*a*b*c^3*g^3*x^2+31864*a*b*c^3*g^2*p*x^2+13168*a*b*c^3*g^2*q*x^2+ 49360*a*b*c^3*g^2*r*x^2+60736*a*b*c^3*g^2*x^3+73392*a*b*c^3*g*p^2*x^2+75184*a*b *c^3*g*p*q*x^2+229456*a*b*c^3*g*p*r*x^2+163032*a*b*c^3*g*p*x^3+13776*a*b*c^3*g* q^2*x^2+109552*a*b*c^3*g*q*r*x^2+166376*a*b*c^3*g*q*x^3+162952*a*b*c^3*g*r^2*x^ 2+54112*a*b*c^3*g*r*x^3-360048*a*b*c^3*g*x^4+46488*a*b*c^3*p^3*x^2+80968*a*b*c^ 3*p^2*q*x^2+216608*a*b*c^3*p^2*r*x^2+91504*a*b*c^3*p^2*x^3+38440*a*b*c^3*p*q^2* x^2+243104*a*b*c^3*p*q*r*x^2+203328*a*b*c^3*p*q*x^3+307496*a*b*c^3*p*r^2*x^2-\ 83984*a*b*c^3*p*r*x^3-536672*a*b*c^3*p*x^4+3960*a*b*c^3*q^3*x^2+53024*a*b*c^3*q ^2*r*x^2+111824*a*b*c^3*q^2*x^3+165848*a*b*c^3*q*r^2*x^2+50832*a*b*c^3*q*r*x^3-\ 536672*a*b*c^3*q*x^4+137376*a*b*c^3*r^3*x^2-237888*a*b*c^3*r^2*x^3-604352*a*b*c ^3*r*x^4+332*a*b*c^2*g^4*x^2+7040*a*b*c^2*g^3*p*x^2+2588*a*b*c^2*g^3*q*x^2+ 11058*a*b*c^2*g^3*r*x^2+17096*a*b*c^2*g^3*x^3+29730*a*b*c^2*g^2*p^2*x^2+29232*a *b*c^2*g^2*p*q*x^2+94594*a*b*c^2*g^2*p*r*x^2+80208*a*b*c^2*g^2*p*x^3+4854*a*b*c ^2*g^2*q^2*x^2+41986*a*b*c^2*g^2*q*r*x^2+77280*a*b*c^2*g^2*q*x^3+68320*a*b*c^2* g^2*r^2*x^2+51296*a*b*c^2*g^2*r*x^3-148988*a*b*c^2*g^2*x^4+41974*a*b*c^2*g*p^3* x^2+71978*a*b*c^2*g*p^2*q*x^2+197778*a*b*c^2*g*p^2*r*x^2+98208*a*b*c^2*g*p^2*x^ 3+33134*a*b*c^2*g*p*q^2*x^2+216760*a*b*c^2*g*p*q*r*x^2+207120*a*b*c^2*g*p*q*x^3 +283620*a*b*c^2*g*p*r^2*x^2-18138*a*b*c^2*g*p*r*x^3-484108*a*b*c^2*g*p*x^4+3130 *a*b*c^2*g*q^3*x^2+44742*a*b*c^2*g*q^2*r*x^2+108912*a*b*c^2*g*q^2*x^3+148302*a* b*c^2*g*q*r^2*x^2+96234*a*b*c^2*g*q*r*x^3-484108*a*b*c^2*g*q*x^4+127816*a*b*c^2 *g*r^3*x^2-173304*a*b*c^2*g*r^2*x^3-574292*a*b*c^2*g*r*x^4+18862*a*b*c^2*p^4*x^ 2+47308*a*b*c^2*p^3*q*x^2+116596*a*b*c^2*p^3*r*x^2+32824*a*b*c^2*p^3*x^3+38628* a*b*c^2*p^2*q^2*x^2+214824*a*b*c^2*p^2*q*r*x^2+116184*a*b*c^2*p^2*q*x^3+248038* a*b*c^2*p^2*r^2*x^2-126756*a*b*c^2*p^2*r*x^3-357156*a*b*c^2*p^2*x^4+10780*a*b*c ^2*p*q^3*x^2+111972*a*b*c^2*p*q^2*r*x^2+133896*a*b*c^2*p*q^2*x^3+297740*a*b*c^2 *p*q*r^2*x^2-69456*a*b*c^2*p*q*r*x^3-714312*a*b*c^2*p*q*x^4+221736*a*b*c^2*p*r^ 3*x^2-461730*a*b*c^2*p*r^2*x^3-778360*a*b*c^2*p*r*x^4+598*a*b*c^2*q^4*x^2+13744 *a*b*c^2*q^3*r*x^2+50536*a*b*c^2*q^3*x^3+73186*a*b*c^2*q^2*r^2*x^2+57300*a*b*c^ 2*q^2*r*x^3-357156*a*b*c^2*q^2*x^4+130224*a*b*c^2*q*r^3*x^2-239934*a*b*c^2*q*r^ 2*x^3-778360*a*b*c^2*q*r*x^4+71432*a*b*c^2*r^4*x^2-319904*a*b*c^2*r^3*x^3-\ 402020*a*b*c^2*r^2*x^4+542*a*b*c*g^4*p*x^2+146*a*b*c*g^4*q*x^2+876*a*b*c*g^4*r* x^2+1848*a*b*c*g^4*x^3+4612*a*b*c*g^3*p^2*x^2+4144*a*b*c*g^3*p*q*x^2+15253*a*b* c*g^3*p*r*x^2+16248*a*b*c*g^3*p*x^3+538*a*b*c*g^3*q^2*x^2+5671*a*b*c*g^3*q*r*x^ 2+14416*a*b*c*g^3*q*x^3+11441*a*b*c*g^3*r^2*x^2+16780*a*b*c*g^3*r*x^3-24460*a*b *c*g^3*x^4+11567*a*b*c*g^2*p^3*x^2+19219*a*b*c*g^2*p^2*q*x^2+55799*a*b*c*g^2*p^ 2*r*x^2+33878*a*b*c*g^2*p^2*x^3+8287*a*b*c*g^2*p*q^2*x^2+58164*a*b*c*g^2*p*q*r* x^2+67112*a*b*c*g^2*p*q*x^3+81750*a*b*c*g^2*p*r^2*x^2+21649*a*b*c*g^2*p*r*x^3-\ 134550*a*b*c*g^2*p*x^4+635*a*b*c*g^2*q^3*x^2+10565*a*b*c*g^2*q^2*r*x^2+33234*a* b*c*g^2*q^2*x^3+40017*a*b*c*g^2*q*r^2*x^2+49895*a*b*c*g^2*q*r*x^3-134550*a*b*c* g^2*q*x^4+37518*a*b*c*g^2*r^3*x^2-28484*a*b*c*g^2*r^2*x^3-172138*a*b*c*g^2*r*x^ 4+11429*a*b*c*g*p^4*x^2+28326*a*b*c*g*p^3*q*x^2+71560*a*b*c*g*p^3*r*x^2+24638*a *b*c*g*p^3*x^3+22646*a*b*c*g*p^2*q^2*x^2+129558*a*b*c*g*p^2*q*r*x^2+81630*a*b*c *g*p^2*q*x^3+153943*a*b*c*g*p^2*r^2*x^2-51798*a*b*c*g*p^2*r*x^3-215798*a*b*c*g* p^2*x^4+6030*a*b*c*g*p*q^3*x^2+65280*a*b*c*g*p*q^2*r*x^2+89346*a*b*c*g*p*q^2*x^ 3+180874*a*b*c*g*p*q*r^2*x^2+2664*a*b*c*g*p*q*r*x^3-431596*a*b*c*g*p*q*x^4+ 138922*a*b*c*g*p*r^3*x^2-247473*a*b*c*g*p*r^2*x^3-496588*a*b*c*g*p*r*x^4+281*a* b*c*g*q^4*x^2+7282*a*b*c*g*q^3*r*x^2+32354*a*b*c*g*q^3*x^3+42373*a*b*c*g*q^2*r^ 2*x^2+54462*a*b*c*g*q^2*r*x^3-215798*a*b*c*g*q^2*x^4+79642*a*b*c*g*q*r^3*x^2-\ 110415*a*b*c*g*q*r^2*x^3-496588*a*b*c*g*q*r*x^4+45110*a*b*c*g*r^4*x^2-183832*a* b*c*g*r^3*x^3-280782*a*b*c*g*r^2*x^4+3928*a*b*c*p^5*x^2+13070*a*b*c*p^4*q*x^2+ 30024*a*b*c*p^4*r*x^2+5196*a*b*c*p^4*x^3+15676*a*b*c*p^3*q^2*x^2+78960*a*b*c*p^ 3*q*r*x^2+27240*a*b*c*p^3*q*x^3+84588*a*b*c*p^3*r^2*x^2-58838*a*b*c*p^3*r*x^3-\ 105060*a*b*c*p^3*x^4+7888*a*b*c*p^2*q^3*x^2+69444*a*b*c*p^2*q^2*r*x^2+50544*a*b *c*p^2*q^2*x^3+164562*a*b*c*p^2*q*r^2*x^2-93606*a*b*c*p^2*q*r*x^3-315180*a*b*c* p^2*q*x^4+112900*a*b*c*p^2*r^3*x^2-264894*a*b*c*p^2*r^2*x^3-330668*a*b*c*p^2*r* x^4+1388*a*b*c*p*q^4*x^2+22104*a*b*c*p*q^3*r*x^2+40152*a*b*c*p*q^3*x^3+93660*a* b*c*p*q^2*r^2*x^2-10698*a*b*c*p*q^2*r*x^3-315180*a*b*c*p*q^2*x^4+144524*a*b*c*p *q*r^3*x^2-339840*a*b*c*p*q*r^2*x^3-661336*a*b*c*p*q*r*x^4+72492*a*b*c*p*r^4*x^ 2-347604*a*b*c*p*r^3*x^3-319020*a*b*c*p*r^2*x^4+34*a*b*c*q^5*x^2+1596*a*b*c*q^4 *r*x^2+11652*a*b*c*q^4*x^3+13686*a*b*c*q^3*r^2*x^2+24070*a*b*c*q^3*r*x^3-105060 *a*b*c*q^3*x^4+39892*a*b*c*q^2*r^3*x^2-74946*a*b*c*q^2*r^2*x^3-330668*a*b*c*q^2 *r*x^4+45852*a*b*c*q*r^4*x^2-231372*a*b*c*q*r^3*x^3-319020*a*b*c*q*r^2*x^4+ 18084*a*b*c*r^5*x^2-146744*a*b*c*r^4*x^3-64340*a*b*c*r^3*x^4+204*a*b*g^4*p^2*x^ 2+144*a*b*g^4*p*q*x^2+744*a*b*g^4*p*r*x^2+1056*a*b*g^4*p*x^3+6*a*b*g^4*q^2*x^2+ 150*a*b*g^4*q*r*x^2+792*a*b*g^4*q*x^3+612*a*b*g^4*r^2*x^2+1716*a*b*g^4*r*x^3-\ 1188*a*b*g^4*x^4+942*a*b*g^3*p^3*x^2+1462*a*b*g^3*p^2*q*x^2+4780*a*b*g^3*p^2*r* x^2+3724*a*b*g^3*p^2*x^3+538*a*b*g^3*p*q^2*x^2+4456*a*b*g^3*p*q*r*x^2+6784*a*b* g^3*p*q*x^3+7324*a*b*g^3*p*r^2*x^2+5944*a*b*g^3*p*r*x^3-11096*a*b*g^3*p*x^4+18* a*b*g^3*q^3*x^2+556*a*b*g^3*q^2*r*x^2+3060*a*b*g^3*q^2*x^3+3100*a*b*g^3*q*r^2*x ^2+7560*a*b*g^3*q*r*x^3-11096*a*b*g^3*q*x^4+3486*a*b*g^3*r^3*x^2+864*a*b*g^3*r^ 2*x^3-15704*a*b*g^3*r*x^4+1602*a*b*g^2*p^4*x^2+3874*a*b*g^2*p^3*q*x^2+10306*a*b *g^2*p^3*r*x^2+4505*a*b*g^2*p^3*x^3+2960*a*b*g^2*p^2*q^2*x^2+17986*a*b*g^2*p^2* q*r*x^2+13873*a*b*g^2*p^2*q*x^3+22696*a*b*g^2*p^2*r^2*x^2-1436*a*b*g^2*p^2*r*x^ 3-30262*a*b*g^2*p^2*x^4+706*a*b*g^2*p*q^3*x^2+8404*a*b*g^2*p*q^2*r*x^2+14231*a* b*g^2*p*q^2*x^3+25496*a*b*g^2*p*q*r^2*x^2+10800*a*b*g^2*p*q*r*x^3-60524*a*b*g^2 *p*q*x^4+20882*a*b*g^2*p*r^3*x^2-27243*a*b*g^2*p*r^2*x^3-75484*a*b*g^2*p*r*x^4+ 18*a*b*g^2*q^4*x^2+724*a*b*g^2*q^3*r*x^2+4863*a*b*g^2*q^3*x^3+5356*a*b*g^2*q^2* r^2*x^2+12236*a*b*g^2*q^2*r*x^3-30262*a*b*g^2*q^2*x^4+11384*a*b*g^2*q*r^3*x^2-\ 7069*a*b*g^2*q*r^2*x^3-75484*a*b*g^2*q*r*x^4+6890*a*b*g^2*r^4*x^2-23700*a*b*g^2 *r^3*x^3-48476*a*b*g^2*r^2*x^4+1194*a*b*g*p^5*x^2+3938*a*b*g*p^4*q*x^2+9248*a*b *g*p^4*r*x^2+2088*a*b*g*p^4*x^3+4656*a*b*g*p^3*q^2*x^2+24012*a*b*g*p^3*q*r*x^2+ 9952*a*b*g*p^3*q*x^3+26350*a*b*g*p^3*r^2*x^2-14572*a*b*g*p^3*r*x^3-31878*a*b*g* p^3*x^4+2280*a*b*g*p^2*q^3*x^2+20660*a*b*g*p^2*q^2*r*x^2+17328*a*b*g*p^2*q^2*x^ 3+50486*a*b*g*p^2*q*r^2*x^2-19236*a*b*g*p^2*q*r*x^3-95634*a*b*g*p^2*q*x^4+35502 *a*b*g*p^2*r^3*x^2-74992*a*b*g*p^2*r^2*x^3-106190*a*b*g*p^2*r*x^4+374*a*b*g*p*q ^4*x^2+6276*a*b*g*p*q^3*r*x^2+13152*a*b*g*p*q^3*x^3+27926*a*b*g*p*q^2*r^2*x^2+ 5244*a*b*g*p*q^2*r*x^3-95634*a*b*g*p*q^2*x^4+44688*a*b*g*p*q*r^3*x^2-90648*a*b* g*p*q*r^2*x^3-212380*a*b*g*p*q*r*x^4+22976*a*b*g*p*r^4*x^2-103368*a*b*g*p*r^3*x ^3-112680*a*b*g*p*r^2*x^4+6*a*b*g*q^5*x^2+380*a*b*g*q^4*r*x^2+3688*a*b*g*q^4*x^ 3+3790*a*b*g*q^3*r^2*x^2+9908*a*b*g*q^3*r*x^3-31878*a*b*g*q^3*x^4+11922*a*b*g*q ^2*r^3*x^2-15656*a*b*g*q^2*r^2*x^3-106190*a*b*g*q^2*r*x^4+14276*a*b*g*q*r^4*x^2 -65960*a*b*g*q*r^3*x^3-112680*a*b*g*q*r^2*x^4+5770*a*b*g*r^5*x^2-45036*a*b*g*r^ 4*x^3-27950*a*b*g*r^3*x^4+330*a*b*p^6*x^2+1382*a*b*p^5*q*x^2+2978*a*b*p^5*r*x^2 +251*a*b*p^5*x^3+2228*a*b*p^4*q^2*x^2+10332*a*b*p^4*q*r*x^2+2097*a*b*p^4*q*x^3+ 10366*a*b*p^4*r^2*x^2-8842*a*b*p^4*r*x^3-11524*a*b*p^4*x^4+1692*a*b*p^3*q^3*x^2 +13190*a*b*p^3*q^2*r*x^2+5878*a*b*p^3*q^2*x^3+28546*a*b*p^3*q*r^2*x^2-23076*a*b *p^3*q*r*x^3-46096*a*b*p^3*q*x^4+18284*a*b*p^3*r^3*x^2-47043*a*b*p^3*r^2*x^3-\ 46288*a*b*p^3*r*x^4+578*a*b*p^2*q^4*x^2+7358*a*b*p^2*q^3*r*x^2+7562*a*b*p^2*q^3 *x^3+26916*a*b*p^2*q^2*r^2*x^2-16176*a*b*p^2*q^2*r*x^3-69144*a*b*p^2*q^2*x^4+ 37466*a*b*p^2*q*r^3*x^2-101019*a*b*p^2*q*r^2*x^3-138864*a*b*p^2*q*r*x^4+17486*a *b*p^2*r^4*x^2-88640*a*b*p^2*r^3*x^3-61574*a*b*p^2*r^2*x^4+62*a*b*p*q^5*x^2+ 1584*a*b*p*q^4*r*x^2+4623*a*b*p*q^4*x^3+9658*a*b*p*q^3*r^2*x^2+1508*a*b*p*q^3*r *x^3-46096*a*b*p*q^3*x^4+23174*a*b*p*q^2*r^3*x^2-60909*a*b*p*q^2*r^2*x^3-138864 *a*b*p*q^2*r*x^4+23712*a*b*p*q*r^4*x^2-129568*a*b*p*q*r^3*x^3-123148*a*b*p*q*r^ 2*x^4+8674*a*b*p*r^5*x^2-72774*a*b*p*r^4*x^3-18836*a*b*p*r^3*x^4+62*a*b*q^5*r*x ^2+1093*a*b*q^5*x^3+922*a*b*q^4*r^2*x^2+3450*a*b*q^4*r*x^3-11524*a*b*q^4*x^4+ 3992*a*b*q^3*r^3*x^2-6933*a*b*q^3*r^2*x^3-46288*a*b*q^3*r*x^4+7220*a*b*q^2*r^4* x^2-40928*a*b*q^2*r^3*x^3-61574*a*b*q^2*r^2*x^4+5842*a*b*q*r^5*x^2-53722*a*b*q* r^4*x^3-18836*a*b*q*r^3*x^4+1754*a*b*r^6*x^2-22084*a*b*r^5*x^3+8538*a*b*r^4*x^4 +3296*a*c^7*x^2+7312*a*c^6*g*x^2+15504*a*c^6*p*x^2+7120*a*c^6*q*x^2+23120*a*c^6 *r*x^2+19872*a*c^6*x^3+6384*a*c^5*g^2*x^2+29600*a*c^5*g*p*x^2+13392*a*c^5*g*q*x ^2+44216*a*c^5*g*r*x^2+41616*a*c^5*g*x^3+28376*a*c^5*p^2*x^2+30528*a*c^5*p*q*x^ 2+86240*a*c^5*p*r*x^2+46672*a*c^5*p*x^3+6184*a*c^5*q^2*x^2+43600*a*c^5*q*r*x^2+ 51728*a*c^5*q*x^3+60072*a*c^5*r^2*x^2-3312*a*c^5*r*x^3-130240*a*c^5*x^4+2728*a* c^4*g^3*x^2+21760*a*c^4*g^2*p*x^2+9576*a*c^4*g^2*q*x^2+32612*a*c^4*g^2*r*x^2+ 34712*a*c^4*g^2*x^3+45344*a*c^4*g*p^2*x^2+48256*a*c^4*g*p*q*x^2+138348*a*c^4*g* p*r*x^2+83592*a*c^4*g*p*x^3+9528*a*c^4*g*q^2*x^2+68788*a*c^4*g*q*r*x^2+89384*a* c^4*g*q*x^3+96664*a*c^4*g*r^2*x^2+11132*a*c^4*g*r*x^3-207704*a*c^4*g*x^4+26980* a*c^4*p^3*x^2+48308*a*c^4*p^2*q*x^2+123620*a*c^4*p^2*r*x^2+42672*a*c^4*p^2*x^3+ 24076*a*c^4*p*q^2*x^2+142376*a*c^4*p*q*r*x^2+99632*a*c^4*p*q*x^3+173804*a*c^4*p *r^2*x^2-68904*a*c^4*p*r*x^3-289392*a*c^4*p*x^4+2748*a*c^4*q^3*x^2+32556*a*c^4* q^2*r*x^2+56960*a*c^4*q^2*x^3+96244*a*c^4*q*r^2*x^2+7928*a*c^4*q*r*x^3-289392*a *c^4*q*x^4+77164*a*c^4*r^3*x^2-146148*a*c^4*r^2*x^3-314232*a*c^4*r*x^4+566*a*c^ 3*g^4*x^2+7620*a*c^3*g^3*p*x^2+3176*a*c^3*g^3*q*x^2+11494*a*c^3*g^3*r*x^2+14484 *a*c^3*g^3*x^3+26946*a*c^3*g^2*p^2*x^2+28096*a*c^3*g^2*p*q*x^2+82916*a*c^3*g^2* p*r*x^2+57708*a*c^3*g^2*p*x^3+5286*a*c^3*g^2*q^2*x^2+39844*a*c^3*g^2*q*r*x^2+ 59060*a*c^3*g^2*q*x^3+58382*a*c^3*g^2*r^2*x^2+21964*a*c^3*g^2*r*x^3-124264*a*c^ 3*g^2*x^4+34616*a*c^3*g*p^3*x^2+61488*a*c^3*g*p^2*q*x^2+159448*a*c^3*g*p^2*r*x^ 2+63304*a*c^3*g*p^2*x^3+30168*a*c^3*g*p*q^2*x^2+181548*a*c^3*g*p*q*r*x^2+141168 *a*c^3*g*p*q*x^3+225190*a*c^3*g*p*r^2*x^2-58386*a*c^3*g*p*r*x^3-370000*a*c^3*g* p*x^4+3296*a*c^3*g*q^3*x^2+40460*a*c^3*g*q^2*r*x^2+77864*a*c^3*g*q^2*x^3+122864 *a*c^3*g*q*r^2*x^2+35998*a*c^3*g*q*r*x^3-370000*a*c^3*g*q*x^4+100358*a*c^3*g*r^ 3*x^2-165768*a*c^3*g*r^2*x^3-416040*a*c^3*g*r*x^4+14628*a*c^3*p^4*x^2+37628*a*c ^3*p^3*q*x^2+89020*a*c^3*p^3*r*x^2+18648*a*c^3*p^3*x^3+32028*a*c^3*p^2*q^2*x^2+ 168048*a*c^3*p^2*q*r*x^2+71336*a*c^3*p^2*q*x^3+187632*a*c^3*p^2*r^2*x^2-117004* a*c^3*p^2*r*x^3-255888*a*c^3*p^2*x^4+9684*a*c^3*p*q^3*x^2+91260*a*c^3*p*q^2*r*x ^2+86728*a*c^3*p*q^2*x^3+230856*a*c^3*p*q*r^2*x^2-95768*a*c^3*p*q*r*x^3-511776* a*c^3*p*q*x^4+166716*a*c^3*p*r^3*x^2-370538*a*c^3*p*r^2*x^3-536752*a*c^3*p*r*x^ 4+656*a*c^3*q^4*x^2+12232*a*c^3*q^3*r*x^2+34040*a*c^3*q^3*x^3+59400*a*c^3*q^2*r ^2*x^2+21236*a*c^3*q^2*r*x^3-255888*a*c^3*q^2*x^4+100436*a*c^3*q*r^3*x^2-210250 *a*c^3*q*r^2*x^3-536752*a*c^3*q*r*x^4+53476*a*c^3*r^4*x^2-247248*a*c^3*r^3*x^3-\ 258624*a*c^3*r^2*x^4+45*a*c^2*g^5*x^2+1255*a*c^2*g^4*p*x^2+465*a*c^2*g^4*q*x^2+ 1918*a*c^2*g^4*r*x^2+3048*a*c^2*g^4*x^3+7246*a*c^2*g^3*p^2*x^2+7256*a*c^2*g^3*p *q*x^2+22711*a*c^2*g^3*p*r*x^2+18954*a*c^2*g^3*p*x^3+1236*a*c^2*g^3*q^2*x^2+ 10145*a*c^2*g^3*q*r*x^2+18346*a*c^2*g^3*q*x^3+16280*a*c^2*g^3*r^2*x^2+12963*a*c ^2*g^3*r*x^3-34254*a*c^2*g^3*x^4+15565*a*c^2*g^2*p^3*x^2+27229*a*c^2*g^2*p^2*q* x^2+72523*a*c^2*g^2*p^2*r*x^2+34148*a*c^2*g^2*p^2*x^3+12961*a*c^2*g^2*p*q^2*x^2 +80684*a*c^2*g^2*p*q*r*x^2+72280*a*c^2*g^2*p*q*x^3+103486*a*c^2*g^2*p*r^2*x^2-\ 5673*a*c^2*g^2*p*r*x^3-166778*a*c^2*g^2*p*x^4+1297*a*c^2*g^2*q^3*x^2+17039*a*c^ 2*g^2*q^2*r*x^2+38132*a*c^2*g^2*q^2*x^3+54779*a*c^2*g^2*q*r^2*x^2+34385*a*c^2*g ^2*q*r*x^3-166778*a*c^2*g^2*q*x^4+46528*a*c^2*g^2*r^3*x^2-60003*a*c^2*g^2*r^2*x ^3-197624*a*c^2*g^2*r*x^4+14107*a*c^2*g*p^4*x^2+36076*a*c^2*g*p^3*q*x^2+86370*a *c^2*g*p^3*r*x^2+21898*a*c^2*g*p^3*x^3+30396*a*c^2*g*p^2*q^2*x^2+161714*a*c^2*g *p^2*q*r*x^2+78294*a*c^2*g*p^2*q*x^3+182985*a*c^2*g*p^2*r^2*x^2-93106*a*c^2*g*p ^2*r*x^3-245790*a*c^2*g*p^2*x^4+8992*a*c^2*g*p*q^3*x^2+86488*a*c^2*g*p*q^2*r*x^ 2+90894*a*c^2*g*p*q^2*x^3+222904*a*c^2*g*p*q*r^2*x^2-57584*a*c^2*g*p*q*r*x^3-\ 491580*a*c^2*g*p*q*x^4+163288*a*c^2*g*p*r^3*x^2-330949*a*c^2*g*p*r^2*x^3-534566 *a*c^2*g*p*r*x^4+565*a*c^2*g*q^4*x^2+11144*a*c^2*g*q^3*r*x^2+34498*a*c^2*g*q^3* x^3+56155*a*c^2*g*q^2*r^2*x^2+35522*a*c^2*g*q^2*r*x^3-245790*a*c^2*g*q^2*x^4+ 97266*a*c^2*g*q*r^3*x^2-176447*a*c^2*g*q*r^2*x^3-534566*a*c^2*g*q*r*x^4+52566*a *c^2*g*r^4*x^2-228904*a*c^2*g*r^3*x^3-274222*a*c^2*g*r^2*x^4+4570*a*c^2*p^5*x^2 +15552*a*c^2*p^4*q*x^2+34396*a*c^2*p^4*r*x^2+3674*a*c^2*p^4*x^3+19316*a*c^2*p^3 *q^2*x^2+92420*a*c^2*p^3*q*r*x^2+22672*a*c^2*p^3*q*x^3+95994*a*c^2*p^3*r^2*x^2-\ 76434*a*c^2*p^3*r*x^3-112544*a*c^2*p^3*x^4+10336*a*c^2*p^2*q^3*x^2+84078*a*c^2* p^2*q^2*r*x^2+45972*a*c^2*p^2*q^2*x^3+190800*a*c^2*p^2*q*r^2*x^2-136974*a*c^2*p ^2*q*r*x^3-337632*a*c^2*p^2*q*x^4+127306*a*c^2*p^2*r^3*x^2-313794*a*c^2*p^2*r^2 *x^3-340362*a*c^2*p^2*r*x^4+2082*a*c^2*p*q^4*x^2+28480*a*c^2*p*q^3*r*x^2+38624* a*c^2*p*q^3*x^3+112518*a*c^2*p*q^2*r^2*x^2-44646*a*c^2*p*q^2*r*x^3-337632*a*c^2 *p*q^2*x^4+166548*a*c^2*p*q*r^3*x^2-422892*a*c^2*p*q*r^2*x^3-680724*a*c^2*p*q*r *x^4+81364*a*c^2*p*r^4*x^2-399340*a*c^2*p*r^3*x^3-304788*a*c^2*p*r^2*x^4+80*a*c ^2*q^5*x^2+2426*a*c^2*q^4*r*x^2+11650*a*c^2*q^4*x^3+17712*a*c^2*q^3*r^2*x^2+ 15894*a*c^2*q^3*r*x^3-112544*a*c^2*q^3*x^4+47756*a*c^2*q^2*r^3*x^2-109098*a*c^2 *q^2*r^2*x^3-340362*a*c^2*q^2*r*x^4+52616*a*c^2*q*r^4*x^2-276124*a*c^2*q*r^3*x^ 3-304788*a*c^2*q*r^2*x^4+20226*a*c^2*r^5*x^2-165654*a*c^2*r^4*x^3-48296*a*c^2*r ^3*x^4+77*a*c*g^5*p*x^2+21*a*c*g^5*q*x^2+121*a*c*g^5*r*x^2+262*a*c*g^5*x^3+841* a*c*g^4*p^2*x^2+772*a*c*g^4*p*q*x^2+2748*a*c*g^4*p*r*x^2+2884*a*c*g^4*p*x^3+103 *a*c*g^4*q^2*x^2+1031*a*c*g^4*q*r*x^2+2578*a*c*g^4*q*x^3+2053*a*c*g^4*r^2*x^2+ 3091*a*c*g^4*r*x^3-4208*a*c*g^4*x^4+2849*a*c*g^3*p^3*x^2+4835*a*c*g^3*p^2*q*x^2 +13606*a*c*g^3*p^2*r*x^2+7892*a*c*g^3*p^2*x^3+2162*a*c*g^3*p*q^2*x^2+14428*a*c* g^3*p*q*r*x^2+15704*a*c*g^3*p*q*x^3+19855*a*c*g^3*p*r^2*x^2+5281*a*c*g^3*p*r*x^ 3-30875*a*c*g^3*p*x^4+176*a*c*g^3*q^3*x^2+2696*a*c*g^3*q^2*r*x^2+7812*a*c*g^3*q ^2*x^3+9872*a*c*g^3*q*r^2*x^2+11894*a*c*g^3*q*r*x^3-30875*a*c*g^3*q*x^4+9098*a* c*g^3*r^3*x^2-6516*a*c*g^3*r^2*x^3-39489*a*c*g^3*r*x^4+4255*a*c*g^2*p^4*x^2+ 10757*a*c*g^2*p^3*q*x^2+26392*a*c*g^2*p^3*r*x^2+8316*a*c*g^2*p^3*x^3+8882*a*c*g ^2*p^2*q^2*x^2+48599*a*c*g^2*p^2*q*r*x^2+27754*a*c*g^2*p^2*q*x^3+56548*a*c*g^2* p^2*r^2*x^2-19338*a*c*g^2*p^2*r*x^3-74185*a*c*g^2*p^2*x^4+2513*a*c*g^2*p*q^3*x^ 2+25179*a*c*g^2*p*q^2*r*x^2+30560*a*c*g^2*p*q^2*x^3+67501*a*c*g^2*p*q*r^2*x^2-\ 1530*a*c*g^2*p*q*r*x^3-148370*a*c*g^2*p*q*x^4+50940*a*c*g^2*p*r^3*x^2-88880*a*c *g^2*p*r^2*x^3-170393*a*c*g^2*p*r*x^4+133*a*c*g^2*q^4*x^2+2972*a*c*g^2*q^3*r*x^ 2+11122*a*c*g^2*q^3*x^3+16263*a*c*g^2*q^2*r^2*x^2+17808*a*c*g^2*q^2*r*x^3-74185 *a*c*g^2*q^2*x^4+29659*a*c*g^2*q*r^3*x^2-41219*a*c*g^2*q*r^2*x^3-170393*a*c*g^2 *q*r*x^4+16529*a*c*g^2*r^4*x^2-65876*a*c*g^2*r^3*x^3-95745*a*c*g^2*r^2*x^4+2938 *a*c*g*p^5*x^2+9957*a*c*g*p^4*q*x^2+22247*a*c*g*p^4*r*x^2+3211*a*c*g*p^4*x^3+ 12286*a*c*g*p^3*q^2*x^2+59432*a*c*g*p^3*q*r*x^2+17420*a*c*g*p^3*q*x^3+62406*a*c *g*p^3*r^2*x^2-43767*a*c*g*p^3*r*x^3-72142*a*c*g*p^3*x^4+6496*a*c*g*p^2*q^3*x^2 +53553*a*c*g*p^2*q^2*r*x^2+32994*a*c*g*p^2*q^2*x^3+123189*a*c*g*p^2*q*r^2*x^2-\ 73455*a*c*g*p^2*q*r*x^3-216426*a*c*g*p^2*q*x^4+83116*a*c*g*p^2*r^3*x^2-191975*a *c*g*p^2*r^2*x^3-226415*a*c*g*p^2*r*x^4+1272*a*c*g*p*q^4*x^2+17798*a*c*g*p*q^3* r*x^2+26572*a*c*g*p*q^3*x^3+71760*a*c*g*p*q^2*r^2*x^2-15609*a*c*g*p*q^2*r*x^3-\ 216426*a*c*g*p*q^2*x^4+107910*a*c*g*p*q*r^3*x^2-251832*a*c*g*p*q*r^2*x^3-452830 *a*c*g*p*q*r*x^4+53312*a*c*g*p*r^4*x^2-250794*a*c*g*p*r^3*x^3-216656*a*c*g*p*r^ 2*x^4+43*a*c*g*q^5*x^2+1430*a*c*g*q^4*r*x^2+7787*a*c*g*q^4*x^3+10977*a*c*g*q^3* r^2*x^2+14079*a*c*g*q^3*r*x^3-72142*a*c*g*q^3*x^4+30493*a*c*g*q^2*r^3*x^2-59857 *a*c*g*q^2*r^2*x^3-226415*a*c*g*q^2*r*x^4+34196*a*c*g*q*r^4*x^2-170006*a*c*g*q* r^3*x^3-216656*a*c*g*q*r^2*x^4+13293*a*c*g*r^5*x^2-105797*a*c*g*r^4*x^3-42274*a *c*g*r^3*x^4+768*a*c*p^6*x^2+3280*a*c*p^5*q*x^2+6826*a*c*p^5*r*x^2+165*a*c*p^5* x^3+5444*a*c*p^4*q^2*x^2+24118*a*c*p^4*q*r*x^2+2821*a*c*p^4*q*x^3+23536*a*c*p^4 *r^2*x^2-22098*a*c*p^4*r*x^3-24624*a*c*p^4*x^4+4336*a*c*p^3*q^3*x^2+31638*a*c*p ^3*q^2*r*x^2+9634*a*c*p^3*q^2*x^3+65972*a*c*p^3*q*r^2*x^2-61328*a*c*p^3*q*r*x^3 -98496*a*c*p^3*q*x^4+41244*a*c*p^3*r^3*x^2-109839*a*c*p^3*r^2*x^3-94914*a*c*p^3 *r*x^4+1624*a*c*p^2*q^4*x^2+18466*a*c*p^2*q^3*r*x^2+13626*a*c*p^2*q^3*x^3+63918 *a*c*p^2*q^2*r^2*x^2-51396*a*c*p^2*q^2*r*x^3-147744*a*c*p^2*q^2*x^4+86008*a*c*p ^2*q*r^3*x^2-243585*a*c*p^2*q*r^2*x^3-284742*a*c*p^2*q*r*x^4+39256*a*c*p^2*r^4* x^2-201644*a*c*p^2*r^3*x^3-116400*a*c*p^2*r^2*x^4+224*a*c*p*q^5*x^2+4360*a*c*p* q^4*r*x^2+8809*a*c*p*q^4*x^3+24064*a*c*p*q^3*r^2*x^2-7200*a*c*p*q^3*r*x^3-98496 *a*c*p*q^3*x^4+54698*a*c*p*q^2*r^3*x^2-157653*a*c*p*q^2*r^2*x^3-284742*a*c*p*q^ 2*r*x^4+54172*a*c*p*q*r^4*x^2-302560*a*c*p*q*r^3*x^3-232800*a*c*p*q*r^2*x^4+ 19402*a*c*p*r^5*x^2-162988*a*c*p*r^4*x^3-23748*a*c*p*r^3*x^4+4*a*c*q^6*x^2+240* a*c*q^5*r*x^2+2161*a*c*q^5*x^3+2582*a*c*q^4*r^2*x^2+4966*a*c*q^4*r*x^3-24624*a* c*q^4*x^4+9934*a*c*q^3*r^3*x^2-23907*a*c*q^3*r^2*x^3-94914*a*c*q^3*r*x^4+16974* a*c*q^2*r^4*x^2-100916*a*c*q^2*r^3*x^3-116400*a*c*q^2*r^2*x^4+13298*a*c*q*r^5*x ^2-123124*a*c*q*r^4*x^3-23748*a*c*q*r^3*x^4+3912*a*c*r^6*x^2-48920*a*c*r^5*x^3+ 23548*a*c*r^4*x^4+30*a*g^5*p^2*x^2+22*a*g^5*p*q*x^2+109*a*g^5*p*r*x^2+151*a*g^5 *p*x^3+a*g^5*q^2*x^2+23*a*g^5*q*r*x^2+115*a*g^5*q*x^3+90*a*g^5*r^2*x^2+251*a*g^ 5*r*x^3-162*a*g^5*x^4+174*a*g^4*p^3*x^2+277*a*g^4*p^2*q*x^2+877*a*g^4*p^2*r*x^2 +655*a*g^4*p^2*x^3+107*a*g^4*p*q^2*x^2+838*a*g^4*p*q*r*x^2+1201*a*g^4*p*q*x^3+ 1342*a*g^4*p*r^2*x^2+1067*a*g^4*p*r*x^3-1906*a*g^4*p*x^4+4*a*g^4*q^3*x^2+111*a* g^4*q^2*r*x^2+546*a*g^4*q^2*x^3+584*a*g^4*q*r^2*x^2+1355*a*g^4*q*r*x^3-1906*a*g ^4*q*x^4+639*a*g^4*r^3*x^2+156*a*g^4*r^2*x^3-2704*a*g^4*r*x^4+396*a*g^3*p^4*x^2 +978*a*g^3*p^3*q*x^2+2526*a*g^3*p^3*r*x^2+1025*a*g^3*p^3*x^3+774*a*g^3*p^2*q^2* x^2+4494*a*g^3*p^2*q*r*x^2+3175*a*g^3*p^2*q*x^3+5544*a*g^3*p^2*r^2*x^2-443*a*g^ 3*p^2*r*x^3-6928*a*g^3*p^2*x^4+198*a*g^3*p*q^3*x^2+2172*a*g^3*p*q^2*r*x^2+3275* a*g^3*p*q^2*x^3+6348*a*g^3*p*q*r^2*x^2+2308*a*g^3*p*q*r*x^3-13856*a*g^3*p*q*x^4 +5094*a*g^3*p*r^3*x^2-6602*a*g^3*p*r^2*x^3-17260*a*g^3*p*r*x^4+6*a*g^3*q^4*x^2+ 204*a*g^3*q^3*r*x^2+1125*a*g^3*q^3*x^3+1386*a*g^3*q^2*r^2*x^2+2751*a*g^3*q^2*r* x^3-6928*a*g^3*q^2*x^4+2832*a*g^3*q*r^3*x^2-1933*a*g^3*q*r^2*x^3-17260*a*g^3*q* r*x^4+1680*a*g^3*r^4*x^2-5712*a*g^3*r^3*x^3-11022*a*g^3*r^2*x^4+444*a*g^2*p^5*x ^2+1492*a*g^2*p^4*q*x^2+3406*a*g^2*p^4*r*x^2+665*a*g^2*p^4*x^3+1816*a*g^2*p^3*q ^2*x^2+8990*a*g^2*p^3*q*r*x^2+3236*a*g^2*p^3*q*x^3+9660*a*g^2*p^3*r^2*x^2-5497* a*g^2*p^3*r*x^3-10931*a*g^2*p^3*x^4+936*a*g^2*p^2*q^3*x^2+7938*a*g^2*p^2*q^2*r* x^2+5718*a*g^2*p^2*q^2*x^3+18798*a*g^2*p^2*q*r^2*x^2-7949*a*g^2*p^2*q*r*x^3-\ 32793*a*g^2*p^2*q*x^4+12984*a*g^2*p^2*r^3*x^2-27270*a*g^2*p^2*r^2*x^3-36306*a*g ^2*p^2*r*x^4+172*a*g^2*p*q^4*x^2+2530*a*g^2*p*q^3*r*x^2+4388*a*g^2*p*q^3*x^3+ 10668*a*g^2*p*q^2*r^2*x^2+593*a*g^2*p*q^2*r*x^3-32793*a*g^2*p*q^2*x^4+16594*a*g ^2*p*q*r^3*x^2-33948*a*g^2*p*q*r^2*x^3-72612*a*g^2*p*q*r*x^4+8392*a*g^2*p*r^4*x ^2-37359*a*g^2*p*r^3*x^3-38222*a*g^2*p*r^2*x^4+4*a*g^2*q^5*x^2+176*a*g^2*q^4*r* x^2+1241*a*g^2*q^4*x^3+1530*a*g^2*q^3*r^2*x^2+3045*a*g^2*q^3*r*x^3-10931*a*g^2* q^3*x^4+4546*a*g^2*q^2*r^3*x^2-6678*a*g^2*q^2*r^2*x^3-36306*a*g^2*q^2*r*x^4+ 5294*a*g^2*q*r^4*x^2-24397*a*g^2*q*r^3*x^3-38222*a*g^2*q*r^2*x^4+2106*a*g^2*r^5 *x^2-16251*a*g^2*r^4*x^3-9247*a*g^2*r^3*x^4+246*a*g*p^6*x^2+1048*a*g*p^5*q*x^2+ 2197*a*g*p^5*r*x^2+120*a*g*p^5*x^3+1733*a*g*p^4*q^2*x^2+7735*a*g*p^4*q*r*x^2+ 1196*a*g*p^4*q*x^3+7606*a*g*p^4*r^2*x^2-6601*a*g*p^4*r*x^3-7892*a*g*p^4*x^4+ 1372*a*g*p^3*q^3*x^2+10092*a*g*p^3*q^2*r*x^2+3584*a*g*p^3*q^2*x^3+21230*a*g*p^3 *q*r^2*x^2-17840*a*g*p^3*q*r*x^3-31568*a*g*p^3*q*x^4+13374*a*g*p^3*r^3*x^2-\ 34219*a*g*p^3*r^2*x^3-31571*a*g*p^3*r*x^4+508*a*g*p^2*q^4*x^2+5836*a*g*p^2*q^3* r*x^2+4776*a*g*p^2*q^3*x^3+20430*a*g*p^2*q^2*r^2*x^2-13914*a*g*p^2*q^2*r*x^3-\ 47352*a*g*p^2*q^2*x^4+27760*a*g*p^2*q*r^3*x^2-74813*a*g*p^2*q*r^2*x^3-94713*a*g *p^2*q*r*x^4+12766*a*g*p^2*r^4*x^2-64068*a*g*p^2*r^3*x^3-41526*a*g*p^2*r^2*x^4+ 68*a*g*p*q^5*x^2+1351*a*g*p*q^4*r*x^2+2984*a*g*p*q^4*x^3+7594*a*g*p*q^3*r^2*x^2 -712*a*g*p*q^3*r*x^3-31568*a*g*p*q^3*x^4+17516*a*g*p*q^2*r^3*x^2-46969*a*g*p*q^ 2*r^2*x^3-94713*a*g*p*q^2*r*x^4+17530*a*g*p*q*r^4*x^2-95052*a*g*p*q*r^3*x^3-\ 83052*a*g*p*q*r^2*x^4+6325*a*g*p*r^5*x^2-52483*a*g*p*r^4*x^3-11910*a*g*p*r^3*x^ 4+a*g*q^6*x^2+69*a*g*q^5*r*x^2+716*a*g*q^5*x^3+788*a*g*q^4*r^2*x^2+1963*a*g*q^4 *r*x^3-7892*a*g*q^4*x^4+3130*a*g*q^3*r^3*x^2-6375*a*g*q^3*r^2*x^3-31571*a*g*q^3 *r*x^4+5445*a*g*q^2*r^4*x^2-30984*a*g*q^2*r^3*x^3-41526*a*g*q^2*r^2*x^4+4313*a* g*q*r^5*x^2-39275*a*g*q*r^4*x^3-11910*a*g*q*r^3*x^4+1278*a*g*r^6*x^2-15913*a*g* r^5*x^3+6341*a*g*r^4*x^4+54*a*p^7*x^2+279*a*p^6*q*x^2+549*a*p^6*r*x^2-24*a*p^6* x^3+585*a*p^5*q^2*x^2+2424*a*p^5*q*r*x^2+49*a*p^5*q*x^3+2238*a*p^5*r^2*x^2-2363 *a*p^5*r*x^3-2145*a*p^5*x^4+630*a*p^4*q^3*x^2+4215*a*p^4*q^2*r*x^2+605*a*p^4*q^ 2*x^3+8196*a*p^4*q*r^2*x^2-8887*a*p^4*q*r*x^3-10725*a*p^4*q*x^4+4845*a*p^4*r^3* x^2-13654*a*p^4*r^2*x^3-9821*a*p^4*r*x^4+360*a*p^3*q^4*x^2+3600*a*p^3*q^3*r*x^2 +1450*a*p^3*q^3*x^3+11310*a*p^3*q^2*r^2*x^2-11918*a*p^3*q^2*r*x^3-21450*a*p^3*q ^2*x^4+14124*a*p^3*q*r^3*x^2-42788*a*p^3*q*r^2*x^3-39284*a*p^3*q*r*x^4+6090*a*p ^3*r^4*x^2-32277*a*p^3*r^3*x^3-14331*a*p^3*r^2*x^4+99*a*p^2*q^5*x^2+1515*a*p^2* q^4*r*x^2+1570*a*p^2*q^4*x^3+7134*a*p^2*q^3*r^2*x^2-6062*a*p^2*q^3*r*x^3-21450* a*p^2*q^3*x^4+14490*a*p^2*q^2*r^3*x^2-46440*a*p^2*q^2*r^2*x^3-58926*a*p^2*q^2*r *x^4+13251*a*p^2*q*r^4*x^2-76629*a*p^2*q*r^3*x^3-42993*a*p^2*q*r^2*x^4+4479*a*p ^2*r^5*x^2-38177*a*p^2*r^4*x^3-1112*a*p^2*r^3*x^4+9*a*p*q^6*x^2+264*a*p*q^5*r*x ^2+821*a*p*q^5*x^3+1932*a*p*q^4*r^2*x^2-103*a*p*q^4*r*x^3-10725*a*p*q^4*x^4+ 5988*a*p*q^3*r^3*x^2-19132*a*p*q^3*r^2*x^3-39284*a*p*q^3*r*x^4+8985*a*p*q^2*r^4 *x^2-56427*a*p*q^2*r^3*x^3-42993*a*p*q^2*r^2*x^4+6468*a*p*q*r^5*x^2-60687*a*p*q *r^4*x^3-2224*a*p*q*r^3*x^4+1794*a*p*r^6*x^2-22468*a*p*r^5*x^3+12637*a*p*r^4*x^ 4+9*a*q^6*r*x^2+169*a*q^6*x^3+150*a*q^5*r^2*x^2+565*a*q^5*r*x^3-2145*a*q^5*x^4+ 777*a*q^4*r^3*x^2-1826*a*q^4*r^2*x^3-9821*a*q^4*r*x^4+1824*a*q^3*r^4*x^2-12075* a*q^3*r^3*x^3-14331*a*q^3*r^2*x^4+2175*a*q^2*r^5*x^2-22510*a*q^2*r^4*x^3-1112*a *q^2*r^3*x^4+1290*a*q*r^6*x^2-17910*a*q*r^5*x^3+12637*a*q*r^4*x^4+303*a*r^7*x^2 -5253*a*r^6*x^3+7094*a*r^5*x^4+32*b^6*c^2*x^2+32*b^6*c*p*x^2+64*b^6*c*r*x^2+144 *b^6*c*x^3+8*b^6*p^2*x^2+32*b^6*p*r*x^2+72*b^6*p*x^3+40*b^6*q*x^3+24*b^6*r^2*x^ 2+72*b^6*r*x^3-144*b^6*x^4+352*b^5*c^3*x^2+160*b^5*c^2*g*x^2+592*b^5*c^2*p*x^2+ 144*b^5*c^2*q*x^2+1120*b^5*c^2*r*x^2+1648*b^5*c^2*x^3+184*b^5*c*g*p*x^2+24*b^5* c*g*q*x^2+352*b^5*c*g*r*x^2+728*b^5*c*g*x^3+328*b^5*c*p^2*x^2+192*b^5*c*p*q*x^2 +1232*b^5*c*p*r*x^2+1616*b^5*c*p*x^3+352*b^5*c*q*r*x^2+1352*b^5*c*q*x^3+960*b^5 *c*r^2*x^2+1080*b^5*c*r*x^3-3248*b^5*c*x^4+52*b^5*g*p^2*x^2+16*b^5*g*p*q*x^2+ 200*b^5*g*p*r*x^2+380*b^5*g*p*x^3+16*b^5*g*q*r*x^2+236*b^5*g*q*x^3+156*b^5*g*r^ 2*x^2+460*b^5*g*r*x^3-648*b^5*g*x^4+60*b^5*p^3*x^2+60*b^5*p^2*q*x^2+336*b^5*p^2 *r*x^2+396*b^5*p^2*x^3+216*b^5*p*q*r*x^2+692*b^5*p*q*x^3+528*b^5*p*r^2*x^2+492* b^5*p*r*x^3-1480*b^5*p*x^4+296*b^5*q^2*x^3+144*b^5*q*r^2*x^2+684*b^5*q*r*x^3-\ 1480*b^5*q*x^4+252*b^5*r^3*x^2+48*b^5*r^2*x^3-2080*b^5*r*x^4+1600*b^4*c^4*x^2+ 1424*b^4*c^3*g*x^2+3760*b^4*c^3*p*x^2+1280*b^4*c^3*q*x^2+6656*b^4*c^3*r*x^2+ 7872*b^4*c^3*x^3+312*b^4*c^2*g^2*x^2+2552*b^4*c^2*g*p*x^2+760*b^4*c^2*g*q*x^2+ 4584*b^4*c^2*g*r*x^2+6640*b^4*c^2*g*x^3+3192*b^4*c^2*p^2*x^2+2560*b^4*c^2*p*q*x ^2+11192*b^4*c^2*p*r*x^2+10888*b^4*c^2*p*x^3+248*b^4*c^2*q^2*x^2+4408*b^4*c^2*q *r*x^2+10320*b^4*c^2*q*x^3+8448*b^4*c^2*r^2*x^2+3904*b^4*c^2*r*x^3-24328*b^4*c^ 2*x^4+396*b^4*c*g^2*p*x^2+76*b^4*c*g^2*q*x^2+728*b^4*c*g^2*r*x^2+1468*b^4*c*g^2 *x^3+1480*b^4*c*g*p^2*x^2+1048*b^4*c*g*p*q*x^2+5316*b^4*c*g*p*r*x^2+6432*b^4*c* g*p*x^3+68*b^4*c*g*q^2*x^2+1700*b^4*c*g*q*r*x^2+5480*b^4*c*g*q*x^3+4088*b^4*c*g *r^2*x^2+4972*b^4*c*g*r*x^3-12008*b^4*c*g*x^4+1172*b^4*c*p^3*x^2+1592*b^4*c*p^2 *q*x^2+6116*b^4*c*p^2*r*x^2+4908*b^4*c*p^2*x^3+420*b^4*c*p*q^2*x^2+5464*b^4*c*p *q*r*x^2+9624*b^4*c*p*q*x^3+9248*b^4*c*p*r^2*x^2+1840*b^4*c*p*r*x^3-22072*b^4*c *p*x^4+700*b^4*c*q^2*r*x^2+4716*b^4*c*q^2*x^3+3912*b^4*c*q*r^2*x^2+6312*b^4*c*q *r*x^3-22072*b^4*c*q*x^4+4304*b^4*c*r^3*x^2-5044*b^4*c*r^2*x^3-28304*b^4*c*r*x^ 4+122*b^4*g^2*p^2*x^2+56*b^4*g^2*p*q*x^2+460*b^4*g^2*p*r*x^2+790*b^4*g^2*p*x^3+ 56*b^4*g^2*q*r*x^2+526*b^4*g^2*q*x^3+366*b^4*g^2*r^2*x^2+1070*b^4*g^2*r*x^3-\ 1188*b^4*g^2*x^4+280*b^4*g*p^3*x^2+340*b^4*g*p^2*q*x^2+1508*b^4*g*p^2*r*x^2+ 1540*b^4*g*p^2*x^3+60*b^4*g*p*q^2*x^2+1128*b^4*g*p*q*r*x^2+2724*b^4*g*p*q*x^3+ 2344*b^4*g*p*r^2*x^2+2044*b^4*g*p*r*x^3-5464*b^4*g*p*x^4+60*b^4*g*q^2*r*x^2+ 1184*b^4*g*q^2*x^3+768*b^4*g*q*r^2*x^2+2780*b^4*g*q*r*x^3-5464*b^4*g*q*x^4+1116 *b^4*g*r^3*x^2+176*b^4*g*r^2*x^3-7696*b^4*g*r*x^4+158*b^4*p^4*x^2+316*b^4*p^3*q *x^2+1092*b^4*p^3*r*x^2+716*b^4*p^3*x^3+158*b^4*p^2*q^2*x^2+1628*b^4*p^2*q*r*x^ 2+2186*b^4*p^2*q*x^3+2476*b^4*p^2*r^2*x^2-62*b^4*p^2*r*x^3-4990*b^4*p^2*x^4+536 *b^4*p*q^2*r*x^2+2224*b^4*p*q^2*x^3+2388*b^4*p*q*r^2*x^2+2056*b^4*p*q*r*x^3-\ 9980*b^4*p*q*x^4+2308*b^4*p*r^3*x^2-3538*b^4*p*r^2*x^3-12496*b^4*p*r*x^4+754*b^ 4*q^3*x^3+334*b^4*q^2*r^2*x^2+2118*b^4*q^2*r*x^3-4990*b^4*q^2*x^4+1076*b^4*q*r^ 3*x^2-262*b^4*q*r^2*x^3-12496*b^4*q*r*x^4+766*b^4*r^4*x^2-3080*b^4*r^3*x^3-8146 *b^4*r^2*x^4+3776*b^3*c^5*x^2+5008*b^3*c^4*g*x^2+11424*b^3*c^4*p*x^2+4480*b^3*c ^4*q*x^2+19200*b^3*c^4*r*x^2+19456*b^3*c^4*x^3+2176*b^3*c^3*g^2*x^2+12232*b^3*c ^3*g*p*x^2+4552*b^3*c^3*g*q*x^2+20752*b^3*c^3*g*r*x^2+24272*b^3*c^3*g*x^3+13112 *b^3*c^3*p^2*x^2+12000*b^3*c^3*p*q*x^2+43760*b^3*c^3*p*r*x^2+33960*b^3*c^3*p*x^ 3+1720*b^3*c^3*q^2*x^2+19552*b^3*c^3*q*r*x^2+34600*b^3*c^3*q*x^3+32120*b^3*c^3* r^2*x^2+3888*b^3*c^3*r*x^3-85040*b^3*c^3*x^4+308*b^3*c^2*g^3*x^2+4104*b^3*c^2*g ^2*p*x^2+1344*b^3*c^2*g^2*q*x^2+7072*b^3*c^2*g^2*r*x^2+10300*b^3*c^2*g^2*x^3+ 10668*b^3*c^2*g*p^2*x^2+9320*b^3*c^2*g*p*q*x^2+36136*b^3*c^2*g*p*r*x^2+32928*b^ 3*c^2*g*p*x^3+1188*b^3*c^2*g*q^2*x^2+14960*b^3*c^2*g*q*r*x^2+31412*b^3*c^2*g*q* x^3+26868*b^3*c^2*g*r^2*x^2+14388*b^3*c^2*g*r*x^3-70344*b^3*c^2*g*x^4+7236*b^3* c^2*p^3*x^2+11108*b^3*c^2*p^2*q*x^2+35952*b^3*c^2*p^2*r*x^2+21528*b^3*c^2*p^2*x ^3+4084*b^3*c^2*p*q^2*x^2+36256*b^3*c^2*p*q*r*x^2+45384*b^3*c^2*p*q*x^3+52796*b ^3*c^2*p*r^2*x^2-8256*b^3*c^2*p*r*x^3-114584*b^3*c^2*p*x^4+212*b^3*c^2*q^3*x^2+ 6400*b^3*c^2*q^2*r*x^2+23856*b^3*c^2*q^2*x^3+25684*b^3*c^2*q*r^2*x^2+18376*b^3* c^2*q*r*x^3-114584*b^3*c^2*q*x^4+24080*b^3*c^2*r^3*x^2-41952*b^3*c^2*r^2*x^3-\ 136208*b^3*c^2*r*x^4+422*b^3*c*g^3*p*x^2+94*b^3*c*g^3*q*x^2+748*b^3*c*g^3*r*x^2 +1514*b^3*c*g^3*x^3+2470*b^3*c*g^2*p^2*x^2+1928*b^3*c*g^2*p*q*x^2+8612*b^3*c*g^ 2*p*r*x^2+9884*b^3*c*g^2*p*x^3+176*b^3*c*g^2*q^2*x^2+2924*b^3*c*g^2*q*r*x^2+ 8546*b^3*c*g^2*q*x^3+6560*b^3*c*g^2*r^2*x^2+8470*b^3*c*g^2*r*x^3-17348*b^3*c*g^ 2*x^4+3984*b^3*c*g*p^3*x^2+5880*b^3*c*g*p^2*q*x^2+20176*b^3*c*g*p^2*r*x^2+14468 *b^3*c*g*p^2*x^3+1970*b^3*c*g*p*q^2*x^2+19140*b^3*c*g*p*q*r*x^2+28500*b^3*c*g*p *q*x^3+30142*b^3*c*g*p*r^2*x^2+6008*b^3*c*g*p*r*x^3-63670*b^3*c*g*p*x^4+74*b^3* c*g*q^3*x^2+2856*b^3*c*g*q^2*r*x^2+14032*b^3*c*g*q^2*x^3+13498*b^3*c*g*q*r^2*x^ 2+19126*b^3*c*g*q*r*x^3-63670*b^3*c*g*q*x^4+13950*b^3*c*g*r^3*x^2-14984*b^3*c*g *r^2*x^3-81534*b^3*c*g*r*x^4+1934*b^3*c*p^4*x^2+4320*b^3*c*p^3*q*x^2+12700*b^3* c*p^3*r*x^2+5814*b^3*c*p^3*x^3+2838*b^3*c*p^2*q^2*x^2+21132*b^3*c*p^2*q*r*x^2+ 19178*b^3*c*p^2*q*x^3+27902*b^3*c*p^2*r^2*x^2-10504*b^3*c*p^2*r*x^3-51198*b^3*c *p^2*x^4+452*b^3*c*p*q^3*x^2+9108*b^3*c*p*q^2*r*x^2+20914*b^3*c*p*q^2*x^3+30328 *b^3*c*p*q*r^2*x^2+3820*b^3*c*p*q*r*x^3-102396*b^3*c*p*q*x^4+25440*b^3*c*p*r^3* x^2-52532*b^3*c*p*r^2*x^3-118140*b^3*c*p*r*x^4+676*b^3*c*q^3*r*x^2+7550*b^3*c*q ^3*x^3+6080*b^3*c*q^2*r^2*x^2+14324*b^3*c*q^2*r*x^3-51198*b^3*c*q^2*x^4+13516*b ^3*c*q*r^3*x^2-20314*b^3*c*q*r^2*x^3-118140*b^3*c*q*r*x^4+8304*b^3*c*r^4*x^2-\ 38788*b^3*c*r^3*x^3-67378*b^3*c*r^2*x^4+139*b^3*g^3*p^2*x^2+76*b^3*g^3*p*q*x^2+ 518*b^3*g^3*p*r*x^2+833*b^3*g^3*p*x^3+76*b^3*g^3*q*r*x^2+581*b^3*g^3*q*x^3+417* b^3*g^3*r^2*x^2+1213*b^3*g^3*r*x^3-1134*b^3*g^3*x^4+479*b^3*g^2*p^3*x^2+643*b^3 *g^2*p^2*q*x^2+2520*b^3*g^2*p^2*r*x^2+2323*b^3*g^2*p^2*x^3+164*b^3*g^2*p*q^2*x^ 2+2054*b^3*g^2*p*q*r*x^2+4153*b^3*g^2*p*q*x^3+3892*b^3*g^2*p*r^2*x^2+3247*b^3*g ^2*p*r*x^3-7882*b^3*g^2*p*x^4+164*b^3*g^2*q^2*r*x^2+1830*b^3*g^2*q^2*x^3+1412*b ^3*g^2*q*r^2*x^2+4351*b^3*g^2*q*r*x^3-7882*b^3*g^2*q*x^4+1851*b^3*g^2*r^3*x^2+ 268*b^3*g^2*r^2*x^3-11128*b^3*g^2*r*x^4+541*b^3*g*p^4*x^2+1170*b^3*g*p^3*q*x^2+ 3634*b^3*g*p^3*r*x^2+2040*b^3*g*p^3*x^3+717*b^3*g*p^2*q^2*x^2+5760*b^3*g*p^2*q* r*x^2+6257*b^3*g*p^2*q*x^3+8144*b^3*g*p^2*r^2*x^2-519*b^3*g*p^2*r*x^3-14357*b^3 *g*p^2*x^4+88*b^3*g*p*q^3*x^2+2214*b^3*g*p*q^2*r*x^2+6394*b^3*g*p*q^2*x^3+8326* b^3*g*p*q*r^2*x^2+5332*b^3*g*p*q*r*x^3-28714*b^3*g*p*q*x^4+7550*b^3*g*p*r^3*x^2 -11311*b^3*g*p*r^2*x^3-35876*b^3*g*p*r*x^4+88*b^3*g*q^3*r*x^2+2177*b^3*g*q^3*x^ 3+1397*b^3*g*q^2*r^2*x^2+5851*b^3*g*q^2*r*x^3-14357*b^3*g*q^2*x^4+3736*b^3*g*q* r^3*x^2-1823*b^3*g*q*r^2*x^3-35876*b^3*g*q*r*x^4+2499*b^3*g*r^4*x^2-9720*b^3*g* r^3*x^3-23205*b^3*g*r^2*x^4+201*b^3*p^5*x^2+603*b^3*p^4*q*x^2+1632*b^3*p^4*r*x^ 2+554*b^3*p^4*x^3+603*b^3*p^3*q^2*x^2+3918*b^3*p^3*q*r*x^2+2582*b^3*p^3*q*x^3+ 4755*b^3*p^3*r^2*x^2-2696*b^3*p^3*r*x^3-7583*b^3*p^3*x^4+201*b^3*p^2*q^3*x^2+ 2940*b^3*p^2*q^2*r*x^2+4422*b^3*p^2*q^2*x^3+8475*b^3*p^2*q*r^2*x^2-2347*b^3*p^2 *q*r*x^3-22749*b^3*p^2*q*x^4+6483*b^3*p^2*r^3*x^2-15145*b^3*p^2*r^2*x^3-25353*b ^3*p^2*r*x^4+654*b^3*p*q^3*r*x^2+3314*b^3*p*q^3*x^3+4110*b^3*p*q^2*r^2*x^2+3394 *b^3*p*q^2*r*x^3-22749*b^3*p*q^2*x^4+7608*b^3*p*q*r^3*x^2-16309*b^3*p*q*r^2*x^3 -50706*b^3*p*q*r*x^4+4224*b^3*p*r^4*x^2-21094*b^3*p*r^3*x^3-27151*b^3*p*r^2*x^4 +920*b^3*q^4*x^3+390*b^3*q^3*r^2*x^2+3045*b^3*q^3*r*x^3-7583*b^3*q^3*x^4+1773*b ^3*q^2*r^3*x^2-1164*b^3*q^2*r^2*x^3-25353*b^3*q^2*r*x^4+2448*b^3*q*r^4*x^2-\ 12272*b^3*q*r^3*x^3-27151*b^3*q*r^2*x^4+1065*b^3*r^5*x^2-9199*b^3*r^4*x^3-6897* b^3*r^3*x^4+4800*b^2*c^6*x^2+8512*b^2*c^5*g*x^2+17872*b^2*c^5*p*x^2+7552*b^2*c^ 5*q*x^2+28880*b^2*c^5*r*x^2+25984*b^2*c^5*x^3+5568*b^2*c^4*g^2*x^2+26520*b^2*c^ 4*g*p*x^2+10920*b^2*c^4*g*q*x^2+43080*b^2*c^4*g*r*x^2+43264*b^2*c^4*g*x^3+25992 *b^2*c^4*p^2*x^2+25552*b^2*c^4*p*q*x^2+83776*b^2*c^4*p*r*x^2+54064*b^2*c^4*p*x^ 3+4336*b^2*c^4*q^2*x^2+39872*b^2*c^4*q*r*x^2+58048*b^2*c^4*q*x^3+60240*b^2*c^4* r^2*x^2-4808*b^2*c^4*r*x^3-150408*b^2*c^4*x^4+1584*b^2*c^3*g^3*x^2+14072*b^2*c^ 3*g^2*p*x^2+5484*b^2*c^3*g^2*q*x^2+23060*b^2*c^3*g^2*r*x^2+27152*b^2*c^3*g^2*x^ 3+31052*b^2*c^3*g*p^2*x^2+29864*b^2*c^3*g*p*q*x^2+100924*b^2*c^3*g*p*r*x^2+ 74028*b^2*c^3*g*p*x^3+4804*b^2*c^3*g*q^2*x^2+46404*b^2*c^3*g*q*r*x^2+75700*b^2* c^3*g*q*x^3+73104*b^2*c^3*g*r^2*x^2+12880*b^2*c^3*g*r*x^3-180024*b^2*c^3*g*x^4+ 19232*b^2*c^3*p^3*x^2+31552*b^2*c^3*p^2*q*x^2+92460*b^2*c^3*p^2*r*x^2+43144*b^2 *c^3*p^2*x^3+13392*b^2*c^3*p*q^2*x^2+99192*b^2*c^3*p*q*r*x^2+96448*b^2*c^3*p*q* x^3+133168*b^2*c^3*p*r^2*x^2-48200*b^2*c^3*p*r*x^3-268336*b^2*c^3*p*x^4+1072*b^ 2*c^3*q^3*x^2+19996*b^2*c^3*q^2*r*x^2+53304*b^2*c^3*q^2*x^3+69144*b^2*c^3*q*r^2 *x^2+19208*b^2*c^3*q*r*x^3-268336*b^2*c^3*q*x^4+59940*b^2*c^3*r^3*x^2-121560*b^ 2*c^3*r^2*x^3-302176*b^2*c^3*r*x^4+164*b^2*c^2*g^4*x^2+3118*b^2*c^2*g^3*p*x^2+ 1070*b^2*c^2*g^3*q*x^2+5190*b^2*c^2*g^3*r*x^2+7696*b^2*c^2*g^3*x^3+12568*b^2*c^ 2*g^2*p^2*x^2+11540*b^2*c^2*g^2*p*q*x^2+41508*b^2*c^2*g^2*p*r*x^2+36274*b^2*c^2 *g^2*p*x^3+1648*b^2*c^2*g^2*q^2*x^2+17668*b^2*c^2*g^2*q*r*x^2+34810*b^2*c^2*g^2 *q*x^3+30492*b^2*c^2*g^2*r^2*x^2+18308*b^2*c^2*g^2*r*x^3-74494*b^2*c^2*g^2*x^4+ 17348*b^2*c^2*g*p^3*x^2+27960*b^2*c^2*g*p^2*q*x^2+84286*b^2*c^2*g*p^2*r*x^2+ 45708*b^2*c^2*g*p^2*x^3+11426*b^2*c^2*g*p*q^2*x^2+88052*b^2*c^2*g*p*q*r*x^2+ 96768*b^2*c^2*g*p*q*x^3+122540*b^2*c^2*g*p*r^2*x^2-17886*b^2*c^2*g*p*r*x^3-\ 242054*b^2*c^2*g*p*x^4+814*b^2*c^2*g*q^3*x^2+16646*b^2*c^2*g*q^2*r*x^2+51060*b^ 2*c^2*g*q^2*x^3+61462*b^2*c^2*g*q*r^2*x^2+39300*b^2*c^2*g*q*r*x^3-242054*b^2*c^ 2*g*q*x^4+55602*b^2*c^2*g*r^3*x^2-91034*b^2*c^2*g*r^2*x^3-287146*b^2*c^2*g*r*x^ 4+7710*b^2*c^2*p^4*x^2+18288*b^2*c^2*p^3*q*x^2+49002*b^2*c^2*p^3*r*x^2+16248*b^ 2*c^2*p^3*x^3+13542*b^2*c^2*p^2*q^2*x^2+86274*b^2*c^2*p^2*q*r*x^2+57600*b^2*c^2 *p^2*q*x^3+105572*b^2*c^2*p^2*r^2*x^2-60304*b^2*c^2*p^2*r*x^3-178578*b^2*c^2*p^ 2*x^4+3060*b^2*c^2*p*q^3*x^2+41598*b^2*c^2*p*q^2*r*x^2+66456*b^2*c^2*p*q^2*x^3+ 121588*b^2*c^2*p*q*r^2*x^2-28580*b^2*c^2*p*q*r*x^3-357156*b^2*c^2*p*q*x^4+94978 *b^2*c^2*p*r^3*x^2-220114*b^2*c^2*p*r^2*x^3-389180*b^2*c^2*p*r*x^4+96*b^2*c^2*q ^4*x^2+4326*b^2*c^2*q^3*r*x^2+25104*b^2*c^2*q^3*x^3+27758*b^2*c^2*q^2*r^2*x^2+ 31724*b^2*c^2*q^2*r*x^3-178578*b^2*c^2*q^2*x^4+53602*b^2*c^2*q*r^3*x^2-109216*b ^2*c^2*q*r^2*x^3-389180*b^2*c^2*q*r*x^4+30698*b^2*c^2*r^4*x^2-151472*b^2*c^2*r^ 3*x^3-201010*b^2*c^2*r^2*x^4+239*b^2*c*g^4*p*x^2+57*b^2*c*g^4*q*x^2+410*b^2*c*g ^4*r*x^2+844*b^2*c*g^4*x^3+1936*b^2*c*g^3*p^2*x^2+1598*b^2*c*g^3*p*q*x^2+6609*b ^2*c*g^3*p*r*x^2+7332*b^2*c*g^3*p*x^3+165*b^2*c*g^3*q^2*x^2+2317*b^2*c*g^3*q*r* x^2+6416*b^2*c*g^3*q*x^3+4998*b^2*c*g^3*r^2*x^2+6777*b^2*c*g^3*r*x^3-12230*b^2* c*g^3*x^4+4763*b^2*c*g^2*p^3*x^2+7394*b^2*c*g^2*p^2*q*x^2+23633*b^2*c*g^2*p^2*r *x^2+15603*b^2*c*g^2*p^2*x^3+2774*b^2*c*g^2*p*q^2*x^2+23300*b^2*c*g^2*p*q*r*x^2 +30884*b^2*c*g^2*p*q*x^3+35009*b^2*c*g^2*p*r^2*x^2+7116*b^2*c*g^2*p*r*x^3-67275 *b^2*c*g^2*p*x^4+143*b^2*c*g^2*q^3*x^2+3767*b^2*c*g^2*q^2*r*x^2+15281*b^2*c*g^2 *q^2*x^3+16253*b^2*c*g^2*q*r^2*x^2+21239*b^2*c*g^2*q*r*x^3-67275*b^2*c*g^2*q*x^ 4+16139*b^2*c*g^2*r^3*x^2-16039*b^2*c*g^2*r^2*x^3-86069*b^2*c*g^2*r*x^4+4664*b^ 2*c*g*p^4*x^2+10910*b^2*c*g*p^3*q*x^2+30001*b^2*c*g*p^3*r*x^2+11903*b^2*c*g*p^3 *x^3+7867*b^2*c*g*p^2*q^2*x^2+51757*b^2*c*g*p^2*q*r*x^2+39567*b^2*c*g*p^2*q*x^3 +65315*b^2*c*g*p^2*r^2*x^2-25266*b^2*c*g*p^2*r*x^3-107899*b^2*c*g*p^2*x^4+1660* b^2*c*g*p*q^3*x^2+23933*b^2*c*g*p*q^2*r*x^2+43425*b^2*c*g*p*q^2*x^3+73366*b^2*c *g*p*q*r^2*x^2+2598*b^2*c*g*p*q*r*x^3-215798*b^2*c*g*p*q*x^4+59283*b^2*c*g*p*r^ 3*x^2-118348*b^2*c*g*p*r^2*x^3-248294*b^2*c*g*p*r*x^4+39*b^2*c*g*q^4*x^2+2177*b ^2*c*g*q^3*r*x^2+15761*b^2*c*g*q^3*x^3+15772*b^2*c*g*q^2*r^2*x^2+27864*b^2*c*g* q^2*r*x^3-107899*b^2*c*g*q^2*x^4+32519*b^2*c*g*q*r^3*x^2-49819*b^2*c*g*q*r^2*x^ 3-248294*b^2*c*g*q*r*x^4+19305*b^2*c*g*r^4*x^2-86912*b^2*c*g*r^3*x^3-140391*b^2 *c*g*r^2*x^4+1597*b^2*c*p^5*x^2+5050*b^2*c*p^4*q*x^2+12539*b^2*c*p^4*r*x^2+2802 *b^2*c*p^4*x^3+5568*b^2*c*p^3*q^2*x^2+31606*b^2*c*p^3*q*r*x^2+14436*b^2*c*p^3*q *x^3+35787*b^2*c*p^3*r^2*x^2-26531*b^2*c*p^3*r*x^3-52530*b^2*c*p^3*x^4+2374*b^2 *c*p^2*q^3*x^2+25938*b^2*c*p^2*q^2*r*x^2+26496*b^2*c*p^2*q^2*x^3+66954*b^2*c*p^ 2*q*r^2*x^2-38139*b^2*c*p^2*q*r*x^3-157590*b^2*c*p^2*q*x^4+48097*b^2*c*p^2*r^3* x^2-122501*b^2*c*p^2*r^2*x^3-165334*b^2*c*p^2*r*x^4+259*b^2*c*p*q^4*x^2+7214*b^ 2*c*p*q^3*r*x^2+20892*b^2*c*p*q^3*x^3+35697*b^2*c*p*q^2*r^2*x^2+3315*b^2*c*p*q^ 2*r*x^3-157590*b^2*c*p*q^2*x^4+59290*b^2*c*p*q*r^3*x^2-150028*b^2*c*p*q*r^2*x^3 -330668*b^2*c*p*q*r*x^4+31004*b^2*c*p*r^4*x^2-161014*b^2*c*p*r^3*x^3-159510*b^2 *c*p*r^2*x^4+343*b^2*c*q^4*r*x^2+6030*b^2*c*q^4*x^3+4530*b^2*c*q^3*r^2*x^2+ 14923*b^2*c*q^3*r*x^3-52530*b^2*c*q^3*x^4+15327*b^2*c*q^2*r^3*x^2-27527*b^2*c*q ^2*r^2*x^3-165334*b^2*c*q^2*r*x^4+18892*b^2*c*q*r^4*x^2-102898*b^2*c*q*r^3*x^3-\ 159510*b^2*c*q*r^2*x^4+7752*b^2*c*r^5*x^2-67846*b^2*c*r^4*x^3-32170*b^2*c*r^3*x ^4+83*b^2*g^4*p^2*x^2+50*b^2*g^4*p*q*x^2+307*b^2*g^4*p*r*x^2+472*b^2*g^4*p*x^3+ 50*b^2*g^4*q*r*x^2+340*b^2*g^4*q*x^3+249*b^2*g^4*r^2*x^2+722*b^2*g^4*r*x^3-594* b^2*g^4*x^4+383*b^2*g^3*p^3*x^2+546*b^2*g^3*p^2*q*x^2+1985*b^2*g^3*p^2*r*x^2+ 1698*b^2*g^3*p^2*x^3+163*b^2*g^3*p*q^2*x^2+1708*b^2*g^3*p*q*r*x^2+3064*b^2*g^3* p*q*x^3+3054*b^2*g^3*p*r^2*x^2+2472*b^2*g^3*p*r*x^3-5548*b^2*g^3*p*x^4+163*b^2* g^3*q^2*r*x^2+1366*b^2*g^3*q^2*x^3+1180*b^2*g^3*q*r^2*x^2+3280*b^2*g^3*q*r*x^3-\ 5548*b^2*g^3*q*x^4+1452*b^2*g^3*r^3*x^2+208*b^2*g^3*r^2*x^3-7852*b^2*g^3*r*x^4+ 651*b^2*g^2*p^4*x^2+1478*b^2*g^2*p^3*q*x^2+4292*b^2*g^2*p^3*r*x^2+2135*b^2*g^2* p^3*x^3+1003*b^2*g^2*p^2*q^2*x^2+7085*b^2*g^2*p^2*q*r*x^2+6584*b^2*g^2*p^2*q*x^ 3+9545*b^2*g^2*p^2*r^2*x^2-850*b^2*g^2*p^2*r*x^3-15131*b^2*g^2*p^2*x^4+176*b^2* g^2*p*q^3*x^2+2969*b^2*g^2*p*q^2*r*x^2+6763*b^2*g^2*p*q^2*x^3+10150*b^2*g^2*p*q *r^2*x^2+5136*b^2*g^2*p*q*r*x^3-30262*b^2*g^2*p*q*x^4+8818*b^2*g^2*p*r^3*x^2-\ 12941*b^2*g^2*p*r^2*x^3-37742*b^2*g^2*p*r*x^4+176*b^2*g^2*q^3*r*x^2+2314*b^2*g^ 2*q^3*x^3+1883*b^2*g^2*q^2*r^2*x^2+5986*b^2*g^2*q^2*r*x^3-15131*b^2*g^2*q^2*x^4 +4543*b^2*g^2*q*r^3*x^2-2854*b^2*g^2*q*r^2*x^3-37742*b^2*g^2*q*r*x^4+2914*b^2*g ^2*r^4*x^2-11034*b^2*g^2*r^3*x^3-24238*b^2*g^2*r^2*x^4+485*b^2*g*p^5*x^2+1518*b ^2*g*p^4*q*x^2+3857*b^2*g*p^4*r*x^2+1074*b^2*g*p^4*x^3+1644*b^2*g*p^3*q^2*x^2+ 9578*b^2*g*p^3*q*r*x^2+5096*b^2*g*p^3*q*x^3+11129*b^2*g*p^3*r^2*x^2-6538*b^2*g* p^3*r*x^3-15939*b^2*g*p^3*x^4+674*b^2*g*p^2*q^3*x^2+7648*b^2*g*p^2*q^2*r*x^2+ 8844*b^2*g*p^2*q^2*x^3+20452*b^2*g*p^2*q*r^2*x^2-7374*b^2*g*p^2*q*r*x^3-47817*b ^2*g*p^2*q*x^4+15095*b^2*g*p^2*r^3*x^2-34545*b^2*g*p^2*r^2*x^3-53095*b^2*g*p^2* r*x^4+63*b^2*g*p*q^4*x^2+1990*b^2*g*p*q^3*r*x^2+6696*b^2*g*p*q^3*x^3+10519*b^2* g*p*q^2*r^2*x^2+4866*b^2*g*p*q^2*r*x^3-47817*b^2*g*p*q^2*x^4+18242*b^2*g*p*q*r^ 3*x^2-39422*b^2*g*p*q*r^2*x^3-106190*b^2*g*p*q*r*x^4+9806*b^2*g*p*r^4*x^2-47648 *b^2*g*p*r^3*x^3-56340*b^2*g*p*r^2*x^4+63*b^2*g*q^4*r*x^2+1874*b^2*g*q^4*x^3+ 1196*b^2*g*q^3*r^2*x^2+5702*b^2*g*q^3*r*x^3-15939*b^2*g*q^3*x^4+4515*b^2*g*q^2* r^3*x^2-4877*b^2*g*q^2*r^2*x^3-53095*b^2*g*q^2*r*x^4+5850*b^2*g*q*r^4*x^2-28944 *b^2*g*q*r^3*x^3-56340*b^2*g*q*r^2*x^4+2468*b^2*g*r^5*x^2-20715*b^2*g*r^4*x^3-\ 13975*b^2*g*r^3*x^4+134*b^2*p^6*x^2+536*b^2*p^5*q*x^2+1243*b^2*p^5*r*x^2+165*b^ 2*p^5*x^3+804*b^2*p^4*q^2*x^2+4151*b^2*p^4*q*r*x^2+1246*b^2*p^4*q*x^3+4389*b^2* p^4*r^2*x^2-3914*b^2*p^4*r*x^3-5762*b^2*p^4*x^4+536*b^2*p^3*q^3*x^2+4995*b^2*p^ 3*q^2*r*x^2+3334*b^2*p^3*q^2*x^3+11674*b^2*p^3*q*r^2*x^2-9510*b^2*p^3*q*r*x^3-\ 23048*b^2*p^3*q*x^4+7806*b^2*p^3*r^3*x^2-21498*b^2*p^3*r^2*x^3-23144*b^2*p^3*r* x^4+134*b^2*p^2*q^4*x^2+2509*b^2*p^2*q^3*r*x^2+4176*b^2*p^2*q^3*x^3+10425*b^2*p ^2*q^2*r^2*x^2-5046*b^2*p^2*q^2*r*x^3-34572*b^2*p^2*q^2*x^4+15476*b^2*p^2*q*r^3 *x^2-44439*b^2*p^2*q*r^2*x^3-69432*b^2*p^2*q*r*x^4+7504*b^2*p^2*r^4*x^2-40764*b ^2*p^2*r^3*x^3-30787*b^2*p^2*r^2*x^4+422*b^2*p*q^4*r*x^2+2509*b^2*p*q^4*x^3+ 3384*b^2*p*q^3*r^2*x^2+2782*b^2*p*q^3*r*x^3-23048*b^2*p*q^3*x^4+9081*b^2*p*q^2* r^3*x^2-24384*b^2*p*q^2*r^2*x^3-69432*b^2*p*q^2*r*x^4+9854*b^2*p*q*r^4*x^2-\ 57672*b^2*p*q*r^3*x^3-61574*b^2*p*q*r^2*x^4+3735*b^2*p*r^5*x^2-33515*b^2*p*r^4* x^3-9418*b^2*p*r^3*x^4+586*b^2*q^5*x^3+244*b^2*q^4*r^2*x^2+2232*b^2*q^4*r*x^3-\ 5762*b^2*q^4*x^4+1411*b^2*q^3*r^3*x^2-1443*b^2*q^3*r^2*x^3-23144*b^2*q^3*r*x^4+ 2847*b^2*q^2*r^4*x^2-16908*b^2*q^2*r^3*x^3-30787*b^2*q^2*r^2*x^4+2437*b^2*q*r^5 *x^2-23989*b^2*q*r^4*x^3-9418*b^2*q*r^3*x^4+757*b^2*r^6*x^2-10170*b^2*r^5*x^3+ 4269*b^2*r^4*x^4+3104*b*c^7*x^2+6928*b*c^6*g*x^2+13840*b*c^6*p*x^2+6096*b*c^6*q *x^2+21680*b*c^6*r*x^2+17888*b*c^6*x^3+6096*b*c^5*g^2*x^2+26496*b*c^5*g*p*x^2+ 11504*b*c^5*g*q*x^2+41624*b*c^5*g*r*x^2+37424*b*c^5*g*x^3+24520*b*c^5*p^2*x^2+ 25152*b*c^5*p*q*x^2+77056*b*c^5*p*r*x^2+42864*b*c^5*p*x^3+4664*b*c^5*q^2*x^2+ 37904*b*c^5*q*r*x^2+47920*b*c^5*q*x^3+54600*b*c^5*r^2*x^2-10768*b*c^5*r*x^3-\ 130240*b*c^5*x^4+2632*b*c^4*g^3*x^2+19536*b*c^4*g^2*p*x^2+8248*b*c^4*g^2*q*x^2+ 30836*b*c^4*g^2*r*x^2+31240*b*c^4*g^2*x^3+39216*b*c^4*g*p^2*x^2+39760*b*c^4*g*p *q*x^2+123796*b*c^4*g*p*r*x^2+76440*b*c^4*g*p*x^3+7160*b*c^4*g*q^2*x^2+59868*b* c^4*g*q*r*x^2+82232*b*c^4*g*q*x^3+88036*b*c^4*g*r^2*x^2-2588*b*c^4*g*r*x^3-\ 207704*b*c^4*g*x^4+22860*b*c^4*p^3*x^2+39052*b*c^4*p^2*q*x^2+107460*b*c^4*p^2*r *x^2+40448*b*c^4*p^2*x^3+17924*b*c^4*p*q^2*x^2+119384*b*c^4*p*q*r*x^2+95184*b*c ^4*p*q*x^3+152836*b*c^4*p*r^2*x^2-74168*b*c^4*p*r*x^3-289392*b*c^4*p*x^4+1732*b *c^4*q^3*x^2+25724*b*c^4*q^2*r*x^2+54736*b*c^4*q^2*x^3+82076*b*c^4*q*r^2*x^2+ 2664*b*c^4*q*r*x^3-289392*b*c^4*q*x^4+68236*b*c^4*r^3*x^2-148284*b*c^4*r^2*x^3-\ 314232*b*c^4*r*x^4+554*b*c^3*g^4*x^2+6860*b*c^3*g^3*p*x^2+2736*b*c^3*g^3*q*x^2+ 10918*b*c^3*g^3*r*x^2+13084*b*c^3*g^3*x^3+23310*b*c^3*g^2*p^2*x^2+23104*b*c^3*g ^2*p*q*x^2+74224*b*c^3*g^2*p*r*x^2+52620*b*c^3*g^2*p*x^3+3930*b*c^3*g^2*q^2*x^2 +34640*b*c^3*g^2*q*r*x^2+53972*b*c^3*g^2*q*x^3+53174*b*c^3*g^2*r^2*x^2+12308*b* c^3*g^2*r*x^3-124264*b*c^3*g^2*x^4+29324*b*c^3*g*p^3*x^2+49644*b*c^3*g*p^2*q*x^ 2+138620*b*c^3*g*p^2*r*x^2+59384*b*c^3*g*p^2*x^3+22356*b*c^3*g*p*q^2*x^2+152076 *b*c^3*g*p*q*r*x^2+133328*b*c^3*g*p*q*x^3+198086*b*c^3*g*p*r^2*x^2-68318*b*c^3* g*p*r*x^3-370000*b*c^3*g*p*x^4+2036*b*c^3*g*q^3*x^2+31816*b*c^3*g*q^2*r*x^2+ 73944*b*c^3*g*q^2*x^3+104716*b*c^3*g*q*r^2*x^2+26066*b*c^3*g*q*r*x^3-370000*b*c ^3*g*q*x^4+88790*b*c^3*g*r^3*x^2-170968*b*c^3*g*r^2*x^3-416040*b*c^3*g*r*x^4+ 12260*b*c^3*p^4*x^2+30180*b*c^3*p^3*q*x^2+76276*b*c^3*p^3*r*x^2+18696*b*c^3*p^3 *x^3+23892*b*c^3*p^2*q^2*x^2+138816*b*c^3*p^2*q*r*x^2+71480*b*c^3*p^2*q*x^3+ 162360*b*c^3*p^2*r^2*x^2-111924*b*c^3*p^2*r*x^3-255888*b*c^3*p^2*x^4+6284*b*c^3 *p*q^3*x^2+71028*b*c^3*p*q^2*r*x^2+86872*b*c^3*p*q^2*x^3+193128*b*c^3*p*q*r^2*x ^2-85608*b*c^3*p*q*r*x^3-511776*b*c^3*p*q*x^4+144932*b*c^3*p*r^3*x^2-355190*b*c ^3*p*r^2*x^3-536752*b*c^3*p*r*x^4+312*b*c^3*q^4*x^2+8488*b*c^3*q^3*r*x^2+34088* b*c^3*q^3*x^3+46944*b*c^3*q^2*r^2*x^2+26316*b*c^3*q^2*r*x^3-255888*b*c^3*q^2*x^ 4+84492*b*c^3*q*r^3*x^2-194902*b*c^3*q*r^2*x^3-536752*b*c^3*q*r*x^4+46588*b*c^3 *r^4*x^2-235632*b*c^3*r^3*x^3-258624*b*c^3*r^2*x^4+45*b*c^2*g^5*x^2+1131*b*c^2* g^4*p*x^2+397*b*c^2*g^4*q*x^2+1828*b*c^2*g^4*r*x^2+2776*b*c^2*g^4*x^3+6258*b*c^ 2*g^3*p^2*x^2+5924*b*c^2*g^3*p*q*x^2+20273*b*c^2*g^3*p*r*x^2+17270*b*c^2*g^3*p* x^3+892*b*c^2*g^3*q^2*x^2+8755*b*c^2*g^3*q*r*x^2+16662*b*c^2*g^3*q*x^3+14747*b* c^2*g^3*r^2*x^2+9733*b*c^2*g^3*r*x^3-34254*b*c^2*g^3*x^4+13171*b*c^2*g^2*p^3*x^ 2+21907*b*c^2*g^2*p^2*q*x^2+62963*b*c^2*g^2*p^2*r*x^2+31764*b*c^2*g^2*p^2*x^3+ 9499*b*c^2*g^2*p*q^2*x^2+67304*b*c^2*g^2*p*q*r*x^2+67512*b*c^2*g^2*p*q*x^3+ 90860*b*c^2*g^2*p*r^2*x^2-12009*b*c^2*g^2*p*r*x^3-166778*b*c^2*g^2*p*x^4+763*b* c^2*g^2*q^3*x^2+13219*b*c^2*g^2*q^2*r*x^2+35748*b*c^2*g^2*q^2*x^3+46441*b*c^2*g ^2*q*r^2*x^2+28049*b*c^2*g^2*q*r*x^3-166778*b*c^2*g^2*q*x^4+41068*b*c^2*g^2*r^3 *x^2-63485*b*c^2*g^2*r^2*x^3-197624*b*c^2*g^2*r*x^4+11815*b*c^2*g*p^4*x^2+28888 *b*c^2*g*p^3*q*x^2+73964*b*c^2*g*p^3*r*x^2+21438*b*c^2*g*p^3*x^3+22584*b*c^2*g* p^2*q^2*x^2+133360*b*c^2*g*p^2*q*r*x^2+76914*b*c^2*g*p^2*q*x^3+158263*b*c^2*g*p ^2*r^2*x^2-90218*b*c^2*g*p^2*r*x^3-245790*b*c^2*g*p^2*x^4+5764*b*c^2*g*p*q^3*x^ 2+66998*b*c^2*g*p*q^2*r*x^2+89514*b*c^2*g*p*q^2*x^3+186172*b*c^2*g*p*q*r^2*x^2-\ 51808*b*c^2*g*p*q*r*x^3-491580*b*c^2*g*p*q*x^4+141894*b*c^2*g*p*r^3*x^2-318745* b*c^2*g*p*r^2*x^3-534566*b*c^2*g*p*r*x^4+253*b*c^2*g*q^4*x^2+7602*b*c^2*g*q^3*r *x^2+34038*b*c^2*g*q^3*x^3+44145*b*c^2*g*q^2*r^2*x^2+38410*b*c^2*g*q^2*r*x^3-\ 245790*b*c^2*g*q^2*x^4+81700*b*c^2*g*q*r^3*x^2-164243*b*c^2*g*q*r^2*x^3-534566* b*c^2*g*q*r*x^4+45780*b*c^2*g*r^4*x^2-218696*b*c^2*g*r^3*x^3-274222*b*c^2*g*r^2 *x^4+3812*b*c^2*p^5*x^2+12462*b*c^2*p^4*q*x^2+29306*b*c^2*p^4*r*x^2+4182*b*c^2* p^4*x^3+14536*b*c^2*p^3*q^2*x^2+76096*b*c^2*p^3*q*r*x^2+24704*b*c^2*p^3*q*x^3+ 82620*b*c^2*p^3*r^2*x^2-70166*b*c^2*p^3*r*x^3-112544*b*c^2*p^3*x^4+6956*b*c^2*p ^2*q^3*x^2+65646*b*c^2*p^2*q^2*r*x^2+49020*b*c^2*p^2*q^2*x^3+159066*b*c^2*p^2*q *r^2*x^2-118170*b*c^2*p^2*q*r*x^3-337632*b*c^2*p^2*q*x^4+110144*b*c^2*p^2*r^3*x ^2-293118*b*c^2*p^2*r^2*x^3-340362*b*c^2*p^2*r*x^4+1092*b*c^2*p*q^4*x^2+20228*b *c^2*p*q^3*r*x^2+40656*b*c^2*p*q^3*x^3+89172*b*c^2*p*q^2*r^2*x^2-25842*b*c^2*p* q^2*r*x^3-337632*b*c^2*p*q^2*x^4+139692*b*c^2*p*q*r^3*x^2-381540*b*c^2*p*q*r^2* x^3-680724*b*c^2*p*q*r*x^4+70592*b*c^2*p*r^4*x^2-373268*b*c^2*p*r^3*x^3-304788* b*c^2*p*r^2*x^4+22*b*c^2*q^5*x^2+1372*b*c^2*q^4*r*x^2+12158*b*c^2*q^4*x^3+12726 *b*c^2*q^3*r^2*x^2+22162*b*c^2*q^3*r*x^3-112544*b*c^2*q^3*x^4+38062*b*c^2*q^2*r ^3*x^2-88422*b*c^2*q^2*r^2*x^3-340362*b*c^2*q^2*r*x^4+44260*b*c^2*q*r^4*x^2-\ 250052*b*c^2*q*r^3*x^3-304788*b*c^2*q*r^2*x^4+17574*b*c^2*r^5*x^2-154498*b*c^2* r^4*x^3-48296*b*c^2*r^3*x^4+69*b*c*g^5*p*x^2+17*b*c*g^5*q*x^2+115*b*c*g^5*r*x^2 +242*b*c*g^5*x^3+721*b*c*g^4*p^2*x^2+616*b*c*g^4*p*q*x^2+2423*b*c*g^4*p*r*x^2+ 2630*b*c*g^4*p*x^3+67*b*c*g^4*q^2*x^2+864*b*c*g^4*q*r*x^2+2324*b*c*g^4*q*x^3+ 1822*b*c*g^4*r^2*x^2+2573*b*c*g^4*r*x^3-4208*b*c*g^4*x^4+2402*b*c*g^3*p^3*x^2+ 3854*b*c*g^3*p^2*q*x^2+11747*b*c*g^3*p^2*r*x^2+7296*b*c*g^3*p^2*x^3+1541*b*c*g^ 3*p*q^2*x^2+11884*b*c*g^3*p*q*r*x^2+14512*b*c*g^3*p*q*x^3+17297*b*c*g^3*p*r^2*x ^2+3614*b*c*g^3*p*r*x^3-30875*b*c*g^3*p*x^4+89*b*c*g^3*q^3*x^2+2011*b*c*g^3*q^2 *r*x^2+7216*b*c*g^3*q^2*x^3+8221*b*c*g^3*q*r^2*x^2+10227*b*c*g^3*q*r*x^3-30875* b*c*g^3*q*x^4+7952*b*c*g^3*r^3*x^2-7376*b*c*g^3*r^2*x^3-39489*b*c*g^3*r*x^4+ 3559*b*c*g^2*p^4*x^2+8585*b*c*g^2*p^3*q*x^2+22565*b*c*g^2*p^3*r*x^2+7990*b*c*g^ 2*p^3*x^3+6542*b*c*g^2*p^2*q^2*x^2+39912*b*c*g^2*p^2*q*r*x^2+26776*b*c*g^2*p^2* q*x^3+48813*b*c*g^2*p^2*r^2*x^2-19172*b*c*g^2*p^2*r*x^3-74185*b*c*g^2*p^2*x^4+ 1565*b*c*g^2*p*q^3*x^2+19286*b*c*g^2*p*q^2*r*x^2+29582*b*c*g^2*p*q^2*x^3+56095* b*c*g^2*p*q*r^2*x^2-1198*b*c*g^2*p*q*r*x^3-148370*b*c*g^2*p*q*x^4+44167*b*c*g^2 *p*r^3*x^2-85801*b*c*g^2*p*r^2*x^3-170393*b*c*g^2*p*r*x^4+49*b*c*g^2*q^4*x^2+ 1939*b*c*g^2*q^3*r*x^2+10796*b*c*g^2*q^3*x^3+12592*b*c*g^2*q^2*r^2*x^2+17974*b* c*g^2*q^2*r*x^3-74185*b*c*g^2*q^2*x^4+24768*b*c*g^2*q*r^3*x^2-38140*b*c*g^2*q*r ^2*x^3-170393*b*c*g^2*q*r*x^4+14360*b*c*g^2*r^4*x^2-62828*b*c*g^2*r^3*x^3-95745 *b*c*g^2*r^2*x^4+2449*b*c*g*p^5*x^2+7968*b*c*g*p^4*q*x^2+18944*b*c*g*p^4*r*x^2+ 3425*b*c*g*p^4*x^3+9220*b*c*g*p^3*q^2*x^2+48866*b*c*g*p^3*q*r*x^2+18276*b*c*g*p ^3*q*x^3+53685*b*c*g*p^3*r^2*x^2-40263*b*c*g*p^3*r*x^3-72142*b*c*g*p^3*x^4+4342 *b*c*g*p^2*q^3*x^2+41673*b*c*g*p^2*q^2*r*x^2+34278*b*c*g*p^2*q^2*x^3+102558*b*c *g*p^2*q*r^2*x^2-62943*b*c*g*p^2*q*r*x^3-216426*b*c*g*p^2*q*x^4+71881*b*c*g*p^2 *r^3*x^2-179507*b*c*g*p^2*r^2*x^3-226415*b*c*g*p^2*r*x^4+651*b*c*g*p*q^4*x^2+ 12524*b*c*g*p*q^3*r*x^2+27428*b*c*g*p*q^3*x^3+56661*b*c*g*p*q^2*r^2*x^2-5097*b* c*g*p*q^2*r*x^3-216426*b*c*g*p*q^2*x^4+90390*b*c*g*p*q*r^3*x^2-226896*b*c*g*p*q *r^2*x^3-452830*b*c*g*p*q*r*x^4+46238*b*c*g*p*r^4*x^2-234482*b*c*g*p*r^3*x^3-\ 216656*b*c*g*p*r^2*x^4+10*b*c*g*q^5*x^2+773*b*c*g*q^4*r*x^2+8001*b*c*g*q^4*x^3+ 7788*b*c*g*q^3*r^2*x^2+17583*b*c*g*q^3*r*x^3-72142*b*c*g*q^3*x^4+24208*b*c*g*q^ 2*r^3*x^2-47389*b*c*g*q^2*r^2*x^3-226415*b*c*g*q^2*r*x^4+28730*b*c*g*q*r^4*x^2-\ 153694*b*c*g*q*r^3*x^3-216656*b*c*g*q*r^2*x^4+11547*b*c*g*r^5*x^2-98663*b*c*g*r ^4*x^3-42274*b*c*g*r^3*x^4+640*b*c*p^6*x^2+2636*b*c*p^5*q*x^2+5814*b*c*p^5*r*x^ 2+343*b*c*p^5*x^3+4144*b*c*p^4*q^2*x^2+19918*b*c*p^4*q*r*x^2+3711*b*c*p^4*q*x^3 +20276*b*c*p^4*r^2*x^2-19942*b*c*p^4*r*x^3-24624*b*c*p^4*x^4+3016*b*c*p^3*q^3*x ^2+24958*b*c*p^3*q^2*r*x^2+11414*b*c*p^3*q^2*x^3+55240*b*c*p^3*q*r^2*x^2-52704* b*c*p^3*q*r*x^3-98496*b*c*p^3*q*x^4+35764*b*c*p^3*r^3*x^2-101445*b*c*p^3*r^2*x^ 3-94914*b*c*p^3*r*x^4+944*b*c*p^2*q^4*x^2+13506*b*c*p^2*q^3*r*x^2+15406*b*c*p^2 *q^3*x^3+51282*b*c*p^2*q^2*r^2*x^2-38460*b*c*p^2*q^2*r*x^3-147744*b*c*p^2*q^2*x ^4+72572*b*c*p^2*q*r^3*x^2-218403*b*c*p^2*q*r^2*x^3-284742*b*c*p^2*q*r*x^4+ 34176*b*c*p^2*r^4*x^2-187084*b*c*p^2*r^3*x^3-116400*b*c*p^2*r^2*x^4+76*b*c*p*q^ 5*x^2+2740*b*c*p*q^4*r*x^2+9699*b*c*p*q^4*x^3+17948*b*c*p*q^3*r^2*x^2+1424*b*c* p*q^3*r*x^3-98496*b*c*p*q^3*x^4+44266*b*c*p*q^2*r^3*x^2-132471*b*c*p*q^2*r^2*x^ 3-284742*b*c*p*q^2*r*x^4+45916*b*c*p*q*r^4*x^2-273440*b*c*p*q*r^3*x^3-232800*b* c*p*q*r^2*x^4+16934*b*c*p*r^5*x^2-151316*b*c*p*r^4*x^3-23748*b*c*p*r^3*x^4+88*b *c*q^5*r*x^2+2339*b*c*q^5*x^3+1630*b*c*q^4*r^2*x^2+7122*b*c*q^4*r*x^3-24624*b*c *q^4*x^4+7458*b*c*q^3*r^3*x^2-15513*b*c*q^3*r^2*x^3-94914*b*c*q^3*r*x^4+13798*b *c*q^2*r^4*x^2-86356*b*c*q^2*r^3*x^3-116400*b*c*q^2*r^2*x^4+11302*b*c*q*r^5*x^2 -111452*b*c*q*r^4*x^3-23748*b*c*q*r^3*x^4+3420*b*c*r^6*x^2-45392*b*c*r^5*x^3+ 23548*b*c*r^4*x^4+25*b*g^5*p^2*x^2+16*b*g^5*p*q*x^2+92*b*g^5*p*r*x^2+137*b*g^5* p*x^3+16*b*g^5*q*r*x^2+101*b*g^5*q*x^3+75*b*g^5*r^2*x^2+217*b*g^5*r*x^3-162*b*g ^5*x^4+145*b*g^4*p^3*x^2+215*b*g^4*p^2*q*x^2+744*b*g^4*p^2*r*x^2+602*b*g^4*p^2* x^3+70*b*g^4*p*q^2*x^2+664*b*g^4*p*q*r*x^2+1095*b*g^4*p*q*x^3+1142*b*g^4*p*r^2* x^2+905*b*g^4*p*r*x^3-1906*b*g^4*p*x^4+70*b*g^4*q^2*r*x^2+493*b*g^4*q^2*x^3+460 *b*g^4*q*r^2*x^2+1193*b*g^4*q*r*x^3-1906*b*g^4*q*x^4+543*b*g^4*r^3*x^2+80*b*g^4 *r^2*x^3-2704*b*g^4*r*x^4+330*b*g^3*p^4*x^2+774*b*g^3*p^3*q*x^2+2148*b*g^3*p^3* r*x^2+971*b*g^3*p^3*x^3+558*b*g^3*p^2*q^2*x^2+3648*b*g^3*p^2*q*r*x^2+3013*b*g^3 *p^2*q*x^3+4752*b*g^3*p^2*r^2*x^2-515*b*g^3*p^2*r*x^3-6928*b*g^3*p^2*x^4+114*b* g^3*p*q^3*x^2+1614*b*g^3*p*q^2*r*x^2+3113*b*g^3*p*q^2*x^3+5196*b*g^3*p*q*r^2*x^ 2+2164*b*g^3*p*q*r*x^3-13856*b*g^3*p*q*x^4+4380*b*g^3*p*r^3*x^2-6339*b*g^3*p*r^ 2*x^3-17260*b*g^3*p*r*x^4+114*b*g^3*q^3*r*x^2+1071*b*g^3*q^3*x^3+1026*b*g^3*q^2 *r^2*x^2+2679*b*g^3*q^2*r*x^3-6928*b*g^3*q^2*x^4+2322*b*g^3*q*r^3*x^2-1670*b*g^ 3*q*r^2*x^3-17260*b*g^3*q*r*x^4+1446*b*g^3*r^4*x^2-5376*b*g^3*r^3*x^3-11022*b*g ^3*r^2*x^4+370*b*g^2*p^5*x^2+1192*b*g^2*p^4*q*x^2+2900*b*g^2*p^4*r*x^2+679*b*g^ 2*p^4*x^3+1356*b*g^2*p^3*q^2*x^2+7378*b*g^2*p^3*q*r*x^2+3292*b*g^2*p^3*q*x^3+ 8310*b*g^2*p^3*r^2*x^2-5037*b*g^2*p^3*r*x^3-10931*b*g^2*p^3*x^4+616*b*g^2*p^2*q ^3*x^2+6138*b*g^2*p^2*q^2*r*x^2+5802*b*g^2*p^2*q^2*x^3+15618*b*g^2*p^2*q*r^2*x^ 2-6569*b*g^2*p^2*q*r*x^3-32793*b*g^2*p^2*q*x^4+11230*b*g^2*p^2*r^3*x^2-25406*b* g^2*p^2*r^2*x^3-36306*b*g^2*p^2*r*x^4+82*b*g^2*p*q^4*x^2+1742*b*g^2*p*q^3*r*x^2 +4444*b*g^2*p*q^3*x^3+8358*b*g^2*p*q^2*r^2*x^2+1973*b*g^2*p*q^2*r*x^3-32793*b*g ^2*p*q^2*x^4+13870*b*g^2*p*q*r^3*x^2-30220*b*g^2*p*q*r^2*x^3-72612*b*g^2*p*q*r* x^4+7280*b*g^2*p*r^4*x^2-34779*b*g^2*p*r^3*x^3-38222*b*g^2*p*r^2*x^4+82*b*g^2*q ^4*r*x^2+1255*b*g^2*q^4*x^3+1050*b*g^2*q^3*r^2*x^2+3505*b*g^2*q^3*r*x^3-10931*b *g^2*q^3*x^4+3576*b*g^2*q^2*r^3*x^2-4814*b*g^2*q^2*r^2*x^3-36306*b*g^2*q^2*r*x^ 4+4438*b*g^2*q*r^4*x^2-21817*b*g^2*q*r^3*x^3-38222*b*g^2*q*r^2*x^4+1830*b*g^2*r ^5*x^2-15089*b*g^2*r^4*x^3-9247*b*g^2*r^3*x^4+205*b*g*p^6*x^2+842*b*g*p^5*q*x^2 +1872*b*g*p^5*r*x^2+168*b*g*p^5*x^3+1318*b*g*p^4*q^2*x^2+6388*b*g*p^4*q*r*x^2+ 1436*b*g*p^4*q*x^3+6557*b*g*p^4*r^2*x^2-5955*b*g*p^4*r*x^3-7892*b*g*p^4*x^4+952 *b*g*p^3*q^3*x^2+7954*b*g*p^3*q^2*r*x^2+4064*b*g*p^3*q^2*x^3+17782*b*g*p^3*q*r^ 2*x^2-15256*b*g*p^3*q*r*x^3-31568*b*g*p^3*q*x^4+11608*b*g*p^3*r^3*x^2-31601*b*g *p^3*r^2*x^3-31571*b*g*p^3*r*x^4+293*b*g*p^2*q^4*x^2+4254*b*g*p^2*q^3*r*x^2+ 5256*b*g*p^2*q^3*x^3+16380*b*g*p^2*q^2*r^2*x^2-10038*b*g*p^2*q^2*r*x^3-47352*b* g*p^2*q^2*x^4+23438*b*g*p^2*q*r^3*x^2-66959*b*g*p^2*q*r^2*x^3-94713*b*g*p^2*q*r *x^4+11127*b*g*p^2*r^4*x^2-59428*b*g*p^2*r^3*x^3-41526*b*g*p^2*r^2*x^4+22*b*g*p *q^5*x^2+838*b*g*p*q^4*r*x^2+3224*b*g*p*q^4*x^3+5642*b*g*p*q^3*r^2*x^2+1872*b*g *p*q^3*r*x^3-31568*b*g*p*q^3*x^4+14170*b*g*p*q^2*r^3*x^2-39115*b*g*p*q^2*r^2*x^ 3-94713*b*g*p*q^2*r*x^4+14872*b*g*p*q*r^4*x^2-85772*b*g*p*q*r^3*x^3-83052*b*g*p *q*r^2*x^4+5528*b*g*p*r^5*x^2-48713*b*g*p*r^4*x^3-11910*b*g*p*r^3*x^4+22*b*g*q^ 5*r*x^2+764*b*g*q^5*x^3+487*b*g*q^4*r^2*x^2+2609*b*g*q^4*r*x^3-7892*b*g*q^4*x^4 +2340*b*g*q^3*r^3*x^2-3757*b*g*q^3*r^2*x^3-31571*b*g*q^3*r*x^4+4426*b*g*q^2*r^4 *x^2-26344*b*g*q^2*r^3*x^3-41526*b*g*q^2*r^2*x^4+3670*b*g*q*r^5*x^2-35505*b*g*q *r^4*x^3-11910*b*g*q*r^3*x^4+1119*b*g*r^6*x^2-14763*b*g*r^5*x^3+6341*b*g*r^4*x^ 4+45*b*p^7*x^2+225*b*p^6*q*x^2+468*b*p^6*r*x^2-5*b*p^6*x^3+450*b*p^5*q^2*x^2+ 2010*b*p^5*q*r*x^2+163*b*p^5*q*x^3+1932*b*p^5*r^2*x^2-2121*b*p^5*r*x^3-2145*b*p ^5*x^4+450*b*p^4*q^3*x^2+3360*b*p^4*q^2*r*x^2+890*b*p^4*q^2*x^3+6900*b*p^4*q*r^ 2*x^2-7677*b*p^4*q*r*x^3-10725*b*p^4*q*x^4+4215*b*p^4*r^3*x^2-12574*b*p^4*r^2*x ^3-9821*b*p^4*r*x^4+225*b*p^3*q^4*x^2+2700*b*p^3*q^3*r*x^2+1830*b*p^3*q^3*x^3+ 9186*b*p^3*q^2*r^2*x^2-9498*b*p^3*q^2*r*x^3-21450*b*p^3*q^2*x^4+12000*b*p^3*q*r ^3*x^2-38468*b*p^3*q*r^2*x^3-39284*b*p^3*q*r*x^4+5325*b*p^3*r^4*x^2-29937*b*p^3 *r^3*x^3-14331*b*p^3*r^2*x^4+45*b*p^2*q^5*x^2+1020*b*p^2*q^4*r*x^2+1855*b*p^2*q ^4*x^3+5478*b*p^2*q^3*r^2*x^2-3642*b*p^2*q^3*r*x^3-21450*b*p^2*q^3*x^4+11898*b* p^2*q^2*r^3*x^2-39960*b*p^2*q^2*r^2*x^3-58926*b*p^2*q^2*r*x^4+11325*b*p^2*q*r^4 *x^2-69609*b*p^2*q*r^3*x^3-42993*b*p^2*q*r^2*x^4+3930*b*p^2*r^5*x^2-35502*b*p^2 *r^4*x^3-1112*b*p^2*r^3*x^4+138*b*p*q^5*r*x^2+935*b*p*q^5*x^3+1338*b*p*q^4*r^2* x^2+1107*b*p*q^4*r*x^3-10725*b*p*q^4*x^4+4656*b*p*q^3*r^3*x^2-14812*b*p*q^3*r^2 *x^3-39284*b*p*q^3*r*x^4+7428*b*p*q^2*r^4*x^2-49407*b*p*q^2*r^3*x^3-42993*b*p*q ^2*r^2*x^4+5550*b*p*q*r^5*x^2-55337*b*p*q*r^4*x^3-2224*b*p*q*r^3*x^4+1578*b*p*r ^6*x^2-20914*b*p*r^5*x^3+12637*b*p*r^4*x^4+188*b*q^6*x^3+78*b*q^5*r^2*x^2+807*b *q^5*r*x^3-2145*b*q^5*x^4+543*b*q^4*r^3*x^2-746*b*q^4*r^2*x^3-9821*b*q^4*r*x^4+ 1428*b*q^3*r^4*x^2-9735*b*q^3*r^3*x^3-14331*b*q^3*r^2*x^4+1806*b*q^2*r^5*x^2-\ 19835*b*q^2*r^4*x^3-1112*b*q^2*r^3*x^4+1110*b*q*r^6*x^2-16356*b*q*r^5*x^3+12637 *b*q*r^4*x^4+267*b*r^7*x^2-4891*b*r^6*x^3+7094*b*r^5*x^4+800*c^8*x^2+2160*c^7*g *x^2+4192*c^7*p*x^2+1888*c^7*q*x^2+6400*c^7*r*x^2+4992*c^7*x^3+2400*c^6*g^2*x^2 +9888*c^6*g*p*x^2+4416*c^6*g*q*x^2+15120*c^6*g*r*x^2+12608*c^6*g*x^3+8816*c^6*p ^2*x^2+9280*c^6*p*q*x^2+27216*c^6*p*r*x^2+13504*c^6*p*x^3+1808*c^6*q^2*x^2+ 13584*c^6*q*r*x^2+15552*c^6*q*x^3+19112*c^6*r^2*x^2-4800*c^6*r*x^3-43872*c^6*x^ 4+1400*c^5*g^3*x^2+9424*c^5*g^2*p*x^2+4144*c^5*g^2*q*x^2+14448*c^5*g^2*r*x^2+ 13184*c^5*g^2*x^3+17824*c^5*g*p^2*x^2+18640*c^5*g*p*q*x^2+55136*c^5*g*p*r*x^2+ 29776*c^5*g*p*x^3+3568*c^5*g*q^2*x^2+27296*c^5*g*q*r*x^2+33264*c^5*g*q*x^3+ 38756*c^5*g*r^2*x^2-5408*c^5*g*r*x^3-88304*c^5*g*x^4+9968*c^5*p^3*x^2+17472*c^5 *p^2*q*x^2+46216*c^5*p^2*r*x^2+14544*c^5*p^2*x^3+8400*c^5*p*q^2*x^2+52352*c^5*p *q*r*x^2+35712*c^5*p*q*x^3+65328*c^5*p*r^2*x^2-35712*c^5*p*r*x^3-116800*c^5*p*x ^4+896*c^5*q^3*x^2+11656*c^5*q^2*r*x^2+21168*c^5*q^2*x^3+35664*c^5*q*r^2*x^2-\ 3456*c^5*q*r*x^3-116800*c^5*q*x^4+29080*c^5*r^3*x^2-64224*c^5*r^2*x^3-123888*c^ 5*r*x^4+450*c^4*g^4*x^2+4608*c^4*g^3*p*x^2+1968*c^4*g^3*q*x^2+7096*c^4*g^3*r*x^ 2+7328*c^4*g^3*x^3+14192*c^4*g^2*p^2*x^2+14664*c^4*g^2*p*q*x^2+44088*c^4*g^2*p* r*x^2+26568*c^4*g^2*p*x^3+2720*c^4*g^2*q^2*x^2+21456*c^4*g^2*q*r*x^2+28600*c^4* g^2*q*x^3+31082*c^4*g^2*r^2*x^2+832*c^4*g^2*r*x^3-70312*c^4*g^2*x^4+16796*c^4*g *p^3*x^2+29300*c^4*g*p^2*q*x^2+78056*c^4*g*p^2*r*x^2+27440*c^4*g*p^2*x^3+13940* c^4*g*p*q^2*x^2+87912*c^4*g*p*q*r*x^2+64704*c^4*g*p*q*x^3+110508*c^4*g*p*r^2*x^ 2-50248*c^4*g*p*r*x^3-195984*c^4*g*p*x^4+1436*c^4*g*q^3*x^2+19304*c^4*g*q^2*r*x ^2+37264*c^4*g*q^2*x^3+59916*c^4*g*q*r^2*x^2+2376*c^4*g*q*r*x^3-195984*c^4*g*q* x^4+49248*c^4*g*r^3*x^2-101040*c^4*g*r^2*x^3-212728*c^4*g*r*x^4+6722*c^4*p^4*x^ 2+16952*c^4*p^3*q*x^2+41324*c^4*p^3*r*x^2+7680*c^4*p^3*x^3+13980*c^4*p^2*q^2*x^ 2+76716*c^4*p^2*q*r*x^2+31680*c^4*p^2*q*x^3+87498*c^4*p^2*r^2*x^2-65568*c^4*p^2 *r*x^3-128912*c^4*p^2*x^4+3992*c^4*p*q^3*x^2+40572*c^4*p*q^2*r*x^2+40320*c^4*p* q^2*x^3+105996*c^4*p*q*r^2*x^2-58944*c^4*p*q*r*x^3-257824*c^4*p*q*x^4+77912*c^4 *p*r^3*x^2-193776*c^4*p*r^2*x^3-263880*c^4*p*r*x^4+242*c^4*q^4*x^2+5180*c^4*q^3 *r*x^2+16320*c^4*q^3*x^3+26586*c^4*q^2*r^2*x^2+6624*c^4*q^2*r*x^3-128912*c^4*q^ 2*x^4+46232*c^4*q*r^3*x^2-111408*c^4*q*r^2*x^3-263880*c^4*q*r*x^4+25016*c^4*r^4 *x^2-126384*c^4*r^3*x^3-121848*c^4*r^2*x^4+75*c^3*g^5*x^2+1206*c^3*g^4*p*x^2+ 486*c^3*g^4*q*x^2+1872*c^3*g^4*r*x^2+2296*c^3*g^4*x^3+5596*c^3*g^3*p^2*x^2+5652 *c^3*g^3*p*q*x^2+17536*c^3*g^3*p*r*x^2+12196*c^3*g^3*p*x^3+988*c^3*g^3*q^2*x^2+ 8236*c^3*g^3*q*r*x^2+12540*c^3*g^3*q*x^3+12451*c^3*g^3*r^2*x^2+3568*c^3*g^3*r*x ^3-27996*c^3*g^3*x^4+10724*c^3*g^2*p^3*x^2+18540*c^3*g^2*p^2*q*x^2+50102*c^3*g^ 2*p^2*r*x^2+20200*c^3*g^2*p^2*x^3+8652*c^3*g^2*p*q^2*x^2+55752*c^3*g^2*p*q*r*x^ 2+45472*c^3*g^2*p*q*x^3+71232*c^3*g^2*p*r^2*x^2-22856*c^3*g^2*p*r*x^3-125080*c^ 3*g^2*p*x^4+836*c^3*g^2*q^3*x^2+11894*c^3*g^2*q^2*r*x^2+25272*c^3*g^2*q^2*x^3+ 38040*c^3*g^2*q*r^2*x^2+9480*c^3*g^2*q*r*x^3-125080*c^3*g^2*q*x^4+31854*c^3*g^2 *r^3*x^2-58008*c^3*g^2*r^2*x^3-140588*c^3*g^2*r*x^4+9057*c^3*g*p^4*x^2+22764*c^ 3*g*p^3*q*x^2+55816*c^3*g*p^3*r*x^2+12136*c^3*g*p^3*x^3+18654*c^3*g*p^2*q^2*x^2 +103204*c^3*g*p^2*q*r*x^2+46984*c^3*g*p^2*q*x^3+118399*c^3*g*p^2*r^2*x^2-79520* c^3*g*p^2*r*x^3-173040*c^3*g*p^2*x^4+5244*c^3*g*p*q^3*x^2+54148*c^3*g*p*q^2*r*x ^2+57560*c^3*g*p*q^2*x^3+142770*c^3*g*p*q*r^2*x^2-64416*c^3*g*p*q*r*x^3-346080* c^3*g*p*q*x^4+105578*c^3*g*p*r^3*x^2-248856*c^3*g*p*r^2*x^3-362716*c^3*g*p*r*x^ 4+297*c^3*g*q^4*x^2+6760*c^3*g*q^3*r*x^2+22712*c^3*g*q^3*x^3+35455*c^3*g*q^2*r^ 2*x^2+15104*c^3*g*q^2*r*x^3-173040*c^3*g*q^2*x^4+62330*c^3*g*q*r^3*x^2-139000*c ^3*g*q*r^2*x^3-362716*c^3*g*q*r*x^4+33938*c^3*g*r^4*x^2-165280*c^3*g*r^3*x^3-\ 174408*c^3*g*r^2*x^4+2794*c^3*p^5*x^2+9338*c^3*p^4*q*x^2+21234*c^3*p^4*r*x^2+ 1840*c^3*p^4*x^3+11284*c^3*p^3*q^2*x^2+56172*c^3*p^3*q*r*x^2+13200*c^3*p^3*q*x^ 3+59538*c^3*p^3*r^2*x^2-54000*c^3*p^3*r*x^3-75504*c^3*p^3*x^4+5764*c^3*p^2*q^3* x^2+49908*c^3*p^2*q^2*r*x^2+28560*c^3*p^2*q^2*x^3+116622*c^3*p^2*q*r^2*x^2-\ 97968*c^3*p^2*q*r*x^3-226512*c^3*p^2*q*x^4+79150*c^3*p^2*r^3*x^2-213528*c^3*p^2 *r^2*x^3-222612*c^3*p^2*r*x^4+1058*c^3*p*q^4*x^2+16236*c^3*p*q^3*r*x^2+24880*c^ 3*p*q^3*x^3+67230*c^3*p*q^2*r^2*x^2-33936*c^3*p*q^2*r*x^3-226512*c^3*p*q^2*x^4+ 102080*c^3*p*q*r^3*x^2-287088*c^3*p*q*r^2*x^3-445224*c^3*p*q*r*x^4+50652*c^3*p* r^4*x^2-267696*c^3*p*r^3*x^3-190008*c^3*p*r^2*x^4+34*c^3*q^5*x^2+1266*c^3*q^4*r *x^2+7680*c^3*q^4*x^3+10146*c^3*q^3*r^2*x^2+10032*c^3*q^3*r*x^3-75504*c^3*q^3*x ^4+28606*c^3*q^2*r^3*x^2-73560*c^3*q^2*r^2*x^3-222612*c^3*q^2*r*x^4+32292*c^3*q *r^4*x^2-183984*c^3*q*r^3*x^3-190008*c^3*q*r^2*x^4+12600*c^3*r^5*x^2-110008*c^3 *r^4*x^3-23776*c^3*r^3*x^4+5*c^2*g^6*x^2+158*c^2*g^5*p*x^2+56*c^2*g^5*q*x^2+249 *c^2*g^5*r*x^2+388*c^2*g^5*x^3+1121*c^2*g^4*p^2*x^2+1082*c^2*g^4*p*q*x^2+3577*c ^2*g^4*p*r*x^2+3002*c^2*g^4*p*x^3+167*c^2*g^4*q^2*x^2+1555*c^2*g^4*q*r*x^2+2910 *c^2*g^4*q*x^3+2581*c^2*g^4*r^2*x^2+1844*c^2*g^4*r*x^3-5776*c^2*g^4*x^4+3195*c^ 2*g^3*p^3*x^2+5429*c^2*g^3*p^2*q*x^2+15096*c^2*g^3*p^2*r*x^2+7224*c^2*g^3*p^2*x ^3+2441*c^2*g^3*p*q^2*x^2+16386*c^2*g^3*p*q*r*x^2+15408*c^2*g^3*p*q*x^3+21671*c ^2*g^3*p*r^2*x^2-2514*c^2*g^3*p*r*x^3-37516*c^2*g^3*p*x^4+207*c^2*g^3*q^3*x^2+ 3288*c^2*g^3*q^2*r*x^2+8184*c^2*g^3*q^2*x^3+11207*c^2*g^3*q*r^2*x^2+6642*c^2*g^ 3*q*r*x^3-37516*c^2*g^3*q*x^4+9770*c^2*g^3*r^3*x^2-14292*c^2*g^3*r^2*x^3-44442* c^2*g^3*r*x^4+4342*c^2*g^2*p^4*x^2+10842*c^2*g^2*p^3*q*x^2+26913*c^2*g^2*p^3*r* x^2+7018*c^2*g^2*p^3*x^3+8776*c^2*g^2*p^2*q^2*x^2+49339*c^2*g^2*p^2*q*r*x^2+ 25434*c^2*g^2*p^2*q*x^3+57357*c^2*g^2*p^2*r^2*x^2-32220*c^2*g^2*p^2*r*x^3-82946 *c^2*g^2*p^2*x^4+2394*c^2*g^2*p*q^3*x^2+25453*c^2*g^2*p*q^2*r*x^2+29814*c^2*g^2 *p*q^2*x^3+68468*c^2*g^2*p*q*r^2*x^2-20400*c^2*g^2*p*q*r*x^3-165892*c^2*g^2*p*q *x^4+51343*c^2*g^2*p*r^3*x^2-111680*c^2*g^2*p*r^2*x^3-180222*c^2*g^2*p*r*x^4+ 118*c^2*g^2*q^4*x^2+3027*c^2*g^2*q^3*r*x^2+11398*c^2*g^2*q^3*x^3+16623*c^2*g^2* q^2*r^2*x^2+11820*c^2*g^2*q^2*r*x^3-82946*c^2*g^2*q^2*x^4+29971*c^2*g^2*q*r^3*x ^2-58840*c^2*g^2*q*r^2*x^3-180222*c^2*g^2*q*r*x^4+16557*c^2*g^2*r^4*x^2-76652*c ^2*g^2*r^3*x^3-92152*c^2*g^2*r^2*x^4+2819*c^2*g*p^5*x^2+9401*c^2*g*p^4*q*x^2+ 21473*c^2*g*p^4*r*x^2+2444*c^2*g*p^4*x^3+11318*c^2*g*p^3*q^2*x^2+56654*c^2*g*p^ 3*q*r*x^2+15264*c^2*g*p^3*q*x^3+60315*c^2*g*p^3*r^2*x^2-50758*c^2*g*p^3*r*x^3-\ 75964*c^2*g*p^3*x^4+5738*c^2*g*p^2*q^3*x^2+50106*c^2*g*p^2*q^2*r*x^2+31128*c^2* g*p^2*q^2*x^3+117789*c^2*g*p^2*q*r^2*x^2-89094*c^2*g*p^2*q*r*x^3-227892*c^2*g*p ^2*q*x^4+80297*c^2*g*p^2*r^3*x^2-208074*c^2*g*p^2*r^2*x^3-229426*c^2*g*p^2*r*x^ 4+1031*c^2*g*p*q^4*x^2+16142*c^2*g*p*q^3*r*x^2+26240*c^2*g*p*q^3*x^3+67533*c^2* g*p*q^2*r^2*x^2-25914*c^2*g*p*q^2*r*x^3-227892*c^2*g*p*q^2*x^4+103220*c^2*g*p*q *r^3*x^2-275976*c^2*g*p*q*r^2*x^3-458852*c^2*g*p*q*r*x^4+51446*c^2*g*p*r^4*x^2-\ 264452*c^2*g*p*r^3*x^3-204662*c^2*g*p*r^2*x^4+29*c^2*g*q^5*x^2+1217*c^2*g*q^4*r *x^2+7932*c^2*g*q^4*x^3+10059*c^2*g*q^3*r^2*x^2+12422*c^2*g*q^3*r*x^3-75964*c^2 *g*q^3*x^4+28745*c^2*g*q^2*r^3*x^2-67902*c^2*g*q^2*r^2*x^3-229426*c^2*g*q^2*r*x ^4+32684*c^2*g*q*r^4*x^2-179972*c^2*g*q*r^3*x^3-204662*c^2*g*q*r^2*x^4+12810*c^ 2*g*r^5*x^2-109580*c^2*g*r^4*x^3-31456*c^2*g*r^3*x^4+704*c^2*p^6*x^2+2958*c^2*p ^5*q*x^2+6320*c^2*p^5*r*x^2+36*c^2*p^5*x^3+4794*c^2*p^4*q^2*x^2+22018*c^2*p^4*q *r*x^2+2340*c^2*p^4*q*x^3+21906*c^2*p^4*r^2*x^2-22788*c^2*p^4*r*x^3-24758*c^2*p ^4*x^4+3676*c^2*p^3*q^3*x^2+28298*c^2*p^3*q^2*r*x^2+9000*c^2*p^3*q^2*x^3+60606* c^2*p^3*q*r^2*x^2-63072*c^2*p^3*q*r*x^3-99032*c^2*p^3*q*x^4+38504*c^2*p^3*r^3*x ^2-110736*c^2*p^3*r^2*x^3-92958*c^2*p^3*r*x^4+1284*c^2*p^2*q^4*x^2+15986*c^2*p^ 2*q^3*r*x^2+13320*c^2*p^2*q^3*x^3+57600*c^2*p^2*q^2*r^2*x^2-52488*c^2*p^2*q^2*r *x^3-148548*c^2*p^2*q^2*x^4+79290*c^2*p^2*q*r^3*x^2-244152*c^2*p^2*q*r^2*x^3-\ 278874*c^2*p^2*q*r*x^4+36716*c^2*p^2*r^4*x^2-201216*c^2*p^2*r^3*x^3-107910*c^2* p^2*r^2*x^4+150*c^2*p*q^5*x^2+3550*c^2*p*q^4*r*x^2+8820*c^2*p*q^4*x^3+21006*c^2 *p*q^3*r^2*x^2-6912*c^2*p*q^3*r*x^3-99032*c^2*p*q^3*x^4+49482*c^2*p*q^2*r^3*x^2 -156096*c^2*p*q^2*r^2*x^3-278874*c^2*p*q^2*r*x^4+50044*c^2*p*q*r^4*x^2-299832*c ^2*p*q*r^3*x^3-215820*c^2*p*q*r^2*x^4+18168*c^2*p*r^5*x^2-161556*c^2*p*r^4*x^3-\ 13176*c^2*p*r^3*x^4+2*c^2*q^6*x^2+164*c^2*q^5*r*x^2+2196*c^2*q^5*x^3+2106*c^2*q ^4*r^2*x^2+5292*c^2*q^4*r*x^3-24758*c^2*q^4*x^4+8696*c^2*q^3*r^3*x^2-22680*c^2* q^3*r^2*x^3-92958*c^2*q^3*r*x^4+15386*c^2*q^2*r^4*x^2-98616*c^2*q^2*r^3*x^3-\ 107910*c^2*q^2*r^2*x^4+12300*c^2*q*r^5*x^2-121092*c^2*q*r^4*x^3-13176*c^2*q*r^3 *x^4+3666*c^2*r^6*x^2-48252*c^2*r^5*x^3+27746*c^2*r^4*x^4+8*c*g^6*p*x^2+2*c*g^6 *q*x^2+13*c*g^6*r*x^2+28*c*g^6*x^3+103*c*g^5*p^2*x^2+90*c*g^5*p*q*x^2+342*c*g^5 *p*r*x^2+366*c*g^5*p*x^3+10*c*g^5*q^2*x^2+123*c*g^5*q*r*x^2+326*c*g^5*q*x^3+256 *c*g^5*r^2*x^2+374*c*g^5*r*x^3-566*c*g^5*x^4+435*c*g^4*p^3*x^2+714*c*g^4*p^2*q* x^2+2105*c*g^4*p^2*r*x^2+1249*c*g^4*p^2*x^3+297*c*g^4*p*q^2*x^2+2168*c*g^4*p*q* r*x^2+2496*c*g^4*p*q*x^3+3086*c*g^4*p*r^2*x^2+664*c*g^4*p*r*x^3-5198*c*g^4*p*x^ 4+18*c*g^4*q^3*x^2+377*c*g^4*q^2*r*x^2+1247*c*g^4*q^2*x^3+1490*c*g^4*q*r^2*x^2+ 1800*c*g^4*q*r*x^3-5198*c*g^4*q*x^4+1416*c*g^4*r^3*x^2-1236*c*g^4*r^2*x^3-6650* c*g^4*r*x^4+867*c*g^3*p^4*x^2+2137*c*g^3*p^3*q*x^2+5442*c*g^3*p^3*r*x^2+1759*c* g^3*p^3*x^3+1688*c*g^3*p^2*q^2*x^2+9800*c*g^3*p^2*q*r*x^2+5943*c*g^3*p^2*q*x^3+ 11722*c*g^3*p^2*r^2*x^2-4638*c*g^3*p^2*r*x^3-16655*c*g^3*p^2*x^4+433*c*g^3*p*q^ 3*x^2+4877*c*g^3*p*q^2*r*x^2+6609*c*g^3*p*q^2*x^3+13695*c*g^3*p*q*r^2*x^2-792*c *g^3*p*q*r*x^3-33310*c*g^3*p*q*x^4+10586*c*g^3*p*r^3*x^2-20102*c*g^3*p*r^2*x^3-\ 38213*c*g^3*p*r*x^4+15*c*g^3*q^4*x^2+519*c*g^3*q^3*r*x^2+2425*c*g^3*q^3*x^3+ 3163*c*g^3*q^2*r^2*x^2+3846*c*g^3*q^2*r*x^3-16655*c*g^3*q^2*x^4+6032*c*g^3*q*r^ 3*x^2-9262*c*g^3*q*r^2*x^3-38213*c*g^3*q*r*x^4+3439*c*g^3*r^4*x^2-14708*c*g^3*r ^3*x^3-21391*c*g^3*r^2*x^4+900*c*g^2*p^5*x^2+2988*c*g^2*p^4*q*x^2+6893*c*g^2*p^ 4*r*x^2+1032*c*g^2*p^4*x^3+3570*c*g^2*p^3*q^2*x^2+18082*c*g^2*p^3*q*r*x^2+5720* c*g^2*p^3*q*x^3+19448*c*g^2*p^3*r^2*x^2-14668*c*g^2*p^3*r*x^3-24292*c*g^2*p^3*x ^4+1782*c*g^2*p^2*q^3*x^2+15832*c*g^2*p^2*q^2*r*x^2+10968*c*g^2*p^2*q^2*x^3+ 37729*c*g^2*p^2*q*r^2*x^2-24204*c*g^2*p^2*q*r*x^3-72876*c*g^2*p^2*q*x^4+25986*c *g^2*p^2*r^3*x^2-63794*c*g^2*p^2*r^2*x^3-76092*c*g^2*p^2*r*x^4+306*c*g^2*p*q^4* x^2+4990*c*g^2*p*q^3*r*x^2+8904*c*g^2*p*q^3*x^3+21364*c*g^2*p*q^2*r^2*x^2-4404* c*g^2*p*q^2*r*x^3-72876*c*g^2*p*q^2*x^4+33164*c*g^2*p*q*r^3*x^2-82464*c*g^2*p*q *r^2*x^3-152184*c*g^2*p*q*r*x^4+16700*c*g^2*p*r^4*x^2-83038*c*g^2*p*r^3*x^3-\ 72403*c*g^2*p*r^2*x^4+6*c*g^2*q^5*x^2+347*c*g^2*q^4*r*x^2+2624*c*g^2*q^4*x^3+ 3083*c*g^2*q^3*r^2*x^2+5132*c*g^2*q^3*r*x^3-24292*c*g^2*q^3*x^4+9102*c*g^2*q^2* r^3*x^2-18670*c*g^2*q^2*r^2*x^3-76092*c*g^2*q^2*r*x^4+10529*c*g^2*q*r^4*x^2-\ 55454*c*g^2*q*r^3*x^3-72403*c*g^2*q*r^2*x^4+4169*c*g^2*r^5*x^2-34944*c*g^2*r^4* x^3-13702*c*g^2*r^3*x^4+472*c*g*p^6*x^2+1981*c*g*p^5*q*x^2+4244*c*g*p^5*r*x^2+ 121*c*g*p^5*x^3+3205*c*g*p^4*q^2*x^2+14765*c*g*p^4*q*r*x^2+1983*c*g*p^4*q*x^3+ 14729*c*g*p^4*r^2*x^2-14552*c*g*p^4*r*x^3-16581*c*g*p^4*x^4+2450*c*g*p^3*q^3*x^ 2+18935*c*g*p^3*q^2*r*x^2+6722*c*g*p^3*q^2*x^3+40685*c*g*p^3*q*r^2*x^2-39684*c* g*p^3*q*r*x^3-66324*c*g*p^3*q*x^4+25916*c*g*p^3*r^3*x^2-72453*c*g*p^3*r^2*x^3-\ 63753*c*g*p^3*r*x^4+850*c*g*p^2*q^4*x^2+10655*c*g*p^2*q^3*r*x^2+9478*c*g*p^2*q^ 3*x^3+38568*c*g*p^2*q^2*r^2*x^2-31740*c*g*p^2*q^2*r*x^3-99486*c*g*p^2*q^2*x^4+ 53275*c*g*p^2*q*r^3*x^2-158577*c*g*p^2*q*r^2*x^3-191259*c*g*p^2*q*r*x^4+24734*c *g*p^2*r^4*x^2-133036*c*g*p^2*r^3*x^3-77599*c*g*p^2*r^2*x^4+97*c*g*p*q^5*x^2+ 2345*c*g*p*q^4*r*x^2+6117*c*g*p*q^4*x^3+13997*c*g*p*q^3*r^2*x^2-2636*c*g*p*q^3* r*x^3-66324*c*g*p*q^3*x^4+33151*c*g*p*q^2*r^3*x^2-99795*c*g*p*q^2*r^2*x^3-\ 191259*c*g*p*q^2*r*x^4+33650*c*g*p*q*r^4*x^2-197132*c*g*p*q*r^3*x^3-155198*c*g* p*q*r^2*x^4+12248*c*g*p*r^5*x^2-107526*c*g*p*r^4*x^3-14554*c*g*p*r^3*x^4+c*g*q^ 6*x^2+104*c*g*q^5*r*x^2+1499*c*g*q^5*x^3+1385*c*g*q^4*r^2*x^2+3972*c*g*q^4*r*x^ 3-16581*c*g*q^4*x^4+5792*c*g*q^3*r^3*x^2-13671*c*g*q^3*r^2*x^3-63753*c*g*q^3*r* x^4+10313*c*g*q^2*r^4*x^2-64096*c*g*q^2*r^3*x^3-77599*c*g*q^2*r^2*x^4+8276*c*g* q*r^5*x^2-80222*c*g*q*r^4*x^3-14554*c*g*q*r^3*x^4+2473*c*g*r^6*x^2-32270*c*g*r^ 5*x^3+16703*c*g*r^4*x^4+99*c*p^7*x^2+504*c*p^6*q*x^2+1017*c*p^6*r*x^2-63*c*p^6* x^3+1035*c*p^5*q^2*x^2+4434*c*p^5*q*r*x^2+36*c*p^5*q*x^3+4170*c*p^5*r^2*x^2-\ 4812*c*p^5*r*x^3-4312*c*p^5*x^4+1080*c*p^4*q^3*x^2+7575*c*p^4*q^2*r*x^2+1125*c* p^4*q^2*x^3+15096*c*p^4*q*r^2*x^2-17988*c*p^4*q*r*x^3-21560*c*p^4*q*x^4+9060*c* p^4*r^3*x^2-27408*c*p^4*r^2*x^3-19224*c*p^4*r*x^4+585*c*p^3*q^4*x^2+6300*c*p^3* q^3*r*x^2+2880*c*p^3*q^3*x^3+20496*c*p^3*q^2*r^2*x^2-23832*c*p^3*q^2*r*x^3-\ 43120*c*p^3*q^2*x^4+26124*c*p^3*q*r^3*x^2-85368*c*p^3*q*r^2*x^3-76896*c*p^3*q*r *x^4+11415*c*p^3*r^4*x^2-64338*c*p^3*r^3*x^3-26328*c*p^3*r^2*x^4+144*c*p^2*q^5* x^2+2535*c*p^2*q^4*r*x^2+3195*c*p^2*q^4*x^3+12612*c*p^2*q^3*r^2*x^2-11688*c*p^2 *q^3*r*x^3-43120*c*p^2*q^3*x^4+26388*c*p^2*q^2*r^3*x^2-91656*c*p^2*q^2*r^2*x^3-\ 115344*c*p^2*q^2*r*x^4+24576*c*p^2*q*r^4*x^2-151794*c*p^2*q*r^3*x^3-78984*c*p^2 *q*r^2*x^4+8409*c*p^2*r^5*x^2-75741*c*p^2*r^4*x^3+2034*c*p^2*r^3*x^4+9*c*p*q^6* x^2+402*c*p*q^5*r*x^2+1692*c*p*q^5*x^3+3270*c*p*q^4*r^2*x^2+228*c*p*q^4*r*x^3-\ 21560*c*p*q^4*x^4+10644*c*p*q^3*r^3*x^2-36840*c*p*q^3*r^2*x^3-76896*c*p*q^3*r*x ^4+16413*c*p*q^2*r^4*x^2-110574*c*p*q^2*r^3*x^3-78984*c*p*q^2*r^2*x^4+12018*c*p *q*r^5*x^2-119616*c*p*q*r^4*x^3+4068*c*p*q*r^3*x^4+3372*c*p*r^6*x^2-44418*c*p*r ^5*x^3+28584*c*p*r^4*x^4+9*c*q^6*r*x^2+351*c*q^6*x^3+228*c*q^5*r^2*x^2+1260*c*q ^5*r*x^3-4312*c*q^5*x^4+1320*c*q^4*r^3*x^2-3144*c*q^4*r^2*x^3-19224*c*q^4*r*x^4 +3252*c*q^3*r^4*x^2-23118*c*q^3*r^3*x^3-26328*c*q^3*r^2*x^4+3981*c*q^2*r^5*x^2-\ 43875*c*q^2*r^4*x^3+2034*c*q^2*r^3*x^4+2400*c*q*r^6*x^2-35166*c*q*r^5*x^3+28584 *c*q*r^4*x^4+570*c*r^7*x^2-10356*c*r^6*x^3+15134*c*r^5*x^4+3*g^6*p^2*x^2+2*g^6* p*q*x^2+11*g^6*p*r*x^2+16*g^6*p*x^3+2*g^6*q*r*x^2+12*g^6*q*x^3+9*g^6*r^2*x^2+26 *g^6*r*x^3-18*g^6*x^4+21*g^5*p^3*x^2+32*g^5*p^2*q*x^2+107*g^5*p^2*r*x^2+83*g^5* p^2*x^3+11*g^5*p*q^2*x^2+98*g^5*p*q*r*x^2+152*g^5*p*q*x^3+164*g^5*p*r^2*x^2+128 *g^5*p*r*x^3-256*g^5*p*x^4+11*g^5*q^2*r*x^2+69*g^5*q^2*x^3+68*g^5*q*r^2*x^2+168 *g^5*q*r*x^3-256*g^5*q*x^4+78*g^5*r^3*x^2+12*g^5*r^2*x^3-364*g^5*r*x^4+60*g^4*p ^4*x^2+144*g^4*p^3*q*x^2+387*g^4*p^3*r*x^2+162*g^4*p^3*x^3+108*g^4*p^2*q^2*x^2+ 671*g^4*p^2*q*r*x^2+506*g^4*p^2*q*x^3+853*g^4*p^2*r^2*x^2-106*g^4*p^2*r*x^3-\ 1164*g^4*p^2*x^4+24*g^4*p*q^3*x^2+308*g^4*p*q^2*r*x^2+526*g^4*p*q^2*x^3+952*g^4 *p*q*r^2*x^2+336*g^4*p*q*r*x^3-2328*g^4*p*q*x^4+785*g^4*p*r^3*x^2-1127*g^4*p*r^ 2*x^3-2898*g^4*p*r*x^4+24*g^4*q^3*r*x^2+182*g^4*q^3*x^3+196*g^4*q^2*r^2*x^2+442 *g^4*q^2*r*x^3-1164*g^4*q^2*x^4+425*g^4*q*r^3*x^2-333*g^4*q*r^2*x^3-2898*g^4*q* r*x^4+259*g^4*r^4*x^2-952*g^4*r^3*x^3-1843*g^4*r^2*x^4+90*g^3*p^5*x^2+296*g^3*p ^4*q*x^2+698*g^3*p^4*r*x^2+140*g^3*p^4*x^3+348*g^3*p^3*q^2*x^2+1808*g^3*p^3*q*r *x^2+696*g^3*p^3*q*x^3+1990*g^3*p^3*r^2*x^2-1243*g^3*p^3*r*x^3-2448*g^3*p^3*x^4 +168*g^3*p^2*q^3*x^2+1548*g^3*p^2*q^2*r*x^2+1248*g^3*p^2*q^2*x^3+3804*g^3*p^2*q *r^2*x^2-1779*g^3*p^2*q*r*x^3-7344*g^3*p^2*q*x^4+2682*g^3*p^2*r^3*x^2-6045*g^3* p^2*r^2*x^3-8112*g^3*p^2*r*x^4+26*g^3*p*q^4*x^2+464*g^3*p*q^3*r*x^2+968*g^3*p*q ^3*x^3+2094*g^3*p*q^2*r^2*x^2+171*g^3*p*q^2*r*x^3-7344*g^3*p*q^2*x^4+3368*g^3*p *q*r^3*x^2-7416*g^3*p*q*r^2*x^3-16224*g^3*p*q*r*x^4+1736*g^3*p*r^4*x^2-8226*g^3 *p*r^3*x^3-8483*g^3*p*r^2*x^4+26*g^3*q^4*r*x^2+276*g^3*q^4*x^3+280*g^3*q^3*r^2* x^2+707*g^3*q^3*r*x^3-2448*g^3*q^3*x^4+894*g^3*q^2*r^3*x^2-1371*g^3*q^2*r^2*x^3 -8112*g^3*q^2*r*x^4+1076*g^3*q*r^4*x^2-5290*g^3*q*r^3*x^3-8483*g^3*q*r^2*x^4+ 436*g^3*r^5*x^2-3564*g^3*r^4*x^3-1998*g^3*r^3*x^4+75*g^2*p^6*x^2+314*g^2*p^5*q* x^2+677*g^2*p^5*r*x^2+38*g^2*p^5*x^3+506*g^2*p^4*q^2*x^2+2348*g^2*p^4*q*r*x^2+ 398*g^2*p^4*q*x^3+2357*g^2*p^4*r^2*x^2-2188*g^2*p^4*r*x^3-2650*g^2*p^4*x^4+384* g^2*p^3*q^3*x^2+2996*g^2*p^3*q^2*r*x^2+1212*g^2*p^3*q^2*x^3+6488*g^2*p^3*q*r^2* x^2-5820*g^2*p^3*q*r*x^3-10600*g^2*p^3*q*x^4+4158*g^2*p^3*r^3*x^2-11299*g^2*p^3 *r^2*x^3-10564*g^2*p^3*r*x^4+131*g^2*p^2*q^4*x^2+1670*g^2*p^2*q^3*r*x^2+1628*g^ 2*p^2*q^3*x^3+6114*g^2*p^2*q^2*r^2*x^2-4332*g^2*p^2*q^2*r*x^3-15900*g^2*p^2*q^2 *x^4+8516*g^2*p^2*q*r^3*x^2-24403*g^2*p^2*q*r^2*x^3-31692*g^2*p^2*q*r*x^4+3977* g^2*p^2*r^4*x^2-21112*g^2*p^2*r^3*x^3-13753*g^2*p^2*r^2*x^4+14*g^2*p*q^5*x^2+ 359*g^2*p*q^4*r*x^2+1022*g^2*p*q^4*x^3+2192*g^2*p*q^3*r^2*x^2+44*g^2*p*q^3*r*x^ 3-10600*g^2*p*q^3*x^4+5264*g^2*p*q^2*r^3*x^2-14909*g^2*p*q^2*r^2*x^3-31692*g^2* p*q^2*r*x^4+5390*g^2*p*q*r^4*x^2-30960*g^2*p*q*r^3*x^3-27506*g^2*p*q*r^2*x^4+ 1973*g^2*p*r^5*x^2-17269*g^2*p*r^4*x^3-3672*g^2*p*r^3*x^4+14*g^2*q^5*r*x^2+246* g^2*q^5*x^3+209*g^2*q^4*r^2*x^2+744*g^2*q^4*r*x^3-2650*g^2*q^4*x^4+906*g^2*q^3* r^3*x^2-1805*g^2*q^3*r^2*x^3-10564*g^2*q^3*r*x^4+1640*g^2*q^2*r^4*x^2-9848*g^2* q^2*r^3*x^3-13753*g^2*q^2*r^2*x^4+1328*g^2*q*r^5*x^2-12775*g^2*q*r^4*x^3-3672*g ^2*q*r^3*x^4+399*g^2*r^6*x^2-5230*g^2*r^5*x^3+2307*g^2*r^4*x^4+33*g*p^7*x^2+168 *g*p^6*q*x^2+339*g*p^6*r*x^2-15*g*p^6*x^3+345*g*p^5*q^2*x^2+1478*g*p^5*q*r*x^2+ 44*g*p^5*q*x^3+1390*g*p^5*r^2*x^2-1555*g*p^5*r*x^3-1440*g*p^5*x^4+360*g*p^4*q^3 *x^2+2525*g*p^4*q^2*r*x^2+445*g*p^4*q^2*x^3+5032*g*p^4*q*r^2*x^2-5769*g*p^4*q*r *x^3-7200*g*p^4*q*x^4+3020*g*p^4*r^3*x^2-9000*g*p^4*r^2*x^3-6564*g*p^4*r*x^4+ 195*g*p^3*q^4*x^2+2100*g*p^3*q^3*r*x^2+1040*g*p^3*q^3*x^3+6832*g*p^3*q^2*r^2*x^ 2-7526*g*p^3*q^2*r*x^3-14400*g*p^3*q^2*x^4+8708*g*p^3*q*r^3*x^2-27920*g*p^3*q*r ^2*x^3-26256*g*p^3*q*r*x^4+3805*g*p^3*r^4*x^2-21284*g*p^3*r^3*x^3-9435*g*p^3*r^ 2*x^4+48*g*p^2*q^5*x^2+845*g*p^2*q^4*r*x^2+1115*g*p^2*q^4*x^3+4204*g*p^2*q^3*r^ 2*x^2-3514*g*p^2*q^3*r*x^3-14400*g*p^2*q^3*x^4+8796*g*p^2*q^2*r^3*x^2-29760*g*p ^2*q^2*r^2*x^3-39384*g*p^2*q^2*r*x^4+8192*g*p^2*q*r^4*x^2-50064*g*p^2*q*r^3*x^3 -28305*g*p^2*q*r^2*x^4+2803*g*p^2*r^5*x^2-25177*g*p^2*r^4*x^3-289*g*p^2*r^3*x^4 +3*g*p*q^6*x^2+134*g*p*q^5*r*x^2+580*g*p*q^5*x^3+1090*g*p*q^4*r^2*x^2+249*g*p*q ^4*r*x^3-7200*g*p*q^4*x^4+3548*g*p*q^3*r^3*x^2-11760*g*p*q^3*r^2*x^3-26256*g*p* q^3*r*x^4+5471*g*p*q^2*r^4*x^2-36276*g*p*q^2*r^3*x^3-28305*g*p*q^2*r^2*x^4+4006 *g*p*q*r^5*x^2-39664*g*p*q*r^4*x^3-578*g*p*q*r^3*x^4+1124*g*p*r^6*x^2-14817*g*p *r^5*x^3+8968*g*p*r^4*x^4+3*g*q^6*r*x^2+119*g*q^6*x^3+76*g*q^5*r^2*x^2+451*g*q^ 5*r*x^3-1440*g*q^5*x^4+440*g*q^4*r^3*x^2-920*g*q^4*r^2*x^3-6564*g*q^4*r*x^4+ 1084*g*q^3*r^4*x^2-7496*g*q^3*r^3*x^3-9435*g*q^3*r^2*x^4+1327*g*q^2*r^5*x^2-\ 14487*g*q^2*r^4*x^3-289*g*q^2*r^3*x^4+800*g*q*r^6*x^2-11707*g*q*r^5*x^3+8968*g* q*r^4*x^4+190*g*r^7*x^2-3464*g*r^6*x^3+4946*g*r^5*x^4+6*p^8*x^2+36*p^7*q*x^2+69 *p^7*r*x^2-8*p^7*x^3+90*p^6*q^2*x^2+363*p^6*q*r*x^2-24*p^6*q*x^3+325*p^6*r^2*x^ 2-402*p^6*r*x^3-312*p^6*x^4+120*p^5*q^3*x^2+780*p^5*q^2*r*x^2+24*p^5*q^2*x^3+ 1464*p^5*q*r^2*x^2-1896*p^5*q*r*x^3-1872*p^5*q*x^4+837*p^5*r^3*x^2-2607*p^5*r^2 *x^3-1578*p^5*r*x^4+90*p^4*q^4*x^2+870*p^4*q^3*r*x^2+200*p^4*q^3*x^3+2616*p^4*q ^2*r^2*x^2-3450*p^4*q^2*r*x^3-4680*p^4*q^2*x^4+3135*p^4*q*r^3*x^2-10569*p^4*q*r ^2*x^3-7890*p^4*q*r*x^4+1305*p^4*r^4*x^2-7428*p^4*r^3*x^3-2322*p^4*r^2*x^4+36*p ^3*q^5*x^2+525*p^3*q^4*r*x^2+360*p^3*q^4*x^3+2324*p^3*q^3*r^2*x^2-2880*p^3*q^3* r*x^3-6240*p^3*q^3*x^4+4464*p^3*q^2*r^3*x^2-16206*p^3*q^2*r^2*x^3-15780*p^3*q^2 *r*x^4+3900*p^3*q*r^4*x^2-24288*p^3*q*r^3*x^3-9288*p^3*q*r^2*x^4+1271*p^3*r^5*x ^2-11402*p^3*r^4*x^3+1339*p^3*r^3*x^4+6*p^2*q^6*x^2+159*p^2*q^5*r*x^2+312*p^2*q ^5*x^3+1041*p^2*q^4*r^2*x^2-870*p^2*q^4*r*x^3-4680*p^2*q^4*x^4+2952*p^2*q^3*r^3 *x^2-11274*p^2*q^3*r^2*x^3-15780*p^2*q^3*r*x^4+4146*p^2*q^2*r^4*x^2-28296*p^2*q ^2*r^3*x^3-13932*p^2*q^2*r^2*x^4+2841*p^2*q*r^5*x^2-28050*p^2*q*r^4*x^3+4017*p^ 2*q*r^3*x^4+759*p^2*r^6*x^2-9846*p^2*r^5*x^3+6998*p^2*r^4*x^4+18*p*q^6*r*x^2+ 136*p*q^6*x^3+204*p*q^5*r^2*x^2+168*p*q^5*r*x^3-1872*p*q^5*x^4+867*p*q^4*r^3*x^ 2-3171*p*q^4*r^2*x^3-7890*p*q^4*r*x^4+1812*p*q^3*r^4*x^2-13440*p*q^3*r^3*x^3-\ 9288*p*q^3*r^2*x^4+2004*p*q^2*r^5*x^2-21894*p*q^2*r^4*x^3+4017*p*q^2*r^3*x^4+ 1128*p*q*r^6*x^2-16176*p*q*r^5*x^3+13996*p*q*r^4*x^4+255*p*r^7*x^2-4519*p*r^6*x ^3+6709*p*r^5*x^4+24*q^7*x^3+10*q^6*r^2*x^2+114*q^6*r*x^3-312*q^6*x^4+81*q^5*r^ 3*x^2-141*q^5*r^2*x^3-1578*q^5*r*x^4+261*q^4*r^4*x^2-2004*q^4*r^3*x^3-2322*q^4* r^2*x^4+434*q^3*r^5*x^2-5246*q^3*r^4*x^3+1339*q^3*r^3*x^4+396*q^2*r^6*x^2-6330* q^2*r^5*x^3+6998*q^2*r^4*x^4+189*q*r^7*x^2-3717*q*r^6*x^3+6709*q*r^5*x^4+37*r^8 *x^2-860*r^7*x^3+2106*r^6*x^4-32*a^6*c*p*x-16*a^6*c*r*x-272*a^6*c*x^2-32*a^6*p^ 2*x-16*a^6*p*q*x-88*a^6*p*r*x-216*a^6*p*x^2-8*a^6*q*r*x-136*a^6*q*x^2-56*a^6*r^ 2*x-392*a^6*r*x^2+368*a^6*x^3-32*a^5*b*c^2*x-192*a^5*b*c*p*x-16*a^5*b*c*q*x-176 *a^5*b*c*r*x-1408*a^5*b*c*x^2-144*a^5*b*p^2*x-64*a^5*b*p*q*x-400*a^5*b*p*r*x-\ 1024*a^5*b*p*x^2-32*a^5*b*q*r*x-608*a^5*b*q*x^2-256*a^5*b*r^2*x-1744*a^5*b*r*x^ 2+2048*a^5*b*x^3-64*a^5*c^3*x-16*a^5*c^2*g*x-448*a^5*c^2*p*x-64*a^5*c^2*q*x-384 *a^5*c^2*r*x-2752*a^5*c^2*x^2-144*a^5*c*g*p*x-8*a^5*c*g*q*x-112*a^5*c*g*r*x-\ 1112*a^5*c*g*x^2-520*a^5*c*p^2*x-320*a^5*c*p*q*x-1264*a^5*c*p*r*x-2688*a^5*c*p* x^2-16*a^5*c*q^2*x-240*a^5*c*q*r*x-2208*a^5*c*q*x^2-744*a^5*c*r^2*x-3880*a^5*c* r*x^2+8384*a^5*c*x^3-120*a^5*g*p^2*x-56*a^5*g*p*q*x-332*a^5*g*p*r*x-836*a^5*g*p *x^2-28*a^5*g*q*r*x-508*a^5*g*q*x^2-212*a^5*g*r^2*x-1460*a^5*g*r*x^2+1576*a^5*g *x^3-144*a^5*p^3*x-180*a^5*p^2*q*x-564*a^5*p^2*r*x-528*a^5*p^2*x^2-48*a^5*p*q^2 *x-408*a^5*p*q*r*x-1008*a^5*p*q*x^2-696*a^5*p*r^2*x-932*a^5*p*r*x^2+4392*a^5*p* x^3-24*a^5*q^2*r*x-416*a^5*q^2*x^2-228*a^5*q*r^2*x-1468*a^5*q*r*x^2+3584*a^5*q* x^3-276*a^5*r^3*x-276*a^5*r^2*x^2+6040*a^5*r*x^3-1728*a^5*x^4-128*a^4*b^2*c^2*x -432*a^4*b^2*c*p*x-48*a^4*b^2*c*q*x-512*a^4*b^2*c*r*x-2944*a^4*b^2*c*x^2-256*a^ 4*b^2*p^2*x-96*a^4*b^2*p*q*x-720*a^4*b^2*p*r*x-1952*a^4*b^2*p*x^2-48*a^4*b^2*q* r*x-1072*a^4*b^2*q*x^2-464*a^4*b^2*r^2*x-3040*a^4*b^2*r*x^2+4720*a^4*b^2*x^3-\ 448*a^4*b*c^3*x-160*a^4*b*c^2*g*x-2032*a^4*b*c^2*p*x-352*a^4*b*c^2*q*x-2224*a^4 *b*c^2*r*x-11328*a^4*b*c^2*x^2-664*a^4*b*c*g*p*x-64*a^4*b*c*g*q*x-712*a^4*b*c*g *r*x-4704*a^4*b*c*g*x^2-2040*a^4*b*c*p^2*x-1184*a^4*b*c*p*q*x-5168*a^4*b*c*p*r* x-10912*a^4*b*c*p*x^2-64*a^4*b*c*q^2*x-1056*a^4*b*c*q*r*x-8680*a^4*b*c*q*x^2-\ 3128*a^4*b*c*r^2*x-13656*a^4*b*c*r*x^2+38144*a^4*b*c*x^3-440*a^4*b*g*p^2*x-176* a^4*b*g*p*q*x-1232*a^4*b*g*p*r*x-3280*a^4*b*g*p*x^2-88*a^4*b*g*q*r*x-1864*a^4*b *g*q*x^2-792*a^4*b*g*r^2*x-5320*a^4*b*g*r*x^2+7320*a^4*b*g*x^3-540*a^4*b*p^3*x-\ 624*a^4*b*p^2*q*x-2148*a^4*b*p^2*r*x-2232*a^4*b*p^2*x^2-144*a^4*b*p*q^2*x-1440* a^4*b*p*q*r*x-4148*a^4*b*p*q*x^2-2676*a^4*b*p*r^2*x-3388*a^4*b*p*r*x^2+19904*a^ 4*b*p*x^3-72*a^4*b*q^2*r*x-1596*a^4*b*q^2*x^2-816*a^4*b*q*r^2*x-5572*a^4*b*q*r* x^2+15864*a^4*b*q*x^3-1068*a^4*b*r^3*x-744*a^4*b*r^2*x^2+26440*a^4*b*r*x^3-8640 *a^4*b*x^4-384*a^4*c^4*x-288*a^4*c^3*g*x-2272*a^4*c^3*p*x-448*a^4*c^3*q*x-2352* a^4*c^3*r*x-10928*a^4*c^3*x^2-48*a^4*c^2*g^2*x-1528*a^4*c^2*g*p*x-240*a^4*c^2*g *q*x-1528*a^4*c^2*g*r*x-8952*a^4*c^2*g*x^2-3240*a^4*c^2*p^2*x-2160*a^4*c^2*p*q* x-7768*a^4*c^2*p*r*x-13312*a^4*c^2*p*x^2-160*a^4*c^2*q^2*x-2024*a^4*c^2*q*r*x-\ 12624*a^4*c^2*q*x^2-4528*a^4*c^2*r^2*x-14640*a^4*c^2*r*x^2+58864*a^4*c^2*x^3-\ 248*a^4*c*g^2*p*x-20*a^4*c*g^2*q*x-240*a^4*c*g^2*r*x-1820*a^4*c*g^2*x^2-1636*a^ 4*c*g*p^2*x-960*a^4*c*g*p*q*x-4072*a^4*c*g*p*r*x-8724*a^4*c*g*p*x^2-48*a^4*c*g* q^2*x-792*a^4*c*g*q*r*x-7012*a^4*c*g*q*x^2-2436*a^4*c*g*r^2*x-11624*a^4*c*g*r*x ^2+29080*a^4*c*g*x^3-1628*a^4*c*p^3*x-2100*a^4*c*p^2*q*x-6132*a^4*c*p^2*r*x-\ 4120*a^4*c*p^2*x^2-616*a^4*c*p*q^2*x-4768*a^4*c*p*q*r*x-10052*a^4*c*p*q*x^2-\ 7380*a^4*c*p*r^2*x-2544*a^4*c*p*r*x^2+59868*a^4*c*p*x^3-16*a^4*c*q^3*x-476*a^4* c*q^2*r*x-4772*a^4*c*q^2*x^2-2668*a^4*c*q*r^2*x-11656*a^4*c*q*r*x^2+49240*a^4*c *q*x^3-2876*a^4*c*r^3*x+2300*a^4*c*r^2*x^2+73216*a^4*c*r*x^3-23788*a^4*c*x^4-\ 180*a^4*g^2*p^2*x-76*a^4*g^2*p*q*x-502*a^4*g^2*p*r*x-1314*a^4*g^2*p*x^2-38*a^4* g^2*q*r*x-766*a^4*g^2*q*x^2-322*a^4*g^2*r^2*x-2194*a^4*g^2*r*x^2+2756*a^4*g^2*x ^3-444*a^4*g*p^3*x-528*a^4*g*p^2*q*x-1756*a^4*g*p^2*r*x-1764*a^4*g*p^2*x^2-128* a^4*g*p*q^2*x-1208*a^4*g*p*q*r*x-3316*a^4*g*p*q*x^2-2180*a^4*g*p*r^2*x-2868*a^4 *g*p*r*x^2+15220*a^4*g*p*x^3-64*a^4*g*q^2*r*x-1312*a^4*g*q^2*x^2-680*a^4*g*q*r^ 2*x-4604*a^4*g*q*r*x^2+12236*a^4*g*q*x^3-868*a^4*g*r^3*x-760*a^4*g*r^2*x^2+ 20512*a^4*g*r*x^3-6432*a^4*g*x^4-264*a^4*p^4*x-528*a^4*p^3*q*x-1342*a^4*p^3*r*x -150*a^4*p^3*x^2-316*a^4*p^2*q^2*x-1906*a^4*p^2*q*r*x-1428*a^4*p^2*q*x^2-2442*a ^4*p^2*r^2*x+2682*a^4*p^2*r*x^2+14758*a^4*p^2*x^3-52*a^4*p*q^3*x-658*a^4*p*q^2* r*x-1874*a^4*p*q^2*x^2-2228*a^4*p*q*r^2*x-980*a^4*p*q*r*x^2+24994*a^4*p*q*x^3-\ 1914*a^4*p*r^3*x+6932*a^4*p*r^2*x^2+34428*a^4*p*r*x^3-10886*a^4*p*x^4-26*a^4*q^ 3*r*x-596*a^4*q^3*x^2-342*a^4*q^2*r^2*x-2308*a^4*q^2*r*x^2+10236*a^4*q^2*x^3-\ 850*a^4*q*r^3*x+456*a^4*q*r^2*x^2+30112*a^4*q*r*x^3-10886*a^4*q*x^4-550*a^4*r^4 *x+4100*a^4*r^3*x^2+21092*a^4*r^2*x^3-13822*a^4*r*x^4-192*a^3*b^3*c^2*x-464*a^3 *b^3*c*p*x-48*a^3*b^3*c*q*x-640*a^3*b^3*c*r*x-3136*a^3*b^3*c*x^2-224*a^3*b^3*p^ 2*x-64*a^3*b^3*p*q*x-640*a^3*b^3*p*r*x-1888*a^3*b^3*p*x^2-32*a^3*b^3*q*r*x-928* a^3*b^3*q*x^2-416*a^3*b^3*r^2*x-2560*a^3*b^3*r*x^2+5760*a^3*b^3*x^3-992*a^3*b^2 *c^3*x-400*a^3*b^2*c^2*g*x-3424*a^3*b^2*c^2*p*x-608*a^3*b^2*c^2*q*x-4384*a^3*b^ 2*c^2*r*x-18160*a^3*b^2*c^2*x^2-1120*a^3*b^2*c*g*p*x-112*a^3*b^2*c*g*q*x-1440*a ^3*b^2*c*g*r*x-7712*a^3*b^2*c*g*x^2-3040*a^3*b^2*c*p^2*x-1600*a^3*b^2*c*p*q*x-\ 8064*a^3*b^2*c*p*r*x-17328*a^3*b^2*c*p*x^2-80*a^3*b^2*c*q^2*x-1680*a^3*b^2*c*q* r*x-13200*a^3*b^2*c*q*x^2-5024*a^3*b^2*c*r^2*x-17752*a^3*b^2*c*r*x^2+68736*a^3* b^2*c*x^3-608*a^3*b^2*g*p^2*x-192*a^3*b^2*g*p*q*x-1728*a^3*b^2*g*p*r*x-4960*a^3 *b^2*g*p*x^2-96*a^3*b^2*g*q*r*x-2576*a^3*b^2*g*q*x^2-1120*a^3*b^2*g*r^2*x-7232* a^3*b^2*g*r*x^2+13520*a^3*b^2*g*x^3-768*a^3*b^2*p^3*x-792*a^3*b^2*p^2*q*x-3120* a^3*b^2*p^2*r*x-3716*a^3*b^2*p^2*x^2-144*a^3*b^2*p*q^2*x-1872*a^3*b^2*p*q*r*x-\ 6648*a^3*b^2*p*q*x^2-3936*a^3*b^2*p*r^2*x-4612*a^3*b^2*p*r*x^2+35696*a^3*b^2*p* x^3-72*a^3*b^2*q^2*r*x-2292*a^3*b^2*q^2*x^2-1080*a^3*b^2*q*r^2*x-7988*a^3*b^2*q *r*x^2+27616*a^3*b^2*q*x^3-1584*a^3*b^2*r^3*x-444*a^3*b^2*r^2*x^2+45360*a^3*b^2 *r*x^3-17280*a^3*b^2*x^4-1696*a^3*b*c^4*x-1376*a^3*b*c^3*g*x-7856*a^3*b*c^3*p*x -1648*a^3*b*c^3*q*x-9472*a^3*b*c^3*r*x-35200*a^3*b*c^3*x^2-264*a^3*b*c^2*g^2*x-\ 5320*a^3*b*c^2*g*p*x-912*a^3*b*c^2*g*q*x-6376*a^3*b*c^2*g*r*x-29112*a^3*b*c^2*g *x^2-10168*a^3*b*c^2*p^2*x-6400*a^3*b*c^2*p*q*x-25632*a^3*b*c^2*p*r*x-43400*a^3 *b*c^2*p*x^2-472*a^3*b*c^2*q^2*x-6944*a^3*b*c^2*q*r*x-40320*a^3*b*c^2*q*x^2-\ 15464*a^3*b*c^2*r^2*x-36352*a^3*b*c^2*r*x^2+215040*a^3*b*c^2*x^3-860*a^3*b*c*g^ 2*p*x-80*a^3*b*c*g^2*q*x-1028*a^3*b*c*g^2*r*x-6064*a^3*b*c*g^2*x^2-5032*a^3*b*c *g*p^2*x-2720*a^3*b*c*g*p*q*x-13072*a^3*b*c*g*p*r*x-28176*a^3*b*c*g*p*x^2-136*a ^3*b*c*g*q^2*x-2656*a^3*b*c*g*q*r*x-21896*a^3*b*c*g*q*x^2-8040*a^3*b*c*g*r^2*x-\ 31876*a^3*b*c*g*r*x^2+106192*a^3*b*c*g*x^3-4920*a^3*b*c*p^3*x-5900*a^3*b*c*p^2* q*x-18996*a^3*b*c*p^2*r*x-14384*a^3*b*c*p^2*x^2-1528*a^3*b*c*p*q^2*x-13952*a^3* b*c*p*q*r*x-34136*a^3*b*c*p*q*x^2-23232*a^3*b*c*p*r^2*x-2316*a^3*b*c*p*r*x^2+ 218652*a^3*b*c*p*x^3-36*a^3*b*c*q^3*x-1340*a^3*b*c*q^2*r*x-15112*a^3*b*c*q^2*x^ 2-8052*a^3*b*c*q*r^2*x-33956*a^3*b*c*q*r*x^2+176140*a^3*b*c*q*x^3-9156*a^3*b*c* r^3*x+14232*a^3*b*c*r^2*x^2+259648*a^3*b*c*r*x^3-95152*a^3*b*c*x^4-516*a^3*b*g^ 2*p^2*x-176*a^3*b*g^2*p*q*x-1460*a^3*b*g^2*p*r*x-4104*a^3*b*g^2*p*x^2-88*a^3*b* g^2*q*r*x-2216*a^3*b*g^2*q*x^2-944*a^3*b*g^2*r^2*x-6284*a^3*b*g^2*r*x^2+10264*a ^3*b*g^2*x^3-1308*a^3*b*g*p^3*x-1412*a^3*b*g*p^2*q*x-5268*a^3*b*g*p^2*r*x-5930* a^3*b*g*p^2*x^2-280*a^3*b*g*p*q^2*x-3304*a^3*b*g*p*q*r*x-10848*a^3*b*g*p*q*x^2-\ 6612*a^3*b*g*p*r^2*x-8086*a^3*b*g*p*r*x^2+55280*a^3*b*g*p*x^3-140*a^3*b*g*q^2*r *x-3958*a^3*b*g*q^2*x^2-1892*a^3*b*g*q*r^2*x-13766*a^3*b*g*q*r*x^2+43344*a^3*b* g*q*x^3-2652*a^3*b*g*r^3*x-1326*a^3*b*g*r^2*x^2+71808*a^3*b*g*r*x^3-25728*a^3*b *g*x^4-792*a^3*b*p^4*x-1480*a^3*b*p^3*q*x-4100*a^3*b*p^3*r*x-854*a^3*b*p^3*x^2-\ 792*a^3*b*p^2*q^2*x-5464*a^3*b*p^2*q*r*x-5696*a^3*b*p^2*q*x^2-7548*a^3*b*p^2*r^ 2*x+8910*a^3*b*p^2*r*x^2+53998*a^3*b*p^2*x^3-104*a^3*b*p*q^3*x-1688*a^3*b*p*q^2 *r*x-6702*a^3*b*p*q^2*x^2-6488*a^3*b*p*q*r^2*x-4116*a^3*b*p*q*r*x^2+89908*a^3*b *p*q*x^3-5964*a^3*b*p*r^3*x+23884*a^3*b*p*r^2*x^2+123156*a^3*b*p*r*x^3-43544*a^ 3*b*p*x^4-52*a^3*b*q^3*r*x-1860*a^3*b*q^3*x^2-896*a^3*b*q^2*r^2*x-7610*a^3*b*q^ 2*r*x^2+35910*a^3*b*q^2*x^3-2504*a^3*b*q*r^3*x+1104*a^3*b*q*r^2*x^2+105892*a^3* b*q*r*x^3-43544*a^3*b*q*x^4-1724*a^3*b*r^4*x+14120*a^3*b*r^3*x^2+74768*a^3*b*r^ 2*x^3-55288*a^3*b*r*x^4-928*a^3*c^5*x-1152*a^3*c^4*g*x-5568*a^3*c^4*p*x-1232*a^ 3*c^4*q*x-6368*a^3*c^4*r*x-22304*a^3*c^4*x^2-456*a^3*c^3*g^2*x-5896*a^3*c^3*g*p *x-1184*a^3*c^3*g*q*x-6680*a^3*c^3*g*r*x-27512*a^3*c^3*g*x^2-9608*a^3*c^3*p^2*x -6528*a^3*c^3*p*q*x-23392*a^3*c^3*p*r*x-32648*a^3*c^3*p*x^2-552*a^3*c^3*q^2*x-\ 6928*a^3*c^3*q*r*x-34608*a^3*c^3*q*x^2-13784*a^3*c^3*r^2*x-23912*a^3*c^3*r*x^2+ 193728*a^3*c^3*x^3-56*a^3*c^2*g^3*x-1980*a^3*c^2*g^2*p*x-320*a^3*c^2*g^2*q*x-\ 2220*a^3*c^2*g^2*r*x-11240*a^3*c^2*g^2*x^2-8004*a^3*c^2*g*p^2*x-5096*a^3*c^2*g* p*q*x-19716*a^3*c^2*g*p*r*x-34024*a^3*c^2*g*p*x^2-368*a^3*c^2*g*q^2*x-5188*a^3* c^2*g*q*r*x-31840*a^3*c^2*g*q*x^2-11712*a^3*c^2*g*r^2*x-32464*a^3*c^2*g*r*x^2+ 160864*a^3*c^2*g*x^3-6888*a^3*c^2*p^3*x-8852*a^3*c^2*p^2*q*x-25800*a^3*c^2*p^2* r*x-12404*a^3*c^2*p^2*x^2-2624*a^3*c^2*p*q^2*x-20584*a^3*c^2*p*q*r*x-38648*a^3* c^2*p*q*x^2-30936*a^3*c^2*p*r^2*x+14600*a^3*c^2*p*r*x^2+289480*a^3*c^2*p*x^3-92 *a^3*c^2*q^3*x-2456*a^3*c^2*q^2*r*x-19988*a^3*c^2*q^2*x^2-11732*a^3*c^2*q*r^2*x -33472*a^3*c^2*q*r*x^2+239860*a^3*c^2*q*x^3-12024*a^3*c^2*r^3*x+29008*a^3*c^2*r ^2*x^2+326036*a^3*c^2*r*x^3-129180*a^3*c^2*x^4-212*a^3*c*g^3*p*x-18*a^3*c*g^3*q *x-236*a^3*c*g^3*r*x-1530*a^3*c*g^3*x^2-1982*a^3*c*g^2*p^2*x-1088*a^3*c*g^2*p*q *x-5060*a^3*c*g^2*p*r*x-11008*a^3*c*g^2*p*x^2-52*a^3*c*g^2*q^2*x-992*a^3*c*g^2* q*r*x-8664*a^3*c*g^2*q*x^2-3078*a^3*c*g^2*r^2*x-13386*a^3*c*g^2*r*x^2+39632*a^3 *c*g^2*x^3-3960*a^3*c*g*p^3*x-4870*a^3*c*g*p^2*q*x-15122*a^3*c*g*p^2*r*x-11020* a^3*c*g*p^2*x^2-1312*a^3*c*g*p*q^2*x-11292*a^3*c*g*p*q*r*x-26462*a^3*c*g*p*q*x^ 2-18364*a^3*c*g*p*r^2*x-4106*a^3*c*g*p*r*x^2+163574*a^3*c*g*p*x^3-32*a^3*c*g*q^ 3*x-1088*a^3*c*g*q^2*r*x-12082*a^3*c*g*q^2*x^2-6422*a^3*c*g*q*r^2*x-28272*a^3*c *g*q*r*x^2+133032*a^3*c*g*q*x^3-7202*a^3*c*g*r^3*x+8462*a^3*c*g*r^2*x^2+196614* a^3*c*g*r*x^3-69762*a^3*c*g*x^4-2182*a^3*c*p^4*x-4328*a^3*c*p^3*q*x-10968*a^3*c *p^3*r*x+448*a^3*c*p^3*x^2-2566*a^3*c*p^2*q^2*x-15660*a^3*c*p^2*q*r*x-9816*a^3* c*p^2*q*x^2-19812*a^3*c*p^2*r^2*x+33130*a^3*c*p^2*r*x^2+139698*a^3*c*p^2*x^3-\ 424*a^3*c*p*q^3*x-5588*a^3*c*p*q^2*r*x-15376*a^3*c*p*q^2*x^2-18336*a^3*c*p*q*r^ 2*x+5332*a^3*c*p*q*r*x^2+238220*a^3*c*p*q*x^3-15448*a^3*c*p*r^3*x+72384*a^3*c*p *r^2*x^2+297350*a^3*c*p*r*x^3-119168*a^3*c*p*x^4-4*a^3*c*q^4*x-316*a^3*c*q^3*r* x-5112*a^3*c*q^3*x^2-3022*a^3*c*q^2*r^2*x-15352*a^3*c*q^2*r*x^2+98522*a^3*c*q^2 *x^3-7004*a^3*c*q*r^3*x+14372*a^3*c*q*r^2*x^2+265972*a^3*c*q*r*x^3-119168*a^3*c *q*x^4-4422*a^3*c*r^4*x+39702*a^3*c*r^3*x^2+165084*a^3*c*r^2*x^3-153524*a^3*c*r *x^4-138*a^3*g^3*p^2*x-50*a^3*g^3*p*q*x-389*a^3*g^3*p*r*x-1075*a^3*g^3*p*x^2-25 *a^3*g^3*q*r*x-597*a^3*g^3*q*x^2-251*a^3*g^3*r^2*x-1703*a^3*g^3*r*x^2+2518*a^3* g^3*x^3-528*a^3*g^2*p^3*x-589*a^3*g^2*p^2*q*x-2113*a^3*g^2*p^2*r*x-2288*a^3*g^2 *p^2*x^2-124*a^3*g^2*p*q^2*x-1366*a^3*g^2*p*q*r*x-4248*a^3*g^2*p*q*x^2-2642*a^3 *g^2*p*r^2*x-3365*a^3*g^2*p*r*x^2+20690*a^3*g^2*p*x^3-62*a^3*g^2*q^2*r*x-1608*a ^3*g^2*q^2*x^2-777*a^3*g^2*q*r^2*x-5603*a^3*g^2*q*r*x^2+16384*a^3*g^2*q*x^3-\ 1057*a^3*g^2*r^3*x-733*a^3*g^2*r^2*x^2+27326*a^3*g^2*r*x^3-9360*a^3*g^2*x^4-642 *a^3*g*p^4*x-1232*a^3*g*p^3*q*x-3299*a^3*g*p^3*r*x-555*a^3*g*p^3*x^2-688*a^3*g* p^2*q^2*x-4503*a^3*g*p^2*q*r*x-4158*a^3*g*p^2*q*x^2-6045*a^3*g*p^2*r^2*x+6897*a ^3*g*p^2*r*x^2+40319*a^3*g*p^2*x^3-98*a^3*g*p*q^3*x-1451*a^3*g*p*q^2*r*x-5115*a ^3*g*p*q^2*x^2-5310*a^3*g*p*q*r^2*x-3034*a^3*g*p*q*r*x^2+67691*a^3*g*p*q*x^3-\ 4761*a^3*g*p*r^3*x+18222*a^3*g*p*r^2*x^2+92722*a^3*g*p*r*x^3-31851*a^3*g*p*x^4-\ 49*a^3*g*q^3*r*x-1512*a^3*g*q^3*x^2-763*a^3*g*q^2*r^2*x-6034*a^3*g*q^2*r*x^2+ 27372*a^3*g*q^2*x^3-2039*a^3*g*q*r^3*x+854*a^3*g*q*r^2*x^2+80558*a^3*g*q*r*x^3-\ 31851*a^3*g*q*x^4-1373*a^3*g*r^4*x+10770*a^3*g*r^3*x^2+56500*a^3*g*r^2*x^3-\ 40599*a^3*g*r*x^4-252*a^3*p^5*x-693*a^3*p^4*q*x-1575*a^3*p^4*r*x+642*a^3*p^4*x^ 2-654*a^3*p^3*q^2*x-3378*a^3*p^3*q*r*x+191*a^3*p^3*q*x^2-3780*a^3*p^3*r^2*x+ 9433*a^3*p^3*r*x^2+21823*a^3*p^3*x^3-237*a^3*p^2*q^3*x-2265*a^3*p^2*q^2*r*x-\ 2035*a^3*p^2*q^2*x^2-5976*a^3*p^2*q*r^2*x+11342*a^3*p^2*q*r*x^2+57098*a^3*p^2*q *x^3-4410*a^3*p^2*r^3*x+27078*a^3*p^2*r^2*x^2+65241*a^3*p^2*r*x^3-27415*a^3*p^2 *x^4-24*a^3*p*q^4*x-474*a^3*p*q^3*r*x-2075*a^3*p*q^3*x^2-2568*a^3*p*q^2*r^2*x-\ 406*a^3*p*q^2*r*x^2+48727*a^3*p*q^2*x^3-4590*a^3*p*q*r^3*x+23824*a^3*p*q*r^2*x^ 2+119225*a^3*p*q*r*x^3-54830*a^3*p*q*x^4-2520*a^3*p*r^4*x+28425*a^3*p*r^3*x^2+ 62602*a^3*p*r^2*x^3-70392*a^3*p*r*x^4-12*a^3*q^4*r*x-491*a^3*q^4*x^2-237*a^3*q^ 3*r^2*x-2315*a^3*q^3*r*x^2+13452*a^3*q^3*x^3-957*a^3*q^2*r^3*x+1035*a^3*q^2*r^2 *x^2+53984*a^3*q^2*r*x^3-27415*a^3*q^2*x^4-1299*a^3*q*r^4*x+12673*a^3*q*r^3*x^2 +65638*a^3*q*r^2*x^3-70392*a^3*q*r*x^4-567*a^3*r^5*x+10138*a^3*r^4*x^2+16784*a^ 3*r^3*x^3-51833*a^3*r^2*x^4-128*a^2*b^4*c^2*x-240*a^2*b^4*c*p*x-16*a^2*b^4*c*q* x-368*a^2*b^4*c*r*x-1744*a^2*b^4*c*x^2-96*a^2*b^4*p^2*x-16*a^2*b^4*p*q*x-280*a^ 2*b^4*p*r*x-952*a^2*b^4*p*x^2-8*a^2*b^4*q*r*x-392*a^2*b^4*q*x^2-184*a^2*b^4*r^2 *x-1000*a^2*b^4*r*x^2+3920*a^2*b^4*x^3-928*a^2*b^3*c^3*x-400*a^2*b^3*c^2*g*x-\ 2624*a^2*b^3*c^2*p*x-416*a^2*b^3*c^2*q*x-3776*a^2*b^3*c^2*r*x-14032*a^2*b^3*c^2 *x^2-848*a^2*b^3*c*g*p*x-64*a^2*b^3*c*g*q*x-1232*a^2*b^3*c*g*r*x-6032*a^2*b^3*c *g*x^2-2096*a^2*b^3*c*p^2*x-928*a^2*b^3*c*p*q*x-5872*a^2*b^3*c*p*r*x-13392*a^2* b^3*c*p*x^2-32*a^2*b^3*c*q^2*x-1152*a^2*b^3*c*q*r*x-9600*a^2*b^3*c*q*x^2-3776*a ^2*b^3*c*r^2*x-10120*a^2*b^3*c*r*x^2+61184*a^2*b^3*c*x^3-384*a^2*b^3*g*p^2*x-80 *a^2*b^3*g*p*q*x-1112*a^2*b^3*g*p*r*x-3560*a^2*b^3*g*p*x^2-40*a^2*b^3*g*q*r*x-\ 1624*a^2*b^3*g*q*x^2-728*a^2*b^3*g*r^2*x-4376*a^2*b^3*g*r*x^2+12400*a^2*b^3*g*x ^3-504*a^2*b^3*p^3*x-432*a^2*b^3*p^2*q*x-2112*a^2*b^3*p^2*r*x-3036*a^2*b^3*p^2* x^2-48*a^2*b^3*p*q^2*x-1056*a^2*b^3*p*q*r*x-5136*a^2*b^3*p*q*x^2-2712*a^2*b^3*p *r^2*x-2828*a^2*b^3*p*r*x^2+31584*a^2*b^3*p*x^3-24*a^2*b^3*q^2*r*x-1460*a^2*b^3 *q^2*x^2-624*a^2*b^3*q*r^2*x-5212*a^2*b^3*q*r*x^2+23504*a^2*b^3*q*x^3-1104*a^2* b^3*r^3*x+372*a^2*b^3*r^2*x^2+37840*a^2*b^3*r*x^3-17280*a^2*b^3*x^4-2464*a^2*b^ 2*c^4*x-2096*a^2*b^2*c^3*g*x-9520*a^2*b^2*c^3*p*x-1936*a^2*b^2*c^3*q*x-12896*a^ 2*b^2*c^3*r*x-41632*a^2*b^2*c^3*x^2-432*a^2*b^2*c^2*g^2*x-6464*a^2*b^2*c^2*g*p* x-1056*a^2*b^2*c^2*g*q*x-8808*a^2*b^2*c^2*g*r*x-34560*a^2*b^2*c^2*g*x^2-11328*a ^2*b^2*c^2*p^2*x-6464*a^2*b^2*c^2*p*q*x-30208*a^2*b^2*c^2*p*r*x-52312*a^2*b^2*c ^2*p*x^2-416*a^2*b^2*c^2*q^2*x-8080*a^2*b^2*c^2*q*r*x-47200*a^2*b^2*c^2*q*x^2-\ 18880*a^2*b^2*c^2*r^2*x-28064*a^2*b^2*c^2*r*x^2+291936*a^2*b^2*c^2*x^3-1032*a^2 *b^2*c*g^2*p*x-80*a^2*b^2*c*g^2*q*x-1420*a^2*b^2*c*g^2*r*x-7348*a^2*b^2*c*g^2*x ^2-5488*a^2*b^2*c*g*p^2*x-2592*a^2*b^2*c*g*p*q*x-14964*a^2*b^2*c*g*p*r*x-33328* a^2*b^2*c*g*p*x^2-104*a^2*b^2*c*g*q^2*x-2988*a^2*b^2*c*g*q*r*x-24760*a^2*b^2*c* g*q*x^2-9476*a^2*b^2*c*g*r^2*x-29764*a^2*b^2*c*g*r*x^2+144096*a^2*b^2*c*g*x^3-\ 5284*a^2*b^2*c*p^3*x-5692*a^2*b^2*c*p^2*q*x-21092*a^2*b^2*c*p^2*r*x-18792*a^2*b ^2*c*p^2*x^2-1196*a^2*b^2*c*p*q^2*x-14216*a^2*b^2*c*p*q*r*x-42816*a^2*b^2*c*p*q *x^2-26332*a^2*b^2*c*p*r^2*x+5312*a^2*b^2*c*p*r*x^2+296748*a^2*b^2*c*p*x^3-20*a ^2*b^2*c*q^3*x-1236*a^2*b^2*c*q^2*r*x-17064*a^2*b^2*c*q^2*x^2-8524*a^2*b^2*c*q* r^2*x-34936*a^2*b^2*c*q*r*x^2+232980*a^2*b^2*c*q*x^3-10524*a^2*b^2*c*r^3*x+ 26660*a^2*b^2*c*r^2*x^2+339648*a^2*b^2*c*r*x^3-142728*a^2*b^2*c*x^4-520*a^2*b^2 *g^2*p^2*x-124*a^2*b^2*g^2*p*q*x-1498*a^2*b^2*g^2*p*r*x-4630*a^2*b^2*g^2*p*x^2-\ 62*a^2*b^2*g^2*q*r*x-2254*a^2*b^2*g^2*q*x^2-978*a^2*b^2*g^2*r^2*x-6242*a^2*b^2* g^2*r*x^2+14256*a^2*b^2*g^2*x^3-1364*a^2*b^2*g*p^3*x-1276*a^2*b^2*g*p^2*q*x-\ 5632*a^2*b^2*g*p^2*r*x-7340*a^2*b^2*g*p^2*x^2-176*a^2*b^2*g*p*q^2*x-3080*a^2*b^ 2*g*p*q*r*x-12916*a^2*b^2*g*p*q*x^2-7172*a^2*b^2*g*p*r^2*x-7816*a^2*b^2*g*p*r*x ^2+74520*a^2*b^2*g*p*x^3-88*a^2*b^2*g*q^2*r*x-4136*a^2*b^2*g*q^2*x^2-1804*a^2*b ^2*g*q*r^2*x-14440*a^2*b^2*g*q*r*x^2+56616*a^2*b^2*g*q*x^3-2904*a^2*b^2*g*r^3*x +140*a^2*b^2*g*r^2*x^2+92352*a^2*b^2*g*r*x^3-38592*a^2*b^2*g*x^4-844*a^2*b^2*p^ 4*x-1428*a^2*b^2*p^3*q*x-4482*a^2*b^2*p^3*r*x-1590*a^2*b^2*p^3*x^2-636*a^2*b^2* p^2*q^2*x-5450*a^2*b^2*p^2*q*r*x-8304*a^2*b^2*p^2*q*x^2-8382*a^2*b^2*p^2*r^2*x+ 10784*a^2*b^2*p^2*r*x^2+73446*a^2*b^2*p^2*x^3-52*a^2*b^2*p*q^3*x-1402*a^2*b^2*p *q^2*r*x-8646*a^2*b^2*p*q^2*x^2-6616*a^2*b^2*p*q*r^2*x-6176*a^2*b^2*p*q*r*x^2+ 119760*a^2*b^2*p*q*x^3-6694*a^2*b^2*p*r^3*x+30362*a^2*b^2*p*r^2*x^2+162900*a^2* b^2*p*r*x^3-65316*a^2*b^2*p*x^4-26*a^2*b^2*q^3*r*x-1932*a^2*b^2*q^3*x^2-766*a^2 *b^2*q^2*r^2*x-8836*a^2*b^2*q^2*r*x^2+46314*a^2*b^2*q^2*x^3-2594*a^2*b^2*q*r^3* x+878*a^2*b^2*q*r^2*x^2+137004*a^2*b^2*q*r*x^3-65316*a^2*b^2*q*x^4-1950*a^2*b^2 *r^4*x+17988*a^2*b^2*r^3*x^2+97752*a^2*b^2*r^2*x^3-82932*a^2*b^2*r*x^4-2784*a^2 *b*c^5*x-3568*a^2*b*c^4*g*x-14032*a^2*b*c^4*p*x-3136*a^2*b*c^4*q*x-18016*a^2*b* c^4*r*x-53504*a^2*b*c^4*x^2-1480*a^2*b*c^3*g^2*x-14888*a^2*b*c^3*g*p*x-3024*a^2 *b*c^3*g*q*x-19160*a^2*b*c^3*g*r*x-65880*a^2*b*c^3*g*x^2-22456*a^2*b*c^3*p^2*x-\ 14304*a^2*b*c^3*p*q*x-57616*a^2*b*c^3*p*r*x-80088*a^2*b*c^3*p*x^2-1144*a^2*b*c^ 3*q^2*x-17248*a^2*b*c^3*q*r*x-83968*a^2*b*c^3*q*x^2-35160*a^2*b*c^3*r^2*x-31608 *a^2*b*c^3*r*x^2+533888*a^2*b*c^3*x^3-196*a^2*b*c^2*g^3*x-4988*a^2*b*c^2*g^2*p* x-808*a^2*b*c^2*g^2*q*x-6448*a^2*b*c^2*g^2*r*x-27132*a^2*b*c^2*g^2*x^2-18536*a^ 2*b*c^2*g*p^2*x-10920*a^2*b*c^2*g*p*q*x-48108*a^2*b*c^2*g*p*r*x-82696*a^2*b*c^2 *g*p*x^2-732*a^2*b*c^2*g*q^2*x-12836*a^2*b*c^2*g*q*r*x-75964*a^2*b*c^2*g*q*x^2-\ 29572*a^2*b*c^2*g*r^2*x-56104*a^2*b*c^2*g*r*x^2+442240*a^2*b*c^2*g*x^3-15584*a^ 2*b*c^2*p^3*x-18576*a^2*b*c^2*p^2*q*x-60156*a^2*b*c^2*p^2*r*x-33716*a^2*b*c^2*p ^2*x^2-4840*a^2*b*c^2*p*q^2*x-45496*a^2*b*c^2*p*q*r*x-100768*a^2*b*c^2*p*q*x^2-\ 73560*a^2*b*c^2*p*r^2*x+59836*a^2*b*c^2*p*r*x^2+797436*a^2*b*c^2*p*x^3-144*a^2* b*c^2*q^3*x-5204*a^2*b*c^2*q^2*r*x-48284*a^2*b*c^2*q^2*x^2-26920*a^2*b*c^2*q*r^ 2*x-68132*a^2*b*c^2*q*r*x^2+648576*a^2*b*c^2*q*x^3-28988*a^2*b*c^2*r^3*x+99580* a^2*b*c^2*r^2*x^2+870868*a^2*b*c^2*r*x^3-387540*a^2*b*c^2*x^4-526*a^2*b*c*g^3*p *x-40*a^2*b*c*g^3*q*x-686*a^2*b*c*g^3*r*x-3784*a^2*b*c*g^3*x^2-4482*a^2*b*c*g^2 *p^2*x-2192*a^2*b*c*g^2*p*q*x-11962*a^2*b*c*g^2*p*r*x-26524*a^2*b*c*g^2*p*x^2-\ 92*a^2*b*c*g^2*q^2*x-2366*a^2*b*c*g^2*q*r*x-20166*a^2*b*c*g^2*q*x^2-7480*a^2*b* c*g^2*r^2*x-26654*a^2*b*c*g^2*r*x^2+109024*a^2*b*c*g^2*x^3-8850*a^2*b*c*g*p^3*x -9968*a^2*b*c*g*p^2*q*x-34768*a^2*b*c*g*p^2*r*x-28586*a^2*b*c*g*p^2*x^2-2272*a^ 2*b*c*g*p*q^2*x-24252*a^2*b*c*g*p*q*r*x-67006*a^2*b*c*g*p*q*x^2-42986*a^2*b*c*g *p*r^2*x+2938*a^2*b*c*g*p*r*x^2+448796*a^2*b*c*g*p*x^3-44*a^2*b*c*g*q^3*x-2186* a^2*b*c*g*q^2*r*x-28340*a^2*b*c*g*q^2*x^2-14284*a^2*b*c*g*q*r^2*x-60582*a^2*b*c *g*q*r*x^2+357170*a^2*b*c*g*q*x^3-17068*a^2*b*c*g*r^3*x+35268*a^2*b*c*g*r^2*x^2 +522750*a^2*b*c*g*r*x^3-209286*a^2*b*c*g*x^4-4890*a^2*b*c*p^4*x-9036*a^2*b*c*p^ 3*q*x-25128*a^2*b*c*p^3*r*x-1230*a^2*b*c*p^3*x^2-4762*a^2*b*c*p^2*q^2*x-33724*a ^2*b*c*p^2*q*r*x-31258*a^2*b*c*p^2*q*x^2-46044*a^2*b*c*p^2*r^2*x+85446*a^2*b*c* p^2*r*x^2+385666*a^2*b*c*p^2*x^3-620*a^2*b*c*p*q^3*x-10864*a^2*b*c*p*q^2*r*x-\ 42026*a^2*b*c*p*q^2*x^2-40340*a^2*b*c*p*q*r^2*x+10588*a^2*b*c*p*q*r*x^2+647804* a^2*b*c*p*q*x^3-36264*a^2*b*c*p*r^3*x+193106*a^2*b*c*p*r^2*x^2+801288*a^2*b*c*p *r*x^3-357504*a^2*b*c*p*x^4-4*a^2*b*c*q^4*x-528*a^2*b*c*q^3*r*x-11998*a^2*b*c*q ^3*x^2-6102*a^2*b*c*q^2*r^2*x-37520*a^2*b*c*q^2*r*x^2+262138*a^2*b*c*q^2*x^3-\ 15652*a^2*b*c*q*r^3*x+38440*a^2*b*c*q*r^2*x^2+707154*a^2*b*c*q*r*x^3-357504*a^2 *b*c*q*x^4-10458*a^2*b*c*r^4*x+106430*a^2*b*c*r^3*x^2+434596*a^2*b*c*r^2*x^3-\ 460572*a^2*b*c*r*x^4-290*a^2*b*g^3*p^2*x-76*a^2*b*g^3*p*q*x-832*a^2*b*g^3*p*r*x -2512*a^2*b*g^3*p*x^2-38*a^2*b*g^3*q*r*x-1278*a^2*b*g^3*q*x^2-542*a^2*b*g^3*r^2 *x-3594*a^2*b*g^3*r*x^2+7054*a^2*b*g^3*x^3-1147*a^2*b*g^2*p^3*x-1134*a^2*b*g^2* p^2*q*x-4689*a^2*b*g^2*p^2*r*x-5733*a^2*b*g^2*p^2*x^2-176*a^2*b*g^2*p*q^2*x-\ 2708*a^2*b*g^2*p*q*r*x-10363*a^2*b*g^2*p*q*x^2-5937*a^2*b*g^2*p*r^2*x-6824*a^2* b*g^2*p*r*x^2+56524*a^2*b*g^2*p*x^3-88*a^2*b*g^2*q^2*r*x-3574*a^2*b*g^2*q^2*x^2 -1574*a^2*b*g^2*q*r^2*x-12374*a^2*b*g^2*q*r*x^2+43606*a^2*b*g^2*q*x^3-2395*a^2* b*g^2*r^3*x-513*a^2*b*g^2*r^2*x^2+71838*a^2*b*g^2*r*x^3-28080*a^2*b*g^2*x^4-\ 1424*a^2*b*g*p^4*x-2522*a^2*b*g*p^3*q*x-7472*a^2*b*g*p^3*r*x-2038*a^2*b*g*p^3*x ^2-1222*a^2*b*g*p^2*q^2*x-9472*a^2*b*g*p^2*q*r*x-12090*a^2*b*g*p^2*q*x^2-13872* a^2*b*g*p^2*r^2*x+17477*a^2*b*g*p^2*r*x^2+110694*a^2*b*g*p^2*x^3-124*a^2*b*g*p* q^3*x-2656*a^2*b*g*p*q^2*r*x-13458*a^2*b*g*p*q^2*x^2-11378*a^2*b*g*p*q*r^2*x-\ 8778*a^2*b*g*p*q*r*x^2+182547*a^2*b*g*p*q*x^3-11024*a^2*b*g*p*r^3*x+47593*a^2*b *g*p*r^2*x^2+248390*a^2*b*g*p*r*x^3-95553*a^2*b*g*p*x^4-62*a^2*b*g*q^3*r*x-3406 *a^2*b*g*q^3*x^2-1434*a^2*b*g*q^2*r^2*x-14564*a^2*b*g*q^2*r*x^2+71853*a^2*b*g*q ^2*x^3-4428*a^2*b*g*q*r^3*x+1761*a^2*b*g*q*r^2*x^2+211898*a^2*b*g*q*r*x^3-95553 *a^2*b*g*q*x^4-3200*a^2*b*g*r^4*x+28078*a^2*b*g*r^3*x^2+149320*a^2*b*g*r^2*x^3-\ 121797*a^2*b*g*r*x^4-567*a^2*b*p^5*x-1464*a^2*b*p^4*q*x-3615*a^2*b*p^4*r*x+1153 *a^2*b*p^4*x^2-1251*a^2*b*p^3*q^2*x-7320*a^2*b*p^3*q*r*x-1351*a^2*b*p^3*q*x^2-\ 8790*a^2*b*p^3*r^2*x+22907*a^2*b*p^3*r*x^2+60526*a^2*b*p^3*x^3-378*a^2*b*p^2*q^ 3*x-4473*a^2*b*p^2*q^2*r*x-7239*a^2*b*p^2*q^2*x^2-13176*a^2*b*p^2*q*r^2*x+24123 *a^2*b*p^2*q*r*x^2+156465*a^2*b*p^2*q*x^3-10350*a^2*b*p^2*r^3*x+68306*a^2*b*p^2 *r^2*x^2+177910*a^2*b*p^2*r*x^3-82245*a^2*b*p^2*x^4-24*a^2*b*p*q^4*x-780*a^2*b* p*q^3*r*x-5813*a^2*b*p*q^3*x^2-5193*a^2*b*p*q^2*r^2*x-4848*a^2*b*p*q^2*r*x^2+ 131352*a^2*b*p*q^2*x^3-10248*a^2*b*p*q*r^3*x+55759*a^2*b*p*q*r^2*x^2+322049*a^2 *b*p*q*r*x^3-164490*a^2*b*p*q*x^4-5955*a^2*b*p*r^4*x+72503*a^2*b*p*r^3*x^2+ 168170*a^2*b*p*r^2*x^3-211176*a^2*b*p*r*x^4-12*a^2*b*q^4*r*x-1078*a^2*b*q^4*x^2 -402*a^2*b*q^3*r^2*x-6064*a^2*b*q^3*r*x^2+35413*a^2*b*q^3*x^3-1971*a^2*b*q^2*r^ 3*x+320*a^2*b*q^2*r^2*x^2+144139*a^2*b*q^2*r*x^3-82245*a^2*b*q^2*x^4-2928*a^2*b *q*r^4*x+30285*a^2*b*q*r^3*x^2+177278*a^2*b*q*r^2*x^3-211176*a^2*b*q*r*x^4-1347 *a^2*b*r^5*x+25951*a^2*b*r^4*x^2+44372*a^2*b*r^3*x^3-155499*a^2*b*r^2*x^4-1120* a^2*c^6*x-1936*a^2*c^5*g*x-7152*a^2*c^5*p*x-1648*a^2*c^5*q*x-8736*a^2*c^5*r*x-\ 25024*a^2*c^5*x^2-1224*a^2*c^4*g^2*x-10504*a^2*c^4*g*p*x-2304*a^2*c^4*g*q*x-\ 12840*a^2*c^4*g*r*x-41080*a^2*c^4*g*x^2-14584*a^2*c^4*p^2*x-9824*a^2*c^4*p*q*x-\ 36320*a^2*c^4*p*r*x-42360*a^2*c^4*p*x^2-856*a^2*c^4*q^2*x-11328*a^2*c^4*q*r*x-\ 49808*a^2*c^4*q*x^2-21736*a^2*c^4*r^2*x-13536*a^2*c^4*r*x^2+326208*a^2*c^4*x^3-\ 332*a^2*c^3*g^3*x-5524*a^2*c^3*g^2*p*x-1096*a^2*c^3*g^2*q*x-6764*a^2*c^3*g^2*r* x-25112*a^2*c^3*g^2*x^2-17484*a^2*c^3*g*p^2*x-11328*a^2*c^3*g*p*q*x-43764*a^2*c ^3*g*p*r*x-61312*a^2*c^3*g*p*x^2-908*a^2*c^3*g*q^2*x-12932*a^2*c^3*g*q*r*x-\ 64772*a^2*c^3*g*q*x^2-26280*a^2*c^3*g*r^2*x-33592*a^2*c^3*g*r*x^2+390928*a^2*c^ 3*g*x^3-13540*a^2*c^3*p^3*x-17060*a^2*c^3*p^2*q*x-51100*a^2*c^3*p^2*r*x-17328*a ^2*c^3*p^2*x^2-4932*a^2*c^3*p*q^2*x-40840*a^2*c^3*p*q*r*x-71432*a^2*c^3*p*q*x^2 -61580*a^2*c^3*p*r^2*x+70816*a^2*c^3*p*r*x^2+640860*a^2*c^3*p*x^3-180*a^2*c^3*q ^3*x-5180*a^2*c^3*q^2*r*x-39144*a^2*c^3*q^2*x^2-23780*a^2*c^3*q*r^2*x-42104*a^2 *c^3*q*r*x^2+533060*a^2*c^3*q*x^3-24020*a^2*c^3*r^3*x+92184*a^2*c^3*r^2*x^2+ 678632*a^2*c^3*r*x^3-322824*a^2*c^3*x^4-32*a^2*c^2*g^4*x-1222*a^2*c^2*g^3*p*x-\ 192*a^2*c^2*g^3*q*x-1502*a^2*c^2*g^3*r*x-6814*a^2*c^2*g^3*x^2-7178*a^2*c^2*g^2* p^2*x-4296*a^2*c^2*g^2*p*q*x-18210*a^2*c^2*g^2*p*r*x-31628*a^2*c^2*g^2*p*x^2-\ 288*a^2*c^2*g^2*q^2*x-4774*a^2*c^2*g^2*q*r*x-29336*a^2*c^2*g^2*q*x^2-11032*a^2* c^2*g^2*r^2*x-25288*a^2*c^2*g^2*r*x^2+161924*a^2*c^2*g^2*x^3-12378*a^2*c^2*g*p^ 3*x-15176*a^2*c^2*g*p^2*q*x-47106*a^2*c^2*g*p^2*r*x-24646*a^2*c^2*g*p^2*x^2-\ 4132*a^2*c^2*g*p*q^2*x-36264*a^2*c^2*g*p*q*r*x-75646*a^2*c^2*g*p*q*x^2-57078*a^ 2*c^2*g*p*r^2*x+37854*a^2*c^2*g*p*r*x^2+583610*a^2*c^2*g*p*x^3-128*a^2*c^2*g*q^ 3*x-4184*a^2*c^2*g*q^2*r*x-37696*a^2*c^2*g*q^2*x^2-21088*a^2*c^2*g*q*r^2*x-\ 57902*a^2*c^2*g*q*r*x^2+478970*a^2*c^2*g*q*x^3-22350*a^2*c^2*g*r^3*x+66168*a^2* c^2*g*r^2*x^2+645866*a^2*c^2*g*r*x^3-276904*a^2*c^2*g*x^4-6346*a^2*c^2*p^4*x-\ 12320*a^2*c^2*p^3*q*x-31962*a^2*c^2*p^3*r*x+4872*a^2*c^2*p^3*x^2-7074*a^2*c^2*p ^2*q^2*x-45134*a^2*c^2*p^2*q*r*x-25210*a^2*c^2*p^2*q*x^2-57810*a^2*c^2*p^2*r^2* x+125442*a^2*c^2*p^2*r*x^2+458504*a^2*c^2*p^2*x^3-1112*a^2*c^2*p*q^3*x-16042*a^ 2*c^2*p*q^2*r*x-45236*a^2*c^2*p*q^2*x^2-53308*a^2*c^2*p*q*r^2*x+47716*a^2*c^2*p *q*r*x^2+784448*a^2*c^2*p*q*x^3-45118*a^2*c^2*p*r^3*x+256708*a^2*c^2*p*r^2*x^2+ 913252*a^2*c^2*p*r*x^3-444208*a^2*c^2*p*x^4-12*a^2*c^2*q^4*x-994*a^2*c^2*q^3*r* x-15154*a^2*c^2*q^3*x^2-8968*a^2*c^2*q^2*r^2*x-36584*a^2*c^2*q^2*r*x^2+325944*a ^2*c^2*q^2*x^3-20494*a^2*c^2*q*r^3*x+70218*a^2*c^2*q*r^2*x^2+828634*a^2*c^2*q*r *x^3-444208*a^2*c^2*q*x^4-12924*a^2*c^2*r^4*x+136138*a^2*c^2*r^3*x^2+464680*a^2 *c^2*r^2*x^3-562972*a^2*c^2*r*x^4-96*a^2*c*g^4*p*x-7*a^2*c*g^4*q*x-119*a^2*c*g^ 4*r*x-700*a^2*c*g^4*x^2-1155*a^2*c*g^3*p^2*x-576*a^2*c*g^3*p*q*x-3030*a^2*c*g^3 *p*r*x-6749*a^2*c*g^3*p*x^2-24*a^2*c*g^3*q^2*x-586*a^2*c*g^3*q*r*x-5209*a^2*c*g ^3*q*x^2-1875*a^2*c*g^3*r^2*x-7380*a^2*c*g^3*r*x^2+26542*a^2*c*g^3*x^3-3501*a^2 *c*g^2*p^3*x-4060*a^2*c*g^2*p^2*q*x-13590*a^2*c*g^2*p^2*r*x-10648*a^2*c*g^2*p^2 *x^2-970*a^2*c*g^2*p*q^2*x-9674*a^2*c*g^2*p*q*r*x-25400*a^2*c*g^2*p*q*x^2-16677 *a^2*c*g^2*p*r^2*x-969*a^2*c*g^2*p*r*x^2+164336*a^2*c*g^2*p*x^3-20*a^2*c*g^2*q^ 3*x-881*a^2*c*g^2*q^2*r*x-11178*a^2*c*g^2*q^2*x^2-5614*a^2*c*g^2*q*r^2*x-24884* a^2*c*g^2*q*r*x^2+132162*a^2*c*g^2*q*x^3-6588*a^2*c*g^2*r^3*x+10940*a^2*c*g^2*r ^2*x^2+194155*a^2*c*g^2*r*x^3-74874*a^2*c*g^2*x^4-3913*a^2*c*g*p^4*x-7450*a^2*c *g*p^3*q*x-19905*a^2*c*g*p^3*r*x-18*a^2*c*g*p^3*x^2-4123*a^2*c*g*p^2*q^2*x-\ 27397*a^2*c*g*p^2*q*r*x-21502*a^2*c*g*p^2*q*x^2-36237*a^2*c*g*p^2*r^2*x+64786*a ^2*c*g*p^2*r*x^2+281555*a^2*c*g*p^2*x^3-590*a^2*c*g*p*q^3*x-9203*a^2*c*g*p*q^2* r*x-31072*a^2*c*g*p*q^2*x^2-32444*a^2*c*g*p*q*r^2*x+9046*a^2*c*g*p*q*r*x^2+ 476540*a^2*c*g*p*q*x^3-28411*a^2*c*g*p*r^3*x+143615*a^2*c*g*p*r^2*x^2+590251*a^ 2*c*g*p*r*x^3-254810*a^2*c*g*p*x^4-4*a^2*c*g*q^4*x-473*a^2*c*g*q^3*r*x-9588*a^2 *c*g*q^3*x^2-5080*a^2*c*g*q^2*r^2*x-29387*a^2*c*g*q^2*r*x^2+194985*a^2*c*g*q^2* x^3-12497*a^2*c*g*q*r^3*x+28133*a^2*c*g*q*r^2*x^2+525494*a^2*c*g*q*r*x^3-254810 *a^2*c*g*q*x^4-8166*a^2*c*g*r^4*x+78811*a^2*c*g*r^3*x^2+322802*a^2*c*g*r^2*x^3-\ 328504*a^2*c*g*r*x^4-1463*a^2*c*p^5*x-3939*a^2*c*p^4*q*x-9152*a^2*c*p^4*r*x+ 4537*a^2*c*p^4*x^2-3601*a^2*c*p^3*q^2*x-19342*a^2*c*p^3*q*r*x+2084*a^2*c*p^3*q* x^2-21978*a^2*c*p^3*r^2*x+63010*a^2*c*p^3*r*x^2+141953*a^2*c*p^3*x^3-1237*a^2*c *p^2*q^3*x-12732*a^2*c*p^2*q^2*r*x-12324*a^2*c*p^2*q^2*x^2-34392*a^2*c*p^2*q*r^ 2*x+79503*a^2*c*p^2*q*r*x^2+372593*a^2*c*p^2*q*x^3-25652*a^2*c*p^2*r^3*x+176088 *a^2*c*p^2*r^2*x^2+395797*a^2*c*p^2*r*x^3-202962*a^2*c*p^2*x^4-112*a^2*c*p*q^4* x-2618*a^2*c*p*q^3*r*x-12752*a^2*c*p*q^3*x^2-14661*a^2*c*p*q^2*r^2*x+4146*a^2*c *p*q^2*r*x^2+319327*a^2*c*p*q^2*x^3-26514*a^2*c*p*q*r^3*x+161283*a^2*c*p*q*r^2* x^2+732972*a^2*c*p*q*r*x^3-405924*a^2*c*p*q*x^4-14663*a^2*c*p*r^4*x+181294*a^2* c*p*r^3*x^2+343838*a^2*c*p*r^2*x^3-508336*a^2*c*p*r*x^4-76*a^2*c*q^4*r*x-2881*a ^2*c*q^4*x^2-1381*a^2*c*q^3*r^2*x-12347*a^2*c*q^3*r*x^2+88687*a^2*c*q^3*x^3-\ 5530*a^2*c*q^2*r^3*x+12771*a^2*c*q^2*r^2*x^2+337175*a^2*c*q^2*r*x^3-202962*a^2* c*q^2*x^4-7525*a^2*c*q*r^4*x+83864*a^2*c*q*r^3*x^2+373924*a^2*c*q*r^2*x^3-\ 508336*a^2*c*q*r*x^4-3300*a^2*c*r^5*x+63679*a^2*c*r^4*x^2+77028*a^2*c*r^3*x^3-\ 345806*a^2*c*r^2*x^4-57*a^2*g^4*p^2*x-16*a^2*g^4*p*q*x-163*a^2*g^4*p*r*x-484*a^ 2*g^4*p*x^2-8*a^2*g^4*q*r*x-254*a^2*g^4*q*x^2-106*a^2*g^4*r^2*x-721*a^2*g^4*r*x ^2+1268*a^2*g^4*x^3-303*a^2*g^3*p^3*x-311*a^2*g^3*p^2*q*x-1230*a^2*g^3*p^2*r*x-\ 1441*a^2*g^3*p^2*x^2-52*a^2*g^3*p*q^2*x-736*a^2*g^3*p*q*r*x-2653*a^2*g^3*p*q*x^ 2-1551*a^2*g^3*p*r^2*x-1872*a^2*g^3*p*r*x^2+13799*a^2*g^3*p*x^3-26*a^2*g^3*q^2* r*x-960*a^2*g^3*q^2*x^2-425*a^2*g^3*q*r^2*x-3316*a^2*g^3*q*r*x^2+10767*a^2*g^3* q*x^3-624*a^2*g^3*r^3*x-273*a^2*g^3*r^2*x^2+17874*a^2*g^3*r*x^3-6648*a^2*g^3*x^ 4-567*a^2*g^2*p^4*x-1036*a^2*g^2*p^3*q*x-2950*a^2*g^2*p^3*r*x-648*a^2*g^2*p^3*x ^2-529*a^2*g^2*p^2*q^2*x-3847*a^2*g^2*p^2*q*r*x-4316*a^2*g^2*p^2*q*x^2-5448*a^2 *g^2*p^2*r^2*x+6700*a^2*g^2*p^2*r*x^2+40448*a^2*g^2*p^2*x^3-60*a^2*g^2*p*q^3*x-\ 1137*a^2*g^2*p*q^2*r*x-5059*a^2*g^2*p*q^2*x^2-4586*a^2*g^2*p*q*r^2*x-3136*a^2*g ^2*p*q*r*x^2+67313*a^2*g^2*p*q*x^3-4314*a^2*g^2*p*r^3*x+17868*a^2*g^2*p*r^2*x^2 +91654*a^2*g^2*p*r*x^3-34116*a^2*g^2*p*x^4-30*a^2*g^2*q^3*r*x-1391*a^2*g^2*q^3* x^2-608*a^2*g^2*q^2*r^2*x-5718*a^2*g^2*q^2*r*x^2+26865*a^2*g^2*q^2*x^3-1775*a^2 *g^2*q*r^3*x+685*a^2*g^2*q*r^2*x^2+79089*a^2*g^2*q*r*x^3-34116*a^2*g^2*q*x^4-\ 1249*a^2*g^2*r^4*x+10520*a^2*g^2*r^3*x^2+55341*a^2*g^2*r^2*x^3-43652*a^2*g^2*r* x^4-453*a^2*g*p^5*x-1203*a^2*g*p^4*q*x-2862*a^2*g*p^4*r*x+1063*a^2*g*p^4*x^2-\ 1075*a^2*g*p^3*q^2*x-5942*a^2*g*p^3*q*r*x-340*a^2*g*p^3*q*x^2-6918*a^2*g*p^3*r^ 2*x+17875*a^2*g*p^3*r*x^2+43997*a^2*g*p^3*x^3-353*a^2*g*p^2*q^3*x-3784*a^2*g*p^ 2*q^2*r*x-4767*a^2*g*p^2*q^2*x^2-10608*a^2*g*p^2*q*r^2*x+20133*a^2*g*p^2*q*r*x^ 2+114456*a^2*g*p^2*q*x^3-8112*a^2*g*p^2*r^3*x+52242*a^2*g*p^2*r^2*x^2+129898*a^ 2*g*p^2*r*x^3-58464*a^2*g*p^2*x^4-28*a^2*g*p*q^4*x-718*a^2*g*p*q^3*r*x-4262*a^2 *g*p*q^3*x^2-4343*a^2*g*p*q^2*r^2*x-2344*a^2*g*p*q^2*r*x^2+96921*a^2*g*p*q^2*x^ 3-8202*a^2*g*p*q*r^3*x+44159*a^2*g*p*q*r^2*x^2+236690*a^2*g*p*q*r*x^3-116928*a^ 2*g*p*q*x^4-4653*a^2*g*p*r^4*x+55111*a^2*g*p*r^3*x^2+123006*a^2*g*p*r^2*x^3-\ 149977*a^2*g*p*r*x^4-14*a^2*g*q^4*r*x-898*a^2*g*q^4*x^2-365*a^2*g*q^3*r^2*x-\ 4602*a^2*g*q^3*r*x^2+26462*a^2*g*q^3*x^3-1634*a^2*g*q^2*r^3*x+1015*a^2*g*q^2*r^ 2*x^2+106792*a^2*g*q^2*r*x^3-58464*a^2*g*q^2*x^4-2333*a^2*g*q*r^4*x+23686*a^2*g *q*r^3*x^2+129867*a^2*g*q*r^2*x^3-149977*a^2*g*q*r*x^4-1050*a^2*g*r^5*x+19681*a ^2*g*r^4*x^2+32338*a^2*g*r^3*x^3-109509*a^2*g*r^2*x^4-132*a^2*p^6*x-462*a^2*p^5 *q*x-979*a^2*p^5*r*x+750*a^2*p^5*x^2-598*a^2*p^4*q^2*x-2823*a^2*p^4*q*r*x+1543* a^2*p^4*q*x^2-2915*a^2*p^4*r^2*x+9924*a^2*p^4*r*x^2+16070*a^2*p^4*x^3-342*a^2*p ^3*q^3*x-2859*a^2*p^3*q^2*r*x-85*a^2*p^3*q^2*x^2-6672*a^2*p^3*q*r^2*x+21359*a^2 *p^3*q*r*x^2+57312*a^2*p^3*q*x^3-4510*a^2*p^3*r^3*x+34798*a^2*p^3*r^2*x^2+55112 *a^2*p^3*r*x^3-30782*a^2*p^3*x^4-78*a^2*p^2*q^4*x-1167*a^2*p^2*q^3*r*x-2013*a^2 *p^2*q^3*x^2-4989*a^2*p^2*q^2*r^2*x+11511*a^2*p^2*q^2*r*x^2+75516*a^2*p^2*q^2*x ^3-7698*a^2*p^2*q*r^3*x+58512*a^2*p^2*q*r^2*x^2+156119*a^2*p^2*q*r*x^3-92346*a^ 2*p^2*q*x^4-3850*a^2*p^2*r^4*x+52350*a^2*p^2*r^3*x^2+58493*a^2*p^2*r^2*x^3-\ 113911*a^2*p^2*r*x^4-4*a^2*p*q^5*x-154*a^2*p*q^4*r*x-1349*a^2*p*q^4*x^2-1308*a^ 2*p*q^3*r^2*x-1359*a^2*p*q^3*r*x^2+43376*a^2*p*q^3*x^3-3793*a^2*p*q^2*r^3*x+ 23607*a^2*p*q^2*r^2*x^2+146902*a^2*p*q^2*r*x^3-92346*a^2*p*q^2*x^4-4362*a^2*p*q *r^4*x+59119*a^2*p*q*r^3*x^2+133619*a^2*p*q*r^2*x^3-227822*a^2*p*q*r*x^4-1727*a ^2*p*r^5*x+36252*a^2*p*r^4*x^2+10284*a^2*p*r^3*x^3-148716*a^2*p*r^2*x^4-2*a^2*q ^5*r*x-214*a^2*q^5*x^2-76*a^2*q^4*r^2*x-1435*a^2*q^4*r*x^2+9102*a^2*q^4*x^3-483 *a^2*q^3*r^3*x-107*a^2*q^3*r^2*x^2+45895*a^2*q^3*r*x^3-30782*a^2*q^3*x^4-1065*a ^2*q^2*r^4*x+12011*a^2*q^2*r^3*x^2+75126*a^2*q^2*r^2*x^3-113911*a^2*q^2*r*x^4-\ 975*a^2*q*r^5*x+20423*a^2*q*r^4*x^2+30294*a^2*q*r^3*x^3-148716*a^2*q*r^2*x^4-\ 319*a^2*r^6*x+9526*a^2*r^5*x^2-9167*a^2*r^4*x^3-59923*a^2*r^3*x^4-32*a*b^5*c^2* x-48*a*b^5*c*p*x-80*a*b^5*c*r*x-448*a*b^5*c*x^2-16*a*b^5*p^2*x-48*a*b^5*p*r*x-\ 224*a*b^5*p*x^2-64*a*b^5*q*x^2-32*a*b^5*r^2*x-112*a*b^5*r*x^2+1408*a*b^5*x^3-\ 352*a*b^4*c^3*x-160*a*b^4*c^2*g*x-864*a*b^4*c^2*p*x-96*a*b^4*c^2*q*x-1376*a*b^4 *c^2*r*x-5136*a*b^4*c^2*x^2-272*a*b^4*c*g*p*x-8*a*b^4*c*g*q*x-432*a*b^4*c*g*r*x -2184*a*b^4*c*g*x^2-632*a*b^4*c*p^2*x-192*a*b^4*c*p*q*x-1904*a*b^4*c*p*r*x-5008 *a*b^4*c*p*x^2-288*a*b^4*c*q*r*x-3280*a*b^4*c*q*x^2-1272*a*b^4*c*r^2*x-2208*a*b ^4*c*r*x^2+26816*a*b^4*c*x^3-104*a*b^4*g*p^2*x-8*a*b^4*g*p*q*x-308*a*b^4*g*p*r* x-1180*a*b^4*g*p*x^2-4*a*b^4*g*q*r*x-436*a*b^4*g*q*x^2-204*a*b^4*g*r^2*x-1036*a *b^4*g*r*x^2+5640*a*b^4*g*x^3-144*a*b^4*p^3*x-84*a*b^4*p^2*q*x-636*a*b^4*p^2*r* x-1212*a*b^4*p^2*x^2-216*a*b^4*p*q*r*x-1880*a*b^4*p*q*x^2-840*a*b^4*p*r^2*x-712 *a*b^4*p*r*x^2+13736*a*b^4*p*x^3-348*a*b^4*q^2*x^2-132*a*b^4*q*r^2*x-1408*a*b^4 *q*r*x^2+9696*a*b^4*q*x^3-348*a*b^4*r^3*x+480*a*b^4*r^2*x^2+15160*a*b^4*r*x^3-\ 8640*a*b^4*x^4-1376*a*b^3*c^4*x-1216*a*b^3*c^3*g*x-4656*a*b^3*c^3*p*x-816*a*b^3 *c^3*q*x-6976*a*b^3*c^3*r*x-21376*a*b^3*c^3*x^2-264*a*b^3*c^2*g^2*x-3168*a*b^3* c^2*g*p*x-424*a*b^3*c^2*g*q*x-4776*a*b^3*c^2*g*r*x-17592*a*b^3*c^2*g*x^2-5160*a *b^3*c^2*p^2*x-2464*a*b^3*c^2*p*q*x-14736*a*b^3*c^2*p*r*x-27672*a*b^3*c^2*p*x^2 -104*a*b^3*c^2*q^2*x-3568*a*b^3*c^2*q*r*x-23936*a*b^3*c^2*q*x^2-9576*a*b^3*c^2* r^2*x-5632*a*b^3*c^2*r*x^2+174208*a*b^3*c^2*x^3-496*a*b^3*c*g^2*p*x-20*a*b^3*c* g^2*q*x-756*a*b^3*c*g^2*r*x-3784*a*b^3*c*g^2*x^2-2448*a*b^3*c*g*p^2*x-912*a*b^3 *c*g*p*q*x-7072*a*b^3*c*g*p*r*x-17024*a*b^3*c*g*p*x^2-16*a*b^3*c*g*q^2*x-1248*a *b^3*c*g*q*r*x-11880*a*b^3*c*g*q*x^2-4624*a*b^3*c*g*r^2*x-10396*a*b^3*c*g*r*x^2 +85936*a*b^3*c*g*x^3-2324*a*b^3*c*p^3*x-2096*a*b^3*c*p^2*q*x-9740*a*b^3*c*p^2*r *x-10912*a*b^3*c*p^2*x^2-284*a*b^3*c*p*q^2*x-5680*a*b^3*c*p*q*r*x-23432*a*b^3*c *p*q*x^2-12508*a*b^3*c*p*r^2*x+7396*a*b^3*c*p*r*x^2+177012*a*b^3*c*p*x^3-372*a* b^3*c*q^2*r*x-7880*a*b^3*c*q^2*x^2-3584*a*b^3*c*q*r^2*x-14628*a*b^3*c*q*r*x^2+ 134500*a*b^3*c*q*x^3-5092*a*b^3*c*r^3*x+19824*a*b^3*c*r^2*x^2+193216*a*b^3*c*r* x^3-95152*a*b^3*c*x^4-212*a*b^3*g^2*p^2*x-24*a*b^3*g^2*p*q*x-624*a*b^3*g^2*p*r* x-2204*a*b^3*g^2*p*x^2-12*a*b^3*g^2*q*r*x-924*a*b^3*g^2*q*x^2-412*a*b^3*g^2*r^2 *x-2408*a*b^3*g^2*r*x^2+8744*a*b^3*g^2*x^3-580*a*b^3*g*p^3*x-428*a*b^3*g*p^2*q* x-2484*a*b^3*g*p^2*r*x-3946*a*b^3*g*p^2*x^2-24*a*b^3*g*p*q^2*x-1080*a*b^3*g*p*q *r*x-6552*a*b^3*g*p*q*x^2-3228*a*b^3*g*p*r^2*x-2846*a*b^3*g*p*r*x^2+44080*a*b^3 *g*p*x^3-12*a*b^3*g*q^2*r*x-1646*a*b^3*g*q^2*x^2-652*a*b^3*g*q*r^2*x-5998*a*b^3 *g*q*r*x^2+32144*a*b^3*g*q*x^3-1324*a*b^3*g*r^3*x+1218*a*b^3*g*r^2*x^2+51328*a* b^3*g*r*x^3-25728*a*b^3*g*x^4-368*a*b^3*p^4*x-528*a*b^3*p^3*q*x-2032*a*b^3*p^3* r*x-1218*a*b^3*p^3*x^2-160*a*b^3*p^2*q^2*x-2132*a*b^3*p^2*q*r*x-5232*a*b^3*p^2* q*x^2-3888*a*b^3*p^2*r^2*x+5566*a*b^3*p^2*r*x^2+43930*a*b^3*p^2*x^3-372*a*b^3*p *q^2*r*x-4682*a*b^3*p*q^2*x^2-2680*a*b^3*p*q*r^2*x-3924*a*b^3*p*q*r*x^2+69772*a *b^3*p*q*x^3-3152*a*b^3*p*r^3*x+16800*a*b^3*p*r^2*x^2+94044*a*b^3*p*r*x^3-43544 *a*b^3*p*x^4-668*a*b^3*q^3*x^2-212*a*b^3*q^2*r^2*x-4074*a*b^3*q^2*r*x^2+25842*a *b^3*q^2*x^3-1076*a*b^3*q*r^3*x+268*a*b^3*q*r^2*x^2+76780*a*b^3*q*r*x^3-43544*a *b^3*q*x^4-928*a*b^3*r^4*x+10016*a*b^3*r^3*x^2+55568*a*b^3*r^2*x^3-55288*a*b^3* r*x^4-2496*a*b^2*c^5*x-3280*a*b^2*c^4*g*x-11008*a*b^2*c^4*p*x-2304*a*b^2*c^4*q* x-15584*a*b^2*c^4*r*x-42176*a*b^2*c^4*x^2-1408*a*b^2*c^3*g^2*x-11712*a*b^2*c^3* g*p*x-2200*a*b^2*c^3*g*q*x-16696*a*b^2*c^3*g*r*x-51528*a*b^2*c^3*g*x^2-16504*a* b^2*c^3*p^2*x-9440*a*b^2*c^3*p*q*x-44976*a*b^2*c^3*p*r*x-65080*a*b^2*c^3*p*x^2-\ 632*a*b^2*c^3*q^2*x-12928*a*b^2*c^3*q*r*x-66960*a*b^2*c^3*q*x^2-28472*a*b^2*c^3 *r^2*x-1320*a*b^2*c^3*r*x^2+486592*a*b^2*c^3*x^3-196*a*b^2*c^2*g^3*x-3912*a*b^2 *c^2*g^2*p*x-560*a*b^2*c^2*g^2*q*x-5636*a*b^2*c^2*g^2*r*x-21288*a*b^2*c^2*g^2*x ^2-13516*a*b^2*c^2*g*p^2*x-7016*a*b^2*c^2*g*p*q*x-37216*a*b^2*c^2*g*p*r*x-65896 *a*b^2*c^2*g*p*x^2-368*a*b^2*c^2*g*q^2*x-9488*a*b^2*c^2*g*q*r*x-58984*a*b^2*c^2 *g*q*x^2-23700*a*b^2*c^2*g*r^2*x-23764*a*b^2*c^2*g*r*x^2+401888*a*b^2*c^2*g*x^3 -11104*a*b^2*c^2*p^3*x-11832*a*b^2*c^2*p^2*q*x-44640*a*b^2*c^2*p^2*r*x-30836*a* b^2*c^2*p^2*x^2-2480*a*b^2*c^2*p*q^2*x-31088*a*b^2*c^2*p*q*r*x-86824*a*b^2*c^2* p*q*x^2-55968*a*b^2*c^2*p*r^2*x+69316*a*b^2*c^2*p*r*x^2+726432*a*b^2*c^2*p*x^3-\ 48*a*b^2*c^2*q^3*x-3160*a*b^2*c^2*q^2*r*x-37220*a*b^2*c^2*q^2*x^2-19256*a*b^2*c ^2*q*r^2*x-42404*a*b^2*c^2*q*r*x^2+577572*a*b^2*c^2*q*x^3-22432*a*b^2*c^2*r^3*x +106972*a*b^2*c^2*r^2*x^2+763628*a*b^2*c^2*r*x^3-387540*a*b^2*c^2*x^4-404*a*b^2 *c*g^3*p*x-18*a*b^2*c*g^3*q*x-592*a*b^2*c*g^3*r*x-3034*a*b^2*c*g^3*x^2-3190*a*b ^2*c*g^2*p^2*x-1296*a*b^2*c*g^2*p*q*x-8958*a*b^2*c*g^2*p*r*x-20784*a*b^2*c*g^2* p*x^2-32*a*b^2*c*g^2*q^2*x-1666*a*b^2*c*g^2*q*r*x-15100*a*b^2*c*g^2*q*x^2-5768* a*b^2*c*g^2*r^2*x-15668*a*b^2*c*g^2*r*x^2+99152*a*b^2*c*g^2*x^3-6232*a*b^2*c*g* p^3*x-6168*a*b^2*c*g*p^2*q*x-25434*a*b^2*c*g*p^2*r*x-24524*a*b^2*c*g*p^2*x^2-\ 1056*a*b^2*c*g*p*q^2*x-16016*a*b^2*c*g*p*q*r*x-55450*a*b^2*c*g*p*q*x^2-32172*a* b^2*c*g*p*r^2*x+14328*a*b^2*c*g*p*r*x^2+406870*a*b^2*c*g*p*x^3-10*a*b^2*c*g*q^3 *x-1232*a*b^2*c*g*q^2*r*x-20846*a*b^2*c*g*q^2*x^2-9848*a*b^2*c*g*q*r^2*x-40214* a*b^2*c*g*q*r*x^2+315244*a*b^2*c*g*q*x^3-12970*a*b^2*c*g*r^3*x+42288*a*b^2*c*g* r^2*x^2+455658*a*b^2*c*g*r*x^3-209286*a*b^2*c*g*x^4-3450*a*b^2*c*p^4*x-5740*a*b ^2*c*p^3*q*x-18296*a*b^2*c*p^3*r*x-3472*a*b^2*c*p^3*x^2-2486*a*b^2*c*p^2*q^2*x-\ 22460*a*b^2*c*p^2*q*r*x-32072*a*b^2*c*p^2*q*x^2-34188*a*b^2*c*p^2*r^2*x+71800*a *b^2*c*p^2*r*x^2+352238*a*b^2*c*p^2*x^3-196*a*b^2*c*p*q^3*x-6116*a*b^2*c*p*q^2* r*x-36928*a*b^2*c*p*q^2*x^2-27700*a*b^2*c*p*q*r^2*x+5776*a*b^2*c*p*q*r*x^2+ 580948*a*b^2*c*p*q*x^3-27288*a*b^2*c*p*r^3*x+169498*a*b^2*c*p*r^2*x^2+710526*a* b^2*c*p*r*x^3-357504*a*b^2*c*p*x^4-212*a*b^2*c*q^3*r*x-8328*a*b^2*c*q^3*x^2-\ 3630*a*b^2*c*q^2*r^2*x-28686*a*b^2*c*q^2*r*x^2+228710*a*b^2*c*q^2*x^3-10980*a*b ^2*c*q*r^3*x+34202*a*b^2*c*q*r^2*x^2+616392*a*b^2*c*q*r*x^3-357504*a*b^2*c*q*x^ 4-7946*a*b^2*c*r^4*x+94226*a*b^2*c*r^3*x^2+373940*a*b^2*c*r^2*x^3-460572*a*b^2* c*r*x^4-190*a*b^2*g^3*p^2*x-26*a*b^2*g^3*p*q*x-557*a*b^2*g^3*p*r*x-1887*a*b^2*g ^3*p*x^2-13*a*b^2*g^3*q*r*x-853*a*b^2*g^3*q*x^2-367*a*b^2*g^3*r^2*x-2319*a*b^2* g^3*r*x^2+6554*a*b^2*g^3*x^3-782*a*b^2*g^2*p^3*x-645*a*b^2*g^2*p^2*q*x-3291*a*b ^2*g^2*p^2*r*x-4684*a*b^2*g^2*p^2*x^2-52*a*b^2*g^2*p*q^2*x-1606*a*b^2*g^2*p*q*r *x-8146*a*b^2*g^2*p*q*x^2-4236*a*b^2*g^2*p*r^2*x-4037*a*b^2*g^2*p*r*x^2+50978*a *b^2*g^2*p*x^3-26*a*b^2*g^2*q^2*r*x-2406*a*b^2*g^2*q^2*x^2-961*a*b^2*g^2*q*r^2* x-8423*a*b^2*g^2*q*r*x^2+38060*a*b^2*g^2*q*x^3-1727*a*b^2*g^2*r^3*x+909*a*b^2*g ^2*r^2*x^2+61698*a*b^2*g^2*r*x^3-28080*a*b^2*g^2*x^4-994*a*b^2*g*p^4*x-1564*a*b ^2*g*p^3*q*x-5371*a*b^2*g*p^3*r*x-2305*a*b^2*g*p^3*x^2-596*a*b^2*g*p^2*q^2*x-\ 6119*a*b^2*g*p^2*q*r*x-11388*a*b^2*g*p^2*q*x^2-10149*a*b^2*g*p^2*r^2*x+14485*a* b^2*g*p^2*r*x^2+100431*a*b^2*g*p^2*x^3-26*a*b^2*g*p*q^3*x-1355*a*b^2*g*p*q^2*r* x-11253*a*b^2*g*p*q^2*x^2-7546*a*b^2*g*p*q*r^2*x-8010*a*b^2*g*p*q*r*x^2+162021* a*b^2*g*p*q*x^3-8161*a*b^2*g*p*r^3*x+40962*a*b^2*g*p*r^2*x^2+218614*a*b^2*g*p*r *x^3-95553*a*b^2*g*p*x^4-13*a*b^2*g*q^3*r*x-2170*a*b^2*g*q^3*x^2-759*a*b^2*g*q^ 2*r^2*x-10804*a*b^2*g*q^2*r*x^2+61590*a*b^2*g*q^2*x^3-2991*a*b^2*g*q*r^3*x+1402 *a*b^2*g*q*r^2*x^2+182122*a*b^2*g*q*r*x^3-95553*a*b^2*g*q*x^4-2389*a*b^2*g*r^4* x+24172*a*b^2*g*r^3*x^2+129140*a*b^2*g*r^2*x^3-121797*a*b^2*g*r*x^4-402*a*b^2*p ^5*x-945*a*b^2*p^4*q*x-2637*a*b^2*p^4*r*x+476*a*b^2*p^4*x^2-684*a*b^2*p^3*q^2*x -4914*a*b^2*p^3*q*r*x-2891*a*b^2*p^3*q*x^2-6528*a*b^2*p^3*r^2*x+17957*a*b^2*p^3 *r*x^2+55583*a*b^2*p^3*x^3-141*a*b^2*p^2*q^3*x-2583*a*b^2*p^2*q^2*r*x-7797*a*b^ 2*p^2*q^2*x^2-9072*a*b^2*p^2*q*r^2*x+15546*a*b^2*p^2*q*r*x^2+141636*a*b^2*p^2*q *x^3-7782*a*b^2*p^2*r^3*x+56300*a*b^2*p^2*r^2*x^2+160097*a*b^2*p^2*r*x^3-82245* a*b^2*p^2*x^4-306*a*b^2*p*q^3*r*x-5017*a*b^2*p*q^3*x^2-3114*a*b^2*p*q^2*r^2*x-\ 7152*a*b^2*p*q^2*r*x^2+116523*a*b^2*p*q^2*x^3-7182*a*b^2*p*q*r^3*x+41890*a*b^2* p*q*r^2*x^2+286423*a*b^2*p*q*r*x^3-164490*a*b^2*p*q*x^4-4518*a*b^2*p*r^4*x+ 60633*a*b^2*p*r^3*x^2+148534*a*b^2*p*r^2*x^3-211176*a*b^2*p*r*x^4-587*a*b^2*q^4 *x^2-165*a*b^2*q^3*r^2*x-4741*a*b^2*q^3*r*x^2+30470*a*b^2*q^3*x^3-1215*a*b^2*q^ 2*r^3*x-1543*a*b^2*q^2*r^2*x^2+126326*a*b^2*q^2*r*x^3-82245*a*b^2*q^2*x^4-2079* a*b^2*q*r^4*x+23453*a*b^2*q*r^3*x^2+157642*a*b^2*q*r^2*x^3-211176*a*b^2*q*r*x^4 -1029*a*b^2*r^5*x+21814*a*b^2*r^4*x^2+38392*a*b^2*r^3*x^3-155499*a*b^2*r^2*x^4-\ 2112*a*b*c^6*x-3712*a*b*c^5*g*x-11776*a*b*c^5*p*x-2656*a*b*c^5*q*x-15840*a*b*c^ 5*r*x-39968*a*b*c^5*x^2-2400*a*b*c^4*g^2*x-17304*a*b*c^4*g*p*x-3704*a*b*c^4*g*q *x-23416*a*b*c^4*g*r*x-65152*a*b*c^4*g*x^2-22536*a*b*c^4*p^2*x-14112*a*b*c^4*p* q*x-59168*a*b*c^4*p*r*x-69464*a*b*c^4*p*x^2-1128*a*b*c^4*q^2*x-18256*a*b*c^4*q* r*x-81416*a*b*c^4*q*x^2-36632*a*b*c^4*r^2*x+7088*a*b*c^4*r*x^2+601632*a*b*c^4*x ^3-672*a*b*c^3*g^3*x-9084*a*b*c^3*g^2*p*x-1740*a*b*c^3*g^2*q*x-12400*a*b*c^3*g^ 2*r*x-39768*a*b*c^3*g^2*x^2-26880*a*b*c^3*g*p^2*x-16048*a*b*c^3*g*p*q*x-71048*a *b*c^3*g*p*r*x-99288*a*b*c^3*g*p*x^2-1152*a*b*c^3*g*q^2*x-20760*a*b*c^3*g*q*r*x -104304*a*b*c^3*g*q*x^2-44168*a*b*c^3*g*r^2*x-18288*a*b*c^3*g*r*x^2+720096*a*b* c^3*g*x^3-20316*a*b*c^3*p^3*x-23612*a*b*c^3*p^2*q*x-79272*a*b*c^3*p^2*r*x-33008 *a*b*c^3*p^2*x^2-5940*a*b*c^3*p*q^2*x-59904*a*b*c^3*p*q*r*x-126416*a*b*c^3*p*q* x^2-97596*a*b*c^3*p*r^2*x+152936*a*b*c^3*p*r*x^2+1181144*a*b*c^3*p*x^3-180*a*b* c^3*q^3*x-7160*a*b*c^3*q^2*r*x-63488*a*b*c^3*q^2*x^2-36292*a*b*c^3*q*r^2*x-\ 49288*a*b*c^3*q*r*x^2+965544*a*b*c^3*q*x^3-38640*a*b*c^3*r^3*x+195792*a*b*c^3*r ^2*x^2+1208704*a*b*c^3*r*x^3-645648*a*b*c^3*x^4-68*a*b*c^2*g^4*x-1994*a*b*c^2*g ^3*p*x-290*a*b*c^2*g^3*q*x-2758*a*b*c^2*g^3*r*x-10888*a*b*c^2*g^3*x^2-10914*a*b *c^2*g^2*p^2*x-5896*a*b*c^2*g^2*p*q*x-29222*a*b*c^2*g^2*p*r*x-50846*a*b*c^2*g^2 *p*x^2-334*a*b*c^2*g^2*q^2*x-7558*a*b*c^2*g^2*q*r*x-46454*a*b*c^2*g^2*q*x^2-\ 18308*a*b*c^2*g^2*r^2*x-25714*a*b*c^2*g^2*r*x^2+297976*a*b*c^2*g^2*x^3-18446*a* b*c^2*g*p^3*x-20700*a*b*c^2*g*p^2*q*x-72604*a*b*c^2*g*p^2*r*x-43766*a*b*c^2*g*p ^2*x^2-4780*a*b*c^2*g*p*q^2*x-52480*a*b*c^2*g*p*q*r*x-130196*a*b*c^2*g*p*q*x^2-\ 89870*a*b*c^2*g*p*r^2*x+96406*a*b*c^2*g*p*r*x^2+1072856*a*b*c^2*g*p*x^3-114*a*b *c^2*g*q^3*x-5636*a*b*c^2*g*q^2*r*x-59822*a*b*c^2*g*q^2*x^2-31780*a*b*c^2*g*q*r ^2*x-75152*a*b*c^2*g*q*r*x^2+863576*a*b*c^2*g*q*x^3-35712*a*b*c^2*g*r^3*x+ 148790*a*b*c^2*g*r^2*x^2+1148584*a*b*c^2*g*r*x^3-553808*a*b*c^2*g*x^4-9428*a*b* c^2*p^4*x-16956*a*b*c^2*p^3*q*x-48688*a*b*c^2*p^3*r*x+3150*a*b*c^2*p^3*x^2-8556 *a*b*c^2*p^2*q^2*x-64480*a*b*c^2*p^2*q*r*x-56718*a*b*c^2*p^2*q*x^2-89496*a*b*c^ 2*p^2*r^2*x+217448*a*b*c^2*p^2*r*x^2+846872*a*b*c^2*p^2*x^3-1036*a*b*c^2*p*q^3* x-20636*a*b*c^2*p*q^2*r*x-83286*a*b*c^2*p*q^2*x^2-78092*a*b*c^2*p*q*r^2*x+76528 *a*b*c^2*p*q*r*x^2+1428624*a*b*c^2*p*q*x^3-70640*a*b*c^2*p*r^3*x+460770*a*b*c^2 *p*r^2*x^2+1641338*a*b*c^2*p*r*x^3-888416*a*b*c^2*p*x^4-8*a*b*c^2*q^4*x-1092*a* b*c^2*q^3*r*x-23418*a*b*c^2*q^3*x^2-12080*a*b*c^2*q^2*r^2*x-58636*a*b*c^2*q^2*r *x^2+581752*a*b*c^2*q^2*x^3-30568*a*b*c^2*q*r^3*x+128076*a*b*c^2*q*r^2*x^2+ 1472102*a*b*c^2*q*r*x^3-888416*a*b*c^2*q*x^4-20404*a*b*c^2*r^4*x+246472*a*b*c^2 *r^3*x^2+804040*a*b*c^2*r^2*x^3-1125944*a*b*c^2*r*x^4-153*a*b*c*g^4*p*x-7*a*b*c *g^4*q*x-216*a*b*c*g^4*r*x-1148*a*b*c*g^4*x^2-1710*a*b*c*g^3*p^2*x-724*a*b*c*g^ 3*p*q*x-4701*a*b*c*g^3*p*r*x-10792*a*b*c*g^3*p*x^2-20*a*b*c*g^3*q^2*x-883*a*b*c *g^3*q*r*x-8044*a*b*c*g^3*q*x^2-2991*a*b*c*g^3*r^2*x-9391*a*b*c*g^3*r*x^2+48920 *a*b*c*g^3*x^3-5149*a*b*c*g^2*p^3*x-5370*a*b*c*g^2*p^2*q*x-20636*a*b*c*g^2*p^2* r*x-18189*a*b*c*g^2*p^2*x^2-1016*a*b*c*g^2*p*q^2*x-13544*a*b*c*g^2*p*q*r*x-\ 42560*a*b*c*g^2*p*q*x^2-25825*a*b*c*g^2*p*r^2*x+7643*a*b*c*g^2*p*r*x^2+301274*a *b*c*g^2*p*x^3-13*a*b*c*g^2*q^3*x-1108*a*b*c*g^2*q^2*r*x-17223*a*b*c*g^2*q^2*x^ 2-8174*a*b*c*g^2*q*r^2*x-34726*a*b*c*g^2*q*r*x^2+236926*a*b*c*g^2*q*x^3-10338*a *b*c*g^2*r^3*x+28131*a*b*c*g^2*r^2*x^2+344276*a*b*c*g^2*r*x^3-149748*a*b*c*g^2* x^4-5776*a*b*c*g*p^4*x-10130*a*b*c*g*p^3*q*x-30128*a*b*c*g*p^3*r*x-2803*a*b*c*g *p^3*x^2-4850*a*b*c*g*p^2*q^2*x-38648*a*b*c*g*p^2*q*r*x-43739*a*b*c*g*p^2*q*x^2 -55728*a*b*c*g*p^2*r^2*x+112952*a*b*c*g*p^2*r*x^2+518166*a*b*c*g*p^2*x^3-498*a* b*c*g*p*q^3*x-11470*a*b*c*g*p*q^2*r*x-55313*a*b*c*g*p*q^2*x^2-46906*a*b*c*g*p*q *r^2*x+13808*a*b*c*g*p*q*r*x^2+863192*a*b*c*g*p*q*x^3-44176*a*b*c*g*p*r^3*x+ 258003*a*b*c*g*p*r^2*x^2+1057933*a*b*c*g*p*r*x^3-509620*a*b*c*g*p*x^4-2*a*b*c*g *q^4*x-474*a*b*c*g*q^3*r*x-14377*a*b*c*g*q^3*x^2-6620*a*b*c*g*q^2*r^2*x-46438*a *b*c*g*q^2*r*x^2+345026*a*b*c*g*q^2*x^3-18388*a*b*c*g*q*r^3*x+52416*a*b*c*g*q*r ^2*x^2+928419*a*b*c*g*q*r*x^3-509620*a*b*c*g*q*x^4-12800*a*b*c*g*r^4*x+142248*a *b*c*g*r^3*x^2+561564*a*b*c*g*r^2*x^3-657008*a*b*c*g*r*x^4-2178*a*b*c*p^5*x-\ 5474*a*b*c*p^4*q*x-13928*a*b*c*p^4*r*x+5688*a*b*c*p^4*x^2-4478*a*b*c*p^3*q^2*x-\ 27700*a*b*c*p^3*q*r*x-4224*a*b*c*p^3*q*x^2-33932*a*b*c*p^3*r^2*x+103292*a*b*c*p ^3*r*x^2+263386*a*b*c*p^3*x^3-1246*a*b*c*p^2*q^3*x-16524*a*b*c*p^2*q^2*r*x-\ 29508*a*b*c*p^2*q^2*x^2-50256*a*b*c*p^2*q*r^2*x+117174*a*b*c*p^2*q*r*x^2+683626 *a*b*c*p^2*q*x^3-40008*a*b*c*p^2*r^3*x+299664*a*b*c*p^2*r^2*x^2+719958*a*b*c*p^ 2*r*x^3-405924*a*b*c*p^2*x^4-64*a*b*c*p*q^4*x-2804*a*b*c*p*q^3*r*x-23592*a*b*c* p*q^3*x^2-19614*a*b*c*p*q^2*r^2*x-7188*a*b*c*p*q^2*r*x^2+577094*a*b*c*p*q^2*x^3 -39308*a*b*c*p*q*r^3*x+259254*a*b*c*p*q*r^2*x^2+1322672*a*b*c*p*q*r*x^3-811848* a*b*c*p*q*x^4-23042*a*b*c*p*r^4*x+312204*a*b*c*p*r^3*x^2+607954*a*b*c*p*r^2*x^3 -1016672*a*b*c*p*r*x^4-52*a*b*c*q^4*r*x-3996*a*b*c*q^4*x^2-1558*a*b*c*q^3*r^2*x -21070*a*b*c*q^3*r*x^2+156854*a*b*c*q^3*x^3-7568*a*b*c*q^2*r^3*x+14742*a*b*c*q^ 2*r^2*x^2+602714*a*b*c*q^2*r*x^3-405924*a*b*c*q^2*x^4-11278*a*b*c*q*r^4*x+ 137856*a*b*c*q*r^3*x^2+668126*a*b*c*q*r^2*x^3-1016672*a*b*c*q*r*x^4-5216*a*b*c* r^5*x+110144*a*b*c*r^4*x^2+128680*a*b*c*r^3*x^3-691612*a*b*c*r^2*x^4-78*a*b*g^4 *p^2*x-12*a*b*g^4*p*q*x-228*a*b*g^4*p*r*x-754*a*b*g^4*p*x^2-6*a*b*g^4*q*r*x-358 *a*b*g^4*q*x^2-150*a*b*g^4*r^2*x-996*a*b*g^4*r*x^2+2376*a*b*g^4*x^3-432*a*b*g^3 *p^3*x-380*a*b*g^3*p^2*q*x-1798*a*b*g^3*p^2*r*x-2391*a*b*g^3*p^2*x^2-36*a*b*g^3 *p*q^2*x-936*a*b*g^3*p*q*r*x-4290*a*b*g^3*p*q*x^2-2300*a*b*g^3*p*r^2*x-2378*a*b *g^3*p*r*x^2+25224*a*b*g^3*p*x^3-18*a*b*g^3*q^2*r*x-1395*a*b*g^3*q^2*x^2-556*a* b*g^3*q*r^2*x-4802*a*b*g^3*q*r*x^2+19160*a*b*g^3*q*x^3-934*a*b*g^3*r^3*x+176*a* b*g^3*r^2*x^2+31408*a*b*g^3*r*x^3-13296*a*b*g^3*x^4-828*a*b*g^2*p^4*x-1376*a*b* g^2*p^3*q*x-4412*a*b*g^2*p^3*r*x-1456*a*b*g^2*p^3*x^2-584*a*b*g^2*p^2*q^2*x-\ 5282*a*b*g^2*p^2*q*r*x-8163*a*b*g^2*p^2*q*x^2-8268*a*b*g^2*p^2*r^2*x+11546*a*b* g^2*p^2*r*x^2+74107*a*b*g^2*p^2*x^3-36*a*b*g^2*p*q^3*x-1308*a*b*g^2*p*q^2*r*x-\ 8700*a*b*g^2*p*q^2*x^2-6436*a*b*g^2*p*q*r^2*x-5652*a*b*g^2*p*q*r*x^2+121048*a*b *g^2*p*q*x^3-6612*a*b*g^2*p*r^3*x+31476*a*b*g^2*p*r^2*x^2+163533*a*b*g^2*p*r*x^ 3-68232*a*b*g^2*p*x^4-18*a*b*g^2*q^3*r*x-1993*a*b*g^2*q^3*x^2-724*a*b*g^2*q^2*r ^2*x-8962*a*b*g^2*q^2*r*x^2+46941*a*b*g^2*q^2*x^3-2530*a*b*g^2*q*r^3*x+1215*a*b *g^2*q*r^2*x^2+138403*a*b*g^2*q*r*x^3-68232*a*b*g^2*q*x^4-1928*a*b*g^2*r^4*x+ 18474*a*b*g^2*r^3*x^2+96952*a*b*g^2*r^2*x^3-87304*a*b*g^2*r*x^4-672*a*b*g*p^5*x -1660*a*b*g*p^4*q*x-4342*a*b*g*p^4*r*x+1208*a*b*g*p^4*x^2-1316*a*b*g*p^3*q^2*x-\ 8448*a*b*g*p^3*q*r*x-2830*a*b*g*p^3*q*x^2-10648*a*b*g*p^3*r^2*x+29075*a*b*g*p^3 *r*x^2+81291*a*b*g*p^3*x^3-340*a*b*g*p^2*q^3*x-4820*a*b*g*p^2*q^2*r*x-10476*a*b *g*p^2*q^2*x^2-15384*a*b*g*p^2*q*r^2*x+28475*a*b*g*p^2*q*r*x^2+208803*a*b*g*p^2 *q*x^3-12612*a*b*g*p^2*r^3*x+88247*a*b*g*p^2*r^2*x^2+235486*a*b*g*p^2*r*x^3-\ 116928*a*b*g*p^2*x^4-12*a*b*g*p*q^4*x-720*a*b*g*p*q^3*r*x-7630*a*b*g*p*q^3*x^2-\ 5692*a*b*g*p*q^2*r^2*x-8245*a*b*g*p*q^2*r*x^2+173733*a*b*g*p*q^2*x^3-12064*a*b* g*p*q*r^3*x+69294*a*b*g*p*q*r^2*x^2+424760*a*b*g*p*q*r*x^3-233856*a*b*g*p*q*x^4 -7288*a*b*g*p*r^4*x+94101*a*b*g*p*r^3*x^2+218499*a*b*g*p*r^2*x^3-299954*a*b*g*p *r*x^4-6*a*b*g*q^4*r*x-1192*a*b*g*q^4*x^2-380*a*b*g*q^3*r^2*x-7645*a*b*g*q^3*r* x^2+46221*a*b*g*q^3*x^3-2188*a*b*g*q^2*r^3*x-757*a*b*g*q^2*r^2*x^2+189274*a*b*g *q^2*r*x^3-116928*a*b*g*q^2*x^4-3468*a*b*g*q*r^4*x+37989*a*b*g*q*r^3*x^2+232221 *a*b*g*q*r^2*x^3-299954*a*b*g*q*r*x^4-1654*a*b*g*r^5*x+33721*a*b*g*r^4*x^2+ 55900*a*b*g*r^3*x^3-219018*a*b*g*r^2*x^4-198*a*b*p^6*x-652*a*b*p^5*q*x-1500*a*b *p^5*r*x+1023*a*b*p^5*x^2-768*a*b*p^4*q^2*x-4096*a*b*p^4*q*r*x+1366*a*b*p^4*q*x ^2-4530*a*b*p^4*r^2*x+16033*a*b*p^4*r*x^2+30016*a*b*p^4*x^3-372*a*b*p^3*q^3*x-\ 3812*a*b*p^3*q^2*r*x-2280*a*b*p^3*q^2*x^2-9864*a*b*p^3*q*r^2*x+31738*a*b*p^3*q* r*x^2+106128*a*b*p^3*q*x^3-7080*a*b*p^3*r^3*x+58307*a*b*p^3*r^2*x^2+101793*a*b* p^3*r*x^3-61564*a*b*p^3*x^4-58*a*b*p^2*q^4*x-1336*a*b*p^2*q^3*r*x-4806*a*b*p^2* q^3*x^2-6828*a*b*p^2*q^2*r^2*x+12972*a*b*p^2*q^2*r*x^2+138288*a*b*p^2*q^2*x^3-\ 11536*a*b*p^2*q*r^3*x+92802*a*b*p^2*q*r^2*x^2+286945*a*b*p^2*q*r*x^3-184692*a*b *p^2*q*x^4-6090*a*b*p^2*r^4*x+88953*a*b*p^2*r^3*x^2+106515*a*b*p^2*r^2*x^3-\ 227822*a*b*p^2*r*x^4-120*a*b*p*q^4*r*x-2423*a*b*p*q^4*x^2-1556*a*b*p*q^3*r^2*x-\ 5138*a*b*p*q^3*r*x^2+78256*a*b*p*q^3*x^3-5292*a*b*p*q^2*r^3*x+32637*a*b*p*q^2*r ^2*x^2+268511*a*b*p*q^2*r*x^3-184692*a*b*p*q^2*x^4-6604*a*b*p*q*r^4*x+95854*a*b *p*q*r^3*x^2+246296*a*b*p*q*r^2*x^3-455644*a*b*p*q*r*x^4-2748*a*b*p*r^5*x+62002 *a*b*p*r^4*x^2+17662*a*b*p*r^3*x^3-297432*a*b*p*r^2*x^4-240*a*b*q^5*x^2-62*a*b* q^4*r^2*x-2405*a*b*q^4*r*x^2+16080*a*b*q^4*x^3-592*a*b*q^3*r^3*x-1858*a*b*q^3*r ^2*x^2+83359*a*b*q^3*r*x^3-61564*a*b*q^3*x^4-1508*a*b*q^2*r^4*x+17385*a*b*q^2*r ^3*x^2+139781*a*b*q^2*r^2*x^3-227822*a*b*q^2*r*x^4-1488*a*b*q*r^5*x+33424*a*b*q *r^4*x^2+57682*a*b*q*r^3*x^3-297432*a*b*q*r^2*x^4-510*a*b*r^6*x+16346*a*b*r^5*x ^2-17076*a*b*r^4*x^3-119846*a*b*r^3*x^4-672*a*c^7*x-1488*a*c^6*g*x-4640*a*c^6*p *x-1072*a*c^6*q*x-5952*a*c^6*r*x-14688*a*c^6*x^2-1296*a*c^5*g^2*x-8792*a*c^5*g* p*x-1976*a*c^5*g*q*x-11336*a*c^5*g*r*x-30064*a*c^5*g*x^2-10952*a*c^5*p^2*x-7200 *a*c^5*p*q*x-27936*a*c^5*p*r*x-27976*a*c^5*p*x^2-616*a*c^5*q^2*x-8816*a*c^5*q*r *x-36232*a*c^5*q*x^2-16984*a*c^5*r^2*x+3952*a*c^5*r*x^2+270784*a*c^5*x^3-552*a* c^4*g^3*x-6404*a*c^4*g^2*p*x-1364*a*c^4*g^2*q*x-8316*a*c^4*g^2*r*x-24392*a*c^4* g^2*x^2-17420*a*c^4*g*p^2*x-11152*a*c^4*g*p*q*x-44596*a*c^4*g*p*r*x-51888*a*c^4 *g*p*x^2-904*a*c^4*g*q^2*x-13716*a*c^4*g*q*r*x-61320*a*c^4*g*q*x^2-27176*a*c^4* g*r^2*x-4608*a*c^4*g*r*x^2+431840*a*c^4*g*x^3-12480*a*c^4*p^3*x-15268*a*c^4*p^2 *q*x-47720*a*c^4*p^2*r*x-11224*a*c^4*p^2*x^2-4216*a*c^4*p*q^2*x-37608*a*c^4*p*q *r*x-63880*a*c^4*p*q*x^2-58000*a*c^4*p*r^2*x+99468*a*c^4*p*r*x^2+659480*a*c^4*p *x^3-148*a*c^4*q^3*x-4776*a*c^4*q^2*r*x-36144*a*c^4*q^2*x^2-22340*a*c^4*q*r^2*x -21884*a*c^4*q*r*x^2+548568*a*c^4*q*x^3-22760*a*c^4*r^3*x+115528*a*c^4*r^2*x^2+ 665628*a*c^4*r*x^3-368264*a*c^4*x^4-114*a*c^3*g^4*x-2218*a*c^3*g^3*p*x-422*a*c^ 3*g^3*q*x-2910*a*c^3*g^3*r*x-9852*a*c^3*g^3*x^2-10310*a*c^3*g^2*p^2*x-6280*a*c^ 3*g^2*p*q*x-26588*a*c^3*g^2*p*r*x-37142*a*c^3*g^2*p*x^2-458*a*c^3*g^2*q^2*x-\ 7740*a*c^3*g^2*q*r*x-39358*a*c^3*g^2*q*x^2-16278*a*c^3*g^2*r^2*x-12804*a*c^3*g^ 2*r*x^2+258360*a*c^3*g^2*x^3-16006*a*c^3*g*p^3*x-19210*a*c^3*g*p^2*q*x-61464*a* c^3*g*p^2*r*x-22718*a*c^3*g*p^2*x^2-5076*a*c^3*g*p*q^2*x-47380*a*c^3*g*p*q*r*x-\ 92072*a*c^3*g*p*q*x^2-74910*a*c^3*g*p*r^2*x+103820*a*c^3*g*p*r*x^2+847524*a*c^3 *g*p*x^3-160*a*c^3*g*q^3*x-5744*a*c^3*g*q^2*r*x-48522*a*c^3*g*q^2*x^2-28170*a*c ^3*g*q*r^2*x-44898*a*c^3*g*q*r*x^2+698524*a*c^3*g*q*x^3-29452*a*c^3*g*r^3*x+ 132224*a*c^3*g*r^2*x^2+881216*a*c^3*g*r*x^3-449824*a*c^3*g*x^4-7736*a*c^3*p^4*x -14592*a*c^3*p^3*q*x-39292*a*c^3*p^3*r*x+9202*a*c^3*p^3*x^2-8004*a*c^3*p^2*q^2* x-54348*a*c^3*p^2*q*r*x-29086*a*c^3*p^2*q*x^2-71460*a*c^3*p^2*r^2*x+185858*a*c^ 3*p^2*r*x^2+625400*a*c^3*p^2*x^3-1160*a*c^3*p*q^3*x-18792*a*c^3*p*q^2*r*x-56850 *a*c^3*p*q^2*x^2-64920*a*c^3*p*q*r^2*x+89860*a*c^3*p*q*r*x^2+1070096*a*c^3*p*q* x^3-55988*a*c^3*p*r^3*x+370060*a*c^3*p*r^2*x^2+1184746*a*c^3*p*r*x^3-672336*a*c ^3*p*x^4-12*a*c^3*q^4*x-1144*a*c^3*q^3*r*x-18562*a*c^3*q^3*x^2-10788*a*c^3*q^2* r^2*x-37838*a*c^3*q^2*r*x^2+444696*a*c^3*q^2*x^3-25164*a*c^3*q*r^3*x+116018*a*c ^3*q*r^2*x^2+1084362*a*c^3*q*r*x^3-672336*a*c^3*q*x^4-16084*a*c^3*r^4*x+193404* a*c^3*r^3*x^2+558832*a*c^3*r^2*x^3-836960*a*c^3*r*x^4-9*a*c^2*g^5*x-361*a*c^2*g ^4*p*x-52*a*c^2*g^4*q*x-481*a*c^2*g^4*r*x-2000*a*c^2*g^4*x^2-2769*a*c^2*g^3*p^2 *x-1524*a*c^2*g^3*p*q*x-7249*a*c^2*g^3*p*r*x-12670*a*c^2*g^3*p*x^2-88*a*c^2*g^3 *q^2*x-1865*a*c^2*g^3*q*r*x-11708*a*c^2*g^3*q*x^2-4480*a*c^2*g^3*r^2*x-8004*a*c ^2*g^3*r*x^2+71208*a*c^2*g^3*x^3-7215*a*c^2*g^2*p^3*x-8354*a*c^2*g^2*p^2*q*x-\ 27968*a*c^2*g^2*p^2*r*x-15609*a*c^2*g^2*p^2*x^2-2024*a*c^2*g^2*p*q^2*x-20628*a* c^2*g^2*p*q*r*x-47936*a*c^2*g^2*p*q*x^2-34291*a*c^2*g^2*p*r^2*x+31063*a*c^2*g^2 *p*r*x^2+384876*a*c^2*g^2*p*x^3-51*a*c^2*g^2*q^3*x-2254*a*c^2*g^2*q^2*r*x-23079 *a*c^2*g^2*q^2*x^2-12274*a*c^2*g^2*q*r^2*x-32020*a*c^2*g^2*q*r*x^2+312792*a*c^2 *g^2*q*x^3-13538*a*c^2*g^2*r^3*x+49114*a*c^2*g^2*r^2*x^2+418561*a*c^2*g^2*r*x^3 -193290*a*c^2*g^2*x^4-7486*a*c^2*g*p^4*x-13934*a*c^2*g*p^3*q*x-38204*a*c^2*g*p^ 3*r*x+4615*a*c^2*g*p^3*x^2-7442*a*c^2*g*p^2*q^2*x-52020*a*c^2*g*p^2*q*r*x-36817 *a*c^2*g*p^2*q*x^2-69696*a*c^2*g*p^2*r^2*x+162398*a*c^2*g*p^2*r*x^2+606246*a*c^ 2*g*p^2*x^3-1002*a*c^2*g*p*q^3*x-17392*a*c^2*g*p*q^2*r*x-59947*a*c^2*g*p*q^2*x^ 2-62238*a*c^2*g*p*q*r^2*x+59446*a*c^2*g*p*q*r*x^2+1029712*a*c^2*g*p*q*x^3-54724 *a*c^2*g*p*r^3*x+336867*a*c^2*g*p*r^2*x^2+1188463*a*c^2*g*p*r*x^3-618030*a*c^2* g*p*x^4-8*a*c^2*g*q^4*x-968*a*c^2*g*q^3*r*x-18515*a*c^2*g*q^3*x^2-9950*a*c^2*g* q^2*r^2*x-45752*a*c^2*g*q^2*r*x^2+423466*a*c^2*g*q^2*x^3-24152*a*c^2*g*q*r^3*x+ 92108*a*c^2*g*q*r^2*x^2+1073749*a*c^2*g*q*r*x^3-618030*a*c^2*g*q*x^4-15746*a*c^ 2*g*r^4*x+179084*a*c^2*g*r^3*x^2+591480*a*c^2*g*r^2*x^3-783462*a*c^2*g*r*x^4-\ 2672*a*c^2*p^5*x-7004*a*c^2*p^4*q*x-16828*a*c^2*p^4*r*x+9494*a*c^2*p^4*x^2-6144 *a*c^2*p^3*q^2*x-34808*a*c^2*p^3*q*r*x+4550*a*c^2*p^3*q*x^2-40592*a*c^2*p^3*r^2 *x+130466*a*c^2*p^3*r*x^2+289386*a*c^2*p^3*x^3-1964*a*c^2*p^2*q^3*x-22200*a*c^2 *p^2*q^2*r*x-24510*a*c^2*p^2*q^2*x^2-62400*a*c^2*p^2*q*r^2*x+167280*a*c^2*p^2*q *r*x^2+759858*a*c^2*p^2*q*x^3-47528*a*c^2*p^2*r^3*x+360976*a*c^2*p^2*r^2*x^2+ 766388*a*c^2*p^2*r*x^3-458470*a*c^2*p^2*x^4-152*a*c^2*p*q^4*x-4336*a*c^2*p*q^3* r*x-24694*a*c^2*p*q^3*x^2-25968*a*c^2*p*q^2*r^2*x+15378*a*c^2*p*q^2*r*x^2+ 651558*a*c^2*p*q^2*x^3-48392*a*c^2*p*q*r^3*x+336104*a*c^2*p*q*r^2*x^2+1431616*a *c^2*p*q*r*x^3-916940*a*c^2*p*q*x^4-27232*a*c^2*p*r^4*x+368530*a*c^2*p*r^3*x^2+ 609674*a*c^2*p*r^2*x^3-1124132*a*c^2*p*r*x^4-116*a*c^2*q^4*r*x-5128*a*c^2*q^4*x ^2-2372*a*c^2*q^3*r^2*x-21436*a*c^2*q^3*r*x^2+181086*a*c^2*q^3*x^3-9912*a*c^2*q ^2*r^3*x+32848*a*c^2*q^2*r^2*x^2+665228*a*c^2*q^2*r*x^3-458470*a*c^2*q^2*x^4-\ 13796*a*c^2*q*r^4*x+173374*a*c^2*q*r^3*x^2+687782*a*c^2*q*r^2*x^3-1124132*a*c^2 *q*r*x^4-6140*a*c^2*r^5*x+128526*a*c^2*r^4*x^2+109168*a*c^2*r^3*x^3-728854*a*c^ 2*r^2*x^4-22*a*c*g^5*p*x-a*c*g^5*q*x-30*a*c*g^5*r*x-166*a*c*g^5*x^2-324*a*c*g^4 *p^2*x-140*a*c*g^4*p*q*x-876*a*c*g^4*p*r*x-2015*a*c*g^4*p*x^2-4*a*c*g^4*q^2*x-\ 163*a*c*g^4*q*r*x-1527*a*c*g^4*q*x^2-552*a*c*g^4*r^2*x-1940*a*c*g^4*r*x^2+8738* a*c*g^4*x^3-1334*a*c*g^3*p^3*x-1437*a*c*g^3*p^2*q*x-5277*a*c*g^3*p^2*r*x-4412*a *c*g^3*p^2*x^2-286*a*c*g^3*p*q^2*x-3546*a*c*g^3*p*q*r*x-10555*a*c*g^3*p*q*x^2-\ 6552*a*c*g^3*p*r^2*x+1028*a*c*g^3*p*r*x^2+72030*a*c*g^3*p*x^3-4*a*c*g^3*q^3*x-\ 296*a*c*g^3*q^2*r*x-4487*a*c*g^3*q^2*x^2-2109*a*c*g^3*q*r^2*x-9435*a*c*g^3*q*r* x^2+57290*a*c*g^3*q*x^3-2609*a*c*g^3*r^3*x+5908*a*c*g^3*r^2*x^2+83676*a*c*g^3*r *x^3-34830*a*c*g^3*x^4-2276*a*c*g^2*p^4*x-4130*a*c*g^2*p^3*q*x-11739*a*c*g^2*p^ 3*r*x-408*a*c*g^2*p^3*x^2-2093*a*c*g^2*p^2*q^2*x-15495*a*c*g^2*p^2*q*r*x-14857* a*c*g^2*p^2*q*x^2-21561*a*c*g^2*p^2*r^2*x+42108*a*c*g^2*p^2*r*x^2+185442*a*c*g^ 2*p^2*x^3-240*a*c*g^2*p*q^3*x-4826*a*c*g^2*p*q^2*r*x-20248*a*c*g^2*p*q^2*x^2-\ 18600*a*c*g^2*p*q*r^2*x+5661*a*c*g^2*p*q*r*x^2+311452*a*c*g^2*p*q*x^3-17009*a*c *g^2*p*r^3*x+94164*a*c*g^2*p*r^2*x^2+382847*a*c*g^2*p*r*x^3-177531*a*c*g^2*p*x^ 4-a*c*g^2*q^4*x-214*a*c*g^2*q^3*r*x-5799*a*c*g^2*q^3*x^2-2733*a*c*g^2*q^2*r^2*x -18183*a*c*g^2*q^2*r*x^2+126010*a*c*g^2*q^2*x^3-7235*a*c*g^2*q*r^3*x+18591*a*c* g^2*q*r^2*x^2+339084*a*c*g^2*q*r*x^3-177531*a*c*g^2*q*x^4-4911*a*c*g^2*r^4*x+ 51648*a*c*g^2*r^3*x^2+205646*a*c*g^2*r^2*x^3-229019*a*c*g^2*r*x^4-1728*a*c*g*p^ 5*x-4490*a*c*g*p^4*q*x-10934*a*c*g*p^4*r*x+5136*a*c*g*p^4*x^2-3878*a*c*g*p^3*q^ 2*x-22380*a*c*g*p^3*q*r*x+29*a*c*g*p^3*q*x^2-26456*a*c*g*p^3*r^2*x+79327*a*c*g* p^3*r*x^2+187742*a*c*g*p^3*x^3-1198*a*c*g*p^2*q^3*x-13992*a*c*g*p^2*q^2*r*x-\ 18727*a*c*g*p^2*q^2*x^2-40200*a*c*g*p^2*q*r^2*x+95244*a*c*g*p^2*q*r*x^2+490042* a*c*g*p^2*q*x^3-31044*a*c*g*p^2*r^3*x+225214*a*c*g*p^2*r^2*x^2+516458*a*c*g*p^2 *r*x^3-281941*a*c*g*p^2*x^4-82*a*c*g*p*q^4*x-2604*a*c*g*p*q^3*r*x-16997*a*c*g*p *q^3*x^2-16350*a*c*g*p*q^2*r^2*x-51*a*c*g*p*q^2*r*x^2+416858*a*c*g*p*q^2*x^3-\ 31220*a*c*g*p*q*r^3*x+200248*a*c*g*p*q*r^2*x^2+954130*a*c*g*p*q*r*x^3-563882*a* c*g*p*q*x^4-17816*a*c*g*p*r^4*x+232991*a*c*g*p*r^3*x^2+439299*a*c*g*p*r^2*x^3-\ 705848*a*c*g*p*r*x^4-58*a*c*g*q^4*r*x-3377*a*c*g*q^4*x^2-1406*a*c*g*q^3*r^2*x-\ 15968*a*c*g*q^3*r*x^2+114558*a*c*g*q^3*x^3-6236*a*c*g*q^2*r^3*x+13384*a*c*g*q^2 *r^2*x^2+437672*a*c*g*q^2*r*x^3-281941*a*c*g*q^2*x^4-8910*a*c*g*q*r^4*x+105033* a*c*g*q*r^3*x^2+482803*a*c*g*q*r^2*x^3-705848*a*c*g*q*r*x^4-4022*a*c*g*r^5*x+ 81968*a*c*g*r^4*x^2+93784*a*c*g*r^3*x^3-478133*a*c*g*r^2*x^4-484*a*c*p^6*x-1652 *a*c*p^5*q*x-3614*a*c*p^5*r*x+2969*a*c*p^5*x^2-2060*a*c*p^4*q^2*x-10202*a*c*p^4 *q*r*x+5802*a*c*p^4*q*x^2-10810*a*c*p^4*r^2*x+39837*a*c*p^4*r*x^2+65456*a*c*p^4 *x^3-1108*a*c*p^3*q^3*x-10018*a*c*p^3*q^2*r*x-1118*a*c*p^3*q^2*x^2-24288*a*c*p^ 3*q*r^2*x+84992*a*c*p^3*q*r*x^2+233596*a*c*p^3*q*x^3-16780*a*c*p^3*r^3*x+139335 *a*c*p^3*r^2*x^2+213185*a*c*p^3*r*x^3-138350*a*c*p^3*x^4-224*a*c*p^2*q^4*x-3890 *a*c*p^2*q^3*r*x-8476*a*c*p^2*q^3*x^2-17694*a*c*p^2*q^2*r^2*x+45348*a*c*p^2*q^2 *r*x^2+308052*a*c*p^2*q^2*x^3-28172*a*c*p^2*q*r^3*x+233514*a*c*p^2*q*r^2*x^2+ 609255*a*c*p^2*q*r*x^3-415050*a*c*p^2*q*x^4-14360*a*c*p^2*r^4*x+208673*a*c*p^2* r^3*x^2+202523*a*c*p^2*r^2*x^3-499804*a*c*p^2*r*x^4-8*a*c*p*q^5*x-464*a*c*p*q^4 *r*x-5235*a*c*p*q^4*x^2-4456*a*c*p*q^3*r^2*x-4932*a*c*p*q^3*r*x^2+177140*a*c*p* q^3*x^3-13574*a*c*p*q^2*r^3*x+94827*a*c*p*q^2*r^2*x^2+578955*a*c*p*q^2*r*x^3-\ 415050*a*c*p*q^2*x^4-16028*a*c*p*q*r^4*x+235260*a*c*p*q*r^3*x^2+485926*a*c*p*q* r^2*x^3-999608*a*c*p*q*r*x^4-6454*a*c*p*r^5*x+143844*a*c*p*r^4*x^2+6482*a*c*p*r ^3*x^3-623910*a*c*p*r^2*x^4-4*a*c*q^5*r*x-710*a*c*q^5*x^2-240*a*c*q^4*r^2*x-\ 5125*a*c*q^4*r*x^2+37228*a*c*q^4*x^3-1674*a*c*q^3*r^3*x+648*a*c*q^3*r^2*x^2+ 182885*a*c*q^3*r*x^3-138350*a*c*q^3*x^4-3838*a*c*q^2*r^4*x+48361*a*c*q^2*r^3*x^ 2+283403*a*c*q^2*r^2*x^3-499804*a*c*q^2*r*x^4-3594*a*c*q*r^5*x+80936*a*c*q*r^4* x^2+94178*a*c*q*r^3*x^3-623910*a*c*q*r^2*x^4-1194*a*c*r^6*x+37638*a*c*r^5*x^2-\ 48312*a*c*r^4*x^3-240874*a*c*r^3*x^4-12*a*g^5*p^2*x-2*a*g^5*p*q*x-35*a*g^5*p*r* x-114*a*g^5*p*x^2-a*g^5*q*r*x-56*a*g^5*q*x^2-23*a*g^5*r^2*x-158*a*g^5*r*x^2+334 *a*g^5*x^3-84*a*g^4*p^3*x-77*a*g^4*p^2*q*x-347*a*g^4*p^2*r*x-442*a*g^4*p^2*x^2-\ 8*a*g^4*p*q^2*x-188*a*g^4*p*q*r*x-810*a*g^4*p*q*x^2-442*a*g^4*p*r^2*x-491*a*g^4 *p*r*x^2+4519*a*g^4*p*x^3-4*a*g^4*q^2*r*x-280*a*g^4*q^2*x^2-111*a*g^4*q*r^2*x-\ 957*a*g^4*q*r*x^2+3477*a*g^4*q*x^3-179*a*g^4*r^3*x-17*a*g^4*r^2*x^2+5748*a*g^4* r*x^3-2304*a*g^4*x^4-216*a*g^3*p^4*x-372*a*g^3*p^3*q*x-1140*a*g^3*p^3*r*x-304*a *g^3*p^3*x^2-168*a*g^3*p^2*q^2*x-1410*a*g^3*p^2*q*r*x-1913*a*g^3*p^2*q*x^2-2124 *a*g^3*p^2*r^2*x+2901*a*g^3*p^2*r*x^2+17683*a*g^3*p^2*x^3-12*a*g^3*p*q^3*x-372* a*g^3*p*q^2*r*x-2161*a*g^3*p*q^2*x^2-1704*a*g^3*p*q*r^2*x-1338*a*g^3*p*q*r*x^2+ 29170*a*g^3*p*q*x^3-1692*a*g^3*p*r^3*x+7725*a*g^3*p*r^2*x^2+39478*a*g^3*p*r*x^3 -15846*a*g^3*p*x^4-6*a*g^3*q^3*r*x-552*a*g^3*q^3*x^2-204*a*g^3*q^2*r^2*x-2343*a *g^3*q^2*r*x^2+11487*a*g^3*q^2*x^3-666*a*g^3*q*r^3*x+284*a*g^3*q*r^2*x^2+33825* a*g^3*q*r*x^3-15846*a*g^3*q*x^4-492*a*g^3*r^4*x+4520*a*g^3*r^3*x^2+23554*a*g^3* r^2*x^3-20346*a*g^3*r*x^4-264*a*g^2*p^5*x-674*a*g^2*p^4*q*x-1688*a*g^2*p^4*r*x+ 584*a*g^2*p^4*x^2-564*a*g^2*p^3*q^2*x-3382*a*g^2*p^3*q*r*x-593*a*g^2*p^3*q*x^2-\ 4112*a*g^2*p^3*r^2*x+11198*a*g^2*p^3*r*x^2+28957*a*g^2*p^3*x^3-162*a*g^2*p^2*q^ 3*x-2028*a*g^2*p^2*q^2*r*x-3461*a*g^2*p^2*q^2*x^2-6102*a*g^2*p^2*q*r^2*x+11838* a*g^2*p^2*q*r*x^2+74890*a*g^2*p^2*q*x^3-4848*a*g^2*p^2*r^3*x+33209*a*g^2*p^2*r^ 2*x^2+84373*a*g^2*p^2*r*x^3-40650*a*g^2*p^2*x^4-8*a*g^2*p*q^4*x-338*a*g^2*p*q^3 *r*x-2807*a*g^2*p*q^3*x^2-2364*a*g^2*p*q^2*r^2*x-2300*a*g^2*p*q^2*r*x^2+62909*a *g^2*p*q^2*x^3-4754*a*g^2*p*q*r^3*x+27045*a*g^2*p*q*r^2*x^2+153288*a*g^2*p*q*r* x^3-81300*a*g^2*p*q*x^4-2792*a*g^2*p*r^4*x+35160*a*g^2*p*r^3*x^2+78545*a*g^2*p* r^2*x^3-104253*a*g^2*p*r*x^4-4*a*g^2*q^4*r*x-523*a*g^2*q^4*x^2-176*a*g^2*q^3*r^ 2*x-2940*a*g^2*q^3*r*x^2+16976*a*g^2*q^3*x^3-900*a*g^2*q^2*r^3*x+136*a*g^2*q^2* r^2*x^2+68915*a*g^2*q^2*r*x^3-40650*a*g^2*q^2*x^4-1360*a*g^2*q*r^4*x+14614*a*g^ 2*q*r^3*x^2+83664*a*g^2*q*r^2*x^3-104253*a*g^2*q*r*x^4-632*a*g^2*r^5*x+12565*a* g^2*r^4*x^2+20030*a*g^2*r^3*x^3-75741*a*g^2*r^2*x^4-156*a*g*p^6*x-530*a*g*p^5*q *x-1169*a*g*p^5*r*x+878*a*g*p^5*x^2-656*a*g*p^4*q^2*x-3281*a*g*p^4*q*r*x+1558*a *g*p^4*q*x^2-3505*a*g*p^4*r^2*x+12413*a*g*p^4*r*x^2+21260*a*g*p^4*x^3-348*a*g*p ^3*q^3*x-3190*a*g*p^3*q^2*r*x-826*a*g*p^3*q^2*x^2-7824*a*g*p^3*q*r^2*x+25740*a* g*p^3*q*r*x^2+75518*a*g*p^3*q*x^3-5450*a*g*p^3*r^3*x+44185*a*g*p^3*r^2*x^2+ 72091*a*g*p^3*r*x^3-42691*a*g*p^3*x^4-68*a*g*p^2*q^4*x-1214*a*g*p^2*q^3*r*x-\ 3046*a*g*p^2*q^3*x^2-5634*a*g*p^2*q^2*r^2*x+12407*a*g*p^2*q^2*r*x^2+98994*a*g*p ^2*q^2*x^3-9086*a*g*p^2*q*r^3*x+72389*a*g*p^2*q*r^2*x^2+204129*a*g*p^2*q*r*x^3-\ 128073*a*g*p^2*q*x^4-4670*a*g*p^2*r^4*x+66857*a*g*p^2*r^3*x^2+74799*a*g*p^2*r^2 *x^3-157839*a*g*p^2*r*x^4-2*a*g*p*q^5*x-137*a*g*p*q^4*r*x-1772*a*g*p*q^4*x^2-\ 1384*a*g*p*q^3*r^2*x-2754*a*g*p*q^3*r*x^2+56474*a*g*p*q^3*x^3-4322*a*g*p*q^2*r^ 3*x+27443*a*g*p*q^2*r^2*x^2+191985*a*g*p*q^2*r*x^3-128073*a*g*p*q^2*x^4-5174*a* g*p*q*r^4*x+73790*a*g*p*q*r^3*x^2+173528*a*g*p*q*r^2*x^3-315678*a*g*p*q*r*x^4-\ 2101*a*g*p*r^5*x+46421*a*g*p*r^4*x^2+10958*a*g*p*r^3*x^3-205347*a*g*p*r^2*x^4-a *g*q^5*r*x-232*a*g*q^5*x^2-69*a*g*q^4*r^2*x-1834*a*g*q^4*r*x^2+11738*a*g*q^4*x^ 3-518*a*g*q^3*r^3*x-761*a*g*q^3*r^2*x^2+59947*a*g*q^3*r*x^3-42691*a*g*q^3*x^4-\ 1222*a*g*q^2*r^4*x+14210*a*g*q^2*r^3*x^2+98729*a*g*q^2*r^2*x^3-157839*a*g*q^2*r *x^4-1161*a*g*q*r^5*x+25583*a*g*q*r^4*x^2+39126*a*g*q*r^3*x^3-205347*a*g*q*r^2* x^4-389*a*g*r^6*x+12214*a*g*r^5*x^2-13010*a*g*r^4*x^3-82449*a*g*r^3*x^4-36*a*p^ 7*x-153*a*p^6*q*x-309*a*p^6*r*x+318*a*p^6*x^2-252*a*p^5*q^2*x-1122*a*p^5*q*r*x+ 988*a*p^5*q*x^2-1098*a*p^5*r^2*x+4441*a*p^5*r*x^2+5801*a*p^5*x^3-198*a*p^4*q^3* x-1530*a*p^4*q^2*r*x+735*a*p^4*q^2*x^2-3315*a*p^4*q*r^2*x+13409*a*p^4*q*r*x^2+ 26310*a*p^4*q*x^3-2115*a*p^4*r^3*x+18594*a*p^4*r^2*x^2+21487*a*p^4*r*x^3-15583* a*p^4*x^4-72*a*p^3*q^4*x-948*a*p^3*q^3*r*x-580*a*p^3*q^3*x^2-3600*a*p^3*q^2*r^2 *x+13139*a*p^3*q^2*r*x^2+47230*a*p^3*q^2*x^3-5100*a*p^3*q*r^3*x+46352*a*p^3*q*r ^2*x^2+83540*a*p^3*q*r*x^3-62332*a*p^3*q*x^4-2400*a*p^3*r^4*x+36326*a*p^3*r^3*x ^2+19197*a*p^3*r^2*x^3-73489*a*p^3*r*x^4-9*a*p^2*q^5*x-249*a*p^2*q^4*r*x-1040*a *p^2*q^4*x^2-1656*a*p^2*q^3*r^2*x+3373*a*p^2*q^3*r*x^2+41840*a*p^2*q^3*x^3-4140 *a*p^2*q^2*r^3*x+36375*a*p^2*q^2*r^2*x^2+121698*a*p^2*q^2*r*x^3-93498*a*p^2*q^2 *x^4-4335*a*p^2*q*r^4*x+68482*a*p^2*q*r^3*x^2+77598*a*p^2*q*r^2*x^3-220467*a*p^ 2*q*r*x^4-1611*a*p^2*r^5*x+37054*a*p^2*r^4*x^2-17676*a*p^2*r^3*x^3-131866*a*p^2 *r^2*x^4-18*a*p*q^5*r*x-432*a*p*q^5*x^2-282*a*p*q^4*r^2*x-1240*a*p*q^4*r*x^2+ 18225*a*p*q^4*x^3-1260*a*p*q^3*r^3*x+8070*a*p*q^3*r^2*x^2+78724*a*p*q^3*r*x^3-\ 62332*a*p*q^3*x^4-2340*a*p*q^2*r^4*x+36273*a*p*q^2*r^3*x^2+97605*a*p*q^2*r^2*x^ 3-220467*a*p*q^2*r*x^4-1938*a*p*q*r^5*x+46604*a*p*q*r^4*x^2+2814*a*p*q*r^3*x^3-\ 263732*a*p*q*r^2*x^4-594*a*p*r^6*x+19209*a*p*r^5*x^2-36000*a*p*r^4*x^3-96656*a* p*r^3*x^4-37*a*q^6*x^2-9*a*q^5*r^2*x-442*a*q^5*r*x^2+3106*a*q^5*x^3-105*a*q^4*r ^3*x-547*a*q^4*r^2*x^2+19079*a*q^4*r*x^3-15583*a*q^4*x^4-354*a*q^3*r^4*x+4117*a *q^3*r^3*x^2+39204*a*q^3*r^2*x^3-73489*a*q^3*r*x^4-522*a*q^2*r^5*x+12302*a*q^2* r^4*x^2+20490*a*q^2*r^3*x^3-131866*a*q^2*r^2*x^4-357*a*q*r^6*x+12053*a*q*r^5*x^ 2-17554*a*q*r^4*x^3-96656*a*q*r^3*x^4-93*a*r^7*x+4010*a*r^6*x^2-14813*a*r^5*x^3 -22046*a*r^4*x^4-32*b^6*c*x^2-16*b^6*p*x^2+16*b^6*r*x^2+208*b^6*x^3-32*b^5*c^3* x-16*b^5*c^2*g*x-80*b^5*c^2*p*x-144*b^5*c^2*r*x-688*b^5*c^2*x^2-24*b^5*c*g*p*x-\ 40*b^5*c*g*r*x-272*b^5*c*g*x^2-56*b^5*c*p^2*x-192*b^5*c*p*r*x-720*b^5*c*p*x^2-\ 408*b^5*c*q*x^2-136*b^5*c*r^2*x-64*b^5*c*r*x^2+4608*b^5*c*x^3-8*b^5*g*p^2*x-24* b^5*g*p*r*x-136*b^5*g*p*x^2-32*b^5*g*q*x^2-16*b^5*g*r^2*x-32*b^5*g*r*x^2+1016*b ^5*g*x^3-12*b^5*p^3*x-60*b^5*p^2*r*x-188*b^5*p^2*x^2-252*b^5*p*q*x^2-84*b^5*p*r ^2*x-40*b^5*p*r*x^2+2336*b^5*p*x^3-80*b^5*q*r*x^2+1528*b^5*q*x^3-36*b^5*r^3*x+ 132*b^5*r^2*x^2+2280*b^5*r*x^3-1728*b^5*x^4-224*b^4*c^4*x-208*b^4*c^3*g*x-720*b ^4*c^3*p*x-80*b^4*c^3*q*x-1200*b^4*c^3*r*x-4016*b^4*c^3*x^2-48*b^4*c^2*g^2*x-\ 496*b^4*c^2*g*p*x-40*b^4*c^2*g*q*x-816*b^4*c^2*g*r*x-3192*b^4*c^2*g*x^2-760*b^4 *c^2*p^2*x-240*b^4*c^2*p*q*x-2392*b^4*c^2*p*r*x-5448*b^4*c^2*p*x^2-408*b^4*c^2* q*r*x-4432*b^4*c^2*q*x^2-1632*b^4*c^2*r^2*x+720*b^4*c^2*r*x^2+38448*b^4*c^2*x^3 -76*b^4*c*g^2*p*x-124*b^4*c*g^2*r*x-680*b^4*c*g^2*x^2-356*b^4*c*g*p^2*x-80*b^4* c*g*p*q*x-1108*b^4*c*g*p*r*x-3148*b^4*c*g*p*x^2-124*b^4*c*g*q*r*x-2004*b^4*c*g* q*x^2-752*b^4*c*g*r^2*x-884*b^4*c*g*r*x^2+18952*b^4*c*g*x^3-332*b^4*c*p^3*x-204 *b^4*c*p^2*q*x-1512*b^4*c*p^2*r*x-2384*b^4*c*p^2*x^2-648*b^4*c*p*q*r*x-4700*b^4 *c*p*q*x^2-2028*b^4*c*p*r^2*x+2312*b^4*c*p*r*x^2+39048*b^4*c*p*x^3-1156*b^4*c*q ^2*x^2-444*b^4*c*q*r^2*x-1992*b^4*c*q*r*x^2+28420*b^4*c*q*x^3-848*b^4*c*r^3*x+ 5096*b^4*c*r^2*x^2+40000*b^4*c*r*x^3-23788*b^4*c*x^4-28*b^4*g^2*p^2*x-84*b^4*g^ 2*p*r*x-364*b^4*g^2*p*x^2-120*b^4*g^2*q*x^2-56*b^4*g^2*r^2*x-256*b^4*g^2*r*x^2+ 1996*b^4*g^2*x^3-80*b^4*g*p^3*x-36*b^4*g*p^2*q*x-364*b^4*g*p^2*r*x-772*b^4*g*p^ 2*x^2-96*b^4*g*p*q*r*x-1168*b^4*g*p*q*x^2-488*b^4*g*p*r^2*x-248*b^4*g*p*r*x^2+ 9620*b^4*g*p*x^3-156*b^4*g*q^2*x^2-60*b^4*g*q*r^2*x-720*b^4*g*q*r*x^2+6636*b^4* g*q*x^3-204*b^4*g*r^3*x+512*b^4*g*r^2*x^2+10272*b^4*g*r*x^3-6432*b^4*g*x^4-52*b ^4*p^4*x-52*b^4*p^3*q*x-308*b^4*p^3*r*x-332*b^4*p^3*x^2-240*b^4*p^2*q*r*x-1196* b^4*p^2*q*x^2-612*b^4*p^2*r^2*x+1010*b^4*p^2*r*x^2+9724*b^4*p^2*x^3-864*b^4*p*q ^2*x^2-324*b^4*p*q*r^2*x-884*b^4*p*q*r*x^2+14926*b^4*p*q*x^3-508*b^4*p*r^3*x+ 3390*b^4*p*r^2*x^2+19872*b^4*p*r*x^3-10886*b^4*p*x^4-540*b^4*q^2*r*x^2+5202*b^4 *q^2*x^3-136*b^4*q*r^3*x+38*b^4*q*r^2*x^2+15556*b^4*q*r*x^3-10886*b^4*q*x^4-152 *b^4*r^4*x+2048*b^4*r^3*x^2+11492*b^4*r^2*x^3-13822*b^4*r*x^4-640*b^3*c^5*x-864 *b^3*c^4*g*x-2592*b^3*c^4*p*x-448*b^3*c^4*q*x-4032*b^3*c^4*r*x-10976*b^3*c^4*x^ 2-384*b^3*c^3*g^2*x-2784*b^3*c^3*g*p*x-424*b^3*c^3*g*q*x-4344*b^3*c^3*g*r*x-\ 13160*b^3*c^3*g*x^2-3688*b^3*c^3*p^2*x-1728*b^3*c^3*p*q*x-10848*b^3*c^3*p*r*x-\ 17640*b^3*c^3*p*x^2-72*b^3*c^3*q^2*x-2704*b^3*c^3*q*r*x-17600*b^3*c^3*q*x^2-\ 7160*b^3*c^3*r^2*x+6376*b^3*c^3*r*x^2+146432*b^3*c^3*x^3-56*b^3*c^2*g^3*x-932*b ^3*c^2*g^2*p*x-100*b^3*c^2*g^2*q*x-1464*b^3*c^2*g^2*r*x-5396*b^3*c^2*g^2*x^2-\ 3016*b^3*c^2*g*p^2*x-1256*b^3*c^2*g*p*q*x-8920*b^3*c^2*g*p*r*x-17224*b^3*c^2*g* p*x^2-36*b^3*c^2*g*q^2*x-1936*b^3*c^2*g*q*r*x-14860*b^3*c^2*g*q*x^2-5904*b^3*c^ 2*g*r^2*x-124*b^3*c^2*g*r*x^2+120512*b^3*c^2*g*x^3-2412*b^3*c^2*p^3*x-2120*b^3* c^2*p^2*q*x-10300*b^3*c^2*p^2*r*x-9524*b^3*c^2*p^2*x^2-276*b^3*c^2*p*q^2*x-6208 *b^3*c^2*p*q*r*x-24704*b^3*c^2*p*q*x^2-13364*b^3*c^2*p*r^2*x+24080*b^3*c^2*p*r* x^2+218476*b^3*c^2*p*x^3-428*b^3*c^2*q^2*r*x-8924*b^3*c^2*q^2*x^2-4088*b^3*c^2* q*r^2*x-7744*b^3*c^2*q*r*x^2+168856*b^3*c^2*q*x^3-5476*b^3*c^2*r^3*x+36400*b^3* c^2*r^2*x^2+218796*b^3*c^2*r*x^3-129180*b^3*c^2*x^4-94*b^3*c*g^3*p*x-150*b^3*c* g^3*r*x-780*b^3*c*g^3*x^2-698*b^3*c*g^2*p^2*x-208*b^3*c*g^2*p*q*x-2080*b^3*c*g^ 2*p*r*x-5268*b^3*c*g^2*p*x^2-316*b^3*c*g^2*q*r*x-3598*b^3*c*g^2*q*x^2-1382*b^3* c*g^2*r^2*x-2400*b^3*c*g^2*r*x^2+29760*b^3*c*g^2*x^3-1344*b^3*c*g*p^3*x-1076*b^ 3*c*g*p^2*q*x-5796*b^3*c*g*p^2*r*x-6958*b^3*c*g*p^2*x^2-102*b^3*c*g*p*q^2*x-\ 3072*b^3*c*g*p*q*r*x-14906*b^3*c*g*p*q*x^2-7560*b^3*c*g*p*r^2*x+7284*b^3*c*g*p* r*x^2+121648*b^3*c*g*p*x^3-142*b^3*c*g*q^2*r*x-4588*b^3*c*g*q^2*x^2-1996*b^3*c* g*q*r^2*x-7904*b^3*c*g*q*r*x^2+91106*b^3*c*g*q*x^3-3108*b^3*c*g*r^3*x+15482*b^3 *c*g*r^2*x^2+129522*b^3*c*g*r*x^3-69762*b^3*c*g*x^4-742*b^3*c*p^4*x-1032*b^3*c* p^3*q*x-4136*b^3*c*p^3*r*x-1794*b^3*c*p^3*x^2-290*b^3*c*p^2*q^2*x-4396*b^3*c*p^ 2*q*r*x-10630*b^3*c*p^2*q*x^2-7956*b^3*c*p^2*r^2*x+19484*b^3*c*p^2*r*x^2+106270 *b^3*c*p^2*x^3-840*b^3*c*p*q^2*r*x-10278*b^3*c*p*q^2*x^2-5696*b^3*c*p*q*r^2*x+ 520*b^3*c*p*q*r*x^2+171364*b^3*c*p*q*x^3-6472*b^3*c*p*r^3*x+48776*b^3*c*p*r^2*x ^2+206588*b^3*c*p*r*x^3-119168*b^3*c*p*x^4-1442*b^3*c*q^3*x^2-550*b^3*c*q^2*r^2 *x-6518*b^3*c*q^2*r*x^2+65094*b^3*c*q^2*x^3-2332*b^3*c*q*r^3*x+10134*b^3*c*q*r^ 2*x^2+175210*b^3*c*q*r*x^3-119168*b^3*c*q*x^4-1910*b^3*c*r^4*x+27498*b^3*c*r^3* x^2+104428*b^3*c*r^2*x^3-153524*b^3*c*r*x^4-38*b^3*g^3*p^2*x-114*b^3*g^3*p*r*x-\ 450*b^3*g^3*p*x^2-172*b^3*g^3*q*x^2-76*b^3*g^3*r^2*x-428*b^3*g^3*r*x^2+2018*b^3 *g^3*x^3-163*b^3*g^2*p^3*x-100*b^3*g^2*p^2*q*x-715*b^3*g^2*p^2*r*x-1239*b^3*g^2 *p^2*x^2-264*b^3*g^2*p*q*r*x-2031*b^3*g^2*p*q*x^2-941*b^3*g^2*p*r^2*x-578*b^3*g ^2*p*r*x^2+15144*b^3*g^2*p*x^3-440*b^3*g^2*q^2*x^2-164*b^3*g^2*q*r^2*x-1652*b^3 *g^2*q*r*x^2+10838*b^3*g^2*q*x^3-389*b^3*g^2*r^3*x+689*b^3*g^2*r^2*x^2+17186*b^ 3*g^2*r*x^3-9360*b^3*g^2*x^4-212*b^3*g*p^4*x-274*b^3*g*p^3*q*x-1198*b^3*g*p^3*r *x-822*b^3*g*p^3*x^2-62*b^3*g*p^2*q^2*x-1150*b^3*g*p^2*q*r*x-3456*b^3*g*p^2*q*x ^2-2322*b^3*g*p^2*r^2*x+3905*b^3*g*p^2*r*x^2+30056*b^3*g*p^2*x^3-150*b^3*g*p*q^ 2*r*x-2910*b^3*g*p*q^2*x^2-1478*b^3*g*p*q*r^2*x-2266*b^3*g*p*q*r*x^2+47165*b^3* g*p*q*x^3-1898*b^3*g*p*r^3*x+11591*b^3*g*p*r^2*x^2+62946*b^3*g*p*r*x^3-31851*b^ 3*g*p*x^4-276*b^3*g*q^3*x^2-88*b^3*g*q^2*r^2*x-2274*b^3*g*q^2*r*x^2+17109*b^3*g *q^2*x^3-602*b^3*g*q*r^3*x+495*b^3*g*q*r^2*x^2+50782*b^3*g*q*r*x^3-31851*b^3*g* q*x^4-562*b^3*g*r^4*x+6864*b^3*g*r^3*x^2+36320*b^3*g*r^2*x^3-40599*b^3*g*r*x^4-\ 87*b^3*p^5*x-174*b^3*p^4*q*x-597*b^3*p^4*r*x-35*b^3*p^4*x^2-87*b^3*p^3*q^2*x-\ 972*b^3*p^3*q*r*x-1349*b^3*p^3*q*x^2-1518*b^3*p^3*r^2*x+4483*b^3*p^3*r*x^2+ 16880*b^3*p^3*x^3-375*b^3*p^2*q^2*r*x-2593*b^3*p^2*q^2*x^2-1872*b^3*p^2*q*r^2*x +2765*b^3*p^2*q*r*x^2+42269*b^3*p^2*q*x^3-1842*b^3*p^2*r^3*x+15072*b^3*p^2*r^2* x^2+47428*b^3*p^2*r*x^3-27415*b^3*p^2*x^4-1279*b^3*p*q^3*x^2-489*b^3*p*q^2*r^2* x-2710*b^3*p*q^2*r*x^2+33898*b^3*p*q^2*x^3-1524*b^3*p*q*r^3*x+9955*b^3*p*q*r^2* x^2+83599*b^3*p*q*r*x^3-54830*b^3*p*q*x^4-1083*b^3*p*r^4*x+16555*b^3*p*r^3*x^2+ 42966*b^3*p*r^2*x^3-70392*b^3*p*r*x^4-992*b^3*q^3*r*x^2+8509*b^3*q^3*x^3-201*b^ 3*q^2*r^3*x-828*b^3*q^2*r^2*x^2+36171*b^3*q^2*r*x^3-27415*b^3*q^2*x^4-450*b^3*q *r^4*x+5841*b^3*q*r^3*x^2+46002*b^3*q*r^2*x^3-70392*b^3*q*r*x^4-249*b^3*r^5*x+ 6001*b^3*r^4*x^2+10804*b^3*r^3*x^3-51833*b^3*r^2*x^4-896*b^2*c^6*x-1600*b^2*c^5 *g*x-4512*b^2*c^5*p*x-928*b^2*c^5*q*x-6624*b^2*c^5*r*x-15808*b^2*c^5*x^2-1056*b ^2*c^4*g^2*x-6656*b^2*c^4*g*p*x-1288*b^2*c^4*g*q*x-9840*b^2*c^4*g*r*x-25480*b^2 *c^4*g*x^2-8184*b^2*c^4*p^2*x-4544*b^2*c^4*p*q*x-22880*b^2*c^4*p*r*x-28544*b^2* c^4*p*x^2-296*b^2*c^4*q^2*x-6608*b^2*c^4*q*r*x-33048*b^2*c^4*q*x^2-14696*b^2*c^ 4*r^2*x+15624*b^2*c^4*r*x^2+275424*b^2*c^4*x^3-304*b^2*c^3*g^3*x-3500*b^2*c^3*g ^2*p*x-592*b^2*c^3*g^2*q*x-5228*b^2*c^3*g^2*r*x-15464*b^2*c^3*g^2*x^2-9740*b^2* c^3*g*p^2*x-5104*b^2*c^3*g*p*q*x-27420*b^2*c^3*g*p*r*x-39800*b^2*c^3*g*p*x^2-\ 284*b^2*c^3*g*q^2*x-7452*b^2*c^3*g*q*r*x-41356*b^2*c^3*g*q*x^2-17680*b^2*c^3*g* r^2*x+8936*b^2*c^3*g*r*x^2+329168*b^2*c^3*g*x^3-7180*b^2*c^3*p^3*x-7388*b^2*c^3 *p^2*q*x-29340*b^2*c^3*p^2*r*x-16080*b^2*c^3*p^2*x^2-1468*b^2*c^3*p*q^2*x-20328 *b^2*c^3*p*q*r*x-55784*b^2*c^3*p*q*x^2-37140*b^2*c^3*p*r^2*x+77632*b^2*c^3*p*r* x^2+540284*b^2*c^3*p*x^3-28*b^2*c^3*q^3*x-2076*b^2*c^3*q^2*r*x-24744*b^2*c^3*q^ 2*x^2-12940*b^2*c^3*q*r^2*x-11672*b^2*c^3*q*r*x^2+432484*b^2*c^3*q*x^3-14980*b^ 2*c^3*r^3*x+100032*b^2*c^3*r^2*x^2+530072*b^2*c^3*r*x^3-322824*b^2*c^3*x^4-32*b ^2*c^2*g^4*x-764*b^2*c^2*g^3*p*x-90*b^2*c^2*g^3*q*x-1160*b^2*c^2*g^3*r*x-4258*b ^2*c^2*g^3*x^2-3922*b^2*c^2*g^2*p^2*x-1808*b^2*c^2*g^2*p*q*x-11164*b^2*c^2*g^2* p*r*x-20042*b^2*c^2*g^2*p*x^2-68*b^2*c^2*g^2*q^2*x-2656*b^2*c^2*g^2*q*r*x-17942 *b^2*c^2*g^2*q*x^2-7242*b^2*c^2*g^2*r^2*x-3268*b^2*c^2*g^2*r*x^2+136052*b^2*c^2 *g^2*x^3-6488*b^2*c^2*g*p^3*x-6392*b^2*c^2*g*p^2*q*x-26730*b^2*c^2*g*p^2*r*x-\ 19480*b^2*c^2*g*p^2*x^2-1124*b^2*c^2*g*p*q^2*x-17560*b^2*c^2*g*p*q*r*x-55270*b^ 2*c^2*g*p*q*x^2-33996*b^2*c^2*g*p*r^2*x+54328*b^2*c^2*g*p*r*x^2+489246*b^2*c^2* g*p*x^3-14*b^2*c^2*g*q^3*x-1564*b^2*c^2*g*q^2*r*x-22486*b^2*c^2*g*q^2*x^2-11168 *b^2*c^2*g*q*r^2*x-21474*b^2*c^2*g*q*r*x^2+384606*b^2*c^2*g*q*x^3-13754*b^2*c^2 *g*r^3*x+79314*b^2*c^2*g*r^2*x^2+502718*b^2*c^2*g*r*x^3-276904*b^2*c^2*g*x^4-\ 3298*b^2*c^2*p^4*x-5288*b^2*c^2*p^3*q*x-17670*b^2*c^2*p^3*r*x-1378*b^2*c^2*p^3* x^2-2142*b^2*c^2*p^2*q^2*x-21338*b^2*c^2*p^2*q*r*x-30476*b^2*c^2*p^2*q*x^2-\ 33222*b^2*c^2*p^2*r^2*x+92236*b^2*c^2*p^2*r*x^2+388368*b^2*c^2*p^2*x^3-152*b^2* c^2*p*q^3*x-5746*b^2*c^2*p*q^2*r*x-37018*b^2*c^2*p*q^2*x^2-26812*b^2*c^2*p*q*r^ 2*x+29272*b^2*c^2*p*q*r*x^2+644176*b^2*c^2*p*q*x^3-26626*b^2*c^2*p*r^3*x+204312 *b^2*c^2*p*r^2*x^2+728086*b^2*c^2*p*r*x^3-444208*b^2*c^2*p*x^4-202*b^2*c^2*q^3* r*x-7920*b^2*c^2*q^3*x^2-3604*b^2*c^2*q^2*r^2*x-21822*b^2*c^2*q^2*r*x^2+255808* b^2*c^2*q^2*x^3-10762*b^2*c^2*q*r^3*x+58108*b^2*c^2*q*r^2*x^2+643468*b^2*c^2*q* r*x^3-444208*b^2*c^2*q*x^4-7776*b^2*c^2*r^4*x+110698*b^2*c^2*r^3*x^2+339360*b^2 *c^2*r^2*x^3-562972*b^2*c^2*r*x^4-57*b^2*c*g^4*p*x-89*b^2*c*g^4*r*x-460*b^2*c*g ^4*x^2-599*b^2*c*g^3*p^2*x-196*b^2*c*g^3*p*q*x-1737*b^2*c*g^3*p*r*x-4207*b^2*c* g^3*p*x^2-291*b^2*c*g^3*q*r*x-2999*b^2*c*g^3*q*x^2-1138*b^2*c*g^3*r^2*x-2541*b^ 2*c*g^3*r*x^2+22378*b^2*c*g^3*x^3-1789*b^2*c*g^2*p^3*x-1599*b^2*c*g^2*p^2*q*x-\ 7482*b^2*c*g^2*p^2*r*x-7653*b^2*c*g^2*p^2*x^2-201*b^2*c*g^2*p*q^2*x-4354*b^2*c* g^2*p*q*r*x-17384*b^2*c*g^2*p*q*x^2-9597*b^2*c*g^2*p*r^2*x+7426*b^2*c*g^2*p*r*x ^2+136938*b^2*c*g^2*p*x^3-275*b^2*c*g^2*q^2*r*x-6157*b^2*c*g^2*q^2*x^2-2755*b^2 *c*g^2*q*r^2*x-11028*b^2*c*g^2*q*r*x^2+104764*b^2*c*g^2*q*x^3-3904*b^2*c*g^2*r^ 3*x+16331*b^2*c*g^2*r^2*x^2+150121*b^2*c*g^2*r*x^3-74874*b^2*c*g^2*x^4-2011*b^2 *c*g*p^4*x-3126*b^2*c*g*p^3*q*x-10875*b^2*c*g*p^3*r*x-2553*b^2*c*g*p^3*x^2-1177 *b^2*c*g*p^2*q^2*x-12627*b^2*c*g*p^2*q*r*x-21541*b^2*c*g*p^2*q*x^2-20559*b^2*c* g*p^2*r^2*x+48409*b^2*c*g*p^2*r*x^2+236611*b^2*c*g*p^2*x^3-62*b^2*c*g*p*q^3*x-\ 3063*b^2*c*g*p*q^2*r*x-23545*b^2*c*g*p*q^2*x^2-15876*b^2*c*g*p*q*r^2*x+5248*b^2 *c*g*p*q*r*x^2+386652*b^2*c*g*p*q*x^3-16537*b^2*c*g*p*r^3*x+114761*b^2*c*g*p*r^ 2*x^2+467682*b^2*c*g*p*r*x^3-254810*b^2*c*g*p*x^4-73*b^2*c*g*q^3*r*x-4557*b^2*c *g*q^3*x^2-1886*b^2*c*g*q^2*r^2*x-16808*b^2*c*g*q^2*r*x^2+150041*b^2*c*g*q^2*x^ 3-6375*b^2*c*g*q*r^3*x+24656*b^2*c*g*q*r^2*x^2+402925*b^2*c*g*q*r*x^3-254810*b^ 2*c*g*q*x^4-4842*b^2*c*g*r^4*x+63799*b^2*c*g*r^3*x^2+238762*b^2*c*g*r^2*x^3-\ 328504*b^2*c*g*r*x^4-763*b^2*c*p^5*x-1727*b^2*c*p^4*q*x-5040*b^2*c*p^4*r*x+1349 *b^2*c*p^4*x^2-1165*b^2*c*p^3*q^2*x-9174*b^2*c*p^3*q*r*x-5516*b^2*c*p^3*q*x^2-\ 12530*b^2*c*p^3*r^2*x+41170*b^2*c*p^3*r*x^2+121433*b^2*c*p^3*x^3-201*b^2*c*p^2* q^3*x-4656*b^2*c*p^2*q^2*r*x-15996*b^2*c*p^2*q^2*x^2-17160*b^2*c*p^2*q*r^2*x+ 40335*b^2*c*p^2*q*r*x^2+311033*b^2*c*p^2*q*x^3-14980*b^2*c*p^2*r^3*x+125394*b^2 *c*p^2*r^2*x^2+324161*b^2*c*p^2*r*x^3-202962*b^2*c*p^2*x^4-522*b^2*c*p*q^3*r*x-\ 10048*b^2*c*p*q^3*x^2-5817*b^2*c*p*q^2*r^2*x-8670*b^2*c*p*q^2*r*x^2+257767*b^2* c*p*q^2*x^3-13706*b^2*c*p*q*r^3*x+101607*b^2*c*p*q*r^2*x^2+589700*b^2*c*p*q*r*x ^3-405924*b^2*c*p*q*x^4-8715*b^2*c*p*r^4*x+132674*b^2*c*p*r^3*x^2+264116*b^2*c* p*r^2*x^3-508336*b^2*c*p*r*x^4-917*b^2*c*q^4*x^2-321*b^2*c*q^3*r^2*x-7835*b^2*c *q^3*r*x^2+68167*b^2*c*q^3*x^3-2326*b^2*c*q^2*r^3*x+3789*b^2*c*q^2*r^2*x^2+ 265539*b^2*c*q^2*r*x^3-202962*b^2*c*q^2*x^4-3993*b^2*c*q*r^4*x+55756*b^2*c*q*r^ 3*x^2+294202*b^2*c*q*r^2*x^3-508336*b^2*c*q*r*x^4-1988*b^2*c*r^5*x+47101*b^2*c* r^4*x^2+51652*b^2*c*r^3*x^3-345806*b^2*c*r^2*x^4-25*b^2*g^4*p^2*x-75*b^2*g^4*p* r*x-284*b^2*g^4*p*x^2-118*b^2*g^4*q*x^2-50*b^2*g^4*r^2*x-313*b^2*g^4*r*x^2+1108 *b^2*g^4*x^3-145*b^2*g^3*p^3*x-101*b^2*g^3*p^2*q*x-624*b^2*g^3*p^2*r*x-966*b^2* g^3*p^2*x^2-264*b^2*g^3*p*q*r*x-1669*b^2*g^3*p*q*x^2-813*b^2*g^3*p*r^2*x-604*b^ 2*g^3*p*r*x^2+11425*b^2*g^3*p*x^3-451*b^2*g^3*q^2*x^2-163*b^2*g^3*q*r^2*x-1584* b^2*g^3*q*r*x^2+8393*b^2*g^3*q*x^3-334*b^2*g^3*r^3*x+399*b^2*g^3*r^2*x^2+13534* b^2*g^3*r*x^3-6648*b^2*g^3*x^4-285*b^2*g^2*p^4*x-412*b^2*g^2*p^3*q*x-1570*b^2*g ^2*p^3*r*x-770*b^2*g^2*p^3*x^2-127*b^2*g^2*p^2*q^2*x-1663*b^2*g^2*p^2*q*r*x-\ 3733*b^2*g^2*p^2*q*x^2-3000*b^2*g^2*p^2*r^2*x+4932*b^2*g^2*p^2*r*x^2+33659*b^2* g^2*p^2*x^3-303*b^2*g^2*p*q^2*r*x-3527*b^2*g^2*p*q^2*x^2-2090*b^2*g^2*p*q*r^2*x -2344*b^2*g^2*p*q*r*x^2+53735*b^2*g^2*p*q*x^3-2430*b^2*g^2*p*r^3*x+13774*b^2*g^ 2*p*r^2*x^2+71879*b^2*g^2*p*r*x^3-34116*b^2*g^2*p*x^4-564*b^2*g^2*q^3*x^2-176*b ^2*g^2*q^2*r^2*x-3158*b^2*g^2*q^2*r*x^2+20076*b^2*g^2*q^2*x^3-839*b^2*g^2*q*r^3 *x+696*b^2*g^2*q*r^2*x^2+59314*b^2*g^2*q*r*x^3-34116*b^2*g^2*q*x^4-715*b^2*g^2* r^4*x+8072*b^2*g^2*r^3*x^2+41611*b^2*g^2*r^2*x^3-43652*b^2*g^2*r*x^4-235*b^2*g* p^5*x-521*b^2*g*p^4*q*x-1568*b^2*g*p^4*r*x+212*b^2*g*p^4*x^2-337*b^2*g*p^3*q^2* x-2778*b^2*g*p^3*q*r*x-2222*b^2*g*p^3*q*x^2-3922*b^2*g*p^3*r^2*x+11514*b^2*g*p^ 3*r*x^2+37294*b^2*g*p^3*x^3-51*b^2*g*p^2*q^3*x-1324*b^2*g*p^2*q^2*r*x-5307*b^2* g*p^2*q^2*x^2-5208*b^2*g*p^2*q*r^2*x+9284*b^2*g*p^2*q*r*x^2+94347*b^2*g*p^2*q*x ^3-4708*b^2*g*p^2*r^3*x+36664*b^2*g*p^2*r^2*x^2+105588*b^2*g*p^2*r*x^3-58464*b^ 2*g*p^2*x^4-114*b^2*g*p*q^3*r*x-3100*b^2*g*p*q^3*x^2-1637*b^2*g*p*q^2*r^2*x-\ 4959*b^2*g*p*q^2*r*x^2+76812*b^2*g*p*q^2*x^3-4166*b^2*g*p*q*r^3*x+26453*b^2*g*p *q*r^2*x^2+188070*b^2*g*p*q*r*x^3-116928*b^2*g*p*q*x^4-2747*b^2*g*p*r^4*x+39634 *b^2*g*p*r^3*x^2+95493*b^2*g*p*r^2*x^3-149977*b^2*g*p*r*x^4-227*b^2*g*q^4*x^2-\ 63*b^2*g*q^3*r^2*x-2729*b^2*g*q^3*r*x^2+19759*b^2*g*q^3*x^3-650*b^2*g*q^2*r^3*x -1113*b^2*g*q^2*r^2*x^2+82482*b^2*g*q^2*r*x^3-58464*b^2*g*q^2*x^4-1215*b^2*g*q* r^4*x+14947*b^2*g*q*r^3*x^2+102354*b^2*g*q*r^2*x^3-149977*b^2*g*q*r*x^4-628*b^2 *g*r^5*x+14272*b^2*g*r^4*x^2+23562*b^2*g*r^3*x^3-109509*b^2*g*r^2*x^4-70*b^2*p^ 6*x-210*b^2*p^5*q*x-547*b^2*p^5*r*x+299*b^2*p^5*x^2-210*b^2*p^4*q^2*x-1379*b^2* p^4*q*r*x-47*b^2*p^4*q*x^2-1685*b^2*p^4*r^2*x+6263*b^2*p^4*r*x^2+13946*b^2*p^4* x^3-70*b^2*p^3*q^3*x-1117*b^2*p^3*q^2*r*x-1935*b^2*p^3*q^2*x^2-3416*b^2*p^3*q*r ^2*x+10995*b^2*p^3*q*r*x^2+48816*b^2*p^3*q*x^3-2670*b^2*p^3*r^3*x+23905*b^2*p^3 *r^2*x^2+46681*b^2*p^3*r*x^3-30782*b^2*p^3*x^4-285*b^2*p^2*q^3*r*x-2533*b^2*p^2 *q^3*x^2-2091*b^2*p^2*q^2*r^2*x+2385*b^2*p^2*q^2*r*x^2+62772*b^2*p^2*q^2*x^3-\ 4074*b^2*p^2*q*r^3*x+35478*b^2*p^2*q*r^2*x^2+130826*b^2*p^2*q*r*x^3-92346*b^2*p ^2*q*x^4-2320*b^2*p^2*r^4*x+37127*b^2*p^2*r^3*x^2+48022*b^2*p^2*r^2*x^3-113911* b^2*p^2*r*x^4-944*b^2*p*q^4*x^2-360*b^2*p*q^3*r^2*x-3163*b^2*p*q^3*r*x^2+34880* b^2*p*q^3*x^3-1671*b^2*p*q^2*r^3*x+10218*b^2*p*q^2*r^2*x^2+121609*b^2*p*q^2*r*x ^3-92346*b^2*p*q^2*x^4-2366*b^2*p*q*r^4*x+37783*b^2*p*q*r^3*x^2+112677*b^2*p*q* r^2*x^3-227822*b^2*p*q*r*x^4-1055*b^2*p*r^5*x+26096*b^2*p*r^4*x^2+7378*b^2*p*r^ 3*x^3-148716*b^2*p*r^2*x^4-816*b^2*q^4*r*x^2+6978*b^2*q^4*x^3-145*b^2*q^3*r^3*x -1355*b^2*q^3*r^2*x^2+37464*b^2*q^3*r*x^3-30782*b^2*q^3*x^4-487*b^2*q^2*r^4*x+ 5898*b^2*q^2*r^3*x^2+64655*b^2*q^2*r^2*x^3-113911*b^2*q^2*r*x^4-539*b^2*q*r^5*x +13347*b^2*q*r^4*x^2+27388*b^2*q*r^3*x^3-148716*b^2*q*r^2*x^4-197*b^2*r^6*x+ 6910*b^2*r^5*x^2-7909*b^2*r^4*x^3-59923*b^2*r^3*x^4-608*b*c^7*x-1360*b*c^6*g*x-\ 3760*b*c^6*p*x-832*b*c^6*q*x-5248*b*c^6*r*x-11712*b*c^6*x^2-1200*b*c^5*g^2*x-\ 7128*b*c^5*g*p*x-1528*b*c^5*g*q*x-10024*b*c^5*g*r*x-23776*b*c^5*g*x^2-8392*b*c^ 5*p^2*x-5088*b*c^5*p*q*x-22560*b*c^5*p*r*x-22936*b*c^5*p*x^2-392*b*c^5*q^2*x-\ 6928*b*c^5*q*r*x-29848*b*c^5*q*x^2-14168*b*c^5*r^2*x+15136*b*c^5*r*x^2+250176*b *c^5*x^3-520*b*c^4*g^3*x-5188*b*c^4*g^2*p*x-1044*b*c^4*g^2*q*x-7372*b*c^4*g^2*r *x-19184*b*c^4*g^2*x^2-13312*b*c^4*g*p^2*x-7808*b*c^4*g*p*q*x-35988*b*c^4*g*p*r *x-41904*b*c^4*g*p*x^2-556*b*c^4*g*q^2*x-10740*b*c^4*g*q*r*x-49848*b*c^4*g*q*x^ 2-22676*b*c^4*g*r^2*x+15972*b*c^4*g*r*x^2+398976*b*c^4*g*x^3-9300*b*c^4*p^3*x-\ 10432*b*c^4*p^2*q*x-36840*b*c^4*p^2*r*x-11376*b*c^4*p^2*x^2-2484*b*c^4*p*q^2*x-\ 27352*b*c^4*p*q*r*x-57208*b*c^4*p*q*x^2-45780*b*c^4*p*r^2*x+101260*b*c^4*p*r*x^ 2+609000*b*c^4*p*x^3-72*b*c^4*q^3*x-3224*b*c^4*q^2*r*x-29320*b*c^4*q^2*x^2-\ 16920*b*c^4*q*r^2*x-7884*b*c^4*q*r*x^2+498088*b*c^4*q*x^3-18240*b*c^4*r^3*x+ 118732*b*c^4*r^2*x^2+591300*b*c^4*r*x^3-368264*b*c^4*x^4-110*b*c^3*g^4*x-1790*b *c^3*g^3*p*x-314*b*c^3*g^3*q*x-2582*b*c^3*g^3*r*x-7752*b*c^3*g^3*x^2-7834*b*c^3 *g^2*p^2*x-4312*b*c^3*g^2*p*q*x-21368*b*c^3*g^2*p*r*x-29698*b*c^3*g^2*p*x^2-262 *b*c^3*g^2*q^2*x-6008*b*c^3*g^2*q*r*x-31538*b*c^3*g^2*q*x^2-13534*b*c^3*g^2*r^2 *x+1680*b*c^3*g^2*r*x^2+238696*b*c^3*g^2*x^3-11884*b*c^3*g*p^3*x-13008*b*c^3*g* p^2*q*x-47336*b*c^3*g*p^2*r*x-20802*b*c^3*g*p^2*x^2-2906*b*c^3*g*p*q^2*x-34244* b*c^3*g*p*q*r*x-80312*b*c^3*g*p*q*x^2-59020*b*c^3*g*p*r^2*x+111576*b*c^3*g*p*r* x^2+781476*b*c^3*g*p*x^3-70*b*c^3*g*q^3*x-3800*b*c^3*g*q^2*r*x-38678*b*c^3*g*q^ 2*x^2-21236*b*c^3*g*q*r^2*x-22858*b*c^3*g*q*r*x^2+632476*b*c^3*g*q*x^3-23568*b* c^3*g*r^3*x+140024*b*c^3*g*r^2*x^2+782944*b*c^3*g*r*x^3-449824*b*c^3*g*x^4-5704 *b*c^3*p^4*x-9904*b*c^3*p^3*q*x-29764*b*c^3*p^3*r*x+4454*b*c^3*p^3*x^2-4716*b*c ^3*p^2*q^2*x-38484*b*c^3*p^2*q*r*x-33978*b*c^3*p^2*q*x^2-55068*b*c^3*p^2*r^2*x+ 161902*b*c^3*p^2*r*x^2+578856*b*c^3*p^2*x^3-520*b*c^3*p*q^3*x-11928*b*c^3*p*q^2 *r*x-52390*b*c^3*p*q^2*x^2-47256*b*c^3*p*q*r^2*x+74620*b*c^3*p*q*r*x^2+977008*b *c^3*p*q*x^3-43660*b*c^3*p*r^3*x+333428*b*c^3*p*r^2*x^2+1062646*b*c^3*p*r*x^3-\ 672336*b*c^3*p*x^4-4*b*c^3*q^4*x-616*b*c^3*q^3*r*x-13958*b*c^3*q^3*x^2-7212*b*c ^3*q^2*r^2*x-29122*b*c^3*q^2*r*x^2+398152*b*c^3*q^2*x^3-18676*b*c^3*q*r^3*x+ 106606*b*c^3*q*r^2*x^2+962262*b*c^3*q*r*x^3-672336*b*c^3*q*x^4-12652*b*c^3*r^4* x+175980*b*c^3*r^3*x^2+475664*b*c^3*r^2*x^3-836960*b*c^3*r*x^4-9*b*c^2*g^5*x-\ 288*b*c^2*g^4*p*x-35*b*c^2*g^4*q*x-425*b*c^2*g^4*r*x-1592*b*c^2*g^4*x^2-2078*b* c^2*g^3*p^2*x-1000*b*c^2*g^3*p*q*x-5753*b*c^2*g^3*p*r*x-10094*b*c^2*g^3*p*x^2-\ 41*b*c^2*g^3*q^2*x-1417*b*c^2*g^3*q*r*x-9232*b*c^2*g^3*q*x^2-3675*b*c^2*g^3*r^2 *x-3159*b*c^2*g^3*r*x^2+65808*b*c^2*g^3*x^3-5321*b*c^2*g^2*p^3*x-5556*b*c^2*g^2 *p^2*q*x-21408*b*c^2*g^2*p^2*r*x-13527*b*c^2*g^2*p^2*x^2-1086*b*c^2*g^2*p*q^2*x -14680*b*c^2*g^2*p*q*r*x-40784*b*c^2*g^2*p*q*x^2-26853*b*c^2*g^2*p*r^2*x+37571* b*c^2*g^2*p*r*x^2+354320*b*c^2*g^2*p*x^3-17*b*c^2*g^2*q^3*x-1434*b*c^2*g^2*q^2* r*x-18009*b*c^2*g^2*q^2*x^2-9124*b*c^2*g^2*q*r^2*x-19520*b*c^2*g^2*q*r*x^2+ 282236*b*c^2*g^2*q*x^3-10766*b*c^2*g^2*r^3*x+54337*b*c^2*g^2*r^2*x^2+371935*b*c ^2*g^2*r*x^3-193290*b*c^2*g^2*x^4-5500*b*c^2*g*p^4*x-9390*b*c^2*g*p^3*q*x-28860 *b*c^2*g*p^3*r*x+1075*b*c^2*g*p^3*x^2-4306*b*c^2*g*p^2*q^2*x-36616*b*c^2*g*p^2* q*r*x-38977*b*c^2*g*p^2*q*x^2-53580*b*c^2*g*p^2*r^2*x+142858*b*c^2*g*p^2*r*x^2+ 559694*b*c^2*g*p^2*x^3-418*b*c^2*g*p*q^3*x-10852*b*c^2*g*p*q^2*r*x-53647*b*c^2* g*p*q^2*x^2-45062*b*c^2*g*p*q*r^2*x+50782*b*c^2*g*p*q*r*x^2+936608*b*c^2*g*p*q* x^3-42580*b*c^2*g*p*r^3*x+305555*b*c^2*g*p*r^2*x^2+1064515*b*c^2*g*p*r*x^3-\ 618030*b*c^2*g*p*x^4-2*b*c^2*g*q^4*x-488*b*c^2*g*q^3*r*x-13595*b*c^2*g*q^3*x^2-\ 6546*b*c^2*g*q^2*r^2*x-34876*b*c^2*g*q^2*r*x^2+376914*b*c^2*g*q^2*x^3-17836*b*c ^2*g*q*r^3*x+86808*b*c^2*g*q*r^2*x^2+949801*b*c^2*g*q*r*x^3-618030*b*c^2*g*q*x^ 4-12360*b*c^2*g*r^4*x+163772*b*c^2*g*r^3*x^2+505408*b*c^2*g*r^2*x^3-783462*b*c^ 2*g*r*x^4-1972*b*c^2*p^5*x-4792*b*c^2*p^4*q*x-12716*b*c^2*p^4*r*x+6074*b*c^2*p^ 4*x^2-3708*b*c^2*p^3*q^2*x-24640*b*c^2*p^3*q*r*x-3814*b*c^2*p^3*q*x^2-31144*b*c ^2*p^3*r^2*x+107654*b*c^2*p^3*r*x^2+269090*b*c^2*p^3*x^3-928*b*c^2*p^2*q^3*x-\ 14124*b*c^2*p^2*q^2*r*x-29082*b*c^2*p^2*q^2*x^2-45168*b*c^2*p^2*q*r^2*x+125664* b*c^2*p^2*q*r*x^2+698970*b*c^2*p^2*q*x^3-36856*b*c^2*p^2*r^3*x+308878*b*c^2*p^2 *r^2*x^2+696220*b*c^2*p^2*r*x^3-458470*b*c^2*p^2*x^4-40*b*c^2*p*q^4*x-2240*b*c^ 2*p*q^3*r*x-22426*b*c^2*p*q^3*x^2-17124*b*c^2*p*q^2*r^2*x+582*b*c^2*p*q^2*r*x^2 +590670*b*c^2*p*q^2*x^3-35584*b*c^2*p*q*r^3*x+274076*b*c^2*p*q*r^2*x^2+1291280* b*c^2*p*q*r*x^3-916940*b*c^2*p*q*x^4-21284*b*c^2*p*r^4*x+319090*b*c^2*p*r^3*x^2 +531370*b*c^2*p*r^2*x^3-1124132*b*c^2*p*r*x^4-40*b*c^2*q^4*r*x-3232*b*c^2*q^4*x ^2-1312*b*c^2*q^3*r^2*x-17428*b*c^2*q^3*r*x^2+160790*b*c^2*q^3*x^3-6708*b*c^2*q ^2*r^3*x+22918*b*c^2*q^2*r^2*x^2+595060*b*c^2*q^2*r*x^3-458470*b*c^2*q^2*x^4-\ 10264*b*c^2*q*r^4*x+144598*b*c^2*q*r^3*x^2+609478*b*c^2*q*r^2*x^3-1124132*b*c^2 *q*r*x^4-4828*b*c^2*r^5*x+111792*b*c^2*r^4*x^2+84016*b*c^2*r^3*x^3-728854*b*c^2 *r^2*x^4-17*b*c*g^5*p*x-26*b*c*g^5*r*x-136*b*c*g^5*x^2-236*b*c*g^4*p^2*x-80*b*c *g^4*p*q*x-671*b*c*g^4*p*r*x-1605*b*c*g^4*p*x^2-116*b*c*g^4*q*r*x-1175*b*c*g^4* q*x^2-435*b*c*g^4*r^2*x-1163*b*c*g^4*r*x^2+8094*b*c*g^4*x^3-970*b*c*g^3*p^3*x-\ 918*b*c*g^3*p^2*q*x-3977*b*c*g^3*p^2*r*x-3713*b*c*g^3*p^2*x^2-127*b*c*g^3*p*q^2 *x-2426*b*c*g^3*p*q*r*x-8767*b*c*g^3*p*q*x^2-5044*b*c*g^3*p*r^2*x+2985*b*c*g^3* p*r*x^2+66210*b*c*g^3*p*x^3-170*b*c*g^3*q^2*r*x-3398*b*c*g^3*q^2*x^2-1508*b*c*g ^3*q*r^2*x-6391*b*c*g^3*q*r*x^2+51470*b*c*g^3*q*x^3-2037*b*c*g^3*r^3*x+7198*b*c *g^3*r^2*x^2+74280*b*c*g^3*r*x^3-34830*b*c*g^3*x^4-1663*b*c*g^2*p^4*x-2746*b*c* g^2*p^3*q*x-8823*b*c*g^2*p^3*r*x-1101*b*c*g^2*p^3*x^2-1163*b*c*g^2*p^2*q^2*x-\ 10765*b*c*g^2*p^2*q*r*x-14572*b*c*g^2*p^2*q*x^2-16491*b*c*g^2*p^2*r^2*x+37287*b *c*g^2*p^2*r*x^2+170730*b*c*g^2*p^2*x^3-80*b*c*g^2*p*q^3*x-2890*b*c*g^2*p*q^2*r *x-17599*b*c*g^2*p*q^2*x^2-13292*b*c*g^2*p*q*r^2*x+5163*b*c*g^2*p*q*r*x^2+ 282028*b*c*g^2*p*q*x^3-13165*b*c*g^2*p*r^3*x+85464*b*c*g^2*p*r^2*x^2+342488*b*c *g^2*p*r*x^3-177531*b*c*g^2*p*x^4-92*b*c*g^2*q^3*r*x-4128*b*c*g^2*q^3*x^2-1727* b*c*g^2*q^2*r^2*x-13860*b*c*g^2*q^2*r*x^2+111298*b*c*g^2*q^2*x^3-5273*b*c*g^2*q *r^3*x+18054*b*c*g^2*q*r^2*x^2+298725*b*c*g^2*q*r*x^3-177531*b*c*g^2*q*x^4-3834 *b*c*g^2*r^4*x+47076*b*c*g^2*r^3*x^2+177334*b*c*g^2*r^2*x^3-229019*b*c*g^2*r*x^ 4-1272*b*c*g*p^5*x-3058*b*c*g*p^4*q*x-8246*b*c*g*p^4*r*x+3166*b*c*g*p^4*x^2-\ 2318*b*c*g*p^3*q^2*x-15780*b*c*g*p^3*q*r*x-4553*b*c*g*p^3*q*x^2-20264*b*c*g*p^3 *r^2*x+65545*b*c*g*p^3*r*x^2+174010*b*c*g*p^3*x^3-550*b*c*g*p^2*q^3*x-8814*b*c* g*p^2*q^2*r*x-20653*b*c*g*p^2*q^2*x^2-28992*b*c*g*p^2*q*r^2*x+70950*b*c*g*p^2*q *r*x^2+448846*b*c*g*p^2*q*x^3-24036*b*c*g*p^2*r^3*x+192859*b*c*g*p^2*r^2*x^2+ 467988*b*c*g*p^2*r*x^3-281941*b*c*g*p^2*x^4-18*b*c*g*p*q^4*x-1296*b*c*g*p*q^3*r *x-14983*b*c*g*p*q^3*x^2-10674*b*c*g*p*q^2*r^2*x-7293*b*c*g*p*q^2*r*x^2+375662* b*c*g*p*q^2*x^3-22876*b*c*g*p*q*r^3*x+162844*b*c*g*p*q*r^2*x^2+857190*b*c*g*p*q *r*x^3-563882*b*c*g*p*q*x^4-13904*b*c*g*p*r^4*x+201747*b*c*g*p*r^3*x^2+383821*b *c*g*p*r^2*x^3-705848*b*c*g*p*r*x^4-16*b*c*g*q^4*r*x-2049*b*c*g*q^4*x^2-746*b*c *g*q^3*r^2*x-12698*b*c*g*q^3*r*x^2+100826*b*c*g*q^3*x^3-4178*b*c*g*q^2*r^3*x+ 8335*b*c*g*q^2*r^2*x^2+389202*b*c*g*q^2*r*x^3-281941*b*c*g*q^2*x^4-6606*b*c*g*q *r^4*x+87341*b*c*g*q*r^3*x^2+427325*b*c*g*q*r^2*x^3-705848*b*c*g*q*r*x^4-3158*b *c*g*r^5*x+71267*b*c*g*r^4*x^2+75312*b*c*g*r^3*x^3-478133*b*c*g*r^2*x^4-360*b*c *p^6*x-1148*b*c*p^5*q*x-2750*b*c*p^5*r*x+2017*b*c*p^5*x^2-1284*b*c*p^4*q^2*x-\ 7314*b*c*p^4*q*r*x+2412*b*c*p^4*q*x^2-8350*b*c*p^4*r^2*x+32237*b*c*p^4*r*x^2+ 61268*b*c*p^4*x^3-564*b*c*p^3*q^3*x-6534*b*c*p^3*q^2*r*x-5158*b*c*p^3*q^2*x^2-\ 17776*b*c*p^3*q*r^2*x+63324*b*c*p^3*q*r*x^2+216844*b*c*p^3*q*x^3-13100*b*c*p^3* r^3*x+116955*b*c*p^3*r^2*x^2+196771*b*c*p^3*r*x^3-138350*b*c*p^3*x^4-68*b*c*p^2 *q^4*x-2126*b*c*p^2*q^3*r*x-9776*b*c*p^2*q^3*x^2-11898*b*c*p^2*q^2*r^2*x+25944* b*c*p^2*q^2*r*x^2+282924*b*c*p^2*q^2*x^3-20924*b*c*p^2*q*r^3*x+185952*b*c*p^2*q *r^2*x^2+560013*b*c*p^2*q*r*x^3-415050*b*c*p^2*q*x^4-11300*b*c*p^2*r^4*x+177613 *b*c*p^2*r^3*x^2+182197*b*c*p^2*r^2*x^3-499804*b*c*p^2*r*x^4-156*b*c*p*q^4*r*x-\ 4515*b*c*p*q^4*x^2-2560*b*c*p*q^3*r^2*x-9136*b*c*p*q^3*r*x^2+160388*b*c*p*q^3*x ^3-9330*b*c*p*q^2*r^3*x+66843*b*c*p*q^2*r^2*x^2+529713*b*c*p*q^2*r*x^3-415050*b *c*p*q^2*x^4-12036*b*c*p*q*r^4*x+191580*b*c*p*q*r^3*x^2+445274*b*c*p*q*r^2*x^3-\ 999608*b*c*p*q*r*x^4-5110*b*c*p*r^5*x+123224*b*c*p*r^4*x^2+814*b*c*p*r^3*x^3-\ 623910*b*c*p*r^2*x^4-292*b*c*q^5*x^2-88*b*c*q^4*r^2*x-3993*b*c*q^4*r*x^2+33040* b*c*q^4*x^3-998*b*c*q^3*r^3*x-2154*b*c*q^3*r^2*x^2+166471*b*c*q^3*r*x^3-138350* b*c*q^3*x^4-2682*b*c*q^2*r^4*x+35741*b*c*q^2*r^3*x^2+263077*b*c*q^2*r^2*x^3-\ 499804*b*c*q^2*r*x^4-2722*b*c*q*r^5*x+66540*b*c*q*r^4*x^2+88510*b*c*q*r^3*x^3-\ 623910*b*c*q*r^2*x^4-950*b*c*r^6*x+32346*b*c*r^5*x^2-45880*b*c*r^4*x^3-240874*b *c*r^3*x^4-8*b*g^5*p^2*x-24*b*g^5*p*r*x-89*b*g^5*p*x^2-39*b*g^5*q*x^2-16*b*g^5* r^2*x-107*b*g^5*r*x^2+314*b*g^5*x^3-59*b*g^4*p^3*x-44*b*g^4*p^2*q*x-251*b*g^4*p ^2*r*x-364*b*g^4*p^2*x^2-114*b*g^4*p*q*r*x-651*b*g^4*p*q*x^2-325*b*g^4*p*r^2*x-\ 282*b*g^4*p*r*x^2+4147*b*g^4*p*x^3-199*b*g^4*q^2*x^2-70*b*g^4*q*r^2*x-680*b*g^4 *q*r*x^2+3105*b*g^4*q*x^3-133*b*g^4*r^3*x+97*b*g^4*r^2*x^2+5068*b*g^4*r*x^3-\ 2304*b*g^4*x^4-156*b*g^3*p^4*x-240*b*g^3*p^3*q*x-846*b*g^3*p^3*r*x-321*b*g^3*p^ 3*x^2-84*b*g^3*p^2*q^2*x-948*b*g^3*p^2*q*r*x-1768*b*g^3*p^2*q*x^2-1602*b*g^3*p^ 2*r^2*x+2556*b*g^3*p^2*r*x^2+16225*b*g^3*p^2*x^3-198*b*g^3*p*q^2*r*x-1820*b*g^3 *p*q^2*x^2-1176*b*g^3*p*q*r^2*x-1122*b*g^3*p*q*r*x^2+26254*b*g^3*p*q*x^3-1290*b *g^3*p*r^3*x+6893*b*g^3*p*r^2*x^2+35215*b*g^3*p*r*x^3-15846*b*g^3*p*x^4-373*b*g ^3*q^3*x^2-114*b*g^3*q^2*r^2*x-1782*b*g^3*q^2*r*x^2+10029*b*g^3*q^2*x^3-468*b*g ^3*q*r^3*x+327*b*g^3*q*r^2*x^2+29562*b*g^3*q*r*x^3-15846*b*g^3*q*x^4-378*b*g^3* r^4*x+4016*b*g^3*r^3*x^2+20534*b*g^3*r^2*x^3-20346*b*g^3*r*x^4-194*b*g^2*p^5*x-\ 456*b*g^2*p^4*q*x-1272*b*g^2*p^4*r*x+320*b*g^2*p^4*x^2-330*b*g^2*p^3*q^2*x-2370 *b*g^2*p^3*q*r*x-1163*b*g^2*p^3*q*x^2-3148*b*g^2*p^3*r^2*x+9183*b*g^2*p^3*r*x^2 +26748*b*g^2*p^3*x^3-68*b*g^2*p^2*q^3*x-1248*b*g^2*p^2*q^2*r*x-3587*b*g^2*p^2*q ^2*x^2-4374*b*g^2*p^2*q*r^2*x+8443*b*g^2*p^2*q*r*x^2+68263*b*g^2*p^2*q*x^3-3752 *b*g^2*p^2*r^3*x+28228*b*g^2*p^2*r^2*x^2+76309*b*g^2*p^2*r*x^3-40650*b*g^2*p^2* x^4-150*b*g^2*p*q^3*r*x-2405*b*g^2*p*q^3*x^2-1506*b*g^2*p*q^2*r^2*x-3045*b*g^2* p*q^2*r*x^2+56282*b*g^2*p*q^2*x^3-3462*b*g^2*p*q*r^3*x+21453*b*g^2*p*q*r^2*x^2+ 137160*b*g^2*p*q*r*x^3-81300*b*g^2*p*q*x^4-2178*b*g^2*p*r^4*x+30187*b*g^2*p*r^3 *x^2+69224*b*g^2*p*r^2*x^3-104253*b*g^2*p*r*x^4-301*b*g^2*q^4*x^2-82*b*g^2*q^3* r^2*x-2305*b*g^2*q^3*r*x^2+14767*b*g^2*q^3*x^3-588*b*g^2*q^2*r^3*x-475*b*g^2*q^ 2*r^2*x^2+60851*b*g^2*q^2*r*x^3-40650*b*g^2*q^2*x^4-1002*b*g^2*q*r^4*x+11847*b* g^2*q*r^3*x^2+74343*b*g^2*q*r^2*x^3-104253*b*g^2*q*r*x^4-496*b*g^2*r^5*x+10822* b*g^2*r^4*x^2+16958*b*g^2*r^3*x^3-75741*b*g^2*r^2*x^4-116*b*g*p^6*x-368*b*g*p^5 *q*x-890*b*g*p^5*r*x+590*b*g*p^5*x^2-408*b*g*p^4*q^2*x-2352*b*g*p^4*q*r*x+550*b *g*p^4*q*x^2-2710*b*g*p^4*r^2*x+10043*b*g*p^4*r*x^2+19830*b*g*p^4*x^3-176*b*g*p ^3*q^3*x-2076*b*g*p^3*q^2*r*x-1978*b*g*p^3*q^2*x^2-5728*b*g*p^3*q*r^2*x+19062*b *g*p^3*q*r*x^2+69798*b*g*p^3*q*x^3-4260*b*g*p^3*r^3*x+37078*b*g*p^3*r^2*x^2+ 66337*b*g*p^3*r*x^3-42691*b*g*p^3*x^4-20*b*g*p^2*q^4*x-656*b*g*p^2*q^3*r*x-3334 *b*g*p^2*q^3*x^2-3780*b*g*p^2*q^2*r^2*x+6593*b*g*p^2*q^2*r*x^2+90414*b*g*p^2*q^ 2*x^3-6752*b*g*p^2*q*r^3*x+57428*b*g*p^2*q*r^2*x^2+186867*b*g*p^2*q*r*x^3-\ 128073*b*g*p^2*q*x^4-3680*b*g*p^2*r^4*x+56876*b*g*p^2*r^3*x^2+67375*b*g*p^2*r^2 *x^3-157839*b*g*p^2*r*x^4-42*b*g*p*q^4*r*x-1484*b*g*p*q^4*x^2-784*b*g*p*q^3*r^2 *x-3828*b*g*p*q^3*r*x^2+50754*b*g*p*q^3*x^3-2964*b*g*p*q^2*r^3*x+18842*b*g*p*q^ 2*r^2*x^2+174723*b*g*p*q^2*r*x^3-128073*b*g*p*q^2*x^4-3888*b*g*p*q*r^4*x+59870* b*g*p*q*r^3*x^2+158680*b*g*p*q*r^2*x^3-315678*b*g*p*q*r*x^4-1666*b*g*p*r^5*x+ 39740*b*g*p*r^4*x^2+8514*b*g*p*r^3*x^3-205347*b*g*p*r^2*x^4-88*b*g*q^5*x^2-22*b *g*q^4*r^2*x-1402*b*g*q^4*r*x^2+10308*b*g*q^4*x^3-304*b*g*q^3*r^3*x-1508*b*g*q^ 3*r^2*x^2+54193*b*g*q^3*r*x^3-42691*b*g*q^3*x^4-852*b*g*q^2*r^4*x+10271*b*g*q^2 *r^3*x^2+91305*b*g*q^2*r^2*x^3-157839*b*g*q^2*r*x^4-880*b*g*q*r^5*x+20954*b*g*q *r^4*x^2+36682*b*g*q*r^3*x^3-205347*b*g*q*r^2*x^4-310*b*g*r^6*x+10489*b*g*r^5*x ^2-12354*b*g*r^4*x^3-82449*b*g*r^3*x^4-27*b*p^7*x-108*b*p^6*q*x-237*b*p^6*r*x+ 224*b*p^6*x^2-162*b*p^5*q^2*x-816*b*p^5*q*r*x+555*b*p^5*q*x^2-855*b*p^5*r^2*x+ 3587*b*p^5*r*x^2+5474*b*p^5*x^3-108*b*p^4*q^3*x-1026*b*p^4*q^2*r*x-20*b*p^4*q^2 *x^2-2460*b*p^4*q*r^2*x+10121*b*p^4*q*r*x^2+24675*b*p^4*q*x^3-1665*b*p^4*r^3*x+ 15575*b*p^4*r^2*x^2+20205*b*p^4*r*x^3-15583*b*p^4*x^4-27*b*p^3*q^4*x-552*b*p^3* q^3*r*x-1150*b*p^3*q^3*x^2-2484*b*p^3*q^2*r^2*x+8527*b*p^3*q^2*r*x^2+43960*b*p^ 3*q^2*x^3-3840*b*p^3*q*r^3*x+37074*b*p^3*q*r^2*x^2+78412*b*p^3*q*r*x^3-62332*b* p^3*q*x^4-1905*b*p^3*r^4*x+30910*b*p^3*r^3*x^2+18120*b*p^3*r^2*x^3-73489*b*p^3* r*x^4-105*b*p^2*q^4*r*x-1140*b*p^2*q^4*x^2-1008*b*p^2*q^3*r^2*x+725*b*p^2*q^3*r *x^2+38570*b*p^2*q^3*x^3-2916*b*p^2*q^2*r^3*x+26655*b*p^2*q^2*r^2*x^2+114006*b* p^2*q^2*r*x^3-93498*b*p^2*q^2*x^4-3300*b*p^2*q*r^4*x+56046*b*p^2*q*r^3*x^2+ 74367*b*p^2*q*r^2*x^3-220467*b*p^2*q*r*x^4-1287*b*p^2*r^5*x+31790*b*p^2*r^4*x^2 -16042*b*p^2*r^3*x^3-131866*b*p^2*r^2*x^4-341*b*p*q^5*x^2-129*b*p*q^4*r^2*x-\ 1582*b*p*q^4*r*x^2+16590*b*p*q^4*x^3-792*b*p*q^3*r^3*x+4388*b*p*q^3*r^2*x^2+ 73596*b*p*q^3*r*x^3-62332*b*p*q^3*x^4-1674*b*p*q^2*r^4*x+27649*b*p*q^2*r^3*x^2+ 94374*b*p*q^2*r^2*x^3-220467*b*p*q^2*r*x^4-1488*b*p*q*r^5*x+38579*b*p*q*r^4*x^2 +6082*b*p*q*r^3*x^3-263732*b*p*q*r^2*x^4-477*b*p*r^6*x+16559*b*p*r^5*x^2-32994* b*p*r^4*x^3-96656*b*p*r^3*x^4-314*b*q^5*r*x^2+2779*b*q^5*x^3-51*b*q^4*r^3*x-768 *b*q^4*r^2*x^2+17797*b*q^4*r*x^3-15583*b*q^4*x^4-228*b*q^3*r^4*x+2513*b*q^3*r^3 *x^2+38127*b*q^3*r^2*x^3-73489*b*q^3*r*x^4-378*b*q^2*r^5*x+9541*b*q^2*r^4*x^2+ 22124*b*q^2*r^3*x^3-131866*b*q^2*r^2*x^4-276*b*q*r^6*x+10041*b*q*r^5*x^2-14548* b*q*r^4*x^3-96656*b*q*r^3*x^4-75*b*r^7*x+3467*b*r^6*x^2-13563*b*r^5*x^3-22046*b *r^4*x^4-160*c^8*x-432*c^7*g*x-1200*c^7*p*x-272*c^7*q*x-1600*c^7*r*x-3520*c^7*x ^2-480*c^6*g^2*x-2800*c^6*g*p*x-624*c^6*g*q*x-3760*c^6*g*r*x-8640*c^6*g*x^2-\ 3224*c^6*p^2*x-2048*c^6*p*q*x-8416*c^6*p*r*x-7408*c^6*p*x^2-168*c^6*q^2*x-2624* c^6*q*r*x-10480*c^6*q*x^2-5192*c^6*r^2*x+4808*c^6*r*x^2+87744*c^6*x^3-280*c^5*g ^3*x-2632*c^5*g^2*p*x-568*c^5*g^2*q*x-3568*c^5*g^2*r*x-8736*c^5*g^2*x^2-6452*c^ 5*g*p^2*x-4016*c^5*g*p*q*x-16904*c^5*g*p*r*x-16736*c^5*g*p*x^2-316*c^5*g*q^2*x-\ 5208*c^5*g*q*r*x-21968*c^5*g*q*x^2-10452*c^5*g*r^2*x+7204*c^5*g*r*x^2+176608*c^ 5*g*x^3-4356*c^5*p^3*x-5140*c^5*p^2*q*x-16912*c^5*p^2*r*x-2696*c^5*p^2*x^2-1340 *c^5*p*q^2*x-12992*c^5*p*q*r*x-22144*c^5*p*q*x^2-20756*c^5*p*r^2*x+45560*c^5*p* r*x^2+255392*c^5*p*x^3-44*c^5*q^3*x-1600*c^5*q^2*r*x-12632*c^5*q^2*x^2-7852*c^5 *q*r^2*x-2824*c^5*q*r*x^2+211808*c^5*q*x^3-8200*c^5*r^3*x+50484*c^5*r^2*x^2+ 247776*c^5*r*x^3-155664*c^5*x^4-90*c^4*g^4*x-1264*c^4*g^3*p*x-256*c^4*g^3*q*x-\ 1736*c^4*g^3*r*x-4672*c^4*g^3*x^2-5074*c^4*g^2*p^2*x-3048*c^4*g^2*p*q*x-13372*c ^4*g^2*p*r*x-15344*c^4*g^2*p*x^2-222*c^4*g^2*q^2*x-4012*c^4*g^2*q*r*x-18392*c^4 *g^2*q*x^2-8298*c^4*g^2*r^2*x+2722*c^4*g^2*r*x^2+140624*c^4*g^2*x^3-7288*c^4*g* p^3*x-8472*c^4*g*p^2*q*x-28376*c^4*g*p^2*r*x-7252*c^4*g*p^2*x^2-2128*c^4*g*p*q^ 2*x-21512*c^4*g*p*q*r*x-40528*c^4*g*p*q*x^2-34888*c^4*g*p*r^2*x+69196*c^4*g*p*r *x^2+429744*c^4*g*p*x^3-64*c^4*g*q^3*x-2584*c^4*g*q^2*r*x-21988*c^4*g*q^2*x^2-\ 13040*c^4*g*q*r^2*x-9740*c^4*g*q*r*x^2+354192*c^4*g*q*x^3-13800*c^4*g*r^3*x+ 79972*c^4*g*r^2*x^2+425456*c^4*g*r*x^3-251656*c^4*g*x^4-3360*c^4*p^4*x-6124*c^4 *p^3*q*x-17264*c^4*p^3*r*x+5036*c^4*p^3*x^2-3180*c^4*p^2*q^2*x-23208*c^4*p^2*q* r*x-12732*c^4*p^2*q*x^2-31632*c^4*p^2*r^2*x+94018*c^4*p^2*r*x^2+302072*c^4*p^2* x^3-420*c^4*p*q^3*x-7680*c^4*p*q^2*r*x-25692*c^4*p*q^2*x^2-28044*c^4*p*q*r^2*x+ 50132*c^4*p*q*r*x^2+515648*c^4*p*q*x^3-24912*c^4*p*r^3*x+185250*c^4*p*r^2*x^2+ 550048*c^4*p*r*x^3-354232*c^4*p*x^4-4*c^4*q^4*x-440*c^4*q^3*r*x-7924*c^4*q^3*x^ 2-4500*c^4*q^2*r^2*x-14270*c^4*q^2*r*x^2+213576*c^4*q^2*x^3-10960*c^4*q*r^3*x+ 61698*c^4*q*r^2*x^2+505472*c^4*q*r*x^3-354232*c^4*q*x^4-7184*c^4*r^4*x+96268*c^ 4*r^3*x^2+243696*c^4*r^2*x^3-434328*c^4*r*x^4-15*c^3*g^5*x-323*c^3*g^4*p*x-57*c ^3*g^4*q*x-452*c^3*g^4*r*x-1404*c^3*g^4*x^2-1971*c^3*g^3*p^2*x-1108*c^3*g^3*p*q *x-5246*c^3*g^3*p*r*x-7260*c^3*g^3*p*x^2-69*c^3*g^3*q^2*x-1486*c^3*g^3*q*r*x-\ 7776*c^3*g^3*q*x^2-3275*c^3*g^3*r^2*x-825*c^3*g^3*r*x^2+55992*c^3*g^3*x^3-4617* c^3*g^2*p^3*x-5229*c^3*g^2*p^2*q*x-18076*c^3*g^2*p^2*r*x-7038*c^3*g^2*p^2*x^2-\ 1227*c^3*g^2*p*q^2*x-13352*c^3*g^2*p*q*r*x-28796*c^3*g^2*p*q*x^2-22301*c^3*g^2* p*r^2*x+37402*c^3*g^2*p*r*x^2+275432*c^3*g^2*p*x^3-31*c^3*g^2*q^3*x-1520*c^3*g^ 2*q^2*r*x-14646*c^3*g^2*q^2*x^2-8123*c^3*g^2*q*r^2*x-11102*c^3*g^2*q*r*x^2+ 224888*c^3*g^2*q*x^3-8842*c^3*g^2*r^3*x+46529*c^3*g^2*r^2*x^2+281176*c^3*g^2*r* x^3-153636*c^3*g^2*x^4-4510*c^3*g*p^4*x-8138*c^3*g*p^3*q*x-23232*c^3*g*p^3*r*x+ 4872*c^3*g*p^3*x^2-4134*c^3*g*p^2*q^2*x-30928*c^3*g*p^2*q*r*x-21008*c^3*g*p^2*q *x^2-42636*c^3*g*p^2*r^2*x+118973*c^3*g*p^2*r*x^2+407516*c^3*g*p^2*x^3-510*c^3* g*p*q^3*x-10024*c^3*g*p*q^2*r*x-36872*c^3*g*p*q^2*x^2-37442*c^3*g*p*q*r^2*x+ 56110*c^3*g*p*q*r*x^2+692160*c^3*g*p*q*x^3-33616*c^3*g*p*r^3*x+239903*c^3*g*p*r ^2*x^2+759284*c^3*g*p*r*x^3-458996*c^3*g*p*x^4-4*c^3*g*q^4*x-544*c^3*g*q^3*r*x-\ 10992*c^3*g*q^3*x^2-5890*c^3*g*q^2*r^2*x-22963*c^3*g*q^2*r*x^2+284644*c^3*g*q^2 *x^3-14652*c^3*g*q*r^3*x+75119*c^3*g*q*r^2*x^2+691580*c^3*g*q*r*x^3-458996*c^3* g*q*x^4-9702*c^3*g*r^4*x+125802*c^3*g*r^3*x^2+348816*c^3*g*r^2*x^3-571132*c^3*g *r*x^4-1548*c^3*p^5*x-3932*c^3*p^4*q*x-9848*c^3*p^4*r*x+6022*c^3*p^4*x^2-3284*c ^3*p^3*q^2*x-19816*c^3*p^3*q*r*x+2464*c^3*p^3*q*x^2-23912*c^3*p^3*r^2*x+84116*c ^3*p^3*r*x^2+186260*c^3*p^3*x^3-964*c^3*p^2*q^3*x-12108*c^3*p^2*q^2*r*x-15876*c ^3*p^2*q^2*x^2-35856*c^3*p^2*q*r^2*x+107340*c^3*p^2*q*r*x^2+488276*c^3*p^2*q*x^ 3-28128*c^3*p^2*r^3*x+232584*c^3*p^2*r^2*x^2+474248*c^3*p^2*r*x^3-321164*c^3*p^ 2*x^4-64*c^3*p*q^4*x-2192*c^3*p*q^3*r*x-15056*c^3*p*q^3*x^2-14364*c^3*p*q^2*r^2 *x+11292*c^3*p*q^2*r*x^2+417772*c^3*p*q^2*x^3-27992*c^3*p*q*r^3*x+216216*c^3*p* q*r^2*x^2+890448*c^3*p*q*r*x^3-642328*c^3*p*q*x^4-16172*c^3*p*r^4*x+236908*c^3* p*r^3*x^2+349992*c^3*p*r^2*x^3-775032*c^3*p*r*x^4-52*c^3*q^4*r*x-2738*c^3*q^4*x ^2-1228*c^3*q^3*r^2*x-11932*c^3*q^3*r*x^2+115756*c^3*q^3*x^3-5540*c^3*q^2*r^3*x +22632*c^3*q^2*r^2*x^2+416200*c^3*q^2*r*x^3-321164*c^3*q^2*x^4-8020*c^3*q*r^4*x +111340*c^3*q*r^3*x^2+410040*c^3*q*r^2*x^3-775032*c^3*q*r*x^4-3656*c^3*r^5*x+ 82418*c^3*r^4*x^2+47552*c^3*r^3*x^3-490364*c^3*r^2*x^4-c^2*g^6*x-41*c^2*g^5*p*x -5*c^2*g^5*q*x-59*c^2*g^5*r*x-228*c^2*g^5*x^2-388*c^2*g^4*p^2*x-190*c^2*g^4*p*q *x-1051*c^2*g^4*p*r*x-1849*c^2*g^4*p*x^2-8*c^2*g^4*q^2*x-261*c^2*g^4*q*r*x-1711 *c^2*g^4*q*x^2-663*c^2*g^4*r^2*x-823*c^2*g^4*r*x^2+11552*c^2*g^4*x^3-1365*c^2*g ^3*p^3*x-1473*c^2*g^3*p^2*q*x-5402*c^2*g^3*p^2*r*x-3159*c^2*g^3*p^2*x^2-301*c^2 *g^3*p*q^2*x-3786*c^2*g^3*p*q*r*x-9860*c^2*g^3*p*q*x^2-6709*c^2*g^3*p*r^2*x+ 8093*c^2*g^3*p*r*x^2+83148*c^2*g^3*p*x^3-5*c^2*g^3*q^3*x-382*c^2*g^3*q^2*r*x-\ 4599*c^2*g^3*q^2*x^2-2313*c^2*g^3*q*r^2*x-5641*c^2*g^3*q*r*x^2+66916*c^2*g^3*q* x^3-2672*c^2*g^3*r^3*x+11820*c^2*g^3*r^2*x^2+88884*c^2*g^3*r*x^3-43974*c^2*g^3* x^4-2155*c^2*g^2*p^4*x-3820*c^2*g^2*p^3*q*x-11162*c^2*g^2*p^3*r*x+1105*c^2*g^2* p^3*x^2-1864*c^2*g^2*p^2*q^2*x-14584*c^2*g^2*p^2*q*r*x-12645*c^2*g^2*p^2*q*x^2-\ 20556*c^2*g^2*p^2*r^2*x+52250*c^2*g^2*p^2*r*x^2+196804*c^2*g^2*p^2*x^3-200*c^2* g^2*p*q^3*x-4528*c^2*g^2*p*q^2*r*x-19215*c^2*g^2*p*q^2*x^2-17708*c^2*g^2*p*q*r^ 2*x+18890*c^2*g^2*p*q*r*x^2+331784*c^2*g^2*p*q*x^3-16246*c^2*g^2*p*r^3*x+109399 *c^2*g^2*p*r^2*x^2+379620*c^2*g^2*p*r*x^3-210838*c^2*g^2*p*x^4-c^2*g^2*q^4*x-\ 218*c^2*g^2*q^3*r*x-5465*c^2*g^2*q^3*x^2-2664*c^2*g^2*q^2*r^2*x-13810*c^2*g^2*q ^2*r*x^2+134980*c^2*g^2*q^2*x^3-6944*c^2*g^2*q*r^3*x+30139*c^2*g^2*q*r^2*x^2+ 341268*c^2*g^2*q*r*x^3-210838*c^2*g^2*q*x^4-4697*c^2*g^2*r^4*x+58254*c^2*g^2*r^ 3*x^2+184304*c^2*g^2*r^2*x^3-267238*c^2*g^2*r*x^4-1560*c^2*g*p^5*x-3938*c^2*g*p ^4*q*x-9946*c^2*g*p^4*r*x+5395*c^2*g*p^4*x^2-3250*c^2*g*p^3*q^2*x-19888*c^2*g*p ^3*q*r*x+514*c^2*g*p^3*q*x^2-24184*c^2*g*p^3*r^2*x+81410*c^2*g*p^3*r*x^2+188632 *c^2*g*p^3*x^3-926*c^2*g*p^2*q^3*x-12006*c^2*g*p^2*q^2*r*x-17994*c^2*g*p^2*q^2* x^2-36036*c^2*g*p^2*q*r^2*x+99978*c^2*g*p^2*q*r*x^2+492488*c^2*g*p^2*q*x^3-\ 28476*c^2*g*p^2*r^3*x+228592*c^2*g*p^2*r^2*x^2+492640*c^2*g*p^2*r*x^3-312646*c^ 2*g*p^2*x^4-54*c^2*g*p*q^4*x-2108*c^2*g*p*q^3*r*x-15950*c^2*g*p*q^3*x^2-14262*c ^2*g*p*q^2*r^2*x+5208*c^2*g*p*q^2*r*x^2+419080*c^2*g*p*q^2*x^3-28160*c^2*g*p*q* r^3*x+207278*c^2*g*p*q*r^2*x^2+917704*c^2*g*p*q*r*x^3-625292*c^2*g*p*q*x^4-\ 16384*c^2*g*p*r^4*x+234534*c^2*g*p*r^3*x^2+381970*c^2*g*p*r^2*x^3-766192*c^2*g* p*r*x^4-44*c^2*g*q^4*r*x-2837*c^2*g*q^4*x^2-1182*c^2*g*q^3*r^2*x-13360*c^2*g*q^ 3*r*x^2+115224*c^2*g*q^3*x^3-5506*c^2*g*q^2*r^3*x+18334*c^2*g*q^2*r^2*x^2+ 425064*c^2*g*q^2*r*x^3-312646*c^2*g*q^2*x^4-8074*c^2*g*q*r^4*x+107814*c^2*g*q*r ^3*x^2+436678*c^2*g*q*r^2*x^3-766192*c^2*g*q*r*x^4-3706*c^2*g*r^5*x+81957*c^2*g *r^4*x^2+62912*c^2*g*r^3*x^3-496534*c^2*g*r^2*x^4-422*c^2*p^6*x-1400*c^2*p^5*q* x-3182*c^2*p^5*r*x+2744*c^2*p^5*x^2-1672*c^2*p^4*q^2*x-8758*c^2*p^4*q*r*x+4984* c^2*p^4*q*x^2-9580*c^2*p^4*r^2*x+37792*c^2*p^4*r*x^2+63262*c^2*p^4*x^3-836*c^2* p^3*q^3*x-8276*c^2*p^3*q^2*r*x-2008*c^2*p^3*q^2*x^2-21032*c^2*p^3*q*r^2*x+79168 *c^2*p^3*q*r*x^2+225556*c^2*p^3*q*x^3-14940*c^2*p^3*r^3*x+132684*c^2*p^3*r^2*x^ 2+198216*c^2*p^3*r*x^3-144978*c^2*p^3*x^4-146*c^2*p^2*q^4*x-3008*c^2*p^2*q^3*r* x-8488*c^2*p^2*q^3*x^2-14796*c^2*p^2*q^2*r^2*x+40632*c^2*p^2*q^2*r*x^2+297096*c ^2*p^2*q^2*x^3-24548*c^2*p^2*q*r^3*x+219564*c^2*p^2*q*r^2*x^2+570048*c^2*p^2*q* r*x^3-434934*c^2*p^2*q*x^4-12830*c^2*p^2*r^4*x+198740*c^2*p^2*r^3*x^2+170634*c^ 2*p^2*r^2*x^3-515142*c^2*p^2*r*x^4-4*c^2*p*q^5*x-310*c^2*p*q^4*r*x-4736*c^2*p*q ^4*x^2-3508*c^2*p*q^3*r^2*x-5072*c^2*p*q^3*r*x^2+170572*c^2*p*q^3*x^3-11452*c^2 *p*q^2*r^3*x+87480*c^2*p*q^2*r^2*x^2+545448*c^2*p*q^2*r*x^3-434934*c^2*p*q^2*x^ 4-14032*c^2*p*q*r^4*x+221560*c^2*p*q*r^3*x^2+431640*c^2*p*q*r^2*x^3-1030284*c^2 *p*q*r*x^4-5782*c^2*p*r^5*x+136876*c^2*p*r^4*x^2-19812*c^2*p*r^3*x^3-628062*c^2 *p*r^2*x^4-2*c^2*q^5*r*x-496*c^2*q^5*x^2-164*c^2*q^4*r^2*x-4328*c^2*q^4*r*x^2+ 35770*c^2*q^4*x^3-1336*c^2*q^3*r^3*x+600*c^2*q^3*r^2*x^2+173616*c^2*q^3*r*x^3-\ 144978*c^2*q^3*x^4-3260*c^2*q^2*r^4*x+44840*c^2*q^2*r^3*x^2+261006*c^2*q^2*r^2* x^3-515142*c^2*q^2*r*x^4-3158*c^2*q*r^5*x+76180*c^2*q*r^4*x^2+72516*c^2*q*r^3*x ^3-628062*c^2*q*r^2*x^4-1072*c^2*r^6*x+35772*c^2*r^5*x^2-55492*c^2*r^4*x^3-\ 236670*c^2*r^3*x^4-2*c*g^6*p*x-3*c*g^6*r*x-16*c*g^6*x^2-35*c*g^5*p^2*x-12*c*g^5 *p*q*x-98*c*g^5*p*r*x-235*c*g^5*p*x^2-17*c*g^5*q*r*x-175*c*g^5*q*x^2-63*c*g^5*r ^2*x-193*c*g^5*r*x^2+1132*c*g^5*x^3-185*c*g^4*p^3*x-181*c*g^4*p^2*q*x-748*c*g^4 *p^2*r*x-664*c*g^4*p^2*x^2-26*c*g^4*p*q^2*x-468*c*g^4*p*q*r*x-1607*c*g^4*p*q*x^ 2-941*c*g^4*p*r^2*x+402*c*g^4*p*r*x^2+11636*c*g^4*p*x^3-34*c*g^4*q^2*r*x-661*c* g^4*q^2*x^2-287*c*g^4*q*r^2*x-1302*c*g^4*q*r*x^2+9156*c*g^4*q*x^3-378*c*g^4*r^3 *x+1133*c*g^4*r^2*x^2+13300*c*g^4*r*x^3-5930*c*g^4*x^4-430*c*g^3*p^4*x-737*c*g^ 3*p^3*q*x-2253*c*g^3*p^3*r*x-136*c*g^3*p^3*x^2-332*c*g^3*p^2*q^2*x-2835*c*g^3*p ^2*q*r*x-3278*c*g^3*p^2*q*x^2-4179*c*g^3*p^2*r^2*x+9074*c*g^3*p^2*r*x^2+39976*c *g^3*p^2*x^3-25*c*g^3*p*q^3*x-802*c*g^3*p*q^2*r*x-4277*c*g^3*p*q^2*x^2-3459*c*g ^3*p*q*r^2*x+1278*c*g^3*p*q*r*x^2+66620*c*g^3*p*q*x^3-3319*c*g^3*p*r^3*x+20360* c*g^3*p*r^2*x^2+81273*c*g^3*p*r*x^3-40339*c*g^3*p*x^4-28*c*g^3*q^3*r*x-1135*c*g ^3*q^3*x^2-470*c*g^3*q^2*r^2*x-3652*c*g^3*q^2*r*x^2+26644*c*g^3*q^2*x^3-1361*c* g^3*q*r^3*x+4100*c*g^3*q*r^2*x^2+71579*c*g^3*q*r*x^3-40339*c*g^3*q*x^4-963*c*g^ 3*r^4*x+11150*c*g^3*r^3*x^2+42782*c*g^3*r^2*x^3-52069*c*g^3*r*x^4-498*c*g^2*p^5 *x-1243*c*g^2*p^4*q*x-3191*c*g^2*p^4*r*x+1450*c*g^2*p^4*x^2-1003*c*g^2*p^3*q^2* x-6304*c*g^2*p^3*q*r*x-677*c*g^2*p^3*q*x^2-7784*c*g^2*p^3*r^2*x+24744*c*g^2*p^3 *r*x^2+60904*c*g^2*p^3*x^3-269*c*g^2*p^2*q^3*x-3712*c*g^2*p^2*q^2*r*x-6642*c*g^ 2*p^2*q^2*x^2-11454*c*g^2*p^2*q*r^2*x+28351*c*g^2*p^2*q*r*x^2+158072*c*g^2*p^2* q*x^3-9186*c*g^2*p^2*r^3*x+71173*c*g^2*p^2*r^2*x^2+165179*c*g^2*p^2*r*x^3-96060 *c*g^2*p^2*x^4-11*c*g^2*p*q^4*x-608*c*g^2*p*q^3*r*x-5453*c*g^2*p*q^3*x^2-4415*c *g^2*p*q^2*r^2*x-1349*c*g^2*p*q^2*r*x^2+133432*c*g^2*p*q^2*x^3-8968*c*g^2*p*q*r ^3*x+61566*c*g^2*p*q*r^2*x^2+304368*c*g^2*p*q*r*x^3-192120*c*g^2*p*q*x^4-5294*c *g^2*p*r^4*x+73914*c*g^2*p*r^3*x^2+137055*c*g^2*p*r^2*x^3-240426*c*g^2*p*r*x^4-\ 9*c*g^2*q^4*r*x-938*c*g^2*q^4*x^2-339*c*g^2*q^3*r^2*x-4956*c*g^2*q^3*r*x^2+ 36264*c*g^2*q^3*x^3-1706*c*g^2*q^2*r^3*x+3487*c*g^2*q^2*r^2*x^2+139189*c*g^2*q^ 2*r*x^3-96060*c*g^2*q^2*x^4-2575*c*g^2*q*r^4*x+32538*c*g^2*q*r^3*x^2+152557*c*g ^2*q*r^2*x^3-240426*c*g^2*q*r*x^4-1199*c*g^2*r^5*x+26035*c*g^2*r^4*x^2+27404*c* g^2*r^3*x^3-162696*c*g^2*r^2*x^4-283*c*g*p^6*x-936*c*g*p^5*q*x-2137*c*g*p^5*r*x +1725*c*g*p^5*x^2-1112*c*g*p^4*q^2*x-5863*c*g*p^4*q*r*x+2900*c*g*p^4*q*x^2-6440 *c*g*p^4*r^2*x+24661*c*g*p^4*r*x^2+42677*c*g*p^4*x^3-550*c*g*p^3*q^3*x-5510*c*g *p^3*q^2*r*x-1992*c*g*p^3*q^2*x^2-14092*c*g*p^3*q*r^2*x+50758*c*g*p^3*q*r*x^2+ 151678*c*g*p^3*q*x^3-10050*c*g*p^3*r^3*x+87517*c*g*p^3*r^2*x^2+137381*c*g*p^3*r *x^3-94227*c*g*p^3*x^4-93*c*g*p^2*q^4*x-1980*c*g*p^2*q^3*r*x-6126*c*g*p^2*q^3*x ^2-9858*c*g*p^2*q^2*r^2*x+24408*c*g*p^2*q^2*r*x^2+198972*c*g*p^2*q^2*x^3-16458* c*g*p^2*q*r^3*x+142998*c*g*p^2*q*r^2*x^2+392393*c*g*p^2*q*r*x^3-282681*c*g*p^2* q*x^4-8635*c*g*p^2*r^4*x+131835*c*g*p^2*r^3*x^2+126842*c*g*p^2*r^2*x^3-340213*c *g*p^2*r*x^4-2*c*g*p*q^5*x-197*c*g*p*q^4*r*x-3301*c*g*p*q^4*x^2-2310*c*g*p*q^3* r^2*x-4814*c*g*p*q^3*r*x^2+113618*c*g*p*q^3*x^3-7634*c*g*p*q^2*r^3*x+54825*c*g* p*q^2*r^2*x^2+372643*c*g*p*q^2*r*x^3-282681*c*g*p*q^2*x^4-9412*c*g*p*q*r^4*x+ 145322*c*g*p*q*r^3*x^2+310396*c*g*p*q*r^2*x^3-680426*c*g*p*q*r*x^4-3893*c*g*p*r ^5*x+91138*c*g*p*r^4*x^2-1268*c*g*p*r^3*x^3-424491*c*g*p*r^2*x^4-c*g*q^5*r*x-\ 342*c*g*q^5*x^2-104*c*g*q^4*r^2*x-3125*c*g*q^4*r*x^2+23647*c*g*q^4*x^3-880*c*g* q^3*r^3*x-656*c*g*q^3*r^2*x^2+117631*c*g*q^3*r*x^3-94227*c*g*q^3*x^4-2174*c*g*q ^2*r^4*x+28425*c*g*q^2*r^3*x^2+183554*c*g*q^2*r^2*x^3-340213*c*g*q^2*r*x^4-2119 *c*g*q*r^5*x+50182*c*g*q*r^4*x^2+59484*c*g*q*r^3*x^3-424491*c*g*q*r^2*x^4-722*c *g*r^6*x+23884*c*g*r^5*x^2-33406*c*g*r^4*x^3-163731*c*g*r^3*x^4-63*c*p^7*x-261* c*p^6*q*x-546*c*p^6*r*x+584*c*p^6*x^2-414*c*p^5*q^2*x-1938*c*p^5*q*r*x+1725*c*p ^5*q*x^2-1953*c*p^5*r^2*x+8378*c*p^5*r*x^2+11245*c*p^5*x^3-306*c*p^4*q^3*x-2556 *c*p^4*q^2*r*x+1023*c*p^4*q^2*x^2-5775*c*p^4*q*r^2*x+24814*c*p^4*q*r*x^2+50983* c*p^4*q*x^3-3780*c*p^4*r^3*x+35301*c*p^4*r^2*x^2+40124*c*p^4*r*x^3-32576*c*p^4* x^4-99*c*p^3*q^4*x-1500*c*p^3*q^3*r*x-1478*c*p^3*q^3*x^2-6084*c*p^3*q^2*r^2*x+ 23444*c*p^3*q^2*r*x^2+91482*c*p^3*q^2*x^3-8940*c*p^3*q*r^3*x+86772*c*p^3*q*r^2* x^2+157144*c*p^3*q*r*x^3-130304*c*p^3*q*x^4-4305*c*p^3*r^4*x+69104*c*p^3*r^3*x^ 2+30855*c*p^3*r^2*x^3-151032*c*p^3*r*x^4-9*c*p^2*q^5*x-354*c*p^2*q^4*r*x-2082*c *p^2*q^4*x^2-2664*c*p^2*q^3*r^2*x+5228*c*p^2*q^3*r*x^2+80998*c*p^2*q^3*x^3-7056 *c*p^2*q^2*r^3*x+66546*c*p^2*q^2*r^2*x^2+230688*c*p^2*q^2*r*x^3-195456*c*p^2*q^ 2*x^4-7635*c*p^2*q*r^4*x+128682*c*p^2*q*r^3*x^2+136167*c*p^2*q*r^2*x^3-453096*c *p^2*q*r*x^4-2898*c*p^2*r^5*x+70526*c*p^2*r^4*x^2-43950*c*p^2*r^3*x^3-264834*c* p^2*r^2*x^4-18*c*p*q^5*r*x-759*c*p*q^5*x^2-411*c*p*q^4*r^2*x-2510*c*p*q^4*r*x^2 +35257*c*p*q^4*x^3-2052*c*p*q^3*r^3*x+13980*c*p*q^3*r^2*x^2+150440*c*p*q^3*r*x^ 3-130304*c*p*q^3*x^4-4014*c*p*q^2*r^4*x+66852*c*p*q^2*r^3*x^2+179769*c*p*q^2*r^ 2*x^3-453096*c*p*q^2*r*x^4-3426*c*p*q*r^5*x+87679*c*p*q*r^4*x^2-8136*c*p*q*r^3* x^3-529668*c*p*q*r^2*x^4-1071*c*p*r^6*x+36558*c*p*r^5*x^2-76194*c*p*r^4*x^3-\ 189216*c*p*r^3*x^4-37*c*q^6*x^2-9*c*q^5*r^2*x-730*c*q^5*r*x^2+6003*c*q^5*x^3-\ 156*c*q^4*r^3*x-1095*c*q^4*r^2*x^2+36772*c*q^4*r*x^3-32576*c*q^4*x^4-582*c*q^3* r^4*x+7274*c*q^3*r^3*x^2+74457*c*q^3*r^2*x^3-151032*c*q^3*r*x^4-900*c*q^2*r^5*x +22727*c*q^2*r^4*x^2+35814*c*q^2*r^3*x^3-264834*c*q^2*r^2*x^4-633*c*q*r^6*x+ 22680*c*q*r^5*x^2-38142*c*q*r^4*x^3-189216*c*q*r^3*x^4-168*c*r^7*x+7629*c*r^6*x ^2-30268*c*r^5*x^3-41498*c*r^4*x^4-g^6*p^2*x-3*g^6*p*r*x-11*g^6*p*x^2-5*g^6*q*x ^2-2*g^6*r^2*x-14*g^6*r*x^2+36*g^6*x^3-9*g^5*p^3*x-7*g^5*p^2*q*x-38*g^5*p^2*r*x -53*g^5*p^2*x^2-18*g^5*p*q*r*x-97*g^5*p*q*x^2-49*g^5*p*r^2*x-48*g^5*p*r*x^2+582 *g^5*p*x^3-32*g^5*q^2*x^2-11*g^5*q*r^2*x-108*g^5*q*r*x^2+442*g^5*q*x^3-20*g^5*r ^3*x+7*g^5*r^2*x^2+728*g^5*r*x^3-312*g^5*x^4-30*g^4*p^4*x-48*g^4*p^3*q*x-161*g^ 4*p^3*r*x-50*g^4*p^3*x^2-18*g^4*p^2*q^2*x-187*g^4*p^2*q*r*x-308*g^4*p^2*q*x^2-\ 303*g^4*p^2*r^2*x+470*g^4*p^2*r*x^2+2847*g^4*p^2*x^3-42*g^4*p*q^2*r*x-338*g^4*p *q^2*x^2-230*g^4*p*q*r^2*x-203*g^4*p*q*r*x^2+4656*g^4*p*q*x^3-243*g^4*p*r^3*x+ 1240*g^4*p*r^2*x^2+6264*g^4*p*r*x^3-2695*g^4*p*x^4-80*g^4*q^3*x^2-24*g^4*q^2*r^ 2*x-352*g^4*q^2*r*x^2+1809*g^4*q^2*x^3-91*g^4*q*r^3*x+49*g^4*q*r^2*x^2+5328*g^4 *q*r*x^3-2695*g^4*q*x^4-71*g^4*r^4*x+720*g^4*r^3*x^2+3686*g^4*r^2*x^3-3471*g^4* r*x^4-50*g^3*p^5*x-122*g^3*p^4*q*x-324*g^3*p^4*r*x+107*g^3*p^4*x^2-94*g^3*p^3*q ^2*x-624*g^3*p^3*q*r*x-189*g^3*p^3*q*x^2-796*g^3*p^3*r^2*x+2318*g^3*p^3*r*x^2+ 6232*g^3*p^3*x^3-22*g^3*p^2*q^3*x-348*g^3*p^2*q^2*r*x-796*g^3*p^2*q^2*x^2-1140* g^3*p^2*q*r^2*x+2306*g^3*p^2*q*r*x^2+16024*g^3*p^2*q*x^3-944*g^3*p^2*r^3*x+6952 *g^3*p^2*r^2*x^2+17910*g^3*p^2*r*x^3-9224*g^3*p^2*x^4-48*g^3*p*q^3*r*x-597*g^3* p*q^3*x^2-414*g^3*p*q^2*r^2*x-619*g^3*p*q^2*r*x^2+13352*g^3*p*q^2*x^3-896*g^3*p *q*r^3*x+5469*g^3*p*q*r^2*x^2+32448*g^3*p*q*r*x^3-18448*g^3*p*q*x^4-546*g^3*p*r ^4*x+7378*g^3*p*r^3*x^2+16336*g^3*p*r^2*x^3-23668*g^3*p*r*x^4-97*g^3*q^4*x^2-26 *g^3*q^3*r^2*x-607*g^3*q^3*r*x^2+3560*g^3*q^3*x^3-160*g^3*q^2*r^3*x-59*g^3*q^2* r^2*x^2+14538*g^3*q^2*r*x^3-9224*g^3*q^2*x^4-258*g^3*q*r^4*x+2974*g^3*q*r^3*x^2 +17596*g^3*q*r^2*x^3-23668*g^3*q*r*x^4-124*g^3*r^5*x+2637*g^3*r^4*x^2+3996*g^3* r^3*x^3-17172*g^3*r^2*x^4-45*g^2*p^6*x-148*g^2*p^5*q*x-341*g^2*p^5*r*x+255*g^2* p^5*x^2-174*g^2*p^4*q^2*x-930*g^2*p^4*q*r*x+377*g^2*p^4*q*x^2-1030*g^2*p^4*r^2* x+3836*g^2*p^4*r*x^2+6891*g^2*p^4*x^3-84*g^2*p^3*q^3*x-864*g^2*p^3*q^2*r*x-456* g^2*p^3*q^2*x^2-2240*g^2*p^3*q*r^2*x+7660*g^2*p^3*q*r*x^2+24382*g^2*p^3*q*x^3-\ 1610*g^2*p^3*r^3*x+13832*g^2*p^3*r^2*x^2+23070*g^2*p^3*r*x^3-14525*g^2*p^3*x^4-\ 13*g^2*p^2*q^4*x-302*g^2*p^2*q^3*r*x-1080*g^2*p^2*q^3*x^2-1548*g^2*p^2*q^2*r^2* x+3250*g^2*p^2*q^2*r*x^2+31800*g^2*p^2*q^2*x^3-2620*g^2*p^2*q*r^3*x+22081*g^2*p ^2*q*r^2*x^2+65326*g^2*p^2*q*r*x^3-43575*g^2*p^2*q*x^4-1385*g^2*p^2*r^4*x+21030 *g^2*p^2*r^3*x^2+23248*g^2*p^2*r^2*x^3-53683*g^2*p^2*r*x^4-27*g^2*p*q^4*r*x-559 *g^2*p*q^4*x^2-352*g^2*p*q^3*r^2*x-1136*g^2*p*q^3*r*x^2+18018*g^2*p*q^3*x^3-\ 1200*g^2*p*q^2*r^3*x+7840*g^2*p*q^2*r^2*x^2+61442*g^2*p*q^2*r*x^3-43575*g^2*p*q ^2*x^4-1500*g^2*p*q*r^4*x+22690*g^2*p*q*r^3*x^2+55012*g^2*p*q*r^2*x^3-107366*g^ 2*p*q*r*x^4-625*g^2*p*r^5*x+14633*g^2*p*r^4*x^2+2455*g^2*p*r^3*x^3-69757*g^2*p* r^2*x^4-57*g^2*q^5*x^2-14*g^2*q^4*r^2*x-562*g^2*q^4*r*x^2+3709*g^2*q^4*x^3-134* g^2*q^3*r^3*x-409*g^2*q^3*r^2*x^2+19186*g^2*q^3*r*x^3-14525*g^2*q^3*x^4-342*g^2 *q^2*r^4*x+4134*g^2*q^2*r^3*x^2+31764*g^2*q^2*r^2*x^3-53683*g^2*q^2*r*x^4-338*g ^2*q*r^5*x+7892*g^2*q*r^4*x^2+12233*g^2*q*r^3*x^3-69757*g^2*q*r^2*x^4-116*g^2*r ^6*x+3854*g^2*r^5*x^2-4614*g^2*r^4*x^3-27943*g^2*r^3*x^4-21*g*p^7*x-87*g*p^6*q* x-182*g*p^6*r*x+188*g*p^6*x^2-138*g*p^5*q^2*x-646*g*p^5*q*r*x+542*g*p^5*q*x^2-\ 651*g*p^5*r^2*x+2750*g*p^5*r*x^2+3780*g*p^5*x^3-102*g*p^4*q^3*x-852*g*p^4*q^2*r *x+275*g*p^4*q^2*x^2-1925*g*p^4*q*r^2*x+8074*g*p^4*q*r*x^2+17100*g*p^4*q*x^3-\ 1260*g*p^4*r^3*x+11668*g*p^4*r^2*x^2+13850*g*p^4*r*x^3-10598*g*p^4*x^4-33*g*p^3 *q^4*x-500*g*p^3*q^3*r*x-560*g*p^3*q^3*x^2-2028*g*p^3*q^2*r^2*x+7463*g*p^3*q^2* r*x^2+30600*g*p^3*q^2*x^3-2980*g*p^3*q*r^3*x+28495*g*p^3*q*r^2*x^2+53956*g*p^3* q*r*x^3-42392*g*p^3*q*x^4-1435*g*p^3*r^4*x+22932*g*p^3*r^3*x^2+11830*g*p^3*r^2* x^3-49950*g*p^3*r*x^4-3*g*p^2*q^5*x-118*g*p^2*q^4*r*x-730*g*p^2*q^4*x^2-888*g*p ^2*q^3*r^2*x+1445*g*p^2*q^3*r*x^2+27000*g*p^2*q^3*x^3-2352*g*p^2*q^2*r^3*x+ 21534*g*p^2*q^2*r^2*x^2+78768*g*p^2*q^2*r*x^3-63588*g*p^2*q^2*x^4-2545*g*p^2*q* r^4*x+42461*g*p^2*q*r^3*x^2+49570*g*p^2*q*r^2*x^3-149850*g*p^2*q*r*x^4-966*g*p^ 2*r^5*x+23468*g*p^2*r^4*x^2-12662*g*p^2*r^3*x^3-89553*g*p^2*r^2*x^4-6*g*p*q^5*r *x-262*g*p*q^5*x^2-137*g*p*q^4*r^2*x-953*g*p*q^4*r*x^2+11700*g*p*q^4*x^3-684*g* p*q^3*r^3*x+4255*g*p*q^3*r^2*x^2+51068*g*p*q^3*r*x^3-42392*g*p*q^3*x^4-1338*g*p *q^2*r^4*x+21779*g*p*q^2*r^3*x^2+63650*g*p*q^2*r^2*x^3-149850*g*p*q^2*r*x^4-\ 1142*g*p*q*r^5*x+29023*g*p*q*r^4*x^2+1156*g*p*q*r^3*x^3-179106*g*p*q*r^2*x^4-\ 357*g*p*r^6*x+12190*g*p*r^5*x^2-24314*g*p*r^4*x^3-65499*g*p*r^3*x^4-13*g*q^6*x^ 2-3*g*q^5*r^2*x-259*g*q^5*r*x^2+1980*g*q^5*x^3-52*g*q^4*r^3*x-452*g*q^4*r^2*x^2 +12406*g*q^4*r*x^3-10598*g*q^4*x^4-194*g*q^3*r^4*x+2250*g*q^3*r^3*x^2+25910*g*q ^3*r^2*x^3-49950*g*q^3*r*x^4-300*g*q^2*r^5*x+7433*g*q^2*r^4*x^2+13818*g*q^2*r^3 *x^3-89553*g*q^2*r^2*x^4-211*g*q*r^6*x+7525*g*q*r^5*x^2-11558*g*q*r^4*x^3-65499 *g*q*r^3*x^4-56*g*r^7*x+2548*g*r^6*x^2-9892*g*r^5*x^3-14840*g*r^4*x^4-4*p^8*x-\ 20*p^7*q*x-39*p^7*r*x+48*p^7*x^2-40*p^6*q^2*x-171*p^6*q*r*x+192*p^6*q*x^2-161*p ^6*r^2*x+728*p^6*r*x^2+820*p^6*x^3-40*p^5*q^3*x-294*p^5*q^2*r*x+240*p^5*q^2*x^2 -606*p^5*q*r^2*x+2811*p^5*q*r*x^2+4528*p^5*q*x^3-371*p^5*r^3*x+3552*p^5*r^2*x^2 +3154*p^5*r*x^3-2914*p^5*x^4-20*p^4*q^4*x-246*p^4*q^3*r*x-870*p^4*q^2*r^2*x+ 3918*p^4*q^2*r*x^2+10340*p^4*q^2*x^3-1165*p^4*q*r^3*x+11769*p^4*q*r^2*x^2+15774 *p^4*q*r*x^3-14570*p^4*q*x^4-525*p^4*r^4*x+8520*p^4*r^3*x^2+1287*p^4*r^2*x^3-\ 16464*p^4*r*x^4-4*p^3*q^5*x-99*p^3*q^4*r*x-240*p^3*q^4*x^2-584*p^3*q^3*r^2*x+ 2122*p^3*q^3*r*x^2+12480*p^3*q^3*x^3-1340*p^3*q^2*r^3*x+13848*p^3*q^2*r^2*x^2+ 31556*p^3*q^2*r*x^3-29140*p^3*q^2*x^4-1320*p^3*q*r^4*x+22806*p^3*q*r^3*x^2+ 11862*p^3*q*r^2*x^3-65856*p^3*q*r*x^4-469*p^3*r^5*x+11440*p^3*r^4*x^2-11075*p^3 *r^3*x^3-36697*p^3*r^2*x^4-15*p^2*q^5*r*x-192*p^2*q^5*x^2-177*p^2*q^4*r^2*x+48* p^2*q^4*r*x^2+8380*p^2*q^4*x^3-676*p^2*q^3*r^3*x+6450*p^2*q^3*r^2*x^2+31564*p^2 *q^3*r*x^3-29140*p^2*q^3*x^4-1140*p^2*q^2*r^4*x+20436*p^2*q^2*r^3*x^2+27864*p^2 *q^2*r^2*x^3-98784*p^2*q^2*r*x^4-885*p^2*q*r^5*x+23034*p^2*q*r^4*x^2-16431*p^2* q*r^3*x^3-110091*p^2*q*r^2*x^4-259*p^2*r^6*x+8808*p^2*r^5*x^2-21707*p^2*r^4*x^3 -36894*p^2*r^3*x^4-48*p*q^6*x^2-18*p*q^5*r^2*x-285*p*q^5*r*x^2+2960*p*q^5*x^3-\ 137*p*q^4*r^3*x+672*p*q^4*r^2*x^2+15786*p*q^4*r*x^3-14570*p*q^4*x^4-384*p*q^3*r ^4*x+6534*p*q^3*r^3*x^2+25290*p*q^3*r^2*x^3-65856*p*q^3*r*x^4-510*p*q^2*r^5*x+ 13800*p*q^2*r^4*x^2+363*p*q^2*r^3*x^3-110091*p*q^2*r^2*x^4-326*p*q*r^6*x+11823* p*q*r^5*x^2-27992*p*q*r^4*x^3-73788*p*q*r^3*x^4-81*p*r^7*x+3648*p*r^6*x^2-15891 *p*r^5*x^3-14505*p*r^4*x^4-46*q^6*r*x^2+428*q^6*x^3-7*q^5*r^3*x-147*q^5*r^2*x^2 +3158*q^5*r*x^3-2914*q^5*x^4-39*q^4*r^4*x+384*q^4*r^3*x^2+8001*q^4*r^2*x^3-\ 16464*q^4*r*x^4-86*q^3*r^5*x+2206*q^3*r^4*x^2+5719*q^3*r^3*x^3-36697*q^3*r^2*x^ 4-94*q^2*r^6*x+3534*q^2*r^5*x^2-6285*q^2*r^4*x^3-36894*q^2*r^3*x^4-51*q*r^7*x+ 2445*q*r^6*x^2-10945*q*r^5*x^3-14505*q*r^4*x^4-11*r^8*x+632*r^7*x^2-4212*r^6*x^ 3-758*r^5*x^4+80*a^6*c*x+8*a^6*p^2+16*a^6*p*r+104*a^6*p*x+40*a^6*q*x+8*a^6*r^2+ 168*a^6*r*x-304*a^6*x^2+16*a^5*b*c*p+16*a^5*b*c*r+448*a^5*b*c*x+32*a^5*b*p^2+64 *a^5*b*p*r+416*a^5*b*p*x+144*a^5*b*q*x+32*a^5*b*r^2+624*a^5*b*r*x-1632*a^5*b*x^ 2+32*a^5*c^2*p+32*a^5*c^2*r+960*a^5*c^2*x+8*a^5*c*g*p+8*a^5*c*g*r+344*a^5*c*g*x +96*a^5*c*p^2+16*a^5*c*p*q+192*a^5*c*p*r+984*a^5*c*p*x+16*a^5*c*q*r+688*a^5*c*q *x+96*a^5*c*r^2+1544*a^5*c*r*x-7424*a^5*c*x^2+28*a^5*g*p^2+56*a^5*g*p*r+364*a^5 *g*p*x+132*a^5*g*q*x+28*a^5*g*r^2+564*a^5*g*r*x-1272*a^5*g*x^2+36*a^5*p^3+24*a^ 5*p^2*q+108*a^5*p^2*r+56*a^5*p^2*x+48*a^5*p*q*r+316*a^5*p*q*x+108*a^5*p*r^2+44* a^5*p*r*x-4560*a^5*p*x^2+104*a^5*q^2*x+24*a^5*q*r^2+540*a^5*q*r*x-2896*a^5*q*x^ 2+36*a^5*r^3-12*a^5*r^2*x-6176*a^5*r*x^2+4624*a^5*x^3+48*a^4*b^2*c*p+48*a^4*b^2 *c*r+928*a^4*b^2*c*x+48*a^4*b^2*p^2+96*a^4*b^2*p*r+640*a^4*b^2*p*x+192*a^4*b^2* q*x+48*a^4*b^2*r^2+848*a^4*b^2*r*x-3552*a^4*b^2*x^2+192*a^4*b*c^2*p+192*a^4*b*c ^2*r+3744*a^4*b*c^2*x+64*a^4*b*c*g*p+64*a^4*b*c*g*r+1456*a^4*b*c*g*x+344*a^4*b* c*p^2+64*a^4*b*c*p*q+688*a^4*b*c*p*r+3304*a^4*b*c*p*x+64*a^4*b*c*q*r+2272*a^4*b *c*q*x+344*a^4*b*c*r^2+4144*a^4*b*c*r*x-31064*a^4*b*c*x^2+88*a^4*b*g*p^2+176*a^ 4*b*g*p*r+1184*a^4*b*g*p*x+376*a^4*b*g*q*x+88*a^4*b*g*r^2+1664*a^4*b*g*r*x-5584 *a^4*b*g*x^2+120*a^4*b*p^3+72*a^4*b*p^2*q+360*a^4*b*p^2*r+220*a^4*b*p^2*x+144*a ^4*b*p*q*r+1112*a^4*b*p*q*x+360*a^4*b*p*r^2-100*a^4*b*p*r*x-18492*a^4*b*p*x^2+ 296*a^4*b*q^2*x+72*a^4*b*q*r^2+1628*a^4*b*q*r*x-11076*a^4*b*q*x^2+120*a^4*b*r^3 -320*a^4*b*r^2*x-23132*a^4*b*r*x^2+20784*a^4*b*x^3+192*a^4*c^3*p+192*a^4*c^3*r+ 3888*a^4*c^3*x+128*a^4*c^2*g*p+128*a^4*c^2*g*r+2992*a^4*c^2*g*x+520*a^4*c^2*p^2 +128*a^4*c^2*p*q+1040*a^4*c^2*p*r+4000*a^4*c^2*p*x+128*a^4*c^2*q*r+3816*a^4*c^2 *q*x+520*a^4*c^2*r^2+5264*a^4*c^2*r*x-49720*a^4*c^2*x^2+20*a^4*c*g^2*p+20*a^4*c *g^2*r+556*a^4*c*g^2*x+284*a^4*c*g*p^2+48*a^4*c*g*p*q+568*a^4*c*g*p*r+2876*a^4* c*g*p*x+48*a^4*c*g*q*r+1944*a^4*c*g*q*x+284*a^4*c*g*r^2+4004*a^4*c*g*r*x-24216* a^4*c*g*x^2+348*a^4*c*p^3+256*a^4*c*p^2*q+1044*a^4*c*p^2*r-428*a^4*c*p^2*x+16*a ^4*c*p*q^2+512*a^4*c*p*q*r+2764*a^4*c*p*q*x+1044*a^4*c*p*r^2-2304*a^4*c*p*r*x-\ 55948*a^4*c*p*x^2+16*a^4*c*q^2*r+1164*a^4*c*q^2*x+256*a^4*c*q*r^2+3968*a^4*c*q* r*x-36716*a^4*c*q*x^2+348*a^4*c*r^3-1876*a^4*c*r^2*x-66012*a^4*c*r*x^2+60516*a^ 4*c*x^3+38*a^4*g^2*p^2+76*a^4*g^2*p*r+510*a^4*g^2*p*x+170*a^4*g^2*q*x+38*a^4*g^ 2*r^2+746*a^4*g^2*r*x-2132*a^4*g^2*x^2+104*a^4*g*p^3+64*a^4*g*p^2*q+312*a^4*g*p ^2*r+200*a^4*g*p^2*x+128*a^4*g*p*q*r+960*a^4*g*p*q*x+312*a^4*g*p*r^2+68*a^4*g*p *r*x-14728*a^4*g*p*x^2+272*a^4*g*q^2*x+64*a^4*g*q*r^2+1484*a^4*g*q*r*x-8976*a^4 *g*q*x^2+104*a^4*g*r^3-132*a^4*g*r^2*x-19004*a^4*g*r*x^2+15928*a^4*g*x^3+66*a^4 *p^4+88*a^4*p^3*q+264*a^4*p^3*r-654*a^4*p^3*x+26*a^4*p^2*q^2+264*a^4*p^2*q*r-\ 120*a^4*p^2*q*x+396*a^4*p^2*r^2-3186*a^4*p^2*r*x-14586*a^4*p^2*x^2+52*a^4*p*q^2 *r+478*a^4*p*q^2*x+264*a^4*p*q*r^2-404*a^4*p*q*r*x-20940*a^4*p*q*x^2+264*a^4*p* r^3-4410*a^4*p*r^2*x-31820*a^4*p*r*x^2+32310*a^4*p*x^3+114*a^4*q^3*x+26*a^4*q^2 *r^2+740*a^4*q^2*r*x-6600*a^4*q^2*x^2+88*a^4*q*r^3-284*a^4*q*r^2*x-24524*a^4*q* r*x^2+24738*a^4*q*x^3+66*a^4*r^4-1878*a^4*r^3*x-18032*a^4*r^2*x^2+37782*a^4*r*x ^3-6084*a^4*x^4+48*a^3*b^3*c*p+48*a^3*b^3*c*r+896*a^3*b^3*c*x+32*a^3*b^3*p^2+64 *a^3*b^3*p*r+464*a^3*b^3*p*x+112*a^3*b^3*q*x+32*a^3*b^3*r^2+480*a^3*b^3*r*x-\ 3968*a^3*b^3*x^2+320*a^3*b^2*c^2*p+320*a^3*b^2*c^2*r+5360*a^3*b^2*c^2*x+112*a^3 *b^2*c*g*p+112*a^3*b^2*c*g*r+2208*a^3*b^2*c*g*x+440*a^3*b^2*c*p^2+80*a^3*b^2*c* p*q+880*a^3*b^2*c*p*r+4256*a^3*b^2*c*p*x+80*a^3*b^2*c*q*r+2808*a^3*b^2*c*q*x+ 440*a^3*b^2*c*r^2+3520*a^3*b^2*c*r*x-50408*a^3*b^2*c*x^2+96*a^3*b^2*g*p^2+192*a ^3*b^2*g*p*r+1408*a^3*b^2*g*p*x+368*a^3*b^2*g*q*x+96*a^3*b^2*g*r^2+1664*a^3*b^2 *g*r*x-9552*a^3*b^2*g*x^2+144*a^3*b^2*p^3+72*a^3*b^2*p^2*q+432*a^3*b^2*p^2*r+ 368*a^3*b^2*p^2*x+144*a^3*b^2*p*q*r+1472*a^3*b^2*p*q*x+432*a^3*b^2*p*r^2-516*a^ 3*b^2*p*r*x-29140*a^3*b^2*p*x^2+280*a^3*b^2*q^2*x+72*a^3*b^2*q*r^2+1692*a^3*b^2 *q*r*x-16116*a^3*b^2*q*x^2+144*a^3*b^2*r^3-884*a^3*b^2*r^2*x-32876*a^3*b^2*r*x^ 2+36896*a^3*b^2*x^3+688*a^3*b*c^3*p+688*a^3*b*c^3*r+11136*a^3*b*c^3*x+480*a^3*b *c^2*g*p+480*a^3*b*c^2*g*r+8808*a^3*b*c^2*g*x+1464*a^3*b*c^2*p^2+368*a^3*b*c^2* p*q+2928*a^3*b*c^2*p*r+10552*a^3*b*c^2*p*x+368*a^3*b*c^2*q*r+10120*a^3*b*c^2*q* x+1464*a^3*b*c^2*r^2+8232*a^3*b*c^2*r*x-164008*a^3*b*c^2*x^2+80*a^3*b*c*g^2*p+ 80*a^3*b*c*g^2*r+1728*a^3*b*c*g^2*x+764*a^3*b*c*g*p^2+136*a^3*b*c*g*p*q+1528*a^ 3*b*c*g*p*r+7656*a^3*b*c*g*p*x+136*a^3*b*c*g*q*r+4988*a^3*b*c*g*q*x+764*a^3*b*c *g*r^2+7880*a^3*b*c*g*r*x-80204*a^3*b*c*g*x^2+924*a^3*b*c*p^3+616*a^3*b*c*p^2*q +2772*a^3*b*c*p^2*r-1112*a^3*b*c*p^2*x+36*a^3*b*c*p*q^2+1232*a^3*b*c*p*q*r+8036 *a^3*b*c*p*q*x+2772*a^3*b*c*p*r^2-10508*a^3*b*c*p*r*x-183996*a^3*b*c*p*x^2+36*a ^3*b*c*q^2*r+2772*a^3*b*c*q^2*x+616*a^3*b*c*q*r^2+8352*a^3*b*c*q*r*x-113648*a^3 *b*c*q*x^2+924*a^3*b*c*r^3-9396*a^3*b*c*r^2*x-199984*a^3*b*c*r*x^2+216184*a^3*b *c*x^3+88*a^3*b*g^2*p^2+176*a^3*b*g^2*p*r+1292*a^3*b*g^2*p*x+360*a^3*b*g^2*q*x+ 88*a^3*b*g^2*r^2+1652*a^3*b*g^2*r*x-7384*a^3*b*g^2*x^2+264*a^3*b*g*p^3+140*a^3* b*g*p^2*q+792*a^3*b*g*p^2*r+652*a^3*b*g*p^2*x+280*a^3*b*g*p*q*r+2672*a^3*b*g*p* q*x+792*a^3*b*g*p*r^2-430*a^3*b*g*p*r*x-47558*a^3*b*g*p*x^2+564*a^3*b*g*q^2*x+ 140*a^3*b*g*q*r^2+3378*a^3*b*g*q*r*x-27102*a^3*b*g*q*x^2+264*a^3*b*g*r^3-1082*a ^3*b*g*r^2*x-56194*a^3*b*g*r*x^2+57584*a^3*b*g*x^3+176*a^3*b*p^4+212*a^3*b*p^3* q+704*a^3*b*p^3*r-1694*a^3*b*p^3*x+52*a^3*b*p^2*q^2+636*a^3*b*p^2*q*r+218*a^3*b *p^2*q*x+1056*a^3*b*p^2*r^2-9304*a^3*b*p^2*r*x-48448*a^3*b*p^2*x^2+104*a^3*b*p* q^2*r+1456*a^3*b*p*q^2*x+636*a^3*b*p*q*r^2-756*a^3*b*p*q*r*x-66374*a^3*b*p*q*x^ 2+704*a^3*b*p*r^3-13526*a^3*b*p*r^2*x-99856*a^3*b*p*r*x^2+115736*a^3*b*p*x^3+ 224*a^3*b*q^3*x+52*a^3*b*q^2*r^2+1756*a^3*b*q^2*r*x-18910*a^3*b*q^2*x^2+212*a^3 *b*q*r^3-974*a^3*b*q*r^2*x-72316*a^3*b*q*r*x^2+85448*a^3*b*q*x^3+176*a^3*b*r^4-\ 5916*a^3*b*r^3*x-54486*a^3*b*r^2*x^2+130852*a^3*b*r*x^3-24336*a^3*b*x^4+464*a^3 *c^4*p+464*a^3*c^4*r+7648*a^3*c^4*x+496*a^3*c^3*g*p+496*a^3*c^3*g*r+9016*a^3*c^ 3*g*x+1392*a^3*c^3*p^2+384*a^3*c^3*p*q+2784*a^3*c^3*p*r+8088*a^3*c^3*p*x+384*a^ 3*c^3*q*r+9792*a^3*c^3*q*x+1392*a^3*c^3*r^2+7032*a^3*c^3*r*x-152856*a^3*c^3*x^2 +168*a^3*c^2*g^2*p+168*a^3*c^2*g^2*r+3464*a^3*c^2*g^2*x+1192*a^3*c^2*g*p^2+288* a^3*c^2*g*p*q+2384*a^3*c^2*g*p*r+9192*a^3*c^2*g*p*x+288*a^3*c^2*g*q*r+8496*a^3* c^2*g*q*x+1192*a^3*c^2*g*r^2+9440*a^3*c^2*g*r*x-126368*a^3*c^2*g*x^2+1316*a^3*c ^2*p^3+976*a^3*c^2*p^2*q+3948*a^3*c^2*p^2*r-4260*a^3*c^2*p^2*x+84*a^3*c^2*p*q^2 +1952*a^3*c^2*p*q*r+9404*a^3*c^2*p*q*x+3948*a^3*c^2*p*r^2-18688*a^3*c^2*p*r*x-\ 249572*a^3*c^2*p*x^2+84*a^3*c^2*q^2*r+4456*a^3*c^2*q^2*x+976*a^3*c^2*q*r^2+9916 *a^3*c^2*q*r*x-165128*a^3*c^2*q*x^2+1316*a^3*c^2*r^3-14428*a^3*c^2*r^2*x-265600 *a^3*c^2*r*x^2+302404*a^3*c^2*x^3+18*a^3*c*g^3*p+18*a^3*c*g^3*r+434*a^3*c*g^3*x +312*a^3*c*g^2*p^2+52*a^3*c*g^2*p*q+624*a^3*c*g^2*p*r+3250*a^3*c*g^2*p*x+52*a^3 *c*g^2*q*r+2084*a^3*c*g^2*q*x+312*a^3*c*g^2*r^2+3834*a^3*c*g^2*r*x-30616*a^3*c* g^2*x^2+786*a^3*c*g*p^3+536*a^3*c*g*p^2*q+2358*a^3*c*g*p^2*r-764*a^3*c*g*p^2*x+ 32*a^3*c*g*p*q^2+1072*a^3*c*g*p*q*r+6786*a^3*c*g*p*q*x+2358*a^3*c*g*p*r^2-6702* a^3*c*g*p*r*x-143384*a^3*c*g*p*x^2+32*a^3*c*g*q^2*r+2444*a^3*c*g*q^2*x+536*a^3* c*g*q*r^2+8070*a^3*c*g*q*r*x-90420*a^3*c*g*q*x^2+786*a^3*c*g*r^3-5938*a^3*c*g*r ^2*x-161100*a^3*c*g*r*x^2+163970*a^3*c*g*x^3+492*a^3*c*p^4+652*a^3*c*p^3*q+1968 *a^3*c*p^3*r-5926*a^3*c*p^3*x+196*a^3*c*p^2*q^2+1956*a^3*c*p^2*q*r-1638*a^3*c*p ^2*q*x+2952*a^3*c*p^2*r^2-28412*a^3*c*p^2*r*x-126102*a^3*c*p^2*x^2+4*a^3*c*p*q^ 3+392*a^3*c*p*q^2*r+3614*a^3*c*p*q^2*x+1956*a^3*c*p*q*r^2-7292*a^3*c*p*q*r*x-\ 183774*a^3*c*p*q*x^2+1968*a^3*c*p*r^3-39046*a^3*c*p*r^2*x-248184*a^3*c*p*r*x^2+ 325640*a^3*c*p*x^3+4*a^3*c*q^3*r+848*a^3*c*q^3*x+196*a^3*c*q^2*r^2+4268*a^3*c*q ^2*r*x-58042*a^3*c*q^2*x^2+652*a^3*c*q*r^3-5654*a^3*c*q*r^2*x-196300*a^3*c*q*r* x^2+246584*a^3*c*q*x^3+492*a^3*c*r^4-16560*a^3*c*r^3*x-129170*a^3*c*r^2*x^2+ 373972*a^3*c*r*x^3-60224*a^3*c*x^4+25*a^3*g^3*p^2+50*a^3*g^3*p*r+365*a^3*g^3*p* x+107*a^3*g^3*q*x+25*a^3*g^3*r^2+491*a^3*g^3*r*x-1838*a^3*g^3*x^2+113*a^3*g^2*p ^3+62*a^3*g^2*p^2*q+339*a^3*g^2*p^2*r+282*a^3*g^2*p^2*x+124*a^3*g^2*p*q*r+1135* a^3*g^2*p*q*x+339*a^3*g^2*p*r^2-a^3*g^2*p*r*x-18556*a^3*g^2*p*x^2+258*a^3*g^2*q ^2*x+62*a^3*g^2*q*r^2+1531*a^3*g^2*q*r*x-10788*a^3*g^2*q*x^2+113*a^3*g^2*r^3-\ 283*a^3*g^2*r^2*x-22684*a^3*g^2*r*x^2+21636*a^3*g^2*x^3+151*a^3*g*p^4+188*a^3*g *p^3*q+604*a^3*g*p^3*r-1439*a^3*g*p^3*x+49*a^3*g*p^2*q^2+564*a^3*g*p^2*q*r+52*a ^3*g*p^2*q*x+906*a^3*g*p^2*r^2-7535*a^3*g*p^2*r*x-37781*a^3*g*p^2*x^2+98*a^3*g* p*q^2*r+1215*a^3*g*p*q^2*x+564*a^3*g*p*q*r^2-602*a^3*g*p*q*r*x-52782*a^3*g*p*q* x^2+604*a^3*g*p*r^3-10753*a^3*g*p*r^2*x-79798*a^3*g*p*r*x^2+87851*a^3*g*p*x^3+ 213*a^3*g*q^3*x+49*a^3*g*q^2*r^2+1588*a^3*g*q^2*r*x-15682*a^3*g*q^2*x^2+188*a^3 *g*q*r^3-654*a^3*g*q*r^2*x-59328*a^3*g*q*r*x^2+65885*a^3*g*q*x^3+151*a^3*g*r^4-\ 4657*a^3*g*r^3*x-44500*a^3*g*r^2*x^2+100801*a^3*g*r*x^3-18378*a^3*g*x^4+63*a^3* p^5+126*a^3*p^4*q+315*a^3*p^4*r-1348*a^3*p^4*x+75*a^3*p^3*q^2+504*a^3*p^3*q*r-\ 1736*a^3*p^3*q*x+630*a^3*p^3*r^2-8011*a^3*p^3*r*x-19825*a^3*p^3*x^2+12*a^3*p^2* q^3+225*a^3*p^2*q^2*r+13*a^3*p^2*q^2*x+756*a^3*p^2*q*r^2-7882*a^3*p^2*q*r*x-\ 46561*a^3*p^2*q*x^2+630*a^3*p^2*r^3-15945*a^3*p^2*r^2*x-51601*a^3*p^2*r*x^2+ 84281*a^3*p^2*x^3+24*a^3*p*q^3*r+457*a^3*p*q^3*x+225*a^3*p*q^2*r^2-138*a^3*p*q^ 2*r*x-33370*a^3*p*q^2*x^2+504*a^3*p*q*r^3-10556*a^3*p*q*r^2*x-92082*a^3*p*q*r*x ^2+134278*a^3*p*q*x^3+315*a^3*p*r^4-13249*a^3*p*r^3*x-42170*a^3*p*r^2*x^2+ 195104*a^3*p*r*x^3-28852*a^3*p*x^4+56*a^3*q^4*x+12*a^3*q^3*r^2+564*a^3*q^3*r*x-\ 6634*a^3*q^3*x^2+75*a^3*q^2*r^3-151*a^3*q^2*r^2*x-35812*a^3*q^2*r*x^2+49997*a^3 *q^2*x^3+126*a^3*q*r^4-4410*a^3*q*r^3*x-49634*a^3*q*r^2*x^2+153702*a^3*q*r*x^3-\ 28852*a^3*q*x^4+63*a^3*r^5-3967*a^3*r^4*x-10394*a^3*r^3*x^2+127827*a^3*r^2*x^3-\ 33568*a^3*r*x^4+16*a^2*b^4*c*p+16*a^2*b^4*c*r+400*a^2*b^4*c*x+8*a^2*b^4*p^2+16* a^2*b^4*p*r+152*a^2*b^4*p*x+24*a^2*b^4*q*x+8*a^2*b^4*r^2+72*a^2*b^4*r*x-2352*a^ 2*b^4*x^2+192*a^2*b^3*c^2*p+192*a^2*b^3*c^2*r+3472*a^2*b^3*c^2*x+64*a^2*b^3*c*g *p+64*a^2*b^3*c*g*r+1456*a^2*b^3*c*g*x+232*a^2*b^3*c*p^2+32*a^2*b^3*c*p*q+464*a ^2*b^3*c*p*r+2664*a^2*b^3*c*p*x+32*a^2*b^3*c*q*r+1552*a^2*b^3*c*q*x+232*a^2*b^3 *c*r^2+832*a^2*b^3*c*r*x-39080*a^2*b^3*c*x^2+40*a^2*b^3*g*p^2+80*a^2*b^3*g*p*r+ 728*a^2*b^3*g*p*x+136*a^2*b^3*g*q*x+40*a^2*b^3*g*r^2+584*a^2*b^3*g*r*x-7872*a^2 *b^3*g*x^2+72*a^2*b^3*p^3+24*a^2*b^3*p^2*q+216*a^2*b^3*p^2*r+328*a^2*b^3*p^2*x+ 48*a^2*b^3*p*q*r+872*a^2*b^3*p*q*x+216*a^2*b^3*p*r^2-556*a^2*b^3*p*r*x-22068*a^ 2*b^3*p*x^2+88*a^2*b^3*q^2*x+24*a^2*b^3*q*r^2+660*a^2*b^3*q*r*x-10852*a^2*b^3*q *x^2+72*a^2*b^3*r^3-884*a^2*b^3*r^2*x-21596*a^2*b^3*r*x^2+32224*a^2*b^3*x^3+720 *a^2*b^2*c^3*p+720*a^2*b^2*c^3*r+11104*a^2*b^2*c^3*x+496*a^2*b^2*c^2*g*p+496*a^ 2*b^2*c^2*g*r+8880*a^2*b^2*c^2*g*x+1352*a^2*b^2*c^2*p^2+304*a^2*b^2*c^2*p*q+ 2704*a^2*b^2*c^2*p*r+10328*a^2*b^2*c^2*p*x+304*a^2*b^2*c^2*q*r+9504*a^2*b^2*c^2 *q*x+1352*a^2*b^2*c^2*r^2+992*a^2*b^2*c^2*r*x-197952*a^2*b^2*c^2*x^2+80*a^2*b^2 *c*g^2*p+80*a^2*b^2*c*g^2*r+1804*a^2*b^2*c*g^2*x+664*a^2*b^2*c*g*p^2+104*a^2*b^ 2*c*g*p*q+1328*a^2*b^2*c*g*p*r+7336*a^2*b^2*c*g*p*x+104*a^2*b^2*c*g*q*r+4432*a^ 2*b^2*c*g*q*x+664*a^2*b^2*c*g*r^2+4108*a^2*b^2*c*g*r*x-96784*a^2*b^2*c*g*x^2+ 820*a^2*b^2*c*p^3+456*a^2*b^2*c*p^2*q+2460*a^2*b^2*c*p^2*r-536*a^2*b^2*c*p^2*x+ 20*a^2*b^2*c*p*q^2+912*a^2*b^2*c*p*q*r+8592*a^2*b^2*c*p*q*x+2460*a^2*b^2*c*p*r^ 2-14860*a^2*b^2*c*p*r*x-221576*a^2*b^2*c*p*x^2+20*a^2*b^2*c*q^2*r+2168*a^2*b^2* c*q^2*x+456*a^2*b^2*c*q*r^2+5508*a^2*b^2*c*q*r*x-125924*a^2*b^2*c*q*x^2+820*a^2 *b^2*c*r^3-14324*a^2*b^2*c*r^2*x-218120*a^2*b^2*c*r*x^2+285456*a^2*b^2*c*x^3+62 *a^2*b^2*g^2*p^2+124*a^2*b^2*g^2*p*r+1110*a^2*b^2*g^2*p*x+230*a^2*b^2*g^2*q*x+ 62*a^2*b^2*g^2*r^2+1094*a^2*b^2*g^2*r*x-9364*a^2*b^2*g^2*x^2+220*a^2*b^2*g*p^3+ 88*a^2*b^2*g*p^2*q+660*a^2*b^2*g*p^2*r+820*a^2*b^2*g*p^2*x+176*a^2*b^2*g*p*q*r+ 2596*a^2*b^2*g*p*q*x+660*a^2*b^2*g*p*r^2-1120*a^2*b^2*g*p*r*x-55984*a^2*b^2*g*p *x^2+336*a^2*b^2*g*q^2*x+88*a^2*b^2*g*q*r^2+2400*a^2*b^2*g*q*r*x-29128*a^2*b^2* g*q*x^2+220*a^2*b^2*g*r^3-1940*a^2*b^2*g*r^2*x-59020*a^2*b^2*g*r*x^2+77184*a^2* b^2*g*x^3+158*a^2*b^2*p^4+160*a^2*b^2*p^3*q+632*a^2*b^2*p^3*r-1412*a^2*b^2*p^3* x+26*a^2*b^2*p^2*q^2+480*a^2*b^2*p^2*q*r+988*a^2*b^2*p^2*q*x+948*a^2*b^2*p^2*r^ 2-9520*a^2*b^2*p^2*r*x-58970*a^2*b^2*p^2*x^2+52*a^2*b^2*p*q^2*r+1490*a^2*b^2*p* q^2*x+480*a^2*b^2*p*q*r^2-88*a^2*b^2*p*q*r*x-75766*a^2*b^2*p*q*x^2+632*a^2*b^2* p*r^3-14804*a^2*b^2*p*r^2*x-113416*a^2*b^2*p*r*x^2+153348*a^2*b^2*p*x^3+110*a^2 *b^2*q^3*x+26*a^2*b^2*q^2*r^2+1308*a^2*b^2*q^2*r*x-18272*a^2*b^2*q^2*x^2+160*a^ 2*b^2*q*r^3-1076*a^2*b^2*q*r^2*x-74572*a^2*b^2*q*r*x^2+107916*a^2*b^2*q*x^3+158 *a^2*b^2*r^4-6696*a^2*b^2*r^3*x-58508*a^2*b^2*r^2*x^2+165864*a^2*b^2*r*x^3-\ 36504*a^2*b^2*x^4+1088*a^2*b*c^4*p+1088*a^2*b*c^4*r+15712*a^2*b*c^4*x+1152*a^2* b*c^3*g*p+1152*a^2*b*c^3*g*r+18456*a^2*b*c^3*g*x+2832*a^2*b*c^3*p^2+752*a^2*b*c ^3*p*q+5664*a^2*b*c^3*p*r+15760*a^2*b*c^3*p*x+752*a^2*b*c^3*q*r+19512*a^2*b*c^3 *q*x+2832*a^2*b*c^3*r^2+504*a^2*b*c^3*r*x-379144*a^2*b*c^3*x^2+384*a^2*b*c^2*g^ 2*p+384*a^2*b*c^2*g^2*r+7164*a^2*b*c^2*g^2*x+2356*a^2*b*c^2*g*p^2+544*a^2*b*c^2 *g*p*q+4712*a^2*b*c^2*g*p*r+18172*a^2*b*c^2*g*p*x+544*a^2*b*c^2*g*q*r+16544*a^2 *b*c^2*g*q*x+2356*a^2*b*c^2*g*r^2+7680*a^2*b*c^2*g*r*x-311592*a^2*b*c^2*g*x^2+ 2568*a^2*b*c^2*p^3+1704*a^2*b*c^2*p^2*q+7704*a^2*b*c^2*p^2*r-8456*a^2*b*c^2*p^2 *x+128*a^2*b*c^2*p*q^2+3408*a^2*b*c^2*p*q*r+21360*a^2*b*c^2*p*q*x+7704*a^2*b*c^ 2*p*r^2-54108*a^2*b*c^2*p*r*x-620344*a^2*b*c^2*p*x^2+128*a^2*b*c^2*q^2*r+8096*a ^2*b*c^2*q^2*x+1704*a^2*b*c^2*q*r^2+12492*a^2*b*c^2*q*r*x-387040*a^2*b*c^2*q*x^ 2+2568*a^2*b*c^2*r^3-45652*a^2*b*c^2*r^2*x-604724*a^2*b*c^2*r*x^2+819124*a^2*b* c^2*x^3+40*a^2*b*c*g^3*p+40*a^2*b*c*g^3*r+932*a^2*b*c*g^3*x+576*a^2*b*c*g^2*p^2 +92*a^2*b*c*g^2*p*q+1152*a^2*b*c*g^2*p*r+6412*a^2*b*c*g^2*p*x+92*a^2*b*c*g^2*q* r+3860*a^2*b*c*g^2*q*x+576*a^2*b*c*g^2*r^2+4906*a^2*b*c*g^2*r*x-75628*a^2*b*c*g ^2*x^2+1492*a^2*b*c*g*p^3+884*a^2*b*c*g*p^2*q+4476*a^2*b*c*g*p^2*r-1084*a^2*b*c *g*p^2*x+44*a^2*b*c*g*p*q^2+1768*a^2*b*c*g*p*q*r+14896*a^2*b*c*g*p*q*x+4476*a^2 *b*c*g*p*r^2-21270*a^2*b*c*g*p*r*x-352698*a^2*b*c*g*p*x^2+44*a^2*b*c*g*q^2*r+ 4154*a^2*b*c*g*q^2*x+884*a^2*b*c*g*q*r^2+11930*a^2*b*c*g*q*r*x-208108*a^2*b*c*g *q*x^2+1492*a^2*b*c*g*r^3-20186*a^2*b*c*g*r^2*x-363214*a^2*b*c*g*r*x^2+443018*a ^2*b*c*g*x^3+962*a^2*b*c*p^4+1140*a^2*b*c*p^3*q+3848*a^2*b*c*p^3*r-11628*a^2*b* c*p^3*x+278*a^2*b*c*p^2*q^2+3420*a^2*b*c*p^2*q*r+94*a^2*b*c*p^2*q*x+5772*a^2*b* c*p^2*r^2-63700*a^2*b*c*p^2*r*x-317402*a^2*b*c*p^2*x^2+4*a^2*b*c*p*q^3+556*a^2* b*c*p*q^2*r+8418*a^2*b*c*p*q^2*x+3420*a^2*b*c*p*q*r^2-14812*a^2*b*c*p*q*r*x-\ 442106*a^2*b*c*p*q*x^2+3848*a^2*b*c*p*r^3-92516*a^2*b*c*p*r^2*x-583322*a^2*b*c* p*r*x^2+881368*a^2*b*c*p*x^3+4*a^2*b*c*q^3*r+1262*a^2*b*c*q^3*x+278*a^2*b*c*q^2 *r^2+7144*a^2*b*c*q^2*r*x-125814*a^2*b*c*q^2*x^2+1140*a^2*b*c*q*r^3-14906*a^2*b *c*q*r^2*x-437304*a^2*b*c*q*r*x^2+644200*a^2*b*c*q*x^3+962*a^2*b*c*r^4-40444*a^ 2*b*c*r^3*x-282110*a^2*b*c*r^2*x^2+988068*a^2*b*c*r*x^3-180672*a^2*b*c*x^4+38*a ^2*b*g^3*p^2+76*a^2*b*g^3*p*r+672*a^2*b*g^3*p*x+150*a^2*b*g^3*q*x+38*a^2*b*g^3* r^2+740*a^2*b*g^3*r*x-4736*a^2*b*g^3*x^2+202*a^2*b*g^2*p^3+88*a^2*b*g^2*p^2*q+ 606*a^2*b*g^2*p^2*r+703*a^2*b*g^2*p^2*x+176*a^2*b*g^2*p*q*r+2350*a^2*b*g^2*p*q* x+606*a^2*b*g^2*p*r^2-550*a^2*b*g^2*p*r*x-44858*a^2*b*g^2*p*x^2+348*a^2*b*g^2*q ^2*x+88*a^2*b*g^2*q*r^2+2442*a^2*b*g^2*q*r*x-24172*a^2*b*g^2*q*x^2+202*a^2*b*g^ 2*r^3-1253*a^2*b*g^2*r^2*x-49790*a^2*b*g^2*r*x^2+59076*a^2*b*g^2*x^3+290*a^2*b* g*p^4+316*a^2*b*g*p^3*q+1160*a^2*b*g*p^3*r-2657*a^2*b*g*p^3*x+62*a^2*b*g*p^2*q^ 2+948*a^2*b*g*p^2*q*r+1230*a^2*b*g*p^2*q*x+1740*a^2*b*g*p^2*r^2-16259*a^2*b*g*p ^2*r*x-93728*a^2*b*g*p^2*x^2+124*a^2*b*g*p*q^2*r+2686*a^2*b*g*p*q^2*x+948*a^2*b *g*p*q*r^2-454*a^2*b*g*p*q*r*x-124473*a^2*b*g*p*q*x^2+1160*a^2*b*g*p*r^3-24547* a^2*b*g*p*r^2*x-186042*a^2*b*g*p*r*x^2+237221*a^2*b*g*p*x^3+266*a^2*b*g*q^3*x+ 62*a^2*b*g*q^2*r^2+2666*a^2*b*g*q^2*r*x-32788*a^2*b*g*q^2*x^2+316*a^2*b*g*q*r^3 -1684*a^2*b*g*q*r^2*x-129080*a^2*b*g*q*r*x^2+171323*a^2*b*g*q*x^3+290*a^2*b*g*r ^4-10945*a^2*b*g*r^3*x-98870*a^2*b*g*r^2*x^2+263197*a^2*b*g*r*x^3-55134*a^2*b*g *x^4+126*a^2*b*p^5+228*a^2*b*p^4*q+630*a^2*b*p^4*r-2684*a^2*b*p^4*x+114*a^2*b*p ^3*q^2+912*a^2*b*p^3*q*r-2641*a^2*b*p^3*q*x+1260*a^2*b*p^3*r^2-17254*a^2*b*p^3* r*x-51074*a^2*b*p^3*x^2+12*a^2*b*p^2*q^3+342*a^2*b*p^2*q^2*r+981*a^2*b*p^2*q^2* x+1368*a^2*b*p^2*q*r^2-14741*a^2*b*p^2*q*r*x-115749*a^2*b*p^2*q*x^2+1260*a^2*b* p^2*r^3-35658*a^2*b*p^2*r^2*x-127020*a^2*b*p^2*r*x^2+228225*a^2*b*p^2*x^3+24*a^ 2*b*p*q^3*r+994*a^2*b*p*q^3*x+342*a^2*b*p*q^2*r^2+962*a^2*b*p*q^2*r*x-77445*a^2 *b*p*q^2*x^2+912*a^2*b*p*q*r^3-21559*a^2*b*p*q*r^2*x-218487*a^2*b*p*q*r*x^2+ 353598*a^2*b*p*q*x^3+630*a^2*b*p*r^4-30290*a^2*b*p*r^3*x-97430*a^2*b*p*r^2*x^2+ 518074*a^2*b*p*r*x^3-86556*a^2*b*p*x^4+56*a^2*b*q^4*x+12*a^2*b*q^3*r^2+942*a^2* b*q^3*r*x-12770*a^2*b*q^3*x^2+114*a^2*b*q^2*r^3-19*a^2*b*q^2*r^2*x-77460*a^2*b* q^2*r*x^2+125373*a^2*b*q^2*x^3+228*a^2*b*q*r^4-9459*a^2*b*q*r^3*x-114002*a^2*b* q*r^2*x^2+393868*a^2*b*q*r*x^3-86556*a^2*b*q*x^4+126*a^2*b*r^5-9202*a^2*b*r^4*x -21484*a^2*b*r^3*x^2+335159*a^2*b*r^2*x^3-100704*a^2*b*r*x^4+560*a^2*c^5*p+560* a^2*c^5*r+8096*a^2*c^5*x+816*a^2*c^4*g*p+816*a^2*c^4*g*r+12688*a^2*c^4*g*x+1928 *a^2*c^4*p^2+544*a^2*c^4*p*q+3856*a^2*c^4*p*r+8544*a^2*c^4*p*x+544*a^2*c^4*q*r+ 13080*a^2*c^4*q*x+1928*a^2*c^4*r^2+1360*a^2*c^4*r*x-241616*a^2*c^4*x^2+424*a^2* c^3*g^2*p+424*a^2*c^3*g^2*r+7304*a^2*c^3*g^2*x+2312*a^2*c^3*g*p^2+608*a^2*c^3*g *p*q+4624*a^2*c^3*g*p*r+13668*a^2*c^3*g*p*x+608*a^2*c^3*g*q*r+16140*a^2*c^3*g*q *x+2312*a^2*c^3*g*r^2+5996*a^2*c^3*g*r*x-287136*a^2*c^3*g*x^2+2356*a^2*c^3*p^3+ 1704*a^2*c^3*p^2*q+7068*a^2*c^3*p^2*r-11316*a^2*c^3*p^2*x+156*a^2*c^3*p*q^2+ 3408*a^2*c^3*p*q*r+15776*a^2*c^3*p*q*x+7068*a^2*c^3*p*r^2-50772*a^2*c^3*p*r*x-\ 516624*a^2*c^3*p*x^2+156*a^2*c^3*q^2*r+7884*a^2*c^3*q^2*x+1704*a^2*c^3*q*r^2+ 10068*a^2*c^3*q*r*x-341548*a^2*c^3*q*x^2+2356*a^2*c^3*r^3-39456*a^2*c^3*r^2*x-\ 505156*a^2*c^3*r*x^2+708624*a^2*c^3*x^3+92*a^2*c^2*g^3*p+92*a^2*c^2*g^3*r+1836* a^2*c^2*g^3*x+952*a^2*c^2*g^2*p^2+216*a^2*c^2*g^2*p*q+1904*a^2*c^2*g^2*p*r+7668 *a^2*c^2*g^2*p*x+216*a^2*c^2*g^2*q*r+6760*a^2*c^2*g^2*q*x+952*a^2*c^2*g^2*r^2+ 5252*a^2*c^2*g^2*r*x-117344*a^2*c^2*g^2*x^2+2176*a^2*c^2*g*p^3+1492*a^2*c^2*g*p ^2*q+6528*a^2*c^2*g*p^2*r-6684*a^2*c^2*g*p^2*x+116*a^2*c^2*g*p*q^2+2984*a^2*c^2 *g*p*q*r+17564*a^2*c^2*g*p*q*x+6528*a^2*c^2*g*p*r^2-37546*a^2*c^2*g*p*r*x-\ 474042*a^2*c^2*g*p*x^2+116*a^2*c^2*g*q^2*r+7028*a^2*c^2*g*q^2*x+1492*a^2*c^2*g* q*r^2+13650*a^2*c^2*g*q*r*x-302568*a^2*c^2*g*q*x^2+2176*a^2*c^2*g*r^3-30862*a^2 *c^2*g*r^2*x-479762*a^2*c^2*g*r*x^2+608456*a^2*c^2*g*x^3+1312*a^2*c^2*p^4+1684* a^2*c^2*p^3*q+5248*a^2*c^2*p^3*r-18128*a^2*c^2*p^3*x+488*a^2*c^2*p^2*q^2+5052*a ^2*c^2*p^2*q*r-5414*a^2*c^2*p^2*q*x+7872*a^2*c^2*p^2*r^2-89044*a^2*c^2*p^2*r*x-\ 386380*a^2*c^2*p^2*x^2+12*a^2*c^2*p*q^3+976*a^2*c^2*p*q^2*r+9888*a^2*c^2*p*q^2* x+5052*a^2*c^2*p*q*r^2-29868*a^2*c^2*p*q*r*x-564612*a^2*c^2*p*q*x^2+5248*a^2*c^ 2*p*r^3-123704*a^2*c^2*p*r^2*x-696858*a^2*c^2*p*r*x^2+1130828*a^2*c^2*p*x^3+12* a^2*c^2*q^3*r+2160*a^2*c^2*q^3*x+488*a^2*c^2*q^2*r^2+8744*a^2*c^2*q^2*r*x-\ 176098*a^2*c^2*q^2*x^2+1684*a^2*c^2*q*r^3-24454*a^2*c^2*q*r^2*x-560424*a^2*c^2* q*r*x^2+854928*a^2*c^2*q*x^3+1312*a^2*c^2*r^4-52788*a^2*c^2*r^3*x-329050*a^2*c^ 2*r^2*x^2+1267928*a^2*c^2*r*x^3-242244*a^2*c^2*x^4+7*a^2*c*g^4*p+7*a^2*c*g^4*r+ 172*a^2*c*g^4*x+155*a^2*c*g^3*p^2+24*a^2*c*g^3*p*q+310*a^2*c*g^3*p*r+1765*a^2*c *g^3*p*x+24*a^2*c*g^3*q*r+1046*a^2*c*g^3*q*x+155*a^2*c*g^3*r^2+1627*a^2*c*g^3*r *x-18818*a^2*c*g^3*x^2+628*a^2*c*g^2*p^3+384*a^2*c*g^2*p^2*q+1884*a^2*c*g^2*p^2 *r-367*a^2*c*g^2*p^2*x+20*a^2*c*g^2*p*q^2+768*a^2*c*g^2*p*q*r+6152*a^2*c*g^2*p* q*x+1884*a^2*c*g^2*p*r^2-6963*a^2*c*g^2*p*r*x-134605*a^2*c*g^2*p*x^2+20*a^2*c*g ^2*q^2*r+1803*a^2*c*g^2*q^2*x+384*a^2*c*g^2*q*r^2+5755*a^2*c*g^2*q*r*x-81327*a^ 2*c*g^2*q*x^2+628*a^2*c*g^2*r^3-6596*a^2*c*g^2*r^2*x-143581*a^2*c*g^2*r*x^2+ 164676*a^2*c*g^2*x^3+823*a^2*c*g*p^4+1018*a^2*c*g*p^3*q+3292*a^2*c*g*p^3*r-9806 *a^2*c*g*p^3*x+269*a^2*c*g*p^2*q^2+3054*a^2*c*g*p^2*q*r-876*a^2*c*g*p^2*q*x+ 4938*a^2*c*g*p^2*r^2-50596*a^2*c*g*p^2*r*x-242168*a^2*c*g*p^2*x^2+4*a^2*c*g*p*q ^3+538*a^2*c*g*p*q^2*r+6904*a^2*c*g*p*q^2*x+3054*a^2*c*g*p*q*r^2-11566*a^2*c*g* p*q*r*x-344365*a^2*c*g*p*q*x^2+3292*a^2*c*g*p*r^3-71774*a^2*c*g*p*r^2*x-458760* a^2*c*g*p*r*x^2+655100*a^2*c*g*p*x^3+4*a^2*c*g*q^3*r+1205*a^2*c*g*q^3*x+269*a^2 *c*g*q^2*r^2+6646*a^2*c*g*q^2*r*x-102900*a^2*c*g*q^2*x^2+1018*a^2*c*g*q*r^3-\ 10690*a^2*c*g*q*r^2*x-353022*a^2*c*g*q*r*x^2+487230*a^2*c*g*q*x^3+823*a^2*c*g*r ^4-30984*a^2*c*g*r^3*x-230656*a^2*c*g*r^2*x^2+742924*a^2*c*g*r*x^3-133562*a^2*c *g*x^4+339*a^2*c*p^5+656*a^2*c*p^4*q+1695*a^2*c*p^4*r-7832*a^2*c*p^4*x+371*a^2* c*p^3*q^2+2624*a^2*c*p^3*q*r-9649*a^2*c*p^3*q*x+3390*a^2*c*p^3*r^2-47077*a^2*c* p^3*r*x-120673*a^2*c*p^3*x^2+54*a^2*c*p^2*q^3+1113*a^2*c*p^2*q^2*r+454*a^2*c*p^ 2*q^2*x+3936*a^2*c*p^2*q*r^2-46673*a^2*c*p^2*q*r*x-284974*a^2*c*p^2*q*x^2+3390* a^2*c*p^2*r^3-94239*a^2*c*p^2*r^2*x-287247*a^2*c*p^2*r*x^2+577872*a^2*c*p^2*x^3 +108*a^2*c*p*q^3*r+2529*a^2*c*p*q^3*x+1113*a^2*c*p*q^2*r^2-2456*a^2*c*p*q^2*r*x -203347*a^2*c*p*q^2*x^2+2624*a^2*c*p*q*r^3-64399*a^2*c*p*q*r^2*x-523795*a^2*c*p *q*r*x^2+919292*a^2*c*p*q*x^3+1695*a^2*c*p*r^4-78575*a^2*c*p*r^3*x-204572*a^2*c *p*r^2*x^2+1288676*a^2*c*p*r*x^3-232236*a^2*c*p*x^4+258*a^2*c*q^4*x+54*a^2*c*q^ 3*r^2+2510*a^2*c*q^3*r*x-39046*a^2*c*q^3*x^2+371*a^2*c*q^2*r^3-2910*a^2*c*q^2*r ^2*x-204690*a^2*c*q^2*r*x^2+341420*a^2*c*q^2*x^3+656*a^2*c*q*r^4-27375*a^2*c*q* r^3*x-261650*a^2*c*q*r^2*x^2+1027434*a^2*c*q*r*x^3-232236*a^2*c*q*x^4+339*a^2*c *r^5-23581*a^2*c*r^4*x-37998*a^2*c*r^3*x^2+793342*a^2*c*r^2*x^3-297164*a^2*c*r* x^4+8*a^2*g^4*p^2+16*a^2*g^4*p*r+140*a^2*g^4*p*x+33*a^2*g^4*q*x+8*a^2*g^4*r^2+ 165*a^2*g^4*r*x-864*a^2*g^4*x^2+57*a^2*g^3*p^3+26*a^2*g^3*p^2*q+171*a^2*g^3*p^2 *r+196*a^2*g^3*p^2*x+52*a^2*g^3*p*q*r+657*a^2*g^3*p*q*x+171*a^2*g^3*p*r^2-46*a^ 2*g^3*p*r*x-11422*a^2*g^3*p*x^2+106*a^2*g^3*q^2*x+26*a^2*g^3*q*r^2+736*a^2*g^3* q*r*x-6296*a^2*g^3*q*x^2+57*a^2*g^3*r^3-242*a^2*g^3*r^2*x-13155*a^2*g^3*r*x^2+ 14498*a^2*g^3*x^3+123*a^2*g^2*p^4+140*a^2*g^2*p^3*q+492*a^2*g^2*p^3*r-1130*a^2* g^2*p^3*x+30*a^2*g^2*p^2*q^2+420*a^2*g^2*p^2*q*r+380*a^2*g^2*p^2*q*x+738*a^2*g^ 2*p^2*r^2-6501*a^2*g^2*p^2*r*x-35826*a^2*g^2*p^2*x^2+60*a^2*g^2*p*q^2*r+1124*a^ 2*g^2*p*q^2*x+420*a^2*g^2*p*q*r^2-188*a^2*g^2*p*q*r*x-48680*a^2*g^2*p*q*x^2+492 *a^2*g^2*p*r^3-9612*a^2*g^2*p*r^2*x-73018*a^2*g^2*p*r*x^2+88242*a^2*g^2*p*x^3+ 130*a^2*g^2*q^3*x+30*a^2*g^2*q^2*r^2+1209*a^2*g^2*q^2*r*x-13539*a^2*g^2*q^2*x^2 +140*a^2*g^2*q*r^3-568*a^2*g^2*q*r^2*x-52365*a^2*g^2*q*r*x^2+64872*a^2*g^2*q*x^ 3+123*a^2*g^2*r^4-4241*a^2*g^2*r^3*x-39830*a^2*g^2*r^2*x^2+99611*a^2*g^2*r*x^3-\ 20244*a^2*g^2*x^4+107*a^2*g*p^5+202*a^2*g*p^4*q+535*a^2*g*p^4*r-2280*a^2*g*p^4* x+109*a^2*g*p^3*q^2+808*a^2*g*p^3*q*r-2543*a^2*g*p^3*q*x+1070*a^2*g*p^3*r^2-\ 14124*a^2*g*p^3*r*x-38579*a^2*g*p^3*x^2+14*a^2*g*p^2*q^3+327*a^2*g*p^2*q^2*r+ 514*a^2*g*p^2*q^2*x+1212*a^2*g*p^2*q*r^2-12797*a^2*g*p^2*q*r*x-88980*a^2*g*p^2* q*x^2+1070*a^2*g*p^2*r^3-28692*a^2*g*p^2*r^2*x-97805*a^2*g*p^2*r*x^2+169401*a^2 *g*p^2*x^3+28*a^2*g*p*q^3*r+843*a^2*g*p*q^3*x+327*a^2*g*p*q^2*r^2+422*a^2*g*p*q ^2*r*x-61622*a^2*g*p*q^2*x^2+808*a^2*g*p*q*r^3-17965*a^2*g*p*q*r^2*x-171549*a^2 *g*p*q*r*x^2+266251*a^2*g*p*q*x^3+535*a^2*g*p*r^4-24132*a^2*g*p*r^3*x-77335*a^2 *g*p*r^2*x^2+387654*a^2*g*p*r*x^3-63661*a^2*g*p*x^4+66*a^2*g*q^4*x+14*a^2*g*q^3 *r^2+877*a^2*g*q^3*r*x-11221*a^2*g*q^3*x^2+109*a^2*g*q^2*r^3-92*a^2*g*q^2*r^2*x -63906*a^2*g*q^2*r*x^2+96850*a^2*g*q^2*x^3+202*a^2*g*q*r^4-7711*a^2*g*q*r^3*x-\ 91137*a^2*g*q*r^2*x^2+300875*a^2*g*q*r*x^3-63661*a^2*g*q*x^4+107*a^2*g*r^5-7284 *a^2*g*r^4*x-18109*a^2*g*r^3*x^2+251722*a^2*g*r^2*x^3-75143*a^2*g*r*x^4+33*a^2* p^6+88*a^2*p^5*q+198*a^2*p^5*r-1086*a^2*p^5*x+79*a^2*p^4*q^2+440*a^2*p^4*q*r-\ 2279*a^2*p^4*q*x+495*a^2*p^4*r^2-7760*a^2*p^4*r*x-13283*a^2*p^4*x^2+26*a^2*p^3* q^3+316*a^2*p^3*q^2*r-1096*a^2*p^3*q^2*x+880*a^2*p^3*q*r^2-13389*a^2*p^3*q*r*x-\ 44569*a^2*p^3*q*x^2+660*a^2*p^3*r^3-20180*a^2*p^3*r^2*x-34663*a^2*p^3*r*x^2+ 95295*a^2*p^3*x^3+2*a^2*p^2*q^4+78*a^2*p^2*q^3*r+311*a^2*p^2*q^3*x+474*a^2*p^2* q^2*r^2-5346*a^2*p^2*q^2*r*x-52401*a^2*p^2*q^2*x^2+880*a^2*p^2*q*r^3-26493*a^2* p^2*q*r^2*x-108210*a^2*p^2*q*r*x^2+235828*a^2*p^2*q*x^3+495*a^2*p^2*r^4-24840*a ^2*p^2*r^3*x-17993*a^2*p^2*r^2*x^2+313162*a^2*p^2*r*x^3-55431*a^2*p^2*x^4+4*a^2 *p*q^4*r+224*a^2*p*q^4*x+78*a^2*p*q^3*r^2+505*a^2*p*q^3*r*x-24227*a^2*p*q^3*x^2 +316*a^2*p*q^2*r^3-7404*a^2*p*q^2*r^2*x-98205*a^2*p*q^2*r*x^2+185771*a^2*p*q^2* x^3+440*a^2*p*q*r^4-21935*a^2*p*q*r^3*x-83902*a^2*p*q*r^2*x^2+520865*a^2*p*q*r* x^3-110862*a^2*p*q*x^4+198*a^2*p*r^5-14750*a^2*p*r^4*x+14871*a^2*p*r^3*x^2+ 359995*a^2*p*r^2*x^3-145166*a^2*p*r*x^4+10*a^2*q^5*x+2*a^2*q^4*r^2+222*a^2*q^4* r*x-3112*a^2*q^4*x^2+26*a^2*q^3*r^3+194*a^2*q^3*r^2*x-24658*a^2*q^3*r*x^2+45238 *a^2*q^3*x^3+79*a^2*q^2*r^4-3154*a^2*q^2*r^3*x-51599*a^2*q^2*r^2*x^2+207703*a^2 *q^2*r*x^3-55431*a^2*q^2*x^4+88*a^2*q*r^5-6552*a^2*q*r^4*x-20261*a^2*q*r^3*x^2+ 318387*a^2*q*r^2*x^3-145166*a^2*q*r*x^4+33*a^2*r^6-3416*a^2*r^5*x+11484*a^2*r^4 *x^2+136800*a^2*r^3*x^3-119051*a^2*r^2*x^4+64*a*b^5*c*x+16*a*b^5*p*x-16*a*b^5*r *x-672*a*b^5*x^2+32*a*b^4*c^2*p+32*a*b^4*c^2*r+1040*a*b^4*c^2*x+8*a*b^4*c*g*p+8 *a*b^4*c*g*r+392*a*b^4*c*g*x+40*a*b^4*c*p^2+80*a*b^4*c*p*r+856*a*b^4*c*p*x+328* a*b^4*c*q*x+40*a*b^4*c*r^2-40*a*b^4*c*r*x-14072*a*b^4*c*x^2+4*a*b^4*g*p^2+8*a*b ^4*g*p*r+148*a*b^4*g*p*x+12*a*b^4*g*q*x+4*a*b^4*g*r^2+12*a*b^4*g*r*x-3064*a*b^4 *g*x^2+12*a*b^4*p^3+36*a*b^4*p^2*r+152*a*b^4*p^2*x+196*a*b^4*p*q*x+36*a*b^4*p*r ^2-184*a*b^4*p*r*x-7884*a*b^4*p*x^2+56*a*b^4*q*r*x-3180*a*b^4*q*x^2+12*a*b^4*r^ 3-336*a*b^4*r^2*x-6212*a*b^4*r*x^2+13776*a*b^4*x^3+240*a*b^3*c^3*p+240*a*b^3*c^ 3*r+4736*a*b^3*c^3*x+152*a*b^3*c^2*g*p+152*a*b^3*c^2*g*r+3656*a*b^3*c^2*g*x+440 *a*b^3*c^2*p^2+64*a*b^3*c^2*p*q+880*a*b^3*c^2*p*r+4752*a*b^3*c^2*p*x+64*a*b^3*c ^2*q*r+3664*a*b^3*c^2*q*x+440*a*b^3*c^2*r^2-2344*a*b^3*c^2*r*x-102760*a*b^3*c^2 *x^2+20*a*b^3*c*g^2*p+20*a*b^3*c*g^2*r+728*a*b^3*c*g^2*x+196*a*b^3*c*g*p^2+16*a *b^3*c*g*p*q+392*a*b^3*c*g*p*r+3052*a*b^3*c*g*p*x+16*a*b^3*c*g*q*r+1520*a*b^3*c *g*q*x+196*a*b^3*c*g*r^2+184*a*b^3*c*g*r*x-49820*a*b^3*c*g*x^2+264*a*b^3*c*p^3+ 96*a*b^3*c*p^2*q+792*a*b^3*c*p^2*r+436*a*b^3*c*p^2*x+192*a*b^3*c*p*q*r+3900*a*b ^3*c*p*q*x+792*a*b^3*c*p*r^2-7776*a*b^3*c*p*r*x-114956*a*b^3*c*p*x^2+560*a*b^3* c*q^2*x+96*a*b^3*c*q*r^2+1468*a*b^3*c*q*r*x-57768*a*b^3*c*q*x^2+264*a*b^3*c*r^3 -8212*a*b^3*c*r^2*x-100336*a*b^3*c*r*x^2+164424*a*b^3*c*x^3+12*a*b^3*g^2*p^2+24 *a*b^3*g^2*p*r+364*a*b^3*g^2*p*x+40*a*b^3*g^2*q*x+12*a*b^3*g^2*r^2+176*a*b^3*g^ 2*r*x-5104*a*b^3*g^2*x^2+64*a*b^3*g*p^3+12*a*b^3*g*p^2*q+192*a*b^3*g*p^2*r+460* a*b^3*g*p^2*x+24*a*b^3*g*p*q*r+968*a*b^3*g*p*q*x+192*a*b^3*g*p*r^2-750*a*b^3*g* p*r*x-28206*a*b^3*g*p*x^2+44*a*b^3*g*q^2*x+12*a*b^3*g*q*r^2+530*a*b^3*g*q*r*x-\ 12854*a*b^3*g*q*x^2+64*a*b^3*g*r^3-1210*a*b^3*g*r^2*x-25474*a*b^3*g*r*x^2+45328 *a*b^3*g*x^3+52*a*b^3*p^4+36*a*b^3*p^3*q+208*a*b^3*p^3*r-362*a*b^3*p^3*x+108*a* b^3*p^2*q*r+830*a*b^3*p^2*q*x+312*a*b^3*p^2*r^2-3888*a*b^3*p^2*r*x-30940*a*b^3* p^2*x^2+512*a*b^3*p*q^2*x+108*a*b^3*p*q*r^2+444*a*b^3*p*q*r*x-36170*a*b^3*p*q*x ^2+208*a*b^3*p*r^3-6690*a*b^3*p*r^2*x-54544*a*b^3*p*r*x^2+88728*a*b^3*p*x^3+292 *a*b^3*q^2*r*x-6214*a*b^3*q^2*x^2+36*a*b^3*q*r^3-386*a*b^3*q*r^2*x-30292*a*b^3* q*r*x^2+58440*a*b^3*q*x^3+52*a*b^3*r^4-3164*a*b^3*r^3*x-25686*a*b^3*r^2*x^2+ 90300*a*b^3*r*x^3-24336*a*b^3*x^4+672*a*b^2*c^4*p+672*a*b^2*c^4*r+10272*a*b^2*c ^4*x+680*a*b^2*c^3*g*p+680*a*b^2*c^3*g*r+11784*a*b^2*c^3*g*x+1648*a*b^2*c^3*p^2 +368*a*b^2*c^3*p*q+3296*a*b^2*c^3*p*r+10688*a*b^2*c^3*p*x+368*a*b^2*c^3*q*r+ 12440*a*b^2*c^3*q*x+1648*a*b^2*c^3*r^2-9528*a*b^2*c^3*r*x-308200*a*b^2*c^3*x^2+ 208*a*b^2*c^2*g^2*p+208*a*b^2*c^2*g^2*r+4512*a*b^2*c^2*g^2*x+1312*a*b^2*c^2*g*p ^2+240*a*b^2*c^2*g*p*q+2624*a*b^2*c^2*g*p*r+11916*a*b^2*c^2*g*p*x+240*a*b^2*c^2 *g*q*r+10108*a*b^2*c^2*g*q*x+1312*a*b^2*c^2*g*r^2-3316*a*b^2*c^2*g*r*x-251064*a *b^2*c^2*g*x^2+1464*a*b^2*c^2*p^3+792*a*b^2*c^2*p^2*q+4392*a*b^2*c^2*p^2*r-4024 *a*b^2*c^2*p^2*x+40*a*b^2*c^2*p*q^2+1584*a*b^2*c^2*p*q*r+16136*a*b^2*c^2*p*q*x+ 4392*a*b^2*c^2*p*r^2-46460*a*b^2*c^2*p*r*x-503824*a*b^2*c^2*p*x^2+40*a*b^2*c^2* q^2*r+4344*a*b^2*c^2*q^2*x+792*a*b^2*c^2*q*r^2+3892*a*b^2*c^2*q*r*x-290548*a*b^ 2*c^2*q*x^2+1464*a*b^2*c^2*r^3-42436*a*b^2*c^2*r^2*x-443864*a*b^2*c^2*r*x^2+ 731036*a*b^2*c^2*x^3+18*a*b^2*c*g^3*p+18*a*b^2*c*g^3*r+594*a*b^2*c*g^3*x+288*a* b^2*c*g^2*p^2+32*a*b^2*c*g^2*p*q+576*a*b^2*c*g^2*p*r+4042*a*b^2*c*g^2*p*x+32*a* b^2*c*g^2*q*r+2164*a*b^2*c*g^2*q*x+288*a*b^2*c*g^2*r^2+1020*a*b^2*c*g^2*r*x-\ 60820*a*b^2*c*g^2*x^2+820*a*b^2*c*g*p^3+372*a*b^2*c*g*p^2*q+2460*a*b^2*c*g*p^2* r+182*a*b^2*c*g*p^2*x+10*a*b^2*c*g*p*q^2+744*a*b^2*c*g*p*q*r+10504*a*b^2*c*g*p* q*x+2460*a*b^2*c*g*p*r^2-19256*a*b^2*c*g*p*r*x-282658*a*b^2*c*g*p*x^2+10*a*b^2* c*g*q^2*r+1988*a*b^2*c*g*q^2*x+372*a*b^2*c*g*q*r^2+4966*a*b^2*c*g*q*r*x-152370* a*b^2*c*g*q*x^2+820*a*b^2*c*g*r^3-19438*a*b^2*c*g*r^2*x-262576*a*b^2*c*g*r*x^2+ 394126*a*b^2*c*g*x^3+554*a*b^2*c*p^4+540*a*b^2*c*p^3*q+2216*a*b^2*c*p^3*r-6552* a*b^2*c*p^3*x+82*a*b^2*c*p^2*q^2+1620*a*b^2*c*p^2*q*r+3400*a*b^2*c*p^2*q*x+3324 *a*b^2*c*p^2*r^2-44748*a*b^2*c*p^2*r*x-260964*a*b^2*c*p^2*x^2+164*a*b^2*c*p*q^2 *r+5812*a*b^2*c*p*q^2*x+1620*a*b^2*c*p*q*r^2-8200*a*b^2*c*p*q*r*x-341822*a*b^2* c*p*q*x^2+2216*a*b^2*c*p*r^3-69840*a*b^2*c*p*r^2*x-442362*a*b^2*c*p*r*x^2+ 785816*a*b^2*c*p*x^3+426*a*b^2*c*q^3*x+82*a*b^2*c*q^2*r^2+3616*a*b^2*c*q^2*r*x-\ 81968*a*b^2*c*q^2*x^2+540*a*b^2*c*q*r^3-11600*a*b^2*c*q*r^2*x-305978*a*b^2*c*q* r*x^2+548648*a*b^2*c*q*x^3+554*a*b^2*c*r^4-31644*a*b^2*c*r^3*x-191126*a*b^2*c*r ^2*x^2+854220*a*b^2*c*r*x^3-180672*a*b^2*c*x^4+13*a*b^2*g^3*p^2+26*a*b^2*g^3*p* r+369*a*b^2*g^3*p*x+47*a*b^2*g^3*q*x+13*a*b^2*g^3*r^2+259*a*b^2*g^3*r*x-3986*a* b^2*g^3*x^2+101*a*b^2*g^2*p^3+26*a*b^2*g^2*p^2*q+303*a*b^2*g^2*p^2*r+572*a*b^2* g^2*p^2*x+52*a*b^2*g^2*p*q*r+1483*a*b^2*g^2*p*q*x+303*a*b^2*g^2*p*r^2-797*a*b^2 *g^2*p*r*x-35230*a*b^2*g^2*p*x^2+98*a*b^2*g^2*q^2*x+26*a*b^2*g^2*q*r^2+1031*a*b ^2*g^2*q*r*x-17162*a*b^2*g^2*q*x^2+101*a*b^2*g^2*r^3-1369*a*b^2*g^2*r^2*x-34580 *a*b^2*g^2*r*x^2+53244*a*b^2*g^2*x^3+163*a*b^2*g*p^4+140*a*b^2*g*p^3*q+652*a*b^ 2*g*p^3*r-1365*a*b^2*g*p^3*x+13*a*b^2*g*p^2*q^2+420*a*b^2*g*p^2*q*r+1730*a*b^2* g*p^2*q*x+978*a*b^2*g*p^2*r^2-10969*a*b^2*g*p^2*r*x-75655*a*b^2*g*p^2*x^2+26*a* b^2*g*p*q^2*r+1683*a*b^2*g*p*q^2*x+420*a*b^2*g*p*q*r^2+478*a*b^2*g*p*q*r*x-\ 93684*a*b^2*g*p*q*x^2+652*a*b^2*g*p*r^3-17843*a*b^2*g*p*r^2*x-139154*a*b^2*g*p* r*x^2+210889*a*b^2*g*p*x^3+55*a*b^2*g*q^3*x+13*a*b^2*g*q^2*r^2+1204*a*b^2*g*q^2 *r*x-20072*a*b^2*g*q^2*x^2+140*a*b^2*g*q*r^3-1252*a*b^2*g*q*r^2*x-86640*a*b^2*g *q*r*x^2+144991*a*b^2*g*q*x^3+163*a*b^2*g*r^4-8239*a*b^2*g*r^3*x-68600*a*b^2*g* r^2*x^2+223991*a*b^2*g*r*x^3-55134*a*b^2*g*x^4+75*a*b^2*p^5+114*a*b^2*p^4*q+375 *a*b^2*p^4*r-1572*a*b^2*p^4*x+39*a*b^2*p^3*q^2+456*a*b^2*p^3*q*r-762*a*b^2*p^3* q*x+750*a*b^2*p^3*r^2-11545*a*b^2*p^3*r*x-43025*a*b^2*p^3*x^2+117*a*b^2*p^2*q^2 *r+1347*a*b^2*p^2*q^2*x+684*a*b^2*p^2*q*r^2-7790*a*b^2*p^2*q*r*x-92871*a*b^2*p^ 2*q*x^2+750*a*b^2*p^2*r^3-25203*a*b^2*p^2*r^2*x-101397*a*b^2*p^2*r*x^2+203607*a *b^2*p^2*x^3+537*a*b^2*p*q^3*x+117*a*b^2*p*q^2*r^2+1640*a*b^2*p*q^2*r*x-55836*a *b^2*p*q^2*x^2+456*a*b^2*p*q*r^3-13294*a*b^2*p*q*r^2*x-165048*a*b^2*p*q*r*x^2+ 304362*a*b^2*p*q*x^3+375*a*b^2*p*r^4-22059*a*b^2*p*r^3*x-70886*a*b^2*p*r^2*x^2+ 450836*a*b^2*p*r*x^3-86556*a*b^2*p*x^4+378*a*b^2*q^3*r*x-5990*a*b^2*q^3*x^2+39* a*b^2*q^2*r^3+293*a*b^2*q^2*r^2*x-49644*a*b^2*q^2*r*x^2+100755*a*b^2*q^2*x^3+ 114*a*b^2*q*r^4-6266*a*b^2*q*r^3*x-81638*a*b^2*q*r^2*x^2+326630*a*b^2*q*r*x^3-\ 86556*a*b^2*q*x^4+75*a*b^2*r^5-6829*a*b^2*r^4*x-12514*a*b^2*r^3*x^2+286837*a*b^ 2*r^2*x^3-100704*a*b^2*r*x^4+800*a*b*c^5*p+800*a*b*c^5*r+10912*a*b*c^5*x+1128*a *b*c^4*g*p+1128*a*b*c^4*g*r+16688*a*b*c^4*g*x+2512*a*b*c^4*p^2+656*a*b*c^4*p*q+ 5024*a*b*c^4*p*r+11072*a*b*c^4*p*x+656*a*b*c^4*q*r+17504*a*b*c^4*q*x+2512*a*b*c ^4*r^2-12000*a*b*c^4*r*x-402416*a*b*c^4*x^2+556*a*b*c^3*g^2*p+556*a*b*c^3*g^2*r +9400*a*b*c^3*g^2*x+2928*a*b*c^3*g*p^2+696*a*b*c^3*g*p*q+5856*a*b*c^3*g*p*r+ 17764*a*b*c^3*g*p*x+696*a*b*c^3*g*q*r+21124*a*b*c^3*g*q*x+2928*a*b*c^3*g*r^2-\ 8768*a*b*c^3*g*r*x-475408*a*b*c^3*g*x^2+2980*a*b*c^3*p^3+1896*a*b*c^3*p^2*q+ 8940*a*b*c^3*p^2*r-14732*a*b*c^3*p^2*x+148*a*b*c^3*p*q^2+3792*a*b*c^3*p*q*r+ 24752*a*b*c^3*p*q*x+8940*a*b*c^3*p*r^2-91580*a*b*c^3*p*r*x-860936*a*b*c^3*p*x^2 +148*a*b*c^3*q^2*r+9564*a*b*c^3*q^2*x+1896*a*b*c^3*q*r^2+4508*a*b*c^3*q*r*x-\ 537536*a*b*c^3*q*x^2+2980*a*b*c^3*r^3-76848*a*b*c^3*r^2*x-766112*a*b*c^3*r*x^2+ 1291296*a*b*c^3*x^3+110*a*b*c^2*g^3*p+110*a*b*c^2*g^3*r+2340*a*b*c^2*g^3*x+1144 *a*b*c^2*g^2*p^2+224*a*b*c^2*g^2*p*q+2288*a*b*c^2*g^2*p*r+10016*a*b*c^2*g^2*p*x +224*a*b*c^2*g^2*q*r+8540*a*b*c^2*g^2*q*x+1144*a*b*c^2*g^2*r^2+66*a*b*c^2*g^2*r *x-193184*a*b*c^2*g^2*x^2+2692*a*b*c^2*g*p^3+1584*a*b*c^2*g*p^2*q+8076*a*b*c^2* g*p^2*r-8156*a*b*c^2*g*p^2*x+98*a*b*c^2*g*p*q^2+3168*a*b*c^2*g*p*q*r+26636*a*b* c^2*g*p*q*x+8076*a*b*c^2*g*p*r^2-70294*a*b*c^2*g*p*r*x-783984*a*b*c^2*g*p*x^2+ 98*a*b*c^2*g*q^2*r+8184*a*b*c^2*g*q^2*x+1584*a*b*c^2*g*q*r^2+9992*a*b*c^2*g*q*r *x-470064*a*b*c^2*g*q*x^2+2692*a*b*c^2*g*r^3-62138*a*b*c^2*g*r^2*x-723934*a*b*c ^2*g*r*x^2+1107616*a*b*c^2*g*x^3+1666*a*b*c^2*p^4+1880*a*b*c^2*p^3*q+6664*a*b*c ^2*p^3*r-23494*a*b*c^2*p^3*x+430*a*b*c^2*p^2*q^2+5640*a*b*c^2*p^2*q*r-320*a*b*c ^2*p^2*q*x+9996*a*b*c^2*p^2*r^2-133508*a*b*c^2*p^2*r*x-651736*a*b*c^2*p^2*x^2+8 *a*b*c^2*p*q^3+860*a*b*c^2*p*q^2*r+15284*a*b*c^2*p*q^2*x+5640*a*b*c^2*p*q*r^2-\ 41800*a*b*c^2*p*q*r*x-910060*a*b*c^2*p*q*x^2+6664*a*b*c^2*p*r^3-196534*a*b*c^2* p*r^2*x-1085818*a*b*c^2*p*r*x^2+2052732*a*b*c^2*p*x^3+8*a*b*c^2*q^3*r+2082*a*b* c^2*q^3*x+430*a*b*c^2*q^2*r^2+9424*a*b*c^2*q^2*r*x-254056*a*b*c^2*q^2*x^2+1880* a*b*c^2*q*r^3-41480*a*b*c^2*q*r^2*x-831964*a*b*c^2*q*r*x^2+1500932*a*b*c^2*q*x^ 3+1666*a*b*c^2*r^4-86520*a*b*c^2*r^3*x-455212*a*b*c^2*r^2*x^2+2251888*a*b*c^2*r *x^3-484488*a*b*c^2*x^4+7*a*b*c*g^4*p+7*a*b*c*g^4*r+224*a*b*c*g^4*x+166*a*b*c*g ^3*p^2+20*a*b*c*g^3*p*q+332*a*b*c*g^3*p*r+2281*a*b*c*g^3*p*x+20*a*b*c*g^3*q*r+ 1223*a*b*c*g^3*q*x+166*a*b*c*g^3*r^2+1001*a*b*c*g^3*r*x-31002*a*b*c*g^3*x^2+746 *a*b*c*g^2*p^3+368*a*b*c*g^2*p^2*q+2238*a*b*c*g^2*p^2*r-48*a*b*c*g^2*p^2*x+13*a *b*c*g^2*p*q^2+736*a*b*c*g^2*p*q*r+9004*a*b*c*g^2*p*q*x+2238*a*b*c*g^2*p*r^2-\ 13937*a*b*c*g^2*p*r*x-220542*a*b*c*g^2*p*x^2+13*a*b*c*g^2*q^2*r+1904*a*b*c*g^2* q^2*x+368*a*b*c*g^2*q*r^2+5248*a*b*c*g^2*q*r*x-124020*a*b*c*g^2*q*x^2+746*a*b*c *g^2*r^3-13889*a*b*c*g^2*r^2*x-214621*a*b*c*g^2*r*x^2+299496*a*b*c*g^2*x^3+1029 *a*b*c*g*p^4+1102*a*b*c*g*p^3*q+4116*a*b*c*g*p^3*r-12361*a*b*c*g*p^3*x+215*a*b* c*g*p^2*q^2+3306*a*b*c*g*p^2*q*r+3310*a*b*c*g*p^2*q*x+6174*a*b*c*g*p^2*r^2-\ 75054*a*b*c*g*p^2*r*x-404550*a*b*c*g*p^2*x^2+2*a*b*c*g*p*q^3+430*a*b*c*g*p*q^2* r+10254*a*b*c*g*p*q^2*x+3306*a*b*c*g*p*q*r^2-15140*a*b*c*g*p*q*r*x-547984*a*b*c *g*p*q*x^2+4116*a*b*c*g*p*r^3-113025*a*b*c*g*p*r^2*x-711543*a*b*c*g*p*r*x^2+ 1187110*a*b*c*g*p*x^3+2*a*b*c*g*q^3*r+1045*a*b*c*g*q^3*x+215*a*b*c*g*q^2*r^2+ 7208*a*b*c*g*q^2*r*x-144840*a*b*c*g*q^2*x^2+1102*a*b*c*g*q*r^3-18450*a*b*c*g*q* r^2*x-517272*a*b*c*g*q*r*x^2+851370*a*b*c*g*q*x^3+1029*a*b*c*g*r^4-50332*a*b*c* g*r^3*x-325682*a*b*c*g*r^2*x^2+1314016*a*b*c*g*r*x^3-267124*a*b*c*g*x^4+440*a*b *c*p^5+758*a*b*c*p^4*q+2200*a*b*c*p^4*r-10266*a*b*c*p^4*x+348*a*b*c*p^3*q^2+ 3032*a*b*c*p^3*q*r-9354*a*b*c*p^3*q*x+4400*a*b*c*p^3*r^2-67570*a*b*c*p^3*r*x-\ 208166*a*b*c*p^3*x^2+30*a*b*c*p^2*q^3+1044*a*b*c*p^2*q^2*r+4236*a*b*c*p^2*q^2*x +4548*a*b*c*p^2*q*r^2-58698*a*b*c*p^2*q*r*x-473864*a*b*c*p^2*q*x^2+4400*a*b*c*p ^2*r^3-141114*a*b*c*p^2*r^2*x-467878*a*b*c*p^2*r*x^2+1048300*a*b*c*p^2*x^3+60*a *b*c*p*q^3*r+3474*a*b*c*p*q^3*x+1044*a*b*c*p*q^2*r^2+864*a*b*c*p*q^2*r*x-314066 *a*b*c*p*q^2*x^2+3032*a*b*c*p*q*r^3-89334*a*b*c*p*q*r^2*x-823606*a*b*c*p*q*r*x^ 2+1623696*a*b*c*p*q*x^3+2200*a*b*c*p*r^4-120582*a*b*c*p*r^3*x-295856*a*b*c*p*r^ 2*x^2+2294586*a*b*c*p*r*x^3-464472*a*b*c*p*x^4+150*a*b*c*q^4*x+30*a*b*c*q^3*r^2 +2732*a*b*c*q^3*r*x-48368*a*b*c*q^3*x^2+348*a*b*c*q^2*r^3-3372*a*b*c*q^2*r^2*x-\ 292012*a*b*c*q^2*r*x^2+575396*a*b*c*q^2*x^3+758*a*b*c*q*r^4-39990*a*b*c*q*r^3*x -386114*a*b*c*q*r^2*x^2+1772102*a*b*c*q*r*x^3-464472*a*b*c*q*x^4+440*a*b*c*r^5-\ 36772*a*b*c*r^4*x-36144*a*b*c*r^3*x^2+1383224*a*b*c*r^2*x^3-594328*a*b*c*r*x^4+ 6*a*b*g^4*p^2+12*a*b*g^4*p*r+165*a*b*g^4*p*x+23*a*b*g^4*q*x+6*a*b*g^4*r^2+138*a *b*g^4*r*x-1480*a*b*g^4*x^2+62*a*b*g^3*p^3+18*a*b*g^3*p^2*q+186*a*b*g^3*p^2*r+ 324*a*b*g^3*p^2*x+36*a*b*g^3*p*q*r+898*a*b*g^3*p*q*x+186*a*b*g^3*p*r^2-284*a*b* g^3*p*r*x-18437*a*b*g^3*p*x^2+70*a*b*g^3*q^2*x+18*a*b*g^3*q*r^2+712*a*b*g^3*q*r *x-9341*a*b*g^3*q*x^2+62*a*b*g^3*r^3-608*a*b*g^3*r^2*x-19126*a*b*g^3*r*x^2+ 26592*a*b*g^3*x^3+150*a*b*g^2*p^4+142*a*b*g^2*p^3*q+600*a*b*g^2*p^3*r-1312*a*b* g^2*p^3*x+18*a*b*g^2*p^2*q^2+426*a*b*g^2*p^2*q*r+1227*a*b*g^2*p^2*q*x+900*a*b*g ^2*p^2*r^2-9248*a*b*g^2*p^2*r*x-59050*a*b*g^2*p^2*x^2+36*a*b*g^2*p*q^2*r+1584*a *b*g^2*p*q^2*x+426*a*b*g^2*p*q*r^2+252*a*b*g^2*p*q*r*x-75981*a*b*g^2*p*q*x^2+ 600*a*b*g^2*p*r^3-14560*a*b*g^2*p*r^2*x-112452*a*b*g^2*p*r*x^2+159834*a*b*g^2*p *x^3+77*a*b*g^2*q^3*x+18*a*b*g^2*q^2*r^2+1264*a*b*g^2*q^2*r*x-18301*a*b*g^2*q^2 *x^2+142*a*b*g^2*q*r^3-975*a*b*g^2*q*r^2*x-74757*a*b*g^2*q*r*x^2+113094*a*b*g^2 *q*x^3+150*a*b*g^2*r^4-6624*a*b*g^2*r^3*x-57657*a*b*g^2*r^2*x^2+174608*a*b*g^2* r*x^3-40488*a*b*g^2*x^4+138*a*b*g*p^5+230*a*b*g*p^4*q+690*a*b*g*p^4*r-2932*a*b* g*p^4*x+98*a*b*g*p^3*q^2+920*a*b*g*p^3*q*r-2200*a*b*g*p^3*q*x+1380*a*b*g*p^3*r^ 2-19999*a*b*g*p^3*r*x-65812*a*b*g*p^3*x^2+6*a*b*g*p^2*q^3+294*a*b*g*p^2*q^2*r+ 1812*a*b*g*p^2*q^2*x+1380*a*b*g*p^2*q*r^2-15285*a*b*g*p^2*q*r*x-146033*a*b*g*p^ 2*q*x^2+1380*a*b*g*p^2*r^3-42405*a*b*g*p^2*r^2*x-158452*a*b*g*p^2*r*x^2+306407* a*b*g*p^2*x^3+12*a*b*g*p*q^3*r+1108*a*b*g*p*q^3*x+294*a*b*g*p*q^2*r^2+2051*a*b* g*p*q^2*r*x-93428*a*b*g*p*q^2*x^2+920*a*b*g*p*q*r^3-23970*a*b*g*p*q*r^2*x-\ 267262*a*b*g*p*q*r*x^2+467712*a*b*g*p*q*x^3+690*a*b*g*p*r^4-36541*a*b*g*p*r^3*x -115220*a*b*g*p*r^2*x^2+686687*a*b*g*p*r*x^3-127322*a*b*g*p*x^4+28*a*b*g*q^4*x+ 6*a*b*g*q^3*r^2+901*a*b*g*q^3*r*x-13207*a*b*g*q^3*x^2+98*a*b*g*q^2*r^3+239*a*b* g*q^2*r^2*x-89134*a*b*g*q^2*r*x^2+161305*a*b*g*q^2*x^3+230*a*b*g*q*r^4-10885*a* b*g*q*r^3*x-135803*a*b*g*q*r^2*x^2+513129*a*b*g*q*r*x^3-127322*a*b*g*q*x^4+138* a*b*g*r^5-11203*a*b*g*r^4*x-22580*a*b*g*r^3*x^2+438036*a*b*g*r^2*x^3-150286*a*b *g*r*x^4+44*a*b*p^6+106*a*b*p^5*q+264*a*b*p^5*r-1455*a*b*p^5*x+80*a*b*p^4*q^2+ 530*a*b*p^4*q*r-2549*a*b*p^4*q*x+660*a*b*p^4*r^2-11124*a*b*p^4*r*x-23683*a*b*p^ 4*x^2+18*a*b*p^3*q^3+320*a*b*p^3*q^2*r-487*a*b*p^3*q^2*x+1060*a*b*p^3*q*r^2-\ 17154*a*b*p^3*q*r*x-77044*a*b*p^3*q*x^2+880*a*b*p^3*r^3-29946*a*b*p^3*r^2*x-\ 60518*a*b*p^3*r*x^2+173185*a*b*p^3*x^3+54*a*b*p^2*q^3*r+853*a*b*p^2*q^3*x+480*a *b*p^2*q^2*r^2-4884*a*b*p^2*q^2*r*x-85818*a*b*p^2*q^2*x^2+1060*a*b*p^2*q*r^3-\ 36168*a*b*p^2*q*r^2*x-182355*a*b*p^2*q*r*x^2+419441*a*b*p^2*q*x^3+660*a*b*p^2*r ^4-37644*a*b*p^2*r^3*x-29144*a*b*p^2*r^2*x^2+561103*a*b*p^2*r*x^3-110862*a*b*p^ 2*x^4+246*a*b*p*q^4*x+54*a*b*p*q^3*r^2+1338*a*b*p*q^3*r*x-35236*a*b*p*q^3*x^2+ 320*a*b*p*q^2*r^3-8307*a*b*p*q^2*r^2*x-154704*a*b*p*q^2*r*x^2+319327*a*b*p*q^2* x^3+530*a*b*p*q*r^4-31070*a*b*p*q*r^3*x-136807*a*b*p*q*r^2*x^2+911288*a*b*p*q*r *x^3-221724*a*b*p*q*x^4+264*a*b*p*r^5-22671*a*b*p*r^4*x+28534*a*b*p*r^3*x^2+ 636472*a*b*p*r^2*x^3-290332*a*b*p*r*x^4+192*a*b*q^4*r*x-2779*a*b*q^4*x^2+18*a*b *q^3*r^3+485*a*b*q^3*r^2*x-32867*a*b*q^3*r*x^2+73071*a*b*q^3*x^3+80*a*b*q^2*r^4 -3910*a*b*q^2*r^3*x-79043*a*b*q^2*r^2*x^2+350185*a*b*q^2*r*x^3-110862*a*b*q^2*x ^4+106*a*b*q*r^5-9507*a*b*q*r^4*x-31496*a*b*q*r^3*x^2+553256*a*b*q*r^2*x^3-\ 290332*a*b*q*r*x^4+44*a*b*r^6-5304*a*b*r^5*x+20843*a*b*r^4*x^2+239692*a*b*r^3*x ^3-238102*a*b*r^2*x^4+336*a*c^6*p+336*a*c^6*r+4480*a*c^6*x+616*a*c^5*g*p+616*a* c^5*g*r+8656*a*c^5*g*x+1328*a*c^5*p^2+368*a*c^5*p*q+2656*a*c^5*p*r+4544*a*c^5*p *x+368*a*c^5*q*r+8848*a*c^5*q*x+1328*a*c^5*r^2-4192*a*c^5*r*x-190136*a*c^5*x^2+ 428*a*c^4*g^2*p+428*a*c^4*g^2*r+6520*a*c^4*g^2*x+2068*a*c^4*g*p^2+544*a*c^4*g*p *q+4136*a*c^4*g*p*r+9416*a*c^4*g*p*x+544*a*c^4*g*q*r+14204*a*c^4*g*q*x+2068*a*c ^4*g*r^2-4424*a*c^4*g*r*x-299212*a*c^4*g*x^2+1996*a*c^4*p^3+1384*a*c^4*p^2*q+ 5988*a*c^4*p^2*r-12104*a*c^4*p^2*x+124*a*c^4*p*q^2+2768*a*c^4*p*q*r+13108*a*c^4 *p*q*x+5988*a*c^4*p*r^2-57236*a*c^4*p*r*x-502216*a*c^4*p*x^2+124*a*c^4*q^2*r+ 6536*a*c^4*q^2*x+1384*a*c^4*q*r^2+3376*a*c^4*q*r*x-329424*a*c^4*q*x^2+1996*a*c^ 4*r^3-45132*a*c^4*r^2*x-456508*a*c^4*r*x^2+769344*a*c^4*x^3+138*a*c^3*g^3*p+138 *a*c^3*g^3*r+2396*a*c^3*g^3*x+1188*a*c^3*g^2*p^2+284*a*c^3*g^2*p*q+2376*a*c^3*g ^2*p*r+7408*a*c^3*g^2*p*x+284*a*c^3*g^2*q*r+8464*a*c^3*g^2*q*x+1188*a*c^3*g^2*r ^2-596*a*c^3*g^2*r*x-175810*a*c^3*g^2*x^2+2538*a*c^3*g*p^3+1684*a*c^3*g*p^2*q+ 7614*a*c^3*g*p^2*r-12034*a*c^3*g*p^2*x+136*a*c^3*g*p*q^2+3368*a*c^3*g*p*q*r+ 19774*a*c^3*g*p*q*x+7614*a*c^3*g*p*r^2-65364*a*c^3*g*p*r*x-646106*a*c^3*g*p*x^2 +136*a*c^3*g*q^2*r+8204*a*c^3*g*q^2*x+1684*a*c^3*g*q*r^2+7536*a*c^3*g*q*r*x-\ 413014*a*c^3*g*q*x^2+2538*a*c^3*g*r^3-53330*a*c^3*g*r^2*x-599822*a*c^3*g*r*x^2+ 938696*a*c^3*g*x^3+1480*a*c^3*p^4+1816*a*c^3*p^3*q+5920*a*c^3*p^3*r-22656*a*c^3 *p^3*x+492*a*c^3*p^2*q^2+5448*a*c^3*p^2*q*r-6330*a*c^3*p^2*q*x+8880*a*c^3*p^2*r ^2-115668*a*c^3*p^2*r*x-497990*a*c^3*p^2*x^2+12*a*c^3*p*q^3+984*a*c^3*p*q^2*r+ 11550*a*c^3*p*q^2*x+5448*a*c^3*p*q*r^2-43388*a*c^3*p*q*r*x-724032*a*c^3*p*q*x^2 +5920*a*c^3*p*r^3-163368*a*c^3*p*r^2*x-832072*a*c^3*p*r*x^2+1616276*a*c^3*p*x^3 +12*a*c^3*q^3*r+2232*a*c^3*q^3*x+492*a*c^3*q^2*r^2+7852*a*c^3*q^2*r*x-220026*a* c^3*q^2*x^2+1816*a*c^3*q*r^3-37058*a*c^3*q*r^2*x-675734*a*c^3*q*r*x^2+1217700*a *c^3*q*x^3+1480*a*c^3*r^4-70356*a*c^3*r^3*x-352048*a*c^3*r^2*x^2+1771176*a*c^3* r*x^3-399040*a*c^3*x^4+20*a*c^2*g^4*p+20*a*c^2*g^4*r+434*a*c^2*g^4*x+305*a*c^2* g^3*p^2+60*a*c^2*g^3*p*q+610*a*c^2*g^3*p*r+2726*a*c^2*g^3*p*x+60*a*c^2*g^3*q*r+ 2251*a*c^2*g^3*q*x+305*a*c^2*g^3*r^2+726*a*c^2*g^3*r*x-47313*a*c^2*g^3*x^2+1132 *a*c^2*g^2*p^3+692*a*c^2*g^2*p^2*q+3396*a*c^2*g^2*p^2*r-3251*a*c^2*g^2*p^2*x+45 *a*c^2*g^2*p*q^2+1384*a*c^2*g^2*p*q*r+10748*a*c^2*g^2*p*q*x+3396*a*c^2*g^2*p*r^ 2-24421*a*c^2*g^2*p*r*x-293619*a*c^2*g^2*p*x^2+45*a*c^2*g^2*q^2*r+3484*a*c^2*g^ 2*q^2*x+692*a*c^2*g^2*q*r^2+5624*a*c^2*g^2*q*r*x-180411*a*c^2*g^2*q*x^2+1132*a* c^2*g^2*r^3-21170*a*c^2*g^2*r^2*x-281798*a*c^2*g^2*r*x^2+403112*a*c^2*g^2*x^3+ 1433*a*c^2*g*p^4+1708*a*c^2*g*p^3*q+5732*a*c^2*g*p^3*r-19857*a*c^2*g*p^3*x+429* a*c^2*g*p^2*q^2+5124*a*c^2*g*p^2*q*r-2480*a*c^2*g*p^2*q*x+8598*a*c^2*g*p^2*r^2-\ 105134*a*c^2*g*p^2*r*x-488180*a*c^2*g*p^2*x^2+8*a*c^2*g*p*q^3+858*a*c^2*g*p*q^2 *r+12424*a*c^2*g*p*q^2*x+5124*a*c^2*g*p*q*r^2-32746*a*c^2*g*p*q*r*x-696642*a*c^ 2*g*p*q*x^2+5732*a*c^2*g*p*r^3-150697*a*c^2*g*p*r^2*x-843919*a*c^2*g*p*r*x^2+ 1494686*a*c^2*g*p*x^3+8*a*c^2*g*q^3*r+2001*a*c^2*g*q^3*x+429*a*c^2*g*q^2*r^2+ 8936*a*c^2*g*q^2*r*x-205406*a*c^2*g*q^2*x^2+1708*a*c^2*g*q*r^3-30266*a*c^2*g*q* r^2*x-663392*a*c^2*g*q*r*x^2+1111090*a*c^2*g*q*x^3+1433*a*c^2*g*r^4-65420*a*c^2 *g*r^3*x-377174*a*c^2*g*r^2*x^2+1657546*a*c^2*g*r*x^3-344544*a*c^2*g*x^4+578*a* c^2*p^5+1072*a*c^2*p^4*q+2890*a*c^2*p^4*r-14272*a*c^2*p^4*x+566*a*c^2*p^3*q^2+ 4288*a*c^2*p^3*q*r-16480*a*c^2*p^3*q*x+5780*a*c^2*p^3*r^2-87876*a*c^2*p^3*r*x-\ 233366*a*c^2*p^3*x^2+72*a*c^2*p^2*q^3+1698*a*c^2*p^2*q^2*r+1788*a*c^2*p^2*q^2*x +6432*a*c^2*p^2*q*r^2-85972*a*c^2*p^2*q*r*x-549738*a*c^2*p^2*q*x^2+5780*a*c^2*p ^2*r^3-177996*a*c^2*p^2*r^2*x-513444*a*c^2*p^2*r*x^2+1227064*a*c^2*p^2*x^3+144* a*c^2*p*q^3*r+4344*a*c^2*p*q^3*x+1698*a*c^2*p*q^2*r^2-5654*a*c^2*p*q^2*r*x-\ 386118*a*c^2*p*q^2*x^2+4288*a*c^2*p*q*r^3-122504*a*c^2*p*q*r^2*x-950682*a*c^2*p *q*r*x^2+1944796*a*c^2*p*q*x^3+2890*a*c^2*p*r^4-149452*a*c^2*p*r^3*x-309916*a*c ^2*p*r^2*x^2+2659114*a*c^2*p*r*x^3-568148*a*c^2*p*x^4+348*a*c^2*q^4*x+72*a*c^2* q^3*r^2+3730*a*c^2*q^3*r*x-69746*a*c^2*q^3*x^2+566*a*c^2*q^2*r^3-7442*a*c^2*q^2 *r^2*x-368064*a*c^2*q^2*r*x^2+717732*a*c^2*q^2*x^3+1072*a*c^2*q*r^4-53012*a*c^2 *q*r^3*x-439528*a*c^2*q*r^2*x^2+2125406*a*c^2*q*r*x^3-568148*a*c^2*q*x^4+578*a* c^2*r^5-45060*a*c^2*r^4*x-29838*a*c^2*r^3*x^2+1561518*a*c^2*r^2*x^3-739336*a*c^ 2*r*x^4+a*c*g^5*p+a*c*g^5*r+32*a*c*g^5*x+33*a*c*g^4*p^2+4*a*c*g^4*p*q+66*a*c*g^ 4*p*r+458*a*c*g^4*p*x+4*a*c*g^4*q*r+240*a*c*g^4*q*x+33*a*c*g^4*r^2+271*a*c*g^4* r*x-5644*a*c*g^4*x^2+207*a*c*g^3*p^3+106*a*c*g^3*p^2*q+621*a*c*g^3*p^2*r+4*a*c* g^3*p^2*x+4*a*c*g^3*p*q^2+212*a*c*g^3*p*q*r+2443*a*c*g^3*p*q*x+621*a*c*g^3*p*r^ 2-3074*a*c*g^3*p*r*x-54948*a*c*g^3*p*x^2+4*a*c*g^3*q^2*r+540*a*c*g^3*q^2*x+106* a*c*g^3*q*r^2+1672*a*c*g^3*q*r*x-31706*a*c*g^3*q*x^2+207*a*c*g^3*r^3-3078*a*c*g ^3*r^2*x-55435*a*c*g^3*r*x^2+72630*a*c*g^3*x^3+437*a*c*g^2*p^4+493*a*c*g^2*p^3* q+1748*a*c*g^2*p^3*r-5196*a*c*g^2*p^3*x+106*a*c*g^2*p^2*q^2+1479*a*c*g^2*p^2*q* r+799*a*c*g^2*p^2*q*x+2622*a*c*g^2*p^2*r^2-29358*a*c*g^2*p^2*r*x-151532*a*c*g^2 *p^2*x^2+a*c*g^2*p*q^3+212*a*c*g^2*p*q^2*r+4259*a*c*g^2*p*q^2*x+1479*a*c*g^2*p* q*r^2-5773*a*c*g^2*p*q*r*x-210133*a*c*g^2*p*q*x^2+1748*a*c*g^2*p*r^3-43128*a*c* g^2*p*r^2*x-275460*a*c*g^2*p*r*x^2+432644*a*c*g^2*p*x^3+a*c*g^2*q^3*r+505*a*c*g ^2*q^3*x+106*a*c*g^2*q^2*r^2+3306*a*c*g^2*q^2*r*x-59003*a*c*g^2*q^2*x^2+493*a*c *g^2*q*r^3-6572*a*c*g^2*q*r^2*x-206349*a*c*g^2*q*r*x^2+316162*a*c*g^2*q*x^3+437 *a*c*g^2*r^4-18966*a*c*g^2*r^3*x-132527*a*c*g^2*r^2*x^2+484967*a*c*g^2*r*x^3-\ 95720*a*c*g^2*x^4+376*a*c*g*p^5+685*a*c*g*p^4*q+1880*a*c*g*p^4*r-8735*a*c*g*p^4 *x+348*a*c*g*p^3*q^2+2740*a*c*g*p^3*q*r-9266*a*c*g*p^3*q*x+3760*a*c*g*p^3*r^2-\ 54884*a*c*g*p^3*r*x-154265*a*c*g*p^3*x^2+39*a*c*g*p^2*q^3+1044*a*c*g*p^2*q^2*r+ 2290*a*c*g*p^2*q^2*x+4110*a*c*g*p^2*q*r^2-50504*a*c*g*p^2*q*r*x-357890*a*c*g*p^ 2*q*x^2+3760*a*c*g*p^2*r^3-112242*a*c*g*p^2*r^2*x-355576*a*c*g*p^2*r*x^2+762917 *a*c*g*p^2*x^3+78*a*c*g*p*q^3*r+3012*a*c*g*p*q^3*x+1044*a*c*g*p*q^2*r^2-535*a*c *g*p*q^2*r*x-246531*a*c*g*p*q^2*x^2+2740*a*c*g*p*q*r^3-73210*a*c*g*p*q*r^2*x-\ 639403*a*c*g*p*q*r*x^2+1197724*a*c*g*p*q*x^3+1880*a*c*g*p*r^4-94772*a*c*g*p*r^3 *x-238270*a*c*g*p*r^2*x^2+1684237*a*c*g*p*r*x^3-329108*a*c*g*p*x^4+191*a*c*g*q^ 4*x+39*a*c*g*q^3*r^2+2599*a*c*g*q^3*r*x-42906*a*c*g*q^3*x^2+348*a*c*g*q^2*r^3-\ 2825*a*c*g*q^2*r^2*x-239488*a*c*g*q^2*r*x^2+434807*a*c*g*q^2*x^3+685*a*c*g*q*r^ 4-31972*a*c*g*q*r^3*x-310602*a*c*g*q*r^2*x^2+1323761*a*c*g*q*r*x^3-329108*a*c*g *q*x^4+376*a*c*g*r^5-28679*a*c*g*r^4*x-36959*a*c*g*r^3*x^2+1024331*a*c*g*r^2*x^ 3-422354*a*c*g*r*x^4+114*a*c*p^6+292*a*c*p^5*q+684*a*c*p^5*r-3929*a*c*p^5*x+246 *a*c*p^4*q^2+1460*a*c*p^4*q*r-7833*a*c*p^4*q*x+1710*a*c*p^4*r^2-28588*a*c*p^4*r *x-51765*a*c*p^4*x^2+72*a*c*p^3*q^3+984*a*c*p^3*q^2*r-3201*a*c*p^3*q^2*x+2920*a *c*p^3*q*r^2-48036*a*c*p^3*q*r*x-173538*a*c*p^3*q*x^2+2280*a*c*p^3*r^3-75062*a* c*p^3*r^2*x-124604*a*c*p^3*r*x^2+401775*a*c*p^3*x^3+4*a*c*p^2*q^4+216*a*c*p^2*q ^3*r+1401*a*c*p^2*q^3*x+1476*a*c*p^2*q^2*r^2-18324*a*c*p^2*q^2*r*x-201924*a*c*p ^2*q^2*x^2+2920*a*c*p^2*q*r^3-97110*a*c*p^2*q*r^2*x-397773*a*c*p^2*q*r*x^2+ 990909*a*c*p^2*q*x^3+1710*a*c*p^2*r^4-92948*a*c*p^2*r^3*x-39946*a*c*p^2*r^2*x^2 +1280793*a*c*p^2*r*x^3-268570*a*c*p^2*x^4+8*a*c*p*q^4*r+718*a*c*p*q^4*x+216*a*c *p*q^3*r^2+1772*a*c*p*q^3*r*x-90294*a*c*p*q^3*x^2+984*a*c*p*q^2*r^3-27045*a*c*p *q^2*r^2*x-360360*a*c*p*q^2*r*x^2+776493*a*c*p*q^2*x^3+1460*a*c*p*q*r^4-81444*a *c*p*q*r^3*x-279257*a*c*p*q*r^2*x^2+2131238*a*c*p*q*r*x^3-537140*a*c*p*q*x^4+ 684*a*c*p*r^5-55417*a*c*p*r^4*x+86860*a*c*p*r^3*x^2+1413354*a*c*p*r^2*x^3-\ 703376*a*c*p*r*x^4+20*a*c*q^5*x+4*a*c*q^4*r^2+648*a*c*q^4*r*x-10143*a*c*q^4*x^2 +72*a*c*q^3*r^3+371*a*c*q^3*r^2*x-87191*a*c*q^3*r*x^2+187359*a*c*q^3*x^3+246*a* c*q^2*r^4-11922*a*c*q^2*r^3*x-178921*a*c*q^2*r^2*x^2+850445*a*c*q^2*r*x^3-\ 268570*a*c*q^2*x^4+292*a*c*q*r^5-24537*a*c*q*r^4*x-55022*a*c*q*r^3*x^2+1251374* a*c*q*r^2*x^3-703376*a*c*q*r*x^4+114*a*c*r^6-12872*a*c*r^5*x+53967*a*c*r^4*x^2+ 516320*a*c*r^3*x^3-534246*a*c*r^2*x^4+a*g^5*p^2+2*a*g^5*p*r+27*a*g^5*p*x+4*a*g^ 5*q*x+a*g^5*r^2+25*a*g^5*r*x-211*a*g^5*x^2+13*a*g^4*p^3+4*a*g^4*p^2*q+39*a*g^4* p^2*r+67*a*g^4*p^2*x+8*a*g^4*p*q*r+187*a*g^4*p*q*x+39*a*g^4*p*r^2-25*a*g^4*p*r* x-3444*a*g^4*p*x^2+16*a*g^4*q^2*x+4*a*g^4*q*r^2+161*a*g^4*q*r*x-1788*a*g^4*q*x^ 2+13*a*g^4*r^3-92*a*g^4*r^2*x-3714*a*g^4*r*x^2+4790*a*g^4*x^3+42*a*g^3*p^4+42*a *g^3*p^3*q+168*a*g^3*p^3*r-371*a*g^3*p^3*x+6*a*g^3*p^2*q^2+126*a*g^3*p^2*q*r+ 290*a*g^3*p^2*q*x+252*a*g^3*p^2*r^2-2421*a*g^3*p^2*r*x-14765*a*g^3*p^2*x^2+12*a *g^3*p*q^2*r+450*a*g^3*p*q^2*x+126*a*g^3*p*q*r^2+76*a*g^3*p*q*r*x-19502*a*g^3*p *q*x^2+168*a*g^3*p*r^3-3729*a*g^3*p*r^2*x-28941*a*g^3*p*r*x^2+38813*a*g^3*p*x^3 +26*a*g^3*q^3*x+6*a*g^3*q^2*r^2+384*a*g^3*q^2*r*x-5034*a*g^3*q^2*x^2+42*a*g^3*q *r^3-214*a*g^3*q*r^2*x-20012*a*g^3*q*r*x^2+28001*a*g^3*q*x^3+42*a*g^3*r^4-1679* a*g^3*r^3*x-15340*a*g^3*r^2*x^2+43212*a*g^3*r*x^3-9612*a*g^3*x^4+58*a*g^2*p^5+ 102*a*g^2*p^4*q+290*a*g^2*p^4*r-1243*a*g^2*p^4*x+48*a*g^2*p^3*q^2+408*a*g^2*p^3 *q*r-1124*a*g^2*p^3*q*x+580*a*g^2*p^3*r^2-8095*a*g^2*p^3*r*x-24407*a*g^2*p^3*x^ 2+4*a*g^2*p^2*q^3+144*a*g^2*p^2*q^2*r+596*a*g^2*p^2*q^2*x+612*a*g^2*p^2*q*r^2-\ 6632*a*g^2*p^2*q*r*x-55301*a*g^2*p^2*q*x^2+580*a*g^2*p^2*r^3-16827*a*g^2*p^2*r^ 2*x-60019*a*g^2*p^2*r*x^2+111597*a*g^2*p^2*x^3+8*a*g^2*p*q^3*r+496*a*g^2*p*q^3* x+144*a*g^2*p*q^2*r^2+655*a*g^2*p*q^2*r*x-36925*a*g^2*p*q^2*x^2+408*a*g^2*p*q*r ^3-9892*a*g^2*p*q*r^2*x-103749*a*g^2*p*q*r*x^2+173003*a*g^2*p*q*x^3+290*a*g^2*p *r^4-14341*a*g^2*p*r^3*x-45345*a*g^2*p*r^2*x^2+252608*a*g^2*p*r*x^3-45463*a*g^2 *p*x^4+19*a*g^2*q^4*x+4*a*g^2*q^3*r^2+432*a*g^2*q^3*r*x-6031*a*g^2*q^3*x^2+48*a *g^2*q^2*r^3+59*a*g^2*q^2*r^2*x-36882*a*g^2*q^2*r*x^2+61406*a*g^2*q^2*x^3+102*a *g^2*q*r^4-4384*a*g^2*q*r^3*x-54069*a*g^2*q*r^2*x^2+192957*a*g^2*q*r*x^3-45463* a*g^2*q*x^4+58*a*g^2*r^5-4366*a*g^2*r^4*x-9733*a*g^2*r^3*x^2+162288*a*g^2*r^2*x ^3-54133*a*g^2*r*x^4+37*a*g*p^6+94*a*g*p^5*q+222*a*g*p^5*r-1232*a*g*p^5*x+78*a* g*p^4*q^2+470*a*g*p^4*q*r-2376*a*g*p^4*q*x+555*a*g*p^4*r^2-9085*a*g*p^4*r*x-\ 17214*a*g*p^4*x^2+22*a*g*p^3*q^3+312*a*g*p^3*q^2*r-821*a*g*p^3*q^2*x+940*a*g*p^ 3*q*r^2-14820*a*g*p^3*q*r*x-56967*a*g*p^3*q*x^2+740*a*g*p^3*r^3-24020*a*g*p^3*r ^2*x-44085*a*g*p^3*r*x^2+125760*a*g*p^3*x^3+a*g*p^2*q^4+66*a*g*p^2*q^3*r+563*a* g*p^2*q^3*x+468*a*g*p^2*q^2*r^2-5054*a*g*p^2*q^2*r*x-65355*a*g*p^2*q^2*x^2+940* a*g*p^2*q*r^3-30204*a*g*p^2*q*r^2*x-136188*a*g*p^2*q*r*x^2+307980*a*g*p^2*q*x^3 +555*a*g*p^2*r^4-29870*a*g*p^2*r^3*x-21092*a*g*p^2*r^2*x^2+409944*a*g*p^2*r*x^3 -78295*a*g*p^2*x^4+2*a*g*p*q^4*r+245*a*g*p*q^4*x+66*a*g*p*q^3*r^2+896*a*g*p*q^3 *r*x-28665*a*g*p*q^3*x^2+312*a*g*p*q^2*r^3-7645*a*g*p*q^2*r^2*x-120284*a*g*p*q^ 2*r*x^2+238680*a*g*p*q^2*x^3+470*a*g*p*q*r^4-25452*a*g*p*q*r^3*x-103599*a*g*p*q *r^2*x^2+674530*a*g*p*q*r*x^3-156590*a*g*p*q*x^4+222*a*g*p*r^5-17860*a*g*p*r^4* x+21215*a*g*p*r^3*x^2+467413*a*g*p*r^2*x^3-204937*a*g*p*r*x^4+5*a*g*q^5*x+a*g*q ^4*r^2+215*a*g*q^4*r*x-3063*a*g*q^4*x^2+22*a*g*q^3*r^3+333*a*g*q^3*r^2*x-28181* a*g*q^3*r*x^2+56460*a*g*q^3*x^3+78*a*g*q^2*r^4-3412*a*g*q^2*r^3*x-62508*a*g*q^2 *r^2*x^2+264586*a*g*q^2*r*x^3-78295*a*g*q^2*x^4+94*a*g*q*r^5-7692*a*g*q*r^4*x-\ 24378*a*g*q*r^3*x^2+410271*a*g*q*r^2*x^3-204937*a*g*q*r*x^4+37*a*g*r^6-4157*a*g *r^5*x+15436*a*g*r^4*x^2+176553*a*g*r^3*x^3-166082*a*g*r^2*x^4+9*a*p^7+30*a*p^6 *q+63*a*p^6*r-400*a*p^6*x+36*a*p^5*q^2+180*a*p^5*q*r-1139*a*p^5*q*x+189*a*p^5*r ^2-3349*a*p^5*r*x-4343*a*p^5*x^2+18*a*p^4*q^3+180*a*p^4*q^2*r-976*a*p^4*q^2*x+ 450*a*p^4*q*r^2-8207*a*p^4*q*r*x-19350*a*p^4*q*x^2+315*a*p^4*r^3-10745*a*p^4*r^ 2*x-9399*a*p^4*r*x^2+48072*a*p^4*x^3+3*a*p^3*q^4+72*a*p^3*q^3*r-94*a*p^3*q^3*x+ 360*a*p^3*q^2*r^2-6109*a*p^3*q^2*r*x-32483*a*p^3*q^2*x^2+600*a*p^3*q*r^3-21438* a*p^3*q*r^2*x-49101*a*p^3*q*r*x^2+162591*a*p^3*q*x^3+315*a*p^3*r^4-17490*a*p^3* r^3*x+11048*a*p^3*r^2*x^2+198893*a*p^3*r*x^3-42128*a*p^3*x^4+9*a*p^2*q^4*r+184* a*p^2*q^4*x+108*a*p^2*q^3*r^2-959*a*p^2*q^3*r*x-24779*a*p^2*q^3*x^2+360*a*p^2*q ^2*r^3-12471*a*p^2*q^2*r^2*x-77541*a*p^2*q^2*r*x^2+199341*a*p^2*q^2*x^3+450*a*p ^2*q*r^4-26462*a*p^2*q*r^3*x-26472*a*p^2*q*r^2*x^2+511743*a*p^2*q*r*x^3-126384* a*p^2*q*x^4+189*a*p^2*r^5-15490*a*p^2*r^4*x+46108*a*p^2*r^3*x^2+309018*a*p^2*r^ 2*x^3-165869*a*p^2*r*x^4+41*a*p*q^5*x+9*a*p*q^4*r^2+326*a*p*q^4*r*x-7794*a*p*q^ 4*x^2+72*a*p*q^3*r^3-1636*a*p*q^3*r^2*x-45375*a*p*q^3*r*x^2+103197*a*p*q^3*x^3+ 180*a*p*q^2*r^4-10519*a*p*q^2*r^3*x-61251*a*p*q^2*r^2*x^2+426807*a*p*q^2*r*x^3-\ 126384*a*p*q^2*x^4+180*a*p*q*r^5-15743*a*p*q*r^4*x+16959*a*p*q*r^3*x^2+559767*a *p*q*r^2*x^3-331738*a*p*q*r*x^4+63*a*p*r^6-7145*a*p*r^5*x+43191*a*p*r^4*x^2+ 205028*a*p*r^3*x^3-242494*a*p*r^2*x^4+34*a*q^5*r*x-491*a*q^5*x^2+3*a*q^4*r^3+ 142*a*q^4*r^2*x-7536*a*q^4*r*x^2+18375*a*q^4*x^3+18*a*q^3*r^4-771*a*q^3*r^3*x-\ 23731*a*q^3*r^2*x^2+113957*a*q^3*r*x^3-42128*a*q^3*x^4+36*a*q^2*r^5-3181*a*q^2* r^4*x-16193*a*q^2*r^3*x^2+250749*a*q^2*r^2*x^3-165869*a*q^2*r*x^4+30*a*q*r^6-\ 3651*a*q*r^5*x+13680*a*q*r^4*x^2+204598*a*q*r^3*x^3-242494*a*q*r^2*x^4+9*a*r^7-\ 1349*a*r^6*x+13187*a*r^5*x^2+46831*a*r^4*x^3-113931*a*r^3*x^4-64*b^6*x^2+144*b^ 5*c^2*x+32*b^5*c*g*x+128*b^5*c*p*x+48*b^5*c*r*x-1760*b^5*c*x^2+8*b^5*g*p*x-8*b^ 5*g*r*x-432*b^5*g*x^2+28*b^5*p^2*x-1024*b^5*p*x^2-264*b^5*q*x^2-28*b^5*r^2*x-\ 536*b^5*r*x^2+2288*b^5*x^3+16*b^4*c^3*p+16*b^4*c^3*r+880*b^4*c^3*x+8*b^4*c^2*g* p+8*b^4*c^2*g*r+592*b^4*c^2*g*x+32*b^4*c^2*p^2+64*b^4*c^2*p*r+976*b^4*c^2*p*x+ 464*b^4*c^2*q*x+32*b^4*c^2*r^2-368*b^4*c^2*r*x-19096*b^4*c^2*x^2+96*b^4*c*g^2*x +12*b^4*c*g*p^2+24*b^4*c*g*p*r+496*b^4*c*g*p*x+132*b^4*c*g*q*x+12*b^4*c*g*r^2-\ 48*b^4*c*g*r*x-9024*b^4*c*g*x^2+20*b^4*c*p^3+60*b^4*c*p^2*r+288*b^4*c*p^2*x+580 *b^4*c*p*q*x+60*b^4*c*p*r^2-1120*b^4*c*p*r*x-21428*b^4*c*p*x^2+344*b^4*c*q*r*x-\ 8776*b^4*c*q*x^2+20*b^4*c*r^3-1408*b^4*c*r^2*x-16188*b^4*c*r*x^2+34636*b^4*c*x^ 3+36*b^4*g^2*p*x-12*b^4*g^2*r*x-992*b^4*g^2*x^2+4*b^4*g*p^3+12*b^4*g*p^2*r+92*b ^4*g*p^2*x+84*b^4*g*p*q*x+12*b^4*g*p*r^2-128*b^4*g*p*r*x-5052*b^4*g*p*x^2+24*b^ 4*g*q*r*x-1852*b^4*g*q*x^2+4*b^4*g*r^3-220*b^4*g*r^2*x-3644*b^4*g*r*x^2+9800*b^ 4*g*x^3+4*b^4*p^4+16*b^4*p^3*r+10*b^4*p^3*x+180*b^4*p^2*q*x+24*b^4*p^2*r^2-486* b^4*p^2*r*x-5832*b^4*p^2*x^2+180*b^4*p*q*r*x-5838*b^4*p*q*x^2+16*b^4*p*r^3-1002 *b^4*p*r^2*x-9164*b^4*p*r*x^2+18806*b^4*p*x^3-252*b^4*q^2*x^2-3512*b^4*q*r*x^2+ 11234*b^4*q*x^3+4*b^4*r^4-506*b^4*r^3*x-3632*b^4*r^2*x^2+17506*b^4*r*x^3-6084*b ^4*x^4+96*b^3*c^4*p+96*b^3*c^4*r+2400*b^3*c^4*x+88*b^3*c^3*g*p+88*b^3*c^3*g*r+ 2600*b^3*c^3*g*x+240*b^3*c^3*p^2+32*b^3*c^3*p*q+480*b^3*c^3*p*r+2840*b^3*c^3*p* x+32*b^3*c^3*q*r+2544*b^3*c^3*q*x+240*b^3*c^3*r^2-3480*b^3*c^3*r*x-81912*b^3*c^ 3*x^2+20*b^3*c^2*g^2*p+20*b^3*c^2*g^2*r+924*b^3*c^2*g^2*x+180*b^3*c^2*g*p^2+16* b^3*c^2*g*p*q+360*b^3*c^2*g*p*r+2768*b^3*c^2*g*p*x+16*b^3*c^2*g*q*r+1892*b^3*c^ 2*g*q*x+180*b^3*c^2*g*r^2-2020*b^3*c^2*g*r*x-65840*b^3*c^2*g*x^2+216*b^3*c^2*p^ 3+72*b^3*c^2*p^2*q+648*b^3*c^2*p^2*r+40*b^3*c^2*p^2*x+144*b^3*c^2*p*q*r+3916*b^ 3*c^2*p*q*x+648*b^3*c^2*p*r^2-11452*b^3*c^2*p*r*x-133052*b^3*c^2*p*x^2+572*b^3* c^2*q^2*x+72*b^3*c^2*q*r^2+904*b^3*c^2*q*r*x-68636*b^3*c^2*q*x^2+216*b^3*c^2*r^ 3-11492*b^3*c^2*r^2*x-104740*b^3*c^2*r*x^2+214316*b^3*c^2*x^3+112*b^3*c*g^3*x+ 32*b^3*c*g^2*p^2+64*b^3*c*g^2*p*r+832*b^3*c*g^2*p*x+340*b^3*c*g^2*q*x+32*b^3*c* g^2*r^2-180*b^3*c*g^2*r*x-15808*b^3*c*g^2*x^2+116*b^3*c*g*p^3+28*b^3*c*g*p^2*q+ 348*b^3*c*g*p^2*r+420*b^3*c*g*p^2*x+56*b^3*c*g*p*q*r+2230*b^3*c*g*p*q*x+348*b^3 *c*g*p*r^2-4942*b^3*c*g*p*r*x-73344*b^3*c*g*p*x^2+196*b^3*c*g*q^2*x+28*b^3*c*g* q*r^2+852*b^3*c*g*q*r*x-34682*b^3*c*g*q*x^2+116*b^3*c*g*r^3-5362*b^3*c*g*r^2*x-\ 60462*b^3*c*g*r*x^2+115078*b^3*c*g*x^3+84*b^3*c*p^4+52*b^3*c*p^3*q+336*b^3*c*p^ 3*r-862*b^3*c*p^3*x+156*b^3*c*p^2*q*r+1632*b^3*c*p^2*q*x+504*b^3*c*p^2*r^2-9508 *b^3*c*p^2*r*x-69664*b^3*c*p^2*x^2+972*b^3*c*p*q^2*x+156*b^3*c*p*q*r^2-776*b^3* c*p*q*r*x-83490*b^3*c*p*q*x^2+336*b^3*c*p*r^3-16430*b^3*c*p*r^2*x-107224*b^3*c* p*r*x^2+230088*b^3*c*p*x^3+692*b^3*c*q^2*r*x-14196*b^3*c*q^2*x^2+52*b^3*c*q*r^3 -2408*b^3*c*q*r^2*x-64974*b^3*c*q*r*x^2+151032*b^3*c*q*x^3+84*b^3*c*r^4-7784*b^ 3*c*r^3*x-38186*b^3*c*r^2*x^2+240124*b^3*c*r*x^3-60224*b^3*c*x^4+58*b^3*g^3*p*x +2*b^3*g^3*r*x-1088*b^3*g^3*x^2+12*b^3*g^2*p^3+36*b^3*g^2*p^2*r+143*b^3*g^2*p^2 *x+252*b^3*g^2*p*q*x+36*b^3*g^2*p*r^2-272*b^3*g^2*p*r*x-8928*b^3*g^2*p*x^2+96*b ^3*g^2*q*r*x-3778*b^3*g^2*q*x^2+12*b^3*g^2*r^3-415*b^3*g^2*r^2*x-7474*b^3*g^2*r *x^2+15804*b^3*g^2*x^3+24*b^3*g*p^4+12*b^3*g*p^3*q+96*b^3*g*p^3*r-149*b^3*g*p^3 *x+36*b^3*g*p^2*q*r+546*b^3*g*p^2*q*x+144*b^3*g*p^2*r^2-2253*b^3*g*p^2*r*x-\ 19708*b^3*g*p^2*x^2+206*b^3*g*p*q^2*x+36*b^3*g*p*q*r^2+314*b^3*g*p*q*r*x-21993* b^3*g*p*q*x^2+96*b^3*g*p*r^3-4059*b^3*g*p*r^2*x-32910*b^3*g*p*r*x^2+61519*b^3*g *p*x^3+118*b^3*g*q^2*r*x-2966*b^3*g*q^2*x^2+12*b^3*g*q*r^3-232*b^3*g*q*r^2*x-\ 16888*b^3*g*q*r*x^2+39553*b^3*g*q*x^3+24*b^3*g*r^4-1955*b^3*g*r^3*x-14230*b^3*g *r^2*x^2+61595*b^3*g*r*x^3-18378*b^3*g*x^4+12*b^3*p^5+12*b^3*p^4*q+60*b^3*p^4*r -236*b^3*p^4*x+48*b^3*p^3*q*r+143*b^3*p^3*q*x+120*b^3*p^3*r^2-2302*b^3*p^3*r*x-\ 11776*b^3*p^3*x^2+379*b^3*p^2*q^2*x+72*b^3*p^2*q*r^2-931*b^3*p^2*q*r*x-23683*b^ 3*p^2*q*x^2+120*b^3*p^2*r^3-5490*b^3*p^2*r^2*x-25978*b^3*p^2*r*x^2+59663*b^3*p^ 2*x^3+540*b^3*p*q^2*r*x-11761*b^3*p*q^2*x^2+48*b^3*p*q*r^3-2291*b^3*p*q*r^2*x-\ 38643*b^3*p*q*r*x^2+85042*b^3*p*q*x^3+60*b^3*p*r^4-5018*b^3*p*r^3*x-15626*b^3*p *r^2*x^2+127866*b^3*p*r*x^3-28852*b^3*p*x^4+146*b^3*q^3*x^2+161*b^3*q^2*r^2*x-\ 7996*b^3*q^2*r*x^2+25379*b^3*q^2*x^3+12*b^3*q*r^4-1217*b^3*q*r^3*x-17270*b^3*q* r^2*x^2+86464*b^3*q*r*x^3-28852*b^3*q*x^4+12*b^3*r^5-1594*b^3*r^4*x-1424*b^3*r^ 3*x^2+79505*b^3*r^2*x^3-33568*b^3*r*x^4+224*b^2*c^5*p+224*b^2*c^5*r+3680*b^2*c^ 5*x+296*b^2*c^4*g*p+296*b^2*c^4*g*r+5408*b^2*c^4*g*x+688*b^2*c^4*p^2+144*b^2*c^ 4*p*q+1376*b^2*c^4*p*r+4120*b^2*c^4*p*x+144*b^2*c^4*q*r+5712*b^2*c^4*q*x+688*b^ 2*c^4*r^2-8360*b^2*c^4*r*x-165440*b^2*c^4*x^2+128*b^2*c^3*g^2*p+128*b^2*c^3*g^2 *r+2904*b^2*c^3*g^2*x+768*b^2*c^3*g*p^2+136*b^2*c^3*g*p*q+1536*b^2*c^3*g*p*r+ 6080*b^2*c^3*g*p*x+136*b^2*c^3*g*q*r+6648*b^2*c^3*g*q*x+768*b^2*c^3*g*r^2-8396* b^2*c^3*g*r*x-194496*b^2*c^3*g*x^2+812*b^2*c^3*p^3+408*b^2*c^3*p^2*q+2436*b^2*c ^3*p^2*r-3492*b^2*c^3*p^2*x+20*b^2*c^3*p*q^2+816*b^2*c^3*p*q*r+9776*b^2*c^3*p*q *x+2436*b^2*c^3*p*r^2-37308*b^2*c^3*p*r*x-352384*b^2*c^3*p*x^2+20*b^2*c^3*q^2*r +2556*b^2*c^3*q^2*x+408*b^2*c^3*q*r^2-84*b^2*c^3*q*r*x-204060*b^2*c^3*q*x^2+812 *b^2*c^3*r^3-33816*b^2*c^3*r^2*x-282316*b^2*c^3*r*x^2+582672*b^2*c^3*x^3+18*b^2 *c^2*g^3*p+18*b^2*c^2*g^3*r+688*b^2*c^2*g^3*x+274*b^2*c^2*g^2*p^2+32*b^2*c^2*g^ 2*p*q+548*b^2*c^2*g^2*p*r+3246*b^2*c^2*g^2*p*x+32*b^2*c^2*g^2*q*r+2530*b^2*c^2* g^2*q*x+274*b^2*c^2*g^2*r^2-2344*b^2*c^2*g^2*r*x-78536*b^2*c^2*g^2*x^2+712*b^2* c^2*g*p^3+316*b^2*c^2*g*p^2*q+2136*b^2*c^2*g*p^2*r-1632*b^2*c^2*g*p^2*x+10*b^2* c^2*g*p*q^2+632*b^2*c^2*g*p*q*r+9792*b^2*c^2*g*p*q*x+2136*b^2*c^2*g*p*r^2-29600 *b^2*c^2*g*p*r*x-317982*b^2*c^2*g*p*x^2+10*b^2*c^2*g*q^2*r+2036*b^2*c^2*g*q^2*x +316*b^2*c^2*g*q*r^2+1642*b^2*c^2*g*q*r*x-175536*b^2*c^2*g*q*x^2+712*b^2*c^2*g* r^3-27968*b^2*c^2*g*r^2*x-265040*b^2*c^2*g*r*x^2+499160*b^2*c^2*g*x^3+460*b^2*c ^2*p^4+412*b^2*c^2*p^3*q+1840*b^2*c^2*p^3*r-6468*b^2*c^2*p^3*x+56*b^2*c^2*p^2*q ^2+1236*b^2*c^2*p^2*q*r+3304*b^2*c^2*p^2*q*x+2760*b^2*c^2*p^2*r^2-47032*b^2*c^2 *p^2*r*x-269734*b^2*c^2*p^2*x^2+112*b^2*c^2*p*q^2*r+5122*b^2*c^2*p*q^2*x+1236*b ^2*c^2*p*q*r^2-12392*b^2*c^2*p*q*r*x-354204*b^2*c^2*p*q*x^2+1840*b^2*c^2*p*r^3-\ 74660*b^2*c^2*p*r^2*x-409602*b^2*c^2*p*r*x^2+921904*b^2*c^2*p*x^3+336*b^2*c^2*q ^3*x+56*b^2*c^2*q^2*r^2+2788*b^2*c^2*q^2*r*x-82336*b^2*c^2*q^2*x^2+412*b^2*c^2* q*r^3-15696*b^2*c^2*q*r^2*x-292182*b^2*c^2*q*r*x^2+646004*b^2*c^2*q*x^3+460*b^2 *c^2*r^4-34096*b^2*c^2*r^3*x-141070*b^2*c^2*r^2*x^2+983960*b^2*c^2*r*x^3-242244 *b^2*c^2*x^4+64*b^2*c*g^4*x+31*b^2*c*g^3*p^2+62*b^2*c*g^3*p*r+704*b^2*c*g^3*p*x +317*b^2*c*g^3*q*x+31*b^2*c*g^3*r^2-96*b^2*c*g^3*r*x-12572*b^2*c*g^3*x^2+185*b^ 2*c*g^2*p^3+58*b^2*c*g^2*p^2*q+555*b^2*c*g^2*p^2*r+250*b^2*c*g^2*p^2*x+116*b^2* c*g^2*p*q*r+3076*b^2*c*g^2*p*q*x+555*b^2*c*g^2*p*r^2-6183*b^2*c*g^2*p*r*x-88491 *b^2*c*g^2*p*x^2+394*b^2*c*g^2*q^2*x+58*b^2*c*g^2*q*r^2+1074*b^2*c*g^2*q*r*x-\ 45247*b^2*c*g^2*q*x^2+185*b^2*c*g^2*r^3-6433*b^2*c*g^2*r^2*x-77530*b^2*c*g^2*r* x^2+134820*b^2*c*g^2*x^3+279*b^2*c*g*p^4+232*b^2*c*g*p^3*q+1116*b^2*c*g*p^3*r-\ 3312*b^2*c*g*p^3*x+23*b^2*c*g*p^2*q^2+696*b^2*c*g*p^2*q*r+2965*b^2*c*g*p^2*q*x+ 1674*b^2*c*g*p^2*r^2-26334*b^2*c*g*p^2*r*x-165339*b^2*c*g*p^2*x^2+46*b^2*c*g*p* q^2*r+3179*b^2*c*g*p*q^2*x+696*b^2*c*g*p*q*r^2-4060*b^2*c*g*p*q*r*x-209533*b^2* c*g*p*q*x^2+1116*b^2*c*g*p*r^3-42732*b^2*c*g*p*r^2*x-266304*b^2*c*g*p*r*x^2+ 532010*b^2*c*g*p*x^3+133*b^2*c*g*q^3*x+23*b^2*c*g*q^2*r^2+1952*b^2*c*g*q^2*r*x-\ 44897*b^2*c*g*q^2*x^2+232*b^2*c*g*q*r^3-7025*b^2*c*g*q*r^2*x-177771*b^2*c*g*q*r *x^2+364140*b^2*c*g*q*x^3+279*b^2*c*g*r^4-19710*b^2*c*g*r^3*x-104596*b^2*c*g*r^ 2*x^2+571092*b^2*c*g*r*x^3-133562*b^2*c*g*x^4+125*b^2*c*p^5+174*b^2*c*p^4*q+625 *b^2*c*p^4*r-2938*b^2*c*p^4*x+49*b^2*c*p^3*q^2+696*b^2*c*p^3*q*r-1109*b^2*c*p^3 *q*x+1250*b^2*c*p^3*r^2-22641*b^2*c*p^3*r*x-88165*b^2*c*p^3*x^2+147*b^2*c*p^2*q ^2*r+2594*b^2*c*p^2*q^2*x+1044*b^2*c*p^2*q*r^2-15949*b^2*c*p^2*q*r*x-190906*b^2 *c*p^2*q*x^2+1250*b^2*c*p^2*r^3-50295*b^2*c*p^2*r^2*x-185169*b^2*c*p^2*r*x^2+ 470428*b^2*c*p^2*x^3+765*b^2*c*p*q^3*x+147*b^2*c*p*q^2*r^2+1916*b^2*c*p*q^2*r*x -112735*b^2*c*p*q^2*x^2+696*b^2*c*p*q*r^3-28571*b^2*c*p*q*r^2*x-308887*b^2*c*p* q*r*x^2+704404*b^2*c*p*q*x^3+625*b^2*c*p*r^4-44419*b^2*c*p*r^3*x-96938*b^2*c*p* r^2*x^2+1005910*b^2*c*p*r*x^3-232236*b^2*c*p*x^4+594*b^2*c*q^3*r*x-9994*b^2*c*q ^3*x^2+49*b^2*c*q^2*r^3-678*b^2*c*q^2*r^2*x-91860*b^2*c*q^2*r*x^2+233976*b^2*c* q^2*x^3+174*b^2*c*q*r^4-13731*b^2*c*q*r^3*x-130118*b^2*c*q*r^2*x^2+744668*b^2*c *q*r*x^3-232236*b^2*c*q*x^4+125*b^2*c*r^5-13827*b^2*c*r^4*x+66*b^2*c*r^3*x^2+ 589882*b^2*c*r^2*x^3-297164*b^2*c*r*x^4+43*b^2*g^4*p*x+11*b^2*g^4*r*x-624*b^2*g ^4*x^2+13*b^2*g^3*p^3+39*b^2*g^3*p^2*r+124*b^2*g^3*p^2*x+273*b^2*g^3*p*q*x+39*b ^2*g^3*p*r^2-192*b^2*g^3*p*r*x-7283*b^2*g^3*p*x^2+126*b^2*g^3*q*r*x-3313*b^2*g^ 3*q*x^2+13*b^2*g^3*r^3-316*b^2*g^3*r^2*x-6645*b^2*g^3*r*x^2+12094*b^2*g^3*x^3+ 39*b^2*g^2*p^4+26*b^2*g^2*p^3*q+156*b^2*g^2*p^3*r-311*b^2*g^2*p^3*x+78*b^2*g^2* p^2*q*r+642*b^2*g^2*p^2*q*x+234*b^2*g^2*p^2*r^2-3123*b^2*g^2*p^2*r*x-23730*b^2* g^2*p^2*x^2+437*b^2*g^2*p*q^2*x+78*b^2*g^2*p*q*r^2+268*b^2*g^2*p*q*r*x-28313*b^ 2*g^2*p*q*x^2+156*b^2*g^2*p*r^3-5313*b^2*g^2*p*r^2*x-41550*b^2*g^2*p*r*x^2+ 71592*b^2*g^2*p*x^3+259*b^2*g^2*q^2*r*x-5268*b^2*g^2*q^2*x^2+26*b^2*g^2*q*r^3-\ 374*b^2*g^2*q*r^2*x-24508*b^2*g^2*q*r*x^2+48222*b^2*g^2*q*x^3+39*b^2*g^2*r^4-\ 2501*b^2*g^2*r^3*x-19235*b^2*g^2*r^2*x^2+74997*b^2*g^2*r*x^3-20244*b^2*g^2*x^4+ 39*b^2*g*p^5+52*b^2*g*p^4*q+195*b^2*g*p^4*r-824*b^2*g*p^4*x+13*b^2*g*p^3*q^2+ 208*b^2*g*p^3*q*r-135*b^2*g*p^3*q*x+390*b^2*g*p^3*r^2-6623*b^2*g*p^3*r*x-27469* b^2*g*p^3*x^2+39*b^2*g*p^2*q^2*r+896*b^2*g*p^2*q^2*x+312*b^2*g*p^2*q*r^2-3864*b ^2*g*p^2*q*r*x-57761*b^2*g*p^2*q*x^2+390*b^2*g*p^2*r^3-14925*b^2*g*p^2*r^2*x-\ 62100*b^2*g*p^2*r*x^2+137006*b^2*g*p^2*x^3+207*b^2*g*p*q^3*x+39*b^2*g*p*q^2*r^2 +1121*b^2*g*p*q^2*r*x-32514*b^2*g*p*q^2*x^2+208*b^2*g*p*q*r^3-7323*b^2*g*p*q*r^ 2*x-98619*b^2*g*p*q*r*x^2+201461*b^2*g*p*q*x^3+195*b^2*g*p*r^4-13277*b^2*g*p*r^ 3*x-39576*b^2*g*p*r^2*x^2+299033*b^2*g*p*r*x^3-63661*b^2*g*p*x^4+144*b^2*g*q^3* r*x-2222*b^2*g*q^3*x^2+13*b^2*g*q^2*r^3+225*b^2*g*q^2*r^2*x-26681*b^2*g*q^2*r*x ^2+64455*b^2*g*q^2*x^3+52*b^2*g*q*r^4-3594*b^2*g*q*r^3*x-46357*b^2*g*q*r^2*x^2+ 212254*b^2*g*q*r*x^3-63661*b^2*g*q*x^4+39*b^2*g*r^5-4151*b^2*g*r^4*x-4945*b^2*g *r^3*x^2+186314*b^2*g*r^2*x^3-75143*b^2*g*r*x^4+13*b^2*p^6+26*b^2*p^5*q+78*b^2* p^5*r-431*b^2*p^5*x+13*b^2*p^4*q^2+130*b^2*p^4*q*r-508*b^2*p^4*q*x+195*b^2*p^4* r^2-3702*b^2*p^4*r*x-10378*b^2*p^4*x^2+52*b^2*p^3*q^2*r+277*b^2*p^3*q^2*x+260*b ^2*p^3*q*r^2-4749*b^2*p^3*q*r*x-32387*b^2*p^3*q*x^2+260*b^2*p^3*r^3-10498*b^2*p ^3*r^2*x-25837*b^2*p^3*r*x^2+77890*b^2*p^3*x^3+354*b^2*p^2*q^3*x+78*b^2*p^2*q^2 *r^2-462*b^2*p^2*q^2*r*x-33285*b^2*p^2*q^2*x^2+260*b^2*p^2*q*r^3-11199*b^2*p^2* q*r^2*x-74091*b^2*p^2*q*r*x^2+183613*b^2*p^2*q*x^3+195*b^2*p^2*r^4-13592*b^2*p^ 2*r^3*x-10943*b^2*p^2*r^2*x^2+247941*b^2*p^2*r*x^3-55431*b^2*p^2*x^4+585*b^2*p* q^3*r*x-10921*b^2*p*q^3*x^2+52*b^2*p*q^2*r^3-1755*b^2*p*q^2*r^2*x-56445*b^2*p*q ^2*r*x^2+133556*b^2*p*q^2*x^3+130*b^2*p*q*r^4-10183*b^2*p*q*r^3*x-52489*b^2*p*q *r^2*x^2+390423*b^2*p*q*r*x^3-110862*b^2*p*q*x^4+78*b^2*p*r^5-8343*b^2*p*r^4*x+ 14113*b^2*p*r^3*x^2+276477*b^2*p*r^2*x^3-145166*b^2*p*r*x^4+355*b^2*q^4*x^2+231 *b^2*q^3*r^2*x-8191*b^2*q^3*r*x^2+27833*b^2*q^3*x^3+13*b^2*q^2*r^4-1016*b^2*q^2 *r^3*x-27236*b^2*q^2*r^2*x^2+142482*b^2*q^2*r*x^3-55431*b^2*q^2*x^4+26*b^2*q*r^ 5-3225*b^2*q*r^4*x-10785*b^2*q*r^3*x^2+234869*b^2*q*r^2*x^3-145166*b^2*q*r*x^4+ 13*b^2*r^6-1978*b^2*r^5*x+9597*b^2*r^4*x^2+102892*b^2*r^3*x^3-119051*b^2*r^2*x^ 4+224*b*c^6*p+224*b*c^6*r+3040*b*c^6*x+392*b*c^5*g*p+392*b*c^5*g*r+5664*b*c^5*g *x+832*b*c^5*p^2+208*b*c^5*p*q+1664*b*c^5*p*r+3024*b*c^5*p*x+208*b*c^5*q*r+5984 *b*c^5*q*x+832*b*c^5*r^2-7856*b*c^5*r*x-159224*b*c^5*x^2+252*b*c^4*g^2*p+252*b* c^4*g^2*r+4080*b*c^4*g^2*x+1256*b*c^4*g*p^2+288*b*c^4*g*p*q+2512*b*c^4*g*p*r+ 6108*b*c^4*g*p*x+288*b*c^4*g*q*r+9408*b*c^4*g*q*x+1256*b*c^4*g*r^2-11212*b*c^4* g*r*x-249916*b*c^4*g*x^2+1224*b*c^4*p^3+736*b*c^4*p^2*q+3672*b*c^4*p^2*r-7720*b *c^4*p^2*x+56*b*c^4*p*q^2+1472*b*c^4*p*q*r+10572*b*c^4*p*q*x+3672*b*c^4*p*r^2-\ 49632*b*c^4*p*r*x-420072*b*c^4*p*x^2+56*b*c^4*q^2*r+3944*b*c^4*q^2*x+736*b*c^4* q*r^2-1228*b*c^4*q*r*x-260128*b*c^4*q*x^2+1224*b*c^4*r^3-41912*b*c^4*r^2*x-\ 345016*b*c^4*r*x^2+703712*b*c^4*x^3+70*b*c^3*g^3*p+70*b*c^3*g^3*r+1424*b*c^3*g^ 3*x+684*b*c^3*g^2*p^2+132*b*c^3*g^2*p*q+1368*b*c^3*g^2*p*r+4752*b*c^3*g^2*p*x+ 132*b*c^3*g^2*q*r+5432*b*c^3*g^2*q*x+684*b*c^3*g^2*r^2-5416*b*c^3*g^2*r*x-\ 146314*b*c^3*g^2*x^2+1524*b*c^3*g*p^3+856*b*c^3*g*p^2*q+4572*b*c^3*g*p^2*r-7504 *b*c^3*g*p^2*x+54*b*c^3*g*p*q^2+1712*b*c^3*g*p*q*r+15362*b*c^3*g*p*q*x+4572*b*c ^3*g*p*r^2-58054*b*c^3*g*p*r*x-537442*b*c^3*g*p*x^2+54*b*c^3*g*q^2*r+4806*b*c^3 *g*q^2*x+856*b*c^3*g*q*r^2+562*b*c^3*g*q*r*x-323534*b*c^3*g*q*x^2+1524*b*c^3*g* r^3-50550*b*c^3*g*r^2*x-452414*b*c^3*g*r*x^2+860600*b*c^3*g*x^3+912*b*c^3*p^4+ 968*b*c^3*p^3*q+3648*b*c^3*p^3*r-14492*b*c^3*p^3*x+204*b*c^3*p^2*q^2+2904*b*c^3 *p^2*q*r+174*b*c^3*p^2*q*x+5472*b*c^3*p^2*r^2-86572*b*c^3*p^2*r*x-421266*b*c^3* p^2*x^2+4*b*c^3*p*q^3+408*b*c^3*p*q^2*r+8702*b*c^3*p*q^2*x+2904*b*c^3*p*q*r^2-\ 30404*b*c^3*p*q*r*x-584400*b*c^3*p*q*x^2+3648*b*c^3*p*r^3-129668*b*c^3*p*r^2*x-\ 643160*b*c^3*p*r*x^2+1471644*b*c^3*p*x^3+4*b*c^3*q^3*r+1044*b*c^3*q^3*x+204*b*c ^3*q^2*r^2+4276*b*c^3*q^2*r*x-157118*b*c^3*q^2*x^2+968*b*c^3*q*r^3-30578*b*c^3* q*r^2*x-498346*b*c^3*q*r*x^2+1073068*b*c^3*q*x^3+912*b*c^3*r^4-57588*b*c^3*r^3* x-227296*b*c^3*r^2*x^2+1576664*b*c^3*r*x^3-399040*b*c^3*x^4+7*b*c^2*g^4*p+7*b*c ^2*g^4*r+246*b*c^2*g^4*x+158*b*c^2*g^3*p^2+20*b*c^2*g^3*p*q+316*b*c^2*g^3*p*r+ 1743*b*c^2*g^3*p*x+20*b*c^2*g^3*q*r+1368*b*c^2*g^3*q*x+158*b*c^2*g^3*r^2-911*b* c^2*g^3*r*x-39213*b*c^2*g^3*x^2+656*b*c^2*g^2*p^3+320*b*c^2*g^2*p^2*q+1968*b*c^ 2*g^2*p^2*r-1826*b*c^2*g^2*p^2*x+13*b*c^2*g^2*p*q^2+640*b*c^2*g^2*p*q*r+8076*b* c^2*g^2*p*q*x+1968*b*c^2*g^2*p*r^2-22363*b*c^2*g^2*p*r*x-242703*b*c^2*g^2*p*x^2 +13*b*c^2*g^2*q^2*r+1921*b*c^2*g^2*q^2*x+320*b*c^2*g^2*q*r^2+1690*b*c^2*g^2*q*r *x-139659*b*c^2*g^2*q*x^2+656*b*c^2*g^2*r^3-20537*b*c^2*g^2*r^2*x-211859*b*c^2* g^2*r*x^2+370048*b*c^2*g^2*x^3+871*b*c^2*g*p^4+886*b*c^2*g*p^3*q+3484*b*c^2*g*p ^3*r-12529*b*c^2*g*p^3*x+163*b*c^2*g*p^2*q^2+2658*b*c^2*g*p^2*q*r+2596*b*c^2*g* p^2*q*x+5226*b*c^2*g*p^2*r^2-78694*b*c^2*g*p^2*r*x-409748*b*c^2*g*p^2*x^2+2*b*c ^2*g*p*q^3+326*b*c^2*g*p*q^2*r+9040*b*c^2*g*p*q^2*x+2658*b*c^2*g*p*q*r^2-22786* b*c^2*g*p*q*r*x-556986*b*c^2*g*p*q*x^2+3484*b*c^2*g*p*r^3-119801*b*c^2*g*p*r^2* x-649541*b*c^2*g*p*r*x^2+1361030*b*c^2*g*p*x^3+2*b*c^2*g*q^3*r+869*b*c^2*g*q^3* x+163*b*c^2*g*q^2*r^2+4960*b*c^2*g*q^2*r*x-144182*b*c^2*g*q^2*x^2+886*b*c^2*g*q *r^3-25382*b*c^2*g*q*r^2*x-485926*b*c^2*g*q*r*x^2+977434*b*c^2*g*q*x^3+871*b*c^ 2*g*r^4-53636*b*c^2*g*r^3*x-248066*b*c^2*g*r^2*x^2+1476302*b*c^2*g*r*x^3-344544 *b*c^2*g*x^4+364*b*c^2*p^5+590*b*c^2*p^4*q+1820*b*c^2*p^4*r-9210*b*c^2*p^4*x+ 244*b*c^2*p^3*q^2+2360*b*c^2*p^3*q*r-7500*b*c^2*p^3*q*x+3640*b*c^2*p^3*r^2-\ 62812*b*c^2*p^3*r*x-201752*b*c^2*p^3*x^2+18*b*c^2*p^2*q^3+732*b*c^2*p^2*q^2*r+ 4308*b*c^2*p^2*q^2*x+3540*b*c^2*p^2*q*r^2-53980*b*c^2*p^2*q*r*x-457236*b*c^2*p^ 2*q*x^2+3640*b*c^2*p^2*r^3-133176*b*c^2*p^2*r^2*x-414552*b*c^2*p^2*r*x^2+ 1116148*b*c^2*p^2*x^3+36*b*c^2*p*q^3*r+2692*b*c^2*p*q^3*x+732*b*c^2*p*q^2*r^2-\ 482*b*c^2*p*q^2*r*x-295956*b*c^2*p*q^2*x^2+2360*b*c^2*p*q*r^3-85460*b*c^2*p*q*r ^2*x-740178*b*c^2*p*q*r*x^2+1722964*b*c^2*p*q*x^3+1820*b*c^2*p*r^4-114756*b*c^2 *p*r^3*x-204910*b*c^2*p*r^2*x^2+2371122*b*c^2*p*r*x^3-568148*b*c^2*p*x^4+94*b*c ^2*q^4*x+18*b*c^2*q^3*r^2+1974*b*c^2*q^3*r*x-40472*b*c^2*q^3*x^2+244*b*c^2*q^2* r^3-4790*b*c^2*q^2*r^2*x-256452*b*c^2*q^2*r*x^2+606816*b*c^2*q^2*x^3+590*b*c^2* q*r^4-38980*b*c^2*q*r^3*x-309622*b*c^2*q*r^2*x^2+1837414*b*c^2*q*r*x^3-568148*b *c^2*q*x^4+364*b*c^2*r^5-35182*b*c^2*r^4*x+7890*b*c^2*r^3*x^2+1353898*b*c^2*r^2 *x^3-739336*b*c^2*r*x^4+18*b*c*g^5*x+13*b*c*g^4*p^2+26*b*c*g^4*p*r+288*b*c*g^4* p*x+128*b*c*g^4*q*x+13*b*c*g^4*r^2-4678*b*c*g^4*x^2+112*b*c*g^3*p^3+38*b*c*g^3* p^2*q+336*b*c*g^3*p^2*r+106*b*c*g^3*p^2*x+76*b*c*g^3*p*q*r+1771*b*c*g^3*p*q*x+ 336*b*c*g^3*p*r^2-2976*b*c*g^3*p*r*x-45086*b*c*g^3*p*x^2+252*b*c*g^3*q^2*x+38*b *c*g^3*q*r^2+683*b*c*g^3*q*r*x-24108*b*c*g^3*q*x^2+112*b*c*g^3*r^3-3082*b*c*g^3 *r^2*x-41341*b*c*g^3*r*x^2+66690*b*c*g^3*x^3+260*b*c*g^2*p^4+242*b*c*g^2*p^3*q+ 1040*b*c*g^2*p^3*r-3161*b*c*g^2*p^3*x+31*b*c*g^2*p^2*q^2+726*b*c*g^2*p^2*q*r+ 1893*b*c*g^2*p^2*q*x+1560*b*c*g^2*p^2*r^2-21728*b*c*g^2*p^2*r*x-126083*b*c*g^2* p^2*x^2+62*b*c*g^2*p*q^2*r+2989*b*c*g^2*p*q^2*x+726*b*c*g^2*p*q*r^2-3687*b*c*g^ 2*p*q*r*x-165997*b*c*g^2*p*q*x^2+1040*b*c*g^2*p*r^3-33973*b*c*g^2*p*r^2*x-\ 211455*b*c*g^2*p*r*x^2+393962*b*c*g^2*p*x^3+176*b*c*g^2*q^3*x+31*b*c*g^2*q^2*r^ 2+1792*b*c*g^2*q^2*r*x-40316*b*c*g^2*q^2*x^2+242*b*c*g^2*q*r^3-5580*b*c*g^2*q*r ^2*x-149277*b*c*g^2*q*r*x^2+277480*b*c*g^2*q*x^3+260*b*c*g^2*r^4-15406*b*c*g^2* r^3*x-90059*b*c*g^2*r^2*x^2+431109*b*c*g^2*r*x^3-95720*b*c*g^2*x^4+235*b*c*g*p^ 5+372*b*c*g*p^4*q+1175*b*c*g*p^4*r-5586*b*c*g*p^4*x+145*b*c*g*p^3*q^2+1488*b*c* g*p^3*q*r-3886*b*c*g*p^3*q*x+2350*b*c*g*p^3*r^2-39084*b*c*g*p^3*r*x-132084*b*c* g*p^3*x^2+8*b*c*g*p^2*q^3+435*b*c*g*p^2*q^2*r+3454*b*c*g*p^2*q^2*x+2232*b*c*g*p ^2*q*r^2-31088*b*c*g*p^2*q*r*x-294513*b*c*g*p^2*q*x^2+2350*b*c*g*p^2*r^3-83736* b*c*g*p^2*r^2*x-284962*b*c*g*p^2*r*x^2+692957*b*c*g*p^2*x^3+16*b*c*g*p*q^3*r+ 1796*b*c*g*p*q^3*x+435*b*c*g*p*q^2*r^2+1829*b*c*g*p*q^2*r*x-186320*b*c*g*p*q^2* x^2+1488*b*c*g*p*q*r^3-50518*b*c*g*p*q*r^2*x-493993*b*c*g*p*q*r*x^2+1057804*b*c *g*p*q*x^3+1175*b*c*g*p*r^4-72564*b*c*g*p*r^3*x-162129*b*c*g*p*r^2*x^2+1499631* b*c*g*p*r*x^3-329108*b*c*g*p*x^4+42*b*c*g*q^4*x+8*b*c*g*q^3*r^2+1347*b*c*g*q^3* r*x-23891*b*c*g*q^3*x^2+145*b*c*g*q^2*r^3-1625*b*c*g*q^2*r^2*x-164692*b*c*g*q^2 *r*x^2+364847*b*c*g*q^2*x^3+372*b*c*g*q*r^4-23316*b*c*g*q*r^3*x-220309*b*c*g*q* r^2*x^2+1139155*b*c*g*q*r*x^3-329108*b*c*g*q*x^4+235*b*c*g*r^5-22326*b*c*g*r^4* x-9251*b*c*g*r^3*x^2+888201*b*c*g*r^2*x^3-422354*b*c*g*r*x^4+74*b*c*p^6+168*b*c *p^5*q+444*b*c*p^5*r-2579*b*c*p^5*x+114*b*c*p^4*q^2+840*b*c*p^4*q*r-4155*b*c*p^ 4*q*x+1110*b*c*p^4*r^2-20272*b*c*p^4*r*x-46203*b*c*p^4*x^2+20*b*c*p^3*q^3+456*b *c*p^3*q^2*r-287*b*c*p^3*q^2*x+1680*b*c*p^3*q*r^2-30212*b*c*p^3*q*r*x-149850*b* c*p^3*q*x^2+1480*b*c*p^3*r^3-55298*b*c*p^3*r^2*x-108020*b*c*p^3*r*x^2+366041*b* c*p^3*x^3+60*b*c*p^2*q^3*r+1575*b*c*p^2*q^3*x+684*b*c*p^2*q^2*r^2-8040*b*c*p^2* q^2*r*x-164232*b*c*p^2*q^2*x^2+1680*b*c*p^2*q*r^3-65706*b*c*p^2*q*r^2*x-331947* b*c*p^2*q*r*x^2+883707*b*c*p^2*q*x^3+1110*b*c*p^2*r^4-70052*b*c*p^2*r^3*x-27112 *b*c*p^2*r^2*x^2+1148771*b*c*p^2*r*x^3-268570*b*c*p^2*x^4+286*b*c*p*q^4*x+60*b* c*p*q^3*r^2+2132*b*c*p*q^3*r*x-63726*b*c*p*q^3*x^2+456*b*c*p*q^2*r^3-15219*b*c* p*q^2*r^2*x-278460*b*c*p*q^2*r*x^2+669291*b*c*p*q^2*x^3+840*b*c*p*q*r^4-57396*b *c*p*q*r^3*x-218279*b*c*p*q*r^2*x^2+1867194*b*c*p*q*r*x^3-537140*b*c*p*q*x^4+ 444*b*c*p*r^5-42403*b*c*p*r^4*x+85024*b*c*p*r^3*x^2+1244266*b*c*p*r^2*x^3-\ 703376*b*c*p*r*x^4+232*b*c*q^4*r*x-3141*b*c*q^4*x^2+20*b*c*q^3*r^3+557*b*c*q^3* r^2*x-54533*b*c*q^3*r*x^2+151625*b*c*q^3*x^3+114*b*c*q^2*r^4-7466*b*c*q^2*r^3*x -130777*b*c*q^2*r^2*x^2+718423*b*c*q^2*r*x^3-268570*b*c*q^2*x^4+168*b*c*q*r^5-\ 17747*b*c*q*r^4*x-36182*b*c*q*r^3*x^2+1082286*b*c*q*r^2*x^3-703376*b*c*q*r*x^4+ 74*b*c*r^6-9956*b*c*r^5*x+50319*b*c*r^4*x^2+447176*b*c*r^3*x^3-534246*b*c*r^2*x ^4+15*b*g^5*p*x+6*b*g^5*r*x-181*b*g^5*x^2+6*b*g^4*p^3+18*b*g^4*p^2*r+54*b*g^4*p ^2*x+126*b*g^4*p*q*x+18*b*g^4*p*r^2-52*b*g^4*p*r*x-2793*b*g^4*p*x^2+66*b*g^4*q* r*x-1323*b*g^4*q*x^2+6*b*g^4*r^3-106*b*g^4*r^2*x-2694*b*g^4*r*x^2+4426*b*g^4*x^ 3+24*b*g^3*p^4+18*b*g^3*p^3*q+96*b*g^3*p^3*r-201*b*g^3*p^3*x+54*b*g^3*p^2*q*r+ 335*b*g^3*p^2*q*x+144*b*g^3*p^2*r^2-1715*b*g^3*p^2*r*x-12141*b*g^3*p^2*x^2+299* b*g^3*p*q^2*x+54*b*g^3*p*q*r^2+148*b*g^3*p*q*r*x-15128*b*g^3*p*q*x^2+96*b*g^3*p *r^3-2827*b*g^3*p*r^2*x-22097*b*g^3*p*r*x^2+35383*b*g^3*p*x^3+184*b*g^3*q^2*r*x -3284*b*g^3*q^2*x^2+18*b*g^3*q*r^3-187*b*g^3*q*r^2*x-14067*b*g^3*q*r*x^2+24571* b*g^3*q*x^3+24*b*g^3*r^4-1313*b*g^3*r^3*x-10810*b*g^3*r^2*x^2+38172*b*g^3*r*x^3 -9612*b*g^3*x^4+36*b*g^2*p^5+54*b*g^2*p^4*q+180*b*g^2*p^4*r-776*b*g^2*p^4*x+18* b*g^2*p^3*q^2+216*b*g^2*p^3*q*r-366*b*g^2*p^3*q*x+360*b*g^2*p^3*r^2-5679*b*g^2* p^3*r*x-20689*b*g^2*p^3*x^2+54*b*g^2*p^2*q^2*r+692*b*g^2*p^2*q^2*x+324*b*g^2*p^ 2*q*r^2-3810*b*g^2*p^2*q*r*x-44956*b*g^2*p^2*q*x^2+360*b*g^2*p^2*r^3-12381*b*g^ 2*p^2*r^2*x-47973*b*g^2*p^2*r*x^2+101194*b*g^2*p^2*x^3+282*b*g^2*p*q^3*x+54*b*g ^2*p*q^2*r^2+827*b*g^2*p*q^2*r*x-27389*b*g^2*p*q^2*x^2+216*b*g^2*p*q*r^3-6522*b *g^2*p*q*r^2*x-79557*b*g^2*p*q*r*x^2+152197*b*g^2*p*q*x^3+180*b*g^2*p*r^4-10829 *b*g^2*p*r^3*x-32409*b*g^2*p*r^2*x^2+224055*b*g^2*p*r*x^3-45463*b*g^2*p*x^4+198 *b*g^2*q^3*r*x-3122*b*g^2*q^3*x^2+18*b*g^2*q^2*r^3+135*b*g^2*q^2*r^2*x-24736*b* g^2*q^2*r*x^2+51003*b*g^2*q^2*x^3+54*b*g^2*q*r^4-3078*b*g^2*q*r^3*x-39042*b*g^2 *q*r^2*x^2+164404*b*g^2*q*r*x^3-45463*b*g^2*q*x^4+36*b*g^2*r^5-3351*b*g^2*r^4*x -5125*b*g^2*r^3*x^2+140676*b*g^2*r^2*x^3-54133*b*g^2*r*x^4+24*b*g*p^6+54*b*g*p^ 5*q+144*b*g*p^5*r-805*b*g*p^5*x+36*b*g*p^4*q^2+270*b*g*p^4*q*r-1233*b*g*p^4*q*x +360*b*g*p^4*r^2-6428*b*g*p^4*r*x-15201*b*g*p^4*x^2+6*b*g*p^3*q^3+144*b*g*p^3*q ^2*r+41*b*g*p^3*q^2*x+540*b*g*p^3*q*r^2-9220*b*g*p^3*q*r*x-48651*b*g*p^3*q*x^2+ 480*b*g*p^3*r^3-17662*b*g*p^3*r^2*x-37766*b*g*p^3*r*x^2+114304*b*g*p^3*x^3+18*b *g*p^2*q^3*r+561*b*g*p^2*q^3*x+216*b*g*p^2*q^2*r^2-1970*b*g*p^2*q^2*r*x-52485*b *g*p^2*q^2*x^2+540*b*g*p^2*q*r^3-20262*b*g*p^2*q*r^2*x-112607*b*g*p^2*q*r*x^2+ 273612*b*g*p^2*q*x^3+360*b*g*p^2*r^4-22468*b*g*p^2*r^3*x-15477*b*g*p^2*r^2*x^2+ 366770*b*g*p^2*r*x^3-78295*b*g*p^2*x^4+92*b*g*p*q^4*x+18*b*g*p*q^3*r^2+892*b*g* p*q^3*r*x-19821*b*g*p*q^3*x^2+144*b*g*p*q^2*r^3-4063*b*g*p*q^2*r^2*x-92079*b*g* p*q^2*r*x^2+204312*b*g*p*q^2*x^3+270*b*g*p*q*r^4-17796*b*g*p*q*r^3*x-81327*b*g* p*q*r^2*x^2+588182*b*g*p*q*r*x^3-156590*b*g*p*q*x^4+144*b*g*p*r^5-13637*b*g*p*r ^4*x+21540*b*g*p*r^3*x^2+411117*b*g*p*r^2*x^3-204937*b*g*p*r*x^4+70*b*g*q^4*r*x -786*b*g*q^4*x^2+6*b*g*q^3*r^3+331*b*g*q^3*r^2*x-17238*b*g*q^3*r*x^2+45004*b*g* q^3*x^3+36*b*g*q^2*r^4-2052*b*g*q^2*r^3*x-45851*b*g*q^2*r^2*x^2+221412*b*g*q^2* r*x^3-78295*b*g*q^2*x^4+54*b*g*q*r^5-5521*b*g*q*r^4*x-17371*b*g*q*r^3*x^2+ 353975*b*g*q*r^2*x^3-204937*b*g*q*r*x^4+24*b*g*r^6-3208*b*g*r^5*x+14452*b*g*r^4 *x^2+153243*b*g*r^3*x^3-166082*b*g*r^2*x^4+6*b*p^7+18*b*p^6*q+42*b*p^6*r-269*b* p^6*x+18*b*p^5*q^2+108*b*p^5*q*r-656*b*p^5*q*x+126*b*p^5*r^2-2401*b*p^5*r*x-\ 4043*b*p^5*x^2+6*b*p^4*q^3+90*b*p^4*q^2*r-354*b*p^4*q^2*x+270*b*p^4*q*r^2-5317* b*p^4*q*r*x-17469*b*p^4*q*x^2+210*b*p^4*r^3-7970*b*p^4*r^2*x-9225*b*p^4*r*x^2+ 43957*b*p^4*x^3+24*b*p^3*q^3*r+184*b*p^3*q^3*x+180*b*p^3*q^2*r^2-3161*b*p^3*q^2 *r*x-27959*b*p^3*q^2*x^2+360*b*p^3*q*r^3-14708*b*p^3*q*r^2*x-44907*b*p^3*q*r*x^ 2+146131*b*p^3*q*x^3+210*b*p^3*r^4-13250*b*p^3*r^3*x+7895*b*p^3*r^2*x^2+179999* b*p^3*r*x^3-42128*b*p^3*x^4+151*b*p^2*q^4*x+36*b*p^2*q^3*r^2+25*b*p^2*q^3*r*x-\ 19493*b*p^2*q^3*x^2+180*b*p^2*q^2*r^3-7359*b*p^2*q^2*r^2*x-66003*b*p^2*q^2*r*x^ 2+174651*b*p^2*q^2*x^3+270*b*p^2*q*r^4-18782*b*p^2*q*r^3*x-26394*b*p^2*q*r^2*x^ 2+455061*b*p^2*q*r*x^3-126384*b*p^2*q*x^4+126*b*p^2*r^5-11905*b*p^2*r^4*x+38605 *b*p^2*r^3*x^2+276715*b*p^2*r^2*x^3-165869*b*p^2*r*x^4+270*b*p*q^4*r*x-4770*b*p *q^4*x^2+24*b*p*q^3*r^3-502*b*p*q^3*r^2*x-34185*b*p*q^3*r*x^2+86737*b*p*q^3*x^3 +90*b*p*q^2*r^4-6651*b*p*q^2*r^3*x-51636*b*p*q^2*r^2*x^2+370125*b*p*q^2*r*x^3-\ 126384*b*p*q^2*x^4+108*b*p*q*r^5-11428*b*p*q*r^4*x+12057*b*p*q*r^3*x^2+495161*b *p*q*r^2*x^3-331738*b*p*q*r*x^4+42*b*p*r^6-5549*b*p*r^5*x+36840*b*p*r^4*x^2+ 182026*b*p*r^3*x^3-242494*b*p*r^2*x^4+190*b*q^5*x^2+119*b*q^4*r^2*x-3864*b*q^4* r*x^2+14260*b*q^4*x^3+6*b*q^3*r^4-343*b*q^3*r^3*x-17347*b*q^3*r^2*x^2+95063*b*q ^3*r*x^3-42128*b*q^3*x^4+18*b*q^2*r^5-2099*b*q^2*r^4*x-13592*b*q^2*r^3*x^2+ 218446*b*q^2*r^2*x^3-165869*b*q^2*r*x^4+18*b*q*r^6-2693*b*q*r^5*x+11013*b*q*r^4 *x^2+181596*b*q*r^3*x^3-242494*b*q*r^2*x^4+6*b*r^7-1056*b*r^6*x+11312*b*r^5*x^2 +41353*b*r^4*x^3-113931*b*r^3*x^4+80*c^7*p+80*c^7*r+1024*c^7*x+176*c^6*g*p+176* c^6*g*r+2336*c^6*g*x+360*c^6*p^2+96*c^6*p*q+720*c^6*p*r+968*c^6*p*x+96*c^6*q*r+ 2392*c^6*q*x+360*c^6*r^2-2408*c^6*r*x-58840*c^6*x^2+152*c^5*g^2*p+152*c^5*g^2*r +2144*c^5*g^2*x+692*c^5*g*p^2+176*c^5*g*p*q+1384*c^5*g*p*r+2436*c^5*g*p*x+176*c ^5*g*q*r+4748*c^5*g*q*x+692*c^5*g*r^2-4500*c^5*g*r*x-116540*c^5*g*x^2+644*c^5*p ^3+424*c^5*p^2*q+1932*c^5*p^2*r-4576*c^5*p^2*x+36*c^5*p*q^2+848*c^5*p*q*r+4288* c^5*p*q*x+1932*c^5*p*r^2-22948*c^5*p*r*x-185072*c^5*p*x^2+36*c^5*q^2*r+2048*c^5 *q^2*x+424*c^5*q*r^2-204*c^5*q*r*x-119696*c^5*q*x^2+644*c^5*r^3-18372*c^5*r^2*x -157476*c^5*r*x^2+311328*c^5*x^3+64*c^4*g^3*p+64*c^4*g^3*r+1008*c^4*g^3*x+514*c ^4*g^2*p^2+120*c^4*g^2*p*q+1028*c^4*g^2*p*r+2466*c^4*g^2*p*x+120*c^4*g^2*q*r+ 3686*c^4*g^2*q*x+514*c^4*g^2*r^2-3138*c^4*g^2*r*x-90846*c^4*g^2*x^2+1052*c^4*g* p^3+664*c^4*g*p^2*q+3156*c^4*g*p^2*r-6460*c^4*g*p^2*x+52*c^4*g*p*q^2+1328*c^4*g *p*q*r+8176*c^4*g*p*q*x+3156*c^4*g*p*r^2-35912*c^4*g*p*r*x-310352*c^4*g*p*x^2+ 52*c^4*g*q^2*r+3348*c^4*g*q^2*x+664*c^4*g*q*r^2+392*c^4*g*q*r*x-197024*c^4*g*q* x^2+1052*c^4*g*r^3-29452*c^4*g*r^2*x-267272*c^4*g*r*x^2+503312*c^4*g*x^3+598*c^ 4*p^4+696*c^4*p^3*q+2392*c^4*p^3*r-9918*c^4*p^3*x+174*c^4*p^2*q^2+2088*c^4*p^2* q*r-2374*c^4*p^2*q*x+3588*c^4*p^2*r^2-52912*c^4*p^2*r*x-229070*c^4*p^2*x^2+4*c^ 4*p*q^3+348*c^4*p*q^2*r+4798*c^4*p*q^2*x+2088*c^4*p*q*r^2-20660*c^4*p*q*r*x-\ 329428*c^4*p*q*x^2+2392*c^4*p*r^3-76070*c^4*p*r^2*x-357326*c^4*p*r*x^2+810544*c ^4*p*x^3+4*c^4*q^3*r+806*c^4*q^3*x+174*c^4*q^2*r^2+2636*c^4*q^2*r*x-96326*c^4*q ^2*x^2+696*c^4*q*r^3-18286*c^4*q*r^2*x-290462*c^4*q*r*x^2+606384*c^4*q*x^3+598* c^4*r^4-33076*c^4*r^3*x-133788*c^4*r^2*x^2+868656*c^4*r*x^3-224208*c^4*x^4+13*c ^3*g^4*p+13*c^3*g^4*r+256*c^3*g^4*x+183*c^3*g^3*p^2+36*c^3*g^3*p*q+366*c^3*g^3* p*r+1271*c^3*g^3*p*x+36*c^3*g^3*q*r+1397*c^3*g^3*q*x+183*c^3*g^3*r^2-959*c^3*g^ 3*r*x-35177*c^3*g^3*x^2+645*c^3*g^2*p^3+378*c^3*g^2*p^2*q+1935*c^3*g^2*p^2*r-\ 3072*c^3*g^2*p^2*x+25*c^3*g^2*p*q^2+756*c^3*g^2*p*q*r+6060*c^3*g^2*p*q*x+1935*c ^3*g^2*p*r^2-20597*c^3*g^2*p*r*x-198016*c^3*g^2*p*x^2+25*c^3*g^2*q^2*r+2020*c^3 *g^2*q^2*x+378*c^3*g^2*q*r^2+985*c^3*g^2*q*r*x-122200*c^3*g^2*q*x^2+645*c^3*g^2 *r^3-17525*c^3*g^2*r^2*x-173957*c^3*g^2*r*x^2+307272*c^3*g^2*x^3+793*c^3*g*p^4+ 898*c^3*g*p^3*q+3172*c^3*g*p^3*r-12313*c^3*g*p^3*x+209*c^3*g*p^2*q^2+2694*c^3*g *p^2*q*r-1445*c^3*g*p^2*q*x+4758*c^3*g*p^2*r^2-67788*c^3*g*p^2*r*x-310579*c^3*g *p^2*x^2+4*c^3*g*p*q^3+418*c^3*g*p*q^2*r+7053*c^3*g*p*q^2*x+2694*c^3*g*p*q*r^2-\ 23902*c^3*g*p*q*r*x-440926*c^3*g*p*q*x^2+3172*c^3*g*p*r^3-98637*c^3*g*p*r^2*x-\ 495477*c^3*g*p*r*x^2+1054456*c^3*g*p*x^3+4*c^3*g*q^3*r+1009*c^3*g*q^3*x+209*c^3 *g*q^2*r^2+3986*c^3*g*q^2*r*x-126271*c^3*g*q^2*x^2+898*c^3*g*q*r^3-22457*c^3*g* q*r^2*x-393921*c^3*g*q*r*x^2+781528*c^3*g*q*x^3+793*c^3*g*r^4-43162*c^3*g*r^3*x -193698*c^3*g*r^2*x^2+1142264*c^3*g*r*x^3-275768*c^3*g*x^4+314*c^3*p^5+554*c^3* p^4*q+1570*c^3*p^4*r-8190*c^3*p^4*x+270*c^3*p^3*q^2+2216*c^3*p^3*q*r-8720*c^3*p ^3*q*x+3140*c^3*p^3*r^2-51984*c^3*p^3*r*x-143670*c^3*p^3*x^2+30*c^3*p^2*q^3+810 *c^3*p^2*q^2*r+1596*c^3*p^2*q^2*x+3324*c^3*p^2*q*r^2-49416*c^3*p^2*q*r*x-335790 *c^3*p^2*q*x^2+3140*c^3*p^2*r^3-106812*c^3*p^2*r^2*x-294650*c^3*p^2*r*x^2+ 815780*c^3*p^2*x^3+60*c^3*p*q^3*r+2272*c^3*p*q^3*x+810*c^3*p*q^2*r^2-3264*c^3*p *q^2*r*x-230034*c^3*p*q^2*x^2+2216*c^3*p*q*r^3-72672*c^3*p*q*r^2*x-550576*c^3*p *q*r*x^2+1284656*c^3*p*q*x^3+1570*c^3*p*r^4-90432*c^3*p*r^3*x-145884*c^3*p*r^2* x^2+1727064*c^3*p*r*x^3-422920*c^3*p*x^4+146*c^3*q^4*x+30*c^3*q^3*r^2+1784*c^3* q^3*r*x-37914*c^3*q^3*x^2+270*c^3*q^2*r^3-4860*c^3*q^2*r^2*x-207578*c^3*q^2*r*x ^2+468876*c^3*q^2*x^3+554*c^3*q*r^4-31976*c^3*q*r^3*x-235956*c^3*q*r^2*x^2+ 1373064*c^3*q*r*x^3-422920*c^3*q*x^4+314*c^3*r^5-27414*c^3*r^4*x+5096*c^3*r^3*x ^2+980728*c^3*r^2*x^3-546768*c^3*r*x^4+c^2*g^5*p+c^2*g^5*r+34*c^2*g^5*x+31*c^2* g^4*p^2+4*c^2*g^4*p*q+62*c^2*g^4*p*r+345*c^2*g^4*p*x+4*c^2*g^4*q*r+259*c^2*g^4* q*x+31*c^2*g^4*r^2-99*c^2*g^4*r*x-7009*c^2*g^4*x^2+182*c^2*g^3*p^3+92*c^2*g^3*p ^2*q+546*c^2*g^3*p^2*r-479*c^2*g^3*p^2*x+4*c^2*g^3*p*q^2+184*c^2*g^3*p*q*r+2156 *c^2*g^3*p*q*x+546*c^2*g^3*p*r^2-5153*c^2*g^3*p*r*x-59420*c^2*g^3*p*x^2+4*c^2*g ^3*q^2*r+533*c^2*g^3*q^2*x+92*c^2*g^3*q*r^2+637*c^2*g^3*q*r*x-35072*c^2*g^3*q*x ^2+182*c^2*g^3*r^3-4674*c^2*g^3*r^2*x-53877*c^2*g^3*r*x^2+87948*c^2*g^3*x^3+373 *c^2*g^2*p^4+403*c^2*g^2*p^3*q+1492*c^2*g^2*p^3*r-5263*c^2*g^2*p^3*x+81*c^2*g^2 *p^2*q^2+1209*c^2*g^2*p^2*q*r+469*c^2*g^2*p^2*q*x+2238*c^2*g^2*p^2*r^2-30454*c^ 2*g^2*p^2*r*x-150978*c^2*g^2*p^2*x^2+c^2*g^2*p*q^3+162*c^2*g^2*p*q^2*r+3767*c^2 *g^2*p*q^2*x+1209*c^2*g^2*p*q*r^2-8690*c^2*g^2*p*q*r*x-210308*c^2*g^2*p*q*x^2+ 1492*c^2*g^2*p*r^3-45119*c^2*g^2*p*r^2*x-249195*c^2*g^2*p*r*x^2+487148*c^2*g^2* p*x^3+c^2*g^2*q^3*r+415*c^2*g^2*q^3*x+81*c^2*g^2*q^2*r^2+2214*c^2*g^2*q^2*r*x-\ 58242*c^2*g^2*q^2*x^2+403*c^2*g^2*q*r^3-9159*c^2*g^2*q*r^2*x-191667*c^2*g^2*q*r *x^2+356204*c^2*g^2*q*x^3+373*c^2*g^2*r^4-19928*c^2*g^2*r^3*x-103770*c^2*g^2*r^ 2*x^2+534476*c^2*g^2*r*x^3-119540*c^2*g^2*x^4+315*c^2*g*p^5+547*c^2*g*p^4*q+ 1575*c^2*g*p^4*r-7871*c^2*g*p^4*x+257*c^2*g*p^3*q^2+2188*c^2*g*p^3*q*r-7762*c^2 *g*p^3*q*x+3150*c^2*g*p^3*r^2-50780*c^2*g*p^3*r*x-147103*c^2*g*p^3*x^2+25*c^2*g *p^2*q^3+771*c^2*g*p^2*q^2*r+2430*c^2*g*p^2*q^2*x+3282*c^2*g*p^2*q*r^2-46288*c^ 2*g*p^2*q*r*x-340263*c^2*g*p^2*q*x^2+3150*c^2*g*p^2*r^3-105114*c^2*g*p^2*r^2*x-\ 311927*c^2*g*p^2*r*x^2+799430*c^2*g*p^2*x^3+50*c^2*g*p*q^3*r+2446*c^2*g*p*q^3*x +771*c^2*g*p*q^2*r^2-1394*c^2*g*p*q^2*r*x-230151*c^2*g*p*q^2*x^2+2188*c^2*g*p*q *r^3-69290*c^2*g*p*q*r^2*x-570076*c^2*g*p*q*r*x^2+1250584*c^2*g*p*q*x^3+1575*c^ 2*g*p*r^4-89372*c^2*g*p*r^3*x-170862*c^2*g*p*r^2*x^2+1714636*c^2*g*p*r*x^3-\ 392136*c^2*g*p*x^4+125*c^2*g*q^4*x+25*c^2*g*q^3*r^2+1898*c^2*g*q^3*r*x-36991*c^ 2*g*q^3*x^2+257*c^2*g*q^2*r^3-3824*c^2*g*q^2*r^2*x-210563*c^2*g*q^2*r*x^2+ 451154*c^2*g*q^2*x^3+547*c^2*g*q*r^4-30764*c^2*g*q*r^3*x-252924*c^2*g*q*r^2*x^2 +1350132*c^2*g*q*r*x^3-392136*c^2*g*q*x^4+315*c^2*g*r^5-27167*c^2*g*r^4*x-6038* c^2*g*r^3*x^2+993068*c^2*g*r^2*x^3-509792*c^2*g*r*x^4+94*c^2*p^6+230*c^2*p^5*q+ 564*c^2*p^5*r-3374*c^2*p^5*x+180*c^2*p^4*q^2+1150*c^2*p^4*q*r-6322*c^2*p^4*q*x+ 1410*c^2*p^4*r^2-25142*c^2*p^4*r*x-48236*c^2*p^4*x^2+46*c^2*p^3*q^3+720*c^2*p^3 *q^2*r-2048*c^2*p^3*q^2*x+2300*c^2*p^3*q*r^2-40740*c^2*p^3*q*r*x-160826*c^2*p^3 *q*x^2+1880*c^2*p^3*r^3-66828*c^2*p^3*r^2*x-108102*c^2*p^3*r*x^2+399216*c^2*p^3 *x^3+2*c^2*p^2*q^4+138*c^2*p^2*q^3*r+1384*c^2*p^2*q^3*x+1080*c^2*p^2*q^2*r^2-\ 14388*c^2*p^2*q^2*r*x-183942*c^2*p^2*q^2*x^2+2300*c^2*p^2*q*r^3-84288*c^2*p^2*q *r^2*x-351432*c^2*p^2*q*r*x^2+979128*c^2*p^2*q*x^3+1410*c^2*p^2*r^4-83372*c^2*p ^2*r^3*x-13124*c^2*p^2*r^2*x^2+1244076*c^2*p^2*r*x^3-298000*c^2*p^2*x^4+4*c^2*p *q^4*r+494*c^2*p*q^4*x+138*c^2*p*q^3*r^2+1636*c^2*p*q^3*r*x-78350*c^2*p*q^3*x^2 +720*c^2*p*q^2*r^3-22632*c^2*p*q^2*r^2*x-314532*c^2*p*q^2*r*x^2+760608*c^2*p*q^ 2*x^3+1150*c^2*p*q*r^4-71644*c^2*p*q*r^3*x-223984*c^2*p*q*r^2*x^2+2060568*c^2*p *q*r*x^3-596000*c^2*p*q*x^4+564*c^2*p*r^5-49958*c^2*p*r^4*x+105114*c^2*p*r^3*x^ 2+1333776*c^2*p*r^2*x^3-771588*c^2*p*r*x^4+10*c^2*q^5*x+2*c^2*q^4*r^2+426*c^2*q ^4*r*x-6998*c^2*q^4*x^2+46*c^2*q^3*r^3+252*c^2*q^3*r^2*x-71202*c^2*q^3*r*x^2+ 180696*c^2*q^3*x^3+180*c^2*q^2*r^4-10292*c^2*q^2*r^3*x-148682*c^2*q^2*r^2*x^2+ 816492*c^2*q^2*r*x^3-298000*c^2*q^2*x^4+230*c^2*q*r^5-21774*c^2*q*r^4*x-33378*c ^2*q*r^3*x^2+1178472*c^2*q*r^2*x^3-771588*c^2*q*r*x^4+94*c^2*r^6-11646*c^2*r^5* x+58372*c^2*r^4*x^2+473340*c^2*r^3*x^3-563620*c^2*r^2*x^4+2*c*g^6*x+2*c*g^5*p^2 +4*c*g^5*p*r+45*c*g^5*p*x+19*c*g^5*q*x+2*c*g^5*r^2+6*c*g^5*r*x-663*c*g^5*x^2+23 *c*g^4*p^3+8*c*g^4*p^2*q+69*c*g^4*p^2*r+25*c*g^4*p^2*x+16*c*g^4*p*q*r+359*c*g^4 *p*q*x+69*c*g^4*p*r^2-490*c*g^4*p*r*x-8249*c*g^4*p*x^2+52*c*g^4*q^2*x+8*c*g^4*q *r^2+158*c*g^4*q*r*x-4529*c*g^4*q*x^2+23*c*g^4*r^3-515*c*g^4*r^2*x-7834*c*g^4*r *x^2+11860*c*g^4*x^3+73*c*g^3*p^4+72*c*g^3*p^3*q+292*c*g^3*p^3*r-877*c*g^3*p^3* x+10*c*g^3*p^2*q^2+216*c*g^3*p^2*q*r+427*c*g^3*p^2*q*x+438*c*g^3*p^2*r^2-5550*c *g^3*p^2*r*x-30952*c*g^3*p^2*x^2+20*c*g^3*p*q^2*r+852*c*g^3*p*q^2*x+216*c*g^3*p *q*r^2-882*c*g^3*p*q*r*x-41841*c*g^3*p*q*x^2+292*c*g^3*p*r^3-8469*c*g^3*p*r^2*x -53798*c*g^3*p*r*x^2+93894*c*g^3*p*x^3+56*c*g^3*q^3*x+10*c*g^3*q^2*r^2+524*c*g^ 3*q^2*r*x-10954*c*g^3*q^2*x^2+72*c*g^3*q*r^3-1309*c*g^3*q*r^2*x-39257*c*g^3*q*r *x^2+67462*c*g^3*q*x^3+73*c*g^3*r^4-3796*c*g^3*r^3*x-24480*c*g^3*r^2*x^2+104138 *c*g^3*r*x^3-22178*c*g^3*x^4+100*c*g^2*p^5+169*c*g^2*p^4*q+500*c*g^2*p^4*r-2366 *c*g^2*p^4*x+74*c*g^2*p^3*q^2+676*c*g^2*p^3*q*r-2032*c*g^2*p^3*q*x+1000*c*g^2*p ^3*r^2-15661*c*g^2*p^3*r*x-48175*c*g^2*p^3*x^2+5*c*g^2*p^2*q^3+222*c*g^2*p^2*q^ 2*r+1158*c*g^2*p^2*q^2*x+1014*c*g^2*p^2*q*r^2-13215*c*g^2*p^2*q*r*x-109834*c*g^ 2*p^2*q*x^2+1000*c*g^2*p^2*r^3-32787*c*g^2*p^2*r^2*x-106977*c*g^2*p^2*r*x^2+ 248010*c*g^2*p^2*x^3+10*c*g^2*p*q^3*r+850*c*g^2*p*q^3*x+222*c*g^2*p*q^2*r^2+517 *c*g^2*p*q^2*r*x-72874*c*g^2*p*q^2*x^2+676*c*g^2*p*q*r^3-20334*c*g^2*p*q*r^2*x-\ 190239*c*g^2*p*q*r*x^2+384240*c*g^2*p*q*x^3+500*c*g^2*p*r^4-28055*c*g^2*p*r^3*x -65965*c*g^2*p*r^2*x^2+542124*c*g^2*p*r*x^3-113962*c*g^2*p*x^4+26*c*g^2*q^4*x+5 *c*g^2*q^3*r^2+641*c*g^2*q^3*r*x-11215*c*g^2*q^3*x^2+74*c*g^2*q^2*r^3-641*c*g^2 *q^2*r^2*x-67992*c*g^2*q^2*r*x^2+136230*c*g^2*q^2*x^3+169*c*g^2*q*r^4-9151*c*g^ 2*q*r^3*x-89218*c*g^2*q*r^2*x^2+419580*c*g^2*q*r*x^3-113962*c*g^2*q*x^4+100*c*g ^2*r^5-8563*c*g^2*r^4*x-7163*c*g^2*r^3*x^2+325392*c*g^2*r^2*x^3-146212*c*g^2*r* x^4+63*c*g*p^6+153*c*g*p^5*q+378*c*g*p^5*r-2198*c*g*p^5*x+118*c*g*p^4*q^2+765*c *g*p^4*q*r-4000*c*g*p^4*q*x+945*c*g*p^4*r^2-16541*c*g*p^4*r*x-33029*c*g*p^4*x^2 +29*c*g*p^3*q^3+472*c*g*p^3*q^2*r-1065*c*g*p^3*q^2*x+1530*c*g*p^3*q*r^2-26252*c *g*p^3*q*r*x-109149*c*g*p^3*q*x^2+1260*c*g*p^3*r^3-44184*c*g*p^3*r^2*x-77621*c* g*p^3*r*x^2+261613*c*g*p^3*x^3+c*g*p^2*q^4+87*c*g*p^2*q^3*r+1083*c*g*p^2*q^3*x+ 708*c*g*p^2*q^2*r^2-8538*c*g*p^2*q^2*r*x-123695*c*g*p^2*q^2*x^2+1530*c*g*p^2*q* r^3-54756*c*g*p^2*q*r^2*x-245511*c*g*p^2*q*r*x^2+638521*c*g*p^2*q*x^3+945*c*g*p ^2*r^4-55286*c*g*p^2*r^3*x-20008*c*g*p^2*r^2*x^2+827081*c*g*p^2*r*x^3-185162*c* g*p^2*x^4+2*c*g*p*q^4*r+351*c*g*p*q^4*x+87*c*g*p*q^3*r^2+1468*c*g*p*q^3*r*x-\ 52059*c*g*p*q^3*x^2+472*c*g*p*q^2*r^3-13881*c*g*p*q^2*r^2*x-215886*c*g*p*q^2*r* x^2+492203*c*g*p*q^2*x^3+765*c*g*p*q*r^4-46756*c*g*p*q*r^3*x-166759*c*g*p*q*r^2 *x^2+1360852*c*g*p*q*r*x^3-370324*c*g*p*q*x^4+378*c*g*p*r^5-33194*c*g*p*r^4*x+ 60731*c*g*p*r^3*x^2+903990*c*g*p*r^2*x^3-484156*c*g*p*r*x^4+5*c*g*q^5*x+c*g*q^4 *r^2+295*c*g*q^4*r*x-4484*c*g*q^4*x^2+29*c*g*q^3*r^3+385*c*g*q^3*r^2*x-47996*c* g*q^3*r*x^2+115295*c*g*q^3*x^3+118*c*g*q^2*r^4-6408*c*g*q^2*r^3*x-105076*c*g*q^ 2*r^2*x^2+533771*c*g*q^2*r*x^3-185162*c*g*q^2*x^4+153*c*g*q*r^5-14252*c*g*q*r^4 *x-30397*c*g*q*r^3*x^2+793974*c*g*q*r^2*x^3-484156*c*g*q*r*x^4+63*c*g*r^6-7749* c*g*r^5*x+36147*c*g*r^4*x^2+327462*c*g*r^3*x^3-366362*c*g*r^2*x^4+15*c*p^7+48*c *p^6*q+105*c*p^6*r-691*c*p^6*x+54*c*p^5*q^2+288*c*p^5*q*r-1871*c*p^5*q*x+315*c* p^5*r^2-5906*c*p^5*r*x-8216*c*p^5*x^2+24*c*p^4*q^3+270*c*p^4*q^2*r-1426*c*p^4*q ^2*x+720*c*p^4*q*r^2-13984*c*p^4*q*r*x-36451*c*p^4*q*x^2+525*c*p^4*r^3-19165*c* p^4*r^2*x-16562*c*p^4*r*x^2+95363*c*p^4*x^3+3*c*p^3*q^4+96*c*p^3*q^3*r+38*c*p^3 *q^3*x+540*c*p^3*q^2*r^2-9758*c*p^3*q^2*r*x-60410*c*p^3*q^2*x^2+960*c*p^3*q*r^3 -37226*c*p^3*q*r^2*x-88952*c*p^3*q*r*x^2+321030*c*p^3*q*x^3+525*c*p^3*r^4-31420 *c*p^3*r^3*x+25539*c*p^3*r^2*x^2+386382*c*p^3*r*x^3-92914*c*p^3*x^4+9*c*p^2*q^4 *r+325*c*p^2*q^4*x+144*c*p^2*q^3*r^2-1154*c*p^2*q^3*r*x-44684*c*p^2*q^3*x^2+540 *c*p^2*q^2*r^3-20718*c*p^2*q^2*r^2*x-139752*c*p^2*q^2*r*x^2+390912*c*p^2*q^2*x^ 3+720*c*p^2*q*r^4-46484*c*p^2*q*r^3*x-39756*c*p^2*q*r^2*x^2+990510*c*p^2*q*r*x^ 3-278742*c*p^2*q*x^4+315*c*p^2*r^5-27965*c*p^2*r^4*x+93829*c*p^2*r^3*x^2+585165 *c*p^2*r^2*x^3-360360*c*p^2*r*x^4+41*c*p*q^5*x+9*c*p*q^4*r^2+560*c*p*q^4*r*x-\ 12862*c*p*q^4*x^2+96*c*p*q^3*r^3-2422*c*p*q^3*r^2*x-78896*c*p*q^3*r*x^2+200186* c*p*q^3*x^3+270*c*p*q^2*r^4-17866*c*p*q^2*r^3*x-105159*c*p*q^2*r^2*x^2+821874*c *p*q^2*r*x^3-278742*c*p*q^2*x^4+288*c*p*q*r^5-27871*c*p*q*r^4*x+41540*c*p*q*r^3 *x^2+1059336*c*p*q*r^2*x^3-720720*c*p*q*r*x^4+105*c*p*r^6-12946*c*p*r^5*x+85873 *c*p*r^4*x^2+377142*c*p*r^3*x^3-509250*c*p*r^2*x^4+34*c*q^5*r*x-353*c*q^5*x^2+3 *c*q^4*r^3+235*c*q^4*r^2*x-11534*c*q^4*r*x^2+34941*c*q^4*x^3+24*c*q^3*r^4-1230* c*q^3*r^3*x-39864*c*q^3*r^2*x^2+217746*c*q^3*r*x^3-92914*c*q^3*x^4+54*c*q^2*r^5 -5480*c*q^2*r^4*x-25817*c*q^2*r^3*x^2+474171*c*q^2*r^2*x^3-360360*c*q^2*r*x^4+ 48*c*q*r^6-6500*c*q*r^5*x+28795*c*q*r^4*x^2+379722*c*q*r^3*x^3-509250*c*q*r^2*x ^4+15*c*r^7-2451*c*r^6*x+25929*c*r^5*x^2+82996*c*r^4*x^3-232904*c*r^3*x^4+2*g^6 *p*x+g^6*r*x-21*g^6*x^2+g^5*p^3+3*g^5*p^2*r+9*g^5*p^2*x+21*g^5*p*q*x+3*g^5*p*r^ 2-4*g^5*p*r*x-408*g^5*p*x^2+12*g^5*q*r*x-198*g^5*q*x^2+g^5*r^3-13*g^5*r^2*x-409 *g^5*r*x^2+624*g^5*x^3+5*g^4*p^4+4*g^4*p^3*q+20*g^4*p^3*r-42*g^4*p^3*x+12*g^4*p ^2*q*r+64*g^4*p^2*q*x+30*g^4*p^2*r^2-328*g^4*p^2*r*x-2237*g^4*p^2*x^2+66*g^4*p* q^2*x+12*g^4*p*q*r^2+35*g^4*p*q*r*x-2870*g^4*p*q*x^2+20*g^4*p*r^3-530*g^4*p*r^2 *x-4202*g^4*p*r*x^2+6308*g^4*p*x^3+42*g^4*q^2*r*x-680*g^4*q^2*x^2+4*g^4*q*r^3-\ 29*g^4*q*r^2*x-2798*g^4*q*r*x^2+4472*g^4*q*x^3+5*g^4*r^4-244*g^4*r^3*x-2148*g^4 *r^2*x^2+6942*g^4*r*x^3-1662*g^4*x^4+10*g^3*p^5+16*g^3*p^4*q+50*g^3*p^4*r-218*g ^3*p^4*x+6*g^3*p^3*q^2+64*g^3*p^3*q*r-139*g^3*p^3*q*x+100*g^3*p^3*r^2-1509*g^3* p^3*r*x-5032*g^3*p^3*x^2+18*g^3*p^2*q^2*r+172*g^3*p^2*q^2*x+96*g^3*p^2*q*r^2-\ 1089*g^3*p^2*q*r*x-11207*g^3*p^2*q*x^2+100*g^3*p^2*r^3-3219*g^3*p^2*r^2*x-11951 *g^3*p^2*r*x^2+24128*g^3*p^2*x^3+93*g^3*p*q^3*x+18*g^3*p*q^2*r^2+206*g^3*p*q^2* r*x-7199*g^3*p*q^2*x^2+64*g^3*p*q*r^3-1761*g^3*p*q*r^2*x-20420*g^3*p*q*r*x^2+ 36896*g^3*p*q*x^3+50*g^3*p*r^4-2783*g^3*p*r^3*x-8501*g^3*p*r^2*x^2+54068*g^3*p* r*x^3-10516*g^3*p*x^4+66*g^3*q^3*r*x-1024*g^3*q^3*x^2+6*g^3*q^2*r^3+34*g^3*q^2* r^2*x-6893*g^3*q^2*r*x^2+12768*g^3*q^2*x^3+16*g^3*q*r^4-811*g^3*q*r^3*x-10391*g ^3*q*r^2*x^2+40604*g^3*q*r*x^3-10516*g^3*q*x^4+10*g^3*r^5-855*g^3*r^4*x-1582*g^ 3*r^3*x^2+34344*g^3*r^2*x^3-12564*g^3*r*x^4+10*g^2*p^6+24*g^2*p^5*q+60*g^2*p^5* r-340*g^2*p^5*x+18*g^2*p^4*q^2+120*g^2*p^4*q*r-589*g^2*p^4*q*x+150*g^2*p^4*r^2-\ 2599*g^2*p^4*r*x-5433*g^2*p^4*x^2+4*g^2*p^3*q^3+72*g^2*p^3*q^2*r-97*g^2*p^3*q^2 *x+240*g^2*p^3*q*r^2-3974*g^2*p^3*q*r*x-17755*g^2*p^3*q*x^2+200*g^2*p^3*r^3-\ 6996*g^2*p^3*r^2*x-13547*g^2*p^3*r*x^2+40823*g^2*p^3*x^3+12*g^2*p^2*q^3*r+213*g ^2*p^2*q^3*x+108*g^2*p^2*q^2*r^2-1084*g^2*p^2*q^2*r*x-19871*g^2*p^2*q^2*x^2+240 *g^2*p^2*q*r^3-8388*g^2*p^2*q*r^2*x-41657*g^2*p^2*q*r*x^2+98923*g^2*p^2*q*x^3+ 150*g^2*p^2*r^4-8794*g^2*p^2*r^3*x-5581*g^2*p^2*r^2*x^2+131997*g^2*p^2*r*x^3-\ 27063*g^2*p^2*x^4+61*g^2*p*q^4*x+12*g^2*p*q^3*r^2+338*g^2*p*q^3*r*x-8209*g^2*p* q^3*x^2+72*g^2*p*q^2*r^3-1877*g^2*p*q^2*r^2*x-35831*g^2*p*q^2*r*x^2+75377*g^2*p *q^2*x^3+120*g^2*p*q*r^4-7210*g^2*p*q*r^3*x-30822*g^2*p*q*r^2*x^2+214732*g^2*p* q*r*x^3-54126*g^2*p*q*x^4+60*g^2*p*r^5-5296*g^2*p*r^4*x+7747*g^2*p*r^3*x^2+ 149130*g^2*p*r^2*x^3-70753*g^2*p*r*x^4+47*g^2*q^4*r*x-660*g^2*q^4*x^2+4*g^2*q^3 *r^3+125*g^2*q^3*r^2*x-7721*g^2*q^3*r*x^2+17277*g^2*q^3*x^3+18*g^2*q^2*r^4-890* g^2*q^2*r^3*x-18355*g^2*q^2*r^2*x^2+82735*g^2*q^2*r*x^3-27063*g^2*q^2*x^4+24*g^ 2*q*r^5-2207*g^2*q*r^4*x-6920*g^2*q*r^3*x^2+129898*g^2*q*r^2*x^3-70753*g^2*q*r* x^4+10*g^2*r^6-1239*g^2*r^5*x+5214*g^2*r^4*x^2+55886*g^2*r^3*x^3-57054*g^2*r^2* x^4+5*g*p^7+16*g*p^6*q+35*g*p^6*r-227*g*p^6*x+18*g*p^5*q^2+96*g*p^5*q*r-607*g*p ^5*q*x+105*g*p^5*r^2-1951*g*p^5*r*x-2806*g*p^5*x^2+8*g*p^4*q^3+90*g*p^4*q^2*r-\ 444*g*p^4*q^2*x+240*g*p^4*q*r^2-4574*g*p^4*q*r*x-12362*g*p^4*q*x^2+175*g*p^4*r^ 3-6350*g*p^4*r^2*x-6054*g*p^4*r*x^2+31299*g*p^4*x^3+g*p^3*q^4+32*g*p^3*q^3*r+40 *g*p^3*q^3*x+180*g*p^3*q^2*r^2-3106*g*p^3*q^2*r*x-20356*g*p^3*q^2*x^2+320*g*p^3 *q*r^3-12226*g*p^3*q*r^2*x-31274*g*p^3*q*r*x^2+104990*g*p^3*q*x^3+175*g*p^3*r^4 -10430*g*p^3*r^3*x+7141*g*p^3*r^2*x^2+128734*g*p^3*r*x^3-29018*g*p^3*x^4+3*g*p^ 2*q^4*r+119*g*p^2*q^4*x+48*g*p^2*q^3*r^2-282*g*p^2*q^3*r*x-14956*g*p^2*q^3*x^2+ 180*g*p^2*q^2*r^3-6654*g*p^2*q^2*r^2*x-48274*g*p^2*q^2*r*x^2+127176*g*p^2*q^2*x ^3+240*g*p^2*q*r^4-15304*g*p^2*q*r^3*x-16831*g*p^2*q*r^2*x^2+328534*g*p^2*q*r*x ^3-87054*g*p^2*q*x^4+105*g*p^2*r^5-9295*g*p^2*r^4*x+29687*g*p^2*r^3*x^2+198718* g*p^2*r^2*x^3-114050*g*p^2*r*x^4+15*g*p*q^5*x+3*g*p*q^4*r^2+213*g*p*q^4*r*x-\ 4262*g*p*q^4*x^2+32*g*p*q^3*r^3-684*g*p*q^3*r^2*x-26942*g*p*q^3*r*x^2+64578*g*p *q^3*x^3+90*g*p*q^2*r^4-5766*g*p*q^2*r^3*x-37951*g*p*q^2*r^2*x^2+270866*g*p*q^2 *r*x^3-87054*g*p*q^2*x^4+96*g*p*q*r^5-9191*g*p*q*r^4*x+10712*g*p*q*r^3*x^2+ 358212*g*p*q*r^2*x^3-228100*g*p*q*r*x^4+35*g*p*r^6-4307*g*p*r^5*x+27765*g*p*r^4 *x^2+130963*g*p*r^3*x^3-166338*g*p*r^2*x^4+12*g*q^5*r*x-106*g*q^5*x^2+g*q^4*r^3 +94*g*q^4*r^2*x-3888*g*q^4*r*x^2+11093*g*q^4*x^3+8*g*q^3*r^4-362*g*q^3*r^3*x-\ 13979*g*q^3*r^2*x^2+71066*g*q^3*r*x^3-29018*g*q^3*x^4+18*g*q^2*r^5-1774*g*q^2*r ^4*x-10033*g*q^2*r^3*x^2+159494*g*q^2*r^2*x^3-114050*g*q^2*r*x^4+16*g*q*r^6-\ 2146*g*q*r^5*x+8631*g*q*r^4*x^2+131033*g*q*r^3*x^3-166338*g*q*r^2*x^4+5*g*r^7-\ 816*g*r^6*x+8467*g*r^5*x^2+29680*g*r^4*x^3-78092*g*r^3*x^4+p^8+4*p^7*q+8*p^7*r-\ 56*p^7*x+6*p^6*q^2+28*p^6*q*r-200*p^6*q*x+28*p^6*r^2-538*p^6*r*x-555*p^6*x^2+4* p^5*q^3+36*p^5*q^2*r-240*p^5*q^2*x+84*p^5*q*r^2-1707*p^5*q*r*x-3144*p^5*q*x^2+ 56*p^5*r^3-2052*p^5*r^2*x-675*p^5*r*x^2+8920*p^5*x^3+p^4*q^4+20*p^4*q^3*r-80*p^ 4*q^3*x+90*p^4*q^2*r^2-1848*p^4*q^2*r*x-6993*p^4*q^2*x^2+140*p^4*q*r^3-5535*p^4 *q*r^2*x-7284*p^4*q*r*x^2+38416*p^4*q*x^3+70*p^4*r^4-4150*p^4*r^3*x+6241*p^4*r^ 2*x^2+43764*p^4*r*x^3-10809*p^4*x^4+4*p^3*q^4*r+40*p^3*q^4*x+40*p^3*q^3*r^2-682 *p^3*q^3*r*x-7632*p^3*q^3*x^2+120*p^3*q^2*r^3-4992*p^3*q^2*r^2*x-18483*p^3*q^2* r*x^2+64464*p^3*q^2*x^3+140*p^3*q*r^4-9070*p^3*q*r^3*x+4702*p^3*q*r^2*x^2+ 153384*p^3*q*r*x^3-43236*p^3*q*x^4+56*p^3*r^5-4880*p^3*r^4*x+20614*p^3*r^3*x^2+ 82781*p^3*r^2*x^3-55629*p^3*r*x^4+24*p^2*q^5*x+6*p^2*q^4*r^2+42*p^2*q^4*r*x-\ 4053*p^2*q^4*x^2+40*p^2*q^3*r^3-1566*p^2*q^3*r^2*x-18495*p^2*q^3*r*x^2+52096*p^ 2*q^3*x^3+90*p^2*q^2*r^4-6288*p^2*q^2*r^3*x-13149*p^2*q^2*r^2*x^2+197568*p^2*q^ 2*r*x^3-64854*p^2*q^2*x^4+84*p^2*q*r^5-8070*p^2*q*r^4*x+26370*p^2*q*r^3*x^2+ 229569*p^2*q*r^2*x^3-166887*p^2*q*r*x^4+28*p^2*r^6-3366*p^2*r^5*x+25971*p^2*r^4 *x^2+71466*p^2*r^3*x^3-113701*p^2*r^2*x^4+45*p*q^5*r*x-792*p*q^5*x^2+4*p*q^4*r^ 3-36*p*q^4*r^2*x-7302*p*q^4*r*x^2+19864*p*q^4*x^3+20*p*q^3*r^4-1406*p*q^3*r^3*x -15440*p*q^3*r^2*x^2+110040*p*q^3*r*x^3-43236*p*q^3*x^4+36*p*q^2*r^5-3792*p*q^2 *r^4*x+1179*p*q^2*r^3*x^2+210795*p*q^2*r^2*x^3-166887*p*q^2*r*x^4+28*p*q*r^6-\ 3735*p*q*r^5*x+25218*p*q*r^4*x^2+147576*p*q*r^3*x^3-227402*p*q*r^2*x^4+8*p*r^7-\ 1268*p*r^6*x+15109*p*r^5*x^2+25045*p*r^4*x^3-99541*p*r^3*x^4+33*q^6*x^2+21*q^5* r^2*x-681*q^5*r*x^2+2736*q^5*x^3+q^4*r^4-38*q^4*r^3*x-3830*q^4*r^2*x^2+22092*q^ 4*r*x^3-10809*q^4*x^4+4*q^3*r^5-442*q^3*r^4*x-4577*q^3*r^3*x^2+64007*q^3*r^2*x^ 3-55629*q^3*r*x^4+6*q^2*r^6-888*q^2*r^5*x+2838*q^2*r^4*x^2+76110*q^2*r^3*x^3-\ 113701*q^2*r^2*x^4+4*q*r^7-707*q*r^6*x+7690*q*r^5*x^2+32975*q*r^4*x^3-99541*q*r ^3*x^4+r^8-202*r^7*x+3391*r^6*x^2+1516*r^5*x^3-30108*r^4*x^4-16*a^6*p-16*a^6*r+ 80*a^6*x-32*a^5*b*c-48*a^5*b*p-48*a^5*b*r+480*a^5*b*x-64*a^5*c^2-16*a^5*c*g-112 *a^5*c*p-32*a^5*c*q-112*a^5*c*r+2448*a^5*c*x-48*a^5*g*p-48*a^5*g*r+360*a^5*g*x+ 60*a^5*p^2-32*a^5*p*q+120*a^5*p*r+1864*a^5*p*x-32*a^5*q*r+824*a^5*q*x+60*a^5*r^ 2+2432*a^5*r*x-4224*a^5*x^2-96*a^4*b^2*c-48*a^4*b^2*p-48*a^4*b^2*r+1056*a^4*b^2 *x-384*a^4*b*c^2-128*a^4*b*c*g-216*a^4*b*c*p-128*a^4*b*c*q-216*a^4*b*c*r+10008* a^4*b*c*x-112*a^4*b*g*p-112*a^4*b*g*r+1616*a^4*b*g*x+204*a^4*b*p^2-80*a^4*b*p*q +408*a^4*b*p*r+6596*a^4*b*p*x-80*a^4*b*q*r+2692*a^4*b*q*x+204*a^4*b*r^2+7652*a^ 4*b*r*x-17432*a^4*b*x^2-384*a^4*c^3-256*a^4*c^2*g-288*a^4*c^2*p-256*a^4*c^2*q-\ 288*a^4*c^2*r+16624*a^4*c^2*x-40*a^4*c*g^2-252*a^4*c*g*p-96*a^4*c*g*q-252*a^4*c *g*r+7760*a^4*c*g*x+708*a^4*c*p^2-200*a^4*c*p*q+1416*a^4*c*p*r+19992*a^4*c*p*x-\ 32*a^4*c*q^2-200*a^4*c*q*r+10092*a^4*c*q*x+708*a^4*c*r^2+22860*a^4*c*r*x-54604* a^4*c*x^2-56*a^4*g^2*p-56*a^4*g^2*r+604*a^4*g^2*x+168*a^4*g*p^2-80*a^4*g*p*q+ 336*a^4*g*p*r+5536*a^4*g*p*x-80*a^4*g*q*r+2284*a^4*g*q*x+168*a^4*g*r^2+6736*a^4 *g*r*x-13600*a^4*g*x^2+352*a^4*p^3+154*a^4*p^2*q+1056*a^4*p^2*r+4858*a^4*p^2*x-\ 36*a^4*p*q^2+308*a^4*p*q*r+6402*a^4*p*q*x+1056*a^4*p*r^2+9968*a^4*p*r*x-33526*a ^4*p*x^2-36*a^4*q^2*r+1370*a^4*q^2*x+154*a^4*q*r^2+7352*a^4*q*r*x-19042*a^4*q*x ^2+352*a^4*r^3+5110*a^4*r^2*x-37186*a^4*r*x^2+17364*a^4*x^3-96*a^3*b^3*c-16*a^3 *b^3*p-16*a^3*b^3*r+1088*a^3*b^3*x-640*a^3*b^2*c^2-224*a^3*b^2*c*g-128*a^3*b^2* c*p-160*a^3*b^2*c*q-128*a^3*b^2*c*r+14840*a^3*b^2*c*x-80*a^3*b^2*g*p-80*a^3*b^2 *g*r+2608*a^3*b^2*g*x+236*a^3*b^2*p^2-64*a^3*b^2*p*q+472*a^3*b^2*p*r+8796*a^3*b ^2*p*x-64*a^3*b^2*q*r+3188*a^3*b^2*q*x+236*a^3*b^2*r^2+8660*a^3*b^2*r*x-27672*a ^3*b^2*x^2-1376*a^3*b*c^3-960*a^3*b*c^2*g-328*a^3*b*c^2*p-736*a^3*b*c^2*q-328*a ^3*b*c^2*r+50040*a^3*b*c^2*x-160*a^3*b*c*g^2-384*a^3*b*c*g*p-272*a^3*b*c*g*q-\ 384*a^3*b*c*g*r+23780*a^3*b*c*g*x+1920*a^3*b*c*p^2-380*a^3*b*c*p*q+3840*a^3*b*c *p*r+57768*a^3*b*c*p*x-72*a^3*b*c*q^2-380*a^3*b*c*q*r+26300*a^3*b*c*q*x+1920*a^ 3*b*c*r^2+56680*a^3*b*c*r*x-173484*a^3*b*c*x^2-96*a^3*b*g^2*p-96*a^3*b*g^2*r+ 1992*a^3*b*g^2*x+410*a^3*b*g*p^2-144*a^3*b*g*p*q+820*a^3*b*g*p*r+15314*a^3*b*g* p*x-144*a^3*b*g*q*r+5654*a^3*b*g*q*x+410*a^3*b*g*r^2+16150*a^3*b*g*r*x-44372*a^ 3*b*g*x^2+878*a^3*b*p^3+316*a^3*b*p^2*q+2634*a^3*b*p^2*r+14522*a^3*b*p^2*x-68*a ^3*b*p*q^2+632*a^3*b*p*q*r+17270*a^3*b*p*q*x+2634*a^3*b*p*r^2+26796*a^3*b*p*r*x -106590*a^3*b*p*x^2-68*a^3*b*q^2*r+2892*a^3*b*q^2*x+316*a^3*b*q*r^2+17124*a^3*b *q*r*x-54906*a^3*b*q*x^2+878*a^3*b*r^3+12274*a^3*b*r^2*x-108498*a^3*b*r*x^2+ 59064*a^3*b*x^3-928*a^3*c^4-992*a^3*c^3*g-328*a^3*c^3*p-768*a^3*c^3*q-328*a^3*c ^3*r+48360*a^3*c^3*x-336*a^3*c^2*g^2-488*a^3*c^2*g*p-576*a^3*c^2*g*q-488*a^3*c^ 2*g*r+39216*a^3*c^2*g*x+2996*a^3*c^2*p^2-500*a^3*c^2*p*q+5992*a^3*c^2*p*r+81020 *a^3*c^2*p*x-168*a^3*c^2*q^2-500*a^3*c^2*q*r+41732*a^3*c^2*q*x+2996*a^3*c^2*r^2 +81220*a^3*c^2*r*x-250872*a^3*c^2*x^2-36*a^3*c*g^3-220*a^3*c*g^2*p-104*a^3*c*g^ 2*q-220*a^3*c*g^2*r+9100*a^3*c*g^2*x+1552*a^3*c*g*p^2-392*a^3*c*g*p*q+3104*a^3* c*g*p*r+47324*a^3*c*g*p*x-64*a^3*c*g*q^2-392*a^3*c*g*q*r+21890*a^3*c*g*q*x+1552 *a^3*c*g*r^2+49368*a^3*c*g*r*x-134854*a^3*c*g*x^2+2648*a^3*c*p^3+1228*a^3*c*p^2 *q+7944*a^3*c*p^2*r+37454*a^3*c*p^2*x-200*a^3*c*p*q^2+2456*a^3*c*p*q*r+51058*a^ 3*c*p*q*x+7944*a^3*c*p*r^2+68502*a^3*c*p*r*x-309662*a^3*c*p*x^2-8*a^3*c*q^3-200 *a^3*c*q^2*r+10834*a^3*c*q^2*x+1228*a^3*c*q*r^2+51216*a^3*c*q*r*x-169990*a^3*c* q*x^2+2648*a^3*c*r^3+31048*a^3*c*r^2*x-321282*a^3*c*r*x^2+152280*a^3*c*x^3-32*a ^3*g^3*p-32*a^3*g^3*r+490*a^3*g^3*x+167*a^3*g^2*p^2-72*a^3*g^2*p*q+334*a^3*g^2* p*r+6298*a^3*g^2*p*x-72*a^3*g^2*q*r+2350*a^3*g^2*q*x+167*a^3*g^2*r^2+6996*a^3*g ^2*r*x-16984*a^3*g^2*x^2+766*a^3*g*p^3+285*a^3*g*p^2*q+2298*a^3*g*p^2*r+11969*a ^3*g*p^2*x-66*a^3*g*p*q^2+570*a^3*g*p*q*r+14703*a^3*g*p*q*x+2298*a^3*g*p*r^2+ 23220*a^3*g*p*r*x-84143*a^3*g*p*x^2-66*a^3*g*q^2*r+2627*a^3*g*q^2*x+285*a^3*g*q *r^2+15368*a^3*g*q*r*x-44673*a^3*g*q*x^2+766*a^3*g*r^3+11251*a^3*g*r^2*x-88189* a^3*g*r*x^2+46098*a^3*g*x^3+567*a^3*p^4+623*a^3*p^3*q+2268*a^3*p^3*r+4513*a^3*p ^3*x+90*a^3*p^2*q^2+1869*a^3*p^2*q*r+12374*a^3*p^2*q*x+3402*a^3*p^2*r^2+8497*a^ 3*p^2*r*x-88089*a^3*p^2*x^2-20*a^3*p*q^3+180*a^3*p*q^2*r+7716*a^3*p*q^2*x+1869* a^3*p*q*r^2+23791*a^3*p*q*r*x-110752*a^3*p*q*x^2+2268*a^3*p*r^3+3455*a^3*p*r^2* x-186176*a^3*p*r*x^2+91768*a^3*p*x^3-20*a^3*q^3*r+809*a^3*q^3*x+90*a^3*q^2*r^2+ 7661*a^3*q^2*r*x-27525*a^3*q^2*x^2+623*a^3*q*r^3+11417*a^3*q*r^2*x-112796*a^3*q *r*x^2+59292*a^3*q*x^3+567*a^3*r^4-529*a^3*r^3*x-106451*a^3*r^2*x^2+89136*a^3*r *x^3-1044*a^3*x^4-32*a^2*b^4*c+528*a^2*b^4*x-384*a^2*b^3*c^2-128*a^2*b^3*c*g-56 *a^2*b^3*c*p-64*a^2*b^3*c*q-56*a^2*b^3*c*r+9688*a^2*b^3*c*x-16*a^2*b^3*g*p-16*a ^2*b^3*g*r+1856*a^2*b^3*g*x+100*a^2*b^3*p^2-16*a^2*b^3*p*q+200*a^2*b^3*p*r+5396 *a^2*b^3*p*x-16*a^2*b^3*q*r+1596*a^2*b^3*q*x+100*a^2*b^3*r^2+4212*a^2*b^3*r*x-\ 20664*a^2*b^3*x^2-1440*a^2*b^2*c^3-992*a^2*b^2*c^2*g-168*a^2*b^2*c^2*p-608*a^2* b^2*c^2*q-168*a^2*b^2*c^2*r+51984*a^2*b^2*c^2*x-160*a^2*b^2*c*g^2-232*a^2*b^2*c *g*p-208*a^2*b^2*c*g*q-232*a^2*b^2*c*g*r+24736*a^2*b^2*c*g*x+1600*a^2*b^2*c*p^2 -276*a^2*b^2*c*p*q+3200*a^2*b^2*c*p*r+59596*a^2*b^2*c*p*x-40*a^2*b^2*c*q^2-276* a^2*b^2*c*q*r+23040*a^2*b^2*c*q*x+1600*a^2*b^2*c*r^2+48296*a^2*b^2*c*r*x-198940 *a^2*b^2*c*x^2-44*a^2*b^2*g^2*p-44*a^2*b^2*g^2*r+2236*a^2*b^2*g^2*x+292*a^2*b^2 *g*p^2-72*a^2*b^2*g*p*q+584*a^2*b^2*g*p*r+14904*a^2*b^2*g*p*x-72*a^2*b^2*g*q*r+ 4640*a^2*b^2*g*q*x+292*a^2*b^2*g*r^2+12844*a^2*b^2*g*r*x-52352*a^2*b^2*g*x^2+ 704*a^2*b^2*p^3+162*a^2*b^2*p^2*q+2112*a^2*b^2*p^2*r+15620*a^2*b^2*p^2*x-32*a^2 *b^2*p*q^2+324*a^2*b^2*p*q*r+15886*a^2*b^2*p*q*x+2112*a^2*b^2*p*r^2+25252*a^2*b ^2*p*r*x-122746*a^2*b^2*p*x^2-32*a^2*b^2*q^2*r+1742*a^2*b^2*q^2*x+162*a^2*b^2*q *r^2+12784*a^2*b^2*q*r*x-54598*a^2*b^2*q*x^2+704*a^2*b^2*r^3+9632*a^2*b^2*r^2*x -112210*a^2*b^2*r*x^2+73008*a^2*b^2*x^3-2176*a^2*b*c^4-2304*a^2*b*c^3*g-208*a^2 *b*c^3*p-1504*a^2*b*c^3*q-208*a^2*b*c^3*r+105176*a^2*b*c^3*x-768*a^2*b*c^2*g^2-\ 560*a^2*b*c^2*g*p-1088*a^2*b*c^2*g*q-560*a^2*b*c^2*g*r+84344*a^2*b*c^2*g*x+5736 *a^2*b*c^2*p^2-776*a^2*b*c^2*p*q+11472*a^2*b*c^2*p*r+176260*a^2*b*c^2*p*x-256*a ^2*b*c^2*q^2-776*a^2*b*c^2*q*r+80720*a^2*b*c^2*q*x+5736*a^2*b*c^2*r^2+147512*a^ 2*b*c^2*r*x-600700*a^2*b*c^2*x^2-80*a^2*b*c*g^3-284*a^2*b*c*g^2*p-184*a^2*b*c*g ^2*q-284*a^2*b*c*g^2*r+19576*a^2*b*c*g^2*x+2806*a^2*b*c*g*p^2-584*a^2*b*c*g*p*q +5612*a^2*b*c*g*p*r+100792*a^2*b*c*g*p*x-88*a^2*b*c*g*q^2-584*a^2*b*c*g*q*r+ 40660*a^2*b*c*g*q*x+2806*a^2*b*c*g*r^2+88150*a^2*b*c*g*r*x-320748*a^2*b*c*g*x^2 +4844*a^2*b*c*p^3+1810*a^2*b*c*p^2*q+14532*a^2*b*c*p^2*r+85298*a^2*b*c*p^2*x-\ 292*a^2*b*c*p*q^2+3620*a^2*b*c*p*q*r+104426*a^2*b*c*p*q*x+14532*a^2*b*c*p*r^2+ 134334*a^2*b*c*p*r*x-745266*a^2*b*c*p*x^2-8*a^2*b*c*q^3-292*a^2*b*c*q^2*r+17098 *a^2*b*c*q^2*x+1810*a^2*b*c*q*r^2+88402*a^2*b*c*q*r*x-368426*a^2*b*c*q*x^2+4844 *a^2*b*c*r^3+49036*a^2*b*c*r^2*x-719714*a^2*b*c*r*x^2+393176*a^2*b*c*x^3-36*a^2 *b*g^3*p-36*a^2*b*g^3*r+1128*a^2*b*g^3*x+252*a^2*b*g^2*p^2-84*a^2*b*g^2*p*q+504 *a^2*b*g^2*p*r+12744*a^2*b*g^2*p*x-84*a^2*b*g^2*q*r+4042*a^2*b*g^2*q*x+252*a^2* b*g^2*r^2+11810*a^2*b*g^2*r*x-41352*a^2*b*g^2*x^2+1334*a^2*b*g*p^3+350*a^2*b*g* p^2*q+4002*a^2*b*g*p^2*r+26523*a^2*b*g*p^2*x-80*a^2*b*g*p*q^2+700*a^2*b*g*p*q*r +28916*a^2*b*g*p*q*x+4002*a^2*b*g*p*r^2+45680*a^2*b*g*p*r*x-200422*a^2*b*g*p*x^ 2-80*a^2*b*g*q^2*r+3648*a^2*b*g*q^2*x+350*a^2*b*g*q*r^2+25242*a^2*b*g*q*r*x-\ 95054*a^2*b*g*q*x^2+1334*a^2*b*g*r^3+19157*a^2*b*g*r^2*x-191916*a^2*b*g*r*x^2+ 119610*a^2*b*g*x^3+1052*a^2*b*p^4+978*a^2*b*p^3*q+4208*a^2*b*p^3*r+11573*a^2*b* p^3*x+68*a^2*b*p^2*q^2+2934*a^2*b*p^2*q*r+27987*a^2*b*p^2*q*x+6312*a^2*b*p^2*r^ 2+19905*a^2*b*p^2*r*x-213774*a^2*b*p^2*x^2-20*a^2*b*p*q^3+136*a^2*b*p*q^2*r+ 14346*a^2*b*p*q^2*x+2934*a^2*b*p*q*r^2+48752*a^2*b*p*q*r*x-249546*a^2*b*p*q*x^2 +4208*a^2*b*p*r^3+5091*a^2*b*p*r^2*x-429760*a^2*b*p*r*x^2+239652*a^2*b*p*x^3-20 *a^2*b*q^3*r+794*a^2*b*q^3*x+68*a^2*b*q^2*r^2+11876*a^2*b*q^2*r*x-50358*a^2*b*q ^2*x^2+978*a^2*b*q*r^3+20765*a^2*b*q*r^2*x-232174*a^2*b*q*r*x^2+142224*a^2*b*q* x^3+1052*a^2*b*r^4-3241*a^2*b*r^3*x-235496*a^2*b*r^2*x^2+223408*a^2*b*r*x^3-\ 3132*a^2*b*x^4-1120*a^2*c^5-1632*a^2*c^4*g-152*a^2*c^4*p-1088*a^2*c^4*q-152*a^2 *c^4*r+70776*a^2*c^4*x-848*a^2*c^3*g^2-456*a^2*c^3*g*p-1216*a^2*c^3*g*q-456*a^2 *c^3*g*r+82192*a^2*c^3*g*x+5660*a^2*c^3*p^2-668*a^2*c^3*p*q+11320*a^2*c^3*p*r+ 154220*a^2*c^3*p*x-312*a^2*c^3*q^2-668*a^2*c^3*q*r+78440*a^2*c^3*q*x+5660*a^2*c ^3*r^2+136036*a^2*c^3*r*x-541092*a^2*c^3*x^2-184*a^2*c^2*g^3-352*a^2*c^2*g^2*p-\ 432*a^2*c^2*g^2*q-352*a^2*c^2*g^2*r+32370*a^2*c^2*g^2*x+4700*a^2*c^2*g*p^2-796* a^2*c^2*g*p*q+9400*a^2*c^2*g*p*r+142174*a^2*c^2*g*p*x-232*a^2*c^2*g*q^2-796*a^2 *c^2*g*q*r+66604*a^2*c^2*g*q*x+4700*a^2*c^2*g*r^2+127958*a^2*c^2*g*r*x-459658*a ^2*c^2*g*x^2+7100*a^2*c^2*p^3+3228*a^2*c^2*p^2*q+21300*a^2*c^2*p^2*r+105462*a^2 *c^2*p^2*x-436*a^2*c^2*p*q^2+6456*a^2*c^2*p*q*r+143728*a^2*c^2*p*q*x+21300*a^2* c^2*p*r^2+169170*a^2*c^2*p*r*x-993392*a^2*c^2*p*x^2-24*a^2*c^2*q^3-436*a^2*c^2* q^2*r+29052*a^2*c^2*q^2*x+3228*a^2*c^2*q*r^2+127650*a^2*c^2*q*r*x-533812*a^2*c^ 2*q*x^2+7100*a^2*c^2*r^3+63708*a^2*c^2*r^2*x-979780*a^2*c^2*r*x^2+547380*a^2*c^ 2*x^3-14*a^2*c*g^4-99*a^2*c*g^3*p-48*a^2*c*g^3*q-99*a^2*c*g^3*r+4892*a^2*c*g^3* x+1129*a^2*c*g^2*p^2-286*a^2*c*g^2*p*q+2258*a^2*c*g^2*p*r+40406*a^2*c*g^2*p*x-\ 40*a^2*c*g^2*q^2-286*a^2*c*g^2*q*r+16562*a^2*c*g^2*q*x+1129*a^2*c*g^2*r^2+37579 *a^2*c*g^2*r*x-121980*a^2*c*g^2*x^2+4213*a^2*c*g*p^3+1651*a^2*c*g*p^2*q+12639*a ^2*c*g*p^2*r+68778*a^2*c*g*p^2*x-290*a^2*c*g*p*q^2+3302*a^2*c*g*p*q*r+87549*a^2 *c*g*p*q*x+12639*a^2*c*g*p*r^2+116455*a^2*c*g*p*r*x-578355*a^2*c*g*p*x^2-8*a^2* c*g*q^3-290*a^2*c*g*q^2*r+15456*a^2*c*g*q^2*x+1651*a^2*c*g*q*r^2+78960*a^2*c*g* q*r*x-297127*a^2*c*g*q*x^2+4213*a^2*c*g*r^3+47677*a^2*c*g*r^2*x-573325*a^2*c*g* r*x^2+303042*a^2*c*g*x^3+3007*a^2*c*p^4+3185*a^2*c*p^3*q+12028*a^2*c*p^3*r+ 25548*a^2*c*p^3*x+436*a^2*c*p^2*q^2+9555*a^2*c*p^2*q*r+70649*a^2*c*p^2*q*x+ 18042*a^2*c*p^2*r^2+39546*a^2*c*p^2*r*x-557629*a^2*c*p^2*x^2-84*a^2*c*p*q^3+872 *a^2*c*p*q^2*r+42680*a^2*c*p*q^2*x+9555*a^2*c*p*q*r^2+121731*a^2*c*p*q*r*x-\ 693922*a^2*c*p*q*x^2+12028*a^2*c*p*r^3+2448*a^2*c*p*r^2*x-1114726*a^2*c*p*r*x^2 +662452*a^2*c*p*x^3-84*a^2*c*q^3*r+3949*a^2*c*q^3*x+436*a^2*c*q^2*r^2+37645*a^2 *c*q^2*r*x-165127*a^2*c*q^2*x^2+3185*a^2*c*q*r^3+51082*a^2*c*q*r^2*x-674794*a^2 *c*q*r*x^2+422376*a^2*c*q*x^3+3007*a^2*c*r^4-11550*a^2*c*r^3*x-600691*a^2*c*r^2 *x^2+687368*a^2*c*r*x^3-18124*a^2*c*x^4-9*a^2*g^4*p-9*a^2*g^4*r+204*a^2*g^4*x+ 67*a^2*g^3*p^2-28*a^2*g^3*p*q+134*a^2*g^3*p*r+3414*a^2*g^3*p*x-28*a^2*g^3*q*r+ 1089*a^2*g^3*q*x+67*a^2*g^3*r^2+3340*a^2*g^3*r*x-10336*a^2*g^3*x^2+579*a^2*g^2* p^3+160*a^2*g^2*p^2*q+1737*a^2*g^2*p^2*r+10734*a^2*g^2*p^2*x-40*a^2*g^2*p*q^2+ 320*a^2*g^2*p*q*r+12179*a^2*g^2*p*q*x+1737*a^2*g^2*p*r^2+19492*a^2*g^2*p*r*x-\ 77592*a^2*g^2*p*x^2-40*a^2*g^2*q^2*r+1651*a^2*g^2*q^2*x+160*a^2*g^2*q*r^2+11244 *a^2*g^2*q*r*x-38130*a^2*g^2*q*x^2+579*a^2*g^2*r^3+8758*a^2*g^2*r^2*x-76582*a^2 *g^2*r*x^2+45864*a^2*g^2*x^3+925*a^2*g*p^4+915*a^2*g*p^3*q+3700*a^2*g*p^3*r+ 8958*a^2*g*p^3*x+85*a^2*g*p^2*q^2+2745*a^2*g*p^2*q*r+22796*a^2*g*p^2*q*x+5550*a ^2*g*p^2*r^2+16293*a^2*g*p^2*r*x-166431*a^2*g*p^2*x^2-24*a^2*g*p*q^3+170*a^2*g* p*q^2*r+12724*a^2*g*p*q^2*x+2745*a^2*g*p*q*r^2+41463*a^2*g*p*q*r*x-200862*a^2*g *p*q*x^2+3700*a^2*g*p*r^3+5712*a^2*g*p*r^2*x-341680*a^2*g*p*r*x^2+183743*a^2*g* p*x^3-24*a^2*g*q^3*r+900*a^2*g*q^3*x+85*a^2*g*q^2*r^2+11265*a^2*g*q^2*r*x-44703 *a^2*g*q^2*x^2+915*a^2*g*q*r^3+18667*a^2*g*q*r^2*x-194767*a^2*g*q*r*x^2+114269* a^2*g*q*x^3+925*a^2*g*r^4-1623*a^2*g*r^3*x-191426*a^2*g*r^2*x^2+175985*a^2*g*r* x^3-5202*a^2*g*x^4+418*a^2*p^5+725*a^2*p^4*q+2090*a^2*p^4*r+1404*a^2*p^4*x+317* a^2*p^3*q^2+2900*a^2*p^3*q*r+9196*a^2*p^3*q*x+4180*a^2*p^3*r^2-3589*a^2*p^3*r*x -97551*a^2*p^3*x^2+6*a^2*p^2*q^3+951*a^2*p^2*q^2*r+11689*a^2*p^2*q^2*x+4350*a^2 *p^2*q*r^2+18092*a^2*p^2*q*r*x-200241*a^2*p^2*q*x^2+4180*a^2*p^2*r^3-19191*a^2* p^2*r^2*x-285089*a^2*p^2*r*x^2+185991*a^2*p^2*x^3-4*a^2*p*q^4+12*a^2*p*q^3*r+ 4025*a^2*p*q^3*x+951*a^2*p*q^2*r^2+21369*a^2*p*q^2*r*x-118104*a^2*p*q^2*x^2+ 2900*a^2*p*q*r^3+8596*a^2*p*q*r^2*x-398317*a^2*p*q*r*x^2+265700*a^2*p*q*x^3+ 2090*a^2*p*r^4-21999*a^2*p*r^3*x-284341*a^2*p*r^2*x^2+415452*a^2*p*r*x^3-13562* a^2*p*x^4-4*a^2*q^4*r+128*a^2*q^4*x+6*a^2*q^3*r^2+3435*a^2*q^3*r*x-15414*a^2*q^ 3*x^2+317*a^2*q^2*r^3+9680*a^2*q^2*r^2*x-112907*a^2*q^2*r*x^2+79709*a^2*q^2*x^3 +725*a^2*q*r^4-300*a^2*q*r^3*x-217678*a^2*q*r^2*x^2+277900*a^2*q*r*x^3-13562*a^ 2*q*x^4+418*a^2*r^5-7801*a^2*r^4*x-96803*a^2*r^3*x^2+281729*a^2*r^2*x^3-8678*a^ 2*r*x^4+96*a*b^5*x-64*a*b^4*c^2-16*a*b^4*c*g-32*a*b^4*c*p-32*a*b^4*c*r+2648*a*b ^4*c*x+552*a*b^4*g*x+8*a*b^4*p^2+16*a*b^4*p*r+1468*a*b^4*p*x+276*a*b^4*q*x+8*a* b^4*r^2+892*a*b^4*r*x-6920*a*b^4*x^2-480*a*b^3*c^3-304*a*b^3*c^2*g-160*a*b^3*c^ 2*p-128*a*b^3*c^2*q-160*a*b^3*c^2*r+22104*a*b^3*c^2*x-40*a*b^3*c*g^2-116*a*b^3* c*g*p-32*a*b^3*c*g*q-116*a*b^3*c*g*r+10180*a*b^3*c*g*x+396*a*b^3*c*p^2-96*a*b^3 *c*p*q+792*a*b^3*c*p*r+25728*a*b^3*c*p*x-96*a*b^3*c*q*r+7420*a*b^3*c*q*x+396*a* b^3*c*r^2+17208*a*b^3*c*r*x-95844*a*b^3*c*x^2-4*a*b^3*g^2*p-4*a*b^3*g^2*r+992*a *b^3*g^2*x+50*a*b^3*g*p^2-8*a*b^3*g*p*q+100*a*b^3*g*p*r+5942*a*b^3*g*p*x-8*a*b^ 3*g*q*r+1386*a*b^3*g*q*x+50*a*b^3*g*r^2+3950*a*b^3*g*r*x-25988*a*b^3*g*x^2+186* a*b^3*p^3+558*a*b^3*p^2*r+7038*a*b^3*p^2*x+5434*a*b^3*p*q*x+558*a*b^3*p*r^2+ 9768*a*b^3*p*r*x-59826*a*b^3*p*x^2+220*a*b^3*q^2*x+3384*a*b^3*q*r*x-20646*a*b^3 *q*x^2+186*a*b^3*r^3+2730*a*b^3*r^2*x-47670*a*b^3*r*x^2+38280*a*b^3*x^3-1344*a* b^2*c^4-1360*a*b^2*c^3*g-240*a*b^2*c^3*p-736*a*b^2*c^3*q-240*a*b^2*c^3*r+71928* a*b^2*c^3*x-416*a*b^2*c^2*g^2-452*a*b^2*c^2*g*p-480*a*b^2*c^2*g*q-452*a*b^2*c^2 *g*r+56248*a*b^2*c^2*g*x+2896*a*b^2*c^2*p^2-488*a*b^2*c^2*p*q+5792*a*b^2*c^2*p* r+122640*a*b^2*c^2*p*x-80*a*b^2*c^2*q^2-488*a*b^2*c^2*q*r+47128*a*b^2*c^2*q*x+ 2896*a*b^2*c^2*r^2+83828*a*b^2*c^2*r*x-468568*a*b^2*c^2*x^2-36*a*b^2*c*g^3-172* a*b^2*c*g^2*p-64*a*b^2*c*g^2*q-172*a*b^2*c*g^2*r+12784*a*b^2*c*g^2*x+1262*a*b^2 *c*g*p^2-314*a*b^2*c*g*p*q+2524*a*b^2*c*g*p*r+68086*a*b^2*c*g*p*x-20*a*b^2*c*g* q^2-314*a*b^2*c*g*q*r+22256*a*b^2*c*g*q*x+1262*a*b^2*c*g*r^2+48436*a*b^2*c*g*r* x-247410*a*b^2*c*g*x^2+2478*a*b^2*c*p^3+558*a*b^2*c*p^2*q+7434*a*b^2*c*p^2*r+ 62492*a*b^2*c*p^2*x-104*a*b^2*c*p*q^2+1116*a*b^2*c*p*q*r+65126*a*b^2*c*p*q*x+ 7434*a*b^2*c*p*r^2+82424*a*b^2*c*p*r*x-580850*a*b^2*c*p*x^2-104*a*b^2*c*q^2*r+ 6884*a*b^2*c*q^2*x+558*a*b^2*c*q*r^2+46126*a*b^2*c*q*r*x-246186*a*b^2*c*q*x^2+ 2478*a*b^2*c*r^3+19932*a*b^2*c*r^2*x-518942*a*b^2*c*r*x^2+329512*a*b^2*c*x^3-8* a*b^2*g^3*p-8*a*b^2*g^3*r+790*a*b^2*g^3*x+73*a*b^2*g^2*p^2-20*a*b^2*g^2*p*q+146 *a*b^2*g^2*p*r+8068*a*b^2*g^2*p*x-20*a*b^2*g^2*q*r+1984*a*b^2*g^2*q*x+73*a*b^2* g^2*r^2+5792*a*b^2*g^2*r*x-32604*a*b^2*g^2*x^2+632*a*b^2*g*p^3+53*a*b^2*g*p^2*q +1896*a*b^2*g*p^2*r+18653*a*b^2*g*p^2*x-16*a*b^2*g*p*q^2+106*a*b^2*g*p*q*r+ 16957*a*b^2*g*p*q*x+1896*a*b^2*g*p*r^2+27736*a*b^2*g*p*r*x-154403*a*b^2*g*p*x^2 -16*a*b^2*g*q^2*r+1135*a*b^2*g*q^2*x+53*a*b^2*g*q*r^2+11746*a*b^2*g*q*r*x-62077 *a*b^2*g*q*x^2+632*a*b^2*g*r^3+9083*a*b^2*g*r^2*x-133107*a*b^2*g*r*x^2+100926*a *b^2*g*x^3+555*a*b^2*p^4+371*a*b^2*p^3*q+2220*a*b^2*p^3*r+9503*a*b^2*p^3*x-22*a *b^2*p^2*q^2+1113*a*b^2*p^2*q*r+19476*a*b^2*p^2*q*x+3330*a*b^2*p^2*r^2+14863*a* b^2*p^2*r*x-167709*a*b^2*p^2*x^2-44*a*b^2*p*q^2*r+7104*a*b^2*p*q^2*x+1113*a*b^2 *p*q*r^2+30547*a*b^2*p*q*r*x-175692*a*b^2*p*q*x^2+2220*a*b^2*p*r^3+1217*a*b^2*p *r^2*x-317626*a*b^2*p*r*x^2+204000*a*b^2*p*x^3-7*a*b^2*q^3*x-22*a*b^2*q^2*r^2+ 4641*a*b^2*q^2*r*x-22569*a*b^2*q^2*x^2+371*a*b^2*q*r^3+11071*a*b^2*q*r^2*x-\ 142594*a*b^2*q*r*x^2+106572*a*b^2*q*x^3+555*a*b^2*r^4-4143*a*b^2*r^3*x-163013*a *b^2*r^2*x^2+179408*a*b^2*r*x^3-3132*a*b^2*x^4-1600*a*b*c^5-2256*a*b*c^4*g-88*a *b*c^4*p-1312*a*b*c^4*q-88*a*b*c^4*r+101600*a*b*c^4*x-1112*a*b*c^3*g^2-548*a*b* c^3*g*p-1392*a*b*c^3*g*q-548*a*b*c^3*g*r+115360*a*b*c^3*g*x+6772*a*b*c^3*p^2-\ 796*a*b*c^3*p*q+13544*a*b*c^3*p*r+224288*a*b*c^3*p*x-296*a*b*c^3*q^2-796*a*b*c^ 3*q*r+100840*a*b*c^3*q*x+6772*a*b*c^3*r^2+161760*a*b*c^3*r*x-878040*a*b*c^3*x^2 -220*a*b*c^2*g^3-454*a*b*c^2*g^2*p-448*a*b*c^2*g^2*q-454*a*b*c^2*g^2*r+44196*a* b*c^2*g^2*x+5298*a*b*c^2*g*p^2-954*a*b*c^2*g*p*q+10596*a*b*c^2*g*p*r+203304*a*b *c^2*g*p*x-196*a*b*c^2*g*q^2-954*a*b*c^2*g*q*r+82528*a*b*c^2*g*q*x+5298*a*b*c^2 *g*r^2+149642*a*b*c^2*g*r*x-740364*a*b*c^2*g*x^2+8344*a*b*c^2*p^3+2954*a*b*c^2* p^2*q+25032*a*b*c^2*p^2*r+161268*a*b*c^2*p^2*x-420*a*b*c^2*p*q^2+5908*a*b*c^2*p *q*r+195748*a*b*c^2*p*q*x+25032*a*b*c^2*p*r^2+214460*a*b*c^2*p*r*x-1607336*a*b* c^2*p*x^2-16*a*b*c^2*q^3-420*a*b*c^2*q^2*r+30212*a*b*c^2*q^2*x+2954*a*b*c^2*q*r ^2+146602*a*b*c^2*q*r*x-779636*a*b*c^2*q*x^2+8344*a*b*c^2*r^3+53192*a*b*c^2*r^2 *x-1488416*a*b*c^2*r*x^2+968976*a*b*c^2*x^3-14*a*b*c*g^4-111*a*b*c*g^3*p-40*a*b *c*g^3*q-111*a*b*c*g^3*r+6542*a*b*c*g^3*x+1111*a*b*c*g^2*p^2-309*a*b*c*g^2*p*q+ 2222*a*b*c*g^2*p*r+56274*a*b*c*g^2*p*x-26*a*b*c*g^2*q^2-309*a*b*c*g^2*q*r+19188 *a*b*c*g^2*q*x+1111*a*b*c*g^2*r^2+42483*a*b*c*g^2*r*x-195060*a*b*c*g^2*x^2+4770 *a*b*c*g*p^3+1287*a*b*c*g*p^2*q+14310*a*b*c*g*p^2*r+103184*a*b*c*g*p^2*x-256*a* b*c*g*p*q^2+2574*a*b*c*g*p*q*r+116388*a*b*c*g*p*q*x+14310*a*b*c*g*p*r^2+148084* a*b*c*g*p*r*x-929198*a*b*c*g*p*x^2-4*a*b*c*g*q^3-256*a*b*c*g*q^2*r+14610*a*b*c* g*q^2*x+1287*a*b*c*g*q*r^2+87555*a*b*c*g*q*r*x-425588*a*b*c*g*q*x^2+4770*a*b*c* g*r^3+44900*a*b*c*g*r^2*x-859238*a*b*c*g*r*x^2+534248*a*b*c*g*x^3+3594*a*b*c*p^ 4+3138*a*b*c*p^3*q+14376*a*b*c*p^3*r+44024*a*b*c*p^3*x+180*a*b*c*p^2*q^2+9414*a *b*c*p^2*q*r+105972*a*b*c*p^2*q*x+21564*a*b*c*p^2*r^2+59852*a*b*c*p^2*r*x-\ 907458*a*b*c*p^2*x^2-48*a*b*c*p*q^3+360*a*b*c*p*q^2*r+51598*a*b*c*p*q^2*x+9414* a*b*c*p*q*r^2+162270*a*b*c*p*q*r*x-1047892*a*b*c*p*q*x^2+14376*a*b*c*p*r^3-\ 12368*a*b*c*p*r^2*x-1723316*a*b*c*p*r*x^2+1169020*a*b*c*p*x^3-48*a*b*c*q^3*r+ 2390*a*b*c*q^3*x+180*a*b*c*q^2*r^2+38702*a*b*c*q^2*r*x-198102*a*b*c*q^2*x^2+ 3138*a*b*c*q*r^3+56298*a*b*c*q*r^2*x-939590*a*b*c*q*r*x^2+688868*a*b*c*q*x^3+ 3594*a*b*c*r^4-28196*a*b*c*r^3*x-872672*a*b*c*r^2*x^2+1188656*a*b*c*r*x^3-36248 *a*b*c*x^4-5*a*b*g^4*p-5*a*b*g^4*r+292*a*b*g^4*x+39*a*b*g^3*p^2-16*a*b*g^3*p*q+ 78*a*b*g^3*p*r+4484*a*b*g^3*p*x-16*a*b*g^3*q*r+1102*a*b*g^3*q*x+39*a*b*g^3*r^2+ 3422*a*b*g^3*r*x-16826*a*b*g^3*x^2+605*a*b*g^2*p^3+66*a*b*g^2*p^2*q+1815*a*b*g^ 2*p^2*r+15633*a*b*g^2*p^2*x-23*a*b*g^2*p*q^2+132*a*b*g^2*p*q*r+15457*a*b*g^2*p* q*x+1815*a*b*g^2*p*r^2+24814*a*b*g^2*p*r*x-123694*a*b*g^2*p*x^2-23*a*b*g^2*q^2* r+1194*a*b*g^2*q^2*x+66*a*b*g^2*q*r^2+11427*a*b*g^2*q*r*x-53584*a*b*g^2*q*x^2+ 605*a*b*g^2*r^3+9181*a*b*g^2*r^2*x-111497*a*b*g^2*r*x^2+80976*a*b*g^2*x^3+1080* a*b*g*p^4+844*a*b*g*p^3*q+4320*a*b*g*p^3*r+14959*a*b*g*p^3*x-8*a*b*g*p^2*q^2+ 2532*a*b*g*p^2*q*r+33438*a*b*g*p^2*q*x+6480*a*b*g*p^2*r^2+24548*a*b*g*p^2*r*x-\ 268375*a*b*g*p^2*x^2-10*a*b*g*p*q^3-16*a*b*g*p*q^2*r+14755*a*b*g*p*q^2*x+2532*a *b*g*p*q*r^2+54882*a*b*g*p*q*r*x-298553*a*b*g*p*q*x^2+4320*a*b*g*p*r^3+4219*a*b *g*p*r^2*x-522411*a*b*g*p*r*x^2+324118*a*b*g*p*x^3-10*a*b*g*q^3*r+304*a*b*g*q^3 *x-8*a*b*g*q^2*r^2+10658*a*b*g*q^2*r*x-50722*a*b*g*q^2*x^2+844*a*b*g*q*r^3+ 21444*a*b*g*q*r^2*x-262074*a*b*g*q*r*x^2+185170*a*b*g*q*x^3+1080*a*b*g*r^4-5370 *a*b*g*r^3*x-277058*a*b*g*r^2*x^2+300572*a*b*g*r*x^3-10404*a*b*g*x^4+517*a*b*p^ 5+766*a*b*p^4*q+2585*a*b*p^4*r+3478*a*b*p^4*x+231*a*b*p^3*q^2+3064*a*b*p^3*q*r+ 16205*a*b*p^3*q*x+5170*a*b*p^3*r^2-1871*a*b*p^3*r*x-160877*a*b*p^3*x^2-18*a*b*p ^2*q^3+693*a*b*p^2*q^2*r+16674*a*b*p^2*q^2*x+4596*a*b*p^2*q*r^2+31137*a*b*p^2*q *r*x-311910*a*b*p^2*q*x^2+5170*a*b*p^2*r^3-26481*a*b*p^2*r^2*x-453107*a*b*p^2*r *x^2+328006*a*b*p^2*x^3-36*a*b*p*q^3*r+3883*a*b*p*q^3*x+693*a*b*p*q^2*r^2+28194 *a*b*p*q^2*r*x-161739*a*b*p*q^2*x^2+3064*a*b*p*q*r^3+13659*a*b*p*q*r^2*x-590479 *a*b*p*q*r*x^2+443448*a*b*p*q*x^3+2585*a*b*p*r^4-33437*a*b*p*r^3*x-432660*a*b*p *r^2*x^2+718216*a*b*p*r*x^3-27124*a*b*p*x^4-64*a*b*q^4*x-18*a*b*q^3*r^2+2680*a* b*q^3*r*x-10706*a*b*q^3*x^2+231*a*b*q^2*r^3+11520*a*b*q^2*r^2*x-136730*a*b*q^2* r*x^2+115442*a*b*q^2*x^3+766*a*b*q*r^4-1273*a*b*q*r^3*x-307836*a*b*q*r^2*x^2+ 443112*a*b*q*r*x^3-27124*a*b*q*x^4+517*a*b*r^5-12305*a*b*r^4*x-140430*a*b*r^3*x ^2+476204*a*b*r^2*x^3-17356*a*b*r*x^4-672*a*c^6-1232*a*c^5*g-8*a*c^5*p-736*a*c^ 5*q-8*a*c^5*r+51640*a*c^5*x-856*a*c^4*g^2-240*a*c^4*g*p-1088*a*c^4*g*q-240*a*c^ 4*g*r+78396*a*c^4*g*x+4896*a*c^4*p^2-476*a*c^4*p*q+9792*a*c^4*p*r+139200*a*c^4* p*x-248*a*c^4*q^2-476*a*c^4*q*r+69056*a*c^4*q*x+4896*a*c^4*r^2+108712*a*c^4*r*x -550160*a*c^4*x^2-276*a*c^3*g^3-318*a*c^3*g^2*p-568*a*c^3*g^2*q-318*a*c^3*g^2*r +43738*a*c^3*g^2*x+5652*a*c^3*g*p^2-792*a*c^3*g*p*q+11304*a*c^3*g*p*r+178250*a* c^3*g*p*x-272*a*c^3*g*q^2-792*a*c^3*g*q*r+82314*a*c^3*g*q*x+5652*a*c^3*g*r^2+ 139318*a*c^3*g*r*x-659180*a*c^3*g*x^2+7982*a*c^3*p^3+3436*a*c^3*p^2*q+23946*a*c ^3*p^2*r+126898*a*c^3*p^2*x-416*a*c^3*p*q^2+6872*a*c^3*p*q*r+169940*a*c^3*p*q*x +23946*a*c^3*p*r^2+177302*a*c^3*p*r*x-1327568*a*c^3*p*x^2-24*a*c^3*q^3-416*a*c^ 3*q^2*r+32074*a*c^3*q^2*x+3436*a*c^3*q*r^2+136256*a*c^3*q*r*x-698708*a*c^3*q*x^ 2+7982*a*c^3*r^3+50404*a*c^3*r^2*x-1257168*a*c^3*r*x^2+841528*a*c^3*x^3-40*a*c^ 2*g^4-146*a*c^2*g^3*p-120*a*c^2*g^3*q-146*a*c^2*g^3*r+10925*a*c^2*g^3*x+2160*a* c^2*g^2*p^2-449*a*c^2*g^2*p*q+4320*a*c^2*g^2*p*r+80171*a*c^2*g^2*p*x-90*a*c^2*g ^2*q^2-449*a*c^2*g^2*q*r+33109*a*c^2*g^2*q*x+2160*a*c^2*g^2*r^2+63023*a*c^2*g^2 *r*x-275990*a*c^2*g^2*x^2+7324*a*c^2*g*p^3+2759*a*c^2*g*p^2*q+21972*a*c^2*g*p^2 *r+127780*a*c^2*g*p^2*x-428*a*c^2*g*p*q^2+5518*a*c^2*g*p*q*r+162556*a*c^2*g*p*q *x+21972*a*c^2*g*p*r^2+186656*a*c^2*g*p*r*x-1226598*a*c^2*g*p*x^2-16*a*c^2*g*q^ 3-428*a*c^2*g*q^2*r+27234*a*c^2*g*q^2*x+2759*a*c^2*g*q*r^2+129541*a*c^2*g*q*r*x -619792*a*c^2*g*q*x^2+7324*a*c^2*g*r^3+58876*a*c^2*g*r^2*x-1163106*a*c^2*g*r*x^ 2+724376*a*c^2*g*x^3+5062*a*c^2*p^4+5062*a*c^2*p^3*q+20248*a*c^2*p^3*r+47048*a* c^2*p^3*x+610*a*c^2*p^2*q^2+15186*a*c^2*p^2*q*r+128062*a*c^2*p^2*q*x+30372*a*c^ 2*p^2*r^2+58094*a*c^2*p^2*r*x-1107586*a*c^2*p^2*x^2-108*a*c^2*p*q^3+1220*a*c^2* p*q^2*r+73162*a*c^2*p*q^2*x+15186*a*c^2*p*q*r^2+199566*a*c^2*p*q*r*x-1356528*a* c^2*p*q*x^2+20248*a*c^2*p*r^3-24956*a*c^2*p*r^2*x-2117632*a*c^2*p*r*x^2+1489200 *a*c^2*p*x^3-108*a*c^2*q^3*r+5768*a*c^2*q^3*x+610*a*c^2*q^2*r^2+59250*a*c^2*q^2 *r*x-305906*a*c^2*q^2*x^2+5062*a*c^2*q*r^3+71504*a*c^2*q*r^2*x-1268432*a*c^2*q* r*x^2+949088*a*c^2*q*x^3+5062*a*c^2*r^4-36002*a*c^2*r^3*x-1077790*a*c^2*r^2*x^2 +1576180*a*c^2*r*x^3-89720*a*c^2*x^4-2*a*c*g^5-25*a*c*g^4*p-8*a*c*g^4*q-25*a*c* g^4*r+1182*a*c*g^4*x+293*a*c*g^3*p^2-94*a*c*g^3*p*q+586*a*c*g^3*p*r+14675*a*c*g ^3*p*x-8*a*c*g^3*q^2-94*a*c*g^3*q*r+5030*a*c*g^3*q*x+293*a*c*g^3*r^2+11673*a*c* g^3*r*x-48126*a*c*g^3*x^2+2066*a*c*g^2*p^3+589*a*c*g^2*p^2*q+6198*a*c*g^2*p^2*r +40924*a*c*g^2*p^2*x-128*a*c*g^2*p*q^2+1178*a*c*g^2*p*q*r+48263*a*c*g^2*p*q*x+ 6198*a*c*g^2*p*r^2+63373*a*c*g^2*p*r*x-353465*a*c*g^2*p*x^2-2*a*c*g^2*q^3-128*a *c*g^2*q^2*r+6494*a*c*g^2*q^2*x+589*a*c*g^2*q*r^2+38149*a*c*g^2*q*r*x-168793*a* c*g^2*q*x^2+2066*a*c*g^2*r^3+22449*a*c*g^2*r^2*x-334441*a*c*g^2*r*x^2+201170*a* c*g^2*x^3+3191*a*c*g*p^4+3015*a*c*g*p^3*q+12764*a*c*g*p^3*r+33327*a*c*g*p^3*x+ 245*a*c*g*p^2*q^2+9045*a*c*g*p^2*q*r+85484*a*c*g*p^2*q*x+19146*a*c*g*p^2*r^2+ 49059*a*c*g*p^2*r*x-695058*a*c*g*p^2*x^2-64*a*c*g*p*q^3+490*a*c*g*p*q^2*r+46077 *a*c*g*p*q^2*x+9045*a*c*g*p*q*r^2+138491*a*c*g*p*q*r*x-831411*a*c*g*p*q*x^2+ 12764*a*c*g*p*r^3-1863*a*c*g*p*r^2*x-1350430*a*c*g*p*r*x^2+873278*a*c*g*p*x^3-\ 64*a*c*g*q^3*r+2808*a*c*g*q^3*x+245*a*c*g*q^2*r^2+36567*a*c*g*q^2*r*x-176603*a* c*g*q^2*x^2+3015*a*c*g*q*r^3+53007*a*c*g*q*r^2*x-774854*a*c*g*q*r*x^2+538146*a* c*g*q*x^3+3191*a*c*g*r^4-17595*a*c*g*r^3*x-706547*a*c*g*r^2*x^2+899524*a*c*g*r* x^3-35400*a*c*g*x^4+1421*a*c*p^5+2340*a*c*p^4*q+7105*a*c*p^4*r+5716*a*c*p^4*x+ 927*a*c*p^3*q^2+9360*a*c*p^3*q*r+35059*a*c*p^3*q*x+14210*a*c*p^3*r^2-14575*a*c* p^3*r*x-385967*a*c*p^3*x^2+2781*a*c*p^2*q^2*r+42022*a*c*p^2*q^2*x+14040*a*c*p^2 *q*r^2+62159*a*c*p^2*q*r*x-782398*a*c*p^2*q*x^2+14210*a*c*p^2*r^3-78021*a*c*p^2 *r^2*x-1082457*a*c*p^2*r*x^2+821160*a*c*p^2*x^3-8*a*c*p*q^4+12915*a*c*p*q^3*x+ 2781*a*c*p*q^2*r^2+71070*a*c*p*q^2*r*x-446971*a*c*p*q^2*x^2+9360*a*c*p*q*r^3+ 19141*a*c*p*q*r^2*x-1494709*a*c*p*q*r*x^2+1167876*a*c*p*q*x^3+7105*a*c*p*r^4-\ 89453*a*c*p*r^3*x-1027562*a*c*p*r^2*x^2+1814060*a*c*p*r*x^3-104164*a*c*p*x^4-8* a*c*q^4*r+236*a*c*q^4*x+10264*a*c*q^3*r*x-50540*a*c*q^3*x^2+927*a*c*q^2*r^3+ 29048*a*c*q^2*r^2*x-409170*a*c*q^2*r*x^2+346716*a*c*q^2*x^3+2340*a*c*q*r^4-7959 *a*c*q*r^3*x-776114*a*c*q*r^2*x^2+1234224*a*c*q*r*x^3-104164*a*c*q*x^4+1421*a*c *r^5-31723*a*c*r^4*x-331072*a*c*r^3*x^2+1159164*a*c*r^2*x^3-133448*a*c*r*x^4-a* g^5*p-a*g^5*r+41*a*g^5*x+7*a*g^4*p^2-4*a*g^4*p*q+14*a*g^4*p*r+876*a*g^4*p*x-4*a *g^4*q*r+211*a*g^4*q*x+7*a*g^4*r^2+701*a*g^4*r*x-3078*a*g^4*x^2+174*a*g^3*p^3+ 20*a*g^3*p^2*q+522*a*g^3*p^2*r+4152*a*g^3*p^2*x-8*a*g^3*p*q^2+40*a*g^3*p*q*r+ 4298*a*g^3*p*q*x+522*a*g^3*p*r^2+6967*a*g^3*p*r*x-31237*a*g^3*p*x^2-8*a*g^3*q^2 *r+348*a*g^3*q^2*x+20*a*g^3*q*r^2+3327*a*g^3*q*r*x-14055*a*g^3*q*x^2+174*a*g^3* r^3+2815*a*g^3*r^2*x-28932*a*g^3*r*x^2+20226*a*g^3*x^3+474*a*g^2*p^4+401*a*g^2* p^3*q+1896*a*g^2*p^3*r+5726*a*g^2*p^3*x+4*a*g^2*p^2*q^2+1203*a*g^2*p^2*q*r+ 13577*a*g^2*p^2*q*x+2844*a*g^2*p^2*r^2+9961*a*g^2*p^2*r*x-102743*a*g^2*p^2*x^2-\ 7*a*g^2*p*q^3+8*a*g^2*p*q^2*r+6657*a*g^2*p*q^2*x+1203*a*g^2*p*q*r^2+23245*a*g^2 *p*q*r*x-118701*a*g^2*p*q*x^2+1896*a*g^2*p*r^3+2744*a*g^2*p*r^2*x-204565*a*g^2* p*r*x^2+121627*a*g^2*p*x^3-7*a*g^2*q^3*r+202*a*g^2*q^3*x+4*a*g^2*q^2*r^2+5076*a *g^2*q^2*r*x-23042*a*g^2*q^2*x^2+401*a*g^2*q*r^3+9668*a*g^2*q*r^2*x-109119*a*g^ 2*q*r*x^2+73057*a*g^2*q*x^3+474*a*g^2*r^4-1491*a*g^2*r^3*x-111681*a*g^2*r^2*x^2 +115511*a*g^2*r*x^3-5214*a*g^2*x^4+455*a*g*p^5+727*a*g*p^4*q+2275*a*g*p^4*r+ 2256*a*g*p^4*x+263*a*g*p^3*q^2+2908*a*g*p^3*q*r+12153*a*g*p^3*q*x+4550*a*g*p^3* r^2-2799*a*g*p^3*r*x-122687*a*g*p^3*x^2-11*a*g*p^2*q^3+789*a*g*p^2*q^2*r+13887* a*g*p^2*q^2*x+4362*a*g*p^2*q*r^2+23768*a*g*p^2*q*r*x-244798*a*g*p^2*q*x^2+4550* a*g*p^2*r^3-21933*a*g*p^2*r^2*x-351569*a*g*p^2*r*x^2+244516*a*g*p^2*x^3-2*a*g*p *q^4-22*a*g*p*q^3*r+3997*a*g*p*q^3*x+789*a*g*p*q^2*r^2+24318*a*g*p*q^2*r*x-\ 135888*a*g*p*q^2*x^2+2908*a*g*p*q*r^3+11077*a*g*p*q*r^2*x-475004*a*g*p*q*r*x^2+ 341052*a*g*p*q*x^3+2275*a*g*p*r^4-26445*a*g*p*r^3*x-343374*a*g*p*r^2*x^2+540491 *a*g*p*r*x^3-23202*a*g*p*x^4-2*a*g*q^4*r+7*a*g*q^4*x-11*a*g*q^3*r^2+3025*a*g*q^ 3*r*x-13777*a*g*q^3*x^2+263*a*g*q^2*r^3+10431*a*g*q^2*r^2*x-123206*a*g*q^2*r*x^ 2+96536*a*g*q^2*x^3+727*a*g*q*r^4-538*a*g*q*r^3*x-254197*a*g*q*r^2*x^2+350359*a *g*q*r*x^3-23202*a*g*q*x^4+455*a*g*r^5-9567*a*g*r^4*x-114492*a*g*r^3*x^2+360707 *a*g*r^2*x^3-18952*a*g*r*x^4+147*a*p^6+348*a*p^5*q+882*a*p^5*r-137*a*p^5*x+251* a*p^4*q^2+1740*a*p^4*q*r+2644*a*p^4*q*x+2205*a*p^4*r^2-6387*a*p^4*r*x-47867*a*p ^4*x^2+46*a*p^3*q^3+1004*a*p^3*q^2*r+6486*a*p^3*q^2*x+3480*a*p^3*q*r^2+313*a*p^ 3*q*r*x-138972*a*p^3*q*x^2+2940*a*p^3*r^3-24178*a*p^3*r^2*x-171682*a*p^3*r*x^2+ 144053*a*p^3*x^3-4*a*p^2*q^4+138*a*p^2*q^3*r+4475*a*p^2*q^3*x+1506*a*p^2*q^2*r^ 2+14124*a*p^2*q^2*r*x-136213*a*p^2*q^2*x^2+3480*a*p^2*q*r^3-14925*a*p^2*q*r^2*x -389992*a*p^2*q*r*x^2+328933*a*p^2*q*x^3+2205*a*p^2*r^4-35582*a*p^2*r^3*x-\ 224074*a*p^2*r^2*x^2+484496*a*p^2*r*x^3-28968*a*p^2*x^4-8*a*p*q^4*r+753*a*p*q^4 *x+138*a*p*q^3*r^2+7971*a*p*q^3*r*x-46978*a*p*q^3*x^2+1004*a*p*q^2*r^3+8790*a*p *q^2*r^2*x-259735*a*p*q^2*r*x^2+225707*a*p*q^2*x^3+1740*a*p*q*r^4-20213*a*p*q*r ^3*x-377068*a*p*q*r^2*x^2+724932*a*p*q*r*x^3-57936*a*p*q*x^4+882*a*p*r^5-23493* a*p*r^4*x-124570*a*p*r^3*x^2+591444*a*p*r^2*x^3-82170*a*p*r*x^4-17*a*q^5*x-4*a* q^4*r^2+547*a*q^4*r*x-1870*a*q^4*x^2+46*a*q^3*r^3+3496*a*q^3*r^2*x-41425*a*q^3* r*x^2+40827*a*q^3*x^3+251*a*q^2*r^4+1152*a*q^2*r^3*x-137392*a*q^2*r^2*x^2+ 240436*a*q^2*r*x^3-28968*a*q^2*x^4+348*a*q*r^5-7619*a*q*r^4*x-126048*a*q*r^3*x^ 2+462958*a*q*r^2*x^3-82170*a*q*r*x^4+147*a*r^6-5839*a*r^5*x-24311*a*r^4*x^2+ 246771*a*r^3*x^3-90062*a*r^2*x^4+240*b^5*c*x+48*b^5*g*x+136*b^5*p*x+120*b^5*r*x -720*b^5*x^2-32*b^4*c^3-16*b^4*c^2*g-32*b^4*c^2*p-32*b^4*c^2*r+3536*b^4*c^2*x-\ 16*b^4*c*g*p-16*b^4*c*g*r+1464*b^4*c*g*x+8*b^4*c*p^2+16*b^4*c*p*r+3908*b^4*c*p* x+588*b^4*c*q*x+8*b^4*c*r^2+2732*b^4*c*r*x-15784*b^4*c*x^2+144*b^4*g^2*x+816*b^ 4*g*p*x+116*b^4*g*q*x+520*b^4*g*r*x-4408*b^4*g*x^2+8*b^4*p^3+24*b^4*p^2*r+1082* b^4*p^2*x+416*b^4*p*q*x+24*b^4*p*r^2+1344*b^4*p*r*x-10144*b^4*p*x^2+372*b^4*q*r *x-1912*b^4*q*x^2+8*b^4*r^3+262*b^4*r^2*x-6772*b^4*r*x^2+6972*b^4*x^3-192*b^3*c ^4-176*b^3*c^3*g-120*b^3*c^3*p-64*b^3*c^3*q-120*b^3*c^3*r+16328*b^3*c^3*x-40*b^ 3*c^2*g^2-148*b^3*c^2*g*p-32*b^3*c^2*g*q-148*b^3*c^2*g*r+12304*b^3*c^2*g*x+296* b^3*c^2*p^2-80*b^3*c^2*p*q+592*b^3*c^2*p*r+27280*b^3*c^2*p*x-80*b^3*c^2*q*r+ 8020*b^3*c^2*q*x+296*b^3*c^2*r^2+16704*b^3*c^2*r*x-118740*b^3*c^2*x^2-44*b^3*c* g^2*p-44*b^3*c*g^2*r+2628*b^3*c*g^2*x+94*b^3*c*g*p^2-40*b^3*c*g*p*q+188*b^3*c*g *p*r+14534*b^3*c*g*p*x-40*b^3*c*g*q*r+3402*b^3*c*g*q*x+94*b^3*c*g*r^2+9126*b^3* c*g*r*x-61516*b^3*c*g*x^2+294*b^3*c*p^3+882*b^3*c*p^2*r+14476*b^3*c*p^2*x+11414 *b^3*c*p*q*x+882*b^3*c*p*r^2+16028*b^3*c*p*r*x-145246*b^3*c*p*x^2+448*b^3*c*q^2 *x+8376*b^3*c*q*r*x-47750*b^3*c*q*x^2+294*b^3*c*r^3+1552*b^3*c*r^2*x-120510*b^3 *c*r*x^2+88616*b^3*c*x^3+168*b^3*g^3*x-4*b^3*g^2*p^2-8*b^3*g^2*p*r+1602*b^3*g^2 *p*x+272*b^3*g^2*q*x-4*b^3*g^2*r^2+906*b^3*g^2*r*x-8236*b^3*g^2*x^2+66*b^3*g*p^ 3-8*b^3*g*p^2*q+198*b^3*g*p^2*r+4049*b^3*g*p^2*x-16*b^3*g*p*q*r+2644*b^3*g*p*q* x+198*b^3*g*p*r^2+5118*b^3*g*p*r*x-38124*b^3*g*p*x^2+64*b^3*g*q^2*x-8*b^3*g*q*r ^2+1714*b^3*g*q*r*x-11696*b^3*g*q*x^2+66*b^3*g*r^3+1069*b^3*g*r^2*x-29380*b^3*g *r*x^2+27414*b^3*g*x^3+70*b^3*p^4+16*b^3*p^3*q+280*b^3*p^3*r+2435*b^3*p^3*x+48* b^3*p^2*q*r+3839*b^3*p^2*q*x+420*b^3*p^2*r^2+3423*b^3*p^2*r*x-42024*b^3*p^2*x^2 +450*b^3*p*q^2*x+48*b^3*p*q*r^2+5522*b^3*p*q*r*x-36898*b^3*p*q*x^2+280*b^3*p*r^ 3-459*b^3*p*r^2*x-74042*b^3*p*r*x^2+56116*b^3*p*x^3+394*b^3*q^2*r*x+264*b^3*q^2 *x^2+16*b^3*q*r^3+1683*b^3*q*r^2*x-23216*b^3*q*r*x^2+23640*b^3*q*x^3+70*b^3*r^4 -1447*b^3*r^3*x-33968*b^3*r^2*x^2+45136*b^3*r*x^3-1044*b^3*x^4-448*b^2*c^5-592* b^2*c^4*g-152*b^2*c^4*p-288*b^2*c^4*q-152*b^2*c^4*r+35464*b^2*c^4*x-256*b^2*c^3 *g^2-348*b^2*c^3*g*p-272*b^2*c^3*g*q-348*b^2*c^3*g*r+39392*b^2*c^3*g*x+1532*b^2 *c^3*p^2-276*b^2*c^3*p*q+3064*b^2*c^3*p*r+78820*b^2*c^3*p*x-40*b^2*c^3*q^2-276* b^2*c^3*q*r+29792*b^2*c^3*q*x+1532*b^2*c^3*r^2+47084*b^2*c^3*r*x-352164*b^2*c^3 *x^2-36*b^2*c^2*g^3-224*b^2*c^2*g^2*p-64*b^2*c^2*g^2*q-224*b^2*c^2*g^2*r+14522* b^2*c^2*g^2*x+1062*b^2*c^2*g*p^2-306*b^2*c^2*g*p*q+2124*b^2*c^2*g*p*r+69838*b^2 *c^2*g*p*x-20*b^2*c^2*g*q^2-306*b^2*c^2*g*q*r+23296*b^2*c^2*g*q*x+1062*b^2*c^2* g*r^2+42552*b^2*c^2*g*r*x-295714*b^2*c^2*g*x^2+1994*b^2*c^2*p^3+396*b^2*c^2*p^2 *q+5982*b^2*c^2*p^2*r+59624*b^2*c^2*p^2*x-72*b^2*c^2*p*q^2+792*b^2*c^2*p*q*r+ 60776*b^2*c^2*p*q*x+5982*b^2*c^2*p*r^2+64016*b^2*c^2*p*r*x-634276*b^2*c^2*p*x^2 -72*b^2*c^2*q^2*r+6098*b^2*c^2*q^2*x+396*b^2*c^2*q*r^2+41510*b^2*c^2*q*r*x-\ 266156*b^2*c^2*q*x^2+1994*b^2*c^2*r^3+4392*b^2*c^2*r^2*x-553828*b^2*c^2*r*x^2+ 421596*b^2*c^2*x^3-44*b^2*c*g^3*p-44*b^2*c*g^3*r+2038*b^2*c*g^3*x+149*b^2*c*g^2 *p^2-84*b^2*c*g^2*p*q+298*b^2*c*g^2*p*r+18706*b^2*c*g^2*p*x-84*b^2*c*g^2*q*r+ 4896*b^2*c*g^2*q*x+149*b^2*c*g^2*r^2+11394*b^2*c*g^2*r*x-77196*b^2*c*g^2*x^2+ 1078*b^2*c*g*p^3+91*b^2*c*g*p^2*q+3234*b^2*c*g*p^2*r+36985*b^2*c*g*p^2*x-36*b^2 *c*g*p*q^2+182*b^2*c*g*p*q*r+34753*b^2*c*g*p*q*x+3234*b^2*c*g*p*r^2+43778*b^2*c *g*p*r*x-364297*b^2*c*g*p*x^2-36*b^2*c*g*q^2*r+2489*b^2*c*g*q^2*x+91*b^2*c*g*q* r^2+23488*b^2*c*g*q*r*x-141915*b^2*c*g*q*x^2+1078*b^2*c*g*r^3+6793*b^2*c*g*r^2* x-315577*b^2*c*g*r*x^2+231206*b^2*c*g*x^3+893*b^2*c*p^4+529*b^2*c*p^3*q+3572*b^ 2*c*p^3*r+18202*b^2*c*p^3*x-22*b^2*c*p^2*q^2+1587*b^2*c*p^2*q*r+36393*b^2*c*p^2 *q*x+5358*b^2*c*p^2*r^2+21546*b^2*c*p^2*r*x-358639*b^2*c*p^2*x^2-44*b^2*c*p*q^2 *r+11880*b^2*c*p*q^2*x+1587*b^2*c*p*q*r^2+49615*b^2*c*p*q*r*x-371590*b^2*c*p*q* x^2+3572*b^2*c*p*r^3-11514*b^2*c*p*r^2*x-642508*b^2*c*p*r*x^2+506568*b^2*c*p*x^ 3+59*b^2*c*q^3*x-22*b^2*c*q^2*r^2+8893*b^2*c*q^2*r*x-41785*b^2*c*q^2*x^2+529*b^ 2*c*q*r^3+13222*b^2*c*q*r^2*x-298714*b^2*c*q*r*x^2+266492*b^2*c*q*x^3+893*b^2*c *r^4-14858*b^2*c*r^3*x-295501*b^2*c*r^2*x^2+501288*b^2*c*r*x^3-18124*b^2*c*x^4+ 96*b^2*g^4*x-8*b^2*g^3*p^2-16*b^2*g^3*p*r+1394*b^2*g^3*p*x+225*b^2*g^3*q*x-8*b^ 2*g^3*r^2+756*b^2*g^3*r*x-6730*b^2*g^3*x^2+117*b^2*g^2*p^3-20*b^2*g^2*p^2*q+351 *b^2*g^2*p^2*r+5356*b^2*g^2*p^2*x-40*b^2*g^2*p*q*r+4290*b^2*g^2*p*q*x+351*b^2*g ^2*p*r^2+7187*b^2*g^2*p*r*x-48210*b^2*g^2*p*x^2+98*b^2*g^2*q^2*x-20*b^2*g^2*q*r ^2+2550*b^2*g^2*q*r*x-17562*b^2*g^2*q*x^2+117*b^2*g^2*r^3+1831*b^2*g^2*r^2*x-\ 39661*b^2*g^2*r*x^2+35112*b^2*g^2*x^3+260*b^2*g*p^4+125*b^2*g*p^3*q+1040*b^2*g* p^3*r+5912*b^2*g*p^3*x-16*b^2*g*p^2*q^2+375*b^2*g*p^2*q*r+11025*b^2*g*p^2*q*x+ 1560*b^2*g*p^2*r^2+8551*b^2*g*p^2*r*x-104937*b^2*g*p^2*x^2-32*b^2*g*p*q^2*r+ 3064*b^2*g*p*q^2*x+375*b^2*g*p*q*r^2+16325*b^2*g*p*q*r*x-103677*b^2*g*p*q*x^2+ 1040*b^2*g*p*r^3-634*b^2*g*p*r^2*x-192004*b^2*g*p*r*x^2+140375*b^2*g*p*x^3-35*b ^2*g*q^3*x-16*b^2*g*q^2*r^2+2003*b^2*g*q^2*r*x-9012*b^2*g*q^2*x^2+125*b^2*g*q*r ^3+5300*b^2*g*q*r^2*x-78580*b^2*g*q*r*x^2+70901*b^2*g*q*x^3+260*b^2*g*r^4-3273* b^2*g*r^3*x-93314*b^2*g*r^2*x^2+124587*b^2*g*r*x^3-5202*b^2*g*x^4+135*b^2*p^5+ 145*b^2*p^4*q+675*b^2*p^4*r+1838*b^2*p^4*x+10*b^2*p^3*q^2+580*b^2*p^3*q*r+6493* b^2*p^3*q*x+1350*b^2*p^3*r^2+772*b^2*p^3*r*x-64392*b^2*p^3*x^2+30*b^2*p^2*q^2*r +4853*b^2*p^2*q^2*x+870*b^2*p^2*q*r^2+12063*b^2*p^2*q*r*x-114867*b^2*p^2*q*x^2+ 1350*b^2*p^2*r^3-8712*b^2*p^2*r^2*x-173264*b^2*p^2*r*x^2+142015*b^2*p^2*x^3+198 *b^2*p*q^3*x+30*b^2*p*q^2*r^2+7699*b^2*p*q^2*r*x-46833*b^2*p*q^2*x^2+580*b^2*p* q*r^3+4647*b^2*p*q*r^2*x-202654*b^2*p*q*r*x^2+177748*b^2*p*q*x^3+675*b^2*p*r^4-\ 12388*b^2*p*r^3*x-154813*b^2*p*r^2*x^2+302764*b^2*p*r*x^3-13562*b^2*p*x^4+155*b ^2*q^3*r*x+3642*b^2*q^3*x^2+10*b^2*q^2*r^3+2846*b^2*q^2*r^2*x-29069*b^2*q^2*r*x ^2+35733*b^2*q^2*x^3+145*b^2*q*r^4-923*b^2*q*r^3*x-96652*b^2*q*r^2*x^2+165212*b ^2*q*r*x^3-13562*b^2*q*x^4+135*b^2*r^5-4742*b^2*r^4*x-45941*b^2*r^3*x^2+194475* b^2*r^2*x^3-8678*b^2*r*x^4-448*b*c^6-784*b*c^5*g-40*b*c^5*p-416*b*c^5*q-40*b*c^ 5*r+37240*b*c^5*x-504*b*c^4*g^2-276*b*c^4*g*p-576*b*c^4*g*q-276*b*c^4*g*r+55324 *b*c^4*g*x+2752*b*c^4*p^2-320*b*c^4*p*q+5504*b*c^4*p*r+101656*b*c^4*p*x-112*b*c ^4*q^2-320*b*c^4*q*r+44360*b*c^4*q*x+2752*b*c^4*r^2+64348*b*c^4*r*x-451712*b*c^ 4*x^2-140*b*c^3*g^3-322*b*c^3*g^2*p-264*b*c^3*g^2*q-322*b*c^3*g^2*r+29858*b*c^3 *g^2*x+2962*b*c^3*g*p^2-546*b*c^3*g*p*q+5924*b*c^3*g*p*r+128142*b*c^3*g*p*x-108 *b*c^3*g*q^2-546*b*c^3*g*q*r+51390*b*c^3*g*q*x+2962*b*c^3*g*r^2+80838*b*c^3*g*r *x-542036*b*c^3*g*x^2+4502*b*c^3*p^3+1460*b*c^3*p^2*q+13506*b*c^3*p^2*r+97442*b *c^3*p^2*x-196*b*c^3*p*q^2+2920*b*c^3*p*q*r+114940*b*c^3*p*q*x+13506*b*c^3*p*r^ 2+109134*b*c^3*p*r*x-1079624*b*c^3*p*x^2-8*b*c^3*q^3-196*b*c^3*q^2*r+16434*b*c^ 3*q^2*x+1460*b*c^3*q*r^2+79612*b*c^3*q*r*x-512756*b*c^3*q*x^2+4502*b*c^3*r^3+ 11692*b*c^3*r^2*x-965400*b*c^3*r*x^2+754632*b*c^3*x^3-14*b*c^2*g^4-135*b*c^2*g^ 3*p-40*b*c^2*g^3*q-135*b*c^2*g^3*r+7093*b*c^2*g^3*x+973*b*c^2*g^2*p^2-305*b*c^2 *g^2*p*q+1946*b*c^2*g^2*p*r+56449*b*c^2*g^2*p*x-26*b*c^2*g^2*q^2-305*b*c^2*g^2* q*r+19551*b*c^2*g^2*q*x+973*b*c^2*g^2*r^2+35386*b*c^2*g^2*r*x-226394*b*c^2*g^2* x^2+3984*b*c^2*g*p^3+991*b*c^2*g*p^2*q+11952*b*c^2*g*p^2*r+96340*b*c^2*g*p^2*x-\ 196*b*c^2*g*p*q^2+1982*b*c^2*g*p*q*r+107912*b*c^2*g*p*q*x+11952*b*c^2*g*p*r^2+ 114260*b*c^2*g*p*r*x-994702*b*c^2*g*p*x^2-4*b*c^2*g*q^3-196*b*c^2*g*q^2*r+13002 *b*c^2*g*q^2*x+991*b*c^2*g*q*r^2+74057*b*c^2*g*q*r*x-450720*b*c^2*g*q*x^2+3984* b*c^2*g*r^3+17920*b*c^2*g*r^2*x-891240*b*c^2*g*r*x^2+653800*b*c^2*g*x^3+2912*b* c^2*p^4+2334*b*c^2*p^3*q+11648*b*c^2*p^3*r+40642*b*c^2*p^3*x+112*b*c^2*p^2*q^2+ 7002*b*c^2*p^2*q*r+94928*b*c^2*p^2*q*x+17472*b*c^2*p^2*r^2+42642*b*c^2*p^2*r*x-\ 903530*b*c^2*p^2*x^2-28*b*c^2*p*q^3+224*b*c^2*p*q^2*r+42368*b*c^2*p*q^2*x+7002* b*c^2*p*q*r^2+129846*b*c^2*p*q*r*x-1023780*b*c^2*p*q*x^2+11648*b*c^2*p*r^3-\ 36642*b*c^2*p*r^2*x-1637006*b*c^2*p*r*x^2+1323504*b*c^2*p*x^3-28*b*c^2*q^3*r+ 1702*b*c^2*q^3*x+112*b*c^2*q^2*r^2+31078*b*c^2*q^2*r*x-177214*b*c^2*q^2*x^2+ 2334*b*c^2*q*r^3+34918*b*c^2*q*r^2*x-885082*b*c^2*q*r*x^2+783392*b*c^2*q*x^3+ 2912*b*c^2*r^4-38642*b*c^2*r^3*x-766360*b*c^2*r^2*x^2+1381164*b*c^2*r*x^3-89720 *b*c^2*x^4-19*b*c*g^4*p-19*b*c*g^4*r+724*b*c*g^4*x+80*b*c*g^3*p^2-56*b*c*g^3*p* q+160*b*c*g^3*p*r+10012*b*c*g^3*p*x-56*b*c*g^3*q*r+2631*b*c*g^3*q*x+80*b*c*g^3* r^2+6125*b*c*g^3*r*x-39216*b*c*g^3*x^2+1048*b*c*g^2*p^3+109*b*c*g^2*p^2*q+3144* b*c*g^2*p^2*r+30222*b*c*g^2*p^2*x-49*b*c*g^2*p*q^2+218*b*c*g^2*p*q*r+31127*b*c* g^2*p*q*x+3144*b*c*g^2*p*r^2+38869*b*c*g^2*p*r*x-285493*b*c*g^2*p*x^2-49*b*c*g^ 2*q^2*r+2554*b*c*g^2*q^2*x+109*b*c*g^2*q*r^2+20578*b*c*g^2*q*r*x-120719*b*c*g^2 *q*x^2+1048*b*c*g^2*r^3+8647*b*c*g^2*r^2*x-253654*b*c*g^2*r*x^2+181710*b*c*g^2* x^3+1798*b*c*g*p^4+1311*b*c*g*p^3*q+7192*b*c*g*p^3*r+27898*b*c*g*p^3*x-16*b*c*g *p^2*q^2+3933*b*c*g*p^2*q*r+62115*b*c*g*p^2*q*x+10788*b*c*g*p^2*r^2+35053*b*c*g *p^2*r*x-563828*b*c*g*p^2*x^2-14*b*c*g*p*q^3-32*b*c*g*p*q^2*r+25874*b*c*g*p*q^2 *x+3933*b*c*g*p*q*r^2+89245*b*c*g*p*q*r*x-621531*b*c*g*p*q*x^2+7192*b*c*g*p*r^3 -13588*b*c*g*p*r^2*x-1038659*b*c*g*p*r*x^2+778286*b*c*g*p*x^3-14*b*c*g*q^3*r+ 545*b*c*g*q^3*x-16*b*c*g*q^2*r^2+18379*b*c*g*q^2*r*x-97953*b*c*g*q^2*x^2+1311*b *c*g*q*r^3+27130*b*c*g*q*r^2*x-532807*b*c*g*q*r*x^2+443154*b*c*g*q*x^3+1798*b*c *g*r^4-20743*b*c*g*r^3*x-502352*b*c*g*r^2*x^2+789892*b*c*g*r*x^3-35400*b*c*g*x^ 4+845*b*c*p^5+1154*b*c*p^4*q+4225*b*c*p^4*r+6862*b*c*p^4*x+291*b*c*p^3*q^2+4616 *b*c*p^3*q*r+30237*b*c*p^3*q*x+8450*b*c*p^3*r^2-4881*b*c*p^3*r*x-318563*b*c*p^3 *x^2-18*b*c*p^2*q^3+873*b*c*p^2*q^2*r+28646*b*c*p^2*q^2*x+6924*b*c*p^2*q*r^2+ 51753*b*c*p^2*q*r*x-607792*b*c*p^2*q*x^2+8450*b*c*p^2*r^3-55815*b*c*p^2*r^2*x-\ 856659*b*c*p^2*r*x^2+727564*b*c*p^2*x^3-36*b*c*p*q^3*r+5213*b*c*p*q^3*x+873*b*c *p*q^2*r^2+44590*b*c*p*q^2*r*x-299971*b*c*p*q^2*x^2+4616*b*c*p*q*r^3+12795*b*c* p*q*r^2*x-1098643*b*c*p*q*r*x^2+980684*b*c*p*q*x^3+4225*b*c*p*r^4-69539*b*c*p*r ^3*x-765452*b*c*p*r^2*x^2+1579280*b*c*p*r*x^3-104164*b*c*p*x^4-58*b*c*q^4*x-18* b*c*q^3*r^2+3884*b*c*q^3*r*x-10742*b*c*q^3*x^2+291*b*c*q^2*r^3+15944*b*c*q^2*r^ 2*x-238902*b*c*q^2*r*x^2+253120*b*c*q^2*x^3+1154*b*c*q*r^4-8721*b*c*q*r^3*x-\ 530960*b*c*q*r^2*x^2+999444*b*c*q*r*x^3-104164*b*c*q*x^4+845*b*c*r^5-25467*b*c* r^4*x-227356*b*c*r^3*x^2+977820*b*c*r^2*x^3-133448*b*c*r*x^4+27*b*g^5*x-5*b*g^4 *p^2-10*b*g^4*p*r+558*b*g^4*p*x+79*b*g^4*q*x-5*b*g^4*r^2+299*b*g^4*r*x-2532*b*g ^4*x^2+75*b*g^3*p^3-16*b*g^3*p^2*q+225*b*g^3*p^2*r+2971*b*g^3*p^2*x-32*b*g^3*p* q*r+2620*b*g^3*p*q*x+225*b*g^3*p*r^2+4262*b*g^3*p*r*x-25128*b*g^3*p*x^2+41*b*g^ 3*q^2*x-16*b*g^3*q*r^2+1521*b*g^3*q*r*x-9874*b*g^3*q*x^2+75*b*g^3*r^3+1291*b*g^ 3*r^2*x-21372*b*g^3*r*x^2+18222*b*g^3*x^3+257*b*g^2*p^4+150*b*g^2*p^3*q+1028*b* g^2*p^3*r+4656*b*g^2*p^3*x-23*b*g^2*p^2*q^2+450*b*g^2*p^2*q*r+9638*b*g^2*p^2*q* x+1542*b*g^2*p^2*r^2+7167*b*g^2*p^2*r*x-82724*b*g^2*p^2*x^2-46*b*g^2*p*q^2*r+ 3527*b*g^2*p*q^2*x+450*b*g^2*p*q*r^2+14837*b*g^2*p*q*r*x-87492*b*g^2*p*q*x^2+ 1028*b*g^2*p*r^3+366*b*g^2*p*r^2*x-155766*b*g^2*p*r*x^2+108795*b*g^2*p*x^3-59*b *g^2*q^3*x-23*b*g^2*q^2*r^2+2182*b*g^2*q^2*r*x-11852*b*g^2*q^2*x^2+150*b*g^2*q* r^3+5199*b*g^2*q*r^2*x-72259*b*g^2*q*r*x^2+60225*b*g^2*q*x^3+257*b*g^2*r^4-2145 *b*g^2*r^3*x-79263*b*g^2*r^2*x^2+101021*b*g^2*r*x^3-5214*b*g^2*x^4+268*b*g*p^5+ 350*b*g*p^4*q+1340*b*g*p^4*r+2473*b*g*p^4*x+72*b*g*p^3*q^2+1400*b*g*p^3*q*r+ 10183*b*g*p^3*q*x+2680*b*g*p^3*r^2-220*b*g*p^3*r*x-100543*b*g*p^3*x^2-10*b*g*p^ 2*q^3+216*b*g*p^2*q^2*r+9249*b*g*p^2*q^2*x+2100*b*g*p^2*q*r^2+19147*b*g*p^2*q*r *x-188286*b*g*p^2*q*x^2+2680*b*g*p^2*r^3-15498*b*g*p^2*r^2*x-276482*b*g*p^2*r*x ^2+216644*b*g*p^2*x^3-20*b*g*p*q^3*r+1499*b*g*p*q^3*x+216*b*g*p*q^2*r^2+15073*b *g*p*q^2*r*x-89296*b*g*p*q^2*x^2+1400*b*g*p*q*r^3+7745*b*g*p*q*r^2*x-345482*b*g *p*q*r*x^2+285308*b*g*p*q*x^3+1340*b*g*p*r^4-20444*b*g*p*r^3*x-255466*b*g*p*r^2 *x^2+469389*b*g*p*r*x^3-23202*b*g*p*x^4-40*b*g*q^4*x-10*b*g*q^3*r^2+980*b*g*q^3 *r*x-1553*b*g*q^3*x^2+72*b*g*q^2*r^3+5824*b*g*q^2*r^2*x-68771*b*g*q^2*r*x^2+ 68664*b*g*q^2*x^3+350*b*g*q*r^4-1219*b*g*q*r^3*x-173217*b*g*q*r^2*x^2+279257*b* g*q*r*x^3-23202*b*g*q*x^4+268*b*g*r^5-7639*b*g*r^4*x-79527*b*g*r^3*x^2+303621*b *g*r^2*x^3-18952*b*g*r*x^4+91*b*p^6+184*b*p^5*q+546*b*p^5*r+261*b*p^5*x+95*b*p^ 4*q^2+920*b*p^4*q*r+3060*b*p^4*q*x+1365*b*p^4*r^2-3428*b*p^4*r*x-40243*b*p^4*x^ 2+2*b*p^3*q^3+380*b*p^3*q^2*r+5363*b*p^3*q^2*x+1840*b*p^3*q*r^2+3743*b*p^3*q*r* x-111379*b*p^3*q*x^2+1820*b*p^3*r^3-16322*b*p^3*r^2*x-140488*b*p^3*r*x^2+127685 *b*p^3*x^3+6*b*p^2*q^3*r+2590*b*p^2*q^3*x+570*b*p^2*q^2*r^2+11568*b*p^2*q^2*r*x -99178*b*p^2*q^2*x^2+1840*b*p^2*q*r^3-7131*b*p^2*q*r^2*x-302116*b*p^2*q*r*x^2+ 279829*b*p^2*q*x^3+1365*b*p^2*r^4-25788*b*p^2*r^3*x-176341*b*p^2*r^2*x^2+423040 *b*p^2*r*x^3-28968*b*p^2*x^4+26*b*p*q^4*x+6*b*p*q^3*r^2+4405*b*p*q^3*r*x-25191* b*p*q^3*x^2+380*b*p*q^2*r^3+7047*b*p*q^2*r^2*x-177565*b*p*q^2*r*x^2+176603*b*p* q^2*x^3+920*b*p*q*r^4-13251*b*p*q*r^3*x-280159*b*p*q*r^2*x^2+602020*b*p*q*r*x^3 -57936*b*p*q*x^4+546*b*p*r^5-17627*b*p*r^4*x-92190*b*p*r^3*x^2+507018*b*p*r^2*x ^3-82170*b*p*r*x^4+8*b*q^4*r*x+2851*b*q^4*x^2+2*b*q^3*r^3+1815*b*q^3*r^2*x-\ 15937*b*q^3*r*x^2+24459*b*q^3*x^3+95*b*q^2*r^4+842*b*q^2*r^3*x-88216*b*q^2*r^2* x^2+178980*b*q^2*r*x^3-28968*b*q^2*x^4+184*b*q*r^5-5437*b*q*r^4*x-89422*b*q*r^3 *x^2+378532*b*q*r^2*x^3-82170*b*q*r*x^4+91*b*r^6-4472*b*r^5*x-16094*b*r^4*x^2+ 208953*b*r^3*x^3-90062*b*r^2*x^4-160*c^7-352*c^6*g+8*c^6*p-192*c^6*q+8*c^6*r+ 14968*c^6*x-304*c^5*g^2-68*c^5*g*p-352*c^5*g*q-68*c^5*g*r+28236*c^5*g*x+1584*c^ 5*p^2-140*c^5*p*q+3168*c^5*p*r+48088*c^5*p*x-72*c^5*q^2-140*c^5*q*r+23080*c^5*q *x+1584*c^5*r^2+33588*c^5*r*x-211096*c^5*x^2-128*c^4*g^3-138*c^4*g^2*p-240*c^4* g^2*q-138*c^4*g^2*r+20534*c^4*g^2*x+2344*c^4*g*p^2-308*c^4*g*p*q+4688*c^4*g*p*r +79572*c^4*g*p*x-104*c^4*g*q^2-308*c^4*g*q*r+35836*c^4*g*q*x+2344*c^4*g*r^2+ 54544*c^4*g*r*x-334208*c^4*g*x^2+3194*c^4*p^3+1282*c^4*p^2*q+9582*c^4*p^2*r+ 55086*c^4*p^2*x-144*c^4*p*q^2+2564*c^4*p*q*r+71604*c^4*p*q*x+9582*c^4*p*r^2+ 67026*c^4*p*r*x-628288*c^4*p*x^2-8*c^4*q^3-144*c^4*q^2*r+12486*c^4*q^2*x+1282*c ^4*q*r^2+53002*c^4*q*r*x-322048*c^4*q*x^2+3194*c^4*r^3+11940*c^4*r^2*x-574136*c ^4*r*x^2+448416*c^4*x^3-26*c^3*g^4-95*c^3*g^3*p-72*c^3*g^3*q-95*c^3*g^3*r+7181* c^3*g^3*x+1228*c^3*g^2*p^2-251*c^3*g^2*p*q+2456*c^3*g^2*p*r+49770*c^3*g^2*p*x-\ 50*c^3*g^2*q^2-251*c^3*g^2*q*r+20286*c^3*g^2*q*x+1228*c^3*g^2*r^2+33369*c^3*g^2 *r*x-198174*c^3*g^2*x^2+4009*c^3*g*p^3+1401*c^3*g*p^2*q+12027*c^3*g*p^2*r+75955 *c^3*g*p^2*x-204*c^3*g*p*q^2+2802*c^3*g*p*q*r+94846*c^3*g*p*q*x+12027*c^3*g*p*r ^2+95245*c^3*g*p*r*x-813082*c^3*g*p*x^2-8*c^3*g*q^3-204*c^3*g*q^2*r+14815*c^3*g *q^2*x+1401*c^3*g*q*r^2+68721*c^3*g*q*r*x-403690*c^3*g*q*x^2+4009*c^3*g*r^3+ 19290*c^3*g*r^2*x-743046*c^3*g*r*x^2+551536*c^3*g*x^3+2708*c^3*p^4+2532*c^3*p^3 *q+10832*c^3*p^3*r+27948*c^3*p^3*x+264*c^3*p^2*q^2+7596*c^3*p^2*q*r+73732*c^3*p ^2*q*x+16248*c^3*p^2*r^2+27024*c^3*p^2*r*x-694850*c^3*p^2*x^2-44*c^3*p*q^3+528* c^3*p*q^2*r+39068*c^3*p*q^2*x+7596*c^3*p*q*r^2+105352*c^3*p*q*r*x-832576*c^3*p* q*x^2+10832*c^3*p*r^3-29796*c^3*p*r^2*x-1279292*c^3*p*r*x^2+1036232*c^3*p*x^3-\ 44*c^3*q^3*r+2628*c^3*q^3*x+264*c^3*q^2*r^2+29980*c^3*q^2*r*x-174494*c^3*q^2*x^ 2+2532*c^3*q*r^3+31620*c^3*q*r^2*x-748292*c^3*q*r*x^2+655448*c^3*q*x^3+2708*c^3 *r^4-28872*c^3*r^3*x-616598*c^3*r^2*x^2+1093536*c^3*r*x^3-90144*c^3*x^4-2*c^2*g ^5-28*c^2*g^4*p-8*c^2*g^4*q-28*c^2*g^4*r+1233*c^2*g^4*x+258*c^2*g^3*p^2-90*c^2* g^3*p*q+516*c^2*g^3*p*r+14471*c^2*g^3*p*x-8*c^2*g^3*q^2-90*c^2*g^3*q*r+4989*c^2 *g^3*q*x+258*c^2*g^3*r^2+9435*c^2*g^3*r*x-54506*c^2*g^3*x^2+1742*c^2*g^2*p^3+ 456*c^2*g^2*p^2*q+5226*c^2*g^2*p^2*r+37640*c^2*g^2*p^2*x-98*c^2*g^2*p*q^2+912*c ^2*g^2*p*q*r+44416*c^2*g^2*p*q*x+5226*c^2*g^2*p*r^2+49258*c^2*g^2*p*r*x-372639* c^2*g^2*p*x^2-2*c^2*g^2*q^3-98*c^2*g^2*q^2*r+5688*c^2*g^2*q^2*x+456*c^2*g^2*q*r ^2+31160*c^2*g^2*q*r*x-176223*c^2*g^2*q*x^2+1742*c^2*g^2*r^3+11618*c^2*g^2*r^2* x-339801*c^2*g^2*r*x^2+239080*c^2*g^2*x^3+2626*c^2*g*p^4+2320*c^2*g*p^3*q+10504 *c^2*g*p^3*r+30166*c^2*g*p^3*x+154*c^2*g*p^2*q^2+6960*c^2*g*p^2*q*r+76092*c^2*g *p^2*q*x+15756*c^2*g*p^2*r^2+34914*c^2*g*p^2*r*x-683157*c^2*g*p^2*x^2-40*c^2*g* p*q^3+308*c^2*g*p*q^2*r+38538*c^2*g*p*q^2*x+6960*c^2*g*p*q*r^2+111224*c^2*g*p*q *r*x-804556*c^2*g*p*q*x^2+10504*c^2*g*p*r^3-20670*c^2*g*p*r^2*x-1269262*c^2*g*p *r*x^2+969936*c^2*g*p*x^3-40*c^2*g*q^3*r+2000*c^2*g*q^3*x+154*c^2*g*q^2*r^2+ 28724*c^2*g*q^2*r*x-160743*c^2*g*q^2*x^2+2320*c^2*g*q*r^3+35132*c^2*g*q*r^2*x-\ 722506*c^2*g*q*r*x^2+598608*c^2*g*q*x^3+2626*c^2*g*r^4-25418*c^2*g*r^3*x-621835 *c^2*g*r^2*x^2+1019584*c^2*g*r*x^3-66976*c^2*g*x^4+1152*c^2*p^5+1784*c^2*p^4*q+ 5760*c^2*p^4*r+5610*c^2*p^4*x+630*c^2*p^3*q^2+7136*c^2*p^3*q*r+31804*c^2*p^3*q* x+11520*c^2*p^3*r^2-13796*c^2*p^3*r*x-363004*c^2*p^3*x^2-6*c^2*p^2*q^3+1890*c^2 *p^2*q^2*r+35394*c^2*p^2*q^2*x+10704*c^2*p^2*q*r^2+51788*c^2*p^2*q*r*x-722820*c ^2*p^2*q*x^2+11520*c^2*p^2*r^3-75048*c^2*p^2*r^2*x-983728*c^2*p^2*r*x^2+845820* c^2*p^2*x^3-4*c^2*p*q^4-12*c^2*p*q^3*r+9308*c^2*p*q^3*x+1890*c^2*p*q^2*r^2+ 56428*c^2*p*q^2*r*x-395040*c^2*p*q^2*x^2+7136*c^2*p*q*r^3+8164*c^2*p*q*r^2*x-\ 1331504*c^2*p*q*r*x^2+1192000*c^2*p*q*x^3+5760*c^2*p*r^4-86268*c^2*p*r^3*x-\ 891412*c^2*p*r^2*x^2+1839820*c^2*p*r*x^3-145768*c^2*p*x^4-4*c^2*q^4*r+108*c^2*q ^4*x-6*c^2*q^3*r^2+7184*c^2*q^3*r*x-35224*c^2*q^3*x^2+630*c^2*q^2*r^3+21034*c^2 *q^2*r^2*x-342352*c^2*q^2*r*x^2+346180*c^2*q^2*x^3+1784*c^2*q*r^4-11820*c^2*q*r ^3*x-658456*c^2*q*r^2*x^2+1246532*c^2*q*r*x^3-145768*c^2*q*x^4+1152*c^2*r^5-\ 30626*c^2*r^4*x-270688*c^2*r^3*x^2+1127240*c^2*r^2*x^3-199776*c^2*r*x^4-3*c*g^5 *p-3*c*g^5*r+97*c*g^5*x+14*c*g^4*p^2-12*c*g^4*p*q+28*c*g^4*p*r+1902*c*g^4*p*x-\ 12*c*g^4*q*r+480*c*g^4*q*x+14*c*g^4*r^2+1184*c*g^4*r*x-7012*c*g^4*x^2+300*c*g^3 *p^3+30*c*g^3*p^2*q+900*c*g^3*p^2*r+7887*c*g^3*p^2*x-16*c*g^3*p*q^2+60*c*g^3*p* q*r+8531*c*g^3*p*q*x+900*c*g^3*p*r^2+10976*c*g^3*p*r*x-70871*c*g^3*p*x^2-16*c*g ^3*q^2*r+709*c*g^3*q^2*x+30*c*g^3*q*r^2+5653*c*g^3*q*r*x-31223*c*g^3*q*x^2+300* c*g^3*r^3+3089*c*g^3*r^2*x-63946*c*g^3*r*x^2+44356*c*g^3*x^3+798*c*g^2*p^4+636* c*g^2*p^3*q+3192*c*g^2*p^3*r+10503*c*g^2*p^3*x-4*c*g^2*p^2*q^2+1908*c*g^2*p^2*q *r+25103*c*g^2*p^2*q*x+4788*c*g^2*p^2*r^2+14467*c*g^2*p^2*r*x-212746*c*g^2*p^2* x^2-9*c*g^2*p*q^3-8*c*g^2*p*q^2*r+11853*c*g^2*p*q^2*x+1908*c*g^2*p*q*r^2+38055* c*g^2*p*q*r*x-244070*c*g^2*p*q*x^2+3192*c*g^2*p*r^3-2575*c*g^2*p*r^2*x-401233*c *g^2*p*r*x^2+285430*c*g^2*p*x^3-9*c*g^2*q^3*r+303*c*g^2*q^3*x-4*c*g^2*q^2*r^2+ 8318*c*g^2*q^2*r*x-45076*c*g^2*q^2*x^2+636*c*g^2*q*r^3+12952*c*g^2*q*r^2*x-\ 217417*c*g^2*q*r*x^2+170418*c*g^2*q*x^3+798*c*g^2*r^4-6539*c*g^2*r^3*x-202481*c *g^2*r^2*x^2+292424*c*g^2*r*x^3-14360*c*g^2*x^4+757*c*g*p^5+1140*c*g*p^4*q+3785 *c*g*p^4*r+4367*c*g*p^4*x+366*c*g*p^3*q^2+4560*c*g*p^3*q*r+22515*c*g*p^3*q*x+ 7570*c*g*p^3*r^2-6343*c*g*p^3*r*x-239805*c*g*p^3*x^2-19*c*g*p^2*q^3+1098*c*g*p^ 2*q^2*r+24209*c*g*p^2*q^2*x+6840*c*g*p^2*q*r^2+39553*c*g*p^2*q*r*x-472326*c*g*p ^2*q*x^2+7570*c*g*p^2*r^3-45231*c*g*p^2*r^2*x-658343*c*g*p^2*r*x^2+533216*c*g*p ^2*x^3-2*c*g*p*q^4-38*c*g*p*q^3*r+6045*c*g*p*q^3*x+1098*c*g*p*q^2*r^2+39326*c*g *p*q^2*r*x-252849*c*g*p*q^2*x^2+4560*c*g*p*q*r^3+11561*c*g*p*q*r^2*x-878739*c*g *p*q*r*x^2+740648*c*g*p*q*x^3+3785*c*g*p*r^4-53965*c*g*p*r^3*x-607730*c*g*p*r^2 *x^2+1166952*c*g*p*r*x^3-76104*c*g*p*x^4-2*c*g*q^4*r-16*c*g*q^4*x-19*c*g*q^3*r^ 2+4454*c*g*q^3*r*x-20328*c*g*q^3*x^2+366*c*g*q^2*r^3+15117*c*g*q^2*r^2*x-218378 *c*g*q^2*r*x^2+207432*c*g*q^2*x^3+1140*c*g*q*r^4-5477*c*g*q*r^3*x-442706*c*g*q* r^2*x^2+769672*c*g*q*r*x^3-76104*c*g*q*x^4+757*c*g*r^5-19444*c*g*r^4*x-189192*c *g*r^3*x^2+732724*c*g*r^2*x^3-97872*c*g*r*x^4+242*c*p^6+542*c*p^5*q+1452*c*p^5* r-38*c*p^5*x+354*c*p^4*q^2+2710*c*p^4*q*r+5374*c*p^4*q*x+3630*c*p^4*r^2-10947*c *p^4*r*x-90394*c*p^4*x^2+50*c*p^3*q^3+1416*c*p^3*q^2*r+11715*c*p^3*q^2*x+5420*c *p^3*q*r^2+1840*c*p^3*q*r*x-258649*c*p^3*q*x^2+4840*c*p^3*r^3-43408*c*p^3*r^2*x -315018*c*p^3*r*x^2+294096*c*p^3*x^3-4*c*p^2*q^4+150*c*p^2*q^3*r+7139*c*p^2*q^3 *x+2124*c*p^2*q^2*r^2+24408*c*p^2*q^2*r*x-245877*c*p^2*q^2*x^2+5420*c*p^2*q*r^3 -26724*c*p^2*q*r^2*x-704556*c*p^2*q*r*x^2+665752*c*p^2*q*x^3+3630*c*p^2*r^4-\ 64922*c*p^2*r^3*x-394829*c*p^2*r^2*x^2+970378*c*p^2*r*x^3-76960*c*p^2*x^4-8*c*p *q^4*r+819*c*p*q^4*x+150*c*p*q^3*r^2+12216*c*p*q^3*r*x-77383*c*p*q^3*x^2+1416*c *p*q^2*r^3+13671*c*p*q^2*r^2*x-451602*c*p*q^2*r*x^2+449216*c*p*q^2*x^3+2710*c*p *q*r^4-37472*c*p*q*r^3*x-655957*c*p*q*r^2*x^2+1441440*c*p*q*r*x^3-153920*c*p*q* x^4+1452*c*p*r^5-43218*c*p*r^4*x-206180*c*p*r^3*x^2+1148070*c*p*r^2*x^3-220272* c*p*r*x^4-17*c*q^5*x-4*c*q^4*r^2+595*c*q^4*r*x+239*c*q^4*x^2+50*c*q^3*r^3+5077* c*q^3*r^2*x-62064*c*q^3*r*x^2+77560*c*q^3*x^3+354*c*q^2*r^4+978*c*q^2*r^3*x-\ 228338*c*q^2*r^2*x^2+471062*c*q^2*r*x^3-76960*c*q^2*x^4+542*c*q*r^5-14282*c*q*r ^4*x-210050*c*q*r^3*x^2+888930*c*q*r^2*x^3-220272*c*q*r*x^4+242*c*r^6-10795*c*r ^5*x-35975*c*r^4*x^2+465808*c*r^3*x^3-208072*c*r^2*x^4+3*g^6*x-g^5*p^2-2*g^5*p* r+84*g^5*p*x+10*g^5*q*x-g^5*r^2+45*g^5*r*x-360*g^5*x^2+16*g^4*p^3-4*g^4*p^2*q+ 48*g^4*p^2*r+585*g^4*p^2*x-8*g^4*p*q*r+542*g^4*p*q*x+48*g^4*p*r^2+890*g^4*p*r*x -4643*g^4*p*x^2+4*g^4*q^2*x-4*g^4*q*r^2+314*g^4*q*r*x-1889*g^4*q*x^2+16*g^4*r^3 +305*g^4*r^2*x-4020*g^4*r*x^2+3324*g^4*x^3+75*g^3*p^4+48*g^3*p^3*q+300*g^3*p^3* r+1183*g^3*p^3*x-8*g^3*p^2*q^2+144*g^3*p^2*q*r+2621*g^3*p^2*q*x+450*g^3*p^2*r^2 +1950*g^3*p^2*r*x-20771*g^3*p^2*x^2-16*g^3*p*q^2*r+1097*g^3*p*q^2*x+144*g^3*p*q *r^2+4196*g^3*p*q*r*x-22906*g^3*p*q*x^2+300*g^3*p*r^3+351*g^3*p*r^2*x-40045*g^3 *p*r*x^2+26584*g^3*p*x^3-23*g^3*q^3*x-8*g^3*q^2*r^2+670*g^3*q^2*r*x-3731*g^3*q^ 2*x^2+48*g^3*q*r^3+1575*g^3*q*r^2*x-19849*g^3*q*r*x^2+15480*g^3*q*x^3+75*g^3*r^ 4-416*g^3*r^3*x-21178*g^3*r^2*x^2+25128*g^3*r*x^3-1416*g^3*x^4+118*g^2*p^5+169* g^2*p^4*q+590*g^2*p^4*r+822*g^2*p^4*x+44*g^2*p^3*q^2+676*g^2*p^3*q*r+3860*g^2*p ^3*q*x+1180*g^2*p^3*r^2-441*g^2*p^3*r*x-37822*g^2*p^3*x^2-7*g^2*p^2*q^3+132*g^2 *p^2*q^2*r+3971*g^2*p^2*q^2*x+1014*g^2*p^2*q*r^2+7448*g^2*p^2*q*r*x-73270*g^2*p ^2*q*x^2+1180*g^2*p^2*r^3-6255*g^2*p^2*r^2*x-106071*g^2*p^2*r*x^2+79469*g^2*p^2 *x^3-14*g^2*p*q^3*r+904*g^2*p*q^3*x+132*g^2*p*q^2*r^2+6656*g^2*p*q^2*r*x-37951* g^2*p*q^2*x^2+676*g^2*p*q*r^3+3316*g^2*p*q*r^2*x-138372*g^2*p*q*r*x^2+108252*g^ 2*p*q*x^3+590*g^2*p*r^4-7899*g^2*p*r^3*x-100945*g^2*p*r^2*x^2+173979*g^2*p*r*x^ 3-8938*g^2*p*x^4-29*g^2*q^4*x-7*g^2*q^3*r^2+581*g^2*q^3*r*x-2503*g^2*q^3*x^2+44 *g^2*q^2*r^3+2685*g^2*q^2*r^2*x-32178*g^2*q^2*r*x^2+28783*g^2*q^2*x^3+169*g^2*q *r^4-272*g^2*q*r^3*x-72097*g^2*q*r^2*x^2+109033*g^2*q*r*x^3-8938*g^2*q*x^4+118* g^2*r^5-2907*g^2*r^4*x-32696*g^2*r^3*x^2+114108*g^2*r^2*x^3-7856*g^2*r*x^4+80*g *p^6+177*g*p^5*q+480*g*p^5*r+41*g*p^5*x+112*g*p^4*q^2+885*g*p^4*q*r+1961*g*p^4* q*x+1200*g*p^4*r^2-3357*g*p^4*r*x-29973*g*p^4*x^2+13*g*p^3*q^3+448*g*p^3*q^2*r+ 4080*g*p^3*q^2*x+1770*g*p^3*q*r^2+1466*g*p^3*q*r*x-85142*g*p^3*q*x^2+1600*g*p^3 *r^3-13838*g*p^3*r^2*x-105981*g*p^3*r*x^2+93429*g*p^3*x^3-2*g*p^2*q^4+39*g*p^2* q^3*r+2432*g*p^2*q^3*x+672*g*p^2*q^2*r^2+8890*g*p^2*q^2*r*x-80029*g*p^2*q^2*x^2 +1770*g*p^2*q*r^3-7368*g*p^2*q*r^2*x-235100*g*p^2*q*r*x^2+209501*g*p^2*q*x^3+ 1200*g*p^2*r^4-20962*g*p^2*r^3*x-135606*g*p^2*r^2*x^2+311703*g*p^2*r*x^3-20876* g*p^2*x^4-4*g*p*q^4*r+263*g*p*q^4*x+39*g*p*q^3*r^2+4238*g*p*q^3*r*x-24524*g*p*q ^3*x^2+448*g*p*q^2*r^3+5540*g*p*q^2*r^2*x-148598*g*p*q^2*r*x^2+138715*g*p*q^2*x ^3+885*g*p*q*r^4-11290*g*p*q*r^3*x-223224*g*p*q*r^2*x^2+456200*g*p*q*r*x^3-\ 41752*g*p*q*x^4+480*g*p*r^5-14043*g*p*r^4*x-73161*g*p*r^3*x^2+376752*g*p*r^2*x^ 3-58664*g*p*r*x^4-9*g*q^5*x-2*g*q^4*r^2+171*g*q^4*r*x+336*g*q^4*x^2+13*g*q^3*r^ 3+1806*g*q^3*r^2*x-19479*g*q^3*r*x^2+22643*g*q^3*x^3+112*g*q^2*r^4+730*g*q^2*r^ 3*x-76770*g*q^2*r^2*x^2+144497*g*q^2*r*x^3-20876*g*q^2*x^4+177*g*q*r^5-4417*g*q *r^4*x-73266*g*q*r^3*x^2+288600*g*q*r^2*x^3-58664*g*q*r*x^4+80*g*r^6-3521*g*r^5 *x-13563*g*r^4*x^2+156184*g*r^3*x^3-62360*g*r^2*x^4+20*p^7+60*p^6*q+140*p^6*r-\ 102*p^6*x+60*p^5*q^2+360*p^5*q*r+194*p^5*q*x+420*p^5*r^2-1795*p^5*r*x-8631*p^5* x^2+20*p^4*q^3+300*p^4*q^2*r+1192*p^4*q^2*x+900*p^4*q*r^2-2078*p^4*q*r*x-32739* p^4*q*x^2+700*p^4*r^3-7445*p^4*r^2*x-35749*p^4*r*x^2+37096*p^4*x^3+80*p^3*q^3*r +1392*p^3*q^3*x+600*p^3*q^2*r^2+2123*p^3*q^2*r*x-45786*p^3*q^2*x^2+1200*p^3*q*r ^3-10252*p^3*q*r^2*x-114685*p^3*q*r*x^2+117428*p^3*q*x^3+700*p^3*r^4-13870*p^3* r^3*x-53710*p^3*r^2*x^2+162943*p^3*r*x^3-13306*p^3*x^4+494*p^2*q^4*x+120*p^2*q^ 3*r^2+3295*p^2*q^3*r*x-27234*p^2*q^3*x^2+600*p^2*q^2*r^3-783*p^2*q^2*r^2*x-\ 125364*p^2*q^2*r*x^2+129708*p^2*q^2*x^3+900*p^2*q*r^4-16348*p^2*q*r^3*x-147651* p^2*q*r^2*x^2+385459*p^2*q*r*x^3-39918*p^2*q*x^4+420*p^2*r^5-13360*p^2*r^4*x-\ 32946*p^2*r^3*x^2+278752*p^2*r^2*x^3-58992*p^2*r*x^4-2*p*q^5*x+884*p*q^4*r*x-\ 4911*p*q^4*x^2+80*p*q^3*r^3+2414*p*q^3*r^2*x-49669*p*q^3*r*x^2+55516*p*q^3*x^3+ 300*p*q^2*r^4-3167*p*q^2*r^3*x-119490*p*q^2*r^2*x^2+282089*p*q^2*r*x^3-39918*p* q^2*x^4+360*p*q*r^5-11222*p*q*r^4*x-82203*p*q*r^3*x^2+454804*p*q*r^2*x^3-117984 *p*q*r*x^4+140*p*r^6-6527*p*r^5*x-4603*p*r^4*x^2+213121*p*r^3*x^3-104926*p*r^2* x^4-5*q^5*r*x+645*q^5*x^2+390*q^4*r^2*x-3241*q^4*r*x^2+6140*q^4*x^3+20*q^3*r^4+ 511*q^3*r^3*x-25549*q^3*r^2*x^2+59573*q^3*r*x^3-13306*q^3*x^4+60*q^2*r^5-1453*q ^2*r^4*x-39912*q^2*r^3*x^2+176052*q^2*r^2*x^3-58992*q^2*r*x^4+60*q*r^6-2854*q*r ^5*x-16498*q*r^4*x^2+185043*q*r^3*x^3-104926*q*r^2*x^4+20*r^7-1285*r^6*x+1751*r ^5*x^2+60216*r^4*x^3-59120*r^3*x^4-32*a^5*b-160*a^5*c-16*a^5*g-216*a^5*p-32*a^5 *q-216*a^5*r+1424*a^5*x-96*a^4*b^2-944*a^4*b*c-128*a^4*b*g-608*a^4*b*p-128*a^4* b*q-608*a^4*b*r+5816*a^4*b*x-1504*a^4*c^2-632*a^4*c*g-1840*a^4*c*p-624*a^4*c*q-\ 1840*a^4*c*r+19780*a^4*c*x-40*a^4*g^2-564*a^4*g*p-96*a^4*g*q-564*a^4*g*r+4480*a ^4*g*x-40*a^4*p^2-476*a^4*p*q-80*a^4*p*r+13550*a^4*p*x-32*a^4*q^2-476*a^4*q*r+ 5526*a^4*q*x-40*a^4*r^2+14642*a^4*r*x-17892*a^4*x^2-96*a^3*b^3-1504*a^3*b^2*c-\ 224*a^3*b^2*g-616*a^3*b^2*p-160*a^3*b^2*q-616*a^3*b^2*r+8488*a^3*b^2*x-5200*a^3 *b*c^2-2288*a^3*b*c*g-4328*a^3*b*c*p-1704*a^3*b*c*q-4328*a^3*b*c*r+57572*a^3*b* c*x-160*a^3*b*g^2-1212*a^3*b*g*p-272*a^3*b*g*q-1212*a^3*b*g*r+13596*a^3*b*g*x-\ 112*a^3*b*p^2-996*a^3*b*p*q-224*a^3*b*p*r+37734*a^3*b*p*x-72*a^3*b*q^2-996*a^3* b*q*r+13258*a^3*b*q*x-112*a^3*b*r^2+35622*a^3*b*r*x-52836*a^3*b*x^2-4912*a^3*c^ 3-3792*a^3*c^2*g-6472*a^3*c^2*p-2904*a^3*c^2*q-6472*a^3*c^2*r+86352*a^3*c^2*x-\ 808*a^3*c*g^2-3876*a^3*c*g*p-1360*a^3*c*g*q-3876*a^3*c*g*r+45142*a^3*c*g*x+148* a^3*c*p^2-3284*a^3*c*p*q+296*a^3*c*p*r+113886*a^3*c*p*x-384*a^3*c*q^2-3284*a^3* c*q*r+44990*a^3*c*q*x+148*a^3*c*r^2+110450*a^3*c*r*x-145008*a^3*c*x^2-36*a^3*g^ 3-550*a^3*g^2*p-104*a^3*g^2*q-550*a^3*g^2*r+5180*a^3*g^2*x-150*a^3*g*p^2-930*a^ 3*g*p*q-300*a^3*g*p*r+31143*a^3*g*p*x-64*a^3*g*q^2-930*a^3*g*q*r+11175*a^3*g*q* x-150*a^3*g*r^2+30739*a^3*g*r*x-41870*a^3*g*x^2+1072*a^3*p^3-162*a^3*p^2*q+3216 *a^3*p^2*r+32975*a^3*p^2*x-372*a^3*p*q^2-324*a^3*p*q*r+33704*a^3*p*q*x+3216*a^3 *p*r^2+64904*a^3*p*r*x-102594*a^3*p*x^2-8*a^3*q^3-372*a^3*q^2*r+4879*a^3*q^2*x-\ 162*a^3*q*r^2+31390*a^3*q*r*x-42782*a^3*q*x^2+1072*a^3*r^3+31929*a^3*r^2*x-\ 90562*a^3*r*x^2+9460*a^3*x^3-32*a^2*b^4-816*a^2*b^3*c-128*a^2*b^3*g-272*a^2*b^3 *p-64*a^2*b^3*q-272*a^2*b^3*r+5288*a^2*b^3*x-5072*a^2*b^2*c^2-2192*a^2*b^2*c*g-\ 3608*a^2*b^2*c*p-1272*a^2*b^2*c*q-3608*a^2*b^2*c*r+56212*a^2*b^2*c*x-160*a^2*b^ 2*g^2-864*a^2*b^2*g*p-208*a^2*b^2*g*q-864*a^2*b^2*g*r+13760*a^2*b^2*g*x-196*a^2 *b^2*p^2-632*a^2*b^2*p*q-392*a^2*b^2*p*r+36682*a^2*b^2*p*x-40*a^2*b^2*q^2-632*a ^2*b^2*q*r+10030*a^2*b^2*q*x-196*a^2*b^2*r^2+29278*a^2*b^2*r*x-54300*a^2*b^2*x^ 2-10912*a^2*b*c^3-8304*a^2*b*c^2*g-11792*a^2*b*c^2*p-5264*a^2*b*c^2*q-11792*a^2 *b*c^2*r+179244*a^2*b*c^2*x-1736*a^2*b*c*g^2-6740*a^2*b*c*g*p-2368*a^2*b*c*g*q-\ 6740*a^2*b*c*g*r+92400*a^2*b*c*g*x-88*a^2*b*c*p^2-5232*a^2*b*c*p*q-176*a^2*b*c* p*r+238538*a^2*b*c*p*x-528*a^2*b*c*q^2-5232*a^2*b*c*q*r+77858*a^2*b*c*q*x-88*a^ 2*b*c*r^2+201546*a^2*b*c*r*x-316976*a^2*b*c*x^2-80*a^2*b*g^3-828*a^2*b*g^2*p-\ 184*a^2*b*g^2*q-828*a^2*b*g^2*r+10932*a^2*b*g^2*x-438*a^2*b*g*p^2-1324*a^2*b*g* p*q-876*a^2*b*g*p*r+63314*a^2*b*g*p*x-88*a^2*b*g*q^2-1324*a^2*b*g*q*r+18280*a^2 *b*g*q*x-438*a^2*b*g*r^2+53172*a^2*b*g*r*x-92188*a^2*b*g*x^2+1724*a^2*b*p^3-548 *a^2*b*p^2*q+5172*a^2*b*p^2*r+71110*a^2*b*p^2*x-456*a^2*b*p*q^2-1096*a^2*b*p*q* r+62766*a^2*b*p*q*x+5172*a^2*b*p*r^2+128330*a^2*b*p*r*x-232614*a^2*b*p*x^2-8*a^ 2*b*q^3-456*a^2*b*q^2*r+5530*a^2*b*q^2*x-548*a^2*b*q*r^2+49110*a^2*b*q*r*x-\ 75374*a^2*b*q*x^2+1724*a^2*b*r^3+57220*a^2*b*r^2*x-183762*a^2*b*r*x^2+13636*a^2 *b*x^3-7408*a^2*c^4-8336*a^2*c^3*g-11200*a^2*c^3*p-5480*a^2*c^3*q-11200*a^2*c^3 *r+169484*a^2*c^3*x-3104*a^2*c^2*g^2-10340*a^2*c^2*g*p-4376*a^2*c^2*g*q-10340*a ^2*c^2*g*r+140538*a^2*c^2*g*x+912*a^2*c^2*p^2-8200*a^2*c^2*p*q+1824*a^2*c^2*p*r +334260*a^2*c^2*p*x-1080*a^2*c^2*q^2-8200*a^2*c^2*q*r+125060*a^2*c^2*q*x+912*a^ 2*c^2*r^2+295592*a^2*c^2*r*x-456016*a^2*c^2*x^2-422*a^2*c*g^3-2926*a^2*c*g^2*p-\ 964*a^2*c*g^2*q-2926*a^2*c*g^2*r+35474*a^2*c*g^2*x-286*a^2*c*g*p^2-4846*a^2*c*g *p*q-572*a^2*c*g*p*r+194309*a^2*c*g*p*x-496*a^2*c*g*q^2-4846*a^2*c*g*q*r+65583* a^2*c*g*q*x-286*a^2*c*g*r^2+171349*a^2*c*g*r*x-248390*a^2*c*g*x^2+5702*a^2*c*p^ 3-810*a^2*c*p^2*q+17106*a^2*c*p^2*r+191635*a^2*c*p^2*x-1760*a^2*c*p*q^2-1620*a^ 2*c*p*q*r+191162*a^2*c*p*q*x+17106*a^2*c*p*r^2+350422*a^2*c*p*r*x-666952*a^2*c* p*x^2-48*a^2*c*q^3-1760*a^2*c*q^2*r+24537*a^2*c*q^2*x-810*a^2*c*q*r^2+161532*a^ 2*c*q*r*x-255840*a^2*c*q*x^2+5702*a^2*c*r^3+158787*a^2*c*r^2*x-583096*a^2*c*r*x ^2+55292*a^2*c*x^3-14*a^2*g^4-243*a^2*g^3*p-48*a^2*g^3*q-243*a^2*g^3*r+2724*a^2 *g^3*x-225*a^2*g^2*p^2-614*a^2*g^2*p*q-450*a^2*g^2*p*r+25600*a^2*g^2*p*x-40*a^2 *g^2*q^2-614*a^2*g^2*q*r+7514*a^2*g^2*q*x-225*a^2*g^2*r^2+22365*a^2*g^2*r*x-\ 35820*a^2*g^2*x^2+1563*a^2*g*p^3-475*a^2*g*p^2*q+4689*a^2*g*p^2*r+58564*a^2*g*p ^2*x-474*a^2*g*p*q^2-950*a^2*g*p*q*r+54537*a^2*g*p*q*x+4689*a^2*g*p*r^2+109763* a^2*g*p*r*x-185146*a^2*g*p*x^2-8*a^2*g*q^3-474*a^2*g*q^2*r+5497*a^2*g*q^2*x-475 *a^2*g*q*r^2+45079*a^2*g*q*r*x-65778*a^2*g*q*x^2+1563*a^2*g*r^3+51199*a^2*g*r^2 *x-150966*a^2*g*r*x^2+17018*a^2*g*x^3+1571*a^2*p^4+1109*a^2*p^3*q+6284*a^2*p^3* r+32416*a^2*p^3*x-284*a^2*p^2*q^2+3327*a^2*p^2*q*r+59323*a^2*p^2*q*x+9426*a^2*p ^2*r^2+83932*a^2*p^2*r*x-211360*a^2*p^2*x^2-104*a^2*p*q^3-568*a^2*p*q^2*r+25219 *a^2*p*q^2*x+3327*a^2*p*q*r^2+109322*a^2*p*q*r*x-218230*a^2*p*q*x^2+6284*a^2*p* r^3+70616*a^2*p*r^2*x-418588*a^2*p*r*x^2+76286*a^2*p*x^3-104*a^2*q^3*r+778*a^2* q^3*x-284*a^2*q^2*r^2+19623*a^2*q^2*r*x-28468*a^2*q^2*x^2+1109*a^2*q*r^3+49999* a^2*q*r^2*x-179392*a^2*q*r*x^2+9630*a^2*q*x^3+1571*a^2*r^4+19100*a^2*r^3*x-\ 231308*a^2*r^2*x^2+28150*a^2*r*x^3+33048*a^2*x^4-96*a*b^4*c-16*a*b^4*g-48*a*b^4 *p-48*a*b^4*r+1256*a*b^4*x-1440*a*b^3*c^2-552*a*b^3*c*g-1200*a*b^3*c*p-192*a*b^ 3*c*q-1200*a*b^3*c*r+21452*a*b^3*c*x-40*a*b^3*g^2-232*a*b^3*g*p-32*a*b^3*g*q-\ 232*a*b^3*g*r+5308*a*b^3*g*x-140*a*b^3*p^2-112*a*b^3*p*q-280*a*b^3*p*r+14386*a* b^3*p*x-112*a*b^3*q*r+2414*a*b^3*q*x-140*a*b^3*r^2+9970*a*b^3*r*x-21660*a*b^3*x ^2-6112*a*b^2*c^3-4344*a*b^2*c^2*g-6760*a*b^2*c^2*p-2192*a*b^2*c^2*q-6760*a*b^2 *c^2*r+114944*a*b^2*c^2*x-808*a*b^2*c*g^2-3656*a*b^2*c*g*p-860*a*b^2*c*g*q-3656 *a*b^2*c*g*r+57186*a*b^2*c*g*x-700*a*b^2*c*p^2-2296*a*b^2*c*p*q-1400*a*b^2*c*p* r+156410*a*b^2*c*p*x-120*a*b^2*c*q^2-2296*a*b^2*c*q*r+37906*a*b^2*c*q*x-700*a*b ^2*c*r^2+115966*a*b^2*c*r*x-221480*a*b^2*c*x^2-36*a*b^2*g^3-354*a*b^2*g^2*p-64* a*b^2*g^2*q-354*a*b^2*g^2*r+6864*a*b^2*g^2*x-446*a*b^2*g*p^2-476*a*b^2*g*p*q-\ 892*a*b^2*g*p*r+40071*a*b^2*g*p*x-20*a*b^2*g*q^2-476*a*b^2*g*q*r+8079*a*b^2*g*q *x-446*a*b^2*g*r^2+28257*a*b^2*g*r*x-64162*a*b^2*g*x^2+680*a*b^2*p^3-450*a*b^2* p^2*q+2040*a*b^2*p^2*r+48047*a*b^2*p^2*x-92*a*b^2*p*q^2-900*a*b^2*p*q*r+33492*a *b^2*p*q*x+2040*a*b^2*p*r^2+78338*a*b^2*p*r*x-168038*a*b^2*p*x^2-92*a*b^2*q^2*r +743*a*b^2*q^2*x-450*a*b^2*q*r^2+21672*a*b^2*q*r*x-32994*a*b^2*q*x^2+680*a*b^2* r^3+30291*a*b^2*r^2*x-117762*a*b^2*r*x^2-1108*a*b^2*x^3-9872*a*b*c^4-10616*a*b* c^3*g-13816*a*b*c^3*p-5992*a*b*c^3*q-13816*a*b*c^3*r+232392*a*b*c^3*x-3668*a*b* c^2*g^2-12496*a*b*c^2*g*p-4428*a*b*c^2*g*q-12496*a*b*c^2*g*r+186556*a*b*c^2*g*x -128*a*b*c^2*p^2-8636*a*b*c^2*p*q-256*a*b*c^2*p*r+466924*a*b*c^2*p*x-880*a*b*c^ 2*q^2-8636*a*b*c^2*q*r+143216*a*b*c^2*q*x-128*a*b*c^2*r^2+362472*a*b*c^2*r*x-\ 695916*a*b*c^2*x^2-442*a*b*c*g^3-3310*a*b*c*g^2*p-854*a*b*c*g^2*q-3310*a*b*c*g^ 2*r+45312*a*b*c*g^2*x-1350*a*b*c*g*p^2-4814*a*b*c*g*p*q-2700*a*b*c*g*p*r+265856 *a*b*c*g*p*x-348*a*b*c*g*q^2-4814*a*b*c*g*q*r+69690*a*b*c*g*q*x-1350*a*b*c*g*r^ 2+202230*a*b*c*g*r*x-371762*a*b*c*g*x^2+5792*a*b*c*p^3-1914*a*b*c*p^2*q+17376*a *b*c*p^2*r+275942*a*b*c*p^2*x-1360*a*b*c*p*q^2-3828*a*b*c*p*q*r+236044*a*b*c*p* q*x+17376*a*b*c*p*r^2+457002*a*b*c*p*r*x-1025796*a*b*c*p*x^2-24*a*b*c*q^3-1360* a*b*c*q^2*r+17770*a*b*c*q^2*x-1914*a*b*c*q*r^2+172560*a*b*c*q*r*x-305568*a*b*c* q*x^2+5792*a*b*c*r^3+181060*a*b*c*r^2*x-840536*a*b*c*r*x^2+72496*a*b*c*x^3-14*a *b*g^4-215*a*b*g^3*p-40*a*b*g^3*q-215*a*b*g^3*r+3530*a*b*g^3*x-454*a*b*g^2*p^2-\ 497*a*b*g^2*p*q-908*a*b*g^2*p*r+33780*a*b*g^2*p*x-26*a*b*g^2*q^2-497*a*b*g^2*q* r+7034*a*b*g^2*q*x-454*a*b*g^2*r^2+24193*a*b*g^2*r*x-53404*a*b*g^2*x^2+1436*a*b *g*p^3-874*a*b*g*p^2*q+4308*a*b*g*p^2*r+82668*a*b*g*p^2*x-300*a*b*g*p*q^2-1748* a*b*g*p*q*r+64697*a*b*g*p*q*x+4308*a*b*g*p*r^2+140708*a*b*g*p*r*x-282581*a*b*g* p*x^2-4*a*b*g*q^3-300*a*b*g*q^2*r+2573*a*b*g*q^2*x-874*a*b*g*q*r^2+43869*a*b*g* q*r*x-74159*a*b*g*q*x^2+1436*a*b*g*r^3+58040*a*b*g*r^2*x-209567*a*b*g*r*x^2+ 20808*a*b*g*x^3+1713*a*b*p^4+775*a*b*p^3*q+6852*a*b*p^3*r+49154*a*b*p^3*x-406*a *b*p^2*q^2+2325*a*b*p^2*q*r+79525*a*b*p^2*q*x+10278*a*b*p^2*r^2+118892*a*b*p^2* r*x-327959*a*b*p^2*x^2-32*a*b*p*q^3-812*a*b*p*q^2*r+24740*a*b*p*q^2*x+2325*a*b* p*q*r^2+134835*a*b*p*q*r*x-293876*a*b*p*q*x^2+6852*a*b*p*r^3+90322*a*b*p*r^2*x-\ 616496*a*b*p*r*x^2+120904*a*b*p*x^3-32*a*b*q^3*r-699*a*b*q^3*x-406*a*b*q^2*r^2+ 15301*a*b*q^2*r*x-9113*a*b*q^2*x^2+775*a*b*q*r^3+55310*a*b*q*r^2*x-203840*a*b*q *r*x^2-12408*a*b*q*x^3+1713*a*b*r^4+20584*a*b*r^3*x-318979*a*b*r^2*x^2+34712*a* b*r*x^3+66096*a*b*x^4-5296*a*c^5-7792*a*c^4*g-9376*a*c^4*p-4584*a*c^4*q-9376*a* c^4*r+156632*a*c^4*x-4116*a*c^3*g^2-12000*a*c^3*g*p-5152*a*c^3*g*q-12000*a*c^3* g*r+179836*a*c^3*g*x+1156*a*c^3*p^2-8692*a*c^3*p*q+2312*a*c^3*p*r+411436*a*c^3* p*x-1136*a*c^3*q^2-8692*a*c^3*q*r+145944*a*c^3*q*x+1156*a*c^3*r^2+337128*a*c^3* r*x-634828*a*c^3*x^2-928*a*c^2*g^3-5320*a*c^2*g^2*p-1870*a*c^2*g^2*q-5320*a*c^2 *g^2*r+70400*a*c^2*g^2*x-316*a*c^2*g*p^2-8044*a*c^2*g*p*q-632*a*c^2*g*p*r+ 376130*a*c^2*g*p*x-860*a*c^2*g*q^2-8044*a*c^2*g*q*r+119440*a*c^2*g*q*x-316*a*c^ 2*g*r^2+302362*a*c^2*g*r*x-529738*a*c^2*g*x^2+9460*a*c^2*p^3-1494*a*c^2*p^2*q+ 28380*a*c^2*p^2*r+353580*a*c^2*p^2*x-2576*a*c^2*p*q^2-2988*a*c^2*p*q*r+339624*a *c^2*p*q*x+28380*a*c^2*p*r^2+604038*a*c^2*p*r*x-1368380*a*c^2*p*x^2-72*a*c^2*q^ 3-2576*a*c^2*q^2*r+38692*a*c^2*q^2*x-1494*a*c^2*q*r^2+267386*a*c^2*q*r*x-504232 *a*c^2*q*x^2+9460*a*c^2*r^3+250458*a*c^2*r^2*x-1187888*a*c^2*r*x^2+194856*a*c^2 *x^3-82*a*c*g^4-922*a*c*g^3*p-236*a*c*g^3*q-922*a*c*g^3*r+11088*a*c*g^3*x-675*a *c*g^2*p^2-2195*a*c*g^2*p*q-1350*a*c*g^2*p*r+105834*a*c*g^2*p*x-168*a*c*g^2*q^2 -2195*a*c*g^2*q*r+28122*a*c*g^2*q*x-675*a*c*g^2*r^2+82431*a*c*g^2*r*x-140448*a* c*g^2*x^2+5334*a*c*g*p^3-1682*a*c*g*p^2*q+16002*a*c*g*p^2*r+224540*a*c*g*p^2*x-\ 1466*a*c*g*p*q^2-3364*a*c*g*p*q*r+204197*a*c*g*p*q*x+16002*a*c*g*p*r^2+388667*a *c*g*p*r*x-801873*a*c*g*p*x^2-28*a*c*g*q^3-1466*a*c*g*q^2*r+17737*a*c*g*q^2*x-\ 1682*a*c*g*q*r^2+154499*a*c*g*q*r*x-264659*a*c*g*q*x^2+5334*a*c*g*r^3+164127*a* c*g*r^2*x-666237*a*c*g*r*x^2+76600*a*c*g*x^3+5217*a*c*p^4+3339*a*c*p^3*q+20868* a*c*p^3*r+120708*a*c*p^3*x-948*a*c*p^2*q^2+10017*a*c*p^2*q*r+214175*a*c*p^2*q*x +31302*a*c*p^2*r^2+295098*a*c*p^2*r*x-854931*a*c*p^2*x^2-256*a*c*p*q^3-1896*a*c *p*q^2*r+84156*a*c*p*q^2*x+10017*a*c*p*q*r^2+370999*a*c*p*q*r*x-859344*a*c*p*q* x^2+20868*a*c*p*r^3+228072*a*c*p*r^2*x-1636690*a*c*p*r*x^2+397344*a*c*p*x^3-256 *a*c*q^3*r+1477*a*c*q^3*x-948*a*c*q^2*r^2+61371*a*c*q^2*r*x-94705*a*c*q^2*x^2+ 3339*a*c*q*r^3+156824*a*c*q*r^2*x-698528*a*c*q*r*x^2+85600*a*c*q*x^3+5217*a*c*r ^4+53682*a*c*r^3*x-854151*a*c*r^2*x^2+289068*a*c*r*x^3+117760*a*c*x^4-2*a*g^5-\ 45*a*g^4*p-8*a*g^4*q-45*a*g^4*r+634*a*g^4*x-142*a*g^3*p^2-150*a*g^3*p*q-284*a*g ^3*p*r+8852*a*g^3*p*x-8*a*g^3*q^2-150*a*g^3*q*r+1794*a*g^3*q*x-142*a*g^3*r^2+ 6426*a*g^3*r*x-13393*a*g^3*x^2+655*a*g^2*p^3-399*a*g^2*p^2*q+1965*a*g^2*p^2*r+ 33580*a*g^2*p^2*x-161*a*g^2*p*q^2-798*a*g^2*p*q*r+27910*a*g^2*p*q*x+1965*a*g^2* p*r^2+59372*a*g^2*p*r*x-109946*a*g^2*p*x^2-2*a*g^2*q^3-161*a*g^2*q^2*r+1238*a*g ^2*q^2*x-399*a*g^2*q*r^2+19481*a*g^2*q*r*x-32072*a*g^2*q*x^2+655*a*g^2*r^3+ 25792*a*g^2*r^2*x-82783*a*g^2*r*x^2+11626*a*g^2*x^3+1590*a*g*p^4+860*a*g*p^3*q+ 6360*a*g*p^3*r+39418*a*g*p^3*x-386*a*g*p^2*q^2+2580*a*g*p^2*q*r+67651*a*g*p^2*q *x+9540*a*g*p^2*r^2+98712*a*g*p^2*r*x-258094*a*g*p^2*x^2-60*a*g*p*q^3-772*a*g*p *q^2*r+24525*a*g*p*q^2*x+2580*a*g*p*q*r^2+118900*a*g*p*q*r*x-247916*a*g*p*q*x^2 +6360*a*g*p*r^3+79170*a*g*p*r^2*x-495421*a*g*p*r*x^2+101308*a*g*p*x^3-60*a*g*q^ 3*r-292*a*g*q^3*x-386*a*g*q^2*r^2+16305*a*g*q^2*r*x-20020*a*g*q^2*x^2+860*a*g*q *r^3+51249*a*g*q*r^2*x-186879*a*g*q*r*x^2+7764*a*g*q*x^3+1590*a*g*r^4+19876*a*g *r^3*x-264943*a*g*r^2*x^2+40910*a*g*r*x^3+41568*a*g*x^4+824*a*p^5+1121*a*p^4*q+ 4120*a*p^4*r+13898*a*p^4*x+193*a*p^3*q^2+4484*a*p^3*q*r+38855*a*p^3*q*x+8240*a* p^3*r^2+40350*a*p^3*r*x-162795*a*p^3*x^2-108*a*p^2*q^3+579*a*p^2*q^2*r+31074*a* p^2*q^2*x+6726*a*p^2*q*r^2+98406*a*p^2*q*r*x-288739*a*p^2*q*x^2+8240*a*p^2*r^3+ 37662*a*p^2*r^2*x-479095*a*p^2*r*x^2+140574*a*p^2*x^3-4*a*p*q^4-216*a*p*q^3*r+ 5805*a*p*q^3*x+579*a*p*q^2*r^2+54327*a*p*q^2*r*x-123811*a*p*q^2*x^2+4484*a*p*q* r^3+80247*a*p*q*r^2*x-543309*a*p*q*r*x^2+139148*a*p*q*x^3+4120*a*p*r^4+9866*a*p *r^3*x-488984*a*p*r^2*x^2+285626*a*p*r*x^3+47576*a*p*x^4-4*a*q^4*r-312*a*q^4*x-\ 108*a*q^3*r^2+3501*a*q^3*r*x+2133*a*q^3*x^2+193*a*q^2*r^3+23253*a*q^2*r^2*x-\ 88702*a*q^2*r*x^2-1426*a*q^2*x^3+1121*a*q*r^4+20696*a*q*r^3*x-284321*a*q*r^2*x^ 2+95534*a*q*r*x^3+47576*a*q*x^4+824*a*r^5-1344*a*r^4*x-172684*a*r^3*x^2+203798* a*r^2*x^3+65584*a*r*x^4+64*b^5*x-64*b^4*c^2-16*b^4*c*g-80*b^4*c*p-80*b^4*c*r+ 3032*b^4*c*x-16*b^4*g*p-16*b^4*g*r+664*b^4*g*x-16*b^4*p^2-32*b^4*p*r+1888*b^4*p *x+116*b^4*q*x-16*b^4*r^2+1672*b^4*r*x-2304*b^4*x^2-720*b^3*c^3-424*b^3*c^2*g-\ 1024*b^3*c^2*p-128*b^3*c^2*q-1024*b^3*c^2*r+24900*b^3*c^2*x-40*b^3*c*g^2-528*b^ 3*c*g*p-32*b^3*c*g*q-528*b^3*c*g*r+11704*b^3*c*g*x-268*b^3*c*p^2-176*b^3*c*p*q-\ 536*b^3*c*p*r+31910*b^3*c*p*x-176*b^3*c*q*r+5190*b^3*c*q*x-268*b^3*c*r^2+24294* b^3*c*r*x-49512*b^3*c*x^2-40*b^3*g^2*p-40*b^3*g^2*r+1320*b^3*g^2*x-104*b^3*g*p^ 2-32*b^3*g*p*q-208*b^3*g*p*r+7920*b^3*g*p*x-32*b^3*g*q*r+994*b^3*g*q*x-104*b^3* g*r^2+5632*b^3*g*r*x-13844*b^3*g*x^2+36*b^3*p^3-48*b^3*p^2*q+108*b^3*p^2*r+9840 *b^3*p^2*x-96*b^3*p*q*r+4286*b^3*p*q*x+108*b^3*p*r^2+14664*b^3*p*r*x-38018*b^3* p*x^2+20*b^3*q^2*x-48*b^3*q*r^2+3704*b^3*q*r*x-402*b^3*q*x^2+36*b^3*r^3+4824*b^ 3*r^2*x-24562*b^3*r*x^2-5284*b^3*x^3-2448*b^2*c^4-2376*b^2*c^3*g-3864*b^2*c^3*p -1080*b^2*c^3*q-3864*b^2*c^3*r+78124*b^2*c^3*x-648*b^2*c^2*g^2-3424*b^2*c^2*g*p -652*b^2*c^2*g*q-3424*b^2*c^2*g*r+61026*b^2*c^2*g*x-760*b^2*c^2*p^2-1792*b^2*c^ 2*p*q-1520*b^2*c^2*p*r+154612*b^2*c^2*p*x-80*b^2*c^2*q^2-1792*b^2*c^2*q*r+36872 *b^2*c^2*q*x-760*b^2*c^2*r^2+112072*b^2*c^2*r*x-267340*b^2*c^2*x^2-36*b^2*c*g^3 -842*b^2*c*g^2*p-64*b^2*c*g^2*q-842*b^2*c*g^2*r+13954*b^2*c*g^2*x-854*b^2*c*g*p ^2-920*b^2*c*g*p*q-1708*b^2*c*g*p*r+86221*b^2*c*g*p*x-20*b^2*c*g*q^2-920*b^2*c* g*q*r+16341*b^2*c*g*q*x-854*b^2*c*g*r^2+60545*b^2*c*g*r*x-140636*b^2*c*g*x^2+ 1012*b^2*c*p^3-690*b^2*c*p^2*q+3036*b^2*c*p^2*r+93305*b^2*c*p^2*x-132*b^2*c*p*q ^2-1380*b^2*c*p*q*r+62502*b^2*c*p*q*x+3036*b^2*c*p*r^2+139098*b^2*c*p*r*x-\ 382128*b^2*c*p*x^2-132*b^2*c*q^2*r+1855*b^2*c*q^2*x-690*b^2*c*q*r^2+46346*b^2*c *q*r*x-73012*b^2*c*q*x^2+1012*b^2*c*r^3+45793*b^2*c*r^2*x-303976*b^2*c*r*x^2+ 17204*b^2*c*x^3-36*b^2*g^3*p-36*b^2*g^3*r+1046*b^2*g^3*x-194*b^2*g^2*p^2-64*b^2 *g^2*p*q-388*b^2*g^2*p*r+10594*b^2*g^2*p*x-64*b^2*g^2*q*r+1322*b^2*g^2*q*x-194* b^2*g^2*r^2+6574*b^2*g^2*r*x-19692*b^2*g^2*x^2+194*b^2*g*p^3-268*b^2*g*p^2*q+ 582*b^2*g*p^2*r+27215*b^2*g*p^2*x-20*b^2*g*p*q^2-536*b^2*g*p*q*r+16146*b^2*g*p* q*x+582*b^2*g*p*r^2+41738*b^2*g*p*r*x-104937*b^2*g*p*x^2-20*b^2*g*q^2*r-49*b^2* g*q^2*x-268*b^2*g*q*r^2+10543*b^2*g*q*r*x-15883*b^2*g*q*x^2+194*b^2*g*r^3+14523 *b^2*g*r^2*x-73869*b^2*g*r*x^2+3790*b^2*g*x^3+356*b^2*p^4+22*b^2*p^3*q+1424*b^2 *p^3*r+17464*b^2*p^3*x-52*b^2*p^2*q^2+66*b^2*p^2*q*r+23060*b^2*p^2*q*x+2136*b^2 *p^2*r^2+38726*b^2*p^2*r*x-121927*b^2*p^2*x^2-104*b^2*p*q^2*r+3059*b^2*p*q^2*x+ 66*b^2*p*q*r^2+36005*b^2*p*q*r*x-86302*b^2*p*q*x^2+1424*b^2*p*r^3+25060*b^2*p*r ^2*x-216688*b^2*p*r*x^2+44618*b^2*p*x^3-71*b^2*q^3*x-52*b^2*q^2*r^2+2404*b^2*q^ 2*r*x+14027*b^2*q^2*x^2+22*b^2*q*r^3+12945*b^2*q*r^2*x-43228*b^2*q*r*x^2-22038* b^2*q*x^3+356*b^2*r^4+3798*b^2*r^3*x-100427*b^2*r^2*x^2+6562*b^2*r*x^3+33048*b^ 2*x^4-3248*b*c^5-4472*b*c^4*g-5776*b*c^4*p-2304*b*c^4*q-5776*b*c^4*r+108712*b*c ^4*x-2092*b*c^3*g^2-7328*b*c^3*g*p-2332*b*c^3*g*q-7328*b*c^3*g*r+121732*b*c^3*g *x-280*b*c^3*p^2-4464*b*c^3*p*q-560*b*c^3*p*r+287716*b*c^3*p*x-424*b*c^3*q^2-\ 4464*b*c^3*q*r+84216*b*c^3*q*x-280*b*c^3*r^2+211520*b*c^3*r*x-504484*b*c^3*x^2-\ 362*b*c^2*g^3-3158*b*c^2*g^2*p-670*b*c^2*g^2*q-3158*b*c^2*g^2*r+45404*b*c^2*g^2 *x-1356*b*c^2*g*p^2-3998*b*c^2*g*p*q-2712*b*c^2*g*p*r+258994*b*c^2*g*p*x-260*b* c^2*g*q^2-3998*b*c^2*g*q*r+65128*b*c^2*g*q*x-1356*b*c^2*g*r^2+185060*b*c^2*g*r* x-423874*b*c^2*g*x^2+4492*b*c^2*p^3-1606*b*c^2*p^2*q+13476*b*c^2*p^2*r+253804*b *c^2*p^2*x-944*b*c^2*p*q^2-3212*b*c^2*p*q*r+206804*b*c^2*p*q*x+13476*b*c^2*p*r^ 2+389788*b*c^2*p*r*x-1065856*b*c^2*p*x^2-16*b*c^2*q^3-944*b*c^2*q^2*r+14280*b*c ^2*q^2*x-1606*b*c^2*q*r^2+150412*b*c^2*q*r*x-309668*b*c^2*q*x^2+4492*b*c^2*r^3+ 135984*b*c^2*r^2*x-895364*b*c^2*r*x^2+164024*b*c^2*x^3-14*b*c*g^4-497*b*c*g^3*p -40*b*c*g^3*q-497*b*c*g^3*r+6594*b*c*g^3*x-852*b*c*g^2*p^2-983*b*c*g^2*p*q-1704 *b*c*g^2*p*r+71102*b*c*g^2*p*x-26*b*c*g^2*q^2-983*b*c*g^2*q*r+13288*b*c*g^2*q*x -852*b*c*g^2*r^2+47626*b*c*g^2*r*x-111258*b*c*g^2*x^2+2290*b*c*g*p^3-1488*b*c*g *p^2*q+6870*b*c*g*p^2*r+158812*b*c*g*p^2*x-472*b*c*g*p*q^2-2976*b*c*g*p*q*r+ 120981*b*c*g*p*q*x+6870*b*c*g*p*r^2+247318*b*c*g*p*r*x-624869*b*c*g*p*x^2-4*b*c *g*q^3-472*b*c*g*q^2*r+4589*b*c*g*q^2*x-1488*b*c*g*q*r^2+82874*b*c*g*q*r*x-\ 156687*b*c*g*q*x^2+2290*b*c*g*r^3+88506*b*c*g*r^2*x-501789*b*c*g*r*x^2+65000*b* c*g*x^3+2697*b*c*p^4+1009*b*c*p^3*q+10788*b*c*p^3*r+90926*b*c*p^3*x-542*b*c*p^2 *q^2+3027*b*c*p^2*q*r+140507*b*c*p^2*q*x+16182*b*c*p^2*r^2+204850*b*c*p^2*r*x-\ 665977*b*c*p^2*x^2-40*b*c*p*q^3-1084*b*c*p*q^2*r+38094*b*c*p*q^2*x+3027*b*c*p*q *r^2+223137*b*c*p*q*r*x-578556*b*c*p*q*x^2+10788*b*c*p*r^3+136922*b*c*p*r^2*x-\ 1216112*b*c*p*r*x^2+331056*b*c*p*x^3-40*b*c*q^3*r-699*b*c*q^3*x-542*b*c*q^2*r^2 +26653*b*c*q^2*r*x-2871*b*c*q^2*x^2+1009*b*c*q*r^3+82630*b*c*q*r^2*x-414766*b*c *q*r*x^2+19312*b*c*q*x^3+2697*b*c*r^4+22998*b*c*r^3*x-582135*b*c*r^2*x^2+244724 *b*c*r*x^3+117760*b*c*x^4-14*b*g^4*p-14*b*g^4*r+368*b*g^4*x-135*b*g^3*p^2-40*b* g^3*p*q-270*b*g^3*p*r+5697*b*g^3*p*x-40*b*g^3*q*r+567*b*g^3*q*x-135*b*g^3*r^2+ 3186*b*g^3*r*x-10387*b*g^3*x^2+214*b*g^2*p^3-313*b*g^2*p^2*q+642*b*g^2*p^2*r+ 23228*b*g^2*p^2*x-26*b*g^2*p*q^2-626*b*g^2*p*q*r+15683*b*g^2*p*q*x+642*b*g^2*p* r^2+36898*b*g^2*p*r*x-85679*b*g^2*p*x^2-26*b*g^2*q^2*r-285*b*g^2*q^2*x-313*b*g^ 2*q*r^2+8946*b*g^2*q*r*x-17843*b*g^2*q*x^2+214*b*g^2*r^3+13670*b*g^2*r^2*x-\ 61048*b*g^2*r*x^2+9230*b*g^2*x^3+790*b*g*p^4+178*b*g*p^3*q+3160*b*g*p^3*r+29230 *b*g*p^3*x-212*b*g*p^2*q^2+534*b*g*p^2*q*r+43503*b*g*p^2*q*x+4740*b*g*p^2*r^2+ 67705*b*g*p^2*r*x-200182*b*g*p^2*x^2-4*b*g*p*q^3-424*b*g*p*q^2*r+10297*b*g*p*q^ 2*x+534*b*g*p*q*r^2+70230*b*g*p*q*r*x-164300*b*g*p*q*x^2+3160*b*g*p*r^3+47720*b *g*p*r^2*x-365424*b*g*p*r*x^2+85044*b*g*p*x^3-4*b*g*q^3*r-560*b*g*q^3*x-212*b*g *q^2*r^2+5950*b*g*q^2*r*x+5684*b*g*q^2*x^2+178*b*g*q*r^3+26727*b*g*q*r^2*x-\ 103570*b*g*q*r*x^2-8500*b*g*q*x^3+790*b*g*r^4+9245*b*g*r^3*x-179314*b*g*r^2*x^2 +34898*b*g*r*x^3+41568*b*g*x^4+453*b*p^5+455*b*p^4*q+2265*b*p^4*r+11259*b*p^4*x -22*b*p^3*q^2+1820*b*p^3*q*r+27888*b*p^3*q*x+4530*b*p^3*r^2+31434*b*p^3*r*x-\ 128154*b*p^3*x^2-24*b*p^2*q^3-66*b*p^2*q^2*r+17321*b*p^2*q^2*x+2730*b*p^2*q*r^2 +66590*b*p^2*q*r*x-204994*b*p^2*q*x^2+4530*b*p^2*r^3+26748*b*p^2*r^2*x-362608*b *p^2*r*x^2+117298*b*p^2*x^3-48*b*p*q^3*r+644*b*p*q^3*x-66*b*p*q^2*r^2+28217*b*p *q^2*r*x-60244*b*p*q^2*x^2+1820*b*p*q*r^3+49516*b*p*q*r^2*x-358941*b*p*q*r*x^2+ 92596*b*p*q*x^3+2265*b*p*r^4+4230*b*p*r^3*x-350411*b*p*r^2*x^2+233146*b*p*r*x^3 +47576*b*p*x^4-48*b*q^4*x-24*b*q^3*r^2+291*b*q^3*r*x+16596*b*q^3*x^2-22*b*q^2*r ^3+10896*b*q^2*r^2*x-20821*b*q^2*r*x^2-24702*b*q^2*x^3+455*b*q*r^4+10814*b*q*r^ 3*x-169616*b*q*r^2*x^2+43054*b*q*r*x^3+47576*b*q*x^4+453*b*r^5-2343*b*r^4*x-\ 115957*b*r^3*x^2+156450*b*r^2*x^3+65584*b*r*x^4-1456*c^6-2632*c^5*g-3024*c^5*p-\ 1416*c^5*q-3024*c^5*r+55432*c^5*x-1780*c^4*g^2-5020*c^4*g*p-2040*c^4*g*q-5020*c ^4*g*r+82552*c^4*g*x+416*c^4*p^2-3300*c^4*p*q+832*c^4*p*r+180936*c^4*p*x-408*c^ 4*q^2-3300*c^4*q*r+60936*c^4*q*x+416*c^4*r^2+139808*c^4*r*x-316264*c^4*x^2-542* c^3*g^3-3116*c^3*g^2*p-1010*c^3*g^2*q-3116*c^3*g^2*r+44538*c^3*g^2*x-280*c^3*g* p^2-4224*c^3*g*p*q-560*c^3*g*p*r+229486*c^3*g*p*x-428*c^3*g*q^2-4224*c^3*g*q*r+ 69294*c^3*g*q*x-280*c^3*g*r^2+171914*c^3*g*r*x-375268*c^3*g*x^2+4934*c^3*p^3-\ 894*c^3*p^2*q+14802*c^3*p^2*r+207634*c^3*p^2*x-1188*c^3*p*q^2-1788*c^3*p*q*r+ 190248*c^3*p*q*x+14802*c^3*p*r^2+333868*c^3*p*r*x-883688*c^3*p*x^2-32*c^3*q^3-\ 1188*c^3*q^2*r+19382*c^3*q^2*x-894*c^3*q*r^2+143652*c^3*q*r*x-312512*c^3*q*x^2+ 4934*c^3*r^3+126234*c^3*r^2*x-760132*c^3*r*x^2+180288*c^3*x^3-68*c^2*g^4-871*c^ 2*g^3*p-188*c^2*g^3*q-871*c^2*g^3*r+10532*c^2*g^3*x-648*c^2*g^2*p^2-1835*c^2*g^ 2*p*q-1296*c^2*g^2*p*r+101801*c^2*g^2*p*x-128*c^2*g^2*q^2-1835*c^2*g^2*q*r+ 25385*c^2*g^2*q*x-648*c^2*g^2*r^2+72563*c^2*g^2*r*x-153994*c^2*g^2*x^2+4249*c^2 *g*p^3-1477*c^2*g*p^2*q+12747*c^2*g*p^2*r+204789*c^2*g*p^2*x-1052*c^2*g*p*q^2-\ 2954*c^2*g*p*q*r+179264*c^2*g*p*q*x+12747*c^2*g*p*r^2+330090*c^2*g*p*r*x-821782 *c^2*g*p*x^2-20*c^2*g*q^3-1052*c^2*g*q^2*r+13819*c^2*g*q^2*x-1477*c^2*g*q*r^2+ 129294*c^2*g*q*r*x-264790*c^2*g*q*x^2+4249*c^2*g*r^3+125301*c^2*g*r^2*x-690350* c^2*g*r*x^2+133952*c^2*g*x^3+4122*c^2*p^4+2346*c^2*p^3*q+16488*c^2*p^3*r+107558 *c^2*p^3*x-716*c^2*p^2*q^2+7038*c^2*p^2*q*r+183070*c^2*p^2*q*x+24732*c^2*p^2*r^ 2+249134*c^2*p^2*r*x-817412*c^2*p^2*x^2-152*c^2*p*q^3-1432*c^2*p*q^2*r+64922*c^ 2*p*q^2*x+7038*c^2*p*q*r^2+301220*c^2*p*q*r*x-793948*c^2*p*q*x^2+16488*c^2*p*r^ 3+175594*c^2*p*r^2*x-1520058*c^2*p*r*x^2+461848*c^2*p*x^3-152*c^2*q^3*r+714*c^2 *q^3*x-716*c^2*q^2*r^2+46662*c^2*q^2*r*x-67952*c^2*q^2*x^2+2346*c^2*q*r^3+ 118150*c^2*q*r^2*x-630126*c^2*q*r*x^2+121224*c^2*q*x^3+4122*c^2*r^4+34018*c^2*r ^3*x-751166*c^2*r^2*x^2+399552*c^2*r*x^3+99392*c^2*x^4-2*c*g^5-99*c*g^4*p-8*c*g ^4*q-99*c*g^4*r+1082*c*g^4*x-264*c*g^3*p^2-290*c*g^3*p*q-528*c*g^3*p*r+18290*c* g^3*p*x-8*c*g^3*q^2-290*c*g^3*q*r+3126*c*g^3*q*x-264*c*g^3*r^2+11877*c*g^3*r*x-\ 26427*c*g^3*x^2+1058*c*g^2*p^3-714*c*g^2*p^2*q+3174*c*g^2*p^2*r+63850*c*g^2*p^2 *x-249*c*g^2*p*q^2-1428*c*g^2*p*q*r+51950*c*g^2*p*q*x+3174*c*g^2*p*r^2+103635*c *g^2*p*r*x-238683*c*g^2*p*x^2-2*c*g^2*q^3-249*c*g^2*q^2*r+1852*c*g^2*q^2*x-714* c*g^2*q*r^2+34163*c*g^2*q*r*x-66165*c*g^2*q*x^2+1058*c*g^2*r^3+39785*c*g^2*r^2* x-189706*c*g^2*r*x^2+28720*c*g^2*x^3+2566*c*g*p^4+1208*c*g*p^3*q+10264*c*g*p^3* r+72293*c*g*p^3*x-600*c*g*p^2*q^2+3624*c*g*p^2*q*r+120074*c*g*p^2*q*x+15396*c*g *p^2*r^2+170047*c*g*p^2*r*x-518417*c*g*p^2*x^2-72*c*g*p*q^3-1200*c*g*p*q^2*r+ 39739*c*g*p*q^2*x+3624*c*g*p*q*r^2+198313*c*g*p*q*r*x-485686*c*g*p*q*x^2+10264* c*g*p*r^3+123215*c*g*p*r^2*x-965463*c*g*p*r*x^2+259720*c*g*p*x^3-72*c*g*q^3*r-\ 614*c*g*q^3*x-600*c*g*q^2*r^2+26248*c*g*q^2*r*x-29741*c*g*q^2*x^2+1208*c*g*q*r^ 3+78239*c*g*q*r^2*x-369543*c*g*q*r*x^2+44696*c*g*q*x^3+2566*c*g*r^4+25461*c*g*r ^3*x-483578*c*g*r^2*x^2+195744*c*g*r*x^3+75424*c*g*x^4+1321*c*p^5+1650*c*p^4*q+ 6605*c*p^4*r+25357*c*p^4*x+201*c*p^3*q^2+6600*c*p^3*q*r+68269*c*p^3*q*x+13210*c *p^3*r^2+70548*c*p^3*r*x-309727*c*p^3*x^2-132*c*p^2*q^3+603*c*p^2*q^2*r+50421*c *p^2*q^2*x+9900*c*p^2*q*r^2+165548*c*p^2*q*r*x-534237*c*p^2*q*x^2+13210*c*p^2*r ^3+59502*c*p^2*r^2*x-885155*c*p^2*r*x^2+308020*c*p^2*x^3-4*c*p*q^4-264*c*p*q^3* r+7155*c*p*q^3*x+603*c*p*q^2*r^2+84418*c*p*q^2*r*x-209433*c*p*q^2*x^2+6600*c*p* q*r^3+126289*c*p*q*r^2*x-971776*c*p*q*r*x^2+307840*c*p*q*x^3+6605*c*p*r^4+8788* c*p*r^3*x-868027*c*p*r^2*x^2+638592*c*p*r*x^3+79136*c*p*x^4-4*c*q^4*r-354*c*q^4 *x-132*c*q^3*r^2+4470*c*q^3*r*x+15077*c*q^3*x^2+201*c*q^2*r^3+33997*c*q^2*r^2*x -136181*c*q^2*r*x^2-180*c*q^2*x^3+1650*c*q*r^4+29010*c*q*r^3*x-479317*c*q*r^2*x ^2+242496*c*q*r*x^3+79136*c*q*x^4+1321*c*r^5-5523*c*r^4*x-292599*c*r^3*x^2+ 416144*c*r^2*x^3+92736*c*r*x^4-2*g^5*p-2*g^5*r+48*g^5*x-31*g^4*p^2-8*g^4*p*q-62 *g^4*p*r+1072*g^4*p*x-8*g^4*q*r+70*g^4*q*x-31*g^4*r^2+549*g^4*r*x-1857*g^4*x^2+ 65*g^3*p^3-102*g^3*p^2*q+195*g^3*p^2*r+6211*g^3*p^2*x-8*g^3*p*q^2-204*g^3*p*q*r +4458*g^3*p*q*x+195*g^3*p*r^2+10217*g^3*p*r*x-21564*g^3*p*x^2-8*g^3*q^2*r-157*g ^3*q^2*x-102*g^3*q*r^2+2341*g^3*q*r*x-4908*g^3*q*x^2+65*g^3*r^3+4006*g^3*r^2*x-\ 15035*g^3*r*x^2+2832*g^3*x^3+370*g^2*p^4+111*g^2*p^3*q+1480*g^2*p^3*r+11646*g^2 *p^3*x-121*g^2*p^2*q^2+333*g^2*p^2*q*r+18630*g^2*p^2*q*x+2220*g^2*p^2*r^2+28045 *g^2*p^2*r*x-77659*g^2*p^2*x^2-2*g^2*p*q^3-242*g^2*p*q^2*r+5441*g^2*p*q^2*x+333 *g^2*p*q*r^2+31006*g^2*p*q*r*x-68931*g^2*p*q*x^2+1480*g^2*p*r^3+21152*g^2*p*r^2 *x-144460*g^2*p*r*x^2+34038*g^2*p*x^3-2*g^2*q^3*r-371*g^2*q^3*x-121*g^2*q^2*r^2 +2838*g^2*q^2*r*x-1630*g^2*q^2*x^2+111*g^2*q*r^3+12376*g^2*q*r^2*x-47041*g^2*q* r*x^2+1714*g^2*q*x^3+370*g^2*r^4+4753*g^2*r^3*x-74143*g^2*r^2*x^2+15712*g^2*r*x ^3+13344*g^2*x^4+425*g*p^5+501*g*p^4*q+2125*g*p^4*r+8626*g*p^4*x+24*g*p^3*q^2+ 2004*g*p^3*q*r+22850*g*p^3*q*x+4250*g*p^3*r^2+24601*g*p^3*r*x-99569*g*p^3*x^2-\ 52*g*p^2*q^3+72*g*p^2*q^2*r+16441*g*p^2*q^2*x+3006*g*p^2*q*r^2+56334*g*p^2*q*r* x-168522*g*p^2*q*x^2+4250*g*p^2*r^3+22047*g*p^2*r^2*x-287204*g*p^2*r*x^2+90642* g*p^2*x^3-104*g*p*q^3*r+2032*g*p*q^3*x+72*g*p*q^2*r^2+27664*g*p*q^2*r*x-62343*g *p*q^2*x^2+2004*g*p*q*r^3+44118*g*p*q*r^2*x-306487*g*p*q*r*x^2+83504*g*p*q*x^3+ 2125*g*p*r^4+4795*g*p*r^3*x-285914*g*p*r^2*x^2+182392*g*p*r*x^3+30368*g*p*x^4-\ 185*g*q^4*x-52*g*q^3*r^2+959*g*q^3*r*x+6610*g*q^3*x^2+24*g*q^2*r^3+11223*g*q^2* r^2*x-36395*g*q^2*r*x^2-7138*g*q^2*x^3+501*g*q*r^4+10634*g*q*r^3*x-153686*g*q*r ^2*x^2+52264*g*q*r*x^3+30368*g*q*x^4+425*g*r^5-1277*g*r^4*x-98279*g*r^3*x^2+ 124720*g*r^2*x^3+41344*g*r*x^4+149*p^6+294*p^5*q+894*p^5*r+2167*p^5*x+137*p^4*q ^2+1470*p^4*q*r+8535*p^4*q*x+2235*p^4*r^2+6159*p^4*r*x-41385*p^4*x^2-12*p^3*q^3 +548*p^3*q^2*r+10562*p^3*q^2*x+2940*p^3*q*r^2+25565*p^3*q*r*x-106134*p^3*q*x^2+ 2980*p^3*r^3+2966*p^3*r^2*x-157470*p^3*r*x^2+61192*p^3*x^3-4*p^2*q^4-36*p^2*q^3 *r+4178*p^2*q^3*x+822*p^2*q^2*r^2+26580*p^2*q^2*r*x-83064*p^2*q^2*x^2+2940*p^2* q*r^3+25485*p^2*q*r^2*x-301125*p^2*q*r*x^2+114416*p^2*q*x^3+2235*p^2*r^4-6386*p ^2*r^3*x-225527*p^2*r^2*x^2+204954*p^2*r*x^3+15152*p^2*x^4-8*p*q^4*r-25*p*q^4*x -36*p*q^3*r^2+7077*p*q^3*r*x-13266*p*q^3*x^2+548*p*q^2*r^3+21474*p*q^2*r^2*x-\ 146070*p*q^2*r*x^2+45256*p*q^2*x^3+1470*p*q*r^4+8415*p*q*r^3*x-297058*p*q*r^2*x ^2+235968*p*q*r*x^3+30304*p*q*x^4+894*p*r^5-7869*p*r^4*x-144184*p*r^3*x^2+ 261738*p*r^2*x^3+31584*p*r*x^4-9*q^5*x-4*q^4*r^2-97*q^4*r*x+5049*q^4*x^2-12*q^3 *r^3+2899*q^3*r^2*x-2415*q^3*r*x^2-7968*q^3*x^3+137*q^2*r^4+5456*q^2*r^3*x-\ 71477*q^2*r^2*x^2+31014*q^2*r*x^3+15152*q^2*x^4+294*q*r^5-40*q*r^4*x-102067*q*r ^3*x^2+157966*q*r^2*x^3+31584*q*r*x^4+149*r^6-2509*r^5*x-34742*r^4*x^2+118240*r ^3*x^3+3712*r^2*x^4-96*a^5-560*a^4*b-1936*a^4*c-376*a^4*g-1448*a^4*p-368*a^4*q-\ 1448*a^4*r+7428*a^4*x-864*a^3*b^2-6416*a^3*b*c-1328*a^3*b*g-3400*a^3*b*p-968*a^ 3*b*q-3400*a^3*b*r+20364*a^3*b*x-9568*a^3*c^2-4744*a^3*c*g-10760*a^3*c*p-3560*a ^3*c*q-10760*a^3*c*r+60744*a^3*c*x-472*a^3*g^2-3000*a^3*g*p-784*a^3*g*q-3000*a^ 3*g*r+16094*a^3*g*x-1752*a^3*p^2-2464*a^3*p*q-3504*a^3*p*r+44734*a^3*p*x-216*a^ 3*q^2-2464*a^3*q*r+13430*a^3*q*x-1752*a^3*r^2+39714*a^3*r*x-20048*a^3*x^2-432*a ^2*b^3-5744*a^2*b^2*c-1200*a^2*b^2*g-2632*a^2*b^2*p-664*a^2*b^2*q-2632*a^2*b^2* r+17796*a^2*b^2*x-19904*a^2*b*c^2-9680*a^2*b*c*g-19096*a^2*b*c*p-5896*a^2*b*c*q -19096*a^2*b*c*r+113720*a^2*b*c*x-968*a^2*b*g^2-4940*a^2*b*g*p-1280*a^2*b*g*q-\ 4940*a^2*b*g*r+30080*a^2*b*g*x-3356*a^2*b*p^2-3572*a^2*b*p*q-6712*a^2*b*p*r+ 87414*a^2*b*p*x-272*a^2*b*q^2-3572*a^2*b*q*r+18098*a^2*b*q*x-3356*a^2*b*r^2+ 65714*a^2*b*r*x-28572*a^2*b*x^2-19088*a^2*c^3-15528*a^2*c^2*g-28784*a^2*c^2*p-\ 9984*a^2*c^2*q-28784*a^2*c^2*r+170512*a^2*c^2*x-3688*a^2*c*g^2-16624*a^2*c*g*p-\ 5056*a^2*c*g*q-16624*a^2*c*g*r+90078*a^2*c*g*x-8956*a^2*c*p^2-12484*a^2*c*p*q-\ 17912*a^2*c*p*r+263392*a^2*c*p*x-1192*a^2*c*q^2-12484*a^2*c*q*r+67596*a^2*c*q*x -8956*a^2*c*r^2+214180*a^2*c*r*x-90512*a^2*c*x^2-238*a^2*g^3-2134*a^2*g^2*p-532 *a^2*g^2*q-2134*a^2*g^2*r+11632*a^2*g^2*x-3070*a^2*g*p^2-3378*a^2*g*p*q-6140*a^ 2*g*p*r+72460*a^2*g*p*x-264*a^2*g*q^2-3378*a^2*g*q*r+15754*a^2*g*q*x-3070*a^2*g *r^2+56208*a^2*g*r*x-25268*a^2*g*x^2+622*a^2*p^3-2604*a^2*p^2*q+1866*a^2*p^2*r+ 86980*a^2*p^2*x-1120*a^2*p*q^2-5208*a^2*p*q*r+68236*a^2*p*q*x+1866*a^2*p*r^2+ 160158*a^2*p*r*x-119818*a^2*p*x^2-24*a^2*q^3-1120*a^2*q^2*r+2982*a^2*q^2*x-2604 *a^2*q*r^2+48742*a^2*q*r*x-990*a^2*q*x^2+622*a^2*r^3+73178*a^2*r^2*x-54158*a^2* r*x^2-69064*a^2*x^3-32*a*b^4-1296*a*b^3*c-248*a*b^3*g-712*a*b^3*p-64*a*b^3*q-\ 712*a*b^3*r+5460*a*b^3*x-9776*a*b^2*c^2-4296*a*b^2*c*g-9768*a*b^2*c*p-1960*a*b^ 2*c*q-9768*a*b^2*c*r+63392*a*b^2*c*x-392*a*b^2*g^2-2284*a*b^2*g*p-380*a*b^2*g*q -2284*a*b^2*g*r+16002*a*b^2*g*x-1972*a*b^2*p^2-1244*a*b^2*p*q-3944*a*b^2*p*r+ 52202*a*b^2*p*x-40*a*b^2*q^2-1244*a*b^2*q*r+5082*a*b^2*q*x-1972*a*b^2*r^2+34402 *a*b^2*r*x-6456*a*b^2*x^2-23296*a*b*c^3-17736*a*b*c^2*g-33488*a*b*c^2*p-9584*a* b*c^2*q-33488*a*b*c^2*r+211428*a*b*c^2*x-3792*a*b*c*g^2-18484*a*b*c*g*p-4336*a* b*c*g*q-18484*a*b*c*g*r+104638*a*b*c*g*x-11644*a*b*c*p^2-11688*a*b*c*p*q-23288* a*b*c*p*r+344088*a*b*c*p*x-784*a*b*c*q^2-11688*a*b*c*q*r+58332*a*b*c*q*x-11644* a*b*c*r^2+246208*a*b*c*r*x-99220*a*b*c*x^2-222*a*b*g^3-2094*a*b*g^2*p-406*a*b*g ^2*q-2094*a*b*g^2*r+12916*a*b*g^2*x-3924*a*b*g*p^2-2818*a*b*g*p*q-7848*a*b*g*p* r+91789*a*b*g*p*x-152*a*b*g*q^2-2818*a*b*g*q*r+10307*a*b*g*q*x-3924*a*b*g*r^2+ 59281*a*b*g*r*x-23446*a*b*g*x^2+94*a*b*p^3-3016*a*b*p^2*q+282*a*b*p^2*r+117739* a*b*p^2*x-652*a*b*p*q^2-6032*a*b*p*q*r+72152*a*b*p*q*x+282*a*b*p*r^2+198616*a*b *p*r*x-163442*a*b*p*x^2-8*a*b*q^3-652*a*b*q^2*r-2391*a*b*q^2*x-3016*a*b*q*r^2+ 41056*a*b*q*r*x+36526*a*b*q*x^2+94*a*b*r^3+80877*a*b*r^2*x-57390*a*b*r*x^2-\ 132192*a*b*x^3-16800*a*c^4-18912*a*c^3*g-32464*a*c^3*p-10888*a*c^3*q-32464*a*c^ 3*r+206660*a*c^3*x-7056*a*c^2*g^2-29244*a*c^2*g*p-8612*a*c^2*g*q-29244*a*c^2*g* r+163098*a*c^2*g*x-15100*a*c^2*p^2-19764*a*c^2*p*q-30200*a*c^2*p*r+488912*a*c^2 *p*x-1816*a*c^2*q^2-19764*a*c^2*q*r+112300*a*c^2*q*x-15100*a*c^2*r^2+373556*a*c ^2*r*x-200800*a*c^2*x^2-984*a*c*g^3-7888*a*c*g^2*p-1910*a*c*g^2*q-7888*a*c*g^2* r+38806*a*c*g^2*x-10610*a*c*g*p^2-11222*a*c*g*p*q-21220*a*c*g*p*r+282235*a*c*g* p*x-832*a*c*g*q^2-11222*a*c*g*q*r+49329*a*c*g*q*x-10610*a*c*g*r^2+202699*a*c*g* r*x-78236*a*c*g*x^2+1826*a*c*p^3-8528*a*c*p^2*q+5478*a*c*p^2*r+322905*a*c*p^2*x -3196*a*c*p*q^2-17056*a*c*p*q*r+239032*a*c*p*q*x+5478*a*c*p*r^2+561362*a*c*p*r* x-508042*a*c*p*x^2-64*a*c*q^3-3196*a*c*q^2*r+6187*a*c*q^2*x-8528*a*c*q*r^2+ 161196*a*c*q*r*x+1430*a*c*q*x^2+1826*a*c*r^3+238457*a*c*r^2*x-287346*a*c*r*x^2-\ 249968*a*c*x^3-42*a*g^4-582*a*g^3*p-116*a*g^3*q-582*a*g^3*r+3111*a*g^3*x-1784*a *g^2*p^2-1318*a*g^2*p*q-3568*a*g^2*p*r+36930*a*g^2*p*x-78*a*g^2*q^2-1318*a*g^2* q*r+3850*a*g^2*q*x-1784*a*g^2*r^2+23317*a*g^2*r*x-9492*a*g^2*x^2+200*a*g*p^3-\ 2912*a*g*p^2*q+600*a*g*p^2*r+98521*a*g*p^2*x-782*a*g*p*q^2-5824*a*g*p*q*r+66410 *a*g*p*q*x+600*a*g*p*r^2+171863*a*g*p*r*x-134651*a*g*p*x^2-12*a*g*q^3-782*a*g*q ^2*r-1601*a*g*q^2*x-2912*a*g*q*r^2+38465*a*g*q*r*x+18233*a*g*q*x^2+200*a*g*r^3+ 73342*a*g*r^2*x-47583*a*g*r*x^2-87784*a*g*x^3+1480*a*p^4-150*a*p^3*q+5920*a*p^3 *r+62598*a*p^3*x-1084*a*p^2*q^2-450*a*p^2*q*r+90882*a*p^2*q*x+8880*a*p^2*r^2+ 165452*a*p^2*r*x-198973*a*p^2*x^2-104*a*p*q^3-2168*a*p*q^2*r+23448*a*p*q^2*x-\ 450*a*p*q*r^2+155683*a*p*q*r*x-124874*a*p*q*x^2+5920*a*p*r^3+143110*a*p*r^2*x-\ 348094*a*p*r*x^2-66472*a*p*x^3-104*a*q^3*r-2132*a*q^3*x-1084*a*q^2*r^2+11255*a* q^2*r*x+34187*a*q^2*x^2-150*a*q*r^3+64801*a*q*r^2*x-32668*a*q*r*x^2-125464*a*q* x^3+1480*a*r^4+40256*a*r^3*x-173607*a*r^2*x^2-143416*a*r*x^3+58464*a*x^4-32*b^4 *c-32*b^4*p-32*b^4*r+600*b^4*x-864*b^3*c^2-248*b^3*c*g-1144*b^3*c*p-64*b^3*c*q-\ 1144*b^3*c*r+13328*b^3*c*x-248*b^3*g*p-248*b^3*g*r+2864*b^3*g*x-280*b^3*p^2-64* b^3*p*q-560*b^3*p*r+9666*b^3*p*x-64*b^3*q*r+558*b^3*q*x-280*b^3*r^2+8274*b^3*r* x+2068*b^3*x^2-4896*b^2*c^3-3096*b^2*c^2*g-8016*b^2*c^2*p-1296*b^2*c^2*q-8016*b ^2*c^2*r+68356*b^2*c^2*x-392*b^2*c*g^2-4180*b^2*c*g*p-380*b^2*c*g*q-4180*b^2*c* g*r+31824*b^2*c*g*x-3324*b^2*c*p^2-1876*b^2*c*p*q-6648*b^2*c*p*r+105900*b^2*c*p *x-40*b^2*c*q^2-1876*b^2*c*q*r+12100*b^2*c*q*x-3324*b^2*c*r^2+78564*b^2*c*r*x-\ 33380*b^2*c*x^2-392*b^2*g^2*p-392*b^2*g^2*r+3392*b^2*g^2*x-1084*b^2*g*p^2-380*b ^2*g*p*q-2168*b^2*g*p*r+27639*b^2*g*p*x-380*b^2*g*q*r+1247*b^2*g*q*x-1084*b^2*g *r^2+18341*b^2*g*r*x-5426*b^2*g*x^2-204*b^2*p^3-580*b^2*p^2*q-612*b^2*p^2*r+ 36551*b^2*p^2*x-40*b^2*p*q^2-1160*b^2*p*q*r+14572*b^2*p*q*x-612*b^2*p*r^2+57006 *b^2*p*r*x-53472*b^2*p*x^2-40*b^2*q^2*r-509*b^2*q^2*x-580*b^2*q*r^2+11326*b^2*q *r*x+27668*b^2*q*x^2-204*b^2*r^3+20455*b^2*r^2*x-21776*b^2*r*x^2-63128*b^2*x^3-\ 9248*b*c^4-9384*b*c^3*g-18288*b*c^3*p-4656*b*c^3*q-18288*b*c^3*r+134572*b*c^3*x -2824*b*c^2*g^2-15904*b*c^2*g*p-3056*b*c^2*g*q-15904*b*c^2*g*r+101426*b*c^2*g*x -9768*b*c^2*p^2-8812*b*c^2*p*q-19536*b*c^2*p*r+321492*b*c^2*p*x-512*b*c^2*q^2-\ 8812*b*c^2*q*r+52840*b*c^2*q*x-9768*b*c^2*r^2+231024*b*c^2*r*x-154552*b*c^2*x^2 -222*b*c*g^3-3950*b*c*g^2*p-406*b*c*g^2*q-3950*b*c*g^2*r+21460*b*c*g^2*x-6832*b *c*g*p^2-4594*b*c*g*p*q-13664*b*c*g*p*r+181983*b*c*g*p*x-152*b*c*g*q^2-4594*b*c *g*q*r+18109*b*c*g*q*x-6832*b*c*g*r^2+120619*b*c*g*r*x-60836*b*c*g*x^2-118*b*c* p^3-4568*b*c*p^2*q-354*b*c*p^2*r+217355*b*c*p^2*x-892*b*c*p*q^2-9136*b*c*p*q*r+ 124588*b*c*p*q*x-354*b*c*p*r^2+346692*b*c*p*r*x-366754*b*c*p*x^2-8*b*c*q^3-892* b*c*q^2*r-2243*b*c*q^2*x-4568*b*c*q*r^2+83342*b*c*q*r*x+59006*b*c*q*x^2-118*b*c *r^3+129337*b*c*r^2*x-220830*b*c*r*x^2-221072*b*c*x^3-222*b*g^3*p-222*b*g^3*r+ 1445*b*g^3*x-1126*b*g^2*p^2-406*b*g^2*p*q-2252*b*g^2*p*r+22975*b*g^2*p*x-406*b* g^2*q*r-67*b*g^2*q*x-1126*b*g^2*r^2+12248*b*g^2*r*x-5898*b*g^2*x^2-312*b*g*p^3-\ 1538*b*g*p^2*q-936*b*g*p^2*r+65213*b*g*p^2*x-152*b*g*p*q^2-3076*b*g*p*q*r+32626 *b*g*p*q*x-936*b*g*p*r^2+103964*b*g*p*r*x-97687*b*g*p*x^2-152*b*g*q^2*r-2701*b* g*q^2*x-1538*b*g*q*r^2+17254*b*g*q*r*x+30061*b*g*q*x^2-312*b*g*r^3+38751*b*g*r^ 2*x-38565*b*g*r*x^2-78488*b*g*x^3+610*b*p^4-412*b*p^3*q+2440*b*p^3*r+43897*b*p^ 3*x-380*b*p^2*q^2-1236*b*p^2*q*r+52589*b*p^2*q*x+3660*b*p^2*r^2+108317*b*p^2*r* x-143899*b*p^2*x^2-8*b*p*q^3-760*b*p*q^2*r+5333*b*p*q^2*x-1236*b*p*q*r^2+83091* b*p*q*r*x-55046*b*p*q*x^2+2440*b*p*r^3+84943*b*p*r^2*x-239086*b*p*r*x^2-64840*b *p*x^3-8*b*q^3*r-655*b*q^3*x-380*b*q^2*r^2+2726*b*q^2*r*x+48941*b*q^2*x^2-412*b *q*r^3+30502*b*q*r^2*x+15764*b*q*r*x^2-123832*b*q*x^3+610*b*r^4+20523*b*r^3*x-\ 102585*b*r^2*x^2-118920*b*r*x^3+58464*b*x^4-5440*c^5-7752*c^4*g-13056*c^4*p-\ 4096*c^4*q-13056*c^4*r+92056*c^4*x-3840*c^3*g^2-16204*c^3*g*p-4340*c^3*g*q-\ 16204*c^3*g*r+99500*c^3*g*x-8240*c^3*p^2-9872*c^3*p*q-16480*c^3*p*r+288728*c^3* p*x-840*c^3*q^2-9872*c^3*q*r+61632*c^3*q*x-8240*c^3*r^2+213364*c^3*r*x-156328*c ^3*x^2-746*c^2*g^3-6850*c^2*g^2*p-1378*c^2*g^2*q-6850*c^2*g^2*r+34454*c^2*g^2*x -8984*c^2*g*p^2-8696*c^2*g*p*q-17968*c^2*g*p*r+261046*c^2*g*p*x-568*c^2*g*q^2-\ 8696*c^2*g*q*r+41254*c^2*g*q*x-8984*c^2*g*r^2+180558*c^2*g*r*x-106480*c^2*g*x^2 +1168*c^2*p^3-6600*c^2*p^2*q+3504*c^2*p^2*r+285544*c^2*p^2*x-2156*c^2*p*q^2-\ 13200*c^2*p*q*r+197948*c^2*p*q*x+3504*c^2*p*r^2+473090*c^2*p*r*x-513460*c^2*p*x ^2-40*c^2*q^3-2156*c^2*q^2*r+3820*c^2*q^2*x-6600*c^2*q*r^2+133918*c^2*q*r*x-\ 2524*c^2*q*x^2+1168*c^2*r^3+187546*c^2*r^2*x-335124*c^2*r*x^2-198784*c^2*x^3-42 *c*g^4-1090*c*g^3*p-116*c*g^3*q-1090*c*g^3*r+4249*c*g^3*x-3132*c*g^2*p^2-2164*c *g^2*p*q-6264*c*g^2*p*r+71935*c*g^2*p*x-78*c*g^2*q^2-2164*c*g^2*q*r+4989*c*g^2* q*x-3132*c*g^2*r^2+43494*c*g^2*r*x-17722*c*g^2*x^2+114*c*g*p^3-4674*c*g*p^2*q+ 342*c*g*p^2*r+181159*c*g*p^2*x-1086*c*g*p*q^2-9348*c*g*p*q*r+115362*c*g*p*q*x+ 342*c*g*p*r^2+298375*c*g*p*r*x-292350*c*g*p*x^2-12*c*g*q^3-1086*c*g*q^2*r-3325* c*g*q^2*x-4674*c*g*q*r^2+68319*c*g*q*r*x+30186*c*g*q*x^2+114*c*g*r^3+117216*c*g *r^2*x-158438*c*g*r*x^2-150848*c*g*x^3+2250*c*p^4-466*c*p^3*q+9000*c*p^3*r+ 111533*c*p^3*x-1496*c*p^2*q^2-1398*c*p^2*q*r+153135*c*p^2*q*x+13500*c*p^2*r^2+ 282761*c*p^2*r*x-387142*c*p^2*x^2-120*c*p*q^3-2992*c*p*q^2*r+33051*c*p*q^2*x-\ 1398*c*p*q*r^2+251056*c*p*q*r*x-229040*c*p*q*x^2+9000*c*p*r^3+230923*c*p*r^2*x-\ 669176*c*p*r*x^2-91408*c*p*x^3-120*c*q^3*r-2711*c*q^3*x-1496*c*q^2*r^2+17855*c* q^2*r*x+75158*c*q^2*x^2-466*c*q*r^3+97921*c*q*r^2*x-75032*c*q*r*x^2-225136*c*q* x^3+2250*c*r^4+59695*c*r^3*x-309262*c*r^2*x^2-185472*c*r*x^3+107904*c*x^4-42*g^ 4*p-42*g^4*r+195*g^4*x-344*g^3*p^2-116*g^3*p*q-688*g^3*p*r+5828*g^3*p*x-116*g^3 *q*r-388*g^3*q*x-344*g^3*r^2+2471*g^3*r*x-1026*g^3*x^2-122*g^2*p^3-786*g^2*p^2* q-366*g^2*p^2*r+26969*g^2*p^2*x-78*g^2*p*q^2-1572*g^2*p*q*r+14805*g^2*p*q*x-366 *g^2*p*r^2+44058*g^2*p*r*x-38168*g^2*p*x^2-78*g^2*q^2*r-1806*g^2*q^2*x-786*g^2* q*r^2+5937*g^2*q*r*x+10318*g^2*q*x^2-122*g^2*r^3+17089*g^2*r^2*x-11284*g^2*r*x^ 2-26688*g^2*x^3+646*g*p^4-318*g*p^3*q+2584*g*p^3*r+36354*g*p^3*x-518*g*p^2*q^2-\ 954*g*p^2*q*r+48191*g*p^2*q*x+3876*g*p^2*r^2+92895*g*p^2*r*x-117011*g*p^2*x^2-\ 12*g*p*q^3-1036*g*p*q^2*r+8566*g*p*q^2*x-954*g*p*q*r^2+78387*g*p*q*r*x-59704*g* p*q*x^2+2584*g*p*r^3+76728*g*p*r^2*x-197322*g*p*r*x^2-40312*g*p*x^3-12*g*q^3*r-\ 1431*g*q^3*x-518*g*q^2*r^2+2604*g*q^2*r*x+29659*g*q^2*x^2-318*g*q*r^3+30196*g*q *r^2*x-2130*g*q*r*x^2-81160*g*q*x^3+646*g*r^4+20187*g*r^3*x-91261*g*r^2*x^2-\ 82688*g*r*x^3+38016*g*x^4+458*p^5+358*p^4*q+2290*p^4*r+14886*p^4*x-180*p^3*q^2+ 1432*p^3*q*r+32894*p^3*q*x+4580*p^3*r^2+49292*p^3*r*x-83001*p^3*x^2-80*p^2*q^3-\ 540*p^2*q^2*r+18210*p^2*q^2*x+2148*p^2*q*r^2+84169*p^2*q*r*x-112215*p^2*q*x^2+ 4580*p^2*r^3+58560*p^2*r^2*x-235579*p^2*r*x^2+1616*p^2*x^3-160*p*q^3*r+34*p*q^3 *x-540*p*q^2*r^2+29252*p*q^2*r*x-8475*p*q^2*x^2+1432*p*q*r^3+69656*p*q*r^2*x-\ 178856*p*q*r*x^2-60608*p*q*x^3+2290*p*r^4+28788*p*r^3*x-232613*p*r^2*x^2-19704* p*r*x^3+47904*p*x^4-168*q^4*x-80*q^3*r^2-665*q^3*r*x+20739*q^3*x^2-180*q^2*r^3+ 11042*q^2*r^2*x+25331*q^2*r*x^2-62224*q^2*x^3+358*q*r^4+18381*q*r^3*x-76955*q*r ^2*x^2-106632*q*r*x^3+47904*q*x^4+458*r^5+4634*r^4*x-80035*r^3*x^2-7424*r^2*x^3 +56064*r*x^4-816*a^4-2592*a^3*b-8128*a^3*c-1944*a^3*g-5056*a^3*p-1424*a^3*q-\ 5056*a^3*r+14176*a^3*x-2112*a^2*b^2-15600*a^2*b*c-3680*a^2*b*g-8400*a^2*b*p-\ 2136*a^2*b*q-8400*a^2*b*r+21156*a^2*b*x-23872*a^2*c^2-12480*a^2*c*g-27160*a^2*c *p-7768*a^2*c*q-27160*a^2*c*r+66432*a^2*c*x-1432*a^2*g^2-7396*a^2*g*p-1896*a^2* g*q-7396*a^2*g*r+17108*a^2*g*x-6180*a^2*p^2-5348*a^2*p*q-12360*a^2*p*r+65854*a^ 2*p*x-424*a^2*q^2-5348*a^2*q*r+5754*a^2*q*x-6180*a^2*r^2+42102*a^2*r*x+35532*a^ 2*x^2-336*a*b^3-6352*a*b^2*c-1312*a*b^2*g-3744*a*b^2*p-504*a*b^2*q-3744*a*b^2*r +7608*a*b^2*x-25920*a*b*c^2-12256*a*b*c*g-29040*a*b*c*p-6200*a*b*c*q-29040*a*b* c*r+62972*a*b*c*x-1236*a*b*g^2-7304*a*b*g*p-1300*a*b*g*q-7304*a*b*g*r+13042*a*b *g*x-7124*a*b*p^2-4244*a*b*p*q-14248*a*b*p*r+76694*a*b*p*x-200*a*b*q^2-4244*a*b *q*r-4026*a*b*q*x-7124*a*b*r^2+40034*a*b*r*x+70736*a*b*x^2-27232*a*c^3-21768*a* c^2*g-45648*a*c^2*p-12144*a*c^2*q-45648*a*c^2*r+110304*a*c^2*x-5044*a*c*g^2-\ 25832*a*c*g*p-5908*a*c*g*q-25832*a*c*g*r+45812*a*c*g*x-20764*a*c*p^2-16596*a*c* p*q-41528*a*c*p*r+242486*a*c*p*x-1168*a*c*q^2-16596*a*c*q*r+10598*a*c*q*x-20764 *a*c*r^2+147918*a*c*r*x+139276*a*c*x^2-332*a*g^3-3148*a*g^2*p-608*a*g^2*q-3148* a*g^2*r+4328*a*g^2*x-6648*a*g*p^2-4256*a*g*p*q-13296*a*g*p*r+64113*a*g*p*x-244* a*g*q^2-4256*a*g*q*r-4315*a*g*q*x-6648*a*g*r^2+30313*a*g*r*x+54158*a*g*x^2-1728 *a*p^3-4892*a*p^2*q-5184*a*p^2*r+95351*a*p^2*x-1068*a*p*q^2-9784*a*p*q*r+46934* a*p*q*x-5184*a*p*r^2+159310*a*p*r*x-9178*a*p*x^2-16*a*q^3-1068*a*q^2*r-7449*a*q ^2*x-4892*a*q*r^2+16080*a*q*r*x+91262*a*q*x^2-1728*a*r^3+63959*a*r^2*x+77510*a* r*x^2-126912*a*x^3-336*b^3*c-336*b^3*p-336*b^3*r+1716*b^3*x-4240*b^2*c^2-1312*b ^2*c*g-5872*b^2*c*p-504*b^2*c*q-5872*b^2*c*r+21212*b^2*c*x-1312*b^2*g*p-1312*b^ 2*g*r+3182*b^2*g*x-1632*b^2*p^2-504*b^2*p*q-3264*b^2*p*r+21584*b^2*p*x-504*b^2* q*r-828*b^2*q*x-1632*b^2*r^2+16476*b^2*r*x+26628*b^2*x^2-12912*b*c^3-8576*b*c^2 *g-23136*b*c^2*p-4064*b*c^2*q-23136*b*c^2*r+65608*b*c^2*x-1236*b*c*g^2-12200*b* c*g*p-1300*b*c*g*q-12200*b*c*g*r+22460*b*c*g*x-11540*b*c*p^2-6172*b*c*p*q-23080 *b*c*p*r+146398*b*c*p*x-200*b*c*q^2-6172*b*c*q*r-1778*b*c*q*x-11540*b*c*r^2+ 93362*b*c*r*x+95932*b*c*x^2-1236*b*g^2*p-1236*b*g^2*r+634*b*g^2*x-3624*b*g*p^2-\ 1300*b*g*p*q-7248*b*g*p*r+37365*b*g*p*x-1300*b*g*q*r-5927*b*g*q*x-3624*b*g*r^2+ 17931*b*g*r*x+40214*b*g*x^2-1316*b*p^3-2108*b*p^2*q-3948*b*p^2*r+59225*b*p^2*x-\ 200*b*p*q^2-4216*b*p*q*r+17114*b*p*q*x-3948*b*p*r^2+91334*b*p*r*x+326*b*p*x^2-\ 200*b*q^2*r-3255*b*q^2*x-2108*b*q*r^2+8680*b*q*r*x+76862*b*q*x^2-1316*b*r^3+ 32109*b*r^2*x+40766*b*r*x^2-106944*b*x^3-10672*c^4-11232*c^3*g-24152*c^3*p-5800 *c^3*q-24152*c^3*r+66184*c^3*x-3612*c^2*g^2-21076*c^2*g*p-4012*c^2*g*q-21076*c^ 2*g*r+39504*c^2*g*x-16696*c^2*p^2-12128*c^2*p*q-33392*c^2*p*r+215764*c^2*p*x-\ 744*c^2*q^2-12128*c^2*q*r+8684*c^2*q*x-16696*c^2*r^2+135348*c^2*r*x+96384*c^2*x ^2-332*c*g^3-5328*c*g^2*p-608*c*g^2*q-5328*c*g^2*r+3362*c*g^2*x-11040*c*g*p^2-\ 6372*c*g*p*q-22080*c*g*p*r+119286*c*g*p*x-244*c*g*q^2-6372*c*g*q*r-9330*c*g*q*x -11040*c*g*r^2+60566*c*g*r*x+88416*c*g*x^2-3004*c*p^3-7296*c*p^2*q-9012*c*p^2*r +168426*c*p^2*x-1388*c*p*q^2-14592*c*p*q*r+75120*c*p*q*x-9012*c*p*r^2+269616*c* p*r*x-42036*c*p*x^2-16*c*q^3-1388*c*q^2*r-10362*c*q^2*x-7296*c*q*r^2+34048*c*q* r*x+158556*c*q*x^2-3004*c*r^3+101190*c*r^2*x+72348*c*r*x^2-215808*c*x^3-332*g^3 *p-332*g^3*r-390*g^3*x-1716*g^2*p^2-608*g^2*p*q-3432*g^2*p*r+14316*g^2*p*x-608* g^2*q*r-4342*g^2*q*x-1716*g^2*r^2+3428*g^2*r*x+17808*g^2*x^2-1196*g*p^3-2360*g* p^2*q-3588*g*p^2*r+51157*g*p^2*x-244*g*p*q^2-4720*g*p*q*r+17952*g*p*q*x-3588*g* p*r^2+80058*g*p*r*x-1302*g*p*x^2-244*g*q^2*r-5557*g*q^2*x-2360*g*q*r^2+2066*g*q *r*x+59970*g*q*x^2-1196*g*r^3+28901*g*r^2*x+44154*g*r*x^2-76032*g*x^3+212*p^4-\ 968*p^3*q+848*p^3*r+36883*p^3*x-644*p^2*q^2-2904*p^2*q*r+39869*p^2*q*x+1272*p^2 *r^2+94681*p^2*r*x-47418*p^2*x^2-16*p*q^3-1288*p*q^2*r+985*p*q^2*x-2904*p*q*r^2 +60872*p*q*r*x+27708*p*q*x^2+848*p*r^3+78713*p*r^2*x-55236*p*r*x^2-88896*p*x^3-\ 16*q^3*r-1233*q^3*x-644*q^2*r^2-2417*q^2*r*x+48342*q^2*x^2-968*q*r^3+21003*q*r^ 2*x+75156*q*r*x^2-102720*q*x^3+212*r^4+20915*r^3*x-11202*r^2*x^2-112128*r*x^3+ 27648*x^4-2544*a^3-4432*a^2*b-14432*a^2*c-3656*a^2*g-8760*a^2*p-2176*a^2*q-8760 *a^2*r+3844*a^2*x-1344*a*b^2-13264*a*b*c-2880*a*b*g-8328*a*b*p-1296*a*b*q-8328* a*b*r-4640*a*b*x-23472*a*c^2-11656*a*c*g-28920*a*c*p-6192*a*c*q-28920*a*c*r+516 *a*c*x-1248*a*g^2-7568*a*g*p-1360*a*g*q-7568*a*g*r-5702*a*g*x-7984*a*p^2-4568*a *p*q-15968*a*p*r+34730*a*p*x-240*a*q^2-4568*a*q*r-14654*a*q*x-7984*a*r^2+4610*a *r*x+83256*a*x^2-1344*b^2*c-1344*b^2*p-1344*b^2*r+92*b^2*x-8832*b*c^2-2880*b*c* g-12728*b*c*p-1296*b*c*q-12728*b*c*r-204*b*c*x-2880*b*g*p-2880*b*g*r-5534*b*g*x -3896*b*p^2-1296*b*p*q-7792*b*p*r+18218*b*p*x-1296*b*q*r-7262*b*q*x-3896*b*r^2+ 8282*b*r*x+53304*b*x^2-11584*c^3-8000*c^2*g-22400*c^2*p-4016*c^2*q-22400*c^2*r+ 3008*c^2*x-1248*c*g^2-11912*c*g*p-1360*c*g*q-11912*c*g*r-12992*c*g*x-12584*c*p^ 2-6408*c*p*q-25168*c*p*r+63108*c*p*x-240*c*q^2-6408*c*q*r-21356*c*q*x-12584*c*r ^2+20388*c*r*x+127584*c*x^2-1248*g^2*p-1248*g^2*r-4464*g^2*x-3912*g*p^2-1360*g* p*q-7824*g*p*r+13486*g*p*x-1360*g*q*r-11418*g*q*x-3912*g*r^2-2810*g*r*x+48096*g *x^2-1768*p^3-2392*p^2*q-5304*p^2*r+33946*p^2*x-240*p*q^2-4784*p*q*r+2596*p*q*x -5304*p*r^2+48860*p*r*x+41256*p*x^2-240*q^2*r-4566*q^2*x-2392*q*r^2-5612*q*r*x+ 61992*q*x^2-1768*r^3+14914*r^2*x+62568*r*x^2-55296*x^3-3360*a^2-2368*a*b-9952*a *c-2240*a*g-6656*a*p-1088*a*q-6656*a*r-13272*a*x-2368*b*c-2368*b*p-2368*b*r-\ 6360*b*x-6592*c^2-2240*c*g-9888*c*p-1088*c*q-9888*c*r-19680*c*x-2240*g*p-2240*g *r-10080*g*x-3296*p^2-1088*p*q-6592*p*r+1272*p*x-1088*q*r-8712*q*x-3296*r^2-\ 6504*r*x+34560*x^2-1536*a-1536*c-1536*p-1536*r-6912*x)*dx^2+8512*b^4*c^2*q+9744 *b^4*c^2*g+28752*b^4*c^2*p+29392*b^4*c^2+2856*b^4*c*g*q+11912*b^4*c*p*q+11944*b ^4*c*g*p+1136*b^4*c*g^2+9040*b^4*c*q+10752*b^4*c*g+16592*b^4*c*p^2+36008*b^4*c* p+1240*b^4*g*q+3848*b^4*p^2*q+96*b^4*g^2*q+6636*b^4*p*q+736*b^4*g^2*p+3544*b^4* g*p^2+6744*b^4*g*p+2080*b^4*g*p*q+3104*b^4*p^3+10584*b^4*p^2+316*b^4*p^4+43136* b^3*c^3*q+49424*b^3*c^3*g+122160*b^3*c^3*p+7552*b^3*c^5+6192*a^3*b^2+49088*b^3* c^4+125712*b^3*c^3+93472*b^3*c^2*g*p+30376*b^3*c^2*g*q+91232*b^3*c^2*p*q+75320* b^3*c^2*q+10664*b^3*c^2*q^2+89264*b^3*c^2*g+14600*b^3*c^2*g^2+107480*b^3*c^2*p^ 2+241640*b^3*c^2*p+31844*b^3*g*c*q+112668*b^3*c*p*q+5044*b^3*c*g^2*q+58420*b^3* c*p^2*q+18708*b^3*c*p*q^2+4168*b^3*g*c*q^2+10080*b^3*c*q^2+112*b^3*g^3*q+1080*b ^3*c*g^3+40284*b^3*c*p^3+145048*b^3*c*p^2+15616*b^3*c*g^2+37618*b^3*p^2*q+2092* b^3*g^2*q+116448*b^3*g*c*p+48*b^5*c*g*q+19128*b^3*c*g^2*p+384*b^5*c*p*q+55828*b ^3*g*c*p^2+3960*b^3*g*p*q^2+24882*b^3*g*p*q+3930*b^3*g^2*p*q+14592*b^3*g*p^2*q+ 27724*b^3*p^3+402*b^3*p^5+5474*b^3*p^4+1484*b^3*g*q^2+6982*b^3*p^2*q^2+10042*b^ 3*p*q^2+176*b^3*g^2*q^2+768*b^3*g^3*p+11702*b^3*p^3*q+5970*b^3*g^2*p^2+10656*b^ 3*g^2*p+10680*b^3*g*p^3+35788*b^3*g*p^2+182*b^2*c*q^4+9600*b^2*c^6+77248*b^2*c^ 5+255104*b^2*c^4+95568*b^2*c^4*q+110128*b^2*c^4*g+247424*b^2*c^4*p+54416*b^2*c^ 3*g^2+39696*b^2*c^3*q^2+234936*b^2*c^3*q+272624*b^2*c^3*p*q+105400*b^2*c^3*g*q+ 32*b^5*g*p*q-9504*a^2*b^2*g^2*x+72576*a^2*b^2*g*x^2-275580*a^2*b^2*p^2*x+270288 *a^2*b^2*p*x^2-91620*a^2*b^2*q^2*x+270288*a^2*b^2*q*x^2-1820928*a^2*b*c^3*x+ 2088720*a^2*b*c^2*x^2-4236*a^2*b*g^3*x+52560*a^2*b*g^2*x^2-304596*a^2*b*p^3*x+ 453060*a^2*b*p^2*x^2-76338*a^2*b*q^3*x+453060*a^2*b*q^2*x^2-1294368*a^2*c^3*g*x -2838360*a^2*c^3*p*x-1868520*a^2*c^3*q*x-422808*a^2*c^2*g^2*x+1500672*a^2*c^2*g *x^2-2313792*a^2*c^2*p^2*x+2771904*a^2*c^2*p*x^2-1034112*a^2*c^2*q^2*x+2771904* a^2*c^2*q*x^2-42708*a^2*c*g^3*x+296472*a^2*c*g^2*x^2-803490*a^2*c*p^3*x+1275096 *a^2*c*p^2*x^2-244542*a^2*c*q^3*x+1275096*a^2*c*q^2*x^2-29358*a^2*g^3*p*x-15390 *a^2*g^3*q*x-151056*a^2*g^2*p^2*x+140808*a^2*g^2*p*x^2-56298*a^2*g^2*q^2*x+ 140808*a^2*g^2*q*x^2-224058*a^2*g*p^3*x+324672*a^2*g*p^2*x^2-61956*a^2*g*q^3*x+ 324672*a^2*g*q^2*x^2-324576*a^2*p^3*q*x-365688*a^2*p^2*q^2*x+584928*a^2*p^2*q*x ^2-163008*a^2*p*q^3*x+584928*a^2*p*q^2*x^2-64704*a*b^4*c*x-5328*a*b^4*g*x-36240 *a*b^4*p*x-17760*a*b^4*q*x-566784*a*b^3*c^2*x+378816*a*b^3*c*x^2-7248*a*b^3*g^2 *x+284192*b^2*c^3*g*p+279216*b^2*c^3*g+294528*b^2*c^3*p^2+676912*b^2*c^3*p+ 63760*b^2*c^2*q^2+5976*b^2*c^2*q^3+10444*b^2*c^2*g^3+96632*b^2*c^2*g^2+261392*b ^2*c^2*p^2*q+107492*b^2*c^2*g^2*p+30484*c^2*g*b^2*q^2+182904*c^2*g*b^2*q+100996 *p*c^2*b^2*q^2+534888*p*c^2*b^2*q+36500*b^2*c^2*g^2*q+256192*c^2*g*b^2*p^2+ 561756*c^2*g*b^2*p+166372*b^2*c^2*p^3+619396*b^2*c^2*p^2+2490*g*b^2*c*q^3+28814 *g*b^2*c*q^2+103592*b^2*c*p^3*q+13744*p*b^2*c*q^3+122446*p*b^2*c*q^2+14482*b^2* c*g^3*p+9526*g^2*b^2*c*p^3+66162*g^2*b^2*c*p^2+133374*g^2*b^2*c*p+9328*g*b^2*c* p^4+97458*g*b^2*c*p^3+10100*b^2*c*p^4*q+3974*b^2*c*g^3*q+11136*b^2*c*p^3*q^2+ 286*g^2*b^2*c*q^3+5866*g^2*b^2*c*q^2+37630*g^2*b^2*c*q+347490*g*b^2*c*p^2+4748* b^2*p^2*c*q^3+72048*b^2*p^2*c*q^2+355672*b^2*p^2*c*q+556*b^2*c*g^4+10856*b^2*c* g^3+4480*b^2*c*q^3+45106*b^2*c*p^4+237706*b^2*c*p^3+18670*b^2*g^2*p^2*q+30020*b ^2*g*p^3*q+3352*g*b^2*p*q^3+30300*g*b^2*p*q^2+1092*b^2*g^3*p^2*q+2956*b^2*g^2*p ^3*q+2006*b^2*g^2*p^2*q^2+840*b^4*c*p*q^2+3036*b^2*g*p^4*q+3288*b^2*g*p^3*q^2+ 64*b^2*g^4*q+154*b^2*g^3*q^2+1570*b^2*g^3*q+14582*b^2*p^4*q+46830*b^2*p^2*q^2+ 84*b^2*g^2*q^3+1944*b^2*g^2*q^2+5938*b^2*p^2*q^3+7042*b^2*p*q^3+15390*b^2*p^3*q ^2+72494*b^2*p^3*q+100*b^2*g^4*p*q+136*b^4*c*g*q^2+326*b^2*g^3*p*q^2+3310*b^2*g ^3*p*q+352*g^2*b^2*p*q^3+5858*g^2*b^2*p*q^2+31358*g^2*b^2*p*q+1348*b^2*p^2*g*q^ 3+20034*b^2*p^2*g*q^2+97442*b^2*p^2*g*q+9892*a^2*c^2*g^3+87128*a^2*c^2*g^2+2144 *b^2*c^3*q^3+328*a^2*c^2*g^4+22524*a^2*c^2*p^4+239208*a^2*c^2*p^3+845608*a^2*c^ 2*p^2+278*b^3*g^3*p^2+958*b^3*g^2*p^3+1082*b^3*g*p^4+1206*b^3*p^4*q+1206*b^3*p^ 3*q^2+15104*b^2*c^5*q+8672*b^2*c^4*q^2+3664*a^4*c^2*g*q+35744*b^2*c^5*p+51984*b ^2*c^4*p^2+38464*b^2*c^3*p^3+15420*b^2*c^2*p^4+3194*b^2*c*p^5+27680*b*c^6*p+ 49040*b*c^5*p^2+10368*a^4*c*p^2*q+1400*a^4*c*g^2*p+6544*a^4*c*g*p^2+19464*a^4*c *g*p+456*a^4*c*g^2*q+1256*a^4*c*g*q^2+6040*a^4*c*g*q+5464*a^4*c*p*q^2+36344*a^4 *c*p*q+45720*c^4*b*p^3+3464*c^4*b*q^3+228848*a*b*c^4*q+561488*a*b*c^4*p+114464* a*c^3*b*q^2+550496*a*c^3*b*q+696896*a*c^3*b*p^2+1520336*a*c^3*b*p+23916*a*b*c^2 *q^3+183520*a*b*c^2*q^2+403644*a*b*c^2*p^3+1463200*a*b*c^2*p^2+204224*a*g*b^2*c *p^2+395284*a*g*b^2*c*p+2940*a*b^2*c*g^3*p+18180*a*b^2*c*g^2*p^2-96*b^6*c*p*r+ 52*a^2*g^3*q^3+504*a^2*g^3*q^2+1628*a^2*g^3*q+60*g^2*a^2*q^4+806*g^2*a^2*q^3+ 4242*g^2*a^2*q^2-186*b^3*g^3*r^2-62*b^2*g^4*r^2+28*a^2*g*q^5+460*a^2*g*q^4+3226 *a^2*g*q^3-8*b*g^5*r^2+148*a^2*p*q^5+16*a^2*g^4*q^2+80*a^2*g^4*q-128*b^6*c*r-64 *b^6*p*r-184*b^5*g*r^2-268*b^4*g^2*r^2-96*b^6*c^2*r-32*b^6*c*r^2-24*b^6*p^2*r-\ 16*b^6*p*r^2+1112*b^4*p*r^4+32*b^6*c^2*r^2+32*b^6*c*r^3+8*b^6*p^2*r^2+16*b^6*p* r^3+36*b^5*g*r^4+66*b^4*g^2*r^4+132*b^4*g*r^5+396*b^4*p^2*r^4+63*b^3*g^3*r^4+ 189*b^3*g^2*r^5+33*b^2*g^4*r^4+132*b^2*g^3*r^5+9*b*g^5*r^4+45*b*g^4*r^5+24464*b ^3*c^3*g*p+9104*b^3*c^3*g*q+24000*b^3*c^3*p*q+32*b^6*c*p*r^2+94704*b^4*c*x^2-\ 2040*b^4*g^2*x+12096*b^4*g*x^2-38904*b^4*p^2*x+45048*b^4*p*x^2-8244*b^4*q^2*x+ 45048*b^4*q*x^2-609792*b^3*c^3*x+696240*b^3*c^2*x^2-1812*b^3*g^3*x+17520*b^3*g^ 2*x^2-84552*b^3*p^3*x+151020*b^3*p^2*x^2-8466*b^3*q^3*x+151020*b^3*q^2*x^2-\ 1217856*b^2*c^4*x+2003232*b^2*c^3*x^2-888*b^2*g^4*x+12384*b^2*g^3*x^2-84756*b^2 *p^4*x+194976*b^2*p^3*x^2-3972*b^2*q^4*x+194976*b^2*q^3*x^2-1144704*b*c^5*x+ 2466912*b*c^4*x^2-228*b*g^5*x+4272*b*g^4*x^2-39420*b*p^5*x+107364*b*p^4*x^2-750 *b*q^5*x+107364*b*q^4*x^2-785472*c^5*g*x-1339584*c^5*p*x-879936*c^5*q*x-583776* c^4*g^2*x+1699488*c^4*g*x^2-1759920*c^4*p^2*x+2485536*c^4*p*x^2-756432*c^4*q^2* x+2485536*c^4*q*x^2-205968*c^3*g^3*x+968688*c^3*g^2*x^2-1193928*c^3*p^3*x+ 2267472*c^3*p^2*x^2-323256*c^3*q^3*x+2267472*c^3*q^2*x^2-33888*c^2*g^4*x+239832 *c^2*g^3*x^2-444252*c^2*p^4*x+1031544*c^2*p^3*x^2-68916*c^2*q^4*x+1031544*c^2*q ^3*x^2-2088*c*g^5*x+23400*c*g^4*x^2-86394*c*p^5*x+234048*c*p^4*x^2-5958*c*q^5*x +234048*c*q^4*x^2-1332*g^5*p*x-684*g^5*q*x-11094*g^4*p^2*x+11100*g^4*p*x^2-3690 *g^4*q^2*x+11100*g^4*q*x^2-32544*g^3*p^3*x+51672*g^3*p^2*x^2-7104*g^3*q^3*x+ 51672*g^3*q^2*x^2+744*b^4*p*q^2-43902*g^2*p^4*x+31776*c*g^2*p^2*q*r+31183*c*g^2 *p*q^2*r+23759*c*g*p^3*q*r+45809*c*g*p^2*q^2*r+26341*c*g*p*q^3*r+89691*c^2*g*p* q^2*r+14945*c*g^3*p*q*r+110698*c^3*g*p*q*r+61628*c^2*g^2*p*q*r+86179*c^2*g*p^2* q*r+6699*b*g*p^3*q*r+16578*b*g*p^2*q^2*r+9811*b*g*p*q^3*r+5865*b*g^3*p*q*r+ 11489*b*g^2*p^2*q*r+11940*b*g^2*p*q^2*r+10777*b*c*g^2*p^2*r+12817*b*c*g^2*q^2*r -995*b*c*g*p^3*r+11043*b*c*g*q^3*r+13982*b*c*p^3*q*r+42432*b*c*p^2*q^2*r+27034* b*c*p*q^3*r+23151*b*c^2*g^2*q*r+6524*b*c^2*g*p^2*r+38822*b*c^2*g*q^2*r+58612*b* c^2*p^2*q*r+85196*b*c^2*p*q^2*r+9179*b*c*g^3*p*r+5953*b*c*g^3*q*r+810*b*c^3*g*p *r+30274*b*c^3*g*q*r+73320*b*c^3*p*q*r+20001*b*c^2*g^2*p*r+6194*b^2*c*p^2*q*r+ 25600*b^2*c*p*q^2*r+8264*b^2*g^2*p*q*r+7646*b^2*g*p^2*q*r+11551*b^2*g*p*q^2*r+ 2100*g*p^4*q*r+6454*g*p^3*q^2*r+6732*g*p^2*q^3*r+2517*g*p*q^4*r+3865*g^3*p^2*q* r+3518*g^3*p*q^2*r+4373*g^2*p^3*q*r+8092*g^2*p^2*q^2*r+4457*g^2*p*q^3*r+17796*c *p^3*q^2*r+18988*c*p^2*q^3*r+7263*c*p*q^4*r+768*a^3*b^3*p*q+1308*g^4*p*q*r+2671 *c*g^4*p*r+1475*c*g^4*q*r+6427*c*g^3*p^2*r+3943*c*g^3*q^2*r+5724*c*g^2*p^3*r+ 5131*c*g^2*q^3*r+1500*c*g*p^4*r+2791*c*g*q^4*r+5475*c*p^4*q*r+23142*c^2*g^2*p^2 *r+19506*c^2*g^2*q^2*r+13115*c^2*g*p^3*r+16627*c^2*g*q^3*r+31434*c^2*p^3*q*r+ 63798*c^2*p^2*q^2*r+37782*c^2*p*q^3*r+21336*b^3*c^2*g*p^2+29768*c^3*g^2*p*r+ 25204*c^3*g^2*q*r+35557*c^3*g*p^2*r+38561*c^3*g*q^2*r+76846*c^3*p^2*q*r+84066*c ^3*p*q^2*r+13114*c^2*g^3*p*r+9318*c^2*g^3*q*r+5487*b*p^3*q^2*r+6685*b*p^2*q^3*r +22216*b^3*c^2*p^2*q+2548*b*p*q^4*r+8168*b^3*c^2*p*q^2+8208*b^3*c^2*g^2*p+2688* b^3*c^2*g^2*q+31496*c^4*g*p*r+31560*c^4*g*q*r+73516*c^4*p*q*r+1083*b*g^4*p*r+ 319*b*g^4*q*r+2310*b*g^3*p^2*r+1020*b*g^3*q^2*r+997*b*g^2*p^3*r+1448*b*g^2*q^3* r-812*b*g*p^4*r+744*b*g*q^4*r+2376*b^3*c^2*g*q^2+751*b*p^4*q*r-20196*b*c^4*g*r-\ 22280*b*c^4*p*r+10464*b*c^4*q*r+1098*b*c^3*g^2*r-13518*b*c^3*p^2*r+34710*b*c^3* q^2*r+5053*b*c^2*g^3*r-9856*b*c^2*p^3*r+8256*a^3*b^2*c^2*q+16728*b*c^2*q^3*r+ 1214*b*c*g^4*r-3971*b*c*p^4*r+2555*b*c*q^4*r+1542*b^2*g^2*q^2*r+844*b^3*c*g^3*p +20864*a^3*b^2*c^2*p-2539*b^2*g*p^3*r+1366*b^2*g*q^3*r+188*b^3*c*g^3*q-91*b^2*p ^3*q*r+6252*b^2*p^2*q^2*r+4940*b^3*c*g^2*p^2+4485*b^2*p*q^3*r+5676*b^3*c*p^2*q^ 2-35912*b^2*c^3*g*r-65788*b^2*c^3*p*r-11244*b^2*c^3*q*r+352*b^3*c*g^2*q^2-3578* b^2*c^2*g^2*r-42380*b^2*c^2*p^2*r+14066*b^2*c^2*q^2*r+7968*b^3*g*c*p^3+1612*b^2 *c*g^3*r-14606*b^2*c*p^3*r+4800*b^2*c*q^3*r+1917*b^2*g^3*p*r+595*b^2*g^3*q*r+ 3680*a^3*b^2*c^2*g+1337*b^2*g^2*p^2*r-18372*b^3*c^2*g*r-44284*b^3*c^2*p*r-10000 *b^3*c^2*q*r-760*b^3*c*g^2*r-19786*b^3*c*p^2*r+2408*b^3*c*q^2*r+784*b^3*g^2*p*r +400*b^3*g^2*q*r-2560*b^3*g*p^2*r+878*b^3*g*q^2*r-939*b^3*p^2*q*r+2577*b^3*p*q^ 2*r+8640*b^3*c*p^3*q+5013*a*p*q^4*r-2816*b^4*c*g*r-10332*b^4*c*p*r-1704*b^4*c*q *r-892*b^4*g*p*r+28*b^4*g*q*r-498*b^4*p*q*r+165468*c*g*q^4*x^2+230880*c*p^4*q*x ^2+6025*a*g^3*p^2*r+461760*c*p^3*q^2*x^2+461760*c*p^2*q^3*x^2+2105*a*g^3*q^2*r+ 230880*c*p*q^4*x^2+14784*g^4*p*q*x^2+59472*g^3*p^2*q*x^2+1434*b^3*g*p^2*q^2+ 59472*g^3*p*q^2*x^2+99360*g^2*p^3*q*x^2+7286*a*g^2*p^3*r+149040*g^2*p^2*q^2*x^2 +99360*g^2*p*q^3*x^2+74400*g*p^4*q*x^2+3055*a*g^2*q^3*r+148800*g*p^3*q^2*x^2+ 148800*g*p^2*q^3*x^2+74400*g*p*q^4*x^2+3886*a*g*p^4*r+1856*a*g*q^4*r+6336*a*p^4 *q*r+14577*a*p^3*q^2*r+13695*a*p^2*q^3*r+3283*b^3*g*p*q*r-30762*b^2*c^2*g*p*r+ 6226*b^2*c^2*g*q*r+9924*b^2*c^2*p*q*r+3932*b^2*c*g^2*p*r+6668*b^2*c*g^2*q*r-\ 12277*b^2*c*g*p^2*r+11774*b^2*c*g*q^2*r-12650*b^3*c*g*p*r+472*b^3*c*g*q*r-4580* b^3*c*p*q*r+21905*a*g*p^3*q*r+34008*a*g*p^2*q^2*r+17845*a*g*p*q^3*r+52498*a*c*p *q^3*r+10665*a*g^3*p*q*r+25674*a*g^2*p^2*q*r+21443*a*g^2*p*q^2*r+23461*a*c*g^3* p*r+12091*a*c*g^3*q*r+52092*a*c*g^2*p^2*r+25246*a*c*g^2*q^2*r+41814*a*c*g*p^3*r +21798*a*c*g*q^3*r+62134*a*c*p^3*q*r+97644*a*c*p^2*q^2*r+265160*a*c^3*p*q*r+ 100557*a*c^2*g^2*p*r+60979*a*c^2*g^2*q*r+145560*a*c^2*g*p^2*r+82394*a*c^2*g*q^2 *r+209954*a*c^2*p^2*q*r+186982*a*c^2*p*q^2*r+21448*a*b*p^3*q*r+36780*a*b*p^2*q^ 2*r+19708*a*b*p*q^3*r+182866*a*c^3*g*p*r+119786*a*c^3*g*q*r+83464*a*b*c^2*q^2*r +9176*a*b*c*g^3*r+31916*a*b*c*p^3*r+22632*a*b*c*q^3*r+8756*a*b*g^3*p*r+2732*a*b *g^3*q*r+18846*a*b*g^2*p^2*r+6974*a*b*g^2*q^2*r+13037*a*b*g*p^3*r+6519*a*b*g*q^ 3*r+6769*a*b^2*g*q^2*r+24525*a*b^2*p^2*q*r+24477*a*b^2*p*q^2*r+58336*a*b*c^3*g* r+131872*a*b*c^3*p*r+101728*a*b*c^3*q*r+41228*a*b*c^2*g^2*r+113624*a*b*c^2*p^2* r+1960*a*b^3*g*q*r+9540*a*b^3*p*q*r+18200*a*b^2*c^2*g*r+33196*a*b^2*c^2*p*r+ 38312*a*b^2*c^2*q*r+11726*a*b^2*c*g^2*r+23530*a*b^2*c*p^2*r+24652*a*b^2*c*q^2*r +12921*a*b^2*g^2*p*r+3947*a*b^2*g^2*q*r+15047*a*b^2*g*p^2*r+41392*a^2*g*p*q^2*r +2704*a*b^3*c*g*r-416*a*b^3*c*p*r+5576*a*b^3*c*q*r+6096*a*b^3*g*p*r+115408*a^2* c*g*p^2*r+51145*a^2*c*g*q^2*r+154562*a^2*c*p^2*q*r+125872*a^2*c*p*q^2*r+30854*a ^2*g^2*p*q*r+51815*a^2*g*p^2*q*r+57975*a^2*b*p^2*q*r+47331*a^2*b*p*q^2*r+218030 *a^2*c^2*g*p*r+123906*a^2*c^2*g*q*r+291284*a^2*c^2*p*q*r+70864*a^2*c*g^2*p*r+ 35452*a^2*c*g^2*q*r+90396*a^2*b*c^2*g*r+220240*a^2*b*c^2*p*r+127620*a^2*b*c^2*q *r+24916*a^2*b*c*g^2*r+119528*a^2*b*c*p^2*r+55190*a^2*b*c*q^2*r+25038*a^2*b*g^2 *p*r+8242*a^2*b*g^2*q*r+41610*a^2*b*g*p^2*r+14740*a^2*b*g*q^2*r+44322*a^3*c*g*q *r+121956*a^3*c*p*q*r+37817*a^3*g*p*q*r+24136*a^2*b^2*c*g*r+70020*a^2*b^2*c*p*r +36228*a^2*b^2*c*q*r+26068*a^2*b^2*g*p*r+8140*a^2*b^2*g*q*r+37184*a^2*b^2*p*q*r +28896*a^3*b*c*g*r+99960*a^3*b*c*p*r+48912*a^3*b*c*q*r+30280*a^3*b*g*p*r+10512* a^3*b*g*q*r+43756*a^3*b*p*q*r+89180*a^3*c*g*p*r+2376384*b*c^3*q^2*x^2+199992*b* c^2*g^3*x^2+1076352*b*c^2*p^3*x^2+1076352*b*c^2*q^3*x^2+43210*a*c^3*g^2*r+15504 *b*c*g^4*x^2+243072*b*c*p^4*x^2+131126*a*c^3*p^2*r+243072*b*c*q^4*x^2+7488*b*g^ 4*p*x^2+81906*a*c^3*q^2*r+7488*b*g^4*q*x^2+43704*b*g^3*p^2*x^2+43704*b*g^3*q^2* x^2+87708*b*g^2*p^3*x^2+87708*b*g^2*q^3*x^2+73176*b*g*p^4*x^2+73176*b*g*q^4*x^2 +15273*a*c^2*g^3*r+109500*b*p^4*q*x^2+219000*b*p^3*q^2*x^2+219000*b*p^2*q^3*x^2 +57110*a*c^2*p^3*r+109500*b*p*q^4*x^2+1787712*c^4*g*p*x^2+1787712*c^4*g*q*x^2+ 34138*a*c^2*q^3*r+2516352*c^4*p*q*x^2+1066080*c^3*g^2*p*x^2+1066080*c^3*g^2*q*x ^2+1622400*c^3*g*p^2*x^2+1622400*c^3*g*q^2*x^2+2275776*c^3*p^2*q*x^2+2275776*c^ 3*p*q^2*x^2+284208*c^2*g^3*p*x^2+328*b^3*g^2*p*q^2+2124*a*c*g^4*r+284208*c^2*g^ 3*q*x^2+727608*c^2*g^2*p^2*x^2+727608*c^2*g^2*q^2*x^2+10903*a*c*p^4*r+733872*c^ 2*g*p^3*x^2+733872*c^2*g*q^3*x^2+1026336*c^2*p^3*q*x^2+6085*a*c*q^4*r+1539504*c ^2*p^2*q^2*x^2+1026336*c^2*p*q^3*x^2+31704*c*g^4*p*x^2+31704*c*g^4*q*x^2+130260 *c*g^3*p^2*x^2+130260*c*g^3*q^2*x^2+219936*c*g^2*p^3*x^2+219936*c*g^2*q^3*x^2+ 1912*a*g^4*p*r+165468*c*g*p^4*x^2+614*a*g^4*q*r+219000*a*p^3*q^2*x^2+219000*a*p ^2*q^3*x^2+1746*a*b^3*q^2*r+109500*a*p*q^4*x^2+44064*b^4*c*g*x^2+130656*b^4*c*p *x^2+130656*b^4*c*q*x^2+21312*b^4*g*p*x^2+21312*b^4*g*q*x^2-10848*a*b^2*c^3*r+ 61200*b^4*p*q*x^2+405312*b^3*c^2*g*x^2+841632*b^3*c^2*p*x^2+558*a*b^2*g^3*r+ 841632*b^3*c^2*q*x^2+63744*b^3*c*g^2*x^2+2950*a*b^2*p^3*r+387384*b^3*c*p^2*x^2+ 387384*b^3*c*q^2*x^2+30816*b^3*g^2*p*x^2+2902*a*b^2*q^3*r+30816*b^3*g^2*q*x^2+ 88956*b^3*g*p^2*x^2+88956*b^3*g*q^2*x^2+177732*b^3*p^2*q*x^2+177732*b^3*p*q^2*x ^2+1302432*b^2*c^3*g*x^2+2238528*b^2*c^3*p*x^2+2238528*b^2*c^3*q*x^2+432312*b^2 *c^2*g^2*x^2+20880*a*b*c^4*r+1531944*b^2*c^2*p^2*x^2+1531944*b^2*c^2*q^2*x^2+ 45000*b^2*c*g^3*x^2+268*a*b*g^4*r+464520*b^2*c*p^3*x^2+464520*b^2*c*q^3*x^2+ 2623*a*b*p^4*r+21744*b^2*g^3*p*x^2+21744*b^2*g^3*q*x^2+94668*b^2*g^2*p^2*x^2+ 1753*a*b*q^4*r+94668*b^2*g^2*q^2*x^2+126372*b^2*g*p^3*x^2+126372*b^2*g*q^3*x^2+ 210624*b^2*p^3*q*x^2+315936*b^2*p^2*q^2*x^2+210624*b^2*p*q^3*x^2+1710432*b*c^4* g*x^2+2615616*b*c^4*p*x^2+2615616*b*c^4*q*x^2+53932*a*c^4*g*r+907872*b*c^3*g^2* x^2+120600*a*c^4*p*r+2376384*b*c^3*p^2*x^2+82560*a*c^4*q*r+1531944*a^2*c^2*q^2* x^2+45000*a^2*c*g^3*x^2+464520*a^2*c*p^3*x^2+464520*a^2*c*q^3*x^2+21744*a^2*g^3 *p*x^2+21744*a^2*g^3*q*x^2+94668*a^2*g^2*p^2*x^2+23459*a^2*p^3*q*r+94668*a^2*g^ 2*q^2*x^2+126372*a^2*g*p^3*x^2+126372*a^2*g*q^3*x^2+210624*a^2*p^3*q*x^2+33408* a^2*p^2*q^2*r+315936*a^2*p^2*q^2*x^2+210624*a^2*p*q^3*x^2+59520*a*b^4*c*x^2+ 28800*a*b^4*p*x^2+28800*a*b^4*q*x^2+556416*a*b^3*c^2*x^2+122400*a*b^3*p^2*x^2+ 17143*a^2*p*q^3*r+122400*a*b^3*q^2*x^2+1823040*a*b^2*c^3*x^2+177732*a*b^2*p^3*x ^2+177732*a*b^2*q^3*x^2+2445888*a*b*c^4*x^2+105312*a*b*p^4*x^2+105312*a*b*q^4*x ^2+1710432*a*c^4*g*x^2+2615616*a*c^4*p*x^2+2615616*a*c^4*q*x^2+907872*a*c^3*g^2 *x^2+2376384*a*c^3*p^2*x^2+2376384*a*c^3*q^2*x^2+199992*a*c^2*g^3*x^2+1076352*a *c^2*p^3*x^2+1076352*a*c^2*q^3*x^2+15504*a*c*g^4*x^2+243072*a*c*p^4*x^2+243072* a*c*q^4*x^2+7488*a*g^4*p*x^2-2072*a*b^4*c*r+7488*a*g^4*q*x^2+40*a*b^4*g*r-36*a* b^4*p*r+43704*a*g^3*p^2*x^2+164*a*b^4*q*r+43704*a*g^3*q^2*x^2+87708*a*g^2*p^3*x ^2+87708*a*g^2*q^3*x^2-11944*a*b^3*c^2*r+73176*a*g*p^4*x^2+73176*a*g*q^4*x^2+ 440*a*b^3*g^2*r+109500*a*p^4*q*x^2+1082*a*b^3*p^2*r+44110*a^2*c^2*g^2*r+59520*a ^4*b*c*x^2+28800*a^4*b*p*x^2+169826*a^2*c^2*p^2*r+28800*a^4*b*q*x^2+44064*a^4*c *g*x^2+83220*a^2*c^2*q^2*r+130656*a^4*c*p*x^2+130656*a^4*c*q*x^2+21312*a^4*g*p* x^2+21312*a^4*g*q*x^2+61200*a^4*p*q*x^2+119040*a^3*b^2*c*x^2+57600*a^3*b^2*p*x^ 2+7344*a^2*c*g^3*r+57600*a^3*b^2*q*x^2+556416*a^3*b*c^2*x^2+122400*a^3*b*p^2*x^ 2+50882*a^2*c*p^3*r+122400*a^3*b*q^2*x^2+405312*a^3*c^2*g*x^2+841632*a^3*c^2*p* x^2+22192*a^2*c*q^3*r+841632*a^3*c^2*q*x^2+63744*a^3*c*g^2*x^2+387384*a^3*c*p^2 *x^2+387384*a^3*c*q^2*x^2+30816*a^3*g^2*p*x^2+30816*a^3*g^2*q*x^2+88956*a^3*g*p ^2*x^2+7159*a^2*g^3*p*r+88956*a^3*g*q^2*x^2+2457*a^2*g^3*q*r+177732*a^3*p^2*q*x ^2+177732*a^3*p*q^2*x^2+119040*a^2*b^3*c*x^2+18773*a^2*g^2*p^2*r+57600*a^2*b^3* p*x^2+57600*a^2*b^3*q*x^2+6696*a^2*g^2*q^2*r+834624*a^2*b^2*c^2*x^2+183600*a^2* b^2*p^2*x^2+183600*a^2*b^2*q^2*x^2+1823040*a^2*b*c^3*x^2+177732*a^2*b*p^3*x^2+ 177732*a^2*b*q^3*x^2+16960*a^2*g*p^3*r+1302432*a^2*c^3*g*x^2+2238528*a^2*c^3*p* x^2+2238528*a^2*c^3*q*x^2+6537*a^2*g*q^3*r+432312*a^2*c^2*g^2*x^2+1531944*a^2*c ^2*p^2*x^2+5552*a^2*b^3*c*r+800*a^2*b^3*g*r+7480*a^2*b^3*p*r+2200*a^2*b^3*q*r+ 35208*a^2*b^2*c^2*r+1324*a^2*b^2*g^2*r+19882*a^2*b^2*p^2*r+7234*a^2*b^2*q^2*r+ 86480*a^2*b*c^3*r+808*a^2*b*g^3*r+17632*a^2*b*p^3*r+6988*a^2*b*q^3*r+93880*a^2* c^3*g*r+212340*a^2*c^3*p*r+127652*a^2*c^3*q*r+142760*a^3*c^2*p*r+79308*a^3*c^2* q*r+12430*a^3*c*g^2*r+76212*a^3*c*p^2*r+32946*a^3*c*q^2*r+12901*a^3*g^2*p*r+ 4695*a^3*g^2*q*r+24003*a^3*g*p^2*r+8849*a^3*g*q^2*r+32511*a^3*p^2*q*r+25431*a^3 *p*q^2*r+152*b^3*g^3*p*q+13128*a^4*b*p*r+2340*b^3*g*p^3*q+4808*a^4*b*q*r+10280* a^4*c*g*r+39856*a^4*c*p*r+19964*a^4*c*q*r+11200*a^4*g*p*r+4304*a^4*g*q*r+16610* a^4*p*q*r+15008*a^3*b^2*c*r+1360*a^3*b^2*g*r+16256*a^3*b^2*p*r+5296*a^3*b^2*q*r +58856*a^3*b*c^2*r+1200*a^3*b*g^2*r+27286*a^3*b*p^2*r+9758*a^3*b*q^2*r+53824*a^ 3*c^2*g*r+1286*b^3*g^2*p^2*q+12112*a^4*b*c*r+880*a^4*b*g*r-157*g*p^2*q^4*r+89*g *p*q^5*r+163*g^2*p*q^4*r-1783*g*p^5*q*r-2497*g*p^4*q^2*r-1418*g*p^3*q^3*r-698*g ^3*p^2*q^2*r+5312*a^3*b^2*c*g+117*g^3*p*q^3*r+14096*a^3*b^2*c*p^2+46752*a^3*b^2 *c*p-2567*g^2*p^4*q*r-2346*g^2*p^3*q^2*r-526*g^2*p^2*q^3*r+6*g^5*p*q*r-375*g^4* p^2*q*r+30*g^4*p*q^2*r+2160*a^3*b^2*c*q^2+14688*a^3*b^2*c*q-1623*g^3*p^3*q*r-\ 5430*c*p^5*q*r-7695*c*p^4*q^2*r-4500*c*p^3*q^3*r-615*c*p^2*q^4*r+234*c*p*q^5*r-\ 126*c*g^5*p*r+8*c*g^5*q*r-1735*c*g^4*p^2*r+49*c*g^4*q^2*r-5844*c*g^3*p^3*r+231* c*g^3*q^3*r-8440*c*g^2*p^4*r+310*c*g^2*q^4*r-5602*c*g*p^5*r+139*c*g*q^5*r-24548 *c^2*p^3*q^2*r-7232*c^2*p^2*q^3*r+812*c^2*p*q^4*r+2576*a^3*b^2*g*p^2+5536*a^3*b ^2*g*p+362*p^5*q*r+1677*p^4*q^2*r+2648*p^3*q^3*r+1832*p^2*q^4*r+486*p*q^5*r+241 *c*g^5*r-155*c*p^5*r+441*c*q^5*r+196*g^5*p*r+58*g^5*q*r+645*g^4*p^2*r+226*g^4*q ^2*r+448*a*b^5*c^2+783*g^3*p^3*r+436*g^3*q^3*r+348*g^2*p^4*r+390*g^2*q^4*r-3*g* p^5*r+136*g*q^5*r-22664*b*c^5*r+35*b*g^5*r-527*b*p^5*r+72*b*q^5*r+1588*c^5*g*r+ 12368*c^5*p*r+15104*c^5*q*r+6794*c^4*g^2*r+19642*c^4*p^2*r+27026*c^4*q^2*r+5579 *c^3*g^3*r+9190*c^3*p^3*r+16410*c^3*q^3*r+1865*c^2*g^4*r+1122*c^2*p^4*r+4296*c^ 2*q^4*r+24664*a*c^5*r+45*a*g^5*r+798*a*p^5*r+357*a*q^5*r-1408*b^5*c*r-80*b^5*g* r-640*b^5*p*r-32*b^5*q*r-11848*b^4*c^2*r-32*b^4*g^2*r-2308*b^4*p^2*r+132*b^4*q^ 2*r-35856*b^3*c^3*r+72*b^3*g^3*r-3232*b^3*p^3*r+284*b^3*q^3*r-45992*b^2*c^4*r+ 86*b^2*g^4*r-2073*b^2*p^4*r+215*b^2*q^4*r+3748*a^5*p*r+1516*a^5*q*r+512*a^4*b^2 *r+23552*a^4*c^2*r+348*a^4*g^2*r+10794*a^4*p^2*r+4138*a^4*q^2*r+448*a^3*b^3*r+ 61472*a^3*c^3*r+322*a^3*g^3*r+11450*a^3*p^3*r+4370*a^3*q^3*r+112*a^2*b^4*r+ 67416*a^2*c^4*r+166*a^2*g^4*r+5176*a^2*p^4*r+2018*a^2*q^4*r-64*a*b^5*r-459*p^6* q*r-870*p^5*q^2*r-790*p^4*q^3*r-315*p^3*q^4*r-15*p^2*q^5*r+16*p*q^6*r+256*a^5*b *r+3320*a^5*c*r+200*a^5*g*r-1510*c*g^4*r^3-1529*c*g^3*r^4+2480*c*g^2*r^5-1401*c *p^6*r+15*c*q^6*r+3*g^6*p*r+g^6*q*r-64*g^5*p^2*r+6*g^5*q^2*r-385*g^4*p^3*r+20*g ^4*q^3*r+832*a*b^5*c-839*g^3*p^4*r+31*g^3*q^4*r-889*g^2*p^5*r+21*g^2*q^5*r-463* g*p^6*r+5*g*q^6*r-5808*c^4*g^3*r-35662*c^4*g^2*r^2-36828*c^4*g*r^3-49316*c^4*p^ 3*r+316*c^4*q^3*r-1136*c^3*g^4*r-14149*c^3*g^3*r^2-26730*c^3*g^2*r^3-4081*c^3*g *r^4-27014*c^3*p^4*r+810*c^3*q^4*r-66*c^2*g^5*r-2728*c^2*g^4*r^2-9281*c^2*g^3*r ^3-4229*c^2*g^2*r^4+9598*c^2*g*r^5-8456*c^2*p^5*r+202*c^2*q^5*r+4*c*g^6*r-203*c *g^5*r^2+99582*b*c^2*g*p*q*r+43330*b*c*g^2*p*q*r+52463*b*c*g*p^2*q*r+64501*b*c* g*p*q^2*r+27302*b^2*c*g*p*q*r+128820*a*c*g*p*q^2*r+282190*a*c^2*g*p*q*r+97074*a *c*g^2*p*q*r+148836*a*c*g*p^2*q*r+36590*a*b*g^2*p*q*r+55309*a*b*g*p^2*q*r+48791 *a*b*g*p*q^2*r+71022*a*b*c*g^2*p*r+38346*a*b*c*g^2*q*r+94308*a*b*c*g*p^2*r+ 54096*a*b*c*g*q^2*r+147676*a*b*c*p^2*q*r+138392*a*b*c*p*q^2*r+86576*a*b^2*c*p*q *r+36711*a*b^2*g*p*q*r+173756*a*b*c^2*g*p*r+116620*a*b*c^2*g*q*r+273564*a*b*c^2 *p*q*r+71245*a^2*b*g*p*q*r+194358*a^2*c*g*p*q*r+51814*a*b^2*c*g*p*r+33200*a*b^2 *c*g*q*r+153644*a^2*b*c*g*p*r+77050*a^2*b*c*g*q*r+213112*a^2*b*c*p*q*r-16509*c* g*p^4*q*r-15776*c*g*p^3*q^2*r-4294*c*g*p^2*q^3*r+714*c*g*p*q^4*r-17363*c*g^2*p^ 3*q*r-9096*c*g^2*p^2*q^2*r+137*c*g^2*p*q^3*r-774*c*g^4*p*q*r-7098*c*g^3*p^2*q*r -1023*c*g^3*p*q^2*r-40351*c^2*g^2*p^2*q*r-9313*c^2*g^2*p*q^2*r-56778*c^2*g*p^3* q*r-32262*c^2*g*p^2*q^2*r-1386*c^2*g*p*q^3*r-24476*c^3*g*p*q^2*r-9376*c^2*g^3*p *q*r-67344*c^4*g*p*q*r-38652*c^3*g^2*p*q*r-90308*c^3*g*p^2*q*r+365*b*g*p*q^4*r-\ 7546*b*g*p^4*q*r-6976*b*g*p^3*q^2*r-1702*b*g*p^2*q^3*r-2368*b*g^3*p^2*q*r+55*b* g^3*p*q^2*r-7277*b*g^2*p^3*q*r-3272*b*g^2*p^2*q^2*r+371*b*g^2*p*q^3*r+582*b*c*p *q^4*r-21*b*g^4*p*q*r-26788*b*c*g^2*p^3*r+684*b*c*g^2*q^3*r-25061*b*c*g*p^4*r+ 614*b*c*g*q^4*r-24276*b*c*p^4*q*r-23612*b*c*p^3*q^2*r-7040*b*c*p^2*q^3*r-1307*b *c*g^4*p*r-99*b*c*g^4*q*r-11264*b*c*g^3*p^2*r-5*b*c*g^3*q^2*r-17472*b*c^2*g^3*p *r-4362*b*c^2*g^3*q*r-69243*b*c^2*g^2*p^2*r-3629*b*c^2*g^2*q^2*r-92469*b*c^2*g* p^3*r+881*b*c^2*g*q^3*r-85406*b*c^2*p^3*q*r-50946*b*c^2*p^2*q^2*r-4474*b*c^2*p* q^3*r-77366*b*c^3*g^2*p*r-25274*b*c^3*g^2*q*r-164438*b*c^3*g*p^2*r-14170*b*c^3* g*q^2*r-141962*b*c^3*p^2*q*r-43526*b*c^3*p*q^2*r-142664*b*c^4*g*p*r-52320*b*c^4 *g*q*r-113176*b*c^4*p*q*r-4980*b^2*g*p^2*q^2*r+318*b^2*g*p*q^3*r-262*b^2*g^3*p* q*r-5468*b^2*g^2*p^2*q*r-148*b^2*g^2*p*q^2*r-10630*b^2*g*p^3*q*r-39982*b^2*c*g* p^3*r+551*b^2*c*g*q^3*r-38338*b^2*c*p^3*q*r-21846*b^2*c*p^2*q^2*r-1498*b^2*c*p* q^3*r-97348*b^2*c^2*p^2*q*r-28718*b^2*c^2*p*q^2*r-4974*b^2*c*g^3*p*r-734*b^2*c* g^3*q*r-26707*b^2*c*g^2*p^2*r-532*b^2*c*g^2*q^2*r-128596*b^2*c^3*g*p*r-44756*b^ 2*c^3*g*q*r-106864*b^2*c^3*p*q*r-45206*b^2*c^2*g^2*p*r-12724*b^2*c^2*g^2*q*r-\ 108290*b^2*c^2*g*p^2*r-7468*b^2*c^2*g*q^2*r-659*b^3*g^2*p*q*r-5448*b^3*g*p^2*q* r-378*b^3*g*p*q^2*r-14620*b^3*c^2*g*q*r-43040*b^3*c^2*p*q*r-8816*b^3*c*g^2*p*r-\ 1586*b^3*c*g^2*q*r-27300*b^3*c*g*p^2*r-802*b^3*c*g*q^2*r-25650*b^3*c*p^2*q*r-\ 6220*b^3*c*p*q^2*r-7320*b^4*c*g*p*r-1344*b^4*c*g*q*r-6680*b^4*c*p*q*r-644*b^4*g *p*q*r-49552*b^3*c^2*g*p*r-52229*b*c*g*p^3*q*r-28661*b*c*g*p^2*q^2*r-879*b*c*g* p*q^3*r-5895*b*c*g^3*p*q*r-33704*b*c*g^2*p^2*q*r-6232*b*c*g^2*p*q^2*r-127377*b* c^2*g*p^2*q*r-34027*b*c^2*g*p*q^2*r-131872*b*c^3*g*p*q*r-49348*b*c^2*g^2*p*q*r-\ 81998*b^2*c^2*g*p*q*r-15629*b^2*c*g^2*p*q*r-51807*b^2*c*g*p^2*q*r-11274*b^2*c*g *p*q^2*r-17210*b^3*c*g*p*q*r-1663*a*c*g^2*p*q^2*r-48803*a*c*g*p^3*q*r-23759*a*c *g*p^2*q^2*r+2231*a*c*g*p*q^3*r-2679*a*c*g^3*p*q*r-27611*a*c*g^2*p^2*q*r-94144* a*c^3*g*p*q*r-31924*a*c^2*g^2*p*q*r-107197*a*c^2*g*p^2*q*r-19299*a*c^2*g*p*q^2* r+204014*a*b*c*g*p*q*r-88203*a*b*c*g*p^2*q*r-11643*a*b*c*g*p*q^2*r-7437*a*g*p^4 *q*r-6630*a*g*p^3*q^2*r-1228*a*g*p^2*q^3*r+666*a*g*p*q^4*r-1851*a*g^3*p^2*q*r+ 492*a*g^3*p*q^2*r-6817*a*g^2*p^3*q*r-2552*a*g^2*p^2*q^2*r+871*a*g^2*p*q^3*r+ 1484*a*c*p*q^4*r+173*a*g^4*p*q*r+1699*a*c*g^2*q^3*r-24165*a*c*g*p^4*r+1352*a*c* g*q^4*r-23938*a*c*p^4*q*r-22560*a*c*p^3*q^2*r-5612*a*c*p^2*q^3*r-521*a*c*g^4*p* r+243*a*c*g^4*q*r-8877*a*c*g^3*p^2*r+824*a*c*g^3*q^2*r-24249*a*c*g^2*p^3*r-1262 *a*c^2*g^3*q*r-56117*a*c^2*g^2*p^2*r+669*a*c^2*g^2*q^2*r-83925*a*c^2*g*p^3*r+ 3973*a*c^2*g*q^3*r-80274*a*c^2*p^3*q*r-43590*a*c^2*p^2*q^2*r+202*a*c^2*p*q^3*r-\ 54034*a*c^3*g^2*p*r-13662*a*c^3*g^2*q*r-136058*a*c^3*g*p^2*r-4822*a*c^3*g*q^2*r -121870*a*c^3*p^2*q*r-28722*a*c^3*p*q^2*r-10960*a*c^2*g^3*p*r-104888*a*c^4*g*p* r-33088*a*c^4*g*q*r-84792*a*c^4*p*q*r-10559*a*b*g*p^4*r+459*a*b*g*q^4*r-10790*a *b*p^4*q*r-9818*a*b*p^3*q^2*r-2154*a*b*p^2*q^3*r+706*a*b*p*q^4*r-7414*a*b*c*g^3 *r^2-34419*a*b*c*g^2*r^3-17079*a*b*c*g*r^4-35360*a*b*c*p^4*r+1288*a*b*c*q^4*r+ 216*a*b*g^4*p*r+84*a*b*g^4*q*r-2596*a*b*g^3*p^2*r+364*a*b*g^3*q^2*r-9615*a*b*g^ 2*p^3*r+663*a*b*g^2*q^3*r-78720*a*b*c^4*g*r-180008*a*b*c^4*p*r-64616*a*b*c^4*q* r-32024*a*b*c^3*g^2*r-166960*a*b*c^3*g*r^2-216720*a*b*c^3*p^2*r-16048*a*b*c^3*q ^2*r-3560*a*b*c^2*g^3*r-62902*a*b*c^2*g^2*r^2-105574*a*b*c^2*g*r^3-126746*a*b*c ^2*p^3*r+2710*a*b*c^2*q^3*r+208*a*b*c*g^4*r-14613*a*b^2*p^3*q*r-6471*a*b^2*p^2* q^2*r+793*a*b^2*p*q^3*r+24*a*b^2*c*g^3*r-18380*a*b^2*c*g^2*r^2-41400*a*b^2*c*g* r^3-54038*a*b^2*c*p^3*r+1144*a*b^2*c*q^3*r+248*a*b^2*g^3*p*r+120*a*b^2*g^3*q*r-\ 6316*a*b^2*g^2*p^2*r+463*a*b^2*g^2*q^2*r-14090*a*b^2*g*p^3*r+602*a*b^2*g*q^3*r-\ 216*a*b^3*p*q^2*r-62224*a*b^2*c^3*g*r-161056*a*b^2*c^3*p*r-55872*a*b^2*c^3*q*r-\ 13460*a*b^2*c^2*g^2*r-97300*a*b^2*c^2*g*r^2-140976*a*b^2*c^2*p^2*r-9048*a*b^2*c ^2*q^2*r-18304*a*b^3*c^2*g*r-61584*a*b^3*c^2*p*r-18528*a*b^3*c^2*q*r-864*a*b^3* c*g^2*r-19336*a*b^3*c*g*r^2-35168*a*b^3*c*p^2*r-1088*a*b^3*c*q^2*r-224*a*b^3*g^ 2*p*r+8*a*b^3*g^2*q*r-6616*a*b^3*g*p^2*r+168*a*b^3*g*q^2*r-7044*a*b^3*p^2*q*r-\ 1248*a*b^4*c*g*r-8984*a*b^4*c*p*r-1792*a*b^4*c*q*r-560*a*b^4*g*p*r-80*a*b^4*g*q *r-724*a*b^4*p*q*r-8268*a*b*g*p^2*q^2*r+1834*a*b*g*p*q^3*r+512*a*b*g^3*p*q*r-\ 8955*a*b*g^2*p^2*q*r+1323*a*b*g^2*p*q^2*r-20202*a*b*g*p^3*q*r-72668*a*b*c*p^3*q *r-37968*a*b*c*p^2*q^2*r+628*a*b*c*p*q^3*r-5380*a*b*c*g^3*p*r+288*a*b*c*g^3*q*r -43523*a*b*c*g^2*p^2*r+1597*a*b*c*g^2*q^2*r-73325*a*b*c*g*p^3*r+3235*a*b*c*g*q^ 3*r-62526*a*b*c^2*g^2*p*r-13502*a*b*c^2*g^2*q*r-180918*a*b*c^2*g*p^2*r-5862*a*b *c^2*g*q^2*r-169422*a*b*c^2*p^2*q*r-39966*a*b*c^2*p*q^2*r-191808*a*b*c^3*g*p*r-\ 59792*a*b*c^3*g*q*r-165760*a*b*c^3*p*q*r-39*a*b^2*g^2*p*q*r-14006*a*b^2*g*p^2*q *r+686*a*b^2*g*p*q^2*r-102528*a*b^2*c^2*p*q*r-16982*a*b^2*c*g^2*p*r-1804*a*b^2* c*g^2*q*r-68950*a*b^2*c*g*p^2*r-292*a*b^2*c*g*q^2*r-68004*a*b^2*c*p^2*q*r-12822 *a*b^2*c*p*q^2*r-21104*a*b^3*c*g*p*r-3712*a*b^3*c*g*q*r-21280*a*b^3*c*p*q*r-\ 1104*a*b^3*g*p*q*r-110876*a*b^2*c^2*g*p*r-30208*a*b^2*c^2*g*q*r-581*a^2*c*g^2*p *q*r-32964*a^2*c*g*p^2*q*r+3063*a^2*c*g*p*q^2*r-28446*a^2*c^2*g*p*q*r+2803*a^2* b*g^2*p*q*r-10270*a^2*b*g*p^2*q*r+3904*a^2*b*g*p*q^2*r-62576*a^2*b*c^2*p*q*r-\ 5544*a^2*b*c*g^2*p*r+3122*a^2*b*c*g^2*q*r-52116*a^2*b*c*g*p^2*r+5706*a^2*b*c*g* q^2*r-53934*a^2*b*c*p^2*q*r-1860*a^2*b*c*p*q^2*r-16184*a^2*b^2*c*g*p*r+136*a^2* b^2*c*g*q*r-18000*a^2*b^2*c*p*q*r+1920*a^2*b^2*g*p*q*r-65104*a^2*b*c^2*g*p*r-\ 8564*a^2*b*c^2*g*q*r+4576*a^3*b*g*p*q*r+5622*a^3*c*g*p*q*r+1928*a^2*g*p*q^3*r+ 966*a^2*g^3*p*q*r-3025*a^2*g^2*p^2*q*r+1933*a^2*g^2*p*q^2*r-9160*a^2*g*p^3*q*r-\ 2670*a^2*g*p^2*q^2*r-33010*a^2*c*p^3*q*r-14142*a^2*c*p^2*q^2*r+3446*a^2*c*p*q^3 *r-5896*a^2*c^2*p*q^2*r-14*a^2*c*g^3*p*r+1414*a^2*c*g^3*q*r-15568*a^2*c*g^2*p^2 *r+3377*a^2*c*g^2*q^2*r-32199*a^2*c*g*p^3*r+3828*a^2*c*g*q^3*r-57372*a^2*c^3*g* p*r-9196*a^2*c^3*g*q*r-49712*a^2*c^3*p*q*r-14880*a^2*c^2*g^2*p*r+1662*a^2*c^2*g ^2*q*r-68220*a^2*c^2*g*p^2*r+6014*a^2*c^2*g*q^2*r-66722*a^2*c^2*p^2*q*r-12672*a ^2*b*g*p^3*r+1502*a^2*b*g*q^3*r-13495*a^2*b*p^3*q*r-4683*a^2*b*p^2*q^2*r+2059*a ^2*b*p*q^3*r+1328*a^2*b*c^2*q^2*r+1024*a^2*b*c*g^3*r-10248*a^2*b*c*g^2*r^2-\ 50076*a^2*b*c*g*r^3-48312*a^2*b*c*p^3*r+3762*a^2*b*c*q^3*r+1048*a^2*b*g^3*p*r+ 420*a^2*b*g^3*q*r-4341*a^2*b*g^2*p^2*r+1330*a^2*b*g^2*q^2*r+1212*a^2*b^2*g*q^2* r+1020*a^2*b^2*g*q*r^2-8316*a^2*b^2*p^2*q*r+1584*a^2*b^2*p*q^2*r-31264*a^2*b*c^ 3*g*r-108336*a^2*b*c^3*p*r-29392*a^2*b*c^3*q*r-2956*a^2*b*c^2*g^2*r-70012*a^2*b *c^2*g*r^2-111400*a^2*b*c^2*p^2*r+176*a^2*b^3*g*q*r-40*a^2*b^3*p*q*r-12416*a^2* b^2*c^2*g*r-62000*a^2*b^2*c^2*p*r-15104*a^2*b^2*c^2*q*r+944*a^2*b^2*c*g^2*r-\ 19384*a^2*b^2*c*g*r^2-41880*a^2*b^2*c*p^2*r+1416*a^2*b^2*c*q^2*r+1328*a^2*b^2*g ^2*p*r+536*a^2*b^2*g^2*q*r-7308*a^2*b^2*g*p^2*r-384*a^2*b^3*c*g*r-11392*a^2*b^3 *c*p*r-1744*a^2*b^3*c*q*r+336*a^2*b^3*g*p*r-11580*a^3*c*p^2*q*r+4742*a^3*c*p*q^ 2*r+2183*a^3*g^2*p*q*r-1712*a^3*g*p^2*q*r+2840*a^3*g*p*q^2*r-3780*a^3*c^2*g*p*r +7024*a^3*c^2*g*q*r-3088*a^3*c^2*p*q*r+2622*a^3*c*g^2*p*r+3340*a^3*c*g^2*q*r-\ 10466*a^3*c*g*p^2*r+5196*a^3*c*g*q^2*r-16912*a^3*b*c^2*p*r+2560*a^3*b*c^2*q*r+ 2176*a^3*b*c*g^2*r-3064*a^3*b*c*g*r^2-18752*a^3*b*c*p^2*r+4896*a^3*b*c*q^2*r+ 2208*a^3*b*g^2*p*r+920*a^3*b*g^2*q*r-2672*a^3*b*g*p^2*r+1904*a^3*b*g*q^2*r-3372 *a^3*b*p^2*q*r+3000*a^3*b*p*q^2*r+2196*a^4*g*p*q*r+1856*a^3*b^2*c*g*r-3152*a^3* b^2*c*p*r+1760*a^3*b^2*c*q*r+2128*a^3*b^2*g*p*r+848*a^3*b^2*g*q*r+2024*a^3*b^2* p*q*r+2496*a^3*b*c^2*g*r+2112*a^4*b*c*g*r+3376*a^4*b*c*p*r+3464*a^4*b*c*q*r+ 2128*a^4*b*g*p*r+928*a^4*b*g*q*r+2372*a^4*b*p*q*r+4064*a^4*c*g*p*r+3528*a^4*c*g *q*r+4520*a^4*c*p*q*r-2810*c*g*p^3*q^3*r-885*c*g*p^2*q^4*r-73*c*g*p*q^5*r-2445* c*g*p^5*q*r-3850*c*g*p^4*q^2*r-3780*c*g^2*p^4*q*r-4298*c*g^2*p^3*q^2*r-1954*c*g ^2*p^2*q^3*r-264*c*g^2*p*q^4*r-932*c*g^4*p^2*q*r-330*c*g^4*p*q^2*r-2763*c*g^3*p ^3*q*r-2000*c*g^3*p^2*q^2*r-427*c*g^3*p*q^3*r-579480*b*g*p*q^2*x+1086360*b*g*p* q*x^2-4268016*c^2*g*p*q*x-1227120*c*g^2*p*q*x-2373186*c*g*p^2*q*x-1515030*c*g*p *q^2*x+2733792*c*g*p*q*x^2-1637232*a*b*c*g*x-4305192*a*b*c*p*x-2319000*a*b*c*q* x-1033932*a*b*g*p*x-508260*a*b*g*q*x-1536912*a*b*p*q*x-3067596*a*c*g*p*x-\ 1664388*a*c*g*q*x-4110936*a*c*p*q*x-1129032*a*g*p*q*x-3024060*b*c*g*p*x-1620852 *b*c*g*q*x-3787464*b*c*p*q*x-1043688*b*g*p*q*x-2733792*c*g*p*q*x-112*c*g^5*p*q* r-6326*c^2*g*p^2*q^3*r+3312096*a*b*c*q*x^2-373140*a*b*g^2*p*x-190092*a*b*g^2*q* x-993414*a*b*g*p^2*x+771096*a*b*g*p*x^2-305274*a*b*g*q^2*x+771096*a*b*g*q*x^2-\ 1440978*a*b*p^2*q*x-898734*a*b*p*q^2*x-917*c^2*g*p*q^4*r+1536912*a*b*p*q*x^2-\ 4947204*a*c^2*g*p*x-2983836*a*c^2*g*q*x-6472152*a*c^2*p*q*x-1261104*a*c*g^2*p*x -722820*a*c*g^2*q*x-2730930*a*c*g*p^2*x+2344224*a*c*g*p*x^2-998166*a*c*g*q^2*x+ 2344224*a*c*g*q*x^2-3630186*a*c*p^2*q*x-2381706*a*c*p*q^2*x+3949200*a*c*p*q*x^2 -472686*a*g^2*p*q*x-1060608*a*g*p^2*q*x-681000*a*g*p*q^2*x+1086360*a*g*p*q*x^2-\ 1736748*b^2*c*g*p*x-967896*b^2*c*g*q*x-2315208*b^2*c*p*q*x-590226*b^2*g*p*q*x-\ 4812084*b*c^2*g*p*x-2848716*b*c^2*g*q*x-5945928*b*c^2*p*q*x-1234596*b*c*g^2*p*x -696312*b*c*g^2*q*x-2582850*b*c*g*p^2*x+2344224*b*c*g*p*x^2-850086*b*c*g*q^2*x+ 2344224*b*c*g*q*x^2-3282534*b*c*p^2*q*x-2034054*b*c*p*q^2*x+3949200*b*c*p*q*x^2 -435474*b*g^2*p*q*x-959088*b*g*p^2*q*x+1664*a^3*b*c*g*p*r+6032*a^3*b*c*g*q*r+ 1120*a^3*b*c*p*q*r-383580*b*g*p^3*q*x-407052*b*g*p^2*q^2*x+820044*b*g*p^2*q*x^2 -159156*b*g*p*q^3*x-2470*c^2*g^2*p*q^3*r+820044*b*g*p*q^2*x^2-3244800*c^3*g*p*q *x-1455216*c^2*g^2*p*q*x-2629968*c^2*g*p^2*q*x-1773264*c^2*g*p*q^2*x+4268016*c^ 2*g*p*q*x^2-260520*c*g^3*p*q*x-792408*c*g^2*p^2*q*x-527208*c*g^2*p*q^2*x+ 1227120*c*g^2*p*q*x^2-907884*c*g*p^3*q*x-992808*c*g*p^2*q^2*x+1944108*c*g*p^2*q *x^2-415860*c*g*p*q^3*x+1944108*c*g*p*q^2*x^2-803844*a^2*b*c*g*x-2522688*a^2*b* c*p*x-1449744*a^2*b*c*q*x-527850*a^2*b*g*p*x-271134*a^2*b*g*q*x-951972*a^2*b*p* q*x-1827864*a^2*c*g*p*x-1059012*a^2*c*g*q*x-2785176*a^2*c*p*q*x-708462*a^2*g*p* q*x-857772*a*b^2*c*g*x-2446320*a*b^2*c*p*x-1373376*a*b^2*c*q*x-11807*c^2*g*p^4* q*r-518634*a*b^2*g*p*x-261918*a*b^2*g*q*x-860268*a*b^2*p*q*x-3001344*a*b*c^2*g* x-13586*c^2*g*p^3*q^2*r-6940680*a*b*c^2*p*x-4146936*a*b*c^2*q*x-592944*a*b*c*g^ 2*x+1637232*a*b*c*g*x^2-3785160*a*b*c*p^2*x+3312096*a*b*c*p*x^2-1315224*a*b*c*q ^2*x+1397880*b^2*c*g*p*x^2-383538*b^2*c*g*q^2*x+1397880*b^2*c*g*q*x^2-1494546*b ^2*c*p^2*q*x-1406*c^2*g^4*p*q*r-935598*b^2*c*p*q^2*x+2550192*b^2*c*p*q*x^2-\ 171318*b^2*g^2*p*q*x-410262*b^2*g*p^2*q*x-248160*b^2*g*p*q^2*x+649344*b^2*g*p*q *x^2-3735000*b*c^3*g*p*x-2379144*b*c^3*g*q*x-7043*c^2*g^3*p^2*q*r-4550112*b*c^3 *p*q*x-1517448*b*c^2*g^2*p*x-940176*b*c^2*g^2*q*x-2939868*b*c^2*g*p^2*x-2855*c^ 2*g^3*p*q^2*r+3897960*b*c^2*g*p*x^2-1153956*b*c^2*g*q^2*x+3897960*b*c^2*g*q*x^2 -3666276*b*c^2*p^2*q*x-2413548*b*c^2*p*q^2*x+6209040*b*c^2*p*q*x^2-232284*b*c*g ^3*p*x-135708*b*c*g^3*q*x-807228*b*c*g^2*p^2*x+978708*b*c*g^2*p*x^2-295548*b*c* g^2*q^2*x+978708*b*c*g^2*q*x^2-997908*b*c*g*p^3*x+1790508*b*c*g*p^2*x^2-219492* b*c*g*q^3*x+1790508*b*c*g*q^2*x^2-1262904*b*c*p^3*q*x-1353528*b*c*p^2*q^2*x-\ 13862*c^2*g^2*p^3*q*r+2832120*b*c*p^2*q*x^2-541800*b*c*p*q^3*x+2832120*b*c*p*q^ 2*x^2-83628*b*g^3*p*q*x-10456*c^2*g^2*p^2*q^2*r-303462*b*g^2*p^2*q*x-190980*b*g ^2*p*q^2*x+454080*b*g^2*p*q*x^2-1567872*a*c^2*g^2*p*x-990600*a*c^2*g^2*q*x-\ 3119244*a*c^2*g*p^2*x+3897960*a*c^2*g*p*x^2-1333332*a*c^2*g*q^2*x+3897960*a*c^2 *g*q*x^2-4044564*a*c^2*p^2*q*x-2791836*a*c^2*p*q^2*x+6209040*a*c^2*p*q*x^2-\ 238812*a*c*g^3*p*x-142236*a*c*g^3*q*x-28916*c^3*g*p^3*q*r-855372*a*c*g^2*p^2*x+ 978708*a*c*g^2*p*x^2-343692*a*c*g^2*q^2*x+978708*a*c*g^2*q*x^2-22210*c^3*g*p^2* q^2*r-1074060*a*c*g*p^3*x+1790508*a*c*g*p^2*x^2-295644*a*c*g*q^3*x+1790508*a*c* g*q^2*x^2-1402776*a*c*p^3*q*x-1563336*a*c*p^2*q^2*x+2832120*a*c*p^2*q*x^2-5476* c^3*g*p*q^3*r-681672*a*c*p*q^3*x+2832120*a*c*p*q^2*x^2-91188*a*g^3*p*q*x-335268 *a*g^2*p^2*q*x-222786*a*g^2*p*q^2*x+454080*a*g^2*p*q*x^2-426252*a*g*p^3*q*x-\ 471060*a*g*p^2*q^2*x+820044*a*g*p^2*q*x^2-201828*a*g*p*q^3*x+820044*a*g*p*q^2*x ^2-452304*b^3*c*g*p*x-256308*b^3*c*g*q*x-656424*b^3*c*p*q*x-149970*b^3*g*p*q*x-\ 2132364*b^2*c^2*g*p*x-1303836*b^2*c^2*g*q*x-2779872*b^2*c^2*p*q*x-493476*b^2*c* g^2*p*x-284640*b^2*c*g^2*q*x-1119270*b^2*c*g*p^2*x+1948032*a*b^2*c*q*x^2-120612 *a*b^2*g^2*p*x-61248*a*b^2*g^2*q*x-386502*a*b^2*g*p^2*x+394884*a*b^2*g*p*x^2-\ 119292*a*b^2*g*q^2*x+394884*a*b^2*g*q*x^2-609120*a*b^2*p^2*q*x-380862*a*b^2*p*q ^2*x+906120*a*b^2*p*q*x^2-2604864*a*b*c^3*g*x-5446896*a*b*c^3*p*x-3507216*a*b*c ^3*q*x-864624*a*b*c^2*g^2*x+3001344*a*b*c^2*g*x^2-4343568*a*b*c^2*p^2*x+5543808 *a*b*c^2*p*x^2-1784208*a*b*c^2*q^2*x+5543808*a*b*c^2*q*x^2-90000*a*b*c*g^3*x+ 592944*a*b*c*g^2*x^2-1487988*a*b*c*p^3*x+2550192*a*b*c*p^2*x^2-370092*a*b*c*q^3 *x-7436*c^3*g^3*p*q*r+2550192*a*b*c*q^2*x^2-57456*a*b*g^3*p*x-29520*a*b*g^3*q*x -284094*a*b*g^2*p^2*x+281616*a*b*g^2*p*x^2-94578*a*b*g^2*q^2*x+281616*a*b*g^2*q *x^2-414846*a*b*g*p^3*x-23924*c^3*g^2*p^2*q*r+649344*a*b*g*p^2*x^2-90642*a*b*g* q^3*x+649344*a*b*g*q^2*x^2-582816*a*b*p^3*q*x-10276*c^3*g^2*p*q^2*r-631872*a*b* p^2*q^2*x+1169856*a*b*p^2*q*x^2-259680*a*b*p*q^3*x+1169856*a*b*p*q^2*x^2-\ 3874296*a*c^3*g*p*x-2518440*a*c^3*g*q*x-4955424*a*c^3*p*q*x+1948032*a^2*b*c*p*x ^2-704436*a^2*b*c*q^2*x+1948032*a^2*b*c*q*x^2-123648*a^2*b*g^2*p*x-24592*c^5*g* p*q*r-64284*a^2*b*g^2*q*x-414444*a^2*b*g*p^2*x+394884*a^2*b*g*p*x^2-147234*a^2* b*g*q^2*x+394884*a^2*b*g*q*x^2-685530*a^2*b*p^2*q*x-457272*a^2*b*p*q^2*x+906120 *a^2*b*p*q*x^2-2298708*a^2*c^2*g*p*x-1470180*a^2*c^2*g*q*x-3347904*a^2*c^2*p*q* x-525720*a^2*c*g^2*p*x-316884*a^2*c*g^2*q*x-19352*c^4*g^2*p*q*r-1272006*a^2*c*g *p^2*x+1397880*a^2*c*g*p*x^2-536274*a^2*c*g*q^2*x+1397880*a^2*c*g*q*x^2-1851522 *a^2*c*p^2*q*x-1292574*a^2*c*p*q^2*x+2550192*a^2*c*p*q*x^2-207354*a^2*g^2*p*q*x -37644*c^4*g*p^2*q*r-510072*a^2*g*p^2*q*x-347970*a^2*g*p*q^2*x+649344*a^2*g*p*q *x^2-186144*a*b^3*c*g*x-16604*c^4*g*p*q^2*r-630216*a*b^3*c*p*x-360744*a*b^3*c*q *x-109440*a*b^3*g*p*x-54720*a*b^3*g*q*x-216696*a*b^3*p*q*x-1228512*a*b^2*c^2*g* x-3038784*a*b^2*c^2*p*x-1876776*a*b^2*c^2*q*x-196368*a*b^2*c*g^2*x+830808*a*b^2 *c*g*x^2-1619868*a*b^2*c*p^2*x+1948032*a*b^2*c*p*x^2-586092*a*b^2*c*q^2*x-1690* b*g*p^4*q^2*r-1205376*c^4*g*p*q*x-744768*c^3*g^2*p*q*x-1271376*c^3*g*p^2*q*x-\ 894960*c^3*g*p*q^2*x-209952*c^2*g^3*p*q*x-591588*c^2*g^2*p^2*q*x-413244*c^2*g^2 *p*q^2*x-1180*b*g*p^3*q^3*r-646656*c^2*g*p^3*q*x-727632*c^2*g*p^2*q^2*x-323520* c^2*g*p*q^3*x-25824*c*g^4*p*q*x-112374*c*g^3*p^2*q*x-77274*c*g^3*p*q^2*x-201072 *c*g^2*p^3*q*x-225072*c*g^2*p^2*q^2*x-99024*c*g^2*p*q^3*x-335*b*g*p^2*q^4*r-\ 159942*c*g*p^4*q*x-251028*c*g*p^3*q^2*x-182172*c*g*p^2*q^3*x-56658*c*g*p*q^4*x-\ 166368*a^3*b*c*g*x-684504*a^3*b*c*p*x-415032*a^3*b*c*q*x-115776*a^3*b*g*p*x-\ 61056*a^3*b*g*q*x-272904*a^3*b*p*q*x-16*b*g*p*q^5*r-504252*a^3*c*g*p*x-308256*a ^3*c*g*q*x-893112*a^3*c*p*q*x-205854*a^3*g*p*q*x-264384*a^2*b^2*c*g*x-986040*a^ 2*b^2*c*p*x-581832*a^2*b^2*c*q*x-168912*a^2*b^2*g*p*x-86832*a^2*b^2*g*q*x-\ 367200*a^2*b^2*p*q*x-1203360*a^2*b*c^2*g*x-3173016*a^2*b*c^2*p*x-2011008*a^2*b* c^2*q*x-186096*a^2*b*c*g^2*x+830808*a^2*b*c*g*x^2-1738212*a^2*b*c*p^2*x-51246*b ^2*g^2*p*q^2*x-110928*b^2*g*p^3*q*x-64*b*g^2*p*q^4*r-117432*b^2*g*p^2*q^2*x-\ 45648*b^2*g*p*q^3*x-1417584*b*c^4*g*p*x-955056*b*c^4*g*q*x-1702176*b*c^4*p*q*x-\ 803448*b*c^3*g^2*p*x-532680*b*c^3*g^2*q*x-1458576*b*c^3*g*p^2*x-650064*b*c^3*g* q^2*x-1786416*b*c^3*p^2*q*x-1233264*b*c^3*p*q^2*x-198588*b*c^2*g^3*p*x-127356*b *c^2*g^3*q*x-625656*b*c^2*g^2*p^2*x-268248*b*c^2*g^2*q^2*x-730860*b*c^2*g*p^3*x -204828*b*c^2*g*q^3*x-907008*b*c^2*p^3*q*x-1003608*b*c^2*p^2*q^2*x-431136*b*c^2 *p*q^3*x-19404*b*c*g^4*p*x-11544*b*c*g^4*q*x-105312*b*c*g^3*p^2*x-41568*b*c*g^3 *q^2*x-210636*b*c*g^2*p^3*x-54696*b*c*g^2*q^3*x-179130*b*c*g*p^4*x-28218*b*c*g* q^4*x-224454*b*c*p^4*q*x-347196*b*c*p^3*q^2*x-245484*b*c*p^2*q^3*x-71886*b*c*p* q^4*x-7158*b*g^4*p*q*x-40098*b*g^3*p^2*q*x-25962*b*g^3*p*q^2*x-81432*b*g^2*p^3* q*x-88452*b*g^2*p^2*q^2*x-36504*b*g^2*p*q^3*x-1100*b*g*p^5*q*r-70056*b*g*p^4*q* x-107904*b*g*p^3*q^2*x-75696*b*g*p^2*q^3*x-21744*b*g*p*q^4*x-90216*a*g^2*p^3*q* x-101628*a*g^2*p^2*q^2*x-45288*a*g^2*p*q^3*x-77736*a*g*p^4*q*x-123264*a*g*p^3*q ^2*x-91056*a*g*p^2*q^3*x-29424*a*g*p*q^4*x-51264*b^4*c*g*p*x-28752*b^4*c*g*q*x-\ 84720*b^4*c*p*q*x-16296*b^4*g*p*q*x-385728*b^3*c^2*g*p*x-239880*b^3*c^2*g*q*x-\ 540240*b^3*c^2*p*q*x-76440*b^3*c*g^2*p*x-43956*b^3*c*g^2*q*x-199080*b^3*c*g*p^2 *x-68064*b^3*c*g*q^2*x-284100*b^3*c*p^2*q*x-177492*b^3*c*p*q^2*x-25866*b^3*g^2* p*q*x-71754*b^3*g*p^2*q*x-42564*b^3*g*p*q^2*x-1131000*b^2*c^3*g*p*x-740424*b^2* c^3*g*q*x-1606*b*g^2*p^4*q*r-1443072*b^2*c^3*p*q*x-421524*b^2*c^2*g^2*p*x-\ 266820*b^2*c^2*g^2*q*x-871608*b^2*c^2*g*p^2*x-1734*b*g^2*p^3*q^2*r-355080*b^2*c ^2*g*q^2*x-1134720*b^2*c^2*p^2*q*x-754992*b^2*c^2*p*q^2*x-55272*b^2*c*g^3*p*x-\ 32400*b^2*c*g^3*q*x-220782*b^2*c*g^2*p^2*x-82074*b^2*c*g^2*q^2*x-706*b*g^2*p^2* q^3*r-291750*b^2*c*g*p^3*x-65850*b^2*c*g*q^3*x-384552*b^2*c*p^3*q*x-412992*b^2* c*p^2*q^2*x-166104*b^2*c*p*q^3*x-19632*b^2*g^3*p*q*x-82080*b^2*g^2*p^2*q*x-\ 81930*a*b*g^2*p^3*x-20262*a*b*g^2*q^3*x-78672*a*b*g*p^4*x-13392*a*b*g*q^4*x-\ 107322*a*b*p^4*q*x-167868*a*b*p^3*q^2*x-293*b*g^4*p^2*q*r-121092*a*b*p^2*q^3*x-\ 37158*a*b*p*q^4*x-1479120*a*c^4*g*p*x-1016592*a*c^4*g*q*x-64*b*g^4*p*q^2*r-\ 1852128*a*c^4*p*q*x-836280*a*c^3*g^2*p*x-565512*a*c^3*g^2*q*x-1550448*a*c^3*g*p ^2*x-741936*a*c^3*g*q^2*x-1964688*a*c^3*p^2*q*x-1411536*a*c^3*p*q^2*x-206148*a* c^2*g^3*p*x-134916*a*c^2*g^3*q*x-664536*a*c^2*g^2*p^2*x-307128*a*c^2*g^2*q^2*x-\ 786276*a*c^2*g*p^3*x-260244*a*c^2*g*q^3*x-1003296*a*c^2*p^3*q*x-1148040*a*c^2*p ^2*q^2*x-527424*a*c^2*p*q^3*x-20088*a*c*g^4*p*x-12228*a*c*g^4*q*x-1068*b*g^3*p^ 3*q*r-111864*a*c*g^3*p^2*x-48120*a*c*g^3*q^2*x-226632*a*c*g^2*p^3*x-70692*a*c*g ^2*q^3*x-678*b*g^3*p^2*q^2*r-194190*a*c*g*p^4*x-43278*a*c*g*q^4*x-248994*a*c*p^ 4*q*x-396276*a*c*p^3*q^2*x-294564*a*c*p^2*q^3*x-96426*a*c*p*q^4*x-7866*a*g^4*p* q*x-96*b*g^3*p*q^3*r-44310*a*g^3*p^2*q*x-30174*a*g^3*p*q^2*x-341520*a*b^3*c^2*q *x-19920*a*b^3*c*g^2*x-284496*a*b^3*c*p^2*x-103248*a*b^3*c*q^2*x-12216*a*b^3*g^ 2*p*x-70*b*c*p*q^5*r-5880*a*b^3*g^2*q*x-58968*a*b^3*g*p^2*x-16824*a*b^3*g*q^2*x -105372*a*b^3*p^2*q*x-64908*a*b^3*p*q^2*x-736416*a*b^2*c^3*g*x-1627920*a*b^2*c^ 3*p*x-1077264*a*b^2*c^3*q*x-206904*a*b^2*c^2*g^2*x-1270752*a*b^2*c^2*p^2*x-\ 541104*a*b^2*c^2*q^2*x-13908*a*b^2*c*g^3*x-429324*a*b^2*c*p^3*x-109500*a*b^2*c* q^3*x-8922*a*b^2*g^3*p*x-4386*a*b^2*g^3*q*x-66840*a*b^2*g^2*p^2*x-21282*a*b^2*g ^2*q^2*x-111198*a*b^2*g*p^3*x-23628*a*b^2*g*q^3*x-166404*a*b^2*p^3*q*x-180108*a *b^2*p^2*q^2*x-73740*a*b^2*p*q^3*x-1083072*a*b*c^4*g*x-2087136*a*b*c^4*p*x-\ 1421856*a*b*c^4*q*x-522624*a*b*c^3*g^2*x-2170848*a*b*c^3*p^2*x-1005984*a*b*c^3* q^2*x-96624*a*b*c^2*g^3*x-1096368*a*b*c^2*p^3*x-336912*a*b*c^2*q^3*x-4752*a*b*c *g^4*x-270360*a*b*c*p^4*x-51912*a*b*c*q^4*x-3168*a*b*g^4*p*x-1584*a*b*g^4*q*x-\ 16*b*g^5*p*q*r-32568*a*b*g^3*p^2*x-11208*a*b*g^3*q^2*x-4686*a^2*b*g^3*q*x-72102 *a^2*b*g^2*p^2*x-26544*a^2*b*g^2*q^2*x-121452*a^2*b*g*p^3*x-33882*a^2*b*g*q^3*x -187476*a^2*b*p^3*q*x-211716*a^2*b*p^2*q^2*x-3331*b*c*g*p^5*r-94812*a^2*b*p*q^3 *x-1237752*a^2*c^3*g*p*x-847176*a^2*c^3*g*q*x-4*b*c*g*q^5*r-1733760*a^2*c^3*p*q *x-458316*a^2*c^2*g^2*p*x-303612*a^2*c^2*g^2*q*x-994920*a^2*c^2*g*p^2*x-478392* a^2*c^2*g*q^2*x-3422*b*c*p^5*q*r-1394928*a^2*c^2*p^2*q*x-1015200*a^2*c^2*p*q^2* x-59688*a^2*c*g^3*p*x-36816*a^2*c*g^3*q*x-5308*b*c*p^4*q^2*r-252030*a^2*c*g^2*p ^2*x-113322*a^2*c*g^2*q^2*x-342054*a^2*c*g*p^3*x-116154*a^2*c*g*q^3*x-478440*a^ 2*c*p^3*q*x-553824*a^2*c*p^2*q^2*x-259992*a^2*c*p*q^3*x-3772*b*c*p^3*q^3*r-\ 24144*a^2*g^3*p*q*x-102042*a^2*g^2*p^2*q*x-71208*a^2*g^2*p*q^2*x-138480*a^2*g*p ^3*q*x-158760*a^2*g*p^2*q^2*x-73200*a^2*g*p*q^3*x-13968*a*b^4*c*g*x-70704*a*b^4 *c*p*x-40224*a*b^4*c*q*x-1118*b*c*p^2*q^4*r-8136*a*b^4*g*p*x-3816*a*b^4*g*q*x-\ 23448*a*b^4*p*q*x-192000*a*b^3*c^2*g*x-542928*a*b^3*c^2*p*x-731376*a^3*c^2*p*q* x-86892*a^3*c*g^2*p*x-54408*a^3*c*g^2*q*x-247584*a^3*c*g*p^2*x-116568*a^3*c*g*q ^2*x-399948*a^3*c*p^2*q*x-111*b*c*g^5*p*r-293340*a^3*c*p*q^2*x-19*b*c*g^5*q*r-\ 36390*a^3*g^2*p*q*x-102516*a^3*g*p^2*q*x-73326*a^3*g*p*q^2*x-26592*a^2*b^3*c*g* x-1133*b*c*g^4*p^2*r-149376*a^2*b^3*c*p*x-88416*a^2*b^3*c*q*x-79*b*c*g^4*q^2*r-\ 16944*a^2*b^3*g*p*x-8304*a^2*b^3*g*q*x-54672*a^2*b^3*p*q*x-285120*a^2*b^2*c^2*g *x-859536*a^2*b^2*c^2*p*x-557424*a^2*b^2*c^2*q*x-28512*a^2*b^2*c*g^2*x-3582*b*c *g^3*p^3*r-463392*a^2*b^2*c*p^2*x-191520*a^2*b^2*c*q^2*x-19008*a^2*b^2*g^2*p*x-\ 93*b*c*g^3*q^3*r-9504*a^2*b^2*g^2*q*x-96408*a^2*b^2*g*p^2*x-33192*a^2*b^2*g*q^2 *x-181116*a^2*b^2*p^2*q*x-120420*a^2*b^2*p*q^2*x-740448*a^2*b*c^3*g*x-1712880*a ^2*b*c^3*p*x-1162224*a^2*b*c^3*q*x-204648*a^2*b*c^2*g^2*x-5053*b*c*g^2*p^4*r-\ 1366320*a^2*b*c^2*p^2*x-636672*a^2*b*c^2*q^2*x-13308*a^2*b*c*g^3*x-37*b*c*g^2*q ^4*r-467940*a^2*b*c*p^3*x-148116*a^2*b*c*q^3*x-9222*a^2*b*g^3*p*x-5182*b*c*g*p^ 2*q^3*r-625*b*c*g*p*q^4*r-10606*b*c*g*p^4*q*r-11836*b*c*g*p^3*q^2*r-5312*b*c*g^ 3*p^2*q*r-1823*b*c*g^3*p*q^2*r-11693*b*c*g^2*p^3*q*r-8264*b*c*g^2*p^2*q^2*r-\ 1661*b*c*g^2*p*q^3*r-816*b*c*g^4*p*q*r-30217*b*c^2*g^2*p^2*q*r-12013*b*c^2*g^2* p*q^2*r-39040*b*c^2*g*p^3*q*r-28920*b*c^2*g*p^2*q^2*r-6564*b*c^2*g*p*q^3*r-8276 *b*c^2*g^3*p*q*r-56752*b*c^4*g*p*q*r-32808*b*c^3*g^2*p*q*r-68340*b*c^3*g*p^2*q* r-28956*b*c^3*g*p*q^2*r-1982*b^2*c*g*p*q^3*r-10942*b^2*c*g^2*p^2*q*r-3575*b^2*c *g^2*p*q^2*r-15920*b^2*c*g*p^3*q*r-10873*b^2*c*g*p^2*q^2*r-16046*b^2*c^2*g*p*q^ 2*r-2288*b^2*c*g^3*p*q*r-46528*b^2*c^3*g*p*q*r-17612*b^2*c^2*g^2*p*q*r-41724*b^ 2*c^2*g*p^2*q*r-3056*b^3*c*g^2*p*q*r-9588*b^3*c*g*p^2*q*r-2894*b^3*c*g*p*q^2*r-\ 1920*b^4*c*g*p*q*r-15928*b^3*c^2*g*p*q*r-11953*a*c*g*p^4*q*r-13874*a*c*g*p^3*q^ 2*r-6564*a*c*g*p^2*q^3*r-988*a*c*g*p*q^4*r-13081*a*c*g^2*p^3*q*r-9716*a*c*g^2*p ^2*q^2*r-2209*a*c*g^2*p*q^3*r-872*a*c*g^4*p*q*r-5855*a*c*g^3*p^2*q*r-2150*a*c*g ^3*p*q^2*r-43500*a*c^2*g*p^3*q*r-33660*a*c^2*g*p^2*q^2*r-8424*a*c^2*g*p*q^3*r-\ 8624*a*c^2*g^3*p*q*r-32887*a*c^2*g^2*p^2*q*r-13759*a*c^2*g^2*p*q^2*r-74160*a*c^ 3*g*p^2*q*r-32856*a*c^3*g*p*q^2*r-119260*a*b*c^2*g*p*q*r-18706*a*b*c*g^2*p*q*r-\ 13734*a^2*b*c*g*p*q*r-36566*a*b^2*c*g*p*q*r-58912*a*c^4*g*p*q*r-34024*a*c^3*g^2 *p*q*r-2376*a*b*g*p^2*q^3*r-264*a*b*g*p*q^4*r-528*a*b*g^2*p*q^3*r-5016*a*b*g*p^ 4*q*r-5544*a*b*g*p^3*q^2*r-1848*a*b*g^3*p^2*q*r-440*a*b*g^3*p*q^2*r-5016*a*b*g^ 2*p^3*q*r-3300*a*b*g^2*p^2*q^2*r-132*a*b*g^4*p*q*r-16474*a*b*c*p^4*q*r-18800*a* b*c*p^3*q^2*r-8616*a*b*c*p^2*q^3*r-1198*a*b*c*p*q^4*r-810*a*b*c*g^4*p*r-150*a*b *c*g^4*q*r-6790*a*b*c*g^3*p^2*r-528*a*b*c*g^3*q^2*r-16287*a*b*c*g^2*p^3*r-521*a *b*c*g^2*q^3*r-15425*a*b*c*g*p^4*r-169*a*b*c*g*q^4*r-45780*a*b*c^2*p^2*q^2*r-\ 11092*a*b*c^2*p*q^3*r-10256*a*b*c^2*g^3*p*r-3364*a*b*c^2*g^3*q*r-42090*a*b*c^2* g^2*p^2*r-5694*a*b*c^2*g^2*q^2*r-57418*a*b*c^2*g*p^3*r-3118*a*b*c^2*g*q^3*r-\ 60164*a*b*c^2*p^3*q*r-45936*a*b*c^3*g^2*p*r-18256*a*b*c^3*g^2*q*r-102048*a*b*c^ 3*g*p^2*r-17232*a*b*c^3*g*q^2*r-103992*a*b*c^3*p^2*q*r-45544*a*b*c^3*p*q^2*r-\ 86592*a*b*c^4*g*p*r-37456*a*b*c^4*g*q*r-84864*a*b*c^4*p*q*r-782*a*b^2*g^2*p*q^2 *r-6654*a*b^2*g*p^3*q*r-4197*a*b^2*g*p^2*q^2*r-580*a*b^2*g*p*q^3*r-328*a*b^2*g^ 3*p*q*r-3643*a*b^2*g^2*p^2*q*r-1068*a*b^2*c*g^2*q^2*r-22320*a*b^2*c*g*p^3*r-626 *a*b^2*c*g*q^3*r-24192*a*b^2*c*p^3*q*r-17082*a*b^2*c*p^2*q^2*r-3444*a*b^2*c*p*q ^3*r-62552*a*b^2*c^2*p^2*q*r-25096*a*b^2*c^2*p*q^2*r-2390*a*b^2*c*g^3*p*r-450*a *b^2*c*g^3*q*r-14246*a*b^2*c*g^2*p^2*r-67144*a*b^2*c^3*g*p*r-26744*a*b^2*c^3*g* q*r-68528*a*b^2*c^3*p*q*r-22664*a*b^2*c^2*g^2*p*r-7488*a*b^2*c^2*g^2*q*r-59164* a*b^2*c^2*g*p^2*r-7772*a*b^2*c^2*g*q^2*r-3040*a*b^3*g*p^2*q*r-552*a*b^3*g*p*q^2 *r-12844*a*b^3*c*g*p^2*r-860*a*b^3*c*g*q^2*r-14252*a*b^3*c*p^2*q*r-4628*a*b^3*c *p*q^2*r-376*a*b^3*g^2*p*q*r-192*a*b^4*g*p*q*r-21560*a*b^3*c^2*g*p*r-7016*a*b^3 *c^2*g*q*r-23264*a*b^3*c^2*p*q*r-3420*a*b^3*c*g^2*p*r-628*a*b^3*c*g^2*q*r-2360* a*b^4*c*g*p*r-392*a*b^4*c*g*q*r-2848*a*b^4*c*p*q*r-20282*a^2*c*g*p^3*q*r-15439* a^2*c*g*p^2*q^2*r-3708*a^2*c*g*p*q^3*r-2652*a^2*c*g^3*p*q*r-13537*a^2*c*g^2*p^2 *q*r-5138*a^2*c*g^2*p*q^2*r-19356*a^2*c^2*g^2*p*q*r-50210*a^2*c^2*g*p^2*q*r-\ 21588*a^2*c^2*g*p*q^2*r-50656*a^2*c^3*g*p*q*r-932*a^2*b*g*p*q^3*r-4295*a^2*b*g^ 2*p^2*q*r-1108*a^2*b*g^2*p*q^2*r-7710*a^2*b*g*p^3*q*r-5253*a^2*b*g*p^2*q^2*r-\ 4768*a^2*b*c*p*q^3*r-428*a^2*b*g^3*p*q*r-450*a^2*b*c*g^3*q*r-14918*a^2*b*c*g^2* p^2*r-1264*a^2*b*c*g^2*q^2*r-24206*a^2*b*c*g*p^3*r-900*a^2*b*c*g*q^3*r-27556*a^ 2*b*c*p^3*q*r-20598*a^2*b*c*p^2*q^2*r-61012*a^2*b*c^2*g*p^2*r-8796*a^2*b*c^2*g* q^2*r-69208*a^2*b*c^2*p^2*q*r-29408*a^2*b*c^2*p*q^2*r-2290*a^2*b*c*g^3*p*r-\ 64312*a^2*b*c^3*g*p*r-26088*a^2*b*c^3*g*q*r-72016*a^2*b*c^3*p*q*r-21564*a^2*b*c ^2*g^2*p*r-7268*a^2*b*c^2*g^2*q*r-792*a^2*b^2*g^2*p*q*r-5544*a^2*b^2*g*p^2*q*r-\ 1320*a^2*b^2*g*p*q^2*r-4984*a^2*b^2*c*g^2*p*r-1024*a^2*b^2*c*g^2*q*r-20432*a^2* b^2*c*g*p^2*r-1736*a^2*b^2*c*g*q^2*r-24576*a^2*b^2*c*p^2*q*r-8904*a^2*b^2*c*p*q ^2*r-6640*a^2*b^3*c*p*q*r-608*a^2*b^3*g*p*q*r-31232*a^2*b^2*c^2*g*p*r-10736*a^2 *b^2*c^2*g*q*r-37840*a^2*b^2*c^2*p*q*r-4688*a^2*b^3*c*g*p*r-976*a^2*b^3*c*g*q*r -13634*a^3*c*g*p^2*q*r-5328*a^3*c*g*p*q^2*r-18800*a^3*c^2*g*p*q*r-3924*a^3*c*g^ 2*p*q*r-680*a^3*b*g^2*p*q*r-4352*a^3*b*g*p^2*q*r-1208*a^3*b*g*p*q^2*r-3116*a^3* b*c*g^2*p*r-628*a^3*b*c*g^2*q*r-14220*a^3*b*c*g*p^2*r-1276*a^3*b*c*g*q^2*r-\ 18364*a^3*b*c*p^2*q*r-7092*a^3*b*c*p*q^2*r-7312*a^3*b^2*c*p*q*r-832*a^3*b^2*g*p *q*r-19448*a^3*b*c^2*g*p*r-6664*a^3*b*c^2*g*q*r-26368*a^3*b*c^2*p*q*r-528*a^4*b *g*p*q*r-2816*a^4*c*g*p*q*r-4464*a^3*b^2*c*g*p*r-976*a^3*b^2*c*g*q*r-2024*a^4*b *c*g*p*r-392*a^4*b*c*g*q*r-3856*a^4*b*c*p*q*r-26354*a*b*c*g*p^2*q^2*r-5718*a*b* c*g*p*q^3*r-5004*a*b*c*g^3*p*q*r-24581*a*b*c*g^2*p^2*q*r-8815*a*b*c*g^2*p*q^2*r -36230*a*b*c*g*p^3*q*r-98400*a*b*c^3*g*p*q*r-37464*a*b*c^2*g^2*p*q*r-92366*a*b* c^2*g*p^2*q*r-38066*a*b*c^2*g*p*q^2*r-11434*a*b^2*c*g*p*q^2*r-52272*a*b^2*c^2*g *p*q*r-10364*a*b^2*c*g^2*p*q*r-33128*a*b^2*c*g*p^2*q*r-9112*a*b^3*c*g*p*q*r-\ 11232*a^2*b*c*g^2*p*q*r-37174*a^2*b*c*g*p^2*q*r-13868*a^2*b*c*g*p*q^2*r-15280*a ^2*b^2*c*g*p*q*r-55144*a^2*b*c^2*g*p*q*r-10904*a^3*b*c*g*p*q*r+600*a*b^4*c*g*p* r^2-151*b^3*q^3*r^2-42368*b^2*c^5*r-80616*b^2*c^4*r^2-34956*b^2*c^3*r^3+10734*b ^2*c^2*r^4+10989*b^2*c*r^5-1408*b^2*g^3*r^3-647*b^2*g^2*r^4+2698*b^2*g*r^5-1869 *b^2*p^5*r+9*b^2*q^4*r^2-27872*b*c^6*r-67472*b*c^5*r^2-43616*b*c^4*r^3+7584*b*c ^3*r^4+20172*b*c^2*r^5+7983*b*c*r^6-575*b*g^4*r^3-708*b*g^3*r^4+1252*b*g^2*r^5+ 2399*b*g*r^6-675*b*p^6*r+31*b*q^5*r^2-15904*c^6*g*r-29168*c^6*p*r-11088*c^6*q*r -13824*c^5*g^2*r-43916*c^5*g*r^2-51640*c^5*p^2*r-4984*c^5*q^2*r-224*a*b^5*r^2-\ 1244*a*b^4*r^3-394*a*b^3*r^4+2646*a*b^2*r^5-19584*a*c^6*r-57088*a*c^5*r^2-58104 *a*c^4*r^3-16848*a*c^3*r^4+8234*a*c^2*r^5+5543*a*c*r^6+20*a*g^5*r^2-651*a*g^4*r ^3-1328*a*g^3*r^4+163*a*g^2*r^5+1648*a*g*r^6-680*a*p^6*r+15*a*q^6*r+160*a*b^5*p ^2-2256*b^5*c^2*r+512*a*b^5*p-1552*b^5*c*r^2-580*b^5*p^2*r-824*b^5*p*r^2-204*b^ 5*q*r^2-12448*b^4*c^3*r-12784*b^4*c^2*r^2-1960*b^4*c*r^3-780*b^4*g*r^3-1764*b^4 *p^3*r-3992*b^4*p^2*r^2-1428*b^4*p*r^3-292*b^4*q^2*r^2-31984*b^3*c^4*r-45792*b^ 3*c^3*r^2-12300*b^3*c^2*r^3+4386*b^3*c*r^4-1579*b^3*g^2*r^3+340*b^3*g*r^4-2543* b^3*p^4*r+320*a^3*b^3*r^2-4288*a^3*b^2*r^3-4798*a^3*b*r^4-4080*a^3*c^4*r-18432* a^3*c^3*r^2-29376*a^3*c^2*r^3-11402*a^3*c*r^4+514*a^3*g^3*r^2-2677*a^3*g^2*r^3-\ 4107*a^3*g*r^4-2282*a^3*p^4*r+335*a^3*q^4*r-240*a^2*b^4*r^2-3504*a^2*b^3*r^3-\ 3958*a^2*b^2*r^4+113*a^2*b*r^5-17792*a^2*c^5*r-53680*a^2*c^4*r^2-61820*a^2*c^3* r^3-24362*a^2*c^2*r^4-423*a^2*c*r^5+162*a^2*g^4*r^2-1886*a^2*g^3*r^3-3560*a^2*g ^2*r^4-671*a^2*g*r^5-1847*a^2*p^5*r+116*a^2*q^5*r+192*a^6*c*r+192*a^6*p*r+96*a^ 6*q*r+672*a^5*b*r^2+1488*a^5*c^2*r+1408*a^5*c*r^2+600*a^5*g*r^2+136*a^5*p^2*r+ 316*a^5*q^2*r+880*a^4*b^2*r^2-2420*a^4*b*r^3+2592*a^4*c^3*r+568*a^4*c^2*r^2-\ 6284*a^4*c*r^3+796*a^4*g^2*r^2-1868*a^4*g*r^3-1076*a^4*p^3*r+460*a^4*q^3*r-85*g ^4*p^4*r-120*g^3*p^5*r-95*g^2*p^6*r-42*p^7*q*r-105*p^6*q^2*r-147*p^6*q*r^2-140* p^5*q^3*r-105*p^4*q^4*r-42*p^3*q^5*r-7*p^2*q^6*r-190*c^4*q^4*r-109*c^3*g^5*r-\ 954*c^3*g^4*r^2-344*c^3*g^3*r^3+7162*c^3*g^2*r^4+12417*c^3*g*r^5-3594*c^3*p^5*r -14*c^3*q^5*r-7*c^2*g^6*r+450*b*p^6*q-154*c^2*g^5*r^2-280*c^2*g^4*r^3+1794*c^2* g^3*r^4+5733*c^2*g^2*r^5-882*c^2*p^6*r-10*c*g^6*r^2-60*c*g^5*r^3+171*c*g^4*r^4+ 1089*c*g^3*r^5-120*c*p^7*r-5*g^6*p^2*r-g^6*q*r^2-32*g^5*p^3*r-5216*b*c^7*r-6576 *b*c^6*r^2+7632*b*c^5*r^3+22756*b*c^4*r^4+20486*b*c^3*r^5+8960*b*c^2*r^6-30*b*g ^5*r^3+41*b*g^4*r^4+464*b*g^3*r^5-57*b*p^7*r-3344*c^7*g*r-5984*c^7*p*r-2720*c^7 *q*r-3680*c^6*g^2*r-5088*c^6*g*r^2-12080*c^6*p^2*r-2320*c^6*q^2*r-2120*c^5*g^3* r-5456*c^5*g^2*r^2+2464*c^5*g*r^3-13344*c^5*p^3*r-960*c^5*q^3*r-670*c^4*g^4*r-\ 3072*c^4*g^3*r^2+816*c^4*g^2*r^3+12432*c^4*g*r^4-8830*c^4*p^4*r-10*a*g^4*r^4+ 363*a*g^3*r^5-928*b^5*c^3*r-352*b^5*c^2*r^2+344*b^5*c*r^3+4*b^5*g*r^3-132*b^5*p ^3*r-120*b^5*p^2*r^2+156*b^5*p*r^3+8*b^5*q*r^3-3680*b^4*c^4*r-1856*b^4*c^3*r^2+ 2728*b^4*c^2*r^3+2300*b^4*c*r^4-54*b^4*g^2*r^3+412*b^4*g*r^4-286*b^4*p^4*r-392* b^4*p^3*r^2+540*b^4*p^2*r^3+376*a*b*g^4-7680*b^3*c^5*r-5488*b^3*c^4*r^2+8248*b^ 3*c^3*r^3+11260*b^3*c^2*r^4+4678*b^3*c*r^5-109*b^3*g^3*r^3+436*b^3*g^2*r^4+1201 *b^3*g*r^5-315*b^3*p^5*r-8800*b^2*c^6*r-8576*b^2*c^5*r^2+11688*b^2*c^4*r^3+ 23856*b^2*c^3*r^4+15382*b^2*c^2*r^5+4381*b^2*c*r^6-85*b^2*g^4*r^3+207*b^2*g^3*r ^4+1132*b^2*g^2*r^5+1307*b^2*g*r^6-187*b^2*p^6*r-544*a^3*b^3*r^3-144*a^3*b^2*r^ 4+796*a^3*b*r^5-5472*a^3*c^5*r-8800*a^3*c^4*r^2-6712*a^3*c^3*r^3+276*a^3*c^2*r^ 4+1872*a^3*c*r^5-359*a^3*g^3*r^3-317*a^3*g^2*r^4+471*a^3*g*r^5-216*a^2*b^4*r^3+ 408*a^2*b^3*r^4+1740*a^2*b^2*r^5+1518*a^2*b*r^6-7232*a^2*c^6*r-11776*a^2*c^5*r^ 2-4680*a^2*c^4*r^3+7840*a^2*c^3*r^4+9076*a^2*c^2*r^5+3291*a^2*c*r^6-165*a^2*g^4 *r^3-117*a^2*g^3*r^4+655*a^2*g^2*r^5+1005*a^2*g*r^6-16*a*b^5*r^3+468*a*b^4*r^4+ 1516*a*b^3*r^5+1747*a*b^2*r^6-4768*a*c^7*r-7696*a*c^6*r^2+944*a*c^5*r^3+14580*a *c^4*r^4+16170*a*c^3*r^5+7830*a*c^2*r^6-40*a*g^5*r^3-32*a^6*c*r^2-16*a^6*q*r^2-\ 336*a^5*b*r^3-320*a^5*c^3*r-560*a^5*c^2*r^2-816*a^5*c*r^3-276*a^5*g*r^3-616*a^4 *b^2*r^3-360*a^4*b*r^4-2080*a^4*c^4*r-3296*a^4*c^3*r^2-3520*a^4*c^2*r^3-748*a^4 *c*r^4-434*a^4*g^2*r^3-344*a^4*g*r^4+c^2*g^6*r^2+40*c^2*g^5*r^3+285*c^2*g^4*r^4 +765*c^2*g^3*r^5+2*c*g^6*r^3+28*c*g^5*r^4+110*c*g^4*r^5+4464*b*c^6*r^3+6936*b*c ^5*r^4+5940*b*c^4*r^5+2988*b*c^3*r^6+752*c^7*g*r^2+1184*c^7*p*r^2+800*c^6*g^2*r ^2+2752*c^6*g*r^3+4032*a*b^4*c^3+440*c^5*g^3*r^2+2576*c^5*g^2*r^3+4416*c^5*g*r^ 4+130*c^4*g^4*r^2+1232*c^4*g^3*r^3+3512*c^4*g^2*r^4+3892*c^4*g*r^5+19*c^3*g^5*r ^2+314*c^3*g^4*r^3+1392*c^3*g^3*r^4+2508*c^3*g^2*r^5+1536*a^2*c^6*r^2+4800*a^2* c^5*r^3+6768*a^2*c^4*r^4+5064*a^2*c^3*r^5+2040*a^2*c^2*r^6+33*a^2*g^4*r^4+132*a ^2*g^3*r^5+48*a*b^5*r^4+180*a*b^4*r^5+264*a*b^3*r^6+1056*a*c^7*r^2+3824*a*c^6*r ^3+6216*a*c^5*r^4+5580*a*c^4*r^5+2908*a*c^3*r^6+9*a*g^5*r^4+45*a*g^4*r^5+288*b^ 5*c^3*r^2+432*b^5*c^2*r^3+216*b^5*c*r^4+36*b^5*p^3*r^2+108*b^5*p^2*r^3+108*b^5* p*r^4+1056*b^4*c^4*r^2+2112*b^4*c^3*r^3+1584*b^4*c^2*r^4+528*b^4*c*r^5+66*b^4*p ^4*r^2+264*b^4*p^3*r^3+264*b^4*p*r^5+2048*b^3*c^5*r^2+5152*b^3*c^4*r^3+5192*b^3 *c^3*r^4+2604*b^3*c^2*r^5+646*b^3*c*r^6+2208*b^2*c^6*r^2+6720*b^2*c^5*r^3+8568* b^2*c^4*r^4+5784*b^2*c^3*r^5+2160*b^2*c^2*r^6+1248*b*c^7*r^2+48*a^5*b*r^4+64*a^ 5*c^3*r^2+96*a^5*c^2*r^3+120*a^5*c*r^4+36*a^5*g*r^4+120*a^4*b^2*r^4+180*a^4*b*r ^5+416*a^4*c^4*r^2+864*a^4*c^3*r^3+936*a^4*c^2*r^4+432*a^4*c*r^5+66*a^4*g^2*r^4 +132*a^4*g*r^5+160*a^3*b^3*r^4+360*a^3*b^2*r^5+264*a^3*b*r^6+1120*a^3*c^5*r^2+ 2928*a^3*c^4*r^3+3560*a^3*c^3*r^4+2148*a^3*c^2*r^5+606*a^3*c*r^6+63*a^3*g^3*r^4 +189*a^3*g^2*r^5+120*a^2*b^4*r^4+360*a^2*b^3*r^5+13536*a*b^4*c^2+504*p*a*q^5-\ 64002*g*p^4*r*x-23310*g*q^4*r*x+159804*c^2*g*r^3*x-77815*c*g^3*r^2*x+27577*c*g^ 2*r^3*x+173094*c*g*r^4*x+137297*b*c*g*r^3*x-305462*b*c*q^3*r*x-48496*g^3*r^2*x-\ 672*g^5*r*x-7159*g^4*r^2*x-1127*g^3*r^3*x+48496*g^3*r^2*x^2+25669*g^2*r^4*x+ 28470*g*r^5*x-17789*p^5*r*x-5031*q^5*r*x+205228*c^3*r^3*x+272528*c^2*r^4*x+ 85718*c*r^5*x+44175*a*r^5*x-3128*b^5*r*x-7620*b^4*r^2*x+16776*b^3*r^3*x+52470*b ^2*r^4*x+38243*b*r^5*x+672*g^5*r*x^2+1841*g^4*r^3*x+7159*g^4*r^2*x^2+9181*g^3*r ^4*x+1127*g^3*r^3*x^2+11090*g^2*r^5*x-25669*g^2*r^4*x^2+4438*g*r^6*x-28470*g*r^ 5*x^2-437*p^6*r*x+11410*p^5*r*x^2-499*q^6*r*x+11410*q^5*r*x^2-4584*a^5*r*x-\ 51064*a^4*r^2*x-29162*a^3*r^3*x+50452*a^2*r^4*x+74290*b*g*r^4*x-26153*b*q^4*r*x +249832*b*c*r^4*x-36056*b*g^3*r^2*x+3707*b*g^2*r^3*x-62305*b^2*g^2*r^2*x+19627* b^2*g*r^3*x-49684*b^2*q^3*r*x+319898*b*c^2*r^3*x-41468*b^3*g*r^2*x-42654*b^3*q^ 2*r*x+142094*b^2*c*r^3*x-48336*a*g^3*r^2*x-16095*a*g^2*r^3*x+72916*a*g*r^4*x-\ 103181*a*p^4*r*x-17076*b^4*q*r*x+123434*a*c^2*r^3*x+247888*a*c*r^4*x-220004*a^2 *p^3*r*x+4390*a*b^2*r^3*x+102922*a*b*r^4*x-53054*a^2*c*r^3*x-119987*a^2*g^2*r^2 *x-41543*a^2*g*r^3*x-129434*a^3*g*r^2*x-206244*a^3*p^2*r*x-176052*a^2*b^2*r^2*x -41548*a^2*b*r^3*x-6865*p^4*q^2*r*x-9360*p^3*q^3*r*x-7175*p^2*q^4*r*x-2932*p*q^ 5*r*x-75952*a^4*p*r*x-846*g^5*p*r*x-570*g^5*q*r*x-3487*g^4*p^2*r*x-2649*g^4*q^2 *r*x-5991*g^3*p^3*r*x-5297*g^3*q^3*r*x-5232*g^2*p^4*r*x-5316*g^2*q^4*r*x-2341*g *p^5*r*x+43656*g*p^4*r*x^2-2619*g*q^5*r*x+43656*g*q^4*r*x^2-2684*p^5*q*r*x-1482 *c*g^5*r*x-3338*c*g^4*r^2*x+34959*c*g^3*r^3*x+77815*c*g^3*r^2*x^2+90313*c*g^2*r ^4*x-27577*c*g^2*r^3*x^2+66360*c*g*r^5*x-173094*c*g*r^4*x^2-6380*c*p^5*r*x-7572 *c*q^5*r*x-15728*c^2*g^4*r*x+5158*c^2*g^3*r^2*x+198582*c^2*g^2*r^3*x+282774*c^2 *g*r^4*x-159804*c^2*g*r^3*x^2-39824*c^2*p^4*r*x-46172*c^2*q^4*r*x-72380*c^3*g^3 *r*x+72768*c^3*g^2*r^2*x+445492*c^3*g*r^3*x-132604*c^3*p^3*r*x-147044*c^3*q^3*r *x+8433*a*c*g*r^3*x+89040*a*b*c*r^3*x-21916*a*b*g*r^3*x-6136*g^4*p*q*r*x-17279* g^3*p^2*q*r*x-16585*g^3*p*q^2*r*x-21012*g^2*p^3*q*r*x-31644*g^2*p^2*q^2*r*x-\ 21180*g^2*p*q^3*r*x-11983*g*p^4*q*r*x-24522*g*p^3*q^2*r*x-25078*g*p^2*q^3*r*x-\ 12817*g*p*q^4*r*x-15174*c*g^4*p*r*x-12782*c*g^4*q*r*x-42671*c*g^3*p^2*r*x-37703 *c*g^3*q^2*r*x-51937*c*g^2*p^3*r*x-50751*c*g^2*q^3*r*x-29338*c*g*p^4*r*x-31920* c*g*q^4*r*x-33092*c*p^4*q*r*x-68568*c*p^3*q^2*r*x-70952*c*p^2*q^3*r*x-36668*c*p *q^4*r*x-97784*c^2*g^3*p*r*x-90192*c^2*g^3*q*r*x-188246*c^2*g^2*p^2*r*x-180974* c^2*g^2*q^2*r*x-145836*c^2*g*p^3*r*x-152860*c^2*g*q^3*r*x-165644*c^2*p^3*q*r*x-\ 257988*c^2*p^2*q^2*r*x-178340*c^2*p*q^3*r*x-295644*c^3*g^2*p*r*x-286516*c^3*g^2 *q*r*x-356388*c^3*g*p^2*r*x-362396*c^3*g*q^2*r*x-412252*c^3*p^2*q*r*x-426692*c^ 3*p*q^2*r*x-5749*b*g^4*p*r*x-3687*b*g^4*q*r*x-18595*b*g^3*p^2*r*x-13385*b*g^3*q ^2*r*x-23459*b*g^2*p^3*r*x-19679*b*g^2*q^3*r*x-13326*b*g*p^4*r*x-12852*b*g*q^4* r*x-14663*b*p^4*q*r*x-29642*b*p^3*q^2*r*x-29958*b*p^2*q^3*r*x-15137*b*p*q^4*r*x -427056*c^4*g*p*r*x-427184*c^4*g*q*r*x-505504*c^4*p*q*r*x-10134*b*c*g^4*r*x-\ 10141*b*c*g^3*r^2*x+159460*b*c*g^2*r^3*x+249599*b*c*g*r^4*x-72865*b*c*g*r^3*x^2 -36288*b*c*p^4*r*x-37996*b*c*q^4*r*x-83502*b*c^2*g^3*r*x+72158*b*c^2*g^2*r^2*x+ 598150*b*c^2*g*r^3*x-180614*b*c^2*p^3*r*x-184226*b*c^2*q^3*r*x-432632*b*c^4*g*r *x-532840*b*c^4*p*r*x-527544*b*c^4*q*r*x-281352*b*c^3*g^2*r*x+319712*b*c^3*g*r^ 2*x-442768*b*c^3*p^2*r*x-441776*b*c^3*q^2*r*x-14856*b^2*g^3*p*r*x-8832*b^2*g^3* q*r*x-35070*b^2*g^2*p^2*r*x-23198*b^2*g^2*q^2*r*x-28555*b^2*g*p^3*r*x-22037*b^2 *g*q^3*r*x-30254*b^2*p^3*q*r*x-44076*b^2*p^2*q^2*r*x-28514*b^2*p*q^3*r*x-26446* b^2*c*g^3*r*x+2315*b^2*c*g^2*r^2*x+237553*b^2*c*g*r^3*x-77288*b^2*c*p^3*r*x-\ 68004*b^2*c*q^3*r*x-157114*b^2*c^2*g^2*r*x+184054*b^2*c^2*g*r^2*x-280654*b^2*c^ 2*p^2*r*x-250494*b^2*c^2*q^2*r*x-18001*b^3*g^2*p*r*x-9411*b^3*g^2*q*r*x-27168*b ^3*g*p^2*r*x-15452*b^3*g*q^2*r*x-27849*b^3*p^2*q*r*x-24285*b^3*p*q^2*r*x-341656 *b^2*c^3*g*r*x-442448*b^2*c^3*p*r*x-412304*b^2*c^3*q*r*x-32570*b^3*c*g^2*r*x+ 28574*b^3*c*g*r^2*x-74094*b^3*c*p^2*r*x+161412*b^3*c*p*r^2*x-53022*b^3*c*q^2*r* x-22713*a*p^4*q*r*x-45742*a*p^3*q^2*r*x-46058*a*p^2*q^3*r*x-23187*a*p*q^4*r*x-\ 18656*b^4*c*g*r*x-30288*b^4*c*p*r*x-19024*b^4*c*q*r*x-10020*b^4*g*p*r*x-4044*b^ 4*g*q*r*x-9832*b^4*p*q*r*x-122076*b^3*c^2*g*r*x-169680*b^3*c^2*p*r*x-140512*b^3 *c^2*q*r*x-6873*a*g^4*p*r*x-4811*a*g^4*q*r*x-23395*a*g^3*p^2*r*x-18185*a*g^3*q^ 2*r*x-31355*a*g^2*p^3*r*x-27575*a*g^2*q^3*r*x-19136*a*g*p^4*r*x-18662*a*g*q^4*r *x-11954*a*c*g^4*r*x-30453*a*c*g^3*r^2*x+145018*a*c*g^2*r^3*x+277953*a*c*g*r^4* x-72865*a*c*g*r^3*x^2-54692*a*c*p^4*r*x-56400*a*c*q^4*r*x-103942*a*c^2*g^3*r*x-\ 33762*a*c^2*g^2*r^2*x+556486*a*c^2*g*r^3*x-264990*a*c^2*p^3*r*x-268602*a*c^2*q^ 3*r*x-365576*a*c^3*g^2*r*x+91616*a*c^3*g*r^2*x-634608*a*c^3*p^2*r*x-633616*a*c^ 3*q^2*r*x-1452*a*b*g^4*r*x-23352*a*b*g^3*r^2*x+44830*a*b*g^2*r^3*x+115064*a*b*g *r^4*x+21916*a*b*g*r^3*x^2-24614*a*b*p^4*r*x-22874*a*b*q^4*r*x-580888*a*c^4*g*r *x-747816*a*c^4*p*r*x-742520*a*c^4*q*r*x-718784*c^3*g*p*q*r*x-369220*c^2*g^2*p* q*r*x-444532*c^2*g*p^2*q*r*x-451556*c^2*g*p*q^2*r*x-80374*c*g^3*p*q*r*x-154625* c*g^2*p^2*q*r*x-153439*c*g^2*p*q^2*r*x-119934*c*g*p^3*q*r*x-183774*c*g*p^2*q^2* r*x-125098*c*g*p*q^3*r*x-80597*b*c*g^3*p*r*x-66001*b*c*g^3*q*r*x-166302*b*c*g^2 *p^2*r*x-141496*b*c*g^2*q^2*r*x-131857*b*c*g*p^3*r*x-123879*b*c*g*q^3*r*x-\ 146860*b*c*p^3*q*r*x-222852*b*c*p^2*q^2*r*x-150276*b*c*p*q^3*r*x-31980*b*g^3*p* q*r*x-66597*b*g^2*p^2*q*r*x-62817*b*g^2*p*q^2*r*x-52830*b*g*p^3*q*r*x-78534*b*g *p^2*q^2*r*x-51882*b*g*p*q^3*r*x-750480*b*c^3*g*p*r*x-716864*b*c^3*g*q*r*x-\ 884544*b*c^3*p*q*r*x-380228*b*c^2*g^2*p*r*x-343800*b*c^2*g^2*q*r*x-477492*b*c^2 *g*p^2*r*x-446624*b*c^2*g*q^2*r*x-545454*b*c^2*p^2*q*r*x-549066*b*c^2*p*q^2*r*x -151453*b^2*c*g^2*p*r*x-118777*b^2*c*g^2*q*r*x-201863*b^2*c*g*p^2*r*x-161651*b^ 2*c*g*q^2*r*x-222580*b^2*c*p^2*q*r*x-213296*b^2*c*p*q^2*r*x-58268*b^2*g^2*p*q*r *x-79147*b^2*g*p^2*q*r*x-72629*b^2*g*p*q^2*r*x-340656*a^3*b*c^2*r*x-134176*a^3* b*c*r^2*x-6568*a^3*b*g^2*r*x-65448*a^3*b*g*r^2*x-79420*a^3*b*p^2*r*x-62556*a^3* b*q^2*r*x-266468*a^3*c^2*g*r*x-446032*a^3*c^2*p*r*x-416864*a^3*c^2*q*r*x-58950* a^3*c*g^2*r*x-116626*a^3*c*g*r^2*x-200630*a^3*c*p^2*r*x-179558*a^3*c*q^2*r*x-\ 1242*b^2*c*r^7*x+7860*b^2*c*r^6*x^2-15864*b^2*c^3*r^5*x-384*b^2*c^3*r^4*x^2-\ 6204*b^2*c^2*r^6*x+17896*b^2*c^2*r^5*x^2-22032*b^2*c^4*r^4*x-51384*b^2*c^4*r^3* x^2-441*b^3*q^5*r*x^2-4800*b^2*c^6*r^2*x-28896*b^2*c^6*r*x^2-15936*b^2*c^5*r^3* x-65920*b^2*c^5*r^2*x^2-189*b^3*g^3*r^4*x-1134*b^3*g^3*r^3*x^2-567*b^3*g^2*r^5* x-1212*b^3*g^2*r^4*x^2-567*b^3*g*r^6*x+1034*b^3*g*r^5*x^2-441*b^3*p^5*r*x^2-\ 7172*b^3*c^2*r^5*x-3176*b^3*c^2*r^4*x^2-1876*b^3*c*r^6*x+4492*b^3*c*r^5*x^2-\ 12064*b^3*c^4*r^3*x-47696*b^3*c^4*r^2*x^2-13296*b^3*c^3*r^4*x-33456*b^3*c^3*r^3 *x^2-198*b^4*g^2*r^4*x-1188*b^4*g^2*r^3*x^2-396*b^4*g*r^5*x-864*b^4*g*r^4*x^2-\ 462*b^4*p^4*r*x^2-462*b^4*q^4*r*x^2-4352*b^3*c^5*r^2*x-23968*b^3*c^5*r*x^2-4080 *b^4*c^2*r^4*x-11640*b^4*c^2*r^3*x^2-1484*b^4*c*r^5*x-1592*b^4*c*r^4*x^2-4800*a ^4*b*g*r*x-33604*a^4*b*p*r*x-25484*a^4*b*q*r*x-44848*a^4*c*g*r*x-102144*a^4*c*p *r*x-90880*a^4*c*q*r*x-26388*a^4*g*p*r*x-20412*a^4*g*q*r*x-44048*a^4*p*q*r*x-\ 95536*a^3*b^2*c*r*x-8480*a^3*b^2*g*r*x-55336*a^3*b^2*p*r*x-39096*a^3*b^2*q*r*x+ 12*g^5*p*q*r*x+1149*g^4*p^2*q*r*x+339*g^4*p*q^2*r*x+6136*g^4*p*q*r*x^2+4268*g^3 *p^3*q*r*x+3792*g^3*p^2*q^2*r*x+16932*g^3*p^2*q*r*x^2+788*g^3*p*q^3*r*x+16932*g ^3*p*q^2*r*x^2+6195*g^2*p^4*q*r*x+8750*g^2*p^3*q^2*r*x+21096*g^2*p^3*q*r*x^2+ 5110*g^2*p^2*q^3*r*x+31644*g^2*p^2*q^2*r*x^2+735*g^2*p*q^4*r*x+21096*g^2*p*q^3* r*x^2+4044*g*p^5*q*r*x+7770*g*p^4*q^2*r*x+12400*g*p^4*q*r*x^2+7240*g*p^3*q^3*r* x+24800*g*p^3*q^2*r*x^2+3090*g*p^2*q^4*r*x+24800*g*p^2*q^3*r*x^2+300*g*p*q^5*r* x+12400*g*p*q^4*r*x^2-57224*a^4*b*c*r*x+82790*a^3*c*r^3*x-19916*a^4*q^2*r*x-\ 3520*a^3*b^3*r*x-38152*a^3*b^2*r^2*x+22128*a^3*b*r^3*x-321152*a^3*c^3*r*x-\ 116184*a^3*c^2*r^2*x-2496*b^3*c^3*g^2*r^2*x-13048*b^3*c^3*g^2*r*x^2-13088*b^3*c ^3*g*r^3*x-53072*b^3*c^3*g*r^2*x^2-49056*b^3*c^3*p^2*r*x^2-49056*b^3*c^3*q^2*r* x^2-5760*b^3*c^4*g*r^2*x-31024*b^3*c^4*g*r*x^2-54320*b^3*c^4*p*r*x^2-54320*b^3* c^4*q*r*x^2-924*b^4*g*p^3*r*x^2-924*b^4*g*q^3*r*x^2-1848*b^4*p^3*q*r*x^2-2772*b ^4*p^2*q^2*r*x^2-1848*b^4*p*q^3*r*x^2-462*b^4*g^2*p^2*r*x^2-462*b^4*g^2*q^2*r*x ^2-66*b^4*g^2*q*r^3*x-2028*b^4*c*g*r^4*x-7560*b^4*c*g*r^3*x^2-4088*b^4*c*p^3*r* x^2-4088*b^4*c*q^3*r*x^2-548*b^4*c*g^2*r^3*x-2376*b^4*c*g^2*r^2*x^2-416*b^4*c^2 *g^2*r^2*x-1848*b^4*c^2*g^2*r*x^2-3400*b^4*c^2*g*r^3*x-13344*b^4*c^2*g*r^2*x^2-\ 13496*b^4*c^2*p^2*r*x^2-13496*b^4*c^2*q^2*r*x^2-1920*b^4*c^3*g*r^2*x-9072*b^4*c ^3*g*r*x^2-19712*b^4*c^3*p*r*x^2-19712*b^4*c^3*q*r*x^2-72*b^5*g*p^2*r^2*x-252*b ^5*g*p^2*r*x^2-180*b^5*g*p*r^3*x-252*b^5*g*q^2*r*x^2-756*b^5*p^2*q*r*x^2-756*b^ 5*p*q^2*r*x^2-1296*b^5*c*g*r^2*x^2-432*b^5*c*p^2*r^2*x-1624*b^5*c*p^2*r*x^2-\ 1008*b^5*c*p*r^3*x-1624*b^5*c*q^2*r*x^2-3040*a^4*b^2*r*x-26188*a^4*b*r^2*x-\ 102864*a^4*c^2*r*x-51448*a^4*c*r^2*x-1832*a^4*g^2*r*x-21252*a^4*g*r^2*x-24132*a ^4*p^2*r*x+46514*a^4*p*r*x^2-64*g^5*q^2*r*x+708*g^5*q*r*x^2+653*g^4*p^3*r*x+ 3068*g^4*p^2*r*x^2-157*g^4*q^3*r*x+3068*g^4*q^2*r*x^2+1502*g^3*p^4*r*x+5644*g^3 *p^3*r*x^2-238*g^3*q^4*r*x+5644*g^3*q^3*r*x^2+1603*g^2*p^5*r*x+5274*g^2*p^4*r*x ^2-217*g^2*q^5*r*x+5274*g^2*q^4*r*x^2+830*g*p^6*r*x+2480*g*p^5*r*x^2-106*g*q^6* r*x+2480*g*q^5*r*x^2+993*p^6*q*r*x+2409*p^5*q^2*r*x+2808*p^5*q*r*x^2+3065*p^4*q ^3*r*x+7020*p^4*q^2*r*x^2+2115*p^3*q^4*r*x+9360*p^3*q^3*r*x^2+699*p^2*q^5*r*x+ 7020*p^2*q^4*r*x^2+43*p*q^6*r*x+2808*p*q^5*r*x^2-1376*a^5*b*r*x-13336*a^5*c*r*x -1072*a^5*g*r*x-7908*a^5*p*r*x-6284*a^5*q*r*x-17*g^6*p*r*x-13*g^6*q*r*x+76*g^5* p^2*r*x+708*g^5*p*r*x^2-328*b^5*c*g*r^3*x-256*b^5*c^2*g*r^2*x-1008*b^5*c^2*g*r* x^2-864*b^5*c^2*p*r^2*x-3472*b^5*c^2*p*r*x^2-3472*b^5*c^2*q*r*x^2-16*b^6*p*q*r^ 2*x-112*b^6*p*q*r*x^2-224*b^6*c*p*r*x^2-32*b^6*c*q*r^2*x-224*b^6*c*q*r*x^2-64*b ^6*c*p*r^2*x-315*a*g*q^6*r*x^2-441*a*p^6*q*r*x^2-1323*a*p^5*q^2*r*x^2-2205*a*p^ 4*q^3*r*x^2-2205*a*p^3*q^4*r*x^2-1323*a*p^2*q^5*r*x^2-441*a*p*q^6*r*x^2-63*a*g^ 5*p^2*r*x^2-63*a*g^5*q^2*r*x^2-315*a*g^4*p^3*r*x^2-315*a*g^4*q^3*r*x^2-630*a*g^ 3*p^4*r*x^2-630*a*g^3*q^4*r*x^2-630*a*g^2*p^5*r*x^2-630*a*g^2*q^5*r*x^2-315*a*g *p^6*r*x^2+14160*a^3*c^2*r^4*x-141968*a^3*c^2*r^3*x^2-1686*a^3*c*r^5*x-46768*a^ 3*c*r^4*x^2+21760*a^3*c^5*r*x+51008*a^3*c^4*r^2*x-30208*a^3*c^4*r*x^2+48416*a^3 *c^3*r^3*x-146736*a^3*c^3*r^2*x^2+2952*a^3*b^2*r^4*x-18360*a^3*b^2*r^3*x^2-656* a^3*b*r^5*x-21008*a^3*b*r^4*x^2+12960*a^2*b^3*c*g*r^2*x+10800*a^2*b^3*c*g*r*x^2 +24384*a^2*b^3*c*p^2*r*x+3200*a^2*b^3*c*p*r*x^2+7424*a^2*b^3*c*q^2*r*x+3200*a^2 *b^3*c*q*r*x^2+4640*a^2*b^4*c*p*r*x+2240*a^2*b^4*c*q*r*x+1520*a^2*b^4*p*q*r*x+ 10752*a^2*b^3*c^2*g*r*x+44416*a^2*b^3*c^2*p*r*x+25856*a^2*b^3*c^2*q*r*x-15600*a ^3*c*g*q^2*r*x^2+29368*a^3*c*p^3*q*r*x+33168*a^3*c*p^2*q^2*r*x-44436*a^3*c*p^2* q*r*x^2+14856*a^3*c*p*q^3*r*x-44436*a^3*c*p*q^2*r*x^2+982*a^3*g^3*p*q*r*x+5466* a^3*g^2*p^2*q*r*x+3450*a^3*g^2*p*q^2*r*x-14*a^3*g^2*p*q*r*x^2+8138*a^3*g*p^3*q* r*x+8994*a^3*g*p^2*q^2*r*x-8295*a^3*g*p^2*q*r*x^2+3854*a^3*g*p*q^3*r*x-8295*a^3 *g*p*q^2*r*x^2+2344*a^3*c*g^3*p*r*x+1084*a^3*c*g^3*q*r*x+13460*a^3*c*g^2*p^2*r* x+1292*a^3*c*g^2*p*r*x^2+4516*a^3*c*g^2*q^2*r*x+1292*a^3*c*g^2*q*r*x^2+20312*a^ 3*c*g*p^3*r*x-15600*a^3*c*g*p^2*r*x^2+5312*a^3*c*g*q^3*r*x+22592*a^3*c^2*g^2*p* r*x+12768*a^3*c^2*g^2*q*r*x+57512*a^3*c^2*g*p^2*r*x-28860*a^3*c^2*g*p*r*x^2+ 22976*a^3*c^2*g*q^2*r*x-28860*a^3*c^2*g*q*r*x^2+84552*a^3*c^2*p^2*q*r*x+58800*a ^3*c^2*p*q^2*r*x-90088*a^3*c^2*p*q*r*x^2+6840*a^3*b*g*p^3*r*x+144*a^3*b*g*p^2*r *x^2+1208*a^3*b*g*q^3*r*x+144*a^3*b*g*q^2*r*x^2+11088*a^3*b*p^3*q*r*x+12144*a^3 *b*p^2*q^2*r*x-11112*a^3*b*p^2*q*r*x^2+5104*a^3*b*p*q^3*r*x-11112*a^3*b*p*q^2*r *x^2+68144*a^3*c^3*g*p*r*x+41936*a^3*c^3*g*q*r*x+101600*a^3*c^3*p*q*r*x+3320*a^ 3*b*g^2*p^2*r*x+3960*a^3*b*g^2*p*r*x^2+680*a^3*b*g^2*q^2*r*x+3960*a^3*b*g^2*q*r *x^2+9504*a^3*b*c*g^2*r^2*x+7920*a^3*b*c*g^2*r*x^2+36624*a^3*b*c*g*r^3*x-34704* a^3*b*c*g*r^2*x^2+27896*a^3*b*c*p^3*r*x-20784*a^3*b*c*p^2*r*x^2+7000*a^3*b*c*q^ 3*r*x-20784*a^3*b*c*q^2*r*x^2+6480*a^3*b*c^2*g^2*r*x+54528*a^3*b*c^2*g*r^2*x+ 7776*a^3*b*c^2*g*r*x^2+79536*a^3*b*c^2*p^2*r*x-38208*a^3*b*c^2*p*r*x^2+31536*a^ 3*b*c^2*q^2*r*x-38208*a^3*b*c^2*q*r*x^2+4432*a^3*b^2*g*p^2*r*x+5400*a^3*b^2*g*p *r*x^2+832*a^3*b^2*g*q^2*r*x+5400*a^3*b^2*g*q*r*x^2+9840*a^3*b^2*p^2*q*r*x+6000 *a^3*b^2*p*q^2*r*x+400*a^3*b^2*p*q*r*x^2+32864*a^3*b*c^3*g*r*x+95552*a^3*b*c^3* p*r*x+59200*a^3*b*c^3*q*r*x+12960*a^3*b^2*c*g*r^2*x+10800*a^3*b^2*c*g*r*x^2+ 25056*a^3*b^2*c*p^2*r*x+3200*a^3*b^2*c*p*r*x^2+8096*a^3*b^2*c*q^2*r*x+3200*a^3* b^2*c*q*r*x^2+2240*a^3*b^3*p*q*r*x+9408*a^3*b^2*c^2*g*r*x+43584*a^3*b^2*c^2*p*r *x+25024*a^3*b^2*c^2*q*r*x+1044*a^4*c*g*q*r*x^2+16520*a^4*c*p^2*q*r*x+11296*a^4 *c*p*q^2*r*x-10392*a^4*c*p*q*r*x^2+1076*a^4*g^2*p*q*r*x+3968*a^4*g*p^2*q*r*x+ 2560*a^4*g*p*q^2*r*x+72*a^4*g*p*q*r*x^2+6080*a^3*b^3*c*p*r*x+2880*a^3*b^3*c*q*r *x+3360*a^4*b*p*q^2*r*x+200*a^4*b*p*q*r*x^2+15568*a^4*c^2*g*p*r*x+8736*a^4*c^2* g*q*r*x+28544*a^4*c^2*p*q*r*x+2432*a^4*c*g^2*p*r*x+1112*a^4*c*g^2*q*r*x+9528*a^ 4*c*g*p^2*r*x+1044*a^4*c*g*p*r*x^2+3296*a^4*c*g*q^2*r*x+12864*a^4*b*c*p^2*r*x+ 1600*a^4*b*c*p*r*x^2+4384*a^4*b*c*q^2*r*x+1600*a^4*b*c*q*r*x^2+2328*a^4*b*g*p^2 *r*x+2700*a^4*b*g*p*r*x^2+528*a^4*b*g*q^2*r*x+2700*a^4*b*g*q*r*x^2+5280*a^4*b*p ^2*q*r*x+6120*a^3*b^2*g*r^2*x^2+4560*a^3*b^2*p^3*r*x+200*a^3*b^2*p^2*r*x^2+720* a^3*b^2*q^3*r*x+200*a^3*b^2*q^2*r*x^2+39808*a^3*b*c^4*r*x+76736*a^3*b*c^3*r^2*x -22912*a^3*b*c^3*r*x^2+7040*a^3*b^2*g*r^3*x+36736*a^3*b^2*c^2*r^2*x+5600*a^3*b^ 2*c^2*r*x^2+22960*a^3*b^2*c*r^3*x-23200*a^3*b^2*c*r^2*x^2+4800*a^3*b^3*c*r*x^2+ 1920*a^3*b^3*p^2*r*x+2400*a^3*b^3*p*r*x^2+320*a^3*b^3*q^2*r*x+2400*a^3*b^3*q*r* x^2+23424*a^3*b^2*c^3*r*x+4480*a^3*b^3*c^2*r*x+5760*a^3*b^3*c*r^2*x+868*a^4*g^2 *p^2*r*x+990*a^4*g^2*p*r*x^2+208*a^4*g^2*q^2*r*x+990*a^4*g^2*q*r*x^2+1792*a^4*g *p^3*r*x+36*a^4*g*p^2*r*x^2+384*a^4*g*q^3*r*x+36*a^4*g*q^2*r*x^2+2948*a^4*p^3*q *r*x+3300*a^4*p^2*q^2*r*x-2778*a^4*p^2*q*r*x^2+1452*a^4*p*q^3*r*x-2778*a^4*p*q^ 2*r*x^2+2376*a^4*c*g^2*r^2*x+1980*a^4*c*g^2*r*x^2+10752*a^4*c*g*r^3*x-8676*a^4* c*g*r^2*x^2+7248*a^4*c*p^3*r*x-5196*a^4*c*p^2*r*x^2+2024*a^4*c*q^3*r*x-5196*a^4 *c*q^2*r*x^2+7360*a^4*c^3*g*r*x+23520*a^4*c^3*p*r*x+14432*a^4*c^3*q*r*x+1392*a^ 4*c^2*g^2*r*x+13920*a^4*c^2*g*r^2*x+1944*a^4*c^2*g*r*x^2+20272*a^4*c^2*p^2*r*x-\ 9552*a^4*c^2*p*r*x^2+8272*a^4*c^2*q^2*r*x-9552*a^4*c^2*q*r*x^2-737*a^2*g^4*p*r* x-605*a^2*g^4*q*r*x+914*a^2*g^3*p^2*r*x+15396*a^2*g^3*p*r*x^2-2046*a^2*g^3*q^2* r*x+15396*a^2*g^3*q*r*x^2+7408*a^2*g^2*p^3*r*x+40429*a^2*g^2*p^2*r*x^2-2870*a^2 *g^2*q^3*r*x+40429*a^2*g^2*q^2*r*x^2+9046*a^2*g*p^4*r*x+37631*a^2*g*p^3*r*x^2-\ 1972*a^2*g*q^4*r*x+37631*a^2*g*q^3*r*x^2+12613*a^2*p^4*q*r*x+17562*a^2*p^3*q^2* r*x+47488*a^2*p^3*q*r*x^2+9898*a^2*p^2*q^3*r*x+71232*a^2*p^2*q^2*r*x^2+1117*a^2 *p*q^4*r*x+47488*a^2*p*q^3*r*x^2-1310*a^2*c*g^4*r*x+5547*a^2*c*g^3*r^2*x+32178* a^2*c*g^3*r*x^2+90255*a^2*c*g^2*r^3*x+45345*a^2*c*g^2*r^2*x^2+119598*a^2*c*g*r^ 4*x-215476*a^2*c*g*r^3*x^2+32286*a^2*c*p^4*r*x+114086*a^2*c*p^3*r*x^2-4362*a^2* c*q^4*r*x+114086*a^2*c*q^3*r*x^2-6274*a^2*c^2*g^3*r*x+87690*a^2*c^2*g^2*r^2*x+ 204802*a^2*c^2*g^2*r*x^2+324250*a^2*c^2*g*r^3*x-20918*a^2*c^2*g*r^2*x^2+119832* a^2*c^2*p^3*r*x+406254*a^2*c^2*p^2*r*x^2-9624*a^2*c^2*q^3*r*x+406254*a^2*c^2*q^ 2*r*x^2-1232*a^2*c^3*g^2*r*x+276936*a^2*c^3*g*r^2*x+471448*a^2*c^3*g*r*x^2+ 205288*a^2*c^3*p^2*r*x+635888*a^2*c^3*p*r*x^2+4616*a^2*c^3*q^2*r*x+635888*a^2*c ^3*q*r*x^2-3913*a^2*b*g^3*r^2*x+4158*a^2*b*g^3*r*x^2+30879*a^2*b*g^2*r^3*x+ 49704*a^2*b*g^2*r^2*x^2+49885*a^2*b*g*r^4*x-61476*a^2*b*g*r^3*x^2+12881*a^2*b*p ^4*r*x+54219*a^2*b*p^3*r*x^2-2599*a^2*b*q^4*r*x+54219*a^2*b*q^3*r*x^2+28440*a^2 *c^4*g*r*x+153200*a^2*c^4*p*r*x+37808*a^2*c^4*q*r*x+156092*a^2*b*c*r^4*x-297228 *a^2*b*c*r^3*x^2-3396*a*b*c^2*g^3*r*x+211400*a*b*c^2*g^2*r^2*x+409604*a*b*c^2*g ^2*r*x^2+38752*a*b*c^3*g^2*r*x+628352*a*b*c^3*g*r^2*x+942896*a*b*c^3*g*r*x^2+ 467728*a*b*c^3*p^2*r*x+1271776*a*b*c^3*p*r*x^2+66384*a*b*c^3*q^2*r*x+1271776*a* b*c^3*q*r*x^2-2663*a*b^2*g^3*p*r*x-1907*a*b^2*g^3*q*r*x+7667*a*b^2*g^2*p^2*r*x+ 65736*a*b^2*g^2*p*r*x^2-4783*a*b^2*g^2*q^2*r*x+65736*a*b^2*g^2*q*r*x^2+23887*a* b^2*g*p^3*r*x+115731*a*b^2*g*p^2*r*x^2-4979*a*b^2*g*q^3*r*x+115731*a*b^2*g*q^2* r*x^2+38428*a*b^2*p^3*q*r*x+34422*a*b^2*p^2*q^2*r*x+162657*a*b^2*p^2*q*r*x^2+ 7468*a*b^2*p*q^3*r*x+162657*a*b^2*p*q^2*r*x^2+132400*a*b*c^4*g*r*x+392352*a*b*c ^4*p*r*x+161568*a*b*c^4*q*r*x-4670*a*b^2*c*g^3*r*x+46196*a*b^2*c*g^2*r^2*x+ 137280*a*b^2*c*g^2*r*x^2+229956*a*b^2*c*g*r^3*x+132078*a*b^2*c*g*r^2*x^2+102236 *a*b^2*c*p^3*r*x+380478*a*b^2*c*p^2*r*x^2-5020*a*b^2*c*q^3*r*x+380478*a*b^2*c*q ^2*r*x^2+2668*a*b^2*c^2*g^2*r*x+324156*a*b^2*c^2*g*r^2*x+582816*a*b^2*c^2*g*r*x ^2+277436*a*b^2*c^2*p^2*r*x+879816*a*b^2*c^2*p*r*x^2+32780*a*b^2*c^2*q^2*r*x+ 879816*a*b^2*c^2*q*r*x^2-2816*a*b^3*g^2*p*r*x-1760*a*b^3*g^2*q*r*x+8376*a*b^3*g *p^2*r*x+60864*a*b^3*g*p*r*x^2-2984*a*b^3*g*q^2*r*x+60864*a*b^3*g*q*r*x^2+21156 *a*b^3*p^2*q*r*x+7956*a*b^3*p*q^2*r*x+107760*a*b^3*p*q*r*x^2+83280*a*b^2*c^3*g* r*x+313008*a*b^2*c^3*p*r*x+128880*a*b^2*c^3*q*r*x-4880*a*b^3*c*g^2*r*x+50976*a* b^3*c*g*r^2*x+127008*a*b^3*c*g*r*x^2+60848*a*b^3*c*p^2*r*x+242336*a*b^3*c*p*r*x ^2+3120*a*b^3*c*q^2*r*x+242336*a*b^3*c*q*r*x^2-1212*a*b^4*g*p*r*x-492*a*b^4*g*q *r*x+2896*a*b^4*p*q*r*x+13024*a*b^3*c^2*g*r*x+102352*a*b^3*c^2*p*r*x+39824*a*b^ 3*c^2*q*r*x-1132*a^2*g^3*p*q*r*x+11946*a^2*g^2*p^2*q*r*x+1668*a^2*g^2*p*q^2*r*x +80858*a^2*g^2*p*q*r*x^2+25166*a^2*g*p^3*q*r*x+21222*a^2*g*p^2*q^2*r*x+112893*a ^2*g*p^2*q*r*x^2+3130*a^2*g*p*q^3*r*x+112893*a^2*g*p*q^2*r*x^2-2040*a*b^4*c*g*r *x+10848*a*b^4*c*p*r*x+3568*a*b^4*c*q*r*x-1473*a^2*c*g^3*p*r*x-7141*a^2*c*g^3*q *r*x+32167*a^2*c*g^2*p^2*r*x+182973*a^2*c*g^2*p*r*x^2-12953*a^2*c*g^2*q^2*r*x+ 182973*a^2*c*g^2*q*r*x^2+64890*a^2*c*g*p^3*r*x+265285*a^2*c*g*p^2*r*x^2-11670*a ^2*c*g*q^3*r*x+265285*a^2*c*g*q^2*r*x^2+92496*a^2*c*p^3*q*r*x+83772*a^2*c*p^2*q ^2*r*x+342258*a^2*c*p^2*q*r*x^2+19200*a^2*c*p*q^3*r*x+342258*a^2*c*p*q^2*r*x^2-\ 15010*a^2*c^2*g^2*q*r*x+158798*a^2*c^2*g*p^2*r*x+615770*a^2*c^2*g*p*r*x^2-16258 *a^2*c^2*g*q^2*r*x+615770*a^2*c^2*g*q*r*x^2+230040*a^2*c^2*p^2*q*r*x+100584*a^2 *c^2*p*q^2*r*x+812508*a^2*c^2*p*q*r*x^2+65736*a^2*b*g^2*q*r*x^2+21569*a^2*b*g*p ^3*r*x+115731*a^2*b*g*p^2*r*x^2-7297*a^2*b*g*q^3*r*x+115731*a^2*b*g*q^2*r*x^2+ 36044*a^2*b*p^3*q*r*x+30846*a^2*b*p^2*q^2*r*x+162657*a^2*b*p^2*q*r*x^2+5084*a^2 *b*p*q^3*r*x+162657*a^2*b*p*q^2*r*x^2+144624*a^2*c^3*g*p*r*x+12608*a^2*c^3*g*q* r*x+209904*a^2*c^3*p*q*r*x+34014*a^2*c^2*g^2*p*r*x-3763*a^2*b*g^3*p*r*x-3007*a^ 2*b*g^3*q*r*x+4825*a^2*b*g^2*p^2*r*x+65736*a^2*b*g^2*p*r*x^2-7625*a^2*b*g^2*q^2 *r*x-6670*a^2*b*c*g^3*r*x+29932*a^2*b*c*g^2*r^2*x+137280*a^2*b*c*g^2*r*x^2+ 247308*a^2*b*c*g*r^3*x+132078*a^2*b*c*g*r^2*x^2+93892*a^2*b*c*p^3*r*x+380478*a^ 2*b*c*p^2*r*x^2-13364*a^2*b*c*q^3*r*x+380478*a^2*b*c*q^2*r*x^2+879816*a^2*b*c^2 *q*r*x^2+2313*a*b*g*r^6-456*a*b*r^6*x-47012*a*b*r^5*x^2+39872*a*c^6*r*x+251728* a*c^5*r^2*x+299072*a*c^5*r*x^2+374096*a*c^4*r^3*x-236416*a*c^4*r^2*x^2+16604*a* b^3*r^4*x-27440*a*b^3*r^3*x^2+9377*a*b^2*r^5*x-80340*a*b^2*r^4*x^2+7678*a*b*c*r ^6+80*a*b^5*r^2*x+1056*a*b^5*r*x^2+8004*a*b^4*r^3*x+15520*a*b^4*r^2*x^2-785*a^2 *g^4*r^2*x+726*a^2*g^4*r*x^2+7522*a^2*g^3*r^3*x+11676*a^2*g^3*r^2*x^2+18905*a^2 *g^2*r^4*x-22415*a^2*g^2*r^3*x^2+11585*a^2*g*r^5*x-57532*a^2*g*r^4*x^2+3289*a^2 *p^5*r*x+11872*a^2*p^4*r*x^2-543*a^2*q^5*r*x+11872*a^2*q^4*r*x^2+33732*a^2*c*r^ 5*x-188556*a^2*c*r^4*x^2+369496*a^2*c^4*r*x^2+359792*a^2*c^3*r^3*x-138560*a^2*c ^3*r^2*x^2+185088*a^2*c^2*r^4*x-408940*a^2*c^2*r^3*x^2+31512*a^2*b^2*r^4*x-\ 41160*a^2*b^2*r^3*x^2+14443*a^2*b*r^5*x-80340*a^2*b*r^4*x^2+32576*a^2*c^5*r*x+ 260048*a^2*c^4*r^2*x-920*a^2*b^4*r^2*x+2640*a^2*b^4*r*x^2+17576*a^2*b^3*r^3*x+ 31040*a^2*b^3*r^2*x^2-1771*a^3*g^3*r^2*x+1386*a^3*g^3*r*x^2+11025*a^3*g^2*r^3*x +16568*a^3*g^2*r^2*x^2+19593*a^3*g*r^4*x-20492*a^3*g*r^3*x^2+4095*a^3*p^4*r*x+ 18073*a^3*p^3*r*x^2-1065*a^3*q^4*r*x+18073*a^3*q^3*r*x^2+159044*a^3*c^2*r^3*x-\ 5992*a^3*c^2*r^2*x^2+62556*a^3*c*r^4*x-99076*a^3*c*r^3*x^2+25412*a^3*b*r^4*x-\ 27440*a^3*b*r^3*x^2+2304*a^3*c^4*r*x+119376*a^3*c^3*r^2*x+223824*a^3*c^3*r*x^2-\ 2186*a^4*g^2*r^2*x+1452*a^4*g^2*r*x^2+7916*a^4*g*r^3*x+11472*a^4*g*r^2*x^2+2002 *a^4*p^3*r*x+13470*a^4*p^2*r*x^2-1298*a^4*q^3*r*x+13470*a^4*q^2*r*x^2-2720*a^3* b^3*r^2*x+3520*a^3*b^3*r*x^2+19144*a^3*b^2*r^3*x+31040*a^3*b^2*r^2*x^2+31716*a^ 4*c*r^3*x+15640*a^4*c*r^2*x^2-3160*a^4*b^2*r^2*x+2640*a^4*b^2*r*x^2+10356*a^4*b *r^3*x+15520*a^4*b*r^2*x^2-9312*a^4*c^3*r*x+20560*a^4*c^2*r^2*x+67464*a^4*c^2*r *x^2-1712*a^5*b*r^2*x+1056*a^5*b*r*x^2-4304*a^5*c^2*r*x-640*a^5*c*r^2*x+8608*a^ 5*c*r*x^2-1396*a^5*g*r^2*x+792*a^5*g*r*x^2-156*a^5*p^2*r*x+4128*a^5*p*r*x^2-916 *a^5*q^2*r*x+4128*a^5*q*r*x^2+2*g*q^7*r*x-362*g*q^6*r*x^2+98*p^7*q*r*x+294*p^6* q^2*r*x-518*p^6*q*r*x^2+490*p^5*q^3*r*x-1554*p^5*q^2*r*x^2+490*p^4*q^4*r*x-2590 *p^4*q^3*r*x^2+294*p^3*q^5*r*x-2590*p^3*q^4*r*x^2+98*p^2*q^6*r*x-1554*p^2*q^5*r *x^2+14*p*q^7*r*x+124*p*q^6*r^2*x-518*p*q^6*r*x^2-560*a^6*c*r*x-312*a^6*p*r*x-\ 280*a^6*q*r*x-6732*a^2*b^2*g^2*r^2*x+8712*a^2*b^2*g^2*r*x^2+40968*a^2*b^2*g*r^3 *x+68832*a^2*b^2*g*r^2*x^2+15456*a^2*b^2*p^3*r*x+80820*a^2*b^2*p^2*r*x^2-4344*a ^2*b^2*q^3*r*x+80820*a^2*b^2*q^2*r*x^2+62720*a^2*b*c^4*r*x+412848*a^2*b*c^3*r^2 *x+671472*a^2*b*c^3*r*x^2+442980*a^2*b*c^2*r^3*x-17976*a^2*b*c^2*r^2*x^2-4552*a ^2*b^3*g*r^2*x+7920*a^2*b^3*g*r*x^2+4632*a^2*b^3*p^2*r*x+41280*a^2*b^3*p*r*x^2-\ 2968*a^2*b^3*q^2*r*x+41280*a^2*b^3*q*r*x^2+34368*a^2*b^2*c^3*r*x+203472*a^2*b^2 *c^2*r^2*x+404784*a^2*b^2*c^2*r*x^2+164352*a^2*b^2*c*r^3*x+93840*a^2*b^2*c*r^2* x^2-1160*a^2*b^4*p*r*x-680*a^2*b^4*q*r*x+1888*a^2*b^3*c^2*r*x+29120*a^2*b^3*c*r ^2*x+86080*a^2*b^3*c*r*x^2-1621*a^3*g^3*p*r*x-1369*a^3*g^3*q*r*x+661*a^3*g^2*p^ 2*r*x+21912*a^3*g^2*p*r*x^2-3489*a^3*g^2*q^2*r*x+21912*a^3*g^2*q*r*x^2+6417*a^3 *g*p^3*r*x+38577*a^3*g*p^2*r*x^2-3205*a^3*g*q^3*r*x+38577*a^3*g*q^2*r*x^2+11220 *a^3*p^3*q*r*x+9090*a^3*p^2*q^2*r*x+54219*a^3*p^2*q*r*x^2+900*a^3*p*q^3*r*x+ 54219*a^3*p*q^2*r*x^2-2000*a^2*b^4*c*r*x-2890*a^3*c*g^3*r*x+4556*a^3*c*g^2*r^2* x+45760*a^3*c*g^2*r*x^2+88220*a^3*c*g*r^3*x+44026*a^3*c*g*r^2*x^2+28516*a^3*c*p ^3*r*x+126826*a^3*c*p^2*r*x^2-7236*a^3*c*q^3*r*x+126826*a^3*c*q^2*r*x^2+293272* a^3*c^2*p*r*x^2-15708*a^3*c^2*q^2*r*x+293272*a^3*c^2*q*r*x^2+5808*a^3*b*g^2*r*x ^2+29488*a^3*b*g*r^3*x+45888*a^3*b*g*r^2*x^2+9156*a^3*b*p^3*r*x+53880*a^3*b*p^2 *r*x^2-4044*a^3*b*q^3*r*x+53880*a^3*b*q^2*r*x^2-13520*a^3*c^3*g*r*x+51536*a^3*c ^3*p*r*x-9840*a^3*c^3*q*r*x-13116*a^3*c^2*g^2*r*x+71668*a^3*c^2*g*r^2*x+194272* a^3*c^2*g*r*x^2+65844*a^3*c^2*p^2*r*x-6616*a^3*b*g^2*r^2*x-7688*a^3*b^2*g*r^2*x +7920*a^3*b^2*g*r*x^2+2568*a^3*b^2*p^2*r*x+41280*a^3*b^2*p*r*x^2-5032*a^3*b^2*q ^2*r*x+41280*a^3*b^2*q*r*x^2-7168*a^3*b*c^3*r*x+108944*a^3*b*c^2*r^2*x+269856*a ^3*b*c^2*r*x^2+118216*a^3*b*c*r^3*x+62560*a^3*b*c*r^2*x^2-2720*a^3*b^3*p*r*x-\ 2080*a^3*b^3*q*r*x-13088*a^3*b^2*c^2*r*x+17280*a^3*b^2*c*r^2*x+86080*a^3*b^2*c* r*x^2+60584*a^4*c*p*r*x^2-7620*a^4*c*q^2*r*x+60584*a^4*c*q*r*x^2-1958*a^4*g^2*p *r*x-1694*a^4*g^2*q*r*x-36*a^4*g*p^2*r*x+15216*a^4*g*p*r*x^2-2876*a^4*g*q^2*r*x +15216*a^4*g*q*r*x^2+2706*a^4*p^2*q*r*x-594*a^4*p*q^2*r*x+26940*a^4*p*q*r*x^2-\ 4800*a^3*b^3*c*r*x-5412*a^4*b*g*r^2*x+3960*a^4*b*g*r*x^2+252*a^4*b*p^2*r*x+ 20640*a^4*b*p*r*x^2-3548*a^4*b*q^2*r*x+20640*a^4*b*q*r*x^2-12344*a^4*c^2*g*r*x+ 928*a^4*c^2*p*r*x-14704*a^4*c^2*q*r*x-3500*a^4*c*g^2*r*x+540*a^4*c*g*r^2*x+ 31752*a^4*c*g*r*x^2+6812*a^4*c*p^2*r*x-2920*a^4*b^2*p*r*x-2440*a^4*b^2*q*r*x-\ 14032*a^4*b*c^2*r*x+2720*a^4*b*c*r^2*x+43040*a^4*b*c*r*x^2-1520*a^5*b*p*r*x-\ 1328*a^5*b*q*r*x-2200*a^5*c*g*r*x-2528*a^5*c*p*r*x-3984*a^5*c*q*r*x-1228*a^5*g* p*r*x-1084*a^5*g*q*r*x-1072*a^5*p*q*r*x-5200*a^4*b^2*c*r*x+14*g^6*p*q*r*x+158*g ^5*p^2*q*r*x+94*g^5*p*q^2*r*x-12*g^5*p*q*r*x^2+590*g^4*p^3*q*r*x+630*g^4*p^2*q^ 2*r*x-744*g^4*p^2*q*r*x^2+250*g^4*p*q^3*r*x-744*g^4*p*q^2*r*x^2+1060*g^3*p^4*q* r*x+1640*g^3*p^3*q^2*r*x-2528*g^3*p^3*q*r*x^2+1160*g^3*p^2*q^3*r*x-3792*g^3*p^2 *q^2*r*x^2+340*g^3*p*q^4*r*x-2528*g^3*p*q^3*r*x^2+1010*g^2*p^5*q*r*x+2050*g^2*p ^4*q^2*r*x-3465*g^2*p^4*q*r*x^2+2100*g^2*p^3*q^3*r*x-6930*g^2*p^3*q^2*r*x^2+ 1100*g^2*p^2*q^4*r*x-6930*g^2*p^2*q^3*r*x^2+250*g^2*p*q^5*r*x-3465*g^2*p*q^4*r* x^2+494*g*p^6*q*r*x+1242*g*p^5*q^2*r*x-2172*g*p^5*q*r*x^2+1670*g*p^4*q^3*r*x-\ 5430*g*p^4*q^2*r*x^2+1270*g*p^3*q^4*r*x-7240*g*p^3*q^3*r*x^2+522*g*p^2*q^5*r*x-\ 5430*g*p^2*q^4*r*x^2+94*g*p*q^6*r*x-2172*g*p*q^5*r*x^2-2720*a^5*b*c*r*x-22*g^6* r*x-540*g^5*r^2*x+346872*c^4*r^3*x+282856*c^3*r^4*x-205228*c^3*r^3*x^2+97036*c^ 2*r^5*x-272528*c^2*r^4*x^2+4640*c*g*r^6+12612*c*r^6*x-85718*c*r^5*x^2+22063*b^3 *r^4*x+6193*b^3*r^3*x^2+18199*b^2*r^5*x-51461*b^2*r^4*x^2+5224*b*r^6*x-41209*b* r^5*x^2-94560*c^6*r*x+117440*c^5*r^2*x+4080*a^4*b*g*r^3*x+3060*a^4*b*g*r^2*x^2+ 2400*a^4*b*p^3*r*x+100*a^4*b*p^2*r*x^2+480*a^4*b*q^3*r*x+100*a^4*b*q^2*r*x^2+ 13800*a^4*b*c*r^3*x-11600*a^4*b*c*r^2*x^2+1520*a^4*b^2*p^2*r*x+1800*a^4*b^2*p*r *x^2+320*a^4*b^2*q^2*r*x+1800*a^4*b^2*q*r*x^2+10496*a^4*b*c^3*r*x+18784*a^4*b*c ^2*r^2*x+2800*a^4*b*c^2*r*x^2+2880*a^4*b^2*c^2*r*x+4320*a^4*b^2*c*r^2*x+3600*a^ 4*b^2*c*r*x^2+488*a^5*g*p^2*r*x+540*a^5*g*p*r*x^2+128*a^5*g*q^2*r*x+540*a^5*g*q *r*x^2+1128*a^5*p^2*q*r*x+744*a^5*p*q^2*r*x+40*a^5*p*q*r*x^2+672*a^5*c^2*g*r*x+ 4192*a^5*c^2*p*r*x+2336*a^5*c^2*q*r*x+1296*a^5*c*g*r^2*x+1080*a^5*c*g*r*x^2+ 2640*a^5*c*p^2*r*x+320*a^5*c*p*r*x^2+944*a^5*c*q^2*r*x+320*a^5*c*q*r*x^2+1440*a ^5*b*c*r*x^2+640*a^5*b*p^2*r*x+720*a^5*b*p*r*x^2+160*a^5*b*q^2*r*x+720*a^5*b*q* r*x^2+2880*a^3*b^3*r^3*x+2720*a^3*b^3*r^2*x^2+1568*a^4*g^2*r^3*x+1122*a^4*g^2*r ^2*x^2+1620*a^4*g*r^4*x-6828*a^4*g*r^3*x^2+924*a^4*p^4*r*x-926*a^4*p^3*r*x^2+ 176*a^4*q^4*r*x-926*a^4*q^3*r*x^2+4640*a^4*c*r^4*x-27392*a^4*c*r^3*x^2+9152*a^4 *c^4*r*x+19904*a^4*c^3*r^2*x-5728*a^4*c^3*r*x^2+17888*a^4*c^2*r^3*x-33912*a^4*c ^2*r^2*x^2+2560*a^4*b^2*r^3*x+2040*a^4*b^2*r^2*x^2+2028*a^4*b*r^4*x-9180*a^4*b* r^3*x^2+928*a^5*g*r^3*x+612*a^5*g*r^2*x^2+504*a^5*p^3*r*x+20*a^5*p^2*r*x^2+120* a^5*q^3*r*x+20*a^5*q^2*r*x^2+560*a^5*c^2*r*x^2+3224*a^5*c*r^3*x-2320*a^5*c*r^2* x^2+1184*a^5*b*r^3*x+816*a^5*b*r^2*x^2+1856*a^5*c^3*r*x+3840*a^5*c^2*r^2*x+240* a^6*c*r*x^2+112*a^6*p^2*r*x+120*a^6*p*r*x^2+32*a^6*q^2*r*x+144*a^6*q*r^2*x+120* a^6*q*r*x^2+128*a^6*c^2*r*x+288*a^6*c*r^2*x-105*g^2*q^6*r*x^2-42*g*p^7*r*x^2-42 *g*q^7*r*x^2-56*p^7*q*r*x^2-196*p^6*q^2*r*x^2-392*p^5*q^3*r*x^2-490*p^4*q^4*r*x ^2-392*p^3*q^5*r*x^2-196*p^2*q^6*r*x^2-56*p*q^7*r*x^2-7*g^6*p^2*r*x^2-7*g^6*q^2 *r*x^2-42*g^5*p^3*r*x^2-42*g^5*q^3*r*x^2-105*g^4*p^4*r*x^2-105*g^4*q^4*r*x^2-\ 140*g^3*p^5*r*x^2-140*g^3*q^5*r*x^2-105*g^2*p^6*r*x^2+960*a^5*b*c^2*r*x+1728*a^ 5*b*c*r^2*x+288*a^6*c*p*r*x+128*a^6*c*q*r*x+144*a^6*p*q*r*x-420*g^4*p^3*q*r*x^2 -630*g^4*p^2*q^2*r*x^2-420*g^4*p*q^3*r*x^2-700*g^3*p^4*q*r*x^2-1400*g^3*p^3*q^2 *r*x^2-1400*g^3*p^2*q^3*r*x^2-700*g^3*p*q^4*r*x^2-630*g^2*p^5*q*r*x^2-1575*g^2* p^4*q^2*r*x^2-2100*g^2*p^3*q^3*r*x^2-1575*g^2*p^2*q^4*r*x^2-630*g^2*p*q^5*r*x^2 -294*g*p^6*q*r*x^2-882*g*p^5*q^2*r*x^2-1470*g*p^4*q^3*r*x^2-1470*g*p^3*q^4*r*x^ 2-882*g*p^2*q^5*r*x^2-294*g*p*q^6*r*x^2-14*g^6*p*q*r*x^2-126*g^5*p^2*q*r*x^2-\ 126*g^5*p*q^2*r*x^2-665*c*g*q^6*r*x^2-882*c*p^6*q*r*x^2-2646*c*p^5*q^2*r*x^2-\ 4410*c*p^4*q^3*r*x^2-4410*c*p^3*q^4*r*x^2-2646*c*p^2*q^5*r*x^2-882*c*p*q^6*r*x^ 2-28*c*g^6*p*r*x^2-28*c*g^6*q*r*x^2-273*c*g^5*p^2*r*x^2-273*c*g^5*q^2*r*x^2-938 *c*g^4*p^3*r*x^2-938*c*g^4*q^3*r*x^2-1582*c*g^3*p^4*r*x^2-1582*c*g^3*q^4*r*x^2-\ 1428*c*g^2*p^5*r*x^2-1428*c*g^2*q^5*r*x^2-665*c*g*p^6*r*x^2-6*c*g^6*r^3*x-36*c* g^6*r^2*x^2-81*c*g^5*r^4*x-342*c*g^5*r^3*x^2-320*c*g^4*r^5*x-302*c*g^4*r^4*x^2-\ 591*c*g^3*r^6*x+1605*c*g^3*r^5*x^2-570*c*g^2*r^7*x+3765*c*g^2*r^6*x^2-278*c*g*r ^8*x+2968*c*g*r^7*x^2-126*c*p^7*r*x^2-126*c*q^7*r*x^2-4*c^2*g^6*r^2*x-28*c^2*g^ 6*r*x^2-114*c^2*g^5*r^3*x-612*c^2*g^5*r^2*x^2-798*c^2*g^4*r^4*x-2628*c^2*g^4*r^ 3*x^2-2180*c^2*g^3*r^5*x-686*c^2*g^3*r^4*x^2-2826*c^2*g^2*r^6*x+8718*c^2*g^2*r^ 5*x^2-1746*c^2*g*r^7*x+11850*c^2*g*r^6*x^2-994*c^2*p^6*r*x^2-994*c^2*q^6*r*x^2-\ 60*c^3*g^5*r^2*x-420*c^3*g^5*r*x^2-852*c^3*g^4*r^3*x-4272*c^3*g^4*r^2*x^2-3804* c^3*g^3*r^4*x-10584*c^3*g^3*r^3*x^2-7056*c^3*g^2*r^5*x+432*c^3*g^2*r^4*x^2-5772 *c^3*g*r^6*x+19180*c^3*g*r^5*x^2-4480*c^3*p^5*r*x^2-4480*c^3*q^5*r*x^2-3122*c^2 *g^4*p^2*r*x^2-3122*c^2*g^4*q^2*r*x^2-7112*c^2*g^3*p^3*r*x^2-7112*c^2*g^3*q^3*r *x^2-8064*c^2*g^2*p^4*r*x^2-8064*c^2*g^2*q^4*r*x^2-4508*c^2*g*p^5*r*x^2-4508*c^ 2*g*q^5*r*x^2-5964*c^2*p^5*q*r*x^2-14910*c^2*p^4*q^2*r*x^2-19880*c^2*p^3*q^3*r* x^2-14910*c^2*p^2*q^4*r*x^2-5964*c^2*p*q^5*r*x^2-588*c^2*g^5*p*r*x^2-588*c^2*g^ 5*q*r*x^2+7944*a*r^6*x-41209*a*r^5*x^2-96*b^6*r*x+452*b^5*r^2*x+3856*b^5*r*x^2+ 9516*b^4*r^3*x+29342*b^4*r^2*x^2+4204*a^4*r^3*x+29342*a^4*r^2*x^2+31497*a^3*r^4 *x+6193*a^3*r^3*x^2+28813*a^2*r^5*x-51461*a^2*r^4*x^2+2875*a*b*r^6-17*g^6*r^2*x +22*g^6*r*x^2+330*g^5*r^3*x+540*g^5*r^2*x^2+1232*g^4*r^4*x-1841*g^4*r^3*x^2+ 1223*g^3*r^5*x-9181*g^3*r^4*x^2-192*g^2*r^6*x-11090*g^2*r^5*x^2-40*g*p^7*r-856* g*r^7*x-4438*g*r^6*x^2+169*p^7*r*x+468*p^6*r*x^2-21*q^7*r*x+468*q^6*r*x^2-256*a ^6*r*x-6660*a^5*r^2*x+3856*a^5*r*x^2+5716*c^2*g*r^6-3364*c^2*r^6*x-97036*c^2*r^ 5*x^2+1808*c*g^2*r^6+1261*c*g*r^7-2628*c*r^7*x-12612*c*r^6*x^2+15168*c^7*r*x+ 90528*c^6*r^2*x+94560*c^6*r*x^2+145168*c^5*r^3*x-117440*c^5*r^2*x^2+100200*c^4* r^4*x-346872*c^4*r^3*x^2+25112*c^3*r^5*x-282856*c^3*r^4*x^2+1437*b^3*r^5*x-\ 26780*b^3*r^4*x^2-1381*b^2*r^6*x-23506*b^2*r^5*x^2+1926*b*c*r^7+849*b*g^2*r^6+ 618*b*g*r^7-1406*b*r^7*x-6584*b*r^6*x^2+753*a*g^2*r^6+573*a*g*r^7-63*a*p^7*r-\ 1034*a*r^7*x-6584*a*r^6*x^2+88*b^6*r^2*x+176*b^6*r*x^2+1444*b^5*r^3*x+3104*b^5* r^2*x^2+3050*b^4*r^4*x-6860*b^4*r^3*x^2-441*a^3*p^5*r+6503*a^3*r^5*x-26780*a^3* r^4*x^2-231*a^2*p^6*r+925*a^2*r^6*x-23506*a^2*r^5*x^2+860*a*b*r^7+1776*a*c*r^7-\ 252*a^5*p^3*r+2228*a^5*r^3*x+3104*a^5*r^2*x^2-462*a^4*p^4*r+7454*a^4*r^4*x-6860 *a^4*r^3*x^2+36*g^5*r^4*x-330*g^5*r^3*x^2-95*g^4*r^5*x-1232*g^4*r^4*x^2-381*g^3 *r^6*x-1223*g^3*r^5*x^2-480*g^2*r^7*x+192*g^2*r^6*x^2-269*g*r^8*x+856*g*r^7*x^2 +14*p^8*r*x-74*p^7*r*x^2-74*q^7*r*x^2-56*a^6*p^2*r-360*a^6*r^2*x+176*a^6*r*x^2+ 18*g^6*r^3*x+17*g^6*r^2*x^2-16920*c*p^4*q^2*r*x^2+3810*c*p^3*q^4*r*x-22560*c*p^ 3*q^3*r*x^2+1566*c*p^2*q^5*r*x-16920*c*p^2*q^4*r*x^2+282*c*p*q^6*r*x-6768*c*p*q ^5*r*x^2+38*c*g^6*p*r*x+18*c*g^6*q*r*x+416*c*g^5*p^2*r*x+21*c*g^5*p*r*x^2+130*c *g^5*q^2*r*x+21*c*g^5*q*r*x^2+1540*c*g^4*p^3*r*x-1412*c*g^4*p^2*r*x^2+336*c*g^4 *q^3*r*x-1412*c*g^4*q^2*r*x^2+2750*c*g^3*p^4*r*x-5190*c*g^3*p^3*r*x^2+414*c*g^3 *q^4*r*x-5190*c*g^3*q^3*r*x^2+2600*c*g^2*p^5*r*x-7338*c*g^2*p^4*r*x^2+256*c*g^2 *q^5*r*x-7338*c*g^2*q^4*r*x^2+1258*c*g*p^6*r*x-4679*c*g*p^5*r*x^2+72*c*g*q^6*r* x-4679*c*g*q^5*r*x^2+1482*c*p^6*q*r*x+3726*c*p^5*q^2*r*x-6768*c*p^5*q*r*x^2+ 5010*c*p^4*q^3*r*x-30876*c^2*g^2*q^3*r*x^2+8138*c^2*g*p^5*r*x-25022*c^2*g*p^4*r *x^2+878*c^2*g*q^5*r*x-25022*c^2*g*q^4*r*x^2+9492*c^2*p^5*q*r*x+19320*c^2*p^4*q ^2*r*x-36570*c^2*p^4*q*r*x^2+19880*c^2*p^3*q^3*r*x-73140*c^2*p^3*q^2*r*x^2+ 10500*c^2*p^2*q^4*r*x-73140*c^2*p^2*q^3*r*x^2+2436*c^2*p*q^5*r*x-36570*c^2*p*q^ 4*r*x^2+746*c^2*g^5*p*r*x+430*c^2*g^5*q*r*x+4520*c^2*g^4*p^2*r*x-2642*c^2*g^4*p *r*x^2+1724*c^2*g^4*q^2*r*x-2642*c^2*g^4*q*r*x^2+11300*c^2*g^3*p^3*r*x-15876*c^ 2*g^3*p^2*r*x^2+2924*c^2*g^3*q^3*r*x-15876*c^2*g^3*q^2*r*x^2+13760*c^2*g^2*p^4* r*x-30876*c^2*g^2*p^3*r*x^2+2368*c^2*g^2*q^4*r*x+5660*c^3*g^4*p*r*x+3524*c^3*g^ 4*q*r*x+22480*c^3*g^3*p^2*r*x-21448*c^3*g^3*p*r*x^2+9328*c^3*g^3*q^2*r*x-21448* c^3*g^3*q*r*x^2+37840*c^3*g^2*p^3*r*x-64584*c^3*g^2*p^2*r*x^2+10544*c^3*g^2*q^3 *r*x-64584*c^3*g^2*q^2*r*x^2+28660*c^3*g*p^4*r*x-70936*c^3*g*p^3*r*x^2+5220*c^3 *g*q^4*r*x-70936*c^3*g*q^3*r*x^2+33140*c^3*p^4*q*r*x+51960*c^3*p^3*q^2*r*x-\ 104720*c^3*p^3*q*r*x^2+37640*c^3*p^2*q^3*r*x-157080*c^3*p^2*q^2*r*x^2+11660*c^3 *p*q^4*r*x-104720*c^3*p*q^3*r*x^2+12*g^6*p^2*r*x+15*g^6*p*r*x^2+2*g^6*q^2*r*x+ 15*g^6*q*r*x^2+74*g^5*p^3*r*x-6*g^5*p^2*r*x^2+10*g^5*q^3*r*x-6*g^5*q^2*r*x^2+ 190*g^4*p^4*r*x-248*g^4*p^3*r*x^2+20*g^4*q^4*r*x-248*g^4*q^3*r*x^2+260*g^3*p^5* r*x-632*g^3*p^4*r*x^2+20*g^3*q^5*r*x-632*g^3*q^4*r*x^2+200*g^2*p^6*r*x-693*g^2* p^5*r*x^2+10*g^2*q^6*r*x-693*g^2*q^5*r*x^2+82*g*p^7*r*x-362*g*p^6*r*x^2+342*c*g ^5*r^3*x-429*c*g^5*r^2*x^2+302*c*g^4*r^4*x-6602*c*g^4*r^3*x^2-1605*c*g^3*r^5*x-\ 15258*c*g^3*r^4*x^2-3765*c*g^2*r^6*x-10013*c*g^2*r^5*x^2-2968*c*g*r^7*x+1808*c* g*r^6*x^2+246*c*p^7*r*x-1128*c*p^6*r*x^2+6*c*q^7*r*x-1128*c*q^6*r*x^2+36*c*g^6* r^2*x+30*c*g^6*r*x^2+28*c^2*g^6*r*x+612*c^2*g^5*r^2*x+66*c^2*g^5*r*x^2+2628*c^2 *g^4*r^3*x-8306*c^2*g^4*r^2*x^2+686*c^2*g^3*r^4*x-47282*c^2*g^3*r^3*x^2-8718*c^ 2*g^2*r^5*x-69834*c^2*g^2*r^4*x^2-11850*c^2*g*r^6*x-27558*c^2*g*r^5*x^2+1876*c^ 2*p^6*r*x-7314*c^2*p^5*r*x^2+112*c^2*q^6*r*x-7314*c^2*q^5*r*x^2+420*c^3*g^5*r*x +4272*c^3*g^4*r^2*x-1620*c^3*g^4*r*x^2+10584*c^3*g^3*r^3*x-49496*c^3*g^3*r^2*x^ 2-432*c^3*g^2*r^4*x-156756*c^3*g^2*r^3*x^2-19180*c^3*g*r^5*x-138592*c^3*g*r^4*x ^2+8060*c^3*p^5*r*x-26180*c^3*p^4*r*x^2+900*c^3*q^5*r*x-26180*c^3*q^4*r*x^2+ 21360*a^2*b*c^3*g*r*x+233808*a^2*b*c^3*p*r*x+49680*a^2*b*c^3*q*r*x-18340*a^2*b* c^2*g^2*r*x+269580*a^2*b*c^2*g*r^2*x+582816*a^2*b*c^2*g*r*x^2+237484*a^2*b*c^2* p^2*r*x+879816*a^2*b*c^2*p*r*x^2-7172*a^2*b*c^2*q^2*r*x+74472*a^2*b^2*c*p^2*r*x +363504*a^2*b^2*c*p*r*x^2-12120*a^2*b^2*c*q^2*r*x+363504*a^2*b^2*c*q*r*x^2-6732 *a^2*b^2*g^2*p*r*x-5148*a^2*b^2*g^2*q*r*x+8304*a^2*b^2*g*p^2*r*x+91296*a^2*b^2* g*p*r*x^2-8736*a^2*b^2*g*q^2*r*x+91296*a^2*b^2*g*q*r*x^2+26568*a^2*b^2*p^2*q*r* x+6768*a^2*b^2*p*q^2*r*x+161640*a^2*b^2*p*q*r*x^2+1664*a^2*b^3*p*q*r*x-11664*a^ 2*b^2*c^2*g*r*x+104208*a^2*b^2*c^2*p*r*x+10416*a^2*b^2*c^2*q*r*x-11880*a^2*b^2* c*g^2*r*x+52056*a^2*b^2*c*g*r^2*x+190512*a^2*b^2*c*g*r*x^2+174026*a^3*c*g*q*r*x ^2+49796*a^3*c*p^2*q*r*x+14044*a^3*c*p*q^2*r*x+253652*a^3*c*p*q*r*x^2-2828*a^3* g^2*p*q*r*x+9629*a^3*g*p^2*q*r*x+7*a^3*g*p*q^2*r*x+77154*a^3*g*p*q*r*x^2-8560*a ^2*b^3*c*g*r*x+9952*a^2*b^3*c*p*r*x-4608*a^2*b^3*c*q*r*x-4888*a^2*b^3*g*p*r*x-\ 3448*a^2*b^3*g*q*r*x+60864*a^3*b*g*p*r*x^2-8664*a^3*b*g*q^2*r*x+60864*a^3*b*g*q *r*x^2+14268*a^3*b*p^2*q*r*x+1068*a^3*b*p*q^2*r*x+107760*a^3*b*p*q*r*x^2+18020* a^3*c^2*g*p*r*x-27716*a^3*c^2*g*q*r*x+50136*a^3*c^2*p*q*r*x-5500*a^3*c*g^2*p*r* x-13448*a^3*c*g^2*q*r*x+25264*a^3*c*g*p^2*r*x+174026*a^3*c*g*p*r*x^2-16896*a^3* c*g*q^2*r*x-10960*a^3*b*c*g^2*r*x+18432*a^3*b*c*g*r^2*x+127008*a^3*b*c*g*r*x^2+ 38448*a^3*b*c*p^2*r*x+242336*a^3*b*c*p*r*x^2-19280*a^3*b*c*q^2*r*x+242336*a^3*b *c*q*r*x^2-6160*a^3*b*g^2*p*r*x-5104*a^3*b*g^2*q*r*x+2696*a^3*b*g*p^2*r*x-7352* a^3*b^2*g*p*r*x-5912*a^3*b^2*g*q*r*x-2464*a^3*b^2*p*q*r*x-28576*a^3*b*c^2*g*r*x +36592*a^3*b*c^2*p*r*x-25936*a^3*b*c^2*q*r*x-14048*a^4*b*c*q*r*x-4908*a^4*b*g*p *r*x-4188*a^4*b*g*q*r*x-3296*a^4*b*p*q*r*x-6452*a^4*c*g*p*r*x-11892*a^4*c*g*q*r *x-808*a^4*c*p*q*r*x-2912*a^4*g*p*q*r*x-13040*a^3*b^2*c*g*r*x-1792*a^3*b^2*c*p* r*x-16352*a^3*b^2*c*q*r*x+546*c*g^5*p*q*r*x+3416*c*g^4*p^2*q*r*x+2212*c*g^4*p*q ^2*r*x-2824*c*g^4*p*q*r*x^2+8664*c*g^3*p^3*q*r*x+9492*c*g^3*p^2*q^2*r*x-15570*c *g^3*p^2*q*r*x^2+3992*c*g^3*p*q^3*r*x-15570*c*g^3*p*q^2*r*x^2+10656*c*g^2*p^4*q *r*x+16624*c*g^2*p^3*q^2*r*x-29352*c*g^2*p^3*q*r*x^2+11936*c*g^2*p^2*q^3*r*x-\ 44028*c*g^2*p^2*q^2*r*x^2+3624*c*g^2*p*q^4*r*x-29352*c*g^2*p*q^3*r*x^2+6362*c*g *p^5*q*r*x+12940*c*g*p^4*q^2*r*x-23395*c*g*p^4*q*r*x^2+13300*c*g*p^3*q^3*r*x-\ 46790*c*g*p^3*q^2*r*x^2+7010*c*g*p^2*q^4*r*x-46790*c*g*p^2*q^3*r*x^2+1618*c*g*p *q^5*r*x-23395*c*g*p*q^4*r*x^2-8760*a^4*b*c*g*r*x-6768*a^4*b*c*p*r*x+48384*c^2* g^2*p^2*q^2*r*x-92628*c^2*g^2*p^2*q*r*x^2+20864*c^2*g^2*p*q^3*r*x-92628*c^2*g^2 *p*q^2*r*x^2+33430*c^2*g*p^4*q*r*x+52340*c^2*g*p^3*q^2*r*x-100088*c^2*g*p^3*q*r *x^2+37820*c^2*g*p^2*q^3*r*x-150132*c^2*g*p^2*q^2*r*x^2+11650*c^2*g*p*q^4*r*x-\ 100088*c^2*g*p*q^3*r*x^2+6244*c^2*g^4*p*q*r*x+25524*c^2*g^3*p^2*q*r*x+17148*c^2 *g^3*p*q^2*r*x-31752*c^2*g^3*p*q*r*x^2+43648*c^2*g^2*p^3*q*r*x-20230*b*g*p^2*q^ 3*r*x^2+666*b*g*p*q^5*r*x-10115*b*g*p*q^4*r*x^2+102368*c^5*g*p*q*r*x+81312*c^4* g^2*p*q*r*x+135280*c^4*g*p^2*q*r*x+93200*c^4*g*p*q^2*r*x-225056*c^4*g*p*q*r*x^2 +31808*c^3*g^3*p*q*r*x+86224*c^3*g^2*p^2*q*r*x+58928*c^3*g^2*p*q^2*r*x-129168*c ^3*g^2*p*q*r*x^2+91200*c^3*g*p^3*q*r*x+101640*c^3*g*p^2*q^2*r*x-212808*c^3*g*p^ 2*q*r*x^2+44320*c^3*g*p*q^3*r*x-212808*c^3*g*p*q^2*r*x^2+122*b*g^5*p*q*r*x+1152 *b*g^4*p^2*q*r*x+672*b*g^4*p*q^2*r*x-62*b*g^4*p*q*r*x^2+3444*b*g^3*p^3*q*r*x+ 3636*b*g^3*p^2*q^2*r*x-4296*b*g^3*p^2*q*r*x^2+1404*b*g^3*p*q^3*r*x-4296*b*g^3*p *q^2*r*x^2+4704*b*g^3*p*q*r^3*x+4640*b*g^2*p^4*q*r*x+7120*b*g^2*p^3*q^2*r*x-\ 11040*b*g^2*p^3*q*r*x^2+4960*b*g^2*p^2*q^3*r*x-16560*b*g^2*p^2*q^2*r*x^2+1400*b *g^2*p*q^4*r*x-11040*b*g^2*p*q^3*r*x^2+2946*b*g*p^5*q*r*x+5940*b*g*p^4*q^2*r*x-\ 10115*b*g*p^4*q*r*x^2+6020*b*g*p^3*q^3*r*x-20230*b*g*p^3*q^2*r*x^2+3090*b*g*p^2 *q^4*r*x+608*b*c*g*q^5*r*x-21417*b*c*g*q^4*r*x^2+9228*b*c*p^5*q*r*x+18660*b*c*p ^4*q^2*r*x-34190*b*c*p^4*q*r*x^2+19000*b*c*p^3*q^3*r*x-68380*b*c*p^3*q^2*r*x^2+ 9840*b*c*p^2*q^4*r*x-68380*b*c*p^2*q^3*r*x^2+2172*b*c*p*q^5*r*x-34190*b*c*p*q^4 *r*x^2+21520*c^4*g^3*p*r*x+13872*c^4*g^3*q*r*x+56800*c^4*g^2*p^2*r*x-67200*c^4* g^2*p*r*x^2+24512*c^4*g^2*q^2*r*x-67200*c^4*g^2*q*r*x^2+59120*c^4*g*p^3*r*x-\ 112528*c^4*g*p^2*r*x^2+17040*c^4*g*q^3*r*x-112528*c^4*g*q^2*r*x^2+67680*c^4*p^3 *q*r*x+75600*c^4*p^2*q^2*r*x-167760*c^4*p^2*q*r*x^2+33120*c^4*p*q^3*r*x-167760* c^4*p*q^2*r*x^2+43840*c^5*g^2*p*r*x+28736*c^5*g^2*q*r*x+71104*c^5*g*p^2*r*x-\ 94768*c^5*g*p*r*x^2+31264*c^5*g*q^2*r*x-94768*c^5*g*q*r*x^2+80256*c^5*p^2*q*r*x +55488*c^5*p*q^2*r*x-142656*c^5*p*q*r*x^2+64*b*g^2*q^5*r*x-2760*b*g^2*q^4*r*x^2 +586*b*g*p^6*r*x-2023*b*g*p^5*r*x^2+16*b*g*q^6*r*x-2023*b*g*q^5*r*x^2+720*b*p^6 *q*r*x+1800*b*p^5*q^2*r*x-3174*b*p^5*q*r*x^2+2400*b*p^4*q^3*r*x-7935*b*p^4*q^2* r*x^2+1800*b*p^3*q^4*r*x-10580*b*p^3*q^3*r*x^2+720*b*p^2*q^5*r*x-7935*b*p^2*q^4 *r*x^2+120*b*p*q^6*r*x-3174*b*p*q^5*r*x^2+45856*c^6*g*p*r*x+30304*c^6*g*q*r*x+ 50624*c^6*p*q*r*x+106*b*g^5*p^2*r*x+135*b*g^5*p*r*x^2+16*b*g^5*q^2*r*x+135*b*g^ 5*q*r*x^2+544*b*g^4*p^3*r*x-31*b*g^4*p^2*r*x^2+64*b*g^4*q^3*r*x-31*b*g^4*q^2*r* x^2+1116*b*g^3*p^4*r*x-1432*b*g^3*p^3*r*x^2+96*b*g^3*q^4*r*x-1432*b*g^3*q^3*r*x ^2+1144*b*g^2*p^5*r*x-2760*b*g^2*p^4*r*x^2-4592*c^3*g^4*q*r*x^2-15904*c^3*g^3*p ^2*r*x^2-15904*c^3*g^3*q^2*r*x^2-24192*c^3*g^2*p^3*r*x^2-24192*c^3*g^2*q^3*r*x^ 2-16940*c^3*g*p^4*r*x^2-16940*c^3*g*q^4*r*x^2-22400*c^3*p^4*q*r*x^2-44800*c^3*p ^3*q^2*r*x^2-44800*c^3*p^2*q^3*r*x^2-22400*c^3*p*q^4*r*x^2-4592*c^3*g^4*p*r*x^2 -75600*c^4*p^2*q^2*r*x^2-50400*c^4*p*q^3*r*x^2-17696*c^4*g^3*p*r*x^2-17696*c^4* g^3*q*r*x^2-40656*c^4*g^2*p^2*r*x^2-40656*c^4*g^2*q^2*r*x^2-38080*c^4*g*p^3*r*x ^2-38080*c^4*g*q^3*r*x^2-50400*c^4*p^3*q*r*x^2+4032*a^4*b*c^2*g*r*x+21376*a^4*b *c^2*p*r*x+12096*a^4*b*c^2*q*r*x+6480*a^4*b*c*g*r^2*x+5400*a^4*b*c*g*r*x^2+3584 *a^5*c*p*q*r*x+616*a^5*g*p*q*r*x+4480*a^4*b^2*c*p*r*x+2080*a^4*b^2*c*q*r*x+1840 *a^4*b^2*p*q*r*x-3990*c*g*p*q^5*r*x^2+1760*a^5*b*c*p*r*x+800*a^5*b*c*q*r*x+800* a^5*b*p*q*r*x+1312*a^5*c*g*p*r*x+592*a^5*c*g*q*r*x-546*c*g^5*p*q*r*x^2-2814*c*g ^4*p^2*q*r*x^2-2814*c*g^4*p*q^2*r*x^2-6328*c*g^3*p^3*q*r*x^2-9492*c*g^3*p^2*q^2 *r*x^2-6328*c*g^3*p*q^3*r*x^2-7140*c*g^2*p^4*q*r*x^2-14280*c*g^2*p^3*q^2*r*x^2-\ 14280*c*g^2*p^2*q^3*r*x^2-7140*c*g^2*p*q^4*r*x^2-3990*c*g*p^5*q*r*x^2-9975*c*g* p^4*q^2*r*x^2-13300*c*g*p^3*q^3*r*x^2-9975*c*g*p^2*q^4*r*x^2-6244*c^2*g^4*p*q*r *x^2-21336*c^2*g^3*p^2*q*r*x^2-21336*c^2*g^3*p*q^2*r*x^2-32256*c^2*g^2*p^3*q*r* x^2-48384*c^2*g^2*p^2*q^2*r*x^2-32256*c^2*g^2*p*q^3*r*x^2-22540*c^2*g*p^4*q*r*x ^2-45080*c^2*g*p^3*q^2*r*x^2-45080*c^2*g*p^2*q^3*r*x^2-22540*c^2*g*p*q^4*r*x^2-\ 101640*c^3*g*p^2*q^2*r*x^2-67760*c^3*g*p*q^3*r*x^2-31808*c^3*g^3*p*q*r*x^2-\ 72576*c^3*g^2*p^2*q*r*x^2-72576*c^3*g^2*p*q^2*r*x^2-67760*c^3*g*p^3*q*r*x^2-\ 102368*c^5*g*p*q*r*x^2-81312*c^4*g^2*p*q*r*x^2-114240*c^4*g*p^2*q*r*x^2-114240* c^4*g*p*q^2*r*x^2-126*b*g^5*p*q*r*x^2-945*b*g^4*p^2*q*r*x^2-945*b*g^4*p*q^2*r*x ^2-2520*b*g^3*p^3*q*r*x^2-3780*b*g^3*p^2*q^2*r*x^2-2520*b*g^3*p*q^3*r*x^2-3150* b*g^2*p^4*q*r*x^2-6300*b*g^2*p^3*q^2*r*x^2-6300*b*g^2*p^2*q^3*r*x^2-3150*b*g^2* p*q^4*r*x^2-1890*b*g*p^5*q*r*x^2-4725*b*g*p^4*q^2*r*x^2-6300*b*g*p^3*q^3*r*x^2-\ 4725*b*g*p^2*q^4*r*x^2-1890*b*g*p*q^5*r*x^2-51184*c^5*g*p^2*r*x^2-51184*c^5*g*q ^2*r*x^2-67872*c^5*p^2*q*r*x^2-67872*c^5*p*q^2*r*x^2-36288*c^5*g^2*p*r*x^2-\ 36288*c^5*g^2*q*r*x^2-38080*c^6*g*p*r*x^2-38080*c^6*g*q*r*x^2-50624*c^6*p*q*r*x ^2-630*b*g^3*q^4*r*x^2-630*b*g^2*p^5*r*x^2-630*b*g^2*q^5*r*x^2-315*b*g*p^6*r*x^ 2-315*b*g*q^6*r*x^2-441*b*p^6*q*r*x^2-1323*b*p^5*q^2*r*x^2-360*b*p^4*q^3*r^2*x-\ 2205*b*p^4*q^3*r*x^2-2205*b*p^3*q^4*r*x^2-1323*b*p^2*q^5*r*x^2-441*b*p*q^6*r*x^ 2-63*b*g^5*p^2*r*x^2-63*b*g^5*q^2*r*x^2-315*b*g^4*p^3*r*x^2-315*b*g^4*q^3*r*x^2 -630*b*g^3*p^4*r*x^2-58*b*c*g^5*r^3*x-324*b*c*g^5*r^2*x^2-624*b*c*g^4*r^4*x-\ 2568*b*c*g^4*r^3*x^2-1941*b*c*g^3*r^5*x-1897*b*c*g^3*r^4*x^2-2661*b*c*g^2*r^6*x +6955*b*c*g^2*r^5*x^2-1698*b*c*g*r^7*x+10992*b*c*g*r^6*x^2-994*b*c*p^6*r*x^2-\ 994*b*c*q^6*r*x^2-5614*b*c*g^3*q^3*r*x^2-7098*b*c*g^2*p^4*r*x^2-7098*b*c*g^2*q^ 4*r*x^2-4270*b*c*g*p^5*r*x^2-4270*b*c*g*q^5*r*x^2-5964*b*c*p^5*q*r*x^2-14910*b* c*p^4*q^2*r*x^2-19880*b*c*p^3*q^3*r*x^2-14910*b*c*p^2*q^4*r*x^2-5964*b*c*p*q^5* r*x^2-252*b*c*g^5*p*r*x^2-252*b*c*g^5*q*r*x^2-2044*b*c*g^4*p^2*r*x^2-2044*b*c*g ^4*q^2*r*x^2-5614*b*c*g^3*p^3*r*x^2-31836*b*c^2*g^2*p^3*r*x^2-31836*b*c^2*g^2*q ^3*r*x^2-24052*b*c^2*g*p^4*r*x^2-24052*b*c^2*g*q^4*r*x^2-33600*b*c^2*p^4*q*r*x^ 2-67200*b*c^2*p^3*q^2*r*x^2-67200*b*c^2*p^2*q^3*r*x^2-33600*b*c^2*p*q^4*r*x^2-\ 4396*b*c^2*g^4*p*r*x^2-4396*b*c^2*g^4*q*r*x^2-18648*b*c^2*g^3*p^2*r*x^2-18648*b *c^2*g^3*q^2*r*x^2-40*b*c^2*g^5*r^2*x-252*b*c^2*g^5*r*x^2-916*b*c^2*g^4*r^3*x-\ 4580*b*c^2*g^4*r^2*x^2-4950*b*c^2*g^3*r^4*x-15774*b*c^2*g^3*r^3*x^2-9926*b*c^2* g^2*r^5*x-3486*b*c^2*g^2*r^4*x^2-8446*b*c^2*g*r^6*x+25294*b*c^2*g*r^5*x^2-6720* b*c^2*p^5*r*x^2-6720*b*c^2*q^5*r*x^2-492*b*c^3*g^4*r^2*x-3136*b*c^3*g^4*r*x^2-\ 5444*b*c^3*g^3*r^3*x-25504*b*c^3*g^3*r^2*x^2-17676*b*c^3*g^2*r^4*x-47520*b*c^3* g^2*r^3*x^2-21348*b*c^3*g*r^5*x+560*b*c^3*g*r^4*x^2-25200*b*c^3*p^4*r*x^2-25200 *b*c^3*q^4*r*x^2+828*a^2*c^2*g^4*r*x+13656*a^2*c^2*g^3*r^2*x+1698*a^2*c^2*g^3*r *x^2+43014*a^2*c^2*g^2*r^3*x-105700*a^2*c^2*g^2*r^2*x^2+20482*a^2*c^2*g*r^4*x-\ 302052*a^2*c^2*g*r^3*x^2+31040*a^2*c^2*p^4*r*x-64012*a^2*c^2*p^3*r*x^2+6504*a^2 *c^2*q^4*r*x-64012*a^2*c^2*q^3*r*x^2+57648*a^2*c^3*g^2*r^2*x-19376*a^2*c^3*g^2* r*x^2+89608*a^2*c^3*g*r^3*x-314176*a^2*c^3*g*r^2*x^2+84200*a^2*c^3*p^3*r*x-\ 133528*a^2*c^3*p^2*r*x^2+25752*a^2*c^3*q^3*r*x-133528*a^2*c^3*q^2*r*x^2+8384*a^ 2*c^3*g^3*r*x+93184*a^2*c^5*p*r*x+61056*a^2*c^5*q*r*x+30432*a^2*c^4*g^2*r*x+ 104736*a^2*c^4*g*r^2*x-66200*a^2*c^4*g*r*x^2+124080*a^2*c^4*p^2*r*x-138480*a^2* c^4*p*r*x^2+55216*a^2*c^4*q^2*r*x-138480*a^2*c^4*q*r*x^2+3652*a^2*b*g^3*r^3*x+ 3213*a^2*b*g^3*r^2*x^2+4389*a^2*b*g^2*r^4*x-29781*a^2*b*g^2*r^3*x^2-2372*a^2*b* g*r^5*x-45438*a^2*b*g*r^4*x^2+2520*a^2*b*p^5*r*x-5439*a^2*b*p^4*r*x^2+252*a^2*b *q^5*r*x-5439*a^2*b*q^4*r*x^2+47616*a^2*c^5*g*r*x-10670*a^2*b*c*r^5*x-140304*a^ 2*b*c*r^4*x^2+115328*a^2*b*c^3*r^3*x-440208*a^2*b*c^3*r^2*x^2+20512*a^2*b*c^2*r ^4*x-425904*a^2*b*c^2*r^3*x^2+7128*a^2*b^2*g^2*r^3*x+6732*a^2*b^2*g^2*r^2*x^2+ 5184*a^2*b^2*g*r^4*x-40968*a^2*b^2*g*r^3*x^2+5016*a^2*b^2*p^4*r*x-5556*a^2*b^2* p^3*r*x^2+528*a^2*b^2*q^4*r*x-5556*a^2*b^2*q^3*r*x^2+69696*a^2*b*c^5*r*x+146400 *a^2*b*c^4*r^2*x-90624*a^2*b*c^4*r*x^2+9552*a^2*b^2*c*r^4*x-164352*a^2*b^2*c*r^ 3*x^2+137360*a^2*c^4*g*p*r*x+88224*a^2*c^4*g*q*r*x+179296*a^2*c^4*p*q*r*x+72424 *a^2*c^3*g^2*p*r*x+44744*a^2*c^3*g^2*q*r*x+147960*a^2*c^3*g*p^2*r*x-132008*a^2* c^3*g*p*r*x^2+63144*a^2*c^3*g*q^2*r*x-132008*a^2*c^3*g*q*r*x^2+194152*a^2*c^3*p ^2*q*r*x+135704*a^2*c^3*p*q^2*r*x-267056*a^2*c^3*p*q*r*x^2+2318*a^2*b*g^3*p^2*r *x+2835*a^2*b*g^3*p*r*x^2+428*a^2*b*g^3*q^2*r*x+2835*a^2*b*g^3*q*r*x^2+7156*a^2 *b*g^2*p^3*r*x-21*a^2*b*g^2*p^2*r*x^2+1108*a^2*b*g^2*q^3*r*x-21*a^2*b*g^2*q^2*r *x^2+7358*a^2*b*g*p^4*r*x-8295*a^2*b*g*p^3*r*x^2+932*a^2*b*g*q^4*r*x-8295*a^2*b *g*q^3*r*x^2+10332*a^2*b*p^4*q*r*x+16128*a^2*b*p^3*q^2*r*x-21756*a^2*b*p^3*q*r* x^2+11592*a^2*b*p^2*q^3*r*x-32634*a^2*b*p^2*q^2*r*x^2+3528*a^2*b*p*q^4*r*x-\ 21756*a^2*b*p*q^3*r*x^2+6804*a^2*b*c*g^3*r^2*x+5670*a^2*b*c*g^3*r*x^2+35630*a^2 *b*c*g^2*r^3*x-38064*a^2*b*c*g^2*r^2*x^2+19282*a^2*b*c*g*r^4*x-238632*a^2*b*c*g *r^3*x^2+26296*a^2*b*c*p^4*r*x-44436*a^2*b*c*p^3*r*x^2+4528*a^2*b*c*q^4*r*x-\ 44436*a^2*b*c*q^3*r*x^2+4992*a^2*b*c^2*g^3*r*x+58024*a^2*b*c^2*g^2*r^2*x+7836*a ^2*b*c^2*g^2*r*x^2+112340*a^2*b*c^2*g*r^3*x-296868*a^2*b*c^2*g*r^2*x^2+106648*a ^2*b*c^2*p^3*r*x-135132*a^2*b*c^2*p^2*r*x^2+29392*a^2*b*c^2*q^3*r*x-135132*a^2* b*c^2*q^2*r*x^2+162032*a^2*b*c^3*g*r^2*x-52320*a^2*b*c^3*g*r*x^2+209104*a^2*b*c ^3*p^2*r*x-181344*a^2*b*c^3*p*r*x^2+88720*a^2*b*c^3*q^2*r*x-181344*a^2*b*c^3*q* r*x^2-11699*b*c*g*r^6*x-30122*b*c*g*r^5*x^2+1832*b*c*p^6*r*x-6838*b*c*p^5*r*x^2 +68*b*c*q^6*r*x-6838*b*c*q^5*r*x^2+324*b*c*g^5*r^2*x+270*b*c*g^5*r*x^2+2350*b*c *g^4*r^3*x-3154*b*c*g^4*r^2*x^2+1037*b*c*g^3*r^4*x-39034*b*c*g^3*r^3*x^2-8166*b *c*g^2*r^5*x-67906*b*c*g^2*r^4*x^2+14014*b*c^2*g^3*r^3*x-48962*b*c^2*g^3*r^2*x^ 2-1266*b*c^2*g^2*r^4*x-209310*b*c^2*g^2*r^3*x^2-29446*b*c^2*g*r^5*x-206536*b*c^ 2*g*r^4*x^2+11824*b*c^2*p^5*r*x-36554*b*c^2*p^4*r*x^2+1084*b*c^2*q^5*r*x-36554* b*c^2*q^4*r*x^2+264*b*c^2*g^5*r*x+4540*b*c^2*g^4*r^2*x+536*b*c^2*g^4*r*x^2+344* b*c*g^5*p*r*x+164*b*c*g^5*q*r*x+3086*b*c*g^4*p^2*r*x+206*b*c*g^4*p*r*x^2+946*b* c*g^4*q^2*r*x+206*b*c*g^4*q*r*x^2+9066*b*c*g^3*p^3*r*x-8139*b*c*g^3*p^2*r*x^2+ 1872*b*c*g^3*q^3*r*x-8139*b*c*g^3*q^2*r*x^2+12082*b*c*g^2*p^4*r*x-22654*b*c*g^2 *p^3*r*x^2+1630*b*c*g^2*q^4*r*x-22654*b*c*g^2*q^3*r*x^2+7590*b*c*g*p^5*r*x-\ 21417*b*c*g*p^4*r*x^2-15192*b*c^2*g^3*p*r*x^2+10146*b*c^2*g^3*q^2*r*x-15192*b*c ^2*g^3*q*r*x^2+49766*b*c^2*g^2*p^3*r*x-69238*b*c^2*g^2*p^2*r*x^2+12434*b*c^2*g^ 2*q^3*r*x-69238*b*c^2*g^2*q^2*r*x^2+40150*b*c^2*g*p^4*r*x-90064*b*c^2*g*p^3*r*x ^2+6374*b*c^2*g*q^4*r*x-90064*b*c^2*g*q^3*r*x^2+48380*b*c^2*p^4*q*r*x+75280*b*c ^2*p^3*q^2*r*x-146216*b*c^2*p^3*q*r*x^2+53800*b*c^2*p^2*q^3*r*x-219324*b*c^2*p^ 2*q^2*r*x^2+16160*b*c^2*p*q^4*r*x-146216*b*c^2*p*q^3*r*x^2+5626*b*c^2*g^4*p*r*x +3266*b*c^2*g^4*q*r*x+26802*b*c^2*g^3*p^2*r*x+110740*b*c^3*g*p^3*r*x-188216*b*c ^3*g*p^2*r*x^2+30052*b*c^3*g*q^3*r*x-188216*b*c^3*g*q^2*r*x^2+132080*b*c^3*p^3* q*r*x+146280*b*c^3*p^2*q^2*r*x-310656*b*c^3*p^2*q*r*x^2+62960*b*c^3*p*q^3*r*x-\ 310656*b*c^3*p*q^2*r*x^2+34028*b*c^3*g^3*p*r*x+21332*b*c^3*g^3*q*r*x+99688*b*c^ 3*g^2*p^2*r*x-93424*b*c^3*g^2*p*r*x^2+41224*b*c^3*g^2*q^2*r*x-93424*b*c^3*g^2*q *r*x^2+96664*b*c^4*g^2*p*r*x+62728*b*c^4*g^2*q*r*x+167400*b*c^4*g*p^2*r*x-\ 195600*b*c^4*g*p*r*x^2+72136*b*c^4*g*q^2*r*x-195600*b*c^4*g*q*r*x^2+196800*b*c^ 4*p^2*q*r*x+134880*b*c^4*p*q^2*r*x-328192*b*c^4*p*q*r*x^2+430*b^2*g^4*p*q*r*x+ 3266*b^2*g^3*p^2*q*r*x+1858*b^2*g^3*p*q^2*r*x-96*b^2*g^3*p*q*r*x^2+7332*b^2*g^2 *p^3*q*r*x+7632*b^2*g^2*p^2*q^2*r*x-9069*b^2*g^2*p^2*q*r*x^2+2844*b^2*g^2*p*q^3 *r*x-9069*b^2*g^2*p*q^2*r*x^2+6586*b^2*g*p^4*q*r*x+10004*b^2*g*p^3*q^2*r*x-\ 15688*b^2*g*p^3*q*r*x^2+6836*b^2*g*p^2*q^3*r*x-23532*b^2*g*p^2*q^2*r*x^2+1834*b ^2*g*p*q^4*r*x-15688*b^2*g*p*q^3*r*x^2+130832*b*c^5*g*p*r*x+86320*b*c^5*g*q*r*x +150400*b*c^5*p*q*r*x+1270*b^2*c*g^4*p*r*x+610*b^2*c*g^4*q*r*x+8934*b^2*c*g^3*p ^2*r*x+753*b^2*c*g^3*p*r*x^2+2672*b^2*c*g^3*q^2*r*x+753*b^2*c*g^3*q*r*x^2+19510 *b^2*c*g^2*p^3*r*x-17131*b^2*c*g^2*p^2*r*x^2+3744*b^2*c*g^2*q^3*r*x-17131*b^2*c *g^2*q^2*r*x^2+17248*b^2*c*g*p^4*r*x-32140*b^2*c*g*p^3*r*x^2+1992*b^2*c*g*q^4*r *x-32140*b^2*c*g*q^3*r*x^2+21918*b^2*c*p^4*q*r*x+33652*b^2*c*p^3*q^2*r*x-60984* b^2*c*p^3*q*r*x^2+23468*b^2*c*p^2*q^3*r*x-91476*b^2*c*p^2*q^2*r*x^2+6642*b^2*c* p*q^4*r*x-60984*b^2*c*p*q^3*r*x^2-218632*b*c^3*g^2*r^2*x^2-11120*b*c^3*g*r^4*x-\ 461800*b*c^3*g*r^3*x^2+41660*b*c^3*p^4*r*x-103552*b*c^3*p^3*r*x^2+7100*b*c^3*q^ 4*r*x-103552*b*c^3*q^3*r*x^2+3260*b*c^3*g^4*r*x+25124*b*c^3*g^3*r^2*x-9284*b*c^ 3*g^3*r*x^2+41104*b*c^3*g^2*r^3*x+24320*b*c^4*q^3*r*x-164096*b*c^4*q^2*r*x^2+ 15520*b*c^4*g^3*r*x+67704*b*c^4*g^2*r^2*x-46968*b*c^4*g^2*r*x^2+59288*b*c^4*g*r ^3*x-400152*b*c^4*g*r^2*x^2+86240*b*c^4*p^3*r*x-164096*b*c^4*p^2*r*x^2+36000*b* c^5*g^2*r*x+88688*b*c^5*g*r^2*x-80912*b*c^5*g*r*x^2+104480*b*c^5*p^2*r*x-138016 *b*c^5*p*r*x^2+45920*b*c^5*q^2*r*x-138016*b*c^5*q*r*x^2-3023*b^2*g^2*p^3*r*x^2+ 150*b^2*g^2*q^4*r*x-3023*b^2*g^2*q^3*r*x^2+1634*b^2*g*p^5*r*x-3922*b^2*g*p^4*r* x^2+50*b^2*g*q^5*r*x-3922*b^2*g*q^4*r*x^2+2090*b^2*p^5*q*r*x+4180*b^2*p^4*q^2*r *x-7210*b^2*p^4*q*r*x^2+4180*b^2*p^3*q^3*r*x-14420*b^2*p^3*q^2*r*x^2+2090*b^2*p ^2*q^4*r*x-14420*b^2*p^2*q^3*r*x^2+418*b^2*p*q^5*r*x-7210*b^2*p*q^4*r*x^2+40960 *b*c^6*g*r*x+68224*b*c^6*p*r*x+45376*b*c^6*q*r*x+380*b^2*g^4*p^2*r*x+495*b^2*g^ 4*p*r*x^2+50*b^2*g^4*q^2*r*x+495*b^2*g^4*q*r*x^2+1558*b^2*g^3*p^3*r*x-48*b^2*g^ 3*p^2*r*x^2+150*b^2*g^3*q^3*r*x-48*b^2*g^3*q^2*r*x^2+2394*b^2*g^2*p^4*r*x-15246 *b^2*c*p^4*r*x^2+310*b^2*c*q^5*r*x-15246*b^2*c*q^4*r*x^2+1188*b^2*c*g^4*r^2*x+ 990*b^2*c*g^4*r*x^2+6162*b^2*c*g^3*r^3*x-9057*b^2*c*g^3*r^2*x^2+329*b^2*c*g^2*r ^4*x-84584*b^2*c*g^2*r^3*x^2-13549*b^2*c*g*r^5*x-98674*b^2*c*g*r^4*x^2+5402*b^2 *c*p^5*r*x+1020*b^2*c^2*g^4*r*x+13152*b^2*c^2*g^3*r^2*x+1698*b^2*c^2*g^3*r*x^2+ 26478*b^2*c^2*g^2*r^3*x-105700*b^2*c^2*g^2*r^2*x^2-8830*b^2*c^2*g*r^4*x-302052* b^2*c^2*g*r^3*x^2+28580*b^2*c^2*p^4*r*x-64012*b^2*c^2*p^3*r*x^2+4044*b^2*c^2*q^ 4*r*x-64012*b^2*c^2*q^3*r*x^2+2520*c^4*g^4*r*x+15456*c^4*g^3*r^2*x-10800*c^4*g^ 3*r*x^2+23472*c^4*g^2*r^3*x-136032*c^4*g^2*r^2*x^2-3176*c^4*g*r^4*x-244504*c^4* g*r^3*x^2+21240*c^4*p^4*r*x-55920*c^4*p^3*r*x^2+3960*c^4*q^4*r*x-55920*c^4*q^3* r*x^2+7840*c^5*g^3*r*x+30528*c^5*g^2*r^2*x-27840*c^5*g^2*r*x^2+27072*c^5*g*r^3* x-178384*c^5*g*r^2*x^2+35008*c^5*p^3*r*x-71328*c^5*p^2*r*x^2+10240*c^5*q^3*r*x-\ 71328*c^5*q^2*r*x^2+13440*c^6*g^2*r*x+31296*c^6*g*r^2*x-33120*c^6*g*r*x^2+35072 *c^6*p^2*r*x-50336*c^6*p*r*x^2+15552*c^6*q^2*r*x-50336*c^6*q*r*x^2+152*b*g^5*r^ 3*x+153*b*g^5*r^2*x^2+225*b*g^4*r^4*x-2439*b*g^4*r^3*x^2-645*b*g^3*r^5*x-7330*b *g^3*r^4*x^2-1767*b*g^2*r^6*x-5546*b*g^2*r^5*x^2-1452*b*g*r^7*x+444*b*g*r^6*x^2 +120*b*p^7*r*x-529*b*p^6*r*x^2-529*b*q^6*r*x^2+12096*c^7*g*r*x+19392*c^7*p*r*x+ 12864*c^7*q*r*x+909*b*c*g^2*r^6+573*b*c*g*r^7-4484*b*c*r^7*x+2380*b*c*r^6*x^2-\ 32220*b*c^3*r^5*x-204304*b*c^3*r^4*x^2-18410*b*c^2*r^6*x-41164*b*c^2*r^5*x^2+ 45280*b*c^6*r^2*x-48160*b*c^6*r*x^2+33536*b*c^5*r^3*x-262112*b*c^5*r^2*x^2-\ 12480*b*c^4*r^4*x-359608*b*c^4*r^3*x^2+514*b^2*g^4*r^3*x+561*b^2*g^4*r^2*x^2+ 504*b^2*g^3*r^4*x-7044*b^2*g^3*r^3*x^2-1616*b^2*g^2*r^5*x-15992*b^2*g^2*r^4*x^2 -2693*b^2*g*r^6*x-8216*b^2*g*r^5*x^2+418*b^2*p^6*r*x-1442*b^2*p^5*r*x^2-1442*b^ 2*q^5*r*x^2+18368*b*c^7*r*x-24202*b^2*c^2*r^5*x-149992*b^2*c^2*r^4*x^2-8950*b^2 *c*r^6*x-22320*b^2*c*r^5*x^2+35016*b^2*c^4*r^3*x-286984*b^2*c^4*r^2*x^2-15632*b ^2*c^3*r^4*x-332928*b^2*c^3*r^3*x^2+884*b^3*g^3*r^3*x+1071*b^3*g^3*r^2*x^2+459* b^3*g^2*r^4*x-9927*b^3*g^2*r^3*x^2-1764*b^3*g*r^5*x-15146*b^3*g*r^4*x^2+756*b^3 *p^5*r*x-1813*b^3*p^4*r*x^2-1813*b^3*q^4*r*x^2+30464*b^2*c^6*r*x+62720*b^2*c^5* r^2*x-57152*b^2*c^5*r*x^2+9928*b^2*c^3*g^3*r*x+54032*b^2*c^3*g^2*r^2*x-19376*b^ 2*c^3*g^2*r*x^2+49928*b^2*c^3*g*r^3*x-314176*b^2*c^3*g*r^2*x^2+79080*b^2*c^3*p^ 3*r*x-133528*b^2*c^3*p^2*r*x^2+20632*b^2*c^3*q^3*r*x-133528*b^2*c^3*q^2*r*x^2+ 51536*b^2*c^4*q^2*r*x-138480*b^2*c^4*q*r*x^2+53856*b^2*c^5*g*r*x+95296*b^2*c^5* p*r*x+63168*b^2*c^5*q*r*x+35088*b^2*c^4*g^2*r*x+96320*b^2*c^4*g*r^2*x-66200*b^2 *c^4*g*r*x^2+120400*b^2*c^4*p^2*r*x-138480*b^2*c^4*p*r*x^2+706*b^3*g^3*p^2*r*x+ 945*b^3*g^3*p*r*x^2+76*b^3*g^3*q^2*r*x+945*b^3*g^3*q*r*x^2+2168*b^3*g^2*p^3*r*x -7*b^3*g^2*p^2*r*x^2+152*b^3*g^2*q^3*r*x-7*b^3*g^2*q^2*r*x^2+2218*b^3*g*p^4*r*x -2765*b^3*g*p^3*r*x^2+76*b^3*g*q^4*r*x-2765*b^3*g*q^3*r*x^2+3024*b^3*p^4*q*r*x+ 4536*b^3*p^3*q^2*r*x-7252*b^3*p^3*q*r*x^2+3024*b^3*p^2*q^3*r*x-10878*b^3*p^2*q^ 2*r*x^2+756*b^3*p*q^4*r*x-7252*b^3*p*q^3*r*x^2-2336*b*c^4*g^3*r^2*x-15008*b*c^4 *g^3*r*x^2-15320*b*c^4*g^2*r^3*x-69024*b*c^4*g^2*r^2*x^2-29112*b*c^4*g*r^4*x-\ 70008*b*c^4*g*r^3*x^2-56560*b*c^4*p^3*r*x^2-56560*b*c^4*q^3*r*x^2-34944*b*c^5*g ^2*r*x^2-20624*b*c^5*g*r^3*x-90688*b*c^5*g*r^2*x^2-75936*b*c^5*p^2*r*x^2-75936* b*c^5*q^2*r*x^2-5408*b*c^5*g^2*r^2*x-6144*b*c^6*g*r^2*x-39872*b*c^6*g*r*x^2-\ 56448*b*c^6*p*r*x^2-56448*b*c^6*q*r*x^2-10864*c^4*g*r^5*x+3176*c^4*g*r^4*x^2-\ 12600*c^4*p^4*r*x^2-12600*c^4*q^4*r*x^2-360*c^4*g^4*r^2*x-2520*c^4*g^4*r*x^2-\ 3216*c^4*g^3*r^3*x-15456*c^4*g^3*r^2*x^2-9432*c^4*g^2*r^4*x-23472*c^4*g^2*r^3*x ^2-1120*c^5*g^3*r^2*x-7840*c^5*g^3*r*x^2-6528*c^5*g^2*r^3*x-30528*c^5*g^2*r^2*x ^2-11712*c^5*g*r^4*x-27072*c^5*g*r^3*x^2-22624*c^5*p^3*r*x^2-22624*c^5*q^3*r*x^ 2-1920*c^6*g^2*r^2*x-13440*c^6*g^2*r*x^2-6816*c^6*g*r^3*x-31296*c^6*g*r^2*x^2-\ 25312*c^6*p^2*r*x^2-25312*c^6*q^2*r*x^2-1728*c^7*g*r^2*x-12096*c^7*g*r*x^2-\ 16128*c^7*p*r*x^2-16128*c^7*q*r*x^2-27*b*g^5*r^4*x-162*b*g^5*r^3*x^2-135*b*g^4* r^5*x-276*b*g^4*r^4*x^2-270*b*g^3*r^6*x+544*b*g^3*r^5*x^2-270*b*g^2*r^7*x+1671* b*g^2*r^6*x^2-135*b*g*r^8*x+1407*b*g*r^7*x^2-63*b*p^7*r*x^2-63*b*q^7*r*x^2-412* b*c*r^8*x+4334*b*c*r^7*x^2-8576*b*c^3*r^6*x+27904*b*c^3*r^5*x^2-2580*b*c^2*r^7* x+17280*b*c^2*r^6*x^2-18000*b*c^5*r^4*x-40224*b*c^5*r^3*x^2-16360*b*c^4*r^5*x+ 4304*b*c^4*r^4*x^2-2752*b*c^7*r^2*x-17920*b*c^7*r*x^2-10720*b*c^6*r^3*x-46400*b *c^6*r^2*x^2+972*c^2*g^2*r^6+591*c^2*g*r^7-4436*c^2*r^7*x+3364*c^2*r^6*x^2+201* c*g^3*r^6+192*c*g^2*r^7+93*c*g*r^8-804*c*r^8*x+2628*c*r^7*x^2-2816*c^5*r^4*x-\ 145168*c^5*r^3*x^2-14808*c^4*r^5*x-100200*c^4*r^4*x^2+1997*c^3*g*r^6-11904*c^3* r^6*x-25112*c^3*r^5*x^2+90*b*g^3*r^6+90*b*g^2*r^7+45*b*g*r^8-403*b*r^8*x+1220*b *r^7*x^2+4480*c^8*r*x+13056*c^7*r^2*x-15168*c^7*r*x^2+12672*c^6*r^3*x-90528*c^6 *r^2*x^2+189*b^3*g*r^6-1345*b^3*r^6*x-3970*b^3*r^5*x^2+420*b^2*c*r^7+198*b^2*g^ 2*r^6+132*b^2*g*r^7-1083*b^2*r^7*x+228*b^2*r^6*x^2+876*b*c^2*r^7+138*b*c*r^8+64 *b^6*r^3*x+136*b^6*r^2*x^2+36*b^5*q*r^4-36*b^5*r^4*x-1836*b^5*r^3*x^2-704*b^4*r ^5*x-5252*b^4*r^4*x^2+414*a^2*c*r^7+198*a^2*g^2*r^6+132*a^2*g*r^7-939*a^2*r^7*x +228*a^2*r^6*x^2+189*a*b^2*r^7+66*a*b*r^8+870*a*c^2*r^7+138*a*c*r^8+90*a*g^3*r^ 6+90*a*g^2*r^7+45*a*g*r^8-385*a*r^8*x+1220*a*r^7*x^2+16*a^4*r^5*x-5252*a^4*r^4* x^2+189*a^3*g*r^6-887*a^3*r^6*x-3970*a^3*r^5*x^2+396*a^2*b^2*r^6+189*a^2*b*r^7+ 224*a^6*r^3*x+136*a^6*r^2*x^2+516*a^5*r^4*x-1836*a^5*r^3*x^2-45*g^4*r^6*x+95*g^ 4*r^5*x^2-60*g^3*r^7*x+381*g^3*r^6*x^2-45*g^2*r^8*x+480*g^2*r^7*x^2-18*g*r^9*x+ 269*g*r^8*x^2-7*p^8*r*x^2-7*q^8*r*x^2-3*g^6*r^4*x-18*g^6*r^3*x^2-18*g^5*r^5*x-\ 36*g^5*r^4*x^2-1716*c^3*r^7*x+11904*c^3*r^6*x^2-412*c^2*r^8*x+4436*c^2*r^7*x^2-\ 54*c*r^9*x+804*c*r^8*x^2-6400*c^5*r^5*x+2816*c^5*r^4*x^2-4248*c^4*r^6*x+14808*c ^4*r^5*x^2-640*c^8*r^2*x-4480*c^8*r*x^2-2880*c^7*r^3*x-13056*c^7*r^2*x^2-5760*c ^6*r^4*x-12672*c^6*r^3*x^2-99*b^2*r^8*x+1011*b^2*r^7*x^2-27*b*r^9*x+394*b*r^8*x ^2+211104*a^2*c^3*g*p*q*r*x+83420*a^2*c^2*g^2*p*q*r*x+173520*a^2*c^2*g*p^2*q*r* x+119220*a^2*c^2*g*p*q^2*r*x-196092*a^2*c^2*g*p*q*r*x^2+12334*a^2*c*g^3*p*q*r*x +46922*a^2*c*g^2*p^2*q*r*x+31156*a^2*c*g^2*p*q^2*r*x-34262*a^2*c*g^2*p*q*r*x^2+ 59824*a^2*c*g*p^3*q*r*x+66852*a^2*c*g*p^2*q^2*r*x-96420*a^2*c*g*p^2*q*r*x^2+ 29312*a^2*c*g*p*q^3*r*x-96420*a^2*c*g*p*q^2*r*x^2-133308*a^2*b*c*p^2*q*r*x^2+ 39880*a^2*b*c*p*q^3*r*x-133308*a^2*b*c*p*q^2*r*x^2+2746*a^2*b*g^3*p*q*r*x+15420 *a^2*b*g^2*p^2*q*r*x+9372*a^2*b*g^2*p*q^2*r*x-42*a^2*b*g^2*p*q*r*x^2+23006*a^2* b*g*p^3*q*r*x+24870*a^2*b*g*p^2*q^2*r*x-24885*a^2*b*g*p^2*q*r*x^2+10154*a^2*b*g *p*q^3*r*x-24885*a^2*b*g*p*q^2*r*x^2+7132*a^2*b*c*g^3*p*r*x+3352*a^2*b*c*g^3*q* r*x+39512*a^2*b*c*g^2*p^2*r*x+3876*a^2*b*c*g^2*p*r*x^2+12680*a^2*b*c*g^2*q^2*r* x+3876*a^2*b*c*g^2*q*r*x^2+58776*a^2*b*c*g*p^3*r*x-46800*a^2*b*c*g*p^2*r*x^2+ 13776*a^2*b*c*g*q^3*r*x-46800*a^2*b*c*g*q^2*r*x^2+83416*a^2*b*c*p^3*q*r*x+92472 *a^2*b*c*p^2*q^2*r*x+129296*a^2*b*c^3*g*q*r*x+297824*a^2*b*c^3*p*q*r*x+69096*a^ 2*b*c^2*g^2*p*r*x+39624*a^2*b*c^2*g^2*q*r*x+169664*a^2*b*c^2*g*p^2*r*x-86580*a^ 2*b*c^2*g*p*r*x^2+66056*a^2*b*c^2*g*q^2*r*x-86580*a^2*b*c^2*g*q*r*x^2+242688*a^ 2*b*c^2*p^2*q*r*x+165432*a^2*b*c^2*p*q^2*r*x-270264*a^2*b*c^2*p*q*r*x^2+15048*a ^2*b^2*c*g^2*p*r*x+7128*a^2*b^2*c*g^2*q*r*x+54480*a^2*b^2*c*g*p^2*r*x+6264*a^2* b^2*c*g*p*r*x^2+17088*a^2*b^2*c*g*q^2*r*x+6264*a^2*b^2*c*g*q*r*x^2+89256*a^2*b^ 2*c*p^2*q*r*x+57912*a^2*b^2*c*p*q^2*r*x-62352*a^2*b^2*c*p*q*r*x^2+5544*a^2*b^2* g^2*p*q*r*x+20856*a^2*b^2*g*p^2*q*r*x+12408*a^2*b^2*g*p*q^2*r*x+432*a^2*b^2*g*p *q*r*x^2+207920*a^2*b*c^3*g*p*r*x+13792*a^2*b^3*c*g*p*r*x+6592*a^2*b^3*c*g*q*r* x+31808*a^2*b^3*c*p*q*r*x+4816*a^2*b^3*g*p*q*r*x+97104*a^2*b^2*c^2*g*p*r*x+ 56112*a^2*b^2*c^2*g*q*r*x+161952*a^2*b^2*c^2*p*q*r*x+4176*a^3*b*c*g*q*r*x^2+ 62792*a^3*b*c*p^2*q*r*x+41896*a^3*b*c*p*q^2*r*x-41568*a^3*b*c*p*q*r*x^2+4000*a^ 3*b*g^2*p*q*r*x+14888*a^3*b*g*p^2*q*r*x+9256*a^3*b*g*p*q^2*r*x+288*a^3*b*g*p*q* r*x^2+80488*a^3*c^2*g*p*q*r*x+17976*a^3*c*g^2*p*q*r*x+45936*a^3*c*g*p^2*q*r*x+ 30936*a^3*c*g*p*q^2*r*x-31200*a^3*c*g*p*q*r*x^2+63504*a^3*b*c^2*g*p*r*x+36176*a ^3*b*c^2*g*q*r*x+111072*a^3*b*c^2*p*q*r*x+9880*a^3*b*c*g^2*p*r*x+4600*a^3*b*c*g ^2*q*r*x+37216*a^3*b*c*g*p^2*r*x+4176*a^3*b*c*g*p*r*x^2+12288*a^3*b*c*g*q^2*r*x -21350*b*c*g*p*q^4*r*x^2+6672*a^4*b*c*g*p*r*x+3072*a^4*b*c*g*q*r*x+17248*a^4*b* c*p*q*r*x+2856*a^4*b*g*p*q*r*x+12824*a^4*c*g*p*q*r*x+13568*a^3*b^2*c*g*p*r*x+ 6368*a^3*b^2*c*g*q*r*x+33152*a^3*b^2*c*p*q*r*x+5264*a^3*b^2*g*p*q*r*x-4088*b*c* g^4*p*q*r*x^2-16842*b*c*g^3*p^2*q*r*x^2-16842*b*c*g^3*p*q^2*r*x^2-28392*b*c*g^2 *p^3*q*r*x^2-42588*b*c*g^2*p^2*q^2*r*x^2-28392*b*c*g^2*p*q^3*r*x^2-21350*b*c*g* p^4*q*r*x^2-42700*b*c*g*p^3*q^2*r*x^2-42700*b*c*g*p^2*q^3*r*x^2-96208*b*c^2*g*p *q^3*r*x^2-37296*b*c^2*g^3*p*q*r*x^2-95508*b*c^2*g^2*p^2*q*r*x^2-95508*b*c^2*g^ 2*p*q^2*r*x^2-96208*b*c^2*g*p^3*q*r*x^2-144312*b*c^2*g*p^2*q^2*r*x^2-142128*b*c ^3*g^2*p*q*r*x^2-216048*b*c^3*g*p^2*q*r*x^2-216048*b*c^3*g*p*q^2*r*x^2-11970*b^ 2*c*g^3*p*q*r*x^2-36960*b^2*c*g^2*p^2*q*r*x^2-36960*b^2*c*g^2*p*q^2*r*x^2-41524 *b^2*c*g*p^3*q*r*x^2-62286*b^2*c*g*p^2*q^2*r*x^2-41524*b^2*c*g*p*q^3*r*x^2-\ 241696*b*c^4*g*p*q*r*x^2-27384*b*c^3*g^3*p*r*x^2-27384*b*c^3*g^3*q*r*x^2-71064* b*c^3*g^2*p^2*r*x^2-71064*b*c^3*g^2*q^2*r*x^2-72016*b*c^3*g*p^3*r*x^2-72016*b*c ^3*g*q^3*r*x^2-100800*b*c^3*p^3*q*r*x^2-151200*b*c^3*p^2*q^2*r*x^2-100800*b*c^3 *p*q^3*r*x^2-78960*b*c^4*g^2*p*r*x^2-78960*b*c^4*g^2*q*r*x^2-120848*b*c^4*g*p^2 *r*x^2-120848*b*c^4*g*q^2*r*x^2-169680*b*c^4*p^2*q*r*x^2-169680*b*c^4*p*q^2*r*x ^2-107744*b*c^5*g*p*r*x^2-107744*b*c^5*g*q*r*x^2-151872*b*c^5*p*q*r*x^2-462*b^2 *g^4*p*q*r*x^2-2772*b^2*g^3*p^2*q*r*x^2-2772*b^2*g^3*p*q^2*r*x^2-5544*b^2*g^2*p ^3*q*r*x^2-8316*b^2*g^2*p^2*q^2*r*x^2-5544*b^2*g^2*p*q^3*r*x^2-4620*b^2*g*p^4*q *r*x^2-9240*b^2*g*p^3*q^2*r*x^2-9240*b^2*g*p^2*q^3*r*x^2-4620*b^2*g*p*q^4*r*x^2 -10381*b^2*c*g*q^4*r*x^2-15610*b^2*c*p^4*q*r*x^2-31220*b^2*c*p^3*q^2*r*x^2-\ 31220*b^2*c*p^2*q^3*r*x^2-15610*b^2*c*p*q^4*r*x^2-924*b^2*c*g^4*p*r*x^2-924*b^2 *c*g^4*q*r*x^2-5985*b^2*c*g^3*p^2*r*x^2-5985*b^2*c*g^3*q^2*r*x^2-12320*b^2*c*g^ 2*p^3*r*x^2-12320*b^2*c*g^2*q^3*r*x^2-10381*b^2*c*g*p^4*r*x^2+3016*a*b^3*g^2*p^ 2*r*x+3960*a*b^3*g^2*p*r*x^2+25704*a*b^3*c*p^3*r*x-20784*a*b^3*c*p^2*r*x^2+4808 *a*b^3*c*q^3*r*x-20784*a*b^3*c*q^2*r*x^2+9504*a*b^3*c*g^2*r^2*x+7920*a*b^3*c*g^ 2*r*x^2+23856*a*b^3*c*g*r^3*x-34704*a*b^3*c*g*r^2*x^2+8304*a*b^3*c^2*g^2*r*x+ 52224*a*b^3*c^2*g*r^2*x+7776*a*b^3*c^2*g*r*x^2+76432*a*b^3*c^2*p^2*r*x-38208*a* b^3*c^2*p*r*x^2+28432*a*b^3*c^2*q^2*r*x-38208*a*b^3*c^2*q*r*x^2+39712*a*b^3*c^3 *g*r*x+98496*a*b^3*c^3*p*r*x+62144*a*b^3*c^3*q*r*x+1992*a*b^4*g*p^2*r*x+2700*a* b^4*g*p*r*x^2+192*a*b^4*g*q^2*r*x+2700*a*b^4*g*q*r*x^2+4200*a*b^4*p^2*q*r*x+ 2280*a*b^4*p*q^2*r*x+200*a*b^4*p*q*r*x^2+6480*a*b^4*c*g*r^2*x+5400*a*b^4*c*g*r* x^2+11856*a*b^4*c*p^2*r*x+1600*a*b^4*c*p*r*x^2+3376*a*b^4*c*q^2*r*x+1600*a*b^4* c*q*r*x^2+544*a*b^5*p*q*r*x+6048*a*b^4*c^2*g*r*x+22624*a*b^4*c^2*p*r*x+13344*a* b^4*c^2*q*r*x+494*a^2*g^4*p*q*r*x+3686*a^2*g^3*p^2*q*r*x+2278*a^2*g^3*p*q^2*r*x -96*a^2*g^3*p*q*r*x^2+8244*a^2*g^2*p^3*q*r*x+9000*a^2*g^2*p^2*q^2*r*x-9069*a^2* g^2*p^2*q*r*x^2+3756*a^2*g^2*p*q^3*r*x-9069*a^2*g^2*p*q^2*r*x^2+7406*a^2*g*p^4* q*r*x+11644*a^2*g*p^3*q^2*r*x-15688*a^2*g*p^3*q*r*x^2+8476*a^2*g*p^2*q^3*r*x-\ 23532*a^2*g*p^2*q^2*r*x^2+2654*a^2*g*p*q^4*r*x-15688*a^2*g*p*q^3*r*x^2+1888*a*b ^5*c*p*r*x+928*a*b^5*c*q*r*x-60984*a^2*c*p^3*q*r*x^2+28788*a^2*c*p^2*q^3*r*x-\ 91476*a^2*c*p^2*q^2*r*x^2+9302*a^2*c*p*q^4*r*x-60984*a^2*c*p*q^3*r*x^2+1238*a^2 *c*g^4*p*r*x+578*a^2*c*g^4*q*r*x+9298*a^2*c*g^3*p^2*r*x+753*a^2*c*g^3*p*r*x^2+ 3036*a^2*c*g^3*q^2*r*x+753*a^2*c*g^3*q*r*x^2+20896*a^2*c*g^2*p^3*r*x-17131*a^2* c*g^2*p^2*r*x^2+5130*a^2*c*g^2*q^3*r*x-17131*a^2*c*g^2*q^2*r*x^2+18770*a^2*c*g* p^4*r*x-32140*a^2*c*g*p^3*r*x^2+3514*a^2*c*g*q^4*r*x-32140*a^2*c*g*q^3*r*x^2+ 24578*a^2*c*p^4*q*r*x+38972*a^2*c*p^3*q^2*r*x+15996*a^2*c^2*g^3*p*r*x+9104*a^2* c^2*g^3*q*r*x+59908*a^2*c^2*g^2*p^2*r*x-31858*a^2*c^2*g^2*p*r*x^2+23512*a^2*c^2 *g^2*q^2*r*x-31858*a^2*c^2*g^2*q*r*x^2+75940*a^2*c^2*g*p^3*r*x-98046*a^2*c^2*g* p^2*r*x^2+21640*a^2*c^2*g*q^3*r*x-98046*a^2*c^2*g*q^2*r*x^2+99624*a^2*c^2*p^3*q *r*x+112632*a^2*c^2*p^2*q^2*r*x-192036*a^2*c^2*p^2*q*r*x^2+50552*a^2*c^2*p*q^3* r*x-192036*a^2*c^2*p*q^2*r*x^2+269400*a*b*c*g*p^2*q*r*x+116280*a*b*c*g*p*q^2*r* x+1061140*a*b*c*g*p*q*r*x^2-1061140*a*b*c*g*p*q*r*x-34413*a^3*g^2*p*r*x-25823*a ^3*g^2*q*r*x-61702*a^3*g*p^2*r*x-49986*a^3*g*q^2*r*x-84153*a^3*p^2*q*r*x-80589* a^3*p*q^2*r*x-76624*a^2*b^3*c*r*x-7360*a^2*b^3*g*r*x-43464*a^2*b^3*p*r*x-27224* a^2*b^3*q*r*x-404784*a^2*b^2*c^2*r*x-93840*a^2*b^2*c*r^2*x-8712*a^2*b^2*g^2*r*x -68832*a^2*b^2*g*r^2*x-93468*a^2*b^2*p^2*r*x-68172*a^2*b^2*q^2*r*x-768800*a^2*b *c^3*r*x-104200*a^2*b*c^2*r^2*x+280942*a^2*b*c*r^3*x-4408*a^2*b*g^3*r*x-59485*a ^2*b*g^2*r^2*x+56106*a^2*b*g*r^3*x-68949*a^2*b*p^3*r*x-58257*a^2*b*q^3*r*x-\ 601240*a^2*c^3*g*r*x-859472*a^2*c^3*p*r*x-829328*a^2*c^3*q*r*x-252490*a^2*c^2*g ^2*r*x-142218*a^2*c^2*g*r^2*x-562014*a^2*c^2*p^2*r*x-531854*a^2*c^2*q^2*r*x-\ 37910*a^2*c*g^3*r*x-93005*a^2*c*g^2*r^2*x+193399*a^2*c*g*r^3*x-160168*a^2*c*p^3 *r*x-150884*a^2*c*q^3*r*x-21960*a^2*g^3*p*r*x-15936*a^2*g^3*q*r*x-57660*a^2*g^2 *p^2*r*x-45788*a^2*g^2*q^2*r*x-53225*a^2*g*p^3*r*x-46707*a^2*g*q^3*r*x-66462*a^ 2*p^3*q*r*x-98388*a^2*p^2*q^2*r*x-64722*a^2*p*q^3*r*x-28856*a*b^4*c*r*x-3120*a* b^4*g*r*x-15796*a*b^4*p*r*x-7676*a*b^4*q*r*x-199056*a*b^3*c^2*r*x+9056*a*b^3*c* r^2*x-924*b^4*g^2*p*q*r*x^2-2772*b^4*g*p^2*q*r*x^2-2772*b^4*g*p*q^2*r*x^2-1848* b^4*c*g^2*p*r*x^2-1848*b^4*c*g^2*q*r*x^2-5964*b^4*c*g*p^2*r*x^2-5964*b^4*c*g*q^ 2*r*x^2-12264*b^4*c*p^2*q*r*x^2-12264*b^4*c*p*q^2*r*x^2-12768*b^4*c^2*g*p*r*x^2 -12768*b^4*c^2*g*q*r*x^2-26992*b^4*c^2*p*q*r*x^2-504*b^5*g*p*q*r*x^2-272*b^5*c* g*p*r^2*x-1008*b^5*c*g*p*r*x^2-1008*b^5*c*g*q*r*x^2-3248*b^5*c*p*q*r*x^2-945*a* g^4*p^2*q*r*x^2-945*a*g^4*p*q^2*r*x^2-2520*a*g^3*p^3*q*r*x^2-3780*a*g^3*p^2*q^2 *r*x^2-2520*a*g^3*p*q^3*r*x^2-3150*a*g^2*p^4*q*r*x^2-6300*a*g^2*p^3*q^2*r*x^2-\ 6300*a*g^2*p^2*q^3*r*x^2-3150*a*g^2*p*q^4*r*x^2-1890*a*g*p^5*q*r*x^2-4725*a*g*p ^4*q^2*r*x^2-6300*a*g*p^3*q^3*r*x^2-4725*a*g*p^2*q^4*r*x^2-1890*a*g*p*q^5*r*x^2 -126*a*g^5*p*q*r*x^2-5964*a*c*p^5*q*r*x^2-14910*a*c*p^4*q^2*r*x^2-19880*a*c*p^3 *q^3*r*x^2-14910*a*c*p^2*q^4*r*x^2-5964*a*c*p*q^5*r*x^2-252*a*c*g^5*p*r*x^2-252 *a*c*g^5*q*r*x^2-2044*a*c*g^4*p^2*r*x^2-2044*a*c*g^4*q^2*r*x^2-5614*a*c*g^3*p^3 *r*x^2-5614*a*c*g^3*q^3*r*x^2-7098*a*c*g^2*p^4*r*x^2-7098*a*c*g^2*q^4*r*x^2-\ 4270*a*c*g*p^5*r*x^2-4270*a*c*g*q^5*r*x^2+18496*b^3*c^3*r^3*x-146736*b^3*c^3*r^ 2*x^2-7808*b^3*c^2*r^4*x-141968*b^3*c^2*r^3*x^2-7298*b^3*c*r^5*x-46768*b^3*c*r^ 4*x^2+808*b^4*g^2*r^3*x+1122*b^4*g^2*r^2*x^2+108*b^4*g*r^4*x-6828*b^4*g*r^3*x^2 +748*b^4*p^4*r*x-926*b^4*p^3*r*x^2-926*b^4*q^3*r*x^2+26176*b^3*c^5*r*x+44384*b^ 3*c^4*r^2*x-30208*b^3*c^4*r*x^2+5392*b^4*c^2*r^3*x-33912*b^4*c^2*r^2*x^2-1456*b ^4*c*r^4*x-27392*b^4*c*r^3*x^2+368*b^5*g*r^3*x+612*b^5*g*r^2*x^2+384*b^5*p^3*r* x+840*b^5*p^2*r^2*x+20*b^5*p^2*r*x^2+420*b^5*p*r^3*x+20*b^5*q^2*r*x^2+12352*b^4 *c^4*r*x+17024*b^4*c^3*r^2*x-5728*b^4*c^3*r*x^2+904*b^5*c*r^3*x-2320*b^5*c*r^2* x^2+80*b^6*p^2*r*x+144*b^6*p*r^2*x+120*b^6*p*r*x^2+16*b^6*q*r^2*x+120*b^6*q*r*x ^2+3072*b^5*c^3*r*x+3424*b^5*c^2*r^2*x+560*b^5*c^2*r*x^2+320*b^6*c^2*r*x+288*b^ 6*c*r^2*x+240*b^6*c*r*x^2+172*a*g^5*r^3*x+153*a*g^5*r^2*x^2+327*a*g^4*r^4*x-\ 2439*a*g^4*r^3*x^2-443*a*g^3*r^5*x-7330*a*g^3*r^4*x^2-1575*a*g^2*r^6*x-5546*a*g ^2*r^5*x^2-1362*a*g*r^7*x+444*a*g*r^6*x^2+126*a*p^7*r*x-529*a*p^6*r*x^2+6*a*q^7 *r*x-529*a*q^6*r*x^2+891*a*c*g^2*r^6+570*a*c*g*r^7-4184*a*c*r^7*x+2380*a*c*r^6* x^2-23588*a*c^3*r^5*x-204304*a*c^3*r^4*x^2-16150*a*c^2*r^6*x-41164*a*c^2*r^5*x^ 2+47520*a*c^6*r^2*x-48160*a*c^6*r*x^2+46912*a*c^5*r^3*x-262112*a*c^5*r^2*x^2+ 3872*a*c^4*r^4*x-359608*a*c^4*r^3*x^2+59120*a*c^2*p^2*q^3*r*x-219324*a*c^2*p^2* q^2*r*x^2+18820*a*c^2*p*q^4*r*x-146216*a*c^2*p*q^3*r*x^2+5526*a*c^2*g^4*p*r*x+ 3166*a*c^2*g^4*q*r*x+27150*a*c^2*g^3*p^2*r*x-15192*a*c^2*g^3*p*r*x^2+10494*a*c^ 2*g^3*q^2*r*x-15192*a*c^2*g^3*q*r*x^2+51238*a*c^2*g^2*p^3*r*x-69238*a*c^2*g^2*p ^2*r*x^2+13906*a*c^2*g^2*q^3*r*x-69238*a*c^2*g^2*q^2*r*x^2+41730*a*c^2*g*p^4*r* x-90064*a*c^2*g*p^3*r*x^2+7954*a*c^2*g*q^4*r*x-90064*a*c^2*g*q^3*r*x^2+51040*a* c^2*p^4*q*r*x+80600*a*c^2*p^3*q^2*r*x-146216*a*c^2*p^3*q*r*x^2+33436*a*c^3*g^3* p*r*x+20740*a*c^3*g^3*q*r*x+100904*a*c^3*g^2*p^2*r*x-93424*a*c^3*g^2*p*r*x^2+ 42440*a*c^3*g^2*q^2*r*x-93424*a*c^3*g^2*q*r*x^2+113980*a*c^3*g*p^3*r*x-188216*a *c^3*g*p^2*r*x^2+33292*a*c^3*g*q^3*r*x-188216*a*c^3*g*q^2*r*x^2+138640*a*c^3*p^ 3*q*r*x+156120*a*c^3*p^2*q^2*r*x-310656*a*c^3*p^2*q*r*x^2+69520*a*c^3*p*q^3*r*x -310656*a*c^3*p*q^2*r*x^2+129168*a*c^5*g*p*r*x+84656*a*c^5*g*q*r*x+153344*a*c^5 *p*q*r*x+95192*a*c^4*g^2*p*r*x+61256*a*c^4*g^2*q*r*x+169560*a*c^4*g*p^2*r*x-\ 195600*a*c^4*g*p*r*x^2+74296*a*c^4*g*q^2*r*x-195600*a*c^4*g*q*r*x^2+204480*a*c^ 4*p^2*q*r*x+142560*a*c^4*p*q^2*r*x-328192*a*c^4*p*q*r*x^2+990*a*b*g^4*p*r*x^2+ 132*a*b*g^4*q^2*r*x+990*a*b*g^4*q*r*x^2+3256*a*b*g^3*p^3*r*x-96*a*b*g^3*p^2*r*x ^2+440*a*b*g^3*q^3*r*x-96*a*b*g^3*q^2*r*x^2+5016*a*b*g^2*p^4*r*x-6046*a*b*g^2*p ^3*r*x^2+528*a*b*g^2*q^4*r*x-6046*a*b*g^2*q^3*r*x^2+3432*a*b*g*p^5*r*x-7844*a*b *g*p^4*r*x^2+264*a*b*g*q^5*r*x-7844*a*b*g*q^4*r*x^2+4444*a*b*p^5*q*r*x+9020*a*b *p^4*q^2*r*x-14420*a*b*p^4*q*r*x^2+9240*a*b*p^3*q^3*r*x-28840*a*b*p^3*q^2*r*x^2 +4840*a*b*p^2*q^4*r*x-28840*a*b*p^2*q^3*r*x^2+1100*a*b*p*q^5*r*x-14420*a*b*p*q^ 4*r*x^2+792*a*b*g^4*p^2*r*x-30492*a*b*c*p^4*r*x^2+1152*a*b*c*q^5*r*x-30492*a*b* c*q^4*r*x^2+2376*a*b*c*g^4*r^2*x+1980*a*b*c*g^4*r*x^2+15084*a*b*c*g^3*r^3*x-\ 18114*a*b*c*g^3*r^2*x^2+8746*a*b*c*g^2*r^4*x-169168*a*b*c*g^2*r^3*x^2-19604*a*b *c*g*r^5*x-197348*a*b*c*g*r^4*x^2+11336*a*b*c*p^5*r*x+16228*a*b^2*c*g^2*p*r*x-\ 7616*a*b^2*c*g^2*q*r*x+121456*a*b^2*c*g*p^2*r*x+522078*a*b^2*c*g*p*r*x^2-5024*a *b^2*c*g*q^2*r*x+522078*a*b^2*c*g*q*r*x^2+199452*a*b^2*c*p^2*q*r*x+92196*a*b^2* c*p*q^2*r*x+760956*a*b^2*c*p*q*r*x^2+2884*a*b^2*g^2*p*q*r*x+42795*a*b^2*g*p^2*q *r*x+13929*a*b^2*g*p*q^2*r*x+231462*a*b^2*g*p*q*r*x^2+41550*a^2*c*g*p*q^2*r*x+ 530570*a^2*c*g*p*q*r*x^2+22960*a*b^3*c*g*p*r*x+1200*a*b^3*c*g*q*r*x+63968*a*b^3 *c*p*q*r*x+5392*a*b^3*g*p*q*r*x+188892*a*b^2*c^2*g*p*r*x+51684*a*b^2*c^2*g*q*r* x+310216*a*b^2*c^2*p*q*r*x-136*a^2*b*c*g^2*p*r*x-23980*a^2*b*c*g^2*q*r*x+98624* a^2*b*c*g*p^2*r*x+522078*a^2*b*c*g*p*r*x^2-27856*a^2*b*c*g*q^2*r*x+522078*a^2*b *c*g*q*r*x^2+174420*a^2*b*c*p^2*q*r*x+67164*a^2*b*c*p*q^2*r*x+760956*a^2*b*c*p* q*r*x^2-2800*a^2*b*g^2*p*q*r*x+35841*a^2*b*g*p^2*q*r*x+6975*a^2*b*g*p*q^2*r*x+ 231462*a^2*b*g*p*q*r*x^2+142540*a^2*c^2*g*p*q*r*x+19214*a^2*c*g^2*p*q*r*x+ 118110*a^2*c*g*p^2*q*r*x+10056*a^2*b^2*c*g*p*r*x-22584*a^2*b^2*c*g*q*r*x+62352* a^2*b^2*c*p*q*r*x-432*a^2*b^2*g*p*q*r*x+121476*a^2*b*c^2*g*p*r*x-15732*a^2*b*c^ 2*g*q*r*x+230312*a^2*b*c^2*p*q*r*x+4032*b*c*g^4*p*q*r*x+20004*b*c*g^3*p^2*q*r*x +12810*b*c*g^3*p*q^2*r*x-16278*b*c*g^3*p*q*r*x^2+37876*b*c*g^2*p^3*q*r*x+41136* b*c*g^2*p^2*q^2*r*x-67962*b*c*g^2*p^2*q*r*x^2+16972*b*c*g^2*p*q^3*r*x-67962*b*c *g^2*p*q^2*r*x^2+30968*b*c*g*p^4*q*r*x+47972*b*c*g*p^3*q^2*r*x-85668*b*c*g*p^3* q*r*x^2+34008*b*c*g*p^2*q^3*r*x-128502*b*c*g*p^2*q^2*r*x^2+10022*b*c*g*p*q^4*r* x-85668*b*c*g*p*q^3*r*x^2-9552*a^3*b*c*g*p*r*x-31312*a^3*b*c*g*q*r*x+19168*a^3* b*c*p*q*r*x-5968*a^3*b*g*p*q*r*x+8368*a^3*c*g*p*q*r*x+239536*b*c^4*g*p*q*r*x+ 140912*b*c^3*g^2*p*q*r*x+251532*b*c^3*g*p^2*q*r*x+170844*b*c^3*g*p*q^2*r*x-\ 376432*b*c^3*g*p*q*r*x^2+36948*b*c^2*g^3*p*q*r*x+111966*b*c^2*g^2*p^2*q*r*x+ 74634*b*c^2*g^2*p*q^2*r*x-138476*b*c^2*g^2*p*q*r*x^2+126824*b*c^2*g*p^3*q*r*x+ 139572*b*c^2*g*p^2*q^2*r*x-270192*b*c^2*g*p^2*q*r*x^2+59272*b*c^2*g*p*q^3*r*x-\ 270192*b*c^2*g*p*q^2*r*x^2+79932*b^2*c^2*g^2*p*q*r*x+159492*b^2*c^2*g*p^2*q*r*x +105192*b^2*c^2*g*p*q^2*r*x-196092*b^2*c^2*g*p*q*r*x^2+11606*b^2*c*g^3*p*q*r*x+ 42764*b^2*c*g^2*p^2*q*r*x+26998*b^2*c*g^2*p*q^2*r*x-34262*b^2*c*g^2*p*q*r*x^2+ 53736*b^2*c*g*p^3*q*r*x+57720*b^2*c*g*p^2*q^2*r*x-96420*b^2*c*g*p^2*q*r*x^2+ 23224*b^2*c*g*p*q^3*r*x-96420*b^2*c*g*p*q^2*r*x^2+4144*a*c*g^4*p*q*r*x+20874*a* c*g^3*p^2*q*r*x+13680*a*c*g^3*p*q^2*r*x-16278*a*c*g^3*p*q*r*x^2+39812*a*c*g^2*p ^3*q*r*x+44040*a*c*g^2*p^2*q^2*r*x-67962*a*c*g^2*p^2*q*r*x^2+18908*a*c*g^2*p*q^ 3*r*x-67962*a*c*g^2*p*q^2*r*x^2+32678*a*c*g*p^4*q*r*x+51392*a*c*g*p^3*q^2*r*x-\ 85668*a*c*g*p^3*q*r*x^2+37428*a*c*g*p^2*q^3*r*x-128502*a*c*g*p^2*q^2*r*x^2+ 11732*a*c*g*p*q^4*r*x-85668*a*c*g*p*q^3*r*x^2+11032*b^4*c*g*p*q*r*x+74744*b^3*c ^2*g*p*q*r*x+16240*b^3*c*g^2*p*q*r*x+39456*b^3*c*g*p^2*q*r*x+24456*b^3*c*g*p*q^ 2*r*x-31200*b^3*c*g*p*q*r*x^2+202848*b^2*c^3*g*p*q*r*x+65592*a*c^2*g*p*q^3*r*x-\ 270192*a*c^2*g*p*q^2*r*x^2+59056*a^3*b*c^2*r^3*x-135648*a^3*b*c^2*r^2*x^2+12464 *a^3*b*c*r^4*x-109568*a^3*b*c*r^3*x^2-3577*a*b^2*r^6*x-11910*a*b^2*r^5*x^2+4202 *a*b*c^2*r^6+834*a*b*c*r^7+396*a*b*g^2*r^6+264*a*b*g*r^7-2022*a*b*r^7*x+456*a*b *r^6*x^2+17472*a*c^7*r*x+372*a*b^4*r^4*x-9180*a*b^4*r^3*x^2-2096*a*b^3*r^5*x-\ 21008*a*b^3*r^4*x^2+544*a*b^5*r^3*x+816*a*b^5*r^2*x^2-30*c*g^6*r*x+429*c*g^5*r^ 2*x+1482*c*g^5*r*x^2+6602*c*g^4*r^3*x+3338*c*g^4*r^2*x^2+15258*c*g^3*r^4*x-\ 34959*c*g^3*r^3*x^2+10013*c*g^2*r^5*x-90313*c*g^2*r^4*x^2-1808*c*g*r^6*x-66360* c*g*r^5*x^2+2544*c*p^6*r*x+6976*c*p^5*r*x^2-288*c*q^6*r*x+6976*c*q^5*r*x^2-1264 *a*c^2*g^4*r*x+45110*a*c^2*g^3*r^2*x+93722*a*c^2*g^3*r*x^2+216400*a*c^2*g^2*r^3 *x-19198*a*c^2*g^2*r^2*x^2+229536*a*c^2*g*r^4*x-577318*a*c^2*g*r^3*x^2+75680*a* c^2*p^4*r*x+224608*a*c^2*p^3*r*x^2-5024*a*c^2*q^4*r*x+224608*a*c^2*q^3*r*x^2+ 4840*a*c^3*g^3*r*x+206380*a*c^3*g^2*r^2*x+323464*a*c^3*g^2*r*x^2+479004*a*c^3*g *r^3*x-205664*a*c^3*g*r^2*x^2+193528*a*c^3*p^3*r*x+538192*a*c^3*p^2*r*x^2+1944* a*c^3*q^3*r*x+538192*a*c^3*q^2*r*x^2-18648*a*c^2*g^3*q^2*r*x^2-31836*a*c^2*g^2* p^3*r*x^2-31836*a*c^2*g^2*q^3*r*x^2-24052*a*c^2*g*p^4*r*x^2-24052*a*c^2*g*q^4*r *x^2-33600*a*c^2*p^4*q*r*x^2-67200*a*c^2*p^3*q^2*r*x^2-67200*a*c^2*p^2*q^3*r*x^ 2-33600*a*c^2*p*q^4*r*x^2-4396*a*c^2*g^4*p*r*x^2-4396*a*c^2*g^4*q*r*x^2-18648*a *c^2*g^3*p^2*r*x^2-100800*a*c^3*p^3*q*r*x^2-151200*a*c^3*p^2*q^2*r*x^2-100800*a *c^3*p*q^3*r*x^2-27384*a*c^3*g^3*p*r*x^2-27384*a*c^3*g^3*q*r*x^2-71064*a*c^3*g^ 2*p^2*r*x^2-71064*a*c^3*g^2*q^2*r*x^2-72016*a*c^3*g*p^3*r*x^2-72016*a*c^3*g*q^3 *r*x^2-66*c^2*g^5*r*x+8306*c^2*g^4*r^2*x+15728*c^2*g^4*r*x^2+47282*c^2*g^3*r^3* x-5158*c^2*g^3*r^2*x^2+69834*c^2*g^2*r^4*x-198582*c^2*g^2*r^3*x^2+27558*c^2*g*r ^5*x-282774*c^2*g*r^4*x^2+15972*c^2*p^5*r*x+42998*c^2*p^4*r*x^2-1344*c^2*q^5*r* x+42998*c^2*q^4*r*x^2+1620*c^3*g^4*r*x+49496*c^3*g^3*r^2*x+72380*c^3*g^3*r*x^2+ 156756*c^3*g^2*r^3*x-72768*c^3*g^2*r^2*x^2+138592*c^3*g*r^4*x-445492*c^3*g*r^3* x^2+54004*c^3*p^4*r*x+139824*c^3*p^3*r*x^2-1644*c^3*q^4*r*x+139824*c^3*q^3*r*x^ 2-5048*a*b^3*g^2*r*x-26328*a*b^3*g*r^2*x-45204*a*b^3*p^2*r*x-28340*a*b^3*q^2*r* x-574144*a*b^2*c^3*r*x+140152*a*b^2*c^2*r^2*x+313514*a*b^2*c*r^3*x-3908*a*b^2*g ^3*r*x-39923*a*b^2*g^2*r^2*x+66846*a*b^2*g*r^3*x-50181*a*b^2*p^3*r*x-39489*a*b^ 2*q^3*r*x-738992*a*b*c^4*r*x+277120*a*b*c^3*r^2*x+817880*a*b*c^2*r^3*x-78960*a* c^4*g^2*p*r*x^2-78960*a*c^4*g^2*q*r*x^2-120848*a*c^4*g*p^2*r*x^2-120848*a*c^4*g *q^2*r*x^2-169680*a*c^4*p^2*q*r*x^2-169680*a*c^4*p*q^2*r*x^2-151872*a*c^5*p*q*r *x^2-50*a*c*g^5*r^3*x-324*a*c*g^5*r^2*x^2-588*a*c*g^4*r^4*x-2568*a*c*g^4*r^3*x^ 2-1883*a*c*g^3*r^5*x-1897*a*c*g^3*r^4*x^2-2625*a*c*g^2*r^6*x+6955*a*c*g^2*r^5*x ^2-1692*a*c*g*r^7*x+10992*a*c*g*r^6*x^2-994*a*c*p^6*r*x^2-994*a*c*q^6*r*x^2-32* a*c^2*g^5*r^2*x-252*a*c^2*g^5*r*x^2-788*a*c^2*g^4*r^3*x-4580*a*c^2*g^4*r^2*x^2-\ 4566*a*c^2*g^3*r^4*x-15774*a*c^2*g^3*r^3*x^2-9514*a*c^2*g^2*r^5*x-3486*a*c^2*g^ 2*r^4*x^2-8294*a*c^2*g*r^6*x+25294*a*c^2*g*r^5*x^2-6720*a*c^2*p^5*r*x^2-6720*a* c^2*q^5*r*x^2-404*a*c^3*g^4*r^2*x-3136*a*c^3*g^4*r*x^2-4708*a*c^3*g^3*r^3*x-\ 25504*a*c^3*g^3*r^2*x^2-16212*a*c^3*g^2*r^4*x-47520*a*c^3*g^2*r^3*x^2-20396*a*c ^3*g*r^5*x+560*a*c^3*g*r^4*x^2-25200*a*c^3*p^4*r*x^2-25200*a*c^3*q^4*r*x^2-1952 *a*c^4*g^3*r^2*x-15008*a*c^4*g^3*r*x^2-13336*a*c^4*g^2*r^3*x-69024*a*c^4*g^2*r^ 2*x^2-26712*a*c^4*g*r^4*x-70008*a*c^4*g*r^3*x^2-56560*a*c^4*p^3*r*x^2-56560*a*c ^4*q^3*r*x^2+377112*a*b*c*r^4*x-89040*a*b*c*r^3*x^2+10784*b^4*c^3*g*r*x+24992*b ^4*c^3*p*r*x+15904*b^4*c^3*q*r*x+376*b^5*g*p^2*r*x+712*b^5*g*p*r^2*x+540*b^5*g* p*r*x^2+16*b^5*g*q^2*r*x+540*b^5*g*q*r*x^2+768*b^5*p^2*q*r*x+384*b^5*p*q^2*r*x+ 40*b^5*p*q*r*x^2+1296*b^5*c*g*r^2*x+1080*b^5*c*g*r*x^2+2304*b^5*c*p^2*r*x+3392* b^5*c*p*r^2*x+320*b^5*c*p*r*x^2+608*b^5*c*q^2*r*x+320*b^5*c*q*r*x^2+320*b^6*c*p *r*x+160*b^6*c*q*r*x+80*b^6*p*q*r*x+1344*b^5*c^2*g*r*x+4608*b^5*c^2*p*r*x+2752* b^5*c^2*q*r*x-31*a*g^4*p^2*r*x^2+86*a*g^4*q^3*r*x-31*a*g^4*q^2*r*x^2+1164*a*g^3 *p^4*r*x-1432*a*g^3*p^3*r*x^2+144*a*g^3*q^4*r*x-1432*a*g^3*q^3*r*x^2+1196*a*g^2 *p^5*r*x-2760*a*g^2*p^4*r*x^2+116*a*g^2*q^5*r*x-2760*a*g^2*q^4*r*x^2+614*a*g*p^ 6*r*x-2023*a*g*p^5*r*x^2+44*a*g*q^6*r*x-2023*a*g*q^5*r*x^2+762*a*p^6*q*r*x+1926 *a*p^5*q^2*r*x-3174*a*p^5*q*r*x^2+2610*a*p^4*q^3*r*x-7935*a*p^4*q^2*r*x^2+2010* a*p^3*q^4*r*x-10580*a*p^3*q^3*r*x^2+846*a*p^2*q^5*r*x-7935*a*p^2*q^4*r*x^2+162* a*p*q^6*r*x-3174*a*p*q^5*r*x^2+110*a*g^5*p^2*r*x+135*a*g^5*p*r*x^2+20*a*g^5*q^2 *r*x+135*a*g^5*q*r*x^2+566*a*g^4*p^3*r*x+10800*c^4*g^3*r*x+136032*c^4*g^2*r^2*x +170088*c^4*g^2*r*x^2+244504*c^4*g*r^3*x-165560*c^4*g*r^2*x^2+105552*c^4*p^3*r* x+252752*c^4*p^2*r*x^2+6288*c^4*q^3*r*x+252752*c^4*q^2*r*x^2+27840*c^5*g^2*r*x+ 178384*c^5*g*r^2*x+200752*c^5*g*r*x^2+117984*c^5*p^2*r*x+240832*c^5*p*r*x^2+ 24672*c^5*q^2*r*x+240832*c^5*q*r*x^2-125*b*g^5*r^2*x+198*b*g^5*r*x^2+2363*b*g^4 *r^3*x+4016*b*g^4*r^2*x^2+6710*b*g^3*r^4*x-10624*b*g^3*r^3*x^2+4457*b*g^2*r^5*x -40258*b*g^2*r^4*x^2-1195*b*g*r^6*x-32600*b*g*r^5*x^2+1219*b*p^6*r*x+3785*b*p^5 *r*x^2-151*b*q^6*r*x+3785*b*q^5*r*x^2+33120*c^6*g*r*x+68416*c^6*p*r*x+32256*c^6 *q*r*x-1636*a^3*g^3*r*x-26349*a^3*g^2*r^2*x+15122*a^3*g*r^3*x+85451*a^3*g*r^2*x ^2-29239*a^3*p^3*r*x+124449*a^3*p^2*r*x^2-25675*a^3*q^3*r*x-2240*a^2*b^4*r*x-\ 23928*a^2*b^3*r^2*x+41160*a^2*b^2*r^3*x+176052*a^2*b^2*r^2*x^2+85057*a^2*b*r^4* x+18579*a^2*b*r^3*x^2-482904*a^2*c^4*r*x-34032*a^2*c^3*r^2*x+378382*a^2*c^2*r^3 *x+210302*a^2*c*r^4*x-44520*a^2*c*r^3*x^2-806*a^2*g^4*r*x-15900*a^2*g^3*r^2*x+ 18908*a^2*g^2*r^3*x+91146*a^2*g^2*r^2*x^2+63773*a^2*g*r^4*x+10958*a^2*g*r^3*x^2 -16833*a^2*p^4*r*x+134844*a^2*p^3*r*x^2-15963*a^2*q^4*r*x-736*a*b^5*r*x-4852*a* b^4*r^2*x+32752*a*b^3*r^3*x+75623*a*b^2*r^4*x+18579*a*b^2*r^3*x^2+47012*a*b*r^5 *x-102922*a*b*r^4*x^2-346400*a*c^5*r*x+149584*a*c^4*r^2*x-181*a*g^5*r^2*x+198*a *g^5*r*x^2+228736*a*c^3*r^4*x-647872*a*c^3*r^3*x^2+53102*a*c^2*r^5*x-412628*a*c ^2*r^4*x^2+60*a*c*r^6*x-97256*a*c*r^5*x^2+37294*b^2*c^2*g*q^2*r*x+615770*b^2*c^ 2*g*q*r*x^2+283488*b^2*c^2*p^2*q*r*x+154032*b^2*c^2*p*q^2*r*x+812508*b^2*c^2*p* q*r*x^2-4576*a*c^5*g^2*r^2*x-34944*a*c^5*g^2*r*x^2-18064*a*c^5*g*r^3*x-90688*a* c^5*g*r^2*x^2-75936*a*c^5*p^2*r*x^2-75936*a*c^5*q^2*r*x^2-56448*a*c^6*p*r*x^2-\ 56448*a*c^6*q*r*x^2-206976*b^2*c^3*g*p*q*r*x^2-81676*b^2*c^2*g^2*p*q*r*x^2-\ 139356*b^2*c^2*g*p^2*q*r*x^2-139356*b^2*c^2*g*p*q^2*r*x^2-77616*b^3*c^2*g*p*q*r *x^2-17108*b^3*c*g^2*p*q*r*x^2-35196*b^3*c*g*p^2*q*r*x^2-35196*b^3*c*g*p*q^2*r* x^2-42700*a*c*g*p^3*q^2*r*x^2-42700*a*c*g*p^2*q^3*r*x^2-21350*a*c*g*p*q^4*r*x^2 -11928*b^4*c*g*p*q*r*x^2-4088*a*c*g^4*p*q*r*x^2-16842*a*c*g^3*p^2*q*r*x^2-16842 *a*c*g^3*p*q^2*r*x^2-28392*a*c*g^2*p^3*q*r*x^2-42588*a*c*g^2*p^2*q^2*r*x^2-\ 28392*a*c*g^2*p*q^3*r*x^2-21350*a*c*g*p^4*q*r*x^2-95508*a*c^2*g^2*p*q^2*r*x^2-\ 96208*a*c^2*g*p^3*q*r*x^2-144312*a*c^2*g*p^2*q^2*r*x^2-96208*a*c^2*g*p*q^3*r*x^ 2-37296*a*c^2*g^3*p*q*r*x^2-95508*a*c^2*g^2*p^2*q*r*x^2-241696*a*c^4*g*p*q*r*x^ 2-142128*a*c^3*g^2*p*q*r*x^2-216048*a*c^3*g*p^2*q*r*x^2-216048*a*c^3*g*p*q^2*r* x^2-924*a*b*g^4*p*q*r*x^2-5544*a*b*g^3*p^2*q*r*x^2-5544*a*b*g^3*p*q^2*r*x^2-\ 11088*a*b*g^2*p^3*q*r*x^2-16632*a*b*g^2*p^2*q^2*r*x^2-11088*a*b*g^2*p*q^3*r*x^2 -9240*a*b*g*p^4*q*r*x^2-18480*a*b*g*p^3*q^2*r*x^2-18480*a*b*g*p^2*q^3*r*x^2-\ 9240*a*b*g*p*q^4*r*x^2-24640*a*b*c*g^2*q^3*r*x^2-20762*a*b*c*g*p^4*r*x^2-20762* a*b*c*g*q^4*r*x^2-31220*a*b*c*p^4*q*r*x^2-62440*a*b*c*p^3*q^2*r*x^2-62440*a*b*c *p^2*q^3*r*x^2-31220*a*b*c*p*q^4*r*x^2-1848*a*b*c*g^4*p*r*x^2-1848*a*b*c*g^4*q* r*x^2-11970*a*b*c*g^3*p^2*r*x^2-11970*a*b*c*g^3*q^2*r*x^2-24640*a*b*c*g^2*p^3*r *x^2+629484*a*c^3*r^3*x+436318*a*c^2*r^4*x-221666*a*c^2*r^3*x^2+108600*a*c*r^5* x-248860*a*c*r^4*x^2+240*a*c^2*g^5*r*x+4620*a*c^2*g^4*r^2*x+536*a*c^2*g^4*r*x^2 +17534*a*c^2*g^3*r^3*x-48962*a*c^2*g^3*r^2*x^2+10000*a*c^3*g*r^4*x-461800*a*c^3 *g*r^3*x^2+43300*a*c^3*p^4*r*x-103552*a*c^3*p^3*r*x^2+8740*a*c^3*q^4*r*x-103552 *a*c^3*q^3*r*x^2+3012*a*c^3*g^4*r*x+25884*a*c^3*g^3*r^2*x-9284*a*c^3*g^3*r*x^2+ 53936*a*c^3*g^2*r^3*x-218632*a*c^3*g^2*r^2*x^2-164096*a*c^4*p^2*r*x^2+26880*a*c ^4*q^3*r*x-164096*a*c^4*q^2*r*x^2+14496*a*c^4*g^3*r*x+70344*a*c^4*g^2*r^2*x-\ 46968*a*c^4*g^2*r*x^2+80728*a*c^4*g*r^3*x-400152*a*c^4*g*r^2*x^2+88800*a*c^4*p^ 3*r*x+33888*a*c^5*g^2*r*x+92688*a*c^5*g*r^2*x-80912*a*c^5*g*r*x^2+105952*a*c^5* p^2*r*x-138016*a*c^5*p*r*x^2+47392*a*c^5*q^2*r*x-138016*a*c^5*q*r*x^2+1188*a*b* g^4*r^3*x+1122*a*b*g^4*r^2*x^2+1656*a*b*g^3*r^4*x-14088*a*b*g^3*r^3*x^2-2278*a* b*g^2*r^5*x-31984*a*b*g^2*r^4*x^2-4782*a*b*g*r^6*x-16432*a*b*g*r^5*x^2+880*a*b* p^6*r*x-2884*a*b*p^5*r*x^2+44*a*b*q^6*r*x-2884*a*b*q^5*r*x^2+38784*a*c^6*g*r*x+ 67520*a*c^6*p*r*x+44672*a*c^6*q*r*x-35792*a*b*c^2*r^5*x-299984*a*b*c^2*r^4*x^2+ 2631*a*b*c*g*r^6-15720*a*b*c*r^6*x-44640*a*b*c*r^5*x^2+768*a*b*c^3*r^4*x-665856 *a*b*c^3*r^3*x^2-5439*a*b^2*q^4*r*x^2+57792*a*b*c^6*r*x+131840*a*b*c^5*r^2*x-\ 114304*a*b*c^5*r*x^2+102768*a*b*c^4*r^3*x-573968*a*b*c^4*r^2*x^2+3152*a*b^2*g^3 *r^3*x+3213*a*b^2*g^3*r^2*x^2+2883*a*b^2*g^2*r^4*x-29781*a*b^2*g^2*r^3*x^2-3832 *a*b^2*g*r^5*x-45438*a*b^2*g*r^4*x^2+2394*a*b^2*p^5*r*x-5439*a*b^2*p^4*r*x^2+ 126*a*b^2*q^5*r*x+69492*a*b*c^2*g^2*r^3*x-211400*a*b*c^2*g^2*r^2*x^2+11652*a*b* c^2*g*r^4*x-604104*a*b*c^2*g*r^3*x^2+59620*a*b*c^2*p^4*r*x-128024*a*b*c^2*p^3*r *x^2+10548*a*b*c^2*q^4*r*x-128024*a*b*c^2*q^3*r*x^2+1848*a*b*c^2*g^4*r*x+26808* a*b*c^2*g^3*r^2*x+3396*a*b*c^2*g^3*r*x^2+18312*a*b*c^3*g^3*r*x+111680*a*b*c^3*g ^2*r^2*x-38752*a*b*c^3*g^2*r*x^2+139536*a*b*c^3*g*r^3*x-628352*a*b*c^3*g*r^2*x^ 2+163280*a*b*c^3*p^3*r*x-267056*a*b*c^3*p^2*r*x^2+46384*a*b*c^3*q^3*r*x-267056* a*b*c^3*q^2*r*x^2-276960*a*b*c^4*p*r*x^2+106752*a*b*c^4*q^2*r*x-276960*a*b*c^4* q*r*x^2+101472*a*b*c^5*g*r*x+188480*a*b*c^5*p*r*x+124224*a*b*c^5*q*r*x+65520*a* b*c^4*g^2*r*x+201056*a*b*c^4*g*r^2*x-132400*a*b*c^4*g*r*x^2+244480*a*b*c^4*p^2* r*x+2218*a*b^2*g^3*p^2*r*x+2835*a*b^2*g^3*p*r*x^2+328*a*b^2*g^3*q^2*r*x+2835*a* b^2*g^3*q*r*x^2+6830*a*b^2*g^2*p^3*r*x-21*a*b^2*g^2*p^2*r*x^2+782*a*b^2*g^2*q^3 *r*x-21*a*b^2*g^2*q^2*r*x^2+7006*a*b^2*g*p^4*r*x-8295*a*b^2*g*p^3*r*x^2+580*a*b ^2*g*q^4*r*x-8295*a*b^2*g*q^3*r*x^2+9702*a*b^2*p^4*q*r*x+14868*a*b^2*p^3*q^2*r* x-21756*a*b^2*p^3*q*r*x^2+10332*a*b^2*p^2*q^3*r*x-32634*a*b^2*p^2*q^2*r*x^2+ 2898*a*b^2*p*q^4*r*x-21756*a*b^2*p*q^3*r*x^2-44436*a*b^2*c*p^3*r*x^2+3356*a*b^2 *c*q^4*r*x-44436*a*b^2*c*q^3*r*x^2+6804*a*b^2*c*g^3*r^2*x+5670*a*b^2*c*g^3*r*x^ 2+29242*a*b^2*c*g^2*r^3*x-38064*a*b^2*c*g^2*r^2*x^2+6938*a*b^2*c*g*r^4*x-238632 *a*b^2*c*g*r^3*x^2+25124*a*b^2*c*p^4*r*x+5592*a*b^2*c^2*g^3*r*x+56864*a*b^2*c^2 *g^2*r^2*x+7836*a*b^2*c^2*g^2*r*x^2+87100*a*b^2*c^2*g*r^3*x-296868*a*b^2*c^2*g* r^2*x^2+102992*a*b^2*c^2*p^3*r*x-135132*a*b^2*c^2*p^2*r*x^2+25736*a*b^2*c^2*q^3 *r*x-135132*a*b^2*c^2*q^2*r*x^2+40896*a*b^2*c^3*g^2*r*x+156400*a*b^2*c^3*g*r^2* x-52320*a*b^2*c^3*g*r*x^2+205616*a*b^2*c^3*p^2*r*x-181344*a*b^2*c^3*p*r*x^2+ 85232*a*b^2*c^3*q^2*r*x-181344*a*b^2*c^3*q*r*x^2+2345604*a*b*c*g*p*r*x^2+ 2345604*a*b*c*g*q*r*x^2+3655592*a*b*c*p*q*r*x^2+1057840*a*b*g*p*q*r*x^2+2532874 *a*c*g*p*q*r*x^2+2532874*b*c*g*p*q*r*x^2-2734212*a*b*c*g*p*r*x-1956996*a*b*c*g* q*r*x-3655592*a*b*c*p*q*r*x-1057840*a*b*g*p*q*r*x-2790042*a*c*g*p*q*r*x-2275706 *b*c*g*p*q*r*x+2584*b^4*c*g^2*p*r*x+1264*b^4*c*g^2*q*r*x+8632*b^4*c*g*p^2*r*x+ 1044*b^4*c*g*p*r*x^2+2400*b^4*c*g*q^2*r*x+1044*b^4*c*g*q*r*x^2+13232*b^4*c*p^2* q*r*x+8008*b^4*c*p*q^2*r*x-10392*b^4*c*p*q*r*x^2-20230*a*g*p^3*q^2*r*x^2+3510*a *g*p^2*q^4*r*x-20230*a*g*p^2*q^3*r*x^2+834*a*g*p*q^5*r*x-10115*a*g*p*q^4*r*x^2+ 1424*b^5*c*g*p*r*x+704*b^5*c*g*q*r*x+2912*b^5*c*p*q*r*x+392*b^5*g*p*q*r*x+16800 *b^4*c^2*g*p*r*x+9968*b^4*c^2*g*q*r*x+25440*b^4*c^2*p*q*r*x+130*a*g^5*p*q*r*x+ 1218*a*g^4*p^2*q*r*x+738*a*g^4*p*q^2*r*x-62*a*g^4*p*q*r*x^2+3636*a*g^3*p^3*q*r* x+3924*a*g^3*p^2*q^2*r*x-4296*a*g^3*p^2*q*r*x^2+1596*a*g^3*p*q^3*r*x-4296*a*g^3 *p*q^2*r*x^2+4900*a*g^2*p^4*q*r*x+7640*a*g^2*p^3*q^2*r*x-11040*a*g^2*p^3*q*r*x^ 2+5480*a*g^2*p^2*q^3*r*x-16560*a*g^2*p^2*q^2*r*x^2+1660*a*g^2*p*q^4*r*x-11040*a *g^2*p*q^3*r*x^2+3114*a*g*p^5*q*r*x+6360*a*g*p^4*q^2*r*x-10115*a*g*p^4*q*r*x^2+ 6580*a*g*p^3*q^3*r*x+2114*a*c*g^2*q^4*r*x-22654*a*c*g^2*q^3*r*x^2+7932*a*c*g*p^ 5*r*x-21417*a*c*g*p^4*r*x^2+950*a*c*g*q^5*r*x-21417*a*c*g*q^4*r*x^2+9756*a*c*p^ 5*q*r*x+19980*a*c*p^4*q^2*r*x-34190*a*c*p^4*q*r*x^2+20760*a*c*p^3*q^3*r*x-68380 *a*c*p^3*q^2*r*x^2+11160*a*c*p^2*q^4*r*x-68380*a*c*p^2*q^3*r*x^2+2700*a*c*p*q^5 *r*x-34190*a*c*p*q^4*r*x^2-161716*a*b*g^2*p*q*r*x-232304*a*b*g*p^2*q*r*x-219268 *a*b*g*p*q^2*r*x-1289332*a*c^2*g*p*q*r*x-415286*a*c*g^2*p*q*r*x-548285*a*c*g*p^ 2*q*r*x-540307*a*c*g*p*q^2*r*x-363514*b^2*c*g*p*q*r*x-924116*b*c^2*g*p*q*r*x-\ 307798*b*c*g^2*p*q*r*x-387593*b*c*g*p^2*q*r*x-379615*b*c*g*p*q^2*r*x-1288676*a* b*c^2*g*p*r*x-1174404*a*b*c^2*g*q*r*x-1625016*a*b*c^2*p*q*r*x-398622*a*b*c*g^2* p*r*x-333270*a*b*c*g^2*q*r*x-570782*a*b*c*g*p^2*r*x-490358*a*b*c*g*q^2*r*x-\ 693800*a*b*c*p^2*q*r*x-675232*a*b*c*p*q^2*r*x+46583*b*c*g^2*p*q^2*r*x+361542*b* c*g^2*p*q*r*x^2+140128*b*c*g*p^3*q*r*x+133404*b*c*g*p^2*q^2*r*x+463950*b*c*g*p^ 2*q*r*x^2+37744*b*c*g*p*q^3*r*x+463950*b*c*g*p*q^2*r*x^2-642522*a^2*b*c*g*p*r*x -547314*a^2*b*c*g*q*r*x-887492*a^2*b*c*p*q*r*x-265996*a^2*b*g*p*q*r*x-697626*a^ 2*c*g*p*q*r*x-496842*a*b^2*c*g*p*r*x-401634*a*b^2*c*g*q*r*x-634420*a*b^2*c*p*q* r*x-196928*a*b^2*g*p*q*r*x+113*c*g^5*p*r*x-155*c*g^5*q*r*x+3196*c*g^4*p^2*r*x+ 13978*c*g^4*p*r*x^2-372*c*g^4*q^2*r*x+13978*c*g^4*q*r*x^2+11265*c*g^3*p^3*r*x+ 40187*c*g^3*p^2*r*x^2-885*c*g^3*q^3*r*x+40187*c*g^3*q^2*r*x^2+16088*c*g^2*p^4*r *x+51344*c*g^2*p^3*r*x^2-1412*c*g^2*q^4*r*x+51344*c*g^2*q^3*r*x^2+10420*c*g*p^5 *r*x+30629*c*g*p^4*r*x^2-1062*c*g*q^5*r*x+30629*c*g*q^4*r*x^2+12432*c*p^5*q*r*x +24000*c*p^4*q^2*r*x+34880*c*p^4*q*r*x^2+22560*c*p^3*q^3*r*x+69760*c*p^3*q^2*r* x^2+9840*c*p^2*q^4*r*x+69760*c*p^2*q^3*r*x^2+1104*c*p*q^5*r*x+34880*c*p*q^4*r*x ^2+4586*c^2*g^4*p*r*x+698*c^2*g^4*q*r*x+29820*c^2*g^3*p^2*r*x+93988*c^2*g^3*p*r *x^2+1932*c^2*g^3*q^2*r*x+93988*c^2*g^3*q*r*x^2+61914*c^2*g^2*p^3*r*x+184610*c^ 2*g^2*p^2*r*x^2-162*c^2*g^2*q^3*r*x+184610*c^2*g^2*q^2*r*x^2+52718*c^2*g*p^4*r* x+149348*c^2*g*p^3*r*x^2-2674*c^2*g*q^4*r*x+149348*c^2*g*q^3*r*x^2+62544*c^2*p^ 4*q*r*x+90456*c^2*p^3*q^2*r*x+171992*c^2*p^3*q*r*x^2+55824*c^2*p^2*q^3*r*x+ 257988*c^2*p^2*q^2*r*x^2+10596*c^2*p*q^4*r*x+171992*c^2*p*q^3*r*x^2+291080*c^3* g^2*p*r*x^2+16312*c^3*g^2*q^2*r*x+291080*c^3*g^2*q*r*x^2+136768*c^3*g*p^3*r*x+ 359392*c^3*g*p^2*r*x^2+5104*c^3*g*q^3*r*x+359392*c^3*g*q^2*r*x^2+160368*c^3*p^3 *q*r*x+157080*c^3*p^2*q^2*r*x+419472*c^3*p^2*q*r*x^2+49072*c^3*p*q^3*r*x+419472 *c^3*p*q^2*r*x^2+31996*c^3*g^3*p*r*x+10900*c^3*g^3*q*r*x+112856*c^3*g^2*p^2*r*x +464*b*p*q^5*r*x+18925*b*p*q^4*r*x^2+130624*c^5*g*p*r*x+58912*c^5*g*q*r*x+ 142656*c^5*p*q*r*x+95032*c^4*g^2*p*r*x+39368*c^4*g^2*q*r*x+189776*c^4*g*p^2*r*x +427120*c^4*g*p*r*x^2+35280*c^4*g*q^2*r*x+427120*c^4*g*q*r*x^2+217392*c^4*p^2*q *r*x+118128*c^4*p*q^2*r*x+505504*c^4*p*q*r*x^2-131*b*g^5*p*r*x-95*b*g^5*q*r*x+ 643*b*g^4*p^2*r*x+5280*b*g^4*p*r*x^2-387*b*g^4*q^2*r*x+5280*b*g^4*q*r*x^2+3974* b*g^3*p^3*r*x+18390*b*g^3*p^2*r*x^2-792*b*g^3*q^3*r*x+18390*b*g^3*q^2*r*x^2+ 6714*b*g^2*p^4*r*x+25517*b*g^2*p^3*r*x^2-954*b*g^2*q^4*r*x+25517*b*g^2*q^3*r*x^ 2+4733*b*g*p^5*r*x+15994*b*g*p^4*r*x^2-605*b*g*q^5*r*x+15994*b*g*q^4*r*x^2+5944 *b*p^5*q*r*x+11435*b*p^4*q^2*r*x+18925*b*p^4*q*r*x^2+10680*b*p^3*q^3*r*x+37850* b*p^3*q^2*r*x^2+4585*b*p^2*q^4*r*x+37850*b*p^2*q^3*r*x^2-230*b*c*g^5*r*x+3708*b *c*g^4*r^2*x+11044*b*c*g^4*r*x^2+37827*b*c*g^3*r^3*x+20297*b*c*g^3*r^2*x^2+ 61142*b*c*g^2*r^4*x-152239*b*c*g^2*r^3*x^2+22621*b*c*g*r^5*x-263776*b*c*g*r^4*x ^2+15342*b*c*p^5*r*x+46344*b*c*p^4*r*x^2-1418*b*c*q^5*r*x+46344*b*c*q^4*r*x^2-\ 103448*a^2*g^2*p*q*r*x-153157*a^2*g*p^2*q*r*x-146639*a^2*g*p*q^2*r*x-100816*a*b ^3*c*g*r*x-193008*a*b^3*c*p*r*x-147952*a*b^3*c*q*r*x-56448*a*b^3*g*p*r*x-32544* a*b^3*g*q*r*x-73544*a*b^3*p*q*r*x-61057*a^2*b*g^2*q*r*x-150572*a^2*b*g*p^2*r*x-\ 115424*a^2*b*g*q^2*r*x-196155*a^2*b*p^2*q*r*x-185463*a^2*b*p*q^2*r*x-827574*a^2 *c^2*g*p*r*x-770438*a^2*c^2*g*q*r*x-1093868*a^2*c^2*p*q*r*x-247169*a^2*c*g^2*p* r*x-214493*a^2*c*g^2*q*r*x-368919*a^2*c*g*p^2*r*x-328707*a^2*c*g*q^2*r*x-471220 *a^2*c*p^2*q*r*x-461936*a^2*c*p*q^2*r*x-150470*a^2*b*c*g^2*r*x-204678*a^2*b*c*g *r^2*x-475354*a^2*b*c*p^2*r*x-412138*a^2*b*c*q^2*r*x-86827*a^2*b*g^2*p*r*x-\ 397296*a^2*b^2*c*p*r*x-329712*a^2*b^2*c*q*r*x-109224*a^2*b^2*g*p*r*x-73368*a^2* b^2*g*q*r*x-161640*a^2*b^2*p*q*r*x-655012*a^2*b*c^2*g*r*x-1061744*a^2*b*c^2*p*r *x-974240*a^2*b*c^2*q*r*x-153200*a^3*b*c*g*r*x-336720*a^3*b*c*p*r*x-291664*a^3* b*c*q*r*x-89184*a^3*b*g*p*r*x-65280*a^3*b*g*q*r*x-141976*a^3*b*p*q*r*x-262734*a ^3*c*g*p*r*x-230998*a^3*c*g*q*r*x-380188*a^3*c*p*q*r*x-111688*a^3*g*p*q*r*x-\ 190512*a^2*b^2*c*g*r*x+2824*c*g^4*p*q*r*x+21645*c*g^3*p^2*q*r*x+9495*c*g^3*p*q^ 2*r*x+80374*c*g^3*p*q*r*x^2+46852*c*g^2*p^3*q*r*x+44028*c*g^2*p^2*q^2*r*x+ 154032*c*g^2*p^2*q*r*x^2+11852*c*g^2*p*q^3*r*x+154032*c*g^2*p*q^2*r*x^2+40618*c *g*p^4*q*r*x+58272*c*g*p^3*q^2*r*x+122516*c*g*p^3*q*r*x^2+35308*c*g*p^2*q^3*r*x +183774*c*g*p^2*q^2*r*x^2+6172*c*g*p*q^4*r*x+122516*c*g*p*q^3*r*x^2+31752*c^2*g ^3*p*q*r*x+123666*c^2*g^2*p^2*q*r*x+61590*c^2*g^2*p*q^2*r*x+369220*c^2*g^2*p*q* r*x^2+155480*c^2*g*p^3*q*r*x+150132*c^2*g*p^2*q^2*r*x+448044*c^2*g*p^2*q*r*x^2+ 44696*c^2*g*p*q^3*r*x+448044*c^2*g*p*q^2*r*x^2+256*b*g^4*p*q*r*x+7156*b*g^3*p^2 *q*r*x+2390*b*g^3*p*q^2*r*x+36780*b*g^3*p*q*r*x^2+19188*b*g^2*p^3*q*r*x+17280*b *g^2*p^2*q^2*r*x+76551*b*g^2*p^2*q*r*x^2+3852*b*g^2*p*q^3*r*x+76551*b*g^2*p*q^2 *r*x^2+18327*b*g*p^4*q*r*x+25978*b*g*p^3*q^2*r*x+63976*b*g*p^3*q*r*x^2+15302*b* g*p^2*q^3*r*x+95964*b*g*p^2*q^2*r*x^2+2313*b*g*p*q^4*r*x+63976*b*g*p*q^3*r*x^2+ 225056*c^4*g*p*q*r*x+129168*c^3*g^2*p*q*r*x+278640*c^3*g*p^2*q*r*x+146976*c^3*g *p*q^2*r*x+718784*c^3*g*p*q*r*x^2+154650*b*c*g*q^3*r*x^2+59950*b*c*p^4*q*r*x+ 86380*b*c*p^3*q^2*r*x+185376*b*c*p^3*q*r*x^2+52860*b*c*p^2*q^3*r*x+278064*b*c*p ^2*q^2*r*x^2+9670*b*c*p*q^4*r*x+185376*b*c*p*q^3*r*x^2+1344*b*c*g^4*p*r*x-628*b *c*g^4*q*r*x+20227*b*c*g^3*p^2*r*x+83509*b*c*g^3*p*r*x^2-733*b*c*g^3*q^2*r*x+ 83509*b*c*g^3*q*r*x^2+51141*b*c*g^2*p^3*r*x+180771*b*c*g^2*p^2*r*x^2-2279*b*c*g ^2*q^3*r*x+180771*b*c*g^2*q^2*r*x^2+47830*b*c*g*p^4*r*x+154650*b*c*g*p^3*r*x^2-\ 3362*b*c*g*q^4*r*x+553362*b*c^2*g*p^2*r*x^2+5258*b*c^2*g*q^3*r*x+553362*b*c^2*g *q^2*r*x^2+231824*b*c^2*p^3*q*r*x+226680*b*c^2*p^2*q^2*r*x+673824*b*c^2*p^2*q*r *x^2+70416*b*c^2*p*q^3*r*x+673824*b*c^2*p*q^2*r*x^2+31402*b*c^2*g^3*p*r*x+8594* b*c^2*g^3*q*r*x+139150*b*c^2*g^2*p^2*r*x+421206*b*c^2*g^2*p*r*x^2+16750*b*c^2*g ^2*q^2*r*x+421206*b*c^2*g^2*q*r*x^2+186506*b*c^2*g*p^3*r*x-107744*a*c^5*g*p*r*x ^2-107744*a*c^5*g*q*r*x^2-1848*a*b*g^3*p^3*r*x^2-1848*a*b*g^3*q^3*r*x^2-2772*a* b*g^2*p^4*r*x^2-2772*a*b*g^2*q^4*r*x^2-1848*a*b*g*p^5*r*x^2-1848*a*b*g*q^5*r*x^ 2-2772*a*b*p^5*q*r*x^2-6930*a*b*p^4*q^2*r*x^2-9240*a*b*p^3*q^3*r*x^2-6930*a*b*p ^2*q^4*r*x^2-2772*a*b*p*q^5*r*x^2-462*a*b*g^4*p^2*r*x^2-462*a*b*g^4*q^2*r*x^2-\ 396*a*b*c*g^4*r^3*x-2376*a*b*c*g^4*r^2*x^2-3546*a*b*c*g^3*r^4*x-15084*a*b*c*g^3 *r^3*x^2-8380*a*b*c*g^2*r^5*x-8746*a*b*c*g^2*r^4*x^2-7716*a*b*c*g*r^6*x+19604*a *b*c*g*r^5*x^2-6244*a*b*c*p^5*r*x^2-6244*a*b*c*q^5*r*x^2+157128*b*c^3*g^2*p*r*x +64664*b*c^3*g^2*q*r*x+347832*b*c^3*g*p^2*r*x+869456*b*c^3*g*p*r*x^2+66328*b*c^ 3*g*q^2*r*x+869456*b*c^3*g*q*r*x^2+423896*b*c^3*p^2*q*r*x+232312*b*c^3*p*q^2*r* x+1076384*b*c^3*p*q*r*x^2+1324*b^2*g^3*p*q*r*x+16470*b^2*g^2*p^2*q*r*x+6192*b^2 *g^2*p*q^2*r*x+80858*b^2*g^2*p*q*r*x^2+28246*b^2*g*p^3*q*r*x+25842*b^2*g*p^2*q^ 2*r*x+112893*b^2*g*p^2*q*r*x^2+6210*b^2*g*p*q^3*r*x+112893*b^2*g*p*q^2*r*x^2+ 305176*b*c^4*g*p*r*x+143032*b*c^4*g*q*r*x+356576*b*c^4*p*q*r*x+5635*b^2*c*g^3*p *r*x-33*b^2*c*g^3*q*r*x+47215*b^2*c*g^2*p^2*r*x+182973*b^2*c*g^2*p*r*x^2+2095*b ^2*c*g^2*q^2*r*x+182973*b^2*c*g^2*q*r*x^2+75950*b^2*c*g*p^3*r*x+265285*b^2*c*g* p^2*r*x^2-610*b^2*c*g*q^3*r*x+265285*b^2*c*g*q^2*r*x^2+102768*b^2*c*p^3*q*r*x+ 99180*b^2*c*p^2*q^2*r*x+342258*b^2*c*p^2*q*r*x^2+29472*b^2*c*p*q^3*r*x+342258*b ^2*c*p*q^2*r*x^2+192*b*c^2*g^4*r*x+52814*b*c^2*g^3*r^2*x+93722*b*c^2*g^3*r*x^2+ 202220*b*c^2*g^2*r^3*x-19198*b*c^2*g^2*r^2*x^2+183536*b*c^2*g*r^4*x-577318*b*c^ 2*g*r^3*x^2+78132*b*c^2*p^4*r*x+224608*b*c^2*p^3*r*x^2-2572*b*c^2*q^4*r*x+ 224608*b*c^2*q^3*r*x^2+13728*b*c^3*g^3*r*x+230884*b*c^3*g^2*r^2*x+323464*b*c^3* g^2*r*x^2+444596*b*c^3*g*r^3*x-205664*b*c^3*g*r^2*x^2+205160*b*c^3*p^3*r*x+ 538192*b*c^3*p^2*r*x^2+13576*b*c^3*q^3*r*x+538192*b*c^3*q^2*r*x^2-208*a*g^5*r*x -4683*a*g^4*r^2*x+9881*a*g^3*r^3*x+42196*a*g^3*r^2*x^2+42279*a*g^2*r^4*x+6194*a *g^2*r^3*x^2+36095*a*g*r^5*x-73603*a*g*r^4*x^2-4511*a*p^5*r*x+64667*a*p^4*r*x^2 -4669*a*q^5*r*x-3880*b^5*c*r*x-512*b^5*g*r*x-1972*b^5*p*r*x-348*b^5*q*r*x-32064 *b^4*c^2*r*x+20168*b^4*c*r^2*x-1072*b^4*g^2*r*x-1692*b^4*g*r^2*x-7024*b^4*p^2*r *x-2808*b^4*q^2*r*x+46514*b^4*q*r*x^2-126496*b^3*c^3*r*x+128168*b^3*c^2*r^2*x+ 115362*b^3*c*r^3*x-1136*b^3*g^3*r*x-6787*b^3*g^2*r^2*x+25862*b^3*g*r^3*x+85451* b^3*g*r^2*x^2-10471*b^3*p^3*r*x-6907*b^3*q^3*r*x+124449*b^3*q^2*r*x^2-256088*b^ 2*c^4*r*x+311152*b^2*c^3*r^2*x+439498*b^2*c^2*r^3*x-1456*a*b^2*c^2*r^4*x-425904 *a*b^2*c^2*r^3*x^2-16282*a*b^2*c*r^5*x-140304*a*b^2*c*r^4*x^2+139776*a*b^2*c^4* r^2*x-90624*a*b^2*c^4*r*x^2+85408*a*b^2*c^3*r^3*x-440208*a*b^2*c^3*r^2*x^2+3992 *a*b^3*g^2*r^3*x+4488*a*b^3*g^2*r^2*x^2+1944*a*b^3*g*r^4*x-27312*a*b^3*g*r^3*x^ 2+3168*a*b^3*p^4*r*x-3704*a*b^3*p^3*r*x^2+176*a*b^3*q^4*r*x-3704*a*b^3*q^3*r*x^ 2+74112*a*b^2*c^5*r*x+272*a*b^3*c*r^4*x-109568*a*b^3*c*r^3*x^2+70976*a*b^3*c^3* r^2*x-22912*a*b^3*c^3*r*x^2+34064*a*b^3*c^2*r^3*x-135648*a*b^3*c^2*r^2*x^2+2400 *a*b^4*g*r^3*x+3060*a*b^4*g*r^2*x^2+2040*a*b^4*p^3*r*x+100*a*b^4*p^2*r*x^2+120* a*b^4*q^3*r*x+100*a*b^4*q^2*r*x^2+46208*a*b^3*c^4*r*x+6840*a*b^4*c*r^3*x-11600* a*b^4*c*r^2*x^2+512*a*b^5*p^2*r*x+992*a*b^5*p*r^2*x+720*a*b^5*p*r*x^2+32*a*b^5* q^2*r*x+720*a*b^5*q*r*x^2+14144*a*b^4*c^3*r*x+17536*a*b^4*c^2*r^2*x+2800*a*b^4* c^2*r*x^2+1728*a*b^5*c*r^2*x+1440*a*b^5*c*r*x^2+214*a^2*g*q^5*r*x-3922*a^2*g*q^ 4*r*x^2+2354*a^2*p^5*q*r*x+4840*a^2*p^4*q^2*r*x-7210*a^2*p^4*q*r*x^2+5060*a^2*p ^3*q^3*r*x-14420*a^2*p^3*q^2*r*x^2+2750*a^2*p^2*q^4*r*x-14420*a^2*p^2*q^3*r*x^2 +682*a^2*p*q^5*r*x-7210*a^2*p*q^4*r*x^2+1728*a*b^5*c^2*r*x+412*a^2*g^4*p^2*r*x+ 495*a^2*g^4*p*r*x^2+82*a^2*g^4*q^2*r*x+495*a^2*g^4*q*r*x^2+1698*a^2*g^3*p^3*r*x -48*a^2*g^3*p^2*r*x^2+290*a^2*g^3*q^3*r*x-48*a^2*g^3*q^2*r*x^2+2622*a^2*g^2*p^4 *r*x-3023*a^2*g^2*p^3*r*x^2+378*a^2*g^2*q^4*r*x-3023*a^2*g^2*q^3*r*x^2+1798*a^2 *g*p^5*r*x-3922*a^2*g*p^4*r*x^2-31376*a*b*g*p*q^3*r*x^2+243856*a*c^4*g*p*q*r*x+ 143344*a*c^3*g^2*p*q*r*x+261252*a*c^3*g*p^2*q*r*x+180564*a*c^3*g*p*q^2*r*x-\ 376432*a*c^3*g*p*q*r*x^2+37644*a*c^2*g^3*p*q*r*x+116382*a*c^2*g^2*p^2*q*r*x+ 79050*a*c^2*g^2*p*q^2*r*x-138476*a*c^2*g^2*p*q*r*x^2+133144*a*c^2*g*p^3*q*r*x+ 149052*a*c^2*g*p^2*q^2*r*x-270192*a*c^2*g*p^2*q*r*x^2+924*a*b*g^4*p*q*r*x+6952* a*b*g^3*p^2*q*r*x+4136*a*b*g^3*p*q^2*r*x-192*a*b*g^3*p*q*r*x^2+15576*a*b*g^2*p^ 3*q*r*x+16632*a*b*g^2*p^2*q^2*r*x-18138*a*b*g^2*p^2*q*r*x^2+6600*a*b*g^2*p*q^3* r*x-18138*a*b*g^2*p*q^2*r*x^2+13992*a*b*g*p^4*q*r*x+21648*a*b*g*p^3*q^2*r*x-\ 31376*a*b*g*p^3*q*r*x^2+15312*a*b*g*p^2*q^3*r*x-47064*a*b*g*p^2*q^2*r*x^2+4488* a*b*g*p*q^4*r*x-64280*a*b*c*g*p^3*r*x^2+5506*a*b*c*g*q^4*r*x-64280*a*b*c*g*q^3* r*x^2+46496*a*b*c*p^4*q*r*x+72624*a*b*c*p^3*q^2*r*x-121968*a*b*c*p^3*q*r*x^2+ 52256*a*b*c*p^2*q^3*r*x-182952*a*b*c*p^2*q^2*r*x^2+15944*a*b*c*p*q^4*r*x-121968 *a*b*c*p*q^3*r*x^2+2508*a*b*c*g^4*p*r*x+1188*a*b*c*g^4*q*r*x+18232*a*b*c*g^3*p^ 2*r*x+1506*a*b*c*g^3*p*r*x^2+5708*a*b*c*g^3*q^2*r*x+1506*a*b*c*g^3*q*r*x^2+ 40406*a*b*c*g^2*p^3*r*x-34262*a*b*c*g^2*p^2*r*x^2+8874*a*b*c*g^2*q^3*r*x-34262* a*b*c*g^2*q^2*r*x^2+36018*a*b*c*g*p^4*r*x+118072*a*b*c^2*g^2*p^2*r*x-63716*a*b* c^2*g^2*p*r*x^2+45280*a*b*c^2*g^2*q^2*r*x-63716*a*b*c^2*g^2*q*r*x^2+147204*a*b* c^2*g*p^3*r*x-196092*a*b*c^2*g*p^2*r*x^2+38604*a*b*c^2*g*q^3*r*x-196092*a*b*c^2 *g*q^2*r*x^2+189408*a*b*c^2*p^3*q*r*x+210504*a*b*c^2*p^2*q^2*r*x-384072*a*b*c^2 *p^2*q*r*x^2+91264*a*b*c^2*p*q^3*r*x-384072*a*b*c^2*p*q^2*r*x^2+32596*a*b*c^2*g ^3*p*r*x+18812*a*b*c^2*g^3*q*r*x+147408*a*b*c^3*g^2*p*r*x+92048*a*b*c^3*g^2*q*r *x+291792*a*b*c^3*g*p^2*r*x-264016*a*b*c^3*g*p*r*x^2+122160*a*b*c^3*g*q^2*r*x-\ 264016*a*b*c^3*g*q*r*x^2+372944*a*b*c^3*p^2*q*r*x+256048*a*b*c^3*p*q^2*r*x-\ 534112*a*b*c^3*p*q*r*x^2+14442*a*b^2*g^2*p^2*q*r*x+8394*a*b^2*g^2*p*q^2*r*x-42* a*b^2*g^2*p*q*r*x^2+21598*a*b^2*g*p^3*q*r*x+22758*a*b^2*g*p^2*q^2*r*x-24885*a*b ^2*g*p^2*q*r*x^2+8746*a*b^2*g*p*q^3*r*x-24885*a*b^2*g*p*q^2*r*x^2+278736*a*b*c^ 4*g*p*r*x+180464*a*b*c^4*g*q*r*x+351232*a*b*c^4*p*q*r*x+56616*a*b^2*c*g*p^3*r*x -46800*a*b^2*c*g*p^2*r*x^2+11616*a*b^2*c*g*q^3*r*x-46800*a*b^2*c*g*q^2*r*x^2+ 78728*a*b^2*c*p^3*q*r*x+85440*a*b^2*c*p^2*q^2*r*x-133308*a*b^2*c*p^2*q*r*x^2+ 35192*a*b^2*c*p*q^3*r*x-133308*a*b^2*c*p*q^2*r*x^2+2546*a*b^2*g^3*p*q*r*x+7232* a*b^2*c*g^3*p*r*x+3452*a*b^2*c*g^3*q*r*x+38644*a*b^2*c*g^2*p^2*r*x+3876*a*b^2*c *g^2*p*r*x^2+11812*a*b^2*c*g^2*q^2*r*x+3876*a*b^2*c*g^2*q*r*x^2+166792*a*b^2*c^ 2*g*p^2*r*x-86580*a*b^2*c^2*g*p*r*x^2+63184*a*b^2*c^2*g*q^2*r*x-86580*a*b^2*c^2 *g*q*r*x^2+231720*a*b^2*c^2*p^2*q*r*x+154464*a*b^2*c^2*p*q^2*r*x-270264*a*b^2*c ^2*p*q*r*x^2+288*a*b^3*g*p*q*r*x^2+211408*a*b^2*c^3*g*p*r*x+132784*a*b^2*c^3*g* q*r*x+290848*a*b^2*c^3*p*q*r*x+70416*a*b^2*c^2*g^2*p*r*x+40944*a*b^2*c^2*g^2*q* r*x+10184*a*b^3*c*g^2*p*r*x+4904*a*b^3*c*g^2*q*r*x+35424*a*b^3*c*g*p^2*r*x+4176 *a*b^3*c*g*p*r*x^2+10496*a*b^3*c*g*q^2*r*x+4176*a*b^3*c*g*q*r*x^2+56216*a*b^3*c *p^2*q*r*x+35320*a*b^3*c*p*q^2*r*x-41568*a*b^3*c*p*q*r*x^2+3392*a*b^3*g^2*p*q*r *x+12920*a*b^3*g*p^2*q*r*x+7288*a*b^3*g*p*q^2*r*x+7008*a*b^4*c*g*p*r*x+3408*a*b ^4*c*g*q*r*x+15232*a*b^4*c*p*q*r*x+2184*a*b^4*g*p*q*r*x+65968*a*b^3*c^2*g*p*r*x +38640*a*b^3*c^2*g*q*r*x+104864*a*b^3*c^2*p*q*r*x+166810*b^2*c*r^4*x-44520*b^2* c*r^3*x^2-646*b^2*g^4*r*x-7452*b^2*g^3*r^2*x+25922*b^2*g^2*r^3*x+91146*b^2*g^2* r^2*x^2+51291*b^2*g*r^4*x+10958*b^2*g*r^3*x^2-7781*b^2*p^4*r*x-6911*b^2*q^4*r*x +134844*b^2*q^3*r*x^2-251744*b*c^5*r*x+323248*b*c^4*r^2*x+666260*b*c^3*r^3*x-\ 264*a*b*c^2*g^4*r^2*x-1848*a*b*c^2*g^4*r*x^2-4980*a*b*c^2*g^3*r^3*x-26808*a*b*c ^2*g^3*r^2*x^2-20808*a*b*c^2*g^2*r^4*x-69492*a*b*c^2*g^2*r^3*x^2-28296*a*b*c^2* g*r^5*x-11652*a*b*c^2*g*r^4*x^2-35084*a*b*c^2*p^4*r*x^2-35084*a*b*c^2*q^4*r*x^2 -2176*b^4*c^4*r^2*x-10752*b^4*c^4*r*x^2-4896*b^4*c^3*r^3*x-18464*b^4*c^3*r^2*x^ 2-108*b^5*g*r^4*x-648*b^5*g*r^3*x^2-72*b^5*p^3*r^2*x-252*b^5*p^3*r*x^2-252*b^5* p^2*r^3*x-288*b^5*p*r^4*x-252*b^5*q^3*r*x^2-576*b^5*c^3*r^2*x-2464*b^5*c^3*r*x^ 2-1008*b^5*c^2*r^3*x-3632*b^5*c^2*r^2*x^2-576*b^5*c*r^4*x-2064*b^5*c*r^3*x^2-16 *b^6*p^2*r^2*x-56*b^6*p^2*r*x^2-40*b^6*p*r^3*x-144*b^6*p*r^2*x^2-56*b^6*q^2*r*x ^2-8*b^6*q*r^3*x-144*b^6*q*r^2*x^2-64*b^6*c^2*r^2*x-224*b^6*c^2*r*x^2-80*b^6*c* r^3*x-288*b^6*c*r^2*x^2-27*a*g^5*r^4*x-162*a*g^5*r^3*x^2-135*a*g^4*r^5*x-276*a* g^4*r^4*x^2-270*a*g^3*r^6*x+544*a*g^3*r^5*x^2-270*a*g^2*r^7*x+1671*a*g^2*r^6*x^ 2-135*a*g*r^8*x+1407*a*g*r^7*x^2-63*a*p^7*r*x^2-63*a*q^7*r*x^2-412*a*c*r^8*x+ 4334*a*c*r^7*x^2-8416*a*c^3*r^6*x+27904*a*c^3*r^5*x^2-2568*a*c^2*r^7*x+17280*a* c^2*r^6*x^2+388938*b*c^2*r^4*x-221666*b*c^2*r^3*x^2+85912*b*c*r^5*x-248860*b*c* r^4*x^2-188*b*g^5*r*x-3349*b*g^4*r^2*x+11367*b*g^3*r^3*x+42196*b*g^3*r^2*x^2+ 38237*b*g^2*r^4*x+6194*b*g^2*r^3*x^2+29105*b*g*r^5*x-73603*b*g*r^4*x^2-2901*b*p ^5*r*x-3059*b*q^5*r*x+64667*b*q^4*r*x^2-200752*c^5*g*r*x-238096*c^5*p*r*x-\ 243568*c^5*q*r*x-170088*c^4*g^2*r*x+165560*c^4*g*r^2*x-245368*c^4*p^2*r*x-\ 260136*c^4*q^2*r*x-510620*a*b^2*c^2*g*r*x-785392*a*b^2*c^2*p*r*x-697888*a*b^2*c ^2*q*r*x-124090*a*b^2*c*g^2*r*x-59478*a*b^2*c*g*r^2*x-348818*a*b^2*c*p^2*r*x-\ 285602*a*b^2*c*q^2*r*x-70415*a*b^2*g^2*p*r*x-44645*a*b^2*g^2*q*r*x-116038*a*b^2 *g*p^2*r*x-80890*a*b^2*g*q^2*r*x-139851*a*b^2*p^2*q*r*x-129159*a*b^2*p*q^2*r*x-\ 942896*a*b*c^3*g*r*x-1301920*a*b*c^3*p*r*x-1241632*a*b*c^3*q*r*x-409604*a*b*c^2 *g^2*r*x+41836*a*b*c^2*g*r^2*x-842668*a*b*c^2*p^2*r*x-782348*a*b*c^2*q^2*r*x-\ 64356*a*b*c*g^3*r*x-90690*a*b*c*g^2*r^2*x+430952*a*b*c*g*r^3*x-237456*a*b*c*p^3 *r*x-218888*a*b*c*q^3*r*x-36816*a*b*g^3*p*r*x-24768*a*b*g^3*q*r*x-92730*a*b*g^2 *p^2*r*x-68986*a*b*g^2*q^2*r*x-81780*a*b*g*p^3*r*x-68744*a*b*g*q^3*r*x-96716*a* b*p^3*q*r*x-142464*a*b*p^2*q^2*r*x-93236*a*b*p*q^3*r*x-1022048*a*c^3*g*p*r*x-\ 988432*a*c^3*g*q*r*x-1268224*a*c^3*p*q*r*x-498612*a*c^2*g^2*p*r*x-462184*a*c^2* g^2*q*r*x-660100*a*c^2*g*p^2*r*x-629232*a*c^2*g*q^2*r*x-798582*a*c^2*p^2*q*r*x-\ 802194*a*c^2*p*q^2*r*x-101017*a*c*g^3*p*r*x-86421*a*c*g^3*q*r*x-220046*a*c*g^2* p^2*r*x-195240*a*c*g^2*q^2*r*x-185421*a*c*g*p^3*r*x-177443*a*c*g*q^3*r*x-220476 *a*c*p^3*q*r*x-333276*a*c*p^2*q^2*r*x-223892*a*c*p*q^3*r*x-15640*a*c^4*r^5*x+ 4304*a*c^4*r^4*x^2-2368*a*c^7*r^2*x-17920*a*c^7*r*x^2-9440*a*c^6*r^3*x-46400*a* c^6*r^2*x^2-16560*a*c^5*r^4*x-40224*a*c^5*r^3*x^2-198*a*b*r^8*x+2022*a*b*r^7*x^ 2-2616*a*b*c^3*g^3*r^2*x-18312*a*b*c^3*g^3*r*x^2-22176*a*b*c^3*g^2*r^3*x-111680 *a*b*c^3*g^2*r^2*x^2-49248*a*b*c^3*g*r^4*x-139536*a*b*c^3*g*r^3*x^2-104832*a*b* c^3*p^3*r*x^2-104832*a*b*c^3*q^3*r*x^2-9360*a*b*c^4*g^2*r^2*x-65520*a*b*c^4*g^2 *r*x^2-41616*a*b*c^4*g*r^3*x-201056*a*b*c^4*g*r^2*x^2-175616*a*b*c^4*p^2*r*x^2-\ 175616*a*b*c^4*q^2*r*x^2-14496*a*b*c^5*g*r^2*x-101472*a*b*c^5*g*r*x^2-156352*a* b*c^5*p*r*x^2-156352*a*b*c^5*q*r*x^2-3969*a*b^2*g*q^4*r*x^2-6615*a*b^2*p^4*q*r* x^2-13230*a*b^2*p^3*q^2*r*x^2-13230*a*b^2*p^2*q^3*r*x^2-6615*a*b^2*p*q^4*r*x^2-\ 1323*a*b^2*g^3*p^2*r*x^2-1323*a*b^2*g^3*q^2*r*x^2-3969*a*b^2*g^2*p^3*r*x^2-3969 *a*b^2*g^2*q^3*r*x^2-3969*a*b^2*g*p^4*r*x^2-1234*a*b^2*c*g^3*r^3*x-6804*a*b^2*c *g^3*r^2*x^2-7860*a*b^2*c*g^2*r^4*x-32436*a*b^2*c*g^2*r^3*x^2-12160*a*b^2*c*g*r ^5*x-13110*a*b^2*c*g*r^4*x^2-14826*a*b^2*c*p^4*r*x^2-14826*a*b^2*c*q^4*r*x^2-\ 25704*a*b*c^2*g^3*p*r*x^2-25704*a*b*c^2*g^3*q*r*x^2-81676*a*b*c^2*g^2*p^2*r*x^2 -81676*a*b*c^2*g^2*q^2*r*x^2-92904*a*b*c^2*g*p^3*r*x^2-92904*a*b*c^2*g*q^3*r*x^ 2-140336*a*b*c^2*p^3*q*r*x^2-210504*a*b*c^2*p^2*q^2*r*x^2-140336*a*b*c^2*p*q^3* r*x^2-314496*a*b*c^3*p^2*q*r*x^2-314496*a*b*c^3*p*q^2*r*x^2-119728*a*b*c^3*g^2* p*r*x^2-119728*a*b*c^3*g^2*q*r*x^2-206976*a*b*c^3*g*p^2*r*x^2-206976*a*b*c^3*g* q^2*r*x^2-351232*a*b*c^4*p*q*r*x^2-229600*a*b*c^4*g*p*r*x^2-229600*a*b*c^4*g*q* r*x^2-2646*a*b^2*g^3*p*q*r*x^2-11907*a*b^2*g^2*p^2*q*r*x^2-11907*a*b^2*g^2*p*q^ 2*r*x^2-15876*a*b^2*g*p^3*q*r*x^2-23814*a*b^2*g*p^2*q^2*r*x^2-15876*a*b^2*g*p*q ^3*r*x^2-59304*a*b^2*c*p*q^3*r*x^2-5292*a*b^2*c*g^3*p*r*x^2-5292*a*b^2*c*g^3*q* r*x^2-25662*a*b^2*c*g^2*p^2*r*x^2-25662*a*b^2*c*g^2*q^2*r*x^2-35196*a*b^2*c*g*p ^3*r*x^2-35196*a*b^2*c*g*q^3*r*x^2-59304*a*b^2*c*p^3*q*r*x^2-88956*a*b^2*c*p^2* q^2*r*x^2-5248*a*c^6*g*r^2*x-39872*a*c^6*g*r*x^2-198*a*b*g^4*r^4*x-1188*a*b*g^4 *r^3*x^2-792*a*b*g^3*r^5*x-1656*a*b*g^3*r^4*x^2-1188*a*b*g^2*r^6*x+2278*a*b*g^2 *r^5*x^2-792*a*b*g*r^7*x+4782*a*b*g*r^6*x^2-462*a*b*p^6*r*x^2-462*a*b*q^6*r*x^2 -2472*a*b*c*r^7*x+15720*a*b*c*r^6*x^2-12168*a*b*c^2*r^6*x+35792*a*b*c^2*r^5*x^2 -40464*a*b*c^4*r^4*x-102768*a*b*c^4*r^3*x^2-30288*a*b*c^3*r^5*x-768*a*b*c^3*r^4 *x^2-8256*a*b*c^6*r^2*x-57792*a*b*c^6*r*x^2-28032*a*b*c^5*r^3*x-131840*a*b*c^5* r^2*x^2-567*a*b^2*g^3*r^4*x-3402*a*b^2*g^3*r^3*x^2-1701*a*b^2*g^2*r^5*x-3636*a* b^2*g^2*r^4*x^2-1701*a*b^2*g*r^6*x+3102*a*b^2*g*r^5*x^2-1323*a*b^2*p^5*r*x^2-\ 1323*a*b^2*q^5*r*x^2-5548*a*b^2*c*r^6*x+13476*a*b^2*c*r^5*x^2-20604*a*b^2*c^2*r ^5*x-9528*a*b^2*c^2*r^4*x^2-31744*a*b^2*c^4*r^3*x-143088*a*b^2*c^4*r^2*x^2-\ 36624*a*b^2*c^3*r^4*x-100368*a*b^2*c^3*r^3*x^2-856*a*b^2*c^2*g^3*r^2*x-5292*a*b ^2*c^2*g^3*r*x^2-11588*a*b^2*c^2*g^2*r^3*x-57444*a*b^2*c^2*g^2*r^2*x^2-30972*a* b^2*c^2*g*r^4*x-99720*a*b^2*c^2*g*r^3*x^2-66192*a*b^2*c^2*p^3*r*x^2-66192*a*b^2 *c^2*q^3*r*x^2-34112*a*b^2*c^3*g*r^3*x-159216*a*b^2*c^3*g*r^2*x^2-147168*a*b^2* c^3*p^2*r*x^2-147168*a*b^2*c^3*q^2*r*x^2-6224*a*b^2*c^3*g^2*r^2*x-39144*a*b^2*c ^3*g^2*r*x^2-14624*a*b^2*c^4*g*r^2*x-93072*a*b^2*c^4*g*r*x^2-162960*a*b^2*c^4*p *r*x^2-162960*a*b^2*c^4*q*r*x^2-3696*a*b^3*g*q^3*r*x^2-7392*a*b^3*p^3*q*r*x^2-\ 11088*a*b^3*p^2*q^2*r*x^2-7392*a*b^3*p*q^3*r*x^2-1848*a*b^3*g^2*p^2*r*x^2-1848* a*b^3*g^2*q^2*r*x^2-3696*a*b^3*g*p^3*r*x^2-1888*a*b^3*c*g^2*r^3*x-9504*a*b^3*c* g^2*r^2*x^2-7584*a*b^3*c*g*r^4*x-30240*a*b^3*c*g*r^3*x^2-16352*a*b^3*c*p^3*r*x^ 2-16352*a*b^3*c*q^3*r*x^2-53984*a*b^3*c^2*q^2*r*x^2-792*a*b^3*g^2*r^4*x-4752*a* b^3*g^2*r^3*x^2-1584*a*b^3*g*r^5*x-3456*a*b^3*g*r^4*x^2-1848*a*b^3*p^4*r*x^2-\ 1848*a*b^3*q^4*r*x^2-11200*a*b^2*c^5*r^2*x-71904*a*b^2*c^5*r*x^2-5744*a*b^3*c*r ^5*x-6368*a*b^3*c*r^4*x^2-15024*a*b^3*c^2*r^4*x-46560*a*b^3*c^2*r^3*x^2-7424*a* b^3*c^4*r^2*x-43008*a*b^3*c^4*r*x^2-17088*a*b^3*c^3*r^3*x-73856*a*b^3*c^3*r^2*x ^2-540*a*b^4*g*r^4*x-3240*a*b^4*g*r^3*x^2-1260*a*b^4*p^3*r*x^2-1260*a*b^4*q^3*r *x^2-2688*a*b^4*c*r^4*x-10320*a*b^4*c*r^3*x^2-2432*a*b^4*c^3*r^2*x-12320*a*b^4* c^3*r*x^2-4368*a*b^4*c^2*r^3*x-18160*a*b^4*c^2*r^2*x^2-96*a*b^5*p^2*r^2*x-336*a *b^5*p^2*r*x^2-240*a*b^5*p*r^3*x-336*a*b^5*q^2*r*x^2-416*a*b^5*c*r^3*x-1728*a*b ^5*c*r^2*x^2-320*a*b^5*c^2*r^2*x-1344*a*b^5*c^2*r*x^2-1386*a^2*p^5*q*r*x^2-3465 *a^2*p^4*q^2*r*x^2-4620*a^2*p^3*q^3*r*x^2-3465*a^2*p^2*q^4*r*x^2-1386*a^2*p*q^5 *r*x^2-231*a^2*g^4*p^2*r*x^2-231*a^2*g^4*q^2*r*x^2-924*a^2*g^3*p^3*r*x^2-924*a^ 2*g^3*q^3*r*x^2-1386*a^2*g^2*p^4*r*x^2-1386*a^2*g^2*q^4*r*x^2-924*a^2*g*p^5*r*x ^2-924*a^2*g*q^5*r*x^2-1360*a*b^3*c^2*g^2*r^2*x-7392*a*b^3*c^2*g^2*r*x^2-11744* a*b^3*c^2*g*r^3*x-53376*a*b^3*c^2*g*r^2*x^2-53984*a*b^3*c^2*p^2*r*x^2-6432*a*b^ 3*c^3*g*r^2*x-36288*a*b^3*c^3*g*r*x^2-78848*a*b^3*c^3*p*r*x^2-78848*a*b^3*c^3*q *r*x^2-1260*a*b^4*g*p^2*r*x^2-1260*a*b^4*g*q^2*r*x^2-3780*a*b^4*p^2*q*r*x^2-\ 3780*a*b^4*p*q^2*r*x^2-1416*a*b^4*c*g*r^3*x-6480*a*b^4*c*g*r^2*x^2-8120*a*b^4*c *p^2*r*x^2-8120*a*b^4*c*q^2*r*x^2-5040*a*b^4*c^2*g*r*x^2-17360*a*b^4*c^2*p*r*x^ 2-17360*a*b^4*c^2*q*r*x^2-1056*a*b^4*c^2*g*r^2*x-672*a*b^5*p*q*r*x^2-352*a*b^5* c*p*r^2*x-1344*a*b^5*c*p*r*x^2-1344*a*b^5*c*q*r*x^2-462*a^2*g^4*p*q*r*x^2-2772* a^2*g^3*p^2*q*r*x^2-2772*a^2*g^3*p*q^2*r*x^2-5544*a^2*g^2*p^3*q*r*x^2-8316*a^2* g^2*p^2*q^2*r*x^2-5544*a^2*g^2*p*q^3*r*x^2-4620*a^2*g*p^4*q*r*x^2-9240*a^2*g*p^ 3*q^2*r*x^2-9240*a^2*g*p^2*q^3*r*x^2-4620*a^2*g*p*q^4*r*x^2-10381*a^2*c*g*q^4*r *x^2-15610*a^2*c*p^4*q*r*x^2-31220*a^2*c*p^3*q^2*r*x^2-31220*a^2*c*p^2*q^3*r*x^ 2-15610*a^2*c*p*q^4*r*x^2-166*a^2*c*g^4*r^3*x-1188*a^2*c*g^4*r^2*x^2-1659*a^2*c *g^3*r^4*x-7542*a^2*c*g^3*r^3*x^2-4055*a^2*c*g^2*r^5*x-4373*a^2*c*g^2*r^4*x^2-\ 3802*a^2*c*g*r^6*x+9802*a^2*c*g*r^5*x^2-3122*a^2*c*p^5*r*x^2-3122*a^2*c*q^5*r*x ^2-100*a^2*c^2*g^4*r^2*x-924*a^2*c^2*g^4*r*x^2-2086*a^2*c^2*g^3*r^3*x-13404*a^2 *c^2*g^3*r^2*x^2-9510*a^2*c^2*g^2*r^4*x-34746*a^2*c^2*g^2*r^3*x^2-13518*a^2*c^2 *g*r^5*x-5826*a^2*c^2*g*r^4*x^2-17542*a^2*c^2*p^4*r*x^2-17542*a^2*c^2*q^4*r*x^2 -1032*a^2*c^3*g^3*r^2*x-9156*a^2*c^3*g^3*r*x^2-9376*a^2*c^3*g^2*r^3*x-55840*a^2 *c^3*g^2*r^2*x^2-22392*a^2*c^3*g*r^4*x-69768*a^2*c^3*g*r^3*x^2-52416*a^2*c^3*p^ 3*r*x^2-52416*a^2*c^3*q^3*r*x^2-3792*a^2*c^4*g^2*r^2*x-32760*a^2*c^4*g^2*r*x^2-\ 17784*a^2*c^4*g*r^3*x-100528*a^2*c^4*g*r^2*x^2-87808*a^2*c^4*p^2*r*x^2-87808*a^ 2*c^4*q^2*r*x^2-924*a^2*c*g^4*p*r*x^2-924*a^2*c*g^4*q*r*x^2-5985*a^2*c*g^3*p^2* r*x^2-5985*a^2*c*g^3*q^2*r*x^2-12320*a^2*c*g^2*p^3*r*x^2-12320*a^2*c*g^2*q^3*r* x^2-10381*a^2*c*g*p^4*r*x^2-12852*a^2*c^2*g^3*p*r*x^2-12852*a^2*c^2*g^3*q*r*x^2 -40838*a^2*c^2*g^2*p^2*r*x^2-40838*a^2*c^2*g^2*q^2*r*x^2-46452*a^2*c^2*g*p^3*r* x^2-46452*a^2*c^2*g*q^3*r*x^2-70168*a^2*c^2*p^3*q*r*x^2-105252*a^2*c^2*p^2*q^2* r*x^2-70168*a^2*c^2*p*q^3*r*x^2-59864*a^2*c^3*g^2*p*r*x^2-59864*a^2*c^3*g^2*q*r *x^2-103488*a^2*c^3*g*p^2*r*x^2-103488*a^2*c^3*g*q^2*r*x^2-157248*a^2*c^3*p^2*q *r*x^2-157248*a^2*c^3*p*q^2*r*x^2-114800*a^2*c^4*g*p*r*x^2-114800*a^2*c^4*g*q*r *x^2-175616*a^2*c^4*p*q*r*x^2-3969*a^2*b*g^2*q^3*r*x^2-3969*a^2*b*g*p^4*r*x^2-\ 3969*a^2*b*g*q^4*r*x^2-6615*a^2*b*p^4*q*r*x^2-13230*a^2*b*p^3*q^2*r*x^2-13230*a ^2*b*p^2*q^3*r*x^2-6615*a^2*b*p*q^4*r*x^2-1323*a^2*b*g^3*p^2*r*x^2-1323*a^2*b*g ^3*q^2*r*x^2-3969*a^2*b*g^2*p^3*r*x^2-55020*a*b^2*c^2*g^2*p*r*x^2-55020*a*b^2*c ^2*g^2*q*r*x^2-116424*a*b^2*c^2*g*p^2*r*x^2-116424*a*b^2*c^2*g*q^2*r*x^2-198576 *a*b^2*c^2*p^2*q*r*x^2-198576*a*b^2*c^2*p*q^2*r*x^2-170352*a*b^2*c^3*g*p*r*x^2-\ 170352*a*b^2*c^3*g*q*r*x^2-294336*a*b^2*c^3*p*q*r*x^2-3696*a*b^3*g^2*p*q*r*x^2-\ 11088*a*b^3*g*p^2*q*r*x^2-11088*a*b^3*g*p*q^2*r*x^2-7392*a*b^3*c*g^2*p*r*x^2-\ 7392*a*b^3*c*g^2*q*r*x^2-23856*a*b^3*c*g*p^2*r*x^2-23856*a*b^3*c*g*q^2*r*x^2-\ 49056*a*b^3*c*p^2*q*r*x^2-49056*a*b^3*c*p*q^2*r*x^2-51072*a*b^3*c^2*g*p*r*x^2-\ 51072*a*b^3*c^2*g*q*r*x^2-107968*a*b^3*c^2*p*q*r*x^2-5040*a*b^4*c*g*p*r*x^2-\ 5040*a*b^4*c*g*q*r*x^2-16240*a*b^4*c*p*q*r*x^2-2520*a*b^4*g*p*q*r*x^2-11970*a^2 *c*g^3*p*q*r*x^2-36960*a^2*c*g^2*p^2*q*r*x^2-36960*a^2*c*g^2*p*q^2*r*x^2-41524* a^2*c*g*p^3*q*r*x^2-62286*a^2*c*g*p^2*q^2*r*x^2-41524*a^2*c*g*p*q^3*r*x^2-\ 206976*a^2*c^3*g*p*q*r*x^2-81676*a^2*c^2*g^2*p*q*r*x^2-139356*a^2*c^2*g*p^2*q*r *x^2-139356*a^2*c^2*g*p*q^2*r*x^2-2646*a^2*b*g^3*p*q*r*x^2-11907*a^2*b*g^2*p^2* q*r*x^2-11907*a^2*b*g^2*p*q^2*r*x^2-15876*a^2*b*g*p^3*q*r*x^2-23814*a^2*b*g*p^2 *q^2*r*x^2-15876*a^2*b*g*p*q^3*r*x^2-35196*a^2*b*c*g*q^3*r*x^2-59304*a^2*b*c*p^ 3*q*r*x^2-88956*a^2*b*c*p^2*q^2*r*x^2-59304*a^2*b*c*p*q^3*r*x^2-5292*a^2*b*c*g^ 3*p*r*x^2-5292*a^2*b*c*g^3*q*r*x^2-25662*a^2*b*c*g^2*p^2*r*x^2-25662*a^2*b*c*g^ 2*q^2*r*x^2-35196*a^2*b*c*g*p^3*r*x^2-1034*a^2*b*c*g^3*r^3*x-6804*a^2*b*c*g^3*r ^2*x^2-7332*a^2*b*c*g^2*r^4*x-32436*a^2*b*c*g^2*r^3*x^2-11756*a^2*b*c*g*r^5*x-\ 13110*a^2*b*c*g*r^4*x^2-14826*a^2*b*c*p^4*r*x^2-14826*a^2*b*c*q^4*r*x^2-656*a^2 *b*c^2*g^3*r^2*x-5292*a^2*b*c^2*g^3*r*x^2-9724*a^2*b*c^2*g^2*r^3*x-57444*a^2*b* c^2*g^2*r^2*x^2-28284*a^2*b*c^2*g*r^4*x-99720*a^2*b*c^2*g*r^3*x^2-66192*a^2*b*c ^2*p^3*r*x^2-66192*a^2*b*c^2*q^3*r*x^2-4960*a^2*b*c^3*g^2*r^2*x-39144*a^2*b*c^3 *g^2*r*x^2-28960*a^2*b*c^3*g*r^3*x-159216*a^2*b*c^3*g*r^2*x^2-147168*a^2*b*c^3* p^2*r*x^2-147168*a^2*b*c^3*q^2*r*x^2-11968*a^2*b*c^4*g*r^2*x-93072*a^2*b*c^4*g* r*x^2-162960*a^2*b*c^4*p*r*x^2-162960*a^2*b*c^4*q*r*x^2-5544*a^2*b^2*g*p^3*r*x^ 2-5544*a^2*b^2*g*q^3*r*x^2-11088*a^2*b^2*p^3*q*r*x^2-16632*a^2*b^2*p^2*q^2*r*x^ 2-11088*a^2*b^2*p*q^3*r*x^2-2772*a^2*b^2*g^2*p^2*r*x^2-2772*a^2*b^2*g^2*q^2*r*x ^2-2376*a^2*b^2*c*g^2*r^3*x-14256*a^2*b^2*c*g^2*r^2*x^2-10584*a^2*b^2*c*g*r^4*x -45360*a^2*b^2*c*g*r^3*x^2-24528*a^2*b^2*c*p^3*r*x^2-24528*a^2*b^2*c*q^3*r*x^2-\ 5984*a^2*c^5*g*r^2*x-50736*a^2*c^5*g*r*x^2-78176*a^2*c^5*p*r*x^2-78176*a^2*c^5* q*r*x^2-567*a^2*b*g^3*r^4*x-3402*a^2*b*g^3*r^3*x^2-1701*a^2*b*g^2*r^5*x-3636*a^ 2*b*g^2*r^4*x^2-1701*a^2*b*g*r^6*x+3102*a^2*b*g*r^5*x^2-1323*a^2*b*p^5*r*x^2-\ 1323*a^2*b*q^5*r*x^2-5468*a^2*b*c*r^6*x+13476*a^2*b*c*r^5*x^2-33360*a^2*b*c^3*r ^4*x-100368*a^2*b*c^3*r^3*x^2-19692*a^2*b*c^2*r^5*x-9528*a^2*b*c^2*r^4*x^2-9344 *a^2*b*c^5*r^2*x-71904*a^2*b*c^5*r*x^2-27296*a^2*b*c^4*r^3*x-143088*a^2*b*c^4*r ^2*x^2-1188*a^2*b^2*g^2*r^4*x-7128*a^2*b^2*g^2*r^3*x^2-2376*a^2*b^2*g*r^5*x-\ 5184*a^2*b^2*g*r^4*x^2-2772*a^2*b^2*p^4*r*x^2-2772*a^2*b^2*q^4*r*x^2-8328*a^2*b ^2*c*r^5*x-9552*a^2*b^2*c*r^4*x^2-20592*a^2*b^2*c^2*r^4*x-69840*a^2*b^2*c^2*r^3 *x^2-9216*a^2*b^2*c^4*r^2*x-64512*a^2*b^2*c^4*r*x^2-21888*a^2*b^2*c^3*r^3*x-\ 110784*a^2*b^2*c^3*r^2*x^2-1080*a^2*b^3*g*r^4*x-6480*a^2*b^3*g*r^3*x^2-2520*a^2 *b^3*p^3*r*x^2-2520*a^2*b^3*q^3*r*x^2-792*a*b^3*r^6*x+1376*a*b^3*r^5*x^2-567*a* b^2*r^7*x+3348*a*b^2*r^6*x^2-540*a*b^4*r^5*x-1200*a*b^4*r^4*x^2-144*a*b^5*r^4*x -864*a*b^5*r^3*x^2-99*a^2*g^4*r^4*x-594*a^2*g^4*r^3*x^2-396*a^2*g^3*r^5*x-828*a ^2*g^3*r^4*x^2-594*a^2*g^2*r^6*x+1139*a^2*g^2*r^5*x^2-396*a^2*g*r^7*x+2391*a^2* g*r^6*x^2-231*a^2*p^6*r*x^2-231*a^2*q^6*r*x^2-5964*a^2*c^2*r^6*x+17896*a^2*c^2* r^5*x^2-1230*a^2*c*r^7*x+7860*a^2*c*r^6*x^2-14424*a^2*c^3*r^5*x-384*a^2*c^3*r^4 *x^2-12096*a^2*c^5*r^3*x-65920*a^2*c^5*r^2*x^2-18432*a^2*c^4*r^4*x-51384*a^2*c^ 4*r^3*x^2-567*a^2*b*r^7*x+3348*a^2*b*r^6*x^2-3456*a^2*c^6*r^2*x-28896*a^2*c^6*r *x^2-1080*a^2*b^3*r^5*x-2400*a^2*b^3*r^4*x^2-1188*a^2*b^2*r^6*x+2064*a^2*b^2*r^ 5*x^2-360*a^2*b^4*r^4*x-2160*a^2*b^4*r^3*x^2-189*a^3*g^3*r^4*x-1134*a^3*g^3*r^3 *x^2-567*a^3*g^2*r^5*x-1212*a^3*g^2*r^4*x^2-567*a^3*g*r^6*x+1034*a^3*g*r^5*x^2-\ 441*a^3*p^5*r*x^2-441*a^3*q^5*r*x^2-1584*a^2*b^2*c^2*g^2*r^2*x-11088*a^2*b^2*c^ 2*g^2*r*x^2-14832*a^2*b^2*c^2*g*r^3*x-80064*a^2*b^2*c^2*g*r^2*x^2-80976*a^2*b^2 *c^2*p^2*r*x^2-80976*a^2*b^2*c^2*q^2*r*x^2-7776*a^2*b^2*c^3*g*r^2*x-54432*a^2*b ^2*c^3*g*r*x^2-118272*a^2*b^2*c^3*p*r*x^2-118272*a^2*b^2*c^3*q*r*x^2-2520*a^2*b ^3*g*p^2*r*x^2-2520*a^2*b^3*g*q^2*r*x^2-7560*a^2*b^3*p^2*q*r*x^2-7560*a^2*b^3*p *q^2*r*x^2-2384*a^2*b^3*c*g*r^3*x-12960*a^2*b^3*c*g*r^2*x^2-16240*a^2*b^3*c*p^2 *r*x^2-16240*a^2*b^3*c*q^2*r*x^2-1664*a^2*b^3*c^2*g*r^2*x-10080*a^2*b^3*c^2*g*r *x^2-34720*a^2*b^3*c^2*p*r*x^2-34720*a^2*b^3*c^2*q*r*x^2-1680*a^2*b^4*p*q*r*x^2 -3360*a^2*b^4*c*p*r*x^2-3360*a^2*b^4*c*q*r*x^2-5292*a^3*g*p^3*q*r*x^2-7938*a^3* g*p^2*q^2*r*x^2-5292*a^3*g*p*q^3*r*x^2-882*a^3*g^3*p*q*r*x^2-3969*a^3*g^2*p^2*q *r*x^2-3969*a^3*g^2*p*q^2*r*x^2-1764*a^3*c*g^3*p*r*x^2-1764*a^3*c*g^3*q*r*x^2-\ 8554*a^3*c*g^2*p^2*r*x^2-8554*a^3*c*g^2*q^2*r*x^2-11732*a^3*c*g*p^3*r*x^2-11732 *a^3*c*g*q^3*r*x^2-19768*a^3*c*p^3*q*r*x^2-29652*a^3*c*p^2*q^2*r*x^2-19768*a^3* c*p*q^3*r*x^2-4992*a^2*b^3*c*r^4*x-20640*a^2*b^3*c*r^3*x^2-3968*a^2*b^3*c^3*r^2 *x-24640*a^2*b^3*c^3*r*x^2-7392*a^2*b^3*c^2*r^3*x-36320*a^2*b^3*c^2*r^2*x^2-840 *a^2*b^4*p^2*r*x^2-840*a^2*b^4*q^2*r*x^2-880*a^2*b^4*c*r^3*x-4320*a^2*b^4*c*r^2 *x^2-640*a^2*b^4*c^2*r^2*x-3360*a^2*b^4*c^2*r*x^2-441*a^3*g^3*p^2*r*x^2-441*a^3 *g^3*q^2*r*x^2-1323*a^3*g^2*p^3*r*x^2-1323*a^3*g^2*q^3*r*x^2-1323*a^3*g*p^4*r*x ^2-1323*a^3*g*q^4*r*x^2-2205*a^3*p^4*q*r*x^2-4410*a^3*p^3*q^2*r*x^2-4410*a^3*p^ 2*q^3*r*x^2-2205*a^3*p*q^4*r*x^2-4942*a^3*c*p^4*r*x^2-4942*a^3*c*q^4*r*x^2-278* a^3*c*g^3*r^3*x-2268*a^3*c*g^3*r^2*x^2-2268*a^3*c*g^2*r^4*x-10812*a^3*c*g^2*r^3 *x^2-3784*a^3*c*g*r^5*x-4370*a^3*c*g*r^4*x^2-55020*a^2*b*c^2*g^2*q*r*x^2-116424 *a^2*b*c^2*g*p^2*r*x^2-116424*a^2*b*c^2*g*q^2*r*x^2-198576*a^2*b*c^2*p^2*q*r*x^ 2-198576*a^2*b*c^2*p*q^2*r*x^2-55020*a^2*b*c^2*g^2*p*r*x^2-170352*a^2*b*c^3*g*p *r*x^2-170352*a^2*b*c^3*g*q*r*x^2-294336*a^2*b*c^3*p*q*r*x^2-16632*a^2*b^2*g*p^ 2*q*r*x^2-16632*a^2*b^2*g*p*q^2*r*x^2-35784*a^2*b^2*c*g*q^2*r*x^2-73584*a^2*b^2 *c*p^2*q*r*x^2-73584*a^2*b^2*c*p*q^2*r*x^2-5544*a^2*b^2*g^2*p*q*r*x^2-11088*a^2 *b^2*c*g^2*p*r*x^2-11088*a^2*b^2*c*g^2*q*r*x^2-35784*a^2*b^2*c*g*p^2*r*x^2-\ 76608*a^2*b^2*c^2*g*q*r*x^2-161952*a^2*b^2*c^2*p*q*r*x^2-76608*a^2*b^2*c^2*g*p* r*x^2-10080*a^2*b^3*c*g*p*r*x^2-10080*a^2*b^3*c*g*q*r*x^2-32480*a^2*b^3*c*p*q*r *x^2-5040*a^2*b^3*g*p*q*r*x^2-77616*a^3*c^2*g*p*q*r*x^2-17108*a^3*c*g^2*p*q*r*x ^2-35196*a^3*c*g*p^2*q*r*x^2-35196*a^3*c*g*p*q^2*r*x^2-3696*a^3*b*g^2*p*q*r*x^2 -11088*a^3*b*g*p^2*q*r*x^2-11088*a^3*b*g*p*q^2*r*x^2-7392*a^3*b*c*g^2*p*r*x^2-\ 7392*a^3*b*c*g^2*q*r*x^2-23856*a^3*b*c*g*p^2*r*x^2-23856*a^3*b*c*g*q^2*r*x^2-\ 49056*a^3*b*c*p^2*q*r*x^2-49056*a^3*b*c*p*q^2*r*x^2-18340*a^3*c^2*g^2*p*r*x^2-\ 18340*a^3*c^2*g^2*q*r*x^2-38808*a^3*c^2*g*p^2*r*x^2-38808*a^3*c^2*g*q^2*r*x^2-\ 66192*a^3*c^2*p^2*q*r*x^2-66192*a^3*c^2*p*q^2*r*x^2-56784*a^3*c^3*g*p*r*x^2-\ 56784*a^3*c^3*g*q*r*x^2-98112*a^3*c^3*p*q*r*x^2-1848*a^3*b*g^2*p^2*r*x^2-1848*a ^3*b*g^2*q^2*r*x^2-3696*a^3*b*g*p^3*r*x^2-3696*a^3*b*g*q^3*r*x^2-7392*a^3*b*p^3 *q*r*x^2-11088*a^3*b*p^2*q^2*r*x^2-7392*a^3*b*p*q^3*r*x^2-16352*a^3*b*c*p^3*r*x ^2-16352*a^3*b*c*q^3*r*x^2-1280*a^3*b*c*g^2*r^3*x-9504*a^3*b*c*g^2*r^2*x^2-6528 *a^3*b*c*g*r^4*x-30240*a^3*b*c*g*r^3*x^2-752*a^3*b*c^2*g^2*r^2*x-7392*a^3*b*c^2 *g^2*r*x^2-8032*a^3*b*c^2*g*r^3*x-53376*a^3*b*c^2*g*r^2*x^2-53984*a^3*b*c^2*p^2 *r*x^2-53984*a^3*b*c^2*q^2*r*x^2-3936*a^3*b*c^3*g*r^2*x-36288*a^3*b*c^3*g*r*x^2 -78848*a^3*b*c^3*p*r*x^2-78848*a^3*b*c^3*q*r*x^2-2520*a^3*b^2*g*p^2*r*x^2-2520* a^3*b^2*g*q^2*r*x^2-7560*a^3*b^2*p^2*q*r*x^2-7560*a^3*b^2*p*q^2*r*x^2-1936*a^3* b^2*c*g*r^3*x-12960*a^3*b^2*c*g*r^2*x^2-16240*a^3*b^2*c*p^2*r*x^2-16240*a^3*b^2 *c*q^2*r*x^2-152*a^3*c^2*g^3*r^2*x-1764*a^3*c^2*g^3*r*x^2-2620*a^3*c^2*g^2*r^3* x-19148*a^3*c^2*g^2*r^2*x^2-8532*a^3*c^2*g*r^4*x-33240*a^3*c^2*g*r^3*x^2-22064* a^3*c^2*p^3*r*x^2-22064*a^3*c^2*q^3*r*x^2-1232*a^3*c^3*g^2*r^2*x-13048*a^3*c^3* g^2*r*x^2-7936*a^3*c^3*g*r^3*x-53072*a^3*c^3*g*r^2*x^2-49056*a^3*c^3*p^2*r*x^2-\ 49056*a^3*c^3*q^2*r*x^2-3104*a^3*c^4*g*r^2*x-31024*a^3*c^4*g*r*x^2-54320*a^3*c^ 4*p*r*x^2-54320*a^3*c^4*q*r*x^2-1584*a^3*b*g*r^5*x-3456*a^3*b*g*r^4*x^2-1848*a^ 3*b*p^4*r*x^2-1848*a^3*b*q^4*r*x^2-792*a^3*b*g^2*r^4*x-4752*a^3*b*g^2*r^3*x^2-\ 5360*a^3*b*c*r^5*x-6368*a^3*b*c*r^4*x^2-12432*a^3*b*c^2*r^4*x-46560*a^3*b*c^2*r ^3*x^2-4864*a^3*b*c^4*r^2*x-43008*a^3*b*c^4*r*x^2-12096*a^3*b*c^3*r^3*x-73856*a ^3*b*c^3*r^2*x^2-1080*a^3*b^2*g*r^4*x-6480*a^3*b^2*g*r^3*x^2-2520*a^3*b^2*p^3*r *x^2-2520*a^3*b^2*q^3*r*x^2-4608*a^3*b^2*c*r^4*x-20640*a^3*b^2*c*r^3*x^2-3072*a ^3*b^2*c^3*r^2*x-24640*a^3*b^2*c^3*r*x^2-6048*a^3*b^2*c^2*r^3*x-36320*a^3*b^2*c ^2*r^2*x^2-1120*a^3*b^3*p^2*r*x^2-1120*a^3*b^3*q^2*r*x^2-960*a^3*b^3*c*r^3*x-\ 5760*a^3*b^3*c*r^2*x^2-640*a^3*b^3*c^2*r^2*x-4480*a^3*b^3*c^2*r*x^2-924*a^4*g*q ^3*r*x^2-1848*a^4*p^3*q*r*x^2-2772*a^4*p^2*q^2*r*x^2-1848*a^4*p*q^3*r*x^2-462*a ^4*g^2*p^2*r*x^2-462*a^4*g^2*q^2*r*x^2-924*a^4*g*p^3*r*x^2-2376*a^4*c*g^2*r^2*x ^2-1500*a^4*c*g*r^4*x-7560*a^4*c*g*r^3*x^2-4088*a^4*c*p^3*r*x^2-4088*a^4*c*q^3* r*x^2-244*a^4*c*g^2*r^3*x-13496*a^4*c^2*p^2*r*x^2-13496*a^4*c^2*q^2*r*x^2-112*a ^4*c^2*g^2*r^2*x-1848*a^4*c^2*g^2*r*x^2-1544*a^4*c^2*g*r^3*x-13344*a^4*c^2*g*r^ 2*x^2-672*a^4*c^3*g*r^2*x-9072*a^4*c^3*g*r*x^2-19712*a^4*c^3*p*r*x^2-19712*a^4* c^3*q*r*x^2-540*a^4*b*g*r^4*x-3240*a^4*b*g*r^3*x^2-1260*a^4*b*p^3*r*x^2-1260*a^ 4*b*q^3*r*x^2-2112*a^4*b*c*r^4*x-10320*a^4*b*c*r^3*x^2-1088*a^4*b*c^3*r^2*x-\ 12320*a^4*b*c^3*r*x^2-2352*a^4*b*c^2*r^3*x-18160*a^4*b*c^2*r^2*x^2-840*a^4*b^2* p^2*r*x^2-840*a^4*b^2*q^2*r*x^2-560*a^4*b^2*c*r^3*x-4320*a^4*b^2*c*r^2*x^2-1216 *a^3*b^2*c^2*g*r^2*x-10080*a^3*b^2*c^2*g*r*x^2-34720*a^3*b^2*c^2*p*r*x^2-34720* a^3*b^2*c^2*q*r*x^2-2240*a^3*b^3*p*q*r*x^2-4480*a^3*b^3*c*p*r*x^2-4480*a^3*b^3* c*q*r*x^2-924*a^4*g^2*p*q*r*x^2-2772*a^4*g*p^2*q*r*x^2-2772*a^4*g*p*q^2*r*x^2-\ 1848*a^4*c*g^2*p*r*x^2-1848*a^4*c*g^2*q*r*x^2-5964*a^4*c*g*p^2*r*x^2-5964*a^4*c *g*q^2*r*x^2-12264*a^4*c*p^2*q*r*x^2-12264*a^4*c*p*q^2*r*x^2-12768*a^4*c^2*g*p* r*x^2-12768*a^4*c^2*g*q*r*x^2-26992*a^4*c^2*p*q*r*x^2-1260*a^4*b*g*p^2*r*x^2-\ 1260*a^4*b*g*q^2*r*x^2-3780*a^4*b*p^2*q*r*x^2-3780*a^4*b*p*q^2*r*x^2-744*a^4*b* c*g*r^3*x-6480*a^4*b*c*g*r^2*x^2-8120*a^4*b*c*p^2*r*x^2-8120*a^4*b*c*q^2*r*x^2-\ 384*a^4*b*c^2*g*r^2*x-5040*a^4*b*c^2*g*r*x^2-17360*a^4*b*c^2*p*r*x^2-17360*a^4* b*c^2*q*r*x^2-1680*a^4*b^2*p*q*r*x^2-3360*a^4*b^2*c*p*r*x^2-3360*a^4*b^2*c*q*r* x^2-1796*a^3*c*r^6*x+4492*a^3*c*r^5*x^2-10032*a^3*c^3*r^4*x-33456*a^3*c^3*r^3*x ^2-6260*a^3*c^2*r^5*x-3176*a^3*c^2*r^4*x^2-2496*a^3*c^5*r^2*x-23968*a^3*c^5*r*x ^2-7616*a^3*c^4*r^3*x-47696*a^3*c^4*r^2*x^2-1080*a^3*b^2*r^5*x-2400*a^3*b^2*r^4 *x^2-792*a^3*b*r^6*x+1376*a^3*b*r^5*x^2-480*a^3*b^3*r^4*x-2880*a^3*b^3*r^3*x^2-\ 198*a^4*g^2*r^4*x-1188*a^4*g^2*r^3*x^2-396*a^4*g*r^5*x-864*a^4*g*r^4*x^2-462*a^ 4*p^4*r*x^2-462*a^4*q^4*r*x^2-1292*a^4*c*r^5*x-1592*a^4*c*r^4*x^2-2400*a^4*c^3* r^3*x-18464*a^4*c^3*r^2*x^2-2784*a^4*c^2*r^4*x-11640*a^4*c^2*r^3*x^2-540*a^4*b* r^5*x-1200*a^4*b*r^4*x^2-896*a^4*c^4*r^2*x-10752*a^4*c^4*r*x^2-360*a^4*b^2*r^4* x-2160*a^4*b^2*r^3*x^2-108*a^5*g*r^4*x-648*a^5*g*r^3*x^2-252*a^5*p^3*r*x^2-252* a^5*q^3*r*x^2-384*a^5*c*r^4*x-2064*a^5*c*r^3*x^2-320*a^4*b^2*c^2*r^2*x-3360*a^4 *b^2*c^2*r*x^2-252*a^5*g*p^2*r*x^2-252*a^5*g*q^2*r*x^2-756*a^5*p^2*q*r*x^2-756* a^5*p*q^2*r*x^2-104*a^5*c*g*r^3*x-1296*a^5*c*g*r^2*x^2-1624*a^5*c*p^2*r*x^2-\ 1624*a^5*c*q^2*r*x^2-32*a^5*c^2*g*r^2*x-1008*a^5*c^2*g*r*x^2-3472*a^5*c^2*p*r*x ^2-3472*a^5*c^2*q*r*x^2-336*a^5*b*p^2*r*x^2-336*a^5*b*q^2*r*x^2-64*a^5*b*c^2*r^ 2*x-1344*a^5*b*c^2*r*x^2-160*a^5*b*c*r^3*x-1728*a^5*b*c*r^2*x^2-112*a^6*p*q*r*x ^2-224*a^6*c*p*r*x^2-224*a^6*c*q*r*x^2-144*a^5*b*r^4*x-864*a^5*b*r^3*x^2-128*a^ 5*c^3*r^2*x-2464*a^5*c^3*r*x^2-336*a^5*c^2*r^3*x-3632*a^5*c^2*r^2*x^2-56*a^6*p^ 2*r*x^2-56*a^6*q^2*r*x^2-8*a^6*q*r^3*x-144*a^6*q*r^2*x^2-16*a^6*c*r^3*x-288*a^6 *c*r^2*x^2-224*a^6*c^2*r*x^2-1008*a^5*c*g*p*r*x^2-1008*a^5*c*g*q*r*x^2-3248*a^5 *c*p*q*r*x^2-504*a^5*g*p*q*r*x^2-672*a^5*b*p*q*r*x^2-1344*a^5*b*c*p*r*x^2-1344* a^5*b*c*q*r*x^2+570*c*g^2*r^7*x^2+278*c*g*r^8*x^2+6*c*g^6*r^3*x^2+81*c*g^5*r^4* x^2+320*c*g^4*r^5*x^2+591*c*g^3*r^6*x^2+1746*c^2*g*r^7*x^2+4*c^2*g^6*r^2*x^2+ 114*c^2*g^5*r^3*x^2+798*c^2*g^4*r^4*x^2+2180*c^2*g^3*r^5*x^2+2826*c^2*g^2*r^6*x ^2+852*c^3*g^4*r^3*x^2+3804*c^3*g^3*r^4*x^2+7056*c^3*g^2*r^5*x^2+5772*c^3*g*r^6 *x^2+60*c^3*g^5*r^2*x^2+360*c^4*g^4*r^2*x^2+3216*c^4*g^3*r^3*x^2+9432*c^4*g^2*r ^4*x^2+10864*c^4*g*r^5*x^2+1120*c^5*g^3*r^2*x^2+6528*c^5*g^2*r^3*x^2+11712*c^5* g*r^4*x^2+1920*c^6*g^2*r^2*x^2+6816*c^6*g*r^3*x^2+1728*c^7*g*r^2*x^2+606*b*c*g^ 4*r^4*x^2+1912*b*c*g^3*r^5*x^2+2643*b*c*g^2*r^6*x^2+1695*b*c*g*r^7*x^2+54*b*c*g ^5*r^3*x^2+36*b*c^2*g^5*r^2*x^2+852*b*c^2*g^4*r^3*x^2+4758*b*c^2*g^3*r^4*x^2+ 9720*b*c^2*g^2*r^5*x^2+8370*b*c^2*g*r^6*x^2-51072*a^3*b*c^2*g*p*r*x^2-51072*a^3 *b*c^2*g*q*r*x^2-107968*a^3*b*c^2*p*q*r*x^2-10080*a^3*b^2*c*g*p*r*x^2-10080*a^3 *b^2*c*g*q*r*x^2-32480*a^3*b^2*c*p*q*r*x^2-5040*a^3*b^2*g*p*q*r*x^2-2520*a^4*b* g*p*q*r*x^2-11928*a^4*c*g*p*q*r*x^2-5040*a^4*b*c*g*p*r*x^2-5040*a^4*b*c*g*q*r*x ^2-16240*a^4*b*c*p*q*r*x^2+448*b*c^3*g^4*r^2*x^2+5076*b*c^3*g^3*r^3*x^2+16944*b *c^3*g^2*r^4*x^2+20872*b*c^3*g*r^5*x^2+2144*b*c^4*g^3*r^2*x^2+14328*b*c^4*g^2*r ^3*x^2+27912*b*c^4*g*r^4*x^2+4992*b*c^5*g^2*r^2*x^2+19344*b*c^5*g*r^3*x^2+5696* b*c^6*g*r^2*x^2+198*b^2*c*g^4*r^3*x^2+1773*b^2*c*g^3*r^4*x^2+4190*b^2*c*g^2*r^5 *x^2+3858*b^2*c*g*r^6*x^2+132*b^2*c^2*g^4*r^2*x^2+2490*b^2*c^2*g^3*r^3*x^2+ 10404*b^2*c^2*g^2*r^4*x^2+14148*b^2*c^2*g*r^5*x^2+27*b*g^5*r^4*x^2+135*b*g^4*r^ 5*x^2+270*b*g^3*r^6*x^2+270*b*g^2*r^7*x^2+135*b*g*r^8*x^2+412*b*c*r^8*x^2+8496* b*c^3*r^6*x^2+2574*b*c^2*r^7*x^2+16000*b*c^4*r^5*x^2+10080*b*c^6*r^3*x^2+17280* b*c^5*r^4*x^2+2560*b*c^7*r^2*x^2+99*b^2*g^4*r^4*x^2+396*b^2*g^3*r^5*x^2+594*b^2 *g^2*r^6*x^2+396*b^2*g*r^7*x^2+6084*b^2*c^2*r^6*x^2+1236*b^2*c*r^7*x^2+20232*b^ 2*c^4*r^4*x^2+15144*b^2*c^3*r^5*x^2+4128*b^2*c^6*r^2*x^2+14016*b^2*c^5*r^3*x^2+ 1308*b^2*c^3*g^3*r^2*x^2+11088*b^2*c^3*g^2*r^3*x^2+24624*b^2*c^3*g*r^4*x^2+4680 *b^2*c^4*g^2*r^2*x^2+20808*b^2*c^4*g*r^3*x^2+7248*b^2*c^5*g*r^2*x^2-198*b^4*r^6 *x+344*b^4*r^5*x^2-189*b^3*r^7*x+1116*b^3*r^6*x^2-24*b^6*r^4*x-144*b^6*r^3*x^2-\ 108*b^5*r^5*x-240*b^5*r^4*x^2-27*a*r^9*x+394*a*r^8*x^2-189*a^3*r^7*x+1116*a^3*r ^6*x^2-99*a^2*r^8*x+1011*a^2*r^7*x^2-198*a^4*r^6*x+344*a^4*r^5*x^2-24*a^6*r^4*x -144*a^6*r^3*x^2-108*a^5*r^5*x-240*a^5*r^4*x^2+3*g^6*r^4*x^2+18*g^5*r^5*x^2+45* g^4*r^6*x^2+60*g^3*r^7*x^2+45*g^2*r^8*x^2+18*g*r^9*x^2+54*c*r^9*x^2+1716*c^3*r^ 7*x^2+412*c^2*r^8*x^2+6400*c^5*r^5*x^2+4248*c^4*r^6*x^2+640*c^8*r^2*x^2+2880*c^ 7*r^3*x^2+5760*c^6*r^4*x^2+27*b*r^9*x^2+189*b^3*r^7*x^2+99*b^2*r^8*x^2+3986*b^3 *c*g*r^5*x^2+378*b^3*c*g^3*r^3*x^2+2532*b^3*c*g^2*r^4*x^2+9876*b^3*c^2*g*r^4*x^ 2+252*b^3*c^2*g^3*r^2*x^2+3552*b^3*c^2*g^2*r^3*x^2+1864*b^3*c^3*g^2*r^2*x^2+ 10512*b^3*c^3*g*r^3*x^2+4432*b^3*c^4*g*r^2*x^2+1764*b^4*c*g*r^4*x^2+396*b^4*c*g ^2*r^3*x^2+264*b^4*c^2*g^2*r^2*x^2+2472*b^4*c^2*g*r^3*x^2+1296*b^4*c^3*g*r^2*x^ 2+189*b^3*g^3*r^4*x^2+567*b^3*g^2*r^5*x^2+567*b^3*g*r^6*x^2+1836*b^3*c*r^6*x^2+ 11664*b^3*c^3*r^4*x^2+6716*b^3*c^2*r^5*x^2+3424*b^3*c^5*r^2*x^2+9840*b^3*c^4*r^ 3*x^2+198*b^4*g^2*r^4*x^2+396*b^4*g*r^5*x^2+1388*b^4*c*r^5*x^2+3648*b^4*c^3*r^3 *x^2+3432*b^4*c^2*r^4*x^2+1536*b^4*c^4*r^2*x^2+108*b^5*g*r^4*x^2+672*b^5*c^2*r^ 3*x^2+480*b^5*c*r^4*x^2+216*b^5*c*g*r^3*x^2+144*b^5*c^2*g*r^2*x^2+32*b^6*c*p*r^ 2*x^2+54*a*c*g^5*r^3*x^2+606*a*c*g^4*r^4*x^2+1912*a*c*g^3*r^5*x^2+2643*a*c*g^2* r^6*x^2+1695*a*c*g*r^7*x^2+36*a*c^2*g^5*r^2*x^2+852*a*c^2*g^4*r^3*x^2+4758*a*c^ 2*g^3*r^4*x^2+9720*a*c^2*g^2*r^5*x^2+8370*a*c^2*g*r^6*x^2+448*a*c^3*g^4*r^2*x^2 +5076*a*c^3*g^3*r^3*x^2+16944*a*c^3*g^2*r^4*x^2+20872*a*c^3*g*r^5*x^2+14328*a*c ^4*g^2*r^3*x^2+27912*a*c^4*g*r^4*x^2+3546*a*b*c*g^3*r^4*x^2+8380*a*b*c*g^2*r^5* x^2+7716*a*b*c*g*r^6*x^2+396*a*b*c*g^4*r^3*x^2+4980*a*b*c^2*g^3*r^3*x^2+20808*a *b*c^2*g^2*r^4*x^2+28296*a*b*c^2*g*r^5*x^2+264*a*b*c^2*g^4*r^2*x^2+22176*a*b*c^ 3*g^2*r^3*x^2+49248*a*b*c^3*g*r^4*x^2+2616*a*b*c^3*g^3*r^2*x^2+2144*a*c^4*g^3*r ^2*x^2+4992*a*c^5*g^2*r^2*x^2+19344*a*c^5*g*r^3*x^2+5696*a*c^6*g*r^2*x^2+198*a* b*g^4*r^4*x^2+792*a*b*g^3*r^5*x^2+1188*a*b*g^2*r^6*x^2+792*a*b*g*r^7*x^2+12168* a*b*c^2*r^6*x^2+2472*a*b*c*r^7*x^2+30288*a*b*c^3*r^5*x^2+40464*a*b*c^4*r^4*x^2+ 352*b^5*c^3*r^2*x^2+8*b^6*p^2*r^2*x^2+24*b^6*p*r^3*x^2+8*b^6*q^2*r^2*x^2+48*b^6 *c*r^3*x^2+32*b^6*c^2*r^2*x^2+270*a*g^2*r^7*x^2+135*a*g*r^8*x^2+27*a*g^5*r^4*x^ 2+135*a*g^4*r^5*x^2+270*a*g^3*r^6*x^2+412*a*c*r^8*x^2+8496*a*c^3*r^6*x^2+2574*a *c^2*r^7*x^2+16000*a*c^4*r^5*x^2+10080*a*c^6*r^3*x^2+17280*a*c^5*r^4*x^2+2560*a *c^7*r^2*x^2+567*a*b^2*r^7*x^2+198*a*b*r^8*x^2+9360*a*b*c^4*g^2*r^2*x^2+41616*a *b*c^4*g*r^3*x^2+14496*a*b*c^5*g*r^2*x^2+7596*a*b^2*c*g^2*r^4*x^2+11958*a*b^2*c *g*r^5*x^2+1134*a*b^2*c*g^3*r^3*x^2+10656*a*b^2*c^2*g^2*r^3*x^2+29628*a*b^2*c^2 *g*r^4*x^2+756*a*b^2*c^2*g^3*r^2*x^2+31536*a*b^2*c^3*g*r^3*x^2+5592*a*b^2*c^3*g ^2*r^2*x^2+13296*a*b^2*c^4*g*r^2*x^2-23940*a*b*c*g^3*p*q*r*x^2-73920*a*b*c*g^2* p^2*q*r*x^2-73920*a*b*c*g^2*p*q^2*r*x^2-83048*a*b*c*g*p^3*q*r*x^2-124572*a*b*c* g*p^2*q^2*r*x^2-83048*a*b*c*g*p*q^3*r*x^2+49504*a^3*b*c*g*p*q*r*x+71568*a^2*b^2 *c*g*p*q*r*x+235720*a^2*b*c^2*g*p*q*r*x+52192*a^2*b*c*g^2*p*q*r*x+131328*a^2*b* c*g*p^2*q*r*x+86328*a^2*b*c*g*p*q^2*r*x-93600*a^2*b*c*g*p*q*r*x^2-163352*a*b*c^ 2*g^2*p*q*r*x^2-278712*a*b*c^2*g*p^2*q*r*x^2-278712*a*b*c^2*g*p*q^2*r*x^2-51324 *a*b^2*c*g^2*p*q*r*x^2-105588*a*b^2*c*g*p^2*q*r*x^2-105588*a*b^2*c*g*p*q^2*r*x^ 2-413952*a*b*c^3*g*p*q*r*x^2-105588*a^2*b*c*g*p*q^2*r*x^2-47712*a*b^3*c*g*p*q*r *x^2-232848*a*b^2*c^2*g*p*q*r*x^2-232848*a^2*b*c^2*g*p*q*r*x^2-51324*a^2*b*c*g^ 2*p*q*r*x^2-105588*a^2*b*c*g*p^2*q*r*x^2-47712*a^3*b*c*g*p*q*r*x^2-71568*a^2*b^ 2*c*g*p*q*r*x^2+8256*a*b*c^6*r^2*x^2+28032*a*b*c^5*r^3*x^2+567*a*b^2*g^3*r^4*x^ 2+1701*a*b^2*g^2*r^5*x^2+1701*a*b^2*g*r^6*x^2+5508*a*b^2*c*r^6*x^2+34992*a*b^2* c^3*r^4*x^2+20148*a*b^2*c^2*r^5*x^2+29520*a*b^2*c^4*r^3*x^2+10272*a*b^2*c^5*r^2 *x^2+792*a*b^3*g^2*r^4*x^2+1584*a*b^3*g*r^5*x^2+13728*a*b^3*c^2*r^4*x^2+5552*a* b^3*c*r^5*x^2+14592*a*b^3*c^3*r^3*x^2+1584*a*b^3*c*g^2*r^3*x^2+7056*a*b^3*c*g*r ^4*x^2+9888*a*b^3*c^2*g*r^3*x^2+1056*a*b^3*c^2*g^2*r^2*x^2+5184*a*b^3*c^3*g*r^2 *x^2+1080*a*b^4*c*g*r^3*x^2+720*a*b^4*c^2*g*r^2*x^2+6144*a*b^3*c^4*r^2*x^2+540* a*b^4*g*r^4*x^2+3360*a*b^4*c^2*r^3*x^2+2400*a*b^4*c*r^4*x^2+1760*a*b^4*c^3*r^2* x^2+288*a*b^5*c*r^3*x^2+192*a*b^5*c^2*r^2*x^2+198*a^2*c*g^4*r^3*x^2+1773*a^2*c* g^3*r^4*x^2+4190*a^2*c*g^2*r^5*x^2+3858*a^2*c*g*r^6*x^2+132*a^2*c^2*g^4*r^2*x^2 +2490*a^2*c^2*g^3*r^3*x^2+10404*a^2*c^2*g^2*r^4*x^2+14148*a^2*c^2*g*r^5*x^2+ 1308*a^2*c^3*g^3*r^2*x^2+11088*a^2*c^3*g^2*r^3*x^2+24624*a^2*c^3*g*r^4*x^2+4680 *a^2*c^4*g^2*r^2*x^2+20808*a^2*c^4*g*r^3*x^2+7248*a^2*c^5*g*r^2*x^2+567*a^2*b*g ^3*r^4*x^2+1701*a^2*b*g^2*r^5*x^2+1701*a^2*b*g*r^6*x^2+5508*a^2*b*c*r^6*x^2+ 11958*a^2*b*c*g*r^5*x^2+1134*a^2*b*c*g^3*r^3*x^2+7596*a^2*b*c*g^2*r^4*x^2+756*a ^2*b*c^2*g^3*r^2*x^2+10656*a^2*b*c^2*g^2*r^3*x^2+29628*a^2*b*c^2*g*r^4*x^2+5592 *a^2*b*c^3*g^2*r^2*x^2+31536*a^2*b*c^3*g*r^3*x^2+13296*a^2*b*c^4*g*r^2*x^2+2376 *a^2*b^2*c*g^2*r^3*x^2+10584*a^2*b^2*c*g*r^4*x^2+1584*a^2*b^2*c^2*g^2*r^2*x^2+ 14832*a^2*b^2*c^2*g*r^3*x^2+7776*a^2*b^2*c^3*g*r^2*x^2+2160*a^2*b^3*c*g*r^3*x^2 +34992*a^2*b*c^3*r^4*x^2+20148*a^2*b*c^2*r^5*x^2+29520*a^2*b*c^4*r^3*x^2+10272* a^2*b*c^5*r^2*x^2+1188*a^2*b^2*g^2*r^4*x^2+2376*a^2*b^2*g*r^5*x^2+8328*a^2*b^2* c*r^5*x^2+21888*a^2*b^2*c^3*r^3*x^2+20592*a^2*b^2*c^2*r^4*x^2+9216*a^2*b^2*c^4* r^2*x^2+1080*a^2*b^3*g*r^4*x^2+4800*a^2*b^3*c*r^4*x^2+3520*a^2*b^3*c^3*r^2*x^2+ 6720*a^2*b^3*c^2*r^3*x^2+792*a*b^3*r^6*x^2+144*a*b^5*r^4*x^2+540*a*b^4*r^5*x^2+ 99*a^2*g^4*r^4*x^2+396*a^2*g^3*r^5*x^2+594*a^2*g^2*r^6*x^2+396*a^2*g*r^7*x^2+ 1236*a^2*c*r^7*x^2+15144*a^2*c^3*r^5*x^2+6084*a^2*c^2*r^6*x^2+20232*a^2*c^4*r^4 *x^2+4128*a^2*c^6*r^2*x^2+14016*a^2*c^5*r^3*x^2+567*a^2*b*r^7*x^2+1188*a^2*b^2* r^6*x^2+360*a^2*b^4*r^4*x^2+1080*a^2*b^3*r^5*x^2+189*a^3*g^3*r^4*x^2+567*a^3*g^ 2*r^5*x^2+567*a^3*g*r^6*x^2+1440*a^2*b^3*c^2*g*r^2*x^2+480*a^2*b^4*c^2*r^2*x^2+ 720*a^2*b^4*c*r^3*x^2+378*a^3*c*g^3*r^3*x^2+2532*a^3*c*g^2*r^4*x^2+3986*a^3*c*g *r^5*x^2+252*a^3*c^2*g^3*r^2*x^2+3552*a^3*c^2*g^2*r^3*x^2+9876*a^3*c^2*g*r^4*x^ 2+1864*a^3*c^3*g^2*r^2*x^2+10512*a^3*c^3*g*r^3*x^2+4432*a^3*c^4*g*r^2*x^2+792*a ^3*b*g^2*r^4*x^2+1584*a^3*b*g*r^5*x^2+1584*a^3*b*c*g^2*r^3*x^2+7056*a^3*b*c*g*r ^4*x^2+1056*a^3*b*c^2*g^2*r^2*x^2+9888*a^3*b*c^2*g*r^3*x^2+5184*a^3*b*c^3*g*r^2 *x^2+5552*a^3*b*c*r^5*x^2+13728*a^3*b*c^2*r^4*x^2+6144*a^3*b*c^4*r^2*x^2+14592* a^3*b*c^3*r^3*x^2+1080*a^3*b^2*g*r^4*x^2+6720*a^3*b^2*c^2*r^3*x^2+4800*a^3*b^2* c*r^4*x^2+3520*a^3*b^2*c^3*r^2*x^2+960*a^3*b^3*c*r^3*x^2+640*a^3*b^3*c^2*r^2*x^ 2+2160*a^3*b^2*c*g*r^3*x^2+1440*a^3*b^2*c^2*g*r^2*x^2+1836*a^3*c*r^6*x^2+11664* a^3*c^3*r^4*x^2+6716*a^3*c^2*r^5*x^2+3424*a^3*c^5*r^2*x^2+9840*a^3*c^4*r^3*x^2+ 792*a^3*b*r^6*x^2+1080*a^3*b^2*r^5*x^2+480*a^3*b^3*r^4*x^2+198*a^4*g^2*r^4*x^2+ 396*a^4*g*r^5*x^2+1388*a^4*c*r^5*x^2+3648*a^4*c^3*r^3*x^2+3432*a^4*c^2*r^4*x^2+ 1536*a^4*c^4*r^2*x^2+396*a^4*c*g^2*r^3*x^2+1764*a^4*c*g*r^4*x^2+264*a^4*c^2*g^2 *r^2*x^2+2472*a^4*c^2*g*r^3*x^2+1296*a^4*c^3*g*r^2*x^2+540*a^4*b*g*r^4*x^2+1080 *a^4*b*c*g*r^3*x^2+720*a^4*b*c^2*g*r^2*x^2+2400*a^4*b*c*r^4*x^2+1760*a^4*b*c^3* r^2*x^2+3360*a^4*b*c^2*r^3*x^2+480*a^4*b^2*c^2*r^2*x^2+720*a^4*b^2*c*r^3*x^2+ 3094632*c^2*p*q^2*x^2-39888*c*g^4*p*x-23520*c*g^4*q*x-188256*c*g^3*p^2*x+222972 *c*g^3*p*x^2-72264*c*g^3*q^2*x+222972*c*g^3*q*x^2-352536*c*g^2*p^3*x+613560*c*g ^2*p^2*x^2-87336*c*g^2*q^3*x+613560*c*g^2*q^2*x^2-288474*c*g*p^4*x+648036*c*g*p ^3*x^2-42462*c*g*q^4*x+648036*c*g*q^3*x^2-351534*c*p^4*q*x-542196*c*p^3*q^2*x+ 936192*c*p^3*q*x^2-381324*c*p^2*q^3*x+1404288*c*p^2*q^2*x^2-110226*c*p*q^4*x+ 936192*c*p*q^3*x^2-14784*g^4*p*q*x-72192*g^3*p^2*q*x-46752*g^3*p*q^2*x+103344*g ^3*p*q*x^2-137484*g^2*p^3*q*x-149040*g^2*p^2*q^2*x+280620*g^2*p^2*q*x^2-61236*g ^2*p*q^3*x+280620*g^2*p*q^2*x^2-113856*g*p^4*q*x-175104*g*p^3*q^2*x+294336*g*p^ 3*q*x^2-122496*g*p^2*q^3*x+441504*g*p^2*q^2*x^2-34944*g*p*q^4*x+294336*g*p*q^3* x^2-353904*a^3*b*c*x-41376*a^3*b*g*x-243936*a^3*b*p*x-126720*a^3*b*q*x-249972*a ^3*c*g*x-866352*a^3*c*p*x-508704*a^3*c*q*x-179022*a^3*g*p*x-93450*a^3*g*q*x-\ 347892*a^3*p*q*x-568224*a^2*b^2*c*x-72576*a^2*b^2*g*x-358200*a^2*b^2*p*x-182376 *a^2*b^2*q*x-2056008*a^2*b*c^2*x+1133856*a^2*b*c*x^2+271152*a^2*c^3*g-3043056*a *c^3*x-30156*a*g^3*x+117192*a*g^2*x^2-552690*a*p^3*x-90870*a*q^3*x-422544*b^3*c *x-78684*b^3*g*x-235272*b^3*p*x-113568*b^3*q*x-1865208*b^2*c^2*x-78888*b^2*g^2* x+165816*b^2*g*x^2-570894*b^2*p^2*x-129522*b^2*q^2*x-3147024*b*c^3*x-34356*b*g^ 3*x+117192*b*g^2*x^2-513978*b*p^3*x-52158*b*q^3*x-2147424*c^3*g*x-4146864*c^3*p *x-2389776*c^3*q*x-871680*c^2*g^2*x-3405960*c^2*p^2*x-1093080*c^2*q^2*x-132024* c*g^3*x-1190808*c*p^3*x-182136*c*q^3*x-83256*g^3*p*x-40920*g^3*q*x-294618*g^2*p ^2*x-79950*g^2*q^2*x-368610*g*p^3*x-49518*g*q^3*x-459240*p^3*q*x-470232*p^2*q^2 *x-167736*p*q^3*x-210408*a^2*b*x-140100*a^2*g*x-247224*a*b^2*x-108516*a*g^2*x-\ 191532*b^2*g*x-125868*b*g^2*x+808*b^4*c*q^2+390640*a^2*b*c^3+19876*a^2*c^2*q^3+ 121564*a^2*c^2*q^2+44*b*c^2*q^5+8912*a^4*c^2*g*p+15104*a^4*c^2*p*q+518*p*b^2*c* q^4+78*g*b^2*c*q^4+1224*a^2*c^2*q^4+176*b^3*g*p*q^3+3564*p^2*g^2*c*q^3+612*c*g^ 2*p*q^4+84076*c*g^2*p*q^2+3962*c*g*p^5*q+6410*c*g*p^4*q^2+4900*p^3*g*c*q^3+1700 *p^2*c*g*q^4+219890*p^2*c*g*q^2-10*b^2*q^4+2856*b^3*g^2*p*q*r*x+16583*b^3*g*p^2 *q*r*x+6961*b^3*g*p*q^2*r*x+77154*b^3*g*p*q*r*x^2+251408*b^2*c^3*g*p*r*x+119392 *b^2*c^3*g*q*r*x+324208*b^2*c^3*p*q*r*x+78726*b^2*c^2*g^2*p*r*x+29702*b^2*c^2*g ^2*q*r*x+212350*b^2*c^2*g*p^2*r*x+615770*b^2*c^2*g*p*r*x^2+85436*b^3*c^2*g*p*r* x+39700*b^3*c^2*g*q*r*x+130040*b^3*c^2*p*q*r*x+10864*b^3*c*g^2*p*r*x+2916*b^3*c *g^2*q*r*x+48096*b^3*c*g*p^2*r*x+174026*b^3*c*g*p*r*x^2+5936*b^3*c*g*q^2*r*x+ 174026*b^3*c*g*q*r*x^2+74828*b^3*c*p^2*q*r*x+39076*b^3*c*p*q^2*r*x+253652*b^3*c *p*q*r*x^2-132*a*g^4*p*q*r*x+6202*a*g^3*p^2*q*r*x+1436*a*g^3*p*q^2*r*x+36780*a* g^3*p*q*r*x^2+18228*a*g^2*p^3*q*r*x+15840*a*g^2*p^2*q^2*r*x+76551*a*g^2*p^2*q*r *x^2+2892*a*g^2*p*q^3*r*x+76551*a*g^2*p*q^2*r*x^2+17917*a*g*p^4*q*r*x+25158*a*g *p^3*q^2*r*x+63976*a*g*p^3*q*r*x^2+14482*a*g*p^2*q^3*r*x+95964*a*g*p^2*q^2*r*x^ 2+1903*a*g*p*q^4*r*x+63976*a*g*p*q^3*r*x^2+9804*b^4*c*g*p*r*x+4364*b^4*c*g*q*r* x+21592*b^4*c*p*q*r*x+2768*b^4*g*p*q*r*x+278064*a*c*p^2*q^2*r*x^2+8430*a*c*p*q^ 4*r*x+185376*a*c*p*q^3*r*x^2+216*a*c*g^4*p*r*x-1756*a*c*g^4*q*r*x+17011*a*c*g^3 *p^2*r*x+83509*a*c*g^3*p*r*x^2-3949*a*c*g^3*q^2*r*x+83509*a*c*g^3*q*r*x^2+47587 *a*c*g^2*p^3*r*x+180771*a*c*g^2*p^2*r*x^2-5833*a*c*g^2*q^3*r*x+180771*a*c*g^2*q ^2*r*x^2+46196*a*c*g*p^4*r*x+154650*a*c*g*p^3*r*x^2-4996*a*c*g*q^4*r*x+154650*a *c*g*q^3*r*x^2+58710*a*c*p^4*q*r*x+83900*a*c*p^3*q^2*r*x+185376*a*c*p^3*q*r*x^2 +50380*a*c*p^2*q^3*r*x+211968*a*c^2*p^2*q^2*r*x+673824*a*c^2*p^2*q*r*x^2+60608* a*c^2*p*q^3*r*x+673824*a*c^2*p*q^2*r*x^2+21790*a*c^2*g^3*p*r*x-1018*a*c^2*g^3*q *r*x+121726*a*c^2*g^2*p^2*r*x+421206*a*c^2*g^2*p*r*x^2-674*a*c^2*g^2*q^2*r*x+ 421206*a*c^2*g^2*q*r*x^2+174870*a*c^2*g*p^3*r*x+553362*a*c^2*g*p^2*r*x^2-6378*a *c^2*g*q^3*r*x+553362*a*c^2*g*q^2*r*x^2+222016*a*c^2*p^3*q*r*x+122184*a*c^3*g^2 *p*r*x+29720*a*c^3*g^2*q*r*x+310104*a*c^3*g*p^2*r*x+869456*a*c^3*g*p*r*x^2+ 28600*a*c^3*g*q^2*r*x+869456*a*c^3*g*q*r*x^2+389000*a*c^3*p^2*q*r*x+197416*a*c^ 3*p*q^2*r*x+1076384*a*c^3*p*q*r*x^2+3056*a*b*g^3*p^2*r*x+30792*a*b*g^3*p*r*x^2-\ 2864*a*b*g^3*q^2*r*x+30792*a*b*g^3*q*r*x^2+16324*a*b*g^2*p^3*r*x+80858*a*b*g^2* p^2*r*x^2-4232*a*b*g^2*q^3*r*x+80858*a*b*g^2*q^2*r*x^2+18862*a*b*g*p^4*r*x+ 75262*a*b*g*p^3*r*x^2-3174*a*b*g*q^4*r*x+75262*a*b*g*q^3*r*x^2+25916*a*b*p^4*q* r*x+36504*a*b*p^3*q^2*r*x+94976*a*b*p^3*q*r*x^2+21176*a*b*p^2*q^3*r*x+142464*a* b*p^2*q^2*r*x^2+2924*a*b*p*q^4*r*x+94976*a*b*p*q^3*r*x^2+248168*a*c^4*g*p*r*x+ 86024*a*c^4*g*q*r*x+299808*a*c^4*p*q*r*x+86416*c^6+32480*b^3*a*c^2*p^2+59360*b* c^4*g^2*r*x+418424*b*c^4*g*r^2*x+506760*b*c^4*g*r*x^2+290592*b*c^4*p^2*r*x+ 637680*b*c^4*p*r*x^2+65984*b*c^4*q^2*r*x+637680*b*c^4*q*r*x^2-385*b^2*g^4*p*r*x -253*b^2*g^4*q*r*x+2142*b^2*g^3*p^2*r*x+15396*b^2*g^3*p*r*x^2-818*b^2*g^3*q^2*r *x+15396*b^2*g^3*q*r*x^2+8916*b^2*g^2*p^3*r*x+40429*b^2*g^2*p^2*r*x^2-1362*b^2* g^2*q^3*r*x+40429*b^2*g^2*q^2*r*x^2+9816*b^2*g*p^4*r*x+37631*b^2*g*p^3*r*x^2-\ 1202*b^2*g*q^4*r*x+37631*b^2*g*q^3*r*x^2+13303*b^2*p^4*q*r*x+18942*b^2*p^3*q^2* r*x+47488*b^2*p^3*q*r*x^2+11278*b^2*p^2*q^3*r*x+71232*b^2*p^2*q^2*r*x^2+1807*b^ 2*p*q^4*r*x+47488*b^2*p*q^3*r*x^2+97248*b*c^5*g*r*x+207360*b*c^5*p*r*x+103168*b *c^5*q*r*x-670*b^2*c*g^4*r*x+12567*b^2*c*g^3*r^2*x+32178*b^2*c*g^3*r*x^2+78913* b^2*c*g^2*r^3*x+45345*b^2*c*g^2*r^2*x^2+77750*b^2*c*g*r^4*x-215476*b^2*c*g*r^3* x^2+34854*b^2*c*p^4*r*x+114086*b^2*c*p^3*r*x^2-1794*b^2*c*q^4*r*x+114086*b^2*c* q^3*r*x^2+7618*b^3*c*g^2*r^3*x-12688*b^3*c*g^2*r^2*x^2-1802*b^3*c*g*r^4*x-79544 *b^3*c*g*r^3*x^2+7984*b^3*c*p^4*r*x-14812*b^3*c*p^3*r*x^2+728*b^3*c*q^4*r*x-\ 14812*b^3*c*q^3*r*x^2+2268*b^3*c*g^3*r^2*x+1890*b^3*c*g^3*r*x^2+2064*b^3*c^2*g^ 3*r*x+18568*b^3*c^2*g^2*r^2*x+2612*b^3*c^2*g^2*r*x^2+20620*b^3*c^2*g*r^3*x-\ 98956*b^3*c^2*g*r^2*x^2+33112*b^3*c^2*p^3*r*x-45044*b^3*c^2*p^2*r*x^2+7360*b^3* c^2*q^3*r*x-45044*b^3*c^2*q^2*r*x^2+14800*b^3*c^3*g^2*r*x+50256*b^3*c^3*g*r^2*x -17440*b^3*c^3*g*r*x^2+67376*b^3*c^3*p^2*r*x-60448*b^3*c^3*p*r*x^2+27248*b^3*c^ 3*q^2*r*x-60448*b^3*c^3*q*r*x^2+56*b^4*g*q^3*r*x+36*b^4*g*q^2*r*x^2+2244*b^4*p^ 3*q*r*x+2244*b^4*p^2*q^2*r*x-2778*b^4*p^2*q*r*x^2+748*b^4*p*q^3*r*x-2778*b^4*p* q^2*r*x^2+34432*b^3*c^4*g*r*x+67168*b^3*c^4*p*r*x+43968*b^3*c^4*q*r*x+716*b^4*g ^2*p^2*r*x+990*b^4*g^2*p*r*x^2+56*b^4*g^2*q^2*r*x+990*b^4*g^2*q*r*x^2+1464*b^4* g*p^3*r*x+36*b^4*g*p^2*r*x^2+2376*b^4*c*g^2*r^2*x+1980*b^4*c*g^2*r*x^2+4368*b^4 *c*g*r^3*x-8676*b^4*c*g*r^2*x^2+6152*b^4*c*p^3*r*x-5196*b^4*c*p^2*r*x^2+928*b^4 *c*q^3*r*x-5196*b^4*c*q^2*r*x^2-98046*b^2*c^2*g*p^2*r*x^2+16964*b^2*c^2*g*q^3*r *x-98046*b^2*c^2*g*q^2*r*x^2+89784*b^2*c^2*p^3*q*r*x+97872*b^2*c^2*p^2*q^2*r*x-\ 192036*b^2*c^2*p^2*q*r*x^2+40712*b^2*c^2*p*q^3*r*x-192036*b^2*c^2*p*q^2*r*x^2+ 16600*b^2*c^2*g^3*p*r*x+9708*b^2*c^2*g^3*q*r*x+58164*b^2*c^2*g^2*p^2*r*x-31858* b^2*c^2*g^2*p*r*x^2+21768*b^2*c^2*g^2*q^2*r*x-31858*b^2*c^2*g^2*q*r*x^2+71264*b ^2*c^2*g*p^3*r*x+74984*b^2*c^3*g^2*p*r*x+47304*b^2*c^3*g^2*q*r*x+143832*b^2*c^3 *g*p^2*r*x-132008*b^2*c^3*g*p*r*x^2+59016*b^2*c^3*g*q^2*r*x-132008*b^2*c^3*g*q* r*x^2+178792*b^2*c^3*p^2*q*r*x+120344*b^2*c^3*p*q^2*r*x-267056*b^2*c^3*p*q*r*x^ 2+782*b^3*g^3*p*q*r*x+4488*b^3*g^2*p^2*q*r*x+2472*b^3*g^2*p*q^2*r*x-14*b^3*g^2* p*q*r*x^2+6730*b^3*g*p^3*q*r*x+6882*b^3*g*p^2*q^2*r*x-8295*b^3*g*p^2*q*r*x^2+ 2446*b^3*g*p*q^3*r*x-8295*b^3*g*p*q^2*r*x^2+141376*b^2*c^4*g*p*r*x+92240*b^2*c^ 4*g*q*r*x+171936*b^2*c^4*p*q*r*x+1760*a^4*b*c^2*g+11744*a^4*b*c^2*p+95888*a*b^2 *c^3*p^2+368*a^5*g*p*q+1632*a^3*b^2*g+144*a^5*c^2*g*r^2*x^2+288*a^5*b*c*r^3*x^2 +192*a^5*b*c^2*r^2*x^2+32*a^6*c*q*r^2*x^2+360*a^4*b^2*r^4*x^2+540*a^4*b*r^5*x^2 +108*a^5*g*r^4*x^2+480*a^5*c*r^4*x^2+352*a^5*c^3*r^2*x^2+672*a^5*c^2*r^3*x^2+ 144*a^5*b*r^4*x^2+8*a^6*q^2*r^2*x^2+24*a^6*q*r^3*x^2+48*a^6*c*r^3*x^2+32*a^6*c^ 2*r^2*x^2+108*b^5*r^5*x^2+198*b^4*r^6*x^2+27*a*r^9*x^2+24*b^6*r^4*x^2+99*a^2*r^ 8*x^2+198*a^4*r^6*x^2+189*a^3*r^7*x^2+108*a^5*r^5*x^2+24*a^6*r^4*x^2-177570*b^3 *p^2*q*x-101484*b^3*p*q^2*x+302040*b^3*p*q*x^2-1310496*b^2*c^3*g*x-2608536*b^2* c^3*p*x-1638696*b^2*c^3*q*x-441816*b^2*c^2*g^2*x+1500672*b^2*c^2*g*x^2-2029776* b^2*c^2*p^2*x+2771904*b^2*c^2*p*x^2-750096*b^2*c^2*q^2*x+2771904*b^2*c^2*q*x^2-\ 47292*b^2*c*g^3*x+296472*b^2*c*g^2*x^2-684498*b^2*c*p^3*x+1275096*b^2*c*p^2*x^2 -125550*b^2*c*q^3*x+1275096*b^2*c*q^2*x^2-28098*b^2*g^3*p*x-14130*b^2*g^3*q*x-\ 133038*b^2*g^2*p^2*x+140808*b^2*g^2*p*x^2-38280*b^2*g^2*q^2*x+140808*b^2*g^2*q* x^2-190788*b^2*g*p^3*x+324672*b^2*g*p^2*x^2-28686*b^2*g*q^3*x+324672*b^2*g*q^2* x^2-258240*b^2*p^3*q*x-266184*b^2*p^2*q^2*x+584928*b^2*p^2*q*x^2-96672*b^2*p*q^ 3*x+584928*b^2*p*q^2*x^2-1710624*b*c^4*g*x-3101712*b*c^4*p*x-2003472*b*c^4*q*x-\ 911952*b*c^3*g^2*x+2820672*b*c^3*g*x^2-3235920*b*c^3*p^2*x+4525248*b*c^3*p*x^2-\ 1314192*b*c^3*q^2*x+4525248*b*c^3*q*x^2-202248*b*c^2*g^3*x+1051800*b*c^2*g^2*x^ 2-1639668*b*c^2*p^3*x+3104520*b*c^2*p^2*x^2-386940*b*c^2*q^3*x+3104520*b*c^2*q^ 2*x^2-15876*b*c*g^4*x+137640*b*c*g^3*x^2-80280*a*c*q^4*x+944040*a*c*q^3*x^2-\ 9990*a*g^4*p*x-5178*a*g^4*q*x-67470*a*g^3*p^2*x+65328*a*g^3*p*x^2-23718*a*g^3*q ^2*x+65328*a*g^3*q*x^2-149250*a*g^2*p^3*x+227040*a*g^2*p^2*x^2-36768*a*g^2*q^3* x+227040*a*g^2*q^2*x^2-134616*a*g*p^4*x+273348*a*g*p^3*x^2-22404*a*g*q^4*x+ 273348*a*g*q^3*x^2-176580*a*p^4*q*x-275820*a*p^3*q^2*x+429456*a*p^3*q*x^2-\ 198480*a*p^2*q^3*x+644184*a*p^2*q^2*x^2-60570*a*p*q^4*x+429456*a*p*q^3*x^2-\ 49008*b^4*c*g*x-150768*b^4*c*p*x-83400*b^4*c*q*x-26568*b^4*g*p*x-12888*b^4*g*q* x-47148*b^4*p*q*x-417888*b^3*c^2*g*x-968184*b^3*c^2*p*x-580848*b^3*c^2*q*x-\ 68880*b^3*c*g^2*x+276936*b^3*c*g*x^2-500508*b^3*c*p^2*x+649344*b^3*c*p*x^2-\ 155916*b^3*c*q^2*x+649344*b^3*c*q*x^2-39192*b^3*g^2*p*x-19404*b^3*g^2*q*x-\ 119520*b^3*g*p^2*x+131628*b^3*g*p*x^2-30450*b^3*g*q^2*x+131628*b^3*g*q*x^2+ 48384*a*b^3*g*x^2-169668*a*b^3*p^2*x+180192*a*b^3*p*x^2-47028*a*b^3*q^2*x+ 180192*a*b^3*q*x^2-1825152*a*b^2*c^3*x+2088720*a*b^2*c^2*x^2-4836*a*b^2*g^3*x+ 52560*a*b^2*g^2*x^2-279126*a*b^2*p^3*x+453060*a*b^2*p^2*x^2-50868*a*b^2*q^3*x+ 453060*a*b^2*q^2*x^2-2445888*a*b*c^4*x+4006464*a*b*c^3*x^2-1584*a*b*g^4*x+24768 *a*b*g^3*x^2-186096*a*b*p^4*x+389952*a*b*p^3*x^2-24528*a*b*q^4*x+389952*a*b*q^3 *x^2-1710240*a*c^4*g*x-3227760*a*c^4*p*x-2129520*a*c^4*q*x-903792*a*c^3*g^2*x+ 2820672*a*c^3*g*x^2-3438576*a*c^3*p^2*x+4525248*a*c^3*p*x^2-1516848*a*c^3*q^2*x +4525248*a*c^3*q*x^2-197736*a*c^2*g^3*x+1051800*a*c^2*g^2*x^2-1765764*a*c^2*p^3 *x+3104520*a*c^2*p^2*x^2-513036*a*c^2*q^3*x+3104520*a*c^2*q^2*x^2-15132*a*c*g^4 *x+137640*a*c*g^3*x^2-440832*a*c*p^4*x+944040*a*c*p^3*x^2+1108*b*c^3*g^4+48*a^2 *b^3*q^3+756*a^3*p^5+424*b^3*c^2*q^3-384*a^6*c*q*x-288*a^6*p*q*x-2304*a^5*b*c^2 *x+3456*a^5*b*c*x^2-1056*a^5*b*p^2*x+1728*a^5*b*p*x^2-480*a^5*b*q^2*x+1728*a^5* b*q*x^2-1728*a^5*c^2*g*x-8256*a^5*c^2*p*x-5856*a^5*c^2*q*x+2592*a^5*c*g*x^2-\ 4752*a^5*c*p^2*x+12288*a^5*c*p*x^2-2544*a^5*c*q^2*x+12288*a^5*c*q*x^2-816*a^5*g *p^2*x+194*c*g*p*q^5+4858*c*g*p*q^4+48966*c*g*p*q^3+240*b^5*q+374568*g^2*p*q*x^ 2-417996*g*p^3*q*x-441504*g*p^2*q^2*x+627192*g*p^2*q*x^2-170676*g*p*q^3*x+ 627192*g*p*q^2*x^2-1089264*a^2*b*c*x-179652*a^2*b*g*x-720840*a^2*b*p*x-355728*a ^2*b*q*x-754596*a^2*c*g*x-2193960*a^2*c*p*x-1200864*a^2*c*q*x-520302*a^2*g*p*x-\ 257466*a^2*g*q*x-836496*a^2*p*q*x-1178448*a*b^2*c*x-207852*a*b^2*g*x-713328*a*b ^2*p*x-348216*a*b^2*q*x-3560544*a*b*c^2*x-138624*a*b*g^2*x+331632*a*b*g*x^2-\ 1209828*a*b*p^2*x-327084*a*b*q^2*x-2460192*a*c^2*g*x-5544240*a*c^2*p*x-3149904* a*c^2*q*x-554412*a*c*g^2*x-3110328*a*c*p^2*x-1000608*a*c*q^2*x-364302*a*g^2*p*x -179466*a*g^2*q*x-875808*a*g*p^2*x-253224*a*g*q^2*x-1196250*a*p^2*q*x-734430*a* p*q^2*x-882636*b^2*c*g*x-2111232*b^2*c*p*x-1118136*b^2*c*q*x-513630*b^2*g*p*x-\ 250794*b^2*g*q*x-700416*b^2*p*q*x-2585952*b*c^2*g*x-5424144*b*c^2*p*x-3029808*b *c^2*q*x-598548*b*c*g^2*x-2948592*b*c*p^2*x-838872*b*c*q^2*x-363102*b*g^2*p*x-\ 178266*b*g^2*q*x-833136*b*g*p^2*x-210552*b*g*q^2*x-1080114*b*p^2*q*x-618294*b*p *q^2*x+1348*a*g*b^2*c*q^3+21548*a*g*b^2*c*q^2+114684*a*g*b^2*c*q-4404168*b*c^2* p^2*x+4287024*b*c^2*p*x^2-1541760*b*c^2*q^2*x+4287024*b*c^2*q*x^2-141828*b*c*g^ 3*x+576480*b*c*g^2*x^2-1510338*b*c*p^3*x+1974600*b*c*p^2*x^2-261858*b*c*q^3*x+ 1974600*b*c*q^2*x^2-86070*b*g^3*p*x-43590*b*g^3*q*x-337980*b*g^2*p^2*x+271284*b *g^2*p*x^2-97494*b*g^2*q^2*x+271284*b*g^2*q*x^2-446232*b*g*p^3*x+543180*b*g*p^2 *x^2-66624*b*g*q^3*x+543180*b*g*q^2*x^2-576606*b*p^3*q*x-594414*b*p^2*q^2*x+ 907272*b*p^2*q*x^2-215946*b*p*q^3*x+907272*b*p*q^2*x^2-3863664*c^3*g*p*x-\ 2364912*c^3*g*q*x-4534944*c^3*p*q*x-1674648*c^2*g^2*p*x-999960*c^2*g^2*q*x-\ 3119532*c^2*g*p^2*x+2971248*c^2*g*p*x^2-1148484*c^2*g*q^2*x+2971248*c^2*g*q*x^2 -3760272*c^2*p^2*q*x-2428992*c^2*p*q^2*x+4499040*c^2*p*q*x^2-284364*c*g^3*p*x-\ 161580*c*g^3*q*x-910812*c*g^2*p^2*x+809136*c*g^2*p*x^2-316308*c*g^2*q^2*x+ 809136*c*g^2*q*x^2-1077114*c*g*p^3*x+1366896*c*g*p^2*x^2-218958*c*g*q^3*x+ 1366896*c*g*q^2*x^2-1319868*c*p^3*q*x-1404288*c*p^2*q^2*x+2059416*c*p^2*q*x^2-\ 552516*c*p*q^3*x+2059416*c*p*q^2*x^2-103344*g^3*p*q*x-345606*g^2*p^2*q*x-215634 *g^2*p*q^2*x+752*a*b^4*g*p^2+1128*a*b^4*p^2*q+36416*b^3*a*c^3*p-13956*b^2*g^3*x +69312*b^2*g^2*x^2-304140*b^2*p^3*x+384228*b^2*p^2*x^2-33018*b^2*q^3*x+384228*b ^2*q^2*x^2-2479392*b*c^4*x+3095040*b*c^3*x^2-4524*b*g^4*x+32256*b*g^3*x^2-\ 189234*b*p^4*x+302424*b*p^3*x^2-8904*b*q^4*x+302424*b*q^3*x^2-1699488*c^4*g*x-\ 3068256*c^4*p*x-1902816*c^4*q*x-968688*c^3*g^2*x+2147424*c^3*g*x^2-3287688*c^3* p^2*x+3268320*c^3*p*x^2-1247256*c^3*q^2*x+3268320*c^3*q*x^2-239832*c^2*g^3*x+ 871680*c^2*g^2*x^2-1697184*c^2*p^3*x+2249520*c^2*p^2*x^2-365904*c^2*q^3*x+ 2249520*c^2*q^2*x^2-23400*c*g^4*x+132024*c*g^3*x^2-425886*c*p^4*x+686472*c*p^3* x^2-42210*c*q^4*x+686472*c*q^3*x^2-14712*g^4*p*x-7488*g^4*q*x-79056*g^3*p^2*x+ 62088*g^3*p*x^2-24288*g^3*q^2*x+62088*g^3*q*x^2-158526*g^2*p^3*x+187284*g^2*p^2 *x^2-28554*g^2*q^3*x+187284*g^2*q^2*x^2-135414*g*p^4*x+209064*g*p^3*x^2-11754*g *q^4*x+209064*g*q^3*x^2-167808*p^4*q*x-253152*p^3*q^2*x+313488*p^3*q*x^2-170688 *p^2*q^3*x+470232*p^2*q^2*x^2-44112*p*q^4*x+313488*p*q^3*x^2-74736*a^3*b*x-\ 333360*a^3*c*x-50484*a^3*g*x-242784*a^3*p*x-121080*a^3*q*x-132192*a^2*b^2*x+ 228816*a^2*b*x^2-1695336*a^2*c^2*x-59736*a^2*g^2*x+165816*a^2*g*x^2-638934*a^2* p^2*x-197562*a^2*q^2*x-101520*a*b^3*x+228816*a*b^2*x^2+1328*a*b^2*q^3+1536*a*b^ 2*p^5+20968*a*b^2*p^4+104990*a*b^2*p^3+34734*p^2*a*b^2*q^2+157374*p^2*a*b^2*q+ 6958*a*b^2*p*q^3+53712*a*b^2*p*q^2+22072*a*b^2*g^2*p^2+35500*a*b^2*g^2*p+1092*a *b^2*g^2*q^2+7148*a*b^2*g^2*q+40486*b^2*g*a*p^3+130786*b^2*g*a*p^2+664*b^2*g*a* q^3+7412*b^2*g*a*q^2+48794*a*b^2*p^3*q+3596*a^2*b*q^3+35448*a*b^2*c*p^3*q+27012 *a*b^2*c*p^2*q^2+241040*a*b^2*c*p^2*q+94720*p*a*b^2*c*q^2+65448*a*b^2*c*g^2*p+ 29976*a*g*b^2*c*p^3+13856*b*c^6*g+12192*b*c^6*q+12192*b*c^5*g^2+9328*b*c^5*q^2+ 21248*a^2*c^5*q+2432*a*b^4*c^2*q+7520*a*b^4*c^2*p+1056*a^5*b*c*p+352*a^5*b*c*q-\ 310308*a*c^2*p^4*x-72372*a*c^2*q^4*x-636*a*c*g^5*x-59970*a*c*p^5*x-9114*a*c*q^5 *x-438*a*g^5*p*x-222*a*g^5*q*x-5766*a*g^4*p^2*x-2100*a*g^4*q^2*x-19482*a*g^3*p^ 3*x-5346*a*g^3*q^3*x-28170*a*g^2*p^4*x-5706*a*g^2*q^4*x-18768*a*g*p^5*x-2664*a* g*q^5*x-24186*a*p^5*q*x-49650*a*p^4*q^2*x-51780*a*p^3*q^3*x-28020*a*p^2*q^4*x-\ 6882*a*p*q^5*x-2928*b^5*c*g*x-13344*b^5*c*p*x-7248*b^5*c*q*x-1560*b^5*g*p*x-696 *b^5*g*q*x-3912*b^5*p*q*x-48480*b^4*c^2*g*x-128208*b^4*c^2*p*x-77856*b^4*c^2*q* x-5208*b^4*c*g^2*x-65016*b^4*c*p^2*x-19704*b^4*c*q^2*x-2940*b^4*g^2*p*x-1356*b^ 4*g^2*q*x-13416*b^4*g*p^2*x-2880*b^4*g*q^2*x-22500*b^4*p^2*q*x-12384*b^4*p*q^2* x-244128*b^3*c^3*g*x-514320*b^3*c^3*p*x-330768*b^3*c^3*q*x-69720*b^3*c^2*g^2*x-\ 391728*b^3*c^2*p^2*x-148512*b^3*c^2*q^2*x-4836*b^3*c*g^3*x-130236*b^3*c*p^3*x-\ 23628*b^3*c*q^3*x-2874*b^3*g^3*p*x-1362*b^3*g^3*q*x-20526*b^3*g^2*p^2*x-5340*b^ 3*g^2*q^2*x-33648*b^3*g*p^3*x-4458*b^3*g*q^3*x+6496*p*a*b^2*c*q^3+772*a*b^2*c*g ^3*q+1952*a*b^2*c*g^2*q^2+18880*a*b^2*c*g^2*q+2992*b^3*a*g*p^3+1304*b^3*a*g^2*p ^2+3800*b^3*a*p^3*q+2536*b^3*a*p^2*q^2+24*b^3*a*g^2*q^2+93540*g^2*p^3*x^2-5778* g^2*q^4*x+93540*g^2*q^3*x^2-28032*g*p^5*x+73584*g*p^4*x^2-1728*g*q^5*x+73584*g* q^4*x^2-34464*p^5*q*x-69000*p^4*q^2*x+105960*p^4*q*x^2-69120*p^3*q^3*x+211920*p ^3*q^2*x^2-34680*p^2*q^4*x+211920*p^2*q^3*x^2-7008*p*q^5*x+105960*p*q^4*x^2-\ 12576*a^4*b*x-8592*a^4*g*x-62268*a^4*p*x-32964*a^4*q*x-30144*a^3*b^2*x+88128*a^ 3*b*x^2-663528*a^3*c^2*x+377952*a^3*c*x^2-13944*a^3*g^2*x+64584*a^3*g*x^2-\ 254106*a^3*p^2*x+72*b^4*g*q^2+178176*a^3*p*x^2-93786*a^3*q^2*x+178176*a^3*q*x^2 +316*b^4*p^2*q^2-35136*a^2*b^3*x+132192*a^2*b^2*x^2-1970400*a^2*c^3*x+1780272*a ^2*c^2*x^2-10812*a^2*g^3*x+69312*a^2*g^2*x^2-356934*a^2*p^3*x+384228*a^2*p^2*x^ 2-85812*a^2*q^3*x+384228*a^2*q^2*x^2-20064*a*b^4*x+88128*a*b^3*x^2-2454432*a*c^ 4*x+3095040*a*c^3*x^2-4020*a*g^4*x+32256*a*g^3*x^2-205824*a*p^4*x+302424*a*p^3* x^2-25494*a*q^4*x+302424*a*q^3*x^2-107160*b^4*c*x-15600*b^4*g*x-57132*b^4*p*x-\ 27828*b^4*q*x-728952*b^3*c^2*x+377952*b^3*c*x^2-21096*b^3*g^2*x+64584*b^3*g*x^2 -208254*b^3*p^2*x+178176*b^3*p*x^2-47934*b^3*q^2*x+178176*b^3*q*x^2-2036064*b^2 *c^3*x+1780272*b^2*c^2*x^2+14208*b^3*a*c^3*q+4288*b^3*a*c^2*q^2+55086*c*g^3*p*q +5976*c*g^2*p^4*q+7140*c*g^2*p^3*q^2+62678*c*g^2*p^3*q+48252*p^2*g^2*c*q^2+ 216676*p^2*g^2*c*q+11654*c*g^2*p*q^3+56500*c*g*p^4*q+66036*p^3*g*c*q^2+294978*p ^3*g*c*q+31608*p^2*c*g*q^3+180*c*g^5*p*q+1428*g^4*c*p^2*q+594*g^4*c*p*q^2+5234* g^4*c*p*q+4274*g^3*c*p^3*q+3376*g^3*c*p^2*q^2+29516*g^3*c*p^2*q+866*c*g^3*p*q^3 +11966*c*g^3*p*q^2+272*a^5*c*g*q+2112*a^5*c*p*q+21684*c^2*g^2*p^3*q+17552*c^2*g ^2*p^2*q^2+4788*p*c^2*g^2*q^3+2164*c^2*g^4*p*q+18802*c^2*g*p^4*q+22636*c^2*g*p^ 3*q^2+11476*p^2*c^2*g*q^3+2062*p*c^2*g*q^4+293718*p*c^2*g*q^2+10858*g^3*c^2*p^2 *q+4882*g^3*c^2*p*q^2+1890*a^2*b*p^5+25850*a^2*b*p^4+128192*a^2*b*p^3+216*a^5*c *g*r^3*x^2+14704*a*b^2*c*p^4+1196*a*b^2*g^3+13896*a*b^2*g^2+17024*b^2*c^5*g+ 4480*a*b^4*c*p^2+34240*a*b^2*c^4*q+16656*a*b^2*c^3*q^2+6208*a^2*c^3*q^3+75984*a ^2*c^3*q^2+306904*a^2*c^3*q+54944*a^2*c^3*p^3+403584*a^2*c^3*p^2+834768*a^2*c^3 *p+3336*a^2*c^3*g^3+55088*a^2*c^3*g^2+52*b^2*a^2*q^4+2520*a^4*g*p^2*q+1232*a^4* g*p*q^2+7384*a^4*g*p*q+816*a^5*c*g*p+120994*p^3*a^2*q+96582*p^2*a^2*q^2+24878*a ^2*p*q^3+2752*a^3*b^3*c*p+832*a^3*b^3*c*q+96*a*b^5*c*q+436*a^2*b*q^4-48984*a^2* b*g^2*x+193752*a^2*b*g*x^2-716466*a^2*b*p^2*x+534528*a^2*b*p*x^2-235506*a^2*b*q ^2*x+534528*a^2*b*q*x^2-1450080*a^2*c^2*g*x-3585336*a^2*c^2*p*x-2188464*a^2*c^2 *q*x-277728*a^2*c*g^2*x+818616*a^2*c*g*x^2-2010072*a^2*c*p^2*x+1656048*a^2*c*p* x^2-775104*a^2*c*q^2*x+1656048*a^2*c*q*x^2-189228*a^2*g^2*p*x-97704*a^2*g^2*q*x -526266*a^2*g*p^2*x+385548*a^2*g*p*x^2-182196*a^2*g*q^2*x+385548*a^2*g*q*x^2-\ 799680*a^2*p^2*q*x-528558*a^2*p*q^2*x+768456*a^2*p*q*x^2-403728*a*b^3*c*x-55392 *a*b^3*g*x-233664*a*b^3*p*x-116448*a*b^3*q*x-2121432*a*b^2*c^2*x+1133856*a*b^2* c*x^2-56136*a*b^2*g^2*x+193752*a*b^2*g*x^2-670614*a*b^2*p^2*x+534528*a*b^2*p*x^ 2-189654*a*b^2*q^2*x+534528*a*b^2*q*x^2-4006464*a*b*c^3*x+3560544*a*b*c^2*x^2-\ 24768*a*b*g^3*x+138624*a*b*g^2*x^2-661074*a*b*p^3*x+768456*a*b*p^2*x^2-118830*a *b*q^3*x+768456*a*b*q^2*x^2-2792400*a*c^3*g*x-5703480*a*c^3*p*x-3529944*a*c^3*q *x-1033416*a*c^2*g^2*x+2523072*a*c^2*g*x^2+1434*a^2*g*p^5+19766*a^2*g*p^4+246*a ^2*g^4*p^2+508*a^2*g^4*p+1134*a^2*g^3*p^3+6622*a^2*g^3*p^2+9184*a^2*g^3*p+1926* g^2*a^2*p^4+18828*g^2*a^2*p^3+58332*g^2*a^2*p^2+4832*a^4*b*c^2*q+768*a^4*b^2*c* q+54256*b^2*c^2*a*p^3+3344*b^2*c^2*a*q^3-87936*b^2*c^4*q^2*x+877248*b^2*c^4*q*x ^2-15528*b^2*c^3*g^3*x+261312*b^2*c^3*g^2*x^2-122112*b^2*c^3*p^3*x+794208*b^2*c ^3*p^2*x^2-37056*b^2*c^3*q^3*x+794208*b^2*c^3*q^2*x^2-1584*b^2*c^2*g^4*x+48312* b^2*c^2*g^3*x^2-44268*b^2*c^2*p^4*x+358320*b^2*c^2*p^3*x^2-7740*b^2*c^2*q^4*x+ 358320*b^2*c^2*q^3*x^2+2376*b^2*c*g^4*x^2-8430*b^2*c*p^5*x+80568*b^2*c*p^4*x^2-\ 642*b^2*c*q^5*x+80568*b^2*c*q^4*x^2-546*b^2*g^4*p^2*x+1188*b^2*g^4*p*x^2-150*b^ 2*g^4*q^2*x+1188*b^2*g^4*q*x^2-2298*b^2*g^3*p^3*x+10944*b^2*g^3*p^2*x^2-450*b^2 *g^3*q^3*x+10944*b^2*g^3*q^2*x^2-3618*b^2*g^2*p^4*x+25548*b^2*g^2*p^3*x^2-450*b ^2*g^2*q^4*x+25548*b^2*g^2*q^3*x^2-2526*b^2*g*p^5*x+23016*b^2*g*p^4*x^2-150*b^2 *g*q^5*x+23016*b^2*g*q^4*x^2-3300*b^2*p^5*q*x-6600*b^2*p^4*q^2*x+36120*b^2*p^4* q*x^2+8176*a^4*b*c*q+1552*a^4*b*c*q^2+12864*a^5*c^2*x^2-19392*a^4*c^4*x-4416*a^ 5*c^3*x+288*a^6*q*x^2-96*a^6*q^2*x-864*a^5*p^3*x-384*a^6*c^2*x+84864*a^4*c^3*x^ 2-1584*a^4*p^4*x+8376*a^4*p^3*x^2-528*a^4*q^4*x+8376*a^4*q^3*x^2-42816*a^3*c^5* x+254208*a^3*c^4*x^2-1512*a^3*p^5*x+10884*a^3*p^4*x^2-378*a^3*q^5*x+10884*a^3*q ^4*x^2-50880*a^2*c^6*x+386304*a^2*c^5*x^2-792*a^2*p^6*x+7224*a^2*p^5*x^2-132*a^ 2*q^6*x+7224*a^2*q^5*x^2-31104*a*c^7*x+289920*a*c^6*x^2-216*a*p^7*x+2388*a*p^6* x^2-18*a*q^7*x+2388*a*q^6*x^2-384*b^6*c^2*x+576*b^6*c*x^2-96*b^6*p^2*x+288*b^6* p*x^2+288*b^6*q*x^2-4032*b^5*c^3*x+12864*b^5*c^2*x^2-504*b^5*p^3*x+2928*b^5*p^2 *x^2+2928*b^5*q^2*x^2-17472*b^4*c^4*x+84864*b^4*c^3*x^2-1056*b^4*p^4*x+8376*b^4 *p^3*x^2+8376*b^4*q^3*x^2-39360*b^3*c^5*x+254208*b^3*c^4*x^2-1134*b^3*p^5*x+ 10884*b^3*p^4*x^2+10884*b^3*q^4*x^2-48192*b^2*c^6*x+386304*b^2*c^5*x^2-660*b^2* p^6*x+7224*b^2*p^5*x^2+7224*b^2*q^5*x^2-30336*b*c^7*x+289920*b*c^6*x^2-198*b*p^ 7*x+2388*b*p^6*x^2+2928*a^5*p^2*x^2-192*a^6*p^2*x-360*a^5*q^3*x+2928*a^5*q^2*x^ 2+50*a*b^2*q^4+832*a^4*b^2*p*q+2368*a^4*b^2*c*p+328*b^2*c^2*g^4+324*a*c*g^5*r^2 *x+270*a*c*g^5*r*x^2+2786*a*c*g^4*r^3*x-3154*a*c*g^4*r^2*x^2+2757*a*c*g^3*r^4*x -39034*a*c*g^3*r^3*x^2-5744*a*c*g^2*r^5*x-67906*a*c*g^2*r^4*x^2-10285*a*c*g*r^6 *x-30122*a*c*g*r^5*x^2+1920*a*c*p^6*r*x-6838*a*c*p^5*r*x^2+8238*a*c^2*g^2*r^4*x -209310*a*c^2*g^2*r^3*x^2-21142*a*c^2*g*r^5*x-206536*a*c^2*g*r^4*x^2+12356*a*c^ 2*p^5*r*x-36554*a*c^2*p^4*r*x^2+1616*a*c^2*q^5*r*x-36554*a*c^2*q^4*r*x^2-702096 *c^5*r*x-374448*c^4*r^2*x+1880064*c^4*r*x^2+32196*a^4*r*x^2+140656*a^3*r^2*x^2+ 32196*b^4*r*x^2+140656*b^3*r^2*x^2+702096*c^5*r*x^2+374448*c^4*r^2*x^2+14576*a* b^4*c+1944*a*b^4*q-134880*b^3*r*x-130184*a^3*r*x+132532*b^3*r*x^2+132532*a^3*r* x^2+864*a*b^4*p^3+5352*a*b^4*p^2+9720*a*b^4*p-25162*c^2*p^4*q*r-28056*c*g^2*p^3 *q^2*x+150048*c*g^2*p^3*q*x^2+192*b^4*c*p*q^2*r^2-20904*c*g^2*p^2*q^3*x+225072* c*g^2*p^2*q^2*x^2-6876*c*g^2*p*q^4*x+150048*c*g^2*p*q^3*x^2-10608*c*g*p^5*q*x-\ 21810*c*g*p^4*q^2*x+108300*c*g*p^4*q*x^2-22800*c*g*p^3*q^3*x+216600*c*g*p^3*q^2 *x^2-12390*c*g*p^2*q^4*x+216600*c*g*p^2*q^3*x^2-3072*c*g*p*q^5*x+108300*c*g*p*q ^4*x^2-11952*a^4*b*c*g*x-82656*a^4*b*c*p*x-52176*a^4*b*c*q*x-9144*a^4*b*g*p*x-\ 4824*a^4*b*g*q*x-35112*a^4*b*p*q*x-61968*a^4*c*g*p*x-39456*a^4*c*g*q*x-133584*a ^4*c*p*q*x-26904*a^4*g*p*q*x-25248*a^3*b^2*c*g*x-157344*a^3*b^2*c*p*x-96384*a^3 *b^2*c*q*x-17616*a^3*b^2*g*p*x-8976*a^3*b^2*g*q*x-62448*a^3*b^2*p*q*x-188160*a^ 3*b*c^2*g*x-603120*a^3*b*c^2*p*x-401712*a^3*b*c^2*q*x-18096*a^3*b*c*g^2*x-\ 333360*a^3*b*c*p^2*x-152112*a^3*b*c*q^2*x-13128*a^3*b*g^2*p*x-6792*a^3*b*g^2*q* x-69576*a^3*b*g*p^2*x-27432*a^3*b*g*q^2*x-136116*a^3*b*p^2*q*x-95652*a^3*b*p*q^ 2*x-444120*a^3*c^2*g*p*x-298272*a^3*c^2*g*q*x+1716*a^2*p^5*q+2908*a^2*p^4*q^2+ 23930*a^2*p^4*q+2392*p^3*a^2*q^3+29602*p^3*a^2*q^2+948*p^2*a^2*q^4+15666*p^2*a^ 2*q^3+3026*a^2*p*q^4+98186*a^2*g*p^3-4667280*a*c^2*p^2*x+4287024*a*c^2*p*x^2-\ 1804872*a*c^2*q^2*x+4287024*a*c^2*q*x^2-133452*a*c*g^3*x+576480*a*c*g^2*x^2-\ 1626222*a*c*p^3*x+1974600*a*c*p^2*x^2-377742*a*c*q^3*x+1974600*a*c*q^2*x^2-\ 87066*a*g^3*p*x-44586*a*g^3*q*x-356586*a*g^2*p^2*x+271284*a*g^2*p*x^2-116100*a* g^2*q^2*x+271284*a*g^2*q*x^2-480072*a*g*p^3*x+543180*a*g*p^2*x^2-100464*a*g*q^3 *x+543180*a*g*q^2*x^2-642966*a*p^3*q*x-693954*a*p^2*q^2*x+907272*a*p^2*q*x^2-\ 282306*a*p*q^3*x+907272*a*p*q^2*x^2-303900*b^3*c*g*x-789984*b^3*c*p*x-432336*b^ 3*c*q*x-169806*b^3*g*p*x-84234*b^3*g*q*x-256188*b^3*p*q*x-1551264*b^2*c^2*g*x-\ 3355344*b^2*c^2*p*x-1958472*b^2*c^2*q*x-315216*b^2*c*g^2*x+818616*b^2*c*g*x^2-\ 1775088*b^2*c*p^2*x+1656048*b^2*c*p*x^2-540120*b^2*c*q^2*x+1656048*b^2*c*q*x^2-\ 183912*b^2*g^2*p*x-92388*b^2*g^2*q*x-467148*b^2*g*p^2*x+385548*b^2*g*p*x^2-\ 123078*b^2*g*q^2*x+385548*b^2*g*q*x^2-641298*b^2*p^2*q*x-370176*b^2*p*q^2*x+ 768456*b^2*p*q*x^2-2848944*b*c^3*g*x-5520552*b*c^3*p*x-3347016*b*c^3*q*x-\ 1070184*b*c^2*g^2*x+2523072*b*c^2*g*x^2+94824*c*g^3*p^2*q*x^2-7440*c*g^3*p*q^3* x+94824*c*g^3*p*q^2*x^2-17604*c*g^2*p^4*q*x+340*a*c*g^5*p*r*x+160*a*c*g^5*q*r*x +3142*a*c*g^4*p^2*r*x+206*a*c*g^4*p*r*x^2+1002*a*c*g^4*q^2*r*x+206*a*c*g^4*q*r* x^2+9356*a*c*g^3*p^3*r*x-8139*a*c*g^3*p^2*r*x^2+2162*a*c*g^3*q^3*r*x-8139*a*c*g ^3*q^2*r*x^2+12566*a*c*g^2*p^4*r*x-22654*a*c*g^2*p^3*r*x^2-16272*c*g^3*p^2*q^2* x-14256*c*g^3*p^3*q*x+25824*c*g^4*p*q*x^2-3990*c*g^4*p*q^2*x-936*c*g^5*p*q*x-\ 5658*c*g^4*p^2*q*x-21900*c^2*g*p*q^4*x+485088*c^2*g*p*q^3*x^2-66120*c^2*g*p^2*q ^3*x+727632*c^2*g*p^2*q^2*x^2-88440*c^2*g*p^3*q^2*x+485088*c^2*g*p^3*q*x^2+ 502416*c^2*g^2*p*q^2*x^2-55380*c^2*g*p^4*q*x+502416*c^2*g^2*p^2*q*x^2-38400*c^2 *g^2*p*q^3*x-72192*c^2*g^2*p^3*q*x-82944*c^2*g^2*p^2*q^2*x-30600*c^2*g^3*p*q^2* x+209952*c^2*g^3*p*q*x^2-10704*c^2*g^4*p*q*x-42552*c^2*g^3*p^2*q*x-81120*c^3*g* p*q^3*x+1083168*c^3*g*p*q^2*x^2+744768*c^3*g^2*p*q*x^2-151200*c^3*g*p^3*q*x-\ 174240*c^3*g*p^2*q^2*x+1083168*c^3*g*p^2*q*x^2-165120*c^4*g*p*q^2*x+1205376*c^4 *g*p*q*x^2-54528*c^3*g^3*p*q*x-144192*c^3*g^2*p^2*q*x-104640*c^3*g^2*p*q^2*x+ 99480*b*g*p^2*q^3*x^2-1188*b*g*p*q^5*x+49740*b*g*p*q^4*x^2-175488*c^5*g*p*q*x-\ 139392*c^4*g^2*p*q*x-226560*c^4*g*p^2*q*x+99480*b*g*p^3*q^2*x^2-5220*b*g*p^2*q^ 4*x-4788*b*g*p^5*q*x-9720*b*g*p^4*q^2*x+49740*b*g*p^4*q*x^2-9960*b*g*p^3*q^3*x-\ 2580*b*g^2*p*q^4*x+63360*b*g^2*p*q^3*x^2+63360*b*g^2*p^3*q*x^2-8400*b*g^2*p^2*q ^3*x+95040*b*g^2*p^2*q^2*x^2-2592*b*g^3*p*q^3*x+35136*b*g^3*p*q^2*x^2-7440*b*g^ 2*p^4*q*x-11640*b*g^2*p^3*q^2*x+2016*a^3*b^2*p*q^2+14352*a^3*b^2*p*q+4800*a^3*b ^2*p^2*q-1206*b*g^4*p*q^2*x+7512*b*g^4*p*q*x^2-5472*b*g^3*p^3*q*x-6048*b*g^3*p^ 2*q^2*x+35136*b*g^3*p^2*q*x^2-204*b*g^5*p*q*x-1836*b*g^4*p^2*q*x-16560*b*c*p^2* q^4*x+320880*b*c*p^2*q^3*x^2-3816*b*c*p*q^5*x+160440*b*c*p*q^4*x^2+320880*b*c*p ^3*q^2*x^2-30600*b*c*p^4*q^2*x+160440*b*c*p^4*q*x^2-31440*b*c*p^3*q^3*x-1464*b* c*g*q^5*x+111204*b*c*g*q^4*x^2-15048*b*c*p^5*q*x+140664*b*c*g^2*q^3*x^2-12132*b *c*g*p^5*x+111204*b*c*g*p^4*x^2-4104*b*c*g^3*q^3*x+76716*b*c*g^3*q^2*x^2-19020* b*c*g^2*p^4*x+140664*b*c*g^2*p^3*x^2-3756*b*c*g^2*q^4*x+76716*b*c*g^3*p^2*x^2-\ 1956*b*c*g^4*q^2*x+15816*b*c*g^4*q*x^2-14076*b*c*g^3*p^3*x+15816*b*c*g^4*p*x^2-\ 28680*b*c^2*p*q^4*x+717216*b*c^2*p*q^3*x^2-528*b*c*g^5*p*x-312*b*c*g^5*q*x-4740 *b*c*g^4*p^2*x-90480*b*c^2*p^2*q^3*x+1075824*b*c^2*p^2*q^2*x^2-123600*b*c^2*p^3 *q^2*x+717216*b*c^2*p^3*q*x^2+466392*b*c^2*g^2*p^2*x^2-24972*b*c^2*g^2*q^3*x+ 466392*b*c^2*g^2*q^2*x^2-63732*b*c^2*g*p^4*x+495552*b*c^2*g*p^3*x^2-13524*b*c^2 *g*q^4*x+495552*b*c^2*g*q^3*x^2-78360*b*c^2*p^4*q*x-78324*b*c^2*g^2*p^3*x-19260 *b*c^2*g^3*q^2*x+166752*b*c^2*g^3*q*x^2+166752*b*c^2*g^3*p*x^2-42012*b*c^2*g^3* p^2*x-8868*b*c^2*g^4*p*x-5820*b*c^2*g^4*q*x-110112*b*c^3*p*q^3*x+1598976*b*c^3* p*q^2*x^2-242928*b*c^3*p^2*q^2*x+1598976*b*c^3*p^2*q*x^2+1100256*b*c^3*g*q^2*x^ 2-213792*b*c^3*p^3*q*x+684480*b*c^3*g^2*q*x^2-175512*b*c^3*g*p^3*x+1100256*b*c^ 3*g*p^2*x^2-58296*b*c^3*g*q^3*x-54312*b*c^3*g^3*p*x-37176*b*c^3*g^3*q*x-157872* b*c^3*g^2*p^2*x+684480*b*c^3*g^2*p*x^2-75792*b*c^3*g^2*q^2*x-130800*b*c^4*g*q^2 *x+1217088*b*c^4*g*q*x^2-320832*b*c^4*p^2*q*x-230112*b*c^4*p*q^2*x+1777152*b*c^ 4*p*q*x^2-266544*b*c^4*g*p^2*x+1217088*b*c^4*g*p*x^2-108336*b*c^4*g^2*q*x-\ 155280*b*c^4*g^2*p*x-148512*b*c^5*g*q*x-249600*b*c^5*p*q*x+92064*b^2*g*p*q^3*x^ 2-210912*b*c^5*g*p*x+92064*b^2*g*p^3*q*x^2-11004*b^2*g*p^2*q^3*x+138096*b^2*g*p ^2*q^2*x^2-3126*b^2*g*p*q^4*x+21888*b^2*g^3*p*q*x^2-11304*b^2*g^2*p^3*q*x-12204 *b^2*g^2*p^2*q^2*x+76644*b^2*g^2*p^2*q*x^2-4968*b^2*g^2*p*q^3*x+76644*b^2*g^2*p *q^2*x^2-10254*b^2*g*p^4*q*x-15756*b^2*g*p^3*q^2*x-3198*b^2*g^3*p*q^2*x-696*b^2 *g^4*p*q*x-5046*b^2*g^3*p^2*q*x-10998*b^2*c*p*q^4*x+322272*b^2*c*p*q^3*x^2-\ 37572*b^2*c*p^2*q^3*x+483408*b^2*c*p^2*q^2*x^2-34362*b^2*c*p^4*q*x-53148*b^2*c* p^3*q^2*x+322272*b^2*c*p^3*q*x^2+167052*b^2*c*g^2*p^2*x^2-7650*b^2*c*g^2*q^3*x+ 167052*b^2*c*g^2*q^2*x^2-26490*b^2*c*g*p^4*x+203952*b^2*c*g*p^3*x^2-4194*b^2*c* g*q^4*x+203952*b^2*c*g*q^3*x^2+46044*b^2*c*g^3*q*x^2-29514*b^2*c*g^2*p^3*x-\ 13338*b^2*c*g^3*p^2*x+46044*b^2*c*g^3*p*x^2-5190*b^2*c*g^3*q^2*x-67488*b^2*c^2* p*q^3*x+1074960*b^2*c^2*p*q^2*x^2-1884*b^2*c*g^4*p*x-1092*b^2*c*g^4*q*x-31560*b ^2*c^2*g*q^3*x+675000*b^2*c^2*g*q^2*x^2-140544*b^2*c^2*p^3*q*x-156024*b^2*c^2*p ^2*q^2*x+1074960*b^2*c^2*p^2*q*x^2-109248*b^2*c^2*g*p^3*x+675000*b^2*c^2*g*p^2* x^2+362568*b^2*c^2*g^2*p*x^2-38772*b^2*c^2*g^2*q^2*x+362568*b^2*c^2*g^2*q*x^2+ 989088*b^2*c^3*g*q*x^2-281280*b^2*c^3*p^2*q*x-196224*b^2*c^3*p*q^2*x+1588416*b^ 2*c^3*p*q*x^2-25248*b^2*c^2*g^3*p*x-16344*b^2*c^2*g^3*q*x-88524*b^2*c^2*g^2*p^2 *x+989088*b^2*c^3*g*p*x^2-101952*b^2*c^3*g*q^2*x-221184*b^2*c^3*g*p^2*x-78120*b ^2*c^3*g^2*q*x-115512*b^2*c^3*g^2*p*x-274176*b^2*c^4*p*q*x-151296*b^2*c^4*g*q*x -219360*b^2*c^4*g*p*x+72540*b^3*g*p*q^2*x^2-3936*b^3*g*p*q^3*x-10440*b^3*g*p^2* q^2*x+72540*b^3*g*p^2*q*x^2+31128*b^3*g^2*p*q*x^2-9984*b^3*g*p^3*q*x-4014*b^3*g ^2*p*q^2*x-6660*b^3*g^2*p^2*q*x+288720*b^3*c*p*q^2*x^2-1212*b^3*g^3*p*q*x-39528 *b^3*c*p^2*q^2*x+288720*b^3*c*p^2*q*x^2-15744*b^3*c*p*q^3*x+65424*b^3*c*g^2*q*x ^2-26592*b^3*c*g*p^3*x+157824*b^3*c*g*p^2*x^2-5784*b^3*c*g*q^3*x+157824*b^3*c*g *q^2*x^2-36960*b^3*c*p^3*q*x-1968*b^3*c*g^3*q*x-18156*b^3*c*g^2*p^2*x+65424*b^3 *c*g^2*p*x^2-6516*b^3*c*g^2*q^2*x-73728*b^3*c^2*p*q^2*x+635808*b^3*c^2*p*q*x^2-\ 3480*b^3*c*g^3*p*x-143616*b^3*c^3*p*q*x-34872*b^3*c^2*g^2*p*x-22176*b^3*c^2*g^2 *q*x-80256*b^3*c^2*g*p^2*x+342000*b^3*c^2*g*p*x^2-33024*b^3*c^2*g*q^2*x+342000* b^3*c^2*g*q*x^2-110592*b^3*c^2*p^2*q*x-105888*b^3*c^3*g*p*x-70464*b^3*c^3*g*q*x -2352*b^4*g*p*q^2*x+21600*b^4*g*p*q*x^2-1128*b^4*g^2*p*q*x-4200*b^4*g*p^2*q*x-\ 11496*b^4*c*p*q^2*x+109152*b^4*c*p*q*x^2-18744*b^4*c*p^2*q*x+45360*b^4*c*g*q*x^ 2+45360*b^4*c*g*p*x^2-3816*b^4*c*g*q^2*x-23328*b^4*c^2*g*p*x-14496*b^4*c^2*g*q* x-36288*b^4*c^2*p*q*x-3504*b^4*c*g^2*p*x-1920*b^4*c*g^2*q*x-11928*b^4*c*g*p^2*x -3840*b^5*c*p*q*x-528*b^5*g*p*q*x-1692*a*g*p*q^5*x+49740*a*g*p*q^4*x^2-1824*b^5 *c*g*p*x-960*b^5*c*g*q*x-10980*a*g*p^4*q^2*x+49740*a*g*p^4*q*x^2-11640*a*g*p^3* q^3*x+99480*a*g*p^3*q^2*x^2-6480*a*g*p^2*q^4*x+99480*a*g*p^2*q^3*x^2-3360*a*g^2 *p*q^4*x+63360*a*g^2*p*q^3*x^2-5292*a*g*p^5*q*x-9960*a*g^2*p^2*q^3*x+95040*a*g^ 2*p^2*q^2*x^2-13200*a*g^2*p^3*q^2*x+63360*a*g^2*p^3*q*x^2+35136*a*g^3*p*q^2*x^2 -8220*a*g^2*p^4*q*x+35136*a*g^3*p^2*q*x^2-3168*a*g^3*p*q^3*x-2034*a*g^4*p^2*q*x -1404*a*g^4*p*q^2*x+7512*a*g^4*p*q*x^2-6048*a*g^3*p^3*q*x-6912*a*g^3*p^2*q^2*x-\ 228*a*g^5*p*q*x-5400*a*c*p*q^5*x+160440*a*c*p*q^4*x^2-16632*a*c*p^5*q*x-34560*a *c*p^4*q^2*x+160440*a*c*p^4*q*x^2-36720*a*c*p^3*q^3*x+320880*a*c*p^3*q^2*x^2-\ 20520*a*c*p^2*q^4*x+320880*a*c*p^2*q^3*x^2+111204*a*c*g*p^4*x^2-2508*a*c*g*q^5* x+111204*a*c*g*q^4*x^2+140664*a*c*g^2*q^3*x^2-13176*a*c*g*p^5*x+140664*a*c*g^2* p^3*x^2-5316*a*c*g^2*q^4*x+15816*a*c*g^4*q*x^2-15144*a*c*g^3*p^3*x+76716*a*c*g^ 3*p^2*x^2-5172*a*c*g^3*q^3*x+76716*a*c*g^3*q^2*x^2-20580*a*c*g^2*p^4*x+15816*a* c*g^4*p*x^2-2268*a*c*g^4*q^2*x-552*a*c*g^5*p*x-336*a*c*g^5*q*x-5052*a*c*g^4*p^2 *x-36840*a*c^2*p*q^4*x+717216*a*c^2*p*q^3*x^2-106800*a*c^2*p^2*q^3*x+1075824*a* c^2*p^2*q^2*x^2-68940*a*c^2*g*p^4*x+495552*a*c^2*g*p^3*x^2-18732*a*c^2*g*q^4*x+ 495552*a*c^2*g*q^3*x^2-86520*a*c^2*p^4*q*x-139920*a*c^2*p^3*q^2*x+717216*a*c^2* p^3*q*x^2-6204*a*c^2*g^4*q*x-44676*a*c^2*g^3*p^2*x+166752*a*c^2*g^3*p*x^2-21924 *a*c^2*g^3*q^2*x+166752*a*c^2*g^3*q*x^2-84180*a*c^2*g^2*p^3*x+466392*a*c^2*g^2* p^2*x^2-30828*a*c^2*g^2*q^3*x+466392*a*c^2*g^2*q^2*x^2-85776*a*c^3*g^2*q^2*x+ 684480*a*c^3*g^2*q*x^2-188616*a*c^3*g*p^3*x+1100256*a*c^3*g*p^2*x^2-71400*a*c^3 *g*q^3*x+1100256*a*c^3*g*q^2*x^2-235488*a*c^3*p^3*q*x-275472*a*c^3*p^2*q^2*x+ 1598976*a*c^3*p^2*q*x^2-131808*a*c^3*p*q^3*x+1598976*a*c^3*p*q^2*x^2-9252*a*c^2 *g^4*p*x+1217088*a*c^4*g*p*x^2-147792*a*c^4*g*q^2*x+1217088*a*c^4*g*q*x^2-\ 351648*a*c^4*p^2*q*x-260928*a*c^4*p*q^2*x+1777152*a*c^4*p*q*x^2-56712*a*c^3*g^3 *p*x-39576*a*c^3*g^3*q*x-167856*a*c^3*g^2*p^2*x+684480*a*c^3*g^2*p*x^2-8580*a*b *p^2*q^4*x+144480*a*b*p^2*q^3*x^2-2112*a*b*p*q^5*x+72240*a*b*p*q^4*x^2-220896*a *c^5*g*p*x-158496*a*c^5*g*q*x-271104*a*c^5*p*q*x-162384*a*c^4*g^2*p*x-115440*a* c^4*g^2*q*x-283536*a*c^4*g*p^2*x-15180*a*b*p^4*q^2*x+72240*a*b*p^4*q*x^2-15840* a*b*p^3*q^3*x+144480*a*b*p^3*q^2*x^2+46032*a*b*g*p^4*x^2-792*a*b*g*q^5*x+46032* a*b*g*q^4*x^2-7392*a*b*p^5*q*x+51096*a*b*g^2*q^3*x^2-5544*a*b*g*p^5*x-1584*a*b* g^2*q^4*x-7920*a*b*g^2*p^4*x+51096*a*b*g^2*p^3*x^2+21888*a*b*g^3*q^2*x^2-5016*a *b*g^3*p^3*x+21888*a*b*g^3*p^2*x^2-1320*a*b*g^3*q^3*x-1188*a*b*g^4*p^2*x+2376*a *b*g^4*p*x^2-396*a*b*g^4*q^2*x+2376*a*b*g^4*q*x^2+192*a^3*b^2*g*q^2+992*a^3*b^2 *g*q-96672*a*b*c^2*p^4*x+716640*a*b*c^2*p^3*x^2-23616*a*b*c^2*q^4*x+716640*a*b* c^2*q^3*x^2+4752*a*b*c*g^4*x^2-18492*a*b*c*p^5*x+161136*a*b*c*p^4*x^2-2916*a*b* c*q^5*x+161136*a*b*c*q^4*x^2-202752*a*b*c^4*q^2*x+1754496*a*b*c^4*q*x^2-31392*a *b*c^3*g^3*x+522624*a*b*c^3*g^2*x^2-264768*a*b*c^3*p^3*x+1588416*a*b*c^3*p^2*x^ 2-94656*a*b*c^3*q^3*x+1588416*a*b*c^3*q^2*x^2-3168*a*b*c^2*g^4*x+96624*a*b*c^2* g^3*x^2+1083072*a*b*c^4*g*x^2-399360*a*b*c^4*p^2*x+1754496*a*b*c^4*p*x^2-5292*a *b^2*p*q^4*x+130608*a*b^2*p*q^3*x^2-173952*a*b*c^5*g*x-313152*a*b*c^5*p*x-\ 222912*a*b*c^5*q*x-112320*a*b*c^4*g^2*x+72540*a*b^2*g*q^3*x^2-15498*a*b^2*p^4*q *x-24192*a*b^2*p^3*q^2*x+130608*a*b^2*p^3*q*x^2-17388*a*b^2*p^2*q^3*x+195912*a* b^2*p^2*q^2*x^2-984*a*b^2*g^3*q^2*x+6804*a*b^2*g^3*q*x^2-10284*a*b^2*g^2*p^3*x+ 46692*a*b^2*g^2*p^2*x^2-2346*a*b^2*g^2*q^3*x+46692*a*b^2*g^2*q^2*x^2-10812*a*b^ 2*g*p^4*x+72540*a*b^2*g*p^3*x^2-1740*a*b^2*g*q^4*x-39444*a*b^2*c*p^4*x+288720*a *b^2*c*p^3*x^2-7620*a*b^2*c*q^4*x+288720*a*b^2*c*q^3*x^2-3252*a*b^2*g^3*p^2*x+ 6804*a*b^2*g^3*p*x^2+13608*a*b^2*c*g^3*x^2+205776*a*b^2*c^2*g^2*x^2-161664*a*b^ 2*c^2*p^3*x+953712*a*b^2*c^2*p^2*x^2-51072*a*b^2*c^2*q^3*x+953712*a*b^2*c^2*q^2 *x^2-318528*a*b^2*c^4*p*x-222048*a*b^2*c^4*q*x-66672*a*b^2*c^3*g^2*x+738432*a*b ^2*c^3*g*x^2-324672*a*b^2*c^3*p^2*x+1395072*a*b^2*c^3*p*x^2-155328*a*b^2*c^3*q^ 2*x+1395072*a*b^2*c^3*q*x^2-9072*a*b^2*c^2*g^3*x-15840*a*b^3*p^2*q^2*x+100512*a *b^3*p^2*q*x^2-6336*a*b^3*p*q^3*x+100512*a*b^3*p*q^2*x^2-157824*a*b^2*c^4*g*x-\ 1128*a*b^3*g^2*q^2*x+9504*a*b^3*g^2*q*x^2-9048*a*b^3*g*p^3*x+43200*a*b^3*g*p^2* x^2-1656*a*b^3*g*q^3*x+43200*a*b^3*g*q^2*x^2-14784*a*b^3*p^3*q*x+472320*a*b^3*c ^2*p*x^2-49728*a*b^3*c^2*q^2*x+472320*a*b^3*c^2*q*x^2+19008*a*b^3*c*g^2*x^2-\ 38592*a*b^3*c*p^3*x+218304*a*b^3*c*p^2*x^2-9600*a*b^3*c*q^3*x+218304*a*b^3*c*q^ 2*x^2-4296*a*b^3*g^2*p^2*x+9504*a*b^3*g^2*p*x^2-101184*a*b^3*c^3*q*x-12672*a*b^ 3*c^2*g^2*x+190080*a*b^3*c^2*g*x^2-115392*a*b^3*c^2*p^2*x-150336*a*b^3*c^3*p*x-\ 576*a*b^4*g*q^2*x+6480*a*b^4*g*q*x^2-6120*a*b^4*p^2*q*x-3600*a*b^4*p*q^2*x+ 29280*a*b^4*p*q*x^2-61248*a*b^3*c^3*g*x+12960*a*b^4*c*g*x^2-16848*a*b^4*c*p^2*x +61440*a*b^4*c*p*x^2-5808*a*b^4*c*q^2*x+61440*a*b^4*c*q*x^2-2736*a*b^4*g*p^2*x+ 6480*a*b^4*g*p*x^2+138096*a^2*g*p^2*q^2*x^2-5586*a^2*g*p*q^4*x+92064*a^2*g*p*q^ 3*x^2-2496*a*b^5*c*p*x-1344*a*b^5*c*q*x-768*a*b^5*p*q*x-8640*a*b^4*c^2*g*x-\ 32448*a*b^4*c^2*p*x-20448*a*b^4*c^2*q*x-16308*a^2*g^2*p^2*q^2*x+76644*a^2*g^2*p ^2*q*x^2-7704*a^2*g^2*p*q^3*x+76644*a^2*g^2*p*q^2*x^2-12714*a^2*g*p^4*q*x-20676 *a^2*g*p^3*q^2*x+92064*a^2*g*p^3*q*x^2-15924*a^2*g*p^2*q^3*x+21888*a^2*g^3*p*q* x^2-14040*a^2*g^2*p^3*q*x+483408*a^2*c*p^2*q^2*x^2-19158*a^2*c*p*q^4*x+322272*a ^2*c*p*q^3*x^2-888*a^2*g^4*p*q*x-6306*a^2*g^3*p^2*q*x-4458*a^2*g^3*p*q^2*x+ 203952*a^2*c*g*p^3*x^2-9102*a^2*c*g*q^4*x+203952*a^2*c*g*q^3*x^2-42522*a^2*c*p^ 4*q*x-69468*a^2*c*p^3*q^2*x+322272*a^2*c*p^3*q*x^2-53892*a^2*c*p^2*q^3*x+46044* a^2*c*g^3*p*x^2-7182*a^2*c*g^3*q^2*x+46044*a^2*c*g^3*q*x^2-34590*a^2*c*g^2*p^3* x+167052*a^2*c*g^2*p^2*x^2-12726*a^2*c*g^2*q^3*x+167052*a^2*c*g^2*q^2*x^2-31398 *a^2*c*g*p^4*x-1284*a^2*c*g^4*q*x-15330*a^2*c*g^3*p^2*x-127704*a^2*c^2*g*p^3*x+ 675000*a^2*c^2*g*p^2*x^2-50016*a^2*c^2*g*q^3*x+675000*a^2*c^2*g*q^2*x^2-173088* a^2*c^2*p^3*q*x-204840*a^2*c^2*p^2*q^2*x+1074960*a^2*c^2*p^2*q*x^2-100032*a^2*c ^2*p*q^3*x+1074960*a^2*c^2*p*q^2*x^2-2076*a^2*c*g^4*p*x+362568*a^2*c^2*g^2*p*x^ 2-51492*a^2*c^2*g^2*q^2*x+362568*a^2*c^2*g^2*q*x^2-101244*a^2*c^2*g^2*p^2*x+ 1588416*a^2*c^3*p*q*x^2-27720*a^2*c^2*g^3*p*x-18816*a^2*c^2*g^3*q*x-342912*a^2* c^3*p^2*q*x-257856*a^2*c^3*p*q^2*x-127128*a^2*c^3*g^2*p*x-89736*a^2*c^3*g^2*q*x -252864*a^2*c^3*g*p^2*x+989088*a^2*c^3*g*p*x^2-133632*a^2*c^3*g*q^2*x+989088*a^ 2*c^3*g*q*x^2-17388*a^2*b*p^4*q*x-27972*a^2*b*p^3*q^2*x+130608*a^2*b*p^3*q*x^2-\ 21168*a^2*b*p^2*q^3*x+195912*a^2*b*p^2*q^2*x^2-7182*a^2*b*p*q^4*x+130608*a^2*b* p*q^3*x^2-242304*a^2*c^4*g*p*x-174240*a^2*c^4*g*q*x-327936*a^2*c^4*p*q*x+46692* a^2*b*g^2*q^2*x^2-11868*a^2*b*g*p^4*x+72540*a^2*b*g*p^3*x^2-2796*a^2*b*g*q^4*x+ 72540*a^2*b*g*q^3*x^2-1284*a^2*b*g^3*q^2*x+6804*a^2*b*g^3*q*x^2-11262*a^2*b*g^2 *p^3*x+46692*a^2*b*g^2*p^2*x^2-3324*a^2*b*g^2*q^3*x+13608*a^2*b*c*g^3*x^2-43212 *a^2*b*c*p^4*x+288720*a^2*b*c*p^3*x^2-11388*a^2*b*c*q^4*x+288720*a^2*b*c*q^3*x^ 2-3552*a^2*b*g^3*p^2*x+6804*a^2*b*g^3*p*x^2-67536*a^2*b*c^3*g^2*x+738432*a^2*b* c^3*g*x^2-349248*a^2*b*c^3*p^2*x+1395072*a^2*b*c^3*p*x^2-179904*a^2*b*c^3*q^2*x +1395072*a^2*b*c^3*q*x^2-9072*a^2*b*c^2*g^3*x+205776*a^2*b*c^2*g^2*x^2-175872*a ^2*b*c^2*p^3*x+953712*a^2*b*c^2*p^2*x^2-65280*a^2*b*c^2*q^3*x+953712*a^2*b*c^2* q^2*x^2-28512*a^2*b^2*p^2*q^2*x+150768*a^2*b^2*p^2*q*x^2-12672*a^2*b^2*p*q^3*x+ 150768*a^2*b^2*p*q^2*x^2-161280*a^2*b*c^4*g*x-336672*a^2*b*c^4*p*x-240192*a^2*b *c^4*q*x-25344*a^2*b^2*p^3*q*x+14256*a^2*b^2*g^2*q*x^2-15048*a^2*b^2*g*p^3*x+ 64800*a^2*b^2*g*p^2*x^2-3960*a^2*b^2*g*q^3*x+64800*a^2*b^2*g*q^2*x^2-2376*a^2*b ^2*g^2*q^2*x-63792*a^2*b^2*c*p^3*x+327456*a^2*b^2*c*p^2*x^2-20304*a^2*b^2*c*q^3 *x+327456*a^2*b^2*c*q^2*x^2-7128*a^2*b^2*g^2*p^2*x+14256*a^2*b^2*g^2*p*x^2-\ 188064*a^2*b^2*c^2*p^2*x+708480*a^2*b^2*c^2*p*x^2-89568*a^2*b^2*c^2*q^2*x+ 708480*a^2*b^2*c^2*q*x^2+28512*a^2*b^2*c*g^2*x^2+285120*a^2*b^2*c^2*g*x^2-9360* a^2*b^3*p*q^2*x+58560*a^2*b^3*p*q*x^2-93312*a^2*b^2*c^3*g*x-239616*a^2*b^2*c^3* p*x-165888*a^2*b^2*c^3*q*x-19008*a^2*b^2*c^2*g^2*x+122880*a^2*b^3*c*q*x^2-6144* a^2*b^3*g*p^2*x+12960*a^2*b^3*g*p*x^2-1824*a^2*b^3*g*q^2*x+12960*a^2*b^3*g*q*x^ 2-14400*a^2*b^3*p^2*q*x+122880*a^2*b^3*c*p*x^2-15072*a^2*b^3*c*q^2*x-6720*a^2*b ^4*c*p*x-3840*a^2*b^4*c*q*x-2400*a^2*b^4*p*q*x-17280*a^2*b^3*c^2*g*x-69312*a^2* b^3*c^2*p*x-45312*a^2*b^3*c^2*q*x+25920*a^2*b^3*c*g*x^2-37152*a^2*b^3*c*p^2*x-\ 9594*a^3*g^2*p^2*q*x-6948*a^3*g^2*p*q^2*x+31128*a^3*g^2*p*q*x^2-14208*a^3*g*p^3 *q*x-16776*a^3*g*p^2*q^2*x+72540*a^3*g*p^2*q*x^2-8160*a^3*g*p*q^3*x+72540*a^3*g *p*q^2*x^2-52032*a^3*c*p^3*q*x-62136*a^3*c*p^2*q^2*x+288720*a^3*c*p^2*q*x^2-\ 30816*a^3*c*p*q^3*x+288720*a^3*c*p*q^2*x^2-1812*a^3*g^3*p*q*x-116352*a^3*c^2*p* q^2*x+635808*a^3*c^2*p*q*x^2-4080*a^3*c*g^3*p*x-2568*a^3*c*g^3*q*x-22812*a^3*c* g^2*p^2*x+65424*a^3*c*g^2*p*x^2-11172*a^3*c*g^2*q^2*x+65424*a^3*c*g^2*q*x^2-\ 34440*a^3*c*g*p^3*x+157824*a^3*c*g*p^2*x^2-13632*a^3*c*g*q^3*x+157824*a^3*c*g*q ^2*x^2-192768*a^3*c^3*p*q*x-40704*a^3*c^2*g^2*p*x-28008*a^3*c^2*g^2*q*x-100032* a^3*c^2*g*p^2*x+342000*a^3*c^2*g*p*x^2-52800*a^3*c^2*g*q^2*x+342000*a^3*c^2*g*q *x^2-153216*a^3*c^2*p^2*q*x-124224*a^3*c^3*g*p*x-88800*a^3*c^3*g*q*x+43200*a^3* b*g*q^2*x^2-19008*a^3*b*p^3*q*x-22176*a^3*b*p^2*q^2*x+100512*a^3*b*p^2*q*x^2-\ 10560*a^3*b*p*q^3*x+100512*a^3*b*p*q^2*x^2+9504*a^3*b*g^2*p*x^2-2040*a^3*b*g^2* q^2*x+9504*a^3*b*g^2*q*x^2-11016*a^3*b*g*p^3*x+43200*a^3*b*g*p^2*x^2-3624*a^3*b *g*q^3*x+218304*a^3*b*c*q^2*x^2-5208*a^3*b*g^2*p^2*x+19008*a^3*b*c*g^2*x^2-\ 46464*a^3*b*c*p^3*x+218304*a^3*b*c*p^2*x^2-17472*a^3*b*c*q^3*x-12672*a^3*b*c^2* g^2*x+190080*a^3*b*c^2*g*x^2-135360*a^3*b*c^2*p^2*x+472320*a^3*b*c^2*p*x^2-\ 69696*a^3*b*c^2*q^2*x+472320*a^3*b*c^2*q*x^2-169152*a^3*b*c^3*p*x-120000*a^3*b* c^3*q*x-6816*a^3*b^2*g*p^2*x+12960*a^3*b^2*g*p*x^2-2496*a^3*b^2*g*q^2*x+12960*a ^3*b^2*g*q*x^2-16560*a^3*b^2*p^2*q*x-11520*a^3*b^2*p*q^2*x+58560*a^3*b^2*p*q*x^ 2-63168*a^3*b*c^3*g*x-73728*a^3*b^2*c^2*p*x-49728*a^3*b^2*c^2*q*x+25920*a^3*b^2 *c*g*x^2-40608*a^3*b^2*c*p^2*x+122880*a^3*b^2*c*p*x^2-18528*a^3*b^2*c*q^2*x+ 122880*a^3*b^2*c*q*x^2-30552*a^4*c*p^2*q*x-23304*a^4*c*p*q^2*x+109152*a^4*c*p*q *x^2-2040*a^4*g^2*p*q*x-7152*a^4*g*p^2*q*x-5304*a^4*g*p*q^2*x+21600*a^4*g*p*q*x ^2-9600*a^3*b^3*c*p*x-5760*a^3*b^3*c*q*x-3840*a^3*b^3*p*q*x-17280*a^3*b^2*c^2*g *x-20448*a^4*c^2*g*q*x-56256*a^4*c^2*p*q*x-4416*a^4*c*g^2*p*x-2832*a^4*c*g^2*q* x-16632*a^4*c*g*p^2*x+45360*a^4*c*g*p*x^2-8520*a^4*c*g*q^2*x+45360*a^4*c*g*q*x^ 2-29280*a^4*c^2*g*p*x-6840*a^4*b*p*q^2*x+29280*a^4*b*p*q*x^2+6480*a^4*b*g*p*x^2 -1584*a^4*b*g*q^2*x+6480*a^4*b*g*q*x^2-9360*a^4*b*p^2*q*x-22032*a^4*b*c*p^2*x+ 61440*a^4*b*c*p*x^2-10992*a^4*b*c*q^2*x+61440*a^4*b*c*q*x^2-3744*a^4*b*g*p^2*x-\ 4800*a^4*b^2*c*q*x-3360*a^4*b^2*p*q*x-8640*a^4*b*c^2*g*x-39072*a^4*b*c^2*p*x-\ 27072*a^4*b*c^2*q*x+12960*a^4*b*c*g*x^2-1200*a^5*g*p*q*x-7680*a^4*b^2*c*p*x-\ 1536*a^5*b*p*q*x-2496*a^5*c*g*p*x-1632*a^5*c*g*q*x-7296*a^5*c*p*q*x+21840*b^2*c ^4*g*q+51104*b^2*c^4*p*q+53040*b^2*c^4*g*p+10968*b^2*c^3*g^2*q+9608*b^2*c^3*g*q ^2+26784*b^2*c^3*p*q^2+63104*b^2*c^3*p^2*q-2112*a^5*b*c*q*x-3264*a^5*b*c*p*x+ 28144*b^2*c^3*g^2*p+62104*b^2*c^3*g*p^2+21248*a^3*b*c^3*q+13440*a^3*b*c^3*g+ 48192*a^3*b*c^3*p+2640*a^3*b*c^2*g^2+39024*a^3*b*c^2*g+6236*b^2*c^2*g^3*p+47104 *a^3*b*c^2*p^2+177776*a^3*b*c^2*p+9632*a^3*b*c^2*q^2+67200*a^3*b*c^2*q+3296*b^2 *c^2*g^2*q^2+2140*b^2*c^2*g^3*q+25136*b^2*c^2*g^2*p^2+34696*c^2*g*b^2*p^3+1628* c^2*g*b^2*q^3+6120*p*c^2*b^2*q^3+18400*a^3*c*b*q^2+62096*a^3*c*b*q+36576*b^2*c^ 2*p^3*q+27084*b^2*c^2*p^2*q^2+1752*a^3*c*b*q^3+478*b^2*c*g^4*p+3872*b^2*c*g^3*p ^2+330*b^2*c*g^3*q^2+18808*a^3*c*b*p^3+122768*a^3*c*b*p^2+210264*a^3*c*b*p+114* b^2*c*g^4*q+3568*a^3*c*b*g^2+32600*a^3*c*b*g-995448*a^2*b*c*g*p*q*x-898440*a*b^ 2*c*g*p*q*x-2700000*a*b*c^2*g*p*q*x-668208*a*b*c*g^2*p*q*x-1449612*a*b*c*g*p^2* q*x-997812*a*b*c*g*p*q^2*x-3311088*a*b*c*g*p*q*x+2700000*a*b*c^2*g*p*q*x^2-\ 41040*a*b*c*g^3*p*q*x-148584*a*b*c*g^2*p^2*q*x-104856*a*b*c*g^2*p*q^2*x+668208* a*b*c*g^2*p*q*x^2-186960*a*b*c*g*p^3*q*x-213552*a*b*c*g*p^2*q^2*x+1223712*a*b*c *g*p^2*q*x^2-97776*a*b*c*g*p*q^3*x+1223712*a*b*c*g*p*q^2*x^2-83328*a*b^2*c*g^2* p*q*x-200448*a*b^2*c*g*p^2*q*x-138024*a*b^2*c*g*p*q^2*x+946944*a*b^2*c*g*p*q*x^ 2-709632*a*b*c^3*g*p*q*x-280032*a*b*c^2*g^2*p*q*x-555480*a*b*c^2*g*p^2*q*x-\ 400104*a*b*c^2*g*p*q^2*x-72384*a*b^3*c*g*p*q*x-379392*a*b^2*c^2*g*p*q*x-122688* a^2*b^2*c*g*p*q*x-418944*a^2*b*c^2*g*p*q*x-92640*a^2*b*c*g^2*p*q*x-223992*a^2*b *c*g*p^2*q*x-161568*a^2*b*c*g*p*q^2*x+946944*a^2*b*c*g*p*q*x^2-91200*a^3*b*c*g* p*q*x+21968*a^3*c*b*g*p*q+3311088*a*b*c*g*p*q*x^2+181008*a^2*b*c*g*p*q^2*x^2+ 81792*a*b^3*c*g*p*q*x^2+399168*a*b^2*c^2*g*p*q*x^2+87984*a*b^2*c*g^2*p*q*x^2+ 181008*a*b^2*c*g*p^2*q*x^2+181008*a*b^2*c*g*p*q^2*x^2+709632*a*b*c^3*g*p*q*x^2+ 280032*a*b*c^2*g^2*p*q*x^2+477792*a*b*c^2*g*p^2*q*x^2+477792*a*b*c^2*g*p*q^2*x^ 2+41040*a*b*c*g^3*p*q*x^2+126720*a*b*c*g^2*p^2*q*x^2+126720*a*b*c*g^2*p*q^2*x^2 +142368*a*b*c*g*p^3*q*x^2+213552*a*b*c*g*p^2*q^2*x^2+142368*a*b*c*g*p*q^3*x^2+ 81792*a^3*b*c*g*p*q*x^2+122688*a^2*b^2*c*g*p*q*x^2+399168*a^2*b*c^2*g*p*q*x^2+ 87984*a^2*b*c*g^2*p*q*x^2+181008*a^2*b*c*g*p^2*q*x^2+150368*a*c^3*b*g*p*q+ 579416*c^2*g*b*a*p*q+25632*a^2*b^2*c*g*p*q+94352*b*a^2*c^2*g*p*q+28888*a^2*c*g* b*p*q^2+226612*a^2*c*g*b*p*q+62684*a^2*c*g*b*p^2*q+20480*a^2*c*b*g^2*p*q+67748* p*a^3*b*q+6760*a^3*b*p^3*q+5704*a^3*b*p^2*q^2+42944*a^3*b*p^2*q+18804*p*a^3*b*q ^2+176*a^3*b*g^2*q^2+704*a^3*b*g^2*q+2500*a^3*b*g*q^2+6876*a^3*b*g*q+280*a^3*b* g*q^3+1688*p*a^3*b*q^3+12560*b^3*c*a*g*p*q+74576*b^2*c^2*a*g*p*q+48328*a*g*b^2* c*p^2*q+19700*a*g*b^2*c*p*q^2+178108*a*g*b^2*c*p*q+15824*a*b^2*c*g^2*p*q+2064*a ^3*b*g^2*p^2+4176*a^3*b*g^2*p+4704*a^3*b*g*p^3+27164*a^3*b*g*p^2+36908*a^3*b*g* p+35984*a^3*c^3*g*p+48576*a^3*c^3*p*q+1512*c*p*q^6*x^2+24*g^6*p*q*x^2+216*g^5*p ^2*q*x^2+216*g^5*p*q^2*x^2+720*g^4*p^3*q*x^2+1080*g^4*p^2*q^2*x^2+720*g^4*p*q^3 *x^2+1200*g^3*p^4*q*x^2+2400*g^3*p^3*q^2*x^2+2400*g^3*p^2*q^3*x^2+1200*g^3*p*q^ 4*x^2+1080*g^2*p^5*q*x^2+2700*g^2*p^4*q^2*x^2+3600*g^2*p^3*q^3*x^2+2700*g^2*p^2 *q^4*x^2+1080*g^2*p*q^5*x^2+504*g*p^6*q*x^2+1512*g*p^5*q^2*x^2+2520*g*p^4*q^3*x ^2+2520*g*p^3*q^4*x^2+1512*g*p^2*q^5*x^2+504*g*p*q^6*x^2-576*a^6*c*p*x+15920*a^ 3*c^3*g*q+41472*c^3*g^2*p^3*x^2+41472*c^3*g^2*q^3*x^2+29040*c^3*g*p^4*x^2+29040 *c^3*g*q^4*x^2+38400*c^3*p^4*q*x^2+76800*c^3*p^3*q^2*x^2+76800*c^3*p^2*q^3*x^2+ 38400*c^3*p*q^4*x^2+1008*c^2*g^5*p*x^2+1008*c^2*g^5*q*x^2+5352*c^2*g^4*p^2*x^2+ 5352*c^2*g^4*q^2*x^2+12192*c^2*g^3*p^3*x^2+12192*c^2*g^3*q^3*x^2+13824*c^2*g^2* p^4*x^2+13824*c^2*g^2*q^4*x^2+7728*c^2*g*p^5*x^2+7728*c^2*g*q^5*x^2+10224*c^2*p ^5*q*x^2+25560*c^2*p^4*q^2*x^2+34080*c^2*p^3*q^3*x^2+25560*c^2*p^2*q^4*x^2+ 10224*c^2*p*q^5*x^2+48*c*g^6*p*x^2+48*c*g^6*q*x^2+468*c*g^5*p^2*x^2+468*c*g^5*q ^2*x^2+1608*c*g^4*p^3*x^2+1608*c*g^4*q^3*x^2+2712*c*g^3*p^4*x^2+2712*c*g^3*q^4* x^2+2448*c*g^2*p^5*x^2+2448*c*g^2*q^5*x^2+1140*c*g*p^6*x^2+1140*c*g*q^6*x^2+ 1512*c*p^6*q*x^2+4536*c*p^5*q^2*x^2+7560*c*p^4*q^3*x^2+7560*c*p^3*q^4*x^2+4536* c*p^2*q^5*x^2+1704*b*c*q^6*x^2+108*b*g^5*p^2*x^2+108*b*g^5*q^2*x^2+540*b*g^4*p^ 3*x^2+540*b*g^4*q^3*x^2+1080*b*g^3*p^4*x^2+1080*b*g^3*q^4*x^2+1080*b*g^2*p^5*x^ 2+1080*b*g^2*q^5*x^2+540*b*g*p^6*x^2+540*b*g*q^6*x^2+756*b*p^6*q*x^2+2268*b*p^5 *q^2*x^2+3780*b*p^4*q^3*x^2+3780*b*p^3*q^4*x^2+2268*b*p^2*q^5*x^2+756*b*p*q^6*x ^2+65280*c^6*g*p*x^2+65280*c^6*g*q*x^2+86784*c^6*p*q*x^2+62208*c^5*g^2*p*x^2+ 62208*c^5*g^2*q*x^2+87744*c^5*g*p^2*x^2+87744*c^5*g*q^2*x^2+116352*c^5*p^2*q*x^ 2+116352*c^5*p*q^2*x^2+30336*c^4*g^3*p*x^2+30336*c^4*g^3*q*x^2+69696*c^4*g^2*p^ 2*x^2+69696*c^4*g^2*q^2*x^2+65280*c^4*g*p^3*x^2+65280*c^4*g*q^3*x^2+86400*c^4*p ^3*q*x^2+129600*c^4*p^2*q^2*x^2+86400*c^4*p*q^3*x^2+7872*c^3*g^4*p*x^2+7872*c^3 *g^4*q*x^2+27264*c^3*g^3*p^2*x^2+27264*c^3*g^3*q^2*x^2+756*b^3*g^3*p^2*x^2+756* b^3*g^3*q^2*x^2+2268*b^3*g^2*p^3*x^2+2268*b^3*g^2*q^3*x^2+2268*b^3*g*p^4*x^2+ 2268*b^3*g*q^4*x^2+3780*b^3*p^4*q*x^2+7560*b^3*p^3*q^2*x^2+7560*b^3*p^2*q^3*x^2 +3780*b^3*p*q^4*x^2+86976*b^2*c^5*g*x^2+134016*b^2*c^5*p*x^2+134016*b^2*c^5*q*x ^2+56160*b^2*c^4*g^2*x^2+150528*b^2*c^4*p^2*x^2+150528*b^2*c^4*q^2*x^2+15696*b^ 2*c^3*g^3*x^2+89856*b^2*c^3*p^3*x^2+89856*b^2*c^3*q^3*x^2+1584*b^2*c^2*g^4*x^2+ 30072*b^2*c^2*p^4*x^2+30072*b^2*c^2*q^4*x^2+5352*b^2*c*p^5*x^2+5352*b^2*c*q^5*x ^2+396*b^2*g^4*p^2*x^2+396*b^2*g^4*q^2*x^2+1584*b^2*g^3*p^3*x^2+1584*b^2*g^3*q^ 3*x^2+2376*b^2*g^2*p^4*x^2+2376*b^2*g^2*q^4*x^2+1584*b^2*g*p^5*x^2+1584*b^2*g*q ^5*x^2+2376*b^2*p^5*q*x^2+5940*b^2*p^4*q^2*x^2+7920*b^2*p^3*q^3*x^2+5940*b^2*p^ 2*q^4*x^2+2376*b^2*p*q^5*x^2+68352*b*c^6*g*x^2+96768*b*c^6*p*x^2+96768*b*c^6*q* x^2+59904*b*c^5*g^2*x^2+130176*b*c^5*p^2*x^2+130176*b*c^5*q^2*x^2+25728*b*c^4*g ^3*x^2+96960*b*c^4*p^3*x^2+96960*b*c^4*q^3*x^2+5376*b*c^3*g^4*x^2+43200*b*c^3*p ^4*x^2+43200*b*c^3*q^4*x^2+432*b*c^2*g^5*x^2+11520*b*c^2*p^5*x^2+11520*b*c^2*q^ 5*x^2+1704*b*c*p^6*x^2+2268*a*p^2*q^5*x^2+756*a*p*q^6*x^2+384*b^6*c*p*x^2+384*b ^6*c*q*x^2+192*b^6*p*q*x^2+1728*b^5*c^2*g*x^2+5952*b^5*c^2*p*x^2+5952*b^5*c^2*q *x^2+2784*b^5*c*p^2*x^2+2784*b^5*c*q^2*x^2+432*b^5*g*p^2*x^2+432*b^5*g*q^2*x^2+ 1296*b^5*p^2*q*x^2+1296*b^5*p*q^2*x^2+15552*b^4*c^3*g*x^2+33792*b^4*c^3*p*x^2+ 33792*b^4*c^3*q*x^2+3168*b^4*c^2*g^2*x^2+23136*b^4*c^2*p^2*x^2+23136*b^4*c^2*q^ 2*x^2+7008*b^4*c*p^3*x^2+7008*b^4*c*q^3*x^2+792*b^4*g^2*p^2*x^2+792*b^4*g^2*q^2 *x^2+1584*b^4*g*p^3*x^2+1584*b^4*g*q^3*x^2+3168*b^4*p^3*q*x^2+4752*b^4*p^2*q^2* x^2+3168*b^4*p*q^3*x^2+53184*b^3*c^4*g*x^2+93120*b^3*c^4*p*x^2+93120*b^3*c^4*q* x^2+22368*b^3*c^3*g^2*x^2+84096*b^3*c^3*p^2*x^2+84096*b^3*c^3*q^2*x^2+3024*b^3* c^2*g^3*x^2+37824*b^3*c^2*p^3*x^2+37824*b^3*c^2*q^3*x^2+8472*b^3*c*p^4*x^2+8472 *b^3*c*q^4*x^2+3168*a*b^3*p^4*x^2+3168*a*b^3*q^4*x^2+123264*a*b^2*c^5*x^2+2268* a*b^2*p^5*x^2+2268*a*b^2*q^5*x^2+99072*a*b*c^6*x^2+792*a*b*p^6*x^2+792*a*b*q^6* x^2+68352*a*c^6*g*x^2+96768*a*c^6*p*x^2+96768*a*c^6*q*x^2+59904*a*c^5*g^2*x^2+ 130176*a*c^5*p^2*x^2+130176*a*c^5*q^2*x^2+25728*a*c^4*g^3*x^2+96960*a*c^4*p^3*x ^2+96960*a*c^4*q^3*x^2+5376*a*c^3*g^4*x^2+43200*a*c^3*p^4*x^2+43200*a*c^3*q^4*x ^2+432*a*c^2*g^5*x^2+11520*a*c^2*p^5*x^2+11520*a*c^2*q^5*x^2+1704*a*c*p^6*x^2+ 1704*a*c*q^6*x^2+108*a*g^5*p^2*x^2+108*a*g^5*q^2*x^2+540*a*g^4*p^3*x^2+540*a*g^ 4*q^3*x^2+1080*a*g^3*p^4*x^2+1080*a*g^3*q^4*x^2+1080*a*g^2*p^5*x^2+1080*a*g^2*q ^5*x^2+540*a*g*p^6*x^2+540*a*g*q^6*x^2+756*a*p^6*q*x^2+2268*a*p^5*q^2*x^2+3780* a*p^4*q^3*x^2+3780*a*p^3*q^4*x^2+4320*a^2*b^3*p^3*x^2+4320*a^2*b^3*q^3*x^2+ 110592*a^2*b^2*c^4*x^2+4752*a^2*b^2*p^4*x^2+4752*a^2*b^2*q^4*x^2+123264*a^2*b*c ^5*x^2+2268*a^2*b*p^5*x^2+2268*a^2*b*q^5*x^2+86976*a^2*c^5*g*x^2+134016*a^2*c^5 *p*x^2+134016*a^2*c^5*q*x^2+56160*a^2*c^4*g^2*x^2+150528*a^2*c^4*p^2*x^2+150528 *a^2*c^4*q^2*x^2+15696*a^2*c^3*g^3*x^2+89856*a^2*c^3*p^3*x^2+89856*a^2*c^3*q^3* x^2+1584*a^2*c^2*g^4*x^2+30072*a^2*c^2*p^4*x^2+30072*a^2*c^2*q^4*x^2+5352*a^2*c *p^5*x^2+5352*a^2*c*q^5*x^2+396*a^2*g^4*p^2*x^2+396*a^2*g^4*q^2*x^2+1584*a^2*g^ 3*p^3*x^2+1584*a^2*g^3*q^3*x^2+2376*a^2*g^2*p^4*x^2+2376*a^2*g^2*q^4*x^2+1584*a ^2*g*p^5*x^2+1584*a^2*g*q^5*x^2+2376*a^2*p^5*q*x^2+5940*a^2*p^4*q^2*x^2+7920*a^ 2*p^3*q^3*x^2+5940*a^2*p^2*q^4*x^2+2376*a^2*p*q^5*x^2+2304*a*b^5*c^2*x^2+576*a* b^5*p^2*x^2+576*a*b^5*q^2*x^2+21120*a*b^4*c^3*x^2+2160*a*b^4*p^3*x^2+2160*a*b^4 *q^3*x^2+73728*a*b^3*c^4*x^2+7008*a^4*c*p^3*x^2+7008*a^4*c*q^3*x^2+792*a^4*g^2* p^2*x^2+792*a^4*g^2*q^2*x^2+1584*a^4*g*p^3*x^2+1584*a^4*g*q^3*x^2+3168*a^4*p^3* q*x^2+4752*a^4*p^2*q^2*x^2+3168*a^4*p*q^3*x^2+7680*a^3*b^3*c^2*x^2+1920*a^3*b^3 *p^2*x^2+1920*a^3*b^3*q^2*x^2+42240*a^3*b^2*c^3*x^2+4320*a^3*b^2*p^3*x^2+4320*a ^3*b^2*q^3*x^2+73728*a^3*b*c^4*x^2+3168*a^3*b*p^4*x^2+3168*a^3*b*q^4*x^2+53184* a^3*c^4*g*x^2+93120*a^3*c^4*p*x^2+93120*a^3*c^4*q*x^2+22368*a^3*c^3*g^2*x^2+ 84096*a^3*c^3*p^2*x^2+84096*a^3*c^3*q^2*x^2+3024*a^3*c^2*g^3*x^2+37824*a^3*c^2* p^3*x^2+37824*a^3*c^2*q^3*x^2+8472*a^3*c*p^4*x^2+8472*a^3*c*q^4*x^2+756*a^3*g^3 *p^2*x^2+756*a^3*g^3*q^2*x^2+2268*a^3*g^2*p^3*x^2+2268*a^3*g^2*q^3*x^2+2268*a^3 *g*p^4*x^2+2268*a^3*g*q^4*x^2+3780*a^3*p^4*q*x^2+7560*a^3*p^3*q^2*x^2+7560*a^3* p^2*q^3*x^2+3780*a^3*p*q^4*x^2+5760*a^2*b^4*c^2*x^2+1440*a^2*b^4*p^2*x^2+1440*a ^2*b^4*q^2*x^2+42240*a^2*b^3*c^3*x^2+384*a^6*c*p*x^2+384*a^6*c*q*x^2+192*a^6*p* q*x^2+2304*a^5*b*c^2*x^2+576*a^5*b*p^2*x^2+576*a^5*b*q^2*x^2+1728*a^5*c^2*g*x^2 +5952*a^5*c^2*p*x^2+5952*a^5*c^2*q*x^2+2784*a^5*c*p^2*x^2+2784*a^5*c*q^2*x^2+ 432*a^5*g*p^2*x^2+432*a^5*g*q^2*x^2+1296*a^5*p^2*q*x^2+1296*a^5*p*q^2*x^2+5760* a^4*b^2*c^2*x^2+1440*a^4*b^2*p^2*x^2+1440*a^4*b^2*q^2*x^2+21120*a^4*b*c^3*x^2+ 2160*a^4*b*p^3*x^2+2160*a^4*b*q^3*x^2+15552*a^4*c^3*g*x^2+33792*a^4*c^3*p*x^2+ 33792*a^4*c^3*q*x^2+3168*a^4*c^2*g^2*x^2+23136*a^4*c^2*p^2*x^2+23136*a^4*c^2*q^ 2*x^2+2112*a^4*b*c*g+8416*a^4*b*c*p^2+25792*a^4*b*c*p+11952*a^3*c^2*g^2*p+47912 *a^3*c^2*p^2*q+3144*a^4*b*p^2*q+1592*a^4*b*g*p^2+2992*a^4*b*g*p-48444*b^3*p^3*q *x-49500*b^3*p^2*q^2*x-17556*b^3*p*q^3*x-535296*b^2*c^4*g*x-993504*b^2*c^4*p*x-\ 660864*b^2*c^4*q*x-260640*b^2*c^3*g^2*x-1012752*b^2*c^3*p^2*x-430320*b^2*c^3*q^ 2*x-48864*b^2*c^2*g^3*x-504816*b^2*c^2*p^3*x-125088*b^2*c^2*q^3*x-2472*b^2*c*g^ 4*x-123444*b^2*c*p^4*x-14220*b^2*c*q^4*x-1536*b^2*g^4*p*x-744*b^2*g^4*q*x-15156 *b^2*g^3*p^2*x-4476*b^2*g^3*q^2*x-37638*b^2*g^2*p^3*x-6804*b^2*g^2*q^3*x-35892* b^2*g*p^4*x-3252*b^2*g*q^4*x-47676*b^2*p^4*q*x-71964*b^2*p^3*q^2*x-48576*b^2*p^ 2*q^3*x-12594*b^2*p*q^4*x-533088*b*c^5*g*x-913248*b*c^5*p*x-620256*b*c^5*q*x-\ 373776*b*c^4*g^2*x-1170432*b*c^4*p^2*x-531744*b*c^4*q^2*x-120312*b*c^3*g^3*x-\ 779856*b*c^3*p^3*x-226704*b*c^3*q^3*x-16704*b*c^2*g^4*x-286236*b*c^2*p^4*x-\ 48300*b*c^2*q^4*x-660*b*c*g^5*x-55062*b*c*p^5*x-4206*b*c*q^5*x-426*b*g^5*p*x-\ 210*b*g^5*q*x-5412*b*g^4*p^2*x-1746*b*g^4*q^2*x-18078*b*g^3*p^3*x-3942*b*g^3*q^ 3*x-25974*b*g^2*p^4*x-3510*b*g^2*q^4*x-17232*b*g*p^5*x-1128*b*g*q^5*x-21774*b*p ^5*q*x-43620*b*p^4*q^2*x+35880*a^3*c^2*g*p^2+132496*a^3*c^2*g*p+25096*a^3*c^2*p *q^2+186800*a^3*c^2*p*q+7608*a^3*c^2*g*q^2+49744*a^3*c^2*g*q+4776*a^3*c^2*g^2*q +155816*a^3*c*g*p+231012*a^3*c*p*q+8500*a^3*c*g^2*p^2+26512*a^3*c*g^2*p+8288*a* b*c*g^3*p*q+38438*b*g^2*a*c*p^2*q+16574*b*g^2*a*c*p*q^2+56652*c*g*b*a*p^3*q+ 45292*c*g*b*a*p^2*q^2+12060*b*p*a*c*g*q^3+2136600*b*c^2*g*p^2*x^2+2136600*b*c^2 *g*q^2*x^2+3229056*b*c^2*p^2*q*x^2+3229056*b*c^2*p*q^2*x^2+187260*b*c*g^3*p*x^2 +187260*b*c*g^3*q*x^2+575460*b*c*g^2*p^2*x^2+575460*b*c*g^2*q^2*x^2+646776*b*c* g*p^3*x^2+646776*b*c*g*q^3*x^2+972288*b*c*p^3*q*x^2+1458432*b*c*p^2*q^2*x^2+ 972288*b*c*p*q^3*x^2+87408*b*g^3*p*q*x^2+263124*b*g^2*p^2*q*x^2+263124*b*g^2*p* q^2*x^2+292704*b*g*p^3*q*x^2+439056*b*g*p^2*q^2*x^2+292704*b*g*p*q^3*x^2+ 3244800*c^3*g*p*q*x^2+1455216*c^2*g^2*p*q*x^2+2201616*c^2*g*p^2*q*x^2+2201616*c ^2*g*p*q^2*x^2+260520*c*g^3*p*q*x^2+659808*c*g^2*p^2*q*x^2+659808*c*g^2*p*q^2*x ^2+661872*c*g*p^3*q*x^2+992808*c*g*p^2*q^2*x^2+661872*c*g*p*q^3*x^2+575460*a*c* g^2*q^2*x^2+646776*a*c*g*p^3*x^2+646776*a*c*g*q^3*x^2+972288*a*c*p^3*q*x^2+ 1458432*a*c*p^2*q^2*x^2+972288*a*c*p*q^3*x^2+87408*a*g^3*p*q*x^2+263124*a*g^2*p ^2*q*x^2+263124*a*g^2*p*q^2*x^2+292704*a*g*p^3*q*x^2+439056*a*g*p^2*q^2*x^2+ 292704*a*g*p*q^3*x^2+380280*b^3*c*g*p*x^2+380280*b^3*c*g*q*x^2+774768*b^3*c*p*q *x^2+177912*b^3*g*p*q*x^2+1801272*b^2*c^2*g*p*x^2+1801272*b^2*c^2*g*q*x^2+ 3063888*b^2*c^2*p*q*x^2+405180*b^2*c*g^2*p*x^2+405180*b^2*c*g^2*q*x^2+827772*b^ 2*c*g*p^2*x^2+827772*b^2*c*g*q^2*x^2+1393560*b^2*c*p^2*q*x^2+1393560*b^2*c*p*q^ 2*x^2+189336*b^2*g^2*p*q*x^2+379116*b^2*g*p^2*q*x^2+379116*b^2*g*p*q^2*x^2+ 3126720*b*c^3*g*p*x^2+3126720*b*c^3*g*q*x^2+4752768*b*c^3*p*q*x^2+1254024*b*c^2 *g^2*p*x^2+1254024*b*c^2*g^2*q*x^2+1162152*a*b^2*c*q^2*x^2+92448*a*b^2*g^2*p*x^ 2+92448*a*b^2*g^2*q*x^2+266868*a*b^2*g*p^2*x^2+266868*a*b^2*g*q^2*x^2+533196*a* b^2*p^2*q*x^2+533196*a*b^2*p*q^2*x^2+2604864*a*b*c^3*g*x^2+4477056*a*b*c^3*p*x^ 2+4477056*a*b*c^3*q*x^2+864624*a*b*c^2*g^2*x^2+3063888*a*b*c^2*p^2*x^2+3063888* a*b*c^2*q^2*x^2+90000*a*b*c*g^3*x^2+929040*a*b*c*p^3*x^2+929040*a*b*c*q^3*x^2+ 43488*a*b*g^3*p*x^2+43488*a*b*g^3*q*x^2+189336*a*b*g^2*p^2*x^2+189336*a*b*g^2*q ^2*x^2+252744*a*b*g*p^3*x^2+252744*a*b*g*q^3*x^2+421248*a*b*p^3*q*x^2+631872*a* b*p^2*q^2*x^2+421248*a*b*p*q^3*x^2+3126720*a*c^3*g*p*x^2+3126720*a*c^3*g*q*x^2+ 4752768*a*c^3*p*q*x^2+1254024*a*c^2*g^2*p*x^2+1254024*a*c^2*g^2*q*x^2+2136600*a *c^2*g*p^2*x^2+2136600*a*c^2*g*q^2*x^2+3229056*a*c^2*p^2*q*x^2+3229056*a*c^2*p* q^2*x^2+187260*a*c*g^3*p*x^2+187260*a*c*g^3*q*x^2+575460*a*c*g^2*p^2*x^2+ 1162152*a^2*b*c*p^2*x^2+1162152*a^2*b*c*q^2*x^2+92448*a^2*b*g^2*p*x^2+92448*a^2 *b*g^2*q*x^2+266868*a^2*b*g*p^2*x^2+266868*a^2*b*g*q^2*x^2+533196*a^2*b*p^2*q*x ^2+533196*a^2*b*p*q^2*x^2+1801272*a^2*c^2*g*p*x^2+1801272*a^2*c^2*g*q*x^2+ 3063888*a^2*c^2*p*q*x^2+405180*a^2*c*g^2*p*x^2+405180*a^2*c*g^2*q*x^2+827772*a^ 2*c*g*p^2*x^2+827772*a^2*c*g*q^2*x^2+1393560*a^2*c*p^2*q*x^2+1393560*a^2*c*p*q^ 2*x^2+189336*a^2*g^2*p*q*x^2+379116*a^2*g*p^2*q*x^2+379116*a^2*g*p*q^2*x^2+ 176256*a*b^3*c*g*x^2+522624*a*b^3*c*p*x^2+522624*a*b^3*c*q*x^2+85248*a*b^3*g*p* x^2+85248*a*b^3*g*q*x^2+244800*a*b^3*p*q*x^2+1215936*a*b^2*c^2*g*x^2+2524896*a* b^2*c^2*p*x^2+2524896*a*b^2*c^2*q*x^2+191232*a*b^2*c*g^2*x^2+1162152*a*b^2*c*p^ 2*x^2+176256*a^3*b*c*g*x^2+522624*a^3*b*c*p*x^2+522624*a^3*b*c*q*x^2+85248*a^3* b*g*p*x^2+85248*a^3*b*g*q*x^2+244800*a^3*b*p*q*x^2+380280*a^3*c*g*p*x^2+380280* a^3*c*g*q*x^2+774768*a^3*c*p*q*x^2+177912*a^3*g*p*q*x^2+264384*a^2*b^2*c*g*x^2+ 783936*a^2*b^2*c*p*x^2+783936*a^2*b^2*c*q*x^2+127872*a^2*b^2*g*p*x^2+127872*a^2 *b^2*g*q*x^2+367200*a^2*b^2*p*q*x^2+1215936*a^2*b*c^2*g*x^2+2524896*a^2*b*c^2*p *x^2+2524896*a^2*b*c^2*q*x^2+191232*a^2*b*c*g^2*x^2+14476*a^3*c*g*p^3+93928*a^3 *c*g*p^2+1244*a^3*c*g^3*p+16980*a^3*c*p^2*q^2+129936*a^3*c*p^2*q+5568*a^3*c*p*q ^3+63040*a^3*c*p*q^2+388*a^3*c*g^3*q+19048*a^3*c*p^3*q+1488*a^3*c*g*q^3+14572*a ^3*c*g*q^2+44424*a^3*c*g*q+1448*a^3*c*g^2*q^2+8112*a^3*c*g^2*q+3118*a^3*g^2*p^2 *q+52824*p*a^3*g*q+5312*a^3*g*p^3*q+4602*a^3*g*p^2*q^2+33936*a^3*g*p^2*q+1428*p *a^3*g*q^3+15378*p*a^3*g*q^2+452*a^3*g^3*p*q+1430*a^3*g^2*p*q^2+9192*a^3*g^2*p* q+17100*c*g*p^2*q^4*x^2+6840*c*g*p*q^5*x^2+10800*b*g^2*p^2*q^3*x^2+5400*b*g^2*p *q^4*x^2+3240*b*g*p^5*q*x^2+8100*b*g*p^4*q^2*x^2+10800*b*g*p^3*q^3*x^2+8100*b*g *p^2*q^4*x^2+3240*b*g*p*q^5*x^2+175488*c^5*g*p*q*x^2+139392*c^4*g^2*p*q*x^2+ 195840*c^4*g*p^2*q*x^2+195840*c^4*g*p*q^2*x^2+54528*c^3*g^3*p*q*x^2+124416*c^3* g^2*p^2*q*x^2+124416*c^3*g^2*p*q^2*x^2+116160*c^3*g*p^3*q*x^2+174240*c^3*g*p^2* q^2*x^2+116160*c^3*g*p*q^3*x^2+10704*c^2*g^4*p*q*x^2+36576*c^2*g^3*p^2*q*x^2+ 36576*c^2*g^3*p*q^2*x^2+55296*c^2*g^2*p^3*q*x^2+82944*c^2*g^2*p^2*q^2*x^2+55296 *c^2*g^2*p*q^3*x^2+38640*c^2*g*p^4*q*x^2+77280*c^2*g*p^3*q^2*x^2+77280*c^2*g*p^ 2*q^3*x^2+38640*c^2*g*p*q^4*x^2+936*c*g^5*p*q*x^2+4824*c*g^4*p^2*q*x^2+4824*c*g ^4*p*q^2*x^2+10848*c*g^3*p^3*q*x^2+16272*c*g^3*p^2*q^2*x^2+10848*c*g^3*p*q^3*x^ 2+12240*c*g^2*p^4*q*x^2+24480*c*g^2*p^3*q^2*x^2+24480*c*g^2*p^2*q^3*x^2+12240*c *g^2*p*q^4*x^2+6840*c*g*p^5*q*x^2+17100*c*g*p^4*q^2*x^2+22800*c*g*p^3*q^3*x^2+ 3504*b*c*g^4*q^2*x^2+9624*b*c*g^3*p^3*x^2+9624*b*c*g^3*q^3*x^2+12168*b*c*g^2*p^ 4*x^2+12168*b*c*g^2*q^4*x^2+7320*b*c*g*p^5*x^2+7320*b*c*g*q^5*x^2+10224*b*c*p^5 *q*x^2+25560*b*c*p^4*q^2*x^2+34080*b*c*p^3*q^3*x^2+25560*b*c*p^2*q^4*x^2+10224* b*c*p*q^5*x^2+216*b*g^5*p*q*x^2+1620*b*g^4*p^2*q*x^2+1620*b*g^4*p*q^2*x^2+4320* b*g^3*p^3*q*x^2+6480*b*g^3*p^2*q^2*x^2+4320*b*g^3*p*q^3*x^2+5400*b*g^2*p^4*q*x^ 2+10800*b*g^2*p^3*q^2*x^2+54576*b*c^2*g^2*q^3*x^2+41232*b*c^2*g*p^4*x^2+41232*b *c^2*g*q^4*x^2+57600*b*c^2*p^4*q*x^2+115200*b*c^2*p^3*q^2*x^2+115200*b*c^2*p^2* q^3*x^2+57600*b*c^2*p*q^4*x^2+432*b*c*g^5*p*x^2+432*b*c*g^5*q*x^2+3504*b*c*g^4* p^2*x^2+260352*b*c^5*p*q*x^2+135360*b*c^4*g^2*p*x^2+135360*b*c^4*g^2*q*x^2+ 207168*b*c^4*g*p^2*x^2+207168*b*c^4*g*q^2*x^2+290880*b*c^4*p^2*q*x^2+290880*b*c ^4*p*q^2*x^2+46944*b*c^3*g^3*p*x^2+46944*b*c^3*g^3*q*x^2+121824*b*c^3*g^2*p^2*x ^2+121824*b*c^3*g^2*q^2*x^2+123456*b*c^3*g*p^3*x^2+123456*b*c^3*g*q^3*x^2+ 172800*b*c^3*p^3*q*x^2+259200*b*c^3*p^2*q^2*x^2+172800*b*c^3*p*q^3*x^2+7536*b*c ^2*g^4*p*x^2+7536*b*c^2*g^4*q*x^2+31968*b*c^2*g^3*p^2*x^2+31968*b*c^2*g^3*q^2*x ^2+54576*b*c^2*g^2*p^3*x^2+17796*b^2*c*g*q^4*x^2+26760*b^2*c*p^4*q*x^2+53520*b^ 2*c*p^3*q^2*x^2+53520*b^2*c*p^2*q^3*x^2+26760*b^2*c*p*q^4*x^2+792*b^2*g^4*p*q*x ^2+4752*b^2*g^3*p^2*q*x^2+4752*b^2*g^3*p*q^2*x^2+9504*b^2*g^2*p^3*q*x^2+14256*b ^2*g^2*p^2*q^2*x^2+9504*b^2*g^2*p*q^3*x^2+7920*b^2*g*p^4*q*x^2+15840*b^2*g*p^3* q^2*x^2+15840*b^2*g*p^2*q^3*x^2+7920*b^2*g*p*q^4*x^2+184704*b*c^5*g*p*x^2+ 184704*b*c^5*g*q*x^2+177408*b^2*c^3*g*q^2*x^2+269568*b^2*c^3*p^2*q*x^2+269568*b ^2*c^3*p*q^2*x^2+22032*b^2*c^2*g^3*p*x^2+22032*b^2*c^2*g^3*q*x^2+70008*b^2*c^2* g^2*p^2*x^2+70008*b^2*c^2*g^2*q^2*x^2+79632*b^2*c^2*g*p^3*x^2+79632*b^2*c^2*g*q ^3*x^2+120288*b^2*c^2*p^3*q*x^2+180432*b^2*c^2*p^2*q^2*x^2+120288*b^2*c^2*p*q^3 *x^2+1584*b^2*c*g^4*p*x^2+1584*b^2*c*g^4*q*x^2+10260*b^2*c*g^3*p^2*x^2+10260*b^ 2*c*g^3*q^2*x^2+21120*b^2*c*g^2*p^3*x^2+21120*b^2*c*g^2*q^3*x^2+17796*b^2*c*g*p ^4*x^2+3024*b^3*c*g^3*p*x^2+3024*b^3*c*g^3*q*x^2+14664*b^3*c*g^2*p^2*x^2+14664* b^3*c*g^2*q^2*x^2+20112*b^3*c*g*p^3*x^2+20112*b^3*c*g*q^3*x^2+33888*b^3*c*p^3*q *x^2+50832*b^3*c*p^2*q^2*x^2+33888*b^3*c*p*q^3*x^2+1512*b^3*g^3*p*q*x^2+6804*b^ 3*g^2*p^2*q*x^2+6804*b^3*g^2*p*q^2*x^2+9072*b^3*g*p^3*q*x^2+13608*b^3*g*p^2*q^2 *x^2+9072*b^3*g*p*q^3*x^2+196800*b^2*c^4*g*p*x^2+196800*b^2*c^4*g*q*x^2+301056* b^2*c^4*p*q*x^2+102624*b^2*c^3*g^2*p*x^2+102624*b^2*c^3*g^2*q*x^2+177408*b^2*c^ 3*g*p^2*x^2+8100*a*g*p^2*q^4*x^2+3240*a*g*p*q^5*x^2+1728*b^5*c*g*p*x^2+1728*b^5 *c*g*q*x^2+5568*b^5*c*p*q*x^2+864*b^5*g*p*q*x^2+21888*b^4*c^2*g*p*x^2+21888*b^4 *c^2*g*q*x^2+46272*b^4*c^2*p*q*x^2+3168*b^4*c*g^2*p*x^2+3168*b^4*c*g^2*q*x^2+ 10224*b^4*c*g*p^2*x^2+10224*b^4*c*g*q^2*x^2+21024*b^4*c*p^2*q*x^2+21024*b^4*c*p *q^2*x^2+1584*b^4*g^2*p*q*x^2+4752*b^4*g*p^2*q*x^2+4752*b^4*g*p*q^2*x^2+97344*b ^3*c^3*g*p*x^2+97344*b^3*c^3*g*q*x^2+168192*b^3*c^3*p*q*x^2+31440*b^3*c^2*g^2*p *x^2+31440*b^3*c^2*g^2*q*x^2+66528*b^3*c^2*g*p^2*x^2+66528*b^3*c^2*g*q^2*x^2+ 113472*b^3*c^2*p^2*q*x^2+113472*b^3*c^2*p*q^2*x^2+172800*a*c^3*p^3*q*x^2+259200 *a*c^3*p^2*q^2*x^2+172800*a*c^3*p*q^3*x^2+7536*a*c^2*g^4*p*x^2+7536*a*c^2*g^4*q *x^2+31968*a*c^2*g^3*p^2*x^2+31968*a*c^2*g^3*q^2*x^2+54576*a*c^2*g^2*p^3*x^2+ 54576*a*c^2*g^2*q^3*x^2+41232*a*c^2*g*p^4*x^2+41232*a*c^2*g*q^4*x^2+57600*a*c^2 *p^4*q*x^2+115200*a*c^2*p^3*q^2*x^2+115200*a*c^2*p^2*q^3*x^2+57600*a*c^2*p*q^4* x^2+432*a*c*g^5*p*x^2+432*a*c*g^5*q*x^2+3504*a*c*g^4*p^2*x^2+3504*a*c*g^4*q^2*x ^2+9624*a*c*g^3*p^3*x^2+9624*a*c*g^3*q^3*x^2+12168*a*c*g^2*p^4*x^2+12168*a*c*g^ 2*q^4*x^2+7320*a*c*g*p^5*x^2+7320*a*c*g*q^5*x^2+10224*a*c*p^5*q*x^2+25560*a*c*p ^4*q^2*x^2+34080*a*c*p^3*q^3*x^2+25560*a*c*p^2*q^4*x^2+10224*a*c*p*q^5*x^2+216* a*g^5*p*q*x^2+1620*a*g^4*p^2*q*x^2+1620*a*g^4*p*q^2*x^2+4320*a*g^3*p^3*q*x^2+ 6480*a*g^3*p^2*q^2*x^2+4320*a*g^3*p*q^3*x^2+5400*a*g^2*p^4*q*x^2+10800*a*g^2*p^ 3*q^2*x^2+10800*a*g^2*p^2*q^3*x^2+5400*a*g^2*p*q^4*x^2+3240*a*g*p^5*q*x^2+8100* a*g*p^4*q^2*x^2+10800*a*g*p^3*q^3*x^2-292708*c*g^2*q*r^2*x-368372*c*g*q^2*r^2*x +61294*c*g*q*r^3*x+207168*a*c^4*g*p^2*x^2+207168*a*c^4*g*q^2*x^2+290880*a*c^4*p ^2*q*x^2+290880*a*c^4*p*q^2*x^2+46944*a*c^3*g^3*p*x^2+46944*a*c^3*g^3*q*x^2+ 121824*a*c^3*g^2*p^2*x^2+121824*a*c^3*g^2*q^2*x^2+123456*a*c^3*g*p^3*x^2+123456 *a*c^3*g*q^3*x^2-184778*a*g^2*q*r^2*x-231560*a*g*q^2*r^2*x-22590*a*g*q*r^3*x-\ 353802*b^2*c*q*r^2*x-146736*b^2*g*q*r^2*x-898780*b*c^2*q*r^2*x-432604*b*c*q^2*r ^2*x+141562*b*c*q*r^3*x-131836*b*g^2*q*r^2*x-162230*b*g*q^2*r^2*x+16590*b*g*q*r ^3*x-799316*c^2*g*q*r^2*x-385120*a^2*b*q*r^2*x-901182*a^2*c*q*r^2*x-310746*a^2* g*q*r^2*x-261446*a*b^2*q*r^2*x-285174*a*b*q^2*r^2*x-10096*a*b*q*r^3*x-1464380*a *c^2*q*r^2*x-652612*a*c*q^2*r^2*x+21442*a*c*q*r^3*x-9368*c*g^3*q*r^2*x-16097*c* g^2*q^2*r^2*x+134407*c*g^2*q*r^3*x-19056*c*g*q^3*r^2*x+154604*c*g*q^2*r^3*x+ 212546*c*g*q*r^4*x-9482*b*g^2*p*q^2*r^2+95291*b*g^2*p*r^3*x-16291*b*g^2*q^2*r^2 *x+49423*b*g^2*q*r^3*x-5899*b*g*p*q^3*r^2-13278*b*g*q^3*r^2*x+61245*b*g*q^2*r^3 *x+91904*b*g*q*r^4*x+23746*b*p*q^3*r^2*x+138224*c^3*g*q*r^2*x+24856*c^2*g^2*q*r ^2*x+4126*c^2*g*q^2*r^2*x+460440*c^2*g*q*r^3*x-23771*b*c*g^3*p*r^2-6632*b*c*g^3 *q*r^2-7865*b*c*g^2*q^2*r^2-22494*b*c*g^2*q*r^3-3090*b*c*g*q^3*r^2-21600*b*c*g* q^2*r^3-6816*b*c*g*q*r^4-19894*b*c*p*q^3*r^2-18496*b*c*q^3*r^2*x+215724*b*c*q^2 *r^3*x+286342*b*c*q*r^4*x-6265*b*g^3*p*q*r^2+6012*b*g^3*p*r^2*x-11392*b*g^3*q*r ^2*x-12710*b^2*g^2*p*q*r^2+20190*b^2*g^2*p*r^2*x-16982*b^2*g^2*q*r^2*x-12521*b^ 2*g*p*q^2*r^2+136155*b^2*g*p*r^3*x-15841*b^2*g*q^2*r^2*x+70243*b^2*g*q*r^3*x+ 50404*b^2*p*q^2*r^2*x-110590*b*c^3*g*q*r^2+309228*b*c^3*q*r^2*x-46229*b*c^2*g^2 *q*r^2-34817*b*c^2*g*q^2*r^2-65739*b*c^2*g*q*r^3+55726*b*c^2*q^2*r^2*x+668582*b *c^2*q*r^3*x-457482*a*b*g*q*r^2*x-1043762*a*c*g*q*r^2*x-685586*b*c*g*q*r^2*x-\ 1254984*a*b*c*q*r^2*x+177626*b*c^2*g*q*r^2*x-9406*b*c*g^2*q*r^2*x-15583*b*c*g*q ^2*r^2*x+391473*b*c*g*q*r^3*x+389897*a*c*g*q*r^3*x+38392*b^2*c*g*q*r^2*x-64594* a*b*g^2*q*r^2*x-63868*a*b*g*q^2*r^2*x+138564*a*b*g*q*r^3*x-46462*a*c^2*g*q*r^2* x-78504*a*c*g^2*q*r^2*x-84017*a*c*g*q^2*r^2*x-69404*a*b^2*g*q*r^2*x-115264*a*b* c^2*g*q*r^2+74948*a*b*c^2*q*r^2*x-22628*a*b*c*g^2*q*r^2-17019*a*b*c*g*q^2*r^2-\ 68733*a*b*c*g*q*r^3-78636*a*b*c*q^2*r^2*x+552996*a*b*c*q*r^3*x-20840*a^2*b*c*g* q*r^2-184512*a^2*b*c*q*r^2*x-116188*a^2*b*g*q*r^2*x-174854*a^2*c*g*q*r^2*x-\ 36678*a*b^2*c*g*q*r^2-24636*a*b^2*c*q*r^2*x+22040*b*g^3*p*q*r^2*x+46380*b*g^2*p *q^2*r^2*x+38362*b*g*p*q^3*r^2*x-6535*b*c*g^3*p*q*r^2+66232*b*c*g^3*p*r^2*x+ 30044*b*c*g^3*q*r^2*x-19193*b*c*g^2*p^2*q*r^2-10376*b*c*g^2*p*q^2*r^2+63525*b*c *g^2*q^2*r^2*x+145582*b*c*g^2*q*r^3*x-21469*b*c*g*p^3*q*r^2-20355*b*c*g*p^2*q^2 *r^2-6895*b*c*g*p*q^3*r^2+48560*b*c*g*q^3*r^2*x+173487*b*c*g*q^2*r^3*x+145650*b *c*g*q*r^4*x+127596*b*c*p*q^3*r^2*x-169598*a^3*q*r^2*x-195800*a^2*q^2*r^2*x-\ 34916*a^2*q*r^3*x-94728*a*q^3*r^2*x-10256*a*q^2*r^3*x+90684*a*q*r^4*x-25106*b^3 *p*r^2*x-45924*b^3*q*r^2*x+104538*b^2*p*r^3*x-89374*b^2*q^2*r^2*x+24820*b^2*q*r ^3*x-66166*b*q^3*r^2*x+6886*b*q^2*r^3*x+85892*b*q*r^4*x-725408*c^3*q*r^2*x-\ 507700*c^2*q^2*r^2*x+147084*c^2*q*r^3*x-152002*c*q^3*r^2*x+21446*c*q^2*r^3*x+ 194264*c*q*r^4*x-35754*g^3*q*r^2*x-66757*g^2*q^2*r^2*x+9*g^2*q*r^3*x-54720*g*q^ 3*r^2*x-128*g*q^2*r^3*x+61480*g*q*r^4*x-1116*g^4*p*q*r^2+546*g^4*p*r^2*x-2438*g ^4*q*r^2*x-2294*g^3*p*q^2*r^2+21733*g^3*p*r^3*x-4731*g^3*q^2*r^2*x+11319*g^3*q* r^3*x-2183*g^2*p*q^3*r^2-5470*g^2*q^3*r^2*x+22086*g^2*q^2*r^3*x+33966*g^2*q*r^4 *x-977*g*p*q^4*r^2-3629*g*q^4*r^2*x+17047*g*q^3*r^3*x+39693*g*q^2*r^4*x+25924*g *q*r^5*x+3874*p*q^4*r^2*x-56624*c^4*g*q*r^2+141088*c^4*q*r^2*x-35796*c^3*g^2*q* r^2-24555*c^3*g*q^2*r^2-49642*c^3*g*q*r^3+35120*c^3*q^2*r^2*x+482204*c^3*q*r^3* x-9960*c^2*g^3*q*r^2-10813*c^2*g^2*q^2*r^2-26319*c^2*g^2*q*r^3-3609*c^2*g*q^3*r ^2-24557*c^2*g*q^2*r^3-10511*c^2*g*q*r^4-15944*c^2*q^3*r^2*x+245352*c^2*q^2*r^3 *x+319144*c^2*q*r^4*x-4115*c*g^4*p*r^2-1055*c*g^4*q*r^2-1598*c*g^3*q^2*r^2-5889 *c*g^3*q*r^3-754*c*g^2*q^3*r^2-8433*c*g^2*q^2*r^3-4901*c*g^2*q*r^4+75*c*g*q^4*r ^2-5315*c*g*q^3*r^3-5669*c*g*q^2*r^4+4224*c*g*q*r^5-3019*c*p*q^4*r^2-8440*c*q^4 *r^2*x+54504*c*q^3*r^3*x+119082*c*q^2*r^4*x+75836*c*q*r^5*x-3851*b^2*g^3*p*r^2-\ 389*b^2*g^3*q*r^2-14949*b^2*g^2*p^2*r^2-9096*b^2*g^2*p*r^3-482*b^2*g^2*q^2*r^2-\ 4286*b^2*g^2*q*r^3-15875*b^2*g*p^2*r^3-162*b^2*g*q^3*r^2-4253*b^2*g*q^2*r^3-\ 1322*b^2*g*q*r^4-15711*b^2*p^2*q^2*r^2-3773*b^2*p*q^3*r^2-9789*b^2*p*q^2*r^3-\ 705*b^2*p*q*r^4-7334*b^2*q^3*r^2*x+41042*b^2*q^2*r^3*x+59844*b^2*q*r^4*x-87688* b*c^4*q*r^2-39584*b*c^3*q^2*r^2-60922*b*c^3*q*r^3-6866*b*c^2*q^3*r^2-31046*b*c^ 2*q^2*r^3-3286*b*c^2*q*r^4-219*b*c*q^4*r^2-6822*b*c*q^3*r^3-4604*b*c*q^2*r^4+ 9882*b*c*q*r^5-1389*b*g^4*p*r^2-102*b*g^4*q*r^2-7360*b*g^3*p^2*r^2-5072*b*g^3*p *r^3-141*b*g^3*q^2*r^2-2349*b*g^3*q*r^3-13351*b*g^2*p^2*r^3+7*b*g^2*q^3*r^2-\ 3498*b*g^2*q^2*r^3-2158*b*g^2*q*r^4+89*b*g*q^4*r^2-2293*b*g*q^3*r^3-2326*b*g*q^ 2*r^4+2423*b*g*q*r^5-7789*b*p^2*q^3*r^2-1292*b*p*q^4*r^2-5588*b*p*q^3*r^3-3055* b*p*q^2*r^4+5011*b*p*q*r^5-4729*b*q^4*r^2*x+22531*b*q^3*r^3*x+52357*b*q^2*r^4*x +33356*b*q*r^5*x-1388*a*g^4*p*r^2+53*a*g^4*q*r^2+203*a*g^3*q^2*r^2-2732*a*g^3*q *r^3-17472*a*g^2*p^2*r^3+400*a*g^2*q^3*r^2-4159*a*g^2*q^2*r^3-4179*a*g^2*q*r^4+ 308*a*g*q^4*r^2-2805*a*g*q^3*r^3-4476*a*g*q^2*r^4+182*a*g*q*r^5-1593*a*p*q^4*r^ 2-6027*a*q^4*r^2*x+26997*a*q^3*r^3*x+63473*a*q^2*r^4*x+42636*a*q*r^5*x-5296*b^4 *c*q*r^2-608*b^4*g*q*r^2-3374*b^4*p*q*r^2+12416*b^4*p*r^2*x+720*b^4*q*r^2*x-\ 81396*b^3*c^2*p*r^2-32744*b^3*c^2*q*r^2-45922*b^3*c*p^2*r^2-18316*b^3*c*p*r^3-\ 6160*b^3*c*q^2*r^2-9298*b^3*c*q*r^3-5150*b^3*g^2*p*r^2-703*b^3*g^2*q*r^2-12934* b^3*g*p^2*r^2-6498*b^3*g*p*r^3-642*b^3*g*q^2*r^2-3187*b^3*g*q*r^3-13354*b^3*p^2 *q*r^2+46735*b^3*p^2*r^2*x-5203*b^3*p*q^2*r^2-6785*b^3*p*q*r^3+63297*b^3*p*r^3* x-3415*b^3*q^2*r^2*x+32415*b^3*q*r^3*x-81668*b^2*c^3*q*r^2-26504*b^2*c^2*q^2*r^ 2-37592*b^2*c^2*q*r^3-2728*b^2*c*q^3*r^2-12822*b^2*c*q^2*r^3+1110*b^2*c*q*r^4-\ 27697*a^3*q^2*r^2*x+31067*a^3*q*r^3*x-9728*a^2*b^3*p*r^2-168*a^2*b^3*q*r^2+794* a^2*b^2*q^2*r^2-9616*a^2*b^2*q*r^3-36576*a^2*b*p^2*r^3+1079*a^2*b*q^3*r^2-8160* a^2*b*q^2*r^3-8638*a^2*b*q*r^4-51252*a^2*c^3*q*r^2-12016*a^2*c^2*q^2*r^2-62174* a^2*c^2*q*r^3+824*a^2*c*q^3*r^2-20230*a^2*c*q^2*r^3-20190*a^2*c*q*r^4-3843*a^2* g^3*p*r^2+599*a^2*g^3*q*r^2+1163*a^2*g^2*q^2*r^2-6067*a^2*g^2*q*r^3+1079*a^2*g* q^3*r^2-6288*a^2*g*q^2*r^3-7575*a^2*g*q*r^4-17294*a^2*q^3*r^2*x+49316*a^2*q^2*r ^3*x+82034*a^2*q*r^4*x-680*a*b^4*q*r^2-18866*a*b^3*p^2*r^2-10868*a*b^3*p*r^3-\ 534*a*b^3*q^2*r^2-4916*a*b^3*q*r^3+129*a*b^2*q^3*r^2-6618*a*b^2*q^2*r^3-3924*a* b^2*q*r^4+279*a*b*q^4*r^2-3650*a*b*q^3*r^3-4910*a*b*q^2*r^4+1806*a*b*q*r^5-\ 73176*a*c^4*q*r^2-30384*a*c^3*q^2*r^2-78638*a*c^3*q*r^3-3464*a*c^2*q^3*r^2-\ 39052*a*c^2*q^2*r^3-25636*a*c^2*q*r^4+437*a*c*q^4*r^2-8522*a*c*q^3*r^3-11580*a* c*q^2*r^4+2612*a*c*q*r^5-1430*g^2*p^3*q^2*r^2-894*g^2*p^2*q^3*r^2-217*g^2*p*q^4 *r^2-468*g^2*p*q^3*r^3+590*g^2*p*q^2*r^4+1766*g^2*p*q*r^5+1259*g^2*q^4*r^2*x+ 7857*g^2*q^3*r^3*x+11027*g^2*q^2*r^4*x+4424*g^2*q*r^5*x-611*g*p^5*q*r^2-1115*g* p^4*q^2*r^2-1010*g*p^3*q^3*r^2-455*g*p^2*q^4*r^2-83*g*p*q^5*r^2-250*g*p*q^4*r^3 +330*g*p*q^3*r^4+1690*g*p*q^2*r^5+1793*g*p*q*r^6+534*g*q^5*r^2*x+4520*g*q^4*r^3 *x+8530*g*q^3*r^4*x+5274*g*q^2*r^5*x-226*g*q*r^6*x+7685*p^2*q^4*r^2*x+1774*p*q^ 5*r^2*x+7090*p*q^4*r^3*x+9960*p*q^3*r^4*x+3931*p*q^2*r^5*x-2102*p*q*r^6*x-4584* a^4*b*p*r^2+1876*a^4*b*q*r^2+2524*a^4*c*q*r^2-3288*a^4*g*p*r^2+1716*a^4*g*q*r^2 -22408*a^4*q*r^2*x-9704*a^3*b^2*p*r^2+1536*a^3*b^2*q*r^2+2022*a^3*b*q^2*r^2-\ 7580*a^3*b*q*r^3-9076*a^3*c^2*q*r^2-50806*a^3*c*p*r^3+1492*a^3*c*q^2*r^2-19604* a^3*c*q*r^3-5127*a^3*g^2*p*r^2+1602*a^3*g^2*q*r^2+1911*a^3*g*q^2*r^2-5883*a^3*g *q*r^3-68*g^5*p*q*r^2+424*g^5*p*r^2*x+56*g^5*q*r^2*x-371*g^4*p^2*q*r^2+3187*g^4 *p^2*r^2*x-194*g^4*p*q^2*r^2-172*g^4*p*q*r^3+3466*g^4*p*r^3*x+591*g^4*q^2*r^2*x +2402*g^4*q*r^3*x-861*g^3*p^3*q*r^2-834*g^3*p^2*q^2*r^2-281*g^3*p*q^3*r^2-408*g ^3*p*q^2*r^3+457*g^3*p*q*r^4+1322*g^3*q^3*r^2*x+6383*g^3*q^2*r^3*x+6106*g^3*q*r ^4*x-1021*g^2*p^4*q*r^2-1920*c^2*p*q^4*r^2+14984*c^2*q^4*r^2*x+73676*c^2*q^3*r^ 3*x+95160*c^2*q^2*r^4*x+34148*c^2*q*r^5*x-214*c*g^5*p*r^2-74*c*g^5*q*r^2-1069*c *g^4*p^2*r^2-278*c*g^4*p*r^3-185*c*g^4*q^2*r^2-304*c*g^4*q*r^3-2448*c*g^3*p^3*r ^2-228*c*g^3*q^3*r^2-663*c*g^3*q^2*r^3+643*c*g^3*q*r^4-2888*c*g^2*p^4*r^2-144*c *g^2*q^4*r^2-775*c*g^2*q^3*r^3+682*c*g^2*q^2*r^4+3123*c*g^2*q*r^5-1704*c*g*p^5* r^2-40*c*g*q^5*r^2-437*c*g*q^4*r^3+190*c*g*q^3*r^4+2792*c*g*q^2*r^5+3466*c*g*q* r^6-1824*c*p^5*q*r^2-3309*c*p^4*q^2*r^2-2976*c*p^3*q^3*r^2-1329*c*p^2*q^4*r^2-\ 240*c*p*q^5*r^2-678*c*p*q^4*r^3+1152*c*p*q^3*r^4+5214*c*p*q^2*r^5+5424*c*p*q*r^ 6+1728*c*q^5*r^2*x+13456*c*q^4*r^3*x+24762*c*q^3*r^4*x+14772*c*q^2*r^5*x-1160*c *q*r^6*x-8164*c^3*g^3*p*r^2-3684*c^3*g^3*q*r^2-21918*c^3*g^2*p^2*r^2-4894*c^3*g ^2*q^2*r^2-1616*c^3*g^2*q*r^3-23436*c^3*g*p^3*r^2-2652*c^3*g*q^3*r^2-3138*c^3*g *q^2*r^3+11700*c^3*g*q*r^4-24304*c^3*p^3*q*r^2-23184*c^3*p^2*q^2*r^2-7984*c^3*p *q^3*r^2+66068*c^3*q^3*r^2*x+200692*c^3*q^2*r^3*x+160252*c^3*q*r^4*x-1881*c^2*g ^4*p*r^2-805*c^2*g^4*q*r^2-7016*c^2*g^3*p^2*r^2-1496*c^2*g^3*q^2*r^2-1159*c^2*g ^3*q*r^3-11625*c^2*g^2*p^3*r^2-1281*c^2*g^2*q^3*r^2-2217*c^2*g^2*q^2*r^3+4707*c ^2*g^2*q*r^4-8848*c^2*g*p^4*r^2-488*c^2*g*q^4*r^2-1952*c^2*g*q^3*r^3+3232*c^2*g *q^2*r^4+10423*c^2*g*q*r^5-9300*c^2*p^4*q*r^2-12840*c^2*p^3*q^2*r^2-7920*c^2*p^ 2*q^3*r^2+2882*b*g^2*p*r^5-29*b*g^2*q^4*r^2-369*b*g^2*q^3*r^3+198*b*g^2*q^2*r^4 +1387*b*g^2*q*r^5-737*b*g*p^5*r^2+2819*b*g*p*r^6-8*b*g*q^5*r^2-192*b*g*q^4*r^3+ 90*b*g*q^3*r^4+1342*b*g*q^2*r^5+1686*b*g*q*r^6-813*b*p^5*q*r^2-1452*b*p^4*q^2*r ^2-1278*b*p^3*q^3*r^2-552*b*p^2*q^4*r^2-414*b*p^2*q^3*r^3+2688*b*p^2*q^2*r^4+ 4695*b*p^2*q*r^5-93*b*p*q^5*r^2-249*b*p*q^4*r^3+726*b*p*q^3*r^4+2742*b*p*q^2*r^ 5+2775*b*p*q*r^6-3866*b*p*r^6*x+572*b*q^5*r^2*x+5730*b*q^4*r^3*x+10842*b*q^3*r^ 4*x+6131*b*q^2*r^5*x-1110*b*q*r^6*x-22032*c^5*g*p*r^2-9680*c^5*g*q*r^2-21552*c^ 5*p*q*r^2+187888*c^5*q*r^2*x-18800*c^4*g^2*p*r^2-8464*c^4*g^2*q*r^2-32728*c^4*g *p^2*r^2-7224*c^4*g*q^2*r^2-204*c^4*g*q*r^3-33324*c^4*p^2*q*r^2-18204*c^4*p*q^2 *r^2+156072*c^4*q^2*r^2*x+271328*c^4*q*r^3*x+4814*b^2*p^2*q*r^4-284*b^2*p*q^4*r ^2-398*b^2*p*q^3*r^3+2199*b^2*p*q^2*r^4+4456*b^2*p*q*r^5+2243*b^2*p*r^5*x+1647* b^2*q^4*r^2*x+12824*b^2*q^3*r^3*x+17706*b^2*q^2*r^4*x+5553*b^2*q*r^5*x-28168*b* c^5*p*r^2-12680*b*c^5*q*r^2-41924*b*c^4*p^2*r^2-9580*b*c^4*q^2*r^2+5252*b*c^4*q *r^3-30262*b*c^3*p^3*r^2-3526*b*c^3*q^3*r^2-1494*b*c^3*q^2*r^3+22214*b*c^3*q*r^ 4-11568*b*c^2*p^4*r^2-626*b*c^2*q^4*r^2-1918*b*c^2*q^3*r^3+6946*b*c^2*q^2*r^4+ 17212*b*c^2*q*r^5-2264*b*c*p^5*r^2+8792*b*c*p*r^6-42*b*c*q^5*r^2-478*b*c*q^4*r^ 3+744*b*c*q^3*r^4+4680*b*c*q^2*r^5+5426*b*c*q*r^6-73*b*g^5*p*r^2-7*b*g^5*q*r^2-\ 417*b*g^4*p^2*r^2-147*b*g^4*p*r^3-23*b*g^4*q^2*r^2-160*b*g^4*q*r^3-994*b*g^3*p^ 3*r^2-66*b*g^3*p^2*r^3+906*b*g^3*p*r^4-37*b*g^3*q^3*r^2-339*b*g^3*q^2*r^3+162*b *g^3*q*r^4-1207*b*g^2*p^4*r^2+66773*a*g*q^2*r^3*x+106522*a*g*q*r^4*x-44722*b^3* c*g*p*r^2-14902*b^3*c*g*q*r^2-43588*b^3*c*p*q*r^2+45080*b^3*c*q*r^2*x-10975*b^3 *g*p*q*r^2+26908*b^3*g*p*r^2*x-7540*b^3*g*q*r^2*x+43320*b^3*p*q*r^2*x-68896*b^2 *c^2*g*q*r^2+207156*b^2*c^2*q*r^2*x-49836*b^2*c*g^2*p*r^2-15171*b^2*c*g^2*q*r^2 -12366*b^2*c*g*q^2*r^2-26583*b^2*c*g*q*r^3-45804*b^2*c*p*q^2*r^2+12870*b^2*c*q^ 2*r^2*x+277236*b^2*c*q*r^3*x-4436*a*c*g^3*q*r^2-4585*a*c*g^2*q^2*r^2-26825*a*c* g^2*q*r^3-731*a*c*g*q^3*r^2-26333*a*c*g*q^2*r^3-20737*a*c*g*q*r^4-38092*a*c*q^3 *r^2*x+234800*a*c*q^2*r^3*x+334206*a*c*q*r^4*x-17902*a*g^3*q*r^2*x-26633*a*g^2* q^2*r^2*x+48823*a*g^2*q*r^3*x-19652*a*g*q^3*r^2*x-18687*a*b^2*p*q^2*r^2+188543* a*b^2*p*r^3*x-34527*a*b^2*q^2*r^2*x+95897*a*b^2*q*r^3*x-142640*a*b*c^3*q*r^2-\ 42438*a*b*c^2*q^2*r^2-103130*a*b*c^2*q*r^3-2672*a*b*c*q^3*r^2-33856*a*b*c*q^2*r ^3-19464*a*b*c*q*r^4-7878*a*b*g^3*p*r^2+26*a*b*g^3*q*r^2+371*a*b*g^2*q^2*r^2-\ 10607*a*b*g^2*q*r^3+685*a*b*g*q^3*r^2-10779*a*b*g*q^2*r^3-9009*a*b*g*q*r^4-9188 *a*b*p*q^3*r^2-24628*a*b*q^3*r^2*x+90358*a*b*q^2*r^3*x+141878*a*b*q*r^4*x-90006 *a*c^3*g*q*r^2+82772*a*c^3*q*r^2*x-35793*a*c^2*g^2*q*r^2-25081*a*c^2*g*q^2*r^2-\ 81471*a*c^2*g*q*r^3-48086*a*c^2*q^2*r^2*x+672454*a*c^2*q*r^3*x-4815*a^2*c*g^2*q *r^2-2186*a^2*c*g*q^2*r^2-40048*a^2*c*g*q*r^3-91506*a^2*c*q^2*r^2*x+275760*a^2* c*q*r^3*x-47612*a^2*g^2*q*r^2*x-48027*a^2*g*q^2*r^2*x+68321*a^2*g*q*r^3*x-62576 *a*b^3*c*p*r^2-18864*a*b^3*c*q*r^2-14388*a*b^3*g*p*r^2-1260*a*b^3*g*q*r^2-15760 *a*b^3*p*q*r^2+26536*a*b^3*p*r^2*x-20248*a*b^3*q*r^2*x-88408*a*b^2*c^2*q*r^2-\ 14510*a*b^2*c*q^2*r^2-41320*a*b^2*c*q*r^3-16243*a*b^2*g^2*p*r^2-620*a*b^2*g^2*q *r^2-287*a*b^2*g*q^2*r^2-12975*a*b^2*g*q*r^3+936*a^3*c*g*q*r^2-114796*a^3*c*q*r ^2*x-54324*a^3*g*q*r^2*x-19316*a^2*b^2*c*q*r^2-22116*a^2*b^2*g*p*r^2-65064*a^2* b^2*q*r^2*x-64740*a^2*b*c^2*q*r^2-6858*a^2*b*c*q^2*r^2-51626*a^2*b*c*q*r^3-\ 16220*a^2*b*g^2*p*r^2+1685*a^2*b*g^2*q*r^2+2266*a^2*b*g*q^2*r^2-15671*a^2*b*g*q *r^3-58809*a^2*b*q^2*r^2*x+94549*a^2*b*q*r^3*x-36928*a^2*c^2*g*q*r^2-132208*a^2 *c^2*q*r^2*x+3778*g^4*p*q*r^2*x+10894*g^3*p*q^2*r^2*x+13876*g^2*p*q^3*r^2*x+ 8110*g*p*q^4*r^2*x-3224*a^3*b*c*q*r^2-14332*a^3*b*g*p*r^2+3388*a^3*b*g*q*r^2-\ 66504*a^3*b*q*r^2*x-1236*c*g^4*p*q*r^2+11008*c*g^4*p*r^2*x+4888*c*g^4*q*r^2*x-\ 4883*c*g^3*p^2*q*r^2-2663*c*g^3*p*q^2*r^2+14639*c*g^3*q^2*r^2*x+34896*c*g^3*q*r ^3*x-8217*c*g^2*p^3*q*r^2-7914*c*g^2*p^2*q^2*r^2-2729*c*g^2*p*q^3*r^2+17792*c*g ^2*q^3*r^2*x+64239*c*g^2*q^2*r^3*x+55708*c*g^2*q*r^4*x-6314*c*g*p^4*q*r^2-8758* c*g*p^3*q^2*r^2-5430*c*g*p^2*q^3*r^2-1322*c*g*p*q^4*r^2+9340*c*g*q^4*r^2*x+ 49336*c*g*q^3*r^3*x+65586*c*g*q^2*r^4*x+24646*c*g*q*r^5*x+24956*c*p*q^4*r^2*x+ 201788*c^2*g*q^2*r^3*x+165898*c^2*g*q*r^4*x-8202*c^2*g^3*p*q*r^2+48474*c^2*g^3* q*r^2*x-23017*c^2*g^2*p^2*q*r^2-12673*c^2*g^2*p*q^2*r^2+88542*c^2*g^2*q^2*r^2*x +174674*c^2*g^2*q*r^3*x-24998*c^2*g*p^3*q*r^2-23940*c^2*g*p^2*q^2*r^2-8278*c^2* g*p*q^3*r^2+62922*c^2*g*q^3*r^2*x-37848*c^4*g*p*q*r^2+306264*c^4*g*q*r^2*x-\ 25540*c^3*g^2*p*q*r^2+184004*c^3*g^2*q*r^2*x-46132*c^3*g*p^2*q*r^2-25348*c^3*g* p*q^2*r^2+201292*c^3*g*q^2*r^2*x+364644*c^3*g*q*r^3*x-453*b*g^4*p*q*r^2+3206*b* g^4*p*r^2*x+478*b*g^4*q*r^2*x-1974*b*g^3*p^2*q*r^2+18720*b*g^3*p^2*r^2*x-1017*b *g^3*p*q^2*r^2-744*b*g^3*p*q*r^3+19728*b*g^3*p*r^3*x+3320*b*g^3*q^2*r^2*x+13360 *b*g^3*q*r^3*x-3431*b*g^2*p^3*q*r^2-3270*b*g^2*p^2*q^2*r^2-1075*b*g^2*p*q^3*r^2 -1338*b*g^2*p*q^2*r^3+2555*b*g^2*p*q*r^4+5192*b*g^2*q^3*r^2*x+25893*b*g^2*q^2*r ^3*x+24396*b*g^2*q*r^4*x-2714*b*g*p^4*q*r^2-3728*b*g*p^3*q^2*r^2-2270*b*g*p^2*q ^3*r^2-527*b*g*p*q^4*r^2-1000*b*g*p*q^3*r^3+2336*b*g*p*q^2*r^4+5644*b*g*p*q*r^5 +3047*b*g*q^4*r^2*x+20630*b*g*q^3*r^3*x+28744*b*g*q^2*r^4*x+10523*b*g*q*r^5*x+ 37888*b*p^2*q^3*r^2*x+10902*b*p*q^4*r^2*x+34090*b*p*q^3*r^3*x+34454*b*p*q^2*r^4 *x+6738*b*p*q*r^5*x-9718*b*c*g^2*p^3*r^2-901*b*c*g^2*q^3*r^2-2112*b*c*g^2*q^2*r ^3+4193*b*c*g^2*q*r^4-7648*b*c*g*p^4*r^2-361*b*c*g*q^4*r^2-1713*b*c*g*q^3*r^3+ 3317*b*c*g*q^2*r^4+10349*b*c*g*q*r^5-8262*b*c*p^4*q*r^2-11244*b*c*p^3*q^2*r^2-\ 6800*b*c*p^2*q^3*r^2-1596*b*c*p*q^4*r^2-2284*b*c*p*q^3*r^3+8732*b*c*p*q^2*r^4+ 18282*b*c*p*q*r^5+11844*b*c*q^4*r^2*x+64636*b*c*q^3*r^3*x+84088*b*c*q^2*r^4*x+ 27726*b*c*q*r^5*x+291804*b*c^3*q^2*r^2*x+503308*b*c^3*q*r^3*x-9954*b*c^2*g^3*p* r^2-4320*b*c^2*g^3*q*r^2-27570*b*c^2*g^2*p^2*r^2-6006*b*c^2*g^2*q^2*r^2-1909*b* c^2*g^2*q*r^3-30355*b*c^2*g*p^3*r^2-3413*b*c^2*g*q^3*r^2-3629*b*c^2*g*q^2*r^3+ 18589*b*c^2*g*q*r^4-32246*b*c^2*p^3*q*r^2-30414*b*c^2*p^2*q^2*r^2-10362*b*c^2*p *q^3*r^2+86876*b*c^2*q^3*r^2*x+271726*b*c^2*q^2*r^3*x+213928*b*c^2*q*r^4*x-1435 *b*c*g^4*p*r^2-499*b*c*g^4*q*r^2-5678*b*c*g^3*p^2*r^2-610*b*c*g^3*p*r^3-984*b*c *g^3*q^2*r^2-1223*b*c*g^3*q*r^3+9514*b^2*g^3*p*r^2*x+1610*b^2*g^3*q*r^2*x-3708* b^2*g^2*p^2*q*r^2+40260*b^2*g^2*p^2*r^2*x-1872*b^2*g^2*p*q^2*r^2-918*b^2*g^2*p* q*r^3+40805*b^2*g^2*p*r^3*x+6766*b^2*g^2*q^2*r^2*x+26827*b^2*g^2*q*r^3*x-4280*b ^2*g*p^3*q*r^2-3984*b^2*g*p^2*q^2*r^2-1260*b^2*g*p*q^3*r^2-1128*b^2*g*p*q^2*r^3 +4600*b^2*g*p*q*r^4+6390*b^2*g*q^3*r^2*x+33461*b^2*g*q^2*r^3*x+30866*b^2*g*q*r^ 4*x+66822*b^2*p^2*q^2*r^2*x+25568*b^2*p*q^3*r^2*x+58986*b^2*p*q^2*r^3*x+38128*b ^2*p*q*r^4*x-48528*b*c^4*g*p*r^2-22312*b*c^4*g*q*r^2-48368*b*c^4*p*q*r^2+457952 *b*c^4*q*r^2*x-31974*b*c^3*g^2*p*r^2-14686*b*c^3*g^2*q*r^2-56726*b*c^3*g*p^2*r^ 2-13050*b*c^3*g*q^2*r^2+2420*b*c^3*g*q*r^3-58962*b*c^3*p^2*q*r^2-32226*b*c^3*p* q^2*r^2-65920*b*c^3*g*p*q*r^2+553308*b*c^3*g*q*r^2*x-32126*b*c^2*g^2*p*q*r^2+ 220342*b*c^2*g^2*q*r^2*x-59491*b*c^2*g*p^2*q*r^2-32549*b*c^2*g*p*q^2*r^2+256980 *b*c^2*g*q^2*r^2*x+484094*b*c^2*g*q*r^3*x+47026*b^2*g^2*p*q*r^2*x+63852*b^2*g*p *q^2*r^2*x-12209*b^2*c*g^2*p*q*r^2+146388*b^2*c*g^2*p*r^2*x+67940*b^2*c*g^2*q*r ^2*x-23635*b^2*c*g*p^2*q*r^2-12604*b^2*c*g*p*q^2*r^2+89110*b^2*c*g*q^2*r^2*x+ 195238*b^2*c*g*q*r^3*x+234544*b^2*c*p*q^2*r^2*x+43428*b^3*g*p*q*r^2*x-39426*b^2 *c^2*g*p*q*r^2+326008*b^2*c^2*g*q*r^2*x-9358*b^3*c*g*p*q*r^2+140700*b^3*c*g*p*r ^2*x+66872*b^3*c*g*q*r^2*x+181848*b^3*c*p*q*r^2*x-26883*a*c*g*p^2*q^2*r^2-9329* a*c*g*p*q^3*r^2+56882*a*c*g*q^3*r^2*x+205859*a*c*g*q^2*r^3*x+184112*a*c*g*q*r^4 *x-8029*a*c*g^3*p*q*r^2+27562*a*c*g^3*q*r^2*x-24506*a*c*g^2*p^2*q*r^2-13301*a*c *g^2*p*q^2*r^2+66107*a*c*g^2*q^2*r^2*x+163686*a*c*g^2*q*r^3*x-27739*a*c*g*p^3*q *r^2-40058*a*c^2*g^2*p*q*r^2+208658*a*c^2*g^2*q*r^2*x-77075*a*c^2*g*p^2*q*r^2-\ 42301*a*c^2*g*p*q^2*r^2+266908*a*c^2*g*q^2*r^2*x+546450*a*c^2*g*q*r^3*x-2932*a* b*g^3*p*q*r^2+18032*a*b*g^3*p*r^2*x+2224*a*b*g^3*q*r^2*x-9801*a*b*g^2*p^2*q*r^2 -5049*a*b*g^2*p*q^2*r^2+89530*a*b*g^2*p*r^3*x+14802*a*b*g^2*q^2*r^2*x+61574*a*b *g^2*q*r^3*x-11494*a*b*g*p^3*q*r^2-11028*a*b*g*p^2*q^2*r^2-3666*a*b*g*p*q^3*r^2 +16642*a*b*g*q^3*r^2*x+81726*a*b*g*q^2*r^3*x+79134*a*b*g*q*r^4*x+59152*a*b*p*q^ 3*r^2*x-83592*a*c^3*g*p*q*r^2+532132*a*c^3*g*q*r^2*x-11674*a*b*c^2*g*q*r^3-\ 99318*a*b*c^2*p^2*q*r^2-54090*a*b*c^2*p*q^2*r^2+376732*a*b*c^2*q^2*r^2*x+743612 *a*b*c^2*q*r^3*x-9028*a*b*c*g^3*p*r^2-2868*a*b*c*g^3*q*r^2-27818*a*b*c*g^2*p^2* r^2-4388*a*b*c*g^2*q^2*r^2-6979*a*b*c*g^2*q*r^3-32259*a*b*c*g*p^3*r^2-2781*a*b* c*g*q^3*r^2-7947*a*b*c*g*q^2*r^3+8681*a*b*c*g*q*r^4-36076*a*b*c*p^3*q*r^2-34512 *a*b*c*p^2*q^2*r^2-11780*a*b*c*p*q^3*r^2+75816*a*b*c*q^3*r^2*x+273916*a*b*c*q^2 *r^3*x+239500*a*b*c*q*r^4*x-5477*a*b^2*g^2*p*q*r^2+39204*a*b^2*g^2*p*r^2*x+5676 *a*b^2*g^2*q*r^2*x-12200*a*b^2*g*p^2*q*r^2-6172*a*b^2*g*p*q^2*r^2+120799*a*b^2* g*p*r^3*x+19641*a*b^2*g*q^2*r^2*x+80845*a*b^2*g*q*r^3*x+93750*a*b^2*p*q^2*r^2*x -102048*a*b*c^3*g*p*r^2-43616*a*b*c^3*g*q*r^2-107664*a*b*c^3*p*q*r^2+779568*a*b *c^3*q*r^2*x-47174*a*b*c^2*g^2*p*r^2-18906*a*b*c^2*g^2*q*r^2-90488*a*b*c^2*g*p^ 2*r^2-17972*a*b*c^2*g*q^2*r^2-17074*a*b^2*c*g^2*p*r^2-5536*a*b^2*c*g^2*q*r^2-\ 34650*a*b^2*c*g*p^2*r^2-5514*a*b^2*c*g*q^2*r^2-5986*a*b^2*c*g*q*r^3-39236*a*b^2 *c*p^2*q*r^2-20818*a*b^2*c*p*q^2*r^2+127208*a*b^2*c*q^2*r^2*x+293800*a*b^2*c*q* r^3*x-13440*a*b^3*c*g*p*r^2-4528*a*b^3*c*g*q*r^2-15048*a*b^3*c*p*q*r^2+189848*a *b^3*c*p*r^2*x+88056*a*b^3*c*q*r^2*x-4248*a*b^3*g*p*q*r^2+37168*a*b^3*g*p*r^2*x +6320*a*b^3*g*q*r^2*x+60448*a*b^3*p*q*r^2*x-58756*a*b^2*c^2*g*p*r^2-24208*a*b^2 *c^2*g*q*r^2-63856*a*b^2*c^2*p*q*r^2+444880*a*b^2*c^2*q*r^2*x-19275*a^2*c*g^2*p *q*r^2+56346*a^2*c*g^2*q*r^2*x-40240*a^2*c*g*p^2*q*r^2-21793*a^2*c*g*p*q^2*r^2+ 97344*a^2*c*g*q^2*r^2*x+251472*a^2*c*g*q*r^3*x-1140*b^2*g^3*p*q*r^2-18578*b^2*c ^2*g^2*p*r^2-8256*b^2*c^2*g^2*q*r^2-34014*b^2*c^2*g*p^2*r^2-7622*b^2*c^2*g*q^2* r^2+2298*b^2*c^2*g*q*r^3-36168*b^2*c^2*p^2*q*r^2-19506*b^2*c^2*p*q^2*r^2+180216 *b^2*c^2*q^2*r^2*x+323720*b^2*c^2*q*r^3*x-3638*b^2*c*g^3*p*r^2-1284*b^2*c*g^3*q *r^2-10659*b^2*c*g^2*p^2*r^2+1248*b^2*c*g^2*p*r^3-1873*b^2*c*g^2*q^2*r^2-1267*b ^2*c*g^2*q*r^3-12142*b^2*c*g*p^3*r^2-1111*b^2*c*g*q^3*r^2-1731*b^2*c*g*q^2*r^3+ 8205*b^2*c*g*q*r^4-13198*b^2*c*p^3*q*r^2-12204*b^2*c*p^2*q^2*r^2-3994*b^2*c*p*q ^3*r^2-954*b^2*c*p*q^2*r^3+17958*b^2*c*p*q*r^4+31500*b^2*c*q^3*r^2*x+112142*b^2 *c*q^2*r^3*x+90398*b^2*c*q*r^4*x-1331*b^3*g^2*p*q*r^2+13844*b^3*g^2*p*r^2*x+ 2668*b^3*g^2*q*r^2*x-2852*b^3*g*p^2*q*r^2+37525*b^3*g*p^2*r^2*x-1396*b^3*g*p*q^ 2*r^2-106*b^3*g*p*q*r^3+36237*b^3*g*p*r^3*x+5903*b^3*g*q^2*r^2*x+22919*b^3*g*q* r^3*x+49452*b^3*p^2*q*r^2*x+28326*b^3*p*q^2*r^2*x+43518*b^3*p*q*r^3*x-39156*b^2 *c^3*g*p*r^2-18404*b^2*c^3*g*q*r^2-39936*b^2*c^3*p*q*r^2+404568*b^2*c^3*q*r^2*x -14168*b^3*c^2*g*p*r^2-6572*b^3*c^2*g*q*r^2-14744*b^3*c^2*p*q*r^2+276480*b^3*c^ 2*p*r^2*x+156520*b^3*c^2*q*r^2*x-4284*b^3*c*g^2*p*r^2-1566*b^3*c*g^2*q*r^2-8208 *b^3*c*g*p^2*r^2+3912*b^3*c*g*p*r^3-1500*b^3*c*g*q^2*r^2+230*b^3*c*g*q*r^3-8882 *b^3*c*p^2*q*r^2+141660*b^3*c*p^2*r^2*x-4612*b^3*c*p*q^2*r^2+3008*b^3*c*p*q*r^3 +123888*b^3*c*p*r^3*x+40188*b^3*c*q^2*r^2*x+83668*b^3*c*q*r^3*x-557*a*g^4*p*q*r ^2+3050*a*g^4*p*r^2*x+322*a*g^4*q*r^2*x-2481*a*g^3*p^2*q*r^2-1296*a*g^3*p*q^2*r ^2+21416*a*g^3*p*r^3*x+3594*a*g^3*q^2*r^2*x+15048*a*g^3*q*r^3*x-4363*a*g^2*p^3* q*r^2-4242*a*g^2*p^2*q^2*r^2-1439*a*g^2*p*q^3*r^2+6446*a*g^2*q^3*r^2*x+30675*a* g^2*q^2*r^3*x+30018*a*g^2*q*r^4*x-3467*a*g*p^4*q*r^2-4890*a*g*p^3*q^2*r^2-3088* a*g*p^2*q^3*r^2-764*a*g*p*q^4*r^2+4363*a*g*q^4*r^2*x+25732*a*g*q^3*r^3*x+36594* a*g*q^2*r^4*x+16087*a*g*q*r^5*x+13082*a*p*q^4*r^2*x-904*b^4*c*g*q*r^2-2384*b^4* c*p*q*r^2+49576*b^4*c*p*r^2*x+24128*b^4*c*q*r^2*x-700*b^4*g*p*q*r^2+9880*b^4*g* p*r^2*x+2168*b^4*g*q*r^2*x+14624*b^4*p*q*r^2*x-1697*a*c*g^4*p*r^2-533*a*c*g^4*q *r^2-7044*a*c*g^3*p^2*r^2-1112*a*c*g^3*q^2*r^2-2174*a*c*g^3*q*r^3-12285*a*c*g^2 *p^3*r^2-1080*a*c*g^2*q^3*r^2-3585*a*c*g^2*q^2*r^3+1656*a*c*g^2*q*r^4-9695*a*c* g*p^4*r^2-490*a*c*g*q^4*r^2-2765*a*c*g*q^3*r^3+865*a*c*g*q^2*r^4+8120*a*c*g*q*r ^5-10660*a*c*p^4*q*r^2-14936*a*c*p^3*q^2*r^2-9388*a*c*p^2*q^3*r^2-2338*a*c*p*q^ 4*r^2+16068*a*c*q^4*r^2*x+81036*a*c*q^3*r^3*x+109424*a*c*q^2*r^4*x+45750*a*c*q* r^5*x+444976*a*c^4*q*r^2*x-39090*a*c^3*g^2*p*r^2-16362*a*c^3*g^2*q*r^2-72446*a* c^3*g*p^2*r^2-15002*a*c^3*g*q^2*r^2-9432*a*c^3*g*q*r^3-77238*a*c^3*p^2*q*r^2-\ 42438*a*c^3*p*q^2*r^2+304324*a*c^3*q^2*r^2*x+570900*a*c^3*q*r^3*x-11934*a*c^2*g ^3*p*r^2-4692*a*c^2*g^3*q*r^2-34718*a*c^2*g^2*p^2*r^2-6790*a*c^2*g^2*q^2*r^2-\ 7171*a*c^2*g^2*q*r^3-38827*a*c^2*g*p^3*r^2-4053*a*c^2*g*q^3*r^2-8641*a*c^2*g*q^ 2*r^3+9925*a*c^2*g*q*r^4-42058*a*c^2*p^3*q*r^2-40638*a*c^2*p^2*q^2*r^2-14182*a* c^2*p*q^3*r^2+100488*a*c^2*q^3*r^2*x+323654*a*c^2*q^2*r^3*x+275300*a*c^2*q*r^4* x-580*a*b*g^4*p*r^2-52*a*b*g^4*q*r^2-2722*a*b*g^3*p^2*r^2-1220*a*b*g^3*p*r^3-\ 146*a*b*g^3*q^2*r^2-1084*a*b*g^3*q*r^3-4939*a*b*g^2*p^3*r^2-187*a*b*g^2*q^3*r^2 -1749*a*b*g^2*q^2*r^3+231*a*b*g^2*q*r^4-4023*a*b*g*p^4*r^2-109*a*b*g*q^4*r^2-\ 1290*a*b*g*q^3*r^3+60*a*b*g*q^2*r^4+3554*a*b*g*q*r^5-4570*a*b*p^4*q*r^2-6350*a* b*p^3*q^2*r^2-3930*a*b*p^2*q^3*r^2-940*a*b*p*q^4*r^2-2052*a*b*p*q^3*r^3+2422*a* b*p*q^2*r^4+7460*a*b*p*q*r^5+5298*a*b*q^4*r^2*x+33474*a*b*q^3*r^3*x+47466*a*b*q ^2*r^4*x+19650*a*b*q*r^5*x-60496*a*c^4*g*p*r^2-25480*a*c^4*g*q*r^2-62272*a*c^4* p*q*r^2-1676*a*b^2*c*q^3*r^2-3736*a*b^2*c*q^2*r^3+9148*a*b^2*c*q*r^4-1468*a*b^2 *g^3*p*r^2-106*a*b^2*g^3*q*r^2-5143*a*b^2*g^2*p^2*r^2-1703*a*b^2*g^2*p*r^3-223* a*b^2*g^2*q^2*r^2-1834*a*b^2*g^2*q*r^3-6220*a*b^2*g*p^3*r^2-192*a*b^2*g*q^3*r^2 -1975*a*b^2*g*q^2*r^3+1108*a*b^2*g*q*r^4-7147*a*b^2*p^3*q*r^2-6732*a*b^2*p^2*q^ 2*r^2-2171*a*b^2*p*q^3*r^2-2691*a*b^2*p*q^2*r^3+5271*a*b^2*p*q*r^4+10124*a*b^2* q^3*r^2*x+52104*a*b^2*q^2*r^3*x+49732*a*b^2*q*r^4*x-78344*a*b*c^4*p*r^2-33720*a *b*c^4*q*r^2-93608*a*b*c^3*p^2*r^2-19752*a*b*c^3*q^2*r^2-3672*a*b*c^3*q*r^3-\ 50478*a*b*c^2*p^3*r^2-5250*a*b*c^2*q^3*r^2-8310*a*b*c^2*q^2*r^3+21010*a*b*c^2*q *r^4-12746*a*b*c*p^4*r^2-598*a*b*c*q^4*r^2-3164*a*b*c*q^3*r^3+3088*a*b*c*q^2*r^ 4+13346*a*b*c*q*r^5-3195*a^2*g^2*p*q^2*r^2+48725*a^2*g^2*p*r^3*x+8036*a^2*g^2*q ^2*r^2*x+34747*a^2*g^2*q*r^3*x-7218*a^2*g*p^3*q*r^2-7050*a^2*g*p^2*q^2*r^2-2410 *a^2*g*p*q^3*r^2+10252*a^2*g*q^3*r^2*x+48265*a^2*g*q^2*r^3*x+48268*a^2*g*q*r^4* x-1328*a*b^4*c*q*r^2-24*a*b^4*g*q*r^2-1132*a*b^4*p*q*r^2+12976*a*b^4*p*r^2*x+ 2576*a*b^4*q*r^2*x-22672*a*b^3*c^2*p*r^2-9744*a*b^3*c^2*q*r^2-13404*a*b^3*c*p^2 *r^2+2700*a*b^3*c*p*r^3-2188*a*b^3*c*q^2*r^2-796*a*b^3*c*q*r^3-1744*a*b^3*g^2*p *r^2-88*a*b^3*g^2*q*r^2-4040*a*b^3*g*p^2*r^2-616*a*b^3*g*p*r^3-128*a*b^3*g*q^2* r^2-1208*a*b^3*g*q*r^3-4716*a*b^3*p^2*q*r^2+52088*a*b^3*p^2*r^2*x-2324*a*b^3*p* q^2*r^2-984*a*b^3*p*q*r^3+8360*a*b^3*q^2*r^2*x+33912*a*b^3*q*r^3*x-62912*a*b^2* c^3*p*r^2-27536*a*b^2*c^3*q*r^2-55856*a*b^2*c^2*p^2*r^2-11288*a*b^2*c^2*q^2*r^2 -1304*a*b^2*c^2*q*r^3-20094*a*b^2*c*p^3*r^2-1800*a^2*g^3*p*q*r^2+8518*a^2*g^3*p *r^2*x+614*a^2*g^3*q*r^2*x-6111*a^2*g^2*p^2*q*r^2-23756*a^2*c^3*g*q*r^2-67360*a ^2*c^3*p*q*r^2+375000*a^2*c^3*q*r^2*x-27956*a^2*c^2*g^2*p*r^2-10010*a^2*c^2*g^2 *q*r^2-56290*a^2*c^2*g*p^2*r^2-10166*a^2*c^2*g*q^2*r^2-14036*a^2*c^2*g*q*r^3-\ 63270*a^2*c^2*p^2*q*r^2-34704*a^2*c^2*p*q^2*r^2+196516*a^2*c^2*q^2*r^2*x+419892 *a^2*c^2*q*r^3*x-5302*a^2*c*g^3*p*r^2-1496*a^2*c*g^3*q*r^2-17121*a^2*c*g^2*p^2* r^2-2477*a^2*c*g^2*q^2*r^2-5738*a^2*c*g^2*q*r^3-20149*a^2*c*g*p^3*r^2-1702*a^2* c*g*q^3*r^2-6354*a^2*c*g*q^2*r^3+324*a^2*c*g*q*r^4-22902*a^2*c*p^3*q*r^2-22344* a^2*c*p^2*q^2*r^2-7810*a^2*c*p*q^3*r^2+44316*a^2*c*q^3*r^2*x+161774*a^2*c*q^2*r ^3*x+149102*a^2*c*q*r^4*x+14004*a^2*b^2*q^2*r^2*x+59868*a^2*b^2*q*r^3*x-80016*a ^2*b*c^3*p*r^2-31776*a^2*b*c^3*q*r^2-72840*a^2*b*c^2*p^2*r^2-13344*a^2*b*c^2*q^ 2*r^2-13688*a^2*b*c^2*q*r^3-26188*a^2*b*c*p^3*r^2-2162*a^2*b*c*q^3*r^2-7286*a^2 *b*c*q^2*r^3+3202*a^2*b*c*q*r^4-1818*a^2*b*g^3*p*r^2-156*a^2*b*g^3*q*r^2-6548*a ^2*b*g^2*p^2*r^2-3535*a^2*b*g^2*p*r^3-350*a^2*b*g^2*q^2*r^2-2714*a^2*b*g^2*q*r^ 3-8006*a^2*b*g*p^3*r^2-318*a^2*b*g*q^3*r^2-2957*a^2*b*g*q^2*r^3-478*a^2*b*g*q*r ^4-9397*a^2*b*p^3*q*r^2-9084*a^2*b*p^2*q^2*r^2-3057*a^2*b*p*q^3*r^2+13048*a^2*b *q^3*r^2*x+63294*a^2*b*q^2*r^3*x+62846*a^2*b*q*r^4*x-61436*a^2*c^3*g*p*r^2-2863 *a^3*g^2*p*q*r^2+11516*a^3*g^2*p*r^2*x+340*a^3*g^2*q*r^2*x-6550*a^3*g*p^2*q*r^2 -3434*a^3*g*p*q^2*r^2+48325*a^3*g*p*r^3*x+7835*a^3*g*q^2*r^2*x+35007*a^3*g*q*r^ 3*x-10304*a^2*b^3*c*p*r^2-3152*a^2*b^3*c*q*r^2-2672*a^2*b^3*g*p*r^2-128*a^2*b^3 *g*q*r^2-3336*a^2*b^3*p*q*r^2+24224*a^2*b^3*p*r^2*x+3424*a^2*b^3*q*r^2*x-45488* a^2*b^2*c^2*p*r^2-17264*a^2*b^2*c^2*q*r^2-27576*a^2*b^2*c*p^2*r^2-4008*a^2*b^2* c*q^2*r^2-6192*a^2*b^2*c*q*r^3-3404*a^2*b^2*g^2*p*r^2-236*a^2*b^2*g^2*q*r^2-\ 8156*a^2*b^2*g*p^2*r^2-3640*a^2*b^2*g*p*r^3-356*a^2*b^2*g*q^2*r^2-3088*a^2*b^2* g*q*r^3-9816*a^2*b^2*p^2*q*r^2-4992*a^2*b^2*p*q^2*r^2+87732*a^2*b^2*p*r^3*x-\ 28636*a^3*c^2*g*p*r^2-9280*a^3*c^2*g*q*r^2-33784*a^3*c^2*p*q*r^2+131840*a^3*c^2 *q*r^2*x-8150*a^3*c*g^2*p*r^2-2048*a^3*c*g^2*q*r^2-18152*a^3*c*g*p^2*r^2-2432*a ^3*c*g*q^2*r^2-6600*a^3*c*g*q*r^3-21556*a^3*c*p^2*q*r^2-11678*a^3*c*p*q^2*r^2+ 46832*a^3*c*q^2*r^2*x+126464*a^3*c*q*r^3*x-2236*a^4*g*p*q*r^2+7528*a^4*g*p*r^2* x-184*a^4*g*q*r^2*x-13136*a^3*b^2*c*p*r^2-3488*a^3*b^2*c*q*r^2-3456*a^3*b^2*g*p *r^2-240*a^3*b^2*g*q*r^2-4456*a^3*b^2*p*q*r^2+22496*a^3*b^2*p*r^2*x+1696*a^3*b^ 2*q*r^2*x-37200*a^3*b*c^2*p*r^2-12496*a^3*b*c^2*q*r^2-23340*a^3*b*c*p^2*r^2-\ 3132*a^3*b*c*q^2*r^2-7564*a^3*b*c*q*r^3-2808*a^3*b*g^2*p*r^2-240*a^3*b*g^2*q*r^ 2-6864*a^3*b*g*p^2*r^2-4296*a^3*b*g*p*r^3-376*a^3*b*g*q^2*r^2-2968*a^3*b*g*q*r^ 3-8396*a^3*b*p^2*q*r^2-4356*a^3*b*p*q^2*r^2+64488*a^3*b*p*r^3*x+10312*a^3*b*q^2 *r^2*x+45912*a^3*b*q*r^3*x+5096*g^2*p^3*q^2*r^2*x+4024*g^2*p^2*q^3*r^2*x+1476*g ^2*p*q^4*r^2*x+2516*g^2*p*q^3*r^3*x-392*g^2*p*q^2*r^4*x-3678*g^2*p*q*r^5*x+1740 *g*p^5*q*r^2*x+3690*g*p^4*q^2*r^2*x+4040*g*p^3*q^3*r^2*x+2370*g*p^2*q^4*r^2*x+ 684*g*p*q^5*r^2*x+1455*g*p*q^4*r^3*x-220*g*p*q^3*r^4*x-3960*g*p*q^2*r^5*x-4296* g*p*q*r^6*x-7904*a^4*b*c*p*r^2-1832*a^4*b*c*q*r^2-2136*a^4*b*g*p*r^2-192*a^4*b* g*q*r^2-2812*a^4*b*p*q*r^2+10384*a^4*b*p*r^2*x-16*a^4*b*q*r^2*x-6160*a^4*c*g*p* r^2-1376*a^4*c*g*q*r^2-7824*a^4*c*p*q*r^2+15672*a^4*c*q*r^2*x+252*g^5*p*q*r^2*x +1260*g^4*p^2*q*r^2*x+906*g^4*p*q^2*r^2*x+870*g^4*p*q*r^3*x+2756*g^3*p^3*q*r^2* x+3264*g^3*p^2*q^2*r^2*x+1596*g^3*p*q^3*r^2*x+2103*g^3*p*q^2*r^3*x-242*g^3*p*q* r^4*x+3084*g^2*p^4*q*r^2*x+492*c*g^2*p*q^3*r^3+1890*c*g^2*p*q^2*r^4+2376*c*g^2* p*q*r^5+2614*c*g^2*q^4*r^2*x+6867*c*g^2*q^3*r^3*x+3151*c*g^2*q^2*r^4*x-5123*c*g ^2*q*r^5*x+375*c*g*p^5*q*r^2+4500*c*g*p^5*r^2*x+570*c*g*p^4*q^2*r^2+1875*c*g*p^ 4*q*r^3+390*c*g*p^3*q^3*r^2+2280*c*g*p^3*q^2*r^3+3750*c*g*p^3*q*r^4+105*c*g*p^2 *q^4*r^2+1170*c*g*p^2*q^3*r^3+3420*c*g*p^2*q^2*r^4+3750*c*g*p^2*q*r^5+3*c*g*p*q ^5*r^2+210*c*g*p*q^4*r^3+1170*c*g*p*q^3*r^4+2280*c*g*p*q^2*r^5+1875*c*g*p*q*r^6 +1172*c*g*q^5*r^2*x+4076*c*g*q^4*r^3*x+2948*c*g*q^3*r^4*x-4972*c*g*q^2*r^5*x-\ 7912*c*g*q*r^6*x+5184*c*p^5*q*r^2*x+10980*c*p^4*q^2*r^2*x+12000*c*p^3*q^3*r^2*x +7020*c*p^2*q^4*r^2*x+2016*c*p*q^5*r^2*x+4158*c*p*q^4*r^3*x-1056*c*p*q^3*r^4*x-\ 12186*c*p*q^2*r^5*x-12960*c*p*q*r^6*x+14*c*g^5*p*q*r^2+698*c*g^5*p*r^2*x+418*c* g^5*q*r^2*x+144*c*g^4*p^2*q*r^2+3378*c*g^4*p^2*r^2*x+36*c*g^4*p*q^2*r^2+288*c*g ^4*p*q*r^3+2140*c*g^4*p*r^3*x+1610*c*g^4*q^2*r^2*x+2192*c*g^4*q*r^3*x+439*c*g^3 *p^3*q*r^2+7314*c*g^3*p^3*r^2*x+276*c*g^3*p^2*q^2*r^2+1317*c*g^3*p^2*q*r^3+39*c *g^3*p*q^3*r^2+552*c*g^3*p*q^2*r^3+1317*c*g^3*p*q*r^4+2874*c*g^3*q^3*r^2*x+5559 *c*g^3*q^2*r^3*x+1494*c*g^3*q*r^4*x+594*c*g^2*p^4*q*r^2+8102*c*g^2*p^4*r^2*x+ 630*c*g^2*p^3*q^2*r^2+2376*c*g^2*p^3*q*r^3+246*c*g^2*p^2*q^3*r^2+1890*c*g^2*p^2 *q^2*r^3+3564*c*g^2*p^2*q*r^4+18*c*g^2*p*q^4*r^2+6756*c^2*g^4*p*r^2*x+4604*c^2* g^4*q*r^2*x+1131*c^2*g^3*p^2*q*r^2+23232*c^2*g^3*p^2*r^2*x+399*c^2*g^3*p*q^2*r^ 2+2262*c^2*g^3*p*q*r^3+12192*c^2*g^3*q^2*r^2*x+13302*c^2*g^3*q*r^3*x+2214*c^2*g ^2*p^3*q*r^2+35364*c^2*g^2*p^3*r^2*x+1524*c^2*g^2*p^2*q^2*r^2+6642*c^2*g^2*p^2* q*r^3+294*c^2*g^2*p*q^3*r^2+3048*c^2*g^2*p*q^2*r^3+6642*c^2*g^2*p*q*r^4+14676*c ^2*g^2*q^3*r^2*x+24846*c^2*g^2*q^2*r^3*x+3820*c^2*g^2*q*r^4*x+1853*c^2*g*p^4*q* r^2+24924*c^2*g*p^4*r^2*x+2014*c^2*g*p^3*q^2*r^2+7412*c^2*g*p^3*q*r^3+834*c^2*g *p^2*q^3*r^2+6042*c^2*g*p^2*q^2*r^3+11118*c^2*g*p^2*q*r^4+83*c^2*g*p*q^4*r^2+ 1668*c^2*g*p*q^3*r^3+6042*c^2*g*p*q^2*r^4+7412*c^2*g*p*q*r^5+8204*c^2*g*q^4*r^2 *x+20034*c^2*g*q^3*r^3*x+7118*c^2*g*q^2*r^4*x-17440*c^2*g*q*r^5*x+28320*c^2*p^4 *q*r^2*x+46800*c^2*p^3*q^2*r^2*x+36960*c^2*p^2*q^3*r^2*x+13560*c^2*p*q^4*r^2*x+ 218*c^2*g^4*p*q*r^2+6636*c^3*g*p*q^2*r^3+13908*c^3*g*p*q*r^4+30608*c^3*g*q^3*r^ 2*x+48264*c^3*g*q^2*r^3*x+3696*c^3*g*q*r^4*x+81280*c^3*p^3*q*r^2*x+97440*c^3*p^ 2*q^2*r^2*x+48640*c^3*p*q^3*r^2*x+1252*c^3*g^3*p*q*r^2+31608*c^3*g^3*p*r^2*x+ 22648*c^3*g^3*q*r^2*x+3924*c^3*g^2*p^2*q*r^2+75032*c^3*g^2*p^2*r^2*x+1572*c^3*g ^2*p*q^2*r^2+7848*c^3*g^2*p*q*r^3+40984*c^3*g^2*q^2*r^2*x+39560*c^3*g^2*q*r^3*x +4636*c^3*g*p^3*q*r^2+72176*c^3*g*p^3*r^2*x+3318*c^3*g*p^2*q^2*r^2+13908*c^3*g* p^2*q*r^3+716*c^3*g*p*q^3*r^2+3400*c^4*g^2*p*q*r^2+77104*c^4*g^2*p*r^2*x+56432* c^4*g^2*q*r^2*x+6252*c^4*g*p^2*q*r^2+114720*c^4*g*p^2*r^2*x+2652*c^4*g*p*q^2*r^ 2+12504*c^4*g*p*q*r^3+63712*c^4*g*q^2*r^2*x+57400*c^4*g*q*r^3*x+128160*c^4*p^2* q*r^2*x+97920*c^4*p*q^2*r^2*x+4432*c^5*g*p*q*r^2+94464*c^5*g*p*r^2*x+69760*c^5* g*q*r^2*x+104448*c^5*p*q*r^2*x+29880*b^3*p^2*r^3*x-431*b^3*p*q^3*r^2-93*b^3*p*q ^2*r^3+2655*b^3*p*q*r^4+13616*b^3*p*r^4*x+2400*b^3*q^3*r^2*x+13638*b^3*q^2*r^3* x+12206*b^3*q*r^4*x-29360*b^2*c^4*p*r^2-13768*b^2*c^4*q*r^2-34624*b^2*c^3*p^2*r ^2-8160*b^2*c^3*q^2*r^2+7232*b^2*c^3*q*r^3-18758*b^2*c^2*p^3*r^2-2096*b^2*c^2*q ^3*r^2-348*b^2*c^2*q^2*r^3+17016*b^2*c^2*q*r^4-4795*b^2*c*p^4*r^2+15230*b^2*c*p *r^5-193*b^2*c*q^4*r^2-764*b^2*c*q^3*r^3+3432*b^2*c*q^2*r^4+8384*b^2*c*q*r^5-\ 234*b^2*g^4*p*r^2-18*b^2*g^4*q*r^2-1061*b^2*g^3*p^2*r^2-220*b^2*g^3*p*r^3-47*b^ 2*g^3*q^2*r^2-356*b^2*g^3*q*r^3-1892*b^2*g^2*p^3*r^2+372*b^2*g^2*p^2*r^3+2388*b ^2*g^2*p*r^4-56*b^2*g^2*q^3*r^2-564*b^2*g^2*q^2*r^3+624*b^2*g^2*q*r^4-1533*b^2* g*p^4*r^2+4518*b^2*g*p*r^5-23*b^2*g*q^4*r^2-400*b^2*g*q^3*r^3+576*b^2*g*q^2*r^4 +2260*b^2*g*q*r^5-1691*b^2*p^4*q*r^2-2259*b^2*p^3*q^2*r^2-1321*b^2*p^2*q^3*r^2-\ 45*b^2*p^2*q^2*r^3+2499*a*p*q*r^6+1008*a*q^5*r^2*x+7586*a*q^4*r^3*x+14336*a*q^3 *r^4*x+9609*a*q^2*r^5*x+674*a*q*r^6*x+688*b^5*q*r^2*x-1800*b^4*c^2*q*r^2-420*b^ 4*c*q^2*r^2+608*b^4*c*q*r^3-8*b^4*g^2*q*r^2-12*b^4*g*q^2*r^2-104*b^4*g*q*r^3-\ 728*b^4*p^2*q*r^2+12778*b^4*p^2*r^2*x-336*b^4*p*q^2*r^2+260*b^4*p*q*r^3+11622*b ^4*p*r^3*x+1846*b^4*q^2*r^2*x+6978*b^4*q*r^3*x-14576*b^3*c^3*p*r^2-7072*b^3*c^3 *q*r^2-12860*b^3*c^2*p^2*r^2+10460*b^3*c^2*p*r^3-2980*b^3*c^2*q^2*r^2+3660*b^3* c^2*q*r^3-4676*b^3*c*p^3*r^2+4680*b^3*c*p^2*r^3+10916*b^3*c*p*r^4-406*b^3*c*q^3 *r^2-118*b^3*c*q^2*r^3+4966*b^3*c*q*r^4-374*b^3*g^3*p*r^2-20*b^3*g^3*q*r^2-1254 *b^3*g^2*p^2*r^2+27*b^3*g^2*p*r^3-40*b^3*g^2*q^2*r^2-334*b^3*g^2*q*r^3-1484*b^3 *g*p^3*r^2+918*b^3*g*p^2*r^3+2708*b^3*g*p*r^4-28*b^3*g*q^3*r^2-349*b^3*g*q^2*r^ 3+880*b^3*g*q*r^4-1635*b^3*p^3*q*r^2+23526*b^3*p^3*r^2*x-1464*b^3*p^2*q^2*r^2+ 765*b^3*p^2*q*r^3-39042*a*c^3*p^3*r^2-4242*a*c^3*q^3*r^2-6786*a*c^3*q^2*r^3+ 13170*a*c^3*q*r^4-14770*a*c^2*p^4*r^2-832*a*c^2*q^4*r^2-3582*a*c^2*q^3*r^3+3050 *a*c^2*q^2*r^4+13658*a*c^2*q*r^5-2854*a*c*p^5*r^2-80*a*c*q^5*r^2-780*a*c*q^4*r^ 3-84*a*c*q^3*r^4+3628*a*c*q^2*r^5+4788*a*c*q*r^6-87*a*g^5*p*r^2-9*a*g^5*q*r^2-\ 512*a*g^4*p^2*r^2-271*a*g^4*p*r^3-32*a*g^4*q^2*r^2-220*a*g^4*q*r^3-1239*a*g^3*p ^3*r^2-54*a*g^3*q^3*r^2-474*a*g^3*q^2*r^3-57*a*g^3*q*r^4-1511*a*g^2*p^4*r^2-49* a*g^2*q^4*r^2-525*a*g^2*q^3*r^3-150*a*g^2*q^2*r^4+1079*a*g^2*q*r^5-922*a*g*p^5* r^2-21*a*g*q^5*r^2-289*a*g*q^4*r^3-168*a*g*q^3*r^4+1020*a*g*q^2*r^5+1493*a*g*q* r^6-1041*a*p^5*q*r^2-1917*a*p^4*q^2*r^2-1758*a*p^3*q^3*r^2-807*a*p^2*q^4*r^2-\ 153*a*p*q^5*r^2-489*a*p*q^4*r^3+246*a*p*q^3*r^4+2232*a*p*q^2*r^5-346*a^2*g^4*p* r^2-34*a^2*g^4*q*r^2-1665*a^2*g^3*p^2*r^2-1008*a^2*g^3*p*r^3-103*a^2*g^3*q^2*r^ 2-736*a^2*g^3*q*r^3-3053*a^2*g^2*p^3*r^2-137*a^2*g^2*q^3*r^2-1203*a^2*g^2*q^2*r ^3-411*a^2*g^2*q*r^4-2491*a^2*g*p^4*r^2-87*a^2*g*q^4*r^2-894*a^2*g*q^3*r^3-522* a^2*g*q^2*r^4+1290*a^2*g*q*r^5-2879*a^2*p^4*q*r^2-4091*a^2*p^3*q^2*r^2-2609*a^2 *p^2*q^3*r^2-656*a^2*p*q^4*r^2+3651*a^2*q^4*r^2*x+20650*a^2*q^3*r^3*x+29760*a^2 *q^2*r^4*x+14097*a^2*q*r^5*x-20*a*b^4*q^2*r^2-232*a*b^4*q*r^3-2444*a*b^3*p^3*r^ 2+588*a*b^3*p^2*r^3+3228*a*b^3*p*r^4-52*a*b^3*q^3*r^2-652*a*b^3*q^2*r^3+916*a*b ^3*q*r^4-2537*a*b^2*p^4*r^2+5917*a*b^2*p*r^5-49*a*b^2*q^4*r^2-722*a*b^2*q^3*r^3 +450*a*b^2*q^2*r^4+2870*a*b^2*q*r^5-1230*a*b*p^5*r^2+3882*a*b*p*r^6-20*a*b*q^5* r^2-346*a*b*q^4*r^3-58*a*b*q^3*r^4+1702*a*b*q^2*r^5+2294*a*b*q*r^6-35736*a*c^5* p*r^2-14808*a*c^5*q*r^2-54180*a*c^4*p^2*r^2-11228*a*c^4*q^2*r^2-4052*a*c^4*q*r^ 3-724*a^3*g^3*p*r^2-70*a^3*g^3*q*r^2-2659*a^3*g^2*p^2*r^2-1805*a^3*g^2*p*r^3-\ 167*a^3*g^2*q^2*r^2-1214*a^3*g^2*q*r^3-3270*a^3*g*p^3*r^2-154*a^3*g*q^3*r^2-\ 1331*a^3*g*q^2*r^3-706*a^3*g*q*r^4-3885*a^3*p^3*q*r^2-3816*a^3*p^2*q^2*r^2-1317 *a^3*p*q^3*r^2+5324*a^3*q^3*r^2*x+24828*a^3*q^2*r^3*x+25320*a^3*q*r^4*x-16*a^2* b^4*q*r^2-3192*a^2*b^3*p^2*r^2-984*a^2*b^3*p*r^3-104*a^2*b^3*q^2*r^2-1056*a^2*b ^3*q*r^3-4992*a^2*b^2*p^3*r^2-168*a^2*b^2*q^3*r^2-1692*a^2*b^2*q^2*r^3+216*a^2* b^2*q*r^4-3270*a^2*b*p^4*r^2-100*a^2*b*q^4*r^2-1104*a^2*b*q^3*r^3-390*a^2*b*q^2 *r^4+2132*a^2*b*q*r^5-47928*a^2*c^4*p*r^2-18896*a^2*c^4*q*r^2-58800*a^2*c^3*p^2 *r^2-11408*a^2*c^3*q^2*r^2-10992*a^2*c^3*q*r^3-31760*a^2*c^2*p^3*r^2-3194*a^2*c ^2*q^3*r^2-8166*a^2*c^2*q^2*r^3+3762*a^2*c^2*q*r^4-7957*a^2*c*p^4*r^2-411*a^2*c *q^4*r^2-2424*a^2*c*q^3*r^3-380*a^2*c*q^2*r^4+4938*a^2*c*q*r^5-56*a^5*g*q*r^2-\ 684*a^5*p*q*r^2+1904*a^5*p*r^2*x-176*a^5*q*r^2*x-1296*a^4*b^2*p*r^2-96*a^4*b^2* q*r^2-2640*a^4*b*p^2*r^2-1860*a^4*b*p*r^3-152*a^4*b*q^2*r^2-1192*a^4*b*q*r^3-\ 10824*a^4*c^2*p*r^2-3176*a^4*c^2*q*r^2-7068*a^4*c*p^2*r^2-892*a^4*c*q^2*r^2-\ 2776*a^4*c*q*r^3-840*a^4*g^2*p*r^2-84*a^4*g^2*q*r^2-2080*a^4*g*p^2*r^2-1556*a^4 *g*p*r^3-136*a^4*g*q^2*r^2-984*a^4*g*q*r^3-2568*a^4*p^2*q*r^2-1352*a^4*p*q^2*r^ 2+17622*a^4*p*r^3*x+2822*a^4*q^2*r^2*x+12978*a^4*q*r^3*x-1344*a^3*b^3*p*r^2-64* a^3*b^3*q*r^2-4224*a^3*b^2*p^2*r^2-2328*a^3*b^2*p*r^3-192*a^3*b^2*q^2*r^2-1696* a^3*b^2*q*r^3-4220*a^3*b*p^3*r^2-180*a^3*b*q^3*r^2-1628*a^3*b*q^2*r^3-652*a^3*b *q*r^4-31680*a^3*c^3*p*r^2-11312*a^3*c^3*q*r^2-29844*a^3*c^2*p^2*r^2-5036*a^3*c ^2*q^2*r^2-8724*a^3*c^2*q*r^3-10770*a^3*c*p^3*r^2-892*a^3*c*q^3*r^2-3668*a^3*c* q^2*r^3-980*a^3*c*q*r^4-694*g^2*q^2*r^5*x-1244*g^2*q*r^6*x+30*g*p^6*q*r^2+334*g *p^6*r^2*x+60*g*p^5*q^2*r^2+180*g*p^5*q*r^3+60*g*p^4*q^3*r^2+300*g*p^4*q^2*r^3+ 450*g*p^4*q*r^4+30*g*p^3*q^4*r^2+240*g*p^3*q^3*r^3+600*g*p^3*q^2*r^4+600*g*p^3* q*r^5+6*g*p^2*q^5*r^2+90*g*p^2*q^4*r^3+360*g*p^2*q^3*r^4+600*g*p^2*q^2*r^5+450* g*p^2*q*r^6+12*g*p*q^5*r^3+90*g*p*q^4*r^4+240*g*p*q^3*r^5+300*g*p*q^2*r^6+180*g *p*q*r^7-1421*g*p*r^7*x+70*g*q^6*r^2*x+321*g*q^5*r^3*x+355*g*q^4*r^4*x-460*g*q^ 3*r^5*x-1308*g*q^2*r^6*x-1015*g*q*r^7*x+394*p^6*q*r^2*x+1020*p^5*q^2*r^2*x+1430 *p^4*q^3*r^2*x+1160*p^3*q^4*r^2*x+534*p^2*q^5*r^2*x+735*p^2*q^4*r^3*x-980*p^2*q ^3*r^4*x-3480*p^2*q^2*r^5*x-3162*p^2*q*r^6*x+318*p*q^5*r^3*x-50*p*q^4*r^4*x-\ 1390*p*q^3*r^5*x-2256*p*q^2*r^6*x-1486*p*q*r^7*x-640*a^5*b*p*r^2-64*a^5*b*q*r^2 -1832*a^5*c*p*r^2-368*a^5*c*q*r^2-512*a^5*g*p*r^2+184*g^5*p^2*r^2*x+12*g^5*p*q* r^3+146*g^5*p*r^3*x-240*g^5*p*r^2*x^2+68*g^5*q^2*r^2*x+142*g^5*q*r^3*x-240*g^5* q*r^2*x^2+30*g^4*p^3*q*r^2+538*g^4*p^3*r^2*x+15*g^4*p^2*q^2*r^2+90*g^4*p^2*q*r^ 3+411*g^4*p^2*r^3*x+30*g^4*p*q^2*r^3+90*g^4*p*q*r^4-32*g^4*p*r^4*x+184*g^4*q^3* r^2*x+459*g^4*q^2*r^3*x+200*g^4*q*r^4*x+60*g^3*p^4*q*r^2+834*g^3*p^4*r^2*x+60*g ^3*p^3*q^2*r^2+240*g^3*p^3*q*r^3+20*g^3*p^2*q^3*r^2+180*g^3*p^2*q^2*r^3+360*g^3 *p^2*q*r^4+40*g^3*p*q^3*r^3+180*g^3*p*q^2*r^4+240*g^3*p*q*r^5-1089*g^3*p*r^5*x+ 254*g^3*q^4*r^2*x+771*g^3*q^3*r^3*x+479*g^3*q^2*r^4*x-439*g^3*q*r^5*x+60*g^2*p^ 5*q*r^2+724*g^2*p^5*r^2*x+90*g^2*p^4*q^2*r^2+300*g^2*p^4*q*r^3+60*g^2*p^3*q^3*r ^2+360*g^2*p^3*q^2*r^3+600*g^2*p^3*q*r^4+15*g^2*p^2*q^4*r^2+180*g^2*p^2*q^3*r^3 +540*g^2*p^2*q^2*r^4+600*g^2*p^2*q*r^5+30*g^2*p*q^4*r^3+180*g^2*p*q^3*r^4+360*g ^2*p*q^2*r^5+300*g^2*p*q*r^6-1996*g^2*p*r^6*x+188*g^2*q^5*r^2*x+700*g^2*q^4*r^3 *x+592*g^2*q^3*r^4*x+26*g^6*p*r^2*x+10*g^6*q*r^2*x+6*g^5*p^2*q*r^2-3054*c*q*r^7 *x+804*c*g^3*p^3*r^3+1206*c*g^3*p^2*r^4+804*c*g^3*p*r^5+c*g^3*q^4*r^2+39*c*g^3* q^3*r^3+276*c*g^3*q^2*r^4+439*c*g^3*q*r^5+192*c*g^2*p^5*r^2+960*c*g^2*p^4*r^3+ 1920*c*g^2*p^3*r^4+1920*c*g^2*p^2*r^5+960*c*g^2*p*r^6+18*c*g^2*q^4*r^3+246*c*g^ 2*q^3*r^4+630*c*g^2*q^2*r^5+594*c*g^2*q*r^6+93*c*g*p^6*r^2+558*c*g*p^5*r^3+1395 *c*g*p^4*r^4+1860*c*g*p^3*r^5+1395*c*g*p^2*r^6+558*c*g*p*r^7+3*c*g*q^5*r^3+105* c*g*q^4*r^4+390*c*g*q^3*r^5+570*c*g*q^2*r^6+375*c*g*q*r^7+90*c*p^6*q*r^2+996*c* p^6*r^2*x+180*c*p^5*q^2*r^2+540*c*p^5*q*r^3+180*c*p^4*q^3*r^2+900*c*p^4*q^2*r^3 +1350*c*p^4*q*r^4+90*c*p^3*q^4*r^2+720*c*p^3*q^3*r^3+1800*c*p^3*q^2*r^4+1800*c* p^3*q*r^5+18*c*p^2*q^5*r^2+270*c*p^2*q^4*r^3+1080*c*p^2*q^3*r^4+1800*c*p^2*q^2* r^5+1350*c*p^2*q*r^6+36*c*p*q^5*r^3+270*c*p*q^4*r^4+720*c*p*q^3*r^5+900*c*p*q^2 *r^6+540*c*p*q*r^7-4254*c*p*r^7*x+204*c*q^6*r^2*x+918*c*q^5*r^3*x+948*c*q^4*r^4 *x-1518*c*q^3*r^5*x-3996*c*q^2*r^6*x+834*c^2*g*q^3*r^4+2014*c^2*g*q^2*r^5+1853* c^2*g*q*r^6+558*c^2*p^5*q*r^2+6648*c^2*p^5*r^2*x+852*c^2*p^4*q^2*r^2+2790*c^2*p ^4*q*r^3+588*c^2*p^3*q^3*r^2+3408*c^2*p^3*q^2*r^3+5580*c^2*p^3*q*r^4+162*c^2*p^ 2*q^4*r^2+1764*c^2*p^2*q^3*r^3+5112*c^2*p^2*q^2*r^4+5580*c^2*p^2*q*r^5+6*c^2*p* q^5*r^2+324*c^2*p*q^4*r^3+1764*c^2*p*q^3*r^4+3408*c^2*p*q^2*r^5+2790*c^2*p*q*r^ 6+1728*c^2*q^5*r^2*x+5820*c^2*q^4*r^3*x+3776*c^2*q^3*r^4*x-7992*c^2*q^2*r^5*x-\ 12000*c^2*q*r^6*x+2*c*g^6*p*r^2+28*c*g^5*p^2*r^2+56*c*g^5*p*r^3+c*g^5*q^2*r^2+ 14*c*g^5*q*r^3+110*c*g^4*p^3*r^2+330*c*g^4*p^2*r^3+330*c*g^4*p*r^4+2*c*g^4*q^3* r^2+36*c*g^4*q^2*r^3+144*c*g^4*q*r^4+201*c*g^3*p^4*r^2+7336*c^3*p^3*q*r^3+852*c ^3*p^2*q^3*r^2+6036*c^3*p^2*q^2*r^3+11004*c^3*p^2*q*r^4+94*c^3*p*q^4*r^2+1704*c ^3*p*q^3*r^3+6036*c^3*p*q^2*r^4+7336*c^3*p*q*r^5+8080*c^3*q^4*r^2*x+19032*c^3*q ^3*r^3*x+5520*c^3*q^2*r^4*x-18236*c^3*q*r^5*x+40*c^2*g^5*p*r^2+10*c^2*g^5*q*r^2 +285*c^2*g^4*p^2*r^2+570*c^2*g^4*p*r^3+31*c^2*g^4*q^2*r^2+218*c^2*g^4*q*r^3+765 *c^2*g^3*p^3*r^2+2295*c^2*g^3*p^2*r^3+2295*c^2*g^3*p*r^4+33*c^2*g^3*q^3*r^2+399 *c^2*g^3*q^2*r^3+1131*c^2*g^3*q*r^4+972*c^2*g^2*p^4*r^2+3888*c^2*g^2*p^3*r^3+ 5832*c^2*g^2*p^2*r^4+3888*c^2*g^2*p*r^5+12*c^2*g^2*q^4*r^2+294*c^2*g^2*q^3*r^3+ 1524*c^2*g^2*q^2*r^4+2214*c^2*g^2*q*r^5+591*c^2*g*p^5*r^2+2955*c^2*g*p^4*r^3+ 5910*c^2*g*p^3*r^4+5910*c^2*g*p^2*r^5+2955*c^2*g*p*r^6+c^2*g*q^5*r^2+83*c^2*g*q ^4*r^3+3400*c^4*g^2*q*r^3+3892*c^4*g*p^3*r^2+11676*c^4*g*p^2*r^3+11676*c^4*g*p* r^4+292*c^4*g*q^3*r^2+2652*c^4*g*q^2*r^3+6252*c^4*g*q*r^4+3448*c^4*p^3*q*r^2+ 52800*c^4*p^3*r^2*x+2508*c^4*p^2*q^2*r^2+10344*c^4*p^2*q*r^3+568*c^4*p*q^3*r^2+ 5016*c^4*p*q^2*r^3+10344*c^4*p*q*r^4+22560*c^4*q^3*r^2*x+34272*c^4*q^2*r^3*x+ 864*c^4*q*r^4*x+314*c^3*g^4*p*r^2+118*c^3*g^4*q*r^2+1392*c^3*g^3*p^2*r^2+2784*c ^3*g^3*p*r^3+224*c^3*g^3*q^2*r^2+1252*c^3*g^3*q*r^3+2508*c^3*g^2*p^3*r^2+7524*c ^3*g^2*p^2*r^3+7524*c^3*g^2*p*r^4+156*c^3*g^2*q^3*r^2+1572*c^3*g^2*q^2*r^3+3924 *c^3*g^2*q*r^4+1997*c^3*g*p^4*r^2+7988*c^3*g*p^3*r^3+11982*c^3*g*p^2*r^4+7988*c ^3*g*p*r^5+37*c^3*g*q^4*r^2+716*c^3*g*q^3*r^3+3318*c^3*g*q^2*r^4+4636*c^3*g*q*r ^5+1834*c^3*p^4*q*r^2+24400*c^3*p^4*r^2*x+2012*c^3*p^3*q^2*r^2-854*b*q^3*r^5*x-\ 2046*b*q^2*r^6*x-1539*b*q*r^7*x+2752*c^6*g*p*r^2+1376*c^6*g*q*r^2+2240*c^6*p*q* r^2+45952*c^6*p*r^2*x+34048*c^6*q*r^2*x+2576*c^5*g^2*p*r^2+1232*c^5*g^2*q*r^2+ 4416*c^5*g*p^2*r^2+8832*c^5*g*p*r^3+944*c^5*g*q^2*r^2+4432*c^5*g*q*r^3+3744*c^5 *p^2*q*r^2+67008*c^5*p^2*r^2*x+1632*c^5*p*q^2*r^2+7488*c^5*p*q*r^3+37440*c^5*q^ 2*r^2*x+32448*c^5*q*r^3*x+1232*c^4*g^3*p*r^2+544*c^4*g^3*q*r^2+3512*c^4*g^2*p^2 *r^2+7024*c^4*g^2*p*r^3+680*c^4*g^2*q^2*r^2-7009*a^2*b*g^2*p*q*r^2+36876*a^2*b* g^2*p*r^2*x+3348*a^2*b*g^2*q*r^2*x-15898*a^2*b*g*p^2*q*r^2-8210*a^2*b*g*p*q^2*r ^2+132887*a^2*b*g*p*r^3*x+21573*a^2*b*g*q^2*r^2*x+92933*a^2*b*g*q*r^3*x-64246*a ^2*c^2*g*p*q*r^2+291172*a^2*c^2*g*q*r^2*x-20940*a^2*b*c*g^2*p*r^2-6018*a^2*b*c* g^2*q*r^2-44594*a^2*b*c*g*p^2*r^2-6446*a^2*b*c*g*q^2*r^2-12816*a^2*b*c*g*q*r^3-\ 51910*a^2*b*c*p^2*q*r^2-27884*a^2*b*c*p*q^2*r^2+133852*a^2*b*c*q^2*r^2*x+336596 *a^2*b*c*q*r^3*x-26200*a^2*b^2*c*g*p*r^2-7720*a^2*b^2*c*g*q*r^2-30768*a^2*b^2*c *p*q*r^2+119400*a^2*b^2*c*q*r^2*x-8632*a^2*b^2*g*p*q*r^2+52224*a^2*b^2*g*p*r^2* x+5952*a^2*b^2*g*q*r^2*x-73224*a^2*b*c^2*g*p*r^2-26916*a^2*b*c^2*g*q*r^2-82896* a^2*b*c^2*p*q*r^2+420200*a^2*b*c^2*q*r^2*x-7320*a^3*b*g*p*q*r^2+32464*a^3*b*g*p *r^2*x+1616*a^3*b*g*q*r^2*x-20234*a^3*c*g*p*q*r^2+49384*a^3*c*g*q*r^2*x-21200*a ^3*b*c*g*p*r^2-5472*a^3*b*c*g*q*r^2-25928*a^3*b*c*p*q*r^2+71144*a^3*b*c*q*r^2*x +4988*c*g^4*p*q*r^2*x+17502*c*g^3*p^2*q*r^2*x+13062*c*g^3*p*q^2*r^2*x+26920*c*g ^2*p^3*q*r^2*x+32148*c*g^2*p^2*q^2*r^2*x+15944*c*g^2*p*q^3*r^2*x+19172*c*g*p^4* q*r^2*x+31688*c*g*p^3*q^2*r^2*x+25032*c*g*p^2*q^3*r^2*x+9188*c*g*p*q^4*r^2*x+ 35424*c^2*g^3*p*q*r^2*x+85404*c^2*g^2*p^2*q*r^2*x+64716*c^2*g^2*p*q^2*r^2*x+ 82976*c^2*g*p^3*q*r^2*x+99384*c^2*g*p^2*q^2*r^2*x+49536*c^2*g*p*q^3*r^2*x+ 116016*c^3*g^2*p*q*r^2*x+174960*c^3*g*p^2*q*r^2*x+133392*c^3*g*p*q^2*r^2*x+ 178432*c^4*g*p*q*r^2*x+1790*b*g^4*p*q*r^2*x+7200*b*g^3*p^2*q*r^2*x+5058*b*g^3*p *q^2*r^2*x+11832*b*g^2*p^3*q*r^2*x+13788*b*g^2*p^2*q^2*r^2*x+6552*b*g^2*p*q^3*r ^2*x+8313*b*g^2*p*q^2*r^3*x-1954*b*g^2*p*q*r^4*x+8830*b*g*p^4*q*r^2*x+14400*b*g *p^3*q^2*r^2*x+11140*b*g*p^2*q^3*r^2*x+3940*b*g*p*q^4*r^2*x+6432*b*g*p*q^3*r^3* x-2352*b*g*p*q^2*r^4*x-11570*b*g*p*q*r^5*x+17551*b*c*g*q^3*r^3*x+5597*b*c*g*q^2 *r^4*x-17515*b*c*g*q*r^5*x+27204*b*c*p^4*q*r^2*x+44416*b*c*p^3*q^2*r^2*x+34424* b*c*p^2*q^3*r^2*x+12216*b*c*p*q^4*r^2*x+18208*b*c*p*q^3*r^3*x-10368*b*c*p*q^2*r ^4*x-37356*b*c*p*q*r^5*x+118*b*c*g^4*p*q*r^2+5086*b*c*g^4*p*r^2*x+2986*b*c*g^4* q*r^2*x+894*b*c*g^3*p^2*q*r^2+19530*b*c*g^3*p^2*r^2*x+231*b*c*g^3*p*q^2*r^2+ 1788*b*c*g^3*p*q*r^3+11501*b*c*g^3*p*r^3*x+8904*b*c*g^3*q^2*r^2*x+11705*b*c*g^3 *q*r^3*x+1995*b*c*g^2*p^3*q*r^2+31566*b*c*g^2*p^3*r^2*x+1266*b*c*g^2*p^2*q^2*r^ 2+5985*b*c*g^2*p^2*q*r^3+183*b*c*g^2*p*q^3*r^2+2532*b*c*g^2*p*q^2*r^3+5985*b*c* g^2*p*q*r^4+11544*b*c*g^2*q^3*r^2*x+21756*b*c*g^2*q^2*r^3*x+3676*b*c*g^2*q*r^4* x+1778*b*c*g*p^4*q*r^2+23238*b*c*g*p^4*r^2*x+1896*b*c*g*p^3*q^2*r^2+7112*b*c*g* p^3*q*r^3+750*b*c*g*p^2*q^3*r^2+5688*b*c*g*p^2*q^2*r^3+10668*b*c*g*p^2*q*r^4+59 *b*c*g*p*q^4*r^2+1500*b*c*g*p*q^3*r^3+5688*b*c*g*p*q^2*r^4+7112*b*c*g*p*q*r^5+ 6746*b*c*g*q^4*r^2*x-136462*a*b*c*g*q*r^2*x-31560*a*b*c*g^2*p*q*r^2+124286*a*b* c*g^2*q*r^2*x-63779*a*b*c*g*p^2*q*r^2-34301*a*b*c*g*p*q^2*r^2+186454*a*b*c*g*q^ 2*r^2*x+446710*a*b*c*g*q*r^3*x-104040*a*b*c^2*g*p*q*r^2+617180*a*b*c^2*g*q*r^2* x-39114*a*b^2*c*g*p*q*r^2+183128*a*b^2*c*g*q*r^2*x-49990*a^2*b*c*g*p*q*r^2+ 165640*a^2*b*c*g*q*r^2*x+28434*b*c*g^3*p*q*r^2*x+74676*b*c*g^2*p^2*q*r^2*x+ 54654*b*c*g^2*p*q^2*r^2*x+76460*b*c*g*p^3*q*r^2*x+89952*b*c*g*p^2*q^2*r^2*x+ 43476*b*c*g*p*q^3*r^2*x+1620*b*g^2*p^2*q*r^4+180*b*g^2*p*q^3*r^3+810*b*g^2*p*q^ 2*r^4+1080*b*g^2*p*q*r^5-5115*b*g^2*p*r^5*x+978*b*g^2*q^4*r^2*x+3045*b*g^2*q^3* r^3*x+1645*b*g^2*q^2*r^4*x-2253*b*g^2*q*r^5*x+180*b*g*p^5*q*r^2+2092*b*g*p^5*r^ 2*x+270*b*g*p^4*q^2*r^2+900*b*g*p^4*q*r^3+180*b*g*p^3*q^3*r^2+1080*b*g*p^3*q^2* r^3+1800*b*g*p^3*q*r^4+45*b*g*p^2*q^4*r^2+540*b*g*p^2*q^3*r^3+1620*b*g*p^2*q^2* r^4+1800*b*g*p^2*q*r^5+90*b*g*p*q^4*r^3+540*b*g*p*q^3*r^4+1080*b*g*p*q^2*r^5+ 900*b*g*p*q*r^6-6060*b*g*p*r^6*x+462*b*g*q^5*r^2*x+1792*b*g*q^4*r^3*x+1312*b*g* q^3*r^4*x-2436*b*g*q^2*r^5*x-3854*b*g*q*r^6*x+2490*b*p^5*q*r^2*x+5220*b*p^4*q^2 *r^2*x+5620*b*p^3*q^3*r^2*x+3210*b*p^2*q^4*r^2*x+3186*b*p^2*q^3*r^3*x-4878*b*p^ 2*q^2*r^4*x-10074*b*p^2*q*r^5*x-40659*b*p^2*q*r^4*x^2+882*b*p*q^5*r^2*x+1779*b* p*q^4*r^3*x-888*b*p*q^3*r^4*x-6318*b*p*q^2*r^5*x-6546*b*p*q*r^6*x+226*b*g^5*p*r ^2*x+82*b*g^5*q*r^2*x+45*b*g^4*p^2*q*r^2+1332*b*g^4*p^2*r^2*x+90*b*g^4*p*q*r^3+ 1013*b*g^4*p*r^3*x-1764*b*g^4*p*r^2*x^2+458*b*g^4*q^2*r^2*x+975*b*g^4*q*r^3*x-\ 1764*b*g^4*q*r^2*x^2+180*b*g^3*p^3*q*r^2+3114*b*g^3*p^3*r^2*x+90*b*g^3*p^2*q^2* r^2+540*b*g^3*p^2*q*r^3+2235*b*g^3*p^2*r^3*x+180*b*g^3*p*q^2*r^3+540*b*g^3*p*q* r^4-408*b*g^3*p*r^4*x+972*b*g^3*q^3*r^2*x+2469*b*g^3*q^2*r^3*x+948*b*g^3*q*r^4* x+270*b*g^2*p^4*q*r^2+3618*b*g^2*p^4*r^2*x+270*b*g^2*p^3*q^2*r^2+1080*b*g^2*p^3 *q*r^3+90*b*g^2*p^2*q^3*r^2+810*b*g^2*p^2*q^2*r^3+5730*b*c*g*p^2*r^5+2865*b*c*g *p*r^6+59*b*c*g*q^4*r^3+750*b*c*g*q^3*r^4+1896*b*c*g*q^2*r^5+1778*b*c*g*q*r^6+ 558*b*c*p^5*q*r^2+6440*b*c*p^5*r^2*x+852*b*c*p^4*q^2*r^2+2790*b*c*p^4*q*r^3+588 *b*c*p^3*q^3*r^2+3408*b*c*p^3*q^2*r^3+5580*b*c*p^3*q*r^4+162*b*c*p^2*q^4*r^2+ 1764*b*c*p^2*q^3*r^3+5112*b*c*p^2*q^2*r^4+5580*b*c*p^2*q*r^5+324*b*c*p*q^4*r^3+ 1764*b*c*p*q^3*r^4+3408*b*c*p*q^2*r^5+2790*b*c*p*q*r^6-18824*b*c*p*r^6*x+1444*b *c*q^5*r^2*x+5084*b*c*q^4*r^3*x+2784*b*c*q^3*r^4*x-8732*b*c*q^2*r^5*x-12292*b*c *q*r^6*x+11048*b*c^2*p*q*r^5+10604*b*c^2*q^4*r^2*x+25066*b*c^2*q^3*r^3*x+4246*b *c^2*q^2*r^4*x-29710*b*c^2*q*r^5*x+21*b*c*g^5*p*r^2+b*c*g^5*q*r^2+221*b*c*g^4*p ^2*r^2+442*b*c*g^4*p*r^3+9*b*c*g^4*q^2*r^2+118*b*c*g^4*q*r^3+674*b*c*g^3*p^3*r^ 2+2022*b*c*g^3*p^2*r^3+2022*b*c*g^3*p*r^4+11*b*c*g^3*q^3*r^2+231*b*c*g^3*q^2*r^ 3+894*b*c*g^3*q*r^4+909*b*c*g^2*p^4*r^2+3636*b*c*g^2*p^3*r^3+5454*b*c*g^2*p^2*r ^4+3636*b*c*g^2*p*r^5+3*b*c*g^2*q^4*r^2+183*b*c*g^2*q^3*r^3+1266*b*c*g^2*q^2*r^ 4+1995*b*c*g^2*q*r^5+573*b*c*g*p^5*r^2+2865*b*c*g*p^4*r^3+5730*b*c*g*p^3*r^4-\ 5932*b*c^3*q*r^4*x+345*b*c^2*g^4*p*r^2+95*b*c^2*g^4*q*r^2+1818*b*c^2*g^3*p^2*r^ 2+3636*b*c^2*g^3*p*r^3+204*b*c^2*g^3*q^2*r^2+1440*b*c^2*g^3*q*r^3+3529*b*c^2*g^ 2*p^3*r^2+10587*b*c^2*g^2*p^2*r^3+10587*b*c^2*g^2*p*r^4+145*b*c^2*g^2*q^3*r^2+ 1905*b*c^2*g^2*q^2*r^3+5289*b*c^2*g^2*q*r^4+2923*b*c^2*g*p^4*r^2+11692*b*c^2*g* p^3*r^3+17538*b*c^2*g*p^2*r^4+11692*b*c^2*g*p*r^5+33*b*c^2*g*q^4*r^2+928*b*c^2* g*q^3*r^3+4680*b*c^2*g*q^2*r^4+6708*b*c^2*g*q*r^5+2762*b*c^2*p^4*q*r^2+35484*b* c^2*p^4*r^2*x+3032*b*c^2*p^3*q^2*r^2+11048*b*c^2*p^3*q*r^3+1284*b*c^2*p^2*q^3*r ^2+9096*b*c^2*p^2*q^2*r^3+16572*b*c^2*p^2*q*r^4+140*b*c^2*p*q^4*r^2+2568*b*c^2* p*q^3*r^3+9096*b*c^2*p*q^2*r^4+6144*b*c^4*g^2*p*r^2+2744*b*c^4*g^2*q*r^2+11104* b*c^4*g*p^2*r^2+22208*b*c^4*g*p*r^3+2152*b*c^4*g*q^2*r^2+10944*b*c^4*g*q*r^3+ 9684*b*c^4*p^2*q*r^2+163288*b*c^4*p^2*r^2*x+4188*b*c^4*p*q^2*r^2+19368*b*c^4*p* q*r^3+87992*b*c^4*q^2*r^2*x+71320*b*c^4*q*r^3*x+2124*b*c^3*g^3*p*r^2+824*b*c^3* g^3*q*r^2+6642*b*c^3*g^2*p^2*r^2+13284*b*c^3*g^2*p*r^3+1078*b*c^3*g^2*q^2*r^2+ 6112*b*c^3*g^2*q*r^3+7692*b*c^3*g*p^3*r^2+23076*b*c^3*g*p^2*r^3+23076*b*c^3*g*p *r^4+468*b*c^3*g*q^3*r^2+4980*b*c^3*g*q^2*r^3+12204*b*c^3*g*q*r^4+7004*b*c^3*p^ 3*q*r^2+102564*b*c^3*p^3*r^2*x+5100*b*c^3*p^2*q^2*r^2+21012*b*c^3*p^2*q*r^3+ 1140*b*c^3*p*q^3*r^2+10200*b*c^3*p*q^2*r^3+21012*b*c^3*p*q*r^4+41028*b*c^3*q^3* r^2*x+60216*b*c^3*q^2*r^3*x+396*b^2*g*p^3*q^2*r^2+1584*b^2*g*p^3*q*r^3+132*b^2* g*p^2*q^3*r^2+1188*b^2*g*p^2*q^2*r^3+2376*b^2*g*p^2*q*r^4+264*b^2*g*p*q^3*r^3+ 1188*b^2*g*p*q^2*r^4+1584*b^2*g*p*q*r^5-7909*b^2*g*p*r^5*x+1158*b^2*g*q^4*r^2*x +3757*b^2*g*q^3*r^3*x+1547*b^2*g*q^2*r^4*x-3795*b^2*g*q*r^5*x+6110*b^2*p^4*q*r^ 2*x+9800*b^2*p^3*q^2*r^2*x+7380*b^2*p^2*q^3*r^2*x+4956*b^2*p^2*q^2*r^3*x-7246*b ^2*p^2*q*r^4*x+2480*b^2*p*q^4*r^2*x+3770*b^2*p*q^3*r^3*x-2768*b^2*p*q^2*r^4*x-\ 9016*b^2*p*q*r^5*x+8448*b*c^5*g*p*r^2+4048*b*c^5*g*q*r^2+7072*b*c^5*p*q*r^2+ 135216*b*c^5*p*r^2*x+98800*b*c^5*q*r^2*x+794*b^2*g^4*p*r^2*x+266*b^2*g^4*q*r^2* x+132*b^2*g^3*p^2*q*r^2+3742*b^2*g^3*p^2*r^2*x+264*b^2*g^3*p*q*r^3+2688*b^2*g^3 *p*r^3*x-5064*b^2*g^3*p*r^2*x^2+1166*b^2*g^3*q^2*r^2*x+2552*b^2*g^3*q*r^3*x-\ 5064*b^2*g^3*q*r^2*x^2+396*b^2*g^2*p^3*q*r^2+6556*b^2*g^2*p^3*r^2*x+198*b^2*g^2 *p^2*q^2*r^2+1188*b^2*g^2*p^2*q*r^3+4314*b^2*g^2*p^2*r^3*x+396*b^2*g^2*p*q^2*r^ 3+1188*b^2*g^2*p*q*r^4-1464*b^2*g^2*p*r^4*x+1804*b^2*g^2*q^3*r^2*x+4710*b^2*g^2 *q^2*r^3*x+1440*b^2*g^2*q*r^4*x+396*b^2*g*p^4*q*r^2+5072*b^2*g*p^4*r^2*x+384*b^ 2*c*g^3*q*r^3+1516*b^2*c*g^2*p^3*r^2+4548*b^2*c*g^2*p^2*r^3+4548*b^2*c*g^2*p*r^ 4+19*b^2*c*g^2*q^3*r^2+537*b^2*c*g^2*q^2*r^3+2034*b^2*c*g^2*q*r^4+1343*b^2*c*g* p^4*r^2+5372*b^2*c*g*p^3*r^3+8058*b^2*c*g*p^2*r^4+5372*b^2*c*g*p*r^5+2*b^2*c*g* q^4*r^2+278*b^2*c*g*q^3*r^3+1893*b^2*c*g*q^2*r^4+2960*b^2*c*g*q*r^5+1306*b^2*c* p^4*q*r^2+16192*b^2*c*p^4*r^2*x+1398*b^2*c*p^3*q^2*r^2+5224*b^2*c*p^3*q*r^3+558 *b^2*c*p^2*q^3*r^2+4194*b^2*c*p^2*q^2*r^3+7836*b^2*c*p^2*q*r^4+1116*b^2*c*p*q^3 *r^3+4194*b^2*c*p*q^2*r^4+5224*b^2*c*p*q*r^5-26864*b^2*c*p*r^5*x+4044*b^2*c*q^4 *r^2*x+10454*b^2*c*q^3*r^3*x+1066*b^2*c*q^2*r^4*x-14604*b^2*c*q*r^5*x+1154*b^2* c^2*g^3*p*r^2+334*b^2*c^2*g^3*q*r^2+4250*b^2*c^2*g^2*p^2*r^2+8500*b^2*c^2*g^2*p *r^3+470*b^2*c^2*g^2*q^2*r^2+3452*b^2*c^2*g^2*q*r^3+5316*b^2*c^2*g*p^3*r^2+ 15948*b^2*c^2*g*p^2*r^3+15948*b^2*c^2*g*p*r^4+198*b^2*c^2*g*q^3*r^2+2934*b^2*c^ 2*g*q^2*r^3+8052*b^2*c^2*g*q*r^4+4984*b^2*c^2*p^3*q*r^2+70292*b^2*c^2*p^3*r^2*x +3510*b^2*c^2*p^2*q^2*r^2+14952*b^2*c^2*p^2*q*r^3+708*b^2*c^2*p*q^3*r^2+7020*b^ 2*c^2*p*q^2*r^3+14952*b^2*c^2*p*q*r^4+25064*b^2*c^2*q^3*r^2*x+37554*b^2*c^2*q^2 *r^3*x-7668*b^2*c^2*q*r^4*x+89*b^2*c*g^4*p*r^2+7*b^2*c*g^4*q*r^2+683*b^2*c*g^3* p^2*r^2+1366*b^2*c*g^3*p*r^3+28*b^2*c*g^3*q^2*r^2+666*b^3*g*q*r^4*x+7274*b^3*p^ 3*q*r^2*x+8082*b^3*p^2*q^2*r^2*x+3393*b^3*p^2*q*r^3*x+3502*b^3*p*q^3*r^2*x+3819 *b^3*p*q^2*r^3*x-2940*b^3*p*q*r^4*x+9912*b^2*c^4*g*p*r^2+4424*b^2*c^4*g*q*r^2+ 8528*b^2*c^4*p*q*r^2+155088*b^2*c^4*p*r^2*x+110464*b^2*c^4*q*r^2*x+5228*b^2*c^3 *g^2*p*r^2+2052*b^2*c^3*g^2*q*r^2+10316*b^2*c^3*g*p^2*r^2+20632*b^2*c^3*g*p*r^3 +1644*b^2*c^3*g*q^2*r^2+9632*b^2*c^3*g*q*r^3+9264*b^2*c^3*p^2*q*r^2+149392*b^2* c^3*p^2*r^2*x+3816*b^2*c^3*p*q^2*r^2+18528*b^2*c^3*p*q*r^3+75536*b^2*c^3*q^2*r^ 2*x+59272*b^2*c^3*q*r^3*x+1438*b^3*g^3*p*r^2*x+430*b^3*g^3*q*r^2*x+189*b^3*g^2* p^2*q*r^2+5082*b^3*g^2*p^2*r^2*x+378*b^3*g^2*p*q*r^3+3373*b^3*g^2*p*r^3*x-7092* b^3*g^2*p*r^2*x^2+1376*b^3*g^2*q^2*r^2*x+3143*b^3*g^2*q*r^3*x-7092*b^3*g^2*q*r^ 2*x^2+378*b^3*g*p^3*q*r^2+5930*b^3*g*p^3*r^2*x+189*b^3*g*p^2*q^2*r^2+1134*b^3*g *p^2*q*r^3+3442*b^3*g*p^2*r^3*x+378*b^3*g*p*q^2*r^3+1134*b^3*g*p*q*r^4-2034*b^3 *g*p*r^4*x+1358*b^3*g*q^3*r^2*x+3712*b^3*g*q^2*r^3*x+194*b^3*c*g^3*p*r^2+18*b^3 *c*g^3*q*r^2+1030*b^3*c*g^2*p^2*r^2+2060*b^3*c*g^2*p*r^3+36*b^3*c*g^2*q^2*r^2+ 600*b^3*c*g^2*q*r^3+1480*b^3*c*g*p^3*r^2+4440*b^3*c*g*p^2*r^3+4440*b^3*c*g*p*r^ 4+10*b^3*c*g*q^3*r^2+534*b^3*c*g*q^2*r^3+2004*b^3*c*g*q*r^4+1428*b^3*c*p^3*q*r^ 2+19872*b^3*c*p^3*r^2*x+918*b^3*c*p^2*q^2*r^2+4284*b^3*c*p^2*q*r^3+8494*b^3*c*p ^2*r^3*x+1836*b^3*c*p*q^2*r^3+4284*b^3*c*p*q*r^4-10692*b^3*c*p*r^4*x+5724*b^3*c *q^3*r^2*x+9934*b^3*c*q^2*r^3*x-2360*b^3*c*q*r^4*x+1440*b*c^2*g^3*p*q*r^2+39246 *b*c^2*g^3*p*r^2*x+26370*b*c^2*g^3*q*r^2*x+5289*b*c^2*g^2*p^2*q*r^2+100228*b*c^ 2*g^2*p^2*r^2*x+1905*b*c^2*g^2*p*q^2*r^2+10578*b*c^2*g^2*p*q*r^3+50736*b*c^2*g^ 2*q^2*r^2*x+51756*b*c^2*g^2*q*r^3*x+6708*b*c^2*g*p^3*q*r^2+101094*b*c^2*g*p^3*r ^2*x+4680*b*c^2*g*p^2*q^2*r^2+20124*b*c^2*g*p^2*q*r^3+928*b*c^2*g*p*q^3*r^2+ 9360*b*c^2*g*p*q^2*r^3+20124*b*c^2*g*p*q*r^4+39378*b*c^2*g*q^3*r^2*x+63188*b*c^ 2*g*q^2*r^3*x+738*b*c^2*g*q*r^4*x+117056*b*c^2*p^3*q*r^2*x+138264*b*c^2*p^2*q^2 *r^2*x+67296*b*c^2*p*q^3*r^2*x+6112*b*c^3*g^2*p*q*r^2+136988*b*c^3*g^2*p*r^2*x+ 96972*b*c^3*g^2*q*r^2*x+12204*b*c^3*g*p^2*q*r^2+214636*b*c^3*g*p^2*r^2*x+4980*b *c^3*g*p*q^2*r^2+24408*b*c^3*g*p*q*r^3+113516*b*c^3*g*q^2*r^2*x+100152*b*c^3*g* q*r^3*x+246156*b*c^3*p^2*q*r^2*x+184620*b*c^3*p*q^2*r^2*x-4388*b^2*g*p*q*r^4*x+ 10944*b*c^4*g*p*q*r^2+221672*b*c^4*g*p*r^2*x+160440*b*c^4*g*q*r^2*x+251280*b*c^ 4*p*q*r^2*x+4908*b^2*g^3*p*q*r^2*x+14916*b^2*g^2*p^2*q*r^2*x+10164*b^2*g^2*p*q^ 2*r^2*x+9024*b^2*g^2*p*q*r^3*x+16374*b^2*g*p^3*q*r^2*x+18690*b^2*g*p^2*q^2*r^2* x+8546*b^2*g*p*q^3*r^2*x+10233*b^2*g*p*q^2*r^3*x+384*b^2*c*g^3*p*q*r^2+14412*b^ 2*c*g^3*p*r^2*x+8252*b^2*c*g^3*q*r^2*x+2034*b^2*c*g^2*p^2*q*r^2+41112*b^2*c*g^2 *p^2*r^2*x+537*b^2*c*g^2*p*q^2*r^2+4068*b^2*c*g^2*p*q*r^3+21931*b^2*c*g^2*p*r^3 *x+17682*b^2*c*g^2*q^2*r^2*x+22135*b^2*c*g^2*q*r^3*x+2960*b^2*c*g*p^3*q*r^2+ 44096*b^2*c*g*p^3*r^2*x+1893*b^2*c*g*p^2*q^2*r^2+8880*b^2*c*g*p^2*q*r^3+278*b^2 *c*g*p*q^3*r^2+3786*b^2*c*g*p*q^2*r^3+8880*b^2*c*g*p*q*r^4+14618*b^2*c*g*q^3*r^ 2*x+26619*b^2*c*g*q^2*r^3*x+444*b^2*c*g*q*r^4*x+52620*b^2*c*p^3*q*r^2*x+60708*b ^2*c*p^2*q^2*r^2*x+28324*b^2*c*p*q^3*r^2*x+28122*b^2*c*p*q^2*r^3*x-20424*b^2*c* p*q*r^4*x+3452*b^2*c^2*g^2*p*q*r^2+83144*b^2*c^2*g^2*p*r^2*x+54876*b^2*c^2*g^2* q*r^2*x+8052*b^2*c^2*g*p^2*q*r^2+140092*b^2*c^2*g*p^2*r^2*x+2934*b^2*c^2*g*p*q^ 2*r^2+16104*b^2*c^2*g*p*q*r^3+67576*b^2*c^2*g*q^2*r^2*x+62950*b^2*c^2*g*q*r^3*x +165648*b^2*c^2*p^2*q*r^2*x+120420*b^2*c^2*p*q^2*r^2*x+9632*b^2*c^3*g*p*q*r^2+ 192536*b^2*c^3*g*p*r^2*x+134104*b^2*c^3*g*q*r^2*x+224928*b^2*c^3*p*q*r^2*x+6458 *b^3*g^2*p*q*r^2*x+13218*b^3*g*p^2*q*r^2*x+8646*b^3*g*p*q^2*r^2*x+7154*b^3*g*p* q*r^3*x+600*b^3*c*g^2*p*q*r^2+19800*b^3*c*g^2*p*r^2*x+10980*b^3*c*g^2*q*r^2*x+ 2004*b^3*c*g*p^2*q*r^2+37228*b^3*c*g*p^2*r^2*x+534*b^3*c*g*p*q^2*r^2+4008*b^3*c *g*p*q*r^3+17274*b^3*c*g*p*r^3*x+14800*b^3*c*g*q^2*r^2*x+17238*b^3*c*g*q*r^3*x+ 45468*b^3*c*p^2*q*r^2*x+31320*b^3*c*p*q^2*r^2*x+18428*b^3*c*p*q*r^3*x+3544*b^3* c^2*g*p*q*r^2+75928*b^3*c^2*g*p*r^2*x+48976*b^3*c^2*g*q*r^2*x+91776*b^3*c^2*p*q *r^2*x+15732*a*g^2*p^2*q^2*r^2*x+7848*a*g^2*p*q^3*r^2*x+9820*a*g*p^4*q*r^2*x+ 16380*a*g*p^3*q^2*r^2*x+13120*a*g*p^2*q^3*r^2*x+4930*a*g*p*q^4*r^2*x+448*b^4*c* g*p*q*r^2+13168*b^4*c*g*p*r^2*x+7008*b^4*c*g*q*r^2*x+16544*b^4*c*p*q*r^2*x+4056 *b^4*g*p*q*r^2*x+1998*a*g^4*p*q*r^2*x+7986*a*g^3*p^2*q*r^2*x+5844*a*g^3*p*q^2*r ^2*x+13128*a*g^2*p^3*q*r^2*x+10602*a*c*g*p^2*q*r^4+60*a*c*g*p*q^4*r^2+1488*a*c* g*p*q^3*r^3+5646*a*c*g*p*q^2*r^4+7068*a*c*g*p*q*r^5+8922*a*c*g*q^4*r^2*x+23441* a*c*g*q^3*r^3*x+13631*a*c*g*q^2*r^4*x-12123*a*c*g*q*r^5*x+30344*a*c*p^4*q*r^2*x +50696*a*c*p^3*q^2*r^2*x+40704*a*c*p^2*q^3*r^2*x+15356*a*c*p*q^4*r^2*x+102*a*c* g^4*p*q*r^2+5382*a*c*g^4*p*r^2*x+3282*a*c*g^4*q*r^2*x+843*a*c*g^3*p^2*q*r^2+ 21024*a*c*g^3*p^2*r^2*x+216*a*c*g^3*p*q^2*r^2+1686*a*c*g^3*p*q*r^3+10398*a*c*g^ 3*q^2*r^2*x+14629*a*c*g^3*q*r^3*x+1947*a*c*g^2*p^3*q*r^2+34312*a*c*g^2*p^3*r^2* x+1230*a*c*g^2*p^2*q^2*r^2+5841*a*c*g^2*p^2*q*r^3+183*a*c*g^2*p*q^3*r^2+2460*a* c*g^2*p*q^2*r^3+5841*a*c*g^2*p*q*r^4+14290*a*c*g^2*q^3*r^2*x+28218*a*c*g^2*q^2* r^3*x+10298*a*c*g^2*q*r^4*x+1767*a*c*g*p^4*q*r^2+25414*a*c*g*p^4*r^2*x+1882*a*c *g*p^3*q^2*r^2+7068*a*c*g*p^3*q*r^3+744*a*c*g*p^2*q^3*r^2+5646*a*c*g*p^2*q^2*r^ 3+9048*a*c^2*g*p*q^2*r^3+19512*a*c^2*g*p*q*r^4+48490*a*c^2*g*q^3*r^2*x+84976*a* c^2*g*q^2*r^3*x+23298*a*c^2*g*q*r^4*x+130688*a*c^2*p^3*q*r^2*x+158712*a*c^2*p^2 *q^2*r^2*x+80928*a*c^2*p*q^3*r^2*x+1260*a*c^2*g^3*p*q*r^2+41598*a*c^2*g^3*p*r^2 *x+28722*a*c^2*g^3*q*r^2*x+4923*a*c^2*g^2*p^2*q*r^2+108160*a*c^2*g^2*p^2*r^2*x+ 1791*a*c^2*g^2*p*q^2*r^2+9846*a*c^2*g^2*p*q*r^3+58668*a*c^2*g^2*q^2*r^2*x+67720 *a*c^2*g^2*q*r^3*x+6504*a*c^2*g*p^3*q*r^2+110206*a*c^2*g*p^3*r^2*x+4524*a*c^2*g *p^2*q^2*r^2+19512*a*c^2*g*p^2*q*r^3+924*a*c^2*g*p*q^3*r^2+11352*a*c^3*g*p^2*q* r^2+232308*a*c^3*g*p^2*r^2*x+4704*a*c^3*g*p*q^2*r^2+22704*a*c^3*g*p*q*r^3+ 131188*a*c^3*g*q^2*r^2*x+135704*a*c^3*g*q*r^3*x+274644*a*c^3*p^2*q*r^2*x+213108 *a*c^3*p*q^2*r^2*x+236808*a*c^4*g*p*r^2*x+175576*a*c^4*g*q*r^2*x+279088*a*c^4*p *q*r^2*x+5408*a*c^3*g^2*p*q*r^2+145780*a*c^3*g^2*p*r^2*x+105764*a*c^3*g^2*q*r^2 *x+2376*a*b*g*p^2*q^2*r^3+4752*a*b*g*p^2*q*r^4+528*a*b*g*p*q^3*r^3+2376*a*b*g*p *q^2*r^4+3168*a*b*g*p*q*r^5+3338*a*b*g*q^4*r^2*x+10200*a*b*g*q^3*r^3*x+6660*a*b *g*q^2*r^4*x-5248*a*b*g*q*r^5*x+13780*a*b*p^4*q*r^2*x+22720*a*b*p^3*q^2*r^2*x+ 17880*a*b*p^2*q^3*r^2*x+6520*a*b*p*q^4*r^2*x+11348*a*b*p*q^3*r^3*x-832*a*b*p*q^ 2*r^4*x-15128*a*b*p*q*r^5*x+9776*a*c^4*g*p*q*r^2+1716*a*b*g^4*p*r^2*x+660*a*b*g ^4*q*r^2*x+264*a*b*g^3*p^2*q*r^2+8144*a*b*g^3*p^2*r^2*x+528*a*b*g^3*p*q*r^3+ 6544*a*b*g^3*p*r^3*x-10128*a*b*g^3*p*r^2*x^2+2992*a*b*g^3*q^2*r^2*x+6272*a*b*g^ 3*q*r^3*x-10128*a*b*g^3*q*r^2*x^2+792*a*b*g^2*p^3*q*r^2+14354*a*b*g^2*p^3*r^2*x +396*a*b*g^2*p^2*q^2*r^2+2376*a*b*g^2*p^2*q*r^3+792*a*b*g^2*p*q^2*r^3+2376*a*b* g^2*p*q*r^4+4850*a*b*g^2*q^3*r^2*x+12174*a*b*g^2*q^2*r^3*x+5574*a*b*g^2*q*r^4*x +792*a*b*g*p^4*q*r^2+11166*a*b*g*p^4*r^2*x+792*a*b*g*p^3*q^2*r^2+3168*a*b*g*p^3 *q*r^3+264*a*b*g*p^2*q^3*r^2+30036*a*b*c*q^3*r^3*x+14556*a*b*c*q^2*r^4*x-20884* a*b*c*q*r^5*x+146*a*b*c*g^4*p*r^2+14*a*b*c*g^4*q*r^2+1256*a*b*c*g^3*p^2*r^2+ 2512*a*b*c*g^3*p*r^3+74*a*b*c*g^3*q^2*r^2+676*a*b*c*g^3*q*r^3+2903*a*b*c*g^2*p^ 3*r^2+8709*a*b*c*g^2*p^2*r^3+8709*a*b*c*g^2*p*r^4+77*a*b*c*g^2*q^3*r^2+1023*a*b *c*g^2*q^2*r^3+3849*a*b*c*g^2*q*r^4+2631*a*b*c*g*p^4*r^2+10524*a*b*c*g*p^3*r^3+ 15786*a*b*c*g*p^2*r^4+10524*a*b*c*g*p*r^5+23*a*b*c*g*q^4*r^2+558*a*b*c*g*q^3*r^ 3+3678*a*b*c*g*q^2*r^4+5774*a*b*c*g*q*r^5+2590*a*b*c*p^4*q*r^2+35764*a*b*c*p^4* r^2*x+2768*a*b*c*p^3*q^2*r^2+10360*a*b*c*p^3*q*r^3+1104*a*b*c*p^2*q^3*r^2+8304* a*b*c*p^2*q^2*r^3+15540*a*b*c*p^2*q*r^4+94*a*b*c*p*q^4*r^2+2208*a*b*c*p*q^3*r^3 +8304*a*b*c*p*q^2*r^4+10360*a*b*c*p*q*r^5+11468*a*b*c*q^4*r^2*x+1904*a*b*c^2*g^ 3*p*r^2+596*a*b*c^2*g^3*q*r^2+7638*a*b*c^2*g^2*p^2*r^2+15276*a*b*c^2*g^2*p*r^3+ 1034*a*b*c^2*g^2*q^2*r^2+6136*a*b*c^2*g^2*q*r^3+10026*a*b*c^2*g*p^3*r^2+30078*a *b*c^2*g*p^2*r^3+30078*a*b*c^2*g*p*r^4+558*a*b*c^2*g*q^3*r^2+5586*a*b*c^2*g*q^2 *r^3+15054*a*b*c^2*g*q*r^4+9652*a*b*c^2*p^3*q*r^2+154684*a*b*c^2*p^3*r^2*x+6780 *a*b*c^2*p^2*q^2*r^2+28956*a*b*c^2*p^2*q*r^3+1412*a*b*c^2*p*q^3*r^2+13560*a*b*c ^2*p*q^2*r^3+28956*a*b*c^2*p*q*r^4+64228*a*b*c^2*q^3*r^2*x+108540*a*b*c^2*q^2*r ^3*x+19068*a*b*c^2*q*r^4*x-3384*a*b^2*p*q*r^4*x+16832*a*b*c^4*g*p*r^2+8016*a*b* c^4*g*q*r^2+15424*a*b*c^4*p*q*r^2+333872*a*b*c^4*p*r^2*x+244624*a*b*c^4*q*r^2*x +8752*a*b*c^3*g^2*p*r^2+3680*a*b*c^3*g^2*q*r^2+18480*a*b*c^3*g*p^2*r^2+36960*a* b*c^3*g*p*r^3+3456*a*b*c^3*g*q^2*r^2+17280*a*b*c^3*g*q*r^3+17304*a*b*c^3*p^2*q* r^2+326208*a*b*c^3*p^2*r^2*x+7272*a*b*c^3*p*q^2*r^2+34608*a*b*c^3*p*q*r^3+ 178496*a*b*c^3*q^2*r^2*x+172880*a*b*c^3*q*r^3*x+150964*b*c^2*g^2*p*q*r^2*x+ 241566*b*c^2*g*p^2*q*r^2*x+179850*b*c^2*g*p*q^2*r^2*x+328152*b*c^3*g*p*q*r^2*x+ 58794*b^2*c*g^2*p*q*r^2*x+102810*b^2*c*g*p^2*q*r^2*x+73332*b^2*c*g*p*q^2*r^2*x+ 207668*b^2*c^2*g*p*q*r^2*x+52028*b^3*c*g*p*q*r^2*x+31422*a*c*g^3*p*q*r^2*x+ 82914*a*c*g^2*p^2*q*r^2*x+62892*a*c*g^2*p*q^2*r^2*x+85164*a*c*g*p^3*q*r^2*x+ 103008*a*c*g*p^2*q^2*r^2*x+52180*a*c*g*p*q^3*r^2*x+166828*a*c^2*g^2*p*q*r^2*x+ 268902*a*c^2*g*p^2*q*r^2*x+207186*a*c^2*g*p*q^2*r^2*x+363496*a*c^3*g*p*q*r^2*x+ 11136*a*b*g^3*p*q*r^2*x+33558*a*b*g^2*p^2*q*r^2*x+24054*a*b*g^2*p*q^2*r^2*x+ 36836*a*b*g*p^3*q*r^2*x+43512*a*b*g*p^2*q^2*r^2*x+21180*a*b*g*p*q^3*r^2*x+676*a *b*c*g^3*p*q*r^2+30700*a*b*c*g^3*p*r^2*x+18380*a*b*c*g^3*q*r^2*x+3849*a*b*c*g^2 *p^2*q*r^2+89290*a*b*c*g^2*p^2*r^2*x+1023*a*b*c*g^2*p*q^2*r^2+7698*a*b*c*g^2*p* q*r^3+42430*a*b*c*g^2*q^2*r^2*x+58038*a*b*c*g^2*q*r^3*x+5774*a*b*c*g*p^3*q*r^2+ 96790*a*b*c*g*p^3*r^2*x+3678*a*b*c*g*p^2*q^2*r^2+17322*a*b*c*g*p^2*q*r^3+558*a* b*c*g*p*q^3*r^2+7356*a*b*c*g*p*q^2*r^3+17322*a*b*c*g*p*q*r^4+37834*a*b*c*g*q^3* r^2*x+73362*a*b*c*g*q^2*r^3*x+21430*a*b*c*g*q*r^4*x+118760*a*b*c*p^3*q*r^2*x+ 141696*a*b*c*p^2*q^2*r^2*x+70168*a*b*c*p*q^3*r^2*x+6136*a*b*c^2*g^2*p*q*r^2+ 177420*a*b*c^2*g^2*p*r^2*x+120884*a*b*c^2*g^2*q*r^2*x+15054*a*b*c^2*g*p^2*q*r^2 +305004*a*b*c^2*g*p^2*r^2*x+5586*a*b*c^2*g*p*q^2*r^2+30108*a*b*c^2*g*p*q*r^3+ 159972*a*b*c^2*g*q^2*r^2*x+175356*a*b*c^2*g*q*r^3*x+373596*a*b*c^2*p^2*q*r^2*x+ 283140*a*b*c^2*p*q^2*r^2*x+17280*a*b*c^3*g*p*q*r^2+412704*a*b*c^3*g*p*r^2*x+ 295840*a*b*c^3*g*q*r^2*x+504704*a*b*c^3*p*q*r^2*x+22438*a*b^2*g^2*p*q*r^2*x+ 45390*a*b^2*g*p^2*q*r^2*x+31674*a*b^2*g*p*q^2*r^2*x+131720*a*b*c*g^2*p*q*r^2*x+ 231414*a*b*c*g*p^2*q*r^2*x+172458*a*b*c*g*p*q^2*r^2*x+464976*a*b*c^2*g*p*q*r^2* x+264*b^4*g*p*q*r^3+1972*b^4*g*p*r^3*x-4848*b^4*g*p*r^2*x^2+728*b^4*g*q^2*r^2*x +1788*b^4*g*q*r^3*x-4848*b^4*g*q*r^2*x^2+4212*b^4*p^2*q*r^2*x+2604*b^4*p*q^2*r^ 2*x+1924*b^4*p*q*r^3*x+5528*b^3*c^3*g*p*r^2+2152*b^3*c^3*g*q*r^2+4880*b^3*c^3*p *q*r^2+87488*b^3*c^3*p*r^2*x+59616*b^3*c^3*q*r^2*x+1864*b^3*c^2*g^2*p*r^2+544*b ^3*c^2*g^2*q*r^2+4300*b^3*c^2*g*p^2*r^2+8600*b^3*c^2*g*p*r^3+444*b^3*c^2*g*q^2* r^2+3544*b^3*c^2*g*q*r^3+3972*b^3*c^2*p^2*q*r^2+63232*b^3*c^2*p^2*r^2*x+1452*b^ 3*c^2*p*q^2*r^2+7944*b^3*c^2*p*q*r^3+22312*b^3*c^2*p*r^3*x+28544*b^3*c^2*q^2*r^ 2*x+23328*b^3*c^2*q*r^3*x+5940*a*p^4*q^2*r^2*x+6580*a*p^3*q^3*r^2*x+3930*a*p^2* q^4*r^2*x+1170*a*p*q^5*r^2*x+2619*a*p*q^4*r^3*x+432*a*p*q^3*r^4*x-5148*a*p*q^2* r^5*x-5994*a*p*q*r^6*x+1712*b^5*c*q*r^2*x+136*b^5*g*q*r^2*x+968*b^5*p*q*r^2*x+ 408*b^4*c^2*g*q*r^2+1312*b^4*c^2*p*q*r^2+25152*b^4*c^2*p*r^2*x+15744*b^4*c^2*q* r^2*x+20*b^4*c*g^2*q*r^2+16*b^4*c*g*q^2*r^2+448*b^4*c*g*q*r^3+720*b^4*c*p^2*q*r ^2+12200*b^4*c*p^2*r^2*x+1440*b^4*c*p*q*r^3+4592*b^4*c*p*r^3*x+4344*b^4*c*q^2*r ^2*x+4504*b^4*c*q*r^3*x+1412*b^4*g^2*p*r^2*x+356*b^4*g^2*q*r^2*x+132*b^4*g*p^2* q*r^2+3328*b^4*g*p^2*r^2*x+3376*a*g^3*p^3*r^2*x+90*a*g^3*p^2*q^2*r^2+540*a*g^3* p^2*q*r^3+180*a*g^3*p*q^2*r^3+540*a*g^3*p*q*r^4+1234*a*g^3*q^3*r^2*x+3051*a*g^3 *q^2*r^3*x+1518*a*g^3*q*r^4*x+270*a*g^2*p^4*q*r^2+3942*a*g^2*p^4*r^2*x+270*a*g^ 2*p^3*q^2*r^2+1080*a*g^2*p^3*q*r^3+90*a*g^2*p^2*q^3*r^2+810*a*g^2*p^2*q^2*r^3+ 1620*a*g^2*p^2*q*r^4+180*a*g^2*p*q^3*r^3+810*a*g^2*p*q^2*r^4+1080*a*g^2*p*q*r^5 +1302*a*g^2*q^4*r^2*x+3897*a*g^2*q^3*r^3*x+2777*a*g^2*q^2*r^4*x-1509*a*g^2*q*r^ 5*x+180*a*g*p^5*q*r^2+2290*a*g*p^5*r^2*x+270*a*g*p^4*q^2*r^2+900*a*g*p^4*q*r^3+ 180*a*g*p^3*q^3*r^2+1080*a*g*p^3*q^2*r^3+1800*a*g*p^3*q*r^4+45*a*g*p^2*q^4*r^2+ 540*a*g*p^2*q^3*r^3+1620*a*g*p^2*q^2*r^4+1800*a*g*p^2*q*r^5+90*a*g*p*q^4*r^3+ 540*a*g*p*q^3*r^4+1080*a*g*p*q^2*r^5+900*a*g*p*q*r^6+660*a*g*q^5*r^2*x+2394*a*g *q^4*r^3*x+2300*a*g*q^3*r^4*x-1524*a*g*q^2*r^5*x-3408*a*g*q*r^6*x+2778*a*p^5*q* r^2*x+242*a*g^5*p*r^2*x+98*a*g^5*q*r^2*x+45*a*g^4*p^2*q*r^2+1436*a*g^4*p^2*r^2* x+90*a*g^4*p*q*r^3+1197*a*g^4*p*r^3*x-1764*a*g^4*p*r^2*x^2+562*a*g^4*q^2*r^2*x+ 1159*a*g^4*q*r^3*x-1764*a*g^4*q*r^2*x^2+180*a*g^3*p^3*q*r^2+3408*a*c*p*q^2*r^5+ 2790*a*c*p*q*r^6+2072*a*c*q^5*r^2*x+7016*a*c*q^4*r^3*x+5992*a*c*q^3*r^4*x-5740* a*c*q^2*r^5*x-10816*a*c*q*r^6*x+17*a*c*g^5*p*r^2+a*c*g^5*q*r^2+203*a*c*g^4*p^2* r^2+406*a*c*g^4*p*r^3+11*a*c*g^4*q^2*r^2+102*a*c*g^4*q*r^3+645*a*c*g^3*p^3*r^2+ 1935*a*c*g^3*p^2*r^3+1935*a*c*g^3*p*r^4+18*a*c*g^3*q^3*r^2+216*a*c*g^3*q^2*r^3+ 843*a*c*g^3*q*r^4+891*a*c*g^2*p^4*r^2+3564*a*c*g^2*p^3*r^3+5346*a*c*g^2*p^2*r^4 +3564*a*c*g^2*p*r^5+9*a*c*g^2*q^4*r^2+183*a*c*g^2*q^3*r^3+1230*a*c*g^2*q^2*r^4+ 1947*a*c*g^2*q*r^5+570*a*c*g*p^5*r^2+2850*a*c*g*p^4*r^3+5700*a*c*g*p^3*r^4+5700 *a*c*g*p^2*r^5+2850*a*c*g*p*r^6+a*c*g*q^5*r^2+60*a*c*g*q^4*r^3+744*a*c*g*q^3*r^ 4+1882*a*c*g*q^2*r^5+1767*a*c*g*q*r^6+558*a*c*p^5*q*r^2+7068*a*c*p^5*r^2*x+852* a*c*p^4*q^2*r^2+2790*a*c*p^4*q*r^3+588*a*c*p^3*q^3*r^2+3408*a*c*p^3*q^2*r^3+ 5580*a*c*p^3*q*r^4+162*a*c*p^2*q^4*r^2+1764*a*c*p^2*q^3*r^3+5112*a*c*p^2*q^2*r^ 4+5580*a*c*p^2*q*r^5+6*a*c*p*q^5*r^2+324*a*c*p*q^4*r^3+1764*a*c*p*q^3*r^4+3252* a*c^2*g^3*p*r^3+216*a*c^2*g^3*q^2*r^2+1260*a*c^2*g^3*q*r^3+3323*a*c^2*g^2*p^3*r ^2+9969*a*c^2*g^2*p^2*r^3+9969*a*c^2*g^2*p*r^4+191*a*c^2*g^2*q^3*r^2+1791*a*c^2 *g^2*q^2*r^3+4923*a*c^2*g^2*q*r^4+2847*a*c^2*g*p^4*r^2+11388*a*c^2*g*p^3*r^3+ 17082*a*c^2*g*p^2*r^4+11388*a*c^2*g*p*r^5+57*a*c^2*g*q^4*r^2+924*a*c^2*g*q^3*r^ 3+4524*a*c^2*g*q^2*r^4+6504*a*c^2*g*q*r^5+2740*a*c^2*p^4*q*r^2+38892*a*c^2*p^4* r^2*x+3004*a*c^2*p^3*q^2*r^2+10960*a*c^2*p^3*q*r^3+1272*a*c^2*p^2*q^3*r^2+9012* a*c^2*p^2*q^2*r^3+16440*a*c^2*p^2*q*r^4+142*a*c^2*p*q^4*r^2+2544*a*c^2*p*q^3*r^ 3+9012*a*c^2*p*q^2*r^4+10960*a*c^2*p*q*r^5+14012*a*c^2*q^4*r^2*x+34358*a*c^2*q^ 3*r^3*x+16994*a*c^2*q^2*r^4*x-21118*a*c^2*q*r^5*x+1756*a*c^3*g^3*p*r^2+728*a*c^ 3*g^3*q*r^2+5910*a*c^3*g^2*p^2*r^2+11820*a*c^3*g^2*p*r^3+1106*a*c^3*g^2*q^2*r^2 +5408*a*c^3*g^2*q*r^3+7216*a*c^3*g*p^3*r^2+21648*a*c^3*g*p^2*r^3+21648*a*c^3*g* p*r^4+568*a*c^3*g*q^3*r^2+4704*a*c^3*g*q^2*r^3+11352*a*c^3*g*q*r^4+6788*a*c^3*p ^3*q*r^2+112060*a*c^3*p^3*r^2*x+4932*a*c^3*p^2*q^2*r^2+20364*a*c^3*p^2*q*r^3+ 1132*a*c^3*p*q^3*r^2+9864*a*c^3*p*q^2*r^3+20364*a*c^3*p*q*r^4+50524*a*c^3*q^3*r ^2*x+82920*a*c^3*q^2*r^3*x+17548*a*c^3*q*r^4*x+281*a*c^2*g^4*p*r^2+83*a*c^2*g^4 *q*r^2+1626*a*c^2*g^3*p^2*r^2+2708*a*b*q^3*r^4*x-2756*a*b*q^2*r^5*x-5192*a*b*q* r^6*x+7168*a*c^5*g*p*r^2+3664*a*c^5*g*q*r^2+6368*a*c^5*p*q*r^2+144912*a*c^5*p*r ^2*x+108496*a*c^5*q*r^2*x+5152*a*c^4*g^2*p*r^2+2456*a*c^4*g^2*q*r^2+9904*a*c^4* g*p^2*r^2+19808*a*c^4*g*p*r^3+2184*a*c^4*g*q^2*r^2+9776*a*c^4*g*q*r^3+9036*a*c^ 4*p^2*q*r^2+177192*a*c^4*p^2*r^2*x+3972*a*c^4*p*q^2*r^2+18072*a*c^4*p*q*r^3+ 101896*a*c^4*q^2*r^2*x+99016*a*c^4*q*r^3*x+66*a*b*g^4*p^2*r^2+132*a*b*g^4*p*r^3 +264*a*b*g^3*p^3*r^2+792*a*b*g^3*p^2*r^3+792*a*b*g^3*p*r^4+264*a*b*g^3*q*r^4+ 396*a*b*g^2*p^4*r^2+1584*a*b*g^2*p^3*r^3+2376*a*b*g^2*p^2*r^4+1584*a*b*g^2*p*r^ 5+396*a*b*g^2*q^2*r^4+792*a*b*g^2*q*r^5+264*a*b*g*p^5*r^2+1320*a*b*g*p^4*r^3+ 2640*a*b*g*p^3*r^4+2640*a*b*g*p^2*r^5+1320*a*b*g*p*r^6+264*a*b*g*q^3*r^4+792*a* b*g*q^2*r^5+792*a*b*g*q*r^6+264*a*b*p^5*q*r^2+3240*a*b*p^5*r^2*x+396*a*b*p^4*q^ 2*r^2+1320*a*b*p^4*q*r^3+264*a*b*p^3*q^3*r^2+1584*a*b*p^3*q^2*r^3+2640*a*b*p^3* q*r^4+66*a*b*p^2*q^4*r^2+792*a*b*p^2*q^3*r^3+2376*a*b*p^2*q^2*r^4+2640*a*b*p^2* q*r^5+132*a*b*p*q^4*r^3+792*a*b*p*q^3*r^4+1584*a*b*p*q^2*r^5+1320*a*b*p*q*r^6-\ 8368*a*b*p*r^6*x+820*a*b*q^5*r^2*x+3070*a*b*q^4*r^3*x+3368*a*b*c^4*q^2*r^2+ 15424*a*b*c^4*q*r^3+10872*a*b*c^3*p^3*r^2+32616*a*b*c^3*p^2*r^3+32616*a*b*c^3*p *r^4+840*a*b*c^3*q^3*r^2+7272*a*b*c^3*q^2*r^3+17304*a*b*c^3*q*r^4+4202*a*b*c^2* p^4*r^2+16808*a*b*c^2*p^3*r^3+25212*a*b*c^2*p^2*r^4+16808*a*b*c^2*p*r^5+82*a*b* c^2*q^4*r^2+1412*a*b*c^2*q^3*r^3+6780*a*b*c^2*q^2*r^4+9652*a*b*c^2*q*r^5+834*a* b*c*p^5*r^2+4170*a*b*c*p^4*r^3+8340*a*b*c*p^3*r^4+8340*a*b*c*p^2*r^5+4170*a*b*c *p*r^6+2*a*b*c*q^5*r^2+94*a*b*c*q^4*r^3+1104*a*b*c*q^3*r^4+2768*a*b*c*q^2*r^5+ 2590*a*b*c*q*r^6+189*a*b^2*g^3*p^2*r^2+378*a*b^2*g^3*p*r^3+567*a*b^2*g^2*p^3*r^ 2+1701*a*b^2*g^2*p^2*r^3+1701*a*b^2*g^2*p*r^4+567*a*b^2*g^2*q*r^4+567*a*b^2*g*p ^4*r^2+2268*a*b^2*g*p^3*r^3+3402*a*b^2*g*p^2*r^4+2268*a*b^2*g*p*r^5+567*a*b^2*g *q^2*r^4+1134*a*b^2*g*q*r^5+567*a*b^2*p^4*q*r^2+7654*a*b^2*p^4*r^2*x+567*a*b^2* p^3*q^2*r^2+2268*a*b^2*p^3*q*r^3+189*a*b^2*p^2*q^3*r^2+1701*a*b^2*p^2*q^2*r^3+ 3402*a*b^2*p^2*q*r^4+378*a*b^2*p*q^3*r^3+1701*a*b^2*p*q^2*r^4+2268*a*b^2*p*q*r^ 5-10259*a*b^2*p*r^5*x+1996*a*b^2*q^4*r^2*x+6299*a*b^2*q^3*r^3*x+3537*a*b^2*q^2* r^4*x-4469*a*b^2*q*r^5*x+11552*a*b*c^5*p*r^2+5856*a*b*c^5*q*r^2+15400*a*b*c^4*p ^2*r^2+30800*a*b*c^4*p*r^3+528*a*b^3*g^2*p*r^3+528*a*b^3*g*p^3*r^2+1584*a*b^3*g *p^2*r^3+1584*a*b^3*g*p*r^4+528*a*b^3*g*q*r^4+528*a*b^3*p^3*q*r^2+8712*a*b^3*p^ 3*r^2*x+264*a*b^3*p^2*q^2*r^2+1584*a*b^3*p^2*q*r^3+5824*a*b^3*p^2*r^3*x+528*a*b ^3*p*q^2*r^3+1584*a*b^3*p*q*r^4-1816*a*b^3*p*r^4*x+2280*a*b^3*q^3*r^2*x+6064*a* b^3*q^2*r^3*x+1864*a*b^3*q*r^4*x+13312*a*b^2*c^4*p*r^2+6272*a*b^2*c^4*q*r^2+ 14072*a*b^2*c^3*p^2*r^2+28144*a*b^2*c^3*p*r^3+2568*a*b^2*c^3*q^2*r^2+13328*a*b^ 2*c^3*q*r^3+7392*a*b^2*c^2*p^3*r^2+22176*a*b^2*c^2*p^2*r^3+22176*a*b^2*c^2*p*r^ 4+384*a*b^2*c^2*q^3*r^2+4200*a*b^2*c^2*q^2*r^3+11208*a*b^2*c^2*q*r^4+1900*a*b^2 *c*p^4*r^2+7600*a*b^2*c*p^3*r^3+11400*a*b^2*c*p^2*r^4+7600*a*b^2*c*p*r^5+14*a*b ^2*c*q^4*r^2+412*a*b^2*c*q^3*r^3+2682*a*b^2*c*q^2*r^4+4184*a*b^2*c*q*r^5+2180*a ^2*g*q^4*r^2*x+6443*a^2*g*q^3*r^3*x+5113*a^2*g*q^2*r^4*x-1453*a^2*g*q*r^5*x+ 7670*a^2*p^4*q*r^2*x+12920*a^2*p^3*q^2*r^2*x+10500*a^2*p^2*q^3*r^2*x+4040*a^2*p *q^4*r^2*x+224*a*b^5*q*r^2*x+576*a*b^4*c^2*q*r^2+40*a*b^4*c*q^2*r^2+608*a*b^4*c *q*r^3+180*a*b^4*p^2*q*r^2+4760*a*b^4*p^2*r^2*x+360*a*b^4*p*q*r^3+3092*a*b^4*p* r^3*x-6480*a*b^4*p*r^2*x^2+1200*a*b^4*q^2*r^2*x+2812*a*b^4*q*r^3*x-6480*a*b^4*q *r^2*x^2+7296*a*b^3*c^3*p*r^2+3008*a*b^3*c^3*q*r^2+5776*a*b^3*c^2*p^2*r^2+11552 *a*b^3*c^2*p*r^3+720*a*b^3*c^2*q^2*r^2+4832*a*b^3*c^2*q*r^3+2028*a*b^3*c*p^3*r^ 2+6084*a*b^3*c*p^2*r^3+6084*a*b^3*c*p*r^4+36*a*b^3*c*q^3*r^2+756*a*b^3*c*q^2*r^ 3+2748*a*b^3*c*q*r^4+264*a*b^3*g^2*p^2*r^2+922*a^2*g^4*p*r^2*x+394*a^2*g^4*q*r^ 2*x+132*a^2*g^3*p^2*q*r^2+4402*a^2*g^3*p^2*r^2*x+264*a^2*g^3*p*q*r^3+3856*a^2*g ^3*p*r^3*x-5064*a^2*g^3*p*r^2*x^2+1826*a^2*g^3*q^2*r^2*x+3720*a^2*g^3*q*r^3*x-\ 5064*a^2*g^3*q*r^2*x^2+396*a^2*g^2*p^3*q*r^2+7798*a^2*g^2*p^3*r^2*x+198*a^2*g^2 *p^2*q^2*r^2+1188*a^2*g^2*p^2*q*r^3+396*a^2*g^2*p*q^2*r^3+1188*a^2*g^2*p*q*r^4+ 3046*a^2*g^2*q^3*r^2*x+7464*a^2*g^2*q^2*r^3*x+4134*a^2*g^2*q*r^4*x+396*a^2*g*p^ 4*q*r^2+6094*a^2*g*p^4*r^2*x+396*a^2*g*p^3*q^2*r^2+1584*a^2*g*p^3*q*r^3+132*a^2 *g*p^2*q^3*r^2+1188*a^2*g*p^2*q^2*r^3+2376*a^2*g*p^2*q*r^4+264*a^2*g*p*q^3*r^3+ 1188*a^2*g*p*q^2*r^4+1584*a^2*g*p*q*r^5+4714*a*b^2*g^3*p*r^2*x+1690*a*b^2*g^3*q *r^2*x+567*a*b^2*g^2*p^2*q*r^2+16778*a*b^2*g^2*p^2*r^2*x+1134*a*b^2*g^2*p*q*r^3 +12831*a*b^2*g^2*p*r^3*x-21276*a*b^2*g^2*p*r^2*x^2+5660*a*b^2*g^2*q^2*r^2*x+ 12141*a*b^2*g^2*q*r^3*x-21276*a*b^2*g^2*q*r^2*x^2+1134*a*b^2*g*p^3*q*r^2+19702* a*b^2*g*p^3*r^2*x+567*a*b^2*g*p^2*q^2*r^2+3402*a*b^2*g*p^2*q*r^3+1134*a*b^2*g*p *q^2*r^3+3402*a*b^2*g*p*q*r^4+5986*a*b^2*g*q^3*r^2*x+15364*a*b^2*g*q^2*r^3*x+ 6126*a*b^2*g*q*r^4*x+24958*a*b^2*p^3*q*r^2*x+28950*a*b^2*p^2*q^2*r^2*x+13642*a* b^2*p*q^3*r^2*x+17619*a*b^2*p*q^2*r^3*x+104672*a*b^2*c^2*q^2*r^2*x+107336*a*b^2 *c^2*q*r^3*x+486*a*b^2*c*g^3*p*r^2+58*a*b^2*c*g^3*q*r^2+2850*a*b^2*c*g^2*p^2*r^ 2+5700*a*b^2*c*g^2*p*r^3+168*a*b^2*c*g^2*q^2*r^2+1620*a*b^2*c*g^2*q*r^3+4256*a* b^2*c*g*p^3*r^2+12768*a*b^2*c*g*p^2*r^3+12768*a*b^2*c*g*p*r^4+98*a*b^2*c*g*q^3* r^2+1554*a*b^2*c*g*q^2*r^3+5712*a*b^2*c*g*q*r^4+4184*a*b^2*c*p^3*q*r^2+66196*a* b^2*c*p^3*r^2*x+2682*a*b^2*c*p^2*q^2*r^2+12552*a*b^2*c*p^2*q*r^3+412*a*b^2*c*p* q^3*r^2+5364*a*b^2*c*p*q^2*r^3+12552*a*b^2*c*p*q*r^4+23752*a*b^2*c*q^3*r^2*x+ 45058*a*b^2*c*q^2*r^3*x+8380*a*b^2*c*q*r^4*x-19392*a*b^3*g*p*r^2*x^2+4448*a*b^3 *g*q^2*r^2*x+9872*a*b^3*g*q*r^3*x-19392*a*b^3*g*q*r^2*x^2+19704*a*b^3*p^2*q*r^2 *x+13272*a*b^3*p*q^2*r^2*x+11888*a*b^3*p*q*r^3*x+14088*a*b^2*c^3*g*p*r^2+5912*a *b^2*c^3*g*q*r^2+13328*a*b^2*c^3*p*q*r^2+283808*a*b^2*c^3*p*r^2*x+200192*a*b^2* c^3*q*r^2*x+4688*a*b^2*c^2*g^2*p*r^2+1504*a*b^2*c^2*g^2*q*r^2+11668*a*b^2*c^2*g *p^2*r^2+23336*a*b^2*c^2*g*p*r^3+1548*a*b^2*c^2*g*q^2*r^2+9616*a*b^2*c^2*g*q*r^ 3+11208*a*b^2*c^2*p^2*q*r^2+208736*a*b^2*c^2*p^2*r^2*x+4200*a*b^2*c^2*p*q^2*r^2 +22416*a*b^2*c^2*p*q*r^3+22816*a*b^3*c*q^2*r^2*x+28456*a*b^3*c*q*r^3*x+6256*a*b ^3*g^2*p*r^2*x+2032*a*b^3*g^2*q*r^2*x+528*a*b^3*g*p^2*q*r^2+14848*a*b^3*g*p^2*r ^2*x+1056*a*b^3*g*p*q*r^3+10608*a*b^3*g*p*r^3*x+4008*a*b^4*g*p*r^2*x+1128*a*b^4 *g*q*r^2*x+5960*a*b^4*p*q*r^2*x+4952*a*b^3*c^2*g*p*r^2+1576*a*b^3*c^2*g*q*r^2+ 4832*a*b^3*c^2*p*q*r^2+109248*a*b^3*c^2*p*r^2*x+71616*a*b^3*c^2*q*r^2*x+780*a*b ^3*c*g^2*p*r^2+100*a*b^3*c*g^2*q*r^2+2804*a*b^3*c*g*p^2*r^2+5608*a*b^3*c*g*p*r^ 3+148*a*b^3*c*g*q^2*r^2+1656*a*b^3*c*g*q*r^3+2748*a*b^3*c*p^2*q*r^2+54240*a*b^3 *c*p^2*r^2*x+756*a*b^3*c*p*q^2*r^2+5496*a*b^3*c*p*q*r^3+28808*a*b^3*c*p*r^3*x+ 6228*a^2*g^3*p*q*r^2*x+18642*a^2*g^2*p^2*q*r^2*x+13890*a^2*g^2*p*q^2*r^2*x+ 20462*a^2*g*p^3*q*r^2*x+24822*a^2*g*p^2*q^2*r^2*x+12634*a^2*g*p*q^3*r^2*x+72*a* b^4*c*g*q*r^2+608*a*b^4*c*p*q*r^2+18544*a*b^4*c*p*r^2*x+10144*a*b^4*c*q*r^2*x+ 3558*a^2*c*g*p*q^2*r^3+8430*a^2*c*g*p*q*r^4+23216*a^2*c*g*q^3*r^2*x+46743*a^2*c *g*q^2*r^3*x+20986*a^2*c*g*q*r^4*x+66140*a^2*c*p^3*q*r^2*x+80988*a^2*c*p^2*q^2* r^2*x+41844*a^2*c*p*q^3*r^2*x+284*a^2*c*g^3*p*q*r^2+16288*a^2*c*g^3*p*r^2*x+ 10128*a^2*c*g^3*q*r^2*x+1797*a^2*c*g^2*p^2*q*r^2+48178*a^2*c*g^2*p^2*r^2*x+468* a^2*c*g^2*p*q^2*r^2+3594*a^2*c*g^2*p*q*r^3+24748*a^2*c*g^2*q^2*r^2*x+35903*a^2* c*g^2*q*r^3*x+2810*a^2*c*g*p^3*q*r^2+52694*a^2*c*g*p^3*r^2*x+1779*a^2*c*g*p^2*q ^2*r^2+8430*a^2*c*g*p^2*q*r^3+276*a^2*c*g*p*q^3*r^2+6930*a^2*c^2*g*p^2*q*r^2+ 164912*a^2*c^2*g*p^2*r^2*x+2580*a^2*c^2*g*p*q^2*r^2+13860*a^2*c^2*g*p*q*r^3+ 92396*a^2*c^2*g*q^2*r^2*x+112406*a^2*c^2*g*q*r^3*x+207948*a^2*c^2*p^2*q*r^2*x+ 162720*a^2*c^2*p*q^2*r^2*x+220168*a^2*c^3*g*p*r^2*x+161736*a^2*c^3*g*q*r^2*x+ 279776*a^2*c^3*p*q*r^2*x+2620*a^2*c^2*g^2*p*q*r^2+94276*a^2*c^2*g^2*p*r^2*x+ 66008*a^2*c^2*g^2*q*r^2*x-21276*a^2*b*g^2*p*r^2*x^2+7192*a^2*b*g^2*q^2*r^2*x+ 14853*a^2*b*g^2*q*r^3*x-21276*a^2*b*g^2*q*r^2*x^2+1134*a^2*b*g*p^3*q*r^2+21614* a^2*b*g*p^3*r^2*x+567*a^2*b*g*p^2*q^2*r^2+3402*a^2*b*g*p^2*q*r^3+1134*a^2*b*g*p *q^2*r^3+3402*a^2*b*g*p*q*r^4+7898*a^2*b*g*q^3*r^2*x+19592*a^2*b*g*q^2*r^3*x+ 10254*a^2*b*g*q*r^4*x+28094*a^2*b*p^3*q*r^2*x+33654*a^2*b*p^2*q^2*r^2*x+16778*a ^2*b*p*q^3*r^2*x+7488*a^2*c^3*g*p*q*r^2+5114*a^2*b*g^3*p*r^2*x+2090*a^2*b*g^3*q *r^2*x+567*a^2*b*g^2*p^2*q*r^2+18310*a^2*b*g^2*p^2*r^2*x+1134*a^2*b*g^2*p*q*r^3 +15543*a^2*b*g^2*p*r^3*x+4076*a^2*b*c*p^3*q*r^2+72776*a^2*b*c*p^3*r^2*x+2598*a^ 2*b*c*p^2*q^2*r^2+12228*a^2*b*c*p^2*q*r^3+408*a^2*b*c*p*q^3*r^2+5196*a^2*b*c*p* q^2*r^3+12228*a^2*b*c*p*q*r^4+30332*a^2*b*c*q^3*r^2*x+60314*a^2*b*c*q^2*r^3*x+ 23840*a^2*b*c*q*r^4*x+3756*a^2*b*c^2*g^2*p*r^2+1348*a^2*b*c^2*g^2*q*r^2+10324*a ^2*b*c^2*g*p^2*r^2+20648*a^2*b*c^2*g*p*r^3+1652*a^2*b*c^2*g*q^2*r^2+8376*a^2*b* c^2*g*q*r^3+10392*a^2*b*c^2*p^2*q*r^2+227776*a^2*b*c^2*p^2*r^2*x+3936*a^2*b*c^2 *p*q^2*r^2+20784*a^2*b*c^2*p*q*r^3+123712*a^2*b*c^2*q^2*r^2*x+144688*a^2*b*c^2* q*r^3*x+386*a^2*b*c*g^3*p*r^2+58*a^2*b*c*g^3*q*r^2+2586*a^2*b*c*g^2*p^2*r^2+ 5172*a^2*b*c*g^2*p*r^3+204*a^2*b*c*g^2*q^2*r^2+1392*a^2*b*c*g^2*q*r^3+4054*a^2* b*c*g*p^3*r^2+12162*a^2*b*c*g*p^2*r^3+12162*a^2*b*c*g*p*r^4+148*a^2*b*c*g*q^3*r ^2+1452*a^2*b*c*g*q^2*r^3+5358*a^2*b*c*g*q*r^4+10296*a^2*b^2*g^2*p*r^2*x+3960*a ^2*b^2*g^2*q*r^2*x+792*a^2*b^2*g*p^2*q*r^2+24576*a^2*b^2*g*p^2*r^2*x+1584*a^2*b ^2*g*p*q*r^3+19992*a^2*b^2*g*p*r^3*x-29088*a^2*b^2*g*p*r^2*x^2+8976*a^2*b^2*g*q ^2*r^2*x+18888*a^2*b^2*g*q*r^3*x-29088*a^2*b^2*g*q*r^2*x^2+33840*a^2*b^2*p^2*q* r^2*x+24192*a^2*b^2*p*q^2*r^2*x+11512*a^2*b*c^3*g*p*r^2+5288*a^2*b*c^3*g*q*r^2+ 11760*a^2*b*c^3*p*q*r^2+305152*a^2*b*c^3*p*r^2*x+221536*a^2*b*c^3*q*r^2*x+7722* a^2*c*g*p^2*r^4+5148*a^2*c*g*p*r^5+20*a^2*c*g*q^4*r^2+276*a^2*c*g*q^3*r^3+1779* a^2*c*g*q^2*r^4+2810*a^2*c*g*q*r^5+1284*a^2*c*p^4*q*r^2+19572*a^2*c*p^4*r^2*x+ 1370*a^2*c*p^3*q^2*r^2+5136*a^2*c*p^3*q*r^3+546*a^2*c*p^2*q^3*r^2+4110*a^2*c*p^ 2*q^2*r^3+7704*a^2*c*p^2*q*r^4+48*a^2*c*p*q^4*r^2+1092*a^2*c*p*q^3*r^3+4110*a^2 *c*p*q^2*r^4+5136*a^2*c*p*q*r^5+7424*a^2*c*q^4*r^2*x+19582*a^2*c*q^3*r^3*x+ 13490*a^2*c*q^2*r^4*x-6280*a^2*c*q*r^5*x+4686*a^2*c^2*g*p^3*r^2+14058*a^2*c^2*g *p^2*r^3+14058*a^2*c^2*g*p*r^4+336*a^2*c^2*g*q^3*r^2+2580*a^2*c^2*g*q^2*r^3+ 6930*a^2*c^2*g*q*r^4+4660*a^2*c^2*p^3*q*r^2+84392*a^2*c^2*p^3*r^2*x+3258*a^2*c^ 2*p^2*q^2*r^2+13980*a^2*c^2*p^2*q*r^3+696*a^2*c^2*p*q^3*r^2+6516*a^2*c^2*p*q^2* r^3+13980*a^2*c^2*p*q*r^4+39164*a^2*c^2*q^3*r^2*x+70986*a^2*c^2*q^2*r^3*x+26736 *a^2*c^2*q*r^4*x+57*a^2*c*g^4*p*r^2+7*a^2*c*g^4*q*r^2+569*a^2*c*g^3*p^2*r^2+ 1138*a^2*c*g^3*p*r^3+42*a^2*c*g^3*q^2*r^2+284*a^2*c*g^3*q*r^3+1381*a^2*c*g^2*p^ 3*r^2+4143*a^2*c*g^2*p^2*r^3+4143*a^2*c*g^2*p*r^4+52*a^2*c*g^2*q^3*r^2+468*a^2* c*g^2*q^2*r^3+1797*a^2*c*g^2*q*r^4+1287*a^2*c*g*p^4*r^2+5148*a^2*c*g*p^3*r^3+ 6888*a^2*c^4*g*p*r^2+3560*a^2*c^4*g*q*r^2+6768*a^2*c^4*p*q*r^2+178784*a^2*c^4*p *r^2*x+134160*a^2*c^4*q*r^2*x+3516*a^2*c^3*g^2*p*r^2+1620*a^2*c^3*g^2*q*r^2+ 8084*a^2*c^3*g*p^2*r^2+16168*a^2*c^3*g*p*r^3+1732*a^2*c^3*g*q^2*r^2+7488*a^2*c^ 3*g*q*r^3+7968*a^2*c^3*p^2*q*r^2+176816*a^2*c^3*p^2*r^2*x+3384*a^2*c^3*p*q^2*r^ 2+15936*a^2*c^3*p*q*r^3+102960*a^2*c^3*q^2*r^2*x+113608*a^2*c^3*q*r^3*x+750*a^2 *c^2*g^3*p*r^2+262*a^2*c^2*g^3*q*r^2+3356*a^2*c^2*g^2*p^2*r^2+6712*a^2*c^2*g^2* p*r^3+532*a^2*c^2*g^2*q^2*r^2+2620*a^2*c^2*g^2*q*r^3+189*a^2*b*g^3*p^2*r^2+378* a^2*b*g^3*p*r^3+567*a^2*b*g^2*p^3*r^2+1701*a^2*b*g^2*p^2*r^3+1701*a^2*b*g^2*p*r ^4+567*a^2*b*g^2*q*r^4+567*a^2*b*g*p^4*r^2+2268*a^2*b*g*p^3*r^3+3402*a^2*b*g*p^ 2*r^4+2268*a^2*b*g*p*r^5+567*a^2*b*g*q^2*r^4+1134*a^2*b*g*q*r^5+567*a^2*b*p^4*q *r^2+8438*a^2*b*p^4*r^2*x+567*a^2*b*p^3*q^2*r^2+2268*a^2*b*p^3*q*r^3+189*a^2*b* p^2*q^3*r^2+1701*a^2*b*p^2*q^2*r^3+3402*a^2*b*p^2*q*r^4+378*a^2*b*p*q^3*r^3+ 1701*a^2*b*p*q^2*r^4+2268*a^2*b*p*q*r^5+2780*a^2*b*q^4*r^2*x+8353*a^2*b*q^3*r^3 *x+6255*a^2*b*q^2*r^4*x-2689*a^2*b*q*r^5*x+2376*a^2*b^2*g*p*r^4+792*a^2*b^2*g*q *r^4+792*a^2*b^2*p^3*q*r^2+14496*a^2*b^2*p^3*r^2*x+396*a^2*b^2*p^2*q^2*r^2+2376 *a^2*b^2*p^2*q*r^3+792*a^2*b^2*p*q^2*r^3+2376*a^2*b^2*p*q*r^4+4848*a^2*b^2*q^3* r^2*x+12240*a^2*b^2*q^2*r^3*x+5856*a^2*b^2*q*r^4*x+11088*a^2*b*c^4*p*r^2+5648*a ^2*b*c^4*q*r^2+12440*a^2*b*c^3*p^2*r^2+24880*a^2*b*c^3*p*r^3+2632*a^2*b*c^3*q^2 *r^2+11760*a^2*b*c^3*q*r^3+6936*a^2*b*c^2*p^3*r^2+20808*a^2*b*c^2*p^2*r^3+20808 *a^2*b*c^2*p*r^4+480*a^2*b*c^2*q^3*r^2+3936*a^2*b*c^2*q^2*r^3+10392*a^2*b*c^2*q *r^4+1860*a^2*b*c*p^4*r^2+7440*a^2*b*c*p^3*r^3+11160*a^2*b*c*p^2*r^4+7440*a^2*b *c*p*r^5+26*a^2*b*c*q^4*r^2+408*a^2*b*c*q^3*r^3+2598*a^2*b*c*q^2*r^4+4076*a^2*b *c*q*r^5+360*a^2*b^3*g*p^2*r^2+720*a^2*b^3*g*p*r^3+360*a^2*b^3*p^2*q*r^2+10640* a^2*b^3*p^2*r^2*x+720*a^2*b^3*p*q*r^3+8168*a^2*b^3*p*r^3*x-12960*a^2*b^3*p*r^2* x^2+3520*a^2*b^3*q^2*r^2*x+7608*a^2*b^3*q*r^3*x-12960*a^2*b^3*q*r^2*x^2+9120*a^ 2*b^2*c^3*p*r^2+4128*a^2*b^2*c^3*q*r^2+7736*a^2*b^2*c^2*p^2*r^2+15472*a^2*b^2*c ^2*p*r^3+1208*a^2*b^2*c^2*q^2*r^2+6448*a^2*b^2*c^2*q*r^3+2904*a^2*b^2*c*p^3*r^2 +8712*a^2*b^2*c*p^2*r^3+8712*a^2*b^2*c*p*r^4+96*a^2*b^2*c*q^3*r^2+1080*a^2*b^2* c*q^2*r^3+3888*a^2*b^2*c*q*r^4+396*a^2*b^2*g^2*p^2*r^2+792*a^2*b^2*g^2*p*r^3+ 792*a^2*b^2*g*p^3*r^2+2376*a^2*b^2*g*p^2*r^3+1838*a^3*g^3*p*r^2*x+830*a^3*g^3*q *r^2*x+189*a^3*g^2*p^2*q*r^2+6614*a^3*g^2*p^2*r^2*x+378*a^3*g^2*p*q*r^3+6085*a^ 3*g^2*p*r^3*x-7092*a^3*g^2*p*r^2*x^2+2908*a^3*g^2*q^2*r^2*x+5855*a^3*g^2*q*r^3* x-7092*a^3*g^2*q*r^2*x^2+378*a^3*g*p^3*q*r^2+7842*a^3*g*p^3*r^2*x+189*a^3*g*p^2 *q^2*r^2+1134*a^3*g*p^2*q*r^3+378*a^3*g*p*q^2*r^3+1134*a^3*g*p*q*r^4+3270*a^3*g *q^3*r^2*x+7940*a^3*g*q^2*r^3*x+4794*a^3*g*q*r^4*x+10410*a^3*p^3*q*r^2*x+12786* a^3*p^2*q^2*r^2*x+6638*a^3*p*q^3*r^2*x+64*a^2*b^4*c*q*r^2+2800*a^2*b^4*p*r^2*x+ 880*a^2*b^4*q*r^2*x+3168*a^2*b^3*c^2*p*r^2+1120*a^2*b^3*c^2*q*r^2+1848*a^2*b^3* c*p^2*r^2+3696*a^2*b^3*c*p*r^3+136*a^2*b^3*c*q^2*r^2+1104*a^2*b^3*c*q*r^3+1188* a^3*c^2*p*q^2*r^2+6312*a^3*c^2*p*q*r^3+47584*a^3*c^2*q^2*r^2*x+60680*a^3*c^2*q* r^3*x+94*a^3*c*g^3*p*r^2+18*a^3*c*g^3*q*r^2+766*a^3*c*g^2*p^2*r^2+1532*a^3*c*g^ 2*p*r^3+72*a^3*c*g^2*q^2*r^2+372*a^3*c*g^2*q*r^3+1278*a^3*c*g*p^3*r^2+3834*a^3* c*g*p^2*r^3+3834*a^3*c*g*p*r^4+60*a^3*c*g*q^3*r^2+432*a^3*c*g*q^2*r^3+1650*a^3* c*g*q*r^4+1320*a^3*c*p^3*q*r^2+26452*a^3*c*p^3*r^2*x+834*a^3*c*p^2*q^2*r^2+3960 *a^3*c*p^2*q*r^3+132*a^3*c*p*q^3*r^2+1668*a^3*c*p*q^2*r^3+3960*a^3*c*p*q*r^4+ 12304*a^3*c*q^3*r^2*x+25190*a^3*c*q^2*r^3*x+13100*a^3*c*q*r^4*x+1584*a^3*b*g*p^ 2*r^3+1584*a^3*b*g*p*r^4+528*a^3*b*g*q*r^4+528*a^3*b*p^3*q*r^2+10616*a^3*b*p^3* r^2*x+264*a^3*b*p^2*q^2*r^2+1584*a^3*b*p^2*q*r^3+528*a^3*b*p*q^2*r^3+1584*a^3*b *p*q*r^4+4184*a^3*b*q^3*r^2*x+10256*a^3*b*q^2*r^3*x+5944*a^3*b*q*r^4*x+2952*a^3 *c^3*g*p*r^2+1528*a^3*c^3*g*q*r^2+3312*a^3*c^3*p*q*r^2+108832*a^3*c^3*p*r^2*x+ 80960*a^3*c^3*q*r^2*x+932*a^3*c^2*g^2*p*r^2+388*a^3*c^2*g^2*q*r^2+2956*a^3*c^2* g*p^2*r^2+5912*a^3*c^2*g*p*r^3+548*a^3*c^2*g*q^2*r^2+2304*a^3*c^2*g*q*r^3+3156* a^3*c^2*p^2*q*r^2+82272*a^3*c^2*p^2*r^2*x+360*a^3*b^2*g*p^2*r^2+720*a^3*b^2*g*p *r^3+360*a^3*b^2*p^2*q*r^2+11760*a^3*b^2*p^2*r^2*x+720*a^3*b^2*p*q*r^3+10152*a^ 3*b^2*p*r^3*x-12960*a^3*b^2*p*r^2*x^2+4640*a^3*b^2*q^2*r^2*x+9592*a^3*b^2*q*r^3 *x-12960*a^3*b^2*q*r^2*x^2+4800*a^3*b*c^3*p*r^2+2432*a^3*b*c^3*q*r^2+4480*a^3*b *c^2*p^2*r^2+8960*a^3*b*c^2*p*r^3+832*a^3*b*c^2*q^2*r^2+3648*a^3*b*c^2*q*r^3+ 1836*a^3*b*c*p^3*r^2+5508*a^3*b*c*p^2*r^3+5508*a^3*b*c*p*r^4+84*a^3*b*c*q^3*r^2 +660*a^3*b*c*q^2*r^3+2412*a^3*b*c*q*r^4+264*a^3*b*g^2*p^2*r^2+528*a^3*b*g^2*p*r ^3+528*a^3*b*g*p^3*r^2+2020*a^4*g^2*p*r^2*x+964*a^4*g^2*q*r^2*x+132*a^4*g*p^2*q *r^2+4864*a^4*g*p^2*r^2*x+264*a^4*g*p*q*r^3+4692*a^4*g*p*r^3*x-4848*a^4*g*p*r^2 *x^2+2264*a^4*g*q^2*r^2*x+4508*a^4*g*q*r^3*x-4848*a^4*g*q*r^2*x^2+7068*a^4*p^2* q*r^2*x+5460*a^4*p*q^2*r^2*x+416*a^3*b^3*c*p*r^2+96*a^3*b^3*c*q*r^2+4160*a^3*b^ 3*p*r^2*x+1600*a^3*b^3*q*r^2*x+2496*a^3*b^2*c^2*p*r^2+1024*a^3*b^2*c^2*q*r^2+ 1656*a^3*b^2*c*p^2*r^2+3312*a^3*b^2*c*p*r^3+168*a^3*b^2*c*q^2*r^2+944*a^3*b^2*c *q*r^3+76*a^4*c*g^2*p*r^2+20*a^4*c*g^2*q*r^2+492*a^4*c*g*p^2*r^2+984*a^4*c*g*p* r^3+56*a^4*c*g*q^2*r^2+224*a^4*c*g*q*r^3+552*a^4*c*p^2*q*r^2+17640*a^4*c*p^2*r^ 2*x+144*a^4*c*p*q^2*r^2+1104*a^4*c*p*q*r^3+9784*a^4*c*q^2*r^2*x+14944*a^4*c*q*r ^3*x+180*a^4*b*g*p^2*r^2+360*a^4*b*g*p*r^3+180*a^4*b*p^2*q*r^2+6440*a^4*b*p^2*r ^2*x+360*a^4*b*p*q*r^3+6068*a^4*b*p*r^3*x-6480*a^4*b*p*r^2*x^2+2880*a^4*b*q^2*r ^2*x+5788*a^4*b*q*r^3*x-6480*a^4*b*q*r^2*x^2+520*a^4*c^2*g*p*r^2+264*a^4*c^2*g* q*r^2+720*a^4*c^2*p*q*r^2+33792*a^4*c^2*p*r^2*x+24384*a^4*c^2*q*r^2*x+24*a^5*c* g*p*r^2+8*a^5*c*g*q*r^2+48*a^5*c*p*q*r^2+4976*a^5*c*p*r^2*x+3296*a^5*c*q*r^2*x+ 1160*a^5*g*p*r^2*x+584*a^5*g*q*r^2*x+2088*a^5*p*q*r^2*x+224*a^4*b^2*c*p*r^2+64* a^4*b^2*c*q*r^2+3440*a^4*b^2*p*r^2*x+1520*a^4*b^2*q*r^2*x+880*a^4*b*c^2*p*r^2+ 432*a^4*b*c^2*q*r^2+720*a^4*b*c*p^2*r^2+1440*a^4*b*c*p*r^3+88*a^4*b*c*q^2*r^2+ 368*a^4*b*c*q*r^3+45*b*g^4*q*r^4+90*b*g^3*p^4*r^2+360*b*g^3*p^3*r^3+540*b*g^3*p ^2*r^4+360*b*g^3*p*r^5+90*b*g^3*q^2*r^4+180*b*g^3*q*r^5+90*b*g^2*p^5*r^2+450*b* g^2*p^4*r^3+900*b*g^2*p^3*r^4+900*b*g^2*p^2*r^5+450*b*g^2*p*r^6+90*b*g^2*q^3*r^ 4+270*b*g^2*q^2*r^5+270*b*g^2*q*r^6+45*b*g*p^6*r^2+270*b*g*p^5*r^3+675*b*g*p^4* r^4+900*b*g*p^3*r^5+675*b*g*p^2*r^6+270*b*g*p*r^7+45*b*g*q^4*r^4+180*b*g*q^3*r^ 5+270*b*g*q^2*r^6+180*b*g*q*r^7+45*b*p^6*q*r^2+482*b*p^6*r^2*x+90*b*p^5*q^2*r^2 +270*b*p^5*q*r^3+90*b*p^4*q^3*r^2+450*b*p^4*q^2*r^3+675*b*p^4*q*r^4+45*b*p^3*q^ 4*r^2+360*b*p^3*q^3*r^3+900*b*p^3*q^2*r^4+900*b*p^3*q*r^5+9*b*p^2*q^5*r^2+135*b *p^2*q^4*r^3+540*b*p^2*q^3*r^4+900*b*p^2*q^2*r^5+675*b*p^2*q*r^6-4500*b*p^2*r^6 *x+18*b*p*q^5*r^3+135*b*p*q^4*r^4+360*b*p*q^3*r^5+450*b*p*q^2*r^6+270*b*p*q*r^7 -2133*b*p*r^7*x+80*b*q^6*r^2*x+393*b*q^5*r^3*x+369*b*q^4*r^4*x+11952*b*c^3*p*r^ 5+56*b*c^3*q^4*r^2+1140*b*c^3*q^3*r^3+5100*b*c^3*q^2*r^4+7004*b*c^3*q*r^5+876*b *c^2*p^5*r^2+4380*b*c^2*p^4*r^3+8760*b*c^2*p^3*r^4+8760*b*c^2*p^2*r^5+4380*b*c^ 2*p*r^6+2*b*c^2*q^5*r^2+140*b*c^2*q^4*r^3+1284*b*c^2*q^3*r^4+3032*b*c^2*q^2*r^5 +2762*b*c^2*q*r^6+138*b*c*p^6*r^2+828*b*c*p^5*r^3+2070*b*c*p^4*r^4+2760*b*c*p^3 *r^5+2070*b*c*p^2*r^6+828*b*c*p*r^7+6*b*c*q^5*r^3+162*b*c*q^4*r^4+588*b*c*q^3*r ^5+852*b*c*q^2*r^6+558*b*c*q*r^7+9*b*g^5*p^2*r^2+18*b*g^5*p*r^3+45*b*g^4*p^3*r^ 2+135*b*g^4*p^2*r^3+135*b*g^4*p*r^4+132*b^2*g^3*q*r^4+198*b^2*g^2*p^4*r^2+792*b ^2*g^2*p^3*r^3+1188*b^2*g^2*p^2*r^4+792*b^2*g^2*p*r^5+198*b^2*g^2*q^2*r^4+396*b ^2*g^2*q*r^5+132*b^2*g*p^5*r^2+660*b^2*g*p^4*r^3+1320*b^2*g*p^3*r^4+1320*b^2*g* p^2*r^5+660*b^2*g*p*r^6+132*b^2*g*q^3*r^4+396*b^2*g*q^2*r^5+396*b^2*g*q*r^6+132 *b^2*p^5*q*r^2+1464*b^2*p^5*r^2*x+198*b^2*p^4*q^2*r^2+660*b^2*p^4*q*r^3+132*b^2 *p^3*q^3*r^2+792*b^2*p^3*q^2*r^3+1320*b^2*p^3*q*r^4+33*b^2*p^2*q^4*r^2+396*b^2* p^2*q^3*r^3+1188*b^2*p^2*q^2*r^4+1320*b^2*p^2*q*r^5-6912*b^2*p^2*r^5*x+66*b^2*p *q^4*r^3+396*b^2*p*q^3*r^4+792*b^2*p*q^2*r^5+660*b^2*p*q*r^6-4540*b^2*p*r^6*x+ 254*b^2*q^5*r^2*x+1059*b^2*q^4*r^3*x+570*b^2*q^3*r^4*x-2104*b^2*q^2*r^5*x-2952* b^2*q*r^6*x+4464*b*c^6*p*r^2+2224*b*c^6*q*r^2+6936*b*c^5*p^2*r^2+13872*b*c^5*p* r^3+1480*b*c^5*q^2*r^2+7072*b*c^5*q*r^3+5940*b*c^4*p^3*r^2+17820*b*c^4*p^2*r^3+ 17820*b*c^4*p*r^4+444*b*c^4*q^3*r^2+4188*b*c^4*q^2*r^3+9684*b*c^4*q*r^4+2988*b* c^3*p^4*r^2+11952*b*c^3*p^3*r^3+17928*b*c^3*p^2*r^4+404*b^3*q^4*r^2*x+1415*b^3* q^3*r^3*x+273*b^3*q^2*r^4*x-2083*b^3*q*r^5*x+6720*b^2*c^5*p*r^2+3200*b^2*c^5*q* r^2+8568*b^2*c^4*p^2*r^2+17136*b^2*c^4*p*r^3+1632*b^2*c^4*q^2*r^2+8528*b^2*c^4* q*r^3+5784*b^2*c^3*p^3*r^2+17352*b^2*c^3*p^2*r^3+17352*b^2*c^3*p*r^4+336*b^2*c^ 3*q^3*r^2+3816*b^2*c^3*q^2*r^3+9264*b^2*c^3*q*r^4+2160*b^2*c^2*p^4*r^2+8640*b^2 *c^2*p^3*r^3+12960*b^2*c^2*p^2*r^4+8640*b^2*c^2*p*r^5+22*b^2*c^2*q^4*r^2+708*b^ 2*c^2*q^3*r^3+3510*b^2*c^2*q^2*r^4+4984*b^2*c^2*q*r^5+420*b^2*c*p^5*r^2+2100*b^ 2*c*p^4*r^3+4200*b^2*c*p^3*r^4+4200*b^2*c*p^2*r^5+2100*b^2*c*p*r^6+46*b^2*c*q^4 *r^3+558*b^2*c*q^3*r^4+1398*b^2*c*q^2*r^5+1306*b^2*c*q*r^6+33*b^2*g^4*p^2*r^2+ 66*b^2*g^4*p*r^3+132*b^2*g^3*p^3*r^2+396*b^2*g^3*p^2*r^3+396*b^2*g^3*p*r^4+2272 *b^3*c^4*q*r^2+5192*b^3*c^3*p^2*r^2+10384*b^3*c^3*p*r^3+792*b^3*c^3*q^2*r^2+ 4880*b^3*c^3*q*r^3+2604*b^3*c^2*p^3*r^2+7812*b^3*c^2*p^2*r^3+7812*b^3*c^2*p*r^4 +84*b^3*c^2*q^3*r^2+1452*b^3*c^2*q^2*r^3+3972*b^3*c^2*q*r^4+646*b^3*c*p^4*r^2+ 2584*b^3*c*p^3*r^3+3876*b^3*c*p^2*r^4+2584*b^3*c*p*r^5+136*b^3*c*q^3*r^3+918*b^ 3*c*q^2*r^4+1428*b^3*c*q*r^5+63*b^3*g^3*p^2*r^2+126*b^3*g^3*p*r^3+189*b^3*g^2*p ^3*r^2+567*b^3*g^2*p^2*r^3+567*b^3*g^2*p*r^4+189*b^3*g^2*q*r^4+189*b^3*g*p^4*r^ 2+756*b^3*g*p^3*r^3+1134*b^3*g*p^2*r^4+756*b^3*g*p*r^5+189*b^3*g*q^2*r^4+378*b^ 3*g*q*r^5+189*b^3*p^4*q*r^2+2290*b^3*p^4*r^2*x+189*b^3*p^3*q^2*r^2+756*b^3*p^3* q*r^3+989*b^3*p^3*r^3*x+63*b^3*p^2*q^3*r^2+567*b^3*p^2*q^2*r^3+1134*b^3*p^2*q*r ^4-3213*b^3*p^2*r^4*x+126*b^3*p*q^3*r^3+567*b^3*p*q^2*r^4+756*b^3*p*q*r^5-4013* b^3*p*r^5*x+180*a*g*q^3*r^5+270*a*g*q^2*r^6+180*a*g*q*r^7+45*a*p^6*q*r^2+530*a* p^6*r^2*x+90*a*p^5*q^2*r^2+270*a*p^5*q*r^3+90*a*p^4*q^3*r^2+450*a*p^4*q^2*r^3+ 675*a*p^4*q*r^4+45*a*p^3*q^4*r^2+360*a*p^3*q^3*r^3+900*a*p^3*q^2*r^4+900*a*p^3* q*r^5+9*a*p^2*q^5*r^2+135*a*p^2*q^4*r^3+540*a*p^2*q^3*r^4+900*a*p^2*q^2*r^5+675 *a*p^2*q*r^6+18*a*p*q^5*r^3+135*a*p*q^4*r^4+360*a*p*q^3*r^5+450*a*p*q^2*r^6+270 *a*p*q*r^7-2025*a*p*r^7*x+128*a*q^6*r^2*x+561*a*q^5*r^3*x+699*a*q^4*r^4*x-464*a *q^3*r^5*x-1770*a*q^2*r^6*x-1431*a*q*r^7*x-1296*b^5*p*r^2*x^2+128*b^5*q^2*r^2*x +364*b^5*q*r^3*x-1296*b^5*q*r^2*x^2+144*b^4*c^2*q^2*r^2+1312*b^4*c^2*q*r^3+192* b^4*c*q^2*r^3+720*b^4*c*q*r^4+132*b^4*g*q*r^4+132*b^4*p^3*q*r^2+1940*b^4*p^3*r^ 2*x+66*b^4*p^2*q^2*r^2+396*b^4*p^2*q*r^3+932*b^4*p^2*r^3*x+132*b^4*p*q^2*r^3+ 396*b^4*p*q*r^4-964*b^4*p*r^4*x+332*b^4*q^3*r^2*x+992*b^4*q^2*r^3*x-44*b^4*q*r^ 4*x+5152*b^3*c^4*p*r^2+9*a*g^5*p^2*r^2+18*a*g^5*p*r^3+45*a*g^4*p^3*r^2+135*a*g^ 4*p^2*r^3+135*a*g^4*p*r^4+45*a*g^4*q*r^4+90*a*g^3*p^4*r^2+360*a*g^3*p^3*r^3+540 *a*g^3*p^2*r^4+360*a*g^3*p*r^5+90*a*g^3*q^2*r^4+180*a*g^3*q*r^5+90*a*g^2*p^5*r^ 2+450*a*g^2*p^4*r^3+900*a*g^2*p^3*r^4+900*a*g^2*p^2*r^5+450*a*g^2*p*r^6+90*a*g^ 2*q^3*r^4+270*a*g^2*q^2*r^5+270*a*g^2*q*r^6+45*a*g*p^6*r^2+270*a*g*p^5*r^3+675* a*g*p^4*r^4+900*a*g*p^3*r^5+675*a*g*p^2*r^6+270*a*g*p*r^7+45*a*g*q^4*r^4+567*a* b^2*q*r^6+66*a*b*p^6*r^2+396*a*b*p^5*r^3+990*a*b*p^4*r^4+1320*a*b*p^3*r^5+990*a *b*p^2*r^6+396*a*b*p*r^7+66*a*b*q^4*r^4+264*a*b*q^3*r^5+396*a*b*q^2*r^6+264*a*b *q*r^7+3824*a*c^6*p*r^2+2032*a*c^6*q*r^2+6216*a*c^5*p^2*r^2+12432*a*c^5*p*r^3+ 1496*a*c^5*q^2*r^2+6368*a*c^5*q*r^3+5580*a*c^4*p^3*r^2+16740*a*c^4*p^2*r^3+ 16740*a*c^4*p*r^4+516*a*c^4*q^3*r^2+3972*a*c^4*q^2*r^3+9036*a*c^4*q*r^4+2908*a* c^3*p^4*r^2+11632*a*c^3*p^3*r^3+17448*a*c^3*p^2*r^4+11632*a*c^3*p*r^5+80*a*c^3* q^4*r^2+1132*a*c^3*q^3*r^3+4932*a*c^3*q^2*r^4+6788*a*c^3*q*r^5+870*a*c^2*p^5*r^ 2+4350*a*c^2*p^4*r^3+8700*a*c^2*p^3*r^4+8700*a*c^2*p^2*r^5+4350*a*c^2*p*r^6+4*a *c^2*q^5*r^2+142*a*c^2*q^4*r^3+1272*a*c^2*q^3*r^4+3004*a*c^2*q^2*r^5+2740*a*c^2 *q*r^6+138*a*c*p^6*r^2+828*a*c*p^5*r^3+2070*a*c*p^4*r^4+2760*a*c*p^3*r^5+2070*a *c*p^2*r^6+828*a*c*p*r^7+6*a*c*q^5*r^3+162*a*c*q^4*r^4+588*a*c*q^3*r^5+852*a*c* q^2*r^6+558*a*c*q*r^7+198*a^2*g^2*p^4*r^2+792*a^2*g^2*p^3*r^3+1188*a^2*g^2*p^2* r^4+792*a^2*g^2*p*r^5+198*a^2*g^2*q^2*r^4+396*a^2*g^2*q*r^5+132*a^2*g*p^5*r^2+ 660*a^2*g*p^4*r^3+1320*a^2*g*p^3*r^4+1320*a^2*g*p^2*r^5+660*a^2*g*p*r^6+132*a^2 *g*q^3*r^4+396*a^2*g*q^2*r^5+396*a^2*g*q*r^6+132*a^2*p^5*q*r^2+1776*a^2*p^5*r^2 *x+198*a^2*p^4*q^2*r^2+660*a^2*p^4*q*r^3+132*a^2*p^3*q^3*r^2+792*a^2*p^3*q^2*r^ 3+1320*a^2*p^3*q*r^4+33*a^2*p^2*q^4*r^2+396*a^2*p^2*q^3*r^3+1188*a^2*p^2*q^2*r^ 4+1320*a^2*p^2*q*r^5+66*a^2*p*q^4*r^3+396*a^2*p*q^3*r^4+792*a^2*p*q^2*r^5+660*a ^2*p*q*r^6+566*a^2*q^5*r^2*x+2011*a^2*q^4*r^3*x+2138*a^2*q^3*r^4*x-652*a^2*q^2* r^5*x-2240*a^2*q*r^6*x+180*a*b^4*q*r^4+264*a*b^3*p^4*r^2+1056*a*b^3*p^3*r^3+ 1584*a*b^3*p^2*r^4+1056*a*b^3*p*r^5+264*a*b^3*q^2*r^4+528*a*b^3*q*r^5+189*a*b^2 *p^5*r^2+945*a*b^2*p^4*r^3+1890*a*b^2*p^3*r^4+1890*a*b^2*p^2*r^5+945*a*b^2*p*r^ 6+189*a*b^2*q^3*r^4+567*a*b^2*q^2*r^5+6768*a^2*c^4*p^2*r^2+13536*a^2*c^4*p*r^3+ 1672*a^2*c^4*q^2*r^2+6768*a^2*c^4*q*r^3+5064*a^2*c^3*p^3*r^2+15192*a^2*c^3*p^2* r^3+15192*a^2*c^3*p*r^4+480*a^2*c^3*q^3*r^2+3384*a^2*c^3*q^2*r^3+7968*a^2*c^3*q *r^4+2040*a^2*c^2*p^4*r^2+8160*a^2*c^2*p^3*r^3+12240*a^2*c^2*p^2*r^4+8160*a^2*c ^2*p*r^5+58*a^2*c^2*q^4*r^2+696*a^2*c^2*q^3*r^3+3258*a^2*c^2*q^2*r^4+4660*a^2*c ^2*q*r^5+414*a^2*c*p^5*r^2+2070*a^2*c*p^4*r^3+4140*a^2*c*p^3*r^4+4140*a^2*c*p^2 *r^5+2070*a^2*c*p*r^6+2*a^2*c*q^5*r^2+48*a^2*c*q^4*r^3+546*a^2*c*q^3*r^4+1370*a ^2*c*q^2*r^5+1284*a^2*c*q*r^6+33*a^2*g^4*p^2*r^2+66*a^2*g^4*p*r^3+132*a^2*g^3*p ^3*r^2+396*a^2*g^3*p^2*r^3+396*a^2*g^3*p*r^4+132*a^2*g^3*q*r^4+567*a^3*g^2*p^2* r^3+567*a^3*g^2*p*r^4+189*a^3*g^2*q*r^4+189*a^3*g*p^4*r^2+756*a^3*g*p^3*r^3+ 1134*a^3*g*p^2*r^4+756*a^3*g*p*r^5+189*a^3*g*q^2*r^4+378*a^3*g*q*r^5+189*a^3*p^ 4*q*r^2+3074*a^3*p^4*r^2*x+189*a^3*p^3*q^2*r^2+756*a^3*p^3*q*r^3+63*a^3*p^2*q^3 *r^2+567*a^3*p^2*q^2*r^3+1134*a^3*p^2*q*r^4+126*a^3*p*q^3*r^3+567*a^3*p*q^2*r^4 +756*a^3*p*q*r^5+1188*a^3*q^4*r^2*x+3469*a^3*q^3*r^3*x+2991*a^3*q^2*r^4*x-303*a ^3*q*r^5*x+360*a^2*b^3*p^3*r^2+1080*a^2*b^3*p^2*r^3+1080*a^2*b^3*p*r^4+360*a^2* b^3*q*r^4+396*a^2*b^2*p^4*r^2+1584*a^2*b^2*p^3*r^3+2376*a^2*b^2*p^2*r^4+1584*a^ 2*b^2*p*r^5+396*a^2*b^2*q^2*r^4+792*a^2*b^2*q*r^5+189*a^2*b*p^5*r^2+945*a^2*b*p ^4*r^3+1890*a^2*b*p^3*r^4+1890*a^2*b*p^2*r^5+945*a^2*b*p*r^6+189*a^2*b*q^3*r^4+ 567*a^2*b*q^2*r^5+567*a^2*b*q*r^6+4800*a^2*c^5*p*r^2+2624*a^2*c^5*q*r^2+360*a^3 *b^2*p^3*r^2+1080*a^3*b^2*p^2*r^3+1080*a^3*b^2*p*r^4+360*a^3*b^2*q*r^4+264*a^3* b*p^4*r^2+1056*a^3*b*p^3*r^3+1584*a^3*b*p^2*r^4+1056*a^3*b*p*r^5+264*a^3*b*q^2* r^4+528*a^3*b*q*r^5+2928*a^3*c^4*p*r^2+1648*a^3*c^4*q*r^2+3560*a^3*c^3*p^2*r^2+ 7120*a^3*c^3*p*r^3+856*a^3*c^3*q^2*r^2+3312*a^3*c^3*q*r^3+2148*a^3*c^2*p^3*r^2+ 6444*a^3*c^2*p^2*r^3+6444*a^3*c^2*p*r^4+180*a^3*c^2*q^3*r^2+1188*a^3*c^2*q^2*r^ 3+3156*a^3*c^2*q*r^4+606*a^3*c*p^4*r^2+2424*a^3*c*p^3*r^3+3636*a^3*c*p^2*r^4+ 2424*a^3*c*p*r^5+12*a^3*c*q^4*r^2+132*a^3*c*q^3*r^3+834*a^3*c*q^2*r^4+1320*a^3* c*q*r^5+63*a^3*g^3*p^2*r^2+126*a^3*g^3*p*r^3+189*a^3*g^2*p^3*r^2+540*a^4*b*p^2* r^3+540*a^4*b*p*r^4+180*a^4*b*q*r^4+864*a^4*c^3*p*r^2+512*a^4*c^3*q*r^2+936*a^4 *c^2*p^2*r^2+1872*a^4*c^2*p*r^3+200*a^4*c^2*q^2*r^2+720*a^4*c^2*q*r^3+432*a^4*c *p^3*r^2+1296*a^4*c*p^2*r^3+1296*a^4*c*p*r^4+24*a^4*c*q^3*r^2+144*a^4*c*q^2*r^3 +552*a^4*c*q*r^4+66*a^4*g^2*p^2*r^2+132*a^4*g^2*p*r^3+132*a^4*g*p^3*r^2+396*a^4 *g*p^2*r^3+396*a^4*g*p*r^4+132*a^4*g*q*r^4+132*a^4*p^3*q*r^2+2892*a^4*p^3*r^2*x +66*a^4*p^2*q^2*r^2+396*a^4*p^2*q*r^3+132*a^4*p*q^2*r^3+396*a^4*p*q*r^4+1284*a^ 4*q^3*r^2*x+3088*a^4*q^2*r^3*x+1996*a^4*q*r^4*x+160*a^3*b^3*p^2*r^2+320*a^3*b^3 *p*r^3-370*p*q^3*r^6*x-297*p*q^2*r^7*x-128*p*q*r^8*x+272*a^6*p*r^2*x+48*a^5*b*p ^2*r^2+96*a^5*b*p*r^3+96*a^5*c^2*p*r^2+64*a^5*c^2*q*r^2+120*a^5*c*p^2*r^2+240*a ^5*c*p*r^3+16*a^5*c*q^2*r^2+48*a^5*c*q*r^3+36*a^5*g*p^2*r^2+72*a^5*g*p*r^3+36*a ^5*p^2*q*r^2+1400*a^5*p^2*r^2*x+72*a^5*p*q*r^3+1412*a^5*p*r^3*x-1296*a^5*p*r^2* x^2+688*a^5*q^2*r^2*x+1356*a^5*q*r^3*x-1296*a^5*q*r^2*x^2+120*a^4*b^2*p^2*r^2+ 240*a^4*b^2*p*r^3+180*a^4*b*p^3*r^2-540*g*p^3*r^6*x-342*g*p^2*r^7*x-120*g*p*r^8 *x-6*g*q^6*r^3*x-202*g*q^6*r^2*x^2-48*g*q^5*r^4*x-150*g*q^4*r^5*x-240*g*q^3*r^6 *x-210*g*q^2*r^7*x-96*g*q*r^8*x-14*p^7*q*r^2*x-42*p^6*q^2*r^2*x-103*p^6*q*r^3*x -259*p^6*q*r^2*x^2-70*p^5*q^3*r^2*x-261*p^5*q^2*r^3*x-777*p^5*q^2*r^2*x^2-324*p ^5*q*r^4*x-70*p^4*q^4*r^2*x-355*p^4*q^3*r^3*x-1295*p^4*q^3*r^2*x^2-675*p^4*q^2* r^4*x-565*p^4*q*r^5*x-42*p^3*q^5*r^2*x-275*p^3*q^4*r^3*x-1295*p^3*q^4*r^2*x^2-\ 720*p^3*q^3*r^4*x-930*p^3*q^2*r^5*x-590*p^3*q*r^6*x-14*p^2*q^6*r^2*x-117*p^2*q^ 5*r^3*x-777*p^2*q^5*r^2*x^2-405*p^2*q^4*r^4*x-730*p^2*q^3*r^5*x-720*p^2*q^2*r^6 *x-369*p^2*q*r^7*x-2*p*q^7*r^2*x-23*p*q^6*r^3*x-259*p*q^6*r^2*x^2-108*p*q^5*r^4 *x-265*p*q^4*r^5*x-240*g^3*q^2*r^5*x-200*g^3*q*r^6*x-30*g^2*p^6*r^2*x-195*g^2*p ^5*r^3*x-456*g^2*p^5*r^2*x^2-525*g^2*p^4*r^4*x-750*g^2*p^3*r^5*x-600*g^2*p^2*r^ 6*x-255*g^2*p*r^7*x-15*g^2*q^5*r^3*x-456*g^2*q^5*r^2*x^2-105*g^2*q^4*r^4*x-270* g^2*q^3*r^5*x-330*g^2*q^2*r^6*x-195*g^2*q*r^7*x-12*g*p^7*r^2*x-90*g*p^6*r^3*x-\ 202*g*p^6*r^2*x^2-288*g*p^5*r^4*x-510*g*p^4*r^5*x+3832*a^2*b^2*c*g*p^2*r^2+7664 *a^2*b^2*c*g*p*r^3+304*a^2*b^2*c*g*q^2*r^2+2192*a^2*b^2*c*g*q*r^3+3888*a^2*b^2* c*p^2*q*r^2+89520*a^2*b^2*c*p^2*r^2*x+1080*a^2*b^2*c*p*q^2*r^2+7776*a^2*b^2*c*p *q*r^3+42384*a^2*b^2*c*q^2*r^2*x+58344*a^2*b^2*c*q*r^3*x+8912*a^2*b^3*g*p*r^2*x +3152*a^2*b^3*g*q*r^2*x+14160*a^2*b^3*p*q*r^2*x+6080*a^2*b^2*c^2*g*p*r^2+2192*a ^2*b^2*c^2*g*q*r^2+6448*a^2*b^2*c^2*p*q*r^2+176832*a^2*b^2*c^2*p*r^2*x+120384*a ^2*b^2*c^2*q*r^2*x+952*a^2*b^2*c*g^2*p*r^2+160*a^2*b^2*c*g^2*q*r^2+9522*a^3*g^2 *p*q*r^2*x+18954*a^3*g*p^2*q*r^2*x+14382*a^3*g*p*q^2*r^2*x+1008*a^2*b^3*c*g*p*r ^2+176*a^2*b^3*c*g*q*r^2+1104*a^2*b^3*c*p*q*r^2+40256*a^2*b^3*c*p*r^2*x+23456*a ^2*b^3*c*q*r^2*x+372*a^3*c*g^2*p*q*r^2+24148*a^3*c*g^2*p*r^2*x+15328*a^3*c*g^2* q*r^2*x+1650*a^3*c*g*p^2*q*r^2+48104*a^3*c*g*p^2*r^2*x+432*a^3*c*g*p*q^2*r^2+ 3300*a^3*c*g*p*q*r^3+25676*a^3*c*g*q^2*r^2*x+38298*a^3*c*g*q*r^3*x+65208*a^3*c* p^2*q*r^2*x+51060*a^3*c*p*q^2*r^2*x+2304*a^3*c^2*g*p*q*r^2+93104*a^3*c^2*g*p*r^ 2*x+66152*a^3*c^2*g*q*r^2*x+129856*a^3*c^2*p*q*r^2*x+7472*a^3*b*g^2*p*r^2*x+ 3248*a^3*b*g^2*q*r^2*x+528*a^3*b*g*p^2*q*r^2+17920*a^3*b*g*p^2*r^2*x+1056*a^3*b *g*p*q*r^3+16048*a^3*b*g*p*r^3*x-19392*a^3*b*g*p*r^2*x^2+7520*a^3*b*g*q^2*r^2*x +15312*a^3*b*g*q*r^3*x-19392*a^3*b*g*q*r^2*x^2+25416*a^3*b*p^2*q*r^2*x+18984*a^ 3*b*p*q^2*r^2*x+3096*a^3*b*c^2*g*p*r^2+1288*a^3*b*c^2*g*q*r^2+3648*a^3*b*c^2*p* q*r^2+126528*a^3*b*c^2*p*r^2*x+88896*a^3*b*c^2*q*r^2*x+476*a^3*b*c*g^2*p*r^2+ 100*a^3*b*c*g^2*q*r^2+2276*a^3*b*c*g*p^2*r^2+4552*a^3*b*c*g*p*r^3+228*a^3*b*c*g *q^2*r^2+1208*a^3*b*c*g*q*r^3+2412*a^3*b*c*p^2*q*r^2+65120*a^3*b*c*p^2*r^2*x+ 660*a^3*b*c*p*q^2*r^2+4824*a^3*b*c*p*q*r^3+33696*a^3*b*c*q^2*r^2*x+49336*a^3*b* c*q*r^3*x+784*a^3*b^2*c*g*p*r^2+176*a^3*b^2*c*g*q*r^2+944*a^3*b^2*c*p*q*r^2+ 43424*a^3*b^2*c*p*r^2*x+26624*a^3*b^2*c*q*r^2*x+9808*a^3*b^2*g*p*r^2*x+4048*a^3 *b^2*g*q*r^2*x+16400*a^3*b^2*p*q*r^2*x+224*a^4*c*g*p*q*r^2+17520*a^4*c*g*p*r^2* x+11360*a^4*c*g*q*r^2*x+27424*a^4*c*p*q*r^2*x+7128*a^4*g*p*q*r^2*x+264*a^4*b*c* g*p*r^2+72*a^4*b*c*g*q*r^2+368*a^4*b*c*p*q*r^2+23296*a^4*b*c*p*r^2*x+14896*a^4* b*c*q*r^2*x+5352*a^4*b*g*p*r^2*x+2472*a^4*b*g*q*r^2*x+9320*a^4*b*p*q*r^2*x-4242 *c*g^3*p*q*r^4*x-1596*c*g^2*p^4*q*r^2*x-2424*c*g^2*p^3*q^2*r^2*x-6732*c*g^2*p^3 *q*r^3*x-21432*c*g^2*p^3*q*r^2*x^2-1656*c*g^2*p^2*q^3*r^2*x-7272*c*g^2*p^2*q^2* r^3*x-32148*c*g^2*p^2*q^2*r^2*x^2-10620*c*g^2*p^2*q*r^4*x-444*c*g^2*p*q^4*r^2*x -2964*c*g^2*p*q^3*r^3*x-21432*c*g^2*p*q^3*r^2*x^2-7272*c*g^2*p*q^2*r^4*x-7428*c *g^2*p*q*r^5*x-942*c*g*p^5*q*r^2*x-1890*c*g*p^4*q^2*r^2*x-4980*c*g*p^4*q*r^3*x-\ 14180*c*g*p^4*q*r^2*x^2-1900*c*g*p^3*q^3*r^2*x-7740*c*g*p^3*q^2*r^3*x-28360*c*g *p^3*q^2*r^2*x^2-10500*c*g*p^3*q*r^4*x-960*c*g*p^2*q^4*r^2*x-5520*c*g*p^2*q^3*r ^3*x-28360*c*g*p^2*q^3*r^2*x^2-11880*c*g*p^2*q^2*r^4*x-11040*c*g*p^2*q*r^5*x-\ 198*c*g*p*q^5*r^2*x-1650*c*g*p*q^4*r^3*x-14180*c*g*p*q^4*r^2*x^2-5340*c*g*p*q^3 *r^4*x-8100*c*g*p*q^2*r^5*x-5790*c*g*p*q*r^6*x-78*c*g^5*p*q*r^2*x-510*c*g^4*p^2 *q*r^2*x-294*c*g^4*p*q^2*r^2*x-1020*c*g^4*p*q*r^3*x-4988*c*g^4*p*q*r^2*x^2-1304 *c*g^3*p^3*q*r^2*x-1356*c*g^3*p^2*q^2*r^2*x-4077*c*g^3*p^2*q*r^3*x-15282*c*g^3* p^2*q*r^2*x^2-504*c*g^3*p*q^3*r^2*x-2547*c*g^3*p*q^2*r^3*x-15282*c*g^3*p*q^2*r^ 2*x^2-180*g*p^5*q^2*r^2*x-456*g*p^5*q*r^3*x-1212*g*p^5*q*r^2*x^2-240*g*p^4*q^3* r^2*x-930*g*p^4*q^2*r^3*x-3030*g*p^4*q^2*r^2*x^2-1200*g*p^4*q*r^4*x-180*g*p^3*q ^4*r^2*x-960*g*p^3*q^3*r^3*x-4040*g*p^3*q^3*r^2*x^2-1920*g*p^3*q^2*r^4*x-1680*g *p^3*q*r^5*x-72*g*p^2*q^5*r^2*x-510*g*p^2*q^4*r^3*x-3030*g*p^2*q^4*r^2*x^2-1440 *g*p^2*q^3*r^4*x-1980*g*p^2*q^2*r^5*x-1320*g*p^2*q*r^6*x-12*g*p*q^6*r^2*x-120*g *p*q^5*r^3*x-1212*g*p*q^5*r^2*x^2-480*g*p*q^4*r^4*x-960*g*p*q^3*r^5*x-1020*g*p* q^2*r^6*x-552*g*p*q*r^7*x+48*a^5*b*c*p*r^2+16*a^5*b*c*q*r^2+1504*a^5*b*p*r^2*x+ 736*a^5*b*q*r^2*x-2*g^6*p*q*r^2*x-24*g^5*p^2*q*r^2*x-12*g^5*p*q^2*r^2*x-48*g^5* p*q*r^3*x-252*g^5*p*q*r^2*x^2-90*g^4*p^3*q*r^2*x-90*g^4*p^2*q^2*r^2*x-285*g^4*p ^2*q*r^3*x-1083*g^4*p^2*q*r^2*x^2-30*g^4*p*q^3*r^2*x-165*g^4*p*q^2*r^3*x-1083*g ^4*p*q^2*r^2*x^2-300*g^4*p*q*r^4*x-160*g^3*p^4*q*r^2*x-240*g^3*p^3*q^2*r^2*x-\ 680*g^3*p^3*q*r^3*x-2176*g^3*p^3*q*r^2*x^2-160*g^3*p^2*q^3*r^2*x-720*g^3*p^2*q^ 2*r^3*x-3264*g^3*p^2*q^2*r^2*x^2-1080*g^3*p^2*q*r^4*x-40*g^3*p*q^4*r^2*x-280*g^ 3*p*q^3*r^3*x-2176*g^3*p*q^3*r^2*x^2-720*g^3*p*q^2*r^4*x-760*g^3*p*q*r^5*x-150* g^2*p^5*q*r^2*x-300*g^2*p^4*q^2*r^2*x-795*g^2*p^4*q*r^3*x-2280*g^2*p^4*q*r^2*x^ 2-300*g^2*p^3*q^3*r^2*x-1230*g^2*p^3*q^2*r^3*x-4560*g^2*p^3*q^2*r^2*x^2-1680*g^ 2*p^3*q*r^4*x-150*g^2*p^2*q^4*r^2*x-870*g^2*p^2*q^3*r^3*x-4560*g^2*p^2*q^3*r^2* x^2-1890*g^2*p^2*q^2*r^4*x-1770*g^2*p^2*q*r^5*x-30*g^2*p*q^5*r^2*x-255*g^2*p*q^ 4*r^3*x-2280*g^2*p*q^4*r^2*x^2-840*g^2*p*q^3*r^4*x-1290*g^2*p*q^2*r^5*x-930*g^2 *p*q*r^6*x-72*g*p^6*q*r^2*x-360*c*p*q^5*r^3*x-3600*c*p*q^5*r^2*x^2-1440*c*p*q^4 *r^4*x-2880*c*p*q^3*r^5*x-3060*c*p*q^2*r^6*x-1656*c*p*q*r^7*x-3270*c*g*p^4*r^4* x-4660*c*g*p^3*r^5*x-3720*c*g*p^2*r^6*x-1578*c*g*p*r^7*x-2*c*g*q^6*r^2*x-108*c* g*q^5*r^3*x-2836*c*g*q^5*r^2*x^2-690*c*g*q^4*r^4*x-1720*c*g*q^3*r^5*x-2070*c*g* q^2*r^6*x-1212*c*g*q*r^7*x-216*c*p^6*q*r^2*x-540*c*p^5*q^2*r^2*x-1368*c*p^5*q*r ^3*x-3600*c*p^5*q*r^2*x^2-720*c*p^4*q^3*r^2*x-2790*c*p^4*q^2*r^3*x-9000*c*p^4*q ^2*r^2*x^2-3600*c*p^4*q*r^4*x-540*c*p^3*q^4*r^2*x-2880*c*p^3*q^3*r^3*x-12000*c* p^3*q^3*r^2*x^2-5760*c*p^3*q^2*r^4*x-5040*c*p^3*q*r^5*x-216*c*p^2*q^5*r^2*x-\ 1530*c*p^2*q^4*r^3*x-9000*c*p^2*q^4*r^2*x^2-4320*c*p^2*q^3*r^4*x-5940*c*p^2*q^2 *r^5*x-3960*c*p^2*q*r^6*x-36*c*p*q^6*r^2*x-2199*c*g^3*p*r^5*x-26*c*g^3*q^4*r^2* x-339*c*g^3*q^3*r^3*x-5094*c*g^3*q^3*r^2*x^2-1191*c*g^3*q^2*r^4*x-1469*c*g^3*q* r^5*x-396*c*g^2*p^5*r^2*x-2154*c*g^2*p^4*r^3*x-5358*c*g^2*p^4*r^2*x^2-4656*c*g^ 2*p^3*r^4*x-5004*c*g^2*p^2*r^5*x-2676*c*g^2*p*r^6*x-12*c*g^2*q^5*r^2*x-270*c*g^ 2*q^4*r^3*x-5358*c*g^2*q^4*r^2*x^2-1308*c*g^2*q^3*r^4*x-2424*c*g^2*q^2*r^5*x-\ 1944*c*g^2*q*r^6*x-188*c*g*p^6*r^2*x-1218*c*g*p^5*r^3*x-2836*c*g*p^5*r^2*x^2-6* c*g^6*p*r^2*x-2*c*g^6*q*r^2*x-66*c*g^5*p^2*r^2*x-147*c*g^5*p*r^3*x-558*c*g^5*p* r^2*x^2-12*c*g^5*q^2*r^2*x-63*c*g^5*q*r^3*x-558*c*g^5*q*r^2*x^2-242*c*g^4*p^3*r ^2*x-804*c*g^4*p^2*r^3*x-2494*c*g^4*p^2*r^2*x^2-882*c*g^4*p*r^4*x-26*c*g^4*q^3* r^2*x-216*c*g^4*q^2*r^3*x-2494*c*g^4*q^2*r^2*x^2-510*c*g^4*q*r^4*x-426*c*g^3*p^ 4*r^2*x-1869*c*g^3*p^3*r^3*x-5094*c*g^3*p^3*r^2*x^2-3051*c*g^3*p^2*r^4*x-15412* c^2*g*p^2*r^5*x-8218*c^2*g*p*r^6*x-54*c^2*g*q^5*r^2*x-938*c^2*g*q^4*r^3*x-16564 *c^2*g*q^4*r^2*x^2-4236*c^2*g*q^3*r^4*x-7620*c^2*g*q^2*r^5*x-6014*c^2*g*q*r^6*x -1404*c^2*p^5*q*r^2*x-2820*c^2*p^4*q^2*r^2*x-7416*c^2*p^4*q*r^3*x-20940*c^2*p^4 *q*r^2*x^2-2840*c^2*p^3*q^3*r^2*x-11544*c^2*p^3*q^2*r^3*x-41880*c^2*p^3*q^2*r^2 *x^2-15624*c^2*p^3*q*r^4*x-1440*c^2*p^2*q^4*r^2*x-8256*c^2*p^2*q^3*r^3*x-41880* c^2*p^2*q^3*r^2*x^2-17712*c^2*p^2*q^2*r^4*x-16416*c^2*p^2*q*r^5*x-300*c^2*p*q^5 *r^2*x-2484*c^2*p*q^4*r^3*x-20940*c^2*p*q^4*r^2*x^2-7992*c^2*p*q^3*r^4*x-12072* c^2*p*q^2*r^5*x-8604*c^2*p*q*r^6*x-5676*c^2*g^3*p^2*r^3*x-17712*c^2*g^3*p^2*r^2 *x^2-6108*c^2*g^3*p*r^4*x-284*c^2*g^3*q^3*r^2*x-1884*c^2*g^3*q^2*r^3*x-17712*c^ 2*g^3*q^2*r^2*x^2-3780*c^2*g^3*q*r^4*x-2112*c^2*g^2*p^4*r^2*x-9162*c^2*g^2*p^3* r^3*x-25020*c^2*g^2*p^3*r^2*x^2-14814*c^2*g^2*p^2*r^4*x-10590*c^2*g^2*p*r^5*x-\ 192*c^2*g^2*q^4*r^2*x-1974*c^2*g^2*q^3*r^3*x-25020*c^2*g^2*q^3*r^2*x^2-6198*c^2 *g^2*q^2*r^4*x-7242*c^2*g^2*q*r^5*x-1234*c^2*g*p^5*r^2*x-6682*c^2*g*p^4*r^3*x-\ 16564*c^2*g*p^4*r^2*x^2-14388*c^2*g*p^3*r^4*x-114*c^2*g^5*p*r^2*x-54*c^2*g^5*q* r^2*x-700*c^2*g^4*p^2*r^2*x-1498*c^2*g^4*p*r^3*x-5680*c^2*g^4*p*r^2*x^2-192*c^2 *g^4*q^2*r^2*x-794*c^2*g^4*q*r^3*x-5680*c^2*g^4*q*r^2*x^2-1748*c^2*g^3*p^3*r^2* x-5240*c^3*p^2*q^3*r^2*x-22680*c^3*p^2*q^2*r^3*x-97440*c^3*p^2*q^2*r^2*x^2-\ 32616*c^3*p^2*q*r^4*x-1460*c^3*p*q^4*r^2*x-9488*c^3*p*q^3*r^3*x-64960*c^3*p*q^3 *r^2*x^2-22680*c^3*p*q^2*r^4*x-22736*c^3*p*q*r^5*x-3440*c^3*g^3*p^2*r^2*x-7244* c^3*g^3*p*r^3*x-27128*c^3*g^3*p*r^2*x^2-1104*c^3*g^3*q^2*r^2*x-4180*c^3*g^3*q*r ^3*x-27128*c^3*g^3*q*r^2*x^2-5808*c^3*g^2*p^3*r^2*x-18672*c^3*g^2*p^2*r^3*x-\ 58008*c^3*g^2*p^2*r^2*x^2-19920*c^3*g^2*p*r^4*x-1104*c^3*g^2*q^3*r^2*x-6768*c^3 *g^2*q^2*r^3*x-58008*c^3*g^2*q^2*r^2*x^2-12720*c^3*g^2*q*r^4*x-4380*c^3*g*p^4*r ^2*x-18912*c^3*g*p^3*r^3*x-51392*c^3*g*p^3*r^2*x^2-30456*c^3*g*p^2*r^4*x-21696* c^3*g*p*r^5*x-460*c^3*g*q^4*r^2*x-4368*c^3*g*q^3*r^3*x-51392*c^3*g*q^3*r^2*x^2-\ 13128*c^3*g*q^2*r^4*x-14992*c^3*g*q*r^5*x-4940*c^3*p^4*q*r^2*x-7560*c^3*p^3*q^2 *r^2*x-20752*c^3*p^3*q*r^3*x-64960*c^3*p^3*q*r^2*x^2-852*c^3*g^4*p*r^2*x-460*c^ 3*g^4*q*r^2*x-28944*c^4*g*p^2*r^3*x-89216*c^4*g*p^2*r^2*x^2-30768*c^4*g*p*r^4*x -1840*c^4*g*q^3*r^2*x-10896*c^4*g*q^2*r^3*x-89216*c^4*g*q^2*r^2*x^2-19920*c^4*g *q*r^4*x-10080*c^4*p^3*q*r^2*x-10800*c^4*p^2*q^2*r^2*x-31248*c^4*p^2*q*r^3*x-\ 113040*c^4*p^2*q*r^2*x^2-4320*c^4*p*q^3*r^2*x-20592*c^4*p*q^2*r^3*x-113040*c^4* p*q^2*r^2*x^2-32256*c^4*p*q*r^4*x-3216*c^4*g^3*p*r^2*x-1840*c^4*g^3*q*r^2*x-\ 8640*c^4*g^2*p^2*r^2*x-18072*c^4*g^2*p*r^3*x-66768*c^4*g^2*p*r^2*x^2-2976*c^4*g ^2*q^2*r^2*x-10824*c^4*g^2*q*r^3*x-66768*c^4*g^2*q*r^2*x^2-9040*c^4*g*p^3*r^2*x -7584*c^5*p*q^2*r^2*x-23616*c^5*p*q*r^3*x-104448*c^5*p*q*r^2*x^2-6528*c^5*g^2*p *r^2*x-3840*c^5*g^2*q*r^2*x-10784*c^5*g*p^2*r^2*x-22496*c^5*g*p*r^3*x-82112*c^5 *g*p*r^2*x^2-3840*c^5*g*q^2*r^2*x-13696*c^5*g*q*r^3*x-82112*c^5*g*q*r^2*x^2-\ 11808*c^5*p^2*q*r^2*x-2970*b*p^2*q^2*r^5*x-1980*b*p^2*q*r^6*x-18*b*p*q^6*r^2*x-\ 180*b*p*q^5*r^3*x-1830*b*p*q^5*r^2*x^2-720*b*p*q^4*r^4*x-1440*b*p*q^3*r^5*x-\ 1530*b*p*q^2*r^6*x-828*b*p*q*r^7*x-6816*c^6*g*p*r^2*x-4064*c^6*g*q*r^2*x-7232*c ^6*p*q*r^2*x-585*b*g*p^5*r^3*x-1376*b*g*p^5*r^2*x^2-1575*b*g*p^4*r^4*x-2250*b*g *p^3*r^5*x-1800*b*g*p^2*r^6*x-765*b*g*p*r^7*x-45*b*g*q^5*r^3*x-1376*b*g*q^5*r^2 *x^2-315*b*g*q^4*r^4*x-810*b*g*q^3*r^5*x-990*b*g*q^2*r^6*x-585*b*g*q*r^7*x-108* b*p^6*q*r^2*x-270*b*p^5*q^2*r^2*x-684*b*p^5*q*r^3*x-1830*b*p^5*q*r^2*x^2-1395*b *p^4*q^2*r^3*x-4575*b*p^4*q^2*r^2*x^2-1800*b*p^4*q*r^4*x-270*b*p^3*q^4*r^2*x-\ 1440*b*p^3*q^3*r^3*x-6100*b*p^3*q^3*r^2*x^2-2880*b*p^3*q^2*r^4*x-2520*b*p^3*q*r ^5*x-108*b*p^2*q^5*r^2*x-765*b*p^2*q^4*r^3*x-4575*b*p^2*q^4*r^2*x^2-2160*b*p^2* q^3*r^4*x+63748*a*b^2*c*g^2*p*r^2*x+37288*a*b^2*c*g^2*q*r^2*x+5712*a*b^2*c*g*p^ 2*q*r^2+122560*a*b^2*c*g*p^2*r^2*x+1554*a*b^2*c*g*p*q^2*r^2+11424*a*b^2*c*g*p*q *r^3+55276*a*b^2*c*g*q^2*r^2*x+72774*a*b^2*c*g*q*r^3*x+156144*a*b^2*c*p^2*q*r^2 *x+113700*a*b^2*c*p*q^2*r^2*x+1620*a*b^2*c*g^2*p*q*r^2+19296*a*b^3*g*p*q*r^2*x+ 9616*a*b^2*c^2*g*p*q*r^2+244960*a*b^2*c^2*g*p*r^2*x+164104*a*b^2*c^2*g*q*r^2*x+ 313408*a*b^2*c^2*p*q*r^2*x+1656*a*b^3*c*g*p*q*r^2+57024*a*b^3*c*g*p*r^2*x+32384 *a*b^3*c*g*q*r^2*x+77056*a*b^3*c*p*q*r^2*x+72926*a^2*c*g^2*p*q*r^2*x+128604*a^2 *c*g*p^2*q*r^2*x+99126*a^2*c*g*p*q^2*r^2*x+25502*a^2*b*g^2*p*q*r^2*x+51126*a^2* b*g*p^2*q*r^2*x+37410*a^2*b*g*p*q^2*r^2*x+257308*a^2*c^2*g*p*q*r^2*x+10716*a^2* b*c*g*p*q*r^3+66152*a^2*b*c*g*q^2*r^2*x+93834*a^2*b*c*g*q*r^3*x+175884*a^2*b*c* p^2*q*r^2*x+133440*a^2*b*c*p*q^2*r^2*x+1392*a^2*b*c*g^2*p*q*r^2+68096*a^2*b*c*g ^2*p*r^2*x+41636*a^2*b*c*g^2*q*r^2*x+5358*a^2*b*c*g*p^2*q*r^2+133436*a^2*b*c*g* p^2*r^2*x+1452*a^2*b*c*g*p*q^2*r^2+33552*a^2*b^2*g*p*q*r^2*x+8376*a^2*b*c^2*g*p *q*r^2+262136*a^2*b*c^2*g*p*r^2*x+181280*a^2*b*c^2*g*q*r^2*x+351488*a^2*b*c^2*p *q*r^2*x+2192*a^2*b^2*c*g*p*q*r^2+92064*a^2*b^2*c*g*p*r^2*x+55104*a^2*b^2*c*g*q *r^2*x+131904*a^2*b^2*c*p*q*r^2*x+25440*a^3*b*g*p*q*r^2*x+73780*a^3*c*g*p*q*r^2 *x+1208*a^3*b*c*g*p*q*r^2+65728*a^3*b*c*g*p*r^2*x+41088*a^3*b*c*g*q*r^2*x+98816 *a^3*b*c*p*q*r^2*x-892*c^2*g^4*p*q*r^2*x-3780*c^2*g^3*p^2*q*r^2*x-2316*c^2*g^3* p*q^2*r^2*x-7560*c^2*g^3*p*q*r^3*x-35424*c^2*g^3*p*q*r^2*x^2-6528*c^2*g^2*p^3*q *r^2*x-6912*c^2*g^2*p^2*q^2*r^2*x-20298*c^2*g^2*p^2*q*r^3*x-75060*c^2*g^2*p^2*q *r^2*x^2-2688*c^2*g^2*p*q^3*r^2*x-13110*c^2*g^2*p*q^2*r^3*x-75060*c^2*g^2*p*q^2 *r^2*x^2-21012*c^2*g^2*p*q*r^4*x-4990*c^2*g*p^4*q*r^2*x-7620*c^2*g*p^3*q^2*r^2* x-20984*c^2*g*p^3*q*r^3*x-66256*c^2*g*p^3*q*r^2*x^2-5260*c^2*g*p^2*q^3*r^2*x-\ 22860*c^2*g*p^2*q^2*r^3*x-99384*c^2*g*p^2*q^2*r^2*x^2-33012*c^2*g*p^2*q*r^4*x-\ 1450*c^2*g*p*q^4*r^2*x-9496*c^2*g*p*q^3*r^3*x-66256*c^2*g*p*q^3*r^2*x^2-22860*c ^2*g*p*q^2*r^4*x-23032*c^2*g*p*q*r^5*x-12720*c^3*g^2*p^2*q*r^2*x-8016*c^3*g^2*p *q^2*r^2*x-25440*c^3*g^2*p*q*r^3*x-116016*c^3*g^2*p*q*r^2*x^2-13600*c^3*g*p^3*q *r^2*x-14520*c^3*g*p^2*q^2*r^2*x-42192*c^3*g*p^2*q*r^3*x-154176*c^3*g*p^2*q*r^2 *x^2-5760*c^3*g*p*q^3*r^2*x-27648*c^3*g*p*q^2*r^3*x-154176*c^3*g*p*q^2*r^2*x^2-\ 43584*c^3*g*p*q*r^4*x-4544*c^3*g^3*p*q*r^2*x-11616*c^4*g^2*p*q*r^2*x-19920*c^4* g*p^2*q*r^2*x-12720*c^4*g*p*q^2*r^2*x-39840*c^4*g*p*q*r^3*x-178432*c^4*g*p*q*r^ 2*x^2-14624*c^5*g*p*q*r^2*x-6522*b*g^3*p*q^2*r^2*x^2-1800*b*g^3*p*q*r^4*x-720*b *g^2*p^4*q*r^2*x-1080*b*g^2*p^3*q^2*r^2*x-3060*b*g^2*p^3*q*r^3*x-9840*b*g^2*p^3 *q*r^2*x^2-720*b*g^2*p^2*q^3*r^2*x-3240*b*g^2*p^2*q^2*r^3*x-14760*b*g^2*p^2*q^2 *r^2*x^2-4860*b*g^2*p^2*q*r^4*x-180*b*g^2*p*q^4*r^2*x-1260*b*g^2*p*q^3*r^3*x-\ 9840*b*g^2*p*q^3*r^2*x^2-3240*b*g^2*p*q^2*r^4*x-3420*b*g^2*p*q*r^5*x-450*b*g*p^ 5*q*r^2*x-900*b*g*p^4*q^2*r^2*x-2385*b*g*p^4*q*r^3*x-6880*b*g*p^4*q*r^2*x^2-900 *b*g*p^3*q^3*r^2*x-3690*b*g*p^3*q^2*r^3*x-13760*b*g*p^3*q^2*r^2*x^2-5040*b*g*p^ 3*q*r^4*x-450*b*g*p^2*q^4*r^2*x-2610*b*g*p^2*q^3*r^3*x-13760*b*g*p^2*q^3*r^2*x^ 2-5670*b*g*p^2*q^2*r^4*x-5310*b*g*p^2*q*r^5*x-90*b*g*p*q^5*r^2*x-765*b*g*p*q^4* r^3*x-6880*b*g*p*q^4*r^2*x^2-2520*b*g*p*q^3*r^4*x-3870*b*g*p*q^2*r^5*x-2790*b*g *p*q*r^6*x-18*b*g^5*p*q*r^2*x-180*b*g^4*p^2*q*r^2*x-90*b*g^4*p*q^2*r^2*x-360*b* g^4*p*q*r^3*x-1894*b*g^4*p*q*r^2*x^2-540*b*g^3*p^3*q*r^2*x-540*b*g^3*p^2*q^2*r^ 2*x-1710*b*g^3*p^2*q*r^3*x-6522*b*g^3*p^2*q*r^2*x^2-180*b*g^3*p*q^3*r^2*x-990*b *g^3*p*q^2*r^3*x-48*g^5*p*r^4*x-144*g^5*p*r^3*x^2-6*g^5*q^2*r^3*x-126*g^5*q^2*r ^2*x^2-24*g^5*q*r^4*x-144*g^5*q*r^3*x^2-30*g^4*p^4*r^2*x-135*g^4*p^3*r^3*x-361* g^4*p^3*r^2*x^2-225*g^4*p^2*r^4*x-165*g^4*p*r^5*x-15*g^4*q^3*r^3*x-361*g^4*q^3* r^2*x^2-75*g^4*q^2*r^4*x-105*g^4*q*r^5*x-40*g^3*p^5*r^2*x-220*g^3*p^4*r^3*x-544 *g^3*p^4*r^2*x^2-480*g^3*p^3*r^4*x-520*g^3*p^2*r^5*x-280*g^3*p*r^6*x-20*g^3*q^4 *r^3*x-544*g^3*q^4*r^2*x^2-120*g^3*q^3*r^4*x-2*g^6*p^2*r^2*x-5*g^6*p*r^3*x-18*g ^6*p*r^2*x^2-g^6*q*r^3*x-18*g^6*q*r^2*x^2-12*g^5*p^3*r^2*x-42*g^5*p^2*r^3*x-126 *g^5*p^2*r^2*x^2-1026*c*p^2*r^7*x-360*c*p*r^8*x-18*c*q^6*r^3*x-600*c*q^6*r^2*x^ 2-144*c*q^5*r^4*x-450*c*q^4*r^5*x-720*c*q^3*r^6*x-630*c*q^2*r^7*x-288*c*q*r^8*x -36*c*p^7*r^2*x-270*c*p^6*r^3*x-600*c*p^6*r^2*x^2-864*c*p^5*r^4*x-1530*c*p^4*r^ 5*x-1620*c*p^3*r^6*x-280*c^2*p^6*r^2*x-1812*c^2*p^5*r^3*x-4188*c^2*p^5*r^2*x^2-\ 4860*c^2*p^4*r^4*x-6920*c^2*p^3*r^5*x-5520*c^2*p^2*r^6*x-2340*c^2*p*r^7*x-4*c^2 *q^6*r^2*x-168*c^2*q^5*r^3*x-4188*c^2*q^5*r^2*x^2-1044*c^2*q^4*r^4*x-2576*c^2*q ^3*r^5*x-3084*c^2*q^2*r^6*x-1800*c^2*q*r^7*x-1220*c^3*p^5*r^2*x-6596*c^3*p^4*r^ 3*x-16240*c^3*p^4*r^2*x^2-14184*c^3*p^3*r^4*x-15176*c^3*p^2*r^5*x-8084*c^3*p*r^ 6*x-60*c^3*q^5*r^2*x-964*c^3*q^4*r^3*x-16240*c^3*q^4*r^2*x^2-4248*c^3*q^3*r^4*x -7560*c^3*q^2*r^5*x-5932*c^3*q*r^6*x-3240*c^4*p^4*r^2*x-13968*c^4*p^3*r^3*x-\ 37680*c^4*p^3*r^2*x^2-22464*c^4*p^2*r^4*x-15984*c^4*p*r^5*x-360*c^4*q^4*r^2*x-\ 3312*c^4*q^3*r^3*x-37680*c^4*q^3*r^2*x^2-9792*c^4*q^2*r^4*x-11088*c^4*q*r^5*x-\ 5344*c^5*p^3*r^2*x-17088*c^5*p^2*r^3*x-52224*c^5*p^2*r^2*x^2-18144*c^5*p*r^4*x-\ 1120*c^5*q^3*r^2*x-6528*c^5*q^2*r^3*x-52224*c^5*q^2*r^2*x^2-11808*c^5*q*r^4*x-\ 5312*c^6*p^2*r^2*x-11072*c^6*p*r^3*x-40000*c^6*p*r^2*x^2-1920*c^6*q^2*r^2*x-\ 6784*c^6*q*r^3*x-40000*c^6*q*r^2*x^2-18*b*p^7*r^2*x-135*b*p^6*r^3*x-305*b*p^6*r ^2*x^2-432*b*p^5*r^4*x-765*b*p^4*r^5*x-810*b*p^3*r^6*x-513*b*p^2*r^7*x-180*b*p* r^8*x-9*b*q^6*r^3*x-305*b*q^6*r^2*x^2-72*b*q^5*r^4*x-225*b*q^4*r^5*x-360*b*q^3* r^6*x-315*b*q^2*r^7*x-144*b*q*r^8*x-2880*c^7*p*r^2*x-1728*c^7*q*r^2*x-17712*b*c *p^2*q^2*r^4*x-16416*b*c*p^2*q*r^5*x-300*b*c*p*q^5*r^2*x-2484*b*c*p*q^4*r^3*x-\ 21280*b*c*p*q^4*r^2*x^2-7992*b*c*p*q^3*r^4*x-12072*b*c*p*q^2*r^5*x-8604*b*c*p*q *r^6*x-6639*b*c*g^2*q*r^5*x-1182*b*c*g*p^5*r^2*x-6426*b*c*g*p^4*r^3*x-16080*b*c *g*p^4*r^2*x^2-13884*b*c*g*p^3*r^4*x-14916*b*c*g*p^2*r^5*x-7974*b*c*g*p*r^6*x-\ 40*b*c*g*q^5*r^2*x-830*b*c*g*q^4*r^3*x-16080*b*c*g*q^4*r^2*x^2-3948*b*c*g*q^3*r ^4*x-7264*b*c*g*q^2*r^5*x-5804*b*c*g*q*r^6*x-1404*b*c*p^5*q*r^2*x-2820*b*c*p^4* q^2*r^2*x-7416*b*c*p^4*q*r^3*x-21280*b*c*p^4*q*r^2*x^2-2840*b*c*p^3*q^3*r^2*x-\ 11544*b*c*p^3*q^2*r^3*x-42560*b*c*p^3*q^2*r^2*x^2-15624*b*c*p^3*q*r^4*x-1440*b* c*p^2*q^4*r^2*x-8256*b*c*p^2*q^3*r^3*x-42560*b*c*p^2*q^3*r^2*x^2-1126*b*c*g^4*p *r^3*x-4184*b*c*g^4*p*r^2*x^2-98*b*c*g^4*q^2*r^2*x-498*b*c*g^4*q*r^3*x-4184*b*c *g^4*q*r^2*x^2-1458*b*c*g^3*p^3*r^2*x-4857*b*c*g^3*p^2*r^3*x-14964*b*c*g^3*p^2* r^2*x^2-5340*b*c*g^3*p*r^4*x-168*b*c*g^3*q^3*r^2*x-1347*b*c*g^3*q^2*r^3*x-14964 *b*c*g^3*q^2*r^2*x^2-3120*b*c*g^3*q*r^4*x-1914*b*c*g^2*p^4*r^2*x-8403*b*c*g^2*p ^3*r^3*x-22928*b*c*g^2*p^3*r^2*x^2-13725*b*c*g^2*p^2*r^4*x-9897*b*c*g^2*p*r^5*x -126*b*c*g^2*q^4*r^2*x-1569*b*c*g^2*q^3*r^3*x-22928*b*c*g^2*q^3*r^2*x^2-5421*b* c*g^2*q^2*r^4*x-56*b*c*g^5*p*r^2*x-20*b*c*g^5*q*r^2*x-502*b*c*g^4*p^2*r^2*x-\ 14288*b*c^2*p*q^3*r^3*x-98992*b*c^2*p*q^3*r^2*x^2-34128*b*c^2*p*q^2*r^4*x-34192 *b*c^2*p*q*r^5*x-25698*b*c^2*g^2*p^2*r^3*x-79448*b*c^2*g^2*p^2*r^2*x^2-27738*b* c^2*g^2*p*r^4*x-1370*b*c^2*g^2*q^3*r^2*x-8838*b*c^2*g^2*q^2*r^3*x-79448*b*c^2*g ^2*q^2*r^2*x^2-17394*b*c^2*g^2*q*r^4*x-6302*b*c^2*g*p^4*r^2*x-27352*b*c^2*g*p^3 *r^3*x-74792*b*c^2*g*p^3*r^2*x^2-44244*b*c^2*g*p^2*r^4*x-31640*b*c^2*g*p*r^5*x-\ 622*b*c^2*g*q^4*r^2*x-6124*b*c^2*g*q^3*r^3*x-74792*b*c^2*g*q^3*r^2*x^2-18828*b* c^2*g*q^2*r^4*x-21772*b*c^2*g*q*r^5*x-7420*b*c^2*p^4*q*r^2*x-11360*b*c^2*p^3*q^ 2*r^2*x-31184*b*c^2*p^3*q*r^3*x-98992*b*c^2*p^3*q*r^2*x^2-7880*b*c^2*p^2*q^3*r^ 2*x-34104*b*c^2*p^2*q^2*r^3*x-148488*b*c^2*p^2*q^2*r^2*x^2-49032*b*c^2*p^2*q*r^ 4*x-2200*b*c^2*p*q^4*r^2*x-890*b*c^2*g^4*p*r^2*x-442*b*c^2*g^4*q*r^2*x-4266*b*c ^2*g^3*p^2*r^2*x-9216*b*c^2*g^3*p*r^3*x-33984*b*c^2*g^3*p*r^2*x^2-1242*b*c^2*g^ 3*q^2*r^2*x-5028*b*c^2*g^3*q*r^3*x-33984*b*c^2*g^3*q*r^2*x^2-7886*b*c^2*g^2*p^3 *r^2*x-2980*b*c^3*g^3*q*r^2*x-15688*b*c^3*g^2*p^2*r^2*x-33364*b*c^3*g^2*p*r^3*x -121376*b*c^3*g^2*p*r^2*x^2-5320*b*c^3*g^2*q^2*r^2*x-19780*b*c^3*g^2*q*r^3*x-\ 121376*b*c^3*g^2*q*r^2*x^2-17412*b*c^3*g*p^3*r^2*x-56172*b*c^3*g*p^2*r^3*x-\ 172912*b*c^3*g*p^2*r^2*x^2-60108*b*c^3*g*p*r^4*x-3540*b*c^3*g*q^3*r^2*x-21132*b *c^3*g*q^2*r^3*x-172912*b*c^3*g*q^2*r^2*x^2-38940*b*c^3*g*q*r^4*x-20272*b*c^3*p ^3*q*r^2*x-21768*b*c^3*p^2*q^2*r^2*x-62988*b*c^3*p^2*q*r^3*x-229632*b*c^3*p^2*q *r^2*x^2-8752*b*c^3*p*q^3*r^2*x-41676*b*c^3*p*q^2*r^3*x-229632*b*c^3*p*q^2*r^2* x^2-65160*b*c^3*p*q*r^4*x-2174*b*g^3*p^3*r^2*x^2-1350*b*g^3*p^2*r^4*x-990*b*g^3 *p*r^5*x-90*b*g^3*q^3*r^3*x-2174*b*g^3*q^3*r^2*x^2-450*b*g^3*q^2*r^4*x-630*b*g^ 3*q*r^5*x-180*b*g^2*p^5*r^2*x-990*b*g^2*p^4*r^3*x-2460*b*g^2*p^4*r^2*x^2-2160*b *g^2*p^3*r^4*x-2340*b*g^2*p^2*r^5*x-1260*b*g^2*p*r^6*x-90*b*g^2*q^4*r^3*x-2460* b*g^2*q^4*r^2*x^2-540*b*g^2*q^3*r^4*x-1080*b*g^2*q^2*r^5*x-900*b*g^2*q*r^6*x-90 *b*g*p^6*r^2*x-18*b*g^5*p^2*r^2*x-45*b*g^5*p*r^3*x-162*b*g^5*p*r^2*x^2-9*b*g^5* q*r^3*x-162*b*g^5*q*r^2*x^2-90*b*g^4*p^3*r^2*x-315*b*g^4*p^2*r^3*x-947*b*g^4*p^ 2*r^2*x^2-360*b*g^4*p*r^4*x-1086*b*g^4*p*r^3*x^2+135360*a*c^4*g^2*p*x^2-45*b*g^ 4*q^2*r^3*x-947*b*g^4*q^2*r^2*x^2-180*b*g^4*q*r^4*x-1086*b*g^4*q*r^3*x^2+135360 *a*c^4*g^2*q*x^2-180*b*g^3*p^4*r^2*x-810*b*g^3*p^3*r^3*x-6920*b*c*p^3*r^5*x-\ 5520*b*c*p^2*r^6*x-2340*b*c*p*r^7*x-4*b*c*q^6*r^2*x-168*b*c*q^5*r^3*x-4256*b*c* q^5*r^2*x^2-1044*b*c*q^4*r^4*x-2576*b*c*q^3*r^5*x-3084*b*c*q^2*r^6*x-1800*b*c*q *r^7*x-280*b*c*p^6*r^2*x-1812*b*c*p^5*r^3*x-4256*b*c*p^5*r^2*x^2-4860*b*c*p^4*r ^4*x-12152*b*c^2*p*r^6*x-92*b*c^2*q^5*r^2*x-1460*b*c^2*q^4*r^3*x-24748*b*c^2*q^ 4*r^2*x^2-6408*b*c^2*q^3*r^4*x-11384*b*c^2*q^2*r^5*x-8924*b*c^2*q*r^6*x-1832*b* c^2*p^5*r^2*x-9908*b*c^2*p^4*r^3*x-24748*b*c^2*p^4*r^2*x^2-21312*b*c^2*p^3*r^4* x-22808*b*c^2*p^2*r^5*x-6508*b*c^3*p^4*r^2*x-28100*b*c^3*p^3*r^3*x-76544*b*c^3* p^3*r^2*x^2-45252*b*c^3*p^2*r^4*x-32236*b*c^3*p*r^5*x-748*b*c^3*q^4*r^2*x-6788* b*c^3*q^3*r^3*x-76544*b*c^3*q^3*r^2*x^2-19908*b*c^3*q^2*r^4*x-22444*b*c^3*q*r^5 *x-46224*b*c^4*p*r^4*x-2944*b*c^4*q^3*r^2*x-16968*b*c^4*q^2*r^3*x-132592*b*c^4* q^2*r^2*x^2-30384*b*c^4*q*r^4*x-16288*b*c^5*p^2*r^2*x-34288*b*c^5*p*r^3*x-\ 121856*b*c^5*p*r^2*x^2-6112*b*c^5*q^2*r^2*x-21424*b*c^5*q*r^3*x-121856*b*c^5*q* r^2*x^2-13504*b*c^4*p^3*r^2*x-43368*b*c^4*p^2*r^3*x-132592*b*c^4*p^2*r^2*x^2-\ 5075*b^2*p^4*q*r^2*x^2-660*b^2*p^3*q^3*r^2*x-2706*b^2*p^3*q^2*r^3*x-10150*b^2*p ^3*q^2*r^2*x^2-3696*b^2*p^3*q*r^4*x-330*b^2*p^2*q^4*r^2*x-1914*b^2*p^2*q^3*r^3* x-10150*b^2*p^2*q^3*r^2*x^2-4158*b^2*p^2*q^2*r^4*x-3894*b^2*p^2*q*r^5*x-66*b^2* p*q^5*r^2*x-561*b^2*p*q^4*r^3*x-5075*b^2*p*q^4*r^2*x^2-1848*b^2*p*q^3*r^4*x-\ 2838*b^2*p*q^2*r^5*x-2046*b^2*p*q*r^6*x-10496*b*c^6*p*r^2*x-6464*b*c^6*q*r^2*x-\ 1782*b^2*g^2*p^3*r^3*x-4801*b^2*g^2*p^3*r^2*x^2-2970*b^2*g^2*p^2*r^4*x-2178*b^2 *g^2*p*r^5*x-198*b^2*g^2*q^3*r^3*x-4801*b^2*g^2*q^3*r^2*x^2-990*b^2*g^2*q^2*r^4 *x-1386*b^2*g^2*q*r^5*x-264*b^2*g*p^5*r^2*x-1452*b^2*g*p^4*r^3*x-3626*b^2*g*p^4 *r^2*x^2-3168*b^2*g*p^3*r^4*x-3432*b^2*g*p^2*r^5*x-1848*b^2*g*p*r^6*x-132*b^2*g *q^4*r^3*x-3626*b^2*g*q^4*r^2*x^2-792*b^2*g*q^3*r^4*x-1584*b^2*g*q^2*r^5*x-1320 *b^2*g*q*r^6*x-330*b^2*p^5*q*r^2*x-660*b^2*p^4*q^2*r^2*x-1749*b^2*p^4*q*r^3*x-\ 66*b^2*g^4*p^2*r^2*x-165*b^2*g^4*p*r^3*x-594*b^2*g^4*p*r^2*x^2-33*b^2*g^4*q*r^3 *x-594*b^2*g^4*q*r^2*x^2-264*b^2*g^3*p^3*r^2*x-924*b^2*g^3*p^2*r^3*x-2784*b^2*g ^3*p^2*r^2*x^2-1056*b^2*g^3*p*r^4*x-3204*b^2*g^3*p*r^3*x^2+184704*a*c^5*g*q*x^2 -132*b^2*g^3*q^2*r^3*x-2784*b^2*g^3*q^2*r^2*x^2-528*b^2*g^3*q*r^4*x-3204*b^2*g^ 3*q*r^3*x^2+260352*a*c^5*p*q*x^2-396*b^2*g^2*p^4*r^2*x-31716*b*c*g*p^2*q*r^4*x-\ 1342*b*c*g*p*q^4*r^2*x-8916*b*c*g*p*q^3*r^3*x-64320*b*c*g*p*q^3*r^2*x^2-21780*b *c*g*p*q^2*r^4*x-22180*b*c*g*p*q*r^5*x-600*b*c*g^4*p*q*r^2*x-3084*b*c*g^3*p^2*q *r^2*x-1794*b*c*g^3*p*q^2*r^2*x-6204*b*c*g^3*p*q*r^3*x-29928*b*c*g^3*p*q*r^2*x^ 2-5868*b*c*g^2*p^3*q*r^2*x-6120*b*c*g^2*p^2*q^2*r^2*x-18375*b*c*g^2*p^2*q*r^3*x -68784*b*c*g^2*p^2*q*r^2*x^2-2292*b*c*g^2*p*q^3*r^2*x-11541*b*c*g^2*p*q^2*r^3*x -68784*b*c*g^2*p*q^2*r^2*x^2-19146*b*c*g^2*p*q*r^4*x-4768*b*c*g*p^4*q*r^2*x-\ 7252*b*c*g*p^3*q^2*r^2*x-20108*b*c*g*p^3*q*r^3*x-64320*b*c*g*p^3*q*r^2*x^2-4968 *b*c*g*p^2*q^3*r^2*x-21768*b*c*g*p^2*q^2*r^3*x-96480*b*c*g*p^2*q^2*r^2*x^2-5508 *b*c^2*g^3*p*q*r^2*x-17142*b*c^2*g^2*p^2*q*r^2*x-10626*b*c^2*g^2*p*q^2*r^2*x-\ 34536*b*c^2*g^2*p*q*r^3*x-158896*b*c^2*g^2*p*q*r^2*x^2-19528*b*c^2*g*p^3*q*r^2* x-20772*b*c^2*g*p^2*q^2*r^2*x-60828*b*c^2*g*p^2*q*r^3*x-224376*b*c^2*g*p^2*q*r^ 2*x^2-8168*b*c^2*g*p*q^3*r^2*x-39600*b*c^2*g*p*q^2*r^3*x-224376*b*c^2*g*p*q^2*r ^2*x^2-63072*b*c^2*g*p*q*r^4*x-21008*b*c^3*g^2*p*q*r^2*x-38364*b*c^3*g*p^2*q*r^ 2*x-24492*b*c^3*g*p*q^2*r^2*x-77304*b*c^3*g*p*q*r^3*x-345824*b*c^3*g*p*q*r^2*x^ 2-35696*b*c^4*g*p*q*r^2*x-1810*b^2*c*g^3*p*q*r^2*x-6846*b^2*c*g^2*p^2*q*r^2*x-\ 4020*b^2*c*g^2*p*q^2*r^2*x-13860*b^2*c*g^2*p*q*r^3*x-65860*b^2*c*g^2*p*q*r^2*x^ 2-8616*b^2*c*g*p^3*q*r^2*x-9012*b^2*c*g*p^2*q^2*r^2*x-27030*b^2*c*g*p^2*q*r^3*x -100968*b^2*c*g*p^2*q*r^2*x^2-3400*b^2*c*g*p*q^3*r^2*x-17064*b^2*c*g*p*q^2*r^3* x-100968*b^2*c*g*p*q^2*r^2*x^2-28212*b^2*c*g*p*q*r^4*x-5308*b*c^3*g^3*p*r^2*x-\ 19392*b*c^4*p*q^2*r^2*x-60336*b*c^4*p*q*r^3*x-265184*b*c^4*p*q*r^2*x^2-14968*b* c^4*g^2*p*r^2*x-8872*b*c^4*g^2*q*r^2*x-26184*b*c^4*g*p^2*r^2*x-55296*b*c^4*g*p* r^3*x-198624*b*c^4*g*p*r^2*x^2-9512*b*c^4*g*q^2*r^2*x-34000*b*c^4*g*q*r^3*x-\ 198624*b*c^4*g*q*r^2*x^2-29952*b*c^4*p^2*q*r^2*x-20176*b*c^5*g*p*r^2*x-12272*b* c^5*g*q*r^2*x-22400*b*c^5*p*q*r^2*x-66*b^2*g^4*p*q*r^2*x-528*b^2*g^3*p^2*q*r^2* x-264*b^2*g^3*p*q^2*r^2*x-1056*b^2*g^3*p*q*r^3*x-5568*b^2*g^3*p*q*r^2*x^2-1188* b^2*g^2*p^3*q*r^2*x-1188*b^2*g^2*p^2*q^2*r^2*x-3762*b^2*g^2*p^2*q*r^3*x-14403*b ^2*g^2*p^2*q*r^2*x^2-396*b^2*g^2*p*q^3*r^2*x-2178*b^2*g^2*p*q^2*r^3*x-14403*b^2 *g^2*p*q^2*r^2*x^2-3960*b^2*g^2*p*q*r^4*x-1056*b^2*g*p^4*q*r^2*x-1584*b^2*g*p^3 *q^2*r^2*x-4488*b^2*g*p^3*q*r^3*x-14504*b^2*g*p^3*q*r^2*x^2-1056*b^2*g*p^2*q^3* r^2*x-4752*b^2*g*p^2*q^2*r^3*x-21756*b^2*g*p^2*q^2*r^2*x^2-7128*b^2*g*p^2*q*r^4 *x-264*b^2*g*p*q^4*r^2*x-1848*b^2*g*p*q^3*r^3*x-14504*b^2*g*p*q^3*r^2*x^2-4752* b^2*g*p*q^2*r^4*x-5016*b^2*g*p*q*r^5*x-23220*b^2*c*p^2*q*r^4*x-992*b^2*c*p*q^4* r^2*x-6564*b^2*c*p*q^3*r^3*x-47232*b^2*c*p*q^3*r^2*x^2-15984*b^2*c*p*q^2*r^4*x-\ 16244*b^2*c*p*q*r^5*x-10773*b^2*c*g^2*p^2*r^3*x-32930*b^2*c*g^2*p^2*r^2*x^2-\ 11874*b^2*c*g^2*p*r^4*x-398*b^2*c*g^2*q^3*r^2*x-3087*b^2*c*g^2*q^2*r^3*x-32930* b^2*c*g^2*q^2*r^2*x^2-7014*b^2*c*g^2*q*r^4*x-2806*b^2*c*g*p^4*r^2*x-12332*b^2*c *g*p^3*r^3*x-33656*b^2*c*g*p^3*r^2*x^2-20160*b^2*c*g*p^2*r^4*x-14548*b^2*c*g*p* r^5*x-198*b^2*c*g*q^4*r^2*x-2366*b^2*c*g*q^3*r^3*x-33656*b^2*c*g*q^3*r^2*x^2-\ 8052*b^2*c*g*q^2*r^4*x-9798*b^2*c*g*q*r^5*x-3488*b^2*c*p^4*q*r^2*x-5312*b^2*c*p ^3*q^2*r^2*x-14716*b^2*c*p^3*q*r^3*x-47232*b^2*c*p^3*q*r^2*x^2-3648*b^2*c*p^2*q ^3*r^2*x-15960*b^2*c*p^2*q^2*r^3*x-70848*b^2*c*p^2*q^2*r^2*x^2-214*b^2*c*g^4*p* r^2*x-82*b^2*c*g^4*q*r^2*x-1496*b^2*c*g^3*p^2*r^2*x-3383*b^2*c*g^3*p*r^3*x-\ 12270*b^2*c*g^3*p*r^2*x^2-314*b^2*c*g^3*q^2*r^2*x-1547*b^2*c*g^3*q*r^3*x-12270* b^2*c*g^3*q*r^2*x^2-3224*b^2*c*g^2*p^3*r^2*x-41172*b^2*c^2*g*p*r^4*x-2148*b^2*c ^2*g*q^3*r^2*x-13518*b^2*c^2*g*q^2*r^3*x-116244*b^2*c^2*g*q^2*r^2*x^2-26148*b^2 *c^2*g*q*r^4*x-14312*b^2*c^2*p^3*q*r^2*x-15288*b^2*c^2*p^2*q^2*r^2*x-44688*b^2* c^2*p^2*q*r^3*x-164184*b^2*c^2*p^2*q*r^2*x^2-6072*b^2*c^2*p*q^3*r^2*x-29292*b^2 *c^2*p*q^2*r^3*x-164184*b^2*c^2*p*q^2*r^2*x^2-46440*b^2*c^2*p*q*r^4*x-2728*b^2* c^2*g^3*p*r^2*x-1420*b^2*c^2*g^3*q*r^2*x-9552*b^2*c^2*g^2*p^2*r^2*x-20850*b^2*c ^2*g^2*p*r^3*x-74576*b^2*c^2*g^2*p*r^2*x^2-2948*b^2*c^2*g^2*q^2*r^2*x-11710*b^2 *c^2*g^2*q*r^3*x-74576*b^2*c^2*g^2*q*r^2*x^2-11616*b^2*c^2*g*p^3*r^2*x-38010*b^ 2*c^2*g*p^2*r^3*x-116244*b^2*c^2*g*p^2*r^2*x^2-12160*b^2*c^3*g^2*p*r^2*x-7088*b ^2*c^3*g^2*q*r^2*x-23368*b^2*c^3*g*p^2*r^2*x-50224*b^2*c^3*g*p*r^3*x-177136*b^2 *c^3*g*p*r^2*x^2-8344*b^2*c^3*g*q^2*r^2*x-30544*b^2*c^3*g*q*r^3*x-177136*b^2*c^ 3*g*q*r^2*x^2-28344*b^2*c^3*p^2*q*r^2*x-18312*b^2*c^3*p*q^2*r^2*x-57552*b^2*c^3 *p*q*r^3*x-252352*b^2*c^3*p*q*r^2*x^2-864*b^2*c*p^5*r^2*x-4698*b^2*c*p^4*r^3*x-\ 11808*b^2*c*p^4*r^2*x^2-10152*b^2*c*p^3*r^4*x-10908*b^2*c*p^2*r^5*x-5832*b^2*c* p*r^6*x-32*b^2*c*q^5*r^2*x-622*b^2*c*q^4*r^3*x-11808*b^2*c*q^4*r^2*x^2-2916*b^2 *c*q^3*r^4*x-5336*b^2*c*q^2*r^5*x-4252*b^2*c*q*r^6*x-20028*b^2*c^2*p^3*r^3*x-\ 54728*b^2*c^2*p^3*r^2*x^2-32436*b^2*c^2*p^2*r^4*x-23220*b^2*c^2*p*r^5*x-488*b^2 *c^2*q^4*r^2*x-4632*b^2*c^2*q^3*r^3*x-54728*b^2*c^2*q^3*r^2*x^2-14004*b^2*c^2*q ^2*r^4*x-16064*b^2*c^2*q*r^5*x-44520*b^2*c^3*p*r^4*x-2760*b^2*c^3*q^3*r^2*x-\ 16104*b^2*c^3*q^2*r^3*x-126176*b^2*c^3*q^2*r^2*x^2-29208*b^2*c^3*q*r^4*x-4608*b ^2*c^2*p^4*r^2*x-19440*b^2*c^4*p^2*r^2*x-41472*b^2*c^4*p*r^3*x-144624*b^2*c^4*p *r^2*x^2-7408*b^2*c^4*q^2*r^2*x-26096*b^2*c^4*q*r^3*x-144624*b^2*c^4*q*r^2*x^2-\ 12792*b^2*c^3*p^3*r^2*x-41448*b^2*c^3*p^2*r^3*x-126176*b^2*c^3*p^2*r^2*x^2-2079 *b^3*g*p*r^5*x-189*b^3*g*q^3*r^3*x-4600*b^3*g*q^3*r^2*x^2-945*b^3*g*q^2*r^4*x-\ 1323*b^3*g*q*r^5*x-504*b^3*p^4*q*r^2*x-756*b^3*p^3*q^2*r^2*x-2142*b^3*p^3*q*r^3 *x-6956*b^3*p^3*q*r^2*x^2-504*b^3*p^2*q^3*r^2*x-2268*b^3*p^2*q^2*r^3*x-10434*b^ 3*p^2*q^2*r^2*x^2-3402*b^3*p^2*q*r^4*x-126*b^3*p*q^4*r^2*x-882*b^3*p*q^3*r^3*x-\ 6956*b^3*p*q^3*r^2*x^2-2268*b^3*p*q^2*r^4*x-2394*b^3*p*q*r^5*x-15264*b^2*c^5*p* r^2*x-9568*b^2*c^5*q*r^2*x-126*b^3*g^3*p^2*r^2*x-315*b^3*g^3*p*r^3*x-1134*b^3*g ^3*p*r^2*x^2-63*b^3*g^3*q*r^3*x-1134*b^3*g^3*q*r^2*x^2-378*b^3*g^2*p^3*r^2*x-\ 1323*b^3*g^2*p^2*r^3*x-3995*b^3*g^2*p^2*r^2*x^2-1512*b^3*g^2*p*r^4*x-4614*b^3*g ^2*p*r^3*x^2+4752*a*b*p*q^5*x^2-189*b^3*g^2*q^2*r^3*x-3995*b^3*g^2*q^2*r^2*x^2-\ 756*b^3*g^2*q*r^4*x-4614*b^3*g^2*q*r^3*x^2+184704*a*c^5*g*p*x^2-378*b^3*g*p^4*r ^2*x-1701*b^3*g*p^3*r^3*x-4600*b^3*g*p^3*r^2*x^2-2835*b^3*g*p^2*r^4*x-1340*b^3* c*p^4*r^2*x-5896*b^3*c*p^3*r^3*x-16088*b^3*c*p^3*r^2*x^2-9648*b^3*c*p^2*r^4*x-\ 6968*b^3*c*p*r^5*x-100*b^3*c*q^4*r^2*x-1156*b^3*c*q^3*r^3*x-16088*b^3*c*q^3*r^2 *x^2-3888*b^3*c*q^2*r^4*x-4708*b^3*c*q*r^5*x-11344*b^3*c^3*p^2*r^2*x-24640*b^3* c^3*p*r^3*x-84224*b^3*c^3*p*r^2*x^2-4240*b^3*c^3*q^2*r^2*x-15328*b^3*c^3*q*r^3* x-84224*b^3*c^3*q*r^2*x^2-5576*b^3*c^2*p^3*r^2*x-18324*b^3*c^2*p^2*r^3*x-55408* b^3*c^2*p^2*r^2*x^2-19920*b^3*c^2*p*r^4*x-1088*b^3*c^2*q^3*r^2*x-6708*b^3*c^2*q ^2*r^3*x-55408*b^3*c^2*q^2*r^2*x^2-12792*b^3*c^2*q*r^4*x-264*b^4*g*p^3*r^2*x-\ 924*b^4*g*p^2*r^3*x-2796*b^4*g*p^2*r^2*x^2-1056*b^4*g*p*r^4*x-3240*b^4*g*p*r^3* x^2+15840*a*b*p^3*q^3*x^2-132*b^4*g*q^2*r^3*x-2796*b^4*g*q^2*r^2*x^2-528*b^4*g* q*r^4*x-3240*b^4*g*q*r^3*x^2+11880*a*b*p^2*q^4*x^2-396*b^4*p^3*q*r^2*x-396*b^4* p^2*q^2*r^2*x-1254*b^4*p^2*q*r^3*x-4836*b^4*p^2*q*r^2*x^2-132*b^4*p*q^3*r^2*x-\ 726*b^4*p*q^2*r^3*x-4836*b^4*p*q^2*r^2*x^2-1320*b^4*p*q*r^4*x-11264*b^3*c^4*p*r ^2*x-7104*b^3*c^4*q*r^2*x-1088*b^4*c*p^3*r^2*x-3660*b^4*c*p^2*r^3*x-10992*b^4*c *p^2*r^2*x^2-4056*b^4*c*p*r^4*x-152*b^4*c*q^3*r^2*x-1116*b^4*c*q^2*r^3*x-10992* b^4*c*q^2*r^2*x^2-2448*b^4*c*q*r^4*x-132*b^4*g^2*p^2*r^2*x-330*b^4*g^2*p*r^3*x-\ 1188*b^4*g^2*p*r^2*x^2-1188*b^4*g^2*q*r^2*x^2-1830*a*p*q^5*r^2*x^2-720*a*p*q^4* r^4*x-1440*a*p*q^3*r^5*x-1530*a*p*q^2*r^6*x-828*a*p*q*r^7*x-512*b^5*c^2*q*r^2*x -3344*b^5*c*p*r^2*x^2-112*b^5*c*q^2*r^2*x-512*b^5*c*q*r^3*x-3344*b^5*c*q*r^2*x^ 2-648*b^5*g*p*r^2*x^2-36*b^5*g*q*r^3*x-648*b^5*g*q*r^2*x^2-144*b^5*p^2*q*r^2*x-\ 72*b^5*p*q^2*r^2*x-288*b^5*p*q*r^3*x-1528*b^5*p*q*r^2*x^2-4416*b^4*c^3*p*r^2*x-\ 2752*b^4*c^3*q*r^2*x-3312*b^4*c^2*p^2*r^2*x-7392*b^4*c^2*p*r^3*x-24768*b^4*c^2* p*r^2*x^2-1136*b^4*c^2*q^2*r^2*x-4384*b^4*c^2*q*r^3*x-24768*b^4*c^2*q*r^2*x^2-\ 2250*a*g*p^3*r^5*x-1800*a*g*p^2*r^6*x-765*a*g*p*r^7*x-45*a*g*q^5*r^3*x-1376*a*g *q^5*r^2*x^2-315*a*g*q^4*r^4*x-810*a*g*q^3*r^5*x-990*a*g*q^2*r^6*x-585*a*g*q*r^ 7*x-108*a*p^6*q*r^2*x-270*a*p^5*q^2*r^2*x-684*a*p^5*q*r^3*x-1830*a*p^5*q*r^2*x^ 2-360*a*p^4*q^3*r^2*x-1395*a*p^4*q^2*r^3*x-4575*a*p^4*q^2*r^2*x^2-1800*a*p^4*q* r^4*x-270*a*p^3*q^4*r^2*x-1440*a*p^3*q^3*r^3*x-6100*a*p^3*q^3*r^2*x^2-2880*a*p^ 3*q^2*r^4*x-2520*a*p^3*q*r^5*x-108*a*p^2*q^5*r^2*x-765*a*p^2*q^4*r^3*x-4575*a*p ^2*q^4*r^2*x^2-2160*a*p^2*q^3*r^4*x-2970*a*p^2*q^2*r^5*x-1980*a*p^2*q*r^6*x-18* a*p*q^6*r^2*x-180*a*p*q^5*r^3*x-990*a*g^3*p*r^5*x-90*a*g^3*q^3*r^3*x-2174*a*g^3 *q^3*r^2*x^2-450*a*g^3*q^2*r^4*x-630*a*g^3*q*r^5*x-180*a*g^2*p^5*r^2*x-990*a*g^ 2*p^4*r^3*x-2460*a*g^2*p^4*r^2*x^2-2160*a*g^2*p^3*r^4*x-2340*a*g^2*p^2*r^5*x-\ 1260*a*g^2*p*r^6*x-90*a*g^2*q^4*r^3*x-2460*a*g^2*q^4*r^2*x^2-540*a*g^2*q^3*r^4* x-1080*a*g^2*q^2*r^5*x-900*a*g^2*q*r^6*x-90*a*g*p^6*r^2*x-585*a*g*p^5*r^3*x-\ 1376*a*g*p^5*r^2*x^2-1575*a*g*p^4*r^4*x-18*a*g^5*p^2*r^2*x-45*a*g^5*p*r^3*x-162 *a*g^5*p*r^2*x^2-9*a*g^5*q*r^3*x-162*a*g^5*q*r^2*x^2-90*a*g^4*p^3*r^2*x-315*a*g ^4*p^2*r^3*x-947*a*g^4*p^2*r^2*x^2-360*a*g^4*p*r^4*x-1086*a*g^4*p*r^3*x^2+4752* a*b*p^5*q*x^2-45*a*g^4*q^2*r^3*x-947*a*g^4*q^2*r^2*x^2-180*a*g^4*q*r^4*x-1086*a *g^4*q*r^3*x^2+11880*a*b*p^4*q^2*x^2-180*a*g^3*p^4*r^2*x-810*a*g^3*p^3*r^3*x-\ 2174*a*g^3*p^3*r^2*x^2-1350*a*g^3*p^2*r^4*x-22752*b^2*c^4*g*p*r^2*x-13936*b^2*c ^4*g*q*r^2*x-26848*b^2*c^4*p*q*r^2*x-126*b^3*g^3*p*q*r^2*x-756*b^3*g^2*p^2*q*r^ 2*x-378*b^3*g^2*p*q^2*r^2*x-1512*b^3*g^2*p*q*r^3*x-7990*b^3*g^2*p*q*r^2*x^2-\ 1134*b^3*g*p^3*q*r^2*x-1134*b^3*g*p^2*q^2*r^2*x-3591*b^3*g*p^2*q*r^3*x-13800*b^ 3*g*p^2*q*r^2*x^2-378*b^3*g*p*q^3*r^2*x-2079*b^3*g*p*q^2*r^3*x-13800*b^3*g*p*q^ 2*r^2*x^2-3780*b^3*g*p*q*r^4*x-12948*b^3*c*p^2*q*r^3*x-48264*b^3*c*p^2*q*r^2*x^ 2-1640*b^3*c*p*q^3*r^2*x-8208*b^3*c*p*q^2*r^3*x-48264*b^3*c*p*q^2*r^2*x^2-13536 *b^3*c*p*q*r^4*x-428*b^3*c*g^3*p*r^2*x-176*b^3*c*g^3*q*r^2*x-2180*b^3*c*g^2*p^2 *r^2*x-4976*b^3*c*g^2*p*r^3*x-17564*b^3*c*g^2*p*r^2*x^2-492*b^3*c*g^2*q^2*r^2*x -2356*b^3*c*g^2*q*r^3*x-17564*b^3*c*g^2*q*r^2*x^2-3096*b^3*c*g*p^3*r^2*x-10380* b^3*c*g*p^2*r^3*x-31452*b^3*c*g*p^2*r^2*x^2-11472*b^3*c*g*p*r^4*x-408*b^3*c*g*q ^3*r^2*x-3072*b^3*c*g*q^2*r^3*x-31452*b^3*c*g*q^2*r^2*x^2-6852*b^3*c*g*q*r^4*x-\ 4120*b^3*c*p^3*q*r^2*x-4320*b^3*c*p^2*q^2*r^2*x-71040*b^3*c^2*g*q*r^2*x^2-12240 *b^3*c^2*p^2*q*r^2*x-7752*b^3*c^2*p*q^2*r^2*x-25032*b^3*c^2*p*q*r^3*x-110816*b^ 3*c^2*p*q*r^2*x^2-4096*b^3*c^2*g^2*p*r^2*x-2232*b^3*c^2*g^2*q*r^2*x-9296*b^3*c^ 2*g*p^2*r^2*x-20516*b^3*c^2*g*p*r^3*x-71040*b^3*c^2*g*p*r^2*x^2-3032*b^3*c^2*g* q^2*r^2*x-11852*b^3*c^2*g*q*r^3*x-132*b^4*g^2*p*q*r^2*x-528*b^4*g*p^2*q*r^2*x-\ 264*b^4*g*p*q^2*r^2*x-1056*b^4*g*p*q*r^3*x-5592*b^4*g*p*q*r^2*x^2-12112*b^3*c^3 *g*p*r^2*x-7312*b^3*c^3*g*q*r^2*x-15584*b^3*c^3*p*q*r^2*x-3580*b^4*c*g*p*r^3*x-\ 12264*b^4*c*g*p*r^2*x^2-376*b^4*c*g*q^2*r^2*x-1756*b^4*c*g*q*r^3*x-12264*b^4*c* g*q*r^2*x^2-2328*b^4*c*p^2*q*r^2*x-1392*b^4*c*p*q^2*r^2*x-4776*b^4*c*p*q*r^3*x-\ 21984*b^4*c*p*q*r^2*x^2-3008*b^4*c^2*g*p*r^2*x-1712*b^4*c^2*g*q*r^2*x-4448*b^4* c^2*p*q*r^2*x-472*b^4*c*g^2*p*r^2*x-208*b^4*c*g^2*q*r^2*x-1552*b^4*c*g*p^2*r^2* x-3240*a*g^2*p^2*q^2*r^3*x-14760*a*g^2*p^2*q^2*r^2*x^2-4860*a*g^2*p^2*q*r^4*x-\ 180*a*g^2*p*q^4*r^2*x-1260*a*g^2*p*q^3*r^3*x-9840*a*g^2*p*q^3*r^2*x^2-3240*a*g^ 2*p*q^2*r^4*x-3420*a*g^2*p*q*r^5*x-450*a*g*p^5*q*r^2*x-900*a*g*p^4*q^2*r^2*x-\ 2385*a*g*p^4*q*r^3*x-6880*a*g*p^4*q*r^2*x^2-900*a*g*p^3*q^3*r^2*x-3690*a*g*p^3* q^2*r^3*x-13760*a*g*p^3*q^2*r^2*x^2-5040*a*g*p^3*q*r^4*x-450*a*g*p^2*q^4*r^2*x-\ 2610*a*g*p^2*q^3*r^3*x-13760*a*g*p^2*q^3*r^2*x^2-5670*a*g*p^2*q^2*r^4*x-5310*a* g*p^2*q*r^5*x-90*a*g*p*q^5*r^2*x-765*a*g*p*q^4*r^3*x-6880*a*g*p*q^4*r^2*x^2-\ 2520*a*g*p*q^3*r^4*x-3870*a*g*p*q^2*r^5*x-2790*a*g*p*q*r^6*x-128*b^5*c*g*q*r^2* x-544*b^5*c*p*q*r^2*x-72*b^5*g*p*q*r^2*x-18*a*g^5*p*q*r^2*x-180*a*g^4*p^2*q*r^2 *x-90*a*g^4*p*q^2*r^2*x-360*a*g^4*p*q*r^3*x-1894*a*g^4*p*q*r^2*x^2-540*a*g^3*p^ 3*q*r^2*x-540*a*g^3*p^2*q^2*r^2*x-1710*a*g^3*p^2*q*r^3*x-6522*a*g^3*p^2*q*r^2*x ^2-180*a*g^3*p*q^3*r^2*x-990*a*g^3*p*q^2*r^3*x-6522*a*g^3*p*q^2*r^2*x^2-1800*a* g^3*p*q*r^4*x-720*a*g^2*p^4*q*r^2*x-1080*a*g^2*p^3*q^2*r^2*x-3060*a*g^2*p^3*q*r ^3*x-9840*a*g^2*p^3*q*r^2*x^2-720*a*g^2*p^2*q^3*r^2*x-12500*b^2*c^2*g^2*p*q*r^2 *x-25380*b^2*c^2*g*p^2*q*r^2*x-15912*b^2*c^2*g*p*q^2*r^2*x-51528*b^2*c^2*g*p*q* r^3*x-232488*b^2*c^2*g*p*q*r^2*x^2-31712*b^2*c^3*g*p*q*r^2*x-2672*b^3*c*g^2*p*q *r^2*x-6600*b^3*c*g*p^2*q*r^2*x-3912*b^3*c*g*p*q^2*r^2*x-13452*b^3*c*g*p*q*r^3* x-62904*b^3*c*g*p*q*r^2*x^2-1928*b^4*c*g*p*q*r^2*x-12328*b^3*c^2*g*p*q*r^2*x-\ 568*a*c*g^4*p*q*r^2*x-3018*a*c*g^3*p^2*q*r^2*x-1728*a*c*g^3*p*q^2*r^2*x-6000*a* c*g^3*p*q*r^3*x-29928*a*c*g^3*p*q*r^2*x^2-5820*a*c*g^2*p^3*q*r^2*x-6048*a*c*g^2 *p^2*q^2*r^2*x-18159*a*c*g^2*p^2*q*r^3*x-68784*a*c*g^2*p^2*q*r^2*x^2-2244*a*c*g ^2*p*q^3*r^2*x-11325*a*c*g^2*p*q^2*r^3*x-68784*a*c*g^2*p*q^2*r^2*x^2-18858*a*c* g^2*p*q*r^4*x-4758*a*c*g*p^4*q*r^2*x-7232*a*c*g*p^3*q^2*r^2*x-20052*a*c*g*p^3*q *r^3*x-64320*a*c*g*p^3*q*r^2*x^2-4948*a*c*g*p^2*q^3*r^2*x-21684*a*c*g*p^2*q^2*r ^3*x-96480*a*c*g*p^2*q^2*r^2*x^2-31608*a*c*g*p^2*q*r^4*x-1332*a*c*g*p*q^4*r^2*x -8860*a*c*g*p*q^3*r^3*x-64320*a*c*g*p*q^3*r^2*x^2-21672*a*c*g*p*q^2*r^4*x-22092 *a*c*g*p*q*r^5*x-5148*a*c^2*g^3*p*q*r^2*x-16662*a*c^2*g^2*p^2*q*r^2*x-10146*a*c ^2*g^2*p*q^2*r^2*x-33072*a*c^2*g^2*p*q*r^3*x-158896*a*c^2*g^2*p*q*r^2*x^2-19320 *a*c^2*g*p^3*q*r^2*x-20460*a*c^2*g*p^2*q^2*r^2*x-59904*a*c^2*g*p^2*q*r^3*x-\ 224376*a*c^2*g*p^2*q*r^2*x^2-7960*a*c^2*g*p*q^3*r^2*x-38676*a*c^2*g*p*q^2*r^3*x -224376*a*c^2*g*p*q^2*r^2*x^2-61848*a*c^2*g*p*q*r^4*x-1404*a*c*p^5*q*r^2*x-2820 *a*c*p^4*q^2*r^2*x-7416*a*c*p^4*q*r^3*x-21280*a*c*p^4*q*r^2*x^2-2840*a*c*p^3*q^ 3*r^2*x-11544*a*c*p^3*q^2*r^3*x-42560*a*c*p^3*q^2*r^2*x^2-15624*a*c*p^3*q*r^4*x -1440*a*c*p^2*q^4*r^2*x-8256*a*c*p^2*q^3*r^3*x-42560*a*c*p^2*q^3*r^2*x^2-17712* a*c*p^2*q^2*r^4*x-16416*a*c*p^2*q*r^5*x-300*a*c*p*q^5*r^2*x-2484*a*c*p*q^4*r^3* x-21280*a*c*p*q^4*r^2*x^2-7992*a*c*p*q^3*r^4*x-12072*a*c*p*q^2*r^5*x-8604*a*c*p *q*r^6*x-13581*a*c*g^2*p^2*r^4*x-9777*a*c*g^2*p*r^5*x-114*a*c*g^2*q^4*r^2*x-\ 1497*a*c*g^2*q^3*r^3*x-22928*a*c*g^2*q^3*r^2*x^2-5277*a*c*g^2*q^2*r^4*x-6519*a* c*g^2*q*r^5*x-1180*a*c*g*p^5*r^2*x-6412*a*c*g*p^4*r^3*x-16080*a*c*g*p^4*r^2*x^2 -13848*a*c*g*p^3*r^4*x-14872*a*c*g*p^2*r^5*x-7948*a*c*g*p*r^6*x-38*a*c*g*q^5*r^ 2*x-816*a*c*g*q^4*r^3*x-16080*a*c*g*q^4*r^2*x^2-3912*a*c*g*q^3*r^4*x-7220*a*c*g *q^2*r^5*x-5778*a*c*g*q*r^6*x-52*a*c*g^5*p*r^2*x-16*a*c*g^5*q*r^2*x-486*a*c*g^4 *p^2*r^2*x-1074*a*c*g^4*p*r^3*x-4184*a*c*g^4*p*r^2*x^2-82*a*c*g^4*q^2*r^2*x-446 *a*c*g^4*q*r^3*x-4184*a*c*g^4*q*r^2*x^2-1436*a*c*g^3*p^3*r^2*x-4755*a*c*g^3*p^2 *r^3*x-14964*a*c*g^3*p^2*r^2*x^2-5202*a*c*g^3*p*r^4*x-146*a*c*g^3*q^3*r^2*x-\ 1245*a*c*g^3*q^2*r^3*x-14964*a*c*g^3*q^2*r^2*x^2-2982*a*c*g^3*q*r^4*x-1902*a*c* g^2*p^4*r^2*x-8331*a*c*g^2*p^3*r^3*x-22928*a*c*g^2*p^3*r^2*x^2-34016*a*c^2*p*q* r^5*x-26754*a*c^2*g^2*p*r^4*x-1210*a*c^2*g^2*q^3*r^2*x-8106*a*c^2*g^2*q^2*r^3*x -79448*a*c^2*g^2*q^2*r^2*x^2-16410*a*c^2*g^2*q*r^4*x-6250*a*c^2*g*p^4*r^2*x-\ 27044*a*c^2*g*p^3*r^3*x-74792*a*c^2*g*p^3*r^2*x^2-43632*a*c^2*g*p^2*r^4*x-31132 *a*c^2*g*p*r^5*x-570*a*c^2*g*q^4*r^2*x-5816*a*c^2*g*q^3*r^3*x-74792*a*c^2*g*q^3 *r^2*x^2-18216*a*c^2*g*q^2*r^4*x-21264*a*c^2*g*q*r^5*x-7400*a*c^2*p^4*q*r^2*x-\ 11320*a*c^2*p^3*q^2*r^2*x-31072*a*c^2*p^3*q*r^3*x-98992*a*c^2*p^3*q*r^2*x^2-\ 7840*a*c^2*p^2*q^3*r^2*x-33936*a*c^2*p^2*q^2*r^3*x-148488*a*c^2*p^2*q^2*r^2*x^2 -48816*a*c^2*p^2*q*r^4*x-2180*a*c^2*p*q^4*r^2*x-14176*a*c^2*p*q^3*r^3*x-98992*a *c^2*p*q^3*r^2*x^2-33912*a*c^2*p*q^2*r^4*x-814*a*c^2*g^4*p*r^2*x-366*a*c^2*g^4* q*r^2*x-4086*a*c^2*g^3*p^2*r^2*x-8652*a*c^2*g^3*p*r^3*x-33984*a*c^2*g^3*p*r^2*x ^2-1062*a*c^2*g^3*q^2*r^2*x-4464*a*c^2*g^3*q*r^3*x-33984*a*c^2*g^3*q*r^2*x^2-\ 7726*a*c^2*g^2*p^3*r^2*x-24966*a*c^2*g^2*p^2*r^3*x-79448*a*c^2*g^2*p^2*r^2*x^2-\ 17036*a*c^3*g*p^3*r^2*x-54468*a*c^3*g*p^2*r^3*x-172912*a*c^3*g*p^2*r^2*x^2-\ 57828*a*c^3*g*p*r^4*x-3164*a*c^3*g*q^3*r^2*x-19428*a*c^3*g*q^2*r^3*x-172912*a*c ^3*g*q^2*r^2*x^2-36660*a*c^3*g*q*r^4*x-20048*a*c^3*p^3*q*r^2*x-21432*a*c^3*p^2* q^2*r^2*x-62004*a*c^3*p^2*q*r^3*x-229632*a*c^3*p^2*q*r^2*x^2-8528*a*c^3*p*q^3*r ^2*x-40692*a*c^3*p*q^2*r^3*x-229632*a*c^3*p*q^2*r^2*x^2-63864*a*c^3*p*q*r^4*x-\ 4844*a*c^3*g^3*p*r^2*x-2516*a*c^3*g^3*q*r^2*x-14984*a*c^3*g^2*p^2*r^2*x-31196*a *c^3*g^2*p*r^3*x-121376*a*c^3*g^2*p*r^2*x^2-4616*a*c^3*g^2*q^2*r^2*x-17612*a*c^ 3*g^2*q*r^3*x-121376*a*c^3*g^2*q*r^2*x^2-13688*a*c^4*g^2*p*r^2*x-7592*a*c^4*g^2 *q*r^2*x-25016*a*c^4*g*p^2*r^2*x-51728*a*c^4*g*p*r^3*x-198624*a*c^4*g*p*r^2*x^2 -8344*a*c^4*g*q^2*r^2*x-30432*a*c^4*g*q*r^3*x-198624*a*c^4*g*q*r^2*x^2-29088*a* c^4*p^2*q*r^2*x-18528*a*c^4*p*q^2*r^2*x-57744*a*c^4*p*q*r^3*x-265184*a*c^4*p*q* r^2*x^2-19600*a*c^3*g^2*p*q*r^2*x-37236*a*c^3*g*p^2*q*r^2*x-23364*a*c^3*g*p*q^2 *r^2*x-73896*a*c^3*g*p*q*r^3*x-345824*a*c^3*g*p*q*r^2*x^2-33360*a*c^4*g*p*q*r^2 *x-2112*a*b*g^3*p*q*r^3*x-11136*a*b*g^3*p*q*r^2*x^2-2376*a*b*g^2*p^3*q*r^2*x-\ 2376*a*b*g^2*p^2*q^2*r^2*x-7524*a*b*g^2*p^2*q*r^3*x-28806*a*b*g^2*p^2*q*r^2*x^2 -792*a*b*g^2*p*q^3*r^2*x-4356*a*b*g^2*p*q^2*r^3*x-28806*a*b*g^2*p*q^2*r^2*x^2-\ 7920*a*b*g^2*p*q*r^4*x-2112*a*b*g*p^4*q*r^2*x-3168*a*b*g*p^3*q^2*r^2*x-8976*a*b *g*p^3*q*r^3*x-29008*a*b*g*p^3*q*r^2*x^2-2112*a*b*g*p^2*q^3*r^2*x-9504*a*b*g*p^ 2*q^2*r^3*x-43512*a*b*g*p^2*q^2*r^2*x^2-14256*a*b*g*p^2*q*r^4*x-528*a*b*g*p*q^4 *r^2*x-3696*a*b*g*p*q^3*r^3*x-29008*a*b*g*p*q^3*r^2*x^2-9504*a*b*g*p*q^2*r^4*x-\ 10032*a*b*g*p*q*r^5*x-132*a*b*g^4*p*q*r^2*x-1056*a*b*g^3*p^2*q*r^2*x-528*a*b*g^ 3*p*q^2*r^2*x-94464*a*b*c*p^3*q*r^2*x^2-7256*a*b*c*p^2*q^3*r^2*x-31752*a*b*c*p^ 2*q^2*r^3*x-141696*a*b*c*p^2*q^2*r^2*x^2-46224*a*b*c*p^2*q*r^4*x-1964*a*b*c*p*q ^4*r^2*x-13016*a*b*c*p*q^3*r^3*x-94464*a*b*c*p*q^3*r^2*x^2-31752*a*b*c*p*q^2*r^ 4*x-32312*a*b*c*p*q*r^5*x-21072*a*b*c*g^2*p^2*r^3*x-65860*a*b*c*g^2*p^2*r^2*x^2 -23106*a*b*c*g^2*p*r^4*x-694*a*b*c*g^2*q^3*r^2*x-5700*a*b*c*g^2*q^2*r^3*x-65860 *a*b*c*g^2*q^2*r^2*x^2-13386*a*b*c*g^2*q*r^4*x-5574*a*b*c*g*p^4*r^2*x-24438*a*b *c*g*p^3*r^3*x-67312*a*b*c*g*p^3*r^2*x^2-39870*a*b*c*g*p^2*r^4*x-28722*a*b*c*g* p*r^5*x-358*a*b*c*g*q^4*r^2*x-4506*a*b*c*g*q^3*r^3*x-67312*a*b*c*g*q^3*r^2*x^2-\ 15654*a*b*c*g*q^2*r^4*x-19222*a*b*c*g*q*r^5*x-6956*a*b*c*p^4*q*r^2*x-10584*a*b* c*p^3*q^2*r^2*x-29320*a*b*c*p^3*q*r^3*x-396*a*b*c*g^4*p*r^2*x-132*a*b*c*g^4*q*r ^2*x-2892*a*b*c*g^3*p^2*r^2*x-6438*a*b*c*g^3*p*r^3*x-24540*a*b*c*g^3*p*r^2*x^2-\ 528*a*b*c*g^3*q^2*r^2*x-2766*a*b*c*g^3*q*r^3*x-24540*a*b*c*g^3*q*r^2*x^2-6346*a *b*c*g^2*p^3*r^2*x-3804*a*b*c^2*g*q^3*r^2*x-24792*a*b*c^2*g*q^2*r^3*x-232488*a* b*c^2*g*q^2*r^2*x^2-49284*a*b*c^2*g*q*r^4*x-28288*a*b*c^2*p^3*q*r^2*x-30072*a*b *c^2*p^2*q^2*r^2*x-87900*a*b*c^2*p^2*q*r^3*x-328368*a*b*c^2*p^2*q*r^2*x^2-11808 *a*b*c^2*p*q^3*r^2*x-57108*a*b*c^2*p*q^2*r^3*x-328368*a*b*c^2*p*q^2*r^2*x^2-\ 90936*a*b*c^2*p*q*r^4*x-4980*a*b*c^2*g^3*p*r^2*x-2364*a*b*c^2*g^3*q*r^2*x-18272 *a*b*c^2*g^2*p^2*r^2*x-39080*a*b*c^2*g^2*p*r^3*x-149152*a*b*c^2*g^2*p*r^2*x^2-\ 5064*a*b*c^2*g^2*q^2*r^2*x-20800*a*b*c^2*g^2*q*r^3*x-149152*a*b*c^2*g^2*q*r^2*x ^2-22740*a*b*c^2*g*p^3*r^2*x-73776*a*b*c^2*g*p^2*r^3*x-232488*a*b*c^2*g*p^2*r^2 *x^2-79332*a*b*c^2*g*p*r^4*x-14544*a*b*c^3*g*q^2*r^2*x-54480*a*b*c^3*g*q*r^3*x-\ 354272*a*b*c^3*g*q*r^2*x^2-54960*a*b*c^3*p^2*q*r^2*x-34896*a*b*c^3*p*q^2*r^2*x-\ 109920*a*b*c^3*p*q*r^3*x-504704*a*b*c^3*p*q*r^2*x^2-4860*a*c*p^4*r^4*x-6920*a*c *p^3*r^5*x-5520*a*c*p^2*r^6*x-2340*a*c*p*r^7*x-4*a*c*q^6*r^2*x-168*a*c*q^5*r^3* x-4256*a*c*q^5*r^2*x^2-1044*a*c*q^4*r^4*x-2576*a*c*q^3*r^5*x-3084*a*c*q^2*r^6*x -1800*a*c*q*r^7*x-280*a*c*p^6*r^2*x-1812*a*c*p^5*r^3*x-4256*a*c*p^5*r^2*x^2-\ 12100*a*c^2*p*r^6*x-88*a*c^2*q^5*r^2*x-1432*a*c^2*q^4*r^3*x-24748*a*c^2*q^4*r^2 *x^2-6336*a*c^2*q^3*r^4*x-11296*a*c^2*q^2*r^5*x-8872*a*c^2*q*r^6*x-1828*a*c^2*p ^5*r^2*x-9880*a*c^2*p^4*r^3*x-24748*a*c^2*p^4*r^2*x^2-21240*a*c^2*p^3*r^4*x-\ 22720*a*c^2*p^2*r^5*x-44604*a*c^3*p^2*r^4*x-31700*a*c^3*p*r^5*x-692*a*c^3*q^4*r ^2*x-6460*a*c^3*q^3*r^3*x-76544*a*c^3*q^3*r^2*x^2-19260*a*c^3*q^2*r^4*x-21908*a *c^3*q*r^5*x-6452*a*c^3*p^4*r^2*x-27772*a*c^3*p^3*r^3*x-76544*a*c^3*p^3*r^2*x^2 -13216*a*c^4*p^3*r^2*x-42072*a*c^4*p^2*r^3*x-132592*a*c^4*p^2*r^2*x^2-44496*a*c ^4*p*r^4*x-2656*a*c^4*q^3*r^2*x-15672*a*c^4*q^2*r^3*x-132592*a*c^4*q^2*r^2*x^2-\ 28656*a*c^4*q*r^4*x-858*a*b*q*r^7*x-9664*a*c^6*p*r^2*x-5632*a*c^6*q*r^2*x-15584 *a*c^5*p^2*r^2*x-32144*a*c^5*p*r^3*x-121856*a*c^5*p*r^2*x^2-5408*a*c^5*q^2*r^2* x-19280*a*c^5*q*r^3*x-121856*a*c^5*q*r^2*x^2-132*a*b*p^6*r^2*x-858*a*b*p^5*r^3* x-2030*a*b*p^5*r^2*x^2-2310*a*b*p^4*r^4*x-3300*a*b*p^3*r^5*x-2640*a*b*p^2*r^6*x -1122*a*b*p*r^7*x-66*a*b*q^5*r^3*x-2030*a*b*q^5*r^2*x^2-462*a*b*q^4*r^4*x-1188* a*b*q^3*r^5*x-1452*a*b*q^2*r^6*x-378*a*b^2*p^5*r^2*x-2079*a*b^2*p^4*r^3*x-5217* a*b^2*p^4*r^2*x^2-4536*a*b^2*p^3*r^4*x-4914*a*b^2*p^2*r^5*x-2646*a*b^2*p*r^6*x-\ 189*a*b^2*q^4*r^3*x-5217*a*b^2*q^4*r^2*x^2-1134*a*b^2*q^3*r^4*x-2268*a*b^2*q^2* r^5*x-1890*a*b^2*q*r^6*x-18512*a*c^5*g*p*r^2*x-10608*a*c^5*g*q*r^2*x-20992*a*c^ 5*p*q*r^2*x-264*a*b*g*q^4*r^3*x-7252*a*b*g*q^4*r^2*x^2-1584*a*b*g*q^3*r^4*x-\ 3168*a*b*g*q^2*r^5*x-2640*a*b*g*q*r^6*x-660*a*b*p^5*q*r^2*x-1320*a*b*p^4*q^2*r^ 2*x-3498*a*b*p^4*q*r^3*x-10150*a*b*p^4*q*r^2*x^2-1320*a*b*p^3*q^3*r^2*x-5412*a* b*p^3*q^2*r^3*x-20300*a*b*p^3*q^2*r^2*x^2-7392*a*b*p^3*q*r^4*x-660*a*b*p^2*q^4* r^2*x-3828*a*b*p^2*q^3*r^3*x-20300*a*b*p^2*q^3*r^2*x^2-8316*a*b*p^2*q^2*r^4*x-\ 7788*a*b*p^2*q*r^5*x-132*a*b*p*q^5*r^2*x-1122*a*b*p*q^4*r^3*x-10150*a*b*p*q^4*r ^2*x^2-3696*a*b*p*q^3*r^4*x-5676*a*b*p*q^2*r^5*x-4092*a*b*p*q*r^6*x-3564*a*b*g^ 2*p^3*r^3*x-9602*a*b*g^2*p^3*r^2*x^2-5940*a*b*g^2*p^2*r^4*x-4356*a*b*g^2*p*r^5* x-396*a*b*g^2*q^3*r^3*x-9602*a*b*g^2*q^3*r^2*x^2-1980*a*b*g^2*q^2*r^4*x-2772*a* b*g^2*q*r^5*x-528*a*b*g*p^5*r^2*x-2904*a*b*g*p^4*r^3*x-7252*a*b*g*p^4*r^2*x^2-\ 6336*a*b*g*p^3*r^4*x-6864*a*b*g*p^2*r^5*x-3696*a*b*g*p*r^6*x-132*a*b*g^4*p^2*r^ 2*x-330*a*b*g^4*p*r^3*x-1188*a*b*g^4*p*r^2*x^2-66*a*b*g^4*q*r^3*x-1188*a*b*g^4* q*r^2*x^2-528*a*b*g^3*p^3*r^2*x-1848*a*b*g^3*p^2*r^3*x-5568*a*b*g^3*p^2*r^2*x^2 -2112*a*b*g^3*p*r^4*x-6408*a*b*g^3*p*r^3*x^2-264*a*b*g^3*q^2*r^3*x-5568*a*b*g^3 *q^2*r^2*x^2-1056*a*b*g^3*q*r^4*x-6408*a*b*g^3*q*r^3*x^2-792*a*b*g^2*p^4*r^2*x-\ 21728*a*b*c*p^2*r^5*x-11612*a*b*c*p*r^6*x-60*a*b*c*q^5*r^2*x-1216*a*b*c*q^4*r^3 *x-23616*a*b*c*q^4*r^2*x^2-5760*a*b*c*q^3*r^4*x-10584*a*b*c*q^2*r^5*x-8452*a*b* c*q*r^6*x-1724*a*b*c*p^5*r^2*x-9368*a*b*c*p^4*r^3*x-23616*a*b*c*p^4*r^2*x^2-\ 20232*a*b*c*p^3*r^4*x-63900*a*b*c^2*p^2*r^4*x-45636*a*b*c^2*p*r^5*x-892*a*b*c^2 *q^4*r^2*x-8772*a*b*c^2*q^3*r^3*x-109456*a*b*c^2*q^3*r^2*x^2-27036*a*b*c^2*q^2* r^4*x-31324*a*b*c^2*q*r^5*x-9132*a*b*c^2*p^4*r^2*x-39564*a*b*c^2*p^3*r^3*x-\ 109456*a*b*c^2*p^3*r^2*x^2-25008*a*b*c^3*p^3*r^2*x-80304*a*b*c^3*p^2*r^3*x-\ 252352*a*b*c^3*p^2*r^2*x^2-85584*a*b*c^3*p*r^4*x-4944*a*b*c^3*q^3*r^2*x-29616*a *b*c^3*q^2*r^3*x-252352*a*b*c^3*q^2*r^2*x^2-54960*a*b*c^3*q*r^4*x-37120*a*b*c^4 *p^2*r^2*x-77584*a*b*c^4*p*r^3*x-289248*a*b*c^4*p*r^2*x^2-13056*a*b*c^4*q^2*r^2 *x-46832*a*b*c^4*q*r^3*x-289248*a*b*c^4*q*r^2*x^2-8505*a*b^2*g*p^2*r^4*x-6237*a *b^2*g*p*r^5*x-567*a*b^2*g*q^3*r^3*x-13800*a*b^2*g*q^3*r^2*x^2-2835*a*b^2*g*q^2 *r^4*x-3969*a*b^2*g*q*r^5*x-1512*a*b^2*p^4*q*r^2*x-2268*a*b^2*p^3*q^2*r^2*x-\ 6426*a*b^2*p^3*q*r^3*x-20868*a*b^2*p^3*q*r^2*x^2-1512*a*b^2*p^2*q^3*r^2*x-6804* a*b^2*p^2*q^2*r^3*x-31302*a*b^2*p^2*q^2*r^2*x^2-10206*a*b^2*p^2*q*r^4*x-378*a*b ^2*p*q^4*r^2*x-2646*a*b^2*p*q^3*r^3*x-20868*a*b^2*p*q^3*r^2*x^2-6804*a*b^2*p*q^ 2*r^4*x-7182*a*b^2*p*q*r^5*x-28032*a*b*c^5*p*r^2*x-16640*a*b*c^5*q*r^2*x-378*a* b^2*g^3*p^2*r^2*x-945*a*b^2*g^3*p*r^3*x-3402*a*b^2*g^3*p*r^2*x^2-189*a*b^2*g^3* q*r^3*x-3402*a*b^2*g^3*q*r^2*x^2-1134*a*b^2*g^2*p^3*r^2*x-3969*a*b^2*g^2*p^2*r^ 3*x-11985*a*b^2*g^2*p^2*r^2*x^2-4536*a*b^2*g^2*p*r^4*x-13842*a*b^2*g^2*p*r^3*x^ 2-567*a*b^2*g^2*q^2*r^3*x-11985*a*b^2*g^2*q^2*r^2*x^2-2268*a*b^2*g^2*q*r^4*x-\ 13842*a*b^2*g^2*q*r^3*x^2-1134*a*b^2*g*p^4*r^2*x-5103*a*b^2*g*p^3*r^3*x-13800*a *b^2*g*p^3*r^2*x^2+177836*a*b^2*c*g*p*q*r^2*x+199588*a^2*b*c*g*p*q*r^2*x-131720 *a*b*c*g^2*p*q*r^2*x^2-17080*a*b*c*g*p^3*q*r^2*x-17796*a*b*c*g*p^2*q^2*r^2*x-\ 53382*a*b*c*g*p^2*q*r^3*x-201936*a*b*c*g*p^2*q*r^2*x^2-6648*a*b*c*g*p*q^3*r^2*x -33450*a*b*c*g*p*q^2*r^3*x-201936*a*b*c*g*p*q^2*r^2*x^2-55524*a*b*c*g*p*q*r^4*x -3420*a*b*c*g^3*p*q*r^2*x-13386*a*b*c*g^2*p^2*q*r^2*x-7734*a*b*c*g^2*p*q^2*r^2* x-26772*a*b*c*g^2*p*q*r^3*x-23336*a*b*c^2*g^2*p*q*r^2*x-49284*a*b*c^2*g*p^2*q*r ^2*x-30348*a*b*c^2*g*p*q^2*r^2*x-98568*a*b*c^2*g*p*q*r^3*x-464976*a*b*c^2*g*p*q *r^2*x^2-59136*a*b*c^3*g*p*q*r^2*x-7560*a*b^2*c*g^2*p*q*r^2*x-19344*a*b^2*c*g*p ^2*q*r^2*x-11280*a*b^2*c*g*p*q^2*r^2*x-38940*a*b^2*c*g*p*q*r^3*x-188712*a*b^2*c *g*p*q*r^2*x^2-34504*a*b^2*c^2*g*p*q*r^2*x-7264*a*b^3*c*g*p*q*r^2*x-22176*a*b*c ^3*g^2*p*r^2*x-12032*a*b*c^3*g^2*q*r^2*x-44592*a*b*c^3*g*p^2*r^2*x-93840*a*b*c^ 3*g*p*r^3*x-354272*a*b*c^3*g*p*r^2*x^2-41616*a*b*c^4*g*p*r^2*x-23984*a*b*c^4*g* q*r^2*x-50176*a*b*c^4*p*q*r^2*x-378*a*b^2*g^3*p*q*r^2*x-2268*a*b^2*g^2*p^2*q*r^ 2*x-1134*a*b^2*g^2*p*q^2*r^2*x-4536*a*b^2*g^2*p*q*r^3*x-23970*a*b^2*g^2*p*q*r^2 *x^2-3402*a*b^2*g*p^3*q*r^2*x-3402*a*b^2*g*p^2*q^2*r^2*x-10773*a*b^2*g*p^2*q*r^ 3*x-41400*a*b^2*g*p^2*q*r^2*x^2-1134*a*b^2*g*p*q^3*r^2*x-6237*a*b^2*g*p*q^2*r^3 *x-41400*a*b^2*g*p*q^2*r^2*x^2-11340*a*b^2*g*p*q*r^4*x-30432*a*b^2*c*g*p^2*r^3* x-94356*a*b^2*c*g*p^2*r^2*x^2-33456*a*b^2*c*g*p*r^4*x-1072*a*b^2*c*g*q^3*r^2*x-\ 8508*a*b^2*c*g*q^2*r^3*x-94356*a*b^2*c*g*q^2*r^2*x^2-19596*a*b^2*c*g*q*r^4*x-\ 12248*a*b^2*c*p^3*q*r^2*x-12792*a*b^2*c*p^2*q^2*r^2*x-38352*a*b^2*c*p^2*q*r^3*x -144792*a*b^2*c*p^2*q*r^2*x^2-4808*a*b^2*c*p*q^3*r^2*x-24132*a*b^2*c*p*q^2*r^3* x-144792*a*b^2*c*p*q^2*r^2*x^2-39960*a*b^2*c*p*q*r^4*x-1184*a*b^2*c*g^3*p*r^2*x -428*a*b^2*c*g^3*q*r^2*x-6312*a*b^2*c*g^2*p^2*r^2*x-14172*a*b^2*c*g^2*p*r^3*x-\ 52692*a*b^2*c*g^2*p*r^2*x^2-1248*a*b^2*c*g^2*q^2*r^2*x-6312*a*b^2*c*g^2*q*r^3*x -52692*a*b^2*c*g^2*q*r^2*x^2-9136*a*b^2*c*g*p^3*r^2*x-11200*a*b^2*c^2*g^2*p*r^2 *x-5608*a*b^2*c^2*g^2*q*r^2*x-26648*a*b^2*c^2*g*p^2*r^2*x-57620*a*b^2*c^2*g*p*r ^3*x-213120*a*b^2*c^2*g*p*r^2*x^2-7856*a*b^2*c^2*g*q^2*r^2*x-31628*a*b^2*c^2*g* q*r^3*x-213120*a*b^2*c^2*g*q*r^2*x^2-35640*a*b^2*c^2*p^2*q*r^2*x-22176*a*b^2*c^ 2*p*q^2*r^2*x-71832*a*b^2*c^2*p*q*r^3*x-332448*a*b^2*c^2*p*q*r^2*x^2-2112*a*b^3 *g*p^2*q*r^2*x-1056*a*b^3*g*p*q^2*r^2*x-4224*a*b^3*g*p*q*r^3*x-22368*a*b^3*g*p* q*r^2*x^2-33136*a*b^2*c^3*g*p*r^2*x-18736*a*b^2*c^3*g*q*r^2*x-43616*a*b^2*c^3*p *q*r^2*x-528*a*b^3*g^2*p*q*r^2*x-1736*a*b^3*c*g^2*p*r^2*x-680*a*b^3*c*g^2*q*r^2 *x-5984*a*b^3*c*g*p^2*r^2*x-13568*a*b^3*c*g*p*r^3*x-49056*a*b^3*c*g*p*r^2*x^2-\ 1280*a*b^3*c*g*q^2*r^2*x-6272*a*b^3*c*g*q*r^3*x-49056*a*b^3*c*g*q*r^2*x^2-9096* a*b^3*c*p^2*q*r^2*x-5352*a*b^3*c*p*q^2*r^2*x-18432*a*b^3*c*p*q*r^3*x-87936*a*b^ 3*c*p*q*r^2*x^2-10960*a*b^3*c^2*g*p*r^2*x-5776*a*b^3*c^2*g*q*r^2*x-16608*a*b^3* c^2*p*q*r^2*x-360*a*b^4*g*p*q*r^2*x-1248*a*b^4*c*g*p*r^2*x-528*a*b^4*c*g*q*r^2* x-2560*a*b^4*c*p*q*r^2*x-3992*a*b^2*c*p^4*r^2*x-17524*a*b^2*c*p^3*r^3*x-48264*a *b^2*c*p^3*r^2*x^2-28620*a*b^2*c*p^2*r^4*x-20636*a*b^2*c*p*r^5*x-272*a*b^2*c*q^ 4*r^2*x-3304*a*b^2*c*q^3*r^3*x-48264*a*b^2*c*q^3*r^2*x^2-11340*a*b^2*c*q^2*r^4* x-13856*a*b^2*c*q*r^5*x-53340*a*b^2*c^2*p^2*r^3*x-166224*a*b^2*c^2*p^2*r^2*x^2-\ 57576*a*b^2*c^2*p*r^4*x-2904*a*b^2*c^2*q^3*r^2*x-18492*a*b^2*c^2*q^2*r^3*x-\ 166224*a*b^2*c^2*q^2*r^2*x^2-36192*a*b^2*c^2*q*r^4*x-32464*a*b^2*c^3*p^2*r^2*x-\ 69088*a*b^2*c^3*p*r^3*x-252672*a*b^2*c^3*p*r^2*x^2-11152*a*b^2*c^3*q^2*r^2*x-\ 41152*a*b^2*c^3*q*r^3*x-252672*a*b^2*c^3*q*r^2*x^2-16368*a*b^2*c^2*p^3*r^2*x-\ 2112*a*b^3*g*q*r^4*x-12960*a*b^3*g*q*r^3*x^2-1584*a*b^3*p^3*q*r^2*x-1584*a*b^3* p^2*q^2*r^2*x-5016*a*b^3*p^2*q*r^3*x-19344*a*b^3*p^2*q*r^2*x^2-528*a*b^3*p*q^3* r^2*x-2904*a*b^3*p*q^2*r^3*x-19344*a*b^3*p*q^2*r^2*x^2-5280*a*b^3*p*q*r^4*x-\ 30944*a*b^2*c^4*p*r^2*x-18464*a*b^2*c^4*q*r^2*x-528*a*b^3*g^2*p^2*r^2*x-1320*a* b^3*g^2*p*r^3*x-4752*a*b^3*g^2*p*r^2*x^2-264*a*b^3*g^2*q*r^3*x-4752*a*b^3*g^2*q *r^2*x^2-1056*a*b^3*g*p^3*r^2*x-3696*a*b^3*g*p^2*r^3*x-11184*a*b^3*g*p^2*r^2*x^ 2-4224*a*b^3*g*p*r^4*x-12960*a*b^3*g*p*r^3*x^2-528*a*b^3*g*q^2*r^3*x-11184*a*b^ 3*g*q^2*r^2*x^2-15768*a*b^3*c*p*r^4*x-536*a*b^3*c*q^3*r^2*x-4128*a*b^3*c*q^2*r^ 3*x-43968*a*b^3*c*q^2*r^2*x^2-9336*a*b^3*c*q*r^4*x-12656*a*b^3*c^2*p^2*r^2*x-\ 27680*a*b^3*c^2*p*r^3*x-99072*a*b^3*c^2*p*r^2*x^2-3952*a*b^3*c^2*q^2*r^2*x-\ 15648*a*b^3*c^2*q*r^3*x-99072*a*b^3*c^2*q*r^2*x^2-4280*a*b^3*c*p^3*r^2*x-14304* a*b^3*c*p^2*r^3*x-43968*a*b^3*c*p^2*r^2*x^2-360*a*b^4*g*p^2*r^2*x-900*a*b^4*g*p *r^3*x-3240*a*b^4*g*p*r^2*x^2-180*a*b^4*g*q*r^3*x-3240*a*b^4*g*q*r^2*x^2-720*a* b^4*p^2*q*r^2*x-360*a*b^4*p*q^2*r^2*x-1440*a*b^4*p*q*r^3*x-7640*a*b^4*p*q*r^2*x ^2-16128*a*b^3*c^3*p*r^2*x-9472*a*b^3*c^3*q*r^2*x-160*a*b^5*c*q*r^2*x-96*a*b^5* p*q*r^2*x-3936*a*b^4*c^2*p*r^2*x-2176*a*b^4*c^2*q*r^2*x-2080*a*b^4*c*p^2*r^2*x-\ 4768*a*b^4*c*p*r^3*x-16720*a*b^4*c*p*r^2*x^2-480*a*b^4*c*q^2*r^2*x-2288*a*b^4*c *q*r^3*x-16720*a*b^4*c*q*r^2*x^2-66*a^2*g^4*p*q*r^2*x-528*a^2*g^3*p^2*q*r^2*x-\ 264*a^2*g^3*p*q^2*r^2*x-1056*a^2*g^3*p*q*r^3*x-5568*a^2*g^3*p*q*r^2*x^2-1188*a^ 2*g^2*p^3*q*r^2*x-1188*a^2*g^2*p^2*q^2*r^2*x-3762*a^2*g^2*p^2*q*r^3*x-14403*a^2 *g^2*p^2*q*r^2*x^2-396*a^2*g^2*p*q^3*r^2*x-2178*a^2*g^2*p*q^2*r^3*x-14403*a^2*g ^2*p*q^2*r^2*x^2-3960*a^2*g^2*p*q*r^4*x-1056*a^2*g*p^4*q*r^2*x-1584*a^2*g*p^3*q ^2*r^2*x-4488*a^2*g*p^3*q*r^3*x-14504*a^2*g*p^3*q*r^2*x^2-1056*a^2*g*p^2*q^3*r^ 2*x-4752*a^2*g*p^2*q^2*r^3*x-21756*a^2*g*p^2*q^2*r^2*x^2-7128*a^2*g*p^2*q*r^4*x -264*a^2*g*p*q^4*r^2*x-1848*a^2*g*p*q^3*r^3*x-14504*a^2*g*p*q^3*r^2*x^2-4752*a^ 2*g*p*q^2*r^4*x-5016*a^2*g*p*q*r^5*x-14174*a^2*c*g*p*r^5*x-160*a^2*c*g*q^4*r^2* x-2140*a^2*c*g*q^3*r^3*x-33656*a^2*c*g*q^3*r^2*x^2-7602*a^2*c*g*q^2*r^4*x-9424* a^2*c*g*q*r^5*x-3468*a^2*c*p^4*q*r^2*x-5272*a^2*c*p^3*q^2*r^2*x-14604*a^2*c*p^3 *q*r^3*x-47232*a^2*c*p^3*q*r^2*x^2-3608*a^2*c*p^2*q^3*r^2*x-15792*a^2*c*p^2*q^2 *r^3*x-70848*a^2*c*p^2*q^2*r^2*x^2-23004*a^2*c*p^2*q*r^4*x-972*a^2*c*p*q^4*r^2* x-6452*a^2*c*p*q^3*r^3*x-47232*a^2*c*p*q^3*r^2*x^2-15768*a^2*c*p*q^2*r^4*x-\ 16068*a^2*c*p*q*r^5*x-182*a^2*c*g^4*p*r^2*x-50*a^2*c*g^4*q*r^2*x-1396*a^2*c*g^3 *p^2*r^2*x-3055*a^2*c*g^3*p*r^3*x-12270*a^2*c*g^3*p*r^2*x^2-214*a^2*c*g^3*q^2*r ^2*x-1219*a^2*c*g^3*q*r^3*x-12270*a^2*c*g^3*q*r^2*x^2-3122*a^2*c*g^2*p^3*r^2*x-\ 10299*a^2*c*g^2*p^2*r^3*x-32930*a^2*c*g^2*p^2*r^2*x^2-11232*a^2*c*g^2*p*r^4*x-\ 296*a^2*c*g^2*q^3*r^2*x-2613*a^2*c*g^2*q^2*r^3*x-32930*a^2*c*g^2*q^2*r^2*x^2-\ 6372*a^2*c*g^2*q*r^4*x-2768*a^2*c*g*p^4*r^2*x-12106*a^2*c*g*p^3*r^3*x-33656*a^2 *c*g*p^3*r^2*x^2-19710*a^2*c*g*p^2*r^4*x-528*a*b^3*p^4*r^2*x-2376*a*b^3*p^3*r^3 *x-6448*a*b^3*p^3*r^2*x^2-3960*a*b^3*p^2*r^4*x-2904*a*b^3*p*r^5*x-264*a*b^3*q^3 *r^3*x-6448*a*b^3*q^3*r^2*x^2-1320*a*b^3*q^2*r^4*x-1848*a*b^3*q*r^5*x-360*a*b^4 *p^3*r^2*x-1260*a*b^4*p^2*r^3*x-3820*a*b^4*p^2*r^2*x^2-1440*a*b^4*p*r^4*x-4440* a*b^4*p*r^3*x^2+3168*a*b*g*p^5*x^2-180*a*b^4*q^2*r^3*x-3820*a*b^4*q^2*r^2*x^2-\ 720*a*b^4*q*r^4*x-4440*a*b^4*q*r^3*x^2+3168*a*b*g*q^5*x^2-3168*a^2*g*p^3*r^4*x-\ 3432*a^2*g*p^2*r^5*x-1848*a^2*g*p*r^6*x-132*a^2*g*q^4*r^3*x-3626*a^2*g*q^4*r^2* x^2-792*a^2*g*q^3*r^4*x-1584*a^2*g*q^2*r^5*x-1320*a^2*g*q*r^6*x-330*a^2*p^5*q*r ^2*x-660*a^2*p^4*q^2*r^2*x-1749*a^2*p^4*q*r^3*x-5075*a^2*p^4*q*r^2*x^2-660*a^2* p^3*q^3*r^2*x-2706*a^2*p^3*q^2*r^3*x-10150*a^2*p^3*q^2*r^2*x^2-3696*a^2*p^3*q*r ^4*x-330*a^2*p^2*q^4*r^2*x-1914*a^2*p^2*q^3*r^3*x-10150*a^2*p^2*q^3*r^2*x^2-\ 4158*a^2*p^2*q^2*r^4*x-3894*a^2*p^2*q*r^5*x-66*a^2*p*q^5*r^2*x-561*a^2*p*q^4*r^ 3*x-5075*a^2*p*q^4*r^2*x^2-1848*a^2*p*q^3*r^4*x-2838*a^2*p*q^2*r^5*x-2046*a^2*p *q*r^6*x-864*a*b^5*p*r^2*x^2-48*a*b^5*q*r^3*x-864*a*b^5*q*r^2*x^2-594*a^2*g^4*q *r^2*x^2-264*a^2*g^3*p^3*r^2*x-924*a^2*g^3*p^2*r^3*x-2784*a^2*g^3*p^2*r^2*x^2-\ 1056*a^2*g^3*p*r^4*x-3204*a^2*g^3*p*r^3*x^2+4752*a*b*g^2*p^4*x^2-132*a^2*g^3*q^ 2*r^3*x-2784*a^2*g^3*q^2*r^2*x^2-528*a^2*g^3*q*r^4*x-3204*a^2*g^3*q*r^3*x^2+ 4752*a*b*g^2*q^4*x^2-396*a^2*g^2*p^4*r^2*x-1782*a^2*g^2*p^3*r^3*x-4801*a^2*g^2* p^3*r^2*x^2-2970*a^2*g^2*p^2*r^4*x-2178*a^2*g^2*p*r^5*x-198*a^2*g^2*q^3*r^3*x-\ 4801*a^2*g^2*q^3*r^2*x^2-990*a^2*g^2*q^2*r^4*x-1386*a^2*g^2*q*r^5*x-264*a^2*g*p ^5*r^2*x-1452*a^2*g*p^4*r^3*x-3626*a^2*g*p^4*r^2*x^2-66*a^2*g^4*p^2*r^2*x-165*a ^2*g^4*p*r^3*x-594*a^2*g^4*p*r^2*x^2-33*a^2*g^4*q*r^3*x-10820*a^2*c*p^2*r^5*x-\ 5780*a^2*c*p*r^6*x-28*a^2*c*q^5*r^2*x-594*a^2*c*q^4*r^3*x-11808*a^2*c*q^4*r^2*x ^2-2844*a^2*c*q^3*r^4*x-5248*a^2*c*q^2*r^5*x-4200*a^2*c*q*r^6*x-860*a^2*c*p^5*r ^2*x-4670*a^2*c*p^4*r^3*x-11808*a^2*c*p^4*r^2*x^2-10080*a^2*c*p^3*r^4*x-4524*a^ 2*c^2*p^4*r^2*x-19536*a^2*c^2*p^3*r^3*x-54728*a^2*c^2*p^3*r^2*x^2-31464*a^2*c^2 *p^2*r^4*x-22416*a^2*c^2*p*r^5*x-404*a^2*c^2*q^4*r^2*x-4140*a^2*c^2*q^3*r^3*x-\ 54728*a^2*c^2*q^3*r^2*x^2-13032*a^2*c^2*q^2*r^4*x-15260*a^2*c^2*q*r^5*x-13512*a ^2*c^3*q^2*r^3*x-126176*a^2*c^3*q^2*r^2*x^2-25752*a^2*c^3*q*r^4*x-144624*a^2*c^ 4*p*r^2*x^2-5648*a^2*c^4*q^2*r^2*x-20736*a^2*c^4*q*r^3*x-144624*a^2*c^4*q*r^2*x ^2-12216*a^2*c^3*p^3*r^2*x-38856*a^2*c^3*p^2*r^3*x-126176*a^2*c^3*p^2*r^2*x^2-\ 41064*a^2*c^3*p*r^4*x-2184*a^2*c^3*q^3*r^2*x-2646*a^2*b*p*r^6*x-189*a^2*b*q^4*r ^3*x-5217*a^2*b*q^4*r^2*x^2-1134*a^2*b*q^3*r^4*x-2268*a^2*b*q^2*r^5*x-1890*a^2* b*q*r^6*x-12768*a^2*c^5*p*r^2*x-7072*a^2*c^5*q*r^2*x-17680*a^2*c^4*p^2*r^2*x-\ 36112*a^2*c^4*p*r^3*x-378*a^2*b*p^5*r^2*x-2079*a^2*b*p^4*r^3*x-5217*a^2*b*p^4*r ^2*x^2-4536*a^2*b*p^3*r^4*x-4914*a^2*b*p^2*r^5*x-5736*a^2*c^2*p*q^3*r^2*x-27816 *a^2*c^2*p*q^2*r^3*x-164184*a^2*c^2*p*q^2*r^2*x^2-44496*a^2*c^2*p*q*r^4*x-2252* a^2*c^2*g^3*p*r^2*x-944*a^2*c^2*g^3*q*r^2*x-8720*a^2*c^2*g^2*p^2*r^2*x-18230*a^ 2*c^2*g^2*p*r^3*x-74576*a^2*c^2*g^2*p*r^2*x^2-2116*a^2*c^2*g^2*q^2*r^2*x-9090*a ^2*c^2*g^2*q*r^3*x-74576*a^2*c^2*g^2*q*r^2*x^2-11124*a^2*c^2*g*p^3*r^2*x-35766* a^2*c^2*g*p^2*r^3*x-116244*a^2*c^2*g*p^2*r^2*x^2-38160*a^2*c^2*g*p*r^4*x-1656*a ^2*c^2*g*q^3*r^2*x-11274*a^2*c^2*g*q^2*r^3*x-116244*a^2*c^2*g*q^2*r^2*x^2-23136 *a^2*c^2*g*q*r^4*x-13976*a^2*c^2*p^3*q*r^2*x-14784*a^2*c^2*p^2*q^2*r^2*x-43212* a^2*c^2*p^2*q*r^3*x-164184*a^2*c^2*p^2*q*r^2*x^2-4944*a^2*c^3*g^2*q*r^2*x-21224 *a^2*c^3*g*p^2*r^2*x-43616*a^2*c^3*g*p*r^3*x-177136*a^2*c^3*g*p*r^2*x^2-6200*a^ 2*c^3*g*q^2*r^2*x-23936*a^2*c^3*g*q*r^3*x-177136*a^2*c^3*g*q*r^2*x^2-26616*a^2* c^3*p^2*q*r^2*x-16584*a^2*c^3*p*q^2*r^2*x-52368*a^2*c^3*p*q*r^3*x-252352*a^2*c^ 3*p*q*r^2*x^2-10016*a^2*c^3*g^2*p*r^2*x-10206*a^2*b*p^2*q*r^4*x-378*a^2*b*p*q^4 *r^2*x-2646*a^2*b*p*q^3*r^3*x-20868*a^2*b*p*q^3*r^2*x^2-6804*a^2*b*p*q^2*r^4*x-\ 7182*a^2*b*p*q*r^5*x-18864*a^2*c^4*g*p*r^2*x-10048*a^2*c^4*g*q*r^2*x-23328*a^2* c^4*p*q*r^2*x-4536*a^2*b*g^2*p*r^4*x-13842*a^2*b*g^2*p*r^3*x^2-567*a^2*b*g^2*q^ 2*r^3*x-11985*a^2*b*g^2*q^2*r^2*x^2-2268*a^2*b*g^2*q*r^4*x-13842*a^2*b*g^2*q*r^ 3*x^2-1134*a^2*b*g*p^4*r^2*x-5103*a^2*b*g*p^3*r^3*x-13800*a^2*b*g*p^3*r^2*x^2-\ 8505*a^2*b*g*p^2*r^4*x-6237*a^2*b*g*p*r^5*x-567*a^2*b*g*q^3*r^3*x-13800*a^2*b*g *q^3*r^2*x^2-2835*a^2*b*g*q^2*r^4*x-3969*a^2*b*g*q*r^5*x-1512*a^2*b*p^4*q*r^2*x -2268*a^2*b*p^3*q^2*r^2*x-6426*a^2*b*p^3*q*r^3*x-20868*a^2*b*p^3*q*r^2*x^2-1512 *a^2*b*p^2*q^3*r^2*x-6804*a^2*b*p^2*q^2*r^3*x-31302*a^2*b*p^2*q^2*r^2*x^2-378*a ^2*b*g^3*p^2*r^2*x-945*a^2*b*g^3*p*r^3*x-3402*a^2*b*g^3*p*r^2*x^2-189*a^2*b*g^3 *q*r^3*x-3402*a^2*b*g^3*q*r^2*x^2-1134*a^2*b*g^2*p^3*r^2*x-3969*a^2*b*g^2*p^2*r ^3*x-11985*a^2*b*g^2*p^2*r^2*x^2-3964*a^2*b*c*p^4*r^2*x-17360*a^2*b*c*p^3*r^3*x -48264*a^2*b*c*p^3*r^2*x^2-28296*a^2*b*c*p^2*r^4*x-20368*a^2*b*c*p*r^5*x-244*a^ 2*b*c*q^4*r^2*x-3140*a^2*b*c*q^3*r^3*x-48264*a^2*b*c*q^3*r^2*x^2-11016*a^2*b*c* q^2*r^4*x-13588*a^2*b*c*q*r^5*x-166224*a^2*b*c^2*p^2*r^2*x^2-55392*a^2*b*c^2*p* r^4*x-2544*a^2*b*c^2*q^3*r^2*x-16860*a^2*b*c^2*q^2*r^3*x-166224*a^2*b*c^2*q^2*r ^2*x^2-34008*a^2*b*c^2*q*r^4*x-252672*a^2*b*c^3*p*r^2*x^2-9584*a^2*b*c^3*q^2*r^ 2*x-36320*a^2*b*c^3*q*r^3*x-252672*a^2*b*c^3*q*r^2*x^2-16008*a^2*b*c^2*p^3*r^2* x-51708*a^2*b*c^2*p^2*r^3*x-4356*a^2*b^2*p*q^2*r^3*x-29016*a^2*b^2*p*q^2*r^2*x^ 2-7920*a^2*b^2*p*q*r^4*x-28096*a^2*b*c^4*p*r^2*x-15616*a^2*b*c^4*q*r^2*x-30896* a^2*b*c^3*p^2*r^2*x-64256*a^2*b*c^3*p*r^3*x-1610*a^2*c*g^3*p*q*r^2*x-6540*a^2*c *g^2*p^2*q*r^2*x-3714*a^2*c*g^2*p*q^2*r^2*x-12912*a^2*c*g^2*p*q*r^3*x-65860*a^2 *c*g^2*p*q*r^2*x^2-8464*a^2*c*g*p^3*q*r^2*x-8784*a^2*c*g*p^2*q^2*r^2*x-26352*a^ 2*c*g*p^2*q*r^3*x-100968*a^2*c*g*p^2*q*r^2*x^2-3248*a^2*c*g*p*q^3*r^2*x-16386*a ^2*c*g*p*q^2*r^3*x-100968*a^2*c*g*p*q^2*r^2*x^2-27312*a^2*c*g*p*q*r^4*x-10836*a ^2*c^2*g^2*p*q*r^2*x-23904*a^2*c^2*g*p^2*q*r^2*x-14436*a^2*c^2*g*p*q^2*r^2*x-\ 47040*a^2*c^2*g*p*q*r^3*x-232488*a^2*c^2*g*p*q*r^2*x^2-27424*a^2*c^3*g*p*q*r^2* x-1134*a^2*b*g^2*p*q^2*r^2*x-4536*a^2*b*g^2*p*q*r^3*x-23970*a^2*b*g^2*p*q*r^2*x ^2-3402*a^2*b*g*p^3*q*r^2*x-3402*a^2*b*g*p^2*q^2*r^2*x-10773*a^2*b*g*p^2*q*r^3* x-41400*a^2*b*g*p^2*q*r^2*x^2-1134*a^2*b*g*p*q^3*r^2*x-6237*a^2*b*g*p*q^2*r^3*x -41400*a^2*b*g*p*q^2*r^2*x^2-11340*a^2*b*g*p*q*r^4*x-378*a^2*b*g^3*p*q*r^2*x-\ 2268*a^2*b*g^2*p^2*q*r^2*x-18636*a^2*b*c*g*q*r^4*x-12136*a^2*b*c*p^3*q*r^2*x-\ 12624*a^2*b*c*p^2*q^2*r^2*x-37860*a^2*b*c*p^2*q*r^3*x-144792*a^2*b*c*p^2*q*r^2* x^2-4696*a^2*b*c*p*q^3*r^2*x-23640*a^2*b*c*p*q^2*r^3*x-144792*a^2*b*c*p*q^2*r^2 *x^2-39312*a^2*b*c*p*q*r^4*x-1084*a^2*b*c*g^3*p*r^2*x-328*a^2*b*c*g^3*q*r^2*x-\ 6084*a^2*b*c*g^2*p^2*r^2*x-13416*a^2*b*c*g^2*p*r^3*x-52692*a^2*b*c*g^2*p*r^2*x^ 2-1020*a^2*b*c*g^2*q^2*r^2*x-5556*a^2*b*c*g^2*q*r^3*x-52692*a^2*b*c*g^2*q*r^2*x ^2-8984*a^2*b*c*g*p^3*r^2*x-29724*a^2*b*c*g*p^2*r^3*x-94356*a^2*b*c*g*p^2*r^2*x ^2-32496*a^2*b*c*g*p*r^4*x-920*a^2*b*c*g*q^3*r^2*x-7800*a^2*b*c*g*q^2*r^3*x-\ 94356*a^2*b*c*g*q^2*r^2*x^2-34560*a^2*b*c^2*p^2*q*r^2*x-21096*a^2*b*c^2*p*q^2*r ^2*x-68568*a^2*b*c^2*p*q*r^3*x-332448*a^2*b*c^2*p*q*r^2*x^2-10112*a^2*b*c^2*g^2 *p*r^2*x-4520*a^2*b*c^2*g^2*q*r^2*x-25408*a^2*b*c^2*g*p^2*r^2*x-53692*a^2*b*c^2 *g*p*r^3*x-213120*a^2*b*c^2*g*p*r^2*x^2-6616*a^2*b*c^2*g*q^2*r^2*x-27700*a^2*b* c^2*g*q*r^3*x-213120*a^2*b*c^2*g*q*r^2*x^2-29936*a^2*b*c^3*g*p*r^2*x-15536*a^2* b*c^3*g*q*r^2*x-40480*a^2*b*c^3*p*q*r^2*x-792*a^2*b^2*g^2*p*q*r^2*x-3168*a^2*b^ 2*g*p^2*q*r^2*x-1584*a^2*b^2*g*p*q^2*r^2*x-6336*a^2*b^2*g*p*q*r^3*x-33552*a^2*b ^2*g*p*q*r^2*x^2-792*a^2*b^2*g^2*p^2*r^2*x-1980*a^2*b^2*g^2*p*r^3*x-7128*a^2*b^ 2*g^2*p*r^2*x^2-396*a^2*b^2*g^2*q*r^3*x-7128*a^2*b^2*g^2*q*r^2*x^2-1584*a^2*b^2 *g*p^3*r^2*x-5544*a^2*b^2*g*p^2*r^3*x-16776*a^2*b^2*g*p^2*r^2*x^2-6336*a^2*b^2* g*p*r^4*x-19440*a^2*b^2*g*p*r^3*x^2-792*a^2*b^2*g*q^2*r^3*x-16776*a^2*b^2*g*q^2 *r^2*x^2-3168*a^2*b^2*g*q*r^4*x-19440*a^2*b^2*g*q*r^3*x^2-2376*a^2*b^2*p^3*q*r^ 2*x-2376*a^2*b^2*p^2*q^2*r^2*x-7524*a^2*b^2*p^2*q*r^3*x-29016*a^2*b^2*p^2*q*r^2 *x^2-792*a^2*b^2*p*q^3*r^2*x-6312*a^2*b^2*c*p^3*r^2*x-20952*a^2*b^2*c*p^2*r^3*x -65952*a^2*b^2*c*p^2*r^2*x^2-22968*a^2*b^2*c*p*r^4*x-696*a^2*b^2*c*q^3*r^2*x-\ 5688*a^2*b^2*c*q^2*r^3*x-65952*a^2*b^2*c*q^2*r^2*x^2-13320*a^2*b^2*c*q*r^4*x-\ 18096*a^2*b^2*c^2*p^2*r^2*x-38688*a^2*b^2*c^2*p*r^3*x-148608*a^2*b^2*c^2*p*r^2* x^2-5040*a^2*b^2*c^2*q^2*r^2*x-20640*a^2*b^2*c^2*q*r^3*x-148608*a^2*b^2*c^2*q*r ^2*x^2-720*a^2*b^3*g*p^2*r^2*x-1800*a^2*b^3*g*p*r^3*x-6480*a^2*b^3*g*p*r^2*x^2-\ 360*a^2*b^3*g*q*r^3*x-6480*a^2*b^3*g*q*r^2*x^2-1440*a^2*b^3*p^2*q*r^2*x-720*a^2 *b^3*p*q^2*r^2*x-2880*a^2*b^3*p*q*r^3*x-15280*a^2*b^3*p*q*r^2*x^2-21888*a^2*b^2 *c^3*p*r^2*x-11904*a^2*b^2*c^3*q*r^2*x-8992*a^2*b^3*c*p*r^3*x-33440*a^2*b^3*c*p *r^2*x^2-800*a^2*b^3*c*q^2*r^2*x-4032*a^2*b^3*c*q*r^3*x-33440*a^2*b^3*c*q*r^2*x ^2-320*a^2*b^4*c*q*r^2*x-240*a^2*b^4*p*q*r^2*x-7104*a^2*b^3*c^2*p*r^2*x-3584*a^ 2*b^3*c^2*q*r^2*x-4000*a^2*b^3*c*p^2*r^2*x-126*a^3*g^3*p*q*r^2*x-756*a^3*g^2*p^ 2*q*r^2*x-378*a^3*g^2*p*q^2*r^2*x-1512*a^3*g^2*p*q*r^3*x-7990*a^3*g^2*p*q*r^2*x ^2-1134*a^3*g*p^3*q*r^2*x-1134*a^3*g*p^2*q^2*r^2*x-3591*a^3*g*p^2*q*r^3*x-13800 *a^3*g*p^2*q*r^2*x^2-378*a^3*g*p*q^3*r^2*x-2079*a^3*g*p*q^2*r^3*x-13800*a^3*g*p *q^2*r^2*x^2-3780*a^3*g*p*q*r^4*x-800*a^2*b^4*c*p*r^2*x-2364*a^3*c*g*q^2*r^3*x-\ 31452*a^3*c*g*q^2*r^2*x^2-5892*a^3*c*g*q*r^4*x-4008*a^3*c*p^3*q*r^2*x-4152*a^3* c*p^2*q^2*r^2*x-12456*a^3*c*p^2*q*r^3*x-48264*a^3*c*p^2*q*r^2*x^2-1528*a^3*c*p* q^3*r^2*x-7716*a^3*c*p*q^2*r^3*x-48264*a^3*c*p*q^2*r^2*x^2-12888*a^3*c*p*q*r^4* x-328*a^3*c*g^3*p*r^2*x-76*a^3*c*g^3*q*r^2*x-1952*a^3*c*g^2*p^2*r^2*x-4220*a^3* c*g^2*p*r^3*x-17564*a^3*c*g^2*p*r^2*x^2-264*a^3*c*g^2*q^2*r^2*x-1600*a^3*c*g^2* q*r^3*x-17564*a^3*c*g^2*q*r^2*x^2-2944*a^3*c*g*p^3*r^2*x-9672*a^3*c*g*p^2*r^3*x -31452*a^3*c*g*p^2*r^2*x^2-10512*a^3*c*g*p*r^4*x-256*a^3*c*g*q^3*r^2*x-3008*a^3 *c^2*g^2*p*r^2*x-1144*a^3*c^2*g^2*q*r^2*x-8056*a^3*c^2*g*p^2*r^2*x-16588*a^3*c^ 2*g*p*r^3*x-71040*a^3*c^2*g*p*r^2*x^2-1792*a^3*c^2*g*q^2*r^2*x-7924*a^3*c^2*g*q *r^3*x-71040*a^3*c^2*g*q*r^2*x^2-11160*a^3*c^2*p^2*q*r^2*x-6672*a^3*c^2*p*q^2*r ^2*x-21768*a^3*c^2*p*q*r^3*x-110816*a^3*c^2*p*q*r^2*x^2-8912*a^3*c^3*g*p*r^2*x-\ 4112*a^3*c^3*g*q*r^2*x-12448*a^3*c^3*p*q*r^2*x-528*a^3*b*g*q^2*r^3*x-11184*a^3* b*g*q^2*r^2*x^2-2112*a^3*b*g*q*r^4*x-12960*a^3*b*g*q*r^3*x^2-1584*a^3*b*p^3*q*r ^2*x-1584*a^3*b*p^2*q^2*r^2*x-5016*a^3*b*p^2*q*r^3*x-19344*a^3*b*p^2*q*r^2*x^2-\ 528*a^3*b*p*q^3*r^2*x-2904*a^3*b*p*q^2*r^3*x-19344*a^3*b*p*q^2*r^2*x^2-5280*a^3 *b*p*q*r^4*x-528*a^3*b*g^2*p^2*r^2*x-1320*a^3*b*g^2*p*r^3*x-4752*a^3*b*g^2*p*r^ 2*x^2-264*a^3*b*g^2*q*r^3*x-4752*a^3*b*g^2*q*r^2*x^2-1056*a^3*b*g*p^3*r^2*x-\ 3696*a^3*b*g*p^2*r^3*x-11184*a^3*b*g*p^2*r^2*x^2-4224*a^3*b*g*p*r^4*x-12960*a^3 *b*g*p*r^3*x^2-66*b^2*p^6*r^2*x-429*b^2*p^5*r^3*x-1015*b^2*p^5*r^2*x^2-1155*b^2 *p^4*r^4*x-1650*b^2*p^3*r^5*x-1320*b^2*p^2*r^6*x-561*b^2*p*r^7*x-33*b^2*q^5*r^3 *x-1015*b^2*q^5*r^2*x^2-231*b^2*q^4*r^4*x-594*b^2*q^3*r^5*x-726*b^2*q^2*r^6*x-\ 429*b^2*q*r^7*x-126*b^3*p^5*r^2*x-693*b^3*p^4*r^3*x-1739*b^3*p^4*r^2*x^2-1512*b ^3*p^3*r^4*x-1638*b^3*p^2*r^5*x-882*b^3*p*r^6*x-63*b^3*q^4*r^3*x-1739*b^3*q^4*r ^2*x^2-378*b^3*q^3*r^4*x-756*b^3*q^2*r^5*x-630*b^3*q*r^6*x-594*b^4*p^3*r^3*x-\ 1612*b^4*p^3*r^2*x^2-990*b^4*p^2*r^4*x-726*b^4*p*r^5*x-66*b^4*q^3*r^3*x-1612*b^ 4*q^3*r^2*x^2-330*b^4*q^2*r^4*x-462*b^4*q*r^5*x-765*a*p^4*r^5*x-810*a*p^3*r^6*x -513*a*p^2*r^7*x-180*a*p*r^8*x-9*a*q^6*r^3*x-305*a*q^6*r^2*x^2-72*a*q^5*r^4*x-\ 225*a*q^4*r^5*x-360*a*q^3*r^6*x-315*a*q^2*r^7*x-144*a*q*r^8*x-764*b^5*p^2*r^2*x ^2-888*b^5*p*r^3*x^2-36*b^5*q^2*r^3*x-764*b^5*q^2*r^2*x^2-144*b^5*q*r^4*x-888*b ^5*q*r^3*x^2-132*b^4*p^4*r^2*x-18*a*p^7*r^2*x-135*a*p^6*r^3*x-305*a*p^6*r^2*x^2 -432*a*p^5*r^4*x-66*a^2*p^6*r^2*x-429*a^2*p^5*r^3*x-1015*a^2*p^5*r^2*x^2-1155*a ^2*p^4*r^4*x-1650*a^2*p^3*r^5*x-1320*a^2*p^2*r^6*x-561*a^2*p*r^7*x-33*a^2*q^5*r ^3*x-1015*a^2*q^5*r^2*x^2-231*a^2*q^4*r^4*x-594*a^2*q^3*r^5*x-726*a^2*q^2*r^6*x -429*a^2*q*r^7*x-126*a^3*p^5*r^2*x-693*a^3*p^4*r^3*x-1739*a^3*p^4*r^2*x^2-1512* a^3*p^3*r^4*x-1638*a^3*p^2*r^5*x-882*a^3*p*r^6*x-63*a^3*q^4*r^3*x-1739*a^3*q^4* r^2*x^2-378*a^3*q^3*r^4*x-756*a^3*q^2*r^5*x-630*a^3*q*r^6*x-132*a^4*p^4*r^2*x-\ 594*a^4*p^3*r^3*x-1612*a^4*p^3*r^2*x^2-990*a^4*p^2*r^4*x-726*a^4*p*r^5*x-66*a^4 *q^3*r^3*x-1612*a^4*q^3*r^2*x^2-330*a^4*q^2*r^4*x-462*a^4*q*r^5*x-792*a^2*b^2*p ^4*r^2*x-3564*a^2*b^2*p^3*r^3*x-9672*a^2*b^2*p^3*r^2*x^2-5940*a^2*b^2*p^2*r^4*x -4356*a^2*b^2*p*r^5*x-396*a^2*b^2*q^3*r^3*x-9672*a^2*b^2*q^3*r^2*x^2-1980*a^2*b ^2*q^2*r^4*x-2772*a^2*b^2*q*r^5*x-2880*a^2*b^3*p*r^4*x-8880*a^2*b^3*p*r^3*x^2-\ 360*a^2*b^3*q^2*r^3*x-7640*a^2*b^3*q^2*r^2*x^2-1440*a^2*b^3*q*r^4*x-8880*a^2*b^ 3*q*r^3*x^2+3168*a*b*g^3*q^3*x^2-240*a^2*b^4*p^2*r^2*x-600*a^2*b^4*p*r^3*x-2160 *a^2*b^4*p*r^2*x^2-120*a^2*b^4*q*r^3*x-2160*a^2*b^4*q*r^2*x^2-720*a^2*b^3*p^3*r ^2*x-2520*a^2*b^3*p^2*r^3*x-7640*a^2*b^3*p^2*r^2*x^2-1512*a^3*g^2*p*r^4*x-4614* a^3*g^2*p*r^3*x^2-189*a^3*g^2*q^2*r^3*x-3995*a^3*g^2*q^2*r^2*x^2-756*a^3*g^2*q* r^4*x-4614*a^3*g^2*q*r^3*x^2+3168*a*b*g^3*p^3*x^2-378*a^3*g*p^4*r^2*x-1701*a^3* g*p^3*r^3*x-4600*a^3*g*p^3*r^2*x^2-2835*a^3*g*p^2*r^4*x-2079*a^3*g*p*r^5*x-189* a^3*g*q^3*r^3*x-4600*a^3*g*q^3*r^2*x^2-945*a^3*g*q^2*r^4*x-1323*a^3*g*q*r^5*x-\ 504*a^3*p^4*q*r^2*x-756*a^3*p^3*q^2*r^2*x-2142*a^3*p^3*q*r^3*x-6956*a^3*p^3*q*r ^2*x^2-504*a^3*p^2*q^3*r^2*x-2268*a^3*p^2*q^2*r^3*x-10434*a^3*p^2*q^2*r^2*x^2-\ 3402*a^3*p^2*q*r^4*x-126*a^3*p*q^4*r^2*x-882*a^3*p*q^3*r^3*x-6956*a^3*p*q^3*r^2 *x^2-2268*a^3*p*q^2*r^4*x-2394*a^3*p*q*r^5*x-126*a^3*g^3*p^2*r^2*x-315*a^3*g^3* p*r^3*x-1134*a^3*g^3*p*r^2*x^2-63*a^3*g^3*q*r^3*x-1134*a^3*g^3*q*r^2*x^2-378*a^ 3*g^2*p^3*r^2*x-1323*a^3*g^2*p^2*r^3*x-3995*a^3*g^2*p^2*r^2*x^2-6700*a^3*c*p*r^ 5*x-72*a^3*c*q^4*r^2*x-992*a^3*c*q^3*r^3*x-16088*a^3*c*q^3*r^2*x^2-3564*a^3*c*q ^2*r^4*x-4440*a^3*c*q*r^5*x-1312*a^3*c*p^4*r^2*x-5732*a^3*c*p^3*r^3*x-16088*a^3 *c*p^3*r^2*x^2-9324*a^3*c*p^2*r^4*x-5216*a^3*c^2*p^3*r^2*x-16692*a^3*c^2*p^2*r^ 3*x-55408*a^3*c^2*p^2*r^2*x^2-17736*a^3*c^2*p*r^4*x-728*a^3*c^2*q^3*r^2*x-5076* a^3*c^2*q^2*r^3*x-55408*a^3*c^2*q^2*r^2*x^2-10608*a^3*c^2*q*r^4*x-8416*a^3*c^4* p*r^2*x-4256*a^3*c^4*q*r^2*x-9776*a^3*c^3*p^2*r^2*x-19808*a^3*c^3*p*r^3*x-84224 *a^3*c^3*p*r^2*x^2-2672*a^3*c^3*q^2*r^2*x-10496*a^3*c^3*q*r^3*x-84224*a^3*c^3*q *r^2*x^2-528*a^3*b*p^4*r^2*x-2376*a^3*b*p^3*r^3*x-6448*a^3*b*p^3*r^2*x^2-3960*a ^3*b*p^2*r^4*x-2904*a^3*b*p*r^5*x-264*a^3*b*q^3*r^3*x-6448*a^3*b*q^3*r^2*x^2-\ 1320*a^3*b*q^2*r^4*x-1848*a^3*b*q*r^5*x-8880*a^3*b^2*p*r^3*x^2-360*a^3*b^2*q^2* r^3*x-7640*a^3*b^2*q^2*r^2*x^2-1440*a^3*b^2*q*r^4*x-8880*a^3*b^2*q*r^3*x^2+792* a*b*g^4*q^2*x^2-2880*a^3*b^3*q*r^2*x^2-720*a^3*b^2*p^3*r^2*x-2520*a^3*b^2*p^2*r ^3*x-7640*a^3*b^2*p^2*r^2*x^2-2880*a^3*b^2*p*r^4*x-1056*a^4*g*p*r^4*x-3240*a^4* g*p*r^3*x^2+10704*a*b*c*q^5*x^2-132*a^4*g*q^2*r^3*x-2796*a^4*g*q^2*r^2*x^2-528* a^4*g*q*r^4*x-3240*a^4*g*q*r^3*x^2+792*a*b*g^4*p^2*x^2-396*a^4*p^3*q*r^2*x-396* a^4*p^2*q^2*r^2*x-1254*a^4*p^2*q*r^3*x-4836*a^4*p^2*q*r^2*x^2-132*a^4*p*q^3*r^2 *x-726*a^4*p*q^2*r^3*x-4836*a^4*p*q^2*r^2*x^2-1320*a^4*p*q*r^4*x-320*a^3*b^3*p^ 2*r^2*x-800*a^3*b^3*p*r^3*x-2880*a^3*b^3*p*r^2*x^2-160*a^3*b^3*q*r^3*x-132*a^4* g^2*p^2*r^2*x-330*a^4*g^2*p*r^3*x-1188*a^4*g^2*p*r^2*x^2-66*a^4*g^2*q*r^3*x-\ 1188*a^4*g^2*q*r^2*x^2-264*a^4*g*p^3*r^2*x-924*a^4*g*p^2*r^3*x-2796*a^4*g*p^2*r ^2*x^2-3600*a^4*c*p*r^4*x-80*a^4*c*q^3*r^2*x-780*a^4*c*q^2*r^3*x-10992*a^4*c*q^ 2*r^2*x^2-1992*a^4*c*q*r^4*x-4136*a^3*b*c*p^3*r^2*x-13632*a^3*b*c*p^2*r^3*x-\ 43968*a^3*b*c*p^2*r^2*x^2-14856*a^3*b*c*p*r^4*x-392*a^3*b*c*q^3*r^2*x-3456*a^3* b*c*q^2*r^3*x-43968*a^3*b*c*q^2*r^2*x^2-8424*a^3*b*c*q*r^4*x-11472*a^3*b*c^2*p^ 2*r^2*x-23904*a^3*b*c^2*p*r^3*x-99072*a^3*b*c^2*p*r^2*x^2-2768*a^3*b*c^2*q^2*r^ 2*x-11872*a^3*b*c^2*q*r^3*x-99072*a^3*b*c^2*q*r^2*x^2-720*a^3*b^2*g*p^2*r^2*x-\ 1800*a^3*b^2*g*p*r^3*x-6480*a^3*b^2*g*p*r^2*x^2-360*a^3*b^2*g*q*r^3*x-6480*a^3* b^2*g*q*r^2*x^2-1440*a^3*b^2*p^2*q*r^2*x-720*a^3*b^2*p*q^2*r^2*x-2880*a^3*b^2*p *q*r^3*x-15280*a^3*b^2*p*q*r^2*x^2-13056*a^3*b*c^3*p*r^2*x-6400*a^3*b*c^3*q*r^2 *x-6336*a^3*b^2*c^2*p*r^2*x-2816*a^3*b^2*c^2*q*r^2*x-3840*a^3*b^2*c*p^2*r^2*x-\ 8448*a^3*b^2*c*p*r^3*x-33440*a^3*b^2*c*p*r^2*x^2-640*a^3*b^2*c*q^2*r^2*x-3488*a ^3*b^2*c*q*r^3*x-33440*a^3*b^2*c*q*r^2*x^2-1056*a^4*g*p*q*r^3*x-5592*a^4*g*p*q* r^2*x^2-960*a^3*b^3*c*p*r^2*x-320*a^3*b^3*c*q*r^2*x-320*a^3*b^3*p*q*r^2*x-132*a ^4*g^2*p*q*r^2*x-528*a^4*g*p^2*q*r^2*x-264*a^4*g*p*q^2*r^2*x-320*a^4*c*g^2*p*r^ 2*x-56*a^4*c*g^2*q*r^2*x-1328*a^4*c*g*p^2*r^2*x-2828*a^4*c*g*p*r^3*x-12264*a^4* c*g*p*r^2*x^2-152*a^4*c*g*q^2*r^2*x-1004*a^4*c*g*q*r^3*x-12264*a^4*c*g*q*r^2*x^ 2-2112*a^4*c*p^2*q*r^2*x-1176*a^4*c*p*q^2*r^2*x-4104*a^4*c*p*q*r^3*x-21984*a^4* c*p*q*r^2*x^2-1936*a^4*c^2*g*p*r^2*x-640*a^4*c^2*g*q*r^2*x-3264*a^4*c^2*p*q*r^2 *x-360*a^4*b*g*p^2*r^2*x-900*a^4*b*g*p*r^3*x-3240*a^4*b*g*p*r^2*x^2-180*a^4*b*g *q*r^3*x-3240*a^4*b*g*q*r^2*x^2-720*a^4*b*p^2*q*r^2*x-360*a^4*b*p*q^2*r^2*x-\ 1440*a^4*b*p*q*r^3*x-7640*a^4*b*p*q*r^2*x^2-2784*a^4*b*c^2*p*r^2*x-1024*a^4*b*c ^2*q*r^2*x-1840*a^4*b*c*p^2*r^2*x-3952*a^4*b*c*p*r^3*x-16720*a^4*b*c*p*r^2*x^2-\ 240*a^4*b*c*q^2*r^2*x-1472*a^4*b*c*q*r^3*x-16720*a^4*b*c*q*r^2*x^2-640*a^4*b^2* c*p*r^2*x-160*a^4*b^2*c*q*r^2*x-240*a^4*b^2*p*q*r^2*x-160*a^5*c*g*p*r^2*x-16*a^ 5*c*g*q*r^2*x-384*a^5*c*p*q*r^2*x-72*a^5*g*p*q*r^2*x-224*a^5*b*c*p*r^2*x-32*a^5 *b*c*q*r^2*x-96*a^5*b*p*q*r^2*x-2720*a^4*c^2*p^2*r^2*x-5504*a^4*c^2*p*r^3*x-\ 24768*a^4*c^2*p*r^2*x^2-544*a^4*c^2*q^2*r^2*x-2496*a^4*c^2*q*r^3*x-24768*a^4*c^ 2*q*r^2*x^2-1016*a^4*c*p^3*r^2*x-3324*a^4*c*p^2*r^3*x-10992*a^4*c*p^2*r^2*x^2-\ 1260*a^4*b*p^2*r^3*x-3820*a^4*b*p^2*r^2*x^2-1440*a^4*b*p*r^4*x-4440*a^4*b*p*r^3 *x^2+60144*a*b*c^2*q^4*x^2-180*a^4*b*q^2*r^3*x-3820*a^4*b*q^2*r^2*x^2-720*a^4*b *q*r^4*x-4440*a^4*b*q*r^3*x^2+10704*a*b*c*p^5*x^2-2880*a^4*c^3*p*r^2*x-1216*a^4 *c^3*q*r^2*x-120*a^4*b^2*q*r^3*x-2160*a^4*b^2*q*r^2*x^2-360*a^4*b*p^3*r^2*x-180 *a^5*g*p*r^3*x-648*a^5*g*p*r^2*x^2-36*a^5*g*q*r^3*x-648*a^5*g*q*r^2*x^2-144*a^5 *p^2*q*r^2*x-72*a^5*p*q^2*r^2*x-288*a^5*p*q*r^3*x-1528*a^5*p*q*r^2*x^2-240*a^4* b^2*p^2*r^2*x-600*a^4*b^2*p*r^3*x-2160*a^4*b^2*p*r^2*x^2-72*a^5*g*p^2*r^2*x-240 *a^5*b*p*r^3*x-864*a^5*b*p*r^2*x^2-48*a^5*b*q*r^3*x-864*a^5*b*q*r^2*x^2-480*a^5 *c^2*p*r^2*x-128*a^5*c^2*q*r^2*x-352*a^5*c*p^2*r^2*x-736*a^5*c*p*r^3*x-3344*a^5 *c*p*r^2*x^2-32*a^5*c*q^2*r^2*x-240*a^5*c*q*r^3*x-3344*a^5*c*q*r^2*x^2-16*a^6*p *q*r^2*x-96*a^5*b*p^2*r^2*x+210*g*p^3*q^4*r^2*x^2+960*g*p^3*q^3*r^3*x^2+126*g*p ^2*q^5*r^2*x^2+720*g*p^2*q^4*r^3*x^2+3168*a*b*c^2*g^4*x^2+42*g*p*q^6*r^2*x^2+ 288*g*p*q^5*r^3*x^2+60144*a*b*c^2*p^4*x^2-32*a^6*c*p*r^2*x+225*g^2*p^4*q^2*r^2* x^2+525*g^2*p^4*q*r^3*x^2+301056*a*b*c^4*p^2*x^2+300*g^2*p^3*q^3*r^2*x^2+1050*g ^2*p^3*q^2*r^3*x^2+301056*a*b*c^4*q^2*x^2+225*g^2*p^2*q^4*r^2*x^2+1050*g^2*p^2* q^3*r^3*x^2+31392*a*b*c^3*g^3*x^2+90*g^2*p*q^5*r^2*x^2+525*g^2*p*q^4*r^3*x^2+ 179712*a*b*c^3*p^3*x^2+42*g*p^6*q*r^2*x^2+126*g*p^5*q^2*r^2*x^2+288*g*p^5*q*r^3 *x^2+210*g*p^4*q^3*r^2*x^2+720*g*p^4*q^2*r^3*x^2+179712*a*b*c^3*q^3*x^2+60*g^4* p^3*q*r^2*x^2+90*g^4*p^2*q^2*r^2*x^2+225*g^4*p^2*q*r^3*x^2+173952*a*b*c^5*g*x^2 +60*g^4*p*q^3*r^2*x^2+225*g^4*p*q^2*r^3*x^2+268032*a*b*c^5*p*x^2+100*g^3*p^4*q* r^2*x^2+200*g^3*p^3*q^2*r^2*x^2+480*g^3*p^3*q*r^3*x^2+200*g^3*p^2*q^3*r^2*x^2+ 720*g^3*p^2*q^2*r^3*x^2+268032*a*b*c^5*q*x^2+100*g^3*p*q^4*r^2*x^2+480*g^3*p*q^ 3*r^3*x^2+112320*a*b*c^4*g^2*x^2+90*g^2*p^5*q*r^2*x^2+2*g^6*p*q*r^2*x^2+18*g^5* p^2*q*r^2*x^2+18*g^5*p*q^2*r^2*x^2+48*g^5*p*q*r^3*x^2+11340*a*b^2*p*q^4*x^2-\ 2376*a^2*b^2*c*g^2*p*r^2*x-792*a^2*b^2*c*g^2*q*r^2*x-8640*a^2*b^2*c*g*p^2*r^2*x -19224*a^2*b^2*c*g*p*r^3*x-73584*a^2*b^2*c*g*p*r^2*x^2-1584*a^2*b^2*c*g*q^2*r^2 *x-8280*a^2*b^2*c*g*q*r^3*x-73584*a^2*b^2*c*g*q*r^2*x^2-13320*a^2*b^2*c*p^2*q*r ^2*x-7704*a^2*b^2*c*p*q^2*r^2*x-26640*a^2*b^2*c*p*q*r^3*x-131904*a^2*b^2*c*p*q* r^2*x^2-14832*a^2*b^2*c^2*g*p*r^2*x-7056*a^2*b^2*c^2*g*q*r^2*x-23136*a^2*b^2*c^ 2*p*q*r^2*x-720*a^2*b^3*g*p*q*r^2*x-2272*a^2*b^3*c*g*p*r^2*x-832*a^2*b^3*c*g*q* r^2*x-4800*a^2*b^3*c*p*q*r^2*x-2216*a^3*c*g^2*p*q*r^2*x-6144*a^3*c*g*p^2*q*r^2* x-3456*a^3*c*g*p*q^2*r^2*x-12036*a^3*c*g*p*q*r^3*x-62904*a^3*c*g*p*q*r^2*x^2-\ 9848*a^3*c^2*g*p*q*r^2*x-528*a^3*b*g^2*p*q*r^2*x-2112*a^3*b*g*p^2*q*r^2*x-1056* a^3*b*g*p*q^2*r^2*x-4224*a^3*b*g*p*q*r^3*x-22368*a^3*b*g*p*q*r^2*x^2-1432*a^3*b *c*g^2*p*r^2*x-376*a^3*b*c*g^2*q*r^2*x-5536*a^3*b*c*g*p^2*r^2*x-12064*a^3*b*c*g *p*r^3*x-49056*a^3*b*c*g*p*r^2*x^2-832*a^3*b*c*g*q^2*r^2*x-4768*a^3*b*c*g*q*r^3 *x-49056*a^3*b*c*g*q*r^2*x^2-8664*a^3*b*c*p^2*q*r^2*x-4920*a^3*b*c*p*q^2*r^2*x-\ 17088*a^3*b*c*p*q*r^3*x-87936*a^3*b*c*p*q*r^2*x^2-3632*a^3*b*c^2*g*q*r^2*x-\ 14240*a^3*b*c^2*p*q*r^2*x-720*a^3*b^2*g*p*q*r^2*x-8816*a^3*b*c^2*g*p*r^2*x-2048 *a^3*b^2*c*g*p*r^2*x-608*a^3*b^2*c*g*q*r^2*x-4480*a^3*b^2*c*p*q*r^2*x-1480*a^4* c*g*p*q*r^2*x-912*a^4*b*c*g*p*r^2*x-192*a^4*b*c*g*q*r^2*x-2080*a^4*b*c*p*q*r^2* x-360*a^4*b*g*p*q*r^2*x+570*c*g*p^5*q*r^2*x^2+1425*c*g*p^4*q^2*r^2*x^2+3315*c*g *p^4*q*r^3*x^2+1900*c*g*p^3*q^3*r^2*x^2+6630*c*g*p^3*q^2*r^3*x^2+1425*c*g*p^2*q ^4*r^2*x^2+6630*c*g*p^2*q^3*r^3*x^2+570*c*g*p*q^5*r^2*x^2+3315*c*g*p*q^4*r^3*x^ 2+1356*c*g^3*p^2*q^2*r^2*x^2+3312*c*g^3*p^2*q*r^3*x^2+904*c*g^3*p*q^3*r^2*x^2+ 3312*c*g^3*p*q^2*r^3*x^2+1020*c*g^2*p^4*q*r^2*x^2+2040*c*g^2*p^3*q^2*r^2*x^2+ 4848*c*g^2*p^3*q*r^3*x^2+2040*c*g^2*p^2*q^3*r^2*x^2+7272*c*g^2*p^2*q^2*r^3*x^2+ 1020*c*g^2*p*q^4*r^2*x^2+4848*c*g^2*p*q^3*r^3*x^2+78*c*g^5*p*q*r^2*x^2+402*c*g^ 4*p^2*q*r^2*x^2+402*c*g^4*p*q^2*r^2*x^2+1020*c*g^4*p*q*r^3*x^2+904*c*g^3*p^3*q* r^2*x^2+2160*c*p^2*q^4*r^3*x^2+22680*a*b^2*p^3*q^2*x^2+126*c*p*q^6*r^2*x^2+864* c*p*q^5*r^3*x^2+22680*a*b^2*p^2*q^3*x^2+95*c*g*q^6*r^2*x^2+663*c*g*q^5*r^3*x^2+ 6804*a*b^2*g^2*q^3*x^2+126*c*p^6*q*r^2*x^2+378*c*p^5*q^2*r^2*x^2+864*c*p^5*q*r^ 3*x^2+6804*a*b^2*g*p^4*x^2+630*c*p^4*q^3*r^2*x^2+2160*c*p^4*q^2*r^3*x^2+6804*a* b^2*g*q^4*x^2+630*c*p^3*q^4*r^2*x^2+2880*c*p^3*q^3*r^3*x^2+11340*a*b^2*p^4*q*x^ 2+378*c*p^2*q^5*r^2*x^2+204*c*g^2*q^5*r^2*x^2+1212*c*g^2*q^4*r^3*x^2+2268*a*b^2 *g^3*q^2*x^2+95*c*g*p^6*r^2*x^2+663*c*g*p^5*r^3*x^2+6804*a*b^2*g^2*p^3*x^2+1104 *c*g^3*p^3*r^3*x^2+25416*a*b^2*c*p^4*x^2+226*c*g^3*q^4*r^2*x^2+1104*c*g^3*q^3*r ^3*x^2+25416*a*b^2*c*q^4*x^2+204*c*g^2*p^5*r^2*x^2+1212*c*g^2*p^4*r^3*x^2+2268* a*b^2*g^3*p^2*x^2+39*c*g^5*p^2*r^2*x^2+105*c*g^5*p*r^3*x^2+252288*a*b^2*c^3*q^2 *x^2+39*c*g^5*q^2*r^2*x^2+105*c*g^5*q*r^3*x^2+9072*a*b^2*c^2*g^3*x^2+134*c*g^4* p^3*r^2*x^2+510*c*g^4*p^2*r^3*x^2+113472*a*b^2*c^2*p^3*x^2+134*c*g^4*q^3*r^2*x^ 2+510*c*g^4*q^2*r^3*x^2+113472*a*b^2*c^2*q^3*x^2+226*c*g^3*p^4*r^2*x^2+4*c*g^6* p*r^2*x^2+4*c*g^6*q*r^2*x^2-764*a^5*p^2*r^2*x^2-288*a^5*p*r^4*x-888*a^5*p*r^3*x ^2-36*a^5*q^2*r^3*x-764*a^5*q^2*r^2*x^2-144*a^5*q*r^4*x-888*a^5*q*r^3*x^2-40*a^ 6*p*r^3*x-144*a^6*p*r^2*x^2-72*a^5*p^3*r^2*x-252*a^5*p^2*r^3*x+70*p^4*q^4*r^2*x ^2+315*p^4*q^3*r^3*x^2+56*p^3*q^5*r^2*x^2+315*p^3*q^4*r^3*x^2+28*p^2*q^6*r^2*x^ 2+189*p^2*q^5*r^3*x^2+8*p*q^7*r^2*x^2+63*p*q^6*r^3*x^2-16*a^6*p^2*r^2*x+6*g*q^7 *r^2*x^2+48*g*q^6*r^3*x^2+8*p^7*q*r^2*x^2+28*p^6*q^2*r^2*x^2+63*p^6*q*r^3*x^2+ 56*p^5*q^3*r^2*x^2+189*p^5*q^2*r^3*x^2+105*g^2*p^5*r^3*x^2+15*g^2*q^6*r^2*x^2+ 105*g^2*q^5*r^3*x^2+6*g*p^7*r^2*x^2+48*g*p^6*r^3*x^2+15*g^4*q^4*r^2*x^2+75*g^4* q^3*r^3*x^2+20*g^3*p^5*r^2*x^2+120*g^3*p^4*r^3*x^2+20*g^3*q^5*r^2*x^2+120*g^3*q ^4*r^3*x^2+15*g^2*p^6*r^2*x^2+g^6*q^2*r^2*x^2+3*g^6*q*r^3*x^2+6*g^5*p^3*r^2*x^2 +24*g^5*p^2*r^3*x^2+36*g^5*p*r^4*x^2+6*g^5*q^3*r^2*x^2+24*g^5*q^2*r^3*x^2+36*g^ 5*q*r^4*x^2+15*g^4*p^4*r^2*x^2+75*g^4*p^3*r^3*x^2+g^6*p^2*r^2*x^2+3*g^6*p*r^3*x ^2+18*c*q^7*r^2*x^2+144*c*q^6*r^3*x^2+18*c*p^7*r^2*x^2+144*c*p^6*r^3*x^2+142*c^ 2*q^6*r^2*x^2+990*c^2*q^5*r^3*x^2+16704*c^2*g^2*p*q^2*r^3*x^2+3220*c^2*g*p^4*q* r^2*x^2+6440*c^2*g*p^3*q^2*r^2*x^2+15240*c^2*g*p^3*q*r^3*x^2+6440*c^2*g*p^2*q^3 *r^2*x^2+22860*c^2*g*p^2*q^2*r^3*x^2+3220*c^2*g*p*q^4*r^2*x^2+15240*c^2*g*p*q^3 *r^3*x^2+892*c^2*g^4*p*q*r^2*x^2+3048*c^2*g^3*p^2*q*r^2*x^2+3048*c^2*g^3*p*q^2* r^2*x^2+7560*c^2*g^3*p*q*r^3*x^2+4608*c^2*g^2*p^3*q*r^2*x^2+6912*c^2*g^2*p^2*q^ 2*r^2*x^2+16704*c^2*g^2*p^2*q*r^3*x^2+4608*c^2*g^2*p*q^3*r^2*x^2+4544*c^3*g^3*p *q*r^2*x^2+10368*c^3*g^2*p^2*q*r^2*x^2+10368*c^3*g^2*p*q^2*r^2*x^2+25440*c^3*g^ 2*p*q*r^3*x^2+9680*c^3*g*p^3*q*r^2*x^2+14520*c^3*g*p^2*q^2*r^2*x^2+34920*c^3*g* p^2*q*r^3*x^2+9680*c^3*g*p*q^3*r^2*x^2+34920*c^3*g*p*q^2*r^3*x^2+852*c^2*p^5*q* r^2*x^2+2130*c^2*p^4*q^2*r^2*x^2+4950*c^2*p^4*q*r^3*x^2+2840*c^2*p^3*q^3*r^2*x^ 2+9900*c^2*p^3*q^2*r^3*x^2+279360*a*b^2*c^4*q*x^2+2130*c^2*p^2*q^4*r^2*x^2+9900 *c^2*p^2*q^3*r^3*x^2+67104*a*b^2*c^3*g^2*x^2+852*c^2*p*q^5*r^2*x^2+4950*c^2*p*q ^4*r^3*x^2+252288*a*b^2*c^3*p^2*x^2+1152*c^2*g^2*q^4*r^2*x^2+5568*c^2*g^2*q^3*r ^3*x^2+159552*a*b^2*c^4*g*x^2+644*c^2*g*p^5*r^2*x^2+3810*c^2*g*p^4*r^3*x^2+644* c^2*g*q^5*r^2*x^2+3810*c^2*g*q^4*r^3*x^2+279360*a*b^2*c^4*p*x^2+1016*c^2*g^3*p^ 3*r^2*x^2+3780*c^2*g^3*p^2*r^3*x^2+1016*c^2*g^3*q^3*r^2*x^2+3780*c^2*g^3*q^2*r^ 3*x^2+12672*a*b^3*p*q^3*x^2+1152*c^2*g^2*p^4*r^2*x^2+5568*c^2*g^2*p^3*r^3*x^2+ 84*c^2*g^5*p*r^2*x^2+84*c^2*g^5*q*r^2*x^2+446*c^2*g^4*p^2*r^2*x^2+1146*c^2*g^4* p*r^3*x^2+446*c^2*g^4*q^2*r^2*x^2+1146*c^2*g^4*q*r^3*x^2+19008*a*b^3*p^2*q^2*x^ 2+6400*c^3*p^2*q^3*r^2*x^2+22680*c^3*p^2*q^2*r^3*x^2+3200*c^3*p*q^4*r^2*x^2+ 15120*c^3*p*q^3*r^3*x^2+12672*a*b^3*p^3*q*x^2+12720*c^3*g^2*q^2*r^3*x^2+2420*c^ 3*g*p^4*r^2*x^2+11640*c^3*g*p^3*r^3*x^2+6336*a*b^3*g*p^3*x^2+2420*c^3*g*q^4*r^2 *x^2+11640*c^3*g*q^3*r^3*x^2+3200*c^3*p^4*q*r^2*x^2+6400*c^3*p^3*q^2*r^2*x^2+ 15120*c^3*p^3*q*r^3*x^2+6336*a*b^3*g*q^3*x^2+656*c^3*g^4*p*r^2*x^2+656*c^3*g^4* q*r^2*x^2+2272*c^3*g^3*p^2*r^2*x^2+5712*c^3*g^3*p*r^3*x^2+3168*a*b^3*g^2*p^2*x^ 2+2272*c^3*g^3*q^2*r^2*x^2+5712*c^3*g^3*q*r^3*x^2+3456*c^3*g^2*p^3*r^2*x^2+ 12720*c^3*g^2*p^2*r^3*x^2+3168*a*b^3*g^2*q^2*x^2+3456*c^3*g^2*q^3*r^2*x^2+11616 *c^4*g^2*p*q*r^2*x^2+16320*c^4*g*p^2*q*r^2*x^2+16320*c^4*g*p*q^2*r^2*x^2+39840* c^4*g*p*q*r^3*x^2+14624*c^5*g*p*q*r^2*x^2+450*b*g^2*p*q^4*r^2*x^2+2160*b*g^2*p* q^3*r^3*x^2+270*b*g*p^5*q*r^2*x^2+675*b*g*p^4*q^2*r^2*x^2+1575*b*g*p^4*q*r^3*x^ 2+900*b*g*p^3*q^3*r^2*x^2+3150*b*g*p^3*q^2*r^3*x^2+675*b*g*p^2*q^4*r^2*x^2+3150 *b*g*p^2*q^3*r^3*x^2+270*b*g*p*q^5*r^2*x^2+1575*b*g*p*q^4*r^3*x^2+360*b*g^4*p*q *r^3*x^2+360*b*g^3*p^3*q*r^2*x^2+540*b*g^3*p^2*q^2*r^2*x^2+1350*b*g^3*p^2*q*r^3 *x^2+360*b*g^3*p*q^3*r^2*x^2+1350*b*g^3*p*q^2*r^3*x^2+450*b*g^2*p^4*q*r^2*x^2+ 900*b*g^2*p^3*q^2*r^2*x^2+2160*b*g^2*p^3*q*r^3*x^2+900*b*g^2*p^2*q^3*r^2*x^2+ 3240*b*g^2*p^2*q^2*r^3*x^2+18*b*g^5*p*q*r^2*x^2+135*b*g^4*p^2*q*r^2*x^2+135*b*g ^4*p*q^2*r^2*x^2+14448*c^4*g^2*q*r^3*x^2+92544*a*b^3*c^2*p^2*x^2+5440*c^4*g*p^3 *r^2*x^2+19920*c^4*g*p^2*r^3*x^2+92544*a*b^3*c^2*q^2*x^2+5440*c^4*g*q^3*r^2*x^2 +19920*c^4*g*q^2*r^3*x^2+28032*a*b^3*c*p^3*x^2+7200*c^4*p^3*q*r^2*x^2+10800*c^4 *p^2*q^2*r^2*x^2+25920*c^4*p^2*q*r^3*x^2+28032*a*b^3*c*q^3*x^2+7200*c^4*p*q^3*r ^2*x^2+25920*c^4*p*q^2*r^3*x^2+2528*c^4*g^3*p*r^2*x^2+2528*c^4*g^3*q*r^2*x^2+ 5808*c^4*g^2*p^2*r^2*x^2+14448*c^4*g^2*p*r^3*x^2+12672*a*b^3*c^2*g^2*x^2+5808*c ^4*g^2*q^2*r^2*x^2+7312*c^5*g*p^2*r^2*x^2+18096*c^5*g*p*r^3*x^2+135168*a*b^3*c^ 3*p*x^2+7312*c^5*g*q^2*r^2*x^2+18096*c^5*g*q*r^3*x^2+9696*c^5*p^2*q*r^2*x^2+ 9696*c^5*p*q^2*r^2*x^2+23616*c^5*p*q*r^3*x^2+135168*a*b^3*c^3*q*x^2+5184*c^5*g^ 2*p*r^2*x^2+5184*c^5*g^2*q*r^2*x^2+5440*c^6*g*p*r^2*x^2+5440*c^6*g*q*r^2*x^2+ 7232*c^6*p*q*r^2*x^2+63*b*p^6*q*r^2*x^2+189*b*p^5*q^2*r^2*x^2+432*b*p^5*q*r^3*x ^2+2160*a*b^4*g*p^2*x^2+315*b*p^4*q^3*r^2*x^2+1080*b*p^4*q^2*r^3*x^2+2160*a*b^4 *g*q^2*x^2+315*b*p^3*q^4*r^2*x^2+1440*b*p^3*q^3*r^3*x^2+6480*a*b^4*p^2*q*x^2+ 189*b*p^2*q^5*r^2*x^2+1080*b*p^2*q^4*r^3*x^2+6480*a*b^4*p*q^2*x^2+63*b*p*q^6*r^ 2*x^2+432*b*p*q^5*r^3*x^2+62208*a*b^3*c^3*g*x^2+540*b*g^2*q^4*r^3*x^2+29760*a*b ^4*c^2*q*x^2+45*b*g*p^6*r^2*x^2+315*b*g*p^5*r^3*x^2+13920*a*b^4*c*p^2*x^2+45*b* g*q^6*r^2*x^2+315*b*g*q^5*r^3*x^2+13920*a*b^4*c*q^2*x^2+90*b*g^3*q^4*r^2*x^2+ 450*b*g^3*q^3*r^3*x^2+8640*a*b^4*c^2*g*x^2+90*b*g^2*p^5*r^2*x^2+540*b*g^2*p^4*r ^3*x^2+29760*a*b^4*c^2*p*x^2+90*b*g^2*q^5*r^2*x^2+45*b*g^4*p^3*r^2*x^2+180*b*g^ 4*p^2*r^3*x^2+7920*a^2*g*p^4*q*x^2+270*b*g^4*p*r^4*x^2+15840*a^2*g*p^3*q^2*x^2+ 15840*a^2*g*p^2*q^3*x^2+45*b*g^4*q^3*r^2*x^2+180*b*g^4*q^2*r^3*x^2+7920*a^2*g*p *q^4*x^2+270*b*g^4*q*r^4*x^2+2304*a*b^5*c*p*x^2+2304*a*b^5*c*q*x^2+90*b*g^3*p^4 *r^2*x^2+450*b*g^3*p^3*r^3*x^2+1152*a*b^5*p*q*x^2+9*b*g^5*p^2*r^2*x^2+27*b*g^5* p*r^3*x^2+9*b*g^5*q^2*r^2*x^2+27*b*g^5*q*r^3*x^2+3050*b*c*g*p^4*q*r^2*x^2+6100* b*c*g*p^3*q^2*r^2*x^2+14484*b*c*g*p^3*q*r^3*x^2+6100*b*c*g*p^2*q^3*r^2*x^2+ 21726*b*c*g*p^2*q^2*r^3*x^2+3050*b*c*g*p*q^4*r^2*x^2+14484*b*c*g*p*q^3*r^3*x^2+ 584*b*c*g^4*p*q*r^2*x^2+2406*b*c*g^3*p^2*q*r^2*x^2+2406*b*c*g^3*p*q^2*r^2*x^2+ 6102*b*c*g^3*p*q*r^3*x^2+4056*b*c*g^2*p^3*q*r^2*x^2+6084*b*c*g^2*p^2*q^2*r^2*x^ 2+14850*b*c*g^2*p^2*q*r^3*x^2+4056*b*c*g^2*p*q^3*r^2*x^2+14850*b*c*g^2*p*q^2*r^ 3*x^2+2840*b*c*p^3*q^3*r^2*x^2+9900*b*c*p^3*q^2*r^3*x^2+2130*b*c*p^2*q^4*r^2*x^ 2+9900*b*c*p^2*q^3*r^3*x^2+852*b*c*p*q^5*r^2*x^2+4950*b*c*p*q^4*r^3*x^2+3621*b* c*g*p^4*r^3*x^2+610*b*c*g*q^5*r^2*x^2+3621*b*c*g*q^4*r^3*x^2+852*b*c*p^5*q*r^2* x^2+2130*b*c*p^4*q^2*r^2*x^2+4950*b*c*p^4*q*r^3*x^2+1014*b*c*g^2*p^4*r^2*x^2+ 4950*b*c*g^2*p^3*r^3*x^2+1014*b*c*g^2*q^4*r^2*x^2+4950*b*c*g^2*q^3*r^3*x^2+610* b*c*g*p^5*r^2*x^2+292*b*c*g^4*p^2*r^2*x^2+786*b*c*g^4*p*r^3*x^2+292*b*c*g^4*q^2 *r^2*x^2+786*b*c*g^4*q*r^3*x^2+802*b*c*g^3*p^3*r^2*x^2+3051*b*c*g^3*p^2*r^3*x^2 +802*b*c*g^3*q^3*r^2*x^2+3051*b*c*g^3*q^2*r^3*x^2+36*b*c*g^5*p*r^2*x^2+36*b*c*g ^5*q*r^2*x^2+5328*b*c^2*g^3*p*q*r^2*x^2+13644*b*c^2*g^2*p^2*q*r^2*x^2+13644*b*c ^2*g^2*p*q^2*r^2*x^2+33804*b*c^2*g^2*p*q*r^3*x^2+13744*b*c^2*g*p^3*q*r^2*x^2+ 20616*b*c^2*g*p^2*q^2*r^2*x^2+49752*b*c^2*g*p^2*q*r^3*x^2+13744*b*c^2*g*p*q^3*r ^2*x^2+49752*b*c^2*g*p*q^2*r^3*x^2+4800*b*c^2*p^4*q*r^2*x^2+9600*b*c^2*p^3*q^2* r^2*x^2+22680*b*c^2*p^3*q*r^3*x^2+9600*b*c^2*p^2*q^3*r^2*x^2+34020*b*c^2*p^2*q^ 2*r^3*x^2+4800*b*c^2*p*q^4*r^2*x^2+22680*b*c^2*p*q^3*r^3*x^2+4548*b*c^2*g^2*q^3 *r^2*x^2+16902*b*c^2*g^2*q^2*r^3*x^2+3436*b*c^2*g*p^4*r^2*x^2+16584*b*c^2*g*p^3 *r^3*x^2+3436*b*c^2*g*q^4*r^2*x^2+16584*b*c^2*g*q^3*r^3*x^2+628*b*c^2*g^4*q*r^2 *x^2+2664*b*c^2*g^3*p^2*r^2*x^2+6840*b*c^2*g^3*p*r^3*x^2+2664*b*c^2*g^3*q^2*r^2 *x^2+6840*b*c^2*g^3*q*r^3*x^2+4548*b*c^2*g^2*p^3*r^2*x^2+16902*b*c^2*g^2*p^2*r^ 3*x^2+628*b*c^2*g^4*p*r^2*x^2+10288*b*c^3*g*q^3*r^2*x^2+37800*b*c^3*g*q^2*r^3*x ^2+14400*b*c^3*p^3*q*r^2*x^2+21600*b*c^3*p^2*q^2*r^2*x^2+51840*b*c^3*p^2*q*r^3* x^2+14400*b*c^3*p*q^3*r^2*x^2+51840*b*c^3*p*q^2*r^3*x^2+3912*b*c^3*g^3*p*r^2*x^ 2+3912*b*c^3*g^3*q*r^2*x^2+10152*b*c^3*g^2*p^2*r^2*x^2+25488*b*c^3*g^2*p*r^3*x^ 2+10152*b*c^3*g^2*q^2*r^2*x^2+25488*b*c^3*g^2*q*r^3*x^2+10288*b*c^3*g*p^3*r^2*x ^2+37800*b*c^3*g*p^2*r^3*x^2+11280*b*c^4*g^2*q*r^2*x^2+17264*b*c^4*g*p^2*r^2*x^ 2+42864*b*c^4*g*p*r^3*x^2+17264*b*c^4*g*q^2*r^2*x^2+42864*b*c^4*g*q*r^3*x^2+ 24240*b*c^4*p^2*q*r^2*x^2+24240*b*c^4*p*q^2*r^2*x^2+59040*b*c^4*p*q*r^3*x^2+ 11280*b*c^4*g^2*p*r^2*x^2+142*b*c*q^6*r^2*x^2+990*b*c*q^5*r^3*x^2+9504*a^2*g^2* p*q^3*x^2+142*b*c*p^6*r^2*x^2+990*b*c*p^5*r^3*x^2+5670*b*c^2*q^4*r^3*x^2+960*b* c^2*p^5*r^2*x^2+5670*b*c^2*p^4*r^3*x^2+14256*a^2*g^2*p^2*q^2*x^2+960*b*c^2*q^5* r^2*x^2+3600*b*c^3*p^4*r^2*x^2+17280*b*c^3*p^3*r^3*x^2+4752*a^2*g^3*p*q^2*x^2+ 3600*b*c^3*q^4*r^2*x^2+17280*b*c^3*q^3*r^3*x^2+9504*a^2*g^2*p^3*q*x^2+8080*b*c^ 4*q^3*r^2*x^2+29520*b*c^4*q^2*r^3*x^2+4752*a^2*g^3*p^2*q*x^2+8080*b*c^4*p^3*r^2 *x^2+29520*b*c^4*p^2*r^3*x^2+792*a^2*g^4*p*q*x^2+10848*b*c^5*p^2*r^2*x^2+26784* b*c^5*p*r^3*x^2+10848*b*c^5*q^2*r^2*x^2+26784*b*c^5*q*r^3*x^2+198*b^2*p*q^5*r^2 *x^2+1155*b^2*p*q^4*r^3*x^2+26760*a^2*c*p*q^4*x^2+8064*b*c^6*p*r^2*x^2+8064*b*c ^6*q*r^2*x^2+132*b^2*g*q^5*r^2*x^2+792*b^2*g*q^4*r^3*x^2+26760*a^2*c*p^4*q*x^2+ 198*b^2*p^5*q*r^2*x^2+495*b^2*p^4*q^2*r^2*x^2+1155*b^2*p^4*q*r^3*x^2+53520*a^2* c*p^3*q^2*x^2+660*b^2*p^3*q^3*r^2*x^2+2310*b^2*p^3*q^2*r^3*x^2+53520*a^2*c*p^2* q^3*x^2+495*b^2*p^2*q^4*r^2*x^2+2310*b^2*p^2*q^3*r^3*x^2+10260*a^2*c*g^3*q^2*x^ 2+21120*a^2*c*g^2*p^3*x^2+198*b^2*g^2*p^4*r^2*x^2+990*b^2*g^2*p^3*r^3*x^2+21120 *a^2*c*g^2*q^3*x^2+198*b^2*g^2*q^4*r^2*x^2+990*b^2*g^2*q^3*r^3*x^2+17796*a^2*c* g*p^4*x^2+132*b^2*g*p^5*r^2*x^2+792*b^2*g*p^4*r^3*x^2+17796*a^2*c*g*q^4*x^2+33* b^2*g^4*p^2*r^2*x^2+99*b^2*g^4*p*r^3*x^2+120288*a^2*c^2*p^3*q*x^2+33*b^2*g^4*q^ 2*r^2*x^2+99*b^2*g^4*q*r^3*x^2+180432*a^2*c^2*p^2*q^2*x^2+132*b^2*g^3*p^3*r^2*x ^2+528*b^2*g^3*p^2*r^3*x^2+120288*a^2*c^2*p*q^3*x^2+792*b^2*g^3*p*r^4*x^2+1584* a^2*c*g^4*p*x^2+1584*a^2*c*g^4*q*x^2+132*b^2*g^3*q^3*r^2*x^2+528*b^2*g^3*q^2*r^ 3*x^2+10260*a^2*c*g^3*p^2*x^2+792*b^2*g^3*q*r^4*x^2+15392*b*c^5*g*p*r^2*x^2+ 15392*b*c^5*g*q*r^2*x^2+21696*b*c^5*p*q*r^2*x^2+1320*b^2*g*p^2*q^3*r^2*x^2+4752 *b^2*g*p^2*q^2*r^3*x^2+660*b^2*g*p*q^4*r^2*x^2+3168*b^2*g*p*q^3*r^3*x^2+66*b^2* g^4*p*q*r^2*x^2+396*b^2*g^3*p^2*q*r^2*x^2+396*b^2*g^3*p*q^2*r^2*x^2+1056*b^2*g^ 3*p*q*r^3*x^2+792*b^2*g^2*p^3*q*r^2*x^2+1188*b^2*g^2*p^2*q^2*r^2*x^2+2970*b^2*g ^2*p^2*q*r^3*x^2+792*b^2*g^2*p*q^3*r^2*x^2+2970*b^2*g^2*p*q^2*r^3*x^2+660*b^2*g *p^4*q*r^2*x^2+1320*b^2*g*p^3*q^2*r^2*x^2+3168*b^2*g*p^3*q*r^3*x^2+1483*b^2*c*g *q^4*r^2*x^2+7236*b^2*c*g*q^3*r^3*x^2+2230*b^2*c*p^4*q*r^2*x^2+4460*b^2*c*p^3*q ^2*r^2*x^2+10584*b^2*c*p^3*q*r^3*x^2+4460*b^2*c*p^2*q^3*r^2*x^2+15876*b^2*c*p^2 *q^2*r^3*x^2+2230*b^2*c*p*q^4*r^2*x^2+10584*b^2*c*p*q^3*r^3*x^2+1760*b^2*c*g^2* p^3*r^2*x^2+6693*b^2*c*g^2*p^2*r^3*x^2+1760*b^2*c*g^2*q^3*r^2*x^2+6693*b^2*c*g^ 2*q^2*r^3*x^2+1483*b^2*c*g*p^4*r^2*x^2+7236*b^2*c*g*p^3*r^3*x^2+132*b^2*c*g^4*p *r^2*x^2+132*b^2*c*g^4*q*r^2*x^2+855*b^2*c*g^3*p^2*r^2*x^2+2301*b^2*c*g^3*p*r^3 *x^2+855*b^2*c*g^3*q^2*r^2*x^2+2301*b^2*c*g^3*q*r^3*x^2+20304*b*c^3*g^2*p*q*r^2 *x^2+30864*b*c^3*g*p^2*q*r^2*x^2+30864*b*c^3*g*p*q^2*r^2*x^2+75600*b*c^3*g*p*q* r^3*x^2+34528*b*c^4*g*p*q*r^2*x^2+8898*b^2*c*g*p^2*q^2*r^2*x^2+21708*b^2*c*g*p^ 2*q*r^3*x^2+5932*b^2*c*g*p*q^3*r^2*x^2+21708*b^2*c*g*p*q^2*r^3*x^2+1710*b^2*c*g ^3*p*q*r^2*x^2+5280*b^2*c*g^2*p^2*q*r^2*x^2+5280*b^2*c*g^2*p*q^2*r^2*x^2+13386* b^2*c*g^2*p*q*r^3*x^2+5932*b^2*c*g*p^3*q*r^2*x^2+6636*b^2*c^2*g*p^3*r^2*x^2+ 24642*b^2*c^2*g*p^2*r^3*x^2+6636*b^2*c^2*g*q^3*r^2*x^2+24642*b^2*c^2*g*q^2*r^3* x^2+10024*b^2*c^2*p^3*q*r^2*x^2+15036*b^2*c^2*p^2*q^2*r^2*x^2+36252*b^2*c^2*p^2 *q*r^3*x^2+10024*b^2*c^2*p*q^3*r^2*x^2+36252*b^2*c^2*p*q^2*r^3*x^2+1836*b^2*c^2 *g^3*p*r^2*x^2+1836*b^2*c^2*g^3*q*r^2*x^2+5834*b^2*c^2*g^2*p^2*r^2*x^2+14970*b^ 2*c^2*g^2*p*r^3*x^2+5834*b^2*c^2*g^2*q^2*r^2*x^2+14970*b^2*c^2*g^2*q*r^3*x^2+ 14784*b^2*c^3*g*p^2*r^2*x^2+37080*b^2*c^3*g*p*r^3*x^2+14784*b^2*c^3*g*q^2*r^2*x ^2+37080*b^2*c^3*g*q*r^3*x^2+22464*b^2*c^3*p^2*q*r^2*x^2+22464*b^2*c^3*p*q^2*r^ 2*x^2+54960*b^2*c^3*p*q*r^3*x^2+8552*b^2*c^3*g^2*p*r^2*x^2+8552*b^2*c^3*g^2*q*r ^2*x^2+16400*b^2*c^4*g*p*r^2*x^2+16400*b^2*c^4*g*q*r^2*x^2+25088*b^2*c^4*p*q*r^ 2*x^2+567*b^3*g^2*p*q^2*r^2*x^2+1512*b^3*g^2*p*q*r^3*x^2+756*b^3*g*p^3*q*r^2*x^ 2+1134*b^3*g*p^2*q^2*r^2*x^2+2835*b^3*g*p^2*q*r^3*x^2+756*b^3*g*p*q^3*r^2*x^2+ 2835*b^3*g*p*q^2*r^3*x^2+126*b^3*g^3*p*q*r^2*x^2+567*b^3*g^2*p^2*q*r^2*x^2+6372 *b^3*c*g*p^2*r^3*x^2+1676*b^3*c*g*q^3*r^2*x^2+6372*b^3*c*g*q^2*r^3*x^2+2824*b^3 *c*p^3*q*r^2*x^2+4236*b^3*c*p^2*q^2*r^2*x^2+10332*b^3*c*p^2*q*r^3*x^2+2824*b^3* c*p*q^3*r^2*x^2+10332*b^3*c*p*q^2*r^3*x^2+446*b^2*c*p^5*r^2*x^2+2646*b^2*c*p^4* r^3*x^2+446*b^2*c*q^5*r^2*x^2+2646*b^2*c*q^4*r^3*x^2+2506*b^2*c^2*p^4*r^2*x^2+ 12084*b^2*c^2*p^3*r^3*x^2+2506*b^2*c^2*q^4*r^2*x^2+12084*b^2*c^2*q^3*r^3*x^2+ 79632*a^2*c^2*g*q^3*x^2+7488*b^2*c^3*p^3*r^2*x^2+27480*b^2*c^3*p^2*r^3*x^2+ 79632*a^2*c^2*g*p^3*x^2+7488*b^2*c^3*q^3*r^2*x^2+27480*b^2*c^3*q^2*r^3*x^2+ 31104*b^2*c^4*p*r^3*x^2+70008*a^2*c^2*g^2*q^2*x^2+12544*b^2*c^4*q^2*r^2*x^2+ 31104*b^2*c^4*q*r^3*x^2+11168*b^2*c^5*p*r^2*x^2+11168*b^2*c^5*q*r^2*x^2+12544*b ^2*c^4*p^2*r^2*x^2+189*b^3*g*q^4*r^2*x^2+945*b^3*g*q^3*r^3*x^2+22032*a^2*c^2*g^ 3*q*x^2+315*b^3*p^4*q*r^2*x^2+630*b^3*p^3*q^2*r^2*x^2+1512*b^3*p^3*q*r^3*x^2+ 630*b^3*p^2*q^3*r^2*x^2+2268*b^3*p^2*q^2*r^3*x^2+70008*a^2*c^2*g^2*p^2*x^2+315* b^3*p*q^4*r^2*x^2+1512*b^3*p*q^3*r^3*x^2+189*b^3*g^2*p^3*r^2*x^2+756*b^3*g^2*p^ 2*r^3*x^2+1134*b^3*g^2*p*r^4*x^2+269568*a^2*c^3*p*q^2*x^2+189*b^3*g^2*q^3*r^2*x ^2+756*b^3*g^2*q^2*r^3*x^2+1134*b^3*g^2*q*r^4*x^2+22032*a^2*c^2*g^3*p*x^2+189*b ^3*g*p^4*r^2*x^2+945*b^3*g*p^3*r^3*x^2+63*b^3*g^3*p^2*r^2*x^2+189*b^3*g^3*p*r^3 *x^2+177408*a^2*c^3*g*q^2*x^2+63*b^3*g^3*q^2*r^2*x^2+189*b^3*g^3*q*r^3*x^2+ 269568*a^2*c^3*p^2*q*x^2+706*b^3*c*p^4*r^2*x^2+3444*b^3*c*p^3*r^3*x^2+102624*a^ 2*c^3*g^2*q*x^2+706*b^3*c*q^4*r^2*x^2+3444*b^3*c*q^3*r^3*x^2+177408*a^2*c^3*g*p ^2*x^2+3152*b^3*c^2*p^3*r^2*x^2+11700*b^3*c^2*p^2*r^3*x^2+102624*a^2*c^3*g^2*p* x^2+3152*b^3*c^2*q^3*r^2*x^2+11700*b^3*c^2*q^2*r^3*x^2+7008*b^3*c^3*p^2*r^2*x^2 +17568*b^3*c^3*p*r^3*x^2+196800*a^2*c^4*g*q*x^2+7008*b^3*c^3*q^2*r^2*x^2+17568* b^3*c^3*q*r^3*x^2+301056*a^2*c^4*p*q*x^2-7104*a^2*b*c*g^2*p*q*r^2*x-18888*a^2*b *c*g*p^2*q*r^2*x-10824*a^2*b*c*g*p*q^2*r^2*x-37524*a^2*b*c*g*p*q*r^3*x-188712*a ^2*b*c*g*p*q*r^2*x^2-32024*a^2*b*c^2*g*p*q*r^2*x-10224*a^2*b^2*c*g*p*q*r^2*x-\ 6368*a^3*b*c*g*p*q*r^2*x+142*c^2*p^6*r^2*x^2+990*c^2*p^5*r^3*x^2+3780*c^3*q^4*r ^3*x^2+640*c^3*p^5*r^2*x^2+3780*c^3*p^4*r^3*x^2+640*c^3*q^5*r^2*x^2+1800*c^4*q^ 4*r^2*x^2+8640*c^4*q^3*r^3*x^2+1800*c^4*p^4*r^2*x^2+8640*c^4*p^3*r^3*x^2+3232*c ^5*p^3*r^2*x^2+11808*c^5*p^2*r^3*x^2+3232*c^5*q^3*r^2*x^2+11808*c^5*q^2*r^3*x^2 +3616*c^6*p^2*r^2*x^2+8928*c^6*p*r^3*x^2+3616*c^6*q^2*r^2*x^2+8928*c^6*q*r^3*x^ 2+2304*c^7*p*r^2*x^2+2304*c^7*q*r^2*x^2+9*b*p^7*r^2*x^2+72*b*p^6*r^3*x^2+9*b*q^ 7*r^2*x^2+72*b*q^6*r^3*x^2+231*b^2*p^5*r^3*x^2+33*b^2*q^6*r^2*x^2+231*b^2*q^5*r ^3*x^2+33*b^2*p^6*r^2*x^2+378*b^3*q^4*r^3*x^2+63*b^3*p^5*r^2*x^2+378*b^3*p^4*r^ 3*x^2+63*b^3*q^5*r^2*x^2+66*b^4*p^4*r^2*x^2+330*b^4*p^3*r^3*x^2+66*b^4*q^4*r^2* x^2+330*b^4*q^3*r^3*x^2+11668*b^2*c^2*g^2*p*q*r^2*x^2+19908*b^2*c^2*g*p^2*q*r^2 *x^2+19908*b^2*c^2*g*p*q^2*r^2*x^2+49284*b^2*c^2*g*p*q*r^3*x^2+29568*b^2*c^3*g* p*q*r^2*x^2+2444*b^3*c*g^2*p*q*r^2*x^2+5028*b^3*c*g*p^2*q*r^2*x^2+5028*b^3*c*g* p*q^2*r^2*x^2+12744*b^3*c*g*p*q*r^3*x^2+11088*b^3*c^2*g*p*q*r^2*x^2+1704*b^4*c* g*p*q*r^2*x^2+252*b^3*c*g^3*p*r^2*x^2+252*b^3*c*g^3*q*r^2*x^2+1222*b^3*c*g^2*p^ 2*r^2*x^2+3288*b^3*c*g^2*p*r^3*x^2+1222*b^3*c*g^2*q^2*r^2*x^2+3288*b^3*c*g^2*q* r^3*x^2+1676*b^3*c*g*p^3*r^2*x^2+14220*b^3*c^2*g*p*r^3*x^2+5544*b^3*c^2*g*q^2*r ^2*x^2+14220*b^3*c^2*g*q*r^3*x^2+9456*b^3*c^2*p^2*q*r^2*x^2+9456*b^3*c^2*p*q^2* r^2*x^2+23400*b^3*c^2*p*q*r^3*x^2+2620*b^3*c^2*g^2*p*r^2*x^2+2620*b^3*c^2*g^2*q *r^2*x^2+5544*b^3*c^2*g*p^2*r^2*x^2+8112*b^3*c^3*g*p*r^2*x^2+8112*b^3*c^3*g*q*r ^2*x^2+14016*b^3*c^3*p*q*r^2*x^2+396*b^4*g*p^2*q*r^2*x^2+396*b^4*g*p*q^2*r^2*x^ 2+1056*b^4*g*p*q*r^3*x^2+132*b^4*g^2*p*q*r^2*x^2+1752*b^4*c*p*q^2*r^2*x^2+4440* b^4*c*p*q*r^3*x^2+264*b^4*c*g^2*p*r^2*x^2+264*b^4*c*g^2*q*r^2*x^2+852*b^4*c*g*p ^2*r^2*x^2+2292*b^4*c*g*p*r^3*x^2+852*b^4*c*g*q^2*r^2*x^2+2292*b^4*c*g*q*r^3*x^ 2+1752*b^4*c*p^2*q*r^2*x^2+1824*b^4*c^2*g*p*r^2*x^2+1824*b^4*c^2*g*q*r^2*x^2+ 3856*b^4*c^2*p*q*r^2*x^2+72*b^5*g*p*q*r^2*x^2+270*a*g*p*q^5*r^2*x^2+1575*a*g*p* q^4*r^3*x^2+144*b^5*c*g*p*r^2*x^2+144*b^5*c*g*q*r^2*x^2+464*b^5*c*p*q*r^2*x^2+ 3240*a*g^2*p^2*q^2*r^3*x^2+450*a*g^2*p*q^4*r^2*x^2+2160*a*g^2*p*q^3*r^3*x^2+270 *a*g*p^5*q*r^2*x^2+675*a*g*p^4*q^2*r^2*x^2+1575*a*g*p^4*q*r^3*x^2+900*a*g*p^3*q ^3*r^2*x^2+3150*a*g*p^3*q^2*r^3*x^2+675*a*g*p^2*q^4*r^2*x^2+3150*a*g*p^2*q^3*r^ 3*x^2+135*a*g^4*p^2*q*r^2*x^2+135*a*g^4*p*q^2*r^2*x^2+360*a*g^4*p*q*r^3*x^2+360 *a*g^3*p^3*q*r^2*x^2+540*a*g^3*p^2*q^2*r^2*x^2+1350*a*g^3*p^2*q*r^3*x^2+360*a*g ^3*p*q^3*r^2*x^2+1350*a*g^3*p*q^2*r^3*x^2+450*a*g^2*p^4*q*r^2*x^2+900*a*g^2*p^3 *q^2*r^2*x^2+2160*a*g^2*p^3*q*r^3*x^2+900*a*g^2*p^2*q^3*r^2*x^2+18*a*g^5*p*q*r^ 2*x^2+264*b^4*p^3*q*r^2*x^2+396*b^4*p^2*q^2*r^2*x^2+990*b^4*p^2*q*r^3*x^2+11340 *a^2*b*p*q^4*x^2+264*b^4*p*q^3*r^2*x^2+990*b^4*p*q^2*r^3*x^2+196800*a^2*c^4*g*p *x^2+7760*b^3*c^4*p*r^2*x^2+7760*b^3*c^4*q*r^2*x^2+66*b^4*g^2*p^2*r^2*x^2+198*b ^4*g^2*p*r^3*x^2+6804*a^2*b*g*p^4*x^2+66*b^4*g^2*q^2*r^2*x^2+198*b^4*g^2*q*r^3* x^2+132*b^4*g*p^3*r^2*x^2+528*b^4*g*p^2*r^3*x^2+792*b^4*g*p*r^4*x^2+6804*a^2*b* g*q^4*x^2+132*b^4*g*q^3*r^2*x^2+528*b^4*g*q^2*r^3*x^2+11340*a^2*b*p^4*q*x^2+792 *b^4*g*q*r^4*x^2+22680*a^2*b*p^3*q^2*x^2+22680*a^2*b*p^2*q^3*x^2+2220*b^4*c*p^2 *r^3*x^2+6804*a^2*b*g^2*q^3*x^2+584*b^4*c*q^3*r^2*x^2+2220*b^4*c*q^2*r^3*x^2+ 2816*b^4*c^3*p*r^2*x^2+2816*b^4*c^3*q*r^2*x^2+1928*b^4*c^2*p^2*r^2*x^2+4944*b^4 *c^2*p*r^3*x^2+2268*a^2*b*g^3*q^2*x^2+1928*b^4*c^2*q^2*r^2*x^2+4944*b^4*c^2*q*r ^3*x^2+6804*a^2*b*g^2*p^3*x^2+584*b^4*c*p^3*r^2*x^2+496*b^5*c^2*q*r^2*x^2+232*b ^5*c*p^2*r^2*x^2+624*b^5*c*p*r^3*x^2+25416*a^2*b*c*p^4*x^2+232*b^5*c*q^2*r^2*x^ 2+624*b^5*c*q*r^3*x^2+25416*a^2*b*c*q^4*x^2+36*b^5*g*p^2*r^2*x^2+108*b^5*g*p*r^ 3*x^2+36*b^5*g*q^2*r^2*x^2+108*b^5*g*q*r^3*x^2+2268*a^2*b*g^3*p^2*x^2+108*b^5*p ^2*q*r^2*x^2+108*b^5*p*q^2*r^2*x^2+288*b^5*p*q*r^3*x^2+63*a*p^6*q*r^2*x^2+189*a *p^5*q^2*r^2*x^2+432*a*p^5*q*r^3*x^2+315*a*p^4*q^3*r^2*x^2+1080*a*p^4*q^2*r^3*x ^2+315*a*p^3*q^4*r^2*x^2+1440*a*p^3*q^3*r^3*x^2+9072*a^2*b*c^2*g^3*x^2+189*a*p^ 2*q^5*r^2*x^2+1080*a*p^2*q^4*r^3*x^2+113472*a^2*b*c^2*p^3*x^2+63*a*p*q^6*r^2*x^ 2+432*a*p*q^5*r^3*x^2+113472*a^2*b*c^2*q^3*x^2+32*b^6*c*q*r^2*x^2+16*b^6*p*q*r^ 2*x^2+496*b^5*c^2*p*r^2*x^2+45*a*g*p^6*r^2*x^2+315*a*g*p^5*r^3*x^2+252288*a^2*b *c^3*q^2*x^2+45*a*g*q^6*r^2*x^2+315*a*g*q^5*r^3*x^2+90*a*g^2*p^5*r^2*x^2+540*a* g^2*p^4*r^3*x^2+252288*a^2*b*c^3*p^2*x^2+90*a*g^2*q^5*r^2*x^2+540*a*g^2*q^4*r^3 *x^2+270*a*g^4*p*r^4*x^2+279360*a^2*b*c^4*q*x^2+45*a*g^4*q^3*r^2*x^2+180*a*g^4* q^2*r^3*x^2+270*a*g^4*q*r^4*x^2+90*a*g^3*p^4*r^2*x^2+450*a*g^3*p^3*r^3*x^2+ 67104*a^2*b*c^3*g^2*x^2+90*a*g^3*q^4*r^2*x^2+450*a*g^3*q^3*r^3*x^2+9*a*g^5*p^2* r^2*x^2+27*a*g^5*p*r^3*x^2+9*a*g^5*q^2*r^2*x^2+27*a*g^5*q*r^3*x^2+279360*a^2*b* c^4*p*x^2+45*a*g^4*p^3*r^2*x^2+180*a*g^4*p^2*r^3*x^2+142*a*c*q^6*r^2*x^2+990*a* c*q^5*r^3*x^2+159552*a^2*b*c^4*g*x^2+3621*a*c*g*q^4*r^3*x^2+852*a*c*p^5*q*r^2*x ^2+2130*a*c*p^4*q^2*r^2*x^2+4950*a*c*p^4*q*r^3*x^2+2840*a*c*p^3*q^3*r^2*x^2+ 9900*a*c*p^3*q^2*r^3*x^2+2130*a*c*p^2*q^4*r^2*x^2+9900*a*c*p^2*q^3*r^3*x^2+852* a*c*p*q^5*r^2*x^2+4950*a*c*p*q^4*r^3*x^2+1014*a*c*g^2*q^4*r^2*x^2+4950*a*c*g^2* q^3*r^3*x^2+610*a*c*g*p^5*r^2*x^2+3621*a*c*g*p^4*r^3*x^2+610*a*c*g*q^5*r^2*x^2+ 3051*a*c*g^3*p^2*r^3*x^2+802*a*c*g^3*q^3*r^2*x^2+3051*a*c*g^3*q^2*r^3*x^2+1014* a*c*g^2*p^4*r^2*x^2+4950*a*c*g^2*p^3*r^3*x^2+36*a*c*g^5*p*r^2*x^2+36*a*c*g^5*q* r^2*x^2+292*a*c*g^4*p^2*r^2*x^2+786*a*c*g^4*p*r^3*x^2+292*a*c*g^4*q^2*r^2*x^2+ 786*a*c*g^4*q*r^3*x^2+802*a*c*g^3*p^3*r^2*x^2+3050*a*c*g*p*q^4*r^2*x^2+14484*a* c*g*p*q^3*r^3*x^2+4056*a*c*g^2*p^3*q*r^2*x^2+6084*a*c*g^2*p^2*q^2*r^2*x^2+14850 *a*c*g^2*p^2*q*r^3*x^2+4056*a*c*g^2*p*q^3*r^2*x^2+14850*a*c*g^2*p*q^2*r^3*x^2+ 3050*a*c*g*p^4*q*r^2*x^2+6100*a*c*g*p^3*q^2*r^2*x^2+14484*a*c*g*p^3*q*r^3*x^2+ 6100*a*c*g*p^2*q^3*r^2*x^2+21726*a*c*g*p^2*q^2*r^3*x^2+584*a*c*g^4*p*q*r^2*x^2+ 2406*a*c*g^3*p^2*q*r^2*x^2+2406*a*c*g^3*p*q^2*r^2*x^2+6102*a*c*g^3*p*q*r^3*x^2+ 3436*a*c^2*g*q^4*r^2*x^2+16584*a*c^2*g*q^3*r^3*x^2+4800*a*c^2*p^4*q*r^2*x^2+ 9600*a*c^2*p^3*q^2*r^2*x^2+22680*a*c^2*p^3*q*r^3*x^2+9600*a*c^2*p^2*q^3*r^2*x^2 +34020*a*c^2*p^2*q^2*r^3*x^2+4800*a*c^2*p*q^4*r^2*x^2+22680*a*c^2*p*q^3*r^3*x^2 +4548*a*c^2*g^2*p^3*r^2*x^2+16902*a*c^2*g^2*p^2*r^3*x^2+4548*a*c^2*g^2*q^3*r^2* x^2+16902*a*c^2*g^2*q^2*r^3*x^2+3436*a*c^2*g*p^4*r^2*x^2+16584*a*c^2*g*p^3*r^3* x^2+628*a*c^2*g^4*p*r^2*x^2+628*a*c^2*g^4*q*r^2*x^2+2664*a*c^2*g^3*p^2*r^2*x^2+ 6840*a*c^2*g^3*p*r^3*x^2+2664*a*c^2*g^3*q^2*r^2*x^2+6840*a*c^2*g^3*q*r^3*x^2+ 10288*a*c^3*g*q^3*r^2*x^2+37800*a*c^3*g*q^2*r^3*x^2+14400*a*c^3*p^3*q*r^2*x^2+ 21600*a*c^3*p^2*q^2*r^2*x^2+51840*a*c^3*p^2*q*r^3*x^2+14400*a*c^3*p*q^3*r^2*x^2 +51840*a*c^3*p*q^2*r^3*x^2+3912*a*c^3*g^3*q*r^2*x^2+10152*a*c^3*g^2*p^2*r^2*x^2 +25488*a*c^3*g^2*p*r^3*x^2+10152*a*c^3*g^2*q^2*r^2*x^2+25488*a*c^3*g^2*q*r^3*x^ 2+10288*a*c^3*g*p^3*r^2*x^2+37800*a*c^3*g*p^2*r^3*x^2+3912*a*c^3*g^3*p*r^2*x^2+ 5328*a*c^2*g^3*p*q*r^2*x^2+13644*a*c^2*g^2*p^2*q*r^2*x^2+13644*a*c^2*g^2*p*q^2* r^2*x^2+33804*a*c^2*g^2*p*q*r^3*x^2+13744*a*c^2*g*p^3*q*r^2*x^2+20616*a*c^2*g*p ^2*q^2*r^2*x^2+49752*a*c^2*g*p^2*q*r^3*x^2+13744*a*c^2*g*p*q^3*r^2*x^2+49752*a* c^2*g*p*q^2*r^3*x^2+20304*a*c^3*g^2*p*q*r^2*x^2+30864*a*c^3*g*p^2*q*r^2*x^2+ 30864*a*c^3*g*p*q^2*r^2*x^2+75600*a*c^3*g*p*q*r^3*x^2+34528*a*c^4*g*p*q*r^2*x^2 +2640*a*b*g*p^2*q^3*r^2*x^2+9504*a*b*g*p^2*q^2*r^3*x^2+1320*a*b*g*p*q^4*r^2*x^2 +6336*a*b*g*p*q^3*r^3*x^2+792*a*b*g^3*p*q^2*r^2*x^2+2112*a*b*g^3*p*q*r^3*x^2+ 1584*a*b*g^2*p^3*q*r^2*x^2+2376*a*b*g^2*p^2*q^2*r^2*x^2+5940*a*b*g^2*p^2*q*r^3* x^2+1584*a*b*g^2*p*q^3*r^2*x^2+5940*a*b*g^2*p*q^2*r^3*x^2+1320*a*b*g*p^4*q*r^2* x^2+2640*a*b*g*p^3*q^2*r^2*x^2+6336*a*b*g*p^3*q*r^3*x^2+42864*a*c^4*g*p*r^3*x^2 +17264*a*c^4*g*q^2*r^2*x^2+42864*a*c^4*g*q*r^3*x^2+24240*a*c^4*p^2*q*r^2*x^2+ 24240*a*c^4*p*q^2*r^2*x^2+59040*a*c^4*p*q*r^3*x^2+11280*a*c^4*g^2*p*r^2*x^2+ 11280*a*c^4*g^2*q*r^2*x^2+17264*a*c^4*g*p^2*r^2*x^2+15392*a*c^5*g*p*r^2*x^2+ 15392*a*c^5*g*q*r^2*x^2+21696*a*c^5*p*q*r^2*x^2+264*a*b*g*q^5*r^2*x^2+1584*a*b* g*q^4*r^3*x^2+396*a*b*p^5*q*r^2*x^2+990*a*b*p^4*q^2*r^2*x^2+2310*a*b*p^4*q*r^3* x^2+1320*a*b*p^3*q^3*r^2*x^2+4620*a*b*p^3*q^2*r^3*x^2+990*a*b*p^2*q^4*r^2*x^2+ 4620*a*b*p^2*q^3*r^3*x^2+396*a*b*p*q^5*r^2*x^2+2310*a*b*p*q^4*r^3*x^2+396*a*b*g ^2*q^4*r^2*x^2+1980*a*b*g^2*q^3*r^3*x^2+264*a*b*g*p^5*r^2*x^2+1584*a*b*g*p^4*r^ 3*x^2+1584*a*b*g^3*p*r^4*x^2+264*a*b*g^3*q^3*r^2*x^2+1056*a*b*g^3*q^2*r^3*x^2+ 1584*a*b*g^3*q*r^4*x^2+396*a*b*g^2*p^4*r^2*x^2+1980*a*b*g^2*p^3*r^3*x^2+66*a*b* g^4*p^2*r^2*x^2+198*a*b*g^4*p*r^3*x^2+66*a*b*g^4*q^2*r^2*x^2+198*a*b*g^4*q*r^3* x^2+264*a*b*g^3*p^3*r^2*x^2+1056*a*b*g^3*p^2*r^3*x^2+132*a*b*g^4*p*q*r^2*x^2+ 792*a*b*g^3*p^2*q*r^2*x^2+8920*a*b*c*p^2*q^3*r^2*x^2+31752*a*b*c*p^2*q^2*r^3*x^ 2+4460*a*b*c*p*q^4*r^2*x^2+21168*a*b*c*p*q^3*r^3*x^2+14472*a*b*c*g*p^3*r^3*x^2+ 2966*a*b*c*g*q^4*r^2*x^2+14472*a*b*c*g*q^3*r^3*x^2+4460*a*b*c*p^4*q*r^2*x^2+ 8920*a*b*c*p^3*q^2*r^2*x^2+21168*a*b*c*p^3*q*r^3*x^2+1710*a*b*c*g^3*q^2*r^2*x^2 +4602*a*b*c*g^3*q*r^3*x^2+3520*a*b*c*g^2*p^3*r^2*x^2+13386*a*b*c*g^2*p^2*r^3*x^ 2+3520*a*b*c*g^2*q^3*r^2*x^2+13386*a*b*c*g^2*q^2*r^3*x^2+2966*a*b*c*g*p^4*r^2*x ^2+264*a*b*c*g^4*p*r^2*x^2+264*a*b*c*g^4*q*r^2*x^2+1710*a*b*c*g^3*p^2*r^2*x^2+ 4602*a*b*c*g^3*p*r^3*x^2+11864*a*b*c*g*p^3*q*r^2*x^2+17796*a*b*c*g*p^2*q^2*r^2* x^2+43416*a*b*c*g*p^2*q*r^3*x^2+11864*a*b*c*g*p*q^3*r^2*x^2+43416*a*b*c*g*p*q^2 *r^3*x^2+3420*a*b*c*g^3*p*q*r^2*x^2+10560*a*b*c*g^2*p^2*q*r^2*x^2+10560*a*b*c*g ^2*p*q^2*r^2*x^2+26772*a*b*c*g^2*p*q*r^3*x^2+20048*a*b*c^2*p^3*q*r^2*x^2+30072* a*b*c^2*p^2*q^2*r^2*x^2+72504*a*b*c^2*p^2*q*r^3*x^2+20048*a*b*c^2*p*q^3*r^2*x^2 +72504*a*b*c^2*p*q^2*r^3*x^2+29940*a*b*c^2*g^2*p*r^3*x^2+11668*a*b*c^2*g^2*q^2* r^2*x^2+29940*a*b*c^2*g^2*q*r^3*x^2+13272*a*b*c^2*g*p^3*r^2*x^2+49284*a*b*c^2*g *p^2*r^3*x^2+13272*a*b*c^2*g*q^3*r^2*x^2+49284*a*b*c^2*g*q^2*r^3*x^2+3672*a*b*c ^2*g^3*p*r^2*x^2+3672*a*b*c^2*g^3*q*r^2*x^2+11668*a*b*c^2*g^2*p^2*r^2*x^2+17104 *a*b*c^3*g^2*q*r^2*x^2+29568*a*b*c^3*g*p^2*r^2*x^2+74160*a*b*c^3*g*p*r^3*x^2+ 29568*a*b*c^3*g*q^2*r^2*x^2+74160*a*b*c^3*g*q*r^3*x^2+44928*a*b*c^3*p^2*q*r^2*x ^2+44928*a*b*c^3*p*q^2*r^2*x^2+109920*a*b*c^3*p*q*r^3*x^2+17104*a*b*c^3*g^2*p*r ^2*x^2+32800*a*b*c^4*g*p*r^2*x^2+32800*a*b*c^4*g*q*r^2*x^2+50176*a*b*c^4*p*q*r^ 2*x^2+1701*a*b^2*g^2*p^2*q*r^2*x^2+1701*a*b^2*g^2*p*q^2*r^2*x^2+4536*a*b^2*g^2* p*q*r^3*x^2+2268*a*b^2*g*p^3*q*r^2*x^2+3402*a*b^2*g*p^2*q^2*r^2*x^2+8505*a*b^2* g*p^2*q*r^3*x^2+2268*a*b^2*g*p*q^3*r^2*x^2+8505*a*b^2*g*p*q^2*r^3*x^2+378*a*b^2 *g^3*p*q*r^2*x^2+892*a*b*c*p^5*r^2*x^2+5292*a*b*c*p^4*r^3*x^2+892*a*b*c*q^5*r^2 *x^2+5292*a*b*c*q^4*r^3*x^2+5012*a*b*c^2*q^4*r^2*x^2+24168*a*b*c^2*q^3*r^3*x^2+ 5012*a*b*c^2*p^4*r^2*x^2+24168*a*b*c^2*p^3*r^3*x^2+14976*a*b*c^3*q^3*r^2*x^2+ 54960*a*b*c^3*q^2*r^3*x^2+14976*a*b*c^3*p^3*r^2*x^2+54960*a*b*c^3*p^2*r^3*x^2+ 25088*a*b*c^4*p^2*r^2*x^2+62208*a*b*c^4*p*r^3*x^2+25088*a*b*c^4*q^2*r^2*x^2+ 62208*a*b*c^4*q*r^3*x^2+22336*a*b*c^5*p*r^2*x^2+22336*a*b*c^5*q*r^2*x^2+567*a*b ^2*g*q^4*r^2*x^2+2835*a*b^2*g*q^3*r^3*x^2+945*a*b^2*p^4*q*r^2*x^2+1890*a*b^2*p^ 3*q^2*r^2*x^2+4536*a*b^2*p^3*q*r^3*x^2+1890*a*b^2*p^2*q^3*r^2*x^2+6804*a*b^2*p^ 2*q^2*r^3*x^2+945*a*b^2*p*q^4*r^2*x^2+4536*a*b^2*p*q^3*r^3*x^2+3402*a*b^2*g^2*p *r^4*x^2+567*a*b^2*g^2*q^3*r^2*x^2+2268*a*b^2*g^2*q^2*r^3*x^2+3402*a*b^2*g^2*q* r^4*x^2+567*a*b^2*g*p^4*r^2*x^2+2835*a*b^2*g*p^3*r^3*x^2+189*a*b^2*g^3*p^2*r^2* x^2+567*a*b^2*g^3*p*r^3*x^2+189*a*b^2*g^3*q^2*r^2*x^2+567*a*b^2*g^3*q*r^3*x^2+ 567*a*b^2*g^2*p^3*r^2*x^2+2268*a*b^2*g^2*p^2*r^3*x^2+2118*a*b^2*c*p^4*r^2*x^2+ 10332*a*b^2*c*p^3*r^3*x^2+2118*a*b^2*c*q^4*r^2*x^2+10332*a*b^2*c*q^3*r^3*x^2+ 142*a*c*p^6*r^2*x^2+990*a*c*p^5*r^3*x^2+19008*a^2*b^2*p*q^3*x^2+960*a*c^2*q^5*r ^2*x^2+5670*a*c^2*q^4*r^3*x^2+960*a*c^2*p^5*r^2*x^2+5670*a*c^2*p^4*r^3*x^2+ 28512*a^2*b^2*p^2*q^2*x^2+3600*a*c^3*p^4*r^2*x^2+17280*a*c^3*p^3*r^3*x^2+3600*a *c^3*q^4*r^2*x^2+17280*a*c^3*q^3*r^3*x^2+19008*a^2*b^2*p^3*q*x^2+8080*a*c^4*q^3 *r^2*x^2+29520*a*c^4*q^2*r^3*x^2+8080*a*c^4*p^3*r^2*x^2+29520*a*c^4*p^2*r^3*x^2 +10848*a*c^5*p^2*r^2*x^2+26784*a*c^5*p*r^3*x^2+10848*a*c^5*q^2*r^2*x^2+26784*a* c^5*q*r^3*x^2+9504*a^2*b^2*g*q^3*x^2+8064*a*c^6*p*r^2*x^2+8064*a*c^6*q*r^2*x^2+ 66*a*b*p^6*r^2*x^2+462*a*b*p^5*r^3*x^2+66*a*b*q^6*r^2*x^2+462*a*b*q^5*r^3*x^2+ 9504*a^2*b^2*g*p^3*x^2+189*a*b^2*q^5*r^2*x^2+1134*a*b^2*q^4*r^3*x^2+189*a*b^2*p ^5*r^2*x^2+1134*a*b^2*p^4*r^3*x^2+4752*a^2*b^2*g^2*q^2*x^2+23336*a*b*c^2*g^2*p* q*r^2*x^2+39816*a*b*c^2*g*p^2*q*r^2*x^2+39816*a*b*c^2*g*p*q^2*r^2*x^2+98568*a*b *c^2*g*p*q*r^3*x^2+59136*a*b*c^3*g*p*q*r^2*x^2+7332*a*b^2*c*g^2*p*q*r^2*x^2+ 15084*a*b^2*c*g*p^2*q*r^2*x^2+15084*a*b^2*c*g*p*q^2*r^2*x^2+38232*a*b^2*c*g*p*q *r^3*x^2+33264*a*b^2*c^2*g*p*q*r^2*x^2+30996*a*b^2*c*p*q^2*r^3*x^2+5028*a*b^2*c *g*p^3*r^2*x^2+19116*a*b^2*c*g*p^2*r^3*x^2+5028*a*b^2*c*g*q^3*r^2*x^2+19116*a*b ^2*c*g*q^2*r^3*x^2+8472*a*b^2*c*p^3*q*r^2*x^2+12708*a*b^2*c*p^2*q^2*r^2*x^2+ 30996*a*b^2*c*p^2*q*r^3*x^2+8472*a*b^2*c*p*q^3*r^2*x^2+756*a*b^2*c*g^3*p*r^2*x^ 2+756*a*b^2*c*g^3*q*r^2*x^2+3666*a*b^2*c*g^2*p^2*r^2*x^2+9864*a*b^2*c*g^2*p*r^3 *x^2+3666*a*b^2*c*g^2*q^2*r^2*x^2+9864*a*b^2*c*g^2*q*r^3*x^2+28368*a*b^2*c^2*p* q^2*r^2*x^2+70200*a*b^2*c^2*p*q*r^3*x^2+7860*a*b^2*c^2*g^2*p*r^2*x^2+7860*a*b^2 *c^2*g^2*q*r^2*x^2+16632*a*b^2*c^2*g*p^2*r^2*x^2+42660*a*b^2*c^2*g*p*r^3*x^2+ 16632*a*b^2*c^2*g*q^2*r^2*x^2+42660*a*b^2*c^2*g*q*r^3*x^2+28368*a*b^2*c^2*p^2*q *r^2*x^2+24336*a*b^2*c^3*g*p*r^2*x^2+24336*a*b^2*c^3*g*q*r^2*x^2+42048*a*b^2*c^ 3*p*q*r^2*x^2+1584*a*b^3*g*p^2*q*r^2*x^2+1584*a*b^3*g*p*q^2*r^2*x^2+4224*a*b^3* g*p*q*r^3*x^2+528*a*b^3*g^2*p*q*r^2*x^2+9456*a*b^2*c^2*p^3*r^2*x^2+35100*a*b^2* c^2*p^2*r^3*x^2+9456*a*b^2*c^2*q^3*r^2*x^2+35100*a*b^2*c^2*q^2*r^3*x^2+21024*a* b^2*c^3*p^2*r^2*x^2+52704*a*b^2*c^3*p*r^3*x^2+21024*a*b^2*c^3*q^2*r^2*x^2+52704 *a*b^2*c^3*q*r^3*x^2+23280*a*b^2*c^4*p*r^2*x^2+23280*a*b^2*c^4*q*r^2*x^2+528*a* b^3*g*q^3*r^2*x^2+2112*a*b^3*g*q^2*r^3*x^2+3168*a*b^3*g*q*r^4*x^2+1056*a*b^3*p^ 3*q*r^2*x^2+1584*a*b^3*p^2*q^2*r^2*x^2+3960*a*b^3*p^2*q*r^3*x^2+1056*a*b^3*p*q^ 3*r^2*x^2+3960*a*b^3*p*q^2*r^3*x^2+264*a*b^3*g^2*p^2*r^2*x^2+792*a*b^3*g^2*p*r^ 3*x^2+264*a*b^3*g^2*q^2*r^2*x^2+792*a*b^3*g^2*q*r^3*x^2+528*a*b^3*g*p^3*r^2*x^2 +2112*a*b^3*g*p^2*r^3*x^2+3168*a*b^3*g*p*r^4*x^2+2336*a*b^3*c*q^3*r^2*x^2+8880* a*b^3*c*q^2*r^3*x^2+2336*a*b^3*c*p^3*r^2*x^2+8880*a*b^3*c*p^2*r^3*x^2+11264*a*b ^3*c^3*p*r^2*x^2+11264*a*b^3*c^3*q*r^2*x^2+7712*a*b^3*c^2*p^2*r^2*x^2+19776*a*b ^3*c^2*p*r^3*x^2+7712*a*b^3*c^2*q^2*r^2*x^2+19776*a*b^3*c^2*q*r^3*x^2+180*a*b^4 *g*q^2*r^2*x^2+540*a*b^4*g*q*r^3*x^2+540*a*b^4*p^2*q*r^2*x^2+540*a*b^4*p*q^2*r^ 2*x^2+1440*a*b^4*p*q*r^3*x^2+180*a*b^4*g*p^2*r^2*x^2+540*a*b^4*g*p*r^3*x^2+2480 *a*b^4*c^2*p*r^2*x^2+2480*a*b^4*c^2*q*r^2*x^2+1160*a*b^4*c*p^2*r^2*x^2+3120*a*b ^4*c*p*r^3*x^2+1160*a*b^4*c*q^2*r^2*x^2+3120*a*b^4*c*q*r^3*x^2+1320*a^2*g*p^2*q ^3*r^2*x^2+4752*a^2*g*p^2*q^2*r^3*x^2+660*a^2*g*p*q^4*r^2*x^2+3168*a^2*g*p*q^3* r^3*x^2+192*a*b^5*c*p*r^2*x^2+192*a*b^5*c*q*r^2*x^2+96*a*b^5*p*q*r^2*x^2+66*a^2 *g^4*p*q*r^2*x^2+396*a^2*g^3*p^2*q*r^2*x^2+396*a^2*g^3*p*q^2*r^2*x^2+1056*a^2*g ^3*p*q*r^3*x^2+792*a^2*g^2*p^3*q*r^2*x^2+1188*a^2*g^2*p^2*q^2*r^2*x^2+2970*a^2* g^2*p^2*q*r^3*x^2+792*a^2*g^2*p*q^3*r^2*x^2+2970*a^2*g^2*p*q^2*r^3*x^2+660*a^2* g*p^4*q*r^2*x^2+1320*a^2*g*p^3*q^2*r^2*x^2+3168*a^2*g*p^3*q*r^3*x^2+3408*a*b^3* c*g*p^2*r^2*x^2+9168*a*b^3*c*g*p*r^3*x^2+3408*a*b^3*c*g*q^2*r^2*x^2+9168*a*b^3* c*g*q*r^3*x^2+7008*a*b^3*c*p^2*q*r^2*x^2+7008*a*b^3*c*p*q^2*r^2*x^2+17760*a*b^3 *c*p*q*r^3*x^2+1056*a*b^3*c*g^2*p*r^2*x^2+1056*a*b^3*c*g^2*q*r^2*x^2+7296*a*b^3 *c^2*g*q*r^2*x^2+15424*a*b^3*c^2*p*q*r^2*x^2+7296*a*b^3*c^2*g*p*r^2*x^2+360*a*b ^4*g*p*q*r^2*x^2+720*a*b^4*c*g*p*r^2*x^2+720*a*b^4*c*g*q*r^2*x^2+2320*a*b^4*c*p *q*r^2*x^2+1710*a^2*c*g^3*p*q*r^2*x^2+5280*a^2*c*g^2*p^2*q*r^2*x^2+5280*a^2*c*g ^2*p*q^2*r^2*x^2+13386*a^2*c*g^2*p*q*r^3*x^2+5932*a^2*c*g*p^3*q*r^2*x^2+8898*a^ 2*c*g*p^2*q^2*r^2*x^2+21708*a^2*c*g*p^2*q*r^3*x^2+5932*a^2*c*g*p*q^3*r^2*x^2+ 21708*a^2*c*g*p*q^2*r^3*x^2+2230*a^2*c*p^4*q*r^2*x^2+4460*a^2*c*p^3*q^2*r^2*x^2 +10584*a^2*c*p^3*q*r^3*x^2+4460*a^2*c*p^2*q^3*r^2*x^2+15876*a^2*c*p^2*q^2*r^3*x ^2+2230*a^2*c*p*q^4*r^2*x^2+10584*a^2*c*p*q^3*r^3*x^2+1760*a^2*c*g^2*q^3*r^2*x^ 2+6693*a^2*c*g^2*q^2*r^3*x^2+1483*a^2*c*g*p^4*r^2*x^2+7236*a^2*c*g*p^3*r^3*x^2+ 1483*a^2*c*g*q^4*r^2*x^2+7236*a^2*c*g*q^3*r^3*x^2+132*a^2*c*g^4*q*r^2*x^2+855*a ^2*c*g^3*p^2*r^2*x^2+2301*a^2*c*g^3*p*r^3*x^2+855*a^2*c*g^3*q^2*r^2*x^2+2301*a^ 2*c*g^3*q*r^3*x^2+1760*a^2*c*g^2*p^3*r^2*x^2+6693*a^2*c*g^2*p^2*r^3*x^2+132*a^2 *c*g^4*p*r^2*x^2+10024*a^2*c^2*p*q^3*r^2*x^2+36252*a^2*c^2*p*q^2*r^3*x^2+5834*a ^2*c^2*g^2*q^2*r^2*x^2+14970*a^2*c^2*g^2*q*r^3*x^2+6636*a^2*c^2*g*p^3*r^2*x^2+ 24642*a^2*c^2*g*p^2*r^3*x^2+6636*a^2*c^2*g*q^3*r^2*x^2+24642*a^2*c^2*g*q^2*r^3* x^2+10024*a^2*c^2*p^3*q*r^2*x^2+15036*a^2*c^2*p^2*q^2*r^2*x^2+36252*a^2*c^2*p^2 *q*r^3*x^2+1836*a^2*c^2*g^3*p*r^2*x^2+1836*a^2*c^2*g^3*q*r^2*x^2+5834*a^2*c^2*g ^2*p^2*r^2*x^2+14970*a^2*c^2*g^2*p*r^3*x^2+264*a*b^3*p^4*r^2*x^2+1320*a*b^3*p^3 *r^3*x^2+264*a*b^3*q^4*r^2*x^2+1320*a*b^3*q^3*r^3*x^2+4752*a^2*b^2*g^2*p^2*x^2+ 48*a*b^5*p^2*r^2*x^2+144*a*b^5*p*r^3*x^2+48*a*b^5*q^2*r^2*x^2+144*a*b^5*q*r^3*x ^2+180*a*b^4*p^3*r^2*x^2+720*a*b^4*p^2*r^3*x^2+1080*a*b^4*p*r^4*x^2+180*a*b^4*q ^3*r^2*x^2+720*a*b^4*q^2*r^3*x^2+1080*a*b^4*q*r^4*x^2+132*a^2*g*q^5*r^2*x^2+792 *a^2*g*q^4*r^3*x^2+198*a^2*p^5*q*r^2*x^2+495*a^2*p^4*q^2*r^2*x^2+1155*a^2*p^4*q *r^3*x^2+660*a^2*p^3*q^3*r^2*x^2+2310*a^2*p^3*q^2*r^3*x^2+495*a^2*p^2*q^4*r^2*x ^2+2310*a^2*p^2*q^3*r^3*x^2+198*a^2*p*q^5*r^2*x^2+1155*a^2*p*q^4*r^3*x^2+990*a^ 2*g^2*p^3*r^3*x^2+198*a^2*g^2*q^4*r^2*x^2+990*a^2*g^2*q^3*r^3*x^2+132*a^2*g*p^5 *r^2*x^2+792*a^2*g*p^4*r^3*x^2+33*a^2*g^4*q^2*r^2*x^2+99*a^2*g^4*q*r^3*x^2+132* a^2*g^3*p^3*r^2*x^2+528*a^2*g^3*p^2*r^3*x^2+792*a^2*g^3*p*r^4*x^2+132*a^2*g^3*q ^3*r^2*x^2+528*a^2*g^3*q^2*r^3*x^2+792*a^2*g^3*q*r^4*x^2+198*a^2*g^2*p^4*r^2*x^ 2+33*a^2*g^4*p^2*r^2*x^2+99*a^2*g^4*p*r^3*x^2+446*a^2*c*p^5*r^2*x^2+2646*a^2*c* p^4*r^3*x^2+446*a^2*c*q^5*r^2*x^2+2646*a^2*c*q^4*r^3*x^2+2506*a^2*c^2*q^4*r^2*x ^2+12084*a^2*c^2*q^3*r^3*x^2+2506*a^2*c^2*p^4*r^2*x^2+12084*a^2*c^2*p^3*r^3*x^2 +7488*a^2*c^3*p^3*r^2*x^2+27480*a^2*c^3*p^2*r^3*x^2+7488*a^2*c^3*q^3*r^2*x^2+ 27480*a^2*c^3*q^2*r^3*x^2+49284*a^2*c^2*g*p*q*r^3*x^2+11668*a^2*c^2*g^2*p*q*r^2 *x^2+19908*a^2*c^2*g*p^2*q*r^2*x^2+19908*a^2*c^2*g*p*q^2*r^2*x^2+29568*a^2*c^3* g*p*q*r^2*x^2+2268*a^2*b*g*p^3*q*r^2*x^2+3402*a^2*b*g*p^2*q^2*r^2*x^2+8505*a^2* b*g*p^2*q*r^3*x^2+2268*a^2*b*g*p*q^3*r^2*x^2+8505*a^2*b*g*p*q^2*r^3*x^2+378*a^2 *b*g^3*p*q*r^2*x^2+1701*a^2*b*g^2*p^2*q*r^2*x^2+1701*a^2*b*g^2*p*q^2*r^2*x^2+ 4536*a^2*b*g^2*p*q*r^3*x^2+22464*a^2*c^3*p*q^2*r^2*x^2+54960*a^2*c^3*p*q*r^3*x^ 2+8552*a^2*c^3*g^2*p*r^2*x^2+8552*a^2*c^3*g^2*q*r^2*x^2+14784*a^2*c^3*g*p^2*r^2 *x^2+37080*a^2*c^3*g*p*r^3*x^2+14784*a^2*c^3*g*q^2*r^2*x^2+37080*a^2*c^3*g*q*r^ 3*x^2+22464*a^2*c^3*p^2*q*r^2*x^2+16400*a^2*c^4*g*p*r^2*x^2+16400*a^2*c^4*g*q*r ^2*x^2+25088*a^2*c^4*p*q*r^2*x^2+945*a^2*b*p^4*q*r^2*x^2+1890*a^2*b*p^3*q^2*r^2 *x^2+4536*a^2*b*p^3*q*r^3*x^2+1890*a^2*b*p^2*q^3*r^2*x^2+6804*a^2*b*p^2*q^2*r^3 *x^2+945*a^2*b*p*q^4*r^2*x^2+4536*a^2*b*p*q^3*r^3*x^2+567*a^2*b*g^2*q^3*r^2*x^2 +2268*a^2*b*g^2*q^2*r^3*x^2+3402*a^2*b*g^2*q*r^4*x^2+567*a^2*b*g*p^4*r^2*x^2+ 2835*a^2*b*g*p^3*r^3*x^2+567*a^2*b*g*q^4*r^2*x^2+2835*a^2*b*g*q^3*r^3*x^2+189*a ^2*b*g^3*p^2*r^2*x^2+567*a^2*b*g^3*p*r^3*x^2+189*a^2*b*g^3*q^2*r^2*x^2+567*a^2* b*g^3*q*r^3*x^2+567*a^2*b*g^2*p^3*r^2*x^2+2268*a^2*b*g^2*p^2*r^3*x^2+3402*a^2*b *g^2*p*r^4*x^2+2118*a^2*b*c*p^4*r^2*x^2+10332*a^2*b*c*p^3*r^3*x^2+2118*a^2*b*c* q^4*r^2*x^2+10332*a^2*b*c*q^3*r^3*x^2+30996*a^2*b*c*p^2*q*r^3*x^2+8472*a^2*b*c* p*q^3*r^2*x^2+30996*a^2*b*c*p*q^2*r^3*x^2+9864*a^2*b*c*g^2*q*r^3*x^2+5028*a^2*b *c*g*p^3*r^2*x^2+19116*a^2*b*c*g*p^2*r^3*x^2+5028*a^2*b*c*g*q^3*r^2*x^2+19116*a ^2*b*c*g*q^2*r^3*x^2+8472*a^2*b*c*p^3*q*r^2*x^2+12708*a^2*b*c*p^2*q^2*r^2*x^2+ 756*a^2*b*c*g^3*p*r^2*x^2+756*a^2*b*c*g^3*q*r^2*x^2+3666*a^2*b*c*g^2*p^2*r^2*x^ 2+9864*a^2*b*c*g^2*p*r^3*x^2+3666*a^2*b*c*g^2*q^2*r^2*x^2+16632*a^2*b*c^2*g*p^2 *r^2*x^2+42660*a^2*b*c^2*g*p*r^3*x^2+16632*a^2*b*c^2*g*q^2*r^2*x^2+42660*a^2*b* c^2*g*q*r^3*x^2+28368*a^2*b*c^2*p^2*q*r^2*x^2+28368*a^2*b*c^2*p*q^2*r^2*x^2+ 70200*a^2*b*c^2*p*q*r^3*x^2+7860*a^2*b*c^2*g^2*p*r^2*x^2+7860*a^2*b*c^2*g^2*q*r ^2*x^2+42048*a^2*b*c^3*p*q*r^2*x^2+24336*a^2*b*c^3*g*p*r^2*x^2+24336*a^2*b*c^3* g*q*r^2*x^2+792*a^2*b^2*g^2*p*q*r^2*x^2+2376*a^2*b^2*g*p^2*q*r^2*x^2+2376*a^2*b ^2*g*p*q^2*r^2*x^2+6336*a^2*b^2*g*p*q*r^3*x^2+6816*a*b^3*c*g*p*q*r^2*x^2+38232* a^2*b*c*g*p*q*r^3*x^2+7332*a^2*b*c*g^2*p*q*r^2*x^2+15084*a^2*b*c*g*p^2*q*r^2*x^ 2+15084*a^2*b*c*g*p*q^2*r^2*x^2+33264*a^2*b*c^2*g*p*q*r^2*x^2+9456*a^2*b*c^2*p^ 3*r^2*x^2+35100*a^2*b*c^2*p^2*r^3*x^2+9456*a^2*b*c^2*q^3*r^2*x^2+35100*a^2*b*c^ 2*q^2*r^3*x^2+52704*a^2*b*c^3*p*r^3*x^2+21024*a^2*b*c^3*q^2*r^2*x^2+52704*a^2*b *c^3*q*r^3*x^2+23280*a^2*b*c^4*p*r^2*x^2+23280*a^2*b*c^4*q*r^2*x^2+21024*a^2*b* c^3*p^2*r^2*x^2+5940*a^2*b^2*p^2*q*r^3*x^2+1584*a^2*b^2*p*q^3*r^2*x^2+5940*a^2* b^2*p*q^2*r^3*x^2+792*a^2*b^2*g*p^3*r^2*x^2+3168*a^2*b^2*g*p^2*r^3*x^2+4752*a^2 *b^2*g*p*r^4*x^2+792*a^2*b^2*g*q^3*r^2*x^2+3168*a^2*b^2*g*q^2*r^3*x^2+4752*a^2* b^2*g*q*r^4*x^2+1584*a^2*b^2*p^3*q*r^2*x^2+2376*a^2*b^2*p^2*q^2*r^2*x^2+396*a^2 *b^2*g^2*p^2*r^2*x^2+1188*a^2*b^2*g^2*p*r^3*x^2+396*a^2*b^2*g^2*q^2*r^2*x^2+ 1188*a^2*b^2*g^2*q*r^3*x^2+3504*a^2*b^2*c*p^3*r^2*x^2+13320*a^2*b^2*c*p^2*r^3*x ^2+3504*a^2*b^2*c*q^3*r^2*x^2+13320*a^2*b^2*c*q^2*r^3*x^2+11568*a^2*b^2*c^2*p^2 *r^2*x^2+29664*a^2*b^2*c^2*p*r^3*x^2+11568*a^2*b^2*c^2*q^2*r^2*x^2+29664*a^2*b^ 2*c^2*q*r^3*x^2+16896*a^2*b^2*c^3*p*r^2*x^2+16896*a^2*b^2*c^3*q*r^2*x^2+360*a^2 *b^3*g*p^2*r^2*x^2+1080*a^2*b^3*g*p*r^3*x^2+360*a^2*b^3*g*q^2*r^2*x^2+1080*a^2* b^3*g*q*r^3*x^2+1080*a^2*b^3*p^2*q*r^2*x^2+1080*a^2*b^3*p*q^2*r^2*x^2+2880*a^2* b^3*p*q*r^3*x^2+2320*a^2*b^3*c*p^2*r^2*x^2+6240*a^2*b^3*c*p*r^3*x^2+2320*a^2*b^ 3*c*q^2*r^2*x^2+6240*a^2*b^3*c*q*r^3*x^2+4960*a^2*b^3*c^2*p*r^2*x^2+4960*a^2*b^ 3*c^2*q*r^2*x^2+12544*a^2*c^4*q^2*r^2*x^2+31104*a^2*c^4*q*r^3*x^2+11168*a^2*c^5 *p*r^2*x^2+11168*a^2*c^5*q*r^2*x^2+12544*a^2*c^4*p^2*r^2*x^2+31104*a^2*c^4*p*r^ 3*x^2+189*a^2*b*q^5*r^2*x^2+1134*a^2*b*q^4*r^3*x^2+42048*a^2*b^2*c*q^3*x^2+189* a^2*b*p^5*r^2*x^2+1134*a^2*b*p^4*r^3*x^2+42048*a^2*b^2*c*p^3*x^2+396*a^2*b^2*p^ 4*r^2*x^2+1980*a^2*b^2*p^3*r^3*x^2+138816*a^2*b^2*c^2*p^2*x^2+396*a^2*b^2*q^4*r ^2*x^2+1980*a^2*b^2*q^3*r^3*x^2+138816*a^2*b^2*c^2*q^2*x^2+360*a^2*b^3*p^3*r^2* x^2+1440*a^2*b^3*p^2*r^3*x^2+12960*a^2*b^3*p^2*q*x^2+2160*a^2*b^3*p*r^4*x^2+ 12960*a^2*b^3*p*q^2*x^2+93312*a^2*b^2*c^3*g*x^2+360*a^2*b^3*q^3*r^2*x^2+1440*a^ 2*b^3*q^2*r^3*x^2+202752*a^2*b^2*c^3*p*x^2+2160*a^2*b^3*q*r^4*x^2+202752*a^2*b^ 2*c^3*q*x^2+19008*a^2*b^2*c^2*g^2*x^2+120*a^2*b^4*q^2*r^2*x^2+360*a^2*b^4*q*r^3 *x^2+315*a^3*p^4*q*r^2*x^2+630*a^3*p^3*q^2*r^2*x^2+1512*a^3*p^3*q*r^3*x^2+630*a ^3*p^2*q^3*r^2*x^2+2268*a^3*p^2*q^2*r^3*x^2+4320*a^2*b^3*g*p^2*x^2+315*a^3*p*q^ 4*r^2*x^2+1512*a^3*p*q^3*r^3*x^2+120*a^2*b^4*p^2*r^2*x^2+360*a^2*b^4*p*r^3*x^2+ 4320*a^2*b^3*g*q^2*x^2+1134*a^3*g^2*p*r^4*x^2+2880*a^2*b^4*p*q*x^2+189*a^3*g^2* q^3*r^2*x^2+756*a^3*g^2*q^2*r^3*x^2+17280*a^2*b^3*c^2*g*x^2+1134*a^3*g^2*q*r^4* x^2+59520*a^2*b^3*c^2*p*x^2+59520*a^2*b^3*c^2*q*x^2+189*a^3*g*p^4*r^2*x^2+945*a ^3*g*p^3*r^3*x^2+27840*a^2*b^3*c*p^2*x^2+189*a^3*g*q^4*r^2*x^2+945*a^3*g*q^3*r^ 3*x^2+27840*a^2*b^3*c*q^2*x^2+63*a^3*g^3*p^2*r^2*x^2+189*a^3*g^3*p*r^3*x^2+63*a ^3*g^3*q^2*r^2*x^2+189*a^3*g^3*q*r^3*x^2+5760*a^2*b^4*c*q*x^2+189*a^3*g^2*p^3*r ^2*x^2+756*a^3*g^2*p^2*r^3*x^2+706*a^3*c*q^4*r^2*x^2+3444*a^3*c*q^3*r^3*x^2+ 5112*a^2*b^2*c*g*q^2*r^2*x^2+13752*a^2*b^2*c*g*q*r^3*x^2+10512*a^2*b^2*c*p^2*q* r^2*x^2+10512*a^2*b^2*c*p*q^2*r^2*x^2+26640*a^2*b^2*c*p*q*r^3*x^2+1584*a^2*b^2* c*g^2*p*r^2*x^2+1584*a^2*b^2*c*g^2*q*r^2*x^2+5112*a^2*b^2*c*g*p^2*r^2*x^2+13752 *a^2*b^2*c*g*p*r^3*x^2+10944*a^2*b^2*c^2*g*q*r^2*x^2+23136*a^2*b^2*c^2*p*q*r^2* x^2+10944*a^2*b^2*c^2*g*p*r^2*x^2+720*a^2*b^3*g*p*q*r^2*x^2+4640*a^2*b^3*c*p*q* r^2*x^2+1440*a^2*b^3*c*g*p*r^2*x^2+1440*a^2*b^3*c*g*q*r^2*x^2+2444*a^3*c*g^2*p* q*r^2*x^2+5028*a^3*c*g*p^2*q*r^2*x^2+5028*a^3*c*g*p*q^2*r^2*x^2+12744*a^3*c*g*p *q*r^3*x^2+480*a^2*b^4*c*q*r^2*x^2+240*a^2*b^4*p*q*r^2*x^2+567*a^3*g^2*p^2*q*r^ 2*x^2+567*a^3*g^2*p*q^2*r^2*x^2+1512*a^3*g^2*p*q*r^3*x^2+756*a^3*g*p^3*q*r^2*x^ 2+1134*a^3*g*p^2*q^2*r^2*x^2+2835*a^3*g*p^2*q*r^3*x^2+756*a^3*g*p*q^3*r^2*x^2+ 2835*a^3*g*p*q^2*r^3*x^2+480*a^2*b^4*c*p*r^2*x^2+126*a^3*g^3*p*q*r^2*x^2+2824*a ^3*c*p^3*q*r^2*x^2+4236*a^3*c*p^2*q^2*r^2*x^2+10332*a^3*c*p^2*q*r^3*x^2+2824*a^ 3*c*p*q^3*r^2*x^2+10332*a^3*c*p*q^2*r^3*x^2+1222*a^3*c*g^2*p^2*r^2*x^2+3288*a^3 *c*g^2*p*r^3*x^2+1222*a^3*c*g^2*q^2*r^2*x^2+3288*a^3*c*g^2*q*r^3*x^2+1676*a^3*c *g*p^3*r^2*x^2+6372*a^3*c*g*p^2*r^3*x^2+1676*a^3*c*g*q^3*r^2*x^2+6372*a^3*c*g*q ^2*r^3*x^2+252*a^3*c*g^3*p*r^2*x^2+252*a^3*c*g^3*q*r^2*x^2+14220*a^3*c^2*g*p*r^ 3*x^2+5544*a^3*c^2*g*q^2*r^2*x^2+14220*a^3*c^2*g*q*r^3*x^2+9456*a^3*c^2*p^2*q*r ^2*x^2+9456*a^3*c^2*p*q^2*r^2*x^2+23400*a^3*c^2*p*q*r^3*x^2+2620*a^3*c^2*g^2*p* r^2*x^2+2620*a^3*c^2*g^2*q*r^2*x^2+5544*a^3*c^2*g*p^2*r^2*x^2+8112*a^3*c^3*g*p* r^2*x^2+8112*a^3*c^3*g*q*r^2*x^2+14016*a^3*c^3*p*q*r^2*x^2+11088*a^3*c^2*g*p*q* r^2*x^2+528*a^3*b*g^2*p*q*r^2*x^2+1584*a^3*b*g*p^2*q*r^2*x^2+1584*a^3*b*g*p*q^2 *r^2*x^2+4224*a^3*b*g*p*q*r^3*x^2+3408*a^3*b*c*g*p^2*r^2*x^2+9168*a^3*b*c*g*p*r ^3*x^2+3408*a^3*b*c*g*q^2*r^2*x^2+9168*a^3*b*c*g*q*r^3*x^2+7008*a^3*b*c*p^2*q*r ^2*x^2+7008*a^3*b*c*p*q^2*r^2*x^2+17760*a^3*b*c*p*q*r^3*x^2+1056*a^3*b*c*g^2*p* r^2*x^2+1056*a^3*b*c*g^2*q*r^2*x^2+7296*a^3*b*c^2*g*q*r^2*x^2+15424*a^3*b*c^2*p *q*r^2*x^2+7296*a^3*b*c^2*g*p*r^2*x^2+720*a^3*b^2*g*p*q*r^2*x^2+3960*a^3*b*p*q^ 2*r^3*x^2+528*a^3*b*g*p^3*r^2*x^2+2112*a^3*b*g*p^2*r^3*x^2+3168*a^3*b*g*p*r^4*x ^2+528*a^3*b*g*q^3*r^2*x^2+2112*a^3*b*g*q^2*r^3*x^2+3168*a^3*b*g*q*r^4*x^2+1056 *a^3*b*p^3*q*r^2*x^2+1584*a^3*b*p^2*q^2*r^2*x^2+3960*a^3*b*p^2*q*r^3*x^2+1056*a ^3*b*p*q^3*r^2*x^2+264*a^3*b*g^2*p^2*r^2*x^2+792*a^3*b*g^2*p*r^3*x^2+264*a^3*b* g^2*q^2*r^2*x^2+792*a^3*b*g^2*q*r^3*x^2+2336*a^3*b*c*q^3*r^2*x^2+8880*a^3*b*c*q ^2*r^3*x^2+2336*a^3*b*c*p^3*r^2*x^2+8880*a^3*b*c*p^2*r^3*x^2+7712*a^3*b*c^2*p^2 *r^2*x^2+19776*a^3*b*c^2*p*r^3*x^2+7712*a^3*b*c^2*q^2*r^2*x^2+19776*a^3*b*c^2*q *r^3*x^2+11264*a^3*b*c^3*p*r^2*x^2+11264*a^3*b*c^3*q*r^2*x^2+360*a^3*b^2*g*p^2* r^2*x^2+1080*a^3*b^2*g*p*r^3*x^2+360*a^3*b^2*g*q^2*r^2*x^2+1080*a^3*b^2*g*q*r^3 *x^2+1080*a^3*b^2*p^2*q*r^2*x^2+1080*a^3*b^2*p*q^2*r^2*x^2+2880*a^3*b^2*p*q*r^3 *x^2+2320*a^3*b^2*c*p^2*r^2*x^2+6240*a^3*b^2*c*p*r^3*x^2+2320*a^3*b^2*c*q^2*r^2 *x^2+6240*a^3*b^2*c*q*r^3*x^2+4960*a^3*b^2*c^2*p*r^2*x^2+4960*a^3*b^2*c^2*q*r^2 *x^2+320*a^3*b^3*p*q*r^2*x^2+706*a^3*c*p^4*r^2*x^2+3444*a^3*c*p^3*r^3*x^2+5760* a^2*b^4*c*p*x^2+3152*a^3*c^2*p^3*r^2*x^2+11700*a^3*c^2*p^2*r^3*x^2+13608*a^3*g* p^2*q^2*x^2+3152*a^3*c^2*q^3*r^2*x^2+11700*a^3*c^2*q^2*r^3*x^2+9072*a^3*g*p*q^3 *x^2+17568*a^3*c^3*p*r^3*x^2+6804*a^3*g^2*p*q^2*x^2+7008*a^3*c^3*q^2*r^2*x^2+ 17568*a^3*c^3*q*r^3*x^2+9072*a^3*g*p^3*q*x^2+7760*a^3*c^4*p*r^2*x^2+7760*a^3*c^ 4*q*r^2*x^2+7008*a^3*c^3*p^2*r^2*x^2+1320*a^3*b*p^3*r^3*x^2+264*a^3*b*q^4*r^2*x ^2+1320*a^3*b*q^3*r^3*x^2+264*a^3*b*p^4*r^2*x^2+33888*a^3*c*p*q^3*x^2+1512*a^3* g^3*p*q*x^2+360*a^3*b^2*q^3*r^2*x^2+1440*a^3*b^2*q^2*r^3*x^2+2160*a^3*b^2*q*r^4 *x^2+6804*a^3*g^2*p^2*q*x^2+360*a^3*b^2*p^3*r^2*x^2+1440*a^3*b^2*p^2*r^3*x^2+ 50832*a^3*c*p^2*q^2*x^2+2160*a^3*b^2*p*r^4*x^2+160*a^3*b^3*p^2*r^2*x^2+480*a^3* b^3*p*r^3*x^2+160*a^3*b^3*q^2*r^2*x^2+480*a^3*b^3*q*r^3*x^2+132*a^4*g*q^3*r^2*x ^2+528*a^4*g*q^2*r^3*x^2+792*a^4*g*q*r^4*x^2+264*a^4*p^3*q*r^2*x^2+396*a^4*p^2* q^2*r^2*x^2+990*a^4*p^2*q*r^3*x^2+264*a^4*p*q^3*r^2*x^2+990*a^4*p*q^2*r^3*x^2+ 33888*a^3*c*p^3*q*x^2+66*a^4*g^2*p^2*r^2*x^2+198*a^4*g^2*p*r^3*x^2+20112*a^3*c* g*p^3*x^2+66*a^4*g^2*q^2*r^2*x^2+198*a^4*g^2*q*r^3*x^2+20112*a^3*c*g*q^3*x^2+ 132*a^4*g*p^3*r^2*x^2+528*a^4*g*p^2*r^3*x^2+792*a^4*g*p*r^4*x^2+584*a^4*c*p^3*r ^2*x^2+2220*a^4*c*p^2*r^3*x^2+14664*a^3*c*g^2*p^2*x^2+584*a^4*c*q^3*r^2*x^2+ 2220*a^4*c*q^2*r^3*x^2+14664*a^3*c*g^2*q^2*x^2+3024*a^3*c*g^3*p*x^2+1928*a^4*c^ 2*q^2*r^2*x^2+4944*a^4*c^2*q*r^3*x^2+3024*a^3*c*g^3*q*x^2+2816*a^4*c^3*p*r^2*x^ 2+2816*a^4*c^3*q*r^2*x^2+1928*a^4*c^2*p^2*r^2*x^2+4944*a^4*c^2*p*r^3*x^2+640*a^ 3*b^3*c*p*r^2*x^2+640*a^3*b^3*c*q*r^2*x^2+132*a^4*g^2*p*q*r^2*x^2+396*a^4*g*p^2 *q*r^2*x^2+396*a^4*g*p*q^2*r^2*x^2+1056*a^4*g*p*q*r^3*x^2+852*a^4*c*g*q^2*r^2*x ^2+2292*a^4*c*g*q*r^3*x^2+1752*a^4*c*p^2*q*r^2*x^2+1752*a^4*c*p*q^2*r^2*x^2+ 4440*a^4*c*p*q*r^3*x^2+264*a^4*c*g^2*p*r^2*x^2+264*a^4*c*g^2*q*r^2*x^2+852*a^4* c*g*p^2*r^2*x^2+2292*a^4*c*g*p*r^3*x^2+1824*a^4*c^2*g*p*r^2*x^2+1824*a^4*c^2*g* q*r^2*x^2+3856*a^4*c^2*p*q*r^2*x^2+540*a^4*b*p*q^2*r^2*x^2+1440*a^4*b*p*q*r^3*x ^2+180*a^4*b*g*p^2*r^2*x^2+540*a^4*b*g*p*r^3*x^2+180*a^4*b*g*q^2*r^2*x^2+540*a^ 4*b*g*q*r^3*x^2+540*a^4*b*p^2*q*r^2*x^2+1160*a^4*b*c*p^2*r^2*x^2+3120*a^4*b*c*p *r^3*x^2+1160*a^4*b*c*q^2*r^2*x^2+3120*a^4*b*c*q*r^3*x^2+240*a^4*b^2*p*q*r^2*x^ 2+2480*a^4*b*c^2*p*r^2*x^2+2480*a^4*b*c^2*q*r^2*x^2+9*a*q^7*r^2*x^2+72*a*q^6*r^ 3*x^2+24*b^6*q*r^3*x^2+36*b^5*p^3*r^2*x^2+144*b^5*p^2*r^3*x^2+216*b^5*p*r^4*x^2 +36*b^5*q^3*r^2*x^2+144*b^5*q^2*r^3*x^2+216*b^5*q*r^4*x^2+9*a*p^7*r^2*x^2+72*a* p^6*r^3*x^2+33*a^2*p^6*r^2*x^2+231*a^2*p^5*r^3*x^2+33*a^2*q^6*r^2*x^2+231*a^2*q ^5*r^3*x^2+63*a^3*q^5*r^2*x^2+378*a^3*q^4*r^3*x^2+63*a^3*p^5*r^2*x^2+378*a^3*p^ 4*r^3*x^2+66*a^4*q^4*r^2*x^2+330*a^4*q^3*r^3*x^2+66*a^4*p^4*r^2*x^2+330*a^4*p^3 *r^3*x^2+36*a^5*p^3*r^2*x^2+144*a^5*p^2*r^3*x^2+216*a^5*p*r^4*x^2+36*a^5*q^3*r^ 2*x^2+144*a^5*q^2*r^3*x^2+216*a^5*q*r^4*x^2+8*a^6*p^2*r^2*x^2+24*a^6*p*r^3*x^2+ 720*a^4*b*p^2*r^3*x^2+1080*a^4*b*p*r^4*x^2+66528*a^3*c^2*g*p^2*x^2+180*a^4*b*q^ 3*r^2*x^2+720*a^4*b*q^2*r^3*x^2+66528*a^3*c^2*g*q^2*x^2+1080*a^4*b*q*r^4*x^2+ 113472*a^3*c^2*p^2*q*x^2+113472*a^3*c^2*p*q^2*x^2+180*a^4*b*p^3*r^2*x^2+120*a^4 *b^2*p^2*r^2*x^2+360*a^4*b^2*p*r^3*x^2+31440*a^3*c^2*g^2*p*x^2+120*a^4*b^2*q^2* r^2*x^2+360*a^4*b^2*q*r^3*x^2+31440*a^3*c^2*g^2*q*x^2+36*a^5*g*q^2*r^2*x^2+108* a^5*g*q*r^3*x^2+97344*a^3*c^3*g*q*x^2+108*a^5*p^2*q*r^2*x^2+108*a^5*p*q^2*r^2*x ^2+288*a^5*p*q*r^3*x^2+168192*a^3*c^3*p*q*x^2+36*a^5*g*p^2*r^2*x^2+108*a^5*g*p* r^3*x^2+97344*a^3*c^3*g*p*x^2+232*a^5*c*p^2*r^2*x^2+624*a^5*c*p*r^3*x^2+232*a^5 *c*q^2*r^2*x^2+624*a^5*c*q*r^3*x^2+12672*a^3*b*p*q^3*x^2+19008*a^3*b*p^2*q^2*x^ 2+48*a^5*b*q^2*r^2*x^2+144*a^5*b*q*r^3*x^2+496*a^5*c^2*p*r^2*x^2+496*a^5*c^2*q* r^2*x^2+48*a^5*b*p^2*r^2*x^2+144*a^5*b*p*r^3*x^2+16*a^6*p*q*r^2*x^2+32*a^6*c*p* r^2*x^2+3168*a^3*b*g^2*p^2*x^2+3168*a^3*b*g^2*q^2*x^2+6336*a^3*b*g*p^3*x^2+6336 *a^3*b*g*q^3*x^2+12672*a^3*b*p^3*q*x^2+135168*a^3*b*c^3*p*x^2+135168*a^3*b*c^3* q*x^2+12672*a^3*b*c^2*g^2*x^2+92544*a^3*b*c^2*p^2*x^2+92544*a^3*b*c^2*q^2*x^2+ 28032*a^3*b*c*p^3*x^2+28032*a^3*b*c*q^3*x^2+3840*a^3*b^3*p*q*x^2+17280*a^3*b^2* c^2*g*x^2+59520*a^3*b^2*c^2*p*x^2+59520*a^3*b^2*c^2*q*x^2+27840*a^3*b^2*c*p^2*x ^2+27840*a^3*b^2*c*q^2*x^2+4320*a^3*b^2*g*p^2*x^2+4320*a^3*b^2*g*q^2*x^2+12960* a^3*b^2*p^2*q*x^2+12960*a^3*b^2*p*q^2*x^2+62208*a^3*b*c^3*g*x^2+3168*a^4*c*g^2* q*x^2+10224*a^4*c*g*p^2*x^2+10224*a^4*c*g*q^2*x^2+21024*a^4*c*p^2*q*x^2+21024*a ^4*c*p*q^2*x^2+1584*a^4*g^2*p*q*x^2+4752*a^4*g*p^2*q*x^2+4752*a^4*g*p*q^2*x^2+ 7680*a^3*b^3*c*p*x^2+7680*a^3*b^3*c*q*x^2+2160*a^4*b*g*p^2*x^2+2160*a^4*b*g*q^2 *x^2+6480*a^4*b*p^2*q*x^2+6480*a^4*b*p*q^2*x^2+21888*a^4*c^2*g*p*x^2+21888*a^4* c^2*g*q*x^2+46272*a^4*c^2*p*q*x^2+3168*a^4*c*g^2*p*x^2+480*a^4*b^2*c*p*r^2*x^2+ 480*a^4*b^2*c*q*r^2*x^2+72*a^5*g*p*q*r^2*x^2+144*a^5*c*g*p*r^2*x^2+144*a^5*c*g* q*r^2*x^2+464*a^5*c*p*q*r^2*x^2+96*a^5*b*p*q*r^2*x^2+192*a^5*b*c*p*r^2*x^2+192* a^5*b*c*q*r^2*x^2+2880*a^4*b^2*p*q*x^2+8640*a^4*b*c^2*g*x^2+29760*a^4*b*c^2*p*x ^2+29760*a^4*b*c^2*q*x^2+13920*a^4*b*c*p^2*x^2+13920*a^4*b*c*q^2*x^2+864*a^5*g* p*q*x^2+5760*a^4*b^2*c*p*x^2+5760*a^4*b^2*c*q*x^2+1728*a^5*c*g*p*x^2+1728*a^5*c *g*q*x^2+5568*a^5*c*p*q*x^2+1152*a^5*b*p*q*x^2+2304*a^5*b*c*q*x^2+2304*a^5*b*c* p*x^2+1440*a^3*b^2*c*g*p*r^2*x^2+1440*a^3*b^2*c*g*q*r^2*x^2+4640*a^3*b^2*c*p*q* r^2*x^2+1704*a^4*c*g*p*q*r^2*x^2+360*a^4*b*g*p*q*r^2*x^2+2320*a^4*b*c*p*q*r^2*x ^2+720*a^4*b*c*g*p*r^2*x^2+720*a^4*b*c*g*q*r^2*x^2+10224*a^2*b^2*c*g*p*q*r^2*x^ 2+6816*a^3*b*c*g*p*q*r^2*x^2+44108*b^3*g*c*p*q+16516*a*b^2*g^2*p*q+61188*b^2*g* a*p^2*q+5474*a*b^2*g^2*p^2*q+708*a*b^2*g^3*p*q+7038*b^2*g*a*p^2*q^2+9704*b^2*g* a*p^3*q+1870*a*b^2*g^2*p*q^2+21366*a*g*b^2*p*q^2+101028*a*g*b^2*p*q+26*b^2*g*a* q^4+330*a*b^2*p*q^4+1492*a*g*b^2*p*q^3+128576*a*b*c^4*p*q+52576*a*b*c^4*g*q+ 229444*c^2*g*b^2*p*q+161936*a*c^3*b*p^2*q+76880*a*c^3*b*p*q^2+688160*a*c^3*b*p* q+26336*a*c^3*b*g^2*q+27552*a*c^3*b*g*q^2+250080*a*c^3*b*g*q+676548*a*b*c^2*p^2 *q+296820*p*a*b*c^2*q^2+18640*b^3*c^2*g*p*q+3856*b^3*c*g^2*p*q+11760*b^3*g*c*p^ 2*q+3940*b^3*g*c*p*q^2+59728*b^2*c^3*g*p*q+23080*b^2*c^2*g^2*p*q+22852*c^2*g*b^ 2*p*q^2+55920*c^2*g*b^2*p^2*q+55184*g^2*b^2*c*p*q+149194*g*b^2*c*p^2*q+3196*b^2 *c*g^3*p*q+14788*g^2*b^2*c*p^2*q+5548*g^2*b^2*c*p*q^2+15734*g*b^2*c*p^2*q^2+ 21820*g*b^2*c*p^3*q+3320*b^2*p*c*g*q^3+54226*b^2*p*c*g*q^2+285550*b^2*p*c*g*q+ 79520*c^4*b*g*p*q+16*c*b*q^5+5264*c^4*b*g^3+45728*a^2*c^5*p+19040*a^2*c^5*g+448 *a^5*b*p*q+10016*b^3*c^4*g+176*a^4*b*g*q^2+496*a^4*b*g*q+1488*a^4*b*p*q^2+9272* a^4*b*p*q+560*b^4*g*p^3+244*b^4*g^2*p^2+632*b^4*p^3*q+22848*b^3*c^4*p+12312*b^3 *c*a*p^3+8960*b^3*c^4*q+2230*a^2*c*q^4+3440*b^3*c^3*q^2+568*a^4*g^2*p*q+2200*b^ 2*a^2*g^2+16832*b^2*a^2*g+16272*a^2*c^4*q^2+131168*a^2*c^4*q+4710*a^2*c*p^5+ 66530*a^2*c*p^4+343450*a^2*c*p^3+460*a^2*c*g^4+8564*a^2*c*g^3+26224*b^3*c^3*p^2 +4352*b^3*c^3*g^2+116*a^2*c*q^5+3868*b^3*c*p^4+14472*b^3*c^2*p^3+616*b^3*c^2*g^ 3+80288*a*b^2*c^4*p+71264*a^2*c^4*p^2+311952*a^2*c^4*p+116368*a^2*c^4*g+12144*a ^2*c^4*g^2-x^3*(x-1)^3*(8*a^4*c*x+4*a^4*p*x+4*a^4*q*x+8*a^4*r*x+32*a^3*b*c*x+16 *a^3*b*p*x+16*a^3*b*q*x+32*a^3*b*r*x+64*a^3*c^2*x+24*a^3*c*g*x+56*a^3*c*p*x+56* a^3*c*q*x+88*a^3*c*r*x+12*a^3*g*p*x+12*a^3*g*q*x+24*a^3*g*r*x+12*a^3*p^2*x+24*a ^3*p*q*x+36*a^3*p*r*x+12*a^3*q^2*x+36*a^3*q*r*x+24*a^3*r^2*x+48*a^2*b^2*c*x+24* a^2*b^2*p*x+24*a^2*b^2*q*x+48*a^2*b^2*r*x+192*a^2*b*c^2*x+72*a^2*b*c*g*x+168*a^ 2*b*c*p*x+168*a^2*b*c*q*x+264*a^2*b*c*r*x+36*a^2*b*g*p*x+36*a^2*b*g*q*x+72*a^2* b*g*r*x+36*a^2*b*p^2*x+72*a^2*b*p*q*x+108*a^2*b*p*r*x+36*a^2*b*q^2*x+108*a^2*b* q*r*x+72*a^2*b*r^2*x+176*a^2*c^3*x+140*a^2*c^2*g*x+224*a^2*c^2*p*x+224*a^2*c^2* q*x+328*a^2*c^2*r*x+26*a^2*c*g^2*x+122*a^2*c*g*p*x+122*a^2*c*g*q*x+192*a^2*c*g* r*x+94*a^2*c*p^2*x+188*a^2*c*p*q*x+264*a^2*c*p*r*x+94*a^2*c*q^2*x+264*a^2*c*q*r *x+170*a^2*c*r^2*x+13*a^2*g^2*p*x+13*a^2*g^2*q*x+26*a^2*g^2*r*x+26*a^2*g*p^2*x+ 52*a^2*g*p*q*x+78*a^2*g*p*r*x+26*a^2*g*q^2*x+78*a^2*g*q*r*x+52*a^2*g*r^2*x+13*a ^2*p^3*x+39*a^2*p^2*q*x+52*a^2*p^2*r*x+39*a^2*p*q^2*x+104*a^2*p*q*r*x+65*a^2*p* r^2*x+13*a^2*q^3*x+52*a^2*q^2*r*x+65*a^2*q*r^2*x+26*a^2*r^3*x+32*a*b^3*c*x+16*a *b^3*p*x+16*a*b^3*q*x+32*a*b^3*r*x+192*a*b^2*c^2*x+72*a*b^2*c*g*x+168*a*b^2*c*p *x+168*a*b^2*c*q*x+264*a*b^2*c*r*x+36*a*b^2*g*p*x+36*a*b^2*g*q*x+72*a*b^2*g*r*x +36*a*b^2*p^2*x+72*a*b^2*p*q*x+108*a*b^2*p*r*x+36*a*b^2*q^2*x+108*a*b^2*q*r*x+ 72*a*b^2*r^2*x+352*a*b*c^3*x+280*a*b*c^2*g*x+448*a*b*c^2*p*x+448*a*b*c^2*q*x+ 656*a*b*c^2*r*x+52*a*b*c*g^2*x+244*a*b*c*g*p*x+244*a*b*c*g*q*x+384*a*b*c*g*r*x+ 188*a*b*c*p^2*x+376*a*b*c*p*q*x+528*a*b*c*p*r*x+188*a*b*c*q^2*x+528*a*b*c*q*r*x +340*a*b*c*r^2*x+26*a*b*g^2*p*x+26*a*b*g^2*q*x+52*a*b*g^2*r*x+52*a*b*g*p^2*x+ 104*a*b*g*p*q*x+156*a*b*g*p*r*x+52*a*b*g*q^2*x+156*a*b*g*q*r*x+104*a*b*g*r^2*x+ 26*a*b*p^3*x+78*a*b*p^2*q*x+104*a*b*p^2*r*x+78*a*b*p*q^2*x+208*a*b*p*q*r*x+130* a*b*p*r^2*x+26*a*b*q^3*x+104*a*b*q^2*r*x+130*a*b*q*r^2*x+52*a*b*r^3*x+200*a*c^4 *x+248*a*c^3*g*x+336*a*c^3*p*x+336*a*c^3*q*x+480*a*c^3*r*x+98*a*c^2*g^2*x+314*a *c^2*g*p*x+314*a*c^2*g*q*x+460*a*c^2*g*r*x+210*a*c^2*p^2*x+420*a*c^2*p*q*x+576* a*c^2*p*r*x+210*a*c^2*q^2*x+576*a*c^2*q*r*x+366*a*c^2*r^2*x+12*a*c*g^3*x+85*a*c *g^2*p*x+85*a*c*g^2*q*x+134*a*c*g^2*r*x+131*a*c*g*p^2*x+262*a*c*g*p*q*x+368*a*c *g*p*r*x+131*a*c*g*q^2*x+368*a*c*g*q*r*x+237*a*c*g*r^2*x+58*a*c*p^3*x+174*a*c*p ^2*q*x+228*a*c*p^2*r*x+174*a*c*p*q^2*x+456*a*c*p*q*r*x+282*a*c*p*r^2*x+58*a*c*q ^3*x+228*a*c*q^2*r*x+282*a*c*q*r^2*x+112*a*c*r^3*x+6*a*g^3*p*x+6*a*g^3*q*x+12*a *g^3*r*x+18*a*g^2*p^2*x+36*a*g^2*p*q*x+54*a*g^2*p*r*x+18*a*g^2*q^2*x+54*a*g^2*q *r*x+36*a*g^2*r^2*x+18*a*g*p^3*x+54*a*g*p^2*q*x+72*a*g*p^2*r*x+54*a*g*p*q^2*x+ 144*a*g*p*q*r*x+90*a*g*p*r^2*x+18*a*g*q^3*x+72*a*g*q^2*r*x+90*a*g*q*r^2*x+36*a* g*r^3*x+6*a*p^4*x+24*a*p^3*q*x+30*a*p^3*r*x+36*a*p^2*q^2*x+90*a*p^2*q*r*x+54*a* p^2*r^2*x+24*a*p*q^3*x+90*a*p*q^2*r*x+108*a*p*q*r^2*x+42*a*p*r^3*x+6*a*q^4*x+30 *a*q^3*r*x+54*a*q^2*r^2*x+42*a*q*r^3*x+12*a*r^4*x+8*b^4*c*x+4*b^4*p*x+4*b^4*q*x +8*b^4*r*x+64*b^3*c^2*x+24*b^3*c*g*x+56*b^3*c*p*x+56*b^3*c*q*x+88*b^3*c*r*x+12* b^3*g*p*x+12*b^3*g*q*x+24*b^3*g*r*x+12*b^3*p^2*x+24*b^3*p*q*x+36*b^3*p*r*x+12*b ^3*q^2*x+36*b^3*q*r*x+24*b^3*r^2*x+176*b^2*c^3*x+140*b^2*c^2*g*x+224*b^2*c^2*p* x+224*b^2*c^2*q*x+328*b^2*c^2*r*x+26*b^2*c*g^2*x+122*b^2*c*g*p*x+122*b^2*c*g*q* x+192*b^2*c*g*r*x+94*b^2*c*p^2*x+188*b^2*c*p*q*x+264*b^2*c*p*r*x+94*b^2*c*q^2*x +264*b^2*c*q*r*x+170*b^2*c*r^2*x+13*b^2*g^2*p*x+13*b^2*g^2*q*x+26*b^2*g^2*r*x+ 26*b^2*g*p^2*x+52*b^2*g*p*q*x+78*b^2*g*p*r*x+26*b^2*g*q^2*x+78*b^2*g*q*r*x+52*b ^2*g*r^2*x+13*b^2*p^3*x+39*b^2*p^2*q*x+52*b^2*p^2*r*x+39*b^2*p*q^2*x+104*b^2*p* q*r*x+65*b^2*p*r^2*x+13*b^2*q^3*x+52*b^2*q^2*r*x+65*b^2*q*r^2*x+26*b^2*r^3*x+ 200*b*c^4*x+248*b*c^3*g*x+336*b*c^3*p*x+336*b*c^3*q*x+480*b*c^3*r*x+98*b*c^2*g^ 2*x+314*b*c^2*g*p*x+314*b*c^2*g*q*x+460*b*c^2*g*r*x+210*b*c^2*p^2*x+420*b*c^2*p *q*x+576*b*c^2*p*r*x+210*b*c^2*q^2*x+576*b*c^2*q*r*x+366*b*c^2*r^2*x+12*b*c*g^3 *x+85*b*c*g^2*p*x+85*b*c*g^2*q*x+134*b*c*g^2*r*x+131*b*c*g*p^2*x+262*b*c*g*p*q* x+368*b*c*g*p*r*x+131*b*c*g*q^2*x+368*b*c*g*q*r*x+237*b*c*g*r^2*x+58*b*c*p^3*x+ 174*b*c*p^2*q*x+228*b*c*p^2*r*x+174*b*c*p*q^2*x+456*b*c*p*q*r*x+282*b*c*p*r^2*x +58*b*c*q^3*x+228*b*c*q^2*r*x+282*b*c*q*r^2*x+112*b*c*r^3*x+6*b*g^3*p*x+6*b*g^3 *q*x+12*b*g^3*r*x+18*b*g^2*p^2*x+36*b*g^2*p*q*x+54*b*g^2*p*r*x+18*b*g^2*q^2*x+ 54*b*g^2*q*r*x+36*b*g^2*r^2*x+18*b*g*p^3*x+54*b*g*p^2*q*x+72*b*g*p^2*r*x+54*b*g *p*q^2*x+144*b*g*p*q*r*x+90*b*g*p*r^2*x+18*b*g*q^3*x+72*b*g*q^2*r*x+90*b*g*q*r^ 2*x+36*b*g*r^3*x+6*b*p^4*x+24*b*p^3*q*x+30*b*p^3*r*x+36*b*p^2*q^2*x+90*b*p^2*q* r*x+54*b*p^2*r^2*x+24*b*p*q^3*x+90*b*p*q^2*r*x+108*b*p*q*r^2*x+42*b*p*r^3*x+6*b *q^4*x+30*b*q^3*r*x+54*b*q^2*r^2*x+42*b*q*r^3*x+12*b*r^4*x+80*c^5*x+136*c^4*g*x +168*c^4*p*x+168*c^4*q*x+240*c^4*r*x+84*c^3*g^2*x+228*c^3*g*p*x+228*c^3*g*q*x+ 328*c^3*g*r*x+140*c^3*p^2*x+280*c^3*p*q*x+384*c^3*p*r*x+140*c^3*q^2*x+384*c^3*q *r*x+244*c^3*r^2*x+22*c^2*g^3*x+106*c^2*g^2*p*x+106*c^2*g^2*q*x+156*c^2*g^2*r*x +142*c^2*g*p^2*x+284*c^2*g*p*q*x+392*c^2*g*p*r*x+142*c^2*g*q^2*x+392*c^2*g*q*r* x+250*c^2*g*r^2*x+58*c^2*p^3*x+174*c^2*p^2*q*x+228*c^2*p^2*r*x+174*c^2*p*q^2*x+ 456*c^2*p*q*r*x+282*c^2*p*r^2*x+58*c^2*q^3*x+228*c^2*q^2*r*x+282*c^2*q*r^2*x+ 112*c^2*r^3*x+2*c*g^4*x+19*c*g^3*p*x+19*c*g^3*q*x+30*c*g^3*r*x+44*c*g^2*p^2*x+ 88*c*g^2*p*q*x+124*c*g^2*p*r*x+44*c*g^2*q^2*x+124*c*g^2*q*r*x+80*c*g^2*r^2*x+39 *c*g*p^3*x+117*c*g*p^2*q*x+154*c*g*p^2*r*x+117*c*g*p*q^2*x+308*c*g*p*q*r*x+191* c*g*p*r^2*x+39*c*g*q^3*x+154*c*g*q^2*r*x+191*c*g*q*r^2*x+76*c*g*r^3*x+12*c*p^4* x+48*c*p^3*q*x+60*c*p^3*r*x+72*c*p^2*q^2*x+180*c*p^2*q*r*x+108*c*p^2*r^2*x+48*c *p*q^3*x+180*c*p*q^2*r*x+216*c*p*q*r^2*x+84*c*p*r^3*x+12*c*q^4*x+60*c*q^3*r*x+ 108*c*q^2*r^2*x+84*c*q*r^3*x+24*c*r^4*x+g^4*p*x+g^4*q*x+2*g^4*r*x+4*g^3*p^2*x+8 *g^3*p*q*x+12*g^3*p*r*x+4*g^3*q^2*x+12*g^3*q*r*x+8*g^3*r^2*x+6*g^2*p^3*x+18*g^2 *p^2*q*x+24*g^2*p^2*r*x+18*g^2*p*q^2*x+48*g^2*p*q*r*x+30*g^2*p*r^2*x+6*g^2*q^3* x+24*g^2*q^2*r*x+30*g^2*q*r^2*x+12*g^2*r^3*x+4*g*p^4*x+16*g*p^3*q*x+20*g*p^3*r* x+24*g*p^2*q^2*x+60*g*p^2*q*r*x+36*g*p^2*r^2*x+16*g*p*q^3*x+60*g*p*q^2*r*x+72*g *p*q*r^2*x+28*g*p*r^3*x+4*g*q^4*x+20*g*q^3*r*x+36*g*q^2*r^2*x+28*g*q*r^3*x+8*g* r^4*x+p^5*x+5*p^4*q*x+6*p^4*r*x+10*p^3*q^2*x+24*p^3*q*r*x+14*p^3*r^2*x+10*p^2*q ^3*x+36*p^2*q^2*r*x+42*p^2*q*r^2*x+16*p^2*r^3*x+5*p*q^4*x+24*p*q^3*r*x+42*p*q^2 *r^2*x+32*p*q*r^3*x+9*p*r^4*x+q^5*x+6*q^4*r*x+14*q^3*r^2*x+16*q^2*r^3*x+9*q*r^4 *x+2*r^5*x-4*a^4*p-4*a^4*r+8*a^4*x-8*a^3*b*c-16*a^3*b*p-16*a^3*b*r+32*a^3*b*x-\ 16*a^3*c^2-4*a^3*c*g-40*a^3*c*p-8*a^3*c*q-40*a^3*c*r+172*a^3*c*x-12*a^3*g*p-12* a^3*g*r+24*a^3*g*x-12*a^3*p^2-12*a^3*p*q-24*a^3*p*r+78*a^3*p*x-12*a^3*q*r+78*a^ 3*q*x-12*a^3*r^2+132*a^3*r*x-24*a^2*b^2*c-24*a^2*b^2*p-24*a^2*b^2*r+48*a^2*b^2* x-80*a^2*b*c^2-28*a^2*b*c*g-128*a^2*b*c*p-32*a^2*b*c*q-128*a^2*b*c*r+516*a^2*b* c*x-36*a^2*b*g*p-36*a^2*b*g*r+72*a^2*b*g*x-36*a^2*b*p^2-36*a^2*b*p*q-72*a^2*b*p *r+234*a^2*b*p*x-36*a^2*b*q*r+234*a^2*b*q*x-36*a^2*b*r^2+396*a^2*b*r*x-64*a^2*c ^3-48*a^2*c^2*g-152*a^2*c^2*p-48*a^2*c^2*q-152*a^2*c^2*r+780*a^2*c^2*x-8*a^2*c* g^2-90*a^2*c*g*p-20*a^2*c*g*q-90*a^2*c*g*r+378*a^2*c*g*x-84*a^2*c*p^2-92*a^2*c* p*q-168*a^2*c*p*r+672*a^2*c*p*x-8*a^2*c*q^2-92*a^2*c*q*r+672*a^2*c*q*x-84*a^2*c *r^2+1014*a^2*c*r*x-13*a^2*g^2*p-13*a^2*g^2*r+26*a^2*g^2*x-26*a^2*g*p^2-26*a^2* g*p*q-52*a^2*g*p*r+171*a^2*g*p*x-26*a^2*g*q*r+171*a^2*g*q*x-26*a^2*g*r^2+290*a^ 2*g*r*x-13*a^2*p^3-26*a^2*p^2*q-39*a^2*p^2*r+143*a^2*p^2*x-13*a^2*p*q^2-52*a^2* p*q*r+286*a^2*p*q*x-39*a^2*p*r^2+411*a^2*p*r*x-13*a^2*q^2*r+143*a^2*q^2*x-26*a^ 2*q*r^2+411*a^2*q*r*x-13*a^2*r^3+268*a^2*r^2*x-24*a*b^3*c-16*a*b^3*p-16*a*b^3*r +32*a*b^3*x-112*a*b^2*c^2-44*a*b^2*c*g-136*a*b^2*c*p-40*a*b^2*c*q-136*a*b^2*c*r +516*a*b^2*c*x-36*a*b^2*g*p-36*a*b^2*g*r+72*a*b^2*g*x-36*a*b^2*p^2-36*a*b^2*p*q -72*a*b^2*p*r+234*a*b^2*p*x-36*a*b^2*q*r+234*a*b^2*q*x-36*a*b^2*r^2+396*a*b^2*r *x-176*a*b*c^3-140*a*b*c^2*g-328*a*b*c^2*p-120*a*b*c^2*q-328*a*b*c^2*r+1560*a*b *c^2*x-26*a*b*c*g^2-192*a*b*c*g*p-52*a*b*c*g*q-192*a*b*c*g*r+756*a*b*c*g*x-170* a*b*c*p^2-188*a*b*c*p*q-340*a*b*c*p*r+1344*a*b*c*p*x-18*a*b*c*q^2-188*a*b*c*q*r +1344*a*b*c*q*x-170*a*b*c*r^2+2028*a*b*c*r*x-26*a*b*g^2*p-26*a*b*g^2*r+52*a*b*g ^2*x-52*a*b*g*p^2-52*a*b*g*p*q-104*a*b*g*p*r+342*a*b*g*p*x-52*a*b*g*q*r+342*a*b *g*q*x-52*a*b*g*r^2+580*a*b*g*r*x-26*a*b*p^3-52*a*b*p^2*q-78*a*b*p^2*r+286*a*b* p^2*x-26*a*b*p*q^2-104*a*b*p*q*r+572*a*b*p*q*x-78*a*b*p*r^2+822*a*b*p*r*x-26*a* b*q^2*r+286*a*b*q^2*x-52*a*b*q*r^2+822*a*b*q*r*x-26*a*b*r^3+536*a*b*r^2*x-88*a* c^4-108*a*c^3*g-232*a*c^3*p-88*a*c^3*q-232*a*c^3*r+1248*a*c^3*x-42*a*c^2*g^2-\ 222*a*c^2*g*p-76*a*c^2*g*q-222*a*c^2*g*r+1108*a*c^2*g*x-182*a*c^2*p^2-208*a*c^2 *p*q-364*a*c^2*p*r+1588*a*c^2*p*x-26*a*c^2*q^2-208*a*c^2*q*r+1588*a*c^2*q*x-182 *a*c^2*r^2+2306*a*c^2*r*x-5*a*c*g^3-65*a*c*g^2*p-16*a*c*g^2*q-65*a*c*g^2*r+266* a*c*g^2*x-118*a*c*g*p^2-130*a*c*g*p*q-236*a*c*g*p*r+950*a*c*g*p*x-12*a*c*g*q^2-\ 130*a*c*g*q*r+950*a*c*g*q*x-118*a*c*g*r^2+1435*a*c*g*r*x-56*a*c*p^3-114*a*c*p^2 *q-168*a*c*p^2*r+668*a*c*p^2*x-60*a*c*p*q^2-228*a*c*p*q*r+1336*a*c*p*q*x-168*a* c*p*r^2+1854*a*c*p*r*x-2*a*c*q^3-60*a*c*q^2*r+668*a*c*q^2*x-114*a*c*q*r^2+1854* a*c*q*r*x-56*a*c*r^3+1186*a*c*r^2*x-6*a*g^3*p-6*a*g^3*r+12*a*g^3*x-18*a*g^2*p^2 -18*a*g^2*p*q-36*a*g^2*p*r+120*a*g^2*p*x-18*a*g^2*q*r+120*a*g^2*q*x-18*a*g^2*r^ 2+204*a*g^2*r*x-18*a*g*p^3-36*a*g*p^2*q-54*a*g*p^2*r+201*a*g*p^2*x-18*a*g*p*q^2 -72*a*g*p*q*r+402*a*g*p*q*x-54*a*g*p*r^2+578*a*g*p*r*x-18*a*g*q^2*r+201*a*g*q^2 *x-36*a*g*q*r^2+578*a*g*q*r*x-18*a*g*r^3+377*a*g*r^2*x-6*a*p^4-18*a*p^3*q-24*a* p^3*r+93*a*p^3*x-18*a*p^2*q^2-54*a*p^2*q*r+279*a*p^2*q*x-36*a*p^2*r^2+368*a*p^2 *r*x-6*a*p*q^3-36*a*p*q^2*r+279*a*p*q^2*x-54*a*p*q*r^2+736*a*p*q*r*x-24*a*p*r^3 +457*a*p*r^2*x-6*a*q^3*r+93*a*q^3*x-18*a*q^2*r^2+368*a*q^2*r*x-18*a*q*r^3+457*a *q*r^2*x-6*a*r^4+182*a*r^3*x-8*b^4*c-4*b^4*p-4*b^4*r+8*b^4*x-48*b^3*c^2-20*b^3* c*g-48*b^3*c*p-16*b^3*c*q-48*b^3*c*r+172*b^3*c*x-12*b^3*g*p-12*b^3*g*r+24*b^3*g *x-12*b^3*p^2-12*b^3*p*q-24*b^3*p*r+78*b^3*p*x-12*b^3*q*r+78*b^3*q*x-12*b^3*r^2 +132*b^3*r*x-112*b^2*c^3-92*b^2*c^2*g-176*b^2*c^2*p-72*b^2*c^2*q-176*b^2*c^2*r+ 780*b^2*c^2*x-18*b^2*c*g^2-102*b^2*c*g*p-32*b^2*c*g*q-102*b^2*c*g*r+378*b^2*c*g *x-86*b^2*c*p^2-96*b^2*c*p*q-172*b^2*c*p*r+672*b^2*c*p*x-10*b^2*c*q^2-96*b^2*c* q*r+672*b^2*c*q*x-86*b^2*c*r^2+1014*b^2*c*r*x-13*b^2*g^2*p-13*b^2*g^2*r+26*b^2* g^2*x-26*b^2*g*p^2-26*b^2*g*p*q-52*b^2*g*p*r+171*b^2*g*p*x-26*b^2*g*q*r+171*b^2 *g*q*x-26*b^2*g*r^2+290*b^2*g*r*x-13*b^2*p^3-26*b^2*p^2*q-39*b^2*p^2*r+143*b^2* p^2*x-13*b^2*p*q^2-52*b^2*p*q*r+286*b^2*p*q*x-39*b^2*p*r^2+411*b^2*p*r*x-13*b^2 *q^2*r+143*b^2*q^2*x-26*b^2*q*r^2+411*b^2*q*r*x-13*b^2*r^3+268*b^2*r^2*x-112*b* c^4-140*b*c^3*g-248*b*c^3*p-104*b*c^3*q-248*b*c^3*r+1248*b*c^3*x-56*b*c^2*g^2-\ 238*b*c^2*g*p-92*b*c^2*g*q-238*b*c^2*g*r+1108*b*c^2*g*x-184*b*c^2*p^2-212*b*c^2 *p*q-368*b*c^2*p*r+1588*b*c^2*p*x-28*b*c^2*q^2-212*b*c^2*q*r+1588*b*c^2*q*x-184 *b*c^2*r^2+2306*b*c^2*r*x-7*b*c*g^3-69*b*c*g^2*p-20*b*c*g^2*q-69*b*c*g^2*r+266* b*c*g^2*x-119*b*c*g*p^2-132*b*c*g*p*q-238*b*c*g*p*r+950*b*c*g*p*x-13*b*c*g*q^2-\ 132*b*c*g*q*r+950*b*c*g*q*x-119*b*c*g*r^2+1435*b*c*g*r*x-56*b*c*p^3-114*b*c*p^2 *q-168*b*c*p^2*r+668*b*c*p^2*x-60*b*c*p*q^2-228*b*c*p*q*r+1336*b*c*p*q*x-168*b* c*p*r^2+1854*b*c*p*r*x-2*b*c*q^3-60*b*c*q^2*r+668*b*c*q^2*x-114*b*c*q*r^2+1854* b*c*q*r*x-56*b*c*r^3+1186*b*c*r^2*x-6*b*g^3*p-6*b*g^3*r+12*b*g^3*x-18*b*g^2*p^2 -18*b*g^2*p*q-36*b*g^2*p*r+120*b*g^2*p*x-18*b*g^2*q*r+120*b*g^2*q*x-18*b*g^2*r^ 2+204*b*g^2*r*x-18*b*g*p^3-36*b*g*p^2*q-54*b*g*p^2*r+201*b*g*p^2*x-18*b*g*p*q^2 -72*b*g*p*q*r+402*b*g*p*q*x-54*b*g*p*r^2+578*b*g*p*r*x-18*b*g*q^2*r+201*b*g*q^2 *x-36*b*g*q*r^2+578*b*g*q*r*x-18*b*g*r^3+377*b*g*r^2*x-6*b*p^4-18*b*p^3*q-24*b* p^3*r+93*b*p^3*x-18*b*p^2*q^2-54*b*p^2*q*r+279*b*p^2*q*x-36*b*p^2*r^2+368*b*p^2 *r*x-6*b*p*q^3-36*b*p*q^2*r+279*b*p*q^2*x-54*b*p*q*r^2+736*b*p*q*r*x-24*b*p*r^3 +457*b*p*r^2*x-6*b*q^3*r+93*b*q^3*x-18*b*q^2*r^2+368*b*q^2*r*x-18*b*q*r^3+457*b *q*r^2*x-6*b*r^4+182*b*r^3*x-40*c^5-68*c^4*g-120*c^4*p-48*c^4*q-120*c^4*r+648*c ^4*x-42*c^3*g^2-164*c^3*g*p-64*c^3*g*q-164*c^3*g*r+856*c^3*g*x-122*c^3*p^2-140* c^3*p*q-244*c^3*p*r+1096*c^3*p*x-18*c^3*q^2-140*c^3*q*r+1096*c^3*q*x-122*c^3*r^ 2+1580*c^3*r*x-11*c^2*g^3-78*c^2*g^2*p-28*c^2*g^2*q-78*c^2*g^2*r+378*c^2*g^2*x-\ 125*c^2*g*p^2-142*c^2*g*p*q-250*c^2*g*p*r+1086*c^2*g*p*x-17*c^2*g*q^2-142*c^2*g *q*r+1086*c^2*g*q*x-125*c^2*g*r^2+1586*c^2*g*r*x-56*c^2*p^3-114*c^2*p^2*q-168*c ^2*p^2*r+690*c^2*p^2*x-60*c^2*p*q^2-228*c^2*p*q*r+1380*c^2*p*q*x-168*c^2*p*r^2+ 1902*c^2*p*r*x-2*c^2*q^3-60*c^2*q^2*r+690*c^2*q^2*x-114*c^2*q*r^2+1902*c^2*q*r* x-56*c^2*r^3+1212*c^2*r^2*x-c*g^4-15*c*g^3*p-4*c*g^3*q-15*c*g^3*r+60*c*g^3*x-40 *c*g^2*p^2-44*c*g^2*p*q-80*c*g^2*p*r+323*c*g^2*p*x-4*c*g^2*q^2-44*c*g^2*q*r+323 *c*g^2*q*x-40*c*g^2*r^2+490*c*g^2*r*x-38*c*g*p^3-77*c*g*p^2*q-114*c*g*p^2*r+455 *c*g*p^2*x-40*c*g*p*q^2-154*c*g*p*q*r+910*c*g*p*q*x-114*c*g*p*r^2+1269*c*g*p*r* x-c*g*q^3-40*c*g*q^2*r+455*c*g*q^2*x-77*c*g*q*r^2+1269*c*g*q*r*x-38*c*g*r^3+814 *c*g*r^2*x-12*c*p^4-36*c*p^3*q-48*c*p^3*r+192*c*p^3*x-36*c*p^2*q^2-108*c*p^2*q* r+576*c*p^2*q*x-72*c*p^2*r^2+756*c*p^2*r*x-12*c*p*q^3-72*c*p*q^2*r+576*c*p*q^2* x-108*c*p*q*r^2+1512*c*p*q*r*x-48*c*p*r^3+936*c*p*r^2*x-12*c*q^3*r+192*c*q^3*x-\ 36*c*q^2*r^2+756*c*q^2*r*x-36*c*q*r^3+936*c*q*r^2*x-12*c*r^4+372*c*r^3*x-g^4*p- g^4*r+2*g^4*x-4*g^3*p^2-4*g^3*p*q-8*g^3*p*r+27*g^3*p*x-4*g^3*q*r+27*g^3*q*x-4*g ^3*r^2+46*g^3*r*x-6*g^2*p^3-12*g^2*p^2*q-18*g^2*p^2*r+68*g^2*p^2*x-6*g^2*p*q^2-\ 24*g^2*p*q*r+136*g^2*p*q*x-18*g^2*p*r^2+196*g^2*p*r*x-6*g^2*q^2*r+68*g^2*q^2*x-\ 12*g^2*q*r^2+196*g^2*q*r*x-6*g^2*r^3+128*g^2*r^2*x-4*g*p^4-12*g*p^3*q-16*g*p^3* r+63*g*p^3*x-12*g*p^2*q^2-36*g*p^2*q*r+189*g*p^2*q*x-24*g*p^2*r^2+250*g*p^2*r*x -4*g*p*q^3-24*g*p*q^2*r+189*g*p*q^2*x-36*g*p*q*r^2+500*g*p*q*r*x-16*g*p*r^3+311 *g*p*r^2*x-4*g*q^3*r+63*g*q^3*x-12*g*q^2*r^2+250*g*q^2*r*x-12*g*q*r^3+311*g*q*r ^2*x-4*g*r^4+124*g*r^3*x-p^5-4*p^4*q-5*p^4*r+20*p^4*x-6*p^3*q^2-16*p^3*q*r+80*p ^3*q*x-10*p^3*r^2+100*p^3*r*x-4*p^2*q^3-18*p^2*q^2*r+120*p^2*q^2*x-24*p^2*q*r^2 +300*p^2*q*r*x-10*p^2*r^3+180*p^2*r^2*x-p*q^4-8*p*q^3*r+80*p*q^3*x-18*p*q^2*r^2 +300*p*q^2*r*x-16*p*q*r^3+360*p*q*r^2*x-5*p*r^4+140*p*r^3*x-q^4*r+20*q^4*x-4*q^ 3*r^2+100*q^3*r*x-6*q^2*r^3+180*q^2*r^2*x-4*q*r^4+140*q*r^3*x-r^5+40*r^4*x-8*a^ 3*b-40*a^3*c-4*a^3*g-62*a^3*p-8*a^3*q-62*a^3*r+108*a^3*x-24*a^2*b^2-212*a^2*b*c -28*a^2*b*g-194*a^2*b*p-32*a^2*b*q-194*a^2*b*r+324*a^2*b*x-280*a^2*c^2-126*a^2* c*g-474*a^2*c*p-132*a^2*c*q-474*a^2*c*r+1120*a^2*c*x-8*a^2*g^2-139*a^2*g*p-20*a ^2*g*q-139*a^2*g*r+238*a^2*g*x-133*a^2*p^2-141*a^2*p*q-266*a^2*p*r+492*a^2*p*x-\ 8*a^2*q^2-141*a^2*q*r+492*a^2*q*x-133*a^2*r^2+774*a^2*r*x-24*a*b^3-304*a*b^2*c-\ 44*a*b^2*g-202*a*b^2*p-40*a*b^2*q-202*a*b^2*r+324*a*b^2*x-780*a*b*c^2-378*a*b*c *g-1014*a*b*c*p-330*a*b*c*q-1014*a*b*c*r+2240*a*b*c*x-26*a*b*g^2-290*a*b*g*p-52 *a*b*g*q-290*a*b*g*r+476*a*b*g*x-268*a*b*p^2-286*a*b*p*q-536*a*b*p*r+984*a*b*p* x-18*a*b*q^2-286*a*b*q*r+984*a*b*q*x-268*a*b*r^2+1548*a*b*r*x-548*a*c^3-480*a*c ^2*g-1116*a*c^2*p-398*a*c^2*q-1116*a*c^2*r+2868*a*c^2*x-113*a*c*g^2-695*a*c*g*p -210*a*c*g*q-695*a*c*g*r+1602*a*c*g*x-590*a*c*p^2-662*a*c*p*q-1180*a*c*p*r+2460 *a*c*p*x-72*a*c*q^2-662*a*c*q*r+2460*a*c*q*x-590*a*c*r^2+3646*a*c*r*x-5*a*g^3-\ 100*a*g^2*p-16*a*g^2*q-100*a*g^2*r+168*a*g^2*x-188*a*g*p^2-200*a*g*p*q-376*a*g* p*r+701*a*g*p*x-12*a*g*q^2-200*a*g*q*r+701*a*g*q*x-188*a*g*r^2+1105*a*g*r*x-91* a*p^3-184*a*p^2*q-273*a*p^2*r+523*a*p^2*x-95*a*p*q^2-368*a*p*q*r+1046*a*p*q*x-\ 273*a*p*r^2+1473*a*p*r*x-2*a*q^3-95*a*q^2*r+523*a*q^2*x-184*a*q*r^2+1473*a*q*r* x-91*a*r^3+950*a*r^2*x-8*b^4-132*b^3*c-20*b^3*g-70*b^3*p-16*b^3*q-70*b^3*r+108* b^3*x-500*b^2*c^2-252*b^2*c*g-540*b^2*c*p-198*b^2*c*q-540*b^2*c*r+1120*b^2*c*x-\ 18*b^2*g^2-151*b^2*g*p-32*b^2*g*q-151*b^2*g*r+238*b^2*g*x-135*b^2*p^2-145*b^2*p *q-270*b^2*p*r+492*b^2*p*x-10*b^2*q^2-145*b^2*q*r+492*b^2*q*x-135*b^2*r^2+774*b ^2*r*x-700*b*c^3-628*b*c^2*g-1190*b*c^2*p-472*b*c^2*q-1190*b*c^2*r+2868*b*c^2*x -153*b*c*g^2-740*b*c*g*p-255*b*c*g*q-740*b*c*g*r+1602*b*c*g*x-596*b*c*p^2-674*b *c*p*q-1192*b*c*p*r+2460*b*c*p*x-78*b*c*q^2-674*b*c*q*r+2460*b*c*q*x-596*b*c*r^ 2+3646*b*c*r*x-7*b*g^3-104*b*g^2*p-20*b*g^2*q-104*b*g^2*r+168*b*g^2*x-189*b*g*p ^2-202*b*g*p*q-378*b*g*p*r+701*b*g*p*x-13*b*g*q^2-202*b*g*q*r+701*b*g*q*x-189*b *g*r^2+1105*b*g*r*x-91*b*p^3-184*b*p^2*q-273*b*p^2*r+523*b*p^2*x-95*b*p*q^2-368 *b*p*q*r+1046*b*p*q*x-273*b*p*r^2+1473*b*p*r*x-2*b*q^3-95*b*q^2*r+523*b*q^2*x-\ 184*b*q*r^2+1473*b*q*r*x-91*b*r^3+950*b*r^2*x-324*c^4-428*c^3*g-790*c^3*p-306*c ^3*q-790*c^3*r+2072*c^3*x-189*c^2*g^2-793*c^2*g*p-293*c^2*g*q-793*c^2*g*r+1984* c^2*g*x-606*c^2*p^2-690*c^2*p*q-1212*c^2*p*r+2648*c^2*p*x-84*c^2*q^2-690*c^2*q* r+2648*c^2*q*x-606*c^2*r^2+3860*c^2*r*x-30*c*g^3-245*c*g^2*p-78*c*g^2*q-245*c*g ^2*r+550*c*g^2*x-407*c*g*p^2-455*c*g*p*q-814*c*g*p*r+1696*c*g*p*x-48*c*g*q^2-\ 455*c*g*q*r+1696*c*g*q*x-407*c*g*r^2+2526*c*g*r*x-186*c*p^3-378*c*p^2*q-558*c*p ^2*r+1120*c*p^2*x-198*c*p*q^2-756*c*p*q*r+2240*c*p*q*x-558*c*p*r^2+3108*c*p*r*x -6*c*q^3-198*c*q^2*r+1120*c*q^2*x-378*c*q*r^2+3108*c*q*r*x-186*c*r^3+1988*c*r^2 *x-g^4-23*g^3*p-4*g^3*q-23*g^3*r+38*g^3*x-64*g^2*p^2-68*g^2*p*q-128*g^2*p*r+240 *g^2*p*x-4*g^2*q^2-68*g^2*q*r+240*g^2*q*x-64*g^2*r^2+380*g^2*r*x-62*g*p^3-125*g *p^2*q-186*g*p^2*r+359*g*p^2*x-64*g*p*q^2-250*g*p*q*r+718*g*p*q*x-186*g*p*r^2+ 1015*g*p*r*x-g*q^3-64*g*q^2*r+359*g*q^2*x-125*g*q*r^2+1015*g*q*r*x-62*g*r^3+656 *g*r^2*x-20*p^4-60*p^3*q-80*p^3*r+157*p^3*x-60*p^2*q^2-180*p^2*q*r+471*p^2*q*x-\ 120*p^2*r^2+620*p^2*r*x-20*p*q^3-120*p*q^2*r+471*p*q^2*x-180*p*q*r^2+1240*p*q*r *x-80*p*r^3+769*p*r^2*x-20*q^3*r+157*q^3*x-60*q^2*r^2+620*q^2*r*x-60*q*r^3+769* q*r^2*x-20*r^4+306*r^3*x-24*a^3-132*a^2*b-396*a^2*c-78*a^2*g-366*a^2*p-84*a^2*q -366*a^2*r+516*a^2*x-192*a*b^2-1120*a*b*c-238*a*b*g-774*a*b*p-210*a*b*q-774*a*b *r+1032*a*b*x-1256*a*c^2-690*a*c*g-1768*a*c*p-582*a*c*q-1768*a*c*r+2868*a*c*x-\ 71*a*g^2-538*a*g*p-134*a*g*q-538*a*g*r+742*a*g*x-473*a*p^2-519*a*p*q-946*a*p*r+ 1246*a*p*x-46*a*q^2-519*a*q*r+1246*a*q*x-473*a*r^2+1896*a*r*x-84*b^3-724*b^2*c-\ 160*b^2*g-408*b^2*p-126*b^2*q-408*b^2*r+516*b^2*x-1612*b*c^2-912*b*c*g-1878*b*c *p-692*b*c*q-1878*b*c*r+2868*b*c*x-97*b*g^2-567*b*g*p-163*b*g*q-567*b*g*r+742*b *g*x-477*b*p^2-527*b*p*q-954*b*p*r+1246*b*p*x-50*b*q^2-527*b*q*r+1246*b*q*x-477 *b*r^2+1896*b*r*x-1036*c^3-992*c^2*g-1930*c^2*p-718*c^2*q-1930*c^2*r+3264*c^2*x -275*c*g^2-1263*c*g*p-433*c*g*q-1263*c*g*r+2000*c*g*x-994*c*p^2-1120*c*p*q-1988 *c*p*r+2804*c*p*x-126*c*q^2-1120*c*q*r+2804*c*q*x-994*c*r^2+4144*c*r*x-19*g^3-\ 190*g^2*p-50*g^2*q-190*g^2*r+256*g^2*x-328*g*p^2-359*g*p*q-656*g*p*r+866*g*p*x-\ 31*g*q^2-359*g*q*r+866*g*q*x-328*g*r^2+1324*g*r*x-153*p^3-310*p^2*q-459*p^2*r+ 598*p^2*x-161*p*q^2-620*p*q*r+1196*p*q*x-459*p*r^2+1674*p*r*x-4*q^3-161*q^2*r+ 598*q^2*x-310*q*r^2+1674*q*r*x-153*r^3+1076*r^2*x-180*a^2-516*a*b-1252*a*c-318* a*g-922*a*p-272*a*q-922*a*r+1048*a*x-336*b^2-1616*b*c-424*b*g-974*b*p-324*b*q-\ 974*b*r+1048*b*x-1632*c^2-1000*c*g-2072*c*p-732*c*q-2072*c*r+2528*c*x-128*g^2-\ 662*g*p-204*g*q-662*g*r+736*g*x-538*p^2-598*p*q-1076*p*r+1096*p*x-60*q^2-598*q* r+1096*q*x-538*r^2+1648*r*x-456*a-592*b-1264*c-368*g-824*p-272*q-824*r+768*x-\ 384)*dx^5+432*a^5*p^3+67302*p*c^2*g^2*q^2+314192*p*c^2*g^2*q+43928*g^3*c^2*p*q+ 40172*p*c^2*g*q^3+156474*c^2*g^2*p^2*q+201740*c^2*g*p^3*q+158196*p^2*c^2*g*q^2+ 722070*p^2*c^2*g*q+2096*b^4*c*g*p*q+r^10+22*r^9+179*r^8+1140840*a^2*b*c*g*p*x^2 +1140840*a^2*b*c*g*q*x^2+2324304*a^2*b*c*p*q*x^2+533736*a^2*b*g*p*q*x^2+1655544 *a^2*c*g*p*q*x^2+1140840*a*b^2*c*g*p*x^2+1140840*a*b^2*c*g*q*x^2+2324304*a*b^2* c*p*q*x^2+533736*a*b^2*g*p*q*x^2+3602544*a*b*c^2*g*p*x^2+3602544*a*b*c^2*g*q*x^ 2+6127776*a*b*c^2*p*q*x^2+810360*a*b*c*g^2*p*x^2+810360*a*b*c*g^2*q*x^2+1655544 *a*b*c*g*p^2*x^2+1655544*a*b*c*g*q^2*x^2+2787120*a*b*c*p^2*q*x^2+2787120*a*b*c* p*q^2*x^2+378672*a*b*g^2*p*q*x^2+758232*a*b*g*p^2*q*x^2+758232*a*b*g*p*q^2*x^2+ 4273200*a*c^2*g*p*q*x^2+1150920*a*c*g^2*p*q*x^2+1940328*a*c*g*p^2*q*x^2+1940328 *a*c*g*p*q^2*x^2+1655544*b^2*c*g*p*q*x^2+4273200*b*c^2*g*p*q*x^2+1150920*b*c*g^ 2*p*q*x^2+1940328*b*c*g*p^2*q*x^2+1940328*b*c*g*p*q^2*x^2+6*g^6+144*g^5+11848*b *c^2*g^3*p*q+43814*b*g^2*c^2*p^2*q+18998*b*g^2*c^2*p*q^2+178736*b*g^2*c^2*p*q+ 57776*c^2*g*b*p^3*q+45168*c^2*g*b*p^2*q^2+415678*c^2*g*b*p^2*q+11528*b*p*c^2*g* q^3+171850*b*p*c^2*g*q^2+844164*b*p*c^2*g*q+28522*c*g^3*b*p*q+45982*b*g^2*p*c*q ^2+165542*b*c*g*p^3*q+122530*b*p^2*c*g*q^2+118144*b*g^2*c*p^2*q+1232*c*b*g^4*p* q-919812*a*b*c*g*q^2*x+2795760*a*b*c*g*q*x^2-3346068*a*b*c*p^2*q*x-2228172*a*b* c*p*q^2*x+5100384*a*b*c*p*q*x^2-378672*a*b*g^2*p*q*x-920334*a*b*g*p^2*q*x-\ 596130*a*b*g*p*q^2*x+1298688*a*b*g*p*q*x^2-4452576*a*c^2*g*p*q*x-1199064*a*c*g^ 2*p*q*x-2443764*a*c*g*p^2*q*x-1665348*a*c*g*p*q^2*x+3581016*a*c*g*p*q*x^2-\ 1502808*b^2*c*g*p*q*x-4093824*b*c^2*g*p*q*x-1102776*b*c*g^2*p*q*x-2215308*b*c*g *p^2*q*x-1436892*b*c*g*p*q^2*x+3581016*b*c*g*p*q*x^2-3564612*a*b*c*g*p*x-\ 2026908*a*b*c*g*q*x-5100384*a*b*c*p*q*x-1298688*a*b*g*p*q*x-3729096*a*c*g*p*q*x -3432936*b*c*g*p*q*x-1460808*a^2*b*c*g*p*x-872820*a^2*b*c*g*q*x-2442648*a^2*b*c *p*q*x-561678*a^2*b*g*p*q*x-1808280*a^2*c*g*p*q*x-1408860*a*b^2*c*g*p*x-820872* a*b^2*c*g*q*x-2205960*a*b^2*c*p*q*x-505794*a*b^2*g*p*q*x-4431072*a*b*c^2*g*p*x-\ 2774016*a*b*c^2*g*q*x-6127776*a*b*c^2*p*q*x-1019196*a*b*c*g^2*p*x-601524*a*b*c* g^2*q*x-2391276*a*b*c*g*p^2*x+2795760*a*b*c*g*p*x^2-649350*b^2*c*g*p^2*q*x-\ 423450*b^2*c*g*p*q^2*x-2108640*b*c^3*g*p*q*x-893904*b*c^2*g^2*p*q*x-1666548*b*c ^2*g*p^2*q*x-1140516*b*c^2*g*p*q^2*x-146880*b*c*g^3*p*q*x-475968*b*c*g^2*p^2*q* x-320028*b*c*g^2*p*q^2*x-565608*b*c*g*p^3*q*x-622044*b*c*g*p^2*q^2*x-263784*b*c *g*p*q^3*x-1770192*a*b*c^2*p*q^2*x-114960*a*b*c*g^3*p*x-69216*a*b*c*g^3*q*x-\ 472812*a*b*c*g^2*p^2*x-195396*a*b*c*g^2*q^2*x-633804*a*b*c*g*p^3*x-182004*a*b*c *g*q^3*x-862992*a*b*c*p^3*q*x-966816*a*b*c*p^2*q^2*x-426096*a*b*c*p*q^3*x-43776 *a*b*g^3*p*q*x-184122*a*b*g^2*p^2*q*x-122454*a*b*g^2*p*q^2*x-249408*a*b*g*p^3*q *x-276192*a*b*g*p^2*q^2*x-118848*a*b*g*p*q^3*x-2292384*a*c^3*g*p*q*x-971664*a*c ^2*g^2*p*q*x-1832796*a*c^2*g*p^2*q*x-1306764*a*c^2*g*p*q^2*x-159984*a*c*g^3*p*q *x-523956*a*c*g^2*p^2*q*x-368016*a*c*g^2*p*q^2*x-625848*a*c*g*p^3*q*x-712404*a* c*g*p^2*q^2*x-324024*a*c*g*p*q^3*x-267144*b^3*c*g*p*q*x-1226688*b^2*c^2*g*p*q*x -302856*b^2*c*g^2*p*q*x-645744*a*b^2*c*g*p^2*x-252696*a*b^2*c*g*q^2*x-968148*a* b^2*c*p^2*q*x-648324*a*b^2*c*p*q^2*x-88122*a*b^2*g^2*p*q*x-246024*a*b^2*g*p^2*q *x-158454*a*b^2*g*p*q^2*x-2368752*a*b*c^3*g*p*x-1587600*a*b*c^3*g*q*x-3176832*a *b*c^3*p*q*x-879840*a*b*c^2*g^2*p*x-570432*a*b*c^2*g^2*q*x-1866528*a*b*c^2*g*p^ 2*x-833472*a*b*c^2*g*q^2*x-2529648*a*b*c^2*p^2*q*x-152772*a^2*b*c*g^2*q*x-\ 694248*a^2*b*c*g*p^2*x-301200*a^2*b*c*g*q^2*x-1083996*a^2*b*c*p^2*q*x-764172*a^ 2*b*c*p*q^2*x-98646*a^2*b*g^2*p*q*x-276786*a^2*b*g*p^2*q*x-189216*a^2*b*g*p*q^2 *x-1473312*a^2*c^2*g*p*q*x-365352*a^2*c*g^2*p*q*x-800262*a^2*c*g*p^2*q*x-574362 *a^2*c*g*p*q^2*x-215760*a*b^3*c*g*p*x-125712*a*b^3*c*g*q*x-387744*a*b^3*c*p*q*x -75792*a*b^3*g*p*q*x-1215576*a*b^2*c^2*g*p*x-778032*a*b^2*c^2*g*q*x-1811856*a*b ^2*c^2*p*q*x-239772*a*b^2*c*g^2*p*x-142320*a*b^2*c*g^2*q*x-6696*b*c*g^4*p*q*x-\ 32256*b*c*g^3*p^2*q*x-22284*b*c*g^3*p*q^2*x+153432*b*c*g^3*p*q*x^2-60816*b*c*g^ 2*p^3*q*x-68328*b*c*g^2*p^2*q^2*x+421992*b*c*g^2*p^2*q*x^2-30288*b*c*g^2*p*q^3* x+421992*b*c*g^2*p*q^2*x^2-49992*b*c*g*p^4*q*x-78648*b*c*g*p^3*q^2*x+444816*b*c *g*p^3*q*x^2-57312*b*c*g*p^2*q^3*x+667224*b*c*g*p^2*q^2*x^2-17988*b*c*g*p*q^4*x +444816*b*c*g*p*q^3*x^2-237168*a^3*b*c*g*p*x-147120*a^3*b*c*g*q*x-485472*a^3*b* c*p*q*x-97008*a^3*b*g*p*q*x-364152*a^3*c*g*p*q*x-339696*a^2*b^2*c*g*p*x-204624* a^2*b^2*c*g*q*x-654912*a^2*b^2*c*p*q*x-129600*a^2*b^2*g*p*q*x-1273968*a^2*b*c^2 *g*p*x-836424*a^2*b*c^2*g*q*x-2002992*a^2*b*c^2*p*q*x-250224*a^2*b*c*g^2*p*x-\ 113280*b^3*c^2*g*p*q*x-24672*b^3*c*g^2*p*q*x-58968*b^3*c*g*p^2*q*x-38160*b^3*c* g*p*q^2*x+315648*b^3*c*g*p*q*x^2-323136*b^2*c^3*g*p*q*x-127296*b^2*c^2*g^2*p*q* x-250056*b^2*c^2*g*p^2*q*x-172368*b^2*c^2*g*p*q^2*x+1350000*b^2*c^2*g*p*q*x^2-\ 18528*b^2*c*g^3*p*q*x-66678*b^2*c*g^2*p^2*q*x-44814*b^2*c*g^2*p*q^2*x+334104*b^ 2*c*g^2*p*q*x^2-83664*b^2*c*g*p^3*q*x-92052*b^2*c*g*p^2*q^2*x+611856*b^2*c*g*p^ 2*q*x^2-39072*b^2*c*g*p*q^3*x+611856*b^2*c*g*p*q^2*x^2-397344*b*c^4*g*p*q*x-\ 233664*b*c^3*g^2*p*q*x-409320*b*c^3*g*p^2*q*x-292104*b*c^3*g*p*q^2*x+2200512*b* c^3*g*p*q*x^2-61272*b*c^2*g^3*p*q*x-181620*b*c^2*g^2*p^2*q*x-128268*b*c^2*g^2*p *q^2*x+932784*b*c^2*g^2*p*q*x^2-204720*b*c^2*g*p^3*q*x-231768*b*c^2*g*p^2*q^2*x +1486656*b*c^2*g*p^2*q*x^2-104304*b*c^2*g*p*q^3*x+1486656*b*c^2*g*p*q^2*x^2-\ 199188*a*c^2*g^2*p^2*q*x-145836*a*c^2*g^2*p*q^2*x+932784*a*c^2*g^2*p*q*x^2-\ 225552*a*c^2*g*p^3*q*x-263016*a*c^2*g*p^2*q^2*x+1486656*a*c^2*g*p^2*q*x^2-\ 125136*a*c^2*g*p*q^3*x+1486656*a*c^2*g*p*q^2*x^2-7320*a*c*g^4*p*q*x-35460*a*c*g ^3*p^2*q*x-25488*a*c*g^3*p*q^2*x+153432*a*c*g^3*p*q*x^2-67056*a*c*g^2*p^3*q*x-\ 77688*a*c*g^2*p^2*q^2*x+421992*a*c*g^2*p^2*q*x^2-36528*a*c*g^2*p*q^3*x+421992*a *c*g^2*p*q^2*x^2-55212*a*c*g*p^4*q*x-89088*a*c*g*p^3*q^2*x+444816*a*c*g*p^3*q*x ^2-67752*a*c*g*p^2*q^3*x+667224*a*c*g*p^2*q^2*x^2-23208*a*c*g*p*q^4*x+444816*a* c*g*p*q^3*x^2-15744*b^4*c*g*p*q*x+644544*a*b*c*p^3*q*x^2-91464*a*b*c*p^2*q^3*x+ 966816*a*b*c*p^2*q^2*x^2-30156*a*b*c*p*q^4*x+644544*a*b*c*p*q^3*x^2-1584*a*b*g^ 4*p*q*x-11352*a*b*g^3*p^2*q*x-7656*a*b*g^3*p*q^2*x+43776*a*b*g^3*p*q*x^2-25344* a*b*g^2*p^3*q*x-28512*a*b*g^2*p^2*q^2*x+153288*a*b*g^2*p^2*q*x^2-12672*a*b*g^2* p*q^3*x+153288*a*b*g^2*p*q^2*x^2-22968*a*b*g*p^4*q*x-36432*a*b*g*p^3*q^2*x+ 184128*a*b*g*p^3*q*x^2-26928*a*b*g*p^2*q^3*x+276192*a*b*g*p^2*q^2*x^2-8712*a*b* g*p*q^4*x+184128*a*b*g*p*q^3*x^2-431328*a*c^4*g*p*q*x-253632*a*c^3*g^2*p*q*x-\ 448632*a*c^3*g*p^2*q*x-331416*a*c^3*g*p*q^2*x+2200512*a*c^3*g*p*q*x^2-66600*a*c ^2*g^3*p*q*x+725136*a*b*c^2*g^2*q*x^2-236952*a*b*c^2*g*p^3*x+1350000*a*b*c^2*g* p^2*x^2-81576*a*b*c^2*g*q^3*x+1350000*a*b*c^2*g*q^2*x^2-313632*a*b*c^2*p^3*q*x-\ 360864*a*b*c^2*p^2*q^2*x+2149920*a*b*c^2*p^2*q*x^2-167520*a*b*c^2*p*q^3*x+ 2149920*a*b*c^2*p*q^2*x^2-3960*a*b*c*g^4*p*x-2376*a*b*c*g^4*q*x-28668*a*b*c*g^3 *p^2*x+92088*a*b*c*g^3*p*x^2-12372*a*b*c*g^3*q^2*x+92088*a*b*c*g^3*q*x^2-64104* a*b*c*g^2*p^3*x+334104*a*b*c*g^2*p^2*x^2-20376*a*b*c*g^2*q^3*x+334104*a*b*c*g^2 *q^2*x^2-57888*a*b*c*g*p^4*x+407904*a*b*c*g*p^3*x^2-13296*a*b*c*g*q^4*x+407904* a*b*c*g*q^3*x^2-76884*a*b*c*p^4*q*x-122616*a*b*c*p^3*q^2*x-4236*a*b^2*g^3*p*q*x -22914*a*b^2*g^2*p^2*q*x-14976*a*b^2*g^2*p*q^2*x+93384*a*b^2*g^2*p*q*x^2-34176* a*b^2*g*p^3*q*x-37656*a*b^2*g*p^2*q^2*x+217620*a*b^2*g*p^2*q*x^2-16032*a*b^2*g* p*q^3*x+217620*a*b^2*g*p*q^2*x^2-461664*a*b*c^4*g*p*x-325536*a*b*c^4*g*q*x-\ 602112*a*b*c^4*p*q*x-242640*a*b*c^3*g^2*p*x-167856*a*b*c^3*g^2*q*x-474048*a*b*c ^3*g*p^2*x+1978176*a*b*c^3*g*p*x^2-235584*a*b*c^3*g*q^2*x+1978176*a*b*c^3*g*q*x ^2-624192*a*b*c^3*p^2*q*x-454080*a*b*c^3*p*q^2*x+3176832*a*b*c^3*p*q*x^2-52968* a*b*c^2*g^3*p*x-35160*a*b*c^2*g^3*q*x-189768*a*b*c^2*g^2*p^2*x+725136*a*b*c^2*g ^2*p*x^2-90264*a*b*c^2*g^2*q^2*x-260544*a*b^2*c^2*g*p^2*x+1026000*a*b^2*c^2*g*p *x^2-118848*a*b^2*c^2*g*q^2*x+1026000*a*b^2*c^2*g*q*x^2-374400*a*b^2*c^2*p^2*q* x-263808*a*b^2*c^2*p*q^2*x+1907424*a*b^2*c^2*p*q*x^2-11040*a*b^2*c*g^3*p*x-6504 *a*b^2*c*g^3*q*x-59124*a*b^2*c*g^2*p^2*x+196272*a*b^2*c*g^2*p*x^2-24204*a*b^2*c *g^2*q^2*x+196272*a*b^2*c*g^2*q*x^2-87624*a*b^2*c*g*p^3*x+473472*a*b^2*c*g*p^2* x^2-25200*a*b^2*c*g*q^3*x+473472*a*b^2*c*g*q^2*x^2-125952*a*b^2*c*p^3*q*x-\ 141192*a*b^2*c*p^2*q^2*x+866160*a*b^2*c*p^2*q*x^2-62304*a*b^2*c*p*q^3*x+866160* a*b^2*c*p*q^2*x^2-19968*a*b^3*c*g*q^2*x+181440*a*b^3*c*g*q*x^2-86784*a*b^3*c*p^ 2*q*x-57792*a*b^3*c*p*q^2*x+436608*a*b^3*c*p*q*x^2-5424*a*b^3*g^2*p*q*x-19752*a *b^3*g*p^2*q*x-12360*a*b^3*g*p*q^2*x+86400*a*b^3*g*p*q*x^2-336000*a*b^2*c^3*g*p *x-229728*a*b^2*c^3*g*q*x-480000*a*b^2*c^3*p*q*x-110448*a*b^2*c^2*g^2*p*x-72360 *a*b^2*c^2*g^2*q*x-103296*a^2*c*g*p^3*q*x-121500*a^2*c*g*p^2*q^2*x+611856*a^2*c *g*p^2*q*x^2-58704*a^2*c*g*p*q^3*x+611856*a^2*c*g*p*q^2*x^2-9792*a*b^4*c*g*p*x-\ 5472*a*b^4*c*g*q*x-22656*a*b^4*c*p*q*x-3312*a*b^4*g*p*q*x-99264*a*b^3*c^2*g*p*x -63936*a*b^3*c^2*g*q*x-165120*a*b^3*c^2*p*q*x-14928*a*b^3*c*g^2*p*x-8592*a*b^3* c*g^2*q*x-52416*a*b^3*c*g*p^2*x+181440*a*b^3*c*g*p*x^2-38400*a^2*b*g*p^3*q*x-\ 43992*a^2*b*g*p^2*q^2*x+217620*a^2*b*g*p^2*q*x^2-20256*a^2*b*g*p*q^3*x+217620*a ^2*b*g*p*q^2*x^2-386496*a^2*c^3*g*p*q*x-152736*a^2*c^2*g^2*p*q*x-305424*a^2*c^2 *g*p^2*q*x-227736*a^2*c^2*g*p*q^2*x+1350000*a^2*c^2*g*p*q*x^2-22512*a^2*c*g^3*p *q*x-81906*a^2*c*g^2*p^2*q*x-60042*a^2*c*g^2*p*q^2*x+334104*a^2*c*g^2*p*q*x^2-\ 28860*a^2*b*c*g^2*q^2*x+196272*a^2*b*c*g^2*q*x^2-95472*a^2*b*c*g*p^3*x+473472*a ^2*b*c*g*p^2*x^2-33048*a^2*b*c*g*q^3*x+473472*a^2*b*c*g*q^2*x^2-141024*a^2*b*c* p^3*q*x-163800*a^2*b*c*p^2*q^2*x+866160*a^2*b*c*p^2*q*x^2-77376*a^2*b*c*p*q^3*x +866160*a^2*b*c*p*q^2*x^2-4836*a^2*b*g^3*p*q*x-25848*a^2*b*g^2*p^2*q*x-17910*a^ 2*b*g^2*p*q^2*x+93384*a^2*b*g^2*p*q*x^2+1026000*a^2*b*c^2*g*q*x^2-417024*a^2*b* c^2*p^2*q*x-306432*a^2*b*c^2*p*q^2*x+1907424*a^2*b*c^2*p*q*x^2-11640*a^2*b*c*g^ 3*p*x-7104*a^2*b*c*g^3*q*x-63780*a^2*b*c*g^2*p^2*x+196272*a^2*b*c*g^2*p*x^2-\ 354336*a^2*b*c^3*g*p*x-248064*a^2*b*c^3*g*q*x-529152*a^2*b*c^3*p*q*x-116280*a^2 *b*c^2*g^2*p*x-78192*a^2*b*c^2*g^2*q*x-280320*a^2*b*c^2*g*p^2*x+1026000*a^2*b*c ^2*g*p*x^2-138624*a^2*b*c^2*g*q^2*x+272160*a^2*b^2*c*g*p*x^2-37008*a^2*b^2*c*g* q^2*x+272160*a^2*b^2*c*g*q*x^2-147888*a^2*b^2*c*p^2*q*x-104400*a^2*b^2*c*p*q^2* x+654912*a^2*b^2*c*p*q*x^2-9504*a^2*b^2*g^2*p*q*x-34056*a^2*b^2*g*p^2*q*x-22968 *a^2*b^2*g*p*q^2*x+129600*a^2*b^2*g*p*q*x^2-277632*a^2*b^2*c^2*p*q*x-23760*a^2* b^2*c*g^2*p*x-14256*a^2*b^2*c*g^2*q*x-85680*a^2*b^2*c*g*p^2*x-157824*a^2*b^2*c^ 2*g*p*x-104832*a^2*b^2*c^2*g*q*x-7968*a^2*b^3*g*p*q*x+436608*a^3*b*c*p*q*x^2-\ 7248*a^3*b*g^2*p*q*x-25656*a^3*b*g*p^2*q*x-18264*a^3*b*g*p*q^2*x+86400*a^3*b*g* p*q*x^2-152832*a^3*c^2*g*p*q*x-33984*a^3*c*g^2*p*q*x-82512*a^3*c*g*p^2*q*x-\ 61704*a^3*c*g*p*q^2*x+315648*a^3*c*g*p*q*x^2-20928*a^2*b^3*c*g*p*x-12288*a^2*b^ 3*c*g*q*x-52224*a^2*b^3*c*p*q*x-11808*a^4*b*c*g*p*x-7488*a^4*b*c*g*q*x-33024*a^ 4*b*c*p*q*x-5328*a^4*b*g*p*q*x-25152*a^4*c*g*p*q*x-22272*a^3*b^2*c*g*p*x-13632* a^3*b^2*c*g*q*x-59136*a^3*b^2*c*p*q*x-9312*a^3*b^2*g*p*q*x-111168*a^3*b*c^2*g*p *x-75840*a^3*b*c^2*g*q*x-205056*a^3*b*c^2*p*q*x-16752*a^3*b*c*g^2*p*x-10416*a^3 *b*c*g^2*q*x-61824*a^3*b*c*g*p^2*x+181440*a^3*b*c*g*p*x^2-29376*a^3*b*c*g*q^2*x +181440*a^3*b*c*g*q*x^2-110400*a^3*b*c*p^2*q*x-81408*a^3*b*c*p*q^2*x+7708*c*g^3 *b*p^2*q+3082*c*g^3*b*p*q^2+223498*b*g^2*p*c*q+18440*b*c*g*p^3*q^2+8684*b*p^2*c *g*q^3+571302*b*p^2*c*g*q+17170*b*g^2*c*p^3*q+13084*b*g^2*c*p^2*q^2+3130*b*g^2* p*c*q^3+15936*b*c*g*p^4*q+1302*b*p*c*g*q^4+27298*b*p*c*g*q^3+212300*b*p*c*g*q^2 +421104*c^2*g*b*a*q+270768*a*b*c*p^3*q+210408*p^2*c*b*a*q^2+927584*p^2*c*b*a*q+ 17778*b*g^2*a*c*q^2+84600*b*g^2*a*c*q+9340*a*b*c*g^3*q+10822*c*g*b*a*q^3+83328* c*g*b*a*q^2+52320*p*c*b*a*q^3+368636*p*c*b*a*q^2+32212*a*b*c*g^3*p+236722*c*g*b *a*p^3+293436*b*g^2*a*c*p+156486*b*g^2*a*c*p^2+819060*c*g*b*a*p^2+8748*a*b*g^3* p*q+49266*g^2*b*a*p^2*q+18432*b*a*p*g^2*q^2+78868*a*b*g*p^3*q+59352*p^2*g*b*a*q ^2+80118*b*a*p*g^2*q+255794*p^2*g*b*a*q+8640*a^4*b*c*g*p*x^2+8640*a^4*b*c*g*q*x ^2+1448*b^4*c^2*g*p*r^2+228*b^4*c*g^2*p*r^2+756*b^4*c*g*p^2*r^2+1512*b^4*c*g*p* r^3+13588*b*g*p*a*q^3+93692*b*g*p*a*q^2+448*a^2*b^4*c*q+1728*a^2*b^4*c*p+352*a^ 2*b^4*p*q+96512*c^4*a*g*p*q+519488*a*c^3*g*p*q+56192*c^3*a*g^2*p*q+122976*a*c^3 *g*p^2*q+60336*a*c^3*g*p*q^2+217616*a*c^2*g^2*p*q+235786*a*c^2*g*p*q^2+1023540* a*c^2*g*p*q+14512*a*c^2*g^3*p*q+517990*c^2*g*a*p^2*q+54458*a*c^2*g^2*p^2*q+ 25922*a*c^2*g^2*p*q^2+60792*c^2*g*a*p^2*q^2+17984*a*c^2*g*p*q^3+72152*c^2*g*a*p ^3*q+35074*g^3*a*c*p*q+147946*a*c*g^2*p^2*q+64168*a*c*g^2*p*q^2+271642*a*c*g^2* p*q+167710*p^2*a*c*g*q^2+715736*p^2*a*c*g*q+44750*a*c*g*p*q^3+208330*a*c*g*p^3* q+1544*c*a*g^4*p*q+21514*a*c*g^2*p^3*q+17764*a*c*g^2*p^2*q^2+9670*g^3*a*c*p^2*q +4324*g^3*a*c*p*q^2+5026*a*c*g^2*p*q^3+19914*a*c*g*p^4*q+24572*a*c*g*p^3*q^2+ 12992*p^2*a*c*g*q^3+2544*a*c*g*p*q^4+296322*a*c*g*p*q^2+11136*b^2*c^4*g^2+3168* b^2*c^3*g^3-220240*b*g*p*q*r^2*x-497604*c*g*p*q*r^2*x-445938*b*c*g*p*r^2*x-\ 529136*b*c*p*q*r^2*x-804114*a*c*g*p*r^2*x-969152*a*c*p*q*r^2*x-358900*a*g*p*q*r ^2*x-363558*a*b*g*p*r^2*x-427376*a*b*p*q*r^2*x-927016*a*b*c*p*r^2*x+377576*c*g* p^2*q*r^2*x+160204*c*g*p*q^2*r^2*x+550114*c*g*p*q*r^3*x+497604*c*g*p*q*r^2*x^2+ 136042*c*g^2*p*q*r^2*x+534068*c^2*g*p*q*r^2*x+43278*b*g^2*p*q*r^2*x+163426*b*g* p^2*q*r^2*x+61796*b*g*p*q^2*r^2*x+238104*b*g*p*q*r^3*x+289570*b*g*p*q*r^2*x^2-\ 73368*b*c*g^2*p*q*r^2+167464*b*c*g^2*p*r^2*x-159082*b*c*g*p^2*q*r^2+472561*b*c* g*p^2*r^2*x-68701*b*c*g*p*q^2*r^2-97733*b*c*g*p*q*r^3+674887*b*c*g*p*r^3*x+ 744850*b*c*g*p*r^2*x^2+744850*b*c*g*q*r^2*x^2+574120*b*c*p^2*q*r^2*x+259316*b*c *p*q^2*r^2*x+782868*b*c*p*q*r^3*x+749144*b*c*p*q*r^2*x^2+76360*b^2*g*p*q*r^2*x-\ 250892*b*c^2*g*p*q*r^2+754414*b*c^2*g*p*r^2*x+872012*b*c^2*p*q*r^2*x-24922*a*p^ 3*r^2*x+131674*a*p^2*r^3*x+140640*a*p*r^4*x-124314*a^2*p^2*r^2*x+44802*a^2*p*r^ 3*x-148780*a^3*p*r^2*x+29858*g*q^3*r^2*x^2-49114*g*q^2*r^3*x^2-78666*g*q*r^4*x^ 2+30376*p^4*q*r^2*x+43084*p^3*q^2*r^2*x+74902*p^3*q*r^3*x+24640*p^3*q*r^2*x^2+ 25416*p^2*q^3*r^2*x+83922*p^2*q^2*r^3*x+36960*p^2*q^2*r^2*x^2+71770*p^2*q*r^4*x -84867*p^2*q*r^3*x^2+36994*p*q^3*r^3*x+24640*p*q^3*r^2*x^2+57932*p*q^2*r^4*x-\ 84867*p*q^2*r^3*x^2+31294*p*q*r^5*x-109358*p*q*r^4*x^2-5758*g^3*p^2*q*r^2+12633 *g^3*p^2*r^2*x-4279*g^3*p*q*r^3+31669*g^3*p*r^2*x^2+31669*g^3*q*r^2*x^2-11023*g ^2*p^3*q*r^2+29480*g^2*p^3*r^2*x-8904*g^2*p^2*q^2*r^2-11387*g^2*p^2*q*r^3+61506 *g^2*p^2*r^3*x+48208*g^2*p^2*r^2*x^2-6722*g^2*p*q^2*r^3-3113*g^2*p*q*r^4+43944* g^2*p*r^4*x-19548*g^2*p*r^3*x^2+48208*g^2*q^2*r^2*x^2-19548*g^2*q*r^3*x^2-9137* g*p^4*q*r^2+25775*g*p^4*r^2*x-11276*g*p^3*q^2*r^2-11998*g*p^3*q*r^3+65149*g*p^3 *r^3*x+29858*g*p^3*r^2*x^2-5836*g*p^2*q^3*r^2-11946*g*p^2*q^2*r^3-4042*g*p^2*q* r^4+63377*g*p^2*r^4*x-49114*g*p^2*r^3*x^2-4538*g*p*q^3*r^3-3502*g*p*q^2*r^4+ 2293*g*p*q*r^5+27716*g*p*r^5*x-78666*g*p*r^4*x^2-17640*c*p^2*q^3*r^2-34998*c*p^ 2*q^2*r^3-10998*c*p^2*q*r^4+189790*c*p^2*r^4*x-169442*c*p^2*r^3*x^2-13140*c*p*q ^3*r^3-9258*c*p*q^2*r^4+7766*c*p*q*r^5+81308*c*p*r^5*x-245524*c*p*r^4*x^2+75500 *c*q^3*r^2*x^2-169442*c*q^2*r^3*x^2-245524*c*q*r^4*x^2+30480*a^2*c^4*g*q+77984* a^2*c^4*p*q+67344*a^2*c^4*g*p-18419*c*g^3*p^2*r^2-12370*c*g^3*p*r^3-33640*c*g^2 *p^3*r^2-32280*c*g^2*p^2*r^3-6400*c*g^2*p*r^4-27208*c*g*p^4*r^2-33932*c*g*p^3*r ^3-8728*c*g*p^2*r^4+9182*c*g*p*r^5-27493*c*p^4*q*r^2+80168*c*p^4*r^2*x-33956*c* p^3*q^2*r^2-35512*c*p^3*q*r^3+198336*c*p^3*r^3*x+75500*c*p^3*r^2*x^2-36623*c*g* q^4*r^2*x^2-77953*c*g*q^3*r^3*x^2-68645*c*g*q^2*r^4*x^2-19688*c*g*q*r^5*x^2+ 2862*c*p^4*q*r^3*x-49430*c*p^4*q*r^2*x^2+6588*c*p^3*q^2*r^3*x-98860*c*p^3*q^2*r ^2*x^2-10752*c*p^3*q*r^4*x-98568*c*p^3*q*r^3*x^2+7452*c*p^2*q^3*r^3*x-98860*c*p ^2*q^3*r^2*x^2-8856*c*p^2*q^2*r^4*x-147852*c*p^2*q^2*r^3*x^2-19818*c*p^2*q*r^5* x-79506*c*p^2*q*r^4*x^2-49430*c*p*q^4*r^2*x^2-98568*c*p*q^3*r^3*x^2-79506*c*p*q ^2*r^4*x^2-18116*c*p*q*r^5*x^2-7948*c*g^4*p*r^2*x^2-7948*c*g^4*q*r^2*x^2+4773*c *g^3*p^2*r^3*x-31460*c*g^3*p^2*r^2*x^2-1396*c*g^3*p*r^4*x-41377*c*g^3*p*r^3*x^2 -31460*c*g^3*q^2*r^2*x^2-41377*c*g^3*q*r^3*x^2+4941*c*g^2*p^3*r^3*x-50678*c*g^2 *p^3*r^2*x^2-7789*c*g^2*p^2*r^4*x-88086*c*g^2*p^2*r^3*x^2-10993*c*g^2*p*r^5*x-\ 57207*c*g^2*p*r^4*x^2-50678*c*g^2*q^3*r^2*x^2-88086*c*g^2*q^2*r^3*x^2-57207*c*g ^2*q*r^4*x^2+2452*c*g*p^4*r^3*x-36623*c*g*p^4*r^2*x^2-10032*c*g*p^3*r^4*x-77953 *c*g*p^3*r^3*x^2-18678*c*g*p^2*r^5*x-68645*c*g*p^2*r^4*x^2-12404*c*g*p*r^6*x-\ 19688*c*g*p*r^5*x^2+20856*c^2*p*q^3*r^3*x-222344*c^2*p*q^3*r^2*x^2-7824*c^2*p*q ^2*r^4*x-347946*c^2*p*q^2*r^3*x^2-36156*c^2*p*q*r^5*x-199236*c^2*p*q*r^4*x^2+ 12618*c^2*g^3*p*r^3*x-68524*c^2*g^3*p*r^2*x^2-68524*c^2*g^3*q*r^2*x^2+20730*c^2 *g^2*p^2*r^3*x-168572*c^2*g^2*p^2*r^2*x^2-9592*c^2*g^2*p*r^4*x-204462*c^2*g^2*p *r^3*x^2-168572*c^2*g^2*q^2*r^2*x^2-204462*c^2*g^2*q*r^3*x^2+14094*c^2*g*p^3*r^ 3*x-163940*c^2*g*p^3*r^2*x^2-25882*c^2*g*p^2*r^4*x-273938*c^2*g*p^2*r^3*x^2-\ 35040*c^2*g*p*r^5*x-170306*c^2*g*p*r^4*x^2-163940*c^2*g*q^3*r^2*x^2-273938*c^2* g*q^2*r^3*x^2-170306*c^2*g*q*r^4*x^2+16008*c^2*p^3*q*r^3*x-222344*c^2*p^3*q*r^2 *x^2+27648*c^2*p^2*q^2*r^3*x-333516*c^2*p^2*q^2*r^2*x^2-26976*c^2*p^2*q*r^4*x-\ 347946*c^2*p^2*q*r^3*x^2-139284*a*b*c*g*p*q*r^3*x^2+55524*a*b*c*g*p*q*r^4*x^2+ 674*a^2*g^4*r^3*x+561*a^2*g^4*r^2*x^2+1152*a^2*g^3*r^4*x-7044*a^2*g^3*r^3*x^2-\ 662*a^2*g^2*r^5*x-15992*a^2*g^2*r^4*x^2-2089*a^2*g*r^6*x-8216*a^2*g*r^5*x^2+462 *a^2*p^6*r*x-1442*a^2*p^5*r*x^2+44*a^2*q^6*r*x-1442*a^2*q^5*r*x^2+87456*c^3*g*p *q*r^3*x-730016*c^3*g*p*q*r^2*x^2+8544*b*g*p^2*q^2*r^3*x-100752*b*g*p^2*q^2*r^2 *x^2-8640*b*g*p^2*q*r^4*x-111483*b*g*p^2*q*r^3*x^2-67168*b*g*p*q^3*r^2*x^2-\ 111483*b*g*p*q^2*r^3*x^2-68588*b*g*p*q*r^4*x^2-22314*b*g^3*p*q*r^2*x^2+7491*b*g ^2*p^2*q*r^3*x-63663*b*g^2*p^2*q*r^2*x^2-63663*b*g^2*p*q^2*r^2*x^2-79734*b*g^2* p*q*r^3*x^2+4960*b*g*p^3*q*r^3*x-67168*b*g*p^3*q*r^2*x^2-852*b^4*c*g^2*p*r-116* b^4*c*g^2*q*r-2972*b^4*c*g*p^2*r-2280*b^4*c*g*p*r^2-96*b^4*c*g*q^2*r-456*b^5*c* g*p*r-40*b^5*c*g*q*r-448*b^5*c*p*q*r-16*b^5*g*p*q*r-5416*b^4*c^2*g*p*r-1560*b^4 *c^2*g*q*r-5120*b^4*c^2*p*q*r-30672*c^4*q^2*r^3*x^2+9216*c^4*q*r^4*x^2+1132*a^2 *g^2*c*q^3+12432*a^2*g^2*c*q^2+45078*a^2*g^2*c*q+634*a^2*c*g*q^4+9660*a^2*c*g*q ^3+55992*a^2*c*g*q^2-30816*c^5*p*r^3*x^2-30816*c^5*q*r^3*x^2+178*a^2*c*g^4*q-\ 30672*c^4*p^2*r^3*x^2+794*a^2*c*g^3*q^2+5254*a^2*c*g^3*q+9216*c^4*p*r^4*x^2-384 *b*p^5*r^3*x^2+648*b*p^4*r^4*x^2+2537*b*p^3*r^5*x^2+3135*b*p^2*r^6*x^2+1782*b*p *r^7*x^2-384*b*q^5*r^3*x^2+648*b*q^4*r^4*x^2+2537*b*q^3*r^5*x^2+3135*b*q^2*r^6* x^2+1782*b*q*r^7*x^2-1302*b^2*p^4*r^3*x^2+885*b^2*p^3*r^4*x^2+3782*b^2*p^2*r^5* x^2+3390*b^2*p*r^6*x^2-1302*b^2*q^4*r^3*x^2+885*b^2*q^3*r^4*x^2+3782*b^2*q^2*r^ 5*x^2+3390*b^2*q*r^6*x^2-2229*b^3*p^3*r^3*x^2+111*b^3*p^2*r^4*x^2+2158*b^3*p*r^ 5*x^2-2229*b^3*q^3*r^3*x^2+111*b^3*q^2*r^4*x^2+2158*b^3*q*r^5*x^2+2537*a*q^3*r^ 5*x^2+3135*a*q^2*r^6*x^2+1782*a*q*r^7*x^2-2010*b^4*p^2*r^3*x^2-516*b^4*p*r^4*x^ 2-2010*b^4*q^2*r^3*x^2-516*b^4*q*r^4*x^2+37724*a*b*c^2*p^4-384*a*p^5*r^3*x^2+ 648*a*p^4*r^4*x^2+2537*a*p^3*r^5*x^2+3135*a*p^2*r^6*x^2+1782*a*p*r^7*x^2-384*a* q^5*r^3*x^2+648*a*q^4*r^4*x^2+89664*a^2*b*c^4*g*r*x+196512*a^2*b*c^4*p*r*x+ 126912*a^2*b*c^4*q*r*x+37392*a^2*b*c^3*g^2*r*x+4752*a^2*b^2*g^2*p^2*r*x+5940*a^ 2*b^2*g^2*p*r*x^2+792*a^2*b^2*g^2*q^2*r*x+5940*a^2*b^2*g^2*q*r*x^2+9768*a^2*b^2 *g*p^3*r*x+216*a^2*b^2*g*p^2*r*x^2+1320*a^2*b^2*g*q^3*r*x+216*a^2*b^2*g*q^2*r*x ^2+15576*a^2*b^2*p^3*q*r*x+16632*a^2*b^2*p^2*q^2*r*x-16668*a^2*b^2*p^2*q*r*x^2+ 6600*a^2*b^2*p*q^3*r*x-16668*a^2*b^2*p*q^2*r*x^2+14256*a^2*b^2*c*g^2*r^2*x+ 11880*a^2*b^2*c*g^2*r*x^2+45360*a^2*b^2*c*g*r^3*x-52056*a^2*b^2*c*g*r^2*x^2+ 40200*a^2*b^2*c*p^3*r*x-31176*a^2*b^2*c*p^2*r*x^2+8856*a^2*b^2*c*q^3*r*x-31176* a^2*b^2*c*q^2*r*x^2+80064*a^2*b^2*c^2*g*r^2*x+11664*a^2*b^2*c^2*g*r*x^2+116976* a^2*b^2*c^2*p^2*r*x-57312*a^2*b^2*c^2*p*r*x^2+44976*a^2*b^2*c^2*q^2*r*x-57312*a ^2*b^2*c^2*q*r*x^2+54432*a^2*b^2*c^3*g*r*x+145536*a^2*b^2*c^3*p*r*x+91008*a^2*b ^2*c^3*q*r*x+11088*a^2*b^2*c^2*g^2*r*x+4208*a^2*b^3*g*p^2*r*x+5400*a^2*b^3*g*p* r*x^2+608*a^2*b^3*g*q^2*r*x+5400*a^2*b^3*g*q*r*x^2+9120*a^2*b^3*p^2*q*r*x+5280* a^2*b^3*p*q^2*r*x+400*a^2*b^3*p*q*r*x^2+110784*a^2*b^2*c^3*r^2*x-34368*a^2*b^2* c^3*r*x^2+69840*a^2*b^2*c^2*r^3*x-203472*a^2*b^2*c^2*r^2*x^2+5920*a^2*b^3*g*r^3 *x+6120*a^2*b^3*g*r^2*x^2+4320*a^2*b^3*p^3*r*x+200*a^2*b^3*p^2*r*x^2+480*a^2*b^ 3*q^3*r*x+200*a^2*b^3*q^2*r*x^2+64512*a^2*b^2*c^4*r*x+18320*a^2*b^3*c*r^3*x-\ 23200*a^2*b^3*c*r^2*x^2+1360*a^2*b^4*p^2*r*x+1800*a^2*b^4*p*r*x^2+160*a^2*b^4*q ^2*r*x+1800*a^2*b^4*q*r*x^2+25856*a^2*b^3*c^3*r*x+35904*a^2*b^3*c^2*r^2*x+5600* a^2*b^3*c^2*r*x^2+3840*a^2*b^4*c^2*r*x+4320*a^2*b^4*c*r^2*x+3600*a^2*b^4*c*r*x^ 2+478*a^3*g^2*q^3*r*x-7*a^3*g^2*q^2*r*x^2+2570*a^3*g*p^4*r*x-2765*a^3*g*p^3*r*x ^2+428*a^3*g*q^4*r*x-2765*a^3*g*q^3*r*x^2+3654*a^3*p^4*q*r*x+5796*a^3*p^3*q^2*r *x-7252*a^3*p^3*q*r*x^2+4284*a^3*p^2*q^3*r*x-10878*a^3*p^2*q^2*r*x^2+1386*a^3*p *q^4*r*x-7252*a^3*p*q^3*r*x^2+806*a^3*g^3*p^2*r*x+945*a^3*g^3*p*r*x^2+176*a^3*g ^3*q^2*r*x+945*a^3*g^3*q*r*x^2+2494*a^3*g^2*p^3*r*x-7*a^3*g^2*p^2*r*x^2+2268*a^ 3*c*g^3*r^2*x+1890*a^3*c*g^3*r*x^2+14006*a^3*c*g^2*r^3*x-12688*a^3*c*g^2*r^2*x^ 2+10542*a^3*c*g*r^4*x-79544*a^3*c*g*r^3*x^2+9156*a^3*c*p^4*r*x-14812*a^3*c*p^3* r*x^2+1900*a^3*c*q^4*r*x-14812*a^3*c*q^3*r*x^2+1464*a^3*c^2*g^3*r*x+19728*a^3*c ^2*g^2*r^2*x+2612*a^3*c^2*g^2*r*x^2+45860*a^3*c^2*g*r^3*x-98956*a^3*c^2*g*r^2*x ^2+36768*a^3*c^2*p^3*r*x-45044*a^3*c^2*p^2*r*x^2+11016*a^3*c^2*q^3*r*x-45044*a^ 3*c^2*q^2*r*x^2+27616*a^3*c^4*g*r*x+64672*a^3*c^4*p*r*x+41472*a^3*c^4*q*r*x+ 11296*a^3*c^3*g^2*r*x+55888*a^3*c^3*g*r^2*x-17440*a^3*c^3*g*r*x^2+70864*a^3*c^3 *p^2*r*x-60448*a^3*c^3*p*r*x^2+30736*a^3*c^3*q^2*r*x-60448*a^3*c^3*q*r*x^2+5512 *a^3*b*g^2*r^3*x+4488*a^3*b*g^2*r^2*x^2+4968*a^3*b*g*r^4*x-27312*a^3*b*g*r^3*x^ 2+3520*a^3*b*p^4*r*x-3704*a^3*b*p^3*r*x^2+528*a^3*b*q^4*r*x-3704*a^3*b*q^3*r*x^ 2+54162*c^2*g*p*q^2*r^3*x-491820*c^2*g*p*q^2*r^2*x^2-18764*c^2*g*p*q*r^4*x-\ 547876*c^2*g*p*q*r^3*x^2+45576*c^2*g^2*p*q*r^3*x-337144*c^2*g^2*p*q*r^2*x^2+ 48222*c^2*g*p^2*q*r^3*x-491820*c^2*g*p^2*q*r^2*x^2-5954*a*c^3*g^2*q^2*r-44408*a *c^3*g*p^3*r-3104*a*c^3*g*q^3*r-45204*a*c^3*p^3*q*r-35652*a*c^3*p^2*q^2*r-9308* a*c^3*p*q^3*r-26500*a*c^4*p*q^2*r-10172*a*c^3*g^3*p*r-3984*a*c^3*g^3*q*r-35278* a*c^3*g^2*p^2*r-11032*a*c^4*g*q^2*r-58220*a*c^4*p^2*q*r-39392*a*c^5*g*p*r-17616 *a*c^5*g*q*r-37408*a*c^5*p*q*r-28960*a*c^4*g^2*p*r-12392*a*c^4*g^2*q*r-58832*a* c^4*g*p^2*r-890*b^3*c*g^3*r*x+20820*b^3*c*g^2*r^2*x+45760*b^3*c*g^2*r*x^2+70868 *b^3*c*g*r^3*x+44026*b^3*c*g*r^2*x^2+36860*b^3*c*p^3*r*x+126826*b^3*c*p^2*r*x^2 +1108*b^3*c*q^3*r*x+126826*b^3*c*q^2*r*x^2+7892*b^3*c^2*g^2*r*x+126244*b^3*c^2* g*r^2*x+194272*b^3*c^2*g*r*x^2+105796*b^3*c^2*p^2*r*x+293272*b^3*c^2*p*r*x^2+ 24244*b^3*c^2*q^2*r*x+293272*b^3*c^2*q*r*x^2-286*b^4*g^2*p*r*x-22*b^4*g^2*q*r*x +2804*b^4*g*p^2*r*x+15216*b^4*g*p*r*x^2-36*b^4*g*q^2*r*x+15216*b^4*g*q*r*x^2+ 6150*b^4*p^2*q*r*x+2850*b^4*p*q^2*r*x+26940*b^4*p*q*r*x^2+48400*b^3*c^3*g*r*x+ 130736*b^3*c^3*p*r*x+69360*b^3*c^3*q*r*x+41*r^6+3640*a^3*c*b*g*q^2+22256*a^3*c* b*g*q+1560*a^3*c*b*g^2*q+5032*a^3*c*b*g^2*p+22328*a^3*c*b*g*p^2+71616*a^3*c*b*g *p-6752*a^3*c^4*g*r+124*a^2*g*b*q^4-19088*a^3*c^4*p*r-8304*a^3*c^4*q*r+780*p*a^ 2*b*q^4-2648*a^3*c^3*g^2*r-10200*a^3*c^3*g*r^2-24968*a^3*c^3*p^2*r-4504*a^3*c^3 *q^2*r-6496*a^3*b^2*c^3*r-7360*a^3*b^2*c^2*r^2-3592*a^3*b^2*c*r^3-1544*a^3*b^2* g*r^3-2040*a^3*b^2*p^3*r-10464*a^3*b*c^4*r-14176*a^3*b*c^3*r^2-8384*a^3*b*c^2*r ^3+172*a^3*b*c*r^4-1336*a^3*b*g^2*r^3-576*a^3*b*g*r^4-1672*a^3*b*p^4*r-176*a^4* p*q^3*r+1310*a^2*b*g^3*p^2+2836*a^2*b*g^3*p+4510*a^2*b*g^2*p^3-1344*a^3*b^3*c^2 *r-1312*a^3*b^3*c*r^2+26502*a^2*b*g^2*p^2-800*a^3*b^3*p^2*r+38348*a^2*b*g^2*p+ 693*a^2*p^4*r^4*x^2+1122*a^2*p^3*r^5*x^2+1023*a^2*p^2*r^6*x^2+495*a^2*p*r^7*x^2 +693*a^2*q^4*r^4*x^2+1122*a^2*q^3*r^5*x^2-152698*r^2*b^2*c*p*q-26639*q*b*r^3*a* g-73814*r^2*q^2*b*p*c-3957*r^2*q^2*g*b*c-38221*r^2*p*b^2*q*g-44052*p*a*r^2*q*b^ 2-19115*r^2*q^2*g*p*b+15578*r^2*q^2*g*b*a-33794*r^2*b^2*c*a*q-18990*p*a*r^2*q^2 *b+5876*a*c*g*p^5+8510*a*c*g^2*p^4+19384*q^2*g*b*a+352*g^3*a*c*q^3+229696*a*b*c ^4*g+86*a*c*g*q^5+266*a*c*g^2*q^4+10888*c*a*p^4*q^2+188144*a*b*c^2*g^2+20704*a* b*c^2*g^3+111216*a*c^3*b*g^2+561664*a*c^3*b*g+23184*a^2*b^2*c*p^3+897*c^2*g*q^4 *r-471*c^2*g^4*q*r-14339*c^2*g^3*p^2*r-395*c^2*g^3*q^2*r+155088*a^2*b^2*c*p^2+ 287648*a^2*b^2*c*p-30281*c^2*g^2*p^3*r+6232*a^2*b^2*c*g^2+757*c^2*g^2*q^3*r+ 58528*a^2*b^2*c*g-26799*c^2*g*p^4*r+6560*c*a*p^5*q-2415*c^2*g^4*p*r-64924*c^3*g *p^3*r+908*c^3*g*q^3*r-58032*c^3*p^3*q*r-34212*c^3*p^2*q^2*r-2384*c^3*p*q^3*r-\ 20364*c^4*p*q^2*r-14872*c^3*g^3*p*r-4324*c^3*g^3*q*r-51494*c^3*g^2*p^2*r-3222*c ^3*g^2*q^2*r+29402*q^2*b*r*g+54962*b^2*q*r*a+34207*b^2*q*r*g+113820*q^2*c*b*a+ 8672*p^3*a*c*q^3+89700*q*b*p*g^2+3248*p^2*a*c*q^4+448*a*c*p*q^5+48384*b^3*c*a*q +91584*c+24768*g+11376*q+660*g^3*b*p^4+524768*a*b*c^4+1184*b^5*c^2*p+20736*a*b* c^6+163520*a*b*c^5+740*b*g^2*p^5+656*b^5*c*p^2+80866*a*b*p^4-28321*q^4*r*x-\ 46020*g^3*r*x+410*b*g*p^6-1880064*c^4*r*x+50*b*g^5*p^2+660*a*b*p^6+11694*a*b*p^ 5-7894*g^4*r*x+46020*g^3*r*x^2-123437*p^4*r*x-77342*b^3*r^2*x+82*a*b*q^4+104*b^ 5*g*p^2-39484*q^2*r^2*p*c*a+24*a^2*b*q^5+34628*q^2*r^2*a*c*g-40906*q^2*r^2*p*c* g-130480*r^2*c^2*g*a*b-7966*q^2*r^2*p*a*g+67451*b^2*p*r*g*q-149592*r^2*p^2*g*q* c-207738*b^2*r^2*p*c*a-46451*b^2*r^2*p*a*g-92551*p*a*r^3*b*g-201822*r^2*p^2*a*q *c+68704*a*b+18888*a^2+40324*a*g+171924*p^2+197044*p*a+474888*p*c+177096*p*r+ 46132*r*a+147864*r*c+175784*c*a+229160*c*b+258048*c^2+86664*c*q+146496*c*g+ 61972*r*b+29496*r*q+41796*r*g+23380*q*a+119064*q*p+194644*p*b+137772*p*g+7712*b ^3*c*a*q^2+392752*a*b^2*c^3-30420*b^4*r*x+2848*b^4*c^3*g-203970*a^3*r^2*x+400*a *b^4*g*p*q+405232*c^3+136496*a^2*c+20892*a^2*q+466624*a*c^2+543760*b*c^2+294742 *b*p^2+359200*c^2*g+245512*c^2*q+93916*c*g^2+83408*g^2*p+215022*p^2*q+46698*q*b *r^2*a^2*c-68342*q*b*r^2*p^2*g-64828*q*b*r^2*a*c^2-23551*q*b*r^2*p*g^2-50796*b^ 2*r^2*a*c*g-103294*q*b*r^2*c^2*g-171245*b^2*r^2*p*c*g+28613*r^2*q*a^2*b*g-\ 213812*r^2*p^2*g*a*c-6035*r^2*q*a^2*p*g-19770*q*b*r^2*p*a^2-327576*q*b*r^2*p*c^ 2-19550*q*b*r^2*c*g^2-243661*r^2*p^2*g*b*c-60369*r^2*p^2*g*q*a-92464*r^2*p^2*g* a*b-226280*q*b*r^2*p^2*c-128354*r^2*a^2*c*b*p+7822*r^2*c^2*g*q*a-91396*q*b*r^2* p^2*a+61025*r^2*a^2*c*q*g-48322*r^2*a^2*c*q*p+29728*b^3*a*c^2*p*q+40944*b^3*a*c ^2*g+137808*b^3*a*c^2*p+624*b^4*c^2*g^2-153310*a^2*r^3*x+16169*a*r^4*x-42736*b^ 2*r^3*x+32579*b*r^4*x-1373128*c^3*r^2*x-284984*c^2*r^3*x+69256*c*r^4*x-45314*g^ 2*r^3*x+18003*g*r^4*x-110276*p^3*r^2*x+3862*p^2*r^3*x+53844*p*r^4*x-92496*q^3*r ^2*x-66190*q^2*r^3*x+19896*q*r^4*x-97476*q^3*r*x+64416*a^2*b*r+44428*a^2*g*r+ 66764*a*b^2*r+36500*a*g^2*r+47964*b^2*g*r+37760*b*g^2*r+78964*a*b*g+84592*b^3*c *a*p^2+169688*b^3*c*a*p+4480*b^3*c*a*g^2+42488*b^3*c*a*g+8528*b^3*a*c^2*g*q+ 231116*q*b*c^2*r*g+184799*q*c*a*r^2*g+1021744*b*p*c^2*r*a+66160*r^2*q*p*g*a+ 29896*r^2*q*p*g*c+180705*q*p*g*a^2*r+228122*q^2*b*r*p*c+561744*q*p*g*c^2*r+ 127734*b^2*p*a*r*q+127186*b^2*a*c*r*q+102722*b^2*a*c*r*g+171613*b^2*c*r*g*p+ 334150*b^2*a*c*r*p+179649*q*p*g^2*c*r+209156*q*p^2*g*a*r+90729*p*b*a*r*g^2+ 157970*p*b*g*a^2*r+351139*q*p^2*g*c*r+74982*q^2*c*r*g*b+141006*q^2*p*a*r*b+ 74079*q^2*p*r*g*b+205726*b^2*q*r*p*c+473731*p*a^2*c*r*g+171578*b*g^2*c*r*p+ 96158*b*g^2*a*c*r+155232*q*b*a*c*r^2+269014*p*a*c*r*g^2+27683*q*b*c*r^2*g-3170* q*b*p*r^2*g+155000*b*g*a^2*c*r+429544*q*b*c^2*r*a+627788*q*b*c^2*r*p+131273*q*b *p^2*r*g+399648*q*b*p^2*r*c+246034*q*b*p^2*r*a+105272*q*c*a*r*g^2+1152*b*g^4+ 5072*a*b^4+2177124*a^2*c^2*r*x^2+128784*a*b^3*r*x^2+128784*a^3*b*r*x^2+512152*a ^3*c*r*x^2+240320*a^3*q*r*x^2+61440*b^2*a^2*c^2*g+370456*a*b*c+339860*a*b*p+ 235496*a*c*g+180532*a*c*q+37030*a*g*q+249092*a*p*q+290840*b*c*g+867412*b*c*p+ 236974*b*g*p+133860*c*g*q+549248*c*p*q+159040*g*p*q+2560*b^4*c^3*q+7520*b^4*c^3 *p+906100*a*c*p+242894*a*g*p+618708*c*g*p+6384*b^4*c^2*p^2+33352*a^3*c*b*p^2*q+ 16296*a^3*c*b*p*q^2+119216*a^3*c*b*p*q-2819*a^2*q^2*r^3-12792*a^2*q*r^4-10965*a *b^2*r^4-768036*b^2*c*g*q*r*x-1429988*b^2*c*p*q*r*x-415666*b^2*g*p*q*r*x-\ 3011634*b*c^2*g*p*r*x-694058*a*g*p^2*q*r*x-550480*a*g*p*q^2*r*x-1156644*b^2*c*g *p*r*x+146*a*b*c*g^4*r^3+1256*a*b*c*g^3*r^4+2903*a*b*c*g^2*r^5+1046112*c*p*x^2+ 289776*g*p*x^2+486048*p*q*x^2-1344*q^3*r^3*x-383664*p*q^2*x-486048*p*q*x+34336* q^2*r^4*x-2179824*a*c^2*x+32319*q*r^5*x-197676*a*q^2*x-885096*b^2*c*x-519060*b^ 2*p*x-2334096*b*c^2*x-1577088*c^2*g*x-3303408*c^2*p*x-1728720*c^2*q*x-399600*c* g^2*x-468936*c*q^2*x-255852*g^2*p*x-118596*g^2*q*x-125436*g*q^2*x-287232*a*b*x-\ 826464*a*c*x-188016*a*g*x-241008*a*q*x-933216*b*c*x-223536*b*g*x-583536*b*p*x-\ 250608*b*q*x-619008*c*g*x-1434336*c*p*x-657888*c*q*x-406416*g*p*x-173136*g*q*x-\ 728568*a^2*c*x-516876*a^2*p*x-812940*a*p^2*x-1854264*c*p^2*x-553620*g*p^2*x-\ 573936*a*p*x-776292*b*p^2*x-686544*p^2*q*x-238332*a^2*q*x-240516*b^2*q*x-161028 *b*q^2*x+2216*p*q*r^6-992*q^5*r^2*x+4510*q^4*r^3*x+14698*q^3*r^4*x-271932*a^2*r *x-494368*a*r^2*x-302068*b^2*r*x-405416*b*r^2*x-2073088*c^2*r*x-1016008*c*r^2*x -141664*g^2*r*x-314396*g*r^2*x-689452*p^2*r*x-529736*p*r^2*x-207052*q^2*r*x-\ 379304*q*r^2*x+806832*b^2*c*x^2+14599*q^2*r^5*x+378696*b^2*q*x^2+287000*b^2*r*x ^2+2256960*b*c^2*x^2+486984*b*q^2*x^2+1577088*c^2*g*x^2+2516064*c^2*q*x^2+ 2073088*c^2*r*x^2+399600*c*g^2*x^2+1161600*c*q^2*x^2+187224*g^2*q*x^2+141664*g^ 2*r*x^2+339528*g*q^2*x^2+448252*q^2*r*x^2+879840*b*c*x^2+205776*b*g*x^2+412272* b*q*x^2+619008*c*g*x^2+1046112*c*q*x^2+289776*g*q*x^2+806832*a^2*c*x^2+5110*q*r ^6*x+378696*a^2*p*x^2+378696*a^2*q*x^2+287000*a^2*r*x^2+2256960*a*c^2*x^2-16349 *q^4*r^2*x+486984*a*p^2*x^2+486984*a*q^2*x^2+378696*b^2*p*x^2+486984*b*p^2*x^2+ 2516064*c^2*p*x^2+1161600*c*p^2*x^2+187224*g^2*p*x^2+339528*g*p^2*x^2+535104*p^ 2*q*x^2+448252*p^2*r*x^2+535104*p*q^2*x^2+287232*a*b*x^2+879840*a*c*x^2+205776* a*g*x^2+412272*a*p*x^2+412272*a*q*x^2+412272*b*p*x^2-56*a*q^2*r^5+1595*a*q*r^6-\ 774*b^4*q*r^3-8302*b^3*p^3*r^2-5628*b^3*p^2*r^3+1468*b^3*p*r^4-1560*b^3*q^2*r^3 +330*b^3*q*r^4+5131*b^2*p*r^5-1372*b^2*q^3*r^3-753*b^2*q^2*r^4+2646*b^2*q*r^5+ 3865*b*p*r^6-547*b*q^4*r^3-829*b*q^3*r^4+1105*b*q^2*r^5+2354*b*q*r^6-33184*c^5* q*r^2-18450*c^4*q^2*r^2-33872*c^4*q*r^3-3946*c^3*q^3*r^2-22822*c^3*q^2*r^3-7330 *c^3*q*r^4-40*c^2*q^4*r^2-7542*c^2*q^3*r^3-6914*c^2*q^2*r^4+7652*c^2*q*r^5+85*c *q^5*r^2-1234*c*q^4*r^3-2160*c*q^3*r^4+1549*c*q^2*r^5+4307*c*q*r^6-194*g^5*p*r^ 2-10*g^5*q*r^2-1310*g^4*p^2*r^2-985*g^4*p*r^3-12*g^4*q^2*r^2-453*g^4*q*r^3-3477 *g^3*p^2*r^3+27*g^3*q^3*r^2-900*g^3*q^2*r^3-736*g^3*q*r^4+59*g^2*q^4*r^2-889*g^ 2*q^3*r^3-1176*g^2*q^2*r^4+446*g^2*q*r^5+37*g*q^5*r^2-430*g*q^4*r^3-840*g*q^3*r ^4+355*g*q^2*r^5+1355*g*q*r^6-1385*p^2*q^4*r^2-168*p*q^5*r^2-1105*p*q^4*r^3-\ 1240*p*q^3*r^4+990*p*q^2*r^5+539*g^2*q*r^6-133*g*p^6*r^2+602*g*p*r^7-g*q^6*r^2-\ 33*g*q^5*r^3-15*g*q^4*r^4+250*g*q^3*r^5+525*g*q^2*r^6+399*g*q*r^7-330*p^5*q^2*r ^2-390*p^4*q^3*r^2-255*p^3*q^4*r^2-87*p^2*q^5*r^2-135*p^2*q^4*r^3+460*p^2*q^3*r ^4+1425*p^2*q^2*r^5+1323*p^2*q*r^6-12*p*q^6*r^2-48*p*q^5*r^3+75*p*q^4*r^4+540*p *q^3*r^5+870*p*q^2*r^6+588*p*q*r^7-1456*p*r^7*x+454520*r^2*x^2*q+79*q^6*r^2*x+ 974*q^5*r^3*x+2360*q^4*r^4*x+449892*r^2*x^2*b+2015*q^3*r^5*x-q^2*r^6*x-856*q*r^ 7*x-812*a^5*p*r^2+648*a^5*q*r^2+986*a^4*q^2*r^2-2106*a^4*q*r^3+799*a^3*q^3*r^2-\ 3102*a^3*q^2*r^3-4384*a^3*q*r^4+350*a^2*q^4*r^2-2158*a^2*q^3*r^3-4057*a^2*q^2*r ^4-796*a^2*q*r^5+76*a*q^5*r^2-703*a*q^4*r^3-1603*a*q^3*r^4+219600*r*x^2*g+400*g ^2*q^2*r^5+449892*r^2*x^2*a+1016008*r^2*x^2*c+314396*r^2*x^2*g+454520*r^2*x^2*p -4216*p^5*r^2-8520*p^3*r^4+722*r^2*g^4-5952*r^4*g^2-29056*r^3*p^3+18324*q^3*p+ 16264*q^3*c^2+2134*q^3*c+878*g^4*q+20308*p*a^4+30384*q^3*p^2+20024*b^3*g+25800* b^3*a+1178*g^3*q^2-702*q^3*a+65056*p^3*g^2+61374*p^4*g+98162*p^4*a+162606*p^3*a ^2+409656*a^2*c^3+56264*a^3*r^2+191428*p^4*c+125904*a^3*c^2+121412*q^2*c^3+ 681904*p^3*c^2+2692*a^4*q+876064*p*c^4+212196*c^3*g^2+3628*q^2*g^2+81418*p^4*b+ 64914*q*p^4+525392*c^4*a+11224*a^4*c+4490*g^4*p+293344*c^4*q+368480*c^4*g+7194* a^3*q^2+105942*p^2*a^3+71616*q^2*p^3+3036*q^3*a^2+5392*g^4*c+537872*c^4*b+4240* a^4*r+278760*c^4*r+1141628*p^2*c^3+1637*g^4*r+48905*p^4*r+6188*g^3*r^2+442488*b ^2*c^3+30792*b^2*a^2+6682*g^3*a+425224*b^2*c^2+10168*q^2*a^2+89648*q^2*c^2+8782 *g^3*b+560*a^3*b^2*c^2*g*r^2+784*a^3*b^2*c*g*r^3+544*a*b^5*c*p-44472*b^2*c^4*g* p*r-18728*b^2*c^4*g*q*r-40112*b^2*c^4*p*q*r-23748*b^2*c^3*g^2*p*r-9172*b^2*c^3* g^2*q*r-49500*b^2*c^3*g*p^2*r-7468*b^2*c^3*g*q^2*r+91408*a^2*c^3*g*p*q-76*b^3*g *p*q^3*r-1866*b^3*g*p^3*q*r-1047*b^3*g*p^2*q^2*r-76*b^3*g^3*p*q*r-997*b^3*g^2*p ^2*q*r-152*b^3*g^2*p*q^2*r-82*b^3*c*g*q^3*r-6924*b^3*c*p^3*q*r-4494*b^3*c*p^2*q ^2*r-688*b^3*c*p*q^3*r-6700*b^3*c^2*p*q^2*r-810*b^3*c*g^3*p*r-130*b^3*c*g^3*q*r -4470*b^3*c*g^2*p^2*r-236*b^3*c*g^2*q^2*r-6776*b^3*c*g*p^3*r+35800*a^2*c^2*g^2* p*q-18404*b^3*c^2*p^2*q*r+89380*a^2*c^2*g*p^2*q+44760*a^2*c^2*g*p*q^2+352756*a^ 2*c^2*g*p*q-7736*b^3*c^2*g^2*p*r-2384*b^3*c^2*g^2*q*r-18836*b^3*c^2*g*p^2*r-\ 1980*b^3*c^2*g*q^2*r-10918*a*g*q*r^5*x^2+2061*a*p^4*q*r^3*x-24055*a*p^4*q*r^2*x ^2+4494*a*p^3*q^2*r^3*x-48110*a*p^3*q^2*r^2*x^2-4296*a*p^3*q*r^4*x-48972*a*p^3* q*r^3*x^2+4866*a*p^2*q^3*r^3*x-48110*a*p^2*q^3*r^2*x^2-2898*a*p^2*q^2*r^4*x-\ 73458*a*p^2*q^2*r^3*x^2-8904*a*p^2*q*r^5*x-40659*a*p^2*q*r^4*x^2-24055*a*p*q^4* r^2*x^2-48972*a*p*q^3*r^3*x^2-40659*a*p*q^2*r^4*x^2-10216*a*p*q*r^5*x^2-32624*b ^4*c*p*r^2*x^2-32624*b^4*c*q*r^2*x^2-11157*a*g^3*q^2*r^2*x^2-17388*a*g^3*q*r^3* x^2+3075*a*g^2*p^3*r^3*x-21221*a*g^2*p^3*r^2*x^2-2467*a*g^2*p^2*r^4*x-39867*a*g ^2*p^2*r^3*x^2-4371*a*g^2*p*r^5*x-28032*a*g^2*p*r^4*x^2-21221*a*g^2*q^3*r^2*x^2 -39867*a*g^2*q^2*r^3*x^2-28032*a*g^2*q*r^4*x^2+1658*a*g*p^4*r^3*x-16792*a*g*p^4 *r^2*x^2-3988*a*g*p^3*r^4*x-37161*a*g*p^3*r^3*x^2-8222*a*g*p^2*r^5*x-34294*a*g* p^2*r^4*x^2-5614*a*g*p*r^6*x-10918*a*g*p*r^5*x^2-16792*a*g*q^4*r^2*x^2-37161*a* g*q^3*r^3*x^2-34294*a*g*q^2*r^4*x^2+2817*a*g^3*p^2*r^3*x-11157*a*g^3*p^2*r^2*x^ 2+162*a*g^3*p*r^4*x-17388*a*g^3*p*r^3*x^2-54066*a*c*q^4*r^2*x^2-115298*a*c*q^3* r^3*x^2-101890*a*c*q^2*r^4*x^2-29736*a*c*q*r^5*x^2-1584*a*b*g*p^5*r-1408*a*b*g^ 3*p^3*r-2244*a*b*g^2*p^4*r+4888*a*c*p^4*r^3*x-54066*a*c*p^4*r^2*x^2-12728*a*c*p ^3*r^4*x-115298*a*c*p^3*r^3*x^2-25632*a*c*p^2*r^5*x-101890*a*c*p^2*r^4*x^2-\ 17348*a*c*p*r^6*x-29736*a*c*p*r^5*x^2-1048960*a*b*c^3*q*r^2*x^2+94716*a*b*c^2*p ^2*r^3*x-715596*a*b*c^2*p^2*r^2*x^2-36140*a*b*c^2*p*r^4*x-871952*a*b*c^2*p*r^3* x^2+14554*a*b^2*g*p^2*r^3*x-68040*a*b^2*g*p^2*r^2*x^2-1974*a*b^2*g*p*r^4*x-\ 106866*a*b^2*g*p*r^3*x^2-68040*a*b^2*g*q^2*r^2*x^2-106866*a*b^2*g*q*r^3*x^2+ 16341*a*b^2*p^2*q*r^3*x-129825*a*b^2*p^2*q*r^2*x^2-129825*a*b^2*p*q^2*r^2*x^2-\ 164124*a*b^2*p*q*r^3*x^2+163696*a*b*c^3*p*r^3*x-1048960*a*b*c^3*p*r^2*x^2+40738 *a*b^2*c*p^2*r^3*x-282738*a*b^2*c*p^2*r^2*x^2-16616*a*b^2*c*p*r^4*x-375528*a*b^ 2*c*p*r^3*x^2-282738*a*b^2*c*q^2*r^2*x^2-375528*a*b^2*c*q*r^3*x^2-130496*a*b^3* c*p*r^2*x^2-130496*a*b^3*c*q*r^2*x^2-62400*a*b^3*p*q*r^2*x^2+104288*a*b^2*c^2*p *r^3*x-612480*a*b^2*c^2*p*r^2*x^2-612480*a*b^2*c^2*q*r^2*x^2+14532*a^2*g^2*p*q* r^3*x-48296*a^2*g^2*p*q*r^2*x^2+17253*a^2*g*p^2*q*r^3*x-91986*a^2*g*p^2*q*r^2*x ^2+18291*a^2*g*p*q^2*r^3*x-91986*a^2*g*p*q^2*r^2*x^2+2744*a^2*g*p*q*r^4*x-\ 115704*a^2*g*p*q*r^3*x^2+5021*a*b^2*p^3*r^3*x-43275*a*b^2*p^3*r^2*x^2-6921*a*b^ 2*p^2*r^4*x-82062*a*b^2*p^2*r^3*x^2-58404*a*b^2*p*r^4*x^2-6112*a^2*p*q*r^5*x-\ 50182*a^2*p*q*r^4*x^2-31200*a*b^3*p^2*r^2*x^2-49200*a*b^3*p*r^3*x^2-31200*a*b^3 *q^2*r^2*x^2-49200*a*b^3*q*r^3*x^2+7068*a^2*g^2*p^2*r^3*x-24148*a^2*g^2*p^2*r^2 *x^2+1230*a^2*g^2*p*r^4*x-37776*a^2*g^2*p*r^3*x^2-24148*a^2*g^2*q^2*r^2*x^2-\ 37776*a^2*g^2*q*r^3*x^2+5405*a^2*g*p^3*r^3*x-30662*a^2*g*p^3*r^2*x^2-2369*a^2*g *p^2*r^4*x-57852*a^2*g*p^2*r^3*x^2-5567*a^2*g*p*r^5*x-40912*a^2*g*p*r^4*x^2-\ 30662*a^2*g*q^3*r^2*x^2-57852*a^2*g*q^2*r^3*x^2-40912*a^2*g*q*r^4*x^2+6646*a^2* p^3*q*r^3*x-48556*a^2*p^3*q*r^2*x^2+10668*a^2*p^2*q^2*r^3*x-72834*a^2*p^2*q^2*r ^2*x^2-2542*a^2*p^2*q*r^4*x-80982*a^2*p^2*q*r^3*x^2+7578*a^2*p*q^3*r^3*x-48556* a^2*p*q^3*r^2*x^2+1936*a^2*p*q^2*r^4*x-80982*a^2*p*q^2*r^3*x^2+59200*b^2*a^2*c^ 2*p*q+16342*a^2*c*p^3*r^3*x-107930*a^2*c*p^3*r^2*x^2-9066*a^2*c*p^2*r^4*x-\ 188744*a^2*c*p^2*r^3*x^2-18540*a^2*c*p*r^5*x-123732*a^2*c*p*r^4*x^2-107930*a^2* c*q^3*r^2*x^2-188744*a^2*c*q^2*r^3*x^2-123732*a^2*c*q*r^4*x^2+64074*a^2*c^2*p^2 *r^3*x-357798*a^2*c^2*p^2*r^2*x^2-868*a^2*c^2*p*r^4*x-435976*a^2*c^2*p*r^3*x^2-\ 357798*a^2*c^2*q^2*r^2*x^2-435976*a^2*c^2*q*r^3*x^2+109016*a^2*c^3*p*r^3*x-\ 524480*a^2*c^3*p*r^2*x^2-524480*a^2*c^3*q*r^2*x^2+16160*b^2*a^2*c^2*g*q+7075*a^ 2*b*p^3*r^3*x-43275*a^2*b*p^3*r^2*x^2-4203*a^2*b*p^2*r^4*x-82062*a^2*b*p^2*r^3* x^2-8479*a^2*b*p*r^5*x-58404*a^2*b*p*r^4*x^2-43275*a^2*b*q^3*r^2*x^2-82062*a^2* b*q^2*r^3*x^2-58404*a^2*b*q*r^4*x^2-30010*c^2*g^3*p*r^2-90843*c^2*g^2*p^2*r^2-\ 56107*c^2*g^2*p*r^3-104627*c^2*g*p^3*r^2-96707*c^2*g*p^2*r^3-14919*c^2*g*p*r^4-\ 103330*c^2*p^3*q*r^2+311272*c^2*p^3*r^2*x-84774*c^2*p^2*q^2*r^2-99858*c^2*p^2*q *r^3+603756*c^2*p^2*r^3*x+321692*c^2*p^2*r^2*x^2-22126*c^2*p*q^3*r^2-57552*c^2* p*q^2*r^3-19954*c^2*p*q*r^4+408520*c^2*p*r^4*x-328342*c^2*p*r^3*x^2+321692*c^2* q^2*r^2*x^2-328342*c^2*q*r^3*x^2-99672*c^3*g^2*p*r^2-188271*c^3*g*p^2*r^2-\ 109314*c^3*g*p*r^3-179422*c^3*p^2*q*r^2+563376*c^3*p^2*r^2*x-79602*c^3*p*q^2*r^ 2-110044*c^3*p*q*r^3+775316*c^3*p*r^3*x+577888*c^3*p*r^2*x^2+577888*c^3*q*r^2*x ^2-12566*b*p^4*q*r^2+37933*b*p^4*r^2*x-15305*b*p^3*q^2*r^2-15214*b*p^3*q*r^3+ 92929*b*p^3*r^3*x+45544*b*p^3*r^2*x^2-14895*b*p^2*q^2*r^3-3046*b*p^2*q*r^4+ 87429*b*p^2*r^4*x-69280*b*p^2*r^3*x^2+36208*b*p*r^5*x-113266*b*p*r^4*x^2+45544* b*q^3*r^2*x^2-69280*b*q^2*r^3*x^2-113266*b*q*r^4*x^2-154728*c^4*g*p*r^2-137772* c^4*p*q*r^2+456256*c^4*p*r^2*x+3043*a^3*p^3*r^3*x-14425*a^3*p^3*r^2*x^2-495*a^3 *p^2*r^4*x-27354*a^3*p^2*r^3*x^2-2233*a^3*p*r^5*x-19468*a^3*p*r^4*x^2-14425*a^3 *q^3*r^2*x^2-27354*a^3*q^2*r^3*x^2+3028*a^4*p^2*r^3*x-7800*a^4*p^2*r^2*x^2+1076 *a^4*p*r^4*x-12300*a^4*p*r^3*x^2-7800*a^4*q^2*r^2*x^2-12300*a^4*q*r^3*x^2-900*p ^3*q^3*r^3*x^2+1420*p^3*q^2*r^4*x^2+2320*p^3*q*r^5*x^2-675*p^2*q^4*r^3*x^2+1420 *p^2*q^3*r^4*x^2+3480*p^2*q^2*r^5*x^2+2709*p^2*q*r^6*x^2-270*p*q^5*r^3*x^2+710* p*q^4*r^4*x^2+2320*p*q^3*r^5*x^2+2709*p*q^2*r^6*x^2+1486*p*q*r^7*x^2-65424*a*c^ 3*p^2*r^3*x^2+13824*a*c^3*p*r^4*x^2-65424*a*c^3*q^2*r^3*x^2+13824*a*c^3*q*r^4*x ^2+6780*a*b*p*r^6*x^2-2604*a*b*q^4*r^3*x^2+1770*a*b*q^3*r^4*x^2+7564*a*b*q^2*r^ 5*x^2+6780*a*b*q*r^6*x^2-81792*a*c^4*p*r^3*x^2-81792*a*c^4*q*r^3*x^2-2604*a*b*p ^4*r^3*x^2+1770*a*b*p^3*r^4*x^2+7564*a*b*p^2*r^5*x^2-6687*a*b^2*q^3*r^3*x^2+333 *a*b^2*q^2*r^4*x^2+6474*a*b^2*q*r^5*x^2-6687*a*b^2*p^3*r^3*x^2+333*a*b^2*p^2*r^ 4*x^2+6474*a*b^2*p*r^5*x^2-8040*a*b^3*p^2*r^3*x^2-2064*a*b^3*p*r^4*x^2-8040*a*b ^3*q^2*r^3*x^2-2064*a*b^3*q*r^4*x^2-17073*a*b^2*g*p^2*r^3*x^2-4140*a*b^2*g*p*r^ 4*x^2-17073*a*b^2*g*q^2*r^3*x^2-4140*a*b^2*g*q*r^4*x^2-20061*a*b^2*p^2*q*r^3*x^ 2-20061*a*b^2*p*q^2*r^3*x^2+666*a*b^2*p*q*r^4*x^2-50526*a*b^2*c*p^2*r^3*x^2-\ 3612*a*b^2*c*p*r^4*x^2-50526*a*b^2*c*q^2*r^3*x^2-3612*a*b^2*c*q*r^4*x^2-16080*a *b^3*p*q*r^3*x^2-124488*a*b^2*c^2*p*r^3*x^2-124488*a*b^2*c^2*q*r^3*x^2-13743*a^ 2*g*p*q^2*r^3*x^2+822*a^2*g*p*q*r^4*x^2-39072*a*b^3*c*p*r^3*x^2-39072*a*b^3*c*q *r^3*x^2-11778*a^2*g^2*p*q*r^3*x^2-13743*a^2*g*p^2*q*r^3*x^2-1744*a^2*c*g*p*r^4 *x^2-34821*a^2*c*g*q^2*r^3*x^2-1744*a^2*c*g*q*r^4*x^2-40194*a^2*c*p^2*q*r^3*x^2 -40194*a^2*c*p*q^2*r^3*x^2+8000*a^2*c*p*q*r^4*x^2-28917*a^2*c*g^2*p*r^3*x^2-\ 28917*a^2*c*g^2*q*r^3*x^2-34821*a^2*c*g*p^2*r^3*x^2-86202*a^2*c^2*g*p*r^3*x^2-\ 86202*a^2*c^2*g*q*r^3*x^2-101628*a^2*c^2*p*q*r^3*x^2-17073*a^2*b*g*p^2*r^3*x^2-\ 4140*a^2*b*g*p*r^4*x^2-17073*a^2*b*g*q^2*r^3*x^2-4140*a^2*b*g*q*r^4*x^2-20061*a ^2*b*p^2*q*r^3*x^2-20061*a^2*b*p*q^2*r^3*x^2+666*a^2*b*p*q*r^4*x^2+37440*b*c^4* q*r^4*x^2+286630*a^3*c*g*r*x^2+550544*a^3*c*p*r*x^2+550544*a^3*c*q*r*x^2+135077 *a^3*g*p*r*x^2+135077*a^3*g*q*r*x^2+248898*a^3*p*q*r*x^2+591576*a^2*b^2*c*r*x^2 +85536*a^2*b^2*g*r*x^2+279084*a^2*b^2*p*r*x^2+279084*a^2*b^2*q*r*x^2+1816092*a^ 2*b*c^2*r*x^2+706284*a^2*b*c*r^2*x^2+61788*a^2*b*g^2*r*x^2+256353*a^2*b*g*r^2*x ^2+373347*a^2*b*p^2*r*x^2+373347*a^2*b*q^2*r*x^2+32256*b*c^3*p^2*r^4*x^2+4158*b ^2*p^2*q^2*r^4*x^2+3366*b^2*p^2*q*r^5*x^2+2772*b^2*p*q^3*r^4*x^2+3366*b^2*p*q^2 *r^5*x^2+2046*b^2*p*q*r^6*x^2+292*a*b*c*g^4*q+394384*a^3*b*c*r*x^2+57024*a^3*b* g*r*x^2+186056*a^3*b*p*r*x^2+186056*a^3*b*q*r*x^2+37440*b*c^4*p*r^4*x^2+1980*b^ 2*g^2*p^2*r^4*x^2+1782*b^2*g^2*p*r^5*x^2+1980*b^2*g^2*q^2*r^4*x^2+1782*b^2*g^2* q*r^5*x^2+1980*b^2*g*p^3*r^4*x^2+2508*b^2*g*p^2*r^5*x^2+1584*b^2*g*p*r^6*x^2+ 1980*b^2*g*q^3*r^4*x^2+2508*b^2*g*q^2*r^5*x^2+1584*b^2*g*q*r^6*x^2+2772*b^2*p^3 *q*r^4*x^2+803476*a*b*c*g*p*q*r^2*x+139284*a*b*c*g*p*q*r^3*x-803476*a*b*c*g*p*q *r^2*x^2-28917*b^2*c*g^2*p*r^3*x^2-28917*b^2*c*g^2*q*r^3*x^2-34821*b^2*c*g*p^2* r^3*x^2-1744*b^2*c*g*p*r^4*x^2-34821*b^2*c*g*q^2*r^3*x^2-1744*b^2*c*g*q*r^4*x^2 -40194*b^2*c*p^2*q*r^3*x^2-40194*b^2*c*p*q^2*r^3*x^2-86202*b^2*c^2*g*p*r^3*x^2-\ 86202*b^2*c^2*g*q*r^3*x^2-101628*b^2*c^2*p*q*r^3*x^2-27786*b^3*c*g*q*r^3*x^2-\ 33684*b^3*c*p*q*r^3*x^2-11382*b^3*g*p*q*r^3*x^2-27786*b^3*c*g*p*r^3*x^2-5286*a* g^3*p*q*r^3*x^2-9180*a*g^2*p^2*q*r^3*x^2-9180*a*g^2*p*q^2*r^3*x^2+822*a*g^2*p*q *r^4*x^2-6900*a*g*p^3*q*r^3*x^2-10350*a*g*p^2*q^2*r^3*x^2+4014*a*g*p^2*q*r^4*x^ 2-6900*a*g*p*q^3*r^3*x^2+4014*a*g*p*q^2*r^4*x^2+10658*a*g*p*q*r^5*x^2+6236*a*c* g*q^2*r^4*x^2+23376*a*c*g*q*r^5*x^2-19944*a*c*p^3*q*r^3*x^2-29916*a*c*p^2*q^2*r ^3*x^2+14916*a*c*p^2*q*r^4*x^2-19944*a*c*p*q^3*r^3*x^2+14916*a*c*p*q^2*r^4*x^2+ 34364*a*c*p*q*r^5*x^2-46938*b*c*g^2*p*q*r^3*x^2-53874*b*c*g*p^2*q*r^3*x^2-53874 *b*c*g*p*q^2*r^3*x^2+12472*b*c*g*p*q*r^4*x^2+23376*b*c*g*q*r^5*x^2-19944*b*c*p^ 3*q*r^3*x^2-29916*b*c*p^2*q^2*r^3*x^2+14916*b*c*p^2*q*r^4*x^2-19944*b*c*p*q^3*r ^3*x^2+14916*b*c*p*q^2*r^4*x^2+34364*b*c*p*q*r^5*x^2-13065*b*c*g^3*p*r^3*x^2-\ 13065*b*c*g^3*q*r^3*x^2-23469*b*c*g^2*p^2*r^3*x^2-684*b*c*g^2*p*r^4*x^2-23469*b *c*g^2*q^2*r^3*x^2-684*b*c*g^2*q*r^4*x^2-17958*b*c*g*p^3*r^3*x^2+6236*b*c*g*p^2 *r^4*x^2+23376*b*c*g*p*r^5*x^2-17958*b*c*g*q^3*r^3*x^2+6236*b*c*g*q^2*r^4*x^2+ 7400*b*c^2*g*q*r^4*x^2-77184*b*c^2*p^2*q*r^3*x^2-77184*b*c^2*p*q^2*r^3*x^2+ 26376*b*c^2*p*q*r^4*x^2-35379*a*p*q*r^4-66704*b*c*p*r^4-23741*b*g*p*r^4-58620*c *p*q*r^4-62511*b*p^2*q*r^3-24263*b*p*q*r^4-3826*a*g*r^5+44568*b^2+35380*b*q+708 *q^2+945*a^3*p^3*r^4*x^2+1197*a^3*p^2*r^5*x^2+756*a^3*p*r^6*x^2+945*a^3*q^3*r^4 *x^2+1197*a^3*q^2*r^5*x^2+756*a^3*q*r^6*x^2+660*a^4*p^2*r^4*x^2+594*a^4*p*r^5*x ^2+660*a^4*q^2*r^4*x^2+594*a^4*q*r^5*x^2+8682*a^3*c*g*p*r^4*x^2+8682*a^3*c*g*q* r^4*x^2+13212*a^3*c*p*q*r^4*x^2+5184*a^2*b*c^4*g*r^2+952*a^2*b^2*c*g^2*r^3+3832 *a^2*b^2*c*g*r^4+3472*a^2*b^2*c^3*g*r^2+680*a^2*b^2*c^2*g^2*r^2+6080*a^2*b^2*c^ 2*g*r^3+784*a^2*b^3*c^2*g*r^2+1008*a^2*b^3*c*g*r^3-546912*r*x*p-14*g^2*q^3*r^4-\ 296640*r*x*a-839520*r*x*c-219600*r*x*g-251712*r*x*q-328320*r*x*b+312480*r*x^2*a +312480*r*x^2*b+839520*r*x^2*c+399312*r*x^2*p+399312*r*x^2*q+69760*b^3*a*c^3+ 5268*c^2*q*r^6-399*c*p^6*r^2-33972*a^4*r*x+1806*c*p*r^7-3*c*q^6*r^2-90*c*q^5*r^ 3-9*c*q^4*r^4+804*c*q^3*r^5+1611*c*q^2*r^6+1206*c*q*r^7-9*g^6*p*r^2-62*g^5*p^2* r^2-28*g^5*p*r^3-4*g^5*q^2*r^2-26*g^5*q*r^3-185*g^4*p^3*r^2-45*g^4*p^2*r^3+125* g^4*p*r^4-8*g^4*q^3*r^2-69*g^4*q^2*r^3+9*g^4*q*r^4-299*g^3*p^4*r^2+604*g^3*p*r^ 5-9*g^3*q^4*r^2-101*g^3*q^3*r^3+6*g^3*q^2*r^4+279*g^3*q*r^5-273*g^2*p^5*r^2+915 *g^2*p*r^6-5*g^2*q^5*r^2-82*g^2*q^4*r^3+142058*q^2*a*c*r*b+36079*q^2*a*b*r*g+ 1839*g^2*p^2*r^5*x^2+1620*g^2*p*r^6*x^2-558*g^2*q^4*r^3*x^2+492*g^2*q^3*r^4*x^2 +1839*g^2*q^2*r^5*x^2+1620*g^2*q*r^6*x^2-246*g*p^5*r^3*x^2+465*g*p^4*r^4*x^2+ 1750*g*p^3*r^5*x^2+2148*g*p^2*r^6*x^2+1218*g*p*r^7*x^2-246*g*q^5*r^3*x^2+465*g* q^4*r^4*x^2+1750*g*q^3*r^5*x^2+2148*g*q^2*r^6*x^2+1218*g*q*r^7*x^2-270*p^5*q*r^ 3*x^2-675*p^4*q^2*r^3*x^2+710*p^4*q*r^4*x^2-12*c*g^6*p*r-2*c*g^6*q*r-154*c*g^5* p^2*r-11*c*g^5*q^2*r-620*c*g^4*p^3*r+464*b^3*g^3-435*g^4*p^2*r^3*x^2-84*g^4*p*r ^4*x^2-435*g^4*q^2*r^3*x^2-84*g^4*q*r^4*x^2-666*g^3*p^3*r^3*x^2+121*g^3*p^2*r^4 *x^2+764*g^3*p*r^5*x^2-666*g^3*q^3*r^3*x^2+121*g^3*q^2*r^4*x^2+764*g^3*q*r^5*x^ 2-558*g^2*p^4*r^3*x^2+492*g^2*p^3*r^4*x^2-702*c*p^5*r^3*x^2+1476*c*p^4*r^4*x^2+ 5334*c*p^3*r^5*x^2+6480*c*p^2*r^6*x^2+3654*c*p*r^7*x^2-702*c*q^5*r^3*x^2+1476*c *q^4*r^4*x^2+5334*c*q^3*r^5*x^2+6480*c*q^2*r^6*x^2+3654*c*q*r^7*x^2+580408*p^2* a^2*c*q+15300*c^2*q*r^6*x^2+5400*a^2*c*g^3*p^2+17618*a^2*c*g^3*p+254686*a^2*c*p *q^2+13680*a^2*c*g*p^4+140592*a^2*c*g*p^3-4608*c^2*p^4*r^3*x^2+606*a^2*c*g^4*p+ 5800*c^2*p^3*r^4*x^2+18078*c^2*p^2*r^5*x^2+15300*c^2*p*r^6*x^2-4608*c^2*q^4*r^3 *x^2+5800*c^2*q^3*r^4*x^2+18078*c^2*q^2*r^5*x^2-10332*c*g^3*p*q*r^3*x^2-17712*c *g^2*p^2*q*r^3*x^2-17712*c*g^2*p*q^2*r^3*x^2+4638*c*g^2*p*q*r^4*x^2-13056*c*g*p ^3*q*r^3*x^2-19584*c*g*p^2*q^2*r^3*x^2+10626*c*g*p^2*q*r^4*x^2-13056*c*g*p*q^3* r^3*x^2+10626*c*g*p*q^2*r^4*x^2+23650*c*g*p*q*r^5*x^2-10480*a*c^6*g*r-20656*a*c ^6*p*r-9456*a*c^6*q*r-9040*a*c^5*g^2*r-16208*a*c^5*g*r^2-36680*a*c^5*p^2*r-7256 *a*c^5*q^2*r-3800*a*c^4*g^3*r-13448*a*c^4*g^2*r^2-1071*a*b^2*p^5*r-16192*a*b*c^ 6*r-21504*a*b*c^5*r^2+6432*a*b*c^4*r^3+31816*a*b*c^3*r^4+24540*a*b*c^2*r^5-250* a*b*g^4*r^3+94*a*b*g^3*r^4+1793*a*b*g^2*r^5-418*a*b*p^6*r+156*a*b^4*p*r^3-13664 *a*b^3*c^4*r-11296*a*b^3*c^3*r^2+4112*a*b^3*c^2*r^3+6268*a*b^3*c*r^4-576*a*b^3* g^2*r^3+936*a*b^3*g*r^4-1320*a*b^3*p^4*r-21312*a*b^2*c^5*r-22608*a*b^2*c^4*r^2+ 8664*a*b^2*c^3*r^3+22960*a*b^2*c^2*r^4+11298*a*b^2*c*r^5-573*a*b^2*g^3*r^3+579* a*b^2*g^2*r^4+2891*a*b^2*g*r^5-2196546*b*c^2*g*q*r*x-3616012*b*c^2*p*q*r*x-\ 879341*b*c*g^2*p*r*x-611409*b*c*g^2*q*r*x-1481699*b*c*g*p^2*r*x-794007*b*c*g*q^ 2*r*x-1786914*b*c*p^2*q*r*x-1351650*b*c*p*q^2*r*x-329466*b*g^2*p*q*r*x-567482*b *g*p^2*q*r*x-423904*b*g*p*q^2*r*x-2738196*c^2*g*p*q*r*x-857740*c*g^2*p*q*r*x-\ 1347578*c*g*p^2*q*r*x-1055008*c*g*p*q^2*r*x+2931160*c*g*p*q*r*x^2-2204068*a*b*c *g*r*x-1818780*a*b*p*q*r*x-2931160*c*g*p*q*r*x+259405*g*p^2*r+116432*g*p*r^2+ 24163*g*q^2*r+61388*g*q*r^2+276863*p^2*q*r+122443*p*q^2*r+135934*p*q*r^2+61316* a*b*q+201748*b*c*q+47270*b*g*q+212444*b*p*q+66178*b*q*r+10980*b^2*q*r^2+28543*b *q^2*r^2+45432*b^2*q*r+31051*b*q^2*r-3437*g^3*p^3*r^2-899*g^3*p*r^4-4361*g^2*p^ 4*r^2-5554*g^2*p^3*r^3-1636*g^2*p^2*r^4+1291*g^2*p*r^5-2683*g*p^5*r^2-4160*g*p^ 4*r^3-1380*g*p^3*r^4+2321*g*p^2*r^5+2317*g*p*r^6-2768*p^5*q*r^2+7842*p^5*r^2*x-\ 4635*p^4*q^2*r^2-4435*p^4*q*r^3+23464*p^4*r^3*x+6160*p^4*r^2*x^2-3720*p^3*q^3*r ^2-6240*p^3*q^2*r^3-1760*p^3*q*r^4+28536*p^3*r^4*x-28289*p^3*r^3*x^2-4020*p^2*q ^3*r^3-2310*p^2*q^2*r^4+2047*p^2*q*r^5+16695*p^2*r^5*x-54679*p^2*r^4*x^2+281626 *a^2*c*r^2+157700*a^2*p*r^2+116526*a^2*q*r^2+14045*a*b*r^3+398516*a*c^2*r^2+ 72421*a*c*r^3+26175*a*g*r^3+112684*a*p^2*r^2+799*a*p*r^3+69880*a*q^2*r^2+40009* a*q*r^3-12106*b^2*c*r^2+4536*b^2*p*r^2+84368*b*c^2*r^2-42641*b*c*r^3-10117*b*g* r^3+34901*b*p^2*r^2-42028*b*p*r^3-1752*b*q*r^3+153636*c^2*g*r^2+269232*c^2*p*r^ 2+221268*c^2*q*r^2+53317*c*g^2*r^2+979*c*g*r^3+134977*c*p^2*r^2-58203*c*p*r^3+ 94403*c*q^2*r^2+27861*c*q*r^3+31952*g^2*p*r^2+25079*g^2*q*r^2+46740*g*p^2*r^2-\ 17895*g*p*r^3+31798*g*q^2*r^2+10296*g*q*r^3+61615*p^2*q*r^2+52725*p*q^2*r^2-\ 8842*p*q*r^3+233728*a^2*c*r+297266*a^2*p*r+66322*a^2*q*r+107860*a*b*r^2+612616* a*c^2*r+335468*a*c*r^2+104273*a*g*r^2+435399*a*p^2*r+233852*a*p*r^2+43107*a*q^2 *r+129224*a*q*r^2+186244*b^2*c*r+166972*b^2*p*r+527864*b*c^2*r+141072*b*c*r^2+ 47705*b*g*r^2+322391*b*p^2*r+116654*b*p*r^2+58150*b*q*r^2+410996*c^2*g*r+ 1204660*c^2*p*r+363780*c^2*q*r+118104*c*g^2*r+158796*c*g*r^2+814128*c*p^2*r+ 354030*c*p*r^2+91004*c*q^2*r+189842*c*q*r^2+112868*g^2*p*r+27492*g^2*q*r-45576* c^2*g^2*p*q*r^3*x^2-51192*c^2*g*p^2*q*r^3*x^2-51192*c^2*g*p*q^2*r^3*x^2+18764*c ^2*g*p*q*r^4*x^2+340288*a^2*c^2+26208*p*g^3+210852*b*p^3+110962*p^2*g^2+54096*a ^3*c+158630*p^3*g+250182*p^3*a+506470*p^3*c+263380*p^2*a^2+5924*a^3*g+10740*g^2 *a^2+196588*c^2*g^2+1246088*p^2*c^2+652264*c^3*a+10124*a^3*q+12408*a^3*b+111072 *q^2*p^2+30762*g^3*c+384*a*b^5+356144*c^3*q+1234688*c^3*p+475576*c^3*g+79788*p* a^3+164076*q*p^3+704248*b*c^3+112200*b^2*p^3+28562*p^2*g^3+53444*g^3*c^2-916*q^ 3*g+5040*g^3*q+20316*b^2*g^2+196834*b^2*p^2+20502*p^5+234064*c^5-200150*a*g^2*r *x-202670*b*g^2*r*x+18048*a^2*b^3*c^2*p-185314*b*g^2*r^2*x+201410*b*g^2*r*x^2-\ 122975*b*q^3*r*x-2396824*c^3*g*r*x-1047872*c^2*g^2*r*x+3680*a^2*b^3*c^2*g-\ 175526*c*g^3*r*x-102508*g^3*p*r*x-61672*g^3*q*r*x-301436*g^2*p^2*r*x-133178*g^2 *q^2*r*x-330493*g*p^3*r*x-107487*g*q^3*r*x-455274*p^2*q^2*r*x+1374*g^4-139562*c ^4*p^2*r^2-77400*c^4*p*r^3-103766*c^3*p^3*r^2-93334*c^3*p^2*r^3-11366*c^3*p*r^4 -40642*c^2*p^4*r^2-49848*c^2*p^3*r^3-11372*c^2*p^2*r^4+14960*c^2*p*r^5-8073*c*p ^5*r^2-12420*c*p^4*r^3-3900*c*p^3*r^4+7263*c*p^2*r^5+7119*c*p*r^6+93528*b^3*c*a +35460*q^3*r*p+15835*q^3*r*a-12176*a^3*p^3*r^2+27451*q^3*c*r-15276*a^3*p^2*r^3-\ 6932*a^3*p*r^4+16860*q^2*a^2*b-10483*a^2*p^4*r^2-15542*a^2*p^3*r^3-8138*a^2*p^2 *r^4+11088*b^3*r*g+29*a^2*p*r^5-4208*a*p^5*r^2-7060*a*p^4*r^3-3540*a*p^3*r^4+ 2128*a*p^2*r^5+2840*a*p*r^6-8138*b^2*p^4*r^2-8502*b^2*p^3*r^3+612*b^2*p^2*r^4-\ 3727*b*p^5*r^2-5360*b*p^4*r^3-820*b*p^3*r^4+4445*b*p^2*r^5-91216*c^5*p*r^2+5420 *b*g^2*q^2+123124*b*p^2*q^2+3194*p^5*r^3*x-3425*p^5*r^2*x^2-75*p^4*q^2*r^3+735* p^4*q*r^4+2880*p^4*r^4*x-13987*p^4*r^3*x^2+5380*b*g^3*q+12124*q^2*g*b-160*p^3*q ^3*r^3+900*p^3*q^2*r^4+1470*p^3*q*r^5+158838*b^2*p^2*q-99*p^3*r^5*x-21617*p^3*r ^4*x^2+279224*q*c^2*b^2+346372*c^2*g*b^2-2101*p^2*r^6*x-15647*p^2*r^5*x^2+92560 *q^2*b*p-4642*p*r^6*x^2-3425*q^5*r^2*x^2-13987*q^4*r^3*x^2+234414*p^2*a*b^2+ 16028*q^3*a*c-21617*q^3*r^4*x^2+64594*q^3*p*c+36688*q^3*a*p+11936*q^2*r*g^2-\ 15647*q^2*r^5*x^2-4642*q*r^6*x^2-6246*a^4*p^2*r^2-6096*a^4*p*r^3+67812*b^3*p*a+ 19082*q^2*b*a+47508*q*b^2*a+127240*a^2*b^2*c+4*g^3*p^3*r^3+606*g^3*p^2*r^4+60*g ^2*p^4*r^3+1070*g^2*p^3*r^4+1545*g^2*p^2*r^5+42*g*p^5*r^3+805*g*p^4*r^4+1540*g* p^3*r^5+1365*g*p^2*r^6+22274*c*g^3*q+1379*p^6*r^2*x+20088*c^3*p^2*r^4+19382*c^3 *p*r^5+630*c^2*p^4*r^3+10080*c^2*p^3*r^4+14490*c^2*p^2*r^5+8568*c^2*p*r^6+126*c *p^5*r^3+2415*c*p^4*r^4+4620*c*p^3*r^5+4095*c*p^2*r^6-27*a*p^5*r^3+582326*b*p^3 *c+1035*a*p^4*r^4+1700476*p^2*c^2*a+2115*a*p^3*r^5+1917*a*p^2*r^6+23692*q*b^2*a ^2+5070*g^3*a*q+63990*q^2*c*b+460*b^2*p^4*r^3+2790*b^2*p^3*r^4+117*b*p^5*r^3+ 1290*b*p^4*r^4+2385*b*p^3*r^5+2448*c^5*p*r^3+158528*a*b^2*c^4+1992*c^4*p^2*r^3+ 19652*c^4*p*r^4+1412*c^3*p^3*r^3+4589*b^2*r^2*g+30752*b^2*r^2*a+273458*p^3*a*b+ 130576*q*p^3*r+776386*p^2*a^2*c+33108*c*g^3*b-930*a^3*p^3*r^3+810*a^3*p^2*r^4+ 177548*q^2*c^2*a+598136*a*c^3*g+73078*a^2*c*q^2+1275*a^3*p*r^5+262038*p^2*a^2*q +275928*p^2*a^2*b+273332*a^3*c*p+207446*p^3*g*a+68616*a^3*c*b+68908*a^3*c*q+ 951124*p^2*c^2*r-340*a^2*p^4*r^3+1074144*p^2*c^2*q+1089054*p^2*c^2*g+448270*p^3 *c*q+1017760*q*c^3*p+103530*q^2*c^2*g+408504*q^2*c^2*p+1630*a^2*p^3*r^4+484362* p*c^2*g^2+2785*a^2*p^2*r^5+174790*p^3*g*b+874320*a*c^3*b+548096*q*c^3*a+154854* b^2*p^2*g+1739*a^2*p*r^6+31072*b^2*a^2*r+22108*q*g^3*p+1680680*p*c^3*a+691022*p ^3*a*c+233916*p^3*a*q+83666*c*g^3*p+98320*p^2*g^2*q+435798*p^3*g*c+1477196*b*c^ 2*p^2+321532*p^2*g^2*c+142304*p^3*g*q+331456*a^2*c^2*q+1092656*a^2*c^2*p+295780 *a^2*c^2*g+100030*q^2*p^2*g-544*a*b^5*c^2*r-304*a*b^5*c*r^2-176*a*b^5*p^2*r-192 *a*b^5*p*r^2-4320*a*b^4*c^3*r-2832*a*b^4*c^2*r^2+536*a*b^4*c*r^3-228*a*b^4*g*r^ 3-780*a*b^4*p^3*r-1092*a*b^4*p^2*r^2-1188*a^2*p^3*q^3*r-407*a^2*p^2*q^4*r-44*a^ 2*p*q^5*r-1302*a^2*p^4*r^3*x^2+885*a^2*p^3*r^4*x^2+3782*a^2*p^2*r^5*x^2+3390*a^ 2*p*r^6*x^2-1302*a^2*q^4*r^3*x^2+885*a^2*q^3*r^4*x^2+3782*a^2*q^2*r^5*x^2+3390* a^2*q*r^6*x^2-2229*a^3*p^3*r^3*x^2+111*a^3*p^2*r^4*x^2+2158*a^3*p*r^5*x^2-2229* a^3*q^3*r^3*x^2+111*a^3*q^2*r^4*x^2+2158*a^3*q*r^5*x^2-516*a^4*q*r^4*x^2+480*p* q^3*r^6*x^2+333*p*q^2*r^7*x^2+128*p*q*r^8*x^2-2010*a^4*p^2*r^3*x^2-516*a^4*p*r^ 4*x^2-2010*a^4*q^2*r^3*x^2+1530*g^2*p^2*q*r^5*x^2+1260*g^2*p*q^3*r^4*x^2+1530*g ^2*p*q^2*r^5*x^2+930*g^2*p*q*r^6*x^2+840*g*p^4*q*r^4*x^2+1680*g*p^3*q^2*r^4*x^2 +1320*g*p^3*q*r^5*x^2+1680*g*p^2*q^3*r^4*x^2+1980*g*p^2*q^2*r^5*x^2+1170*g*p^2* q*r^6*x^2+840*g*p*q^4*r^4*x^2+1320*g*p*q^3*r^5*x^2+1170*g*p*q^2*r^6*x^2+552*g*p *q*r^7*x^2-427006*b*g^2*p*r*x-247376*b*g^2*q*r*x-332533*b*g*q^2*r*x+300*g^4*p*q *r^4*x^2+900*g^3*p^2*q*r^4*x^2+900*g^3*p*q^2*r^4*x^2+760*g^3*p*q*r^5*x^2+1260*g ^2*p^3*q*r^4*x^2+1890*g^2*p^2*q^2*r^4*x^2-313608*b^2*g*q*r*x-746138*b*c*g^2*r*x +1016*a*b*c^3*g^3*r^2+8752*a*b*c^3*g^2*r^3+18480*a*b*c^3*g*r^4+92*a*b*c^2*g^4*r ^2+1904*a*b*c^2*g^3*r^3+7638*a*b*c^2*g^2*r^4+10026*a*b*c^2*g*r^5+6304*a*b*c^5*g *r^2+3888*a*b*c^4*g^2*r^2+16832*a*b*c^4*g*r^3+348*a*b^2*c^2*g^3*r^2+4688*a*b^2* c^2*g^2*r^3+11668*a*b^2*c^2*g*r^4+486*a*b^2*c*g^3*r^3+2850*a*b^2*c*g^2*r^4+4256 *a*b^2*c*g*r^5+6512*a*b^2*c^4*g*r^2+2672*a*b^2*c^3*g^2*r^2+14088*a*b^2*c^3*g*r^ 3-24120*a^2*b^2*p*q*r^3*x^2-11382*a^3*g*p*q*r^3*x^2-58608*a^2*b^2*c*p*r^3*x^2-\ 58608*a^2*b^2*c*q*r^3*x^2+32144*a^3*b*c^2*g*p+388912*c^4+72102*p^4+360*a^4-\ 45998*b*g^3*r*x-518037*a*p^3*r*x-90334*b^3*g*r*x-123856*b^3*q*r*x-97982*b^2*g^2 *r*x-219018*b^2*g*r^2*x-544510*b^2*p^2*r*x-189302*b^2*q^2*r*x+12288*a^2*b^3*c*q -47026*a*g^3*r*x-239412*a*g^2*r^2*x+201410*a*g^2*r*x^2+384*a^2*b^4*c*p*r^2-\ 474438*a*g^2*p*r*x-294808*a*g^2*q*r*x-939933*a*g*p^2*r*x-899051*a*p*q^2*r*x-\ 200752*a*b*g^2*r*x-605786*a*b*g*r^2*x+573180*a*b*g*r*x^2-795998*a*c*g^2*r*x-\ 4354248*a*b*c^2*r*x-596768*a^2*b*q*r*x-719186*a^2*g*p*r*x-845152*a*b^2*p*r*x-\ 212857*g^2*p^2*q*r*x-164777*g^2*p*q^2*r*x+434614*g^2*p*q*r*x^2-215316*g*p^3*q*r *x-261936*g*p^2*q^2*r*x-133932*g*p*q^3*r*x-546716*c*g*p^3*r*x-254146*c*g*q^3*r* x-646152*c*p^3*q*r*x-787872*c*p^2*q^2*r*x-404344*c*p*q^3*r*x-82444*g^3*p*q*r*x+ 3960*c*p^3*q*r^5*x^2+5040*c*p^2*q^3*r^4*x^2+5940*c*p^2*q^2*r^5*x^2+3510*c*p^2*q *r^6*x^2+2520*c*p*q^4*r^4*x^2+3960*c*p*q^3*r^5*x^2+3510*c*p*q^2*r^6*x^2+1656*c* p*q*r^7*x^2+956736*c*g^2*p*r*x^2-313157*c*g^2*q^2*r*x+956736*c*g^2*q*r*x^2+3714 *c*g^2*p^2*r^5*x^2+2310*c*g^2*p*r^6*x^2+2982*c*g^2*q^3*r^4*x^2+3714*c*g^2*q^2*r ^5*x^2+2310*c*g^2*q*r^6*x^2+1980*c*g*p^4*r^4*x^2+3190*c*g*p^3*r^5*x^2+2895*c*g* p^2*r^6*x^2+1395*c*g*p*r^7*x^2+1980*c*g*q^4*r^4*x^2+3190*c*g*q^3*r^5*x^2+2895*c *g*q^2*r^6*x^2+1395*c*g*q*r^7*x^2+2520*c*p^4*q*r^4*x^2+5040*c*p^3*q^2*r^4*x^2-\ 544583*c*g^2*p^2*r*x+696*c*g^4*p*r^4*x^2+696*c*g^4*q*r^4*x^2+2121*c*g^3*p^2*r^4 *x^2+1834*c*g^3*p*r^5*x^2+2121*c*g^3*q^2*r^4*x^2+1834*c*g^3*q*r^5*x^2+2982*c*g^ 2*p^3*r^4*x^2-237020*b*g*p^3*r*x-93442*b*g*q^3*r*x+636233*b*g*q^2*r*x^2-287126* b*p^3*q*r*x-339432*b*p^2*q^2*r*x+961518*b*p^2*q*r*x^2-165450*b*p*q^3*r*x-\ 2342820*c^3*g*p*r*x-1793604*c^3*g*q*r*x-2744152*c^3*p*q*r*x-1105128*c^2*g^2*p*r *x-829852*c^2*g^2*q*r*x-1717588*c^2*g*p^2*r*x-1020608*c^2*g*q^2*r*x-2020596*c^2 *p^2*q*r*x-1590168*c^2*p*q^2*r*x+4572104*c^2*p*q*r*x^2-213729*c*g^3*p*r*x-\ 153449*c*g^3*q*r*x-124488*a^2*b*c^2*p*r^3*x^2-124488*a^2*b*c^2*q*r^3*x^2-33684* a^3*c*p*q*r^3*x^2-27786*a^3*c*g*p*r^3*x^2-27786*a^3*c*g*q*r^3*x^2-16080*a^3*b*p *q*r^3*x^2-39072*a^3*b*c*p*r^3*x^2-39072*a^3*b*c*q*r^3*x^2+8946*c*g^2*p^2*q*r^4 *x^2+8946*c*g^2*p*q^2*r^4*x^2+7428*c*g^2*p*q*r^5*x^2+7920*c*g*p^3*q*r^4*x^2+ 11880*c*g*p^2*q^2*r^4*x^2+9570*c*g*p^2*q*r^5*x^2+7920*c*g*p*q^3*r^4*x^2+9570*c* g*p*q^2*r^5*x^2+5790*c*g*p*q*r^6*x^2+4242*c*g^3*p*q*r^4*x^2-740726*b*c*p^3*r*x-\ 75692*b*g^3*p*r*x-46100*b*g^3*q*r*x-220865*b*g^2*p^2*r*x+360907*b*g^2*p*r*x^2-\ 108601*b*g^2*q^2*r*x+360907*b*g^2*q*r*x^2-126065*b^2*g*q^2*r*x+516397*b^2*g*q*r *x^2-359108*b^2*p^2*q*r*x-254080*b^2*p*q^2*r*x-1981424*b*c^3*g*r*x-3176008*b*c^ 3*p*r*x-2363656*b*c^3*q*r*x-841538*b*c^2*g^2*r*x-701858*b*c^2*g*r^2*x-2324682*b *c^2*p^2*r*x-1291330*b*c^2*q^2*r*x-133522*b*c*g^3*r*x-277417*b*c*g^2*r^2*x+ 771068*b*c*g^2*r*x^2-404178*a*c^2*p^2*r^3*x^2-46626*a*c^2*p*r^5*x-251720*a*c^2* p*r^4*x^2-241696*a*c^2*q^3*r^2*x^2-404178*a*c^2*q^2*r^3*x^2-251720*a*c^2*q*r^4* x^2+26390*a*c^2*p^3*r^3*x-241696*a*c^2*p^3*r^2*x^2-30622*a*c^2*p^2*r^4*x+70632* a*c^3*p^2*r^3*x-537472*a*c^3*p^2*r^2*x^2-21716*a*c^3*p*r^4*x-624912*a*c^3*p*r^3 *x^2-537472*a*c^3*q^2*r^2*x^2-624912*a*c^3*q*r^3*x^2-351886*a*p^3*q*r*x-436572* a*p^2*q^2*r*x-230210*a*p*q^3*r*x+961518*a*p*q^2*r*x^2-234352*b^3*c*g*r*x-482808 *b^3*c*p*r*x-299072*b^3*c*q*r*x-126938*b^3*g*p*r*x-66392*b^3*g*q*r*x-162932*b^3 *p*q*r*x-1118332*b^2*c^2*g*r*x-1966104*b^2*c^2*p*r*x-1373904*b^2*c^2*q*r*x-\ 270648*b^2*c*g^2*r*x-290188*b^2*c*g*r^2*x-965574*b^2*c*p^2*r*x-464414*b^2*c*q^2 *r*x-150565*b^2*g^2*p*r*x-86315*b^2*g^2*q*r*x-289601*b^2*g*p^2*r*x-148242*a*c*g ^3*r*x-412437*a*c*g^2*r^2*x+771068*a*c*g^2*r*x^2-877526*a*c*p^3*r*x-442262*a*c* q^3*r*x-86412*a*g^3*p*r*x-56820*a*g^3*q*r*x-257239*a*g^2*p^2*r*x+360907*a*g^2*p *r*x^2-144975*a*g^2*q^2*r*x+360907*a*g^2*q*r*x^2-279212*a*g*p^3*r*x+636233*a*g* p^2*r*x^2-135634*a*g*q^3*r*x+17712*c^2*p^2*q^2*r^4*x^2+14244*c^2*p^2*q*r^5*x^2+ 11808*c^2*p*q^3*r^4*x^2+14244*c^2*p*q^2*r^5*x^2+8604*c^2*p*q*r^6*x^2-374716*a*b *p^3*r*x-164660*a*b*q^3*r*x-2273008*a*c^3*g*r*x-3721368*a*c^3*p*r*x-2909016*a*c ^3*q*r*x-953634*a*c^2*g^2*r*x-1157930*a*c^2*g*r^2*x-2744218*a*c^2*p^2*r*x-\ 1710866*a*c^2*q^2*r*x+4944*c^2*g^3*p*r^4*x^2+4944*c^2*g^3*q*r^4*x^2+10506*c^2*g ^2*p^2*r^4*x^2+8916*c^2*g^2*p*r^5*x^2+10506*c^2*g^2*q^2*r^4*x^2+8916*c^2*g^2*q* r^5*x^2+9312*c^2*g*p^3*r^4*x^2+11516*c^2*g*p^2*r^5*x^2+7116*c^2*g*p*r^6*x^2+ 9312*c^2*g*q^3*r^4*x^2+11516*c^2*g*q^2*r^5*x^2+7116*c^2*g*q*r^6*x^2+11808*c^2*p ^3*q*r^4*x^2-3055984*a*b*c^3*r*x-1354472*a*b*c^2*r^2*x+4354248*a*b*c^2*r*x^2-\ 29040*a*b*g^3*r*x-182292*a*b*g^2*r^2*x+200752*a*b*g^2*r*x^2+605786*a*b*g*r^2*x^ 2-1684528*a*b^2*c^2*r*x-549008*a*b^2*c*r^2*x-59726*a*b^2*g^2*r*x-212370*a*b^2*g *r^2*x-446800*a*b^2*p^2*r*x+720960*a*b^2*p*r*x^2-213928*a*b^2*q^2*r*x-707892*a^ 2*c*g*r^2*x-1363382*a^2*c*p^2*r*x-862222*a^2*c*q^2*r*x-200921*a^2*g^2*p*r*x-\ 136671*a^2*g^2*q*r*x-402855*a^2*g*p^2*r*x+516397*a^2*g*p*r*x^2-239319*a^2*g*q^2 *r*x-554984*a^2*p^2*q*r*x-449956*a^2*p*q^2*r*x-342952*a*b^3*c*r*x-52960*a*b^3*g *r*x-189856*a*b^3*p*r*x-106288*a*b^3*q*r*x-85536*a^2*b^2*g*r*x-341760*a^2*b^2*p *r*x-216408*a^2*b^2*q*r*x-1947656*a^2*b*c^2*r*x-863560*a^2*b*c*r^2*x-63850*a^2* b*g^2*r*x-300336*a^2*b*g*r^2*x-532766*a^2*b*p^2*r*x-299894*a^2*b*q^2*r*x+720960 *a^2*b*q*r*x^2-1466292*a^2*c^2*g*r*x-2730928*a^2*c^2*p*r*x-2138728*a^2*c^2*q*r* x-339508*a^2*c*g^2*r*x+16320*c^3*g^2*p*r^4*x^2+16320*c^3*g^2*q*r^4*x^2+21792*c^ 3*g*p^2*r^4*x^2+18344*c^3*g*p*r^5*x^2+21792*c^3*g*q^2*r^4*x^2+18344*c^3*g*q*r^5 *x^2+27648*c^3*p^2*q*r^4*x^2+27648*c^3*p*q^2*r^4*x^2+22736*c^3*p*q*r^5*x^2-\ 203762*a^3*g*p*r*x-143216*a^3*g*q*r*x-334864*a^3*p*q*r*x-591576*a^2*b^2*c*r*x+ 174624*g*p*q^3*r*x^2-445816*a^3*b*c*r*x-61088*a^3*b*g*r*x-265824*a^3*b*p*r*x-\ 182256*a^3*b*q*r*x-338908*a^3*c*g*r*x-802016*a^3*c*p*r*x-618280*a^3*c*q*r*x+ 1369098*c^2*g*q^2*r*x^2+1805382*c^2*p^2*q*r*x^2+1805382*c^2*p*q^2*r*x^2+183589* c*g^3*p*r*x^2+183589*c*g^3*q*r*x^2+428870*c*g^2*p^2*r*x^2+428870*c*g^2*q^2*r*x^ 2+400431*c*g*p^3*r*x^2+400431*c*g*q^3*r*x^2+525248*c*p^3*q*r*x^2+787872*c*p^2*q ^2*r*x^2+525248*c*p*q^3*r*x^2+82444*g^3*p*q*r*x^2+188817*g^2*p^2*q*r*x^2+188817 *g^2*p*q^2*r*x^2+174624*g*p^3*q*r*x^2+261936*g*p^2*q^2*r*x^2+186327*b*g*q^3*r*x ^2+258668*b*p^3*q*r*x^2+388002*b*p^2*q^2*r*x^2+25344*c^4*g*p*r^4*x^2+25344*c^4* g*q*r^4*x^2+32256*c^4*p*q*r^4*x^2+258668*b*p*q^3*r*x^2+2068212*c^3*g*p*r*x^2+ 2068212*c^3*g*q*r*x^2+2744152*c^3*p*q*r*x^2+967490*c^2*g^2*p*r*x^2+967490*c^2*g ^2*q*r*x^2+1369098*c^2*g*p^2*r*x^2+591494*b*c*p^3*r*x^2+591494*b*c*q^3*r*x^2+ 66256*b*g^3*p*r*x^2+66256*b*g^3*q*r*x^2+182920*b*g^2*p^2*r*x^2+182920*b*g^2*q^2 *r*x^2+186327*b*g*p^3*r*x^2+1395*b*g*q^2*r^6*x^2+675*b*g*q*r^7*x^2+1260*b*p^4*q *r^4*x^2+2520*b*p^3*q^2*r^4*x^2+1980*b*p^3*q*r^5*x^2+2520*b*p^2*q^3*r^4*x^2+ 2970*b*p^2*q^2*r^5*x^2+1755*b*p^2*q*r^6*x^2+1260*b*p*q^4*r^4*x^2+1980*b*p*q^3*r ^5*x^2+1755*b*p*q^2*r^6*x^2+828*b*p*q*r^7*x^2+344927*b*c*g^2*r^2*x^2+276*g*p^2* r^7*x^2+108*g*p*r^8*x^2+168*g*q^5*r^4*x^2+330*g*q^4*r^5*x^2+390*g*q^3*r^6*x^2+ 276*g*q^2*r^7*x^2+108*g*q*r^8*x^2+49376*a^2*p*g^2*q+216*p^5*q*r^4*x^2+540*p^4*q ^2*r^4*x^2+415*p^4*q*r^5*x^2+720*p^3*q^3*r^4*x^2+830*p^3*q^2*r^5*x^2+480*p^3*q* r^6*x^2+540*p^2*q^4*r^4*x^2+830*p^2*q^3*r^5*x^2+720*p^2*q^2*r^6*x^2+333*p^2*q*r ^7*x^2+216*p*q^5*r^4*x^2+415*p*q^4*r^5*x^2+58*b*g^5+7*p^6*r^3+217*p^5*r^4+525*p ^4*r^5+623*p^3*r^6-643*p^6*r^2-1191*p^5*r^3-475*p^4*r^4+1147*p^3*r^5+1695*p^2*r ^6+18655*r^2*p*b*a*g-114113*b*g*p*c*r^2+218150*q*b*a^2*c*r+26479*b*g^2*q*r*a-\ 8752*r^2*p*b*a*c+86947*p*a*c*r^2*g+82702*b*g*a*c*r^2+14818*r^2*c*g^2*q*a+65617* b*g*q*r^2*a-15390*r^2*c*g^2*a*b+539932*b*g*c^2*r*p+366280*b*g*c^2*r*a+199615*b* g*p^2*r*a+9889*b*g^2*r^2*a*q+885744*p*a*c^2*r*g-23608*r^2*p*a^2*b*g-48718*q*b*p *c*r^2+48154*q*b*p*a*r^2-64617*r^2*a^2*c*p*g-279644*r^2*c^2*g*p*a-149622*b*c*g* q^3*r^2*x^2-260593*b*c*g*q^2*r^3*x^2-169830*b*c*g*q*r^4*x^2+13952*b*c*p^3*q*r^3 *x-216264*b*c*p^3*q*r^2*x^2+24120*b*c*p^2*q^2*r^3*x-324396*b*c*p^2*q^2*r^2*x^2-\ 29088*b*c*p^2*q*r^4*x-345894*b*c*p^2*q*r^3*x^2-216264*b*c*p*q^3*r^2*x^2-345894* b*c*p*q^2*r^3*x^2-203780*b*c*p*q*r^4*x^2-46897*b*c*g^3*p*r^2*x^2-46897*b*c*g^3* q*r^2*x^2+18720*b*c*g^2*p^2*r^3*x-139299*b*c*g^2*p^2*r^2*x^2-8930*b*c*g^2*p*r^4 *x-183579*b*c*g^2*p*r^3*x^2-139299*b*c*g^2*q^2*r^2*x^2-183579*b*c*g^2*q*r^3*x^2 +12475*b*c*g*p^3*r^3*x-149622*b*c*g*p^3*r^2*x^2-26103*b*c*g*p^2*r^4*x-260593*b* c*g*p^2*r^3*x^2-34629*b*c*g*p*r^5*x-169830*b*c*g*p*r^4*x^2+67230*b*c^2*p*q^2*r^ 3*x-725088*b*c^2*p*q^2*r^2*x^2-39124*b*c^2*p*q*r^4*x-808356*b*c^2*p*q*r^3*x^2+ 49196*b*c^2*g^2*p*r^3*x-303030*b*c^2*g^2*p*r^2*x^2-303030*b*c^2*g^2*q*r^2*x^2+ 52292*b*c^2*g*p^2*r^3*x-497022*b*c^2*g*p^2*r^2*x^2-38098*b*c^2*g*p*r^4*x-603442 *b*c^2*g*p*r^3*x^2-497022*b*c^2*g*q^2*r^2*x^2-603442*b*c^2*g*q*r^3*x^2+59262*b* c^2*p^2*q*r^3*x-725088*b*c^2*p^2*q*r^2*x^2+92776*b*c^3*g*p*r^3*x-729968*b*c^3*g *p*r^2*x^2-729968*b*c^3*g*q*r^2*x^2+108144*b*c^3*p*q*r^3*x-1074944*b*c^3*p*q*r^ 2*x^2-48296*b^2*g^2*p*q*r^2*x^2+9195*b^2*g*p^2*q*r^3*x-91986*b^2*g*p^2*q*r^2*x^ 2-91986*b^2*g*p*q^2*r^2*x^2-115704*b^2*g*p*q*r^3*x^2-24055*b*p^4*q*r^2*x^2+2814 *b*p^3*q^2*r^3*x-48110*b*p^3*q^2*r^2*x^2-5616*b*p^3*q*r^4*x-48972*b*p^3*q*r^3*x ^2-48110*b*p^2*q^3*r^2*x^2-73458*b*p^2*q^2*r^3*x^2-24055*b*p*q^4*r^2*x^2-48972* b*p*q^3*r^3*x^2-40659*b*p*q^2*r^4*x^2-10216*b*p*q*r^5*x^2+2223*b*g^2*p^3*r^3*x-\ 21221*b*g^2*p^3*r^2*x^2-3599*b*g^2*p^2*r^4*x-39867*b*g^2*p^2*r^3*x^2-28032*b*g^ 2*p*r^4*x^2-21221*b*g^2*q^3*r^2*x^2-39867*b*g^2*q^2*r^3*x^2-28032*b*g^2*q*r^4*x ^2+1056*b*g*p^4*r^3*x-16792*b*g*p^4*r^2*x^2-4976*b*g*p^3*r^4*x-37161*b*g*p^3*r^ 3*x^2-9134*b*g*p^2*r^5*x-34294*b*g*p^2*r^4*x^2-10918*b*g*p*r^5*x^2-16792*b*g*q^ 4*r^2*x^2-37161*b*g*q^3*r^3*x^2-34294*b*g*q^2*r^4*x^2-10918*b*g*q*r^5*x^2+1221* b*p^4*q*r^3*x+3426*p^6+312*p^7-749*g^2*r^5+1257*b^2*r^5-11157*b*g^3*p^2*r^2*x^2 -17388*b*g^3*p*r^3*x^2-11157*b*g^3*q^2*r^2*x^2-17388*b*g^3*q*r^3*x^2+10080*a^2* b^3*c*p*q+5664*a^2*b^3*c*g*p+1568*a^2*b^3*c*g*q-29736*b*c*q*r^5*x^2+2956*b*c*p^ 4*r^3*x-54066*b*c*p^4*r^2*x^2-15936*b*c*p^3*r^4*x-115298*b*c*p^3*r^3*x^2-28624* b*c*p^2*r^5*x-101890*b*c*p^2*r^4*x^2-29736*b*c*p*r^5*x^2-54066*b*c*q^4*r^2*x^2-\ 115298*b*c*q^3*r^3*x^2-101890*b*c*q^2*r^4*x^2-43370*b*c^2*p^2*r^4*x-404178*b*c^ 2*p^2*r^3*x^2-55218*b*c^2*p*r^5*x-251720*b*c^2*p*r^4*x^2-241696*b*c^2*q^3*r^2*x ^2-404178*b*c^2*q^2*r^3*x^2-251720*b*c^2*q*r^4*x^2+17098*b*c^2*p^3*r^3*x-241696 *b*c^2*p^3*r^2*x^2+47928*b*c^3*p^2*r^3*x-537472*b*c^3*p^2*r^2*x^2-45196*b*c^3*p *r^4*x-624912*b*c^3*p*r^3*x^2-537472*b*c^3*q^2*r^2*x^2-624912*b*c^3*q*r^3*x^2-\ 30662*b^2*g*q^3*r^2*x^2-57852*b^2*g*q^2*r^3*x^2-40912*b^2*g*q*r^4*x^2+2838*b^2* p^3*q*r^3*x-48556*b^2*p^3*q*r^2*x^2-72834*b^2*p^2*q^2*r^2*x^2-80982*b^2*p^2*q*r ^3*x^2-48556*b^2*p*q^3*r^2*x^2-80982*b^2*p*q^2*r^3*x^2-50182*b^2*p*q*r^4*x^2+ 64568*b*c^4*p*r^3*x-594768*b*c^4*p*r^2*x^2-594768*b*c^4*q*r^2*x^2-2030*a*p^3*q^ 3*r+408828*a*b^2*c^2*r^3*x-17976*a*b^2*c^2*r^2*x^2+124516*a*b^2*c*r^4*x-297228* a*b^2*c*r^3*x^2-2360*a*b^3*g^2*r^2*x+5808*a*b^3*g^2*r*x^2+25136*a*b^3*g*r^3*x+ 45888*a*b^3*g*r^2*x^2+11452*a*b^3*p^3*r*x+53880*a*b^3*p^2*r*x^2+52488*a*b^3*p*r ^3*x-1748*a*b^3*q^3*r*x+53880*a*b^3*q^2*r*x^2+118528*a*b^2*c^4*r*x+467568*a*b^2 *c^3*r^2*x+671472*a*b^2*c^3*r*x^2+100920*a*b^3*c*r^3*x+62560*a*b^3*c*r^2*x^2-\ 708*a*b^4*g*r^2*x+3960*a*b^4*g*r*x^2+3348*a*b^4*p^2*r*x+20640*a*b^4*p*r*x^2-452 *a*b^4*q^2*r*x+20640*a*b^4*q*r*x^2+52992*a*b^3*c^3*r*x+162352*a*b^3*c^2*r^2*x+ 269856*a*b^3*c^2*r*x^2-160*a*b^5*c*r*x-112*a*b^5*p*r*x+80*a*b^5*q*r*x+8432*a*b^ 4*c^2*r*x+20480*a*b^4*c*r^2*x+43040*a*b^4*c*r*x^2+135*g^4*q*r^5*x^2+161256*p^2* a^2*g*q+300*g^3*p^3*r^4*x^2+380*g^3*p^2*r^5*x^2+240*g^3*p*r^6*x^2+300*g^3*q^3*r ^4*x^2+66296*a^2*g*p*q^2+380*g^3*q^2*r^5*x^2+240*g^3*q*r^6*x^2+315*g^2*p^4*r^4* x^2+510*g^2*p^3*r^5*x^2+465*g^2*p^2*r^6*x^2+225*g^2*p*r^7*x^2+315*g^2*q^4*r^4*x ^2+510*g^2*q^3*r^5*x^2+465*g^2*q^2*r^6*x^2+225*g^2*q*r^7*x^2+168*g*p^5*r^4*x^2+ 330*g*p^4*r^5*x^2+390*g*p^3*r^6*x^2+150*g^4*p^2*r^4*x^2+135*g^4*p*r^5*x^2+150*g ^4*q^2*r^4*x^2+1880*a^2*g^3*p^2*q+798*a^2*g^3*p*q^2+5566*a^2*g^3*p*q+1156*a^2*p *g^2*q^3+13234*a^2*p*g^2*q^2+196*a^2*g^4*p*q+4888*g^2*a^2*p^3*q+4058*g^2*a^2*p^ 2*q^2+31256*g^2*a^2*p^2*q+4920*a^2*g*p^4*q+6184*a^2*g*p^3*q^2+49768*a^2*g*p^3*q +3372*p^2*a^2*g*q^3+40698*p^2*a^2*g*q^2+702*a^2*g*p*q^4+11156*a^2*g*p*q^3+504*c *q^5*r^4*x^2+990*c*q^4*r^5*x^2+1170*c*q^3*r^6*x^2+828*c*q^2*r^7*x^2+324*c*q*r^8 *x^2+504*c*p^5*r^4*x^2+990*c*p^4*r^5*x^2+1170*c*p^3*r^6*x^2+828*c*p^2*r^7*x^2+ 324*c*p*r^8*x^2-128917*a*c^2*g^2*p*r^2-274859*a*c^2*g*p^2*r^2-185087*a*c^2*g*p* r^3-279496*a*c^2*p^2*q*r^2+712474*a*c^2*p^2*r^2*x-121274*a*c^2*p*q^2*r^2-193754 *a*c^2*p*q*r^3+1103474*a*c^2*p*r^3*x+983816*a*c^2*p*r^2*x^2+983816*a*c^2*q*r^2* x^2-33123*a*b*g^2*p^2*r^2-24585*a*b*g^2*p*r^3-43997*a*b*g*p^3*r^2-44757*a*b*g*p ^2*r^3-11699*a*b*g*p*r^4-47148*a*b*p^3*q*r^2+120184*a*b*p^3*r^2*x-37914*a*b*p^2 *q^2*r^2-49064*a*b*p^2*q*r^3+256654*a*b*p^2*r^3*x+213688*a*b*p^2*r^2*x^2-28550* a*b*p*q^2*r^3-13664*a*b*p*q*r^4+185010*a*b*p*r^4*x-69622*a*b*p*r^3*x^2+213688*a *b*q^2*r^2*x^2-69622*a*b*q*r^3*x^2-287250*a*c^3*g*p*r^2-275764*a*c^3*p*q*r^2+ 685972*a*c^3*p*r^2*x-412032*a*b*c^3*p*r^2-381302*a*b*c^2*p^2*r^2-231470*a*b*c^2 *p*r^3-142716*a*b*c*p^3*r^2-137428*a*b*c*p^2*r^3-27428*a*b*c*p*r^4-257020*a*b^2 *c^2*p*r^2-155744*a*b^2*c*p^2*r^2-90558*a*b^2*c*p*r^3-44201*a*b^2*g*p^2*r^2-\ 29604*a*b^2*g*p*r^3-47964*a*b^2*p^2*q*r^2+115923*a*b^2*p^2*r^2*x-32337*a*b^2*p* q*r^3+292056*a*b^2*p*r^2*x^2+292056*a*b^2*q*r^2*x^2+22594*a*g^2*p*q*r^2*x+ 144304*a*g*p^2*q*r^2*x+42674*a*g*p*q^2*r^2*x+249160*a*g*p*q*r^3*x+289570*a*g*p* q*r^2*x^2-100210*b^2*c*g*p*q*r^2+289686*b^2*c*g*p*r^2*x+372744*b^2*c*p*q*r^2*x-\ 1738867*a*c*g*p^2*r*x-1051175*a*c*g*q^2*r*x-2197314*a*c*p^2*q*r*x-1762050*a*c*p *q^2*r*x-402214*a*g^2*p*q*r*x-249*a^2*q^4*r^3-233*a^2*q^3*r^4+595*a^2*q^2*r^5+ 993*a^2*q*r^6-225*a*p^6*r^2+855*a*p*r^7-3*a*q^6*r^2-60*a*q^5*r^3-57*a*q^4*r^4+ 312*a*q^3*r^5+723*a*q^2*r^6+564*a*q*r^7-50*b^4*q^2*r^3+416*b^4*q*r^4-602*b^3*p^ 4*r^2+742*b^3*p^3*r^3+2688*b^3*p^2*r^4+2317*b^3*p*r^5-116*b^3*q^3*r^3+426*b^3*q ^2*r^4+1200*b^3*q*r^5-469*b^2*p^5*r^2+3725*b^2*p^2*r^5+2143*b^2*p*r^6+75879*q^4 *r*x^2-97*b^2*q^4*r^3+175*b^2*q^3*r^4+1107*b^2*q^2*r^5+1301*b^2*q*r^6-180*b*p^6 *r^2+2088*b*p^2*r^6+915*b*p*r^7-36*b*q^5*r^3+18*b*q^4*r^4+432*b*q^3*r^5+828*b*q ^2*r^6+612*b*q*r^7-10352*c^6*p*r^2-4400*c^6*q*r^2-18792*c^5*p^2*r^2-4008*c^5*q^ 2*r^2+816*c^5*q*r^3-16996*c^4*p^3*r^2-1876*c^4*q^3*r^2-1608*c^4*q^2*r^3+9572*c^ 4*q*r^4-8632*c^3*p^4*r^2-472*c^3*q^4*r^2-1636*c^3*q^3*r^3+3832*c^3*q^2*r^4+ 10754*c^3*q*r^5-2520*c^2*p^5*r^2-60*c^2*q^5*r^2-582*c^2*q^4*r^3+504*c^2*q^3*r^4 +4404*c^2*q^2*r^5+6*g*q^5*r^4+30*g*q^4*r^5+60*g*q^3*r^6+60*g*q^2*r^7+30*g*q*r^8 +6*p^7*q*r^2+64*p^7*r^2*x+15*p^6*q^2*r^2+42*p^6*q*r^3+20*p^5*q^3*r^2+90*p^5*q^2 *r^3+126*p^5*q*r^4+15*p^4*q^4*r^2+100*p^4*q^3*r^3+225*p^4*q^2*r^4+210*p^4*q*r^5 +6*p^3*q^5*r^2+60*p^3*q^4*r^3+200*p^3*q^3*r^4+300*p^3*q^2*r^5+210*p^3*q*r^6+p^2 *q^6*r^2+18*p^2*q^5*r^3+90*p^2*q^4*r^4+200*p^2*q^3*r^5+225*p^2*q^2*r^6+126*p^2* q*r^7-961*p^2*r^7*x+2*p*q^6*r^3+18*p*q^5*r^4+60*p*q^4*r^5+100*p*q^3*r^6+90*p*q^ 2*r^7+42*p*q*r^8-362*p*r^8*x+10*q^7*r^2*x+57*q^6*r^3*x+78*q^5*r^4*x-2084*q^5*r^ 3*x^2-115*q^4*r^5*x-450*q^3*r^6*x-525*q^2*r^7*x-278*q*r^8*x-128*a^6*p*r^2-636*a ^5*p^2*r^2-516*a^5*p*r^3-44*a^5*q^2*r^2-312*a^5*q*r^3-1280*a^4*p^3*r^2-64*a^4*q ^3*r^2-538*a^4*q^2*r^3-368*a^4*q*r^4-1335*a^3*p^4*r^2-51*a^3*q^4*r^2-498*a^3*q^ 3*r^3-414*a^3*q^2*r^4+462*a^3*q*r^5-761*a^2*p^5*r^2-20*a^2*q^5*r^2+g^6*p^2*r^2+ 2*g^6*p*r^3+6*g^5*p^3*r^2+18*g^5*p^2*r^3+18*g^5*p*r^4+6*g^5*q*r^4+15*g^4*p^4*r^ 2+60*g^4*p^3*r^3+90*g^4*p^2*r^4+60*g^4*p*r^5+15*g^4*q^2*r^4+30*g^4*q*r^5+20*g^3 *p^5*r^2+100*g^3*p^4*r^3+200*g^3*p^3*r^4+200*g^3*p^2*r^5+100*g^3*p*r^6+20*g^3*q ^3*r^4+60*g^3*q^2*r^5+60*g^3*q*r^6+15*g^2*p^6*r^2+90*g^2*p^5*r^3+225*g^2*p^4*r^ 4+300*g^2*p^3*r^5+225*g^2*p^2*r^6+90*g^2*p*r^7+15*g^2*q^4*r^4+60*g^2*q^3*r^5+90 *g^2*q^2*r^6+60*g^2*q*r^7+6*g*p^7*r^2+42*g*p^6*r^3+126*g*p^5*r^4+210*g*p^4*r^5+ 210*g*p^3*r^6+126*g*p^2*r^7+42*g*p*r^8+156*b^3*c^2*g^3*r^2+1864*b^3*c^2*g^2*r^3 +4300*b^3*c^2*g*r^4+85064*a^2*c^3*g*p^2+354064*a^2*c^3*g*p+194*b^3*c*g^3*r^3+ 1030*b^3*c*g^2*r^4+1480*b^3*c*g*r^5-2596*a*g*p^5*r+105*a*g*q^5*r-2615*a*p^5*q*r -3645*a*p^4*q^2*r+17*a*g^5*q*r-389*a*g^4*p^2*r+88*a*g^4*q^2*r-2137*a*g^3*p^3*r+ 206*a*g^3*q^3*r-3619*a*g^2*p^4*r+225*a*g^2*q^4*r+52*a*c*g^5*r-1075*a*c*g^4*r^2-\ 8910*a*c*g^3*r^3-9611*a*c*g^2*r^4+3599*a*c*g*r^5-8156*a*c*p^5*r+318*a*c*q^5*r+ 45*a*g^5*p*r-111012*b*r^3*g*a*c+379472*q*c^2*a*r*g+100245*q*p*g^2*a*r+387216*q^ 2*a*c*r*p+127240*q^2*a*c*r*g+63871*q*b*p*r*g^2+342502*p^2*c*b*r*g+187771*q*c*a^ 2*r*g+204854*q^2*c*r*g*p-13209*r^2*p*g^2*q*a-108166*r^2*p*g^2*b*c+67388*q*b*c*r *g^2-27283*r^2*p*g^2*a*b-57169*r^2*p*g^2*q*c+603534*q*c*p*a^2*r+213700*q*b*p*a^ 2*r-62978*q*r^3*g*a*c+122772*q^2*p*r*g*a+21804*r^2*a^2*c*b*g+99613*b^2*p*a*r*g-\ 324290*r^2*p^2*a*b*c-196590*r^2*c^2*g*q*p-392616*r^2*c^2*g*b*p+562394*b*p*a^2*c *r-474064*r^2*b*c^2*p*a-218746*p*a*r^3*c*g-216654*p*a*r^3*q*c-69205*p*a*r^3*q*g -300520*p*a*r^3*b*c-205473*p*c*r^3*b*g+643218*p^2*c*a*r*b+650954*p^2*c*q*r*a+ 547412*p^2*c*a*r*g-144461*p*c*r^3*q*g+171290*q*c*p*a*r^2-223764*r^2*a*c^2*q*p+ 1047324*q*c^2*a*r*p-73436*r^2*p*g^2*a*c+1146808*p*b*a*q*c+287270*p*b*a*q*g+ 351804*q*p*g*a*r+654054*q*p*g*c*r+289700*a*c*g*q*b+871026*a*c*g*q*p+722946*p*c* g*q*b+1058552*b*p*a*c*g+24528*b^3*a*c^2*g*p+1008757*p*a*c*r*g+352745*b*g*p*a*r+ 722777*b*g*p*c*r+405044*q*b*a*c*r+1233620*b*p*a*c*r+238444*q*b*p*r*g+241779*q*b *c*r*g+421458*q*b*p*a*r+1158986*q*c*p*a*r+774814*q*b*p*c*r+334119*q*c*a*r*g+ 95171*q*b*a*r*g+363050*b*g*a*c*r+70352*b^3*c*a*p*q+18984*b^3*c*a*p^2*q+3816*b^3 *c*a*g^2*p+1818780*a*b*p*q*r*x^2-3505802*a*c^2*g*p*r*x-2690714*a*c^2*g*q*r*x-\ 4455084*a*c^2*p*q*r*x-1014661*a*c*g^2*p*r*x-746729*a*c*g^2*q*r*x-365384*a*b*g*q ^2*r*x-914092*a*b*p^2*q*r*x-704036*a*b*p*q^2*r*x-351486*a*b*g^2*p*r*x-222986*a* b*g^2*q*r*x-692456*a*b*g*p^2*r*x-1326636*a*b*c*q^2*r*x-102770*a^2*g^2*r*x-\ 386768*a^2*g*r^2*x-720088*a^2*p^2*r*x-364880*a^2*q^2*r*x-358654*a*b^2*r^2*x-\ 97574*a^3*g*r*x-356784*a^3*p*r*x-193176*a^2*b^2*r*x+1328*a^2*b^3*c*q^2-485282*a ^2*b*r^2*x+448620*a*b*c*r+463606*a*b*p*r+111122*a*b*q*r+337498*a*c*g*r+1258630* a*c*p*r+348314*a*c*q*r+369499*a*g*p*r+85531*a*g*q*r+422422*a*p*q*r+309114*b*c*g *r+956270*b*c*p*r+279074*b*c*q*r+285319*b*g*p*r+73303*b*g*q*r+297358*b*p*q*r+ 765614*c*g*p*r+218126*c*g*q*r+784964*c*p*q*r+245132*g*p*q*r+243432*a*b*c*r^2+ 148888*a*b*p*r^2+114158*a*b*q*r^2+264395*a*c*g*r^2+456816*a*c*p*r^2+346006*a*c* q*r^2+151831*a*g*p*r^2+113737*a*g*q*r^2+194306*a*p*q*r^2+72887*b*c*g*r^2+130724 *b*c*p*r^2+121286*b*c*q*r^2+51481*b*g*p*r^2+45367*b*g*q*r^2+75186*b*p*q*r^2+ 186994*c*g*p*r^2+149960*c*g*q*r^2+253348*c*p*q*r^2+87006*g*p*q*r^2+23664*b^3*a* p^2*q+180204*b^2*p*q*a+197220*b^2*c*q*a+170664*a^2*c*g*b+33778*q*b^2*g*a+307630 *q^2*b*p*c+118771*b^2*p*r*g-1236*a^2*g^2*p^4*r-874*a^2*g*p^5*r-968*a^2*p^5*q*r-\ 1562*a^2*p^4*q^2*r+6378*a^2*b*p^4*q-181*a^2*g^4*p^2*r+7818*a^2*b*p^3*q^2-774*a^ 2*g^3*p^3*r+18024*a^2*c*b*p^4-895*b^3*g*p^4*r+184740*a^2*c*b*p^3+2800*a^2*c*b*g ^3-945*b^3*p^4*q*r-945*b^3*p^3*q^2*r-315*b^3*p^2*q^3*r+676*a^2*c*b*q^4+6*b*c*p* q^5*r^2+7048*b^3*c*a*p*q^2+952*b^3*c*a*g^2*q+15160*b^3*c*a*g*p^2+56576*b^3*c*a* g*p+1400*b^3*c*a*g*q^2+15888*b^3*c*a*g*q-406*a^4*g^2*p^2*r-868*a^4*g*p^3*r+5090 *a^2*g*b*p^4+49576*a^2*g*b*p^3-1100*a^4*p^3*q*r+154988*a^2*g*b*p^2-814*a^4*p^2* q^2*r-1552*a^4*c^3*g*r-6656*a^4*c^3*p*r-2624*a^4*c^3*q*r-256*a^4*c^2*g^2*r-2408 *a^4*c^2*g*r^2-7304*a^4*c^2*p^2*r-1064*a^4*c^2*q^2*r-452*a^4*c*g^2*r^2-2500*a^4 *c*g*r^3-3160*a^4*c*p^3*r-136*a^4*c*q^3*r-736*a^4*b^2*c^2*r-928*a^4*b^2*c*r^2-\ 680*a^4*b^2*p^2*r-2496*a^4*b*c^3*r-3456*a^4*b*c^2*r^2-2944*a^4*b*c*r^3-1068*a^4 *b*g*r^3-1140*a^4*b*p^3*r+114474*b^2*p*q*g+456580*q*c*b^2*p+133770*q*g*b^2*c+ 546890*c^2*g*a*r+1155836*b*p*c^2*r+48400*b*g*a^2*r+958294*c^2*g*p*r+771876*a^2* c*b*p+379886*a*c*g^2*p+363454*p^2*g*b*a+877760*b*p^2*c*g+356122*b*g^2*p*c+ 176881*q^2*a*c*r+145710*q^2*p*b*a+123150*q^2*b*r*p+112435*q^2*b*r*c+53093*q^2*a *r*b+133368*b*g^2*a*c+219014*q*p^2*g*r+78094*q*b*a^2*r+1348788*p^2*c*b*a+32468* q*a^2*b*g+678236*b*a*c^2*r+842600*p*a^2*c*r+1527264*q*c^2*p*a+333102*p^2*a*r*g+ 104365*b*g^2*p*r+118048*b*g^2*c*r+236996*p*a^2*r*g+146158*a^2*c*g*q+98281*q*c*r *g^2+63986*q*a^2*r*g+676596*p^2*c*q*g+881116*p^2*c*q*b+212340*b^2*a*c*r+269468* p*c*g^2*q+587248*q*c^2*a*r+202286*b^2*p*a*r+342138*q*c^2*r*g+166744*p*a^2*b*g+ 1105696*p^2*a*q*c+323956*p^2*a*q*g+1007484*p^2*a*c*g+98867*q*p*g^2*r+416832*p^2 *a*q*b+295665*c*g^2*p*r+691564*a^2*c*q*p+209804*a^2*c*q*b+281308*q*c*a^2*r+ 211708*c*g*a^2*r+142978*c*g^2*a*r+421746*b*g*c^2*r+85269*b*g*r^2*a+1641824*p*a* c^2*r+401152*b^2*p*c*r+1360576*b*p*c^2*g+236388*b*g*p^2*r+142430*p*a*r*g^2+ 430702*q^2*a*p*c+2024408*p*a*b*c^2+708092*p*a*b^2*c+247518*q^2*p*c*g+85418*q^2* a*c*g+23344*b*a*q*g^2+97490*c*g^2*q*b+627536*b*c^2*q*a+563754*a^2*c*g*p+388213* q*a*p^2*r+38266*q*a*r*g^2+260776*q*b*p^2*r+1075417*p^2*c*a*r+621813*p^2*c*r*g+ 755691*p^2*c*b*r+673757*p^2*c*q*r+418692*q*g*b*c^2+1264152*q*p*b*c^2+446452*a*c ^2*g*q+1467936*a*c^2*g*p+100234*a*c*g^2*q+950152*c^2*g*q*p-8703*g^4*q*r*x-53793 *g^3*p^2*r*x+82090*g^3*p*r*x^2-28651*g^3*q^2*r*x+82090*g^3*q*r*x^2-86979*g^2*p^ 3*r*x+217307*g^2*p^2*r*x^2-38899*g^2*q^3*r*x+217307*g^2*q^2*r*x^2+218990*g*p^3* r*x^2+218990*g*q^3*r*x^2-76187*p^4*q*r*x-126858*p^3*q^2*r*x-101342*p^2*q^3*r*x+ 455274*p^2*q^2*r*x^2-37913*p*q^4*r*x-203010*c^2*g^3*r*x-313816*c^2*g^2*r^2*x+ 1047872*c^2*g^2*r*x^2-817008*c^2*p^3*r*x-386580*c^2*q^3*r*x-23838*c*g^4*r*x+ 175526*c*g^3*r*x^2-191764*c*p^4*r*x-70860*c*q^4*r*x-13699*g^4*p*r*x-86991*b*p^4 *r*x+5984*a^2*b^3*c*g+320506*b*q^3*r*x^2-1164984*c^4*g*r*x-1755776*c^4*p*r*x-\ 1356144*c^4*q*r*x+11472*a^2*b^3*c*p^2-723012*c^3*g^2*r*x-560868*c^3*g*r^2*x+ 2396824*c^3*g*r*x^2-1711636*c^3*p^2*r*x-1032516*c^3*q^2*r*x+41184*a^2*b^3*c*p+ 3416*b^3*a*g^2*p+552*b^3*a*g^2*q+1011004*q*c^2*p*r+257460*p^2*g*q*b+305438*q*a^ 2*p*r+118416*p*a*q^2*g+661512*c^2*g*b*a+114868*b*a*p*g^2+95409*q^2*c*r*g+107511 *q^2*p*r*g+198309*q^2*p*a*r+336585*q^2*p*c*r+272084*b*a^2*c*r+291754*b*p*a^2*r+ 46048*q^2*a*r*g+408301*b*p^2*a*r+173592*p*a^2*q*g+226056*p*a^2*q*b+197628*a*g*b ^2*c+409588*q*b*c^2*r+156218*a*g*b^2*p-1922352*a*b*c*r^2*x-863618*a*b*p*r^2*x-\ 794158*a*b*q*r^2*x-1536668*a*c*g*r^2*x-2083718*a*c*p*r^2*x-1963470*a*c*q*r^2*x-\ 684490*a*g*p*r^2*x-640282*a*g*q*r^2*x-856632*a*p*q*r^2*x-1153652*b*c*g*r^2*x-\ 1532906*b*c*p*r^2*x-1412658*b*c*q*r^2*x-515770*b*g*p*r^2*x-471562*b*g*q*r^2*x-\ 618392*b*p*q*r^2*x-1230326*c*g*p*r^2*x-1156258*c*g*q*r^2*x-1466840*c*p*q*r^2*x-\ 501814*g*p*q*r^2*x-15536*b^2*c^5*g*r-29856*b^2*c^5*p*r-13120*b^2*c^5*q*r-10104* b^2*c^4*g^2*r-14888*b^2*c^4*g*r^2-41048*b^2*c^4*p^2*r-6976*b^2*c^4*q^2*r-2852*b ^2*c^3*g^3*r-9612*b^2*c^3*g^2*r^2+10344*b^2*c^3*g*r^3-29240*b^2*c^3*p^3*r-1536* b^2*c^3*q^3*r-292*b^2*c^2*g^4*r-2734*b^2*c^2*g^3*r^2+1788*b^2*c^2*g^2*r^3+19450 *b^2*c^2*g*r^4-11380*b^2*c^2*p^4*r-114*b^2*c^2*q^4*r-289*b^2*c*g^4*r^2-401*b^2* c*g^3*r^3+4385*b^2*c*g^2*r^4+8855*b^2*c*g*r^5-2294*b^2*c*p^5*r-149*b^2*g^4*p^2* r-634*b^2*g^3*p^3*r-1008*b^2*g^2*p^4*r-710*b^2*g*p^5*r-748*b^2*p^5*q*r-1122*b^2 *p^4*q^2*r-748*b^2*p^3*q^3*r+4248*b^3*a*g*p^2*q+12912*b^3*a*g*p*q+800*b^3*a*g^2 *p*q+1280*b^3*a*g*p*q^2-610156*a*b*c*g^2*r*x-998080*a*b*c*g*r^2*x+2204068*a*b*c *g*r*x^2-2328956*a*b*c*p^2*r*x-4697032*a*b*c^2*p*r*x-3512632*a*b*c^2*q*r*x-\ 276000*a*b^2*g*q*r*x-660728*a*b^2*p*q*r*x-2584624*a*b*c^2*g*r*x-1767632*a*b^2*c *p*r*x-1216424*a*b^2*c*q*r*x-457638*a*b^2*g*p*r*x-1577568*a^2*c*g*p*r*x-1188960 *a^2*c*g*q*r*x-2225604*a^2*c*p*q*r*x-642174*a^2*g*p*q*r*x-807612*a*b^2*c*g*r*x-\ 2086840*a^2*b*c*p*r*x-1535632*a^2*b*c*q*r*x-534462*a^2*b*g*p*r*x-352824*a^2*b*g *q*r*x-832660*a^2*b*p*q*r*x+813035*b*c*g^2*p*r*x^2+813035*b*c*g^2*q*r*x^2+ 1266437*b*c*g*p^2*r*x^2+1266437*b*c*g*q^2*r*x^2+1774482*b*c*p^2*q*r*x^2+1774482 *b*c*p*q^2*r*x^2+365840*b*g^2*p*q*r*x^2+558981*b*g*p^2*q*r*x^2+558981*b*g*p*q^2 *r*x^2+2738196*c^2*g*p*q*r*x^2+857740*c*g^2*p*q*r*x^2+1201293*c*g*p^2*q*r*x^2+ 1201293*c*g*p*q^2*r*x^2-912168*a^2*b*c*g*r*x+7340*b^3*p*a*q^2+39644*b^3*p*a*q+ 622612*q*g*p*c+989976*p*a*q*c+268376*p*a*q*g+955182*a*c*g*p+1324080*p*c*b*a+ 224978*c*g*q*a+372092*c*g*b*a+904814*b*p*c*g+327614*b*g*p*a+828240*p*c*q*b+ 353960*p*a*q*b+330984*q*c*b*a+18268*b^3*a*g*p^2+31068*b^3*a*g*p+788*b^3*a*g*q^2 +6380*b^3*a*g*q-187*b^2*p^2*q^4*r+11236*a^2*c*b*q^3-11568*b*c^6*g*r-21232*b*c^6 *p*r-9584*b*c^6*q*r-10096*b*c^5*g^2*r-14208*b*c^5*g*r^2-35800*b*c^5*p^2*r-6664* b*c^5*q^2*r-4312*b*c^4*g^3*r-12128*b*c^4*g^2*r^2+9056*b*c^4*g*r^3-32340*b*c^4*p ^3*r-2140*b*c^4*q^3*r-894*b*c^3*g^4*r-5100*b*c^3*g^3*r^2-1664*a*c^4*g*r^3-34380 *a*c^4*p^3*r-2660*a*c^4*q^3*r-770*a*c^3*g^4*r-5480*a*c^3*g^3*r^2-3812*a*c^3*g^2 *r^3+16370*a*c^3*g*r^4-18404*a*c^3*p^4*r-456*a*c^3*q^4*r-59*a*c^2*g^5*r-1093*a* c^2*g^4*r^2-2252*a*c^2*g^3*r^3+5832*a*c^2*g^2*r^4+14876*a*c^2*g*r^5-5650*a*c^2* p^5*r-28*a*c^2*q^5*r-85*a*c*g^5*r^2-520*a*c*g^4*r^3+626*a*c*g^3*r^4+4230*a*c*g^ 2*r^5+4969*a*c*g*r^6-926*a*c*p^6*r-47*a*g^5*p^2*r-251*a*g^4*p^3*r-534*a*g^3*p^4 *r-566*a*g^2*p^5*r-299*a*g*p^6*r-321*a*p^6*q*r-660*a*p^5*q^2*r-690*a*p^4*q^3*r-\ 375*a*p^3*q^4*r+45*b*q*r^8+608*c^7*q*r^2+2192*c^6*p^2*r^2+4384*c^6*p*r^3+496*c^ 6*q^2*r^2+2240*c^6*q*r^3+2304*c^5*p^3*r^2+6912*c^5*p^2*r^3+6912*c^5*p*r^4+192*c ^5*q^3*r^2+1632*c^5*q^2*r^3+3744*c^5*q*r^4+1474*c^4*p^4*r^2+5896*c^4*p^3*r^3+ 8844*c^4*p^2*r^4+5896*c^4*p*r^5+34*c^4*q^4*r^2+568*c^4*q^3*r^3+2508*c^4*q^2*r^4 +3448*c^4*q*r^5+582*c^3*p^5*r^2+2910*c^3*p^4*r^3+5820*c^3*p^3*r^4+5820*c^3*p^2* r^5+2910*c^3*p*r^6+2*c^3*q^5*r^2+94*c^3*q^4*r^3+852*c^3*q^3*r^4+2012*c^3*q^2*r^ 5+1834*c^3*q*r^6+138*c^2*p^6*r^2+828*c^2*p^5*r^3+2070*c^2*p^4*r^4+2760*c^2*p^3* r^5+2070*c^2*p^2*r^6+828*c^2*p*r^7+6*c^2*q^5*r^3+162*c^2*q^4*r^4+588*c^2*q^3*r^ 5+852*c^2*q^2*r^6+558*c^2*q*r^7+18*c*p^7*r^2+126*c*p^6*r^3+378*c*p^5*r^4+630*c* p^4*r^5+630*c*p^3*r^6+378*c*p^2*r^7+126*c*p*r^8+18*c*q^5*r^4+90*c*q^4*r^5+180*c *q^3*r^6+180*c*q^2*r^7+90*c*q*r^8+33*b^2*q^4*r^4+132*b^2*q^3*r^5+198*b^2*q^2*r^ 6+132*b^2*q*r^7+9*b*p^7*r^2+63*b*p^6*r^3+189*b*p^5*r^4+315*b*p^4*r^5+315*b*p^3* r^6+189*b*p^2*r^7+63*b*p*r^8+9*b*q^5*r^4+45*b*q^4*r^5+90*b*q^3*r^6+90*b*q^2*r^7 -93*a*p^2*q^5*r-6*a*p*q^6*r-416*b^5*c^2*g*r-1456*b^5*c^2*p*r-368*b^5*c^2*q*r-\ 200*b^5*c*g*r^2-760*b^5*c*p^2*r-416*b^5*c*p*r^2-200*b^5*c*q*r^2-124*b^5*g*p^2*r -120*b^5*g*p*r^2-132*b^5*p^2*q*r-124*b^5*p*q*r^2-3264*b^4*c^3*g*r-7904*b^4*c^3* p*r-2848*b^4*c^3*q*r-712*b^4*c^2*g^2*r-1832*b^4*c^2*g*r^2+1712*a^3*b*g^2*p*q+ 7928*a^3*b*g*p^2*q+3504*a^3*b*g*p*q^2+23520*a^3*b*g*p*q+1266437*a*c*g*p^2*r*x^2 +1266437*a*c*g*q^2*r*x^2+1774482*a*c*p^2*q*r*x^2+1774482*a*c*p*q^2*r*x^2+365840 *a*g^2*p*q*r*x^2+558981*a*g*p^2*q*r*x^2+558981*a*g*p*q^2*r*x^2+1172802*b^2*c*g* p*r*x^2+1172802*b^2*c*g*q*r*x^2+1827796*b^2*c*p*q*r*x^2+528920*b^2*g*p*q*r*x^2+ 2851174*b*c^2*g*p*r*x^2+2851174*b*c^2*g*q*r*x^2+4035548*b*c^2*p*q*r*x^2+813035* a*c*g^2*p*r*x^2+813035*a*c*g^2*q*r*x^2+1827796*a*b*c*p^2*r*x^2+1827796*a*b*c*q^ 2*r*x^2+287236*a*b*g^2*p*r*x^2+287236*a*b*g^2*q*r*x^2+528920*a*b*g*p^2*r*x^2+ 528920*a*b*g*q^2*r*x^2+809064*a*b*p^2*q*r*x^2+809064*a*b*p*q^2*r*x^2+2851174*a* c^2*g*p*r*x^2+2851174*a*c^2*g*q*r*x^2+4035548*a*c^2*p*q*r*x^2+998080*a*b*c*g*r^ 2*x^2-75950*a*c*g^2*p*q*r^2+98366*a*c*g^2*p*r^2*x-178085*a*c*g*p^2*q*r^2+404127 *a*c*g*p^2*r^2*x-74664*a*c*g*p*q^2*r^2-130105*a*c*g*p*q*r^3+673311*a*c*g*p*r^3* x+744850*a*c*g*p*r^2*x^2+744850*a*c*g*q*r^2*x^2+515332*a*c*p^2*q*r^2*x+200528*a *c*p*q^2*r^2*x+821020*a*c*p*q*r^3*x+749144*a*c*p*q*r^2*x^2+427376*a*b*p*q*r^2*x ^2-260820*a*c^2*g*p*q*r^2+530326*a*c^2*g*p*r^2*x+664388*a*c^2*p*q*r^2*x-27310*a *b*g^2*p*q*r^2+9750*a*b*g^2*p*r^2*x-73041*a*b*g*p^2*q*r^2+152216*a*b*g*p^2*r^2* x-28359*a*b*g*p*q^2*r^2-53972*a*b*g*p*q*r^3+270388*a*b*g*p*r^3*x+410520*a*b*g*p *r^2*x^2+410520*a*b*g*q*r^2*x^2+215740*a*b*p^2*q*r^2*x+70928*a*b*p*q^2*r^2*x+ 347012*a*b*p*q*r^3*x-153199*a*b*c*g*p*r^3-243220*a*b*c*p^2*q*r^2+615372*a*b*c*p ^2*r^2*x-103176*a*b*c*p*q^2*r^2-163876*a*b*c*p*q*r^3+959580*a*b*c*p*r^3*x+ 1091000*a*b*c*p*r^2*x^2+1091000*a*b*c*q*r^2*x^2-370440*a*b*c^2*g*p*r^2-367168*a *b*c^2*p*q*r^2+893420*a*b*c^2*p*r^2*x-101076*a*b*c*g^2*p*r^2-232303*a*b*c*g*p^2 *r^2+11988*a^2*g*p*q*r^2*x-140326*a*b^2*c*g*p*r^2-144772*a*b^2*c*p*q*r^2+324360 *a*b^2*c*p*r^2*x-36685*a*b^2*g*p*q*r^2+33940*a*b^2*g*p*r^2*x+81396*a*b^2*p*q*r^ 2*x-108444*a^2*c*g*p*q*r^2+76440*a^2*c*g*p*r^2*x+163992*a^2*c*p*q*r^2*x+528920* a^2*g*p*q*r*x^2+859890*a*b^2*c*g*r*x^2+1651632*a*b^2*c*p*r*x^2+1651632*a*b^2*c* q*r*x^2+405231*a*b^2*g*p*r*x^2+405231*a*b^2*g*q*r*x^2+746694*a*b^2*p*q*r*x^2+ 2584624*a*b*c^2*g*r*x^2+4104832*a*b*c^2*p*r*x^2+4104832*a*b*c^2*q*r*x^2+610156* a*b*c*g^2*r*x^2+1172802*a^2*c*g*q*r*x^2+1827796*a^2*c*p*q*r*x^2-687232*a*g*q*r* x-1086808*b*g*p*r*x+1922352*a*b*c*r^2*x^2+828888*a*b*p*r^2*x^2+828888*a*b*q*r^2 *x^2+1345160*a*c*g*r^2*x^2+1748188*a*c*p*r^2*x^2+1748188*a*c*q*r^2*x^2+578026*a *g*p*r^2*x^2+578026*a*g*q*r^2*x^2+737512*a*p*q*r^2*x^2+1345160*b*c*g*r^2*x^2+ 1748188*b*c*p*r^2*x^2+1748188*b*c*q*r^2*x^2+578026*b*g*p*r^2*x^2+578026*b*g*q*r ^2*x^2+737512*b*p*q*r^2*x^2+1193292*c*g*p*r^2*x^2+1193292*c*g*q*r^2*x^2+1466840 *c*p*q*r^2*x^2+501814*g*p*q*r^2*x^2-1359412*b*p*q*r*x-2779984*c*g*p*r*x-3325472 *c*p*q*r*x-1024708*g*p*q*r*x-2672232*a*b*c*r*x-1607232*a*b*p*r*x-902264*a*b*q*r *x-1920372*a*c*g*r*x-1183216*a*g*p*r*x+405231*a^2*b*g*p*r*x^2+405231*a^2*b*g*q* r*x^2+746694*a^2*b*p*q*r*x^2+1172802*a^2*c*g*p*r*x^2+859890*a^2*b*c*g*r*x^2+ 1651632*a^2*b*c*p*r*x^2+1651632*a^2*b*c*q*r*x^2+961176*b^2*c*r^2*x^2+414444*b^2 *p*r^2*x^2+414444*b^2*q*r^2*x^2+2048340*b*c^2*r^2*x^2+336594*b*c*r^3*x^2+134381 *b*g*r^3*x^2+368756*b*p^2*r^2*x^2+121964*b*p*r^3*x^2+368756*b*q^2*r^2*x^2+ 121964*b*q*r^3*x^2+1401708*c^2*g*r^2*x^2+1747860*c^2*p*r^2*x^2+1747860*c^2*q*r^ 2*x^2+460540*c*g^2*r^2*x^2+225680*c*g*r^3*x^2+733420*c*p^2*r^2*x^2+197870*c*p*r ^3*x^2+733420*c*q^2*r^2*x^2+197870*c*q*r^3*x^2+197303*g^2*p*r^2*x^2+197303*g^2* q*r^2*x^2+250907*g*p^2*r^2*x^2+80958*g*p*r^3*x^2+250907*g*q^2*r^2*x^2+80958*g*q *r^3*x^2+304158*p^2*q*r^2*x^2+304158*p*q^2*r^2*x^2+62328*p*q*r^3*x^2+961176*a^2 *c*r^2*x^2+414444*a^2*p*r^2*x^2+414444*a^2*q*r^2*x^2+196046*a*b*r^3*x^2+2048340 *a*c^2*r^2*x^2+336594*a*c*r^3*x^2+134381*a*g*r^3*x^2+368756*a*p^2*r^2*x^2+ 121964*a*p*r^3*x^2+368756*a*q^2*r^2*x^2+121964*a*q*r^3*x^2-1288632*b^2*c*r*x-\ 3412656*b*c^2*r*x-1449864*b*c*r^2*x-447496*b*g*r^2*x-548214*b*q*r^2*x-2422128*c ^2*g*r*x-2802504*c^2*q*r*x-1137232*c*g*r^2*x-939612*c*q^2*r*x-1367408*c*q*r^2*x -277112*g*q^2*r*x-444430*g*q*r^2*x-220238*g^2*q*r*x-652452*c*g^2*r*x-3582160*a* c^2*r*x-1838656*a*c*r^2*x-1146586*a*p^2*r*x-899618*a*p*r^2*x-462954*a*q^2*r*x-\ 736486*a*q*r^2*x-1021522*b*p^2*r*x-711346*b*p*r^2*x-4484264*c^2*p*r*x-2385860*c *p^2*r*x-1695784*c*p*r^2*x-747596*g*p^2*r*x-554518*g*p*r^2*x-910108*p^2*q*r*x-\ 601268*p*q^2*r*x-664664*p*q*r^2*x-1383600*a^2*c*r*x-879208*a^2*p*r*x-526724*a^2 *q*r*x-711612*a*b*r^2*x-560632*a*g*r^2*x-728024*b^2*p*r*x-390990*g^2*p*r*x+ 664664*p*q*r^2*x^2+1336116*a^2*c*r*x^2+627374*a^2*p*r*x^2+627374*a^2*q*r*x^2+ 711612*a*b*r^2*x^2+504064*a*g*r^2*x^2+627374*b^2*p*r*x^2+305614*g^2*p*r*x^2+ 627374*b^2*q*r*x^2+1644260*b*c*r^2*x^2+742238*b*q^2*r*x^2+723916*b*q*r^2*x^2+ 3643384*c^2*q*r*x^2+1662736*c*q^2*r*x^2+1531596*c*q*r^2*x^2+1336116*b^2*c*r*x^2 +3497408*b*c^2*r*x^2+504064*b*g*r^2*x^2+2422128*c^2*g*r*x^2+1137232*c*g*r^2*x^2 +512354*g*q^2*r*x^2+499474*g*q*r^2*x^2+305614*g^2*q*r*x^2+652452*c*g^2*r*x^2+ 3497408*a*c^2*r*x^2+1644260*a*c*r^2*x^2+742238*a*p^2*r*x^2+723916*a*p*r^2*x^2+ 742238*a*q^2*r*x^2+723916*a*q*r^2*x^2+742238*b*p^2*r*x^2+723916*b*p*r^2*x^2+ 3643384*c^2*p*r*x^2+1662736*c*p^2*r*x^2+1531596*c*p*r^2*x^2+512354*g*p^2*r*x^2+ 499474*g*p*r^2*x^2+755688*p^2*q*r*x^2+755688*p*q^2*r*x^2+36*p^6*r^4*x^2+83*p^5* r^5*x^2+120*p^4*r^6*x^2+111*p^3*r^7*x^2+64*p^2*r^8*x^2+21*p*r^9*x^2+36*q^6*r^4* x^2+83*q^5*r^5*x^2+120*q^4*r^6*x^2+111*q^3*r^7*x^2+64*q^2*r^8*x^2+21*q*r^9*x^2+ 45*a*q^4*r^5+90*a*q^3*r^6+90*a*q^2*r^7+45*a*q*r^8+66*b^4*q^2*r^4+132*b^4*q*r^5+ 63*b^3*p^5*r^2+315*b^3*p^4*r^3+630*b^3*p^3*r^4+630*b^3*p^2*r^5+315*b^3*p*r^6+63 *b^3*q^3*r^4+189*b^3*q^2*r^5+189*b^3*q*r^6+33*b^2*p^6*r^2+198*b^2*p^5*r^3+495*b ^2*p^4*r^4+660*b^2*p^3*r^5+495*b^2*p^2*r^6+198*b^2*p*r^7-77*p^2*r^8*x-23*p*r^9* x-q^7*r^3*x-37*q^7*r^2*x^2-9*q^6*r^4*x-33*q^5*r^5*x-65*q^4*r^6*x-75*q^3*r^7*x-\ 51*q^2*r^8*x+743*q^2*r^7*x^2-19*q*r^9*x+8*a^6*p^2*r^2+16*a^6*p*r^3+36*a^5*p^3*r ^2+108*a^5*p^2*r^3+108*a^5*p*r^4+36*a^5*q*r^4+66*a^4*p^4*r^2+264*a^4*p^3*r^3+ 396*a^4*p^2*r^4+264*a^4*p*r^5+66*a^4*q^2*r^4+132*a^4*q*r^5+63*a^3*p^5*r^2+315*a ^3*p^4*r^3+630*a^3*p^3*r^4+630*a^3*p^2*r^5+315*a^3*p*r^6+63*a^3*q^3*r^4+189*a^3 *q^2*r^5+189*a^3*q*r^6+33*a^2*p^6*r^2+198*a^2*p^5*r^3+495*a^2*p^4*r^4+660*a^2*p ^3*r^5+495*a^2*p^2*r^6+198*a^2*p*r^7+33*a^2*q^4*r^4+132*a^2*q^3*r^5+198*a^2*q^2 *r^6+132*a^2*q*r^7+9*a*p^7*r^2+63*a*p^6*r^3+189*a*p^5*r^4+315*a*p^4*r^5+315*a*p ^3*r^6+189*a*p^2*r^7+63*a*p*r^8+9*a*q^5*r^4-133*p^5*r^5*x-175*p^4*r^6*x-147*p^3 *r^7*x-2*p^8*r^2*x-17*p^7*r^3*x-37*p^7*r^2*x^2-63*p^6*r^4*x-1863604*b*c*g*r*x-\ 2249088*b*c*q*r*x-590824*b*g*q*r*x-1685008*c*g*q*r*x-4208200*a*c*p*r*x-2620688* a*c*q*r*x-1609540*a*p*q*r*x-3836600*b*c*p*r*x+2232496*c*g*q*r*x^2+3228644*a*c*p *r*x^2+3228644*a*c*q*r*x^2+1484476*a*p*q*r*x^2+3228644*b*c*p*r*x^2+1484476*b*p* q*r*x^2+2232496*c*g*p*r*x^2+3325472*c*p*q*r*x^2+1024708*g*p*q*r*x^2+2672232*a*b *c*r*x^2+1254748*a*b*p*r*x^2+1254748*a*b*q*r*x^2+1891988*a*c*g*r*x^2+887020*a*g *p*r*x^2+887020*a*g*q*r*x^2+887020*b*g*p*r*x^2+3228644*b*c*q*r*x^2+1891988*b*c* g*r*x^2+887020*b*g*q*r*x^2+11652*q*b^2*g^2+47220*b^3*g*p+133868*b^2*q*c*r+1906* q^3*a*g+18644*q^3*p*g+67062*q^2*b*c*g+129860*b^2*q*r*p+6720*q^3*c*g+83392*b*p*q ^2*g-6288*b^4*c^2*p^2*r-3560*b^4*c^2*p*r^2-528*b^4*c^2*q^2*r-452*b^4*c*g^2*r^2+ 692*b^4*c*g*r^3-2200*b^4*c*p^3*r-2100*b^4*c*p^2*r^2+2400*b^4*c*p*r^3-254*b^4*g^ 2*p^2*r-308*b^4*g^2*p*r^2-540*b^4*g*p^3*r-668*b^4*g*p^2*r^2+284*b^4*g*p*r^3-572 *b^4*p^3*q*r-138676*a^2*b*c*g*p*r^2-151416*a^2*b*c*p*q*r^2+164484*a^2*b*c*p*r^2 *x-38617*a^2*b*g*p*q*r^2-12844*a^2*b*g*p*r^2*x+32832*a^2*b*p*q*r^2*x+201058*c*g *p^3*q*r^2*x+219738*c*g*p^2*q^2*r^2*x+262476*c*g*p^2*q*r^3*x-268890*c*g*p^2*q*r ^2*x^2+91926*c*g*p*q^3*r^2*x+205242*c*g*p*q^2*r^3*x-268890*c*g*p*q^2*r^2*x^2+ 137290*c*g*p*q*r^4*x-550114*c*g*p*q*r^3*x^2+62920*c*g^3*p*q*r^2*x+184920*c*g^2* p^2*q*r^2*x+119148*c*g^2*p*q^2*r^2*x+176172*c*g^2*p*q*r^3*x-136042*c*g^2*p*q*r^ 2*x^2+1600*c^8+17920*c^7-286*b^4*p^2*q^2*r-10160*b^3*c^4*g*r-21152*b^3*c^4*p*r-\ 8736*b^3*c^4*q*r-4400*b^3*c^3*g^2*r-7384*b^3*c^3*g*r^2-22824*b^3*c^3*p^2*r-3160 *b^3*c^3*q^2*r-620*b^3*c^2*g^3*r-3316*b^3*c^2*g^2*r^2+4668*b^3*c^2*g*r^3-12060* b^3*c^2*p^3*r-356*b^3*c^2*q^3*r+626372*a^2*c*b*p^2-498*b^3*c*g^3*r^2+186*b^3*c* g^2*r^3+5344*b^3*c*g*r^4-3118*b^3*c*p^4*r+39400*a^2*c*b*g^2-265*b^3*g^3*p^2*r-\ 845*b^3*g^2*p^3*r-7221*q*b^3*r^3+785*r^2*q^4*b-7263*q^2*b^2*r^3-27076*b^3*r^3*c -5206*q^3*c*r^3-13434*q^2*c*r^4+928*a^3*b*g^2+437*r^2*q^3*b^2+983*r^2*q^4*g-\ 1675*r^3*q^3*g-15269*b^2*r^4*c-6394*b^2*r^4*g+528*b^4*g*r-4028*g^3*r^3*b-24532* r^2*p^2*b^3-1597*r^2*q^2*b^3+6913*r^2*q^3*b+3506*r^2*q^2*b^2+15822*p^2*b^3*r-\ 23202*r^2*p*b^3-5743*r^3*q^2*b-335*r^3*q^2*g-14563*r^4*q*b-10379*r^4*q*g-17655* r^3*q*b^2+12292*b^3*c^2*r-5892*r^2*q*b^3+2938*q^3*b^2*r+3304*a*q^4*r+2998*q^2*b ^3*r+8151*r^2*q^3*g-616*b^4*c*r-6178*r^4*g^2*b-5028*r^4*g^2*q-6025*p^2*r^2*q^3+ 11*b*g^4*r^2+239*r^2*q*g^4+894*b*g^4*r+996*q*b^4*r+4829*q^4*c*r+5755*p*q^4*r+ 1388*q^4*r*g+2929*q^3*r*g^2-44502*r^2*b^3*c+1191*q^4*b*r+1620*p*b^4*r-30698*q^2 *c^2*r^3-13980*a^2*g^2*p*q*r^2-10440*a^2*g^2*p*r^2*x-40655*a^2*g*p^2*q*r^2+ 60015*a^2*g*p^2*r^2*x-15142*a^2*g*p*q^2*r^2-34150*a^2*g*p*q*r^3+134233*a^2*g*p* r^3*x+205260*a^2*g*p*r^2*x^2+205260*a^2*g*q*r^2*x^2+92930*a^2*p^2*q*r^2*x+20524 *a^2*p*q^2*r^2*x+181780*a^2*p*q*r^3*x+213688*a^2*p*q*r^2*x^2-48598*a^2*c*g^2*p* r^2-124125*a^2*c*g*p^2*r^2-96933*a^2*c*g*p*r^3-135050*a^2*c*p^2*q*r^2+255498*a^ 2*c*p^2*r^2*x-55068*a^2*c*p*q^2*r^2-105950*a^2*c*p*q*r^3+479052*a^2*c*p*r^3*x+ 545500*a^2*c*p*r^2*x^2+545500*a^2*c*q*r^2*x^2-20661*a^2*b*p*q^2*r^2-43527*a^2*b *p*q*r^3+187195*a^2*b*p*r^3*x+292056*a^2*b*p*r^2*x^2+292056*a^2*b*q*r^2*x^2-\ 179066*a^2*c^2*g*p*r^2-187816*a^2*c^2*p*q*r^2+277028*a^2*c^2*p*r^2*x+53400*a*c* g^2*p*q*r^3*x-278598*a*c*g^2*p*q*r^2*x^2+60171*a*c*g*p^2*q*r^3*x-448866*a*c*g*p ^2*q*r^2*x^2+65247*a*c*g*p*q^2*r^3*x-448866*a*c*g*p*q^2*r^2*x^2-4438*a*c*g*p*q* r^4*x-521186*a*c*g*p*q*r^3*x^2-13065*a*c*g^3*p*r^3*x^2-13065*a*c*g^3*q*r^3*x^2-\ 23469*a*c*g^2*p^2*r^3*x^2-684*a*c*g^2*p*r^4*x^2-23469*a*c*g^2*q^2*r^3*x^2-684*a *c*g^2*q*r^4*x^2-17958*a*c*g*p^3*r^3*x^2+6236*a*c*g*p^2*r^4*x^2+23376*a*c*g*p*r ^5*x^2-17958*a*c*g*q^3*r^3*x^2-137268*b*c^2*g*p*q*r^3*x^2-69642*b^2*c*g*p*q*r^3 *x^2+290*b*g^4*p^3+320*b^5*c^2*g-5868*q^2*b*r^4-2856*q^3*b*r^3+7865*a^2*r^2*q^3 -9708*b^3*r^3*a+9112*r^2*q^3*c^2-7484*b^3*r^3*g-99324*b^2*r^3*c^2-6228*q*b^2*r^ 4+2596*r^2*q^4*c-8387*b^2*r^3*g^2-7824*r^2*p*b^4-17472*b^3*r^3*p+1860*b^3*g^2*r -703*b^2*g^3*r^2-7034*p*r^3*q^3-14508*r^2*b^4*c-4892*r^4*g*q^2+2183*r^2*q^4*a-\ 2298*r^2*q*b^4-2396*b^4*a*r^2+4872*b^3*a^2*r-2130*b^3*g^2*r^2-75864*r^2*b^3*c^2 -201*r^2*p*q^4+1534*r^2*q^3*g^2-3141*r^3*q^2*g^2-2528*r^3*q*g^3+953*r^2*q^2*g^3 -1752*a*r^3*q^3-41668*r^4*b*c^2-37296*q*c^2*r^4+2000*b^2*g^3*r-2292*b^4*g*r^2+ 568*b^3*a^2*r^2+1248*b^4*a*r-11134*q*b*r^3*g^2-4049*r^2*q*b^3*g-2354*r^2*q*b^3* a+18259*a*q^2*b^2*r+19397*a^2*r^2*q^2*b-55300*q*b^2*r^3*c-25102*r^2*p*b^3*a-\ 20724*r^2*p*b^3*g-121080*q*b*r^3*c^2-29534*r^2*b^3*c*q-1664*r^2*q*g^2*b^2-67164 *q^2*c*r^3*p-24284*q^2*c*r^3*a-16401*r^2*q^2*b^2*p+37453*q^2*c*b^2*r+3832*r^2*q ^3*b*c-11912*q*b*r^4*g+25371*p*b*q^3*r+23876*q^3*c*b*r+37041*p*b^2*q^2*r+19076* p*b^3*q*r+13500*a*q^3*r*b+5186*b^3*r*q*g+6475*q^3*b*r*g+9802*q^2*b^2*r*g+18178* q*b^3*c*r+9142*q*a*b^3*r+41406*p*c*b^3*r-27610*q*c*r^4*g-4671*r^2*q^3*b*p+7110* r^2*q^3*b*a-20679*q^2*c*r^3*g-103212*r^2*b^2*c^2*q+5116*r^2*q^2*b^2*a-19862*r^2 *p*b^3*q-22430*p*r^3*g*q^2+11774*a^2*r^2*q*b^2-79428*b^2*r^3*a*c-20144*r^2*b*c^ 2*q^2-135356*b^2*r^3*p*c-30649*q^2*b*r^3*p-11538*q^2*b*r^3*a-41711*q*b^2*r^3*p-\ 15847*q*b^2*r^3*g-19783*q*b^2*r^3*a-32506*q^2*b*r^3*c-61510*b^2*r^3*c*g-9745*q^ 2*b*r^3*g+18566*r^2*q^3*c*a-7742*r^2*q^3*c*p-31548*q*b*r^4*c-3048*b^3*a*g*r^2+ 2588*r^2*q^3*g*b+7363*r^2*q^3*g*a-1983*r^2*q^3*g*p+7142*r^2*q^3*g*c-85*r^2*q^2* g*b^2-50156*p^2*r^2*q*b^2-21012*b^2*r^3*a*g-577*p*a*r^2*q^3-41999*p*r^3*g*b^2-\ 31494*p^2*r^2*q^2*b+6228*b^3*a*g*r-32523*r^4*g*b*c+2148*r^2*q^2*g^2*b+371*r^2*q *g^3*b-6882*a*r^3*g*q^2-13527*r^2*b^2*c*q^2-34290*r^2*b^3*c*g-37156*r^2*b^3*c*a -87146*r^2*b^3*c*p-46938*a*c*g^2*p*q*r^3*x^2-53874*a*c*g*p^2*q*r^3*x^2-53874*a* c*g*p*q^2*r^3*x^2+12472*a*c*g*p*q*r^4*x^2-137268*a*c^2*g*p*q*r^3*x^2-23556*a*b* g^2*p*q*r^3*x^2-27486*a*b*g*p^2*q*r^3*x^2-27486*a*b*g*p*q^2*r^3*x^2+1644*a*b*g* p*q*r^4*x^2+38310*r^2*a^3*c*g+34460*r^2*a^3*c*b+50958*r^2*a^3*c*q+3552*q^2*r^2* c^2*g-148634*r^2*p^3*c*b-96350*r^2*p^3*c*q-37172*r^3*c*g^2*a+10716*a^2*b*g^2*r^ 2-9277*r^2*c*g^3*b-393096*r^2*b*c^2*p^2-100070*p*a*r^4*c-21353*r^2*c^2*g^2*a+ 16512*a^3*b*g*r^2+935*a*b^2*g^2*r^2-45040*r^2*p^3*g*a-46639*r^2*p^3*g*b-31387*r ^2*p^3*g*q+9142*a*b^2*g^2*r-67452*q^2*r^2*p*c^2-101544*r^2*p^3*g*c-38013*r^2*p^ 2*g*a^2+987*q^2*r^2*p*a^2-23295*q*r^3*g^2*p-26267*q*r^3*g^2*c-64980*q^2*r^2*p^2 *c-15642*a^2*r^3*b*g-8653*q*r^3*g^2*a-126648*q*b*r^2*c^3-45835*q*b*r^2*p^3-8082 *q*r^3*g*a^2-27600*q^2*r^2*p^2*a+45891*q^2*r^2*a^2*c-20634*q^2*r^2*p^2*g+3681*g ^3*r^2*a*q+18634*r^2*q^2*a^2*g+28460*r^2*c^2*g*a^2-54856*r^2*c^3*g*q+39090*q^2* r^2*a*c^2+42476*b^3*c*r+16359*q^2*b^2*r+7404*q^2*b^2*g+10352*q*b^3*g+39146*p*b^ 3*r+45040*q*b^3*p+15132*q*b^3*a+2336*q^3*b*a+41410*q^2*b^2*c+47286*q^2*b^2*p+ 12522*q^2*b^2*a+56324*b^3*c*q+722*q^3*g*b+209548*b^3*c*p+8840*q^3*b*c+20406*q^3 *b*p+8208*q^3*b*r+12150*q*b^3*r-28962*p^2*a*r^4-40288*p^3*a*r^3-33318*b^2*r^2*p ^3-166760*b^2*r^2*c^3-10269*r^3*c*g^3-4396*a^3*r^3*b-154496*r^2*p^3*c^2-2114*a^ 3*r^3*g-68766*a^2*r^3*c^2-28106*p*a^2*r^4+123088*b^3*a*c^2-263804*r^2*p^2*c^3-\ 41708*r^2*p^4*c+324*q^2*r^2*c^3-4880*a^2*r^3*g^2+9588*r^2*q*a^4-1357*a^3*r^3*q+ 3922*a^3*g^2*r+3521*a^2*g^3*r^2-38836*r^4*g*c^2-25988*q*r^3*p^3+21300*r^2*a^4*c -16734*r^4*g*p^2-19797*r^2*p^4*b+3418*r^2*p*a^4-77918*r^3*q*c^3-43932*r^2*q*c^4 +8272*a^4*b*r^2+6328*a^3*b^2*r+7651*a^3*g^2*r^2-158296*r^2*b*c^4-143586*b*r^3*c ^3+46312*r^2*a^3*c^2-13452*r^2*q*p^4-15941*r^2*p^3*g^2-22851*r^3*p^2*g^2-7735*r ^3*p*g^3-7729*r^2*p^2*g^3-34718*b*r^3*p^3-774*q^4+7056*b^4-114*q^5+64*b^6-11300 *b^3*r^3-3144*r^5*q-3126*r^5*b-4572*b^4*r^2+171*q^5*r+2170*q^4*r^2-4601*r^4*q^2 -10207*r^4*b^2-353*q^4*r^3-1646*b^3*r^4+577*r^3*q^3+7920*a*b*g^2*p*q*r^4*x^2+ 11880*a*b*g*p^2*q*r^4*x^2+11880*a*b*g*p*q^2*r^4*x^2+10032*a*b*g*p*q*r^5*x^2+ 3960*a*b*g^2*p^2*r^4*x^2+3564*a*b*g^2*p*r^5*x^2+3960*a*b*g^2*q^2*r^4*x^2+3564*a *b*g^2*q*r^5*x^2+3960*a*b*g*p^3*r^4*x^2+5016*a*b*g*p^2*r^5*x^2+3168*a*b*g*p*r^6 *x^2+10032*a*b*c*p*r^6*x^2+12996*a*b*c*q^3*r^4*x^2+16156*a*b*c*q^2*r^5*x^2+ 10032*a*b*c*q*r^6*x^2+12996*a*b*c*p^3*r^4*x^2+16156*a*b*c*p^2*r^5*x^2+45468*a*b *c^2*p^2*r^4*x^2+38480*a*b*c^2*p*r^5*x^2+45468*a*b*c^2*q^2*r^4*x^2+38480*a*b*c^ 2*q*r^5*x^2+70272*a*b*c^3*p*r^4*x^2+70272*a*b*c^3*q*r^4*x^2+5670*a*b^2*g*q^2*r^ 4*x^2+5103*a*b^2*g*q*r^5*x^2+8505*a*b^2*p^2*q*r^4*x^2+8505*a*b^2*p*q^2*r^4*x^2+ 7182*a*b^2*p*q*r^5*x^2+5670*a*b^2*g*p^2*r^4*x^2+5103*a*b^2*g*p*r^5*x^2+19818*a* b^2*c*p^2*r^4*x^2+17112*a*b^2*c*p*r^5*x^2+19818*a*b^2*c*q^2*r^4*x^2+17112*a*b^2 *c*q*r^5*x^2+45792*a*b^2*c^2*p*r^4*x^2+45792*a*b^2*c^2*q*r^4*x^2+12096*a*b^3*c* p*r^4*x^2+12096*a*b^3*c*q*r^4*x^2+5280*a*b^3*p*q*r^4*x^2+46*b^2*c*p*q^4*r^2+ 3960*a^2*g^2*p*q*r^4*x^2+5940*a^2*g*p^2*q*r^4*x^2+5940*a^2*g*p*q^2*r^4*x^2+5016 *a^2*g*p*q*r^5*x^2+10512*a*c^2*p*r^6*x^2+13824*a*c^2*q^3*r^4*x^2+17052*a*c^2*q^ 2*r^5*x^2+10512*a*c^2*q*r^6*x^2+972*a^2*c*b*g^3*q+3048*a^2*c*b*g^2*q^2+21948*a^ 2*c*b*g^2*q+2688*a^2*c*g*b*q^3+31952*a^2*c*g*b*q^2+127264*a^2*c*g*b*q+13824*a*c ^2*p^3*r^4*x^2+17052*a*c^2*p^2*r^5*x^2+32256*a*c^3*p^2*r^4*x^2+27072*a*c^3*p*r^ 5*x^2+32256*a*c^3*q^2*r^4*x^2+27072*a*c^3*q*r^5*x^2+37440*a*c^4*p*r^4*x^2+37440 *a*c^4*q*r^4*x^2-545467*g*p*q^2*r*x+1386*a*b*p^4*r^4*x^2+2244*a*b*p^3*r^5*x^2+ 2046*a*b*p^2*r^6*x^2+990*a*b*p*r^7*x^2+1386*a*b*q^4*r^4*x^2+2244*a*b*q^3*r^5*x^ 2+2046*a*b*q^2*r^6*x^2+990*a*b*q*r^7*x^2+2835*a*b^2*p^3*r^4*x^2+3591*a*b^2*p^2* r^5*x^2+2268*a*b^2*p*r^6*x^2+2835*a*b^2*q^3*r^4*x^2+3591*a*b^2*q^2*r^5*x^2+2268 *a*b^2*q*r^6*x^2-2719544*b*c*p^2*r*x-1177752*b*c*q^2*r*x-826573*b*g*p^2*r*x-\ 696455*b*p*q^2*r*x-3869768*c^2*g*p*r*x-2637456*c^2*g*q*r*x-1991984*c*g*p^2*r*x-\ 939176*c*g*q^2*r*x-2382110*c*p^2*q*r*x-1707766*c*p*q^2*r*x-768473*g*p^2*q*r*x+ 163296*a*b^2*c^3*q+35926*b*g^2*a*r+117728*p^2*g^2*b+15402*b^2*r*g^2+240344*b*g^ 2*c^2+44780*b^2*a*r*g+133554*b^2*c*r*g+28899*q*b*r*g^2+2640*b^3*a*c^2*g^2+27982 *p*r*g^3+485026*b^2*p*c*g+54924*a^2*g^2*c+7564*q*g^3*r+9025*g^3*a*r+1904*b^2*c^ 2*a*g^3+1760*a*b^4*c^2*g+12480*b^3*a*c^3*g+32576*a*b^2*c^4*g+13856*a*b^2*c^3*g^ 2+53580*g^2*b^2*p+73668*g^2*b^2*c-4175624*a*c^2*q*r*x-3103716*a*c*p^2*r*x-\ 1561924*a*c*q^2*r*x-445893*a*g*q^2*r*x-1226581*a*p^2*q*r*x-1023880*b^2*c*g*r*x-\ 2114168*b^2*c*p*r*x-1285592*b^2*c*q*r*x-571182*b^2*g*p*r*x+2640*a*b^3*p^2*r^4*x ^2+2376*a*b^3*p*r^5*x^2+2640*a*b^3*q^2*r^4*x^2+2376*a*b^3*q*r^5*x^2-733812*b^2* p*q*r*x-2933760*b*c^2*g*r*x-5312800*b*c^2*p*r*x-3511976*b*c^2*q*r*x+1980*a^2*g^ 2*q^2*r^4*x^2+1782*a^2*g^2*q*r^5*x^2+1980*a^2*g*p^3*r^4*x^2+2508*a^2*g*p^2*r^5* x^2+1584*a^2*g*p*r^6*x^2+1980*a^2*g*q^3*r^4*x^2+2508*a^2*g*q^2*r^5*x^2+1584*a^2 *g*q*r^6*x^2+2772*a^2*p^3*q*r^4*x^2+4158*a^2*p^2*q^2*r^4*x^2+3366*a^2*p^2*q*r^5 *x^2+2772*a^2*p*q^3*r^4*x^2+3366*a^2*p*q^2*r^5*x^2+2046*a^2*p*q*r^6*x^2-3184048 *a*c^2*g*r*x-5976448*a*c^2*p*r*x-6016*a*b*c^2*g^3*r^2-5084*a*b*c^2*g^2*r^3+ 24348*a*b*c^2*g*r^4-25006*a*b*c^2*p^4*r-470*a*b*c^2*q^4*r-492*a*b*c^2*g^4*r+ 24094*a^2*g^2*c*p^2*q+11470*a^2*g^2*c*p*q^2+86432*a^2*g^2*c*p*q-4264*a*b*c^3*q^ 3*r+35432*a^2*c*g*p^3*q-4976*a*b*c^3*g^3*r-22216*a*b*c^3*g^2*r^2+30458*a^2*c*g* p^2*q^2+242632*a^2*c*g*p^2*q-62712*a*b*c^3*p^3*r+9340*a^2*c*g*p*q^3+111700*a^2* c*g*p*q^2-28224*a*b*c^5*g*r-58528*a*b*c^5*p*r-26400*a*b*c^5*q*r-18048*a*b*c^4*g ^2*r-35936*a*b*c^4*g*r^2-84776*a*b*c^4*p^2*r-15912*a*b*c^4*q^2*r-126*a*b^2*p*q^ 4*r-3339*a*b^2*p^4*q*r-3591*a*b^2*p^3*q^2*r-1449*a*b^2*p^2*q^3*r-895*a*b^2*g^3* p^2*r-2861*a*b^2*g^2*p^3*r-3037*a*b^2*g*p^4*r-3185314*b*c*g*p*r*x-2029678*b*c*g *q*r*x-3897296*b*c*p*q*r*x-1159106*b*g*p*q*r*x-3563634*a*c*g*p*r*x-2407998*a*c* g*q*r*x-4665640*a*c*p*q*r*x-1385826*a*g*p*q*r*x-2828*a*b^2*c*g^2*r^3+9990*a*b^2 *c*g*r^4-10464*a*b^2*c*p^4*r-90*a*b^2*c*q^4*r-39408*a*b^2*c^2*p^3*r-1952*a*b^2* c^2*q^3*r-1642*a*b^2*c*g^3*r^2-27136*a*b^2*c^4*q*r-11712*a*b^2*c^3*g^2*r-28440* a*b^2*c^3*g*r^2-71576*a*b^2*c^3*p^2*r-11784*a*b^2*c^3*q^2*r-1596*a*b^2*c^2*g^3* r-11852*a*b^2*c^2*g^2*r^2+408*a*b^2*c^2*g*r^3-1177*a*c*g^4*p^2*r-91*a*c*g^4*q^2 *r-3835*a*c*g^3*p^3*r-130*a*c*g^3*q^3*r-5505*a*c*g^2*p^4*r-69*a*c*g^2*q^4*r-\ 4817224*a*b*c*p*r*x-3160072*a*b*c*q*r*x-1290368*a*b*g*p*r*x-775220*a*b*g*q*r*x+ 1032794*a*b*g*p*r*x^2+1032794*a*b*g*q*r*x^2+2796656*a*c*g*p*r*x^2+2796656*a*c*g *q*r*x^2+4281468*a*c*p*q*r*x^2+1272466*a*g*p*q*r*x^2+2796656*b*c*g*p*r*x^2+ 2796656*b*c*g*q*r*x^2+4281468*b*c*p*q*r*x^2+1272466*b*g*p*q*r*x^2-58458*a*c^2*g ^2*p*r^3*x^2-58458*a*c^2*g^2*q*r^3*x^2-68634*a*c^2*g*p^2*r^3*x^2+7400*a*c^2*g*p *r^4*x^2-68634*a*c^2*g*q^2*r^3*x^2+7400*a*c^2*g*q*r^4*x^2-77184*a*c^2*p^2*q*r^3 *x^2-77184*a*c^2*p*q^2*r^3*x^2+26376*a*c^2*p*q*r^4*x^2-114240*a*c^3*g*p*r^3*x^2 -114240*a*c^3*g*q*r^3*x^2-130848*a*c^3*p*q*r^3*x^2+5310*a*b*p*q^2*r^4*x^2+15128 *a*b*p*q*r^5*x^2-2670*a*b*g^2*p*r^4*x^2-11778*a*b*g^2*q^2*r^3*x^2-2670*a*b*g^2* q*r^4*x^2-9162*a*b*g*p^3*r^3*x^2+822*a*b*g*p^2*r^4*x^2+9362*a*b*g*p*r^5*x^2-\ 9162*a*b*g*q^3*r^3*x^2+822*a*b*g*q^2*r^4*x^2+9362*a*b*g*q*r^5*x^2-10416*a*b*p^3 *q*r^3*x^2-15624*a*b*p^2*q^2*r^3*x^2+5310*a*b*p^2*q*r^4*x^2-10416*a*b*p*q^3*r^3 *x^2-11778*a*b*g^2*p^2*r^3*x^2-26796*a*b*c*p^3*r^3*x^2+8000*a*b*c*p^2*r^4*x^2+ 33144*a*b*c*p*r^5*x^2-26796*a*b*c*q^3*r^3*x^2+8000*a*b*c*q^2*r^4*x^2+33144*a*b* c*q*r^5*x^2-101628*a*b*c^2*p^2*r^3*x^2+8536*a*b*c^2*p*r^4*x^2-101628*a*b*c^2*q^ 2*r^3*x^2+8536*a*b*c^2*q*r^4*x^2-168288*a*b*c^3*p*r^3*x^2-168288*a*b*c^3*q*r^3* x^2+411*a*g^2*q^2*r^4*x^2+3312*a*g^2*q*r^5*x^2-1725*a*g*p^4*r^3*x^2+1338*a*g*p^ 3*r^4*x^2+5329*a*g*p^2*r^5*x^2+4734*a*g*p*r^6*x^2-1725*a*g*q^4*r^3*x^2+1338*a*g *q^3*r^4*x^2+5329*a*g*q^2*r^5*x^2+4734*a*g*q*r^6*x^2-1920*a*p^4*q*r^3*x^2-3840* a*p^3*q^2*r^3*x^2+2592*a*p^3*q*r^4*x^2-3840*a*p^2*q^3*r^3*x^2+3888*a*p^2*q^2*r^ 4*x^2-2643*a*g^3*p^2*r^3*x^2-555*a*g^3*p*r^4*x^2-2643*a*g^3*q^2*r^3*x^2-555*a*g ^3*q*r^4*x^2-3060*a*g^2*p^3*r^3*x^2+411*a*g^2*p^2*r^4*x^2+3312*a*g^2*p*r^5*x^2-\ 3060*a*g^2*q^3*r^3*x^2+8976*b^2*a^2*g*p^2*q+3432*b^2*a^2*g*p*q^2+26968*b^2*a^2* g*p*q+1832*b^2*a^2*g^2*p*q+4972*a*c*p^3*r^4*x^2+17182*a*c*p^2*r^5*x^2+14820*a*c *p*r^6*x^2-4986*a*c*q^4*r^3*x^2+4972*a*c*q^3*r^4*x^2+17182*a*c*q^2*r^5*x^2+ 14820*a*c*q*r^6*x^2-4986*a*c*p^4*r^3*x^2-6348*c^3*p^2*q^3*r-946*c^3*p*q^4*r+ 76184*b*a^2*c^2*q^2+317968*b*a^2*c^2*q-7820*c^3*g^3*p^2*r-1244*c^3*g^3*q^2*r-\ 14540*c^3*g^2*p^3*r-892*c^3*g^2*q^3*r-11951*c^3*g*p^4*r-231*c^3*g*q^4*r-11686*c ^3*p^4*q*r-13508*c^3*p^3*q^2*r+6064*b*a^2*c^2*q^3-16596*c^4*p^2*q^2*r-4168*c^4* p*q^3*r-1734*c^3*g^4*p*r-666*c^3*g^4*q*r-9984*c^5*p*q^2*r-6592*c^4*g^3*p*r-2768 *c^4*g^3*q*r-19616*c^4*g^2*p^2*r-3472*c^4*g^2*q^2*r-22580*c^4*g*p^3*r-1540*c^4* g*q^3*r-21448*c^4*p^3*q*r+178368*p^3*x^2+143616*a^2*x^2+243024*p^2*x^2-71808*q^ 2*x-1812672*c^3*x-169296*b^2*x-1123584*c^2*x-71808*g^2*x-329808*p^3*x-117936*a^ 2*x-414240*p^2*x-26928*q^3*x+172924*a^2*p+334906*a*p^2+1032856*c^2*p+719740*c*p ^2+218390*g*p^2+1812672*c^3*x^2+178368*q^3*x^2+143616*b^2*x^2+1123584*c^2*x^2+ 71808*g^2*x^2+243024*q^2*x^2+36760*c^3*g^2*p*r^3*x-247880*c^3*g^2*p*r^2*x^2-\ 247880*c^3*g^2*q*r^2*x^2+39192*c^3*g*p^2*r^3*x-365008*c^3*g*p^2*r^2*x^2-23504*c ^3*g*p*r^4*x-424316*c^3*g*p*r^3*x^2-365008*c^3*g*q^2*r^2*x^2-424316*c^3*g*q*r^3 *x^2+44904*c^3*p^2*q*r^3*x-497664*c^3*p^2*q*r^2*x^2+51000*c^3*p*q^2*r^3*x-\ 497664*c^3*p*q^2*r^2*x^2-21472*c^3*p*q*r^4*x-542408*c^3*p*q*r^3*x^2+52424*c^4*g *p*r^3*x-404368*c^4*g*p*r^2*x^2-404368*c^4*g*q*r^2*x^2+61344*c^4*p*q*r^3*x-\ 554368*c^4*p*q*r^2*x^2-87456*c^3*g*p*q*r^3*x^2+7680*c^8*x^2+12*p^8*x^2+12*q^8*x ^2-5286*b*g^3*p*q*r^3*x^2-9180*b*g^2*p^2*q*r^3*x^2-9180*b*g^2*p*q^2*r^3*x^2+822 *b*g^2*p*q*r^4*x^2-6900*b*g*p^3*q*r^3*x^2-10350*b*g*p^2*q^2*r^3*x^2+4014*b*g*p^ 2*q*r^4*x^2-6900*b*g*p*q^3*r^3*x^2+4014*b*g*p*q^2*r^4*x^2+10658*b*g*p*q*r^5*x^2 +17400*c^2*p*q^2*r^4*x^2+36156*c^2*p*q*r^5*x^2-12960*c^2*g^3*q*r^3*x^2-22788*c^ 2*g^2*p^2*r^3*x^2+2886*c^2*g^2*p*r^4*x^2-22788*c^2*g^2*q^2*r^3*x^2+2886*c^2*g^2 *q*r^4*x^2-17064*c^2*g*p^3*r^3*x^2+9382*c^2*g*p^2*r^4*x^2+26240*c^2*g*p*r^5*x^2 -17064*c^2*g*q^3*r^3*x^2+9382*c^2*g*q^2*r^4*x^2+26240*c^2*g*q*r^5*x^2-18432*c^2 *p^3*q*r^3*x^2-27648*c^2*p^2*q^2*r^3*x^2+17400*c^2*p^2*q*r^4*x^2-18432*c^2*p*q^ 3*r^3*x^2-12960*c^2*g^3*p*r^3*x^2-43728*c^3*g*q^2*r^3*x^2+9904*c^3*g*q*r^4*x^2-\ 47952*c^3*p^2*q*r^3*x^2-47952*c^3*p*q^2*r^3*x^2+21472*c^3*p*q*r^4*x^2-38160*c^3 *g^2*p*r^3*x^2-38160*c^3*g^2*q*r^3*x^2-43728*c^3*g*p^2*r^3*x^2+9904*c^3*g*p*r^4 *x^2-54912*c^4*g*p*r^3*x^2-54912*c^4*g*q*r^3*x^2-61344*c^4*p*q*r^3*x^2-1920*b*p *q^4*r^3*x^2+2592*b*p*q^3*r^4*x^2+7611*b*p*q^2*r^5*x^2+6270*b*p*q*r^6*x^2+3312* b*g^2*q*r^5*x^2-1725*b*g*p^4*r^3*x^2+1338*b*g*p^3*r^4*x^2+5329*b*g*p^2*r^5*x^2+ 4734*b*g*p*r^6*x^2-1725*b*g*q^4*r^3*x^2+1338*b*g*q^3*r^4*x^2+5329*b*g*q^2*r^5*x ^2+4734*b*g*q*r^6*x^2-1920*b*p^4*q*r^3*x^2-3840*b*p^3*q^2*r^3*x^2+2592*b*p^3*q* r^4*x^2-3840*b*p^2*q^3*r^3*x^2+3888*b*p^2*q^2*r^4*x^2+7611*b*p^2*q*r^5*x^2-2643 *b*g^3*p^2*r^3*x^2-555*b*g^3*p*r^4*x^2-2643*b*g^3*q^2*r^3*x^2-555*b*g^3*q*r^4*x ^2-3060*b*g^2*p^3*r^3*x^2+411*b*g^2*p^2*r^4*x^2+3312*b*g^2*p*r^5*x^2-3060*b*g^2 *q^3*r^3*x^2+411*b*g^2*q^2*r^4*x^2+57630*a*b*c*g^2*p*r^3*x-202734*a*b*c*g^2*p*r ^2*x^2-202734*a*b*c*g^2*q*r^2*x^2+65922*a*b*c*g*p^2*r^3*x-401738*a*b*c*g*p^2*r^ 2*x^2-14454*a*b*c*g*p*r^4*x-531176*a*b*c*g*p*r^3*x^2-401738*a*b*c*g*q^2*r^2*x^2 -531176*a*b*c*g*q*r^3*x^2+169452*a*b*c^2*g*p*r^3*x-872356*a*b*c^2*g*p*r^2*x^2-\ 872356*a*b*c^2*g*q*r^2*x^2+203256*a*b*c^2*p*q*r^3*x-1431192*a*b*c^2*p*q*r^2*x^2 +29918*a*b^2*g*p*q*r^3*x-136080*a*b^2*g*p*q*r^2*x^2-50526*a^2*b*c*p^2*r^3*x^2-\ 3612*a^2*b*c*p*r^4*x^2-50526*a^2*b*c*q^2*r^3*x^2-3612*a^2*b*c*q*r^4*x^2-57834*a *b*c*g^2*p*r^3*x^2-57834*a*b*c*g^2*q*r^3*x^2-69642*a*b*c*g*p^2*r^3*x^2-3488*a*b *c*g*p*r^4*x^2-69642*a*b*c*g*q^2*r^3*x^2-3488*a*b*c*g*q*r^4*x^2-80388*a*b*c*p^2 *q*r^3*x^2-80388*a*b*c*p*q^2*r^3*x^2+16000*a*b*c*p*q*r^4*x^2+51392*a^2*c^3*p*q^ 2+417968*a^2*c^3*p*q+2672*b^3*c^4*g*r^2+1136*b^3*c^3*g^2*r^2+5528*b^3*c^3*g*r^3 +35472*a^2*c^3*g^2*p+3344*c*p^2*r^5*x-154436*c*p^2*r^4*x^2-6784*c*p*r^6*x-78572 *c*p*r^5*x^2+15256*a^2*c^3*g^2*q-35864*c*q^4*r^2*x^2+66*b^4*g^2*p^2*r^2-126420* c*q^3*r^3*x^2-154436*c*q^2*r^4*x^2-78572*c*q*r^5*x^2+132*b^4*g^2*p*r^3+132*b^4* g*p^3*r^2+396*b^4*g*p^2*r^3+396*b^4*g*p*r^4+100128*a^2*c^3*p^2*q+2112*b^4*c^3*p *r^2+800*b^4*c^3*q*r^2+200*b^4*c^2*g^2*r^2+1448*b^4*c^2*g*r^3+1584*b^4*c^2*p^2* r^2+3168*b^4*c^2*p*r^3-270*c*g^3*p^2*r^3+2088*c*g^3*p*r^4+228*b^4*c*g^2*r^3+756 *b^4*c*g*r^4+188*c*g^2*p^3*r^3+6152*c*g^2*p^2*r^4+6058*c*g^2*p*r^5+528*b^4*c*p^ 3*r^2+1584*b^4*c*p^2*r^3+375*c*g*p^4*r^3+6680*c*g*p^3*r^4+9645*c*g*p^2*r^5+5712 *c*g*p*r^6+1584*b^4*c*p*r^4+18044*c*p^5*r^2*x-30*c*p^4*q*r^3+35828*c*p^4*r^3*x-\ 35864*c*p^4*r^2*x^2-936*c*p^3*q^2*r^3+6000*c*p^3*q*r^4+28242*c*p^3*r^4*x-126420 *c*p^3*r^3*x^2-1368*c*p^2*q^3*r^3+4746*c*p^2*q^2*r^4+9030*c*p^2*q*r^5+17040*c^2 *p^2*q*r^4+104076*c^2*p^2*r^4*x-424554*c^2*p^2*r^3*x^2-3204*c^2*p*q^3*r^3+7464* c^2*p*q^2*r^4+17430*c^2*p*q*r^5+19532*c^2*p*r^5*x-363832*c^2*p*r^4*x^2-147664*c ^2*q^3*r^2*x^2+18328*a^2*c^3*g*q^2-424554*c^2*q^2*r^3*x^2+142280*a^2*c^3*g*q-\ 363832*c^2*q*r^4*x^2+36*b^5*g*p^2*r^2+72*b^5*g*p*r^3+36*b^5*p^2*q*r^2+72*b^5*p* q*r^3+928*b^4*c^3*g*r^2+128*b^5*c^2*g*r^2-817*c^2*g^3*p*r^3+432*b^5*c^2*p*r^2+ 112*b^5*c^2*q*r^2-159*c^2*g^2*p^2*r^3+11413*c^2*g^2*p*r^4+1018*c^2*g*p^3*r^3+ 19732*c^2*g*p^2*r^4+19223*c^2*g*p*r^5+136*b^5*c*g*r^3+216*b^5*c*p^2*r^2+96188*c ^2*p^4*r^2*x+432*b^5*c*p*r^3-780*c^2*p^3*q*r^3+158288*c^2*p^3*r^3*x-147664*c^2* p^3*r^2*x^2+128*b^5*c*q*r^3-4032*c^2*p^2*q^2*r^3-216*c^3*g^2*p*r^3+1398*c^3*g*p ^2*r^3+25300*c^3*g*p*r^4+265708*c^3*p^3*r^2*x-2796*c^3*p^2*q*r^3+341716*c^3*p^2 *r^3*x-299248*c^3*p^2*r^2*x^2-5844*c^3*p*q^2*r^3+20576*c^3*p*q*r^4+168324*c^3*p *r^4*x-628760*c^3*p*r^3*x^2-299248*c^3*q^2*r^2*x^2-628760*c^3*q*r^3*x^2+303952* c^5*p*r^2*x+2284*c^4*g*p*r^3+398296*c^4*p^2*r^2*x-2304*c^4*p*q*r^3+358384*c^4*p *r^3*x-298672*c^4*p*r^2*x^2-298672*c^4*q*r^2*x^2-4448*c^2*g^2*p*q*r^3+234250*c^ 2*g^2*p*r^3*x-124406*c^2*g^2*p*r^2*x^2-124406*c^2*g^2*q*r^2*x^2+264958*c^2*g*p^ 3*r^2*x-4152*c^2*g*p^2*q*r^3+346088*c^2*g*p^2*r^3*x-267034*c^2*g*p^2*r^2*x^2-\ 7122*c^2*g*p*q^2*r^3+19462*c^2*g*p*q*r^4+174714*c^2*g*p*r^4*x-608468*c^2*g*p*r^ 3*x^2-267034*c^2*g*q^2*r^2*x^2-608468*c^2*g*q*r^3*x^2+303548*c^2*p^3*q*r^2*x+ 333516*c^2*p^2*q^2*r^2*x+390252*c^2*p^2*q*r^3*x-442992*c^2*p^2*q*r^2*x^2+141140 *c^2*p*q^3*r^2*x+305640*c^2*p*q^2*r^3*x-442992*c^2*p*q^2*r^2*x^2+199236*c^2*p*q *r^4*x-849108*c^2*p*q*r^3*x^2+88574*c^2*g^3*p*r^2*x+248602*c^2*g^2*p^2*r^2*x+ 311756*c^3*g^2*p*r^2*x+528724*c^3*g*p^2*r^2*x-5516*c^3*g*p*q*r^3+483988*c^3*g*p *r^3*x-346912*c^3*g*p*r^2*x^2-346912*c^3*g*q*r^2*x^2+597484*c^3*p^2*q*r^2*x+ 397844*c^3*p*q^2*r^2*x+542408*c^3*p*q*r^3*x-598496*c^3*p*q*r^2*x^2-172404*a*b*c ^2*g*p*r^3*x^2-172404*a*b*c^2*g*q*r^3*x^2-203256*a*b*c^2*p*q*r^3*x^2-34146*a*b^ 2*g*p*q*r^3*x^2-83358*a*b^2*c*g*p*r^3*x^2-83358*a*b^2*c*g*q*r^3*x^2-101052*a*b^ 2*c*p*q*r^3*x^2-69642*a^2*c*g*p*q*r^3*x^2-34146*a^2*b*g*p*q*r^3*x^2-83358*a^2*b *c*g*p*r^3*x^2-83358*a^2*b*c*g*q*r^3*x^2-101052*a^2*b*c*p*q*r^3*x^2-1335*a^2*g^ 2*q*r^4*x^2-4581*a^2*g*p^3*r^3*x^2+411*a^2*g*p^2*r^4*x^2+4681*a^2*g*p*r^5*x^2-\ 4581*a^2*g*q^3*r^3*x^2+411*a^2*g*q^2*r^4*x^2+4681*a^2*g*q*r^5*x^2-5208*a^2*p^3* q*r^3*x^2-7812*a^2*p^2*q^2*r^3*x^2+2655*a^2*p^2*q*r^4*x^2-5208*a^2*p*q^3*r^3*x^ 2+2655*a^2*p*q^2*r^4*x^2+7564*a^2*p*q*r^5*x^2-5889*a^2*g^2*p^2*r^3*x^2-1335*a^2 *g^2*p*r^4*x^2-5889*a^2*g^2*q^2*r^3*x^2-13398*a^2*c*p^3*r^3*x^2+4000*a^2*c*p^2* r^4*x^2+16572*a^2*c*p*r^5*x^2-13398*a^2*c*q^3*r^3*x^2+4000*a^2*c*q^2*r^4*x^2+ 16572*a^2*c*q*r^5*x^2+60*q^4*r^5+170*q^3*r^6+195*q^2*r^7+105*q*r^8+907*p*r^7-81 *q^5*r^3-215*q^4*r^4+90*q^3*r^5+645*q^2*r^6+607*q*r^7+502472*c^4*g*p*r^2*x+ 554368*c^4*p*q*r^2*x-1044*b*g*p^2*q^2*r^3+5716*b*g*p^2*q*r^4+31994*b*g*p^2*r^4* x-121816*b*g*p^2*r^3*x^2+5749*b*g*p*r^5*x-114020*b*g*p*r^4*x^2-34350*b*g*q^3*r^ 2*x^2-121816*b*g*q^2*r^3*x^2-114020*b*g*q*r^4*x^2+35028*b*p^4*q*r^2*x+53972*b*p ^3*q^2*r^2*x+56430*b*p^3*q*r^3*x-63812*b*p^3*q*r^2*x^2+67890*b*p^2*q^2*r^3*x-\ 95718*b*p^2*q^2*r^2*x^2+36382*b*p^2*q*r^4*x-179889*b*p^2*q*r^3*x^2-63812*b*p*q^ 3*r^2*x^2-179889*b*p*q^2*r^3*x^2-150902*b*p*q*r^4*x^2+5945*b*g^3*p*r^2*x^2+5945 *b*g^3*q*r^2*x^2+35996*b*g^2*p^3*r^2*x-657*b*g^2*p^2*q*r^3+49059*b*g^2*p^2*r^3* x-16468*b*g^2*p^2*r^2*x^2+26046*b*g^2*p*r^4*x-72057*b*g^2*p*r^3*x^2-16468*b*g^2 *q^2*r^2*x^2-72057*b*g^2*q*r^3*x^2+29221*b*g*p^4*r^2*x+144*b*g*p^3*q*r^3+48590* b*g*p^3*r^3*x-34350*b*g*p^3*r^2*x^2+92064*b*c*p^4*r^2*x+1172*b*c*p^3*q*r^3+ 149560*b*c*p^3*r^3*x-129108*b*c*p^3*r^2*x^2-1884*b*c*p^2*q^2*r^3+18868*b*c*p^2* q*r^4+94356*b*c*p^2*r^4*x-400972*b*c*p^2*r^3*x^2+13722*b*c*p*r^5*x-354864*b*c*p *r^4*x^2-129108*b*c*q^3*r^2*x^2-400972*b*c*q^2*r^3*x^2-354864*b*c*q*r^4*x^2+ 1164*b*c*g^2*p^2*r^3+11270*b*c*g^2*p*r^4+2718*b*c*g*p^3*r^3+20732*b*c*g*p^2*r^4 +19373*b*c*g*p*r^5+2091*b*c^2*g^2*p*r^3+7701*b*c^2*g*p^2*r^3+40623*b*c^2*g*p*r^ 4+382904*b*c^2*p^3*r^2*x+2178*b*c^2*p^2*q*r^3+484702*b*c^2*p^2*r^3*x-384100*b*c ^2*p^2*r^2*x^2-4788*b*c^2*p*q^2*r^3+35150*b*c^2*p*q*r^4+228140*b*c^2*p*r^4*x-\ 886028*b*c^2*p*r^3*x^2-384100*b*c^2*q^2*r^2*x^2-886028*b*c^2*q*r^3*x^2+27840*a^ 4*b*c*p*q*x^2+4320*a^4*b*g*p*q*x^2+20448*a^4*c*g*p*q*x^2+17280*a^3*b^2*c*g*p*x^ 2+17280*a^3*b^2*c*g*q*x^2+55680*a^3*b^2*c*p*q*x^2+8640*a^3*b^2*g*p*q*x^2+87552* a^3*b*c^2*g*p*x^2+87552*a^3*b*c^2*g*q*x^2+185088*a^3*b*c^2*p*q*x^2+12672*a^3*b* c*g^2*p*x^2+12672*a^3*b*c*g^2*q*x^2+40896*a^3*b*c*g*p^2*x^2+40896*a^3*b*c*g*q^2 *x^2+84096*a^3*b*c*p^2*q*x^2+84096*a^3*b*c*p*q^2*x^2+6336*a^3*b*g^2*p*q*x^2+ 19008*a^3*b*g*p^2*q*x^2+19008*a^3*b*g*p*q^2*x^2+133056*a^3*c^2*g*p*q*x^2+29328* a^3*c*g^2*p*q*x^2+60336*a^3*c*g*p^2*q*x^2+60336*a^3*c*g*p*q^2*x^2+17280*a^2*b^3 *c*g*p*x^2+17280*a^2*b^3*c*g*q*x^2+55680*a^2*b^3*c*p*q*x^2+8640*a^2*b^3*g*p*q*x ^2+864*a^2*b^4+p^8*r^2+8*p^7*r^3+28*p^6*r^4+56*p^5*r^5+70*p^4*r^6+56*p^3*r^7+28 *p^2*r^8+8*p*r^9+q^6*r^4+6*q^5*r^5+15*q^4*r^6+20*q^3*r^7+15*q^2*r^8+6*q*r^9-27* p^7*r^2+413*p^2*r^7+147*p*r^8-5*q^6*r^3-3*q^5*r^4+4268*a^2*c^2*q*r^4*x^2-50814* a^2*c^2*p^2*r^3*x^2+4268*a^2*c^2*p*r^4*x^2-50814*a^2*c^2*q^2*r^3*x^2-6687*a^2*b *p^3*r^3*x^2+333*a^2*b*p^2*r^4*x^2+6474*a^2*b*p*r^5*x^2-6687*a^2*b*q^3*r^3*x^2+ 333*a^2*b*q^2*r^4*x^2+6474*a^2*b*q*r^5*x^2-84144*a^2*c^3*p*r^3*x^2-84144*a^2*c^ 3*q*r^3*x^2-12060*a^2*b^2*p^2*r^3*x^2-3096*a^2*b^2*p*r^4*x^2-12060*a^2*b^2*q^2* r^3*x^2-3096*a^2*b^2*q*r^4*x^2-5691*a^3*g*p^2*r^3*x^2-1380*a^3*g*p*r^4*x^2-5691 *a^3*g*q^2*r^3*x^2-1380*a^3*g*q*r^4*x^2-6687*a^3*p^2*q*r^3*x^2-6687*a^3*p*q^2*r ^3*x^2+222*a^3*p*q*r^4*x^2+96912*a^2*b*c^3*g*p-16842*a^3*c*p^2*r^3*x^2-1204*a^3 *c*p*r^4*x^2-16842*a^3*c*q^2*r^3*x^2-1204*a^3*c*q*r^4*x^2+120128*a^2*b*c^3*p*q-\ 41496*a^3*c^2*p*r^3*x^2-41496*a^3*c^2*q*r^3*x^2+41424*a^2*b*c^3*g*q-8040*a^3*b* p^2*r^3*x^2-2064*a^3*b*p*r^4*x^2-8040*a^3*b*q^2*r^3*x^2-2064*a^3*b*q*r^4*x^2-\ 1023985*b*p^2*q*r*x-4572104*c^2*p*q*r*x-1154120*c*g^2*p*r*x-759352*c*g^2*q*r*x-\ 434614*g^2*p*q*r*x-573180*a*b*g*r*x-9768*a^4*c*p*r^3*x^2-9768*a^4*c*q*r^3*x^2-\ 4020*a^4*p*q*r^3*x^2-15984*c^3*p^3*r^3*x^2+10736*c^3*p^2*r^4*x^2+26864*c^3*p*r^ 5*x^2-15984*c^3*q^3*r^3*x^2+10736*c^3*q^2*r^4*x^2+26864*c^3*q*r^5*x^2+16280*a^2 *c*p^4*q+20696*a^2*c*p^3*q^2+169912*a^2*c*p^3*q+11508*p^2*a^2*c*q^3+142464*p^2* a^2*c*q^2+2498*a^2*c*p*q^4+41312*a^2*c*p*q^3+13756*a^2*g^2*c*p^3+90844*a^2*g^2* c*p^2-14112*c^6*g*p*r-6336*c^6*g*q*r+1904*b*a^2*c^2*g^3-12224*c^6*p*q*r-13456*c ^5*g^2*p*r-5904*c^5*g^2*q*r-24496*c^5*g*p^2*r-4576*c^5*g*q^2*r-22368*c^5*p^2*q* r+131328*a^2*b^2*c^2*g*p*x^2+131328*a^2*b^2*c^2*g*q*x^2+277632*a^2*b^2*c^2*p*q* x^2+19008*a^2*b^2*c*g^2*p*x^2+19008*a^2*b^2*c*g^2*q*x^2+61344*a^2*b^2*c*g*p^2*x ^2+61344*a^2*b^2*c*g*q^2*x^2+126144*a^2*b^2*c*p^2*q*x^2+126144*a^2*b^2*c*p*q^2* x^2+9504*a^2*b^2*g^2*p*q*x^2+28512*a^2*b^2*g*p^2*q*x^2+28512*a^2*b^2*g*p*q^2*x^ 2+292032*a^2*b*c^3*g*p*x^2+292032*a^2*b*c^3*g*q*x^2+504576*a^2*b*c^3*p*q*x^2+ 94320*a^2*b*c^2*g^2*p*x^2+94320*a^2*b*c^2*g^2*q*x^2+199584*a^2*b*c^2*g*p^2*x^2+ 199584*a^2*b*c^2*g*q^2*x^2+340416*a^2*b*c^2*p^2*q*x^2+340416*a^2*b*c^2*p*q^2*x^ 2+9072*a^2*b*c*g^3*p*x^2+9072*a^2*b*c*g^3*q*x^2+43992*a^2*b*c*g^2*p^2*x^2+43992 *a^2*b*c*g^2*q^2*x^2+60336*a^2*b*c*g*p^3*x^2+60336*a^2*b*c*g*q^3*x^2+101664*a^2 *b*c*p^3*q*x^2+152496*a^2*b*c*p^2*q^2*x^2+101664*a^2*b*c*p*q^3*x^2+4536*a^2*b*g ^3*p*q*x^2+20412*a^2*b*g^2*p^2*q*x^2+20412*a^2*b*g^2*p*q^2*x^2+27216*a^2*b*g*p^ 3*q*x^2+40824*a^2*b*g*p^2*q^2*x^2+27216*a^2*b*g*p*q^3*x^2+354816*a^2*c^3*g*p*q* x^2+140016*a^2*c^2*g^2*p*q*x^2+238896*a^2*c^2*g*p^2*q*x^2+238896*a^2*c^2*g*p*q^ 2*x^2+20520*a^2*c*g^3*p*q*x^2+63360*a^2*c*g^2*p^2*q*x^2+63360*a^2*c*g^2*p*q^2*x ^2+71184*a^2*c*g*p^3*q*x^2+106776*a^2*c*g*p^2*q^2*x^2+71184*a^2*c*g*p*q^3*x^2+ 8640*a*b^4*c*g*p*x^2+8640*a*b^4*c*g*q*x^2+27840*a*b^4*c*p*q*x^2+4320*a*b^4*g*p* q*x^2+87552*a*b^3*c^2*g*p*x^2+87552*a*b^3*c^2*g*q*x^2+185088*a*b^3*c^2*p*q*x^2+ 12672*a*b^3*c*g^2*p*x^2+12672*a*b^3*c*g^2*q*x^2+40896*a*b^3*c*g*p^2*x^2+40896*a *b^3*c*g*q^2*x^2+84096*a*b^3*c*p^2*q*x^2+84096*a*b^3*c*p*q^2*x^2+6336*a*b^3*g^2 *p*q*x^2+19008*a*b^3*g*p^2*q*x^2+19008*a*b^3*g*p*q^2*x^2+292032*a*b^2*c^3*g*p*x ^2+292032*a*b^2*c^3*g*q*x^2+504576*a*b^2*c^3*p*q*x^2+94320*a*b^2*c^2*g^2*p*x^2+ 94320*a*b^2*c^2*g^2*q*x^2+199584*a*b^2*c^2*g*p^2*x^2+199584*a*b^2*c^2*g*q^2*x^2 +340416*a*b^2*c^2*p^2*q*x^2+340416*a*b^2*c^2*p*q^2*x^2+9072*a*b^2*c*g^3*p*x^2+ 9072*a*b^2*c*g^3*q*x^2+43992*a*b^2*c*g^2*p^2*x^2+43992*a*b^2*c*g^2*q^2*x^2+ 60336*a*b^2*c*g*p^3*x^2+60336*a*b^2*c*g*q^3*x^2+101664*a*b^2*c*p^3*q*x^2+152496 *a*b^2*c*p^2*q^2*x^2+101664*a*b^2*c*p*q^3*x^2+4536*a*b^2*g^3*p*q*x^2+20412*a*b^ 2*g^2*p^2*q*x^2+20412*a*b^2*g^2*p*q^2*x^2+27216*a*b^2*g*p^3*q*x^2+40824*a*b^2*g *p^2*q^2*x^2+27216*a*b^2*g*p*q^3*x^2+393600*a*b*c^4*g*p*x^2+393600*a*b*c^4*g*q* x^2+602112*a*b*c^4*p*q*x^2+205248*a*b*c^3*g^2*p*x^2+205248*a*b*c^3*g^2*q*x^2+ 354816*a*b*c^3*g*p^2*x^2+354816*a*b*c^3*g*q^2*x^2+539136*a*b*c^3*p^2*q*x^2+ 539136*a*b*c^3*p*q^2*x^2+44064*a*b*c^2*g^3*p*x^2+44064*a*b*c^2*g^3*q*x^2-3300*a ^2*b^2*p^2*q^2*r-528*a^2*b^2*p*q^3*r-24288*a^2*b*c^4*g*r-60688*a^2*b*c^4*p*r-\ 1980*a^2*b^2*g^2*p^2*r-4224*a^2*b^2*g*p^3*r-5016*a^2*b^2*p^3*q*r-46176*a^2*b^2* c^3*p*r-18912*a^2*b^2*c^3*q*r-3128*a^2*b^2*c^2*g^2*r-16512*a^2*b^2*c^2*g*r^2-\ 42008*a^2*b^2*c^2*p^2*r-6008*a^2*b^2*c^2*q^2*r-3376*a^2*b^2*c*g^2*r^2-5768*a^2* b^2*c*g*r^3-16232*a^2*b^2*c*p^3*r-560*a^2*b^2*c*q^3*r-1688*a^2*b^3*g*p^2*r-2280 *a^2*b^3*p^2*q*r-480*a^2*b^3*p*q^2*r-15440*a^2*b^2*c^3*g*r-728*a^2*b^3*c*q^2*r-\ 3248*a^2*b^3*c^2*g*r-14624*a^2*b^3*c^2*p*r-5024*a^2*b^3*c^2*q*r-2960*a^2*b^3*c* g*r^2-9032*a^2*b^3*c*p^2*r-99072*x*g-384768*x*c-99072*x*q-261504*x*p-125568*x*a -154368*x*b+49008*b*r^2+154432*c*r^2+48692*g*r^2+129150*p*r^2+53934*q*r^2+37024 *a^2*r+352888*c^2*r+27896*g^2*r+257940*p^2*r+93484*a*r^2-643384*c^2*p*q*r^2*x-\ 1600*a^2*b^4*c*p*r-320*a^2*b^4*c*q*r-160*a^2*b^4*p*q*r-428*a^3*g*p*q^3*r-176*a^ 3*g^3*p*q*r-1649*a^3*g^2*p^2*q*r-478*a^3*g^2*p*q^2*r-2922*a^3*g*p^3*q*r-2103*a^ 3*g*p^2*q^2*r-8662*a^3*c*g*p^3*r-356*a^3*c*g*q^3*r-10288*a^3*c*p^3*q*r-8010*a^3 *c*p^2*q^2*r-2012*a^3*c*p*q^3*r-5142*a^3*c*g^2*p^2*r-432*a^3*c*g^2*q^2*r-11012* a^3*c^2*p*q^2*r-710*a^3*c*g^3*p*r-130*a^3*c*g^3*q*r-19976*a^3*c^3*g*p*r-7960*a^ 3*c^3*g*q*r-24528*a^3*c^3*p*q*r-6636*a^3*c^2*g^2*p*r-2164*a^3*c^2*g^2*q*r-20684 *a^3*c^2*g*p^2*r-3004*a^3*c^2*g*q^2*r-25060*a^3*c^2*p^2*q*r-3872*a^3*b*p^3*q*r-\ 2728*a^3*b*p^2*q^2*r-528*a^3*b*p*q^3*r+780*a*b^3*c*g^2*r^3+2804*a*b^3*c*g*r^4+ 616*a*b^3*c^2*g^2*r^2+4952*a*b^3*c^2*g*r^3-13618*b^2*g^3*r*x+100376*b^2*g^2*r*x ^2+302893*b^2*g*r^2*x^2-154712*b^2*p^3*r*x+454695*b^2*p^2*r*x^2+454695*b^2*q^2* r*x^2-1587240*b*c^4*r*x-593408*b*c^3*r^2*x-4852*b*g^4*r*x+46512*b*g^3*r*x^2+ 212363*b*g^2*r^2*x^2-42343*a*q^4*r*x-72880*b^4*c*r*x-12224*b^4*g*r*x-37968*b^4* p*r*x-473800*b^3*c^2*r*x-78152*b^3*c*r^2*x-18534*b^3*g^2*r*x+93954*b^3*g*r*x^2-\ 120278*b^3*p^2*r*x+240320*b^3*q*r*x^2-1302296*b^2*c^3*r*x-329204*b^2*c^2*r^2*x+ 421968*a*b^2*r^2*x^2-1835176*a*c^4*r*x-1073984*a*c^3*r^2*x-5140*a*g^4*r*x+46512 *a*g^3*r*x^2+212363*a*g^2*r^2*x^2+320506*a*p^3*r*x^2+149466*p^3-15422*a^2*g^3*r *x+100376*a^2*g^2*r*x^2+302893*a^2*g*r^2*x^2+454695*a^2*p^2*r*x^2-114976*a^2*q^ 3*r*x+454695*a^2*q^2*r*x^2-17096*a*b^4*r*x-73924*a*b^3*r^2*x-736928*a^3*c^2*r*x +3456*a^2*b^3*p^2*q-392704*a^3*c*r^2*x-22658*a^3*g^2*r*x+93954*a^3*g*r*x^2+ 10464*a^2*b^3*p*q+240320*a^3*p*r*x^2-128620*a^3*q^2*r*x-37104*a^2*b^3*r*x+ 193176*a^2*b^2*r*x^2+421968*a^2*b*r^2*x^2-1753688*a^2*c^3*r*x-1025268*a^2*c^2*r ^2*x+57050*p^4*q*r*x^2+114100*p^3*q^2*r*x^2+114100*p^2*q^3*r*x^2+57050*p*q^4*r* x^2-21464*a^4*b*r*x-124312*a^4*c*r*x-16288*a^4*g*r*x-55060*a^4*q*r*x-40016*a^3* b^2*r*x-160812*a^3*b*r^2*x+131312*c*p^4*r*x^2+131312*c*q^4*r*x^2+11201*g^4*p*r* x^2+11201*g^4*q*r*x^2+41222*g^3*p^2*r*x^2+41222*g^3*q^2*r*x^2+62939*g^2*p^3*r*x ^2+62939*g^2*q^3*r*x^2+1555960*c^4*p*r*x^2+1555960*c^4*q*r*x^2+723012*c^3*g^2*r *x^2+560868*c^3*g*r^2*x^2+1372076*c^3*p^2*r*x^2+1372076*c^3*q^2*r*x^2+203010*c^ 2*g^3*r*x^2+313816*c^2*g^2*r^2*x^2+601794*c^2*p^3*r*x^2+601794*c^2*q^3*r*x^2+ 23838*c*g^4*r*x^2+4996*b*g^4*r*x^2+1200*a^2*b^3*p*q^2+64667*b*p^4*r*x^2+80*a^2* b^3*g*q^2+880*a^2*b^3*g*q+1164984*c^4*g*r*x^2+8856*c*p^2*q^2*r^4*x^2+16002*c*p^ 2*q*r^5*x^2-3510*c*p*q^4*r^3*x^2+5904*c*p*q^3*r^4*x^2+16002*c*p*q^2*r^5*x^2+ 12960*c*p*q*r^6*x^2-5904*c*g^2*q^3*r^3*x^2+2319*c*g^2*q^2*r^4*x^2+8058*c*g^2*q* r^5*x^2-3264*c*g*p^4*r^3*x^2+3542*c*g*p^3*r^4*x^2+11825*c*g*p^2*r^5*x^2+10158*c *g*p*r^6*x^2-3264*c*g*q^4*r^3*x^2+3542*c*g*q^3*r^4*x^2+11825*c*g*q^2*r^5*x^2+ 10158*c*g*q*r^6*x^2-3510*c*p^4*q*r^3*x^2-7020*c*p^3*q^2*r^3*x^2+5904*c*p^3*q*r^ 4*x^2-7020*c*p^2*q^3*r^3*x^2-2166*c*g^4*p*r^3*x^2-2166*c*g^4*q*r^3*x^2-5166*c*g ^3*p^2*r^3*x^2-49*c*g^3*p*r^4*x^2-5166*c*g^3*q^2*r^3*x^2-49*c*g^3*q*r^4*x^2-\ 5904*c*g^2*p^3*r^3*x^2+2319*c*g^2*p^2*r^4*x^2+8058*c*g^2*p*r^5*x^2-3144*a^3*b*g *p^3*r-1472*a^3*b*g^2*p^2*r-484*a^3*b*c*q^3*r-11756*a^3*b*c*p^3*r-10952*a^3*b*c ^2*g*r^2-28816*a^3*b*c^2*p^2*r-4336*a^3*b*c^2*q^2*r-2140*a^3*b*c*g^2*r^2-6980*a ^3*b*c*g*r^3-8416*a^3*b*c^3*g*r-29120*a^3*b*c^3*p*r-11968*a^3*b*c^3*q*r-1592*a^ 3*b*c^2*g^2*r-2760*a^3*b^2*p^2*q*r-720*a^3*b^2*p*q^2*r-2960*a^3*b^2*c*g*r^2-\ 9544*a^3*b^2*c*p^2*r-888*a^3*b^2*c*q^2*r-1912*a^3*b^2*g*p^2*r-2080*a^3*b^3*c*p* r-480*a^3*b^3*c*q*r-320*a^3*b^3*p*q*r-2576*a^3*b^2*c^2*g*r-13888*a^3*b^2*c^2*p* r-4928*a^3*b^2*c^2*q*r-384*a^4*g*p*q^2*r-208*a^4*g^2*p*q*r-1252*a^4*g*p^2*q*r-\ 5048*a^4*c*p^2*q*r-2024*a^4*c*p*q^2*r-4360*a^4*c^2*g*p*r-1384*a^4*c^2*g*q*r-\ 6672*a^4*c^2*p*q*r-700*a^4*c*g^2*p*r-116*a^4*c*g^2*q*r-3660*a^4*c*g*p^2*r-304*a ^4*c*g*q^2*r-480*a^4*b*p*q^2*r-456*a^4*b*c*q^2*r-1068*a^4*b*g*p^2*r-1620*a^4*b* p^2*q*r-880*a^4*b*c^2*g*r-6320*a^4*b*c^2*p*r-2160*a^4*b*c^2*q*r-1320*a^4*b*c*g* r^2-4960*a^4*b*c*p^2*r-320*a^4*b^2*p*q*r-128*a^5*g*p*q*r-1440*a^4*b^2*c*p*r-320 *a^4*b^2*c*q*r-80*a^5*b*c*q*r-160*a^5*b*p*q*r-344*a^5*c*g*p*r-40*a^5*c*g*q*r-\ 784*a^5*c*p*q*r-496*a^5*b*c*p*r+140016*a*b*c^2*g^2*p^2*x^2+140016*a*b*c^2*g^2*q ^2*x^2+159264*a*b*c^2*g*p^3*x^2+159264*a*b*c^2*g*q^3*x^2+240576*a*b*c^2*p^3*q*x ^2+360864*a*b*c^2*p^2*q^2*x^2+240576*a*b*c^2*p*q^3*x^2+3168*a*b*c*g^4*p*x^2+ 3168*a*b*c*g^4*q*x^2+20520*a*b*c*g^3*p^2*x^2+20520*a*b*c*g^3*q^2*x^2+42240*a*b* c*g^2*p^3*x^2+42240*a*b*c*g^2*q^3*x^2+35592*a*b*c*g*p^4*x^2+35592*a*b*c*g*q^4*x ^2+53520*a*b*c*p^4*q*x^2+107040*a*b*c*p^3*q^2*x^2+107040*a*b*c*p^2*q^3*x^2+ 53520*a*b*c*p*q^4*x^2+1584*a*b*g^4*p*q*x^2+9504*a*b*g^3*p^2*q*x^2+9504*a*b*g^3* p*q^2*x^2+19008*a*b*g^2*p^3*q*x^2+28512*a*b*g^2*p^2*q^2*x^2+19008*a*b*g^2*p*q^3 *x^2+15840*a*b*g*p^4*q*x^2+31680*a*b*g*p^3*q^2*x^2+31680*a*b*g*p^2*q^3*x^2+ 15840*a*b*g*p*q^4*x^2+414336*a*c^4*g*p*q*x^2+243648*a*c^3*g^2*p*q*x^2+370368*a* c^3*g*p^2*q*x^2+370368*a*c^3*g*p*q^2*x^2+63936*a*c^2*g^3*p*q*x^2+163728*a*c^2*g ^2*p^2*q*x^2+163728*a*c^2*g^2*p*q^2*x^2+164928*a*c^2*g*p^3*q*x^2+247392*a*c^2*g *p^2*q^2*x^2+164928*a*c^2*g*p*q^3*x^2+7008*a*c*g^4*p*q*x^2+28872*a*c*g^3*p^2*q* x^2+28872*a*c*g^3*p*q^2*x^2+48672*a*c*g^2*p^3*q*x^2+73008*a*c*g^2*p^2*q^2*x^2+ 48672*a*c*g^2*p*q^3*x^2+36600*a*c*g*p^4*q*x^2+73200*a*c*g*p^3*q^2*x^2+73200*a*c *g*p^2*q^3*x^2+36600*a*c*g*p*q^4*x^2+20448*b^4*c*g*p*q*x^2+133056*b^3*c^2*g*p*q *x^2+29328*b^3*c*g^2*p*q*x^2+60336*b^3*c*g*p^2*q*x^2+60336*b^3*c*g*p*q^2*x^2+ 354816*b^2*c^3*g*p*q*x^2+140016*b^2*c^2*g^2*p*q*x^2+238896*b^2*c^2*g*p^2*q*x^2+ 238896*b^2*c^2*g*p*q^2*x^2+20520*b^2*c*g^3*p*q*x^2+63360*b^2*c*g^2*p^2*q*x^2+ 63360*b^2*c*g^2*p*q^2*x^2+71184*b^2*c*g*p^3*q*x^2+106776*b^2*c*g*p^2*q^2*x^2+ 71184*b^2*c*g*p*q^3*x^2+414336*b*c^4*g*p*q*x^2+243648*b*c^3*g^2*p*q*x^2+370368* b*c^3*g*p^2*q*x^2+370368*b*c^3*g*p*q^2*x^2+63936*b*c^2*g^3*p*q*x^2+163728*b*c^2 *g^2*p^2*q*x^2+163728*b*c^2*g^2*p*q^2*x^2+164928*b*c^2*g*p^3*q*x^2+247392*b*c^2 *g*p^2*q^2*x^2+164928*b*c^2*g*p*q^3*x^2+7008*b*c*g^4*p*q*x^2+28872*b*c*g^3*p^2* q*x^2+28872*b*c*g^3*p*q^2*x^2+48672*b*c*g^2*p^3*q*x^2+73008*b*c*g^2*p^2*q^2*x^2 +48672*b*c*g^2*p*q^3*x^2+36600*b*c*g*p^4*q*x^2+73200*b*c*g*p^3*q^2*x^2+73200*b* c*g*p^2*q^3*x^2+36600*b*c*g*p*q^4*x^2+12032*b*c^3*g*p*r^3+770620*b*c^3*p^2*r^2* x+3840*b*c^3*p*q*r^3+678924*b*c^3*p*r^3*x-497600*b*c^3*p*r^2*x^2-497600*b*c^3*q *r^2*x^2+13711*b^2*g^2*q*r^2*x^2+51072*b^2*g*p^3*r^2*x+240*b^2*g*p^2*q*r^3+ 67439*b^2*g*p^2*r^3*x-22087*b^2*g*p^2*r^2*x^2+33556*b^2*g*p*r^4*x-102238*b^2*g* p*r^3*x^2-22087*b^2*g*q^2*r^2*x^2-102238*b^2*g*q*r^3*x^2+63528*b^2*p^3*q*r^2*x+ 79500*b^2*p^2*q*r^3*x-71667*b^2*p^2*q*r^2*x^2-71667*b^2*p*q^2*r^2*x^2-173506*b^ 2*p*q*r^3*x^2+744560*b*c^4*p*r^2*x+13711*b^2*g^2*p*r^2*x^2+5568*b^2*c*g*p^2*r^3 +19566*b^2*c*g*p*r^4+171544*b^2*c*p^3*r^2*x+3570*b^2*c*p^2*q*r^3+215714*b^2*c*p ^2*r^3*x-134184*b^2*c*p^2*r^2*x^2+98362*b^2*c*p*r^4*x-378144*b^2*c*p*r^3*x^2-\ 134184*b^2*c*q^2*r^2*x^2-378144*b^2*c*q*r^3*x^2+337144*c^2*g^2*p*q*r^2*x+592838 *c^2*g*p^2*q*r^2*x+390802*c^2*g*p*q^2*r^2*x+547876*c^2*g*p*q*r^3*x-534068*c^2*g *p*q*r^2*x^2-25091*a^2*q^2*r^4*x^2-8170*a^2*q*r^5*x^2+1545*a^2*p^4*r^3*x-12139* a^2*p^4*r^2*x^2-2340*a^2*p^3*r^4*x-26994*a^2*p^3*r^3*x^2-5460*a^2*p^2*r^5*x-\ 25091*a^2*p^2*r^4*x^2-3828*a^2*p*r^6*x-8170*a^2*p*r^5*x^2-12139*a^2*q^4*r^2*x^2 -26994*a^2*q^3*r^3*x^2-19468*a^3*q*r^4*x^2+2048*a^3*b^2*g*p*q+2016*a^3*b^2*c*g* q+13536*a^3*b^2*c*p*q+36416*a*b*c^5*g+108306*q*a*p*g^2+23520*a*b*c^4*g^2+404612 *a*b^2*c*g*p*r^2*x+558832*a*b^2*c*p*q*r^2*x+134148*a*b^2*g*p*q*r^2*x+138012*a^2 *b*g*p*q*r^2*x+409972*a^2*c*g*p*q*r^2*x-41496*b^3*c^2*p*r^3*x^2-41496*b^3*c^2*q *r^3*x^2-16842*b^3*c*p^2*r^3*x^2+7611*a*p^2*q*r^5*x^2-1920*a*p*q^4*r^3*x^2+2592 *a*p*q^3*r^4*x^2+7611*a*p*q^2*r^5*x^2+6270*a*p*q*r^6*x^2-9768*b^4*c*p*r^3*x^2-\ 9768*b^4*c*q*r^3*x^2-4020*b^4*p*q*r^3*x^2+5280*a^3*b*p*q*r^4*x^2-4824*a*c^3*g^3 *r-52944*a*c^3*g^2*r^2-81960*a*c^3*g*r^3-90318*a*c^3*p^3*r+2830*a*c^3*q^3*r-188 *a*c^2*g^4*r-13053*a*c^2*g^3*r^2-41670*a*c^2*g^2*r^3-22367*a*c^2*g*r^4-38360*a* c^2*p^4*r+1878*a*c^2*q^4*r-14638*a*b*c^2*r^4+10500*a*b*c*r^5+68*a*b*g^4*r^2-\ 3398*a*b*g^3*r^3-4281*a*b*g^2*r^4+2008*a*b*g*r^5-3744*a*b*p^5*r+88*a*b*q^5*r-\ 33376*a*c^5*g*r-71544*a*c^5*p*r-24968*a*c^5*q*r-20272*a*c^4*g^2*r-91140*a*c^4*g *r^2-112440*a*c^4*p^2*r-7136*a*c^4*q^2*r-61788*a*b^2*c^2*r^3-3556*a*b^2*c*r^4-\ 58*a*b^2*g^3*r^2-6271*a*b^2*g^2*r^3-3625*a*b^2*g*r^4-7526*a*b^2*p^4*r+177*a*b^2 *q^4*r-61152*a*b*c^5*r-142712*a*b*c^4*r^2-102336*a*b*c^3*r^3-8240*a*b^4*c^2*r-\ 7264*a*b^4*c*r^2-584*a*b^4*g*r^2-2512*a*b^4*p^2*r-4620*a*b^4*p*r^2-12*a*b^4*q^2 *r-36768*a*b^3*c^3*r-48072*a*b^3*c^2*r^2-15096*a*b^3*c*r^3-464*a*b^3*g^2*r^2-\ 4780*a*b^3*g*r^3-6704*a*b^3*p^3*r+124*a*b^3*q^3*r-70416*a*b^2*c^4*r-126144*a*b^ 2*c^3*r^2-512*a*b^5*c*r-256*a*b^5*p*r-32*a*b^5*q*r-5053*a^2*g*p^4*r+491*a^2*g*q ^4*r-5223*a^2*p^4*q*r-4471*a^2*p^3*q^2*r-545*a^2*p^2*q^3*r+666*a^2*p*q^4*r+ 12096*a^3*b*c*p*r^4*x^2+12096*a^3*b*c*q*r^4*x^2-9462*b*c^2*g^3*p^2*r-1180*b*c^2 *g^3*q^2*r+3988648*a*b*c*p*r*x^2+3988648*a*b*c*q*r*x^2-2460*g*p^3*q^2*r^3*x^2+ 1860*g*p^3*q*r^4*x^2-2460*g*p^2*q^3*r^3*x^2+2790*g*p^2*q^2*r^4*x^2+5250*g*p^2*q *r^5*x^2-1230*g*p*q^4*r^3*x^2+1860*g*p*q^3*r^4*x^2+5250*g*p*q^2*r^5*x^2+4296*g* p*q*r^6*x^2+15032*a^4*c*p*r^3*x-32624*a^4*c*p*r^2*x^2-32624*a^4*c*q*r^2*x^2-870 *g^4*p*q*r^3*x^2-1998*g^3*p^2*q*r^3*x^2-1998*g^3*p*q^2*r^3*x^2+242*g^3*p*q*r^4* x^2-2232*g^2*p^3*q*r^3*x^2-3348*g^2*p^2*q^2*r^3*x^2+1476*g^2*p^2*q*r^4*x^2-2232 *g^2*p*q^3*r^3*x^2+1476*g^2*p*q^2*r^4*x^2+3678*g^2*p*q*r^5*x^2-1230*g*p^4*q*r^3 *x^2+11880*a^2*b^2*p^2*r^3*x-46800*a^2*b^2*p^2*r^2*x^2+336*a^2*b^2*p*r^4*x-\ 73800*a^2*b^2*p*r^3*x^2-46800*a^2*b^2*q^2*r^2*x^2-73800*a^2*b^2*q*r^3*x^2+156*a *c*q^6*r*x-6838*a*c*q^5*r*x^2-25748*a^2*b^2*p*q*r^2+5112*a^2*b^2*p*r^2*x-256008 *a^2*b*c^2*p*r^2-170040*a^2*b*c*p^2*r^2-123048*a^2*b*c*p*r^3-48686*a^2*b*g*p^2* r^2-38996*a^2*b*g*p*r^3-54762*a^2*b*p^2*q*r^2+91641*a^2*b*p^2*r^2*x-19720*a^3*b *p*r^2*x-43072*a^3*c*g*p*r^2-50232*a^3*c*p*q*r^2+1536*a^3*c*p*r^2*x-12907*a^3*g *p*q*r^2-19876*a^3*g*p*r^2*x-5244*a^3*p*q*r^2*x-95660*a^2*b^2*c*p*r^2+22974*g^2 *p*q*r^4*x-83592*g^2*p*q*r^3*x^2+24430*g*p^4*q*r^2*x+37980*g*p^3*q^2*r^2*x+ 40460*g*p^3*q*r^3*x-44292*g*p^3*q*r^2*x^2+27100*g*p^2*q^3*r^2*x+49500*g*p^2*q^2 *r^3*x-66438*g*p^2*q^2*r^2*x^2+27750*g*p^2*q*r^4*x-123294*g*p^2*q*r^3*x^2+25540 *g*p*q^3*r^3*x-44292*g*p*q^3*r^2*x^2+26670*g*p*q^2*r^4*x-123294*g*p*q^2*r^3*x^2 +6616*g*p*q*r^5*x-103070*g*p*q*r^4*x^2-61304*a^3*b*c*p*r^2-17712*a^3*b*p*q*r^2+ 17822*g^3*p^2*q*r^2*x+17920*g^3*p*q*r^3*x-7902*g^3*p*q*r^2*x^2+31556*g^2*p^3*q* r^2*x+34074*g^2*p^2*q^2*r^2*x+42231*g^2*p^2*q*r^3*x-36015*g^2*p^2*q*r^2*x^2+ 32901*g^2*p*q^2*r^3*x-36015*g^2*p*q^2*r^2*x^2+76196*c*p*q^3*r^3*x-143456*c*p*q^ 3*r^2*x^2+77766*c*p*q^2*r^4*x-379260*c*p*q^2*r^3*x^2+18116*c*p*q*r^5*x-308872*c *p*q*r^4*x^2+63906*c*g*p^4*r^2*x-806*c*g*p^3*q*r^3+106570*c*g*p^3*r^3*x-89630*c *g*p^3*r^2*x^2-3174*c*g*p^2*q^2*r^3+11016*c*g*p^2*q*r^4+71704*c*g*p^2*r^4*x-\ 275057*c*g*p^2*r^3*x^2-2430*c*g*p*q^3*r^3+4526*c*g*p*q^2*r^4+11419*c*g*p*q*r^5+ 14730*c*g*p*r^5*x-242818*c*g*p*r^4*x^2-89630*c*g*q^3*r^2*x^2-275057*c*g*q^2*r^3 *x^2-242818*c*g*q*r^4*x^2+73904*c*p^4*q*r^2*x+115176*c*p^3*q^2*r^2*x+120940*c*p ^3*q*r^3*x-143456*c*p^3*q*r^2*x^2+82544*c*p^2*q^3*r^2*x+147852*c*p^2*q^2*r^3*x-\ 215184*c*p^2*q^2*r^2*x^2+81246*c*p^2*q*r^4*x-379260*c*p^2*q*r^3*x^2+134794*a^2* c*g^2*p*r^2*x+312628*a^2*c*g*p^2*r^2*x-19634*a^2*c*g*p*q*r^3+335938*a^2*c*g*p*r ^3*x-57416*a^2*c*g*p*r^2*x^2-57416*a^2*c*g*q*r^2*x^2+413036*a^2*c*p^2*q*r^2*x+ 272992*a^2*c*p*q^2*r^2*x+427120*a^2*c*p*q*r^3*x-268368*a^2*c*p*q*r^2*x^2+116439 *a^2*b*g*p^2*r^2*x-8666*a^2*b*g*p*q*r^3+41124*a^2*b*g*p*r^2*x^2+41124*a^2*b*g*q *r^2*x^2+165900*a^2*b*p^2*q*r^2*x+102522*a^2*b*p*q^2*r^2*x+175314*a^2*b*p*q*r^3 *x-57114*a^2*b*p*q*r^2*x^2+546348*a^2*c^2*g*p*r^2*x+731896*a^2*c^2*p*q*r^2*x-\ 58458*b*c^2*g^2*p*r^3*x^2-58458*b*c^2*g^2*q*r^3*x^2-68634*b*c^2*g*p^2*r^3*x^2+ 7400*b*c^2*g*p*r^4*x^2-68634*b*c^2*g*q^2*r^3*x^2-114240*b*c^3*g*p*r^3*x^2-\ 114240*b*c^3*g*q*r^3*x^2-130848*b*c^3*p*q*r^3*x^2+6560*a^3*b^2*c*g*p-3843*a^2*b *p^4*q*r-4347*a^2*b*p^3*q^2*r-1953*a^2*b*p^2*q^3*r-252*a^2*b*p*q^4*r-3187*a^2*b *g^2*p^3*r-3389*a^2*b*g*p^4*r-1642*a^2*b*c*g^3*r^2-6022*a^2*b*c*g^2*r^3+3818*a^ 2*b*c*g*r^4-11560*a^2*b*c*p^4*r-166*a^2*b*c*q^4*r-995*a^2*b*g^3*p^2*r-26704*a^2 *b*c^4*q*r-9960*a^2*b*c^3*g^2*r-31256*a^2*b*c^3*g*r^2-73720*a^2*b*c^3*p^2*r-\ 13128*a^2*b*c^3*q^2*r-1296*a^2*b*c^2*g^3*r-12432*a^2*b*c^2*g^2*r^2-12212*a^2*b* c^2*g*r^3-42408*a^2*b*c^2*p^3*r-2608*a^2*b*c^2*q^3*r-11778*b^2*g^2*p*q*r^3*x^2-\ 13743*b^2*g*p^2*q*r^3*x^2-13743*b^2*g*p*q^2*r^3*x^2+822*b^2*g*p*q*r^4*x^2-4820* b*c*r^6*x-97256*b*c*r^5*x^2+6800*a^4*c*g*p*q+2304*b^4*c^2*g^2*r*x+12768*b^4*c^2 *g*r^2*x+1944*b^4*c^2*g*r*x^2+18720*b^4*c^2*p^2*r*x-9552*b^4*c^2*p*r*x^2+6720*b ^4*c^2*q^2*r*x-9552*b^4*c^2*q*r*x^2-5786*c^2*g^2*p^4*r-90*c^2*g^2*q^4*r-3641*c^ 2*g*p^5*r-11*c^2*g*q^5*r-3642*c^2*p^5*q*r-5748*c^2*p^4*q^2*r-230*c^2*g^5*p*r-72 *c^2*g^5*q*r-1601*c^2*g^4*p^2*r-203*c^2*g^4*q^2*r-4405*c^2*g^3*p^3*r-217*c^2*g^ 3*q^3*r+681646*c*p^3*r*x^2+681646*c*q^3*r*x^2+303516*p^3*q*r*x^2+303516*p*q^3*r *x^2-132336*a^3*b*r*x-571896*a^3*c*r*x+320506*b*p^3*r*x^2+3392584*c^3*p*r*x^2+ 3392584*c^3*q*r*x^2+1440*a^2*b^2*c*q^3+2286052*c^2*p^2*r*x^2+19152*a^2*b^2*c*q^ 2+2286052*c^2*q^2*r*x^2+85544*a^2*b^2*c*q+2878*b^2*c^2*g^3*r*x+123710*b^2*c^2*g ^2*r^2*x+204802*b^2*c^2*g^2*r*x^2+279854*b^2*c^2*g*r^3*x-20918*b^2*c^2*g*r^2*x^ 2+137648*b^2*c^2*p^3*r*x+406254*b^2*c^2*p^2*r*x^2+8192*b^2*c^2*q^3*r*x+406254*b ^2*c^2*q^2*r*x^2+39984*b^2*c^3*g^2*r*x+351416*b^2*c^3*g*r^2*x+471448*b^2*c^3*g* r*x^2+262440*b^2*c^3*p^2*r*x+635888*b^2*c^3*p*r*x^2+61768*b^2*c^3*q^2*r*x+ 635888*b^2*c^3*q*r*x^2-521*b^3*g^3*p*r*x-269*b^3*g^3*q*r*x+3503*b^3*g^2*p^2*r*x +21912*b^3*g^2*p*r*x^2-647*b^3*g^2*q^2*r*x+21912*b^3*g^2*q*r*x^2+8735*b^3*g*p^3 *r*x+38577*b^3*g*p^2*r*x^2-887*b^3*g*q^3*r*x+38577*b^3*g*q^2*r*x^2+13604*b^3*p^ 3*q*r*x+12666*b^3*p^2*q^2*r*x+54219*b^3*p^2*q*r*x^2+3284*b^3*p*q^3*r*x+54219*b^ 3*p*q^2*r*x^2+103960*b^2*c^4*g*r*x+239152*b^2*c^4*p*r*x+123760*b^2*c^4*q*r*x+ 3489536*b*c^3*r*x^2+320506*a*q^3*r*x^2+512152*b^3*c*r*x^2+240320*b^3*p*r*x^2+ 2177124*b^2*c^2*r*x^2+3489536*a*c^3*r*x^2-80*b^5*r-840*b^5*r^2-2412*b^4*r^3-452 *q^4*a+3066*p*q^4+23680*b^4*c+64428*b^3*p^2+2856*q^2*b^3+2464*b^4*r+1347*q^4*r+ 3088*q*b^4+201*q^5*r^2-1601*q^3*r^4+98688*b^3*c-84*q^3*b+8674*q^2*b^2+67220*b^3 *p+15180*q*b^3+70*q^3*g^2-456*q^4*g-298*q^4*b+648*q^3*b^2-7050*b^3*r^2-410*q^4* c+158616*b^3*c^2+14776*b^4*p+695*g^2*r^6+622*g*r^7+206*r^7*x-7981*r^6*x^2+7981* r^6*x+648*a^5*r+2716*a^5*r^2-69870*r^3*c^4+244*a^4*r^3+730016*c^3*g*p*q*r^2*x+ 77184*b*g^2*p^2*q*r^2*x+74952*b*g^2*p*q*r^3*x-32936*b*g^2*p*q*r^2*x^2+90710*b*g *p^3*q*r^2*x+96804*b*g*p^2*q^2*r^2*x+117810*b*g*p^2*q*r^3*x-103050*b*g*p^2*q*r^ 2*x^2+89850*b*g*p*q^2*r^3*x-103050*b*g*p*q^2*r^2*x^2+60738*b*g*p*q*r^4*x-243632 *b*g*p*q*r^3*x^2+203472*b*c*g^2*p*r^3*x-44480*b*c*g^2*p*r^2*x^2-44480*b*c*g^2*q *r^2*x^2+242362*b*c*g*p^3*r^2*x-771*b*c*g*p^2*q*r^3+315327*b*c*g*p^2*r^3*x-\ 194272*b*c*g*p^2*r^2*x^2-5202*b*c*g*p*q^2*r^3+20441*b*c*g*p*q*r^4+155548*b*c*g* p*r^4*x-532392*b*c*g*p*r^3*x^2-194272*b*c*g*q^2*r^2*x^2-532392*b*c*g*q*r^3*x^2+ 288036*b*c*p^3*q*r^2*x+311724*b*c*p^2*q^2*r^2*x+363756*b*c*p^2*q*r^3*x-387324*b *c*p^2*q*r^2*x^2+278832*b*c*p*q^2*r^3*x-387324*b*c*p*q^2*r^2*x^2+178444*b*c*p*q *r^4*x-801944*b*c*p*q*r^3*x^2+212491*b*c*g^2*p^2*r^2*x-3307*b*c*g^2*p*q*r^3+ 397402*b*c^2*g^2*p*r^2*x+727136*b*c^2*g*p^2*r^2*x-1862*b*c^2*g*p*q*r^3+660434*b *c^2*g*p*r^3*x-353976*b*c^2*g*p*r^2*x^2-353976*b*c^2*g*q*r^2*x^2+852684*b*c^2*p ^2*q*r^2*x+556656*b*c^2*p*q^2*r^2*x+756428*b*c^2*p*q*r^3*x-768200*b*c^2*p*q*r^2 *x^2+927804*b*c^3*g*p*r^2*x+1062424*b*c^3*p*q*r^2*x+108534*b^2*g*p^2*q*r^2*x+ 100900*b^2*g*p*q*r^3*x-44174*b^2*g*p*q*r^2*x^2+304394*b^2*c*g*p^2*r^2*x+490*b^2 *c*g*p*q*r^3+279704*b^2*c*g*p*r^3*x-57416*b^2*c*g*p*r^2*x^2-57416*b^2*c*g*q*r^2 *x^2+374588*b^2*c*p^2*q*r^2*x+327856*b^2*c*p*q*r^3*x-268368*b^2*c*p*q*r^2*x^2+ 581184*b^2*c^2*g*p*r^2*x+699296*b^2*c^2*p*q*r^2*x+50142*a*g^2*p*q^2*r^2*x+84516 *a*g^2*p*q*r^3*x-32936*a*g^2*p*q*r^2*x^2+95974*a*g*p^3*q*r^2*x+104700*a*g*p^2*q ^2*r^2*x+133116*a*g*p^2*q*r^3*x-103050*a*g*p^2*q*r^2*x^2+43626*a*g*p*q^3*r^2*x+ 105156*a*g*p*q^2*r^3*x-103050*a*g*p*q^2*r^2*x^2+76438*a*g*p*q*r^4*x-243632*a*g* p*q*r^3*x^2+22588*a*g^3*p*q*r^2*x+80946*a*g^2*p^2*q*r^2*x+12168*b^2*c^2*g*p*r^3 +519080*b^2*c^2*p^2*r^2*x+7440*b^2*c^2*p*q*r^3+452060*b^2*c^2*p*r^3*x-242092*b^ 2*c^2*p*r^2*x^2-242092*b^2*c^2*q*r^2*x^2-23308*b^3*c*p*r^2*x^2-23308*b^3*c*q*r^ 2*x^2+13708*b^3*g*p*r^2*x^2+13708*b^3*g*q*r^2*x^2-19038*b^3*p*q*r^2*x^2+673960* b^2*c^3*p*r^2*x+37208*a*p^4*q*r^2*x+58332*a*p^3*q^2*r^2*x+63854*a*p^3*q*r^3*x-\ 63812*a*p^3*q*r^2*x^2+42248*a*p^2*q^3*r^2*x+79026*a*p^2*q^2*r^3*x-95718*a*p^2*q ^2*r^2*x^2+46864*a*p^2*q*r^4*x-179889*a*p^2*q*r^3*x^2+41514*a*p*q^3*r^3*x-63812 *a*p*q^3*r^2*x^2+44936*a*p*q^2*r^4*x-179889*a*p*q^2*r^3*x^2+13694*a*p*q*r^5*x-\ 150902*a*p*q*r^4*x^2+37250*a*g^2*p^3*r^2*x-2205*a*g^2*p^2*q*r^3+53841*a*g^2*p^2 *r^3*x-16468*a*g^2*p^2*r^2*x^2-2346*a*g^2*p*q^2*r^3+1423*a*g^2*p*q*r^4+31668*a* g^2*p*r^4*x-72057*a*g^2*p*r^3*x^2-16468*a*g^2*q^2*r^2*x^2-72057*a*g^2*q*r^3*x^2 +30537*a*g*p^4*r^2*x-1468*a*g*p^3*q*r^3+53692*a*g*p^3*r^3*x-34350*a*g*p^3*r^2*x ^2-2850*a*g*p^2*q^2*r^3+3998*a*g*p^2*q*r^4+39844*a*g*p^2*r^4*x-121816*a*g*p^2*r ^3*x^2-1796*a*g*p*q^3*r^3+1090*a*g*p*q^2*r^4+4732*a*g*p*q*r^5+11313*a*g*p*r^5*x -114020*a*g*p*r^4*x^2-34350*a*g*q^3*r^2*x^2-121816*a*g*q^2*r^3*x^2-114020*a*g*q *r^4*x^2+18994*a*g^3*p^2*r^2*x-1326*a*g^3*p*q*r^3+5945*a*g^3*p*r^2*x^2+5945*a*g ^3*q*r^2*x^2-4820*a*c*p*q^3*r^3+4696*a*c*p*q^2*r^4+15290*a*c*p*q*r^5+31746*a*c* p*r^5*x-354864*a*c*p*r^4*x^2-129108*a*c*q^3*r^2*x^2-400972*a*c*q^2*r^3*x^2-\ 354864*a*c*q*r^4*x^2-2583*a*c*g^3*p*r^3-3825*a*c*g^2*p^2*r^3+7185*a*c*g^2*p*r^4 -2120*a*c*g*p^3*r^3+15150*a*c*g*p^2*r^4+16210*a*c*g*p*r^5+96288*a*c*p^4*r^2*x-\ 4020*a*c*p^3*q*r^3+165960*a*c*p^3*r^3*x-129108*a*c*p^3*r^2*x^2-7680*a*c*p^2*q^2 *r^3+13280*a*c*p^2*q*r^4+119692*a*c*p^2*r^4*x-400972*a*c*p^2*r^3*x^2+396516*a*c ^2*p^3*r^2*x-14742*a*c^2*p^2*q*r^3+536630*a*c^2*p^2*r^3*x-384100*a*c^2*p^2*r^2* x^2-15744*a*c^2*p*q^2*r^3+22402*a*c^2*p*q*r^4+289512*a*c^2*p*r^4*x-886028*a*c^2 *p*r^3*x^2-384100*a*c^2*q^2*r^2*x^2-886028*a*c^2*q*r^3*x^2-497600*a*c^3*q*r^2*x ^2-8611*a*c^2*g^2*p*r^3-9075*a*c^2*g*p^2*r^3+26727*a*c^2*g*p*r^4-163444*a*b*q*r ^4*x^2+731584*a*c^4*p*r^2*x-11668*a*c^3*g*p*r^3+783140*a*c^3*p^2*r^2*x-18864*a* c^3*p*q*r^3+746516*a*c^3*p*r^3*x-497600*a*c^3*p*r^2*x^2-283054*a^2*g*r*x-399944 *a*b^2*r*x-290126*b^2*g*r*x-398632*p^3*q*r*x-208400*p*q^3*r*x-395248*a^2*b*r*x-\ 4009936*c^3*p*r*x-2775232*c^3*q*r*x-3078840*c^2*p^2*r*x-1493264*c^2*q^2*r*x-\ 1018818*c*p^3*r*x-344474*c*q^3*r*x-450505*b*p^3*r*x-244184*b^3*p*r*x-1980392*b^ 2*c^2*r*x+286590*b^2*g*r*x^2-3329864*b*c^3*r*x+10256*b^2*a^2*c^2*q^2+87040*b^2* a^2*c^2*q+4032*b^2*a^2*c^2*g^2+59504*b^2*a^2*c^2*p^2+238096*b^2*a^2*c^2*p-\ 190507*a*q^3*r*x-452408*b^3*c*r*x-125232*a*b^3*r*x+397596*a*b^2*r*x^2-3649208*a *c^3*r*x+5832*r^2*a^2*c^3-65358*r^4*a*c^2-12554*r^2*c^2*g^3-81984*p*c^2*r^4-\ 98533*r^3*c^3*g+2902*a^2*g^3*r+7488*a^4*g*r^2+7680*a^3*b^2*r^2+3432*a^4*b*r-\ 84288*r^2*c^4*g-209900*p^2*c^2*r^3-308076*b^2*r^2*p*c^2-231060*r^2*q*c^2*p^2+ 10292*a^3*b*g*r+13432*a^2*b^2*g*r-46700*r^4*g*a*c-31887*b*r^3*g^2*p-44393*b*r^3 *g^2*c-22038*r^2*p*g^3*c-22700*r^2*p^2*g^2*q-34976*r^2*p^2*g^2*b-30611*r^2*p^2* g^2*a-4669*r^2*p*g^3*q-5076*r^2*p*g^3*a-80379*r^2*p^2*g^2*c-61925*b*r^3*g*p^2-\ 134841*r^2*a^2*c*p^2-143502*b*r^3*g*c^2+19528*r^2*a^2*c*g^2-74313*r^2*c^2*g^2*b -57882*p*c*r^4*g-122670*r^3*c^2*g*a-259356*r^2*c^2*g*p^2-74746*p*c*r^3*g^2-\ 44737*r^2*p^3*a*q-184044*b*r^3*c^2*a-65296*r^2*p^3*a*b-141132*p^2*c*r^3*g-\ 229057*p*c^2*r^3*g-138148*r^2*a^2*c^2*p-57968*r^2*p^2*a^2*b+66224*r^2*a^2*c^2*q -315020*r^2*a*c^3*p-13504*r^2*a*c^3*q-81029*q*r^3*g*c^2+4420*r^2*q*a^3*p-46481* q*r^3*g*p^2-23314*b^2*r^2*p*a^2+8268*b^2*r^2*a^2*g-28132*b^2*r^2*c*g^2-236456*a ^3*q*r*x+397596*a^2*b*r*x^2-2373856*a^2*c^2*r*x+286590*a^2*g*r*x^2+99072*x^2*g+ 384768*x^2*c+180288*x^2*q+180288*x^2*p+139968*x^2*a+139968*x^2*b+4302*c^2*p^2*r ^6*x^2+2070*c^2*p*r^7*x^2+2952*c^2*q^4*r^4*x^2+4748*c^2*q^3*r^5*x^2+4302*c^2*q^ 2*r^6*x^2+2070*c^2*q*r^7*x^2+2952*c^2*p^4*r^4*x^2+4748*c^2*p^3*r^5*x^2+9216*c^3 *p^3*r^4*x^2+11368*c^3*p^2*r^5*x^2+7008*c^3*p*r^6*x^2+9216*c^3*q^3*r^4*x^2+ 11368*c^3*q^2*r^5*x^2+7008*c^3*q*r^6*x^2+16128*c^4*p^2*r^4*x^2+13536*c^4*p*r^5* x^2+16128*c^4*q^2*r^4*x^2+13536*c^4*q*r^5*x^2+14976*c^5*p*r^4*x^2+14976*c^5*q*r ^4*x^2+252*b*p^5*r^4*x^2+495*b*p^4*r^5*x^2+585*b*p^3*r^6*x^2+414*b*p^2*r^7*x^2+ 162*b*p*r^8*x^2+252*b*q^5*r^4*x^2+495*b*q^4*r^5*x^2+585*b*q^3*r^6*x^2+414*b*q^2 *r^7*x^2+162*b*q*r^8*x^2+21012*c^2*g^2*p*q*r^4*x^2+27936*c^2*g*p^2*q*r^4*x^2+ 27936*c^2*g*p*q^2*r^4*x^2+23032*c^2*g*p*q*r^5*x^2+43584*c^3*g*p*q*r^4*x^2+37641 *q^2*b*r^2*c-14625*b*r^3*g^2*a-63142*a^2*r^3*b*c-348518*r^2*a*c^2*p^2+5246*a*b* g^3*r-32972*a^2*r^3*q*c+4576*a*b^4*c*q+3120*a*b^4*c*g+7496*q^2*b*r^2*p+17440*a* b^4*c*p-72547*p^2*a*r^3*q-94686*p^2*a*r^3*b-49985*p*a^2*r^3*q-47842*p*a^2*r^3*g -65432*p*a^2*r^3*b-19188*r^2*b*c^2*a^2-217754*p^2*a*r^3*c-39433*a^2*r^3*c*g-\ 190578*r^2*c^3*g*b+13955*r^2*q*a^2*g^2-70316*p^2*a*r^3*g-134676*b^2*r^2*c^2*g-\ 428332*r^2*b*c^3*p+134966*p^2*a*g^2+23534*b*g^2*q+1711208*b*c^4*r*x^2+833696*b* c^3*r^2*x^2+134844*b^2*p^3*r*x^2+235428*b^3*c*r^2*x^2+20596*b^3*g^2*r*x^2+ 124449*b^3*p^2*r*x^2+1527992*b^2*c^3*r*x^2+677236*b^2*c^2*r^2*x^2+14520*b^2*g^3 *r*x^2+64667*a*q^4*r*x^2+98596*b^4*c*r*x^2+14256*b^4*g*r*x^2+46514*b^4*p*r*x^2+ 605364*b^3*c^2*r*x^2+19280*a*b^4*r*x^2+117368*a*b^3*r^2*x^2+1711208*a*c^4*r*x^2 +833696*a*c^3*r^2*x^2+4996*a*g^4*r*x^2+677236*a^2*c^2*r^2*x^2+14520*a^2*g^3*r*x ^2+134844*a^2*q^3*r*x^2+20596*a^3*g^2*r*x^2+124449*a^3*q^2*r*x^2+38560*a^2*b^3* r*x^2+1527992*a^2*c^3*r*x^2+2976*a*b^3*c^3*g*r^2+360*a*b^4*g*p*r^3+600*a*b^4*c* g*r^3+1008*a*b^4*c*p^2*r^2+2016*a*b^4*c*p*r^3+180*a*b^4*g*p^2*r^2+176*a*b^5*c*p *r^2+16*a*b^5*c*q*r^2+512*a*b^4*c^2*g*r^2+1888*a*b^4*c^2*p*r^2+2790*b*g*p*q*r^6 *x^2+1800*b*g^3*p*q*r^4*x^2+4050*b*g^2*p^2*q*r^4*x^2+4050*b*g^2*p*q^2*r^4*x^2+ 3420*b*g^2*p*q*r^5*x^2+3780*b*g*p^3*q*r^4*x^2+5670*b*g*p^2*q^2*r^4*x^2+4590*b*g *p^2*q*r^5*x^2+3780*b*g*p*q^3*r^4*x^2+4590*b*g*p*q^2*r^5*x^2+14244*b*c*p*q^2*r^ 5*x^2+8604*b*c*p*q*r^6*x^2+8208*b*c*g^2*p*r^5*x^2+9501*b*c*g^2*q^2*r^4*x^2+8208 *b*c*g^2*q*r^5*x^2+8898*b*c*g*p^3*r^4*x^2+11068*b*c*g*p^2*r^5*x^2+6876*b*c*g*p* r^6*x^2+8898*b*c*g*q^3*r^4*x^2+11068*b*c*g*q^2*r^5*x^2+6876*b*c*g*q*r^6*x^2+ 11808*b*c*p^3*q*r^4*x^2+17712*b*c*p^2*q^2*r^4*x^2+14244*b*c*p^2*q*r^5*x^2+11808 *b*c*p*q^3*r^4*x^2+4161*b*c*g^3*p*r^4*x^2+4161*b*c*g^3*q*r^4*x^2+9501*b*c*g^2*p ^2*r^4*x^2+41472*b*c^2*p^2*q*r^4*x^2+41472*b*c^2*p*q^2*r^4*x^2+34104*b*c^2*p*q* r^5*x^2+22074*b*c^2*g^2*p*r^4*x^2+22074*b*c^2*g^2*q*r^4*x^2+31230*b*c^2*g*p^2*r ^4*x^2+26452*b*c^2*g*p*r^5*x^2+31230*b*c^2*g*q^2*r^4*x^2+26452*b*c^2*g*q*r^5*x^ 2-32*a^6+48384*b*c^3*g*p*r^4*x^2+48384*b*c^3*g*q*r^4*x^2+64512*b*c^3*p*q*r^4*x^ 2-58010*b*g*p^2*r^2*x+129352*b*g*p*r^3*x-58886*b*p^2*q*r^2*x-128692*b*p*q^2*r^2 *x+155702*b*p*q*r^3*x-517896*c^2*g*p*r^2*x-97442*b*g^2*p*r^2*x+3804*a^2*r^3*b+ 23894*b^2*r^2*a^2+30434*p*a^4*r+10109*a^2*r^3*g+4477*r^2*c*g^3+65281*p^4*c*r+ 453562*p^2*c^3*r+272064*a*c^4*r+47453*q^2*a^2*r^2+73540*q^2*c^2*r^2+114002*q^2* c^3*r+7814*q^3*r^2*p+18170*q^3*r^2*a+36330*q^3*c^2*r+22981*q^3*c*r^2+7454*q^3*r *g-112468*r^2*p^2*c^2-53521*r^2*p^3*c+24892*q*p^4*r+13558*q^3*r*a^2-41503*b^2*p ^2*r^2+33426*b^2*p^3*r-20476*b^2*r^3*g-19165*b^2*r^3*a-122980*b^2*c^2*r^2+81076 *b^2*c^3*r-12564*r^2*q*p^3+240*r^2*p*g^3+21734*p^4*r*g+159920*q*c^4*r+26969*p^3 *r*g^2-8984*r^2*p^2*g^2+4325*q*r^2*g^3+8045*r^2*g^3*a+27299*r^2*g^2*a^2-11676*b *r^3*g^2-1775*r^3*g^2*a+112774*r^2*a^3*c+39705*p^4*a*r+10166*q*a^4*r+143856*a^3 *c^2*r+45536*r^2*p*a^3+2304*a^2*b^3*g+88098*p^3*a^2*r+1007*g^4*q*r+25628*b*p^4* r+84793*p^2*a^3*r-16711*r^2*p^3*g+147720*c^4*g*r+359736*p*c^4*r+31148*c^2*g^3*r +22789*q^3*p^2*r-106068*r^2*b*c^3+1099*q^2*p^2*r^2+4154*c*g^4*r+69964*r^2*q*c^3 +35547*q^2*p^3*r+25100*a^4*c*r-16059*r^4*b*g+2740*b^3*a*q^2-2320*r^2*c^3*g+6829 *r^2*c^2*g^2+251544*p^3*c^2*r-1542*b^2*r^2*g^2+1905*b*r^2*g^3-3486*b^3*r^2*a+ 9565*q^2*r^2*g^2-503252*b*c^2*p*r^2*x-96532*b*c*p^2*r^2*x+488162*b*c*p*r^3*x-\ 200*a^5*c*g*r^2-1016*a^5*c*p^2*r-80*a^5*c*q^2*r-236*a^5*g*p^2*r-372*a^5*p^2*q*r -120*a^5*p*q^2*r-32*a^6*p*q*r-160*a^5*b*c^2*r-304*a^5*b*c*r^2-304*a^5*b*p^2*r-\ 80*a^5*c^2*g*r-1088*a^5*c^2*p*r-320*a^5*c^2*q*r-64*a^6*c*p*r-27584*g^3*p*r^2*x-\ 29659*g^2*p^2*r^2*x+39087*g^2*p*r^3*x-4996*g*p^3*r^2*x+98356*g*p^2*r^3*x+95852* g*p*r^4*x-4262*p^3*q*r^2*x-36960*p^2*q^2*r^2*x+114500*p^2*q*r^3*x-45018*p*q^3*r ^2*x+55234*p*q^2*r^3*x+109358*p*q*r^4*x+1002*c*p^3*r^2*x+317438*c*p^2*r^3*x+ 296784*c*p*r^4*x-430368*c^3*p*r^2*x-135684*c^2*p^2*r^2*x+509600*c^2*p*r^3*x-\ 56448*c^5*g*p*r-20592*c^5*g*q*r-42512*c^5*p*q*r-42072*c^4*g^2*p*r-14240*c^4*g^2 *q*r-84308*c^4*g*p^2*r-7060*c^4*g*q^2*r-69996*c^4*p^2*q*r+7816*b^2*a^2*p^3*q+ 49272*b^2*a^2*p^2*q+18924*a^2*b^2*p*q^2-2605*b*g*p^5*r+32*b*g*q^5*r+80068*a^2*b ^2*p*q-2605*b*p^5*q*r-3670*b*p^4*q^2*r-2130*b*p^3*q^3*r-295*b*p^2*q^4*r+95*b*p* q^5*r-524*b*g^4*p^2*r+29*b*g^4*q^2*r-2336*b*g^3*p^3*r+87*b*g^3*q^3*r-3729*b*g^2 *p^4*r+95*b*g^2*q^4*r+6024*b^2*a^2*p^2*q^2-16905*b*c^2*g^3*r^2-34580*b*c^2*g^2* r^3+633*b*c^2*g*r^4-39700*b*c^2*p^4*r+766*b*c^2*q^4*r+12*b*c*g^5*r-1629*b*c*g^4 *r^2-7703*b*c*g^3*r^3-2847*b*c*g^2*r^4+11100*b*c*g*r^5-8186*b*c*p^5*r+100*b*c*q ^5*r+13*b*g^5*p*r+5*b*g^5*q*r-49712*b*c^5*g*r-94312*b*c^5*p*r-36696*b*c^5*q*r-\ 32664*b*c^4*g^2*r-109412*b*c^4*g*r^2-133632*b*c^4*p^2*r-14328*b*c^4*q^2*r-9268* b*c^3*g^3*r-65196*b*c^3*g^2*r^2-64756*b*c^3*g*r^3-98778*b*c^3*p^3*r-342*b*c^3*q ^3*r-916*b*c^2*g^4*r-5067*b^2*p^3*q^2*r-1329*b^2*p^2*q^3*r+180*b^2*p*q^4*r+2500 *b^2*a^2*g^2*p^2+5740*b^2*a^2*g^2*p+5720*b^2*a^2*g*p^3-5198*b^2*g^2*p^3*r+122*b ^2*g^2*q^3*r+33896*b^2*a^2*g*p^2-5403*b^2*g*p^4*r+51568*b^2*a^2*g*p+71*b^2*g*q^ 4*r-5427*b^2*p^4*q*r-56*b^2*c*g^4*r-5086*b^2*c*g^3*r^2-13603*b^2*c*g^2*r^3+2237 *b^2*c*g*r^4-18205*b^2*c*p^4*r+215*b^2*c*q^4*r-10*b^2*g^4*p*r+4*b^2*g^4*q*r-\ 1677*b^2*g^3*p^2*r+43*b^2*g^3*q^2*r-44552*b^2*c^4*q*r-26048*b^2*c^3*g^2*r-96652 *b^2*c^3*g*r^2-127312*b^2*c^3*p^2*r+176*b^2*a^2*g*q^3-13056*b^2*c^3*q^2*r+2288* b^2*a^2*g*q^2+10528*b^2*a^2*g*q-4032*b^2*c^2*g^3*r-38096*b^2*c^2*g^2*r^2-38948* b^2*c^2*g*r^3-68886*b^2*c^2*p^3*r-256*b^2*c^2*q^3*r-2437*b^3*p^2*q^2*r+53*b^3*p *q^3*r+1480*a^2*b^2*p*q^3+124*b^2*a^2*g^2*q^2+988*b^2*a^2*g^2*q-57600*b^2*c^4*g *r-116000*b^2*c^4*p*r+78*b^3*c*q^3*r-140*b^3*g^3*p*r-16*b^3*g^3*q*r-2613*b^3*g^ 2*p^2*r+16*b^3*g^2*q^2*r-5014*b^3*g*p^3*r+56*b^3*g*q^3*r-5033*b^3*p^3*q*r-30336 *b^3*c^3*g*r-68176*b^3*c^3*p*r-24368*b^3*c^3*q*r-7812*b^3*c^2*g^2*r-36788*b^3*c ^2*g*r^2-54624*b^3*c^2*p^2*r-4248*b^3*c^2*q^2*r-320*b^3*c*g^3*r-7680*b^3*c*g^2* r^2-9454*b^3*c*g*r^3-19352*b^3*c*p^3*r+56697*b^2*p^2*r*g+121367*q^2*p^2*r*a+ 60120*r^2*p*a^2*g-16100*b*r^3*g*a+73871*a^3*r*p*g+99360*p^3*a*r*g+10420*b*g^2*q *r^2+103000*b*g^2*c^2*r+33711*a*q*g^2*r^2+7428*a*q*g^3*r+127709*q^2*a*c*r^2+ 60508*r^2*c*g^2*a+148197*p^2*a^2*r*g+16853*q^2*p*r^2*g+52375*q^2*c*r^2*g-41667* r^2*p^2*g*b+269650*p*a^3*c*r-684*r^2*p^2*g*a-8009*r^2*p^2*g*q-67195*r^2*p^2*g*c +19396*b*g^3*c*r+88910*p*b*a^3*r+16864*p*b*g^3*r+109142*q*c*a^3*r-7002*r^2*c*g^ 2*b+4866*b*g^3*q*r-223124*r^2*b*c^2*p+308244*q^2*c^2*r*p+122972*q^2*c^2*r*b+ 396792*b*a*c^3*r+27060*b^2*p*r*g^2+537896*b*p*c^3*r+111173*q^2*c^2*r*g+20113*a^ 2*q*g^2*r+23653*a^3*q*g*r-20391*r^2*p^2*a*c+56263*q*p^2*g^2*r+29724*b^3*a*c*r+ 3440*a*b^4*p*q+88138*a^2*r*b^2*p+49424*c*g^3*p*r+27176*r^2*q*c^2*p+19284*c*g^3* q*r+341096*q*c^2*a^2*r+146754*r^2*a^2*c*b+9072*q^2*b*r*g^2+157397*r^2*a^2*c*g+ 63669*b*g*p^3*r+64287*q*p^3*g*r+164810*r^2*a^2*c*p+214648*r^2*a^2*c*q+25462*b^2 *q*r*a^2+43161*q^2*p*c*r^2+47315*q^2*p*a*r^2+29106*b^2*c*r*g^2+86396*b^2*a^2*c* r+209616*b*g*c^3*r+913424*p*a*c^3*r+17947*q*p*g^3*r+53290*r^2*p*a^2*b+786644*p* a^2*c^2*r-62492*r^2*c^2*g*p+93352*r^2*a*c^2*p+257440*r^2*a*c^2*q+78218*r^2*c^2* g*q-73912*r^2*c^2*g*b+240881*c^2*g^2*p*r+154124*r^2*c^2*g*a+849416*p^2*c^2*a*r+ 459663*p^2*c^2*r*g+118589*q*a*p^3*r+192356*p^3*c*q*r+195402*p^3*c*b*r+309908*p^ 3*c*a*r+168800*p^3*c*r*g+520136*p^2*c^2*b*r+187493*q*a^2*p^2*r-9957*r^2*p*g^2*b +105042*q*a^3*p*r+12803*b^2*r^2*g*a+22591*b*r^2*g^2*a+557076*q*c^3*r*p+404400*q *c^3*r*a+56786*b*r^2*g*a^2+64176*r^2*b*c^2*a+91022*b^2*c^2*r*g+328*a*b^4*g*q+ 108707*b^2*p^2*r*a+172923*b^2*p^2*r*c+67529*b^2*p^2*r*q+217366*q*c^3*r*g+13552* b^3*c*r*g+65830*a^3*g*c*r-51455*b^2*c*r^2*g+81156*b*a^3*c*r+27482*b*a^3*q*r+ 22680*b^2*q*r^2*a+182128*b^2*c^2*r*a+254784*b^2*c^2*r*p+108132*b^2*c^2*r*q+ 16761*q^2*b*r^2*g+1596*b^2*q*r^2*g+118528*b*p^3*r*a+15436*r^2*p^2*a*q+2152*a*b^ 4*g*p-17281*r^3*q*b*g+31282*b^3*r*a*p+44443*q^2*a*r^2*b+72797*q^2*p^2*r*b+46170 *q^3*a*c*r+45787*q^3*p*a*r+22515*q^3*c*r*g+23595*q^3*p*r*g+35254*q^2*a^2*r*b+ 12976*q^3*r*g*a+71452*q^3*r*p*c+19280*a^4*b*r*x^2+98596*a^4*c*r*x^2+14256*a^4*g *r*x^2+46514*a^4*q*r*x^2+38560*a^3*b^2*r*x^2+117368*a^3*b*r^2*x^2+605364*a^3*c^ 2*r*x^2+235428*a^3*c*r^2*x^2+2016*a^2*b^3*g*p^2+4976*a^2*b^3*g*p+26816*b^2*a^2* c^3*q+74065*r^2*q*a^2*g-24299*r^3*a*c*g-146670*r^3*p*c*g-47311*r^3*q*p*a-40607* r^3*q*p*g-86206*r^3*p*b*a-70413*r^3*p*b*g+6276*r^3*q*c*a-64090*r^3*q*c*b-125454 *r^3*q*c*p-26265*r^3*q*c*g-6488*r^3*q*b*a-64453*r^3*q*b*p-73646*r^3*b*c*a-\ 227084*r^3*b*c*p-88731*r^3*b*c*g+5558*r^3*a*q*g-54072*r^3*p*a*g-177330*r^3*p*c* a+74245*q*b*p^3*r+63536*c*g^2*a^2*r+11204*a^2*b*g^2*r-179799*b^2*r^2*p^2*c+8316 *q*b*c^2*r^2-76530*r^2*c^3*g*a+234568*q*b*c^3*r+83806*r^2*q*a^2*p-51480*b^2*r^2 *p^2*g-67969*b^2*r^2*p^2*a-156208*p*a^2*r^3*c+2286*a*b*g^3*r^2-10522*b^2*a*c*r^ 2-141364*b^2*r^2*a*c^2-19946*b^2*r^2*p*g^2-9488*b^2*r^2*a^2*c-4046*b*c*p^2*r^4+ 18626*b*c*p*r^5-14375*b*g^2*p^3*r^2-2193*b*g^2*p*r^4-12121*b*g*p^4*r^2-14234*b* g*p^3*r^3-2176*b*g*p^2*r^4+5351*b*g*p*r^5-19331*b^2*g*p^3*r^2-219*b^2*g*p*r^4-\ 20067*b^2*p^3*q*r^2+65072*b^2*p^3*r^2*x-16919*b^2*p^2*q*r^3+124190*b^2*p^2*r^3* x+106844*b^2*p^2*r^2*x^2+81410*b^2*p*r^4*x-34811*b^2*p*r^3*x^2+106844*b^2*q^2*r ^2*x^2-34811*b^2*q*r^3*x^2-222968*b*c^4*p*r^2-263532*b*c^3*p^2*r^2-132650*b*c^3 *p*r^3-144672*b*c^2*p^3*r^2-119576*b*c^2*p^2*r^3-2056*b*c^2*p*r^4-37561*b*c*p^4 *r^2-42784*b*c*p^3*r^3+3529*b*c^2*g^2*r^5-113266*a*q*r^4*x^2+2923*b*c^2*g*r^6+ 21*b*c*g^5*r^3+221*b*c*g^4*r^4+674*b*c*g^3*r^5+97352*b^3*p*r^2*x^2+97352*b^3*q* r^2*x^2-200732*b^2*c^3*p*r^2-173298*b^2*c^2*p^2*r^2-78258*b^2*c^2*p*r^3-62790*b ^2*c*p^3*r^2-47200*b^2*c*p^2*r^3+5180*b^2*c*p*r^4+182*b*c^3*g^4*r^2+2124*b*c^3* g^3*r^3-7978*a*g^3*p^2*r^2-6377*a*g^3*p*r^3+6642*b*c^3*g^2*r^4+7692*b*c^3*g*r^5 -16022*a*g^2*p^3*r^2-5794*a*g^2*p*r^4-13656*a*g*p^4*r^2-18824*a*g*p^3*r^3-7876* a*g*p^2*r^4+2028*a*g*p*r^5-14445*a*p^4*q*r^2+36635*a*p^4*r^2*x+13*b*c^2*g^5*r^2 -18011*a*p^3*q^2*r^2-20470*a*p^3*q*r^3+97395*a*p^3*r^3*x+45544*a*p^3*r^2*x^2-\ 9443*a*p^2*q^3*r^2-20463*a*p^2*q^2*r^3-9260*a*p^2*q*r^4+98545*a*p^2*r^4*x-69280 *a*p^2*r^3*x^2+345*b*c^2*g^4*r^3-7756*a*p*q^3*r^3-7323*a*p*q^2*r^4+1533*a*p*q*r ^5+45488*a*p*r^5*x-113266*a*p*r^4*x^2+45544*a*q^3*r^2*x^2+1818*b*c^2*g^3*r^4-\ 69280*a*q^2*r^3*x^2+63680*b^2*a^2*c^3*p+19744*b^2*a^2*c^3*g+386*a^2*b*c*g^3*r^3 +2586*a^2*b*c*g^2*r^4+4054*a^2*b*c*g*r^5+2040*a^2*b*c^3*g^2*r^2+11512*a^2*b*c^3 *g*r^3+248*a^2*b*c^2*g^3*r^2+3756*a^2*b*c^2*g^2*r^3+10324*a^2*b*c^2*g*r^4+64308 *a*b*c^2*g*p*r^4*x^2+64308*a*b*c^2*g*q*r^4*x^2+90936*a*b*c^2*p*q*r^4*x^2+21418* r^2*q*a^3*b-1753*r^2*c*g^3*q-20907*r^2*c^2*g^2*q+19892*r^2*q*a^3*g+121247*q^2*a ^2*c*r+112953*q^2*p*a^2*r-263544*r^2*c^3*g*p+355408*c^3*g*a*r+879*r^2*c*g^3*a-\ 27043*r^2*p^2*a*b-338526*p*a*r^3*c^2+26756*c*g^3*a*r-120457*r^2*c^2*g^2*p+31556 *q^2*a^2*r*g-186632*r^2*b*c^3*a-141034*b^2*p*c*r^2-30431*q*b*p^2*r^2+77616*r^2* q*a^2*b-15448*b^2*p*a*r^2+213228*q^2*c^2*r*a-7762*r^2*a^3*c*p+103243*q*c^2*r*g^ 2-4935*r^2*p*g^2*a^2-8276*r^2*p*g^3*b-11787*r^2*p*g^2*c-214246*p*c^2*r^3*q-\ 314336*p*c^2*r^3*b-139080*p^2*c*r^3*q-190456*p^2*c*r^3*b-37664*r^2*p^2*a^2*q+ 523458*p^2*c^2*q*r+486937*p^2*c*a^2*r+25022*r*g^3*p*a-143772*r^2*p^3*a*c+30892* r^2*c*g^2*q-34028*p*a*r^4*g+193698*q^2*p^2*r*c+64760*q^2*p^2*r*g+45108*q^2*a*r^ 2*g+15888*q^2*a*r*g^2-33768*p*a*r^3*g^2+148261*p^2*c*r*g^2+65351*a^2*r*p*g^2-\ 33341*r^2*p^2*c*q+159048*c^2*g^2*a*r+265002*c^2*g*a^2*r+2119*r^2*p*a^3*g-2618*r ^2*p*a^3*b+313692*b*a^2*c^2*r-204864*r^2*q*c^3*p-150331*r^2*p^2*c*b+491974*c^3* g*p*r+32548*q^2*c*r*g^2+32223*q^2*p*r*g^2-100762*q*r^3*a*c^2+177678*b*p^2*a^2*r -985*r^2*c*g^4-8199*r^4*g^2*a-5225*q^2*r^2*p*g^2-10017*r^4*g^2*p-14439*r^4*g^2* c-14859*q^2*r^2*p^3+678*a*g^4*r^2+206*c*a*g^4*q^2+8125*q^2*a*r^2*g^2+42*c*a*g^5 *q-1253*r^2*p*g^4+1038*a*g^4*r-2986*a^2*c^2*g^3*r^2-6480*a^2*c^2*g^2*r^3+4794*a ^2*c^2*g*r^4-13612*a^2*c^2*p^4*r-342*a^2*c^2*q^4*r-289*a^2*c*g^4*r^2-1781*a^2*c *g^3*r^3+341*a^2*c*g^2*r^4+5108*a^2*c*g*r^5-2812*a^2*c*p^5*r-14*a^2*c*q^5*r-\ 7776*a^2*c^4*g^2*r-19096*a^2*c^4*g*r^2-43248*a^2*c^4*p^2*r-8456*a^2*c^4*q^2*r-\ 2080*a^2*c^3*g^3*r-11420*a^2*c^3*g^2*r^2+1924*a^2*b*g^2*q^2-9496*a^2*c^3*g*r^3+ 7336*a^2*b*g^2*q-33320*a^2*c^3*p^3*r-2576*a^2*c^3*q^3*r-196*a^2*c^2*g^4*r-19104 *a^2*b*c^5*r-25920*a^2*b*c^4*r^2-6296*a^2*b*c^3*r^3+11976*a^2*b*c^2*r^4+8492*a^ 2*b*c*r^5-823*a^2*b*g^3*r^3-174*a^2*b*g^2*r^4+2161*a^2*b*g*r^5-1197*a^2*b*p^5*r -12416*a^2*c^5*g*r-28128*a^2*c^5*p*r-12736*a^2*c^5*q*r+76*a^2*b*g^3*q^2+468*a^2 *b*g^3*q-1216*a^2*b^4*c^2*r-928*a^2*b^4*c*r^2-520*a^2*b^4*p^2*r-736*a^2*b^4*p*r ^2+11152*a^2*g*b*q^2-7712*a^2*b^3*c^3*r-6944*a^2*b^3*c^2*r^2-1272*a^2*b^3*c*r^3 -984*a^2*b^3*g*r^3-1800*a^2*b^3*p^3*r-18368*a^2*b^2*c^4*r-20320*a^2*b^2*c^3*r^2 -3480*a^2*b^2*c^2*r^3+4888*a^2*b^2*c*r^4-1424*a^2*b^2*g^2*r^3+292*a^2*b^2*g*r^4 -2244*a^2*b^2*p^4*r+456978*b*c*g*p*q*r^2*x+88348*a*b*g*p*q*r^2*x+320110*a*c*g*p *q*r^2*x-23864*b*g^2*p^2*q*r^2+59569*b*g^2*p^2*r^2*x-16361*b*g^2*p*q*r^3+141110 *b*g^2*p*r^2*x^2+141110*b*g^2*q*r^2*x^2-30319*b*g*p^3*q*r^2+88352*b*g*p^3*r^2*x -24186*b*g*p^2*q^2*r^2-28841*b*g*p^2*q*r^3+176859*b*g*p^2*r^3*x+144785*b*g*p^2* r^2*x^2-16900*b*g*p*q^2*r^3-5329*b*g*p*q*r^4+121518*b*g*p*r^4*x-53381*b*g*p*r^3 *x^2+144785*b*g*q^2*r^2*x^2-53381*b*g*q*r^3*x^2+109070*b*p^3*q*r^2*x-94578*b*c* p^3*q*r^2+296308*b*c*p^3*r^2*x-76692*b*c*p^2*q^2*r^2-85358*b*c*p^2*q*r^3+567144 *b*c*p^2*r^3*x+374572*b*c*p^2*r^2*x^2-49396*b*c*p*q^2*r^3-10446*b*c*p*q*r^4+ 375522*b*c*p*r^4*x-254802*b*c*p*r^3*x^2+374572*b*c*q^2*r^2*x^2-254802*b*c*q*r^3 *x^2-111064*b*c^2*p*q^2*r^2-141826*b*c^2*p*q*r^3+1099602*b*c^2*p*r^3*x+983816*b *c^2*p*r^2*x^2+983816*b*c^2*q*r^2*x^2-77777*b*c*g^2*p^2*r^2-46718*b*c*g^2*p*r^3 -93471*b*c*g*p^3*r^2-81067*b*c*g*p^2*r^3-6455*b*c*g*p*r^4-287842*b*c^3*g*p*r^2-\ 263244*b*c^3*p*q*r^2+912428*b*c^3*p*r^2*x-130165*b*c^2*g^2*p*r^2-255195*b*c^2*g *p^2*r^2-138463*b*c^2*g*p*r^3-248870*b*c^2*p^2*q*r^2+816286*b*c^2*p^2*r^2*x-\ 31690*b^2*g*p^2*q*r^2+92201*b^2*g*p^2*r^2*x-19346*b^2*g*p*q*r^3+205260*b^2*g*p* r^2*x^2+205260*b^2*g*q*r^2*x^2+122810*b^2*p^2*q*r^2*x+165232*b^2*p*q*r^3*x+ 213688*b^2*p*q*r^2*x^2-181934*b^2*c^2*g*p*r^2-171516*b^2*c^2*p*q*r^2+616392*b^2 *c^2*p*r^2*x-105711*b^2*c*g*p^2*r^2-54164*b^2*c*g*p*r^3-105866*b^2*c*p^2*q*r^2+ 359874*b^2*c*p^2*r^2*x-56318*b^2*c*p*q*r^3+480528*b^2*c*p*r^3*x+545500*b^2*c*p* r^2*x^2+545500*b^2*c*q*r^2*x^2-53381*a*g*p*r^3*x^2+144785*a*g*q^2*r^2*x^2-53381 *a*g*q*r^3*x^2+103878*a*p^3*q*r^2*x+91824*a*p^2*q^2*r^2*x+221787*a*p^2*q*r^3*x+ 136632*a*p^2*q*r^2*x^2+18554*a*p*q^3*r^2*x+151389*a*p*q^2*r^3*x+136632*a*p*q^2* r^2*x^2+162018*a*p*q*r^4*x-138560*a*p*q*r^3*x^2-6539*a*g^3*p*q*r^2-498*a*g^3*p* r^2*x-26765*a*g^2*p^2*q*r^2+49227*a*g^2*p^2*r^2*x-10343*a*g^2*p*q^2*r^2-21143*a *g^2*p*q*r^3+94691*a*g^2*p*r^3*x+141110*a*g^2*p*r^2*x^2+141110*a*g^2*q*r^2*x^2-\ 34705*a*g*p^3*q*r^2+81978*a*g*p^3*r^2*x-28134*a*g*p^2*q^2*r^2-38533*a*g*p^2*q*r ^3+182387*a*g*p^2*r^3*x+144785*a*g*p^2*r^2*x^2-6777*a*g*p*q^3*r^2-22514*a*g*p*q ^2*r^3-13179*a*g*p*q*r^4+136136*a*g*p*r^4*x-116458*a*c*p^2*q*r^3+586220*a*c*p^2 *r^3*x+374572*a*c*p^2*r^2*x^2-22806*a*c*p*q^3*r^2-67496*a*c*p*q^2*r^3-35782*a*c *p*q*r^4+423386*a*c*p*r^4*x-254802*a*c*p*r^3*x^2+374572*a*c*q^2*r^2*x^2-254802* a*c*q*r^3*x^2-23485*a*c*g^3*p*r^2-83639*a*c*g^2*p^2*r^2-60491*a*c*g^2*p*r^3-\ 104152*a*c*g*p^3*r^2-108706*a*c*g*p^2*r^3-30996*a*c*g*p*r^4-108562*a*c*p^3*q*r^ 2+276712*a*c*p^3*r^2*x-89364*a*c*p^2*q^2*r^2+3640*b*p^3*r^2*x+148816*b*p^2*r^3* x+135848*b*p*r^4*x-17888*b^2*p^2*r^2*x-189818*b^2*c*p*r^2*x-99774*b^2*g*p*r^2*x -107262*b^2*p*q*r^2*x-150384*a*g^2*p*r^2*x-127340*a*g*p^2*r^2*x+90172*a*g*p*r^3 *x-144572*a*p^2*q*r^2*x-214378*a*p*q^2*r^2*x+121418*a*p*q*r^3*x-316540*a*c*p^2* r^2*x+368042*a*c*p*r^3*x-1068852*a*c^2*p*r^2*x-198992*a*b^2*p*r^2*x-142202*a*b* p^2*r^2*x+149340*a*b*p*r^3*x-737198*a^2*c*p*r^2*x-263784*a^2*g*p*r^2*x-320114*a ^2*p*q*r^2*x-322666*a^2*b*p*r^2*x+7902*g^3*p*q*r^2*x+53490*g^2*p^2*q*r^2*x+ 18540*g^2*p*q^2*r^2*x+83592*g^2*p*q*r^3*x+96416*g^2*p*q*r^2*x^2+73696*g*p^3*q*r ^2*x+66438*g*p^2*q^2*r^2*x+147345*g*p^2*q*r^3*x+89574*g*p^2*q*r^2*x^2+14888*g*p *q^3*r^2*x+99243*g*p*q^2*r^3*x+89574*g*p*q^2*r^2*x^2+103070*g*p*q*r^4*x-98228*g *p*q*r^3*x^2-56451*c*g*p^2*q^2*r^2-68551*c*g*p^2*q*r^3+395510*c*g*p^2*r^3*x+ 248802*c*g*p^2*r^2*x^2-14509*c*g*p*q^3*r^2-39934*c*g*p*q^2*r^3-15723*c*g*p*q*r^ 4+273090*c*g*p*r^4*x-181699*c*g*p*r^3*x^2+248802*c*g*q^2*r^2*x^2-181699*c*g*q*r ^3*x^2+232064*c*p^3*q*r^2*x+215184*c*p^2*q^2*r^2*x+451176*c*p^2*q*r^3*x+226500* c*p^2*q*r^2*x^2+54848*c*p*q^3*r^2*x+307344*c*p*q^2*r^3*x+226500*c*p*q^2*r^2*x^2 +308872*c*p*q*r^4*x-338884*c*p*q*r^3*x^2-17261*c*g^3*p*q*r^2+31202*c*g^3*p*r^2* x-57555*c*g^2*p^2*q*r^2+152139*c*g^2*p^2*r^2*x-24669*c*g^2*p*q^2*r^2-39117*c*g^ 2*p*q*r^3+231365*c*g^2*p*r^3*x+250029*c*g^2*p*r^2*x^2+250029*c*g^2*q*r^2*x^2-\ 69075*c*g*p^3*q*r^2+198316*c*g*p^3*r^2*x+11340*a*b^2*g*p*q*r^4*x^2+3960*b^2*g^2 *p*q*r^4*x^2+5940*b^2*g*p^2*q*r^4*x^2+5940*b^2*g*p*q^2*r^4*x^2+5016*b^2*g*p*q*r ^5*x^2+19002*b*c*g^2*p*q*r^4*x^2+26694*b*c*g*p^2*q*r^4*x^2+26694*b*c*g*p*q^2*r^ 4*x^2+22136*b*c*g*p*q*r^5*x^2+62460*b*c^2*g*p*q*r^4*x^2+810*b*g^3*p*r^5*x^2+900 *b*g^3*q^2*r^4*x^2+810*b*g^3*q*r^5*x^2+1350*b*g^2*p^3*r^4*x^2+1710*b*g^2*p^2*r^ 5*x^2+1080*b*g^2*p*r^6*x^2+1350*b*g^2*q^3*r^4*x^2+1710*b*g^2*q^2*r^5*x^2+1080*b *g^2*q*r^6*x^2+945*b*g*p^4*r^4*x^2+1530*b*g*p^3*r^5*x^2+1395*b*g*p^2*r^6*x^2+ 675*b*g*p*r^7*x^2+945*b*g*q^4*r^4*x^2+1530*b*g*q^3*r^5*x^2+2017774*b*c^2*q^2*r* x^2+140882*b*c*g^3*r*x^2+900*b*g^3*p^2*r^4*x^2+264460*b^2*g*p^2*r*x^2+264460*b^ 2*g*q^2*r*x^2+404532*b^2*p^2*q*r*x^2+404532*b^2*p*q^2*r*x^2+2127216*b*c^3*g*r*x ^2+3042512*b*c^3*p*r*x^2+3042512*b*c^3*q*r*x^2+897586*b*c^2*g^2*r*x^2+929894*b* c^2*g*r^2*x^2+2017774*b*c^2*p^2*r*x^2+388002*a*p^2*q^2*r*x^2+258668*a*p*q^3*r*x ^2+286630*b^3*c*g*r*x^2+550544*b^3*c*p*r*x^2+550544*b^3*c*q*r*x^2+135077*b^3*g* p*r*x^2+135077*b^3*g*q*r*x^2+248898*b^3*p*q*r*x^2+1292312*b^2*c^2*g*r*x^2+ 2052416*b^2*c^2*p*r*x^2+2052416*b^2*c^2*q*r*x^2+305078*b^2*c*g^2*r*x^2+499040*b ^2*c*g*r^2*x^2+913898*b^2*c*p^2*r*x^2+913898*b^2*c*q^2*r*x^2+143618*b^2*g^2*p*r *x^2+143618*b^2*g^2*q*r*x^2+591494*a*c*q^3*r*x^2+66256*a*g^3*p*r*x^2+66256*a*g^ 3*q*r*x^2+182920*a*g^2*p^2*r*x^2+182920*a*g^2*q^2*r*x^2+186327*a*g*p^3*r*x^2+ 186327*a*g*q^3*r*x^2+258668*a*p^3*q*r*x^2+269688*a*b*q^3*r*x^2+2127216*a*c^3*g* r*x^2+3042512*a*c^3*p*r*x^2+3042512*a*c^3*q*r*x^2+897586*a*c^2*g^2*r*x^2+929894 *a*c^2*g*r^2*x^2+2017774*a*c^2*p^2*r*x^2+2017774*a*c^2*q^2*r*x^2+140882*a*c*g^3 *r*x^2+344927*a*c*g^2*r^2*x^2+591494*a*c*p^3*r*x^2+29040*a*b*g^3*r*x^2+2952*b*c *p^4*r^4*x^2+4748*b*c*p^3*r^5*x^2+4302*b*c*p^2*r^6*x^2+2070*b*c*p*r^7*x^2+2952* b*c*q^4*r^4*x^2+4748*b*c*q^3*r^5*x^2+4302*b*c*q^2*r^6*x^2+2070*b*c*q*r^7*x^2+ 182292*a*b*g^2*r^2*x^2+269688*a*b*p^3*r*x^2+1816092*a*b^2*c^2*r*x^2+706284*a*b^ 2*c*r^2*x^2+61788*a*b^2*g^2*r*x^2+256353*a*b^2*g*r^2*x^2+373347*a*b^2*p^2*r*x^2 +13824*b*c^2*p^3*r^4*x^2+17052*b*c^2*p^2*r^5*x^2+10512*b*c^2*p*r^6*x^2+13824*b* c^2*q^3*r^4*x^2+17052*b*c^2*q^2*r^5*x^2+10512*b*c^2*q*r^6*x^2+373347*a*b^2*q^2* r*x^2+3055984*a*b*c^3*r*x^2+1354472*a*b*c^2*r^2*x^2+27072*b*c^3*p*r^5*x^2+32256 *b*c^3*q^2*r^4*x^2+27072*b*c^3*q*r^5*x^2+1292312*a^2*c^2*g*r*x^2+2052416*a^2*c^ 2*p*r*x^2+2052416*a^2*c^2*q*r*x^2+305078*a^2*c*g^2*r*x^2+499040*a^2*c*g*r^2*x^2 +913898*a^2*c*p^2*r*x^2+913898*a^2*c*q^2*r*x^2+143618*a^2*g^2*p*r*x^2+143618*a^ 2*g^2*q*r*x^2+264460*a^2*g*p^2*r*x^2+264460*a^2*g*q^2*r*x^2+404532*a^2*p^2*q*r* x^2+404532*a^2*p*q^2*r*x^2+394384*a*b^3*c*r*x^2+57024*a*b^3*g*r*x^2+186056*a*b^ 3*p*r*x^2+186056*a*b^3*q*r*x^2-2513*a*b^2*g^3*r^2*x+4158*a*b^2*g^3*r*x^2+28683* a*b^2*g^2*r^3*x+49704*a*b^2*g^2*r^2*x^2+40991*a*b^2*g*r^4*x-61476*a*b^2*g*r^3*x ^2+13477*a*b^2*p^4*r*x+54219*a*b^2*p^3*r*x^2-2003*a*b^2*q^4*r*x+54219*a*b^2*q^3 *r*x^2+114304*a*b*c^5*r*x-25728*a*c^2*p^3*r^3*x^2+13188*a*c^2*p^2*r^4*x^2+38168 *a*c^2*p*r^5*x^2-25728*a*c^2*q^3*r^3*x^2+13188*a*c^2*q^2*r^4*x^2+38168*a*c^2*q* r^5*x^2+68965*b^2*c*r*g*q+47206*b*g*q*r*a^2+28739*b^2*q*r*g*a-300*b^4*c*q^2*r-\ 280*b^4*g^2*p*r-32*b^4*g^2*q*r-1976*b^4*g*p^2*r-3316*b^4*g*p*r^2-4*b^4*g*q^2*r-\ 1968*b^4*p^2*q*r-204*b^4*p*q^2*r-448*b^5*c*g*r-2288*b^5*c*p*r-376*b^5*c*q*r-224 *b^5*g*p*r-16*b^5*g*q*r-220*b^5*p*q*r-6896*b^4*c^2*g*r-19416*b^4*c^2*p*r-5704*b ^4*c^2*q*r-576*b^4*c*g^2*r-5576*b^4*c*g*r^2-10124*b^4*c*p^2*r-14428*b^4*c*p*r^2 -170*a*p^2*q^4*r+165*a*p*q^5*r+5840*a^3+6732*g^3+24248*b^3+1008*a^2*b*g^3*p*q-\ 1773*b*c^2*g^4*p*r-563*b*c^2*g^4*q*r+128970*p*a^2*b*g*q+16284*a^3*r+9306*g^3*r+ 18632*b^3*r+43704*a^2*b+24032*a^2*g+23712*a*g^2+62112*a*b^2+49748*b^2*g+32388*b *g^2-30732*b*c^3*p^2*q^2*r+2972*a^2*b*g^2*p*q^2+21778*a^2*b*g^2*p*q-7364*b*c^3* p*q^3*r-40588*b*c^3*p^3*q*r+7306*a^2*b*g^2*p^2*q-41828*b*c^3*g*p^3*r+1076*a*b*g ^3*p*q^2-2444*b*c^3*g*q^3*r+12676*a^2*g*b*p^3*q+10206*a^2*g*b*p^2*q^2+80532*a^2 *g*b*p^2*q+2744*p*a^2*b*g*q^3+288*a*b*g^4*p*q+32784*p*a^2*b*g*q^2-34578*b*c^3*g ^2*p^2*r-5438*b*c^3*g^2*q^2*r+2924*a*b*g^3*p^2*q-23420*b*c^4*p*q^2*r-10628*b*c^ 3*g^3*p*r-4120*b*c^3*g^3*q*r-17968*b*c^5*g*q*r-35936*b*c^5*p*q*r-30096*b*c^4*g^ 2*p*r-12728*b*c^4*g^2*q*r+7748*g^2*b*a*p^3*q-57584*b*c^4*g*p^2*r-10120*b*c^4*g* q^2*r-53620*b*c^4*p^2*q*r+5920*g^2*b*a*p^2*q^2+7876*a*b*g*p^4*q+1412*b*a*p*g^2* q^3-40704*b*c^5*g*p*r+9312*a*b*g*p^3*q^2+4560*p^2*g*b*a*q^3+748*b*g*p*a*q^4+ 3696*a^4*b*c*g*p+8608*a^4*b*c*p*q+1200*a^4*b*c*g*q-16825*a^2*c*p^4*r+1403*a^2*c *q^4*r+246*a^2*g^4*p*r+100*a^2*g^4*q*r-823*a^2*g^3*p^2*r+417*a^2*g^3*q^2*r-4263 *a^2*g^2*p^3*r+695*a^2*g^2*q^3*r-5440*a^2*c^3*g^2*r-59412*a^2*c^3*g*r^2-84816*a ^2*c^3*p^2*r+1600*a^2*c^3*q^2*r+544*a^2*c^2*g^3*r-20086*a^2*c^2*g^2*r^2-61146*a ^2*c^2*g*r^3-56076*a^2*c^2*p^3*r+4750*a^2*c^2*q^3*r+264*a^2*c*g^4*r-1576*a^2*c* g^3*r^2-19274*a^2*c*g^2*r^3-18687*a^2*c*g*r^4-1264598*a*b*p^2*r*x-554182*a*b*q^ 2*r*x+1980*a^2*g^2*p^2*r^4*x^2+1782*a^2*g^2*p*r^5*x^2+1408*a^4*b*g*p*q+574*r^7+ 5176*a*b*c^2*g^3*q+9708*a*b*c^2*g^2*q^2+85916*a*b*c^2*g^2*q+6260*c^2*g*b*a*q^3+ 88676*c^2*g*b*a*q^2+231810*c*g*q*b+64778*q*g*b*a+225704*b*p*q*g+554*a*g^4*p^2*q +214*a*g^4*p*q^2+44*a*g^5*p*q+396*a*g^3*p*q^3+1956*g^3*a*p^3*q+1548*g^3*a*p^2*q ^2-9192*a^2*b^2*p^3*r+708*a^2*b^2*q^3*r-42512*a^2*b*c^4*r-98784*a^2*b*c^3*r^2-\ 78864*a^2*b*c^2*r^3-19344*a^2*b*c*r^4+642*a^2*b*g^3*r^2-7369*a^2*b*g^2*r^3-8072 *a^2*b*g*r^4-7265*a^2*b*p^4*r+512*a^2*b*q^4*r-19840*a^2*c^4*g*r-59272*a^2*c^4*p *r-15328*a^2*c^4*q*r-11072*a^2*b^3*c*r^2-48*a^2*b^3*g*r^2-3920*a^2*b^3*p^2*r+ 280*a^2*b^3*q^2*r-33600*a^2*b^2*c^3*r-57224*a^2*b^2*c^2*r^2-30596*a^2*b^2*c*r^3 +672*a^2*b^2*g^2*r^2-9088*a^2*b^2*g*r^3+41120*a^2*b*c^4*q-576*a^2*b^4*c*r-192*a ^2*b^4*p*r-32*a^2*b^4*q*r-9696*a^2*b^3*c^2*r+91552*a^2*b*c^4*p+660*a^3*g^3*p*r+ 284*a^3*g^3*q*r-638*a^3*g^2*p^2*r+883*a^3*g^2*q^2*r-3596*a^3*g*p^3*r+956*a^3*g* q^3*r-3915*a^3*p^3*q*r-649*a^3*p^2*q^2*r+1319*a^3*p*q^3*r+2692*a^3*c^2*g^2*r-\ 9500*a^3*c^2*g*r^2-25048*a^3*c^2*p^2*r+6128*a^3*c^2*q^2*r+680*a^3*c*g^3*r+34304 *a^2*b*c^4*g+452*a^3*c*g^2*r^2-18130*a^3*c*g*r^3-13626*a^3*c*p^3*r+2696*a^3*c*q ^3*r+1520*a^3*b^2*g*r^2-2488*a^3*b^2*p^2*r+912*a^3*b^2*q^2*r-6688*a^3*b*c^3*r-\ 21368*a^3*b*c^2*r^2-23744*a^3*b*c*r^3+1664*a^3*b*g^2*r^2-6956*a^3*b*g*r^3-5328* a^3*b*p^3*r+1044*a^3*b*q^3*r+624*a^3*c^3*g*r-15456*a^3*c^3*p*r+2112*a^3*c^3*q*r +2984*a*g^2*p^4*q+3632*a*g^2*p^3*q^2-2785872*b*c*p*x-1394640*b*c*q*x-739320*b*g *p*x-343752*b*g*q*x-937320*b*p*q*x-1950000*c*g*p*x-980304*c*g*q*x-2323200*c*p*q *x-679056*g*p*q*x-2803344*a*c*p*x-735000*a*g*p*x-1035936*a*b*p*x-1010616*a*p*q* x+344*a*p*g^2*q^4+1872*p^2*a*g^2*q^3-398260*a*g*r*x-1095196*a*p*r*x-581836*a*q* r*x-1708744*b*c*r*x-419396*b*g*r*x-1024796*b*p*r*x-511436*b*q*r*x-1188544*c*g*r *x-2490400*c*p*r*x-1372816*c*q*r*x-738272*g*p*r*x-381656*g*q*r*x-896504*p*q*r*x +1150320*b*c*g*x^2+2098992*b*c*q*x^2+1702680*b*c*r*x^2+539376*b*g*q*x^2+408828* b*g*r*x^2+803316*b*q*r*x^2+1465152*c*g*q*x^2+1188544*c*g*r*x^2+1931608*c*q*r*x^ 2+559964*g*q*r*x^2+1613664*a*b*c*x^2+757392*a*b*p*x^2+757392*a*b*q*x^2+574000*a *b*r*x^2+1150320*a*c*g*x^2+2098992*a*c*p*x^2+2098992*a*c*q*x^2+1702680*a*c*r*x^ 2+539376*a*g*p*x^2+539376*a*g*q*x^2+408828*a*g*r*x^2+973968*a*p*q*x^2+803316*a* p*r*x^2+803316*a*q*r*x^2+2098992*b*c*p*x^2+539376*b*g*p*x^2+973968*b*p*q*x^2+ 803316*b*p*r*x^2+1465152*c*g*p*x^2+2323200*c*p*q*x^2+1931608*c*p*r*x^2+679056*g *p*q*x^2+559964*g*p*r*x^2+896504*p*q*r*x^2-1613664*a*b*c*x-478848*a*b*q*x-\ 1094976*a*c*g*x-1412112*a*c*q*x-339432*a*g*q*x-1205664*b*c*g*x+132*a^2*g^4+2008 *a^2*g^3+21335*x*r^5+2744*p^3*g*a*q^3+78510*q*g^2*c+2096*a*g*p^5*q+83946*q*g^2* p-574000*a*b*r*x-1696616*a*c*r*x+1016*p^2*g*a*q^4+20516*a*g^2*q+3466*a*g*p^4*q^ 2+136*a*g*p*q^5+94616*a*b*c^2*p^3*q+77256*a*b*c^2*p^2*q^2-4212*c^2*p^3*q^3*r-\ 1338*c^2*p^2*q^4*r-114*c^2*p*q^5*r+5368*b^3*g^2+22074*a*c^2*g^2*q*r^4*x^2+31230 *a*c^2*g*p^2*r^4*x^2+26452*a*c^2*g*p*r^5*x^2+31230*a*c^2*g*q^2*r^4*x^2+26452*a* c^2*g*q*r^5*x^2+41472*a*c^2*p^2*q*r^4*x^2+41472*a*c^2*p*q^2*r^4*x^2+34104*a*c^2 *p*q*r^5*x^2+22074*a*c^2*g^2*p*r^4*x^2+48384*a*c^3*g*p*r^4*x^2+48384*a*c^3*g*q* r^4*x^2+64512*a*c^3*p*q*r^4*x^2+3960*a*b*g*q^3*r^4*x^2+5016*a*b*g*q^2*r^5*x^2+ 3168*a*b*g*q*r^6*x^2+5544*a*b*p^3*q*r^4*x^2+8316*a*b*p^2*q^2*r^4*x^2+6732*a*b*p ^2*q*r^5*x^2+5544*a*b*p*q^3*r^4*x^2+6732*a*b*p*q^2*r^5*x^2+4092*a*b*p*q*r^6*x^2 +27762*b^2*c*g*p*q*r^4*x^2+19002*a*c*g^2*p*q*r^4*x^2+26694*a*c*g*p^2*q*r^4*x^2+ 26694*a*c*g*p*q^2*r^4*x^2+22136*a*c*g*p*q*r^5*x^2+62460*a*c^2*g*p*q*r^4*x^2-\ 2988*g*p^2*r^6*x-3308*g*p^2*r^5*x^2+1188*g*p*r^6*x^2-3254*g*q^5*r^2*x^2-8250*g* q^4*r^3*x^2-9070*g*q^3*r^4*x^2-3308*g*q^2*r^5*x^2+1188*g*q*r^6*x^2+222*p^5*q*r^ 3*x-4374*p^5*q*r^2*x^2+615*p^4*q^2*r^3*x-10935*p^4*q^2*r^2*x^2-1370*p^4*q*r^4*x -10420*p^4*q*r^3*x^2+900*p^3*q^3*r^3*x-14580*p^3*q^3*r^2*x^2-1860*p^3*q^2*r^4*x -20840*p^3*q^2*r^3*x^2-3250*p^3*q*r^5*x-10480*p^3*q*r^4*x^2-10935*p^2*q^4*r^2*x ^2-20840*p^2*q^3*r^3*x^2-15720*p^2*q^2*r^4*x^2-2874*p^2*q*r^5*x^2-4374*p*q^5*r^ 2*x^2-10420*p*q^4*r^3*x^2-2934*g^4*q*r^3*x^2+561*g^3*p^3*r^3*x-4786*g^3*p^3*r^2 *x^2-721*g^3*p^2*r^4*x-8960*g^3*p^2*r^3*x^2-6269*g^3*p*r^4*x^2-4786*g^3*q^3*r^2 *x^2-8960*g^3*q^2*r^3*x^2-6269*g^3*q*r^4*x^2+416*g^2*p^4*r^3*x-5679*g^2*p^4*r^2 *x^2-1576*g^2*p^3*r^4*x-12522*g^2*p^3*r^3*x^2-2984*g^2*p^2*r^5*x-11487*g^2*p^2* r^4*x^2-3579*g^2*p*r^5*x^2-5679*g^2*q^4*r^2*x^2-12522*g^2*q^3*r^3*x^2-11487*g^2 *q^2*r^4*x^2-3579*g^2*q*r^5*x^2+171*g*p^5*r^3*x-3254*g*p^5*r^2*x^2-1285*g*p^4*r ^4*x-8250*g*p^4*r^3*x^2-3040*g*p^3*r^5*x-9070*g*p^3*r^4*x^2-1889*g^4*p^2*r^2*x^ 2-2934*g^4*p*r^3*x^2-1889*g^4*q^2*r^2*x^2+56*a^3*c^2*g^3*r^2+932*a^3*c^2*g^2*r^ 3+2956*a^3*c^2*g*r^4+94*a^3*c*g^3*r^3+766*a^3*c*g^2*r^4+1278*a^3*c*g*r^5+41530* a^2*g^2*p^2*r^2*x-3672*a^2*g^2*p*q*r^3+13711*a^2*g^2*p*r^2*x^2+13711*a^2*g^2*q* r^2*x^2+54934*a^2*g*p^3*r^2*x-4638*a^2*g*p^2*q*r^3+82243*a^2*g*p^2*r^3*x-22087* a^2*g*p^2*r^2*x^2-4308*a^2*g*p*q^2*r^3+1034*a^2*g*p*q*r^4+50958*a^2*g*p*r^4*x-\ 102238*a^2*g*p*r^3*x^2-22087*a^2*g*q^2*r^2*x^2-102238*a^2*g*q*r^3*x^2+184360*a^ 2*c*p^3*r^2*x-13026*a^2*c*p^2*q*r^3+265346*a^2*c*p^2*r^3*x-134184*a^2*c*p^2*r^2 *x^2-11742*a^2*c*p*q^2*r^3+5534*a^2*c*p*q*r^4+157066*a^2*c*p*r^4*x-378144*a^2*c *p*r^3*x^2-134184*a^2*c*q^2*r^2*x^2-378144*a^2*c*q*r^3*x^2-25992*a^2*c^2*p*q*r^ 3+548232*a^2*c^2*p*r^3*x-242092*a^2*c^2*p*r^2*x^2-242092*a^2*c^2*q*r^2*x^2-8049 *a^2*c*g^2*p*r^3-9933*a^2*c*g*p^2*r^3+6905*a^2*c*g*p*r^4+67076*a^2*b*p*r^4*x-\ 141546*a^2*b*p*r^3*x^2-28557*a^2*b*q^2*r^2*x^2-141546*a^2*b*q*r^3*x^2+644392*a^ 2*c^3*p*r^2*x-20954*a^2*c^2*g*p*r^3+535380*a^2*c^2*p^2*r^2*x-9204*a^2*b*c*p^2*r ^3+13916*a^2*b*c*p*r^4-3684*a^2*b*g*p^2*r^3+3094*a^2*b*g*p*r^4+76426*a^2*b*p^3* r^2*x-5133*a^2*b*p^2*q*r^3+112020*a^2*b*p^2*r^3*x-28557*a^2*b*p^2*r^2*x^2-5127* a^2*b*p*q^2*r^3+2553*a^2*b*p*q*r^4-24148*b^2*g^2*p^2*r^2*x^2-37776*b^2*g^2*p*r^ 3*x^2-24148*b^2*g^2*q^2*r^2*x^2-37776*b^2*g^2*q*r^3*x^2+2719*b^2*g*p^3*r^3*x-\ 30662*b^2*g*p^3*r^2*x^2-5935*b^2*g*p^2*r^4*x-57852*b^2*g*p^2*r^3*x^2-40912*b^2* g*p*r^4*x^2+1376*a^2*b^3*g*p*q+7214*b^2*c*p^3*r^3*x-107930*b^2*c*p^3*r^2*x^2-\ 21490*b^2*c*p^2*r^4*x-188744*b^2*c*p^2*r^3*x^2-123732*b^2*c*p*r^4*x^2-107930*b^ 2*c*q^3*r^2*x^2-188744*b^2*c*q^2*r^3*x^2-123732*b^2*c*q*r^4*x^2+30642*b^2*c^2*p ^2*r^3*x-357798*b^2*c^2*p^2*r^2*x^2-35272*b^2*c^2*p*r^4*x-435976*b^2*c^2*p*r^3* x^2-357798*b^2*c^2*q^2*r^2*x^2-435976*b^2*c^2*q*r^3*x^2-43275*b^3*p^2*q*r^2*x^2 -43275*b^3*p*q^2*r^2*x^2-54708*b^3*p*q*r^3*x^2+54680*b^2*c^3*p*r^3*x-524480*b^2 *c^3*p*r^2*x^2-524480*b^2*c^3*q*r^2*x^2+1344*a^3*c^4*g*r^2+504*a^3*c^3*g^2*r^2+ 2952*a^3*c^3*g*r^3+1656*a^3*b^2*c*r^4+360*a^3*b^2*g*r^4+2208*a^3*b*c^4*r^2+4800 *a^3*b*c^3*r^3+4480*a^3*b*c^2*r^4+1836*a^3*b*c*r^5+264*a^3*b*g^2*r^4+528*a^3*b* g*r^5+320*a^3*b^3*c^2*r^2+416*a^3*b^3*c*r^3+1440*a^3*b^2*c^3*r^2+2496*a^3*b^2*c ^2*r^3+486*c*p^5*r^3*x-9886*c*p^5*r^2*x^2-3900*c*p^4*r^4*x-24642*c*p^4*r^3*x^2-\ 9150*c*p^3*r^5*x-26502*c*p^3*r^4*x^2-8964*c*p^2*r^6*x-9058*c*p^2*r^5*x^2+3972*c *p*r^6*x^2-9886*c*q^5*r^2*x^2-24642*c*q^4*r^3*x^2-26502*c*q^3*r^4*x^2-9058*c*q^ 2*r^5*x^2+3972*c*q*r^6*x^2+76*a^4*c*g^2*r^3+492*a^4*c*g*r^4+304*a^4*c^3*g*r^2+ 48*a^4*c^2*g^2*r^2+520*a^4*c^2*g*r^3+3396*c^2*p^4*r^3*x-55586*c^2*p^4*r^2*x^2-\ 15376*c^2*p^3*r^4*x-115982*c^2*p^3*r^3*x^2-28164*c^2*p^2*r^5*x-99618*c^2*p^2*r^ 4*x^2-18600*c^2*p*r^6*x-26840*c^2*p*r^5*x^2-55586*c^2*q^4*r^2*x^2-115982*c^2*q^ 3*r^3*x^2-99618*c^2*q^2*r^4*x^2-26840*c^2*q*r^5*x^2-165888*c^3*p^3*r^2*x^2-\ 26992*c^3*p^2*r^4*x-271204*c^3*p^2*r^3*x^2-35492*c^3*p*r^5*x-164288*c^3*p*r^4*x ^2-165888*c^3*q^3*r^2*x^2+160*a^4*b^2*c^2*r^2-271204*c^3*q^2*r^3*x^2-164288*c^3 *q*r^4*x^2+224*a^4*b^2*c*r^3+512*a^4*b*c^3*r^2+880*a^4*b*c^2*r^3+720*a^4*b*c*r^ 4+180*a^4*b*g*r^4+12936*c^3*p^3*r^3*x+29184*c^5*p*r^3*x-245920*c^5*p*r^2*x^2-\ 245920*c^5*q*r^2*x^2+16*a^5*c^2*g*r^2+24*a^5*c*g*r^3+27072*c^4*p^2*r^3*x-277184 *c^4*p^2*r^2*x^2-19296*c^4*p*r^4*x-314856*c^4*p*r^3*x^2-277184*c^4*q^2*r^2*x^2-\ 314856*c^4*q*r^3*x^2+207*b*p^5*r^3*x-4811*b*p^5*r^2*x^2-1995*b*p^4*r^4*x-12243* b*p^4*r^3*x^2-4610*b*p^3*r^5*x-13553*b*p^3*r^4*x^2-5108*b*p^2*r^5*x^2+1596*b*p* r^6*x^2-4811*b*q^5*r^2*x^2-12243*b*q^4*r^3*x^2-13553*b*q^3*r^4*x^2-5108*b*q^2*r ^5*x^2+1596*b*q*r^6*x^2+32*a^5*b*c^2*r^2+48*a^5*b*c*r^3+593*b^2*p^4*r^3*x-12139 *b^2*p^4*r^2*x^2-3908*b^2*p^3*r^4*x-26994*b^2*p^3*r^3*x^2-25091*b^2*p^2*r^4*x^2 -8170*b^2*p*r^5*x^2-12139*b^2*q^4*r^2*x^2-26994*b^2*q^3*r^3*x^2-25091*b^2*q^2*r ^4*x^2-8170*b^2*q*r^5*x^2-19468*b^3*p*r^4*x^2-14425*b^3*q^3*r^2*x^2-27354*b^3*q ^2*r^3*x^2-19468*b^3*q*r^4*x^2+158170*a^2*g^2*c*p-7800*b^4*p^2*r^2*x^2-12300*b^ 4*p*r^3*x^2-7800*b^4*q^2*r^2*x^2-12300*b^4*q*r^3*x^2+473048*a^2*c*g*p^2-14425*b ^3*p^3*r^2*x^2-27354*b^3*p^2*r^3*x^2+375*a*p^5*r^3*x-4811*a*p^5*r^2*x^2-1665*a* p^4*r^4*x-12243*a*p^4*r^3*x^2-4220*a*p^3*r^5*x-13553*a*p^3*r^4*x^2-4224*a*p^2*r ^6*x-5108*a*p^2*r^5*x^2+1596*a*p*r^6*x^2-4811*a*q^5*r^2*x^2-12243*a*q^4*r^3*x^2 -13553*a*q^3*r^4*x^2-5108*a*q^2*r^5*x^2+1596*a*q*r^6*x^2-101367*b^2*c*g^2*p*r^2 *x^2-101367*b^2*c*g^2*q*r^2*x^2+22899*b^2*c*g*p^2*r^3*x-200869*b^2*c*g*p^2*r^2* x^2-17498*b^2*c*g*p*r^4*x-265588*b^2*c*g*p*r^3*x^2-200869*b^2*c*g*q^2*r^2*x^2-\ 265588*b^2*c*g*q*r^3*x^2+24882*b^2*c*p^2*q*r^3*x-323790*b^2*c*p^2*q*r^2*x^2-\ 323790*b^2*c*p*q^2*r^2*x^2-377488*b^2*c*p*q*r^3*x^2+59998*b^2*c^2*g*p*r^3*x-\ 436178*b^2*c^2*g*p*r^2*x^2-436178*b^2*c^2*g*q*r^2*x^2+68196*b^2*c^2*p*q*r^3*x-\ 715596*b^2*c^2*p*q*r^2*x^2-95042*b^3*c*g*p*r^2*x^2-95042*b^3*c*g*q*r^2*x^2-\ 188492*b^3*c*p*q*r^2*x^2-45360*b^3*g*p*q*r^2*x^2+10047*a*g^2*p^2*q*r^3*x-63663* a*g^2*p^2*q*r^2*x^2+10869*a*g^2*p*q^2*r^3*x-63663*a*g^2*p*q^2*r^2*x^2+310*a*g^2 *p*q*r^4*x-79734*a*g^2*p*q*r^3*x^2+7368*a*g*p^3*q*r^3*x-67168*a*g*p^3*q*r^2*x^2 +12156*a*g*p^2*q^2*r^3*x-100752*a*g*p^2*q^2*r^2*x^2-5676*a*g*p^2*q*r^4*x-111483 *a*g*p^2*q*r^3*x^2+8840*a*g*p*q^3*r^3*x-67168*a*g*p*q^3*r^2*x^2+612*a*g*p*q^2*r ^4*x-111483*a*g*p*q^2*r^3*x^2-9746*a*g*p*q*r^5*x-68588*a*g*p*q*r^4*x^2+5868*a*g ^3*p*q*r^3*x-22314*a*g^3*p*q*r^2*x^2-203780*a*c*p*q*r^4*x^2-11590*a^2*c^2*r^5*x -149992*a^2*c^2*r^4*x^2-6770*a^2*c*r^6*x-22320*a^2*c*r^5*x^2+18365*a*c*g*p^3*r^ 3*x-149622*a*c*g*p^3*r^2*x^2-18069*a*c*g*p^2*r^4*x-260593*a*c*g*p^2*r^3*x^2-\ 29237*a*c*g*p*r^5*x-169830*a*c*g*p*r^4*x^2-149622*a*c*g*q^3*r^2*x^2-260593*a*c* g*q^2*r^3*x^2-169830*a*c*g*q*r^4*x^2+21680*a*c*p^3*q*r^3*x-216264*a*c*p^3*q*r^2 *x^2+35712*a*c*p^2*q^2*r^3*x-324396*a*c*p^2*q^2*r^2*x^2-19464*a*c*p^2*q*r^4*x-\ 345894*a*c*p^2*q*r^3*x^2+25936*a*c*p*q^3*r^3*x-216264*a*c*p*q^3*r^2*x^2-744*a*c *p*q^2*r^4*x-345894*a*c*p*q^2*r^3*x^2-31372*a*c*p*q*r^5*x+14425*a*c*g^3*p*r^3*x -46897*a*c*g^3*p*r^2*x^2-46897*a*c*g^3*q*r^2*x^2+25182*a*c*g^2*p^2*r^3*x-139299 *a*c*g^2*p^2*r^2*x^2-2308*a*c*g^2*p*r^4*x-183579*a*c*g^2*p*r^3*x^2-139299*a*c*g ^2*q^2*r^2*x^2-183579*a*c*g^2*q*r^3*x^2+69120*a^2*c^5*r^2*x-57152*a^2*c^5*r*x^2 +67752*a^2*c^4*r^3*x-286984*a^2*c^4*r^2*x^2+16400*a^2*c^3*r^4*x-332928*a^2*c^3* r^3*x^2-2064*a^2*b^2*r^5*x-31512*a^2*b^2*r^4*x^2-3119*a^2*b*r^6*x-11910*a^2*b*r ^5*x^2+27328*a^2*c^6*r*x-20506*b*c*g*p*q*r^4*x-521186*b*c*g*p*q*r^3*x^2+1848*a^ 2*b^3*r^4*x-18360*a^2*b^3*r^3*x^2+40476*b*c*g^2*p*q*r^3*x-278598*b*c*g^2*p*q*r^ 2*x^2+42501*b*c*g*p^2*q*r^3*x-448866*b*c*g*p^2*q*r^2*x^2+47577*b*c*g*p*q^2*r^3* x-448866*b*c*g*p*q^2*r^2*x^2+115480*b*c^2*g*p*q*r^3*x-994044*b*c^2*g*p*q*r^2*x^ 2-1813*a^3*p^4*r*x^2+126*a^3*q^5*r*x-1813*a^3*q^4*r*x^2+1760*a^2*b^4*r^3*x+2040 *a^2*b^4*r^2*x^2+49518*b^2*c*g*p*q*r^3*x-401738*b^2*c*g*p*q*r^2*x^2+13708*a^3*g *q*r^2*x^2+58224*a^3*p^2*q*r^2*x+37098*a^3*p*q^2*r^2*x+65898*a^3*p*q*r^3*x-\ 19038*a^3*p*q*r^2*x^2-6456*a^2*b^2*c*p*r^3+79596*a^2*b^2*p^2*r^2*x-4584*a^2*b^2 *p*q*r^3+29976*a^2*b^2*p*r^2*x^2+29976*a^2*b^2*q*r^2*x^2-18456*a^2*b*c^2*p*r^3+ 39457*a^3*g*p^2*r^2*x-4334*a^3*g*p*q*r^3+13708*a^3*g*p*r^2*x^2+19984*a^3*b*q*r^ 2*x^2+251800*a^3*c^2*p*r^2*x-10318*a^3*c*g*p*r^3+148304*a^3*c*p^2*r^2*x-12248*a ^3*c*p*q*r^3+166684*a^3*c*p*r^3*x-23308*a^3*c*p*r^2*x^2-23308*a^3*c*q*r^2*x^2+ 41120*a^4*c*p*r^2*x+16576*a^4*p*q*r^2*x-11412*a^3*b*c*p*r^3+54040*a^3*b*p^2*r^2 *x-5176*a^3*b*p*q*r^3+19984*a^3*b*p*r^2*x^2-34074*g^2*p^2*q^2*r^2*x^2-2560*g^2* p^2*q*r^4*x-37566*g^2*p^2*q*r^3*x^2-22716*g^2*p*q^3*r^2*x^2-37566*g^2*p*q^2*r^3 *x^2-22974*g^2*p*q*r^4*x^2+1005*g*p^4*q*r^3*x-16270*g*p^4*q*r^2*x^2+2310*g*p^3* q^2*r^3*x-32540*g*p^3*q^2*r^2*x^2-3500*g*p^3*q*r^4*x-33000*g*p^3*q*r^3*x^2+2610 *g*p^2*q^3*r^3*x-32540*g*p^2*q^3*r^2*x^2-2790*g*p^2*q^2*r^4*x-49500*g*p^2*q^2*r ^3*x^2-6540*g*p^2*q*r^5*x-27210*g*p^2*q*r^4*x^2-16270*g*p*q^4*r^2*x^2-33000*g*p *q^3*r^3*x^2-27210*g*p*q^2*r^4*x^2-6616*g*p*q*r^5*x^2-3778*g^4*p*q*r^2*x^2+1893 *g^3*p^2*q*r^3*x-14358*g^3*p^2*q*r^2*x^2-14358*g^3*p*q^2*r^2*x^2-17920*g^3*p*q* r^3*x^2+1948*g^2*p^3*q*r^3*x-22716*g^2*p^3*q*r^2*x^2+3348*g^2*p^2*q^2*r^3*x-\ 213588*a*b*c*g*p*q*r^2+366126*a*b*c*g*p*r^2*x+536736*a*b*c*p*q*r^2*x+533284*b*c *g*p^2*q*r^2*x+339482*b*c*g*p*q^2*r^2*x+488814*b*c*g*p*q*r^3*x-388544*b*c*g*p*q *r^2*x^2+276016*b*c*g^2*p*q*r^2*x+984116*b*c^2*g*p*q*r^2*x+393504*b^2*c*g*p*q*r ^2*x+281180*a*c*g^2*p*q*r^2*x+558250*a*c*g*p^2*q*r^2*x+364448*a*c*g*p*q^2*r^2*x +553558*a*c*g*p*q*r^3*x-388544*a*c*g*p*q*r^2*x^2+1003972*a*c^2*g*p*q*r^2*x+ 96592*a*b*g^2*p*q*r^2*x+228654*a*b*g*p^2*q*r^2*x+139290*a*b*g*p*q^2*r^2*x+ 231408*a*b*g*p*q*r^3*x-88348*a*b*g*p*q*r^2*x^2+787624*a*b*c*p^2*q*r^2*x+507536* a*b*c*p*q^2*r^2*x+754976*a*b*c*p*q*r^3*x-536736*a*b*c*p*q*r^2*x^2+281182*a*b*c* g^2*p*r^2*x+617022*a*b*c*g*p^2*r^2*x-18868*a*b*c*g*p*q*r^3+615642*a*b*c*g*p*r^3 *x-114832*a*b*c*g*p*r^2*x^2-114832*a*b*c*g*q*r^2*x^2+1127532*a*b*c^2*g*p*r^2*x+ 1431192*a*b*c^2*p*q*r^2*x+6116*a^4*p*q*r^3*x-15600*a^4*p*q*r^2*x^2+52266*a^2*c* p^2*q*r^3*x-323790*a^2*c*p^2*q*r^2*x^2+55506*a^2*c*p*q^2*r^3*x-323790*a^2*c*p*q ^2*r^2*x^2+4424*a^2*c*p*q*r^4*x-377488*a^2*c*p*q*r^3*x^2+35699*a^2*c*g^2*p*r^3* x-101367*a^2*c*g^2*p*r^2*x^2-101367*a^2*c*g^2*q*r^2*x^2+43023*a^2*c*g*p^2*r^3*x -200869*a^2*c*g*p^2*r^2*x^2+3044*a^2*c*g*p*r^4*x-265588*a^2*c*g*p*r^3*x^2-\ 200869*a^2*c*g*q^2*r^2*x^2-265588*a^2*c*g*q*r^3*x^2+109454*a^2*c^2*g*p*r^3*x-\ 436178*a^2*c^2*g*p*r^2*x^2-436178*a^2*c^2*g*q*r^2*x^2+135060*a^2*c^2*p*q*r^3*x-\ 715596*a^2*c^2*p*q*r^2*x^2+18782*a^2*b*g*p^2*r^3*x-68040*a^2*b*g*p^2*r^2*x^2+ 2154*a^2*b*g*p*r^4*x-106866*a^2*b*g*p*r^3*x^2-68040*a^2*b*g*q^2*r^2*x^2-106866* a^2*b*g*q*r^3*x^2+22503*a^2*b*p^2*q*r^3*x-129825*a^2*b*p^2*q*r^2*x^2+23781*a^2* b*p*q^2*r^3*x-129825*a^2*b*p*q^2*r^2*x^2+2052*a^2*b*p*q*r^4*x-164124*a^2*b*p*q* r^3*x^2+55994*a^2*b*c*p^2*r^3*x-282738*a^2*b*c*p^2*r^2*x^2-1156*a^2*b*c*p*r^4*x -375528*a^2*b*c*p*r^3*x^2-282738*a^2*b*c*q^2*r^2*x^2-375528*a^2*b*c*q*r^3*x^2+ 141640*a^2*b*c^2*p*r^3*x-612480*a^2*b*c^2*p*r^2*x^2-612480*a^2*b*c^2*q*r^2*x^2+ 15610*a^3*g*p*q*r^3*x-45360*a^3*g*p*q*r^2*x^2+58872*a^2*b^2*c*p*r^3*x-195744*a^ 2*b^2*c*p*r^2*x^2-195744*a^2*b^2*c*q*r^2*x^2+24120*a^2*b^2*p*q*r^3*x-93600*a^2* b^2*p*q*r^2*x^2+38334*a^3*c*g*p*r^3*x-95042*a^3*c*g*p*r^2*x^2-95042*a^3*c*g*q*r ^2*x^2+48940*a^3*c*p*q*r^3*x-188492*a^3*c*p*q*r^2*x^2+20272*a^3*b*p*q*r^3*x-\ 62400*a^3*b*p*q*r^2*x^2+49688*a^3*b*c*p*r^3*x-130496*a^3*b*c*p*r^2*x^2-130496*a ^3*b*c*q*r^2*x^2+6498*b^2*c*q^3*r^4*x^2+8078*b^2*c*q^2*r^5*x^2+5016*b^2*c*q*r^6 *x^2+9123*b^2*c*g^2*p*r^4*x^2+9123*b^2*c*g^2*q*r^4*x^2+13881*b^2*c*g*p^2*r^4*x^ 2+11986*b^2*c*g*p*r^5*x^2+13881*b^2*c*g*q^2*r^4*x^2+11986*b^2*c*g*q*r^5*x^2+ 19494*b^2*c*p^2*q*r^4*x^2+19494*b^2*c*p*q^2*r^4*x^2+16156*b^2*c*p*q*r^5*x^2+ 32154*b^2*c^2*g*p*r^4*x^2+32154*b^2*c^2*g*q*r^4*x^2+45468*b^2*c^2*p*q*r^4*x^2+ 3780*b^3*g*p*q*r^4*x^2+8682*b^3*c*g*p*r^4*x^2+8682*b^3*c*g*q*r^4*x^2+13212*b^3* c*p*q*r^4*x^2+3420*a*g^2*p*q*r^5*x^2+3780*a*g*p^3*q*r^4*x^2+5670*a*g*p^2*q^2*r^ 4*x^2+4590*a*g*p^2*q*r^5*x^2+3780*a*g*p*q^3*r^4*x^2+4590*a*g*p*q^2*r^5*x^2+2790 *a*g*p*q*r^6*x^2+1800*a*g^3*p*q*r^4*x^2+4050*a*g^2*p^2*q*r^4*x^2+4050*a*g^2*p*q ^2*r^4*x^2+92536*b*a^2*c^2*g*p^2+361744*b*a^2*c^2*g*p+1084*a*b*c*g^4*p+6498*b^2 *c*p^3*r^4*x^2+8078*b^2*c*p^2*r^5*x^2+5016*b^2*c*p*r^6*x^2+116096*b*a^2*c^2*p^2 *q+56416*b*a^2*c^2*p*q^2+461248*b*a^2*c^2*p*q+22734*b^2*c^2*p^2*r^4*x^2+19240*b ^2*c^2*p*r^5*x^2+9224*a*b*c*g^3*p^2+22734*b^2*c^2*q^2*r^4*x^2+19240*b^2*c^2*q*r ^5*x^2+32248*b*a^2*c^2*g^2*p+2835*b^3*p*q^2*r^4*x^2+2394*b^3*p*q*r^5*x^2+35136* b^2*c^3*p*r^4*x^2+35136*b^2*c^3*q*r^4*x^2+12376*b*a^2*c^2*g^2*q+17032*b*a^2*c^2 *g*q^2+133144*b*a^2*c^2*g*q+1890*b^3*g*p^2*r^4*x^2+1701*b^3*g*p*r^5*x^2+1890*b^ 3*g*q^2*r^4*x^2+1701*b^3*g*q*r^5*x^2+2835*b^3*p^2*q*r^4*x^2+6606*b^3*c*p^2*r^4* x^2+5704*b^3*c*p*r^5*x^2+6606*b^3*c*q^2*r^4*x^2+5704*b^3*c*q*r^5*x^2+1076*a*b*c *g^3*q^2+22858*c*g*b*a*p^4+15264*b^3*c^2*p*r^4*x^2+15264*b^3*c^2*q*r^4*x^2+ 23134*b*g^2*a*c*p^3+1270*b*g^2*a*c*q^3+3024*b^4*c*p*r^4*x^2+3024*b^4*c*q*r^4*x^ 2+1320*b^4*p*q*r^4*x^2+562*c*g*b*a*q^4+945*a*g*q^4*r^4*x^2+1530*a*g*q^3*r^5*x^2 +1395*a*g*q^2*r^6*x^2+675*a*g*q*r^7*x^2+1260*a*p^4*q*r^4*x^2+31352*a*b*c*p^3*q^ 2+2520*a*p^3*q^2*r^4*x^2+1980*a*p^3*q*r^5*x^2+2520*a*p^2*q^3*r^4*x^2+2970*a*p^2 *q^2*r^5*x^2+1755*a*p^2*q*r^6*x^2+1260*a*p*q^4*r^4*x^2+1980*a*p*q^3*r^5*x^2+ 1755*a*p*q^2*r^6*x^2+828*a*p*q*r^7*x^2+900*a*g^3*p^2*r^4*x^2+810*a*g^3*p*r^5*x^ 2+900*a*g^3*q^2*r^4*x^2+810*a*g^3*q*r^5*x^2+15776*p^2*c*b*a*q^3+1350*a*g^2*p^3* r^4*x^2+1710*a*g^2*p^2*r^5*x^2+1080*a*g^2*p*r^6*x^2+1350*a*g^2*q^3*r^4*x^2+1710 *a*g^2*q^2*r^5*x^2+1080*a*g^2*q*r^6*x^2+945*a*g*p^4*r^4*x^2+1530*a*g*p^3*r^5*x^ 2+1395*a*g*p^2*r^6*x^2+26140*a*b*c*p^4*q+675*a*g*p*r^7*x^2+2776*p*c*b*a*q^4+ 434652*a^2*c*g*b*p+571148*a^2*c*b*p*q+3340*a^2*c*b*g^3*p+21740*a^2*c*b*g^2*p^2+ 72832*a^2*c*b*g^2*p+36484*a^2*c*g*b*p^3+242324*a^2*c*g*b*p^2+4748*a*c*q^3*r^5*x ^2+4302*a*c*q^2*r^6*x^2+2070*a*c*q*r^7*x^2+45856*a^2*c*b*p^3*q+38316*a^2*c*b*p^ 2*q^2+312556*a^2*c*b*p^2*q+11160*a^2*c*b*p*q^3+139052*a^2*c*b*p*q^2+2952*a*c*p^ 4*r^4*x^2+4748*a*c*p^3*r^5*x^2+4302*a*c*p^2*r^6*x^2+2070*a*c*p*r^7*x^2+2952*a*c *q^4*r^4*x^2+8208*a*c*g^2*q*r^5*x^2+8898*a*c*g*p^3*r^4*x^2+11068*a*c*g*p^2*r^5* x^2+6876*a*c*g*p*r^6*x^2+8898*a*c*g*q^3*r^4*x^2+11068*a*c*g*q^2*r^5*x^2+6876*a* c*g*q*r^6*x^2+11808*a*c*p^3*q*r^4*x^2+17712*a*c*p^2*q^2*r^4*x^2+14244*a*c*p^2*q *r^5*x^2+11808*a*c*p*q^3*r^4*x^2+14244*a*c*p*q^2*r^5*x^2+8604*a*c*p*q*r^6*x^2+ 4161*a*c*g^3*p*r^4*x^2+4161*a*c*g^3*q*r^4*x^2+9501*a*c*g^2*p^2*r^4*x^2+8208*a*c *g^2*p*r^5*x^2+9501*a*c*g^2*q^2*r^4*x^2+49566*a^2*g^2*p*q*r^2*x+120120*a^2*g*p^ 2*q*r^2*x+75438*a^2*g*p*q^2*r^2*x+130508*a^2*g*p*q*r^3*x-44174*a^2*g*p*q*r^2*x^ 2+804760*a*b^2*c^2*p*r^2*x+9*a*c^2*g^5*r^2+281*a*c^2*g^4*r^3+312*b*g^2*p^3*r^3+ 3038*b*g^2*p^2*r^4+1626*a*c^2*g^3*r^4+3323*a*c^2*g^2*r^5+380*b*g*p^4*r^3+3470*b *g*p^3*r^4+4825*b*g*p^2*r^5+2847*a*c^2*g*r^6+8614*b*p^5*r^2*x+210*b*p^4*q*r^3+ 16900*b*p^4*r^3*x-15953*b*p^4*r^2*x^2-108*b*p^3*q^2*r^3+3270*b*p^3*q*r^4+12770* b*p^3*r^4*x-59963*b*p^3*r^3*x^2+607*b*p^2*r^5*x-75451*b*p^2*r^4*x^2-39422*b*p*r ^5*x^2-15953*b*q^4*r^2*x^2-59963*b*q^3*r^3*x^2-75451*b*q^2*r^4*x^2-39422*b*q*r^ 5*x^2+17*a*c*g^5*r^3+203*a*c*g^4*r^4+645*a*c*g^3*r^5+5048*b*c^2*p^3*r^3+33232*b *c^2*p^2*r^4+30708*b*c^2*p*r^5+1872*a*c^5*g^2*r^2+7168*a*c^5*g*r^3+1250*b*c*p^4 *r^3+10880*b*c*p^3*r^4+15070*b*c*p^2*r^5+744*a*c^4*g^3*r^2+5152*a*c^4*g^2*r^3+ 9904*a*c^4*g*r^4+680340*a^2*c^2*g*p+138*a*c^3*g^4*r^2+1756*a*c^3*g^3*r^3+5910*a *c^3*g^2*r^4+7216*a*c^3*g*r^5+7392*a*b^2*c^2*r^5+1900*a*b^2*c*r^6+189*a*b^2*g^3 *r^4+567*a*b^2*g^2*r^5+567*a*b^2*g*r^6+3712*a*b*c^6*r^2+968*b^2*g*p^3*r^3+5002* b^2*g*p^2*r^4+11552*a*b*c^5*r^3+20627*b^2*p^4*r^2*x+15400*a*b*c^4*r^4+716*b^2*p ^3*q*r^3+33338*b^2*p^3*r^3*x-23889*b^2*p^3*r^2*x^2+10872*a*b*c^3*r^5+20422*b^2* p^2*r^4*x-86753*b^2*p^2*r^3*x^2-81722*b^2*p*r^4*x^2-23889*b^2*q^3*r^2*x^2+66*a* b*g^4*r^4-86753*b^2*q^2*r^3*x^2+264*a*b*g^3*r^5-81722*b^2*q*r^4*x^2+13172*b*c^4 *p*r^3+2256*a*c^6*g*r^2+10710*b*c^3*p^2*r^3+44542*b*c^3*p*r^4+96*a*b^5*p*r^3-\ 9519*b^3*p^2*r^2*x^2-47182*b^3*p*r^3*x^2-9519*b^3*q^2*r^2*x^2-47182*b^3*q*r^3*x ^2+1184*a*b^4*c^3*r^2+1888*a*b^4*c^2*r^3+1008*a*b^4*c*r^4+18472*b^2*c^3*p*r^3+ 180*a*b^4*g*r^4+180*a*b^4*p^3*r^2+540*a*b^4*p^2*r^3+12006*b^2*c^2*p^2*r^3+34766 *b^2*c^2*p*r^4+540*a*b^4*p*r^4+3760*b^2*c*p^3*r^3+17110*b^2*c*p^2*r^4+3488*a*b^ 3*c^4*r^2+7296*a*b^3*c^3*r^3+5776*a*b^3*c^2*r^4+2028*a*b^3*c*r^5+264*a*b^3*g^2* r^4+528*a*b^3*g*r^5+5120*a*b^2*c^5*r^2+13312*a*b^2*c^4*r^3+14072*a*b^2*c^3*r^4-\ 39422*a*p*r^5*x^2+818904*a^2*c^2*p*q-15953*a*q^4*r^2*x^2-59963*a*q^3*r^3*x^2-\ 75451*a*q^2*r^4*x^2-39422*a*q*r^5*x^2+4996*b^4*p*r^2*x^2+4996*b^4*q*r^2*x^2+ 7828*a^2*c^2*g^3*p+160*a*b^5*c^2*r^2+176*a*b^5*c*r^3+48*a*b^5*p^2*r^2+34532*a^2 *c^2*g^2*p^2+132248*a^2*c^2*g^2*p-513*a*g^3*p^2*r^3+555*a*g^3*p*r^4-384*a*g^2*p ^3*r^3+2254*a*g^2*p^2*r^4+2446*a*g^2*p*r^5-125*a*g*p^4*r^3+2740*a*g*p^3*r^4+ 4235*a*g*p^2*r^5+2566*a*g*p*r^6+9050*a*p^5*r^2*x-390*a*p^4*q*r^3+18756*a*p^4*r^ 3*x-15953*a*p^4*r^2*x^2+49700*a^2*c^2*g*p^3-1068*a*p^3*q^2*r^3+2430*a*p^3*q*r^4 +16264*a*p^3*r^4*x-59963*a*p^3*r^3*x^2+350404*a^2*c^2*g*p^2-1134*a*p^2*q^3*r^3+ 1698*a*p^2*q^2*r^4+4035*a*p^2*q*r^5+4085*a*p^2*r^5*x-75451*a*p^2*r^4*x^2-2082*a *p*r^6*x+57*a^2*c*g^4*r^3+569*a^2*c*g^3*r^4+1381*a^2*c*g^2*r^5-2580*a*c^2*p^3*r ^3+24380*a*c^2*p^2*r^4+25670*a*c^2*p*r^5+1287*a^2*c*g*r^6-380*a*c*p^4*r^3+8500* a*c*p^3*r^4+13130*a*c*p^2*r^5+7954*a*c*p*r^6+58920*a^2*c^2*p^3*q+51492*a^2*c^2* p^2*q^2+420964*a^2*c^2*p^2*q+3516*a^2*c^3*g^2*r^3-2901*a^2*p^2*q^2*r^3+2086*a^2 *p^2*q*r^4+32476*a^2*p^2*r^4*x-86753*a^2*p^2*r^3*x^2-1654*a^2*p*q^3*r^3+223*a^2 *p*q^2*r^4+3004*a^2*p*q*r^5+10787*a^2*p*r^5*x-81722*a^2*p*r^4*x^2+8084*a^2*c^3* g*r^4-23889*a^2*q^3*r^2*x^2-86753*a^2*q^2*r^3*x^2-81722*a^2*q*r^4*x^2+562*a*b^2 *p^3*r^3+6198*a*b^2*p^2*r^4+32*a^2*c^2*g^4*r^2+120*a*b*p^4*r^3+4420*a*b*p^3*r^4 +6510*a*b*p^2*r^5+750*a^2*c^2*g^3*r^3+3356*a^2*c^2*g^2*r^4+4686*a^2*c^2*g*r^5-\ 5220*a*c^4*p*r^3-6702*a*c^3*p^2*r^3+30106*a*c^3*p*r^4+189*a^2*b*g^3*r^4+567*a^2 *b*g^2*r^5+567*a^2*b*g*r^6+5080*a^2*c^2*g*q^3+16320*a^2*c^2*p*q^3+2560*a^2*c^5* g*r^2+201632*a^2*c^2*p*q^2+1536*a^2*c^4*g^2*r^2+6888*a^2*c^4*g*r^3-1743*a^2*g^2 *p^2*r^3+729*a^2*g^2*p*r^4-1224*a^2*g*p^3*r^3+2534*a^2*g*p^2*r^4+3146*a^2*g*p*r ^5+384*a^2*c^3*g^3*r^2+22631*a^2*p^4*r^2*x-1836*a^2*p^3*q*r^3+41164*a^2*p^3*r^3 *x-23889*a^2*p^3*r^2*x^2+3020*a^2*c^2*g^3*q+1888*a^2*b^3*c^3*r^2-9519*a^3*q^2*r ^2*x^2-47182*a^3*q*r^3*x^2+3168*a^2*b^3*c^2*r^3+1848*a^2*b^3*c*r^4-1512*a^2*b^2 *p^2*r^3+2976*a^2*b^2*p*r^4+360*a^2*b^3*g*r^4-1110*a^2*b*p^3*r^3+4320*a^2*b*p^2 *r^4+4875*a^2*b*p*r^5+4224*a^2*b^2*c^4*r^2-17640*a^2*c^3*p*r^3+6620*a^2*c^2*g^2 *q^2+9120*a^2*b^2*c^3*r^3+48536*a^2*c^2*g^2*q+7736*a^2*b^2*c^2*r^4+2904*a^2*b^2 *c*r^5-13608*a^2*c^2*p^2*r^3+13616*a^2*c^2*p*r^4+396*a^2*b^2*g^2*r^4+792*a^2*b^ 2*g*r^5-3708*a^2*c*p^3*r^3+8498*a^2*c*p^2*r^4+10352*a^2*c*p*r^5+4192*a^2*b*c^5* r^2+11088*a^2*b*c^4*r^3+12440*a^2*b*c^3*r^4+6936*a^2*b*c^2*r^5+1860*a^2*b*c*r^6 -7026*a^3*c*p^2*r^3+1402*a^3*c*p*r^4+320*a^2*b^4*c^2*r^2+384*a^2*b^4*c*r^3+120* a^2*b^4*p^2*r^2-2328*a^3*g*p^2*r^3+166*a^3*g*p*r^4+240*a^2*b^4*p*r^3+26450*a^3* p^3*r^2*x-2961*a^3*p^2*q*r^3+41070*a^3*p^2*r^3*x-9519*a^3*p^2*r^2*x^2-2529*a^3* p*q^2*r^3-63*a^3*p*q*r^4+26730*a^3*p*r^4*x-47182*a^3*p*r^3*x^2+159056*a*c^2*g*p *q*r^3*x-994044*a*c^2*g*p*q*r^2*x^2-3337*g*r^5+q^8*r^2*x^2+9*q^7*r^3*x^2+75879* p^4*r*x^2+9*p^7*r^3*x^2+21560*p*a*b*c^2*q^3+1350184*p*a*b*c^2*q-1476712*a*b^2*c *r*x-278242*a*b^2*g*r*x-484168*a*b^2*q*r*x+1465580*c*g*q^2*r*x^2+2044938*c*p^2* q*r*x^2+2044938*c*p*q^2*r*x^2+656970*g*p^2*q*r*x^2+656970*g*p*q^2*r*x^2-1596200 *a^2*b*c*r*x-285482*a^2*b*g*r*x-957752*a^2*b*p*r*x-1180188*a^2*c*g*r*x-2703056* a^2*c*p*r*x-1874480*a^2*c*q*r*x-461612*a^2*g*q*r*x-1084968*a^2*p*q*r*x+4744212* b*c^2*q*r*x^2+2140734*b*c*p^2*r*x^2+2140734*b*c*q^2*r*x^2+636233*b*g*p^2*r*x^2+ 961518*b*p*q^2*r*x^2+3253612*c^2*g*p*r*x^2+3253612*c^2*g*q*r*x^2+1465580*c*g*p^ 2*r*x^2+2140734*a*c*q^2*r*x^2+636233*a*g*q^2*r*x^2+961518*a*p^2*q*r*x^2+1102034 *b^2*c*g*r*x^2+1994324*b^2*c*p*r*x^2+1994324*b^2*c*q*r*x^2+516397*b^2*g*p*r*x^2 +909390*b^2*p*q*r*x^2+3058904*b*c^2*g*r*x^2+6498*a^2*c*p^3*r^4*x^2+8078*a^2*c*p ^2*r^5*x^2+5016*a^2*c*p*r^6*x^2+6498*a^2*c*q^3*r^4*x^2+8078*a^2*c*q^2*r^5*x^2+ 5016*a^2*c*q*r^6*x^2+4744212*b*c^2*p*r*x^2+22734*a^2*c^2*p^2*r^4*x^2+19240*a^2* c^2*p*r^5*x^2+22734*a^2*c^2*q^2*r^4*x^2+19240*a^2*c^2*q*r^5*x^2+909390*a*b*p^2* r*x^2+909390*a*b*q^2*r*x^2+3058904*a*c^2*g*r*x^2+4744212*a*c^2*p*r*x^2+4744212* a*c^2*q*r*x^2+2140734*a*c*p^2*r*x^2+38988*a*b*c*p^2*q*r^4*x^2+38988*a*b*c*p*q^2 *r^4*x^2+32312*a*b*c*p*q*r^5*x^2+95552*a*b^2*c^3*p*q+85392*a*b^2*c^3*g*p+387842 *c*g*b*a*p^2*q+161942*b*p*a*c*g*q^2+140576*b*g^2*a*c*p*q+368*b^5*c*g*p-94608*a* b*p*q*r^3+18246*a*b*c*g^2*p*r^4*x^2+18246*a*b*c*g^2*q*r^4*x^2+27762*a*b*c*g*p^2 *r^4*x^2+23972*a*b*c*g*p*r^5*x^2+27762*a*b*c*g*q^2*r^4*x^2+23972*a*b*c*g*q*r^5* x^2+63826*a^2*b*p^3*q+50538*p^2*a^2*b*q^2+206046*p^2*a^2*b*q+81450*p*a^2*b*q^2-\ 1701*a^3*p^3*q^2*r+12998*p*a^2*b*q^3-819*a^3*p^2*q^3*r-126*a^3*p*q^4*r+176*a^2* b*g^2*q^3-365*a^3*g^3*p^2*r-1171*a^3*g^2*p^3*r-1247*a^3*g*p^4*r+1828*a^2*g*b*q^ 3-1449*a^3*p^4*q*r+4086*p^2*a^2*b*q^3+p^8*r^2*x^2-320*a^3*c^2*g^3*r-3896*a^3*c^ 2*g^2*r^2-7952*a^3*c^2*g*r^3-15060*a^3*c^2*p^3*r-1012*a^3*c^2*q^3*r-498*a^3*c*g ^3*r^2-3008*a^3*c*g^2*r^3-828*a^3*c*g*r^4-4214*a^3*c*p^4*r-76*a^3*c*q^4*r+154*c *a*g^5*p+6656*a^2*b^3*c^2*q+26046*a*b^2*c*g*p*r^4*x^2+26046*a*b^2*c*g*q*r^4*x^2 +39636*a*b^2*c*p*q*r^4*x^2+720880*b*p*a*c*g*q+155856*a*b^2*c^3*g+425872*a*b^2*c ^3*p+136*b^3*c*p*q^3*r^2+34608*a*b^2*c^3*g*q+63*b^3*r^7+33*b^2*r^8+9*b*r^9+1474 *c^4*r^6+582*c^3*r^7+138*c^2*r^8+18*c*r^9+g^6*r^4+6*g^5*r^5+15*g^4*r^6+20*g^3*r ^7+15*g^2*r^8+6*g*r^9-57*r^9*x+326*r^8*x^2+394*a^2*r^7+153*a*r^8+466*b^2*r^7+ 162*b*r^8+5744*c^3*r^6+1890*c^2*r^7+321*c*r^8+181*g^3*r^6+202*g^2*r^7+107*g*r^8 -7*p^8*r-326*r^8*x-206*r^7*x^2+176*a^6*r^2+812*a*r^7-48*b^6*r^2+998*b*r^7+7262* c^2*r^6+1902*c*r^7+3*r^10*x^2-3*r^10*x+57*r^9*x^2+8*a^6*r^4+36*a^5*r^5+66*a^4*r ^6+63*a^3*r^7+33*a^2*r^8+9*a*r^9+8*b^6*r^4+36*b^5*r^5+66*b^4*r^6-7692*r^2*c^4+ 11669*a^3*r^3-51368*r^2*c^5-8476*r^5*c-24944*r^4*p^2-47524*r^4*c^2-9198*r^4*a^2 -6990*r^5*p-6092*r^5*a-75250*r^3*c^3+8*b^6*r^3+484*b^4*r^4-32*b^6*r+17150*a^4*r ^2-34156*r^4*c^3-2078*r^3*g^3-9830*p^4*r^3-6363*a^3*r^4+6550*p^5*r-8019*p^4*r^2 +82680*c^5*r+288*c^8*r^2+1184*c^7*r^3+2192*c^6*r^4+2304*c^5*r^5-72*a^6*r^3-132* a^5*r^4+106*a^4*r^5+429*a^3*r^6+144*b^5*r^4+466*b^4*r^5+658*b^3*r^6-1248*c^8*r-\ 1952*c^7*r^2+1728*c^6*r^3+7896*c^5*r^4+9494*c^4*r^5-4*g^6*r^3+2*g^5*r^4+70*g^4* r^5-516*a^5*r^3-1718*a^4*r^4-794*a^3*r^5+865*a^2*r^6-124*b^5*r^3+1739*b^3*r^5+ 2018*b^2*r^6-7168*c^7*r-21224*c^6*r^2-19640*c^5*r^3-598*c^4*r^4+10804*c^3*r^5-\ 88*g^5*r^3-180*g^4*r^4+160*g^3*r^5-95*p^7*r+7*q^6*r^2+48*a^6*r-1816*c^6*r+5*g^6 *r+32*g^5*r^2-702*g^4*r^3-1741*g^3*r^4-22*p^6*r+9*q^6*r+144*g^5*r-6*q^6+53833*b *g^2*p^2*r+1682*c*a*g^4*p^2+83391*p^2*a*r*g^2-26888*b^2*q*c*r^2+3505*r*g^4*p+ 8048*b^2*q*r*g^2+15114*g^3*p^2*r+15514*b^3*r*g*p+5698*g^3*a*c*p^3+136*b^5*c*g*p *r^2+8*b^5*c*g*q*r^2+128*b^5*c*p*q*r^2+278200*b^2*c^2*a*q+356472*q*c^3*r-958*q^ 3*r^5*x^2+12378*a^2*g*q^2+42916*a^3*c*g+31493*c*g^3*r+42876*g^2*r^2*a+15827*b*g ^2*r^2+8511*b*g^3*r+183838*p^3*b*q+205739*p^3*a*r+14708*a^3*g*r+128614*p*a^3*r+ 102220*a^3*c*r+17796*g^2*a^2*r+281752*p^2*a^2*r+173052*c^2*g^2*r+372608*c^3*g*r +605668*c^3*r*a+145834*b*p^3*r+573070*b^2*p^2*c+502448*q*c^3*b+1051*q^2*r^6*x^2 +626408*c^3*g*b+1543400*p*c^3*b+914896*p*c^2*b^2+358636*c^3*g*q+147018*c^2*g^2* q+158336*q^2*c^2*r+115784*q^2*p^2*r+1108012*c^3*g*p+1156*q*r^7*x^2+321846*q^2*p ^2*c-1068*a^4*p^2*r^3-144*a^4*p*r^4+94066*b*a^2*r^2+24280*c*g^2*q^2+473008*b^2* c^2*a+208998*p^2*a^2*g+172894*p^2*a*q^2+102468*p*a^2*q^2+43654*q^2*a^2*r+27118* a*g^3*p+227652*b^2*c^2*r+364623*p^3*c*r+60072*a^2*p*g^2+133469*b^2*p^2*r+20664* b*a^3*r+33*p^6*r^3*x-729*p^6*r^2*x^2-362*p^5*r^4*x-2084*p^5*r^3*x^2-1045*p^4*r^ 5*x-2620*p^4*r^4*x^2-1356*p^3*r^6*x-958*p^3*r^5*x^2+1051*p^2*r^6*x^2+1156*p*r^7 *x^2-729*q^6*r^2*x^2+111604*a^2*b^2*p+88464*a^2*g*r^2+96065*p^2*r*g^2-2620*q^4* r^4*x^2+118957*g*p^3*r+57746*p*a^3*g+35282*q*a^3*r+28920*g^3*a*c+6788*g^2*q^2*a +90892*p*a^3*q+78876*p*a^3*b+33334*q^2*g^2*p+440296*b*a^2*c^2+25812*b*g^3*p+ 10476*g^2*q*a^2+9042*a^3*g*q+445996*b*c^3*r+98023*a^2*r^3*x^2-24374*a*r^4*x^2+ 98023*b^2*r^3*x^2-24374*b*r^4*x^2+1373128*c^3*r^2*x^2+284984*c^2*r^3*x^2-69256* c*r^4*x^2+45314*g^2*r^3*x^2-18003*g*r^4*x^2+101386*p^3*r^2*x^2+31164*p^2*r^3*x^ 2-36870*p*r^4*x^2+101386*q^3*r^2*x^2+31164*q^2*r^3*x^2-36870*q*r^4*x^2+355806*b ^2*r^2*x^2+217658*b*r^3*x^2+1751120*c^2*r^2*x^2+425948*c*r^3*x^2+251896*q^3*r*x ^2+332332*q^2*r^2*x^2+172172*q*r^3*x^2+2650992*c^3*r*x^2+149372*g*r^3*x^2+ 174312*g^2*r^2*x^2+217658*a*r^3*x^2+251896*p^3*r*x^2+332332*p^2*r^2*x^2+172172* p*r^3*x^2+355806*a^2*r^2*x^2-268694*b^2*r^2*x-174138*b*r^3*x-2650992*c^3*r*x-\ 1751120*c^2*r^2*x-425948*c*r^3*x-149372*g*r^3*x-262796*q^2*r^2*x-179716*q*r^3*x -174312*g^2*r^2*x-261178*a*r^3*x-406316*p^3*r*x-401868*p^2*r^2*x-164628*p*r^3*x -442918*a^2*r^2*x+221960*a*c^2*g^2+14340*q*a^3*b+424384*a^2*c^2*r+973824*p*c^3* r-45*p^6*r^3*x^2+142*p^5*r^4*x^2+154182*g*b^2*p+112334*b*p*g^2+210008*g*b^2*c+ 580*p^4*r^5*x^2+42452*q*a^2*b+903*p^3*r^6*x^2+743*p^2*r^7*x^2+320*p*r^8*x^2-45* q^6*r^3*x^2+142*q^5*r^4*x^2+580*q^4*r^5*x^2+903*q^3*r^6*x^2+320*q*r^8*x^2+74946 *q^2*g*p+259770*q^2*c*p+610920*p*b^2*c+221252*a*b^2*p+275936*a*b^2*c+130654*q^2 *a*p+73786*q^2*c*a+12292*a*q^2*g+51724*b^2*g*a+447104*q*c^2*b+303496*b*p^2*q+ 1141516*p*c^2*g+1199718*p^2*a*c+381538*p^2*a*q+1593160*p*b*c^2+794088*a*b*c^2+ 528532*c^2*g*a+210760*p*a^2*q+233820*p*a^2*b+460454*b*p^2*a+119964*a*c*g^2+ 155736*a^2*c*q+231344*a^2*c*b+591412*c^2*g*b+302248*p^2*g*b+1047778*b*p^2*c+ 142032*b*g^2*c+774842*p^2*c*g+1704320*a*c^2*p+234492*q*g*p^2+320802*c*g^2*p+ 116552*a*p*g^2+456040*q*c^2*a+344752*p^2*g*a+697408*a^2*c*p+44618*q^2*c*g+ 145988*a^2*c*g+311548*q*c^2*g+1033576*q*c^2*p+26100*a^2*q*g+32920*g^2*b*a+37624 *a^2*g*b+168940*a^2*g*p+764106*p^2*c*q+53192*b^2*c^2*a*q^2+5104*b^4*c^2*g*p+ 5120*b^4*c^2*p*q+1520*b^4*c^2*g*q+2344*b^4*c*p^3-3001*a*b*r^5-9093*a*c*r^5-\ 15682*a^2*b*r^4-22839*p^2*q^2*r^3-17212*p^2*q*r^4-10293*p*q^2*r^4-2646*p*q*r^5-\ 331*b*g*r^5-11936*a^2*b^2*r^3+8688*a^2*b^3-1974*q^3+1056*b^5+322720*b^2*c^2*a*g *p+77992*b^2*c^2*a*g*p^2+28504*b^2*c^2*a*g^2*p+90400*b^2*c^2*a*p^2*q+39488*b^2* c^2*a*p*q^2+365680*b^2*c^2*a*p*q+11800*b^2*c^2*a*g*q^2+113776*b^2*c^2*a*g*q+ 46976*b^3*a*c^2*q-31421*b^2*p*r^2*g-22620*b^2*q*r^2*p-7214*b^3*r^2*g+10288*b^2* c^2*a*g^2*q+269184*b^2*c^2*a*g+792*b^4*c*g^2*p+152*b^4*c*g^2*q+44496*b^2*c^2*a* g^2+393224*b^2*c^2*a*p^2+831856*b^2*c^2*a*p+3184*b^4*c*p^2*q+122992*a*b*c^4*p^2 +92976*a*c^3*b*p^3+2960*b^4*c*g*p^2+38416*a^3*c^2*g*p*q-27646*r^3*p*a^2-77827*q *b*r^3*c*g-197578*q*b*r^3*p*c-63677*q*b*r^3*p*g-97228*q*b*r^3*a*c+22714*r^2*q^2 *b*a*c+4672*r^2*q*b^2*a*g-45593*r^2*b^2*c*q*g+27762*a^2*c*g*p*q*r^4*x^2+11340*a ^2*b*g*p*q*r^4*x^2+13881*a^2*c*g*q^2*r^4*x^2+11986*a^2*c*g*q*r^5*x^2+19494*a^2* c*p^2*q*r^4*x^2+19494*a^2*c*p*q^2*r^4*x^2+16156*a^2*c*p*q*r^5*x^2+9123*a^2*c*g^ 2*p*r^4*x^2+9123*a^2*c*g^2*q*r^4*x^2+13881*a^2*c*g*p^2*r^4*x^2+11986*a^2*c*g*p* r^5*x^2+14400*b^3*a*c^4+32154*a^2*c^2*g*p*r^4*x^2+32154*a^2*c^2*g*q*r^4*x^2+ 45468*a^2*c^2*p*q*r^4*x^2+5670*a^2*b*g*p^2*r^4*x^2+5103*a^2*b*g*p*r^5*x^2+5670* a^2*b*g*q^2*r^4*x^2+5103*a^2*b*g*q*r^5*x^2+8505*a^2*b*p^2*q*r^4*x^2+8505*a^2*b* p*q^2*r^4*x^2+7182*a^2*b*p*q*r^5*x^2+19818*a^2*b*c*p^2*r^4*x^2+17112*a^2*b*c*p* r^5*x^2+19818*a^2*b*c*q^2*r^4*x^2+17112*a^2*b*c*q*r^5*x^2+45792*a^2*b*c^2*p*r^4 *x^2+45792*a^2*b*c^2*q*r^4*x^2+7920*a^2*b^2*p*q*r^4*x^2+3780*a^3*g*p*q*r^4*x^2+ 18144*a^2*b^2*c*p*r^4*x^2+18144*a^2*b^2*c*q*r^4*x^2+35136*a^2*c^3*p*r^4*x^2+ 35136*a^2*c^3*q*r^4*x^2+1536456*a^2*b*c*r*x^2+281862*a^2*b*g*r*x^2+720960*a^2*b *p*r*x^2+1102034*a^2*c*g*r*x^2+1994324*a^2*c*p*r*x^2+1994324*a^2*c*q*r*x^2+ 516397*a^2*g*q*r*x^2+909390*a^2*p*q*r*x^2+1536456*a*b^2*c*r*x^2+281862*a*b^2*g* r*x^2+720960*a*b^2*q*r*x^2+2835*a^2*b*p^3*r^4*x^2+3591*a^2*b*p^2*r^5*x^2+2268*a ^2*b*p*r^6*x^2+2835*a^2*b*q^3*r^4*x^2+3591*a^2*b*q^2*r^5*x^2+2268*a^2*b*q*r^6*x ^2+3960*a^2*b^2*p^2*r^4*x^2+3564*a^2*b^2*p*r^5*x^2+3960*a^2*b^2*q^2*r^4*x^2+ 3564*a^2*b^2*q*r^5*x^2+1890*a^3*g*p^2*r^4*x^2+1701*a^3*g*p*r^5*x^2+1890*a^3*g*q ^2*r^4*x^2+1701*a^3*g*q*r^5*x^2+2835*a^3*p^2*q*r^4*x^2+2835*a^3*p*q^2*r^4*x^2+ 2394*a^3*p*q*r^5*x^2+256*a^3*b^3*c*r+512*a^3*b^3*p*r+192*a^3*b^3*q*r-2208*a^3*b ^2*c^2*r-5152*a^3*b^2*c*r^2+2920*a^4*c^2*p*r+4840*a^4*c^2*q*r+944*a^4*c*g^2*r+ 2560*a^4*c*g*r^2-1916*a^4*c*p^2*r+2692*a^4*c*q^2*r+936*a^4*g^2*p*r+424*a^4*g^2* q*r-4*a^4*g*p^2*r+864*a^4*g*q^2*r-132*a^4*p^2*q*r+1404*a^4*p*q^2*r+812*a^5*p*q* r+1024*a^4*b^2*c*r+1088*a^4*b^2*p*r+448*a^4*b^2*q*r+2992*a^4*b*c^2*r+1616*a^4*b *c*r^2+1768*a^4*b*g*r^2-364*a^4*b*p^2*r+936*a^4*b*q^2*r+3504*a^4*c^2*g*r+768*a^ 5*b*c*r+768*a^5*b*p*r+352*a^5*b*q*r+672*a^5*c*g*r+1832*a^5*c*p*r+1376*a^5*c*q*r +672*a^5*g*p*r+320*a^5*g*q*r+23504*a^2*b*c^3*q^2+193024*a^2*b*c^3*q+14288*a^2*b *c^3*g^2+157872*a^2*b*c^3*g+113616*a^2*b*c^3*p^2+481104*a^2*b*c^3*p+926320*b*a^ 2*c^2*p+43368*b*a^2*c^2*g^2+256608*b*a^2*c^2*g+65744*b*a^2*c^2*p^3+465800*b*a^2 *c^2*p^2-285*b*p^3*q^4*r-57*b*p^2*q^5*r-514*b*g^2*p^5*r-271*b*g*p^6*r-285*b*p^6 *q*r-570*b*p^5*q^2*r-570*b*p^4*q^3*r-85*b*c*g^5*r^2-302*b*c*g^4*r^3+1486*b*c*g^ 3*r^4+5441*b*c*g^2*r^5+5676*b*c*g*r^6-838*b*c*p^6*r-43*b*g^5*p^2*r-229*b*g^4*p^ 3*r-486*b*g^3*p^4*r+2604*b*c^3*g^2*r^3+26930*b*c^3*g*r^4-16916*b*c^3*p^4*r-304* b*c^3*q^4*r-71*b*c^2*g^5*r-1053*b*c^2*g^4*r^2-492*b*c^2*g^3*r^3+10584*b*c^2*g^2 *r^4+19028*b*c^2*g*r^5-5132*b*c^2*p^5*r-14*b*c^2*q^5*r+72156*a^2*c*b*q^2+6606*a ^3*c*p^2*r^4*x^2+5704*a^3*c*p*r^5*x^2+6606*a^3*c*q^2*r^4*x^2+5704*a^3*c*q*r^5*x ^2+15264*a^3*c^2*p*r^4*x^2+15264*a^3*c^2*q*r^4*x^2-1132*b*c^2*p*q^4*r+2640*a^3* b*p^2*r^4*x^2+2376*a^3*b*p*r^5*x^2+2640*a^3*b*q^2*r^4*x^2+2376*a^3*b*q*r^5*x^2+ 1320*a^4*p*q*r^4*x^2-16486*b*c^2*p^4*q*r-18680*b*c^2*p^3*q^2*r-8444*b*c^2*p^2*q ^3*r-19077*b*c^2*g^2*p^3*r-873*b*c^2*g^2*q^3*r-16461*b*c^2*g*p^4*r-223*b*c^2*g* q^4*r+3024*a^4*c*p*r^4*x^2+3024*a^4*c*q*r^4*x^2+3580*b^2*g^3+228*b^2*g^4+8512*a ^3*c*g^2*p*q+3739*q^2*r^2*c*g^2+26116*a^3*c*g*p^2*q+13128*a^3*c*g*p*q^2+92612*a ^3*c*g*p*q+8141*r^2*p*g^2*q+19694*r^2*p*g^2*a+172864*a*c^5*p*r*x+68672*a*c^5*q* r*x+34576*a*c^4*g^2*r*x+381880*a*c^4*g*r^2*x+506760*a*c^4*g*r*x^2+262208*a*c^4* p^2*r*x+637680*a*c^4*p*r*x^2+37600*a*c^4*q^2*r*x+637680*a*c^4*q*r*x^2-1122*a*b* g^4*r^2*x+1452*a*b*g^4*r*x^2+14088*a*b*g^3*r^3*x+23352*a*b*g^3*r^2*x^2+31984*a* b*g^2*r^4*x-44830*a*b*g^2*r^3*x^2+16432*a*b*g*r^5*x-115064*a*b*g*r^4*x^2+6716*a *b*p^5*r*x+23744*a*b*p^4*r*x^2-948*a*b*q^5*r*x+23744*a*b*q^4*r*x^2+64576*a*c^5* g*r*x+44640*a*b*c*r^5*x-377112*a*b*c*r^4*x^2+573968*a*b*c^4*r^2*x+738992*a*b*c^ 4*r*x^2+665856*a*b*c^3*r^3*x-277120*a*b*c^3*r^2*x^2+299984*a*b*c^2*r^4*x-817880 *a*b*c^2*r^3*x^2+3424*a*b^4*c*p*q+2352*a*b^4*c*g*p+528*a*b^4*c*g*q-1353*a*b*g^2 *p^2*r^3+3135*a*b*g^2*p*r^4-252*a*b*g*p^3*r^3+7542*a*b*g*p^2*r^4+7668*a*b*g*p*r ^5+43258*a*b*p^4*r^2*x-1120*a*b*p^3*q*r^3+74502*a*b*p^3*r^3*x-47778*a*b*p^3*r^2 *x^2-2946*a*b*p^2*q^2*r^3+6900*a*b*p^2*q*r^4+52898*a*b*p^2*r^4*x-173506*a*b*p^2 *r^3*x^2+13030*a*b*p*r^5*x-163444*a*b*p*r^4*x^2-47778*a*b*q^3*r^2*x^2-173506*a* b*q^2*r^3*x^2+920*a*b*c^3*p*r^3-1398*a*b*c^2*p^2*r^3+48614*a*b*c^2*p*r^4+76*a*b *c*p^3*r^3+25644*a*b*c*p^2*r^4+25606*a*b*c*p*r^5+23430*a*b^2*c*p*r^4-438*a*b^2* g*p^2*r^3+5636*a*b^2*g*p*r^4+73502*a*b^2*p^3*r^2*x-1407*a*b^2*p^2*q*r^3+100830* a*b^2*p^2*r^3*x-28557*a*b^2*p^2*r^2*x^2+53962*a*b^2*p*r^4*x-141546*a*b^2*p*r^3* x^2-28557*a*b^2*q^2*r^2*x^2-141546*a*b^2*q*r^3*x^2+71544*a^2*p^3*q*r^2*x+78846* a^2*p^2*q^2*r^2*x+102978*a^2*p^2*q*r^3*x-71667*a^2*p^2*q*r^2*x^2+33584*a^2*p*q^ 3*r^2*x+82464*a^2*p*q^2*r^3*x-71667*a^2*p*q^2*r^2*x^2+62236*a^2*p*q*r^4*x-\ 173506*a^2*p*q*r^3*x^2+19984*a*b^3*p*r^2*x^2+19984*a*b^3*q*r^2*x^2+6512*a*b^2*c ^2*p*r^3+2502*a*b^2*c*p^2*r^3+221576*a*c*g^2*p*r^3*x-44480*a*c*g^2*p*r^2*x^2-\ 44480*a*c*g^2*q*r^2*x^2+250684*a*c*g*p^3*r^2*x-11499*a*c*g*p^2*q*r^3+347699*a*c *g*p^2*r^3*x-194272*a*c*g*p^2*r^2*x^2-12144*a*c*g*p*q^2*r^3+12407*a*c*g*p*q*r^4 +194010*a*c*g*p*r^4*x-532392*a*c*g*p*r^3*x^2-194272*a*c*g*q^2*r^2*x^2-532392*a* c*g*q*r^3*x^2+304932*a*c*p^3*q*r^2*x+337068*a*c*p^2*q^2*r^2*x+412956*a*c*p^2*q* r^3*x-387324*a*c*p^2*q*r^2*x^2+144492*a*c*p*q^3*r^2*x+328032*a*c*p*q^2*r^3*x-\ 387324*a*c*p*q^2*r^2*x^2+229116*a*c*p*q*r^4*x-801944*a*c*p*q*r^3*x^2+63750*a*c* g^3*p*r^2*x+215073*a*c*g^2*p^2*r^2*x-9769*a*c*g^2*p*q*r^3-23650*a*c^2*g*p*q*r^3 +722790*a*c^2*g*p*r^3*x-353976*a*c^2*g*p*r^2*x^2-353976*a*c^2*g*q*r^2*x^2+ 893520*a*c^2*p^2*q*r^2*x+597492*a*c^2*p*q^2*r^2*x+860284*a*c^2*p*q*r^3*x-768200 *a*c^2*p*q*r^2*x^2+385718*a*c^2*g^2*p*r^2*x+737064*a*c^2*g*p^2*r^2*x+100364*a*b *p*q*r^4*x-347012*a*b*p*q*r^3*x^2+906628*a*c^3*g*p*r^2*x+1087464*a*c^3*p*q*r^2* x+81790*a*b*g^2*p^2*r^2*x-4554*a*b*g^2*p*q*r^3+27422*a*b*g^2*p*r^2*x^2+27422*a* b*g^2*q*r^2*x^2+106006*a*b*g*p^3*r^2*x-4386*a*b*g*p^2*q*r^3+149682*a*b*g*p^2*r^ 3*x-44174*a*b*g*p^2*r^2*x^2-5424*a*b*g*p*q^2*r^3+5646*a*b*g*p*q*r^4+84514*a*b*g *p*r^4*x-204476*a*b*g*p*r^3*x^2-44174*a*b*g*q^2*r^2*x^2-204476*a*b*g*q*r^3*x^2+ 135072*a*b*p^3*q*r^2*x+145668*a*b*p^2*q^2*r^2*x+182478*a*b*p^2*q*r^3*x-143334*a *b*p^2*q*r^2*x^2+141450*a*b*p*q^2*r^3*x-143334*a*b*p*q^2*r^2*x^2-6775*a*b*c*g^2 *p*r^3-4227*a*b*c*g*p^2*r^3+26623*a*b*c*g*p*r^4+355904*a*b*c*p^3*r^2*x-9384*a*b *c*p^2*q*r^3+481060*a*b*c*p^2*r^3*x-268368*a*b*c*p^2*r^2*x^2-12624*a*b*c*p*q^2* r^3+23564*a*b*c*p*q*r^4+255428*a*b*c*p*r^4*x-756288*a*b*c*p*r^3*x^2-268368*a*b* c*q^2*r^2*x^2-756288*a*b*c*q*r^3*x^2-8722*a*b*c^2*g*p*r^3+1054460*a*b*c^2*p^2*r ^2*x-18144*a*b*c^2*p*q*r^3+1000292*a*b*c^2*p*r^3*x-484184*a*b*c^2*p*r^2*x^2-\ 484184*a*b*c^2*q*r^2*x^2+114507*a*b^2*g*p^2*r^2*x-4438*a*b^2*g*p*q*r^3+41124*a* b^2*g*p*r^2*x^2+41124*a*b^2*g*q*r^2*x^2+157128*a*b^2*p^2*q*r^2*x+152934*a*b^2*p *q*r^3*x-57114*a*b^2*p*q*r^2*x^2+1318352*a*b*c^3*p*r^2*x+387124*a^2*b*c*g*p*r^2 *x+572120*a^2*b*c*p*q*r^2*x-2340*a*b^2*c*g*p*r^3+431624*a*b^2*c*p^2*r^2*x-5896* a*b^2*c*p*q*r^3+414460*a*b^2*c*p*r^3*x-69924*a*b^2*c*p*r^2*x^2-69924*a*b^2*c*q* r^2*x^2-330*a*b*g^4*p^2*r+438286*a^2*c*g*p*q+2543*q^2*g^3*r+1688*b^3*a*p^4+ 16476*b^3*a*p^3+53944*b^3*a*p^2+896*a^2*b*g^3+1384*a^3*g^3*r^3*x+1071*a^3*g^3*r ^2*x^2+1965*a^3*g^2*r^4*x-9927*a^3*g^2*r^3*x^2-304*a^3*g*r^5*x-15146*a^3*g*r^4* x^2+882*a^3*p^5*r*x+23750*a^3*c*p^2*r^3*x-94246*a^3*c*p^2*r^2*x^2+4768*a^3*c*p* r^4*x-125176*a^3*c*p*r^3*x^2-94246*a^3*c*q^2*r^2*x^2-125176*a^3*c*q*r^3*x^2+ 10016*a^3*b*p^2*r^3*x-31200*a^3*b*p^2*r^2*x^2+2264*a^3*b*p*r^4*x-49200*a^3*b*p* r^3*x^2-31200*a^3*b*q^2*r^2*x^2-49200*a^3*b*q*r^3*x^2+59664*a^3*c^2*p*r^3*x-\ 204160*a^3*c^2*p*r^2*x^2-204160*a^3*c^2*q*r^2*x^2+143956*c^2*g*b*a*p^2*q+58464* a*b*c^2*g^2*p*q+66268*c^2*g*b*a*p*q^2-2*g*p*q^6*r-420*g*p^4*q^3*r-220*g*p^3*q^4 *r-50*g*p^2*q^5*r+8000*b^2*c*p*q*r^4*x^2-1064*a^2*g^3*p^2*q*r-290*a^2*g^3*p*q^2 *r-82*a^2*g^4*p*q*r-10480*p*q^3*r^4*x^2-2874*p*q^2*r^5*x^2+2102*p*q*r^6*x^2-\ 4656*a^4*c*p*r^3+13754*a^4*p^2*r^2*x-1836*a^4*p*q*r^3+4996*a^4*p*r^2*x^2+4996*a ^4*q*r^2*x^2+59584*a^2*c^2*g*q^2-2628*a^3*b*p^2*r^3+716*a^3*b*p*r^4+230664*a^2* c^2*g*q-14508*a^3*c^2*p*r^3-107*a*c*g^5*p*r-19*a*c*g^5*q*r-1716*a*b*p^5*q*r-\ 2684*a*b*p^4*q^2*r-1936*a*b*p^3*q^3*r-594*a*b*p^2*q^4*r-44*a*b*p*q^5*r-15600*b^ 4*p*q*r^2*x^2-204160*b^3*c^2*p*r^2*x^2-204160*b^3*c^2*q*r^2*x^2-94246*b^3*c*p^2 *r^2*x^2-125176*b^3*c*p*r^3*x^2-94246*b^3*c*q^2*r^2*x^2+7670*a^3*g*p^2*r^3*x-\ 22680*a^3*g*p^2*r^2*x^2+2094*a^3*g*p*r^4*x-35622*a^3*g*p*r^3*x^2-22680*a^3*g*q^ 2*r^2*x^2-35622*a^3*g*q*r^3*x^2+9555*a^3*p^2*q*r^3*x-43275*a^3*p^2*q*r^2*x^2+ 9981*a^3*p*q^2*r^3*x-43275*a^3*p*q^2*r^2*x^2+2496*a^3*p*q*r^4*x-54708*a^3*p*q*r ^3*x^2-602*a*b*c*g^4*r^2-2238*a*b*c*g^3*r^3+4756*a*b*c*g^2*r^4+5188*a^2*c*g^3*p *q+14016*a*b*c*g*r^5-5106*a*b*c*p^5*r-14*a*b*c*q^5*r-88354*c^2*g^2*p*q*r^2+ 223956*c^2*g^2*p*r^2*x-180473*c^2*g*p^2*q*r^2+529942*c^2*g*p^2*r^2*x-79455*c^2* g*p*q^2*r^2-115404*c^2*g*p*q*r^3+756496*c^2*g*p*r^3*x+658606*c^2*g*p*r^2*x^2+ 658606*c^2*g*q*r^2*x^2+606600*c^2*p^2*q*r^2*x+279384*c^2*p*q^2*r^2*x+849108*c^2 *p*q*r^3*x+643384*c^2*p*q*r^2*x^2+99612*b*p^2*q^2*r^2*x+208389*b*p^2*q*r^3*x+ 136632*b*p^2*q*r^2*x^2+137991*b*p*q^2*r^3*x+136632*b*p*q^2*r^2*x^2+139786*b*p*q *r^4*x-138560*b*p*q*r^3*x^2-185478*c^3*g*p*q*r^2+555600*c^3*g*p*r^2*x+598496*c^ 3*p*q*r^2*x-55296*x+92592*p+26256*a+40656*b+24336*r-17828*r^4*x+17828*r^4*x^2-\ 21335*r^5*x^2-134208*r*x+222528*r^2*x^2+134208*r*x^2+396*a^2*p^6-715596*a*b*c^2 *q^2*r^2*x^2-871952*a*b*c^2*q*r^3*x^2+23556*a*b*c*p^3*r^3*x-215860*a*b*c*p^3*r^ 2*x^2-30556*a*b*c*p^2*r^4*x-377488*a*b*c*p^2*r^3*x^2-45404*a*b*c*p*r^5*x-247464 *a*b*c*p*r^4*x^2-215860*a*b*c*q^3*r^2*x^2-377488*a*b*c*q^2*r^3*x^2-247464*a*b*c *q*r^4*x^2+11382*a*b*g^2*p^2*r^3*x-48296*a*b*g^2*p^2*r^2*x^2-234*a*b*g^2*p*r^4* x-75552*a*b*g^2*p*r^3*x^2+452804*p*a*b^2*c*q+55296*x^2+35844*r^2-3666*a*c*g*p^5 *r-11*a*c*g*q^5*r-3862*a*c*p^5*q*r+2586*a*b^2*g^3*p+418*a*b^2*g^3*q-10982*a^2*c *p^3*q^2*r-5386*a^2*c*p^2*q^3*r-886*a^2*c*p*q^4*r-288*a^2*c*g^3*q^2*r-8731*a^2* c*g^2*p^3*r-332*a^2*c*g^2*q^3*r-8419*a^2*c*g*p^4*r-132*a^2*c*g*q^4*r-9280*a^2*c *p^4*q*r-6976*a^2*c^2*p*q^3*r-385*a^2*c*g^4*p*r-71*a^2*c*g^4*q*r-3521*a^2*c*g^3 *p^2*r-33516*a^2*c^2*p^3*q*r-26538*a^2*c^2*p^2*q^2*r-21476*a^2*c^2*g^2*p^2*r-\ 3040*a^2*c^2*g^2*q^2*r-30542*a^2*c^2*g*p^3*r-1920*a^2*c^2*g*q^3*r-51940*a^2*c^3 *g*p^2*r-9156*a^2*c^3*g*q^2*r-56368*a^2*c^3*p^2*q*r-25624*a^2*c^3*p*q^2*r-4830* a^2*c^2*g^3*p*r-1574*a^2*c^2*g^3*q*r-48296*a*b*g^2*q^2*r^2*x^2-75552*a*b*g^2*q* r^3*x^2+8124*a*b*g*p^3*r^3*x-61324*a*b*g*p^3*r^2*x^2-8304*a*b*g*p^2*r^4*x-\ 115704*a*b*g*p^2*r^3*x^2-13476*a*b*g*p*r^5*x-81824*a*b*g*p*r^4*x^2-61324*a*b*g* q^3*r^2*x^2-115704*a*b*g*q^2*r^3*x^2-81824*a*b*g*q*r^4*x^2+9484*a*b*p^3*q*r^3*x -97112*a*b*p^3*q*r^2*x^2+15624*a*b*p^2*q^2*r^3*x-145668*a*b*p^2*q^2*r^2*x^2-\ 9788*a*b*p^2*q*r^4*x-161964*a*b*p^2*q*r^3*x^2-97112*a*b*p*q^3*r^2*x^2-161964*a* b*p*q^2*r^3*x^2-100364*a*b*p*q*r^4*x^2+128328*a*c^3*g*p*r^3*x-729968*a*c^3*g*p* r^2*x^2-729968*a*c^3*g*q*r^2*x^2+153552*a*c^3*p*q*r^3*x-1074944*a*c^3*p*q*r^2*x ^2+65160*a*c^2*g^2*p*r^3*x-303030*a*c^2*g^2*p*r^2*x^2-303030*a*c^2*g^2*q*r^2*x^ 2+74080*a*c^2*g*p^2*r^3*x-497022*a*c^2*g*p^2*r^2*x^2-15538*a*c^2*g*p*r^4*x-\ 603442*a*c^2*g*p*r^3*x^2-497022*a*c^2*g*q^2*r^2*x^2-603442*a*c^2*g*q*r^3*x^2+ 87138*a*c^2*p^2*q*r^3*x-725088*a*c^2*p^2*q*r^2*x^2+95106*a*c^2*p*q^2*r^3*x-\ 725088*a*c^2*p*q^2*r^2*x^2-13628*a*c^2*p*q*r^4*x-808356*a*c^2*p*q*r^3*x^2-43275 *a*b^2*q^3*r^2*x^2-82062*a*b^2*q^2*r^3*x^2-58404*a*b^2*q*r^4*x^2+2138*a*b*p^4*r ^3*x-24278*a*b*p^4*r^2*x^2-6248*a*b*p^3*r^4*x-53988*a*b*p^3*r^3*x^2-12372*a*b*p ^2*r^5*x-50182*a*b*p^2*r^4*x^2-16340*a*b*p*r^5*x^2-24278*a*b*q^4*r^2*x^2-53988* a*b*q^3*r^3*x^2-50182*a*b*q^2*r^4*x^2-16340*a*b*q*r^5*x^2+92264*a*c^4*p*r^3*x-\ 594768*a*c^4*p*r^2*x^2-594768*a*c^4*q*r^2*x^2-17896*a^2*c^4*g*q*r-43792*a^2*c^4 *p*q*r-21732*a^2*c^3*g^2*p*r-8628*a^2*c^3*g^2*q*r+20676*r^3-1204*b^3*c*p*r^4*x^ 2-16842*b^3*c*q^2*r^3*x^2-1204*b^3*c*q*r^4*x^2-41288*a^2*c^4*g*p*r-6188*a*c*p^4 *q^2*r-4652*a*c*p^3*q^3*r-1558*a*c*p^2*q^4*r-158*a*c*p*q^5*r-20*a*g^5*p*q*r-337 *a*g^4*p^2*q*r-86*a*g^4*p*q^2*r-1212*a*g^3*p^3*q*r-822*a*g^3*p^2*q^2*r-144*a*g^ 3*p*q^3*r-1814*a*g^2*p^4*q*r-2046*a*g^2*p^3*q^2*r-914*a*g^2*p^2*q^3*r-116*a*g^2 *p*q^4*r-1240*a*g*p^5*q*r-1970*a*g*p^4*q^2*r-1460*a*g*p^3*q^3*r-475*a*g*p^2*q^4 *r-44*a*g*p*q^5*r-380*g^3*p^4*q*r-420*g^3*p^3*q^2*r-180*g^3*p^2*q^3*r-20*g^3*p* q^4*r-5691*b^3*g*p^2*r^3*x^2-1380*b^3*g*p*r^4*x^2-5691*b^3*g*q^2*r^3*x^2-1380*b ^3*g*q*r^4*x^2-6687*b^3*p^2*q*r^3*x^2-6687*b^3*p*q^2*r^3*x^2+222*b^3*p*q*r^4*x^ 2-84144*b^2*c^3*p*r^3*x^2-84144*b^2*c^3*q*r^3*x^2-50814*b^2*c^2*p^2*r^3*x^2+ 4268*b^2*c^2*p*r^4*x^2-50814*b^2*c^2*q^2*r^3*x^2+4268*b^2*c^2*q*r^4*x^2-13398*b ^2*c*p^3*r^3*x^2+4000*b^2*c*p^2*r^4*x^2+16572*b^2*c*p*r^5*x^2-13398*b^2*c*q^3*r ^3*x^2+6656*a^2*b^2*c*g^2*p+4000*b^2*c*q^2*r^4*x^2+16572*b^2*c*q*r^5*x^2+27984* a^2*b^2*c*g*p^2+96784*a^2*b^2*c*g*p-5889*b^2*g^2*p^2*r^3*x^2-1335*b^2*g^2*p*r^4 *x^2-5889*b^2*g^2*q^2*r^3*x^2-1335*b^2*g^2*q*r^4*x^2-4581*b^2*g*p^3*r^3*x^2+411 *b^2*g*p^2*r^4*x^2+4681*b^2*g*p*r^5*x^2-4581*b^2*g*q^3*r^3*x^2+411*b^2*g*q^2*r^ 4*x^2+4681*b^2*g*q*r^5*x^2-5208*b^2*p^3*q*r^3*x^2-7812*b^2*p^2*q^2*r^3*x^2+2655 *b^2*p^2*q*r^4*x^2-5208*b^2*p*q^3*r^3*x^2+2655*b^2*p*q^2*r^4*x^2+7564*b^2*p*q*r ^5*x^2+3648*a^2*b^2*c*g*q^2+17040*a^2*b^2*c*p*q^2+29248*a^2*b^2*c*g*q+141312*a^ 2*b^2*c*p*q+1904*a^2*b^2*c*g^2*q-81792*b*c^4*p*r^3*x^2-81792*b*c^4*q*r^3*x^2+ 38784*a^2*b^2*c*p^2*q+1249632*c^2*g*b*a*p+240620*a*b*c^2*g^2*p+605204*c^2*g*b*a *p^2+14080*a*b*c^2*g^3*p+59460*a*b*c^2*g^2*p^2+83948*c^2*g*b*a*p^3+63728*a*c^3* b*g^2*p-65424*b*c^3*p^2*r^3*x^2+146784*a*c^3*b*g*p^2+640656*a*c^3*b*g*p+13824*b *c^3*p*r^4*x^2-65424*b*c^3*q^2*r^3*x^2+13824*b*c^3*q*r^4*x^2+120640*a*b*c^4*g*p -2850*a^2*g^2*p^3*q*r-1992*a^2*g^2*p^2*q^2*r-378*a^2*g^2*p*q^3*r-2836*a^2*g*p^4 *q*r-3264*a^2*g*p^3*q^2*r-1516*a^2*g*p^2*q^3*r-214*a^2*g*p*q^4*r-624*a*b^5*c*p* r-80*a*b^5*c*q*r-32*a*b^5*p*q*r-1888*a*b^4*c^2*g*r-7424*a*b^4*c^2*p*r-2304*a*b^ 4*c^2*q*r-1320*a*b^4*c*g*r^2-4192*a*b^4*c*p^2*r-3656*a*b^4*c*p*r^2-216*a*b^4*c* q^2*r-732*a*b^4*g*p^2*r-960*a*b^4*g*p*r^2-900*a*b^4*p^2*q*r-120*a*b^4*p*q^2*r-\ 11840*a*b^3*c^3*g*r-31616*a*b^3*c^3*p*r-12416*a*b^3*c^3*q*r+43520*a*c^4*g^2*p+ 19152*a*c^4*g^2*q-2504*a*b^3*c^2*g^2*r-9800*a*b^3*c^2*g*r^2-26784*a*b^3*c^2*p^2 *r+90688*a*c^4*g*p^2+19056*a*c^4*g*q^2-3264*a*b^3*c^2*q^2*r+96616*a*c^4*p^2*q+ 48152*a*c^4*p*q^2-2140*a*b^3*c*g^2*r^2-596*a*b^3*c*g*r^3-9836*a*b^3*c*p^3*r+ 1884*a*b*g^3*p^3+36*a*b*g^3*q^3-212*a*b^3*c*q^3*r+3204*a*b*g^2*p^4+36*a*b*g^2*q ^4+2388*a*b*g*p^5+2764*a*b*p^5*q+4456*a*b*p^4*q^2+3384*a*b*p^3*q^3-1168*a*b^3*g ^2*p^2*r+1156*a*b*p^2*q^4+59200*a*c^5*g*p+26784*a*c^5*g*q+61056*a*c^5*p*q-2488* a*b^3*g*p^3*r+408*a*b*g^4*p^2+12*a*b*g^4*q^2+7856*a*b*c*p^5-2816*a*b^3*p^3*q*r-\ 1672*a*b^3*p^2*q^2*r+24688*a*b*c^4*q^2+6576*a*b*c^3*g^3+7920*a*b*c^3*q^3-176*a* b^3*p*q^3*r+664*a*b*c^2*g^4+1196*a*b*c^2*q^4-27696*a*b^2*c^4*g*r-62752*a*b^2*c^ 4*p*r+1023*a^2*q^2*r^6*x^2+495*a^2*q*r^7*x^2+252*a*p^5*r^4*x^2+495*a*p^4*r^5*x^ 2+585*a*p^3*r^6*x^2+414*a*p^2*r^7*x^2+162*a*p*r^8*x^2+252*a*q^5*r^4*x^2+495*a*q ^4*r^5*x^2+585*a*q^3*r^6*x^2+414*a*q^2*r^7*x^2+162*a*q*r^8*x^2+660*b^4*p^2*r^4* x^2+594*b^4*p*r^5*x^2+660*b^4*q^2*r^4*x^2+594*b^4*q*r^5*x^2+945*b^3*p^3*r^4*x^2 +1197*b^3*p^2*r^5*x^2+756*b^3*p*r^6*x^2+945*b^3*q^3*r^4*x^2+1197*b^3*q^2*r^5*x^ 2+756*b^3*q*r^6*x^2+5520*a*b^2*c*q^3+50312*a*b^2*c*q^2+3100*a*b^2*c*g^3+44536*a *b^2*c*g^2-375540*b^2*q*r*x-337890*b*q^2*r*x+101636*a*b*g*r+693*b^2*p^4*r^4*x^2 +1122*b^2*p^3*r^5*x^2+1023*b^2*p^2*r^6*x^2+495*b^2*p*r^7*x^2+693*b^2*q^4*r^4*x^ 2+1122*b^2*q^3*r^5*x^2+1023*b^2*q^2*r^6*x^2+495*b^2*q*r^7*x^2-42*g^5*p^2*q*r-10 *g^5*p*q^2*r-190*g^4*p^3*q*r-125*g^4*p^2*q^2*r-20*g^4*p*q^3*r-150*c*p^2*q^5*r-6 *c*p*q^6*r-2*g^6*p*q*r-593*c*g*p^6*r-606*c*p^6*q*r-1230*c*p^5*q^2*r-1260*c*p^4* q^3*r-660*c*p^3*q^4*r-18*c*g^4*q^3*r-1179*c*g^3*p^4*r-11*c*g^3*q^4*r-1174*c*g^2 *p^5*r-2*c*g^2*q^5*r-1519*g*q*r^5-2544*c*g*r^5-5819*c*p*r^5-3083*c*q*r^5-2415*g *p*r^5-6454*a*p*r^5-8064*a*q^2*r^4-3937*a*q*r^5-40256*b^2*p^2*r^3-12480*b^2*p*r ^4+2251*b*c*r^5-20042*b*p^2*r^4-723*b*p*r^5-388*b*q*r^5-25728*b*c^2*p^3*r^3*x^2 +13188*b*c^2*p^2*r^4*x^2+38168*b*c^2*p*r^5*x^2-25728*b*c^2*q^3*r^3*x^2+13188*b* c^2*q^2*r^4*x^2+38168*b*c^2*q*r^5*x^2-207350*c*g^2*p*r^2*x-129232*c*g*p^2*r^2*x +302104*c*g*p*r^3*x-149998*c*p^2*q*r^2*x-303002*c*p*q^2*r^2*x+338884*c*p*q*r^3* x-96416*g^2*p*q*r^2*x-64712*g*p^2*q*r^2*x-114436*g*p*q^2*r^2*x+98228*g*p*q*r^3* x-4986*b*c*p^4*r^3*x^2+4972*b*c*p^3*r^4*x^2+17182*b*c*p^2*r^5*x^2+14820*b*c*p*r ^6*x^2-4986*b*c*q^4*r^3*x^2+4972*b*c*q^3*r^4*x^2+17182*b*c*q^2*r^5*x^2+14820*b* c*q*r^6*x^2+42656*b^2*a^2*c^2*g*p-281*r^4+151840*a*b^2*c*p^3+529872*a*b^2*c*p^2 +4*a^2*q^6+152236*r^3*x^2-152236*r^3*x-222528*r^2*x-1693*a*c^2*g^4*p*r-543*a*c^ 2*g^4*q*r-9682*a*c^2*g^3*p^2*r-1308*a*c^2*g^3*q^2*r-20275*a*c^2*g^2*p^3*r-1147* a*c^2*g^2*q^3*r-17901*a*c^2*g*p^4*r-363*a*c^2*g*q^4*r-18572*a*c^2*p^4*q*r-21844 *a*c^2*p^3*q^2*r-10600*a*c^2*p^2*q^3*r-1706*a*c^2*p*q^4*r-125176*b^3*c*q*r^3*x^ 2-22680*b^3*g*p^2*r^2*x^2-35622*b^3*g*p*r^3*x^2-22680*b^3*g*q^2*r^2*x^2-35622*b ^3*g*q*r^3*x^2+77148*a*b*c*p^2*q*r^3*x-647580*a*b*c*p^2*q*r^2*x^2+83628*a*b*c*p *q^2*r^3*x-647580*a*b*c*p*q^2*r^2*x^2-16000*a*b*c*p*q*r^4*x-754976*a*b*c*p*q*r^ 3*x^2+23556*a*b*g^2*p*q*r^3*x-96592*a*b*g^2*p*q*r^2*x^2+26448*a*b*g*p^2*q*r^3*x -183972*a*b*g*p^2*q*r^2*x^2+28524*a*b*g*p*q^2*r^3*x-183972*a*b*g*p*q^2*r^2*x^2-\ 1644*a*b*g*p*q*r^4*x-231408*a*b*g*p*q*r^3*x^2+21132*g*q+58084*b*g+17952*g^2+176 *a^4*b*c^2*g*r^2+264*a^4*b*c*g*r^3+1188*a^2*c*g^4*r^2*x+990*a^2*c*g^4*r*x^2+ 8922*a^2*c*g^3*r^3*x-9057*a^2*c*g^3*r^2*x^2+8417*a^2*c*g^2*r^4*x-84584*a^2*c*g^ 2*r^3*x^2-6055*a^2*c*g*r^5*x-98674*a^2*c*g*r^4*x^2+5934*a^2*c*p^5*r*x-15246*a^2 *c*p^4*r*x^2+842*a^2*c*q^5*r*x-15246*a^2*c*q^4*r*x^2+45920*a*b^3*c*g*p*q*r*x+ 229976*a*b^2*c^2*g*p*q*r*x+50456*a*b^2*c*g^2*p*q*r*x+124848*a*b^2*c*g*p^2*q*r*x +79848*a*b^2*c*g*p*q^2*r*x-93600*a*b^2*c*g*p*q*r*x^2+413952*a*b*c^3*g*p*q*r*x+ 163352*a*b*c^2*g^2*p*q*r*x+333012*a*b*c^2*g*p^2*q*r*x+224412*a*b*c^2*g*p*q^2*r* x-392184*a*b*c^2*g*p*q*r*x^2+23940*a*b*c*g^3*p*q*r*x+89686*a*b*c*g^2*p^2*q*r*x+ 58154*a*b*c*g^2*p*q^2*r*x-68524*a*b*c*g^2*p*q*r*x^2+113560*a*b*c*g*p^3*q*r*x+ 124572*a*b*c*g*p^2*q^2*r*x-192840*a*b*c*g*p^2*q*r*x^2+52536*a*b*c*g*p*q^3*r*x-\ 192840*a*b*c*g*p*q^2*r*x^2+70768*a^2*b*c*g*p*q*r*x+116432*a*b^2*c*g*p*q*r*x+ 392184*a*b*c^2*g*p*q*r*x+68524*a*b*c*g^2*p*q*r*x+123212*a^3*c*g*p*r^2*x+195136* a^3*c*p*q*r^2*x+47292*a^3*g*p*q*r^2*x+272088*a^2*b^2*c*p*r^2*x+93600*a^2*b^2*p* q*r^2*x+780080*a^2*b*c^2*p*r^2*x-16570*a^2*b*c*g*p*r^3+438268*a^2*b*c*p^2*r^2*x -21152*a^2*b*c*p*q*r^3-2992*b^4*c*p^2*q*r-792*b^4*c*p*q^2*r-56*b^4*g^2*p*q*r-\ 596*b^4*g*p^2*q*r-56*b^4*g*p*q^2*r-22808*b^3*c^3*g*p*r-8616*b^3*c^3*g*q*r-21040 *b^3*c^3*p*q*r+946*g^4*p*r^2*x^2+946*g^4*q*r^2*x^2+8250*g^3*p^3*r^2*x-303*g^3*p ^2*q*r^3+11537*g^3*p^2*r^3*x-3951*g^3*p^2*r^2*x^2+6432*g^3*p*r^4*x-16526*g^3*p* r^3*x^2-3951*g^3*q^2*r^2*x^2-16526*g^3*q*r^3*x^2+10099*g^2*p^4*r^2*x-184*g^2*p^ 3*q*r^3+17187*g^2*p^3*r^3*x-12005*g^2*p^3*r^2*x^2-630*g^2*p^2*q^2*r^3+1674*g^2* p^2*q*r^4+11947*g^2*p^2*r^4*x-41796*g^2*p^2*r^3*x^2+2734*g^2*p*r^5*x-38955*g^2* p*r^4*x^2+10332*c*g^3*p*q*r^3*x-62920*c*g^3*p*q*r^2*x^2+16749*c*g^2*p^2*q*r^3*x -152034*c*g^2*p^2*q*r^2*x^2+18675*c*g^2*p*q^2*r^3*x-152034*c*g^2*p*q^2*r^2*x^2-\ 4638*c*g^2*p*q*r^4*x-176172*c*g^2*p*q*r^3*x^2+11432*c*g*p^3*q*r^3*x-146492*c*g* p^3*q*r^2*x^2+19584*c*g*p^2*q^2*r^3*x-219738*c*g*p^2*q^2*r^2*x^2-17116*c*g*p^2* q*r^4*x-233859*c*g*p^2*q*r^3*x^2+14680*c*g*p*q^3*r^3*x-146492*c*g*p*q^3*r^2*x^2 -4136*c*g*p*q^2*r^4*x-233859*c*g*p*q^2*r^3*x^2-23650*c*g*p*q*r^5*x-137290*c*g*p *q*r^4*x^2+172936*a^3*b*c*p*r^2*x+64352*a^3*b*p*q*r^2*x+457256*a^2*b*c*p*r^3*x-\ 69924*a^2*b*c*p*r^2*x^2-69924*a^2*b*c*q*r^2*x^2+100364*a*b*r+285880*a*c*r+68096 *a*g*r+358058*a*p*r+66098*a*q*r+291944*b*c*r+78664*b*g*r+287578*b*p*r+213828*c* g*r+732116*c*p*r+173324*c*q*r+225286*g*p*r+46978*g*q*r+227016*p*q*r+7894*g^4*r* x^2-12005*g^2*q^3*r^2*x^2-41796*g^2*q^2*r^3*x^2-38955*g^2*q*r^4*x^2+5974*g*p^5* r^2*x-25*g*p^4*q*r^3+11980*g*p^4*r^3*x-11073*g*p^4*r^2*x^2-360*g*p^3*q^2*r^3+ 1970*g*p^3*q*r^4+9610*g*p^3*r^4*x-41098*g*p^3*r^3*x^2-510*g*p^2*q^3*r^3+1510*g* p^2*q^2*r^4+2980*g*p^2*q*r^5+1342*g*p^2*r^5*x-51535*g*p^2*r^4*x^2-2150*g*p*r^6* x-26820*g*p*r^5*x^2-11073*g*q^4*r^2*x^2-41098*g*q^3*r^3*x^2-51535*g*q^2*r^4*x^2 -26820*g*q*r^5*x^2+6974*p^5*q*r^2*x+14185*p^4*q^2*r^2*x+13750*p^4*q*r^3*x-17125 *p^4*q*r^2*x^2+14580*p^3*q^3*r^2*x+23060*p^3*q^2*r^3*x-34250*p^3*q^2*r^2*x^2+ 11000*p^3*q*r^4*x-55948*p^3*q*r^3*x^2+18620*p^2*q^3*r^3*x-34250*p^2*q^3*r^2*x^2 +15720*p^2*q^2*r^4*x-83922*p^2*q^2*r^3*x^2+1817*p^2*q*r^5*x-64851*p^2*q*r^4*x^2 -17125*p*q^4*r^2*x^2-55948*p*q^3*r^3*x^2-64851*p*q^2*r^4*x^2-31294*p*q*r^5*x^2+ 3824*b^2*c^5*g*r^2-13792*a^4*c*p*r^2-4350*a^4*p*q*r^2-10712*a^4*p*r^2*x+2424*b^ 2*c^4*g^2*r^2-23374*a^3*b*p^2*r^2-20204*a^3*b*p*r^3+9912*b^2*c^4*g*r^3-80384*a^ 3*c^2*p*r^2-60218*a^3*c*p^2*r^2+660*b^2*c^3*g^3*r^2+5228*b^2*c^3*g^2*r^3+10316* b^2*c^3*g*r^4-17419*a^3*g*p^2*r^2-15890*a^3*g*p*r^3+64*b^2*c^2*g^4*r^2-20152*a^ 3*p^2*q*r^2+22453*a^3*p^2*r^2*x-7177*a^3*p*q^2*r^2-17975*a^3*p*q*r^3+61949*a^3* p*r^3*x+97352*a^3*p*r^2*x^2+1154*b^2*c^2*g^3*r^3+97352*a^3*q*r^2*x^2+4250*b^2*c ^2*g^2*r^4+5316*b^2*c^2*g*r^5-32002*a^2*b^2*p^2*r^2-23548*a^2*b^2*p*r^3-33022*a ^2*b*p^3*r^2-12596*a^2*b*p*r^4+89*b^2*c*g^4*r^3+683*b^2*c*g^3*r^4-201580*a^2*c^ 3*p*r^2+1516*b^2*c*g^2*r^5+1343*b^2*c*g*r^6-204086*a^2*c^2*p^2*r^2-149848*a^2*c ^2*p*r^3-79158*a^2*c*p^3*r^2-89424*a^2*c*p^2*r^3-32224*a^2*c*p*r^4-17864*a^2*g^ 2*p^2*r^2-15235*a^2*g^2*p*r^3-24434*a^2*g*p^3*r^2-28644*a^2*g*p^2*r^3-11368*a^2 *g*p*r^4-26761*a^2*p^3*q*r^2+55112*a^2*p^3*r^2*x-21723*a^2*p^2*q^2*r^2-31785*a^ 2*p^2*q*r^3+132464*a^2*p^2*r^3*x+106844*a^2*p^2*r^2*x^2-5095*a^2*p*q^3*r^2-\ 18401*a^2*p*q^2*r^3-12759*a^2*p*q*r^4+103600*a^2*p*r^4*x-34811*a^2*p*r^3*x^2+ 106844*a^2*q^2*r^2*x^2-34811*a^2*q*r^3*x^2-29148*a*b^2*p^3*r^2-26928*a*b^2*p^2* r^3-4196*a*b^2*p*r^4-18701*a*b*p^4*r^2-24164*a*b*p^3*r^3-7626*a*b*p^2*r^4+5116* a*b*p*r^5-224504*a*c^4*p*r^2-285252*a*c^3*p^2*r^2-182526*a*c^3*p*r^3-161686*a*c ^2*p^3*r^2-163498*a*c^2*p^2*r^3-41078*a*c^2*p*r^4+2704*b*c^6*g*r^2-42441*a*c*p^ 4*r^2-57484*a*c*p^3*r^3-22406*a*c*p^2*r^4+7872*a*c*p*r^5+2288*b*c^5*g^2*r^2+ 8448*b*c^5*g*r^3+936*b*c^4*g^3*r^2+6144*b*c^4*g^2*r^3+11104*b*c^4*g*r^4+48281*c *g^3*p^2*r^2*x-1477*c*g^3*p*q*r^3+47858*c*g^3*p*r^3*x-10917*c*g^3*p*r^2*x^2-\ 10917*c*g^3*q*r^2*x^2+83564*c*g^2*p^3*r^2*x-1971*c*g^2*p^2*q*r^3+111933*c*g^2*p ^2*r^3*x-68021*c*g^2*p^2*r^2*x^2-2934*c*g^2*p*q^2*r^3+5589*c*g^2*p*q*r^4+58706* c*g^2*p*r^4*x-182886*c*g^2*p*r^3*x^2-68021*c*g^2*q^2*r^2*x^2-182886*c*g^2*q*r^3 *x^2-192*a^5+4174*p*r^6*x+142720*b^2*p*q-36165*p*r^5*x^2+34186*b^2*g*q+69880*b^ 3*g*c+6160*q^4*r^2*x^2-28289*q^3*r^3*x^2+137716*q^2*b*c^2-54679*q^2*r^4*x^2+ 17112*b^3*a*r-36165*q*r^5*x^2+5876*a*b*g^3+159496*q*b^2*c+10320*a^2*b*g^2+14024 *b^3*a*g+7016*a^3*b*g+4029*p^4*r^2*x+680*b^4*g*p^2*q-1254908*a^2*c*r^2*x-561164 *a^2*p*r^2*x-526434*a^2*q*r^2*x+26046*a^2*b*c*g*p*r^4*x^2+26046*a^2*b*c*g*q*r^4 *x^2+39636*a^2*b*c*p*q*r^4*x^2-196046*a*b*r^3*x-2362488*a*c^2*r^2*x-451656*a*c* r^3*x-170673*a*g*r^3*x-452897*a*p^2*r^2*x-124515*a*p*r^3*x-403735*a*q^2*r^2*x-\ 204001*a*q*r^3*x-667444*b^2*c*r^2*x-302454*b^2*p*r^2*x-267724*b^2*q*r^2*x-\ 1734192*b*c^2*r^2*x-221532*b*c*r^3*x-98089*b*g*r^3*x-333777*b*p^2*r^2*x-39927*b *p*r^3*x-284615*b*q^2*r^2*x-119413*b*q*r^3*x-1401708*c^2*g*r^2*x-1795824*c^2*p* r^2*x-1699896*c^2*q*r^2*x-460540*c*g^2*r^2*x-225680*c*g*r^3*x-773994*c*p^2*r^2* x-111806*c*p*r^3*x-692846*c*q^2*r^2*x-283934*c*q*r^3*x-204176*g^2*p*r^2*x-\ 190430*g^2*q*r^2*x-265849*g*p^2*r^2*x-52767*g*p*r^3*x-235965*g*q^2*r^2*x-109149 *g*q*r^3*x-313048*p^2*q*r^2*x-295268*p*q^2*r^2*x-62328*p*q*r^3*x+112*b^4*g^2*p* q-3056*r^5-47168*b^2*c^3*p^2*q*r-19464*b^2*c^3*p*q^2*r-5322*b^2*c^2*g^3*p*r-\ 1686*b^2*c^2*g^3*q*r-20366*b^2*c^2*g^2*p^2*r-2406*b^2*c^2*g^2*q^2*r-26732*b^2*c ^2*g*p^3*r-1054*b^2*c^2*g*q^3*r-26592*b^2*c^2*p^3*q*r-19158*b^2*c^2*p^2*q^2*r-\ 4060*b^2*c^2*p*q^3*r-417*b^2*c*g^4*p*r-71*b^2*c*g^4*q*r-3237*b^2*c*g^3*p^2*r-\ 208*b^2*c*g^3*q^2*r-7522*b^2*c*g^2*p^3*r-155*b^2*c*g^2*q^3*r-6999*b^2*c*g*p^4*r -30*b^2*c*g*q^4*r-7194*b^2*c*p^4*q*r-7818*b^2*c*p^3*q^2*r-3230*b^2*c*p^2*q^3*r+ 1728*a^3*b*c^3*g*r^2+312*a^3*b*c^2*g^2*r^2+3096*a^3*b*c^2*g*r^3+476*a^3*b*c*g^2 *r^3+2276*a^3*b*c*g*r^4+38554*a^2*r^3-4308*a*r^4-16733*b^2*r^3-12513*b*r^4+ 147036*c^3*r^2+12*c^2*r^3-19985*c*r^4+943*g^2*r^3-7052*g*r^4+20647*p^3*r^2-\ 26469*p^2*r^3-21769*p*r^4+8557*q^2*r^3-4795*q*r^4+100690*a^2*r^2+48635*a*r^3+ 13578*b^2*r^2+5115*b*r^3+429544*c^3*r+240860*c^2*r^2+46372*c*r^3+25174*g^2*r^2+ 15657*g*r^3+160369*p^3*r+104151*p^2*r^2+15603*p*r^3+34615*q^2*r^2+23147*q*r^3+ 5434*a*q^2+214760*b^2*c+161256*b^2*p+52092*b^2*r+27076*c*q^2+14780*g^2*q+4298*g *q^2+63582*p*q^2+16740*q^2*r+11757*q^3*r^2+5949*q^3*r+34744*b^2*q+8950*b*q^2-\ 1670*c^2*r^5+551*a*r^6+1288*p*r^6-1858*p^2*r^5-4050*a^2*r^5+1911*b*r^6+820*q*r^ 6-810*q^2*r^5+2992*c*r^6+853*g*r^6+12816*a^3*b*c^2*g*q+49696*a^3*b*c^2*p*q-\ 20541*g*p*q*r^4-46046*a*c*q*r^4-16243*a*g*q*r^4-34011*a*p*q^2*r^3-13919*a^2*b*q *r^3-60916*a*b^2*p*r^3-55266*a*b*c*r^4-19922*a*b*g*r^4-41462*a*b*p*r^4-19896*a* b*q*r^4+633418*b*g*a*c*r*p-122472*r^2*q*p*g*a*c-253426*r^2*p*b*a*c*g+775976*q*b *a*c*r*p+669564*q*p*g*a*c*r+244810*q*b*a*c*r*g+412396*q*b*c*r*g*p+237598*q*b*p* r*g*a-2132*q*b*r^2*a*c*g-190906*q*b*r^2*p*c*g-50198*q*b*r^2*p*a*g-220320*q*b*r^ 2*p*c*a+99288*c^3*g*b*p^2*q+44712*c^3*g*b*p*q^2+46208*b*c^3*g^2*p*q+427616*c^3* g*b*p*q+57922*p^3*r^3*x+75022*p^2*r^4*x+40011*p*r^5*x+24960*a*b^2*c^5-312*b^2*c *p*q^4*r-50*b^2*g^4*p*q*r-784*b^2*g^3*p^2*q*r-150*b^2*g^3*p*q^2*r-2166*b^2*g^2* p^3*q*r-1308*b^2*g^2*p^2*q^2*r-150*b^2*g^2*p*q^3*r-2180*b^2*g*p^4*q*r-2280*b^2* g*p^3*q^2*r-860*b^2*g*p^2*q^3*r-50*b^2*g*p*q^4*r-390*g^2*p^5*q*r-610*g^2*p^4*q^ 2*r-440*g^2*p^3*q^3*r-135*g^2*p^2*q^4*r-10*g^2*p*q^5*r-202*g*p^6*q*r-410*g*p^5* q^2*r+93942*a^2*b*c*g*p*r^3*x-285126*a^2*b*c*g*p*r^2*x^2-285126*a^2*b*c*g*q*r^2 *x^2+116308*a^2*b*c*p*q*r^3*x-565476*a^2*b*c*p*q*r^2*x^2+38374*a^2*b*g*p*q*r^3* x-136080*a^2*b*g*p*q*r^2*x^2+89766*a^2*c*g*p*q*r^3*x-401738*a^2*c*g*p*q*r^2*x^2 +72882*a*b^2*c*g*p*r^3*x-285126*a*b^2*c*g*p*r^2*x^2-285126*a*b^2*c*g*q*r^2*x^2+ 85796*a*b^2*c*p*q*r^3*x-565476*a*b^2*c*p*q*r^2*x^2+39958*b*r^2*a^3-30786*r^2*p^ 3*a^2-13709*r^2*p^3*a+20976*r^2*p^2*a^2+36769*a^3*r^2*g-31014*r^2*p^3*b-13719*r ^2*p^4*g-25726*r^3*p^3*g-37015*a^2*r^4*c-12635*a^2*r^4*g+306772*a^2*c^3*r+2560* a^4*g*r+148096*b*c^4*r-3285*g^3*r^3*a+12684*r^2*q^2*a^3+100022*c^3*g^2*r-14531* r^2*p^2*a^3-50214*r^2*c^3*g^2-21988*p*a^3*r^3-19897*r^2*p^4*a-52974*p^2*a^2*r^3 +19993*q^2*a^3*r-201516*r^2*p*c^4-77556*r^2*p*c^3+49044*r^2*q*a^3-71464*r^2*a*c ^4+225052*r^2*a^2*c^2+134220*r^2*a*c^3-10790*a^3*r^3*c-76251*r^3*b^2*c-144764*r ^3*b*c^2-52420*r^3*b^2*p-76837*r^3*c^2*g+7346*r^3*q^2*a-17251*r^3*q^2*p-150769* r^3*p^2*c-40934*r^3*q*c^2-2773*r^3*q^2*c-68137*r^3*p^2*a-49577*r^3*p^2*g+21323* r^3*a^2*c-22915*r^3*p*g^2-46532*r^3*a*c^2-222192*r^3*p*c^2-46884*r^3*q*p^2-\ 72190*r^3*p^2*b+17307*r^3*q*a^2-23874*r^3*c*g^2-29331*r^4*q*c-21501*r^4*b*a-\ 46297*r^4*b*c-36136*r^4*b*p-13554*r^4*q*a-26588*r^4*q*p-3376*r^3*q*g^2-80591*r^ 4*p*c-41937*r^4*p*a-45325*r^4*a*c-34205*r^4*c*g-15372*r^4*a*g-27565*r^4*p*g-\ 125198*r^3*a*c^3-224474*p*c^3*r^3-49529*r^3*c^2*g^2-77122*p^3*c*r^3-48788*p^2*c *r^4: Pgn:= x^3*(x-1)^3*(16*a^4*b*x+8*a^4*g*x+48*a^3*b^2*x+96*a^3*b*c*x+80*a^3*b*g *x+24*a^3*b*p*x+24*a^3*b*q*x+16*a^3*c^2*x+56*a^3*c*g*x+8*a^3*c*p*x+8*a^3*c*q*x+ 28*a^3*g^2*x+16*a^3*g*p*x+16*a^3*g*q*x+48*a^2*b^3*x+192*a^2*b^2*c*x+144*a^2*b^2 *g*x+48*a^2*b^2*p*x+48*a^2*b^2*q*x+192*a^2*b*c^2*x+336*a^2*b*c*g*x+96*a^2*b*c*p *x+96*a^2*b*c*q*x+132*a^2*b*g^2*x+84*a^2*b*g*p*x+84*a^2*b*g*q*x+12*a^2*b*p^2*x+ 24*a^2*b*p*q*x+12*a^2*b*q^2*x+32*a^2*c^3*x+136*a^2*c^2*g*x+32*a^2*c^2*p*x+16*a^ 2*c^2*q*x+132*a^2*c*g^2*x+76*a^2*c*g*p*x+68*a^2*c*g*q*x+8*a^2*c*p^2*x+8*a^2*c*p *q*x+36*a^2*g^3*x+36*a^2*g^2*p*x+36*a^2*g^2*q*x+10*a^2*g*p^2*x+16*a^2*g*p*q*x+6 *a^2*g*q^2*x+16*a*b^4*x+96*a*b^3*c*x+80*a*b^3*g*x+24*a*b^3*p*x+24*a*b^3*q*x+192 *a*b^2*c^2*x+336*a*b^2*c*g*x+96*a*b^2*c*p*x+96*a*b^2*c*q*x+132*a*b^2*g^2*x+84*a *b^2*g*p*x+84*a*b^2*g*q*x+12*a*b^2*p^2*x+24*a*b^2*p*q*x+12*a*b^2*q^2*x+128*a*b* c^3*x+384*a*b*c^2*g*x+96*a*b*c^2*p*x+96*a*b*c^2*q*x+336*a*b*c*g^2*x+192*a*b*c*g *p*x+192*a*b*c*g*q*x+24*a*b*c*p^2*x+48*a*b*c*p*q*x+24*a*b*c*q^2*x+88*a*b*g^3*x+ 84*a*b*g^2*p*x+84*a*b*g^2*q*x+24*a*b*g*p^2*x+48*a*b*g*p*q*x+24*a*b*g*q^2*x+2*a* b*p^3*x+6*a*b*p^2*q*x+6*a*b*p*q^2*x+2*a*b*q^3*x+16*a*c^4*x+104*a*c^3*g*x+24*a*c ^3*p*x+8*a*c^3*q*x+172*a*c^2*g^2*x+92*a*c^2*g*p*x+68*a*c^2*g*q*x+12*a*c^2*p^2*x +8*a*c^2*p*q*x+102*a*c*g^3*x+94*a*c*g^2*p*x+86*a*c*g^2*q*x+26*a*c*g*p^2*x+36*a* c*g*p*q*x+12*a*c*g*q^2*x+2*a*c*p^3*x+2*a*c*p^2*q*x+20*a*g^4*x+27*a*g^3*p*x+27*a *g^3*q*x+13*a*g^2*p^2*x+22*a*g^2*p*q*x+9*a*g^2*q^2*x+2*a*g*p^3*x+4*a*g*p^2*q*x+ 3*a*g*p*q^2*x+a*g*q^3*x+8*b^4*g*x+16*b^3*c^2*x+56*b^3*c*g*x+8*b^3*c*p*x+8*b^3*c *q*x+28*b^3*g^2*x+16*b^3*g*p*x+16*b^3*g*q*x+32*b^2*c^3*x+136*b^2*c^2*g*x+16*b^2 *c^2*p*x+32*b^2*c^2*q*x+132*b^2*c*g^2*x+68*b^2*c*g*p*x+76*b^2*c*g*q*x+8*b^2*c*p *q*x+8*b^2*c*q^2*x+36*b^2*g^3*x+36*b^2*g^2*p*x+36*b^2*g^2*q*x+6*b^2*g*p^2*x+16* b^2*g*p*q*x+10*b^2*g*q^2*x+16*b*c^4*x+104*b*c^3*g*x+8*b*c^3*p*x+24*b*c^3*q*x+ 172*b*c^2*g^2*x+68*b*c^2*g*p*x+92*b*c^2*g*q*x+8*b*c^2*p*q*x+12*b*c^2*q^2*x+102* b*c*g^3*x+86*b*c*g^2*p*x+94*b*c*g^2*q*x+12*b*c*g*p^2*x+36*b*c*g*p*q*x+26*b*c*g* q^2*x+2*b*c*p*q^2*x+2*b*c*q^3*x+20*b*g^4*x+27*b*g^3*p*x+27*b*g^3*q*x+9*b*g^2*p^ 2*x+22*b*g^2*p*q*x+13*b*g^2*q^2*x+b*g*p^3*x+3*b*g*p^2*q*x+4*b*g*p*q^2*x+2*b*g*q ^3*x+16*c^4*g*x+56*c^3*g^2*x+16*c^3*g*p*x+16*c^3*g*q*x+60*c^2*g^3*x+44*c^2*g^2* p*x+44*c^2*g^2*q*x+6*c^2*g*p^2*x+8*c^2*g*p*q*x+6*c^2*g*q^2*x+26*c*g^4*x+32*c*g^ 3*p*x+32*c*g^3*q*x+11*c*g^2*p^2*x+20*c*g^2*p*q*x+11*c*g^2*q^2*x+c*g*p^3*x+c*g*p ^2*q*x+c*g*p*q^2*x+c*g*q^3*x+4*g^5*x+7*g^4*p*x+7*g^4*q*x+4*g^3*p^2*x+8*g^3*p*q* x+4*g^3*q^2*x+g^2*p^3*x+2*g^2*p^2*q*x+2*g^2*p*q^2*x+g^2*q^3*x-16*a^4*b-8*a^4*g-\ 32*a^3*b^2-64*a^3*b*c-56*a^3*b*g-24*a^3*b*p-16*a^3*b*q-8*a^3*b*r+72*a^3*b*x-32* a^3*c*g-8*a^3*c*p-8*a^3*c*r+16*a^3*c*x-20*a^3*g^2-16*a^3*g*p-8*a^3*g*q-8*a^3*g* r+44*a^3*g*x-16*a^2*b^3-96*a^2*b^2*c-72*a^2*b^2*g-32*a^2*b^2*p-16*a^2*b^2*q+144 *a^2*b^2*x-96*a^2*b*c^2-176*a^2*b*c*g-64*a^2*b*c*p-48*a^2*b*c*q-16*a^2*b*c*r+ 288*a^2*b*c*x-72*a^2*b*g^2-60*a^2*b*g*p-40*a^2*b*g*q-12*a^2*b*g*r+252*a^2*b*g*x -12*a^2*b*p^2-16*a^2*b*p*q-8*a^2*b*p*r+72*a^2*b*p*x-4*a^2*b*q^2+72*a^2*b*q*x-48 *a^2*c^2*g-16*a^2*c^2*p-16*a^2*c^2*r+56*a^2*c^2*x-64*a^2*c*g^2-52*a^2*c*g*p-24* a^2*c*g*q-28*a^2*c*g*r+196*a^2*c*g*x-8*a^2*c*p^2-8*a^2*c*p*r+28*a^2*c*p*x+12*a^ 2*c*q*x-20*a^2*g^3-28*a^2*g^2*p-16*a^2*g^2*q-12*a^2*g^2*r+102*a^2*g^2*x-10*a^2* g*p^2-8*a^2*g*p*q-8*a^2*g*p*r+50*a^2*g*p*x-2*a^2*g*q^2+42*a^2*g*q*x-32*a*b^3*c-\ 24*a*b^3*g-8*a*b^3*p+8*a*b^3*r+72*a*b^3*x-96*a*b^2*c^2-160*a*b^2*c*g-48*a*b^2*c *p-32*a*b^2*c*q+16*a*b^2*c*r+288*a*b^2*c*x-60*a*b^2*g^2-44*a*b^2*g*p-24*a*b^2*g *q+12*a*b^2*g*r+252*a*b^2*g*x-8*a*b^2*p^2-8*a*b^2*p*q+72*a*b^2*p*x+8*a*b^2*q*r+ 72*a*b^2*q*x-64*a*b*c^3-192*a*b*c^2*g-48*a*b*c^2*p-48*a*b*c^2*q+288*a*b*c^2*x-\ 168*a*b*c*g^2-104*a*b*c*g*p-88*a*b*c*g*q+576*a*b*c*g*x-16*a*b*c*p^2-24*a*b*c*p* q-8*a*b*c*p*r+144*a*b*c*p*x-8*a*b*c*q^2+8*a*b*c*q*r+144*a*b*c*q*x-44*a*b*g^3-48 *a*b*g^2*p-36*a*b*g^2*q+252*a*b*g^2*x-18*a*b*g*p^2-24*a*b*g*p*q-8*a*b*g*p*r+144 *a*b*g*p*x-6*a*b*g*q^2+8*a*b*g*q*r+144*a*b*g*q*x-2*a*b*p^3-4*a*b*p^2*q-2*a*b*p^ 2*r+18*a*b*p^2*x-2*a*b*p*q^2+36*a*b*p*q*x+2*a*b*q^2*r+18*a*b*q^2*x-32*a*c^3*g-8 *a*c^3*p-8*a*c^3*r+40*a*c^3*x-72*a*c^2*g^2-44*a*c^2*g*p-24*a*c^2*g*q-20*a*c^2*g *r+220*a*c^2*g*x-8*a*c^2*p^2-8*a*c^2*p*r+40*a*c^2*p*x+12*a*c^2*q*x-48*a*c*g^3-\ 54*a*c*g^2*p-36*a*c*g^2*q-18*a*c*g^2*r+256*a*c*g^2*x-20*a*c*g*p^2-12*a*c*g*p*q-\ 16*a*c*g*p*r+120*a*c*g*p*x-4*a*c*g*q^2+4*a*c*g*q*r+90*a*c*g*q*x-2*a*c*p^3-2*a*c *p^2*r+10*a*c*p^2*x+6*a*c*p*q*x-10*a*g^4-17*a*g^3*p-12*a*g^3*q-5*a*g^3*r+78*a*g ^3*x-11*a*g^2*p^2-10*a*g^2*p*q-8*a*g^2*p*r+68*a*g^2*p*x-3*a*g^2*q^2+2*a*g^2*q*r +60*a*g^2*q*x-2*a*g*p^3-2*a*g*p^2*q-2*a*g*p^2*r+14*a*g*p^2*x-a*g*p*q^2+21*a*g*p *q*x+a*g*q^2*r+9*a*g*q^2*x-16*b^3*c^2-24*b^3*c*g-8*b^3*c*p+8*b^3*c*r+16*b^3*c*x -8*b^3*g^2-8*b^3*g*p+8*b^3*g*r+44*b^3*g*x-32*b^2*c^3-88*b^2*c^2*g-16*b^2*c^2*p-\ 16*b^2*c^2*q+16*b^2*c^2*r+56*b^2*c^2*x-68*b^2*c*g^2-44*b^2*c*g*p-24*b^2*c*g*q+ 28*b^2*c*g*r+196*b^2*c*g*x-8*b^2*c*p*q+12*b^2*c*p*x+8*b^2*c*q*r+28*b^2*c*q*x-16 *b^2*g^3-20*b^2*g^2*p-8*b^2*g^2*q+12*b^2*g^2*r+102*b^2*g^2*x-4*b^2*g*p^2-8*b^2* g*p*q+42*b^2*g*p*x+8*b^2*g*q*r+50*b^2*g*q*x-16*b*c^4-72*b*c^3*g-8*b*c^3*p-16*b* c^3*q+8*b*c^3*r+40*b*c^3*x-100*b*c^2*g^2-44*b*c^2*g*p-48*b*c^2*g*q+20*b*c^2*g*r +220*b*c^2*g*x-8*b*c^2*p*q+12*b*c^2*p*x-4*b*c^2*q^2+8*b*c^2*q*r+40*b*c^2*q*x-54 *b*c*g^3-50*b*c*g^2*p-40*b*c*g^2*q+18*b*c*g^2*r+256*b*c*g^2*x-8*b*c*g*p^2-24*b* c*g*p*q-4*b*c*g*p*r+90*b*c*g*p*x-6*b*c*g*q^2+16*b*c*g*q*r+120*b*c*g*q*x-2*b*c*p *q^2+6*b*c*p*q*x+2*b*c*q^2*r+10*b*c*q^2*x-10*b*g^4-15*b*g^3*p-10*b*g^3*q+5*b*g^ 3*r+78*b*g^3*x-6*b*g^2*p^2-12*b*g^2*p*q-2*b*g^2*p*r+60*b*g^2*p*x-2*b*g^2*q^2+8* b*g^2*q*r+68*b*g^2*q*x-b*g*p^3-2*b*g*p^2*q-b*g*p^2*r+9*b*g*p^2*x-2*b*g*p*q^2+21 *b*g*p*q*x+2*b*g*q^2*r+14*b*g*q^2*x-8*c^4*g-28*c^3*g^2-8*c^3*g*p-8*c^3*g*q+40*c ^3*g*x-30*c^2*g^3-24*c^2*g^2*p-20*c^2*g^2*q+120*c^2*g^2*x-4*c^2*g*p^2-4*c^2*g*p *q-4*c^2*g*p*r+26*c^2*g*p*x-2*c^2*g*q^2+4*c^2*g*q*r+26*c^2*g*q*x-13*c*g^4-18*c* g^3*p-14*c*g^3*q+90*c*g^3*x-8*c*g^2*p^2-10*c*g^2*p*q-6*c*g^2*p*r+59*c*g^2*p*x-3 *c*g^2*q^2+6*c*g^2*q*r+59*c*g^2*q*x-c*g*p^3-c*g*p^2*r+5*c*g*p^2*x-c*g*p*q^2+6*c *g*p*q*x+c*g*q^2*r+5*c*g*q^2*x-2*g^5-4*g^4*p-3*g^4*q+20*g^4*x-3*g^3*p^2-4*g^3*p *q-2*g^3*p*r+23*g^3*p*x-g^3*q^2+2*g^3*q*r+23*g^3*q*x-g^2*p^3-g^2*p^2*q-g^2*p^2* r+7*g^2*p^2*x-g^2*p*q^2+12*g^2*p*q*x+g^2*q^2*r+7*g^2*q^2*x-56*a^3*b-28*a^3*g-72 *a^2*b^2-160*a^2*b*c-144*a^2*b*g-56*a^2*b*p-36*a^2*b*q-12*a^2*b*r+104*a^2*b*x-\ 80*a^2*c*g-12*a^2*c*p-12*a^2*c*r+24*a^2*c*x-54*a^2*g^2-34*a^2*g*p-18*a^2*g*q-12 *a^2*g*r+64*a^2*g*x-16*a*b^3-128*a*b^2*c-108*a*b^2*g-36*a*b^2*p-16*a*b^2*q+12*a *b^2*r+104*a*b^2*x-144*a*b*c^2-288*a*b*c*g-80*a*b*c*p-64*a*b*c*q+208*a*b*c*x-\ 126*a*b*g^2-86*a*b*g*p-58*a*b*g*q+208*a*b*g*x-14*a*b*p^2-18*a*b*p*q-6*a*b*p*r+ 52*a*b*p*x-4*a*b*q^2+6*a*b*q*r+52*a*b*q*x-72*a*c^2*g-12*a*c^2*p-12*a*c^2*r+32*a *c^2*x-112*a*c*g^2-58*a*c*g*p-32*a*c*g*q-18*a*c*g*r+144*a*c*g*x-6*a*c*p^2-6*a*c *p*r+16*a*c*p*x+4*a*c*q*x-38*a*g^3-40*a*g^2*p-25*a*g^2*q-9*a*g^2*r+90*a*g^2*x-\ 10*a*g*p^2-9*a*g*p*q-6*a*g*p*r+34*a*g*p*x-2*a*g*q^2+3*a*g*q*r+28*a*g*q*x-16*b^3 *c-16*b^3*g-56*b^2*c^2-116*b^2*c*g-12*b^2*c*p-16*b^2*c*q+12*b^2*c*r+24*b^2*c*x-\ 48*b^2*g^2-24*b^2*g*p-16*b^2*g*q+12*b^2*g*r+64*b^2*g*x-40*b*c^3-148*b*c^2*g-12* b*c^2*p-28*b*c^2*q+12*b*c^2*r+32*b*c^2*x-144*b*c*g^2-58*b*c*g*p-62*b*c*g*q+18*b *c*g*r+144*b*c*g*x-6*b*c*p*q+4*b*c*p*x-4*b*c*q^2+6*b*c*q*r+16*b*c*q*x-40*b*g^3-\ 35*b*g^2*p-28*b*g^2*q+9*b*g^2*r+90*b*g^2*x-7*b*g*p^2-12*b*g*p*q-3*b*g*p*r+28*b* g*p*x-4*b*g*q^2+6*b*g*q*r+34*b*g*q*x-20*c^3*g-60*c^2*g^2-12*c^2*g*p-14*c^2*g*q+ 32*c^2*g*x-45*c*g^3-32*c*g^2*p-27*c*g^2*q+80*c*g^2*x-3*c*g*p^2-3*c*g*p*q-3*c*g* p*r+10*c*g*p*x-2*c*g*q^2+3*c*g*q*r+10*c*g*q*x-10*g^4-13*g^3*p-10*g^3*q+32*g^3*x -5*g^2*p^2-6*g^2*p*q-3*g^2*p*r+18*g^2*p*x-2*g^2*q^2+3*g^2*q*r+18*g^2*q*x-64*a^2 *b-32*a^2*g-40*a*b^2-104*a*b*c-104*a*b*g-32*a*b*p-20*a*b*q+48*a*b*x-52*a*c*g-4* a*c*p-4*a*c*r+8*a*c*x-42*a*g^2-18*a*g*p-10*a*g*q-2*a*g*r+28*a*g*x-24*b^2*c-32*b ^2*g-32*b*c^2-92*b*c*g-4*b*c*p-12*b*c*q+4*b*c*r+8*b*c*x-48*b*g^2-18*b*g*p-16*b* g*q+2*b*g*r+28*b*g*x-16*c^2*g-40*c*g^2-4*c*g*p-6*c*g*q+8*c*g*x-16*g^3-10*g^2*p-\ 8*g^2*q+16*g^2*x-24*a*b-12*a*g-8*b*c-16*b*g-4*c*g-8*g^2)*dx^5-x^2*(x-1)^2*(48*a ^5*b*x^2+24*a^5*g*x^2+192*a^4*b^2*x^2+384*a^4*b*c*x^2+296*a^4*b*g*x^2+120*a^4*b *p*x^2+120*a^4*b*q*x^2+80*a^4*b*r*x^2+48*a^4*c^2*x^2+216*a^4*c*g*x^2+24*a^4*c*p *x^2+24*a^4*c*q*x^2+100*a^4*g^2*x^2+72*a^4*g*p*x^2+72*a^4*g*q*x^2+40*a^4*g*r*x^ 2+288*a^3*b^3*x^2+1152*a^3*b^2*c*x^2+768*a^3*b^2*g*x^2+360*a^3*b^2*p*x^2+360*a^ 3*b^2*q*x^2+240*a^3*b^2*r*x^2+1200*a^3*b*c^2*x^2+1848*a^3*b*c*g*x^2+744*a^3*b*c *p*x^2+744*a^3*b*c*q*x^2+480*a^3*b*c*r*x^2+640*a^3*b*g^2*x^2+588*a^3*b*g*p*x^2+ 588*a^3*b*g*q*x^2+400*a^3*b*g*r*x^2+108*a^3*b*p^2*x^2+216*a^3*b*p*q*x^2+120*a^3 *b*p*r*x^2+108*a^3*b*q^2*x^2+120*a^3*b*q*r*x^2+192*a^3*c^3*x^2+776*a^3*c^2*g*x^ 2+192*a^3*c^2*p*x^2+144*a^3*c^2*q*x^2+80*a^3*c^2*r*x^2+676*a^3*c*g^2*x^2+508*a^ 3*c*g*p*x^2+484*a^3*c*g*q*x^2+280*a^3*c*g*r*x^2+48*a^3*c*p^2*x^2+72*a^3*c*p*q*x ^2+40*a^3*c*p*r*x^2+24*a^3*c*q^2*x^2+40*a^3*c*q*r*x^2+164*a^3*g^3*x^2+224*a^3*g ^2*p*x^2+224*a^3*g^2*q*x^2+140*a^3*g^2*r*x^2+78*a^3*g*p^2*x^2+144*a^3*g*p*q*x^2 +80*a^3*g*p*r*x^2+66*a^3*g*q^2*x^2+80*a^3*g*q*r*x^2+192*a^2*b^4*x^2+1152*a^2*b^ 3*c*x^2+768*a^2*b^3*g*x^2+360*a^2*b^3*p*x^2+360*a^2*b^3*q*x^2+240*a^2*b^3*r*x^2 +2304*a^2*b^2*c^2*x^2+3264*a^2*b^2*c*g*x^2+1440*a^2*b^2*c*p*x^2+1440*a^2*b^2*c* q*x^2+960*a^2*b^2*c*r*x^2+1080*a^2*b^2*g^2*x^2+1032*a^2*b^2*g*p*x^2+1032*a^2*b^ 2*g*q*x^2+720*a^2*b^2*g*r*x^2+216*a^2*b^2*p^2*x^2+432*a^2*b^2*p*q*x^2+240*a^2*b ^2*p*r*x^2+216*a^2*b^2*q^2*x^2+240*a^2*b^2*q*r*x^2+1632*a^2*b*c^3*x^2+3960*a^2* b*c^2*g*x^2+1536*a^2*b*c^2*p*x^2+1488*a^2*b*c^2*q*x^2+960*a^2*b*c^2*r*x^2+2868* a^2*b*c*g^2*x^2+2508*a^2*b*c*g*p*x^2+2484*a^2*b*c*g*q*x^2+1680*a^2*b*c*g*r*x^2+ 456*a^2*b*c*p^2*x^2+888*a^2*b*c*p*q*x^2+480*a^2*b*c*p*r*x^2+432*a^2*b*c*q^2*x^2 +480*a^2*b*c*q*r*x^2+636*a^2*b*g^3*x^2+924*a^2*b*g^2*p*x^2+924*a^2*b*g^2*q*x^2+ 660*a^2*b*g^2*r*x^2+378*a^2*b*g*p^2*x^2+744*a^2*b*g*p*q*x^2+420*a^2*b*g*p*r*x^2 +366*a^2*b*g*q^2*x^2+420*a^2*b*g*q*r*x^2+42*a^2*b*p^3*x^2+126*a^2*b*p^2*q*x^2+ 60*a^2*b*p^2*r*x^2+126*a^2*b*p*q^2*x^2+120*a^2*b*p*q*r*x^2+42*a^2*b*q^3*x^2+60* a^2*b*q^2*r*x^2+240*a^2*c^4*x^2+1192*a^2*c^3*g*x^2+360*a^2*c^3*p*x^2+216*a^2*c^ 3*q*x^2+160*a^2*c^3*r*x^2+1580*a^2*c^2*g^2*x^2+1204*a^2*c^2*g*p*x^2+1052*a^2*c^ 2*g*q*x^2+680*a^2*c^2*g*r*x^2+180*a^2*c^2*p^2*x^2+216*a^2*c^2*p*q*x^2+160*a^2*c ^2*p*r*x^2+48*a^2*c^2*q^2*x^2+80*a^2*c^2*q*r*x^2+786*a^2*c*g^3*x^2+1046*a^2*c*g ^2*p*x^2+1006*a^2*c*g^2*q*x^2+660*a^2*c*g^2*r*x^2+382*a^2*c*g*p^2*x^2+652*a^2*c *g*p*q*x^2+380*a^2*c*g*p*r*x^2+276*a^2*c*g*q^2*x^2+340*a^2*c*g*q*r*x^2+30*a^2*c *p^3*x^2+54*a^2*c*p^2*q*x^2+40*a^2*c*p^2*r*x^2+24*a^2*c*p*q^2*x^2+40*a^2*c*p*q* r*x^2+132*a^2*g^4*x^2+261*a^2*g^3*p*x^2+261*a^2*g^3*q*x^2+180*a^2*g^3*r*x^2+167 *a^2*g^2*p^2*x^2+314*a^2*g^2*p*q*x^2+180*a^2*g^2*p*r*x^2+147*a^2*g^2*q^2*x^2+ 180*a^2*g^2*q*r*x^2+36*a^2*g*p^3*x^2+90*a^2*g*p^2*q*x^2+50*a^2*g*p^2*r*x^2+75*a ^2*g*p*q^2*x^2+80*a^2*g*p*q*r*x^2+21*a^2*g*q^3*x^2+30*a^2*g*q^2*r*x^2+48*a*b^5* x^2+384*a*b^4*c*x^2+296*a*b^4*g*x^2+120*a*b^4*p*x^2+120*a*b^4*q*x^2+80*a*b^4*r* x^2+1200*a*b^3*c^2*x^2+1848*a*b^3*c*g*x^2+744*a*b^3*c*p*x^2+744*a*b^3*c*q*x^2+ 480*a*b^3*c*r*x^2+640*a*b^3*g^2*x^2+588*a*b^3*g*p*x^2+588*a*b^3*g*q*x^2+400*a*b ^3*g*r*x^2+108*a*b^3*p^2*x^2+216*a*b^3*p*q*x^2+120*a*b^3*p*r*x^2+108*a*b^3*q^2* x^2+120*a*b^3*q*r*x^2+1632*a*b^2*c^3*x^2+3960*a*b^2*c^2*g*x^2+1488*a*b^2*c^2*p* x^2+1536*a*b^2*c^2*q*x^2+960*a*b^2*c^2*r*x^2+2868*a*b^2*c*g^2*x^2+2484*a*b^2*c* g*p*x^2+2508*a*b^2*c*g*q*x^2+1680*a*b^2*c*g*r*x^2+432*a*b^2*c*p^2*x^2+888*a*b^2 *c*p*q*x^2+480*a*b^2*c*p*r*x^2+456*a*b^2*c*q^2*x^2+480*a*b^2*c*q*r*x^2+636*a*b^ 2*g^3*x^2+924*a*b^2*g^2*p*x^2+924*a*b^2*g^2*q*x^2+660*a*b^2*g^2*r*x^2+366*a*b^2 *g*p^2*x^2+744*a*b^2*g*p*q*x^2+420*a*b^2*g*p*r*x^2+378*a*b^2*g*q^2*x^2+420*a*b^ 2*g*q*r*x^2+42*a*b^2*p^3*x^2+126*a*b^2*p^2*q*x^2+60*a*b^2*p^2*r*x^2+126*a*b^2*p *q^2*x^2+120*a*b^2*p*q*r*x^2+42*a*b^2*q^3*x^2+60*a*b^2*q^2*r*x^2+864*a*b*c^4*x^ 2+3184*a*b*c^3*g*x^2+1056*a*b*c^3*p*x^2+1056*a*b*c^3*q*x^2+640*a*b*c^3*r*x^2+ 3816*a*b*c^2*g^2*x^2+2976*a*b*c^2*g*p*x^2+2976*a*b*c^2*g*q*x^2+1920*a*b*c^2*g*r *x^2+468*a*b*c^2*p^2*x^2+912*a*b*c^2*p*q*x^2+480*a*b*c^2*p*r*x^2+468*a*b*c^2*q^ 2*x^2+480*a*b*c^2*q*r*x^2+1812*a*b*c*g^3*x^2+2436*a*b*c*g^2*p*x^2+2436*a*b*c*g^ 2*q*x^2+1680*a*b*c*g^2*r*x^2+882*a*b*c*g*p^2*x^2+1752*a*b*c*g*p*q*x^2+960*a*b*c *g*p*r*x^2+882*a*b*c*g*q^2*x^2+960*a*b*c*g*q*r*x^2+90*a*b*c*p^3*x^2+258*a*b*c*p ^2*q*x^2+120*a*b*c*p^2*r*x^2+258*a*b*c*p*q^2*x^2+240*a*b*c*p*q*r*x^2+90*a*b*c*q ^3*x^2+120*a*b*c*q^2*r*x^2+296*a*b*g^4*x^2+594*a*b*g^3*p*x^2+594*a*b*g^3*q*x^2+ 440*a*b*g^3*r*x^2+366*a*b*g^2*p^2*x^2+732*a*b*g^2*p*q*x^2+420*a*b*g^2*p*r*x^2+ 366*a*b*g^2*q^2*x^2+420*a*b*g^2*q*r*x^2+85*a*b*g*p^3*x^2+249*a*b*g*p^2*q*x^2+ 120*a*b*g*p^2*r*x^2+249*a*b*g*p*q^2*x^2+240*a*b*g*p*q*r*x^2+85*a*b*g*q^3*x^2+ 120*a*b*g*q^2*r*x^2+6*a*b*p^4*x^2+24*a*b*p^3*q*x^2+10*a*b*p^3*r*x^2+36*a*b*p^2* q^2*x^2+30*a*b*p^2*q*r*x^2+24*a*b*p*q^3*x^2+30*a*b*p*q^2*r*x^2+6*a*b*q^4*x^2+10 *a*b*q^3*r*x^2+96*a*c^5*x^2+704*a*c^4*g*x^2+192*a*c^4*p*x^2+96*a*c^4*q*x^2+80*a *c^4*r*x^2+1408*a*c^3*g^2*x^2+960*a*c^3*g*p*x^2+784*a*c^3*g*q*x^2+520*a*c^3*g*r *x^2+144*a*c^3*p^2*x^2+144*a*c^3*p*q*x^2+120*a*c^3*p*r*x^2+24*a*c^3*q^2*x^2+40* a*c^3*q*r*x^2+1136*a*c^2*g^3*x^2+1396*a*c^2*g^2*p*x^2+1300*a*c^2*g^2*q*x^2+860* a*c^2*g^2*r*x^2+474*a*c^2*g*p^2*x^2+736*a*c^2*g*p*q*x^2+460*a*c^2*g*p*r*x^2+294 *a*c^2*g*q^2*x^2+340*a*c^2*g*q*r*x^2+48*a*c^2*p^3*x^2+72*a*c^2*p^2*q*x^2+60*a*c ^2*p^2*r*x^2+24*a*c^2*p*q^2*x^2+40*a*c^2*p*q*r*x^2+402*a*c*g^4*x^2+752*a*c*g^3* p*x^2+736*a*c*g^3*q*x^2+510*a*c*g^3*r*x^2+445*a*c*g^2*p^2*x^2+804*a*c*g^2*p*q*x ^2+470*a*c*g^2*p*r*x^2+369*a*c*g^2*q^2*x^2+430*a*c*g^2*q*r*x^2+97*a*c*g*p^3*x^2 +217*a*c*g*p^2*q*x^2+130*a*c*g*p^2*r*x^2+165*a*c*g*p*q^2*x^2+180*a*c*g*p*q*r*x^ 2+45*a*c*g*q^3*x^2+60*a*c*g*q^2*r*x^2+6*a*c*p^4*x^2+12*a*c*p^3*q*x^2+10*a*c*p^3 *r*x^2+6*a*c*p^2*q^2*x^2+10*a*c*p^2*q*r*x^2+52*a*g^5*x^2+135*a*g^4*p*x^2+135*a* g^4*q*x^2+100*a*g^4*r*x^2+119*a*g^3*p^2*x^2+230*a*g^3*p*q*x^2+135*a*g^3*p*r*x^2 +111*a*g^3*q^2*x^2+135*a*g^3*q*r*x^2+46*a*g^2*p^3*x^2+119*a*g^2*p^2*q*x^2+65*a* g^2*p^2*r*x^2+105*a*g^2*p*q^2*x^2+110*a*g^2*p*q*r*x^2+32*a*g^2*q^3*x^2+45*a*g^2 *q^2*r*x^2+6*a*g*p^4*x^2+18*a*g*p^3*q*x^2+10*a*g*p^3*r*x^2+21*a*g*p^2*q^2*x^2+ 20*a*g*p^2*q*r*x^2+12*a*g*p*q^3*x^2+15*a*g*p*q^2*r*x^2+3*a*g*q^4*x^2+5*a*g*q^3* r*x^2+24*b^5*g*x^2+48*b^4*c^2*x^2+216*b^4*c*g*x^2+24*b^4*c*p*x^2+24*b^4*c*q*x^2 +100*b^4*g^2*x^2+72*b^4*g*p*x^2+72*b^4*g*q*x^2+40*b^4*g*r*x^2+192*b^3*c^3*x^2+ 776*b^3*c^2*g*x^2+144*b^3*c^2*p*x^2+192*b^3*c^2*q*x^2+80*b^3*c^2*r*x^2+676*b^3* c*g^2*x^2+484*b^3*c*g*p*x^2+508*b^3*c*g*q*x^2+280*b^3*c*g*r*x^2+24*b^3*c*p^2*x^ 2+72*b^3*c*p*q*x^2+40*b^3*c*p*r*x^2+48*b^3*c*q^2*x^2+40*b^3*c*q*r*x^2+164*b^3*g ^3*x^2+224*b^3*g^2*p*x^2+224*b^3*g^2*q*x^2+140*b^3*g^2*r*x^2+66*b^3*g*p^2*x^2+ 144*b^3*g*p*q*x^2+80*b^3*g*p*r*x^2+78*b^3*g*q^2*x^2+80*b^3*g*q*r*x^2+240*b^2*c^ 4*x^2+1192*b^2*c^3*g*x^2+216*b^2*c^3*p*x^2+360*b^2*c^3*q*x^2+160*b^2*c^3*r*x^2+ 1580*b^2*c^2*g^2*x^2+1052*b^2*c^2*g*p*x^2+1204*b^2*c^2*g*q*x^2+680*b^2*c^2*g*r* x^2+48*b^2*c^2*p^2*x^2+216*b^2*c^2*p*q*x^2+80*b^2*c^2*p*r*x^2+180*b^2*c^2*q^2*x ^2+160*b^2*c^2*q*r*x^2+786*b^2*c*g^3*x^2+1006*b^2*c*g^2*p*x^2+1046*b^2*c*g^2*q* x^2+660*b^2*c*g^2*r*x^2+276*b^2*c*g*p^2*x^2+652*b^2*c*g*p*q*x^2+340*b^2*c*g*p*r *x^2+382*b^2*c*g*q^2*x^2+380*b^2*c*g*q*r*x^2+24*b^2*c*p^2*q*x^2+54*b^2*c*p*q^2* x^2+40*b^2*c*p*q*r*x^2+30*b^2*c*q^3*x^2+40*b^2*c*q^2*r*x^2+132*b^2*g^4*x^2+261* b^2*g^3*p*x^2+261*b^2*g^3*q*x^2+180*b^2*g^3*r*x^2+147*b^2*g^2*p^2*x^2+314*b^2*g ^2*p*q*x^2+180*b^2*g^2*p*r*x^2+167*b^2*g^2*q^2*x^2+180*b^2*g^2*q*r*x^2+21*b^2*g *p^3*x^2+75*b^2*g*p^2*q*x^2+30*b^2*g*p^2*r*x^2+90*b^2*g*p*q^2*x^2+80*b^2*g*p*q* r*x^2+36*b^2*g*q^3*x^2+50*b^2*g*q^2*r*x^2+96*b*c^5*x^2+704*b*c^4*g*x^2+96*b*c^4 *p*x^2+192*b*c^4*q*x^2+80*b*c^4*r*x^2+1408*b*c^3*g^2*x^2+784*b*c^3*g*p*x^2+960* b*c^3*g*q*x^2+520*b*c^3*g*r*x^2+24*b*c^3*p^2*x^2+144*b*c^3*p*q*x^2+40*b*c^3*p*r *x^2+144*b*c^3*q^2*x^2+120*b*c^3*q*r*x^2+1136*b*c^2*g^3*x^2+1300*b*c^2*g^2*p*x^ 2+1396*b*c^2*g^2*q*x^2+860*b*c^2*g^2*r*x^2+294*b*c^2*g*p^2*x^2+736*b*c^2*g*p*q* x^2+340*b*c^2*g*p*r*x^2+474*b*c^2*g*q^2*x^2+460*b*c^2*g*q*r*x^2+24*b*c^2*p^2*q* x^2+72*b*c^2*p*q^2*x^2+40*b*c^2*p*q*r*x^2+48*b*c^2*q^3*x^2+60*b*c^2*q^2*r*x^2+ 402*b*c*g^4*x^2+736*b*c*g^3*p*x^2+752*b*c*g^3*q*x^2+510*b*c*g^3*r*x^2+369*b*c*g ^2*p^2*x^2+804*b*c*g^2*p*q*x^2+430*b*c*g^2*p*r*x^2+445*b*c*g^2*q^2*x^2+470*b*c* g^2*q*r*x^2+45*b*c*g*p^3*x^2+165*b*c*g*p^2*q*x^2+60*b*c*g*p^2*r*x^2+217*b*c*g*p *q^2*x^2+180*b*c*g*p*q*r*x^2+97*b*c*g*q^3*x^2+130*b*c*g*q^2*r*x^2+6*b*c*p^2*q^2 *x^2+12*b*c*p*q^3*x^2+10*b*c*p*q^2*r*x^2+6*b*c*q^4*x^2+10*b*c*q^3*r*x^2+52*b*g^ 5*x^2+135*b*g^4*p*x^2+135*b*g^4*q*x^2+100*b*g^4*r*x^2+111*b*g^3*p^2*x^2+230*b*g ^3*p*q*x^2+135*b*g^3*p*r*x^2+119*b*g^3*q^2*x^2+135*b*g^3*q*r*x^2+32*b*g^2*p^3*x ^2+105*b*g^2*p^2*q*x^2+45*b*g^2*p^2*r*x^2+119*b*g^2*p*q^2*x^2+110*b*g^2*p*q*r*x ^2+46*b*g^2*q^3*x^2+65*b*g^2*q^2*r*x^2+3*b*g*p^4*x^2+12*b*g*p^3*q*x^2+5*b*g*p^3 *r*x^2+21*b*g*p^2*q^2*x^2+15*b*g*p^2*q*r*x^2+18*b*g*p*q^3*x^2+20*b*g*p*q^2*r*x^ 2+6*b*g*q^4*x^2+10*b*g*q^3*r*x^2+96*c^5*g*x^2+368*c^4*g^2*x^2+144*c^4*g*p*x^2+ 144*c^4*g*q*x^2+80*c^4*g*r*x^2+472*c^3*g^3*x^2+464*c^3*g^2*p*x^2+464*c^3*g^2*q* x^2+280*c^3*g^2*r*x^2+84*c^3*g*p^2*x^2+144*c^3*g*p*q*x^2+80*c^3*g*p*r*x^2+84*c^ 3*g*q^2*x^2+80*c^3*g*q*r*x^2+276*c^2*g^4*x^2+460*c^2*g^3*p*x^2+460*c^2*g^3*q*x^ 2+300*c^2*g^3*r*x^2+210*c^2*g^2*p^2*x^2+400*c^2*g^2*p*q*x^2+220*c^2*g^2*p*r*x^2 +210*c^2*g^2*q^2*x^2+220*c^2*g^2*q*r*x^2+24*c^2*g*p^3*x^2+48*c^2*g*p^2*q*x^2+30 *c^2*g*p^2*r*x^2+48*c^2*g*p*q^2*x^2+40*c^2*g*p*q*r*x^2+24*c^2*g*q^3*x^2+30*c^2* g*q^2*r*x^2+76*c*g^5*x^2+184*c*g^4*p*x^2+184*c*g^4*q*x^2+130*c*g^4*r*x^2+142*c* g^3*p^2*x^2+280*c*g^3*p*q*x^2+160*c*g^3*p*r*x^2+142*c*g^3*q^2*x^2+160*c*g^3*q*r *x^2+41*c*g^2*p^3*x^2+107*c*g^2*p^2*q*x^2+55*c*g^2*p^2*r*x^2+107*c*g^2*p*q^2*x^ 2+100*c*g^2*p*q*r*x^2+41*c*g^2*q^3*x^2+55*c*g^2*q^2*r*x^2+3*c*g*p^4*x^2+6*c*g*p ^3*q*x^2+5*c*g*p^3*r*x^2+6*c*g*p^2*q^2*x^2+5*c*g*p^2*q*r*x^2+6*c*g*p*q^3*x^2+5* c*g*p*q^2*r*x^2+3*c*g*q^4*x^2+5*c*g*q^3*r*x^2+8*g^6*x^2+26*g^5*p*x^2+26*g^5*q*x ^2+20*g^5*r*x^2+29*g^4*p^2*x^2+58*g^4*p*q*x^2+35*g^4*p*r*x^2+29*g^4*q^2*x^2+35* g^4*q*r*x^2+14*g^3*p^3*x^2+40*g^3*p^2*q*x^2+20*g^3*p^2*r*x^2+40*g^3*p*q^2*x^2+ 40*g^3*p*q*r*x^2+14*g^3*q^3*x^2+20*g^3*q^2*r*x^2+3*g^2*p^4*x^2+9*g^2*p^3*q*x^2+ 5*g^2*p^3*r*x^2+12*g^2*p^2*q^2*x^2+10*g^2*p^2*q*r*x^2+9*g^2*p*q^3*x^2+10*g^2*p* q^2*r*x^2+3*g^2*q^4*x^2+5*g^2*q^3*r*x^2-96*a^5*b*x-48*a^5*g*x-288*a^4*b^2*x-624 *a^4*b*c*x-480*a^4*b*g*x-240*a^4*b*p*x-168*a^4*b*q*x-152*a^4*b*r*x+136*a^4*b*x^ 2-48*a^4*c^2*x-336*a^4*c*g*x-48*a^4*c*p*x-24*a^4*c*q*x-24*a^4*c*r*x+48*a^4*c*x^ 2-168*a^4*g^2*x-144*a^4*g*p*x-96*a^4*g*q*x-88*a^4*g*r*x+92*a^4*g*x^2-288*a^3*b^ 3*x-1392*a^3*b^2*c*x-928*a^3*b^2*g*x-552*a^3*b^2*p*x-336*a^3*b^2*q*x-312*a^3*b^ 2*r*x+408*a^3*b^2*x^2-1536*a^3*b*c^2*x-2432*a^3*b*c*g*x-1200*a^3*b*c*p*x-792*a^ 3*b*c*q*x-696*a^3*b*c*r*x+864*a^3*b*c*x^2-864*a^3*b*g^2*x-960*a^3*b*g*p*x-620*a ^3*b*g*q*x-572*a^3*b*g*r*x+632*a^3*b*g*x^2-216*a^3*b*p^2*x-312*a^3*b*p*q*x-240* a^3*b*p*r*x+312*a^3*b*p*x^2-96*a^3*b*q^2*x-168*a^3*b*q*r*x+312*a^3*b*q*x^2-40*a ^3*b*r^2*x+360*a^3*b*r*x^2-144*a^3*c^3*x-928*a^3*c^2*g*x-264*a^3*c^2*p*x-72*a^3 *c^2*q*x-128*a^3*c^2*r*x+184*a^3*c^2*x^2-912*a^3*c*g^2*x-816*a^3*c*g*p*x-476*a^ 3*c*g*q*x-452*a^3*c*g*r*x+604*a^3*c*g*x^2-96*a^3*c*p^2*x-72*a^3*c*p*q*x-112*a^3 *c*p*r*x+92*a^3*c*p*x^2-40*a^3*c*q*r*x+44*a^3*c*q*x^2-40*a^3*c*r^2*x+80*a^3*c*r *x^2-236*a^3*g^3*x-384*a^3*g^2*p*x-248*a^3*g^2*q*x-228*a^3*g^2*r*x+254*a^3*g^2* x^2-156*a^3*g*p^2*x-192*a^3*g*p*q*x-176*a^3*g*p*r*x+202*a^3*g*p*x^2-48*a^3*g*q^ 2*x-104*a^3*g*q*r*x+178*a^3*g*q*x^2-40*a^3*g*r^2*x+220*a^3*g*r*x^2-96*a^2*b^4*x -912*a^2*b^3*c*x-608*a^2*b^3*g*x-384*a^2*b^3*p*x-168*a^2*b^3*q*x-168*a^2*b^3*r* x+408*a^2*b^3*x^2-2304*a^2*b^2*c^2*x-3264*a^2*b^2*c*g*x-1824*a^2*b^2*c*p*x-1056 *a^2*b^2*c*q*x-960*a^2*b^2*c*r*x+1632*a^2*b^2*c*x^2-1080*a^2*b^2*g^2*x-1324*a^2 *b^2*g*p*x-740*a^2*b^2*g*q*x-720*a^2*b^2*g*r*x+1080*a^2*b^2*g*x^2-336*a^2*b^2*p ^2*x-432*a^2*b^2*p*q*x-312*a^2*b^2*p*r*x+624*a^2*b^2*p*x^2-96*a^2*b^2*q^2*x-168 *a^2*b^2*q*r*x+624*a^2*b^2*q*x^2+720*a^2*b^2*r*x^2-1728*a^2*b*c^3*x-4320*a^2*b* c^2*g*x-2016*a^2*b*c^2*p*x-1296*a^2*b*c^2*q*x-1104*a^2*b*c^2*r*x+1800*a^2*b*c^2 *x^2-3220*a^2*b*c*g^2*x-3416*a^2*b*c*g*p*x-2124*a^2*b*c*g*q*x-1916*a^2*b*c*g*r* x+2724*a^2*b*c*g*x^2-732*a^2*b*c*p^2*x-1008*a^2*b*c*p*q*x-720*a^2*b*c*p*r*x+ 1332*a^2*b*c*p*x^2-300*a^2*b*c*q^2*x-504*a^2*b*c*q*r*x+1284*a^2*b*c*q*x^2-80*a^ 2*b*c*r^2*x+1440*a^2*b*c*r*x^2-732*a^2*b*g^3*x-1296*a^2*b*g^2*p*x-788*a^2*b*g^2 *q*x-756*a^2*b*g^2*r*x+906*a^2*b*g^2*x^2-624*a^2*b*g*p^2*x-848*a^2*b*g*p*q*x-\ 628*a^2*b*g*p*r*x+1062*a^2*b*g*p*x^2-236*a^2*b*g*q^2*x-420*a^2*b*g*q*r*x+1038*a ^2*b*g*q*x^2-60*a^2*b*g*r^2*x+1260*a^2*b*g*r*x^2-84*a^2*b*p^3*x-186*a^2*b*p^2*q *x-126*a^2*b*p^2*r*x+210*a^2*b*p^2*x^2-120*a^2*b*p*q^2*x-168*a^2*b*p*q*r*x+420* a^2*b*p*q*x^2-40*a^2*b*p*r^2*x+360*a^2*b*p*r*x^2-18*a^2*b*q^3*x-42*a^2*b*q^2*r* x+210*a^2*b*q^2*x^2+360*a^2*b*q*r*x^2-144*a^2*c^4*x-1136*a^2*c^3*g*x-384*a^2*c^ 3*p*x-72*a^2*c^3*q*x-184*a^2*c^3*r*x+296*a^2*c^3*x^2-1744*a^2*c^2*g^2*x-1564*a^ 2*c^2*g*p*x-784*a^2*c^2*g*q*x-820*a^2*c^2*g*r*x+1268*a^2*c^2*g*x^2-276*a^2*c^2* p^2*x-144*a^2*c^2*p*q*x-280*a^2*c^2*p*r*x+296*a^2*c^2*p*x^2-80*a^2*c^2*q*r*x+ 196*a^2*c^2*q*x^2-80*a^2*c^2*r^2*x+280*a^2*c^2*r*x^2-938*a^2*c*g^3*x-1488*a^2*c *g^2*p*x-878*a^2*c*g^2*q*x-830*a^2*c*g^2*r*x+1112*a^2*c*g^2*x^2-636*a^2*c*g*p^2 *x-680*a^2*c*g*p*q*x-660*a^2*c*g*p*r*x+924*a^2*c*g*p*x^2-150*a^2*c*g*q^2*x-352* a^2*c*g*q*r*x+794*a^2*c*g*q*x^2-140*a^2*c*g*r^2*x+980*a^2*c*g*r*x^2-60*a^2*c*p^ 3*x-54*a^2*c*p^2*q*x-94*a^2*c*p^2*r*x+74*a^2*c*p^2*x^2-40*a^2*c*p*q*r*x+98*a^2* c*p*q*x^2-40*a^2*c*p*r^2*x+140*a^2*c*p*r*x^2+36*a^2*c*q^2*x^2+60*a^2*c*q*r*x^2-\ 166*a^2*g^4*x-392*a^2*g^3*p*x-245*a^2*g^3*q*x-231*a^2*g^3*r*x+258*a^2*g^3*x^2-\ 294*a^2*g^2*p^2*x-368*a^2*g^2*p*q*x-316*a^2*g^2*p*r*x+430*a^2*g^2*p*x^2-94*a^2* g^2*q^2*x-198*a^2*g^2*q*r*x+390*a^2*g^2*q*x^2-60*a^2*g^2*r^2*x+510*a^2*g^2*r*x^ 2-72*a^2*g*p^3*x-120*a^2*g*p^2*q*x-110*a^2*g*p^2*r*x+142*a^2*g*p^2*x^2-60*a^2*g *p*q^2*x-104*a^2*g*p*q*r*x+259*a^2*g*p*q*x^2-40*a^2*g*p*r^2*x+250*a^2*g*p*r*x^2 -9*a^2*g*q^3*x-21*a^2*g*q^2*r*x+123*a^2*g*q^2*x^2+210*a^2*g*q*r*x^2-144*a*b^4*c *x-112*a*b^4*g*x-72*a*b^4*p*x-8*a*b^4*r*x+136*a*b^4*x^2-864*a*b^3*c^2*x-1264*a* b^3*c*g*x-696*a*b^3*c*p*x-288*a*b^3*c*q*x-264*a*b^3*c*r*x+864*a*b^3*c*x^2-416*a *b^3*g^2*x-556*a*b^3*g*p*x-216*a*b^3*g*q*x-228*a*b^3*g*r*x+632*a*b^3*g*x^2-120* a*b^3*p^2*x-120*a*b^3*p*q*x-72*a*b^3*p*r*x+312*a*b^3*p*x^2+312*a*b^3*q*x^2+40*a *b^3*r^2*x+360*a*b^3*r*x^2-1536*a*b^2*c^3*x-3600*a*b^2*c^2*g*x-1680*a*b^2*c^2*p *x-1056*a*b^2*c^2*q*x-816*a*b^2*c^2*r*x+1800*a*b^2*c^2*x^2-2516*a*b^2*c*g^2*x-\ 2844*a*b^2*c*g*p*x-1600*a*b^2*c*g*q*x-1444*a*b^2*c*g*r*x+2724*a*b^2*c*g*x^2-564 *a*b^2*c*p^2*x-768*a*b^2*c*p*q*x-456*a*b^2*c*p*r*x+1284*a*b^2*c*p*x^2-180*a*b^2 *c*q^2*x-240*a*b^2*c*q*r*x+1332*a*b^2*c*q*x^2+80*a*b^2*c*r^2*x+1440*a*b^2*c*r*x ^2-540*a*b^2*g^3*x-1060*a*b^2*g^2*p*x-552*a*b^2*g^2*q*x-564*a*b^2*g^2*r*x+906*a *b^2*g^2*x^2-496*a*b^2*g*p^2*x-640*a*b^2*g*p*q*x-420*a*b^2*g*p*r*x+1038*a*b^2*g *p*x^2-132*a*b^2*g*q^2*x-212*a*b^2*g*q*r*x+1062*a*b^2*g*q*x^2+60*a*b^2*g*r^2*x+ 1260*a*b^2*g*r*x^2-66*a*b^2*p^3*x-132*a*b^2*p^2*q*x-78*a*b^2*p^2*r*x+210*a*b^2* p^2*x^2-66*a*b^2*p*q^2*x-72*a*b^2*p*q*r*x+420*a*b^2*p*q*x^2+360*a*b^2*p*r*x^2+6 *a*b^2*q^2*r*x+210*a*b^2*q^2*x^2+40*a*b^2*q*r^2*x+360*a*b^2*q*r*x^2-864*a*b*c^4 *x-3184*a*b*c^3*g*x-1224*a*b*c^3*p*x-888*a*b*c^3*q*x-640*a*b*c^3*r*x+1328*a*b*c ^3*x^2-3816*a*b*c^2*g^2*x-3588*a*b*c^2*g*p*x-2364*a*b*c^2*g*q*x-1920*a*b*c^2*g* r*x+3432*a*b*c^2*g*x^2-624*a*b*c^2*p^2*x-912*a*b*c^2*p*q*x-552*a*b*c^2*p*r*x+ 1404*a*b*c^2*p*x^2-312*a*b*c^2*q^2*x-408*a*b*c^2*q*r*x+1404*a*b*c^2*q*x^2+1440* a*b*c^2*r*x^2-1812*a*b*c*g^3*x-3022*a*b*c*g^2*p*x-1850*a*b*c*g^2*q*x-1680*a*b*c *g^2*r*x+2520*a*b*c*g^2*x^2-1244*a*b*c*g*p^2*x-1752*a*b*c*g*p*q*x-1132*a*b*c*g* p*r*x+2550*a*b*c*g*p*x^2-520*a*b*c*g*q^2*x-788*a*b*c*g*q*r*x+2550*a*b*c*g*q*x^2 +2880*a*b*c*g*r*x^2-144*a*b*c*p^3*x-306*a*b*c*p^2*q*x-186*a*b*c*p^2*r*x+450*a*b *c*p^2*x^2-210*a*b*c*p*q^2*x-240*a*b*c*p*q*r*x+876*a*b*c*p*q*x^2-40*a*b*c*p*r^2 *x+720*a*b*c*p*r*x^2-36*a*b*c*q^3*x-54*a*b*c*q^2*r*x+450*a*b*c*q^2*x^2+40*a*b*c *q*r^2*x+720*a*b*c*q*r*x^2-296*a*b*g^4*x-753*a*b*g^3*p*x-435*a*b*g^3*q*x-440*a* b*g^3*r*x+532*a*b*g^3*x^2-534*a*b*g^2*p^2*x-732*a*b*g^2*p*q*x-502*a*b*g^2*p*r*x +1008*a*b*g^2*p*x^2-198*a*b*g^2*q^2*x-338*a*b*g^2*q*r*x+1008*a*b*g^2*q*x^2+1260 *a*b*g^2*r*x^2-144*a*b*g*p^3*x-305*a*b*g*p^2*q*x-193*a*b*g*p^2*r*x+417*a*b*g*p^ 2*x^2-193*a*b*g*p*q^2*x-240*a*b*g*p*q*r*x+822*a*b*g*p*q*x^2-40*a*b*g*p*r^2*x+ 720*a*b*g*p*r*x^2-26*a*b*g*q^3*x-47*a*b*g*q^2*r*x+417*a*b*g*q^2*x^2+40*a*b*g*q* r^2*x+720*a*b*g*q*r*x^2-12*a*b*p^4*x-36*a*b*p^3*q*x-22*a*b*p^3*r*x+44*a*b*p^3*x ^2-36*a*b*p^2*q^2*x-42*a*b*p^2*q*r*x+132*a*b*p^2*q*x^2-10*a*b*p^2*r^2*x+90*a*b* p^2*r*x^2-12*a*b*p*q^3*x-18*a*b*p*q^2*r*x+132*a*b*p*q^2*x^2+180*a*b*p*q*r*x^2+2 *a*b*q^3*r*x+44*a*b*q^3*x^2+10*a*b*q^2*r^2*x+90*a*b*q^2*r*x^2-48*a*c^5*x-592*a* c^4*g*x-168*a*c^4*p*x-24*a*c^4*q*x-80*a*c^4*r*x+160*a*c^4*x^2-1368*a*c^3*g^2*x-\ 1060*a*c^3*g*p*x-524*a*c^3*g*q*x-536*a*c^3*g*r*x+1000*a*c^3*g*x^2-180*a*c^3*p^2 *x-72*a*c^3*p*q*x-168*a*c^3*p*r*x+240*a*c^3*p*x^2-40*a*c^3*q*r*x+152*a*c^3*q*x^ 2-40*a*c^3*r^2*x+200*a*c^3*r*x^2-1180*a*c^2*g^3*x-1722*a*c^2*g^2*p*x-998*a*c^2* g^2*q*x-924*a*c^2*g^2*r*x+1476*a*c^2*g^2*x^2-664*a*c^2*g*p^2*x-632*a*c^2*g*p*q* x-632*a*c^2*g*p*r*x+1078*a*c^2*g*p*x^2-156*a*c^2*g*q^2*x-304*a*c^2*g*q*r*x+962* a*c^2*g*q*x^2-100*a*c^2*g*r^2*x+1100*a*c^2*g*r*x^2-78*a*c^2*p^3*x-54*a*c^2*p^2* q*x-108*a*c^2*p^2*r*x+120*a*c^2*p^2*x^2-40*a*c^2*p*q*r*x+152*a*c^2*p*q*x^2-40*a *c^2*p*r^2*x+200*a*c^2*p*r*x^2+36*a*c^2*q^2*x^2+60*a*c^2*q*r*x^2-435*a*c*g^4*x-\ 985*a*c*g^3*p*x-593*a*c*g^3*q*x-558*a*c*g^3*r*x+740*a*c*g^3*x^2-672*a*c*g^2*p^2 *x-804*a*c*g^2*p*q*x-664*a*c*g^2*p*r*x+1123*a*c*g^2*p*x^2-215*a*c*g^2*q^2*x-404 *a*c*g^2*q*r*x+1055*a*c*g^2*q*x^2-90*a*c*g^2*r^2*x+1280*a*c*g^2*r*x^2-168*a*c*g *p^3*x-233*a*c*g*p^2*q*x-239*a*c*g*p^2*r*x+349*a*c*g*p^2*x^2-105*a*c*g*p*q^2*x-\ 180*a*c*g*p*q*r*x+606*a*c*g*p*q*x^2-80*a*c*g*p*r^2*x+600*a*c*g*p*r*x^2-18*a*c*g *q^3*x-27*a*c*g*q^2*r*x+279*a*c*g*q^2*x^2+20*a*c*g*q*r^2*x+450*a*c*g*q*r*x^2-12 *a*c*p^4*x-12*a*c*p^3*q*x-22*a*c*p^3*r*x+20*a*c*p^3*x^2-10*a*c*p^2*q*r*x+38*a*c *p^2*q*x^2-10*a*c*p^2*r^2*x+50*a*c*p^2*r*x^2+18*a*c*p*q^2*x^2+30*a*c*p*q*r*x^2-\ 58*a*g^5*x-184*a*g^4*p*x-111*a*g^4*q*x-110*a*g^4*r*x+116*a*g^4*x^2-188*a*g^3*p^ 2*x-246*a*g^3*p*q*x-193*a*g^3*p*r*x+304*a*g^3*p*x^2-66*a*g^3*q^2*x-131*a*g^3*q* r*x+288*a*g^3*q*x^2-25*a*g^3*r^2*x+390*a*g^3*r*x^2-84*a*g^2*p^3*x-146*a*g^2*p^2 *q*x-123*a*g^2*p^2*r*x+188*a*g^2*p^2*x^2-80*a*g^2*p*q^2*x-122*a*g^2*p*q*r*x+352 *a*g^2*p*q*x^2-40*a*g^2*p*r^2*x+340*a*g^2*p*r*x^2-13*a*g^2*q^3*x-25*a*g^2*q^2*r *x+174*a*g^2*q^2*x^2+10*a*g^2*q*r^2*x+300*a*g^2*q*r*x^2-12*a*g*p^4*x-24*a*g*p^3 *q*x-22*a*g*p^3*r*x+32*a*g*p^3*x^2-18*a*g*p^2*q^2*x-26*a*g*p^2*q*r*x+85*a*g*p^2 *q*x^2-10*a*g*p^2*r^2*x+70*a*g*p^2*r*x^2-6*a*g*p*q^3*x-9*a*g*p*q^2*r*x+75*a*g*p *q^2*x^2+105*a*g*p*q*r*x^2+a*g*q^3*r*x+22*a*g*q^3*x^2+5*a*g*q^2*r^2*x+45*a*g*q^ 2*r*x^2-48*b^4*c^2*x-96*b^4*c*g*x-24*b^4*c*p*x+24*b^4*c*r*x+48*b^4*c*x^2-32*b^4 *g^2*x-48*b^4*g*p*x+8*b^4*g*r*x+92*b^4*g*x^2-240*b^3*c^3*x-624*b^3*c^2*g*x-216* b^3*c^2*p*x-120*b^3*c^2*q*x-32*b^3*c^2*r*x+184*b^3*c^2*x^2-440*b^3*c*g^2*x-492* b^3*c*g*p*x-200*b^3*c*g*q*x-108*b^3*c*g*r*x+604*b^3*c*g*x^2-48*b^3*c*p^2*x-72*b ^3*c*p*q*x-40*b^3*c*p*r*x+44*b^3*c*p*x^2+32*b^3*c*q*r*x+92*b^3*c*q*x^2+40*b^3*c *r^2*x+80*b^3*c*r*x^2-92*b^3*g^3*x-200*b^3*g^2*p*x-64*b^3*g^2*q*x-52*b^3*g^2*r* x+254*b^3*g^2*x^2-84*b^3*g*p^2*x-96*b^3*g*p*q*x-56*b^3*g*p*r*x+178*b^3*g*p*x^2+ 16*b^3*g*q*r*x+202*b^3*g*q*x^2+40*b^3*g*r^2*x+220*b^3*g*r*x^2-336*b^2*c^4*x-\ 1248*b^2*c^3*g*x-360*b^2*c^3*p*x-336*b^2*c^3*q*x-136*b^2*c^3*r*x+296*b^2*c^3*x^ 2-1416*b^2*c^2*g^2*x-1320*b^2*c^2*g*p*x-844*b^2*c^2*g*q*x-540*b^2*c^2*g*r*x+ 1268*b^2*c^2*g*x^2-96*b^2*c^2*p^2*x-288*b^2*c^2*p*q*x-80*b^2*c^2*p*r*x+196*b^2* c^2*p*x^2-84*b^2*c^2*q^2*x-40*b^2*c^2*q*r*x+296*b^2*c^2*q*x^2+80*b^2*c^2*r^2*x+ 280*b^2*c^2*r*x^2-634*b^2*c*g^3*x-1134*b^2*c*g^2*p*x-604*b^2*c*g^2*q*x-490*b^2* c*g^2*r*x+1112*b^2*c*g^2*x^2-402*b^2*c*g*p^2*x-624*b^2*c*g*p*q*x-328*b^2*c*g*p* r*x+794*b^2*c*g*p*x^2-128*b^2*c*g*q^2*x-100*b^2*c*g*q*r*x+924*b^2*c*g*q*x^2+140 *b^2*c*g*r^2*x+980*b^2*c*g*r*x^2-48*b^2*c*p^2*q*x+36*b^2*c*p^2*x^2-54*b^2*c*p*q ^2*x-40*b^2*c*p*q*r*x+98*b^2*c*p*q*x^2+60*b^2*c*p*r*x^2+14*b^2*c*q^2*r*x+74*b^2 *c*q^2*x^2+40*b^2*c*q*r^2*x+140*b^2*c*q*r*x^2-98*b^2*g^4*x-277*b^2*g^3*p*x-130* b^2*g^3*q*x-129*b^2*g^3*r*x+258*b^2*g^3*x^2-200*b^2*g^2*p^2*x-260*b^2*g^2*p*q*x -162*b^2*g^2*p*r*x+390*b^2*g^2*p*x^2-40*b^2*g^2*q^2*x-44*b^2*g^2*q*r*x+430*b^2* g^2*q*x^2+60*b^2*g^2*r^2*x+510*b^2*g^2*r*x^2-33*b^2*g*p^3*x-90*b^2*g*p^2*q*x-39 *b^2*g*p^2*r*x+123*b^2*g*p^2*x^2-60*b^2*g*p*q^2*x-56*b^2*g*p*q*r*x+259*b^2*g*p* q*x^2+210*b^2*g*p*r*x^2+10*b^2*g*q^2*r*x+142*b^2*g*q^2*x^2+40*b^2*g*q*r^2*x+250 *b^2*g*q*r*x^2-144*b*c^5*x-816*b*c^4*g*x-168*b*c^4*p*x-216*b*c^4*q*x-80*b*c^4*r *x+160*b*c^4*x^2-1448*b*c^3*g^2*x-1044*b*c^3*g*p*x-860*b*c^3*g*q*x-504*b*c^3*g* r*x+1000*b*c^3*g*x^2-48*b*c^3*p^2*x-216*b*c^3*p*q*x-40*b*c^3*p*r*x+152*b*c^3*p* x^2-108*b*c^3*q^2*x-72*b*c^3*q*r*x+240*b*c^3*q*x^2+40*b*c^3*r^2*x+200*b*c^3*r*x ^2-1092*b*c^2*g^3*x-1602*b*c^2*g^2*p*x-1070*b*c^2*g^2*q*x-796*b*c^2*g^2*r*x+ 1476*b*c^2*g^2*x^2-432*b*c^2*g*p^2*x-840*b*c^2*g*p*q*x-376*b*c^2*g*p*r*x+962*b* c^2*g*p*x^2-284*b*c^2*g*q^2*x-288*b*c^2*g*q*r*x+1078*b*c^2*g*q*x^2+100*b*c^2*g* r^2*x+1100*b*c^2*g*r*x^2-48*b*c^2*p^2*q*x+36*b*c^2*p^2*x^2-90*b*c^2*p*q^2*x-40* b*c^2*p*q*r*x+152*b*c^2*p*q*x^2+60*b*c^2*p*r*x^2-18*b*c^2*q^3*x-12*b*c^2*q^2*r* x+120*b*c^2*q^2*x^2+40*b*c^2*q*r^2*x+200*b*c^2*q*r*x^2-369*b*c*g^4*x-879*b*c*g^ 3*p*x-519*b*c*g^3*q*x-462*b*c*g^3*r*x+740*b*c*g^3*x^2-523*b*c*g^2*p^2*x-804*b*c *g^2*p*q*x-456*b*c*g^2*p*r*x+1055*b*c*g^2*p*x^2-218*b*c*g^2*q^2*x-276*b*c*g^2*q *r*x+1123*b*c*g^2*q*x^2+90*b*c*g^2*r^2*x+1280*b*c*g^2*r*x^2-72*b*c*g*p^3*x-225* b*c*g*p^2*q*x-93*b*c*g*p^2*r*x+279*b*c*g*p^2*x^2-201*b*c*g*p*q^2*x-180*b*c*g*p* q*r*x+606*b*c*g*p*q*x^2-20*b*c*g*p*r^2*x+450*b*c*g*p*r*x^2-26*b*c*g*q^3*x-21*b* c*g*q^2*r*x+349*b*c*g*q^2*x^2+80*b*c*g*q*r^2*x+600*b*c*g*q*r*x^2-12*b*c*p^2*q^2 *x+18*b*c*p^2*q*x^2-12*b*c*p*q^3*x-10*b*c*p*q^2*r*x+38*b*c*p*q^2*x^2+30*b*c*p*q *r*x^2+2*b*c*q^3*r*x+20*b*c*q^3*x^2+10*b*c*q^2*r^2*x+50*b*c*q^2*r*x^2-46*b*g^5* x-159*b*g^4*p*x-86*b*g^4*q*x-90*b*g^4*r*x+116*b*g^4*x^2-156*b*g^3*p^2*x-214*b*g ^3*p*q*x-139*b*g^3*p*r*x+288*b*g^3*p*x^2-50*b*g^3*q^2*x-77*b*g^3*q*r*x+304*b*g^ 3*q*x^2+25*b*g^3*r^2*x+390*b*g^3*r*x^2-51*b*g^2*p^3*x-130*b*g^2*p^2*q*x-65*b*g^ 2*p^2*r*x+174*b*g^2*p^2*x^2-92*b*g^2*p*q^2*x-98*b*g^2*p*q*r*x+352*b*g^2*p*q*x^2 -10*b*g^2*p*r^2*x+300*b*g^2*p*r*x^2-8*b*g^2*q^3*x-7*b*g^2*q^2*r*x+188*b*g^2*q^2 *x^2+40*b*g^2*q*r^2*x+340*b*g^2*q*r*x^2-6*b*g*p^4*x-18*b*g*p^3*q*x-11*b*g*p^3*r *x+22*b*g*p^3*x^2-24*b*g*p^2*q^2*x-21*b*g*p^2*q*r*x+75*b*g*p^2*q*x^2-5*b*g*p^2* r^2*x+45*b*g*p^2*r*x^2-12*b*g*p*q^3*x-14*b*g*p*q^2*r*x+85*b*g*p*q^2*x^2+105*b*g *p*q*r*x^2+2*b*g*q^3*r*x+32*b*g*q^3*x^2+10*b*g*q^2*r^2*x+70*b*g*q^2*r*x^2-96*c^ 5*g*x-368*c^4*g^2*x-168*c^4*g*p*x-120*c^4*g*q*x-80*c^4*g*r*x+160*c^4*g*x^2-472* c^3*g^3*x-560*c^3*g^2*p*x-368*c^3*g^2*q*x-280*c^3*g^2*r*x+520*c^3*g^2*x^2-114*c ^3*g*p^2*x-144*c^3*g*p*q*x-104*c^3*g*p*r*x+196*c^3*g*p*x^2-54*c^3*g*q^2*x-56*c^ 3*g*q*r*x+196*c^3*g*q*x^2+200*c^3*g*r*x^2-276*c^2*g^4*x-566*c^2*g^3*p*x-354*c^2 *g^3*q*x-300*c^2*g^3*r*x+480*c^2*g^3*x^2-299*c^2*g^2*p^2*x-400*c^2*g^2*p*q*x-\ 276*c^2*g^2*p*r*x+546*c^2*g^2*p*x^2-121*c^2*g^2*q^2*x-164*c^2*g^2*q*r*x+546*c^2 *g^2*q*x^2+600*c^2*g^2*r*x^2-39*c^2*g*p^3*x-51*c^2*g*p^2*q*x-54*c^2*g*p^2*r*x+ 78*c^2*g*p^2*x^2-45*c^2*g*p*q^2*x-40*c^2*g*p*q*r*x+152*c^2*g*p*q*x^2-20*c^2*g*p *r^2*x+130*c^2*g*p*r*x^2-9*c^2*g*q^3*x-6*c^2*g*q^2*r*x+78*c^2*g*q^2*x^2+20*c^2* g*q*r^2*x+130*c^2*g*q*r*x^2-76*c*g^5*x-230*c*g^4*p*x-138*c*g^4*q*x-130*c*g^4*r* x+170*c*g^4*x^2-207*c*g^3*p^2*x-280*c*g^3*p*q*x-196*c*g^3*p*r*x+366*c*g^3*p*x^2 -77*c*g^3*q^2*x-124*c*g^3*q*r*x+366*c*g^3*q*x^2+450*c*g^3*r*x^2-69*c*g^2*p^3*x-\ 127*c*g^2*p^2*q*x-96*c*g^2*p^2*r*x+174*c*g^2*p^2*x^2-87*c*g^2*p*q^2*x-100*c*g^2 *p*q*r*x+338*c*g^2*p*q*x^2-30*c*g^2*p*r^2*x+295*c*g^2*p*r*x^2-13*c*g^2*q^3*x-14 *c*g^2*q^2*r*x+174*c*g^2*q^2*x^2+30*c*g^2*q*r^2*x+295*c*g^2*q*r*x^2-6*c*g*p^4*x -6*c*g*p^3*q*x-11*c*g*p^3*r*x+10*c*g*p^3*x^2-6*c*g*p^2*q^2*x-5*c*g*p^2*q*r*x+28 *c*g*p^2*q*x^2-5*c*g*p^2*r^2*x+25*c*g*p^2*r*x^2-6*c*g*p*q^3*x-5*c*g*p*q^2*r*x+ 28*c*g*p*q^2*x^2+30*c*g*p*q*r*x^2+c*g*q^3*r*x+10*c*g*q^3*x^2+5*c*g*q^2*r^2*x+25 *c*g*q^2*r*x^2-8*g^6*x-33*g^5*p*x-19*g^5*q*x-20*g^5*r*x+20*g^5*x^2-43*g^4*p^2*x -58*g^4*p*q*x-42*g^4*p*r*x+71*g^4*p*x^2-15*g^4*q^2*x-28*g^4*q*r*x+71*g^4*q*x^2+ 100*g^4*r*x^2-24*g^3*p^3*x-49*g^3*p^2*q*x-34*g^3*p^2*r*x+63*g^3*p^2*x^2-31*g^3* p*q^2*x-40*g^3*p*q*r*x+122*g^3*p*q*x^2-10*g^3*p*r^2*x+115*g^3*p*r*x^2-4*g^3*q^3 *x-6*g^3*q^2*r*x+63*g^3*q^2*x^2+10*g^3*q*r^2*x+115*g^3*q*r*x^2-6*g^2*p^4*x-12*g ^2*p^3*q*x-11*g^2*p^3*r*x+16*g^2*p^3*x^2-12*g^2*p^2*q^2*x-13*g^2*p^2*q*r*x+47*g ^2*p^2*q*x^2-5*g^2*p^2*r^2*x+35*g^2*p^2*r*x^2-6*g^2*p*q^3*x-7*g^2*p*q^2*r*x+47* g^2*p*q^2*x^2+60*g^2*p*q*r*x^2+g^2*q^3*r*x+16*g^2*q^3*x^2+5*g^2*q^2*r^2*x+35*g^ 2*q^2*r*x^2+48*a^5*b+24*a^5*g+96*a^4*b^2+240*a^4*b*c+184*a^4*b*g+120*a^4*b*p+48 *a^4*b*q+72*a^4*b*r-256*a^4*b*x+120*a^4*c*g+24*a^4*c*p+24*a^4*c*r-48*a^4*c*x+68 *a^4*g^2+72*a^4*g*p+24*a^4*g*q+48*a^4*g*r-152*a^4*g*x+48*a^3*b^3+384*a^3*b^2*c+ 248*a^3*b^2*g+192*a^3*b^2*p+48*a^3*b^2*q+96*a^3*b^2*r-528*a^3*b^2*x+480*a^3*b*c ^2+760*a^3*b*c*g+456*a^3*b*c*p+192*a^3*b*c*q+264*a^3*b*c*r-1320*a^3*b*c*x+272*a ^3*b*g^2+372*a^3*b*g*p+136*a^3*b*g*q+212*a^3*b*g*r-960*a^3*b*g*x+108*a^3*b*p^2+ 96*a^3*b*p*q+120*a^3*b*p*r-576*a^3*b*p*x+12*a^3*b*q^2+48*a^3*b*q*r-348*a^3*b*q* x+24*a^3*b*r^2-476*a^3*b*r*x-48*a^3*b*x^2+240*a^3*c^2*g+72*a^3*c^2*p+72*a^3*c^2 *r-184*a^3*c^2*x+284*a^3*c*g^2+308*a^3*c*g*p+96*a^3*c*g*q+212*a^3*c*g*r-840*a^3 *c*g*x+48*a^3*c*p^2+72*a^3*c*p*r-104*a^3*c*p*x-20*a^3*c*q*x+24*a^3*c*r^2-28*a^3 *c*r*x-8*a^3*c*x^2+80*a^3*g^3+160*a^3*g^2*p+56*a^3*g^2*q+104*a^3*g^2*r-392*a^3* g^2*x+78*a^3*g*p^2+48*a^3*g*p*q+96*a^3*g*p*r-340*a^3*g*p*x+6*a^3*g*q^2+24*a^3*g *q*r-184*a^3*g*q*x+24*a^3*g*r^2-252*a^3*g*r*x-28*a^3*g*x^2+144*a^2*b^3*c+88*a^2 *b^3*g+72*a^2*b^3*p+24*a^2*b^3*r-288*a^2*b^3*x+576*a^2*b^2*c^2+792*a^2*b^2*c*g+ 528*a^2*b^2*c*p+144*a^2*b^2*c*q+240*a^2*b^2*c*r-1632*a^2*b^2*c*x+252*a^2*b^2*g^ 2+380*a^2*b^2*g*p+88*a^2*b^2*g*q+180*a^2*b^2*g*r-1080*a^2*b^2*g*x+120*a^2*b^2*p ^2+72*a^2*b^2*p*q+96*a^2*b^2*p*r-852*a^2*b^2*p*x+24*a^2*b^2*q*r-396*a^2*b^2*q*x -720*a^2*b^2*r*x-96*a^2*b^2*x^2+480*a^2*b*c^3+1200*a^2*b*c^2*g+624*a^2*b*c^2*p+ 288*a^2*b*c^2*q+336*a^2*b*c^2*r-2160*a^2*b*c^2*x+896*a^2*b*c*g^2+1084*a^2*b*c*g *p+432*a^2*b*c*g*q+580*a^2*b*c*g*r-3332*a^2*b*c*g*x+276*a^2*b*c*p^2+264*a^2*b*c *p*q+288*a^2*b*c*p*r-2028*a^2*b*c*p*x+36*a^2*b*c*q^2+120*a^2*b*c*q*r-1056*a^2*b *c*q*x+48*a^2*b*c*r^2-1564*a^2*b*c*r*x-120*a^2*b*c*x^2+204*a^2*b*g^3+420*a^2*b* g^2*p+148*a^2*b*g^2*q+228*a^2*b*g^2*r-1140*a^2*b*g^2*x+246*a^2*b*g*p^2+208*a^2* b*g*p*q+248*a^2*b*g*p*r-1636*a^2*b*g*p*x+22*a^2*b*g*q^2+96*a^2*b*g*q*r-828*a^2* b*g*q*x+36*a^2*b*g*r^2-1368*a^2*b*g*r*x-236*a^2*b*g*x^2+42*a^2*b*p^3+60*a^2*b*p ^2*q+66*a^2*b*p^2*r-384*a^2*b*p^2*x+18*a^2*b*p*q^2+48*a^2*b*p*q*r-510*a^2*b*p*q *x+24*a^2*b*p*r^2-494*a^2*b*p*r*x+108*a^2*b*p*x^2+6*a^2*b*q^2*r-126*a^2*b*q^2*x -378*a^2*b*q*r*x+108*a^2*b*q*x^2-60*a^2*b*r^2*x+520*a^2*b*r*x^2+240*a^2*c^3*g+ 72*a^2*c^3*p+72*a^2*c^3*r-224*a^2*c^3*x+456*a^2*c^2*g^2+448*a^2*c^2*g*p+144*a^2 *c^2*g*q+304*a^2*c^2*g*r-1440*a^2*c^2*g*x+96*a^2*c^2*p^2+144*a^2*c^2*p*r-320*a^ 2*c^2*p*x-40*a^2*c^2*q*x+48*a^2*c^2*r^2-140*a^2*c^2*r*x-40*a^2*c^2*x^2+268*a^2* c*g^3+490*a^2*c*g^2*p+180*a^2*c*g^2*q+310*a^2*c*g^2*r-1442*a^2*c*g^2*x+254*a^2* c*g*p^2+132*a^2*c*g*p*q+320*a^2*c*g*p*r-1304*a^2*c*g*p*x+18*a^2*c*g*q^2+60*a^2* c*g*q*r-572*a^2*c*g*q*x+84*a^2*c*g*r^2-882*a^2*c*g*r*x-116*a^2*c*g*x^2+30*a^2*c *p^3+54*a^2*c*p^2*r-104*a^2*c*p^2*x-74*a^2*c*p*q*x+24*a^2*c*p*r^2-142*a^2*c*p*r *x-20*a^2*c*p*x^2-60*a^2*c*q*r*x+24*a^2*c*q*x^2-60*a^2*c*r^2*x+120*a^2*c*r*x^2+ 50*a^2*g^4+139*a^2*g^3*p+52*a^2*g^3*q+87*a^2*g^3*r-366*a^2*g^3*x+127*a^2*g^2*p^ 2+86*a^2*g^2*p*q+152*a^2*g^2*p*r-670*a^2*g^2*p*x+11*a^2*g^2*q^2+42*a^2*g^2*q*r-\ 327*a^2*g^2*q*x+36*a^2*g^2*r^2-519*a^2*g^2*r*x-112*a^2*g^2*x^2+36*a^2*g*p^3+30* a^2*g*p^2*q+60*a^2*g*p^2*r-244*a^2*g*p^2*x+9*a^2*g*p*q^2+24*a^2*g*p*q*r-292*a^2 *g*p*q*x+24*a^2*g*p*r^2-318*a^2*g*p*r*x+44*a^2*g*p*x^2+3*a^2*g*q^2*r-63*a^2*g*q ^2*x-219*a^2*g*q*r*x+66*a^2*g*q*x^2-60*a^2*g*r^2*x+320*a^2*g*r*x^2-16*a*b^4*x+ 144*a*b^3*c^2+176*a*b^3*c*g+144*a*b^3*c*p+48*a*b^3*c*r-408*a*b^3*c*x+48*a*b^3*g ^2+104*a*b^3*g*p+40*a*b^3*g*r-304*a*b^3*g*x+24*a*b^3*p^2-276*a*b^3*p*x-48*a*b^3 *q*x-16*a*b^3*r^2-244*a*b^3*r*x-48*a*b^3*x^2+384*a*b^2*c^3+840*a*b^2*c^2*g+480* a*b^2*c^2*p+144*a*b^2*c^2*q+192*a*b^2*c^2*r-1440*a*b^2*c^2*x+544*a*b^2*c*g^2+ 792*a*b^2*c*g*p+176*a*b^2*c*g*q+344*a*b^2*c*g*r-2116*a*b^2*c*g*x+168*a*b^2*c*p^ 2+144*a*b^2*c*p*q+96*a*b^2*c*p*r-1512*a*b^2*c*p*x+48*a*b^2*c*q*r-636*a*b^2*c*q* x-32*a*b^2*c*r^2-1316*a*b^2*c*r*x-120*a*b^2*c*x^2+108*a*b^2*g^3+284*a*b^2*g^2*p +48*a*b^2*g^2*q+132*a*b^2*g^2*r-672*a*b^2*g^2*x+152*a*b^2*g*p^2+104*a*b^2*g*p*q +96*a*b^2*g*p*r-1248*a*b^2*g*p*x+40*a*b^2*g*q*r-488*a*b^2*g*q*x-24*a*b^2*g*r^2-\ 1152*a*b^2*g*r*x-236*a*b^2*g*x^2+24*a*b^2*p^3+24*a*b^2*p^2*q+24*a*b^2*p^2*r-294 *a*b^2*p^2*x-330*a*b^2*p*q*x-342*a*b^2*p*r*x+108*a*b^2*p*x^2-36*a*b^2*q^2*x-16* a*b^2*q*r^2-226*a*b^2*q*r*x+108*a*b^2*q*x^2+60*a*b^2*r^2*x+520*a*b^2*r*x^2+240* a*b*c^4+856*a*b*c^3*g+360*a*b*c^3*p+192*a*b*c^3*q+168*a*b*c^3*r-1328*a*b*c^3*x+ 996*a*b*c^2*g^2+1068*a*b*c^2*g*p+456*a*b*c^2*g*q+516*a*b*c^2*g*r-3432*a*b*c^2*g *x+192*a*b*c^2*p^2+240*a*b*c^2*p*q+168*a*b*c^2*p*r-1836*a*b*c^2*p*x+36*a*b*c^2* q^2+96*a*b*c^2*q*r-972*a*b*c^2*q*x+8*a*b*c^2*r^2-1440*a*b*c^2*r*x+462*a*b*c*g^3 +902*a*b*c*g^2*p+316*a*b*c*g^2*q+450*a*b*c*g^2*r-2520*a*b*c*g^2*x+406*a*b*c*g*p ^2+432*a*b*c*g*p*q+356*a*b*c*g*p*r-3454*a*b*c*g*p*x+44*a*b*c*g*q^2+184*a*b*c*g* q*r-1646*a*b*c*g*q*x+16*a*b*c*g*r^2-2880*a*b*c*g*r*x-352*a*b*c*g*x^2+54*a*b*c*p ^3+84*a*b*c*p^2*q+78*a*b*c*p^2*r-684*a*b*c*p^2*x+36*a*b*c*p*q^2+48*a*b*c*p*q*r-\ 876*a*b*c*p*q*x+24*a*b*c*p*r^2-782*a*b*c*p*r*x+276*a*b*c*p*x^2+12*a*b*c*q^2*r-\ 216*a*b*c*q^2*x-16*a*b*c*q*r^2-658*a*b*c*q*r*x+276*a*b*c*q*x^2+1040*a*b*c*r*x^2 +74*a*b*g^4+225*a*b*g^3*p+66*a*b*g^3*q+117*a*b*g^3*r-532*a*b*g^3*x+180*a*b*g^2* p^2+168*a*b*g^2*p*q+158*a*b*g^2*p*r-1399*a*b*g^2*p*x+12*a*b*g^2*q^2+76*a*b*g^2* q*r-617*a*b*g^2*q*x+6*a*b*g^2*r^2-1260*a*b*g^2*r*x-304*a*b*g^2*x^2+59*a*b*g*p^3 +82*a*b*g*p^2*q+83*a*b*g*p^2*r-658*a*b*g*p^2*x+26*a*b*g*p*q^2+48*a*b*g*p*q*r-\ 822*a*b*g*p*q*x+24*a*b*g*p*r^2-803*a*b*g*p*r*x+194*a*b*g*p*x^2+10*a*b*g*q^2*r-\ 176*a*b*g*q^2*x-16*a*b*g*q*r^2-637*a*b*g*q*r*x+194*a*b*g*q*x^2+1040*a*b*g*r*x^2 +6*a*b*p^4+12*a*b*p^3*q+12*a*b*p^3*r-80*a*b*p^3*x+6*a*b*p^2*q^2+12*a*b*p^2*q*r-\ 168*a*b*p^2*q*x+6*a*b*p^2*r^2-128*a*b*p^2*r*x+66*a*b*p^2*x^2-96*a*b*p*q^2*x-180 *a*b*p*q*r*x+132*a*b*p*q*x^2-30*a*b*p*r^2*x+260*a*b*p*r*x^2-8*a*b*q^3*x-4*a*b*q ^2*r^2-52*a*b*q^2*r*x+66*a*b*q^2*x^2+30*a*b*q*r^2*x+260*a*b*q*r*x^2+120*a*c^4*g +24*a*c^4*p+24*a*c^4*r-88*a*c^4*x+332*a*c^3*g^2+260*a*c^3*g*p+96*a*c^3*g*q+164* a*c^3*g*r-912*a*c^3*g*x+48*a*c^3*p^2+72*a*c^3*p*r-216*a*c^3*p*x-20*a*c^3*q*x+24 *a*c^3*r^2-112*a*c^3*r*x-8*a*c^3*x^2+306*a*c^2*g^3+494*a*c^2*g^2*p+192*a*c^2*g^ 2*q+290*a*c^2*g^2*r-1568*a*c^2*g^2*x+212*a*c^2*g*p^2+120*a*c^2*g*p*q+260*a*c^2* g*p*r-1314*a*c^2*g*p*x+18*a*c^2*g*q^2+48*a*c^2*g*q*r-530*a*c^2*g*q*x+64*a*c^2*g *r^2-904*a*c^2*g*r*x-76*a*c^2*g*x^2+30*a*c^2*p^3+54*a*c^2*p^2*r-150*a*c^2*p^2*x -74*a*c^2*p*q*x+24*a*c^2*p*r^2-184*a*c^2*p*r*x-8*a*c^2*p*x^2-60*a*c^2*q*r*x+60* a*c^2*q*x^2-60*a*c^2*r^2*x+160*a*c^2*r*x^2+117*a*c*g^4+303*a*c*g^3*p+114*a*c*g^ 3*q+177*a*c*g^3*r-855*a*c*g^3*x+239*a*c*g^2*p^2+180*a*c*g^2*p*q+274*a*c*g^2*p*r -1545*a*c*g^2*p*x+22*a*c*g^2*q^2+80*a*c*g^2*q*r-690*a*c*g^2*q*x+58*a*c*g^2*r^2-\ 1184*a*c*g^2*r*x-212*a*c*g^2*x^2+71*a*c*g*p^3+42*a*c*g*p^2*q+119*a*c*g*p^2*r-\ 510*a*c*g*p^2*x+18*a*c*g*p*q^2+24*a*c*g*p*q*r-546*a*c*g*p*q*x+48*a*c*g*p*r^2-\ 619*a*c*g*p*r*x+98*a*c*g*p*x^2+6*a*c*g*q^2*r-108*a*c*g*q^2*x-8*a*c*g*q*r^2-419* a*c*g*q*r*x+188*a*c*g*q*x^2-90*a*c*g*r^2*x+720*a*c*g*r*x^2+6*a*c*p^4+12*a*c*p^3 *r-32*a*c*p^3*x-32*a*c*p^2*q*x+6*a*c*p^2*r^2-64*a*c*p^2*r*x-2*a*c*p^2*x^2-30*a* c*p*q*r*x+30*a*c*p*q*x^2-30*a*c*p*r^2*x+80*a*c*p*r*x^2+12*a*c*q^2*x^2+20*a*c*q* r*x^2+16*a*g^5+59*a*g^4*p+21*a*g^4*q+35*a*g^4*r-144*a*g^4*x+71*a*g^3*p^2+58*a*g ^3*p*q+80*a*g^3*p*r-448*a*g^3*p*x+6*a*g^3*q^2+28*a*g^3*q*r-197*a*g^3*q*x+16*a*g ^3*r^2-377*a*g^3*r*x-114*a*g^3*x^2+38*a*g^2*p^3+35*a*g^2*p^2*q+62*a*g^2*p^2*r-\ 302*a*g^2*p^2*x+13*a*g^2*p*q^2+24*a*g^2*p*q*r-364*a*g^2*p*q*x+24*a*g^2*p*r^2-\ 384*a*g^2*p*r*x+52*a*g^2*p*x^2+5*a*g^2*q^2*r-79*a*g^2*q^2*x-4*a*g^2*q*r^2-292*a *g^2*q*r*x+80*a*g^2*q*x^2-45*a*g^2*r^2*x+450*a*g^2*r*x^2+6*a*g*p^4+6*a*g*p^3*q+ 12*a*g*p^3*r-56*a*g*p^3*x+3*a*g*p^2*q^2+6*a*g*p^2*q*r-100*a*g*p^2*q*x+6*a*g*p^2 *r^2-96*a*g*p^2*r*x+32*a*g*p^2*x^2-48*a*g*p*q^2*x-105*a*g*p*q*r*x+81*a*g*p*q*x^ 2-30*a*g*p*r^2*x+170*a*g*p*r*x^2-4*a*g*q^3*x-2*a*g*q^2*r^2-26*a*g*q^2*r*x+39*a* g*q^2*x^2+15*a*g*q*r^2*x+140*a*g*q*r*x^2-48*b^4*c*x-32*b^4*g*x+48*b^3*c^3+88*b^ 3*c^2*g+72*b^3*c^2*p+24*b^3*c^2*r-184*b^3*c^2*x+48*b^3*c*g^2+104*b^3*c*g*p+40*b ^3*c*g*r-368*b^3*c*g*x+24*b^3*c*p^2-68*b^3*c*p*x-80*b^3*c*q*x-16*b^3*c*r^2-132* b^3*c*r*x-8*b^3*c*x^2+8*b^3*g^3+32*b^3*g^2*p+16*b^3*g^2*r-116*b^3*g^2*x+24*b^3* g*p^2-172*b^3*g*p*x-64*b^3*g*q*x-16*b^3*g*r^2-188*b^3*g*r*x-28*b^3*g*x^2+96*b^2 *c^4+296*b^2*c^3*g+144*b^2*c^3*p+48*b^2*c^3*q+48*b^2*c^3*r-368*b^2*c^3*x+292*b^ 2*c^2*g^2+412*b^2*c^2*g*p+88*b^2*c^2*g*q+164*b^2*c^2*g*r-1096*b^2*c^2*g*x+48*b^ 2*c^2*p^2+72*b^2*c^2*p*q-352*b^2*c^2*p*x+24*b^2*c^2*q*r-272*b^2*c^2*q*x-32*b^2* c^2*r^2-420*b^2*c^2*r*x-40*b^2*c^2*x^2+116*b^2*c*g^3+308*b^2*c*g^2*p+48*b^2*c*g ^2*q+140*b^2*c*g^2*r-782*b^2*c*g^2*x+144*b^2*c*g*p^2+104*b^2*c*g*p*q+48*b^2*c*g *p*r-1016*b^2*c*g*p*x+40*b^2*c*g*q*r-544*b^2*c*g*q*x-56*b^2*c*g*r^2-1078*b^2*c* g*r*x-116*b^2*c*g*x^2+24*b^2*c*p^2*q-72*b^2*c*p^2*x-122*b^2*c*p*q*x-60*b^2*c*p* r*x+24*b^2*c*p*x^2-44*b^2*c*q^2*x-16*b^2*c*q*r^2-138*b^2*c*q*r*x-20*b^2*c*q*x^2 +60*b^2*c*r^2*x+120*b^2*c*r*x^2+16*b^2*g^4+68*b^2*g^3*p+8*b^2*g^3*q+36*b^2*g^3* r-150*b^2*g^3*x+64*b^2*g^2*p^2+32*b^2*g^2*p*q+24*b^2*g^2*p*r-453*b^2*g^2*p*x+16 *b^2*g^2*q*r-190*b^2*g^2*q*x-24*b^2*g^2*r^2-501*b^2*g^2*r*x-112*b^2*g^2*x^2+12* b^2*g*p^3+24*b^2*g*p^2*q+12*b^2*g*p^2*r-183*b^2*g*p^2*x-226*b^2*g*p*q*x-201*b^2 *g*p*r*x+66*b^2*g*p*x^2-40*b^2*g*q^2*x-16*b^2*g*q*r^2-182*b^2*g*q*r*x+44*b^2*g* q*x^2+60*b^2*g*r^2*x+320*b^2*g*r*x^2+48*b*c^5+232*b*c^4*g+72*b*c^4*p+48*b*c^4*q +24*b*c^4*r-232*b*c^4*x+372*b*c^3*g^2+356*b*c^3*g*p+160*b*c^3*g*q+148*b*c^3*g*r -1088*b*c^3*g*x+24*b*c^3*p^2+72*b*c^3*p*q-284*b*c^3*p*x+12*b*c^3*q^2+24*b*c^3*q *r-264*b*c^3*q*x-16*b*c^3*r^2-288*b*c^3*r*x-8*b*c^3*x^2+262*b*c^2*g^3+494*b*c^2 *g^2*p+168*b*c^2*g^2*q+226*b*c^2*g^2*r-1384*b*c^2*g^2*x+156*b*c^2*g*p^2+224*b*c ^2*g*p*q+84*b*c^2*g*p*r-1394*b*c^2*g*p*x+22*b*c^2*g*q^2+88*b*c^2*g*q*r-842*b*c^ 2*g*q*x-36*b*c^2*g*r^2-1296*b*c^2*g*r*x-76*b*c^2*g*x^2+24*b*c^2*p^2*q-72*b*c^2* p^2*x+18*b*c^2*p*q^2-230*b*c^2*p*q*x-60*b*c^2*p*r*x+60*b*c^2*p*x^2+6*b*c^2*q^2* r-90*b*c^2*q^2*x-16*b*c^2*q*r^2-216*b*c^2*q*r*x-8*b*c^2*q*x^2+60*b*c^2*r^2*x+ 160*b*c^2*r*x^2+84*b*c*g^4+257*b*c*g^3*p+70*b*c*g^3*q+129*b*c*g^3*r-625*b*c*g^3 *x+176*b*c*g^2*p^2+180*b*c*g^2*p*q+106*b*c*g^2*p*r-1420*b*c*g^2*p*x+12*b*c*g^2* q^2+80*b*c*g^2*q*r-701*b*c*g^2*q*x-32*b*c*g^2*r^2-1376*b*c*g^2*r*x-212*b*c*g^2* x^2+27*b*c*g*p^3+78*b*c*g*p^2*q+39*b*c*g*p^2*r-450*b*c*g*p^2*x+26*b*c*g*p*q^2+ 24*b*c*g*p*q*r-666*b*c*g*p*q*x+12*b*c*g*p*r^2-481*b*c*g*p*r*x+188*b*c*g*p*x^2+ 10*b*c*g*q^2*r-188*b*c*g*q^2*x-32*b*c*g*q*r^2-581*b*c*g*q*r*x+98*b*c*g*q*x^2+90 *b*c*g*r^2*x+720*b*c*g*r*x^2+6*b*c*p^2*q^2-36*b*c*p^2*q*x+12*b*c*p^2*x^2-44*b*c *p*q^2*x-30*b*c*p*q*r*x+30*b*c*p*q*x^2+20*b*c*p*r*x^2-8*b*c*q^3*x-4*b*c*q^2*r^2 -36*b*c*q^2*r*x-2*b*c*q^2*x^2+30*b*c*q*r^2*x+80*b*c*q*r*x^2+10*b*g^5+45*b*g^4*p +10*b*g^4*q+25*b*g^4*r-88*b*g^4*x+51*b*g^3*p^2+42*b*g^3*p*q+32*b*g^3*p*r-379*b* g^3*p*x+2*b*g^3*q^2+22*b*g^3*q*r-160*b*g^3*q*x-9*b*g^3*r^2-403*b*g^3*r*x-114*b* g^3*x^2+19*b*g^2*p^3+38*b*g^2*p^2*q+25*b*g^2*p^2*r-269*b*g^2*p^2*x+8*b*g^2*p*q^ 2+12*b*g^2*p*q*r-340*b*g^2*p*q*x+6*b*g^2*p*r^2-308*b*g^2*p*r*x+80*b*g^2*p*x^2+4 *b*g^2*q^2*r-74*b*g^2*q^2*x-16*b*g^2*q*r^2-296*b*g^2*q*r*x+52*b*g^2*q*x^2+45*b* g^2*r^2*x+450*b*g^2*r*x^2+3*b*g*p^4+6*b*g*p^3*q+6*b*g*p^3*r-40*b*g*p^3*x+6*b*g* p^2*q^2+6*b*g*p^2*q*r-102*b*g*p^2*q*x+3*b*g*p^2*r^2-64*b*g*p^2*r*x+39*b*g*p^2*x ^2-70*b*g*p*q^2*x-105*b*g*p*q*r*x+81*b*g*p*q*x^2-15*b*g*p*r^2*x+140*b*g*p*r*x^2 -8*b*g*q^3*x-4*b*g*q^2*r^2-44*b*g*q^2*r*x+32*b*g*q^2*x^2+30*b*g*q*r^2*x+170*b*g *q*r*x^2+24*c^5*g+92*c^4*g^2+48*c^4*g*p+24*c^4*g*q+24*c^4*g*r-160*c^4*g*x+118*c ^3*g^3+164*c^3*g^2*p+68*c^3*g^2*q+84*c^3*g^2*r-520*c^3*g^2*x+36*c^3*g*p^2+36*c^ 3*g*p*q+36*c^3*g*p*r-250*c^3*g*p*x+6*c^3*g*q^2+12*c^3*g*q*r-142*c^3*g*q*x+4*c^3 *g*r^2-200*c^3*g*r*x-8*c^3*g*x^2+69*c^2*g^4+168*c^2*g^3*p+62*c^2*g^3*q+90*c^2*g ^3*r-480*c^2*g^3*x+100*c^2*g^2*p^2+94*c^2*g^2*p*q+94*c^2*g^2*p*r-727*c^2*g^2*p* x+11*c^2*g^2*q^2+38*c^2*g^2*q*r-365*c^2*g^2*q*x+8*c^2*g^2*r^2-600*c^2*g^2*r*x-\ 56*c^2*g^2*x^2+15*c^2*g*p^3+12*c^2*g*p^2*q+27*c^2*g*p^2*r-111*c^2*g*p^2*x+9*c^2 *g*p*q^2-152*c^2*g*p*q*x+12*c^2*g*p*r^2-122*c^2*g*p*r*x+26*c^2*g*p*x^2+3*c^2*g* q^2*r-45*c^2*g*q^2*x-8*c^2*g*q*r^2-138*c^2*g*q*r*x+26*c^2*g*q*x^2+160*c^2*g*r*x ^2+19*c*g^5+69*c*g^4*p+23*c*g^4*q+39*c*g^4*r-170*c*g^4*x+71*c*g^3*p^2+64*c*g^3* p*q+66*c*g^3*p*r-503*c*g^3*p*x+6*c*g^3*q^2+30*c*g^3*q*r-229*c*g^3*q*x+5*c*g^3*r ^2-450*c*g^3*r*x-98*c*g^3*x^2+28*c*g^2*p^3+33*c*g^2*p^2*q+46*c*g^2*p^2*r-265*c* g^2*p^2*x+13*c*g^2*p*q^2+12*c*g^2*p*q*r-338*c*g^2*p*q*x+18*c*g^2*p*r^2-304*c*g^ 2*p*r*x+73*c*g^2*p*x^2+5*c*g^2*q^2*r-83*c*g^2*q^2*x-12*c*g^2*q*r^2-286*c*g^2*q* r*x+73*c*g^2*q*x^2+400*c*g^2*r*x^2+3*c*g*p^4+6*c*g*p^3*r-16*c*g*p^3*x+3*c*g*p^2 *q^2-34*c*g*p^2*q*x+3*c*g*p^2*r^2-32*c*g*p^2*r*x+5*c*g*p^2*x^2-22*c*g*p*q^2*x-\ 30*c*g*p*q*r*x+30*c*g*p*q*x^2-15*c*g*p*r^2*x+50*c*g*p*r*x^2-4*c*g*q^3*x-2*c*g*q ^2*r^2-18*c*g*q^2*r*x+5*c*g*q^2*x^2+15*c*g*q*r^2*x+50*c*g*q*r*x^2+2*g^6+10*g^5* p+3*g^5*q+6*g^5*r-20*g^5*x+15*g^4*p^2+13*g^4*p*q+14*g^4*p*r-101*g^4*p*x+g^4*q^2 +7*g^4*q*r-41*g^4*q*x+g^4*r^2-100*g^4*r*x-36*g^4*x^2+10*g^3*p^3+13*g^3*p^2*q+16 *g^3*p^2*r-99*g^3*p^2*x+4*g^3*p*q^2+6*g^3*p*q*r-122*g^3*p*q*x+6*g^3*p*r^2-120*g ^3*p*r*x+17*g^3*p*x^2+2*g^3*q^2*r-27*g^3*q^2*x-4*g^3*q*r^2-110*g^3*q*r*x+17*g^3 *q*x^2+160*g^3*r*x^2+3*g^2*p^4+3*g^2*p^3*q+6*g^2*p^3*r-28*g^2*p^3*x+3*g^2*p^2*q ^2+3*g^2*p^2*q*r-59*g^2*p^2*q*x+3*g^2*p^2*r^2-48*g^2*p^2*r*x+19*g^2*p^2*x^2-35* g^2*p*q^2*x-60*g^2*p*q*r*x+48*g^2*p*q*x^2-15*g^2*p*r^2*x+90*g^2*p*r*x^2-4*g^2*q ^3*x-2*g^2*q^2*r^2-22*g^2*q^2*r*x+19*g^2*q^2*x^2+15*g^2*q*r^2*x+90*g^2*q*r*x^2+ 120*a^4*b+60*a^4*g+120*a^3*b^2+456*a^3*b*c+320*a^3*b*g+264*a^3*b*p+60*a^3*b*q+ 180*a^3*b*r-24*a^3*b*x+228*a^3*c*g+12*a^3*c*p+12*a^3*c*r-40*a^3*c*x+130*a^3*g^2 +138*a^3*g*p+30*a^3*g*q+96*a^3*g*r-32*a^3*g*x+312*a^2*b^2*c+180*a^2*b^2*g+228*a ^2*b^2*p+180*a^2*b^2*r+96*a^2*b^2*x+624*a^2*b*c^2+928*a^2*b*c*g+696*a^2*b*c*p+ 156*a^2*b*c*q+468*a^2*b*c*r-96*a^2*b*c*x+306*a^2*b*g^2+566*a^2*b*g*p+90*a^2*b*g *q+408*a^2*b*g*r+104*a^2*b*g*x+174*a^2*b*p^2+114*a^2*b*p*q+198*a^2*b*p*r-276*a^ 2*b*p*x+90*a^2*b*q*r-48*a^2*b*q*x+36*a^2*b*r^2-532*a^2*b*r*x-376*a^2*b*x^2+312* a^2*c^2*g+24*a^2*c^2*p+24*a^2*c^2*r-56*a^2*c^2*x+386*a^2*c*g^2+372*a^2*c*g*p+78 *a^2*c*g*q+258*a^2*c*g*r-124*a^2*c*g*x+30*a^2*c*p^2+66*a^2*c*p*r-4*a^2*c*p*x+12 *a^2*c*q*x+36*a^2*c*r^2-96*a^2*c*x^2+108*a^2*g^3+232*a^2*g^2*p+45*a^2*g^2*q+165 *a^2*g^2*r+4*a^2*g^2*x+102*a^2*g*p^2+57*a^2*g*p*q+132*a^2*g*p*r-140*a^2*g*p*x+ 45*a^2*g*q*r-18*a^2*g*q*x+36*a^2*g*r^2-266*a^2*g*r*x-236*a^2*g*x^2-8*a*b^3*g+24 *a*b^3*p+64*a*b^3*r+120*a*b^3*x+264*a*b^2*c^2+320*a*b^2*c*g+384*a*b^2*c*p+344*a *b^2*c*r+336*a*b^2*c*x+72*a*b^2*g^2+300*a*b^2*g*p-8*a*b^2*g*q+300*a*b^2*g*r+368 *a*b^2*g*x+84*a*b^2*p^2+24*a*b^2*p*q+72*a*b^2*p*r-168*a*b^2*p*x+64*a*b^2*q*r+60 *a*b^2*q*x-24*a*b^2*r^2-508*a*b^2*r*x-376*a*b^2*x^2+360*a*b*c^3+876*a*b*c^2*g+ 564*a*b*c^2*p+132*a*b*c^2*q+388*a*b*c^2*r+594*a*b*c*g^2+1064*a*b*c*g*p+160*a*b* c*g*q+794*a*b*c*g*r+352*a*b*c*g*x+234*a*b*c*p^2+192*a*b*c*p*q+234*a*b*c*p*r-552 *a*b*c*p*x+172*a*b*c*q*r+12*a*b*c*r^2-1040*a*b*c*r*x-704*a*b*c*x^2+114*a*b*g^3+ 425*a*b*g^2*p+34*a*b*g^2*q+345*a*b*g^2*r+304*a*b*g^2*x+239*a*b*g*p^2+156*a*b*g* p*q+249*a*b*g*p*r-440*a*b*g*p*x-2*a*b*g*q^2+166*a*b*g*q*r+52*a*b*g*q*x+12*a*b*g *r^2-1040*a*b*g*r*x-776*a*b*g*x^2+36*a*b*p^3+42*a*b*p^2*q+54*a*b*p^2*r-132*a*b* p^2*x+6*a*b*p*q^2+36*a*b*p*q*r-132*a*b*p*q*x+18*a*b*p*r^2-266*a*b*p*r*x-116*a*b *p*x^2+16*a*b*q^2*r-12*a*b*q*r^2-254*a*b*q*r*x-116*a*b*q*x^2+240*a*b*r*x^2+180* a*c^3*g+12*a*c^3*p+12*a*c^3*r-16*a*c^3*x+372*a*c^2*g^2+306*a*c^2*g*p+66*a*c^2*g *q+218*a*c^2*g*r-48*a*c^2*g*x+30*a*c^2*p^2+66*a*c^2*p*r-16*a*c^2*p*x+12*a*c^2*q *x+36*a*c^2*r^2-28*a*c^2*r*x-112*a*c^2*x^2+217*a*c*g^3+448*a*c*g^2*p+80*a*c*g^2 *q+323*a*c*g^2*r+54*a*c*g^2*x+159*a*c*g*p^2+96*a*c*g*p*q+213*a*c*g*p*r-276*a*c* g*p*x+86*a*c*g*q*r+20*a*c*g*q*x+60*a*c*g*r^2-530*a*c*g*r*x-512*a*c*g*x^2+12*a*c *p^3+30*a*c*p^2*r-4*a*c*p^2*x-12*a*c*p*q*x+18*a*c*p*r^2-38*a*c*p*r*x-56*a*c*p*x ^2-20*a*c*q*r*x+4*a*c*q*x^2-20*a*c*r^2*x+40*a*c*r*x^2+38*a*g^4+142*a*g^3*p+19*a *g^3*q+107*a*g^3*r+66*a*g^3*x+112*a*g^2*p^2+72*a*g^2*p*q+138*a*g^2*p*r-174*a*g^ 2*p*x-a*g^2*q^2+67*a*g^2*q*r+18*a*g^2*q*x+30*a*g^2*r^2-391*a*g^2*r*x-346*a*g^2* x^2+24*a*g*p^3+21*a*g*p^2*q+42*a*g*p^2*r-68*a*g*p^2*x+3*a*g*p*q^2+18*a*g*p*q*r-\ 72*a*g*p*q*x+18*a*g*p*r^2-152*a*g*p*r*x-86*a*g*p*x^2+8*a*g*q^2*r-6*a*g*q*r^2-\ 137*a*g*q*r*x-56*a*g*q*x^2-10*a*g*r^2*x+140*a*g*r*x^2-8*b^3*c*g+24*b^3*c*p+64*b ^3*c*r+56*b^3*c*x-8*b^3*g^2+24*b^3*g*p+64*b^3*g*r+88*b^3*g*x+72*b^2*c^3+140*b^2 *c^2*g+156*b^2*c^2*p+164*b^2*c^2*r+136*b^2*c^2*x+56*b^2*c*g^2+300*b^2*c*g*p-8*b ^2*c*g*q+356*b^2*c*g*r+356*b^2*c*g*x+36*b^2*c*p^2+24*b^2*c*p*q-60*b^2*c*p*x+64* b^2*c*q*r+44*b^2*c*q*x-24*b^2*c*r^2-240*b^2*c*r*x-96*b^2*c*x^2+108*b^2*g^2*p-8* b^2*g^2*q+156*b^2*g^2*r+220*b^2*g^2*x+60*b^2*g*p^2+24*b^2*g*p*q+36*b^2*g*p*r-\ 114*b^2*g*p*x+64*b^2*g*q*r+52*b^2*g*q*x-24*b^2*g*r^2-374*b^2*g*r*x-236*b^2*g*x^ 2+72*b*c^4+268*b*c^3*g+132*b*c^3*p+36*b*c^3*q+100*b*c^3*r+32*b*c^3*x+280*b*c^2* g^2+498*b*c^2*g*p+70*b*c^2*g*q+414*b*c^2*g*r+200*b*c^2*g*x+36*b*c^2*p^2+78*b*c^ 2*p*q-132*b*c^2*p*x+82*b*c^2*q*r+32*b*c^2*q*x-24*b*c^2*r^2-292*b*c^2*r*x-112*b* c^2*x^2+102*b*c*g^3+445*b*c*g^2*p+26*b*c*g^2*q+419*b*c*g^2*r+370*b*c*g^2*x+171* b*c*g*p^2+156*b*c*g*p*q+117*b*c*g*p*r-396*b*c*g*p*x-2*b*c*g*q^2+194*b*c*g*q*r+ 80*b*c*g*q*x-30*b*c*g*r^2-910*b*c*g*r*x-512*b*c*g*x^2+18*b*c*p^2*q-24*b*c*p^2*x +6*b*c*p*q^2-48*b*c*p*q*x-20*b*c*p*r*x+4*b*c*p*x^2+16*b*c*q^2*r+8*b*c*q^2*x-12* b*c*q*r^2-122*b*c*q*r*x-56*b*c*q*x^2+20*b*c*r^2*x+40*b*c*r*x^2+10*b*g^4+110*b*g ^3*p-2*b*g^3*q+120*b*g^3*r+162*b*g^3*x+94*b*g^2*p^2+60*b*g^2*p*q+75*b*g^2*p*r-\ 178*b*g^2*p*x-2*b*g^2*q^2+94*b*g^2*q*r+70*b*g^2*q*x-15*b*g^2*r^2-509*b*g^2*r*x-\ 346*b*g^2*x^2+18*b*g*p^3+30*b*g*p^2*q+27*b*g*p^2*r-78*b*g*p^2*x+6*b*g*p*q^2+18* b*g*p*q*r-90*b*g*p*q*x+9*b*g*p*r^2-143*b*g*p*r*x-56*b*g*p*x^2+16*b*g*q^2*r+4*b* g*q^2*x-12*b*g*q*r^2-188*b*g*q*r*x-86*b*g*q*x^2+10*b*g*r^2*x+140*b*g*r*x^2+36*c ^4*g+116*c^3*g^2+72*c^3*g*p+18*c^3*g*q+56*c^3*g*r+8*c^3*g*x+105*c^2*g^3+216*c^2 *g^2*p+35*c^2*g^2*q+172*c^2*g^2*r+56*c^2*g^2*x+33*c^2*g*p^2+39*c^2*g*p*q+33*c^2 *g*p*r-74*c^2*g*p*x+41*c^2*g*q*r+22*c^2*g*q*x+6*c^2*g*r^2-160*c^2*g*r*x-112*c^2 *g*x^2+36*c*g^4+152*c*g^3*p+15*c*g^3*q+130*c*g^3*r+98*c*g^3*x+90*c*g^2*p^2+72*c *g^2*p*q+90*c*g^2*p*r-182*c*g^2*p*x-c*g^2*q^2+81*c*g^2*q*r+36*c*g^2*q*x+9*c*g^2 *r^2-400*c*g^2*r*x-288*c*g^2*x^2+6*c*g*p^3+9*c*g*p^2*q+15*c*g*p^2*r-14*c*g*p^2* x+3*c*g*p*q^2-30*c*g*p*q*x+9*c*g*p*r^2-29*c*g*p*r*x-26*c*g*p*x^2+8*c*g*q^2*r+4* c*g*q^2*x-6*c*g*q*r^2-71*c*g*q*r*x-26*c*g*q*x^2+40*c*g*r*x^2+4*g^5+31*g^4*p+g^4 *q+29*g^4*r+36*g^4*x+35*g^3*p^2+24*g^3*p*q+36*g^3*p*r-58*g^3*p*x-g^3*q^2+31*g^3 *q*r+24*g^3*q*x+3*g^3*r^2-160*g^3*r*x-128*g^3*x^2+12*g^2*p^3+15*g^2*p^2*q+21*g^ 2*p^2*r-40*g^2*p^2*x+3*g^2*p*q^2+9*g^2*p*q*r-48*g^2*p*q*x+9*g^2*p*r^2-81*g^2*p* r*x-42*g^2*p*x^2+8*g^2*q^2*r+2*g^2*q^2*x-6*g^2*q*r^2-99*g^2*q*r*x-42*g^2*q*x^2+ 80*g^2*r*x^2+24*a^3*b+12*a^3*g-96*a^2*b^2+24*a^2*b*c-56*a^2*b*g+120*a^2*b*p-48* a^2*b*q+156*a^2*b*r+376*a^2*b*x+12*a^2*c*g-24*a^2*c*p-24*a^2*c*r+24*a^2*c*x-4*a ^2*g^2+48*a^2*g*p-24*a^2*g*q+66*a^2*g*r+200*a^2*g*x-48*a*b^3-192*a*b^2*c-188*a* b^2*g+12*a*b^2*p-48*a*b^2*q+144*a*b^2*r+376*a*b^2*x-24*a*b*c^2-172*a*b*c*g+180* a*b*c*p-96*a*b*c*q+288*a*b*c*r+704*a*b*c*x-130*a*b*g^2+140*a*b*g*p-106*a*b*g*q+ 294*a*b*g*r+776*a*b*g*x+54*a*b*p^2+6*a*b*p*q+78*a*b*p*r+80*a*b*p*x-12*a*b*q^2+ 72*a*b*q*r+152*a*b*q*x+4*a*b*r^2-240*a*b*r*x-240*a*b*x^2-12*a*c^2*g-24*a*c^2*p-\ 24*a*c^2*r+40*a*c^2*x-38*a*c*g^2+52*a*c*g*p-48*a*c*g*q+106*a*c*g*r+400*a*c*g*x-\ 6*a*c*p^2+6*a*c*p*r+32*a*c*p*x+8*a*c*q*x+12*a*c*r^2+4*a*c*r*x-40*a*c*x^2-24*a*g ^3+54*a*g^2*p-41*a*g^2*q+98*a*g^2*r+308*a*g^2*x+24*a*g*p^2+3*a*g*p*q+42*a*g*p*r +56*a*g*p*x-6*a*g*q^2+36*a*g*q*r+80*a*g*q*x+8*a*g*r^2-118*a*g*r*x-140*a*g*x^2-\ 48*b^3*c-48*b^3*g-96*b^2*c^2-228*b^2*c*g+36*b^2*c*p-48*b^2*c*q+96*b^2*c*r+168*b ^2*c*x-112*b^2*g^2+24*b^2*g*p-48*b^2*g*q+120*b^2*g*r+272*b^2*g*x-24*b*c^3-136*b *c^2*g+72*b*c^2*p-48*b*c^2*q+108*b*c^2*r+184*b*c^2*x-196*b*c*g^2+160*b*c*g*p-\ 126*b*c*g*q+296*b*c*g*r+624*b*c*g*x+12*b*c*p^2+18*b*c*p*q-16*b*c*p*x-12*b*c*q^2 +48*b*c*q*r+80*b*c*q*x-8*b*c*r^2-84*b*c*r*x-40*b*c*x^2-72*b*g^3+57*b*g^2*p-68*b *g^2*q+157*b*g^2*r+384*b*g^2*x+33*b*g*p^2+12*b*g*p*q+39*b*g*p*r+32*b*g*p*x-12*b *g*q^2+60*b*g*q*r+116*b*g*q*x-2*b*g*r^2-162*b*g*r*x-140*b*g*x^2-12*c^3*g-44*c^2 *g^2+24*c^2*g*p-24*c^2*g*q+42*c^2*g*r+112*c^2*g*x-47*c*g^3+58*c*g^2*p-51*c*g^2* q+111*c*g^2*r+288*c*g^2*x+3*c*g*p^2+9*c*g*p*q+3*c*g*p*r+8*c*g*p*x-6*c*g*q^2+24* c*g*q*r+44*c*g*q*x+2*c*g*r^2-40*c*g*r*x-40*c*g*x^2-14*g^4+19*g^3*p-22*g^3*q+45* g^3*r+128*g^3*x+15*g^2*p^2+6*g^2*p*q+21*g^2*p*r+24*g^2*p*x-6*g^2*q^2+30*g^2*q*r +60*g^2*q*x+2*g^2*r^2-80*g^2*r*x-80*g^2*x^2-120*a^2*b-60*a^2*g-120*a*b^2-216*a* b*c-240*a*b*g-24*a*b*p-60*a*b*q+68*a*b*r+240*a*b*x-108*a*c*g-12*a*c*p-12*a*c*r+ 16*a*c*x-90*a*g^2-18*a*g*p-30*a*g*q+28*a*g*r+128*a*g*x-72*b^2*c-96*b^2*g-72*b*c ^2-220*b*c*g+12*b*c*p-36*b*c*q+32*b*c*r+64*b*c*x-128*b*g^2-6*b*g*p-48*b*g*q+50* b*g*r+152*b*g*x-36*c^2*g-92*c*g^2-18*c*g*q+10*c*g*r+40*c*g*x-40*g^3-6*g^2*p-24* g^2*q+22*g^2*r+80*g^2*x-72*a*b-36*a*g-24*b*c-48*b*g-12*c*g-24*g^2)*dx^4+x*(x-1) *(32*a^6*b*x^3+16*a^6*g*x^3+160*a^5*b^2*x^3+384*a^5*b*c*x^3+240*a^5*b*g*x^3+144 *a^5*b*p*x^3+144*a^5*b*q*x^3+192*a^5*b*r*x^3+32*a^5*c^2*x^3+208*a^5*c*g*x^3+16* a^5*c*p*x^3+16*a^5*c*q*x^3+80*a^5*g^2*x^3+80*a^5*g*p*x^3+80*a^5*g*q*x^3+96*a^5* g*r*x^3+320*a^4*b^3*x^3+1536*a^4*b^2*c*x^3+816*a^4*b^2*g*x^3+576*a^4*b^2*p*x^3+ 576*a^4*b^2*q*x^3+768*a^4*b^2*r*x^3+1792*a^4*b*c^2*x^3+2368*a^4*b*c*g*x^3+1280* a^4*b*c*p*x^3+1280*a^4*b*c*q*x^3+1536*a^4*b*c*r*x^3+656*a^4*b*g^2*x^3+896*a^4*b *g*p*x^3+896*a^4*b*g*q*x^3+1184*a^4*b*g*r*x^3+216*a^4*b*p^2*x^3+432*a^4*b*p*q*x ^3+480*a^4*b*p*r*x^3+216*a^4*b*q^2*x^3+480*a^4*b*q*r*x^3+160*a^4*b*r^2*x^3+256* a^4*c^3*x^3+1088*a^4*c^2*g*x^3+256*a^4*c^2*p*x^3+224*a^4*c^2*q*x^3+192*a^4*c^2* r*x^3+832*a^4*c*g^2*x^3+800*a^4*c*g*p*x^3+784*a^4*c*g*q*x^3+864*a^4*c*g*r*x^3+ 64*a^4*c*p^2*x^3+112*a^4*c*p*q*x^3+96*a^4*c*p*r*x^3+48*a^4*c*q^2*x^3+96*a^4*c*q *r*x^3+164*a^4*g^3*x^3+320*a^4*g^2*p*x^3+320*a^4*g^2*q*x^3+400*a^4*g^2*r*x^3+ 140*a^4*g*p^2*x^3+272*a^4*g*p*q*x^3+288*a^4*g*p*r*x^3+132*a^4*g*q^2*x^3+288*a^4 *g*q*r*x^3+80*a^4*g*r^2*x^3+320*a^3*b^4*x^3+2304*a^3*b^3*c*x^3+1184*a^3*b^3*g*x ^3+864*a^3*b^3*p*x^3+864*a^3*b^3*q*x^3+1152*a^3*b^3*r*x^3+5216*a^3*b^2*c^2*x^3+ 6064*a^3*b^2*c*g*x^3+3760*a^3*b^2*c*p*x^3+3760*a^3*b^2*c*q*x^3+4608*a^3*b^2*c*r *x^3+1568*a^3*b^2*g^2*x^3+2288*a^3*b^2*g*p*x^3+2288*a^3*b^2*g*q*x^3+3072*a^3*b^ 2*g*r*x^3+648*a^3*b^2*p^2*x^3+1296*a^3*b^2*p*q*x^3+1440*a^3*b^2*p*r*x^3+648*a^3 *b^2*q^2*x^3+1440*a^3*b^2*q*r*x^3+480*a^3*b^2*r^2*x^3+4032*a^3*b*c^3*x^3+8368*a ^3*b*c^2*g*x^3+4256*a^3*b*c^2*p*x^3+4192*a^3*b*c^2*q*x^3+4800*a^3*b*c^2*r*x^3+ 5032*a^3*b*c*g^2*x^3+6088*a^3*b*c*g*p*x^3+6056*a^3*b*c*g*q*x^3+7392*a^3*b*c*g*r *x^3+1424*a^3*b*c*p^2*x^3+2816*a^3*b*c*p*q*x^3+2976*a^3*b*c*p*r*x^3+1392*a^3*b* c*q^2*x^3+2976*a^3*b*c*q*r*x^3+960*a^3*b*c*r^2*x^3+880*a^3*b*g^3*x^3+1916*a^3*b *g^2*p*x^3+1916*a^3*b*g^2*q*x^3+2560*a^3*b*g^2*r*x^3+1060*a^3*b*g*p^2*x^3+2104* a^3*b*g*p*q*x^3+2352*a^3*b*g*p*r*x^3+1044*a^3*b*g*q^2*x^3+2352*a^3*b*g*q*r*x^3+ 800*a^3*b*g*r^2*x^3+148*a^3*b*p^3*x^3+444*a^3*b*p^2*q*x^3+432*a^3*b*p^2*r*x^3+ 444*a^3*b*p*q^2*x^3+864*a^3*b*p*q*r*x^3+240*a^3*b*p*r^2*x^3+148*a^3*b*q^3*x^3+ 432*a^3*b*q^2*r*x^3+240*a^3*b*q*r^2*x^3+608*a^3*c^4*x^3+2736*a^3*c^3*g*x^3+912* a^3*c^3*p*x^3+688*a^3*c^3*q*x^3+768*a^3*c^3*r*x^3+3136*a^3*c^2*g^2*x^3+3000*a^3 *c^2*g*p*x^3+2808*a^3*c^2*g*q*x^3+3104*a^3*c^2*g*r*x^3+456*a^3*c^2*p^2*x^3+688* a^3*c^2*p*q*x^3+768*a^3*c^2*p*r*x^3+240*a^3*c^2*q^2*x^3+576*a^3*c^2*q*r*x^3+160 *a^3*c^2*r^2*x^3+1312*a^3*c*g^3*x^3+2336*a^3*c*g^2*p*x^3+2296*a^3*c*g^2*q*x^3+ 2704*a^3*c*g^2*r*x^3+1044*a^3*c*g*p^2*x^3+1936*a^3*c*g*p*q*x^3+2032*a^3*c*g*p*r *x^3+896*a^3*c*g*q^2*x^3+1936*a^3*c*g*q*r*x^3+560*a^3*c*g*r^2*x^3+76*a^3*c*p^3* x^3+172*a^3*c*p^2*q*x^3+192*a^3*c*p^2*r*x^3+120*a^3*c*p*q^2*x^3+288*a^3*c*p*q*r *x^3+80*a^3*c*p*r^2*x^3+24*a^3*c*q^3*x^3+96*a^3*c*q^2*r*x^3+80*a^3*c*q*r^2*x^3+ 176*a^3*g^4*x^3+506*a^3*g^3*p*x^3+506*a^3*g^3*q*x^3+656*a^3*g^3*r*x^3+420*a^3*g ^2*p^2*x^3+820*a^3*g^2*p*q*x^3+896*a^3*g^2*p*r*x^3+400*a^3*g^2*q^2*x^3+896*a^3* g^2*q*r*x^3+280*a^3*g^2*r^2*x^3+112*a^3*g*p^3*x^3+308*a^3*g*p^2*q*x^3+312*a^3*g *p^2*r*x^3+282*a^3*g*p*q^2*x^3+576*a^3*g*p*q*r*x^3+160*a^3*g*p*r^2*x^3+86*a^3*g *q^3*x^3+264*a^3*g*q^2*r*x^3+160*a^3*g*q*r^2*x^3+160*a^2*b^5*x^3+1536*a^2*b^4*c *x^3+816*a^2*b^4*g*x^3+576*a^2*b^4*p*x^3+576*a^2*b^4*q*x^3+768*a^2*b^4*r*x^3+ 5216*a^2*b^3*c^2*x^3+6064*a^2*b^3*c*g*x^3+3760*a^2*b^3*c*p*x^3+3760*a^2*b^3*c*q *x^3+4608*a^2*b^3*c*r*x^3+1568*a^2*b^3*g^2*x^3+2288*a^2*b^3*g*p*x^3+2288*a^2*b^ 3*g*q*x^3+3072*a^2*b^3*g*r*x^3+648*a^2*b^3*p^2*x^3+1296*a^2*b^3*p*q*x^3+1440*a^ 2*b^3*p*r*x^3+648*a^2*b^3*q^2*x^3+1440*a^2*b^3*q*r*x^3+480*a^2*b^3*r^2*x^3+7552 *a^2*b^2*c^3*x^3+14560*a^2*b^2*c^2*g*x^3+7968*a^2*b^2*c^2*p*x^3+7968*a^2*b^2*c^ 2*q*x^3+9216*a^2*b^2*c^2*r*x^3+8400*a^2*b^2*c*g^2*x^3+10560*a^2*b^2*c*g*p*x^3+ 10560*a^2*b^2*c*g*q*x^3+13056*a^2*b^2*c*g*r*x^3+2704*a^2*b^2*c*p^2*x^3+5408*a^2 *b^2*c*p*q*x^3+5760*a^2*b^2*c*p*r*x^3+2704*a^2*b^2*c*q^2*x^3+5760*a^2*b^2*c*q*r *x^3+1920*a^2*b^2*c*r^2*x^3+1432*a^2*b^2*g^3*x^3+3192*a^2*b^2*g^2*p*x^3+3192*a^ 2*b^2*g^2*q*x^3+4320*a^2*b^2*g^2*r*x^3+1832*a^2*b^2*g*p^2*x^3+3664*a^2*b^2*g*p* q*x^3+4128*a^2*b^2*g*p*r*x^3+1832*a^2*b^2*g*q^2*x^3+4128*a^2*b^2*g*q*r*x^3+1440 *a^2*b^2*g*r^2*x^3+296*a^2*b^2*p^3*x^3+888*a^2*b^2*p^2*q*x^3+864*a^2*b^2*p^2*r* x^3+888*a^2*b^2*p*q^2*x^3+1728*a^2*b^2*p*q*r*x^3+480*a^2*b^2*p*r^2*x^3+296*a^2* b^2*q^3*x^3+864*a^2*b^2*q^2*r*x^3+480*a^2*b^2*q*r^2*x^3+4320*a^2*b*c^4*x^3+ 12912*a^2*b*c^3*g*x^3+6064*a^2*b*c^3*p*x^3+5840*a^2*b*c^3*q*x^3+6528*a^2*b*c^3* r*x^3+12672*a^2*b*c^2*g^2*x^3+13800*a^2*b*c^2*g*p*x^3+13608*a^2*b*c^2*g*q*x^3+ 15840*a^2*b*c^2*g*r*x^3+3072*a^2*b*c^2*p^2*x^3+5904*a^2*b*c^2*p*q*x^3+6144*a^2* b*c^2*p*r*x^3+2856*a^2*b*c^2*q^2*x^3+5952*a^2*b*c^2*q*r*x^3+1920*a^2*b*c^2*r^2* x^3+4896*a^2*b*c*g^3*x^3+9296*a^2*b*c*g^2*p*x^3+9256*a^2*b*c*g^2*q*x^3+11472*a^ 2*b*c*g^2*r*x^3+4736*a^2*b*c*g*p^2*x^3+9312*a^2*b*c*g*p*q*x^3+10032*a^2*b*c*g*p *r*x^3+4588*a^2*b*c*g*q^2*x^3+9936*a^2*b*c*g*q*r*x^3+3360*a^2*b*c*g*r^2*x^3+656 *a^2*b*c*p^3*x^3+1904*a^2*b*c*p^2*q*x^3+1824*a^2*b*c*p^2*r*x^3+1852*a^2*b*c*p*q ^2*x^3+3552*a^2*b*c*p*q*r*x^3+960*a^2*b*c*p*r^2*x^3+604*a^2*b*c*q^3*x^3+1728*a^ 2*b*c*q^2*r*x^3+960*a^2*b*c*q*r^2*x^3+624*a^2*b*g^4*x^3+1878*a^2*b*g^3*p*x^3+ 1878*a^2*b*g^3*q*x^3+2544*a^2*b*g^3*r*x^3+1636*a^2*b*g^2*p^2*x^3+3252*a^2*b*g^2 *p*q*x^3+3696*a^2*b*g^2*p*r*x^3+1616*a^2*b*g^2*q^2*x^3+3696*a^2*b*g^2*q*r*x^3+ 1320*a^2*b*g^2*r^2*x^3+520*a^2*b*g*p^3*x^3+1528*a^2*b*g*p^2*q*x^3+1512*a^2*b*g* p^2*r*x^3+1502*a^2*b*g*p*q^2*x^3+2976*a^2*b*g*p*q*r*x^3+840*a^2*b*g*p*r^2*x^3+ 494*a^2*b*g*q^3*x^3+1464*a^2*b*g*q^2*r*x^3+840*a^2*b*g*q*r^2*x^3+48*a^2*b*p^4*x ^3+192*a^2*b*p^3*q*x^3+168*a^2*b*p^3*r*x^3+288*a^2*b*p^2*q^2*x^3+504*a^2*b*p^2* q*r*x^3+120*a^2*b*p^2*r^2*x^3+192*a^2*b*p*q^3*x^3+504*a^2*b*p*q^2*r*x^3+240*a^2 *b*p*q*r^2*x^3+48*a^2*b*q^4*x^3+168*a^2*b*q^3*r*x^3+120*a^2*b*q^2*r^2*x^3+576*a ^2*c^5*x^3+3216*a^2*c^4*g*x^3+1152*a^2*c^4*p*x^3+768*a^2*c^4*q*x^3+960*a^2*c^4* r*x^3+5192*a^2*c^3*g^2*x^3+4760*a^2*c^3*g*p*x^3+4200*a^2*c^3*g*q*x^3+4768*a^2*c ^3*g*r*x^3+864*a^2*c^3*p^2*x^3+1152*a^2*c^3*p*q*x^3+1440*a^2*c^3*p*r*x^3+336*a^ 2*c^3*q^2*x^3+864*a^2*c^3*q*r*x^3+320*a^2*c^3*r^2*x^3+3484*a^2*c^2*g^3*x^3+5724 *a^2*c^2*g^2*p*x^3+5476*a^2*c^2*g^2*q*x^3+6320*a^2*c^2*g^2*r*x^3+2544*a^2*c^2*g *p^2*x^3+4424*a^2*c^2*g*p*q*x^3+4816*a^2*c^2*g*p*r*x^3+1924*a^2*c^2*g*q^2*x^3+ 4208*a^2*c^2*g*q*r*x^3+1360*a^2*c^2*g*r^2*x^3+288*a^2*c^2*p^3*x^3+576*a^2*c^2*p ^2*q*x^3+720*a^2*c^2*p^2*r*x^3+336*a^2*c^2*p*q^2*x^3+864*a^2*c^2*p*q*r*x^3+320* a^2*c^2*p*r^2*x^3+48*a^2*c^2*q^3*x^3+192*a^2*c^2*q^2*r*x^3+160*a^2*c^2*q*r^2*x^ 3+1018*a^2*c*g^4*x^3+2606*a^2*c*g^3*p*x^3+2574*a^2*c*g^3*q*x^3+3144*a^2*c*g^3*r *x^3+2040*a^2*c*g^2*p^2*x^3+3860*a^2*c*g^2*p*q*x^3+4184*a^2*c*g^2*p*r*x^3+1830* a^2*c*g^2*q^2*x^3+4024*a^2*c*g^2*q*r*x^3+1320*a^2*c*g^2*r^2*x^3+568*a^2*c*g*p^3 *x^3+1464*a^2*c*g*p^2*q*x^3+1528*a^2*c*g*p^2*r*x^3+1258*a^2*c*g*p*q^2*x^3+2608* a^2*c*g*p*q*r*x^3+760*a^2*c*g*p*r^2*x^3+362*a^2*c*g*q^3*x^3+1104*a^2*c*g*q^2*r* x^3+680*a^2*c*g*q*r^2*x^3+36*a^2*c*p^4*x^3+96*a^2*c*p^3*q*x^3+120*a^2*c*p^3*r*x ^3+84*a^2*c*p^2*q^2*x^3+216*a^2*c*p^2*q*r*x^3+80*a^2*c*p^2*r^2*x^3+24*a^2*c*p*q ^3*x^3+96*a^2*c*p*q^2*r*x^3+80*a^2*c*p*q*r^2*x^3+104*a^2*g^5*x^3+395*a^2*g^4*p* x^3+395*a^2*g^4*q*x^3+528*a^2*g^4*r*x^3+471*a^2*g^3*p^2*x^3+926*a^2*g^3*p*q*x^3 +1044*a^2*g^3*p*r*x^3+455*a^2*g^3*q^2*x^3+1044*a^2*g^3*q*r*x^3+360*a^2*g^3*r^2* x^3+234*a^2*g^2*p^3*x^3+654*a^2*g^2*p^2*q*x^3+668*a^2*g^2*p^2*r*x^3+611*a^2*g^2 *p*q^2*x^3+1256*a^2*g^2*p*q*r*x^3+360*a^2*g^2*p*r^2*x^3+191*a^2*g^2*q^3*x^3+588 *a^2*g^2*q^2*r*x^3+360*a^2*g^2*q*r^2*x^3+42*a^2*g*p^4*x^3+144*a^2*g*p^3*q*x^3+ 144*a^2*g*p^3*r*x^3+186*a^2*g*p^2*q^2*x^3+360*a^2*g*p^2*q*r*x^3+100*a^2*g*p^2*r ^2*x^3+108*a^2*g*p*q^3*x^3+300*a^2*g*p*q^2*r*x^3+160*a^2*g*p*q*r^2*x^3+24*a^2*g *q^4*x^3+84*a^2*g*q^3*r*x^3+60*a^2*g*q^2*r^2*x^3+32*a*b^6*x^3+384*a*b^5*c*x^3+ 240*a*b^5*g*x^3+144*a*b^5*p*x^3+144*a*b^5*q*x^3+192*a*b^5*r*x^3+1792*a*b^4*c^2* x^3+2368*a*b^4*c*g*x^3+1280*a*b^4*c*p*x^3+1280*a*b^4*c*q*x^3+1536*a*b^4*c*r*x^3 +656*a*b^4*g^2*x^3+896*a*b^4*g*p*x^3+896*a*b^4*g*q*x^3+1184*a*b^4*g*r*x^3+216*a *b^4*p^2*x^3+432*a*b^4*p*q*x^3+480*a*b^4*p*r*x^3+216*a*b^4*q^2*x^3+480*a*b^4*q* r*x^3+160*a*b^4*r^2*x^3+4032*a*b^3*c^3*x^3+8368*a*b^3*c^2*g*x^3+4192*a*b^3*c^2* p*x^3+4256*a*b^3*c^2*q*x^3+4800*a*b^3*c^2*r*x^3+5032*a*b^3*c*g^2*x^3+6056*a*b^3 *c*g*p*x^3+6088*a*b^3*c*g*q*x^3+7392*a*b^3*c*g*r*x^3+1392*a*b^3*c*p^2*x^3+2816* a*b^3*c*p*q*x^3+2976*a*b^3*c*p*r*x^3+1424*a*b^3*c*q^2*x^3+2976*a*b^3*c*q*r*x^3+ 960*a*b^3*c*r^2*x^3+880*a*b^3*g^3*x^3+1916*a*b^3*g^2*p*x^3+1916*a*b^3*g^2*q*x^3 +2560*a*b^3*g^2*r*x^3+1044*a*b^3*g*p^2*x^3+2104*a*b^3*g*p*q*x^3+2352*a*b^3*g*p* r*x^3+1060*a*b^3*g*q^2*x^3+2352*a*b^3*g*q*r*x^3+800*a*b^3*g*r^2*x^3+148*a*b^3*p ^3*x^3+444*a*b^3*p^2*q*x^3+432*a*b^3*p^2*r*x^3+444*a*b^3*p*q^2*x^3+864*a*b^3*p* q*r*x^3+240*a*b^3*p*r^2*x^3+148*a*b^3*q^3*x^3+432*a*b^3*q^2*r*x^3+240*a*b^3*q*r ^2*x^3+4320*a*b^2*c^4*x^3+12912*a*b^2*c^3*g*x^3+5840*a*b^2*c^3*p*x^3+6064*a*b^2 *c^3*q*x^3+6528*a*b^2*c^3*r*x^3+12672*a*b^2*c^2*g^2*x^3+13608*a*b^2*c^2*g*p*x^3 +13800*a*b^2*c^2*g*q*x^3+15840*a*b^2*c^2*g*r*x^3+2856*a*b^2*c^2*p^2*x^3+5904*a* b^2*c^2*p*q*x^3+5952*a*b^2*c^2*p*r*x^3+3072*a*b^2*c^2*q^2*x^3+6144*a*b^2*c^2*q* r*x^3+1920*a*b^2*c^2*r^2*x^3+4896*a*b^2*c*g^3*x^3+9256*a*b^2*c*g^2*p*x^3+9296*a *b^2*c*g^2*q*x^3+11472*a*b^2*c*g^2*r*x^3+4588*a*b^2*c*g*p^2*x^3+9312*a*b^2*c*g* p*q*x^3+9936*a*b^2*c*g*p*r*x^3+4736*a*b^2*c*g*q^2*x^3+10032*a*b^2*c*g*q*r*x^3+ 3360*a*b^2*c*g*r^2*x^3+604*a*b^2*c*p^3*x^3+1852*a*b^2*c*p^2*q*x^3+1728*a*b^2*c* p^2*r*x^3+1904*a*b^2*c*p*q^2*x^3+3552*a*b^2*c*p*q*r*x^3+960*a*b^2*c*p*r^2*x^3+ 656*a*b^2*c*q^3*x^3+1824*a*b^2*c*q^2*r*x^3+960*a*b^2*c*q*r^2*x^3+624*a*b^2*g^4* x^3+1878*a*b^2*g^3*p*x^3+1878*a*b^2*g^3*q*x^3+2544*a*b^2*g^3*r*x^3+1616*a*b^2*g ^2*p^2*x^3+3252*a*b^2*g^2*p*q*x^3+3696*a*b^2*g^2*p*r*x^3+1636*a*b^2*g^2*q^2*x^3 +3696*a*b^2*g^2*q*r*x^3+1320*a*b^2*g^2*r^2*x^3+494*a*b^2*g*p^3*x^3+1502*a*b^2*g *p^2*q*x^3+1464*a*b^2*g*p^2*r*x^3+1528*a*b^2*g*p*q^2*x^3+2976*a*b^2*g*p*q*r*x^3 +840*a*b^2*g*p*r^2*x^3+520*a*b^2*g*q^3*x^3+1512*a*b^2*g*q^2*r*x^3+840*a*b^2*g*q *r^2*x^3+48*a*b^2*p^4*x^3+192*a*b^2*p^3*q*x^3+168*a*b^2*p^3*r*x^3+288*a*b^2*p^2 *q^2*x^3+504*a*b^2*p^2*q*r*x^3+120*a*b^2*p^2*r^2*x^3+192*a*b^2*p*q^3*x^3+504*a* b^2*p*q^2*r*x^3+240*a*b^2*p*q*r^2*x^3+48*a*b^2*q^4*x^3+168*a*b^2*q^3*r*x^3+120* a*b^2*q^2*r^2*x^3+1920*a*b*c^5*x^3+8288*a*b*c^4*g*x^3+3264*a*b*c^4*p*x^3+3264*a *b*c^4*q*x^3+3456*a*b*c^4*r*x^3+12208*a*b*c^3*g^2*x^3+11520*a*b*c^3*g*p*x^3+ 11520*a*b*c^3*g*q*x^3+12736*a*b*c^3*g*r*x^3+2160*a*b*c^3*p^2*x^3+4224*a*b*c^3*p *q*x^3+4224*a*b*c^3*p*r*x^3+2160*a*b*c^3*q^2*x^3+4224*a*b*c^3*q*r*x^3+1280*a*b* c^3*r^2*x^3+7848*a*b*c^2*g^3*x^3+13088*a*b*c^2*g^2*p*x^3+13088*a*b*c^2*g^2*q*x^ 3+15264*a*b*c^2*g^2*r*x^3+5796*a*b*c^2*g*p^2*x^3+11504*a*b*c^2*g*p*q*x^3+11904* a*b*c^2*g*p*r*x^3+5796*a*b*c^2*g*q^2*x^3+11904*a*b*c^2*g*q*r*x^3+3840*a*b*c^2*g *r^2*x^3+696*a*b*c^2*p^3*x^3+1992*a*b*c^2*p^2*q*x^3+1872*a*b*c^2*p^2*r*x^3+1992 *a*b*c^2*p*q^2*x^3+3648*a*b*c^2*p*q*r*x^3+960*a*b*c^2*p*r^2*x^3+696*a*b*c^2*q^3 *x^3+1872*a*b*c^2*q^2*r*x^3+960*a*b*c^2*q*r^2*x^3+2236*a*b*c*g^4*x^3+5804*a*b*c *g^3*p*x^3+5804*a*b*c*g^3*q*x^3+7248*a*b*c*g^3*r*x^3+4502*a*b*c*g^2*p^2*x^3+ 8984*a*b*c*g^2*p*q*x^3+9744*a*b*c*g^2*p*r*x^3+4502*a*b*c*g^2*q^2*x^3+9744*a*b*c *g^2*q*r*x^3+3360*a*b*c*g^2*r^2*x^3+1250*a*b*c*g*p^3*x^3+3682*a*b*c*g*p^2*q*x^3 +3528*a*b*c*g*p^2*r*x^3+3682*a*b*c*g*p*q^2*x^3+7008*a*b*c*g*p*q*r*x^3+1920*a*b* c*g*p*r^2*x^3+1250*a*b*c*g*q^3*x^3+3528*a*b*c*g*q^2*r*x^3+1920*a*b*c*g*q*r^2*x^ 3+108*a*b*c*p^4*x^3+408*a*b*c*p^3*q*x^3+360*a*b*c*p^3*r*x^3+600*a*b*c*p^2*q^2*x ^3+1032*a*b*c*p^2*q*r*x^3+240*a*b*c*p^2*r^2*x^3+408*a*b*c*p*q^3*x^3+1032*a*b*c* p*q^2*r*x^3+480*a*b*c*p*q*r^2*x^3+108*a*b*c*q^4*x^3+360*a*b*c*q^3*r*x^3+240*a*b *c*q^2*r^2*x^3+224*a*b*g^5*x^3+866*a*b*g^4*p*x^3+866*a*b*g^4*q*x^3+1184*a*b*g^4 *r*x^3+1030*a*b*g^3*p^2*x^3+2060*a*b*g^3*p*q*x^3+2376*a*b*g^3*p*r*x^3+1030*a*b* g^3*q^2*x^3+2376*a*b*g^3*q*r*x^3+880*a*b*g^3*r^2*x^3+495*a*b*g^2*p^3*x^3+1475*a *b*g^2*p^2*q*x^3+1464*a*b*g^2*p^2*r*x^3+1475*a*b*g^2*p*q^2*x^3+2928*a*b*g^2*p*q *r*x^3+840*a*b*g^2*p*r^2*x^3+495*a*b*g^2*q^3*x^3+1464*a*b*g^2*q^2*r*x^3+840*a*b *g^2*q*r^2*x^3+98*a*b*g*p^4*x^3+380*a*b*g*p^3*q*x^3+340*a*b*g*p^3*r*x^3+564*a*b *g*p^2*q^2*x^3+996*a*b*g*p^2*q*r*x^3+240*a*b*g*p^2*r^2*x^3+380*a*b*g*p*q^3*x^3+ 996*a*b*g*p*q^2*r*x^3+480*a*b*g*p*q*r^2*x^3+98*a*b*g*q^4*x^3+340*a*b*g*q^3*r*x^ 3+240*a*b*g*q^2*r^2*x^3+6*a*b*p^5*x^3+30*a*b*p^4*q*x^3+24*a*b*p^4*r*x^3+60*a*b* p^3*q^2*x^3+96*a*b*p^3*q*r*x^3+20*a*b*p^3*r^2*x^3+60*a*b*p^2*q^3*x^3+144*a*b*p^ 2*q^2*r*x^3+60*a*b*p^2*q*r^2*x^3+30*a*b*p*q^4*x^3+96*a*b*p*q^3*r*x^3+60*a*b*p*q ^2*r^2*x^3+6*a*b*q^5*x^3+24*a*b*q^4*r*x^3+20*a*b*q^3*r^2*x^3+192*a*c^6*x^3+1568 *a*c^5*g*x^3+480*a*c^5*p*x^3+288*a*c^5*q*x^3+384*a*c^5*r*x^3+3632*a*c^4*g^2*x^3 +2896*a*c^4*g*p*x^3+2480*a*c^4*g*q*x^3+2816*a*c^4*g*r*x^3+480*a*c^4*p^2*x^3+576 *a*c^4*p*q*x^3+768*a*c^4*p*r*x^3+144*a*c^4*q^2*x^3+384*a*c^4*q*r*x^3+160*a*c^4* r^2*x^3+3592*a*c^3*g^3*x^3+5280*a*c^3*g^2*p*x^3+4976*a*c^3*g^2*q*x^3+5632*a*c^3 *g^2*r*x^3+2088*a*c^3*g*p^2*x^3+3456*a*c^3*g*p*q*x^3+3840*a*c^3*g*p*r*x^3+1472* a*c^3*g*q^2*x^3+3136*a*c^3*g*q*r*x^3+1040*a*c^3*g*r^2*x^3+240*a*c^3*p^3*x^3+432 *a*c^3*p^2*q*x^3+576*a*c^3*p^2*r*x^3+216*a*c^3*p*q^2*x^3+576*a*c^3*p*q*r*x^3+ 240*a*c^3*p*r^2*x^3+24*a*c^3*q^3*x^3+96*a*c^3*q^2*r*x^3+80*a*c^3*q*r^2*x^3+1720 *a*c^2*g^4*x^3+3956*a*c^2*g^3*p*x^3+3868*a*c^2*g^3*q*x^3+4544*a*c^2*g^3*r*x^3+ 2802*a*c^2*g^2*p^2*x^3+5184*a*c^2*g^2*p*q*x^3+5584*a*c^2*g^2*p*r*x^3+2438*a*c^2 *g^2*q^2*x^3+5200*a*c^2*g^2*q*r*x^3+1720*a*c^2*g^2*r^2*x^3+724*a*c^2*g*p^3*x^3+ 1740*a*c^2*g*p^2*q*x^3+1896*a*c^2*g*p^2*r*x^3+1424*a*c^2*g*p*q^2*x^3+2944*a*c^2 *g*p*q*r*x^3+920*a*c^2*g*p*r^2*x^3+408*a*c^2*g*q^3*x^3+1176*a*c^2*g*q^2*r*x^3+ 680*a*c^2*g*q*r^2*x^3+60*a*c^2*p^4*x^3+144*a*c^2*p^3*q*x^3+192*a*c^2*p^3*r*x^3+ 108*a*c^2*p^2*q^2*x^3+288*a*c^2*p^2*q*r*x^3+120*a*c^2*p^2*r^2*x^3+24*a*c^2*p*q^ 3*x^3+96*a*c^2*p*q^2*r*x^3+80*a*c^2*p*q*r^2*x^3+388*a*c*g^5*x^3+1294*a*c*g^4*p* x^3+1286*a*c*g^4*q*x^3+1608*a*c*g^4*r*x^3+1409*a*c*g^3*p^2*x^3+2732*a*c*g^3*p*q *x^3+3008*a*c*g^3*p*r*x^3+1331*a*c*g^3*q^2*x^3+2944*a*c*g^3*q*r*x^3+1020*a*c*g^ 3*r^2*x^3+641*a*c*g^2*p^3*x^3+1737*a*c*g^2*p^2*q*x^3+1780*a*c*g^2*p^2*r*x^3+ 1599*a*c*g^2*p*q^2*x^3+3216*a*c*g^2*p*q*r*x^3+940*a*c*g^2*p*r^2*x^3+503*a*c*g^2 *q^3*x^3+1476*a*c*g^2*q^2*r*x^3+860*a*c*g^2*q*r^2*x^3+116*a*c*g*p^4*x^3+364*a*c *g*p^3*q*x^3+388*a*c*g*p^3*r*x^3+434*a*c*g*p^2*q^2*x^3+868*a*c*g*p^2*q*r*x^3+ 260*a*c*g*p^2*r^2*x^3+240*a*c*g*p*q^3*x^3+660*a*c*g*p*q^2*r*x^3+360*a*c*g*p*q*r ^2*x^3+54*a*c*g*q^4*x^3+180*a*c*g*q^3*r*x^3+120*a*c*g*q^2*r^2*x^3+6*a*c*p^5*x^3 +18*a*c*p^4*q*x^3+24*a*c*p^4*r*x^3+18*a*c*p^3*q^2*x^3+48*a*c*p^3*q*r*x^3+20*a*c *p^3*r^2*x^3+6*a*c*p^2*q^3*x^3+24*a*c*p^2*q^2*r*x^3+20*a*c*p^2*q*r^2*x^3+32*a*g ^6*x^3+152*a*g^5*p*x^3+152*a*g^5*q*x^3+208*a*g^5*r*x^3+235*a*g^4*p^2*x^3+466*a* g^4*p*q*x^3+540*a*g^4*p*r*x^3+231*a*g^4*q^2*x^3+540*a*g^4*q*r*x^3+200*a*g^4*r^2 *x^3+162*a*g^3*p^3*x^3+465*a*g^3*p^2*q*x^3+476*a*g^3*p^2*r*x^3+448*a*g^3*p*q^2* x^3+920*a*g^3*p*q*r*x^3+270*a*g^3*p*r^2*x^3+145*a*g^3*q^3*x^3+444*a*g^3*q^2*r*x ^3+270*a*g^3*q*r^2*x^3+53*a*g^2*p^4*x^3+186*a*g^2*p^3*q*x^3+184*a*g^2*p^3*r*x^3 +250*a*g^2*p^2*q^2*x^3+476*a*g^2*p^2*q*r*x^3+130*a*g^2*p^2*r^2*x^3+154*a*g^2*p* q^3*x^3+420*a*g^2*p*q^2*r*x^3+220*a*g^2*p*q*r^2*x^3+37*a*g^2*q^4*x^3+128*a*g^2* q^3*r*x^3+90*a*g^2*q^2*r^2*x^3+6*a*g*p^5*x^3+24*a*g*p^4*q*x^3+24*a*g*p^4*r*x^3+ 39*a*g*p^3*q^2*x^3+72*a*g*p^3*q*r*x^3+20*a*g*p^3*r^2*x^3+33*a*g*p^2*q^3*x^3+84* a*g*p^2*q^2*r*x^3+40*a*g*p^2*q*r^2*x^3+15*a*g*p*q^4*x^3+48*a*g*p*q^3*r*x^3+30*a *g*p*q^2*r^2*x^3+3*a*g*q^5*x^3+12*a*g*q^4*r*x^3+10*a*g*q^3*r^2*x^3+16*b^6*g*x^3 +32*b^5*c^2*x^3+208*b^5*c*g*x^3+16*b^5*c*p*x^3+16*b^5*c*q*x^3+80*b^5*g^2*x^3+80 *b^5*g*p*x^3+80*b^5*g*q*x^3+96*b^5*g*r*x^3+256*b^4*c^3*x^3+1088*b^4*c^2*g*x^3+ 224*b^4*c^2*p*x^3+256*b^4*c^2*q*x^3+192*b^4*c^2*r*x^3+832*b^4*c*g^2*x^3+784*b^4 *c*g*p*x^3+800*b^4*c*g*q*x^3+864*b^4*c*g*r*x^3+48*b^4*c*p^2*x^3+112*b^4*c*p*q*x ^3+96*b^4*c*p*r*x^3+64*b^4*c*q^2*x^3+96*b^4*c*q*r*x^3+164*b^4*g^3*x^3+320*b^4*g ^2*p*x^3+320*b^4*g^2*q*x^3+400*b^4*g^2*r*x^3+132*b^4*g*p^2*x^3+272*b^4*g*p*q*x^ 3+288*b^4*g*p*r*x^3+140*b^4*g*q^2*x^3+288*b^4*g*q*r*x^3+80*b^4*g*r^2*x^3+608*b^ 3*c^4*x^3+2736*b^3*c^3*g*x^3+688*b^3*c^3*p*x^3+912*b^3*c^3*q*x^3+768*b^3*c^3*r* x^3+3136*b^3*c^2*g^2*x^3+2808*b^3*c^2*g*p*x^3+3000*b^3*c^2*g*q*x^3+3104*b^3*c^2 *g*r*x^3+240*b^3*c^2*p^2*x^3+688*b^3*c^2*p*q*x^3+576*b^3*c^2*p*r*x^3+456*b^3*c^ 2*q^2*x^3+768*b^3*c^2*q*r*x^3+160*b^3*c^2*r^2*x^3+1312*b^3*c*g^3*x^3+2296*b^3*c *g^2*p*x^3+2336*b^3*c*g^2*q*x^3+2704*b^3*c*g^2*r*x^3+896*b^3*c*g*p^2*x^3+1936*b ^3*c*g*p*q*x^3+1936*b^3*c*g*p*r*x^3+1044*b^3*c*g*q^2*x^3+2032*b^3*c*g*q*r*x^3+ 560*b^3*c*g*r^2*x^3+24*b^3*c*p^3*x^3+120*b^3*c*p^2*q*x^3+96*b^3*c*p^2*r*x^3+172 *b^3*c*p*q^2*x^3+288*b^3*c*p*q*r*x^3+80*b^3*c*p*r^2*x^3+76*b^3*c*q^3*x^3+192*b^ 3*c*q^2*r*x^3+80*b^3*c*q*r^2*x^3+176*b^3*g^4*x^3+506*b^3*g^3*p*x^3+506*b^3*g^3* q*x^3+656*b^3*g^3*r*x^3+400*b^3*g^2*p^2*x^3+820*b^3*g^2*p*q*x^3+896*b^3*g^2*p*r *x^3+420*b^3*g^2*q^2*x^3+896*b^3*g^2*q*r*x^3+280*b^3*g^2*r^2*x^3+86*b^3*g*p^3*x ^3+282*b^3*g*p^2*q*x^3+264*b^3*g*p^2*r*x^3+308*b^3*g*p*q^2*x^3+576*b^3*g*p*q*r* x^3+160*b^3*g*p*r^2*x^3+112*b^3*g*q^3*x^3+312*b^3*g*q^2*r*x^3+160*b^3*g*q*r^2*x ^3+576*b^2*c^5*x^3+3216*b^2*c^4*g*x^3+768*b^2*c^4*p*x^3+1152*b^2*c^4*q*x^3+960* b^2*c^4*r*x^3+5192*b^2*c^3*g^2*x^3+4200*b^2*c^3*g*p*x^3+4760*b^2*c^3*g*q*x^3+ 4768*b^2*c^3*g*r*x^3+336*b^2*c^3*p^2*x^3+1152*b^2*c^3*p*q*x^3+864*b^2*c^3*p*r*x ^3+864*b^2*c^3*q^2*x^3+1440*b^2*c^3*q*r*x^3+320*b^2*c^3*r^2*x^3+3484*b^2*c^2*g^ 3*x^3+5476*b^2*c^2*g^2*p*x^3+5724*b^2*c^2*g^2*q*x^3+6320*b^2*c^2*g^2*r*x^3+1924 *b^2*c^2*g*p^2*x^3+4424*b^2*c^2*g*p*q*x^3+4208*b^2*c^2*g*p*r*x^3+2544*b^2*c^2*g *q^2*x^3+4816*b^2*c^2*g*q*r*x^3+1360*b^2*c^2*g*r^2*x^3+48*b^2*c^2*p^3*x^3+336*b ^2*c^2*p^2*q*x^3+192*b^2*c^2*p^2*r*x^3+576*b^2*c^2*p*q^2*x^3+864*b^2*c^2*p*q*r* x^3+160*b^2*c^2*p*r^2*x^3+288*b^2*c^2*q^3*x^3+720*b^2*c^2*q^2*r*x^3+320*b^2*c^2 *q*r^2*x^3+1018*b^2*c*g^4*x^3+2574*b^2*c*g^3*p*x^3+2606*b^2*c*g^3*q*x^3+3144*b^ 2*c*g^3*r*x^3+1830*b^2*c*g^2*p^2*x^3+3860*b^2*c*g^2*p*q*x^3+4024*b^2*c*g^2*p*r* x^3+2040*b^2*c*g^2*q^2*x^3+4184*b^2*c*g^2*q*r*x^3+1320*b^2*c*g^2*r^2*x^3+362*b^ 2*c*g*p^3*x^3+1258*b^2*c*g*p^2*q*x^3+1104*b^2*c*g*p^2*r*x^3+1464*b^2*c*g*p*q^2* x^3+2608*b^2*c*g*p*q*r*x^3+680*b^2*c*g*p*r^2*x^3+568*b^2*c*g*q^3*x^3+1528*b^2*c *g*q^2*r*x^3+760*b^2*c*g*q*r^2*x^3+24*b^2*c*p^3*q*x^3+84*b^2*c*p^2*q^2*x^3+96*b ^2*c*p^2*q*r*x^3+96*b^2*c*p*q^3*x^3+216*b^2*c*p*q^2*r*x^3+80*b^2*c*p*q*r^2*x^3+ 36*b^2*c*q^4*x^3+120*b^2*c*q^3*r*x^3+80*b^2*c*q^2*r^2*x^3+104*b^2*g^5*x^3+395*b ^2*g^4*p*x^3+395*b^2*g^4*q*x^3+528*b^2*g^4*r*x^3+455*b^2*g^3*p^2*x^3+926*b^2*g^ 3*p*q*x^3+1044*b^2*g^3*p*r*x^3+471*b^2*g^3*q^2*x^3+1044*b^2*g^3*q*r*x^3+360*b^2 *g^3*r^2*x^3+191*b^2*g^2*p^3*x^3+611*b^2*g^2*p^2*q*x^3+588*b^2*g^2*p^2*r*x^3+ 654*b^2*g^2*p*q^2*x^3+1256*b^2*g^2*p*q*r*x^3+360*b^2*g^2*p*r^2*x^3+234*b^2*g^2* q^3*x^3+668*b^2*g^2*q^2*r*x^3+360*b^2*g^2*q*r^2*x^3+24*b^2*g*p^4*x^3+108*b^2*g* p^3*q*x^3+84*b^2*g*p^3*r*x^3+186*b^2*g*p^2*q^2*x^3+300*b^2*g*p^2*q*r*x^3+60*b^2 *g*p^2*r^2*x^3+144*b^2*g*p*q^3*x^3+360*b^2*g*p*q^2*r*x^3+160*b^2*g*p*q*r^2*x^3+ 42*b^2*g*q^4*x^3+144*b^2*g*q^3*r*x^3+100*b^2*g*q^2*r^2*x^3+192*b*c^6*x^3+1568*b *c^5*g*x^3+288*b*c^5*p*x^3+480*b*c^5*q*x^3+384*b*c^5*r*x^3+3632*b*c^4*g^2*x^3+ 2480*b*c^4*g*p*x^3+2896*b*c^4*g*q*x^3+2816*b*c^4*g*r*x^3+144*b*c^4*p^2*x^3+576* b*c^4*p*q*x^3+384*b*c^4*p*r*x^3+480*b*c^4*q^2*x^3+768*b*c^4*q*r*x^3+160*b*c^4*r ^2*x^3+3592*b*c^3*g^3*x^3+4976*b*c^3*g^2*p*x^3+5280*b*c^3*g^2*q*x^3+5632*b*c^3* g^2*r*x^3+1472*b*c^3*g*p^2*x^3+3456*b*c^3*g*p*q*x^3+3136*b*c^3*g*p*r*x^3+2088*b *c^3*g*q^2*x^3+3840*b*c^3*g*q*r*x^3+1040*b*c^3*g*r^2*x^3+24*b*c^3*p^3*x^3+216*b *c^3*p^2*q*x^3+96*b*c^3*p^2*r*x^3+432*b*c^3*p*q^2*x^3+576*b*c^3*p*q*r*x^3+80*b* c^3*p*r^2*x^3+240*b*c^3*q^3*x^3+576*b*c^3*q^2*r*x^3+240*b*c^3*q*r^2*x^3+1720*b* c^2*g^4*x^3+3868*b*c^2*g^3*p*x^3+3956*b*c^2*g^3*q*x^3+4544*b*c^2*g^3*r*x^3+2438 *b*c^2*g^2*p^2*x^3+5184*b*c^2*g^2*p*q*x^3+5200*b*c^2*g^2*p*r*x^3+2802*b*c^2*g^2 *q^2*x^3+5584*b*c^2*g^2*q*r*x^3+1720*b*c^2*g^2*r^2*x^3+408*b*c^2*g*p^3*x^3+1424 *b*c^2*g*p^2*q*x^3+1176*b*c^2*g*p^2*r*x^3+1740*b*c^2*g*p*q^2*x^3+2944*b*c^2*g*p *q*r*x^3+680*b*c^2*g*p*r^2*x^3+724*b*c^2*g*q^3*x^3+1896*b*c^2*g*q^2*r*x^3+920*b *c^2*g*q*r^2*x^3+24*b*c^2*p^3*q*x^3+108*b*c^2*p^2*q^2*x^3+96*b*c^2*p^2*q*r*x^3+ 144*b*c^2*p*q^3*x^3+288*b*c^2*p*q^2*r*x^3+80*b*c^2*p*q*r^2*x^3+60*b*c^2*q^4*x^3 +192*b*c^2*q^3*r*x^3+120*b*c^2*q^2*r^2*x^3+388*b*c*g^5*x^3+1286*b*c*g^4*p*x^3+ 1294*b*c*g^4*q*x^3+1608*b*c*g^4*r*x^3+1331*b*c*g^3*p^2*x^3+2732*b*c*g^3*p*q*x^3 +2944*b*c*g^3*p*r*x^3+1409*b*c*g^3*q^2*x^3+3008*b*c*g^3*q*r*x^3+1020*b*c*g^3*r^ 2*x^3+503*b*c*g^2*p^3*x^3+1599*b*c*g^2*p^2*q*x^3+1476*b*c*g^2*p^2*r*x^3+1737*b* c*g^2*p*q^2*x^3+3216*b*c*g^2*p*q*r*x^3+860*b*c*g^2*p*r^2*x^3+641*b*c*g^2*q^3*x^ 3+1780*b*c*g^2*q^2*r*x^3+940*b*c*g^2*q*r^2*x^3+54*b*c*g*p^4*x^3+240*b*c*g*p^3*q *x^3+180*b*c*g*p^3*r*x^3+434*b*c*g*p^2*q^2*x^3+660*b*c*g*p^2*q*r*x^3+120*b*c*g* p^2*r^2*x^3+364*b*c*g*p*q^3*x^3+868*b*c*g*p*q^2*r*x^3+360*b*c*g*p*q*r^2*x^3+116 *b*c*g*q^4*x^3+388*b*c*g*q^3*r*x^3+260*b*c*g*q^2*r^2*x^3+6*b*c*p^3*q^2*x^3+18*b *c*p^2*q^3*x^3+24*b*c*p^2*q^2*r*x^3+18*b*c*p*q^4*x^3+48*b*c*p*q^3*r*x^3+20*b*c* p*q^2*r^2*x^3+6*b*c*q^5*x^3+24*b*c*q^4*r*x^3+20*b*c*q^3*r^2*x^3+32*b*g^6*x^3+ 152*b*g^5*p*x^3+152*b*g^5*q*x^3+208*b*g^5*r*x^3+231*b*g^4*p^2*x^3+466*b*g^4*p*q *x^3+540*b*g^4*p*r*x^3+235*b*g^4*q^2*x^3+540*b*g^4*q*r*x^3+200*b*g^4*r^2*x^3+ 145*b*g^3*p^3*x^3+448*b*g^3*p^2*q*x^3+444*b*g^3*p^2*r*x^3+465*b*g^3*p*q^2*x^3+ 920*b*g^3*p*q*r*x^3+270*b*g^3*p*r^2*x^3+162*b*g^3*q^3*x^3+476*b*g^3*q^2*r*x^3+ 270*b*g^3*q*r^2*x^3+37*b*g^2*p^4*x^3+154*b*g^2*p^3*q*x^3+128*b*g^2*p^3*r*x^3+ 250*b*g^2*p^2*q^2*x^3+420*b*g^2*p^2*q*r*x^3+90*b*g^2*p^2*r^2*x^3+186*b*g^2*p*q^ 3*x^3+476*b*g^2*p*q^2*r*x^3+220*b*g^2*p*q*r^2*x^3+53*b*g^2*q^4*x^3+184*b*g^2*q^ 3*r*x^3+130*b*g^2*q^2*r^2*x^3+3*b*g*p^5*x^3+15*b*g*p^4*q*x^3+12*b*g*p^4*r*x^3+ 33*b*g*p^3*q^2*x^3+48*b*g*p^3*q*r*x^3+10*b*g*p^3*r^2*x^3+39*b*g*p^2*q^3*x^3+84* b*g*p^2*q^2*r*x^3+30*b*g*p^2*q*r^2*x^3+24*b*g*p*q^4*x^3+72*b*g*p*q^3*r*x^3+40*b *g*p*q^2*r^2*x^3+6*b*g*q^5*x^3+24*b*g*q^4*r*x^3+20*b*g*q^3*r^2*x^3+192*c^6*g*x^ 3+800*c^5*g^2*x^3+384*c^5*g*p*x^3+384*c^5*g*q*x^3+384*c^5*g*r*x^3+1184*c^4*g^3* x^3+1392*c^4*g^2*p*x^3+1392*c^4*g^2*q*x^3+1472*c^4*g^2*r*x^3+312*c^4*g*p^2*x^3+ 576*c^4*g*p*q*x^3+576*c^4*g*p*r*x^3+312*c^4*g*q^2*x^3+576*c^4*g*q*r*x^3+160*c^4 *g*r^2*x^3+848*c^3*g^4*x^3+1696*c^3*g^3*p*x^3+1696*c^3*g^3*q*x^3+1888*c^3*g^3*r *x^3+940*c^3*g^2*p^2*x^3+1824*c^3*g^2*p*q*x^3+1856*c^3*g^2*p*r*x^3+940*c^3*g^2* q^2*x^3+1856*c^3*g^2*q*r*x^3+560*c^3*g^2*r^2*x^3+132*c^3*g*p^3*x^3+324*c^3*g*p^ 2*q*x^3+336*c^3*g*p^2*r*x^3+324*c^3*g*p*q^2*x^3+576*c^3*g*p*q*r*x^3+160*c^3*g*p *r^2*x^3+132*c^3*g*q^3*x^3+336*c^3*g*q^2*r*x^3+160*c^3*g*q*r^2*x^3+316*c^2*g^5* x^3+936*c^2*g^4*p*x^3+936*c^2*g^4*q*x^3+1104*c^2*g^4*r*x^3+882*c^2*g^3*p^2*x^3+ 1744*c^2*g^3*p*q*x^3+1840*c^2*g^3*p*r*x^3+882*c^2*g^3*q^2*x^3+1840*c^2*g^3*q*r* x^3+600*c^2*g^3*r^2*x^3+308*c^2*g^2*p^3*x^3+856*c^2*g^2*p^2*q*x^3+840*c^2*g^2*p ^2*r*x^3+856*c^2*g^2*p*q^2*x^3+1600*c^2*g^2*p*q*r*x^3+440*c^2*g^2*p*r^2*x^3+308 *c^2*g^2*q^3*x^3+840*c^2*g^2*q^2*r*x^3+440*c^2*g^2*q*r^2*x^3+30*c^2*g*p^4*x^3+ 84*c^2*g*p^3*q*x^3+96*c^2*g*p^3*r*x^3+108*c^2*g*p^2*q^2*x^3+192*c^2*g*p^2*q*r*x ^3+60*c^2*g*p^2*r^2*x^3+84*c^2*g*p*q^3*x^3+192*c^2*g*p*q^2*r*x^3+80*c^2*g*p*q*r ^2*x^3+30*c^2*g*q^4*x^3+96*c^2*g*q^3*r*x^3+60*c^2*g*q^2*r^2*x^3+58*c*g^6*x^3+ 240*c*g^5*p*x^3+240*c*g^5*q*x^3+304*c*g^5*r*x^3+333*c*g^4*p^2*x^3+664*c*g^4*p*q *x^3+736*c*g^4*p*r*x^3+333*c*g^4*q^2*x^3+736*c*g^4*q*r*x^3+260*c*g^4*r^2*x^3+ 197*c*g^3*p^3*x^3+573*c*g^3*p^2*q*x^3+568*c*g^3*p^2*r*x^3+573*c*g^3*p*q^2*x^3+ 1120*c*g^3*p*q*r*x^3+320*c*g^3*p*r^2*x^3+197*c*g^3*q^3*x^3+568*c*g^3*q^2*r*x^3+ 320*c*g^3*q*r^2*x^3+49*c*g^2*p^4*x^3+170*c*g^2*p^3*q*x^3+164*c*g^2*p^3*r*x^3+ 242*c*g^2*p^2*q^2*x^3+428*c*g^2*p^2*q*r*x^3+110*c*g^2*p^2*r^2*x^3+170*c*g^2*p*q ^3*x^3+428*c*g^2*p*q^2*r*x^3+200*c*g^2*p*q*r^2*x^3+49*c*g^2*q^4*x^3+164*c*g^2*q ^3*r*x^3+110*c*g^2*q^2*r^2*x^3+3*c*g*p^5*x^3+9*c*g*p^4*q*x^3+12*c*g*p^4*r*x^3+ 12*c*g*p^3*q^2*x^3+24*c*g*p^3*q*r*x^3+10*c*g*p^3*r^2*x^3+12*c*g*p^2*q^3*x^3+24* c*g*p^2*q^2*r*x^3+10*c*g*p^2*q*r^2*x^3+9*c*g*p*q^4*x^3+24*c*g*p*q^3*r*x^3+10*c* g*p*q^2*r^2*x^3+3*c*g*q^5*x^3+12*c*g*q^4*r*x^3+10*c*g*q^3*r^2*x^3+4*g^7*x^3+23* g^6*p*x^3+23*g^6*q*x^3+32*g^6*r*x^3+44*g^5*p^2*x^3+88*g^5*p*q*x^3+104*g^5*p*r*x ^3+44*g^5*q^2*x^3+104*g^5*q*r*x^3+40*g^5*r^2*x^3+38*g^4*p^3*x^3+113*g^4*p^2*q*x ^3+116*g^4*p^2*r*x^3+113*g^4*p*q^2*x^3+232*g^4*p*q*r*x^3+70*g^4*p*r^2*x^3+38*g^ 4*q^3*x^3+116*g^4*q^2*r*x^3+70*g^4*q*r^2*x^3+16*g^3*p^4*x^3+60*g^3*p^3*q*x^3+56 *g^3*p^3*r*x^3+88*g^3*p^2*q^2*x^3+160*g^3*p^2*q*r*x^3+40*g^3*p^2*r^2*x^3+60*g^3 *p*q^3*x^3+160*g^3*p*q^2*r*x^3+80*g^3*p*q*r^2*x^3+16*g^3*q^4*x^3+56*g^3*q^3*r*x ^3+40*g^3*q^2*r^2*x^3+3*g^2*p^5*x^3+12*g^2*p^4*q*x^3+12*g^2*p^4*r*x^3+21*g^2*p^ 3*q^2*x^3+36*g^2*p^3*q*r*x^3+10*g^2*p^3*r^2*x^3+21*g^2*p^2*q^3*x^3+48*g^2*p^2*q ^2*r*x^3+20*g^2*p^2*q*r^2*x^3+12*g^2*p*q^4*x^3+36*g^2*p*q^3*r*x^3+20*g^2*p*q^2* r^2*x^3+3*g^2*q^5*x^3+12*g^2*q^4*r*x^3+10*g^2*q^3*r^2*x^3-96*a^6*b*x^2-48*a^6*g *x^2-384*a^5*b^2*x^2-960*a^5*b*c*x^2-608*a^5*b*g*x^2-432*a^5*b*p*x^2-320*a^5*b* q*x^2-496*a^5*b*r*x^2-32*a^5*b*x^3-64*a^5*c^2*x^2-512*a^5*c*g*x^2-48*a^5*c*p*x^ 2-32*a^5*c*q*x^2-16*a^5*c*r*x^2+32*a^5*c*x^3-208*a^5*g^2*x^2-240*a^5*g*p*x^2-\ 176*a^5*g*q*x^2-256*a^5*g*r*x^2-576*a^4*b^3*x^2-3072*a^4*b^2*c*x^2-1648*a^4*b^2 *g*x^2-1408*a^4*b^2*p*x^2-960*a^4*b^2*q*x^2-1568*a^4*b^2*r*x^2-128*a^4*b^2*x^3-\ 3712*a^4*b*c^2*x^2-4992*a^4*b*c*g*x^2-3264*a^4*b*c*p*x^2-2336*a^4*b*c*q*x^2-\ 3376*a^4*b*c*r*x^2+160*a^4*b*c*x^3-1424*a^4*b*g^2*x^2-2304*a^4*b*g*p*x^2-1616*a ^4*b*g*q*x^2-2560*a^4*b*g*r*x^2-184*a^4*b*g*x^3-648*a^4*b*p^2*x^2-992*a^4*b*p*q *x^2-1264*a^4*b*p*r*x^2+168*a^4*b*p*x^3-344*a^4*b*q^2*x^2-984*a^4*b*q*r*x^2+168 *a^4*b*q*x^3-448*a^4*b*r^2*x^2+704*a^4*b*r*x^3-384*a^4*c^3*x^2-2176*a^4*c^2*g*x ^2-576*a^4*c^2*p*x^2-288*a^4*c^2*q*x^2-368*a^4*c^2*r*x^2+128*a^4*c^2*x^3-1792*a ^4*c*g^2*x^2-2016*a^4*c*g*p*x^2-1376*a^4*c*g*q*x^2-1904*a^4*c*g*r*x^2+208*a^4*c *g*x^3-192*a^4*c*p^2*x^2-224*a^4*c*p*q*x^2-304*a^4*c*p*r*x^2+64*a^4*c*p*x^3-48* a^4*c*q^2*x^2-168*a^4*c*q*r*x^2+32*a^4*c*q*x^3-96*a^4*c*r^2*x^2+192*a^4*c*r*x^3 -372*a^4*g^3*x^2-848*a^4*g^2*p*x^2-600*a^4*g^2*q*x^2-904*a^4*g^2*r*x^2-28*a^4*g ^2*x^3-420*a^4*g*p^2*x^2-608*a^4*g*p*q*x^2-784*a^4*g*p*r*x^2+116*a^4*g*p*x^3-\ 196*a^4*g*q^2*x^2-576*a^4*g*q*r*x^2+100*a^4*g*q*x^3-272*a^4*g*r^2*x^2+448*a^4*g *r*x^3-384*a^3*b^4*x^2-3456*a^3*b^3*c*x^2-1776*a^3*b^3*g*x^2-1632*a^3*b^3*p*x^2 -960*a^3*b^3*q*x^2-1728*a^3*b^3*r*x^2-192*a^3*b^3*x^3-8832*a^3*b^2*c^2*x^2-\ 10336*a^3*b^2*c*g*x^2-7856*a^3*b^2*c*p*x^2-5152*a^3*b^2*c*q*x^2-7968*a^3*b^2*c* r*x^2+320*a^3*b^2*c*x^3-2704*a^3*b^2*g^2*x^2-4832*a^3*b^2*g*p*x^2-3088*a^3*b^2* g*q*x^2-5280*a^3*b^2*g*r*x^2-552*a^3*b^2*g*x^3-1600*a^3*b^2*p^2*x^2-2288*a^3*b^ 2*p*q*x^2-2984*a^3*b^2*p*r*x^2+504*a^3*b^2*p*x^3-688*a^3*b^2*q^2*x^2-2144*a^3*b ^2*q*r*x^2+504*a^3*b^2*q*x^3-928*a^3*b^2*r^2*x^2+2112*a^3*b^2*r*x^3-7040*a^3*b* c^3*x^2-14976*a^3*b*c^2*g*x^2-9184*a^3*b*c^2*p*x^2-6272*a^3*b*c^2*q*x^2-8800*a^ 3*b*c^2*r*x^2+1296*a^3*b*c^2*x^3-9232*a^3*b*c*g^2*x^2-13432*a^3*b*c*g*p*x^2-\ 9088*a^3*b*c*g*q*x^2-13656*a^3*b*c*g*r*x^2+552*a^3*b*c*g*x^3-3648*a^3*b*c*p^2*x ^2-5360*a^3*b*c*p*q*x^2-6576*a^3*b*c*p*r*x^2+1512*a^3*b*c*p*x^3-1744*a^3*b*c*q^ 2*x^2-4952*a^3*b*c*q*r*x^2+1448*a^3*b*c*q*x^3-2144*a^3*b*c*r^2*x^2+4416*a^3*b*c *r*x^3-1660*a^3*b*g^3*x^2-4340*a^3*b*g^2*p*x^2-2896*a^3*b*g^2*q*x^2-4764*a^3*b* g^2*r*x^2-448*a^3*b*g^2*x^3-2744*a^3*b*g*p^2*x^2-4000*a^3*b*g*p*q*x^2-5168*a^3* b*g*p*r*x^2+780*a^3*b*g*p*x^3-1272*a^3*b*g*q^2*x^2-3860*a^3*b*g*q*r*x^2+748*a^3 *b*g*q*x^3-1728*a^3*b*g*r^2*x^2+3328*a^3*b*g*r*x^3-444*a^3*b*p^3*x^2-1040*a^3*b *p^2*q*x^2-1156*a^3*b*p^2*r*x^2+336*a^3*b*p^2*x^3-748*a^3*b*p*q^2*x^2-1800*a^3* b*p*q*r*x^2+672*a^3*b*p*q*x^3-720*a^3*b*p*r^2*x^2+1488*a^3*b*p*r*x^3-152*a^3*b* q^3*x^2-644*a^3*b*q^2*r*x^2+336*a^3*b*q^2*x^3-512*a^3*b*q*r^2*x^2+1488*a^3*b*q* r*x^3-80*a^3*b*r^3*x^2+720*a^3*b*r^2*x^3-768*a^3*c^4*x^2-4544*a^3*c^3*g*x^2-\ 1680*a^3*c^3*p*x^2-672*a^3*c^3*q*x^2-1120*a^3*c^3*r*x^2+304*a^3*c^3*x^3-5696*a^ 3*c^2*g^2*x^2-6392*a^3*c^2*g*p*x^2-3968*a^3*c^2*g*q*x^2-5592*a^3*c^2*g*r*x^2+ 1000*a^3*c^2*g*x^3-1104*a^3*c^2*p^2*x^2-1024*a^3*c^2*p*q*x^2-1672*a^3*c^2*p*r*x ^2+304*a^3*c^2*p*x^3-144*a^3*c^2*q^2*x^2-696*a^3*c^2*q*r*x^2+232*a^3*c^2*q*x^3-\ 512*a^3*c^2*r^2*x^2+896*a^3*c^2*r*x^3-2512*a^3*c*g^3*x^2-5304*a^3*c*g^2*p*x^2-\ 3552*a^3*c*g^2*q*x^2-5176*a^3*c*g^2*r*x^2+344*a^3*c*g^2*x^3-2696*a^3*c*g*p^2*x^ 2-3576*a^3*c*g*p*q*x^2-4640*a^3*c*g*p*r*x^2+1008*a^3*c*g*p*x^3-1032*a^3*c*g*q^2 *x^2-3116*a^3*c*g*q*r*x^2+892*a^3*c*g*q*x^3-1488*a^3*c*g*r^2*x^2+2976*a^3*c*g*r *x^3-228*a^3*c*p^3*x^2-344*a^3*c*p^2*q*x^2-556*a^3*c*p^2*r*x^2+76*a^3*c*p^2*x^3 -120*a^3*c*p*q^2*x^2-504*a^3*c*p*q*r*x^2+116*a^3*c*p*q*x^3-368*a^3*c*p*r^2*x^2+ 448*a^3*c*p*r*x^3-72*a^3*c*q^2*r*x^2+48*a^3*c*q^2*x^3-160*a^3*c*q*r^2*x^2+256*a ^3*c*q*r*x^3-80*a^3*c*r^3*x^2+160*a^3*c*r^2*x^3-352*a^3*g^4*x^2-1202*a^3*g^3*p* x^2-820*a^3*g^3*q*x^2-1290*a^3*g^3*r*x^2-86*a^3*g^3*x^3-1132*a^3*g^2*p^2*x^2-\ 1620*a^3*g^2*p*q*x^2-2096*a^3*g^2*p*r*x^2+314*a^3*g^2*p*x^3-508*a^3*g^2*q^2*x^2 -1540*a^3*g^2*q*r*x^2+274*a^3*g^2*q*x^3-712*a^3*g^2*r^2*x^2+1296*a^3*g^2*r*x^3-\ 336*a^3*g*p^3*x^2-692*a^3*g*p^2*q*x^2-856*a^3*g*p^2*r*x^2+206*a^3*g*p^2*x^3-434 *a^3*g*p*q^2*x^2-1152*a^3*g*p*q*r*x^2+394*a^3*g*p*q*x^3-544*a^3*g*p*r^2*x^2+968 *a^3*g*p*r*x^3-76*a^3*g*q^3*x^2-358*a^3*g*q^2*r*x^2+192*a^3*g*q^2*x^3-336*a^3*g *q*r^2*x^2+872*a^3*g*q*r*x^3-80*a^3*g*r^3*x^2+440*a^3*g*r^2*x^3-96*a^2*b^5*x^2-\ 1536*a^2*b^4*c*x^2-800*a^2*b^4*g*x^2-768*a^2*b^4*p*x^2-320*a^2*b^4*q*x^2-736*a^ 2*b^4*r*x^2-128*a^2*b^4*x^3-6816*a^2*b^3*c^2*x^2-7856*a^2*b^3*c*g*x^2-6128*a^2* b^3*c*p*x^2-3424*a^2*b^3*c*q*x^2-5856*a^2*b^3*c*r*x^2+320*a^2*b^3*c*x^3-2000*a^ 2*b^3*g^2*x^2-3776*a^2*b^3*g*p*x^2-2032*a^2*b^3*g*q*x^2-3936*a^2*b^3*g*r*x^2-\ 552*a^2*b^3*g*x^3-1256*a^2*b^3*p^2*x^2-1600*a^2*b^3*p*q*x^2-2176*a^2*b^3*p*r*x^ 2+504*a^2*b^3*p*x^3-344*a^2*b^3*q^2*x^2-1336*a^2*b^3*q*r*x^2+504*a^2*b^3*q*x^3-\ 512*a^2*b^3*r^2*x^2+2112*a^2*b^3*r*x^3-11328*a^2*b^2*c^3*x^2-21840*a^2*b^2*c^2* g*x^2-14528*a^2*b^2*c^2*p*x^2-9376*a^2*b^2*c^2*q*x^2-13824*a^2*b^2*c^2*r*x^2+ 2336*a^2*b^2*c^2*x^3-12600*a^2*b^2*c*g^2*x^2-19520*a^2*b^2*c*g*p*x^2-12160*a^2* b^2*c*g*q*x^2-19584*a^2*b^2*c*g*r*x^2+688*a^2*b^2*c*g*x^3-5792*a^2*b^2*c*p^2*x^ 2-8112*a^2*b^2*c*p*q*x^2-10128*a^2*b^2*c*p*r*x^2+2864*a^2*b^2*c*p*x^3-2320*a^2* b^2*c*q^2*x^2-7152*a^2*b^2*c*q*r*x^2+2864*a^2*b^2*c*q*x^3-2880*a^2*b^2*c*r^2*x^ 2+8448*a^2*b^2*c*r*x^3-2148*a^2*b^2*g^3*x^2-5984*a^2*b^2*g^2*p*x^2-3592*a^2*b^2 *g^2*q*x^2-6480*a^2*b^2*g^2*r*x^2-840*a^2*b^2*g^2*x^3-3984*a^2*b^2*g*p^2*x^2-\ 5496*a^2*b^2*g*p*q*x^2-7292*a^2*b^2*g*p*r*x^2+1312*a^2*b^2*g*p*x^3-1512*a^2*b^2 *g*q^2*x^2-5092*a^2*b^2*g*q*r*x^2+1312*a^2*b^2*g*q*x^3-2160*a^2*b^2*g*r^2*x^2+ 5760*a^2*b^2*g*r*x^3-736*a^2*b^2*p^3*x^2-1624*a^2*b^2*p^2*q*x^2-1808*a^2*b^2*p^ 2*r*x^2+672*a^2*b^2*p^2*x^3-1040*a^2*b^2*p*q^2*x^2-2592*a^2*b^2*p*q*r*x^2+1344* a^2*b^2*p*q*x^3-928*a^2*b^2*p*r^2*x^2+2976*a^2*b^2*p*r*x^3-152*a^2*b^2*q^3*x^2-\ 784*a^2*b^2*q^2*r*x^2+672*a^2*b^2*q^2*x^3-512*a^2*b^2*q*r^2*x^2+2976*a^2*b^2*q* r*x^3+1440*a^2*b^2*r^2*x^3-6688*a^2*b*c^4*x^2-20432*a^2*b*c^3*g*x^2-11376*a^2*b *c^3*p*x^2-7584*a^2*b*c^3*q*x^2-10384*a^2*b*c^3*r*x^2+2608*a^2*b*c^3*x^3-20440* a^2*b*c^2*g^2*x^2-26664*a^2*b*c^2*g*p*x^2-17632*a^2*b*c^2*g*q*x^2-25512*a^2*b*c ^2*g*r*x^2+3832*a^2*b*c^2*g*x^3-6768*a^2*b*c^2*p^2*x^2-9552*a^2*b*c^2*p*q*x^2-\ 11456*a^2*b*c^2*p*r*x^2+3768*a^2*b*c^2*p*x^3-3032*a^2*b*c^2*q^2*x^2-8480*a^2*b* c^2*q*r*x^2+3696*a^2*b*c^2*q*x^3-3456*a^2*b*c^2*r^2*x^2+9120*a^2*b*c^2*r*x^3-\ 8028*a^2*b*c*g^3*x^2-18456*a^2*b*c*g^2*p*x^2-12016*a^2*b*c*g^2*q*x^2-18732*a^2* b*c*g^2*r*x^2+528*a^2*b*c*g^2*x^3-10728*a^2*b*c*g*p^2*x^2-15240*a^2*b*c*g*p*q*x ^2-18984*a^2*b*c*g*p*r*x^2+4732*a^2*b*c*g*p*x^3-4676*a^2*b*c*g*q^2*x^2-13948*a^ 2*b*c*g*q*r*x^2+4616*a^2*b*c*g*q*x^3-5904*a^2*b*c*g*r^2*x^2+14256*a^2*b*c*g*r*x ^3-1680*a^2*b*c*p^3*x^2-3728*a^2*b*c*p^2*q*x^2-4052*a^2*b*c*p^2*r*x^2+1584*a^2* b*c*p^2*x^3-2556*a^2*b*c*p*q^2*x^2-6048*a^2*b*c*p*q*r*x^2+3116*a^2*b*c*p*q*x^3-\ 2240*a^2*b*c*p*r^2*x^2+6288*a^2*b*c*p*r*x^3-496*a^2*b*c*q^3*x^2-2120*a^2*b*c*q^ 2*r*x^2+1556*a^2*b*c*q^2*x^3-1536*a^2*b*c*q*r^2*x^2+6096*a^2*b*c*q*r*x^3-160*a^ 2*b*c*r^3*x^2+2880*a^2*b*c*r^2*x^3-1040*a^2*b*g^4*x^2-3830*a^2*b*g^3*p*x^2-2436 *a^2*b*g^3*q*x^2-4198*a^2*b*g^3*r*x^2-506*a^2*b*g^3*x^3-3800*a^2*b*g^2*p^2*x^2-\ 5392*a^2*b*g^2*p*q*x^2-7076*a^2*b*g^2*p*r*x^2+1082*a^2*b*g^2*p*x^3-1612*a^2*b*g ^2*q^2*x^2-5188*a^2*b*g^2*q*r*x^2+1042*a^2*b*g^2*q*x^3-2304*a^2*b*g^2*r^2*x^2+ 4944*a^2*b*g^2*r*x^3-1356*a^2*b*g*p^3*x^2-3020*a^2*b*g*p^2*q*x^2-3384*a^2*b*g*p ^2*r*x^2+1122*a^2*b*g*p^2*x^3-2042*a^2*b*g*p*q^2*x^2-5040*a^2*b*g*p*q*r*x^2+ 2218*a^2*b*g*p*q*x^3-1912*a^2*b*g*p*r^2*x^2+5088*a^2*b*g*p*r*x^3-372*a^2*b*g*q^ 3*x^2-1718*a^2*b*g*q^2*r*x^2+1108*a^2*b*g*q^2*x^3-1280*a^2*b*g*q*r^2*x^2+4992*a ^2*b*g*q*r*x^3-120*a^2*b*g*r^3*x^2+2520*a^2*b*g*r^2*x^3-144*a^2*b*p^4*x^2-456*a ^2*b*p^3*q*x^2-456*a^2*b*p^3*r*x^2+194*a^2*b*p^3*x^3-504*a^2*b*p^2*q^2*x^2-1062 *a^2*b*p^2*q*r*x^2+582*a^2*b*p^2*q*x^3-384*a^2*b*p^2*r^2*x^2+960*a^2*b*p^2*r*x^ 3-216*a^2*b*p*q^3*x^2-756*a^2*b*p*q^2*r*x^2+582*a^2*b*p*q^2*x^3-512*a^2*b*p*q*r ^2*x^2+1920*a^2*b*p*q*r*x^3-80*a^2*b*p*r^3*x^2+720*a^2*b*p*r^2*x^3-24*a^2*b*q^4 *x^2-150*a^2*b*q^3*r*x^2+194*a^2*b*q^3*x^3-128*a^2*b*q^2*r^2*x^2+960*a^2*b*q^2* r*x^3+720*a^2*b*q*r^2*x^3-640*a^2*c^5*x^2-4656*a^2*c^4*g*x^2-1824*a^2*c^4*p*x^2 -608*a^2*c^4*q*x^2-1200*a^2*c^4*r*x^2+400*a^2*c^4*x^3-8264*a^2*c^3*g^2*x^2-8776 *a^2*c^3*g*p*x^2-4992*a^2*c^3*g*q*x^2-7288*a^2*c^3*g*r*x^2+1824*a^2*c^3*g*x^3-\ 1776*a^2*c^3*p^2*x^2-1376*a^2*c^3*p*q*x^2-2544*a^2*c^3*p*r*x^2+600*a^2*c^3*p*x^ 3-144*a^2*c^3*q^2*x^2-888*a^2*c^3*q*r*x^2+536*a^2*c^3*q*x^3-736*a^2*c^3*r^2*x^2 +1504*a^2*c^3*r*x^3-5836*a^2*c^2*g^3*x^2-11364*a^2*c^2*g^2*p*x^2-7232*a^2*c^2*g ^2*q*x^2-10444*a^2*c^2*g^2*r*x^2+1600*a^2*c^2*g^2*x^3-5704*a^2*c^2*g*p^2*x^2-\ 6840*a^2*c^2*g*p*q*x^2-9244*a^2*c^2*g*p*r*x^2+2504*a^2*c^2*g*p*x^3-1788*a^2*c^2 *g*q^2*x^2-5640*a^2*c^2*g*q*r*x^2+2356*a^2*c^2*g*q*x^3-2800*a^2*c^2*g*r^2*x^2+ 6432*a^2*c^2*g*r*x^3-728*a^2*c^2*p^3*x^2-920*a^2*c^2*p^2*q*x^2-1644*a^2*c^2*p^2 *r*x^2+300*a^2*c^2*p^2*x^3-240*a^2*c^2*p*q^2*x^2-1200*a^2*c^2*p*q*r*x^2+536*a^2 *c^2*p*q*x^3-960*a^2*c^2*p*r^2*x^2+1504*a^2*c^2*p*r*x^3-144*a^2*c^2*q^2*r*x^2+ 240*a^2*c^2*q^2*x^3-320*a^2*c^2*q*r^2*x^2+944*a^2*c^2*q*r*x^3-160*a^2*c^2*r^3*x ^2+560*a^2*c^2*r^2*x^3-1766*a^2*c*g^4*x^2-5426*a^2*c*g^3*p*x^2-3568*a^2*c*g^3*q *x^2-5408*a^2*c*g^3*r*x^2+202*a^2*c*g^3*x^3-4824*a^2*c*g^2*p^2*x^2-6520*a^2*c*g ^2*p*q*x^2-8400*a^2*c*g^2*p*r*x^2+1864*a^2*c*g^2*p*x^3-1918*a^2*c*g^2*q^2*x^2-\ 5850*a^2*c*g^2*q*r*x^2+1742*a^2*c*g^2*q*x^3-2680*a^2*c*g^2*r^2*x^2+5768*a^2*c*g ^2*r*x^3-1500*a^2*c*g*p^3*x^2-2788*a^2*c*g*p^2*q*x^2-3596*a^2*c*g*p^2*r*x^2+ 1022*a^2*c*g*p^2*x^3-1570*a^2*c*g*p*q^2*x^2-4336*a^2*c*g*p*q*r*x^2+1946*a^2*c*g *p*q*x^3-2120*a^2*c*g*p*r^2*x^2+4456*a^2*c*g*p*r*x^3-248*a^2*c*g*q^3*x^2-1240*a ^2*c*g*q^2*r*x^2+946*a^2*c*g*q^2*x^3-1168*a^2*c*g*q*r^2*x^2+3856*a^2*c*g*q*r*x^ 3-280*a^2*c*g*r^3*x^2+1960*a^2*c*g*r^2*x^3-108*a^2*c*p^4*x^2-192*a^2*c*p^3*q*x^ 2-336*a^2*c*p^3*r*x^2+50*a^2*c*p^3*x^3-84*a^2*c*p^2*q^2*x^2-378*a^2*c*p^2*q*r*x ^2+134*a^2*c*p^2*q*x^3-296*a^2*c*p^2*r^2*x^2+376*a^2*c*p^2*r*x^3-72*a^2*c*p*q^2 *r*x^2+120*a^2*c*p*q^2*x^3-160*a^2*c*p*q*r^2*x^2+472*a^2*c*p*q*r*x^3-80*a^2*c*p *r^3*x^2+280*a^2*c*p*r^2*x^3+36*a^2*c*q^3*x^3+144*a^2*c*q^2*r*x^3+120*a^2*c*q*r ^2*x^3-186*a^2*g^5*x^2-855*a^2*g^4*p*x^2-562*a^2*g^4*q*x^2-929*a^2*g^4*r*x^2-96 *a^2*g^4*x^3-1157*a^2*g^3*p^2*x^2-1642*a^2*g^3*p*q*x^2-2146*a^2*g^3*p*r*x^2+303 *a^2*g^3*p*x^3-501*a^2*g^3*q^2*x^2-1581*a^2*g^3*q*r*x^2+271*a^2*g^3*q*x^3-724*a ^2*g^3*r^2*x^2+1392*a^2*g^3*r*x^3-642*a^2*g^2*p^3*x^2-1336*a^2*g^2*p^2*q*x^2-\ 1614*a^2*g^2*p^2*r*x^2+433*a^2*g^2*p^2*x^3-847*a^2*g^2*p*q^2*x^2-2228*a^2*g^2*p *q*r*x^2+833*a^2*g^2*p*q*x^3-984*a^2*g^2*p*r^2*x^2+2080*a^2*g^2*p*r*x^3-148*a^2 *g^2*q^3*x^2-717*a^2*g^2*q^2*r*x^2+410*a^2*g^2*q^2*x^3-632*a^2*g^2*q*r^2*x^2+ 1920*a^2*g^2*q*r*x^3-120*a^2*g^2*r^3*x^2+1020*a^2*g^2*r^2*x^3-126*a^2*g*p^4*x^2 -324*a^2*g*p^3*q*x^2-396*a^2*g*p^3*r*x^2+122*a^2*g*p^3*x^3-294*a^2*g*p^2*q^2*x^ 2-720*a^2*g*p^2*q*r*x^2+358*a^2*g*p^2*q*x^3-340*a^2*g*p^2*r^2*x^2+668*a^2*g*p^2 *r*x^3-108*a^2*g*p*q^3*x^2-414*a^2*g*p*q^2*r*x^2+351*a^2*g*p*q^2*x^3-336*a^2*g* p*q*r^2*x^2+1196*a^2*g*p*q*r*x^3-80*a^2*g*p*r^3*x^2+500*a^2*g*p*r^2*x^3-12*a^2* g*q^4*x^2-75*a^2*g*q^3*r*x^2+115*a^2*g*q^3*x^3-64*a^2*g*q^2*r^2*x^2+552*a^2*g*q ^2*r*x^3+420*a^2*g*q*r^2*x^3-192*a*b^5*c*x^2-112*a*b^5*g*x^2-112*a*b^5*p*x^2-80 *a*b^5*r*x^2-32*a*b^5*x^3-1664*a*b^4*c^2*x^2-2112*a*b^4*c*g*x^2-1504*a*b^4*c*p* x^2-576*a*b^4*c*q*x^2-1232*a*b^4*c*r*x^2+160*a*b^4*c*x^3-544*a*b^4*g^2*x^2-1072 *a*b^4*g*p*x^2-384*a*b^4*g*q*x^2-992*a*b^4*g*r*x^2-184*a*b^4*g*x^3-304*a*b^4*p^ 2*x^2-304*a*b^4*p*q*x^2-456*a*b^4*p*r*x^2+168*a*b^4*p*x^3-176*a*b^4*q*r*x^2+168 *a*b^4*q*x^3-32*a*b^4*r^2*x^2+704*a*b^4*r*x^3-5056*a*b^3*c^3*x^2-10128*a*b^3*c^ 2*g*x^2-6304*a*b^3*c^2*p*x^2-3584*a*b^3*c^2*q*x^2-5600*a*b^3*c^2*r*x^2+1296*a*b ^3*c^2*x^3-5864*a*b^3*c*g^2*x^2-9080*a*b^3*c*g*p*x^2-4832*a*b^3*c*g*q*x^2-8520* a*b^3*c*g*r*x^2+552*a*b^3*c*g*x^3-2432*a*b^3*c*p^2*x^2-3088*a*b^3*c*p*q*x^2-\ 3976*a*b^3*c*p*r*x^2+1448*a*b^3*c*p*x^3-624*a*b^3*c*q^2*x^2-2352*a*b^3*c*q*r*x^ 2+1512*a*b^3*c*q*x^3-736*a*b^3*c*r^2*x^2+4416*a*b^3*c*r*x^3-980*a*b^3*g^3*x^2-\ 2852*a*b^3*g^2*p*x^2-1408*a*b^3*g^2*q*x^2-2916*a*b^3*g^2*r*x^2-448*a*b^3*g^2*x^ 3-1860*a*b^3*g*p^2*x^2-2312*a*b^3*g*p*q*x^2-3196*a*b^3*g*p*r*x^2+748*a*b^3*g*p* x^3-436*a*b^3*g*q^2*x^2-1888*a*b^3*g*q*r*x^2+780*a*b^3*g*q*x^3-672*a*b^3*g*r^2* x^2+3328*a*b^3*g*r*x^3-292*a*b^3*p^3*x^2-584*a*b^3*p^2*q*x^2-652*a*b^3*p^2*r*x^ 2+336*a*b^3*p^2*x^3-292*a*b^3*p*q^2*x^2-792*a*b^3*p*q*r*x^2+672*a*b^3*p*q*x^3-\ 208*a*b^3*p*r^2*x^2+1488*a*b^3*p*r*x^3-140*a*b^3*q^2*r*x^2+336*a*b^3*q^2*x^3+ 1488*a*b^3*q*r*x^3+80*a*b^3*r^3*x^2+720*a*b^3*r^2*x^3-6272*a*b^2*c^4*x^2-18304* a*b^2*c^3*g*x^2-9936*a*b^2*c^3*p*x^2-6816*a*b^2*c^3*q*x^2-9200*a*b^2*c^3*r*x^2+ 2608*a*b^2*c^3*x^3-17576*a*b^2*c^2*g^2*x^2-23192*a*b^2*c^2*g*p*x^2-14736*a*b^2* c^2*g*q*x^2-22008*a*b^2*c^2*g*r*x^2+3832*a*b^2*c^2*g*x^3-5536*a*b^2*c^2*p^2*x^2 -8160*a*b^2*c^2*p*q*x^2-9376*a*b^2*c^2*p*r*x^2+3696*a*b^2*c^2*p*x^3-2448*a*b^2* c^2*q^2*x^2-6976*a*b^2*c^2*q*r*x^2+3768*a*b^2*c^2*q*x^3-2304*a*b^2*c^2*r^2*x^2+ 9120*a*b^2*c^2*r*x^3-6660*a*b^2*c*g^3*x^2-15752*a*b^2*c*g^2*p*x^2-9432*a*b^2*c* g^2*q*x^2-15684*a*b^2*c*g^2*r*x^2+528*a*b^2*c*g^2*x^3-9088*a*b^2*c*g*p^2*x^2-\ 12696*a*b^2*c*g*p*q*x^2-15860*a*b^2*c*g*p*r*x^2+4616*a*b^2*c*g*p*x^3-3480*a*b^2 *c*g*q^2*x^2-11112*a*b^2*c*g*q*r*x^2+4732*a*b^2*c*g*q*x^3-4176*a*b^2*c*g*r^2*x^ 2+14256*a*b^2*c*g*r*x^3-1316*a*b^2*c*p^3*x^2-3000*a*b^2*c*p^2*q*x^2-3064*a*b^2* c*p^2*r*x^2+1556*a*b^2*c*p^2*x^3-1984*a*b^2*c*p*q^2*x^2-4608*a*b^2*c*p*q*r*x^2+ 3116*a*b^2*c*p*q*x^3-1344*a*b^2*c*p*r^2*x^2+6096*a*b^2*c*p*r*x^3-288*a*b^2*c*q^ 3*x^2-1420*a*b^2*c*q^2*r*x^2+1584*a*b^2*c*q^2*x^3-640*a*b^2*c*q*r^2*x^2+6288*a* b^2*c*q*r*x^3+160*a*b^2*c*r^3*x^2+2880*a*b^2*c*r^2*x^3-832*a*b^2*g^4*x^2-3198*a *b^2*g^3*p*x^2-1804*a*b^2*g^3*q*x^2-3434*a*b^2*g^3*r*x^2-506*a*b^2*g^3*x^3-3236 *a*b^2*g^2*p^2*x^2-4364*a*b^2*g^2*p*q*x^2-5900*a*b^2*g^2*p*r*x^2+1042*a*b^2*g^2 *p*x^3-1108*a*b^2*g^2*q^2*x^2-4012*a*b^2*g^2*q*r*x^2+1082*a*b^2*g^2*q*x^3-1656* a*b^2*g^2*r^2*x^2+4944*a*b^2*g^2*r*x^3-1110*a*b^2*g*p^3*x^2-2464*a*b^2*g*p^2*q* x^2-2674*a*b^2*g*p^2*r*x^2+1108*a*b^2*g*p^2*x^3-1564*a*b^2*g*p*q^2*x^2-3888*a*b ^2*g*p*q*r*x^2+2218*a*b^2*g*p*q*x^3-1240*a*b^2*g*p*r^2*x^2+4992*a*b^2*g*p*r*x^3 -204*a*b^2*g*q^3*x^2-1152*a*b^2*g*q^2*r*x^2+1122*a*b^2*g*q^2*x^3-608*a*b^2*g*q* r^2*x^2+5088*a*b^2*g*q*r*x^3+120*a*b^2*g*r^3*x^2+2520*a*b^2*g*r^2*x^3-120*a*b^2 *p^4*x^2-360*a*b^2*p^3*q*x^2-354*a*b^2*p^3*r*x^2+194*a*b^2*p^3*x^3-360*a*b^2*p^ 2*q^2*x^2-756*a*b^2*p^2*q*r*x^2+582*a*b^2*p^2*q*x^3-232*a*b^2*p^2*r^2*x^2+960*a *b^2*p^2*r*x^3-120*a*b^2*p*q^3*x^2-450*a*b^2*p*q^2*r*x^2+582*a*b^2*p*q^2*x^3-\ 208*a*b^2*p*q*r^2*x^2+1920*a*b^2*p*q*r*x^3+720*a*b^2*p*r^2*x^3-48*a*b^2*q^3*r*x ^2+194*a*b^2*q^3*x^3+24*a*b^2*q^2*r^2*x^2+960*a*b^2*q^2*r*x^3+80*a*b^2*q*r^3*x^ 2+720*a*b^2*q*r^2*x^3-2880*a*b*c^5*x^2-12432*a*b*c^4*g*x^2-5696*a*b*c^4*p*x^2-\ 4096*a*b*c^4*q*x^2-5184*a*b*c^4*r*x^2+1760*a*b*c^4*x^3-18312*a*b*c^3*g^2*x^2-\ 20544*a*b*c^3*g*p*x^2-14016*a*b*c^3*g*q*x^2-19104*a*b*c^3*g*r*x^2+4800*a*b*c^3* g*x^3-4272*a*b*c^3*p^2*x^2-6336*a*b*c^3*p*q*x^2-7032*a*b*c^3*p*r*x^2+3056*a*b*c ^3*p*x^3-2208*a*b*c^3*q^2*x^2-5640*a*b*c^3*q*r*x^2+3056*a*b*c^3*q*x^3-1920*a*b* c^3*r^2*x^2+6592*a*b*c^3*r*x^3-11772*a*b*c^2*g^3*x^2-23728*a*b*c^2*g^2*p*x^2-\ 15536*a*b*c^2*g^2*q*x^2-22896*a*b*c^2*g^2*r*x^2+3344*a*b*c^2*g^2*x^3-11896*a*b* c^2*g*p^2*x^2-17256*a*b*c^2*g*p*q*x^2-20276*a*b*c^2*g*p*r*x^2+7020*a*b*c^2*g*p* x^3-5492*a*b*c^2*g*q^2*x^2-15436*a*b*c^2*g*q*r*x^2+7020*a*b*c^2*g*q*x^3-5760*a* b*c^2*g*r^2*x^2+17568*a*b*c^2*g*r*x^3-1552*a*b*c^2*p^3*x^2-3448*a*b*c^2*p^2*q*x ^2-3528*a*b*c^2*p^2*r*x^2+1812*a*b*c^2*p^2*x^3-2528*a*b*c^2*p*q^2*x^2-5472*a*b* c^2*p*q*r*x^2+3616*a*b*c^2*p*q*x^3-1728*a*b*c^2*p*r^2*x^2+6576*a*b*c^2*p*r*x^3-\ 536*a*b*c^2*q^3*x^2-2088*a*b*c^2*q^2*r*x^2+1812*a*b*c^2*q^2*x^3-1152*a*b*c^2*q* r^2*x^2+6576*a*b*c^2*q*r*x^3+2880*a*b*c^2*r^2*x^3-3354*a*b*c*g^4*x^2-10676*a*b* c*g^3*p*x^2-6736*a*b*c*g^3*q*x^2-10872*a*b*c*g^3*r*x^2+180*a*b*c*g^3*x^3-9484*a *b*c*g^2*p^2*x^2-13476*a*b*c*g^2*p*q*x^2-16838*a*b*c*g^2*p*r*x^2+4238*a*b*c*g^2 *p*x^3-4022*a*b*c*g^2*q^2*x^2-12394*a*b*c*g^2*q*r*x^2+4238*a*b*c*g^2*q*x^3-5040 *a*b*c*g^2*r^2*x^2+13440*a*b*c*g^2*r*x^3-2906*a*b*c*g*p^3*x^2-6520*a*b*c*g*p^2* q*x^2-6878*a*b*c*g*p^2*r*x^2+3016*a*b*c*g*p^2*x^3-4526*a*b*c*g*p*q^2*x^2-10512* a*b*c*g*p*q*r*x^2+5988*a*b*c*g*p*q*x^3-3488*a*b*c*g*p*r^2*x^2+12120*a*b*c*g*p*r *x^3-844*a*b*c*g*q^3*x^2-3706*a*b*c*g*q^2*r*x^2+3016*a*b*c*g*q^2*x^3-2272*a*b*c *g*q*r^2*x^2+12120*a*b*c*g*q*r*x^3+5760*a*b*c*g*r^2*x^3-276*a*b*c*p^4*x^2-816*a *b*c*p^3*q*x^2-804*a*b*c*p^3*r*x^2+434*a*b*c*p^3*x^3-900*a*b*c*p^2*q^2*x^2-1782 *a*b*c*p^2*q*r*x^2+1298*a*b*c*p^2*q*x^3-584*a*b*c*p^2*r^2*x^2+2040*a*b*c*p^2*r* x^3-408*a*b*c*p*q^3*x^2-1314*a*b*c*p*q^2*r*x^2+1298*a*b*c*p*q^2*x^3-720*a*b*c*p *q*r^2*x^2+3984*a*b*c*p*q*r*x^3-80*a*b*c*p*r^3*x^2+1440*a*b*c*p*r^2*x^3-48*a*b* c*q^4*x^2-276*a*b*c*q^3*r*x^2+434*a*b*c*q^3*x^3-136*a*b*c*q^2*r^2*x^2+2040*a*b* c*q^2*r*x^3+80*a*b*c*q*r^3*x^2+1440*a*b*c*q*r^2*x^3-336*a*b*g^5*x^2-1618*a*b*g^ 4*p*x^2-980*a*b*g^4*q*x^2-1776*a*b*g^4*r*x^2-256*a*b*g^4*x^3-2217*a*b*g^3*p^2*x ^2-3090*a*b*g^3*p*q*x^2-4141*a*b*g^3*p*r*x^2+590*a*b*g^3*p*x^3-873*a*b*g^3*q^2* x^2-2987*a*b*g^3*q*r*x^2+590*a*b*g^3*q*x^3-1320*a*b*g^3*r^2*x^2+3008*a*b*g^3*r* x^3-1181*a*b*g^2*p^3*x^2-2646*a*b*g^2*p^2*q*x^2-2903*a*b*g^2*p^2*r*x^2+1049*a*b *g^2*p^2*x^3-1779*a*b*g^2*p*q^2*x^2-4392*a*b*g^2*p*q*r*x^2+2078*a*b*g^2*p*q*x^3 -1528*a*b*g^2*p*r^2*x^2+4872*a*b*g^2*p*r*x^3-304*a*b*g^2*q^3*x^2-1489*a*b*g^2*q ^2*r*x^2+1049*a*b*g^2*q^2*x^3-992*a*b*g^2*q*r^2*x^2+4872*a*b*g^2*q*r*x^3+2520*a *b*g^2*r^2*x^3-260*a*b*g*p^4*x^2-784*a*b*g*p^3*q*x^2-786*a*b*g*p^3*r*x^2+379*a* b*g*p^3*x^3-846*a*b*g*p^2*q^2*x^2-1755*a*b*g*p^2*q*r*x^2+1135*a*b*g*p^2*q*x^3-\ 592*a*b*g*p^2*r^2*x^2+1908*a*b*g*p^2*r*x^3-356*a*b*g*p*q^3*x^2-1233*a*b*g*p*q^2 *r*x^2+1135*a*b*g*p*q^2*x^3-720*a*b*g*p*q*r^2*x^2+3768*a*b*g*p*q*r*x^3-80*a*b*g *p*r^3*x^2+1440*a*b*g*p*r^2*x^3-34*a*b*g*q^4*x^2-234*a*b*g*q^3*r*x^2+379*a*b*g* q^3*x^3-128*a*b*g*q^2*r^2*x^2+1908*a*b*g*q^2*r*x^3+80*a*b*g*q*r^3*x^2+1440*a*b* g*q*r^2*x^3-18*a*b*p^5*x^2-72*a*b*p^4*q*x^2-66*a*b*p^4*r*x^2+36*a*b*p^4*x^3-108 *a*b*p^3*q^2*x^2-204*a*b*p^3*q*r*x^2+144*a*b*p^3*q*x^3-68*a*b*p^3*r^2*x^2+196*a *b*p^3*r*x^3-72*a*b*p^2*q^3*x^2-216*a*b*p^2*q^2*r*x^2+216*a*b*p^2*q^2*x^3-128*a *b*p^2*q*r^2*x^2+588*a*b*p^2*q*r*x^3-20*a*b*p^2*r^3*x^2+180*a*b*p^2*r^2*x^3-18* a*b*p*q^4*x^2-84*a*b*p*q^3*r*x^2+144*a*b*p*q^3*x^3-52*a*b*p*q^2*r^2*x^2+588*a*b *p*q^2*r*x^3+360*a*b*p*q*r^2*x^3-6*a*b*q^4*r*x^2+36*a*b*q^4*x^3+8*a*b*q^3*r^2*x ^2+196*a*b*q^3*r*x^3+20*a*b*q^2*r^3*x^2+180*a*b*q^2*r^2*x^3-192*a*c^6*x^2-2112* a*c^5*g*x^2-672*a*c^5*p*x^2-192*a*c^5*q*x^2-432*a*c^5*r*x^2+192*a*c^5*x^3-5352* a*c^4*g^2*x^2-4832*a*c^4*g*p*x^2-2704*a*c^4*g*q*x^2-3920*a*c^4*g*r*x^2+1280*a*c ^4*g*x^3-864*a*c^4*p^2*x^2-576*a*c^4*p*q*x^2-1176*a*c^4*p*r*x^2+384*a*c^4*p*x^3 -48*a*c^4*q^2*x^2-360*a*c^4*q*r*x^2+336*a*c^4*q*x^3-320*a*c^4*r^2*x^2+800*a*c^4 *r*x^3-5516*a*c^3*g^3*x^2-9528*a*c^3*g^2*p*x^2-5976*a*c^3*g^2*q*x^2-8464*a*c^3* g^2*r*x^2+1992*a*c^3*g^2*x^3-4176*a*c^3*g*p^2*x^2-4736*a*c^3*g*p*q*x^2-6476*a*c ^3*g*p*r*x^2+2176*a*c^3*g*p*x^3-1264*a*c^3*g*q^2*x^2-3844*a*c^3*g*q*r*x^2+2136* a*c^3*g*q*x^3-1824*a*c^3*g*r^2*x^2+5040*a*c^3*g*r*x^3-528*a*c^3*p^3*x^2-576*a*c ^3*p^2*q*x^2-1116*a*c^3*p^2*r*x^2+288*a*c^3*p^2*x^3-120*a*c^3*p*q^2*x^2-696*a*c ^3*p*q*r*x^2+504*a*c^3*p*q*x^3-592*a*c^3*p*r^2*x^2+1200*a*c^3*p*r*x^3-72*a*c^3* q^2*r*x^2+192*a*c^3*q^2*x^3-160*a*c^3*q*r^2*x^2+688*a*c^3*q*r*x^3-80*a*c^3*r^3* x^2+400*a*c^3*r^2*x^3-2706*a*c^2*g^4*x^2-7456*a*c^2*g^3*p*x^2-4812*a*c^2*g^3*q* x^2-7080*a*c^2*g^3*r*x^2+944*a*c^2*g^3*x^3-5972*a*c^2*g^2*p^2*x^2-7836*a*c^2*g^ 2*p*q*x^2-9970*a*c^2*g^2*p*r*x^2+2906*a*c^2*g^2*p*x^3-2294*a*c^2*g^2*q^2*x^2-\ 6830*a*c^2*g^2*q*r*x^2+2854*a*c^2*g^2*q*x^3-2976*a*c^2*g^2*r^2*x^2+7624*a*c^2*g ^2*r*x^3-1700*a*c^2*g*p^3*x^2-2872*a*c^2*g*p^2*q*x^2-3860*a*c^2*g*p^2*r*x^2+ 1278*a*c^2*g*p^2*x^3-1556*a*c^2*g*p*q^2*x^2-4240*a*c^2*g*p*q*r*x^2+2500*a*c^2*g *p*q*x^3-2088*a*c^2*g*p*r^2*x^2+5232*a*c^2*g*p*r*x^3-268*a*c^2*g*q^3*x^2-1224*a *c^2*g*q^2*r*x^2+1218*a*c^2*g*q^2*x^3-976*a*c^2*g*q*r^2*x^2+4528*a*c^2*g*q*r*x^ 3-200*a*c^2*g*r^3*x^2+2200*a*c^2*g*r^2*x^3-156*a*c^2*p^4*x^2-240*a*c^2*p^3*q*x^ 2-450*a*c^2*p^3*r*x^2+96*a*c^2*p^3*x^3-84*a*c^2*p^2*q^2*x^2-426*a*c^2*p^2*q*r*x ^2+252*a*c^2*p^2*q*x^3-352*a*c^2*p^2*r^2*x^2+600*a*c^2*p^2*r*x^3-72*a*c^2*p*q^2 *r*x^2+192*a*c^2*p*q^2*x^3-160*a*c^2*p*q*r^2*x^2+688*a*c^2*p*q*r*x^3-80*a*c^2*p *r^3*x^2+400*a*c^2*p*r^2*x^3+36*a*c^2*q^3*x^3+144*a*c^2*q^2*r*x^3+120*a*c^2*q*r ^2*x^3-621*a*c*g^5*x^2-2516*a*c*g^4*p*x^2-1622*a*c*g^4*q*x^2-2557*a*c*g^4*r*x^2 +30*a*c*g^4*x^3-3124*a*c*g^3*p^2*x^2-4318*a*c*g^3*p*q*x^2-5529*a*c*g^3*p*r*x^2+ 1203*a*c*g^3*p*x^3-1283*a*c*g^3*q^2*x^2-3981*a*c*g^3*q*r*x^2+1165*a*c*g^3*q*x^3 -1752*a*c*g^3*r^2*x^2+3980*a*c*g^3*r*x^3-1579*a*c*g^2*p^3*x^2-3146*a*c*g^2*p^2* q*x^2-3773*a*c*g^2*p^2*r*x^2+1256*a*c*g^2*p^2*x^3-1965*a*c*g^2*p*q^2*x^2-5016*a *c*g^2*p*q*r*x^2+2468*a*c*g^2*p*q*x^3-2116*a*c*g^2*p*r^2*x^2+5432*a*c*g^2*p*r*x ^3-350*a*c*g^2*q^3*x^2-1624*a*c*g^2*q^2*r*x^2+1232*a*c*g^2*q^2*x^3-1256*a*c*g^2 *q*r^2*x^2+5080*a*c*g^2*q*r*x^3-180*a*c*g^2*r^3*x^2+2560*a*c*g^2*r^2*x^3-314*a* c*g*p^4*x^2-708*a*c*g*p^3*q*x^2-942*a*c*g*p^3*r*x^2+303*a*c*g*p^3*x^3-574*a*c*g *p^2*q^2*x^2-1471*a*c*g*p^2*q*r*x^2+885*a*c*g*p^2*q*x^3-756*a*c*g*p^2*r^2*x^2+ 1656*a*c*g*p^2*r*x^3-204*a*c*g*p*q^3*x^2-765*a*c*g*p*q^2*r*x^2+853*a*c*g*p*q^2* x^3-600*a*c*g*p*q*r^2*x^2+2784*a*c*g*p*q*r*x^3-160*a*c*g*p*r^3*x^2+1200*a*c*g*p *r^2*x^3-24*a*c*g*q^4*x^2-138*a*c*g*q^3*r*x^2+271*a*c*g*q^3*x^3-68*a*c*g*q^2*r^ 2*x^2+1236*a*c*g*q^2*r*x^3+40*a*c*g*q*r^3*x^2+900*a*c*g*q*r^2*x^3-18*a*c*p^5*x^ 2-36*a*c*p^4*q*x^2-66*a*c*p^4*r*x^2+12*a*c*p^4*x^3-18*a*c*p^3*q^2*x^2-84*a*c*p^ 3*q*r*x^2+42*a*c*p^3*q*x^3-68*a*c*p^3*r^2*x^2+100*a*c*p^3*r*x^3-18*a*c*p^2*q^2* r*x^2+48*a*c*p^2*q^2*x^3-40*a*c*p^2*q*r^2*x^2+172*a*c*p^2*q*r*x^3-20*a*c*p^2*r^ 3*x^2+100*a*c*p^2*r^2*x^3+18*a*c*p*q^3*x^3+72*a*c*p*q^2*r*x^3+60*a*c*p*q*r^2*x^ 3-52*a*g^6*x^2-304*a*g^5*p*x^2-192*a*g^5*q*x^2-335*a*g^5*r*x^2-46*a*g^5*x^3-537 *a*g^4*p^2*x^2-756*a*g^4*p*q*x^2-1008*a*g^4*p*r*x^2+123*a*g^4*p*x^3-223*a*g^4*q ^2*x^2-741*a*g^4*q*r*x^2+115*a*g^4*q*x^3-340*a*g^4*r^2*x^2+664*a*g^4*r*x^3-412* a*g^3*p^3*x^2-883*a*g^3*p^2*q*x^2-1030*a*g^3*p^2*r*x^2+301*a*g^3*p^2*x^3-576*a* g^3*p*q^2*x^2-1490*a*g^3*p*q*r*x^2+585*a*g^3*p*q*x^3-602*a*g^3*p*r^2*x^2+1486*a *g^3*p*r*x^3-101*a*g^3*q^3*x^2-501*a*g^3*q^2*r*x^2+292*a*g^3*q^2*x^3-404*a*g^3* q*r^2*x^2+1422*a*g^3*q*r*x^3-50*a*g^3*r^3*x^2+780*a*g^3*r^2*x^3-149*a*g^2*p^4*x ^2-392*a*g^2*p^3*q*x^2-462*a*g^2*p^3*r*x^2+160*a*g^2*p^3*x^3-374*a*g^2*p^2*q^2* x^2-872*a*g^2*p^2*q*r*x^2+477*a*g^2*p^2*q*x^3-382*a*g^2*p^2*r^2*x^2+882*a*g^2*p ^2*r*x^3-148*a*g^2*p*q^3*x^2-540*a*g^2*p*q^2*r*x^2+476*a*g^2*p*q^2*x^3-388*a*g^ 2*p*q*r^2*x^2+1628*a*g^2*p*q*r*x^3-80*a*g^2*p*r^3*x^2+680*a*g^2*p*r^2*x^3-17*a* g^2*q^4*x^2-105*a*g^2*q^3*r*x^2+159*a*g^2*q^3*x^3-70*a*g^2*q^2*r^2*x^2+786*a*g^ 2*q^2*r*x^3+20*a*g^2*q*r^3*x^2+600*a*g^2*q*r^2*x^3-18*a*g*p^5*x^2-54*a*g*p^4*q* x^2-66*a*g*p^4*r*x^2+24*a*g*p^4*x^3-63*a*g*p^3*q^2*x^2-144*a*g*p^3*q*r*x^2+93*a *g*p^3*q*x^3-68*a*g*p^3*r^2*x^2+148*a*g*p^3*r*x^3-36*a*g*p^2*q^3*x^2-117*a*g*p^ 2*q^2*r*x^2+132*a*g*p^2*q^2*x^3-84*a*g*p^2*q*r^2*x^2+380*a*g*p^2*q*r*x^3-20*a*g *p^2*r^3*x^2+140*a*g*p^2*r^2*x^3-9*a*g*p*q^4*x^2-42*a*g*p*q^3*r*x^2+81*a*g*p*q^ 3*x^3-26*a*g*p*q^2*r^2*x^2+330*a*g*p*q^2*r*x^3+210*a*g*p*q*r^2*x^3-3*a*g*q^4*r* x^2+18*a*g*q^4*x^3+4*a*g*q^3*r^2*x^2+98*a*g*q^3*r*x^3+10*a*g*q^2*r^3*x^2+90*a*g *q^2*r^2*x^3-32*b^5*c^2*x^2-112*b^5*c*g*x^2-16*b^5*c*p*x^2+16*b^5*c*r*x^2+32*b^ 5*c*x^3-32*b^5*g^2*x^2-64*b^5*g*p*x^2-32*b^5*g*r*x^2-384*b^4*c^3*x^2-1088*b^4*c ^2*g*x^2-384*b^4*c^2*p*x^2-192*b^4*c^2*q*x^2-208*b^4*c^2*r*x^2+128*b^4*c^2*x^3-\ 704*b^4*c*g^2*x^2-976*b^4*c*g*p*x^2-384*b^4*c*g*q*x^2-688*b^4*c*g*r*x^2+208*b^4 *c*g*x^3-96*b^4*c*p^2*x^2-112*b^4*c*p*q*x^2-120*b^4*c*p*r*x^2+32*b^4*c*p*x^3+16 *b^4*c*q*r*x^2+64*b^4*c*q*x^3+96*b^4*c*r^2*x^2+192*b^4*c*r*x^3-120*b^4*g^3*x^2-\ 360*b^4*g^2*p*x^2-112*b^4*g^2*q*x^2-296*b^4*g^2*r*x^2-28*b^4*g^2*x^3-200*b^4*g* p^2*x^2-208*b^4*g*p*q*x^2-288*b^4*g*p*r*x^2+100*b^4*g*p*x^3-80*b^4*g*q*r*x^2+ 116*b^4*g*q*x^3+32*b^4*g*r^2*x^2+448*b^4*g*r*x^3-1056*b^3*c^4*x^2-3664*b^3*c^3* g*x^2-1392*b^3*c^3*p*x^2-1056*b^3*c^3*q*x^2-1184*b^3*c^3*r*x^2+304*b^3*c^3*x^3-\ 3712*b^3*c^2*g^2*x^2-4456*b^3*c^2*g*p*x^2-2608*b^3*c^2*g*q*x^2-3720*b^3*c^2*g*r *x^2+1000*b^3*c^2*g*x^3-576*b^3*c^2*p^2*x^2-1040*b^3*c^2*p*q*x^2-1032*b^3*c^2*p *r*x^2+232*b^3*c^2*p*x^3-264*b^3*c^2*q^2*x^2-632*b^3*c^2*q*r*x^2+304*b^3*c^2*q* x^3+32*b^3*c^2*r^2*x^2+896*b^3*c^2*r*x^3-1424*b^3*c*g^3*x^2-3336*b^3*c*g^2*p*x^ 2-1704*b^3*c*g^2*q*x^2-2936*b^3*c*g^2*r*x^2+344*b^3*c*g^2*x^3-1656*b^3*c*g*p^2* x^2-2232*b^3*c*g*p*q*x^2-2692*b^3*c*g*p*r*x^2+892*b^3*c*g*p*x^3-436*b^3*c*g*q^2 *x^2-1456*b^3*c*g*q*r*x^2+1008*b^3*c*g*q*x^3-192*b^3*c*g*r^2*x^2+2976*b^3*c*g*r *x^3-72*b^3*c*p^3*x^2-240*b^3*c*p^2*q*x^2-216*b^3*c*p^2*r*x^2+48*b^3*c*p^2*x^3-\ 172*b^3*c*p*q^2*x^2-360*b^3*c*p*q*r*x^2+116*b^3*c*p*q*x^3-80*b^3*c*p*r^2*x^2+ 256*b^3*c*p*r*x^3-20*b^3*c*q^2*r*x^2+76*b^3*c*q^2*x^3+128*b^3*c*q*r^2*x^2+448*b ^3*c*q*r*x^3+80*b^3*c*r^3*x^2+160*b^3*c*r^2*x^3-176*b^3*g^4*x^2-698*b^3*g^3*p*x ^2-316*b^3*g^3*q*x^2-678*b^3*g^3*r*x^2-86*b^3*g^3*x^3-692*b^3*g^2*p^2*x^2-840*b ^3*g^2*p*q*x^2-1148*b^3*g^2*p*r*x^2+274*b^3*g^2*p*x^3-128*b^3*g^2*q^2*x^2-592*b ^3*g^2*q*r*x^2+314*b^3*g^2*q*x^3-128*b^3*g^2*r^2*x^2+1296*b^3*g^2*r*x^3-182*b^3 *g*p^3*x^2-412*b^3*g*p^2*q*x^2-434*b^3*g*p^2*r*x^2+192*b^3*g*p^2*x^3-232*b^3*g* p*q^2*x^2-576*b^3*g*p*q*r*x^2+394*b^3*g*p*q*x^3-144*b^3*g*p*r^2*x^2+872*b^3*g*p *r*x^3-80*b^3*g*q^2*r*x^2+206*b^3*g*q^2*x^3+64*b^3*g*q*r^2*x^2+968*b^3*g*q*r*x^ 3+80*b^3*g*r^3*x^2+440*b^3*g*r^2*x^3-1088*b^2*c^5*x^2-4992*b^2*c^4*g*x^2-1696*b ^2*c^4*p*x^2-1632*b^2*c^4*q*x^2-1680*b^2*c^4*r*x^2+400*b^2*c^4*x^3-7312*b^2*c^3 *g^2*x^2-7608*b^2*c^3*g*p*x^2-5504*b^2*c^3*g*q*x^2-7016*b^2*c^3*g*r*x^2+1824*b^ 2*c^3*g*x^3-864*b^2*c^3*p^2*x^2-2080*b^2*c^3*p*q*x^2-1704*b^2*c^3*p*r*x^2+536*b ^2*c^3*p*x^3-816*b^2*c^3*q^2*x^2-1776*b^2*c^3*q*r*x^2+600*b^2*c^3*q*x^3-224*b^2 *c^3*r^2*x^2+1504*b^2*c^3*r*x^3-4616*b^2*c^2*g^3*x^2-9196*b^2*c^2*g^2*p*x^2-\ 5808*b^2*c^2*g^2*q*x^2-8516*b^2*c^2*g^2*r*x^2+1600*b^2*c^2*g^2*x^3-3984*b^2*c^2 *g*p^2*x^2-6432*b^2*c^2*g*p*q*x^2-6984*b^2*c^2*g*p*r*x^2+2356*b^2*c^2*g*p*x^3-\ 1928*b^2*c^2*g*q^2*x^2-5204*b^2*c^2*g*q*r*x^2+2504*b^2*c^2*g*q*x^3-1280*b^2*c^2 *g*r^2*x^2+6432*b^2*c^2*g*r*x^3-144*b^2*c^2*p^3*x^2-768*b^2*c^2*p^2*q*x^2-432*b ^2*c^2*p^2*r*x^2+240*b^2*c^2*p^2*x^3-808*b^2*c^2*p*q^2*x^2-1392*b^2*c^2*p*q*r*x ^2+536*b^2*c^2*p*q*x^3-160*b^2*c^2*p*r^2*x^2+944*b^2*c^2*p*r*x^3-136*b^2*c^2*q^ 3*x^2-516*b^2*c^2*q^2*r*x^2+300*b^2*c^2*q^2*x^3+1504*b^2*c^2*q*r*x^3+160*b^2*c^ 2*r^3*x^2+560*b^2*c^2*r^2*x^3-1288*b^2*c*g^4*x^2-4154*b^2*c*g^3*p*x^2-2392*b^2* c*g^3*q*x^2-4024*b^2*c*g^3*r*x^2+202*b^2*c*g^3*x^3-3572*b^2*c*g^2*p^2*x^2-5060* b^2*c*g^2*p*q*x^2-6222*b^2*c*g^2*p*r*x^2+1742*b^2*c*g^2*p*x^3-1296*b^2*c*g^2*q^ 2*x^2-4152*b^2*c*g^2*q*r*x^2+1864*b^2*c*g^2*q*x^3-1280*b^2*c*g^2*r^2*x^2+5768*b ^2*c*g^2*r*x^3-838*b^2*c*g*p^3*x^2-2204*b^2*c*g*p^2*q*x^2-2072*b^2*c*g*p^2*r*x^ 2+946*b^2*c*g*p^2*x^3-1604*b^2*c*g*p*q^2*x^2-3488*b^2*c*g*p*q*r*x^2+1946*b^2*c* g*p*q*x^3-872*b^2*c*g*p*r^2*x^2+3856*b^2*c*g*p*r*x^3-204*b^2*c*g*q^3*x^2-988*b^ 2*c*g*q^2*r*x^2+1022*b^2*c*g*q^2*x^3-160*b^2*c*g*q*r^2*x^2+4456*b^2*c*g*q*r*x^3 +280*b^2*c*g*r^3*x^2+1960*b^2*c*g*r^2*x^3-72*b^2*c*p^3*q*x^2+36*b^2*c*p^3*x^3-\ 168*b^2*c*p^2*q^2*x^2-216*b^2*c*p^2*q*r*x^2+120*b^2*c*p^2*q*x^3+144*b^2*c*p^2*r *x^3-96*b^2*c*p*q^3*x^2-270*b^2*c*p*q^2*r*x^2+134*b^2*c*p*q^2*x^3-80*b^2*c*p*q* r^2*x^2+472*b^2*c*p*q*r*x^3+120*b^2*c*p*r^2*x^3-24*b^2*c*q^3*r*x^2+50*b^2*c*q^3 *x^3+56*b^2*c*q^2*r^2*x^2+376*b^2*c*q^2*r*x^3+80*b^2*c*q*r^3*x^2+280*b^2*c*q*r^ 2*x^3-126*b^2*g^5*x^2-623*b^2*g^4*p*x^2-330*b^2*g^4*q*x^2-655*b^2*g^4*r*x^2-96* b^2*g^4*x^3-864*b^2*g^3*p^2*x^2-1136*b^2*g^3*p*q*x^2-1551*b^2*g^3*p*r*x^2+271*b ^2*g^3*p*x^3-256*b^2*g^3*q^2*x^2-986*b^2*g^3*q*r*x^2+303*b^2*g^3*q*x^3-356*b^2* g^3*r^2*x^2+1392*b^2*g^3*r*x^3-425*b^2*g^2*p^3*x^2-986*b^2*g^2*p^2*q*x^2-1047*b ^2*g^2*p^2*r*x^2+410*b^2*g^2*p^2*x^3-626*b^2*g^2*p*q^2*x^2-1540*b^2*g^2*p*q*r*x ^2+833*b^2*g^2*p*q*x^3-448*b^2*g^2*p*r^2*x^2+1920*b^2*g^2*p*r*x^3-60*b^2*g^2*q^ 3*x^2-390*b^2*g^2*q^2*r*x^2+433*b^2*g^2*q^2*x^3-96*b^2*g^2*q*r^2*x^2+2080*b^2*g ^2*q*r*x^3+120*b^2*g^2*r^3*x^2+1020*b^2*g^2*r^2*x^3-60*b^2*g*p^4*x^2-216*b^2*g* p^3*q*x^2-177*b^2*g*p^3*r*x^2+115*b^2*g*p^3*x^3-264*b^2*g*p^2*q^2*x^2-486*b^2*g *p^2*q*r*x^2+351*b^2*g*p^2*q*x^3-116*b^2*g*p^2*r^2*x^2+552*b^2*g*p^2*r*x^3-108* b^2*g*p*q^3*x^2-360*b^2*g*p*q^2*r*x^2+358*b^2*g*p*q^2*x^3-144*b^2*g*p*q*r^2*x^2 +1196*b^2*g*p*q*r*x^3+420*b^2*g*p*r^2*x^3-36*b^2*g*q^3*r*x^2+122*b^2*g*q^3*x^3+ 40*b^2*g*q^2*r^2*x^2+668*b^2*g*q^2*r*x^3+80*b^2*g*q*r^3*x^2+500*b^2*g*q*r^2*x^3 -384*b*c^6*x^2-2592*b*c^5*g*x^2-672*b*c^5*p*x^2-768*b*c^5*q*x^2-720*b*c^5*r*x^2 +192*b*c^5*x^3-5544*b*c^4*g^2*x^2-4736*b*c^4*g*p*x^2-3856*b*c^4*g*q*x^2-4528*b* c^4*g*r*x^2+1280*b*c^4*g*x^3-384*b*c^4*p^2*x^2-1152*b*c^4*p*q*x^2-792*b*c^4*p*r *x^2+336*b*c^4*p*x^3-576*b*c^4*q^2*x^2-1128*b*c^4*q*r*x^2+384*b*c^4*q*x^3-160*b *c^4*r^2*x^2+800*b*c^4*r*x^3-5260*b*c^3*g^3*x^2-8952*b*c^3*g^2*p*x^2-6312*b*c^3 *g^2*q*x^2-8432*b*c^3*g^2*r*x^2+1992*b*c^3*g^2*x^3-3152*b*c^3*g*p^2*x^2-5632*b* c^3*g*p*q*x^2-5564*b*c^3*g*p*r*x^2+2136*b*c^3*g*p*x^3-2088*b*c^3*g*q^2*x^2-5044 *b*c^3*g*q*r*x^2+2176*b*c^3*g*q*x^3-1296*b*c^3*g*r^2*x^2+5040*b*c^3*g*r*x^3-72* b*c^3*p^3*x^2-528*b*c^3*p^2*q*x^2-216*b*c^3*p^2*r*x^2+192*b*c^3*p^2*x^3-720*b*c ^3*p*q^2*x^2-1032*b*c^3*p*q*r*x^2+504*b*c^3*p*q*x^3-80*b*c^3*p*r^2*x^2+688*b*c^ 3*p*r*x^3-192*b*c^3*q^3*x^2-612*b*c^3*q^2*r*x^2+288*b*c^3*q^2*x^3-128*b*c^3*q*r ^2*x^2+1200*b*c^3*q*r*x^3+80*b*c^3*r^3*x^2+400*b*c^3*r^2*x^3-2454*b*c^2*g^4*x^2 -6792*b*c^2*g^3*p*x^2-4412*b*c^2*g^3*q*x^2-6552*b*c^2*g^3*r*x^2+944*b*c^2*g^3*x ^3-5020*b*c^2*g^2*p^2*x^2-7716*b*c^2*g^2*p*q*x^2-8770*b*c^2*g^2*p*r*x^2+2854*b* c^2*g^2*p*x^3-2434*b*c^2*g^2*q^2*x^2-6782*b*c^2*g^2*q*r*x^2+2906*b*c^2*g^2*q*x^ 3-2184*b*c^2*g^2*r^2*x^2+7624*b*c^2*g^2*r*x^3-956*b*c^2*g*p^3*x^2-2716*b*c^2*g* p^2*q*x^2-2304*b*c^2*g*p^2*r*x^2+1218*b*c^2*g*p^2*x^3-2348*b*c^2*g*p*q^2*x^2-\ 4592*b*c^2*g*p*q*r*x^2+2500*b*c^2*g*p*q*x^3-1064*b*c^2*g*p*r^2*x^2+4528*b*c^2*g *p*r*x^3-472*b*c^2*g*q^3*x^2-1828*b*c^2*g*q^2*r*x^2+1278*b*c^2*g*q^2*x^3-672*b* c^2*g*q*r^2*x^2+5232*b*c^2*g*q*r*x^3+200*b*c^2*g*r^3*x^2+2200*b*c^2*g*r^2*x^3-\ 72*b*c^2*p^3*q*x^2+36*b*c^2*p^3*x^3-240*b*c^2*p^2*q^2*x^2-216*b*c^2*p^2*q*r*x^2 +192*b*c^2*p^2*q*x^3+144*b*c^2*p^2*r*x^3-192*b*c^2*p*q^3*x^2-438*b*c^2*p*q^2*r* x^2+252*b*c^2*p*q^2*x^3-80*b*c^2*p*q*r^2*x^2+688*b*c^2*p*q*r*x^3+120*b*c^2*p*r^ 2*x^3-24*b*c^2*q^4*x^2-126*b*c^2*q^3*r*x^2+96*b*c^2*q^3*x^3-8*b*c^2*q^2*r^2*x^2 +600*b*c^2*q^2*r*x^3+80*b*c^2*q*r^3*x^2+400*b*c^2*q*r^2*x^3-543*b*c*g^5*x^2-\ 2236*b*c*g^4*p*x^2-1366*b*c*g^4*q*x^2-2267*b*c*g^4*r*x^2+30*b*c*g^4*x^3-2710*b* c*g^3*p^2*x^2-3878*b*c*g^3*p*q*x^2-4851*b*c*g^3*p*r*x^2+1165*b*c*g^3*p*x^3-1103 *b*c*g^3*q^2*x^2-3495*b*c*g^3*q*r*x^2+1203*b*c*g^3*q*x^3-1308*b*c*g^3*r^2*x^2+ 3980*b*c*g^3*r*x^3-1159*b*c*g^2*p^3*x^2-2832*b*c*g^2*p^2*q*x^2-2804*b*c*g^2*p^2 *r*x^2+1232*b*c*g^2*p^2*x^3-2065*b*c*g^2*p*q^2*x^2-4632*b*c*g^2*p*q*r*x^2+2468* b*c*g^2*p*q*x^3-1324*b*c*g^2*p*r^2*x^2+5080*b*c*g^2*p*r*x^3-344*b*c*g^2*q^3*x^2 -1567*b*c*g^2*q^2*r*x^2+1256*b*c*g^2*q^2*x^3-704*b*c*g^2*q*r^2*x^2+5432*b*c*g^2 *q*r*x^3+180*b*c*g^2*r^3*x^2+2560*b*c*g^2*r^2*x^3-138*b*c*g*p^4*x^2-516*b*c*g*p ^3*q*x^2-402*b*c*g*p^3*r*x^2+271*b*c*g*p^3*x^3-728*b*c*g*p^2*q^2*x^2-1215*b*c*g *p^2*q*r*x^2+853*b*c*g*p^2*q*x^3-292*b*c*g*p^2*r^2*x^2+1236*b*c*g*p^2*r*x^3-384 *b*c*g*p*q^3*x^2-1133*b*c*g*p*q^2*r*x^2+885*b*c*g*p*q^2*x^3-480*b*c*g*p*q*r^2*x ^2+2784*b*c*g*p*q*r*x^3-40*b*c*g*p*r^3*x^2+900*b*c*g*p*r^2*x^3-34*b*c*g*q^4*x^2 -222*b*c*g*q^3*r*x^2+303*b*c*g*q^3*x^3-24*b*c*g*q^2*r^2*x^2+1656*b*c*g*q^2*r*x^ 3+160*b*c*g*q*r^3*x^2+1200*b*c*g*q*r^2*x^3-18*b*c*p^3*q^2*x^2+18*b*c*p^3*q*x^3-\ 36*b*c*p^2*q^3*x^2-54*b*c*p^2*q^2*r*x^2+48*b*c*p^2*q^2*x^3+72*b*c*p^2*q*r*x^3-\ 18*b*c*p*q^4*x^2-60*b*c*p*q^3*r*x^2+42*b*c*p*q^3*x^3-20*b*c*p*q^2*r^2*x^2+172*b *c*p*q^2*r*x^3+60*b*c*p*q*r^2*x^3-6*b*c*q^4*r*x^2+12*b*c*q^4*x^3+8*b*c*q^3*r^2* x^2+100*b*c*q^3*r*x^3+20*b*c*q^2*r^3*x^2+100*b*c*q^2*r^2*x^3-44*b*g^6*x^2-264*b *g^5*p*x^2-152*b*g^5*q*x^2-289*b*g^5*r*x^2-46*b*g^5*x^3-470*b*g^4*p^2*x^2-642*b *g^4*p*q*x^2-879*b*g^4*p*r*x^2+115*b*g^4*p*x^3-168*b*g^4*q^2*x^2-612*b*g^4*q*r* x^2+123*b*g^4*q*x^3-260*b*g^4*r^2*x^2+664*b*g^4*r*x^3-334*b*g^3*p^3*x^2-768*b*g ^3*p^2*q*x^2-831*b*g^3*p^2*r*x^2+292*b*g^3*p^2*x^3-512*b*g^3*p*q^2*x^2-1270*b*g ^3*p*q*r*x^2+585*b*g^3*p*q*x^3-406*b*g^3*p*r^2*x^2+1422*b*g^3*p*r*x^3-74*b*g^3* q^3*x^2-398*b*g^3*q^2*r*x^2+301*b*g^3*q^2*x^3-208*b*g^3*q*r^2*x^2+1486*b*g^3*q* r*x^3+50*b*g^3*r^3*x^2+780*b*g^3*r^2*x^3-94*b*g^2*p^4*x^2-314*b*g^2*p^3*q*x^2-\ 279*b*g^2*p^3*r*x^2+159*b*g^2*p^3*x^3-376*b*g^2*p^2*q^2*x^2-720*b*g^2*p^2*q*r*x ^2+476*b*g^2*p^2*q*x^3-200*b*g^2*p^2*r^2*x^2+786*b*g^2*p^2*r*x^3-166*b*g^2*p*q^ 3*x^2-556*b*g^2*p*q^2*r*x^2+477*b*g^2*p*q^2*x^3-272*b*g^2*p*q*r^2*x^2+1628*b*g^ 2*p*q*r*x^3-20*b*g^2*p*r^3*x^2+600*b*g^2*p*r^2*x^3-10*b*g^2*q^4*x^2-90*b*g^2*q^ 3*r*x^2+160*b*g^2*q^3*x^3-8*b*g^2*q^2*r^2*x^2+882*b*g^2*q^2*r*x^3+80*b*g^2*q*r^ 3*x^2+680*b*g^2*q*r^2*x^3-9*b*g*p^5*x^2-36*b*g*p^4*q*x^2-33*b*g*p^4*r*x^2+18*b* g*p^4*x^3-63*b*g*p^3*q^2*x^2-102*b*g*p^3*q*r*x^2+81*b*g*p^3*q*x^3-34*b*g*p^3*r^ 2*x^2+98*b*g*p^3*r*x^3-54*b*g*p^2*q^3*x^2-135*b*g*p^2*q^2*r*x^2+132*b*g*p^2*q^2 *x^3-64*b*g*p^2*q*r^2*x^2+330*b*g*p^2*q*r*x^3-10*b*g*p^2*r^3*x^2+90*b*g*p^2*r^2 *x^3-18*b*g*p*q^4*x^2-72*b*g*p*q^3*r*x^2+93*b*g*p*q^3*x^3-36*b*g*p*q^2*r^2*x^2+ 380*b*g*p*q^2*r*x^3+210*b*g*p*q*r^2*x^3-6*b*g*q^4*r*x^2+24*b*g*q^4*x^3+8*b*g*q^ 3*r^2*x^2+148*b*g*q^3*r*x^3+20*b*g*q^2*r^3*x^2+140*b*g*q^2*r^2*x^3-288*c^6*g*x^ 2-1200*c^5*g^2*x^2-672*c^5*g*p*x^2-480*c^5*g*q*x^2-576*c^5*g*r*x^2+192*c^5*g*x^ 3-1776*c^4*g^3*x^2-2480*c^4*g^2*p*x^2-1696*c^4*g^2*q*x^2-2208*c^4*g^2*r*x^2+640 *c^4*g^2*x^3-624*c^4*g*p^2*x^2-864*c^4*g*p*q*x^2-984*c^4*g*p*r*x^2+360*c^4*g*p* x^3-312*c^4*g*q^2*x^2-744*c^4*g*q*r*x^2+360*c^4*g*q*x^3-240*c^4*g*r^2*x^2+800*c ^4*g*r*x^3-1272*c^3*g^4*x^2-3056*c^3*g^3*p*x^2-2032*c^3*g^3*q*x^2-2832*c^3*g^3* r*x^2+608*c^3*g^3*x^3-1936*c^3*g^2*p^2*x^2-2736*c^3*g^2*p*q*x^2-3200*c^3*g^2*p* r*x^2+1108*c^3*g^2*p*x^3-884*c^3*g^2*q^2*x^2-2368*c^3*g^2*q*r*x^2+1108*c^3*g^2* q*x^3-840*c^3*g^2*r^2*x^2+2640*c^3*g^2*r*x^3-300*c^3*g*p^3*x^2-552*c^3*g*p^2*q* x^2-666*c^3*g*p^2*r*x^2+240*c^3*g*p^2*x^3-420*c^3*g*p*q^2*x^2-864*c^3*g*p*q*r*x ^2+504*c^3*g*p*q*x^3-336*c^3*g*p*r^2*x^2+944*c^3*g*p*r*x^3-96*c^3*g*q^3*x^2-342 *c^3*g*q^2*r*x^2+240*c^3*g*q^2*x^3-144*c^3*g*q*r^2*x^2+944*c^3*g*q*r*x^3+400*c^ 3*g*r^2*x^3-474*c^2*g^5*x^2-1704*c^2*g^4*p*x^2-1104*c^2*g^4*q*x^2-1656*c^2*g^4* r*x^2+192*c^2*g^4*x^3-1848*c^2*g^3*p^2*x^2-2616*c^2*g^3*p*q*x^2-3186*c^2*g^3*p* r*x^2+910*c^2*g^3*p*x^3-798*c^2*g^3*q^2*x^2-2334*c^2*g^3*q*r*x^2+910*c^2*g^3*q* x^3-900*c^2*g^3*r^2*x^2+2520*c^2*g^3*r*x^3-722*c^2*g^2*p^3*x^2-1510*c^2*g^2*p^2 *q*x^2-1681*c^2*g^2*p^2*r*x^2+660*c^2*g^2*p^2*x^3-1058*c^2*g^2*p*q^2*x^2-2400*c ^2*g^2*p*q*r*x^2+1328*c^2*g^2*p*q*x^3-864*c^2*g^2*p*r^2*x^2+2624*c^2*g^2*p*r*x^ 3-202*c^2*g^2*q^3*x^2-839*c^2*g^2*q^2*r*x^2+660*c^2*g^2*q^2*x^3-456*c^2*g^2*q*r ^2*x^2+2624*c^2*g^2*q*r*x^3+1200*c^2*g^2*r^2*x^3-78*c^2*g*p^4*x^2-156*c^2*g*p^3 *q*x^2-225*c^2*g*p^3*r*x^2+66*c^2*g*p^3*x^3-162*c^2*g*p^2*q^2*x^2-321*c^2*g*p^2 *q*r*x^2+222*c^2*g*p^2*q*x^3-176*c^2*g*p^2*r^2*x^2+372*c^2*g*p^2*r*x^3-96*c^2*g *p*q^3*x^2-255*c^2*g*p*q^2*r*x^2+222*c^2*g*p*q^2*x^3-120*c^2*g*p*q*r^2*x^2+688* c^2*g*p*q*r*x^3-40*c^2*g*p*r^3*x^2+260*c^2*g*p*r^2*x^3-12*c^2*g*q^4*x^2-63*c^2* g*q^3*r*x^2+66*c^2*g*q^3*x^3-4*c^2*g*q^2*r^2*x^2+372*c^2*g*q^2*r*x^3+40*c^2*g*q *r^3*x^2+260*c^2*g*q*r^2*x^3-87*c*g^6*x^2-442*c*g^5*p*x^2-278*c*g^5*q*x^2-456*c *g^5*r*x^2-4*c*g^5*x^3-708*c*g^4*p^2*x^2-996*c*g^4*p*q*x^2-1278*c*g^4*p*r*x^2+ 259*c*g^4*p*x^3-291*c*g^4*q^2*x^2-930*c*g^4*q*r*x^2+259*c*g^4*q*x^3-390*c*g^4*r ^2*x^2+940*c*g^4*r*x^3-470*c*g^3*p^3*x^2-1025*c*g^3*p^2*q*x^2-1138*c*g^3*p^2*r* x^2+406*c*g^3*p^2*x^3-694*c*g^3*p*q^2*x^2-1680*c*g^3*p*q*r*x^2+806*c*g^3*p*q*x^ 3-604*c*g^3*p*r^2*x^2+1784*c*g^3*p*r*x^3-121*c*g^3*q^3*x^2-566*c*g^3*q^2*r*x^2+ 406*c*g^3*q^2*x^3-356*c*g^3*q*r^2*x^2+1784*c*g^3*q*r*x^3+900*c*g^3*r^2*x^3-130* c*g^2*p^4*x^2-342*c*g^2*p^3*q*x^2-387*c*g^2*p^3*r*x^2+157*c*g^2*p^3*x^3-363*c*g ^2*p^2*q^2*x^2-749*c*g^2*p^2*q*r*x^2+481*c*g^2*p^2*q*x^3-304*c*g^2*p^2*r^2*x^2+ 806*c*g^2*p^2*r*x^3-168*c*g^2*p*q^3*x^2-535*c*g^2*p*q^2*r*x^2+481*c*g^2*p*q^2*x ^3-300*c*g^2*p*q*r^2*x^2+1552*c*g^2*p*q*r*x^3-60*c*g^2*p*r^3*x^2+590*c*g^2*p*r^ 2*x^3-17*c*g^2*q^4*x^2-105*c*g^2*q^3*r*x^2+157*c*g^2*q^3*x^3-26*c*g^2*q^2*r^2*x ^2+806*c*g^2*q^2*r*x^3+60*c*g^2*q*r^3*x^2+590*c*g^2*q*r^2*x^3-9*c*g*p^5*x^2-18* c*g*p^4*q*x^2-33*c*g*p^4*r*x^2+6*c*g*p^4*x^3-18*c*g*p^3*q^2*x^2-42*c*g*p^3*q*r* x^2+30*c*g*p^3*q*x^3-34*c*g*p^3*r^2*x^2+50*c*g*p^3*r*x^3-18*c*g*p^2*q^3*x^2-36* c*g*p^2*q^2*r*x^2+48*c*g*p^2*q^2*x^3-20*c*g*p^2*q*r^2*x^2+122*c*g*p^2*q*r*x^3-\ 10*c*g*p^2*r^3*x^2+50*c*g*p^2*r^2*x^3-9*c*g*p*q^4*x^2-30*c*g*p*q^3*r*x^2+30*c*g *p*q^3*x^3-10*c*g*p*q^2*r^2*x^2+122*c*g*p*q^2*r*x^3+60*c*g*p*q*r^2*x^3-3*c*g*q^ 4*r*x^2+6*c*g*q^4*x^3+4*c*g*q^3*r^2*x^2+50*c*g*q^3*r*x^3+10*c*g*q^2*r^3*x^2+50* c*g*q^2*r^2*x^3-6*g^7*x^2-43*g^6*p*x^2-26*g^6*q*x^2-48*g^6*r*x^2-8*g^6*x^3-95*g ^5*p^2*x^2-132*g^5*p*q*x^2-181*g^5*p*r*x^2+18*g^5*p*x^3-37*g^5*q^2*x^2-131*g^5* q*r*x^2+18*g^5*q*x^3-60*g^5*r^2*x^2+120*g^5*r*x^3-92*g^4*p^3*x^2-204*g^4*p^2*q* x^2-232*g^4*p^2*r*x^2+68*g^4*p^2*x^3-135*g^4*p*q^2*x^2-348*g^4*p*q*r*x^2+134*g^ 4*p*q*x^3-128*g^4*p*r^2*x^2+354*g^4*p*r*x^3-22*g^4*q^3*x^2-116*g^4*q^2*r*x^2+68 *g^4*q^2*x^3-82*g^4*q*r^2*x^2+354*g^4*q*r*x^3+200*g^4*r^2*x^3-43*g^3*p^4*x^2-\ 124*g^3*p^3*q*x^2-132*g^3*p^3*r*x^2+54*g^3*p^3*x^3-132*g^3*p^2*q^2*x^2-283*g^3* p^2*q*r*x^2+161*g^3*p^2*q*x^3-106*g^3*p^2*r^2*x^2+292*g^3*p^2*r*x^3-56*g^3*p*q^ 3*x^2-197*g^3*p*q^2*r*x^2+161*g^3*p*q^2*x^3-120*g^3*p*q*r^2*x^2+568*g^3*p*q*r*x ^3-20*g^3*p*r^3*x^2+230*g^3*p*r^2*x^3-5*g^3*q^4*x^2-36*g^3*q^3*r*x^2+54*g^3*q^3 *x^3-14*g^3*q^2*r^2*x^2+292*g^3*q^2*r*x^3+20*g^3*q*r^3*x^2+230*g^3*q*r^2*x^3-9* g^2*p^5*x^2-27*g^2*p^4*q*x^2-33*g^2*p^4*r*x^2+12*g^2*p^4*x^3-36*g^2*p^3*q^2*x^2 -72*g^2*p^3*q*r*x^2+51*g^2*p^3*q*x^3-34*g^2*p^3*r^2*x^2+74*g^2*p^3*r*x^3-27*g^2 *p^2*q^3*x^2-72*g^2*p^2*q^2*r*x^2+78*g^2*p^2*q^2*x^3-42*g^2*p^2*q*r^2*x^2+208*g ^2*p^2*q*r*x^3-10*g^2*p^2*r^3*x^2+70*g^2*p^2*r^2*x^3-9*g^2*p*q^4*x^2-36*g^2*p*q ^3*r*x^2+51*g^2*p*q^3*x^3-18*g^2*p*q^2*r^2*x^2+208*g^2*p*q^2*r*x^3+120*g^2*p*q* r^2*x^3-3*g^2*q^4*r*x^2+12*g^2*q^4*x^3+4*g^2*q^3*r^2*x^2+74*g^2*q^3*r*x^3+10*g^ 2*q^2*r^3*x^2+70*g^2*q^2*r^2*x^3+96*a^6*b*x+48*a^6*g*x+288*a^5*b^2*x+768*a^5*b* c*x+496*a^5*b*g*x+432*a^5*b*p*x+208*a^5*b*q*x+416*a^5*b*r*x+32*a^5*b*x^2+32*a^5 *c^2*x+400*a^5*c*g*x+48*a^5*c*p*x+16*a^5*c*q*x+32*a^5*c*r*x-64*a^5*c*x^2+176*a^ 5*g^2*x+240*a^5*g*p*x+112*a^5*g*q*x+224*a^5*g*r*x-16*a^5*g*x^2+288*a^4*b^3*x+ 1856*a^4*b^2*c*x+1008*a^4*b^2*g*x+1088*a^4*b^2*p*x+416*a^4*b^2*q*x+992*a^4*b^2* r*x+160*a^4*b^2*x^2+2400*a^4*b*c^2*x+3280*a^4*b*c*g*x+2688*a^4*b*c*p*x+1216*a^4 *b*c*q*x+2384*a^4*b*c*r*x-592*a^4*b*c*x^2+968*a^4*b*g^2*x+1920*a^4*b*g*p*x+816* a^4*b*g*q*x+1776*a^4*b*g*r*x+184*a^4*b*g*x^2+648*a^4*b*p^2*x+688*a^4*b*p*q*x+ 1088*a^4*b*p*r*x-616*a^4*b*p*x^2+136*a^4*b*q^2*x+600*a^4*b*q*r*x-304*a^4*b*q*x^ 2+384*a^4*b*r^2*x-1504*a^4*b*r*x^2-584*a^4*b*x^3+128*a^4*c^3*x+1328*a^4*c^2*g*x +384*a^4*c^2*p*x+64*a^4*c^2*q*x+240*a^4*c^2*r*x-272*a^4*c^2*x^2+1208*a^4*c*g^2* x+1632*a^4*c*g*p*x+672*a^4*c*g*q*x+1376*a^4*c*g*r*x-560*a^4*c*g*x^2+192*a^4*c*p ^2*x+112*a^4*c*p*q*x+320*a^4*c*p*r*x-112*a^4*c*p*x^2+72*a^4*c*q*r*x-40*a^4*c*q* x^2+144*a^4*c*r^2*x-176*a^4*c*r*x^2-128*a^4*c*x^3+268*a^4*g^3*x+736*a^4*g^2*p*x +320*a^4*g^2*q*x+672*a^4*g^2*r*x-12*a^4*g^2*x^2+420*a^4*g*p^2*x+400*a^4*g*p*q*x +704*a^4*g*p*r*x-364*a^4*g*p*x^2+68*a^4*g*q^2*x+336*a^4*g*q*r*x-172*a^4*g*q*x^2 +264*a^4*g*r^2*x-840*a^4*g*r*x^2-356*a^4*g*x^3+96*a^3*b^4*x+1408*a^3*b^3*c*x+ 720*a^3*b^3*g*x+880*a^3*b^3*p*x+208*a^3*b^3*q*x+736*a^3*b^3*r*x+288*a^3*b^3*x^2 +4448*a^3*b^2*c^2*x+5200*a^3*b^2*c*g*x+5088*a^3*b^2*c*p*x+1856*a^3*b^2*c*q*x+ 4336*a^3*b^2*c*r*x-816*a^3*b^2*c*x^2+1368*a^3*b^2*g^2*x+3160*a^3*b^2*g*p*x+1064 *a^3*b^2*g*q*x+2832*a^3*b^2*g*r*x+752*a^3*b^2*g*x^2+1256*a^3*b^2*p^2*x+1104*a^3 *b^2*p*q*x+1928*a^3*b^2*p*r*x-1432*a^3*b^2*p*x^2+136*a^3*b^2*q^2*x+880*a^3*b^2* q*r*x-496*a^3*b^2*q*x^2+552*a^3*b^2*r^2*x-3616*a^3*b^2*r*x^2-1752*a^3*b^2*x^3+ 3776*a^3*b*c^3*x+8160*a^3*b*c^2*g*x+6288*a^3*b*c^2*p*x+2736*a^3*b*c^2*q*x+5280* a^3*b*c^2*r*x-2944*a^3*b*c^2*x^2+5136*a^3*b*c*g^2*x+9400*a^3*b*c*g*p*x+3832*a^3 *b*c*g*q*x+8160*a^3*b*c*g*r*x-1808*a^3*b*c*g*x^2+3024*a^3*b*c*p^2*x+3040*a^3*b* c*p*q*x+4704*a^3*b*c*p*r*x-4328*a^3*b*c*p*x^2+576*a^3*b*c*q^2*x+2536*a^3*b*c*q* r*x-2072*a^3*b*c*q*x^2+1536*a^3*b*c*r^2*x-8128*a^3*b*c*r*x^2-2880*a^3*b*c*x^3+ 948*a^3*b*g^3*x+3124*a^3*b*g^2*p*x+1196*a^3*b*g^2*q*x+2848*a^3*b*g^2*r*x+532*a^ 3*b*g^2*x^2+2308*a^3*b*g*p^2*x+2232*a^3*b*g*p*q*x+3672*a^3*b*g*p*r*x-2512*a^3*b *g*p*x^2+380*a^3*b*g*q^2*x+1908*a^3*b*g*q*r*x-940*a^3*b*g*q*x^2+1200*a^3*b*g*r^ 2*x-6072*a^3*b*g*r*x^2-2776*a^3*b*g*x^3+444*a^3*b*p^3*x+748*a^3*b*p^2*q*x+1016* a^3*b*p^2*r*x-1072*a^3*b*p^2*x^2+332*a^3*b*p*q^2*x+1128*a^3*b*p*q*r*x-1420*a^3* b*p*q*x^2+648*a^3*b*p*r^2*x-3236*a^3*b*p*r*x^2-712*a^3*b*p*x^3+28*a^3*b*q^3*x+ 256*a^3*b*q^2*r*x-348*a^3*b*q^2*x^2+312*a^3*b*q*r^2*x-2464*a^3*b*q*r*x^2-712*a^ 3*b*q*x^3+96*a^3*b*r^3*x-1424*a^3*b*r^2*x^2+528*a^3*b*r*x^3+192*a^3*c^4*x+2192* a^3*c^3*g*x+864*a^3*c^3*p*x+96*a^3*c^3*q*x+528*a^3*c^3*r*x-592*a^3*c^3*x^2+3120 *a^3*c^2*g^2*x+4224*a^3*c^2*g*p*x+1520*a^3*c^2*g*q*x+3312*a^3*c^2*g*r*x-2192*a^ 3*c^2*g*x^2+840*a^3*c^2*p^2*x+336*a^3*c^2*p*q*x+1240*a^3*c^2*p*r*x-640*a^3*c^2* p*x^2+216*a^3*c^2*q*r*x-248*a^3*c^2*q*x^2+504*a^3*c^2*r^2*x-896*a^3*c^2*r*x^2-\ 552*a^3*c^2*x^3+1468*a^3*c*g^3*x+3824*a^3*c*g^2*p*x+1528*a^3*c*g^2*q*x+3248*a^3 *c*g^2*r*x-1008*a^3*c*g^2*x^2+2260*a^3*c*g*p^2*x+1888*a^3*c*g*p*q*x+3528*a^3*c* g*p*r*x-2660*a^3*c*g*p*x^2+288*a^3*c*g*q^2*x+1508*a^3*c*g*q*r*x-1228*a^3*c*g*q* x^2+1272*a^3*c*g*r^2*x-4828*a^3*c*g*r*x^2-1932*a^3*c*g*x^3+228*a^3*c*p^3*x+172* a^3*c*p^2*q*x+536*a^3*c*p^2*r*x-172*a^3*c*p^2*x^2+216*a^3*c*p*q*r*x-184*a^3*c*p *q*x^2+408*a^3*c*p*r^2*x-588*a^3*c*p*r*x^2-276*a^3*c*p*x^3-24*a^3*c*q^2*x^2+72* a^3*c*q*r^2*x-212*a^3*c*q*r*x^2-124*a^3*c*q*x^3+96*a^3*c*r^3*x-192*a^3*c*r^2*x^ 2+128*a^3*c*r*x^3+216*a^3*g^4*x+918*a^3*g^3*p*x+370*a^3*g^3*q*x+832*a^3*g^3*r*x +66*a^3*g^3*x^2+1004*a^3*g^2*p^2*x+940*a^3*g^2*p*q*x+1632*a^3*g^2*p*r*x-986*a^3 *g^2*p*x^2+156*a^3*g^2*q^2*x+800*a^3*g^2*q*r*x-380*a^3*g^2*q*x^2+588*a^3*g^2*r^ 2*x-2290*a^3*g^2*r*x^2-1058*a^3*g^2*x^3+336*a^3*g*p^3*x+460*a^3*g*p^2*q*x+776*a ^3*g*p^2*r*x-622*a^3*g*p^2*x^2+166*a^3*g*p*q^2*x+672*a^3*g*p*q*r*x-802*a^3*g*p* q*x^2+528*a^3*g*p*r^2*x-1912*a^3*g*p*r*x^2-494*a^3*g*p*x^3+14*a^3*g*q^3*x+128*a ^3*g*q^2*r*x-186*a^3*g*q^2*x^2+192*a^3*g*q*r^2*x-1338*a^3*g*q*r*x^2-418*a^3*g*q *x^3+96*a^3*g*r^3*x-808*a^3*g*r^2*x^2+328*a^3*g*r*x^3+320*a^2*b^4*c*x+160*a^2*b ^4*g*x+224*a^2*b^4*p*x+160*a^2*b^4*r*x+224*a^2*b^4*x^2+2432*a^2*b^3*c^2*x+2720* a^2*b^3*c*g*x+2832*a^2*b^3*c*p*x+656*a^2*b^3*c*q*x+2224*a^2*b^3*c*r*x-144*a^2*b ^3*c*x^2+664*a^2*b^3*g^2*x+1752*a^2*b^3*g*p*x+360*a^2*b^3*g*q*x+1488*a^2*b^3*g* r*x+904*a^2*b^3*g*x^2+704*a^2*b^3*p^2*x+416*a^2*b^3*p*q*x+912*a^2*b^3*p*r*x-\ 1016*a^2*b^3*p*x^2+280*a^2*b^3*q*r*x-80*a^2*b^3*q*x^2+136*a^2*b^3*r^2*x-2720*a^ 2*b^3*r*x^2-1752*a^2*b^3*x^3+5056*a^2*b^2*c^3*x+9584*a^2*b^2*c^2*g*x+8192*a^2*b ^2*c^2*p*x+3040*a^2*b^2*c^2*q*x+6720*a^2*b^2*c^2*r*x-3504*a^2*b^2*c^2*x^2+5416* a^2*b^2*c*g^2*x+11080*a^2*b^2*c*g*p*x+3720*a^2*b^2*c*g*q*x+9456*a^2*b^2*c*g*r*x -1032*a^2*b^2*c*g*x^2+3888*a^2*b^2*c*p^2*x+3376*a^2*b^2*c*p*q*x+5568*a^2*b^2*c* p*r*x-6432*a^2*b^2*c*p*x^2+416*a^2*b^2*c*q^2*x+2592*a^2*b^2*c*q*r*x-2160*a^2*b^ 2*c*q*x^2+1376*a^2*b^2*c*r^2*x-12672*a^2*b^2*c*r*x^2-5504*a^2*b^2*c*x^3+900*a^2 *b^2*g^3*x+3420*a^2*b^2*g^2*p*x+1028*a^2*b^2*g^2*q*x+3096*a^2*b^2*g^2*r*x+1260* a^2*b^2*g^2*x^2+2712*a^2*b^2*g*p^2*x+2232*a^2*b^2*g*p*q*x+4004*a^2*b^2*g*p*r*x-\ 3324*a^2*b^2*g*p*x^2+240*a^2*b^2*g*q^2*x+1804*a^2*b^2*g*q*r*x-612*a^2*b^2*g*q*x ^2+1032*a^2*b^2*g*r^2*x-8640*a^2*b^2*g*r*x^2-4840*a^2*b^2*g*x^3+584*a^2*b^2*p^3 *x+832*a^2*b^2*p^2*q*x+1184*a^2*b^2*p^2*r*x-1732*a^2*b^2*p^2*x^2+248*a^2*b^2*p* q^2*x+1056*a^2*b^2*p*q*r*x-2016*a^2*b^2*p*q*x^2+552*a^2*b^2*p*r^2*x-5236*a^2*b^ 2*p*r*x^2-1424*a^2*b^2*p*x^3+160*a^2*b^2*q^2*r*x-284*a^2*b^2*q^2*x^2+136*a^2*b^ 2*q*r^2*x-3692*a^2*b^2*q*r*x^2-1424*a^2*b^2*q*x^3-2160*a^2*b^2*r^2*x^2+1056*a^2 *b^2*r*x^3+3168*a^2*b*c^4*x+9744*a^2*b*c^3*g*x+6736*a^2*b*c^3*p*x+2992*a^2*b*c^ 3*q*x+5504*a^2*b*c^3*r*x-4624*a^2*b*c^3*x^2+9792*a^2*b*c^2*g^2*x+16192*a^2*b*c^ 2*g*p*x+6656*a^2*b*c^2*g*q*x+13584*a^2*b*c^2*g*r*x-7128*a^2*b*c^2*g*x^2+4744*a^ 2*b*c^2*p^2*x+4704*a^2*b*c^2*p*q*x+6944*a^2*b*c^2*p*r*x-9016*a^2*b*c^2*p*x^2+ 912*a^2*b*c^2*q^2*x+3824*a^2*b*c^2*q*r*x-4056*a^2*b*c^2*q*x^2+2056*a^2*b*c^2*r^ 2*x-14632*a^2*b*c^2*r*x^2-4744*a^2*b*c^2*x^3+3848*a^2*b*c*g^3*x+11488*a^2*b*c*g ^2*p*x+4368*a^2*b*c*g^2*q*x+10028*a^2*b*c*g^2*r*x-1492*a^2*b*c*g^2*x^2+7748*a^2 *b*c*g*p^2*x+7376*a^2*b*c*g*p*q*x+11584*a^2*b*c*g*p*r*x-12068*a^2*b*c*g*p*x^2+ 1264*a^2*b*c*g*q^2*x+6116*a^2*b*c*g*q*r*x-4592*a^2*b*c*g*q*x^2+3440*a^2*b*c*g*r ^2*x-23088*a^2*b*c*g*r*x^2-9388*a^2*b*c*g*x^3+1392*a^2*b*c*p^3*x+2224*a^2*b*c*p ^2*q*x+2932*a^2*b*c*p^2*r*x-4348*a^2*b*c*p^2*x^2+980*a^2*b*c*p*q^2*x+3168*a^2*b *c*p*q*r*x-5436*a^2*b*c*p*q*x^2+1680*a^2*b*c*p*r^2*x-11804*a^2*b*c*p*r*x^2-2444 *a^2*b*c*p*x^3+84*a^2*b*c*q^3*x+740*a^2*b*c*q^2*r*x-1124*a^2*b*c*q^2*x^2+760*a^ 2*b*c*q*r^2*x-8548*a^2*b*c*q*r*x^2-2292*a^2*b*c*q*x^3+192*a^2*b*c*r^3*x-4816*a^ 2*b*c*r^2*x^2+2400*a^2*b*c*r*x^3+496*a^2*b*g^4*x+2446*a^2*b*g^3*p*x+850*a^2*b*g ^3*q*x+2256*a^2*b*g^3*r*x+692*a^2*b*g^3*x^2+2818*a^2*b*g^2*p^2*x+2588*a^2*b*g^2 *p*q*x+4344*a^2*b*g^2*p*r*x-3242*a^2*b*g^2*p*x^2+398*a^2*b*g^2*q^2*x+2236*a^2*b *g^2*q*r*x-780*a^2*b*g^2*q*x^2+1326*a^2*b*g^2*r^2*x-8082*a^2*b*g^2*r*x^2-4198*a ^2*b*g^2*x^3+1152*a^2*b*g*p^3*x+1796*a^2*b*g*p^2*q*x+2468*a^2*b*g*p^2*r*x-3188* a^2*b*g*p^2*x^2+726*a^2*b*g*p*q^2*x+2576*a^2*b*g*p*q*r*x-3850*a^2*b*g*p*q*x^2+ 1404*a^2*b*g*p*r^2*x-9580*a^2*b*g*p*r*x^2-2510*a^2*b*g*p*x^3+50*a^2*b*g*q^3*x+ 560*a^2*b*g*q^2*r*x-680*a^2*b*g*q^2*x^2+604*a^2*b*g*q*r^2*x-6914*a^2*b*g*q*r*x^ 2-2434*a^2*b*g*q*x^3+144*a^2*b*g*r^3*x-4152*a^2*b*g*r^2*x^2+1576*a^2*b*g*r*x^3+ 144*a^2*b*p^4*x+336*a^2*b*p^3*q*x+408*a^2*b*p^3*r*x-594*a^2*b*p^3*x^2+240*a^2*b *p^2*q^2*x+678*a^2*b*p^2*q*r*x-1282*a^2*b*p^2*q*x^2+360*a^2*b*p^2*r^2*x-2114*a^ 2*b*p^2*r*x^2-222*a^2*b*p^2*x^3+48*a^2*b*p*q^3*x+300*a^2*b*p*q^2*r*x-782*a^2*b* p*q^2*x^2+312*a^2*b*p*q*r^2*x-3286*a^2*b*p*q*r*x^2-444*a^2*b*p*q*x^3+96*a^2*b*p *r^3*x-1496*a^2*b*p*r^2*x^2+1152*a^2*b*p*r*x^3+30*a^2*b*q^3*r*x-94*a^2*b*q^3*x^ 2+34*a^2*b*q^2*r^2*x-1172*a^2*b*q^2*r*x^2-222*a^2*b*q^2*x^3-1152*a^2*b*q*r^2*x^ 2+1152*a^2*b*q*r*x^3-120*a^2*b*r^3*x^2+1040*a^2*b*r^2*x^3+128*a^2*c^5*x+1888*a^ 2*c^4*g*x+768*a^2*c^4*p*x+64*a^2*c^4*q*x+464*a^2*c^4*r*x-624*a^2*c^4*x^2+3848*a ^2*c^3*g^2*x+4880*a^2*c^3*g*p*x+1648*a^2*c^3*g*q*x+3680*a^2*c^3*g*r*x-3320*a^2* c^3*g*x^2+1104*a^2*c^3*p^2*x+336*a^2*c^3*p*q*x+1520*a^2*c^3*p*r*x-1176*a^2*c^3* p*x^2+216*a^2*c^3*q*r*x-376*a^2*c^3*q*x^2+576*a^2*c^3*r^2*x-1432*a^2*c^3*r*x^2-\ 776*a^2*c^3*x^3+2880*a^2*c^2*g^3*x+7008*a^2*c^2*g^2*p*x+2688*a^2*c^2*g^2*q*x+ 5712*a^2*c^2*g^2*r*x-3264*a^2*c^2*g^2*x^2+4036*a^2*c^2*g*p^2*x+2976*a^2*c^2*g*p *q*x+5900*a^2*c^2*g*p*r*x-5828*a^2*c^2*g*p*x^2+456*a^2*c^2*g*q^2*x+2320*a^2*c^2 *g*q*r*x-2516*a^2*c^2*g*q*x^2+2000*a^2*c^2*g*r^2*x-9184*a^2*c^2*g*r*x^2-3492*a^ 2*c^2*g*x^3+592*a^2*c^2*p^3*x+344*a^2*c^2*p^2*q*x+1268*a^2*c^2*p^2*r*x-708*a^2* c^2*p^2*x^2+432*a^2*c^2*p*q*r*x-664*a^2*c^2*p*q*x^2+888*a^2*c^2*p*r^2*x-2000*a^ 2*c^2*p*r*x^2-776*a^2*c^2*p*x^3-48*a^2*c^2*q^2*x^2+144*a^2*c^2*q*r^2*x-712*a^2* c^2*q*r*x^2-324*a^2*c^2*q*x^3+192*a^2*c^2*r^3*x-720*a^2*c^2*r^2*x^2+400*a^2*c^2 *r*x^3+898*a^2*c*g^4*x+3550*a^2*c*g^3*p*x+1374*a^2*c*g^3*q*x+3070*a^2*c*g^3*r*x -652*a^2*c*g^3*x^2+3662*a^2*c*g^2*p^2*x+3204*a^2*c*g^2*p*q*x+5588*a^2*c*g^2*p*r *x-4888*a^2*c*g^2*p*x^2+528*a^2*c*g^2*q^2*x+2650*a^2*c*g^2*q*r*x-1948*a^2*c*g^2 *q*x^2+1880*a^2*c*g^2*r^2*x-9162*a^2*c*g^2*r*x^2-3816*a^2*c*g^2*x^3+1296*a^2*c* g*p^3*x+1524*a^2*c*g*p^2*q*x+2832*a^2*c*g*p^2*r*x-2720*a^2*c*g*p^2*x^2+490*a^2* c*g*p*q^2*x+2112*a^2*c*g*p*q*r*x-3254*a^2*c*g*p*q*x^2+1860*a^2*c*g*p*r^2*x-7628 *a^2*c*g*p*r*x^2-1976*a^2*c*g*p*x^3+42*a^2*c*g*q^3*x+370*a^2*c*g*q^2*r*x-610*a^ 2*c*g*q^2*x^2+560*a^2*c*g*q*r^2*x-4882*a^2*c*g*q*r*x^2-1498*a^2*c*g*q*x^3+336*a ^2*c*g*r^3*x-3008*a^2*c*g*r^2*x^2+1496*a^2*c*g*r*x^3+108*a^2*c*p^4*x+96*a^2*c*p ^3*q*x+312*a^2*c*p^3*r*x-138*a^2*c*p^3*x^2+162*a^2*c*p^2*q*r*x-238*a^2*c*p^2*q* x^2+300*a^2*c*p^2*r^2*x-642*a^2*c*p^2*r*x^2-194*a^2*c*p^2*x^3-96*a^2*c*p*q^2*x^ 2+72*a^2*c*p*q*r^2*x-590*a^2*c*p*q*r*x^2-162*a^2*c*p*q*x^3+96*a^2*c*p*r^3*x-528 *a^2*c*p*r^2*x^2+200*a^2*c*p*r*x^3-108*a^2*c*q^2*r*x^2-12*a^2*c*q^2*x^3-240*a^2 *c*q*r^2*x^2+216*a^2*c*q*r*x^3-120*a^2*c*r^3*x^2+240*a^2*c*r^2*x^3+96*a^2*g^5*x +585*a^2*g^4*p*x+217*a^2*g^4*q*x+538*a^2*g^4*r*x+114*a^2*g^4*x^2+921*a^2*g^3*p^ 2*x+854*a^2*g^3*p*q*x+1462*a^2*g^3*p*r*x-965*a^2*g^3*p*x^2+139*a^2*g^3*q^2*x+ 747*a^2*g^3*q*r*x-268*a^2*g^3*q*x^2+503*a^2*g^3*r^2*x-2326*a^2*g^3*r*x^2-1174*a ^2*g^3*x^3+582*a^2*g^2*p^3*x+810*a^2*g^2*p^2*q*x+1304*a^2*g^2*p^2*r*x-1257*a^2* g^2*p^2*x^2+301*a^2*g^2*p*q^2*x+1180*a^2*g^2*p*q*r*x-1523*a^2*g^2*p*q*x^2+852*a ^2*g^2*p*r^2*x-3844*a^2*g^2*p*r*x^2-1082*a^2*g^2*p*x^3+25*a^2*g^2*q^3*x+240*a^2 *g^2*q^2*r*x-281*a^2*g^2*q^2*x^2+322*a^2*g^2*q*r^2*x-2660*a^2*g^2*q*r*x^2-956*a ^2*g^2*q*x^3+144*a^2*g^2*r^3*x-1656*a^2*g^2*r^2*x^2+572*a^2*g^2*r*x^3+126*a^2*g *p^4*x+216*a^2*g*p^3*q*x+360*a^2*g*p^3*r*x-366*a^2*g*p^3*x^2+120*a^2*g*p^2*q^2* x+420*a^2*g*p^2*q*r*x-760*a^2*g*p^2*q*x^2+330*a^2*g*p^2*r^2*x-1378*a^2*g*p^2*r* x^2-208*a^2*g*p^2*x^3+24*a^2*g*p*q^3*x+150*a^2*g*p*q^2*r*x-439*a^2*g*p*q^2*x^2+ 192*a^2*g*p*q*r^2*x-1938*a^2*g*p*q*r*x^2-303*a^2*g*p*q*x^3+96*a^2*g*p*r^3*x-\ 1012*a^2*g*p*r^2*x^2+676*a^2*g*p*r*x^3+15*a^2*g*q^3*r*x-47*a^2*g*q^3*x^2+17*a^2 *g*q^2*r^2*x-640*a^2*g*q^2*r*x^2-117*a^2*g*q^2*x^3-696*a^2*g*q*r^2*x^2+684*a^2* g*q*r*x^3-120*a^2*g*r^3*x^2+640*a^2*g*r^2*x^3+64*a*b^5*x^2+352*a*b^4*c^2*x+400* a*b^4*c*g*x+384*a*b^4*c*p*x+240*a*b^4*c*r*x+112*a*b^4*c*x^2+88*a*b^4*g^2*x+272* a*b^4*g*p*x+208*a*b^4*g*r*x+368*a*b^4*g*x^2+96*a*b^4*p^2*x+72*a*b^4*p*r*x-200*a *b^4*p*x^2+112*a*b^4*q*x^2-32*a*b^4*r^2*x-608*a*b^4*r*x^2-584*a*b^4*x^3+1792*a* b^3*c^3*x+3312*a*b^3*c^2*g*x+2768*a*b^3*c^2*p*x+688*a*b^3*c^2*q*x+2080*a*b^3*c^ 2*r*x-944*a*b^3*c^2*x^2+1768*a*b^3*c*g^2*x+3824*a*b^3*c*g*p*x+800*a*b^3*c*g*q*x +3024*a*b^3*c*g*r*x+152*a*b^3*c*g*x^2+1264*a*b^3*c*p^2*x+768*a*b^3*c*p*q*x+1560 *a*b^3*c*p*r*x-2272*a*b^3*c*p*x^2+480*a*b^3*c*q*r*x-208*a*b^3*c*q*x^2+128*a*b^3 *c*r^2*x-5120*a*b^3*c*r*x^2-2880*a*b^3*c*x^3+268*a*b^3*g^3*x+1152*a*b^3*g^2*p*x +192*a*b^3*g^2*q*x+1000*a*b^3*g^2*r*x+812*a*b^3*g^2*x^2+968*a*b^3*g*p^2*x+544*a *b^3*g*p*q*x+1244*a*b^3*g*p*r*x-1304*a*b^3*g*p*x^2+392*a*b^3*g*q*r*x+172*a*b^3* g*q*x^2+144*a*b^3*g*r^2*x-3912*a*b^3*g*r*x^2-2776*a*b^3*g*x^3+168*a*b^3*p^3*x+ 168*a*b^3*p^2*q*x+264*a*b^3*p^2*r*x-660*a*b^3*p^2*x^2+120*a*b^3*p*q*r*x-596*a*b ^3*p*q*x^2+8*a*b^3*p*r^2*x-2000*a*b^3*p*r*x^2-712*a*b^3*p*x^3+64*a*b^3*q^2*x^2-\ 72*a*b^3*q*r^2*x-1228*a*b^3*q*r*x^2-712*a*b^3*q*x^3-64*a*b^3*r^3*x-736*a*b^3*r^ 2*x^2+528*a*b^3*r*x^3+2752*a*b^2*c^4*x+7616*a*b^2*c^3*g*x+5344*a*b^2*c^3*p*x+ 2176*a*b^2*c^3*q*x+4320*a*b^2*c^3*r*x-3200*a*b^2*c^3*x^2+6928*a*b^2*c^2*g^2*x+ 12216*a*b^2*c^2*g*p*x+4264*a*b^2*c^2*g*q*x+10080*a*b^2*c^2*g*r*x-4368*a*b^2*c^2 *g*x^2+3416*a*b^2*c^2*p^2*x+3312*a*b^2*c^2*p*q*x+4720*a*b^2*c^2*p*r*x-7032*a*b^ 2*c^2*p*x^2+424*a*b^2*c^2*q^2*x+2464*a*b^2*c^2*q*r*x-2288*a*b^2*c^2*q*x^2+904*a *b^2*c^2*r^2*x-12728*a*b^2*c^2*r*x^2-4744*a*b^2*c^2*x^3+2480*a*b^2*c*g^3*x+8104 *a*b^2*c*g^2*p*x+2464*a*b^2*c*g^2*q*x+6980*a*b^2*c*g^2*r*x-92*a*b^2*c*g^2*x^2+ 5676*a*b^2*c*g*p^2*x+4832*a*b^2*c*g*p*q*x+8028*a*b^2*c*g*p*r*x-9256*a*b^2*c*g*p *x^2+500*a*b^2*c*g*q^2*x+3712*a*b^2*c*g*q*r*x-2128*a*b^2*c*g*q*x^2+1712*a*b^2*c *g*r^2*x-19680*a*b^2*c*g*r*x^2-9388*a*b^2*c*g*x^3+904*a*b^2*c*p^3*x+1424*a*b^2* c*p^2*q*x+1684*a*b^2*c*p^2*r*x-3544*a*b^2*c*p^2*x^2+480*a*b^2*c*p*q^2*x+1728*a* b^2*c*p*q*r*x-3912*a*b^2*c*p*q*x^2+568*a*b^2*c*p*r^2*x-9740*a*b^2*c*p*r*x^2-\ 2292*a*b^2*c*p*x^3+300*a*b^2*c*q^2*r*x-404*a*b^2*c*q^2*x^2+80*a*b^2*c*q*r^2*x-\ 7060*a*b^2*c*q*r*x^2-2444*a*b^2*c*q*x^3-128*a*b^2*c*r^3*x-3824*a*b^2*c*r^2*x^2+ 2400*a*b^2*c*r*x^3+288*a*b^2*g^4*x+1612*a*b^2*g^3*p*x+420*a*b^2*g^3*q*x+1492*a* b^2*g^3*r*x+826*a*b^2*g^3*x^2+2022*a*b^2*g^2*p^2*x+1560*a*b^2*g^2*p*q*x+2948*a* b^2*g^2*p*r*x-2346*a*b^2*g^2*p*x^2+126*a*b^2*g^2*q^2*x+1280*a*b^2*g^2*q*r*x-4*a *b^2*g^2*q*x^2+678*a*b^2*g^2*r^2*x-6750*a*b^2*g^2*r*x^2-4198*a*b^2*g^2*x^3+788* a*b^2*g*p^3*x+1148*a*b^2*g*p^2*q*x+1516*a*b^2*g*p^2*r*x-2644*a*b^2*g*p^2*x^2+ 340*a*b^2*g*p*q^2*x+1424*a*b^2*g*p*q*r*x-2804*a*b^2*g*p*q*x^2+564*a*b^2*g*p*r^2 *x-8062*a*b^2*g*p*r*x^2-2434*a*b^2*g*p*x^3+236*a*b^2*g*q^2*r*x-178*a*b^2*g*q^2* x^2+100*a*b^2*g*q*r^2*x-5684*a*b^2*g*q*r*x^2-2510*a*b^2*g*q*x^3-96*a*b^2*g*r^3* x-3408*a*b^2*g*r^2*x^2+1576*a*b^2*g*r*x^3+96*a*b^2*p^4*x+192*a*b^2*p^3*q*x+234* a*b^2*p^3*r*x-488*a*b^2*p^3*x^2+96*a*b^2*p^2*q^2*x+300*a*b^2*p^2*q*r*x-964*a*b^ 2*p^2*q*x^2+138*a*b^2*p^2*r^2*x-1708*a*b^2*p^2*r*x^2-222*a*b^2*p^2*x^3+66*a*b^2 *p*q^2*r*x-464*a*b^2*p*q^2*x^2+8*a*b^2*p*q*r^2*x-2474*a*b^2*p*q*r*x^2-444*a*b^2 *p*q*x^3-1008*a*b^2*p*r^2*x^2+1152*a*b^2*p*r*x^3+12*a*b^2*q^3*x^2-48*a*b^2*q^2* r^2*x-766*a*b^2*q^2*r*x^2-222*a*b^2*q^2*x^3-64*a*b^2*q*r^3*x-664*a*b^2*q*r^2*x^ 2+1152*a*b^2*q*r*x^3+120*a*b^2*r^3*x^2+1040*a*b^2*r^2*x^3+1344*a*b*c^5*x+5648*a *b*c^4*g*x+3200*a*b*c^4*p*x+1600*a*b*c^4*q*x+2624*a*b*c^4*r*x-2640*a*b*c^4*x^2+ 8104*a*b*c^3*g^2*x+11608*a*b*c^3*g*p*x+5080*a*b*c^3*g*q*x+9616*a*b*c^3*g*r*x-\ 7200*a*b*c^3*g*x^2+2704*a*b*c^3*p^2*x+3040*a*b*c^3*p*q*x+3832*a*b*c^3*p*r*x-\ 6376*a*b*c^3*p*x^2+640*a*b*c^3*q^2*x+2440*a*b*c^3*q*r*x-2792*a*b*c^3*q*x^2+960* a*b*c^3*r^2*x-9888*a*b*c^3*r*x^2-2800*a*b*c^3*x^3+5068*a*b*c^2*g^3*x+13444*a*b* c^2*g^2*p*x+5252*a*b*c^2*g^2*q*x+11432*a*b*c^2*g^2*r*x-5016*a*b*c^2*g^2*x^2+ 7792*a*b*c^2*g*p^2*x+7928*a*b*c^2*g*p*q*x+11244*a*b*c^2*g*p*r*x-15292*a*b*c^2*g *p*x^2+1388*a*b*c^2*g*q^2*x+6404*a*b*c^2*g*q*r*x-5768*a*b*c^2*g*q*x^2+2912*a*b* c^2*g*r^2*x-26352*a*b*c^2*g*r*x^2-9288*a*b*c^2*g*x^3+1100*a*b*c^2*p^3*x+1884*a* b*c^2*p^2*q*x+2152*a*b*c^2*p^2*r*x-4408*a*b*c^2*p^2*x^2+964*a*b*c^2*p*q^2*x+ 2592*a*b*c^2*p*q*r*x-5424*a*b*c^2*p*q*x^2+1040*a*b*c^2*p*r^2*x-11156*a*b*c^2*p* r*x^2-2012*a*b*c^2*p*x^3+84*a*b*c^2*q^3*x+712*a*b*c^2*q^2*r*x-1028*a*b*c^2*q^2* x^2+464*a*b*c^2*q*r^2*x-8572*a*b*c^2*q*r*x^2-2012*a*b*c^2*q*x^3+32*a*b*c^2*r^3* x-4320*a*b*c^2*r^2*x^2+2880*a*b*c^2*r*x^3+1394*a*b*c*g^4*x+6070*a*b*c*g^3*p*x+ 2130*a*b*c*g^3*q*x+5396*a*b*c*g^3*r*x-270*a*b*c*g^3*x^2+6352*a*b*c*g^2*p^2*x+ 5948*a*b*c*g^2*p*q*x+9386*a*b*c*g^2*p*r*x-9902*a*b*c*g^2*p*x^2+890*a*b*c*g^2*q^ 2*x+4942*a*b*c*g^2*q*r*x-2812*a*b*c*g^2*q*x^2+2528*a*b*c*g^2*r^2*x-20160*a*b*c* g^2*r*x^2-8984*a*b*c*g^2*x^3+2162*a*b*c*g*p^3*x+3550*a*b*c*g*p^2*q*x+4332*a*b*c *g*p^2*r*x-7650*a*b*c*g*p^2*x^2+1556*a*b*c*g*p*q^2*x+4912*a*b*c*g*p*q*r*x-8982* a*b*c*g*p*q*x^2+2128*a*b*c*g*p*r^2*x-20956*a*b*c*g*p*r*x^2-4778*a*b*c*g*p*x^3+ 100*a*b*c*g*q^3*x+1160*a*b*c*g*q^2*r*x-1398*a*b*c*g*q^2*x^2+912*a*b*c*g*q*r^2*x -15404*a*b*c*g*q*r*x^2-4778*a*b*c*g*q*x^3+64*a*b*c*g*r^3*x-8640*a*b*c*g*r^2*x^2 +4352*a*b*c*g*r*x^3+228*a*b*c*p^4*x+504*a*b*c*p^3*q*x+588*a*b*c*p^3*r*x-1166*a* b*c*p^3*x^2+396*a*b*c*p^2*q^2*x+942*a*b*c*p^2*q*r*x-2466*a*b*c*p^2*q*x^2+456*a* b*c*p^2*r^2*x-3870*a*b*c*p^2*r*x^2-362*a*b*c*p^2*x^3+96*a*b*c*p*q^3*x+474*a*b*c *p*q^2*r*x-1428*a*b*c*p*q^2*x^2+320*a*b*c*p*q*r^2*x-5976*a*b*c*p*q*r*x^2-636*a* b*c*p*q*x^3+96*a*b*c*p*r^3*x-2408*a*b*c*p*r^2*x^2+2544*a*b*c*p*r*x^3+60*a*b*c*q ^3*r*x-136*a*b*c*q^3*x^2+8*a*b*c*q^2*r^2*x-2250*a*b*c*q^2*r*x^2-362*a*b*c*q^2*x ^3-64*a*b*c*q*r^3*x-1912*a*b*c*q*r^2*x^2+2544*a*b*c*q*r*x^3+2080*a*b*c*r^2*x^3+ 132*a*b*g^5*x+925*a*b*g^4*p*x+287*a*b*g^4*q*x+878*a*b*g^4*r*x+384*a*b*g^4*x^2+ 1513*a*b*g^3*p^2*x+1318*a*b*g^3*p*q*x+2311*a*b*g^3*p*r*x-1646*a*b*g^3*p*x^2+169 *a*b*g^3*q^2*x+1157*a*b*g^3*q*r*x-124*a*b*g^3*q*x^2+656*a*b*g^3*r^2*x-4512*a*b* g^3*r*x^2-2604*a*b*g^3*x^3+903*a*b*g^2*p^3*x+1427*a*b*g^2*p^2*q*x+1850*a*b*g^2* p^2*r*x-2800*a*b*g^2*p^2*x^2+560*a*b*g^2*p*q^2*x+2008*a*b*g^2*p*q*r*x-3117*a*b* g^2*p*q*x^2+924*a*b*g^2*p*r^2*x-8506*a*b*g^2*p*r*x^2-2462*a*b*g^2*p*x^3+26*a*b* g^2*q^3*x+436*a*b*g^2*q^2*r*x-347*a*b*g^2*q^2*x^2+388*a*b*g^2*q*r^2*x-6110*a*b* g^2*q*r*x^2-2462*a*b*g^2*q*x^3+24*a*b*g^2*r^3*x-3780*a*b*g^2*r^2*x^2+1304*a*b*g ^2*r*x^3+226*a*b*g*p^4*x+496*a*b*g*p^3*q*x+598*a*b*g*p^3*r*x-1051*a*b*g*p^3*x^2 +350*a*b*g*p^2*q^2*x+935*a*b*g*p^2*q*r*x-2187*a*b*g*p^2*q*x^2+468*a*b*g*p^2*r^2 *x-3705*a*b*g*p^2*r*x^2-471*a*b*g*p^2*x^3+68*a*b*g*p*q^3*x+413*a*b*g*p*q^2*r*x-\ 1218*a*b*g*p*q^2*x^2+320*a*b*g*p*q*r^2*x-5652*a*b*g*p*q*r*x^2-898*a*b*g*p*q*x^3 +96*a*b*g*p*r^3*x-2432*a*b*g*p*r^2*x^2+2216*a*b*g*p*r*x^3+46*a*b*g*q^3*r*x-86*a *b*g*q^3*x^2+4*a*b*g*q^2*r^2*x-2019*a*b*g*q^2*r*x^2-471*a*b*g*q^2*x^3-64*a*b*g* q*r^3*x-1888*a*b*g*q*r^2*x^2+2216*a*b*g*q*r*x^3+2080*a*b*g*r^2*x^3+18*a*b*p^5*x +54*a*b*p^4*q*x+60*a*b*p^4*r*x-108*a*b*p^4*x^2+54*a*b*p^3*q^2*x+132*a*b*p^3*q*r *x-324*a*b*p^3*q*x^2+66*a*b*p^3*r^2*x-436*a*b*p^3*r*x^2-6*a*b*p^3*x^3+18*a*b*p^ 2*q^3*x+84*a*b*p^2*q^2*r*x-324*a*b*p^2*q^2*x^2+78*a*b*p^2*q*r^2*x-1024*a*b*p^2* q*r*x^2-18*a*b*p^2*q*x^3+24*a*b*p^2*r^3*x-392*a*b*p^2*r^2*x^2+444*a*b*p^2*r*x^3 +12*a*b*p*q^3*r*x-108*a*b*p*q^3*x^2+2*a*b*p*q^2*r^2*x-740*a*b*p*q^2*r*x^2-18*a* b*p*q^2*x^3-540*a*b*p*q*r^2*x^2+888*a*b*p*q*r*x^3-60*a*b*p*r^3*x^2+520*a*b*p*r^ 2*x^3-10*a*b*q^3*r^2*x-152*a*b*q^3*r*x^2-6*a*b*q^3*x^3-16*a*b*q^2*r^3*x-148*a*b *q^2*r^2*x^2+444*a*b*q^2*r*x^3+60*a*b*q*r^3*x^2+520*a*b*q*r^2*x^3+32*a*c^6*x+ 800*a*c^5*g*x+240*a*c^5*p*x+16*a*c^5*q*x+144*a*c^5*r*x-240*a*c^5*x^2+2288*a*c^4 *g^2*x+2416*a*c^4*g*p*x+864*a*c^4*g*q*x+1808*a*c^4*g*r*x-1960*a*c^4*g*x^2+456*a *c^4*p^2*x+112*a*c^4*p*q*x+600*a*c^4*p*r*x-648*a*c^4*p*x^2+72*a*c^4*q*r*x-168*a *c^4*q*x^2+216*a*c^4*r^2*x-712*a*c^4*r*x^2-336*a*c^4*x^3+2448*a*c^3*g^3*x+5296* a*c^3*g^2*p*x+2072*a*c^3*g^2*q*x+4240*a*c^3*g^2*r*x-3312*a*c^3*g^2*x^2+2592*a*c ^3*g*p^2*x+1888*a*c^3*g*p*q*x+3628*a*c^3*g*p*r*x-4484*a*c^3*g*p*x^2+320*a*c^3*g *q^2*x+1460*a*c^3*g*q*r*x-1796*a*c^3*g*q*x^2+1128*a*c^3*g*r^2*x-6576*a*c^3*g*r* x^2-2312*a*c^3*g*x^3+364*a*c^3*p^3*x+172*a*c^3*p^2*q*x+732*a*c^3*p^2*r*x-612*a* c^3*p^2*x^2+216*a*c^3*p*q*r*x-480*a*c^3*p*q*x^2+480*a*c^3*p*r^2*x-1496*a*c^3*p* r*x^2-504*a*c^3*p*x^3-24*a*c^3*q^2*x^2+72*a*c^3*q*r^2*x-500*a*c^3*q*r*x^2-144*a *c^3*q*x^3+96*a*c^3*r^3*x-528*a*c^3*r^2*x^2+368*a*c^3*r*x^3+1210*a*c^2*g^4*x+ 4356*a*c^2*g^3*p*x+1684*a*c^2*g^3*q*x+3672*a*c^2*g^3*r*x-1706*a*c^2*g^3*x^2+ 4030*a*c^2*g^2*p^2*x+3496*a*c^2*g^2*p*q*x+5886*a*c^2*g^2*p*r*x-6626*a*c^2*g^2*p *x^2+588*a*c^2*g^2*q^2*x+2826*a*c^2*g^2*q*r*x-2584*a*c^2*g^2*q*x^2+1806*a*c^2*g ^2*r^2*x-11112*a*c^2*g^2*r*x^2-4148*a*c^2*g^2*x^3+1278*a*c^2*g*p^3*x+1354*a*c^2 *g*p^2*q*x+2632*a*c^2*g*p^2*r*x-3092*a*c^2*g*p^2*x^2+482*a*c^2*g*p*q^2*x+1824*a *c^2*g*p*q*r*x-3520*a*c^2*g*p*q*x^2+1612*a*c^2*g*p*r^2*x-8110*a*c^2*g*p*r*x^2-\ 2002*a*c^2*g*p*x^3+42*a*c^2*g*q^3*x+356*a*c^2*g*q^2*r*x-562*a*c^2*g*q^2*x^2+412 *a*c^2*g*q*r^2*x-5182*a*c^2*g*q*r*x^2-1434*a*c^2*g*q*x^3+256*a*c^2*g*r^3*x-3096 *a*c^2*g*r^2*x^2+1896*a*c^2*g*r*x^3+132*a*c^2*p^4*x+96*a*c^2*p^3*q*x+354*a*c^2* p^3*r*x-246*a*c^2*p^3*x^2+162*a*c^2*p^2*q*r*x-354*a*c^2*p^2*q*x^2+318*a*c^2*p^2 *r^2*x-962*a*c^2*p^2*r*x^2-252*a*c^2*p^2*x^3-96*a*c^2*p*q^2*x^2+72*a*c^2*p*q*r^ 2*x-734*a*c^2*p*q*r*x^2-144*a*c^2*p*q*x^3+96*a*c^2*p*r^3*x-696*a*c^2*p*r^2*x^2+ 368*a*c^2*p*r*x^3-108*a*c^2*q^2*r*x^2+36*a*c^2*q^2*x^3-240*a*c^2*q*r^2*x^2+360* a*c^2*q*r*x^3-120*a*c^2*r^3*x^2+320*a*c^2*r^2*x^3+274*a*c*g^5*x+1517*a*c*g^4*p* x+557*a*c*g^4*q*x+1351*a*c*g^4*r*x-127*a*c*g^4*x^2+2210*a*c*g^3*p^2*x+2002*a*c* g^3*p*q*x+3347*a*c*g^3*p*r*x-3067*a*c*g^3*p*x^2+320*a*c*g^3*q^2*x+1699*a*c*g^3* q*r*x-968*a*c*g^3*q*x^2+1050*a*c*g^3*r^2*x-6101*a*c*g^3*r*x^2-2698*a*c*g^3*x^3+ 1261*a*c*g^2*p^3*x+1693*a*c*g^2*p^2*q*x+2670*a*c*g^2*p^2*r*x-3293*a*c*g^2*p^2*x ^2+658*a*c*g^2*p*q^2*x+2384*a*c*g^2*p*q*r*x-3863*a*c*g^2*p*q*x^2+1618*a*c*g^2*p *r^2*x-9220*a*c*g^2*p*r*x^2-2347*a*c*g^2*p*x^3+50*a*c*g^2*q^3*x+505*a*c*g^2*q^2 *r*x-622*a*c*g^2*q^2*x^2+562*a*c*g^2*q*r^2*x-6353*a*c*g^2*q*r*x^2-2053*a*c*g^2* q*x^3+232*a*c*g^2*r^3*x-3796*a*c*g^2*r^2*x^2+1712*a*c*g^2*r*x^3+280*a*c*g*p^4*x +392*a*c*g*p^3*q*x+766*a*c*g*p^3*r*x-819*a*c*g*p^3*x^2+198*a*c*g*p^2*q^2*x+711* a*c*g*p^2*q*r*x-1615*a*c*g*p^2*q*x^2+678*a*c*g*p^2*r^2*x-2989*a*c*g*p^2*r*x^2-\ 493*a*c*g*p^2*x^3+48*a*c*g*p*q^3*x+237*a*c*g*p*q^2*r*x-852*a*c*g*p*q^2*x^2+268* a*c*g*p*q*r^2*x-3912*a*c*g*p*q*r*x^2-568*a*c*g*p*q*x^3+192*a*c*g*p*r^3*x-2056*a *c*g*p*r^2*x^2+1592*a*c*g*p*r*x^3+30*a*c*g*q^3*r*x-68*a*c*g*q^3*x^2+4*a*c*g*q^2 *r^2*x-1287*a*c*g*q^2*r*x^2-183*a*c*g*q^2*x^3-32*a*c*g*q*r^3*x-1316*a*c*g*q*r^2 *x^2+1652*a*c*g*q*r*x^3-180*a*c*g*r^3*x^2+1440*a*c*g*r^2*x^3+18*a*c*p^5*x+18*a* c*p^4*q*x+60*a*c*p^4*r*x-36*a*c*p^4*x^2+36*a*c*p^3*q*r*x-78*a*c*p^3*q*x^2+66*a* c*p^3*r^2*x-196*a*c*p^3*r*x^2-42*a*c*p^3*x^3-42*a*c*p^2*q^2*x^2+18*a*c*p^2*q*r^ 2*x-242*a*c*p^2*q*r*x^2-36*a*c*p^2*q*x^3+24*a*c*p^2*r^3*x-216*a*c*p^2*r^2*x^2+ 92*a*c*p^2*r*x^3-54*a*c*p*q^2*r*x^2+18*a*c*p*q^2*x^3-120*a*c*p*q*r^2*x^2+180*a* c*p*q*r*x^3-60*a*c*p*r^3*x^2+160*a*c*p*r^2*x^3+12*a*c*q^3*x^3+48*a*c*q^2*r*x^3+ 40*a*c*q*r^2*x^3+22*a*g^6*x+188*a*g^5*p*x+63*a*g^5*q*x+179*a*g^5*r*x+64*a*g^5*x ^2+393*a*g^4*p^2*x+356*a*g^4*p*q*x+618*a*g^4*p*r*x-397*a*g^4*p*x^2+53*a*g^4*q^2 *x+321*a*g^4*q*r*x-52*a*g^4*q*x^2+201*a*g^4*r^2*x-1050*a*g^4*r*x^2-580*a*g^4*x^ 3+342*a*g^3*p^3*x+503*a*g^3*p^2*q*x+744*a*g^3*p^2*r*x-853*a*g^3*p^2*x^2+195*a*g ^3*p*q^2*x+738*a*g^3*p*q*r*x-965*a*g^3*p*q*x^2+457*a*g^3*p*r^2*x-2630*a*g^3*p*r *x^2-791*a*g^3*p*x^3+13*a*g^3*q^3*x+159*a*g^3*q^2*r*x-124*a*g^3*q^2*x^2+187*a*g ^3*q*r^2*x-1834*a*g^3*q*r*x^2-741*a*g^3*q*x^3+64*a*g^3*r^3*x-1178*a*g^3*r^2*x^2 +324*a*g^3*r*x^3+139*a*g^2*p^4*x+246*a*g^2*p^3*q*x+388*a*g^2*p^3*r*x-460*a*g^2* p^3*x^2+151*a*g^2*p^2*q^2*x+472*a*g^2*p^2*q*r*x-955*a*g^2*p^2*q*x^2+345*a*g^2*p ^2*r^2*x-1712*a*g^2*p^2*r*x^2-273*a*g^2*p^2*x^3+34*a*g^2*p*q^3*x+190*a*g^2*p*q^ 2*r*x-538*a*g^2*p*q^2*x^2+194*a*g^2*p*q*r^2*x-2486*a*g^2*p*q*r*x^2-427*a*g^2*p* q*x^3+96*a*g^2*p*r^3*x-1216*a*g^2*p*r^2*x^2+888*a*g^2*p*r*x^3+23*a*g^2*q^3*r*x-\ 46*a*g^2*q^3*x^2+14*a*g^2*q^2*r^2*x-872*a*g^2*q^2*r*x^2-190*a*g^2*q^2*x^3-16*a* g^2*q*r^3*x-898*a*g^2*q*r^2*x^2+920*a*g^2*q*r*x^3-90*a*g^2*r^3*x^2+900*a*g^2*r^ 2*x^3+18*a*g*p^5*x+36*a*g*p^4*q*x+60*a*g*p^4*r*x-72*a*g*p^4*x^2+27*a*g*p^3*q^2* x+84*a*g*p^3*q*r*x-201*a*g*p^3*q*x^2+66*a*g*p^3*r^2*x-316*a*g*p^3*r*x^2-24*a*g* p^3*x^3+9*a*g*p^2*q^3*x+42*a*g*p^2*q^2*r*x-183*a*g*p^2*q^2*x^2+48*a*g*p^2*q*r^2 *x-633*a*g*p^2*q*r*x^2-27*a*g*p^2*q*x^3+24*a*g*p^2*r^3*x-304*a*g*p^2*r^2*x^2+ 268*a*g*p^2*r*x^3+6*a*g*p*q^3*r*x-54*a*g*p*q^3*x^2+a*g*p*q^2*r^2*x-397*a*g*p*q^ 2*r*x^2-330*a*g*p*q*r^2*x^2+534*a*g*p*q*r*x^3-60*a*g*p*r^3*x^2+340*a*g*p*r^2*x^ 3-5*a*g*q^3*r^2*x-76*a*g*q^3*r*x^2+3*a*g*q^3*x^3-8*a*g*q^2*r^3*x-74*a*g*q^2*r^2 *x^2+246*a*g*q^2*r*x^3+30*a*g*q*r^3*x^2+280*a*g*q*r^2*x^3-32*b^5*c*x^2+16*b^5*g *x^2+128*b^4*c^3*x+240*b^4*c^2*g*x+160*b^4*c^2*p*x+80*b^4*c^2*r*x-112*b^4*c^2*x ^2+120*b^4*c*g^2*x+272*b^4*c*g*p*x+160*b^4*c*g*r*x-64*b^4*c*g*x^2+48*b^4*c*p^2* x+24*b^4*c*p*r*x-56*b^4*c*p*x^2-80*b^4*c*q*x^2-48*b^4*c*r^2*x-400*b^4*c*r*x^2-\ 128*b^4*c*x^3+16*b^4*g^3*x+80*b^4*g^2*p*x+64*b^4*g^2*r*x+96*b^4*g^2*x^2+72*b^4* g*p^2*x+48*b^4*g*p*r*x-128*b^4*g*p*x^2+16*b^4*g*q*x^2-40*b^4*g*r^2*x-504*b^4*g* r*x^2-356*b^4*g*x^3+480*b^3*c^4*x+1312*b^3*c^3*g*x+816*b^3*c^3*p*x+240*b^3*c^3* q*x+592*b^3*c^3*r*x-320*b^3*c^3*x^2+1136*b^3*c^2*g^2*x+2008*b^3*c^2*g*p*x+440*b ^3*c^2*g*q*x+1440*b^3*c^2*g*r*x-808*b^3*c^2*g*x^2+432*b^3*c^2*p^2*x+352*b^3*c^2 *p*q*x+552*b^3*c^2*p*r*x-448*b^3*c^2*p*x^2+200*b^3*c^2*q*r*x-272*b^3*c^2*q*x^2-\ 40*b^3*c^2*r^2*x-1792*b^3*c^2*r*x^2-552*b^3*c^2*x^3+380*b^3*c*g^3*x+1312*b^3*c* g^2*p*x+224*b^3*c*g^2*q*x+1008*b^3*c*g^2*r*x-24*b^3*c*g^2*x^2+912*b^3*c*g*p^2*x +544*b^3*c*g*p*q*x+1084*b^3*c*g*p*r*x-1448*b^3*c*g*p*x^2+344*b^3*c*g*q*r*x-364* b^3*c*g*q*x^2-24*b^3*c*g*r^2*x-4100*b^3*c*g*r*x^2-1932*b^3*c*g*x^3+72*b^3*c*p^3 *x+120*b^3*c*p^2*q*x+144*b^3*c*p^2*r*x-120*b^3*c*p^2*x^2+72*b^3*c*p*q*r*x-164*b ^3*c*p*q*x^2-8*b^3*c*p*r^2*x-556*b^3*c*p*r*x^2-124*b^3*c*p*x^3-56*b^3*c*q^2*x^2 -88*b^3*c*q*r^2*x-756*b^3*c*q*r*x^2-276*b^3*c*q*x^3-64*b^3*c*r^3*x-288*b^3*c*r^ 2*x^2+128*b^3*c*r*x^3+40*b^3*g^4*x+248*b^3*g^3*p*x+32*b^3*g^3*q*x+220*b^3*g^3*r *x+192*b^3*g^3*x^2+340*b^3*g^2*p^2*x+160*b^3*g^2*p*q*x+408*b^3*g^2*p*r*x-442*b^ 3*g^2*p*x^2+128*b^3*g^2*q*r*x+44*b^3*g^2*q*x^2+4*b^3*g^2*r^2*x-1598*b^3*g^2*r*x ^2-1058*b^3*g^2*x^3+120*b^3*g*p^3*x+144*b^3*g*p^2*q*x+204*b^3*g*p^2*r*x-390*b^3 *g*p^2*x^2+96*b^3*g*p*q*r*x-380*b^3*g*p*q*x^2-1278*b^3*g*p*r*x^2-418*b^3*g*p*x^ 3+4*b^3*g*q^2*x^2-80*b^3*g*q*r^2*x-992*b^3*g*q*r*x^2-494*b^3*g*q*x^3-64*b^3*g*r ^3*x-512*b^3*g*r^2*x^2+328*b^3*g*r*x^3+576*b^2*c^5*x+2224*b^2*c^4*g*x+1152*b^2* c^4*p*x+576*b^2*c^4*q*x+944*b^2*c^4*r*x-576*b^2*c^4*x^2+2896*b^2*c^3*g^2*x+4264 *b^2*c^3*g*p*x+1608*b^2*c^3*g*q*x+3408*b^2*c^3*g*r*x-2152*b^2*c^3*g*x^2+720*b^2 *c^3*p^2*x+1040*b^2*c^3*p*q*x+1032*b^2*c^3*p*r*x-1232*b^2*c^3*p*x^2+144*b^2*c^3 *q^2*x+752*b^2*c^3*q*r*x-624*b^2*c^3*q*x^2+64*b^2*c^3*r^2*x-3080*b^2*c^3*r*x^2-\ 776*b^2*c^3*x^3+1660*b^2*c^2*g^3*x+4652*b^2*c^2*g^2*p*x+1452*b^2*c^2*g^2*q*x+ 3784*b^2*c^2*g^2*r*x-1536*b^2*c^2*g^2*x^2+2652*b^2*c^2*g*p^2*x+2568*b^2*c^2*g*p *q*x+3664*b^2*c^2*g*p*r*x-4552*b^2*c^2*g*p*x^2+260*b^2*c^2*g*q^2*x+1860*b^2*c^2 *g*q*r*x-1684*b^2*c^2*g*q*x^2+480*b^2*c^2*g*r^2*x-10112*b^2*c^2*g*r*x^2-3492*b^ 2*c^2*g*x^3+144*b^2*c^2*p^3*x+528*b^2*c^2*p^2*q*x+288*b^2*c^2*p^2*r*x-672*b^2*c ^2*p^2*x^2+232*b^2*c^2*p*q^2*x+624*b^2*c^2*p*q*r*x-944*b^2*c^2*p*q*x^2-16*b^2*c ^2*p*r^2*x-2120*b^2*c^2*p*r*x^2-324*b^2*c^2*p*x^3+140*b^2*c^2*q^2*r*x-192*b^2*c ^2*q^2*x^2-72*b^2*c^2*q*r^2*x-2512*b^2*c^2*q*r*x^2-776*b^2*c^2*q*x^3-128*b^2*c^ 2*r^3*x-960*b^2*c^2*r^2*x^2+400*b^2*c^2*r*x^3+420*b^2*c*g^4*x+1960*b^2*c*g^3*p* x+516*b^2*c*g^3*q*x+1686*b^2*c*g^3*r*x+46*b^2*c*g^3*x^2+2182*b^2*c*g^2*p^2*x+ 1744*b^2*c*g^2*p*q*x+3022*b^2*c*g^2*p*r*x-3278*b^2*c*g^2*p*x^2+134*b^2*c*g^2*q^ 2*x+1340*b^2*c*g^2*q*r*x-704*b^2*c*g^2*q*x^2+480*b^2*c*g^2*r^2*x-8142*b^2*c*g^2 *r*x^2-3816*b^2*c*g^2*x^3+632*b^2*c*g*p^3*x+1124*b^2*c*g*p^2*q*x+1202*b^2*c*g*p ^2*r*x-2228*b^2*c*g*p^2*x^2+340*b^2*c*g*p*q^2*x+1264*b^2*c*g*p*q*r*x-2584*b^2*c *g*p*q*x^2+264*b^2*c*g*p*r^2*x-6686*b^2*c*g*p*r*x^2-1498*b^2*c*g*p*x^3+224*b^2* c*g*q^2*r*x-346*b^2*c*g*q^2*x^2-100*b^2*c*g*q*r^2*x-5740*b^2*c*g*q*r*x^2-1976*b ^2*c*g*q*x^3-224*b^2*c*g*r^3*x-2872*b^2*c*g*r^2*x^2+1496*b^2*c*g*r*x^3+72*b^2*c *p^3*q*x-108*b^2*c*p^3*x^2+84*b^2*c*p^2*q^2*x+144*b^2*c*p^2*q*r*x-264*b^2*c*p^2 *q*x^2-324*b^2*c*p^2*r*x^2-12*b^2*c*p^2*x^3+54*b^2*c*p*q^2*r*x-164*b^2*c*p*q^2* x^2-8*b^2*c*p*q*r^2*x-826*b^2*c*p*q*r*x^2-162*b^2*c*p*q*x^3-120*b^2*c*p*r^2*x^2 +216*b^2*c*p*r*x^3-12*b^2*c*q^3*x^2-52*b^2*c*q^2*r^2*x-486*b^2*c*q^2*r*x^2-194* b^2*c*q^2*x^3-64*b^2*c*q*r^3*x-312*b^2*c*q*r^2*x^2+200*b^2*c*q*r*x^3+120*b^2*c* r^3*x^2+240*b^2*c*r^2*x^3+36*b^2*g^5*x+278*b^2*g^4*p*x+60*b^2*g^4*q*x+264*b^2*g ^4*r*x+174*b^2*g^4*x^2+502*b^2*g^3*p^2*x+348*b^2*g^3*p*q*x+717*b^2*g^3*p*r*x-\ 545*b^2*g^3*p*x^2+20*b^2*g^3*q^2*x+302*b^2*g^3*q*r*x+56*b^2*g^3*q*x^2+135*b^2*g ^3*r^2*x-1850*b^2*g^3*r*x^2-1174*b^2*g^3*x^3+302*b^2*g^2*p^3*x+440*b^2*g^2*p^2* q*x+570*b^2*g^2*p^2*r*x-949*b^2*g^2*p^2*x^2+100*b^2*g^2*p*q^2*x+492*b^2*g^2*p*q *r*x-976*b^2*g^2*p*q*x^2+138*b^2*g^2*p*r^2*x-3100*b^2*g^2*p*r*x^2-956*b^2*g^2*p *x^3+80*b^2*g^2*q^2*r*x-42*b^2*g^2*q^2*x^2-36*b^2*g^2*q*r^2*x-2396*b^2*g^2*q*r* x^2-1082*b^2*g^2*q*x^3-96*b^2*g^2*r^3*x-1404*b^2*g^2*r^2*x^2+572*b^2*g^2*r*x^3+ 48*b^2*g*p^4*x+132*b^2*g*p^3*q*x+117*b^2*g*p^3*r*x-298*b^2*g*p^3*x^2+90*b^2*g*p ^2*q^2*x+222*b^2*g*p^2*q*r*x-614*b^2*g*p^2*q*x^2+69*b^2*g*p^2*r^2*x-1016*b^2*g* p^2*r*x^2-117*b^2*g*p^2*x^3+60*b^2*g*p*q^2*r*x-314*b^2*g*p*q^2*x^2-1650*b^2*g*p *q*r*x^2-303*b^2*g*p*q*x^3-564*b^2*g*p*r^2*x^2+684*b^2*g*p*r*x^3-50*b^2*g*q^2*r ^2*x-626*b^2*g*q^2*r*x^2-208*b^2*g*q^2*x^3-64*b^2*g*q*r^3*x-488*b^2*g*q*r^2*x^2 +676*b^2*g*q*r*x^3+120*b^2*g*r^3*x^2+640*b^2*g*r^2*x^3+224*b*c^6*x+1280*b*c^5*g *x+496*b*c^5*p*x+336*b*c^5*q*x+432*b*c^5*r*x-336*b*c^5*x^2+2480*b*c^4*g^2*x+ 2896*b*c^4*g*p*x+1440*b*c^4*g*q*x+2416*b*c^4*g*r*x-1880*b*c^4*g*x^2+336*b*c^4*p ^2*x+688*b*c^4*p*q*x+504*b*c^4*p*r*x-840*b*c^4*p*x^2+168*b*c^4*q^2*x+552*b*c^4* q*r*x-504*b*c^4*q*x^2+56*b*c^4*r^2*x-1688*b*c^4*r*x^2-336*b*c^4*x^3+2192*b*c^3* g^3*x+5048*b*c^3*g^2*p*x+2080*b*c^3*g^2*q*x+4208*b*c^3*g^2*r*x-2664*b*c^3*g^2*x ^2+2208*b*c^3*g*p^2*x+2784*b*c^3*g*p*q*x+3180*b*c^3*g*p*r*x-4612*b*c^3*g*p*x^2+ 504*b*c^3*g*q^2*x+2196*b*c^3*g*q*r*x-2044*b*c^3*g*q*x^2+600*b*c^3*g*r^2*x-8544* b*c^3*g*r*x^2-2312*b*c^3*g*x^3+72*b*c^3*p^3*x+408*b*c^3*p^2*q*x+144*b*c^3*p^2*r *x-552*b*c^3*p^2*x^2+316*b*c^3*p*q^2*x+552*b*c^3*p*q*r*x-1032*b*c^3*p*q*x^2-8*b *c^3*p*r^2*x-1564*b*c^3*p*r*x^2-144*b*c^3*p*x^3+28*b*c^3*q^3*x+228*b*c^3*q^2*r* x-252*b*c^3*q^2*x^2+16*b*c^3*q*r^2*x-2104*b*c^3*q*r*x^2-504*b*c^3*q*x^3-64*b*c^ 3*r^3*x-672*b*c^3*r^2*x^2+368*b*c^3*r*x^3+958*b*c^2*g^4*x+3664*b*c^2*g^3*p*x+ 1312*b*c^2*g^3*q*x+3144*b*c^2*g^3*r*x-1126*b*c^2*g^3*x^2+3314*b*c^2*g^2*p^2*x+ 3376*b*c^2*g^2*p*q*x+4766*b*c^2*g^2*p*r*x-5978*b*c^2*g^2*p*x^2+492*b*c^2*g^2*q^ 2*x+2698*b*c^2*g^2*q*r*x-2092*b*c^2*g^2*q*x^2+1014*b*c^2*g^2*r^2*x-11760*b*c^2* g^2*r*x^2-4148*b*c^2*g^2*x^3+730*b*c^2*g*p^3*x+1642*b*c^2*g*p^2*q*x+1436*b*c^2* g*p^2*r*x-3092*b*c^2*g*p^2*x^2+830*b*c^2*g*p*q^2*x+2176*b*c^2*g*p*q*r*x-3980*b* c^2*g*p*q*x^2+500*b*c^2*g*p*r^2*x-8402*b*c^2*g*p*r*x^2-1434*b*c^2*g*p*x^3+50*b* c^2*g*q^3*x+600*b*c^2*g*q^2*r*x-742*b*c^2*g*q^2*x^2+196*b*c^2*g*q*r^2*x-7586*b* c^2*g*q*r*x^2-2002*b*c^2*g*q*x^3-144*b*c^2*g*r^3*x-3504*b*c^2*g*r^2*x^2+1896*b* c^2*g*r*x^3+72*b*c^2*p^3*q*x-108*b*c^2*p^3*x^2+156*b*c^2*p^2*q^2*x+144*b*c^2*p^ 2*q*r*x-480*b*c^2*p^2*q*x^2-324*b*c^2*p^2*r*x^2+36*b*c^2*p^2*x^3+48*b*c^2*p*q^3 *x+174*b*c^2*p*q^2*r*x-402*b*c^2*p*q^2*x^2-8*b*c^2*p*q*r^2*x-1330*b*c^2*p*q*r*x ^2-144*b*c^2*p*q*x^3-120*b*c^2*p*r^2*x^2+360*b*c^2*p*r*x^3+30*b*c^2*q^3*r*x-42* b*c^2*q^3*x^2-26*b*c^2*q^2*r^2*x-838*b*c^2*q^2*r*x^2-252*b*c^2*q^2*x^3-64*b*c^2 *q*r^3*x-504*b*c^2*q*r^2*x^2+368*b*c^2*q*r*x^3+120*b*c^2*r^3*x^2+320*b*c^2*r^2* x^3+196*b*c*g^5*x+1171*b*c*g^4*p*x+367*b*c*g^4*q*x+1061*b*c*g^4*r*x+37*b*c*g^4* x^2+1747*b*c*g^3*p^2*x+1562*b*c*g^3*p*q*x+2569*b*c*g^3*p*r*x-2527*b*c*g^3*p*x^2 +189*b*c*g^3*q^2*x+1313*b*c*g^3*q*r*x-542*b*c*g^3*q*x^2+606*b*c*g^3*r^2*x-5839* b*c*g^3*r*x^2-2698*b*c*g^3*x^3+859*b*c*g^2*p^3*x+1525*b*c*g^2*p^2*q*x+1685*b*c* g^2*p^2*r*x-3074*b*c*g^2*p^2*x^2+612*b*c*g^2*p*q^2*x+2000*b*c*g^2*p*q*r*x-3541* b*c*g^2*p*q*x^2+630*b*c*g^2*p*r^2*x-8887*b*c*g^2*p*r*x^2-2053*b*c*g^2*p*x^3+26* b*c*g^2*q^3*x+464*b*c*g^2*q^2*r*x-475*b*c*g^2*q^2*x^2+206*b*c*g^2*q*r^2*x-7076* b*c*g^2*q*r*x^2-2347*b*c*g^2*q*x^3-128*b*c*g^2*r^3*x-3884*b*c*g^2*r^2*x^2+1712* b*c*g^2*r*x^3+114*b*c*g*p^4*x+360*b*c*g*p^3*q*x+294*b*c*g*p^3*r*x-745*b*c*g*p^3 *x^2+352*b*c*g*p^2*q^2*x+687*b*c*g*p^2*q*r*x-1707*b*c*g*p^2*q*x^2+228*b*c*g*p^2 *r^2*x-2421*b*c*g*p^2*r*x^2-183*b*c*g*p^2*x^3+68*b*c*g*p*q^3*x+373*b*c*g*p*q^2* r*x-1040*b*c*g*p*q^2*x^2+148*b*c*g*p*q*r^2*x-4440*b*c*g*p*q*r*x^2-568*b*c*g*p*q *x^3+48*b*c*g*p*r^3*x-1384*b*c*g*p*r^2*x^2+1652*b*c*g*p*r*x^3+46*b*c*g*q^3*r*x-\ 90*b*c*g*q^3*x^2-54*b*c*g*q^2*r^2*x-1979*b*c*g*q^2*r*x^2-493*b*c*g*q^2*x^3-128* b*c*g*q*r^3*x-1544*b*c*g*q*r^2*x^2+1592*b*c*g*q*r*x^3+180*b*c*g*r^3*x^2+1440*b* c*g*r^2*x^3+18*b*c*p^3*q^2*x-54*b*c*p^3*q*x^2+12*b*c*p^3*x^3+18*b*c*p^2*q^3*x+ 36*b*c*p^2*q^2*r*x-102*b*c*p^2*q^2*x^2-162*b*c*p^2*q*r*x^2+18*b*c*p^2*q*x^3+48* b*c*p^2*r*x^3+12*b*c*p*q^3*r*x-48*b*c*p*q^3*x^2-2*b*c*p*q^2*r^2*x-274*b*c*p*q^2 *r*x^2-36*b*c*p*q^2*x^3-60*b*c*p*q*r^2*x^2+180*b*c*p*q*r*x^3+40*b*c*p*r^2*x^3-\ 10*b*c*q^3*r^2*x-104*b*c*q^3*r*x^2-42*b*c*q^3*x^3-16*b*c*q^2*r^3*x-84*b*c*q^2*r ^2*x^2+92*b*c*q^2*r*x^3+60*b*c*q*r^3*x^2+160*b*c*q*r^2*x^3+14*b*g^6*x+135*b*g^5 *p*x+36*b*g^5*q*x+133*b*g^5*r*x+74*b*g^5*x^2+300*b*g^4*p^2*x+242*b*g^4*p*q*x+ 459*b*g^4*p*r*x-293*b*g^4*p*x^2+24*b*g^4*q^2*x+222*b*g^4*q*r*x+28*b*g^4*q*x^2+ 121*b*g^4*r^2*x-942*b*g^4*r*x^2-580*b*g^4*x^3+246*b*g^3*p^3*x+387*b*g^3*p^2*q*x +489*b*g^3*p^2*r*x-752*b*g^3*p^2*x^2+132*b*g^3*p*q^2*x+518*b*g^3*p*q*r*x-790*b* g^3*p*q*x^2+189*b*g^3*p*r^2*x-2432*b*g^3*p*r*x^2-741*b*g^3*p*x^3+4*b*g^3*q^3*x+ 112*b*g^3*q^2*r*x-50*b*g^3*q^2*x^2+63*b*g^3*q*r^2*x-1828*b*g^3*q*r*x^2-791*b*g^ 3*q*x^3-36*b*g^3*r^3*x-1162*b*g^3*r^2*x^2+324*b*g^3*r*x^3+77*b*g^2*p^4*x+200*b* g^2*p^3*q*x+197*b*g^2*p^3*r*x-431*b*g^2*p^3*x^2+153*b*g^2*p^2*q^2*x+370*b*g^2*p ^2*q*r*x-890*b*g^2*p^2*q*x^2+144*b*g^2*p^2*r^2*x-1486*b*g^2*p^2*r*x^2-190*b*g^2 *p^2*x^3+20*b*g^2*p*q^3*x+156*b*g^2*p*q^2*r*x-476*b*g^2*p*q^2*x^2+78*b*g^2*p*q* r^2*x-2398*b*g^2*p*q*r*x^2-427*b*g^2*p*q*x^3+24*b*g^2*p*r^3*x-902*b*g^2*p*r^2*x ^2+920*b*g^2*p*r*x^3+16*b*g^2*q^3*r*x-20*b*g^2*q^3*x^2-29*b*g^2*q^2*r^2*x-934*b *g^2*q^2*r*x^2-273*b*g^2*q^2*x^3-64*b*g^2*q*r^3*x-824*b*g^2*q*r^2*x^2+888*b*g^2 *q*r*x^3+90*b*g^2*r^3*x^2+900*b*g^2*r^2*x^3+9*b*g*p^5*x+27*b*g*p^4*q*x+30*b*g*p ^4*r*x-54*b*g*p^4*x^2+36*b*g*p^3*q^2*x+66*b*g*p^3*q*r*x-189*b*g*p^3*q*x^2+33*b* g*p^3*r^2*x-218*b*g*p^3*r*x^2+3*b*g*p^3*x^3+18*b*g*p^2*q^3*x+60*b*g*p^2*q^2*r*x -213*b*g*p^2*q^2*x^2+39*b*g*p^2*q*r^2*x-593*b*g*p^2*q*r*x^2+12*b*g*p^2*r^3*x-\ 196*b*g*p^2*r^2*x^2+246*b*g*p^2*r*x^3+12*b*g*p*q^3*r*x-78*b*g*p*q^3*x^2-507*b*g *p*q^2*r*x^2-27*b*g*p*q^2*x^3-300*b*g*p*q*r^2*x^2+534*b*g*p*q*r*x^3-30*b*g*p*r^ 3*x^2+280*b*g*p*r^2*x^3-10*b*g*q^3*r^2*x-128*b*g*q^3*r*x^2-24*b*g*q^3*x^3-16*b* g*q^2*r^3*x-116*b*g*q^2*r^2*x^2+268*b*g*q^2*r*x^3+60*b*g*q*r^3*x^2+340*b*g*q*r^ 2*x^3+128*c^6*g*x+528*c^5*g^2*x+368*c^5*g*p*x+176*c^5*g*q*x+288*c^5*g*r*x-288*c ^5*g*x^2+768*c^4*g^3*x+1376*c^4*g^2*p*x+592*c^4*g^2*q*x+1104*c^4*g^2*r*x-960*c^ 4*g^2*x^2+396*c^4*g*p^2*x+400*c^4*g*p*q*x+552*c^4*g*p*r*x-744*c^4*g*p*x^2+84*c^ 4*g*q^2*x+312*c^4*g*q*r*x-336*c^4*g*q*x^2+136*c^4*g*r^2*x-1200*c^4*g*r*x^2-336* c^4*g*x^3+536*c^3*g^4*x+1704*c^3*g^3*p*x+680*c^3*g^3*q*x+1416*c^3*g^3*r*x-912*c ^3*g^3*x^2+1268*c^3*g^2*p^2*x+1232*c^3*g^2*p*q*x+1808*c^3*g^2*p*r*x-2352*c^3*g^ 2*p*x^2+216*c^3*g^2*q^2*x+976*c^3*g^2*q*r*x-972*c^3*g^2*q*x^2+464*c^3*g^2*r^2*x -3960*c^3*g^2*r*x^2-1224*c^3*g^2*x^3+218*c^3*g*p^3*x+290*c^3*g*p^2*q*x+438*c^3* g*p^2*r*x-582*c^3*g*p^2*x^2+158*c^3*g*p*q^2*x+384*c^3*g*p*q*r*x-756*c^3*g*p*q*x ^2+236*c^3*g*p*r^2*x-1530*c^3*g*p*r*x^2-324*c^3*g*p*x^3+14*c^3*g*q^3*x+114*c^3* g*q^2*r*x-138*c^3*g*q^2*x^2+44*c^3*g*q*r^2*x-1302*c^3*g*q*r*x^2-324*c^3*g*q*x^3 +16*c^3*g*r^3*x-600*c^3*g*r^2*x^2+368*c^3*g*r*x^3+192*c^2*g^5*x+952*c^2*g^4*p*x +352*c^2*g^4*q*x+828*c^2*g^4*r*x-288*c^2*g^4*x^2+1231*c^2*g^3*p^2*x+1156*c^2*g^ 3*p*q*x+1806*c^2*g^3*p*r*x-2026*c^2*g^3*p*x^2+181*c^2*g^3*q^2*x+954*c^2*g^3*q*r *x-704*c^2*g^3*q*x^2+490*c^2*g^3*r^2*x-3780*c^2*g^3*r*x^2-1404*c^2*g^3*x^3+545* c^2*g^2*p^3*x+809*c^2*g^2*p^2*q*x+1107*c^2*g^2*p^2*r*x-1645*c^2*g^2*p^2*x^2+357 *c^2*g^2*p*q^2*x+1088*c^2*g^2*p*q*r*x-1992*c^2*g^2*p*q*x^2+578*c^2*g^2*p*r^2*x-\ 4437*c^2*g^2*p*r*x^2-940*c^2*g^2*p*x^3+25*c^2*g^2*q^3*x+265*c^2*g^2*q^2*r*x-335 *c^2*g^2*q^2*x^2+170*c^2*g^2*q*r^2*x-3435*c^2*g^2*q*r*x^2-940*c^2*g^2*q*x^3+32* c^2*g^2*r^3*x-1800*c^2*g^2*r^2*x^2+976*c^2*g^2*r*x^3+66*c^2*g*p^4*x+84*c^2*g*p^ 3*q*x+177*c^2*g*p^3*r*x-177*c^2*g*p^3*x^2+78*c^2*g*p^2*q^2*x+153*c^2*g*p^2*q*r* x-417*c^2*g*p^2*q*x^2+159*c^2*g*p^2*r^2*x-643*c^2*g*p^2*r*x^2-108*c^2*g*p^2*x^3 +24*c^2*g*p*q^3*x+87*c^2*g*p*q^2*r*x-249*c^2*g*p*q^2*x^2+32*c^2*g*p*q*r^2*x-\ 1032*c^2*g*p*q*r*x^2-144*c^2*g*p*q*x^3+48*c^2*g*p*r^3*x-408*c^2*g*p*r^2*x^2+364 *c^2*g*p*r*x^3+15*c^2*g*q^3*r*x-21*c^2*g*q^3*x^2-13*c^2*g*q^2*r^2*x-473*c^2*g*q ^2*r*x^2-108*c^2*g*q^2*x^3-32*c^2*g*q*r^3*x-372*c^2*g*q*r^2*x^2+364*c^2*g*q*r*x ^3+320*c^2*g*r^2*x^3+33*c*g^6*x+247*c*g^5*p*x+83*c*g^5*q*x+228*c*g^5*r*x+6*c*g^ 5*x^2+478*c*g^4*p^2*x+432*c*g^4*p*q*x+726*c*g^4*p*r*x-634*c*g^4*p*x^2+61*c*g^4* q^2*x+378*c*g^4*q*r*x-143*c*g^4*q*x^2+210*c*g^4*r^2*x-1410*c*g^4*r*x^2-654*c*g^ 4*x^3+362*c*g^3*p^3*x+552*c*g^3*p^2*q*x+748*c*g^3*p^2*r*x-1057*c*g^3*p^2*x^2+ 221*c*g^3*p*q^2*x+768*c*g^3*p*q*r*x-1209*c*g^3*p*q*x^2+392*c*g^3*p*r^2*x-3072*c *g^3*p*r*x^2-779*c*g^3*p*x^3+13*c*g^3*q^3*x+176*c*g^3*q^2*r*x-161*c*g^3*q^2*x^2 +144*c*g^3*q*r^2*x-2280*c*g^3*q*r*x^2-779*c*g^3*q*x^3+20*c*g^3*r^3*x-1350*c*g^3 *r^2*x^2+508*c*g^3*r*x^3+113*c*g^2*p^4*x+208*c*g^2*p^3*q*x+305*c*g^2*p^3*r*x-\ 429*c*g^2*p^3*x^2+155*c*g^2*p^2*q^2*x+387*c*g^2*p^2*q*r*x-919*c*g^2*p^2*q*x^2+ 264*c*g^2*p^2*r^2*x-1496*c*g^2*p^2*r*x^2-196*c*g^2*p^2*x^3+34*c*g^2*p*q^3*x+173 *c*g^2*p*q^2*r*x-524*c*g^2*p*q^2*x^2+112*c*g^2*p*q*r^2*x-2328*c*g^2*p*q*r*x^2-\ 328*c*g^2*p*q*x^3+72*c*g^2*p*r^3*x-956*c*g^2*p*r^2*x^2+882*c*g^2*p*r*x^3+23*c*g ^2*q^3*r*x-42*c*g^2*q^3*x^2-14*c*g^2*q^2*r^2*x-922*c*g^2*q^2*r*x^2-196*c*g^2*q^ 2*x^3-48*c*g^2*q*r^3*x-814*c*g^2*q*r^2*x^2+882*c*g^2*q*r*x^3+800*c*g^2*r^2*x^3+ 9*c*g*p^5*x+9*c*g*p^4*q*x+30*c*g*p^4*r*x-18*c*g*p^4*x^2+9*c*g*p^3*q^2*x+18*c*g* p^3*q*r*x-66*c*g*p^3*q*x^2+33*c*g*p^3*r^2*x-98*c*g*p^3*r*x^2-15*c*g*p^3*x^3+9*c *g*p^2*q^3*x+18*c*g*p^2*q^2*r*x-72*c*g*p^2*q^2*x^2+9*c*g*p^2*q*r^2*x-202*c*g*p^ 2*q*r*x^2-9*c*g*p^2*q*x^3+12*c*g*p^2*r^3*x-108*c*g*p^2*r^2*x^2+70*c*g*p^2*r*x^3 +6*c*g*p*q^3*r*x-24*c*g*p*q^3*x^2-c*g*p*q^2*r^2*x-164*c*g*p*q^2*r*x^2-9*c*g*p*q ^2*x^3-90*c*g*p*q*r^2*x^2+180*c*g*p*q*r*x^3-30*c*g*p*r^3*x^2+100*c*g*p*r^2*x^3-\ 5*c*g*q^3*r^2*x-52*c*g*q^3*r*x^2-15*c*g*q^3*x^3-8*c*g*q^2*r^3*x-42*c*g*q^2*r^2* x^2+70*c*g*q^2*r*x^3+30*c*g*q*r^3*x^2+100*c*g*q*r^2*x^3+2*g^7*x+24*g^6*p*x+7*g^ 6*q*x+24*g^6*r*x+12*g^6*x^2+65*g^5*p^2*x+56*g^5*p*q*x+103*g^5*p*r*x-58*g^5*p*x^ 2+7*g^5*q^2*x+53*g^5*q*r*x+4*g^5*q*x^2+32*g^5*r^2*x-180*g^5*r*x^2-108*g^5*x^3+ 72*g^4*p^3*x+110*g^4*p^2*q*x+152*g^4*p^2*r*x-190*g^4*p^2*x^2+41*g^4*p*q^2*x+160 *g^4*p*q*r*x-201*g^4*p*q*x^2+81*g^4*p*r^2*x-618*g^4*p*r*x^2-195*g^4*p*x^3+2*g^4 *q^3*x+36*g^4*q^2*r*x-14*g^4*q^2*x^2+35*g^4*q*r^2*x-444*g^4*q*r*x^2-195*g^4*q*x ^3+4*g^4*r^3*x-300*g^4*r^2*x^2+56*g^4*r*x^3+38*g^3*p^4*x+78*g^3*p^3*q*x+104*g^3 *p^3*r*x-152*g^3*p^3*x^2+54*g^3*p^2*q^2*x+149*g^3*p^2*q*r*x-313*g^3*p^2*q*x^2+ 90*g^3*p^2*r^2*x-552*g^3*p^2*r*x^2-88*g^3*p^2*x^3+10*g^3*p*q^3*x+63*g^3*p*q^2*r *x-170*g^3*p*q^2*x^2+48*g^3*p*q*r^2*x-852*g^3*p*q*r*x^2-162*g^3*p*q*x^3+24*g^3* p*r^3*x-370*g^3*p*r^2*x^2+298*g^3*p*r*x^3+8*g^3*q^3*r*x-10*g^3*q^3*x^2-2*g^3*q^ 2*r^2*x-324*g^3*q^2*r*x^2-88*g^3*q^2*x^3-16*g^3*q*r^3*x-320*g^3*q*r^2*x^2+298*g ^3*q*r*x^3+320*g^3*r^2*x^3+9*g^2*p^5*x+18*g^2*p^4*q*x+30*g^2*p^4*r*x-36*g^2*p^4 *x^2+18*g^2*p^3*q^2*x+42*g^2*p^3*q*r*x-114*g^2*p^3*q*x^2+33*g^2*p^3*r^2*x-158*g ^2*p^3*r*x^2-9*g^2*p^3*x^3+9*g^2*p^2*q^3*x+30*g^2*p^2*q^2*r*x-117*g^2*p^2*q^2*x ^2+24*g^2*p^2*q*r^2*x-357*g^2*p^2*q*r*x^2-9*g^2*p^2*q*x^3+12*g^2*p^2*r^3*x-152* g^2*p^2*r^2*x^2+146*g^2*p^2*r*x^3+6*g^2*p*q^3*r*x-39*g^2*p*q^3*x^2-267*g^2*p*q^ 2*r*x^2-9*g^2*p*q^2*x^3-180*g^2*p*q*r^2*x^2+312*g^2*p*q*r*x^3-30*g^2*p*r^3*x^2+ 180*g^2*p*r^2*x^3-5*g^2*q^3*r^2*x-64*g^2*q^3*r*x^2-9*g^2*q^3*x^3-8*g^2*q^2*r^3* x-58*g^2*q^2*r^2*x^2+146*g^2*q^2*r*x^3+30*g^2*q*r^3*x^2+180*g^2*q*r^2*x^3-32*a^ 6*b-16*a^6*g-64*a^5*b^2-192*a^5*b*c-128*a^5*b*g-144*a^5*b*p-32*a^5*b*q-112*a^5* b*r+32*a^5*b*x-96*a^5*c*g-16*a^5*c*p-16*a^5*c*r+32*a^5*c*x-48*a^5*g^2-80*a^5*g* p-16*a^5*g*q-64*a^5*g*r+32*a^5*g*x-32*a^4*b^3-320*a^4*b^2*c-176*a^4*b^2*g-256*a ^4*b^2*p-32*a^4*b^2*q-192*a^4*b^2*r-48*a^4*b^2*x-480*a^4*b*c^2-656*a^4*b*c*g-\ 704*a^4*b*c*p-160*a^4*b*c*q-544*a^4*b*c*r+576*a^4*b*c*x-200*a^4*b*g^2-512*a^4*b *g*p-96*a^4*b*g*q-400*a^4*b*g*r+32*a^4*b*g*x-216*a^4*b*p^2-128*a^4*b*p*q-304*a^ 4*b*p*r+728*a^4*b*p*x-8*a^4*b*q^2-96*a^4*b*q*r+128*a^4*b*q*x-96*a^4*b*r^2+1072* a^4*b*r*x+1176*a^4*b*x^2-240*a^4*c^2*g-64*a^4*c^2*p-64*a^4*c^2*r+144*a^4*c^2*x-\ 248*a^4*c*g^2-416*a^4*c*g*p-80*a^4*c*g*q-336*a^4*c*g*r+424*a^4*c*g*x-64*a^4*c*p ^2-112*a^4*c*p*r+32*a^4*c*p*x+8*a^4*c*q*x-48*a^4*c*r^2-32*a^4*c*r*x+112*a^4*c*x ^2-60*a^4*g^3-208*a^4*g^2*p-40*a^4*g^2*q-168*a^4*g^2*r+60*a^4*g^2*x-140*a^4*g*p ^2-64*a^4*g*p*q-208*a^4*g*p*r+380*a^4*g*p*x-4*a^4*g*q^2-48*a^4*g*q*r+68*a^4*g*q *x-72*a^4*g*r^2+520*a^4*g*r*x+644*a^4*g*x^2-128*a^3*b^3*c-64*a^3*b^3*g-112*a^3* b^3*p-80*a^3*b^3*r-192*a^3*b^3*x-640*a^3*b^2*c^2-736*a^3*b^2*c*g-992*a^3*b^2*c* p-128*a^3*b^2*c*q-736*a^3*b^2*c*r+256*a^3*b^2*c*x-192*a^3*b^2*g^2-616*a^3*b^2*g *p-64*a^3*b^2*g*q-472*a^3*b^2*g*r-440*a^3*b^2*g*x-304*a^3*b^2*p^2-112*a^3*b^2*p *q-384*a^3*b^2*p*r+1176*a^3*b^2*p*x-80*a^3*b^2*q*r-48*a^3*b^2*q*x-96*a^3*b^2*r^ 2+1896*a^3*b^2*r*x+2928*a^3*b^2*x^2-640*a^3*b*c^3-1360*a^3*b*c^2*g-1360*a^3*b*c ^2*p-320*a^3*b*c^2*q-1040*a^3*b*c^2*r+1744*a^3*b*c^2*x-856*a^3*b*c*g^2-2056*a^3 *b*c*g*p-400*a^3*b*c*g*q-1592*a^3*b*c*g*r+1128*a^3*b*c*g*x-800*a^3*b*c*p^2-496* a^3*b*c*p*q-1104*a^3*b*c*p*r+3864*a^3*b*c*p*x-32*a^3*b*c*q^2-368*a^3*b*c*q*r+ 592*a^3*b*c*q*x-336*a^3*b*c*r^2+4904*a^3*b*c*r*x+4936*a^3*b*c*x^2-160*a^3*b*g^3 -700*a^3*b*g^2*p-112*a^3*b*g^2*q-556*a^3*b*g^2*r-232*a^3*b*g^2*x-624*a^3*b*g*p^ 2-336*a^3*b*g*p*q-856*a^3*b*g*p*r+2420*a^3*b*g*p*x-16*a^3*b*g*q^2-256*a^3*b*g*q *r+112*a^3*b*g*q*x-256*a^3*b*g*r^2+3592*a^3*b*g*r*x+4852*a^3*b*g*x^2-148*a^3*b* p^3-152*a^3*b*p^2*q-292*a^3*b*p^2*r+1136*a^3*b*p^2*x-28*a^3*b*p*q^2-192*a^3*b*p *q*r+872*a^3*b*p*q*x-168*a^3*b*p*r^2+2368*a^3*b*p*r*x+1136*a^3*b*p*x^2-20*a^3*b *q^2*r+24*a^3*b*q^2*x-48*a^3*b*q*r^2+1212*a^3*b*q*r*x+1288*a^3*b*q*x^2-24*a^3*b *r^3+960*a^3*b*r^2*x-1028*a^3*b*r*x^2-1048*a^3*b*x^3-320*a^3*c^3*g-96*a^3*c^3*p -96*a^3*c^3*r+240*a^3*c^3*x-520*a^3*c^2*g^2-832*a^3*c^2*g*p-160*a^3*c^2*g*q-672 *a^3*c^2*g*r+1208*a^3*c^2*g*x-192*a^3*c^2*p^2-336*a^3*c^2*p*r+288*a^3*c^2*p*x+ 24*a^3*c^2*q*x-144*a^3*c^2*r^2+32*a^3*c^2*r*x+456*a^3*c^2*x^2-260*a^3*c*g^3-856 *a^3*c*g^2*p-168*a^3*c*g^2*q-688*a^3*c*g^2*r+656*a^3*c*g^2*x-608*a^3*c*g*p^2-\ 248*a^3*c*g*p*q-920*a^3*c*g*p*r+2112*a^3*c*g*p*x-16*a^3*c*g*q^2-184*a^3*c*g*q*r +312*a^3*c*g*q*x-328*a^3*c*g*r^2+2408*a^3*c*g*r*x+2912*a^3*c*g*x^2-76*a^3*c*p^3 -172*a^3*c*p^2*r+116*a^3*c*p^2*x+68*a^3*c*p*q*x-120*a^3*c*p*r^2+208*a^3*c*p*r*x +316*a^3*c*p*x^2+36*a^3*c*q*r*x+92*a^3*c*q*x^2-24*a^3*c*r^3+120*a^3*c*r^2*x-108 *a^3*c*r*x^2-248*a^3*c*x^3-40*a^3*g^4-222*a^3*g^3*p-40*a^3*g^3*q-182*a^3*g^3*r-\ 6*a^3*g^3*x-292*a^3*g^2*p^2-140*a^3*g^2*p*q-432*a^3*g^2*p*r+934*a^3*g^2*p*x-8*a ^3*g^2*q^2-108*a^3*g^2*q*r+70*a^3*g^2*q*x-148*a^3*g^2*r^2+1292*a^3*g^2*r*x+1802 *a^3*g^2*x^2-112*a^3*g*p^3-76*a^3*g*p^2*q-232*a^3*g*p^2*r+626*a^3*g*p^2*x-14*a^ 3*g*p*q^2-96*a^3*g*p*q*r+470*a^3*g*p*q*x-144*a^3*g*p*r^2+1288*a^3*g*p*r*x+726*a ^3*g*p*x^2-10*a^3*g*q^2*r+12*a^3*g*q^2*x-24*a^3*g*q*r^2+624*a^3*g*q*r*x+690*a^3 *g*q*x^2-24*a^3*g*r^3+540*a^3*g*r^2*x-568*a^3*g*r*x^2-648*a^3*g*x^3-112*a^2*b^4 *x-192*a^2*b^3*c^2-192*a^2*b^3*c*g-336*a^2*b^3*c*p-240*a^2*b^3*c*r-416*a^2*b^3* c*x-40*a^2*b^3*g^2-200*a^2*b^3*g*p-152*a^2*b^3*g*r-592*a^2*b^3*g*x-96*a^2*b^3*p ^2-96*a^2*b^3*p*r+472*a^2*b^3*p*x-176*a^2*b^3*q*x-8*a^2*b^3*r^2+1000*a^2*b^3*r* x+2328*a^2*b^3*x^2-640*a^2*b^2*c^3-1152*a^2*b^2*c^2*g-1440*a^2*b^2*c^2*p-192*a^ 2*b^2*c^2*q-1056*a^2*b^2*c^2*r+784*a^2*b^2*c^2*x-608*a^2*b^2*c*g^2-1928*a^2*b^2 *c*g*p-192*a^2*b^2*c*g*q-1464*a^2*b^2*c*g*r-632*a^2*b^2*c*g*x-800*a^2*b^2*c*p^2 -336*a^2*b^2*c*p*q-960*a^2*b^2*c*p*r+4104*a^2*b^2*c*p*x-240*a^2*b^2*c*q*r-168*a ^2*b^2*c*q*x-208*a^2*b^2*c*r^2+6032*a^2*b^2*c*r*x+8256*a^2*b^2*c*x^2-92*a^2*b^2 *g^3-588*a^2*b^2*g^2*p-40*a^2*b^2*g^2*q-468*a^2*b^2*g^2*r-900*a^2*b^2*g^2*x-560 *a^2*b^2*g*p^2-200*a^2*b^2*g*p*q-688*a^2*b^2*g*p*r+2284*a^2*b^2*g*p*x-152*a^2*b ^2*g*q*r-428*a^2*b^2*g*q*x-156*a^2*b^2*g*r^2+4056*a^2*b^2*g*r*x+7260*a^2*b^2*g* x^2-144*a^2*b^2*p^3-96*a^2*b^2*p^2*q-240*a^2*b^2*p^2*r+1356*a^2*b^2*p^2*x-96*a^ 2*b^2*p*q*r+688*a^2*b^2*p*q*x-96*a^2*b^2*p*r^2+2820*a^2*b^2*p*r*x+1984*a^2*b^2* p*x^2-92*a^2*b^2*q^2*x-8*a^2*b^2*q*r^2+1276*a^2*b^2*q*r*x+2288*a^2*b^2*q*x^2+ 1032*a^2*b^2*r^2*x-1584*a^2*b^2*r*x^2-2096*a^2*b^2*x^3-480*a^2*b*c^4-1424*a^2*b *c^3*g-1296*a^2*b*c^3*p-320*a^2*b*c^3*q-976*a^2*b*c^3*r+2032*a^2*b*c^3*x-1384*a ^2*b*c^2*g^2-3136*a^2*b*c^2*g*p-624*a^2*b*c^2*g*q-2400*a^2*b*c^2*g*r+2736*a^2*b *c^2*g*x-1048*a^2*b*c^2*p^2-720*a^2*b*c^2*p*q-1392*a^2*b*c^2*p*r+6536*a^2*b*c^2 *p*x-48*a^2*b*c^2*q^2-528*a^2*b*c^2*q*r+880*a^2*b*c^2*q*x-392*a^2*b*c^2*r^2+ 7832*a^2*b*c^2*r*x+7152*a^2*b*c^2*x^2-524*a^2*b*c*g^3-2248*a^2*b*c*g^2*p-352*a^ 2*b*c*g^2*q-1768*a^2*b*c*g^2*r+92*a^2*b*c*g^2*x-1756*a^2*b*c*g*p^2-1048*a^2*b*c *g*p*q-2328*a^2*b*c*g*p*r+9160*a^2*b*c*g*p*x-48*a^2*b*c*g*q^2-792*a^2*b*c*g*q*r +424*a^2*b*c*g*q*x-648*a^2*b*c*g*r^2+12324*a^2*b*c*g*r*x+14668*a^2*b*c*g*x^2-\ 368*a^2*b*c*p^3-400*a^2*b*c*p^2*q-704*a^2*b*c*p^2*r+3784*a^2*b*c*p^2*x-84*a^2*b *c*p*q^2-480*a^2*b*c*p*q*r+2676*a^2*b*c*p*q*x-384*a^2*b*c*p*r^2+7228*a^2*b*c*p* r*x+3040*a^2*b*c*p*x^2-60*a^2*b*c*q^2*r+20*a^2*b*c*q^2*x-104*a^2*b*c*q*r^2+3688 *a^2*b*c*q*r*x+3992*a^2*b*c*q*x^2-48*a^2*b*c*r^3+2700*a^2*b*c*r^2*x-4044*a^2*b* c*r*x^2-3800*a^2*b*c*x^3-64*a^2*b*g^4-486*a^2*b*g^3*p-56*a^2*b*g^3*q-398*a^2*b* g^3*r-496*a^2*b*g^3*x-654*a^2*b*g^2*p^2-344*a^2*b*g^2*p*q-876*a^2*b*g^2*p*r+ 2712*a^2*b*g^2*p*x-10*a^2*b*g^2*q^2-272*a^2*b*g^2*q*r-248*a^2*b*g^2*q*x-246*a^2 *b*g^2*r^2+4302*a^2*b*g^2*r*x+6696*a^2*b*g^2*x^2-316*a^2*b*g*p^3-304*a^2*b*g*p^ 2*q-596*a^2*b*g*p^2*r+2860*a^2*b*g*p^2*x-50*a^2*b*g*p*q^2-368*a^2*b*g*p*q*r+ 1822*a^2*b*g*p*q*x-316*a^2*b*g*p*r^2+5852*a^2*b*g*p*r*x+3548*a^2*b*g*p*x^2-38*a ^2*b*g*q^2*r-82*a^2*b*g*q^2*x-80*a^2*b*g*q*r^2+2884*a^2*b*g*q*r*x+4068*a^2*b*g* q*x^2-36*a^2*b*g*r^3+2292*a^2*b*g*r^2*x-2668*a^2*b*g*r*x^2-3408*a^2*b*g*x^3-48* a^2*b*p^4-72*a^2*b*p^3*q-120*a^2*b*p^3*r+606*a^2*b*p^3*x-24*a^2*b*p^2*q^2-120*a ^2*b*p^2*q*r+848*a^2*b*p^2*q*x-96*a^2*b*p^2*r^2+1576*a^2*b*p^2*r*x+118*a^2*b*p^ 2*x^2-24*a^2*b*p*q^2*r+226*a^2*b*p*q^2*x-48*a^2*b*p*q*r^2+1686*a^2*b*p*q*r*x+ 648*a^2*b*p*q*x^2-24*a^2*b*p*r^3+1068*a^2*b*p*r^2*x-2246*a^2*b*p*r*x^2-1220*a^2 *b*p*x^3-16*a^2*b*q^3*x-2*a^2*b*q^2*r^2+388*a^2*b*q^2*r*x+530*a^2*b*q^2*x^2+570 *a^2*b*q*r^2*x-1542*a^2*b*q*r*x^2-1220*a^2*b*q*x^3+144*a^2*b*r^3*x-1608*a^2*b*r ^2*x^2-464*a^2*b*r*x^3-240*a^2*c^4*g-64*a^2*c^4*p-64*a^2*c^4*r+176*a^2*c^4*x-\ 552*a^2*c^3*g^2-800*a^2*c^3*g*p-160*a^2*c^3*g*q-640*a^2*c^3*g*r+1368*a^2*c^3*g* x-192*a^2*c^3*p^2-336*a^2*c^3*p*r+480*a^2*c^3*p*x+24*a^2*c^3*q*x-144*a^2*c^3*r^ 2+160*a^2*c^3*r*x+560*a^2*c^3*x^2-428*a^2*c^2*g^3-1328*a^2*c^2*g^2*p-264*a^2*c^ 2*g^2*q-1056*a^2*c^2*g^2*r+1412*a^2*c^2*g^2*x-876*a^2*c^2*g*p^2-360*a^2*c^2*g*p *q-1320*a^2*c^2*g*p*r+3824*a^2*c^2*g*p*x-24*a^2*c^2*g*q^2-264*a^2*c^2*g*q*r+464 *a^2*c^2*g*q*x-468*a^2*c^2*g*r^2+4016*a^2*c^2*g*r*x+4504*a^2*c^2*g*x^2-152*a^2* c^2*p^3-344*a^2*c^2*p^2*r+448*a^2*c^2*p^2*x+136*a^2*c^2*p*q*x-240*a^2*c^2*p*r^2 +712*a^2*c^2*p*r*x+780*a^2*c^2*p*x^2+72*a^2*c^2*q*r*x+272*a^2*c^2*q*x^2-48*a^2* c^2*r^3+348*a^2*c^2*r^2*x-236*a^2*c^2*r*x^2-688*a^2*c^2*x^3-134*a^2*c*g^4-722*a ^2*c*g^3*p-128*a^2*c*g^3*q-586*a^2*c*g^3*r+222*a^2*c*g^3*x-878*a^2*c*g^2*p^2-\ 440*a^2*c*g^2*p*q-1284*a^2*c*g^2*p*r+3718*a^2*c*g^2*p*x-24*a^2*c*g^2*q^2-336*a^ 2*c*g^2*q*r+254*a^2*c*g^2*q*x-432*a^2*c*g^2*r^2+4622*a^2*c*g^2*r*x+5750*a^2*c*g ^2*x^2-364*a^2*c*g*p^3-200*a^2*c*g*p^2*q-764*a^2*c*g*p^2*r+2244*a^2*c*g*p^2*x-\ 42*a^2*c*g*p*q^2-240*a^2*c*g*p*q*r+1478*a^2*c*g*p*q*x-484*a^2*c*g*p*r^2+4196*a^ 2*c*g*p*r*x+2334*a^2*c*g*p*x^2-30*a^2*c*g*q^2*r+10*a^2*c*g*q^2*x-52*a^2*c*g*q*r ^2+1916*a^2*c*g*q*r*x+2260*a^2*c*g*q*x^2-84*a^2*c*g*r^3+1650*a^2*c*g*r^2*x-2262 *a^2*c*g*r*x^2-2528*a^2*c*g*x^3-36*a^2*c*p^4-96*a^2*c*p^3*r+126*a^2*c*p^3*x+104 *a^2*c*p^2*q*x-84*a^2*c*p^2*r^2+388*a^2*c*p^2*r*x+250*a^2*c*p^2*x^2+198*a^2*c*p *q*r*x+186*a^2*c*p*q*x^2-24*a^2*c*p*r^3+408*a^2*c*p*r^2*x-118*a^2*c*p*r*x^2-344 *a^2*c*p*x^3+48*a^2*c*q^2*x^2+108*a^2*c*q*r^2*x-24*a^2*c*q*r*x^2-212*a^2*c*q*x^ 3+144*a^2*c*r^3*x-120*a^2*c*r^2*x^2-144*a^2*c*r*x^3-14*a^2*g^5-125*a^2*g^4*p-18 *a^2*g^4*q-105*a^2*g^4*r-82*a^2*g^4*x-235*a^2*g^3*p^2-122*a^2*g^3*p*q-344*a^2*g ^3*p*r+847*a^2*g^3*p*x-5*a^2*g^3*q^2-98*a^2*g^3*q*r-42*a^2*g^3*q*x-115*a^2*g^3* r^2+1241*a^2*g^3*r*x+1902*a^2*g^3*x^2-174*a^2*g^2*p^3-128*a^2*g^2*p^2*q-358*a^2 *g^2*p^2*r+1155*a^2*g^2*p^2*x-25*a^2*g^2*p*q^2-160*a^2*g^2*p*q*r+775*a^2*g^2*p* q*x-220*a^2*g^2*p*r^2+2334*a^2*g^2*p*r*x+1490*a^2*g^2*p*x^2-19*a^2*g^2*q^2*r-18 *a^2*g^2*q^2*x-38*a^2*g^2*q*r^2+1141*a^2*g^2*q*r*x+1526*a^2*g^2*q*x^2-36*a^2*g^ 2*r^3+951*a^2*g^2*r^2*x-999*a^2*g^2*r*x^2-1322*a^2*g^2*x^3-42*a^2*g*p^4-36*a^2* g*p^3*q-108*a^2*g*p^3*r+366*a^2*g*p^3*x-12*a^2*g*p^2*q^2-60*a^2*g*p^2*q*r+476*a ^2*g*p^2*q*x-90*a^2*g*p^2*r^2+982*a^2*g*p^2*r*x+184*a^2*g*p^2*x^2-12*a^2*g*p*q^ 2*r+113*a^2*g*p*q^2*x-24*a^2*g*p*q*r^2+942*a^2*g*p*q*r*x+417*a^2*g*p*q*x^2-24*a ^2*g*p*r^3+738*a^2*g*p*r^2*x-1182*a^2*g*p*r*x^2-782*a^2*g*p*x^3-8*a^2*g*q^3*x-a ^2*g*q^2*r^2+194*a^2*g*q^2*r*x+289*a^2*g*q^2*x^2+339*a^2*g*q*r^2*x-783*a^2*g*q* r*x^2-716*a^2*g*q*x^3+144*a^2*g*r^3*x-864*a^2*g*r^2*x^2-304*a^2*g*r*x^3-128*a*b ^4*c*x-152*a*b^4*g*x+24*a*b^4*p*x+176*a*b^4*r*x+576*a*b^4*x^2-128*a*b^3*c^3-192 *a*b^3*c^2*g-336*a*b^3*c^2*p-240*a*b^3*c^2*r-256*a*b^3*c^2*x-80*a*b^3*c*g^2-400 *a*b^3*c*g*p-304*a*b^3*c*g*r-832*a*b^3*c*g*x-192*a*b^3*c*p^2-192*a*b^3*c*p*r+ 792*a*b^3*c*p*x-256*a*b^3*c*q*x-16*a*b^3*c*r^2+1896*a*b^3*c*r*x+3704*a*b^3*c*x^ 2-8*a*b^3*g^3-104*a*b^3*g^2*p-88*a*b^3*g^2*r-512*a*b^3*g^2*x-136*a*b^3*g*p^2-\ 144*a*b^3*g*p*r+476*a*b^3*g*p*x-264*a*b^3*g*q*x-16*a*b^3*g*r^2+1432*a*b^3*g*r*x +3476*a*b^3*g*x^2-24*a*b^3*p^3-24*a*b^3*p^2*r+336*a*b^3*p^2*x+48*a*b^3*p*q*x+8* a*b^3*p*r^2+748*a*b^3*p*r*x+848*a*b^3*p*x^2+360*a*b^3*q*r*x+1000*a*b^3*q*x^2+8* a*b^3*r^3+272*a*b^3*r^2*x-556*a*b^3*r*x^2-1048*a*b^3*x^3-320*a*b^2*c^4-800*a*b^ 2*c^3*g-928*a*b^2*c^3*p-128*a*b^2*c^3*q-672*a*b^2*c^3*r+608*a*b^2*c^3*x-640*a*b ^2*c^2*g^2-2008*a*b^2*c^2*g*p-192*a*b^2*c^2*g*q-1512*a*b^2*c^2*g*r-24*a*b^2*c^2 *g*x-688*a*b^2*c^2*p^2-336*a*b^2*c^2*p*q-768*a*b^2*c^2*p*r+3856*a*b^2*c^2*p*x-\ 240*a*b^2*c^2*q*r-192*a*b^2*c^2*q*x-128*a*b^2*c^2*r^2+5928*a*b^2*c^2*r*x+7080*a *b^2*c^2*x^2-192*a*b^2*c*g^3-1256*a*b^2*c*g^2*p-80*a*b^2*c*g^2*q-1000*a*b^2*c*g ^2*r-1308*a*b^2*c*g^2*x-1128*a*b^2*c*g*p^2-400*a*b^2*c*g*p*q-1312*a*b^2*c*g*p*r +5088*a*b^2*c*g*p*x-304*a*b^2*c*g*q*r-780*a*b^2*c*g*q*x-248*a*b^2*c*g*r^2+8916* a*b^2*c*g*r*x+13496*a*b^2*c*g*x^2-192*a*b^2*c*p^3-192*a*b^2*c*p^2*q-288*a*b^2*c *p^2*r+2440*a*b^2*c*p^2*x-192*a*b^2*c*p*q*r+1152*a*b^2*c*p*q*x-80*a*b^2*c*p*r^2 +4880*a*b^2*c*p*r*x+2884*a*b^2*c*p*x^2-160*a*b^2*c*q^2*x-16*a*b^2*c*q*r^2+2484* a*b^2*c*q*r*x+4292*a*b^2*c*q*x^2+16*a*b^2*c*r^3+1708*a*b^2*c*r^2*x-3156*a*b^2*c *r*x^2-3800*a*b^2*c*x^3-16*a*b^2*g^4-236*a*b^2*g^3*p-8*a*b^2*g^3*q-204*a*b^2*g^ 3*r-630*a*b^2*g^3*x-392*a*b^2*g^2*p^2-104*a*b^2*g^2*p*q-472*a*b^2*g^2*p*r+1318* a*b^2*g^2*p*x-88*a*b^2*g^2*q*r-526*a*b^2*g^2*q*x-96*a*b^2*g^2*r^2+2970*a*b^2*g^ 2*r*x+5898*a*b^2*g^2*x^2-172*a*b^2*g*p^3-136*a*b^2*g*p^2*q-268*a*b^2*g*p^2*r+ 1882*a*b^2*g*p^2*x-144*a*b^2*g*p*q*r+776*a*b^2*g*p*q*x-84*a*b^2*g*p*r^2+4032*a* b^2*g*p*r*x+3234*a*b^2*g*p*x^2-150*a*b^2*g*q^2*x-16*a*b^2*g*q*r^2+1956*a*b^2*g* q*r*x+3982*a*b^2*g*q*x^2+12*a*b^2*g*r^3+1548*a*b^2*g*r^2*x-2060*a*b^2*g*r*x^2-\ 3408*a*b^2*g*x^3-24*a*b^2*p^4-24*a*b^2*p^3*q-48*a*b^2*p^3*r+378*a*b^2*p^3*x-24* a*b^2*p^2*q*r+408*a*b^2*p^2*q*x-24*a*b^2*p^2*r^2+924*a*b^2*p^2*r*x+136*a*b^2*p^ 2*x^2+30*a*b^2*p*q^2*x+8*a*b^2*p*q*r^2+874*a*b^2*p*q*r*x+684*a*b^2*p*q*x^2+426* a*b^2*p*r^2*x-1914*a*b^2*p*r*x^2-1220*a*b^2*p*x^3+228*a*b^2*q^2*r*x+548*a*b^2*q ^2*x^2+8*a*b^2*q*r^3+236*a*b^2*q*r^2*x-1210*a*b^2*q*r*x^2-1220*a*b^2*q*x^3-96*a *b^2*r^3*x-1512*a*b^2*r^2*x^2-464*a*b^2*r*x^3-192*a*b*c^5-752*a*b*c^4*g-608*a*b *c^4*p-160*a*b*c^4*q-448*a*b*c^4*r+976*a*b*c^4*x-1000*a*b*c^3*g^2-2152*a*b*c^3* g*p-432*a*b*c^3*g*q-1624*a*b*c^3*g*r+2208*a*b*c^3*g*x-560*a*b*c^3*p^2-464*a*b*c ^3*p*q-688*a*b*c^3*p*r+4080*a*b*c^3*p*x-32*a*b*c^3*q^2-336*a*b*c^3*q*r+496*a*b* c^3*q*x-160*a*b*c^3*r^2+5072*a*b*c^3*r*x+4200*a*b*c^3*x^2-572*a*b*c^2*g^3-2436* a*b*c^2*g^2*p-368*a*b*c^2*g^2*q-1900*a*b*c^2*g^2*r+752*a*b*c^2*g^2*x-1644*a*b*c ^2*g*p^2-1088*a*b*c^2*g*p*q-2056*a*b*c^2*g*p*r+9940*a*b*c^2*g*p*x-48*a*b*c^2*g* q^2-816*a*b*c^2*g*q*r+416*a*b*c^2*g*q*x-496*a*b*c^2*g*r^2+13392*a*b*c^2*g*r*x+ 13932*a*b*c^2*g*x^2-244*a*b*c^2*p^3-344*a*b*c^2*p^2*q-436*a*b*c^2*p^2*r+3348*a* b*c^2*p^2*x-84*a*b*c^2*p*q^2-384*a*b*c^2*p*q*r+2424*a*b*c^2*p*q*x-208*a*b*c^2*p *r^2+6172*a*b*c^2*p*r*x+2076*a*b*c^2*p*x^2-60*a*b*c^2*q^2*r-32*a*b*c^2*q^2*x-64 *a*b*c^2*q*r^2+3588*a*b*c^2*q*r*x+3960*a*b*c^2*q*x^2-16*a*b*c^2*r^3+2144*a*b*c^ 2*r^2*x-4320*a*b*c^2*r*x^2-3680*a*b*c^2*x^3-138*a*b*c*g^4-1082*a*b*c*g^3*p-116* a*b*c*g^3*q-886*a*b*c*g^3*r-702*a*b*c*g^3*x-1350*a*b*c*g^2*p^2-728*a*b*c*g^2*p* q-1716*a*b*c*g^2*p*r+6618*a*b*c*g^2*p*x-20*a*b*c*g^2*q^2-576*a*b*c*g^2*q*r-472* a*b*c*g^2*q*x-424*a*b*c*g^2*r^2+10120*a*b*c*g^2*r*x+13476*a*b*c*g^2*x^2-506*a*b *c*g*p^3-612*a*b*c*g*p^2*q-906*a*b*c*g*p^2*r+6038*a*b*c*g*p^2*x-100*a*b*c*g*p*q ^2-704*a*b*c*g*p*q*r+3730*a*b*c*g*p*q*x-432*a*b*c*g*p*r^2+11738*a*b*c*g*p*r*x+ 5898*a*b*c*g*p*x^2-76*a*b*c*g*q^2*r-214*a*b*c*g*q^2*x-128*a*b*c*g*q*r^2+6186*a* b*c*g*q*r*x+8436*a*b*c*g*q*x^2-32*a*b*c*g*r^3+4336*a*b*c*g*r^2*x-6528*a*b*c*g*r *x^2-7232*a*b*c*g*x^3-60*a*b*c*p^4-96*a*b*c*p^3*q-144*a*b*c*p^3*r+998*a*b*c*p^3 *x-48*a*b*c*p^2*q^2-144*a*b*c*p^2*q*r+1416*a*b*c*p^2*q*x-108*a*b*c*p^2*r^2+2388 *a*b*c*p^2*r*x-66*a*b*c*p^2*x^2-48*a*b*c*p*q^2*r+378*a*b*c*p*q^2*x-40*a*b*c*p*q *r^2+2776*a*b*c*p*q*r*x+954*a*b*c*p*q*x^2-24*a*b*c*p*r^3+1368*a*b*c*p*r^2*x-\ 4562*a*b*c*p*r*x^2-2356*a*b*c*p*x^3-32*a*b*c*q^3*x-4*a*b*c*q^2*r^2+768*a*b*c*q^ 2*r*x+1152*a*b*c*q^2*x^2+8*a*b*c*q*r^3+872*a*b*c*q*r^2*x-3070*a*b*c*q*r*x^2-\ 2356*a*b*c*q*x^3+48*a*b*c*r^3*x-3120*a*b*c*r^2*x^2-736*a*b*c*r*x^3-10*a*b*g^5-\ 163*a*b*g^4*p-10*a*b*g^4*q-143*a*b*g^4*r-324*a*b*g^4*x-324*a*b*g^3*p^2-144*a*b* g^3*p*q-422*a*b*g^3*p*r+1186*a*b*g^3*p*x-2*a*b*g^3*q^2-124*a*b*g^3*q*r-336*a*b* g^3*q*x-108*a*b*g^3*r^2+2244*a*b*g^3*r*x+3906*a*b*g^3*x^2-217*a*b*g^2*p^3-230*a *b*g^2*p^2*q-389*a*b*g^2*p^2*r+2290*a*b*g^2*p^2*x-26*a*b*g^2*p*q^2-272*a*b*g^2* p*q*r+1199*a*b*g^2*p*q*x-184*a*b*g^2*p*r^2+4757*a*b*g^2*p*r*x+3348*a*b*g^2*p*x^ 2-22*a*b*g^2*q^2*r-163*a*b*g^2*q^2*x-52*a*b*g^2*q*r^2+2361*a*b*g^2*q*r*x+4038*a *b*g^2*q*x^2-12*a*b*g^2*r^3+1884*a*b*g^2*r^2*x-1956*a*b*g^2*r*x^2-3156*a*b*g^2* x^3-64*a*b*g*p^4-92*a*b*g*p^3*q-152*a*b*g*p^3*r+937*a*b*g*p^3*x-34*a*b*g*p^2*q^ 2-140*a*b*g*p^2*q*r+1244*a*b*g*p^2*q*x-112*a*b*g*p^2*r^2+2352*a*b*g*p^2*r*x+245 *a*b*g*p^2*x^2-36*a*b*g*p*q^2*r+275*a*b*g*p*q^2*x-40*a*b*g*p*q*r^2+2572*a*b*g*p *q*r*x+1347*a*b*g*p*q*x^2-24*a*b*g*p*r^3+1404*a*b*g*p*r^2*x-4031*a*b*g*p*r*x^2-\ 2390*a*b*g*p*x^3-28*a*b*g*q^3*x-4*a*b*g*q^2*r^2+666*a*b*g*q^2*r*x+1168*a*b*g*q^ 2*x^2+8*a*b*g*q*r^3+860*a*b*g*q*r^2*x-2617*a*b*g*q*r*x^2-2390*a*b*g*q*x^3+48*a* b*g*r^3*x-3120*a*b*g*r^2*x^2-1024*a*b*g*r*x^3-6*a*b*p^5-12*a*b*p^4*q-18*a*b*p^4 *r+108*a*b*p^4*x-6*a*b*p^3*q^2-24*a*b*p^3*q*r+222*a*b*p^3*q*x-18*a*b*p^3*r^2+ 330*a*b*p^3*r*x-78*a*b*p^3*x^2-6*a*b*p^2*q^2*r+120*a*b*p^2*q^2*x-12*a*b*p^2*q*r ^2+534*a*b*p^2*q*r*x-60*a*b*p^2*q*x^2-6*a*b*p^2*r^3+294*a*b*p^2*r^2*x-866*a*b*p ^2*r*x^2-324*a*b*p^2*x^3+6*a*b*p*q^3*x+2*a*b*p*q^2*r^2+250*a*b*p*q^2*r*x+114*a* b*p*q^2*x^2+240*a*b*p*q*r^2*x-1332*a*b*p*q*r*x^2-648*a*b*p*q*x^3+72*a*b*p*r^3*x -804*a*b*p*r^2*x^2+56*a*b*p*r*x^3+46*a*b*q^3*r*x+96*a*b*q^3*x^2+2*a*b*q^2*r^3+ 50*a*b*q^2*r^2*x-466*a*b*q^2*r*x^2-324*a*b*q^2*x^3-48*a*b*q*r^3*x-756*a*b*q*r^2 *x^2+56*a*b*q*r*x^3+480*a*b*r^2*x^3-96*a*c^5*g-16*a*c^5*p-16*a*c^5*r+48*a*c^5*x -296*a*c^4*g^2-368*a*c^4*g*p-80*a*c^4*g*q-288*a*c^4*g*r+648*a*c^4*g*x-64*a*c^4* p^2-112*a*c^4*p*r+224*a*c^4*p*x+8*a*c^4*q*x-48*a*c^4*r^2+96*a*c^4*r*x+216*a*c^4 *x^2-316*a*c^3*g^3-920*a*c^3*g^2*p-184*a*c^3*g^2*q-720*a*c^3*g^2*r+1104*a*c^3*g ^2*x-488*a*c^3*g*p^2-232*a*c^3*g*p*q-712*a*c^3*g*p*r+2544*a*c^3*g*p*x-16*a*c^3* g*q^2-168*a*c^3*g*q*r+264*a*c^3*g*q*x-240*a*c^3*g*r^2+2712*a*c^3*g*r*x+2756*a*c ^3*g*x^2-76*a*c^3*p^3-172*a*c^3*p^2*r+332*a*c^3*p^2*x+68*a*c^3*p*q*x-120*a*c^3* p*r^2+504*a*c^3*p*r*x+432*a*c^3*p*x^2+36*a*c^3*q*r*x+180*a*c^3*q*x^2-24*a*c^3*r ^3+228*a*c^3*r^2*x-184*a*c^3*r*x^2-480*a*c^3*x^3-150*a*c^2*g^4-796*a*c^2*g^3*p-\ 136*a*c^2*g^3*q-640*a*c^2*g^3*r+410*a*c^2*g^3*x-850*a*c^2*g^2*p^2-460*a*c^2*g^2 *p*q-1196*a*c^2*g^2*p*r+4302*a*c^2*g^2*p*x-24*a*c^2*g^2*q^2-348*a*c^2*g^2*q*r+ 256*a*c^2*g^2*q*x-376*a*c^2*g^2*r^2+5274*a*c^2*g^2*r*x+5776*a*c^2*g^2*x^2-302*a *c^2*g*p^3-172*a*c^2*g*p^2*q-630*a*c^2*g*p^2*r+2218*a*c^2*g*p^2*x-42*a*c^2*g*p* q^2-192*a*c^2*g*p*q*r+1352*a*c^2*g*p*q*x-396*a*c^2*g*p*r^2+3946*a*c^2*g*p*r*x+ 2010*a*c^2*g*p*x^2-30*a*c^2*g*q^2*r-16*a*c^2*g*q^2*x-32*a*c^2*g*q*r^2+1866*a*c^ 2*g*q*r*x+2348*a*c^2*g*q*x^2-68*a*c^2*g*r^3+1480*a*c^2*g*r^2*x-2408*a*c^2*g*r*x ^2-2672*a*c^2*g*x^3-36*a*c^2*p^4-96*a*c^2*p^3*r+188*a*c^2*p^3*x+104*a*c^2*p^2*q *x-84*a*c^2*p^2*r^2+504*a*c^2*p^2*r*x+270*a*c^2*p^2*x^2+198*a*c^2*p*q*r*x+174*a *c^2*p*q*x^2-24*a*c^2*p*r^3+462*a*c^2*p*r^2*x-280*a*c^2*p*r*x^2-480*a*c^2*p*x^3 +48*a*c^2*q^2*x^2+108*a*c^2*q*r^2*x-120*a*c^2*q*r*x^2-264*a*c^2*q*x^3+144*a*c^2 *r^3*x-232*a*c^2*r^2*x^2-128*a*c^2*r*x^3-31*a*c*g^5-285*a*c*g^4*p-38*a*c*g^4*q-\ 239*a*c*g^4*r-109*a*c*g^4*x-493*a*c*g^3*p^2-264*a*c*g^3*p*q-694*a*c*g^3*p*r+ 2181*a*c*g^3*p*x-10*a*c*g^3*q^2-212*a*c*g^3*q*r-81*a*c*g^3*q*x-216*a*c*g^3*r^2+ 3053*a*c*g^3*r*x+4030*a*c*g^3*x^2-323*a*c*g^2*p^3-258*a*c*g^2*p^2*q-655*a*c*g^2 *p^2*r+2639*a*c*g^2*p^2*x-50*a*c*g^2*p*q^2-304*a*c*g^2*p*q*r+1651*a*c*g^2*p*q*x -394*a*c*g^2*p*r^2+5023*a*c*g^2*p*r*x+2793*a*c*g^2*p*x^2-38*a*c*g^2*q^2*r-67*a* c*g^2*q^2*x-60*a*c*g^2*q*r^2+2508*a*c*g^2*q*r*x+3343*a*c*g^2*q*x^2-62*a*c*g^2*r ^3+1924*a*c*g^2*r^2*x-2594*a*c*g^2*r*x^2-3060*a*c*g^2*x^3-82*a*c*g*p^4-48*a*c*g *p^3*q-212*a*c*g*p^3*r+701*a*c*g*p^3*x-24*a*c*g*p^2*q^2-72*a*c*g*p^2*q*r+852*a* c*g*p^2*q*x-178*a*c*g*p^2*r^2+1790*a*c*g*p^2*r*x+343*a*c*g*p^2*x^2-24*a*c*g*p*q ^2*r+189*a*c*g*p*q^2*x-20*a*c*g*p*q*r^2+1676*a*c*g*p*q*r*x+765*a*c*g*p*q*x^2-48 *a*c*g*p*r^3+1296*a*c*g*p*r^2*x-2479*a*c*g*p*r*x^2-1714*a*c*g*p*x^3-16*a*c*g*q^ 3*x-2*a*c*g*q^2*r^2+384*a*c*g*q^2*r*x+652*a*c*g*q^2*x^2+4*a*c*g*q*r^3+598*a*c*g *q*r^2*x-1597*a*c*g*q*r*x^2-1522*a*c*g*q*x^3+240*a*c*g*r^3*x-1780*a*c*g*r^2*x^2 -608*a*c*g*r*x^3-6*a*c*p^5-18*a*c*p^4*r+36*a*c*p^4*x+36*a*c*p^3*q*x-18*a*c*p^3* r^2+138*a*c*p^3*r*x+54*a*c*p^3*x^2+90*a*c*p^2*q*r*x+42*a*c*p^2*q*x^2-6*a*c*p^2* r^3+174*a*c*p^2*r^2*x-94*a*c*p^2*r*x^2-120*a*c*p^2*x^3+54*a*c*p*q*r^2*x-138*a*c *p*q*r*x^2-132*a*c*p*q*x^3+72*a*c*p*r^3*x-172*a*c*p*r^2*x^2-64*a*c*p*r*x^3-36*a *c*q^2*r*x^2-12*a*c*q^2*x^3-80*a*c*q*r^2*x^2+56*a*c*q*r*x^3-40*a*c*r^3*x^2+80*a *c*r^2*x^3-2*a*g^6-36*a*g^5*p-3*a*g^5*q-32*a*g^5*r-58*a*g^5*x-91*a*g^4*p^2-46*a *g^4*p*q-130*a*g^4*p*r+319*a*g^4*p*x-a*g^4*q^2-40*a*g^4*q*r-72*a*g^4*q*x-41*a*g ^4*r^2+541*a*g^4*r*x+902*a*g^4*x^2-92*a*g^3*p^3-81*a*g^3*p^2*q-186*a*g^3*p^2*r+ 737*a*g^3*p^2*x-13*a*g^3*p*q^2-100*a*g^3*p*q*r+422*a*g^3*p*q*x-111*a*g^3*p*r^2+ 1499*a*g^3*p*r*x+1065*a*g^3*p*x^2-11*a*g^3*q^2*r-44*a*g^3*q^2*x-22*a*g^3*q*r^2+ 741*a*g^3*q*r*x+1178*a*g^3*q*x^2-17*a*g^3*r^3+607*a*g^3*r^2*x-553*a*g^3*r*x^2-\ 906*a*g^3*x^3-43*a*g^2*p^4-40*a*g^2*p^3*q-110*a*g^2*p^3*r+428*a*g^2*p^3*x-17*a* g^2*p^2*q^2-64*a*g^2*p^2*q*r+566*a*g^2*p^2*q*x-91*a*g^2*p^2*r^2+1117*a*g^2*p^2* r*x+209*a*g^2*p^2*x^2-18*a*g^2*p*q^2*r+130*a*g^2*p*q^2*x-22*a*g^2*p*q*r^2+1162* a*g^2*p*q*r*x+603*a*g^2*p*q*x^2-24*a*g^2*p*r^3+786*a*g^2*p*r^2*x-1566*a*g^2*p*r *x^2-1038*a*g^2*p*x^3-14*a*g^2*q^3*x-2*a*g^2*q^2*r^2+276*a*g^2*q^2*r*x+473*a*g^ 2*q^2*x^2+2*a*g^2*q*r^3+425*a*g^2*q*r^2*x-1007*a*g^2*q*r*x^2-996*a*g^2*q*x^3+ 120*a*g^2*r^3*x-1234*a*g^2*r^2*x^2-484*a*g^2*r*x^3-6*a*g*p^5-6*a*g*p^4*q-18*a*g *p^4*r+72*a*g*p^4*x-3*a*g*p^3*q^2-12*a*g*p^3*q*r+129*a*g*p^3*q*x-18*a*g*p^3*r^2 +234*a*g*p^3*r*x-12*a*g*p^3*x^2-3*a*g*p^2*q^2*r+60*a*g*p^2*q^2*x-6*a*g*p^2*q*r^ 2+312*a*g*p^2*q*r*x-9*a*g*p^2*q*x^2-6*a*g*p^2*r^3+234*a*g*p^2*r^2*x-480*a*g*p^2 *r*x^2-222*a*g*p^2*x^3+3*a*g*p*q^3*x+a*g*p*q^2*r^2+125*a*g*p*q^2*r*x+57*a*g*p*q ^2*x^2+147*a*g*p*q*r^2*x-735*a*g*p*q*r*x^2-390*a*g*p*q*x^3+72*a*g*p*r^3*x-488*a *g*p*r^2*x^2-4*a*g*p*r*x^3+23*a*g*q^3*r*x+48*a*g*q^3*x^2+a*g*q^2*r^3+25*a*g*q^2 *r^2*x-251*a*g*q^2*r*x^2-168*a*g*q^2*x^3-24*a*g*q*r^3*x-418*a*g*q*r^2*x^2+56*a* g*q*r*x^3-20*a*g*r^3*x^2+280*a*g*r^2*x^3-16*b^4*c^2*x-72*b^4*c*g*x+24*b^4*c*p*x +192*b^4*c*r*x+272*b^4*c*x^2-48*b^4*g^2*x+24*b^4*g*p*x+184*b^4*g*r*x+424*b^4*g* x^2-32*b^3*c^4-64*b^3*c^3*g-112*b^3*c^3*p-80*b^3*c^3*r-32*b^3*c^3*x-40*b^3*c^2* g^2-200*b^3*c^2*g*p-152*b^3*c^2*g*r-176*b^3*c^2*g*x-96*b^3*c^2*p^2-96*b^3*c^2*p *r+224*b^3*c^2*p*x-80*b^3*c^2*q*x-8*b^3*c^2*r^2+928*b^3*c^2*r*x+1200*b^3*c^2*x^ 2-8*b^3*c*g^3-104*b^3*c*g^2*p-88*b^3*c*g^2*r-328*b^3*c*g^2*x-136*b^3*c*g*p^2-\ 144*b^3*c*g*p*r+532*b^3*c*g*p*x-184*b^3*c*g*q*x-16*b^3*c*g*r^2+1680*b^3*c*g*r*x +2884*b^3*c*g*x^2-24*b^3*c*p^3-24*b^3*c*p^2*r+96*b^3*c*p^2*x+48*b^3*c*p*q*x+8*b ^3*c*p*r^2+380*b^3*c*p*r*x+280*b^3*c*p*x^2+376*b^3*c*q*r*x+512*b^3*c*q*x^2+8*b^ 3*c*r^3+216*b^3*c*r^2*x-276*b^3*c*r*x^2-248*b^3*c*x^3-16*b^3*g^3*p-16*b^3*g^3*r -132*b^3*g^3*x-40*b^3*g^2*p^2-48*b^3*g^2*p*r+132*b^3*g^2*p*x-96*b^3*g^2*q*x-8*b ^3*g^2*r^2+600*b^3*g^2*r*x+1372*b^3*g^2*x^2-24*b^3*g*p^3-24*b^3*g*p^2*r+216*b^3 *g*p^2*x+48*b^3*g*p*q*x+8*b^3*g*p*r^2+564*b^3*g*p*r*x+564*b^3*g*p*x^2+368*b^3*g *q*r*x+756*b^3*g*q*x^2+8*b^3*g*r^3+244*b^3*g*r^2*x-416*b^3*g*r*x^2-648*b^3*g*x^ 3-64*b^2*c^5-208*b^2*c^4*g-224*b^2*c^4*p-32*b^2*c^4*q-160*b^2*c^4*r+128*b^2*c^4 *x-224*b^2*c^3*g^2-696*b^2*c^3*g*p-64*b^2*c^3*g*q-520*b^2*c^3*g*r+200*b^2*c^3*g *x-192*b^2*c^3*p^2-112*b^2*c^3*p*q-192*b^2*c^3*p*r+880*b^2*c^3*p*x-80*b^2*c^3*q *r-72*b^2*c^3*q*x-16*b^2*c^3*r^2+1808*b^2*c^3*r*x+1768*b^2*c^3*x^2-100*b^2*c^2* g^3-668*b^2*c^2*g^2*p-40*b^2*c^2*g^2*q-532*b^2*c^2*g^2*r-316*b^2*c^2*g^2*x-568* b^2*c^2*g*p^2-200*b^2*c^2*g*p*q-624*b^2*c^2*g*p*r+2500*b^2*c^2*g*p*x-152*b^2*c^ 2*g*q*r-320*b^2*c^2*g*q*x-92*b^2*c^2*g*r^2+4944*b^2*c^2*g*r*x+5972*b^2*c^2*g*x^ 2-48*b^2*c^2*p^3-96*b^2*c^2*p^2*q-48*b^2*c^2*p^2*r+624*b^2*c^2*p^2*x-96*b^2*c^2 *p*q*r+416*b^2*c^2*p*q*x+16*b^2*c^2*p*r^2+1480*b^2*c^2*p*r*x+700*b^2*c^2*p*x^2-\ 68*b^2*c^2*q^2*x-8*b^2*c^2*q*r^2+1224*b^2*c^2*q*r*x+1548*b^2*c^2*q*x^2+16*b^2*c ^2*r^3+588*b^2*c^2*r^2*x-964*b^2*c^2*r*x^2-688*b^2*c^2*x^3-16*b^2*c*g^4-252*b^2 *c*g^3*p-8*b^2*c*g^3*q-220*b^2*c*g^3*r-476*b^2*c*g^3*x-416*b^2*c*g^2*p^2-104*b^ 2*c*g^2*p*q-488*b^2*c*g^2*p*r+1584*b^2*c*g^2*p*x-88*b^2*c*g^2*q*r-466*b^2*c*g^2 *q*x-88*b^2*c*g^2*r^2+3602*b^2*c*g^2*r*x+5698*b^2*c*g^2*x^2-156*b^2*c*g*p^3-136 *b^2*c*g*p^2*q-204*b^2*c*g*p^2*r+1628*b^2*c*g*p^2*x-144*b^2*c*g*p*q*r+808*b^2*c *g*p*q*x-20*b^2*c*g*p*r^2+3720*b^2*c*g*p*r*x+2234*b^2*c*g*p*x^2-130*b^2*c*g*q^2 *x-16*b^2*c*g*q*r^2+2308*b^2*c*g*q*r*x+3594*b^2*c*g*q*x^2+28*b^2*c*g*r^3+1514*b ^2*c*g*r^2*x-2226*b^2*c*g*r*x^2-2528*b^2*c*g*x^3-24*b^2*c*p^3*q+108*b^2*c*p^3*x -24*b^2*c*p^2*q*r+168*b^2*c*p^2*q*x+216*b^2*c*p^2*r*x-12*b^2*c*p^2*x^2+30*b^2*c *p*q^2*x+8*b^2*c*p*q*r^2+434*b^2*c*p*q*r*x+300*b^2*c*p*q*x^2-12*b^2*c*p*r^2*x-\ 624*b^2*c*p*r*x^2-212*b^2*c*p*x^3+232*b^2*c*q^2*r*x+332*b^2*c*q^2*x^2+8*b^2*c*q *r^3+192*b^2*c*q*r^2*x-482*b^2*c*q*r*x^2-344*b^2*c*q*x^3-96*b^2*c*r^3*x-600*b^2 *c*r^2*x^2-144*b^2*c*r*x^3-32*b^2*g^4*p-32*b^2*g^4*r-142*b^2*g^4*x-88*b^2*g^3*p ^2-16*b^2*g^3*p*q-112*b^2*g^3*p*r+235*b^2*g^3*p*x-16*b^2*g^3*q*r-174*b^2*g^3*q* x-24*b^2*g^3*r^2+765*b^2*g^3*r*x+1620*b^2*g^3*x^2-68*b^2*g^2*p^3-40*b^2*g^2*p^2 *q-92*b^2*g^2*p^2*r+650*b^2*g^2*p^2*x-48*b^2*g^2*p*q*r+228*b^2*g^2*p*q*x-12*b^2 *g^2*p*r^2+1581*b^2*g^2*p*r*x+1342*b^2*g^2*p*x^2-60*b^2*g^2*q^2*x-8*b^2*g^2*q*r ^2+886*b^2*g^2*q*r*x+1756*b^2*g^2*q*x^2+12*b^2*g^2*r^3+699*b^2*g^2*r^2*x-717*b^ 2*g^2*r*x^2-1322*b^2*g^2*x^3-12*b^2*g*p^4-24*b^2*g*p^3*q-24*b^2*g*p^3*r+243*b^2 *g*p^3*x-24*b^2*g*p^2*q*r+288*b^2*g*p^2*q*x-12*b^2*g*p^2*r^2+570*b^2*g*p^2*r*x+ 62*b^2*g*p^2*x^2+30*b^2*g*p*q^2*x+8*b^2*g*p*q*r^2+654*b^2*g*p*q*r*x+492*b^2*g*p *q*x^2+207*b^2*g*p*r^2*x-1269*b^2*g*p*r*x^2-716*b^2*g*p*x^3+230*b^2*g*q^2*r*x+ 440*b^2*g*q^2*x^2+8*b^2*g*q*r^3+214*b^2*g*q*r^2*x-846*b^2*g*q*r*x^2-782*b^2*g*q *x^3-96*b^2*g*r^3*x-1056*b^2*g*r^2*x^2-304*b^2*g*r*x^3-32*b*c^6-160*b*c^5*g-112 *b*c^5*p-32*b*c^5*q-80*b*c^5*r+144*b*c^5*x-272*b*c^4*g^2-560*b*c^4*g*p-112*b*c^ 4*g*q-416*b*c^4*g*r+568*b*c^4*g*x-96*b*c^4*p^2-112*b*c^4*p*q-96*b*c^4*p*r+680*b *c^4*p*x-8*b*c^4*q^2-80*b*c^4*q*r+80*b*c^4*q*x-8*b*c^4*r^2+1072*b*c^4*r*x+792*b *c^4*x^2-208*b*c^3*g^3-888*b*c^3*g^2*p-128*b*c^3*g^2*q-688*b*c^3*g^2*r+456*b*c^ 3*g^2*x-512*b*c^3*g*p^2-376*b*c^3*g*p*q-584*b*c^3*g*p*r+3080*b*c^3*g*p*x-16*b*c ^3*g*q^2-280*b*c^3*g*q*r+104*b*c^3*g*q*x-104*b*c^3*g*r^2+4680*b*c^3*g*r*x+4180* b*c^3*g*x^2-24*b*c^3*p^3-96*b*c^3*p^2*q-24*b*c^3*p^2*r+528*b*c^3*p^2*x-28*b*c^3 *p*q^2-96*b*c^3*p*q*r+620*b*c^3*p*q*x+8*b*c^3*p*r^2+1100*b*c^3*p*r*x+252*b*c^3* p*x^2-20*b*c^3*q^2*r-28*b*c^3*q^2*x-8*b*c^3*q*r^2+1112*b*c^3*q*r*x+1080*b*c^3*q *x^2+8*b*c^3*r^3+372*b*c^3*r^2*x-920*b*c^3*r*x^2-480*b*c^3*x^3-74*b*c^2*g^4-604 *b*c^2*g^3*p-60*b*c^2*g^3*q-496*b*c^2*g^3*r-170*b*c^2*g^3*x-708*b*c^2*g^2*p^2-\ 384*b*c^2*g^2*p*q-848*b*c^2*g^2*p*r+3650*b*c^2*g^2*p*x-10*b*c^2*g^2*q^2-304*b*c ^2*g^2*q*r-232*b*c^2*g^2*q*x-174*b*c^2*g^2*r^2+5922*b*c^2*g^2*r*x+6668*b*c^2*g^ 2*x^2-182*b*c^2*g*p^3-308*b*c^2*g*p^2*q-278*b*c^2*g*p^2*r+2514*b*c^2*g*p^2*x-50 *b*c^2*g*p*q^2-336*b*c^2*g*p*q*r+1812*b*c^2*g*p*q*x-84*b*c^2*g*p*r^2+5086*b*c^2 *g*p*r*x+1954*b*c^2*g*p*x^2-38*b*c^2*g*q^2*r-132*b*c^2*g*q^2*x-48*b*c^2*g*q*r^2 +3422*b*c^2*g*q*r*x+3996*b*c^2*g*q*x^2+12*b*c^2*g*r^3+1888*b*c^2*g*r^2*x-3280*b *c^2*g*r*x^2-2672*b*c^2*g*x^3-24*b*c^2*p^3*q+108*b*c^2*p^3*x-24*b*c^2*p^2*q^2-\ 24*b*c^2*p^2*q*r+384*b*c^2*p^2*q*x+216*b*c^2*p^2*r*x-156*b*c^2*p^2*x^2-24*b*c^2 *p*q^2*r+152*b*c^2*p*q^2*x+8*b*c^2*p*q*r^2+794*b*c^2*p*q*r*x+258*b*c^2*p*q*x^2-\ 12*b*c^2*p*r^2*x-960*b*c^2*p*r*x^2-264*b*c^2*p*x^3-16*b*c^2*q^3*x-2*b*c^2*q^2*r ^2+380*b*c^2*q^2*r*x+486*b*c^2*q^2*x^2+8*b*c^2*q*r^3+270*b*c^2*q*r^2*x-824*b*c^ 2*q*r*x^2-480*b*c^2*q*x^3-96*b*c^2*r^3*x-728*b*c^2*r^2*x^2-128*b*c^2*r*x^3-10*b *c*g^5-183*b*c*g^4*p-10*b*c*g^4*q-163*b*c*g^4*r-273*b*c*g^4*x-358*b*c*g^3*p^2-\ 152*b*c*g^3*p*q-450*b*c*g^3*p*r+1478*b*c*g^3*p*x-2*b*c*g^3*q^2-132*b*c*g^3*q*r-\ 344*b*c*g^3*q*x-102*b*c*g^3*r^2+2791*b*c*g^3*r*x+4064*b*c*g^3*x^2-203*b*c*g^2*p ^3-242*b*c*g^2*p^2*q-319*b*c*g^2*p^2*r+2385*b*c*g^2*p^2*x-26*b*c*g^2*p*q^2-280* b*c*g^2*p*q*r+1329*b*c*g^2*p*q*x-106*b*c*g^2*p*r^2+5042*b*c*g^2*p*r*x+2816*b*c* g^2*p*x^2-22*b*c*g^2*q^2*r-179*b*c*g^2*q^2*x-48*b*c*g^2*q*r^2+2879*b*c*g^2*q*r* x+4248*b*c*g^2*q*x^2+10*b*c*g^2*r^3+2012*b*c*g^2*r^2*x-2542*b*c*g^2*r*x^2-3060* b*c*g^2*x^3-30*b*c*g*p^4-84*b*c*g*p^3*q-72*b*c*g*p^3*r+661*b*c*g*p^3*x-34*b*c*g *p^2*q^2-108*b*c*g*p^2*q*r+1044*b*c*g*p^2*q*x-54*b*c*g*p^2*r^2+1518*b*c*g*p^2*r *x-103*b*c*g*p^2*x^2-36*b*c*g*p*q^2*r+277*b*c*g*p*q^2*x-8*b*c*g*p*q*r^2+2204*b* c*g*p*q*r*x+939*b*c*g*p*q*x^2-12*b*c*g*p*r^3+666*b*c*g*p*r^2*x-3359*b*c*g*p*r*x ^2-1522*b*c*g*p*x^3-28*b*c*g*q^3*x-4*b*c*g*q^2*r^2+780*b*c*g*q^2*r*x+1136*b*c*g *q^2*x^2+16*b*c*g*q*r^3+784*b*c*g*q*r^2*x-2297*b*c*g*q*r*x^2-1714*b*c*g*q*x^3-\ 120*b*c*g*r^3*x-2540*b*c*g*r^2*x^2-608*b*c*g*r*x^3-6*b*c*p^3*q^2+54*b*c*p^3*q*x -36*b*c*p^3*x^2-6*b*c*p^2*q^2*r+60*b*c*p^2*q^2*x+108*b*c*p^2*q*r*x-54*b*c*p^2*q *x^2-108*b*c*p^2*r*x^2-12*b*c*p^2*x^3+6*b*c*p*q^3*x+2*b*c*p*q^2*r^2+122*b*c*p*q ^2*r*x+66*b*c*p*q^2*x^2-6*b*c*p*q*r^2*x-402*b*c*p*q*r*x^2-132*b*c*p*q*x^3-40*b* c*p*r^2*x^2+56*b*c*p*r*x^3+46*b*c*q^3*r*x+72*b*c*q^3*x^2+2*b*c*q^2*r^3+42*b*c*q ^2*r^2*x-182*b*c*q^2*r*x^2-120*b*c*q^2*x^3-48*b*c*q*r^3*x-308*b*c*q*r^2*x^2-64* b*c*q*r*x^3+40*b*c*r^3*x^2+80*b*c*r^2*x^3-20*b*g^5*p-20*b*g^5*r-68*b*g^5*x-60*b *g^4*p^2-20*b*g^4*p*q-80*b*g^4*p*r+169*b*g^4*p*x-20*b*g^4*q*r-106*b*g^4*q*x-20* b*g^4*r^2+433*b*g^4*r*x+838*b*g^4*x^2-57*b*g^3*p^3-54*b*g^3*p^2*q-91*b*g^3*p^2* r+584*b*g^3*p^2*x-4*b*g^3*p*q^2-68*b*g^3*p*q*r+247*b*g^3*p*q*x-31*b*g^3*p*r^2+ 1339*b*g^3*p*r*x+1045*b*g^3*p*x^2-4*b*g^3*q^2*r-66*b*g^3*q^2*x-14*b*g^3*q*r^2+ 697*b*g^3*q*r*x+1308*b*g^3*q*x^2+3*b*g^3*r^3+591*b*g^3*r^2*x-419*b*g^3*r*x^2-\ 906*b*g^3*x^3-20*b*g^2*p^4-40*b*g^2*p^3*q-46*b*g^2*p^3*r+371*b*g^2*p^3*x-10*b*g ^2*p^2*q^2-52*b*g^2*p^2*q*r+482*b*g^2*p^2*q*x-32*b*g^2*p^2*r^2+890*b*g^2*p^2*r* x+97*b*g^2*p^2*x^2-12*b*g^2*p*q^2*r+87*b*g^2*p*q^2*x-4*b*g^2*p*q*r^2+1074*b*g^2 *p*q*r*x+678*b*g^2*p*q*x^2-6*b*g^2*p*r^3+429*b*g^2*p*r^2*x-1753*b*g^2*p*r*x^2-\ 996*b*g^2*p*x^3-12*b*g^2*q^3*x-2*b*g^2*q^2*r^2+339*b*g^2*q^2*r*x+610*b*g^2*q^2* x^2+8*b*g^2*q*r^3+394*b*g^2*q*r^2*x-1098*b*g^2*q*r*x^2-1038*b*g^2*q*x^3-60*b*g^ 2*r^3*x-1466*b*g^2*r^2*x^2-484*b*g^2*r*x^3-3*b*g*p^5-6*b*g*p^4*q-9*b*g*p^4*r+54 *b*g*p^4*x-6*b*g*p^3*q^2-12*b*g*p^3*q*r+138*b*g*p^3*q*x-9*b*g*p^3*r^2+165*b*g*p ^3*r*x-57*b*g*p^3*x^2-6*b*g*p^2*q^2*r+90*b*g*p^2*q^2*x-6*b*g*p^2*q*r^2+321*b*g* p^2*q*r*x-57*b*g*p^2*q*x^2-3*b*g*p^2*r^3+147*b*g*p^2*r^2*x-487*b*g*p^2*r*x^2-\ 168*b*g*p^2*x^3+6*b*g*p*q^3*x+2*b*g*p*q^2*r^2+186*b*g*p*q^2*r*x+90*b*g*p*q^2*x^ 2+117*b*g*p*q*r^2*x-867*b*g*p*q*r*x^2-390*b*g*p*q*x^3+36*b*g*p*r^3*x-422*b*g*p* r^2*x^2+56*b*g*p*r*x^3+46*b*g*q^3*r*x+84*b*g*q^3*x^2+2*b*g*q^2*r^3+46*b*g*q^2*r ^2*x-324*b*g*q^2*r*x^2-222*b*g*q^2*x^3-48*b*g*q*r^3*x-532*b*g*q*r^2*x^2-4*b*g*q *r*x^3+20*b*g*r^3*x^2+280*b*g*r^2*x^3-16*c^6*g-64*c^5*g^2-64*c^5*g*p-16*c^5*g*q -48*c^5*g*r+96*c^5*g*x-88*c^4*g^3-240*c^4*g^2*p-48*c^4*g^2*q-184*c^4*g^2*r+288* c^4*g^2*x-80*c^4*g*p^2-56*c^4*g*p*q-104*c^4*g*p*r+452*c^4*g*p*x-4*c^4*g*q^2-40* c^4*g*q*r+44*c^4*g*q*x-28*c^4*g*r^2+584*c^4*g*r*x+504*c^4*g*x^2-56*c^3*g^4-296* c^3*g^3*p-48*c^3*g^3*q-236*c^3*g^3*r+192*c^3*g^3*x-264*c^3*g^2*p^2-160*c^3*g^2* p*q-344*c^3*g^2*p*r+1452*c^3*g^2*p*x-8*c^3*g^2*q^2-120*c^3*g^2*q*r+72*c^3*g^2*q *x-92*c^3*g^2*r^2+1936*c^3*g^2*r*x+1836*c^3*g^2*x^2-50*c^3*g*p^3-48*c^3*g*p^2*q -98*c^3*g*p^2*r+430*c^3*g*p^2*x-14*c^3*g*p*q^2-48*c^3*g*p*q*r+344*c^3*g*p*q*x-\ 56*c^3*g*p*r^2+802*c^3*g*p*r*x+342*c^3*g*p*x^2-10*c^3*g*q^2*r-14*c^3*g*q^2*x-4* c^3*g*q*r^2+574*c^3*g*q*r*x+630*c^3*g*q*x^2-8*c^3*g*r^3+300*c^3*g*r^2*x-552*c^3 *g*r*x^2-480*c^3*g*x^3-17*c^2*g^5-164*c^2*g^4*p-20*c^2*g^4*q-138*c^2*g^4*r-24*c ^2*g^4*x-260*c^2*g^3*p^2-142*c^2*g^3*p*q-346*c^2*g^3*p*r+1273*c^2*g^3*p*x-5*c^2 *g^3*q^2-114*c^2*g^3*q*r-49*c^2*g^3*q*x-95*c^2*g^3*r^2+1850*c^2*g^3*r*x+2106*c^ 2*g^3*x^2-131*c^2*g^2*p^3-130*c^2*g^2*p^2*q-247*c^2*g^2*p^2*r+1261*c^2*g^2*p^2* x-25*c^2*g^2*p*q^2-144*c^2*g^2*p*q*r+838*c^2*g^2*p*q*x-132*c^2*g^2*p*r^2+2425*c ^2*g^2*p*r*x+1093*c^2*g^2*p*x^2-19*c^2*g^2*q^2*r-49*c^2*g^2*q^2*x-22*c^2*g^2*q* r^2+1423*c^2*g^2*q*r*x+1727*c^2*g^2*q*x^2-16*c^2*g^2*r^3+914*c^2*g^2*r^2*x-1464 *c^2*g^2*r*x^2-1408*c^2*g^2*x^3-18*c^2*g*p^4-12*c^2*g*p^3*q-48*c^2*g*p^3*r+148* c^2*g*p^3*x-12*c^2*g*p^2*q^2-12*c^2*g*p^2*q*r+244*c^2*g*p^2*q*x-42*c^2*g*p^2*r^ 2+360*c^2*g*p^2*r*x+57*c^2*g*p^2*x^2-12*c^2*g*p*q^2*r+76*c^2*g*p*q^2*x+4*c^2*g* p*q*r^2+496*c^2*g*p*q*r*x+216*c^2*g*p*q*x^2-12*c^2*g*p*r^3+225*c^2*g*p*r^2*x-\ 620*c^2*g*p*r*x^2-372*c^2*g*p*x^3-8*c^2*g*q^3*x-c^2*g*q^2*r^2+190*c^2*g*q^2*r*x +267*c^2*g*q^2*x^2+4*c^2*g*q*r^3+189*c^2*g*q*r^2*x-472*c^2*g*q*r*x^2-372*c^2*g* q*x^3+24*c^2*g*r^3*x-480*c^2*g*r^2*x^2-128*c^2*g*r*x^3-2*c*g^6-42*c*g^5*p-3*c*g ^5*q-38*c*g^5*r-54*c*g^5*x-102*c*g^4*p^2-50*c*g^4*p*q-140*c*g^4*p*r+410*c*g^4*p *x-c*g^4*q^2-44*c*g^4*q*r-81*c*g^4*q*x-40*c*g^4*r^2+690*c*g^4*r*x+981*c*g^4*x^2 -89*c*g^3*p^3-87*c*g^3*p^2*q-167*c*g^3*p^2*r+839*c*g^3*p^2*x-13*c*g^3*p*q^2-104 *c*g^3*p*q*r+479*c*g^3*p*q*x-88*c*g^3*p*r^2+1706*c*g^3*p*r*x+1003*c*g^3*p*x^2-\ 11*c*g^3*q^2*r-57*c*g^3*q^2*x-20*c*g^3*q*r^2+914*c*g^3*q*r*x+1334*c*g^3*q*x^2-\ 10*c*g^3*r^3+686*c*g^3*r^2*x-762*c*g^3*r*x^2-1000*c*g^3*x^3-32*c*g^2*p^4-36*c*g ^2*p^3*q-82*c*g^2*p^3*r+373*c*g^2*p^3*x-17*c*g^2*p^2*q^2-48*c*g^2*p^2*q*r+526*c *g^2*p^2*q*x-68*c*g^2*p^2*r^2+906*c*g^2*p^2*r*x+77*c*g^2*p^2*x^2-18*c*g^2*p*q^2 *r+131*c*g^2*p*q^2*x-6*c*g^2*p*q*r^2+1088*c*g^2*p*q*r*x+492*c*g^2*p*q*x^2-18*c* g^2*p*r^3+540*c*g^2*p*r^2*x-1593*c*g^2*p*r*x^2-890*c*g^2*p*x^3-14*c*g^2*q^3*x-2 *c*g^2*q^2*r^2+332*c*g^2*q^2*r*x+511*c*g^2*q^2*x^2+6*c*g^2*q*r^3+398*c*g^2*q*r^ 2*x-1053*c*g^2*q*r*x^2-890*c*g^2*q*x^3+36*c*g^2*r^3*x-1200*c*g^2*r^2*x^2-352*c* g^2*r*x^3-3*c*g*p^5-9*c*g*p^4*r+18*c*g*p^4*x-3*c*g*p^3*q^2+45*c*g*p^3*q*x-9*c*g *p^3*r^2+69*c*g*p^3*r*x+9*c*g*p^3*x^2-3*c*g*p^2*q^2*r+30*c*g*p^2*q^2*x+99*c*g*p ^2*q*r*x-6*c*g*p^2*q*x^2-3*c*g*p^2*r^3+87*c*g*p^2*r^2*x-101*c*g*p^2*r*x^2-66*c* g*p^2*x^3+3*c*g*p*q^3*x+c*g*p*q^2*r^2+61*c*g*p*q^2*r*x+33*c*g*p*q^2*x^2+24*c*g* p*q*r^2*x-270*c*g*p*q*r*x^2-132*c*g*p*q*x^3+36*c*g*p*r^3*x-106*c*g*p*r^2*x^2-4* c*g*p*r*x^3+23*c*g*q^3*r*x+36*c*g*q^3*x^2+c*g*q^2*r^3+21*c*g*q^2*r^2*x-109*c*g* q^2*r*x^2-66*c*g*q^2*x^3-24*c*g*q*r^3*x-194*c*g*q*r^2*x^2-4*c*g*q*r*x^3+80*c*g* r^2*x^3-4*g^6*p-4*g^6*r-12*g^6*x-14*g^5*p^2-6*g^5*p*q-20*g^5*p*r+40*g^5*p*x-6*g ^5*q*r-22*g^5*q*x-6*g^5*r^2+88*g^5*r*x+162*g^5*x^2-18*g^4*p^3-17*g^4*p^2*q-34*g ^4*p^2*r+158*g^4*p^2*x-2*g^4*p*q^2-22*g^4*p*q*r+73*g^4*p*q*x-18*g^4*p*r^2+347*g ^4*p*r*x+271*g^4*p*x^2-2*g^4*q^2*r-18*g^4*q^2*x-5*g^4*q*r^2+173*g^4*q*r*x+314*g ^4*q*x^2-2*g^4*r^3+152*g^4*r^2*x-84*g^4*r*x^2-208*g^4*x^3-11*g^3*p^4-14*g^3*p^3 *q-28*g^3*p^3*r+136*g^3*p^3*x-5*g^3*p^2*q^2-20*g^3*p^2*q*r+179*g^3*p^2*q*x-23*g ^3*p^2*r^2+340*g^3*p^2*r*x+62*g^3*p^2*x^2-6*g^3*p*q^2*r+36*g^3*p*q^2*x-4*g^3*p* q*r^2+396*g^3*p*q*r*x+243*g^3*p*q*x^2-6*g^3*p*r^3+207*g^3*p*r^2*x-559*g^3*p*r*x ^2-350*g^3*p*x^3-6*g^3*q^3*x-g^3*q^2*r^2+112*g^3*q^2*r*x+202*g^3*q^2*x^2+2*g^3* q*r^3+157*g^3*q*r^2*x-335*g^3*q*r*x^2-350*g^3*q*x^3+12*g^3*r^3*x-480*g^3*r^2*x^ 2-192*g^3*r*x^3-3*g^2*p^5-3*g^2*p^4*q-9*g^2*p^4*r+36*g^2*p^4*x-3*g^2*p^3*q^2-6* g^2*p^3*q*r+78*g^2*p^3*q*x-9*g^2*p^3*r^2+117*g^2*p^3*r*x-15*g^2*p^3*x^2-3*g^2*p ^2*q^2*r+45*g^2*p^2*q^2*x-3*g^2*p^2*q*r^2+183*g^2*p^2*q*r*x-18*g^2*p^2*q*x^2-3* g^2*p^2*r^3+117*g^2*p^2*r^2*x-267*g^2*p^2*r*x^2-114*g^2*p^2*x^3+3*g^2*p*q^3*x+g ^2*p*q^2*r^2+93*g^2*p*q^2*r*x+45*g^2*p*q^2*x^2+72*g^2*p*q*r^2*x-468*g^2*p*q*r*x ^2-228*g^2*p*q*x^3+36*g^2*p*r^3*x-254*g^2*p*r^2*x^2+12*g^2*p*r*x^3+23*g^2*q^3*r *x+42*g^2*q^3*x^2+g^2*q^2*r^3+23*g^2*q^2*r^2*x-171*g^2*q^2*r*x^2-114*g^2*q^2*x^ 3-24*g^2*q*r^3*x-286*g^2*q*r^2*x^2+12*g^2*q*r*x^3+160*g^2*r^2*x^3-32*a^5*b-16*a ^5*g+16*a^4*b^2-144*a^4*b*c-32*a^4*b*g-280*a^4*b*p+8*a^4*b*q-272*a^4*b*r-744*a^ 4*b*x-72*a^4*c*g+16*a^4*c*p+16*a^4*c*r+16*a^4*c*x-20*a^4*g^2-132*a^4*g*p+4*a^4* g*q-128*a^4*g*r-364*a^4*g*x+48*a^3*b^3+96*a^3*b^2*c+136*a^3*b^2*g-248*a^3*b^2*p +48*a^3*b^2*q-312*a^3*b^2*r-1536*a^3*b^2*x-240*a^3*b*c^2-80*a^3*b*c*g-1048*a^3* b*c*p+48*a^3*b*c*q-1032*a^3*b*c*r-2832*a^3*b*c*x+76*a^3*b*g^2-688*a^3*b*g*p+80* a^3*b*g*q-744*a^3*b*g*r-2748*a^3*b*g*x-400*a^3*b*p^2-124*a^3*b*p*q-620*a^3*b*p* r-424*a^3*b*p*x+12*a^3*b*q^2-156*a^3*b*q*r-764*a^3*b*q*x-216*a^3*b*r^2+624*a^3* b*r*x+2008*a^3*b*x^2-120*a^3*c^2*g+48*a^3*c^2*p+48*a^3*c^2*r+16*a^3*c^2*x-64*a^ 3*c*g^2-460*a^3*c*g*p+24*a^3*c*g*q-452*a^3*c*g*r-1400*a^3*c*g*x-20*a^3*c*p^2-68 *a^3*c*p*r-92*a^3*c*p*x-16*a^3*c*q*x-48*a^3*c*r^2-104*a^3*c*r*x+280*a^3*c*x^2+ 10*a^3*g^3-262*a^3*g^2*p+28*a^3*g^2*q-274*a^3*g^2*r-986*a^3*g^2*x-210*a^3*g*p^2 -62*a^3*g*p*q-344*a^3*g*p*r-258*a^3*g*p*x+6*a^3*g*q^2-78*a^3*g*q*r-390*a^3*g*q* x-132*a^3*g*r^2+260*a^3*g*r*x+1144*a^3*g*x^2+144*a^2*b^3*c+104*a^2*b^3*g-8*a^2* b^3*p-80*a^2*b^3*r-936*a^2*b^3*x+192*a^2*b^2*c^2+488*a^2*b^2*c*g-680*a^2*b^2*c* p+144*a^2*b^2*c*q-904*a^2*b^2*c*r-4336*a^2*b^2*c*x+240*a^2*b^2*g^2-376*a^2*b^2* g*p+104*a^2*b^2*g*q-588*a^2*b^2*g*r-3580*a^2*b^2*g*x-296*a^2*b^2*p^2-8*a^2*b^2* p*q-480*a^2*b^2*p*r-796*a^2*b^2*p*x-80*a^2*b^2*q*r-1100*a^2*b^2*q*x-156*a^2*b^2 *r^2+672*a^2*b^2*r*x+3144*a^2*b^2*x^2-176*a^2*b*c^3-8*a^2*b*c^2*g-1432*a^2*b*c^ 2*p+96*a^2*b*c^2*q-1448*a^2*b*c^2*r-4064*a^2*b*c^2*x+328*a^2*b*c*g^2-2032*a^2*b *c*g*p+280*a^2*b*c*g*q-2252*a^2*b*c*g*r-8176*a^2*b*c*g*x-1020*a^2*b*c*p^2-340*a ^2*b*c*p*q-1552*a^2*b*c*p*r-772*a^2*b*c*p*x+36*a^2*b*c*q^2-452*a^2*b*c*q*r-2336 *a^2*b*c*q*x-516*a^2*b*c*r^2+2220*a^2*b*c*r*x+6264*a^2*b*c*x^2+158*a^2*b*g^3-\ 624*a^2*b*g^2*p+146*a^2*b*g^2*q-780*a^2*b*g^2*r-3640*a^2*b*g^2*x-794*a^2*b*g*p^ 2-190*a^2*b*g*p*q-1256*a^2*b*g*p*r-1304*a^2*b*g*p*x+26*a^2*b*g*q^2-314*a^2*b*g* q*r-2188*a^2*b*g*q*x-432*a^2*b*g*r^2+1416*a^2*b*g*r*x+5624*a^2*b*g*x^2-206*a^2* b*p^3-148*a^2*b*p^2*q-422*a^2*b*p^2*r+250*a^2*b*p^2*x-2*a^2*b*p*q^2-240*a^2*b*p *q*r-330*a^2*b*p*q*x-252*a^2*b*p*r^2+1404*a^2*b*p*r*x+2108*a^2*b*p*x^2-20*a^2*b *q^2*r-316*a^2*b*q^2*x-78*a^2*b*q*r^2+570*a^2*b*q*r*x+1916*a^2*b*q*x^2-36*a^2*b *r^3+836*a^2*b*r^2*x+648*a^2*b*r*x^2-528*a^2*b*x^3-88*a^2*c^3*g+48*a^2*c^3*p+48 *a^2*c^3*r-16*a^2*c^3*x-52*a^2*c^2*g^2-604*a^2*c^2*g*p+48*a^2*c^2*g*q-612*a^2*c ^2*g*r-2072*a^2*c^2*g*x-40*a^2*c^2*p^2-136*a^2*c^2*p*r-188*a^2*c^2*p*x-32*a^2*c ^2*q*x-96*a^2*c^2*r^2-212*a^2*c^2*r*x+648*a^2*c^2*x^2+60*a^2*c*g^3-766*a^2*c*g^ 2*p+104*a^2*c*g^2*q-820*a^2*c*g^2*r-3032*a^2*c*g^2*x-546*a^2*c*g*p^2-170*a^2*c* g*p*q-920*a^2*c*g*p*r-606*a^2*c*g*p*x+18*a^2*c*g*q^2-226*a^2*c*g*q*r-1212*a^2*c *g*q*x-366*a^2*c*g*r^2+882*a^2*c*g*r*x+3808*a^2*c*g*x^2-38*a^2*c*p^3-122*a^2*c* p^2*r-98*a^2*c*p^2*x-72*a^2*c*p*q*x-120*a^2*c*p*r^2-168*a^2*c*p*r*x+384*a^2*c*p *x^2-72*a^2*c*q*r*x+148*a^2*c*q*x^2-36*a^2*c*r^3-72*a^2*c*r^2*x+116*a^2*c*r*x^2 -88*a^2*c*x^3+32*a^2*g^4-201*a^2*g^3*p+47*a^2*g^3*q-235*a^2*g^3*r-1048*a^2*g^3* x-331*a^2*g^2*p^2-93*a^2*g^2*p*q-546*a^2*g^2*p*r-516*a^2*g^2*p*x+13*a^2*g^2*q^2 -137*a^2*g^2*q*r-833*a^2*g^2*q*x-207*a^2*g^2*r^2+479*a^2*g^2*r*x+2202*a^2*g^2*x ^2-122*a^2*g*p^3-74*a^2*g*p^2*q-272*a^2*g*p^2*r+76*a^2*g*p^2*x-a^2*g*p*q^2-120* a^2*g*p*q*r-201*a^2*g*p*q*x-186*a^2*g*p*r^2+618*a^2*g*p*r*x+1246*a^2*g*p*x^2-10 *a^2*g*q^2*r-158*a^2*g*q^2*x-39*a^2*g*q*r^2+249*a^2*g*q*r*x+1032*a^2*g*q*x^2-36 *a^2*g*r^3+382*a^2*g*r^2*x+382*a^2*g*r*x^2-308*a^2*g*x^3-144*a*b^4*x+144*a*b^3* c^2+208*a*b^3*c*g-16*a*b^3*c*p-160*a*b^3*c*r-1600*a*b^3*c*x+72*a*b^3*g^2-104*a* b^3*g*r-1372*a*b^3*g*x-24*a*b^3*p^2-80*a*b^3*p*r-324*a*b^3*p*x-288*a*b^3*q*x-40 *a*b^3*r^2+152*a*b^3*r*x+1136*a*b^3*x^2+160*a*b^2*c^3+568*a*b^2*c^2*g-616*a*b^2 *c^2*p+144*a*b^2*c^2*q-872*a*b^2*c^2*r-3992*a*b^2*c^2*x+544*a*b^2*c*g^2-728*a*b ^2*c*g*p+208*a*b^2*c*g*q-1240*a*b^2*c*g*r-7004*a*b^2*c*g*x-488*a*b^2*c*p^2-16*a *b^2*c*p*q-784*a*b^2*c*p*r-1228*a*b^2*c*p*x-160*a*b^2*c*q*r-2024*a*b^2*c*q*x-\ 248*a*b^2*c*r^2+1332*a*b^2*c*r*x+5136*a*b^2*c*x^2+152*a*b^2*g^3-160*a*b^2*g^2*p +72*a*b^2*g^2*q-384*a*b^2*g^2*r-2842*a*b^2*g^2*x-372*a*b^2*g*p^2-648*a*b^2*g*p* r-1354*a*b^2*g*p*x-104*a*b^2*g*q*r-1738*a*b^2*g*q*x-228*a*b^2*g*r^2+808*a*b^2*g *r*x+4600*a*b^2*g*x^2-84*a*b^2*p^3-24*a*b^2*p^2*q-156*a*b^2*p^2*r+78*a*b^2*p^2* x-80*a*b^2*p*q*r-366*a*b^2*p*q*x-60*a*b^2*p*r^2+942*a*b^2*p*r*x+1744*a*b^2*p*x^ 2-180*a*b^2*q^2*x-40*a*b^2*q*r^2+368*a*b^2*q*r*x+1552*a*b^2*q*x^2+12*a*b^2*r^3+ 740*a*b^2*r^2*x+744*a*b^2*r*x^2-528*a*b^2*x^3-48*a*b*c^4+96*a*b*c^3*g-840*a*b*c ^3*p+80*a*b*c^3*q-888*a*b*c^3*r-2568*a*b*c^3*x+460*a*b*c^2*g^2-1988*a*b*c^2*g*p +320*a*b*c^2*g*q-2304*a*b*c^2*g*r-8156*a*b*c^2*g*x-788*a*b*c^2*p^2-308*a*b*c^2* p*q-1156*a*b*c^2*p*r-432*a*b*c^2*p*x+36*a*b*c^2*q^2-436*a*b*c^2*q*r-2316*a*b*c^ 2*q*x-352*a*b*c^2*r^2+2280*a*b*c^2*r*x+5520*a*b*c^2*x^2+396*a*b*c*g^3-1278*a*b* c*g^2*p+324*a*b*c*g^2*q-1700*a*b*c*g^2*r-7568*a*b*c*g^2*x-1456*a*b*c*g*p^2-368* a*b*c*g*p*q-2242*a*b*c*g*p*r-2004*a*b*c*g*p*x+52*a*b*c*g*q^2-660*a*b*c*g*q*r-\ 4542*a*b*c*g*q*x-728*a*b*c*g*r^2+3364*a*b*c*g*r*x+10848*a*b*c*g*x^2-266*a*b*c*p ^3-244*a*b*c*p^2*q-518*a*b*c*p^2*r+606*a*b*c*p^2*x-4*a*b*c*p*q^2-392*a*b*c*p*q* r-558*a*b*c*p*q*x-276*a*b*c*p*r^2+2604*a*b*c*p*r*x+3584*a*b*c*p*x^2-40*a*b*c*q^ 2*r-612*a*b*c*q^2*x-124*a*b*c*q*r^2+1112*a*b*c*q*r*x+3484*a*b*c*q*x^2-24*a*b*c* r^3+1536*a*b*c*r^2*x+1104*a*b*c*r*x^2-1040*a*b*c*x^3+98*a*b*g^4-224*a*b*g^3*p+ 94*a*b*g^3*q-370*a*b*g^3*r-2110*a*b*g^3*x-557*a*b*g^2*p^2-80*a*b*g^2*p*q-905*a* b*g^2*p*r-1337*a*b*g^2*p*x+18*a*b*g^2*q^2-218*a*b*g^2*q*r-2027*a*b*g^2*q*x-312* a*b*g^2*r^2+974*a*b*g^2*r*x+4734*a*b*g^2*x^2-265*a*b*g*p^3-192*a*b*g*p^2*q-529* a*b*g*p^2*r+361*a*b*g*p^2*x-344*a*b*g*p*q*r-717*a*b*g*p*q*x-288*a*b*g*p*r^2+ 2304*a*b*g*p*r*x+3736*a*b*g*p*x^2-26*a*b*g*q^2*r-562*a*b*g*q^2*x-124*a*b*g*q*r^ 2+890*a*b*g*q*r*x+3434*a*b*g*q*x^2-24*a*b*g*r^3+1552*a*b*g*r^2*x+1536*a*b*g*r*x ^2-952*a*b*g*x^3-36*a*b*p^4-42*a*b*p^3*q-90*a*b*p^3*r+138*a*b*p^3*x-6*a*b*p^2*q ^2-78*a*b*p^2*q*r+72*a*b*p^2*q*x-72*a*b*p^2*r^2+546*a*b*p^2*r*x+492*a*b*p^2*x^2 -20*a*b*p*q^2*r-102*a*b*p*q^2*x-30*a*b*p*q*r^2+588*a*b*p*q*r*x+972*a*b*p*q*x^2-\ 18*a*b*p*r^3+424*a*b*p*r^2*x-216*a*b*p*r*x^2-432*a*b*p*x^3-36*a*b*q^3*x-10*a*b* q^2*r^2+146*a*b*q^2*r*x+480*a*b*q^2*x^2+6*a*b*q*r^3+376*a*b*q*r^2*x+48*a*b*q*r* x^2-432*a*b*q*x^3+16*a*b*r^3*x-720*a*b*r^2*x^2-480*a*b*r*x^3-24*a*c^4*g+16*a*c^ 4*p+16*a*c^4*r-16*a*c^4*x+8*a*c^3*g^2-356*a*c^3*g*p+40*a*c^3*g*q-380*a*c^3*g*r-\ 1340*a*c^3*g*x-20*a*c^3*p^2-68*a*c^3*p*r-96*a*c^3*p*x-16*a*c^3*q*x-48*a*c^3*r^2 -108*a*c^3*r*x+384*a*c^3*x^2+106*a*c^2*g^3-760*a*c^2*g^2*p+124*a*c^2*g^2*q-854* a*c^2*g^2*r-3148*a*c^2*g^2*x-430*a*c^2*g*p^2-154*a*c^2*g*p*q-722*a*c^2*g*p*r-\ 456*a*c^2*g*p*x+18*a*c^2*g*q^2-218*a*c^2*g*q*r-1202*a*c^2*g*q*x-284*a*c^2*g*r^2 +896*a*c^2*g*r*x+3520*a*c^2*g*x^2-38*a*c^2*p^3-122*a*c^2*p^2*r-80*a*c^2*p^2*x-\ 72*a*c^2*p*q*x-120*a*c^2*p*r^2-114*a*c^2*p*r*x+480*a*c^2*p*x^2-72*a*c^2*q*r*x+ 204*a*c^2*q*x^2-36*a*c^2*r^3-36*a*c^2*r^2*x+160*a*c^2*r*x^2-144*a*c^2*x^3+88*a* c*g^4-419*a*c*g^3*p+110*a*c*g^3*q-520*a*c*g^3*r-2265*a*c*g^3*x-620*a*c*g^2*p^2-\ 180*a*c*g^2*p*q-1005*a*c*g^2*p*r-848*a*c*g^2*p*x+26*a*c*g^2*q^2-290*a*c*g^2*q*r -1799*a*c*g^2*q*x-368*a*c*g^2*r^2+1210*a*c*g^2*r*x+4566*a*c*g^2*x^2-185*a*c*g*p ^3-122*a*c*g*p^2*q-431*a*c*g*p^2*r+167*a*c*g*p^2*x-2*a*c*g*p*q^2-196*a*c*g*p*q* r-395*a*c*g*p*q*x-312*a*c*g*p*r^2+1064*a*c*g*p*r*x+2364*a*c*g*p*x^2-20*a*c*g*q^ 2*r-306*a*c*g*q^2*x-62*a*c*g*q*r^2+442*a*c*g*q*r*x+1986*a*c*g*q*x^2-66*a*c*g*r^ 3+660*a*c*g*r^2*x+760*a*c*g*r*x^2-648*a*c*g*x^3-12*a*c*p^4-42*a*c*p^3*r-18*a*c* p^3*x-18*a*c*p^2*q*x-48*a*c*p^2*r^2-6*a*c*p^2*r*x+144*a*c*p^2*x^2+18*a*c*p*q*r* x+132*a*c*p*q*x^2-18*a*c*p*r^3+60*a*c*p*r^2*x+100*a*c*p*r*x^2-72*a*c*p*x^3+24*a *c*q^2*x^2+36*a*c*q*r^2*x+20*a*c*q*r*x^2-72*a*c*q*x^3+48*a*c*r^3*x-24*a*c*r^2*x ^2-80*a*c*r*x^3+20*a*g^5-65*a*g^4*p+29*a*g^4*q-95*a*g^4*r-512*a*g^4*x-189*a*g^3 *p^2-40*a*g^3*p*q-313*a*g^3*p*r-399*a*g^3*p*x+9*a*g^3*q^2-83*a*g^3*q*r-623*a*g^ 3*q*x-116*a*g^3*r^2+282*a*g^3*r*x+1430*a*g^3*x^2-128*a*g^2*p^3-90*a*g^2*p^2*q-\ 281*a*g^2*p^2*r+113*a*g^2*p^2*x-152*a*g^2*p*q*r-307*a*g^2*p*q*x-186*a*g^2*p*r^2 +826*a*g^2*p*r*x+1598*a*g^2*p*x^2-13*a*g^2*q^2*r-236*a*g^2*q^2*x-52*a*g^2*q*r^2 +314*a*g^2*q*r*x+1400*a*g^2*q*x^2-33*a*g^2*r^3+546*a*g^2*r^2*x+646*a*g^2*r*x^2-\ 372*a*g^2*x^3-24*a*g*p^4-21*a*g*p^3*q-66*a*g*p^3*r+60*a*g*p^3*x-3*a*g*p^2*q^2-\ 39*a*g*p^2*q*r+27*a*g*p^2*q*x-60*a*g*p^2*r^2+270*a*g*p^2*r*x+318*a*g*p^2*x^2-10 *a*g*p*q^2*r-51*a*g*p*q^2*x-15*a*g*p*q*r^2+303*a*g*p*q*r*x+552*a*g*p*q*x^2-18*a *g*p*r^3+242*a*g*p*r^2*x-58*a*g*p*r*x^2-252*a*g*p*x^3-18*a*g*q^3*x-5*a*g*q^2*r^ 2+73*a*g*q^2*r*x+252*a*g*q^2*x^2+3*a*g*q*r^3+206*a*g*q*r^2*x+34*a*g*q*r*x^2-252 *a*g*q*x^3+32*a*g*r^3*x-372*a*g*r^2*x^2-280*a*g*r*x^3-144*b^4*c*x-144*b^4*g*x+ 48*b^3*c^3+104*b^3*c^2*g-8*b^3*c^2*p-80*b^3*c^2*r-728*b^3*c^2*x+72*b^3*c*g^2-\ 104*b^3*c*g*r-1372*b^3*c*g*x-24*b^3*c*p^2-80*b^3*c*p*r-204*b^3*c*p*x-288*b^3*c* q*x-40*b^3*c*r^2+64*b^3*c*r*x+464*b^3*c*x^2+16*b^3*g^3+8*b^3*g^2*p-24*b^3*g^2*r -556*b^3*g^2*x-24*b^3*g*p^2-80*b^3*g*p*r-264*b^3*g*p*x-288*b^3*g*q*x-40*b^3*g*r ^2+108*b^3*g*r*x+800*b^3*g*x^2+48*b^2*c^4+216*b^2*c^3*g-184*b^2*c^3*p+48*b^2*c^ 3*q-280*b^2*c^3*r-1224*b^2*c^3*x+304*b^2*c^2*g^2-352*b^2*c^2*g*p+104*b^2*c^2*g* q-652*b^2*c^2*g*r-3540*b^2*c^2*g*x-192*b^2*c^2*p^2-8*b^2*c^2*p*q-304*b^2*c^2*p* r-460*b^2*c^2*p*x-80*b^2*c^2*q*r-956*b^2*c^2*q*x-92*b^2*c^2*r^2+516*b^2*c^2*r*x +1416*b^2*c^2*x^2+168*b^2*c*g^3-152*b^2*c*g^2*p+72*b^2*c*g^2*q-408*b^2*c*g^2*r-\ 2980*b^2*c*g^2*x-364*b^2*c*g*p^2-664*b^2*c*g*p*r-1186*b^2*c*g*p*x-104*b^2*c*g*q *r-1866*b^2*c*g*q*x-236*b^2*c*g*r^2+846*b^2*c*g*r*x+3776*b^2*c*g*x^2-36*b^2*c*p ^3-24*b^2*c*p^2*q-36*b^2*c*p^2*r+60*b^2*c*p^2*x-80*b^2*c*p*q*r-186*b^2*c*p*q*x+ 12*b^2*c*p*r^2+528*b^2*c*p*r*x+488*b^2*c*p*x^2-180*b^2*c*q^2*x-40*b^2*c*q*r^2+ 196*b^2*c*q*r*x+648*b^2*c*q*x^2+12*b^2*c*r^3+408*b^2*c*r^2*x+316*b^2*c*r*x^2-88 *b^2*c*x^3+32*b^2*g^4-8*b^2*g^3*p+16*b^2*g^3*q-72*b^2*g^3*r-766*b^2*g^3*x-124*b ^2*g^2*p^2+8*b^2*g^2*p*q-264*b^2*g^2*p*r-649*b^2*g^2*p*x-24*b^2*g^2*q*r-782*b^2 *g^2*q*x-108*b^2*g^2*r^2+197*b^2*g^2*r*x+1764*b^2*g^2*x^2-60*b^2*g*p^3-24*b^2*g *p^2*q-96*b^2*g*p^2*r+69*b^2*g*p^2*x-80*b^2*g*p*q*r-276*b^2*g*p*q*x-24*b^2*g*p* r^2+735*b^2*g*p*r*x+1116*b^2*g*p*x^2-180*b^2*g*q^2*x-40*b^2*g*q*r^2+282*b^2*g*q *r*x+1100*b^2*g*q*x^2+12*b^2*g*r^3+574*b^2*g*r^2*x+530*b^2*g*r*x^2-308*b^2*g*x^ 3+56*b*c^4*g-176*b*c^4*p+24*b*c^4*q-200*b*c^4*r-592*b*c^4*x+208*b*c^3*g^2-644*b *c^3*g*p+120*b*c^3*g*q-796*b*c^3*g*r-2764*b*c^3*g*x-168*b*c^3*p^2-92*b*c^3*p*q-\ 224*b*c^3*p*r-88*b*c^3*p*x+12*b*c^3*q^2-140*b*c^3*q*r-744*b*c^3*q*x-52*b*c^3*r^ 2+628*b*c^3*r*x+1056*b*c^3*x^2+246*b*c^2*g^3-650*b*c^2*g^2*p+178*b*c^2*g^2*q-\ 932*b*c^2*g^2*r-4040*b*c^2*g^2*x-658*b*c^2*g*p^2-178*b*c^2*g*p*q-994*b*c^2*g*p* r-808*b*c^2*g*p*x+26*b*c^2*g*q^2-346*b*c^2*g*q*r-2442*b*c^2*g*q*x-300*b*c^2*g*r ^2+1768*b*c^2*g*r*x+4496*b*c^2*g*x^2-36*b*c^2*p^3-96*b*c^2*p^2*q-36*b*c^2*p^2*r +204*b*c^2*p^2*x-2*b*c^2*p*q^2-152*b*c^2*p*q*r-156*b*c^2*p*q*x+12*b*c^2*p*r^2+ 768*b*c^2*p*r*x+588*b*c^2*p*x^2-20*b*c^2*q^2*r-296*b*c^2*q^2*x-46*b*c^2*q*r^2+ 430*b*c^2*q*r*x+960*b*c^2*q*x^2+12*b*c^2*r^3+460*b*c^2*r^2*x+224*b*c^2*r*x^2-\ 144*b*c^2*x^3+118*b*c*g^4-226*b*c*g^3*p+102*b*c*g^3*q-412*b*c*g^3*r-2299*b*c*g^ 3*x-569*b*c*g^2*p^2-76*b*c*g^2*p*q-945*b*c*g^2*p*r-1272*b*c*g^2*p*x+18*b*c*g^2* q^2-230*b*c*g^2*q*r-2303*b*c*g^2*q*x-320*b*c*g^2*r^2+1158*b*c*g^2*r*x+4614*b*c* g^2*x^2-187*b*c*g*p^3-188*b*c*g*p^2*q-313*b*c*g*p^2*r+449*b*c*g*p^2*x-352*b*c*g *p*q*r-569*b*c*g*p*q*x-120*b*c*g*p*r^2+2204*b*c*g*p*r*x+2580*b*c*g*p*x^2-26*b*c *g*q^2*r-626*b*c*g*q^2*x-128*b*c*g*q*r^2+882*b*c*g*q*r*x+2778*b*c*g*q*x^2+6*b*c *g*r^3+1420*b*c*g*r^2*x+1064*b*c*g*r*x^2-648*b*c*g*x^3-18*b*c*p^3*q+36*b*c*p^3* x-6*b*c*p^2*q^2-18*b*c*p^2*q*r+54*b*c*p^2*q*x+72*b*c*p^2*r*x+12*b*c*p^2*x^2-20* b*c*p*q^2*r-42*b*c*p*q^2*x+6*b*c*p*q*r^2+282*b*c*p*q*r*x+264*b*c*p*q*x^2-4*b*c* p*r^2*x-188*b*c*p*r*x^2-72*b*c*p*x^3-36*b*c*q^3*x-10*b*c*q^2*r^2+82*b*c*q^2*r*x +216*b*c*q^2*x^2+6*b*c*q*r^3+196*b*c*q*r^2*x+92*b*c*q*r*x^2-72*b*c*q*x^3-32*b*c *r^3*x-216*b*c*r^2*x^2-80*b*c*r*x^3+20*b*g^5-20*b*g^4*p+20*b*g^4*q-60*b*g^4*r-\ 448*b*g^4*x-133*b*g^3*p^2-2*b*g^3*p*q-246*b*g^3*p*r-490*b*g^3*p*x+4*b*g^3*q^2-\ 42*b*g^3*q*r-642*b*g^3*q*x-93*b*g^3*r^2+148*b*g^3*r*x+1288*b*g^3*x^2-99*b*g^2*p ^3-68*b*g^2*p^2*q-177*b*g^2*p^2*r+140*b*g^2*p^2*x+2*b*g^2*p*q^2-152*b*g^2*p*q*r -382*b*g^2*p*q*x-75*b*g^2*p*r^2+1060*b*g^2*p*r*x+1588*b*g^2*p*x^2-6*b*g^2*q^2*r -288*b*g^2*q^2*x-64*b*g^2*q*r^2+358*b*g^2*q*r*x+1516*b*g^2*q*x^2+3*b*g^2*r^3+ 778*b*g^2*r^2*x+806*b*g^2*r*x^2-372*b*g^2*x^3-18*b*g*p^4-30*b*g*p^3*q-45*b*g*p^ 3*r+87*b*g*p^3*x-6*b*g*p^2*q^2-48*b*g*p^2*q*r+63*b*g*p^2*q*x-36*b*g*p^2*r^2+309 *b*g*p^2*r*x+252*b*g*p^2*x^2-20*b*g*p*q^2*r-72*b*g*p*q^2*x-12*b*g*p*q*r^2+435*b *g*p*q*r*x+618*b*g*p*q*x^2-9*b*g*p*r^3+210*b*g*p*r^2*x-202*b*g*p*r*x^2-252*b*g* p*x^3-36*b*g*q^3*x-10*b*g*q^2*r^2+114*b*g*q^2*r*x+348*b*g*q^2*x^2+6*b*g*q*r^3+ 286*b*g*q*r^2*x+70*b*g*q*r*x^2-252*b*g*q*x^3-8*b*g*r^3*x-468*b*g*r^2*x^2-280*b* g*r*x^3+16*c^4*g^2-80*c^4*g*p+12*c^4*g*q-92*c^4*g*r-304*c^4*g*x+56*c^3*g^3-256* c^3*g^2*p+48*c^3*g^2*q-308*c^3*g^2*r-1100*c^3*g^2*x-94*c^3*g*p^2-46*c^3*g*p*q-\ 146*c^3*g*p*r-92*c^3*g*p*x+6*c^3*g*q^2-70*c^3*g*q*r-380*c^3*g*q*x-50*c^3*g*r^2+ 260*c^3*g*r*x+720*c^3*g*x^2+60*c^2*g^4-220*c^2*g^3*p+63*c^2*g^3*q-295*c^2*g^3*r -1248*c^2*g^3*x-289*c^2*g^2*p^2-87*c^2*g^2*p*q-459*c^2*g^2*p*r-362*c^2*g^2*p*x+ 13*c^2*g^2*q^2-153*c^2*g^2*q*r-996*c^2*g^2*q*x-157*c^2*g^2*r^2+686*c^2*g^2*r*x+ 2112*c^2*g^2*x^2-37*c^2*g*p^3-48*c^2*g*p^2*q-79*c^2*g*p^2*r+62*c^2*g*p^2*x-c^2* g*p*q^2-76*c^2*g*p*q*r-114*c^2*g*p*q*x-54*c^2*g*p*r^2+327*c^2*g*p*r*x+534*c^2*g *p*x^2-10*c^2*g*q^2*r-148*c^2*g*q^2*x-23*c^2*g*q*r^2+179*c^2*g*q*r*x+582*c^2*g* q*x^2-12*c^2*g*r^3+212*c^2*g*r^2*x+192*c^2*g*r*x^2-144*c^2*g*x^3+26*c*g^5-68*c* g^4*p+33*c*g^4*q-110*c*g^4*r-575*c*g^4*x-197*c*g^3*p^2-38*c*g^3*p*q-329*c*g^3*p *r-398*c*g^3*p*x+9*c*g^3*q^2-89*c*g^3*q*r-729*c*g^3*q*x-118*c*g^3*r^2+350*c*g^3 *r*x+1500*c*g^3*x^2-101*c*g^2*p^3-88*c*g^2*p^2*q-203*c*g^2*p^2*r+166*c*g^2*p^2* x-156*c*g^2*p*q*r-278*c*g^2*p*q*x-120*c*g^2*p*r^2+893*c*g^2*p*r*x+1358*c*g^2*p* x^2-13*c*g^2*q^2*r-268*c*g^2*q^2*x-54*c*g^2*q*r^2+353*c*g^2*q*r*x+1312*c*g^2*q* x^2-18*c*g^2*r^3+572*c*g^2*r^2*x+528*c*g^2*r*x^2-344*c*g^2*x^3-6*c*g*p^4-9*c*g* p^3*q-21*c*g*p^3*r+9*c*g*p^3*x-3*c*g*p^2*q^2-9*c*g*p^2*q*r+18*c*g*p^2*q*x-24*c* g*p^2*r^2+33*c*g*p^2*r*x+78*c*g*p^2*x^2-10*c*g*p*q^2*r-21*c*g*p*q^2*x+3*c*g*p*q *r^2+150*c*g*p*q*r*x+198*c*g*p*q*x^2-9*c*g*p*r^3+28*c*g*p*r^2*x-44*c*g*p*r*x^2-\ 72*c*g*p*x^3-18*c*g*q^3*x-5*c*g*q^2*r^2+41*c*g*q^2*r*x+120*c*g*q^2*x^2+3*c*g*q* r^3+116*c*g*q*r^2*x+56*c*g*q*r*x^2-72*c*g*q*x^3+8*c*g*r^3*x-120*c*g*r^2*x^2-80* c*g*r*x^3+4*g^6-6*g^5*p+6*g^5*q-14*g^5*r-94*g^5*x-38*g^4*p^2-3*g^4*p*q-68*g^4*p *r-120*g^4*p*x+2*g^4*q^2-15*g^4*q*r-163*g^4*q*x-26*g^4*r^2+36*g^4*r*x+312*g^4*x ^2-38*g^3*p^3-28*g^3*p^2*q-77*g^3*p^2*r+41*g^3*p^2*x+g^3*p*q^2-56*g^3*p*q*r-133 *g^3*p*q*x-45*g^3*p*r^2+322*g^3*p*r*x+550*g^3*p*x^2-3*g^3*q^2*r-99*g^3*q^2*x-22 *g^3*q*r^2+98*g^3*q*r*x+500*g^3*q*x^2-6*g^3*r^3+232*g^3*r^2*x+288*g^3*r*x^2-112 *g^3*x^3-12*g^2*p^4-15*g^2*p^3*q-33*g^2*p^3*r+39*g^2*p^3*x-3*g^2*p^2*q^2-24*g^2 *p^2*q*r+27*g^2*p^2*q*x-30*g^2*p^2*r^2+153*g^2*p^2*r*x+162*g^2*p^2*x^2-10*g^2*p *q^2*r-36*g^2*p*q^2*x-6*g^2*p*q*r^2+222*g^2*p*q*r*x+342*g^2*p*q*x^2-9*g^2*p*r^3 +120*g^2*p*r^2*x-76*g^2*p*r*x^2-144*g^2*p*x^3-18*g^2*q^3*x-5*g^2*q^2*r^2+57*g^2 *q^2*r*x+180*g^2*q^2*x^2+3*g^2*q*r^3+152*g^2*q*r^2*x+40*g^2*q*r*x^2-144*g^2*q*x ^3+8*g^2*r^3*x-240*g^2*r^2*x^2-160*g^2*r*x^3+152*a^4*b+76*a^4*g+280*a^3*b^2+616 *a^3*b*c+560*a^3*b*g+140*a^3*b*q-156*a^3*b*r-1232*a^3*b*x+308*a^3*c*g+52*a^3*c* p+52*a^3*c*r-32*a^3*c*x+210*a^3*g^2+26*a^3*g*p+70*a^3*g*q-52*a^3*g*r-632*a^3*g* x+80*a^2*b^3+792*a^2*b^2*c+580*a^2*b^2*g+156*a^2*b^2*p+80*a^2*b^2*q-72*a^2*b^2* r-1448*a^2*b^2*x+912*a^2*b*c^2+1712*a^2*b*c*g+16*a^2*b*c*p+396*a^2*b*c*q-448*a^ 2*b*c*r-3512*a^2*b*c*x+718*a^2*b*g^2+154*a^2*b*g*p+310*a^2*b*g*q-280*a^2*b*g*r-\ 3048*a^2*b*g*x-146*a^2*b*p^2+78*a^2*b*p*q-342*a^2*b*p*r-1096*a^2*b*p*x+20*a^2*b *q^2-36*a^2*b*q*r-916*a^2*b*q*x-160*a^2*b*r^2-332*a^2*b*r*x+960*a^2*b*x^2+456*a ^2*c^2*g+104*a^2*c^2*p+104*a^2*c^2*r-80*a^2*c^2*x+658*a^2*c*g^2+136*a^2*c*g*p+ 198*a^2*c*g*q-96*a^2*c*g*r-1852*a^2*c*g*x+42*a^2*c*p^2+54*a^2*c*p*r-60*a^2*c*p* x-8*a^2*c*q*x+12*a^2*c*r^2-40*a^2*c*r*x+104*a^2*c*x^2+224*a^2*g^3+76*a^2*g^2*p+ 135*a^2*g^2*q-84*a^2*g^2*r-1190*a^2*g^2*x-52*a^2*g*p^2+39*a^2*g*p*q-144*a^2*g*p *r-578*a^2*g*p*x+10*a^2*g*q^2-18*a^2*g*q*r-462*a^2*g*q*x-74*a^2*g*r^2-186*a^2*g *r*x+532*a^2*g*x^2+160*a*b^3*c+112*a*b^3*g+48*a*b^3*p+32*a*b^3*r-360*a*b^3*x+ 744*a*b^2*c^2+1184*a*b^2*c*g+240*a*b^2*c*p+160*a*b^2*c*q-128*a*b^2*c*r-2384*a*b ^2*c*x+424*a*b^2*g^2+244*a*b^2*g*p+112*a*b^2*g*q-44*a*b^2*g*r-2024*a*b^2*g*x-12 *a*b^2*p^2+48*a*b^2*p*q-144*a*b^2*p*r-744*a*b^2*p*x+32*a*b^2*q*r-540*a*b^2*q*x-\ 108*a*b^2*r^2-428*a*b^2*r*x+624*a*b^2*x^2+584*a*b*c^3+1756*a*b*c^2*g-4*a*b*c^2* p+372*a*b*c^2*q-420*a*b*c^2*r-3040*a*b*c^2*x+1538*a*b*c*g^2+252*a*b*c*g*p+632*a *b*c*g*q-594*a*b*c*g*r-5800*a*b*c*g*x-218*a*b*c*p^2+120*a*b*c*p*q-522*a*b*c*p*r -1688*a*b*c*p*x+40*a*b*c*q^2-64*a*b*c*q*r-1588*a*b*c*q*x-248*a*b*c*r^2-536*a*b* c*r*x+1560*a*b*c*x^2+404*a*b*g^3+211*a*b*g^2*p+240*a*b*g^2*q-161*a*b*g^2*r-2442 *a*b*g^2*x-163*a*b*g*p^2+134*a*b*g*p*q-475*a*b*g*p*r-1788*a*b*g*p*x+28*a*b*g*q^ 2-14*a*b*g*q*r-1486*a*b*g*q*x-256*a*b*g*r^2-788*a*b*g*r*x+1428*a*b*g*x^2-54*a*b *p^3-6*a*b*p^2*q-132*a*b*p^2*r-192*a*b*p^2*x+12*a*b*p*q^2-72*a*b*p*q*r-444*a*b* p*q*x-86*a*b*p*r^2+152*a*b*p*r*x+720*a*b*p*x^2+8*a*b*q^2*r-180*a*b*q^2*x-54*a*b *q*r^2-112*a*b*q*r*x+576*a*b*q*x^2-8*a*b*r^3+352*a*b*r^2*x+720*a*b*r*x^2+292*a* c^3*g+52*a*c^3*p+52*a*c^3*r-48*a*c^3*x+692*a*c^2*g^2+126*a*c^2*g*p+186*a*c^2*g* q-82*a*c^2*g*r-1632*a*c^2*g*x+42*a*c^2*p^2+54*a*c^2*p*r-80*a*c^2*p*x-8*a*c^2*q* x+12*a*c^2*r^2-60*a*c^2*r*x+120*a*c^2*x^2+493*a*c*g^3+154*a*c*g^2*p+276*a*c*g^2 *q-177*a*c*g^2*r-2380*a*c*g^2*x-45*a*c*g*p^2+60*a*c*g*p*q-175*a*c*g*p*r-932*a*c *g*p*x+20*a*c*g*q^2-32*a*c*g*q*r-806*a*c*g*q*x-102*a*c*g*r^2-324*a*c*g*r*x+916* a*c*g*x^2+6*a*c*p^3-36*a*c*p^2*x-36*a*c*p*q*x-18*a*c*p*r^2-84*a*c*p*r*x+72*a*c* p*x^2-36*a*c*q*r*x+48*a*c*q*x^2-12*a*c*r^3-48*a*c*r^2*x+64*a*c*r*x^2+110*a*g^4+ 69*a*g^3*p+92*a*g^3*q-47*a*g^3*r-776*a*g^3*x-57*a*g^2*p^2+55*a*g^2*p*q-172*a*g^ 2*p*r-732*a*g^2*p*x+14*a*g^2*q^2-15*a*g^2*q*r-612*a*g^2*q*x-93*a*g^2*r^2-300*a* g^2*r*x+596*a*g^2*x^2-24*a*g*p^3-3*a*g*p^2*q-66*a*g*p^2*r-114*a*g*p^2*x+6*a*g*p *q^2-36*a*g*p*q*r-240*a*g*p*q*x-52*a*g*p*r^2+34*a*g*p*r*x+396*a*g*p*x^2+4*a*g*q ^2*r-90*a*g*q^2*x-27*a*g*q*r^2-74*a*g*q*r*x+312*a*g*q*x^2-10*a*g*r^3+152*a*g*r^ 2*x+392*a*g*r*x^2+80*b^3*c^2+112*b^3*c*g+48*b^3*c*p+32*b^3*c*r-216*b^3*c*x+32*b ^3*g^2+48*b^3*g*p+32*b^3*g*r-288*b^3*g*x+232*b^2*c^3+604*b^2*c^2*g+84*b^2*c^2*p +80*b^2*c^2*q-56*b^2*c^2*r-848*b^2*c^2*x+440*b^2*c*g^2+252*b^2*c*g*p+112*b^2*c* g*q-20*b^2*c*g*r-1820*b^2*c*g*x-36*b^2*c*p^2+48*b^2*c*p*q-120*b^2*c*p*r-348*b^2 *c*p*x+32*b^2*c*q*r-324*b^2*c*q*x-60*b^2*c*r^2-240*b^2*c*r*x+160*b^2*c*x^2+96*b ^2*g^3+128*b^2*g^2*p+32*b^2*g^2*q+32*b^2*g^2*r-752*b^2*g^2*x-24*b^2*g*p^2+48*b^ 2*g*p*q-132*b^2*g*p*r-546*b^2*g*p*x+32*b^2*g*q*r-432*b^2*g*q*x-84*b^2*g*r^2-334 *b^2*g*r*x+392*b^2*g*x^2+136*b*c^4+604*b*c^3*g-20*b*c^3*p+116*b*c^3*q-128*b*c^3 *r-720*b*c^3*x+828*b*c^2*g^2+102*b*c^2*g*p+322*b*c^2*g*q-302*b*c^2*g*r-2608*b*c ^2*g*x-84*b*c^2*p^2+42*b*c^2*p*q-168*b*c^2*p*r-392*b*c^2*p*x+20*b*c^2*q^2-28*b* c^2*q*r-560*b*c^2*q*x-64*b*c^2*r^2-124*b*c^2*r*x+312*b*c^2*x^2+440*b*c*g^3+233* b*c*g^2*p+248*b*c*g^2*q-151*b*c*g^2*r-2428*b*c*g^2*x-183*b*c*g*p^2+138*b*c*g*p* q-465*b*c*g*p*r-1400*b*c*g*p*x+28*b*c*g*q^2-2*b*c*g*q*r-1346*b*c*g*q*x-218*b*c* g*r^2-628*b*c*g*r*x+1028*b*c*g*x^2-12*b*c*p^3-18*b*c*p^2*q-12*b*c*p^2*r+12*b*c* p^2*x+12*b*c*p*q^2-60*b*c*p*q*r-168*b*c*p*q*x+4*b*c*p*r^2+172*b*c*p*r*x+168*b*c *p*x^2+8*b*c*q^2*r-108*b*c*q^2*x-30*b*c*q*r^2-76*b*c*q*r*x+144*b*c*q*x^2+4*b*c* r^3+144*b*c*r^2*x+176*b*c*r*x^2+80*b*g^4+94*b*g^3*p+56*b*g^3*q-6*b*g^3*r-634*b* g^3*x-61*b*g^2*p^2+76*b*g^2*p*q-212*b*g^2*p*r-800*b*g^2*p*x+8*b*g^2*q^2+24*b*g^ 2*q*r-650*b*g^2*q*x-119*b*g^2*r^2-460*b*g^2*r*x+520*b*g^2*x^2-33*b*g*p^3-12*b*g *p^2*q-72*b*g*p^2*r-90*b*g*p^2*x+12*b*g*p*q^2-66*b*g*p*q*r-306*b*g*p*q*x-41*b*g *p*r^2+162*b*g*p*r*x+444*b*g*p*x^2+8*b*g*q^2*r-144*b*g*q^2*x-42*b*g*q*r^2-94*b* g*q*r*x+360*b*g*q*x^2-2*b*g*r^3+248*b*g*r^2*x+448*b*g*r*x^2+68*c^4*g+244*c^3*g^ 2+16*c^3*g*p+58*c^3*g*q-38*c^3*g*r-384*c^3*g*x+273*c^2*g^3+68*c^2*g^2*p+141*c^2 *g^2*q-99*c^2*g^2*r-1128*c^2*g^2*x-21*c^2*g*p^2+21*c^2*g*p*q-57*c^2*g*p*r-236*c ^2*g*p*x+10*c^2*g*q^2-14*c^2*g*q*r-284*c^2*g*q*x-26*c^2*g*r^2-92*c^2*g*r*x+216* c^2*g*x^2+124*c*g^4+78*c*g^3*p+96*c*g^3*q-48*c*g^3*r-804*c*g^3*x-61*c*g^2*p^2+ 57*c*g^2*p*q-173*c*g^2*p*r-642*c*g^2*p*x+14*c*g^2*q^2-9*c*g^2*q*r-596*c*g^2*q*x -86*c*g^2*r^2-272*c*g^2*r*x+516*c*g^2*x^2-3*c*g*p^3-9*c*g*p^2*q-6*c*g*p^2*r-12* c*g*p^2*x+6*c*g*p*q^2-30*c*g*p*q*r-102*c*g*p*q*x-7*c*g*p*r^2+44*c*g*p*r*x+120*c *g*p*x^2+4*c*g*q^2*r-54*c*g*q^2*x-15*c*g*q*r^2-56*c*g*q*r*x+96*c*g*q*x^2-4*c*g* r^3+48*c*g*r^2*x+120*c*g*r*x^2+20*g^5+24*g^4*p+20*g^4*q-4*g^4*r-168*g^4*x-19*g^ 3*p^2+26*g^3*p*q-65*g^3*p*r-268*g^3*p*x+4*g^3*q^2+4*g^3*q*r-218*g^3*q*x-36*g^3* r^2-148*g^3*r*x+168*g^3*x^2-15*g^2*p^3-6*g^2*p^2*q-36*g^2*p^2*r-54*g^2*p^2*x+6* g^2*p*q^2-33*g^2*p*q*r-162*g^2*p*q*x-25*g^2*p*r^2+60*g^2*p*r*x+240*g^2*p*x^2+4* g^2*q^2*r-72*g^2*q^2*x-21*g^2*q*r^2-56*g^2*q*r*x+192*g^2*q*x^2-4*g^2*r^3+112*g^ 2*r^2*x+240*g^2*r*x^2+272*a^3*b+136*a^3*g+200*a^2*b^2+728*a^2*b*c+592*a^2*b*g+ 208*a^2*b*p+100*a^2*b*q+52*a^2*b*r-552*a^2*b*x+364*a^2*c*g+20*a^2*c*p+20*a^2*c* r-16*a^2*c*x+246*a^2*g^2+114*a^2*g*p+50*a^2*g*q+36*a^2*g*r-284*a^2*g*x+320*a*b^ 2*c+240*a*b^2*g+120*a*b^2*p+96*a*b^2*r-216*a*b^2*x+600*a*b*c^2+1092*a*b*c*g+300 *a*b*c*p+160*a*b*c*q+84*a*b*c*r-840*a*b*c*x+432*a*b*g^2+322*a*b*g*p+120*a*b*g*q +138*a*b*g*r-732*a*b*g*x+24*a*b*p^2+60*a*b*p*q-40*a*b*p*r-360*a*b*p*x+48*a*b*q* r-216*a*b*q*x-56*a*b*r^2-368*a*b*r*x+300*a*c^2*g+20*a*c^2*p+20*a*c^2*r-16*a*c^2 *x+466*a*c*g^2+178*a*c*g*p+80*a*c*g*q+70*a*c*g*r-444*a*c*g*x+12*a*c*p^2+24*a*c* p*r+12*a*c*r^2+156*a*g^3+140*a*g^2*p+60*a*g^2*q+54*a*g^2*r-320*a*g^2*x+18*a*g*p ^2+30*a*g*p*q-8*a*g*p*r-180*a*g*p*x+24*a*g*q*r-108*a*g*q*x-22*a*g*r^2-184*a*g*r *x+120*b^2*c^2+208*b^2*c*g+72*b^2*c*p+48*b^2*c*r-72*b^2*c*x+64*b^2*g^2+96*b^2*g *p+72*b^2*g*r-144*b^2*g*x+144*b*c^3+484*b*c^2*g+68*b*c^2*p+60*b*c^2*q+8*b*c^2*r -208*b*c^2*x+408*b*c*g^2+262*b*c*g*p+104*b*c*g*q+102*b*c*g*r-556*b*c*g*x-12*b*c *p^2+36*b*c*p*q-40*b*c*p*r-120*b*c*p*x+24*b*c*q*r-72*b*c*q*x-20*b*c*r^2-112*b*c *r*x+96*b*g^3+148*b*g^2*p+32*b*g^2*q+84*b*g^2*r-244*b*g^2*x+6*b*g*p^2+48*b*g*p* q-40*b*g*p*r-240*b*g*p*x+36*b*g*q*r-144*b*g*q*x-38*b*g*r^2-240*b*g*r*x+72*c^3*g +212*c^2*g^2+44*c^2*g*p+30*c^2*g*q+14*c^2*g*r-112*c^2*g*x+152*c*g^3+122*c*g^2*p +52*c*g^2*q+48*c*g^2*r-268*c*g^2*x+18*c*g*p*q-8*c*g*p*r-60*c*g*p*x+12*c*g*q*r-\ 36*c*g*q*x-4*c*g*r^2-56*c*g*r*x+32*g^4+52*g^3*p+16*g^3*q+26*g^3*r-88*g^3*x+6*g^ 2*p^2+24*g^2*p*q-14*g^2*p*r-120*g^2*p*x+18*g^2*q*r-72*g^2*q*x-16*g^2*r^2-120*g^ 2*r*x+120*a^2*b+60*a^2*g+160*a*b*c+128*a*b*g+72*a*b*p+64*a*b*r+80*a*c*g+64*a*g^ 2+36*a*g*p+32*a*g*r+40*b*c^2+96*b*c*g+24*b*c*p+16*b*c*r+32*b*g^2+48*b*g*p+40*b* g*r+20*c^2*g+48*c*g^2+12*c*g*p+8*c*g*r+16*g^3+24*g^2*p+20*g^2*r)*dx^3+(-64*a^6* b*c*x^4-32*a^6*b*p*x^4-32*a^6*b*q*x^4-96*a^6*b*r*x^4-32*a^6*c*g*x^4-16*a^6*g*p* x^4-16*a^6*g*q*x^4-48*a^6*g*r*x^4-320*a^5*b^2*c*x^4-160*a^5*b^2*p*x^4-160*a^5*b ^2*q*x^4-480*a^5*b^2*r*x^4-576*a^5*b*c^2*x^4-480*a^5*b*c*g*x^4-480*a^5*b*c*p*x^ 4-480*a^5*b*c*q*x^4-1152*a^5*b*c*r*x^4-240*a^5*b*g*p*x^4-240*a^5*b*g*q*x^4-720* a^5*b*g*r*x^4-96*a^5*b*p^2*x^4-192*a^5*b*p*q*x^4-432*a^5*b*p*r*x^4-96*a^5*b*q^2 *x^4-432*a^5*b*q*r*x^4-288*a^5*b*r^2*x^4-64*a^5*c^3*x^4-320*a^5*c^2*g*x^4-64*a^ 5*c^2*p*x^4-64*a^5*c^2*q*x^4-96*a^5*c^2*r*x^4-160*a^5*c*g^2*x^4-272*a^5*c*g*p*x ^4-272*a^5*c*g*q*x^4-624*a^5*c*g*r*x^4-16*a^5*c*p^2*x^4-32*a^5*c*p*q*x^4-48*a^5 *c*p*r*x^4-16*a^5*c*q^2*x^4-48*a^5*c*q*r*x^4-80*a^5*g^2*p*x^4-80*a^5*g^2*q*x^4-\ 240*a^5*g^2*r*x^4-56*a^5*g*p^2*x^4-112*a^5*g*p*q*x^4-240*a^5*g*p*r*x^4-56*a^5*g *q^2*x^4-240*a^5*g*q*r*x^4-144*a^5*g*r^2*x^4-640*a^4*b^3*c*x^4-320*a^4*b^3*p*x^ 4-320*a^4*b^3*q*x^4-960*a^4*b^3*r*x^4-2304*a^4*b^2*c^2*x^4-1632*a^4*b^2*c*g*x^4 -1920*a^4*b^2*c*p*x^4-1920*a^4*b^2*c*q*x^4-4608*a^4*b^2*c*r*x^4-816*a^4*b^2*g*p *x^4-816*a^4*b^2*g*q*x^4-2448*a^4*b^2*g*r*x^4-384*a^4*b^2*p^2*x^4-768*a^4*b^2*p *q*x^4-1728*a^4*b^2*p*r*x^4-384*a^4*b^2*q^2*x^4-1728*a^4*b^2*q*r*x^4-1152*a^4*b ^2*r^2*x^4-2176*a^4*b*c^3*x^4-3552*a^4*b*c^2*g*x^4-2528*a^4*b*c^2*p*x^4-2528*a^ 4*b*c^2*q*x^4-5376*a^4*b*c^2*r*x^4-1312*a^4*b*c*g^2*x^4-2976*a^4*b*c*g*p*x^4-\ 2976*a^4*b*c*g*q*x^4-7104*a^4*b*c*g*r*x^4-944*a^4*b*c*p^2*x^4-1888*a^4*b*c*p*q* x^4-3840*a^4*b*c*p*r*x^4-944*a^4*b*c*q^2*x^4-3840*a^4*b*c*q*r*x^4-2304*a^4*b*c* r^2*x^4-656*a^4*b*g^2*p*x^4-656*a^4*b*g^2*q*x^4-1968*a^4*b*g^2*r*x^4-600*a^4*b* g*p^2*x^4-1200*a^4*b*g*p*q*x^4-2688*a^4*b*g*p*r*x^4-600*a^4*b*g*q^2*x^4-2688*a^ 4*b*g*q*r*x^4-1776*a^4*b*g*r^2*x^4-112*a^4*b*p^3*x^4-336*a^4*b*p^2*q*x^4-648*a^ 4*b*p^2*r*x^4-336*a^4*b*p*q^2*x^4-1296*a^4*b*p*q*r*x^4-720*a^4*b*p*r^2*x^4-112* a^4*b*q^3*x^4-648*a^4*b*q^2*r*x^4-720*a^4*b*q*r^2*x^4-160*a^4*b*r^3*x^4-320*a^4 *c^4*x^4-1376*a^4*c^3*g*x^4-480*a^4*c^3*p*x^4-416*a^4*c^3*q*x^4-768*a^4*c^3*r*x ^4-1264*a^4*c^2*g^2*x^4-1632*a^4*c^2*g*p*x^4-1600*a^4*c^2*g*q*x^4-3264*a^4*c^2* g*r*x^4-240*a^4*c^2*p^2*x^4-416*a^4*c^2*p*q*x^4-768*a^4*c^2*p*r*x^4-176*a^4*c^2 *q^2*x^4-672*a^4*c^2*q*r*x^4-288*a^4*c^2*r^2*x^4-328*a^4*c*g^3*x^4-1072*a^4*c*g ^2*p*x^4-1072*a^4*c*g^2*q*x^4-2496*a^4*c*g^2*r*x^4-624*a^4*c*g*p^2*x^4-1216*a^4 *c*g*p*q*x^4-2400*a^4*c*g*p*r*x^4-592*a^4*c*g*q^2*x^4-2352*a^4*c*g*q*r*x^4-1296 *a^4*c*g*r^2*x^4-40*a^4*c*p^3*x^4-104*a^4*c*p^2*q*x^4-192*a^4*c*p^2*r*x^4-88*a^ 4*c*p*q^2*x^4-336*a^4*c*p*q*r*x^4-144*a^4*c*p*r^2*x^4-24*a^4*c*q^3*x^4-144*a^4* c*q^2*r*x^4-144*a^4*c*q*r^2*x^4-164*a^4*g^3*p*x^4-164*a^4*g^3*q*x^4-492*a^4*g^3 *r*x^4-220*a^4*g^2*p^2*x^4-440*a^4*g^2*p*q*x^4-960*a^4*g^2*p*r*x^4-220*a^4*g^2* q^2*x^4-960*a^4*g^2*q*r*x^4-600*a^4*g^2*r^2*x^4-76*a^4*g*p^3*x^4-220*a^4*g*p^2* q*x^4-420*a^4*g*p^2*r*x^4-212*a^4*g*p*q^2*x^4-816*a^4*g*p*q*r*x^4-432*a^4*g*p*r ^2*x^4-68*a^4*g*q^3*x^4-396*a^4*g*q^2*r*x^4-432*a^4*g*q*r^2*x^4-80*a^4*g*r^3*x^ 4-640*a^3*b^4*c*x^4-320*a^3*b^4*p*x^4-320*a^3*b^4*q*x^4-960*a^3*b^4*r*x^4-3456* a^3*b^3*c^2*x^4-2368*a^3*b^3*c*g*x^4-2880*a^3*b^3*c*p*x^4-2880*a^3*b^3*c*q*x^4-\ 6912*a^3*b^3*c*r*x^4-1184*a^3*b^3*g*p*x^4-1184*a^3*b^3*g*q*x^4-3552*a^3*b^3*g*r *x^4-576*a^3*b^3*p^2*x^4-1152*a^3*b^3*p*q*x^4-2592*a^3*b^3*p*r*x^4-576*a^3*b^3* q^2*x^4-2592*a^3*b^3*q*r*x^4-1728*a^3*b^3*r^2*x^4-6208*a^3*b^2*c^3*x^4-9056*a^3 *b^2*c^2*g*x^4-7264*a^3*b^2*c^2*p*x^4-7264*a^3*b^2*c^2*q*x^4-15648*a^3*b^2*c^2* r*x^4-3136*a^3*b^2*c*g^2*x^4-7568*a^3*b^2*c*g*p*x^4-7568*a^3*b^2*c*g*q*x^4-\ 18192*a^3*b^2*c*g*r*x^4-2752*a^3*b^2*c*p^2*x^4-5504*a^3*b^2*c*p*q*x^4-11280*a^3 *b^2*c*p*r*x^4-2752*a^3*b^2*c*q^2*x^4-11280*a^3*b^2*c*q*r*x^4-6912*a^3*b^2*c*r^ 2*x^4-1568*a^3*b^2*g^2*p*x^4-1568*a^3*b^2*g^2*q*x^4-4704*a^3*b^2*g^2*r*x^4-1520 *a^3*b^2*g*p^2*x^4-3040*a^3*b^2*g*p*q*x^4-6864*a^3*b^2*g*p*r*x^4-1520*a^3*b^2*g *q^2*x^4-6864*a^3*b^2*g*q*r*x^4-4608*a^3*b^2*g*r^2*x^4-336*a^3*b^2*p^3*x^4-1008 *a^3*b^2*p^2*q*x^4-1944*a^3*b^2*p^2*r*x^4-1008*a^3*b^2*p*q^2*x^4-3888*a^3*b^2*p *q*r*x^4-2160*a^3*b^2*p*r^2*x^4-336*a^3*b^2*q^3*x^4-1944*a^3*b^2*q^2*r*x^4-2160 *a^3*b^2*q*r^2*x^4-480*a^3*b^2*r^3*x^4-4032*a^3*b*c^4*x^4-9984*a^3*b*c^3*g*x^4-\ 6112*a^3*b*c^3*p*x^4-5984*a^3*b*c^3*q*x^4-12096*a^3*b*c^3*r*x^4-7504*a^3*b*c^2* g^2*x^4-11760*a^3*b*c^2*g*p*x^4-11696*a^3*b*c^2*g*q*x^4-25104*a^3*b*c^2*g*r*x^4 -3360*a^3*b*c^2*p^2*x^4-6592*a^3*b*c^2*p*q*x^4-12768*a^3*b*c^2*p*r*x^4-3232*a^3 *b*c^2*q^2*x^4-12576*a^3*b*c^2*q*r*x^4-7200*a^3*b*c^2*r^2*x^4-1760*a^3*b*c*g^3* x^4-6304*a^3*b*c*g^2*p*x^4-6304*a^3*b*c*g^2*q*x^4-15096*a^3*b*c*g^2*r*x^4-4488* a^3*b*c*g*p^2*x^4-8912*a^3*b*c*g*p*q*x^4-18264*a^3*b*c*g*p*r*x^4-4424*a^3*b*c*g *q^2*x^4-18168*a^3*b*c*g*q*r*x^4-11088*a^3*b*c*g*r^2*x^4-784*a^3*b*c*p^3*x^4-\ 2320*a^3*b*c*p^2*q*x^4-4272*a^3*b*c*p^2*r*x^4-2288*a^3*b*c*p*q^2*x^4-8448*a^3*b *c*p*q*r*x^4-4464*a^3*b*c*p*r^2*x^4-752*a^3*b*c*q^3*x^4-4176*a^3*b*c*q^2*r*x^4-\ 4464*a^3*b*c*q*r^2*x^4-960*a^3*b*c*r^3*x^4-880*a^3*b*g^3*p*x^4-880*a^3*b*g^3*q* x^4-2640*a^3*b*g^3*r*x^4-1276*a^3*b*g^2*p^2*x^4-2552*a^3*b*g^2*p*q*x^4-5748*a^3 *b*g^2*p*r*x^4-1276*a^3*b*g^2*q^2*x^4-5748*a^3*b*g^2*q*r*x^4-3840*a^3*b*g^2*r^2 *x^4-552*a^3*b*g*p^3*x^4-1640*a^3*b*g*p^2*q*x^4-3180*a^3*b*g*p^2*r*x^4-1624*a^3 *b*g*p*q^2*x^4-6312*a^3*b*g*p*q*r*x^4-3528*a^3*b*g*p*r^2*x^4-536*a^3*b*g*q^3*x^ 4-3132*a^3*b*g*q^2*r*x^4-3528*a^3*b*g*q*r^2*x^4-800*a^3*b*g*r^3*x^4-64*a^3*b*p^ 4*x^4-256*a^3*b*p^3*q*x^4-444*a^3*b*p^3*r*x^4-384*a^3*b*p^2*q^2*x^4-1332*a^3*b* p^2*q*r*x^4-648*a^3*b*p^2*r^2*x^4-256*a^3*b*p*q^3*x^4-1332*a^3*b*p*q^2*r*x^4-\ 1296*a^3*b*p*q*r^2*x^4-240*a^3*b*p*r^3*x^4-64*a^3*b*q^4*x^4-444*a^3*b*q^3*r*x^4 -648*a^3*b*q^2*r^2*x^4-240*a^3*b*q*r^3*x^4-576*a^3*c^5*x^4-2816*a^3*c^4*g*x^4-\ 1152*a^3*c^4*p*x^4-896*a^3*c^4*q*x^4-1824*a^3*c^4*r*x^4-3792*a^3*c^3*g^2*x^4-\ 4400*a^3*c^3*g*p*x^4-4112*a^3*c^3*g*q*x^4-8208*a^3*c^3*g*r*x^4-864*a^3*c^3*p^2* x^4-1344*a^3*c^3*p*q*x^4-2736*a^3*c^3*p*r*x^4-496*a^3*c^3*q^2*x^4-2064*a^3*c^3* q*r*x^4-1152*a^3*c^3*r^2*x^4-1968*a^3*c^2*g^3*x^4-4544*a^3*c^2*g^2*p*x^4-4464*a ^3*c^2*g^2*q*x^4-9408*a^3*c^2*g^2*r*x^4-2496*a^3*c^2*g*p^2*x^4-4640*a^3*c^2*g*p *q*x^4-9000*a^3*c^2*g*p*r*x^4-2152*a^3*c^2*g*q^2*x^4-8424*a^3*c^2*g*q*r*x^4-\ 4656*a^3*c^2*g*r^2*x^4-288*a^3*c^2*p^3*x^4-672*a^3*c^2*p^2*q*x^4-1368*a^3*c^2*p ^2*r*x^4-496*a^3*c^2*p*q^2*x^4-2064*a^3*c^2*p*q*r*x^4-1152*a^3*c^2*p*r^2*x^4-\ 112*a^3*c^2*q^3*x^4-720*a^3*c^2*q^2*r*x^4-864*a^3*c^2*q*r^2*x^4-160*a^3*c^2*r^3 *x^4-352*a^3*c*g^4*x^4-1668*a^3*c*g^3*p*x^4-1668*a^3*c*g^3*q*x^4-3936*a^3*c*g^3 *r*x^4-1772*a^3*c*g^2*p^2*x^4-3464*a^3*c*g^2*p*q*x^4-7008*a^3*c*g^2*p*r*x^4-\ 1692*a^3*c*g^2*q^2*x^4-6888*a^3*c*g^2*q*r*x^4-4056*a^3*c*g^2*r^2*x^4-600*a^3*c* g*p^3*x^4-1664*a^3*c*g*p^2*q*x^4-3132*a^3*c*g*p^2*r*x^4-1536*a^3*c*g*p*q^2*x^4-\ 5808*a^3*c*g*p*q*r*x^4-3048*a^3*c*g*p*r^2*x^4-472*a^3*c*g*q^3*x^4-2688*a^3*c*g* q^2*r*x^4-2904*a^3*c*g*q*r^2*x^4-560*a^3*c*g*r^3*x^4-36*a^3*c*p^4*x^4-112*a^3*c *p^3*q*x^4-228*a^3*c*p^3*r*x^4-124*a^3*c*p^2*q^2*x^4-516*a^3*c*p^2*q*r*x^4-288* a^3*c*p^2*r^2*x^4-56*a^3*c*p*q^3*x^4-360*a^3*c*p*q^2*r*x^4-432*a^3*c*p*q*r^2*x^ 4-80*a^3*c*p*r^3*x^4-8*a^3*c*q^4*x^4-72*a^3*c*q^3*r*x^4-144*a^3*c*q^2*r^2*x^4-\ 80*a^3*c*q*r^3*x^4-176*a^3*g^4*p*x^4-176*a^3*g^4*q*x^4-528*a^3*g^4*r*x^4-342*a^ 3*g^3*p^2*x^4-684*a^3*g^3*p*q*x^4-1518*a^3*g^3*p*r*x^4-342*a^3*g^3*q^2*x^4-1518 *a^3*g^3*q*r*x^4-984*a^3*g^3*r^2*x^4-224*a^3*g^2*p^3*x^4-652*a^3*g^2*p^2*q*x^4-\ 1260*a^3*g^2*p^2*r*x^4-632*a^3*g^2*p*q^2*x^4-2460*a^3*g^2*p*q*r*x^4-1344*a^3*g^ 2*p*r^2*x^4-204*a^3*g^2*q^3*x^4-1200*a^3*g^2*q^2*r*x^4-1344*a^3*g^2*q*r^2*x^4-\ 280*a^3*g^2*r^3*x^4-50*a^3*g*p^4*x^4-184*a^3*g*p^3*q*x^4-336*a^3*g*p^3*r*x^4-\ 254*a^3*g*p^2*q^2*x^4-924*a^3*g*p^2*q*r*x^4-468*a^3*g*p^2*r^2*x^4-156*a^3*g*p*q ^3*x^4-846*a^3*g*p*q^2*r*x^4-864*a^3*g*p*q*r^2*x^4-160*a^3*g*p*r^3*x^4-36*a^3*g *q^4*x^4-258*a^3*g*q^3*r*x^4-396*a^3*g*q^2*r^2*x^4-160*a^3*g*q*r^3*x^4-320*a^2* b^5*c*x^4-160*a^2*b^5*p*x^4-160*a^2*b^5*q*x^4-480*a^2*b^5*r*x^4-2304*a^2*b^4*c^ 2*x^4-1632*a^2*b^4*c*g*x^4-1920*a^2*b^4*c*p*x^4-1920*a^2*b^4*c*q*x^4-4608*a^2*b ^4*c*r*x^4-816*a^2*b^4*g*p*x^4-816*a^2*b^4*g*q*x^4-2448*a^2*b^4*g*r*x^4-384*a^2 *b^4*p^2*x^4-768*a^2*b^4*p*q*x^4-1728*a^2*b^4*p*r*x^4-384*a^2*b^4*q^2*x^4-1728* a^2*b^4*q*r*x^4-1152*a^2*b^4*r^2*x^4-6208*a^2*b^3*c^3*x^4-9056*a^2*b^3*c^2*g*x^ 4-7264*a^2*b^3*c^2*p*x^4-7264*a^2*b^3*c^2*q*x^4-15648*a^2*b^3*c^2*r*x^4-3136*a^ 2*b^3*c*g^2*x^4-7568*a^2*b^3*c*g*p*x^4-7568*a^2*b^3*c*g*q*x^4-18192*a^2*b^3*c*g *r*x^4-2752*a^2*b^3*c*p^2*x^4-5504*a^2*b^3*c*p*q*x^4-11280*a^2*b^3*c*p*r*x^4-\ 2752*a^2*b^3*c*q^2*x^4-11280*a^2*b^3*c*q*r*x^4-6912*a^2*b^3*c*r^2*x^4-1568*a^2* b^3*g^2*p*x^4-1568*a^2*b^3*g^2*q*x^4-4704*a^2*b^3*g^2*r*x^4-1520*a^2*b^3*g*p^2* x^4-3040*a^2*b^3*g*p*q*x^4-6864*a^2*b^3*g*p*r*x^4-1520*a^2*b^3*g*q^2*x^4-6864*a ^2*b^3*g*q*r*x^4-4608*a^2*b^3*g*r^2*x^4-336*a^2*b^3*p^3*x^4-1008*a^2*b^3*p^2*q* x^4-1944*a^2*b^3*p^2*r*x^4-1008*a^2*b^3*p*q^2*x^4-3888*a^2*b^3*p*q*r*x^4-2160*a ^2*b^3*p*r^2*x^4-336*a^2*b^3*q^3*x^4-1944*a^2*b^3*q^2*r*x^4-2160*a^2*b^3*q*r^2* x^4-480*a^2*b^3*r^3*x^4-7424*a^2*b^2*c^4*x^4-17216*a^2*b^2*c^3*g*x^4-11200*a^2* b^2*c^3*p*x^4-11200*a^2*b^2*c^3*q*x^4-22656*a^2*b^2*c^3*r*x^4-12480*a^2*b^2*c^2 *g^2*x^4-20224*a^2*b^2*c^2*g*p*x^4-20224*a^2*b^2*c^2*g*q*x^4-43680*a^2*b^2*c^2* g*r*x^4-6176*a^2*b^2*c^2*p^2*x^4-12352*a^2*b^2*c^2*p*q*x^4-23904*a^2*b^2*c^2*p* r*x^4-6176*a^2*b^2*c^2*q^2*x^4-23904*a^2*b^2*c^2*q*r*x^4-13824*a^2*b^2*c^2*r^2* x^4-2864*a^2*b^2*c*g^3*x^4-10464*a^2*b^2*c*g^2*p*x^4-10464*a^2*b^2*c*g^2*q*x^4-\ 25200*a^2*b^2*c*g^2*r*x^4-7696*a^2*b^2*c*g*p^2*x^4-15392*a^2*b^2*c*g*p*q*x^4-\ 31680*a^2*b^2*c*g*p*r*x^4-7696*a^2*b^2*c*g*q^2*x^4-31680*a^2*b^2*c*g*q*r*x^4-\ 19584*a^2*b^2*c*g*r^2*x^4-1472*a^2*b^2*c*p^3*x^4-4416*a^2*b^2*c*p^2*q*x^4-8112* a^2*b^2*c*p^2*r*x^4-4416*a^2*b^2*c*p*q^2*x^4-16224*a^2*b^2*c*p*q*r*x^4-8640*a^2 *b^2*c*p*r^2*x^4-1472*a^2*b^2*c*q^3*x^4-8112*a^2*b^2*c*q^2*r*x^4-8640*a^2*b^2*c *q*r^2*x^4-1920*a^2*b^2*c*r^3*x^4-1432*a^2*b^2*g^3*p*x^4-1432*a^2*b^2*g^3*q*x^4 -4296*a^2*b^2*g^3*r*x^4-2112*a^2*b^2*g^2*p^2*x^4-4224*a^2*b^2*g^2*p*q*x^4-9576* a^2*b^2*g^2*p*r*x^4-2112*a^2*b^2*g^2*q^2*x^4-9576*a^2*b^2*g^2*q*r*x^4-6480*a^2* b^2*g^2*r^2*x^4-944*a^2*b^2*g*p^3*x^4-2832*a^2*b^2*g*p^2*q*x^4-5496*a^2*b^2*g*p ^2*r*x^4-2832*a^2*b^2*g*p*q^2*x^4-10992*a^2*b^2*g*p*q*r*x^4-6192*a^2*b^2*g*p*r^ 2*x^4-944*a^2*b^2*g*q^3*x^4-5496*a^2*b^2*g*q^2*r*x^4-6192*a^2*b^2*g*q*r^2*x^4-\ 1440*a^2*b^2*g*r^3*x^4-128*a^2*b^2*p^4*x^4-512*a^2*b^2*p^3*q*x^4-888*a^2*b^2*p^ 3*r*x^4-768*a^2*b^2*p^2*q^2*x^4-2664*a^2*b^2*p^2*q*r*x^4-1296*a^2*b^2*p^2*r^2*x ^4-512*a^2*b^2*p*q^3*x^4-2664*a^2*b^2*p*q^2*r*x^4-2592*a^2*b^2*p*q*r^2*x^4-480* a^2*b^2*p*r^3*x^4-128*a^2*b^2*q^4*x^4-888*a^2*b^2*q^3*r*x^4-1296*a^2*b^2*q^2*r^ 2*x^4-480*a^2*b^2*q*r^3*x^4-3648*a^2*b*c^5*x^4-12672*a^2*b*c^4*g*x^4-6848*a^2*b *c^4*p*x^4-6592*a^2*b*c^4*q*x^4-12960*a^2*b*c^4*r*x^4-14928*a^2*b*c^3*g^2*x^4-\ 19344*a^2*b*c^3*g*p*x^4-19056*a^2*b*c^3*g*q*x^4-38736*a^2*b*c^3*g*r*x^4-5008*a^ 2*b*c^3*p^2*x^4-9600*a^2*b*c^3*p*q*x^4-18192*a^2*b*c^3*p*r*x^4-4640*a^2*b*c^3*q ^2*x^4-17520*a^2*b*c^3*q*r*x^4-9792*a^2*b*c^3*r^2*x^4-7248*a^2*b*c^2*g^3*x^4-\ 17680*a^2*b*c^2*g^2*p*x^4-17600*a^2*b*c^2*g^2*q*x^4-38016*a^2*b*c^2*g^2*r*x^4-\ 10792*a^2*b*c^2*g*p^2*x^4-21216*a^2*b*c^2*g*p*q*x^4-41400*a^2*b*c^2*g*p*r*x^4-\ 10448*a^2*b*c^2*g*q^2*x^4-40824*a^2*b*c^2*g*q*r*x^4-23760*a^2*b*c^2*g*r^2*x^4-\ 1768*a^2*b*c^2*p^3*x^4-5080*a^2*b*c^2*p^2*q*x^4-9216*a^2*b*c^2*p^2*r*x^4-4904*a ^2*b*c^2*p*q^2*x^4-17712*a^2*b*c^2*p*q*r*x^4-9216*a^2*b*c^2*p*r^2*x^4-1592*a^2* b*c^2*q^3*x^4-8568*a^2*b*c^2*q^2*r*x^4-8928*a^2*b*c^2*q*r^2*x^4-1920*a^2*b*c^2* r^3*x^4-1248*a^2*b*c*g^4*x^4-6108*a^2*b*c*g^3*p*x^4-6108*a^2*b*c*g^3*q*x^4-\ 14688*a^2*b*c*g^3*r*x^4-6796*a^2*b*c*g^2*p^2*x^4-13512*a^2*b*c*g^2*p*q*x^4-\ 27888*a^2*b*c*g^2*p*r*x^4-6716*a^2*b*c*g^2*q^2*x^4-27768*a^2*b*c*g^2*q*r*x^4-\ 17208*a^2*b*c*g^2*r^2*x^4-2596*a^2*b*c*g*p^3*x^4-7636*a^2*b*c*g*p^2*q*x^4-14208 *a^2*b*c*g*p^2*r*x^4-7508*a^2*b*c*g*p*q^2*x^4-27936*a^2*b*c*g*p*q*r*x^4-15048*a ^2*b*c*g*p*r^2*x^4-2468*a^2*b*c*g*q^3*x^4-13764*a^2*b*c*g*q^2*r*x^4-14904*a^2*b *c*g*q*r^2*x^4-3360*a^2*b*c*g*r^3*x^4-296*a^2*b*c*p^4*x^4-1144*a^2*b*c*p^3*q*x^ 4-1968*a^2*b*c*p^3*r*x^4-1668*a^2*b*c*p^2*q^2*x^4-5712*a^2*b*c*p^2*q*r*x^4-2736 *a^2*b*c*p^2*r^2*x^4-1088*a^2*b*c*p*q^3*x^4-5556*a^2*b*c*p*q^2*r*x^4-5328*a^2*b *c*p*q*r^2*x^4-960*a^2*b*c*p*r^3*x^4-268*a^2*b*c*q^4*x^4-1812*a^2*b*c*q^3*r*x^4 -2592*a^2*b*c*q^2*r^2*x^4-960*a^2*b*c*q*r^3*x^4-624*a^2*b*g^4*p*x^4-624*a^2*b*g ^4*q*x^4-1872*a^2*b*g^4*r*x^4-1242*a^2*b*g^3*p^2*x^4-2484*a^2*b*g^3*p*q*x^4-\ 5634*a^2*b*g^3*p*r*x^4-1242*a^2*b*g^3*q^2*x^4-5634*a^2*b*g^3*q*r*x^4-3816*a^2*b *g^3*r^2*x^4-844*a^2*b*g^2*p^3*x^4-2512*a^2*b*g^2*p^2*q*x^4-4908*a^2*b*g^2*p^2* r*x^4-2492*a^2*b*g^2*p*q^2*x^4-9756*a^2*b*g^2*p*q*r*x^4-5544*a^2*b*g^2*p*r^2*x^ 4-824*a^2*b*g^2*q^3*x^4-4848*a^2*b*g^2*q^2*r*x^4-5544*a^2*b*g^2*q*r^2*x^4-1320* a^2*b*g^2*r^3*x^4-226*a^2*b*g*p^4*x^4-884*a^2*b*g*p^3*q*x^4-1560*a^2*b*g*p^3*r* x^4-1302*a^2*b*g*p^2*q^2*x^4-4584*a^2*b*g*p^2*q*r*x^4-2268*a^2*b*g*p^2*r^2*x^4-\ 856*a^2*b*g*p*q^3*x^4-4506*a^2*b*g*p*q^2*r*x^4-4464*a^2*b*g*p*q*r^2*x^4-840*a^2 *b*g*p*r^3*x^4-212*a^2*b*g*q^4*x^4-1482*a^2*b*g*q^3*r*x^4-2196*a^2*b*g*q^2*r^2* x^4-840*a^2*b*g*q*r^3*x^4-18*a^2*b*p^5*x^4-90*a^2*b*p^4*q*x^4-144*a^2*b*p^4*r*x ^4-180*a^2*b*p^3*q^2*x^4-576*a^2*b*p^3*q*r*x^4-252*a^2*b*p^3*r^2*x^4-180*a^2*b* p^2*q^3*x^4-864*a^2*b*p^2*q^2*r*x^4-756*a^2*b*p^2*q*r^2*x^4-120*a^2*b*p^2*r^3*x ^4-90*a^2*b*p*q^4*x^4-576*a^2*b*p*q^3*r*x^4-756*a^2*b*p*q^2*r^2*x^4-240*a^2*b*p *q*r^3*x^4-18*a^2*b*q^5*x^4-144*a^2*b*q^4*r*x^4-252*a^2*b*q^3*r^2*x^4-120*a^2*b *q^2*r^3*x^4-448*a^2*c^6*x^4-2752*a^2*c^5*g*x^4-1120*a^2*c^5*p*x^4-800*a^2*c^5* q*x^4-1728*a^2*c^5*r*x^4-5120*a^2*c^4*g^2*x^4-5392*a^2*c^4*g*p*x^4-4816*a^2*c^4 *g*q*x^4-9648*a^2*c^4*g*r*x^4-1120*a^2*c^4*p^2*x^4-1600*a^2*c^4*p*q*x^4-3456*a^ 2*c^4*p*r*x^4-528*a^2*c^4*q^2*x^4-2304*a^2*c^4*q*r*x^4-1440*a^2*c^4*r^2*x^4-\ 4112*a^2*c^3*g^3*x^4-8008*a^2*c^3*g^2*p*x^4-7672*a^2*c^3*g^2*q*x^4-15576*a^2*c^ 3*g^2*r*x^4-4120*a^2*c^3*g*p^2*x^4-7280*a^2*c^3*g*p*q*x^4-14280*a^2*c^3*g*p*r*x ^4-3224*a^2*c^3*g*q^2*x^4-12600*a^2*c^3*g*q*r*x^4-7152*a^2*c^3*g*r^2*x^4-560*a^ 2*c^3*p^3*x^4-1200*a^2*c^3*p^2*q*x^4-2592*a^2*c^3*p^2*r*x^4-792*a^2*c^3*p*q^2*x ^4-3456*a^2*c^3*p*q*r*x^4-2160*a^2*c^3*p*r^2*x^4-152*a^2*c^3*q^3*x^4-1008*a^2*c ^3*q^2*r*x^4-1296*a^2*c^3*q*r^2*x^4-320*a^2*c^3*r^3*x^4-1508*a^2*c^2*g^4*x^4-\ 4940*a^2*c^2*g^3*p*x^4-4876*a^2*c^2*g^3*q*x^4-10452*a^2*c^2*g^3*r*x^4-4596*a^2* c^2*g^2*p^2*x^4-8744*a^2*c^2*g^2*p*q*x^4-17172*a^2*c^2*g^2*p*r*x^4-4168*a^2*c^2 *g^2*q^2*x^4-16428*a^2*c^2*g^2*q*r*x^4-9480*a^2*c^2*g^2*r^2*x^4-1516*a^2*c^2*g* p^3*x^4-3980*a^2*c^2*g*p^2*q*x^4-7632*a^2*c^2*g*p^2*r*x^4-3488*a^2*c^2*g*p*q^2* x^4-13272*a^2*c^2*g*p*q*r*x^4-7224*a^2*c^2*g*p*r^2*x^4-1024*a^2*c^2*g*q^3*x^4-\ 5772*a^2*c^2*g*q^2*r*x^4-6312*a^2*c^2*g*q*r^2*x^4-1360*a^2*c^2*g*r^3*x^4-140*a^ 2*c^2*p^4*x^4-400*a^2*c^2*p^3*q*x^4-864*a^2*c^2*p^3*r*x^4-396*a^2*c^2*p^2*q^2*x ^4-1728*a^2*c^2*p^2*q*r*x^4-1080*a^2*c^2*p^2*r^2*x^4-152*a^2*c^2*p*q^3*x^4-1008 *a^2*c^2*p*q^2*r*x^4-1296*a^2*c^2*p*q*r^2*x^4-320*a^2*c^2*p*r^3*x^4-16*a^2*c^2* q^4*x^4-144*a^2*c^2*q^3*r*x^4-288*a^2*c^2*q^2*r^2*x^4-160*a^2*c^2*q*r^3*x^4-208 *a^2*c*g^5*x^4-1280*a^2*c*g^4*p*x^4-1280*a^2*c*g^4*q*x^4-3054*a^2*c*g^4*r*x^4-\ 1934*a^2*c*g^3*p^2*x^4-3804*a^2*c*g^3*p*q*x^4-7818*a^2*c*g^3*p*r*x^4-1870*a^2*c *g^3*q^2*x^4-7722*a^2*c*g^3*q*r*x^4-4716*a^2*c*g^3*r^2*x^4-1142*a^2*c*g^2*p^3*x ^4-3230*a^2*c*g^2*p^2*q*x^4-6120*a^2*c*g^2*p^2*r*x^4-3054*a^2*c*g^2*p*q^2*x^4-\ 11580*a^2*c*g^2*p*q*r*x^4-6276*a^2*c*g^2*p*r^2*x^4-966*a^2*c*g^2*q^3*x^4-5490*a ^2*c*g^2*q^2*r*x^4-6036*a^2*c*g^2*q*r^2*x^4-1320*a^2*c*g^2*r^3*x^4-262*a^2*c*g* p^4*x^4-912*a^2*c*g*p^3*q*x^4-1704*a^2*c*g*p^3*r*x^4-1192*a^2*c*g*p^2*q^2*x^4-\ 4392*a^2*c*g*p^2*q*r*x^4-2292*a^2*c*g*p^2*r^2*x^4-696*a^2*c*g*p*q^3*x^4-3774*a^ 2*c*g*p*q^2*r*x^4-3912*a^2*c*g*p*q*r^2*x^4-760*a^2*c*g*p*r^3*x^4-154*a^2*c*g*q^ 4*x^4-1086*a^2*c*g*q^3*r*x^4-1656*a^2*c*g*q^2*r^2*x^4-680*a^2*c*g*q*r^3*x^4-14* a^2*c*p^5*x^4-50*a^2*c*p^4*q*x^4-108*a^2*c*p^4*r*x^4-66*a^2*c*p^3*q^2*x^4-288*a ^2*c*p^3*q*r*x^4-180*a^2*c*p^3*r^2*x^4-38*a^2*c*p^2*q^3*x^4-252*a^2*c*p^2*q^2*r *x^4-324*a^2*c*p^2*q*r^2*x^4-80*a^2*c*p^2*r^3*x^4-8*a^2*c*p*q^4*x^4-72*a^2*c*p* q^3*r*x^4-144*a^2*c*p*q^2*r^2*x^4-80*a^2*c*p*q*r^3*x^4-104*a^2*g^5*p*x^4-104*a^ 2*g^5*q*x^4-312*a^2*g^5*r*x^4-263*a^2*g^4*p^2*x^4-526*a^2*g^4*p*q*x^4-1185*a^2* g^4*p*r*x^4-263*a^2*g^4*q^2*x^4-1185*a^2*g^4*q*r*x^4-792*a^2*g^4*r^2*x^4-246*a^ 2*g^3*p^3*x^4-722*a^2*g^3*p^2*q*x^4-1413*a^2*g^3*p^2*r*x^4-706*a^2*g^3*p*q^2*x^ 4-2778*a^2*g^3*p*q*r*x^4-1566*a^2*g^3*p*r^2*x^4-230*a^2*g^3*q^3*x^4-1365*a^2*g^ 3*q^2*r*x^4-1566*a^2*g^3*q*r^2*x^4-360*a^2*g^3*r^3*x^4-103*a^2*g^2*p^4*x^4-384* a^2*g^2*p^3*q*x^4-702*a^2*g^2*p^3*r*x^4-539*a^2*g^2*p^2*q^2*x^4-1962*a^2*g^2*p^ 2*q*r*x^4-1002*a^2*g^2*p^2*r^2*x^4-338*a^2*g^2*p*q^3*x^4-1833*a^2*g^2*p*q^2*r*x ^4-1884*a^2*g^2*p*q*r^2*x^4-360*a^2*g^2*p*r^3*x^4-80*a^2*g^2*q^4*x^4-573*a^2*g^ 2*q^3*r*x^4-882*a^2*g^2*q^2*r^2*x^4-360*a^2*g^2*q*r^3*x^4-16*a^2*g*p^5*x^4-70*a ^2*g*p^4*q*x^4-126*a^2*g*p^4*r*x^4-123*a^2*g*p^3*q^2*x^4-432*a^2*g*p^3*q*r*x^4-\ 216*a^2*g*p^3*r^2*x^4-109*a^2*g*p^2*q^3*x^4-558*a^2*g*p^2*q^2*r*x^4-540*a^2*g*p ^2*q*r^2*x^4-100*a^2*g*p^2*r^3*x^4-49*a^2*g*p*q^4*x^4-324*a^2*g*p*q^3*r*x^4-450 *a^2*g*p*q^2*r^2*x^4-160*a^2*g*p*q*r^3*x^4-9*a^2*g*q^5*x^4-72*a^2*g*q^4*r*x^4-\ 126*a^2*g*q^3*r^2*x^4-60*a^2*g*q^2*r^3*x^4-64*a*b^6*c*x^4-32*a*b^6*p*x^4-32*a*b ^6*q*x^4-96*a*b^6*r*x^4-576*a*b^5*c^2*x^4-480*a*b^5*c*g*x^4-480*a*b^5*c*p*x^4-\ 480*a*b^5*c*q*x^4-1152*a*b^5*c*r*x^4-240*a*b^5*g*p*x^4-240*a*b^5*g*q*x^4-720*a* b^5*g*r*x^4-96*a*b^5*p^2*x^4-192*a*b^5*p*q*x^4-432*a*b^5*p*r*x^4-96*a*b^5*q^2*x ^4-432*a*b^5*q*r*x^4-288*a*b^5*r^2*x^4-2176*a*b^4*c^3*x^4-3552*a*b^4*c^2*g*x^4-\ 2528*a*b^4*c^2*p*x^4-2528*a*b^4*c^2*q*x^4-5376*a*b^4*c^2*r*x^4-1312*a*b^4*c*g^2 *x^4-2976*a*b^4*c*g*p*x^4-2976*a*b^4*c*g*q*x^4-7104*a*b^4*c*g*r*x^4-944*a*b^4*c *p^2*x^4-1888*a*b^4*c*p*q*x^4-3840*a*b^4*c*p*r*x^4-944*a*b^4*c*q^2*x^4-3840*a*b ^4*c*q*r*x^4-2304*a*b^4*c*r^2*x^4-656*a*b^4*g^2*p*x^4-656*a*b^4*g^2*q*x^4-1968* a*b^4*g^2*r*x^4-600*a*b^4*g*p^2*x^4-1200*a*b^4*g*p*q*x^4-2688*a*b^4*g*p*r*x^4-\ 600*a*b^4*g*q^2*x^4-2688*a*b^4*g*q*r*x^4-1776*a*b^4*g*r^2*x^4-112*a*b^4*p^3*x^4 -336*a*b^4*p^2*q*x^4-648*a*b^4*p^2*r*x^4-336*a*b^4*p*q^2*x^4-1296*a*b^4*p*q*r*x ^4-720*a*b^4*p*r^2*x^4-112*a*b^4*q^3*x^4-648*a*b^4*q^2*r*x^4-720*a*b^4*q*r^2*x^ 4-160*a*b^4*r^3*x^4-4032*a*b^3*c^4*x^4-9984*a*b^3*c^3*g*x^4-5984*a*b^3*c^3*p*x^ 4-6112*a*b^3*c^3*q*x^4-12096*a*b^3*c^3*r*x^4-7504*a*b^3*c^2*g^2*x^4-11696*a*b^3 *c^2*g*p*x^4-11760*a*b^3*c^2*g*q*x^4-25104*a*b^3*c^2*g*r*x^4-3232*a*b^3*c^2*p^2 *x^4-6592*a*b^3*c^2*p*q*x^4-12576*a*b^3*c^2*p*r*x^4-3360*a*b^3*c^2*q^2*x^4-\ 12768*a*b^3*c^2*q*r*x^4-7200*a*b^3*c^2*r^2*x^4-1760*a*b^3*c*g^3*x^4-6304*a*b^3* c*g^2*p*x^4-6304*a*b^3*c*g^2*q*x^4-15096*a*b^3*c*g^2*r*x^4-4424*a*b^3*c*g*p^2*x ^4-8912*a*b^3*c*g*p*q*x^4-18168*a*b^3*c*g*p*r*x^4-4488*a*b^3*c*g*q^2*x^4-18264* a*b^3*c*g*q*r*x^4-11088*a*b^3*c*g*r^2*x^4-752*a*b^3*c*p^3*x^4-2288*a*b^3*c*p^2* q*x^4-4176*a*b^3*c*p^2*r*x^4-2320*a*b^3*c*p*q^2*x^4-8448*a*b^3*c*p*q*r*x^4-4464 *a*b^3*c*p*r^2*x^4-784*a*b^3*c*q^3*x^4-4272*a*b^3*c*q^2*r*x^4-4464*a*b^3*c*q*r^ 2*x^4-960*a*b^3*c*r^3*x^4-880*a*b^3*g^3*p*x^4-880*a*b^3*g^3*q*x^4-2640*a*b^3*g^ 3*r*x^4-1276*a*b^3*g^2*p^2*x^4-2552*a*b^3*g^2*p*q*x^4-5748*a*b^3*g^2*p*r*x^4-\ 1276*a*b^3*g^2*q^2*x^4-5748*a*b^3*g^2*q*r*x^4-3840*a*b^3*g^2*r^2*x^4-536*a*b^3* g*p^3*x^4-1624*a*b^3*g*p^2*q*x^4-3132*a*b^3*g*p^2*r*x^4-1640*a*b^3*g*p*q^2*x^4-\ 6312*a*b^3*g*p*q*r*x^4-3528*a*b^3*g*p*r^2*x^4-552*a*b^3*g*q^3*x^4-3180*a*b^3*g* q^2*r*x^4-3528*a*b^3*g*q*r^2*x^4-800*a*b^3*g*r^3*x^4-64*a*b^3*p^4*x^4-256*a*b^3 *p^3*q*x^4-444*a*b^3*p^3*r*x^4-384*a*b^3*p^2*q^2*x^4-1332*a*b^3*p^2*q*r*x^4-648 *a*b^3*p^2*r^2*x^4-256*a*b^3*p*q^3*x^4-1332*a*b^3*p*q^2*r*x^4-1296*a*b^3*p*q*r^ 2*x^4-240*a*b^3*p*r^3*x^4-64*a*b^3*q^4*x^4-444*a*b^3*q^3*r*x^4-648*a*b^3*q^2*r^ 2*x^4-240*a*b^3*q*r^3*x^4-3648*a*b^2*c^5*x^4-12672*a*b^2*c^4*g*x^4-6592*a*b^2*c ^4*p*x^4-6848*a*b^2*c^4*q*x^4-12960*a*b^2*c^4*r*x^4-14928*a*b^2*c^3*g^2*x^4-\ 19056*a*b^2*c^3*g*p*x^4-19344*a*b^2*c^3*g*q*x^4-38736*a*b^2*c^3*g*r*x^4-4640*a* b^2*c^3*p^2*x^4-9600*a*b^2*c^3*p*q*x^4-17520*a*b^2*c^3*p*r*x^4-5008*a*b^2*c^3*q ^2*x^4-18192*a*b^2*c^3*q*r*x^4-9792*a*b^2*c^3*r^2*x^4-7248*a*b^2*c^2*g^3*x^4-\ 17600*a*b^2*c^2*g^2*p*x^4-17680*a*b^2*c^2*g^2*q*x^4-38016*a*b^2*c^2*g^2*r*x^4-\ 10448*a*b^2*c^2*g*p^2*x^4-21216*a*b^2*c^2*g*p*q*x^4-40824*a*b^2*c^2*g*p*r*x^4-\ 10792*a*b^2*c^2*g*q^2*x^4-41400*a*b^2*c^2*g*q*r*x^4-23760*a*b^2*c^2*g*r^2*x^4-\ 1592*a*b^2*c^2*p^3*x^4-4904*a*b^2*c^2*p^2*q*x^4-8568*a*b^2*c^2*p^2*r*x^4-5080*a *b^2*c^2*p*q^2*x^4-17712*a*b^2*c^2*p*q*r*x^4-8928*a*b^2*c^2*p*r^2*x^4-1768*a*b^ 2*c^2*q^3*x^4-9216*a*b^2*c^2*q^2*r*x^4-9216*a*b^2*c^2*q*r^2*x^4-1920*a*b^2*c^2* r^3*x^4-1248*a*b^2*c*g^4*x^4-6108*a*b^2*c*g^3*p*x^4-6108*a*b^2*c*g^3*q*x^4-\ 14688*a*b^2*c*g^3*r*x^4-6716*a*b^2*c*g^2*p^2*x^4-13512*a*b^2*c*g^2*p*q*x^4-\ 27768*a*b^2*c*g^2*p*r*x^4-6796*a*b^2*c*g^2*q^2*x^4-27888*a*b^2*c*g^2*q*r*x^4-\ 17208*a*b^2*c*g^2*r^2*x^4-2468*a*b^2*c*g*p^3*x^4-7508*a*b^2*c*g*p^2*q*x^4-13764 *a*b^2*c*g*p^2*r*x^4-7636*a*b^2*c*g*p*q^2*x^4-27936*a*b^2*c*g*p*q*r*x^4-14904*a *b^2*c*g*p*r^2*x^4-2596*a*b^2*c*g*q^3*x^4-14208*a*b^2*c*g*q^2*r*x^4-15048*a*b^2 *c*g*q*r^2*x^4-3360*a*b^2*c*g*r^3*x^4-268*a*b^2*c*p^4*x^4-1088*a*b^2*c*p^3*q*x^ 4-1812*a*b^2*c*p^3*r*x^4-1668*a*b^2*c*p^2*q^2*x^4-5556*a*b^2*c*p^2*q*r*x^4-2592 *a*b^2*c*p^2*r^2*x^4-1144*a*b^2*c*p*q^3*x^4-5712*a*b^2*c*p*q^2*r*x^4-5328*a*b^2 *c*p*q*r^2*x^4-960*a*b^2*c*p*r^3*x^4-296*a*b^2*c*q^4*x^4-1968*a*b^2*c*q^3*r*x^4 -2736*a*b^2*c*q^2*r^2*x^4-960*a*b^2*c*q*r^3*x^4-624*a*b^2*g^4*p*x^4-624*a*b^2*g ^4*q*x^4-1872*a*b^2*g^4*r*x^4-1242*a*b^2*g^3*p^2*x^4-2484*a*b^2*g^3*p*q*x^4-\ 5634*a*b^2*g^3*p*r*x^4-1242*a*b^2*g^3*q^2*x^4-5634*a*b^2*g^3*q*r*x^4-3816*a*b^2 *g^3*r^2*x^4-824*a*b^2*g^2*p^3*x^4-2492*a*b^2*g^2*p^2*q*x^4-4848*a*b^2*g^2*p^2* r*x^4-2512*a*b^2*g^2*p*q^2*x^4-9756*a*b^2*g^2*p*q*r*x^4-5544*a*b^2*g^2*p*r^2*x^ 4-844*a*b^2*g^2*q^3*x^4-4908*a*b^2*g^2*q^2*r*x^4-5544*a*b^2*g^2*q*r^2*x^4-1320* a*b^2*g^2*r^3*x^4-212*a*b^2*g*p^4*x^4-856*a*b^2*g*p^3*q*x^4-1482*a*b^2*g*p^3*r* x^4-1302*a*b^2*g*p^2*q^2*x^4-4506*a*b^2*g*p^2*q*r*x^4-2196*a*b^2*g*p^2*r^2*x^4-\ 884*a*b^2*g*p*q^3*x^4-4584*a*b^2*g*p*q^2*r*x^4-4464*a*b^2*g*p*q*r^2*x^4-840*a*b ^2*g*p*r^3*x^4-226*a*b^2*g*q^4*x^4-1560*a*b^2*g*q^3*r*x^4-2268*a*b^2*g*q^2*r^2* x^4-840*a*b^2*g*q*r^3*x^4-18*a*b^2*p^5*x^4-90*a*b^2*p^4*q*x^4-144*a*b^2*p^4*r*x ^4-180*a*b^2*p^3*q^2*x^4-576*a*b^2*p^3*q*r*x^4-252*a*b^2*p^3*r^2*x^4-180*a*b^2* p^2*q^3*x^4-864*a*b^2*p^2*q^2*r*x^4-756*a*b^2*p^2*q*r^2*x^4-120*a*b^2*p^2*r^3*x ^4-90*a*b^2*p*q^4*x^4-576*a*b^2*p*q^3*r*x^4-756*a*b^2*p*q^2*r^2*x^4-240*a*b^2*p *q*r^3*x^4-18*a*b^2*q^5*x^4-144*a*b^2*q^4*r*x^4-252*a*b^2*q^3*r^2*x^4-120*a*b^2 *q^2*r^3*x^4-1408*a*b*c^6*x^4-6912*a*b*c^5*g*x^4-3072*a*b*c^5*p*x^4-3072*a*b*c^ 5*q*x^4-5760*a*b*c^5*r*x^4-11840*a*b*c^4*g^2*x^4-12832*a*b*c^4*g*p*x^4-12832*a* b*c^4*g*q*x^4-24864*a*b*c^4*g*r*x^4-2736*a*b*c^4*p^2*x^4-5376*a*b*c^4*p*q*x^4-\ 9792*a*b*c^4*p*r*x^4-2736*a*b*c^4*q^2*x^4-9792*a*b*c^4*q*r*x^4-5184*a*b*c^4*r^2 *x^4-9152*a*b*c^3*g^3*x^4-18080*a*b*c^3*g^2*p*x^4-18080*a*b*c^3*g^2*q*x^4-36624 *a*b*c^3*g^2*r*x^4-9296*a*b*c^3*g*p^2*x^4-18464*a*b*c^3*g*p*q*x^4-34560*a*b*c^3 *g*p*r*x^4-9296*a*b*c^3*g*q^2*x^4-34560*a*b*c^3*g*q*r*x^4-19104*a*b*c^3*g*r^2*x ^4-1272*a*b*c^3*p^3*x^4-3672*a*b*c^3*p^2*q*x^4-6480*a*b*c^3*p^2*r*x^4-3672*a*b* c^3*p*q^2*x^4-12672*a*b*c^3*p*q*r*x^4-6336*a*b*c^3*p*r^2*x^4-1272*a*b*c^3*q^3*x ^4-6480*a*b*c^3*q^2*r*x^4-6336*a*b*c^3*q*r^2*x^4-1280*a*b*c^3*r^3*x^4-3288*a*b* c^2*g^4*x^4-10888*a*b*c^2*g^3*p*x^4-10888*a*b*c^2*g^3*q*x^4-23544*a*b*c^2*g^3*r *x^4-10092*a*b*c^2*g^2*p^2*x^4-20144*a*b*c^2*g^2*p*q*x^4-39264*a*b*c^2*g^2*p*r* x^4-10092*a*b*c^2*g^2*q^2*x^4-39264*a*b*c^2*g^2*q*r*x^4-22896*a*b*c^2*g^2*r^2*x ^4-3276*a*b*c^2*g*p^3*x^4-9676*a*b*c^2*g*p^2*q*x^4-17388*a*b*c^2*g*p^2*r*x^4-\ 9676*a*b*c^2*g*p*q^2*x^4-34512*a*b*c^2*g*p*q*r*x^4-17856*a*b*c^2*g*p*r^2*x^4-\ 3276*a*b*c^2*g*q^3*x^4-17388*a*b*c^2*g*q^2*r*x^4-17856*a*b*c^2*g*q*r^2*x^4-3840 *a*b*c^2*g*r^3*x^4-324*a*b*c^2*p^4*x^4-1224*a*b*c^2*p^3*q*x^4-2088*a*b*c^2*p^3* r*x^4-1800*a*b*c^2*p^2*q^2*x^4-5976*a*b*c^2*p^2*q*r*x^4-2808*a*b*c^2*p^2*r^2*x^ 4-1224*a*b*c^2*p*q^3*x^4-5976*a*b*c^2*p*q^2*r*x^4-5472*a*b*c^2*p*q*r^2*x^4-960* a*b*c^2*p*r^3*x^4-324*a*b*c^2*q^4*x^4-2088*a*b*c^2*q^3*r*x^4-2808*a*b*c^2*q^2*r ^2*x^4-960*a*b*c^2*q*r^3*x^4-448*a*b*c*g^5*x^4-2784*a*b*c*g^4*p*x^4-2784*a*b*c* g^4*q*x^4-6708*a*b*c*g^4*r*x^4-4204*a*b*c*g^3*p^2*x^4-8408*a*b*c*g^3*p*q*x^4-\ 17412*a*b*c*g^3*p*r*x^4-4204*a*b*c*g^3*q^2*x^4-17412*a*b*c*g^3*q*r*x^4-10872*a* b*c*g^3*r^2*x^4-2432*a*b*c*g^2*p^3*x^4-7256*a*b*c*g^2*p^2*q*x^4-13506*a*b*c*g^2 *p^2*r*x^4-7256*a*b*c*g^2*p*q^2*x^4-26952*a*b*c*g^2*p*q*r*x^4-14616*a*b*c*g^2*p *r^2*x^4-2432*a*b*c*g^2*q^3*x^4-13506*a*b*c*g^2*q^2*r*x^4-14616*a*b*c*g^2*q*r^2 *x^4-3360*a*b*c*g^2*r^3*x^4-560*a*b*c*g*p^4*x^4-2184*a*b*c*g*p^3*q*x^4-3750*a*b *c*g*p^3*r*x^4-3248*a*b*c*g*p^2*q^2*x^4-11046*a*b*c*g*p^2*q*r*x^4-5292*a*b*c*g* p^2*r^2*x^4-2184*a*b*c*g*p*q^3*x^4-11046*a*b*c*g*p*q^2*r*x^4-10512*a*b*c*g*p*q* r^2*x^4-1920*a*b*c*g*p*r^3*x^4-560*a*b*c*g*q^4*x^4-3750*a*b*c*g*q^3*r*x^4-5292* a*b*c*g*q^2*r^2*x^4-1920*a*b*c*g*q*r^3*x^4-42*a*b*c*p^5*x^4-198*a*b*c*p^4*q*x^4 -324*a*b*c*p^4*r*x^4-384*a*b*c*p^3*q^2*x^4-1224*a*b*c*p^3*q*r*x^4-540*a*b*c*p^3 *r^2*x^4-384*a*b*c*p^2*q^3*x^4-1800*a*b*c*p^2*q^2*r*x^4-1548*a*b*c*p^2*q*r^2*x^ 4-240*a*b*c*p^2*r^3*x^4-198*a*b*c*p*q^4*x^4-1224*a*b*c*p*q^3*r*x^4-1548*a*b*c*p *q^2*r^2*x^4-480*a*b*c*p*q*r^3*x^4-42*a*b*c*q^5*x^4-324*a*b*c*q^4*r*x^4-540*a*b *c*q^3*r^2*x^4-240*a*b*c*q^2*r^3*x^4-224*a*b*g^5*p*x^4-224*a*b*g^5*q*x^4-672*a* b*g^5*r*x^4-570*a*b*g^4*p^2*x^4-1140*a*b*g^4*p*q*x^4-2598*a*b*g^4*p*r*x^4-570*a *b*g^4*q^2*x^4-2598*a*b*g^4*q*r*x^4-1776*a*b*g^4*r^2*x^4-524*a*b*g^3*p^3*x^4-\ 1572*a*b*g^3*p^2*q*x^4-3090*a*b*g^3*p^2*r*x^4-1572*a*b*g^3*p*q^2*x^4-6180*a*b*g ^3*p*q*r*x^4-3564*a*b*g^3*p*r^2*x^4-524*a*b*g^3*q^3*x^4-3090*a*b*g^3*q^2*r*x^4-\ 3564*a*b*g^3*q*r^2*x^4-880*a*b*g^3*r^3*x^4-213*a*b*g^2*p^4*x^4-842*a*b*g^2*p^3* q*x^4-1485*a*b*g^2*p^3*r*x^4-1258*a*b*g^2*p^2*q^2*x^4-4425*a*b*g^2*p^2*q*r*x^4-\ 2196*a*b*g^2*p^2*r^2*x^4-842*a*b*g^2*p*q^3*x^4-4425*a*b*g^2*p*q^2*r*x^4-4392*a* b*g^2*p*q*r^2*x^4-840*a*b*g^2*p*r^3*x^4-213*a*b*g^2*q^4*x^4-1485*a*b*g^2*q^3*r* x^4-2196*a*b*g^2*q^2*r^2*x^4-840*a*b*g^2*q*r^3*x^4-37*a*b*g*p^5*x^4-179*a*b*g*p ^4*q*x^4-294*a*b*g*p^4*r*x^4-352*a*b*g*p^3*q^2*x^4-1140*a*b*g*p^3*q*r*x^4-510*a *b*g*p^3*r^2*x^4-352*a*b*g*p^2*q^3*x^4-1692*a*b*g*p^2*q^2*r*x^4-1494*a*b*g*p^2* q*r^2*x^4-240*a*b*g*p^2*r^3*x^4-179*a*b*g*p*q^4*x^4-1140*a*b*g*p*q^3*r*x^4-1494 *a*b*g*p*q^2*r^2*x^4-480*a*b*g*p*q*r^3*x^4-37*a*b*g*q^5*x^4-294*a*b*g*q^4*r*x^4 -510*a*b*g*q^3*r^2*x^4-240*a*b*g*q^2*r^3*x^4-2*a*b*p^6*x^4-12*a*b*p^5*q*x^4-18* a*b*p^5*r*x^4-30*a*b*p^4*q^2*x^4-90*a*b*p^4*q*r*x^4-36*a*b*p^4*r^2*x^4-40*a*b*p ^3*q^3*x^4-180*a*b*p^3*q^2*r*x^4-144*a*b*p^3*q*r^2*x^4-20*a*b*p^3*r^3*x^4-30*a* b*p^2*q^4*x^4-180*a*b*p^2*q^3*r*x^4-216*a*b*p^2*q^2*r^2*x^4-60*a*b*p^2*q*r^3*x^ 4-12*a*b*p*q^5*x^4-90*a*b*p*q^4*r*x^4-144*a*b*p*q^3*r^2*x^4-60*a*b*p*q^2*r^3*x^ 4-2*a*b*q^6*x^4-18*a*b*q^5*r*x^4-36*a*b*q^4*r^2*x^4-20*a*b*q^3*r^3*x^4-128*a*c^ 7*x^4-1152*a*c^6*g*x^4-384*a*c^6*p*x^4-256*a*c^6*q*x^4-576*a*c^6*r*x^4-3008*a*c ^5*g^2*x^4-2688*a*c^5*g*p*x^4-2368*a*c^5*g*q*x^4-4704*a*c^5*g*r*x^4-480*a*c^5*p ^2*x^4-640*a*c^5*p*q*x^4-1440*a*c^5*p*r*x^4-192*a*c^5*q^2*x^4-864*a*c^5*q*r*x^4 -576*a*c^5*r^2*x^4-3456*a*c^4*g^3*x^4-5792*a*c^4*g^2*p*x^4-5504*a*c^4*g^2*q*x^4 -10896*a*c^4*g^2*r*x^4-2568*a*c^4*g*p^2*x^4-4416*a*c^4*g*p*q*x^4-8688*a*c^4*g*p *r*x^4-1944*a*c^4*g*q^2*x^4-7440*a*c^4*g*q*r*x^4-4224*a*c^4*g*r^2*x^4-320*a*c^4 *p^3*x^4-640*a*c^4*p^2*q*x^4-1440*a*c^4*p^2*r*x^4-384*a*c^4*p*q^2*x^4-1728*a*c^ 4*p*q*r*x^4-1152*a*c^4*p*r^2*x^4-64*a*c^4*q^3*x^4-432*a*c^4*q^2*r*x^4-576*a*c^4 *q*r^2*x^4-160*a*c^4*r^3*x^4-1992*a*c^3*g^4*x^4-5392*a*c^3*g^3*p*x^4-5280*a*c^3 *g^3*q*x^4-10776*a*c^3*g^3*r*x^4-4376*a*c^3*g^2*p^2*x^4-8208*a*c^3*g^2*p*q*x^4-\ 15840*a*c^3*g^2*p*r*x^4-3904*a*c^3*g^2*q^2*x^4-14928*a*c^3*g^2*q*r*x^4-8448*a*c ^3*g^2*r^2*x^4-1276*a*c^3*g*p^3*x^4-3212*a*c^3*g*p^2*q*x^4-6264*a*c^3*g*p^2*r*x ^4-2748*a*c^3*g*p*q^2*x^4-10368*a*c^3*g*p*q*r*x^4-5760*a*c^3*g*p*r^2*x^4-812*a* c^3*g*q^3*x^4-4416*a*c^3*g*q^2*r*x^4-4704*a*c^3*g*q*r^2*x^4-1040*a*c^3*g*r^3*x^ 4-120*a*c^3*p^4*x^4-320*a*c^3*p^3*q*x^4-720*a*c^3*p^3*r*x^4-288*a*c^3*p^2*q^2*x ^4-1296*a*c^3*p^2*q*r*x^4-864*a*c^3*p^2*r^2*x^4-96*a*c^3*p*q^3*x^4-648*a*c^3*p* q^2*r*x^4-864*a*c^3*p*q*r^2*x^4-240*a*c^3*p*r^3*x^4-8*a*c^3*q^4*x^4-72*a*c^3*q^ 3*r*x^4-144*a*c^3*q^2*r^2*x^4-80*a*c^3*q*r^3*x^4-568*a*c^2*g^5*x^4-2400*a*c^2*g ^4*p*x^4-2384*a*c^2*g^4*q*x^4-5160*a*c^2*g^4*r*x^4-3090*a*c^2*g^3*p^2*x^4-6016* a*c^2*g^3*p*q*x^4-11868*a*c^2*g^3*p*r*x^4-2942*a*c^2*g^3*q^2*x^4-11604*a*c^2*g^ 3*q*r*x^4-6816*a*c^2*g^3*r^2*x^4-1616*a*c^2*g^2*p^3*x^4-4476*a*c^2*g^2*p^2*q*x^ 4-8406*a*c^2*g^2*p^2*r*x^4-4196*a*c^2*g^2*p*q^2*x^4-15552*a*c^2*g^2*p*q*r*x^4-\ 8376*a*c^2*g^2*p*r^2*x^4-1336*a*c^2*g^2*q^3*x^4-7314*a*c^2*g^2*q^2*r*x^4-7800*a *c^2*g^2*q*r^2*x^4-1720*a*c^2*g^2*r^3*x^4-342*a*c^2*g*p^4*x^4-1124*a*c^2*g*p^3* q*x^4-2172*a*c^2*g*p^3*r*x^4-1404*a*c^2*g*p^2*q^2*x^4-5220*a*c^2*g*p^2*q*r*x^4-\ 2844*a*c^2*g*p^2*r^2*x^4-804*a*c^2*g*p*q^3*x^4-4272*a*c^2*g*p*q^2*r*x^4-4416*a* c^2*g*p*q*r^2*x^4-920*a*c^2*g*p*r^3*x^4-182*a*c^2*g*q^4*x^4-1224*a*c^2*g*q^3*r* x^4-1764*a*c^2*g*q^2*r^2*x^4-680*a*c^2*g*q*r^3*x^4-24*a*c^2*p^5*x^4-80*a*c^2*p^ 4*q*x^4-180*a*c^2*p^4*r*x^4-96*a*c^2*p^3*q^2*x^4-432*a*c^2*p^3*q*r*x^4-288*a*c^ 2*p^3*r^2*x^4-48*a*c^2*p^2*q^3*x^4-324*a*c^2*p^2*q^2*r*x^4-432*a*c^2*p^2*q*r^2* x^4-120*a*c^2*p^2*r^3*x^4-8*a*c^2*p*q^4*x^4-72*a*c^2*p*q^3*r*x^4-144*a*c^2*p*q^ 2*r^2*x^4-80*a*c^2*p*q*r^3*x^4-64*a*c*g^6*x^4-484*a*c*g^5*p*x^4-484*a*c*g^5*q*x ^4-1164*a*c*g^5*r*x^4-942*a*c*g^4*p^2*x^4-1868*a*c*g^4*p*q*x^4-3882*a*c*g^4*p*r *x^4-926*a*c*g^4*q^2*x^4-3858*a*c*g^4*q*r*x^4-2412*a*c*g^4*r^2*x^4-769*a*c*g^3* p^3*x^4-2227*a*c*g^3*p^2*q*x^4-4227*a*c*g^3*p^2*r*x^4-2163*a*c*g^3*p*q^2*x^4-\ 8196*a*c*g^3*p*q*r*x^4-4512*a*c*g^3*p*r^2*x^4-705*a*c*g^3*q^3*x^4-3993*a*c*g^3* q^2*r*x^4-4416*a*c*g^3*q*r^2*x^4-1020*a*c*g^3*r^3*x^4-290*a*c*g^2*p^4*x^4-1052* a*c*g^2*p^3*q*x^4-1923*a*c*g^2*p^3*r*x^4-1454*a*c*g^2*p^2*q^2*x^4-5211*a*c*g^2* p^2*q*r*x^4-2670*a*c*g^2*p^2*r^2*x^4-912*a*c*g^2*p*q^3*x^4-4797*a*c*g^2*p*q^2*r *x^4-4824*a*c*g^2*p*q*r^2*x^4-940*a*c*g^2*p*r^3*x^4-220*a*c*g^2*q^4*x^4-1509*a* c*g^2*q^3*r*x^4-2214*a*c*g^2*q^2*r^2*x^4-860*a*c*g^2*q*r^3*x^4-45*a*c*g*p^5*x^4 -183*a*c*g*p^4*q*x^4-348*a*c*g*p^4*r*x^4-300*a*c*g*p^3*q^2*x^4-1092*a*c*g*p^3*q *r*x^4-582*a*c*g*p^3*r^2*x^4-252*a*c*g*p^2*q^3*x^4-1302*a*c*g*p^2*q^2*r*x^4-\ 1302*a*c*g*p^2*q*r^2*x^4-260*a*c*g*p^2*r^3*x^4-111*a*c*g*p*q^4*x^4-720*a*c*g*p* q^3*r*x^4-990*a*c*g*p*q^2*r^2*x^4-360*a*c*g*p*q*r^3*x^4-21*a*c*g*q^5*x^4-162*a* c*g*q^4*r*x^4-270*a*c*g*q^3*r^2*x^4-120*a*c*g*q^2*r^3*x^4-2*a*c*p^6*x^4-8*a*c*p ^5*q*x^4-18*a*c*p^5*r*x^4-12*a*c*p^4*q^2*x^4-54*a*c*p^4*q*r*x^4-36*a*c*p^4*r^2* x^4-8*a*c*p^3*q^3*x^4-54*a*c*p^3*q^2*r*x^4-72*a*c*p^3*q*r^2*x^4-20*a*c*p^3*r^3* x^4-2*a*c*p^2*q^4*x^4-18*a*c*p^2*q^3*r*x^4-36*a*c*p^2*q^2*r^2*x^4-20*a*c*p^2*q* r^3*x^4-32*a*g^6*p*x^4-32*a*g^6*q*x^4-96*a*g^6*r*x^4-100*a*g^5*p^2*x^4-200*a*g^ 5*p*q*x^4-456*a*g^5*p*r*x^4-100*a*g^5*q^2*x^4-456*a*g^5*q*r*x^4-312*a*g^5*r^2*x ^4-120*a*g^4*p^3*x^4-356*a*g^4*p^2*q*x^4-705*a*g^4*p^2*r*x^4-352*a*g^4*p*q^2*x^ 4-1398*a*g^4*p*q*r*x^4-810*a*g^4*p*r^2*x^4-116*a*g^4*q^3*x^4-693*a*g^4*q^2*r*x^ 4-810*a*g^4*q*r^2*x^4-200*a*g^4*r^3*x^4-70*a*g^3*p^4*x^4-267*a*g^3*p^3*q*x^4-\ 486*a*g^3*p^3*r*x^4-385*a*g^3*p^2*q^2*x^4-1395*a*g^3*p^2*q*r*x^4-714*a*g^3*p^2* r^2*x^4-249*a*g^3*p*q^3*x^4-1344*a*g^3*p*q^2*r*x^4-1380*a*g^3*p*q*r^2*x^4-270*a *g^3*p*r^3*x^4-61*a*g^3*q^4*x^4-435*a*g^3*q^3*r*x^4-666*a*g^3*q^2*r^2*x^4-270*a *g^3*q*r^3*x^4-20*a*g^2*p^5*x^4-89*a*g^2*p^4*q*x^4-159*a*g^2*p^4*r*x^4-161*a*g^ 2*p^3*q^2*x^4-558*a*g^2*p^3*q*r*x^4-276*a*g^2*p^3*r^2*x^4-149*a*g^2*p^2*q^3*x^4 -750*a*g^2*p^2*q^2*r*x^4-714*a*g^2*p^2*q*r^2*x^4-130*a*g^2*p^2*r^3*x^4-71*a*g^2 *p*q^4*x^4-462*a*g^2*p*q^3*r*x^4-630*a*g^2*p*q^2*r^2*x^4-220*a*g^2*p*q*r^3*x^4-\ 14*a*g^2*q^5*x^4-111*a*g^2*q^4*r*x^4-192*a*g^2*q^3*r^2*x^4-90*a*g^2*q^2*r^3*x^4 -2*a*g*p^6*x^4-10*a*g*p^5*q*x^4-18*a*g*p^5*r*x^4-21*a*g*p^4*q^2*x^4-72*a*g*p^4* q*r*x^4-36*a*g*p^4*r^2*x^4-24*a*g*p^3*q^3*x^4-117*a*g*p^3*q^2*r*x^4-108*a*g*p^3 *q*r^2*x^4-20*a*g*p^3*r^3*x^4-16*a*g*p^2*q^4*x^4-99*a*g*p^2*q^3*r*x^4-126*a*g*p ^2*q^2*r^2*x^4-40*a*g*p^2*q*r^3*x^4-6*a*g*p*q^5*x^4-45*a*g*p*q^4*r*x^4-72*a*g*p *q^3*r^2*x^4-30*a*g*p*q^2*r^3*x^4-a*g*q^6*x^4-9*a*g*q^5*r*x^4-18*a*g*q^4*r^2*x^ 4-10*a*g*q^3*r^3*x^4-32*b^6*c*g*x^4-16*b^6*g*p*x^4-16*b^6*g*q*x^4-48*b^6*g*r*x^ 4-64*b^5*c^3*x^4-320*b^5*c^2*g*x^4-64*b^5*c^2*p*x^4-64*b^5*c^2*q*x^4-96*b^5*c^2 *r*x^4-160*b^5*c*g^2*x^4-272*b^5*c*g*p*x^4-272*b^5*c*g*q*x^4-624*b^5*c*g*r*x^4-\ 16*b^5*c*p^2*x^4-32*b^5*c*p*q*x^4-48*b^5*c*p*r*x^4-16*b^5*c*q^2*x^4-48*b^5*c*q* r*x^4-80*b^5*g^2*p*x^4-80*b^5*g^2*q*x^4-240*b^5*g^2*r*x^4-56*b^5*g*p^2*x^4-112* b^5*g*p*q*x^4-240*b^5*g*p*r*x^4-56*b^5*g*q^2*x^4-240*b^5*g*q*r*x^4-144*b^5*g*r^ 2*x^4-320*b^4*c^4*x^4-1376*b^4*c^3*g*x^4-416*b^4*c^3*p*x^4-480*b^4*c^3*q*x^4-\ 768*b^4*c^3*r*x^4-1264*b^4*c^2*g^2*x^4-1600*b^4*c^2*g*p*x^4-1632*b^4*c^2*g*q*x^ 4-3264*b^4*c^2*g*r*x^4-176*b^4*c^2*p^2*x^4-416*b^4*c^2*p*q*x^4-672*b^4*c^2*p*r* x^4-240*b^4*c^2*q^2*x^4-768*b^4*c^2*q*r*x^4-288*b^4*c^2*r^2*x^4-328*b^4*c*g^3*x ^4-1072*b^4*c*g^2*p*x^4-1072*b^4*c*g^2*q*x^4-2496*b^4*c*g^2*r*x^4-592*b^4*c*g*p ^2*x^4-1216*b^4*c*g*p*q*x^4-2352*b^4*c*g*p*r*x^4-624*b^4*c*g*q^2*x^4-2400*b^4*c *g*q*r*x^4-1296*b^4*c*g*r^2*x^4-24*b^4*c*p^3*x^4-88*b^4*c*p^2*q*x^4-144*b^4*c*p ^2*r*x^4-104*b^4*c*p*q^2*x^4-336*b^4*c*p*q*r*x^4-144*b^4*c*p*r^2*x^4-40*b^4*c*q ^3*x^4-192*b^4*c*q^2*r*x^4-144*b^4*c*q*r^2*x^4-164*b^4*g^3*p*x^4-164*b^4*g^3*q* x^4-492*b^4*g^3*r*x^4-220*b^4*g^2*p^2*x^4-440*b^4*g^2*p*q*x^4-960*b^4*g^2*p*r*x ^4-220*b^4*g^2*q^2*x^4-960*b^4*g^2*q*r*x^4-600*b^4*g^2*r^2*x^4-68*b^4*g*p^3*x^4 -212*b^4*g*p^2*q*x^4-396*b^4*g*p^2*r*x^4-220*b^4*g*p*q^2*x^4-816*b^4*g*p*q*r*x^ 4-432*b^4*g*p*r^2*x^4-76*b^4*g*q^3*x^4-420*b^4*g*q^2*r*x^4-432*b^4*g*q*r^2*x^4-\ 80*b^4*g*r^3*x^4-576*b^3*c^5*x^4-2816*b^3*c^4*g*x^4-896*b^3*c^4*p*x^4-1152*b^3* c^4*q*x^4-1824*b^3*c^4*r*x^4-3792*b^3*c^3*g^2*x^4-4112*b^3*c^3*g*p*x^4-4400*b^3 *c^3*g*q*x^4-8208*b^3*c^3*g*r*x^4-496*b^3*c^3*p^2*x^4-1344*b^3*c^3*p*q*x^4-2064 *b^3*c^3*p*r*x^4-864*b^3*c^3*q^2*x^4-2736*b^3*c^3*q*r*x^4-1152*b^3*c^3*r^2*x^4-\ 1968*b^3*c^2*g^3*x^4-4464*b^3*c^2*g^2*p*x^4-4544*b^3*c^2*g^2*q*x^4-9408*b^3*c^2 *g^2*r*x^4-2152*b^3*c^2*g*p^2*x^4-4640*b^3*c^2*g*p*q*x^4-8424*b^3*c^2*g*p*r*x^4 -2496*b^3*c^2*g*q^2*x^4-9000*b^3*c^2*g*q*r*x^4-4656*b^3*c^2*g*r^2*x^4-112*b^3*c ^2*p^3*x^4-496*b^3*c^2*p^2*q*x^4-720*b^3*c^2*p^2*r*x^4-672*b^3*c^2*p*q^2*x^4-\ 2064*b^3*c^2*p*q*r*x^4-864*b^3*c^2*p*r^2*x^4-288*b^3*c^2*q^3*x^4-1368*b^3*c^2*q ^2*r*x^4-1152*b^3*c^2*q*r^2*x^4-160*b^3*c^2*r^3*x^4-352*b^3*c*g^4*x^4-1668*b^3* c*g^3*p*x^4-1668*b^3*c*g^3*q*x^4-3936*b^3*c*g^3*r*x^4-1692*b^3*c*g^2*p^2*x^4-\ 3464*b^3*c*g^2*p*q*x^4-6888*b^3*c*g^2*p*r*x^4-1772*b^3*c*g^2*q^2*x^4-7008*b^3*c *g^2*q*r*x^4-4056*b^3*c*g^2*r^2*x^4-472*b^3*c*g*p^3*x^4-1536*b^3*c*g*p^2*q*x^4-\ 2688*b^3*c*g*p^2*r*x^4-1664*b^3*c*g*p*q^2*x^4-5808*b^3*c*g*p*q*r*x^4-2904*b^3*c *g*p*r^2*x^4-600*b^3*c*g*q^3*x^4-3132*b^3*c*g*q^2*r*x^4-3048*b^3*c*g*q*r^2*x^4-\ 560*b^3*c*g*r^3*x^4-8*b^3*c*p^4*x^4-56*b^3*c*p^3*q*x^4-72*b^3*c*p^3*r*x^4-124*b ^3*c*p^2*q^2*x^4-360*b^3*c*p^2*q*r*x^4-144*b^3*c*p^2*r^2*x^4-112*b^3*c*p*q^3*x^ 4-516*b^3*c*p*q^2*r*x^4-432*b^3*c*p*q*r^2*x^4-80*b^3*c*p*r^3*x^4-36*b^3*c*q^4*x ^4-228*b^3*c*q^3*r*x^4-288*b^3*c*q^2*r^2*x^4-80*b^3*c*q*r^3*x^4-176*b^3*g^4*p*x ^4-176*b^3*g^4*q*x^4-528*b^3*g^4*r*x^4-342*b^3*g^3*p^2*x^4-684*b^3*g^3*p*q*x^4-\ 1518*b^3*g^3*p*r*x^4-342*b^3*g^3*q^2*x^4-1518*b^3*g^3*q*r*x^4-984*b^3*g^3*r^2*x ^4-204*b^3*g^2*p^3*x^4-632*b^3*g^2*p^2*q*x^4-1200*b^3*g^2*p^2*r*x^4-652*b^3*g^2 *p*q^2*x^4-2460*b^3*g^2*p*q*r*x^4-1344*b^3*g^2*p*r^2*x^4-224*b^3*g^2*q^3*x^4-\ 1260*b^3*g^2*q^2*r*x^4-1344*b^3*g^2*q*r^2*x^4-280*b^3*g^2*r^3*x^4-36*b^3*g*p^4* x^4-156*b^3*g*p^3*q*x^4-258*b^3*g*p^3*r*x^4-254*b^3*g*p^2*q^2*x^4-846*b^3*g*p^2 *q*r*x^4-396*b^3*g*p^2*r^2*x^4-184*b^3*g*p*q^3*x^4-924*b^3*g*p*q^2*r*x^4-864*b^ 3*g*p*q*r^2*x^4-160*b^3*g*p*r^3*x^4-50*b^3*g*q^4*x^4-336*b^3*g*q^3*r*x^4-468*b^ 3*g*q^2*r^2*x^4-160*b^3*g*q*r^3*x^4-448*b^2*c^6*x^4-2752*b^2*c^5*g*x^4-800*b^2* c^5*p*x^4-1120*b^2*c^5*q*x^4-1728*b^2*c^5*r*x^4-5120*b^2*c^4*g^2*x^4-4816*b^2*c ^4*g*p*x^4-5392*b^2*c^4*g*q*x^4-9648*b^2*c^4*g*r*x^4-528*b^2*c^4*p^2*x^4-1600*b ^2*c^4*p*q*x^4-2304*b^2*c^4*p*r*x^4-1120*b^2*c^4*q^2*x^4-3456*b^2*c^4*q*r*x^4-\ 1440*b^2*c^4*r^2*x^4-4112*b^2*c^3*g^3*x^4-7672*b^2*c^3*g^2*p*x^4-8008*b^2*c^3*g ^2*q*x^4-15576*b^2*c^3*g^2*r*x^4-3224*b^2*c^3*g*p^2*x^4-7280*b^2*c^3*g*p*q*x^4-\ 12600*b^2*c^3*g*p*r*x^4-4120*b^2*c^3*g*q^2*x^4-14280*b^2*c^3*g*q*r*x^4-7152*b^2 *c^3*g*r^2*x^4-152*b^2*c^3*p^3*x^4-792*b^2*c^3*p^2*q*x^4-1008*b^2*c^3*p^2*r*x^4 -1200*b^2*c^3*p*q^2*x^4-3456*b^2*c^3*p*q*r*x^4-1296*b^2*c^3*p*r^2*x^4-560*b^2*c ^3*q^3*x^4-2592*b^2*c^3*q^2*r*x^4-2160*b^2*c^3*q*r^2*x^4-320*b^2*c^3*r^3*x^4-\ 1508*b^2*c^2*g^4*x^4-4876*b^2*c^2*g^3*p*x^4-4940*b^2*c^2*g^3*q*x^4-10452*b^2*c^ 2*g^3*r*x^4-4168*b^2*c^2*g^2*p^2*x^4-8744*b^2*c^2*g^2*p*q*x^4-16428*b^2*c^2*g^2 *p*r*x^4-4596*b^2*c^2*g^2*q^2*x^4-17172*b^2*c^2*g^2*q*r*x^4-9480*b^2*c^2*g^2*r^ 2*x^4-1024*b^2*c^2*g*p^3*x^4-3488*b^2*c^2*g*p^2*q*x^4-5772*b^2*c^2*g*p^2*r*x^4-\ 3980*b^2*c^2*g*p*q^2*x^4-13272*b^2*c^2*g*p*q*r*x^4-6312*b^2*c^2*g*p*r^2*x^4-\ 1516*b^2*c^2*g*q^3*x^4-7632*b^2*c^2*g*q^2*r*x^4-7224*b^2*c^2*g*q*r^2*x^4-1360*b ^2*c^2*g*r^3*x^4-16*b^2*c^2*p^4*x^4-152*b^2*c^2*p^3*q*x^4-144*b^2*c^2*p^3*r*x^4 -396*b^2*c^2*p^2*q^2*x^4-1008*b^2*c^2*p^2*q*r*x^4-288*b^2*c^2*p^2*r^2*x^4-400*b ^2*c^2*p*q^3*x^4-1728*b^2*c^2*p*q^2*r*x^4-1296*b^2*c^2*p*q*r^2*x^4-160*b^2*c^2* p*r^3*x^4-140*b^2*c^2*q^4*x^4-864*b^2*c^2*q^3*r*x^4-1080*b^2*c^2*q^2*r^2*x^4-\ 320*b^2*c^2*q*r^3*x^4-208*b^2*c*g^5*x^4-1280*b^2*c*g^4*p*x^4-1280*b^2*c*g^4*q*x ^4-3054*b^2*c*g^4*r*x^4-1870*b^2*c*g^3*p^2*x^4-3804*b^2*c*g^3*p*q*x^4-7722*b^2* c*g^3*p*r*x^4-1934*b^2*c*g^3*q^2*x^4-7818*b^2*c*g^3*q*r*x^4-4716*b^2*c*g^3*r^2* x^4-966*b^2*c*g^2*p^3*x^4-3054*b^2*c*g^2*p^2*q*x^4-5490*b^2*c*g^2*p^2*r*x^4-\ 3230*b^2*c*g^2*p*q^2*x^4-11580*b^2*c*g^2*p*q*r*x^4-6036*b^2*c*g^2*p*r^2*x^4-\ 1142*b^2*c*g^2*q^3*x^4-6120*b^2*c*g^2*q^2*r*x^4-6276*b^2*c*g^2*q*r^2*x^4-1320*b ^2*c*g^2*r^3*x^4-154*b^2*c*g*p^4*x^4-696*b^2*c*g*p^3*q*x^4-1086*b^2*c*g*p^3*r*x ^4-1192*b^2*c*g*p^2*q^2*x^4-3774*b^2*c*g*p^2*q*r*x^4-1656*b^2*c*g*p^2*r^2*x^4-\ 912*b^2*c*g*p*q^3*x^4-4392*b^2*c*g*p*q^2*r*x^4-3912*b^2*c*g*p*q*r^2*x^4-680*b^2 *c*g*p*r^3*x^4-262*b^2*c*g*q^4*x^4-1704*b^2*c*g*q^3*r*x^4-2292*b^2*c*g*q^2*r^2* x^4-760*b^2*c*g*q*r^3*x^4-8*b^2*c*p^4*q*x^4-38*b^2*c*p^3*q^2*x^4-72*b^2*c*p^3*q *r*x^4-66*b^2*c*p^2*q^3*x^4-252*b^2*c*p^2*q^2*r*x^4-144*b^2*c*p^2*q*r^2*x^4-50* b^2*c*p*q^4*x^4-288*b^2*c*p*q^3*r*x^4-324*b^2*c*p*q^2*r^2*x^4-80*b^2*c*p*q*r^3* x^4-14*b^2*c*q^5*x^4-108*b^2*c*q^4*r*x^4-180*b^2*c*q^3*r^2*x^4-80*b^2*c*q^2*r^3 *x^4-104*b^2*g^5*p*x^4-104*b^2*g^5*q*x^4-312*b^2*g^5*r*x^4-263*b^2*g^4*p^2*x^4-\ 526*b^2*g^4*p*q*x^4-1185*b^2*g^4*p*r*x^4-263*b^2*g^4*q^2*x^4-1185*b^2*g^4*q*r*x ^4-792*b^2*g^4*r^2*x^4-230*b^2*g^3*p^3*x^4-706*b^2*g^3*p^2*q*x^4-1365*b^2*g^3*p ^2*r*x^4-722*b^2*g^3*p*q^2*x^4-2778*b^2*g^3*p*q*r*x^4-1566*b^2*g^3*p*r^2*x^4-\ 246*b^2*g^3*q^3*x^4-1413*b^2*g^3*q^2*r*x^4-1566*b^2*g^3*q*r^2*x^4-360*b^2*g^3*r ^3*x^4-80*b^2*g^2*p^4*x^4-338*b^2*g^2*p^3*q*x^4-573*b^2*g^2*p^3*r*x^4-539*b^2*g ^2*p^2*q^2*x^4-1833*b^2*g^2*p^2*q*r*x^4-882*b^2*g^2*p^2*r^2*x^4-384*b^2*g^2*p*q ^3*x^4-1962*b^2*g^2*p*q^2*r*x^4-1884*b^2*g^2*p*q*r^2*x^4-360*b^2*g^2*p*r^3*x^4-\ 103*b^2*g^2*q^4*x^4-702*b^2*g^2*q^3*r*x^4-1002*b^2*g^2*q^2*r^2*x^4-360*b^2*g^2* q*r^3*x^4-9*b^2*g*p^5*x^4-49*b^2*g*p^4*q*x^4-72*b^2*g*p^4*r*x^4-109*b^2*g*p^3*q ^2*x^4-324*b^2*g*p^3*q*r*x^4-126*b^2*g*p^3*r^2*x^4-123*b^2*g*p^2*q^3*x^4-558*b^ 2*g*p^2*q^2*r*x^4-450*b^2*g*p^2*q*r^2*x^4-60*b^2*g*p^2*r^3*x^4-70*b^2*g*p*q^4*x ^4-432*b^2*g*p*q^3*r*x^4-540*b^2*g*p*q^2*r^2*x^4-160*b^2*g*p*q*r^3*x^4-16*b^2*g *q^5*x^4-126*b^2*g*q^4*r*x^4-216*b^2*g*q^3*r^2*x^4-100*b^2*g*q^2*r^3*x^4-128*b* c^7*x^4-1152*b*c^6*g*x^4-256*b*c^6*p*x^4-384*b*c^6*q*x^4-576*b*c^6*r*x^4-3008*b *c^5*g^2*x^4-2368*b*c^5*g*p*x^4-2688*b*c^5*g*q*x^4-4704*b*c^5*g*r*x^4-192*b*c^5 *p^2*x^4-640*b*c^5*p*q*x^4-864*b*c^5*p*r*x^4-480*b*c^5*q^2*x^4-1440*b*c^5*q*r*x ^4-576*b*c^5*r^2*x^4-3456*b*c^4*g^3*x^4-5504*b*c^4*g^2*p*x^4-5792*b*c^4*g^2*q*x ^4-10896*b*c^4*g^2*r*x^4-1944*b*c^4*g*p^2*x^4-4416*b*c^4*g*p*q*x^4-7440*b*c^4*g *p*r*x^4-2568*b*c^4*g*q^2*x^4-8688*b*c^4*g*q*r*x^4-4224*b*c^4*g*r^2*x^4-64*b*c^ 4*p^3*x^4-384*b*c^4*p^2*q*x^4-432*b*c^4*p^2*r*x^4-640*b*c^4*p*q^2*x^4-1728*b*c^ 4*p*q*r*x^4-576*b*c^4*p*r^2*x^4-320*b*c^4*q^3*x^4-1440*b*c^4*q^2*r*x^4-1152*b*c ^4*q*r^2*x^4-160*b*c^4*r^3*x^4-1992*b*c^3*g^4*x^4-5280*b*c^3*g^3*p*x^4-5392*b*c ^3*g^3*q*x^4-10776*b*c^3*g^3*r*x^4-3904*b*c^3*g^2*p^2*x^4-8208*b*c^3*g^2*p*q*x^ 4-14928*b*c^3*g^2*p*r*x^4-4376*b*c^3*g^2*q^2*x^4-15840*b*c^3*g^2*q*r*x^4-8448*b *c^3*g^2*r^2*x^4-812*b*c^3*g*p^3*x^4-2748*b*c^3*g*p^2*q*x^4-4416*b*c^3*g*p^2*r* x^4-3212*b*c^3*g*p*q^2*x^4-10368*b*c^3*g*p*q*r*x^4-4704*b*c^3*g*p*r^2*x^4-1276* b*c^3*g*q^3*x^4-6264*b*c^3*g*q^2*r*x^4-5760*b*c^3*g*q*r^2*x^4-1040*b*c^3*g*r^3* x^4-8*b*c^3*p^4*x^4-96*b*c^3*p^3*q*x^4-72*b*c^3*p^3*r*x^4-288*b*c^3*p^2*q^2*x^4 -648*b*c^3*p^2*q*r*x^4-144*b*c^3*p^2*r^2*x^4-320*b*c^3*p*q^3*x^4-1296*b*c^3*p*q ^2*r*x^4-864*b*c^3*p*q*r^2*x^4-80*b*c^3*p*r^3*x^4-120*b*c^3*q^4*x^4-720*b*c^3*q ^3*r*x^4-864*b*c^3*q^2*r^2*x^4-240*b*c^3*q*r^3*x^4-568*b*c^2*g^5*x^4-2384*b*c^2 *g^4*p*x^4-2400*b*c^2*g^4*q*x^4-5160*b*c^2*g^4*r*x^4-2942*b*c^2*g^3*p^2*x^4-\ 6016*b*c^2*g^3*p*q*x^4-11604*b*c^2*g^3*p*r*x^4-3090*b*c^2*g^3*q^2*x^4-11868*b*c ^2*g^3*q*r*x^4-6816*b*c^2*g^3*r^2*x^4-1336*b*c^2*g^2*p^3*x^4-4196*b*c^2*g^2*p^2 *q*x^4-7314*b*c^2*g^2*p^2*r*x^4-4476*b*c^2*g^2*p*q^2*x^4-15552*b*c^2*g^2*p*q*r* x^4-7800*b*c^2*g^2*p*r^2*x^4-1616*b*c^2*g^2*q^3*x^4-8406*b*c^2*g^2*q^2*r*x^4-\ 8376*b*c^2*g^2*q*r^2*x^4-1720*b*c^2*g^2*r^3*x^4-182*b*c^2*g*p^4*x^4-804*b*c^2*g *p^3*q*x^4-1224*b*c^2*g*p^3*r*x^4-1404*b*c^2*g*p^2*q^2*x^4-4272*b*c^2*g*p^2*q*r *x^4-1764*b*c^2*g*p^2*r^2*x^4-1124*b*c^2*g*p*q^3*x^4-5220*b*c^2*g*p*q^2*r*x^4-\ 4416*b*c^2*g*p*q*r^2*x^4-680*b*c^2*g*p*r^3*x^4-342*b*c^2*g*q^4*x^4-2172*b*c^2*g *q^3*r*x^4-2844*b*c^2*g*q^2*r^2*x^4-920*b*c^2*g*q*r^3*x^4-8*b*c^2*p^4*q*x^4-48* b*c^2*p^3*q^2*x^4-72*b*c^2*p^3*q*r*x^4-96*b*c^2*p^2*q^3*x^4-324*b*c^2*p^2*q^2*r *x^4-144*b*c^2*p^2*q*r^2*x^4-80*b*c^2*p*q^4*x^4-432*b*c^2*p*q^3*r*x^4-432*b*c^2 *p*q^2*r^2*x^4-80*b*c^2*p*q*r^3*x^4-24*b*c^2*q^5*x^4-180*b*c^2*q^4*r*x^4-288*b* c^2*q^3*r^2*x^4-120*b*c^2*q^2*r^3*x^4-64*b*c*g^6*x^4-484*b*c*g^5*p*x^4-484*b*c* g^5*q*x^4-1164*b*c*g^5*r*x^4-926*b*c*g^4*p^2*x^4-1868*b*c*g^4*p*q*x^4-3858*b*c* g^4*p*r*x^4-942*b*c*g^4*q^2*x^4-3882*b*c*g^4*q*r*x^4-2412*b*c*g^4*r^2*x^4-705*b *c*g^3*p^3*x^4-2163*b*c*g^3*p^2*q*x^4-3993*b*c*g^3*p^2*r*x^4-2227*b*c*g^3*p*q^2 *x^4-8196*b*c*g^3*p*q*r*x^4-4416*b*c*g^3*p*r^2*x^4-769*b*c*g^3*q^3*x^4-4227*b*c *g^3*q^2*r*x^4-4512*b*c*g^3*q*r^2*x^4-1020*b*c*g^3*r^3*x^4-220*b*c*g^2*p^4*x^4-\ 912*b*c*g^2*p^3*q*x^4-1509*b*c*g^2*p^3*r*x^4-1454*b*c*g^2*p^2*q^2*x^4-4797*b*c* g^2*p^2*q*r*x^4-2214*b*c*g^2*p^2*r^2*x^4-1052*b*c*g^2*p*q^3*x^4-5211*b*c*g^2*p* q^2*r*x^4-4824*b*c*g^2*p*q*r^2*x^4-860*b*c*g^2*p*r^3*x^4-290*b*c*g^2*q^4*x^4-\ 1923*b*c*g^2*q^3*r*x^4-2670*b*c*g^2*q^2*r^2*x^4-940*b*c*g^2*q*r^3*x^4-21*b*c*g* p^5*x^4-111*b*c*g*p^4*q*x^4-162*b*c*g*p^4*r*x^4-252*b*c*g*p^3*q^2*x^4-720*b*c*g *p^3*q*r*x^4-270*b*c*g*p^3*r^2*x^4-300*b*c*g*p^2*q^3*x^4-1302*b*c*g*p^2*q^2*r*x ^4-990*b*c*g*p^2*q*r^2*x^4-120*b*c*g*p^2*r^3*x^4-183*b*c*g*p*q^4*x^4-1092*b*c*g *p*q^3*r*x^4-1302*b*c*g*p*q^2*r^2*x^4-360*b*c*g*p*q*r^3*x^4-45*b*c*g*q^5*x^4-\ 348*b*c*g*q^4*r*x^4-582*b*c*g*q^3*r^2*x^4-260*b*c*g*q^2*r^3*x^4-2*b*c*p^4*q^2*x ^4-8*b*c*p^3*q^3*x^4-18*b*c*p^3*q^2*r*x^4-12*b*c*p^2*q^4*x^4-54*b*c*p^2*q^3*r*x ^4-36*b*c*p^2*q^2*r^2*x^4-8*b*c*p*q^5*x^4-54*b*c*p*q^4*r*x^4-72*b*c*p*q^3*r^2*x ^4-20*b*c*p*q^2*r^3*x^4-2*b*c*q^6*x^4-18*b*c*q^5*r*x^4-36*b*c*q^4*r^2*x^4-20*b* c*q^3*r^3*x^4-32*b*g^6*p*x^4-32*b*g^6*q*x^4-96*b*g^6*r*x^4-100*b*g^5*p^2*x^4-\ 200*b*g^5*p*q*x^4-456*b*g^5*p*r*x^4-100*b*g^5*q^2*x^4-456*b*g^5*q*r*x^4-312*b*g ^5*r^2*x^4-116*b*g^4*p^3*x^4-352*b*g^4*p^2*q*x^4-693*b*g^4*p^2*r*x^4-356*b*g^4* p*q^2*x^4-1398*b*g^4*p*q*r*x^4-810*b*g^4*p*r^2*x^4-120*b*g^4*q^3*x^4-705*b*g^4* q^2*r*x^4-810*b*g^4*q*r^2*x^4-200*b*g^4*r^3*x^4-61*b*g^3*p^4*x^4-249*b*g^3*p^3* q*x^4-435*b*g^3*p^3*r*x^4-385*b*g^3*p^2*q^2*x^4-1344*b*g^3*p^2*q*r*x^4-666*b*g^ 3*p^2*r^2*x^4-267*b*g^3*p*q^3*x^4-1395*b*g^3*p*q^2*r*x^4-1380*b*g^3*p*q*r^2*x^4 -270*b*g^3*p*r^3*x^4-70*b*g^3*q^4*x^4-486*b*g^3*q^3*r*x^4-714*b*g^3*q^2*r^2*x^4 -270*b*g^3*q*r^3*x^4-14*b*g^2*p^5*x^4-71*b*g^2*p^4*q*x^4-111*b*g^2*p^4*r*x^4-\ 149*b*g^2*p^3*q^2*x^4-462*b*g^2*p^3*q*r*x^4-192*b*g^2*p^3*r^2*x^4-161*b*g^2*p^2 *q^3*x^4-750*b*g^2*p^2*q^2*r*x^4-630*b*g^2*p^2*q*r^2*x^4-90*b*g^2*p^2*r^3*x^4-\ 89*b*g^2*p*q^4*x^4-558*b*g^2*p*q^3*r*x^4-714*b*g^2*p*q^2*r^2*x^4-220*b*g^2*p*q* r^3*x^4-20*b*g^2*q^5*x^4-159*b*g^2*q^4*r*x^4-276*b*g^2*q^3*r^2*x^4-130*b*g^2*q^ 2*r^3*x^4-b*g*p^6*x^4-6*b*g*p^5*q*x^4-9*b*g*p^5*r*x^4-16*b*g*p^4*q^2*x^4-45*b*g *p^4*q*r*x^4-18*b*g*p^4*r^2*x^4-24*b*g*p^3*q^3*x^4-99*b*g*p^3*q^2*r*x^4-72*b*g* p^3*q*r^2*x^4-10*b*g*p^3*r^3*x^4-21*b*g*p^2*q^4*x^4-117*b*g*p^2*q^3*r*x^4-126*b *g*p^2*q^2*r^2*x^4-30*b*g*p^2*q*r^3*x^4-10*b*g*p*q^5*x^4-72*b*g*p*q^4*r*x^4-108 *b*g*p*q^3*r^2*x^4-40*b*g*p*q^2*r^3*x^4-2*b*g*q^6*x^4-18*b*g*q^5*r*x^4-36*b*g*q ^4*r^2*x^4-20*b*g*q^3*r^3*x^4-128*c^7*g*x^4-576*c^6*g^2*x^4-320*c^6*g*p*x^4-320 *c^6*g*q*x^4-576*c^6*g*r*x^4-960*c^5*g^3*x^4-1280*c^5*g^2*p*x^4-1280*c^5*g^2*q* x^4-2400*c^5*g^2*r*x^4-336*c^5*g*p^2*x^4-640*c^5*g*p*q*x^4-1152*c^5*g*p*r*x^4-\ 336*c^5*g*q^2*x^4-1152*c^5*g*q*r*x^4-576*c^5*g*r^2*x^4-800*c^4*g^4*x^4-1824*c^4 *g^3*p*x^4-1824*c^4*g^3*q*x^4-3552*c^4*g^3*r*x^4-1160*c^4*g^2*p^2*x^4-2272*c^4* g^2*p*q*x^4-4176*c^4*g^2*p*r*x^4-1160*c^4*g^2*q^2*x^4-4176*c^4*g^2*q*r*x^4-2208 *c^4*g^2*r^2*x^4-192*c^4*g*p^3*x^4-512*c^4*g*p^2*q*x^4-936*c^4*g*p^2*r*x^4-512* c^4*g*p*q^2*x^4-1728*c^4*g*p*q*r*x^4-864*c^4*g*p*r^2*x^4-192*c^4*g*q^3*x^4-936* c^4*g*q^2*r*x^4-864*c^4*g*q*r^2*x^4-160*c^4*g*r^3*x^4-360*c^3*g^5*x^4-1248*c^3* g^4*p*x^4-1248*c^3*g^4*q*x^4-2544*c^3*g^4*r*x^4-1356*c^3*g^3*p^2*x^4-2688*c^3*g ^3*p*q*x^4-5088*c^3*g^3*p*r*x^4-1356*c^3*g^3*q^2*x^4-5088*c^3*g^3*q*r*x^4-2832* c^3*g^3*r^2*x^4-548*c^3*g^2*p^3*x^4-1564*c^3*g^2*p^2*q*x^4-2820*c^3*g^2*p^2*r*x ^4-1564*c^3*g^2*p*q^2*x^4-5472*c^3*g^2*p*q*r*x^4-2784*c^3*g^2*p*r^2*x^4-548*c^3 *g^2*q^3*x^4-2820*c^3*g^2*q^2*r*x^4-2784*c^3*g^2*q*r^2*x^4-560*c^3*g^2*r^3*x^4-\ 64*c^3*g*p^4*x^4-208*c^3*g*p^3*q*x^4-396*c^3*g*p^3*r*x^4-288*c^3*g*p^2*q^2*x^4-\ 972*c^3*g*p^2*q*r*x^4-504*c^3*g*p^2*r^2*x^4-208*c^3*g*p*q^3*x^4-972*c^3*g*p*q^2 *r*x^4-864*c^3*g*p*q*r^2*x^4-160*c^3*g*p*r^3*x^4-64*c^3*g*q^4*x^4-396*c^3*g*q^3 *r*x^4-504*c^3*g*q^2*r^2*x^4-160*c^3*g*q*r^3*x^4-84*c^2*g^6*x^4-436*c^2*g^5*p*x ^4-436*c^2*g^5*q*x^4-948*c^2*g^5*r*x^4-714*c^2*g^4*p^2*x^4-1424*c^2*g^4*p*q*x^4 -2808*c^2*g^4*p*r*x^4-714*c^2*g^4*q^2*x^4-2808*c^2*g^4*q*r*x^4-1656*c^2*g^4*r^2 *x^4-492*c^2*g^3*p^3*x^4-1444*c^2*g^3*p^2*q*x^4-2646*c^2*g^3*p^2*r*x^4-1444*c^2 *g^3*p*q^2*x^4-5232*c^2*g^3*p*q*r*x^4-2760*c^2*g^3*p*r^2*x^4-492*c^2*g^3*q^3*x^ 4-2646*c^2*g^3*q^2*r*x^4-2760*c^2*g^3*q*r^2*x^4-600*c^2*g^3*r^3*x^4-142*c^2*g^2 *p^4*x^4-520*c^2*g^2*p^3*q*x^4-924*c^2*g^2*p^3*r*x^4-756*c^2*g^2*p^2*q^2*x^4-\ 2568*c^2*g^2*p^2*q*r*x^4-1260*c^2*g^2*p^2*r^2*x^4-520*c^2*g^2*p*q^3*x^4-2568*c^ 2*g^2*p*q^2*r*x^4-2400*c^2*g^2*p*q*r^2*x^4-440*c^2*g^2*p*r^3*x^4-142*c^2*g^2*q^ 4*x^4-924*c^2*g^2*q^3*r*x^4-1260*c^2*g^2*q^2*r^2*x^4-440*c^2*g^2*q*r^3*x^4-12*c ^2*g*p^5*x^4-44*c^2*g*p^4*q*x^4-90*c^2*g*p^4*r*x^4-72*c^2*g*p^3*q^2*x^4-252*c^2 *g*p^3*q*r*x^4-144*c^2*g*p^3*r^2*x^4-72*c^2*g*p^2*q^3*x^4-324*c^2*g*p^2*q^2*r*x ^4-288*c^2*g*p^2*q*r^2*x^4-60*c^2*g*p^2*r^3*x^4-44*c^2*g*p*q^4*x^4-252*c^2*g*p* q^3*r*x^4-288*c^2*g*p*q^2*r^2*x^4-80*c^2*g*p*q*r^3*x^4-12*c^2*g*q^5*x^4-90*c^2* g*q^4*r*x^4-144*c^2*g*q^3*r^2*x^4-60*c^2*g*q^2*r^3*x^4-8*c*g^7*x^4-72*c*g^6*p*x ^4-72*c*g^6*q*x^4-174*c*g^6*r*x^4-172*c*g^5*p^2*x^4-344*c*g^5*p*q*x^4-720*c*g^5 *p*r*x^4-172*c*g^5*q^2*x^4-720*c*g^5*q*r*x^4-456*c*g^5*r^2*x^4-177*c*g^4*p^3*x^ 4-527*c*g^4*p^2*q*x^4-999*c*g^4*p^2*r*x^4-527*c*g^4*p*q^2*x^4-1992*c*g^4*p*q*r* x^4-1104*c*g^4*p*r^2*x^4-177*c*g^4*q^3*x^4-999*c*g^4*q^2*r*x^4-1104*c*g^4*q*r^2 *x^4-260*c*g^4*r^3*x^4-87*c*g^3*p^4*x^4-334*c*g^3*p^3*q*x^4-591*c*g^3*p^3*r*x^4 -494*c*g^3*p^2*q^2*x^4-1719*c*g^3*p^2*q*r*x^4-852*c*g^3*p^2*r^2*x^4-334*c*g^3*p *q^3*x^4-1719*c*g^3*p*q^2*r*x^4-1680*c*g^3*p*q*r^2*x^4-320*c*g^3*p*r^3*x^4-87*c *g^3*q^4*x^4-591*c*g^3*q^3*r*x^4-852*c*g^3*q^2*r^2*x^4-320*c*g^3*q*r^3*x^4-19*c *g^2*p^5*x^4-83*c*g^2*p^4*q*x^4-147*c*g^2*p^4*r*x^4-154*c*g^2*p^3*q^2*x^4-510*c *g^2*p^3*q*r*x^4-246*c*g^2*p^3*r^2*x^4-154*c*g^2*p^2*q^3*x^4-726*c*g^2*p^2*q^2* r*x^4-642*c*g^2*p^2*q*r^2*x^4-110*c*g^2*p^2*r^3*x^4-83*c*g^2*p*q^4*x^4-510*c*g^ 2*p*q^3*r*x^4-642*c*g^2*p*q^2*r^2*x^4-200*c*g^2*p*q*r^3*x^4-19*c*g^2*q^5*x^4-\ 147*c*g^2*q^4*r*x^4-246*c*g^2*q^3*r^2*x^4-110*c*g^2*q^2*r^3*x^4-c*g*p^6*x^4-4*c *g*p^5*q*x^4-9*c*g*p^5*r*x^4-7*c*g*p^4*q^2*x^4-27*c*g*p^4*q*r*x^4-18*c*g*p^4*r^ 2*x^4-8*c*g*p^3*q^3*x^4-36*c*g*p^3*q^2*r*x^4-36*c*g*p^3*q*r^2*x^4-10*c*g*p^3*r^ 3*x^4-7*c*g*p^2*q^4*x^4-36*c*g*p^2*q^3*r*x^4-36*c*g*p^2*q^2*r^2*x^4-10*c*g*p^2* q*r^3*x^4-4*c*g*p*q^5*x^4-27*c*g*p*q^4*r*x^4-36*c*g*p*q^3*r^2*x^4-10*c*g*p*q^2* r^3*x^4-c*g*q^6*x^4-9*c*g*q^5*r*x^4-18*c*g*q^4*r^2*x^4-10*c*g*q^3*r^3*x^4-4*g^7 *p*x^4-4*g^7*q*x^4-12*g^7*r*x^4-15*g^6*p^2*x^4-30*g^6*p*q*x^4-69*g^6*p*r*x^4-15 *g^6*q^2*x^4-69*g^6*q*r*x^4-48*g^6*r^2*x^4-22*g^5*p^3*x^4-66*g^5*p^2*q*x^4-132* g^5*p^2*r*x^4-66*g^5*p*q^2*x^4-264*g^5*p*q*r*x^4-156*g^5*p*r^2*x^4-22*g^5*q^3*x ^4-132*g^5*q^2*r*x^4-156*g^5*q*r^2*x^4-40*g^5*r^3*x^4-16*g^4*p^4*x^4-63*g^4*p^3 *q*x^4-114*g^4*p^3*r*x^4-94*g^4*p^2*q^2*x^4-339*g^4*p^2*q*r*x^4-174*g^4*p^2*r^2 *x^4-63*g^4*p*q^3*x^4-339*g^4*p*q^2*r*x^4-348*g^4*p*q*r^2*x^4-70*g^4*p*r^3*x^4-\ 16*g^4*q^4*x^4-114*g^4*q^3*r*x^4-174*g^4*q^2*r^2*x^4-70*g^4*q*r^3*x^4-6*g^3*p^5 *x^4-28*g^3*p^4*q*x^4-48*g^3*p^4*r*x^4-54*g^3*p^3*q^2*x^4-180*g^3*p^3*q*r*x^4-\ 84*g^3*p^3*r^2*x^4-54*g^3*p^2*q^3*x^4-264*g^3*p^2*q^2*r*x^4-240*g^3*p^2*q*r^2*x ^4-40*g^3*p^2*r^3*x^4-28*g^3*p*q^4*x^4-180*g^3*p*q^3*r*x^4-240*g^3*p*q^2*r^2*x^ 4-80*g^3*p*q*r^3*x^4-6*g^3*q^5*x^4-48*g^3*q^4*r*x^4-84*g^3*q^3*r^2*x^4-40*g^3*q ^2*r^3*x^4-g^2*p^6*x^4-5*g^2*p^5*q*x^4-9*g^2*p^5*r*x^4-11*g^2*p^4*q^2*x^4-36*g^ 2*p^4*q*r*x^4-18*g^2*p^4*r^2*x^4-14*g^2*p^3*q^3*x^4-63*g^2*p^3*q^2*r*x^4-54*g^2 *p^3*q*r^2*x^4-10*g^2*p^3*r^3*x^4-11*g^2*p^2*q^4*x^4-63*g^2*p^2*q^3*r*x^4-72*g^ 2*p^2*q^2*r^2*x^4-20*g^2*p^2*q*r^3*x^4-5*g^2*p*q^5*x^4-36*g^2*p*q^4*r*x^4-54*g^ 2*p*q^3*r^2*x^4-20*g^2*p*q^2*r^3*x^4-g^2*q^6*x^4-9*g^2*q^5*r*x^4-18*g^2*q^4*r^2 *x^4-10*g^2*q^3*r^3*x^4+192*a^6*b*c*x^3+128*a^6*b*p*x^3+96*a^6*b*q*x^3+320*a^6* b*r*x^3+96*a^6*b*x^4+96*a^6*c*g*x^3+64*a^6*g*p*x^3+48*a^6*g*q*x^3+160*a^6*g*r*x ^3+48*a^6*g*x^4+832*a^5*b^2*c*x^3+544*a^5*b^2*p*x^3+384*a^5*b^2*q*x^3+1344*a^5* b^2*r*x^3+480*a^5*b^2*x^4+1536*a^5*b*c^2*x^3+1280*a^5*b*c*g*x^3+1632*a^5*b*c*p* x^3+1216*a^5*b*c*q*x^3+3360*a^5*b*c*r*x^3+736*a^5*b*c*x^4+848*a^5*b*g*p*x^3+608 *a^5*b*g*q*x^3+2080*a^5*b*g*r*x^3+720*a^5*b*g*x^4+384*a^5*b*p^2*x^3+608*a^5*b*p *q*x^3+1456*a^5*b*p*r*x^3+224*a^5*b*p*x^4+224*a^5*b*q^2*x^3+1200*a^5*b*q*r*x^3+ 224*a^5*b*q*x^4+912*a^5*b*r^2*x^3-192*a^5*b*r*x^4+128*a^5*c^3*x^3+832*a^5*c^2*g *x^3+192*a^5*c^2*p*x^3+128*a^5*c^2*q*x^3+224*a^5*c^2*r*x^3+32*a^5*c^2*x^4+432*a ^5*c*g^2*x^3+912*a^5*c*g*p*x^3+672*a^5*c*g*q*x^3+1792*a^5*c*g*r*x^3+384*a^5*c*g *x^4+64*a^5*c*p^2*x^3+96*a^5*c*p*q*x^3+176*a^5*c*p*r*x^3+16*a^5*c*p*x^4+32*a^5* c*q^2*x^3+112*a^5*c*q*r*x^3+16*a^5*c*q*x^4+48*a^5*c*r^2*x^3-96*a^5*c*r*x^4+288* a^5*g^2*p*x^3+208*a^5*g^2*q*x^3+704*a^5*g^2*r*x^3+240*a^5*g^2*x^4+224*a^5*g*p^2 *x^3+352*a^5*g*p*q*x^3+816*a^5*g*p*r*x^3+120*a^5*g*p*x^4+128*a^5*g*q^2*x^3+656* a^5*g*q*r*x^3+120*a^5*g*q*x^4+480*a^5*g*r^2*x^3-144*a^5*g*r*x^4+1408*a^4*b^3*c* x^3+896*a^4*b^3*p*x^3+576*a^4*b^3*q*x^3+2176*a^4*b^3*r*x^3+960*a^4*b^3*x^4+5376 *a^4*b^2*c^2*x^3+3808*a^4*b^2*c*g*x^3+5600*a^4*b^2*c*p*x^3+3936*a^4*b^2*c*q*x^3 +11328*a^4*b^2*c*r*x^3+2944*a^4*b^2*c*x^4+2464*a^4*b^2*g*p*x^3+1648*a^4*b^2*g*q *x^3+5984*a^4*b^2*g*r*x^3+2448*a^4*b^2*g*x^4+1312*a^4*b^2*p^2*x^3+1984*a^4*b^2* p*q*x^3+4896*a^4*b^2*p*r*x^3+896*a^4*b^2*p*x^4+672*a^4*b^2*q^2*x^3+3872*a^4*b^2 *q*r*x^3+896*a^4*b^2*q*x^4+2976*a^4*b^2*r^2*x^3-768*a^4*b^2*r*x^4+5120*a^4*b*c^ 3*x^3+8480*a^4*b*c^2*g*x^3+7456*a^4*b*c^2*p*x^3+5440*a^4*b*c^2*q*x^3+13536*a^4* b*c^2*r*x^3+2272*a^4*b*c^2*x^4+3168*a^4*b*c*g^2*x^3+8976*a^4*b*c*g*p*x^3+6416*a ^4*b*c*g*q*x^3+18016*a^4*b*c*g*r*x^3+4512*a^4*b*c*g*x^4+3296*a^4*b*c*p^2*x^3+ 5120*a^4*b*c*p*q*x^3+11328*a^4*b*c*p*r*x^3+1280*a^4*b*c*p*x^4+1824*a^4*b*c*q^2* x^3+9120*a^4*b*c*q*r*x^3+1280*a^4*b*c*q*x^4+6384*a^4*b*c*r^2*x^3-2784*a^4*b*c*r *x^4+2080*a^4*b*g^2*p*x^3+1424*a^4*b*g^2*q*x^3+5024*a^4*b*g^2*r*x^3+1968*a^4*b* g^2*x^4+2128*a^4*b*g*p^2*x^3+3264*a^4*b*g*p*q*x^3+7888*a^4*b*g*p*r*x^3+1392*a^4 *b*g*p*x^4+1136*a^4*b*g*q^2*x^3+6320*a^4*b*g*q*r*x^3+1392*a^4*b*g*q*x^4+4800*a^ 4*b*g*r^2*x^3-1224*a^4*b*g*r*x^4+448*a^4*b*p^3*x^3+1088*a^4*b*p^2*q*x^3+2200*a^ 4*b*p^2*r*x^3+144*a^4*b*p^2*x^4+832*a^4*b*p*q^2*x^3+3648*a^4*b*p*q*r*x^3+288*a^ 4*b*p*q*x^4+2352*a^4*b*p*r^2*x^3-1224*a^4*b*p*r*x^4+192*a^4*b*q^3*x^3+1448*a^4* b*q^2*r*x^3+144*a^4*b*q^2*x^4+1944*a^4*b*q*r^2*x^3-1224*a^4*b*q*r*x^4+592*a^4*b *r^3*x^3-1296*a^4*b*r^2*x^4+576*a^4*c^4*x^3+3104*a^4*c^3*g*x^3+1216*a^4*c^3*p*x ^3+672*a^4*c^3*q*x^3+1440*a^4*c^3*r*x^3+224*a^4*c^3*x^4+3024*a^4*c^2*g^2*x^3+ 4720*a^4*c^2*g*p*x^3+3312*a^4*c^2*g*q*x^3+7936*a^4*c^2*g*r*x^3+1312*a^4*c^2*g*x ^4+784*a^4*c^2*p^2*x^3+960*a^4*c^2*p*q*x^3+2080*a^4*c^2*p*r*x^3+224*a^4*c^2*p*x ^4+240*a^4*c^2*q^2*x^3+1152*a^4*c^2*q*r*x^3+192*a^4*c^2*q*x^4+816*a^4*c^2*r^2*x ^3-672*a^4*c^2*r*x^4+808*a^4*c*g^3*x^3+3280*a^4*c*g^2*p*x^3+2352*a^4*c*g^2*q*x^ 3+6400*a^4*c*g^2*r*x^3+1552*a^4*c*g^2*x^4+2168*a^4*c*g*p^2*x^3+3232*a^4*c*g*p*q *x^3+7056*a^4*c*g*p*r*x^3+784*a^4*c*g*p*x^4+1096*a^4*c*g*q^2*x^3+5360*a^4*c*g*q *r*x^3+768*a^4*c*g*q*x^4+3696*a^4*c*g*r^2*x^3-1920*a^4*c*g*r*x^4+160*a^4*c*p^3* x^3+312*a^4*c*p^2*q*x^3+680*a^4*c*p^2*r*x^3+56*a^4*c*p^2*x^4+176*a^4*c*p*q^2*x^ 3+832*a^4*c*p*q*r*x^3+96*a^4*c*p*q*x^4+624*a^4*c*p*r^2*x^3-336*a^4*c*p*r*x^4+24 *a^4*c*q^3*x^3+216*a^4*c*q^2*r*x^3+40*a^4*c*q^2*x^4+360*a^4*c*q*r^2*x^3-240*a^4 *c*q*r*x^4+144*a^4*c*r^3*x^3-288*a^4*c*r^2*x^4+536*a^4*g^3*p*x^3+372*a^4*g^3*q* x^3+1288*a^4*g^3*r*x^3+492*a^4*g^3*x^4+800*a^4*g^2*p^2*x^3+1232*a^4*g^2*p*q*x^3 +2896*a^4*g^2*p*r*x^3+488*a^4*g^2*p*x^4+432*a^4*g^2*q^2*x^3+2304*a^4*g^2*q*r*x^ 3+488*a^4*g^2*q*x^4+1704*a^4*g^2*r^2*x^3-516*a^4*g^2*r*x^4+304*a^4*g*p^3*x^3+ 700*a^4*g*p^2*q*x^3+1440*a^4*g*p^2*r*x^3+100*a^4*g*p^2*x^4+504*a^4*g*p*q^2*x^3+ 2240*a^4*g*p*q*r*x^3+192*a^4*g*p*q*x^4+1488*a^4*g*p*r^2*x^3-780*a^4*g*p*r*x^4+ 108*a^4*g*q^3*x^3+832*a^4*g*q^2*r*x^3+92*a^4*g*q^2*x^4+1152*a^4*g*q*r^2*x^3-732 *a^4*g*q*r*x^4+368*a^4*g*r^3*x^3-792*a^4*g*r^2*x^4+1152*a^3*b^4*c*x^3+704*a^3*b ^4*p*x^3+384*a^3*b^4*q*x^3+1664*a^3*b^4*r*x^3+960*a^3*b^4*x^4+6912*a^3*b^3*c^2* x^3+4736*a^3*b^3*c*g*x^3+7008*a^3*b^3*c*p*x^3+4512*a^3*b^3*c*q*x^3+13824*a^3*b^ 3*c*r*x^3+4416*a^3*b^3*c*x^4+2960*a^3*b^3*g*p*x^3+1776*a^3*b^3*g*q*x^3+7104*a^3 *b^3*g*r*x^3+3552*a^3*b^3*g*x^4+1632*a^3*b^3*p^2*x^3+2304*a^3*b^3*p*q*x^3+5952* a^3*b^3*p*r*x^3+1344*a^3*b^3*p*x^4+672*a^3*b^3*q^2*x^3+4416*a^3*b^3*q*r*x^3+ 1344*a^3*b^3*q*x^4+3456*a^3*b^3*r^2*x^3-1152*a^3*b^3*r*x^4+13184*a^3*b^2*c^3*x^ 3+19296*a^3*b^2*c^2*g*x^3+18752*a^3*b^2*c^2*p*x^3+13024*a^3*b^2*c^2*q*x^3+34048 *a^3*b^2*c^2*r*x^3+6656*a^3*b^2*c^2*x^4+6704*a^3*b^2*c*g^2*x^3+19872*a^3*b^2*c* g*p*x^3+13392*a^3*b^2*c*g*q*x^3+39648*a^3*b^2*c*g*r*x^3+11616*a^3*b^2*c*g*x^4+ 8288*a^3*b^2*c*p^2*x^3+12320*a^3*b^2*c*p*q*x^3+28208*a^3*b^2*c*p*r*x^3+3760*a^3 *b^2*c*p*x^4+4032*a^3*b^2*c*q^2*x^3+21904*a^3*b^2*c*q*r*x^3+3760*a^3*b^2*c*q*x^ 4+15552*a^3*b^2*c*r^2*x^3-7872*a^3*b^2*c*r*x^4+4272*a^3*b^2*g^2*p*x^3+2704*a^3* b^2*g^2*q*x^3+10272*a^3*b^2*g^2*r*x^3+4704*a^3*b^2*g^2*x^4+4656*a^3*b^2*g*p^2*x ^3+6816*a^3*b^2*g*p*q*x^3+17152*a^3*b^2*g*p*r*x^3+3576*a^3*b^2*g*p*x^4+2160*a^3 *b^2*g*q^2*x^3+13248*a^3*b^2*g*q*r*x^3+3576*a^3*b^2*g*q*x^4+10272*a^3*b^2*g*r^2 *x^3-2952*a^3*b^2*g*r*x^4+1152*a^3*b^2*p^3*x^3+2688*a^3*b^2*p^2*q*x^3+5544*a^3* b^2*p^2*r*x^3+432*a^3*b^2*p^2*x^4+1920*a^3*b^2*p*q^2*x^3+8832*a^3*b^2*p*q*r*x^3 +864*a^3*b^2*p*q*x^4+5640*a^3*b^2*p*r^2*x^3-3672*a^3*b^2*p*r*x^4+384*a^3*b^2*q^ 3*x^3+3288*a^3*b^2*q^2*r*x^3+432*a^3*b^2*q^2*x^4+4416*a^3*b^2*q*r^2*x^3-3672*a^ 3*b^2*q*r*x^4+1232*a^3*b^2*r^3*x^3-3888*a^3*b^2*r^2*x^4+8576*a^3*b*c^4*x^3+ 21664*a^3*b*c^3*g*x^3+15936*a^3*b*c^3*p*x^3+11232*a^3*b*c^3*q*x^3+26720*a^3*b*c ^3*r*x^3+3456*a^3*b*c^3*x^4+16528*a^3*b*c^2*g^2*x^3+31408*a^3*b*c^2*g*p*x^3+ 22112*a^3*b*c^2*g*q*x^3+56448*a^3*b*c^2*g*r*x^3+10608*a^3*b*c^2*g*x^4+10304*a^3 *b*c^2*p^2*x^3+15424*a^3*b*c^2*p*q*x^3+32832*a^3*b*c^2*p*r*x^3+2688*a^3*b*c^2*p *x^4+5248*a^3*b*c^2*q^2*x^3+25760*a^3*b*c^2*q*r*x^3+2624*a^3*b*c^2*q*x^4+17184* a^3*b*c^2*r^2*x^3-11088*a^3*b*c^2*r*x^4+3920*a^3*b*c*g^3*x^3+17328*a^3*b*c*g^2* p*x^3+11968*a^3*b*c*g^2*q*x^3+34424*a^3*b*c*g^2*r*x^3+9592*a^3*b*c*g^2*x^4+ 14048*a^3*b*c*g*p^2*x^3+21088*a^3*b*c*g*p*q*x^3+47496*a^3*b*c*g*p*r*x^3+6120*a^ 3*b*c*g*p*x^4+7104*a^3*b*c*g*q^2*x^3+37336*a^3*b*c*g*q*r*x^3+6088*a^3*b*c*g*q*x ^4+26376*a^3*b*c*g*r^2*x^3-12744*a^3*b*c*g*r*x^4+2760*a^3*b*c*p^3*x^3+6488*a^3* b*c*p^2*q*x^3+12656*a^3*b*c*p^2*r*x^3+504*a^3*b*c*p^2*x^4+4760*a^3*b*c*p*q^2*x^ 3+20368*a^3*b*c*p*q*r*x^3+976*a^3*b*c*p*q*x^4+12528*a^3*b*c*p*r^2*x^3-9000*a^3* b*c*p*r*x^4+1032*a^3*b*c*q^3*x^3+7840*a^3*b*c*q^2*r*x^3+472*a^3*b*c*q^2*x^4+ 10104*a^3*b*c*q*r^2*x^3-8808*a^3*b*c*q*r*x^4+2896*a^3*b*c*r^3*x^3-8064*a^3*b*c* r^2*x^4+2540*a^3*b*g^3*p*x^3+1660*a^3*b*g^3*q*x^3+6080*a^3*b*g^3*r*x^3+2640*a^3 *b*g^3*x^4+4112*a^3*b*g^2*p^2*x^3+6144*a^3*b*g^2*p*q*x^3+15100*a^3*b*g^2*p*r*x^ 3+2996*a^3*b*g^2*p*x^4+2032*a^3*b*g^2*q^2*x^3+11884*a^3*b*g^2*q*r*x^3+2996*a^3* b*g^2*q*x^4+9108*a^3*b*g^2*r^2*x^3-2496*a^3*b*g^2*r*x^4+1964*a^3*b*g*p^3*x^3+ 4604*a^3*b*g*p^2*q*x^3+9420*a^3*b*g*p^2*r*x^3+732*a^3*b*g*p^2*x^4+3348*a^3*b*g* p*q^2*x^3+15152*a^3*b*g*p*q*r*x^3+1448*a^3*b*g*p*q*x^4+9744*a^3*b*g*p*r^2*x^3-\ 5868*a^3*b*g*p*r*x^4+708*a^3*b*g*q^3*x^3+5796*a^3*b*g*q^2*r*x^3+716*a^3*b*g*q^2 *x^4+7860*a^3*b*g*q*r^2*x^3-5772*a^3*b*g*q*r*x^4+2312*a^3*b*g*r^3*x^3-6192*a^3* b*g*r^2*x^4+256*a^3*b*p^4*x^3+840*a^3*b*p^3*q*x^3+1516*a^3*b*p^3*r*x^3+984*a^3* b*p^2*q^2*x^3+3780*a^3*b*p^2*q*r*x^3+2172*a^3*b*p^2*r^2*x^3-1656*a^3*b*p^2*r*x^ 4+472*a^3*b*p*q^3*x^3+3012*a^3*b*p*q^2*r*x^3+3528*a^3*b*p*q*r^2*x^3-3312*a^3*b* p*q*r*x^4+960*a^3*b*p*r^3*x^3-2592*a^3*b*p*r^2*x^4+72*a^3*b*q^4*x^3+748*a^3*b*q ^3*r*x^3+1356*a^3*b*q^2*r^2*x^3-1656*a^3*b*q^2*r*x^4+688*a^3*b*q*r^3*x^3-2592*a ^3*b*q*r^2*x^4+80*a^3*b*r^4*x^3-720*a^3*b*r^3*x^4+960*a^3*c^5*x^3+5696*a^3*c^4* g*x^3+2592*a^3*c^4*p*x^3+1248*a^3*c^4*q*x^3+3040*a^3*c^4*r*x^3+416*a^3*c^4*x^4+ 8192*a^3*c^3*g^2*x^3+11232*a^3*c^3*g*p*x^3+7344*a^3*c^3*g*q*x^3+17248*a^3*c^3*g *r*x^3+2304*a^3*c^3*g*x^4+2448*a^3*c^3*p^2*x^3+2592*a^3*c^3*p*q*x^3+6224*a^3*c^ 3*p*r*x^3+624*a^3*c^3*p*x^4+528*a^3*c^3*q^2*x^3+3024*a^3*c^3*q*r*x^3+384*a^3*c^ 3*q*x^4+2496*a^3*c^3*r^2*x^3-2064*a^3*c^3*r*x^4+4400*a^3*c^2*g^3*x^3+12288*a^3* c^2*g^2*p*x^3+8544*a^3*c^2*g^2*q*x^3+21232*a^3*c^2*g^2*r*x^3+3872*a^3*c^2*g^2*x ^4+7648*a^3*c^2*g*p^2*x^3+10592*a^3*c^2*g*p*q*x^3+22952*a^3*c^2*g*p*r*x^3+2024* a^3*c^2*g*p*x^4+3296*a^3*c^2*g*q^2*x^3+16328*a^3*c^2*g*q*r*x^3+1824*a^3*c^2*g*q *x^4+11208*a^3*c^2*g*r^2*x^3-7656*a^3*c^2*g*r*x^4+984*a^3*c^2*p^3*x^3+1656*a^3* c^2*p^2*q*x^3+3944*a^3*c^2*p^2*r*x^3+312*a^3*c^2*p^2*x^4+760*a^3*c^2*p*q^2*x^3+ 4112*a^3*c^2*p*q*r*x^3+384*a^3*c^2*p*q*x^4+3432*a^3*c^2*p*r^2*x^3-2064*a^3*c^2* p*r*x^4+72*a^3*c^2*q^3*x^3+864*a^3*c^2*q^2*r*x^3+80*a^3*c^2*q^2*x^4+1656*a^3*c^ 2*q*r^2*x^3-1560*a^3*c^2*q*r*x^4+768*a^3*c^2*r^3*x^3-1584*a^3*c^2*r^2*x^4+804*a ^3*c*g^4*x^3+4716*a^3*c*g^3*p*x^3+3296*a^3*c*g^3*q*x^3+9196*a^3*c*g^3*r*x^3+ 2468*a^3*c*g^3*x^4+5684*a^3*c*g^2*p^2*x^3+8400*a^3*c*g^2*p*q*x^3+18672*a^3*c*g^ 2*p*r*x^3+2328*a^3*c*g^2*p*x^4+2796*a^3*c*g^2*q^2*x^3+14328*a^3*c*g^2*q*r*x^3+ 2288*a^3*c*g^2*q*x^4+10056*a^3*c*g^2*r^2*x^3-5088*a^3*c*g^2*r*x^4+2132*a^3*c*g* p^3*x^3+4588*a^3*c*g*p^2*q*x^3+9420*a^3*c*g*p^2*r*x^3+500*a^3*c*g*p^2*x^4+3060* a^3*c*g*p*q^2*x^3+13640*a^3*c*g*p*q*r*x^3+840*a^3*c*g*p*q*x^4+9024*a^3*c*g*p*r^ 2*x^3-6072*a^3*c*g*p*r*x^4+596*a^3*c*g*q^3*x^3+4728*a^3*c*g*q^2*r*x^3+344*a^3*c *g*q^2*x^4+6492*a^3*c*g*q*r^2*x^3-5580*a^3*c*g*q*r*x^4+2072*a^3*c*g*r^3*x^3-\ 5304*a^3*c*g*r^2*x^4+144*a^3*c*p^4*x^3+336*a^3*c*p^3*q*x^3+796*a^3*c*p^3*r*x^3+ 52*a^3*c*p^3*x^4+248*a^3*c*p^2*q^2*x^3+1300*a^3*c*p^2*q*r*x^3+96*a^3*c*p^2*q*x^ 4+1092*a^3*c*p^2*r^2*x^3-516*a^3*c*p^2*r*x^4+56*a^3*c*p*q^3*x^3+576*a^3*c*p*q^2 *r*x^3+40*a^3*c*p*q^2*x^4+1080*a^3*c*p*q*r^2*x^3-780*a^3*c*p*q*r*x^4+512*a^3*c* p*r^3*x^3-792*a^3*c*p*r^2*x^4+56*a^3*c*q^3*r*x^3-4*a^3*c*q^3*x^4+216*a^3*c*q^2* r^2*x^3-288*a^3*c*q^2*r*x^4+240*a^3*c*q*r^3*x^3-504*a^3*c*q*r^2*x^4+80*a^3*c*r^ 4*x^3-160*a^3*c*r^3*x^4+528*a^3*g^4*p*x^3+352*a^3*g^4*q*x^3+1256*a^3*g^4*r*x^3+ 528*a^3*g^4*x^4+1144*a^3*g^3*p^2*x^3+1728*a^3*g^3*p*q*x^3+4138*a^3*g^3*p*r*x^3+ 784*a^3*g^3*p*x^4+584*a^3*g^3*q^2*x^3+3266*a^3*g^3*q*r*x^3+784*a^3*g^3*q*x^4+ 2454*a^3*g^3*r^2*x^3-726*a^3*g^3*r*x^4+824*a^3*g^2*p^3*x^3+1888*a^3*g^2*p^2*q*x ^3+3884*a^3*g^2*p^2*r*x^3+304*a^3*g^2*p^2*x^4+1344*a^3*g^2*p*q^2*x^3+6068*a^3*g ^2*p*q*r*x^3+588*a^3*g^2*p*q*x^4+3984*a^3*g^2*p*r^2*x^3-2286*a^3*g^2*p*r*x^4+ 280*a^3*g^2*q^3*x^3+2264*a^3*g^2*q^2*r*x^3+284*a^3*g^2*q^2*x^4+3132*a^3*g^2*q*r ^2*x^3-2166*a^3*g^2*q*r*x^4+968*a^3*g^2*r^3*x^3-2364*a^3*g^2*r^2*x^4+200*a^3*g* p^4*x^3+588*a^3*g*p^3*q*x^3+1156*a^3*g*p^3*r*x^3+26*a^3*g*p^3*x^4+616*a^3*g*p^2 *q^2*x^3+2540*a^3*g*p^2*q*r*x^3+48*a^3*g*p^2*q*x^4+1632*a^3*g*p^2*r^2*x^3-1086* a^3*g*p^2*r*x^4+264*a^3*g*p*q^3*x^3+1794*a^3*g*p*q^2*r*x^3+20*a^3*g*p*q^2*x^4+ 2304*a^3*g*p*q*r^2*x^3-2046*a^3*g*p*q*r*x^4+736*a^3*g*p*r^3*x^3-1692*a^3*g*p*r^ 2*x^4+36*a^3*g*q^4*x^3+402*a^3*g*q^3*r*x^3-2*a^3*g*q^3*x^4+786*a^3*g*q^2*r^2*x^ 3-972*a^3*g*q^2*r*x^4+464*a^3*g*q*r^3*x^3-1548*a^3*g*q*r^2*x^4+80*a^3*g*r^4*x^3 -440*a^3*g*r^3*x^4+448*a^2*b^5*c*x^3+256*a^2*b^5*p*x^3+96*a^2*b^5*q*x^3+576*a^2 *b^5*r*x^3+480*a^2*b^5*x^4+3840*a^2*b^4*c^2*x^3+2720*a^2*b^4*c*g*x^3+3744*a^2*b ^4*c*p*x^3+2080*a^2*b^4*c*q*x^3+7104*a^2*b^4*c*r*x^3+2944*a^2*b^4*c*x^4+1616*a^ 2*b^4*g*p*x^3+800*a^2*b^4*g*q*x^3+3808*a^2*b^4*g*r*x^3+2448*a^2*b^4*g*x^4+864*a ^2*b^4*p^2*x^3+1088*a^2*b^4*p*q*x^3+3040*a^2*b^4*p*r*x^3+896*a^2*b^4*p*x^4+224* a^2*b^4*q^2*x^3+2016*a^2*b^4*q*r*x^3+896*a^2*b^4*q*x^4+1632*a^2*b^4*r^2*x^3-768 *a^2*b^4*r*x^4+11648*a^2*b^3*c^3*x^3+16928*a^2*b^3*c^2*g*x^3+16032*a^2*b^3*c^2* p*x^3+10304*a^2*b^3*c^2*q*x^3+28544*a^2*b^3*c^2*r*x^3+6656*a^2*b^3*c^2*x^4+5840 *a^2*b^3*c*g^2*x^3+16880*a^2*b^3*c*g*p*x^3+10400*a^2*b^3*c*g*q*x^3+33120*a^2*b^ 3*c*g*r*x^3+11616*a^2*b^3*c*g*x^4+6976*a^2*b^3*c*p^2*x^3+9696*a^2*b^3*c*p*q*x^3 +23216*a^2*b^3*c*p*r*x^3+3760*a^2*b^3*c*p*x^4+2720*a^2*b^3*c*q^2*x^3+16912*a^2* b^3*c*q*r*x^3+3760*a^2*b^3*c*q*x^4+12096*a^2*b^3*c*r^2*x^3-7872*a^2*b^3*c*r*x^4 +3568*a^2*b^3*g^2*p*x^3+2000*a^2*b^3*g^2*q*x^3+8544*a^2*b^3*g^2*r*x^3+4704*a^2* b^3*g^2*x^4+3920*a^2*b^3*g*p^2*x^3+5344*a^2*b^3*g*p*q*x^3+14208*a^2*b^3*g*p*r*x ^3+3576*a^2*b^3*g*p*x^4+1424*a^2*b^3*g*q^2*x^3+10304*a^2*b^3*g*q*r*x^3+3576*a^2 *b^3*g*q*x^4+8160*a^2*b^3*g*r^2*x^3-2952*a^2*b^3*g*r*x^4+960*a^2*b^3*p^3*x^3+ 2112*a^2*b^3*p^2*q*x^3+4488*a^2*b^3*p^2*r*x^3+432*a^2*b^3*p^2*x^4+1344*a^2*b^3* p*q^2*x^3+6720*a^2*b^3*p*q*r*x^3+864*a^2*b^3*p*q*x^4+4224*a^2*b^3*p*r^2*x^3-\ 3672*a^2*b^3*p*r*x^4+192*a^2*b^3*q^3*x^3+2232*a^2*b^3*q^2*r*x^3+432*a^2*b^3*q^2 *x^4+3000*a^2*b^3*q*r^2*x^3-3672*a^2*b^3*q*r*x^4+688*a^2*b^3*r^3*x^3-3888*a^2*b ^3*r^2*x^4+14848*a^2*b^2*c^4*x^3+34432*a^2*b^2*c^3*g*x^3+26432*a^2*b^2*c^3*p*x^ 3+18368*a^2*b^2*c^3*q*x^3+45312*a^2*b^2*c^3*r*x^3+6464*a^2*b^2*c^3*x^4+24960*a^ 2*b^2*c^2*g^2*x^3+48272*a^2*b^2*c^2*g*p*x^3+32624*a^2*b^2*c^2*g*q*x^3+87360*a^2 *b^2*c^2*g*r*x^3+18592*a^2*b^2*c^2*g*x^4+16736*a^2*b^2*c^2*p^2*x^3+24704*a^2*b^ 2*c^2*p*q*x^3+53760*a^2*b^2*c^2*p*r*x^3+4896*a^2*b^2*c^2*p*x^4+7968*a^2*b^2*c^2 *q^2*x^3+41856*a^2*b^2*c^2*q*r*x^3+4896*a^2*b^2*c^2*q*x^4+27648*a^2*b^2*c^2*r^2 *x^3-20832*a^2*b^2*c^2*r*x^4+5728*a^2*b^2*c*g^3*x^3+25360*a^2*b^2*c*g^2*p*x^3+ 16496*a^2*b^2*c*g^2*q*x^3+50400*a^2*b^2*c*g^2*r*x^3+16080*a^2*b^2*c*g^2*x^4+ 21200*a^2*b^2*c*g*p^2*x^3+30784*a^2*b^2*c*g*p*q*x^3+71728*a^2*b^2*c*g*p*r*x^3+ 10656*a^2*b^2*c*g*p*x^4+9584*a^2*b^2*c*g*q^2*x^3+54992*a^2*b^2*c*g*q*r*x^3+ 10656*a^2*b^2*c*g*q*x^4+39168*a^2*b^2*c*g*r^2*x^3-21648*a^2*b^2*c*g*r*x^4+4504* a^2*b^2*c*p^3*x^3+10392*a^2*b^2*c*p^2*q*x^3+20480*a^2*b^2*c*p^2*r*x^3+880*a^2*b ^2*c*p^2*x^4+7272*a^2*b^2*c*p*q^2*x^3+32448*a^2*b^2*c*p*q*r*x^3+1760*a^2*b^2*c* p*q*x^4+19440*a^2*b^2*c*p*r^2*x^3-17232*a^2*b^2*c*p*r*x^4+1384*a^2*b^2*c*q^3*x^ 3+11968*a^2*b^2*c*q^2*r*x^3+880*a^2*b^2*c*q^2*x^4+15120*a^2*b^2*c*q*r^2*x^3-\ 17232*a^2*b^2*c*q*r*x^4+3840*a^2*b^2*c*r^3*x^3-15552*a^2*b^2*c*r^2*x^4+3580*a^2 *b^2*g^3*p*x^3+2148*a^2*b^2*g^3*q*x^3+8592*a^2*b^2*g^3*r*x^3+4296*a^2*b^2*g^3*x ^4+5936*a^2*b^2*g^2*p^2*x^3+8448*a^2*b^2*g^2*p*q*x^3+21776*a^2*b^2*g^2*p*r*x^3+ 5016*a^2*b^2*g^2*p*x^4+2512*a^2*b^2*g^2*q^2*x^3+16528*a^2*b^2*g^2*q*r*x^3+5016* a^2*b^2*g^2*q*x^4+12960*a^2*b^2*g^2*r^2*x^3-3960*a^2*b^2*g^2*r*x^4+2932*a^2*b^2 *g*p^3*x^3+6708*a^2*b^2*g*p^2*q*x^3+13960*a^2*b^2*g*p^2*r*x^3+1256*a^2*b^2*g*p^ 2*x^4+4620*a^2*b^2*g*p*q^2*x^3+21984*a^2*b^2*g*p*q*r*x^3+2512*a^2*b^2*g*p*q*x^4 +13932*a^2*b^2*g*p*r^2*x^3-10128*a^2*b^2*g*p*r*x^4+844*a^2*b^2*g*q^3*x^3+8024*a ^2*b^2*g*q^2*r*x^3+1256*a^2*b^2*g*q^2*x^4+10836*a^2*b^2*g*q*r^2*x^3-10128*a^2*b ^2*g*q*r*x^4+2880*a^2*b^2*g*r^3*x^3-10800*a^2*b^2*g*r^2*x^4+440*a^2*b^2*p^4*x^3 +1392*a^2*b^2*p^3*q*x^3+2544*a^2*b^2*p^3*r*x^3+1536*a^2*b^2*p^2*q^2*x^3+6096*a^ 2*b^2*p^2*q*r*x^3+3408*a^2*b^2*p^2*r^2*x^3-3312*a^2*b^2*p^2*r*x^4+656*a^2*b^2*p *q^3*x^3+4560*a^2*b^2*p*q^2*r*x^3+5184*a^2*b^2*p*q*r^2*x^3-6624*a^2*b^2*p*q*r*x ^4+1232*a^2*b^2*p*r^3*x^3-5184*a^2*b^2*p*r^2*x^4+72*a^2*b^2*q^4*x^3+1008*a^2*b^ 2*q^3*r*x^3+1776*a^2*b^2*q^2*r^2*x^3-3312*a^2*b^2*q^2*r*x^4+688*a^2*b^2*q*r^3*x ^3-5184*a^2*b^2*q*r^2*x^4-1440*a^2*b^2*r^3*x^4+7296*a^2*b*c^5*x^3+25792*a^2*b*c ^4*g*x^3+16320*a^2*b*c^4*p*x^3+11328*a^2*b*c^4*q*x^3+26272*a^2*b*c^4*r*x^3+2464 *a^2*b*c^4*x^4+30768*a^2*b*c^3*g^2*x^3+47200*a^2*b*c^3*g*p*x^3+32880*a^2*b*c^3* g*q*x^3+79872*a^2*b*c^3*g*r*x^3+11104*a^2*b*c^3*g*x^4+13792*a^2*b*c^3*p^2*x^3+ 20064*a^2*b*c^3*p*q*x^3+41840*a^2*b*c^3*p*r*x^3+2240*a^2*b*c^3*p*x^4+6720*a^2*b *c^3*q^2*x^3+32560*a^2*b*c^3*q*r*x^3+2000*a^2*b*c^3*q*x^4+20784*a^2*b*c^3*r^2*x ^3-17616*a^2*b*c^3*r*x^4+15072*a^2*b*c^2*g^3*x^3+44096*a^2*b*c^2*g^2*p*x^3+ 30400*a^2*b*c^2*g^2*q*x^3+79456*a^2*b*c^2*g^2*r*x^3+16128*a^2*b*c^2*g^2*x^4+ 30488*a^2*b*c^2*g*p^2*x^3+44960*a^2*b*c^2*g*p*q*x^3+97112*a^2*b*c^2*g*p*r*x^3+ 8784*a^2*b*c^2*g*p*x^4+14856*a^2*b*c^2*g*q^2*x^3+75896*a^2*b*c^2*g*q*r*x^3+8584 *a^2*b*c^2*g*q*x^4+50616*a^2*b*c^2*g*r^2*x^3-35256*a^2*b*c^2*g*r*x^4+5528*a^2*b *c^2*p^3*x^3+12480*a^2*b*c^2*p^2*q*x^3+23992*a^2*b*c^2*p^2*r*x^3+408*a^2*b*c^2* p^2*x^4+8888*a^2*b*c^2*p*q^2*x^3+37584*a^2*b*c^2*p*q*r*x^3+560*a^2*b*c^2*p*q*x^ 4+22272*a^2*b*c^2*p*r^2*x^3-20520*a^2*b*c^2*p*r*x^4+1888*a^2*b*c^2*q^3*x^3+ 14384*a^2*b*c^2*q^2*r*x^3+176*a^2*b*c^2*q^2*x^4+17664*a^2*b*c^2*q*r^2*x^3-20016 *a^2*b*c^2*q*r*x^4+4704*a^2*b*c^2*r^3*x^3-16560*a^2*b*c^2*r^2*x^4+2612*a^2*b*c* g^4*x^3+15616*a^2*b*c*g^3*p*x^3+10476*a^2*b*c*g^3*q*x^3+30996*a^2*b*c*g^3*r*x^3 +9340*a^2*b*c*g^3*x^4+19684*a^2*b*c*g^2*p^2*x^3+29024*a^2*b*c*g^2*p*q*x^3+66464 *a^2*b*c*g^2*p*r*x^3+9464*a^2*b*c*g^2*p*x^4+9420*a^2*b*c*g^2*q^2*x^3+51848*a^2* b*c*g^2*q*r*x^3+9424*a^2*b*c*g^2*q*x^4+36876*a^2*b*c*g^2*r^2*x^3-18792*a^2*b*c* g^2*r*x^4+8300*a^2*b*c*g*p^3*x^3+19064*a^2*b*c*g*p^2*q*x^3+37604*a^2*b*c*g*p^2* r*x^3+1748*a^2*b*c*g*p^2*x^4+13564*a^2*b*c*g*p*q^2*x^3+59672*a^2*b*c*g*p*q*r*x^ 3+3328*a^2*b*c*g*p*q*x^4+36456*a^2*b*c*g*p*r^2*x^3-29244*a^2*b*c*g*p*r*x^4+2776 *a^2*b*c*g*q^3*x^3+22624*a^2*b*c*g*q^2*r*x^3+1592*a^2*b*c*g*q^2*x^4+29100*a^2*b *c*g*q*r^2*x^3-28752*a^2*b*c*g*q*r*x^4+7976*a^2*b*c*g*r^3*x^3-26424*a^2*b*c*g*r ^2*x^4+1044*a^2*b*c*p^4*x^3+3256*a^2*b*c*p^3*q*x^3+5840*a^2*b*c*p^3*r*x^3-100*a ^2*b*c*p^3*x^4+3648*a^2*b*c*p^2*q^2*x^3+13912*a^2*b*c*p^2*q*r*x^3-368*a^2*b*c*p ^2*q*x^4+7764*a^2*b*c*p^2*r^2*x^3-7488*a^2*b*c*p^2*r*x^4+1680*a^2*b*c*p*q^3*x^3 +10764*a^2*b*c*p*q^2*r*x^3-424*a^2*b*c*p*q^2*x^4+12096*a^2*b*c*p*q*r^2*x^3-\ 14676*a^2*b*c*p*q*r*x^4+3040*a^2*b*c*p*r^3*x^3-10872*a^2*b*c*p*r^2*x^4+244*a^2* b*c*q^4*x^3+2644*a^2*b*c*q^3*r*x^3-156*a^2*b*c*q^3*x^4+4560*a^2*b*c*q^2*r^2*x^3 -7260*a^2*b*c*q^2*r*x^4+2064*a^2*b*c*q*r^3*x^3-10584*a^2*b*c*q*r^2*x^4+160*a^2* b*c*r^4*x^3-2880*a^2*b*c*r^3*x^4+1664*a^2*b*g^4*p*x^3+1040*a^2*b*g^4*q*x^3+3976 *a^2*b*g^4*r*x^3+1872*a^2*b*g^4*x^4+3704*a^2*b*g^3*p^2*x^3+5408*a^2*b*g^3*p*q*x ^3+13590*a^2*b*g^3*p*r*x^3+2960*a^2*b*g^3*p*x^4+1704*a^2*b*g^3*q^2*x^3+10558*a^ 2*b*g^3*q*r*x^3+2960*a^2*b*g^3*q*x^4+8202*a^2*b*g^3*r^2*x^3-2298*a^2*b*g^3*r*x^ 4+2760*a^2*b*g^2*p^3*x^3+6376*a^2*b*g^2*p^2*q*x^3+13152*a^2*b*g^2*p^2*r*x^3+ 1168*a^2*b*g^2*p^2*x^4+4512*a^2*b*g^2*p*q^2*x^3+21004*a^2*b*g^2*p*q*r*x^3+2316* a^2*b*g^2*p*q*x^4+13452*a^2*b*g^2*p*r^2*x^3-8790*a^2*b*g^2*p*r*x^4+896*a^2*b*g^ 2*q^3*x^3+7932*a^2*b*g^2*q^2*r*x^3+1148*a^2*b*g^2*q^2*x^4+10836*a^2*b*g^2*q*r^2 *x^3-8670*a^2*b*g^2*q*r*x^4+3096*a^2*b*g^2*r^3*x^3-9396*a^2*b*g^2*r^2*x^4+808*a ^2*b*g*p^4*x^3+2540*a^2*b*g*p^3*q*x^3+4668*a^2*b*g*p^3*r*x^3+30*a^2*b*g*p^3*x^4 +2844*a^2*b*g*p^2*q^2*x^3+11204*a^2*b*g*p^2*q*r*x^3+56*a^2*b*g*p^2*q*x^4+6408*a ^2*b*g*p^2*r^2*x^3-5634*a^2*b*g*p^2*r*x^4+1288*a^2*b*g*p*q^3*x^3+8634*a^2*b*g*p *q^2*r*x^3+28*a^2*b*g*p*q^2*x^4+10032*a^2*b*g*p*q*r^2*x^3-11118*a^2*b*g*p*q*r*x ^4+2568*a^2*b*g*p*r^3*x^3-8892*a^2*b*g*p*r^2*x^4+176*a^2*b*g*q^4*x^3+2074*a^2*b *g*q^3*r*x^3+2*a^2*b*g*q^3*x^4+3738*a^2*b*g*q^2*r^2*x^3-5520*a^2*b*g*q^2*r*x^4+ 1720*a^2*b*g*q*r^3*x^3-8748*a^2*b*g*q*r^2*x^4+120*a^2*b*g*r^4*x^3-2520*a^2*b*g* r^3*x^4+72*a^2*b*p^5*x^3+298*a^2*b*p^4*q*x^3+494*a^2*b*p^4*r*x^3-26*a^2*b*p^4*x ^4+472*a^2*b*p^3*q^2*x^3+1644*a^2*b*p^3*q*r*x^3-104*a^2*b*p^3*q*x^4+864*a^2*b*p ^3*r^2*x^3-834*a^2*b*p^3*r*x^4+348*a^2*b*p^2*q^3*x^3+1968*a^2*b*p^2*q^2*r*x^3-\ 156*a^2*b*p^2*q^2*x^4+2070*a^2*b*p^2*q*r^2*x^3-2502*a^2*b*p^2*q*r*x^4+516*a^2*b *p^2*r^3*x^3-1620*a^2*b*p^2*r^2*x^4+112*a^2*b*p*q^4*x^3+980*a^2*b*p*q^3*r*x^3-\ 104*a^2*b*p*q^3*x^4+1548*a^2*b*p*q^2*r^2*x^3-2502*a^2*b*p*q^2*r*x^4+688*a^2*b*p *q*r^3*x^3-3240*a^2*b*p*q*r^2*x^4+80*a^2*b*p*r^4*x^3-720*a^2*b*p*r^3*x^4+10*a^2 *b*q^5*x^3+162*a^2*b*q^4*r*x^3-26*a^2*b*q^4*x^4+342*a^2*b*q^3*r^2*x^3-834*a^2*b *q^3*r*x^4+172*a^2*b*q^2*r^3*x^3-1620*a^2*b*q^2*r^2*x^4-720*a^2*b*q*r^3*x^4+704 *a^2*c^6*x^3+5184*a^2*c^5*g*x^3+2304*a^2*c^5*p*x^3+992*a^2*c^5*q*x^3+2656*a^2*c ^5*r*x^3+288*a^2*c^5*x^4+10304*a^2*c^4*g^2*x^3+12528*a^2*c^4*g*p*x^3+7744*a^2*c ^4*g*q*x^3+18336*a^2*c^4*g*r*x^3+1936*a^2*c^4*g*x^4+2848*a^2*c^4*p^2*x^3+2688*a ^2*c^4*p*q*x^3+6976*a^2*c^4*p*r*x^3+576*a^2*c^4*p*x^4+464*a^2*c^4*q^2*x^3+3040* a^2*c^4*q*r*x^3+208*a^2*c^4*q*x^4+2736*a^2*c^4*r^2*x^3-2640*a^2*c^4*r*x^4+8560* a^2*c^3*g^3*x^3+19728*a^2*c^3*g^2*p*x^3+13288*a^2*c^3*g^2*q*x^3+31936*a^2*c^3*g ^2*r*x^3+4432*a^2*c^3*g^2*x^4+11368*a^2*c^3*g*p^2*x^3+14688*a^2*c^3*g*p*q*x^3+ 32360*a^2*c^3*g*p*r*x^3+2248*a^2*c^3*g*p*x^4+4288*a^2*c^3*g*q^2*x^3+21768*a^2*c ^3*g*q*r*x^3+1672*a^2*c^3*g*q*x^4+15048*a^2*c^3*g*r^2*x^3-12624*a^2*c^3*g*r*x^4 +1696*a^2*c^3*p^3*x^3+2544*a^2*c^3*p^2*q*x^3+6480*a^2*c^3*p^2*r*x^3+432*a^2*c^3 *p^2*x^4+992*a^2*c^3*p*q^2*x^3+5968*a^2*c^3*p*q*r*x^3+312*a^2*c^3*p*q*x^4+5328* a^2*c^3*p*r^2*x^3-3960*a^2*c^3*p*r*x^4+72*a^2*c^3*q^3*x^3+1080*a^2*c^3*q^2*r*x^ 3-56*a^2*c^3*q^2*x^4+2232*a^2*c^3*q*r^2*x^3-2904*a^2*c^3*q*r*x^4+1104*a^2*c^3*r ^3*x^3-2736*a^2*c^3*r^2*x^4+3204*a^2*c^2*g^4*x^3+12644*a^2*c^2*g^3*p*x^3+8720*a ^2*c^2*g^3*q*x^3+22264*a^2*c^2*g^3*r*x^3+4372*a^2*c^2*g^3*x^4+13316*a^2*c^2*g^2 *p^2*x^3+18896*a^2*c^2*g^2*p*q*x^3+41108*a^2*c^2*g^2*p*r*x^3+3804*a^2*c^2*g^2*p *x^4+6036*a^2*c^2*g^2*q^2*x^3+30644*a^2*c^2*g^2*q*r*x^3+3544*a^2*c^2*g^2*q*x^4+ 20868*a^2*c^2*g^2*r^2*x^3-14280*a^2*c^2*g^2*r*x^4+4840*a^2*c^2*g*p^3*x^3+9636*a ^2*c^2*g*p^2*q*x^3+20284*a^2*c^2*g*p^2*r*x^3+840*a^2*c^2*g*p^2*x^4+5952*a^2*c^2 *g*p*q^2*x^3+27216*a^2*c^2*g*p*q*r*x^3+1004*a^2*c^2*g*p*q*x^4+18348*a^2*c^2*g*p *r^2*x^3-14736*a^2*c^2*g*p*r*x^4+1080*a^2*c^2*g*q^3*x^3+8916*a^2*c^2*g*q^2*r*x^ 3+216*a^2*c^2*g*q^2*x^4+12216*a^2*c^2*g*q*r^2*x^3-13380*a^2*c^2*g*q*r*x^4+3960* a^2*c^2*g*r^3*x^3-11688*a^2*c^2*g*r^2*x^4+492*a^2*c^2*p^4*x^3+1024*a^2*c^2*p^3* q*x^3+2576*a^2*c^2*p^3*r*x^3+144*a^2*c^2*p^3*x^4+644*a^2*c^2*p^2*q^2*x^3+3688*a ^2*c^2*p^2*q*r*x^3+156*a^2*c^2*p^2*q*x^4+3276*a^2*c^2*p^2*r^2*x^3-1980*a^2*c^2* p^2*r*x^4+112*a^2*c^2*p*q^3*x^3+1368*a^2*c^2*p*q^2*r*x^3-56*a^2*c^2*p*q^2*x^4+ 2736*a^2*c^2*p*q*r^2*x^3-2904*a^2*c^2*p*q*r*x^4+1360*a^2*c^2*p*r^3*x^3-2736*a^2 *c^2*p*r^2*x^4+112*a^2*c^2*q^3*r*x^3-68*a^2*c^2*q^3*x^4+432*a^2*c^2*q^2*r^2*x^3 -1008*a^2*c^2*q^2*r*x^4+480*a^2*c^2*q*r^3*x^3-1656*a^2*c^2*q*r^2*x^4+160*a^2*c^ 2*r^4*x^3-560*a^2*c^2*r^3*x^4+448*a^2*c*g^5*x^3+3392*a^2*c*g^4*p*x^3+2316*a^2*c *g^4*q*x^3+6650*a^2*c*g^4*r*x^3+1926*a^2*c*g^4*x^4+5812*a^2*c*g^3*p^2*x^3+8544* a^2*c*g^3*p*q*x^3+19298*a^2*c*g^3*p*r*x^3+2654*a^2*c*g^3*p*x^4+2796*a^2*c*g^3*q ^2*x^3+14934*a^2*c*g^3*q*r*x^3+2622*a^2*c*g^3*q*x^4+10596*a^2*c*g^3*r^2*x^3-\ 5322*a^2*c*g^3*r*x^4+3788*a^2*c*g^2*p^3*x^3+8302*a^2*c*g^2*p^2*q*x^3+16866*a^2* c*g^2*p^2*r*x^3+918*a^2*c*g^2*p^2*x^4+5656*a^2*c*g^2*p*q^2*x^3+25296*a^2*c*g^2* p*q*r*x^3+1604*a^2*c*g^2*p*q*x^4+16272*a^2*c*g^2*p*r^2*x^3-11868*a^2*c*g^2*p*r* x^4+1122*a^2*c*g^2*q^3*x^3+9152*a^2*c*g^2*q^2*r*x^3+696*a^2*c*g^2*q^2*x^4+12282 *a^2*c*g^2*q*r^2*x^3-11262*a^2*c*g^2*q*r*x^4+3700*a^2*c*g^2*r^3*x^3-10632*a^2*c *g^2*r^2*x^4+948*a^2*c*g*p^4*x^3+2572*a^2*c*g*p^3*q*x^3+5228*a^2*c*g*p^3*r*x^3+ 92*a^2*c*g*p^3*x^4+2478*a^2*c*g*p^2*q^2*x^3+10528*a^2*c*g*p^2*q*r*x^3+36*a^2*c* g*p^2*q*x^4+6972*a^2*c*g*p^2*r^2*x^3-5358*a^2*c*g*p^2*r*x^4+976*a^2*c*g*p*q^3*x ^3+6874*a^2*c*g*p*q^2*r*x^3-162*a^2*c*g*p*q^2*x^4+8928*a^2*c*g*p*q*r^2*x^3-9750 *a^2*c*g*p*q*r*x^4+2920*a^2*c*g*p*r^3*x^3-7824*a^2*c*g*p*r^2*x^4+122*a^2*c*g*q^ 4*x^3+1462*a^2*c*g*q^3*r*x^3-106*a^2*c*g*q^3*x^4+2820*a^2*c*g*q^2*r^2*x^3-4494* a^2*c*g*q^2*r*x^4+1632*a^2*c*g*q*r^3*x^3-6804*a^2*c*g*q*r^2*x^4+280*a^2*c*g*r^4 *x^3-1960*a^2*c*g*r^3*x^4+56*a^2*c*p^5*x^3+150*a^2*c*p^4*q*x^3+374*a^2*c*p^4*r* x^3+18*a^2*c*p^4*x^4+132*a^2*c*p^3*q^2*x^3+732*a^2*c*p^3*q*r*x^3+26*a^2*c*p^3*q *x^4+648*a^2*c*p^3*r^2*x^3-330*a^2*c*p^3*r*x^4+38*a^2*c*p^2*q^3*x^3+414*a^2*c*p ^2*q^2*r*x^3-14*a^2*c*p^2*q^2*x^4+810*a^2*c*p^2*q*r^2*x^3-726*a^2*c*p^2*q*r*x^4 +404*a^2*c*p^2*r^3*x^3-684*a^2*c*p^2*r^2*x^4+56*a^2*c*p*q^3*r*x^3-34*a^2*c*p*q^ 3*x^4+216*a^2*c*p*q^2*r^2*x^3-504*a^2*c*p*q^2*r*x^4+240*a^2*c*p*q*r^3*x^3-828*a ^2*c*p*q*r^2*x^4+80*a^2*c*p*r^4*x^3-280*a^2*c*p*r^3*x^4-12*a^2*c*q^4*x^4-108*a^ 2*c*q^3*r*x^4-216*a^2*c*q^2*r^2*x^4-120*a^2*c*q*r^3*x^4+290*a^2*g^5*p*x^3+186*a ^2*g^5*q*x^3+688*a^2*g^5*r*x^3+312*a^2*g^5*x^4+820*a^2*g^4*p^2*x^3+1216*a^2*g^4 *p*q*x^3+2981*a^2*g^4*p*r*x^3+621*a^2*g^4*p*x^4+396*a^2*g^4*q^2*x^3+2337*a^2*g^ 4*q*r*x^3+621*a^2*g^4*q*x^4+1791*a^2*g^4*r^2*x^3-504*a^2*g^4*r*x^4+842*a^2*g^3* p^3*x^3+1928*a^2*g^3*p^2*q*x^3+3977*a^2*g^3*p^2*r*x^3+351*a^2*g^3*p^2*x^4+1362* a^2*g^3*p*q^2*x^3+6272*a^2*g^3*p*q*r*x^3+686*a^2*g^3*p*q*x^4+4086*a^2*g^3*p*r^2 *x^3-2475*a^2*g^3*p*r*x^4+276*a^2*g^3*q^3*x^3+2359*a^2*g^3*q^2*r*x^3+335*a^2*g^ 3*q^2*x^4+3273*a^2*g^3*q*r^2*x^3-2379*a^2*g^3*q*r*x^4+986*a^2*g^3*r^3*x^3-2628* a^2*g^3*r^2*x^4+384*a^2*g^2*p^4*x^3+1138*a^2*g^2*p^3*q*x^3+2208*a^2*g^2*p^3*r*x ^3+50*a^2*g^2*p^3*x^4+1204*a^2*g^2*p^2*q^2*x^3+4942*a^2*g^2*p^2*q*r*x^3+99*a^2* g^2*p^2*q*x^4+3078*a^2*g^2*p^2*r^2*x^3-2301*a^2*g^2*p^2*r*x^4+520*a^2*g^2*p*q^3 *x^3+3581*a^2*g^2*p*q^2*r*x^3+53*a^2*g^2*p*q^2*x^4+4476*a^2*g^2*p*q*r^2*x^3-\ 4383*a^2*g^2*p*q*r*x^4+1336*a^2*g^2*p*r^3*x^3-3660*a^2*g^2*p*r^2*x^4+70*a^2*g^2 *q^4*x^3+827*a^2*g^2*q^3*r*x^3+4*a^2*g^2*q^3*x^4+1587*a^2*g^2*q^2*r^2*x^3-2112* a^2*g^2*q^2*r*x^4+868*a^2*g^2*q*r^3*x^3-3420*a^2*g^2*q*r^2*x^4+120*a^2*g^2*r^4* x^3-1020*a^2*g^2*r^3*x^4+64*a^2*g*p^5*x^3+224*a^2*g*p^4*q*x^3+434*a^2*g*p^4*r*x ^3-4*a^2*g*p^4*x^4+302*a^2*g*p^3*q^2*x^3+1188*a^2*g*p^3*q*r*x^3-39*a^2*g*p^3*q* x^4+756*a^2*g*p^3*r^2*x^3-582*a^2*g*p^3*r*x^4+193*a^2*g*p^2*q^3*x^3+1191*a^2*g* p^2*q^2*r*x^3-85*a^2*g*p^2*q^2*x^4+1440*a^2*g*p^2*q*r^2*x^3-1614*a^2*g*p^2*q*r* x^4+460*a^2*g*p^2*r^3*x^3-1152*a^2*g*p^2*r^2*x^4+56*a^2*g*p*q^4*x^3+518*a^2*g*p *q^3*r*x^3-69*a^2*g*p*q^3*x^4+882*a^2*g*p*q^2*r^2*x^3-1503*a^2*g*p*q^2*r*x^4+ 464*a^2*g*p*q*r^3*x^3-2034*a^2*g*p*q*r^2*x^4+80*a^2*g*p*r^4*x^3-500*a^2*g*p*r^3 *x^4+5*a^2*g*q^5*x^3+81*a^2*g*q^4*r*x^3-19*a^2*g*q^4*x^4+171*a^2*g*q^3*r^2*x^3-\ 471*a^2*g*q^3*r*x^4+86*a^2*g*q^2*r^3*x^3-918*a^2*g*q^2*r^2*x^4-420*a^2*g*q*r^3* x^4+64*a*b^6*c*x^3+32*a*b^6*p*x^3+64*a*b^6*r*x^3+96*a*b^6*x^4+768*a*b^5*c^2*x^3 +640*a*b^5*c*g*x^3+704*a*b^5*c*p*x^3+288*a*b^5*c*q*x^3+1248*a*b^5*c*r*x^3+736*a *b^5*c*x^4+352*a*b^5*g*p*x^3+112*a*b^5*g*q*x^3+800*a*b^5*g*r*x^3+720*a*b^5*g*x^ 4+160*a*b^5*p^2*x^3+160*a*b^5*p*q*x^3+528*a*b^5*p*r*x^3+224*a*b^5*p*x^4+272*a*b ^5*q*r*x^3+224*a*b^5*q*x^4+240*a*b^5*r^2*x^3-192*a*b^5*r*x^4+3584*a*b^4*c^3*x^3 +5728*a*b^4*c^2*g*x^3+4672*a*b^4*c^2*p*x^3+2656*a*b^4*c^2*q*x^3+7968*a*b^4*c^2* r*x^3+2272*a*b^4*c^2*x^4+2080*a*b^4*c*g^2*x^3+5488*a*b^4*c*g*p*x^3+2928*a*b^4*c *g*q*x^3+10400*a*b^4*c*g*r*x^3+4512*a*b^4*c*g*x^4+1952*a*b^4*c*p^2*x^3+2432*a*b ^4*c*p*q*x^3+6240*a*b^4*c*p*r*x^3+1280*a*b^4*c*p*x^4+480*a*b^4*c*q^2*x^3+4032*a *b^4*c*q*r*x^3+1280*a*b^4*c*q*x^4+2832*a*b^4*c*r^2*x^3-2784*a*b^4*c*r*x^4+1200* a*b^4*g^2*p*x^3+544*a*b^4*g^2*q*x^3+2848*a*b^4*g^2*r*x^3+1968*a*b^4*g^2*x^4+ 1264*a*b^4*g*p^2*x^3+1536*a*b^4*g*p*q*x^3+4432*a*b^4*g*p*r*x^3+1392*a*b^4*g*p*x ^4+272*a*b^4*g*q^2*x^3+2864*a*b^4*g*q*r*x^3+1392*a*b^4*g*q*x^4+2304*a*b^4*g*r^2 *x^3-1224*a*b^4*g*r*x^4+256*a*b^4*p^3*x^3+512*a*b^4*p^2*q*x^3+1144*a*b^4*p^2*r* x^3+144*a*b^4*p^2*x^4+256*a*b^4*p*q^2*x^3+1536*a*b^4*p*q*r*x^3+288*a*b^4*p*q*x^ 4+936*a*b^4*p*r^2*x^3-1224*a*b^4*p*r*x^4+392*a*b^4*q^2*r*x^3+144*a*b^4*q^2*x^4+ 528*a*b^4*q*r^2*x^3-1224*a*b^4*q*r*x^4+48*a*b^4*r^3*x^3-1296*a*b^4*r^2*x^4+7552 *a*b^3*c^4*x^3+18272*a*b^3*c^3*g*x^3+12704*a*b^3*c^3*p*x^3+8512*a*b^3*c^3*q*x^3 +21664*a*b^3*c^3*r*x^3+3456*a*b^3*c^3*x^4+13488*a*b^3*c^2*g^2*x^3+24672*a*b^3*c ^2*g*p*x^3+15632*a*b^3*c^2*g*q*x^3+43968*a*b^3*c^2*g*r*x^3+10608*a*b^3*c^2*g*x^ 4+7680*a*b^3*c^2*p^2*x^3+10944*a*b^3*c^2*p*q*x^3+24544*a*b^3*c^2*p*r*x^3+2624*a *b^3*c^2*p*x^4+3136*a*b^3*c^2*q^2*x^3+18240*a*b^3*c^2*q*r*x^3+2688*a*b^3*c^2*q* x^4+11616*a*b^3*c^2*r^2*x^3-11088*a*b^3*c^2*r*x^4+3120*a*b^3*c*g^3*x^3+13248*a* b^3*c*g^2*p*x^3+7888*a*b^3*c*g^2*q*x^3+25960*a*b^3*c*g^2*r*x^3+9592*a*b^3*c*g^2 *x^4+10592*a*b^3*c*g*p^2*x^3+14560*a*b^3*c*g*p*q*x^3+35336*a*b^3*c*g*p*r*x^3+ 6088*a*b^3*c*g*p*x^4+3904*a*b^3*c*g*q^2*x^3+25560*a*b^3*c*g*q*r*x^3+6120*a*b^3* c*g*q*x^4+17976*a*b^3*c*g*r^2*x^3-12744*a*b^3*c*g*r*x^4+1976*a*b^3*c*p^3*x^3+ 4392*a*b^3*c*p^2*q*x^3+8864*a*b^3*c*p^2*r*x^3+472*a*b^3*c*p^2*x^4+2792*a*b^3*c* p*q^2*x^3+13424*a*b^3*c*p*q*r*x^3+976*a*b^3*c*p*q*x^4+7752*a*b^3*c*p*r^2*x^3-\ 8808*a*b^3*c*p*r*x^4+376*a*b^3*c*q^3*x^3+4432*a*b^3*c*q^2*r*x^3+504*a*b^3*c*q^2 *x^4+5328*a*b^3*c*q*r^2*x^3-9000*a*b^3*c*q*r*x^4+944*a*b^3*c*r^3*x^3-8064*a*b^3 *c*r^2*x^4+1860*a*b^3*g^3*p*x^3+980*a*b^3*g^3*q*x^3+4480*a*b^3*g^3*r*x^3+2640*a *b^3*g^3*x^4+3072*a*b^3*g^2*p^2*x^3+4064*a*b^3*g^2*p*q*x^3+11108*a*b^3*g^2*p*r* x^3+2996*a*b^3*g^2*p*x^4+992*a*b^3*g^2*q^2*x^3+7892*a*b^3*g^2*q*r*x^3+2996*a*b^ 3*g^2*q*x^4+6252*a*b^3*g^2*r^2*x^3-2496*a*b^3*g^2*r*x^4+1436*a*b^3*g*p^3*x^3+ 3148*a*b^3*g*p^2*q*x^3+6732*a*b^3*g*p^2*r*x^3+716*a*b^3*g*p^2*x^4+1956*a*b^3*g* p*q^2*x^3+10096*a*b^3*g*p*q*r*x^3+1448*a*b^3*g*p*q*x^4+6252*a*b^3*g*p*r^2*x^3-\ 5772*a*b^3*g*p*r*x^4+244*a*b^3*g*q^3*x^3+3300*a*b^3*g*q^2*r*x^3+732*a*b^3*g*q^2 *x^4+4368*a*b^3*g*q*r^2*x^3-5868*a*b^3*g*q*r*x^4+888*a*b^3*g*r^3*x^3-6192*a*b^3 *g*r^2*x^4+184*a*b^3*p^4*x^3+552*a*b^3*p^3*q*x^3+1028*a*b^3*p^3*r*x^3+552*a*b^3 *p^2*q^2*x^3+2316*a*b^3*p^2*q*r*x^3+1236*a*b^3*p^2*r^2*x^3-1656*a*b^3*p^2*r*x^4 +184*a*b^3*p*q^3*x^3+1548*a*b^3*p*q^2*r*x^3+1656*a*b^3*p*q*r^2*x^3-3312*a*b^3*p *q*r*x^4+272*a*b^3*p*r^3*x^3-2592*a*b^3*p*r^2*x^4+260*a*b^3*q^3*r*x^3+420*a*b^3 *q^2*r^2*x^3-1656*a*b^3*q^2*r*x^4-2592*a*b^3*q*r^2*x^4-80*a*b^3*r^4*x^3-720*a*b ^3*r^3*x^4+7296*a*b^2*c^5*x^3+24896*a*b^2*c^4*g*x^3+15040*a*b^2*c^4*p*x^3+11072 *a*b^2*c^4*q*x^3+25568*a*b^2*c^4*r*x^3+2464*a*b^2*c^4*x^4+28944*a*b^2*c^3*g^2*x ^3+43344*a*b^2*c^3*g*p*x^3+30176*a*b^2*c^3*g*q*x^3+75072*a*b^2*c^3*g*r*x^3+ 11104*a*b^2*c^3*g*x^4+11840*a*b^2*c^3*p^2*x^3+18336*a*b^2*c^3*p*q*x^3+37520*a*b ^2*c^3*p*r*x^3+2000*a*b^2*c^3*p*x^4+6240*a*b^2*c^3*q^2*x^3+30928*a*b^2*c^3*q*r* x^3+2240*a*b^2*c^3*q*x^4+18384*a*b^2*c^3*r^2*x^3-17616*a*b^2*c^3*r*x^4+13920*a* b^2*c^2*g^3*x^3+40000*a*b^2*c^2*g^2*p*x^3+26624*a*b^2*c^2*g^2*q*x^3+72608*a*b^2 *c^2*g^2*r*x^3+16128*a*b^2*c^2*g^2*x^4+26936*a*b^2*c^2*g*p^2*x^3+39904*a*b^2*c^ 2*g*p*q*x^3+87400*a*b^2*c^2*g*p*r*x^3+8584*a*b^2*c^2*g*p*x^4+12680*a*b^2*c^2*g* q^2*x^3+68488*a*b^2*c^2*g*q*r*x^3+8784*a*b^2*c^2*g*q*x^4+44424*a*b^2*c^2*g*r^2* x^3-35256*a*b^2*c^2*g*r*x^4+4480*a*b^2*c^2*p^3*x^3+10728*a*b^2*c^2*p^2*q*x^3+ 19888*a*b^2*c^2*p^2*r*x^3+176*a*b^2*c^2*p^2*x^4+7840*a*b^2*c^2*p*q^2*x^3+33264* a*b^2*c^2*p*q*r*x^3+560*a*b^2*c^2*p*q*x^4+18048*a*b^2*c^2*p*r^2*x^3-20016*a*b^2 *c^2*p*r*x^4+1544*a*b^2*c^2*q^3*x^3+12872*a*b^2*c^2*q^2*r*x^3+408*a*b^2*c^2*q^2 *x^4+14592*a*b^2*c^2*q*r^2*x^3-20520*a*b^2*c^2*q*r*x^4+2976*a*b^2*c^2*r^3*x^3-\ 16560*a*b^2*c^2*r^2*x^4+2380*a*b^2*c*g^4*x^3+13956*a*b^2*c*g^3*p*x^3+8816*a*b^2 *c*g^3*q*x^3+27756*a*b^2*c*g^3*r*x^3+9340*a*b^2*c*g^3*x^4+17444*a*b^2*c*g^2*p^2 *x^3+25024*a*b^2*c*g^2*p*q*x^3+59224*a*b^2*c*g^2*p*r*x^3+9424*a*b^2*c*g^2*p*x^4 +7500*a*b^2*c*g^2*q^2*x^3+45088*a*b^2*c*g^2*q*r*x^3+9464*a*b^2*c*g^2*q*x^4+ 31956*a*b^2*c*g^2*r^2*x^3-18792*a*b^2*c*g^2*r*x^4+7096*a*b^2*c*g*p^3*x^3+16468* a*b^2*c*g*p^2*q*x^3+32432*a*b^2*c*g*p^2*r*x^3+1592*a*b^2*c*g*p^2*x^4+11480*a*b^ 2*c*g*p*q^2*x^3+52072*a*b^2*c*g*p*q*r*x^3+3328*a*b^2*c*g*p*q*x^4+30516*a*b^2*c* g*p*r^2*x^3-28752*a*b^2*c*g*p*r*x^4+2084*a*b^2*c*g*q^3*x^3+19228*a*b^2*c*g*q^2* r*x^3+1748*a*b^2*c*g*q^2*x^4+23736*a*b^2*c*g*q*r^2*x^3-29244*a*b^2*c*g*q*r*x^4+ 5464*a*b^2*c*g*r^3*x^3-26424*a*b^2*c*g*r^2*x^4+828*a*b^2*c*p^4*x^3+2672*a*b^2*c *p^3*q*x^3+4604*a*b^2*c*p^3*r*x^3-156*a*b^2*c*p^3*x^4+3024*a*b^2*c*p^2*q^2*x^3+ 11460*a*b^2*c*p^2*q*r*x^3-424*a*b^2*c*p^2*q*x^4+5808*a*b^2*c*p^2*r^2*x^3-7260*a *b^2*c*p^2*r*x^4+1320*a*b^2*c*p*q^3*x^3+8936*a*b^2*c*p*q^2*r*x^3-368*a*b^2*c*p* q^2*x^4+9216*a*b^2*c*p*q*r^2*x^3-14676*a*b^2*c*p*q*r*x^4+1776*a*b^2*c*p*r^3*x^3 -10584*a*b^2*c*p*r^2*x^4+140*a*b^2*c*q^4*x^3+2032*a*b^2*c*q^3*r*x^3-100*a*b^2*c *q^3*x^4+3180*a*b^2*c*q^2*r^2*x^3-7488*a*b^2*c*q^2*r*x^4+800*a*b^2*c*q*r^3*x^3-\ 10872*a*b^2*c*q*r^2*x^4-160*a*b^2*c*r^4*x^3-2880*a*b^2*c*r^3*x^4+1456*a*b^2*g^4 *p*x^3+832*a*b^2*g^4*q*x^3+3512*a*b^2*g^4*r*x^3+1872*a*b^2*g^4*x^4+3264*a*b^2*g ^3*p^2*x^3+4528*a*b^2*g^3*p*q*x^3+11978*a*b^2*g^3*p*r*x^3+2960*a*b^2*g^3*p*x^4+ 1264*a*b^2*g^3*q^2*x^3+8946*a*b^2*g^3*q*r*x^3+2960*a*b^2*g^3*q*x^4+7062*a*b^2*g ^3*r^2*x^3-2298*a*b^2*g^3*r*x^4+2400*a*b^2*g^2*p^3*x^3+5456*a*b^2*g^2*p^2*q*x^3 +11460*a*b^2*g^2*p^2*r*x^3+1148*a*b^2*g^2*p^2*x^4+3672*a*b^2*g^2*p*q^2*x^3+ 18020*a*b^2*g^2*p*q*r*x^3+2316*a*b^2*g^2*p*q*x^4+11340*a*b^2*g^2*p*r^2*x^3-8670 *a*b^2*g^2*p*r*x^4+616*a*b^2*g^2*q^3*x^3+6480*a*b^2*g^2*q^2*r*x^3+1168*a*b^2*g^ 2*q^2*x^4+8724*a*b^2*g^2*q*r^2*x^3-8790*a*b^2*g^2*q*r*x^4+2184*a*b^2*g^2*r^3*x^ 3-9396*a*b^2*g^2*r^2*x^4+672*a*b^2*g*p^4*x^3+2136*a*b^2*g*p^3*q*x^3+3854*a*b^2* g*p^3*r*x^3+2*a*b^2*g*p^3*x^4+2364*a*b^2*g*p^2*q^2*x^3+9390*a*b^2*g*p^2*q*r*x^3 +28*a*b^2*g*p^2*q*x^4+5046*a*b^2*g*p^2*r^2*x^3-5520*a*b^2*g*p^2*r*x^4+996*a*b^2 *g*p*q^3*x^3+7132*a*b^2*g*p*q^2*r*x^3+56*a*b^2*g*p*q^2*x^4+7824*a*b^2*g*p*q*r^2 *x^3-11118*a*b^2*g*p*q*r*x^4+1640*a*b^2*g*p*r^3*x^3-8748*a*b^2*g*p*r^2*x^4+96*a *b^2*g*q^4*x^3+1572*a*b^2*g*q^3*r*x^3+30*a*b^2*g*q^3*x^4+2664*a*b^2*g*q^2*r^2*x ^3-5634*a*b^2*g*q^2*r*x^4+792*a*b^2*g*q*r^3*x^3-8892*a*b^2*g*q*r^2*x^4-120*a*b^ 2*g*r^4*x^3-2520*a*b^2*g*r^3*x^4+62*a*b^2*p^5*x^3+248*a*b^2*p^4*q*x^3+414*a*b^2 *p^4*r*x^3-26*a*b^2*p^4*x^4+372*a*b^2*p^3*q^2*x^3+1324*a*b^2*p^3*q*r*x^3-104*a* b^2*p^3*q*x^4+666*a*b^2*p^3*r^2*x^3-834*a*b^2*p^3*r*x^4+248*a*b^2*p^2*q^3*x^3+ 1488*a*b^2*p^2*q^2*r*x^3-156*a*b^2*p^2*q^2*x^4+1476*a*b^2*p^2*q*r^2*x^3-2502*a* b^2*p^2*q*r*x^4+308*a*b^2*p^2*r^3*x^3-1620*a*b^2*p^2*r^2*x^4+62*a*b^2*p*q^4*x^3 +660*a*b^2*p*q^3*r*x^3-104*a*b^2*p*q^3*x^4+954*a*b^2*p*q^2*r^2*x^3-2502*a*b^2*p *q^2*r*x^4+272*a*b^2*p*q*r^3*x^3-3240*a*b^2*p*q*r^2*x^4-720*a*b^2*p*r^3*x^4+82* a*b^2*q^4*r*x^3-26*a*b^2*q^4*x^4+144*a*b^2*q^3*r^2*x^3-834*a*b^2*q^3*r*x^4-36*a *b^2*q^2*r^3*x^3-1620*a*b^2*q^2*r^2*x^4-80*a*b^2*q*r^4*x^3-720*a*b^2*q*r^3*x^4+ 2816*a*b*c^6*x^3+13824*a*b*c^5*g*x^3+7072*a*b*c^5*p*x^3+5216*a*b*c^5*q*x^3+ 11520*a*b*c^5*r*x^3+704*a*b*c^5*x^4+23680*a*b*c^4*g^2*x^3+29904*a*b*c^4*g*p*x^3 +21424*a*b*c^4*g*q*x^3+49728*a*b*c^4*g*r*x^3+4832*a*b*c^4*g*x^4+7072*a*b*c^4*p^ 2*x^3+10752*a*b*c^4*p*q*x^3+21344*a*b*c^4*p*r*x^3+528*a*b*c^4*p*x^4+3872*a*b*c^ 4*q^2*x^3+17824*a*b*c^4*q*r*x^3+528*a*b*c^4*q*x^4+10368*a*b*c^4*r^2*x^3-10464*a *b*c^4*r*x^4+18304*a*b*c^3*g^3*x^3+42568*a*b*c^3*g^2*p*x^3+29752*a*b*c^3*g^2*q* x^3+73248*a*b*c^3*g^2*r*x^3+10592*a*b*c^3*g^2*x^4+24600*a*b*c^3*g*p^2*x^3+36928 *a*b*c^3*g*p*q*x^3+76480*a*b*c^3*g*p*r*x^3+4336*a*b*c^3*g*p*x^4+12584*a*b*c^3*g *q^2*x^3+61760*a*b*c^3*g*q*r*x^3+4336*a*b*c^3*g*q*x^4+38208*a*b*c^3*g*r^2*x^3-\ 33504*a*b*c^3*g*r*x^4+3640*a*b*c^3*p^3*x^3+8368*a*b*c^3*p^2*q*x^3+15400*a*b*c^3 *p^2*r*x^3-152*a*b*c^3*p^2*x^4+6320*a*b*c^3*p*q^2*x^3+25344*a*b*c^3*p*q*r*x^3-\ 432*a*b*c^3*p*q*x^4+13752*a*b*c^3*p*r^2*x^3-15504*a*b*c^3*p*r*x^4+1448*a*b*c^3* q^3*x^3+10520*a*b*c^3*q^2*r*x^3-152*a*b*c^3*q^2*x^4+11592*a*b*c^3*q*r^2*x^3-\ 15504*a*b*c^3*q*r*x^4+2560*a*b*c^3*r^3*x^3-11808*a*b*c^3*r^2*x^4+6576*a*b*c^2*g ^4*x^3+25916*a*b*c^2*g^3*p*x^3+17636*a*b*c^2*g^3*q*x^3+47088*a*b*c^2*g^3*r*x^3+ 10008*a*b*c^2*g^3*x^4+27188*a*b*c^2*g^2*p^2*x^3+40288*a*b*c^2*g^2*p*q*x^3+87760 *a*b*c^2*g^2*p*r*x^3+8532*a*b*c^2*g^2*p*x^4+13180*a*b*c^2*g^2*q^2*x^3+69296*a*b *c^2*g^2*q*r*x^3+8532*a*b*c^2*g^2*q*x^4+45792*a*b*c^2*g^2*r^2*x^3-32928*a*b*c^2 *g^2*r*x^4+9672*a*b*c^2*g*p^3*x^3+22396*a*b*c^2*g*p^2*q*x^3+42424*a*b*c^2*g*p^2 *r*x^3+736*a*b*c^2*g*p^2*x^4+16308*a*b*c^2*g*p*q^2*x^3+69024*a*b*c^2*g*p*q*r*x^ 3+1368*a*b*c^2*g*p*q*x^4+39300*a*b*c^2*g*p*r^2*x^3-38916*a*b*c^2*g*p*r*x^4+3432 *a*b*c^2*g*q^3*x^3+27128*a*b*c^2*g*q^2*r*x^3+736*a*b*c^2*g*q^2*x^4+32124*a*b*c^ 2*g*q*r^2*x^3-38916*a*b*c^2*g*q*r*x^4+7680*a*b*c^2*g*r^3*x^3-32112*a*b*c^2*g*r^ 2*x^4+1024*a*b*c^2*p^4*x^3+3128*a*b*c^2*p^3*q*x^3+5480*a*b*c^2*p^3*r*x^3-220*a* b*c^2*p^3*x^4+3600*a*b*c^2*p^2*q^2*x^3+13112*a*b*c^2*p^2*q*r*x^3-788*a*b*c^2*p^ 2*q*x^4+6840*a*b*c^2*p^2*r^2*x^3-8244*a*b*c^2*p^2*r*x^4+1768*a*b*c^2*p*q^3*x^3+ 10792*a*b*c^2*p*q^2*r*x^3-788*a*b*c^2*p*q^2*x^4+10944*a*b*c^2*p*q*r^2*x^3-16320 *a*b*c^2*p*q*r*x^4+2352*a*b*c^2*p*r^3*x^3-11304*a*b*c^2*p*r^2*x^4+272*a*b*c^2*q ^4*x^3+2872*a*b*c^2*q^3*r*x^3-220*a*b*c^2*q^3*x^4+4392*a*b*c^2*q^2*r^2*x^3-8244 *a*b*c^2*q^2*r*x^4+1488*a*b*c^2*q*r^3*x^3-11304*a*b*c^2*q*r^2*x^4-2880*a*b*c^2* r^3*x^4+896*a*b*c*g^5*x^3+6732*a*b*c*g^4*p*x^3+4404*a*b*c*g^4*q*x^3+13416*a*b*c *g^4*r*x^3+4260*a*b*c*g^4*x^4+11520*a*b*c*g^3*p^2*x^3+16816*a*b*c*g^3*p*q*x^3+ 39188*a*b*c*g^3*p*r*x^3+5996*a*b*c*g^3*p*x^4+5296*a*b*c*g^3*q^2*x^3+30460*a*b*c *g^3*q*r*x^3+5996*a*b*c*g^3*q*x^4+21744*a*b*c*g^3*r^2*x^3-11412*a*b*c*g^3*r*x^4 +7342*a*b*c*g^2*p^3*x^3+16970*a*b*c*g^2*p^2*q*x^3+33478*a*b*c*g^2*p^2*r*x^3+ 1746*a*b*c*g^2*p^2*x^4+12054*a*b*c*g^2*p*q^2*x^3+53904*a*b*c*g^2*p*q*r*x^3+3472 *a*b*c*g^2*p*q*x^4+32382*a*b*c*g^2*p*r^2*x^3-27330*a*b*c*g^2*p*r*x^4+2386*a*b*c *g^2*q^3*x^3+20546*a*b*c*g^2*q^2*r*x^3+1746*a*b*c*g^2*q^2*x^4+26082*a*b*c*g^2*q *r^2*x^3-27330*a*b*c*g^2*q*r*x^4+6720*a*b*c*g^2*r^3*x^3-25200*a*b*c*g^2*r^2*x^4 +1828*a*b*c*g*p^4*x^3+5728*a*b*c*g*p^3*q*x^3+10142*a*b*c*g*p^3*r*x^3-202*a*b*c* g*p^3*x^4+6496*a*b*c*g*p^2*q^2*x^3+24622*a*b*c*g*p^2*q*r*x^3-690*a*b*c*g*p^2*q* x^4+13170*a*b*c*g*p^2*r^2*x^3-14340*a*b*c*g*p^2*r*x^4+3008*a*b*c*g*p*q^3*x^3+ 19562*a*b*c*g*p*q^2*r*x^3-690*a*b*c*g*p*q^2*x^4+21024*a*b*c*g*p*q*r^2*x^3-28476 *a*b*c*g*p*q*r*x^4+4712*a*b*c*g*p*r^3*x^3-21060*a*b*c*g*p*r^2*x^4+412*a*b*c*g*q ^4*x^3+4858*a*b*c*g*q^3*r*x^3-202*a*b*c*g*q^3*x^4+7998*a*b*c*g*q^2*r^2*x^3-\ 14340*a*b*c*g*q^2*r*x^4+2968*a*b*c*g*q*r^3*x^3-21060*a*b*c*g*q*r^2*x^4-5760*a*b *c*g*r^3*x^4+148*a*b*c*p^5*x^3+570*a*b*c*p^4*q*x^3+962*a*b*c*p^4*r*x^3-62*a*b*c *p^4*x^4+878*a*b*c*p^3*q^2*x^3+3004*a*b*c*p^3*q*r*x^3-280*a*b*c*p^3*q*x^4+1548* a*b*c*p^3*r^2*x^3-1842*a*b*c*p^3*r*x^4+658*a*b*c*p^2*q^3*x^3+3600*a*b*c*p^2*q^2 *r*x^3-436*a*b*c*p^2*q^2*x^4+3510*a*b*c*p^2*q*r^2*x^3-5442*a*b*c*p^2*q*r*x^4+ 796*a*b*c*p^2*r^3*x^3-3420*a*b*c*p^2*r^2*x^4+222*a*b*c*p*q^4*x^3+1892*a*b*c*p*q ^3*r*x^3-280*a*b*c*p*q^3*x^4+2682*a*b*c*p*q^2*r^2*x^3-5442*a*b*c*p*q^2*r*x^4+ 960*a*b*c*p*q*r^3*x^3-6696*a*b*c*p*q*r^2*x^4+80*a*b*c*p*r^4*x^3-1440*a*b*c*p*r^ 3*x^4+20*a*b*c*q^5*x^3+334*a*b*c*q^4*r*x^3-62*a*b*c*q^4*x^4+612*a*b*c*q^3*r^2*x ^3-1842*a*b*c*q^3*r*x^4+164*a*b*c*q^2*r^3*x^3-3420*a*b*c*q^2*r^2*x^4-80*a*b*c*q *r^4*x^3-1440*a*b*c*q*r^3*x^4+560*a*b*g^5*p*x^3+336*a*b*g^5*q*x^3+1344*a*b*g^5* r*x^3+672*a*b*g^5*x^4+1596*a*b*g^4*p^2*x^3+2280*a*b*g^4*p*q*x^3+5880*a*b*g^4*p* r*x^3+1374*a*b*g^4*p*x^4+684*a*b*g^4*q^2*x^3+4512*a*b*g^4*q*r*x^3+1374*a*b*g^4* q*x^4+3552*a*b*g^4*r^2*x^3-1008*a*b*g^4*r*x^4+1614*a*b*g^3*p^3*x^3+3710*a*b*g^3 *p^2*q*x^3+7734*a*b*g^3*p^2*r*x^3+766*a*b*g^3*p^2*x^4+2578*a*b*g^3*p*q^2*x^3+ 12360*a*b*g^3*p*q*r*x^3+1532*a*b*g^3*p*q*x^4+7905*a*b*g^3*p*r^2*x^3-5334*a*b*g^ 3*p*r*x^4+482*a*b*g^3*q^3*x^3+4626*a*b*g^3*q^2*r*x^3+766*a*b*g^3*q^2*x^4+6351*a *b*g^3*q*r^2*x^3-5334*a*b*g^3*q*r*x^4+1760*a*b*g^3*r^3*x^3-5832*a*b*g^3*r^2*x^4 +710*a*b*g^2*p^4*x^3+2242*a*b*g^2*p^3*q*x^3+4079*a*b*g^2*p^3*r*x^3+34*a*b*g^2*p ^3*x^4+2516*a*b*g^2*p^2*q^2*x^3+9939*a*b*g^2*p^2*q*r*x^3+92*a*b*g^2*p^2*q*x^4+ 5505*a*b*g^2*p^2*r^2*x^3-5343*a*b*g^2*p^2*r*x^4+1126*a*b*g^2*p*q^3*x^3+7761*a*b *g^2*p*q^2*r*x^3+92*a*b*g^2*p*q^2*x^4+8784*a*b*g^2*p*q*r^2*x^3-10626*a*b*g^2*p* q*r*x^4+2052*a*b*g^2*p*r^3*x^3-8568*a*b*g^2*p*r^2*x^4+142*a*b*g^2*q^4*x^3+1861* a*b*g^2*q^3*r*x^3+34*a*b*g^2*q^3*x^4+3279*a*b*g^2*q^2*r^2*x^3-5343*a*b*g^2*q^2* r*x^4+1308*a*b*g^2*q*r^3*x^3-8568*a*b*g^2*q*r^2*x^4-2520*a*b*g^2*r^3*x^4+134*a* b*g*p^5*x^3+529*a*b*g*p^4*q*x^3+897*a*b*g*p^4*r*x^3-45*a*b*g*p^4*x^4+815*a*b*g* p^3*q^2*x^3+2862*a*b*g*p^3*q*r*x^3-196*a*b*g*p^3*q*x^4+1494*a*b*g*p^3*r^2*x^3-\ 1647*a*b*g*p^3*r*x^4+593*a*b*g*p^2*q^3*x^3+3384*a*b*g*p^2*q^2*r*x^3-302*a*b*g*p ^2*q^2*x^4+3435*a*b*g*p^2*q*r^2*x^3-4899*a*b*g*p^2*q*r*x^4+798*a*b*g*p^2*r^3*x^ 3-3222*a*b*g*p^2*r^2*x^4+187*a*b*g*p*q^4*x^3+1698*a*b*g*p*q^3*r*x^3-196*a*b*g*p *q^3*x^4+2541*a*b*g*p*q^2*r^2*x^3-4899*a*b*g*p*q^2*r*x^4+960*a*b*g*p*q*r^3*x^3-\ 6372*a*b*g*p*q*r^2*x^4+80*a*b*g*p*r^4*x^3-1440*a*b*g*p*r^3*x^4+14*a*b*g*q^5*x^3 +279*a*b*g*q^4*r*x^3-45*a*b*g*q^4*x^4+546*a*b*g*q^3*r^2*x^3-1647*a*b*g*q^3*r*x^ 4+162*a*b*g*q^2*r^3*x^3-3222*a*b*g*q^2*r^2*x^4-80*a*b*g*q*r^4*x^3-1440*a*b*g*q* r^3*x^4+8*a*b*p^6*x^3+40*a*b*p^5*q*x^3+62*a*b*p^5*r*x^3-6*a*b*p^5*x^4+80*a*b*p^ 4*q^2*x^3+258*a*b*p^4*q*r*x^3-30*a*b*p^4*q*x^4+126*a*b*p^4*r^2*x^3-144*a*b*p^4* r*x^4+80*a*b*p^3*q^3*x^3+412*a*b*p^3*q^2*r*x^3-60*a*b*p^3*q^2*x^4+396*a*b*p^3*q *r^2*x^3-576*a*b*p^3*q*r*x^4+92*a*b*p^3*r^3*x^3-324*a*b*p^3*r^2*x^4+40*a*b*p^2* q^4*x^3+308*a*b*p^2*q^3*r*x^3-60*a*b*p^2*q^3*x^4+432*a*b*p^2*q^2*r^2*x^3-864*a* b*p^2*q^2*r*x^4+172*a*b*p^2*q*r^3*x^3-972*a*b*p^2*q*r^2*x^4+20*a*b*p^2*r^4*x^3-\ 180*a*b*p^2*r^3*x^4+8*a*b*p*q^5*x^3+102*a*b*p*q^4*r*x^3-30*a*b*p*q^4*x^4+180*a* b*p*q^3*r^2*x^3-576*a*b*p*q^3*r*x^4+68*a*b*p*q^2*r^3*x^3-972*a*b*p*q^2*r^2*x^4-\ 360*a*b*p*q*r^3*x^4+10*a*b*q^5*r*x^3-6*a*b*q^5*x^4+18*a*b*q^4*r^2*x^3-144*a*b*q ^4*r*x^4-12*a*b*q^3*r^3*x^3-324*a*b*q^3*r^2*x^4-20*a*b*q^2*r^4*x^3-180*a*b*q^2* r^3*x^4+192*a*c^7*x^3+2112*a*c^6*g*x^3+736*a*c^6*p*x^3+288*a*c^6*q*x^3+832*a*c^ 6*r*x^3+64*a*c^6*x^4+5856*a*c^5*g^2*x^3+5904*a*c^5*g*p*x^3+3632*a*c^5*g*q*x^3+ 8544*a*c^5*g*r*x^3+672*a*c^5*g*x^4+1120*a*c^5*p^2*x^3+960*a*c^5*p*q*x^3+2656*a* c^5*p*r*x^3+160*a*c^5*p*x^4+144*a*c^5*q^2*x^3+1056*a*c^5*q*r*x^3+1008*a*c^5*r^2 *x^3-1152*a*c^5*r*x^4+6912*a*c^4*g^3*x^3+13464*a*c^4*g^2*p*x^3+9032*a*c^4*g^2*q *x^3+21248*a*c^4*g^2*r*x^3+2192*a*c^4*g^2*x^4+6576*a*c^4*g*p^2*x^3+8256*a*c^4*g *p*q*x^3+18240*a*c^4*g*p*r*x^3+920*a*c^4*g*p*x^4+2432*a*c^4*g*q^2*x^3+12224*a*c ^4*g*q*r*x^3+520*a*c^4*g*q*x^4+8208*a*c^4*g*r^2*x^3-8064*a*c^4*g*r*x^4+880*a*c^ 4*p^3*x^3+1200*a*c^4*p^2*q*x^3+3232*a*c^4*p^2*r*x^3+160*a*c^4*p^2*x^4+408*a*c^4 *p*q^2*x^3+2688*a*c^4*p*q*r*x^3+2520*a*c^4*p*r^2*x^3-2304*a*c^4*p*r*x^4+24*a*c^ 4*q^3*x^3+432*a*c^4*q^2*r*x^3-96*a*c^4*q^2*x^4+936*a*c^4*q*r^2*x^3-1584*a*c^4*q *r*x^4+480*a*c^4*r^3*x^3-1440*a*c^4*r^2*x^4+4044*a*c^3*g^4*x^3+12932*a*c^3*g^3* p*x^3+8876*a*c^3*g^3*q*x^3+21696*a*c^3*g^3*r*x^3+3128*a*c^3*g^3*x^4+11792*a*c^3 *g^2*p^2*x^3+16448*a*c^3*g^2*p*q*x^3+35264*a*c^3*g^2*p*r*x^3+2328*a*c^3*g^2*p*x ^4+5244*a*c^3*g^2*q^2*x^3+26240*a*c^3*g^2*q*r*x^3+2016*a*c^3*g^2*q*x^4+17184*a* c^3*g^2*r^2*x^3-14424*a*c^3*g^2*r*x^4+3740*a*c^3*g*p^3*x^3+7064*a*c^3*g*p^2*q*x ^3+15124*a*c^3*g*p^2*r*x^3+436*a*c^3*g*p^2*x^4+4280*a*c^3*g*p*q^2*x^3+19520*a*c ^3*g*p*q*r*x^3+168*a*c^3*g*p*q*x^4+13068*a*c^3*g*p*r^2*x^3-12288*a*c^3*g*p*r*x^ 4+804*a*c^3*g*q^3*x^3+6500*a*c^3*g*q^2*r*x^3-132*a*c^3*g*q^2*x^4+8388*a*c^3*g*q *r^2*x^3-11112*a*c^3*g*q*r*x^4+2576*a*c^3*g*r^3*x^3-9120*a*c^3*g*r^2*x^4+380*a* c^3*p^4*x^3+720*a*c^3*p^3*q*x^3+1904*a*c^3*p^3*r*x^3+80*a*c^3*p^3*x^4+396*a*c^3 *p^2*q^2*x^3+2448*a*c^3*p^2*q*r*x^3+2268*a*c^3*p^2*r^2*x^3-1728*a*c^3*p^2*r*x^4 +56*a*c^3*p*q^3*x^3+792*a*c^3*p*q^2*r*x^3-144*a*c^3*p*q^2*x^4+1656*a*c^3*p*q*r^ 2*x^3-2376*a*c^3*p*q*r*x^4+848*a*c^3*p*r^3*x^3-2160*a*c^3*p*r^2*x^4+56*a*c^3*q^ 3*r*x^3-64*a*c^3*q^3*x^4+216*a*c^3*q^2*r^2*x^3-720*a*c^3*q^2*r*x^4+240*a*c^3*q* r^3*x^3-1152*a*c^3*q*r^2*x^4+80*a*c^3*r^4*x^3-400*a*c^3*r^3*x^4+1164*a*c^2*g^5* x^3+5892*a*c^2*g^4*p*x^3+4036*a*c^2*g^4*q*x^3+10572*a*c^2*g^4*r*x^3+2184*a*c^2* g^4*x^4+8596*a*c^2*g^3*p^2*x^3+12448*a*c^2*g^3*p*q*x^3+27228*a*c^2*g^3*p*r*x^3+ 2686*a*c^2*g^3*p*x^4+4028*a*c^2*g^3*q^2*x^3+20956*a*c^2*g^3*q*r*x^3+2594*a*c^2* g^3*q*x^4+14160*a*c^2*g^3*r^2*x^3-9648*a*c^2*g^3*r*x^4+4946*a*c^2*g^2*p^3*x^3+ 10538*a*c^2*g^2*p^2*q*x^3+21234*a*c^2*g^2*p^2*r*x^3+726*a*c^2*g^2*p^2*x^4+7094* a*c^2*g^2*p*q^2*x^3+31304*a*c^2*g^2*p*q*r*x^3+1016*a*c^2*g^2*p*q*x^4+19578*a*c^ 2*g^2*p*r^2*x^3-17094*a*c^2*g^2*p*r*x^4+1410*a*c^2*g^2*q^3*x^3+11394*a*c^2*g^2* q^2*r*x^3+358*a*c^2*g^2*q^2*x^4+14502*a*c^2*g^2*q*r^2*x^3-16362*a*c^2*g^2*q*r*x ^4+4104*a*c^2*g^2*r^3*x^3-14016*a*c^2*g^2*r^2*x^4+1132*a*c^2*g*p^4*x^3+2844*a*c ^2*g*p^3*q*x^3+6004*a*c^2*g*p^3*r*x^3+74*a*c^2*g*p^3*x^4+2596*a*c^2*g*p^2*q^2*x ^3+11196*a*c^2*g*p^2*q*r*x^3-202*a*c^2*g*p^2*q*x^4+7596*a*c^2*g*p^2*r^2*x^3-\ 6678*a*c^2*g*p^2*r*x^4+1020*a*c^2*g*p*q^3*x^3+7104*a*c^2*g*p*q^2*r*x^3-474*a*c^ 2*g*p*q^2*x^4+8928*a*c^2*g*p*q*r^2*x^3-11916*a*c^2*g*p*q*r*x^4+2912*a*c^2*g*p*r ^3*x^3-9228*a*c^2*g*p*r^2*x^4+136*a*c^2*g*q^4*x^3+1576*a*c^2*g*q^3*r*x^3-198*a* c^2*g*q^3*x^4+2736*a*c^2*g*q^2*r^2*x^3-5418*a*c^2*g*q^2*r*x^4+1344*a*c^2*g*q*r^ 3*x^3-7812*a*c^2*g*q*r^2*x^4+200*a*c^2*g*r^4*x^3-2200*a*c^2*g*r^3*x^4+86*a*c^2* p^5*x^3+210*a*c^2*p^4*q*x^3+548*a*c^2*p^4*r*x^3+20*a*c^2*p^4*x^4+162*a*c^2*p^3* q^2*x^3+960*a*c^2*p^3*q*r*x^3+882*a*c^2*p^3*r^2*x^3-576*a*c^2*p^3*r*x^4+38*a*c^ 2*p^2*q^3*x^3+468*a*c^2*p^2*q^2*r*x^3-72*a*c^2*p^2*q^2*x^4+954*a*c^2*p^2*q*r^2* x^3-1188*a*c^2*p^2*q*r*x^4+488*a*c^2*p^2*r^3*x^3-1080*a*c^2*p^2*r^2*x^4+56*a*c^ 2*p*q^3*r*x^3-64*a*c^2*p*q^3*x^4+216*a*c^2*p*q^2*r^2*x^3-720*a*c^2*p*q^2*r*x^4+ 240*a*c^2*p*q*r^3*x^3-1152*a*c^2*p*q*r^2*x^4+80*a*c^2*p*r^4*x^3-400*a*c^2*p*r^3 *x^4-12*a*c^2*q^4*x^4-108*a*c^2*q^3*r*x^4-216*a*c^2*q^2*r^2*x^4-120*a*c^2*q*r^3 *x^4+132*a*c*g^6*x^3+1218*a*c*g^5*p*x^3+814*a*c*g^5*q*x^3+2410*a*c*g^5*r*x^3+ 736*a*c*g^5*x^4+2690*a*c*g^4*p^2*x^3+3940*a*c*g^4*p*q*x^3+9070*a*c*g^4*p*r*x^3+ 1350*a*c*g^4*p*x^4+1266*a*c*g^4*q^2*x^3+7058*a*c*g^4*q*r*x^3+1342*a*c*g^4*q*x^4 +5061*a*c*g^4*r^2*x^3-2502*a*c*g^4*r*x^4+2424*a*c*g^3*p^3*x^3+5433*a*c*g^3*p^2* q*x^3+10944*a*c*g^3*p^2*r*x^3+640*a*c*g^3*p^2*x^4+3776*a*c*g^3*p*q^2*x^3+17008* a*c*g^3*p*q*r*x^3+1190*a*c*g^3*p*q*x^4+10677*a*c*g^3*p*r^2*x^3-8121*a*c*g^3*p*r *x^4+751*a*c*g^3*q^3*x^3+6354*a*c*g^3*q^2*r*x^3+558*a*c*g^3*q^2*x^4+8385*a*c*g^ 3*q*r^2*x^3-7911*a*c*g^3*q*r*x^4+2388*a*c*g^3*r^3*x^3-7500*a*c*g^3*r^2*x^4+994* a*c*g^2*p^4*x^3+2836*a*c*g^2*p^3*q*x^3+5499*a*c*g^2*p^3*r*x^3+41*a*c*g^2*p^3*x^ 4+2937*a*c*g^2*p^2*q^2*x^3+11907*a*c*g^2*p^2*q*r*x^3-73*a*c*g^2*p^2*q*x^4+7287* a*c*g^2*p^2*r^2*x^3-6438*a*c*g^2*p^2*r*x^4+1266*a*c*g^2*p*q^3*x^3+8579*a*c*g^2* p*q^2*r*x^3-209*a*c*g^2*p*q^2*x^4+10224*a*c*g^2*p*q*r^2*x^3-12228*a*c*g^2*p*q*r *x^4+2904*a*c*g^2*p*r^3*x^3-9558*a*c*g^2*p*r^2*x^4+171*a*c*g^2*q^4*x^3+2019*a*c *g^2*q^3*r*x^3-95*a*c*g^2*q^3*x^4+3582*a*c*g^2*q^2*r^2*x^3-5910*a*c*g^2*q^2*r*x ^4+1704*a*c*g^2*q*r^3*x^3-8910*a*c*g^2*q*r^2*x^4+180*a*c*g^2*r^4*x^3-2560*a*c*g ^2*r^3*x^4+166*a*c*g*p^5*x^3+525*a*c*g*p^4*q*x^3+1091*a*c*g*p^4*r*x^3-3*a*c*g*p ^4*x^4+643*a*c*g*p^3*q^2*x^3+2662*a*c*g*p^3*q*r*x^3-108*a*c*g*p^3*q*x^4+1818*a* c*g*p^3*r^2*x^3-1491*a*c*g*p^3*r*x^4+385*a*c*g*p^2*q^3*x^3+2434*a*c*g*p^2*q^2*r *x^3-256*a*c*g*p^2*q^2*x^4+3015*a*c*g*p^2*q*r^2*x^3-3957*a*c*g*p^2*q*r*x^4+1034 *a*c*g*p^2*r^3*x^3-2874*a*c*g*p^2*r^2*x^4+111*a*c*g*p*q^4*x^3+1030*a*c*g*p*q^3* r*x^3-200*a*c*g*p*q^3*x^4+1665*a*c*g*p*q^2*r^2*x^3-3549*a*c*g*p*q^2*r*x^4+840*a *c*g*p*q*r^3*x^3-4716*a*c*g*p*q*r^2*x^4+160*a*c*g*p*r^4*x^3-1200*a*c*g*p*r^3*x^ 4+10*a*c*g*q^5*x^3+167*a*c*g*q^4*r*x^3-49*a*c*g*q^4*x^4+306*a*c*g*q^3*r^2*x^3-\ 1083*a*c*g*q^3*r*x^4+82*a*c*g*q^2*r^3*x^3-2034*a*c*g*q^2*r^2*x^4-40*a*c*g*q*r^4 *x^3-900*a*c*g*q*r^3*x^4+8*a*c*p^6*x^3+24*a*c*p^5*q*x^3+62*a*c*p^5*r*x^3+2*a*c* p^5*x^4+24*a*c*p^4*q^2*x^3+138*a*c*p^4*q*r*x^3+126*a*c*p^4*r^2*x^3-72*a*c*p^4*r *x^4+8*a*c*p^3*q^3*x^3+90*a*c*p^3*q^2*r*x^3-12*a*c*p^3*q^2*x^4+180*a*c*p^3*q*r^ 2*x^3-198*a*c*p^3*q*r*x^4+92*a*c*p^3*r^3*x^3-180*a*c*p^3*r^2*x^4+14*a*c*p^2*q^3 *r*x^3-16*a*c*p^2*q^3*x^4+54*a*c*p^2*q^2*r^2*x^3-180*a*c*p^2*q^2*r*x^4+60*a*c*p ^2*q*r^3*x^3-288*a*c*p^2*q*r^2*x^4+20*a*c*p^2*r^4*x^3-100*a*c*p^2*r^3*x^4-6*a*c *p*q^4*x^4-54*a*c*p*q^3*r*x^4-108*a*c*p*q^2*r^2*x^4-60*a*c*p*q*r^3*x^4+84*a*g^6 *p*x^3+52*a*g^6*q*x^3+200*a*g^6*r*x^3+96*a*g^6*x^4+294*a*g^5*p^2*x^3+428*a*g^5* p*q*x^3+1079*a*g^5*p*r*x^3+242*a*g^5*p*x^4+134*a*g^5*q^2*x^3+839*a*g^5*q*r*x^3+ 242*a*g^5*q*x^4+657*a*g^5*r^2*x^3-174*a*g^5*r*x^4+388*a*g^4*p^3*x^3+890*a*g^4*p ^2*q*x^3+1852*a*g^4*p^2*r*x^3+183*a*g^4*p^2*x^4+624*a*g^4*p*q^2*x^3+2950*a*g^4* p*q*r*x^3+362*a*g^4*p*q*x^4+1920*a*g^4*p*r^2*x^3-1179*a*g^4*p*r*x^4+122*a*g^4*q ^3*x^3+1114*a*g^4*q^2*r*x^3+179*a*g^4*q^2*x^4+1557*a*g^4*q*r^2*x^3-1155*a*g^4*q *r*x^4+460*a*g^4*r^3*x^3-1296*a*g^4*r^2*x^4+246*a*g^3*p^4*x^3+746*a*g^3*p^3*q*x ^3+1416*a*g^3*p^3*r*x^3+32*a*g^3*p^3*x^4+809*a*g^3*p^2*q^2*x^3+3288*a*g^3*p^2*q *r*x^3+74*a*g^3*p^2*q*x^4+1962*a*g^3*p^2*r^2*x^3-1617*a*g^3*p^2*r*x^4+356*a*g^3 *p*q^3*x^3+2479*a*g^3*p*q^2*r*x^3+56*a*g^3*p*q^2*x^4+2994*a*g^3*p*q*r^2*x^3-\ 3135*a*g^3*p*q*r*x^4+818*a*g^3*p*r^3*x^3-2634*a*g^3*p*r^2*x^4+47*a*g^3*q^4*x^3+ 591*a*g^3*q^3*r*x^3+14*a*g^3*q^3*x^4+1107*a*g^3*q^2*r^2*x^3-1542*a*g^3*q^2*r*x^ 4+546*a*g^3*q*r^3*x^3-2538*a*g^3*q*r^2*x^4+50*a*g^3*r^4*x^3-780*a*g^3*r^3*x^4+ 76*a*g^2*p^5*x^3+270*a*g^2*p^4*q*x^3+513*a*g^2*p^4*r*x^3-7*a*g^2*p^4*x^4+376*a* g^2*p^3*q^2*x^3+1440*a*g^2*p^3*q*r*x^3-56*a*g^2*p^3*q*x^4+882*a*g^2*p^3*r^2*x^3 -756*a*g^2*p^3*r*x^4+253*a*g^2*p^2*q^3*x^3+1520*a*g^2*p^2*q^2*r*x^3-113*a*g^2*p ^2*q^2*x^4+1740*a*g^2*p^2*q*r^2*x^3-2145*a*g^2*p^2*q*r*x^4+518*a*g^2*p^2*r^3*x^ 3-1518*a*g^2*p^2*r^2*x^4+78*a*g^2*p*q^4*x^3+712*a*g^2*p*q^3*r*x^3-86*a*g^2*p*q^ 3*x^4+1140*a*g^2*p*q^2*r^2*x^3-2058*a*g^2*p*q^2*r*x^4+532*a*g^2*p*q*r^3*x^3-\ 2772*a*g^2*p*q*r^2*x^4+80*a*g^2*p*r^4*x^3-680*a*g^2*p*r^3*x^4+7*a*g^2*q^5*x^3+ 119*a*g^2*q^4*r*x^3-22*a*g^2*q^4*x^4+237*a*g^2*q^3*r^2*x^3-669*a*g^2*q^3*r*x^4+ 90*a*g^2*q^2*r^3*x^3-1314*a*g^2*q^2*r^2*x^4-20*a*g^2*q*r^4*x^3-600*a*g^2*q*r^3* x^4+8*a*g*p^6*x^3+32*a*g*p^5*q*x^3+62*a*g*p^5*r*x^3-2*a*g*p^5*x^4+52*a*g*p^4*q^ 2*x^3+198*a*g*p^4*q*r*x^3-15*a*g*p^4*q*x^4+126*a*g*p^4*r^2*x^3-108*a*g*p^4*r*x^ 4+44*a*g*p^3*q^3*x^3+251*a*g*p^3*q^2*r*x^3-36*a*g*p^3*q^2*x^4+288*a*g*p^3*q*r^2 *x^3-387*a*g*p^3*q*r*x^4+92*a*g*p^3*r^3*x^3-252*a*g*p^3*r^2*x^4+20*a*g*p^2*q^4* x^3+161*a*g*p^2*q^3*r*x^3-38*a*g*p^2*q^3*x^4+243*a*g*p^2*q^2*r^2*x^3-522*a*g*p^ 2*q^2*r*x^4+116*a*g*p^2*q*r^3*x^3-630*a*g*p^2*q*r^2*x^4+20*a*g*p^2*r^4*x^3-140* a*g*p^2*r^3*x^4+4*a*g*p*q^5*x^3+51*a*g*p*q^4*r*x^3-18*a*g*p*q^4*x^4+90*a*g*p*q^ 3*r^2*x^3-315*a*g*p*q^3*r*x^4+34*a*g*p*q^2*r^3*x^3-540*a*g*p*q^2*r^2*x^4-210*a* g*p*q*r^3*x^4+5*a*g*q^5*r*x^3-3*a*g*q^5*x^4+9*a*g*q^4*r^2*x^3-72*a*g*q^4*r*x^4-\ 6*a*g*q^3*r^3*x^3-162*a*g*q^3*r^2*x^4-10*a*g*q^2*r^4*x^3-90*a*g*q^2*r^3*x^4+32* b^6*c*g*x^3+16*b^6*g*p*x^3+32*b^6*g*r*x^3+48*b^6*g*x^4+128*b^5*c^3*x^3+448*b^5* c^2*g*x^3+128*b^5*c^2*p*x^3+64*b^5*c^2*q*x^3+160*b^5*c^2*r*x^3+32*b^5*c^2*x^4+ 208*b^5*c*g^2*x^3+416*b^5*c*g*p*x^3+176*b^5*c*g*q*x^3+704*b^5*c*g*r*x^3+384*b^5 *c*g*x^4+32*b^5*c*p^2*x^3+32*b^5*c*p*q*x^3+80*b^5*c*p*r*x^3+16*b^5*c*p*x^4+16*b ^5*c*q*r*x^3+16*b^5*c*q*x^4-48*b^5*c*r^2*x^3-96*b^5*c*r*x^4+112*b^5*g^2*p*x^3+ 32*b^5*g^2*q*x^3+256*b^5*g^2*r*x^3+240*b^5*g^2*x^4+96*b^5*g*p^2*x^3+96*b^5*g*p* q*x^3+304*b^5*g*p*r*x^3+120*b^5*g*p*x^4+144*b^5*g*q*r*x^3+120*b^5*g*q*x^4+96*b^ 5*g*r^2*x^3-144*b^5*g*r*x^4+704*b^4*c^4*x^3+2400*b^4*c^3*g*x^3+992*b^4*c^3*p*x^ 3+704*b^4*c^3*q*x^3+1632*b^4*c^3*r*x^3+224*b^4*c^3*x^4+2032*b^4*c^2*g^2*x^3+ 3088*b^4*c^2*g*p*x^3+1808*b^4*c^2*g*q*x^3+5120*b^4*c^2*g*r*x^3+1312*b^4*c^2*g*x ^4+464*b^4*c^2*p^2*x^3+704*b^4*c^2*p*q*x^3+1536*b^4*c^2*p*r*x^3+192*b^4*c^2*p*x ^4+176*b^4*c^2*q^2*x^3+992*b^4*c^2*q*r*x^3+224*b^4*c^2*q*x^4+336*b^4*c^2*r^2*x^ 3-672*b^4*c^2*r*x^4+504*b^4*c*g^3*x^3+1936*b^4*c*g^2*p*x^3+1008*b^4*c*g^2*q*x^3 +3584*b^4*c*g^2*r*x^3+1552*b^4*c*g^2*x^4+1272*b^4*c*g*p^2*x^3+1632*b^4*c*g*p*q* x^3+4048*b^4*c*g*p*r*x^3+768*b^4*c*g*p*x^4+328*b^4*c*g*q^2*x^3+2544*b^4*c*g*q*r *x^3+784*b^4*c*g*q*x^4+1488*b^4*c*g*r^2*x^3-1920*b^4*c*g*r*x^4+72*b^4*c*p^3*x^3 +176*b^4*c*p^2*q*x^3+360*b^4*c*p^2*r*x^3+40*b^4*c*p^2*x^4+104*b^4*c*p*q^2*x^3+ 512*b^4*c*p*q*r*x^3+96*b^4*c*p*q*x^4+216*b^4*c*p*r^2*x^3-240*b^4*c*p*r*x^4+88*b ^4*c*q^2*r*x^3+56*b^4*c*q^2*x^4-48*b^4*c*q*r^2*x^3-336*b^4*c*q*r*x^4-144*b^4*c* r^3*x^3-288*b^4*c*r^2*x^4+284*b^4*g^3*p*x^3+120*b^4*g^3*q*x^3+680*b^4*g^3*r*x^3 +492*b^4*g^3*x^4+448*b^4*g^2*p^2*x^3+528*b^4*g^2*p*q*x^3+1536*b^4*g^2*p*r*x^3+ 488*b^4*g^2*p*x^4+80*b^4*g^2*q^2*x^3+944*b^4*g^2*q*r*x^3+488*b^4*g^2*q*x^4+696* b^4*g^2*r^2*x^3-516*b^4*g^2*r*x^4+164*b^4*g*p^3*x^3+344*b^4*g*p^2*q*x^3+752*b^4 *g*p^2*r*x^3+92*b^4*g*p^2*x^4+180*b^4*g*p*q^2*x^3+1024*b^4*g*p*q*r*x^3+192*b^4* g*p*q*x^4+576*b^4*g*p*r^2*x^3-732*b^4*g*p*r*x^4+240*b^4*g*q^2*r*x^3+100*b^4*g*q ^2*x^4+240*b^4*g*q*r^2*x^3-780*b^4*g*q*r*x^4-48*b^4*g*r^3*x^3-792*b^4*g*r^2*x^4 +1344*b^3*c^5*x^3+5568*b^3*c^4*g*x^3+2336*b^3*c^4*p*x^3+2016*b^3*c^4*q*x^3+4256 *b^3*c^4*r*x^3+416*b^3*c^4*x^4+6976*b^3*c^3*g^2*x^3+9104*b^3*c^3*g*p*x^3+6368*b ^3*c^3*g*q*x^3+15584*b^3*c^3*g*r*x^3+2304*b^3*c^3*g*x^4+1456*b^3*c^3*p^2*x^3+ 2784*b^3*c^3*p*q*x^3+5232*b^3*c^3*p*r*x^3+384*b^3*c^3*p*x^4+1008*b^3*c^3*q^2*x^ 3+4720*b^3*c^3*q*r*x^3+624*b^3*c^3*q*x^4+2112*b^3*c^3*r^2*x^3-2064*b^3*c^3*r*x^ 4+3472*b^3*c^2*g^3*x^3+9312*b^3*c^2*g^2*p*x^3+5888*b^3*c^2*g^2*q*x^3+16400*b^3* c^2*g^2*r*x^3+3872*b^3*c^2*g^2*x^4+5312*b^3*c^2*g*p^2*x^3+7968*b^3*c^2*g*p*q*x^ 3+17368*b^3*c^2*g*p*r*x^3+1824*b^3*c^2*g*p*x^4+2336*b^3*c^2*g*q^2*x^3+13048*b^3 *c^2*g*q*r*x^3+2024*b^3*c^2*g*q*x^4+7416*b^3*c^2*g*r^2*x^3-7656*b^3*c^2*g*r*x^4 +376*b^3*c^2*p^3*x^3+1224*b^3*c^2*p^2*q*x^3+2016*b^3*c^2*p^2*r*x^3+80*b^3*c^2*p ^2*x^4+1032*b^3*c^2*p*q^2*x^3+4144*b^3*c^2*p*q*r*x^3+384*b^3*c^2*p*q*x^4+1800*b ^3*c^2*p*r^2*x^3-1560*b^3*c^2*p*r*x^4+168*b^3*c^2*q^3*x^3+1528*b^3*c^2*q^2*r*x^ 3+312*b^3*c^2*q^2*x^4+1176*b^3*c^2*q*r^2*x^3-2064*b^3*c^2*q*r*x^4-128*b^3*c^2*r ^3*x^3-1584*b^3*c^2*r^2*x^4+604*b^3*c*g^4*x^3+3376*b^3*c*g^3*p*x^3+1956*b^3*c*g ^3*q*x^3+6548*b^3*c*g^3*r*x^3+2468*b^3*c*g^3*x^4+3972*b^3*c*g^2*p^2*x^3+5456*b^ 3*c*g^2*p*q*x^3+13224*b^3*c*g^2*p*r*x^3+2288*b^3*c*g^2*p*x^4+1404*b^3*c*g^2*q^2 *x^3+9360*b^3*c*g^2*q*r*x^3+2328*b^3*c*g^2*q*x^4+6168*b^3*c*g^2*r^2*x^3-5088*b^ 3*c*g^2*r*x^4+1292*b^3*c*g*p^3*x^3+3084*b^3*c*g*p^2*q*x^3+6024*b^3*c*g*p^2*r*x^ 3+344*b^3*c*g*p^2*x^4+2068*b^3*c*g*p*q^2*x^3+9592*b^3*c*g*p*q*r*x^3+840*b^3*c*g *p*q*x^4+5124*b^3*c*g*p*r^2*x^3-5580*b^3*c*g*p*r*x^4+268*b^3*c*g*q^3*x^3+3108*b ^3*c*g*q^2*r*x^3+500*b^3*c*g*q^2*x^4+3168*b^3*c*g*q*r^2*x^3-6072*b^3*c*g*q*r*x^ 4+168*b^3*c*g*r^3*x^3-5304*b^3*c*g*r^2*x^4+32*b^3*c*p^4*x^3+168*b^3*c*p^3*q*x^3 +232*b^3*c*p^3*r*x^3-4*b^3*c*p^3*x^4+248*b^3*c*p^2*q^2*x^3+864*b^3*c*p^2*q*r*x^ 3+40*b^3*c*p^2*q*x^4+360*b^3*c*p^2*r^2*x^3-288*b^3*c*p^2*r*x^4+112*b^3*c*p*q^3* x^3+764*b^3*c*p*q^2*r*x^3+96*b^3*c*p*q^2*x^4+648*b^3*c*p*q*r^2*x^3-780*b^3*c*p* q*r*x^4+80*b^3*c*p*r^3*x^3-504*b^3*c*p*r^2*x^4+116*b^3*c*q^3*r*x^3+52*b^3*c*q^3 *x^4+60*b^3*c*q^2*r^2*x^3-516*b^3*c*q^2*r*x^4-192*b^3*c*q*r^3*x^3-792*b^3*c*q*r ^2*x^4-80*b^3*c*r^4*x^3-160*b^3*c*r^3*x^4+352*b^3*g^4*p*x^3+176*b^3*g^4*q*x^3+ 856*b^3*g^4*r*x^3+528*b^3*g^4*x^4+784*b^3*g^3*p^2*x^3+1008*b^3*g^3*p*q*x^3+2806 *b^3*g^3*p*r*x^3+784*b^3*g^3*p*x^4+224*b^3*g^3*q^2*x^3+1934*b^3*g^3*q*r*x^3+784 *b^3*g^3*q*x^4+1482*b^3*g^3*r^2*x^3-726*b^3*g^3*r*x^4+536*b^3*g^2*p^3*x^3+1184* b^3*g^2*p^2*q*x^3+2536*b^3*g^2*p^2*r*x^3+284*b^3*g^2*p^2*x^4+720*b^3*g^2*p*q^2* x^3+3772*b^3*g^2*p*q*r*x^3+588*b^3*g^2*p*q*x^4+2244*b^3*g^2*p*r^2*x^3-2166*b^3* g^2*p*r*x^4+72*b^3*g^2*q^3*x^3+1156*b^3*g^2*q^2*r*x^3+304*b^3*g^2*q^2*x^4+1392* b^3*g^2*q*r^2*x^3-2286*b^3*g^2*q*r*x^4+152*b^3*g^2*r^3*x^3-2364*b^3*g^2*r^2*x^4 +108*b^3*g*p^4*x^3+360*b^3*g*p^3*q*x^3+630*b^3*g*p^3*r*x^3-2*b^3*g*p^3*x^4+400* b^3*g*p^2*q^2*x^3+1590*b^3*g*p^2*q*r*x^3+20*b^3*g*p^2*q*x^4+798*b^3*g*p^2*r^2*x ^3-972*b^3*g*p^2*r*x^4+148*b^3*g*p*q^3*x^3+1156*b^3*g*p*q^2*r*x^3+48*b^3*g*p*q^ 2*x^4+1152*b^3*g*p*q*r^2*x^3-2046*b^3*g*p*q*r*x^4+176*b^3*g*p*r^3*x^3-1548*b^3* g*p*r^2*x^4+188*b^3*g*q^3*r*x^3+26*b^3*g*q^3*x^4+240*b^3*g*q^2*r^2*x^3-1086*b^3 *g*q^2*r*x^4-96*b^3*g*q*r^3*x^3-1692*b^3*g*q*r^2*x^4-80*b^3*g*r^4*x^3-440*b^3*g *r^3*x^4+1088*b^2*c^6*x^3+5824*b^2*c^5*g*x^3+2208*b^2*c^5*p*x^3+2176*b^2*c^5*q* x^3+4256*b^2*c^5*r*x^3+288*b^2*c^5*x^4+10176*b^2*c^4*g^2*x^3+11520*b^2*c^4*g*p* x^3+9040*b^2*c^4*g*q*x^3+20256*b^2*c^4*g*r*x^3+1936*b^2*c^4*g*x^4+1648*b^2*c^4* p^2*x^3+3712*b^2*c^4*p*q*x^3+6176*b^2*c^4*p*r*x^3+208*b^2*c^4*p*x^4+1632*b^2*c^ 4*q^2*x^3+6848*b^2*c^4*q*r*x^3+576*b^2*c^4*q*x^4+3024*b^2*c^4*r^2*x^3-2640*b^2* c^4*r*x^4+7888*b^2*c^3*g^3*x^3+17400*b^2*c^3*g^2*p*x^3+12304*b^2*c^3*g^2*q*x^3+ 30368*b^2*c^3*g^2*r*x^3+4432*b^2*c^3*g^2*x^4+8608*b^2*c^3*g*p^2*x^3+14432*b^2*c ^3*g*p*q*x^3+28632*b^2*c^3*g*p*r*x^3+1672*b^2*c^3*g*p*x^4+5112*b^2*c^3*g*q^2*x^ 3+24760*b^2*c^3*g*q*r*x^3+2248*b^2*c^3*g*q*x^4+13560*b^2*c^3*g*r^2*x^3-12624*b^ 2*c^3*g*r*x^4+536*b^2*c^3*p^3*x^3+2176*b^2*c^3*p^2*q*x^3+2952*b^2*c^3*p^2*r*x^3 -56*b^2*c^3*p^2*x^4+2256*b^2*c^3*p*q^2*x^3+7856*b^2*c^3*p*q*r*x^3+312*b^2*c^3*p *q*x^4+2952*b^2*c^3*p*r^2*x^3-2904*b^2*c^3*p*r*x^4+544*b^2*c^3*q^3*x^3+3888*b^2 *c^3*q^2*r*x^3+432*b^2*c^3*q^2*x^4+3312*b^2*c^3*q*r^2*x^3-3960*b^2*c^3*q*r*x^4+ 176*b^2*c^3*r^3*x^3-2736*b^2*c^3*r^2*x^4+2828*b^2*c^2*g^4*x^3+10784*b^2*c^2*g^3 *p*x^3+7116*b^2*c^2*g^3*q*x^3+19544*b^2*c^2*g^3*r*x^3+4372*b^2*c^2*g^3*x^4+ 10636*b^2*c^2*g^2*p^2*x^3+16080*b^2*c^2*g^2*p*q*x^3+35068*b^2*c^2*g^2*p*r*x^3+ 3544*b^2*c^2*g^2*p*x^4+5068*b^2*c^2*g^2*q^2*x^3+27580*b^2*c^2*g^2*q*r*x^3+3804* b^2*c^2*g^2*q*x^4+17052*b^2*c^2*g^2*r^2*x^3-14280*b^2*c^2*g^2*r*x^4+3016*b^2*c^ 2*g*p^3*x^3+8000*b^2*c^2*g*p^2*q*x^3+14172*b^2*c^2*g*p^2*r*x^3+216*b^2*c^2*g*p^ 2*x^4+6284*b^2*c^2*g*p*q^2*x^3+25872*b^2*c^2*g*p*q*r*x^3+1004*b^2*c^2*g*p*q*x^4 +13032*b^2*c^2*g*p*r^2*x^3-13380*b^2*c^2*g*p*r*x^4+1224*b^2*c^2*g*q^3*x^3+10244 *b^2*c^2*g*q^2*r*x^3+840*b^2*c^2*g*q^2*x^4+10548*b^2*c^2*g*q*r^2*x^3-14736*b^2* c^2*g*q*r*x^4+1480*b^2*c^2*g*r^3*x^3-11688*b^2*c^2*g*r^2*x^4+64*b^2*c^2*p^4*x^3 +496*b^2*c^2*p^3*q*x^3+464*b^2*c^2*p^3*r*x^3-68*b^2*c^2*p^3*x^4+940*b^2*c^2*p^2 *q^2*x^3+2664*b^2*c^2*p^2*q*r*x^3-56*b^2*c^2*p^2*q*x^4+720*b^2*c^2*p^2*r^2*x^3-\ 1008*b^2*c^2*p^2*r*x^4+576*b^2*c^2*p*q^3*x^3+3224*b^2*c^2*p*q^2*r*x^3+156*b^2*c ^2*p*q^2*x^4+2448*b^2*c^2*p*q*r^2*x^3-2904*b^2*c^2*p*q*r*x^4+160*b^2*c^2*p*r^3* x^3-1656*b^2*c^2*p*r^2*x^4+68*b^2*c^2*q^4*x^3+880*b^2*c^2*q^3*r*x^3+144*b^2*c^2 *q^3*x^4+1044*b^2*c^2*q^2*r^2*x^3-1980*b^2*c^2*q^2*r*x^4-80*b^2*c^2*q*r^3*x^3-\ 2736*b^2*c^2*q*r^2*x^4-160*b^2*c^2*r^4*x^3-560*b^2*c^2*r^3*x^4+384*b^2*c*g^5*x^ 3+2804*b^2*c*g^4*p*x^3+1728*b^2*c*g^4*q*x^3+5566*b^2*c*g^4*r*x^3+1926*b^2*c*g^4 *x^4+4684*b^2*c*g^3*p^2*x^3+6672*b^2*c*g^3*p*q*x^3+15954*b^2*c*g^3*p*r*x^3+2622 *b^2*c*g^3*p*x^4+1924*b^2*c*g^3*q^2*x^3+11974*b^2*c*g^3*q*r*x^3+2654*b^2*c*g^3* q*x^4+8268*b^2*c*g^3*r^2*x^3-5322*b^2*c*g^3*r*x^4+2742*b^2*c*g^2*p^3*x^3+6560*b ^2*c*g^2*p^2*q*x^3+12808*b^2*c*g^2*p^2*r*x^3+696*b^2*c*g^2*p^2*x^4+4618*b^2*c*g ^2*p*q^2*x^3+21024*b^2*c*g^2*p*q*r*x^3+1604*b^2*c*g^2*p*q*x^4+11862*b^2*c*g^2*p *r^2*x^3-11262*b^2*c*g^2*p*r*x^4+780*b^2*c*g^2*q^3*x^3+7614*b^2*c*g^2*q^2*r*x^3 +918*b^2*c*g^2*q^2*x^4+8832*b^2*c*g^2*q*r^2*x^3-11868*b^2*c*g^2*q*r*x^4+1580*b^ 2*c*g^2*r^3*x^3-10632*b^2*c*g^2*r^2*x^4+494*b^2*c*g*p^4*x^3+1808*b^2*c*g*p^3*q* x^3+2882*b^2*c*g*p^3*r*x^3-106*b^2*c*g*p^3*x^4+2290*b^2*c*g*p^2*q^2*x^3+8222*b^ 2*c*g*p^2*q*r*x^3-162*b^2*c*g*p^2*q*x^4+3804*b^2*c*g*p^2*r^2*x^3-4494*b^2*c*g*p ^2*r*x^4+1076*b^2*c*g*p*q^3*x^3+7040*b^2*c*g*p*q^2*r*x^3+36*b^2*c*g*p*q^2*x^4+ 6720*b^2*c*g*p*q*r^2*x^3-9750*b^2*c*g*p*q*r*x^4+1088*b^2*c*g*p*r^3*x^3-6804*b^2 *c*g*p*r^2*x^4+100*b^2*c*g*q^4*x^3+1588*b^2*c*g*q^3*r*x^3+92*b^2*c*g*q^3*x^4+ 2196*b^2*c*g*q^2*r^2*x^3-5358*b^2*c*g*q^2*r*x^4+120*b^2*c*g*q*r^3*x^3-7824*b^2* c*g*q*r^2*x^4-280*b^2*c*g*r^4*x^3-1960*b^2*c*g*r^3*x^4+32*b^2*c*p^4*q*x^3-12*b^ 2*c*p^4*x^4+114*b^2*c*p^3*q^2*x^3+232*b^2*c*p^3*q*r*x^3-34*b^2*c*p^3*q*x^4-108* b^2*c*p^3*r*x^4+132*b^2*c*p^2*q^3*x^3+594*b^2*c*p^2*q^2*r*x^3-14*b^2*c*p^2*q^2* x^4+360*b^2*c*p^2*q*r^2*x^3-504*b^2*c*p^2*q*r*x^4-216*b^2*c*p^2*r^2*x^4+50*b^2* c*p*q^4*x^3+420*b^2*c*p*q^3*r*x^3+26*b^2*c*p*q^3*x^4+486*b^2*c*p*q^2*r^2*x^3-\ 726*b^2*c*p*q^2*r*x^4+80*b^2*c*p*q*r^3*x^3-828*b^2*c*p*q*r^2*x^4-120*b^2*c*p*r^ 3*x^4+58*b^2*c*q^4*r*x^3+18*b^2*c*q^4*x^4+72*b^2*c*q^3*r^2*x^3-330*b^2*c*q^3*r* x^4-84*b^2*c*q^2*r^3*x^3-684*b^2*c*q^2*r^2*x^4-80*b^2*c*q*r^4*x^3-280*b^2*c*q*r ^3*x^4+230*b^2*g^5*p*x^3+126*b^2*g^5*q*x^3+560*b^2*g^5*r*x^3+312*b^2*g^5*x^4+ 656*b^2*g^4*p^2*x^3+888*b^2*g^4*p*q*x^3+2403*b^2*g^4*p*r*x^3+621*b^2*g^4*p*x^4+ 232*b^2*g^4*q^2*x^3+1759*b^2*g^4*q*r*x^3+621*b^2*g^4*q*x^4+1377*b^2*g^4*r^2*x^3 -504*b^2*g^4*r*x^4+644*b^2*g^3*p^3*x^3+1462*b^2*g^3*p^2*q*x^3+3101*b^2*g^3*p^2* r*x^3+335*b^2*g^3*p^2*x^4+960*b^2*g^3*p*q^2*x^3+4840*b^2*g^3*p*q*r*x^3+686*b^2* g^3*p*q*x^4+2991*b^2*g^3*p*r^2*x^3-2379*b^2*g^3*p*r*x^4+142*b^2*g^3*q^3*x^3+ 1675*b^2*g^3*q^2*r*x^3+351*b^2*g^3*q^2*x^4+2178*b^2*g^3*q*r^2*x^3-2475*b^2*g^3* q*r*x^4+454*b^2*g^3*r^3*x^3-2628*b^2*g^3*r^2*x^4+250*b^2*g^2*p^4*x^3+832*b^2*g^ 2*p^3*q*x^3+1465*b^2*g^2*p^3*r*x^3+4*b^2*g^2*p^3*x^4+952*b^2*g^2*p^2*q^2*x^3+ 3751*b^2*g^2*p^2*q*r*x^3+53*b^2*g^2*p^2*q*x^4+1941*b^2*g^2*p^2*r^2*x^3-2112*b^2 *g^2*p^2*r*x^4+398*b^2*g^2*p*q^3*x^3+2906*b^2*g^2*p*q^2*r*x^3+99*b^2*g^2*p*q^2* x^4+3060*b^2*g^2*p*q*r^2*x^3-4383*b^2*g^2*p*q*r*x^4+572*b^2*g^2*p*r^3*x^3-3420* b^2*g^2*p*r^2*x^4+28*b^2*g^2*q^4*x^3+600*b^2*g^2*q^3*r*x^3+50*b^2*g^2*q^3*x^4+ 930*b^2*g^2*q^2*r^2*x^3-2301*b^2*g^2*q^2*r*x^4+104*b^2*g^2*q*r^3*x^3-3660*b^2*g ^2*q*r^2*x^4-120*b^2*g^2*r^4*x^3-1020*b^2*g^2*r^3*x^4+31*b^2*g*p^5*x^3+140*b^2* g*p^4*q*x^3+207*b^2*g*p^4*r*x^3-19*b^2*g*p^4*x^4+243*b^2*g*p^3*q^2*x^3+778*b^2* g*p^3*q*r*x^3-69*b^2*g*p^3*q*x^4+333*b^2*g*p^3*r^2*x^3-471*b^2*g*p^3*r*x^4+190* b^2*g*p^2*q^3*x^3+1041*b^2*g*p^2*q^2*r*x^3-85*b^2*g*p^2*q^2*x^4+918*b^2*g*p^2*q *r^2*x^3-1503*b^2*g*p^2*q*r*x^4+154*b^2*g*p^2*r^3*x^3-918*b^2*g*p^2*r^2*x^4+56* b^2*g*p*q^4*x^3+540*b^2*g*p*q^3*r*x^3-39*b^2*g*p*q^3*x^4+720*b^2*g*p*q^2*r^2*x^ 3-1614*b^2*g*p*q^2*r*x^4+176*b^2*g*p*q*r^3*x^3-2034*b^2*g*p*q*r^2*x^4-420*b^2*g *p*r^3*x^4+70*b^2*g*q^4*r*x^3-4*b^2*g*q^4*x^4+108*b^2*g*q^3*r^2*x^3-582*b^2*g*q ^3*r*x^4-60*b^2*g*q^2*r^3*x^3-1152*b^2*g*q^2*r^2*x^4-80*b^2*g*q*r^4*x^3-500*b^2 *g*q*r^3*x^4+320*b*c^7*x^3+2496*b*c^6*g*x^3+736*b*c^6*p*x^3+800*b*c^6*q*x^3+ 1472*b*c^6*r*x^3+64*b*c^6*x^4+6176*b*c^5*g^2*x^3+5840*b*c^5*g*p*x^3+4848*b*c^5* g*q*x^3+10272*b*c^5*g*r*x^3+672*b*c^5*g*x^4+624*b*c^5*p^2*x^3+1600*b*c^5*p*q*x^ 3+2400*b*c^5*p*r*x^3+800*b*c^5*q^2*x^3+3104*b*c^5*q*r*x^3+160*b*c^5*q*x^4+1296* b*c^5*r^2*x^3-1152*b*c^5*r*x^4+6912*b*c^4*g^3*x^3+12984*b*c^4*g^2*p*x^3+9704*b* c^4*g^2*q*x^3+22336*b*c^4*g^2*r*x^3+2192*b*c^4*g^2*x^4+5344*b*c^4*g*p^2*x^3+ 9408*b*c^4*g*p*q*x^3+17536*b*c^4*g*p*r*x^3+520*b*c^4*g*p*x^4+3696*b*c^4*g*q^2*x ^3+16512*b*c^4*g*q*r*x^3+920*b*c^4*g*q*x^4+8688*b*c^4*g*r^2*x^3-8064*b*c^4*g*r* x^4+232*b*c^4*p^3*x^3+1128*b*c^4*p^2*q*x^3+1296*b*c^4*p^2*r*x^3-96*b*c^4*p^2*x^ 4+1360*b*c^4*p*q^2*x^3+4224*b*c^4*p*q*r*x^3+1368*b*c^4*p*r^2*x^3-1584*b*c^4*p*r *x^4+400*b*c^4*q^3*x^3+2528*b*c^4*q^2*r*x^3+160*b*c^4*q^2*x^4+2088*b*c^4*q*r^2* x^3-2304*b*c^4*q*r*x^4+160*b*c^4*r^3*x^3-1440*b*c^4*r^2*x^4+3924*b*c^3*g^4*x^3+ 12244*b*c^3*g^3*p*x^3+8636*b*c^3*g^3*q*x^3+21408*b*c^3*g^3*r*x^3+3128*b*c^3*g^3 *x^4+10372*b*c^3*g^2*p^2*x^3+16384*b*c^3*g^2*p*q*x^3+33472*b*c^3*g^2*p*r*x^3+ 2016*b*c^3*g^2*p*x^4+5712*b*c^3*g^2*q^2*x^3+28096*b*c^3*g^2*q*r*x^3+2328*b*c^3* g^2*q*x^4+16608*b*c^3*g^2*r^2*x^3-14424*b*c^3*g^2*r*x^4+2444*b*c^3*g*p^3*x^3+ 6712*b*c^3*g*p^2*q*x^3+11164*b*c^3*g*p^2*r*x^3-132*b*c^3*g*p^2*x^4+5784*b*c^3*g *p*q^2*x^3+21952*b*c^3*g*p*q*r*x^3+168*b*c^3*g*p*q*x^4+10428*b*c^3*g*p*r^2*x^3-\ 11112*b*c^3*g*p*r*x^4+1364*b*c^3*g*q^3*x^3+9932*b*c^3*g*q^2*r*x^3+436*b*c^3*g*q ^2*x^4+9972*b*c^3*g*q*r^2*x^3-12288*b*c^3*g*q*r*x^4+1584*b*c^3*g*r^3*x^3-9120*b *c^3*g*r^2*x^4+32*b*c^3*p^4*x^3+328*b*c^3*p^3*q*x^3+232*b*c^3*p^3*r*x^3-64*b*c^ 3*p^3*x^4+756*b*c^3*p^2*q^2*x^3+1800*b*c^3*p^2*q*r*x^3-144*b*c^3*p^2*q*x^4+360* b*c^3*p^2*r^2*x^3-720*b*c^3*p^2*r*x^4+560*b*c^3*p*q^3*x^3+2736*b*c^3*p*q^2*r*x^ 3+1800*b*c^3*p*q*r^2*x^3-2376*b*c^3*p*q*r*x^4+80*b*c^3*p*r^3*x^3-1152*b*c^3*p*r ^2*x^4+100*b*c^3*q^4*x^3+976*b*c^3*q^3*r*x^3+80*b*c^3*q^3*x^4+1188*b*c^3*q^2*r^ 2*x^3-1728*b*c^3*q^2*r*x^4+112*b*c^3*q*r^3*x^3-2160*b*c^3*q*r^2*x^4-80*b*c^3*r^ 4*x^3-400*b*c^3*r^3*x^4+1108*b*c^2*g^5*x^3+5500*b*c^2*g^4*p*x^3+3708*b*c^2*g^4* q*x^3+10068*b*c^2*g^4*r*x^3+2184*b*c^2*g^4*x^4+7740*b*c^2*g^3*p^2*x^3+11616*b*c ^2*g^3*p*q*x^3+25460*b*c^2*g^3*p*r*x^3+2594*b*c^2*g^3*p*x^4+3764*b*c^2*g^3*q^2* x^3+20244*b*c^2*g^3*q*r*x^3+2686*b*c^2*g^3*q*x^4+13104*b*c^2*g^3*r^2*x^3-9648*b *c^2*g^3*r*x^4+3934*b*c^2*g^2*p^3*x^3+9690*b*c^2*g^2*p^2*q*x^3+17862*b*c^2*g^2* p^2*r*x^3+358*b*c^2*g^2*p^2*x^4+7366*b*c^2*g^2*p*q^2*x^3+30904*b*c^2*g^2*p*q*r* x^3+1016*b*c^2*g^2*p*q*x^4+16698*b*c^2*g^2*p*r^2*x^3-16362*b*c^2*g^2*p*r*x^4+ 1518*b*c^2*g^2*q^3*x^3+12390*b*c^2*g^2*q^2*r*x^3+726*b*c^2*g^2*q^2*x^4+13926*b* c^2*g^2*q*r^2*x^3-17094*b*c^2*g^2*q*r*x^4+2776*b*c^2*g^2*r^3*x^3-14016*b*c^2*g^ 2*r^2*x^4+592*b*c^2*g*p^4*x^3+2196*b*c^2*g*p^3*q*x^3+3320*b*c^2*g*p^3*r*x^3-198 *b*c^2*g*p^3*x^4+3020*b*c^2*g*p^2*q^2*x^3+9984*b*c^2*g*p^2*q*r*x^3-474*b*c^2*g* p^2*q*x^4+4320*b*c^2*g*p^2*r^2*x^3-5418*b*c^2*g*p^2*r*x^4+1652*b*c^2*g*p*q^3*x^ 3+9684*b*c^2*g*p*q^2*r*x^3-202*b*c^2*g*p*q^2*x^4+8736*b*c^2*g*p*q*r^2*x^3-11916 *b*c^2*g*p*q*r*x^4+1376*b*c^2*g*p*r^3*x^3-7812*b*c^2*g*p*r^2*x^4+236*b*c^2*g*q^ 4*x^3+2684*b*c^2*g*q^3*r*x^3+74*b*c^2*g*q^3*x^4+3780*b*c^2*g*q^2*r^2*x^3-6678*b *c^2*g*q^2*r*x^4+768*b*c^2*g*q*r^3*x^3-9228*b*c^2*g*q*r^2*x^4-200*b*c^2*g*r^4*x ^3-2200*b*c^2*g*r^3*x^4+32*b*c^2*p^4*q*x^3-12*b*c^2*p^4*x^4+154*b*c^2*p^3*q^2*x ^3+232*b*c^2*p^3*q*r*x^3-64*b*c^2*p^3*q*x^4-108*b*c^2*p^3*r*x^4+222*b*c^2*p^2*q ^3*x^3+828*b*c^2*p^2*q^2*r*x^3-72*b*c^2*p^2*q^2*x^4+360*b*c^2*p^2*q*r^2*x^3-720 *b*c^2*p^2*q*r*x^4-216*b*c^2*p^2*r^2*x^4+110*b*c^2*p*q^4*x^3+768*b*c^2*p*q^3*r* x^3+774*b*c^2*p*q^2*r^2*x^3-1188*b*c^2*p*q^2*r*x^4+80*b*c^2*p*q*r^3*x^3-1152*b* c^2*p*q*r^2*x^4-120*b*c^2*p*r^3*x^4+10*b*c^2*q^5*x^3+172*b*c^2*q^4*r*x^3+20*b*c ^2*q^4*x^4+270*b*c^2*q^3*r^2*x^3-576*b*c^2*q^3*r*x^4-8*b*c^2*q^2*r^3*x^3-1080*b *c^2*q^2*r^2*x^4-80*b*c^2*q*r^4*x^3-400*b*c^2*q*r^3*x^4+124*b*c*g^6*x^3+1122*b* c*g^5*p*x^3+718*b*c*g^5*q*x^3+2246*b*c*g^5*r*x^3+736*b*c*g^5*x^4+2438*b*c*g^4*p ^2*x^3+3532*b*c*g^4*p*q*x^3+8374*b*c*g^4*p*r*x^3+1342*b*c*g^4*p*x^4+1078*b*c*g^ 4*q^2*x^3+6458*b*c*g^4*q*r*x^3+1350*b*c*g^4*q*x^4+4587*b*c*g^4*r^2*x^3-2502*b*c *g^4*r*x^4+2069*b*c*g^3*p^3*x^3+4876*b*c*g^3*p^2*q*x^3+9618*b*c*g^3*p^2*r*x^3+ 558*b*c*g^3*p^2*x^4+3475*b*c*g^3*p*q^2*x^3+15776*b*c*g^3*p*q*r*x^3+1190*b*c*g^3 *p*q*x^4+9279*b*c*g^3*p*r^2*x^3-7911*b*c*g^3*p*r*x^4+652*b*c*g^3*q^3*x^3+5964*b *c*g^3*q^2*r*x^3+640*b*c*g^3*q^2*x^4+7371*b*c*g^3*q*r^2*x^3-8121*b*c*g^3*q*r*x^ 4+1692*b*c*g^3*r^3*x^3-7500*b*c*g^3*r^2*x^4+709*b*c*g^2*p^4*x^3+2382*b*c*g^2*p^ 3*q*x^3+4017*b*c*g^2*p^3*r*x^3-95*b*c*g^2*p^3*x^4+2879*b*c*g^2*p^2*q^2*x^3+ 10609*b*c*g^2*p^2*q*r*x^3-209*b*c*g^2*p^2*q*x^4+5274*b*c*g^2*p^2*r^2*x^3-5910*b *c*g^2*p^2*r*x^4+1372*b*c*g^2*p*q^3*x^3+8937*b*c*g^2*p*q^2*r*x^3-73*b*c*g^2*p*q ^2*x^4+9072*b*c*g^2*p*q*r^2*x^3-12228*b*c*g^2*p*q*r*x^4+1736*b*c*g^2*p*r^3*x^3-\ 8910*b*c*g^2*p*r^2*x^4+166*b*c*g^2*q^4*x^3+2193*b*c*g^2*q^3*r*x^3+41*b*c*g^2*q^ 3*x^4+3393*b*c*g^2*q^2*r^2*x^3-6438*b*c*g^2*q^2*r*x^4+856*b*c*g^2*q*r^3*x^3-\ 9558*b*c*g^2*q*r^2*x^4-180*b*c*g^2*r^4*x^3-2560*b*c*g^2*r^3*x^4+74*b*c*g*p^5*x^ 3+333*b*c*g*p^4*q*x^3+481*b*c*g*p^4*r*x^3-49*b*c*g*p^4*x^4+623*b*c*g*p^3*q^2*x^ 3+1850*b*c*g*p^3*q*r*x^3-200*b*c*g*p^3*q*x^4+774*b*c*g*p^3*r^2*x^3-1083*b*c*g*p ^3*r*x^4+557*b*c*g*p^2*q^3*x^3+2774*b*c*g*p^2*q^2*r*x^3-256*b*c*g*p^2*q^2*x^4+ 2295*b*c*g*p^2*q*r^2*x^3-3549*b*c*g*p^2*q*r*x^4+398*b*c*g*p^2*r^3*x^3-2034*b*c* g*p^2*r^2*x^4+207*b*c*g*p*q^4*x^3+1706*b*c*g*p*q^3*r*x^3-108*b*c*g*p*q^3*x^4+ 2193*b*c*g*p*q^2*r^2*x^3-3957*b*c*g*p*q^2*r*x^4+600*b*c*g*p*q*r^3*x^3-4716*b*c* g*p*q*r^2*x^4+40*b*c*g*p*r^4*x^3-900*b*c*g*p*r^3*x^4+14*b*c*g*q^5*x^3+301*b*c*g *q^4*r*x^3-3*b*c*g*q^4*x^4+510*b*c*g*q^3*r^2*x^3-1491*b*c*g*q^3*r*x^4+6*b*c*g*q ^2*r^3*x^3-2874*b*c*g*q^2*r^2*x^4-160*b*c*g*q*r^4*x^3-1200*b*c*g*q*r^3*x^4+8*b* c*p^4*q^2*x^3-6*b*c*p^4*q*x^4+24*b*c*p^3*q^3*x^3+58*b*c*p^3*q^2*r*x^3-16*b*c*p^ 3*q^2*x^4-54*b*c*p^3*q*r*x^4+24*b*c*p^2*q^4*x^3+126*b*c*p^2*q^3*r*x^3-12*b*c*p^ 2*q^3*x^4+90*b*c*p^2*q^2*r^2*x^3-180*b*c*p^2*q^2*r*x^4-108*b*c*p^2*q*r^2*x^4+8* b*c*p*q^5*x^3+78*b*c*p*q^4*r*x^3+108*b*c*p*q^3*r^2*x^3-198*b*c*p*q^3*r*x^4+20*b *c*p*q^2*r^3*x^3-288*b*c*p*q^2*r^2*x^4-60*b*c*p*q*r^3*x^4+10*b*c*q^5*r*x^3+2*b* c*q^5*x^4+18*b*c*q^4*r^2*x^3-72*b*c*q^4*r*x^4-12*b*c*q^3*r^3*x^3-180*b*c*q^3*r^ 2*x^4-20*b*c*q^2*r^4*x^3-100*b*c*q^2*r^3*x^4+76*b*g^6*p*x^3+44*b*g^6*q*x^3+184* b*g^6*r*x^3+96*b*g^6*x^4+266*b*g^5*p^2*x^3+372*b*g^5*p*q*x^3+985*b*g^5*p*r*x^3+ 242*b*g^5*p*x^4+106*b*g^5*q^2*x^3+745*b*g^5*q*r*x^3+242*b*g^5*q*x^4+591*b*g^5*r ^2*x^3-174*b*g^5*r*x^4+342*b*g^4*p^3*x^3+784*b*g^4*p^2*q*x^3+1658*b*g^4*p^2*r*x ^3+179*b*g^4*p^2*x^4+534*b*g^4*p*q^2*x^3+2642*b*g^4*p*q*r*x^3+362*b*g^4*p*q*x^4 +1683*b*g^4*p*r^2*x^3-1155*b*g^4*p*r*x^4+92*b*g^4*q^3*x^3+968*b*g^4*q^2*r*x^3+ 183*b*g^4*q^2*x^4+1320*b*g^4*q*r^2*x^3-1179*b*g^4*q*r*x^4+340*b*g^4*r^3*x^3-\ 1296*b*g^4*r^2*x^4+197*b*g^3*p^4*x^3+640*b*g^3*p^3*q*x^3+1149*b*g^3*p^3*r*x^3+ 14*b*g^3*p^3*x^4+731*b*g^3*p^2*q^2*x^3+2897*b*g^3*p^2*q*r*x^3+56*b*g^3*p^2*q*x^ 4+1557*b*g^3*p^2*r^2*x^3-1542*b*g^3*p^2*r*x^4+322*b*g^3*p*q^3*x^3+2292*b*g^3*p* q^2*r*x^3+74*b*g^3*p*q^2*x^4+2526*b*g^3*p*q*r^2*x^3-3135*b*g^3*p*q*r*x^4+534*b* g^3*p*r^3*x^3-2538*b*g^3*p*r^2*x^4+34*b*g^3*q^4*x^3+528*b*g^3*q^3*r*x^3+32*b*g^ 3*q^3*x^4+894*b*g^3*q^2*r^2*x^3-1617*b*g^3*q^2*r*x^4+262*b*g^3*q*r^3*x^3-2634*b *g^3*q*r^2*x^4-50*b*g^3*r^4*x^3-780*b*g^3*r^3*x^4+49*b*g^2*p^5*x^3+206*b*g^2*p^ 4*q*x^3+325*b*g^2*p^4*r*x^3-22*b*g^2*p^4*x^4+343*b*g^2*p^3*q^2*x^3+1136*b*g^2*p ^3*q*r*x^3-86*b*g^2*p^3*q*x^4+531*b*g^2*p^3*r^2*x^3-669*b*g^2*p^3*r*x^4+268*b*g ^2*p^2*q^3*x^3+1480*b*g^2*p^2*q^2*r*x^3-113*b*g^2*p^2*q^2*x^4+1380*b*g^2*p^2*q* r^2*x^3-2058*b*g^2*p^2*q*r*x^4+270*b*g^2*p^2*r^3*x^3-1314*b*g^2*p^2*r^2*x^4+86* b*g^2*p*q^4*x^3+792*b*g^2*p*q^3*r*x^3-56*b*g^2*p*q^3*x^4+1116*b*g^2*p*q^2*r^2*x ^3-2145*b*g^2*p*q^2*r*x^4+348*b*g^2*p*q*r^3*x^3-2772*b*g^2*p*q*r^2*x^4+20*b*g^2 *p*r^4*x^3-600*b*g^2*p*r^3*x^4+4*b*g^2*q^5*x^3+123*b*g^2*q^4*r*x^3-7*b*g^2*q^4* x^4+222*b*g^2*q^3*r^2*x^3-756*b*g^2*q^3*r*x^4+2*b*g^2*q^2*r^3*x^3-1518*b*g^2*q^ 2*r^2*x^4-80*b*g^2*q*r^4*x^3-680*b*g^2*q*r^3*x^4+4*b*g*p^6*x^3+20*b*g*p^5*q*x^3 +31*b*g*p^5*r*x^3-3*b*g*p^5*x^4+44*b*g*p^4*q^2*x^3+129*b*g*p^4*q*r*x^3-18*b*g*p ^4*q*x^4+63*b*g*p^4*r^2*x^3-72*b*g*p^4*r*x^4+52*b*g*p^3*q^3*x^3+235*b*g*p^3*q^2 *r*x^3-38*b*g*p^3*q^2*x^4+198*b*g*p^3*q*r^2*x^3-315*b*g*p^3*q*r*x^4+46*b*g*p^3* r^3*x^3-162*b*g*p^3*r^2*x^4+32*b*g*p^2*q^4*x^3+217*b*g*p^2*q^3*r*x^3-36*b*g*p^2 *q^3*x^4+261*b*g*p^2*q^2*r^2*x^3-522*b*g*p^2*q^2*r*x^4+86*b*g*p^2*q*r^3*x^3-540 *b*g*p^2*q*r^2*x^4+10*b*g*p^2*r^4*x^3-90*b*g*p^2*r^3*x^4+8*b*g*p*q^5*x^3+90*b*g *p*q^4*r*x^3-15*b*g*p*q^4*x^4+144*b*g*p*q^3*r^2*x^3-387*b*g*p*q^3*r*x^4+44*b*g* p*q^2*r^3*x^3-630*b*g*p*q^2*r^2*x^4-210*b*g*p*q*r^3*x^4+10*b*g*q^5*r*x^3-2*b*g* q^5*x^4+18*b*g*q^4*r^2*x^3-108*b*g*q^4*r*x^4-12*b*g*q^3*r^3*x^3-252*b*g*q^3*r^2 *x^4-20*b*g*q^2*r^4*x^3-140*b*g*q^2*r^3*x^4+256*c^7*g*x^3+1152*c^6*g^2*x^3+736* c^6*g*p*x^3+544*c^6*g*q*x^3+1152*c^6*g*r*x^3+64*c^6*g*x^4+1920*c^5*g^3*x^3+2976 *c^5*g^2*p*x^3+2144*c^5*g^2*q*x^3+4800*c^5*g^2*r*x^3+352*c^5*g^2*x^4+872*c^5*g* p^2*x^3+1280*c^5*g*p*q*x^3+2528*c^5*g*p*r*x^3+80*c^5*g*p*x^4+472*c^5*g*q^2*x^3+ 2080*c^5*g*q*r*x^3+80*c^5*g*q*x^4+1152*c^5*g*r^2*x^3-1152*c^5*g*r*x^4+1600*c^4* g^4*x^3+4272*c^4*g^3*p*x^3+3024*c^4*g^3*q*x^3+7104*c^4*g^3*r*x^3+736*c^4*g^3*x^ 4+3068*c^4*g^2*p^2*x^3+4544*c^4*g^2*p*q*x^3+9264*c^4*g^2*p*r*x^3+392*c^4*g^2*p* x^4+1572*c^4*g^2*q^2*x^3+7440*c^4*g^2*q*r*x^3+392*c^4*g^2*q*x^4+4416*c^4*g^2*r^ 2*x^3-4128*c^4*g^2*r*x^4+556*c^4*g*p^3*x^3+1164*c^4*g*p^2*q*x^3+2264*c^4*g*p^2* r*x^3+32*c^4*g*p^2*x^4+884*c^4*g*p*q^2*x^3+3456*c^4*g*p*q*r*x^3+1944*c^4*g*p*r^ 2*x^3-1944*c^4*g*p*r*x^4+212*c^4*g*q^3*x^3+1480*c^4*g*q^2*r*x^3+32*c^4*g*q^2*x^ 4+1512*c^4*g*q*r^2*x^3-1944*c^4*g*q*r*x^4+320*c^4*g*r^3*x^3-1440*c^4*g*r^2*x^4+ 720*c^3*g^5*x^3+2944*c^3*g^4*p*x^3+2048*c^3*g^4*q*x^3+5088*c^3*g^4*r*x^3+752*c^ 3*g^4*x^4+3630*c^3*g^3*p^2*x^3+5376*c^3*g^3*p*q*x^3+11352*c^3*g^3*p*r*x^3+764*c ^3*g^3*p*x^4+1794*c^3*g^3*q^2*x^3+9000*c^3*g^3*q*r*x^3+764*c^3*g^3*q*x^4+5664*c ^3*g^3*r^2*x^3-4656*c^3*g^3*r*x^4+1624*c^3*g^2*p^3*x^3+3616*c^3*g^2*p^2*q*x^3+ 6936*c^3*g^2*p^2*r*x^3+96*c^3*g^2*p^2*x^4+2640*c^3*g^2*p*q^2*x^3+10944*c^3*g^2* p*q*r*x^3+120*c^3*g^2*p*q*x^4+6240*c^3*g^2*p*r^2*x^3-6108*c^3*g^2*p*r*x^4+568*c ^3*g^2*q^3*x^3+4344*c^3*g^2*q^2*r*x^3+96*c^3*g^2*q^2*x^4+4896*c^3*g^2*q*r^2*x^3 -6108*c^3*g^2*q*r*x^4+1120*c^3*g^2*r^3*x^3-4800*c^3*g^2*r^2*x^4+206*c^3*g*p^4*x ^3+524*c^3*g*p^3*q*x^3+1068*c^3*g*p^3*r*x^3+8*c^3*g*p^3*x^4+576*c^3*g*p^2*q^2*x ^3+2124*c^3*g*p^2*q*r*x^3-72*c^3*g*p^2*q*x^4+1314*c^3*g*p^2*r^2*x^3-1224*c^3*g* p^2*r*x^4+308*c^3*g*p*q^3*x^3+1764*c^3*g*p*q^2*r*x^3-72*c^3*g*p*q^2*x^4+1728*c^ 3*g*p*q*r^2*x^3-2376*c^3*g*p*q*r*x^4+464*c^3*g*p*r^3*x^3-1656*c^3*g*p*r^2*x^4+ 50*c^3*g*q^4*x^3+516*c^3*g*q^3*r*x^3+8*c^3*g*q^3*x^4+702*c^3*g*q^2*r^2*x^3-1224 *c^3*g*q^2*r*x^4+176*c^3*g*q*r^3*x^3-1656*c^3*g*q*r^2*x^4-400*c^3*g*r^3*x^4+168 *c^2*g^6*x^3+1038*c^2*g^5*p*x^3+706*c^2*g^5*q*x^3+1896*c^2*g^5*r*x^3+404*c^2*g^ 5*x^4+1933*c^2*g^4*p^2*x^3+2848*c^2*g^4*p*q*x^3+6292*c^2*g^4*p*r*x^3+658*c^2*g^ 4*p*x^4+923*c^2*g^4*q^2*x^3+4940*c^2*g^4*q*r*x^3+658*c^2*g^4*q*x^4+3312*c^2*g^4 *r^2*x^3-2232*c^2*g^4*r*x^4+1479*c^2*g^3*p^3*x^3+3367*c^2*g^3*p^2*q*x^3+6558*c^ 2*g^3*p^2*r*x^3+216*c^2*g^3*p^2*x^4+2409*c^2*g^3*p*q^2*x^3+10464*c^2*g^3*p*q*r* x^3+408*c^2*g^3*p*q*x^4+6162*c^2*g^3*p*r^2*x^3-5490*c^2*g^3*p*r*x^4+489*c^2*g^3 *q^3*x^3+4026*c^2*g^3*q^2*r*x^3+216*c^2*g^3*q^2*x^4+4878*c^2*g^3*q*r^2*x^3-5490 *c^2*g^3*q*r*x^4+1200*c^2*g^3*r^3*x^3-4680*c^2*g^3*r^2*x^4+467*c^2*g^2*p^4*x^3+ 1358*c^2*g^2*p^3*q*x^3+2532*c^2*g^2*p^3*r*x^3-26*c^2*g^2*p^3*x^4+1512*c^2*g^2*p ^2*q^2*x^3+5724*c^2*g^2*p^2*q*r*x^3-166*c^2*g^2*p^2*q*x^4+3249*c^2*g^2*p^2*r^2* x^3-3240*c^2*g^2*p^2*r*x^4+722*c^2*g^2*p*q^3*x^3+4548*c^2*g^2*p*q^2*r*x^3-166*c ^2*g^2*p*q^2*x^4+4800*c^2*g^2*p*q*r^2*x^3-6384*c^2*g^2*p*q*r*x^4+1176*c^2*g^2*p *r^3*x^3-4596*c^2*g^2*p*r^2*x^4+101*c^2*g^2*q^4*x^3+1164*c^2*g^2*q^3*r*x^3-26*c ^2*g^2*q^3*x^4+1791*c^2*g^2*q^2*r^2*x^3-3240*c^2*g^2*q^2*r*x^4+584*c^2*g^2*q*r^ 3*x^3-4596*c^2*g^2*q*r^2*x^4-1200*c^2*g^2*r^3*x^4+43*c^2*g*p^5*x^3+121*c^2*g*p^ 4*q*x^3+274*c^2*g*p^4*r*x^3+4*c^2*g*p^4*x^4+158*c^2*g*p^3*q^2*x^3+596*c^2*g*p^3 *q*r*x^3-32*c^2*g*p^3*q*x^4+441*c^2*g*p^3*r^2*x^3-342*c^2*g*p^3*r*x^4+130*c^2*g *p^2*q^3*x^3+648*c^2*g*p^2*q^2*r*x^3-72*c^2*g*p^2*q^2*x^4+657*c^2*g*p^2*q*r^2*x ^3-954*c^2*g*p^2*q*r*x^4+244*c^2*g*p^2*r^3*x^3-648*c^2*g*p^2*r^2*x^4+55*c^2*g*p *q^4*x^3+412*c^2*g*p*q^3*r*x^3-32*c^2*g*p*q^3*x^4+495*c^2*g*p*q^2*r^2*x^3-954*c ^2*g*p*q^2*r*x^4+160*c^2*g*p*q*r^3*x^3-1152*c^2*g*p*q*r^2*x^4+40*c^2*g*p*r^4*x^ 3-260*c^2*g*p*r^3*x^4+5*c^2*g*q^5*x^3+86*c^2*g*q^4*r*x^3+4*c^2*g*q^4*x^4+135*c^ 2*g*q^3*r^2*x^3-342*c^2*g*q^3*r*x^4-4*c^2*g*q^2*r^3*x^3-648*c^2*g*q^2*r^2*x^4-\ 40*c^2*g*q*r^4*x^3-260*c^2*g*q*r^3*x^4+16*c*g^7*x^3+174*c*g^6*p*x^3+114*c*g^6*q *x^3+348*c*g^6*r*x^3+110*c*g^6*x^4+472*c*g^5*p^2*x^3+688*c*g^5*p*q*x^3+1620*c*g ^5*p*r*x^3+256*c*g^5*p*x^4+216*c*g^5*q^2*x^3+1260*c*g^5*q*r*x^3+256*c*g^5*q*x^4 +912*c*g^5*r^2*x^3-444*c*g^5*r*x^4+539*c*g^4*p^3*x^3+1237*c*g^4*p^2*q*x^3+2488* c*g^4*p^2*r*x^3+160*c*g^4*p^2*x^4+871*c*g^4*p*q^2*x^3+3984*c*g^4*p*q*r*x^3+318* c*g^4*p*q*x^4+2454*c*g^4*p*r^2*x^3-1881*c*g^4*p*r*x^4+169*c*g^4*q^3*x^3+1508*c* g^4*q^2*r*x^3+160*c*g^4*q^2*x^4+1962*c*g^4*q*r^2*x^3-1881*c*g^4*q*r*x^4+520*c*g ^4*r^3*x^3-1800*c*g^4*r^2*x^4+290*c*g^3*p^4*x^3+886*c*g^3*p^3*q*x^3+1629*c*g^3* p^3*r*x^3+c*g^3*p^3*x^4+988*c*g^3*p^2*q^2*x^3+3857*c*g^3*p^2*q*r*x^3-19*c*g^3*p ^2*q*x^4+2172*c*g^3*p^2*r^2*x^3-2070*c*g^3*p^2*r*x^4+450*c*g^3*p*q^3*x^3+3019*c *g^3*p*q^2*r*x^3-19*c*g^3*p*q^2*x^4+3360*c*g^3*p*q*r^2*x^3-4098*c*g^3*p*q*r*x^4 +816*c*g^3*p*r^3*x^3-3156*c*g^3*p*r^2*x^4+58*c*g^3*q^4*x^3+735*c*g^3*q^3*r*x^3+ c*g^3*q^3*x^4+1236*c*g^3*q^2*r^2*x^3-2070*c*g^3*q^2*r*x^4+464*c*g^3*q*r^3*x^3-\ 3156*c*g^3*q*r^2*x^4-900*c*g^3*r^3*x^4+69*c*g^2*p^5*x^3+241*c*g^2*p^4*q*x^3+452 *c*g^2*p^4*r*x^3-12*c*g^2*p^4*x^4+352*c*g^2*p^3*q^2*x^3+1264*c*g^2*p^3*q*r*x^3-\ 82*c*g^2*p^3*q*x^4+747*c*g^2*p^3*r^2*x^3-717*c*g^2*p^3*r*x^4+264*c*g^2*p^2*q^3* x^3+1452*c*g^2*p^2*q^2*r*x^3-140*c*g^2*p^2*q^2*x^4+1485*c*g^2*p^2*q*r^2*x^3-\ 2085*c*g^2*p^2*q*r*x^4+416*c*g^2*p^2*r^3*x^3-1374*c*g^2*p^2*r^2*x^4+91*c*g^2*p* q^4*x^3+776*c*g^2*p*q^3*r*x^3-82*c*g^2*p*q^3*x^4+1083*c*g^2*p*q^2*r^2*x^3-2085* c*g^2*p*q^2*r*x^4+400*c*g^2*p*q*r^3*x^3-2628*c*g^2*p*q*r^2*x^4+60*c*g^2*p*r^4*x ^3-590*c*g^2*p*r^3*x^4+7*c*g^2*q^5*x^3+136*c*g^2*q^4*r*x^3-12*c*g^2*q^4*x^4+237 *c*g^2*q^3*r^2*x^3-717*c*g^2*q^3*r*x^4+24*c*g^2*q^2*r^3*x^3-1374*c*g^2*q^2*r^2* x^4-60*c*g^2*q*r^4*x^3-590*c*g^2*q*r^3*x^4+4*c*g*p^6*x^3+12*c*g*p^5*q*x^3+31*c* g*p^5*r*x^3+c*g*p^5*x^4+16*c*g*p^4*q^2*x^3+69*c*g*p^4*q*r*x^3-3*c*g*p^4*q*x^4+ 63*c*g*p^4*r^2*x^3-36*c*g*p^4*r*x^4+16*c*g*p^3*q^3*x^3+74*c*g*p^3*q^2*r*x^3-14* c*g*p^3*q^2*x^4+90*c*g*p^3*q*r^2*x^3-126*c*g*p^3*q*r*x^4+46*c*g*p^3*r^3*x^3-90* c*g*p^3*r^2*x^4+12*c*g*p^2*q^4*x^3+70*c*g*p^2*q^3*r*x^3-14*c*g*p^2*q^3*x^4+72*c *g*p^2*q^2*r^2*x^3-180*c*g*p^2*q^2*r*x^4+30*c*g*p^2*q*r^3*x^3-198*c*g*p^2*q*r^2 *x^4+10*c*g*p^2*r^4*x^3-50*c*g*p^2*r^3*x^4+4*c*g*p*q^5*x^3+39*c*g*p*q^4*r*x^3-3 *c*g*p*q^4*x^4+54*c*g*p*q^3*r^2*x^3-126*c*g*p*q^3*r*x^4+10*c*g*p*q^2*r^3*x^3-\ 198*c*g*p*q^2*r^2*x^4-60*c*g*p*q*r^3*x^4+5*c*g*q^5*r*x^3+c*g*q^5*x^4+9*c*g*q^4* r^2*x^3-36*c*g*q^4*r*x^4-6*c*g*q^3*r^3*x^3-90*c*g*q^3*r^2*x^4-10*c*g*q^2*r^4*x^ 3-50*c*g*q^2*r^3*x^4+10*g^7*p*x^3+6*g^7*q*x^3+24*g^7*r*x^3+12*g^7*x^4+42*g^6*p^ 2*x^3+60*g^6*p*q*x^3+156*g^6*p*r*x^3+37*g^6*p*x^4+18*g^6*q^2*x^3+120*g^6*q*r*x^ 3+37*g^6*q*x^4+96*g^6*r^2*x^3-24*g^6*r*x^4+68*g^5*p^3*x^3+156*g^5*p^2*q*x^3+330 *g^5*p^2*r*x^3+36*g^5*p^2*x^4+108*g^5*p*q^2*x^3+528*g^5*p*q*r*x^3+72*g^5*p*q*x^ 4+345*g^5*p*r^2*x^3-210*g^5*p*r*x^4+20*g^5*q^3*x^3+198*g^5*q^2*r*x^3+36*g^5*q^2 *x^4+279*g^5*q*r^2*x^3-210*g^5*q*r*x^4+80*g^5*r^3*x^3-240*g^5*r^2*x^4+54*g^4*p^ 4*x^3+169*g^4*p^3*q*x^3+315*g^4*p^3*r*x^3+8*g^4*p^3*x^4+188*g^4*p^2*q^2*x^3+763 *g^4*p^2*q*r*x^3+23*g^4*p^2*q*x^4+438*g^4*p^2*r^2*x^3-378*g^4*p^2*r*x^4+83*g^4* p*q^3*x^3+593*g^4*p*q^2*r*x^3+23*g^4*p*q^2*x^4+696*g^4*p*q*r^2*x^3-750*g^4*p*q* r*x^4+172*g^4*p*r^3*x^3-636*g^4*p*r^2*x^4+10*g^4*q^4*x^3+141*g^4*q^3*r*x^3+8*g^ 4*q^3*x^4+258*g^4*q^2*r^2*x^3-378*g^4*q^2*r*x^4+108*g^4*q*r^3*x^3-636*g^4*q*r^2 *x^4-200*g^4*r^3*x^4+22*g^3*p^5*x^3+83*g^3*p^4*q*x^3+148*g^3*p^4*r*x^3-4*g^3*p^ 4*x^4+125*g^3*p^3*q^2*x^3+452*g^3*p^3*q*r*x^3-21*g^3*p^3*q*x^4+252*g^3*p^3*r^2* x^3-246*g^3*p^3*r*x^4+91*g^3*p^2*q^3*x^3+528*g^3*p^2*q^2*r*x^3-34*g^3*p^2*q^2*x ^4+555*g^3*p^2*q*r^2*x^3-723*g^3*p^2*q*r*x^4+144*g^3*p^2*r^3*x^3-498*g^3*p^2*r^ 2*x^4+29*g^3*p*q^4*x^3+268*g^3*p*q^3*r*x^3-21*g^3*p*q^3*x^4+405*g^3*p*q^2*r^2*x ^3-723*g^3*p*q^2*r*x^4+160*g^3*p*q*r^3*x^3-972*g^3*p*q*r^2*x^4+20*g^3*p*r^4*x^3 -230*g^3*p*r^3*x^4+2*g^3*q^5*x^3+44*g^3*q^4*r*x^3-4*g^3*q^4*x^4+84*g^3*q^3*r^2* x^3-246*g^3*q^3*r*x^4+16*g^3*q^2*r^3*x^3-498*g^3*q^2*r^2*x^4-20*g^3*q*r^4*x^3-\ 230*g^3*q*r^3*x^4+4*g^2*p^6*x^3+16*g^2*p^5*q*x^3+31*g^2*p^5*r*x^3-g^2*p^5*x^4+ 28*g^2*p^4*q^2*x^3+99*g^2*p^4*q*r*x^3-9*g^2*p^4*q*x^4+63*g^2*p^4*r^2*x^3-54*g^2 *p^4*r*x^4+28*g^2*p^3*q^3*x^3+140*g^2*p^3*q^2*r*x^3-22*g^2*p^3*q^2*x^4+144*g^2* p^3*q*r^2*x^3-207*g^2*p^3*q*r*x^4+46*g^2*p^3*r^3*x^3-126*g^2*p^3*r^2*x^4+16*g^2 *p^2*q^4*x^3+112*g^2*p^2*q^3*r*x^3-22*g^2*p^2*q^3*x^4+144*g^2*p^2*q^2*r^2*x^3-\ 306*g^2*p^2*q^2*r*x^4+58*g^2*p^2*q*r^3*x^3-342*g^2*p^2*q*r^2*x^4+10*g^2*p^2*r^4 *x^3-70*g^2*p^2*r^3*x^4+4*g^2*p*q^5*x^3+45*g^2*p*q^4*r*x^3-9*g^2*p*q^4*x^4+72*g ^2*p*q^3*r^2*x^3-207*g^2*p*q^3*r*x^4+22*g^2*p*q^2*r^3*x^3-342*g^2*p*q^2*r^2*x^4 -120*g^2*p*q*r^3*x^4+5*g^2*q^5*r*x^3-g^2*q^5*x^4+9*g^2*q^4*r^2*x^3-54*g^2*q^4*r *x^4-6*g^2*q^3*r^3*x^3-126*g^2*q^3*r^2*x^4-10*g^2*q^2*r^4*x^3-70*g^2*q^2*r^3*x^ 4-192*a^6*b*c*x^2-192*a^6*b*p*x^2-96*a^6*b*q*x^2-384*a^6*b*r*x^2-320*a^6*b*x^3-\ 96*a^6*c*g*x^2-96*a^6*g*p*x^2-48*a^6*g*q*x^2-192*a^6*g*r*x^2-160*a^6*g*x^3-704* a^5*b^2*c*x^2-672*a^5*b^2*p*x^2-288*a^5*b^2*q*x^2-1312*a^5*b^2*r*x^2-1344*a^5*b ^2*x^3-1344*a^5*b*c^2*x^2-1120*a^5*b*c*g*x^2-2016*a^5*b*c*p*x^2-992*a^5*b*c*q*x ^2-3456*a^5*b*c*r*x^2-2176*a^5*b*c*x^3-1104*a^5*b*g*p*x^2-496*a^5*b*g*q*x^2-\ 2128*a^5*b*g*r*x^2-2080*a^5*b*g*x^3-576*a^5*b*p^2*x^2-672*a^5*b*p*q*x^2-1776*a^ 5*b*p*r*x^2-640*a^5*b*p*x^3-160*a^5*b*q^2*x^2-1136*a^5*b*q*r*x^2-640*a^5*b*q*x^ 3-1024*a^5*b*r^2*x^2+560*a^5*b*r*x^3+480*a^5*b*x^4-64*a^5*c^3*x^2-704*a^5*c^2*g *x^2-192*a^5*c^2*p*x^2-64*a^5*c^2*q*x^2-160*a^5*c^2*r*x^2-64*a^5*c^2*x^3-384*a^ 5*c*g^2*x^2-1104*a^5*c*g*p*x^2-528*a^5*c*g*q*x^2-1808*a^5*c*g*r*x^2-1120*a^5*c* g*x^3-96*a^5*c*p^2*x^2-96*a^5*c*p*q*x^2-240*a^5*c*p*r*x^2-64*a^5*c*p*x^3-16*a^5 *c*q^2*x^2-80*a^5*c*q*r*x^2-32*a^5*c*q*x^3-112*a^5*c*r^2*x^2+144*a^5*c*r*x^3+96 *a^5*c*x^4-384*a^5*g^2*p*x^2-176*a^5*g^2*q*x^2-736*a^5*g^2*r*x^2-704*a^5*g^2*x^ 3-336*a^5*g*p^2*x^2-384*a^5*g*p*q*x^2-1008*a^5*g*p*r*x^2-352*a^5*g*p*x^3-88*a^5 *g*q^2*x^2-608*a^5*g*q*r*x^2-336*a^5*g*q*x^3-568*a^5*g*r^2*x^2+352*a^5*g*r*x^3+ 288*a^5*g*x^4-960*a^4*b^3*c*x^2-864*a^4*b^3*p*x^2-288*a^4*b^3*q*x^2-1632*a^4*b^ 3*r*x^2-2176*a^4*b^3*x^3-4032*a^4*b^2*c^2*x^2-2848*a^4*b^2*c*g*x^2-5760*a^4*b^2 *c*p*x^2-2464*a^4*b^2*c*q*x^2-9632*a^4*b^2*c*r*x^2-7296*a^4*b^2*c*x^3-2656*a^4* b^2*g*p*x^2-1008*a^4*b^2*g*q*x^2-5056*a^4*b^2*g*r*x^2-5984*a^4*b^2*g*x^3-1632*a ^4*b^2*p^2*x^2-1696*a^4*b^2*p*q*x^2-4864*a^4*b^2*p*r*x^2-2176*a^4*b^2*p*x^3-320 *a^4*b^2*q^2*x^2-2816*a^4*b^2*q*r*x^2-2176*a^4*b^2*q*x^3-2656*a^4*b^2*r^2*x^2+ 1888*a^4*b^2*r*x^3+1920*a^4*b^2*x^4-3904*a^4*b*c^3*x^2-6560*a^4*b*c^2*g*x^2-\ 7808*a^4*b*c^2*p*x^2-3712*a^4*b*c^2*q*x^2-12000*a^4*b*c^2*r*x^2-5728*a^4*b*c^2* x^3-2480*a^4*b*c*g^2*x^2-9680*a^4*b*c*g*p*x^2-4352*a^4*b*c*g*q*x^2-16032*a^4*b* c*g*r*x^2-11504*a^4*b*c*g*x^3-4224*a^4*b*c*p^2*x^2-4736*a^4*b*c*p*q*x^2-11904*a ^4*b*c*p*r*x^2-2912*a^4*b*c*p*x^3-1056*a^4*b*c*q^2*x^2-7360*a^4*b*c*q*r*x^2-\ 3344*a^4*b*c*q*x^3-6256*a^4*b*c*r^2*x^2+7040*a^4*b*c*r*x^3+4032*a^4*b*c*x^4-\ 2392*a^4*b*g^2*p*x^2-968*a^4*b*g^2*q*x^2-4504*a^4*b*g^2*r*x^2-5024*a^4*b*g^2*x^ 3-2784*a^4*b*g*p^2*x^2-3024*a^4*b*g*p*q*x^2-8256*a^4*b*g*p*r*x^2-3440*a^4*b*g*p *x^3-632*a^4*b*g*q^2*x^2-5008*a^4*b*g*q*r*x^2-3464*a^4*b*g*q*x^3-4584*a^4*b*g*r ^2*x^2+3088*a^4*b*g*r*x^3+3000*a^4*b*g*x^4-672*a^4*b*p^3*x^2-1248*a^4*b*p^2*q*x ^2-2712*a^4*b*p^2*r*x^2-224*a^4*b*p^2*x^3-664*a^4*b*p*q^2*x^2-3536*a^4*b*p*q*r* x^2-672*a^4*b*p*q*x^3-2728*a^4*b*p*r^2*x^2+3672*a^4*b*p*r*x^3+1416*a^4*b*p*x^4-\ 88*a^4*b*q^3*x^2-1032*a^4*b*q^2*r*x^2-448*a^4*b*q^2*x^3-1776*a^4*b*q*r^2*x^2+ 2832*a^4*b*q*r*x^3+1416*a^4*b*q*x^4-720*a^4*b*r^3*x^2+3408*a^4*b*r^2*x^3+616*a^ 4*b*r*x^4-256*a^4*c^4*x^2-2208*a^4*c^3*g*x^2-992*a^4*c^3*p*x^2-256*a^4*c^3*q*x^ 2-800*a^4*c^3*r*x^2-288*a^4*c^3*x^3-2336*a^4*c^2*g^2*x^2-4784*a^4*c^2*g*p*x^2-\ 2112*a^4*c^2*g*q*x^2-6720*a^4*c^2*g*r*x^2-3136*a^4*c^2*g*x^3-912*a^4*c^2*p^2*x^ 2-672*a^4*c^2*p*q*x^2-1984*a^4*c^2*p*r*x^2-496*a^4*c^2*p*x^3-64*a^4*c^2*q^2*x^2 -544*a^4*c^2*q*r*x^2-256*a^4*c^2*q*x^3-864*a^4*c^2*r^2*x^2+960*a^4*c^2*r*x^3+ 736*a^4*c^2*x^4-648*a^4*c*g^3*x^2-3592*a^4*c*g^2*p*x^2-1624*a^4*c*g^2*q*x^2-\ 5768*a^4*c*g^2*r*x^2-3992*a^4*c*g^2*x^3-2760*a^4*c*g*p^2*x^2-2896*a^4*c*g*p*q*x ^2-7424*a^4*c*g*p*r*x^2-1832*a^4*c*g*p*x^3-592*a^4*c*g*q^2*x^2-4112*a^4*c*g*q*r *x^2-1864*a^4*c*g*q*x^3-3784*a^4*c*g*r^2*x^2+4288*a^4*c*g*r*x^3+2576*a^4*c*g*x^ 4-240*a^4*c*p^3*x^2-312*a^4*c*p^2*q*x^2-888*a^4*c*p^2*r*x^2-176*a^4*c*p^2*x^3-\ 88*a^4*c*p*q^2*x^2-656*a^4*c*p*q*r*x^2-200*a^4*c*p*q*x^3-904*a^4*c*p*r^2*x^2+ 520*a^4*c*p*r*x^3+368*a^4*c*p*x^4-72*a^4*c*q^2*r*x^2-56*a^4*c*q^2*x^3-288*a^4*c *q*r^2*x^2+272*a^4*c*q*r*x^3+272*a^4*c*q*x^4-288*a^4*c*r^3*x^2+384*a^4*c*r^2*x^ 3+96*a^4*c*r*x^4-640*a^4*g^3*p*x^2-268*a^4*g^3*q*x^2-1192*a^4*g^3*r*x^2-1288*a^ 4*g^3*x^3-1080*a^4*g^2*p^2*x^2-1184*a^4*g^2*p*q*x^2-3152*a^4*g^2*p*r*x^2-1240*a ^4*g^2*p*x^3-252*a^4*g^2*q^2*x^2-1880*a^4*g^2*q*r*x^2-1220*a^4*g^2*q*x^3-1740*a ^4*g^2*r^2*x^2+1216*a^4*g^2*r*x^3+1116*a^4*g^2*x^4-456*a^4*g*p^3*x^2-780*a^4*g* p^2*q*x^2-1800*a^4*g*p^2*r*x^2-200*a^4*g*p^2*x^3-376*a^4*g*p*q^2*x^2-2096*a^4*g *p*q*r*x^2-436*a^4*g*p*q*x^3-1816*a^4*g*p*r^2*x^2+2096*a^4*g*p*r*x^3+892*a^4*g* p*x^4-44*a^4*g*q^3*x^2-552*a^4*g*q^2*r*x^2-252*a^4*g*q^2*x^3-1032*a^4*g*q*r^2*x ^2+1552*a^4*g*q*r*x^3+844*a^4*g*q*x^4-504*a^4*g*r^3*x^2+1896*a^4*g*r^2*x^3+356* a^4*g*r*x^4-576*a^3*b^4*c*x^2-480*a^3*b^4*p*x^2-96*a^3*b^4*q*x^2-864*a^3*b^4*r* x^2-1664*a^3*b^4*x^3-4224*a^3*b^3*c^2*x^2-2880*a^3*b^3*c*g*x^2-5696*a^3*b^3*c*p *x^2-1952*a^3*b^3*c*q*x^2-9184*a^3*b^3*c*r*x^2-8832*a^3*b^3*c*x^3-2496*a^3*b^3* g*p*x^2-720*a^3*b^3*g*q*x^2-4704*a^3*b^3*g*r*x^2-7104*a^3*b^3*g*x^3-1600*a^3*b^ 3*p^2*x^2-1376*a^3*b^3*p*q*x^2-4528*a^3*b^3*p*r*x^2-2688*a^3*b^3*p*x^3-160*a^3* b^3*q^2*x^2-2224*a^3*b^3*q*r*x^2-2688*a^3*b^3*q*x^3-2256*a^3*b^3*r^2*x^2+2304*a ^3*b^3*r*x^3+2880*a^3*b^3*x^4-8896*a^3*b^2*c^3*x^2-13024*a^3*b^2*c^2*g*x^2-\ 16736*a^3*b^2*c^2*p*x^2-7104*a^3*b^2*c^2*q*x^2-25664*a^3*b^2*c^2*r*x^2-14496*a^ 3*b^2*c^2*x^3-4528*a^3*b^2*c*g^2*x^2-18096*a^3*b^2*c*g*p*x^2-7104*a^3*b^2*c*g*q *x^2-29824*a^3*b^2*c*g*r*x^2-25360*a^3*b^2*c*g*x^3-8928*a^3*b^2*c*p^2*x^2-8992* a^3*b^2*c*p*q*x^2-24544*a^3*b^2*c*p*r*x^2-7344*a^3*b^2*c*p*x^3-1616*a^3*b^2*c*q ^2*x^2-13920*a^3*b^2*c*q*r*x^2-8800*a^3*b^2*c*q*x^3-12144*a^3*b^2*c*r^2*x^2+ 17264*a^3*b^2*c*r*x^3+11616*a^3*b^2*c*x^4-4072*a^3*b^2*g^2*p*x^2-1368*a^3*b^2*g ^2*q*x^2-7720*a^3*b^2*g^2*r*x^2-10272*a^3*b^2*g^2*x^3-5120*a^3*b^2*g*p^2*x^2-\ 4960*a^3*b^2*g*p*q*x^2-14888*a^3*b^2*g*p*r*x^2-7640*a^3*b^2*g*p*x^3-816*a^3*b^2 *g*q^2*x^2-8296*a^3*b^2*g*q*r*x^2-7792*a^3*b^2*g*q*x^3-7912*a^3*b^2*g*r^2*x^2+ 6480*a^3*b^2*g*r*x^3+7560*a^3*b^2*g*x^4-1440*a^3*b^2*p^3*x^2-2416*a^3*b^2*p^2*q *x^2-5560*a^3*b^2*p^2*r*x^2-576*a^3*b^2*p^2*x^3-1064*a^3*b^2*p*q^2*x^2-6560*a^3 *b^2*p*q*r*x^2-1824*a^3*b^2*p*q*x^3-5104*a^3*b^2*p*r^2*x^2+9408*a^3*b^2*p*r*x^3 +4248*a^3*b^2*p*x^4-88*a^3*b^2*q^3*x^2-1624*a^3*b^2*q^2*r*x^2-1248*a^3*b^2*q^2* x^3-2928*a^3*b^2*q*r^2*x^2+6888*a^3*b^2*q*r*x^3+4248*a^3*b^2*q*x^4-1080*a^3*b^2 *r^3*x^2+8592*a^3*b^2*r^2*x^3+1848*a^3*b^2*r*x^4-5824*a^3*b*c^4*x^2-15040*a^3*b *c^3*g*x^2-14496*a^3*b*c^3*p*x^2-6656*a^3*b*c^3*q*x^2-20768*a^3*b*c^3*r*x^2-\ 7328*a^3*b*c^3*x^3-11664*a^3*b*c^2*g^2*x^2-29344*a^3*b*c^2*g*p*x^2-13024*a^3*b* c^2*g*q*x^2-44448*a^3*b*c^2*g*r*x^2-23648*a^3*b*c^2*g*x^3-11408*a^3*b*c^2*p^2*x ^2-12192*a^3*b*c^2*p*q*x^2-29904*a^3*b*c^2*p*r*x^2-4128*a^3*b*c^2*p*x^3-2592*a^ 3*b*c^2*q^2*x^2-18064*a^3*b*c^2*q*r*x^2-6656*a^3*b*c^2*q*x^3-14624*a^3*b*c^2*r^ 2*x^2+24848*a^3*b*c^2*r*x^3+12336*a^3*b*c^2*x^4-2800*a^3*b*c*g^3*x^2-16760*a^3* b*c*g^2*p*x^2-7000*a^3*b*c*g^2*q*x^2-27424*a^3*b*c*g^2*r*x^2-21864*a^3*b*c*g^2* x^3-15928*a^3*b*c*g*p^2*x^2-16736*a^3*b*c*g*p*q*x^2-43640*a^3*b*c*g*p*r*x^2-\ 12088*a^3*b*c*g*p*x^3-3352*a^3*b*c*g*q^2*x^2-25944*a^3*b*c*g*q*r*x^2-14472*a^3* b*c*g*q*x^3-22224*a^3*b*c*g*r^2*x^2+28832*a^3*b*c*g*r*x^3+18744*a^3*b*c*g*x^4-\ 3576*a^3*b*c*p^3*x^2-6320*a^3*b*c*p^2*q*x^2-13416*a^3*b*c*p^2*r*x^2+136*a^3*b*c *p^2*x^3-3168*a^3*b*c*p*q^2*x^2-16832*a^3*b*c*p*q*r*x^2-1680*a^3*b*c*p*q*x^3-\ 12504*a^3*b*c*p*r^2*x^2+23800*a^3*b*c*p*r*x^3+8552*a^3*b*c*p*x^4-392*a^3*b*c*q^ 3*x^2-4776*a^3*b*c*q^2*r*x^2-1880*a^3*b*c*q^2*x^3-7856*a^3*b*c*q*r^2*x^2+17760* a^3*b*c*q*r*x^3+8360*a^3*b*c*q*x^4-3024*a^3*b*c*r^3*x^2+18720*a^3*b*c*r^2*x^3+ 1536*a^3*b*c*r*x^4-2608*a^3*b*g^3*p*x^2-948*a^3*b*g^3*q*x^2-4888*a^3*b*g^3*r*x^ 2-6080*a^3*b*g^3*x^3-4824*a^3*b*g^2*p^2*x^2-4944*a^3*b*g^2*p*q*x^2-14012*a^3*b* g^2*p*r*x^2-6612*a^3*b*g^2*p*x^3-924*a^3*b*g^2*q^2*x^2-8244*a^3*b*g^2*q*r*x^2-\ 6788*a^3*b*g^2*q*x^3-7620*a^3*b*g^2*r^2*x^2+5724*a^3*b*g^2*r*x^3+6336*a^3*b*g^2 *x^4-2580*a^3*b*g*p^3*x^2-4488*a^3*b*g*p^2*q*x^2-9992*a^3*b*g*p^2*r*x^2-956*a^3 *b*g*p^2*x^3-2168*a^3*b*g*p*q^2*x^2-12376*a^3*b*g*p*q*r*x^2-3000*a^3*b*g*p*q*x^ 3-9564*a^3*b*g*p*r^2*x^2+15620*a^3*b*g*p*r*x^3+6852*a^3*b*g*p*x^4-244*a^3*b*g*q ^3*x^2-3408*a^3*b*g*q^2*r*x^2-2076*a^3*b*g*q^2*x^3-5960*a^3*b*g*q*r^2*x^2+11424 *a^3*b*g*q*r*x^3+6756*a^3*b*g*q*x^4-2328*a^3*b*g*r^3*x^2+14208*a^3*b*g*r^2*x^3+ 2936*a^3*b*g*r*x^4-384*a^3*b*p^4*x^2-984*a^3*b*p^3*q*x^2-1884*a^3*b*p^3*r*x^2+ 224*a^3*b*p^3*x^3-832*a^3*b*p^2*q^2*x^2-3716*a^3*b*p^2*q*r*x^2+288*a^3*b*p^2*q* x^3-2584*a^3*b*p^2*r^2*x^2+5004*a^3*b*p^2*r*x^3+1336*a^3*b*p^2*x^4-248*a^3*b*p* q^3*x^2-2196*a^3*b*p*q^2*r*x^2-96*a^3*b*p*q^2*x^3-3264*a^3*b*p*q*r^2*x^2+8064*a ^3*b*p*q*r*x^3+2672*a^3*b*p*q*x^4-1224*a^3*b*p*r^3*x^2+6972*a^3*b*p*r^2*x^3-216 *a^3*b*p*r*x^4-16*a^3*b*q^4*x^2-364*a^3*b*q^3*r*x^2-160*a^3*b*q^3*x^3-912*a^3*b *q^2*r^2*x^2+3060*a^3*b*q^2*r*x^3+1336*a^3*b*q^2*x^4-648*a^3*b*q*r^3*x^2+5832*a ^3*b*q*r^2*x^3-216*a^3*b*q*r*x^4-144*a^3*b*r^4*x^2+1976*a^3*b*r^3*x^3-1872*a^3* b*r^2*x^4-384*a^3*c^5*x^2-3520*a^3*c^4*g*x^2-1824*a^3*c^4*p*x^2-384*a^3*c^4*q*x ^2-1440*a^3*c^4*r*x^2-384*a^3*c^4*x^3-5600*a^3*c^3*g^2*x^2-9776*a^3*c^3*g*p*x^2 -3936*a^3*c^3*g*q*x^2-12416*a^3*c^3*g*r*x^2-4352*a^3*c^3*g*x^3-2400*a^3*c^3*p^2 *x^2-1440*a^3*c^3*p*q*x^2-4832*a^3*c^3*p*r*x^2-896*a^3*c^3*p*x^3-96*a^3*c^3*q^2 *x^2-1152*a^3*c^3*q*r*x^2-464*a^3*c^3*q*x^3-2000*a^3*c^3*r^2*x^2+2880*a^3*c^3*r *x^3+2096*a^3*c^3*x^4-3152*a^3*c^2*g^3*x^2-11584*a^3*c^2*g^2*p*x^2-5040*a^3*c^2 *g^2*q*x^2-16704*a^3*c^2*g^2*r*x^2-8544*a^3*c^2*g^2*x^3-8400*a^3*c^2*g*p^2*x^2-\ 7936*a^3*c^2*g*p*q*x^2-20656*a^3*c^2*g*p*r*x^2-3344*a^3*c^2*g*p*x^3-1448*a^3*c^ 2*g*q^2*x^2-10528*a^3*c^2*g*q*r*x^2-4008*a^3*c^2*g*q*x^3-9752*a^3*c^2*g*r^2*x^2 +15416*a^3*c^2*g*r*x^3+8408*a^3*c^2*g*x^4-1224*a^3*c^2*p^3*x^2-1296*a^3*c^2*p^2 *q*x^2-4096*a^3*c^2*p^2*r*x^2-608*a^3*c^2*p^2*x^3-264*a^3*c^2*p*q^2*x^2-2528*a^ 3*c^2*p*q*r*x^2-560*a^3*c^2*p*q*x^3-3752*a^3*c^2*p*r^2*x^2+3608*a^3*c^2*p*r*x^3 +2096*a^3*c^2*p*x^4-216*a^3*c^2*q^2*r*x^2-160*a^3*c^2*q^2*x^3-1040*a^3*c^2*q*r^ 2*x^2+1792*a^3*c^2*q*r*x^3+1480*a^3*c^2*q*x^4-1080*a^3*c^2*r^3*x^2+2352*a^3*c^2 *r^2*x^3+232*a^3*c^2*r*x^4-592*a^3*c*g^4*x^2-4712*a^3*c*g^3*p*x^2-2016*a^3*c*g^ 3*q*x^2-7524*a^3*c*g^3*r*x^2-5744*a^3*c*g^3*x^3-6624*a^3*c*g^2*p^2*x^2-6824*a^3 *c*g^2*p*q*x^2-17688*a^3*c*g^2*p*r*x^2-4720*a^3*c*g^2*p*x^3-1348*a^3*c*g^2*q^2* x^2-10072*a^3*c*g^2*q*r*x^2-5308*a^3*c*g^2*q*x^3-8964*a^3*c*g^2*r^2*x^2+11092*a ^3*c*g^2*r*x^3+7208*a^3*c*g^2*x^4-2796*a^3*c*g*p^3*x^2-4336*a^3*c*g*p^2*q*x^2-\ 10240*a^3*c*g*p^2*r*x^2-528*a^3*c*g*p^2*x^3-1872*a^3*c*g*p*q^2*x^2-10816*a^3*c* g*p*q*r*x^2-1464*a^3*c*g*p*q*x^3-9660*a^3*c*g*p*r^2*x^2+14552*a^3*c*g*p*r*x^3+ 5920*a^3*c*g*p*x^4-196*a^3*c*g*q^3*x^2-2628*a^3*c*g*q^2*r*x^2-1120*a^3*c*g*q^2* x^3-4952*a^3*c*g*q*r^2*x^2+10240*a^3*c*g*q*r*x^3+5372*a^3*c*g*q*x^4-2544*a^3*c* g*r^3*x^2+11196*a^3*c*g*r^2*x^3+1052*a^3*c*g*r*x^4-216*a^3*c*p^4*x^2-336*a^3*c* p^3*q*x^2-1020*a^3*c*p^3*r*x^2-128*a^3*c*p^3*x^3-124*a^3*c*p^2*q^2*x^2-1052*a^3 *c*p^2*q*r*x^2-164*a^3*c*p^2*q*x^3-1444*a^3*c*p^2*r^2*x^2+1084*a^3*c*p^2*r*x^3+ 524*a^3*c*p^2*x^4-216*a^3*c*p*q^2*r*x^2-56*a^3*c*p*q^2*x^3-864*a^3*c*p*q*r^2*x^ 2+1268*a^3*c*p*q*r*x^3+740*a^3*c*p*q*x^4-792*a^3*c*p*r^3*x^2+1572*a^3*c*p*r^2*x ^3+116*a^3*c*p*r*x^4-12*a^3*c*q^3*x^3-80*a^3*c*q^2*r^2*x^2+276*a^3*c*q^2*r*x^3+ 240*a^3*c*q^2*x^4-216*a^3*c*q*r^3*x^2+756*a^3*c*q*r^2*x^3-52*a^3*c*q*r*x^4-144* a^3*c*r^4*x^2+408*a^3*c*r^3*x^3-432*a^3*c*r^2*x^4-568*a^3*g^4*p*x^2-216*a^3*g^4 *q*x^2-1048*a^3*g^4*r*x^2-1256*a^3*g^4*x^3-1404*a^3*g^3*p^2*x^2-1476*a^3*g^3*p* q*x^2-4030*a^3*g^3*p*r*x^2-1780*a^3*g^3*p*x^3-290*a^3*g^3*q^2*x^2-2386*a^3*g^3* q*r*x^2-1806*a^3*g^3*q*x^3-2198*a^3*g^3*r^2*x^2+1638*a^3*g^3*r*x^3+1710*a^3*g^3 *x^4-1128*a^3*g^2*p^3*x^2-1904*a^3*g^2*p^2*q*x^2-4348*a^3*g^2*p^2*r*x^2-480*a^3 *g^2*p^2*x^3-896*a^3*g^2*p*q^2*x^2-5116*a^3*g^2*p*q*r*x^2-1216*a^3*g^2*p*q*x^3-\ 4272*a^3*g^2*p*r^2*x^2+5882*a^3*g^2*p*r*x^3+2662*a^3*g^2*p*x^4-100*a^3*g^2*q^3* x^2-1364*a^3*g^2*q^2*r*x^2-776*a^3*g^2*q^2*x^3-2500*a^3*g^2*q*r^2*x^2+4222*a^3* g^2*q*r*x^3+2542*a^3*g^2*q*x^4-1140*a^3*g^2*r^3*x^2+5286*a^3*g^2*r^2*x^3+1090*a ^3*g^2*r*x^4-300*a^3*g*p^4*x^2-660*a^3*g*p^3*q*x^2-1452*a^3*g*p^3*r*x^2+48*a^3* g*p^3*x^3-478*a^3*g*p^2*q^2*x^2-2384*a^3*g*p^2*q*r*x^2+62*a^3*g*p^2*q*x^3-2014* a^3*g*p^2*r^2*x^2+3044*a^3*g*p^2*r*x^3+930*a^3*g*p^2*x^4-124*a^3*g*p*q^3*x^2-\ 1206*a^3*g*p*q^2*r*x^2-76*a^3*g*p*q^2*x^3-2064*a^3*g*p*q*r^2*x^2+4666*a^3*g*p*q *r*x^3+1706*a^3*g*p*q*x^4-1008*a^3*g*p*r^3*x^2+4272*a^3*g*p*r^2*x^3-50*a^3*g*p* r*x^4-8*a^3*g*q^4*x^2-182*a^3*g*q^3*r*x^2-86*a^3*g*q^3*x^3-496*a^3*g*q^2*r^2*x^ 2+1668*a^3*g*q^2*r*x^3+788*a^3*g*q^2*x^4-432*a^3*g*q*r^3*x^2+3294*a^3*g*q*r^2*x ^3-134*a^3*g*q*r*x^4-144*a^3*g*r^4*x^2+1192*a^3*g*r^3*x^3-1152*a^3*g*r^2*x^4-\ 128*a^2*b^5*c*x^2-96*a^2*b^5*p*x^2-160*a^2*b^5*r*x^2-576*a^2*b^5*x^3-1728*a^2*b ^4*c^2*x^2-1216*a^2*b^4*c*g*x^2-2176*a^2*b^4*c*p*x^2-480*a^2*b^4*c*q*x^2-3296*a ^2*b^4*c*r*x^2-4480*a^2*b^4*c*x^3-960*a^2*b^4*g*p*x^2-160*a^2*b^4*g*q*x^2-1792* a^2*b^4*g*r*x^2-3808*a^2*b^4*g*x^3-608*a^2*b^4*p^2*x^2-352*a^2*b^4*p*q*x^2-1568 *a^2*b^4*p*r*x^2-1408*a^2*b^4*p*x^3-544*a^2*b^4*q*r*x^2-1408*a^2*b^4*q*x^3-640* a^2*b^4*r^2*x^2+1184*a^2*b^4*r*x^3+1920*a^2*b^4*x^4-6592*a^2*b^3*c^3*x^2-9472*a ^2*b^3*c^2*g*x^2-11616*a^2*b^3*c^2*p*x^2-4064*a^2*b^3*c^2*q*x^2-17408*a^2*b^3*c ^2*r*x^2-12128*a^2*b^3*c^2*x^3-3232*a^2*b^3*c*g^2*x^2-12336*a^2*b^3*c*g*p*x^2-\ 3888*a^2*b^3*c*g*q*x^2-20032*a^2*b^3*c*g*r*x^2-21104*a^2*b^3*c*g*x^3-6032*a^2*b ^3*c*p^2*x^2-5056*a^2*b^3*c*p*q*x^2-15888*a^2*b^3*c*p*r*x^2-6240*a^2*b^3*c*p*x^ 3-576*a^2*b^3*c*q^2*x^2-7600*a^2*b^3*c*q*r*x^2-7696*a^2*b^3*c*q*x^3-6960*a^2*b^ 3*c*r^2*x^2+14224*a^2*b^3*c*r*x^3+11616*a^2*b^3*c*x^4-2664*a^2*b^3*g^2*p*x^2-\ 664*a^2*b^3*g^2*q*x^2-5128*a^2*b^3*g^2*r*x^2-8544*a^2*b^3*g^2*x^3-3456*a^2*b^3* g*p^2*x^2-2752*a^2*b^3*g*p*q*x^2-9736*a^2*b^3*g*p*r*x^2-6512*a^2*b^3*g*p*x^3-\ 272*a^2*b^3*g*q^2*x^2-4616*a^2*b^3*g*q*r*x^2-6664*a^2*b^3*g*q*x^3-4744*a^2*b^3* g*r^2*x^2+5328*a^2*b^3*g*r*x^3+7560*a^2*b^3*g*x^4-952*a^2*b^3*p^3*x^2-1352*a^2* b^3*p^2*q*x^2-3424*a^2*b^3*p^2*r*x^2-480*a^2*b^3*p^2*x^3-400*a^2*b^3*p*q^2*x^2-\ 3392*a^2*b^3*p*q*r*x^2-1632*a^2*b^3*p*q*x^3-2640*a^2*b^3*p*r^2*x^2+7800*a^2*b^3 *p*r*x^3+4248*a^2*b^3*p*x^4-592*a^2*b^3*q^2*r*x^2-1152*a^2*b^3*q^2*x^3-1144*a^2 *b^3*q*r^2*x^2+5280*a^2*b^3*q*r*x^3+4248*a^2*b^3*q*x^4-264*a^2*b^3*r^3*x^2+6960 *a^2*b^3*r^2*x^3+1848*a^2*b^3*r*x^4-9344*a^2*b^2*c^4*x^2-21568*a^2*b^2*c^3*g*x^ 2-21312*a^2*b^2*c^3*p*x^2-9216*a^2*b^2*c^3*q*x^2-31488*a^2*b^2*c^3*r*x^2-12928* a^2*b^2*c^3*x^3-15568*a^2*b^2*c^2*g^2*x^2-39264*a^2*b^2*c^2*g*p*x^2-15792*a^2*b ^2*c^2*g*q*x^2-60384*a^2*b^2*c^2*g*r*x^2-37184*a^2*b^2*c^2*g*x^3-16048*a^2*b^2* c^2*p^2*x^2-16128*a^2*b^2*c^2*p*q*x^2-42112*a^2*b^2*c^2*p*r*x^2-6960*a^2*b^2*c^ 2*p*x^3-2896*a^2*b^2*c^2*q^2*x^2-24256*a^2*b^2*c^2*q*r*x^2-12624*a^2*b^2*c^2*q* x^3-19296*a^2*b^2*c^2*r^2*x^2+41664*a^2*b^2*c^2*r*x^3+23200*a^2*b^2*c^2*x^4-\ 3560*a^2*b^2*c*g^3*x^2-20912*a^2*b^2*c*g^2*p*x^2-7616*a^2*b^2*c*g^2*q*x^2-34632 *a^2*b^2*c*g^2*r*x^2-32160*a^2*b^2*c*g^2*x^3-20672*a^2*b^2*c*g*p^2*x^2-19840*a^ 2*b^2*c*g*p*q*x^2-56376*a^2*b^2*c*g*p*r*x^2-18928*a^2*b^2*c*g*p*x^3-3248*a^2*b^ 2*c*g*q^2*x^2-31272*a^2*b^2*c*g*q*r*x^2-23696*a^2*b^2*c*g*q*x^3-27248*a^2*b^2*c *g*r^2*x^2+43296*a^2*b^2*c*g*r*x^3+32336*a^2*b^2*c*g*x^4-4960*a^2*b^2*c*p^3*x^2 -8200*a^2*b^2*c*p^2*q*x^2-18024*a^2*b^2*c*p^2*r*x^2+408*a^2*b^2*c*p^2*x^3-3520* a^2*b^2*c*p*q^2*x^2-21360*a^2*b^2*c*p*q*r*x^2-3520*a^2*b^2*c*p*q*x^3-15152*a^2* b^2*c*p*r^2*x^2+40064*a^2*b^2*c*p*r*x^3+16272*a^2*b^2*c*p*x^4-280*a^2*b^2*c*q^3 *x^2-5256*a^2*b^2*c*q^2*r*x^2-3928*a^2*b^2*c*q^2*x^3-8672*a^2*b^2*c*q*r^2*x^2+ 28864*a^2*b^2*c*q*r*x^3+16272*a^2*b^2*c*q*x^4-2688*a^2*b^2*c*r^3*x^2+31104*a^2* b^2*c*r^2*x^3+2880*a^2*b^2*c*r*x^4-3048*a^2*b^2*g^3*p*x^2-900*a^2*b^2*g^3*q*x^2 -5872*a^2*b^2*g^3*r*x^2-8592*a^2*b^2*g^3*x^3-5912*a^2*b^2*g^2*p^2*x^2-5376*a^2* b^2*g^2*p*q*x^2-17124*a^2*b^2*g^2*p*r*x^2-9836*a^2*b^2*g^2*p*x^3-776*a^2*b^2*g^ 2*q^2*x^2-9252*a^2*b^2*g^2*q*r*x^2-10228*a^2*b^2*g^2*q*x^3-8964*a^2*b^2*g^2*r^2 *x^2+7920*a^2*b^2*g^2*r*x^3+10440*a^2*b^2*g^2*x^4-3284*a^2*b^2*g*p^3*x^2-5296*a ^2*b^2*g*p^2*q*x^2-12348*a^2*b^2*g*p^2*r*x^2-1428*a^2*b^2*g*p^2*x^3-2164*a^2*b^ 2*g*p*q^2*x^2-14352*a^2*b^2*g*p*q*r*x^2-5024*a^2*b^2*g*p*q*x^3-10832*a^2*b^2*g* p*r^2*x^2+23812*a^2*b^2*g*p*r*x^3+11872*a^2*b^2*g*p*x^4-152*a^2*b^2*g*q^3*x^2-\ 3444*a^2*b^2*g*q^2*r*x^2-3596*a^2*b^2*g*q^2*x^3-6188*a^2*b^2*g*q*r^2*x^2+16700* a^2*b^2*g*q*r*x^3+11872*a^2*b^2*g*q*x^4-2016*a^2*b^2*g*r^3*x^2+21600*a^2*b^2*g* r^2*x^3+5160*a^2*b^2*g*r*x^4-552*a^2*b^2*p^4*x^2-1288*a^2*b^2*p^3*q*x^2-2568*a^ 2*b^2*p^3*r*x^2+384*a^2*b^2*p^3*x^3-920*a^2*b^2*p^2*q^2*x^2-4568*a^2*b^2*p^2*q* r*x^2+384*a^2*b^2*p^2*q*x^3-3112*a^2*b^2*p^2*r^2*x^2+8568*a^2*b^2*p^2*r*x^3+ 2672*a^2*b^2*p^2*x^4-184*a^2*b^2*p*q^3*x^2-2264*a^2*b^2*p*q^2*r*x^2-384*a^2*b^2 *p*q^2*x^3-3312*a^2*b^2*p*q*r^2*x^2+13248*a^2*b^2*p*q*r*x^3+5344*a^2*b^2*p*q*x^ 4-1080*a^2*b^2*p*r^3*x^2+11508*a^2*b^2*p*r^2*x^3-432*a^2*b^2*p*r*x^4-264*a^2*b^ 2*q^3*r*x^2-384*a^2*b^2*q^3*x^3-664*a^2*b^2*q^2*r^2*x^2+4680*a^2*b^2*q^2*r*x^3+ 2672*a^2*b^2*q^2*x^4-264*a^2*b^2*q*r^3*x^2+9228*a^2*b^2*q*r^2*x^3-432*a^2*b^2*q *r*x^4+2880*a^2*b^2*r^3*x^3-3744*a^2*b^2*r^2*x^4-4608*a^2*b*c^5*x^2-16608*a^2*b *c^4*g*x^2-13408*a^2*b*c^4*p*x^2-6176*a^2*b*c^4*q*x^2-18720*a^2*b*c^4*r*x^2-\ 4608*a^2*b*c^4*x^3-20080*a^2*b*c^3*g^2*x^2-39712*a^2*b*c^3*g*p*x^2-17680*a^2*b* c^3*g*q*x^2-57632*a^2*b*c^3*g*r*x^2-22272*a^2*b*c^3*g*x^3-13552*a^2*b*c^3*p^2*x ^2-14208*a^2*b*c^3*p*q*x^2-34000*a^2*b*c^3*p*r*x^2-1248*a^2*b*c^3*p*x^3-3040*a^ 2*b*c^3*q^2*x^2-20848*a^2*b*c^3*q*r*x^2-6192*a^2*b*c^3*q*x^3-15744*a^2*b*c^3*r^ 2*x^2+36048*a^2*b*c^3*r*x^3+16432*a^2*b*c^3*x^4-9928*a^2*b*c^2*g^3*x^2-37944*a^ 2*b*c^2*g^2*p*x^2-16088*a^2*b*c^2*g^2*q*x^2-57872*a^2*b*c^2*g^2*r*x^2-33424*a^2 *b*c^2*g^2*x^3-30792*a^2*b*c^2*g*p^2*x^2-31856*a^2*b*c^2*g*p*q*x^2-80272*a^2*b* c^2*g*p*r*x^2-12384*a^2*b*c^2*g*p*x^3-6344*a^2*b*c^2*g*q^2*x^2-48048*a^2*b*c^2* g*q*r*x^2-21688*a^2*b*c^2*g*q*x^3-38344*a^2*b*c^2*g*r^2*x^2+73128*a^2*b*c^2*g*r *x^3+39528*a^2*b*c^2*g*x^4-6272*a^2*b*c^2*p^3*x^2-10640*a^2*b*c^2*p^2*q*x^2-\ 22152*a^2*b*c^2*p^2*r*x^2+2384*a^2*b*c^2*p^2*x^3-5256*a^2*b*c^2*p*q^2*x^2-27456 *a^2*b*c^2*p*q*r*x^2-344*a^2*b*c^2*p*q*x^3-19208*a^2*b*c^2*p*r^2*x^2+48928*a^2* b*c^2*p*r*x^3+16904*a^2*b*c^2*p*x^4-648*a^2*b*c^2*q^3*x^2-7920*a^2*b*c^2*q^2*r* x^2-2968*a^2*b*c^2*q^2*x^3-12056*a^2*b*c^2*q*r^2*x^2+36088*a^2*b*c^2*q*r*x^3+ 16288*a^2*b*c^2*q*x^4-4152*a^2*b*c^2*r^3*x^2+34680*a^2*b*c^2*r^2*x^3-408*a^2*b* c^2*r*x^4-1732*a^2*b*c*g^4*x^2-13792*a^2*b*c*g^3*p*x^2-5388*a^2*b*c*g^3*q*x^2-\ 22708*a^2*b*c*g^3*r*x^2-19672*a^2*b*c*g^3*x^3-20432*a^2*b*c*g^2*p^2*x^2-20632*a ^2*b*c*g^2*p*q*x^2-55712*a^2*b*c*g^2*p*r*x^2-17196*a^2*b*c*g^2*p*x^3-3820*a^2*b *c*g^2*q^2*x^2-32640*a^2*b*c*g^2*q*r*x^2-21456*a^2*b*c*g^2*q*x^3-27972*a^2*b*c* g^2*r^2*x^2+39424*a^2*b*c*g^2*r*x^3+28208*a^2*b*c*g^2*x^4-9660*a^2*b*c*g*p^3*x^ 2-16396*a^2*b*c*g*p^2*q*x^2-35268*a^2*b*c*g*p^2*r*x^2+520*a^2*b*c*g*p^2*x^3-\ 7748*a^2*b*c*g*p*q^2*x^2-43440*a^2*b*c*g*p*q*r*x^2-5996*a^2*b*c*g*p*q*x^3-31380 *a^2*b*c*g*p*r^2*x^2+70952*a^2*b*c*g*p*r*x^3+27972*a^2*b*c*g*p*x^4-852*a^2*b*c* g*q^3*x^2-11968*a^2*b*c*g*q^2*r*x^2-6716*a^2*b*c*g*q^2*x^3-19496*a^2*b*c*g*q*r^ 2*x^2+51432*a^2*b*c*g*q*r*x^3+27424*a^2*b*c*g*q*x^4-6840*a^2*b*c*g*r^3*x^2+ 55488*a^2*b*c*g*r^2*x^3+5100*a^2*b*c*g*r*x^4-1356*a^2*b*c*p^4*x^2-3264*a^2*b*c* p^3*q*x^2-6216*a^2*b*c*p^3*r*x^2+1268*a^2*b*c*p^3*x^3-2640*a^2*b*c*p^2*q^2*x^2-\ 11664*a^2*b*c*p^2*q*r*x^2+2064*a^2*b*c*p^2*q*x^3-7868*a^2*b*c*p^2*r^2*x^2+20104 *a^2*b*c*p^2*r*x^3+5408*a^2*b*c*p^2*x^4-768*a^2*b*c*p*q^3*x^2-6820*a^2*b*c*p*q^ 2*r*x^2+172*a^2*b*c*p*q^2*x^3-9440*a^2*b*c*p*q*r^2*x^2+31548*a^2*b*c*p*q*r*x^3+ 10460*a^2*b*c*p*q*x^4-3312*a^2*b*c*p*r^3*x^2+25644*a^2*b*c*p*r^2*x^3-2580*a^2*b *c*p*r*x^4-48*a^2*b*c*q^4*x^2-1140*a^2*b*c*q^3*r*x^2-600*a^2*b*c*q^3*x^3-2620*a ^2*b*c*q^2*r^2*x^2+11632*a^2*b*c*q^2*r*x^3+5124*a^2*b*c*q^2*x^4-1560*a^2*b*c*q* r^3*x^2+20892*a^2*b*c*q*r^2*x^3-2748*a^2*b*c*q*r*x^4-288*a^2*b*c*r^4*x^2+6664*a ^2*b*c*r^3*x^3-7920*a^2*b*c*r^2*x^4-1536*a^2*b*g^4*p*x^2-496*a^2*b*g^4*q*x^2-\ 2920*a^2*b*g^4*r*x^2-3976*a^2*b*g^4*x^3-3972*a^2*b*g^3*p^2*x^2-3860*a^2*b*g^3*p *q*x^2-11518*a^2*b*g^3*p*r*x^2-6042*a^2*b*g^3*p*x^3-646*a^2*b*g^3*q^2*x^2-6618* a^2*b*g^3*q*r*x^2-6320*a^2*b*g^3*q*x^3-6214*a^2*b*g^3*r^2*x^2+4874*a^2*b*g^3*r* x^3+6114*a^2*b*g^3*x^4-3294*a^2*b*g^2*p^3*x^2-5546*a^2*b*g^2*p^2*q*x^2-12482*a^ 2*b*g^2*p^2*r*x^2-1344*a^2*b*g^2*p^2*x^3-2522*a^2*b*g^2*p*q^2*x^2-15300*a^2*b*g ^2*p*q*r*x^2-4592*a^2*b*g^2*p*q*x^3-11554*a^2*b*g^2*p*r^2*x^2+21774*a^2*b*g^2*p *r*x^3+10438*a^2*b*g^2*p*x^4-250*a^2*b*g^2*q^3*x^2-4110*a^2*b*g^2*q^2*r*x^2-\ 3288*a^2*b*g^2*q^2*x^3-7214*a^2*b*g^2*q*r^2*x^2+15350*a^2*b*g^2*q*r*x^3+10318*a ^2*b*g^2*q*x^4-2610*a^2*b*g^2*r^3*x^2+19782*a^2*b*g^2*r^2*x^3+4518*a^2*b*g^2*r* x^4-1068*a^2*b*g*p^4*x^2-2564*a^2*b*g*p^3*q*x^2-5020*a^2*b*g*p^3*r*x^2+666*a^2* b*g*p^3*x^3-2018*a^2*b*g*p^2*q^2*x^2-9372*a^2*b*g*p^2*q*r*x^2+744*a^2*b*g*p^2*q *x^3-6466*a^2*b*g*p^2*r^2*x^2+15260*a^2*b*g*p^2*r*x^3+4614*a^2*b*g*p^2*x^4-544* a^2*b*g*p*q^3*x^2-5302*a^2*b*g*p*q^2*r*x^2-586*a^2*b*g*p*q^2*x^3-7688*a^2*b*g*p *q*r^2*x^2+23826*a^2*b*g*p*q*r*x^3+9050*a^2*b*g*p*q*x^4-2724*a^2*b*g*p*r^3*x^2+ 20892*a^2*b*g*p*r^2*x^3-522*a^2*b*g*p*r*x^4-28*a^2*b*g*q^4*x^2-834*a^2*b*g*q^3* r*x^2-652*a^2*b*g*q^3*x^3-2052*a^2*b*g*q^2*r^2*x^2+8660*a^2*b*g*q^2*r*x^3+4472* a^2*b*g*q^2*x^4-1236*a^2*b*g*q*r^3*x^2+17094*a^2*b*g*q*r^2*x^3-606*a^2*b*g*q*r* x^4-216*a^2*b*g*r^4*x^2+5688*a^2*b*g*r^3*x^3-6144*a^2*b*g*r^2*x^4-108*a^2*b*p^5 *x^2-354*a^2*b*p^4*q*x^2-618*a^2*b*p^4*r*x^2+172*a^2*b*p^4*x^3-414*a^2*b*p^3*q^ 2*x^2-1632*a^2*b*p^3*q*r*x^2+472*a^2*b*p^3*q*x^3-1050*a^2*b*p^3*r^2*x^2+2530*a^ 2*b*p^3*r*x^3+514*a^2*b*p^3*x^4-198*a^2*b*p^2*q^3*x^2-1452*a^2*b*p^2*q^2*r*x^2+ 384*a^2*b*p^2*q^2*x^3-1932*a^2*b*p^2*q*r^2*x^2+6228*a^2*b*p^2*q*r*x^3+1542*a^2* b*p^2*q*x^4-684*a^2*b*p^2*r^3*x^2+4434*a^2*b*p^2*r^2*x^3-834*a^2*b*p^2*r*x^4-30 *a^2*b*p*q^4*x^2-480*a^2*b*p*q^3*r*x^2+40*a^2*b*p*q^3*x^3-1008*a^2*b*p*q^2*r^2* x^2+4866*a^2*b*p*q^2*r*x^3+1542*a^2*b*p*q^2*x^4-648*a^2*b*p*q*r^3*x^2+7326*a^2* b*p*q*r^2*x^3-1668*a^2*b*p*q*r*x^4-144*a^2*b*p*r^4*x^2+2084*a^2*b*p*r^3*x^3-\ 2808*a^2*b*p*r^2*x^4-42*a^2*b*q^4*r*x^2-44*a^2*b*q^4*x^3-126*a^2*b*q^3*r^2*x^2+ 1168*a^2*b*q^3*r*x^3+514*a^2*b*q^3*x^4-66*a^2*b*q^2*r^3*x^2+2892*a^2*b*q^2*r^2* x^3-834*a^2*b*q^2*r*x^4+1548*a^2*b*q*r^3*x^3-2808*a^2*b*q*r^2*x^4+120*a^2*b*r^4 *x^3-1040*a^2*b*r^3*x^4-256*a^2*c^6*x^2-2912*a^2*c^5*g*x^2-1440*a^2*c^5*p*x^2-\ 256*a^2*c^5*q*x^2-1120*a^2*c^5*r*x^2-160*a^2*c^5*x^3-6448*a^2*c^4*g^2*x^2-9712* a^2*c^4*g*p*x^2-3696*a^2*c^4*g*q*x^2-11744*a^2*c^4*g*r*x^2-2944*a^2*c^4*g*x^3-\ 2448*a^2*c^4*p^2*x^2-1248*a^2*c^4*p*q*x^2-4672*a^2*c^4*p*r*x^2-464*a^2*c^4*p*x^ 3-64*a^2*c^4*q^2*x^2-992*a^2*c^4*q*r*x^2-288*a^2*c^4*q*x^3-1856*a^2*c^4*r^2*x^2 +3552*a^2*c^4*r*x^3+2384*a^2*c^4*x^4-5624*a^2*c^3*g^3*x^2-16608*a^2*c^3*g^2*p*x ^2-7016*a^2*c^3*g^2*q*x^2-22624*a^2*c^3*g^2*r*x^2-8496*a^2*c^3*g^2*x^3-11032*a^ 2*c^3*g*p^2*x^2-9584*a^2*c^3*g*p*q*x^2-25536*a^2*c^3*g*p*r*x^2-2112*a^2*c^3*g*p *x^3-1672*a^2*c^3*g*q^2*x^2-12432*a^2*c^3*g*q*r*x^2-3928*a^2*c^3*g*q*x^3-11392* a^2*c^3*g*r^2*x^2+23336*a^2*c^3*g*r*x^3+12032*a^2*c^3*g*x^4-1832*a^2*c^3*p^3*x^ 2-1656*a^2*c^3*p^2*q*x^2-5728*a^2*c^3*p^2*r*x^2-456*a^2*c^3*p^2*x^3-264*a^2*c^3 *p*q^2*x^2-3088*a^2*c^3*p*q*r*x^2-336*a^2*c^3*p*q*x^3-4872*a^2*c^3*p*r^2*x^2+ 6856*a^2*c^3*p*r*x^3+3576*a^2*c^3*p*x^4-216*a^2*c^3*q^2*r*x^2-152*a^2*c^3*q^2*x ^3-1216*a^2*c^3*q*r^2*x^2+3128*a^2*c^3*q*r*x^3+2280*a^2*c^3*q*x^4-1296*a^2*c^3* r^3*x^2+4056*a^2*c^3*r^2*x^3-88*a^2*c^3*r*x^4-2164*a^2*c^2*g^4*x^2-11172*a^2*c^ 2*g^3*p*x^2-4756*a^2*c^2*g^3*q*x^2-16480*a^2*c^2*g^3*r*x^2-9120*a^2*c^2*g^3*x^3 -13776*a^2*c^2*g^2*p^2*x^2-13496*a^2*c^2*g^2*p*q*x^2-34664*a^2*c^2*g^2*p*r*x^2-\ 5584*a^2*c^2*g^2*p*x^3-2568*a^2*c^2*g^2*q^2*x^2-19280*a^2*c^2*g^2*q*r*x^2-8320* a^2*c^2*g^2*q*x^3-16508*a^2*c^2*g^2*r^2*x^2+28804*a^2*c^2*g^2*r*x^3+15960*a^2*c ^2*g^2*x^4-5608*a^2*c^2*g*p^3*x^2-7844*a^2*c^2*g*p^2*q*x^2-19240*a^2*c^2*g*p^2* r*x^2+128*a^2*c^2*g*p^2*x^3-3116*a^2*c^2*g*p*q^2*x^2-18664*a^2*c^2*g*p*q*r*x^2-\ 1196*a^2*c^2*g*p*q*x^3-16996*a^2*c^2*g*p*r^2*x^2+32312*a^2*c^2*g*p*r*x^3+12864* a^2*c^2*g*p*x^4-324*a^2*c^2*g*q^3*x^2-4368*a^2*c^2*g*q^2*r*x^2-1812*a^2*c^2*g*q ^2*x^3-8052*a^2*c^2*g*q*r^2*x^2+21836*a^2*c^2*g*q*r*x^3+11204*a^2*c^2*g*q*x^4-\ 4176*a^2*c^2*g*r^3*x^2+22392*a^2*c^2*g*r^2*x^3+148*a^2*c^2*g*r*x^4-636*a^2*c^2* p^4*x^2-848*a^2*c^2*p^3*q*x^2-2784*a^2*c^2*p^3*r*x^2-188*a^2*c^2*p^3*x^3-248*a^ 2*c^2*p^2*q^2*x^2-2496*a^2*c^2*p^2*q*r*x^2-120*a^2*c^2*p^2*q*x^3-3616*a^2*c^2*p ^2*r^2*x^2+4192*a^2*c^2*p^2*r*x^3+1788*a^2*c^2*p^2*x^4-432*a^2*c^2*p*q^2*r*x^2-\ 8*a^2*c^2*p*q^2*x^3-1904*a^2*c^2*p*q*r^2*x^2+4352*a^2*c^2*p*q*r*x^3+2280*a^2*c^ 2*p*q*x^4-1800*a^2*c^2*p*r^3*x^2+5280*a^2*c^2*p*r^2*x^3-88*a^2*c^2*p*r*x^4-24*a ^2*c^2*q^3*x^3-160*a^2*c^2*q^2*r^2*x^2+876*a^2*c^2*q^2*r*x^3+616*a^2*c^2*q^2*x^ 4-432*a^2*c^2*q*r^3*x^2+2376*a^2*c^2*q*r^2*x^3-524*a^2*c^2*q*r*x^4-288*a^2*c^2* r^4*x^2+1320*a^2*c^2*r^3*x^3-1440*a^2*c^2*r^2*x^4-308*a^2*c*g^5*x^2-3122*a^2*c* g^4*p*x^2-1262*a^2*c*g^4*q*x^2-5034*a^2*c*g^4*r*x^2-4170*a^2*c*g^4*x^3-6288*a^2 *c*g^3*p^2*x^2-6372*a^2*c*g^3*p*q*x^2-16846*a^2*c*g^3*p*r*x^2-4930*a^2*c*g^3*p* x^3-1208*a^2*c*g^3*q^2*x^2-9774*a^2*c*g^3*q*r*x^2-5926*a^2*c*g^3*q*x^3-8532*a^2 *c*g^3*r^2*x^2+11182*a^2*c*g^3*r*x^3+7862*a^2*c*g^3*x^4-4602*a^2*c*g^2*p^3*x^2-\ 7320*a^2*c*g^2*p^2*q*x^2-16672*a^2*c*g^2*p^2*r*x^2-434*a^2*c*g^2*p^2*x^3-3274*a ^2*c*g^2*p*q^2*x^2-18796*a^2*c*g^2*p*q*r*x^2-2762*a^2*c*g^2*p*q*x^3-15322*a^2*c *g^2*p*r^2*x^2+28162*a^2*c*g^2*p*r*x^3+11572*a^2*c*g^2*p*x^4-356*a^2*c*g^2*q^3* x^2-4910*a^2*c*g^2*q^2*r*x^2-2568*a^2*c*g^2*q^2*x^3-8612*a^2*c*g^2*q*r^2*x^2+ 19902*a^2*c*g^2*q*r*x^3+10874*a^2*c*g^2*q*x^4-3780*a^2*c*g^2*r^3*x^2+21894*a^2* c*g^2*r^2*x^3+2136*a^2*c*g^2*r*x^4-1272*a^2*c*g*p^4*x^2-2500*a^2*c*g*p^3*q*x^2-\ 5828*a^2*c*g*p^3*r*x^2+366*a^2*c*g*p^3*x^3-1616*a^2*c*g*p^2*q^2*x^2-8512*a^2*c* g*p^2*q*r*x^2+716*a^2*c*g*p^2*q*x^3-7674*a^2*c*g*p^2*r^2*x^2+13474*a^2*c*g*p^2* r*x^3+4254*a^2*c*g*p^2*x^4-384*a^2*c*g*p*q^3*x^2-3938*a^2*c*g*p*q^2*r*x^2-32*a^ 2*c*g*p*q^2*x^3-6896*a^2*c*g*p*q*r^2*x^2+19502*a^2*c*g*p*q*r*x^3+7330*a^2*c*g*p *q*x^4-3660*a^2*c*g*p*r^3*x^2+17460*a^2*c*g*p*r^2*x^3-1136*a^2*c*g*p*r*x^4-24*a ^2*c*g*q^4*x^2-570*a^2*c*g*q^3*r*x^2-336*a^2*c*g*q^3*x^3-1510*a^2*c*g*q^2*r^2*x ^2+6584*a^2*c*g*q^2*r*x^3+3198*a^2*c*g*q^2*x^4-1320*a^2*c*g*q*r^3*x^2+12606*a^2 *c*g*q*r^2*x^3-1630*a^2*c*g*q*r*x^4-504*a^2*c*g*r^4*x^2+4532*a^2*c*g*r^3*x^3-\ 5184*a^2*c*g*r^2*x^4-84*a^2*c*p^5*x^2-150*a^2*c*p^4*q*x^2-474*a^2*c*p^4*r*x^2-\ 28*a^2*c*p^4*x^3-66*a^2*c*p^3*q^2*x^2-600*a^2*c*p^3*q*r*x^2-12*a^2*c*p^3*q*x^3-\ 822*a^2*c*p^3*r^2*x^2+826*a^2*c*p^3*r*x^3+298*a^2*c*p^3*x^4-162*a^2*c*p^2*q^2*r *x^2+34*a^2*c*p^2*q^2*x^3-648*a^2*c*p^2*q*r^2*x^2+1394*a^2*c*p^2*q*r*x^3+570*a^ 2*c*p^2*q*x^4-576*a^2*c*p^2*r^3*x^2+1626*a^2*c*p^2*r^2*x^3-22*a^2*c*p^2*r*x^4+ 18*a^2*c*p*q^3*x^3-80*a^2*c*p*q^2*r^2*x^2+654*a^2*c*p*q^2*r*x^3+308*a^2*c*p*q^2 *x^4-216*a^2*c*p*q*r^3*x^2+1566*a^2*c*p*q*r^2*x^3-262*a^2*c*p*q*r*x^4-144*a^2*c *p*r^4*x^2+852*a^2*c*p*r^3*x^3-720*a^2*c*p*r^2*x^4+84*a^2*c*q^3*r*x^3+36*a^2*c* q^3*x^4+324*a^2*c*q^2*r^2*x^3-180*a^2*c*q^2*r*x^4+360*a^2*c*q*r^3*x^3-504*a^2*c *q*r^2*x^4+120*a^2*c*r^4*x^3-240*a^2*c*r^3*x^4-282*a^2*g^5*p*x^2-96*a^2*g^5*q*x ^2-526*a^2*g^5*r*x^2-688*a^2*g^5*x^3-926*a^2*g^4*p^2*x^2-932*a^2*g^4*p*q*x^2-\ 2657*a^2*g^4*p*r*x^2-1304*a^2*g^4*p*x^3-167*a^2*g^4*q^2*x^2-1559*a^2*g^4*q*r*x^ 2-1356*a^2*g^4*q*x^3-1447*a^2*g^4*r^2*x^2+1085*a^2*g^4*r*x^3+1296*a^2*g^4*x^4-\ 1062*a^2*g^3*p^3*x^2-1780*a^2*g^3*p^2*q*x^2-4029*a^2*g^3*p^2*r*x^2-462*a^2*g^3* p^2*x^3-821*a^2*g^3*p*q^2*x^2-4846*a^2*g^3*p*q*r*x^2-1352*a^2*g^3*p*q*x^3-3870* a^2*g^3*p*r^2*x^2+6155*a^2*g^3*p*r*x^3+2953*a^2*g^3*p*x^4-87*a^2*g^3*q^3*x^2-\ 1313*a^2*g^3*q^2*r*x^2-922*a^2*g^3*q^2*x^3-2365*a^2*g^3*q*r^2*x^2+4304*a^2*g^3* q*r*x^3+2857*a^2*g^3*q*x^4-987*a^2*g^3*r^3*x^2+5568*a^2*g^3*r^2*x^3+1254*a^2*g^ 3*r*x^4-534*a^2*g^2*p^4*x^2-1182*a^2*g^2*p^3*q*x^2-2532*a^2*g^2*p^3*r*x^2+150*a ^2*g^2*p^3*x^3-865*a^2*g^2*p^2*q^2*x^2-4260*a^2*g^2*p^2*q*r*x^2+148*a^2*g^2*p^2 *q*x^3-3421*a^2*g^2*p^2*r^2*x^2+6151*a^2*g^2*p^2*r*x^3+1967*a^2*g^2*p^2*x^4-226 *a^2*g^2*p*q^3*x^2-2241*a^2*g^2*p*q^2*r*x^2-254*a^2*g^2*p*q^2*x^3-3628*a^2*g^2* p*q*r^2*x^2+9377*a^2*g^2*p*q*r*x^3+3669*a^2*g^2*p*q*x^4-1644*a^2*g^2*p*r^3*x^2+ 8568*a^2*g^2*p*r^2*x^3-54*a^2*g^2*p*r*x^4-14*a^2*g^2*q^4*x^2-351*a^2*g^2*q^3*r* x^2-242*a^2*g^2*q^3*x^3-920*a^2*g^2*q^2*r^2*x^2+3325*a^2*g^2*q^2*r*x^3+1732*a^2 *g^2*q^2*x^4-714*a^2*g^2*q*r^3*x^2+6726*a^2*g^2*q*r^2*x^3-192*a^2*g^2*q*r*x^4-\ 216*a^2*g^2*r^4*x^2+2394*a^2*g^2*r^3*x^3-2388*a^2*g^2*r^2*x^4-96*a^2*g*p^5*x^2-\ 252*a^2*g*p^4*q*x^2-546*a^2*g*p^4*r*x^2+72*a^2*g*p^4*x^3-240*a^2*g*p^3*q^2*x^2-\ 1116*a^2*g*p^3*q*r*x^2+230*a^2*g*p^3*q*x^3-936*a^2*g*p^3*r^2*x^2+1678*a^2*g*p^3 *r*x^3+406*a^2*g*p^3*x^4-99*a^2*g*p^2*q^3*x^2-807*a^2*g*p^2*q^2*r*x^2+209*a^2*g *p^2*q^2*x^3-1290*a^2*g*p^2*q*r^2*x^2+3811*a^2*g*p^2*q*r*x^3+1056*a^2*g*p^2*q*x ^4-630*a^2*g*p^2*r^3*x^2+3030*a^2*g*p^2*r^2*x^3-428*a^2*g*p^2*r*x^4-15*a^2*g*p* q^4*x^2-240*a^2*g*p*q^3*r*x^2+29*a^2*g*p*q^3*x^3-544*a^2*g*p*q^2*r^2*x^2+2760*a ^2*g*p*q^2*r*x^3+925*a^2*g*p*q^2*x^4-432*a^2*g*p*q*r^3*x^2+4446*a^2*g*p*q*r^2*x ^3-965*a^2*g*p*q*r*x^4-144*a^2*g*p*r^4*x^2+1468*a^2*g*p*r^3*x^3-1764*a^2*g*p*r^ 2*x^4-21*a^2*g*q^4*r*x^2-22*a^2*g*q^4*x^3-63*a^2*g*q^3*r^2*x^2+626*a^2*g*q^3*r* x^3+275*a^2*g*q^3*x^4-33*a^2*g*q^2*r^3*x^2+1608*a^2*g*q^2*r^2*x^3-507*a^2*g*q^2 *r*x^4+954*a^2*g*q*r^3*x^3-1656*a^2*g*q*r^2*x^4+120*a^2*g*r^4*x^3-640*a^2*g*r^3 *x^4-64*a*b^6*x^3-192*a*b^5*c^2*x^2-160*a*b^5*c*g*x^2-224*a*b^5*c*p*x^2-288*a*b ^5*c*r*x^2-768*a*b^5*c*x^3-112*a*b^5*g*p*x^2-208*a*b^5*g*r*x^2-800*a*b^5*g*x^3-\ 64*a*b^5*p^2*x^2-128*a*b^5*p*r*x^2-256*a*b^5*p*x^3-256*a*b^5*q*x^3-16*a*b^5*r^2 *x^2+208*a*b^5*r*x^3+480*a*b^5*x^4-1600*a*b^4*c^3*x^2-2432*a*b^4*c^2*g*x^2-2560 *a*b^4*c^2*p*x^2-608*a*b^4*c^2*q*x^2-3648*a*b^4*c^2*r*x^2-3360*a*b^4*c^2*x^3-\ 848*a*b^4*c*g^2*x^2-2960*a*b^4*c*g*p*x^2-608*a*b^4*c*g*q*x^2-4608*a*b^4*c*g*r*x ^2-6544*a*b^4*c*g*x^3-1248*a*b^4*c*p^2*x^2-704*a*b^4*c*p*q*x^2-3040*a*b^4*c*p*r *x^2-1776*a*b^4*c*p*x^3-960*a*b^4*c*q*r*x^2-2208*a*b^4*c*q*x^3-928*a*b^4*c*r^2* x^2+4096*a*b^4*c*r*x^3+4032*a*b^4*c*x^4-632*a*b^4*g^2*p*x^2-88*a*b^4*g^2*q*x^2-\ 1240*a*b^4*g^2*r*x^2-2848*a*b^4*g^2*x^3-824*a*b^4*g*p^2*x^2-432*a*b^4*g*p*q*x^2 -2176*a*b^4*g*p*r*x^2-2104*a*b^4*g*p*x^3-720*a*b^4*g*q*r*x^2-2128*a*b^4*g*q*x^3 -840*a*b^4*g*r^2*x^2+1808*a*b^4*g*r*x^3+3000*a*b^4*g*x^4-184*a*b^4*p^3*x^2-184* a*b^4*p^2*q*x^2-576*a*b^4*p^2*r*x^2-128*a*b^4*p^2*x^3-368*a*b^4*p*q*r*x^2-480*a *b^4*p*q*x^3-264*a*b^4*p*r^2*x^2+2064*a*b^4*p*r*x^3+1416*a*b^4*p*x^4-352*a*b^4* q^2*x^3+8*a*b^4*q*r^2*x^2+1224*a*b^4*q*r*x^3+1416*a*b^4*q*x^4+96*a*b^4*r^3*x^2+ 1776*a*b^4*r^2*x^3+616*a*b^4*r*x^4-4288*a*b^3*c^4*x^2-9952*a*b^3*c^3*g*x^2-8864 *a*b^3*c^3*p*x^2-3360*a*b^3*c^3*q*x^2-13184*a*b^3*c^3*r*x^2-6496*a*b^3*c^3*x^3-\ 7104*a*b^3*c^2*g^2*x^2-16864*a*b^3*c^2*g*p*x^2-5680*a*b^3*c^2*g*q*x^2-25728*a*b ^3*c^2*g*r*x^2-18784*a*b^3*c^2*g*x^3-6240*a*b^3*c^2*p^2*x^2-5472*a*b^3*c^2*p*q* x^2-16240*a*b^3*c^2*p*r*x^2-3840*a*b^3*c^2*p*x^3-656*a*b^3*c^2*q^2*x^2-8016*a*b ^3*c^2*q*r*x^2-6624*a*b^3*c^2*q*x^3-6272*a*b^3*c^2*r^2*x^2+19504*a*b^3*c^2*r*x^ 3+12336*a*b^3*c^2*x^4-1600*a*b^3*c*g^3*x^2-8920*a*b^3*c*g^2*p*x^2-2600*a*b^3*c* g^2*q*x^2-14728*a*b^3*c*g^2*r*x^2-16504*a*b^3*c*g^2*x^3-8584*a*b^3*c*g*p^2*x^2-\ 6944*a*b^3*c*g*p*q*x^2-22944*a*b^3*c*g*p*r*x^2-9880*a*b^3*c*g*p*x^3-712*a*b^3*c *g*q^2*x^2-10736*a*b^3*c*g*q*r*x^2-12392*a*b^3*c*g*q*x^3-9624*a*b^3*c*g*r^2*x^2 +22144*a*b^3*c*g*r*x^3+18744*a*b^3*c*g*x^4-1808*a*b^3*c*p^3*x^2-2616*a*b^3*c*p^ 2*q*x^2-6312*a*b^3*c*p^2*r*x^2-8*a*b^3*c*p^2*x^3-776*a*b^3*c*p*q^2*x^2-6416*a*b ^3*c*p*q*r*x^2-2224*a*b^3*c*p*q*x^3-4328*a*b^3*c*p*r^2*x^2+17472*a*b^3*c*p*r*x^ 3+8360*a*b^3*c*p*x^4-1080*a*b^3*c*q^2*r*x^2-2152*a*b^3*c*q^2*x^3-1704*a*b^3*c*q *r^2*x^2+12200*a*b^3*c*q*r*x^3+8552*a*b^3*c*q*x^4-96*a*b^3*c*r^3*x^2+13536*a*b^ 3*c*r^2*x^3+1536*a*b^3*c*r*x^4-1248*a*b^3*g^3*p*x^2-268*a*b^3*g^3*q*x^2-2488*a* b^3*g^3*r*x^2-4480*a*b^3*g^3*x^3-2484*a*b^3*g^2*p^2*x^2-1824*a*b^3*g^2*p*q*x^2-\ 7080*a*b^3*g^2*p*r*x^2-5196*a*b^3*g^2*p*x^3-144*a*b^3*g^2*q^2*x^2-3200*a*b^3*g^ 2*q*r*x^2-5372*a*b^3*g^2*q*x^3-3336*a*b^3*g^2*r^2*x^2+4260*a*b^3*g^2*r*x^3+6336 *a*b^3*g^2*x^4-1336*a*b^3*g*p^3*x^2-1868*a*b^3*g*p^2*q*x^2-4812*a*b^3*g*p^2*r*x ^2-788*a*b^3*g*p^2*x^3-516*a*b^3*g*p*q^2*x^2-4792*a*b^3*g*p*q*r*x^2-2792*a*b^3* g*p*q*x^3-3548*a*b^3*g*p*r^2*x^2+11664*a*b^3*g*p*r*x^3+6756*a*b^3*g*p*x^4-812*a *b^3*g*q^2*r*x^2-1972*a*b^3*g*q^2*x^3-1500*a*b^3*g*q*r^2*x^2+7852*a*b^3*g*q*r*x ^3+6852*a*b^3*g*q*x^4-192*a*b^3*g*r^3*x^2+10560*a*b^3*g*r^2*x^3+2936*a*b^3*g*r* x^4-184*a*b^3*p^4*x^2-368*a*b^3*p^3*q*x^2-784*a*b^3*p^3*r*x^2+160*a*b^3*p^3*x^3 -184*a*b^3*p^2*q^2*x^2-1152*a*b^3*p^2*q*r*x^2+96*a*b^3*p^2*q*x^3-732*a*b^3*p^2* r^2*x^2+3564*a*b^3*p^2*r*x^3+1336*a*b^3*p^2*x^4-368*a*b^3*p*q^2*r*x^2-288*a*b^3 *p*q^2*x^3-456*a*b^3*p*q*r^2*x^2+5184*a*b^3*p*q*r*x^3+2672*a*b^3*p*q*x^4-24*a*b ^3*p*r^3*x^2+4536*a*b^3*p*r^2*x^3-216*a*b^3*p*r*x^4-224*a*b^3*q^3*x^3+44*a*b^3* q^2*r^2*x^2+1620*a*b^3*q^2*r*x^3+1336*a*b^3*q^2*x^4+216*a*b^3*q*r^3*x^2+3396*a* b^3*q*r^2*x^3-216*a*b^3*q*r*x^4+96*a*b^3*r^4*x^2+904*a*b^3*r^3*x^3-1872*a*b^3*r ^2*x^4-4608*a*b^2*c^5*x^2-15264*a*b^2*c^4*g*x^2-11744*a*b^2*c^4*p*x^2-5536*a*b^ 2*c^4*q*x^2-17664*a*b^2*c^4*r*x^2-5248*a*b^2*c^4*x^3-17344*a*b^2*c^3*g^2*x^2-\ 33376*a*b^2*c^3*g*p*x^2-14176*a*b^2*c^3*g*q*x^2-50432*a*b^2*c^3*g*r*x^2-22144*a *b^2*c^3*g*x^3-10720*a*b^2*c^3*p^2*x^2-11616*a*b^2*c^3*p*q*x^2-28288*a*b^2*c^3* p*r*x^2-1808*a*b^2*c^3*p*x^3-2224*a*b^2*c^3*q^2*x^2-17632*a*b^2*c^3*q*r*x^2-\ 7712*a*b^2*c^3*q*x^3-12144*a*b^2*c^3*r^2*x^2+34416*a*b^2*c^3*r*x^3+16432*a*b^2* c^3*x^4-8200*a*b^2*c^2*g^3*x^2-30488*a*b^2*c^2*g^2*p*x^2-11736*a*b^2*c^2*g^2*q* x^2-47600*a*b^2*c^2*g^2*r*x^2-31088*a*b^2*c^2*g^2*x^3-24464*a*b^2*c^2*g*p^2*x^2 -24272*a*b^2*c^2*g*p*q*x^2-65304*a*b^2*c^2*g*p*r*x^2-12648*a*b^2*c^2*g*p*x^3-\ 4080*a*b^2*c^2*g*q^2*x^2-37336*a*b^2*c^2*g*q*r*x^2-22752*a*b^2*c^2*g*q*x^3-\ 29056*a*b^2*c^2*g*r^2*x^2+67896*a*b^2*c^2*g*r*x^3+39528*a*b^2*c^2*g*x^4-4536*a* b^2*c^2*p^3*x^2-8016*a*b^2*c^2*p^2*q*x^2-16176*a*b^2*c^2*p^2*r*x^2+2264*a*b^2*c ^2*p^2*x^3-3680*a*b^2*c^2*p*q^2*x^2-20976*a*b^2*c^2*p*q*r*x^2-1896*a*b^2*c^2*p* q*x^3-12632*a*b^2*c^2*p*r^2*x^2+43976*a*b^2*c^2*p*r*x^3+16288*a*b^2*c^2*p*x^4-\ 296*a*b^2*c^2*q^3*x^2-5472*a*b^2*c^2*q^2*r*x^2-4016*a*b^2*c^2*q^2*x^3-7688*a*b^ 2*c^2*q*r^2*x^2+33152*a*b^2*c^2*q*r*x^3+16904*a*b^2*c^2*q*x^4-1560*a*b^2*c^2*r^ 3*x^2+31560*a*b^2*c^2*r^2*x^3-408*a*b^2*c^2*r*x^4-1384*a*b^2*c*g^4*x^2-10608*a* b^2*c*g^3*p*x^2-3592*a*b^2*c*g^3*q*x^2-17848*a*b^2*c*g^3*r*x^2-17688*a*b^2*c*g^ 3*x^3-15856*a*b^2*c*g^2*p^2*x^2-14632*a*b^2*c*g^2*p*q*x^2-43704*a*b^2*c*g^2*p*r *x^2-16240*a*b^2*c*g^2*p*x^3-2156*a*b^2*c*g^2*q^2*x^2-23648*a*b^2*c*g^2*q*r*x^2 -20660*a*b^2*c*g^2*q*x^3-20592*a*b^2*c*g^2*r^2*x^2+35744*a*b^2*c*g^2*r*x^3+ 28208*a*b^2*c*g^2*x^4-7332*a*b^2*c*g*p^3*x^2-12104*a*b^2*c*g*p^2*q*x^2-26680*a* b^2*c*g*p^2*r*x^2+348*a*b^2*c*g*p^2*x^3-5020*a*b^2*c*g*p*q^2*x^2-32040*a*b^2*c* g*p*q*r*x^2-7316*a*b^2*c*g*p*q*x^3-21620*a*b^2*c*g*p*r^2*x^2+63576*a*b^2*c*g*p* r*x^3+27424*a*b^2*c*g*p*x^4-336*a*b^2*c*g*q^3*x^2-7704*a*b^2*c*g*q^2*r*x^2-7512 *a*b^2*c*g*q^2*x^3-12300*a*b^2*c*g*q*r^2*x^2+46024*a*b^2*c*g*q*r*x^3+27972*a*b^ 2*c*g*q*x^4-3072*a*b^2*c*g*r^3*x^2+50208*a*b^2*c*g*r^2*x^3+5100*a*b^2*c*g*r*x^4 -924*a*b^2*c*p^4*x^2-2256*a*b^2*c*p^3*q*x^2-4080*a*b^2*c*p^3*r*x^2+1224*a*b^2*c *p^3*x^3-1704*a*b^2*c*p^2*q^2*x^2-7864*a*b^2*c*p^2*q*r*x^2+1524*a*b^2*c*p^2*q*x ^3-4492*a*b^2*c*p^2*r^2*x^2+17408*a*b^2*c*p^2*r*x^3+5124*a*b^2*c*p^2*x^4-360*a* b^2*c*p*q^3*x^2-4200*a*b^2*c*p*q^2*r*x^2-592*a*b^2*c*p*q^2*x^3-5120*a*b^2*c*p*q *r^2*x^2+27156*a*b^2*c*p*q*r*x^3+10460*a*b^2*c*p*q*x^4-1128*a*b^2*c*p*r^3*x^2+ 21444*a*b^2*c*p*r^2*x^3-2748*a*b^2*c*p*r*x^4-504*a*b^2*c*q^3*r*x^2-868*a*b^2*c* q^3*x^3-992*a*b^2*c*q^2*r^2*x^2+9848*a*b^2*c*q^2*r*x^3+5408*a*b^2*c*q^2*x^4+48* a*b^2*c*q*r^3*x^2+17844*a*b^2*c*q*r^2*x^3-2580*a*b^2*c*q*r*x^4+192*a*b^2*c*r^4* x^2+4856*a*b^2*c*r^3*x^3-7920*a*b^2*c*r^2*x^4-1120*a*b^2*g^4*p*x^2-288*a*b^2*g^ 4*q*x^2-2224*a*b^2*g^4*r*x^2-3512*a*b^2*g^4*x^3-2986*a*b^2*g^3*p^2*x^2-2540*a*b ^2*g^3*p*q*x^2-8748*a*b^2*g^3*p*r*x^2-5520*a*b^2*g^3*p*x^3-312*a*b^2*g^3*q^2*x^ 2-4552*a*b^2*g^3*q*r*x^2-5798*a*b^2*g^3*q*x^3-4504*a*b^2*g^3*r^2*x^2+4318*a*b^2 *g^3*r*x^3+6114*a*b^2*g^3*x^4-2506*a*b^2*g^2*p^3*x^2-3938*a*b^2*g^2*p^2*q*x^2-\ 9402*a*b^2*g^2*p^2*r*x^2-1304*a*b^2*g^2*p^2*x^3-1490*a*b^2*g^2*p*q^2*x^2-10824* a*b^2*g^2*p*q*r*x^2-4672*a*b^2*g^2*p*q*x^3-7970*a*b^2*g^2*p*r^2*x^2+19330*a*b^2 *g^2*p*r*x^3+10318*a*b^2*g^2*p*x^4-78*a*b^2*g^2*q^3*x^2-2474*a*b^2*g^2*q^2*r*x^ 2-3328*a*b^2*g^2*q^2*x^3-4462*a*b^2*g^2*q*r^2*x^2+13386*a*b^2*g^2*q*r*x^3+10438 *a*b^2*g^2*q*x^4-1242*a*b^2*g^2*r^3*x^2+17802*a*b^2*g^2*r^2*x^3+4518*a*b^2*g^2* r*x^4-772*a*b^2*g*p^4*x^2-1816*a*b^2*g*p^3*q*x^2-3504*a*b^2*g*p^3*r*x^2+644*a*b ^2*g*p^3*x^3-1298*a*b^2*g*p^2*q^2*x^2-6436*a*b^2*g*p^2*q*r*x^2+474*a*b^2*g*p^2* q*x^3-4014*a*b^2*g*p^2*r^2*x^2+13420*a*b^2*g*p^2*r*x^3+4472*a*b^2*g*p^2*x^4-248 *a*b^2*g*p*q^3*x^2-3264*a*b^2*g*p*q^2*r*x^2-968*a*b^2*g*p*q^2*x^3-4376*a*b^2*g* p*q*r^2*x^2+20646*a*b^2*g*p*q*r*x^3+9050*a*b^2*g*p*q*x^4-1116*a*b^2*g*p*r^3*x^2 +17898*a*b^2*g*p*r^2*x^3-606*a*b^2*g*p*r*x^4-376*a*b^2*g*q^3*r*x^2-786*a*b^2*g* q^3*x^3-850*a*b^2*g*q^2*r^2*x^2+7276*a*b^2*g*q^2*r*x^3+4614*a*b^2*g*q^2*x^4-60* a*b^2*g*q*r^3*x^2+14676*a*b^2*g*q*r^2*x^3-522*a*b^2*g*q*r*x^4+144*a*b^2*g*r^4*x ^2+4392*a*b^2*g*r^3*x^3-6144*a*b^2*g*r^2*x^4-78*a*b^2*p^5*x^2-234*a*b^2*p^4*q*x ^2-420*a*b^2*p^4*r*x^2+148*a*b^2*p^4*x^3-234*a*b^2*p^3*q^2*x^2-996*a*b^2*p^3*q* r*x^2+376*a*b^2*p^3*q*x^3-612*a*b^2*p^3*r^2*x^2+2168*a*b^2*p^3*r*x^3+514*a*b^2* p^3*x^4-78*a*b^2*p^2*q^3*x^2-732*a*b^2*p^2*q^2*r*x^2+240*a*b^2*p^2*q^2*x^3-900* a*b^2*p^2*q*r^2*x^2+5142*a*b^2*p^2*q*r*x^3+1542*a*b^2*p^2*q*x^4-270*a*b^2*p^2*r ^3*x^2+3588*a*b^2*p^2*r^2*x^3-834*a*b^2*p^2*r*x^4-156*a*b^2*p*q^3*r*x^2-56*a*b^ 2*p*q^3*x^3-258*a*b^2*p*q^2*r^2*x^2+3780*a*b^2*p*q^2*r*x^3+1542*a*b^2*p*q^2*x^4 -24*a*b^2*p*q*r^3*x^2+5634*a*b^2*p*q*r^2*x^3-1668*a*b^2*p*q*r*x^4+1332*a*b^2*p* r^3*x^3-2808*a*b^2*p*r^2*x^4-68*a*b^2*q^4*x^3+30*a*b^2*q^3*r^2*x^2+806*a*b^2*q^ 3*r*x^3+514*a*b^2*q^3*x^4+144*a*b^2*q^2*r^3*x^2+2046*a*b^2*q^2*r^2*x^3-834*a*b^ 2*q^2*r*x^4+96*a*b^2*q*r^4*x^2+796*a*b^2*q*r^3*x^3-2808*a*b^2*q*r^2*x^4-120*a*b ^2*r^4*x^3-1040*a*b^2*r^3*x^4-1792*a*b*c^6*x^2-8736*a*b*c^5*g*x^2-5632*a*b*c^5* p*x^2-2848*a*b*c^5*q*x^2-8160*a*b*c^5*r*x^2-1408*a*b*c^5*x^3-14896*a*b*c^4*g^2* x^2-23936*a*b*c^4*g*p*x^2-11216*a*b*c^4*g*q*x^2-34912*a*b*c^4*g*r*x^2-9664*a*b* c^4*g*x^3-6528*a*b*c^4*p^2*x^2-7424*a*b*c^4*p*q*x^2-16544*a*b*c^4*p*r*x^2+768*a *b*c^4*p*x^3-1728*a*b*c^4*q^2*x^2-11264*a*b*c^4*q*r*x^2-2880*a*b*c^4*q*x^3-7392 *a*b*c^4*r^2*x^2+20928*a*b*c^4*r*x^3+8608*a*b*c^4*x^4-11480*a*b*c^3*g^3*x^2-\ 34224*a*b*c^3*g^2*p*x^2-15000*a*b*c^3*g^2*q*x^2-51024*a*b*c^3*g^2*r*x^2-21184*a *b*c^3*g^2*x^3-23184*a*b*c^3*g*p^2*x^2-24896*a*b*c^3*g*p*q*x^2-59848*a*b*c^3*g* p*r*x^2-3320*a*b*c^3*g*p*x^3-5160*a*b*c^3*g*q^2*x^2-37768*a*b*c^3*g*q*r*x^2-\ 14024*a*b*c^3*g*q*x^3-27208*a*b*c^3*g*r^2*x^2+67008*a*b*c^3*g*r*x^3+31488*a*b*c ^3*g*x^4-3760*a*b*c^3*p^3*x^2-6736*a*b*c^3*p^2*q*x^2-12960*a*b*c^3*p^2*r*x^2+ 2784*a*b*c^3*p^2*x^3-3664*a*b*c^3*p*q^2*x^2-17680*a*b*c^3*p*q*r*x^2+864*a*b*c^3 *p*q*x^3-10592*a*b*c^3*p*r^2*x^2+34944*a*b*c^3*p*r*x^3+11360*a*b*c^3*p*x^4-472* a*b*c^3*q^3*x^2-5640*a*b*c^3*q^2*r*x^2-2176*a*b*c^3*q^2*x^3-7352*a*b*c^3*q*r^2* x^2+27072*a*b*c^3*q*r*x^3+11360*a*b*c^3*q*x^4-1872*a*b*c^3*r^3*x^2+23616*a*b*c^ 3*r^2*x^3-2128*a*b*c^3*r*x^4-4116*a*b*c^2*g^4*x^2-20960*a*b*c^2*g^3*p*x^2-8540* a*b*c^2*g^3*q*x^2-32584*a*b*c^2*g^3*r*x^2-20016*a*b*c^2*g^3*x^3-26012*a*b*c^2*g ^2*p^2*x^2-26624*a*b*c^2*g^2*p*q*x^2-68988*a*b*c^2*g^2*p*r*x^2-12292*a*b*c^2*g^ 2*p*x^3-5000*a*b*c^2*g^2*q^2*x^2-41292*a*b*c^2*g^2*q*r*x^2-21836*a*b*c^2*g^2*q* x^3-32460*a*b*c^2*g^2*r^2*x^2+65856*a*b*c^2*g^2*r*x^3+37296*a*b*c^2*g^2*x^4-\ 10332*a*b*c^2*g*p^3*x^2-18000*a*b*c^2*g*p^2*q*x^2-36620*a*b*c^2*g*p^2*r*x^2+ 4340*a*b*c^2*g*p^2*x^3-8868*a*b*c^2*g*p*q^2*x^2-47488*a*b*c^2*g*p*q*r*x^2-2736* a*b*c^2*g*p*q*x^3-30688*a*b*c^2*g*p*r^2*x^2+89068*a*b*c^2*g*p*r*x^3+32132*a*b*c ^2*g*p*x^4-972*a*b*c^2*g*q^3*x^2-13676*a*b*c^2*g*q^2*r*x^2-7284*a*b*c^2*g*q^2*x ^3-19924*a*b*c^2*g*q*r^2*x^2+66596*a*b*c^2*g*q*r*x^3+32132*a*b*c^2*g*q*x^4-5640 *a*b*c^2*g*r^3*x^2+64224*a*b*c^2*g*r^2*x^3-408*a*b*c^2*g*r*x^4-1176*a*b*c^2*p^4 *x^2-2832*a*b*c^2*p^3*q*x^2-5100*a*b*c^2*p^3*r*x^2+1640*a*b*c^2*p^3*x^3-2472*a* b*c^2*p^2*q^2*x^2-9980*a*b*c^2*p^2*q*r*x^2+2828*a*b*c^2*p^2*q*x^3-5952*a*b*c^2* p^2*r^2*x^2+20376*a*b*c^2*p^2*r*x^3+5364*a*b*c^2*p^2*x^4-792*a*b*c^2*p*q^3*x^2-\ 6500*a*b*c^2*p*q^2*r*x^2+324*a*b*c^2*p*q^2*x^3-7528*a*b*c^2*p*q*r^2*x^2+32640*a *b*c^2*p*q*r*x^3+10480*a*b*c^2*p*q*x^4-2112*a*b*c^2*p*r^3*x^2+24324*a*b*c^2*p*r ^2*x^3-4308*a*b*c^2*p*r*x^4-48*a*b*c^2*q^4*x^2-1188*a*b*c^2*q^3*r*x^2-760*a*b*c ^2*q^3*x^3-2280*a*b*c^2*q^2*r^2*x^2+12600*a*b*c^2*q^2*r*x^3+5364*a*b*c^2*q^2*x^ 4-816*a*b*c^2*q*r^3*x^2+20892*a*b*c^2*q*r^2*x^3-4308*a*b*c^2*q*r*x^4-48*a*b*c^2 *r^4*x^2+5760*a*b*c^2*r^3*x^3-8640*a*b*c^2*r^2*x^4-560*a*b*c*g^5*x^2-5500*a*b*c *g^4*p*x^2-2008*a*b*c*g^4*q*x^2-9222*a*b*c*g^4*r*x^2-8520*a*b*c*g^4*x^3-11188*a *b*c*g^3*p^2*x^2-10920*a*b*c*g^3*p*q*x^2-30898*a*b*c*g^3*p*r*x^2-10564*a*b*c*g^ 3*p*x^3-1852*a*b*c*g^3*q^2*x^2-17806*a*b*c*g^3*q*r*x^2-13420*a*b*c*g^3*q*x^3-\ 15350*a*b*c*g^3*r^2*x^2+22824*a*b*c*g^3*r*x^3+17420*a*b*c*g^3*x^4-8024*a*b*c*g^ 2*p^3*x^2-13586*a*b*c*g^2*p^2*q*x^2-29278*a*b*c*g^2*p^2*r*x^2+266*a*b*c*g^2*p^2 *x^3-6212*a*b*c*g^2*p*q^2*x^2-36600*a*b*c*g^2*p*q*r*x^2-6944*a*b*c*g^2*p*q*x^3-\ 25328*a*b*c*g^2*p*r^2*x^2+63416*a*b*c*g^2*p*r*x^3+26414*a*b*c*g^2*p*x^4-590*a*b *c*g^2*q^3*x^2-9880*a*b*c*g^2*q^2*r*x^2-7250*a*b*c*g^2*q^2*x^3-15878*a*b*c*g^2* q*r^2*x^2+45904*a*b*c*g^2*q*r*x^3+26414*a*b*c*g^2*q*x^4-4884*a*b*c*g^2*r^3*x^2+ 50400*a*b*c*g^2*r^2*x^3+5112*a*b*c*g^2*r*x^4-2180*a*b*c*g*p^4*x^2-5284*a*b*c*g* p^3*q*x^2-9754*a*b*c*g*p^3*r*x^2+2396*a*b*c*g*p^3*x^3-4308*a*b*c*g*p^2*q^2*x^2-\ 18878*a*b*c*g*p^2*q*r*x^2+3418*a*b*c*g*p^2*q*x^3-11704*a*b*c*g*p^2*r^2*x^2+ 36220*a*b*c*g*p^2*r*x^3+10344*a*b*c*g*p^2*x^4-1204*a*b*c*g*p*q^3*x^2-11288*a*b* c*g*p*q^2*r*x^2-658*a*b*c*g*p*q^2*x^3-14420*a*b*c*g*p*q*r^2*x^2+56952*a*b*c*g*p *q*r*x^3+20444*a*b*c*g*p*q*x^4-4248*a*b*c*g*p*r^3*x^2+45816*a*b*c*g*p*r^2*x^3-\ 4806*a*b*c*g*p*r*x^4-56*a*b*c*g*q^4*x^2-1828*a*b*c*g*q^3*r*x^2-1588*a*b*c*g*q^3 *x^3-3946*a*b*c*g*q^2*r^2*x^2+21140*a*b*c*g*q^2*r*x^3+10344*a*b*c*g*q^2*x^4-\ 1632*a*b*c*g*q*r^3*x^2+38424*a*b*c*g*q*r^2*x^3-4806*a*b*c*g*q*r*x^4-96*a*b*c*g* r^4*x^2+11520*a*b*c*g*r^3*x^3-15168*a*b*c*g*r^2*x^4-192*a*b*c*p^5*x^2-582*a*b*c *p^4*q*x^2-1026*a*b*c*p^4*r*x^2+372*a*b*c*p^4*x^3-684*a*b*c*p^3*q^2*x^2-2544*a* b*c*p^3*q*r*x^2+1082*a*b*c*p^3*q*x^3-1590*a*b*c*p^3*r^2*x^2+4982*a*b*c*p^3*r*x^ 3+1058*a*b*c*p^3*x^4-354*a*b*c*p^2*q^3*x^2-2382*a*b*c*p^2*q^2*r*x^2+872*a*b*c*p ^2*q^2*x^3-2732*a*b*c*p^2*q*r^2*x^2+12180*a*b*c*p^2*q*r*x^3+3050*a*b*c*p^2*q*x^ 4-900*a*b*c*p^2*r^3*x^2+8142*a*b*c*p^2*r^2*x^3-2094*a*b*c*p^2*r*x^4-60*a*b*c*p* q^4*x^2-876*a*b*c*p*q^3*r*x^2+38*a*b*c*p*q^3*x^3-1490*a*b*c*p*q^2*r^2*x^2+9588* a*b*c*p*q^2*r*x^3+3050*a*b*c*p*q^2*x^4-672*a*b*c*p*q*r^3*x^2+13392*a*b*c*p*q*r^ 2*x^3-4308*a*b*c*p*q*r*x^4-144*a*b*c*p*r^4*x^2+3332*a*b*c*p*r^3*x^3-5976*a*b*c* p*r^2*x^4-84*a*b*c*q^4*r*x^2-124*a*b*c*q^4*x^3-186*a*b*c*q^3*r^2*x^2+2386*a*b*c *q^3*r*x^3+1058*a*b*c*q^3*x^4+48*a*b*c*q^2*r^3*x^2+5538*a*b*c*q^2*r^2*x^3-2094* a*b*c*q^2*r*x^4+96*a*b*c*q*r^4*x^2+2428*a*b*c*q*r^3*x^3-5976*a*b*c*q*r^2*x^4-\ 2080*a*b*c*r^3*x^4-468*a*b*g^5*p*x^2-132*a*b*g^5*q*x^2-916*a*b*g^5*r*x^2-1344*a *b*g^5*x^3-1581*a*b*g^4*p^2*x^2-1452*a*b*g^4*p*q*x^2-4649*a*b*g^4*p*r*x^2-2672* a*b*g^4*p*x^3-213*a*b*g^4*q^2*x^2-2597*a*b*g^4*q*r*x^2-2824*a*b*g^4*q*x^3-2499* a*b*g^4*r^2*x^2+2016*a*b*g^4*r*x^3+2784*a*b*g^4*x^4-1801*a*b*g^3*p^3*x^2-2963*a *b*g^3*p^2*q*x^2-6815*a*b*g^3*p^2*r*x^2-880*a*b*g^3*p^2*x^3-1265*a*b*g^3*p*q^2* x^2-8312*a*b*g^3*p*q*r*x^2-3064*a*b*g^3*p*q*x^3-6162*a*b*g^3*p*r^2*x^2+12603*a* b*g^3*p*r*x^3+6466*a*b*g^3*p*x^4-103*a*b*g^3*q^3*x^2-2153*a*b*g^3*q^2*r*x^2-\ 2184*a*b*g^3*q^2*x^3-3831*a*b*g^3*q*r^2*x^2+8733*a*b*g^3*q*r*x^3+6466*a*b*g^3*q *x^4-1266*a*b*g^3*r^3*x^2+11664*a*b*g^3*r^2*x^3+2860*a*b*g^3*r*x^4-866*a*b*g^2* p^4*x^2-2084*a*b*g^2*p^3*q*x^2-3981*a*b*g^2*p^3*r*x^2+628*a*b*g^2*p^3*x^3-1624* a*b*g^2*p^2*q^2*x^2-7607*a*b*g^2*p^2*q*r*x^2+522*a*b*g^2*p^2*q*x^3-4907*a*b*g^2 *p^2*r^2*x^2+13694*a*b*g^2*p^2*r*x^3+4405*a*b*g^2*p^2*x^4-410*a*b*g^2*p*q^3*x^2 -4340*a*b*g^2*p*q^2*r*x^2-890*a*b*g^2*p*q^2*x^3-5962*a*b*g^2*p*q*r^2*x^2+21252* a*b*g^2*p*q*r*x^3+8750*a*b*g^2*p*q*x^4-1824*a*b*g^2*p*r^3*x^2+18696*a*b*g^2*p*r ^2*x^3-342*a*b*g^2*p*r*x^4-14*a*b*g^2*q^4*x^2-654*a*b*g^2*q^3*r*x^2-764*a*b*g^2 *q^3*x^3-1568*a*b*g^2*q^2*r^2*x^2+7678*a*b*g^2*q^2*r*x^3+4405*a*b*g^2*q^2*x^4-\ 708*a*b*g^2*q*r^3*x^2+15576*a*b*g^2*q*r^2*x^3-342*a*b*g^2*q*r*x^4-36*a*b*g^2*r^ 4*x^2+5040*a*b*g^2*r^3*x^3-5736*a*b*g^2*r^2*x^4-180*a*b*g*p^5*x^2-555*a*b*g*p^4 *q*x^2-989*a*b*g*p^4*r*x^2+304*a*b*g*p^4*x^3-630*a*b*g*p^3*q^2*x^2-2476*a*b*g*p ^3*q*r*x^2+833*a*b*g*p^3*q*x^3-1571*a*b*g*p^3*r^2*x^2+4549*a*b*g*p^3*r*x^3+1033 *a*b*g*p^3*x^4-297*a*b*g*p^2*q^3*x^2-2191*a*b*g*p^2*q^2*r*x^2+604*a*b*g*p^2*q^2 *x^3-2702*a*b*g*p^2*q*r^2*x^2+11052*a*b*g*p^2*q*r*x^3+3037*a*b*g*p^2*q*x^4-906* a*b*g*p^2*r^3*x^2+7785*a*b*g*p^2*r^2*x^3-1569*a*b*g*p^2*r*x^4-42*a*b*g*p*q^4*x^ 2-730*a*b*g*p*q^3*r*x^2-49*a*b*g*p*q^3*x^3-1361*a*b*g*p*q^2*r^2*x^2+8544*a*b*g* p*q^2*r*x^3+3037*a*b*g*p*q^2*x^4-672*a*b*g*p*q*r^3*x^2+12744*a*b*g*p*q*r^2*x^3-\ 3198*a*b*g*p*q*r*x^4-144*a*b*g*p*r^4*x^2+3338*a*b*g*p*r^3*x^3-5484*a*b*g*p*r^2* x^4-62*a*b*g*q^4*r*x^2-124*a*b*g*q^4*x^3-149*a*b*g*q^3*r^2*x^2+2039*a*b*g*q^3*r *x^3+1033*a*b*g*q^3*x^4+48*a*b*g*q^2*r^3*x^2+5103*a*b*g*q^2*r^2*x^3-1569*a*b*g* q^2*r*x^4+96*a*b*g*q*r^4*x^2+2422*a*b*g*q*r^3*x^3-5484*a*b*g*q*r^2*x^4-2080*a*b *g*r^3*x^4-12*a*b*p^6*x^2-48*a*b*p^5*q*x^2-78*a*b*p^5*r*x^2+32*a*b*p^5*x^3-72*a *b*p^4*q^2*x^2-258*a*b*p^4*q*r*x^2+120*a*b*p^4*q*x^3-156*a*b*p^4*r^2*x^2+438*a* b*p^4*r*x^3+70*a*b*p^4*x^4-48*a*b*p^3*q^3*x^2-306*a*b*p^3*q^2*r*x^2+160*a*b*p^3 *q^2*x^3-372*a*b*p^3*q*r^2*x^2+1452*a*b*p^3*q*r*x^3+280*a*b*p^3*q*x^4-126*a*b*p ^3*r^3*x^2+900*a*b*p^3*r^2*x^3-286*a*b*p^3*r*x^4-12*a*b*p^2*q^4*x^2-150*a*b*p^2 *q^3*r*x^2+80*a*b*p^2*q^3*x^3-270*a*b*p^2*q^2*r^2*x^2+1728*a*b*p^2*q^2*r*x^3+ 420*a*b*p^2*q^2*x^4-162*a*b*p^2*q*r^3*x^2+2196*a*b*p^2*q*r^2*x^3-858*a*b*p^2*q* r*x^4-36*a*b*p^2*r^4*x^2+548*a*b*p^2*r^3*x^3-936*a*b*p^2*r^2*x^4-24*a*b*p*q^4*r *x^2-48*a*b*p*q^3*r^2*x^2+852*a*b*p*q^3*r*x^3+280*a*b*p*q^3*x^4-6*a*b*p*q^2*r^3 *x^2+1692*a*b*p*q^2*r^2*x^3-858*a*b*p*q^2*r*x^4+720*a*b*p*q*r^3*x^3-1872*a*b*p* q*r^2*x^4+60*a*b*p*r^4*x^3-520*a*b*p*r^3*x^4-8*a*b*q^5*x^3+6*a*b*q^4*r^2*x^2+ 138*a*b*q^4*r*x^3+70*a*b*q^4*x^4+30*a*b*q^3*r^3*x^2+396*a*b*q^3*r^2*x^3-286*a*b *q^3*r*x^4+24*a*b*q^2*r^4*x^2+172*a*b*q^2*r^3*x^3-936*a*b*q^2*r^2*x^4-60*a*b*q* r^4*x^3-520*a*b*q*r^3*x^4-64*a*c^7*x^2-1152*a*c^6*g*x^2-416*a*c^6*p*x^2-64*a*c^ 6*q*x^2-320*a*c^6*r*x^2-3520*a*c^5*g^2*x^2-4288*a*c^5*g*p*x^2-1680*a*c^5*g*q*x^ 2-5232*a*c^5*g*r*x^2-896*a*c^5*g*x^3-864*a*c^5*p^2*x^2-384*a*c^5*p*q*x^2-1584*a *c^5*p*r*x^2-16*a*c^5*q^2*x^2-304*a*c^5*q*r*x^2-48*a*c^5*q*x^3-608*a*c^5*r^2*x^ 2+1488*a*c^5*r*x^3+928*a*c^5*x^4-4320*a*c^4*g^3*x^2-10584*a*c^4*g^2*p*x^2-4528* a*c^4*g^2*q*x^2-14280*a*c^4*g^2*r*x^2-3888*a*c^4*g^2*x^3-5856*a*c^4*g*p^2*x^2-\ 5024*a*c^4*g*p*q*x^2-13248*a*c^4*g*p*r*x^2-144*a*c^4*g*p*x^3-928*a*c^4*g*q^2*x^ 2-6688*a*c^4*g*q*r*x^2-1792*a*c^4*g*q*x^3-5680*a*c^4*g*r^2*x^2+14272*a*c^4*g*r* x^3+6880*a*c^4*g*x^4-848*a*c^4*p^3*x^2-672*a*c^4*p^2*q*x^2-2520*a*c^4*p^2*r*x^2 -88*a*c^4*p*q^2*x^2-1216*a*c^4*p*q*r*x^2+24*a*c^4*p*q*x^3-2024*a*c^4*p*r^2*x^2+ 3816*a*c^4*p*r*x^3+1856*a*c^4*p*x^4-72*a*c^4*q^2*r*x^2-48*a*c^4*q^2*x^3-464*a*c ^4*q*r^2*x^2+1608*a*c^4*q*r*x^3+1056*a*c^4*q*x^4-504*a*c^4*r^3*x^2+2088*a*c^4*r ^2*x^3-272*a*c^4*r*x^4-2580*a*c^3*g^4*x^2-10556*a*c^3*g^3*p*x^2-4528*a*c^3*g^3* q*x^2-15108*a*c^3*g^3*r*x^2-6088*a*c^3*g^3*x^3-11224*a*c^3*g^2*p^2*x^2-10880*a* c^3*g^2*p*q*x^2-27520*a*c^3*g^2*p*r*x^2-2056*a*c^3*g^2*p*x^3-2100*a*c^3*g^2*q^2 *x^2-15576*a*c^3*g^2*q*r*x^2-5588*a*c^3*g^2*q*x^3-12500*a*c^3*g^2*r^2*x^2+27808 *a*c^3*g^2*r*x^3+13744*a*c^3*g^2*x^4-3928*a*c^3*g*p^3*x^2-5208*a*c^3*g*p^2*q*x^ 2-12904*a*c^3*g*p^2*r*x^2+888*a*c^3*g*p^2*x^3-2120*a*c^3*g*p*q^2*x^2-12312*a*c^ 3*g*p*q*r*x^2-10784*a*c^3*g*p*r^2*x^2+25304*a*c^3*g*p*r*x^3+9776*a*c^3*g*p*x^4-\ 236*a*c^3*g*q^3*x^2-3060*a*c^3*g*q^2*r*x^2-1288*a*c^3*g*q^2*x^3-5052*a*c^3*g*q* r^2*x^2+17088*a*c^3*g*q*r*x^3+8312*a*c^3*g*q*x^4-2400*a*c^3*g*r^3*x^2+16512*a*c ^3*g*r^2*x^3-1144*a*c^3*g*r*x^4-436*a*c^3*p^4*x^2-512*a*c^3*p^3*q*x^2-1804*a*c^ 3*p^3*r*x^2-124*a*c^3*p^2*q^2*x^2-1444*a*c^3*p^2*q*r*x^2+108*a*c^3*p^2*q*x^3-\ 2192*a*c^3*p^2*r^2*x^2+3492*a*c^3*p^2*r*x^3+1392*a*c^3*p^2*x^4-216*a*c^3*p*q^2* r*x^2+48*a*c^3*p*q^2*x^3-1040*a*c^3*p*q*r^2*x^2+3264*a*c^3*p*q*r*x^3+1584*a*c^3 *p*q*x^4-1008*a*c^3*p*r^3*x^2+3960*a*c^3*p*r^2*x^3-408*a*c^3*p*r*x^4-12*a*c^3*q ^3*x^3-80*a*c^3*q^2*r^2*x^2+600*a*c^3*q^2*r*x^3+344*a*c^3*q^2*x^4-216*a*c^3*q*r ^3*x^2+1620*a*c^3*q*r^2*x^3-640*a*c^3*q*r*x^4-144*a*c^3*r^4*x^2+912*a*c^3*r^3*x ^3-1152*a*c^3*r^2*x^4-752*a*c^2*g^5*x^2-4928*a*c^2*g^4*p*x^2-2040*a*c^2*g^4*q*x ^2-7482*a*c^2*g^4*r*x^2-4420*a*c^2*g^4*x^3-8496*a*c^2*g^3*p^2*x^2-8484*a*c^2*g^ 3*p*q*x^2-21968*a*c^2*g^3*p*r*x^2-3884*a*c^2*g^3*p*x^3-1600*a*c^2*g^3*q^2*x^2-\ 12784*a*c^2*g^3*q*r*x^2-6308*a*c^2*g^3*q*x^3-10512*a*c^2*g^3*r^2*x^2+19284*a*c^ 2*g^3*r*x^3+10992*a*c^2*g^3*x^4-5482*a*c^2*g^2*p^3*x^2-8472*a*c^2*g^2*p^2*q*x^2 -19076*a*c^2*g^2*p^2*r*x^2+972*a*c^2*g^2*p^2*x^3-3794*a*c^2*g^2*p*q^2*x^2-21428 *a*c^2*g^2*p*q*r*x^2-1552*a*c^2*g^2*p*q*x^3-16566*a*c^2*g^2*p*r^2*x^2+38216*a*c ^2*g^2*p*r*x^3+14630*a*c^2*g^2*p*x^4-412*a*c^2*g^2*q^3*x^2-5710*a*c^2*g^2*q^2*r *x^2-2858*a*c^2*g^2*q^2*x^3-9248*a*c^2*g^2*q*r^2*x^2+27268*a*c^2*g^2*q*r*x^3+ 13702*a*c^2*g^2*q*x^4-3678*a*c^2*g^2*r^3*x^2+27312*a*c^2*g^2*r^2*x^3+148*a*c^2* g^2*r*x^4-1372*a*c^2*g*p^4*x^2-2448*a*c^2*g*p^3*q*x^2-5974*a*c^2*g*p^3*r*x^2+ 616*a*c^2*g*p^3*x^3-1532*a*c^2*g*p^2*q^2*x^2-8050*a*c^2*g*p^2*q*r*x^2+1270*a*c^ 2*g*p^2*q*x^3-7424*a*c^2*g*p^2*r^2*x^2+15560*a*c^2*g*p^2*r*x^3+4962*a*c^2*g*p^2 *x^4-396*a*c^2*g*p*q^3*x^2-3778*a*c^2*g*p*q^2*r*x^2+130*a*c^2*g*p*q^2*x^3-6116* a*c^2*g*p*q*r^2*x^2+21804*a*c^2*g*p*q*r*x^3+8136*a*c^2*g*p*q*x^4-3276*a*c^2*g*p *r^3*x^2+18918*a*c^2*g*p*r^2*x^3-2302*a*c^2*g*p*r*x^4-24*a*c^2*g*q^4*x^2-594*a* c^2*g*q^3*r*x^2-416*a*c^2*g*q^3*x^3-1340*a*c^2*g*q^2*r^2*x^2+7392*a*c^2*g*q^2*r *x^3+3458*a*c^2*g*q^2*x^4-948*a*c^2*g*q*r^3*x^2+13470*a*c^2*g*q*r^2*x^3-2830*a* c^2*g*q*r*x^4-384*a*c^2*g*r^4*x^2+4584*a*c^2*g*r^3*x^3-6144*a*c^2*g*r^2*x^4-114 *a*c^2*p^5*x^2-180*a*c^2*p^4*q*x^2-606*a*c^2*p^4*r*x^2-66*a*c^2*p^3*q^2*x^2-684 *a*c^2*p^3*q*r*x^2+66*a*c^2*p^3*q*x^3-978*a*c^2*p^3*r^2*x^2+1374*a*c^2*p^3*r*x^ 3+464*a*c^2*p^3*x^4-162*a*c^2*p^2*q^2*r*x^2+84*a*c^2*p^2*q^2*x^3-692*a*c^2*p^2* q*r^2*x^2+2058*a*c^2*p^2*q*r*x^3+792*a*c^2*p^2*q*x^4-630*a*c^2*p^2*r^3*x^2+2394 *a*c^2*p^2*r^2*x^3-204*a*c^2*p^2*r*x^4+18*a*c^2*p*q^3*x^3-80*a*c^2*p*q^2*r^2*x^ 2+816*a*c^2*p*q^2*r*x^3+344*a*c^2*p*q^2*x^4-216*a*c^2*p*q*r^3*x^2+1998*a*c^2*p* q*r^2*x^3-640*a*c^2*p*q*r*x^4-144*a*c^2*p*r^4*x^2+1104*a*c^2*p*r^3*x^3-1152*a*c ^2*p*r^2*x^4+84*a*c^2*q^3*r*x^3+16*a*c^2*q^3*x^4+324*a*c^2*q^2*r^2*x^3-324*a*c^ 2*q^2*r*x^4+360*a*c^2*q*r^3*x^3-720*a*c^2*q*r^2*x^4+120*a*c^2*r^4*x^3-320*a*c^2 *r^3*x^4-86*a*c*g^6*x^2-1041*a*c*g^5*p*x^2-395*a*c*g^5*q*x^2-1716*a*c*g^5*r*x^2 -1518*a*c*g^5*x^3-2736*a*c*g^4*p^2*x^2-2716*a*c*g^4*p*q*x^2-7457*a*c*g^4*p*r*x^ 2-2414*a*c*g^4*p*x^3-484*a*c*g^4*q^2*x^2-4351*a*c*g^4*q*r*x^2-2998*a*c*g^4*q*x^ 3-3787*a*c*g^4*r^2*x^2+5099*a*c*g^4*r*x^3+3834*a*c*g^4*x^4-2781*a*c*g^3*p^3*x^2 -4540*a*c*g^3*p^2*q*x^2-10097*a*c*g^3*p^2*r*x^2-188*a*c*g^3*p^2*x^3-2056*a*c*g^ 3*p*q^2*x^2-12036*a*c*g^3*p*q*r*x^2-2197*a*c*g^3*p*q*x^3-9116*a*c*g^3*p*r^2*x^2 +18971*a*c*g^3*p*r*x^3+8001*a*c*g^3*p*x^4-211*a*c*g^3*q^3*x^2-3245*a*c*g^3*q^2* r*x^2-2101*a*c*g^3*q^2*x^3-5485*a*c*g^3*q*r^2*x^2+13489*a*c*g^3*q*r*x^3+7755*a* c*g^3*q*x^4-2088*a*c*g^3*r^3*x^2+15081*a*c*g^3*r^2*x^3+1614*a*c*g^3*r*x^4-1256* a*c*g^2*p^4*x^2-2658*a*c*g^2*p^3*q*x^2-5681*a*c*g^2*p^3*r*x^2+712*a*c*g^2*p^3*x ^3-1924*a*c*g^2*p^2*q^2*x^2-9285*a*c*g^2*p^2*q*r*x^2+1096*a*c*g^2*p^2*q*x^3-\ 7254*a*c*g^2*p^2*r^2*x^2+16084*a*c*g^2*p^2*r*x^3+4946*a*c*g^2*p^2*x^4-512*a*c*g ^2*p*q^3*x^2-4954*a*c*g^2*p*q^2*r*x^2-281*a*c*g^2*p*q^2*x^3-7422*a*c*g^2*p*q*r^ 2*x^2+24214*a*c*g^2*p*q*r*x^3+9064*a*c*g^2*p*q*x^4-3210*a*c*g^2*p*r^3*x^2+20754 *a*c*g^2*p*r^2*x^3-1577*a*c*g^2*p*r*x^4-28*a*c*g^2*q^4*x^2-788*a*c*g^2*q^3*r*x^ 2-607*a*c*g^2*q^3*x^3-1865*a*c*g^2*q^2*r^2*x^2+8627*a*c*g^2*q^2*r*x^3+4270*a*c* g^2*q^2*x^4-1206*a*c*g^2*q*r^3*x^2+16263*a*c*g^2*q*r^2*x^3-1891*a*c*g^2*q*r*x^4 -348*a*c*g^2*r^4*x^2+5404*a*c*g^2*r^3*x^3-6408*a*c*g^2*r^2*x^4-228*a*c*g*p^5*x^ 2-519*a*c*g*p^4*q*x^2-1247*a*c*g*p^4*r*x^2+156*a*c*g*p^4*x^3-438*a*c*g*p^3*q^2* x^2-2180*a*c*g*p^3*q*r*x^2+545*a*c*g*p^3*q*x^3-2051*a*c*g*p^3*r^2*x^2+3893*a*c* g*p^3*r*x^3+1025*a*c*g*p^3*x^4-177*a*c*g*p^2*q^3*x^2-1431*a*c*g*p^2*q^2*r*x^2+ 494*a*c*g*p^2*q^2*x^3-2342*a*c*g*p^2*q*r^2*x^2+8358*a*c*g*p^2*q*r*x^3+2447*a*c* g*p^2*q*x^4-1320*a*c*g*p^2*r^3*x^2+6741*a*c*g*p^2*r^2*x^3-1135*a*c*g*p^2*r*x^4-\ 30*a*c*g*p*q^4*x^2-438*a*c*g*p*q^3*r*x^2+43*a*c*g*p*q^3*x^3-865*a*c*g*p*q^2*r^2 *x^2+5814*a*c*g*p*q^2*r*x^3+1999*a*c*g*p*q^2*x^4-660*a*c*g*p*q*r^3*x^2+9180*a*c *g*p*q*r^2*x^3-2652*a*c*g*p*q*r*x^4-288*a*c*g*p*r^4*x^2+3034*a*c*g*p*r^3*x^3-\ 4188*a*c*g*p*r^2*x^4-42*a*c*g*q^4*r*x^2-62*a*c*g*q^4*x^3-93*a*c*g*q^3*r^2*x^2+ 1319*a*c*g*q^3*r*x^3+577*a*c*g*q^3*x^4+24*a*c*g*q^2*r^3*x^2+3255*a*c*g*q^2*r^2* x^3-1365*a*c*g*q^2*r*x^4+48*a*c*g*q*r^4*x^2+1754*a*c*g*q*r^3*x^3-3828*a*c*g*q*r ^2*x^4+180*a*c*g*r^4*x^3-1440*a*c*g*r^3*x^4-12*a*c*p^6*x^2-24*a*c*p^5*q*x^2-78* a*c*p^5*r*x^2-12*a*c*p^4*q^2*x^2-114*a*c*p^4*q*r*x^2+12*a*c*p^4*q*x^3-156*a*c*p ^4*r^2*x^2+198*a*c*p^4*r*x^3+58*a*c*p^4*x^4-36*a*c*p^3*q^2*r*x^2+24*a*c*p^3*q^2 *x^3-144*a*c*p^3*q*r^2*x^2+414*a*c*p^3*q*r*x^3+132*a*c*p^3*q*x^4-126*a*c*p^3*r^ 3*x^2+468*a*c*p^3*r^2*x^3-34*a*c*p^3*r*x^4+12*a*c*p^2*q^3*x^3-20*a*c*p^2*q^2*r^ 2*x^2+258*a*c*p^2*q^2*r*x^3+86*a*c*p^2*q^2*x^4-54*a*c*p^2*q*r^3*x^2+594*a*c*p^2 *q*r^2*x^3-160*a*c*p^2*q*r*x^4-36*a*c*p^2*r^4*x^2+324*a*c*p^2*r^3*x^3-288*a*c*p ^2*r^2*x^4+42*a*c*p*q^3*r*x^3+8*a*c*p*q^3*x^4+162*a*c*p*q^2*r^2*x^3-162*a*c*p*q ^2*r*x^4+180*a*c*p*q*r^3*x^3-360*a*c*p*q*r^2*x^4+60*a*c*p*r^4*x^3-160*a*c*p*r^3 *x^4-4*a*c*q^4*x^4-36*a*c*q^3*r*x^4-72*a*c*q^2*r^2*x^4-40*a*c*q*r^3*x^4-74*a*g^ 6*p*x^2-22*a*g^6*q*x^2-142*a*g^6*r*x^2-200*a*g^6*x^3-308*a*g^5*p^2*x^2-295*a*g^ 5*p*q*x^2-898*a*g^5*p*r*x^2-484*a*g^5*p*x^3-47*a*g^5*q^2*x^2-518*a*g^5*q*r*x^2-\ 510*a*g^5*q*x^3-492*a*g^5*r^2*x^2+359*a*g^5*r*x^3+486*a*g^5*x^4-458*a*g^4*p^3*x ^2-761*a*g^4*p^2*q*x^2-1735*a*g^4*p^2*r*x^2-226*a*g^4*p^2*x^3-339*a*g^4*p*q^2*x ^2-2124*a*g^4*p*q*r*x^2-712*a*g^4*p*q*x^3-1638*a*g^4*p*r^2*x^2+2856*a*g^4*p*r*x ^3+1449*a*g^4*p*x^4-32*a*g^4*q^3*x^2-573*a*g^4*q^2*r*x^2-494*a*g^4*q^2*x^3-1033 *a*g^4*q*r^2*x^2+1963*a*g^4*q*r*x^3+1425*a*g^4*q*x^4-393*a*g^4*r^3*x^2+2646*a*g ^4*r^2*x^3+644*a*g^4*r*x^4-320*a*g^3*p^4*x^2-730*a*g^3*p^3*q*x^2-1494*a*g^3*p^3 *r*x^2+134*a*g^3*p^3*x^3-550*a*g^3*p^2*q^2*x^2-2660*a*g^3*p^2*q*r*x^2+88*a*g^3* p^2*q*x^3-1966*a*g^3*p^2*r^2*x^2+4194*a*g^3*p^2*r*x^3+1383*a*g^3*p^2*x^4-143*a* g^3*p*q^3*x^2-1475*a*g^3*p*q^2*r*x^2-275*a*g^3*p*q^2*x^3-2232*a*g^3*p*q*r^2*x^2 +6413*a*g^3*p*q*r*x^3+2649*a*g^3*p*q*x^4-891*a*g^3*p*r^3*x^2+5850*a*g^3*p*r^2*x ^3+9*a*g^3*p*r*x^4-7*a*g^3*q^4*x^2-233*a*g^3*q^3*r*x^2-221*a*g^3*q^3*x^3-596*a* g^3*q^2*r^2*x^2+2284*a*g^3*q^2*r*x^3+1290*a*g^3*q^2*x^4-393*a*g^3*q*r^3*x^2+ 4746*a*g^3*q*r^2*x^3-45*a*g^3*q*r*x^4-96*a*g^3*r^4*x^2+1652*a*g^3*r^3*x^3-1656* a*g^3*r^2*x^4-108*a*g^2*p^5*x^2-288*a*g^2*p^4*q*x^2-605*a*g^2*p^4*r*x^2+100*a*g ^2*p^4*x^3-288*a*g^2*p^3*q^2*x^2-1272*a*g^2*p^3*q*r*x^2+308*a*g^2*p^3*q*x^3-\ 1016*a*g^2*p^3*r^2*x^2+2090*a*g^2*p^3*r*x^3+520*a*g^2*p^3*x^4-129*a*g^2*p^2*q^3 *x^2-992*a*g^2*p^2*q^2*r*x^2+250*a*g^2*p^2*q^2*x^3-1441*a*g^2*p^2*q*r^2*x^2+ 4860*a*g^2*p^2*q*r*x^3+1396*a*g^2*p^2*q*x^4-663*a*g^2*p^2*r^3*x^2+3732*a*g^2*p^ 2*r^2*x^3-569*a*g^2*p^2*r*x^4-21*a*g^2*p*q^4*x^2-326*a*g^2*p*q^3*r*x^2-3*a*g^2* p*q^3*x^3-656*a*g^2*p*q^2*r^2*x^2+3633*a*g^2*p*q^2*r*x^3+1284*a*g^2*p*q^2*x^4-\ 438*a*g^2*p*q*r^3*x^2+5706*a*g^2*p*q*r^2*x^3-1271*a*g^2*p*q*r*x^4-144*a*g^2*p*r ^4*x^2+1744*a*g^2*p*r^3*x^3-2352*a*g^2*p*r^2*x^4-31*a*g^2*q^4*r*x^2-45*a*g^2*q^ 4*x^3-82*a*g^2*q^3*r^2*x^2+860*a*g^2*q^3*r*x^3+408*a*g^2*q^3*x^4-12*a*g^2*q^2*r ^3*x^2+2202*a*g^2*q^2*r^2*x^3-654*a*g^2*q^2*r*x^4+24*a*g^2*q*r^4*x^2+1192*a*g^2 *q*r^3*x^3-2280*a*g^2*q*r^2*x^4+90*a*g^2*r^4*x^3-900*a*g^2*r^3*x^4-12*a*g*p^6*x ^2-36*a*g*p^5*q*x^2-78*a*g*p^5*r*x^2+16*a*g*p^5*x^3-42*a*g*p^4*q^2*x^2-186*a*g* p^4*q*r*x^2+66*a*g*p^4*q*x^3-156*a*g*p^4*r^2*x^2+318*a*g*p^4*r*x^3+64*a*g*p^4*x ^4-24*a*g*p^3*q^3*x^2-171*a*g*p^3*q^2*r*x^2+92*a*g*p^3*q^2*x^3-258*a*g*p^3*q*r^ 2*x^2+933*a*g*p^3*q*r*x^3+206*a*g*p^3*q*x^4-126*a*g*p^3*r^3*x^2+684*a*g*p^3*r^2 *x^3-160*a*g*p^3*r*x^4-6*a*g*p^2*q^4*x^2-75*a*g*p^2*q^3*r*x^2+46*a*g*p^2*q^3*x^ 3-145*a*g*p^2*q^2*r^2*x^2+993*a*g*p^2*q^2*r*x^3+253*a*g*p^2*q^2*x^4-108*a*g*p^2 *q*r^3*x^2+1395*a*g*p^2*q*r^2*x^3-509*a*g*p^2*q*r*x^4-36*a*g*p^2*r^4*x^2+436*a* g*p^2*r^3*x^3-612*a*g*p^2*r^2*x^4-12*a*g*p*q^4*r*x^2-24*a*g*p*q^3*r^2*x^2+447*a *g*p*q^3*r*x^3+144*a*g*p*q^3*x^4-3*a*g*p*q^2*r^3*x^2+927*a*g*p*q^2*r^2*x^3-510* a*g*p*q^2*r*x^4+450*a*g*p*q*r^3*x^3-1116*a*g*p*q*r^2*x^4+60*a*g*p*r^4*x^3-340*a *g*p*r^3*x^4-4*a*g*q^5*x^3+3*a*g*q^4*r^2*x^2+69*a*g*q^4*r*x^3+33*a*g*q^4*x^4+15 *a*g*q^3*r^3*x^2+198*a*g*q^3*r^2*x^3-161*a*g*q^3*r*x^4+12*a*g*q^2*r^4*x^2+86*a* g*q^2*r^3*x^3-504*a*g*q^2*r^2*x^4-30*a*g*q*r^4*x^3-280*a*g*q*r^3*x^4-32*b^6*g*x ^3-64*b^5*c^3*x^2-128*b^5*c^2*g*x^2-64*b^5*c^2*p*x^2-64*b^5*c^2*r*x^2-64*b^5*c^ 2*x^3-48*b^5*c*g^2*x^2-144*b^5*c*g*p*x^2-176*b^5*c*g*r*x^2-416*b^5*c*g*x^3-16*b ^5*c*p^2*x^2-32*b^5*c*p*r*x^2-32*b^5*c*p*x^3+32*b^5*c*r^2*x^2+240*b^5*c*r*x^3+ 96*b^5*c*x^4-32*b^5*g^2*p*x^2-64*b^5*g^2*r*x^2-256*b^5*g^2*x^3-40*b^5*g*p^2*x^2 -80*b^5*g*p*r*x^2-144*b^5*g*p*x^3-128*b^5*g*q*x^3+8*b^5*g*r^2*x^2+224*b^5*g*r*x ^3+288*b^5*g*x^4-448*b^4*c^4*x^2-1152*b^4*c^3*g*x^2-736*b^4*c^3*p*x^2-224*b^4*c ^3*q*x^2-1088*b^4*c^3*r*x^2-608*b^4*c^3*x^3-848*b^4*c^2*g^2*x^2-1776*b^4*c^2*g* p*x^2-416*b^4*c^2*g*q*x^2-2496*b^4*c^2*g*r*x^2-2112*b^4*c^2*g*x^3-400*b^4*c^2*p ^2*x^2-288*b^4*c^2*p*q*x^2-1120*b^4*c^2*p*r*x^2-512*b^4*c^2*p*x^3-352*b^4*c^2*q *r*x^2-400*b^4*c^2*q*x^3-144*b^4*c^2*r^2*x^2+1728*b^4*c^2*r*x^3+736*b^4*c^2*x^4 -192*b^4*c*g^3*x^2-1000*b^4*c*g^2*p*x^2-184*b^4*c*g^2*q*x^2-1544*b^4*c*g^2*r*x^ 2-2216*b^4*c*g^2*x^3-856*b^4*c*g*p^2*x^2-496*b^4*c*g*p*q*x^2-2144*b^4*c*g*p*r*x ^2-1208*b^4*c*g*p*x^3-656*b^4*c*g*q*r*x^2-1304*b^4*c*g*q*x^3-472*b^4*c*g*r^2*x^ 2+3392*b^4*c*g*r*x^3+2576*b^4*c*g*x^4-72*b^4*c*p^3*x^2-88*b^4*c*p^2*q*x^2-288*b ^4*c*p^2*r*x^2-104*b^4*c*p^2*x^3-176*b^4*c*p*q*r*x^2-184*b^4*c*p*q*x^3-72*b^4*c *p*r^2*x^2+688*b^4*c*p*r*x^3+272*b^4*c*p*x^4-48*b^4*c*q^2*x^3+104*b^4*c*q*r^2*x ^2+824*b^4*c*q*r*x^3+368*b^4*c*q*x^4+144*b^4*c*r^3*x^2+768*b^4*c*r^2*x^3+96*b^4 *c*r*x^4-136*b^4*g^3*p*x^2-16*b^4*g^3*q*x^2-280*b^4*g^3*r*x^2-680*b^4*g^3*x^3-\ 276*b^4*g^2*p^2*x^2-128*b^4*g^2*p*q*x^2-728*b^4*g^2*p*r*x^2-732*b^4*g^2*p*x^3-\ 224*b^4*g^2*q*r*x^2-712*b^4*g^2*q*x^3-228*b^4*g^2*r^2*x^2+848*b^4*g^2*r*x^3+ 1116*b^4*g^2*x^4-128*b^4*g*p^3*x^2-136*b^4*g*p^2*q*x^2-432*b^4*g*p^2*r*x^2-116* b^4*g*p^2*x^3-272*b^4*g*p*q*r*x^2-332*b^4*g*p*q*x^3-168*b^4*g*p*r^2*x^2+1376*b^ 4*g*p*r*x^3+844*b^4*g*p*x^4-200*b^4*g*q^2*x^3+56*b^4*g*q*r^2*x^2+1024*b^4*g*q*r *x^3+892*b^4*g*q*x^4+120*b^4*g*r^3*x^2+1272*b^4*g*r^2*x^3+356*b^4*g*r*x^4-960*b ^3*c^5*x^2-3328*b^3*c^4*g*x^2-2016*b^3*c^4*p*x^2-960*b^3*c^4*q*x^2-3264*b^3*c^4 *r*x^2-1280*b^3*c^4*x^3-3776*b^3*c^3*g^2*x^2-6576*b^3*c^3*g*p*x^2-2480*b^3*c^3* g*q*x^2-9920*b^3*c^3*g*r*x^2-4864*b^3*c^3*g*x^3-1488*b^3*c^3*p^2*x^2-1728*b^3*c ^3*p*q*x^2-4464*b^3*c^3*p*r*x^2-1072*b^3*c^3*p*x^3-240*b^3*c^3*q^2*x^2-2576*b^3 *c^3*q*r*x^2-1600*b^3*c^3*q*x^3-1424*b^3*c^3*r^2*x^2+5376*b^3*c^3*r*x^3+2096*b^ 3*c^3*x^4-1760*b^3*c^2*g^3*x^2-6192*b^3*c^2*g^2*p*x^2-1984*b^3*c^2*g^2*q*x^2-\ 9456*b^3*c^2*g^2*r*x^2-6944*b^3*c^2*g^2*x^3-4472*b^3*c^2*g*p^2*x^2-4000*b^3*c^2 *g*p*q*x^2-12088*b^3*c^2*g*p*r*x^2-3288*b^3*c^2*g*p*x^3-432*b^3*c^2*g*q^2*x^2-\ 5800*b^3*c^2*g*q*r*x^2-4752*b^3*c^2*g*q*x^3-4064*b^3*c^2*g*r^2*x^2+15208*b^3*c^ 2*g*r*x^3+8408*b^3*c^2*g*x^4-456*b^3*c^2*p^3*x^2-960*b^3*c^2*p^2*q*x^2-1944*b^3 *c^2*p^2*r*x^2-160*b^3*c^2*p^2*x^3-360*b^3*c^2*p*q^2*x^2-2576*b^3*c^2*p*q*r*x^2 -976*b^3*c^2*p*q*x^3-1256*b^3*c^2*p*r^2*x^2+4448*b^3*c^2*p*r*x^3+1480*b^3*c^2*p *x^4-472*b^3*c^2*q^2*r*x^2-640*b^3*c^2*q^2*x^3-368*b^3*c^2*q*r^2*x^2+4648*b^3*c ^2*q*r*x^3+2096*b^3*c^2*q*x^4+264*b^3*c^2*r^3*x^2+3984*b^3*c^2*r^2*x^3+232*b^3* c^2*r*x^4-292*b^3*c*g^4*x^2-2136*b^3*c*g^3*p*x^2-572*b^3*c*g^3*q*x^2-3552*b^3*c *g^3*r*x^2-4128*b^3*c*g^3*x^3-3112*b^3*c*g^2*p^2*x^2-2408*b^3*c*g^2*p*q*x^2-\ 8416*b^3*c*g^2*p*r*x^2-3844*b^3*c*g^2*p*x^3-204*b^3*c*g^2*q^2*x^2-3720*b^3*c*g^ 2*q*r*x^2-4592*b^3*c*g^2*q*x^3-3132*b^3*c*g^2*r^2*x^2+9260*b^3*c*g^2*r*x^3+7208 *b^3*c*g^2*x^4-1240*b^3*c*g*p^3*x^2-1908*b^3*c*g*p^2*q*x^2-4572*b^3*c*g*p^2*r*x ^2-256*b^3*c*g*p^2*x^3-556*b^3*c*g*p*q^2*x^2-4744*b^3*c*g*p*q*r*x^2-1896*b^3*c* g*p*q*x^3-2900*b^3*c*g*p*r^2*x^2+12080*b^3*c*g*p*r*x^3+5372*b^3*c*g*p*x^4-772*b ^3*c*g*q^2*r*x^2-1472*b^3*c*g*q^2*x^3-876*b^3*c*g*q*r^2*x^2+9736*b^3*c*g*q*r*x^ 3+5920*b^3*c*g*q*x^4+312*b^3*c*g*r^3*x^2+10020*b^3*c*g*r^2*x^3+1052*b^3*c*g*r*x ^4-48*b^3*c*p^4*x^2-168*b^3*c*p^3*q*x^2-264*b^3*c*p^3*r*x^2+28*b^3*c*p^3*x^3-\ 124*b^3*c*p^2*q^2*x^2-648*b^3*c*p^2*q*r*x^2-104*b^3*c*p^2*q*x^3-296*b^3*c*p^2*r ^2*x^2+876*b^3*c*p^2*r*x^3+240*b^3*c*p^2*x^4-248*b^3*c*p*q^2*r*x^2-220*b^3*c*p* q^2*x^3-216*b^3*c*p*q*r^2*x^2+1852*b^3*c*p*q*r*x^3+740*b^3*c*p*q*x^4+24*b^3*c*p *r^3*x^2+1260*b^3*c*p*r^2*x^3-52*b^3*c*p*r*x^4-80*b^3*c*q^3*x^3+104*b^3*c*q^2*r ^2*x^2+980*b^3*c*q^2*r*x^3+524*b^3*c*q^2*x^4+264*b^3*c*q*r^3*x^2+1596*b^3*c*q*r ^2*x^3+116*b^3*c*q*r*x^4+96*b^3*c*r^4*x^2+232*b^3*c*r^3*x^3-432*b^3*c*r^2*x^4-\ 216*b^3*g^4*p*x^2-40*b^3*g^4*q*x^2-448*b^3*g^4*r*x^2-856*b^3*g^4*x^3-590*b^3*g^ 3*p^2*x^2-396*b^3*g^3*p*q*x^2-1696*b^3*g^3*p*r*x^2-1330*b^3*g^3*p*x^3-24*b^3*g^ 3*q^2*x^2-724*b^3*g^3*q*r*x^2-1356*b^3*g^3*q*x^3-740*b^3*g^3*r^2*x^2+1266*b^3*g ^3*r*x^3+1710*b^3*g^3*x^4-484*b^3*g^2*p^3*x^2-656*b^3*g^2*p^2*q*x^2-1772*b^3*g^ 2*p^2*r*x^2-360*b^3*g^2*p^2*x^3-152*b^3*g^2*p*q^2*x^2-1672*b^3*g^2*p*q*r*x^2-\ 1136*b^3*g^2*p*q*x^3-1168*b^3*g^2*p*r^2*x^2+4442*b^3*g^2*p*r*x^3+2542*b^3*g^2*p *x^4-256*b^3*g^2*q^2*r*x^2-736*b^3*g^2*q^2*x^3-384*b^3*g^2*q*r^2*x^2+3262*b^3*g ^2*q*r*x^3+2662*b^3*g^2*q*x^4+84*b^3*g^2*r^3*x^2+4170*b^3*g^2*r^2*x^3+1090*b^3* g^2*r*x^4-116*b^3*g*p^4*x^2-268*b^3*g*p^3*q*x^2-524*b^3*g*p^3*r*x^2+94*b^3*g*p^ 3*x^3-154*b^3*g*p^2*q^2*x^2-900*b^3*g*p^2*q*r*x^2-4*b^3*g*p^2*q*x^3-514*b^3*g*p ^2*r^2*x^2+2220*b^3*g*p^2*r*x^3+788*b^3*g*p^2*x^4-308*b^3*g*p*q^2*r*x^2-254*b^3 *g*p*q^2*x^3-336*b^3*g*p*q*r^2*x^2+3518*b^3*g*p*q*r*x^3+1706*b^3*g*p*q*x^4+2898 *b^3*g*p*r^2*x^3-134*b^3*g*p*r*x^4-152*b^3*g*q^3*x^3+74*b^3*g*q^2*r^2*x^2+1300* b^3*g*q^2*r*x^3+930*b^3*g*q^2*x^4+240*b^3*g*q*r^3*x^2+2496*b^3*g*q*r^2*x^3-50*b ^3*g*q*r*x^4+96*b^3*g*r^4*x^2+568*b^3*g*r^3*x^3-1152*b^3*g*r^2*x^4-832*b^2*c^6* x^2-3872*b^2*c^5*g*x^2-2080*b^2*c^5*p*x^2-1248*b^2*c^5*q*x^2-3520*b^2*c^5*r*x^2 -992*b^2*c^5*x^3-6256*b^2*c^4*g^2*x^2-9360*b^2*c^4*g*p*x^2-4480*b^2*c^4*g*q*x^2 -14624*b^2*c^4*g*r*x^2-4800*b^2*c^4*g*x^3-1840*b^2*c^4*p^2*x^2-2784*b^2*c^4*p*q *x^2-5696*b^2*c^4*p*r*x^2-544*b^2*c^4*p*x^3-624*b^2*c^4*q^2*x^2-4480*b^2*c^4*q* r*x^2-1840*b^2*c^4*q*x^3-2288*b^2*c^4*r^2*x^2+7008*b^2*c^4*r*x^3+2384*b^2*c^4*x ^4-4616*b^2*c^3*g^3*x^2-13184*b^2*c^3*g^2*p*x^2-5472*b^2*c^3*g^2*q*x^2-20272*b^ 2*c^3*g^2*r*x^2-9232*b^2*c^3*g^2*x^3-8152*b^2*c^3*g*p^2*x^2-9200*b^2*c^3*g*p*q* x^2-22728*b^2*c^3*g*p*r*x^2-2760*b^2*c^3*g*p*x^3-1648*b^2*c^3*g*q^2*x^2-14136*b ^2*c^3*g*q*r*x^2-6880*b^2*c^3*g*q*x^3-9160*b^2*c^3*g*r^2*x^2+27160*b^2*c^3*g*r* x^3+12032*b^2*c^3*g*x^4-696*b^2*c^3*p^3*x^2-2040*b^2*c^3*p^2*q*x^2-3024*b^2*c^3 *p^2*r*x^2+376*b^2*c^3*p^2*x^3-1224*b^2*c^3*p*q^2*x^2-5920*b^2*c^3*p*q*r*x^2-\ 912*b^2*c^3*p*q*x^3-2296*b^2*c^3*p*r^2*x^2+8488*b^2*c^3*p*r*x^3+2280*b^2*c^3*p* x^4-104*b^2*c^3*q^3*x^2-1840*b^2*c^3*q^2*r*x^2-1272*b^2*c^3*q^2*x^3-1848*b^2*c^ 3*q*r^2*x^2+8984*b^2*c^3*q*r*x^3+3576*b^2*c^3*q*x^4+96*b^2*c^3*r^3*x^2+6888*b^2 *c^3*r^2*x^3-88*b^2*c^3*r*x^4-1600*b^2*c^2*g^4*x^2-7852*b^2*c^2*g^3*p*x^2-2880* b^2*c^2*g^3*q*x^2-12400*b^2*c^2*g^3*r*x^2-8368*b^2*c^2*g^3*x^3-9468*b^2*c^2*g^2 *p^2*x^2-9272*b^2*c^2*g^2*p*q*x^2-25916*b^2*c^2*g^2*p*r*x^2-5856*b^2*c^2*g^2*p* x^3-1404*b^2*c^2*g^2*q^2*x^2-14372*b^2*c^2*g^2*q*r*x^2-9632*b^2*c^2*g^2*q*x^3-\ 10784*b^2*c^2*g^2*r^2*x^2+28316*b^2*c^2*g^2*r*x^3+15960*b^2*c^2*g^2*x^4-3228*b^ 2*c^2*g*p^3*x^2-6188*b^2*c^2*g*p^2*q*x^2-12252*b^2*c^2*g*p^2*r*x^2+948*b^2*c^2* g*p^2*x^3-2816*b^2*c^2*g*p*q^2*x^2-16648*b^2*c^2*g*p*q*r*x^2-2820*b^2*c^2*g*p*q *x^3-9276*b^2*c^2*g*p*r^2*x^2+31684*b^2*c^2*g*p*r*x^3+11204*b^2*c^2*g*p*x^4-184 *b^2*c^2*g*q^3*x^2-4180*b^2*c^2*g*q^2*r*x^2-3488*b^2*c^2*g*q^2*x^3-5296*b^2*c^2 *g*q*r^2*x^2+26632*b^2*c^2*g*q*r*x^3+12864*b^2*c^2*g*q*x^4-456*b^2*c^2*g*r^3*x^ 2+24360*b^2*c^2*g*r^2*x^3+148*b^2*c^2*g*r*x^4-96*b^2*c^2*p^4*x^2-576*b^2*c^2*p^ 3*q*x^2-528*b^2*c^2*p^3*r*x^2+296*b^2*c^2*p^3*x^3-692*b^2*c^2*p^2*q^2*x^2-2376* b^2*c^2*p^2*q*r*x^2+232*b^2*c^2*p^2*q*x^3-592*b^2*c^2*p^2*r^2*x^2+3156*b^2*c^2* p^2*r*x^3+616*b^2*c^2*p^2*x^4-176*b^2*c^2*p*q^3*x^2-1800*b^2*c^2*p*q^2*r*x^2-\ 504*b^2*c^2*p*q^2*x^3-1472*b^2*c^2*p*q*r^2*x^2+7264*b^2*c^2*p*q*r*x^3+2280*b^2* c^2*p*q*x^4+48*b^2*c^2*p*r^3*x^2+4248*b^2*c^2*p*r^2*x^3-524*b^2*c^2*p*r*x^4-240 *b^2*c^2*q^3*r*x^2-388*b^2*c^2*q^3*x^3-268*b^2*c^2*q^2*r^2*x^2+3728*b^2*c^2*q^2 *r*x^3+1788*b^2*c^2*q^2*x^4+360*b^2*c^2*q*r^3*x^2+5664*b^2*c^2*q*r^2*x^3-88*b^2 *c^2*q*r*x^4+192*b^2*c^2*r^4*x^2+920*b^2*c^2*r^3*x^3-1440*b^2*c^2*r^2*x^4-212*b ^2*c*g^5*x^2-1994*b^2*c*g^4*p*x^2-626*b^2*c*g^4*q*x^2-3408*b^2*c*g^4*r*x^2-3534 *b^2*c*g^4*x^3-4040*b^2*c*g^3*p^2*x^2-3564*b^2*c*g^3*p*q*x^2-11304*b^2*c*g^3*p* r*x^2-4562*b^2*c*g^3*p*x^3-456*b^2*c*g^3*q^2*x^2-5860*b^2*c*g^3*q*r*x^2-5686*b^ 2*c*g^3*q*x^3-5040*b^2*c*g^3*r^2*x^2+10106*b^2*c*g^3*r*x^3+7862*b^2*c*g^3*x^4-\ 2786*b^2*c*g^2*p^3*x^2-4630*b^2*c*g^2*p^2*q*x^2-10394*b^2*c*g^2*p^2*r*x^2-216*b ^2*c*g^2*p^2*x^3-1794*b^2*c*g^2*p*q^2*x^2-12388*b^2*c*g^2*p*q*r*x^2-3654*b^2*c* g^2*p*q*x^3-7982*b^2*c*g^2*p*r^2*x^2+25146*b^2*c*g^2*p*r*x^3+10874*b^2*c*g^2*p* x^4-90*b^2*c*g^2*q^3*x^2-2794*b^2*c*g^2*q^2*r*x^2-3238*b^2*c*g^2*q^2*x^3-4162*b ^2*c*g^2*q*r^2*x^2+19310*b^2*c*g^2*q*r*x^3+11572*b^2*c*g^2*q*x^4-600*b^2*c*g^2* r^3*x^2+20634*b^2*c*g^2*r^2*x^3+2136*b^2*c*g^2*r*x^4-582*b^2*c*g*p^4*x^2-1632*b ^2*c*g*p^3*q*x^2-2700*b^2*c*g*p^3*r*x^2+760*b^2*c*g*p^3*x^3-1334*b^2*c*g*p^2*q^ 2*x^2-5960*b^2*c*g*p^2*q*r*x^2+680*b^2*c*g*p^2*q*x^3-2986*b^2*c*g*p^2*r^2*x^2+ 11392*b^2*c*g*p^2*r*x^3+3198*b^2*c*g*p^2*x^4-256*b^2*c*g*p*q^3*x^2-3280*b^2*c*g *p*q^2*r*x^2-860*b^2*c*g*p*q^2*x^3-3584*b^2*c*g*p*q*r^2*x^2+19498*b^2*c*g*p*q*r *x^3+7330*b^2*c*g*p*q*x^4-504*b^2*c*g*p*r^3*x^2+14610*b^2*c*g*p*r^2*x^3-1630*b^ 2*c*g*p*r*x^4-368*b^2*c*g*q^3*r*x^2-734*b^2*c*g*q^3*x^3-510*b^2*c*g*q^2*r^2*x^2 +7958*b^2*c*g*q^2*r*x^3+4254*b^2*c*g*q^2*x^4+540*b^2*c*g*q*r^3*x^2+13836*b^2*c* g*q*r^2*x^3-1136*b^2*c*g*q*r*x^4+336*b^2*c*g*r^4*x^2+3308*b^2*c*g*r^3*x^3-5184* b^2*c*g*r^2*x^4-48*b^2*c*p^4*q*x^2+48*b^2*c*p^4*x^3-114*b^2*c*p^3*q^2*x^2-264*b ^2*c*p^3*q*r*x^2+118*b^2*c*p^3*q*x^3+348*b^2*c*p^3*r*x^3+36*b^2*c*p^3*x^4-66*b^ 2*c*p^2*q^3*x^2-432*b^2*c*p^2*q^2*r*x^2+22*b^2*c*p^2*q^2*x^3-296*b^2*c*p^2*q*r^ 2*x^2+1362*b^2*c*p^2*q*r*x^3+308*b^2*c*p^2*q*x^4+540*b^2*c*p^2*r^2*x^3-180*b^2* c*p^2*r*x^4-132*b^2*c*p*q^3*r*x^2-92*b^2*c*p*q^3*x^3-162*b^2*c*p*q^2*r^2*x^2+ 1510*b^2*c*p*q^2*r*x^3+570*b^2*c*p*q^2*x^4+24*b^2*c*p*q*r^3*x^2+1746*b^2*c*p*q* r^2*x^3-262*b^2*c*p*q*r*x^4+120*b^2*c*p*r^3*x^3-504*b^2*c*p*r^2*x^4-44*b^2*c*q^ 4*x^3+42*b^2*c*q^3*r^2*x^2+494*b^2*c*q^3*r*x^3+298*b^2*c*q^3*x^4+156*b^2*c*q^2* r^3*x^2+1110*b^2*c*q^2*r^2*x^3-22*b^2*c*q^2*r*x^4+96*b^2*c*q*r^4*x^2+268*b^2*c* q*r^3*x^3-720*b^2*c*q*r^2*x^4-120*b^2*c*r^4*x^3-240*b^2*c*r^3*x^4-162*b^2*g^5*p *x^2-36*b^2*g^5*q*x^2-334*b^2*g^5*r*x^2-560*b^2*g^5*x^3-557*b^2*g^4*p^2*x^2-440 *b^2*g^4*p*q*x^2-1658*b^2*g^4*p*r*x^2-1128*b^2*g^4*p*x^3-44*b^2*g^4*q^2*x^2-824 *b^2*g^4*q*r*x^2-1180*b^2*g^4*q*x^3-826*b^2*g^4*r^2*x^2+931*b^2*g^4*r*x^3+1296* b^2*g^4*x^4-639*b^2*g^3*p^3*x^2-971*b^2*g^3*p^2*q*x^2-2426*b^2*g^3*p^2*r*x^2-\ 418*b^2*g^3*p^2*x^3-328*b^2*g^3*p*q^2*x^2-2698*b^2*g^3*p*q*r*x^2-1392*b^2*g^3*p *q*x^3-1942*b^2*g^3*p*r^2*x^2+5212*b^2*g^3*p*r*x^3+2857*b^2*g^3*p*x^4-12*b^2*g^ 3*q^3*x^2-576*b^2*g^3*q^2*r*x^2-942*b^2*g^3*q^2*x^3-1008*b^2*g^3*q*r^2*x^2+3745 *b^2*g^3*q*r*x^3+2953*b^2*g^3*q*x^4-189*b^2*g^3*r^3*x^2+4944*b^2*g^3*r^2*x^3+ 1254*b^2*g^3*r*x^4-284*b^2*g^2*p^4*x^2-694*b^2*g^2*p^3*q*x^2-1308*b^2*g^2*p^3*r *x^2+226*b^2*g^2*p^3*x^3-487*b^2*g^2*p^2*q^2*x^2-2496*b^2*g^2*p^2*q*r*x^2+42*b^ 2*g^2*p^2*q*x^3-1451*b^2*g^2*p^2*r^2*x^2+5123*b^2*g^2*p^2*r*x^3+1732*b^2*g^2*p^ 2*x^4-72*b^2*g^2*p*q^3*x^2-1206*b^2*g^2*p*q^2*r*x^2-544*b^2*g^2*p*q^2*x^3-1504* b^2*g^2*p*q*r^2*x^2+8155*b^2*g^2*p*q*r*x^3+3669*b^2*g^2*p*q*x^4-270*b^2*g^2*p*r ^3*x^2+6954*b^2*g^2*p*r^2*x^3-192*b^2*g^2*p*r*x^4-120*b^2*g^2*q^3*r*x^2-350*b^2 *g^2*q^3*x^3-199*b^2*g^2*q^2*r^2*x^2+3053*b^2*g^2*q^2*r*x^3+1967*b^2*g^2*q^2*x^ 4+204*b^2*g^2*q*r^3*x^2+6072*b^2*g^2*q*r^2*x^3-54*b^2*g^2*q*r*x^4+144*b^2*g^2*r ^4*x^2+1686*b^2*g^2*r^3*x^3-2388*b^2*g^2*r^2*x^4-39*b^2*g*p^5*x^2-141*b^2*g*p^4 *q*x^2-210*b^2*g*p^4*r*x^2+98*b^2*g*p^4*x^3-174*b^2*g*p^3*q^2*x^2-630*b^2*g*p^3 *q*r*x^2+247*b^2*g*p^3*q*x^3-306*b^2*g*p^3*r^2*x^2+1258*b^2*g*p^3*r*x^3+275*b^2 *g*p^3*x^4-72*b^2*g*p^2*q^3*x^2-582*b^2*g*p^2*q^2*r*x^2+131*b^2*g*p^2*q^2*x^3-\ 598*b^2*g*p^2*q*r^2*x^2+3252*b^2*g*p^2*q*r*x^3+925*b^2*g*p^2*q*x^4-135*b^2*g*p^ 2*r^3*x^2+2064*b^2*g*p^2*r^2*x^3-507*b^2*g*p^2*r*x^4-144*b^2*g*p*q^3*r*x^2-74*b ^2*g*p*q^3*x^3-210*b^2*g*p*q^2*r^2*x^2+2645*b^2*g*p*q^2*r*x^3+1056*b^2*g*p*q^2* x^4+3690*b^2*g*p*q*r^2*x^3-965*b^2*g*p*q*r*x^4+726*b^2*g*p*r^3*x^3-1656*b^2*g*p *r^2*x^4-56*b^2*g*q^4*x^3+36*b^2*g*q^3*r^2*x^2+650*b^2*g*q^3*r*x^3+406*b^2*g*q^ 3*x^4+150*b^2*g*q^2*r^3*x^2+1578*b^2*g*q^2*r^2*x^3-428*b^2*g*q^2*r*x^4+96*b^2*g *q*r^4*x^2+532*b^2*g*q*r^3*x^3-1764*b^2*g*q*r^2*x^4-120*b^2*g*r^4*x^3-640*b^2*g *r^3*x^4-256*b*c^7*x^2-1728*b*c^6*g*x^2-736*b*c^6*p*x^2-512*b*c^6*q*x^2-1280*b* c^6*r*x^2-256*b*c^6*x^3-4000*b*c^5*g^2*x^2-4992*b*c^5*g*p*x^2-2704*b*c^5*g*q*x^ 2-7824*b*c^5*g*r*x^2-1792*b*c^5*g*x^3-736*b*c^5*p^2*x^2-1344*b*c^5*p*q*x^2-2320 *b*c^5*p*r*x^2+48*b*c^5*p*x^3-384*b*c^5*q^2*x^2-2256*b*c^5*q*r*x^2-640*b*c^5*q* x^3-1040*b*c^5*r^2*x^2+3120*b*c^5*r*x^3+928*b*c^5*x^4-4320*b*c^4*g^3*x^2-10456* b*c^4*g^2*p*x^2-4944*b*c^4*g^2*q*x^2-15912*b*c^4*g^2*r*x^2-4880*b*c^4*g^2*x^3-\ 5296*b*c^4*g*p^2*x^2-6752*b*c^4*g*p*q*x^2-14656*b*c^4*g*p*r*x^2-288*b*c^4*g*p*x ^3-1536*b*c^4*g*q^2*x^2-10656*b*c^4*g*q*r*x^2-3536*b*c^4*g*q*x^3-6400*b*c^4*g*r ^2*x^2+17984*b*c^4*g*r*x^3+6880*b*c^4*g*x^4-312*b*c^4*p^3*x^2-1168*b*c^4*p^2*q* x^2-1368*b*c^4*p^2*r*x^2+432*b*c^4*p^2*x^3-912*b*c^4*p*q^2*x^2-3520*b*c^4*p*q*r *x^2-24*b*c^4*p*q*x^3-1112*b*c^4*p*r^2*x^2+4728*b*c^4*p*r*x^3+1056*b*c^4*p*x^4-\ 128*b*c^4*q^3*x^2-1464*b*c^4*q^2*r*x^2-640*b*c^4*q^2*x^3-1376*b*c^4*q*r^2*x^2+ 5400*b*c^4*q*r*x^3+1856*b*c^4*q*x^4-24*b*c^4*r^3*x^2+3672*b*c^4*r^2*x^3-272*b*c ^4*r*x^4-2400*b*c^3*g^4*x^2-9580*b*c^3*g^3*p*x^2-4112*b*c^3*g^3*q*x^2-14676*b*c ^3*g^3*r*x^2-6424*b*c^3*g^3*x^3-9792*b*c^3*g^2*p^2*x^2-10784*b*c^3*g^2*p*q*x^2-\ 26424*b*c^3*g^2*p*r*x^2-2476*b*c^3*g^2*p*x^3-2104*b*c^3*g^2*q^2*x^2-16768*b*c^3 *g^2*q*r*x^2-7256*b*c^3*g^2*q*x^3-11636*b*c^3*g^2*r^2*x^2+29888*b*c^3*g^2*r*x^3 +13744*b*c^3*g^2*x^4-2696*b*c^3*g*p^3*x^2-5768*b*c^3*g*p^2*q*x^2-10056*b*c^3*g* p^2*r*x^2+1816*b*c^3*g*p^2*x^3-3288*b*c^3*g*p*q^2*x^2-15960*b*c^3*g*p*q*r*x^2-\ 672*b*c^3*g*p*q*x^3-8112*b*c^3*g*p*r^2*x^2+27360*b*c^3*g*p*r*x^3+8312*b*c^3*g*p *x^4-364*b*c^3*g*q^3*x^2-5116*b*c^3*g*q^2*r*x^2-2632*b*c^3*g*q^2*x^3-6140*b*c^3 *g*q*r^2*x^2+23848*b*c^3*g*q*r*x^3+9776*b*c^3*g*q*x^4-912*b*c^3*g*r^3*x^2+19968 *b*c^3*g*r^2*x^3-1144*b*c^3*g*r*x^4-48*b*c^3*p^4*x^2-408*b*c^3*p^3*q*x^2-264*b* c^3*p^3*r*x^2+268*b*c^3*p^3*x^3-664*b*c^3*p^2*q^2*x^2-1728*b*c^3*p^2*q*r*x^2+ 528*b*c^3*p^2*q*x^3-296*b*c^3*p^2*r^2*x^2+2280*b*c^3*p^2*r*x^3+344*b*c^3*p^2*x^ 4-272*b*c^3*p*q^3*x^2-1876*b*c^3*p*q^2*r*x^2-108*b*c^3*p*q^2*x^3-1256*b*c^3*p*q *r^2*x^2+6240*b*c^3*p*q*r*x^3+1584*b*c^3*p*q*x^4+24*b*c^3*p*r^3*x^2+2988*b*c^3* p*r^2*x^3-640*b*c^3*p*r*x^4-16*b*c^3*q^4*x^2-412*b*c^3*q^3*r*x^2-320*b*c^3*q^3* x^3-572*b*c^3*q^2*r^2*x^2+3420*b*c^3*q^2*r*x^3+1392*b*c^3*q^2*x^4+96*b*c^3*q*r^ 3*x^2+4680*b*c^3*q*r^2*x^3-408*b*c^3*q*r*x^4+96*b*c^3*r^4*x^2+688*b*c^3*r^3*x^3 -1152*b*c^3*r^2*x^4-668*b*c^2*g^5*x^2-4236*b*c^2*g^4*p*x^2-1652*b*c^2*g^4*q*x^2 -6726*b*c^2*g^4*r*x^2-4316*b*c^2*g^4*x^3-7168*b*c^2*g^3*p^2*x^2-7236*b*c^2*g^3* p*q*x^2-19540*b*c^2*g^3*p*r*x^2-4068*b*c^2*g^3*p*x^3-1248*b*c^2*g^3*q^2*x^2-\ 11492*b*c^2*g^3*q*r*x^2-6860*b*c^2*g^3*q*x^3-8928*b*c^2*g^3*r^2*x^2+19308*b*c^2 *g^3*r*x^3+10992*b*c^2*g^3*x^4-4198*b*c^2*g^2*p^3*x^2-7688*b*c^2*g^2*p^2*q*x^2-\ 15412*b*c^2*g^2*p^2*r*x^2+1426*b*c^2*g^2*p^2*x^3-3714*b*c^2*g^2*p*q^2*x^2-20828 *b*c^2*g^2*p*q*r*x^2-2512*b*c^2*g^2*p*q*x^3-12542*b*c^2*g^2*p*r^2*x^2+38180*b*c ^2*g^2*p*r*x^3+13702*b*c^2*g^2*p*x^4-340*b*c^2*g^2*q^3*x^2-5810*b*c^2*g^2*q^2*r *x^2-3876*b*c^2*g^2*q^2*x^3-8088*b*c^2*g^2*q*r^2*x^2+30160*b*c^2*g^2*q*r*x^3+ 14630*b*c^2*g^2*q*x^4-1686*b*c^2*g^2*r^3*x^2+28752*b*c^2*g^2*r^2*x^3+148*b*c^2* g^2*r*x^4-708*b*c^2*g*p^4*x^2-2160*b*c^2*g*p^3*q*x^2-3210*b*c^2*g*p^3*r*x^2+ 1208*b*c^2*g*p^3*x^3-2168*b*c^2*g*p^2*q^2*x^2-8098*b*c^2*g*p^2*q*r*x^2+1766*b*c ^2*g*p^2*q*x^3-3716*b*c^2*g*p^2*r^2*x^2+14280*b*c^2*g*p^2*r*x^3+3458*b*c^2*g*p^ 2*x^4-660*b*c^2*g*p*q^3*x^2-5782*b*c^2*g*p*q^2*r*x^2-462*b*c^2*g*p*q^2*x^3-5828 *b*c^2*g*p*q*r^2*x^2+25860*b*c^2*g*p*q*r*x^3+8136*b*c^2*g*p*q*x^4-996*b*c^2*g*p *r^3*x^2+17778*b*c^2*g*p*r^2*x^3-2830*b*c^2*g*p*r*x^4-28*b*c^2*g*q^4*x^2-994*b* c^2*g*q^3*r*x^2-912*b*c^2*g*q^3*x^3-1700*b*c^2*g*q^2*r^2*x^2+11152*b*c^2*g*q^2* r*x^3+4962*b*c^2*g*q^2*x^4-60*b*c^2*g*q*r^3*x^2+17994*b*c^2*g*q*r^2*x^3-2302*b* c^2*g*q*r*x^4+216*b*c^2*g*r^4*x^2+4216*b*c^2*g*r^3*x^3-6144*b*c^2*g*r^2*x^4-48* b*c^2*p^4*q*x^2+48*b*c^2*p^4*x^3-174*b*c^2*p^3*q^2*x^2-264*b*c^2*p^3*q*r*x^2+ 238*b*c^2*p^3*q*x^3+348*b*c^2*p^3*r*x^3+16*b*c^2*p^3*x^4-156*b*c^2*p^2*q^3*x^2-\ 702*b*c^2*p^2*q^2*r*x^2+204*b*c^2*p^2*q^2*x^3-296*b*c^2*p^2*q*r^2*x^2+2064*b*c^ 2*p^2*q*r*x^3+344*b*c^2*p^2*q*x^4+540*b*c^2*p^2*r^2*x^3-324*b*c^2*p^2*r*x^4-30* b*c^2*p*q^4*x^2-396*b*c^2*p*q^3*r*x^2-66*b*c^2*p*q^3*x^3-422*b*c^2*p*q^2*r^2*x^ 2+2694*b*c^2*p*q^2*r*x^3+792*b*c^2*p*q^2*x^4+24*b*c^2*p*q*r^3*x^2+2610*b*c^2*p* q*r^2*x^3-640*b*c^2*p*q*r*x^4+120*b*c^2*p*r^3*x^3-720*b*c^2*p*r^2*x^4-42*b*c^2* q^4*r*x^2-80*b*c^2*q^4*x^3-60*b*c^2*q^3*r^2*x^2+930*b*c^2*q^3*r*x^3+464*b*c^2*q ^3*x^4+114*b*c^2*q^2*r^3*x^2+1926*b*c^2*q^2*r^2*x^3-204*b*c^2*q^2*r*x^4+96*b*c^ 2*q*r^4*x^2+496*b*c^2*q*r^3*x^3-1152*b*c^2*q*r^2*x^4-120*b*c^2*r^4*x^3-320*b*c^ 2*r^3*x^4-74*b*c*g^6*x^2-857*b*c*g^5*p*x^2-291*b*c*g^5*q*x^2-1470*b*c*g^5*r*x^2 -1426*b*c*g^5*x^3-2242*b*c*g^4*p^2*x^2-2104*b*c*g^4*p*q*x^2-6325*b*c*g^4*p*r*x^ 2-2370*b*c*g^4*p*x^3-318*b*c*g^4*q^2*x^2-3539*b*c*g^4*q*r*x^2-2986*b*c*g^4*q*x^ 3-3076*b*c*g^4*r^2*x^2+4909*b*c*g^4*r*x^3+3834*b*c*g^4*x^4-2188*b*c*g^3*p^3*x^2 -3706*b*c*g^3*p^2*q*x^2-8141*b*c*g^3*p^2*r*x^2-131*b*c*g^3*p^2*x^3-1603*b*c*g^3 *p*q^2*x^2-10188*b*c*g^3*p*q*r*x^2-2563*b*c*g^3*p*q*x^3-6826*b*c*g^3*p*r^2*x^2+ 18155*b*c*g^3*p*r*x^3+7755*b*c*g^3*p*x^4-123*b*c*g^3*q^3*x^2-2627*b*c*g^3*q^2*r *x^2-2372*b*c*g^3*q^2*x^3-4157*b*c*g^3*q*r^2*x^2+13513*b*c*g^3*q*r*x^3+8001*b*c *g^3*q*x^4-1044*b*c*g^3*r^3*x^2+14919*b*c*g^3*r^2*x^3+1614*b*c*g^3*r*x^4-835*b* c*g^2*p^4*x^2-2186*b*c*g^2*p^3*q*x^2-3785*b*c*g^2*p^3*r*x^2+987*b*c*g^2*p^3*x^3 -1837*b*c*g^2*p^2*q^2*x^2-7999*b*c*g^2*p^2*q*r*x^2+1117*b*c*g^2*p^2*q*x^3-4403* b*c*g^2*p^2*r^2*x^2+15013*b*c*g^2*p^2*r*x^3+4270*b*c*g^2*p^2*x^4-462*b*c*g^2*p* q^3*x^2-4830*b*c*g^2*p*q^2*r*x^2-804*b*c*g^2*p*q^2*x^3-5694*b*c*g^2*p*q*r^2*x^2 +24698*b*c*g^2*p*q*r*x^3+9064*b*c*g^2*p*q*x^4-1254*b*c*g^2*p*r^3*x^2+19377*b*c* g^2*p*r^2*x^3-1891*b*c*g^2*p*r*x^4-14*b*c*g^2*q^4*x^2-722*b*c*g^2*q^3*r*x^2-876 *b*c*g^2*q^3*x^3-1413*b*c*g^2*q^2*r^2*x^2+9668*b*c*g^2*q^2*r*x^3+4946*b*c*g^2*q ^2*x^4-138*b*c*g^2*q*r^3*x^2+17478*b*c*g^2*q*r^2*x^3-1577*b*c*g^2*q*r*x^4+192*b *c*g^2*r^4*x^2+4836*b*c*g^2*r^3*x^3-6408*b*c*g^2*r^2*x^4-96*b*c*g*p^5*x^2-363*b *c*g*p^4*q*x^2-513*b*c*g*p^4*r*x^2+258*b*c*g*p^4*x^3-534*b*c*g*p^3*q^2*x^2-1668 *b*c*g*p^3*q*r*x^2+757*b*c*g*p^3*q*x^3-795*b*c*g*p^3*r^2*x^2+3013*b*c*g*p^3*r*x ^3+577*b*c*g*p^3*x^4-309*b*c*g*p^2*q^3*x^2-1941*b*c*g*p^2*q^2*r*x^2+530*b*c*g*p ^2*q^2*x^3-1810*b*c*g*p^2*q*r^2*x^2+8382*b*c*g*p^2*q*r*x^3+1999*b*c*g*p^2*q*x^4 -450*b*c*g*p^2*r^3*x^2+4881*b*c*g*p^2*r^2*x^3-1365*b*c*g*p^2*r*x^4-42*b*c*g*p*q ^4*x^2-746*b*c*g*p*q^3*r*x^2-113*b*c*g*p*q^3*x^3-1109*b*c*g*p*q^2*r^2*x^2+7470* b*c*g*p*q^2*r*x^3+2447*b*c*g*p*q^2*x^4-300*b*c*g*p*q*r^3*x^2+9684*b*c*g*p*q*r^2 *x^3-2652*b*c*g*p*q*r*x^4-72*b*c*g*p*r^4*x^2+1846*b*c*g*p*r^3*x^3-3828*b*c*g*p* r^2*x^4-62*b*c*g*q^4*r*x^2-144*b*c*g*q^4*x^3-89*b*c*g*q^3*r^2*x^2+2071*b*c*g*q^ 3*r*x^3+1025*b*c*g*q^3*x^4+222*b*c*g*q^2*r^3*x^2+4755*b*c*g*q^2*r^2*x^3-1135*b* c*g*q^2*r*x^4+192*b*c*g*q*r^4*x^2+1766*b*c*g*q*r^3*x^3-4188*b*c*g*q*r^2*x^4-180 *b*c*g*r^4*x^3-1440*b*c*g*r^3*x^4-12*b*c*p^4*q^2*x^2+24*b*c*p^4*q*x^3-4*b*c*p^4 *x^4-24*b*c*p^3*q^3*x^2-66*b*c*p^3*q^2*r*x^2+52*b*c*p^3*q^2*x^3+174*b*c*p^3*q*r *x^3+8*b*c*p^3*q*x^4-36*b*c*p^3*r*x^4-12*b*c*p^2*q^4*x^2-90*b*c*p^2*q^3*r*x^2+ 24*b*c*p^2*q^3*x^3-74*b*c*p^2*q^2*r^2*x^2+462*b*c*p^2*q^2*r*x^3+86*b*c*p^2*q^2* x^4+270*b*c*p^2*q*r^2*x^3-162*b*c*p^2*q*r*x^4-72*b*c*p^2*r^2*x^4-24*b*c*p*q^4*r *x^2-12*b*c*p*q^4*x^3-36*b*c*p*q^3*r^2*x^2+378*b*c*p*q^3*r*x^3+132*b*c*p*q^3*x^ 4+6*b*c*p*q^2*r^3*x^2+558*b*c*p*q^2*r^2*x^3-160*b*c*p*q^2*r*x^4+60*b*c*p*q*r^3* x^3-360*b*c*p*q*r^2*x^4-40*b*c*p*r^3*x^4-8*b*c*q^5*x^3+6*b*c*q^4*r^2*x^2+90*b*c *q^4*r*x^3+58*b*c*q^4*x^4+30*b*c*q^3*r^3*x^2+252*b*c*q^3*r^2*x^3-34*b*c*q^3*r*x ^4+24*b*c*q^2*r^4*x^2+76*b*c*q^2*r^3*x^3-288*b*c*q^2*r^2*x^4-60*b*c*q*r^4*x^3-\ 160*b*c*q*r^3*x^4-58*b*g^6*p*x^2-14*b*g^6*q*x^2-118*b*g^6*r*x^2-184*b*g^6*x^3-\ 245*b*g^5*p^2*x^2-211*b*g^5*p*q*x^2-737*b*g^5*p*r*x^2-458*b*g^5*p*x^3-26*b*g^5* q^2*x^2-397*b*g^5*q*r*x^2-484*b*g^5*q*x^3-393*b*g^5*r^2*x^2+337*b*g^5*r*x^3+486 *b*g^5*x^4-362*b*g^4*p^3*x^2-579*b*g^4*p^2*q*x^2-1389*b*g^4*p^2*r*x^2-222*b*g^4 *p^2*x^3-227*b*g^4*p*q^2*x^2-1662*b*g^4*p*q*r*x^2-736*b*g^4*p*q*x^3-1222*b*g^4* p*r^2*x^2+2657*b*g^4*p*r*x^3+1425*b*g^4*p*x^4-14*b*g^4*q^3*x^2-409*b*g^4*q^2*r* x^2-506*b*g^4*q^2*x^3-738*b*g^4*q*r^2*x^2+1860*b*g^4*q*r*x^3+1449*b*g^4*q*x^4-\ 213*b*g^4*r^3*x^2+2538*b*g^4*r^2*x^3+644*b*g^4*r*x^4-232*b*g^3*p^4*x^2-569*b*g^ 3*p^3*q*x^2-1070*b*g^3*p^3*r*x^2+165*b*g^3*p^3*x^3-433*b*g^3*p^2*q^2*x^2-2102*b *g^3*p^2*q*r*x^2+51*b*g^3*p^2*q*x^3-1271*b*g^3*p^2*r^2*x^2+3884*b*g^3*p^2*r*x^3 +1290*b*g^3*p^2*x^4-94*b*g^3*p*q^3*x^2-1166*b*g^3*p*q^2*r*x^2-384*b*g^3*p*q^2*x ^3-1530*b*g^3*p*q*r^2*x^2+6127*b*g^3*p*q*r*x^3+2649*b*g^3*p*q*x^4-375*b*g^3*p*r ^3*x^2+5406*b*g^3*p*r^2*x^3-45*b*g^3*p*r*x^4-2*b*g^3*q^4*x^2-162*b*g^3*q^3*r*x^ 2-262*b*g^3*q^3*x^3-364*b*g^3*q^2*r^2*x^2+2274*b*g^3*q^2*r*x^3+1383*b*g^3*q^2*x ^4-57*b*g^3*q*r^3*x^2+4686*b*g^3*q*r^2*x^3+9*b*g^3*q*r*x^4+54*b*g^3*r^4*x^2+ 1468*b*g^3*r^3*x^3-1656*b*g^3*r^2*x^4-63*b*g^2*p^5*x^2-213*b*g^2*p^4*q*x^2-340* b*g^2*p^4*r*x^2+133*b*g^2*p^4*x^3-264*b*g^2*p^3*q^2*x^2-962*b*g^2*p^3*q*r*x^2+ 347*b*g^2*p^3*q*x^3-523*b*g^2*p^3*r^2*x^2+1816*b*g^2*p^3*r*x^3+408*b*g^2*p^3*x^ 4-126*b*g^2*p^2*q^3*x^2-932*b*g^2*p^2*q^2*r*x^2+202*b*g^2*p^2*q^2*x^3-1016*b*g^ 2*p^2*q*r^2*x^2+4599*b*g^2*p^2*q*r*x^3+1284*b*g^2*p^2*q*x^4-282*b*g^2*p^2*r^3*x ^2+3054*b*g^2*p^2*r^2*x^3-654*b*g^2*p^2*r*x^4-12*b*g^2*p*q^4*x^2-300*b*g^2*p*q^ 3*r*x^2-84*b*g^2*p*q^3*x^3-505*b*g^2*p*q^2*r^2*x^2+3720*b*g^2*p*q^2*r*x^3+1396* b*g^2*p*q^2*x^4-162*b*g^2*p*q*r^3*x^2+5382*b*g^2*p*q*r^2*x^3-1271*b*g^2*p*q*r*x ^4-36*b*g^2*p*r^4*x^2+1208*b*g^2*p*r^3*x^3-2280*b*g^2*p*r^2*x^4-20*b*g^2*q^4*r* x^2-72*b*g^2*q^4*x^3-26*b*g^2*q^3*r^2*x^2+934*b*g^2*q^3*r*x^3+520*b*g^2*q^3*x^4 +111*b*g^2*q^2*r^3*x^2+2340*b*g^2*q^2*r^2*x^3-569*b*g^2*q^2*r*x^4+96*b*g^2*q*r^ 4*x^2+976*b*g^2*q*r^3*x^3-2352*b*g^2*q*r^2*x^4-90*b*g^2*r^4*x^3-900*b*g^2*r^3*x ^4-6*b*g*p^6*x^2-24*b*g*p^5*q*x^2-39*b*g*p^5*r*x^2+16*b*g*p^5*x^3-42*b*g*p^4*q^ 2*x^2-129*b*g*p^4*q*r*x^2+72*b*g*p^4*q*x^3-78*b*g*p^4*r^2*x^2+219*b*g*p^4*r*x^3 +33*b*g*p^4*x^4-36*b*g*p^3*q^3*x^2-186*b*g*p^3*q^2*r*x^2+106*b*g*p^3*q^2*x^3-\ 186*b*g*p^3*q*r^2*x^2+813*b*g*p^3*q*r*x^3+144*b*g*p^3*q*x^4-63*b*g*p^3*r^3*x^2+ 450*b*g*p^3*r^2*x^3-161*b*g*p^3*r*x^4-12*b*g*p^2*q^4*x^2-120*b*g*p^2*q^3*r*x^2+ 52*b*g*p^2*q^3*x^3-172*b*g*p^2*q^2*r^2*x^2+1095*b*g*p^2*q^2*r*x^3+253*b*g*p^2*q ^2*x^4-81*b*g*p^2*q*r^3*x^2+1233*b*g*p^2*q*r^2*x^3-510*b*g*p^2*q*r*x^4-18*b*g*p ^2*r^4*x^2+274*b*g*p^2*r^3*x^3-504*b*g*p^2*r^2*x^4-24*b*g*p*q^4*r*x^2-6*b*g*p*q ^4*x^3-42*b*g*p*q^3*r^2*x^2+615*b*g*p*q^3*r*x^3+206*b*g*p*q^3*x^4+1125*b*g*p*q^ 2*r^2*x^3-509*b*g*p*q^2*r*x^4+390*b*g*p*q*r^3*x^3-1116*b*g*p*q*r^2*x^4+30*b*g*p *r^4*x^3-280*b*g*p*r^3*x^4-8*b*g*q^5*x^3+6*b*g*q^4*r^2*x^2+114*b*g*q^4*r*x^3+64 *b*g*q^4*x^4+30*b*g*q^3*r^3*x^2+324*b*g*q^3*r^2*x^3-160*b*g*q^3*r*x^4+24*b*g*q^ 2*r^4*x^2+124*b*g*q^2*r^3*x^3-612*b*g*q^2*r^2*x^4-60*b*g*q*r^4*x^3-340*b*g*q*r^ 3*x^4-160*c^7*g*x^2-720*c^6*g^2*x^2-576*c^6*g*p*x^2-288*c^6*g*q*x^2-800*c^6*g*r *x^2-128*c^6*g*x^3-1200*c^5*g^3*x^2-2352*c^5*g^2*p*x^2-1104*c^5*g^2*q*x^2-3328* c^5*g^2*r*x^2-704*c^5*g^2*x^3-800*c^5*g*p^2*x^2-864*c^5*g*p*q*x^2-1952*c^5*g*p* r*x^2+24*c^5*g*p*x^3-200*c^5*g*q^2*x^2-1280*c^5*g*q*r*x^2-344*c^5*g*q*x^3-824*c ^5*g*r^2*x^2+2304*c^5*g*r*x^3+928*c^5*g*x^4-1000*c^4*g^4*x^2-3392*c^4*g^3*p*x^2 -1520*c^4*g^3*q*x^2-4912*c^4*g^3*r*x^2-1472*c^4*g^3*x^3-2872*c^4*g^2*p^2*x^2-\ 3024*c^4*g^2*p*q*x^2-7224*c^4*g^2*p*r*x^2-156*c^4*g^2*p*x^3-628*c^4*g^2*q^2*x^2 -4488*c^4*g^2*q*r*x^2-1412*c^4*g^2*q*x^3-3156*c^4*g^2*r^2*x^2+8256*c^4*g^2*r*x^ 3+3536*c^4*g^2*x^4-580*c^4*g*p^3*x^2-920*c^4*g*p^2*q*x^2-1944*c^4*g*p^2*r*x^2+ 216*c^4*g*p^2*x^3-500*c^4*g*p*q^2*x^2-2368*c^4*g*p*q*r*x^2-1568*c^4*g*p*r^2*x^2 +4272*c^4*g*p*r*x^3+1456*c^4*g*p*x^4-64*c^4*g*q^3*x^2-768*c^4*g*q^2*r*x^2-344*c ^4*g*q^2*x^3-920*c^4*g*q*r^2*x^2+3504*c^4*g*q*r*x^3+1456*c^4*g*q*x^4-264*c^4*g* r^3*x^2+2880*c^4*g*r^2*x^3-272*c^4*g*r*x^4-450*c^3*g^5*x^2-2344*c^3*g^4*p*x^2-\ 1000*c^3*g^4*q*x^2-3504*c^3*g^4*r*x^2-1504*c^3*g^4*x^3-3436*c^3*g^3*p^2*x^2-\ 3536*c^3*g^3*p*q*x^2-8892*c^3*g^3*p*r*x^2-846*c^3*g^3*p*x^3-682*c^3*g^3*q^2*x^2 -5364*c^3*g^3*q*r*x^2-2210*c^3*g^3*q*x^3-4042*c^3*g^3*r^2*x^2+9312*c^3*g^3*r*x^ 3+4488*c^3*g^3*x^4-1740*c^3*g^2*p^3*x^2-2880*c^3*g^2*p^2*q*x^2-6052*c^3*g^2*p^2 *r*x^2+676*c^3*g^2*p^2*x^3-1416*c^3*g^2*p*q^2*x^2-7464*c^3*g^2*p*q*r*x^2-240*c^ 3*g^2*p*q*x^3-5008*c^3*g^2*p*r^2*x^2+13760*c^3*g^2*p*r*x^3+4740*c^3*g^2*p*x^4-\ 156*c^3*g^2*q^3*x^2-2164*c^3*g^2*q^2*r*x^2-1060*c^3*g^2*q^2*x^3-2992*c^3*g^2*q* r^2*x^2+10672*c^3*g^2*q*r*x^3+4740*c^3*g^2*q*x^4-888*c^3*g^2*r^3*x^2+9600*c^3*g ^2*r^2*x^3-568*c^3*g^2*r*x^4-242*c^3*g*p^4*x^2-460*c^3*g*p^3*q*x^2-1034*c^3*g*p ^3*r*x^2+134*c^3*g*p^3*x^3-394*c^3*g*p^2*q^2*x^2-1586*c^3*g*p^2*q*r*x^2+318*c^3 *g*p^2*q*x^3-1244*c^3*g*p^2*r^2*x^2+2886*c^3*g*p^2*r*x^3+868*c^3*g*p^2*x^4-136* c^3*g*p*q^3*x^2-1046*c^3*g*p*q^2*r*x^2-30*c^3*g*p*q^2*x^3-1148*c^3*g*p*q*r^2*x^ 2+4752*c^3*g*p*q*r*x^3+1584*c^3*g*p*q*x^4-492*c^3*g*p*r^3*x^2+3474*c^3*g*p*r^2* x^3-524*c^3*g*p*r*x^4-8*c^3*g*q^4*x^2-206*c^3*g*q^3*r*x^2-166*c^3*g*q^3*x^3-326 *c^3*g*q^2*r^2*x^2+2010*c^3*g*q^2*r*x^3+868*c^3*g*q^2*x^4-60*c^3*g*q*r^3*x^2+ 3150*c^3*g*q*r^2*x^3-524*c^3*g*q*r*x^4-24*c^3*g*r^4*x^2+800*c^3*g*r^3*x^3-1152* c^3*g*r^2*x^4-105*c^2*g^6*x^2-828*c^2*g^5*p*x^2-330*c^2*g^5*q*x^2-1298*c^2*g^5* r*x^2-808*c^2*g^5*x^3-1846*c^2*g^4*p^2*x^2-1848*c^2*g^4*p*q*x^2-4942*c^2*g^4*p* r*x^2-1005*c^2*g^4*p*x^3-331*c^2*g^4*q^2*x^2-2914*c^2*g^4*q*r*x^2-1627*c^2*g^4* q*x^3-2359*c^2*g^4*r^2*x^2+4464*c^2*g^4*r*x^3+2588*c^2*g^4*x^4-1609*c^2*g^3*p^3 *x^2-2686*c^2*g^3*p^2*q*x^2-5762*c^2*g^3*p^2*r*x^2+330*c^2*g^3*p^2*x^3-1249*c^2 *g^3*p*q^2*x^2-7120*c^2*g^3*p*q*r*x^2-816*c^2*g^3*p*q*x^3-4920*c^2*g^3*p*r^2*x^ 2+12552*c^2*g^3*p*r*x^3+4712*c^2*g^3*p*x^4-124*c^2*g^3*q^3*x^2-1964*c^2*g^3*q^2 *r*x^2-1194*c^2*g^3*q^2*x^3-2994*c^2*g^3*q*r^2*x^2+9408*c^2*g^3*q*r*x^3+4712*c^ 2*g^3*q*x^4-930*c^2*g^3*r^3*x^2+9360*c^2*g^3*r^2*x^3+132*c^2*g^3*r*x^4-563*c^2* g^2*p^4*x^2-1240*c^2*g^2*p^3*q*x^2-2489*c^2*g^2*p^3*r*x^2+475*c^2*g^2*p^3*x^3-\ 997*c^2*g^2*p^2*q^2*x^2-4361*c^2*g^2*p^2*q*r*x^2+783*c^2*g^2*p^2*q*x^3-3030*c^2 *g^2*p^2*r^2*x^2+7989*c^2*g^2*p^2*r*x^3+2268*c^2*g^2*p^2*x^4-286*c^2*g^2*p*q^3* x^2-2597*c^2*g^2*p*q^2*r*x^2-119*c^2*g^2*p*q^2*x^3-3246*c^2*g^2*p*q*r^2*x^2+ 12768*c^2*g^2*p*q*r*x^3+4376*c^2*g^2*p*q*x^4-1170*c^2*g^2*p*r^3*x^2+9885*c^2*g^ 2*p*r^2*x^3-1336*c^2*g^2*p*r*x^4-14*c^2*g^2*q^4*x^2-437*c^2*g^2*q^3*r*x^2-371*c ^2*g^2*q^3*x^3-843*c^2*g^2*q^2*r^2*x^2+4971*c^2*g^2*q^2*r*x^3+2268*c^2*g^2*q^2* x^4-282*c^2*g^2*q*r^3*x^2+8499*c^2*g^2*q*r^2*x^3-1336*c^2*g^2*q*r*x^4-48*c^2*g^ 2*r^4*x^2+2400*c^2*g^2*r^3*x^3-3264*c^2*g^2*r^2*x^4-57*c^2*g*p^5*x^2-114*c^2*g* p^4*q*x^2-303*c^2*g*p^4*r*x^2+24*c^2*g*p^4*x^3-120*c^2*g*p^3*q^2*x^2-474*c^2*g* p^3*q*r*x^2+152*c^2*g*p^3*q*x^3-489*c^2*g*p^3*r^2*x^2+861*c^2*g*p^3*r*x^3+240*c ^2*g*p^3*x^4-78*c^2*g*p^2*q^3*x^2-432*c^2*g*p^2*q^2*r*x^2+144*c^2*g*p^2*q^2*x^3 -494*c^2*g*p^2*q*r^2*x^2+2061*c^2*g*p^2*q*r*x^3+568*c^2*g*p^2*q*x^4-315*c^2*g*p ^2*r^3*x^2+1467*c^2*g*p^2*r^2*x^3-264*c^2*g*p^2*r*x^4-15*c^2*g*p*q^4*x^2-198*c^ 2*g*p*q^3*r*x^2-24*c^2*g*p*q^3*x^3-251*c^2*g*p*q^2*r^2*x^2+1755*c^2*g*p*q^2*r*x ^3+568*c^2*g*p*q^2*x^4-96*c^2*g*p*q*r^3*x^2+2304*c^2*g*p*q*r^2*x^3-640*c^2*g*p* q*r*x^4-72*c^2*g*p*r^4*x^2+612*c^2*g*p*r^3*x^3-936*c^2*g*p*r^2*x^4-21*c^2*g*q^4 *r*x^2-40*c^2*g*q^4*x^3-30*c^2*g*q^3*r^2*x^2+507*c^2*g*q^3*r*x^3+240*c^2*g*q^3* x^4+57*c^2*g*q^2*r^3*x^2+1125*c^2*g*q^2*r^2*x^3-264*c^2*g*q^2*r*x^4+48*c^2*g*q* r^4*x^2+428*c^2*g*q*r^3*x^3-936*c^2*g*q*r^2*x^4-320*c^2*g*r^3*x^4-10*c*g^7*x^2-\ 139*c*g^6*p*x^2-49*c*g^6*q*x^2-236*c*g^6*r*x^2-220*c*g^6*x^3-455*c*g^5*p^2*x^2-\ 438*c*g^5*p*q*x^2-1275*c*g^5*p*r*x^2-456*c*g^5*p*x^3-71*c*g^5*q^2*x^2-735*c*g^5 *q*r*x^2-568*c*g^5*q*x^3-648*c*g^5*r^2*x^2+888*c*g^5*r*x^3+700*c*g^5*x^4-594*c* g^4*p^3*x^2-986*c*g^4*p^2*q*x^2-2195*c*g^4*p^2*r*x^2-69*c*g^4*p^2*x^3-437*c*g^4 *p*q^2*x^2-2706*c*g^4*p*q*r*x^2-636*c*g^4*p*q*x^3-1948*c*g^4*p*r^2*x^2+4368*c*g ^4*p*r*x^3+1885*c*g^4*p*x^4-39*c*g^4*q^3*x^2-725*c*g^4*q^2*r*x^2-571*c*g^4*q^2* x^3-1210*c*g^4*q*r^2*x^2+3156*c*g^4*q*r*x^3+1885*c*g^4*q*x^4-396*c*g^4*r^3*x^2+ 3600*c*g^4*r^2*x^3+422*c*g^4*r*x^4-355*c*g^3*p^4*x^2-821*c*g^3*p^3*q*x^2-1610*c *g^3*p^3*r*x^2+268*c*g^3*p^3*x^3-640*c*g^3*p^2*q^2*x^2-2958*c*g^3*p^2*q*r*x^2+ 318*c*g^3*p^2*q*x^3-2000*c*g^3*p^2*r^2*x^2+5211*c*g^3*p^2*r*x^3+1571*c*g^3*p^2* x^4-167*c*g^3*p*q^3*x^2-1701*c*g^3*p*q^2*r*x^2-242*c*g^3*p*q^2*x^3-2288*c*g^3*p *q*r^2*x^2+8196*c*g^3*p*q*r*x^3+3088*c*g^3*p*q*x^4-780*c*g^3*p*r^3*x^2+6834*c*g ^3*p*r^2*x^3-499*c*g^3*p*r*x^4-7*c*g^3*q^4*x^2-269*c*g^3*q^3*r*x^2-272*c*g^3*q^ 3*x^3-596*c*g^3*q^2*r^2*x^2+3069*c*g^3*q^2*r*x^3+1571*c*g^3*q^2*x^4-252*c*g^3*q *r^3*x^2+5790*c*g^3*q*r^2*x^3-499*c*g^3*q*r*x^4-30*c*g^3*r^4*x^2+1800*c*g^3*r^3 *x^3-2112*c*g^3*r^2*x^4-93*c*g^2*p^5*x^2-246*c*g^2*p^4*q*x^2-505*c*g^2*p^4*r*x^ 2+109*c*g^2*p^4*x^3-270*c*g^2*p^3*q^2*x^2-1072*c*g^2*p^3*q*r*x^2+354*c*g^2*p^3* q*x^3-820*c*g^2*p^3*r^2*x^2+1914*c*g^2*p^3*r*x^3+453*c*g^2*p^3*x^4-138*c*g^2*p^ 2*q^3*x^2-942*c*g^2*p^2*q^2*r*x^2+280*c*g^2*p^2*q^2*x^3-1157*c*g^2*p^2*q*r^2*x^ 2+4636*c*g^2*p^2*q*r*x^3+1241*c*g^2*p^2*q*x^4-516*c*g^2*p^2*r^3*x^2+3234*c*g^2* p^2*r^2*x^3-676*c*g^2*p^2*r*x^4-21*c*g^2*p*q^4*x^2-340*c*g^2*p*q^3*r*x^2-26*c*g ^2*p*q^3*x^3-554*c*g^2*p*q^2*r^2*x^2+3704*c*g^2*p*q^2*r*x^3+1241*c*g^2*p*q^2*x^ 4-264*c*g^2*p*q*r^3*x^2+5256*c*g^2*p*q*r^2*x^3-1444*c*g^2*p*q*r*x^4-108*c*g^2*p *r^4*x^2+1364*c*g^2*p*r^3*x^3-2208*c*g^2*p*r^2*x^4-31*c*g^2*q^4*r*x^2-61*c*g^2* q^4*x^3-55*c*g^2*q^3*r^2*x^2+954*c*g^2*q^3*r*x^3+453*c*g^2*q^3*x^4+72*c*g^2*q^2 *r^3*x^2+2262*c*g^2*q^2*r^2*x^3-676*c*g^2*q^2*r*x^4+72*c*g^2*q*r^4*x^2+996*c*g^ 2*q*r^3*x^3-2208*c*g^2*q*r^2*x^4-800*c*g^2*r^3*x^4-6*c*g*p^6*x^2-12*c*g*p^5*q*x ^2-39*c*g*p^5*r*x^2-12*c*g*p^4*q^2*x^2-57*c*g*p^4*q*r*x^2+18*c*g*p^4*q*x^3-78*c *g*p^4*r^2*x^2+99*c*g*p^4*r*x^3+27*c*g*p^4*x^4-12*c*g*p^3*q^3*x^2-51*c*g*p^3*q^ 2*r*x^2+38*c*g*p^3*q^2*x^3-72*c*g*p^3*q*r^2*x^2+294*c*g*p^3*q*r*x^3+70*c*g*p^3* q*x^4-63*c*g*p^3*r^3*x^2+234*c*g*p^3*r^2*x^3-35*c*g*p^3*r*x^4-6*c*g*p^2*q^4*x^2 -45*c*g*p^2*q^3*r*x^2+18*c*g*p^2*q^3*x^3-47*c*g*p^2*q^2*r^2*x^2+360*c*g*p^2*q^2 *r*x^3+86*c*g*p^2*q^2*x^4-27*c*g*p^2*q*r^3*x^2+432*c*g*p^2*q*r^2*x^3-161*c*g*p^ 2*q*r*x^4-18*c*g*p^2*r^4*x^2+162*c*g*p^2*r^3*x^3-180*c*g*p^2*r^2*x^4-12*c*g*p*q ^4*r*x^2-6*c*g*p*q^4*x^3-18*c*g*p*q^3*r^2*x^2+210*c*g*p*q^3*r*x^3+70*c*g*p*q^3* x^4+3*c*g*p*q^2*r^3*x^2+360*c*g*p*q^2*r^2*x^3-161*c*g*p*q^2*r*x^4+120*c*g*p*q*r ^3*x^3-360*c*g*p*q*r^2*x^4+30*c*g*p*r^4*x^3-100*c*g*p*r^3*x^4-4*c*g*q^5*x^3+3*c *g*q^4*r^2*x^2+45*c*g*q^4*r*x^3+27*c*g*q^4*x^4+15*c*g*q^3*r^3*x^2+126*c*g*q^3*r ^2*x^3-35*c*g*q^3*r*x^4+12*c*g*q^2*r^4*x^2+38*c*g*q^2*r^3*x^3-180*c*g*q^2*r^2*x ^4-30*c*g*q*r^4*x^3-100*c*g*q*r^3*x^4-8*g^7*p*x^2-2*g^7*q*x^2-16*g^7*r*x^2-24*g ^7*x^3-41*g^6*p^2*x^2-37*g^6*p*q*x^2-123*g^6*p*r*x^2-72*g^6*p*x^3-5*g^6*q^2*x^2 -69*g^6*q*r*x^2-76*g^6*q*x^3-68*g^6*r^2*x^2+48*g^6*r*x^3+72*g^6*x^4-76*g^5*p^3* x^2-124*g^5*p^2*q*x^2-292*g^5*p^2*r*x^2-46*g^5*p^2*x^3-52*g^5*p*q^2*x^2-358*g^5 *p*q*r*x^2-144*g^5*p*q*x^3-272*g^5*p*r^2*x^2+499*g^5*p*r*x^3+266*g^5*p*x^4-4*g^ 5*q^3*x^2-94*g^5*q^2*r*x^2-98*g^5*q^2*x^3-173*g^5*q*r^2*x^2+341*g^5*q*r*x^3+266 *g^5*q*x^4-60*g^5*r^3*x^2+480*g^5*r^2*x^3+124*g^5*r*x^4-67*g^4*p^4*x^2-158*g^4* p^3*q*x^2-312*g^4*p^3*r*x^2+32*g^4*p^3*x^3-120*g^4*p^2*q^2*x^2-587*g^4*p^2*q*r* x^2+3*g^4*p^2*q*x^3-398*g^4*p^2*r^2*x^2+969*g^4*p^2*r*x^3+327*g^4*p^2*x^4-29*g^ 4*p*q^3*x^2-332*g^4*p*q^2*r*x^2-95*g^4*p*q^2*x^3-476*g^4*p*q*r^2*x^2+1500*g^4*p *q*r*x^3+648*g^4*p*q*x^4-159*g^4*p*r^3*x^2+1380*g^4*p*r^2*x^3+19*g^4*p*r*x^4-g^ 4*q^4*x^2-51*g^4*q^3*r*x^2-64*g^4*q^3*x^3-128*g^4*q^2*r^2*x^2+543*g^4*q^2*r*x^3 +327*g^4*q^2*x^4-63*g^4*q*r^3*x^2+1164*g^4*q*r^2*x^3+19*g^4*q*r*x^4-6*g^4*r^4*x ^2+400*g^4*r^3*x^3-384*g^4*r^2*x^4-30*g^3*p^5*x^2-87*g^3*p^4*q*x^2-166*g^3*p^4* r*x^2+38*g^3*p^4*x^3-96*g^3*p^3*q^2*x^2-390*g^3*p^3*q*r*x^2+106*g^3*p^3*q*x^3-\ 274*g^3*p^3*r^2*x^2+669*g^3*p^3*r*x^3+164*g^3*p^3*x^4-45*g^3*p^2*q^3*x^2-340*g^ 3*p^2*q^2*r*x^2+68*g^3*p^2*q^2*x^3-435*g^3*p^2*q*r^2*x^2+1622*g^3*p^2*q*r*x^3+ 471*g^3*p^2*q*x^4-174*g^3*p^2*r^3*x^2+1176*g^3*p^2*r^2*x^3-194*g^3*p^2*r*x^4-6* g^3*p*q^4*x^2-114*g^3*p*q^3*r*x^2-22*g^3*p*q^3*x^3-210*g^3*p*q^2*r^2*x^2+1270*g ^3*p*q^2*r*x^3+471*g^3*p*q^2*x^4-108*g^3*p*q*r^3*x^2+1944*g^3*p*q*r^2*x^3-406*g ^3*p*q*r*x^4-36*g^3*p*r^4*x^2+520*g^3*p*r^3*x^3-792*g^3*p*r^2*x^4-10*g^3*q^4*r* x^2-22*g^3*q^4*x^3-22*g^3*q^3*r^2*x^2+315*g^3*q^3*r*x^3+164*g^3*q^3*x^4+18*g^3* q^2*r^3*x^2+816*g^3*q^2*r^2*x^3-194*g^3*q^2*r*x^4+24*g^3*q*r^4*x^2+400*g^3*q*r^ 3*x^3-792*g^3*q*r^2*x^4-320*g^3*r^3*x^4-6*g^2*p^6*x^2-18*g^2*p^5*q*x^2-39*g^2*p ^5*r*x^2+8*g^2*p^5*x^3-24*g^2*p^4*q^2*x^2-93*g^2*p^4*q*r*x^2+39*g^2*p^4*q*x^3-\ 78*g^2*p^4*r^2*x^2+159*g^2*p^4*r*x^3+31*g^2*p^4*x^4-18*g^2*p^3*q^3*x^2-102*g^2* p^3*q^2*r*x^2+59*g^2*p^3*q^2*x^3-129*g^2*p^3*q*r^2*x^2+510*g^2*p^3*q*r*x^3+105* g^2*p^3*q*x^4-63*g^2*p^3*r^3*x^2+342*g^2*p^3*r^2*x^3-89*g^2*p^3*r*x^4-6*g^2*p^2 *q^4*x^2-60*g^2*p^2*q^3*r*x^2+29*g^2*p^2*q^3*x^3-91*g^2*p^2*q^2*r^2*x^2+612*g^2 *p^2*q^2*r*x^3+148*g^2*p^2*q^2*x^4-54*g^2*p^2*q*r^3*x^2+765*g^2*p^2*q*r^2*x^3-\ 295*g^2*p^2*q*r*x^4-18*g^2*p^2*r^4*x^2+218*g^2*p^2*r^3*x^3-324*g^2*p^2*r^2*x^4-\ 12*g^2*p*q^4*r*x^2-3*g^2*p*q^4*x^3-21*g^2*p*q^3*r^2*x^2+318*g^2*p*q^3*r*x^3+105 *g^2*p*q^3*x^4+603*g^2*p*q^2*r^2*x^3-295*g^2*p*q^2*r*x^4+240*g^2*p*q*r^3*x^3-\ 648*g^2*p*q*r^2*x^4+30*g^2*p*r^4*x^3-180*g^2*p*r^3*x^4-4*g^2*q^5*x^3+3*g^2*q^4* r^2*x^2+57*g^2*q^4*r*x^3+31*g^2*q^4*x^4+15*g^2*q^3*r^3*x^2+162*g^2*q^3*r^2*x^3-\ 89*g^2*q^3*r*x^4+12*g^2*q^2*r^4*x^2+62*g^2*q^2*r^3*x^3-324*g^2*q^2*r^2*x^4-30*g ^2*q*r^4*x^3-180*g^2*q*r^3*x^4+64*a^6*b*c*x+128*a^6*b*p*x+32*a^6*b*q*x+192*a^6* b*r*x+384*a^6*b*x^2+32*a^6*c*g*x+64*a^6*g*p*x+16*a^6*g*q*x+96*a^6*g*r*x+192*a^6 *g*x^2+192*a^5*b^2*c*x+352*a^5*b^2*p*x+64*a^5*b^2*q*x+512*a^5*b^2*r*x+1312*a^5* b^2*x^2+384*a^5*b*c^2*x+320*a^5*b*c*g*x+1056*a^5*b*c*p*x+256*a^5*b*c*q*x+1440*a ^5*b*c*r*x+2336*a^5*b*c*x^2+624*a^5*b*g*p*x+128*a^5*b*g*q*x+896*a^5*b*g*r*x+ 2128*a^5*b*g*x^2+384*a^5*b*p^2*x+288*a^5*b*p*q*x+912*a^5*b*p*r*x+576*a^5*b*p*x^ 2+32*a^5*b*q^2*x+400*a^5*b*q*r*x+640*a^5*b*q*x^2+464*a^5*b*r^2*x-608*a^5*b*r*x^ 2-1472*a^5*b*x^3+192*a^5*c^2*g*x+64*a^5*c^2*p*x+32*a^5*c^2*r*x+32*a^5*c^2*x^2+ 112*a^5*c*g^2*x+560*a^5*c*g*p*x+128*a^5*c*g*q*x+736*a^5*c*g*r*x+1184*a^5*c*g*x^ 2+64*a^5*c*p^2*x+32*a^5*c*p*q*x+144*a^5*c*p*r*x+96*a^5*c*p*x^2+16*a^5*c*q*r*x+ 16*a^5*c*q*x^2+80*a^5*c*r^2*x+16*a^5*c*r*x^2-192*a^5*c*x^3+224*a^5*g^2*p*x+48*a ^5*g^2*q*x+320*a^5*g^2*r*x+736*a^5*g^2*x^2+224*a^5*g*p^2*x+160*a^5*g*p*q*x+528* a^5*g*p*r*x+336*a^5*g*p*x^2+16*a^5*g*q^2*x+208*a^5*g*q*r*x+328*a^5*g*q*x^2+272* a^5*g*r^2*x-296*a^5*g*r*x^2-832*a^5*g*x^3+192*a^4*b^3*c*x+320*a^4*b^3*p*x+32*a^ 4*b^3*q*x+448*a^4*b^3*r*x+1632*a^4*b^3*x^2+960*a^4*b^2*c^2*x+672*a^4*b^2*c*g*x+ 2400*a^4*b^2*c*p*x+448*a^4*b^2*c*q*x+3232*a^4*b^2*c*r*x+6496*a^4*b^2*c*x^2+1184 *a^4*b^2*g*p*x+176*a^4*b^2*g*q*x+1696*a^4*b^2*g*r*x+5056*a^4*b^2*g*x^2+864*a^4* b^2*p^2*x+512*a^4*b^2*p*q*x+1952*a^4*b^2*p*r*x+1648*a^4*b^2*p*x^2+32*a^4*b^2*q^ 2*x+704*a^4*b^2*q*r*x+1776*a^4*b^2*q*x^2+928*a^4*b^2*r^2*x-1616*a^4*b^2*r*x^2-\ 4864*a^4*b^2*x^3+960*a^4*b*c^3*x+1632*a^4*b*c^2*g*x+3360*a^4*b*c^2*p*x+800*a^4* b*c^2*q*x+4320*a^4*b*c^2*r*x+5568*a^4*b*c^2*x^2+624*a^4*b*c*g^2*x+4336*a^4*b*c* g*p*x+912*a^4*b*c*g*q*x+5776*a^4*b*c*g*r*x+10688*a^4*b*c*g*x^2+2336*a^4*b*c*p^2 *x+1664*a^4*b*c*p*q*x+5184*a^4*b*c*p*r*x+1824*a^4*b*c*p*x^2+176*a^4*b*c*q^2*x+ 2240*a^4*b*c*q*r*x+3216*a^4*b*c*q*x^2+2480*a^4*b*c*r^2*x-6320*a^4*b*c*r*x^2-\ 10608*a^4*b*c*x^3+1168*a^4*b*g^2*p*x+200*a^4*b*g^2*q*x+1648*a^4*b*g^2*r*x+4504* a^4*b*g^2*x^2+1584*a^4*b*g*p^2*x+1056*a^4*b*g*p*q*x+3600*a^4*b*g*p*r*x+2632*a^4 *b*g*p*x^2+96*a^4*b*g*q^2*x+1472*a^4*b*g*q*r*x+3016*a^4*b*g*q*x^2+1776*a^4*b*g* r^2*x-2784*a^4*b*g*r*x^2-7888*a^4*b*g*x^3+448*a^4*b*p^3*x+576*a^4*b*p^2*q*x+ 1416*a^4*b*p^2*r*x-192*a^4*b*p^2*x^2+176*a^4*b*p*q^2*x+1312*a^4*b*p*q*r*x+472*a ^4*b*p*q*x^2+1280*a^4*b*p*r^2*x-4064*a^4*b*p*r*x^2-4000*a^4*b*p*x^3+8*a^4*b*q^3 *x+240*a^4*b*q^2*r*x+448*a^4*b*q^2*x^2+600*a^4*b*q*r^2*x-2200*a^4*b*q*r*x^2-\ 3560*a^4*b*q*x^3+328*a^4*b*r^3*x-3224*a^4*b*r^2*x^2-1584*a^4*b*r*x^3+840*a^4*b* x^4+480*a^4*c^3*g*x+256*a^4*c^3*p*x+128*a^4*c^3*r*x+64*a^4*c^3*x^2+576*a^4*c^2* g^2*x+1936*a^4*c^2*g*p*x+400*a^4*c^2*g*q*x+2288*a^4*c^2*g*r*x+2880*a^4*c^2*g*x^ 2+432*a^4*c^2*p^2*x+128*a^4*c^2*p*q*x+800*a^4*c^2*p*r*x+384*a^4*c^2*p*x^2+64*a^ 4*c^2*q*r*x+64*a^4*c^2*q*x^2+400*a^4*c^2*r^2*x-48*a^4*c^2*r*x^2-1248*a^4*c^2*x^ 3+168*a^4*c*g^3*x+1632*a^4*c*g^2*p*x+344*a^4*c*g^2*q*x+2112*a^4*c*g^2*r*x+3752* a^4*c*g^2*x^2+1512*a^4*c*g*p^2*x+960*a^4*c*g*p*q*x+3280*a^4*c*g*p*r*x+1296*a^4* c*g*p*x^2+88*a^4*c*g*q^2*x+1184*a^4*c*g*q*r*x+1672*a^4*c*g*q*x^2+1600*a^4*c*g*r ^2*x-3152*a^4*c*g*r*x^2-6312*a^4*c*g*x^3+160*a^4*c*p^3*x+104*a^4*c*p^2*q*x+504* a^4*c*p^2*r*x+192*a^4*c*p^2*x^2+160*a^4*c*p*q*r*x+112*a^4*c*p*q*x^2+512*a^4*c*p *r^2*x-32*a^4*c*p*r*x^2-752*a^4*c*p*x^3+16*a^4*c*q^2*x^2+72*a^4*c*q*r^2*x+8*a^4 *c*q*r*x^2-400*a^4*c*q*x^3+168*a^4*c*r^3*x-32*a^4*c*r^2*x^2-144*a^4*c*r*x^3+192 *a^4*c*x^4+328*a^4*g^3*p*x+60*a^4*g^3*q*x+456*a^4*g^3*r*x+1192*a^4*g^3*x^2+640* a^4*g^2*p^2*x+432*a^4*g^2*p*q*x+1456*a^4*g^2*p*r*x+1000*a^4*g^2*p*x^2+40*a^4*g^ 2*q^2*x+576*a^4*g^2*q*r*x+1080*a^4*g^2*q*x^2+736*a^4*g^2*r^2*x-972*a^4*g^2*r*x^ 2-2920*a^4*g^2*x^3+304*a^4*g*p^3*x+340*a^4*g*p^2*q*x+960*a^4*g*p^2*r*x+88*a^4*g *p*q^2*x+736*a^4*g*p*q*r*x+292*a^4*g*p*q*x^2+896*a^4*g*p*r^2*x-2048*a^4*g*p*r*x ^2-2376*a^4*g*p*x^3+4*a^4*g*q^3*x+120*a^4*g*q^2*r*x+232*a^4*g*q^2*x^2+336*a^4*g *q*r^2*x-1096*a^4*g*q*r*x^2-1980*a^4*g*q*x^3+248*a^4*g*r^3*x-1628*a^4*g*r^2*x^2 -864*a^4*g*r*x^3+516*a^4*g*x^4+64*a^3*b^4*c*x+96*a^3*b^4*p*x+128*a^3*b^4*r*x+ 864*a^3*b^4*x^2+768*a^3*b^3*c^2*x+512*a^3*b^3*c*g*x+1696*a^3*b^3*c*p*x+192*a^3* b^3*c*q*x+2272*a^3*b^3*c*r*x+6208*a^3*b^3*c*x^2+784*a^3*b^3*g*p*x+64*a^3*b^3*g* q*x+1152*a^3*b^3*g*r*x+4704*a^3*b^3*g*x^2+608*a^3*b^3*p^2*x+224*a^3*b^3*p*q*x+ 1264*a^3*b^3*p*r*x+1632*a^3*b^3*p*x^2+304*a^3*b^3*q*r*x+1632*a^3*b^3*q*x^2+528* a^3*b^3*r^2*x-1488*a^3*b^3*r*x^2-5760*a^3*b^3*x^3+1920*a^3*b^2*c^3*x+2784*a^3*b ^2*c^2*g*x+5888*a^3*b^2*c^2*p*x+1152*a^3*b^2*c^2*q*x+7712*a^3*b^2*c^2*r*x+12224 *a^3*b^2*c^2*x^2+960*a^3*b^2*c*g^2*x+6528*a^3*b^2*c*g*p*x+1088*a^3*b^2*c*g*q*x+ 8912*a^3*b^2*c*g*r*x+20048*a^3*b^2*c*g*x^2+4000*a^3*b^2*c*p^2*x+2304*a^3*b^2*c* p*q*x+8576*a^3*b^2*c*p*r*x+4192*a^3*b^2*c*p*x^2+144*a^3*b^2*c*q^2*x+3136*a^3*b^ 2*c*q*r*x+7152*a^3*b^2*c*q*x^2+3760*a^3*b^2*c*r^2*x-12992*a^3*b^2*c*r*x^2-25776 *a^3*b^2*c*x^3+1560*a^3*b^2*g^2*p*x+192*a^3*b^2*g^2*q*x+2304*a^3*b^2*g^2*r*x+ 7720*a^3*b^2*g^2*x^2+2352*a^3*b^2*g*p^2*x+1248*a^3*b^2*g*p*q*x+5192*a^3*b^2*g*p *r*x+5096*a^3*b^2*g*p*x^2+64*a^3*b^2*g*q^2*x+1800*a^3*b^2*g*q*r*x+5656*a^3*b^2* g*q*x^2+2408*a^3*b^2*g*r^2*x-4880*a^3*b^2*g*r*x^2-16752*a^3*b^2*g*x^3+768*a^3*b ^2*p^3*x+800*a^3*b^2*p^2*q*x+2264*a^3*b^2*p^2*r*x-352*a^3*b^2*p^2*x^2+152*a^3*b ^2*p*q^2*x+1712*a^3*b^2*p*q*r*x+1256*a^3*b^2*p*q*x^2+1816*a^3*b^2*p*r^2*x-8416* a^3*b^2*p*r*x^2-10104*a^3*b^2*p*x^3+208*a^3*b^2*q^2*r*x+960*a^3*b^2*q^2*x^2+672 *a^3*b^2*q*r^2*x-4032*a^3*b^2*q*r*x^2-8784*a^3*b^2*q*x^3+360*a^3*b^2*r^3*x-6528 *a^3*b^2*r^2*x^2-4048*a^3*b^2*r*x^3+2520*a^3*b^2*x^4+1280*a^3*b*c^4*x+3360*a^3* b*c^3*g*x+5312*a^3*b*c^3*p*x+1280*a^3*b*c^3*q*x+6656*a^3*b*c^3*r*x+6720*a^3*b*c ^3*x^2+2640*a^3*b*c^2*g^2*x+11056*a^3*b*c^2*g*p*x+2416*a^3*b*c^2*g*q*x+14272*a^ 3*b*c^2*g*r*x+20544*a^3*b*c^2*g*x^2+5344*a^3*b*c^2*p^2*x+3680*a^3*b*c^2*p*q*x+ 11280*a^3*b*c^2*p*r*x+752*a^3*b*c^2*p*x^2+384*a^3*b*c^2*q^2*x+4912*a^3*b*c^2*q* r*x+6496*a^3*b*c^2*q*x^2+5104*a^3*b*c^2*r^2*x-19536*a^3*b*c^2*r*x^2-28016*a^3*b *c^2*x^3+640*a^3*b*c*g^3*x+6592*a^3*b*c*g^2*p*x+1256*a^3*b*c*g^2*q*x+8872*a^3*b *c*g^2*r*x+18200*a^3*b*c*g^2*x^2+7664*a^3*b*c*g*p^2*x+4960*a^3*b*c*g*p*q*x+ 16536*a^3*b*c*g*p*r*x+6632*a^3*b*c*g*p*x^2+448*a^3*b*c*g*q^2*x+6824*a^3*b*c*g*q *r*x+12496*a^3*b*c*g*q*x^2+7640*a^3*b*c*g*r^2*x-22784*a^3*b*c*g*r*x^2-43272*a^3 *b*c*g*x^3+2008*a^3*b*c*p^3*x+2456*a^3*b*c*p^2*q*x+5952*a^3*b*c*p^2*r*x-2560*a^ 3*b*c*p^2*x^2+728*a^3*b*c*p*q^2*x+5392*a^3*b*c*p*q*r*x+816*a^3*b*c*p*q*x^2+5088 *a^3*b*c*p*r^2*x-22600*a^3*b*c*p*r*x^2-20760*a^3*b*c*p*x^3+32*a^3*b*c*q^3*x+ 1000*a^3*b*c*q^2*r*x+1960*a^3*b*c*q^2*x^2+2328*a^3*b*c*q*r^2*x-12000*a^3*b*c*q* r*x^2-18408*a^3*b*c*q*x^3+1224*a^3*b*c*r^3*x-15472*a^3*b*c*r^2*x^2-3408*a^3*b*c *r*x^3+6176*a^3*b*c*x^4+1108*a^3*b*g^3*p*x+160*a^3*b*g^3*q*x+1600*a^3*b*g^3*r*x +4888*a^3*b*g^3*x^2+2416*a^3*b*g^2*p^2*x+1464*a^3*b*g^2*p*q*x+5372*a^3*b*g^2*p* r*x+4524*a^3*b*g^2*p*x^2+112*a^3*b*g^2*q^2*x+2124*a^3*b*g^2*q*r*x+5356*a^3*b*g^ 2*q*x^2+2596*a^3*b*g^2*r^2*x-4584*a^3*b*g^2*r*x^2-14832*a^3*b*g^2*x^3+1476*a^3* b*g*p^3*x+1724*a^3*b*g*p^2*q*x+4444*a^3*b*g*p^2*r*x-808*a^3*b*g*p^2*x^2+460*a^3 *b*g*p*q^2*x+3856*a^3*b*g*p*q*r*x+2000*a^3*b*g*p*q*x^2+3832*a^3*b*g*p*r^2*x-\ 14916*a^3*b*g*p*r*x^2-16876*a^3*b*g*p*x^3+16*a^3*b*g*q^3*x+656*a^3*b*g*q^2*r*x+ 1784*a^3*b*g*q^2*x^2+1700*a^3*b*g*q*r^2*x-7448*a^3*b*g*q*r*x^2-14692*a^3*b*g*q* x^3+916*a^3*b*g*r^3*x-11528*a^3*b*g*r^2*x^2-6632*a^3*b*g*r*x^3+4056*a^3*b*g*x^4 +256*a^3*b*p^4*x+472*a^3*b*p^3*q*x+996*a^3*b*p^3*r*x-672*a^3*b*p^3*x^2+248*a^3* b*p^2*q^2*x+1420*a^3*b*p^2*q*r*x-680*a^3*b*p^2*q*x^2+1244*a^3*b*p^2*r^2*x-5576* a^3*b*p^2*r*x^2-3472*a^3*b*p^2*x^3+32*a^3*b*p*q^3*x+540*a^3*b*p*q^2*r*x+172*a^3 *b*p*q^2*x^2+1128*a^3*b*p*q*r^2*x-6736*a^3*b*p*q*r*x^2-6384*a^3*b*p*q*x^3+576*a ^3*b*p*r^3*x-6812*a^3*b*p*r^2*x^2+916*a^3*b*p*r*x^3+2392*a^3*b*p*x^4+44*a^3*b*q ^3*r*x+180*a^3*b*q^3*x^2+204*a^3*b*q^2*r^2*x-1728*a^3*b*q^2*r*x^2-2912*a^3*b*q^ 2*x^3+216*a^3*b*q*r^3*x-4464*a^3*b*q*r^2*x^2+40*a^3*b*q*r*x^3+2392*a^3*b*q*x^4+ 72*a^3*b*r^4*x-1944*a^3*b*r^3*x^2+4276*a^3*b*r^2*x^3+1992*a^3*b*r*x^4+640*a^3*c ^4*g*x+384*a^3*c^4*p*x+192*a^3*c^4*r*x+1200*a^3*c^3*g^2*x+3264*a^3*c^3*g*p*x+ 640*a^3*c^3*g*q*x+3632*a^3*c^3*g*r*x+3472*a^3*c^3*g*x^2+912*a^3*c^3*p^2*x+192*a ^3*c^3*p*q*x+1536*a^3*c^3*p*r*x+320*a^3*c^3*p*x^2+96*a^3*c^3*q*r*x+96*a^3*c^3*q *x^2+720*a^3*c^3*r^2*x-496*a^3*c^3*r*x^2-3056*a^3*c^3*x^3+720*a^3*c^2*g^3*x+ 4360*a^3*c^2*g^2*p*x+920*a^3*c^2*g^2*q*x+5360*a^3*c^2*g^2*r*x+7320*a^3*c^2*g^2* x^2+3840*a^3*c^2*g*p^2*x+2144*a^3*c^2*g*p*q*x+7728*a^3*c^2*g*p*r*x+1192*a^3*c^2 *g*p*x^2+192*a^3*c^2*g*q^2*x+2608*a^3*c^2*g*q*r*x+3432*a^3*c^2*g*q*x^2+3568*a^3 *c^2*g*r^2*x-10072*a^3*c^2*g*r*x^2-17584*a^3*c^2*g*x^3+648*a^3*c^2*p^3*x+312*a^ 3*c^2*p^2*q*x+1832*a^3*c^2*p^2*r*x+304*a^3*c^2*p^2*x^2+480*a^3*c^2*p*q*r*x+200* a^3*c^2*p*q*x^2+1736*a^3*c^2*p*r^2*x-1368*a^3*c^2*p*r*x^2-3848*a^3*c^2*p*x^3+48 *a^3*c^2*q^2*x^2+216*a^3*c^2*q*r^2*x-200*a^3*c^2*q*r*x^2-1936*a^3*c^2*q*x^3+544 *a^3*c^2*r^3*x-736*a^3*c^2*r^2*x^2-528*a^3*c^2*r*x^3+1224*a^3*c^2*x^4+140*a^3*c *g^4*x+1924*a^3*c*g^3*p*x+380*a^3*c*g^3*q*x+2516*a^3*c*g^3*r*x+4888*a^3*c*g^3*x ^2+3284*a^3*c*g^2*p^2*x+2056*a^3*c*g^2*p*q*x+7000*a^3*c*g^2*p*r*x+2740*a^3*c*g^ 2*p*x^2+188*a^3*c*g^2*q^2*x+2704*a^3*c*g^2*q*r*x+4552*a^3*c*g^2*q*x^2+3328*a^3* c*g^2*r^2*x-8148*a^3*c*g^2*r*x^2-16504*a^3*c*g^2*x^3+1596*a^3*c*g*p^3*x+1564*a^ 3*c*g*p^2*q*x+4748*a^3*c*g*p^2*r*x-800*a^3*c*g*p^2*x^2+364*a^3*c*g*p*q^2*x+3224 *a^3*c*g*p*q*r*x+728*a^3*c*g*p*q*x^2+4296*a^3*c*g*p*r^2*x-12008*a^3*c*g*p*r*x^2 -13544*a^3*c*g*p*x^3+16*a^3*c*g*q^3*x+500*a^3*c*g*q^2*r*x+1044*a^3*c*g*q^2*x^2+ 1404*a^3*c*g*q*r^2*x-6072*a^3*c*g*q*r*x^2-10860*a^3*c*g*q*x^3+1180*a^3*c*g*r^3* x-8152*a^3*c*g*r^2*x^2-2244*a^3*c*g*r*x^3+4012*a^3*c*g*x^4+144*a^3*c*p^4*x+112* a^3*c*p^3*q*x+564*a^3*c*p^3*r*x+72*a^3*c*p^3*x^2+268*a^3*c*p^2*q*r*x+40*a^3*c*p ^2*q*x^2+764*a^3*c*p^2*r^2*x-716*a^3*c*p^2*r*x^2-1160*a^3*c*p^2*x^3+16*a^3*c*p* q^2*x^2+216*a^3*c*p*q*r^2*x-532*a^3*c*p*q*r*x^2-1260*a^3*c*p*q*x^3+416*a^3*c*p* r^3*x-1112*a^3*c*p*r^2*x^2-420*a^3*c*p*r*x^3+612*a^3*c*p*x^4-28*a^3*c*q^2*r*x^2 -284*a^3*c*q^2*x^3+56*a^3*c*q*r^3*x-312*a^3*c*q*r^2*x^2-132*a^3*c*q*r*x^3+492*a ^3*c*q*x^4+72*a^3*c*r^4*x-432*a^3*c*r^3*x^2+412*a^3*c*r^2*x^3+472*a^3*c*r*x^4+ 256*a^3*g^4*p*x+40*a^3*g^4*q*x+360*a^3*g^4*r*x+1048*a^3*g^4*x^2+744*a^3*g^3*p^2 *x+472*a^3*g^3*p*q*x+1654*a^3*g^3*p*r*x+1264*a^3*g^3*p*x^2+40*a^3*g^3*q^2*x+662 *a^3*g^3*q*r*x+1480*a^3*g^3*q*x^2+822*a^3*g^3*r^2*x-1246*a^3*g^3*r*x^2-4092*a^3 *g^3*x^3+680*a^3*g^2*p^3*x+752*a^3*g^2*p^2*q*x+2084*a^3*g^2*p^2*r*x-152*a^3*g^2 *p^2*x^2+192*a^3*g^2*p*q^2*x+1644*a^3*g^2*p*q*r*x+796*a^3*g^2*p*q*x^2+1904*a^3* g^2*p*r^2*x-5366*a^3*g^2*p*r*x^2-6532*a^3*g^2*p*x^3+8*a^3*g^2*q^3*x+276*a^3*g^2 *q^2*r*x+672*a^3*g^2*q^2*x^2+748*a^3*g^2*q*r^2*x-2702*a^3*g^2*q*r*x^2-5494*a^3* g^2*q*x^3+516*a^3*g^2*r^3*x-4156*a^3*g^2*r^2*x^2-2442*a^3*g^2*r*x^3+1554*a^3*g^ 2*x^4+200*a^3*g*p^4*x+292*a^3*g*p^3*q*x+780*a^3*g*p^3*r*x-300*a^3*g*p^3*x^2+124 *a^3*g*p^2*q^2*x+844*a^3*g*p^2*q*r*x-320*a^3*g*p^2*q*x^2+1004*a^3*g*p^2*r^2*x-\ 3146*a^3*g*p^2*r*x^2-2316*a^3*g*p^2*x^3+16*a^3*g*p*q^3*x+270*a^3*g*p*q^2*r*x+94 *a^3*g*p*q^2*x^2+672*a^3*g*p*q*r^2*x-3634*a^3*g*p*q*r*x^2-3822*a^3*g*p*q*x^3+ 496*a^3*g*p*r^3*x-3962*a^3*g*p*r^2*x^2+248*a^3*g*p*r*x^3+1502*a^3*g*p*x^4+22*a^ 3*g*q^3*r*x+90*a^3*g*q^3*x^2+102*a^3*g*q^2*r^2*x-878*a^3*g*q^2*r*x^2-1598*a^3*g *q^2*x^3+136*a^3*g*q*r^3*x-2388*a^3*g*q*r^2*x^2-46*a^3*g*q*r*x^3+1442*a^3*g*q*x ^4+72*a^3*g*r^4*x-1188*a^3*g*r^3*x^2+2344*a^3*g*r^2*x^3+1232*a^3*g*r*x^4+160*a^ 2*b^5*x^2+192*a^2*b^4*c^2*x+128*a^2*b^4*c*g*x+352*a^2*b^4*c*p*x+480*a^2*b^4*c*r *x+2272*a^2*b^4*c*x^2+160*a^2*b^4*g*p*x+256*a^2*b^4*g*r*x+1792*a^2*b^4*g*x^2+ 128*a^2*b^4*p^2*x+224*a^2*b^4*p*r*x+624*a^2*b^4*p*x^2+496*a^2*b^4*q*x^2+64*a^2* b^4*r^2*x-560*a^2*b^4*r*x^2-2816*a^2*b^4*x^3+1152*a^2*b^3*c^3*x+1600*a^2*b^3*c^ 2*g*x+3040*a^2*b^3*c^2*p*x+384*a^2*b^3*c^2*q*x+4064*a^2*b^3*c^2*r*x+8672*a^2*b^ 3*c^2*x^2+528*a^2*b^3*c*g^2*x+3216*a^2*b^3*c*g*p*x+320*a^2*b^3*c*g*q*x+4560*a^2 *b^3*c*g*r*x+13664*a^2*b^3*c*g*x^2+2000*a^2*b^3*c*p^2*x+736*a^2*b^3*c*p*q*x+ 4112*a^2*b^3*c*p*r*x+3312*a^2*b^3*c*p*x^2+1008*a^2*b^3*c*q*r*x+4720*a^2*b^3*c*q *x^2+1520*a^2*b^3*c*r^2*x-8432*a^2*b^3*c*r*x^2-20688*a^2*b^3*c*x^3+704*a^2*b^3* g^2*p*x+40*a^2*b^3*g^2*q*x+1136*a^2*b^3*g^2*r*x+5128*a^2*b^3*g^2*x^2+1168*a^2*b ^3*g*p^2*x+384*a^2*b^3*g*p*q*x+2504*a^2*b^3*g*p*r*x+3736*a^2*b^3*g*p*x^2+584*a^ 2*b^3*g*q*r*x+3632*a^2*b^3*g*q*x^2+1032*a^2*b^3*g*r^2*x-3152*a^2*b^3*g*r*x^2-\ 13488*a^2*b^3*g*x^3+368*a^2*b^3*p^3*x+248*a^2*b^3*p^2*q*x+952*a^2*b^3*p^2*r*x-\ 192*a^2*b^3*p^2*x^2+464*a^2*b^3*p*q*r*x+968*a^2*b^3*p*q*x^2+576*a^2*b^3*p*r^2*x -5400*a^2*b^3*p*r*x^2-8208*a^2*b^3*p*x^3+512*a^2*b^3*q^2*x^2+112*a^2*b^3*q*r^2* x-2224*a^2*b^3*q*r*x^2-6888*a^2*b^3*q*x^3+24*a^2*b^3*r^3*x-4080*a^2*b^3*r^2*x^2 -3344*a^2*b^3*r*x^3+2520*a^2*b^3*x^4+1920*a^2*b^2*c^4*x+4352*a^2*b^2*c^3*g*x+ 6720*a^2*b^2*c^3*p*x+1408*a^2*b^2*c^3*q*x+8832*a^2*b^2*c^3*r*x+11328*a^2*b^2*c^ 3*x^2+3088*a^2*b^2*c^2*g^2*x+12368*a^2*b^2*c^2*g*p*x+2240*a^2*b^2*c^2*g*q*x+ 16704*a^2*b^2*c^2*g*r*x+29280*a^2*b^2*c^2*g*x^2+6352*a^2*b^2*c^2*p^2*x+3776*a^2 *b^2*c^2*p*q*x+13408*a^2*b^2*c^2*p*r*x+2384*a^2*b^2*c^2*p*x^2+240*a^2*b^2*c^2*q ^2*x+5152*a^2*b^2*c^2*q*r*x+10880*a^2*b^2*c^2*q*x^2+5472*a^2*b^2*c^2*r^2*x-\ 28640*a^2*b^2*c^2*r*x^2-46400*a^2*b^2*c^2*x^3+696*a^2*b^2*c*g^3*x+6624*a^2*b^2* c*g^2*p*x+976*a^2*b^2*c*g^2*q*x+9432*a^2*b^2*c*g^2*r*x+23376*a^2*b^2*c*g^2*x^2+ 8304*a^2*b^2*c*g*p^2*x+4448*a^2*b^2*c*g*p*q*x+17944*a^2*b^2*c*g*p*r*x+10496*a^2 *b^2*c*g*p*x^2+224*a^2*b^2*c*g*q^2*x+6344*a^2*b^2*c*g*q*r*x+17648*a^2*b^2*c*g*q *x^2+7664*a^2*b^2*c*g*r^2*x-29560*a^2*b^2*c*g*r*x^2-64672*a^2*b^2*c*g*x^3+2296* a^2*b^2*c*p^3*x+2416*a^2*b^2*c*p^2*q*x+6408*a^2*b^2*c*p^2*r*x-3496*a^2*b^2*c*p^ 2*x^2+472*a^2*b^2*c*p*q^2*x+5136*a^2*b^2*c*p*q*r*x+2632*a^2*b^2*c*p*q*x^2+4704* a^2*b^2*c*p*r^2*x-32272*a^2*b^2*c*p*r*x^2-34352*a^2*b^2*c*p*x^3+648*a^2*b^2*c*q ^2*r*x+3008*a^2*b^2*c*q^2*x^2+1840*a^2*b^2*c*q*r^2*x-15472*a^2*b^2*c*q*r*x^2-\ 30736*a^2*b^2*c*q*x^3+768*a^2*b^2*c*r^3*x-21504*a^2*b^2*c*r^2*x^2-5760*a^2*b^2* c*r*x^3+11968*a^2*b^2*c*x^4+992*a^2*b^2*g^3*p*x+92*a^2*b^2*g^3*q*x+1576*a^2*b^2 *g^3*r*x+5872*a^2*b^2*g^3*x^2+2424*a^2*b^2*g^2*p^2*x+1152*a^2*b^2*g^2*p*q*x+ 5436*a^2*b^2*g^2*p*r*x+6216*a^2*b^2*g^2*p*x^2+40*a^2*b^2*g^2*q^2*x+1788*a^2*b^2 *g^2*q*r*x+6804*a^2*b^2*g^2*q*x^2+2484*a^2*b^2*g^2*r^2*x-5364*a^2*b^2*g^2*r*x^2 -20880*a^2*b^2*g^2*x^3+1548*a^2*b^2*g*p^3*x+1532*a^2*b^2*g*p^2*q*x+4408*a^2*b^2 *g*p^2*r*x-912*a^2*b^2*g*p^2*x^2+264*a^2*b^2*g*p*q^2*x+3360*a^2*b^2*g*p*q*r*x+ 3404*a^2*b^2*g*p*q*x^2+3348*a^2*b^2*g*p*r^2*x-19348*a^2*b^2*g*p*r*x^2-25436*a^2 *b^2*g*p*x^3+392*a^2*b^2*g*q^2*r*x+2340*a^2*b^2*g*q^2*x^2+1288*a^2*b^2*g*q*r^2* x-8680*a^2*b^2*g*q*r*x^2-22052*a^2*b^2*g*q*x^3+576*a^2*b^2*g*r^3*x-14856*a^2*b^ 2*g*r^2*x^2-10320*a^2*b^2*g*r*x^3+7080*a^2*b^2*g*x^4+296*a^2*b^2*p^4*x+448*a^2* b^2*p^3*q*x+1056*a^2*b^2*p^3*r*x-932*a^2*b^2*p^3*x^2+152*a^2*b^2*p^2*q^2*x+1208 *a^2*b^2*p^2*q*r*x-676*a^2*b^2*p^2*q*x^2+1120*a^2*b^2*p^2*r^2*x-7732*a^2*b^2*p^ 2*r*x^2-5904*a^2*b^2*p^2*x^3+296*a^2*b^2*p*q^2*r*x+476*a^2*b^2*p*q^2*x^2+720*a^ 2*b^2*p*q*r^2*x-8496*a^2*b^2*p*q*r*x^2-10688*a^2*b^2*p*q*x^3+360*a^2*b^2*p*r^3* x-8784*a^2*b^2*p*r^2*x^2+1740*a^2*b^2*p*r*x^3+4784*a^2*b^2*p*x^4+220*a^2*b^2*q^ 3*x^2+64*a^2*b^2*q^2*r^2*x-1900*a^2*b^2*q^2*r*x^2-4784*a^2*b^2*q^2*x^3+24*a^2*b ^2*q*r^3*x-5364*a^2*b^2*q*r^2*x^2-12*a^2*b^2*q*r*x^3+4784*a^2*b^2*q*x^4-2016*a^ 2*b^2*r^3*x^2+7488*a^2*b^2*r^2*x^3+3984*a^2*b^2*r*x^4+960*a^2*b*c^5*x+3488*a^2* b*c^4*g*x+4416*a^2*b*c^4*p*x+1120*a^2*b*c^4*q*x+5568*a^2*b*c^4*r*x+4512*a^2*b*c ^4*x^2+4240*a^2*b*c^3*g^2*x+13280*a^2*b*c^3*g*p*x+3056*a^2*b*c^3*g*q*x+17120*a^ 2*b*c^3*g*r*x+19520*a^2*b*c^3*g*x^2+5584*a^2*b*c^3*p^2*x+3936*a^2*b*c^3*p*q*x+ 11536*a^2*b*c^3*p*r*x-2256*a^2*b*c^3*p*x^2+416*a^2*b*c^3*q^2*x+5296*a^2*b*c^3*q *r*x+6704*a^2*b*c^3*q*x^2+4960*a^2*b*c^3*r^2*x-25824*a^2*b*c^3*r*x^2-33520*a^2* b*c^3*x^3+2104*a^2*b*c^2*g^3*x+12912*a^2*b*c^2*g^2*p*x+2648*a^2*b*c^2*g^2*q*x+ 17176*a^2*b*c^2*g^2*r*x+27168*a^2*b*c^2*g^2*x^2+13032*a^2*b*c^2*g*p^2*x+8544*a^ 2*b*c^2*g*p*q*x+27504*a^2*b*c^2*g*p*r*x+2928*a^2*b*c^2*g*p*x^2+768*a^2*b*c^2*g* q^2*x+11760*a^2*b*c^2*g*q*r*x+19792*a^2*b*c^2*g*q*x^2+12016*a^2*b*c^2*g*r^2*x-\ 52696*a^2*b*c^2*g*r*x^2-82256*a^2*b*c^2*g*x^3+3032*a^2*b*c^2*p^3*x+3672*a^2*b*c ^2*p^2*q*x+8520*a^2*b*c^2*p^2*r*x-6504*a^2*b*c^2*p^2*x^2+1128*a^2*b*c^2*p*q^2*x +7968*a^2*b*c^2*p*q*r*x-184*a^2*b*c^2*p*q*x^2+6832*a^2*b*c^2*p*r^2*x-41408*a^2* b*c^2*p*r*x^2-35968*a^2*b*c^2*p*x^3+48*a^2*b*c^2*q^3*x+1560*a^2*b*c^2*q^2*r*x+ 3248*a^2*b*c^2*q^2*x^2+3240*a^2*b*c^2*q*r^2*x-22056*a^2*b*c^2*q*r*x^2-32872*a^2 *b*c^2*q*x^3+1488*a^2*b*c^2*r^3*x-25760*a^2*b*c^2*r^2*x^2+920*a^2*b*c^2*r*x^3+ 13960*a^2*b*c^2*x^4+368*a^2*b*c*g^4*x+4808*a^2*b*c*g^3*p*x+828*a^2*b*c*g^3*q*x+ 6732*a^2*b*c*g^3*r*x+15108*a^2*b*c*g^3*x^2+8896*a^2*b*c*g^2*p^2*x+5392*a^2*b*c* g^2*p*q*x+19280*a^2*b*c*g^2*p*r*x+9244*a^2*b*c*g^2*p*x^2+404*a^2*b*c*g^2*q^2*x+ 7744*a^2*b*c*g^2*q*r*x+17340*a^2*b*c*g^2*q*x^2+8720*a^2*b*c*g^2*r^2*x-28512*a^2 *b*c*g^2*r*x^2-59624*a^2*b*c*g^2*x^3+4804*a^2*b*c*g*p^3*x+5584*a^2*b*c*g*p^2*q* x+13736*a^2*b*c*g*p^2*r*x-7128*a^2*b*c*g*p^2*x^2+1516*a^2*b*c*g*p*q^2*x+12328*a ^2*b*c*g*p*q*r*x+3824*a^2*b*c*g*p*q*x^2+11104*a^2*b*c*g*p*r^2*x-60932*a^2*b*c*g *p*r*x^2-61396*a^2*b*c*g*p*x^3+48*a^2*b*c*g*q^3*x+2164*a^2*b*c*g*q^2*r*x+5960*a ^2*b*c*g*q^2*x^2+5100*a^2*b*c*g*q*r^2*x-30644*a^2*b*c*g*q*r*x^2-54792*a^2*b*c*g *q*x^3+2404*a^2*b*c*g*r^3*x-41132*a^2*b*c*g*r^2*x^2-10512*a^2*b*c*g*r*x^3+20252 *a^2*b*c*g*x^4+764*a^2*b*c*p^4*x+1336*a^2*b*c*p^3*q*x+2784*a^2*b*c*p^3*r*x-2796 *a^2*b*c*p^3*x^2+708*a^2*b*c*p^2*q^2*x+3840*a^2*b*c*p^2*q*r*x-3052*a^2*b*c*p^2* q*x^2+3268*a^2*b*c*p^2*r^2*x-19400*a^2*b*c*p^2*r*x^2-11984*a^2*b*c*p^2*x^3+96*a ^2*b*c*p*q^3*x+1540*a^2*b*c*p*q^2*r*x+424*a^2*b*c*p*q^2*x^2+2832*a^2*b*c*p*q*r^ 2*x-23156*a^2*b*c*p*q*r*x^2-22060*a^2*b*c*p*q*x^3+1392*a^2*b*c*p*r^3*x-21620*a^ 2*b*c*p*r^2*x^2+7812*a^2*b*c*p*r*x^3+10332*a^2*b*c*p*x^4+132*a^2*b*c*q^3*r*x+ 608*a^2*b*c*q^3*x^2+540*a^2*b*c*q^2*r^2*x-5844*a^2*b*c*q^2*r*x^2-10356*a^2*b*c* q^2*x^3+456*a^2*b*c*q*r^3*x-14088*a^2*b*c*q*r^2*x^2+3428*a^2*b*c*q*r*x^3+10212* a^2*b*c*q*x^4+144*a^2*b*c*r^4*x-5580*a^2*b*c*r^3*x^2+16460*a^2*b*c*r^2*x^3+6360 *a^2*b*c*r*x^4+560*a^2*b*g^4*p*x+64*a^2*b*g^4*q*x+864*a^2*b*g^4*r*x+2920*a^2*b* g^4*x^2+1792*a^2*b*g^3*p^2*x+984*a^2*b*g^3*p*q*x+4030*a^2*b*g^3*p*r*x+3948*a^2* b*g^3*p*x^2+56*a^2*b*g^3*q^2*x+1526*a^2*b*g^3*q*r*x+4654*a^2*b*g^3*q*x^2+1926*a ^2*b*g^3*r^2*x-3518*a^2*b*g^3*r*x^2-13076*a^2*b*g^3*x^3+1684*a^2*b*g^2*p^3*x+ 1878*a^2*b*g^2*p^2*q*x+4916*a^2*b*g^2*p^2*r*x-1100*a^2*b*g^2*p^2*x^2+456*a^2*b* g^2*p*q^2*x+4276*a^2*b*g^2*p*q*r*x+3124*a^2*b*g^2*p*q*x^2+4068*a^2*b*g^2*p*r^2* x-19058*a^2*b*g^2*p*r*x^2-23506*a^2*b*g^2*p*x^3+10*a^2*b*g^2*q^3*x+692*a^2*b*g^ 2*q^2*r*x+2508*a^2*b*g^2*q^2*x^2+1846*a^2*b*g^2*q*r^2*x-8890*a^2*b*g^2*q*r*x^2-\ 20456*a^2*b*g^2*q*x^3+900*a^2*b*g^2*r^3*x-14616*a^2*b*g^2*r^2*x^2-9426*a^2*b*g^ 2*r*x^3+6198*a^2*b*g^2*x^4+616*a^2*b*g*p^4*x+1044*a^2*b*g*p^3*q*x+2276*a^2*b*g* p^3*r*x-1856*a^2*b*g*p^3*x^2+504*a^2*b*g*p^2*q^2*x+3032*a^2*b*g*p^2*q*r*x-1626* a^2*b*g*p^2*q*x^2+2676*a^2*b*g*p^2*r^2*x-14846*a^2*b*g*p^2*r*x^2-10562*a^2*b*g* p^2*x^3+56*a^2*b*g*p*q^3*x+1114*a^2*b*g*p*q^2*r*x+786*a^2*b*g*p*q^2*x^2+2240*a^ 2*b*g*p*q*r^2*x-17262*a^2*b*g*p*q*r*x^2-19158*a^2*b*g*p*q*x^3+1124*a^2*b*g*p*r^ 3*x-17482*a^2*b*g*p*r^2*x^2+2688*a^2*b*g*p*r*x^3+8038*a^2*b*g*p*x^4+82*a^2*b*g* q^3*r*x+520*a^2*b*g*q^3*x^2+398*a^2*b*g*q^2*r^2*x-4166*a^2*b*g*q^2*r*x^2-8736*a ^2*b*g*q^2*x^3+348*a^2*b*g*q*r^3*x-11340*a^2*b*g*q*r^2*x^2-370*a^2*b*g*q*r*x^3+ 7978*a^2*b*g*q*x^4+108*a^2*b*g*r^4*x-4644*a^2*b*g*r^3*x^2+12756*a^2*b*g*r^2*x^3 +6600*a^2*b*g*r*x^4+72*a^2*b*p^5*x+174*a^2*b*p^4*q*x+330*a^2*b*p^4*r*x-360*a^2* b*p^4*x^2+132*a^2*b*p^3*q^2*x+636*a^2*b*p^3*q*r*x-714*a^2*b*p^3*q*x^2+516*a^2*b *p^3*r^2*x-2832*a^2*b*p^3*r*x^2-1208*a^2*b*p^3*x^3+30*a^2*b*p^2*q^3*x+366*a^2*b *p^2*q^2*r*x-314*a^2*b*p^2*q^2*x^2+678*a^2*b*p^2*q*r^2*x-5350*a^2*b*p^2*q*r*x^2 -3438*a^2*b*p^2*q*x^3+330*a^2*b*p^2*r^3*x-4436*a^2*b*p^2*r^2*x^2+2538*a^2*b*p^2 *r*x^3+1766*a^2*b*p^2*x^4+60*a^2*b*p*q^3*r*x+74*a^2*b*p*q^3*x^2+216*a^2*b*p*q^2 *r^2*x-2982*a^2*b*p*q^2*r*x^2-3252*a^2*b*p*q^2*x^3+216*a^2*b*p*q*r^3*x-5652*a^2 *b*p*q*r^2*x^2+3594*a^2*b*p*q*r*x^3+3532*a^2*b*p*q*x^4+72*a^2*b*p*r^4*x-2160*a^ 2*b*p*r^3*x^2+6526*a^2*b*p*r^2*x^3+1572*a^2*b*p*r*x^4+34*a^2*b*q^4*x^2+12*a^2*b *q^3*r^2*x-464*a^2*b*q^3*r*x^2-1022*a^2*b*q^3*x^3+6*a^2*b*q^2*r^3*x-1680*a^2*b* q^2*r^2*x^2+1056*a^2*b*q^2*r*x^3+1766*a^2*b*q^2*x^4-1170*a^2*b*q*r^3*x^2+5526*a ^2*b*q*r^2*x^3+1572*a^2*b*q*r*x^4-216*a^2*b*r^4*x^2+2272*a^2*b*r^3*x^3-864*a^2* b*r^2*x^4+480*a^2*c^5*g*x+256*a^2*c^5*p*x+128*a^2*c^5*r*x-64*a^2*c^5*x^2+1264*a ^2*c^4*g^2*x+2816*a^2*c^4*g*p*x+560*a^2*c^4*g*q*x+3088*a^2*c^4*g*r*x+2240*a^2*c ^4*g*x^2+784*a^2*c^4*p^2*x+128*a^2*c^4*p*q*x+1248*a^2*c^4*p*r*x-128*a^2*c^4*p*x ^2+64*a^2*c^4*q*r*x+64*a^2*c^4*q*x^2+560*a^2*c^4*r^2*x-784*a^2*c^4*r*x^2-3104*a ^2*c^4*x^3+1176*a^2*c^3*g^3*x+5440*a^2*c^3*g^2*p*x+1176*a^2*c^3*g^2*q*x+6592*a^ 2*c^3*g^2*r*x+7008*a^2*c^3*g^2*x^2+4344*a^2*c^3*g*p^2*x+2272*a^2*c^3*g*p*q*x+ 8352*a^2*c^3*g*p*r*x-712*a^2*c^3*g*p*x^2+208*a^2*c^3*g*q^2*x+2800*a^2*c^3*g*q*r *x+3568*a^2*c^3*g*q*x^2+3672*a^2*c^3*g*r^2*x-13872*a^2*c^3*g*r*x^2-22200*a^2*c^ 3*g*x^3+816*a^2*c^3*p^3*x+312*a^2*c^3*p^2*q*x+2152*a^2*c^3*p^2*r*x-176*a^2*c^3* p^2*x^2+480*a^2*c^3*p*q*r*x+64*a^2*c^3*p*q*x^2+1936*a^2*c^3*p*r^2*x-3016*a^2*c^ 3*p*r*x^2-5856*a^2*c^3*p*x^3+48*a^2*c^3*q^2*x^2+216*a^2*c^3*q*r^2*x-424*a^2*c^3 *q*r*x^2-2784*a^2*c^3*q*x^3+584*a^2*c^3*r^3*x-1496*a^2*c^3*r^2*x^2-280*a^2*c^3* r*x^3+2280*a^2*c^3*x^4+468*a^2*c^2*g^4*x+3896*a^2*c^2*g^3*p*x+812*a^2*c^2*g^3*q *x+4996*a^2*c^2*g^3*r*x+7400*a^2*c^2*g^3*x^2+5928*a^2*c^2*g^2*p^2*x+3568*a^2*c^ 2*g^2*p*q*x+12160*a^2*c^2*g^2*p*r*x+1516*a^2*c^2*g^2*p*x^2+324*a^2*c^2*g^2*q^2* x+4712*a^2*c^2*g^2*q*r*x+7376*a^2*c^2*g^2*q*x^2+5480*a^2*c^2*g^2*r^2*x-19484*a^ 2*c^2*g^2*r*x^2-32672*a^2*c^2*g^2*x^3+2760*a^2*c^2*g*p^3*x+2404*a^2*c^2*g*p^2*q *x+7728*a^2*c^2*g*p^2*r*x-2892*a^2*c^2*g*p^2*x^2+564*a^2*c^2*g*p*q^2*x+4880*a^2 *c^2*g*p*q*r*x+312*a^2*c^2*g*p*q*x^2+6684*a^2*c^2*g*p*r^2*x-23820*a^2*c^2*g*p*r *x^2-25804*a^2*c^2*g*p*x^3+24*a^2*c^2*g*q^3*x+780*a^2*c^2*g*q^2*r*x+1736*a^2*c^ 2*g*q^2*x^2+2028*a^2*c^2*g*q*r^2*x-11444*a^2*c^2*g*q*r*x^2-20372*a^2*c^2*g*q*x^ 3+1772*a^2*c^2*g*r^3*x-14520*a^2*c^2*g*r^2*x^2-480*a^2*c^2*g*r*x^3+9636*a^2*c^2 *g*x^4+356*a^2*c^2*p^4*x+224*a^2*c^2*p^3*q*x+1296*a^2*c^2*p^3*r*x-112*a^2*c^2*p ^3*x^2+536*a^2*c^2*p^2*q*r*x-92*a^2*c^2*p^2*q*x^2+1668*a^2*c^2*p^2*r^2*x-2824*a ^2*c^2*p^2*r*x^2-3528*a^2*c^2*p^2*x^3+32*a^2*c^2*p*q^2*x^2+432*a^2*c^2*p*q*r^2* x-1624*a^2*c^2*p*q*r*x^2-3468*a^2*c^2*p*q*x^3+872*a^2*c^2*p*r^3*x-3488*a^2*c^2* p*r^2*x^2-352*a^2*c^2*p*r*x^3+2280*a^2*c^2*p*x^4-56*a^2*c^2*q^2*r*x^2-752*a^2*c ^2*q^2*x^3+112*a^2*c^2*q*r^3*x-888*a^2*c^2*q*r^2*x^2-32*a^2*c^2*q*r*x^3+1636*a^ 2*c^2*q*x^4+144*a^2*c^2*r^4*x-1188*a^2*c^2*r^3*x^2+1532*a^2*c^2*r^2*x^3+1184*a^ 2*c^2*r*x^4+68*a^2*c*g^5*x+1144*a^2*c*g^4*p*x+210*a^2*c*g^4*q*x+1556*a^2*c*g^4* r*x+3284*a^2*c*g^4*x^2+2864*a^2*c*g^3*p^2*x+1752*a^2*c*g^3*p*q*x+6130*a^2*c*g^3 *p*r*x+2664*a^2*c*g^3*p*x^2+146*a^2*c*g^3*q^2*x+2450*a^2*c*g^3*q*r*x+4910*a^2*c *g^3*q*x^2+2866*a^2*c*g^3*r^2*x-7918*a^2*c*g^3*r*x^2-16926*a^2*c*g^3*x^3+2408*a ^2*c*g^2*p^3*x+2508*a^2*c*g^2*p^2*q*x+6990*a^2*c*g^2*p^2*r*x-2262*a^2*c*g^2*p^2 *x^2+640*a^2*c*g^2*p*q^2*x+5400*a^2*c*g^2*p*q*r*x+1602*a^2*c*g^2*p*q*x^2+6084*a ^2*c*g^2*p*r^2*x-23190*a^2*c*g^2*p*r*x^2-25288*a^2*c*g^2*p*x^3+24*a^2*c*g^2*q^3 *x+920*a^2*c*g^2*q^2*r*x+2308*a^2*c*g^2*q^2*x^2+2330*a^2*c*g^2*q*r^2*x-11526*a^ 2*c*g^2*q*r*x^2-21416*a^2*c*g^2*q*x^3+1570*a^2*c*g^2*r^3*x-15660*a^2*c*g^2*r^2* x^2-4414*a^2*c*g^2*r*x^3+8072*a^2*c*g^2*x^4+748*a^2*c*g*p^4*x+932*a^2*c*g*p^3*q *x+2788*a^2*c*g*p^3*r*x-1348*a^2*c*g*p^3*x^2+354*a^2*c*g*p^2*q^2*x+2564*a^2*c*g *p^2*q*r*x-1474*a^2*c*g*p^2*q*x^2+3504*a^2*c*g*p^2*r^2*x-11972*a^2*c*g*p^2*r*x^ 2-9230*a^2*c*g*p^2*x^3+48*a^2*c*g*p*q^3*x+770*a^2*c*g*p*q^2*r*x+272*a^2*c*g*p*q ^2*x^2+1944*a^2*c*g*p*q*r^2*x-13002*a^2*c*g*p*q*r*x^2-14410*a^2*c*g*p*q*x^3+ 1716*a^2*c*g*p*r^3*x-13918*a^2*c*g*p*r^2*x^2+3140*a^2*c*g*p*r*x^3+7064*a^2*c*g* p*x^4+66*a^2*c*g*q^3*r*x+304*a^2*c*g*q^3*x^2+270*a^2*c*g*q^2*r^2*x-2974*a^2*c*g *q^2*r*x^2-5934*a^2*c*g*q^2*x^3+368*a^2*c*g*q*r^3*x-7848*a^2*c*g*q*r^2*x^2+1478 *a^2*c*g*q*r*x^3+6538*a^2*c*g*q*x^4+252*a^2*c*g*r^4*x-3906*a^2*c*g*r^3*x^2+9494 *a^2*c*g*r^2*x^3+4360*a^2*c*g*r*x^4+56*a^2*c*p^5*x+50*a^2*c*p^4*q*x+258*a^2*c*p ^4*r*x-24*a^2*c*p^4*x^2+156*a^2*c*p^3*q*r*x-54*a^2*c*p^3*q*x^2+420*a^2*c*p^3*r^ 2*x-756*a^2*c*p^3*r*x^2-688*a^2*c*p^3*x^3-20*a^2*c*p^2*q^2*x^2+162*a^2*c*p^2*q* r^2*x-820*a^2*c*p^2*q*r*x^2-1038*a^2*c*p^2*q*x^3+290*a^2*c*p^2*r^3*x-1472*a^2*c *p^2*r^2*x^2-106*a^2*c*p^2*r*x^3+570*a^2*c*p^2*x^4-190*a^2*c*p*q^2*r*x^2-438*a^ 2*c*p*q^2*x^3+56*a^2*c*p*q*r^3*x-960*a^2*c*p*q*r^2*x^2+94*a^2*c*p*q*r*x^3+818*a ^2*c*p*q*x^4+72*a^2*c*p*r^4*x-972*a^2*c*p*r^3*x^2+982*a^2*c*p*r^2*x^3+592*a^2*c *p*r*x^4-60*a^2*c*q^3*x^3-120*a^2*c*q^2*r^2*x^2+36*a^2*c*q^2*r*x^3+260*a^2*c*q^ 2*x^4-324*a^2*c*q*r^3*x^2+504*a^2*c*q*r^2*x^3+252*a^2*c*q*r*x^4-216*a^2*c*r^4*x ^2+360*a^2*c*r^3*x^3-144*a^2*c*r^2*x^4+110*a^2*g^5*p*x+14*a^2*g^5*q*x+164*a^2*g ^5*r*x+526*a^2*g^5*x^2+444*a^2*g^4*p^2*x+260*a^2*g^4*p*q*x+991*a^2*g^4*p*r*x+ 872*a^2*g^4*p*x^2+18*a^2*g^4*q^2*x+393*a^2*g^4*q*r*x+1053*a^2*g^4*q*x^2+487*a^2 *g^4*r^2*x-773*a^2*g^4*r*x^2-2876*a^2*g^4*x^3+582*a^2*g^3*p^3*x+644*a^2*g^3*p^2 *q*x+1739*a^2*g^3*p^2*r*x-244*a^2*g^3*p^2*x^2+162*a^2*g^3*p*q^2*x+1452*a^2*g^3* p*q*r*x+913*a^2*g^3*p*q*x^2+1548*a^2*g^3*p*r^2*x-5361*a^2*g^3*p*r*x^2-6786*a^2* g^3*p*x^3+5*a^2*g^3*q^3*x+248*a^2*g^3*q^2*r*x+751*a^2*g^3*q^2*x^2+660*a^2*g^3*q *r^2*x-2538*a^2*g^3*q*r*x^2-5792*a^2*g^3*q*x^3+405*a^2*g^3*r^3*x-4116*a^2*g^3*r ^2*x^2-2650*a^2*g^3*r*x^3+1734*a^2*g^3*x^4+328*a^2*g^2*p^4*x+486*a^2*g^2*p^3*q* x+1248*a^2*g^2*p^3*r*x-642*a^2*g^2*p^3*x^2+214*a^2*g^2*p^2*q^2*x+1402*a^2*g^2*p ^2*q*r*x-595*a^2*g^2*p^2*q*x^2+1576*a^2*g^2*p^2*r^2*x-5920*a^2*g^2*p^2*r*x^2-\ 4542*a^2*g^2*p^2*x^3+28*a^2*g^2*p*q^3*x+483*a^2*g^2*p*q^2*r*x+296*a^2*g^2*p*q^2 *x^2+1096*a^2*g^2*p*q*r^2*x-6813*a^2*g^2*p*q*r*x^2-7730*a^2*g^2*p*q*x^3+764*a^2 *g^2*p*r^3*x-7227*a^2*g^2*p*r^2*x^2+614*a^2*g^2*p*r*x^3+3202*a^2*g^2*p*x^4+41*a ^2*g^2*q^3*r*x+205*a^2*g^2*q^3*x^2+183*a^2*g^2*q^2*r^2*x-1620*a^2*g^2*q^2*r*x^2 -3362*a^2*g^2*q^2*x^3+210*a^2*g^2*q*r^3*x-4509*a^2*g^2*q*r^2*x^2-292*a^2*g^2*q* r*x^3+3100*a^2*g^2*q*x^4+108*a^2*g^2*r^4*x-2079*a^2*g^2*r^3*x^2+4755*a^2*g^2*r^ 2*x^3+2598*a^2*g^2*r*x^4+64*a^2*g*p^5*x+112*a^2*g*p^4*q*x+294*a^2*g*p^4*r*x-192 *a^2*g*p^4*x^2+66*a^2*g*p^3*q^2*x+396*a^2*g*p^3*q*r*x-384*a^2*g*p^3*q*x^2+468*a ^2*g*p^3*r^2*x-1794*a^2*g*p^3*r*x^2-948*a^2*g*p^3*x^3+15*a^2*g*p^2*q^3*x+183*a^ 2*g*p^2*q^2*r*x-167*a^2*g*p^2*q^2*x^2+420*a^2*g*p^2*q*r^2*x-3085*a^2*g*p^2*q*r* x^2-2238*a^2*g*p^2*q*x^3+310*a^2*g*p^2*r^3*x-2954*a^2*g*p^2*r^2*x^2+1216*a^2*g* p^2*r*x^3+1168*a^2*g*p^2*x^4+30*a^2*g*p*q^3*r*x+37*a^2*g*p*q^3*x^2+108*a^2*g*p* q^2*r^2*x-1586*a^2*g*p*q^2*r*x^2-1845*a^2*g*p*q^2*x^3+136*a^2*g*p*q*r^3*x-3306* a^2*g*p*q*r^2*x^2+1844*a^2*g*p*q*r*x^3+2175*a^2*g*p*q*x^4+72*a^2*g*p*r^4*x-1566 *a^2*g*p*r^3*x^2+3754*a^2*g*p*r^2*x^3+1082*a^2*g*p*r*x^4+17*a^2*g*q^4*x^2+6*a^2 *g*q^3*r^2*x-232*a^2*g*q^3*r*x^2-541*a^2*g*q^3*x^3+3*a^2*g*q^2*r^3*x-900*a^2*g* q^2*r^2*x^2+546*a^2*g*q^2*r*x^3+1013*a^2*g*q^2*x^4-747*a^2*g*q*r^3*x^2+3015*a^2 *g*q*r^2*x^3+912*a^2*g*q*r*x^4-216*a^2*g*r^4*x^2+1316*a^2*g*r^3*x^3-504*a^2*g*r ^2*x^4+224*a*b^5*c*x^2+208*a*b^5*g*x^2+64*a*b^5*p*x^2-80*a*b^5*r*x^2-448*a*b^5* x^3+192*a*b^4*c^3*x+256*a*b^4*c^2*g*x+416*a*b^4*c^2*p*x+576*a*b^4*c^2*r*x+2016* a*b^4*c^2*x^2+80*a*b^4*c*g^2*x+448*a*b^4*c*g*p*x+656*a*b^4*c*g*r*x+3248*a*b^4*c *g*x^2+240*a*b^4*c*p^2*x+480*a*b^4*c*p*r*x+864*a*b^4*c*p*x^2+768*a*b^4*c*q*x^2+ 96*a*b^4*c*r^2*x-1904*a*b^4*c*r*x^2-5520*a*b^4*c*x^3+88*a*b^4*g^2*p*x+160*a*b^4 *g^2*r*x+1240*a*b^4*g^2*x^2+160*a*b^4*g*p^2*x+336*a*b^4*g*p*r*x+976*a*b^4*g*p*x ^2+664*a*b^4*g*q*x^2+96*a*b^4*g*r^2*x-864*a*b^4*g*r*x^2-4112*a*b^4*g*x^3+40*a*b ^4*p^3*x+72*a*b^4*p^2*r*x-32*a*b^4*p^2*x^2+184*a*b^4*p*q*x^2-1048*a*b^4*p*r*x^2 -2104*a*b^4*p*x^3-392*a*b^4*q*r*x^2-1664*a*b^4*q*x^3-24*a*b^4*r^3*x-776*a*b^4*r ^2*x^2-880*a*b^4*r*x^3+840*a*b^4*x^4+768*a*b^3*c^4*x+1664*a*b^3*c^3*g*x+2272*a* b^3*c^3*p*x+320*a*b^3*c^3*q*x+3104*a*b^3*c^3*r*x+5472*a*b^3*c^3*x^2+1120*a*b^3* c^2*g^2*x+4080*a*b^3*c^2*g*p*x+448*a*b^3*c^2*g*q*x+5696*a*b^3*c^2*g*r*x+13248*a *b^3*c^2*g*x^2+1984*a*b^3*c^2*p^2*x+800*a*b^3*c^2*p*q*x+4240*a*b^3*c^2*p*r*x+ 2272*a*b^3*c^2*p*x^2+1104*a*b^3*c^2*q*r*x+4496*a*b^3*c^2*q*x^2+1392*a*b^3*c^2*r ^2*x-11520*a*b^3*c^2*r*x^2-21328*a*b^3*c^2*x^3+240*a*b^3*c*g^3*x+2056*a*b^3*c*g ^2*p*x+160*a*b^3*c*g^2*q*x+3088*a*b^3*c*g^2*r*x+10160*a*b^3*c*g^2*x^2+2640*a*b^ 3*c*g*p^2*x+896*a*b^3*c*g*p*q*x+5728*a*b^3*c*g*p*r*x+5608*a*b^3*c*g*p*x^2+1312* a*b^3*c*g*q*r*x+7088*a*b^3*c*g*q*x^2+2032*a*b^3*c*g*r^2*x-12752*a*b^3*c*g*r*x^2 -31704*a*b^3*c*g*x^3+664*a*b^3*c*p^3*x+480*a*b^3*c*p^2*q*x+1736*a*b^3*c*p^2*r*x -848*a*b^3*c*p^2*x^2+960*a*b^3*c*p*q*r*x+1632*a*b^3*c*p*q*x^2+928*a*b^3*c*p*r^2 *x-11568*a*b^3*c*p*r*x^2-15032*a*b^3*c*p*x^3+872*a*b^3*c*q^2*x^2+192*a*b^3*c*q* r^2*x-5200*a*b^3*c*q*r*x^2-13448*a*b^3*c*q*x^3-24*a*b^3*c*r^3*x-7696*a*b^3*c*r^ 2*x^2-2736*a*b^3*c*r*x^3+6176*a*b^3*c*x^4+276*a*b^3*g^3*p*x+8*a*b^3*g^3*q*x+496 *a*b^3*g^3*r*x+2488*a*b^3*g^3*x^2+744*a*b^3*g^2*p^2*x+200*a*b^3*g^2*p*q*x+1704* a*b^3*g^2*p*r*x+2968*a*b^3*g^2*p*x^2+344*a*b^3*g^2*q*r*x+2664*a*b^3*g^2*q*x^2+ 680*a*b^3*g^2*r^2*x-2388*a*b^3*g^2*r*x^2-10512*a*b^3*g^2*x^3+492*a*b^3*g*p^3*x+ 328*a*b^3*g*p^2*q*x+1300*a*b^3*g*p^2*r*x-148*a*b^3*g*p^2*x^2+688*a*b^3*g*p*q*r* x+1688*a*b^3*g*p*q*x^2+752*a*b^3*g*p*r^2*x-7808*a*b^3*g*p*r*x^2-12332*a*b^3*g*p *x^3+716*a*b^3*g*q^2*x^2+176*a*b^3*g*q*r^2*x-3264*a*b^3*g*q*r*x^2-10532*a*b^3*g *q*x^3+4*a*b^3*g*r^3*x-6056*a*b^3*g*r^2*x^2-5112*a*b^3*g*r*x^3+4056*a*b^3*g*x^4 +72*a*b^3*p^4*x+72*a*b^3*p^3*q*x+216*a*b^3*p^3*r*x-300*a*b^3*p^3*x^2+144*a*b^3* p^2*q*r*x-116*a*b^3*p^2*q*x^2+144*a*b^3*p^2*r^2*x-2484*a*b^3*p^2*r*x^2-2432*a*b ^3*p^2*x^3+184*a*b^3*p*q^2*x^2-2416*a*b^3*p*q*r*x^2-4304*a*b^3*p*q*x^3-24*a*b^3 *p*r^3*x-2520*a*b^3*p*r^2*x^2+824*a*b^3*p*r*x^3+2392*a*b^3*p*x^4-500*a*b^3*q^2* r*x^2-1872*a*b^3*q^2*x^3-48*a*b^3*q*r^3*x-1448*a*b^3*q*r^2*x^2-52*a*b^3*q*r*x^3 +2392*a*b^3*q*x^4-24*a*b^3*r^4*x-336*a*b^3*r^3*x^2+3212*a*b^3*r^2*x^3+1992*a*b^ 3*r*x^4+960*a*b^2*c^5*x+3040*a*b^2*c^4*g*x+3616*a*b^2*c^4*p*x+832*a*b^2*c^4*q*x +4896*a*b^2*c^4*r*x+5472*a*b^2*c^4*x^2+3328*a*b^2*c^3*g^2*x+9888*a*b^2*c^3*g*p* x+1920*a*b^2*c^3*g*q*x+13472*a*b^2*c^3*g*r*x+19328*a*b^2*c^3*g*x^2+4064*a*b^2*c ^3*p^2*x+2688*a*b^2*c^3*p*q*x+8800*a*b^2*c^3*p*r*x+128*a*b^2*c^3*p*x^2+176*a*b^ 2*c^3*q^2*x+3712*a*b^2*c^3*q*r*x+7440*a*b^2*c^3*q*x^2+3344*a*b^2*c^3*r^2*x-\ 23376*a*b^2*c^3*r*x^2-32208*a*b^2*c^3*x^3+1528*a*b^2*c^2*g^3*x+8728*a*b^2*c^2*g ^2*p*x+1408*a*b^2*c^2*g^2*q*x+12264*a*b^2*c^2*g^2*r*x+23664*a*b^2*c^2*g^2*x^2+ 9144*a*b^2*c^2*g*p^2*x+5152*a*b^2*c^2*g*p*q*x+19944*a*b^2*c^2*g*p*r*x+6232*a*b^ 2*c^2*g*p*x^2+256*a*b^2*c^2*g*q^2*x+7304*a*b^2*c^2*g*q*r*x+18480*a*b^2*c^2*g*q* x^2+7864*a*b^2*c^2*g*r^2*x-44848*a*b^2*c^2*g*r*x^2-75856*a*b^2*c^2*g*x^3+1952*a *b^2*c^2*p^3*x+2336*a*b^2*c^2*p^2*q*x+5400*a*b^2*c^2*p^2*r*x-4600*a*b^2*c^2*p^2 *x^2+488*a*b^2*c^2*p*q^2*x+5040*a*b^2*c^2*p*q*r*x+2144*a*b^2*c^2*p*q*x^2+3592*a *b^2*c^2*p*r^2*x-33888*a*b^2*c^2*p*r*x^2-32280*a*b^2*c^2*p*x^3+672*a*b^2*c^2*q^ 2*r*x+3096*a*b^2*c^2*q^2*x^2+1632*a*b^2*c^2*q*r^2*x-17744*a*b^2*c^2*q*r*x^2-\ 31648*a*b^2*c^2*q*x^3+384*a*b^2*c^2*r^3*x-21080*a*b^2*c^2*r^2*x^2+712*a*b^2*c^2 *r*x^3+13960*a*b^2*c^2*x^4+252*a*b^2*c*g^4*x+2952*a*b^2*c*g^3*p*x+360*a*b^2*c*g ^3*q*x+4448*a*b^2*c*g^3*r*x+12132*a*b^2*c*g^3*x^2+5840*a*b^2*c*g^2*p^2*x+2848*a *b^2*c*g^2*p*q*x+13064*a*b^2*c*g^2*p*r*x+9516*a*b^2*c*g^2*p*x^2+100*a*b^2*c*g^2 *q^2*x+4304*a*b^2*c*g^2*q*r*x+14440*a*b^2*c*g^2*q*x^2+5428*a*b^2*c*g^2*r^2*x-\ 22992*a*b^2*c*g^2*r*x^2-53208*a*b^2*c*g^2*x^3+3200*a*b^2*c*g*p^3*x+3320*a*b^2*c *g*p^2*q*x+8956*a*b^2*c*g*p^2*r*x-4636*a*b^2*c*g*p^2*x^2+560*a*b^2*c*g*p*q^2*x+ 7280*a*b^2*c*g*p*q*r*x+5804*a*b^2*c*g*p*q*x^2+6208*a*b^2*c*g*p*r^2*x-48860*a*b^ 2*c*g*p*r*x^2-54904*a*b^2*c*g*p*x^3+820*a*b^2*c*g*q^2*r*x+4920*a*b^2*c*g*q^2*x^ 2+2480*a*b^2*c*g*q*r^2*x-23540*a*b^2*c*g*q*r*x^2-50492*a*b^2*c*g*q*x^3+788*a*b^ 2*c*g*r^3*x-33212*a*b^2*c*g*r^2*x^2-9888*a*b^2*c*g*r*x^3+20252*a*b^2*c*g*x^4+ 436*a*b^2*c*p^4*x+752*a*b^2*c*p^3*q*x+1464*a*b^2*c*p^3*r*x-2128*a*b^2*c*p^3*x^2 +300*a*b^2*c*p^2*q^2*x+2032*a*b^2*c*p^2*q*r*x-1604*a*b^2*c*p^2*q*x^2+1388*a*b^2 *c*p^2*r^2*x-14508*a*b^2*c*p^2*r*x^2-10140*a*b^2*c*p^2*x^3+600*a*b^2*c*p*q^2*r* x+932*a*b^2*c*p*q^2*x^2+1072*a*b^2*c*p*q*r^2*x-16568*a*b^2*c*p*q*r*x^2-19780*a* b^2*c*p*q*x^3+312*a*b^2*c*p*r^3*x-14916*a*b^2*c*p*r^2*x^2+7564*a*b^2*c*p*r*x^3+ 10212*a*b^2*c*p*x^4+408*a*b^2*c*q^3*x^2+120*a*b^2*c*q^2*r^2*x-4016*a*b^2*c*q^2* r*x^2-9648*a*b^2*c*q^2*x^3-48*a*b^2*c*q*r^3*x-9920*a*b^2*c*q*r^2*x^2+2508*a*b^2 *c*q*r*x^3+10332*a*b^2*c*q*x^4-48*a*b^2*c*r^4*x-2868*a*b^2*c*r^3*x^2+15220*a*b^ 2*c*r^2*x^3+6360*a*b^2*c*r*x^4+304*a*b^2*g^4*p*x+16*a*b^2*g^4*q*x+536*a*b^2*g^4 *r*x+2224*a*b^2*g^4*x^2+1092*a*b^2*g^3*p^2*x+448*a*b^2*g^3*p*q*x+2572*a*b^2*g^3 *p*r*x+3454*a*b^2*g^3*p*x^2+8*a*b^2*g^3*q^2*x+772*a*b^2*g^3*q*r*x+3582*a*b^2*g^ 3*q*x^2+1160*a*b^2*g^3*r^2*x-2684*a*b^2*g^3*r*x^2-11380*a*b^2*g^3*x^3+1098*a*b^ 2*g^2*p^3*x+1020*a*b^2*g^2*p^2*q*x+3124*a*b^2*g^2*p^2*r*x-468*a*b^2*g^2*p^2*x^2 +134*a*b^2*g^2*p*q^2*x+2336*a*b^2*g^2*p*q*r*x+3244*a*b^2*g^2*p*q*x^2+2250*a*b^2 *g^2*p*r^2*x-14860*a*b^2*g^2*p*r*x^2-20816*a*b^2*g^2*p*x^3+224*a*b^2*g^2*q^2*r* x+1876*a*b^2*g^2*q^2*x^2+860*a*b^2*g^2*q*r^2*x-6476*a*b^2*g^2*q*r*x^2-18246*a*b ^2*g^2*q*x^3+312*a*b^2*g^2*r^3*x-11646*a*b^2*g^2*r^2*x^2-8646*a*b^2*g^2*r*x^3+ 6198*a*b^2*g^2*x^4+376*a*b^2*g*p^4*x+592*a*b^2*g*p^3*q*x+1292*a*b^2*g*p^3*r*x-\ 1424*a*b^2*g*p^3*x^2+208*a*b^2*g*p^2*q^2*x+1612*a*b^2*g*p^2*q*r*x-804*a*b^2*g*p ^2*q*x^2+1276*a*b^2*g*p^2*r^2*x-11306*a*b^2*g*p^2*r*x^2-9152*a*b^2*g*p^2*x^3+ 436*a*b^2*g*p*q^2*r*x+942*a*b^2*g*p*q^2*x^2+896*a*b^2*g*p*q*r^2*x-12492*a*b^2*g *p*q*r*x^2-17042*a*b^2*g*p*q*x^3+324*a*b^2*g*p*r^3*x-12546*a*b^2*g*p*r^2*x^2+ 2794*a*b^2*g*p*r*x^3+7978*a*b^2*g*p*x^4+322*a*b^2*g*q^3*x^2+104*a*b^2*g*q^2*r^2 *x-2870*a*b^2*g*q^2*r*x^2-7894*a*b^2*g*q^2*x^3-20*a*b^2*g*q*r^3*x-8158*a*b^2*g* q*r^2*x^2-600*a*b^2*g*q*r*x^3+8038*a*b^2*g*q*x^4-36*a*b^2*g*r^4*x-2700*a*b^2*g* r^3*x^2+11820*a*b^2*g*r^2*x^3+6600*a*b^2*g*r*x^4+42*a*b^2*p^5*x+84*a*b^2*p^4*q* x+174*a*b^2*p^4*r*x-254*a*b^2*p^4*x^2+42*a*b^2*p^3*q^2*x+264*a*b^2*p^3*q*r*x-\ 430*a*b^2*p^3*q*x^2+222*a*b^2*p^3*r^2*x-1964*a*b^2*p^3*r*x^2-1034*a*b^2*p^3*x^3 +90*a*b^2*p^2*q^2*r*x-98*a*b^2*p^2*q^2*x^2+180*a*b^2*p^2*q*r^2*x-3396*a*b^2*p^2 *q*r*x^2-2916*a*b^2*p^2*q*x^3+90*a*b^2*p^2*r^3*x-2724*a*b^2*p^2*r^2*x^2+2280*a* b^2*p^2*r*x^3+1766*a*b^2*p^2*x^4+78*a*b^2*p*q^3*x^2-1678*a*b^2*p*q^2*r*x^2-2730 *a*b^2*p*q^2*x^3-24*a*b^2*p*q*r^3*x-3114*a*b^2*p*q*r^2*x^2+3078*a*b^2*p*q*r*x^3 +3532*a*b^2*p*q*x^4-846*a*b^2*p*r^3*x^2+5706*a*b^2*p*r^2*x^3+1572*a*b^2*p*r*x^4 -246*a*b^2*q^3*r*x^2-848*a*b^2*q^3*x^3-30*a*b^2*q^2*r^3*x-854*a*b^2*q^2*r^2*x^2 +798*a*b^2*q^2*r*x^3+1766*a*b^2*q^2*x^4-24*a*b^2*q*r^4*x-228*a*b^2*q*r^3*x^2+ 4706*a*b^2*q*r^2*x^3+1572*a*b^2*q*r*x^4+144*a*b^2*r^4*x^2+1888*a*b^2*r^3*x^3-\ 864*a*b^2*r^2*x^4+384*a*b*c^6*x+1824*a*b*c^5*g*x+1824*a*b*c^5*p*x+512*a*b*c^5*q *x+2400*a*b*c^5*r*x+1760*a*b*c^5*x^2+3056*a*b*c^4*g^2*x+7616*a*b*c^4*g*p*x+1872 *a*b*c^4*g*q*x+10048*a*b*c^4*g*r*x+9696*a*b*c^4*g*x^2+2560*a*b*c^4*p^2*x+2048*a *b*c^4*p*q*x+5408*a*b*c^4*p*r*x-1888*a*b*c^4*p*x^2+224*a*b*c^4*q^2*x+2816*a*b*c ^4*q*r*x+3584*a*b*c^4*q*x^2+2208*a*b*c^4*r^2*x-14800*a*b*c^4*r*x^2-17216*a*b*c^ 4*x^3+2328*a*b*c^3*g^3*x+10736*a*b*c^3*g^2*p*x+2328*a*b*c^3*g^2*q*x+14400*a*b*c ^3*g^2*r*x+18400*a*b*c^3*g^2*x^2+9176*a*b*c^3*g*p^2*x+6432*a*b*c^3*g*p*q*x+ 19560*a*b*c^3*g*p*r*x-1744*a*b*c^3*g*p*x^2+576*a*b*c^3*g*q^2*x+8936*a*b*c^3*g*q *r*x+14312*a*b*c^3*g*q*x^2+8104*a*b*c^3*g*r^2*x-46760*a*b*c^3*g*r*x^2-62976*a*b *c^3*g*x^3+1656*a*b*c^3*p^3*x+2280*a*b*c^3*p^2*q*x+4560*a*b*c^3*p^2*r*x-5032*a* b*c^3*p^2*x^2+776*a*b*c^3*p*q^2*x+5008*a*b*c^3*p*q*r*x-480*a*b*c^3*p*q*x^2+3376 *a*b*c^3*p*r^2*x-28120*a*b*c^3*p*r*x^2-22544*a*b*c^3*p*x^3+32*a*b*c^3*q^3*x+ 1080*a*b*c^3*q^2*r*x+2408*a*b*c^3*q^2*x^2+1896*a*b*c^3*q*r^2*x-16312*a*b*c^3*q* r*x^2-22896*a*b*c^3*q*x^3+592*a*b*c^3*r^3*x-16776*a*b*c^3*r^2*x^2+4256*a*b*c^3* r*x^3+10480*a*b*c^3*x^4+828*a*b*c^2*g^4*x+6504*a*b*c^2*g^3*p*x+1220*a*b*c^2*g^3 *q*x+9040*a*b*c^2*g^3*r*x+15672*a*b*c^2*g^3*x^2+10356*a*b*c^2*g^2*p^2*x+6480*a* b*c^2*g^2*p*q*x+22468*a*b*c^2*g^2*p*r*x+4748*a*b*c^2*g^2*p*x^2+472*a*b*c^2*g^2* q^2*x+9284*a*b*c^2*g^2*q*r*x+19064*a*b*c^2*g^2*q*x^2+9564*a*b*c^2*g^2*r^2*x-\ 45356*a*b*c^2*g^2*r*x^2-74592*a*b*c^2*g^2*x^3+4704*a*b*c^2*g*p^3*x+5864*a*b*c^2 *g*p^2*q*x+13160*a*b*c^2*g*p^2*r*x-10736*a*b*c^2*g*p^2*x^2+1652*a*b*c^2*g*p*q^2 *x+12976*a*b*c^2*g*p*q*r*x+2444*a*b*c^2*g*p*q*x^2+9912*a*b*c^2*g*p*r^2*x-72284* a*b*c^2*g*p*r*x^2-65664*a*b*c^2*g*p*x^3+48*a*b*c^2*g*q^3*x+2360*a*b*c^2*g*q^2*r *x+6700*a*b*c^2*g*q^2*x^2+4988*a*b*c^2*g*q*r^2*x-38576*a*b*c^2*g*q*r*x^2-62864* a*b*c^2*g*q*x^3+1800*a*b*c^2*g*r^3*x-45504*a*b*c^2*g*r^2*x^2+816*a*b*c^2*g*r*x^ 3+26792*a*b*c^2*g*x^4+576*a*b*c^2*p^4*x+1080*a*b*c^2*p^3*q*x+1980*a*b*c^2*p^3*r *x-2924*a*b*c^2*p^3*x^2+672*a*b*c^2*p^2*q^2*x+3068*a*b*c^2*p^2*q*r*x-3312*a*b*c ^2*p^2*q*x^2+2148*a*b*c^2*p^2*r^2*x-17904*a*b*c^2*p^2*r*x^2-10512*a*b*c^2*p^2*x ^3+96*a*b*c^2*p*q^3*x+1460*a*b*c^2*p*q^2*r*x+444*a*b*c^2*p*q^2*x^2+2056*a*b*c^2 *p*q*r^2*x-22664*a*b*c^2*p*q*r*x^2-20960*a*b*c^2*p*q*x^3+792*a*b*c^2*p*r^3*x-\ 18480*a*b*c^2*p*r^2*x^2+11452*a*b*c^2*p*r*x^3+11116*a*b*c^2*p*x^4+132*a*b*c^2*q ^3*r*x+676*a*b*c^2*q^3*x^2+468*a*b*c^2*q^2*r^2*x-6240*a*b*c^2*q^2*r*x^2-10944*a *b*c^2*q^2*x^3+216*a*b*c^2*q*r^3*x-13332*a*b*c^2*q*r^2*x^2+5780*a*b*c^2*q*r*x^3 +11116*a*b*c^2*q*x^4+48*a*b*c^2*r^4*x-4152*a*b*c^2*r^3*x^2+17280*a*b*c^2*r^2*x^ 3+5280*a*b*c^2*r*x^4+112*a*b*c*g^5*x+1690*a*b*c*g^4*p*x+250*a*b*c*g^4*q*x+2514* a*b*c*g^4*r*x+6170*a*b*c*g^4*x^2+4492*a*b*c*g^3*p^2*x+2512*a*b*c*g^3*p*q*x+ 10050*a*b*c*g^3*p*r*x+6056*a*b*c*g^3*p*x^2+140*a*b*c*g^3*q^2*x+3830*a*b*c*g^3*q *r*x+10340*a*b*c*g^3*q*x^2+4478*a*b*c*g^3*r^2*x-15472*a*b*c*g^3*r*x^2-34840*a*b *c*g^3*x^3+3730*a*b*c*g^2*p^3*x+4264*a*b*c*g^2*p^2*q*x+10602*a*b*c*g^2*p^2*r*x-\ 5582*a*b*c*g^2*p^2*x^2+1022*a*b*c*g^2*p*q^2*x+9648*a*b*c*g^2*p*q*r*x+5242*a*b*c *g^2*p*q*x^2+8144*a*b*c*g^2*p*r^2*x-51850*a*b*c*g^2*p*r*x^2-55176*a*b*c*g^2*p*x ^3+20*a*b*c*g^2*q^3*x+1544*a*b*c*g^2*q^2*r*x+5692*a*b*c*g^2*q^2*x^2+3830*a*b*c* g^2*q*r^2*x-25582*a*b*c*g^2*q*r*x^2-50480*a*b*c*g^2*q*x^3+1524*a*b*c*g^2*r^3*x-\ 35506*a*b*c*g^2*r^2*x^2-10224*a*b*c*g^2*r*x^3+19192*a*b*c*g^2*x^4+1116*a*b*c*g* p^4*x+2008*a*b*c*g*p^3*q*x+3918*a*b*c*g*p^3*r*x-4814*a*b*c*g*p^3*x^2+1060*a*b*c *g*p^2*q^2*x+5746*a*b*c*g*p^2*q*r*x-4540*a*b*c*g*p^2*q*x^2+4310*a*b*c*g*p^2*r^2 *x-32504*a*b*c*g*p^2*r*x^2-21348*a*b*c*g*p^2*x^3+112*a*b*c*g*p*q^3*x+2328*a*b*c *g*p*q^2*r*x+1574*a*b*c*g*p*q^2*x^2+3908*a*b*c*g*p*q*r^2*x-38926*a*b*c*g*p*q*r* x^2-40888*a*b*c*g*p*q*x^3+1604*a*b*c*g*p*r^3*x-35184*a*b*c*g*p*r^2*x^2+14368*a* b*c*g*p*r*x^3+19842*a*b*c*g*p*x^4+164*a*b*c*g*q^3*r*x+1162*a*b*c*g*q^3*x^2+756* a*b*c*g*q^2*r^2*x-9884*a*b*c*g*q^2*r*x^2-20028*a*b*c*g*q^2*x^3+436*a*b*c*g*q*r^ 3*x-24096*a*b*c*g*q*r^2*x^2+4856*a*b*c*g*q*r*x^3+19842*a*b*c*g*q*x^4+96*a*b*c*g *r^4*x-8340*a*b*c*g*r^3*x^2+30336*a*b*c*g*r^2*x^3+12288*a*b*c*g*r*x^4+108*a*b*c *p^5*x+246*a*b*c*p^4*q*x+462*a*b*c*p^4*r*x-676*a*b*c*p^4*x^2+210*a*b*c*p^3*q^2* x+852*a*b*c*p^3*q*r*x-1400*a*b*c*p^3*q*x^2+672*a*b*c*p^3*r^2*x-4840*a*b*c*p^3*r *x^2-2084*a*b*c*p^3*x^3+60*a*b*c*p^2*q^3*x+582*a*b*c*p^2*q^2*r*x-606*a*b*c*p^2* q^2*x^2+822*a*b*c*p^2*q*r^2*x-9388*a*b*c*p^2*q*r*x^2-6040*a*b*c*p^2*q*x^3+390*a *b*c*p^2*r^3*x-6948*a*b*c*p^2*r^2*x^2+5914*a*b*c*p^2*r*x^3+3730*a*b*c*p^2*x^4+ 120*a*b*c*p*q^3*r*x+166*a*b*c*p*q^3*x^2+304*a*b*c*p*q^2*r^2*x-5500*a*b*c*p*q^2* r*x^2-6160*a*b*c*p*q^2*x^3+192*a*b*c*p*q*r^3*x-9138*a*b*c*p*q*r^2*x^2+8616*a*b* c*p*q*r*x^3+7436*a*b*c*p*q*x^4+72*a*b*c*p*r^4*x-2844*a*b*c*p*r^3*x^2+12826*a*b* c*p*r^2*x^3+2532*a*b*c*p*r*x^4+68*a*b*c*q^4*x^2+24*a*b*c*q^3*r^2*x-946*a*b*c*q^ 3*r*x^2-2148*a*b*c*q^3*x^3-18*a*b*c*q^2*r^3*x-3042*a*b*c*q^2*r^2*x^2+2462*a*b*c *q^2*r*x^3+3730*a*b*c*q^2*x^4-24*a*b*c*q*r^4*x-1488*a*b*c*q*r^3*x^2+11078*a*b*c *q*r^2*x^3+2532*a*b*c*q*r*x^4-72*a*b*c*r^4*x^2+4160*a*b*c*r^3*x^3-2016*a*b*c*r^ 2*x^4+142*a*b*g^5*p*x+10*a*b*g^5*q*x+244*a*b*g^5*r*x+916*a*b*g^5*x^2+644*a*b*g^ 4*p^2*x+312*a*b*g^4*p*q*x+1515*a*b*g^4*p*r*x+1741*a*b*g^4*p*x^2+10*a*b*g^4*q^2* x+535*a*b*g^4*q*r*x+1969*a*b*g^4*q*x^2+723*a*b*g^4*r^2*x-1317*a*b*g^4*r*x^2-\ 5568*a*b*g^4*x^3+854*a*b*g^3*p^3*x+901*a*b*g^3*p^2*q*x+2480*a*b*g^3*p^2*r*x-459 *a*b*g^3*p^2*x^2+183*a*b*g^3*p*q^2*x+2132*a*b*g^3*p*q*r*x+2194*a*b*g^3*p*q*x^2+ 1966*a*b*g^3*p*r^2*x-10445*a*b*g^3*p*r*x^2-13766*a*b*g^3*p*x^3+2*a*b*g^3*q^3*x+ 308*a*b*g^3*q^2*r*x+1497*a*b*g^3*q^2*x^2+899*a*b*g^3*q*r^2*x-4640*a*b*g^3*q*r*x ^2-12098*a*b*g^3*q*x^3+386*a*b*g^3*r^3*x-8174*a*b*g^3*r^2*x^2-5720*a*b*g^3*r*x^ 3+3852*a*b*g^3*x^4+454*a*b*g^2*p^4*x+782*a*b*g^2*p^3*q*x+1619*a*b*g^2*p^3*r*x-\ 1609*a*b*g^2*p^3*x^2+366*a*b*g^2*p^2*q^2*x+2267*a*b*g^2*p^2*q*r*x-1125*a*b*g^2* p^2*q*x^2+1803*a*b*g^2*p^2*r^2*x-12427*a*b*g^2*p^2*r*x^2-9420*a*b*g^2*p^2*x^3+ 28*a*b*g^2*p*q^3*x+830*a*b*g^2*p*q^2*r*x+993*a*b*g^2*p*q^2*x^2+1570*a*b*g^2*p*q *r^2*x-14331*a*b*g^2*p*q*r*x^2-17500*a*b*g^2*p*q*x^3+674*a*b*g^2*p*r^3*x-14323* a*b*g^2*p*r^2*x^2+2348*a*b*g^2*p*r*x^3+7622*a*b*g^2*p*x^4+46*a*b*g^2*q^3*r*x+ 479*a*b*g^2*q^3*x^2+280*a*b*g^2*q^2*r^2*x-3403*a*b*g^2*q^2*r*x^2-8200*a*b*g^2*q ^2*x^3+178*a*b*g^2*q*r^3*x-9643*a*b*g^2*q*r^2*x^2-980*a*b*g^2*q*r*x^3+7622*a*b* g^2*q*x^4+36*a*b*g^2*r^4*x-3618*a*b*g^2*r^3*x^2+11472*a*b*g^2*r^2*x^3+6252*a*b* g^2*r*x^4+106*a*b*g*p^5*x+239*a*b*g*p^4*q*x+463*a*b*g*p^4*r*x-590*a*b*g*p^4*x^2 +181*a*b*g*p^3*q^2*x+838*a*b*g*p^3*q*r*x-1140*a*b*g*p^3*q*x^2+680*a*b*g*p^3*r^2 *x-4534*a*b*g*p^3*r*x^2-2170*a*b*g*p^3*x^3+42*a*b*g*p^2*q^3*x+499*a*b*g*p^2*q^2 *r*x-409*a*b*g*p^2*q^2*x^2+815*a*b*g*p^2*q*r^2*x-8518*a*b*g*p^2*q*r*x^2-6164*a* b*g*p^2*q*x^3+395*a*b*g*p^2*r^3*x-6762*a*b*g*p^2*r^2*x^2+4621*a*b*g*p^2*r*x^3+ 3451*a*b*g*p^2*x^4+88*a*b*g*p*q^3*r*x+183*a*b*g*p*q^3*x^2+260*a*b*g*p*q^2*r^2*x -4756*a*b*g*p*q^2*r*x^2-5984*a*b*g*p*q^2*x^3+192*a*b*g*p*q*r^3*x-8661*a*b*g*p*q *r^2*x^2+6396*a*b*g*p*q*r*x^3+6890*a*b*g*p*q*x^4+72*a*b*g*p*r^4*x-2862*a*b*g*p* r^3*x^2+11851*a*b*g*p*r^2*x^3+3126*a*b*g*p*r*x^4+52*a*b*g*q^4*x^2+20*a*b*g*q^3* r^2*x-769*a*b*g*q^3*r*x^2-1962*a*b*g*q^3*x^3-17*a*b*g*q^2*r^3*x-2739*a*b*g*q^2* r^2*x^2+1655*a*b*g*q^2*r*x^3+3451*a*b*g*q^2*x^4-24*a*b*g*q*r^4*x-1488*a*b*g*q*r ^3*x^2+10085*a*b*g*q*r^2*x^3+3126*a*b*g*q*r*x^4-72*a*b*g*r^4*x^2+4160*a*b*g*r^3 *x^3-1584*a*b*g*r^2*x^4+8*a*b*p^6*x+24*a*b*p^5*q*x+42*a*b*p^5*r*x-60*a*b*p^5*x^ 2+24*a*b*p^4*q^2*x+102*a*b*p^4*q*r*x-168*a*b*p^4*q*x^2+78*a*b*p^4*r^2*x-492*a*b *p^4*r*x^2-144*a*b*p^4*x^3+8*a*b*p^3*q^3*x+78*a*b*p^3*q^2*r*x-144*a*b*p^3*q^2*x ^2+132*a*b*p^3*q*r^2*x-1266*a*b*p^3*q*r*x^2-568*a*b*p^3*q*x^3+62*a*b*p^3*r^3*x-\ 918*a*b*p^3*r^2*x^2+842*a*b*p^3*r*x^3+390*a*b*p^3*x^4+18*a*b*p^2*q^3*r*x-24*a*b *p^2*q^3*x^2+54*a*b*p^2*q^2*r^2*x-1098*a*b*p^2*q^2*r*x^2-840*a*b*p^2*q^2*x^3+54 *a*b*p^2*q*r^3*x-1692*a*b*p^2*q*r^2*x^2+1986*a*b*p^2*q*r*x^3+1170*a*b*p^2*q*x^4 +18*a*b*p^2*r^4*x-594*a*b*p^2*r^3*x^2+2194*a*b*p^2*r^2*x^3+216*a*b*p^2*r*x^4+12 *a*b*p*q^4*x^2-366*a*b*p*q^3*r*x^2-552*a*b*p*q^3*x^3-6*a*b*p*q^2*r^3*x-936*a*b* p*q^2*r^2*x^2+1446*a*b*p*q^2*r*x^3+1170*a*b*p*q^2*x^4-504*a*b*p*q*r^3*x^2+3744* a*b*p*q*r^2*x^3+432*a*b*p*q*r*x^4-108*a*b*p*r^4*x^2+1136*a*b*p*r^3*x^3-864*a*b* p*r^2*x^4-42*a*b*q^4*r*x^2-136*a*b*q^4*x^3-6*a*b*q^3*r^3*x-162*a*b*q^3*r^2*x^2+ 302*a*b*q^3*r*x^3+390*a*b*q^3*x^4-6*a*b*q^2*r^4*x-30*a*b*q^2*r^3*x^2+1550*a*b*q ^2*r^2*x^3+216*a*b*q^2*r*x^4+72*a*b*q*r^4*x^2+944*a*b*q*r^3*x^3-864*a*b*q*r^2*x ^4-480*a*b*r^3*x^4+192*a*c^6*g*x+64*a*c^6*p*x+32*a*c^6*r*x-32*a*c^6*x^2+672*a*c ^5*g^2*x+1168*a*c^5*g*p*x+256*a*c^5*g*q*x+1328*a*c^5*g*r*x+816*a*c^5*g*x^2+240* a*c^5*p^2*x+32*a*c^5*p*q*x+368*a*c^5*p*r*x-160*a*c^5*p*x^2+16*a*c^5*q*r*x+16*a* c^5*q*x^2+160*a*c^5*r^2*x-352*a*c^5*r*x^2-1104*a*c^5*x^3+864*a*c^4*g^3*x+3208*a *c^4*g^2*p*x+728*a*c^4*g^2*q*x+3952*a*c^4*g^2*r*x+3472*a*c^4*g^2*x^2+2096*a*c^4 *g*p^2*x+1152*a*c^4*g*p*q*x+4000*a*c^4*g*p*r*x-1088*a*c^4*g*p*x^2+112*a*c^4*g*q ^2*x+1472*a*c^4*g*q*r*x+1888*a*c^4*g*q*x^2+1680*a*c^4*g*r^2*x-8232*a*c^4*g*r*x^ 2-11936*a*c^4*g*x^3+328*a*c^4*p^3*x+104*a*c^4*p^2*q*x+824*a*c^4*p^2*r*x-288*a*c ^4*p^2*x^2+160*a*c^4*p*q*r*x-24*a*c^4*p*q*x^2+712*a*c^4*p*r^2*x-1680*a*c^4*p*r* x^2-2744*a*c^4*p*x^3+16*a*c^4*q^2*x^2+72*a*c^4*q*r^2*x-216*a*c^4*q*r*x^2-1248*a *c^4*q*x^3+208*a*c^4*r^3*x-792*a*c^4*r^2*x^2+136*a*c^4*r*x^3+1264*a*c^4*x^4+528 *a*c^3*g^4*x+3332*a*c^3*g^3*p*x+724*a*c^3*g^3*q*x+4296*a*c^3*g^3*r*x+5080*a*c^3 *g^3*x^2+4396*a*c^3*g^2*p^2*x+2696*a*c^3*g^2*p*q*x+8944*a*c^3*g^2*p*r*x-696*a*c ^3*g^2*p*x^2+244*a*c^3*g^2*q^2*x+3616*a*c^3*g^2*q*r*x+5452*a*c^3*g^2*q*x^2+3836 *a*c^3*g^2*r^2*x-18060*a*c^3*g^2*r*x^2-26420*a*c^3*g^2*x^3+1724*a*c^3*g*p^3*x+ 1476*a*c^3*g*p^2*q*x+4640*a*c^3*g*p^2*r*x-2756*a*c^3*g*p^2*x^2+388*a*c^3*g*p*q^ 2*x+3032*a*c^3*g*p*q*r*x-112*a*c^3*g*p*q*x^2+3816*a*c^3*g*p*r^2*x-17476*a*c^3*g *p*r*x^2-17880*a*c^3*g*p*x^3+16*a*c^3*g*q^3*x+540*a*c^3*g*q^2*r*x+1268*a*c^3*g* q^2*x^2+1188*a*c^3*g*q*r^2*x-8604*a*c^3*g*q*r*x^2-14632*a*c^3*g*q*x^3+944*a*c^3 *g*r^3*x-10084*a*c^3*g*r^2*x^2+1808*a*c^3*g*r*x^3+7864*a*c^3*g*x^4+212*a*c^3*p^ 4*x+112*a*c^3*p^3*q*x+732*a*c^3*p^3*r*x-232*a*c^3*p^3*x^2+268*a*c^3*p^2*q*r*x-\ 132*a*c^3*p^2*q*x^2+904*a*c^3*p^2*r^2*x-2232*a*c^3*p^2*r*x^2-2460*a*c^3*p^2*x^3 +16*a*c^3*p*q^2*x^2+216*a*c^3*p*q*r^2*x-1092*a*c^3*p*q*r*x^2-2240*a*c^3*p*q*x^3 +456*a*c^3*p*r^3*x-2436*a*c^3*p*r^2*x^2+352*a*c^3*p*r*x^3+1896*a*c^3*p*x^4-28*a *c^3*q^2*r*x^2-468*a*c^3*q^2*x^3+56*a*c^3*q*r^3*x-576*a*c^3*q*r^2*x^2+220*a*c^3 *q*r*x^3+1216*a*c^3*q*x^4+72*a*c^3*r^4*x-756*a*c^3*r^3*x^2+1288*a*c^3*r^2*x^3+ 688*a*c^3*r*x^4+156*a*c^2*g^5*x+1586*a*c^2*g^4*p*x+314*a*c^2*g^4*q*x+2146*a*c^2 *g^4*r*x+3462*a*c^2*g^4*x^2+3480*a*c^2*g^3*p^2*x+2128*a*c^2*g^3*p*q*x+7372*a*c^ 2*g^3*p*r*x+1328*a*c^2*g^3*p*x^2+172*a*c^2*g^3*q^2*x+2992*a*c^2*g^3*q*r*x+5568* a*c^2*g^3*q*x^2+3268*a*c^2*g^3*r^2*x-12998*a*c^2*g^3*r*x^2-22084*a*c^2*g^3*x^3+ 2580*a*c^2*g^2*p^3*x+2668*a*c^2*g^2*p^2*q*x+7222*a*c^2*g^2*p^2*r*x-4046*a*c^2*g ^2*p^2*x^2+704*a*c^2*g^2*p*q^2*x+5748*a*c^2*g^2*p*q*r*x+978*a*c^2*g^2*p*q*x^2+ 5942*a*c^2*g^2*p*r^2*x-29540*a*c^2*g^2*p*r*x^2-29386*a*c^2*g^2*p*x^3+24*a*c^2*g ^2*q^3*x+1012*a*c^2*g^2*q^2*r*x+2656*a*c^2*g^2*q^2*x^2+2326*a*c^2*g^2*q*r^2*x-\ 15076*a*c^2*g^2*q*r*x^2-25892*a*c^2*g^2*q*x^3+1404*a*c^2*g^2*r^3*x-18472*a*c^2* g^2*r^2*x^2-368*a*c^2*g^2*r*x^3+11500*a*c^2*g^2*x^4+716*a*c^2*g*p^4*x+804*a*c^2 *g*p^3*q*x+2542*a*c^2*g*p^3*r*x-1650*a*c^2*g*p^3*x^2+336*a*c^2*g*p^2*q^2*x+2178 *a*c^2*g*p^2*q*r*x-1744*a*c^2*g*p^2*q*x^2+3078*a*c^2*g*p^2*r^2*x-12512*a*c^2*g* p^2*r*x^2-9640*a*c^2*g*p^2*x^3+48*a*c^2*g*p*q^3*x+730*a*c^2*g*p*q^2*r*x+282*a*c ^2*g*p*q^2*x^2+1556*a*c^2*g*p*q*r^2*x-13280*a*c^2*g*p*q*r*x^2-14804*a*c^2*g*p*q *x^3+1456*a*c^2*g*p*r^3*x-13552*a*c^2*g*p*r^2*x^2+5422*a*c^2*g*p*r*x^3+8498*a*c ^2*g*p*x^4+66*a*c^2*g*q^3*r*x+338*a*c^2*g*q^3*x^2+234*a*c^2*g*q^2*r^2*x-3172*a* c^2*g*q^2*r*x^2-6424*a*c^2*g*q^2*x^3+248*a*c^2*g*q*r^3*x-7734*a*c^2*g*q*r^2*x^2 +2846*a*c^2*g*q*r*x^3+7634*a*c^2*g*q*x^4+204*a*c^2*g*r^4*x-3516*a*c^2*g*r^3*x^2 +10600*a*c^2*g*r^2*x^3+4072*a*c^2*g*r*x^4+66*a*c^2*p^5*x+50*a*c^2*p^4*q*x+288*a *c^2*p^4*r*x-86*a*c^2*p^4*x^2+156*a*c^2*p^3*q*r*x-106*a*c^2*p^3*q*x^2+450*a*c^2 *p^3*r^2*x-1148*a*c^2*p^3*r*x^2-954*a*c^2*p^3*x^3-20*a*c^2*p^2*q^2*x^2+162*a*c^ 2*p^2*q*r^2*x-1044*a*c^2*p^2*q*r*x^2-1304*a*c^2*p^2*q*x^3+300*a*c^2*p^2*r^3*x-\ 1944*a*c^2*p^2*r^2*x^2+250*a*c^2*p^2*r*x^3+948*a*c^2*p^2*x^4-190*a*c^2*p*q^2*r* x^2-498*a*c^2*p*q^2*x^3+56*a*c^2*p*q*r^3*x-1092*a*c^2*p*q*r^2*x^2+490*a*c^2*p*q *r*x^3+1216*a*c^2*p*q*x^4+72*a*c^2*p*r^4*x-1134*a*c^2*p*r^3*x^2+1648*a*c^2*p*r^ 2*x^3+688*a*c^2*p*r*x^4-60*a*c^2*q^3*x^3-120*a*c^2*q^2*r^2*x^2+144*a*c^2*q^2*r* x^3+324*a*c^2*q^2*x^4-324*a*c^2*q*r^3*x^2+792*a*c^2*q*r^2*x^3+192*a*c^2*q*r*x^4 -216*a*c^2*r^4*x^2+528*a*c^2*r^3*x^3-288*a*c^2*r^2*x^4+18*a*c*g^6*x+338*a*c*g^5 *p*x+55*a*c*g^5*q*x+491*a*c*g^5*r*x+1127*a*c*g^5*x^2+1156*a*c*g^4*p^2*x+672*a*c *g^4*p*q*x+2549*a*c*g^4*p*r*x+1356*a*c*g^4*p*x^2+45*a*c*g^4*q^2*x+1011*a*c*g^4* q*r*x+2418*a*c*g^4*q*x^2+1181*a*c*g^4*r^2*x-3459*a*c*g^4*r*x^2-7892*a*c*g^4*x^3 +1364*a*c*g^3*p^3*x+1482*a*c*g^3*p^2*q*x+3926*a*c*g^3*p^2*r*x-1574*a*c*g^3*p^2* x^2+371*a*c*g^3*p*q^2*x+3328*a*c*g^3*p*q*r*x+1538*a*c*g^3*p*q*x^2+3286*a*c*g^3* p*r^2*x-15433*a*c*g^3*p*r*x^2-16922*a*c*g^3*p*x^3+10*a*c*g^3*q^3*x+567*a*c*g^3* q^2*r*x+1765*a*c*g^3*q^2*x^2+1415*a*c*g^3*q*r^2*x-7570*a*c*g^3*q*r*x^2-14960*a* c*g^3*q*x^3+780*a*c*g^3*r^3*x-10586*a*c*g^3*r^2*x^2-3247*a*c*g^3*r*x^3+5646*a*c *g^3*x^4+690*a*c*g^2*p^4*x+988*a*c*g^2*p^3*q*x+2511*a*c*g^2*p^3*r*x-1859*a*c*g^ 2*p^3*x^2+455*a*c*g^2*p^2*q^2*x+2795*a*c*g^2*p^2*q*r*x-1812*a*c*g^2*p^2*q*x^2+ 3047*a*c*g^2*p^2*r^2*x-14170*a*c*g^2*p^2*r*x^2-10320*a*c*g^2*p^2*x^3+56*a*c*g^2 *p*q^3*x+1014*a*c*g^2*p*q^2*r*x+612*a*c*g^2*p*q^2*x^2+2046*a*c*g^2*p*q*r^2*x-\ 16235*a*c*g^2*p*q*r*x^2-17802*a*c*g^2*p*q*x^3+1412*a*c*g^2*p*r^3*x-15940*a*c*g^ 2*p*r^2*x^2+4778*a*c*g^2*p*r*x^3+8663*a*c*g^2*p*x^4+82*a*c*g^2*q^3*r*x+479*a*c* g^2*q^3*x^2+348*a*c*g^2*q^2*r^2*x-3960*a*c*g^2*q^2*r*x^2-8128*a*c*g^2*q^2*x^3+ 328*a*c*g^2*q*r^3*x-10084*a*c*g^2*q*r^2*x^2+1603*a*c*g^2*q*r*x^3+8317*a*c*g^2*q *x^4+186*a*c*g^2*r^4*x-4182*a*c*g^2*r^3*x^2+12210*a*c*g^2*r^2*x^3+5332*a*c*g^2* r*x^4+138*a*c*g*p^5*x+195*a*c*g*p^4*q*x+613*a*c*g*p^4*r*x-398*a*c*g*p^4*x^2+105 *a*c*g*p^3*q^2*x+654*a*c*g*p^3*q*r*x-788*a*c*g*p^3*q*x^2+956*a*c*g*p^3*r^2*x-\ 3654*a*c*g*p^3*r*x^2-2134*a*c*g*p^3*x^3+30*a*c*g*p^2*q^3*x+291*a*c*g*p^2*q^2*r* x-325*a*c*g*p^2*q^2*x^2+651*a*c*g*p^2*q*r^2*x-5946*a*c*g*p^2*q*r*x^2-4634*a*c*g *p^2*q*x^3+625*a*c*g*p^2*r^3*x-5770*a*c*g*p^2*r^2*x^2+2939*a*c*g*p^2*r*x^3+2837 *a*c*g*p^2*x^4+60*a*c*g*p*q^3*r*x+83*a*c*g*p*q^3*x^2+152*a*c*g*p*q^2*r^2*x-3026 *a*c*g*p*q^2*r*x^2-3758*a*c*g*p*q^2*x^3+180*a*c*g*p*q*r^3*x-6021*a*c*g*p*q*r^2* x^2+4546*a*c*g*p*q*r*x^3+5060*a*c*g*p*q*x^4+144*a*c*g*p*r^4*x-2898*a*c*g*p*r^3* x^2+8075*a*c*g*p*r^2*x^3+2154*a*c*g*p*r*x^4+34*a*c*g*q^4*x^2+12*a*c*g*q^3*r^2*x -473*a*c*g*q^3*r*x^2-1166*a*c*g*q^3*x^3-9*a*c*g*q^2*r^3*x-1701*a*c*g*q^2*r^2*x^ 2+1311*a*c*g*q^2*r*x^3+2275*a*c*g*q^2*x^4-12*a*c*g*q*r^4*x-1230*a*c*g*q*r^3*x^2 +6385*a*c*g*q*r^2*x^3+1638*a*c*g*q*r*x^4-360*a*c*g*r^4*x^2+2680*a*c*g*r^3*x^3-\ 1248*a*c*g*r^2*x^4+8*a*c*p^6*x+8*a*c*p^5*q*x+42*a*c*p^5*r*x-12*a*c*p^5*x^2+30*a *c*p^4*q*r*x-24*a*c*p^4*q*x^2+78*a*c*p^4*r^2*x-204*a*c*p^4*r*x^2-136*a*c*p^4*x^ 3-12*a*c*p^3*q^2*x^2+36*a*c*p^3*q*r^2*x-276*a*c*p^3*q*r*x^2-248*a*c*p^3*q*x^3+ 62*a*c*p^3*r^3*x-462*a*c*p^3*r^2*x^2+54*a*c*p^3*r*x^3+158*a*c*p^3*x^4-88*a*c*p^ 2*q^2*r*x^2-132*a*c*p^2*q^2*x^3+14*a*c*p^2*q*r^3*x-402*a*c*p^2*q*r^2*x^2+190*a* c*p^2*q*r*x^3+304*a*c*p^2*q*x^4+18*a*c*p^2*r^4*x-378*a*c*p^2*r^3*x^2+502*a*c*p^ 2*r^2*x^3+172*a*c*p^2*r*x^4-20*a*c*p*q^3*x^3-60*a*c*p*q^2*r^2*x^2+144*a*c*p*q^2 *r*x^3+162*a*c*p*q^2*x^4-162*a*c*p*q*r^3*x^2+522*a*c*p*q*r^2*x^3+96*a*c*p*q*r*x ^4-108*a*c*p*r^4*x^2+328*a*c*p*r^3*x^3-144*a*c*p*r^2*x^4+28*a*c*q^3*r*x^3+16*a* c*q^3*x^4+108*a*c*q^2*r^2*x^3-36*a*c*q^2*r*x^4+120*a*c*q*r^3*x^3-144*a*c*q*r^2* x^4+40*a*c*r^4*x^3-80*a*c*r^3*x^4+24*a*g^6*p*x+2*a*g^6*q*x+40*a*g^6*r*x+142*a*g ^6*x^2+134*a*g^5*p^2*x+70*a*g^5*p*q*x+311*a*g^5*p*r*x+322*a*g^5*p*x^2+3*a*g^5*q ^2*x+118*a*g^5*q*r*x+381*a*g^5*q*x^2+153*a*g^5*r^2*x-234*a*g^5*r*x^2-1016*a*g^5 *x^3+232*a*g^4*p^3*x+252*a*g^4*p^2*q*x+686*a*g^4*p^2*r*x-102*a*g^4*p^2*x^2+58*a *g^4*p*q^2*x+596*a*g^4*p*q*r*x+512*a*g^4*p*q*x^2+590*a*g^4*p*r^2*x-2411*a*g^4*p *r*x^2-3178*a*g^4*p*x^3+a*g^4*q^3*x+98*a*g^4*q^2*r*x+376*a*g^4*q^2*x^2+270*a*g^ 4*q*r^2*x-1078*a*g^4*q*r*x^2-2758*a*g^4*q*x^3+144*a*g^4*r^3*x-1886*a*g^4*r^2*x^ 2-1314*a*g^4*r*x^3+852*a*g^4*x^4+182*a*g^3*p^4*x+286*a*g^3*p^3*q*x+676*a*g^3*p^ 3*r*x-460*a*g^3*p^3*x^2+131*a*g^3*p^2*q^2*x+836*a*g^3*p^2*q*r*x-342*a*g^3*p^2*q *x^2+832*a*g^3*p^2*r^2*x-3859*a*g^3*p^2*r*x^2-3028*a*g^3*p^2*x^3+14*a*g^3*p*q^3 *x+306*a*g^3*p*q^2*r*x+300*a*g^3*p*q^2*x^2+636*a*g^3*p*q*r^2*x-4451*a*g^3*p*q*r *x^2-5378*a*g^3*p*q*x^3+389*a*g^3*p*r^3*x-4605*a*g^3*p*r^2*x^2+441*a*g^3*p*r*x^ 3+2265*a*g^3*p*x^4+23*a*g^3*q^3*r*x+159*a*g^3*q^3*x^2+114*a*g^3*q^2*r^2*x-1048* a*g^3*q^2*r*x^2-2444*a*g^3*q^2*x^3+109*a*g^3*q*r^3*x-3026*a*g^3*q*r^2*x^2-407*a *g^3*q*r*x^3+2223*a*g^3*q*x^4+51*a*g^3*r^4*x-1275*a*g^3*r^3*x^2+3277*a*g^3*r^2* x^3+1842*a*g^3*r*x^4+68*a*g^2*p^5*x+122*a*g^2*p^4*q*x+307*a*g^2*p^4*r*x-240*a*g ^2*p^4*x^2+80*a*g^2*p^3*q^2*x+428*a*g^2*p^3*q*r*x-480*a*g^2*p^3*q*x^2+482*a*g^2 *p^3*r^2*x-2106*a*g^2*p^3*r*x^2-1134*a*g^2*p^3*x^3+21*a*g^2*p^2*q^3*x+227*a*g^2 *p^2*q^2*r*x-186*a*g^2*p^2*q^2*x^2+442*a*g^2*p^2*q*r^2*x-3775*a*g^2*p^2*q*r*x^2 -2834*a*g^2*p^2*q*x^3+315*a*g^2*p^2*r^3*x-3362*a*g^2*p^2*r^2*x^2+1669*a*g^2*p^2 *r*x^3+1533*a*g^2*p^2*x^4+44*a*g^2*p*q^3*r*x+72*a*g^2*p*q^3*x^2+130*a*g^2*p*q^2 *r^2*x-2049*a*g^2*p*q^2*r*x^2-2524*a*g^2*p*q^2*x^3+130*a*g^2*p*q*r^3*x-4005*a*g ^2*p*q*r^2*x^2+2425*a*g^2*p*q*r*x^3+2929*a*g^2*p*q*x^4+72*a*g^2*p*r^4*x-1674*a* g^2*p*r^3*x^2+4918*a*g^2*p*r^2*x^3+1442*a*g^2*p*r*x^4+26*a*g^2*q^4*x^2+10*a*g^2 *q^3*r^2*x-323*a*g^2*q^3*r*x^2-800*a*g^2*q^3*x^3-a*g^2*q^2*r^3*x-1216*a*g^2*q^2 *r^2*x^2+632*a*g^2*q^2*r*x^3+1408*a*g^2*q^2*x^4-6*a*g^2*q*r^4*x-849*a*g^2*q*r^3 *x^2+4091*a*g^2*q*r^2*x^3+1308*a*g^2*q*r*x^4-180*a*g^2*r^4*x^2+1776*a*g^2*r^3*x ^3-624*a*g^2*r^2*x^4+8*a*g*p^6*x+16*a*g*p^5*q*x+42*a*g*p^5*r*x-36*a*g*p^5*x^2+ 12*a*g*p^4*q^2*x+66*a*g*p^4*q*r*x-96*a*g*p^4*q*x^2+78*a*g*p^4*r^2*x-348*a*g*p^4 *r*x^2-140*a*g*p^4*x^3+4*a*g*p^3*q^3*x+39*a*g*p^3*q^2*r*x-78*a*g*p^3*q^2*x^2+84 *a*g*p^3*q*r^2*x-771*a*g*p^3*q*r*x^2-408*a*g*p^3*q*x^3+62*a*g*p^3*r^3*x-690*a*g *p^3*r^2*x^2+448*a*g*p^3*r*x^3+274*a*g*p^3*x^4+9*a*g*p^2*q^3*r*x-12*a*g*p^2*q^3 *x^2+27*a*g*p^2*q^2*r^2*x-593*a*g*p^2*q^2*r*x^2-486*a*g*p^2*q^2*x^3+34*a*g*p^2* q*r^3*x-1047*a*g*p^2*q*r^2*x^2+1088*a*g*p^2*q*r*x^3+737*a*g*p^2*q*x^4+18*a*g*p^ 2*r^4*x-486*a*g*p^2*r^3*x^2+1348*a*g*p^2*r^2*x^3+194*a*g*p^2*r*x^4+6*a*g*p*q^4* x^2-183*a*g*p*q^3*r*x^2-286*a*g*p*q^3*x^3-3*a*g*p*q^2*r^3*x-498*a*g*p*q^2*r^2*x ^2+795*a*g*p*q^2*r*x^3+666*a*g*p*q^2*x^4-333*a*g*p*q*r^3*x^2+2133*a*g*p*q*r^2*x ^3+264*a*g*p*q*r*x^4-108*a*g*p*r^4*x^2+732*a*g*p*r^3*x^3-504*a*g*p*r^2*x^4-21*a *g*q^4*r*x^2-68*a*g*q^4*x^3-3*a*g*q^3*r^3*x-81*a*g*q^3*r^2*x^2+165*a*g*q^3*r*x^ 3+203*a*g*q^3*x^4-3*a*g*q^2*r^4*x-15*a*g*q^2*r^3*x^2+829*a*g*q^2*r^2*x^3+90*a*g *q^2*r*x^4+36*a*g*q*r^4*x^2+532*a*g*q*r^3*x^3-504*a*g*q*r^2*x^4+20*a*g*r^4*x^3-\ 280*a*g*r^3*x^4+32*b^5*c^2*x^2+128*b^5*c*g*x^2+16*b^5*c*p*x^2-128*b^5*c*r*x^2-\ 192*b^5*c*x^3+64*b^5*g^2*x^2+40*b^5*g*p*x^2-104*b^5*g*r*x^2-320*b^5*g*x^3+64*b^ 4*c^4*x+128*b^4*c^3*g*x+160*b^4*c^3*p*x+224*b^4*c^3*r*x+544*b^4*c^3*x^2+80*b^4* c^2*g^2*x+288*b^4*c^2*g*p*x+400*b^4*c^2*g*r*x+1344*b^4*c^2*g*x^2+112*b^4*c^2*p^ 2*x+256*b^4*c^2*p*r*x+448*b^4*c^2*p*x^2+240*b^4*c^2*q*x^2+32*b^4*c^2*r^2*x-1200 *b^4*c^2*r*x^2-1696*b^4*c^2*x^3+16*b^4*c*g^3*x+136*b^4*c*g^2*p*x+208*b^4*c*g^2* r*x+1088*b^4*c*g^2*x^2+176*b^4*c*g*p^2*x+368*b^4*c*g*p*r*x+688*b^4*c*g*p*x^2+ 504*b^4*c*g*q*x^2+64*b^4*c*g*r^2*x-1808*b^4*c*g*r*x^2-3992*b^4*c*g*x^3+24*b^4*c *p^3*x+72*b^4*c*p^2*r*x+88*b^4*c*p^2*x^2+88*b^4*c*p*q*x^2-616*b^4*c*p*r*x^2-688 *b^4*c*p*x^3-488*b^4*c*q*r*x^2-720*b^4*c*q*x^3-24*b^4*c*r^3*x-608*b^4*c*r^2*x^2 -240*b^4*c*r*x^3+192*b^4*c*x^4+16*b^4*g^3*p*x+32*b^4*g^3*r*x+280*b^4*g^3*x^2+48 *b^4*g^2*p^2*x+112*b^4*g^2*p*r*x+348*b^4*g^2*p*x^2+208*b^4*g^2*q*x^2+32*b^4*g^2 *r^2*x-420*b^4*g^2*r*x^2-1544*b^4*g^2*x^3+32*b^4*g*p^3*x+72*b^4*g*p^2*r*x+28*b^ 4*g*p^2*x^2+136*b^4*g*p*q*x^2-832*b^4*g*p*r*x^2-1396*b^4*g*p*x^3-440*b^4*g*q*r* x^2-1192*b^4*g*q*x^3-24*b^4*g*r^3*x-692*b^4*g*r^2*x^2-560*b^4*g*r*x^3+516*b^4*g *x^4+192*b^3*c^5*x+576*b^3*c^4*g*x+608*b^3*c^4*p*x+96*b^3*c^4*q*x+864*b^3*c^4*r *x+1344*b^3*c^4*x^2+592*b^3*c^3*g^2*x+1648*b^3*c^3*g*p*x+192*b^3*c^3*g*q*x+2288 *b^3*c^3*g*r*x+4240*b^3*c^3*g*x^2+592*b^3*c^3*p^2*x+288*b^3*c^3*p*q*x+1392*b^3* c^3*p*r*x+1008*b^3*c^3*p*x^2+400*b^3*c^3*q*r*x+1376*b^3*c^3*q*x^2+400*b^3*c^3*r ^2*x-4240*b^3*c^3*r*x^2-5328*b^3*c^3*x^3+256*b^3*c^2*g^3*x+1384*b^3*c^2*g^2*p*x +120*b^3*c^2*g^2*q*x+1984*b^3*c^2*g^2*r*x+4920*b^3*c^2*g^2*x^2+1424*b^3*c^2*g*p ^2*x+512*b^3*c^2*g*p*q*x+3160*b^3*c^2*g*p*r*x+2352*b^3*c^2*g*p*x^2+728*b^3*c^2* g*q*r*x+3304*b^3*c^2*g*q*x^2+936*b^3*c^2*g*r^2*x-9760*b^3*c^2*g*r*x^2-16048*b^3 *c^2*g*x^3+232*b^3*c^2*p^3*x+232*b^3*c^2*p^2*q*x+720*b^3*c^2*p^2*r*x+48*b^3*c^2 *p^2*x^2+496*b^3*c^2*p*q*r*x+824*b^3*c^2*p*q*x^2+352*b^3*c^2*p*r^2*x-4184*b^3*c ^2*p*r*x^2-3984*b^3*c^2*p*x^3+352*b^3*c^2*q^2*x^2+80*b^3*c^2*q*r^2*x-2928*b^3*c ^2*q*r*x^2-4536*b^3*c^2*q*x^3-48*b^3*c^2*r^3*x-3184*b^3*c^2*r^2*x^2-400*b^3*c^2 *r*x^3+1224*b^3*c^2*x^4+40*b^3*c*g^4*x+436*b^3*c*g^3*p*x+24*b^3*c*g^3*q*x+688*b ^3*c*g^3*r*x+2464*b^3*c*g^3*x^2+888*b^3*c*g^2*p^2*x+248*b^3*c*g^2*p*q*x+2008*b^ 3*c*g^2*p*r*x+2356*b^3*c*g^2*p*x^2+392*b^3*c*g^2*q*r*x+2548*b^3*c*g^2*q*x^2+656 *b^3*c*g^2*r^2*x-5400*b^3*c*g^2*r*x^2-12328*b^3*c*g^2*x^3+476*b^3*c*g*p^3*x+344 *b^3*c*g*p^2*q*x+1324*b^3*c*g*p^2*r*x-252*b^3*c*g*p^2*x^2+720*b^3*c*g*p*q*r*x+ 1376*b^3*c*g*p*q*x^2+640*b^3*c*g*p*r^2*x-8832*b^3*c*g*p*r*x^2-10628*b^3*c*g*p*x ^3+616*b^3*c*g*q^2*x^2+144*b^3*c*g*q*r^2*x-4784*b^3*c*g*q*r*x^2-10136*b^3*c*g*q *x^3-68*b^3*c*g*r^3*x-6388*b^3*c*g*r^2*x^2-1964*b^3*c*g*r*x^3+4012*b^3*c*g*x^4+ 32*b^3*c*p^4*x+56*b^3*c*p^3*q*x+120*b^3*c*p^3*r*x-60*b^3*c*p^3*x^2+144*b^3*c*p^ 2*q*r*x+88*b^3*c*p^2*q*x^2+88*b^3*c*p^2*r^2*x-928*b^3*c*p^2*r*x^2-676*b^3*c*p^2 *x^3+124*b^3*c*p*q^2*x^2-1408*b^3*c*p*q*r*x^2-1700*b^3*c*p*q*x^3-24*b^3*c*p*r^3 *x-1068*b^3*c*p*r^2*x^2+340*b^3*c*p*r*x^3+492*b^3*c*p*x^4-560*b^3*c*q^2*r*x^2-\ 936*b^3*c*q^2*x^3-48*b^3*c*q*r^3*x-1148*b^3*c*q*r^2*x^2-44*b^3*c*q*r*x^3+612*b^ 3*c*q*x^4-24*b^3*c*r^4*x-168*b^3*c*r^3*x^2+1316*b^3*c*r^2*x^3+472*b^3*c*r*x^4+ 40*b^3*g^4*p*x+80*b^3*g^4*r*x+448*b^3*g^4*x^2+156*b^3*g^3*p^2*x+32*b^3*g^3*p*q* x+384*b^3*g^3*p*r*x+766*b^3*g^3*p*x^2+64*b^3*g^3*q*r*x+628*b^3*g^3*q*x^2+148*b^ 3*g^3*r^2*x-688*b^3*g^3*r*x^2-2748*b^3*g^3*x^3+168*b^3*g^2*p^3*x+96*b^3*g^2*p^2 *q*x+460*b^3*g^2*p^2*r*x+48*b^3*g^2*p^2*x^2+224*b^3*g^2*p*q*r*x+676*b^3*g^2*p*q *x^2+232*b^3*g^2*p*r^2*x-3032*b^3*g^2*p*r*x^2-4674*b^3*g^2*p*x^3+232*b^3*g^2*q^ 2*x^2+64*b^3*g^2*q*r^2*x-1436*b^3*g^2*q*r*x^2-4116*b^3*g^2*q*x^3-20*b^3*g^2*r^3 *x-2482*b^3*g^2*r^2*x^2-1918*b^3*g^2*r*x^3+1554*b^3*g^2*x^4+52*b^3*g*p^4*x+64*b ^3*g*p^3*q*x+168*b^3*g*p^3*r*x-180*b^3*g*p^3*x^2+144*b^3*g*p^2*q*r*x-14*b^3*g*p ^2*q*x^2+116*b^3*g*p^2*r^2*x-1706*b^3*g*p^2*r*x^2-1554*b^3*g*p^2*x^3+154*b^3*g* p*q^2*x^2-1912*b^3*g*p*q*r*x^2-3002*b^3*g*p*q*x^3-24*b^3*g*p*r^3*x-1794*b^3*g*p *r^2*x^2+582*b^3*g*p*r*x^3+1442*b^3*g*p*x^4-530*b^3*g*q^2*r*x^2-1404*b^3*g*q^2* x^3-48*b^3*g*q*r^3*x-1298*b^3*g*q*r^2*x^2-48*b^3*g*q*r*x^3+1502*b^3*g*q*x^4-24* b^3*g*r^4*x-252*b^3*g*r^3*x^2+2264*b^3*g*r^2*x^3+1232*b^3*g*r*x^4+192*b^2*c^6*x +800*b^2*c^5*g*x+736*b^2*c^5*p*x+192*b^2*c^5*q*x+1056*b^2*c^5*r*x+1184*b^2*c^5* x^2+1200*b^2*c^4*g^2*x+2864*b^2*c^4*g*p*x+592*b^2*c^4*g*q*x+3984*b^2*c^4*g*r*x+ 5024*b^2*c^4*g*x^2+848*b^2*c^4*p^2*x+704*b^2*c^4*p*q*x+2016*b^2*c^4*p*r*x+448*b ^2*c^4*p*x^2+48*b^2*c^4*q^2*x+992*b^2*c^4*q*r*x+1936*b^2*c^4*q*x^2+704*b^2*c^4* r^2*x-5968*b^2*c^4*r*x^2-6432*b^2*c^4*x^3+840*b^2*c^3*g^3*x+3680*b^2*c^3*g^2*p* x+624*b^2*c^3*g^2*q*x+5152*b^2*c^3*g^2*r*x+8112*b^2*c^3*g^2*x^2+3168*b^2*c^3*g* p^2*x+1952*b^2*c^3*g*p*q*x+7160*b^2*c^3*g*p*r*x+1816*b^2*c^3*g*p*x^2+96*b^2*c^3 *g*q^2*x+2760*b^2*c^3*g*q*r*x+6440*b^2*c^3*g*q*x^2+2576*b^2*c^3*g*r^2*x-19608*b ^2*c^3*g*r*x^2-25928*b^2*c^3*g*x^3+392*b^2*c^3*p^3*x+720*b^2*c^3*p^2*q*x+1224*b ^2*c^3*p^2*r*x-744*b^2*c^3*p^2*x^2+168*b^2*c^3*p*q^2*x+1616*b^2*c^3*p*q*r*x+928 *b^2*c^3*p*q*x^2+704*b^2*c^3*p*r^2*x-8464*b^2*c^3*p*r*x^2-6336*b^2*c^3*p*x^3+ 232*b^2*c^3*q^2*r*x+1048*b^2*c^3*q^2*x^2+464*b^2*c^3*q*r^2*x-6208*b^2*c^3*q*r*x ^2-8448*b^2*c^3*q*x^3-24*b^2*c^3*r^3*x-5744*b^2*c^3*r^2*x^2+632*b^2*c^3*r*x^3+ 2280*b^2*c^3*x^4+280*b^2*c^2*g^4*x+2044*b^2*c^2*g^3*p*x+276*b^2*c^2*g^3*q*x+ 2980*b^2*c^2*g^3*r*x+6272*b^2*c^2*g^3*x^2+3376*b^2*c^2*g^2*p^2*x+1712*b^2*c^2*g ^2*p*q*x+7628*b^2*c^2*g^2*p*r*x+3680*b^2*c^2*g^2*p*x^2+60*b^2*c^2*g^2*q^2*x+ 2532*b^2*c^2*g^2*q*r*x+7588*b^2*c^2*g^2*q*x^2+2852*b^2*c^2*g^2*r^2*x-18752*b^2* c^2*g^2*r*x^2-31168*b^2*c^2*g^2*x^3+1480*b^2*c^2*g*p^3*x+1764*b^2*c^2*g*p^2*q*x +4296*b^2*c^2*g*p^2*r*x-2404*b^2*c^2*g*p^2*x^2+296*b^2*c^2*g*p*q^2*x+3888*b^2*c ^2*g*p*q*r*x+2748*b^2*c^2*g*p*q*x^2+2676*b^2*c^2*g*p*r^2*x-26216*b^2*c^2*g*p*r* x^2-24444*b^2*c^2*g*p*x^3+428*b^2*c^2*g*q^2*r*x+2532*b^2*c^2*g*q^2*x^2+1160*b^2 *c^2*g*q*r^2*x-15300*b^2*c^2*g*q*r*x^2-25652*b^2*c^2*g*q*x^3+140*b^2*c^2*g*r^3* x-17472*b^2*c^2*g*r^2*x^2-112*b^2*c^2*g*r*x^3+9636*b^2*c^2*g*x^4+64*b^2*c^2*p^4 *x+272*b^2*c^2*p^3*q*x+240*b^2*c^2*p^3*r*x-480*b^2*c^2*p^3*x^2+148*b^2*c^2*p^2* q^2*x+792*b^2*c^2*p^2*q*r*x-328*b^2*c^2*p^2*q*x^2+176*b^2*c^2*p^2*r^2*x-3476*b^ 2*c^2*p^2*r*x^2-1712*b^2*c^2*p^2*x^3+304*b^2*c^2*p*q^2*r*x+484*b^2*c^2*p*q^2*x^ 2+352*b^2*c^2*p*q*r^2*x-5992*b^2*c^2*p*q*r*x^2-5652*b^2*c^2*p*q*x^3-48*b^2*c^2* p*r^3*x-3696*b^2*c^2*p*r^2*x^2+2128*b^2*c^2*p*r*x^3+1636*b^2*c^2*p*x^4+188*b^2* c^2*q^3*x^2+56*b^2*c^2*q^2*r^2*x-2128*b^2*c^2*q^2*r*x^2-3624*b^2*c^2*q^2*x^3-72 *b^2*c^2*q*r^3*x-4064*b^2*c^2*q*r^2*x^2+704*b^2*c^2*q*r*x^3+2280*b^2*c^2*q*x^4-\ 48*b^2*c^2*r^4*x-588*b^2*c^2*r^3*x^2+4228*b^2*c^2*r^2*x^3+1184*b^2*c^2*r*x^4+36 *b^2*c*g^5*x+486*b^2*c*g^4*p*x+44*b^2*c*g^4*q*x+778*b^2*c*g^4*r*x+2330*b^2*c*g^ 4*x^2+1362*b^2*c*g^3*p^2*x+576*b^2*c*g^3*p*q*x+3184*b^2*c*g^3*p*r*x+2864*b^2*c* g^3*p*x^2+12*b^2*c*g^3*q^2*x+940*b^2*c*g^3*q*r*x+3798*b^2*c*g^3*q*x^2+1274*b^2* c*g^3*r^2*x-6304*b^2*c*g^3*r*x^2-14522*b^2*c*g^3*x^3+1186*b^2*c*g^2*p^3*x+1156* b^2*c*g^2*p^2*q*x+3404*b^2*c*g^2*p^2*r*x-1220*b^2*c*g^2*p^2*x^2+146*b^2*c*g^2*p *q^2*x+2624*b^2*c*g^2*p*q*r*x+2940*b^2*c*g^2*p*q*x^2+2192*b^2*c*g^2*p*r^2*x-\ 19392*b^2*c*g^2*p*r*x^2-22080*b^2*c*g^2*p*x^3+236*b^2*c*g^2*q^2*r*x+1944*b^2*c* g^2*q^2*x^2+848*b^2*c*g^2*q*r^2*x-9912*b^2*c*g^2*q*r*x^2-21000*b^2*c*g^2*q*x^3+ 170*b^2*c*g^2*r^3*x-13770*b^2*c*g^2*r^2*x^2-4130*b^2*c*g^2*r*x^3+8072*b^2*c*g^2 *x^4+298*b^2*c*g*p^4*x+576*b^2*c*g*p^3*q*x+1032*b^2*c*g*p^3*r*x-1340*b^2*c*g*p^ 3*x^2+212*b^2*c*g*p^2*q^2*x+1580*b^2*c*g*p^2*q*r*x-796*b^2*c*g*p^2*q*x^2+914*b^ 2*c*g*p^2*r^2*x-10186*b^2*c*g*p^2*r*x^2-6858*b^2*c*g*p^2*x^3+444*b^2*c*g*p*q^2* r*x+890*b^2*c*g*p*q^2*x^2+712*b^2*c*g*p*q*r^2*x-12996*b^2*c*g*p*q*r*x^2-14910*b ^2*c*g*p*q*x^3+96*b^2*c*g*p*r^3*x-10854*b^2*c*g*p*r^2*x^2+5042*b^2*c*g*p*r*x^3+ 6538*b^2*c*g*p*x^4+302*b^2*c*g*q^3*x^2+96*b^2*c*g*q^2*r^2*x-3698*b^2*c*g*q^2*r* x^2-7786*b^2*c*g*q^2*x^3-116*b^2*c*g*q*r^3*x-8482*b^2*c*g*q*r^2*x^2+1404*b^2*c* g*q*r*x^3+7064*b^2*c*g*q*x^4-84*b^2*c*g*r^4*x-2070*b^2*c*g*r^3*x^2+11242*b^2*c* g*r^2*x^3+4360*b^2*c*g*r*x^4+32*b^2*c*p^4*q*x-72*b^2*c*p^4*x^2+38*b^2*c*p^3*q^2 *x+120*b^2*c*p^3*q*r*x-150*b^2*c*p^3*q*x^2-396*b^2*c*p^3*r*x^2-84*b^2*c*p^3*x^3 +90*b^2*c*p^2*q^2*r*x-2*b^2*c*p^2*q^2*x^2+88*b^2*c*p^2*q*r^2*x-1252*b^2*c*p^2*q *r*x^2-794*b^2*c*p^2*q*x^3-444*b^2*c*p^2*r^2*x^2+684*b^2*c*p^2*r*x^3+260*b^2*c* p^2*x^4+66*b^2*c*p*q^3*x^2-994*b^2*c*p*q^2*r*x^2-1242*b^2*c*p*q^2*x^3-24*b^2*c* p*q*r^3*x-1230*b^2*c*p*q*r^2*x^2+954*b^2*c*p*q*r*x^3+818*b^2*c*p*q*x^4+36*b^2*c *p*r^3*x^2+1512*b^2*c*p*r^2*x^3+252*b^2*c*p*r*x^4-258*b^2*c*q^3*r*x^2-504*b^2*c *q^3*x^3-30*b^2*c*q^2*r^3*x-698*b^2*c*q^2*r^2*x^2+194*b^2*c*q^2*r*x^3+570*b^2*c *q^2*x^4-24*b^2*c*q*r^4*x-96*b^2*c*q*r^3*x^2+1898*b^2*c*q*r^2*x^3+592*b^2*c*q*r *x^4+144*b^2*c*r^4*x^2+600*b^2*c*r^3*x^3-144*b^2*c*r^2*x^4+36*b^2*g^5*p*x+72*b^ 2*g^5*r*x+334*b^2*g^5*x^2+180*b^2*g^4*p^2*x+60*b^2*g^4*p*q*x+454*b^2*g^4*p*r*x+ 711*b^2*g^4*p*x^2+120*b^2*g^4*q*r*x+686*b^2*g^4*q*x^2+202*b^2*g^4*r^2*x-542*b^2 *g^4*r*x^2-2308*b^2*g^4*x^3+261*b^2*g^3*p^3*x+218*b^2*g^3*p^2*q*x+761*b^2*g^3*p ^2*r*x-5*b^2*g^3*p^2*x^2+20*b^2*g^3*p*q^2*x+536*b^2*g^3*p*q*r*x+973*b^2*g^3*p*q *x^2+515*b^2*g^3*p*r^2*x-3900*b^2*g^3*p*r*x^2-5636*b^2*g^3*p*x^3+40*b^2*g^3*q^2 *r*x+476*b^2*g^3*q^2*x^2+198*b^2*g^3*q*r^2*x-1746*b^2*g^3*q*r*x^2-5026*b^2*g^3* q*x^3+51*b^2*g^3*r^3*x-3180*b^2*g^3*r^2*x^2-2366*b^2*g^3*r*x^3+1734*b^2*g^3*x^4 +138*b^2*g^2*p^4*x+216*b^2*g^2*p^3*q*x+472*b^2*g^2*p^3*r*x-497*b^2*g^2*p^3*x^2+ 60*b^2*g^2*p^2*q^2*x+588*b^2*g^2*p^2*q*r*x-148*b^2*g^2*p^2*q*x^2+424*b^2*g^2*p^ 2*r^2*x-4317*b^2*g^2*p^2*r*x^2-3566*b^2*g^2*p^2*x^3+140*b^2*g^2*p*q^2*r*x+443*b ^2*g^2*p*q^2*x^2+268*b^2*g^2*p*q*r^2*x-4980*b^2*g^2*p*q*r*x^2-6946*b^2*g^2*p*q* x^3+54*b^2*g^2*p*r^3*x-4851*b^2*g^2*p*r^2*x^2+1060*b^2*g^2*p*r*x^3+3100*b^2*g^2 *p*x^4+108*b^2*g^2*q^3*x^2+40*b^2*g^2*q^2*r^2*x-1273*b^2*g^2*q^2*r*x^2-3326*b^2 *g^2*q^2*x^3-44*b^2*g^2*q*r^3*x-3483*b^2*g^2*q*r^2*x^2-398*b^2*g^2*q*r*x^3+3202 *b^2*g^2*q*x^4-36*b^2*g^2*r^4*x-1017*b^2*g^2*r^3*x^2+4797*b^2*g^2*r^2*x^3+2598* b^2*g^2*r*x^4+21*b^2*g*p^5*x+58*b^2*g*p^4*q*x+87*b^2*g*p^4*r*x-163*b^2*g*p^4*x^ 2+40*b^2*g*p^3*q^2*x+192*b^2*g*p^3*q*r*x-290*b^2*g*p^3*q*x^2+111*b^2*g*p^3*r^2* x-1180*b^2*g*p^3*r*x^2-559*b^2*g*p^3*x^3+90*b^2*g*p^2*q^2*r*x-50*b^2*g*p^2*q^2* x^2+134*b^2*g*p^2*q*r^2*x-2324*b^2*g*p^2*q*r*x^2-1855*b^2*g*p^2*q*x^3+45*b^2*g* p^2*r^3*x-1584*b^2*g*p^2*r^2*x^2+1482*b^2*g*p^2*r*x^3+1013*b^2*g*p^2*x^4+72*b^2 *g*p*q^3*x^2-1336*b^2*g*p*q^2*r*x^2-1986*b^2*g*p*q^2*x^3-24*b^2*g*p*q*r^3*x-\ 2172*b^2*g*p*q*r^2*x^2+2016*b^2*g*p*q*r*x^3+2175*b^2*g*p*q*x^4-405*b^2*g*p*r^3* x^2+3609*b^2*g*p*r^2*x^3+912*b^2*g*p*r*x^4-252*b^2*g*q^3*r*x^2-676*b^2*g*q^3*x^ 3-30*b^2*g*q^2*r^3*x-776*b^2*g*q^2*r^2*x^2+496*b^2*g*q^2*r*x^3+1168*b^2*g*q^2*x ^4-24*b^2*g*q*r^4*x-162*b^2*g*q*r^3*x^2+3302*b^2*g*q*r^2*x^3+1082*b^2*g*q*r*x^4 +144*b^2*g*r^4*x^2+1244*b^2*g*r^3*x^3-504*b^2*g*r^2*x^4+64*b*c^7*x+384*b*c^6*g* x+288*b*c^6*p*x+96*b*c^6*q*x+416*b*c^6*r*x+352*b*c^6*x^2+832*b*c^5*g^2*x+1680*b *c^5*g*p*x+448*b*c^5*g*q*x+2320*b*c^5*g*r*x+2160*b*c^5*g*x^2+368*b*c^5*p^2*x+ 416*b*c^5*p*q*x+880*b*c^5*p*r*x-128*b*c^5*p*x^2+48*b*c^5*q^2*x+592*b*c^5*q*r*x+ 800*b*c^5*q*x^2+336*b*c^5*r^2*x-2800*b*c^5*r*x^2-2608*b*c^5*x^3+864*b*c^4*g^3*x +3248*b*c^4*g^2*p*x+736*b*c^4*g^2*q*x+4448*b*c^4*g^2*r*x+4960*b*c^4*g^2*x^2+ 2224*b*c^4*g*p^2*x+1792*b*c^4*g*p*q*x+4992*b*c^4*g*p*r*x-368*b*c^4*g*p*x^2+160* b*c^4*g*q^2*x+2528*b*c^4*g*q*r*x+4000*b*c^4*g*q*x^2+1952*b*c^4*g*r^2*x-13800*b* c^4*g*r*x^2-15584*b*c^4*g*x^3+184*b*c^4*p^3*x+488*b*c^4*p^2*q*x+576*b*c^4*p^2*r *x-704*b*c^4*p^2*x^2+200*b*c^4*p*q^2*x+1120*b*c^4*p*q*r*x+48*b*c^4*p*q*x^2+352* b*c^4*p*r^2*x-4896*b*c^4*p*r*x^2-2976*b*c^4*p*x^3+8*b*c^4*q^3*x+280*b*c^4*q^2*r *x+672*b*c^4*q^2*x^2+384*b*c^4*q*r^2*x-4056*b*c^4*q*r*x^2-4680*b*c^4*q*x^3-3168 *b*c^4*r^2*x^2+952*b*c^4*r*x^3+1264*b*c^4*x^4+468*b*c^3*g^4*x+2824*b*c^3*g^3*p* x+552*b*c^3*g^3*q*x+3936*b*c^3*g^3*r*x+5584*b*c^3*g^3*x^2+3840*b*c^3*g^2*p^2*x+ 2552*b*c^3*g^2*p*q*x+8528*b*c^3*g^2*p*r*x+784*b*c^3*g^2*p*x^2+180*b*c^3*g^2*q^2 *x+3664*b*c^3*g^2*q*r*x+7104*b*c^3*g^2*q*x^2+3404*b*c^3*g^2*r^2*x-21180*b*c^3*g ^2*r*x^2-28556*b*c^3*g^2*x^3+1292*b*c^3*g*p^3*x+2004*b*c^3*g*p^2*q*x+3744*b*c^3 *g*p^2*r*x-3388*b*c^3*g*p^2*x^2+596*b*c^3*g*p*q^2*x+4504*b*c^3*g*p*q*r*x+896*b* c^3*g*p*q*x^2+2568*b*c^3*g*p*r^2*x-24012*b*c^3*g*p*r*x^2-18616*b*c^3*g*p*x^3+16 *b*c^3*g*q^3*x+852*b*c^3*g*q^2*r*x+2524*b*c^3*g*q^2*x^2+1588*b*c^3*g*q*r^2*x-\ 15292*b*c^3*g*q*r*x^2-21224*b*c^3*g*q*x^3+288*b*c^3*g*r^3*x-15268*b*c^3*g*r^2*x ^2+2768*b*c^3*g*r*x^3+7864*b*c^3*g*x^4+32*b*c^3*p^4*x+216*b*c^3*p^3*q*x+120*b*c ^3*p^3*r*x-420*b*c^3*p^3*x^2+212*b*c^3*p^2*q^2*x+648*b*c^3*p^2*q*r*x-704*b*c^3* p^2*q*x^2+88*b*c^3*p^2*r^2*x-2548*b*c^3*p^2*r*x^2-908*b*c^3*p^2*x^3+32*b*c^3*p* q^3*x+460*b*c^3*p*q^2*r*x+192*b*c^3*p*q^2*x^2+352*b*c^3*p*q*r^2*x-5556*b*c^3*p* q*r*x^2-4096*b*c^3*p*q*x^3-24*b*c^3*p*r^3*x-2628*b*c^3*p*r^2*x^2+2340*b*c^3*p*r *x^3+1216*b*c^3*p*x^4+44*b*c^3*q^3*r*x+248*b*c^3*q^3*x^2+132*b*c^3*q^2*r^2*x-\ 2124*b*c^3*q^2*r*x^2-3108*b*c^3*q^2*x^3-24*b*c^3*q*r^3*x-3516*b*c^3*q*r^2*x^2+ 1280*b*c^3*q*r*x^3+1896*b*c^3*q*x^4-24*b*c^3*r^4*x-420*b*c^3*r^3*x^2+3320*b*c^3 *r^2*x^3+688*b*c^3*r*x^4+128*b*c^2*g^5*x+1194*b*c^2*g^4*p*x+194*b*c^2*g^4*q*x+ 1742*b*c^2*g^4*r*x+3306*b*c^2*g^4*x^2+2712*b*c^2*g^3*p^2*x+1560*b*c^2*g^3*p*q*x +6124*b*c^2*g^3*p*r*x+2208*b*c^2*g^3*p*x^2+84*b*c^2*g^3*q^2*x+2352*b*c^2*g^3*q* r*x+5792*b*c^2*g^3*q*x^2+2540*b*c^2*g^3*r^2*x-13034*b*c^2*g^3*r*x^2-21884*b*c^2 *g^3*x^3+1914*b*c^2*g^2*p^3*x+2386*b*c^2*g^2*p^2*q*x+5482*b*c^2*g^2*p^2*r*x-\ 3770*b*c^2*g^2*p^2*x^2+566*b*c^2*g^2*p*q^2*x+5404*b*c^2*g^2*p*q*r*x+2418*b*c^2* g^2*p*q*x^2+3864*b*c^2*g^2*p*r^2*x-31444*b*c^2*g^2*p*r*x^2-28916*b*c^2*g^2*p*x^ 3+10*b*c^2*g^2*q^3*x+852*b*c^2*g^2*q^2*r*x+3226*b*c^2*g^2*q^2*x^2+1960*b*c^2*g^ 2*q*r^2*x-17456*b*c^2*g^2*q*r*x^2-29134*b*c^2*g^2*q*x^3+520*b*c^2*g^2*r^3*x-\ 20632*b*c^2*g^2*r^2*x^2-224*b*c^2*g^2*r*x^3+11500*b*c^2*g^2*x^4+368*b*c^2*g*p^4 *x+900*b*c^2*g*p^3*q*x+1290*b*c^2*g*p^3*r*x-2098*b*c^2*g*p^3*x^2+556*b*c^2*g*p^ 2*q^2*x+2602*b*c^2*g*p^2*q*r*x-2172*b*c^2*g*p^2*q*x^2+1294*b*c^2*g*p^2*r^2*x-\ 13504*b*c^2*g*p^2*r*x^2-7408*b*c^2*g*p^2*x^3+56*b*c^2*g*p*q^3*x+1214*b*c^2*g*p* q^2*r*x+854*b*c^2*g*p*q^2*x^2+1556*b*c^2*g*p*q*r^2*x-19364*b*c^2*g*p*q*r*x^2-\ 17740*b*c^2*g*p*q*x^3+336*b*c^2*g*p*r^3*x-14196*b*c^2*g*p*r^2*x^2+8474*b*c^2*g* p*r*x^3+7634*b*c^2*g*p*x^4+82*b*c^2*g*q^3*r*x+642*b*c^2*g*q^3*x^2+358*b*c^2*g*q ^2*r^2*x-5900*b*c^2*g*q^2*r*x^2-10208*b*c^2*g*q^2*x^3+40*b*c^2*g*q*r^3*x-12166* b*c^2*g*q*r^2*x^2+3786*b*c^2*g*q*r*x^3+8498*b*c^2*g*q*x^4-36*b*c^2*g*r^4*x-2964 *b*c^2*g*r^3*x^2+13976*b*c^2*g*r^2*x^3+4072*b*c^2*g*r*x^4+32*b*c^2*p^4*q*x-72*b *c^2*p^4*x^2+78*b*c^2*p^3*q^2*x+120*b*c^2*p^3*q*r*x-330*b*c^2*p^3*q*x^2-396*b*c ^2*p^3*r*x^2-4*b*c^2*p^3*x^3+30*b*c^2*p^2*q^3*x+216*b*c^2*p^2*q^2*r*x-200*b*c^2 *p^2*q^2*x^2+88*b*c^2*p^2*q*r^2*x-2062*b*c^2*p^2*q*r*x^2-878*b*c^2*p^2*q*x^3-\ 444*b*c^2*p^2*r^2*x^2+1152*b*c^2*p^2*r*x^3+324*b*c^2*p^2*x^4+60*b*c^2*p*q^3*r*x +92*b*c^2*p*q^3*x^2+88*b*c^2*p*q^2*r^2*x-1998*b*c^2*p*q^2*r*x^2-1864*b*c^2*p*q^ 2*x^3-24*b*c^2*p*q*r^3*x-2010*b*c^2*p*q*r^2*x^2+2070*b*c^2*p*q*r*x^3+1216*b*c^2 *p*q*x^4+36*b*c^2*p*r^3*x^2+2088*b*c^2*p*r^2*x^3+192*b*c^2*p*r*x^4+34*b*c^2*q^4 *x^2+12*b*c^2*q^3*r^2*x-482*b*c^2*q^3*r*x^2-902*b*c^2*q^3*x^3-24*b*c^2*q^2*r^3* x-1242*b*c^2*q^2*r^2*x^2+566*b*c^2*q^2*r*x^3+948*b*c^2*q^2*x^4-24*b*c^2*q*r^4*x -222*b*c^2*q*r^3*x^2+2960*b*c^2*q*r^2*x^3+688*b*c^2*q*r*x^4+144*b*c^2*r^4*x^2+ 752*b*c^2*r^3*x^3-288*b*c^2*r^2*x^4+14*b*c*g^6*x+229*b*c*g^5*p*x+26*b*c*g^5*q*x +367*b*c*g^5*r*x+989*b*c*g^5*x^2+829*b*c*g^4*p^2*x+412*b*c*g^4*p*q*x+1949*b*c*g ^4*p*r*x+1476*b*c*g^4*p*x^2+14*b*c*g^4*q^2*x+683*b*c*g^4*q*r*x+2214*b*c*g^4*q*x ^2+858*b*c*g^4*r^2*x-3174*b*c*g^4*r*x^2-7444*b*c*g^4*x^3+979*b*c*g^3*p^3*x+1065 *b*c*g^3*p^2*q*x+2833*b*c*g^3*p^2*r*x-1190*b*c*g^3*p^2*x^2+207*b*c*g^3*p*q^2*x+ 2504*b*c*g^3*p*q*r*x+2087*b*c*g^3*p*q*x^2+2064*b*c*g^3*p*r^2*x-14569*b*c*g^3*p* r*x^2-16060*b*c*g^3*p*x^3+2*b*c*g^3*q^3*x+344*b*c*g^3*q^2*r*x+1702*b*c*g^3*q^2* x^2+963*b*c*g^3*q*r^2*x-7246*b*c*g^3*q*r*x^2-15082*b*c*g^3*q*x^3+312*b*c*g^3*r^ 3*x-10343*b*c*g^3*r^2*x^2-3209*b*c*g^3*r*x^3+5646*b*c*g^3*x^4+423*b*c*g^2*p^4*x +818*b*c*g^2*p^3*q*x+1473*b*c*g^2*p^3*r*x-1912*b*c*g^2*p^3*x^2+398*b*c*g^2*p^2* q^2*x+2345*b*c*g^2*p^2*q*r*x-1485*b*c*g^2*p^2*q*x^2+1492*b*c*g^2*p^2*r^2*x-\ 13539*b*c*g^2*p^2*r*x^2-8952*b*c*g^2*p^2*x^3+28*b*c*g^2*p*q^3*x+898*b*c*g^2*p*q ^2*r*x+1038*b*c*g^2*p*q^2*x^2+1422*b*c*g^2*p*q*r^2*x-16961*b*c*g^2*p*q*r*x^2-\ 18454*b*c*g^2*p*q*x^3+412*b*c*g^2*p*r^3*x-14755*b*c*g^2*p*r^2*x^2+5961*b*c*g^2* p*r*x^3+8317*b*c*g^2*p*x^4+46*b*c*g^2*q^3*r*x+523*b*c*g^2*q^3*x^2+280*b*c*g^2*q ^2*r^2*x-4546*b*c*g^2*q^2*r*x^2-9464*b*c*g^2*q^2*x^3+56*b*c*g^2*q*r^3*x-11026*b *c*g^2*q*r^2*x^2+1530*b*c*g^2*q*r*x^3+8663*b*c*g^2*q*x^4-30*b*c*g^2*r^4*x-3330* b*c*g^2*r^3*x^2+13422*b*c*g^2*r^2*x^3+5332*b*c*g^2*r*x^4+54*b*c*g*p^5*x+171*b*c *g*p^4*q*x+231*b*c*g*p^4*r*x-446*b*c*g*p^4*x^2+177*b*c*g*p^3*q^2*x+606*b*c*g*p^ 3*q*r*x-988*b*c*g*p^3*q*x^2+336*b*c*g*p^3*r^2*x-3014*b*c*g*p^3*r*x^2-1142*b*c*g *p^3*x^3+42*b*c*g*p^2*q^3*x+477*b*c*g*p^2*q^2*r*x-379*b*c*g*p^2*q^2*x^2+543*b*c *g*p^2*q*r^2*x-6878*b*c*g*p^2*q*r*x^2-4238*b*c*g*p^2*q*x^3+195*b*c*g*p^2*r^3*x-\ 4140*b*c*g*p^2*r^2*x^2+4149*b*c*g*p^2*r*x^3+2275*b*c*g*p^2*x^4+88*b*c*g*p*q^3*r *x+199*b*c*g*p*q^3*x^2+196*b*c*g*p*q^2*r^2*x-4614*b*c*g*p*q^2*r*x^2-5154*b*c*g* p*q^2*x^3+60*b*c*g*p*q*r^3*x-6777*b*c*g*p*q*r^2*x^2+6062*b*c*g*p*q*r*x^3+5060*b *c*g*p*q*x^4+36*b*c*g*p*r^4*x-1368*b*c*g*p*r^3*x^2+8927*b*c*g*p*r^2*x^3+1638*b* c*g*p*r*x^4+52*b*c*g*q^4*x^2+20*b*c*g*q^3*r^2*x-921*b*c*g*q^3*r*x^2-1966*b*c*g* q^3*x^3-47*b*c*g*q^2*r^3*x-2791*b*c*g*q^2*r^2*x^2+1601*b*c*g*q^2*r*x^3+2837*b*c *g*q^2*x^4-48*b*c*g*q*r^4*x-996*b*c*g*q*r^3*x^2+8677*b*c*g*q*r^2*x^3+2154*b*c*g *q*r*x^4+180*b*c*g*r^4*x^2+3080*b*c*g*r^3*x^3-1248*b*c*g*r^2*x^4+8*b*c*p^4*q^2* x-36*b*c*p^4*q*x^2+16*b*c*p^4*x^3+8*b*c*p^3*q^3*x+30*b*c*p^3*q^2*r*x-60*b*c*p^3 *q^2*x^2-198*b*c*p^3*q*r*x^2-12*b*c*p^3*q*x^3+116*b*c*p^3*r*x^3+16*b*c*p^3*x^4+ 18*b*c*p^2*q^3*r*x-12*b*c*p^2*q^3*x^2+22*b*c*p^2*q^2*r^2*x-394*b*c*p^2*q^2*r*x^ 2-212*b*c*p^2*q^2*x^3-222*b*c*p^2*q*r^2*x^2+504*b*c*p^2*q*r*x^3+162*b*c*p^2*q*x ^4+180*b*c*p^2*r^2*x^3-36*b*c*p^2*r*x^4+12*b*c*p*q^4*x^2-222*b*c*p*q^3*r*x^2-\ 280*b*c*p*q^3*x^3-6*b*c*p*q^2*r^3*x-348*b*c*p*q^2*r^2*x^2+450*b*c*p*q^2*r*x^3+ 304*b*c*p*q^2*x^4+18*b*c*p*q*r^3*x^2+918*b*c*p*q*r^2*x^3+96*b*c*p*q*r*x^4+40*b* c*p*r^3*x^3-144*b*c*p*r^2*x^4-42*b*c*q^4*r*x^2-96*b*c*q^4*x^3-6*b*c*q^3*r^3*x-\ 138*b*c*q^3*r^2*x^2+82*b*c*q^3*r*x^3+158*b*c*q^3*x^4-6*b*c*q^2*r^4*x-6*b*c*q^2* r^3*x^2+650*b*c*q^2*r^2*x^3+172*b*c*q^2*r*x^4+72*b*c*q*r^4*x^2+312*b*c*q*r^3*x^ 3-144*b*c*q*r^2*x^4-40*b*c*r^4*x^3-80*b*c*r^3*x^4+14*b*g^6*p*x+28*b*g^6*r*x+118 *b*g^6*x^2+89*b*g^5*p^2*x+36*b*g^5*p*q*x+225*b*g^5*p*r*x+303*b*g^5*p*x^2+72*b*g ^5*q*r*x+322*b*g^5*q*x^2+108*b*g^5*r^2*x-201*b*g^5*r*x^2-928*b*g^5*x^3+161*b*g^ 4*p^3*x+156*b*g^4*p^2*q*x+478*b*g^4*p^2*r*x-32*b*g^4*p^2*x^2+24*b*g^4*p*q^2*x+ 394*b*g^4*p*q*r*x+548*b*g^4*p*q*x^2+365*b*g^4*p*r^2*x-2119*b*g^4*p*r*x^2-2942*b *g^4*p*x^3+48*b*g^4*q^2*r*x+318*b*g^4*q^2*x^2+166*b*g^4*q*r^2*x-917*b*g^4*q*r*x ^2-2618*b*g^4*q*x^3+62*b*g^4*r^3*x-1724*b*g^4*r^2*x^2-1262*b*g^4*r*x^3+852*b*g^ 4*x^4+117*b*g^3*p^4*x+200*b*g^3*p^3*q*x+410*b*g^3*p^3*r*x-420*b*g^3*p^3*x^2+82* b*g^3*p^2*q^2*x+583*b*g^3*p^2*q*r*x-189*b*g^3*p^2*q*x^2+421*b*g^3*p^2*r^2*x-\ 3448*b*g^3*p^2*r*x^2-2716*b*g^3*p^2*x^3+4*b*g^3*p*q^3*x+200*b*g^3*p*q^2*r*x+366 *b*g^3*p*q^2*x^2+366*b*g^3*p*q*r^2*x-4022*b*g^3*p*q*r*x^2-5218*b*g^3*p*q*x^3+ 119*b*g^3*p*r^3*x-4016*b*g^3*p*r^2*x^2+587*b*g^3*p*r*x^3+2223*b*g^3*p*x^4+8*b*g ^3*q^3*r*x+134*b*g^3*q^3*x^2+70*b*g^3*q^2*r^2*x-979*b*g^3*q^2*r*x^2-2504*b*g^3* q^2*x^3+19*b*g^3*q*r^3*x-2859*b*g^3*q*r^2*x^2-477*b*g^3*q*r*x^3+2265*b*g^3*q*x^ 4-9*b*g^3*r^4*x-999*b*g^3*r^3*x^2+3347*b*g^3*r^2*x^3+1842*b*g^3*r*x^4+35*b*g^2* p^5*x+92*b*g^2*p^4*q*x+149*b*g^2*p^4*r*x-241*b*g^2*p^4*x^2+74*b*g^2*p^3*q^2*x+ 320*b*g^2*p^3*q*r*x-453*b*g^2*p^3*q*x^2+211*b*g^2*p^3*r^2*x-1757*b*g^2*p^3*r*x^ 2-832*b*g^2*p^3*x^3+12*b*g^2*p^2*q^3*x+197*b*g^2*p^2*q^2*r*x-114*b*g^2*p^2*q^2* x^2+282*b*g^2*p^2*q*r^2*x-3498*b*g^2*p^2*q*r*x^2-2612*b*g^2*p^2*q*x^3+115*b*g^2 *p^2*r^3*x-2494*b*g^2*p^2*r^2*x^2+1984*b*g^2*p^2*r*x^3+1408*b*g^2*p^2*x^4+28*b* g^2*p*q^3*r*x+108*b*g^2*p*q^3*x^2+76*b*g^2*p*q^2*r^2*x-2065*b*g^2*p*q^2*r*x^2-\ 2750*b*g^2*p*q^2*x^3+30*b*g^2*p*q*r^3*x-3519*b*g^2*p*q*r^2*x^2+2659*b*g^2*p*q*r *x^3+2929*b*g^2*p*q*x^4+18*b*g^2*p*r^4*x-873*b*g^2*p*r^3*x^2+5029*b*g^2*p*r^2*x ^3+1308*b*g^2*p*r*x^4+18*b*g^2*q^4*x^2+8*b*g^2*q^3*r^2*x-372*b*g^2*q^3*r*x^2-\ 946*b*g^2*q^3*x^3-23*b*g^2*q^2*r^3*x-1274*b*g^2*q^2*r^2*x^2+607*b*g^2*q^2*r*x^3 +1533*b*g^2*q^2*x^4-24*b*g^2*q*r^4*x-522*b*g^2*q*r^3*x^2+4490*b*g^2*q*r^2*x^3+ 1442*b*g^2*q*r*x^4+90*b*g^2*r^4*x^2+1824*b*g^2*r^3*x^3-624*b*g^2*r^2*x^4+4*b*g* p^6*x+12*b*g*p^5*q*x+21*b*g*p^5*r*x-30*b*g*p^5*x^2+16*b*g*p^4*q^2*x+51*b*g*p^4* q*r*x-102*b*g*p^4*q*x^2+39*b*g*p^4*r^2*x-246*b*g*p^4*r*x^2-64*b*g*p^4*x^3+8*b*g *p^3*q^3*x+54*b*g*p^3*q^2*r*x-102*b*g*p^3*q^2*x^2+66*b*g*p^3*q*r^2*x-732*b*g*p^ 3*q*r*x^2-290*b*g*p^3*q*x^3+31*b*g*p^3*r^3*x-459*b*g*p^3*r^2*x^2+479*b*g*p^3*r* x^3+203*b*g*p^3*x^4+18*b*g*p^2*q^3*r*x-18*b*g*p^2*q^3*x^2+38*b*g*p^2*q^2*r^2*x-\ 746*b*g*p^2*q^2*r*x^2-526*b*g*p^2*q^2*x^3+27*b*g*p^2*q*r^3*x-957*b*g*p^2*q*r^2* x^2+1245*b*g*p^2*q*r*x^3+666*b*g*p^2*q*x^4+9*b*g*p^2*r^4*x-297*b*g*p^2*r^3*x^2+ 1187*b*g*p^2*r^2*x^3+90*b*g*p^2*r*x^4+12*b*g*p*q^4*x^2-294*b*g*p*q^3*r*x^2-416* b*g*p*q^3*x^3-6*b*g*p*q^2*r^3*x-642*b*g*p*q^2*r^2*x^2+948*b*g*p*q^2*r*x^3+737*b *g*p*q^2*x^4-243*b*g*p*q*r^3*x^2+2331*b*g*p*q*r^2*x^3+264*b*g*p*q*r*x^4-54*b*g* p*r^4*x^2+588*b*g*p*r^3*x^3-504*b*g*p*r^2*x^4-42*b*g*q^4*r*x^2-116*b*g*q^4*x^3-\ 6*b*g*q^3*r^3*x-150*b*g*q^3*r^2*x^2+192*b*g*q^3*r*x^3+274*b*g*q^3*x^4-6*b*g*q^2 *r^4*x-18*b*g*q^2*r^3*x^2+1100*b*g*q^2*r^2*x^3+194*b*g*q^2*r*x^4+72*b*g*q*r^4*x ^2+628*b*g*q*r^3*x^3-504*b*g*q*r^2*x^4-20*b*g*r^4*x^3-280*b*g*r^3*x^4+32*c^7*g* x+144*c^6*g^2*x+176*c^6*g*p*x+48*c^6*g*q*x+224*c^6*g*r*x+160*c^6*g*x^2+240*c^5* g^3*x+720*c^5*g^2*p*x+176*c^5*g^2*q*x+928*c^5*g^2*r*x+768*c^5*g^2*x^2+304*c^5*g *p^2*x+224*c^5*g*p*q*x+624*c^5*g*p*r*x-144*c^5*g*p*x^2+24*c^5*g*q^2*x+304*c^5*g *q*r*x+408*c^5*g*q*x^2+248*c^5*g*r^2*x-1576*c^5*g*r*x^2-1856*c^5*g*x^3+200*c^4* g^4*x+1032*c^4*g^3*p*x+232*c^4*g^3*q*x+1360*c^4*g^3*r*x+1392*c^4*g^3*x^2+1112*c ^4*g^2*p^2*x+752*c^4*g^2*p*q*x+2328*c^4*g^2*p*r*x-336*c^4*g^2*p*x^2+68*c^4*g^2* q^2*x+1032*c^4*g^2*q*r*x+1548*c^4*g^2*q*x^2+948*c^4*g^2*r^2*x-5628*c^4*g^2*r*x^ 2-7072*c^4*g^2*x^3+256*c^4*g*p^3*x+296*c^4*g*p^2*q*x+700*c^4*g*p^2*r*x-496*c^4* g*p^2*x^2+100*c^4*g*p*q^2*x+640*c^4*g*p*q*r*x+12*c^4*g*p*q*x^2+532*c^4*g*p*r^2* x-3288*c^4*g*p*r*x^2-2860*c^4*g*p*x^3+4*c^4*g*q^3*x+140*c^4*g*q^2*r*x+344*c^4*g *q^2*x^2+228*c^4*g*q*r^2*x-2136*c^4*g*q*r*x^2-2964*c^4*g*q*x^3+104*c^4*g*r^3*x-\ 1980*c^4*g*r^2*x^2+544*c^4*g*r*x^3+1264*c^4*g*x^4+90*c^3*g^5*x+704*c^3*g^4*p*x+ 144*c^3*g^4*q*x+960*c^3*g^4*r*x+1264*c^3*g^4*x^2+1340*c^3*g^3*p^2*x+848*c^3*g^3 *p*q*x+2876*c^3*g^3*p*r*x+104*c^3*g^3*p*x^2+66*c^3*g^3*q^2*x+1204*c^3*g^3*q*r*x +2150*c^3*g^3*q*x^2+1210*c^3*g^3*r^2*x-6302*c^3*g^3*r*x^2-8976*c^3*g^3*x^3+792* c^3*g^2*p^3*x+912*c^3*g^2*p^2*q*x+2208*c^3*g^2*p^2*r*x-1584*c^3*g^2*p^2*x^2+256 *c^3*g^2*p*q^2*x+1992*c^3*g^2*p*q*r*x+264*c^3*g^2*p*q*x^2+1688*c^3*g^2*p*r^2*x-\ 10844*c^3*g^2*p*r*x^2-9564*c^3*g^2*p*x^3+8*c^3*g^2*q^3*x+368*c^3*g^2*q^2*r*x+ 1020*c^3*g^2*q^2*x^2+744*c^3*g^2*q*r^2*x-6212*c^3*g^2*q*r*x^2-9396*c^3*g^2*q*x^ 3+328*c^3*g^2*r^3*x-6672*c^3*g^2*r^2*x^2+1136*c^3*g^2*r*x^3+4104*c^3*g^2*x^4+ 122*c^3*g*p^4*x+164*c^3*g*p^3*q*x+426*c^3*g*p^3*r*x-326*c^3*g*p^3*x^2+106*c^3*g *p^2*q^2*x+458*c^3*g*p^2*q*r*x-418*c^3*g*p^2*q*x^2+496*c^3*g*p^2*r^2*x-2390*c^3 *g*p^2*r*x^2-1684*c^3*g*p^2*x^3+16*c^3*g*p*q^3*x+230*c^3*g*p*q^2*r*x+104*c^3*g* p*q^2*x^2+284*c^3*g*p*q*r^2*x-3324*c^3*g*p*q*r*x^2-3168*c^3*g*p*q*x^3+216*c^3*g *p*r^3*x-2532*c^3*g*p*r^2*x^2+1346*c^3*g*p*r*x^3+1556*c^3*g*p*x^4+22*c^3*g*q^3* r*x+124*c^3*g*q^3*x^2+66*c^3*g*q^2*r^2*x-1076*c^3*g*q^2*r*x^2-1788*c^3*g*q^2*x^ 3+16*c^3*g*q*r^3*x-2046*c^3*g*q*r^2*x^2+750*c^3*g*q*r*x^3+1556*c^3*g*q*x^4+24*c ^3*g*r^4*x-588*c^3*g*r^3*x^2+2304*c^3*g*r^2*x^3+688*c^3*g*r*x^4+21*c^2*g^6*x+ 243*c^2*g^5*p*x+43*c^2*g^5*q*x+350*c^2*g^5*r*x+618*c^2*g^5*x^2+722*c^2*g^4*p^2* x+424*c^2*g^4*p*q*x+1602*c^2*g^4*p*r*x+480*c^2*g^4*p*x^2+27*c^2*g^4*q^2*x+638*c ^2*g^4*q*r*x+1413*c^2*g^4*q*x^2+703*c^2*g^4*r^2*x-2981*c^2*g^4*r*x^2-5176*c^2*g ^4*x^3+744*c^2*g^3*p^3*x+838*c^2*g^3*p^2*q*x+2115*c^2*g^3*p^2*r*x-1244*c^2*g^3* p^2*x^2+209*c^2*g^3*p*q^2*x+1888*c^2*g^3*p*q*r*x+695*c^2*g^3*p*q*x^2+1649*c^2*g ^3*p*r^2*x-10018*c^2*g^3*p*r*x^2-9683*c^2*g^3*p*x^3+5*c^2*g^3*q^3*x+319*c^2*g^3 *q^2*r*x+1042*c^2*g^3*q^2*x^2+745*c^2*g^3*q*r^2*x-5302*c^2*g^3*q*r*x^2-9165*c^2 *g^3*q*x^3+330*c^2*g^3*r^3*x-6523*c^2*g^3*r^2*x^2-264*c^2*g^3*r*x^3+3780*c^2*g^ 3*x^4+293*c^2*g^2*p^4*x+458*c^2*g^2*p^3*q*x+1037*c^2*g^2*p^3*r*x-995*c^2*g^2*p^ 3*x^2+241*c^2*g^2*p^2*q^2*x+1291*c^2*g^2*p^2*q*r*x-1025*c^2*g^2*p^2*q*x^2+1188* c^2*g^2*p^2*r^2*x-6957*c^2*g^2*p^2*r*x^2-4586*c^2*g^2*p^2*x^3+28*c^2*g^2*p*q^3* x+531*c^2*g^2*p*q^2*r*x+328*c^2*g^2*p*q^2*x^2+846*c^2*g^2*p*q*r^2*x-8752*c^2*g^ 2*p*q*r*x^2-8752*c^2*g^2*p*q*x^3+492*c^2*g^2*p*r^3*x-7458*c^2*g^2*p*r^2*x^2+ 3641*c^2*g^2*p*r*x^3+4308*c^2*g^2*p*x^4+41*c^2*g^2*q^3*r*x+274*c^2*g^2*q^3*x^2+ 165*c^2*g^2*q^2*r^2*x-2430*c^2*g^2*q^2*r*x^2-4486*c^2*g^2*q^2*x^3+80*c^2*g^2*q* r^3*x-5379*c^2*g^2*q*r^2*x^2+1703*c^2*g^2*q*r*x^3+4308*c^2*g^2*q*x^4+48*c^2*g^2 *r^4*x-1758*c^2*g^2*r^3*x^2+6528*c^2*g^2*r^2*x^3+2160*c^2*g^2*r*x^4+33*c^2*g*p^ 5*x+41*c^2*g*p^4*q*x+144*c^2*g*p^4*r*x-79*c^2*g*p^4*x^2+39*c^2*g*p^3*q^2*x+138* c^2*g*p^3*q*r*x-218*c^2*g*p^3*q*x^2+225*c^2*g*p^3*r^2*x-772*c^2*g*p^3*r*x^2-479 *c^2*g*p^3*x^3+15*c^2*g*p^2*q^3*x+108*c^2*g*p^2*q^2*r*x-110*c^2*g*p^2*q^2*x^2+ 125*c^2*g*p^2*q*r^2*x-1553*c^2*g*p^2*q*r*x^2-1091*c^2*g*p^2*q*x^3+150*c^2*g*p^2 *r^3*x-1194*c^2*g*p^2*r^2*x^2+701*c^2*g*p^2*r*x^3+636*c^2*g*p^2*x^4+30*c^2*g*p* q^3*r*x+46*c^2*g*p*q^3*x^2+44*c^2*g*p*q^2*r^2*x-1094*c^2*g*p*q^2*r*x^2-1181*c^2 *g*p*q^2*x^3+16*c^2*g*p*q*r^3*x-1551*c^2*g*p*q*r^2*x^2+1280*c^2*g*p*q*r*x^3+ 1216*c^2*g*p*q*x^4+36*c^2*g*p*r^4*x-549*c^2*g*p*r^3*x^2+1868*c^2*g*p*r^2*x^3+ 440*c^2*g*p*r*x^4+17*c^2*g*q^4*x^2+6*c^2*g*q^3*r^2*x-241*c^2*g*q^3*r*x^2-481*c^ 2*g*q^3*x^3-12*c^2*g*q^2*r^3*x-681*c^2*g*q^2*r^2*x^2+355*c^2*g*q^2*r*x^3+636*c^ 2*g*q^2*x^4-12*c^2*g*q*r^4*x-273*c^2*g*q*r^3*x^2+1876*c^2*g*q*r^2*x^3+440*c^2*g *q*r*x^4-36*c^2*g*r^4*x^2+640*c^2*g*r^3*x^3-288*c^2*g*r^2*x^4+2*c*g^7*x+39*c*g^ 6*p*x+5*c*g^6*q*x+62*c*g^6*r*x+156*c*g^6*x^2+178*c*g^5*p^2*x+94*c*g^5*p*q*x+414 *c*g^5*p*r*x+279*c*g^5*p*x^2+4*c*g^5*q^2*x+156*c*g^5*q*r*x+447*c*g^5*q*x^2+192* c*g^5*r^2*x-576*c*g^5*r*x^2-1400*c*g^5*x^3+278*c*g^4*p^3*x+302*c*g^4*p^2*q*x+ 809*c*g^4*p^2*r*x-304*c*g^4*p^2*x^2+67*c*g^4*p*q^2*x+714*c*g^4*p*q*r*x+503*c*g^ 4*p*q*x^2+649*c*g^4*p*r^2*x-3529*c*g^4*p*r*x^2-3940*c*g^4*p*x^3+c*g^4*q^3*x+113 *c*g^4*q^2*r*x+449*c*g^4*q^2*x^2+301*c*g^4*q*r^2*x-1711*c*g^4*q*r*x^2-3600*c*g^ 4*q*x^3+136*c*g^4*r^3*x-2509*c*g^4*r^2*x^2-844*c*g^4*r*x^3+1334*c*g^4*x^4+188*c *g^3*p^4*x+306*c*g^3*p^3*q*x+674*c*g^3*p^3*r*x-624*c*g^3*p^3*x^2+146*c*g^3*p^2* q^2*x+883*c*g^3*p^2*q*r*x-512*c*g^3*p^2*q*x^2+776*c*g^3*p^2*r^2*x-4633*c*g^3*p^ 2*r*x^2-3272*c*g^3*p^2*x^3+14*c*g^3*p*q^3*x+338*c*g^3*p*q^2*r*x+328*c*g^3*p*q^2 *x^2+608*c*g^3*p*q*r^2*x-5575*c*g^3*p*q*r*x^2-6176*c*g^3*p*q*x^3+320*c*g^3*p*r^ 3*x-5198*c*g^3*p*r^2*x^2+1644*c*g^3*p*r*x^3+2835*c*g^3*p*x^4+23*c*g^3*q^3*r*x+ 186*c*g^3*q^3*x^2+116*c*g^3*q^2*r^2*x-1420*c*g^3*q^2*r*x^2-3012*c*g^3*q^2*x^3+ 72*c*g^3*q*r^3*x-3632*c*g^3*q*r^2*x^2+352*c*g^3*q*r*x^3+2835*c*g^3*q*x^4+30*c*g ^3*r^4*x-1308*c*g^3*r^3*x^2+4224*c*g^3*r^2*x^3+1788*c*g^3*r*x^4+55*c*g^2*p^5*x+ 101*c*g^2*p^4*q*x+242*c*g^2*p^4*r*x-229*c*g^2*p^4*x^2+79*c*g^2*p^3*q^2*x+348*c* g^2*p^3*q*r*x-487*c*g^2*p^3*q*x^2+373*c*g^2*p^3*r^2*x-1836*c*g^2*p^3*r*x^2-924* c*g^2*p^3*x^3+21*c*g^2*p^2*q^3*x+216*c*g^2*p^2*q^2*r*x-195*c*g^2*p^2*q^2*x^2+ 329*c*g^2*p^2*q*r^2*x-3547*c*g^2*p^2*q*r*x^2-2468*c*g^2*p^2*q*x^3+240*c*g^2*p^2 *r^3*x-2739*c*g^2*p^2*r^2*x^2+1921*c*g^2*p^2*r*x^3+1416*c*g^2*p^2*x^4+44*c*g^2* p*q^3*r*x+83*c*g^2*p*q^3*x^2+98*c*g^2*p*q^2*r^2*x-2149*c*g^2*p*q^2*r*x^2-2496*c *g^2*p*q^2*x^3+64*c*g^2*p*q*r^3*x-3567*c*g^2*p*q*r^2*x^2+2888*c*g^2*p*q*r*x^3+ 2792*c*g^2*p*q*x^4+54*c*g^2*p*r^4*x-1188*c*g^2*p*r^3*x^2+4671*c*g^2*p*r^2*x^3+ 1052*c*g^2*p*r*x^4+26*c*g^2*q^4*x^2+10*c*g^2*q^3*r^2*x-396*c*g^2*q^3*r*x^2-888* c*g^2*q^3*x^3-16*c*g^2*q^2*r^3*x-1281*c*g^2*q^2*r^2*x^2+783*c*g^2*q^2*r*x^3+ 1416*c*g^2*q^2*x^4-18*c*g^2*q*r^4*x-636*c*g^2*q*r^3*x^2+4161*c*g^2*q*r^2*x^3+ 1052*c*g^2*q*r*x^4-54*c*g^2*r^4*x^2+1600*c*g^2*r^3*x^3-672*c*g^2*r^2*x^4+4*c*g* p^6*x+4*c*g*p^5*q*x+21*c*g*p^5*r*x-6*c*g*p^5*x^2+4*c*g*p^4*q^2*x+15*c*g*p^4*q*r *x-30*c*g*p^4*q*x^2+39*c*g*p^4*r^2*x-102*c*g*p^4*r*x^2-60*c*g*p^4*x^3+4*c*g*p^3 *q^3*x+15*c*g*p^3*q^2*r*x-36*c*g*p^3*q^2*x^2+18*c*g*p^3*q*r^2*x-237*c*g*p^3*q*r *x^2-130*c*g*p^3*q*x^3+31*c*g*p^3*r^3*x-231*c*g*p^3*r^2*x^2+85*c*g*p^3*r*x^3+87 *c*g*p^3*x^4+9*c*g*p^2*q^3*r*x-6*c*g*p^2*q^3*x^2+11*c*g*p^2*q^2*r^2*x-241*c*g*p ^2*q^2*r*x^2-172*c*g*p^2*q^2*x^3+7*c*g*p^2*q*r^3*x-312*c*g*p^2*q*r^2*x^2+347*c* g*p^2*q*r*x^3+233*c*g*p^2*q*x^4+9*c*g*p^2*r^4*x-189*c*g*p^2*r^3*x^2+341*c*g*p^2 *r^2*x^3+68*c*g*p^2*r*x^4+6*c*g*p*q^4*x^2-111*c*g*p*q^3*r*x^2-150*c*g*p*q^3*x^3 -3*c*g*p*q^2*r^3*x-204*c*g*p*q^2*r^2*x^2+297*c*g*p*q^2*r*x^3+233*c*g*p*q^2*x^4-\ 72*c*g*p*q*r^3*x^2+720*c*g*p*q*r^2*x^3+96*c*g*p*q*r*x^4-54*c*g*p*r^4*x^2+184*c* g*p*r^3*x^3-144*c*g*p*r^2*x^4-21*c*g*q^4*r*x^2-48*c*g*q^4*x^3-3*c*g*q^3*r^3*x-\ 69*c*g*q^3*r^2*x^2+55*c*g*q^3*r*x^3+87*c*g*q^3*x^4-3*c*g*q^2*r^4*x-3*c*g*q^2*r^ 3*x^2+379*c*g*q^2*r^2*x^3+68*c*g*q^2*r*x^4+36*c*g*q*r^4*x^2+216*c*g*q*r^3*x^3-\ 144*c*g*q*r^2*x^4-80*c*g*r^3*x^4+2*g^7*p*x+4*g^7*r*x+16*g^7*x^2+16*g^6*p^2*x+7* g^6*p*q*x+40*g^6*p*r*x+49*g^6*p*x^2+14*g^6*q*r*x+55*g^6*q*x^2+20*g^6*r^2*x-28*g ^6*r*x^2-144*g^6*x^3+36*g^5*p^3*x+37*g^5*p^2*q*x+108*g^5*p^2*r*x-8*g^5*p^2*x^2+ 7*g^5*p*q^2*x+94*g^5*p*q*r*x+110*g^5*p*q*x^2+90*g^5*p*r^2*x-410*g^5*p*r*x^2-566 *g^5*p*x^3+14*g^5*q^2*r*x+70*g^5*q^2*x^2+43*g^5*q*r^2*x-173*g^5*q*r*x^2-498*g^5 *q*x^3+20*g^5*r^3*x-334*g^5*r^2*x^2-248*g^5*r*x^3+156*g^5*x^4+36*g^4*p^4*x+59*g ^4*p^3*q*x+131*g^4*p^3*r*x-104*g^4*p^3*x^2+26*g^4*p^2*q^2*x+176*g^4*p^2*q*r*x-\ 52*g^4*p^2*q*x^2+153*g^4*p^2*r^2*x-876*g^4*p^2*r*x^2-700*g^4*p^2*x^3+2*g^4*p*q^ 3*x+65*g^4*p*q^2*r*x+95*g^4*p*q^2*x^2+128*g^4*p*q*r^2*x-1015*g^4*p*q*r*x^2-1296 *g^4*p*q*x^3+64*g^4*p*r^3*x-1051*g^4*p*r^2*x^2+80*g^4*p*r*x^3+535*g^4*p*x^4+4*g ^4*q^3*r*x+40*g^4*q^3*x^2+25*g^4*q^2*r^2*x-237*g^4*q^2*r*x^2-608*g^4*q^2*x^3+18 *g^4*q*r^3*x-727*g^4*q*r^2*x^2-156*g^4*q*r*x^3+535*g^4*q*x^4+6*g^4*r^4*x-288*g^ 4*r^3*x^2+768*g^4*r^2*x^3+440*g^4*r*x^4+18*g^3*p^5*x+37*g^3*p^4*q*x+80*g^3*p^4* r*x-81*g^3*p^4*x^2+27*g^3*p^3*q^2*x+130*g^3*p^3*q*r*x-156*g^3*p^3*q*x^2+124*g^3 *p^3*r^2*x-654*g^3*p^3*r*x^2-344*g^3*p^3*x^3+6*g^3*p^2*q^3*x+76*g^3*p^2*q^2*r*x -45*g^3*p^2*q^2*x^2+127*g^3*p^2*q*r^2*x-1248*g^3*p^2*q*r*x^2-953*g^3*p^2*q*x^3+ 80*g^3*p^2*r^3*x-998*g^3*p^2*r^2*x^2+599*g^3*p^2*r*x^3+504*g^3*p^2*x^4+14*g^3*p *q^3*r*x+36*g^3*p*q^3*x^2+38*g^3*p*q^2*r^2*x-720*g^3*p*q^2*r*x^2-931*g^3*p*q^2* x^3+28*g^3*p*q*r^3*x-1323*g^3*p*q*r^2*x^2+812*g^3*p*q*r*x^3+1002*g^3*p*q*x^4+18 *g^3*p*r^4*x-441*g^3*p*r^3*x^2+1699*g^3*p*r^2*x^3+488*g^3*p*r*x^4+9*g^3*q^4*x^2 +4*g^3*q^3*r^2*x-123*g^3*q^3*r*x^2-312*g^3*q^3*x^3-4*g^3*q^2*r^3*x-458*g^3*q^2* r^2*x^2+177*g^3*q^2*r*x^3+504*g^3*q^2*x^4-6*g^3*q*r^4*x-261*g^3*q*r^3*x^2+1469* g^3*q*r^2*x^3+488*g^3*q*r*x^4-18*g^3*r^4*x^2+640*g^3*r^3*x^3-192*g^3*r^2*x^4+4* g^2*p^6*x+8*g^2*p^5*q*x+21*g^2*p^5*r*x-18*g^2*p^5*x^2+8*g^2*p^4*q^2*x+33*g^2*p^ 4*q*r*x-57*g^2*p^4*q*x^2+39*g^2*p^4*r^2*x-174*g^2*p^4*r*x^2-66*g^2*p^4*x^3+4*g^ 2*p^3*q^3*x+27*g^2*p^3*q^2*r*x-54*g^2*p^3*q^2*x^2+42*g^2*p^3*q*r^2*x-435*g^2*p^ 3*q*r*x^2-207*g^2*p^3*q*x^3+31*g^2*p^3*r^3*x-345*g^2*p^3*r^2*x^2+253*g^2*p^3*r* x^3+141*g^2*p^3*x^4+9*g^2*p^2*q^3*r*x-9*g^2*p^2*q^3*x^2+19*g^2*p^2*q^2*r^2*x-\ 395*g^2*p^2*q^2*r*x^2-296*g^2*p^2*q^2*x^3+17*g^2*p^2*q*r^3*x-579*g^2*p^2*q*r^2* x^2+670*g^2*p^2*q*r*x^3+409*g^2*p^2*q*x^4+9*g^2*p^2*r^4*x-243*g^2*p^2*r^3*x^2+ 719*g^2*p^2*r^2*x^3+88*g^2*p^2*r*x^4+6*g^2*p*q^4*x^2-147*g^2*p*q^3*r*x^2-213*g^ 2*p*q^3*x^3-3*g^2*p*q^2*r^3*x-336*g^2*p*q^2*r^2*x^2+510*g^2*p*q^2*r*x^3+409*g^2 *p*q^2*x^4-162*g^2*p*q*r^3*x^2+1296*g^2*p*q*r^2*x^3+156*g^2*p*q*r*x^4-54*g^2*p* r^4*x^2+376*g^2*p*r^3*x^3-288*g^2*p*r^2*x^4-21*g^2*q^4*r*x^2-58*g^2*q^4*x^3-3*g ^2*q^3*r^3*x-75*g^2*q^3*r^2*x^2+103*g^2*q^3*r*x^3+141*g^2*q^3*x^4-3*g^2*q^2*r^4 *x-9*g^2*q^2*r^3*x^2+577*g^2*q^2*r^2*x^3+88*g^2*q^2*r*x^4+36*g^2*q*r^4*x^2+344* g^2*q*r^3*x^3-288*g^2*q*r^2*x^4-160*g^2*r^3*x^4-32*a^6*b*p-32*a^6*b*r-192*a^6*b *x-16*a^6*g*p-16*a^6*g*r-96*a^6*g*x-64*a^5*b^2*p-64*a^5*b^2*r-512*a^5*b^2*x-192 *a^5*b*c*p-192*a^5*b*c*r-1088*a^5*b*c*x-128*a^5*b*g*p-128*a^5*b*g*r-896*a^5*b*g *x-96*a^5*b*p^2-32*a^5*b*p*q-160*a^5*b*p*r-128*a^5*b*p*x-32*a^5*b*q*r-256*a^5*b *q*x-64*a^5*b*r^2+304*a^5*b*r*x+1632*a^5*b*x^2-96*a^5*c*g*p-96*a^5*c*g*r-544*a^ 5*c*g*x-16*a^5*c*p^2-32*a^5*c*p*r-64*a^5*c*p*x-16*a^5*c*r^2-80*a^5*c*r*x+96*a^5 *c*x^2-48*a^5*g^2*p-48*a^5*g^2*r-320*a^5*g^2*x-56*a^5*g*p^2-16*a^5*g*p*q-96*a^5 *g*p*r-96*a^5*g*p*x-16*a^5*g*q*r-128*a^5*g*q*x-40*a^5*g*r^2+112*a^5*g*r*x+864*a ^5*g*x^2-32*a^4*b^3*p-32*a^4*b^3*r-448*a^4*b^3*x-320*a^4*b^2*c*p-320*a^4*b^2*c* r-2464*a^4*b^2*c*x-176*a^4*b^2*g*p-176*a^4*b^2*g*r-1696*a^4*b^2*g*x-160*a^4*b^2 *p^2-32*a^4*b^2*p*q-256*a^4*b^2*p*r-352*a^4*b^2*p*x-32*a^4*b^2*q*r-528*a^4*b^2* q*x-96*a^4*b^2*r^2+576*a^4*b^2*r*x+4272*a^4*b^2*x^2-480*a^4*b*c^2*p-480*a^4*b*c ^2*r-2592*a^4*b*c^2*x-656*a^4*b*c*g*p-656*a^4*b*c*g*r-4352*a^4*b*c*g*x-464*a^4* b*c*p^2-160*a^4*b*c*p*q-768*a^4*b*c*p*r-32*a^4*b*c*p*x-160*a^4*b*c*q*r-1312*a^4 *b*c*q*x-304*a^4*b*c*r^2+2384*a^4*b*c*r*x+10096*a^4*b*c*x^2-200*a^4*b*g^2*p-200 *a^4*b*g^2*r-1648*a^4*b*g^2*x-328*a^4*b*g*p^2-96*a^4*b*g*p*q-544*a^4*b*g*p*r-\ 512*a^4*b*g*p*x-96*a^4*b*g*q*r-1040*a^4*b*g*q*x-216*a^4*b*g*r^2+1104*a^4*b*g*r* x+7368*a^4*b*g*x^2-112*a^4*b*p^3-80*a^4*b*p^2*q-256*a^4*b*p^2*r+480*a^4*b*p^2*x -8*a^4*b*p*q^2-128*a^4*b*p*q*r-80*a^4*b*p*q*x-184*a^4*b*p*r^2+2008*a^4*b*p*r*x+ 3888*a^4*b*p*x^2-8*a^4*b*q^2*r-152*a^4*b*q^2*x-48*a^4*b*q*r^2+632*a^4*b*q*r*x+ 3072*a^4*b*q*x^2-40*a^4*b*r^3+1288*a^4*b*r^2*x+1448*a^4*b*r*x^2-2416*a^4*b*x^3-\ 240*a^4*c^2*g*p-240*a^4*c^2*g*r-1296*a^4*c^2*g*x-64*a^4*c^2*p^2-128*a^4*c^2*p*r -176*a^4*c^2*p*x-64*a^4*c^2*r^2-304*a^4*c^2*r*x+512*a^4*c^2*x^2-248*a^4*c*g^2*p -248*a^4*c*g^2*r-1560*a^4*c*g^2*x-296*a^4*c*g*p^2-80*a^4*c*g*p*q-512*a^4*c*g*p* r-232*a^4*c*g*p*x-80*a^4*c*g*q*r-656*a^4*c*g*q*x-216*a^4*c*g*r^2+880*a^4*c*g*r* x+5496*a^4*c*g*x^2-40*a^4*c*p^3-104*a^4*c*p^2*r-80*a^4*c*p^2*x-8*a^4*c*p*q*x-88 *a^4*c*p*r^2-152*a^4*c*p*r*x+432*a^4*c*p*x^2-40*a^4*c*q*r*x+128*a^4*c*q*x^2-24* a^4*c*r^3-56*a^4*c*r^2*x+128*a^4*c*r*x^2-384*a^4*c*x^3-60*a^4*g^3*p-60*a^4*g^3* r-456*a^4*g^3*x-140*a^4*g^2*p^2-40*a^4*g^2*p*q-240*a^4*g^2*p*r-232*a^4*g^2*p*x-\ 40*a^4*g^2*q*r-388*a^4*g^2*q*x-100*a^4*g^2*r^2+328*a^4*g^2*r*x+2712*a^4*g^2*x^2 -76*a^4*g*p^3-40*a^4*g*p^2*q-180*a^4*g*p^2*r+200*a^4*g*p^2*x-4*a^4*g*p*q^2-64*a ^4*g*p*q*r-44*a^4*g*p*q*x-136*a^4*g*p*r^2+928*a^4*g*p*r*x+2160*a^4*g*p*x^2-4*a^ 4*g*q^2*r-76*a^4*g*q^2*x-24*a^4*g*q*r^2+296*a^4*g*q*r*x+1600*a^4*g*q*x^2-32*a^4 *g*r^3+616*a^4*g*r^2*x+788*a^4*g*r*x^2-1400*a^4*g*x^3-128*a^3*b^4*x-128*a^3*b^3 *c*p-128*a^3*b^3*c*r-1792*a^3*b^3*c*x-64*a^3*b^3*g*p-64*a^3*b^3*g*r-1152*a^3*b^ 3*g*x-64*a^3*b^3*p^2-96*a^3*b^3*p*r-304*a^3*b^3*p*x-272*a^3*b^3*q*x-32*a^3*b^3* r^2+336*a^3*b^3*r*x+3744*a^3*b^3*x^2-640*a^3*b^2*c^2*p-640*a^3*b^2*c^2*r-4832*a ^3*b^2*c^2*x-736*a^3*b^2*c*g*p-736*a^3*b^2*c*g*r-6848*a^3*b^2*c*g*x-608*a^3*b^2 *c*p^2-128*a^3*b^2*c*p*q-960*a^3*b^2*c*p*r-544*a^3*b^2*c*p*x-128*a^3*b^2*c*q*r-\ 2192*a^3*b^2*c*q*x-352*a^3*b^2*c*r^2+3872*a^3*b^2*c*r*x+20224*a^3*b^2*c*x^2-192 *a^3*b^2*g^2*p-192*a^3*b^2*g^2*r-2304*a^3*b^2*g^2*x-368*a^3*b^2*g*p^2-64*a^3*b^ 2*g*p*q-592*a^3*b^2*g*p*r-1040*a^3*b^2*g*p*x-64*a^3*b^2*g*q*r-1464*a^3*b^2*g*q* x-224*a^3*b^2*g*r^2+1480*a^3*b^2*g*r*x+12792*a^3*b^2*g*x^2-144*a^3*b^2*p^3-64*a ^3*b^2*p^2*q-304*a^3*b^2*p^2*r+704*a^3*b^2*p^2*x-96*a^3*b^2*p*q*r-312*a^3*b^2*p *q*x-192*a^3*b^2*p*r^2+3096*a^3*b^2*p*r*x+7968*a^3*b^2*p*x^2-176*a^3*b^2*q^2*x-\ 32*a^3*b^2*q*r^2+744*a^3*b^2*q*r*x+5832*a^3*b^2*q*x^2-32*a^3*b^2*r^3+1968*a^3*b ^2*r^2*x+3064*a^3*b^2*r*x^2-5776*a^3*b^2*x^3-640*a^3*b*c^3*p-640*a^3*b*c^3*r-\ 3360*a^3*b*c^3*x-1360*a^3*b*c^2*g*p-1360*a^3*b*c^2*g*r-8672*a^3*b*c^2*g*x-880*a ^3*b*c^2*p^2-320*a^3*b*c^2*p*q-1440*a^3*b*c^2*p*r+1008*a^3*b*c^2*p*x-320*a^3*b* c^2*q*r-2736*a^3*b*c^2*q*x-560*a^3*b*c^2*r^2+6368*a^3*b*c^2*r*x+23440*a^3*b*c^2 *x^2-856*a^3*b*c*g^2*p-856*a^3*b*c*g^2*r-6704*a^3*b*c*g^2*x-1296*a^3*b*c*g*p^2-\ 400*a^3*b*c*g*p*q-2128*a^3*b*c*g*p*r-360*a^3*b*c*g*p*x-400*a^3*b*c*g*q*r-4432*a ^3*b*c*g*q*x-832*a^3*b*c*g*r^2+7448*a^3*b*c*g*r*x+35952*a^3*b*c*g*x^2-408*a^3*b *c*p^3-304*a^3*b*c*p^2*q-920*a^3*b*c*p^2*r+2696*a^3*b*c*p^2*x-32*a^3*b*c*p*q^2-\ 480*a^3*b*c*p*q*r-80*a^3*b*c*p*q*x-648*a^3*b*c*p*r^2+9256*a^3*b*c*p*r*x+17072*a ^3*b*c*p*x^2-32*a^3*b*c*q^2*r-648*a^3*b*c*q^2*x-176*a^3*b*c*q*r^2+3032*a^3*b*c* q*r*x+14128*a^3*b*c*q*x^2-136*a^3*b*c*r^3+5368*a^3*b*c*r^2*x+2784*a^3*b*c*r*x^2 -14976*a^3*b*c*x^3-160*a^3*b*g^3*p-160*a^3*b*g^3*r-1600*a^3*b*g^3*x-428*a^3*b*g ^2*p^2-112*a^3*b*g^2*p*q-712*a^3*b*g^2*p*r-868*a^3*b*g^2*p*x-112*a^3*b*g^2*q*r-\ 1644*a^3*b*g^2*q*x-284*a^3*b*g^2*r^2+1556*a^3*b*g^2*r*x+12204*a^3*b*g^2*x^2-308 *a^3*b*g*p^3-200*a^3*b*g*p^2*q-692*a^3*b*g*p^2*r+1556*a^3*b*g*p^2*x-16*a^3*b*g* p*q^2-320*a^3*b*g*p*q*r-456*a^3*b*g*p*q*x-484*a^3*b*g*p*r^2+6180*a^3*b*g*p*r*x+ 14044*a^3*b*g*p*x^2-16*a^3*b*g*q^2*r-480*a^3*b*g*q^2*x-120*a^3*b*g*q*r^2+1748*a ^3*b*g*q*r*x+10832*a^3*b*g*q*x^2-100*a^3*b*g*r^3+3908*a^3*b*g*r^2*x+5304*a^3*b* g*r*x^2-9888*a^3*b*g*x^3-64*a^3*b*p^4-72*a^3*b*p^3*q-184*a^3*b*p^3*r+672*a^3*b* p^3*x-16*a^3*b*p^2*q^2-152*a^3*b*p^2*q*r+496*a^3*b*p^2*q*x-184*a^3*b*p^2*r^2+ 2764*a^3*b*p^2*r*x+2856*a^3*b*p^2*x^2-24*a^3*b*p*q^2*r-80*a^3*b*p*q^2*x-96*a^3* b*p*q*r^2+2192*a^3*b*p*q*r*x+5092*a^3*b*p*q*x^2-72*a^3*b*p*r^3+2836*a^3*b*p*r^2 *x-1252*a^3*b*p*r*x^2-6400*a^3*b*p*x^3-36*a^3*b*q^3*x-8*a^3*b*q^2*r^2+288*a^3*b *q^2*r*x+2000*a^3*b*q^2*x^2-16*a^3*b*q*r^3+1296*a^3*b*q*r^2*x+408*a^3*b*q*r*x^2 -5368*a^3*b*q*x^3-8*a^3*b*r^4+780*a^3*b*r^3*x-3428*a^3*b*r^2*x^2-4684*a^3*b*r*x ^3+600*a^3*b*x^4-320*a^3*c^3*g*p-320*a^3*c^3*g*r-1680*a^3*c^3*g*x-96*a^3*c^3*p^ 2-192*a^3*c^3*p*r-144*a^3*c^3*p*x-96*a^3*c^3*r^2-432*a^3*c^3*r*x+1008*a^3*c^3*x ^2-520*a^3*c^2*g^2*p-520*a^3*c^2*g^2*r-3128*a^3*c^2*g^2*x-592*a^3*c^2*g*p^2-160 *a^3*c^2*g*p*q-1024*a^3*c^2*g*p*r+136*a^3*c^2*g*p*x-160*a^3*c^2*g*q*r-1368*a^3* c^2*g*q*x-432*a^3*c^2*g*r^2+2472*a^3*c^2*g*r*x+13056*a^3*c^2*g*x^2-120*a^3*c^2* p^3-312*a^3*c^2*p^2*r-32*a^3*c^2*p^2*x-24*a^3*c^2*p*q*x-264*a^3*c^2*p*r^2-176*a ^3*c^2*p*r*x+1904*a^3*c^2*p*x^2-120*a^3*c^2*q*r*x+512*a^3*c^2*q*x^2-72*a^3*c^2* r^3-56*a^3*c^2*r^2*x+616*a^3*c^2*r*x^2-1952*a^3*c^2*x^3-260*a^3*c*g^3*p-260*a^3 *c*g^3*r-1864*a^3*c*g^3*x-572*a^3*c*g^2*p^2-168*a^3*c*g^2*p*q-976*a^3*c*g^2*p*r -288*a^3*c*g^2*p*x-168*a^3*c*g^2*q*r-1668*a^3*c*g^2*q*x-404*a^3*c*g^2*r^2+2388* a^3*c*g^2*r*x+13480*a^3*c*g^2*x^2-332*a^3*c*g*p^3-152*a^3*c*g*p^2*q-796*a^3*c*g *p^2*r+1184*a^3*c*g*p^2*x-16*a^3*c*g*p*q^2-240*a^3*c*g*p*q*r-88*a^3*c*g*p*q*x-\ 612*a^3*c*g*p*r^2+4240*a^3*c*g*p*r*x+10204*a^3*c*g*p*x^2-16*a^3*c*g*q^2*r-324*a ^3*c*g*q^2*x-88*a^3*c*g*q*r^2+1372*a^3*c*g*q*r*x+7552*a^3*c*g*q*x^2-148*a^3*c*g *r^3+2528*a^3*c*g*r^2*x+1936*a^3*c*g*r*x^2-9088*a^3*c*g*x^3-36*a^3*c*p^4-112*a^ 3*c*p^3*r+32*a^3*c*p^3*x+28*a^3*c*p^2*q*x-124*a^3*c*p^2*r^2+244*a^3*c*p^2*r*x+ 792*a^3*c*p^2*x^2+44*a^3*c*p*q*r*x+572*a^3*c*p*q*x^2-56*a^3*c*p*r^3+436*a^3*c*p *r^2*x+752*a^3*c*p*r*x^2-1160*a^3*c*p*x^3+52*a^3*c*q^2*x^2+36*a^3*c*q*r^2*x+248 *a^3*c*q*r*x^2-640*a^3*c*q*x^3-8*a^3*c*r^4+220*a^3*c*r^3*x+276*a^3*c*r^2*x^2-\ 660*a^3*c*r*x^3+120*a^3*c*x^4-40*a^3*g^4*p-40*a^3*g^4*r-360*a^3*g^4*x-142*a^3*g ^3*p^2-40*a^3*g^3*p*q-244*a^3*g^3*p*r-260*a^3*g^3*p*x-40*a^3*g^3*q*r-490*a^3*g^ 3*q*x-102*a^3*g^3*r^2+390*a^3*g^3*r*x+3444*a^3*g^3*x^2-152*a^3*g^2*p^3-84*a^3*g ^2*p^2*q-360*a^3*g^2*p^2*r+528*a^3*g^2*p^2*x-8*a^3*g^2*p*q^2-136*a^3*g^2*p*q*r-\ 168*a^3*g^2*p*q*x-272*a^3*g^2*p*r^2+2166*a^3*g^2*p*r*x+5388*a^3*g^2*p*x^2-8*a^3 *g^2*q^2*r-196*a^3*g^2*q^2*x-52*a^3*g^2*q*r^2+646*a^3*g^2*q*r*x+4074*a^3*g^2*q* x^2-64*a^3*g^2*r^3+1398*a^3*g^2*r^2*x+2004*a^3*g^2*r*x^2-3812*a^3*g^2*x^3-50*a^ 3*g*p^4-36*a^3*g*p^3*q-148*a^3*g*p^3*r+352*a^3*g*p^3*x-8*a^3*g*p^2*q^2-76*a^3*g *p^2*q*r+262*a^3*g*p^2*q*x-154*a^3*g*p^2*r^2+1504*a^3*g*p^2*r*x+1824*a^3*g*p^2* x^2-12*a^3*g*p*q^2*r-40*a^3*g*p*q^2*x-48*a^3*g*p*q*r^2+1118*a^3*g*p*q*r*x+2832* a^3*g*p*q*x^2-64*a^3*g*p*r^3+1636*a^3*g*p*r^2*x-250*a^3*g*p*r*x^2-3780*a^3*g*p* x^3-18*a^3*g*q^3*x-4*a^3*g*q^2*r^2+144*a^3*g*q^2*r*x+1026*a^3*g*q^2*x^2-8*a^3*g *q*r^3+666*a^3*g*q*r^2*x+328*a^3*g*q*r*x^2-3004*a^3*g*q*x^3-8*a^3*g*r^4+500*a^3 *g*r^3*x-1576*a^3*g*r^2*x^2-2672*a^3*g*r*x^3+360*a^3*g*x^4-416*a^2*b^4*c*x-256* a^2*b^4*g*x-80*a^2*b^4*p*x+64*a^2*b^4*r*x+1200*a^2*b^4*x^2-192*a^2*b^3*c^2*p-\ 192*a^2*b^3*c^2*r-2752*a^2*b^3*c^2*x-192*a^2*b^3*c*g*p-192*a^2*b^3*c*g*r-3632*a ^2*b^3*c*g*x-192*a^2*b^3*c*p^2-288*a^2*b^3*c*p*r-752*a^2*b^3*c*p*x-848*a^2*b^3* c*q*x-96*a^2*b^3*c*r^2+1808*a^2*b^3*c*r*x+12592*a^2*b^3*c*x^2-40*a^2*b^3*g^2*p-\ 40*a^2*b^3*g^2*r-1136*a^2*b^3*g^2*x-112*a^2*b^3*g*p^2-176*a^2*b^3*g*p*r-776*a^2 *b^3*g*p*x-536*a^2*b^3*g*q*x-64*a^2*b^3*g*r^2+648*a^2*b^3*g*r*x+7896*a^2*b^3*g* x^2-40*a^2*b^3*p^3-72*a^2*b^3*p^2*r+272*a^2*b^3*p^2*x-184*a^2*b^3*p*q*x-32*a^2* b^3*p*r^2+1344*a^2*b^3*p*r*x+4968*a^2*b^3*p*x^2+200*a^2*b^3*q*r*x+3144*a^2*b^3* q*x^2+864*a^2*b^3*r^2*x+2008*a^2*b^3*r*x^2-4304*a^2*b^3*x^3-640*a^2*b^2*c^3*p-\ 640*a^2*b^2*c^3*r-4864*a^2*b^2*c^3*x-1152*a^2*b^2*c^2*g*p-1152*a^2*b^2*c^2*g*r-\ 10688*a^2*b^2*c^2*g*x-864*a^2*b^2*c^2*p^2-192*a^2*b^2*c^2*p*q-1344*a^2*b^2*c^2* p*r-32*a^2*b^2*c^2*p*x-192*a^2*b^2*c^2*q*r-3440*a^2*b^2*c^2*q*x-480*a^2*b^2*c^2 *r^2+7808*a^2*b^2*c^2*r*x+33840*a^2*b^2*c^2*x^2-608*a^2*b^2*c*g^2*p-608*a^2*b^2 *c*g^2*r-7296*a^2*b^2*c*g^2*x-1136*a^2*b^2*c*g*p^2-192*a^2*b^2*c*g*p*q-1808*a^2 *b^2*c*g*p*r-2072*a^2*b^2*c*g*p*x-192*a^2*b^2*c*g*q*r-4760*a^2*b^2*c*g*q*x-672* a^2*b^2*c*g*r^2+7912*a^2*b^2*c*g*r*x+45904*a^2*b^2*c*g*x^2-368*a^2*b^2*c*p^3-\ 192*a^2*b^2*c*p^2*q-752*a^2*b^2*c*p^2*r+2784*a^2*b^2*c*p^2*x-288*a^2*b^2*c*p*q* r-872*a^2*b^2*c*p*q*x-448*a^2*b^2*c*p*r^2+10544*a^2*b^2*c*p*r*x+24328*a^2*b^2*c *p*x^2-536*a^2*b^2*c*q^2*x-96*a^2*b^2*c*q*r^2+2736*a^2*b^2*c*q*r*x+18904*a^2*b^ 2*c*q*x^2-64*a^2*b^2*c*r^3+5952*a^2*b^2*c*r^2*x+4128*a^2*b^2*c*r*x^2-23936*a^2* b^2*c*x^3-92*a^2*b^2*g^3*p-92*a^2*b^2*g^3*r-1576*a^2*b^2*g^3*x-336*a^2*b^2*g^2* p^2-40*a^2*b^2*g^2*p*q-552*a^2*b^2*g^2*p*r-1428*a^2*b^2*g^2*p*x-40*a^2*b^2*g^2* q*r-1560*a^2*b^2*g^2*q*x-216*a^2*b^2*g^2*r^2+1404*a^2*b^2*g^2*r*x+14328*a^2*b^2 *g^2*x^2-252*a^2*b^2*g*p^3-112*a^2*b^2*g*p^2*q-524*a^2*b^2*g*p^2*r+1428*a^2*b^2 *g*p^2*x-176*a^2*b^2*g*p*q*r-892*a^2*b^2*g*p*q*x-320*a^2*b^2*g*p*r^2+6388*a^2*b ^2*g*p*r*x+18076*a^2*b^2*g*p*x^2-344*a^2*b^2*g*q^2*x-64*a^2*b^2*g*q*r^2+1384*a^ 2*b^2*g*q*r*x+13000*a^2*b^2*g*q*x^2-48*a^2*b^2*g*r^3+4056*a^2*b^2*g*r^2*x+7128* a^2*b^2*g*r*x^2-14160*a^2*b^2*g*x^3-56*a^2*b^2*p^4-40*a^2*b^2*p^3*q-144*a^2*b^2 *p^3*r+712*a^2*b^2*p^3*x-72*a^2*b^2*p^2*q*r+324*a^2*b^2*p^2*q*x-120*a^2*b^2*p^2 *r^2+2856*a^2*b^2*p^2*r*x+3992*a^2*b^2*p^2*x^2-124*a^2*b^2*p*q^2*x-32*a^2*b^2*p *q*r^2+1872*a^2*b^2*p*q*r*x+6776*a^2*b^2*p*q*x^2-32*a^2*b^2*p*r^3+2676*a^2*b^2* p*r^2*x-1960*a^2*b^2*p*r*x^2-10600*a^2*b^2*p*x^3+152*a^2*b^2*q^2*r*x+2312*a^2*b ^2*q^2*x^2+1104*a^2*b^2*q*r^2*x+668*a^2*b^2*q*r*x^2-8536*a^2*b^2*q*x^3+576*a^2* b^2*r^3*x-5068*a^2*b^2*r^2*x^2-7968*a^2*b^2*r*x^3+1200*a^2*b^2*x^4-480*a^2*b*c^ 4*p-480*a^2*b*c^4*r-2528*a^2*b*c^4*x-1424*a^2*b*c^3*g*p-1424*a^2*b*c^3*g*r-8976 *a^2*b*c^3*g*x-816*a^2*b*c^3*p^2-320*a^2*b*c^3*p*q-1312*a^2*b*c^3*p*r+1712*a^2* b*c^3*p*x-320*a^2*b*c^3*q*r-2896*a^2*b*c^3*q*x-496*a^2*b*c^3*r^2+7712*a^2*b*c^3 *r*x+25776*a^2*b*c^3*x^2-1384*a^2*b*c^2*g^2*p-1384*a^2*b*c^2*g^2*r-10616*a^2*b* c^2*g^2*x-1936*a^2*b*c^2*g*p^2-624*a^2*b*c^2*g*p*q-3136*a^2*b*c^2*g*p*r+1336*a^ 2*b*c^2*g*p*x-624*a^2*b*c^2*g*q*r-7256*a^2*b*c^2*g*q*x-1200*a^2*b*c^2*g*r^2+ 15592*a^2*b*c^2*g*r*x+62952*a^2*b*c^2*g*x^2-520*a^2*b*c^2*p^3-432*a^2*b*c^2*p^2 *q-1144*a^2*b*c^2*p^2*r+4768*a^2*b*c^2*p^2*x-48*a^2*b*c^2*p*q^2-672*a^2*b*c^2*p *q*r+64*a^2*b*c^2*p*q*x-776*a^2*b*c^2*p*r^2+14920*a^2*b*c^2*p*r*x+25960*a^2*b*c ^2*p*x^2-48*a^2*b*c^2*q^2*r-1032*a^2*b*c^2*q^2*x-240*a^2*b*c^2*q*r^2+5168*a^2*b *c^2*q*r*x+23272*a^2*b*c^2*q*x^2-152*a^2*b*c^2*r^3+8024*a^2*b*c^2*r^2*x-520*a^2 *b*c^2*r*x^2-29552*a^2*b*c^2*x^3-524*a^2*b*c*g^3*p-524*a^2*b*c*g^3*r-5108*a^2*b *c*g^3*x-1352*a^2*b*c*g^2*p^2-352*a^2*b*c*g^2*p*q-2224*a^2*b*c*g^2*p*r-1320*a^2 *b*c*g^2*p*x-352*a^2*b*c*g^2*q*r-5492*a^2*b*c*g^2*q*x-872*a^2*b*c*g^2*r^2+8384* a^2*b*c*g^2*r*x+45160*a^2*b*c*g^2*x^2-848*a^2*b*c*g*p^3-616*a^2*b*c*g*p^2*q-\ 1864*a^2*b*c*g*p^2*r+6404*a^2*b*c*g*p^2*x-48*a^2*b*c*g*p*q^2-976*a^2*b*c*g*p*q* r-1108*a^2*b*c*g*p*q*x-1260*a^2*b*c*g*p*r^2+22188*a^2*b*c*g*p*r*x+45608*a^2*b*c *g*p*x^2-48*a^2*b*c*g*q^2*r-1580*a^2*b*c*g*q^2*x-360*a^2*b*c*g*q*r^2+6684*a^2*b *c*g*q*r*x+37508*a^2*b*c*g*q*x^2-244*a^2*b*c*g*r^3+12684*a^2*b*c*g*r^2*x+7956*a ^2*b*c*g*r*x^2-43336*a^2*b*c*g*x^3-156*a^2*b*c*p^4-184*a^2*b*c*p^3*q-440*a^2*b* c*p^3*r+2188*a^2*b*c*p^3*x-48*a^2*b*c*p^2*q^2-376*a^2*b*c*p^2*q*r+1644*a^2*b*c* p^2*q*x-428*a^2*b*c*p^2*r^2+8100*a^2*b*c*p^2*r*x+7964*a^2*b*c*p^2*x^2-72*a^2*b* c*p*q^2*r-248*a^2*b*c*p*q^2*x-224*a^2*b*c*p*q*r^2+6684*a^2*b*c*p*q*r*x+15644*a^ 2*b*c*p*q*x^2-160*a^2*b*c*p*r^3+7716*a^2*b*c*p*r^2*x-8076*a^2*b*c*p*r*x^2-24080 *a^2*b*c*p*x^3-108*a^2*b*c*q^3*x-24*a^2*b*c*q^2*r^2+916*a^2*b*c*q^2*r*x+6432*a^ 2*b*c*q^2*x^2-32*a^2*b*c*q*r^3+3684*a^2*b*c*q*r^2*x-744*a^2*b*c*q*r*x^2-20120*a ^2*b*c*q*x^3-16*a^2*b*c*r^4+1956*a^2*b*c*r^3*x-11964*a^2*b*c*r^2*x^2-13364*a^2* b*c*r*x^3+3640*a^2*b*c*x^4-64*a^2*b*g^4*p-64*a^2*b*g^4*r-864*a^2*b*g^4*x-282*a^ 2*b*g^3*p^2-56*a^2*b*g^3*p*q-476*a^2*b*g^3*p*r-890*a^2*b*g^3*p*x-56*a^2*b*g^3*q *r-1286*a^2*b*g^3*q*x-194*a^2*b*g^3*r^2+1030*a^2*b*g^3*r*x+9732*a^2*b*g^3*x^2-\ 306*a^2*b*g^2*p^3-196*a^2*b*g^2*p^2*q-678*a^2*b*g^2*p^2*r+1768*a^2*b*g^2*p^2*x-\ 10*a^2*b*g^2*p*q^2-320*a^2*b*g^2*p*q*r-862*a^2*b*g^2*p*q*x-462*a^2*b*g^2*p*r^2+ 7086*a^2*b*g^2*p*r*x+17818*a^2*b*g^2*p*x^2-10*a^2*b*g^2*q^2*r-566*a^2*b*g^2*q^2 *x-124*a^2*b*g^2*q*r^2+1780*a^2*b*g^2*q*r*x+13582*a^2*b*g^2*q*x^2-90*a^2*b*g^2* r^3+4458*a^2*b*g^2*r^2*x+6966*a^2*b*g^2*r*x^2-13452*a^2*b*g^2*x^3-130*a^2*b*g*p ^4-136*a^2*b*g*p^3*q-364*a^2*b*g*p^3*r+1594*a^2*b*g*p^3*x-28*a^2*b*g*p^2*q^2-\ 280*a^2*b*g*p^2*q*r+1006*a^2*b*g*p^2*q*x-350*a^2*b*g*p^2*r^2+6256*a^2*b*g*p^2*r *x+7460*a^2*b*g*p^2*x^2-44*a^2*b*g*p*q^2*r-278*a^2*b*g*p*q^2*x-168*a^2*b*g*p*q* r^2+4822*a^2*b*g*p*q*r*x+13458*a^2*b*g*p*q*x^2-128*a^2*b*g*p*r^3+6180*a^2*b*g*p *r^2*x-3550*a^2*b*g*p*r*x^2-18948*a^2*b*g*p*x^3-70*a^2*b*g*q^3*x-16*a^2*b*g*q^2 *r^2+564*a^2*b*g*q^2*r*x+5120*a^2*b*g*q^2*x^2-24*a^2*b*g*q*r^3+2874*a^2*b*g*q*r ^2*x+1508*a^2*b*g*q*r*x^2-15492*a^2*b*g*q*x^3-12*a^2*b*g*r^4+1596*a^2*b*g*r^3*x -9184*a^2*b*g*r^2*x^2-13908*a^2*b*g*r*x^3+2064*a^2*b*g*x^4-18*a^2*b*p^5-28*a^2* b*p^4*q-62*a^2*b*p^4*r+308*a^2*b*p^4*x-10*a^2*b*p^3*q^2-72*a^2*b*p^3*q*r+428*a^ 2*b*p^3*q*x-78*a^2*b*p^3*r^2+1410*a^2*b*p^3*r*x+756*a^2*b*p^3*x^2-18*a^2*b*p^2* q^2*r+94*a^2*b*p^2*q^2*x-60*a^2*b*p^2*q*r^2+1814*a^2*b*p^2*q*r*x+2402*a^2*b*p^2 *q*x^2-42*a^2*b*p^2*r^3+1900*a^2*b*p^2*r^2*x-2776*a^2*b*p^2*r*x^2-4484*a^2*b*p^ 2*x^3-26*a^2*b*p*q^3*x-8*a^2*b*p*q^2*r^2+600*a^2*b*p*q^2*r*x+2166*a^2*b*p*q^2*x ^2-16*a^2*b*p*q*r^3+1674*a^2*b*p*q*r^2*x-2568*a^2*b*p*q*r*x^2-7772*a^2*b*p*q*x^ 3-8*a^2*b*p*r^4+906*a^2*b*p*r^3*x-5394*a^2*b*p*r^2*x^2-3282*a^2*b*p*r*x^3+1556* a^2*b*p*x^4+34*a^2*b*q^3*r*x+520*a^2*b*q^3*x^2+336*a^2*b*q^2*r^2*x-246*a^2*b*q^ 2*r*x^2-3288*a^2*b*q^2*x^3+342*a^2*b*q*r^3*x-3642*a^2*b*q*r^2*x^2-3538*a^2*b*q* r*x^3+1556*a^2*b*q*x^4+108*a^2*b*r^4*x-1788*a^2*b*r^3*x^2+1824*a^2*b*r^2*x^3+ 1760*a^2*b*r*x^4-240*a^2*c^4*g*p-240*a^2*c^4*g*r-1264*a^2*c^4*g*x-64*a^2*c^4*p^ 2-128*a^2*c^4*p*r-16*a^2*c^4*p*x-64*a^2*c^4*r^2-272*a^2*c^4*r*x+864*a^2*c^4*x^2 -552*a^2*c^3*g^2*p-552*a^2*c^3*g^2*r-3272*a^2*c^3*g^2*x-560*a^2*c^3*g*p^2-160*a ^2*c^3*g*p*q-960*a^2*c^3*g*p*r+648*a^2*c^3*g*p*x-160*a^2*c^3*g*q*r-1448*a^2*c^3 *g*q*x-400*a^2*c^3*g*r^2+3176*a^2*c^3*g*r*x+14584*a^2*c^3*g*x^2-120*a^2*c^3*p^3 -312*a^2*c^3*p^2*r+176*a^2*c^3*p^2*x-24*a^2*c^3*p*q*x-264*a^2*c^3*p*r^2+104*a^2 *c^3*p*r*x+2488*a^2*c^3*p*x^2-120*a^2*c^3*q*r*x+640*a^2*c^3*q*x^2-72*a^2*c^3*r^ 3+56*a^2*c^3*r^2*x+744*a^2*c^3*r*x^2-3152*a^2*c^3*x^3-428*a^2*c^2*g^3*p-428*a^2 *c^2*g^3*r-2980*a^2*c^2*g^3*x-872*a^2*c^2*g^2*p^2-264*a^2*c^2*g^2*p*q-1472*a^2* c^2*g^2*p*r+396*a^2*c^2*g^2*p*x-264*a^2*c^2*g^2*q*r-2768*a^2*c^2*g^2*q*x-600*a^ 2*c^2*g^2*r^2+5284*a^2*c^2*g^2*r*x+24128*a^2*c^2*g^2*x^2-476*a^2*c^2*g*p^3-216* a^2*c^2*g*p^2*q-1140*a^2*c^2*g*p^2*r+2396*a^2*c^2*g*p^2*x-24*a^2*c^2*g*p*q^2-\ 336*a^2*c^2*g*p*q*r-56*a^2*c^2*g*p*q*x-876*a^2*c^2*g*p*r^2+7188*a^2*c^2*g*p*r*x +16652*a^2*c^2*g*p*x^2-24*a^2*c^2*g*q^2*r-516*a^2*c^2*g*q^2*x-120*a^2*c^2*g*q*r ^2+2336*a^2*c^2*g*q*r*x+12668*a^2*c^2*g*q*x^2-212*a^2*c^2*g*r^3+3888*a^2*c^2*g* r^2*x+952*a^2*c^2*g*r*x^2-18808*a^2*c^2*g*x^3-72*a^2*c^2*p^4-224*a^2*c^2*p^3*r+ 212*a^2*c^2*p^3*x+56*a^2*c^2*p^2*q*x-248*a^2*c^2*p^2*r^2+804*a^2*c^2*p^2*r*x+ 2012*a^2*c^2*p^2*x^2+88*a^2*c^2*p*q*r*x+1348*a^2*c^2*p*q*x^2-112*a^2*c^2*p*r^3+ 1104*a^2*c^2*p*r^2*x+1312*a^2*c^2*p*r*x^2-3872*a^2*c^2*p*x^3+104*a^2*c^2*q^2*x^ 2+72*a^2*c^2*q*r^2*x+552*a^2*c^2*q*r*x^2-1920*a^2*c^2*q*x^3-16*a^2*c^2*r^4+500* a^2*c^2*r^3*x+320*a^2*c^2*r^2*x^2-1716*a^2*c^2*r*x^3+656*a^2*c^2*x^4-134*a^2*c* g^4*p-134*a^2*c*g^4*r-1158*a^2*c*g^4*x-454*a^2*c*g^3*p^2-128*a^2*c*g^3*p*q-772* a^2*c*g^3*p*r-358*a^2*c*g^3*p*x-128*a^2*c*g^3*q*r-1662*a^2*c*g^3*q*x-318*a^2*c* g^3*r^2+2256*a^2*c*g^3*r*x+12966*a^2*c*g^3*x^2-452*a^2*c*g^2*p^3-260*a^2*c*g^2* p^2*q-1064*a^2*c*g^2*p^2*r+2366*a^2*c*g^2*p^2*x-24*a^2*c*g^2*p*q^2-416*a^2*c*g^ 2*p*q*r-416*a^2*c*g^2*p*q*x-798*a^2*c*g^2*p*r^2+8074*a^2*c*g^2*p*r*x+18362*a^2* c*g^2*p*x^2-24*a^2*c*g^2*q^2*r-656*a^2*c*g^2*q^2*x-156*a^2*c*g^2*q*r^2+2498*a^2 *c*g^2*q*r*x+14540*a^2*c*g^2*q*x^2-186*a^2*c*g^2*r^3+4670*a^2*c*g^2*r^2*x+3528* a^2*c*g^2*r*x^2-17272*a^2*c*g^2*x^3-162*a^2*c*g*p^4-92*a^2*c*g*p^3*q-484*a^2*c* g*p^3*r+1230*a^2*c*g*p^3*x-24*a^2*c*g*p^2*q^2-188*a^2*c*g*p^2*q*r+866*a^2*c*g*p ^2*q*x-510*a^2*c*g*p^2*r^2+4726*a^2*c*g*p^2*r*x+6004*a^2*c*g*p^2*x^2-36*a^2*c*g *p*q^2*r-124*a^2*c*g*p*q^2*x-112*a^2*c*g*p*q*r^2+3418*a^2*c*g*p*q*r*x+9258*a^2* c*g*p*q*x^2-216*a^2*c*g*p*r^3+4928*a^2*c*g*p*r^2*x-2406*a^2*c*g*p*r*x^2-15448*a ^2*c*g*p*x^3-54*a^2*c*g*q^3*x-12*a^2*c*g*q^2*r^2+458*a^2*c*g*q^2*r*x+3344*a^2*c *g*q^2*x^2-16*a^2*c*g*q*r^3+1914*a^2*c*g*q*r^2*x+224*a^2*c*g*q*r*x^2-11840*a^2* c*g*q*x^3-28*a^2*c*g*r^4+1498*a^2*c*g*r^3*x-5482*a^2*c*g*r^2*x^2-8386*a^2*c*g*r *x^3+2304*a^2*c*g*x^4-14*a^2*c*p^5-50*a^2*c*p^4*r+60*a^2*c*p^4*x+40*a^2*c*p^3*q *x-66*a^2*c*p^3*r^2+354*a^2*c*p^3*r*x+492*a^2*c*p^3*x^2+152*a^2*c*p^2*q*r*x+530 *a^2*c*p^2*q*x^2-38*a^2*c*p^2*r^3+652*a^2*c*p^2*r^2*x+404*a^2*c*p^2*r*x^2-1148* a^2*c*p^2*x^3+138*a^2*c*p*q^2*x^2+198*a^2*c*p*q*r^2*x+300*a^2*c*p*q*r*x^2-1212* a^2*c*p*q*x^3-8*a^2*c*p*r^4+466*a^2*c*p*r^3*x-130*a^2*c*p*r^2*x^2-1042*a^2*c*p* r*x^3+328*a^2*c*p*x^4+84*a^2*c*q^2*r*x^2-268*a^2*c*q^2*x^3+84*a^2*c*q*r^3*x+36* a^2*c*q*r^2*x^2-464*a^2*c*q*r*x^3+292*a^2*c*q*x^4+108*a^2*c*r^4*x-144*a^2*c*r^3 *x^2+36*a^2*c*r^2*x^3+360*a^2*c*r*x^4-14*a^2*g^5*p-14*a^2*g^5*r-164*a^2*g^5*x-\ 75*a^2*g^4*p^2-18*a^2*g^4*p*q-130*a^2*g^4*p*r-196*a^2*g^4*p*x-18*a^2*g^4*q*r-\ 320*a^2*g^4*q*x-55*a^2*g^4*r^2+221*a^2*g^4*r*x+2220*a^2*g^4*x^2-116*a^2*g^3*p^3 -70*a^2*g^3*p^2*q-274*a^2*g^3*p^2*r+510*a^2*g^3*p^2*x-5*a^2*g^3*p*q^2-116*a^2*g ^3*p*q*r-252*a^2*g^3*p*q*x-206*a^2*g^3*p*r^2+2003*a^2*g^3*p*r*x+5224*a^2*g^3*p* x^2-5*a^2*g^3*q^2*r-197*a^2*g^3*q^2*x-46*a^2*g^3*q*r^2+536*a^2*g^3*q*r*x+4012*a ^2*g^3*q*x^2-48*a^2*g^3*r^3+1269*a^2*g^3*r^2*x+2033*a^2*g^3*r*x^2-3904*a^2*g^3* x^3-75*a^2*g^2*p^4-58*a^2*g^2*p^3*q-222*a^2*g^2*p^3*r+634*a^2*g^2*p^3*x-14*a^2* g^2*p^2*q^2-122*a^2*g^2*p^2*q*r+430*a^2*g^2*p^2*q*x-231*a^2*g^2*p^2*r^2+2551*a^ 2*g^2*p^2*r*x+3240*a^2*g^2*p^2*x^2-22*a^2*g^2*p*q^2*r-108*a^2*g^2*p*q^2*x-76*a^ 2*g^2*p*q*r^2+1959*a^2*g^2*p*q*r*x+5416*a^2*g^2*p*q*x^2-96*a^2*g^2*p*r^3+2680*a ^2*g^2*p*r^2*x-797*a^2*g^2*p*r*x^2-7560*a^2*g^2*p*x^3-35*a^2*g^2*q^3*x-8*a^2*g^ 2*q^2*r^2+244*a^2*g^2*q^2*r*x+2020*a^2*g^2*q^2*x^2-12*a^2*g^2*q*r^3+1179*a^2*g^ 2*q*r^2*x+747*a^2*g^2*q*r*x^2-6022*a^2*g^2*q*x^3-12*a^2*g^2*r^4+789*a^2*g^2*r^3 *x-3155*a^2*g^2*r^2*x^2-5385*a^2*g^2*r*x^3+810*a^2*g^2*x^4-16*a^2*g*p^5-14*a^2* g*p^4*q-56*a^2*g*p^4*r+184*a^2*g*p^4*x-5*a^2*g*p^3*q^2-36*a^2*g*p^3*q*r+234*a^2 *g*p^3*q*x-72*a^2*g*p^3*r^2+882*a^2*g*p^3*r*x+624*a^2*g*p^3*x^2-9*a^2*g*p^2*q^2 *r+47*a^2*g*p^2*q^2*x-30*a^2*g*p^2*q*r^2+983*a^2*g*p^2*q*r*x+1466*a^2*g*p^2*q*x ^2-40*a^2*g*p^2*r^3+1276*a^2*g*p^2*r^2*x-1186*a^2*g*p^2*r*x^2-2816*a^2*g*p^2*x^ 3-13*a^2*g*p*q^3*x-4*a^2*g*p*q^2*r^2+300*a^2*g*p*q^2*r*x+1152*a^2*g*p*q^2*x^2-8 *a^2*g*p*q*r^3+936*a^2*g*p*q*r^2*x-1134*a^2*g*p*q*r*x^2-4492*a^2*g*p*q*x^3-8*a^ 2*g*p*r^4+686*a^2*g*p*r^3*x-2762*a^2*g*p*r^2*x^2-2162*a^2*g*p*r*x^3+942*a^2*g*p *x^4+17*a^2*g*q^3*r*x+260*a^2*g*q^3*x^2+168*a^2*g*q^2*r^2*x-81*a^2*g*q^2*r*x^2-\ 1778*a^2*g*q^2*x^3+213*a^2*g*q*r^3*x-1803*a^2*g*q*r^2*x^2-2001*a^2*g*q*r*x^3+ 924*a^2*g*q*x^4+108*a^2*g*r^4*x-966*a^2*g*r^3*x^2+930*a^2*g*r^2*x^3+1060*a^2*g* r*x^4+96*a*b^5*x^2-448*a*b^4*c^2*x-560*a*b^4*c*g*x-208*a*b^4*c*p*x+272*a*b^4*c* r*x+2464*a*b^4*c*x^2-160*a*b^4*g^2*x-168*a*b^4*g*p*x+96*a*b^4*g*r*x+1704*a*b^4* g*x^2+24*a*b^4*p^2*x+168*a*b^4*p*r*x+888*a*b^4*p*x^2+384*a*b^4*q*x^2+120*a*b^4* r^2*x+392*a*b^4*r*x^2-944*a*b^4*x^3-128*a*b^3*c^3*p-128*a*b^3*c^3*r-1920*a*b^3* c^3*x-192*a*b^3*c^2*g*p-192*a*b^3*c^2*g*r-3904*a*b^3*c^2*g*x-192*a*b^3*c^2*p^2-\ 288*a*b^3*c^2*p*r-784*a*b^3*c^2*p*x-880*a*b^3*c^2*q*x-96*a*b^3*c^2*r^2+2512*a*b ^3*c^2*r*x+13408*a*b^3*c^2*x^2-80*a*b^3*c*g^2*p-80*a*b^3*c*g^2*r-2472*a*b^3*c*g ^2*x-224*a*b^3*c*g*p^2-352*a*b^3*c*g*p*r-1496*a*b^3*c*g*p*x-1120*a*b^3*c*g*q*x-\ 128*a*b^3*c*g*r^2+2600*a*b^3*c*g*r*x+18600*a*b^3*c*g*x^2-80*a*b^3*c*p^3-144*a*b ^3*c*p^2*r+480*a*b^3*c*p^2*x-416*a*b^3*c*p*q*x-64*a*b^3*c*p*r^2+2920*a*b^3*c*p* r*x+9064*a*b^3*c*p*x^2+544*a*b^3*c*q*r*x+6104*a*b^3*c*q*x^2+1672*a*b^3*c*r^2*x+ 1776*a*b^3*c*r*x^2-9728*a*b^3*c*x^3-8*a*b^3*g^3*p-8*a*b^3*g^3*r-496*a*b^3*g^3*x -56*a*b^3*g^2*p^2-96*a*b^3*g^2*p*r-688*a*b^3*g^2*p*x-328*a*b^3*g^2*q*x-40*a*b^3 *g^2*r^2+424*a*b^3*g^2*r*x+5724*a*b^3*g^2*x^2-56*a*b^3*g*p^3-104*a*b^3*g*p^2*r+ 276*a*b^3*g*p^2*x-336*a*b^3*g*p*q*x-48*a*b^3*g*p*r^2+1964*a*b^3*g*p*r*x+7292*a* b^3*g*p*x^2+264*a*b^3*g*q*r*x+4528*a*b^3*g*q*x^2+1292*a*b^3*g*r^2*x+3024*a*b^3* g*r*x^2-6336*a*b^3*g*x^3-8*a*b^3*p^4-16*a*b^3*p^3*r+156*a*b^3*p^3*x+24*a*b^3*p^ 2*q*x-8*a*b^3*p^2*r^2+612*a*b^3*p^2*r*x+1280*a*b^3*p^2*x^2+336*a*b^3*p*q*r*x+ 1972*a*b^3*p*q*x^2+504*a*b^3*p*r^2*x-768*a*b^3*p*r*x^2-4200*a*b^3*p*x^3+456*a*b ^3*q^2*x^2+240*a*b^3*q*r^2*x+200*a*b^3*q*r*x^2-3168*a*b^3*q*x^3+60*a*b^3*r^3*x-\ 1832*a*b^3*r^2*x^2-3284*a*b^3*r*x^3+600*a*b^3*x^4-320*a*b^2*c^4*p-320*a*b^2*c^4 *r-2528*a*b^2*c^4*x-800*a*b^2*c^3*g*p-800*a*b^2*c^3*g*r-7664*a*b^2*c^3*g*x-544* a*b^2*c^3*p^2-128*a*b^2*c^3*p*q-832*a*b^2*c^3*p*r+64*a*b^2*c^3*p*x-128*a*b^2*c^ 3*q*r-2416*a*b^2*c^3*q*x-288*a*b^2*c^3*r^2+6256*a*b^2*c^3*r*x+23808*a*b^2*c^3*x ^2-640*a*b^2*c^2*g^2*p-640*a*b^2*c^2*g^2*r-7960*a*b^2*c^2*g^2*x-1168*a*b^2*c^2* g*p^2-192*a*b^2*c^2*g*p*q-1840*a*b^2*c^2*g*p*r-1600*a*b^2*c^2*g*p*x-192*a*b^2*c ^2*g*q*r-5176*a*b^2*c^2*g*q*x-672*a*b^2*c^2*g*r^2+11440*a*b^2*c^2*g*r*x+53352*a *b^2*c^2*g*x^2-304*a*b^2*c^2*p^3-192*a*b^2*c^2*p^2*q-592*a*b^2*c^2*p^2*r+2736*a *b^2*c^2*p^2*x-288*a*b^2*c^2*p*q*r-904*a*b^2*c^2*p*q*x-320*a*b^2*c^2*p*r^2+ 10744*a*b^2*c^2*p*r*x+22384*a*b^2*c^2*p*x^2-544*a*b^2*c^2*q^2*x-96*a*b^2*c^2*q* r^2+3192*a*b^2*c^2*q*r*x+19480*a*b^2*c^2*q*x^2-32*a*b^2*c^2*r^3+5696*a*b^2*c^2* r^2*x-208*a*b^2*c^2*r*x^2-26288*a*b^2*c^2*x^3-192*a*b^2*c*g^3*p-192*a*b^2*c*g^3 *r-3452*a*b^2*c*g^3*x-712*a*b^2*c*g^2*p^2-80*a*b^2*c*g^2*p*q-1168*a*b^2*c*g^2*p *r-2516*a*b^2*c*g^2*p*x-80*a*b^2*c*g^2*q*r-3436*a*b^2*c*g^2*q*x-456*a*b^2*c*g^2 *r^2+5536*a*b^2*c*g^2*r*x+35536*a*b^2*c*g^2*x^2-496*a*b^2*c*g*p^3-224*a*b^2*c*g *p^2*q-992*a*b^2*c*g*p^2*r+3440*a*b^2*c*g*p^2*x-352*a*b^2*c*g*p*q*r-1864*a*b^2* c*g*p*q*x-560*a*b^2*c*g*p*r^2+15316*a*b^2*c*g*p*r*x+37676*a*b^2*c*g*p*x^2-700*a *b^2*c*g*q^2*x-128*a*b^2*c*g*q*r^2+3796*a*b^2*c*g*q*r*x+29252*a*b^2*c*g*q*x^2-\ 64*a*b^2*c*g*r^3+8812*a*b^2*c*g*r^2*x+7020*a*b^2*c*g*r*x^2-37672*a*b^2*c*g*x^3-\ 72*a*b^2*c*p^4-80*a*b^2*c*p^3*q-176*a*b^2*c*p^3*r+1316*a*b^2*c*p^3*x-144*a*b^2* c*p^2*q*r+580*a*b^2*c*p^2*q*x-136*a*b^2*c*p^2*r^2+4916*a*b^2*c*p^2*r*x+6108*a*b ^2*c*p^2*x^2-260*a*b^2*c*p*q^2*x-64*a*b^2*c*p*q*r^2+3688*a*b^2*c*p*q*r*x+12224* a*b^2*c*p*q*x^2-32*a*b^2*c*p*r^3+4152*a*b^2*c*p*r^2*x-6948*a*b^2*c*p*r*x^2-\ 20728*a*b^2*c*p*x^3+340*a*b^2*c*q^2*r*x+4460*a*b^2*c*q^2*x^2+2080*a*b^2*c*q*r^2 *x-120*a*b^2*c*q*r*x^2-17248*a*b^2*c*q*x^3+732*a*b^2*c*r^3*x-10104*a*b^2*c*r^2* x^2-12076*a*b^2*c*r*x^3+3640*a*b^2*c*x^4-16*a*b^2*g^4*p-16*a*b^2*g^4*r-536*a*b^ 2*g^4*x-128*a*b^2*g^3*p^2-8*a*b^2*g^3*p*q-224*a*b^2*g^3*p*r-902*a*b^2*g^3*p*x-8 *a*b^2*g^3*q*r-720*a*b^2*g^3*q*x-96*a*b^2*g^3*r^2+576*a*b^2*g^3*r*x+7188*a*b^2* g^3*x^2-168*a*b^2*g^2*p^3-56*a*b^2*g^2*p^2*q-344*a*b^2*g^2*p^2*r+822*a*b^2*g^2* p^2*x-96*a*b^2*g^2*p*q*r-874*a*b^2*g^2*p*q*x-200*a*b^2*g^2*p*r^2+4630*a*b^2*g^2 *p*r*x+14122*a*b^2*g^2*p*x^2-208*a*b^2*g^2*q^2*x-40*a*b^2*g^2*q*r^2+868*a*b^2*g ^2*q*r*x+9928*a*b^2*g^2*q*x^2-24*a*b^2*g^2*r^3+3012*a*b^2*g^2*r^2*x+5796*a*b^2* g^2*r*x^2-11340*a*b^2*g^2*x^3-64*a*b^2*g*p^4-56*a*b^2*g*p^3*q-160*a*b^2*g*p^3*r +978*a*b^2*g*p^3*x-104*a*b^2*g*p^2*q*r+352*a*b^2*g*p^2*q*x-128*a*b^2*g*p^2*r^2+ 3868*a*b^2*g*p^2*r*x+5744*a*b^2*g*p^2*x^2-210*a*b^2*g*p*q^2*x-48*a*b^2*g*p*q*r^ 2+2696*a*b^2*g*p*q*r*x+10284*a*b^2*g*p*q*x^2-32*a*b^2*g*p*r^3+3516*a*b^2*g*p*r^ 2*x-3238*a*b^2*g*p*r*x^2-16420*a*b^2*g*p*x^3+192*a*b^2*g*q^2*r*x+3458*a*b^2*g*q ^2*x^2+1676*a*b^2*g*q*r^2*x+1382*a*b^2*g*q*r*x^2-13204*a*b^2*g*q*x^3+708*a*b^2* g*r^3*x-7780*a*b^2*g*r^2*x^2-12492*a*b^2*g*r*x^3+2064*a*b^2*g*x^4-8*a*b^2*p^5-8 *a*b^2*p^4*q-24*a*b^2*p^4*r+168*a*b^2*p^4*x-16*a*b^2*p^3*q*r+174*a*b^2*p^3*q*x-\ 24*a*b^2*p^3*r^2+726*a*b^2*p^3*r*x+538*a*b^2*p^3*x^2+6*a*b^2*p^2*q^2*x-8*a*b^2* p^2*q*r^2+774*a*b^2*p^2*q*r*x+1662*a*b^2*p^2*q*x^2-8*a*b^2*p^2*r^3+828*a*b^2*p^ 2*r^2*x-2082*a*b^2*p^2*r*x^2-3776*a*b^2*p^2*x^3+210*a*b^2*p*q^2*r*x+1340*a*b^2* p*q^2*x^2+612*a*b^2*p*q*r^2*x-1794*a*b^2*p*q*r*x^2-6356*a*b^2*p*q*x^3+234*a*b^2 *p*r^3*x-3912*a*b^2*p*r^2*x^2-2750*a*b^2*p*r*x^3+1556*a*b^2*p*x^4+216*a*b^2*q^3 *x^2+150*a*b^2*q^2*r^2*x-166*a*b^2*q^2*r*x^2-2580*a*b^2*q^2*x^3+42*a*b^2*q*r^3* x-2664*a*b^2*q*r^2*x^2-3006*a*b^2*q*r*x^3+1556*a*b^2*q*x^4-36*a*b^2*r^4*x-1212* a*b^2*r^3*x^2+1632*a*b^2*r^2*x^3+1760*a*b^2*r*x^4-192*a*b*c^5*p-192*a*b*c^5*r-\ 1056*a*b*c^5*x-752*a*b*c^4*g*p-752*a*b*c^4*g*r-4864*a*b*c^4*g*x-368*a*b*c^4*p^2 -160*a*b*c^4*p*q-576*a*b*c^4*p*r+912*a*b*c^4*p*x-160*a*b*c^4*q*r-1552*a*b*c^4*q *x-208*a*b*c^4*r^2+4336*a*b*c^4*r*x+13328*a*b*c^4*x^2-1000*a*b*c^3*g^2*p-1000*a *b*c^3*g^2*r-7808*a*b*c^3*g^2*x-1296*a*b*c^3*g*p^2-432*a*b*c^3*g*p*q-2064*a*b*c ^3*g*p*r+1480*a*b*c^3*g*p*x-432*a*b*c^3*g*q*r-5376*a*b*c^3*g*q*x-768*a*b*c^3*g* r^2+13256*a*b*c^3*g*r*x+47480*a*b*c^3*g*x^2-264*a*b*c^3*p^3-272*a*b*c^3*p^2*q-\ 552*a*b*c^3*p^2*r+3048*a*b*c^3*p^2*x-32*a*b*c^3*p*q^2-416*a*b*c^3*p*q*r+48*a*b* c^3*p*q*x-344*a*b*c^3*p*r^2+9656*a*b*c^3*p*r*x+15608*a*b*c^3*p*x^2-32*a*b*c^3*q ^2*r-728*a*b*c^3*q^2*x-144*a*b*c^3*q*r^2+3768*a*b*c^3*q*r*x+16136*a*b*c^3*q*x^2 -56*a*b*c^3*r^3+4968*a*b*c^3*r^2*x-2952*a*b*c^3*r*x^2-20960*a*b*c^3*x^3-572*a*b *c^2*g^3*p-572*a*b*c^2*g^3*r-5664*a*b*c^2*g^3*x-1440*a*b*c^2*g^2*p^2-368*a*b*c^ 2*g^2*p*q-2344*a*b*c^2*g^2*p*r-528*a*b*c^2*g^2*p*x-368*a*b*c^2*g^2*q*r-6220*a*b *c^2*g^2*q*x-904*a*b*c^2*g^2*r^2+12428*a*b*c^2*g^2*r*x+54684*a*b*c^2*g^2*x^2-\ 768*a*b*c^2*g*p^3-632*a*b*c^2*g*p^2*q-1624*a*b*c^2*g*p^2*r+7228*a*b*c^2*g*p^2*x -48*a*b*c^2*g*p*q^2-992*a*b*c^2*g*p*q*r-1076*a*b*c^2*g*p*q*x-1028*a*b*c^2*g*p*r ^2+24832*a*b*c^2*g*p*r*x+46444*a*b*c^2*g*p*x^2-48*a*b*c^2*g*q^2*r-1720*a*b*c^2* g*q^2*x-360*a*b*c^2*g*q*r^2+8196*a*b*c^2*g*q*r*x+42244*a*b*c^2*g*q*x^2-172*a*b* c^2*g*r^3+13392*a*b*c^2*g*r^2*x-80*a*b*c^2*g*r*x^2-53584*a*b*c^2*g*x^3-100*a*b* c^2*p^4-152*a*b*c^2*p^3*q-272*a*b*c^2*p^3*r+1916*a*b*c^2*p^3*x-48*a*b*c^2*p^2*q ^2-296*a*b*c^2*p^2*q*r+1548*a*b*c^2*p^2*q*x-252*a*b*c^2*p^2*r^2+6688*a*b*c^2*p^ 2*r*x+5952*a*b*c^2*p^2*x^2-72*a*b*c^2*p*q^2*r-256*a*b*c^2*p*q^2*x-160*a*b*c^2*p *q*r^2+6344*a*b*c^2*p*q*r*x+14316*a*b*c^2*p*q*x^2-88*a*b*c^2*p*r^3+5852*a*b*c^2 *p*r^2*x-10744*a*b*c^2*p*r*x^2-23656*a*b*c^2*p*x^3-108*a*b*c^2*q^3*x-24*a*b*c^2 *q^2*r^2+968*a*b*c^2*q^2*r*x+6600*a*b*c^2*q^2*x^2-16*a*b*c^2*q*r^3+3352*a*b*c^2 *q*r^2*x-2236*a*b*c^2*q*r*x^2-20808*a*b*c^2*q*x^3-8*a*b*c^2*r^4+1272*a*b*c^2*r^ 3*x-12180*a*b*c^2*r^2*x^2-10560*a*b*c^2*r*x^3+4704*a*b*c^2*x^4-138*a*b*c*g^4*p-\ 138*a*b*c*g^4*r-1910*a*b*c*g^4*x-620*a*b*c*g^3*p^2-116*a*b*c*g^3*p*q-1044*a*b*c *g^3*p*r-1464*a*b*c*g^3*p*x-116*a*b*c*g^3*q*r-2940*a*b*c*g^3*q*x-424*a*b*c*g^3* r^2+4060*a*b*c*g^3*r*x+24770*a*b*c*g^3*x^2-616*a*b*c*g^2*p^3-412*a*b*c*g^2*p^2* q-1316*a*b*c*g^2*p^2*r+4622*a*b*c*g^2*p^2*x-20*a*b*c*g^2*p*q^2-672*a*b*c*g^2*p* q*r-1770*a*b*c*g^2*p*q*x-842*a*b*c*g^2*p*r^2+17830*a*b*c*g^2*p*r*x+39502*a*b*c* g^2*p*x^2-20*a*b*c*g^2*q^2*r-1240*a*b*c*g^2*q^2*x-260*a*b*c*g^2*q*r^2+4942*a*b* c*g^2*q*r*x+32458*a*b*c*g^2*q*x^2-142*a*b*c*g^2*r^3+10306*a*b*c*g^2*r^2*x+7658* a*b*c*g^2*r*x^2-38384*a*b*c*g^2*x^3-204*a*b*c*g*p^4-268*a*b*c*g*p^3*q-556*a*b*c *g*p^3*r+3388*a*b*c*g*p^3*x-56*a*b*c*g*p^2*q^2-532*a*b*c*g*p^2*q*r+2196*a*b*c*g *p^2*q*x-516*a*b*c*g*p^2*r^2+12392*a*b*c*g*p^2*r*x+13252*a*b*c*g*p^2*x^2-88*a*b *c*g*p*q^2*r-610*a*b*c*g*p*q^2*x-296*a*b*c*g*p*q*r^2+10450*a*b*c*g*p*q*r*x+ 27582*a*b*c*g*p*q*x^2-180*a*b*c*g*p*r^3+11274*a*b*c*g*p*r^2*x-14504*a*b*c*g*p*r *x^2-43052*a*b*c*g*p*x^3-140*a*b*c*g*q^3*x-32*a*b*c*g*q^2*r^2+1316*a*b*c*g*q^2* r*x+11272*a*b*c*g*q^2*x^2-32*a*b*c*g*q*r^3+5886*a*b*c*g*q*r^2*x-236*a*b*c*g*q*r *x^2-36316*a*b*c*g*q*x^3-16*a*b*c*g*r^4+2580*a*b*c*g*r^3*x-21254*a*b*c*g*r^2*x^ 2-24576*a*b*c*g*r*x^3+7072*a*b*c*g*x^4-22*a*b*c*p^5-36*a*b*c*p^4*q-74*a*b*c*p^4 *r+484*a*b*c*p^4*x-20*a*b*c*p^3*q^2-88*a*b*c*p^3*q*r+726*a*b*c*p^3*q*x-90*a*b*c *p^3*r^2+2034*a*b*c*p^3*r*x+916*a*b*c*p^3*x^2-36*a*b*c*p^2*q^2*r+170*a*b*c*p^2* q^2*x-68*a*b*c*p^2*q*r^2+2890*a*b*c*p^2*q*r*x+3714*a*b*c*p^2*q*x^2-46*a*b*c*p^2 *r^3+2528*a*b*c*p^2*r^2*x-5844*a*b*c*p^2*r*x^2-8372*a*b*c*p^2*x^3-52*a*b*c*p*q^ 3*x-16*a*b*c*p*q^2*r^2+1114*a*b*c*p*q^2*r*x+3894*a*b*c*p*q^2*x^2-16*a*b*c*p*q*r ^3+2442*a*b*c*p*q*r^2*x-5934*a*b*c*p*q*r*x^2-14872*a*b*c*p*q*x^3-8*a*b*c*p*r^4+ 1050*a*b*c*p*r^3*x-9622*a*b*c*p*r^2*x^2-4414*a*b*c*p*r*x^3+3620*a*b*c*p*x^4+68* a*b*c*q^3*r*x+1012*a*b*c*q^3*x^2+622*a*b*c*q^2*r^2*x-666*a*b*c*q^2*r*x^2-6548*a *b*c*q^2*x^3+402*a*b*c*q*r^3*x-7000*a*b*c*q*r^2*x^2-5714*a*b*c*q*r*x^3+3620*a*b *c*q*x^4+72*a*b*c*r^4*x-2952*a*b*c*r^3*x^2+4032*a*b*c*r^2*x^3+3184*a*b*c*r*x^4-\ 10*a*b*g^5*p-10*a*b*g^5*r-244*a*b*g^5*x-89*a*b*g^4*p^2-10*a*b*g^4*p*q-158*a*b*g ^4*p*r-472*a*b*g^4*p*x-10*a*b*g^4*q*r-490*a*b*g^4*q*x-69*a*b*g^4*r^2+309*a*b*g^ 4*r*x+3816*a*b*g^4*x^2-143*a*b*g^3*p^3-78*a*b*g^3*p^2*q-311*a*b*g^3*p^2*r+772*a *b*g^3*p^2*x-2*a*b*g^3*p*q^2-136*a*b*g^3*p*q*r-662*a*b*g^3*p*q*x-203*a*b*g^3*p* r^2+3638*a*b*g^3*p*r*x+9952*a*b*g^3*p*x^2-2*a*b*g^3*q^2*r-278*a*b*g^3*q^2*x-58* a*b*g^3*q*r^2+779*a*b*g^3*q*r*x+7450*a*b*g^3*q*x^2-35*a*b*g^3*r^3+2342*a*b*g^3* r^2*x+4112*a*b*g^3*r*x^2-7704*a*b*g^3*x^3-85*a*b*g^2*p^4-98*a*b*g^2*p^3*q-232*a *b*g^2*p^3*r+1240*a*b*g^2*p^3*x-14*a*b*g^2*p^2*q^2-198*a*b*g^2*p^2*q*r+623*a*b* g^2*p^2*q*x-215*a*b*g^2*p^2*r^2+4774*a*b*g^2*p^2*r*x+6190*a*b*g^2*p^2*x^2-24*a* b*g^2*p*q^2*r-307*a*b*g^2*p*q^2*x-112*a*b*g^2*p*q*r^2+3705*a*b*g^2*p*q*r*x+ 11656*a*b*g^2*p*q*x^2-74*a*b*g^2*p*r^3+4551*a*b*g^2*p*r^2*x-3209*a*b*g^2*p*r*x^ 2-16794*a*b*g^2*p*x^3-42*a*b*g^2*q^3*x-10*a*b*g^2*q^2*r^2+370*a*b*g^2*q^2*r*x+ 4360*a*b*g^2*q^2*x^2-12*a*b*g^2*q*r^3+2279*a*b*g^2*q*r^2*x+1783*a*b*g^2*q*r*x^2 -13694*a*b*g^2*q*x^3-6*a*b*g^2*r^4+1098*a*b*g^2*r^3*x-7965*a*b*g^2*r^2*x^2-\ 12504*a*b*g^2*r*x^3+2004*a*b*g^2*x^4-23*a*b*g*p^5-34*a*b*g*p^4*q-77*a*b*g*p^4*r +448*a*b*g*p^4*x-14*a*b*g*p^3*q^2-84*a*b*g*p^3*q*r+607*a*b*g*p^3*q*x-93*a*b*g*p ^3*r^2+1967*a*b*g*p^3*r*x+1158*a*b*g*p^3*x^2-26*a*b*g*p^2*q^2*r+107*a*b*g*p^2*q ^2*x-66*a*b*g*p^2*q*r^2+2577*a*b*g*p^2*q*r*x+3911*a*b*g*p^2*q*x^2-47*a*b*g*p^2* r^3+2512*a*b*g*p^2*r^2*x-4718*a*b*g*p^2*r*x^2-7944*a*b*g*p^2*x^3-42*a*b*g*p*q^3 *x-12*a*b*g*p*q^2*r^2+899*a*b*g*p*q^2*r*x+3641*a*b*g*p*q^2*x^2-16*a*b*g*p*q*r^3 +2289*a*b*g*p*q*r^2*x-4309*a*b*g*p*q*r*x^2-13780*a*b*g*p*q*x^3-8*a*b*g*p*r^4+ 1065*a*b*g*p*r^3*x-8939*a*b*g*p*r^2*x^2-5865*a*b*g*p*r*x^3+3014*a*b*g*p*x^4+42* a*b*g*q^3*r*x+846*a*b*g*q^3*x^2+545*a*b*g*q^2*r^2*x-269*a*b*g*q^2*r*x^2-5860*a* b*g*q^2*x^3+405*a*b*g*q*r^3*x-6290*a*b*g*q*r^2*x^2-6639*a*b*g*q*r*x^3+3014*a*b* g*q*x^4+72*a*b*g*r^4*x-2964*a*b*g*r^3*x^2+3168*a*b*g*r^2*x^3+3352*a*b*g*r*x^4-2 *a*b*p^6-4*a*b*p^5*q-8*a*b*p^5*r+48*a*b*p^5*x-2*a*b*p^4*q^2-12*a*b*p^4*q*r+96*a *b*p^4*q*x-12*a*b*p^4*r^2+246*a*b*p^4*r*x+48*a*b*p^4*x^2-4*a*b*p^3*q^2*r+48*a*b *p^3*q^2*x-12*a*b*p^3*q*r^2+438*a*b*p^3*q*r*x+312*a*b*p^3*q*x^2-8*a*b*p^3*r^3+ 402*a*b*p^3*r^2*x-894*a*b*p^3*r*x^2-944*a*b*p^3*x^3-2*a*b*p^2*q^2*r^2+234*a*b*p ^2*q^2*r*x+516*a*b*p^2*q^2*x^2-4*a*b*p^2*q*r^3+504*a*b*p^2*q*r^2*x-1554*a*b*p^2 *q*r*x^2-2504*a*b*p^2*q*x^3-2*a*b*p^2*r^4+258*a*b*p^2*r^3*x-1842*a*b*p^2*r^2*x^ 2-278*a*b*p^2*r*x^3+652*a*b*p^2*x^4+42*a*b*p*q^3*r*x+288*a*b*p*q^3*x^2+180*a*b* p*q^2*r^2*x-744*a*b*p*q^2*r*x^2-2176*a*b*p*q^2*x^3+144*a*b*p*q*r^3*x-2514*a*b*p *q*r^2*x^2-864*a*b*p*q*r*x^3+1304*a*b*p*q*x^4+54*a*b*p*r^4*x-912*a*b*p*r^3*x^2+ 1884*a*b*p*r^2*x^3+952*a*b*p*r*x^4+36*a*b*q^4*x^2+30*a*b*q^3*r^2*x-84*a*b*q^3*r *x^2-616*a*b*q^3*x^3+6*a*b*q^2*r^3*x-876*a*b*q^2*r^2*x^2-586*a*b*q^2*r*x^3+652* a*b*q^2*x^4-18*a*b*q*r^4*x-624*a*b*q*r^3*x^2+1572*a*b*q*r^2*x^3+952*a*b*q*r*x^4 -24*a*b*r^4*x^2+960*a*b*r^3*x^3-96*a*c^5*g*p-96*a*c^5*g*r-528*a*c^5*g*x-16*a*c^ 5*p^2-32*a*c^5*p*r+16*a*c^5*p*x-16*a*c^5*r^2-64*a*c^5*r*x+272*a*c^5*x^2-296*a*c ^4*g^2*p-296*a*c^4*g^2*r-1800*a*c^4*g^2*x-248*a*c^4*g*p^2-80*a*c^4*g*p*q-416*a* c^4*g*p*r+440*a*c^4*g*p*x-80*a*c^4*g*q*r-776*a*c^4*g*q*x-168*a*c^4*g*r^2+1896*a *c^4*g*r*x+7560*a*c^4*g*x^2-40*a*c^4*p^3-104*a*c^4*p^2*r+128*a*c^4*p^2*x-8*a*c^ 4*p*q*x-88*a*c^4*p*r^2+128*a*c^4*p*r*x+1016*a*c^4*p*x^2-40*a*c^4*q*r*x+256*a*c^ 4*q*x^2-24*a*c^4*r^3+56*a*c^4*r^2*x+256*a*c^4*r*x^2-1584*a*c^4*x^3-316*a*c^3*g^ 3*p-316*a*c^3*g^3*r-2228*a*c^3*g^3*x-588*a*c^3*g^2*p^2-184*a*c^3*g^2*p*q-976*a* c^3*g^2*p*r+620*a*c^3*g^2*p*x-184*a*c^3*g^2*q*r-2084*a*c^3*g^2*q*x-388*a*c^3*g^ 2*r^2+4724*a*c^3*g^2*r*x+18676*a*c^3*g^2*x^2-260*a*c^3*g*p^3-136*a*c^3*g*p^2*q-\ 612*a*c^3*g*p^2*r+1724*a*c^3*g*p^2*x-16*a*c^3*g*p*q^2-208*a*c^3*g*p*q*r-24*a*c^ 3*g*p*q*x-460*a*c^3*g*p*r^2+4932*a*c^3*g*p*r*x+10532*a*c^3*g*p*x^2-16*a*c^3*g*q ^2*r-364*a*c^3*g*q^2*x-72*a*c^3*g*q*r^2+1740*a*c^3*g*q*r*x+8804*a*c^3*g*q*x^2-\ 108*a*c^3*g*r^3+2516*a*c^3*g*r^2*x-644*a*c^3*g*r*x^2-14056*a*c^3*g*x^3-36*a*c^3 *p^4-112*a*c^3*p^3*r+180*a*c^3*p^3*x+28*a*c^3*p^2*q*x-124*a*c^3*p^2*r^2+560*a*c ^3*p^2*r*x+1196*a*c^3*p^2*x^2+44*a*c^3*p*q*r*x+776*a*c^3*p*q*x^2-56*a*c^3*p*r^3 +668*a*c^3*p*r^2*x+468*a*c^3*p*r*x^2-2928*a*c^3*p*x^3+52*a*c^3*q^2*x^2+36*a*c^3 *q*r^2*x+304*a*c^3*q*r*x^2-1344*a*c^3*q*x^3-8*a*c^3*r^4+280*a*c^3*r^3*x+4*a*c^3 *r^2*x^2-1032*a*c^3*r*x^3+640*a*c^3*x^4-150*a*c^2*g^4*p-150*a*c^2*g^4*r-1302*a* c^2*g^4*x-490*a*c^2*g^3*p^2-136*a*c^2*g^3*p*q-824*a*c^2*g^3*p*r-54*a*c^2*g^3*p* x-136*a*c^2*g^3*q*r-1926*a*c^2*g^3*q*x-334*a*c^2*g^3*r^2+3490*a*c^2*g^3*r*x+ 16046*a*c^2*g^3*x^2-428*a*c^2*g^2*p^3-268*a*c^2*g^2*p^2*q-984*a*c^2*g^2*p^2*r+ 2946*a*c^2*g^2*p^2*x-24*a*c^2*g^2*p*q^2-424*a*c^2*g^2*p*q*r-392*a*c^2*g^2*p*q*x -714*a*c^2*g^2*p*r^2+9558*a*c^2*g^2*p*r*x+19736*a*c^2*g^2*p*x^2-24*a*c^2*g^2*q^ 2*r-724*a*c^2*g^2*q^2*x-156*a*c^2*g^2*q*r^2+3140*a*c^2*g^2*q*r*x+16884*a*c^2*g^ 2*q*x^2-158*a*c^2*g^2*r^3+5164*a*c^2*g^2*r^2*x+742*a*c^2*g^2*r*x^2-22604*a*c^2* g^2*x^3-134*a*c^2*g*p^4-76*a*c^2*g*p^3*q-400*a*c^2*g*p^3*r+1226*a*c^2*g*p^3*x-\ 24*a*c^2*g*p^2*q^2-148*a*c^2*g*p^2*q*r+818*a*c^2*g*p^2*q*x-422*a*c^2*g*p^2*r^2+ 4304*a*c^2*g*p^2*r*x+5380*a*c^2*g*p^2*x^2-36*a*c^2*g*p*q^2*r-128*a*c^2*g*p*q^2* x-80*a*c^2*g*p*q*r^2+3248*a*c^2*g*p*q*r*x+8810*a*c^2*g*p*q*x^2-180*a*c^2*g*p*r^ 3+4210*a*c^2*g*p*r^2*x-3900*a*c^2*g*p*r*x^2-16724*a*c^2*g*p*x^3-54*a*c^2*g*q^3* x-12*a*c^2*g*q^2*r^2+484*a*c^2*g*q^2*r*x+3428*a*c^2*g*q^2*x^2-8*a*c^2*g*q*r^3+ 1748*a*c^2*g*q*r^2*x-442*a*c^2*g*q*r*x^2-12800*a*c^2*g*q*x^3-24*a*c^2*g*r^4+ 1216*a*c^2*g*r^3*x-5782*a*c^2*g*r^2*x^2-7360*a*c^2*g*r*x^3+3248*a*c^2*g*x^4-14* a*c^2*p^5-50*a*c^2*p^4*r+92*a*c^2*p^4*x+40*a*c^2*p^3*q*x-66*a*c^2*p^3*r^2+444*a *c^2*p^3*r*x+570*a*c^2*p^3*x^2+152*a*c^2*p^2*q*r*x+588*a*c^2*p^2*q*x^2-38*a*c^2 *p^2*r^3+740*a*c^2*p^2*r^2*x+182*a*c^2*p^2*r*x^2-1740*a*c^2*p^2*x^3+138*a*c^2*p *q^2*x^2+198*a*c^2*p*q*r^2*x+216*a*c^2*p*q*r*x^2-1656*a*c^2*p*q*x^3-8*a*c^2*p*r ^4+496*a*c^2*p*r^3*x-454*a*c^2*p*r^2*x^2-1200*a*c^2*p*r*x^3+640*a*c^2*p*x^4+84* a*c^2*q^2*r*x^2-348*a*c^2*q^2*x^3+84*a*c^2*q*r^3*x-52*a*c^2*q*r^2*x^2-504*a*c^2 *q*r*x^3+472*a*c^2*q*x^4+108*a*c^2*r^4*x-252*a*c^2*r^3*x^2+168*a*c^2*r^2*x^3+ 464*a*c^2*r*x^4-31*a*c*g^5*p-31*a*c*g^5*r-366*a*c*g^5*x-168*a*c*g^4*p^2-38*a*c* g^4*p*q-290*a*c*g^4*p*r-304*a*c*g^4*p*x-38*a*c*g^4*q*r-751*a*c*g^4*q*x-122*a*c* g^4*r^2+915*a*c*g^4*r*x+5734*a*c*g^4*x^2-238*a*c*g^3*p^3-150*a*c*g^3*p^2*q-548* a*c*g^3*p^2*r+1454*a*c*g^3*p^2*x-10*a*c*g^3*p*q^2-248*a*c*g^3*p*q*r-519*a*c*g^3 *p*q*x-397*a*c*g^3*p*r^2+5282*a*c*g^3*p*r*x+12070*a*c*g^3*p*x^2-10*a*c*g^3*q^2* r-445*a*c*g^3*q^2*x-98*a*c*g^3*q*r^2+1518*a*c*g^3*q*r*x+9889*a*c*g^3*q*x^2-87*a *c*g^3*r^3+3064*a*c*g^3*r^2*x+2534*a*c*g^3*r*x^2-11570*a*c*g^3*x^3-138*a*c*g^2* p^4-114*a*c*g^2*p^3*q-406*a*c*g^2*p^3*r+1460*a*c*g^2*p^3*x-28*a*c*g^2*p^2*q^2-\ 230*a*c*g^2*p^2*q*r+963*a*c*g^2*p^2*q*x-420*a*c*g^2*p^2*r^2+5398*a*c*g^2*p^2*r* x+6424*a*c*g^2*p^2*x^2-44*a*c*g^2*p*q^2*r-240*a*c*g^2*p*q^2*x-132*a*c*g^2*p*q*r ^2+4329*a*c*g^2*p*q*r*x+11700*a*c*g^2*p*q*x^2-174*a*c*g^2*p*r^3+5265*a*c*g^2*p* r^2*x-4484*a*c*g^2*p*r*x^2-18662*a*c*g^2*p*x^3-70*a*c*g^2*q^3*x-16*a*c*g^2*q^2* r^2+573*a*c*g^2*q^2*r*x+4609*a*c*g^2*q^2*x^2-16*a*c*g^2*q*r^3+2459*a*c*g^2*q*r^ 2*x+308*a*c*g^2*q*r*x^2-15048*a*c*g^2*q*x^3-22*a*c*g^2*r^4+1432*a*c*g^2*r^3*x-\ 7815*a*c*g^2*r^2*x^2-10402*a*c*g^2*r*x^3+2980*a*c*g^2*x^4-31*a*c*g*p^5-18*a*c*g *p^4*q-109*a*c*g*p^4*r+340*a*c*g*p^4*x-10*a*c*g*p^3*q^2-44*a*c*g*p^3*q*r+415*a* c*g*p^3*q*x-141*a*c*g*p^3*r^2+1551*a*c*g*p^3*r*x+1186*a*c*g*p^3*x^2-18*a*c*g*p^ 2*q^2*r+85*a*c*g*p^2*q^2*x-34*a*c*g*p^2*q*r^2+1657*a*c*g*p^2*q*r*x+2651*a*c*g*p ^2*q*x^2-79*a*c*g*p^2*r^3+2222*a*c*g*p^2*r^2*x-2442*a*c*g*p^2*r*x^2-6076*a*c*g* p^2*x^3-26*a*c*g*p*q^3*x-8*a*c*g*p*q^2*r^2+557*a*c*g*p*q^2*r*x+2157*a*c*g*p*q^2 *x^2-8*a*c*g*p*q*r^3+1509*a*c*g*p*q*r^2*x-2527*a*c*g*p*q*r*x^2-9354*a*c*g*p*q*x ^3-16*a*c*g*p*r^4+1209*a*c*g*p*r^3*x-5109*a*c*g*p*r^2*x^2-3753*a*c*g*p*r*x^3+ 2418*a*c*g*p*x^4+34*a*c*g*q^3*r*x+506*a*c*g*q^3*x^2+311*a*c*g*q^2*r^2*x-201*a*c *g*q^2*r*x^2-3698*a*c*g*q^2*x^3+327*a*c*g*q*r^3*x-3454*a*c*g*q*r^2*x^2-3571*a*c *g*q*r*x^3+2298*a*c*g*q*x^4+198*a*c*g*r^4*x-1704*a*c*g*r^3*x^2+2100*a*c*g*r^2*x ^3+2136*a*c*g*r*x^4-2*a*c*p^6-8*a*c*p^5*r+16*a*c*p^5*x+12*a*c*p^4*q*x-12*a*c*p^ 4*r^2+102*a*c*p^4*r*x+96*a*c*p^4*x^2+60*a*c*p^3*q*r*x+132*a*c*p^3*q*x^2-8*a*c*p ^3*r^3+210*a*c*p^3*r^2*x+6*a*c*p^3*r*x^2-336*a*c*p^3*x^3+48*a*c*p^2*q^2*x^2+90* a*c*p^2*q*r^2*x-6*a*c*p^2*q*r*x^2-492*a*c*p^2*q*x^3-2*a*c*p^2*r^4+178*a*c*p^2*r ^3*x-262*a*c*p^2*r^2*x^2-342*a*c*p^2*r*x^3+160*a*c*p^2*x^4-12*a*c*p*q^2*r*x^2-\ 204*a*c*p*q^2*x^3+42*a*c*p*q*r^3*x-198*a*c*p*q*r^2*x^2-258*a*c*p*q*r*x^3+236*a* c*p*q*x^4+54*a*c*p*r^4*x-252*a*c*p*r^3*x^2+120*a*c*p*r^2*x^3+232*a*c*p*r*x^4-24 *a*c*q^3*x^3-40*a*c*q^2*r^2*x^2-24*a*c*q^2*r*x^3+76*a*c*q^2*x^4-108*a*c*q*r^3*x ^2+108*a*c*q*r^2*x^3+112*a*c*q*r*x^4-72*a*c*r^4*x^2+96*a*c*r^3*x^3-2*a*g^6*p-2* a*g^6*r-40*a*g^6*x-20*a*g^5*p^2-3*a*g^5*p*q-36*a*g^5*p*r-88*a*g^5*p*x-3*a*g^5*q *r-106*a*g^5*q*x-16*a*g^5*r^2+55*a*g^5*r*x+726*a*g^5*x^2-42*a*g^4*p^3-25*a*g^4* p^2*q-98*a*g^4*p^2*r+198*a*g^4*p^2*x-a*g^4*p*q^2-44*a*g^4*p*q*r-164*a*g^4*p*q*x -72*a*g^4*p*r^2+860*a*g^4*p*r*x+2354*a*g^4*p*x^2-a*g^4*q^2*r-87*a*g^4*q^2*x-19* a*g^4*q*r^2+194*a*g^4*q*r*x+1808*a*g^4*q*x^2-16*a*g^4*r^3+552*a*g^4*r^2*x+985*a *g^4*r*x^2-1792*a*g^4*x^3-38*a*g^3*p^4-35*a*g^3*p^3*q-112*a*g^3*p^3*r+398*a*g^3 *p^3*x-7*a*g^3*p^2*q^2-73*a*g^3*p^2*q*r+224*a*g^3*p^2*q*x-116*a*g^3*p^2*r^2+ 1542*a*g^3*p^2*r*x+2030*a*g^3*p^2*x^2-12*a*g^3*p*q^2*r-101*a*g^3*p*q^2*x-44*a*g ^3*p*q*r^2+1220*a*g^3*p*q*r*x+3670*a*g^3*p*q*x^2-48*a*g^3*p*r^3+1555*a*g^3*p*r^ 2*x-685*a*g^3*p*r*x^2-5118*a*g^3*p*x^3-21*a*g^3*q^3*x-5*a*g^3*q^2*r^2+137*a*g^3 *q^2*r*x+1391*a*g^3*q^2*x^2-6*a*g^3*q*r^3+755*a*g^3*q*r^2*x+638*a*g^3*q*r*x^2-\ 4112*a*g^3*q*x^3-6*a*g^3*r^4+432*a*g^3*r^3*x-2200*a*g^3*r^2*x^2-3715*a*g^3*r*x^ 3+594*a*g^3*x^4-16*a*g^2*p^5-15*a*g^2*p^4*q-56*a*g^2*p^4*r+208*a*g^2*p^4*x-7*a* g^2*p^3*q^2-38*a*g^2*p^3*q*r+276*a*g^2*p^3*q*x-72*a*g^2*p^3*r^2+958*a*g^2*p^3*r *x+666*a*g^2*p^3*x^2-13*a*g^2*p^2*q^2*r+52*a*g^2*p^2*q^2*x-31*a*g^2*p^2*q*r^2+ 1163*a*g^2*p^2*q*r*x+1790*a*g^2*p^2*q*x^2-40*a*g^2*p^2*r^3+1343*a*g^2*p^2*r^2*x -1644*a*g^2*p^2*r*x^2-3538*a*g^2*p^2*x^3-21*a*g^2*p*q^3*x-6*a*g^2*p*q^2*r^2+397 *a*g^2*p*q^2*r*x+1556*a*g^2*p*q^2*x^2-8*a*g^2*p*q*r^3+1086*a*g^2*p*q*r^2*x-1540 *a*g^2*p*q*r*x^2-5846*a*g^2*p*q*x^3-8*a*g^2*p*r^4+692*a*g^2*p*r^3*x-3527*a*g^2* p*r^2*x^2-2718*a*g^2*p*r*x^3+1262*a*g^2*p*x^4+21*a*g^2*q^3*r*x+369*a*g^2*q^3*x^ 2+235*a*g^2*q^2*r^2*x-48*a*g^2*q^2*r*x^2-2410*a*g^2*q^2*x^3+234*a*g^2*q*r^3*x-\ 2443*a*g^2*q*r^2*x^2-2799*a*g^2*q*r*x^3+1244*a*g^2*q*x^4+99*a*g^2*r^4*x-1230*a* g^2*r^3*x^2+1176*a*g^2*r^2*x^3+1392*a*g^2*r*x^4-2*a*g*p^6-2*a*g*p^5*q-8*a*g*p^5 *r+32*a*g*p^5*x-a*g*p^4*q^2-6*a*g*p^4*q*r+54*a*g*p^4*q*x-12*a*g*p^4*r^2+174*a*g *p^4*r*x+72*a*g*p^4*x^2-2*a*g*p^3*q^2*r+24*a*g*p^3*q^2*x-6*a*g*p^3*q*r^2+249*a* g*p^3*q*r*x+222*a*g*p^3*q*x^2-8*a*g*p^3*r^3+306*a*g*p^3*r^2*x-444*a*g*p^3*r*x^2 -640*a*g*p^3*x^3-a*g*p^2*q^2*r^2+117*a*g*p^2*q^2*r*x+282*a*g*p^2*q^2*x^2-2*a*g* p^2*q*r^3+297*a*g*p^2*q*r^2*x-780*a*g*p^2*q*r*x^2-1498*a*g*p^2*q*x^3-2*a*g*p^2* r^4+218*a*g*p^2*r^3*x-1052*a*g*p^2*r^2*x^2-310*a*g*p^2*r*x^3+406*a*g*p^2*x^4+21 *a*g*p*q^3*r*x+144*a*g*p*q^3*x^2+90*a*g*p*q^2*r^2*x-378*a*g*p*q^2*r*x^2-1190*a* g*p*q^2*x^3+93*a*g*p*q*r^3*x-1356*a*g*p*q*r^2*x^2-561*a*g*p*q*r*x^3+770*a*g*p*q *x^4+54*a*g*p*r^4*x-582*a*g*p*r^3*x^2+1002*a*g*p*r^2*x^3+592*a*g*p*r*x^4+18*a*g *q^4*x^2+15*a*g*q^3*r^2*x-42*a*g*q^3*r*x^2-320*a*g*q^3*x^3+3*a*g*q^2*r^3*x-458* a*g*q^2*r^2*x^2-305*a*g*q^2*r*x^3+364*a*g*q^2*x^4-9*a*g*q*r^4*x-366*a*g*q*r^3*x ^2+840*a*g*q*r^2*x^3+532*a*g*q*r*x^4-48*a*g*r^4*x^2+528*a*g*r^3*x^3+96*b^5*c*x^ 2+96*b^5*g*x^2-160*b^4*c^3*x-304*b^4*c^2*g*x-128*b^4*c^2*p*x+208*b^4*c^2*r*x+ 1184*b^4*c^2*x^2-176*b^4*c*g^2*x-168*b^4*c*g*p*x+240*b^4*c*g*r*x+2016*b^4*c*g*x ^2-24*b^4*c*p^2*x+168*b^4*c*p*r*x+560*b^4*c*p*x^2+384*b^4*c*q*x^2+120*b^4*c*r^2 *x+272*b^4*c*r*x^2-384*b^4*c*x^3-32*b^4*g^3*x-64*b^4*g^2*p*x+32*b^4*g^2*r*x+648 *b^4*g^2*x^2+168*b^4*g*p*r*x+724*b^4*g*p*x^2+384*b^4*g*q*x^2+120*b^4*g*r^2*x+ 332*b^4*g*r*x^2-664*b^4*g*x^3-32*b^3*c^4*p-32*b^3*c^4*r-512*b^3*c^4*x-64*b^3*c^ 3*g*p-64*b^3*c^3*g*r-1424*b^3*c^3*g*x-64*b^3*c^3*p^2-96*b^3*c^3*p*r-336*b^3*c^3 *p*x-304*b^3*c^3*q*x-32*b^3*c^3*r^2+1040*b^3*c^3*r*x+4416*b^3*c^3*x^2-40*b^3*c^ 2*g^2*p-40*b^3*c^2*g^2*r-1368*b^3*c^2*g^2*x-112*b^3*c^2*g*p^2-176*b^3*c^2*g*p*r -768*b^3*c^2*g*p*x-584*b^3*c^2*g*q*x-64*b^3*c^2*g*r^2+2048*b^3*c^2*g*r*x+10752* b^3*c^2*g*x^2-40*b^3*c^2*p^3-72*b^3*c^2*p^2*r+64*b^3*c^2*p^2*x-232*b^3*c^2*p*q* x-32*b^3*c^2*p*r^2+1384*b^3*c^2*p*r*x+3584*b^3*c^2*p*x^2+344*b^3*c^2*q*r*x+2936 *b^3*c^2*q*x^2+808*b^3*c^2*r^2*x+424*b^3*c^2*r*x^2-2944*b^3*c^2*x^3-8*b^3*c*g^3 *p-8*b^3*c*g^3*r-552*b^3*c*g^3*x-56*b^3*c*g^2*p^2-96*b^3*c*g^2*p*r-664*b^3*c*g^ 2*p*x-344*b^3*c*g^2*q*x-40*b^3*c*g^2*r^2+984*b^3*c*g^2*r*x+7216*b^3*c*g^2*x^2-\ 56*b^3*c*g*p^3-104*b^3*c*g*p^2*r+220*b^3*c*g*p^2*x-336*b^3*c*g*p*q*x-48*b^3*c*g *p*r^2+2372*b^3*c*g*p*r*x+7204*b^3*c*g*p*x^2+408*b^3*c*g*q*r*x+5092*b^3*c*g*q*x ^2+1404*b^3*c*g*r^2*x+1516*b^3*c*g*r*x^2-6960*b^3*c*g*x^3-8*b^3*c*p^4-16*b^3*c* p^3*r+52*b^3*c*p^3*x-24*b^3*c*p^2*q*x-8*b^3*c*p^2*r^2+380*b^3*c*p^2*r*x+640*b^3 *c*p^2*x^2+336*b^3*c*p*q*r*x+1232*b^3*c*p*q*x^2+336*b^3*c*p*r^2*x-460*b^3*c*p*r *x^2-1328*b^3*c*p*x^3+456*b^3*c*q^2*x^2+240*b^3*c*q*r^2*x+188*b^3*c*q*r*x^2-\ 1288*b^3*c*q*x^3+60*b^3*c*r^3*x-1080*b^3*c*r^2*x^2-1228*b^3*c*r*x^3+120*b^3*c*x ^4-80*b^3*g^4*x-8*b^3*g^3*p^2-16*b^3*g^3*p*r-188*b^3*g^3*p*x-64*b^3*g^3*q*x-8*b ^3*g^3*r^2+92*b^3*g^3*r*x+1428*b^3*g^3*x^2-16*b^3*g^2*p^3-32*b^3*g^2*p^2*r+44*b ^3*g^2*p^2*x-128*b^3*g^2*p*q*x-16*b^3*g^2*p*r^2+756*b^3*g^2*p*r*x+2844*b^3*g^2* p*x^2+64*b^3*g^2*q*r*x+1764*b^3*g^2*q*x^2+512*b^3*g^2*r^2*x+1218*b^3*g^2*r*x^2-\ 2404*b^3*g^2*x^3-8*b^3*g*p^4-16*b^3*g*p^3*r+104*b^3*g*p^3*x-8*b^3*g*p^2*r^2+496 *b^3*g*p^2*r*x+960*b^3*g*p^2*x^2+336*b^3*g*p*q*r*x+1602*b^3*g*p*q*x^2+420*b^3*g *p*r^2*x-614*b^3*g*p*r*x^2-2764*b^3*g*p*x^3+456*b^3*g*q^2*x^2+240*b^3*g*q*r^2*x +194*b^3*g*q*r*x^2-2228*b^3*g*q*x^3+60*b^3*g*r^3*x-1456*b^3*g*r^2*x^2-2256*b^3* g*r*x^3+360*b^3*g*x^4-64*b^2*c^5*p-64*b^2*c^5*r-544*b^2*c^5*x-208*b^2*c^4*g*p-\ 208*b^2*c^4*g*r-2128*b^2*c^4*g*x-128*b^2*c^4*p^2-32*b^2*c^4*p*q-192*b^2*c^4*p*r -96*b^2*c^4*p*x-32*b^2*c^4*q*r-640*b^2*c^4*q*x-64*b^2*c^4*r^2+1744*b^2*c^4*r*x+ 5856*b^2*c^4*x^2-224*b^2*c^3*g^2*p-224*b^2*c^3*g^2*r-2984*b^2*c^3*g^2*x-400*b^2 *c^3*g*p^2-64*b^2*c^3*g*p*q-624*b^2*c^3*g*p*r-592*b^2*c^3*g*p*x-64*b^2*c^3*g*q* r-1880*b^2*c^3*g*q*x-224*b^2*c^3*g*r^2+5056*b^2*c^3*g*r*x+20176*b^2*c^3*g*x^2-\ 80*b^2*c^3*p^3-64*b^2*c^3*p^2*q-144*b^2*c^3*p^2*r+584*b^2*c^3*p^2*x-96*b^2*c^3* p*q*r-344*b^2*c^3*p*q*x-64*b^2*c^3*p*r^2+3200*b^2*c^3*p*r*x+5968*b^2*c^3*p*x^2-\ 184*b^2*c^3*q^2*x-32*b^2*c^3*q*r^2+1200*b^2*c^3*q*r*x+6376*b^2*c^3*q*x^2+1712*b ^2*c^3*r^2*x-624*b^2*c^3*r*x^2-5968*b^2*c^3*x^3-100*b^2*c^2*g^3*p-100*b^2*c^2*g ^3*r-1948*b^2*c^2*g^3*x-376*b^2*c^2*g^2*p^2-40*b^2*c^2*g^2*p*q-616*b^2*c^2*g^2* p*r-1200*b^2*c^2*g^2*p*x-40*b^2*c^2*g^2*q*r-1892*b^2*c^2*g^2*q*x-240*b^2*c^2*g^ 2*r^2+4392*b^2*c^2*g^2*r*x+21872*b^2*c^2*g^2*x^2-244*b^2*c^2*g*p^3-112*b^2*c^2* g*p^2*q-468*b^2*c^2*g*p^2*r+1616*b^2*c^2*g*p^2*x-176*b^2*c^2*g*p*q*r-996*b^2*c^ 2*g*p*q*x-240*b^2*c^2*g*p*r^2+8564*b^2*c^2*g*p*r*x+18776*b^2*c^2*g*p*x^2-356*b^ 2*c^2*g*q^2*x-64*b^2*c^2*g*q*r^2+2460*b^2*c^2*g*q*r*x+16424*b^2*c^2*g*q*x^2-16* b^2*c^2*g*r^3+4728*b^2*c^2*g*r^2*x+400*b^2*c^2*g*r*x^2-19736*b^2*c^2*g*x^3-16*b ^2*c^2*p^4-40*b^2*c^2*p^3*q-32*b^2*c^2*p^3*r+344*b^2*c^2*p^3*x-72*b^2*c^2*p^2*q *r+184*b^2*c^2*p^2*q*x-16*b^2*c^2*p^2*r^2+1516*b^2*c^2*p^2*r*x+1544*b^2*c^2*p^2 *x^2-136*b^2*c^2*p*q^2*x-32*b^2*c^2*p*q*r^2+1720*b^2*c^2*p*q*r*x+4624*b^2*c^2*p *q*x^2+1200*b^2*c^2*p*r^2*x-2688*b^2*c^2*p*r*x^2-4624*b^2*c^2*p*x^3+188*b^2*c^2 *q^2*r*x+2156*b^2*c^2*q^2*x^2+976*b^2*c^2*q*r^2*x-272*b^2*c^2*q*r*x^2-5248*b^2* c^2*q*x^3+156*b^2*c^2*r^3*x-3724*b^2*c^2*r^2*x^2-3020*b^2*c^2*r*x^3+656*b^2*c^2 *x^4-16*b^2*c*g^4*p-16*b^2*c*g^4*r-604*b^2*c*g^4*x-136*b^2*c*g^3*p^2-8*b^2*c*g^ 3*p*q-240*b^2*c*g^3*p*r-868*b^2*c*g^3*p*x-8*b^2*c*g^3*q*r-796*b^2*c*g^3*q*x-104 *b^2*c*g^3*r^2+1322*b^2*c*g^3*r*x+9360*b^2*c*g^3*x^2-176*b^2*c*g^2*p^3-56*b^2*c *g^2*p^2*q-352*b^2*c*g^2*p^2*r+960*b^2*c*g^2*p^2*x-96*b^2*c*g^2*p*q*r-918*b^2*c *g^2*p*q*x-192*b^2*c*g^2*p*r^2+5896*b^2*c*g^2*p*r*x+15536*b^2*c*g^2*p*x^2-212*b ^2*c*g^2*q^2*x-40*b^2*c*g^2*q*r^2+1292*b^2*c*g^2*q*r*x+11930*b^2*c*g^2*q*x^2-16 *b^2*c*g^2*r^3+3496*b^2*c*g^2*r^2*x+3102*b^2*c*g^2*r*x^2-15016*b^2*c*g^2*x^3-56 *b^2*c*g*p^4-56*b^2*c*g*p^3*q-128*b^2*c*g*p^3*r+878*b^2*c*g*p^3*x-104*b^2*c*g*p ^2*q*r+324*b^2*c*g*p^2*q*x-88*b^2*c*g*p^2*r^2+3714*b^2*c*g*p^2*r*x+4730*b^2*c*g *p^2*x^2-210*b^2*c*g*p*q^2*x-48*b^2*c*g*p*q*r^2+3080*b^2*c*g*p*q*r*x+10008*b^2* c*g*p*q*x^2-16*b^2*c*g*p*r^3+3180*b^2*c*g*p*r^2*x-5122*b^2*c*g*p*r*x^2-14312*b^ 2*c*g*p*x^3+228*b^2*c*g*q^2*r*x+3838*b^2*c*g*q^2*x^2+1824*b^2*c*g*q*r^2*x+198*b ^2*c*g*q*r*x^2-12808*b^2*c*g*q*x^3+558*b^2*c*g*r^3*x-8104*b^2*c*g*r^2*x^2-9054* b^2*c*g*r*x^3+2304*b^2*c*g*x^4-8*b^2*c*p^4*q+48*b^2*c*p^4*x-16*b^2*c*p^3*q*r+82 *b^2*c*p^3*q*x+180*b^2*c*p^3*r*x+36*b^2*c*p^3*x^2-6*b^2*c*p^2*q^2*x-8*b^2*c*p^2 *q*r^2+434*b^2*c*p^2*q*r*x+672*b^2*c*p^2*q*x^2+132*b^2*c*p^2*r^2*x-888*b^2*c*p^ 2*r*x^2-772*b^2*c*p^2*x^3+210*b^2*c*p*q^2*r*x+836*b^2*c*p*q^2*x^2+336*b^2*c*p*q *r^2*x-990*b^2*c*p*q*r*x^2-2060*b^2*c*p*q*x^3-36*b^2*c*p*r^3*x-1476*b^2*c*p*r^2 *x^2-544*b^2*c*p*r*x^3+292*b^2*c*p*x^4+216*b^2*c*q^3*x^2+150*b^2*c*q^2*r^2*x-46 *b^2*c*q^2*r*x^2-1132*b^2*c*q^2*x^3+42*b^2*c*q*r^3*x-1504*b^2*c*q*r^2*x^2-1326* b^2*c*q*r*x^3+328*b^2*c*q*x^4-36*b^2*c*r^4*x-504*b^2*c*r^3*x^2+540*b^2*c*r^2*x^ 3+360*b^2*c*r*x^4-72*b^2*g^5*x-16*b^2*g^4*p^2-32*b^2*g^4*p*r-202*b^2*g^4*p*x-\ 120*b^2*g^4*q*x-16*b^2*g^4*r^2+86*b^2*g^4*r*x+1368*b^2*g^4*x^2-36*b^2*g^3*p^3-8 *b^2*g^3*p^2*q-76*b^2*g^3*p^2*r+121*b^2*g^3*p^2*x-16*b^2*g^3*p*q*r-262*b^2*g^3* p*q*x-44*b^2*g^3*p*r^2+1144*b^2*g^3*p*r*x+3778*b^2*g^3*p*x^2-40*b^2*g^3*q^2*x-8 *b^2*g^3*q*r^2+154*b^2*g^3*q*r*x+2584*b^2*g^3*q*x^2-4*b^2*g^3*r^3+771*b^2*g^3*r ^2*x+1607*b^2*g^3*r*x^2-3032*b^2*g^3*x^3-24*b^2*g^2*p^4-16*b^2*g^2*p^3*q-56*b^2 *g^2*p^3*r+335*b^2*g^2*p^3*x-32*b^2*g^2*p^2*q*r+66*b^2*g^2*p^2*q*x-40*b^2*g^2*p ^2*r^2+1469*b^2*g^2*p^2*r*x+2326*b^2*g^2*p^2*x^2-80*b^2*g^2*p*q^2*x-16*b^2*g^2* p*q*r^2+1068*b^2*g^2*p*q*r*x+4240*b^2*g^2*p*q*x^2-8*b^2*g^2*p*r^3+1341*b^2*g^2* p*r^2*x-1281*b^2*g^2*p*r*x^2-6378*b^2*g^2*p*x^3+40*b^2*g^2*q^2*r*x+1416*b^2*g^2 *q^2*x^2+710*b^2*g^2*q*r^2*x+721*b^2*g^2*q*r*x^2-5248*b^2*g^2*q*x^3+267*b^2*g^2 *r^3*x-3218*b^2*g^2*r^2*x^2-5007*b^2*g^2*r*x^3+810*b^2*g^2*x^4-4*b^2*g*p^5-8*b^ 2*g*p^4*q-12*b^2*g*p^4*r+108*b^2*g*p^4*x-16*b^2*g*p^3*q*r+128*b^2*g*p^3*q*x-12* b^2*g*p^3*r^2+453*b^2*g*p^3*r*x+287*b^2*g*p^3*x^2-8*b^2*g*p^2*q*r^2+604*b^2*g*p ^2*q*r*x+1167*b^2*g*p^2*q*x^2-4*b^2*g*p^2*r^3+480*b^2*g*p^2*r^2*x-1485*b^2*g*p^ 2*r*x^2-2274*b^2*g*p^2*x^3+210*b^2*g*p*q^2*r*x+1088*b^2*g*p*q^2*x^2+474*b^2*g*p *q*r^2*x-1392*b^2*g*p*q*r*x^2-4208*b^2*g*p*q*x^3+99*b^2*g*p*r^3*x-2694*b^2*g*p* r^2*x^2-1647*b^2*g*p*r*x^3+924*b^2*g*p*x^4+216*b^2*g*q^3*x^2+150*b^2*g*q^2*r^2* x-106*b^2*g*q^2*r*x^2-1856*b^2*g*q^2*x^3+42*b^2*g*q*r^3*x-2084*b^2*g*q*r^2*x^2-\ 2166*b^2*g*q*r*x^3+942*b^2*g*q*x^4-36*b^2*g*r^4*x-858*b^2*g*r^3*x^2+1086*b^2*g* r^2*x^3+1060*b^2*g*r*x^4-32*b*c^6*p-32*b*c^6*r-192*b*c^6*x-160*b*c^5*g*p-160*b* c^5*g*r-1104*b*c^5*g*x-64*b*c^5*p^2-32*b*c^5*p*q-96*b*c^5*p*r+112*b*c^5*p*x-32* b*c^5*q*r-336*b*c^5*q*x-32*b*c^5*r^2+912*b*c^5*r*x+2528*b*c^5*x^2-272*b*c^4*g^2 *p-272*b*c^4*g^2*r-2248*b*c^4*g^2*x-328*b*c^4*g*p^2-112*b*c^4*g*p*q-512*b*c^4*g *p*r+296*b*c^4*g*p*x-112*b*c^4*g*q*r-1512*b*c^4*g*q*x-184*b*c^4*g*r^2+4008*b*c^ 4*g*r*x+13032*b*c^4*g*x^2-40*b*c^4*p^3-64*b*c^4*p^2*q-72*b*c^4*p^2*r+496*b*c^4* p^2*x-8*b*c^4*p*q^2-96*b*c^4*p*q*r-16*b*c^4*p*q*x-32*b*c^4*p*r^2+1984*b*c^4*p*r *x+2848*b*c^4*p*x^2-8*b*c^4*q^2*r-192*b*c^4*q^2*x-32*b*c^4*q*r^2+1000*b*c^4*q*r *x+3920*b*c^4*q*x^2+1024*b*c^4*r^2*x-968*b*c^4*r*x^2-3472*b*c^4*x^3-208*b*c^3*g ^3*p-208*b*c^3*g^3*r-2180*b*c^3*g^3*x-516*b*c^3*g^2*p^2-128*b*c^3*g^2*p*q-832*b *c^3*g^2*p*r-120*b*c^3*g^2*p*x-128*b*c^3*g^2*q*r-2372*b*c^3*g^2*q*x-316*b*c^3*g ^2*r^2+5668*b*c^3*g^2*r*x+21880*b*c^3*g^2*x^2-228*b*c^3*g*p^3-216*b*c^3*g*p^2*q -452*b*c^3*g*p^2*r+2220*b*c^3*g*p^2*x-16*b*c^3*g*p*q^2-336*b*c^3*g*p*q*r-424*b* c^3*g*p*q*x-252*b*c^3*g*p*r^2+8652*b*c^3*g*p*r*x+14780*b*c^3*g*p*x^2-16*b*c^3*g *q^2*r-620*b*c^3*g*q^2*x-120*b*c^3*g*q*r^2+3260*b*c^3*g*q*r*x+15548*b*c^3*g*q*x ^2-28*b*c^3*g*r^3+4596*b*c^3*g*r^2*x-2084*b*c^3*g*r*x^2-17400*b*c^3*g*x^3-8*b*c ^3*p^4-40*b*c^3*p^3*q-16*b*c^3*p^3*r+292*b*c^3*p^3*x-16*b*c^3*p^2*q^2-72*b*c^3* p^2*q*r+400*b*c^3*p^2*q*x-8*b*c^3*p^2*r^2+1136*b*c^3*p^2*r*x+712*b*c^3*p^2*x^2-\ 24*b*c^3*p*q^2*r-88*b*c^3*p*q^2*x-32*b*c^3*p*q*r^2+1852*b*c^3*p*q*r*x+3560*b*c^ 3*p*q*x^2+864*b*c^3*p*r^2*x-2876*b*c^3*p*r*x^2-3520*b*c^3*p*x^3-36*b*c^3*q^3*x-\ 8*b*c^3*q^2*r^2+340*b*c^3*q^2*r*x+2168*b*c^3*q^2*x^2+964*b*c^3*q*r^2*x-924*b*c^ 3*q*r*x^2-4656*b*c^3*q*x^3+96*b*c^3*r^3*x-3044*b*c^3*r^2*x^2-1720*b*c^3*r*x^3+ 640*b*c^3*x^4-74*b*c^2*g^4*p-74*b*c^2*g^4*r-1098*b*c^2*g^4*x-342*b*c^2*g^3*p^2-\ 60*b*c^2*g^3*p*q-576*b*c^2*g^3*p*r-662*b*c^2*g^3*p*x-60*b*c^2*g^3*q*r-1694*b*c^ 2*g^3*q*x-234*b*c^2*g^3*r^2+3246*b*c^2*g^3*r*x+15746*b*c^2*g^3*x^2-314*b*c^2*g^ 2*p^3-216*b*c^2*g^2*p^2*q-642*b*c^2*g^2*p^2*r+2554*b*c^2*g^2*p^2*x-10*b*c^2*g^2 *p*q^2-352*b*c^2*g^2*p*q*r-972*b*c^2*g^2*p*q*x-376*b*c^2*g^2*p*r^2+10656*b*c^2* g^2*p*r*x+21420*b*c^2*g^2*p*x^2-10*b*c^2*g^2*q^2*r-674*b*c^2*g^2*q^2*x-136*b*c^ 2*g^2*q*r^2+3250*b*c^2*g^2*q*r*x+19358*b*c^2*g^2*q*x^2-48*b*c^2*g^2*r^3+5908*b* c^2*g^2*r^2*x+526*b*c^2*g^2*r*x^2-23396*b*c^2*g^2*x^3-70*b*c^2*g*p^4-132*b*c^2* g*p^3*q-176*b*c^2*g*p^3*r+1418*b*c^2*g*p^3*x-28*b*c^2*g*p^2*q^2-252*b*c^2*g*p^2 *q*r+1070*b*c^2*g*p^2*q*x-146*b*c^2*g*p^2*r^2+5356*b*c^2*g*p^2*r*x+4904*b*c^2*g *p^2*x^2-44*b*c^2*g*p*q^2*r-332*b*c^2*g*p*q^2*x-128*b*c^2*g*p*q*r^2+5564*b*c^2* g*p*q*r*x+13214*b*c^2*g*p*q*x^2-44*b*c^2*g*p*r^3+4558*b*c^2*g*p*r^2*x-8884*b*c^ 2*g*p*r*x^2-17736*b*c^2*g*p*x^3-70*b*c^2*g*q^3*x-16*b*c^2*g*q^2*r^2+752*b*c^2*g *q^2*r*x+6232*b*c^2*g*q^2*x^2-8*b*c^2*g*q*r^3+3052*b*c^2*g*q*r^2*x-1446*b*c^2*g *q*r*x^2-17268*b*c^2*g*q*x^3-4*b*c^2*g*r^4+864*b*c^2*g*r^3*x-10846*b*c^2*g*r^2* x^2-8928*b*c^2*g*r*x^3+3248*b*c^2*g*x^4-8*b*c^2*p^4*q+48*b*c^2*p^4*x-10*b*c^2*p ^3*q^2-16*b*c^2*p^3*q*r+202*b*c^2*p^3*q*x+180*b*c^2*p^3*r*x-84*b*c^2*p^3*x^2-18 *b*c^2*p^2*q^2*r+76*b*c^2*p^2*q^2*x-8*b*c^2*p^2*q*r^2+812*b*c^2*p^2*q*r*x+708*b *c^2*p^2*q*x^2+132*b*c^2*p^2*r^2*x-1428*b*c^2*p^2*r*x^2-948*b*c^2*p^2*x^3-26*b* c^2*p*q^3*x-8*b*c^2*p*q^2*r^2+514*b*c^2*p*q^2*r*x+1428*b*c^2*p*q^2*x^2+600*b*c^ 2*p*q*r^2*x-2154*b*c^2*p*q*r*x^2-3208*b*c^2*p*q*x^3-36*b*c^2*p*r^3*x-1996*b*c^2 *p*r^2*x^2-264*b*c^2*p*r*x^3+472*b*c^2*p*x^4+34*b*c^2*q^3*r*x+492*b*c^2*q^3*x^2 +286*b*c^2*q^2*r^2*x-292*b*c^2*q^2*r*x^2-2052*b*c^2*q^2*x^3+60*b*c^2*q*r^3*x-\ 2422*b*c^2*q*r^2*x^2-1552*b*c^2*q*r*x^3+640*b*c^2*q*x^4-36*b*c^2*r^4*x-588*b*c^ 2*r^3*x^2+984*b*c^2*r^2*x^3+464*b*c^2*r*x^4-10*b*c*g^5*p-10*b*c*g^5*r-278*b*c*g ^5*x-99*b*c*g^4*p^2-10*b*c*g^4*p*q-178*b*c*g^4*p*r-459*b*c*g^4*p*x-10*b*c*g^4*q *r-566*b*c*g^4*q*x-79*b*c*g^4*r^2+714*b*c*g^4*r*x+5062*b*c*g^4*x^2-155*b*c*g^3* p^3-82*b*c*g^3*p^2*q-327*b*c*g^3*p^2*r+986*b*c*g^3*p^2*x-2*b*c*g^3*p*q^2-144*b* c*g^3*p*q*r-726*b*c*g^3*p*q*x-199*b*c*g^3*p*r^2+4799*b*c*g^3*p*r*x+11539*b*c*g^ 3*p*x^2-2*b*c*g^3*q^2*r-302*b*c*g^3*q^2*x-62*b*c*g^3*q*r^2+1155*b*c*g^3*q*r*x+ 9310*b*c*g^3*q*x^2-27*b*c*g^3*r^3+2865*b*c*g^3*r^2*x+2477*b*c*g^3*r*x^2-11014*b *c*g^3*x^3-77*b*c*g^2*p^4-102*b*c*g^2*p^3*q-196*b*c*g^2*p^3*r+1313*b*c*g^2*p^3* x-14*b*c*g^2*p^2*q^2-202*b*c*g^2*p^2*q*r+695*b*c*g^2*p^2*q*x-165*b*c*g^2*p^2*r^ 2+5106*b*c*g^2*p^2*r*x+5845*b*c*g^2*p^2*x^2-24*b*c*g^2*p*q^2*r-335*b*c*g^2*p*q^ 2*x-108*b*c*g^2*p*q*r^2+4411*b*c*g^2*p*q*r*x+12678*b*c*g^2*p*q*x^2-50*b*c*g^2*p *r^3+4560*b*c*g^2*p*r^2*x-6229*b*c*g^2*p*r*x^2-18220*b*c*g^2*p*x^3-42*b*c*g^2*q ^3*x-10*b*c*g^2*q^2*r^2+442*b*c*g^2*q^2*r*x+5140*b*c*g^2*q^2*x^2-8*b*c*g^2*q*r^ 3+2585*b*c*g^2*q*r^2*x+388*b*c*g^2*q*r*x^2-15990*b*c*g^2*q*x^3-4*b*c*g^2*r^4+ 960*b*c*g^2*r^3*x-9633*b*c*g^2*r^2*x^2-10926*b*c*g^2*r*x^3+2980*b*c*g^2*x^4-11* b*c*g*p^5-30*b*c*g*p^4*q-37*b*c*g*p^4*r+314*b*c*g*p^4*x-14*b*c*g*p^3*q^2-68*b*c *g*p^3*q*r+531*b*c*g*p^3*q*x-45*b*c*g*p^3*r^2+1287*b*c*g*p^3*r*x+470*b*c*g*p^3* x^2-26*b*c*g*p^2*q^2*r+107*b*c*g*p^2*q^2*x-46*b*c*g*p^2*q*r^2+2249*b*c*g*p^2*q* r*x+2877*b*c*g*p^2*q*x^2-23*b*c*g*p^2*r^3+1462*b*c*g*p^2*r^2*x-4458*b*c*g*p^2*r *x^2-5402*b*c*g*p^2*x^3-42*b*c*g*p*q^3*x-12*b*c*g*p*q^2*r^2+989*b*c*g*p*q^2*r*x +3431*b*c*g*p*q^2*x^2-8*b*c*g*p*q*r^3+1857*b*c*g*p*q*r^2*x-4801*b*c*g*p*q*r*x^2 -10886*b*c*g*p*q*x^3-4*b*c*g*p*r^4+471*b*c*g*p*r^3*x-7267*b*c*g*p*r^2*x^2-2981* b*c*g*p*r*x^3+2298*b*c*g*p*x^4+42*b*c*g*q^3*r*x+934*b*c*g*q^3*x^2+591*b*c*g*q^2 *r^2*x-435*b*c*g*q^2*r*x^2-5272*b*c*g*q^2*x^3+285*b*c*g*q*r^3*x-6012*b*c*g*q*r^ 2*x^2-4863*b*c*g*q*r*x^3+2418*b*c*g*q*x^4-18*b*c*g*r^4*x-2304*b*c*g*r^3*x^2+ 2892*b*c*g*r^2*x^3+2136*b*c*g*r*x^4-2*b*c*p^4*q^2+24*b*c*p^4*q*x-24*b*c*p^4*x^2 -4*b*c*p^3*q^2*r+28*b*c*p^3*q^2*x+90*b*c*p^3*q*r*x-12*b*c*p^3*q*x^2-132*b*c*p^3 *r*x^2-40*b*c*p^3*x^3-2*b*c*p^2*q^2*r^2+122*b*c*p^2*q^2*r*x+168*b*c*p^2*q^2*x^2 +66*b*c*p^2*q*r^2*x-552*b*c*p^2*q*r*x^2-444*b*c*p^2*q*x^3-148*b*c*p^2*r^2*x^2+ 168*b*c*p^2*r*x^3+76*b*c*p^2*x^4+42*b*c*p*q^3*r*x+180*b*c*p*q^3*x^2+84*b*c*p*q^ 2*r^2*x-396*b*c*p*q^2*r*x^2-724*b*c*p*q^2*x^3-18*b*c*p*q*r^3*x-792*b*c*p*q*r^2* x^2-126*b*c*p*q*r*x^3+236*b*c*p*q*x^4+12*b*c*p*r^3*x^2+468*b*c*p*r^2*x^3+112*b* c*p*r*x^4+36*b*c*q^4*x^2+30*b*c*q^3*r^2*x-36*b*c*q^3*r*x^2-296*b*c*q^3*x^3+6*b* c*q^2*r^3*x-484*b*c*q^2*r^2*x^2-346*b*c*q^2*r*x^3+160*b*c*q^2*x^4-18*b*c*q*r^4* x-228*b*c*q*r^3*x^2+456*b*c*q*r^2*x^3+232*b*c*q*r*x^4+48*b*c*r^4*x^2+224*b*c*r^ 3*x^3-28*b*g^6*x-10*b*g^5*p^2-20*b*g^5*p*r-94*b*g^5*p*x-72*b*g^5*q*x-10*b*g^5*r ^2+32*b*g^5*r*x+594*b*g^5*x^2-25*b*g^4*p^3-10*b*g^4*p^2*q-55*b*g^4*p^2*r+101*b* g^4*p^2*x-20*b*g^4*p*q*r-172*b*g^4*p*q*x-35*b*g^4*p*r^2+693*b*g^4*p*r*x+2084*b* g^4*p*x^2-48*b*g^4*q^2*x-10*b*g^4*q*r^2+110*b*g^4*q*r*x+1514*b*g^4*q*x^2-5*b*g^ 4*r^3+466*b*g^4*r^2*x+907*b*g^4*r*x^2-1616*b*g^4*x^3-21*b*g^3*p^4-22*b*g^3*p^3* q-54*b*g^3*p^3*r+310*b*g^3*p^3*x-2*b*g^3*p^2*q^2-46*b*g^3*p^2*q*r+102*b*g^3*p^2 *q*x-46*b*g^3*p^2*r^2+1275*b*g^3*p^2*r*x+1799*b*g^3*p^2*x^2-4*b*g^3*p*q^2*r-100 *b*g^3*p*q^2*x-26*b*g^3*p*q*r^2+983*b*g^3*p*q*r*x+3430*b*g^3*p*q*x^2-14*b*g^3*p *r^3+1211*b*g^3*p*r^2*x-853*b*g^3*p*r*x^2-4780*b*g^3*p*x^3-8*b*g^3*q^3*x-2*b*g^ 3*q^2*r^2+62*b*g^3*q^2*r*x+1244*b*g^3*q^2*x^2-2*b*g^3*q*r^3+641*b*g^3*q*r^2*x+ 692*b*g^3*q*r*x^2-3942*b*g^3*q*x^3-b*g^3*r^4+282*b*g^3*r^3*x-2305*b*g^3*r^2*x^2 -3653*b*g^3*r*x^3+594*b*g^3*x^4-7*b*g^2*p^5-14*b*g^2*p^4*q-23*b*g^2*p^4*r+171*b *g^2*p^4*x-4*b*g^2*p^3*q^2-32*b*g^2*p^3*q*r+230*b*g^2*p^3*q*x-27*b*g^2*p^3*r^2+ 721*b*g^2*p^3*r*x+417*b*g^2*p^3*x^2-8*b*g^2*p^2*q^2*r+22*b*g^2*p^2*q^2*x-22*b*g ^2*p^2*q*r^2+1034*b*g^2*p^2*q*r*x+1688*b*g^2*p^2*q*x^2-13*b*g^2*p^2*r^3+847*b*g ^2*p^2*r^2*x-2076*b*g^2*p^2*r*x^2-3222*b*g^2*p^2*x^3-16*b*g^2*p*q^3*x-4*b*g^2*p *q^2*r^2+387*b*g^2*p*q^2*r*x+1664*b*g^2*p*q^2*x^2-4*b*g^2*p*q*r^3+894*b*g^2*p*q *r^2*x-1891*b*g^2*p*q*r*x^2-5870*b*g^2*p*q*x^3-2*b*g^2*p*r^4+288*b*g^2*p*r^3*x-\ 3850*b*g^2*p*r^2*x^2-2433*b*g^2*p*r*x^3+1244*b*g^2*p*x^4+8*b*g^2*q^3*r*x+384*b* g^2*q^3*x^2+257*b*g^2*q^2*r^2*x-51*b*g^2*q^2*r*x^2-2594*b*g^2*q^2*x^3+144*b*g^2 *q*r^3*x-2885*b*g^2*q*r^2*x^2-3050*b*g^2*q*r*x^3+1262*b*g^2*q*x^4-9*b*g^2*r^4*x -1302*b*g^2*r^3*x^2+1320*b*g^2*r^2*x^3+1392*b*g^2*r*x^4-b*g*p^6-2*b*g*p^5*q-4*b *g*p^5*r+24*b*g*p^5*x-2*b*g*p^4*q^2-6*b*g*p^4*q*r+60*b*g*p^4*q*x-6*b*g*p^4*r^2+ 123*b*g*p^4*r*x+12*b*g*p^4*x^2-4*b*g*p^3*q^2*r+38*b*g*p^3*q^2*x-6*b*g*p^3*q*r^2 +264*b*g*p^3*q*r*x+150*b*g*p^3*q*x^2-4*b*g*p^3*r^3+201*b*g*p^3*r^2*x-513*b*g*p^ 3*r*x^2-492*b*g*p^3*x^3-2*b*g*p^2*q^2*r^2+178*b*g*p^2*q^2*r*x+342*b*g*p^2*q^2*x ^2-2*b*g*p^2*q*r^3+285*b*g*p^2*q*r^2*x-1053*b*g*p^2*q*r*x^2-1474*b*g*p^2*q*x^3- b*g*p^2*r^4+129*b*g*p^2*r^3*x-995*b*g*p^2*r^2*x^2-55*b*g*p^2*r*x^3+364*b*g*p^2* x^4+42*b*g*p*q^3*r*x+234*b*g*p*q^3*x^2+132*b*g*p*q^2*r^2*x-570*b*g*p*q^2*r*x^2-\ 1450*b*g*p*q^2*x^3+63*b*g*p*q*r^3*x-1653*b*g*p*q*r^2*x^2-495*b*g*p*q*r*x^3+770* b*g*p*q*x^4+27*b*g*p*r^4*x-450*b*g*p*r^3*x^2+1176*b*g*p*r^2*x^3+532*b*g*p*r*x^4 +36*b*g*q^4*x^2+30*b*g*q^3*r^2*x-60*b*g*q^3*r*x^2-456*b*g*q^3*x^3+6*b*g*q^2*r^3 *x-680*b*g*q^2*r^2*x^2-466*b*g*q^2*r*x^3+406*b*g*q^2*x^4-18*b*g*q*r^4*x-426*b*g *q*r^3*x^2+1014*b*g*q*r^2*x^3+592*b*g*q*r*x^4+12*b*g*r^4*x^2+592*b*g*r^3*x^3-16 *c^6*g*p-16*c^6*g*r-96*c^6*g*x-64*c^5*g^2*p-64*c^5*g^2*r-416*c^5*g^2*x-40*c^5*g *p^2-16*c^5*g*p*q-64*c^5*g*p*r+64*c^5*g*p*x-16*c^5*g*q*r-168*c^5*g*q*x-24*c^5*g *r^2+424*c^5*g*r*x+1400*c^5*g*x^2-88*c^4*g^3*p-88*c^4*g^3*r-656*c^4*g^3*x-148*c ^4*g^2*p^2-48*c^4*g^2*p*q-240*c^4*g^2*p*r+168*c^4*g^2*p*x-48*c^4*g^2*q*r-596*c^ 4*g^2*q*x-92*c^4*g^2*r^2+1500*c^4*g^2*r*x+5284*c^4*g^2*x^2-40*c^4*g*p^3-32*c^4* g*p^2*q-88*c^4*g*p^2*r+312*c^4*g*p^2*x-4*c^4*g*p*q^2-48*c^4*g*p*q*r-12*c^4*g*p* q*x-60*c^4*g*p*r^2+1056*c^4*g*p*r*x+1932*c^4*g*p*x^2-4*c^4*g*q^2*r-96*c^4*g*q^2 *x-16*c^4*g*q*r^2+480*c^4*g*q*r*x+2088*c^4*g*q*x^2-12*c^4*g*r^3+540*c^4*g*r^2*x -356*c^4*g*r*x^2-2528*c^4*g*x^3-56*c^3*g^4*p-56*c^3*g^4*r-512*c^3*g^4*x-178*c^3 *g^3*p^2-48*c^3*g^3*p*q-296*c^3*g^3*p*r+28*c^3*g^3*p*x-48*c^3*g^3*q*r-754*c^3*g ^3*q*x-118*c^3*g^3*r^2+1646*c^3*g^3*r*x+6594*c^3*g^3*x^2-128*c^3*g^2*p^3-92*c^3 *g^2*p^2*q-280*c^3*g^2*p^2*r+1020*c^3*g^2*p^2*x-8*c^3*g^2*p*q^2-144*c^3*g^2*p*q *r-144*c^3*g^2*p*q*x-188*c^3*g^2*p*r^2+3552*c^3*g^2*p*r*x+6640*c^3*g^2*p*x^2-8* c^3*g^2*q^2*r-264*c^3*g^2*q^2*x-52*c^3*g^2*q*r^2+1288*c^3*g^2*q*r*x+6388*c^3*g^ 2*q*x^2-36*c^3*g^2*r^3+1872*c^3*g^2*r^2*x-656*c^3*g^2*r*x^2-8208*c^3*g^2*x^3-22 *c^3*g*p^4-20*c^3*g*p^3*q-64*c^3*g*p^3*r+236*c^3*g*p^3*x-8*c^3*g*p^2*q^2-36*c^3 *g*p^2*q*r+214*c^3*g*p^2*q*x-66*c^3*g*p^2*r^2+848*c^3*g*p^2*r*x+954*c^3*g*p^2*x ^2-12*c^3*g*p*q^2*r-44*c^3*g*p*q^2*x-16*c^3*g*p*q*r^2+948*c^3*g*p*q*r*x+2168*c^ 3*g*p*q*x^2-28*c^3*g*p*r^3+766*c^3*g*p*r^2*x-1204*c^3*g*p*r*x^2-3224*c^3*g*p*x^ 3-18*c^3*g*q^3*x-4*c^3*g*q^2*r^2+170*c^3*g*q^2*r*x+1110*c^3*g*q^2*x^2+500*c^3*g *q*r^2*x-310*c^3*g*q*r*x^2-3000*c^3*g*q*x^3-4*c^3*g*r^4+188*c^3*g*r^3*x-1520*c^ 3*g*r^2*x^2-1376*c^3*g*r*x^3+640*c^3*g*x^4-17*c^2*g^5*p-17*c^2*g^5*r-214*c^2*g^ 5*x-95*c^2*g^4*p^2-20*c^2*g^4*p*q-164*c^2*g^4*p*r-130*c^2*g^4*p*x-20*c^2*g^4*q* r-447*c^2*g^4*q*x-69*c^2*g^4*r^2+749*c^2*g^4*r*x+3715*c^2*g^4*x^2-122*c^2*g^3*p ^3-80*c^2*g^3*p^2*q-270*c^2*g^3*p^2*r+882*c^2*g^3*p^2*x-5*c^2*g^3*p*q^2-132*c^2 *g^3*p*q*r-287*c^2*g^3*p*q*x-183*c^2*g^3*p*r^2+3320*c^2*g^3*p*r*x+6839*c^2*g^3* p*x^2-5*c^2*g^3*q^2*r-248*c^2*g^3*q^2*x-52*c^2*g^3*q*r^2+1020*c^2*g^3*q*r*x+ 6062*c^2*g^3*q*x^2-35*c^2*g^3*r^3+1843*c^2*g^3*r^2*x+355*c^2*g^3*r*x^2-7560*c^2 *g^3*x^3-55*c^2*g^2*p^4-56*c^2*g^2*p^3*q-156*c^2*g^2*p^3*r+704*c^2*g^2*p^3*x-14 *c^2*g^2*p^2*q^2-108*c^2*g^2*p^2*q*r+497*c^2*g^2*p^2*q*x-155*c^2*g^2*p^2*r^2+ 2578*c^2*g^2*p^2*r*x+2765*c^2*g^2*p^2*x^2-22*c^2*g^2*p*q^2*r-132*c^2*g^2*p*q^2* x-56*c^2*g^2*p*q*r^2+2368*c^2*g^2*p*q*r*x+5940*c^2*g^2*p*q*x^2-62*c^2*g^2*p*r^3 +2345*c^2*g^2*p*r^2*x-3362*c^2*g^2*p*r*x^2-9192*c^2*g^2*p*x^3-35*c^2*g^2*q^3*x-\ 8*c^2*g^2*q^2*r^2+329*c^2*g^2*q^2*r*x+2615*c^2*g^2*q^2*x^2-4*c^2*g^2*q*r^3+1300 *c^2*g^2*q*r^2*x-455*c^2*g^2*q*r*x^2-8040*c^2*g^2*q*x^3-8*c^2*g^2*r^4+558*c^2*g ^2*r^3*x-4418*c^2*g^2*r^2*x^2-4320*c^2*g^2*r*x^3+1744*c^2*g^2*x^4-7*c^2*g*p^5-4 *c^2*g*p^4*q-25*c^2*g*p^4*r+70*c^2*g*p^4*x-5*c^2*g*p^3*q^2-8*c^2*g*p^3*q*r+121* c^2*g*p^3*q*x-33*c^2*g*p^3*r^2+312*c^2*g*p^3*r*x+243*c^2*g*p^3*x^2-9*c^2*g*p^2* q^2*r+38*c^2*g*p^2*q^2*x-4*c^2*g*p^2*q*r^2+482*c^2*g*p^2*q*r*x+648*c^2*g*p^2*q* x^2-19*c^2*g*p^2*r^3+436*c^2*g*p^2*r^2*x-623*c^2*g*p^2*r*x^2-1344*c^2*g*p^2*x^3 -13*c^2*g*p*q^3*x-4*c^2*g*p*q^2*r^2+257*c^2*g*p*q^2*r*x+783*c^2*g*p*q^2*x^2+399 *c^2*g*p*q*r^2*x-969*c^2*g*p*q*r*x^2-2432*c^2*g*p*q*x^3-4*c^2*g*p*r^4+230*c^2*g *p*r^3*x-1225*c^2*g*p*r^2*x^2-732*c^2*g*p*r*x^3+556*c^2*g*p*x^4+17*c^2*g*q^3*r* x+246*c^2*g*q^3*x^2+143*c^2*g*q^2*r^2*x-104*c^2*g*q^2*r*x^2-1200*c^2*g*q^2*x^3+ 72*c^2*g*q*r^3*x-1237*c^2*g*q*r^2*x^2-1028*c^2*g*q*r*x^3+556*c^2*g*q*x^4+36*c^2 *g*r^4*x-420*c^2*g*r^3*x^2+576*c^2*g*r^2*x^3+464*c^2*g*r*x^4-2*c*g^6*p-2*c*g^6* r-46*c*g^6*x-23*c*g^5*p^2-3*c*g^5*p*q-42*c*g^5*p*r-87*c*g^5*p*x-3*c*g^5*q*r-127 *c*g^5*q*x-19*c*g^5*r^2+132*c*g^5*r*x+974*c*g^5*x^2-46*c*g^4*p^3-27*c*g^4*p^2*q -104*c*g^4*p^2*r+273*c*g^4*p^2*x-c*g^4*p*q^2-48*c*g^4*p*q*r-185*c*g^4*p*q*x-72* c*g^4*p*r^2+1184*c*g^4*p*r*x+2825*c*g^4*p*x^2-c*g^4*q^2*r-98*c*g^4*q^2*x-21*c*g ^4*q*r^2+294*c*g^4*q*r*x+2315*c*g^4*q*x^2-14*c*g^4*r^3+709*c*g^4*r^2*x+669*c*g^ 4*r*x^2-2668*c*g^4*x^3-36*c*g^3*p^4-37*c*g^3*p^3*q-102*c*g^3*p^3*r+461*c*g^3*p^ 3*x-7*c*g^3*p^2*q^2-75*c*g^3*p^2*q*r+261*c*g^3*p^2*q*x-101*c*g^3*p^2*r^2+1749*c *g^3*p^2*r*x+2076*c*g^3*p^2*x^2-12*c*g^3*p*q^2*r-115*c*g^3*p*q^2*x-42*c*g^3*p*q *r^2+1477*c*g^3*p*q*r*x+4186*c*g^3*p*q*x^2-40*c*g^3*p*r^3+1647*c*g^3*p*r^2*x-\ 1690*c*g^3*p*r*x^2-6150*c*g^3*p*x^3-21*c*g^3*q^3*x-5*c*g^3*q^2*r^2+164*c*g^3*q^ 2*r*x+1686*c*g^3*q^2*x^2-4*c*g^3*q*r^3+871*c*g^3*q*r^2*x+248*c*g^3*q*r*x^2-5190 *c*g^3*q*x^3-5*c*g^3*r^4+408*c*g^3*r^3*x-2873*c*g^3*r^2*x^2-3576*c*g^3*r*x^3+ 1000*c*g^3*x^4-12*c*g^2*p^5-13*c*g^2*p^4*q-42*c*g^2*p^4*r+179*c*g^2*p^4*x-7*c*g ^2*p^3*q^2-30*c*g^2*p^3*q*r+261*c*g^2*p^3*q*x-54*c*g^2*p^3*r^2+777*c*g^2*p^3*r* x+467*c*g^2*p^3*x^2-13*c*g^2*p^2*q^2*r+55*c*g^2*p^2*q^2*x-21*c*g^2*p^2*q*r^2+ 1084*c*g^2*p^2*q*r*x+1535*c*g^2*p^2*q*x^2-30*c*g^2*p^2*r^3+1014*c*g^2*p^2*r^2*x -1868*c*g^2*p^2*r*x^2-3166*c*g^2*p^2*x^3-21*c*g^2*p*q^3*x-6*c*g^2*p*q^2*r^2+442 *c*g^2*p*q^2*r*x+1577*c*g^2*p*q^2*x^2-4*c*g^2*p*q*r^3+939*c*g^2*p*q*r^2*x-2008* c*g^2*p*q*r*x^2-5584*c*g^2*p*q*x^3-6*c*g^2*p*r^4+470*c*g^2*p*r^3*x-3381*c*g^2*p *r^2*x^2-1867*c*g^2*p*r*x^3+1298*c*g^2*p*x^4+21*c*g^2*q^3*r*x+413*c*g^2*q^3*x^2 +258*c*g^2*q^2*r^2*x-161*c*g^2*q^2*r*x^2-2498*c*g^2*q^2*x^3+174*c*g^2*q*r^3*x-\ 2616*c*g^2*q*r^2*x^2-2341*c*g^2*q*r*x^3+1298*c*g^2*q*x^4+54*c*g^2*r^4*x-1104*c* g^2*r^3*x^2+1344*c*g^2*r^2*x^3+1160*c*g^2*r*x^4-c*g*p^6-4*c*g*p^5*r+8*c*g*p^5*x -c*g*p^4*q^2+18*c*g*p^4*q*x-6*c*g*p^4*r^2+51*c*g*p^4*r*x+36*c*g*p^4*x^2-2*c*g*p ^3*q^2*r+14*c*g*p^3*q^2*x+75*c*g*p^3*q*r*x+60*c*g*p^3*q*x^2-4*c*g*p^3*r^3+105*c *g*p^3*r^2*x-63*c*g*p^3*r*x^2-188*c*g*p^3*x^3-c*g*p^2*q^2*r^2+61*c*g*p^2*q^2*r* x+108*c*g*p^2*q^2*x^2+78*c*g*p^2*q*r^2*x-279*c*g*p^2*q*r*x^2-468*c*g*p^2*q*x^3- c*g*p^2*r^4+89*c*g*p^2*r^3*x-205*c*g*p^2*r^2*x^2-87*c*g*p^2*r*x^3+118*c*g*p^2*x ^4+21*c*g*p*q^3*r*x+90*c*g*p*q^3*x^2+42*c*g*p*q^2*r^2*x-204*c*g*p*q^2*r*x^2-464 *c*g*p*q^2*x^3+12*c*g*p*q*r^3*x-495*c*g*p*q*r^2*x^2-192*c*g*p*q*r*x^3+236*c*g*p *q*x^4+27*c*g*p*r^4*x-120*c*g*p*r^3*x^2+294*c*g*p*r^2*x^3+172*c*g*p*r*x^4+18*c* g*q^4*x^2+15*c*g*q^3*r^2*x-18*c*g*q^3*r*x^2-160*c*g*q^3*x^3+3*c*g*q^2*r^3*x-262 *c*g*q^2*r^2*x^2-185*c*g*q^2*r*x^3+118*c*g*q^2*x^4-9*c*g*q*r^4*x-168*c*g*q*r^3* x^2+282*c*g*q*r^2*x^3+172*c*g*q*r*x^4-12*c*g*r^4*x^2+160*c*g*r^3*x^3-4*g^7*x-2* g^6*p^2-4*g^6*p*r-16*g^6*p*x-14*g^6*q*x-2*g^6*r^2+4*g^6*r*x+96*g^6*x^2-6*g^5*p^ 3-3*g^5*p^2*q-14*g^5*p^2*r+24*g^5*p^2*x-6*g^5*p*q*r-38*g^5*p*q*x-10*g^5*p*r^2+ 140*g^5*p*r*x+412*g^5*p*x^2-14*g^5*q^2*x-3*g^5*q*r^2+23*g^5*q*r*x+310*g^5*q*x^2 -2*g^5*r^3+94*g^5*r^2*x+186*g^5*r*x^2-312*g^5*x^3-7*g^4*p^4-7*g^4*p^3*q-20*g^4* p^3*r+84*g^4*p^3*x-g^4*p^2*q^2-15*g^4*p^2*q*r+33*g^4*p^2*q*x-20*g^4*p^2*r^2+336 *g^4*p^2*r*x+466*g^4*p^2*x^2-2*g^4*p*q^2*r-30*g^4*p*q^2*x-9*g^4*p*q*r^2+265*g^4 *p*q*r*x+879*g^4*p*q*x^2-8*g^4*p*r^3+333*g^4*p*r^2*x-155*g^4*p*r*x^2-1180*g^4*p *x^3-4*g^4*q^3*x-g^4*q^2*r^2+21*g^4*q^2*r*x+328*g^4*q^2*x^2-g^4*q*r^3+173*g^4*q *r^2*x+199*g^4*q*r*x^2-960*g^4*q*x^3-g^4*r^4+88*g^4*r^3*x-522*g^4*r^2*x^2-880*g ^4*r*x^3+144*g^4*x^4-4*g^3*p^5-5*g^3*p^4*q-14*g^3*p^4*r+64*g^3*p^4*x-2*g^3*p^3* q^2-12*g^3*p^3*q*r+86*g^3*p^3*q*x-18*g^3*p^3*r^2+281*g^3*p^3*r*x+186*g^3*p^3*x^ 2-4*g^3*p^2*q^2*r+11*g^3*p^2*q^2*x-9*g^3*p^2*q*r^2+381*g^3*p^2*q*r*x+611*g^3*p^ 2*q*x^2-10*g^3*p^2*r^3+369*g^3*p^2*r^2*x-620*g^3*p^2*r*x^2-1154*g^3*p^2*x^3-8*g ^3*p*q^3*x-2*g^3*p*q^2*r^2+141*g^3*p*q^2*r*x+578*g^3*p*q^2*x^2-2*g^3*p*q*r^3+ 351*g^3*p*q*r^2*x-552*g^3*p*q*r*x^2-2004*g^3*p*q*x^3-2*g^3*p*r^4+170*g^3*p*r^3* x-1253*g^3*p*r^2*x^2-911*g^3*p*r*x^3+422*g^3*p*x^4+4*g^3*q^3*r*x+138*g^3*q^3*x^ 2+91*g^3*q^2*r^2*x+13*g^3*q^2*r*x^2-862*g^3*q^2*x^3+72*g^3*q*r^3*x-908*g^3*q*r^ 2*x^2-1041*g^3*q*r*x^3+422*g^3*q*x^4+18*g^3*r^4*x-444*g^3*r^3*x^2+384*g^3*r^2*x ^3+464*g^3*r*x^4-g^2*p^6-g^2*p^5*q-4*g^2*p^5*r+16*g^2*p^5*x-g^2*p^4*q^2-3*g^2*p ^4*q*r+33*g^2*p^4*q*x-6*g^2*p^4*r^2+87*g^2*p^4*r*x+30*g^2*p^4*x^2-2*g^2*p^3*q^2 *r+19*g^2*p^3*q^2*x-3*g^2*p^3*q*r^2+147*g^2*p^3*q*r*x+108*g^2*p^3*q*x^2-4*g^2*p ^3*r^3+153*g^2*p^3*r^2*x-255*g^2*p^3*r*x^2-330*g^2*p^3*x^3-g^2*p^2*q^2*r^2+89*g ^2*p^2*q^2*r*x+183*g^2*p^2*q^2*x^2-g^2*p^2*q*r^3+165*g^2*p^2*q*r^2*x-528*g^2*p^ 2*q*r*x^2-860*g^2*p^2*q*x^3-g^2*p^2*r^4+109*g^2*p^2*r^3*x-563*g^2*p^2*r^2*x^2-\ 113*g^2*p^2*r*x^3+222*g^2*p^2*x^4+21*g^2*p*q^3*r*x+117*g^2*p*q^3*x^2+66*g^2*p*q ^2*r^2*x-288*g^2*p*q^2*r*x^2-776*g^2*p*q^2*x^3+42*g^2*p*q*r^3*x-876*g^2*p*q*r^2 *x^2-312*g^2*p*q*r*x^3+444*g^2*p*q*x^4+27*g^2*p*r^4*x-288*g^2*p*r^3*x^2+618*g^2 *p*r^2*x^3+324*g^2*p*r*x^4+18*g^2*q^4*x^2+15*g^2*q^3*r^2*x-30*g^2*q^3*r*x^2-234 *g^2*q^3*x^3+3*g^2*q^2*r^3*x-350*g^2*q^2*r^2*x^2-239*g^2*q^2*r*x^3+222*g^2*q^2* x^4-9*g^2*q*r^4*x-240*g^2*q*r^3*x^2+534*g^2*q*r^2*x^3+324*g^2*q*r*x^4-12*g^2*r^ 4*x^2+320*g^2*r^3*x^3+32*a^6*b+16*a^6*g+64*a^5*b^2+192*a^5*b*c+128*a^5*b*g-32*a ^5*b*p+32*a^5*b*q-64*a^5*b*r-768*a^5*b*x+96*a^5*c*g+16*a^5*c*p+16*a^5*c*r+48*a^ 5*g^2-8*a^5*g*p+16*a^5*g*q-24*a^5*g*r-384*a^5*g*x+32*a^4*b^3+320*a^4*b^2*c+176* a^4*b^2*g-16*a^4*b^2*p+32*a^4*b^2*q-80*a^4*b^2*r-1504*a^4*b^2*x+480*a^4*b*c^2+ 656*a^4*b*c*g-160*a^4*b*c*p+160*a^4*b*c*q-320*a^4*b*c*r-4144*a^4*b*c*x+200*a^4* b*g^2-72*a^4*b*g*p+96*a^4*b*g*q-184*a^4*b*g*r-2880*a^4*b*g*x-208*a^4*b*p^2-8*a^ 4*b*p*q-392*a^4*b*p*r-1440*a^4*b*p*x+8*a^4*b*q^2-40*a^4*b*q*r-1016*a^4*b*q*x-\ 176*a^4*b*r^2-512*a^4*b*r*x+2496*a^4*b*x^2+240*a^4*c^2*g+64*a^4*c^2*p+64*a^4*c^ 2*r+248*a^4*c*g^2-16*a^4*c*g*p+80*a^4*c*g*q-96*a^4*c*g*r-2072*a^4*c*g*x+8*a^4*c *p^2-80*a^4*c*p*x-8*a^4*c*r^2-112*a^4*c*r*x+192*a^4*c*x^2+60*a^4*g^3-16*a^4*g^2 *p+40*a^4*g^2*q-56*a^4*g^2*r-1064*a^4*g^2*x-100*a^4*g*p^2-4*a^4*g*p*q-196*a^4*g *p*r-760*a^4*g*p*x+4*a^4*g*q^2-20*a^4*g*q*r-508*a^4*g*q*x-92*a^4*g*r^2-312*a^4* g*r*x+1344*a^4*g*x^2+128*a^3*b^3*c+64*a^3*b^3*g+16*a^3*b^3*p-16*a^3*b^3*r-864*a ^3*b^3*x+640*a^3*b^2*c^2+736*a^3*b^2*c*g-64*a^3*b^2*c*p+128*a^3*b^2*c*q-320*a^3 *b^2*c*r-6592*a^3*b^2*c*x+192*a^3*b^2*g^2+8*a^3*b^2*g*p+64*a^3*b^2*g*q-136*a^3* b^2*g*r-3888*a^3*b^2*g*x-208*a^3*b^2*p^2+16*a^3*b^2*p*q-416*a^3*b^2*p*r-2312*a^ 3*b^2*p*x-16*a^3*b^2*q*r-1288*a^3*b^2*q*x-192*a^3*b^2*r^2-904*a^3*b^2*r*x+4544* a^3*b^2*x^2+640*a^3*b*c^3+1360*a^3*b*c^2*g-320*a^3*b*c^2*p+320*a^3*b*c^2*q-640* a^3*b*c^2*r-8816*a^3*b*c^2*x+856*a^3*b*c*g^2-304*a^3*b*c*g*p+400*a^3*b*c*g*q-\ 768*a^3*b*c*g*r-12880*a^3*b*c*g*x-776*a^3*b*c*p^2-32*a^3*b*c*p*q-1456*a^3*b*c*p *r-5368*a^3*b*c*p*x+32*a^3*b*c*q^2-160*a^3*b*c*q*r-4304*a^3*b*c*q*x-648*a^3*b*c *r^2-952*a^3*b*c*r*x+13112*a^3*b*c*x^2+160*a^3*b*g^3-40*a^3*b*g^2*p+112*a^3*b*g ^2*q-184*a^3*b*g^2*r-4152*a^3*b*g^2*x-524*a^3*b*g*p^2+8*a^3*b*g*p*q-1016*a^3*b* g*p*r-4436*a^3*b*g*p*x+16*a^3*b*g*q^2-72*a^3*b*g*q*r-3008*a^3*b*g*q*x-468*a^3*b *g*r^2-1704*a^3*b*g*r*x+8552*a^3*b*g*x^2-224*a^3*b*p^3-104*a^3*b*p^2*q-536*a^3* b*p^2*r-640*a^3*b*p^2*x+4*a^3*b*p*q^2-208*a^3*b*p*q*r-1480*a^3*b*p*q*x-404*a^3* b*p*r^2+812*a^3*b*p*r*x+5880*a^3*b*p*x^2-4*a^3*b*q^2*r-428*a^3*b*q^2*x-96*a^3*b *q*r^2-276*a^3*b*q*r*x+4028*a^3*b*q*x^2-92*a^3*b*r^3+1168*a^3*b*r^2*x+3908*a^3* b*r*x^2-1648*a^3*b*x^3+320*a^3*c^3*g+96*a^3*c^3*p+96*a^3*c^3*r+520*a^3*c^2*g^2-\ 8*a^3*c^2*g*p+160*a^3*c^2*g*q-168*a^3*c^2*g*r-4408*a^3*c^2*g*x+24*a^3*c^2*p^2-\ 248*a^3*c^2*p*x-24*a^3*c^2*r^2-384*a^3*c^2*r*x+744*a^3*c^2*x^2+260*a^3*c*g^3-60 *a^3*c*g^2*p+168*a^3*c*g^2*q-228*a^3*c*g^2*r-4792*a^3*c*g^2*x-356*a^3*c*g*p^2-\ 16*a^3*c*g*p*q-712*a^3*c*g*p*r-2928*a^3*c*g*p*x+16*a^3*c*g*q^2-80*a^3*c*g*q*r-\ 2152*a^3*c*g*q*x-340*a^3*c*g*r^2-836*a^3*c*g*r*x+7232*a^3*c*g*x^2-28*a^3*c*p^3-\ 96*a^3*c*p^2*r-200*a^3*c*p^2*x-52*a^3*c*p*q*x-104*a^3*c*p*r^2-516*a^3*c*p*r*x+ 504*a^3*c*p*x^2-72*a^3*c*q*r*x+164*a^3*c*q*x^2-36*a^3*c*r^3-296*a^3*c*r^2*x+180 *a^3*c*r*x^2-240*a^3*c*x^3+40*a^3*g^4-8*a^3*g^3*p+40*a^3*g^3*q-48*a^3*g^3*r-\ 1212*a^3*g^3*x-200*a^3*g^2*p^2-396*a^3*g^2*p*r-1700*a^3*g^2*p*x+8*a^3*g^2*q^2-\ 32*a^3*g^2*q*r-1182*a^3*g^2*q*x-188*a^3*g^2*r^2-710*a^3*g^2*r*x+3292*a^3*g^2*x^ 2-126*a^3*g*p^3-52*a^3*g*p^2*q-316*a^3*g*p^2*r-420*a^3*g*p^2*x+2*a^3*g*p*q^2-\ 104*a^3*g*p*q*r-766*a^3*g*p*q*x-254*a^3*g*p*r^2+148*a^3*g*p*r*x+3192*a^3*g*p*x^ 2-2*a^3*g*q^2*r-214*a^3*g*q^2*x-48*a^3*g*q*r^2-174*a^3*g*q*r*x+2096*a^3*g*q*x^2 -64*a^3*g*r^3+436*a^3*g*r^2*x+2044*a^3*g*r*x^2-944*a^3*g*x^3-128*a^2*b^4*x+192* a^2*b^3*c^2+192*a^2*b^3*c*g+48*a^2*b^3*c*p-48*a^2*b^3*c*r-2992*a^2*b^3*c*x+40*a ^2*b^3*g^2+40*a^2*b^3*g*p-8*a^2*b^3*g*r-1680*a^2*b^3*g*x-32*a^2*b^3*p^2-88*a^2* b^3*p*r-1016*a^2*b^3*p*x-304*a^2*b^3*q*x-48*a^2*b^3*r^2-472*a^2*b^3*r*x+2336*a^ 2*b^3*x^2+640*a^2*b^2*c^3+1152*a^2*b^2*c^2*g-96*a^2*b^2*c^2*p+192*a^2*b^2*c^2*q -480*a^2*b^2*c^2*r-10640*a^2*b^2*c^2*x+608*a^2*b^2*c*g^2+40*a^2*b^2*c*g*p+192*a ^2*b^2*c*g*q-424*a^2*b^2*c*g*r-13568*a^2*b^2*c*g*x-576*a^2*b^2*c*p^2+48*a^2*b^2 *c*p*q-1152*a^2*b^2*c*p*r-6640*a^2*b^2*c*p*x-48*a^2*b^2*c*q*r-4048*a^2*b^2*c*q* x-528*a^2*b^2*c*r^2-1248*a^2*b^2*c*r*x+16880*a^2*b^2*c*x^2+92*a^2*b^2*g^3+72*a^ 2*b^2*g^2*p+40*a^2*b^2*g^2*q-48*a^2*b^2*g^2*r-3888*a^2*b^2*g^2*x-344*a^2*b^2*g* p^2+40*a^2*b^2*g*p*q-732*a^2*b^2*g*p*r-4824*a^2*b^2*g*p*x-8*a^2*b^2*g*q*r-2508* a^2*b^2*g*q*x-360*a^2*b^2*g*r^2-1968*a^2*b^2*g*r*x+9744*a^2*b^2*g*x^2-164*a^2*b ^2*p^3-32*a^2*b^2*p^2*q-380*a^2*b^2*p^2*r-752*a^2*b^2*p^2*x-88*a^2*b^2*p*q*r-\ 1432*a^2*b^2*p*q*x-264*a^2*b^2*p*r^2+832*a^2*b^2*p*r*x+7716*a^2*b^2*p*x^2-208*a ^2*b^2*q^2*x-48*a^2*b^2*q*r^2-404*a^2*b^2*q*r*x+4620*a^2*b^2*q*x^2-48*a^2*b^2*r ^3+1324*a^2*b^2*r^2*x+5452*a^2*b^2*r*x^2-2400*a^2*b^2*x^3+480*a^2*b*c^4+1424*a^ 2*b*c^3*g-320*a^2*b*c^3*p+320*a^2*b*c^3*q-640*a^2*b*c^3*r-9216*a^2*b*c^3*x+1384 *a^2*b*c^2*g^2-472*a^2*b*c^2*g*p+624*a^2*b*c^2*g*q-1208*a^2*b*c^2*g*r-21520*a^2 *b*c^2*g*x-1056*a^2*b*c^2*p^2-48*a^2*b*c^2*p*q-1968*a^2*b*c^2*p*r-7416*a^2*b*c^ 2*p*x+48*a^2*b*c^2*q^2-240*a^2*b*c^2*q*r-6696*a^2*b*c^2*q*x-864*a^2*b*c^2*r^2+ 56*a^2*b*c^2*r*x+22928*a^2*b*c^2*x^2+524*a^2*b*c*g^3-112*a^2*b*c*g^2*p+352*a^2* b*c*g^2*q-592*a^2*b*c*g^2*r-14664*a^2*b*c*g^2*x-1544*a^2*b*c*g*p^2+32*a^2*b*c*g *p*q-2980*a^2*b*c*g*p*r-13232*a^2*b*c*g*p*x+48*a^2*b*c*g*q^2-224*a^2*b*c*g*q*r-\ 9948*a^2*b*c*g*q*x-1360*a^2*b*c*g*r^2-2556*a^2*b*c*g*r*x+33372*a^2*b*c*g*x^2-\ 560*a^2*b*c*p^3-288*a^2*b*c*p^2*q-1316*a^2*b*c*p^2*r-1168*a^2*b*c*p^2*x+12*a^2* b*c*p*q^2-576*a^2*b*c*p*q*r-4200*a^2*b*c*p*q*x-964*a^2*b*c*p*r^2+3616*a^2*b*c*p *r*x+19156*a^2*b*c*p*x^2-12*a^2*b*c*q^2*r-1276*a^2*b*c*q^2*x-264*a^2*b*c*q*r^2-\ 324*a^2*b*c*q*r*x+13384*a^2*b*c*q*x^2-208*a^2*b*c*r^3+3632*a^2*b*c*r^2*x+9968*a ^2*b*c*r*x^2-8128*a^2*b*c*x^3+64*a^2*b*g^4+32*a^2*b*g^3*p+56*a^2*b*g^3*q-56*a^2 *b*g^3*r-2956*a^2*b*g^3*x-492*a^2*b*g^2*p^2+46*a^2*b*g^2*p*q-996*a^2*b*g^2*p*r-\ 5198*a^2*b*g^2*p*x+10*a^2*b*g^2*q^2-26*a^2*b*g^2*q*r-3318*a^2*b*g^2*q*x-480*a^2 *b*g^2*r^2-2106*a^2*b*g^2*r*x+10260*a^2*b*g^2*x^2-434*a^2*b*g*p^3-180*a^2*b*g*p ^2*q-1036*a^2*b*g*p^2*r-1402*a^2*b*g*p^2*x+10*a^2*b*g*p*q^2-388*a^2*b*g*p*q*r-\ 3476*a^2*b*g*p*q*x-770*a^2*b*g*p*r^2+1912*a^2*b*g*p*r*x+15128*a^2*b*g*p*x^2-2*a ^2*b*g*q^2*r-878*a^2*b*g*q^2*x-192*a^2*b*g*q*r^2-830*a^2*b*g*q*r*x+9876*a^2*b*g *q*x^2-168*a^2*b*g*r^3+2724*a^2*b*g*r^2*x+10300*a^2*b*g*r*x^2-4656*a^2*b*g*x^3-\ 94*a^2*b*p^4-82*a^2*b*p^3*q-274*a^2*b*p^3*r+56*a^2*b*p^3*x-8*a^2*b*p^2*q^2-190* a^2*b*p^2*q*r-502*a^2*b*p^2*q*x-278*a^2*b*p^2*r^2+1394*a^2*b*p^2*r*x+3732*a^2*b *p^2*x^2-22*a^2*b*p*q^2*r-462*a^2*b*p*q^2*x-132*a^2*b*p*q*r^2+708*a^2*b*p*q*r*x +5614*a^2*b*p*q*x^2-110*a^2*b*p*r^3+1932*a^2*b*p*r^2*x+2358*a^2*b*p*r*x^2-3960* a^2*b*p*x^3-44*a^2*b*q^3*x-12*a^2*b*q^2*r^2-84*a^2*b*q^2*r*x+1798*a^2*b*q^2*x^2 -24*a^2*b*q*r^3+900*a^2*b*q*r^2*x+2748*a^2*b*q*r*x^2-3048*a^2*b*q*x^3-12*a^2*b* r^4+608*a^2*b*r^3*x-1288*a^2*b*r^2*x^2-3832*a^2*b*r*x^3+144*a^2*b*x^4+240*a^2*c ^4*g+64*a^2*c^4*p+64*a^2*c^4*r+552*a^2*c^3*g^2-8*a^2*c^3*g*p+160*a^2*c^3*g*q-\ 168*a^2*c^3*g*r-4608*a^2*c^3*g*x+24*a^2*c^3*p^2-256*a^2*c^3*p*x-24*a^2*c^3*r^2-\ 432*a^2*c^3*r*x+976*a^2*c^3*x^2+428*a^2*c^2*g^3-92*a^2*c^2*g^2*p+264*a^2*c^2*g^ 2*q-364*a^2*c^2*g^2*r-8100*a^2*c^2*g^2*x-472*a^2*c^2*g*p^2-24*a^2*c^2*g*p*q-952 *a^2*c^2*g*p*r-4132*a^2*c^2*g*p*x+24*a^2*c^2*g*q^2-120*a^2*c^2*g*q*r-3348*a^2*c ^2*g*q*x-456*a^2*c^2*g*r^2-636*a^2*c^2*g*r*x+12864*a^2*c^2*g*x^2-56*a^2*c^2*p^3 -192*a^2*c^2*p^2*r-360*a^2*c^2*p^2*x-104*a^2*c^2*p*q*x-208*a^2*c^2*p*r^2-976*a^ 2*c^2*p*r*x+1552*a^2*c^2*p*x^2-144*a^2*c^2*q*r*x+400*a^2*c^2*q*x^2-72*a^2*c^2*r ^3-564*a^2*c^2*r^2*x+604*a^2*c^2*r*x^2-960*a^2*c^2*x^3+134*a^2*c*g^4-22*a^2*c*g ^3*p+128*a^2*c*g^3*q-158*a^2*c*g^3*r-4314*a^2*c*g^3*x-588*a^2*c*g^2*p^2+4*a^2*c *g^2*p*q-1162*a^2*c*g^2*p*r-5164*a^2*c*g^2*p*x+24*a^2*c*g^2*q^2-100*a^2*c*g^2*q *r-3962*a^2*c*g^2*q*x-548*a^2*c*g^2*r^2-1274*a^2*c*g^2*r*x+13090*a^2*c*g^2*x^2-\ 340*a^2*c*g*p^3-144*a^2*c*g*p^2*q-870*a^2*c*g*p^2*r-1022*a^2*c*g*p^2*x+6*a^2*c* g*p*q^2-288*a^2*c*g*p*q*r-2232*a^2*c*g*p*q*x-718*a^2*c*g*p*r^2+644*a^2*c*g*p*r* x+11000*a^2*c*g*p*x^2-6*a^2*c*g*q^2*r-638*a^2*c*g*q^2*x-132*a^2*c*g*q*r^2-334*a ^2*c*g*q*r*x+7116*a^2*c*g*q*x^2-188*a^2*c*g*r^3+1136*a^2*c*g*r^2*x+5540*a^2*c*g *r*x^2-4856*a^2*c*g*x^3-26*a^2*c*p^4-94*a^2*c*p^3*r-112*a^2*c*p^3*x-62*a^2*c*p^ 2*q*x-122*a^2*c*p^2*r^2-282*a^2*c*p^2*r*x+612*a^2*c*p^2*x^2-140*a^2*c*p*q*r*x+ 414*a^2*c*p*q*x^2-66*a^2*c*p*r^3-132*a^2*c*p*r^2*x+682*a^2*c*p*r*x^2-592*a^2*c* p*x^3+20*a^2*c*q^2*x^2-72*a^2*c*q*r^2*x+208*a^2*c*q*r*x^2-320*a^2*c*q*x^3-12*a^ 2*c*r^4+36*a^2*c*r^3*x+260*a^2*c*r^2*x^2-468*a^2*c*r*x^3+24*a^2*c*x^4+14*a^2*g^ 5+7*a^2*g^4*p+18*a^2*g^4*q-13*a^2*g^4*r-708*a^2*g^4*x-155*a^2*g^3*p^2+13*a^2*g^ 3*p*q-314*a^2*g^3*p*r-1550*a^2*g^3*p*x+5*a^2*g^3*q^2-11*a^2*g^3*q*r-1070*a^2*g^ 3*q*x-153*a^2*g^3*r^2-662*a^2*g^3*r*x+3070*a^2*g^3*x^2-192*a^2*g^2*p^3-82*a^2*g ^2*p^2*q-481*a^2*g^2*p^2*r-642*a^2*g^2*p^2*x+5*a^2*g^2*p*q^2-172*a^2*g^2*p*q*r-\ 1420*a^2*g^2*p*q*x-385*a^2*g^2*p*r^2+410*a^2*g^2*p*r*x+5958*a^2*g^2*p*x^2-a^2*g ^2*q^2*r-387*a^2*g^2*q^2*x-84*a^2*g^2*q*r^2-364*a^2*g^2*q*r*x+3895*a^2*g^2*q*x^ 2-96*a^2*g^2*r^3+832*a^2*g^2*r^2*x+3914*a^2*g^2*r*x^2-1884*a^2*g^2*x^3-60*a^2*g *p^4-41*a^2*g*p^3*q-184*a^2*g*p^3*r-28*a^2*g*p^3*x-4*a^2*g*p^2*q^2-95*a^2*g*p^2 *q*r-282*a^2*g*p^2*q*x-200*a^2*g*p^2*r^2+556*a^2*g*p^2*r*x+2172*a^2*g*p^2*x^2-\ 11*a^2*g*p*q^2*r-231*a^2*g*p*q^2*x-66*a^2*g*p*q*r^2+284*a^2*g*p*q*r*x+3014*a^2* g*p*q*x^2-88*a^2*g*p*r^3+900*a^2*g*p*r^2*x+1520*a^2*g*p*r*x^2-2276*a^2*g*p*x^3-\ 22*a^2*g*q^3*x-6*a^2*g*q^2*r^2-42*a^2*g*q^2*r*x+909*a^2*g*q^2*x^2-12*a^2*g*q*r^ 3+414*a^2*g*q*r^2*x+1478*a^2*g*q*r*x^2-1684*a^2*g*q*x^3-12*a^2*g*r^4+322*a^2*g* r^3*x-514*a^2*g*r^2*x^2-2150*a^2*g*r*x^3+84*a^2*g*x^4-352*a*b^4*c*x-192*a*b^4*g *x-112*a*b^4*p*x-96*a*b^4*r*x+288*a*b^4*x^2+128*a*b^3*c^3+192*a*b^3*c^2*g+48*a* b^3*c^2*p-48*a*b^3*c^2*r-3360*a*b^3*c^2*x+80*a*b^3*c*g^2+80*a*b^3*c*g*p-16*a*b^ 3*c*g*r-4184*a*b^3*c*g*x-64*a*b^3*c*p^2-176*a*b^3*c*p*r-2168*a*b^3*c*p*x-704*a* b^3*c*q*x-96*a*b^3*c*r^2-536*a*b^3*c*r*x+5240*a*b^3*c*x^2+8*a*b^3*g^3+32*a*b^3* g^2*p+16*a*b^3*g^2*r-1104*a*b^3*g^2*x-40*a*b^3*g*p^2-120*a*b^3*g*p*r-1604*a*b^3 *g*p*x-432*a*b^3*g*q*x-72*a*b^3*g*r^2-752*a*b^3*g*r*x+3224*a*b^3*g*x^2-16*a*b^3 *p^3-40*a*b^3*p^2*r-180*a*b^3*p^2*x-240*a*b^3*p*q*x-24*a*b^3*p*r^2+204*a*b^3*p* r*x+2276*a*b^3*p*x^2-192*a*b^3*q*r*x+1032*a*b^3*q*x^2+348*a*b^3*r^2*x+1808*a*b^ 3*r*x^2-752*a*b^3*x^3+320*a*b^2*c^4+800*a*b^2*c^3*g-64*a*b^2*c^3*p+128*a*b^2*c^ 3*q-320*a*b^2*c^3*r-7504*a*b^2*c^3*x+640*a*b^2*c^2*g^2+56*a*b^2*c^2*g*p+192*a*b ^2*c^2*g*q-440*a*b^2*c^2*g*r-15728*a*b^2*c^2*g*x-528*a*b^2*c^2*p^2+48*a*b^2*c^2 *p*q-1056*a*b^2*c^2*p*r-6384*a*b^2*c^2*p*x-48*a*b^2*c^2*q*r-4216*a*b^2*c^2*q*x-\ 480*a*b^2*c^2*r^2-144*a*b^2*c^2*r*x+18032*a*b^2*c^2*x^2+192*a*b^2*c*g^3+168*a*b ^2*c*g^2*p+80*a*b^2*c*g^2*q-88*a*b^2*c*g^2*r-9616*a*b^2*c*g^2*x-696*a*b^2*c*g*p ^2+80*a*b^2*c*g*p*q-1504*a*b^2*c*g*p*r-10388*a*b^2*c*g*p*x-16*a*b^2*c*g*q*r-\ 5684*a*b^2*c*g*q*x-744*a*b^2*c*g*r^2-2220*a*b^2*c*g*r*x+24876*a*b^2*c*g*x^2-256 *a*b^2*c*p^3-64*a*b^2*c*p^2*q-568*a*b^2*c*p^2*r-1016*a*b^2*c*p^2*x-176*a*b^2*c* p*q*r-2748*a*b^2*c*p*q*x-360*a*b^2*c*p*r^2+2520*a*b^2*c*p*r*x+14296*a*b^2*c*p*x ^2-440*a*b^2*c*q^2*x-96*a*b^2*c*q*r^2-580*a*b^2*c*q*r*x+8908*a*b^2*c*q*x^2-48*a *b^2*c*r^3+2596*a*b^2*c*r^2*x+8036*a*b^2*c*r*x^2-6432*a*b^2*c*x^3+16*a*b^2*g^4+ 64*a*b^2*g^3*p+8*a*b^2*g^3*q+32*a*b^2*g^3*r-1736*a*b^2*g^3*x-188*a*b^2*g^2*p^2+ 32*a*b^2*g^2*p*q-456*a*b^2*g^2*p*r-3750*a*b^2*g^2*p*x+16*a*b^2*g^2*q*r-1672*a*b ^2*g^2*q*x-252*a*b^2*g^2*r^2-1620*a*b^2*g^2*r*x+7092*a*b^2*g^2*x^2-200*a*b^2*g* p^3-40*a*b^2*g*p^2*q-464*a*b^2*g*p^2*r-1042*a*b^2*g*p^2*x-120*a*b^2*g*p*q*r-\ 2166*a*b^2*g*p*q*x-312*a*b^2*g*p*r^2+1348*a*b^2*g*p*r*x+11268*a*b^2*g*p*x^2-288 *a*b^2*g*q^2*x-72*a*b^2*g*q*r^2-788*a*b^2*g*q*r*x+6512*a*b^2*g*q*x^2-48*a*b^2*g *r^3+1952*a*b^2*g*r^2*x+8176*a*b^2*g*r*x^2-3600*a*b^2*g*x^3-36*a*b^2*p^4-16*a*b ^2*p^3*q-96*a*b^2*p^3*r+14*a*b^2*p^3*x-40*a*b^2*p^2*q*r-282*a*b^2*p^2*q*x-84*a* b^2*p^2*r^2+744*a*b^2*p^2*r*x+2530*a*b^2*p^2*x^2-156*a*b^2*p*q^2*x-24*a*b^2*p*q *r^2+318*a*b^2*p*q*r*x+3490*a*b^2*p*q*x^2-24*a*b^2*p*r^3+1038*a*b^2*p*r^2*x+ 1566*a*b^2*p*r*x^2-3176*a*b^2*p*x^3-120*a*b^2*q^2*r*x+876*a*b^2*q^2*x^2+510*a*b ^2*q*r^2*x+1944*a*b^2*q*r*x^2-2264*a*b^2*q*x^3+312*a*b^2*r^3*x-1000*a*b^2*r^2*x ^2-3208*a*b^2*r*x^3+144*a*b^2*x^4+192*a*b*c^5+752*a*b*c^4*g-160*a*b*c^4*p+160*a *b*c^4*q-320*a*b*c^4*r-4720*a*b*c^4*x+1000*a*b*c^3*g^2-320*a*b*c^3*g*p+432*a*b* c^3*g*q-848*a*b*c^3*g*r-15992*a*b*c^3*g*x-616*a*b*c^3*p^2-32*a*b*c^3*p*q-1136*a *b*c^3*p*r-4480*a*b*c^3*p*x+32*a*b*c^3*q^2-160*a*b*c^3*q*r-4544*a*b*c^3*q*x-488 *a*b*c^3*r^2+824*a*b*c^3*r*x+15664*a*b*c^3*x^2+572*a*b*c^2*g^3-92*a*b*c^2*g^2*p +368*a*b*c^2*g^2*q-628*a*b*c^2*g^2*r-17388*a*b*c^2*g^2*x-1520*a*b*c^2*g*p^2+40* a*b*c^2*g*p*q-2932*a*b*c^2*g*p*r-13460*a*b*c^2*g*p*x+48*a*b*c^2*g*q^2-232*a*b*c ^2*g*q*r-10964*a*b*c^2*g*q*x-1328*a*b*c^2*g*r^2-328*a*b*c^2*g*r*x+39256*a*b*c^2 *g*x^2-412*a*b*c^2*p^3-264*a*b*c^2*p^2*q-928*a*b*c^2*p^2*r-556*a*b*c^2*p^2*x+12 *a*b*c^2*p*q^2-528*a*b*c^2*p*q*r-3836*a*b*c^2*p*q*x-632*a*b*c^2*p*r^2+4312*a*b* c^2*p*r*x+17492*a*b*c^2*p*x^2-12*a*b*c^2*q^2*r-1268*a*b*c^2*q^2*x-240*a*b*c^2*q *r^2+52*a*b*c^2*q*r*x+13220*a*b*c^2*q*x^2-116*a*b*c^2*r^3+3540*a*b*c^2*r^2*x+ 7516*a*b*c^2*r*x^2-9408*a*b*c^2*x^3+138*a*b*c*g^4+92*a*b*c*g^3*p+116*a*b*c*g^3* q-104*a*b*c*g^3*r-7350*a*b*c*g^3*x-1032*a*b*c*g^2*p^2+104*a*b*c*g^2*p*q-2114*a* b*c*g^2*p*r-11422*a*b*c*g^2*p*x+20*a*b*c*g^2*q^2-48*a*b*c*g^2*q*r-7710*a*b*c*g^ 2*q*x-1024*a*b*c*g^2*r^2-2546*a*b*c*g^2*r*x+27436*a*b*c*g^2*x^2-768*a*b*c*g*p^3 -364*a*b*c*g*p^2*q-1772*a*b*c*g*p^2*r-1952*a*b*c*g*p^2*x+20*a*b*c*g*p*q^2-796*a *b*c*g*p*q*r-7138*a*b*c*g*p*q*x-1242*a*b*c*g*p*r^2+6148*a*b*c*g*p*r*x+32126*a*b *c*g*p*x^2-4*a*b*c*g*q^2*r-1884*a*b*c*g*q^2*x-396*a*b*c*g*q*r^2-1020*a*b*c*g*q* r*x+22022*a*b*c*g*q*x^2-238*a*b*c*g*r^3+6086*a*b*c*g*r^2*x+17466*a*b*c*g*r*x^2-\ 14144*a*b*c*g*x^3-118*a*b*c*p^4-128*a*b*c*p^3*q-334*a*b*c*p^3*r+276*a*b*c*p^3*x -16*a*b*c*p^2*q^2-284*a*b*c*p^2*q*r-676*a*b*c*p^2*q*x-326*a*b*c*p^2*r^2+2478*a* b*c*p^2*r*x+6040*a*b*c*p^2*x^2-44*a*b*c*p*q^2*r-832*a*b*c*p*q^2*x-180*a*b*c*p*q *r^2+1626*a*b*c*p*q*r*x+9904*a*b*c*p*q*x^2-122*a*b*c*p*r^3+3008*a*b*c*p*r^2*x+ 2402*a*b*c*p*r*x^2-8136*a*b*c*p*x^3-88*a*b*c*q^3*x-24*a*b*c*q^2*r^2-156*a*b*c*q ^2*r*x+3304*a*b*c*q^2*x^2-24*a*b*c*q*r^3+1662*a*b*c*q*r^2*x+4352*a*b*c*q*r*x^2-\ 6344*a*b*c*q*x^3-12*a*b*c*r^4+872*a*b*c*r^3*x-2772*a*b*c*r^2*x^2-6368*a*b*c*r*x ^3+720*a*b*c*x^4+10*a*b*g^5+39*a*b*g^4*p+10*a*b*g^4*q+19*a*b*g^4*r-1032*a*b*g^4 *x-197*a*b*g^3*p^2+40*a*b*g^3*p*q-442*a*b*g^3*p*r-2866*a*b*g^3*p*x+2*a*b*g^3*q^ 2+20*a*b*g^3*q*r-1604*a*b*g^3*q*x-235*a*b*g^3*r^2-1252*a*b*g^3*r*x+5328*a*b*g^3 *x^2-293*a*b*g^2*p^3-104*a*b*g^2*p^2*q-694*a*b*g^2*p^2*r-1120*a*b*g^2*p^2*x+8*a *b*g^2*p*q^2-258*a*b*g^2*p*q*r-2906*a*b*g^2*p*q*x-500*a*b*g^2*p*r^2+1630*a*b*g^ 2*p*r*x+12557*a*b*g^2*p*x^2+4*a*b*g^2*q^2*r-620*a*b*g^2*q^2*x-144*a*b*g^2*q*r^2 -888*a*b*g^2*q*r*x+7907*a*b*g^2*q*x^2-99*a*b*g^2*r^3+2229*a*b*g^2*r^2*x+8799*a* b*g^2*r*x^2-4008*a*b*g^2*x^3-117*a*b*g*p^4-104*a*b*g*p^3*q-335*a*b*g*p^3*r+122* a*b*g*p^3*x-10*a*b*g*p^2*q^2-242*a*b*g*p^2*q*r-764*a*b*g*p^2*q*x-331*a*b*g*p^2* r^2+2079*a*b*g*p^2*r*x+5908*a*b*g*p^2*x^2-30*a*b*g*p*q^2*r-714*a*b*g*p*q^2*x-\ 162*a*b*g*p*q*r^2+1111*a*b*g*p*q*r*x+9030*a*b*g*p*q*x^2-125*a*b*g*p*r^3+2816*a* b*g*p*r^2*x+3659*a*b*g*p*r*x^2-6896*a*b*g*p*x^3-60*a*b*g*q^3*x-18*a*b*g*q^2*r^2 -230*a*b*g*q^2*r*x+2782*a*b*g*q^2*x^2-24*a*b*g*q*r^3+1445*a*b*g*q*r^2*x+4820*a* b*g*q*r*x^2-5160*a*b*g*q*x^3-12*a*b*g*r^4+884*a*b*g*r^3*x-2130*a*b*g*r^2*x^2-\ 6704*a*b*g*r*x^3+312*a*b*g*x^4-14*a*b*p^5-18*a*b*p^4*q-48*a*b*p^4*r+56*a*b*p^4* x-4*a*b*p^3*q^2-48*a*b*p^3*q*r-8*a*b*p^3*q*x-60*a*b*p^3*r^2+430*a*b*p^3*r*x+708 *a*b*p^3*x^2-10*a*b*p^2*q^2*r-96*a*b*p^2*q^2*x-42*a*b*p^2*q*r^2+474*a*b*p^2*q*r *x+1704*a*b*p^2*q*x^2-32*a*b*p^2*r^3+678*a*b*p^2*r^2*x+24*a*b*p^2*r*x^2-1592*a* b*p^2*x^3-32*a*b*p*q^3*x-6*a*b*p*q^2*r^2+108*a*b*p*q^2*r*x+1212*a*b*p*q^2*x^2-\ 12*a*b*p*q*r^3+642*a*b*p*q*r^2*x+606*a*b*p*q*r*x^2-2608*a*b*p*q*x^3-6*a*b*p*r^4 +328*a*b*p*r^3*x-1404*a*b*p*r^2*x^2-1928*a*b*p*r*x^3+336*a*b*p*x^4-24*a*b*q^3*r *x+216*a*b*q^3*x^2+168*a*b*q^2*r^2*x+486*a*b*q^2*r*x^2-1016*a*b*q^2*x^3+168*a*b *q*r^3*x-936*a*b*q*r^2*x^2-1880*a*b*q*r*x^3+336*a*b*q*x^4+24*a*b*r^4*x-672*a*b* r^3*x^2+480*a*b*r*x^4+96*a*c^5*g+16*a*c^5*p+16*a*c^5*r+296*a*c^4*g^2-16*a*c^4*g *p+80*a*c^4*g*q-96*a*c^4*g*r-2360*a*c^4*g*x+8*a*c^4*p^2-88*a*c^4*p*x-8*a*c^4*r^ 2-160*a*c^4*r*x+424*a*c^4*x^2+316*a*c^3*g^3-68*a*c^3*g^2*p+184*a*c^3*g^2*q-268* a*c^3*g^2*r-6120*a*c^3*g^2*x-276*a*c^3*g*p^2-16*a*c^3*g*p*q-552*a*c^3*g*p*r-\ 2504*a*c^3*g*p*x+16*a*c^3*g*q^2-80*a*c^3*g*q*r-2272*a*c^3*g*q*x-260*a*c^3*g*r^2 -28*a*c^3*g*r*x+8888*a*c^3*g*x^2-28*a*c^3*p^3-96*a*c^3*p^2*r-160*a*c^3*p^2*x-52 *a*c^3*p*q*x-104*a*c^3*p*r^2-460*a*c^3*p*r*x+1072*a*c^3*p*x^2-72*a*c^3*q*r*x+ 236*a*c^3*q*x^2-36*a*c^3*r^3-268*a*c^3*r^2*x+416*a*c^3*r*x^2-816*a*c^3*x^3+150* a*c^2*g^4-16*a*c^2*g^3*p+136*a*c^2*g^3*q-172*a*c^2*g^3*r-5182*a*c^2*g^3*x-588*a *c^2*g^2*p^2+8*a*c^2*g^2*p*q-1162*a*c^2*g^2*p*r-5354*a*c^2*g^2*p*x+24*a*c^2*g^2 *q^2-104*a*c^2*g^2*q*r-4428*a*c^2*g^2*q*x-544*a*c^2*g^2*r^2-468*a*c^2*g^2*r*x+ 15896*a*c^2*g^2*x^2-266*a*c^2*g*p^3-132*a*c^2*g*p^2*q-676*a*c^2*g*p^2*r-682*a*c ^2*g*p^2*x+6*a*c^2*g*p*q^2-264*a*c^2*g*p*q*r-2050*a*c^2*g*p*q*x-552*a*c^2*g*p*r ^2+1036*a*c^2*g*p*r*x+10658*a*c^2*g*p*x^2-6*a*c^2*g*q^2*r-634*a*c^2*g*q^2*x-120 *a*c^2*g*q*r^2-146*a*c^2*g*q*r*x+7098*a*c^2*g*q*x^2-142*a*c^2*g*r^3+1106*a*c^2* g*r^2*x+4526*a*c^2*g*r*x^2-5968*a*c^2*g*x^3-26*a*c^2*p^4-94*a*c^2*p^3*r-90*a*c^ 2*p^3*x-62*a*c^2*p^2*q*x-122*a*c^2*p^2*r^2-226*a*c^2*p^2*r*x+838*a*c^2*p^2*x^2-\ 140*a*c^2*p*q*r*x+502*a*c^2*p*q*x^2-66*a*c^2*p*r^3-78*a*c^2*p*r^2*x+780*a*c^2*p *r*x^2-1016*a*c^2*p*x^3+20*a*c^2*q^2*x^2-72*a*c^2*q*r^2*x+264*a*c^2*q*r*x^2-480 *a*c^2*q*x^3-12*a*c^2*r^4+56*a*c^2*r^3*x+252*a*c^2*r^2*x^2-608*a*c^2*r*x^3+112* a*c^2*x^4+31*a*c*g^5+22*a*c*g^4*p+38*a*c*g^4*q-24*a*c*g^4*r-1772*a*c*g^4*x-330* a*c*g^3*p^2+32*a*c*g^3*p*q-675*a*c*g^3*p*r-3450*a*c*g^3*p*x+10*a*c*g^3*q^2-20*a *c*g^3*q*r-2522*a*c*g^3*q*x-330*a*c*g^3*r^2-879*a*c*g^3*r*x+8367*a*c*g^3*x^2-\ 354*a*c*g^2*p^3-166*a*c*g^2*p^2*q-870*a*c*g^2*p^2*r-992*a*c*g^2*p^2*x+10*a*c*g^ 2*p*q^2-354*a*c*g^2*p*q*r-2976*a*c*g^2*p*q*x-677*a*c*g^2*p*r^2+1710*a*c*g^2*p*r *x+13445*a*c*g^2*p*x^2-2*a*c*g^2*q^2*r-832*a*c*g^2*q^2*x-174*a*c*g^2*q*r^2-479* a*c*g^2*q*r*x+9070*a*c*g^2*q*x^2-161*a*c*g^2*r^3+1953*a*c*g^2*r^2*x+7123*a*c*g^ 2*r*x^2-6024*a*c*g^2*x^3-95*a*c*g*p^4-64*a*c*g*p^3*q-299*a*c*g*p^3*r-10*a*c*g*p ^3*x-8*a*c*g*p^2*q^2-142*a*c*g*p^2*q*r-434*a*c*g*p^2*q*x-337*a*c*g*p^2*r^2+857* a*c*g*p^2*r*x+3988*a*c*g*p^2*x^2-22*a*c*g*p*q^2*r-416*a*c*g*p*q^2*x-90*a*c*g*p* q*r^2+597*a*c*g*p*q*r*x+5574*a*c*g*p*q*x^2-157*a*c*g*p*r^3+1316*a*c*g*p*r^2*x+ 2201*a*c*g*p*r*x^2-5108*a*c*g*p*x^3-44*a*c*g*q^3*x-12*a*c*g*q^2*r^2-78*a*c*g*q^ 2*r*x+1680*a*c*g*q^2*x^2-12*a*c*g*q*r^3+717*a*c*g*q*r^2*x+2492*a*c*g*q*r*x^2-\ 3688*a*c*g*q*x^3-24*a*c*g*r^4+480*a*c*g*r^3*x-1034*a*c*g*r^2*x^2-3896*a*c*g*r*x ^3+440*a*c*g*x^4-6*a*c*p^5-24*a*c*p^4*r-16*a*c*p^4*x-16*a*c*p^3*q*x-36*a*c*p^3* r^2-14*a*c*p^3*r*x+204*a*c*p^3*x^2-26*a*c*p^2*q*r*x+204*a*c*p^2*q*x^2-24*a*c*p^ 2*r^3+66*a*c*p^2*r^2*x+280*a*c*p^2*r*x^2-304*a*c*p^2*x^3+48*a*c*p*q^2*x^2+18*a* c*p*q*r^2*x+204*a*c*p*q*r*x^2-304*a*c*p*q*x^3-6*a*c*p*r^4+100*a*c*p*r^3*x+108*a *c*p*r^2*x^2-356*a*c*p*r*x^3+56*a*c*p*x^4+40*a*c*q^2*r*x^2-72*a*c*q^2*x^3+28*a* c*q*r^3*x+60*a*c*q*r^2*x^2-172*a*c*q*r*x^3+56*a*c*q*x^4+36*a*c*r^4*x-40*a*c*r^2 *x^3+80*a*c*r*x^4+2*a*g^6+8*a*g^5*p+3*a*g^5*q+4*a*g^5*r-208*a*g^5*x-53*a*g^4*p^ 2+12*a*g^4*p*q-116*a*g^4*p*r-694*a*g^4*p*x+a*g^4*q^2+6*a*g^4*q*r-438*a*g^4*q*x-\ 61*a*g^4*r^2-316*a*g^4*r*x+1294*a*g^4*x^2-104*a*g^3*p^3-42*a*g^3*p^2*q-258*a*g^ 3*p^2*r-376*a*g^3*p^2*x+4*a*g^3*p*q^2-99*a*g^3*p*q*r-962*a*g^3*p*q*x-202*a*g^3* p*r^2+359*a*g^3*p*r*x+3880*a*g^3*p*x^2+2*a*g^3*q^2*r-238*a*g^3*q^2*x-54*a*g^3*q *r^2-294*a*g^3*q*r*x+2505*a*g^3*q*x^2-48*a*g^3*r^3+582*a*g^3*r^2*x+2641*a*g^3*r *x^2-1264*a*g^3*x^3-61*a*g^2*p^4-48*a*g^2*p^3*q-186*a*g^2*p^3*r+6*a*g^2*p^3*x-5 *a*g^2*p^2*q^2-111*a*g^2*p^2*q*r-344*a*g^2*p^2*q*x-201*a*g^2*p^2*r^2+719*a*g^2* p^2*r*x+2596*a*g^2*p^2*x^2-15*a*g^2*p*q^2*r-318*a*g^2*p*q^2*x-75*a*g^2*p*q*r^2+ 403*a*g^2*p*q*r*x+3828*a*g^2*p*q*x^2-88*a*g^2*p*r^3+1074*a*g^2*p*r^2*x+1743*a*g ^2*p*r*x^2-2920*a*g^2*p*x^3-30*a*g^2*q^3*x-9*a*g^2*q^2*r^2-85*a*g^2*q^2*r*x+ 1181*a*g^2*q^2*x^2-12*a*g^2*q*r^3+556*a*g^2*q*r^2*x+2016*a*g^2*q*r*x^2-2152*a*g ^2*q*x^3-12*a*g^2*r^4+372*a*g^2*r^3*x-702*a*g^2*r^2*x^2-2754*a*g^2*r*x^3+132*a* g^2*x^4-10*a*g*p^5-9*a*g*p^4*q-36*a*g*p^4*r+20*a*g*p^4*x-2*a*g*p^3*q^2-24*a*g*p ^3*q*r-12*a*g*p^3*q*x-48*a*g*p^3*r^2+208*a*g*p^3*r*x+456*a*g*p^3*x^2-5*a*g*p^2* q^2*r-48*a*g*p^2*q^2*x-21*a*g*p^2*q*r^2+224*a*g*p^2*q*r*x+954*a*g*p^2*q*x^2-28* a*g*p^2*r^3+372*a*g*p^2*r^2*x+152*a*g*p^2*r*x^2-948*a*g*p^2*x^3-16*a*g*p*q^3*x-\ 3*a*g*p*q^2*r^2+54*a*g*p*q^2*r*x+630*a*g*p*q^2*x^2-6*a*g*p*q*r^3+330*a*g*p*q*r^ 2*x+405*a*g*p*q*r*x^2-1456*a*g*p*q*x^3-6*a*g*p*r^4+214*a*g*p*r^3*x-648*a*g*p*r^ 2*x^2-1142*a*g*p*r*x^3+196*a*g*p*x^4-12*a*g*q^3*r*x+108*a*g*q^3*x^2+84*a*g*q^2* r^2*x+263*a*g*q^2*r*x^2-544*a*g*q^2*x^3+98*a*g*q*r^3*x-438*a*g*q*r^2*x^2-1026*a *g*q*r*x^3+196*a*g*q*x^4+30*a*g*r^4*x-336*a*g*r^3*x^2-20*a*g*r^2*x^3+280*a*g*r* x^4-224*b^4*c^2*x-288*b^4*c*g*x-144*b^4*c*p*x-96*b^4*c*r*x+192*b^4*c*x^2-64*b^4 *g^2*x-128*b^4*g*p*x-96*b^4*g*r*x+240*b^4*g*x^2+32*b^3*c^4+64*b^3*c^3*g+16*b^3* c^3*p-16*b^3*c^3*r-1232*b^3*c^3*x+40*b^3*c^2*g^2+40*b^3*c^2*g*p-8*b^3*c^2*g*r-\ 2584*b^3*c^2*g*x-32*b^3*c^2*p^2-88*b^3*c^2*p*r-1136*b^3*c^2*p*x-400*b^3*c^2*q*x -48*b^3*c^2*r^2-192*b^3*c^2*r*x+2232*b^3*c^2*x^2+8*b^3*c*g^3+32*b^3*c*g^2*p+16* b^3*c*g^2*r-1488*b^3*c*g^2*x-40*b^3*c*g*p^2-120*b^3*c*g*p*r-1860*b^3*c*g*p*x-\ 528*b^3*c*g*q*x-72*b^3*c*g*r^2-512*b^3*c*g*r*x+4040*b^3*c*g*x^2-16*b^3*c*p^3-40 *b^3*c*p^2*r-212*b^3*c*p^2*x-272*b^3*c*p*q*x-24*b^3*c*p*r^2+180*b^3*c*p*r*x+ 1196*b^3*c*p*x^2-192*b^3*c*q*r*x+696*b^3*c*q*x^2+236*b^3*c*r^2*x+1032*b^3*c*r*x ^2-240*b^3*c*x^3+8*b^3*g^3*p+8*b^3*g^3*r-240*b^3*g^3*x-8*b^3*g^2*p^2-32*b^3*g^2 *p*r-652*b^3*g^2*p*x-128*b^3*g^2*q*x-24*b^3*g^2*r^2-332*b^3*g^2*r*x+1180*b^3*g^ 2*x^2-16*b^3*g*p^3-40*b^3*g*p^2*r-196*b^3*g*p^2*x-256*b^3*g*p*q*x-24*b^3*g*p*r^ 2+192*b^3*g*p*r*x+1736*b^3*g*p*x^2-192*b^3*g*q*r*x+864*b^3*g*q*x^2+292*b^3*g*r^ 2*x+1420*b^3*g*r*x^2-496*b^3*g*x^3+64*b^2*c^5+208*b^2*c^4*g-16*b^2*c^4*p+32*b^2 *c^4*q-80*b^2*c^4*r-1952*b^2*c^4*x+224*b^2*c^3*g^2+24*b^2*c^3*g*p+64*b^2*c^3*g* q-152*b^2*c^3*g*r-6088*b^2*c^3*g*x-160*b^2*c^3*p^2+16*b^2*c^3*p*q-320*b^2*c^3*p *r-2048*b^2*c^3*p*x-16*b^2*c^3*q*r-1456*b^2*c^3*q*x-144*b^2*c^3*r^2+136*b^2*c^3 *r*x+5200*b^2*c^3*x^2+100*b^2*c^2*g^3+96*b^2*c^2*g^2*p+40*b^2*c^2*g^2*q-40*b^2* c^2*g^2*r-5980*b^2*c^2*g^2*x-352*b^2*c^2*g*p^2+40*b^2*c^2*g*p*q-772*b^2*c^2*g*p *r-5688*b^2*c^2*g*p*x-8*b^2*c^2*g*q*r-3216*b^2*c^2*g*q*x-384*b^2*c^2*g*r^2-420* b^2*c^2*g*r*x+14256*b^2*c^2*g*x^2-92*b^2*c^2*p^3-32*b^2*c^2*p^2*q-188*b^2*c^2*p ^2*r-416*b^2*c^2*p^2*x-88*b^2*c^2*p*q*r-1308*b^2*c^2*p*q*x-96*b^2*c^2*p*r^2+ 1232*b^2*c^2*p*r*x+4456*b^2*c^2*p*x^2-232*b^2*c^2*q^2*x-48*b^2*c^2*q*r^2-240*b^ 2*c^2*q*r*x+3616*b^2*c^2*q*x^2+1088*b^2*c^2*r^2*x+2560*b^2*c^2*r*x^2-1664*b^2*c ^2*x^3+16*b^2*c*g^4+72*b^2*c*g^3*p+8*b^2*c*g^3*q+40*b^2*c*g^3*r-2288*b^2*c*g^3* x-196*b^2*c*g^2*p^2+32*b^2*c*g^2*p*q-488*b^2*c*g^2*p*r-4366*b^2*c*g^2*p*x+16*b^ 2*c*g^2*q*r-1984*b^2*c*g^2*q*x-276*b^2*c*g^2*r^2-1084*b^2*c*g^2*r*x+9706*b^2*c* g^2*x^2-192*b^2*c*g*p^3-40*b^2*c*g*p^2*q-432*b^2*c*g*p^2*r-1040*b^2*c*g*p^2*x-\ 120*b^2*c*g*p*q*r-2374*b^2*c*g*p*q*x-264*b^2*c*g*p*r^2+1972*b^2*c*g*p*r*x+10824 *b^2*c*g*p*x^2-312*b^2*c*g*q^2*x-72*b^2*c*g*q*r^2-708*b^2*c*g*q*r*x+7040*b^2*c* g*q*x^2-24*b^2*c*g*r^3+2082*b^2*c*g*r^2*x+6542*b^2*c*g*r*x^2-4360*b^2*c*g*x^3-\ 12*b^2*c*p^4-16*b^2*c*p^3*q-24*b^2*c*p^3*r+36*b^2*c*p^3*x-40*b^2*c*p^2*q*r-194* b^2*c*p^2*q*x-12*b^2*c*p^2*r^2+444*b^2*c*p^2*r*x+776*b^2*c*p^2*x^2-164*b^2*c*p* q^2*x-24*b^2*c*p*q*r^2+306*b^2*c*p*q*r*x+1686*b^2*c*p*q*x^2+504*b^2*c*p*r^2*x+ 328*b^2*c*p*r*x^2-848*b^2*c*p*x^3-120*b^2*c*q^2*r*x+588*b^2*c*q^2*x^2+326*b^2*c *q*r^2*x+1108*b^2*c*q*r*x^2-720*b^2*c*q*x^3+132*b^2*c*r^3*x-496*b^2*c*r^2*x^2-\ 972*b^2*c*r*x^3+24*b^2*c*x^4+16*b^2*g^4*p+16*b^2*g^4*r-288*b^2*g^4*x-28*b^2*g^3 *p^2+8*b^2*g^3*p*q-88*b^2*g^3*p*r-1006*b^2*g^3*p*x+8*b^2*g^3*q*r-352*b^2*g^3*q* x-60*b^2*g^3*r^2-470*b^2*g^3*r*x+1762*b^2*g^3*x^2-68*b^2*g^2*p^3-8*b^2*g^2*p^2* q-164*b^2*g^2*p^2*r-495*b^2*g^2*p^2*x-32*b^2*g^2*p*q*r-898*b^2*g^2*p*q*x-108*b^ 2*g^2*p*r^2+514*b^2*g^2*p*r*x+4429*b^2*g^2*p*x^2-80*b^2*g^2*q^2*x-24*b^2*g^2*q* r^2-442*b^2*g^2*q*r*x+2490*b^2*g^2*q*x^2-12*b^2*g^2*r^3+765*b^2*g^2*r^2*x+3347* b^2*g^2*r*x^2-1356*b^2*g^2*x^3-24*b^2*g*p^4-16*b^2*g*p^3*q-60*b^2*g*p^3*r+25*b^ 2*g*p^3*x-40*b^2*g*p^2*q*r-238*b^2*g*p^2*q*x-48*b^2*g*p^2*r^2+594*b^2*g*p^2*r*x +1653*b^2*g*p^2*x^2-160*b^2*g*p*q^2*x-24*b^2*g*p*q*r^2+312*b^2*g*p*q*r*x+2588*b ^2*g*p*q*x^2-12*b^2*g*p*r^3+771*b^2*g*p*r^2*x+947*b^2*g*p*r*x^2-2012*b^2*g*p*x^ 3-120*b^2*g*q^2*r*x+732*b^2*g*q^2*x^2+418*b^2*g*q*r^2*x+1526*b^2*g*q*r*x^2-1492 *b^2*g*q*x^3+222*b^2*g*r^3*x-748*b^2*g*r^2*x^2-2090*b^2*g*r*x^3+84*b^2*g*x^4+32 *b*c^6+160*b*c^5*g-32*b*c^5*p+32*b*c^5*q-64*b*c^5*r-944*b*c^5*x+272*b*c^4*g^2-\ 80*b*c^4*g*p+112*b*c^4*g*q-224*b*c^4*g*r-4472*b*c^4*g*x-128*b*c^4*p^2-8*b*c^4*p *q-232*b*c^4*p*r-992*b*c^4*p*x+8*b*c^4*q^2-40*b*c^4*q*r-1136*b*c^4*q*x-96*b*c^4 *r^2+328*b*c^4*r*x+3256*b*c^4*x^2+208*b*c^3*g^3-20*b*c^3*g^2*p+128*b*c^3*g^2*q-\ 220*b*c^3*g^2*r-6948*b*c^3*g^2*x-500*b*c^3*g*p^2+16*b*c^3*g*p*q-968*b*c^3*g*p*r -4688*b*c^3*g*p*x+16*b*c^3*g*q^2-80*b*c^3*g*q*r-4024*b*c^3*g*q*x-436*b*c^3*g*r^ 2+468*b*c^3*g*r*x+13904*b*c^3*g*x^2-76*b*c^3*p^3-80*b*c^3*p^2*q-148*b*c^3*p^2*r -76*b*c^3*p^2*x+4*b*c^3*p*q^2-160*b*c^3*p*q*r-1116*b*c^3*p*q*x-72*b*c^3*p*r^2+ 1364*b*c^3*p*r*x+3500*b*c^3*p*x^2-4*b*c^3*q^2*r-420*b*c^3*q^2*x-72*b*c^3*q*r^2+ 100*b*c^3*q*r*x+3664*b*c^3*q*x^2+1004*b*c^3*r^2*x+1448*b*c^3*r*x^2-1744*b*c^3*x ^3+74*b*c^2*g^4+64*b*c^2*g^3*p+60*b*c^2*g^3*q-44*b*c^2*g^3*r-4626*b*c^2*g^3*x-\ 544*b*c^2*g^2*p^2+58*b*c^2*g^2*p*q-1134*b*c^2*g^2*p*r-6472*b*c^2*g^2*p*x+10*b*c ^2*g^2*q^2-22*b*c^2*g^2*q*r-4480*b*c^2*g^2*q*x-556*b*c^2*g^2*r^2-504*b*c^2*g^2* r*x+17084*b*c^2*g^2*x^2-330*b*c^2*g*p^3-184*b*c^2*g*p^2*q-720*b*c^2*g*p^2*r-782 *b*c^2*g*p^2*x+10*b*c^2*g*p*q^2-408*b*c^2*g*p*q*r-3702*b*c^2*g*p*q*x-448*b*c^2* g*p*r^2+3812*b*c^2*g*p*r*x+14502*b*c^2*g*p*x^2-2*b*c^2*g*q^2*r-1006*b*c^2*g*q^2 *x-204*b*c^2*g*q*r^2-294*b*c^2*g*q*r*x+11474*b*c^2*g*q*x^2-58*b*c^2*g*r^3+3234* b*c^2*g*r^2*x+6878*b*c^2*g*r*x^2-7024*b*c^2*g*x^3-12*b*c^2*p^4-46*b*c^2*p^3*q-\ 24*b*c^2*p^3*r+116*b*c^2*p^3*x-8*b*c^2*p^2*q^2-94*b*c^2*p^2*q*r-158*b*c^2*p^2*q *x-12*b*c^2*p^2*r^2+696*b*c^2*p^2*r*x+920*b*c^2*p^2*x^2-22*b*c^2*p*q^2*r-370*b* c^2*p*q^2*x-48*b*c^2*p*q*r^2+798*b*c^2*p*q*r*x+2830*b*c^2*p*q*x^2+680*b*c^2*p*r ^2*x-96*b*c^2*p*r*x^2-1408*b*c^2*p*x^3-44*b*c^2*q^3*x-12*b*c^2*q^2*r^2-72*b*c^2 *q^2*r*x+1306*b*c^2*q^2*x^2+650*b*c^2*q*r^2*x+1308*b*c^2*q*r*x^2-1544*b*c^2*q*x ^3+144*b*c^2*r^3*x-972*b*c^2*r^2*x^2-1248*b*c^2*r*x^3+112*b*c^2*x^4+10*b*c*g^5+ 49*b*c*g^4*p+10*b*c*g^4*q+29*b*c*g^4*r-1356*b*c*g^4*x-213*b*c*g^3*p^2+44*b*c*g^ 3*p*q-494*b*c*g^3*p*r-3396*b*c*g^3*p*x+2*b*c*g^3*q^2+24*b*c*g^3*q*r-1928*b*c*g^ 3*q*x-271*b*c*g^3*r^2-904*b*c*g^3*r*x+7533*b*c*g^3*x^2-293*b*c*g^2*p^3-108*b*c* g^2*p^2*q-672*b*c*g^2*p^2*r-1082*b*c*g^2*p^2*x+8*b*c*g^2*p*q^2-274*b*c*g^2*p*q* r-3274*b*c*g^2*p*q*x-446*b*c*g^2*p*r^2+2618*b*c*g^2*p*r*x+13828*b*c*g^2*p*x^2+4 *b*c*g^2*q^2*r-680*b*c*g^2*q^2*x-156*b*c*g^2*q*r^2-768*b*c*g^2*q*r*x+9437*b*c*g ^2*q*x^2-67*b*c*g^2*r^3+2679*b*c*g^2*r^2*x+7909*b*c*g^2*r*x^2-5896*b*c*g^2*x^3-\ 77*b*c*g*p^4-100*b*c*g*p^3*q-203*b*c*g*p^3*r+222*b*c*g*p^3*x-10*b*c*g*p^2*q^2-\ 226*b*c*g*p^2*q*r-620*b*c*g*p^2*q*x-181*b*c*g*p^2*r^2+2007*b*c*g*p^2*r*x+4236*b *c*g*p^2*x^2-30*b*c*g*p*q^2*r-754*b*c*g*p*q^2*x-138*b*c*g*p*q*r^2+1427*b*c*g*p* q*r*x+7872*b*c*g*p*q*x^2-61*b*c*g*p*r^3+2348*b*c*g*p*r^2*x+1607*b*c*g*p*r*x^2-\ 5504*b*c*g*p*x^3-60*b*c*g*q^3*x-18*b*c*g*q^2*r^2-250*b*c*g*q^2*r*x+2782*b*c*g*q ^2*x^2-12*b*c*g*q*r^3+1429*b*c*g*q*r^2*x+3866*b*c*g*q*r*x^2-4564*b*c*g*q*x^3-6* b*c*g*r^4+648*b*c*g*r^3*x-2222*b*c*g*r^2*x^2-4648*b*c*g*r*x^3+440*b*c*g*x^4-6*b *c*p^4*q+16*b*c*p^4*x-4*b*c*p^3*q^2-12*b*c*p^3*q*r+28*b*c*p^3*q*x+60*b*c*p^3*r* x+24*b*c*p^3*x^2-10*b*c*p^2*q^2*r-44*b*c*p^2*q^2*x-6*b*c*p^2*q*r^2+240*b*c*p^2* q*r*x+408*b*c*p^2*q*x^2+44*b*c*p^2*r^2*x-248*b*c*p^2*r*x^2-232*b*c*p^2*x^3-32*b *c*p*q^3*x-6*b*c*p*q^2*r^2+108*b*c*p*q^2*r*x+552*b*c*p*q^2*x^2+252*b*c*p*q*r^2* x+6*b*c*p*q*r*x^2-640*b*c*p*q*x^3-12*b*c*p*r^3*x-480*b*c*p*r^2*x^2-276*b*c*p*r* x^3+56*b*c*p*x^4-24*b*c*q^3*r*x+144*b*c*q^3*x^2+104*b*c*q^2*r^2*x+286*b*c*q^2*r *x^2-336*b*c*q^2*x^3+60*b*c*q*r^3*x-396*b*c*q*r^2*x^2-572*b*c*q*r*x^3+56*b*c*q* x^4-12*b*c*r^4*x-192*b*c*r^3*x^2+40*b*c*r^2*x^3+80*b*c*r*x^4+10*b*g^5*p+10*b*g^ 5*r-140*b*g^5*x-25*b*g^4*p^2+10*b*g^4*p*q-70*b*g^4*p*r-604*b*g^4*p*x+10*b*g^4*q *r-276*b*g^4*q*x-45*b*g^4*r^2-288*b*g^4*r*x+1030*b*g^4*x^2-69*b*g^3*p^3-16*b*g^ 3*p^2*q-167*b*g^3*p^2*r-372*b*g^3*p^2*x+2*b*g^3*p*q^2-52*b*g^3*p*q*r-840*b*g^3* p*q*x-117*b*g^3*p*r^2+419*b*g^3*p*r*x+3507*b*g^3*p*x^2+2*b*g^3*q^2*r-132*b*g^3* q^2*x-36*b*g^3*q*r^2-348*b*g^3*q*r*x+2116*b*g^3*q*x^2-19*b*g^3*r^3+611*b*g^3*r^ 2*x+2548*b*g^3*r*x^2-1112*b*g^3*x^3-41*b*g^2*p^4-38*b*g^2*p^3*q-111*b*g^2*p^3*r +60*b*g^2*p^3*x-2*b*g^2*p^2*q^2-92*b*g^2*p^2*q*r-358*b*g^2*p^2*q*x-102*b*g^2*p^ 2*r^2+901*b*g^2*p^2*r*x+2399*b*g^2*p^2*x^2-8*b*g^2*p*q^2*r-318*b*g^2*p*q^2*x-60 *b*g^2*p*q*r^2+486*b*g^2*p*q*r*x+3864*b*g^2*p*q*x^2-35*b*g^2*p*r^3+1177*b*g^2*p *r^2*x+1467*b*g^2*p*r*x^2-2824*b*g^2*p*x^3-16*b*g^2*q^3*x-6*b*g^2*q^2*r^2-162*b *g^2*q^2*r*x+1180*b*g^2*q^2*x^2-6*b*g^2*q*r^3+634*b*g^2*q*r^2*x+2241*b*g^2*q*r* x^2-2128*b*g^2*q*x^3-3*b*g^2*r^4+360*b*g^2*r^3*x-918*b*g^2*r^2*x^2-2814*b*g^2*r *x^3+132*b*g^2*x^4-7*b*g*p^5-12*b*g*p^4*q-24*b*g*p^4*r+36*b*g*p^4*x-4*b*g*p^3*q ^2-30*b*g*p^3*q*r+10*b*g*p^3*q*x-30*b*g*p^3*r^2+245*b*g*p^3*r*x+366*b*g*p^3*x^2 -10*b*g*p^2*q^2*r-70*b*g*p^2*q^2*x-24*b*g*p^2*q*r^2+357*b*g*p^2*q*r*x+1056*b*g* p^2*q*x^2-16*b*g*p^2*r^3+361*b*g*p^2*r^2*x-112*b*g*p^2*r*x^2-912*b*g*p^2*x^3-32 *b*g*p*q^3*x-6*b*g*p*q^2*r^2+108*b*g*p*q^2*r*x+882*b*g*p*q^2*x^2-6*b*g*p*q*r^3+ 447*b*g*p*q*r^2*x+306*b*g*p*q*r*x^2-1624*b*g*p*q*x^3-3*b*g*p*r^4+158*b*g*p*r^3* x-942*b*g*p*r^2*x^2-1102*b*g*p*r*x^3+196*b*g*p*x^4-24*b*g*q^3*r*x+180*b*g*q^3*x ^2+136*b*g*q^2*r^2*x+386*b*g*q^2*r*x^2-676*b*g*q^2*x^3+114*b*g*q*r^3*x-666*b*g* q*r^2*x^2-1226*b*g*q*r*x^3+196*b*g*q*x^4+6*b*g*r^4*x-432*b*g*r^3*x^2+20*b*g*r^2 *x^3+280*b*g*r*x^4+16*c^6*g+64*c^5*g^2-8*c^5*g*p+16*c^5*g*q-24*c^5*g*r-472*c^5* g*x+88*c^4*g^3-20*c^4*g^2*p+48*c^4*g^2*q-76*c^4*g^2*r-1748*c^4*g^2*x-60*c^4*g*p ^2-4*c^4*g*p*q-116*c^4*g*p*r-540*c^4*g*p*x+4*c^4*g*q^2-20*c^4*g*q*r-568*c^4*g*q *x-52*c^4*g*r^2+84*c^4*g*r*x+1840*c^4*g*x^2+56*c^3*g^4-2*c^3*g^3*p+48*c^3*g^3*q -62*c^3*g^3*r-2106*c^3*g^3*x-200*c^3*g^2*p^2+4*c^3*g^2*p*q-396*c^3*g^2*p*r-1900 *c^3*g^2*p*x+8*c^3*g^2*q^2-36*c^3*g^2*q*r-1648*c^3*g^2*q*x-184*c^3*g^2*r^2+88*c ^3*g^2*r*x+5936*c^3*g^2*x^2-52*c^3*g*p^3-40*c^3*g*p^2*q-122*c^3*g*p^2*r-118*c^3 *g*p^2*x+2*c^3*g*p*q^2-80*c^3*g*p*q*r-584*c^3*g*p*q*x-88*c^3*g*p*r^2+452*c^3*g* p*r*x+2286*c^3*g*p*x^2-2*c^3*g*q^2*r-210*c^3*g*q^2*x-36*c^3*g*q*r^2+14*c^3*g*q* r*x+1950*c^3*g*q*x^2-18*c^3*g*r^3+368*c^3*g*r^2*x+932*c^3*g*r*x^2-1280*c^3*g*x^ 3+17*c^2*g^5+17*c^2*g^4*p+20*c^2*g^4*q-9*c^2*g^4*r-1127*c^2*g^4*x-179*c^2*g^3*p ^2+19*c^2*g^3*p*q-373*c^2*g^3*p*r-1991*c^2*g^3*p*x+5*c^2*g^3*q^2-9*c^2*g^3*q*r-\ 1486*c^2*g^3*q*x-185*c^2*g^3*r^2-223*c^2*g^3*r*x+5388*c^2*g^3*x^2-158*c^2*g^2*p ^3-84*c^2*g^2*p^2*q-371*c^2*g^2*p^2*r-399*c^2*g^2*p^2*x+5*c^2*g^2*p*q^2-182*c^2 *g^2*p*q*r-1564*c^2*g^2*p*q*x-266*c^2*g^2*p*r^2+1282*c^2*g^2*p*r*x+6705*c^2*g^2 *p*x^2-c^2*g^2*q^2*r-445*c^2*g^2*q^2*x-90*c^2*g^2*q*r^2-137*c^2*g^2*q*r*x+4977* c^2*g^2*q*x^2-53*c^2*g^2*r^3+1154*c^2*g^2*r^2*x+3032*c^2*g^2*r*x^2-3488*c^2*g^2 *x^3-19*c^2*g*p^4-23*c^2*g*p^3*q-59*c^2*g*p^3*r+13*c^2*g*p^3*x-4*c^2*g*p^2*q^2-\ 47*c^2*g*p^2*q*r-110*c^2*g*p^2*q*x-67*c^2*g*p^2*r^2+235*c^2*g*p^2*r*x+879*c^2*g *p^2*x^2-11*c^2*g*p*q^2*r-185*c^2*g*p*q^2*x-24*c^2*g*p*q*r^2+329*c^2*g*p*q*r*x+ 1666*c^2*g*p*q*x^2-33*c^2*g*p*r^3+301*c^2*g*p*r^2*x+342*c^2*g*p*r*x^2-1212*c^2* g*p*x^3-22*c^2*g*q^3*x-6*c^2*g*q^2*r^2-36*c^2*g*q^2*r*x+663*c^2*g*q^2*x^2+289*c ^2*g*q*r^2*x+786*c^2*g*q*r*x^2-1012*c^2*g*q*x^3-6*c^2*g*r^4+100*c^2*g*r^3*x-360 *c^2*g*r^2*x^2-928*c^2*g*r*x^3+112*c^2*g*x^4+2*c*g^6+11*c*g^5*p+3*c*g^5*q+7*c*g ^5*r-274*c*g^5*x-59*c*g^4*p^2+14*c*g^4*p*q-134*c*g^4*p*r-836*c*g^4*p*x+c*g^4*q^ 2+8*c*g^4*q*r-534*c*g^4*q*x-73*c*g^4*r^2-247*c*g^4*r*x+1856*c*g^4*x^2-106*c*g^3 *p^3-44*c*g^3*p^2*q-255*c*g^3*p^2*r-358*c*g^3*p^2*x+4*c*g^3*p*q^2-107*c*g^3*p*q *r-1098*c*g^3*p*q*x-187*c*g^3*p*r^2+698*c*g^3*p*r*x+4543*c*g^3*p*x^2+2*c*g^3*q^ 2*r-262*c*g^3*q^2*x-60*c*g^3*q*r^2-254*c*g^3*q*r*x+3103*c*g^3*q*x^2-38*c*g^3*r^ 3+761*c*g^3*r^2*x+2531*c*g^3*r*x^2-2000*c*g^3*x^3-47*c*g^2*p^4-46*c*g^2*p^3*q-\ 138*c*g^2*p^3*r+56*c*g^2*p^3*x-5*c*g^2*p^2*q^2-103*c*g^2*p^2*q*r-294*c*g^2*p^2* q*x-144*c*g^2*p^2*r^2+772*c*g^2*p^2*r*x+2255*c*g^2*p^2*x^2-15*c*g^2*p*q^2*r-336 *c*g^2*p*q^2*x-63*c*g^2*p*q*r^2+564*c*g^2*p*q*r*x+3722*c*g^2*p*q*x^2-62*c*g^2*p *r^3+987*c*g^2*p*r^2*x+1051*c*g^2*p*r*x^2-2912*c*g^2*p*x^3-30*c*g^2*q^3*x-9*c*g ^2*q^2*r^2-95*c*g^2*q^2*r*x+1253*c*g^2*q^2*x^2-6*c*g^2*q*r^3+594*c*g^2*q*r^2*x+ 1762*c*g^2*q*r*x^2-2280*c*g^2*q*x^3-9*c*g^2*r^4+304*c*g^2*r^3*x-876*c*g^2*r^2*x ^2-2320*c*g^2*r*x^3+248*c*g^2*x^4-3*c*g*p^5-3*c*g*p^4*q-12*c*g*p^4*r-2*c*g*p^3* q^2-6*c*g*p^3*q*r+6*c*g*p^3*q*x-18*c*g*p^3*r^2+23*c*g*p^3*r*x+114*c*g*p^3*x^2-5 *c*g*p^2*q^2*r-22*c*g*p^2*q^2*x-3*c*g*p^2*q*r^2+107*c*g*p^2*q*r*x+306*c*g*p^2*q *x^2-12*c*g*p^2*r^3+55*c*g*p^2*r^2*x+16*c*g*p^2*r*x^2-268*c*g*p^2*x^3-16*c*g*p* q^3*x-3*c*g*p*q^2*r^2+54*c*g*p*q^2*r*x+300*c*g*p*q^2*x^2+135*c*g*p*q*r^2*x+105* c*g*p*q*r*x^2-472*c*g*p*q*x^3-3*c*g*p*r^4+44*c*g*p*r^3*x-186*c*g*p*r^2*x^2-316* c*g*p*r*x^3+56*c*g*p*x^4-12*c*g*q^3*r*x+72*c*g*q^3*x^2+52*c*g*q^2*r^2*x+163*c*g *q^2*r*x^2-204*c*g*q^2*x^3+44*c*g*q*r^3*x-168*c*g*q*r^2*x^2-372*c*g*q*r*x^3+56* c*g*q*x^4+12*c*g*r^4*x-96*c*g*r^3*x^2+80*c*g*r*x^4+2*g^6*p+2*g^6*r-24*g^6*x-6*g ^5*p^2+3*g^5*p*q-16*g^5*p*r-124*g^5*p*x+3*g^5*q*r-66*g^5*q*x-10*g^5*r^2-62*g^5* r*x+208*g^5*x^2-20*g^4*p^3-6*g^4*p^2*q-50*g^4*p^2*r-94*g^4*p^2*x+g^4*p*q^2-18*g ^4*p*q*r-231*g^4*p*q*x-38*g^4*p*r^2+85*g^4*p*r*x+881*g^4*p*x^2+g^4*q^2*r-46*g^4 *q^2*x-12*g^4*q*r^2-91*g^4*q*r*x+551*g^4*q*x^2-8*g^4*r^3+138*g^4*r^2*x+624*g^4* r*x^2-288*g^4*x^3-17*g^3*p^4-15*g^3*p^3*q-50*g^3*p^3*r+12*g^3*p^3*x-g^3*p^2*q^2 -36*g^3*p^2*q*r-128*g^3*p^2*q*x-52*g^3*p^2*r^2+270*g^3*p^2*r*x+847*g^3*p^2*x^2-\ 4*g^3*p*q^2*r-119*g^3*p*q^2*x-24*g^3*p*q*r^2+146*g^3*p*q*r*x+1326*g^3*p*q*x^2-\ 22*g^3*p*r^3+375*g^3*p*r^2*x+564*g^3*p*r*x^2-968*g^3*p*x^3-8*g^3*q^3*x-3*g^3*q^ 2*r^2-51*g^3*q^2*r*x+409*g^3*q^2*x^2-3*g^3*q*r^3+202*g^3*q*r^2*x+759*g^3*q*r*x^ 2-720*g^3*q*x^3-3*g^3*r^4+124*g^3*r^3*x-248*g^3*r^2*x^2-928*g^3*r*x^3+48*g^3*x^ 4-5*g^2*p^5-6*g^2*p^4*q-18*g^2*p^4*r+14*g^2*p^4*x-2*g^2*p^3*q^2-15*g^2*p^3*q*r+ g^2*p^3*q*x-24*g^2*p^3*r^2+119*g^2*p^3*r*x+234*g^2*p^3*x^2-5*g^2*p^2*q^2*r-35*g ^2*p^2*q^2*x-12*g^2*p^2*q*r^2+172*g^2*p^2*q*r*x+579*g^2*p^2*q*x^2-14*g^2*p^2*r^ 3+197*g^2*p^2*r^2*x+14*g^2*p^2*r*x^2-532*g^2*p^2*x^3-16*g^2*p*q^3*x-3*g^2*p*q^2 *r^2+54*g^2*p*q^2*r*x+453*g^2*p*q^2*x^2-3*g^2*p*q*r^3+228*g^2*p*q*r^2*x+204*g^2 *p*q*r*x^2-888*g^2*p*q*x^3-3*g^2*p*r^4+104*g^2*p*r^3*x-444*g^2*p*r^2*x^2-640*g^ 2*p*r*x^3+112*g^2*p*x^4-12*g^2*q^3*r*x+90*g^2*q^3*x^2+68*g^2*q^2*r^2*x+203*g^2* q^2*r*x^2-356*g^2*q^2*x^3+64*g^2*q*r^3*x-318*g^2*q*r^2*x^2-656*g^2*q*r*x^3+112* g^2*q*x^4+12*g^2*r^4*x-216*g^2*r^3*x^2+160*g^2*r*x^4+128*a^5*b+64*a^5*g+176*a^4 *b^2+624*a^4*b*c+400*a^4*b*g+136*a^4*b*p+88*a^4*b*q+32*a^4*b*r-1104*a^4*b*x+312 *a^4*c*g+32*a^4*c*p+32*a^4*c*r+156*a^4*g^2+84*a^4*g*p+44*a^4*g*q+32*a^4*g*r-552 *a^4*g*x+48*a^3*b^3+672*a^3*b^2*c+360*a^3*b^2*g+200*a^3*b^2*p+48*a^3*b^2*q+72*a ^3*b^2*r-1424*a^3*b^2*x+1200*a^3*b*c^2+1600*a^3*b*c*g+504*a^3*b*c*p+336*a^3*b*c *q+104*a^3*b*c*r-4960*a^3*b*c*x+468*a^3*b*g^2+416*a^3*b*g*p+192*a^3*b*g*q+152*a ^3*b*g*r-3120*a^3*b*g*x-80*a^3*b*p^2+100*a^3*b*p*q-260*a^3*b*p*r-2128*a^3*b*p*x +12*a^3*b*q^2+36*a^3*b*q*r-1112*a^3*b*q*x-160*a^3*b*r^2-1348*a^3*b*r*x+1608*a^3 *b*x^2+600*a^3*c^2*g+96*a^3*c^2*p+96*a^3*c^2*r+632*a^3*c*g^2+348*a^3*c*g*p+168* a^3*c*g*q+148*a^3*c*g*r-2480*a^3*c*g*x+44*a^3*c*p^2+68*a^3*c*p*r+24*a^3*c*p*x+ 24*a^3*c*r^2+4*a^3*c*r*x+120*a^3*c*x^2+150*a^3*g^3+182*a^3*g^2*p+84*a^3*g^2*q+ 82*a^3*g^2*r-1204*a^3*g^2*x-18*a^3*g*p^2+50*a^3*g*p*q-96*a^3*g*p*r-1052*a^3*g*p *x+6*a^3*g*q^2+18*a^3*g*q*r-556*a^3*g*q*x-68*a^3*g*r^2-672*a^3*g*r*x+864*a^3*g* x^2+144*a^2*b^3*c+72*a^2*b^3*g+56*a^2*b^3*p+32*a^2*b^3*r-416*a^2*b^3*x+960*a^2* b^2*c^2+1096*a^2*b^2*c*g+536*a^2*b^2*c*p+144*a^2*b^2*c*q+184*a^2*b^2*c*r-4912*a ^2*b^2*c*x+264*a^2*b^2*g^2+384*a^2*b^2*g*p+72*a^2*b^2*g*q+196*a^2*b^2*g*r-2664* a^2*b^2*g*x-8*a^2*b^2*p^2+56*a^2*b^2*p*q-148*a^2*b^2*p*r-2072*a^2*b^2*p*x+32*a^ 2*b^2*q*r-696*a^2*b^2*q*x-120*a^2*b^2*r^2-1468*a^2*b^2*r*x+1632*a^2*b^2*x^2+ 1136*a^2*b*c^3+2408*a^2*b*c^2*g+664*a^2*b*c^2*p+480*a^2*b*c^2*q+104*a^2*b*c^2*r -7888*a^2*b*c^2*x+1464*a^2*b*c*g^2+1192*a^2*b*c*g*p+584*a^2*b*c*g*q+404*a^2*b*c *g*r-11072*a^2*b*c*g*x-220*a^2*b*c*p^2+268*a^2*b*c*p*q-708*a^2*b*c*p*r-6032*a^2 *b*c*p*x+36*a^2*b*c*q^2+92*a^2*b*c*q*r-3376*a^2*b*c*q*x-432*a^2*b*c*r^2-3132*a^ 2*b*c*r*x+6576*a^2*b*c*x^2+250*a^2*b*g^3+472*a^2*b*g^2*p+150*a^2*b*g^2*q+244*a^ 2*b*g^2*r-3252*a^2*b*g^2*x-110*a^2*b*g*p^2+206*a^2*b*g*p*q-472*a^2*b*g*p*r-4716 *a^2*b*g*p*x+18*a^2*b*g*q^2+106*a^2*b*g*q*r-2236*a^2*b*g*q*x-324*a^2*b*g*r^2-\ 3148*a^2*b*g*r*x+3744*a^2*b*g*x^2-118*a^2*b*p^3-4*a^2*b*p^2*q-322*a^2*b*p^2*r-\ 1076*a^2*b*p^2*x+14*a^2*b*p*q^2-74*a^2*b*p*q*r-1452*a^2*b*p*q*x-272*a^2*b*p*r^2 -630*a^2*b*p*r*x+3396*a^2*b*p*x^2+8*a^2*b*q^2*r-244*a^2*b*q^2*x-60*a^2*b*q*r^2-\ 834*a^2*b*q*r*x+1896*a^2*b*q*x^2-68*a^2*b*r^3+356*a^2*b*r^2*x+2932*a^2*b*r*x^2-\ 384*a^2*b*x^3+568*a^2*c^3*g+96*a^2*c^3*p+96*a^2*c^3*r+964*a^2*c^2*g^2+492*a^2*c ^2*g*p+240*a^2*c^2*g*q+212*a^2*c^2*g*r-3944*a^2*c^2*g*x+88*a^2*c^2*p^2+136*a^2* c^2*p*r+16*a^2*c^2*p*x+48*a^2*c^2*r^2-32*a^2*c^2*r*x+328*a^2*c^2*x^2+476*a^2*c* g^3+542*a^2*c*g^2*p+256*a^2*c*g^2*q+236*a^2*c*g^2*r-4308*a^2*c*g^2*x-6*a^2*c*g* p^2+134*a^2*c*g*p*q-186*a^2*c*g*p*r-2968*a^2*c*g*p*x+18*a^2*c*g*q^2+46*a^2*c*g* q*r-1688*a^2*c*g*q*x-152*a^2*c*g*r^2-1562*a^2*c*g*r*x+3596*a^2*c*g*x^2+10*a^2*c *p^3+6*a^2*c*p^2*r-60*a^2*c*p^2*x-4*a^2*c*p*q*x-16*a^2*c*p*r^2-262*a^2*c*p*r*x+ 204*a^2*c*p*x^2-8*a^2*c*q*r*x+52*a^2*c*q*x^2-12*a^2*c*r^3-196*a^2*c*r^2*x+76*a^ 2*c*r*x^2-48*a^2*c*x^3+68*a^2*g^4+159*a^2*g^3*p+57*a^2*g^3*q+89*a^2*g^3*r-1012* a^2*g^3*x-23*a^2*g^2*p^2+89*a^2*g^2*p*q-149*a^2*g^2*p*r-1820*a^2*g^2*p*x+9*a^2* g^2*q^2+45*a^2*g^2*q*r-944*a^2*g^2*q*x-112*a^2*g^2*r^2-1197*a^2*g^2*r*x+1536*a^ 2*g^2*x^2-54*a^2*g*p^3-2*a^2*g*p^2*q-158*a^2*g*p^2*r-568*a^2*g*p^2*x+7*a^2*g*p* q^2-37*a^2*g*p*q*r-728*a^2*g*p*q*x-144*a^2*g*p*r^2-446*a^2*g*p*r*x+1800*a^2*g*p *x^2+4*a^2*g*q^2*r-122*a^2*g*q^2*x-30*a^2*g*q*r^2-421*a^2*g*q*r*x+974*a^2*g*q*x ^2-40*a^2*g*r^3+80*a^2*g*r^2*x+1504*a^2*g*r*x^2-216*a^2*g*x^3+144*a*b^3*c^2+144 *a*b^3*c*g+112*a*b^3*c*p+64*a*b^3*c*r-1040*a*b^3*c*x+24*a*b^3*g^2+80*a*b^3*g*p+ 56*a*b^3*g*r-544*a*b^3*g*x+8*a*b^3*p^2-8*a*b^3*p*r-408*a*b^3*p*x-16*a*b^3*r^2-\ 384*a*b^3*r*x+264*a*b^3*x^2+608*a*b^2*c^3+1112*a*b^2*c^2*g+472*a*b^2*c^2*p+144* a*b^2*c^2*q+152*a*b^2*c^2*r-5152*a*b^2*c^2*x+544*a*b^2*c*g^2+776*a*b^2*c*g*p+ 144*a*b^2*c*g*q+392*a*b^2*c*g*r-6672*a*b^2*c*g*x-40*a*b^2*c*p^2+112*a*b^2*c*p*q -296*a*b^2*c*p*r-3880*a*b^2*c*p*x+64*a*b^2*c*q*r-1368*a*b^2*c*q*x-224*a*b^2*c*r ^2-2152*a*b^2*c*r*x+4032*a*b^2*c*x^2+64*a*b^2*g^3+276*a*b^2*g^2*p+24*a*b^2*g^2* q+196*a*b^2*g^2*r-1704*a*b^2*g^2*x-4*a*b^2*g*p^2+80*a*b^2*g*p*q-192*a*b^2*g*p*r -2952*a*b^2*g*p*x+56*a*b^2*g*q*r-848*a*b^2*g*q*x-172*a*b^2*g*r^2-2128*a*b^2*g*r *x+2160*a*b^2*g*x^2-32*a*b^2*p^3+8*a*b^2*p^2*q-100*a*b^2*p^2*r-552*a*b^2*p^2*x-\ 8*a*b^2*p*q*r-588*a*b^2*p*q*x-84*a*b^2*p*r^2-336*a*b^2*p*r*x+2088*a*b^2*p*x^2-\ 16*a*b^2*q*r^2-528*a*b^2*q*r*x+852*a*b^2*q*x^2-16*a*b^2*r^3+204*a*b^2*r^2*x+ 1996*a*b^2*r*x^2-192*a*b^2*x^3+528*a*b*c^4+1616*a*b*c^3*g+360*a*b*c^3*p+304*a*b *c^3*q+24*a*b*c^3*r-5184*a*b*c^3*x+1532*a*b*c^2*g^2+1140*a*b*c^2*g*p+592*a*b*c^ 2*g*q+352*a*b*c^2*g*r-12464*a*b*c^2*g*x-212*a*b*c^2*p^2+236*a*b*c^2*p*q-636*a*b *c^2*p*r-5280*a*b*c^2*p*x+36*a*b*c^2*q^2+76*a*b*c^2*q*r-3200*a*b*c^2*q*x-376*a* b*c^2*r^2-2236*a*b*c^2*r*x+6944*a*b*c^2*x^2+528*a*b*c*g^3+990*a*b*c*g^2*p+308*a *b*c*g^2*q+508*a*b*c*g^2*r-8244*a*b*c*g^2*x-260*a*b*c*g*p^2+416*a*b*c*g*p*q-994 *a*b*c*g*p*r-9640*a*b*c*g*p*x+36*a*b*c*g*q^2+212*a*b*c*g*q*r-4824*a*b*c*g*q*x-\ 660*a*b*c*g*r^2-5178*a*b*c*g*r*x+10264*a*b*c*g*x^2-166*a*b*c*p^3-20*a*b*c*p^2*q -438*a*b*c*p^2*r-1460*a*b*c*p^2*x+28*a*b*c*p*q^2-148*a*b*c*p*q*r-2468*a*b*c*p*q *x-348*a*b*c*p*r^2-370*a*b*c*p*r*x+6248*a*b*c*p*x^2+16*a*b*c*q^2*r-424*a*b*c*q^ 2*x-112*a*b*c*q*r^2-1320*a*b*c*q*r*x+3560*a*b*c*q*x^2-76*a*b*c*r^3+756*a*b*c*r^ 2*x+4500*a*b*c*r*x^2-1440*a*b*c*x^3+50*a*b*g^4+252*a*b*g^3*p+38*a*b*g^3*q+182*a *b*g^3*r-1476*a*b*g^3*x-49*a*b*g^2*p^2+158*a*b*g^2*p*q-315*a*b*g^2*p*r-3704*a*b *g^2*p*x+6*a*b*g^2*q^2+112*a*b*g^2*q*r-1516*a*b*g^2*q*x-246*a*b*g^2*r^2-2547*a* b*g^2*r*x+2820*a*b*g^2*x^2-143*a*b*g*p^3-399*a*b*g*p^2*r-1500*a*b*g*p^2*x+20*a* b*g*p*q^2-98*a*b*g*p*q*r-2140*a*b*g*p*q*x-334*a*b*g*p*r^2-823*a*b*g*p*r*x+5320* a*b*g*p*x^2+14*a*b*g*q^2*r-288*a*b*g*q^2*x-90*a*b*g*q*r^2-1404*a*b*g*q*r*x+2716 *a*b*g*q*x^2-78*a*b*g*r^3+546*a*b*g*r^2*x+4710*a*b*g*r*x^2-624*a*b*g*x^3-30*a*b *p^4-16*a*b*p^3*q-92*a*b*p^3*r-144*a*b*p^3*x+2*a*b*p^2*q^2-50*a*b*p^2*q*r-384*a *b*p^2*q*x-98*a*b*p^2*r^2+90*a*b*p^2*r*x+1260*a*b*p^2*x^2-2*a*b*p*q^2*r-192*a*b *p*q^2*x-42*a*b*p*q*r^2-174*a*b*p*q*r*x+1656*a*b*p*q*x^2-40*a*b*p*r^3+426*a*b*p *r^2*x+1344*a*b*p*r*x^2-816*a*b*p*x^3-4*a*b*q^2*r^2-168*a*b*q^2*r*x+396*a*b*q^2 *x^2-8*a*b*q*r^3+186*a*b*q*r^2*x+1272*a*b*q*r*x^2-528*a*b*q*x^3-4*a*b*r^4+192*a *b*r^3*x+24*a*b*r^2*x^2-960*a*b*r*x^3+264*a*c^4*g+32*a*c^4*p+32*a*c^4*r+656*a*c ^3*g^2+276*a*c^3*g*p+152*a*c^3*g*q+108*a*c^3*g*r-2592*a*c^3*g*x+44*a*c^3*p^2+68 *a*c^3*p*r-8*a*c^3*p*x+24*a*c^3*r^2-36*a*c^3*r*x+224*a*c^3*x^2+506*a*c^2*g^3+ 532*a*c^2*g^2*p+260*a*c^2*g^2*q+218*a*c^2*g^2*r-4944*a*c^2*g^2*x-2*a*c^2*g*p^2+ 118*a*c^2*g*p*q-150*a*c^2*g*p*r-2620*a*c^2*g*p*x+18*a*c^2*g*q^2+38*a*c^2*g*q*r-\ 1600*a*c^2*g*q*x-124*a*c^2*g*r^2-1146*a*c^2*g*r*x+3864*a*c^2*g*x^2+10*a*c^2*p^3 +6*a*c^2*p^2*r-68*a*c^2*p^2*x-4*a*c^2*p*q*x-16*a*c^2*p*r^2-274*a*c^2*p*r*x+336* a*c^2*p*x^2-8*a*c^2*q*r*x+60*a*c^2*q*x^2-12*a*c^2*r^3-200*a*c^2*r^2*x+136*a*c^2 *r*x^2-144*a*c^2*x^3+146*a*c*g^4+339*a*c*g^3*p+118*a*c*g^3*q+188*a*c*g^3*r-2584 *a*c*g^3*x-52*a*c*g^2*p^2+180*a*c*g^2*p*q-307*a*c*g^2*p*r-3816*a*c*g^2*p*x+18*a *c*g^2*q^2+90*a*c*g^2*q*r-2070*a*c*g^2*q*x-226*a*c*g^2*r^2-2039*a*c*g^2*r*x+ 4318*a*c*g^2*x^2-67*a*c*g*p^3-10*a*c*g*p^2*q-205*a*c*g*p^2*r-816*a*c*g*p^2*x+14 *a*c*g*p*q^2-74*a*c*g*p*q*r-1238*a*c*g*p*q*x-192*a*c*g*p*r^2-551*a*c*g*p*r*x+ 3476*a*c*g*p*x^2+8*a*c*g*q^2*r-212*a*c*g*q^2*x-56*a*c*g*q*r^2-668*a*c*g*q*r*x+ 1856*a*c*g*q*x^2-54*a*c*g*r^3+104*a*c*g*r^2*x+2390*a*c*g*r*x^2-840*a*c*g*x^3-2* a*c*p^4-12*a*c*p^3*r-32*a*c*p^3*x-12*a*c*p^2*q*x-22*a*c*p^2*r^2-118*a*c*p^2*r*x +132*a*c*p^2*x^2-48*a*c*p*q*r*x+72*a*c*p*q*x^2-16*a*c*p*r^3-102*a*c*p*r^2*x+156 *a*c*p*r*x^2-96*a*c*p*x^3-36*a*c*q*r^2*x+48*a*c*q*r*x^2-48*a*c*q*x^3-4*a*c*r^4-\ 16*a*c*r^3*x+64*a*c*r^2*x^2-96*a*c*r*x^3+12*a*g^5+69*a*g^4*p+13*a*g^4*q+51*a*g^ 4*r-380*a*g^4*x-9*a*g^3*p^2+59*a*g^3*p*q-86*a*g^3*p*r-1154*a*g^3*p*x+3*a*g^3*q^ 2+42*a*g^3*q*r-546*a*g^3*q*x-71*a*g^3*r^2-781*a*g^3*r*x+930*a*g^3*x^2-58*a*g^2* p^3-2*a*g^2*p^2*q-169*a*g^2*p^2*r-638*a*g^2*p^2*x+10*a*g^2*p*q^2-47*a*g^2*p*q*r -924*a*g^2*p*q*x-151*a*g^2*p*r^2-442*a*g^2*p*r*x+2230*a*g^2*p*x^2+7*a*g^2*q^2*r -144*a*g^2*q^2*x-41*a*g^2*q*r^2-572*a*g^2*q*r*x+1168*a*g^2*q*x^2-40*a*g^2*r^3+ 135*a*g^2*r^2*x+1892*a*g^2*r*x^2-288*a*g^2*x^3-16*a*g*p^4-8*a*g*p^3*q-52*a*g*p^ 3*r-88*a*g*p^3*x+a*g*p^2*q^2-25*a*g*p^2*q*r-198*a*g*p^2*q*x-60*a*g*p^2*r^2-14*a *g*p^2*r*x+696*a*g*p^2*x^2-a*g*p*q^2*r-96*a*g*p*q^2*x-21*a*g*p*q*r^2-111*a*g*p* q*r*x+864*a*g*p*q*x^2-28*a*g*p*r^3+162*a*g*p*r^2*x+750*a*g*p*r*x^2-456*a*g*p*x^ 3-2*a*g*q^2*r^2-84*a*g*q^2*r*x+198*a*g*q^2*x^2-4*a*g*q*r^3+75*a*g*q*r^2*x+660*a *g*q*r*x^2-288*a*g*q*x^3-4*a*g*r^4+88*a*g*r^3*x+44*a*g*r^2*x^2-528*a*g*r*x^3+48 *b^3*c^3+72*b^3*c^2*g+56*b^3*c^2*p+32*b^3*c^2*r-528*b^3*c^2*x+24*b^3*c*g^2+80*b ^3*c*g*p+56*b^3*c*g*r-768*b^3*c*g*x+8*b^3*c*p^2-8*b^3*c*p*r-376*b^3*c*p*x-16*b^ 3*c*r^2-272*b^3*c*r*x+120*b^3*c*x^2+24*b^3*g^2*p+24*b^3*g^2*r-160*b^3*g^2*x+8*b ^3*g*p^2-8*b^3*g*p*r-392*b^3*g*p*x-16*b^3*g*r^2-328*b^3*g*r*x+192*b^3*g*x^2+144 *b^2*c^4+376*b^2*c^3*g+136*b^2*c^3*p+48*b^2*c^3*q+40*b^2*c^3*r-1616*b^2*c^3*x+ 280*b^2*c^2*g^2+392*b^2*c^2*g*p+72*b^2*c^2*g*q+196*b^2*c^2*g*r-3904*b^2*c^2*g*x -32*b^2*c^2*p^2+56*b^2*c^2*p*q-148*b^2*c^2*p*r-1584*b^2*c^2*p*x+32*b^2*c^2*q*r-\ 624*b^2*c^2*q*x-104*b^2*c^2*r^2-764*b^2*c^2*r*x+1384*b^2*c^2*x^2+64*b^2*c*g^3+ 292*b^2*c*g^2*p+24*b^2*c*g^2*q+212*b^2*c*g^2*r-2344*b^2*c*g^2*x-12*b^2*c*g*p^2+ 80*b^2*c*g*p*q-216*b^2*c*g*p*r-3176*b^2*c*g*p*x+56*b^2*c*g*q*r-944*b^2*c*g*q*x-\ 188*b^2*c*g*r^2-1800*b^2*c*g*r*x+2852*b^2*c*g*x^2-24*b^2*c*p^3+8*b^2*c*p^2*q-60 *b^2*c*p^2*r-276*b^2*c*p^2*x-8*b^2*c*p*q*r-460*b^2*c*p*q*x-36*b^2*c*p*r^2-24*b^ 2*c*p*r*x+844*b^2*c*p*x^2-16*b^2*c*q*r^2-344*b^2*c*q*r*x+396*b^2*c*q*x^2+144*b^ 2*c*r^2*x+832*b^2*c*r*x^2-48*b^2*c*x^3+64*b^2*g^3*p+64*b^2*g^3*r-352*b^2*g^3*x+ 12*b^2*g^2*p^2+24*b^2*g^2*p*q-56*b^2*g^2*p*r-1180*b^2*g^2*p*x+24*b^2*g^2*q*r-\ 224*b^2*g^2*q*x-68*b^2*g^2*r^2-868*b^2*g^2*r*x+744*b^2*g^2*x^2-28*b^2*g*p^3+8*b ^2*g*p^2*q-80*b^2*g*p^2*r-414*b^2*g*p^2*x-8*b^2*g*p*q*r-524*b^2*g*p*q*x-60*b^2* g*p*r^2-180*b^2*g*p*r*x+1466*b^2*g*p*x^2-16*b^2*g*q*r^2-436*b^2*g*q*r*x+624*b^2 *g*q*x^2-8*b^2*g*r^3+174*b^2*g*r^2*x+1414*b^2*g*r*x^2-120*b^2*g*x^3+96*b*c^5+ 408*b*c^4*g+64*b*c^4*p+72*b*c^4*q-8*b*c^4*r-1152*b*c^4*x+536*b*c^3*g^2+364*b*c^ 3*g*p+200*b*c^3*g*q+100*b*c^3*g*r-4472*b*c^3*g*x-72*b*c^3*p^2+68*b*c^3*p*q-188* b*c^3*p*r-1304*b*c^3*p*x+12*b*c^3*q^2+20*b*c^3*q*r-936*b*c^3*q*x-104*b*c^3*r^2-\ 452*b*c^3*r*x+1616*b*c^3*x^2+278*b*c^2*g^3+526*b*c^2*g^2*p+158*b*c^2*g^2*q+272* b*c^2*g^2*r-5036*b*c^2*g^2*x-154*b*c^2*g*p^2+210*b*c^2*g*p*q-534*b*c^2*g*p*r-\ 4732*b*c^2*g*p*x+18*b*c^2*g*q^2+106*b*c^2*g*q*r-2516*b*c^2*g*q*x-344*b*c^2*g*r^ 2-2114*b*c^2*g*r*x+5448*b*c^2*g*x^2-44*b*c^2*p^3-16*b*c^2*p^2*q-96*b*c^2*p^2*r-\ 292*b*c^2*p^2*x+14*b*c^2*p*q^2-74*b*c^2*p*q*r-896*b*c^2*p*q*x-52*b*c^2*p*r^2+ 224*b*c^2*p*r*x+1452*b*c^2*p*x^2+8*b*c^2*q^2*r-180*b*c^2*q^2*x-52*b*c^2*q*r^2-\ 438*b*c^2*q*r*x+1128*b*c^2*q*x^2+344*b*c^2*r^2*x+1096*b*c^2*r*x^2-304*b*c^2*x^3 +50*b*c*g^4+280*b*c*g^3*p+38*b*c*g^3*q+210*b*c*g^3*r-2024*b*c*g^3*x-63*b*c*g^2* p^2+166*b*c*g^2*p*q-369*b*c*g^2*p*r-4194*b*c*g^2*p*x+6*b*c*g^2*q^2+120*b*c*g^2* q*r-1740*b*c*g^2*q*x-286*b*c*g^2*r^2-2329*b*c*g^2*r*x+4126*b*c*g^2*x^2-127*b*c* g*p^3-4*b*c*g*p^2*q-325*b*c*g*p^2*r-1154*b*c*g*p^2*x+20*b*c*g*p*q^2-110*b*c*g*p *q*r-2088*b*c*g*p*q*x-236*b*c*g*p*r^2-155*b*c*g*p*r*x+4580*b*c*g*p*x^2+14*b*c*g *q^2*r-280*b*c*g*q^2*x-98*b*c*g*q*r^2-1208*b*c*g*q*r*x+2660*b*c*g*q*x^2-38*b*c* g*r^3+656*b*c*g*r^2*x+3518*b*c*g*r*x^2-920*b*c*g*x^3-4*b*c*p^4-12*b*c*p^3*q-8*b *c*p^3*r+8*b*c*p^3*x+2*b*c*p^2*q^2-30*b*c*p^2*q*r-132*b*c*p^2*q*x-4*b*c*p^2*r^2 +136*b*c*p^2*r*x+240*b*c*p^2*x^2-2*b*c*p*q^2*r-136*b*c*p*q^2*x-18*b*c*p*q*r^2+ 30*b*c*p*q*r*x+576*b*c*p*q*x^2+168*b*c*p*r^2*x+204*b*c*p*r*x^2-176*b*c*p*x^3-4* b*c*q^2*r^2-104*b*c*q^2*r*x+180*b*c*q^2*x^2+102*b*c*q*r^2*x+480*b*c*q*r*x^2-128 *b*c*q*x^3+48*b*c*r^3*x-56*b*c*r^2*x^2-224*b*c*r*x^3+50*b*g^4*p+50*b*g^4*r-240* b*g^4*x+2*b*g^3*p^2+38*b*g^3*p*q-66*b*g^3*p*r-1020*b*g^3*p*x+38*b*g^3*q*r-312*b *g^3*q*x-68*b*g^3*r^2-724*b*g^3*r*x+702*b*g^3*x^2-53*b*g^2*p^3+8*b*g^2*p^2*q-\ 148*b*g^2*p^2*r-620*b*g^2*p^2*x+6*b*g^2*p*q^2-30*b*g^2*p*q*r-910*b*g^2*p*q*x-\ 117*b*g^2*p*r^2-295*b*g^2*p*r*x+2176*b*g^2*p*x^2+6*b*g^2*q^2*r-72*b*g^2*q^2*x-\ 38*b*g^2*q*r^2-658*b*g^2*q*r*x+1042*b*g^2*q*x^2-22*b*g^2*r^3+237*b*g^2*r^2*x+ 1982*b*g^2*r*x^2-240*b*g^2*x^3-17*b*g*p^4-14*b*g*p^3*q-50*b*g*p^3*r-68*b*g*p^3* x+2*b*g*p^2*q^2-40*b*g*p^2*q*r-258*b*g*p^2*q*x-51*b*g*p^2*r^2+113*b*g*p^2*r*x+ 750*b*g*p^2*x^2-2*b*g*p*q^2*r-164*b*g*p*q^2*x-30*b*g*p*q*r^2-72*b*g*p*q*r*x+ 1116*b*g*p*q*x^2-20*b*g*p*r^3+297*b*g*p*r^2*x+774*b*g*p*r*x^2-496*b*g*p*x^3-4*b *g*q^2*r^2-136*b*g*q^2*r*x+288*b*g*q^2*x^2-4*b*g*q*r^3+144*b*g*q*r^2*x+876*b*g* q*r*x^2-328*b*g*q*x^3-2*b*g*r^4+120*b*g*r^3*x-16*b*g*r^2*x^2-592*b*g*r*x^3+48*c ^5*g+168*c^4*g^2+48*c^4*g*p+36*c^4*g*q+12*c^4*g*r-576*c^4*g*x+180*c^3*g^3+172*c ^3*g^2*p+88*c^3*g^2*q+64*c^3*g^2*r-1832*c^3*g^2*x-14*c^3*g*p^2+34*c^3*g*p*q-60* c^3*g*p*r-656*c^3*g*p*x+6*c^3*g*q^2+10*c^3*g*q*r-468*c^3*g*q*x-40*c^3*g*r^2-244 *c^3*g*r*x+920*c^3*g*x^2+78*c^2*g^4+184*c^2*g^3*p+61*c^2*g^3*q+103*c^2*g^3*r-\ 1608*c^2*g^3*x-39*c^2*g^2*p^2+91*c^2*g^2*p*q-180*c^2*g^2*p*r-1964*c^2*g^2*p*x+9 *c^2*g^2*q^2+45*c^2*g^2*q*r-1102*c^2*g^2*q*x-126*c^2*g^2*r^2-872*c^2*g^2*r*x+ 2492*c^2*g^2*x^2-17*c^2*g*p^3-8*c^2*g*p^2*q-45*c^2*g*p^2*r-180*c^2*g*p^2*x+7*c^ 2*g*p*q^2-37*c^2*g*p*q*r-450*c^2*g*p*q*x-34*c^2*g*p*r^2-25*c^2*g*p*r*x+894*c^2* g*p*x^2+4*c^2*g*q^2*r-90*c^2*g*q^2*x-26*c^2*g*q*r^2-223*c^2*g*q*r*x+594*c^2*g*q *x^2-6*c^2*g*r^3+72*c^2*g*r^2*x+616*c^2*g*r*x^2-224*c^2*g*x^3+12*c*g^5+79*c*g^4 *p+13*c*g^4*q+61*c*g^4*r-522*c*g^4*x-14*c*g^3*p^2+63*c*g^3*p*q-107*c*g^3*p*r-\ 1342*c*g^3*p*x+3*c*g^3*q^2+46*c*g^3*q*r-634*c*g^3*q*x-87*c*g^3*r^2-743*c*g^3*r* x+1400*c*g^3*x^2-52*c*g^2*p^3-4*c*g^2*p^2*q-142*c*g^2*p^2*r-536*c*g^2*p^2*x+10* c*g^2*p*q^2-53*c*g^2*p*q*r-930*c*g^2*p*q*x-114*c*g^2*p*r^2-189*c*g^2*p*r*x+2204 *c*g^2*p*x^2+7*c*g^2*q^2*r-140*c*g^2*q^2*x-45*c*g^2*q*r^2-520*c*g^2*q*r*x+1256* c*g^2*q*x^2-24*c*g^2*r^3+204*c*g^2*r^2*x+1602*c*g^2*r*x^2-496*c*g^2*x^3-3*c*g*p ^4-6*c*g*p^3*q-10*c*g*p^3*r-12*c*g*p^3*x+c*g*p^2*q^2-15*c*g*p^2*q*r-72*c*g*p^2* q*x-13*c*g*p^2*r^2+9*c*g*p^2*r*x+186*c*g*p^2*x^2-c*g*p*q^2*r-68*c*g*p*q^2*x-9*c *g*p*q*r^2-9*c*g*p*q*r*x+324*c*g*p*q*x^2-8*c*g*p*r^3+33*c*g*p*r^2*x+180*c*g*p*r *x^2-136*c*g*p*x^3-2*c*g*q^2*r^2-52*c*g*q^2*r*x+90*c*g*q^2*x^2+33*c*g*q*r^2*x+ 264*c*g*q*r*x^2-88*c*g*q*x^3-2*c*g*r^4+16*c*g*r^3*x+4*c*g*r^2*x^2-160*c*g*r*x^3 +12*g^5*p+12*g^5*r-52*g^5*x+g^4*p^2+13*g^4*p*q-16*g^4*p*r-262*g^4*p*x+13*g^4*q* r-100*g^4*q*x-17*g^4*r^2-184*g^4*r*x+192*g^4*x^2-18*g^3*p^3+2*g^3*p^2*q-52*g^3* p^2*r-212*g^3*p^2*x+3*g^3*p*q^2-13*g^3*p*q*r-324*g^3*p*q*x-44*g^3*p*r^2-127*g^3 *p*r*x+742*g^3*p*x^2+3*g^3*q^2*r-36*g^3*q^2*x-15*g^3*q*r^2-220*g^3*q*r*x+370*g^ 3*q*x^2-10*g^3*r^3+56*g^3*r^2*x+646*g^3*r*x^2-96*g^3*x^3-9*g^2*p^4-7*g^2*p^3*q-\ 28*g^2*p^3*r-42*g^2*p^3*x+g^2*p^2*q^2-20*g^2*p^2*q*r-132*g^2*p^2*q*x-31*g^2*p^2 *r^2+27*g^2*p^2*r*x+408*g^2*p^2*x^2-g^2*p*q^2*r-82*g^2*p*q^2*x-15*g^2*p*q*r^2-\ 48*g^2*p*q*r*x+576*g^2*p*q*x^2-14*g^2*p*r^3+123*g^2*p*r^2*x+426*g^2*p*r*x^2-272 *g^2*p*x^3-2*g^2*q^2*r^2-68*g^2*q^2*r*x+144*g^2*q^2*x^2-2*g^2*q*r^3+63*g^2*q*r^ 2*x+450*g^2*q*r*x^2-176*g^2*q*x^3-2*g^2*r^4+56*g^2*r^3*x+8*g^2*r^2*x^2-320*g^2* r*x^3+184*a^4*b+92*a^4*g+152*a^3*b^2+680*a^3*b*c+416*a^3*b*g+256*a^3*b*p+76*a^3 *b*q+148*a^3*b*r-672*a^3*b*x+340*a^3*c*g+20*a^3*c*p+20*a^3*c*r+170*a^3*g^2+138* a^3*g*p+38*a^3*g*q+84*a^3*g*r-336*a^3*g*x+16*a^2*b^3+408*a^2*b^2*c+212*a^2*b^2* g+188*a^2*b^2*p+16*a^2*b^2*q+128*a^2*b^2*r-432*a^2*b^2*x+912*a^2*b*c^2+1200*a^2 *b*c*g+656*a^2*b*c*p+204*a^2*b*c*q+376*a^2*b*c*r-2304*a^2*b*c*x+326*a^2*b*g^2+ 514*a^2*b*g*p+110*a^2*b*g*q+344*a^2*b*g*r-1280*a^2*b*g*x+62*a^2*b*p^2+94*a^2*b* p*q-2*a^2*b*p*r-1136*a^2*b*p*x+4*a^2*b*q^2+64*a^2*b*q*r-384*a^2*b*q*x-52*a^2*b* r^2-928*a^2*b*r*x+360*a^2*b*x^2+456*a^2*c^2*g+40*a^2*c^2*p+40*a^2*c^2*r+498*a^2 *c*g^2+368*a^2*c*g*p+102*a^2*c*g*q+228*a^2*c*g*r-1152*a^2*c*g*x+26*a^2*c*p^2+46 *a^2*c*p*r+56*a^2*c*p*x+20*a^2*c*r^2+52*a^2*c*r*x+24*a^2*c*x^2+112*a^2*g^3+220* a^2*g^2*p+51*a^2*g^2*q+150*a^2*g^2*r-532*a^2*g^2*x+44*a^2*g*p^2+47*a^2*g*p*q+22 *a^2*g*p*r-540*a^2*g*p*x+2*a^2*g*q^2+32*a^2*g*q*r-192*a^2*g*q*x-16*a^2*g*r^2-\ 438*a^2*g*r*x+192*a^2*g*x^2+32*a*b^3*c+16*a*b^3*g+16*a*b^3*p+16*a*b^3*r+360*a*b ^2*c^2+416*a*b^2*c*g+304*a*b^2*c*p+32*a*b^2*c*q+208*a*b^2*c*r-1024*a*b^2*c*x+80 *a*b^2*g^2+236*a*b^2*g*p+16*a*b^2*g*q+188*a*b^2*g*r-496*a*b^2*g*x+36*a*b^2*p^2+ 16*a*b^2*p*q+12*a*b^2*p*r-488*a*b^2*p*x+16*a*b^2*q*r-24*a*b^2*r^2-480*a*b^2*r*x +72*a*b^2*x^2+520*a*b*c^3+1148*a*b*c^2*g+508*a*b*c^2*p+180*a*b*c^2*q+284*a*b*c^ 2*r-2240*a*b*c^2*x+658*a*b*c*g^2+940*a*b*c*g*p+216*a*b*c*g*q+622*a*b*c*g*r-3192 *a*b*c*g*x+70*a*b*c*p^2+152*a*b*c*p*q-46*a*b*c*p*r-1904*a*b*c*p*x+8*a*b*c*q^2+ 104*a*b*c*q*r-664*a*b*c*q*x-100*a*b*c*r^2-1316*a*b*c*r*x+1056*a*b*c*x^2+88*a*b* g^3+363*a*b*g^2*p+44*a*b*g^2*q+287*a*b*g^2*r-816*a*b*g^2*x+89*a*b*g*p^2+122*a*b *g*p*q+a*b*g*p*r-1600*a*b*g*p*x+4*a*b*g*q^2+98*a*b*g*q*r-408*a*b*g*q*x-80*a*b*g *r^2-1358*a*b*g*r*x+456*a*b*g*x^2-10*a*b*p^3+18*a*b*p^2*q-48*a*b*p^2*r-352*a*b* p^2*x+4*a*b*p*q^2+6*a*b*p*q*r-352*a*b*p*q*x-54*a*b*p*r^2-376*a*b*p*r*x+648*a*b* p*x^2+4*a*b*q^2*r-12*a*b*q*r^2-336*a*b*q*r*x+216*a*b*q*x^2-16*a*b*r^3-24*a*b*r^ 2*x+672*a*b*r*x^2+260*a*c^3*g+20*a*c^3*p+20*a*c^3*r+484*a*c^2*g^2+294*a*c^2*g*p +90*a*c^2*g*q+182*a*c^2*g*r-1120*a*c^2*g*x+26*a*c^2*p^2+46*a*c^2*p*r+48*a*c^2*p *x+20*a*c^2*r^2+44*a*c^2*r*x+40*a*c^2*x^2+229*a*c*g^3+414*a*c*g^2*p+100*a*c*g^2 *q+279*a*c*g^2*r-1340*a*c*g^2*x+71*a*c*g*p^2+76*a*c*g*p*q+43*a*c*g*p*r-876*a*c* g*p*x+4*a*c*g*q^2+52*a*c*g*q*r-332*a*c*g*q*x-20*a*c*g*r^2-586*a*c*g*r*x+568*a*c *g*x^2+6*a*c*p^3+12*a*c*p^2*r+8*a*c*p^2*x+8*a*c*p*q*x+6*a*c*p*r^2-28*a*c*p*r*x+ 24*a*c*p*x^2+8*a*c*q*r*x-36*a*c*r^2*x+8*a*c*r*x^2+26*a*g^4+127*a*g^3*p+18*a*g^3 *q+101*a*g^3*r-284*a*g^3*x+47*a*g^2*p^2+57*a*g^2*p*q+19*a*g^2*p*r-652*a*g^2*p*x +2*a*g^2*q^2+45*a*g^2*q*r-204*a*g^2*q*x-24*a*g^2*r^2-534*a*g^2*r*x+220*a*g^2*x^ 2-2*a*g*p^3+9*a*g*p^2*q-18*a*g*p^2*r-172*a*g*p^2*x+2*a*g*p*q^2+3*a*g*p*q*r-172* a*g*p*q*x-24*a*g*p*r^2-202*a*g*p*r*x+336*a*g*p*x^2+2*a*g*q^2*r-6*a*g*q*r^2-164* a*g*q*r*x+108*a*g*q*x^2-8*a*g*r^3-30*a*g*r^2*x+340*a*g*r*x^2+16*b^3*c^2+16*b^3* c*g+16*b^3*c*p+16*b^3*c*r+16*b^3*g*p+16*b^3*g*r+104*b^2*c^3+204*b^2*c^2*g+116*b ^2*c^2*p+16*b^2*c^2*q+80*b^2*c^2*r-400*b^2*c^2*x+80*b^2*c*g^2+228*b^2*c*g*p+16* b^2*c*g*q+180*b^2*c*g*r-688*b^2*c*g*x+12*b^2*c*p^2+16*b^2*c*p*q-12*b^2*c*p*r-\ 312*b^2*c*p*x+16*b^2*c*q*r-24*b^2*c*r^2-240*b^2*c*r*x+24*b^2*c*x^2+80*b^2*g^2*p +80*b^2*g^2*r-128*b^2*g^2*x+24*b^2*g*p^2+16*b^2*g*p*q-400*b^2*g*p*x+16*b^2*g*q* r-24*b^2*g*r^2-360*b^2*g*r*x+48*b^2*g*x^2+104*b*c^4+364*b*c^3*g+108*b*c^3*p+52* b*c^3*q+56*b*c^3*r-560*b*c^3*x+332*b*c^2*g^2+422*b*c^2*g*p+106*b*c^2*g*q+274*b* c^2*g*r-1696*b*c^2*g*x-4*b*c^2*p^2+58*b*c^2*p*q-56*b*c^2*p*r-568*b*c^2*p*x+4*b* c^2*q^2+40*b*c^2*q*r-232*b*c^2*q*x-48*b*c^2*r^2-348*b*c^2*r*x+280*b*c^2*x^2+88* b*c*g^3+369*b*c*g^2*p+44*b*c*g^2*q+293*b*c*g^2*r-1144*b*c*g^2*x+49*b*c*g*p^2+ 118*b*c*g*p*q-57*b*c*g*p*r-1508*b*c*g*p*x+4*b*c*g*q^2+94*b*c*g*q*r-424*b*c*g*q* x-98*b*c*g*r^2-1050*b*c*g*r*x+688*b*c*g*x^2-8*b*c*p^3+6*b*c*p^2*q-20*b*c*p^2*r-\ 88*b*c*p^2*x+4*b*c*p*q^2-6*b*c*p*q*r-184*b*c*p*q*x-12*b*c*p*r^2-36*b*c*p*r*x+ 192*b*c*p*x^2+4*b*c*q^2*r-12*b*c*q*r^2-144*b*c*q*r*x+72*b*c*q*x^2+28*b*c*r^2*x+ 200*b*c*r*x^2+88*b*g^3*p+88*b*g^3*r-160*b*g^3*x+37*b*g^2*p^2+44*b*g^2*p*q-2*b*g ^2*p*r-652*b*g^2*p*x+44*b*g^2*q*r-96*b*g^2*q*x-39*b*g^2*r^2-556*b*g^2*r*x+148*b *g^2*x^2-9*b*g*p^3+12*b*g*p^2*q-34*b*g*p^2*r-220*b*g*p^2*x+4*b*g*p*q^2-268*b*g* p*q*x-33*b*g*p*r^2-206*b*g*p*r*x+420*b*g*p*x^2+4*b*g*q^2*r-12*b*g*q*r^2-240*b*g *q*r*x+144*b*g*q*x^2-8*b*g*r^3+2*b*g*r^2*x+436*b*g*r*x^2+52*c^4*g+156*c^3*g^2+ 64*c^3*g*p+26*c^3*g*q+38*c^3*g*r-280*c^3*g*x+117*c^2*g^3+192*c^2*g^2*p+49*c^2*g ^2*q+127*c^2*g^2*r-748*c^2*g^2*x+11*c^2*g*p^2+29*c^2*g*p*q-5*c^2*g*p*r-260*c^2* g*p*x+2*c^2*g*q^2+20*c^2*g*q*r-116*c^2*g*q*x-14*c^2*g*r^2-152*c^2*g*r*x+160*c^2 *g*x^2+26*c*g^4+132*c*g^3*p+18*c*g^3*q+106*c*g^3*r-400*c*g^3*x+33*c*g^2*p^2+55* c*g^2*p*q-4*c*g^2*p*r-652*c*g^2*p*x+2*c*g^2*q^2+43*c*g^2*q*r-212*c*g^2*q*x-33*c *g^2*r^2-442*c*g^2*r*x+352*c*g^2*x^2-c*g*p^3+3*c*g*p^2*q-4*c*g*p^2*r-40*c*g*p^2 *x+2*c*g*p*q^2-3*c*g*p*q*r-88*c*g*p*q*x-3*c*g*p*r^2-32*c*g*p*r*x+108*c*g*p*x^2+ 2*c*g*q^2*r-6*c*g*q*r^2-68*c*g*q*r*x+36*c*g*q*x^2-4*c*g*r^2*x+104*c*g*r*x^2+26* g^4*p+26*g^4*r-48*g^4*x+15*g^3*p^2+18*g^3*p*q+4*g^3*p*r-220*g^3*p*x+18*g^3*q*r-\ 48*g^3*q*x-11*g^3*r^2-182*g^3*r*x+64*g^3*x^2-3*g^2*p^3+6*g^2*p^2*q-14*g^2*p^2*r -108*g^2*p^2*x+2*g^2*p*q^2-132*g^2*p*q*x-15*g^2*p*r^2-110*g^2*p*r*x+216*g^2*p*x ^2+2*g^2*q^2*r-6*g^2*q*r^2-118*g^2*q*r*x+72*g^2*q*x^2-4*g^2*r^3-8*g^2*r^2*x+220 *g^2*r*x^2+112*a^3*b+56*a^3*g+40*a^2*b^2+280*a^2*b*c+160*a^2*b*g+144*a^2*b*p+20 *a^2*b*q+108*a^2*b*r-144*a^2*b*x+140*a^2*c*g+4*a^2*c*p+4*a^2*c*r+70*a^2*g^2+74* a^2*g*p+10*a^2*g*q+56*a^2*g*r-72*a^2*g*x+64*a*b^2*c+32*a*b^2*g+40*a*b^2*p+40*a* b^2*r+216*a*b*c^2+292*a*b*c*g+204*a*b*c*p+32*a*b*c*q+156*a*b*c*r-336*a*b*c*x+64 *a*b*g^2+178*a*b*g*p+16*a*b*g*q+154*a*b*g*r-144*a*b*g*x+32*a*b*p^2+20*a*b*p*q+ 28*a*b*p*r-192*a*b*p*x+20*a*b*q*r-4*a*b*r^2-192*a*b*r*x+108*a*c^2*g+4*a*c^2*p+4 *a*c^2*r+130*a*c*g^2+106*a*c*g*p+16*a*c*g*q+82*a*c*g*r-168*a*c*g*x+4*a*c*p^2+8* a*c*p*r+16*a*c*p*x+4*a*c*r^2+16*a*c*r*x+24*a*g^3+80*a*g^2*p+8*a*g^2*q+68*a*g^2* r-72*a*g^2*x+18*a*g*p^2+10*a*g*p*q+18*a*g*p*r-88*a*g*p*x+10*a*g*q*r-88*a*g*r*x+ 24*b^2*c^2+32*b^2*c*g+24*b^2*c*p+24*b^2*c*r+32*b^2*g*p+32*b^2*g*r+48*b*c^3+132* b*c^2*g+52*b*c^2*p+12*b*c^2*q+40*b*c^2*r-96*b*c^2*x+64*b*c*g^2+150*b*c*g*p+16*b *c*g*q+126*b*c*g*r-208*b*c*g*x+4*b*c*p^2+12*b*c*p*q-4*b*c*p*r-80*b*c*p*x+12*b*c *q*r-8*b*c*r^2-64*b*c*r*x+64*b*g^2*p+64*b*g^2*r-32*b*g^2*x+18*b*g*p^2+16*b*g*p* q+12*b*g*p*r-136*b*g*p*x+16*b*g*q*r-6*b*g*r^2-128*b*g*r*x+24*c^3*g+60*c^2*g^2+ 28*c^2*g*p+6*c^2*g*q+22*c^2*g*r-48*c^2*g*x+24*c*g^3+70*c*g^2*p+8*c*g^2*q+58*c*g ^2*r-104*c*g^2*x+4*c*g*p^2+6*c*g*p*q+2*c*g*p*r-32*c*g*p*x+6*c*g*q*r-2*c*g*r^2-\ 24*c*g*r*x+24*g^3*p+24*g^3*r-16*g^3*x+10*g^2*p^2+8*g^2*p*q+8*g^2*p*r-64*g^2*p*x +8*g^2*q*r-2*g^2*r^2-60*g^2*r*x+24*a^2*b+12*a^2*g+32*a*b*c+16*a*b*g+24*a*b*p+24 *a*b*r+16*a*c*g+8*a*g^2+12*a*g*p+12*a*g*r+8*b*c^2+16*b*c*g+8*b*c*p+8*b*c*r+16*b *g*p+16*b*g*r+4*c^2*g+8*c*g^2+4*c*g*p+4*c*g*r+8*g^2*p+8*g^2*r)*dx^2+(r-1)*(128* a^6*b*c*x^3+64*a^6*b*p*x^3+64*a^6*b*q*x^3+96*a^6*b*r*x^3+64*a^6*c*g*x^3+32*a^6* g*p*x^3+32*a^6*g*q*x^3+48*a^6*g*r*x^3+640*a^5*b^2*c*x^3+320*a^5*b^2*p*x^3+320*a ^5*b^2*q*x^3+480*a^5*b^2*r*x^3+1152*a^5*b*c^2*x^3+960*a^5*b*c*g*x^3+960*a^5*b*c *p*x^3+960*a^5*b*c*q*x^3+1152*a^5*b*c*r*x^3+480*a^5*b*g*p*x^3+480*a^5*b*g*q*x^3 +720*a^5*b*g*r*x^3+192*a^5*b*p^2*x^3+384*a^5*b*p*q*x^3+432*a^5*b*p*r*x^3+192*a^ 5*b*q^2*x^3+432*a^5*b*q*r*x^3+192*a^5*b*r^2*x^3+128*a^5*c^3*x^3+640*a^5*c^2*g*x ^3+128*a^5*c^2*p*x^3+128*a^5*c^2*q*x^3+96*a^5*c^2*r*x^3+320*a^5*c*g^2*x^3+544*a ^5*c*g*p*x^3+544*a^5*c*g*q*x^3+624*a^5*c*g*r*x^3+32*a^5*c*p^2*x^3+64*a^5*c*p*q* x^3+48*a^5*c*p*r*x^3+32*a^5*c*q^2*x^3+48*a^5*c*q*r*x^3+160*a^5*g^2*p*x^3+160*a^ 5*g^2*q*x^3+240*a^5*g^2*r*x^3+112*a^5*g*p^2*x^3+224*a^5*g*p*q*x^3+240*a^5*g*p*r *x^3+112*a^5*g*q^2*x^3+240*a^5*g*q*r*x^3+96*a^5*g*r^2*x^3+1280*a^4*b^3*c*x^3+ 640*a^4*b^3*p*x^3+640*a^4*b^3*q*x^3+960*a^4*b^3*r*x^3+4608*a^4*b^2*c^2*x^3+3264 *a^4*b^2*c*g*x^3+3840*a^4*b^2*c*p*x^3+3840*a^4*b^2*c*q*x^3+4608*a^4*b^2*c*r*x^3 +1632*a^4*b^2*g*p*x^3+1632*a^4*b^2*g*q*x^3+2448*a^4*b^2*g*r*x^3+768*a^4*b^2*p^2 *x^3+1536*a^4*b^2*p*q*x^3+1728*a^4*b^2*p*r*x^3+768*a^4*b^2*q^2*x^3+1728*a^4*b^2 *q*r*x^3+768*a^4*b^2*r^2*x^3+4352*a^4*b*c^3*x^3+7104*a^4*b*c^2*g*x^3+5056*a^4*b *c^2*p*x^3+5056*a^4*b*c^2*q*x^3+5376*a^4*b*c^2*r*x^3+2624*a^4*b*c*g^2*x^3+5952* a^4*b*c*g*p*x^3+5952*a^4*b*c*g*q*x^3+7104*a^4*b*c*g*r*x^3+1888*a^4*b*c*p^2*x^3+ 3776*a^4*b*c*p*q*x^3+3840*a^4*b*c*p*r*x^3+1888*a^4*b*c*q^2*x^3+3840*a^4*b*c*q*r *x^3+1536*a^4*b*c*r^2*x^3+1312*a^4*b*g^2*p*x^3+1312*a^4*b*g^2*q*x^3+1968*a^4*b* g^2*r*x^3+1200*a^4*b*g*p^2*x^3+2400*a^4*b*g*p*q*x^3+2688*a^4*b*g*p*r*x^3+1200*a ^4*b*g*q^2*x^3+2688*a^4*b*g*q*r*x^3+1184*a^4*b*g*r^2*x^3+224*a^4*b*p^3*x^3+672* a^4*b*p^2*q*x^3+648*a^4*b*p^2*r*x^3+672*a^4*b*p*q^2*x^3+1296*a^4*b*p*q*r*x^3+ 480*a^4*b*p*r^2*x^3+224*a^4*b*q^3*x^3+648*a^4*b*q^2*r*x^3+480*a^4*b*q*r^2*x^3+ 80*a^4*b*r^3*x^3+640*a^4*c^4*x^3+2752*a^4*c^3*g*x^3+960*a^4*c^3*p*x^3+832*a^4*c ^3*q*x^3+768*a^4*c^3*r*x^3+2528*a^4*c^2*g^2*x^3+3264*a^4*c^2*g*p*x^3+3200*a^4*c ^2*g*q*x^3+3264*a^4*c^2*g*r*x^3+480*a^4*c^2*p^2*x^3+832*a^4*c^2*p*q*x^3+768*a^4 *c^2*p*r*x^3+352*a^4*c^2*q^2*x^3+672*a^4*c^2*q*r*x^3+192*a^4*c^2*r^2*x^3+656*a^ 4*c*g^3*x^3+2144*a^4*c*g^2*p*x^3+2144*a^4*c*g^2*q*x^3+2496*a^4*c*g^2*r*x^3+1248 *a^4*c*g*p^2*x^3+2432*a^4*c*g*p*q*x^3+2400*a^4*c*g*p*r*x^3+1184*a^4*c*g*q^2*x^3 +2352*a^4*c*g*q*r*x^3+864*a^4*c*g*r^2*x^3+80*a^4*c*p^3*x^3+208*a^4*c*p^2*q*x^3+ 192*a^4*c*p^2*r*x^3+176*a^4*c*p*q^2*x^3+336*a^4*c*p*q*r*x^3+96*a^4*c*p*r^2*x^3+ 48*a^4*c*q^3*x^3+144*a^4*c*q^2*r*x^3+96*a^4*c*q*r^2*x^3+328*a^4*g^3*p*x^3+328*a ^4*g^3*q*x^3+492*a^4*g^3*r*x^3+440*a^4*g^2*p^2*x^3+880*a^4*g^2*p*q*x^3+960*a^4* g^2*p*r*x^3+440*a^4*g^2*q^2*x^3+960*a^4*g^2*q*r*x^3+400*a^4*g^2*r^2*x^3+152*a^4 *g*p^3*x^3+440*a^4*g*p^2*q*x^3+420*a^4*g*p^2*r*x^3+424*a^4*g*p*q^2*x^3+816*a^4* g*p*q*r*x^3+288*a^4*g*p*r^2*x^3+136*a^4*g*q^3*x^3+396*a^4*g*q^2*r*x^3+288*a^4*g *q*r^2*x^3+40*a^4*g*r^3*x^3+1280*a^3*b^4*c*x^3+640*a^3*b^4*p*x^3+640*a^3*b^4*q* x^3+960*a^3*b^4*r*x^3+6912*a^3*b^3*c^2*x^3+4736*a^3*b^3*c*g*x^3+5760*a^3*b^3*c* p*x^3+5760*a^3*b^3*c*q*x^3+6912*a^3*b^3*c*r*x^3+2368*a^3*b^3*g*p*x^3+2368*a^3*b ^3*g*q*x^3+3552*a^3*b^3*g*r*x^3+1152*a^3*b^3*p^2*x^3+2304*a^3*b^3*p*q*x^3+2592* a^3*b^3*p*r*x^3+1152*a^3*b^3*q^2*x^3+2592*a^3*b^3*q*r*x^3+1152*a^3*b^3*r^2*x^3+ 12416*a^3*b^2*c^3*x^3+18112*a^3*b^2*c^2*g*x^3+14528*a^3*b^2*c^2*p*x^3+14528*a^3 *b^2*c^2*q*x^3+15648*a^3*b^2*c^2*r*x^3+6272*a^3*b^2*c*g^2*x^3+15136*a^3*b^2*c*g *p*x^3+15136*a^3*b^2*c*g*q*x^3+18192*a^3*b^2*c*g*r*x^3+5504*a^3*b^2*c*p^2*x^3+ 11008*a^3*b^2*c*p*q*x^3+11280*a^3*b^2*c*p*r*x^3+5504*a^3*b^2*c*q^2*x^3+11280*a^ 3*b^2*c*q*r*x^3+4608*a^3*b^2*c*r^2*x^3+3136*a^3*b^2*g^2*p*x^3+3136*a^3*b^2*g^2* q*x^3+4704*a^3*b^2*g^2*r*x^3+3040*a^3*b^2*g*p^2*x^3+6080*a^3*b^2*g*p*q*x^3+6864 *a^3*b^2*g*p*r*x^3+3040*a^3*b^2*g*q^2*x^3+6864*a^3*b^2*g*q*r*x^3+3072*a^3*b^2*g *r^2*x^3+672*a^3*b^2*p^3*x^3+2016*a^3*b^2*p^2*q*x^3+1944*a^3*b^2*p^2*r*x^3+2016 *a^3*b^2*p*q^2*x^3+3888*a^3*b^2*p*q*r*x^3+1440*a^3*b^2*p*r^2*x^3+672*a^3*b^2*q^ 3*x^3+1944*a^3*b^2*q^2*r*x^3+1440*a^3*b^2*q*r^2*x^3+240*a^3*b^2*r^3*x^3+8064*a^ 3*b*c^4*x^3+19968*a^3*b*c^3*g*x^3+12224*a^3*b*c^3*p*x^3+11968*a^3*b*c^3*q*x^3+ 12096*a^3*b*c^3*r*x^3+15008*a^3*b*c^2*g^2*x^3+23520*a^3*b*c^2*g*p*x^3+23392*a^3 *b*c^2*g*q*x^3+25104*a^3*b*c^2*g*r*x^3+6720*a^3*b*c^2*p^2*x^3+13184*a^3*b*c^2*p *q*x^3+12768*a^3*b*c^2*p*r*x^3+6464*a^3*b*c^2*q^2*x^3+12576*a^3*b*c^2*q*r*x^3+ 4800*a^3*b*c^2*r^2*x^3+3520*a^3*b*c*g^3*x^3+12608*a^3*b*c*g^2*p*x^3+12608*a^3*b *c*g^2*q*x^3+15096*a^3*b*c*g^2*r*x^3+8976*a^3*b*c*g*p^2*x^3+17824*a^3*b*c*g*p*q *x^3+18264*a^3*b*c*g*p*r*x^3+8848*a^3*b*c*g*q^2*x^3+18168*a^3*b*c*g*q*r*x^3+ 7392*a^3*b*c*g*r^2*x^3+1568*a^3*b*c*p^3*x^3+4640*a^3*b*c*p^2*q*x^3+4272*a^3*b*c *p^2*r*x^3+4576*a^3*b*c*p*q^2*x^3+8448*a^3*b*c*p*q*r*x^3+2976*a^3*b*c*p*r^2*x^3 +1504*a^3*b*c*q^3*x^3+4176*a^3*b*c*q^2*r*x^3+2976*a^3*b*c*q*r^2*x^3+480*a^3*b*c *r^3*x^3+1760*a^3*b*g^3*p*x^3+1760*a^3*b*g^3*q*x^3+2640*a^3*b*g^3*r*x^3+2552*a^ 3*b*g^2*p^2*x^3+5104*a^3*b*g^2*p*q*x^3+5748*a^3*b*g^2*p*r*x^3+2552*a^3*b*g^2*q^ 2*x^3+5748*a^3*b*g^2*q*r*x^3+2560*a^3*b*g^2*r^2*x^3+1104*a^3*b*g*p^3*x^3+3280*a ^3*b*g*p^2*q*x^3+3180*a^3*b*g*p^2*r*x^3+3248*a^3*b*g*p*q^2*x^3+6312*a^3*b*g*p*q *r*x^3+2352*a^3*b*g*p*r^2*x^3+1072*a^3*b*g*q^3*x^3+3132*a^3*b*g*q^2*r*x^3+2352* a^3*b*g*q*r^2*x^3+400*a^3*b*g*r^3*x^3+128*a^3*b*p^4*x^3+512*a^3*b*p^3*q*x^3+444 *a^3*b*p^3*r*x^3+768*a^3*b*p^2*q^2*x^3+1332*a^3*b*p^2*q*r*x^3+432*a^3*b*p^2*r^2 *x^3+512*a^3*b*p*q^3*x^3+1332*a^3*b*p*q^2*r*x^3+864*a^3*b*p*q*r^2*x^3+120*a^3*b *p*r^3*x^3+128*a^3*b*q^4*x^3+444*a^3*b*q^3*r*x^3+432*a^3*b*q^2*r^2*x^3+120*a^3* b*q*r^3*x^3+1152*a^3*c^5*x^3+5632*a^3*c^4*g*x^3+2304*a^3*c^4*p*x^3+1792*a^3*c^4 *q*x^3+1824*a^3*c^4*r*x^3+7584*a^3*c^3*g^2*x^3+8800*a^3*c^3*g*p*x^3+8224*a^3*c^ 3*g*q*x^3+8208*a^3*c^3*g*r*x^3+1728*a^3*c^3*p^2*x^3+2688*a^3*c^3*p*q*x^3+2736*a ^3*c^3*p*r*x^3+992*a^3*c^3*q^2*x^3+2064*a^3*c^3*q*r*x^3+768*a^3*c^3*r^2*x^3+ 3936*a^3*c^2*g^3*x^3+9088*a^3*c^2*g^2*p*x^3+8928*a^3*c^2*g^2*q*x^3+9408*a^3*c^2 *g^2*r*x^3+4992*a^3*c^2*g*p^2*x^3+9280*a^3*c^2*g*p*q*x^3+9000*a^3*c^2*g*p*r*x^3 +4304*a^3*c^2*g*q^2*x^3+8424*a^3*c^2*g*q*r*x^3+3104*a^3*c^2*g*r^2*x^3+576*a^3*c ^2*p^3*x^3+1344*a^3*c^2*p^2*q*x^3+1368*a^3*c^2*p^2*r*x^3+992*a^3*c^2*p*q^2*x^3+ 2064*a^3*c^2*p*q*r*x^3+768*a^3*c^2*p*r^2*x^3+224*a^3*c^2*q^3*x^3+720*a^3*c^2*q^ 2*r*x^3+576*a^3*c^2*q*r^2*x^3+80*a^3*c^2*r^3*x^3+704*a^3*c*g^4*x^3+3336*a^3*c*g ^3*p*x^3+3336*a^3*c*g^3*q*x^3+3936*a^3*c*g^3*r*x^3+3544*a^3*c*g^2*p^2*x^3+6928* a^3*c*g^2*p*q*x^3+7008*a^3*c*g^2*p*r*x^3+3384*a^3*c*g^2*q^2*x^3+6888*a^3*c*g^2* q*r*x^3+2704*a^3*c*g^2*r^2*x^3+1200*a^3*c*g*p^3*x^3+3328*a^3*c*g*p^2*q*x^3+3132 *a^3*c*g*p^2*r*x^3+3072*a^3*c*g*p*q^2*x^3+5808*a^3*c*g*p*q*r*x^3+2032*a^3*c*g*p *r^2*x^3+944*a^3*c*g*q^3*x^3+2688*a^3*c*g*q^2*r*x^3+1936*a^3*c*g*q*r^2*x^3+280* a^3*c*g*r^3*x^3+72*a^3*c*p^4*x^3+224*a^3*c*p^3*q*x^3+228*a^3*c*p^3*r*x^3+248*a^ 3*c*p^2*q^2*x^3+516*a^3*c*p^2*q*r*x^3+192*a^3*c*p^2*r^2*x^3+112*a^3*c*p*q^3*x^3 +360*a^3*c*p*q^2*r*x^3+288*a^3*c*p*q*r^2*x^3+40*a^3*c*p*r^3*x^3+16*a^3*c*q^4*x^ 3+72*a^3*c*q^3*r*x^3+96*a^3*c*q^2*r^2*x^3+40*a^3*c*q*r^3*x^3+352*a^3*g^4*p*x^3+ 352*a^3*g^4*q*x^3+528*a^3*g^4*r*x^3+684*a^3*g^3*p^2*x^3+1368*a^3*g^3*p*q*x^3+ 1518*a^3*g^3*p*r*x^3+684*a^3*g^3*q^2*x^3+1518*a^3*g^3*q*r*x^3+656*a^3*g^3*r^2*x ^3+448*a^3*g^2*p^3*x^3+1304*a^3*g^2*p^2*q*x^3+1260*a^3*g^2*p^2*r*x^3+1264*a^3*g ^2*p*q^2*x^3+2460*a^3*g^2*p*q*r*x^3+896*a^3*g^2*p*r^2*x^3+408*a^3*g^2*q^3*x^3+ 1200*a^3*g^2*q^2*r*x^3+896*a^3*g^2*q*r^2*x^3+140*a^3*g^2*r^3*x^3+100*a^3*g*p^4* x^3+368*a^3*g*p^3*q*x^3+336*a^3*g*p^3*r*x^3+508*a^3*g*p^2*q^2*x^3+924*a^3*g*p^2 *q*r*x^3+312*a^3*g*p^2*r^2*x^3+312*a^3*g*p*q^3*x^3+846*a^3*g*p*q^2*r*x^3+576*a^ 3*g*p*q*r^2*x^3+80*a^3*g*p*r^3*x^3+72*a^3*g*q^4*x^3+258*a^3*g*q^3*r*x^3+264*a^3 *g*q^2*r^2*x^3+80*a^3*g*q*r^3*x^3+640*a^2*b^5*c*x^3+320*a^2*b^5*p*x^3+320*a^2*b ^5*q*x^3+480*a^2*b^5*r*x^3+4608*a^2*b^4*c^2*x^3+3264*a^2*b^4*c*g*x^3+3840*a^2*b ^4*c*p*x^3+3840*a^2*b^4*c*q*x^3+4608*a^2*b^4*c*r*x^3+1632*a^2*b^4*g*p*x^3+1632* a^2*b^4*g*q*x^3+2448*a^2*b^4*g*r*x^3+768*a^2*b^4*p^2*x^3+1536*a^2*b^4*p*q*x^3+ 1728*a^2*b^4*p*r*x^3+768*a^2*b^4*q^2*x^3+1728*a^2*b^4*q*r*x^3+768*a^2*b^4*r^2*x ^3+12416*a^2*b^3*c^3*x^3+18112*a^2*b^3*c^2*g*x^3+14528*a^2*b^3*c^2*p*x^3+14528* a^2*b^3*c^2*q*x^3+15648*a^2*b^3*c^2*r*x^3+6272*a^2*b^3*c*g^2*x^3+15136*a^2*b^3* c*g*p*x^3+15136*a^2*b^3*c*g*q*x^3+18192*a^2*b^3*c*g*r*x^3+5504*a^2*b^3*c*p^2*x^ 3+11008*a^2*b^3*c*p*q*x^3+11280*a^2*b^3*c*p*r*x^3+5504*a^2*b^3*c*q^2*x^3+11280* a^2*b^3*c*q*r*x^3+4608*a^2*b^3*c*r^2*x^3+3136*a^2*b^3*g^2*p*x^3+3136*a^2*b^3*g^ 2*q*x^3+4704*a^2*b^3*g^2*r*x^3+3040*a^2*b^3*g*p^2*x^3+6080*a^2*b^3*g*p*q*x^3+ 6864*a^2*b^3*g*p*r*x^3+3040*a^2*b^3*g*q^2*x^3+6864*a^2*b^3*g*q*r*x^3+3072*a^2*b ^3*g*r^2*x^3+672*a^2*b^3*p^3*x^3+2016*a^2*b^3*p^2*q*x^3+1944*a^2*b^3*p^2*r*x^3+ 2016*a^2*b^3*p*q^2*x^3+3888*a^2*b^3*p*q*r*x^3+1440*a^2*b^3*p*r^2*x^3+672*a^2*b^ 3*q^3*x^3+1944*a^2*b^3*q^2*r*x^3+1440*a^2*b^3*q*r^2*x^3+240*a^2*b^3*r^3*x^3+ 14848*a^2*b^2*c^4*x^3+34432*a^2*b^2*c^3*g*x^3+22400*a^2*b^2*c^3*p*x^3+22400*a^2 *b^2*c^3*q*x^3+22656*a^2*b^2*c^3*r*x^3+24960*a^2*b^2*c^2*g^2*x^3+40448*a^2*b^2* c^2*g*p*x^3+40448*a^2*b^2*c^2*g*q*x^3+43680*a^2*b^2*c^2*g*r*x^3+12352*a^2*b^2*c ^2*p^2*x^3+24704*a^2*b^2*c^2*p*q*x^3+23904*a^2*b^2*c^2*p*r*x^3+12352*a^2*b^2*c^ 2*q^2*x^3+23904*a^2*b^2*c^2*q*r*x^3+9216*a^2*b^2*c^2*r^2*x^3+5728*a^2*b^2*c*g^3 *x^3+20928*a^2*b^2*c*g^2*p*x^3+20928*a^2*b^2*c*g^2*q*x^3+25200*a^2*b^2*c*g^2*r* x^3+15392*a^2*b^2*c*g*p^2*x^3+30784*a^2*b^2*c*g*p*q*x^3+31680*a^2*b^2*c*g*p*r*x ^3+15392*a^2*b^2*c*g*q^2*x^3+31680*a^2*b^2*c*g*q*r*x^3+13056*a^2*b^2*c*g*r^2*x^ 3+2944*a^2*b^2*c*p^3*x^3+8832*a^2*b^2*c*p^2*q*x^3+8112*a^2*b^2*c*p^2*r*x^3+8832 *a^2*b^2*c*p*q^2*x^3+16224*a^2*b^2*c*p*q*r*x^3+5760*a^2*b^2*c*p*r^2*x^3+2944*a^ 2*b^2*c*q^3*x^3+8112*a^2*b^2*c*q^2*r*x^3+5760*a^2*b^2*c*q*r^2*x^3+960*a^2*b^2*c *r^3*x^3+2864*a^2*b^2*g^3*p*x^3+2864*a^2*b^2*g^3*q*x^3+4296*a^2*b^2*g^3*r*x^3+ 4224*a^2*b^2*g^2*p^2*x^3+8448*a^2*b^2*g^2*p*q*x^3+9576*a^2*b^2*g^2*p*r*x^3+4224 *a^2*b^2*g^2*q^2*x^3+9576*a^2*b^2*g^2*q*r*x^3+4320*a^2*b^2*g^2*r^2*x^3+1888*a^2 *b^2*g*p^3*x^3+5664*a^2*b^2*g*p^2*q*x^3+5496*a^2*b^2*g*p^2*r*x^3+5664*a^2*b^2*g *p*q^2*x^3+10992*a^2*b^2*g*p*q*r*x^3+4128*a^2*b^2*g*p*r^2*x^3+1888*a^2*b^2*g*q^ 3*x^3+5496*a^2*b^2*g*q^2*r*x^3+4128*a^2*b^2*g*q*r^2*x^3+720*a^2*b^2*g*r^3*x^3+ 256*a^2*b^2*p^4*x^3+1024*a^2*b^2*p^3*q*x^3+888*a^2*b^2*p^3*r*x^3+1536*a^2*b^2*p ^2*q^2*x^3+2664*a^2*b^2*p^2*q*r*x^3+864*a^2*b^2*p^2*r^2*x^3+1024*a^2*b^2*p*q^3* x^3+2664*a^2*b^2*p*q^2*r*x^3+1728*a^2*b^2*p*q*r^2*x^3+240*a^2*b^2*p*r^3*x^3+256 *a^2*b^2*q^4*x^3+888*a^2*b^2*q^3*r*x^3+864*a^2*b^2*q^2*r^2*x^3+240*a^2*b^2*q*r^ 3*x^3+7296*a^2*b*c^5*x^3+25344*a^2*b*c^4*g*x^3+13696*a^2*b*c^4*p*x^3+13184*a^2* b*c^4*q*x^3+12960*a^2*b*c^4*r*x^3+29856*a^2*b*c^3*g^2*x^3+38688*a^2*b*c^3*g*p*x ^3+38112*a^2*b*c^3*g*q*x^3+38736*a^2*b*c^3*g*r*x^3+10016*a^2*b*c^3*p^2*x^3+ 19200*a^2*b*c^3*p*q*x^3+18192*a^2*b*c^3*p*r*x^3+9280*a^2*b*c^3*q^2*x^3+17520*a^ 2*b*c^3*q*r*x^3+6528*a^2*b*c^3*r^2*x^3+14496*a^2*b*c^2*g^3*x^3+35360*a^2*b*c^2* g^2*p*x^3+35200*a^2*b*c^2*g^2*q*x^3+38016*a^2*b*c^2*g^2*r*x^3+21584*a^2*b*c^2*g *p^2*x^3+42432*a^2*b*c^2*g*p*q*x^3+41400*a^2*b*c^2*g*p*r*x^3+20896*a^2*b*c^2*g* q^2*x^3+40824*a^2*b*c^2*g*q*r*x^3+15840*a^2*b*c^2*g*r^2*x^3+3536*a^2*b*c^2*p^3* x^3+10160*a^2*b*c^2*p^2*q*x^3+9216*a^2*b*c^2*p^2*r*x^3+9808*a^2*b*c^2*p*q^2*x^3 +17712*a^2*b*c^2*p*q*r*x^3+6144*a^2*b*c^2*p*r^2*x^3+3184*a^2*b*c^2*q^3*x^3+8568 *a^2*b*c^2*q^2*r*x^3+5952*a^2*b*c^2*q*r^2*x^3+960*a^2*b*c^2*r^3*x^3+2496*a^2*b* c*g^4*x^3+12216*a^2*b*c*g^3*p*x^3+12216*a^2*b*c*g^3*q*x^3+14688*a^2*b*c*g^3*r*x ^3+13592*a^2*b*c*g^2*p^2*x^3+27024*a^2*b*c*g^2*p*q*x^3+27888*a^2*b*c*g^2*p*r*x^ 3+13432*a^2*b*c*g^2*q^2*x^3+27768*a^2*b*c*g^2*q*r*x^3+11472*a^2*b*c*g^2*r^2*x^3 +5192*a^2*b*c*g*p^3*x^3+15272*a^2*b*c*g*p^2*q*x^3+14208*a^2*b*c*g*p^2*r*x^3+ 15016*a^2*b*c*g*p*q^2*x^3+27936*a^2*b*c*g*p*q*r*x^3+10032*a^2*b*c*g*p*r^2*x^3+ 4936*a^2*b*c*g*q^3*x^3+13764*a^2*b*c*g*q^2*r*x^3+9936*a^2*b*c*g*q*r^2*x^3+1680* a^2*b*c*g*r^3*x^3+592*a^2*b*c*p^4*x^3+2288*a^2*b*c*p^3*q*x^3+1968*a^2*b*c*p^3*r *x^3+3336*a^2*b*c*p^2*q^2*x^3+5712*a^2*b*c*p^2*q*r*x^3+1824*a^2*b*c*p^2*r^2*x^3 +2176*a^2*b*c*p*q^3*x^3+5556*a^2*b*c*p*q^2*r*x^3+3552*a^2*b*c*p*q*r^2*x^3+480*a ^2*b*c*p*r^3*x^3+536*a^2*b*c*q^4*x^3+1812*a^2*b*c*q^3*r*x^3+1728*a^2*b*c*q^2*r^ 2*x^3+480*a^2*b*c*q*r^3*x^3+1248*a^2*b*g^4*p*x^3+1248*a^2*b*g^4*q*x^3+1872*a^2* b*g^4*r*x^3+2484*a^2*b*g^3*p^2*x^3+4968*a^2*b*g^3*p*q*x^3+5634*a^2*b*g^3*p*r*x^ 3+2484*a^2*b*g^3*q^2*x^3+5634*a^2*b*g^3*q*r*x^3+2544*a^2*b*g^3*r^2*x^3+1688*a^2 *b*g^2*p^3*x^3+5024*a^2*b*g^2*p^2*q*x^3+4908*a^2*b*g^2*p^2*r*x^3+4984*a^2*b*g^2 *p*q^2*x^3+9756*a^2*b*g^2*p*q*r*x^3+3696*a^2*b*g^2*p*r^2*x^3+1648*a^2*b*g^2*q^3 *x^3+4848*a^2*b*g^2*q^2*r*x^3+3696*a^2*b*g^2*q*r^2*x^3+660*a^2*b*g^2*r^3*x^3+ 452*a^2*b*g*p^4*x^3+1768*a^2*b*g*p^3*q*x^3+1560*a^2*b*g*p^3*r*x^3+2604*a^2*b*g* p^2*q^2*x^3+4584*a^2*b*g*p^2*q*r*x^3+1512*a^2*b*g*p^2*r^2*x^3+1712*a^2*b*g*p*q^ 3*x^3+4506*a^2*b*g*p*q^2*r*x^3+2976*a^2*b*g*p*q*r^2*x^3+420*a^2*b*g*p*r^3*x^3+ 424*a^2*b*g*q^4*x^3+1482*a^2*b*g*q^3*r*x^3+1464*a^2*b*g*q^2*r^2*x^3+420*a^2*b*g *q*r^3*x^3+36*a^2*b*p^5*x^3+180*a^2*b*p^4*q*x^3+144*a^2*b*p^4*r*x^3+360*a^2*b*p ^3*q^2*x^3+576*a^2*b*p^3*q*r*x^3+168*a^2*b*p^3*r^2*x^3+360*a^2*b*p^2*q^3*x^3+ 864*a^2*b*p^2*q^2*r*x^3+504*a^2*b*p^2*q*r^2*x^3+60*a^2*b*p^2*r^3*x^3+180*a^2*b* p*q^4*x^3+576*a^2*b*p*q^3*r*x^3+504*a^2*b*p*q^2*r^2*x^3+120*a^2*b*p*q*r^3*x^3+ 36*a^2*b*q^5*x^3+144*a^2*b*q^4*r*x^3+168*a^2*b*q^3*r^2*x^3+60*a^2*b*q^2*r^3*x^3 +896*a^2*c^6*x^3+5504*a^2*c^5*g*x^3+2240*a^2*c^5*p*x^3+1600*a^2*c^5*q*x^3+1728* a^2*c^5*r*x^3+10240*a^2*c^4*g^2*x^3+10784*a^2*c^4*g*p*x^3+9632*a^2*c^4*g*q*x^3+ 9648*a^2*c^4*g*r*x^3+2240*a^2*c^4*p^2*x^3+3200*a^2*c^4*p*q*x^3+3456*a^2*c^4*p*r *x^3+1056*a^2*c^4*q^2*x^3+2304*a^2*c^4*q*r*x^3+960*a^2*c^4*r^2*x^3+8224*a^2*c^3 *g^3*x^3+16016*a^2*c^3*g^2*p*x^3+15344*a^2*c^3*g^2*q*x^3+15576*a^2*c^3*g^2*r*x^ 3+8240*a^2*c^3*g*p^2*x^3+14560*a^2*c^3*g*p*q*x^3+14280*a^2*c^3*g*p*r*x^3+6448*a ^2*c^3*g*q^2*x^3+12600*a^2*c^3*g*q*r*x^3+4768*a^2*c^3*g*r^2*x^3+1120*a^2*c^3*p^ 3*x^3+2400*a^2*c^3*p^2*q*x^3+2592*a^2*c^3*p^2*r*x^3+1584*a^2*c^3*p*q^2*x^3+3456 *a^2*c^3*p*q*r*x^3+1440*a^2*c^3*p*r^2*x^3+304*a^2*c^3*q^3*x^3+1008*a^2*c^3*q^2* r*x^3+864*a^2*c^3*q*r^2*x^3+160*a^2*c^3*r^3*x^3+3016*a^2*c^2*g^4*x^3+9880*a^2*c ^2*g^3*p*x^3+9752*a^2*c^2*g^3*q*x^3+10452*a^2*c^2*g^3*r*x^3+9192*a^2*c^2*g^2*p^ 2*x^3+17488*a^2*c^2*g^2*p*q*x^3+17172*a^2*c^2*g^2*p*r*x^3+8336*a^2*c^2*g^2*q^2* x^3+16428*a^2*c^2*g^2*q*r*x^3+6320*a^2*c^2*g^2*r^2*x^3+3032*a^2*c^2*g*p^3*x^3+ 7960*a^2*c^2*g*p^2*q*x^3+7632*a^2*c^2*g*p^2*r*x^3+6976*a^2*c^2*g*p*q^2*x^3+ 13272*a^2*c^2*g*p*q*r*x^3+4816*a^2*c^2*g*p*r^2*x^3+2048*a^2*c^2*g*q^3*x^3+5772* a^2*c^2*g*q^2*r*x^3+4208*a^2*c^2*g*q*r^2*x^3+680*a^2*c^2*g*r^3*x^3+280*a^2*c^2* p^4*x^3+800*a^2*c^2*p^3*q*x^3+864*a^2*c^2*p^3*r*x^3+792*a^2*c^2*p^2*q^2*x^3+ 1728*a^2*c^2*p^2*q*r*x^3+720*a^2*c^2*p^2*r^2*x^3+304*a^2*c^2*p*q^3*x^3+1008*a^2 *c^2*p*q^2*r*x^3+864*a^2*c^2*p*q*r^2*x^3+160*a^2*c^2*p*r^3*x^3+32*a^2*c^2*q^4*x ^3+144*a^2*c^2*q^3*r*x^3+192*a^2*c^2*q^2*r^2*x^3+80*a^2*c^2*q*r^3*x^3+416*a^2*c *g^5*x^3+2560*a^2*c*g^4*p*x^3+2560*a^2*c*g^4*q*x^3+3054*a^2*c*g^4*r*x^3+3868*a^ 2*c*g^3*p^2*x^3+7608*a^2*c*g^3*p*q*x^3+7818*a^2*c*g^3*p*r*x^3+3740*a^2*c*g^3*q^ 2*x^3+7722*a^2*c*g^3*q*r*x^3+3144*a^2*c*g^3*r^2*x^3+2284*a^2*c*g^2*p^3*x^3+6460 *a^2*c*g^2*p^2*q*x^3+6120*a^2*c*g^2*p^2*r*x^3+6108*a^2*c*g^2*p*q^2*x^3+11580*a^ 2*c*g^2*p*q*r*x^3+4184*a^2*c*g^2*p*r^2*x^3+1932*a^2*c*g^2*q^3*x^3+5490*a^2*c*g^ 2*q^2*r*x^3+4024*a^2*c*g^2*q*r^2*x^3+660*a^2*c*g^2*r^3*x^3+524*a^2*c*g*p^4*x^3+ 1824*a^2*c*g*p^3*q*x^3+1704*a^2*c*g*p^3*r*x^3+2384*a^2*c*g*p^2*q^2*x^3+4392*a^2 *c*g*p^2*q*r*x^3+1528*a^2*c*g*p^2*r^2*x^3+1392*a^2*c*g*p*q^3*x^3+3774*a^2*c*g*p *q^2*r*x^3+2608*a^2*c*g*p*q*r^2*x^3+380*a^2*c*g*p*r^3*x^3+308*a^2*c*g*q^4*x^3+ 1086*a^2*c*g*q^3*r*x^3+1104*a^2*c*g*q^2*r^2*x^3+340*a^2*c*g*q*r^3*x^3+28*a^2*c* p^5*x^3+100*a^2*c*p^4*q*x^3+108*a^2*c*p^4*r*x^3+132*a^2*c*p^3*q^2*x^3+288*a^2*c *p^3*q*r*x^3+120*a^2*c*p^3*r^2*x^3+76*a^2*c*p^2*q^3*x^3+252*a^2*c*p^2*q^2*r*x^3 +216*a^2*c*p^2*q*r^2*x^3+40*a^2*c*p^2*r^3*x^3+16*a^2*c*p*q^4*x^3+72*a^2*c*p*q^3 *r*x^3+96*a^2*c*p*q^2*r^2*x^3+40*a^2*c*p*q*r^3*x^3+208*a^2*g^5*p*x^3+208*a^2*g^ 5*q*x^3+312*a^2*g^5*r*x^3+526*a^2*g^4*p^2*x^3+1052*a^2*g^4*p*q*x^3+1185*a^2*g^4 *p*r*x^3+526*a^2*g^4*q^2*x^3+1185*a^2*g^4*q*r*x^3+528*a^2*g^4*r^2*x^3+492*a^2*g ^3*p^3*x^3+1444*a^2*g^3*p^2*q*x^3+1413*a^2*g^3*p^2*r*x^3+1412*a^2*g^3*p*q^2*x^3 +2778*a^2*g^3*p*q*r*x^3+1044*a^2*g^3*p*r^2*x^3+460*a^2*g^3*q^3*x^3+1365*a^2*g^3 *q^2*r*x^3+1044*a^2*g^3*q*r^2*x^3+180*a^2*g^3*r^3*x^3+206*a^2*g^2*p^4*x^3+768*a ^2*g^2*p^3*q*x^3+702*a^2*g^2*p^3*r*x^3+1078*a^2*g^2*p^2*q^2*x^3+1962*a^2*g^2*p^ 2*q*r*x^3+668*a^2*g^2*p^2*r^2*x^3+676*a^2*g^2*p*q^3*x^3+1833*a^2*g^2*p*q^2*r*x^ 3+1256*a^2*g^2*p*q*r^2*x^3+180*a^2*g^2*p*r^3*x^3+160*a^2*g^2*q^4*x^3+573*a^2*g^ 2*q^3*r*x^3+588*a^2*g^2*q^2*r^2*x^3+180*a^2*g^2*q*r^3*x^3+32*a^2*g*p^5*x^3+140* a^2*g*p^4*q*x^3+126*a^2*g*p^4*r*x^3+246*a^2*g*p^3*q^2*x^3+432*a^2*g*p^3*q*r*x^3 +144*a^2*g*p^3*r^2*x^3+218*a^2*g*p^2*q^3*x^3+558*a^2*g*p^2*q^2*r*x^3+360*a^2*g* p^2*q*r^2*x^3+50*a^2*g*p^2*r^3*x^3+98*a^2*g*p*q^4*x^3+324*a^2*g*p*q^3*r*x^3+300 *a^2*g*p*q^2*r^2*x^3+80*a^2*g*p*q*r^3*x^3+18*a^2*g*q^5*x^3+72*a^2*g*q^4*r*x^3+ 84*a^2*g*q^3*r^2*x^3+30*a^2*g*q^2*r^3*x^3+128*a*b^6*c*x^3+64*a*b^6*p*x^3+64*a*b ^6*q*x^3+96*a*b^6*r*x^3+1152*a*b^5*c^2*x^3+960*a*b^5*c*g*x^3+960*a*b^5*c*p*x^3+ 960*a*b^5*c*q*x^3+1152*a*b^5*c*r*x^3+480*a*b^5*g*p*x^3+480*a*b^5*g*q*x^3+720*a* b^5*g*r*x^3+192*a*b^5*p^2*x^3+384*a*b^5*p*q*x^3+432*a*b^5*p*r*x^3+192*a*b^5*q^2 *x^3+432*a*b^5*q*r*x^3+192*a*b^5*r^2*x^3+4352*a*b^4*c^3*x^3+7104*a*b^4*c^2*g*x^ 3+5056*a*b^4*c^2*p*x^3+5056*a*b^4*c^2*q*x^3+5376*a*b^4*c^2*r*x^3+2624*a*b^4*c*g ^2*x^3+5952*a*b^4*c*g*p*x^3+5952*a*b^4*c*g*q*x^3+7104*a*b^4*c*g*r*x^3+1888*a*b^ 4*c*p^2*x^3+3776*a*b^4*c*p*q*x^3+3840*a*b^4*c*p*r*x^3+1888*a*b^4*c*q^2*x^3+3840 *a*b^4*c*q*r*x^3+1536*a*b^4*c*r^2*x^3+1312*a*b^4*g^2*p*x^3+1312*a*b^4*g^2*q*x^3 +1968*a*b^4*g^2*r*x^3+1200*a*b^4*g*p^2*x^3+2400*a*b^4*g*p*q*x^3+2688*a*b^4*g*p* r*x^3+1200*a*b^4*g*q^2*x^3+2688*a*b^4*g*q*r*x^3+1184*a*b^4*g*r^2*x^3+224*a*b^4* p^3*x^3+672*a*b^4*p^2*q*x^3+648*a*b^4*p^2*r*x^3+672*a*b^4*p*q^2*x^3+1296*a*b^4* p*q*r*x^3+480*a*b^4*p*r^2*x^3+224*a*b^4*q^3*x^3+648*a*b^4*q^2*r*x^3+480*a*b^4*q *r^2*x^3+80*a*b^4*r^3*x^3+8064*a*b^3*c^4*x^3+19968*a*b^3*c^3*g*x^3+11968*a*b^3* c^3*p*x^3+12224*a*b^3*c^3*q*x^3+12096*a*b^3*c^3*r*x^3+15008*a*b^3*c^2*g^2*x^3+ 23392*a*b^3*c^2*g*p*x^3+23520*a*b^3*c^2*g*q*x^3+25104*a*b^3*c^2*g*r*x^3+6464*a* b^3*c^2*p^2*x^3+13184*a*b^3*c^2*p*q*x^3+12576*a*b^3*c^2*p*r*x^3+6720*a*b^3*c^2* q^2*x^3+12768*a*b^3*c^2*q*r*x^3+4800*a*b^3*c^2*r^2*x^3+3520*a*b^3*c*g^3*x^3+ 12608*a*b^3*c*g^2*p*x^3+12608*a*b^3*c*g^2*q*x^3+15096*a*b^3*c*g^2*r*x^3+8848*a* b^3*c*g*p^2*x^3+17824*a*b^3*c*g*p*q*x^3+18168*a*b^3*c*g*p*r*x^3+8976*a*b^3*c*g* q^2*x^3+18264*a*b^3*c*g*q*r*x^3+7392*a*b^3*c*g*r^2*x^3+1504*a*b^3*c*p^3*x^3+ 4576*a*b^3*c*p^2*q*x^3+4176*a*b^3*c*p^2*r*x^3+4640*a*b^3*c*p*q^2*x^3+8448*a*b^3 *c*p*q*r*x^3+2976*a*b^3*c*p*r^2*x^3+1568*a*b^3*c*q^3*x^3+4272*a*b^3*c*q^2*r*x^3 +2976*a*b^3*c*q*r^2*x^3+480*a*b^3*c*r^3*x^3+1760*a*b^3*g^3*p*x^3+1760*a*b^3*g^3 *q*x^3+2640*a*b^3*g^3*r*x^3+2552*a*b^3*g^2*p^2*x^3+5104*a*b^3*g^2*p*q*x^3+5748* a*b^3*g^2*p*r*x^3+2552*a*b^3*g^2*q^2*x^3+5748*a*b^3*g^2*q*r*x^3+2560*a*b^3*g^2* r^2*x^3+1072*a*b^3*g*p^3*x^3+3248*a*b^3*g*p^2*q*x^3+3132*a*b^3*g*p^2*r*x^3+3280 *a*b^3*g*p*q^2*x^3+6312*a*b^3*g*p*q*r*x^3+2352*a*b^3*g*p*r^2*x^3+1104*a*b^3*g*q ^3*x^3+3180*a*b^3*g*q^2*r*x^3+2352*a*b^3*g*q*r^2*x^3+400*a*b^3*g*r^3*x^3+128*a* b^3*p^4*x^3+512*a*b^3*p^3*q*x^3+444*a*b^3*p^3*r*x^3+768*a*b^3*p^2*q^2*x^3+1332* a*b^3*p^2*q*r*x^3+432*a*b^3*p^2*r^2*x^3+512*a*b^3*p*q^3*x^3+1332*a*b^3*p*q^2*r* x^3+864*a*b^3*p*q*r^2*x^3+120*a*b^3*p*r^3*x^3+128*a*b^3*q^4*x^3+444*a*b^3*q^3*r *x^3+432*a*b^3*q^2*r^2*x^3+120*a*b^3*q*r^3*x^3+7296*a*b^2*c^5*x^3+25344*a*b^2*c ^4*g*x^3+13184*a*b^2*c^4*p*x^3+13696*a*b^2*c^4*q*x^3+12960*a*b^2*c^4*r*x^3+ 29856*a*b^2*c^3*g^2*x^3+38112*a*b^2*c^3*g*p*x^3+38688*a*b^2*c^3*g*q*x^3+38736*a *b^2*c^3*g*r*x^3+9280*a*b^2*c^3*p^2*x^3+19200*a*b^2*c^3*p*q*x^3+17520*a*b^2*c^3 *p*r*x^3+10016*a*b^2*c^3*q^2*x^3+18192*a*b^2*c^3*q*r*x^3+6528*a*b^2*c^3*r^2*x^3 +14496*a*b^2*c^2*g^3*x^3+35200*a*b^2*c^2*g^2*p*x^3+35360*a*b^2*c^2*g^2*q*x^3+ 38016*a*b^2*c^2*g^2*r*x^3+20896*a*b^2*c^2*g*p^2*x^3+42432*a*b^2*c^2*g*p*q*x^3+ 40824*a*b^2*c^2*g*p*r*x^3+21584*a*b^2*c^2*g*q^2*x^3+41400*a*b^2*c^2*g*q*r*x^3+ 15840*a*b^2*c^2*g*r^2*x^3+3184*a*b^2*c^2*p^3*x^3+9808*a*b^2*c^2*p^2*q*x^3+8568* a*b^2*c^2*p^2*r*x^3+10160*a*b^2*c^2*p*q^2*x^3+17712*a*b^2*c^2*p*q*r*x^3+5952*a* b^2*c^2*p*r^2*x^3+3536*a*b^2*c^2*q^3*x^3+9216*a*b^2*c^2*q^2*r*x^3+6144*a*b^2*c^ 2*q*r^2*x^3+960*a*b^2*c^2*r^3*x^3+2496*a*b^2*c*g^4*x^3+12216*a*b^2*c*g^3*p*x^3+ 12216*a*b^2*c*g^3*q*x^3+14688*a*b^2*c*g^3*r*x^3+13432*a*b^2*c*g^2*p^2*x^3+27024 *a*b^2*c*g^2*p*q*x^3+27768*a*b^2*c*g^2*p*r*x^3+13592*a*b^2*c*g^2*q^2*x^3+27888* a*b^2*c*g^2*q*r*x^3+11472*a*b^2*c*g^2*r^2*x^3+4936*a*b^2*c*g*p^3*x^3+15016*a*b^ 2*c*g*p^2*q*x^3+13764*a*b^2*c*g*p^2*r*x^3+15272*a*b^2*c*g*p*q^2*x^3+27936*a*b^2 *c*g*p*q*r*x^3+9936*a*b^2*c*g*p*r^2*x^3+5192*a*b^2*c*g*q^3*x^3+14208*a*b^2*c*g* q^2*r*x^3+10032*a*b^2*c*g*q*r^2*x^3+1680*a*b^2*c*g*r^3*x^3+536*a*b^2*c*p^4*x^3+ 2176*a*b^2*c*p^3*q*x^3+1812*a*b^2*c*p^3*r*x^3+3336*a*b^2*c*p^2*q^2*x^3+5556*a*b ^2*c*p^2*q*r*x^3+1728*a*b^2*c*p^2*r^2*x^3+2288*a*b^2*c*p*q^3*x^3+5712*a*b^2*c*p *q^2*r*x^3+3552*a*b^2*c*p*q*r^2*x^3+480*a*b^2*c*p*r^3*x^3+592*a*b^2*c*q^4*x^3+ 1968*a*b^2*c*q^3*r*x^3+1824*a*b^2*c*q^2*r^2*x^3+480*a*b^2*c*q*r^3*x^3+1248*a*b^ 2*g^4*p*x^3+1248*a*b^2*g^4*q*x^3+1872*a*b^2*g^4*r*x^3+2484*a*b^2*g^3*p^2*x^3+ 4968*a*b^2*g^3*p*q*x^3+5634*a*b^2*g^3*p*r*x^3+2484*a*b^2*g^3*q^2*x^3+5634*a*b^2 *g^3*q*r*x^3+2544*a*b^2*g^3*r^2*x^3+1648*a*b^2*g^2*p^3*x^3+4984*a*b^2*g^2*p^2*q *x^3+4848*a*b^2*g^2*p^2*r*x^3+5024*a*b^2*g^2*p*q^2*x^3+9756*a*b^2*g^2*p*q*r*x^3 +3696*a*b^2*g^2*p*r^2*x^3+1688*a*b^2*g^2*q^3*x^3+4908*a*b^2*g^2*q^2*r*x^3+3696* a*b^2*g^2*q*r^2*x^3+660*a*b^2*g^2*r^3*x^3+424*a*b^2*g*p^4*x^3+1712*a*b^2*g*p^3* q*x^3+1482*a*b^2*g*p^3*r*x^3+2604*a*b^2*g*p^2*q^2*x^3+4506*a*b^2*g*p^2*q*r*x^3+ 1464*a*b^2*g*p^2*r^2*x^3+1768*a*b^2*g*p*q^3*x^3+4584*a*b^2*g*p*q^2*r*x^3+2976*a *b^2*g*p*q*r^2*x^3+420*a*b^2*g*p*r^3*x^3+452*a*b^2*g*q^4*x^3+1560*a*b^2*g*q^3*r *x^3+1512*a*b^2*g*q^2*r^2*x^3+420*a*b^2*g*q*r^3*x^3+36*a*b^2*p^5*x^3+180*a*b^2* p^4*q*x^3+144*a*b^2*p^4*r*x^3+360*a*b^2*p^3*q^2*x^3+576*a*b^2*p^3*q*r*x^3+168*a *b^2*p^3*r^2*x^3+360*a*b^2*p^2*q^3*x^3+864*a*b^2*p^2*q^2*r*x^3+504*a*b^2*p^2*q* r^2*x^3+60*a*b^2*p^2*r^3*x^3+180*a*b^2*p*q^4*x^3+576*a*b^2*p*q^3*r*x^3+504*a*b^ 2*p*q^2*r^2*x^3+120*a*b^2*p*q*r^3*x^3+36*a*b^2*q^5*x^3+144*a*b^2*q^4*r*x^3+168* a*b^2*q^3*r^2*x^3+60*a*b^2*q^2*r^3*x^3+2816*a*b*c^6*x^3+13824*a*b*c^5*g*x^3+ 6144*a*b*c^5*p*x^3+6144*a*b*c^5*q*x^3+5760*a*b*c^5*r*x^3+23680*a*b*c^4*g^2*x^3+ 25664*a*b*c^4*g*p*x^3+25664*a*b*c^4*g*q*x^3+24864*a*b*c^4*g*r*x^3+5472*a*b*c^4* p^2*x^3+10752*a*b*c^4*p*q*x^3+9792*a*b*c^4*p*r*x^3+5472*a*b*c^4*q^2*x^3+9792*a* b*c^4*q*r*x^3+3456*a*b*c^4*r^2*x^3+18304*a*b*c^3*g^3*x^3+36160*a*b*c^3*g^2*p*x^ 3+36160*a*b*c^3*g^2*q*x^3+36624*a*b*c^3*g^2*r*x^3+18592*a*b*c^3*g*p^2*x^3+36928 *a*b*c^3*g*p*q*x^3+34560*a*b*c^3*g*p*r*x^3+18592*a*b*c^3*g*q^2*x^3+34560*a*b*c^ 3*g*q*r*x^3+12736*a*b*c^3*g*r^2*x^3+2544*a*b*c^3*p^3*x^3+7344*a*b*c^3*p^2*q*x^3 +6480*a*b*c^3*p^2*r*x^3+7344*a*b*c^3*p*q^2*x^3+12672*a*b*c^3*p*q*r*x^3+4224*a*b *c^3*p*r^2*x^3+2544*a*b*c^3*q^3*x^3+6480*a*b*c^3*q^2*r*x^3+4224*a*b*c^3*q*r^2*x ^3+640*a*b*c^3*r^3*x^3+6576*a*b*c^2*g^4*x^3+21776*a*b*c^2*g^3*p*x^3+21776*a*b*c ^2*g^3*q*x^3+23544*a*b*c^2*g^3*r*x^3+20184*a*b*c^2*g^2*p^2*x^3+40288*a*b*c^2*g^ 2*p*q*x^3+39264*a*b*c^2*g^2*p*r*x^3+20184*a*b*c^2*g^2*q^2*x^3+39264*a*b*c^2*g^2 *q*r*x^3+15264*a*b*c^2*g^2*r^2*x^3+6552*a*b*c^2*g*p^3*x^3+19352*a*b*c^2*g*p^2*q *x^3+17388*a*b*c^2*g*p^2*r*x^3+19352*a*b*c^2*g*p*q^2*x^3+34512*a*b*c^2*g*p*q*r* x^3+11904*a*b*c^2*g*p*r^2*x^3+6552*a*b*c^2*g*q^3*x^3+17388*a*b*c^2*g*q^2*r*x^3+ 11904*a*b*c^2*g*q*r^2*x^3+1920*a*b*c^2*g*r^3*x^3+648*a*b*c^2*p^4*x^3+2448*a*b*c ^2*p^3*q*x^3+2088*a*b*c^2*p^3*r*x^3+3600*a*b*c^2*p^2*q^2*x^3+5976*a*b*c^2*p^2*q *r*x^3+1872*a*b*c^2*p^2*r^2*x^3+2448*a*b*c^2*p*q^3*x^3+5976*a*b*c^2*p*q^2*r*x^3 +3648*a*b*c^2*p*q*r^2*x^3+480*a*b*c^2*p*r^3*x^3+648*a*b*c^2*q^4*x^3+2088*a*b*c^ 2*q^3*r*x^3+1872*a*b*c^2*q^2*r^2*x^3+480*a*b*c^2*q*r^3*x^3+896*a*b*c*g^5*x^3+ 5568*a*b*c*g^4*p*x^3+5568*a*b*c*g^4*q*x^3+6708*a*b*c*g^4*r*x^3+8408*a*b*c*g^3*p ^2*x^3+16816*a*b*c*g^3*p*q*x^3+17412*a*b*c*g^3*p*r*x^3+8408*a*b*c*g^3*q^2*x^3+ 17412*a*b*c*g^3*q*r*x^3+7248*a*b*c*g^3*r^2*x^3+4864*a*b*c*g^2*p^3*x^3+14512*a*b *c*g^2*p^2*q*x^3+13506*a*b*c*g^2*p^2*r*x^3+14512*a*b*c*g^2*p*q^2*x^3+26952*a*b* c*g^2*p*q*r*x^3+9744*a*b*c*g^2*p*r^2*x^3+4864*a*b*c*g^2*q^3*x^3+13506*a*b*c*g^2 *q^2*r*x^3+9744*a*b*c*g^2*q*r^2*x^3+1680*a*b*c*g^2*r^3*x^3+1120*a*b*c*g*p^4*x^3 +4368*a*b*c*g*p^3*q*x^3+3750*a*b*c*g*p^3*r*x^3+6496*a*b*c*g*p^2*q^2*x^3+11046*a *b*c*g*p^2*q*r*x^3+3528*a*b*c*g*p^2*r^2*x^3+4368*a*b*c*g*p*q^3*x^3+11046*a*b*c* g*p*q^2*r*x^3+7008*a*b*c*g*p*q*r^2*x^3+960*a*b*c*g*p*r^3*x^3+1120*a*b*c*g*q^4*x ^3+3750*a*b*c*g*q^3*r*x^3+3528*a*b*c*g*q^2*r^2*x^3+960*a*b*c*g*q*r^3*x^3+84*a*b *c*p^5*x^3+396*a*b*c*p^4*q*x^3+324*a*b*c*p^4*r*x^3+768*a*b*c*p^3*q^2*x^3+1224*a *b*c*p^3*q*r*x^3+360*a*b*c*p^3*r^2*x^3+768*a*b*c*p^2*q^3*x^3+1800*a*b*c*p^2*q^2 *r*x^3+1032*a*b*c*p^2*q*r^2*x^3+120*a*b*c*p^2*r^3*x^3+396*a*b*c*p*q^4*x^3+1224* a*b*c*p*q^3*r*x^3+1032*a*b*c*p*q^2*r^2*x^3+240*a*b*c*p*q*r^3*x^3+84*a*b*c*q^5*x ^3+324*a*b*c*q^4*r*x^3+360*a*b*c*q^3*r^2*x^3+120*a*b*c*q^2*r^3*x^3+448*a*b*g^5* p*x^3+448*a*b*g^5*q*x^3+672*a*b*g^5*r*x^3+1140*a*b*g^4*p^2*x^3+2280*a*b*g^4*p*q *x^3+2598*a*b*g^4*p*r*x^3+1140*a*b*g^4*q^2*x^3+2598*a*b*g^4*q*r*x^3+1184*a*b*g^ 4*r^2*x^3+1048*a*b*g^3*p^3*x^3+3144*a*b*g^3*p^2*q*x^3+3090*a*b*g^3*p^2*r*x^3+ 3144*a*b*g^3*p*q^2*x^3+6180*a*b*g^3*p*q*r*x^3+2376*a*b*g^3*p*r^2*x^3+1048*a*b*g ^3*q^3*x^3+3090*a*b*g^3*q^2*r*x^3+2376*a*b*g^3*q*r^2*x^3+440*a*b*g^3*r^3*x^3+ 426*a*b*g^2*p^4*x^3+1684*a*b*g^2*p^3*q*x^3+1485*a*b*g^2*p^3*r*x^3+2516*a*b*g^2* p^2*q^2*x^3+4425*a*b*g^2*p^2*q*r*x^3+1464*a*b*g^2*p^2*r^2*x^3+1684*a*b*g^2*p*q^ 3*x^3+4425*a*b*g^2*p*q^2*r*x^3+2928*a*b*g^2*p*q*r^2*x^3+420*a*b*g^2*p*r^3*x^3+ 426*a*b*g^2*q^4*x^3+1485*a*b*g^2*q^3*r*x^3+1464*a*b*g^2*q^2*r^2*x^3+420*a*b*g^2 *q*r^3*x^3+74*a*b*g*p^5*x^3+358*a*b*g*p^4*q*x^3+294*a*b*g*p^4*r*x^3+704*a*b*g*p ^3*q^2*x^3+1140*a*b*g*p^3*q*r*x^3+340*a*b*g*p^3*r^2*x^3+704*a*b*g*p^2*q^3*x^3+ 1692*a*b*g*p^2*q^2*r*x^3+996*a*b*g*p^2*q*r^2*x^3+120*a*b*g*p^2*r^3*x^3+358*a*b* g*p*q^4*x^3+1140*a*b*g*p*q^3*r*x^3+996*a*b*g*p*q^2*r^2*x^3+240*a*b*g*p*q*r^3*x^ 3+74*a*b*g*q^5*x^3+294*a*b*g*q^4*r*x^3+340*a*b*g*q^3*r^2*x^3+120*a*b*g*q^2*r^3* x^3+4*a*b*p^6*x^3+24*a*b*p^5*q*x^3+18*a*b*p^5*r*x^3+60*a*b*p^4*q^2*x^3+90*a*b*p ^4*q*r*x^3+24*a*b*p^4*r^2*x^3+80*a*b*p^3*q^3*x^3+180*a*b*p^3*q^2*r*x^3+96*a*b*p ^3*q*r^2*x^3+10*a*b*p^3*r^3*x^3+60*a*b*p^2*q^4*x^3+180*a*b*p^2*q^3*r*x^3+144*a* b*p^2*q^2*r^2*x^3+30*a*b*p^2*q*r^3*x^3+24*a*b*p*q^5*x^3+90*a*b*p*q^4*r*x^3+96*a *b*p*q^3*r^2*x^3+30*a*b*p*q^2*r^3*x^3+4*a*b*q^6*x^3+18*a*b*q^5*r*x^3+24*a*b*q^4 *r^2*x^3+10*a*b*q^3*r^3*x^3+256*a*c^7*x^3+2304*a*c^6*g*x^3+768*a*c^6*p*x^3+512* a*c^6*q*x^3+576*a*c^6*r*x^3+6016*a*c^5*g^2*x^3+5376*a*c^5*g*p*x^3+4736*a*c^5*g* q*x^3+4704*a*c^5*g*r*x^3+960*a*c^5*p^2*x^3+1280*a*c^5*p*q*x^3+1440*a*c^5*p*r*x^ 3+384*a*c^5*q^2*x^3+864*a*c^5*q*r*x^3+384*a*c^5*r^2*x^3+6912*a*c^4*g^3*x^3+ 11584*a*c^4*g^2*p*x^3+11008*a*c^4*g^2*q*x^3+10896*a*c^4*g^2*r*x^3+5136*a*c^4*g* p^2*x^3+8832*a*c^4*g*p*q*x^3+8688*a*c^4*g*p*r*x^3+3888*a*c^4*g*q^2*x^3+7440*a*c ^4*g*q*r*x^3+2816*a*c^4*g*r^2*x^3+640*a*c^4*p^3*x^3+1280*a*c^4*p^2*q*x^3+1440*a *c^4*p^2*r*x^3+768*a*c^4*p*q^2*x^3+1728*a*c^4*p*q*r*x^3+768*a*c^4*p*r^2*x^3+128 *a*c^4*q^3*x^3+432*a*c^4*q^2*r*x^3+384*a*c^4*q*r^2*x^3+80*a*c^4*r^3*x^3+3984*a* c^3*g^4*x^3+10784*a*c^3*g^3*p*x^3+10560*a*c^3*g^3*q*x^3+10776*a*c^3*g^3*r*x^3+ 8752*a*c^3*g^2*p^2*x^3+16416*a*c^3*g^2*p*q*x^3+15840*a*c^3*g^2*p*r*x^3+7808*a*c ^3*g^2*q^2*x^3+14928*a*c^3*g^2*q*r*x^3+5632*a*c^3*g^2*r^2*x^3+2552*a*c^3*g*p^3* x^3+6424*a*c^3*g*p^2*q*x^3+6264*a*c^3*g*p^2*r*x^3+5496*a*c^3*g*p*q^2*x^3+10368* a*c^3*g*p*q*r*x^3+3840*a*c^3*g*p*r^2*x^3+1624*a*c^3*g*q^3*x^3+4416*a*c^3*g*q^2* r*x^3+3136*a*c^3*g*q*r^2*x^3+520*a*c^3*g*r^3*x^3+240*a*c^3*p^4*x^3+640*a*c^3*p^ 3*q*x^3+720*a*c^3*p^3*r*x^3+576*a*c^3*p^2*q^2*x^3+1296*a*c^3*p^2*q*r*x^3+576*a* c^3*p^2*r^2*x^3+192*a*c^3*p*q^3*x^3+648*a*c^3*p*q^2*r*x^3+576*a*c^3*p*q*r^2*x^3 +120*a*c^3*p*r^3*x^3+16*a*c^3*q^4*x^3+72*a*c^3*q^3*r*x^3+96*a*c^3*q^2*r^2*x^3+ 40*a*c^3*q*r^3*x^3+1136*a*c^2*g^5*x^3+4800*a*c^2*g^4*p*x^3+4768*a*c^2*g^4*q*x^3 +5160*a*c^2*g^4*r*x^3+6180*a*c^2*g^3*p^2*x^3+12032*a*c^2*g^3*p*q*x^3+11868*a*c^ 2*g^3*p*r*x^3+5884*a*c^2*g^3*q^2*x^3+11604*a*c^2*g^3*q*r*x^3+4544*a*c^2*g^3*r^2 *x^3+3232*a*c^2*g^2*p^3*x^3+8952*a*c^2*g^2*p^2*q*x^3+8406*a*c^2*g^2*p^2*r*x^3+ 8392*a*c^2*g^2*p*q^2*x^3+15552*a*c^2*g^2*p*q*r*x^3+5584*a*c^2*g^2*p*r^2*x^3+ 2672*a*c^2*g^2*q^3*x^3+7314*a*c^2*g^2*q^2*r*x^3+5200*a*c^2*g^2*q*r^2*x^3+860*a* c^2*g^2*r^3*x^3+684*a*c^2*g*p^4*x^3+2248*a*c^2*g*p^3*q*x^3+2172*a*c^2*g*p^3*r*x ^3+2808*a*c^2*g*p^2*q^2*x^3+5220*a*c^2*g*p^2*q*r*x^3+1896*a*c^2*g*p^2*r^2*x^3+ 1608*a*c^2*g*p*q^3*x^3+4272*a*c^2*g*p*q^2*r*x^3+2944*a*c^2*g*p*q*r^2*x^3+460*a* c^2*g*p*r^3*x^3+364*a*c^2*g*q^4*x^3+1224*a*c^2*g*q^3*r*x^3+1176*a*c^2*g*q^2*r^2 *x^3+340*a*c^2*g*q*r^3*x^3+48*a*c^2*p^5*x^3+160*a*c^2*p^4*q*x^3+180*a*c^2*p^4*r *x^3+192*a*c^2*p^3*q^2*x^3+432*a*c^2*p^3*q*r*x^3+192*a*c^2*p^3*r^2*x^3+96*a*c^2 *p^2*q^3*x^3+324*a*c^2*p^2*q^2*r*x^3+288*a*c^2*p^2*q*r^2*x^3+60*a*c^2*p^2*r^3*x ^3+16*a*c^2*p*q^4*x^3+72*a*c^2*p*q^3*r*x^3+96*a*c^2*p*q^2*r^2*x^3+40*a*c^2*p*q* r^3*x^3+128*a*c*g^6*x^3+968*a*c*g^5*p*x^3+968*a*c*g^5*q*x^3+1164*a*c*g^5*r*x^3+ 1884*a*c*g^4*p^2*x^3+3736*a*c*g^4*p*q*x^3+3882*a*c*g^4*p*r*x^3+1852*a*c*g^4*q^2 *x^3+3858*a*c*g^4*q*r*x^3+1608*a*c*g^4*r^2*x^3+1538*a*c*g^3*p^3*x^3+4454*a*c*g^ 3*p^2*q*x^3+4227*a*c*g^3*p^2*r*x^3+4326*a*c*g^3*p*q^2*x^3+8196*a*c*g^3*p*q*r*x^ 3+3008*a*c*g^3*p*r^2*x^3+1410*a*c*g^3*q^3*x^3+3993*a*c*g^3*q^2*r*x^3+2944*a*c*g ^3*q*r^2*x^3+510*a*c*g^3*r^3*x^3+580*a*c*g^2*p^4*x^3+2104*a*c*g^2*p^3*q*x^3+ 1923*a*c*g^2*p^3*r*x^3+2908*a*c*g^2*p^2*q^2*x^3+5211*a*c*g^2*p^2*q*r*x^3+1780*a *c*g^2*p^2*r^2*x^3+1824*a*c*g^2*p*q^3*x^3+4797*a*c*g^2*p*q^2*r*x^3+3216*a*c*g^2 *p*q*r^2*x^3+470*a*c*g^2*p*r^3*x^3+440*a*c*g^2*q^4*x^3+1509*a*c*g^2*q^3*r*x^3+ 1476*a*c*g^2*q^2*r^2*x^3+430*a*c*g^2*q*r^3*x^3+90*a*c*g*p^5*x^3+366*a*c*g*p^4*q *x^3+348*a*c*g*p^4*r*x^3+600*a*c*g*p^3*q^2*x^3+1092*a*c*g*p^3*q*r*x^3+388*a*c*g *p^3*r^2*x^3+504*a*c*g*p^2*q^3*x^3+1302*a*c*g*p^2*q^2*r*x^3+868*a*c*g*p^2*q*r^2 *x^3+130*a*c*g*p^2*r^3*x^3+222*a*c*g*p*q^4*x^3+720*a*c*g*p*q^3*r*x^3+660*a*c*g* p*q^2*r^2*x^3+180*a*c*g*p*q*r^3*x^3+42*a*c*g*q^5*x^3+162*a*c*g*q^4*r*x^3+180*a* c*g*q^3*r^2*x^3+60*a*c*g*q^2*r^3*x^3+4*a*c*p^6*x^3+16*a*c*p^5*q*x^3+18*a*c*p^5* r*x^3+24*a*c*p^4*q^2*x^3+54*a*c*p^4*q*r*x^3+24*a*c*p^4*r^2*x^3+16*a*c*p^3*q^3*x ^3+54*a*c*p^3*q^2*r*x^3+48*a*c*p^3*q*r^2*x^3+10*a*c*p^3*r^3*x^3+4*a*c*p^2*q^4*x ^3+18*a*c*p^2*q^3*r*x^3+24*a*c*p^2*q^2*r^2*x^3+10*a*c*p^2*q*r^3*x^3+64*a*g^6*p* x^3+64*a*g^6*q*x^3+96*a*g^6*r*x^3+200*a*g^5*p^2*x^3+400*a*g^5*p*q*x^3+456*a*g^5 *p*r*x^3+200*a*g^5*q^2*x^3+456*a*g^5*q*r*x^3+208*a*g^5*r^2*x^3+240*a*g^4*p^3*x^ 3+712*a*g^4*p^2*q*x^3+705*a*g^4*p^2*r*x^3+704*a*g^4*p*q^2*x^3+1398*a*g^4*p*q*r* x^3+540*a*g^4*p*r^2*x^3+232*a*g^4*q^3*x^3+693*a*g^4*q^2*r*x^3+540*a*g^4*q*r^2*x ^3+100*a*g^4*r^3*x^3+140*a*g^3*p^4*x^3+534*a*g^3*p^3*q*x^3+486*a*g^3*p^3*r*x^3+ 770*a*g^3*p^2*q^2*x^3+1395*a*g^3*p^2*q*r*x^3+476*a*g^3*p^2*r^2*x^3+498*a*g^3*p* q^3*x^3+1344*a*g^3*p*q^2*r*x^3+920*a*g^3*p*q*r^2*x^3+135*a*g^3*p*r^3*x^3+122*a* g^3*q^4*x^3+435*a*g^3*q^3*r*x^3+444*a*g^3*q^2*r^2*x^3+135*a*g^3*q*r^3*x^3+40*a* g^2*p^5*x^3+178*a*g^2*p^4*q*x^3+159*a*g^2*p^4*r*x^3+322*a*g^2*p^3*q^2*x^3+558*a *g^2*p^3*q*r*x^3+184*a*g^2*p^3*r^2*x^3+298*a*g^2*p^2*q^3*x^3+750*a*g^2*p^2*q^2* r*x^3+476*a*g^2*p^2*q*r^2*x^3+65*a*g^2*p^2*r^3*x^3+142*a*g^2*p*q^4*x^3+462*a*g^ 2*p*q^3*r*x^3+420*a*g^2*p*q^2*r^2*x^3+110*a*g^2*p*q*r^3*x^3+28*a*g^2*q^5*x^3+ 111*a*g^2*q^4*r*x^3+128*a*g^2*q^3*r^2*x^3+45*a*g^2*q^2*r^3*x^3+4*a*g*p^6*x^3+20 *a*g*p^5*q*x^3+18*a*g*p^5*r*x^3+42*a*g*p^4*q^2*x^3+72*a*g*p^4*q*r*x^3+24*a*g*p^ 4*r^2*x^3+48*a*g*p^3*q^3*x^3+117*a*g*p^3*q^2*r*x^3+72*a*g*p^3*q*r^2*x^3+10*a*g* p^3*r^3*x^3+32*a*g*p^2*q^4*x^3+99*a*g*p^2*q^3*r*x^3+84*a*g*p^2*q^2*r^2*x^3+20*a *g*p^2*q*r^3*x^3+12*a*g*p*q^5*x^3+45*a*g*p*q^4*r*x^3+48*a*g*p*q^3*r^2*x^3+15*a* g*p*q^2*r^3*x^3+2*a*g*q^6*x^3+9*a*g*q^5*r*x^3+12*a*g*q^4*r^2*x^3+5*a*g*q^3*r^3* x^3+64*b^6*c*g*x^3+32*b^6*g*p*x^3+32*b^6*g*q*x^3+48*b^6*g*r*x^3+128*b^5*c^3*x^3 +640*b^5*c^2*g*x^3+128*b^5*c^2*p*x^3+128*b^5*c^2*q*x^3+96*b^5*c^2*r*x^3+320*b^5 *c*g^2*x^3+544*b^5*c*g*p*x^3+544*b^5*c*g*q*x^3+624*b^5*c*g*r*x^3+32*b^5*c*p^2*x ^3+64*b^5*c*p*q*x^3+48*b^5*c*p*r*x^3+32*b^5*c*q^2*x^3+48*b^5*c*q*r*x^3+160*b^5* g^2*p*x^3+160*b^5*g^2*q*x^3+240*b^5*g^2*r*x^3+112*b^5*g*p^2*x^3+224*b^5*g*p*q*x ^3+240*b^5*g*p*r*x^3+112*b^5*g*q^2*x^3+240*b^5*g*q*r*x^3+96*b^5*g*r^2*x^3+640*b ^4*c^4*x^3+2752*b^4*c^3*g*x^3+832*b^4*c^3*p*x^3+960*b^4*c^3*q*x^3+768*b^4*c^3*r *x^3+2528*b^4*c^2*g^2*x^3+3200*b^4*c^2*g*p*x^3+3264*b^4*c^2*g*q*x^3+3264*b^4*c^ 2*g*r*x^3+352*b^4*c^2*p^2*x^3+832*b^4*c^2*p*q*x^3+672*b^4*c^2*p*r*x^3+480*b^4*c ^2*q^2*x^3+768*b^4*c^2*q*r*x^3+192*b^4*c^2*r^2*x^3+656*b^4*c*g^3*x^3+2144*b^4*c *g^2*p*x^3+2144*b^4*c*g^2*q*x^3+2496*b^4*c*g^2*r*x^3+1184*b^4*c*g*p^2*x^3+2432* b^4*c*g*p*q*x^3+2352*b^4*c*g*p*r*x^3+1248*b^4*c*g*q^2*x^3+2400*b^4*c*g*q*r*x^3+ 864*b^4*c*g*r^2*x^3+48*b^4*c*p^3*x^3+176*b^4*c*p^2*q*x^3+144*b^4*c*p^2*r*x^3+ 208*b^4*c*p*q^2*x^3+336*b^4*c*p*q*r*x^3+96*b^4*c*p*r^2*x^3+80*b^4*c*q^3*x^3+192 *b^4*c*q^2*r*x^3+96*b^4*c*q*r^2*x^3+328*b^4*g^3*p*x^3+328*b^4*g^3*q*x^3+492*b^4 *g^3*r*x^3+440*b^4*g^2*p^2*x^3+880*b^4*g^2*p*q*x^3+960*b^4*g^2*p*r*x^3+440*b^4* g^2*q^2*x^3+960*b^4*g^2*q*r*x^3+400*b^4*g^2*r^2*x^3+136*b^4*g*p^3*x^3+424*b^4*g *p^2*q*x^3+396*b^4*g*p^2*r*x^3+440*b^4*g*p*q^2*x^3+816*b^4*g*p*q*r*x^3+288*b^4* g*p*r^2*x^3+152*b^4*g*q^3*x^3+420*b^4*g*q^2*r*x^3+288*b^4*g*q*r^2*x^3+40*b^4*g* r^3*x^3+1152*b^3*c^5*x^3+5632*b^3*c^4*g*x^3+1792*b^3*c^4*p*x^3+2304*b^3*c^4*q*x ^3+1824*b^3*c^4*r*x^3+7584*b^3*c^3*g^2*x^3+8224*b^3*c^3*g*p*x^3+8800*b^3*c^3*g* q*x^3+8208*b^3*c^3*g*r*x^3+992*b^3*c^3*p^2*x^3+2688*b^3*c^3*p*q*x^3+2064*b^3*c^ 3*p*r*x^3+1728*b^3*c^3*q^2*x^3+2736*b^3*c^3*q*r*x^3+768*b^3*c^3*r^2*x^3+3936*b^ 3*c^2*g^3*x^3+8928*b^3*c^2*g^2*p*x^3+9088*b^3*c^2*g^2*q*x^3+9408*b^3*c^2*g^2*r* x^3+4304*b^3*c^2*g*p^2*x^3+9280*b^3*c^2*g*p*q*x^3+8424*b^3*c^2*g*p*r*x^3+4992*b ^3*c^2*g*q^2*x^3+9000*b^3*c^2*g*q*r*x^3+3104*b^3*c^2*g*r^2*x^3+224*b^3*c^2*p^3* x^3+992*b^3*c^2*p^2*q*x^3+720*b^3*c^2*p^2*r*x^3+1344*b^3*c^2*p*q^2*x^3+2064*b^3 *c^2*p*q*r*x^3+576*b^3*c^2*p*r^2*x^3+576*b^3*c^2*q^3*x^3+1368*b^3*c^2*q^2*r*x^3 +768*b^3*c^2*q*r^2*x^3+80*b^3*c^2*r^3*x^3+704*b^3*c*g^4*x^3+3336*b^3*c*g^3*p*x^ 3+3336*b^3*c*g^3*q*x^3+3936*b^3*c*g^3*r*x^3+3384*b^3*c*g^2*p^2*x^3+6928*b^3*c*g ^2*p*q*x^3+6888*b^3*c*g^2*p*r*x^3+3544*b^3*c*g^2*q^2*x^3+7008*b^3*c*g^2*q*r*x^3 +2704*b^3*c*g^2*r^2*x^3+944*b^3*c*g*p^3*x^3+3072*b^3*c*g*p^2*q*x^3+2688*b^3*c*g *p^2*r*x^3+3328*b^3*c*g*p*q^2*x^3+5808*b^3*c*g*p*q*r*x^3+1936*b^3*c*g*p*r^2*x^3 +1200*b^3*c*g*q^3*x^3+3132*b^3*c*g*q^2*r*x^3+2032*b^3*c*g*q*r^2*x^3+280*b^3*c*g *r^3*x^3+16*b^3*c*p^4*x^3+112*b^3*c*p^3*q*x^3+72*b^3*c*p^3*r*x^3+248*b^3*c*p^2* q^2*x^3+360*b^3*c*p^2*q*r*x^3+96*b^3*c*p^2*r^2*x^3+224*b^3*c*p*q^3*x^3+516*b^3* c*p*q^2*r*x^3+288*b^3*c*p*q*r^2*x^3+40*b^3*c*p*r^3*x^3+72*b^3*c*q^4*x^3+228*b^3 *c*q^3*r*x^3+192*b^3*c*q^2*r^2*x^3+40*b^3*c*q*r^3*x^3+352*b^3*g^4*p*x^3+352*b^3 *g^4*q*x^3+528*b^3*g^4*r*x^3+684*b^3*g^3*p^2*x^3+1368*b^3*g^3*p*q*x^3+1518*b^3* g^3*p*r*x^3+684*b^3*g^3*q^2*x^3+1518*b^3*g^3*q*r*x^3+656*b^3*g^3*r^2*x^3+408*b^ 3*g^2*p^3*x^3+1264*b^3*g^2*p^2*q*x^3+1200*b^3*g^2*p^2*r*x^3+1304*b^3*g^2*p*q^2* x^3+2460*b^3*g^2*p*q*r*x^3+896*b^3*g^2*p*r^2*x^3+448*b^3*g^2*q^3*x^3+1260*b^3*g ^2*q^2*r*x^3+896*b^3*g^2*q*r^2*x^3+140*b^3*g^2*r^3*x^3+72*b^3*g*p^4*x^3+312*b^3 *g*p^3*q*x^3+258*b^3*g*p^3*r*x^3+508*b^3*g*p^2*q^2*x^3+846*b^3*g*p^2*q*r*x^3+ 264*b^3*g*p^2*r^2*x^3+368*b^3*g*p*q^3*x^3+924*b^3*g*p*q^2*r*x^3+576*b^3*g*p*q*r ^2*x^3+80*b^3*g*p*r^3*x^3+100*b^3*g*q^4*x^3+336*b^3*g*q^3*r*x^3+312*b^3*g*q^2*r ^2*x^3+80*b^3*g*q*r^3*x^3+896*b^2*c^6*x^3+5504*b^2*c^5*g*x^3+1600*b^2*c^5*p*x^3 +2240*b^2*c^5*q*x^3+1728*b^2*c^5*r*x^3+10240*b^2*c^4*g^2*x^3+9632*b^2*c^4*g*p*x ^3+10784*b^2*c^4*g*q*x^3+9648*b^2*c^4*g*r*x^3+1056*b^2*c^4*p^2*x^3+3200*b^2*c^4 *p*q*x^3+2304*b^2*c^4*p*r*x^3+2240*b^2*c^4*q^2*x^3+3456*b^2*c^4*q*r*x^3+960*b^2 *c^4*r^2*x^3+8224*b^2*c^3*g^3*x^3+15344*b^2*c^3*g^2*p*x^3+16016*b^2*c^3*g^2*q*x ^3+15576*b^2*c^3*g^2*r*x^3+6448*b^2*c^3*g*p^2*x^3+14560*b^2*c^3*g*p*q*x^3+12600 *b^2*c^3*g*p*r*x^3+8240*b^2*c^3*g*q^2*x^3+14280*b^2*c^3*g*q*r*x^3+4768*b^2*c^3* g*r^2*x^3+304*b^2*c^3*p^3*x^3+1584*b^2*c^3*p^2*q*x^3+1008*b^2*c^3*p^2*r*x^3+ 2400*b^2*c^3*p*q^2*x^3+3456*b^2*c^3*p*q*r*x^3+864*b^2*c^3*p*r^2*x^3+1120*b^2*c^ 3*q^3*x^3+2592*b^2*c^3*q^2*r*x^3+1440*b^2*c^3*q*r^2*x^3+160*b^2*c^3*r^3*x^3+ 3016*b^2*c^2*g^4*x^3+9752*b^2*c^2*g^3*p*x^3+9880*b^2*c^2*g^3*q*x^3+10452*b^2*c^ 2*g^3*r*x^3+8336*b^2*c^2*g^2*p^2*x^3+17488*b^2*c^2*g^2*p*q*x^3+16428*b^2*c^2*g^ 2*p*r*x^3+9192*b^2*c^2*g^2*q^2*x^3+17172*b^2*c^2*g^2*q*r*x^3+6320*b^2*c^2*g^2*r ^2*x^3+2048*b^2*c^2*g*p^3*x^3+6976*b^2*c^2*g*p^2*q*x^3+5772*b^2*c^2*g*p^2*r*x^3 +7960*b^2*c^2*g*p*q^2*x^3+13272*b^2*c^2*g*p*q*r*x^3+4208*b^2*c^2*g*p*r^2*x^3+ 3032*b^2*c^2*g*q^3*x^3+7632*b^2*c^2*g*q^2*r*x^3+4816*b^2*c^2*g*q*r^2*x^3+680*b^ 2*c^2*g*r^3*x^3+32*b^2*c^2*p^4*x^3+304*b^2*c^2*p^3*q*x^3+144*b^2*c^2*p^3*r*x^3+ 792*b^2*c^2*p^2*q^2*x^3+1008*b^2*c^2*p^2*q*r*x^3+192*b^2*c^2*p^2*r^2*x^3+800*b^ 2*c^2*p*q^3*x^3+1728*b^2*c^2*p*q^2*r*x^3+864*b^2*c^2*p*q*r^2*x^3+80*b^2*c^2*p*r ^3*x^3+280*b^2*c^2*q^4*x^3+864*b^2*c^2*q^3*r*x^3+720*b^2*c^2*q^2*r^2*x^3+160*b^ 2*c^2*q*r^3*x^3+416*b^2*c*g^5*x^3+2560*b^2*c*g^4*p*x^3+2560*b^2*c*g^4*q*x^3+ 3054*b^2*c*g^4*r*x^3+3740*b^2*c*g^3*p^2*x^3+7608*b^2*c*g^3*p*q*x^3+7722*b^2*c*g ^3*p*r*x^3+3868*b^2*c*g^3*q^2*x^3+7818*b^2*c*g^3*q*r*x^3+3144*b^2*c*g^3*r^2*x^3 +1932*b^2*c*g^2*p^3*x^3+6108*b^2*c*g^2*p^2*q*x^3+5490*b^2*c*g^2*p^2*r*x^3+6460* b^2*c*g^2*p*q^2*x^3+11580*b^2*c*g^2*p*q*r*x^3+4024*b^2*c*g^2*p*r^2*x^3+2284*b^2 *c*g^2*q^3*x^3+6120*b^2*c*g^2*q^2*r*x^3+4184*b^2*c*g^2*q*r^2*x^3+660*b^2*c*g^2* r^3*x^3+308*b^2*c*g*p^4*x^3+1392*b^2*c*g*p^3*q*x^3+1086*b^2*c*g*p^3*r*x^3+2384* b^2*c*g*p^2*q^2*x^3+3774*b^2*c*g*p^2*q*r*x^3+1104*b^2*c*g*p^2*r^2*x^3+1824*b^2* c*g*p*q^3*x^3+4392*b^2*c*g*p*q^2*r*x^3+2608*b^2*c*g*p*q*r^2*x^3+340*b^2*c*g*p*r ^3*x^3+524*b^2*c*g*q^4*x^3+1704*b^2*c*g*q^3*r*x^3+1528*b^2*c*g*q^2*r^2*x^3+380* b^2*c*g*q*r^3*x^3+16*b^2*c*p^4*q*x^3+76*b^2*c*p^3*q^2*x^3+72*b^2*c*p^3*q*r*x^3+ 132*b^2*c*p^2*q^3*x^3+252*b^2*c*p^2*q^2*r*x^3+96*b^2*c*p^2*q*r^2*x^3+100*b^2*c* p*q^4*x^3+288*b^2*c*p*q^3*r*x^3+216*b^2*c*p*q^2*r^2*x^3+40*b^2*c*p*q*r^3*x^3+28 *b^2*c*q^5*x^3+108*b^2*c*q^4*r*x^3+120*b^2*c*q^3*r^2*x^3+40*b^2*c*q^2*r^3*x^3+ 208*b^2*g^5*p*x^3+208*b^2*g^5*q*x^3+312*b^2*g^5*r*x^3+526*b^2*g^4*p^2*x^3+1052* b^2*g^4*p*q*x^3+1185*b^2*g^4*p*r*x^3+526*b^2*g^4*q^2*x^3+1185*b^2*g^4*q*r*x^3+ 528*b^2*g^4*r^2*x^3+460*b^2*g^3*p^3*x^3+1412*b^2*g^3*p^2*q*x^3+1365*b^2*g^3*p^2 *r*x^3+1444*b^2*g^3*p*q^2*x^3+2778*b^2*g^3*p*q*r*x^3+1044*b^2*g^3*p*r^2*x^3+492 *b^2*g^3*q^3*x^3+1413*b^2*g^3*q^2*r*x^3+1044*b^2*g^3*q*r^2*x^3+180*b^2*g^3*r^3* x^3+160*b^2*g^2*p^4*x^3+676*b^2*g^2*p^3*q*x^3+573*b^2*g^2*p^3*r*x^3+1078*b^2*g^ 2*p^2*q^2*x^3+1833*b^2*g^2*p^2*q*r*x^3+588*b^2*g^2*p^2*r^2*x^3+768*b^2*g^2*p*q^ 3*x^3+1962*b^2*g^2*p*q^2*r*x^3+1256*b^2*g^2*p*q*r^2*x^3+180*b^2*g^2*p*r^3*x^3+ 206*b^2*g^2*q^4*x^3+702*b^2*g^2*q^3*r*x^3+668*b^2*g^2*q^2*r^2*x^3+180*b^2*g^2*q *r^3*x^3+18*b^2*g*p^5*x^3+98*b^2*g*p^4*q*x^3+72*b^2*g*p^4*r*x^3+218*b^2*g*p^3*q ^2*x^3+324*b^2*g*p^3*q*r*x^3+84*b^2*g*p^3*r^2*x^3+246*b^2*g*p^2*q^3*x^3+558*b^2 *g*p^2*q^2*r*x^3+300*b^2*g*p^2*q*r^2*x^3+30*b^2*g*p^2*r^3*x^3+140*b^2*g*p*q^4*x ^3+432*b^2*g*p*q^3*r*x^3+360*b^2*g*p*q^2*r^2*x^3+80*b^2*g*p*q*r^3*x^3+32*b^2*g* q^5*x^3+126*b^2*g*q^4*r*x^3+144*b^2*g*q^3*r^2*x^3+50*b^2*g*q^2*r^3*x^3+256*b*c^ 7*x^3+2304*b*c^6*g*x^3+512*b*c^6*p*x^3+768*b*c^6*q*x^3+576*b*c^6*r*x^3+6016*b*c ^5*g^2*x^3+4736*b*c^5*g*p*x^3+5376*b*c^5*g*q*x^3+4704*b*c^5*g*r*x^3+384*b*c^5*p ^2*x^3+1280*b*c^5*p*q*x^3+864*b*c^5*p*r*x^3+960*b*c^5*q^2*x^3+1440*b*c^5*q*r*x^ 3+384*b*c^5*r^2*x^3+6912*b*c^4*g^3*x^3+11008*b*c^4*g^2*p*x^3+11584*b*c^4*g^2*q* x^3+10896*b*c^4*g^2*r*x^3+3888*b*c^4*g*p^2*x^3+8832*b*c^4*g*p*q*x^3+7440*b*c^4* g*p*r*x^3+5136*b*c^4*g*q^2*x^3+8688*b*c^4*g*q*r*x^3+2816*b*c^4*g*r^2*x^3+128*b* c^4*p^3*x^3+768*b*c^4*p^2*q*x^3+432*b*c^4*p^2*r*x^3+1280*b*c^4*p*q^2*x^3+1728*b *c^4*p*q*r*x^3+384*b*c^4*p*r^2*x^3+640*b*c^4*q^3*x^3+1440*b*c^4*q^2*r*x^3+768*b *c^4*q*r^2*x^3+80*b*c^4*r^3*x^3+3984*b*c^3*g^4*x^3+10560*b*c^3*g^3*p*x^3+10784* b*c^3*g^3*q*x^3+10776*b*c^3*g^3*r*x^3+7808*b*c^3*g^2*p^2*x^3+16416*b*c^3*g^2*p* q*x^3+14928*b*c^3*g^2*p*r*x^3+8752*b*c^3*g^2*q^2*x^3+15840*b*c^3*g^2*q*r*x^3+ 5632*b*c^3*g^2*r^2*x^3+1624*b*c^3*g*p^3*x^3+5496*b*c^3*g*p^2*q*x^3+4416*b*c^3*g *p^2*r*x^3+6424*b*c^3*g*p*q^2*x^3+10368*b*c^3*g*p*q*r*x^3+3136*b*c^3*g*p*r^2*x^ 3+2552*b*c^3*g*q^3*x^3+6264*b*c^3*g*q^2*r*x^3+3840*b*c^3*g*q*r^2*x^3+520*b*c^3* g*r^3*x^3+16*b*c^3*p^4*x^3+192*b*c^3*p^3*q*x^3+72*b*c^3*p^3*r*x^3+576*b*c^3*p^2 *q^2*x^3+648*b*c^3*p^2*q*r*x^3+96*b*c^3*p^2*r^2*x^3+640*b*c^3*p*q^3*x^3+1296*b* c^3*p*q^2*r*x^3+576*b*c^3*p*q*r^2*x^3+40*b*c^3*p*r^3*x^3+240*b*c^3*q^4*x^3+720* b*c^3*q^3*r*x^3+576*b*c^3*q^2*r^2*x^3+120*b*c^3*q*r^3*x^3+1136*b*c^2*g^5*x^3+ 4768*b*c^2*g^4*p*x^3+4800*b*c^2*g^4*q*x^3+5160*b*c^2*g^4*r*x^3+5884*b*c^2*g^3*p ^2*x^3+12032*b*c^2*g^3*p*q*x^3+11604*b*c^2*g^3*p*r*x^3+6180*b*c^2*g^3*q^2*x^3+ 11868*b*c^2*g^3*q*r*x^3+4544*b*c^2*g^3*r^2*x^3+2672*b*c^2*g^2*p^3*x^3+8392*b*c^ 2*g^2*p^2*q*x^3+7314*b*c^2*g^2*p^2*r*x^3+8952*b*c^2*g^2*p*q^2*x^3+15552*b*c^2*g ^2*p*q*r*x^3+5200*b*c^2*g^2*p*r^2*x^3+3232*b*c^2*g^2*q^3*x^3+8406*b*c^2*g^2*q^2 *r*x^3+5584*b*c^2*g^2*q*r^2*x^3+860*b*c^2*g^2*r^3*x^3+364*b*c^2*g*p^4*x^3+1608* b*c^2*g*p^3*q*x^3+1224*b*c^2*g*p^3*r*x^3+2808*b*c^2*g*p^2*q^2*x^3+4272*b*c^2*g* p^2*q*r*x^3+1176*b*c^2*g*p^2*r^2*x^3+2248*b*c^2*g*p*q^3*x^3+5220*b*c^2*g*p*q^2* r*x^3+2944*b*c^2*g*p*q*r^2*x^3+340*b*c^2*g*p*r^3*x^3+684*b*c^2*g*q^4*x^3+2172*b *c^2*g*q^3*r*x^3+1896*b*c^2*g*q^2*r^2*x^3+460*b*c^2*g*q*r^3*x^3+16*b*c^2*p^4*q* x^3+96*b*c^2*p^3*q^2*x^3+72*b*c^2*p^3*q*r*x^3+192*b*c^2*p^2*q^3*x^3+324*b*c^2*p ^2*q^2*r*x^3+96*b*c^2*p^2*q*r^2*x^3+160*b*c^2*p*q^4*x^3+432*b*c^2*p*q^3*r*x^3+ 288*b*c^2*p*q^2*r^2*x^3+40*b*c^2*p*q*r^3*x^3+48*b*c^2*q^5*x^3+180*b*c^2*q^4*r*x ^3+192*b*c^2*q^3*r^2*x^3+60*b*c^2*q^2*r^3*x^3+128*b*c*g^6*x^3+968*b*c*g^5*p*x^3 +968*b*c*g^5*q*x^3+1164*b*c*g^5*r*x^3+1852*b*c*g^4*p^2*x^3+3736*b*c*g^4*p*q*x^3 +3858*b*c*g^4*p*r*x^3+1884*b*c*g^4*q^2*x^3+3882*b*c*g^4*q*r*x^3+1608*b*c*g^4*r^ 2*x^3+1410*b*c*g^3*p^3*x^3+4326*b*c*g^3*p^2*q*x^3+3993*b*c*g^3*p^2*r*x^3+4454*b *c*g^3*p*q^2*x^3+8196*b*c*g^3*p*q*r*x^3+2944*b*c*g^3*p*r^2*x^3+1538*b*c*g^3*q^3 *x^3+4227*b*c*g^3*q^2*r*x^3+3008*b*c*g^3*q*r^2*x^3+510*b*c*g^3*r^3*x^3+440*b*c* g^2*p^4*x^3+1824*b*c*g^2*p^3*q*x^3+1509*b*c*g^2*p^3*r*x^3+2908*b*c*g^2*p^2*q^2* x^3+4797*b*c*g^2*p^2*q*r*x^3+1476*b*c*g^2*p^2*r^2*x^3+2104*b*c*g^2*p*q^3*x^3+ 5211*b*c*g^2*p*q^2*r*x^3+3216*b*c*g^2*p*q*r^2*x^3+430*b*c*g^2*p*r^3*x^3+580*b*c *g^2*q^4*x^3+1923*b*c*g^2*q^3*r*x^3+1780*b*c*g^2*q^2*r^2*x^3+470*b*c*g^2*q*r^3* x^3+42*b*c*g*p^5*x^3+222*b*c*g*p^4*q*x^3+162*b*c*g*p^4*r*x^3+504*b*c*g*p^3*q^2* x^3+720*b*c*g*p^3*q*r*x^3+180*b*c*g*p^3*r^2*x^3+600*b*c*g*p^2*q^3*x^3+1302*b*c* g*p^2*q^2*r*x^3+660*b*c*g*p^2*q*r^2*x^3+60*b*c*g*p^2*r^3*x^3+366*b*c*g*p*q^4*x^ 3+1092*b*c*g*p*q^3*r*x^3+868*b*c*g*p*q^2*r^2*x^3+180*b*c*g*p*q*r^3*x^3+90*b*c*g *q^5*x^3+348*b*c*g*q^4*r*x^3+388*b*c*g*q^3*r^2*x^3+130*b*c*g*q^2*r^3*x^3+4*b*c* p^4*q^2*x^3+16*b*c*p^3*q^3*x^3+18*b*c*p^3*q^2*r*x^3+24*b*c*p^2*q^4*x^3+54*b*c*p ^2*q^3*r*x^3+24*b*c*p^2*q^2*r^2*x^3+16*b*c*p*q^5*x^3+54*b*c*p*q^4*r*x^3+48*b*c* p*q^3*r^2*x^3+10*b*c*p*q^2*r^3*x^3+4*b*c*q^6*x^3+18*b*c*q^5*r*x^3+24*b*c*q^4*r^ 2*x^3+10*b*c*q^3*r^3*x^3+64*b*g^6*p*x^3+64*b*g^6*q*x^3+96*b*g^6*r*x^3+200*b*g^5 *p^2*x^3+400*b*g^5*p*q*x^3+456*b*g^5*p*r*x^3+200*b*g^5*q^2*x^3+456*b*g^5*q*r*x^ 3+208*b*g^5*r^2*x^3+232*b*g^4*p^3*x^3+704*b*g^4*p^2*q*x^3+693*b*g^4*p^2*r*x^3+ 712*b*g^4*p*q^2*x^3+1398*b*g^4*p*q*r*x^3+540*b*g^4*p*r^2*x^3+240*b*g^4*q^3*x^3+ 705*b*g^4*q^2*r*x^3+540*b*g^4*q*r^2*x^3+100*b*g^4*r^3*x^3+122*b*g^3*p^4*x^3+498 *b*g^3*p^3*q*x^3+435*b*g^3*p^3*r*x^3+770*b*g^3*p^2*q^2*x^3+1344*b*g^3*p^2*q*r*x ^3+444*b*g^3*p^2*r^2*x^3+534*b*g^3*p*q^3*x^3+1395*b*g^3*p*q^2*r*x^3+920*b*g^3*p *q*r^2*x^3+135*b*g^3*p*r^3*x^3+140*b*g^3*q^4*x^3+486*b*g^3*q^3*r*x^3+476*b*g^3* q^2*r^2*x^3+135*b*g^3*q*r^3*x^3+28*b*g^2*p^5*x^3+142*b*g^2*p^4*q*x^3+111*b*g^2* p^4*r*x^3+298*b*g^2*p^3*q^2*x^3+462*b*g^2*p^3*q*r*x^3+128*b*g^2*p^3*r^2*x^3+322 *b*g^2*p^2*q^3*x^3+750*b*g^2*p^2*q^2*r*x^3+420*b*g^2*p^2*q*r^2*x^3+45*b*g^2*p^2 *r^3*x^3+178*b*g^2*p*q^4*x^3+558*b*g^2*p*q^3*r*x^3+476*b*g^2*p*q^2*r^2*x^3+110* b*g^2*p*q*r^3*x^3+40*b*g^2*q^5*x^3+159*b*g^2*q^4*r*x^3+184*b*g^2*q^3*r^2*x^3+65 *b*g^2*q^2*r^3*x^3+2*b*g*p^6*x^3+12*b*g*p^5*q*x^3+9*b*g*p^5*r*x^3+32*b*g*p^4*q^ 2*x^3+45*b*g*p^4*q*r*x^3+12*b*g*p^4*r^2*x^3+48*b*g*p^3*q^3*x^3+99*b*g*p^3*q^2*r *x^3+48*b*g*p^3*q*r^2*x^3+5*b*g*p^3*r^3*x^3+42*b*g*p^2*q^4*x^3+117*b*g*p^2*q^3* r*x^3+84*b*g*p^2*q^2*r^2*x^3+15*b*g*p^2*q*r^3*x^3+20*b*g*p*q^5*x^3+72*b*g*p*q^4 *r*x^3+72*b*g*p*q^3*r^2*x^3+20*b*g*p*q^2*r^3*x^3+4*b*g*q^6*x^3+18*b*g*q^5*r*x^3 +24*b*g*q^4*r^2*x^3+10*b*g*q^3*r^3*x^3+256*c^7*g*x^3+1152*c^6*g^2*x^3+640*c^6*g *p*x^3+640*c^6*g*q*x^3+576*c^6*g*r*x^3+1920*c^5*g^3*x^3+2560*c^5*g^2*p*x^3+2560 *c^5*g^2*q*x^3+2400*c^5*g^2*r*x^3+672*c^5*g*p^2*x^3+1280*c^5*g*p*q*x^3+1152*c^5 *g*p*r*x^3+672*c^5*g*q^2*x^3+1152*c^5*g*q*r*x^3+384*c^5*g*r^2*x^3+1600*c^4*g^4* x^3+3648*c^4*g^3*p*x^3+3648*c^4*g^3*q*x^3+3552*c^4*g^3*r*x^3+2320*c^4*g^2*p^2*x ^3+4544*c^4*g^2*p*q*x^3+4176*c^4*g^2*p*r*x^3+2320*c^4*g^2*q^2*x^3+4176*c^4*g^2* q*r*x^3+1472*c^4*g^2*r^2*x^3+384*c^4*g*p^3*x^3+1024*c^4*g*p^2*q*x^3+936*c^4*g*p ^2*r*x^3+1024*c^4*g*p*q^2*x^3+1728*c^4*g*p*q*r*x^3+576*c^4*g*p*r^2*x^3+384*c^4* g*q^3*x^3+936*c^4*g*q^2*r*x^3+576*c^4*g*q*r^2*x^3+80*c^4*g*r^3*x^3+720*c^3*g^5* x^3+2496*c^3*g^4*p*x^3+2496*c^3*g^4*q*x^3+2544*c^3*g^4*r*x^3+2712*c^3*g^3*p^2*x ^3+5376*c^3*g^3*p*q*x^3+5088*c^3*g^3*p*r*x^3+2712*c^3*g^3*q^2*x^3+5088*c^3*g^3* q*r*x^3+1888*c^3*g^3*r^2*x^3+1096*c^3*g^2*p^3*x^3+3128*c^3*g^2*p^2*q*x^3+2820*c ^3*g^2*p^2*r*x^3+3128*c^3*g^2*p*q^2*x^3+5472*c^3*g^2*p*q*r*x^3+1856*c^3*g^2*p*r ^2*x^3+1096*c^3*g^2*q^3*x^3+2820*c^3*g^2*q^2*r*x^3+1856*c^3*g^2*q*r^2*x^3+280*c ^3*g^2*r^3*x^3+128*c^3*g*p^4*x^3+416*c^3*g*p^3*q*x^3+396*c^3*g*p^3*r*x^3+576*c^ 3*g*p^2*q^2*x^3+972*c^3*g*p^2*q*r*x^3+336*c^3*g*p^2*r^2*x^3+416*c^3*g*p*q^3*x^3 +972*c^3*g*p*q^2*r*x^3+576*c^3*g*p*q*r^2*x^3+80*c^3*g*p*r^3*x^3+128*c^3*g*q^4*x ^3+396*c^3*g*q^3*r*x^3+336*c^3*g*q^2*r^2*x^3+80*c^3*g*q*r^3*x^3+168*c^2*g^6*x^3 +872*c^2*g^5*p*x^3+872*c^2*g^5*q*x^3+948*c^2*g^5*r*x^3+1428*c^2*g^4*p^2*x^3+ 2848*c^2*g^4*p*q*x^3+2808*c^2*g^4*p*r*x^3+1428*c^2*g^4*q^2*x^3+2808*c^2*g^4*q*r *x^3+1104*c^2*g^4*r^2*x^3+984*c^2*g^3*p^3*x^3+2888*c^2*g^3*p^2*q*x^3+2646*c^2*g ^3*p^2*r*x^3+2888*c^2*g^3*p*q^2*x^3+5232*c^2*g^3*p*q*r*x^3+1840*c^2*g^3*p*r^2*x ^3+984*c^2*g^3*q^3*x^3+2646*c^2*g^3*q^2*r*x^3+1840*c^2*g^3*q*r^2*x^3+300*c^2*g^ 3*r^3*x^3+284*c^2*g^2*p^4*x^3+1040*c^2*g^2*p^3*q*x^3+924*c^2*g^2*p^3*r*x^3+1512 *c^2*g^2*p^2*q^2*x^3+2568*c^2*g^2*p^2*q*r*x^3+840*c^2*g^2*p^2*r^2*x^3+1040*c^2* g^2*p*q^3*x^3+2568*c^2*g^2*p*q^2*r*x^3+1600*c^2*g^2*p*q*r^2*x^3+220*c^2*g^2*p*r ^3*x^3+284*c^2*g^2*q^4*x^3+924*c^2*g^2*q^3*r*x^3+840*c^2*g^2*q^2*r^2*x^3+220*c^ 2*g^2*q*r^3*x^3+24*c^2*g*p^5*x^3+88*c^2*g*p^4*q*x^3+90*c^2*g*p^4*r*x^3+144*c^2* g*p^3*q^2*x^3+252*c^2*g*p^3*q*r*x^3+96*c^2*g*p^3*r^2*x^3+144*c^2*g*p^2*q^3*x^3+ 324*c^2*g*p^2*q^2*r*x^3+192*c^2*g*p^2*q*r^2*x^3+30*c^2*g*p^2*r^3*x^3+88*c^2*g*p *q^4*x^3+252*c^2*g*p*q^3*r*x^3+192*c^2*g*p*q^2*r^2*x^3+40*c^2*g*p*q*r^3*x^3+24* c^2*g*q^5*x^3+90*c^2*g*q^4*r*x^3+96*c^2*g*q^3*r^2*x^3+30*c^2*g*q^2*r^3*x^3+16*c *g^7*x^3+144*c*g^6*p*x^3+144*c*g^6*q*x^3+174*c*g^6*r*x^3+344*c*g^5*p^2*x^3+688* c*g^5*p*q*x^3+720*c*g^5*p*r*x^3+344*c*g^5*q^2*x^3+720*c*g^5*q*r*x^3+304*c*g^5*r ^2*x^3+354*c*g^4*p^3*x^3+1054*c*g^4*p^2*q*x^3+999*c*g^4*p^2*r*x^3+1054*c*g^4*p* q^2*x^3+1992*c*g^4*p*q*r*x^3+736*c*g^4*p*r^2*x^3+354*c*g^4*q^3*x^3+999*c*g^4*q^ 2*r*x^3+736*c*g^4*q*r^2*x^3+130*c*g^4*r^3*x^3+174*c*g^3*p^4*x^3+668*c*g^3*p^3*q *x^3+591*c*g^3*p^3*r*x^3+988*c*g^3*p^2*q^2*x^3+1719*c*g^3*p^2*q*r*x^3+568*c*g^3 *p^2*r^2*x^3+668*c*g^3*p*q^3*x^3+1719*c*g^3*p*q^2*r*x^3+1120*c*g^3*p*q*r^2*x^3+ 160*c*g^3*p*r^3*x^3+174*c*g^3*q^4*x^3+591*c*g^3*q^3*r*x^3+568*c*g^3*q^2*r^2*x^3 +160*c*g^3*q*r^3*x^3+38*c*g^2*p^5*x^3+166*c*g^2*p^4*q*x^3+147*c*g^2*p^4*r*x^3+ 308*c*g^2*p^3*q^2*x^3+510*c*g^2*p^3*q*r*x^3+164*c*g^2*p^3*r^2*x^3+308*c*g^2*p^2 *q^3*x^3+726*c*g^2*p^2*q^2*r*x^3+428*c*g^2*p^2*q*r^2*x^3+55*c*g^2*p^2*r^3*x^3+ 166*c*g^2*p*q^4*x^3+510*c*g^2*p*q^3*r*x^3+428*c*g^2*p*q^2*r^2*x^3+100*c*g^2*p*q *r^3*x^3+38*c*g^2*q^5*x^3+147*c*g^2*q^4*r*x^3+164*c*g^2*q^3*r^2*x^3+55*c*g^2*q^ 2*r^3*x^3+2*c*g*p^6*x^3+8*c*g*p^5*q*x^3+9*c*g*p^5*r*x^3+14*c*g*p^4*q^2*x^3+27*c *g*p^4*q*r*x^3+12*c*g*p^4*r^2*x^3+16*c*g*p^3*q^3*x^3+36*c*g*p^3*q^2*r*x^3+24*c* g*p^3*q*r^2*x^3+5*c*g*p^3*r^3*x^3+14*c*g*p^2*q^4*x^3+36*c*g*p^2*q^3*r*x^3+24*c* g*p^2*q^2*r^2*x^3+5*c*g*p^2*q*r^3*x^3+8*c*g*p*q^5*x^3+27*c*g*p*q^4*r*x^3+24*c*g *p*q^3*r^2*x^3+5*c*g*p*q^2*r^3*x^3+2*c*g*q^6*x^3+9*c*g*q^5*r*x^3+12*c*g*q^4*r^2 *x^3+5*c*g*q^3*r^3*x^3+8*g^7*p*x^3+8*g^7*q*x^3+12*g^7*r*x^3+30*g^6*p^2*x^3+60*g ^6*p*q*x^3+69*g^6*p*r*x^3+30*g^6*q^2*x^3+69*g^6*q*r*x^3+32*g^6*r^2*x^3+44*g^5*p ^3*x^3+132*g^5*p^2*q*x^3+132*g^5*p^2*r*x^3+132*g^5*p*q^2*x^3+264*g^5*p*q*r*x^3+ 104*g^5*p*r^2*x^3+44*g^5*q^3*x^3+132*g^5*q^2*r*x^3+104*g^5*q*r^2*x^3+20*g^5*r^3 *x^3+32*g^4*p^4*x^3+126*g^4*p^3*q*x^3+114*g^4*p^3*r*x^3+188*g^4*p^2*q^2*x^3+339 *g^4*p^2*q*r*x^3+116*g^4*p^2*r^2*x^3+126*g^4*p*q^3*x^3+339*g^4*p*q^2*r*x^3+232* g^4*p*q*r^2*x^3+35*g^4*p*r^3*x^3+32*g^4*q^4*x^3+114*g^4*q^3*r*x^3+116*g^4*q^2*r ^2*x^3+35*g^4*q*r^3*x^3+12*g^3*p^5*x^3+56*g^3*p^4*q*x^3+48*g^3*p^4*r*x^3+108*g^ 3*p^3*q^2*x^3+180*g^3*p^3*q*r*x^3+56*g^3*p^3*r^2*x^3+108*g^3*p^2*q^3*x^3+264*g^ 3*p^2*q^2*r*x^3+160*g^3*p^2*q*r^2*x^3+20*g^3*p^2*r^3*x^3+56*g^3*p*q^4*x^3+180*g ^3*p*q^3*r*x^3+160*g^3*p*q^2*r^2*x^3+40*g^3*p*q*r^3*x^3+12*g^3*q^5*x^3+48*g^3*q ^4*r*x^3+56*g^3*q^3*r^2*x^3+20*g^3*q^2*r^3*x^3+2*g^2*p^6*x^3+10*g^2*p^5*q*x^3+9 *g^2*p^5*r*x^3+22*g^2*p^4*q^2*x^3+36*g^2*p^4*q*r*x^3+12*g^2*p^4*r^2*x^3+28*g^2* p^3*q^3*x^3+63*g^2*p^3*q^2*r*x^3+36*g^2*p^3*q*r^2*x^3+5*g^2*p^3*r^3*x^3+22*g^2* p^2*q^4*x^3+63*g^2*p^2*q^3*r*x^3+48*g^2*p^2*q^2*r^2*x^3+10*g^2*p^2*q*r^3*x^3+10 *g^2*p*q^5*x^3+36*g^2*p*q^4*r*x^3+36*g^2*p*q^3*r^2*x^3+10*g^2*p*q^2*r^3*x^3+2*g ^2*q^6*x^3+9*g^2*q^5*r*x^3+12*g^2*q^4*r^2*x^3+5*g^2*q^3*r^3*x^3-320*a^6*b*c*x^2 -192*a^6*b*p*x^2-160*a^6*b*q*x^2-256*a^6*b*r*x^2-160*a^6*c*g*x^2-96*a^6*g*p*x^2 -80*a^6*g*q*x^2-128*a^6*g*r*x^2-1344*a^5*b^2*c*x^2-800*a^5*b^2*p*x^2-640*a^5*b^ 2*q*x^2-1056*a^5*b^2*r*x^2-2432*a^5*b*c^2*x^2-2048*a^5*b*c*g*x^2-2464*a^5*b*c*p *x^2-1984*a^5*b*c*q*x^2-2688*a^5*b*c*r*x^2+832*a^5*b*c*x^3-1232*a^5*b*g*p*x^2-\ 992*a^5*b*g*q*x^2-1616*a^5*b*g*r*x^2-576*a^5*b*p^2*x^2-960*a^5*b*p*q*x^2-1184*a ^5*b*p*r*x^2+416*a^5*b*p*x^3-384*a^5*b*q^2*x^2-1008*a^5*b*q*r*x^2+416*a^5*b*q*x ^3-528*a^5*b*r^2*x^2+672*a^5*b*r*x^3-128*a^5*c^3*x^2-1280*a^5*c^2*g*x^2-256*a^5 *c^2*p*x^2-128*a^5*c^2*q*x^2-160*a^5*c^2*r*x^2+128*a^5*c^2*x^3-688*a^5*c*g^2*x^ 2-1360*a^5*c*g*p*x^2-1056*a^5*c*g*q*x^2-1424*a^5*c*g*r*x^2+480*a^5*c*g*x^3-96*a ^5*c*p^2*x^2-128*a^5*c*p*q*x^2-160*a^5*c*p*r*x^2+64*a^5*c*p*x^3-32*a^5*c*q^2*x^ 2-80*a^5*c*q*r*x^2+64*a^5*c*q*x^3-48*a^5*c*r^2*x^2+96*a^5*c*r*x^3-416*a^5*g^2*p *x^2-336*a^5*g^2*q*x^2-544*a^5*g^2*r*x^2-336*a^5*g*p^2*x^2-544*a^5*g*p*q*x^2-\ 672*a^5*g*p*r*x^2+240*a^5*g*p*x^3-208*a^5*g*q^2*x^2-544*a^5*g*q*r*x^2+240*a^5*g *q*x^3-288*a^5*g*r^2*x^2+384*a^5*g*r*x^3-2176*a^4*b^3*c*x^2-1280*a^4*b^3*p*x^2-\ 960*a^4*b^3*q*x^2-1664*a^4*b^3*r*x^2-8320*a^4*b^2*c^2*x^2-5920*a^4*b^2*c*g*x^2-\ 8288*a^4*b^2*c*p*x^2-6368*a^4*b^2*c*q*x^2-8832*a^4*b^2*c*r*x^2+3328*a^4*b^2*c*x ^3-3520*a^4*b^2*g*p*x^2-2704*a^4*b^2*g*q*x^2-4576*a^4*b^2*g*r*x^2-1920*a^4*b^2* p^2*x^2-3072*a^4*b^2*p*q*x^2-3840*a^4*b^2*p*r*x^2+1664*a^4*b^2*p*x^3-1152*a^4*b ^2*q^2*x^2-3136*a^4*b^2*q*r*x^2+1664*a^4*b^2*q*x^3-1632*a^4*b^2*r^2*x^2+2688*a^ 4*b^2*r*x^3-7680*a^4*b*c^3*x^2-12960*a^4*b*c^2*g*x^2-10976*a^4*b*c^2*p*x^2-8512 *a^4*b*c^2*q*x^2-10560*a^4*b*c^2*r*x^2+6208*a^4*b*c^2*x^3-4896*a^4*b*c*g^2*x^2-\ 13136*a^4*b*c*g*p*x^2-10192*a^4*b*c*g*q*x^2-13952*a^4*b*c*g*r*x^2+5184*a^4*b*c* g*x^3-4864*a^4*b*c*p^2*x^2-7872*a^4*b*c*p*q*x^2-9024*a^4*b*c*p*r*x^2+5120*a^4*b *c*p*x^3-3008*a^4*b*c*q^2*x^2-7392*a^4*b*c*q*r*x^2+5120*a^4*b*c*q*x^3-3600*a^4* b*c*r^2*x^2+6624*a^4*b*c*r*x^3-2944*a^4*b*g^2*p*x^2-2288*a^4*b*g^2*q*x^2-3808*a ^4*b*g^2*r*x^2-3088*a^4*b*g*p^2*x^2-4992*a^4*b*g*p*q*x^2-6176*a^4*b*g*p*r*x^2+ 2592*a^4*b*g*p*x^3-1904*a^4*b*g*q^2*x^2-5104*a^4*b*g*q*r*x^2+2592*a^4*b*g*q*x^3 -2656*a^4*b*g*r^2*x^2+4184*a^4*b*g*r*x^3-672*a^4*b*p^3*x^2-1680*a^4*b*p^2*q*x^2 -1808*a^4*b*p^2*r*x^2+1008*a^4*b*p^2*x^3-1344*a^4*b*p*q^2*x^2-3024*a^4*b*p*q*r* x^2+2016*a^4*b*p*q*x^3-1392*a^4*b*p*r^2*x^2+2424*a^4*b*p*r*x^3-336*a^4*b*q^3*x^ 2-1216*a^4*b*q^2*r*x^2+1008*a^4*b*q^2*x^3-1128*a^4*b*q*r^2*x^2+2424*a^4*b*q*r*x ^3-288*a^4*b*r^3*x^2+1104*a^4*b*r^2*x^3-576*a^4*c^4*x^2-4384*a^4*c^3*g*x^2-1536 *a^4*c^3*p*x^2-672*a^4*c^3*q*x^2-960*a^4*c^3*r*x^2+1088*a^4*c^3*x^3-4528*a^4*c^ 2*g^2*x^2-6768*a^4*c^2*g*p*x^2-4848*a^4*c^2*g*q*x^2-6080*a^4*c^2*g*r*x^2+3904*a ^4*c^2*g*x^3-1104*a^4*c^2*p^2*x^2-1216*a^4*c^2*p*q*x^2-1664*a^4*c^2*p*r*x^2+ 1088*a^4*c^2*p*x^3-240*a^4*c^2*q^2*x^2-768*a^4*c^2*q*r*x^2+960*a^4*c^2*q*x^3-\ 528*a^4*c^2*r^2*x^2+1152*a^4*c^2*r*x^3-1240*a^4*c*g^3*x^2-4752*a^4*c*g^2*p*x^2-\ 3632*a^4*c*g^2*q*x^2-4928*a^4*c*g^2*r*x^2+1888*a^4*c*g^2*x^3-3176*a^4*c*g*p^2*x ^2-4800*a^4*c*g*p*q*x^2-5664*a^4*c*g*p*r*x^2+3232*a^4*c*g*p*x^3-1688*a^4*c*g*q^ 2*x^2-4240*a^4*c*g*q*r*x^2+3168*a^4*c*g*q*x^3-2160*a^4*c*g*r^2*x^2+4080*a^4*c*g *r*x^3-240*a^4*c*p^3*x^2-440*a^4*c*p^2*q*x^2-592*a^4*c*p^2*r*x^2+272*a^4*c*p^2* x^3-224*a^4*c*p*q^2*x^2-656*a^4*c*p*q*r*x^2+480*a^4*c*p*q*x^3-432*a^4*c*p*r^2*x ^2+576*a^4*c*p*r*x^3-24*a^4*c*q^3*x^2-144*a^4*c*q^2*r*x^2+208*a^4*c*q^2*x^3-216 *a^4*c*q*r^2*x^2+480*a^4*c*q*r*x^3-96*a^4*c*r^3*x^2+192*a^4*c*r^2*x^3-752*a^4*g ^3*p*x^2-588*a^4*g^3*q*x^2-968*a^4*g^3*r*x^2-1160*a^4*g^2*p^2*x^2-1856*a^4*g^2* p*q*x^2-2288*a^4*g^2*p*r*x^2+944*a^4*g^2*p*x^3-696*a^4*g^2*q^2*x^2-1848*a^4*g^2 *q*r*x^2+944*a^4*g^2*q*x^3-968*a^4*g^2*r^2*x^2+1516*a^4*g^2*r*x^3-456*a^4*g*p^3 *x^2-1060*a^4*g*p^2*q*x^2-1200*a^4*g*p^2*r*x^2+640*a^4*g*p^2*x^3-784*a^4*g*p*q^ 2*x^2-1840*a^4*g*p*q*r*x^2+1248*a^4*g*p*q*x^3-912*a^4*g*p*r^2*x^2+1500*a^4*g*p* r*x^3-180*a^4*g*q^3*x^2-680*a^4*g*q^2*r*x^2+608*a^4*g*q^2*x^3-672*a^4*g*q*r^2*x ^2+1452*a^4*g*q*r*x^3-192*a^4*g*r^3*x^2+648*a^4*g*r^2*x^3-1664*a^3*b^4*c*x^2-\ 960*a^3*b^4*p*x^2-640*a^3*b^4*q*x^2-1216*a^3*b^4*r*x^2-10368*a^3*b^3*c^2*x^2-\ 7104*a^3*b^3*c*g*x^2-10080*a^3*b^3*c*p*x^2-7200*a^3*b^3*c*q*x^2-10368*a^3*b^3*c *r*x^2+4992*a^3*b^3*c*x^3-4144*a^3*b^3*g*p*x^2-2960*a^3*b^3*g*q*x^2-5328*a^3*b^ 3*g*r*x^2-2304*a^3*b^3*p^2*x^2-3456*a^3*b^3*p*q*x^2-4416*a^3*b^3*p*r*x^2+2496*a ^3*b^3*p*x^3-1152*a^3*b^3*q^2*x^2-3360*a^3*b^3*q*r*x^2+2496*a^3*b^3*q*x^3-1728* a^3*b^3*r^2*x^2+4032*a^3*b^3*r*x^3-19840*a^3*b^2*c^3*x^2-29152*a^3*b^2*c^2*g*x^ 2-27328*a^3*b^2*c^2*p*x^2-20576*a^3*b^2*c^2*q*x^2-25952*a^3*b^2*c^2*r*x^2+17984 *a^3*b^2*c^2*x^3-10160*a^3*b^2*c*g^2*x^2-28704*a^3*b^2*c*g*p*x^2-21392*a^3*b^2* c*g*q*x^2-30096*a^3*b^2*c*g*r*x^2+13152*a^3*b^2*c*g*x^3-11968*a^3*b^2*c*p^2*x^2 -18688*a^3*b^2*c*p*q*x^2-21568*a^3*b^2*c*p*r*x^2+15040*a^3*b^2*c*p*x^3-6720*a^3 *b^2*c*q^2*x^2-17072*a^3*b^2*c*q*r*x^2+15040*a^3*b^2*c*q*x^3-8160*a^3*b^2*c*r^2 *x^2+19392*a^3*b^2*c*r*x^3-6000*a^3*b^2*g^2*p*x^2-4432*a^3*b^2*g^2*q*x^2-7728*a ^3*b^2*g^2*r*x^2-6608*a^3*b^2*g*p^2*x^2-10304*a^3*b^2*g*p*q*x^2-12944*a^3*b^2*g *p*r*x^2+6576*a^3*b^2*g*p*x^3-3696*a^3*b^2*g*q^2*x^2-10368*a^3*b^2*g*q*r*x^2+ 6576*a^3*b^2*g*q*x^3-5344*a^3*b^2*g*r^2*x^2+10632*a^3*b^2*g*r*x^3-1680*a^3*b^2* p^3*x^2-4032*a^3*b^2*p^2*q*x^2-4344*a^3*b^2*p^2*r*x^2+3024*a^3*b^2*p^2*x^3-3024 *a^3*b^2*p*q^2*x^2-6912*a^3*b^2*p*q*r*x^2+6048*a^3*b^2*p*q*x^3-3096*a^3*b^2*p*r ^2*x^2+7272*a^3*b^2*p*r*x^3-672*a^3*b^2*q^3*x^2-2568*a^3*b^2*q^2*r*x^2+3024*a^3 *b^2*q^2*x^3-2304*a^3*b^2*q*r^2*x^2+7272*a^3*b^2*q*r*x^3-528*a^3*b^2*r^3*x^2+ 3312*a^3*b^2*r^2*x^3-12416*a^3*b*c^4*x^2-32032*a^3*b*c^3*g*x^2-22784*a^3*b*c^3* p*x^2-17120*a^3*b*c^3*q*x^2-20224*a^3*b*c^3*r*x^2+17280*a^3*b*c^3*x^3-24752*a^3 *b*c^2*g^2*x^2-45232*a^3*b*c^2*g*p*x^2-34272*a^3*b*c^2*g*q*x^2-42864*a^3*b*c^2* g*r*x^2+28992*a^3*b*c^2*g*x^3-14816*a^3*b*c^2*p^2*x^2-23040*a^3*b*c^2*p*q*x^2-\ 25344*a^3*b*c^2*p*r*x^2+20160*a^3*b*c^2*p*x^3-8480*a^3*b*c^2*q^2*x^2-20128*a^3* b*c^2*q*r*x^2+19904*a^3*b*c^2*q*x^3-9312*a^3*b*c^2*r^2*x^2+23088*a^3*b*c^2*r*x^ 3-5920*a^3*b*c*g^3*x^2-24832*a^3*b*c*g^2*p*x^2-18816*a^3*b*c*g^2*q*x^2-26056*a^ 3*b*c*g^2*r*x^2+11008*a^3*b*c*g^2*x^3-20144*a^3*b*c*g*p^2*x^2-31664*a^3*b*c*g*p *q*x^2-36432*a^3*b*c*g*p*r*x^2+24288*a^3*b*c*g*p*x^3-11648*a^3*b*c*g*q^2*x^2-\ 29240*a^3*b*c*g*q*r*x^2+24160*a^3*b*c*g*q*x^3-14120*a^3*b*c*g*r^2*x^2+31224*a^3 *b*c*g*r*x^3-4040*a^3*b*c*p^3*x^2-9720*a^3*b*c*p^2*q*x^2-10096*a^3*b*c*p^2*r*x^ 2+7536*a^3*b*c*p^2*x^3-7448*a^3*b*c*p*q^2*x^2-16208*a^3*b*c*p*q*r*x^2+14944*a^3 *b*c*p*q*x^3-7152*a^3*b*c*p*r^2*x^2+16440*a^3*b*c*p*r*x^3-1768*a^3*b*c*q^3*x^2-\ 6272*a^3*b*c*q^2*r*x^2+7408*a^3*b*c*q^2*x^3-5544*a^3*b*c*q*r^2*x^2+16248*a^3*b* c*q*r*x^3-1344*a^3*b*c*r^3*x^2+6816*a^3*b*c*r^2*x^3-3540*a^3*b*g^3*p*x^2-2660*a ^3*b*g^3*q*x^2-4540*a^3*b*g^3*r*x^2-5808*a^3*b*g^2*p^2*x^2-9208*a^3*b*g^2*p*q*x ^2-11432*a^3*b*g^2*p*r*x^2+5504*a^3*b*g^2*p*x^3-3400*a^3*b*g^2*q^2*x^2-9332*a^3 *b*g^2*q*r*x^2+5504*a^3*b*g^2*q*x^3-4820*a^3*b*g^2*r^2*x^2+8896*a^3*b*g^2*r*x^3 -2852*a^3*b*g*p^3*x^2-6876*a^3*b*g*p^2*q*x^2-7428*a^3*b*g*p^2*r*x^2+4896*a^3*b* g*p^2*x^3-5260*a^3*b*g*p*q^2*x^2-11992*a^3*b*g*p*q*r*x^2+9728*a^3*b*g*p*q*x^3-\ 5472*a^3*b*g*p*r^2*x^2+11748*a^3*b*g*p*r*x^3-1236*a^3*b*g*q^3*x^2-4644*a^3*b*g* q^2*r*x^2+4832*a^3*b*g*q^2*x^3-4268*a^3*b*g*q*r^2*x^2+11652*a^3*b*g*q*r*x^3-\ 1048*a^3*b*g*r^3*x^2+5328*a^3*b*g*r^2*x^3-384*a^3*b*p^4*x^2-1280*a^3*b*p^3*q*x^ 2-1256*a^3*b*p^3*r*x^2+888*a^3*b*p^3*x^3-1536*a^3*b*p^2*q^2*x^2-3108*a^3*b*p^2* q*r*x^2+2664*a^3*b*p^2*q*x^3-1308*a^3*b*p^2*r^2*x^2+2736*a^3*b*p^2*r*x^3-768*a^ 3*b*p*q^3*x^2-2448*a^3*b*p*q^2*r*x^2+2664*a^3*b*p*q^2*x^3-2040*a^3*b*p*q*r^2*x^ 2+5472*a^3*b*p*q*r*x^3-480*a^3*b*p*r^3*x^2+2088*a^3*b*p*r^2*x^3-128*a^3*b*q^4*x ^2-596*a^3*b*q^3*r*x^2+888*a^3*b*q^3*x^3-732*a^3*b*q^2*r^2*x^2+2736*a^3*b*q^2*r *x^3-312*a^3*b*q*r^3*x^2+2088*a^3*b*q*r^2*x^3-40*a^3*b*r^4*x^2+360*a^3*b*r^3*x^ 3-960*a^3*c^5*x^2-7616*a^3*c^4*g*x^2-3168*a^3*c^4*p*x^2-1248*a^3*c^4*q*x^2-1952 *a^3*c^4*r*x^2+2816*a^3*c^4*x^3-11712*a^3*c^3*g^2*x^2-15456*a^3*c^3*g*p*x^2-\ 10288*a^3*c^3*g*q*x^2-12656*a^3*c^3*g*r*x^2+11808*a^3*c^3*g*x^3-3312*a^3*c^3*p^ 2*x^2-3200*a^3*c^3*p*q*x^2-4672*a^3*c^3*p*r*x^2+4224*a^3*c^3*p*x^3-528*a^3*c^3* q^2*x^2-1968*a^3*c^3*q*r*x^2+3360*a^3*c^3*q*x^3-1440*a^3*c^3*r^2*x^2+3984*a^3*c ^3*r*x^3-6480*a^3*c^2*g^3*x^2-17408*a^3*c^2*g^2*p*x^2-12736*a^3*c^2*g^2*q*x^2-\ 15968*a^3*c^2*g^2*r*x^2+11072*a^3*c^2*g^2*x^3-10848*a^3*c^2*g*p^2*x^2-15120*a^3 *c^2*g*p*q*x^2-17728*a^3*c^2*g*p*r*x^2+13952*a^3*c^2*g*p*x^3-4912*a^3*c^2*g*q^2 *x^2-12328*a^3*c^2*g*q*r*x^2+13200*a^3*c^2*g*q*x^3-6248*a^3*c^2*g*r^2*x^2+15416 *a^3*c^2*g*r*x^3-1416*a^3*c^2*p^3*x^2-2264*a^3*c^2*p^2*q*x^2-3208*a^3*c^2*p^2*r *x^2+2112*a^3*c^2*p^2*x^3-952*a^3*c^2*p*q^2*x^2-3088*a^3*c^2*p*q*r*x^2+3360*a^3 *c^2*p*q*x^3-2136*a^3*c^2*p*r^2*x^2+3984*a^3*c^2*p*r*x^3-72*a^3*c^2*q^3*x^2-576 *a^3*c^2*q^2*r*x^2+1280*a^3*c^2*q^2*x^3-936*a^3*c^2*q*r^2*x^2+3000*a^3*c^2*q*r* x^3-432*a^3*c^2*r^3*x^2+1296*a^3*c^2*r^2*x^3-1204*a^3*c*g^4*x^2-6692*a^3*c*g^3* p*x^2-5056*a^3*c*g^3*q*x^2-6920*a^3*c*g^3*r*x^2+2936*a^3*c*g^3*x^3-8116*a^3*c*g ^2*p^2*x^2-12352*a^3*c*g^2*p*q*x^2-14424*a^3*c*g^2*p*r*x^2+9360*a^3*c*g^2*p*x^3 -4396*a^3*c*g^2*q^2*x^2-11112*a^3*c*g^2*q*r*x^2+9200*a^3*c*g^2*q*x^3-5528*a^3*c *g^2*r^2*x^2+11848*a^3*c*g^2*r*x^3-3116*a^3*c*g*p^3*x^2-6716*a^3*c*g*p^2*q*x^2-\ 7620*a^3*c*g*p^2*r*x^2+5264*a^3*c*g*p^2*x^3-4580*a^3*c*g*p*q^2*x^2-10744*a^3*c* g*p*q*r*x^2+9936*a^3*c*g*p*q*x^3-5360*a^3*c*g*p*r^2*x^2+11152*a^3*c*g*p*r*x^3-\ 964*a^3*c*g*q^3*x^2-3672*a^3*c*g*q^2*r*x^2+4688*a^3*c*g*q^2*x^3-3604*a^3*c*g*q* r^2*x^2+10420*a^3*c*g*q*r*x^3-1048*a^3*c*g*r^3*x^2+4376*a^3*c*g*r^2*x^3-216*a^3 *c*p^4*x^2-488*a^3*c*p^3*q*x^2-680*a^3*c*p^3*r*x^2+352*a^3*c*p^3*x^3-344*a^3*c* p^2*q^2*x^2-1052*a^3*c*p^2*q*r*x^2+840*a^3*c*p^2*q*x^3-708*a^3*c*p^2*r^2*x^2+ 996*a^3*c*p^2*r*x^3-72*a^3*c*p*q^3*x^2-432*a^3*c*p*q^2*r*x^2+640*a^3*c*p*q^2*x^ 3-648*a^3*c*p*q*r^2*x^2+1500*a^3*c*p*q*r*x^3-288*a^3*c*p*r^3*x^2+648*a^3*c*p*r^ 2*x^3-40*a^3*c*q^3*r*x^2+152*a^3*c*q^3*x^3-120*a^3*c*q^2*r^2*x^2+528*a^3*c*q^2* r*x^3-120*a^3*c*q*r^3*x^2+456*a^3*c*q*r^2*x^3-40*a^3*c*r^4*x^2+80*a^3*c*r^3*x^3 -728*a^3*g^4*p*x^2-552*a^3*g^4*q*x^2-928*a^3*g^4*r*x^2-1612*a^3*g^3*p^2*x^2-\ 2556*a^3*g^3*p*q*x^2-3152*a^3*g^3*p*r*x^2+1468*a^3*g^3*p*x^3-944*a^3*g^3*q^2*x^ 2-2554*a^3*g^3*q*r*x^2+1468*a^3*g^3*q*x^3-1326*a^3*g^3*r^2*x^2+2366*a^3*g^3*r*x ^3-1200*a^3*g^2*p^3*x^2-2792*a^3*g^2*p^2*q*x^2-3112*a^3*g^2*p^2*r*x^2+1912*a^3* g^2*p^2*x^3-2064*a^3*g^2*p*q^2*x^2-4816*a^3*g^2*p*q*r*x^2+3744*a^3*g^2*p*q*x^3-\ 2320*a^3*g^2*p*r^2*x^2+4526*a^3*g^2*p*r*x^3-472*a^3*g^2*q^3*x^2-1804*a^3*g^2*q^ 2*r*x^2+1832*a^3*g^2*q^2*x^3-1740*a^3*g^2*q*r^2*x^2+4406*a^3*g^2*q*r*x^3-472*a^ 3*g^2*r^3*x^2+1996*a^3*g^2*r^2*x^3-300*a^3*g*p^4*x^2-884*a^3*g*p^3*q*x^2-968*a^ 3*g*p^3*r*x^2+620*a^3*g*p^3*x^3-940*a^3*g*p^2*q^2*x^2-2080*a^3*g*p^2*q*r*x^2+ 1752*a^3*g*p^2*q*x^3-1008*a^3*g*p^2*r^2*x^2+1866*a^3*g*p^2*r*x^3-420*a^3*g*p*q^ 3*x^2-1440*a^3*g*p*q^2*r*x^2+1652*a^3*g*p*q^2*x^3-1344*a^3*g*p*q*r^2*x^2+3486*a ^3*g*p*q*r*x^3-384*a^3*g*p*r^3*x^2+1368*a^3*g*p*r^2*x^3-64*a^3*g*q^4*x^2-318*a^ 3*g*q^3*r*x^2+520*a^3*g*q^3*x^3-426*a^3*g*q^2*r^2*x^2+1632*a^3*g*q^2*r*x^3-216* a^3*g*q*r^3*x^2+1272*a^3*g*q*r^2*x^3-40*a^3*g*r^4*x^2+220*a^3*g*r^3*x^3-576*a^2 *b^5*c*x^2-320*a^2*b^5*p*x^2-160*a^2*b^5*q*x^2-384*a^2*b^5*r*x^2-5504*a^2*b^4*c ^2*x^2-3872*a^2*b^4*c*g*x^2-5152*a^2*b^4*c*p*x^2-3232*a^2*b^4*c*q*x^2-4992*a^2* b^4*c*r*x^2+3328*a^2*b^4*c*x^3-2192*a^2*b^4*g*p*x^2-1376*a^2*b^4*g*q*x^2-2768*a ^2*b^4*g*r*x^2-1152*a^2*b^4*p^2*x^2-1536*a^2*b^4*p*q*x^2-2048*a^2*b^4*p*r*x^2+ 1664*a^2*b^4*p*x^3-384*a^2*b^4*q^2*x^2-1344*a^2*b^4*q*r*x^2+1664*a^2*b^4*q*x^3-\ 672*a^2*b^4*r^2*x^2+2688*a^2*b^4*r*x^3-17408*a^2*b^3*c^3*x^2-25184*a^2*b^3*c^2* g*x^2-23008*a^2*b^3*c^2*p*x^2-16256*a^2*b^3*c^2*q*x^2-20992*a^2*b^3*c^2*r*x^2+ 17984*a^2*b^3*c^2*x^3-8656*a^2*b^3*c*g^2*x^2-24016*a^2*b^3*c*g*p*x^2-16704*a^2* b^3*c*g*q*x^2-24480*a^2*b^3*c*g*r*x^2+13152*a^2*b^3*c*g*x^3-9792*a^2*b^3*c*p^2* x^2-14336*a^2*b^3*c*p*q*x^2-16768*a^2*b^3*c*p*r*x^2+15040*a^2*b^3*c*p*x^3-4544* a^2*b^3*c*q^2*x^2-12272*a^2*b^3*c*q*r*x^2+15040*a^2*b^3*c*q*x^3-5664*a^2*b^3*c* r^2*x^2+19392*a^2*b^3*c*r*x^3-4976*a^2*b^3*g^2*p*x^2-3408*a^2*b^3*g^2*q*x^2-\ 6384*a^2*b^3*g^2*r*x^2-5424*a^2*b^3*g*p^2*x^2-7936*a^2*b^3*g*p*q*x^2-10224*a^2* b^3*g*p*r*x^2+6576*a^2*b^3*g*p*x^3-2512*a^2*b^3*g*q^2*x^2-7648*a^2*b^3*g*q*r*x^ 2+6576*a^2*b^3*g*q*x^3-3872*a^2*b^3*g*r^2*x^2+10632*a^2*b^3*g*r*x^3-1344*a^2*b^ 3*p^3*x^2-3024*a^2*b^3*p^2*q*x^2-3264*a^2*b^3*p^2*r*x^2+3024*a^2*b^3*p^2*x^3-\ 2016*a^2*b^3*p*q^2*x^2-4752*a^2*b^3*p*q*r*x^2+6048*a^2*b^3*p*q*x^3-2016*a^2*b^3 *p*r^2*x^2+7272*a^2*b^3*p*r*x^3-336*a^2*b^3*q^3*x^2-1488*a^2*b^3*q^2*r*x^2+3024 *a^2*b^3*q^2*x^3-1224*a^2*b^3*q*r^2*x^2+7272*a^2*b^3*q*r*x^3-192*a^2*b^3*r^3*x^ 2+3312*a^2*b^3*r^2*x^3-22272*a^2*b^2*c^4*x^2-51648*a^2*b^2*c^3*g*x^2-38208*a^2* b^2*c^3*p*x^2-28992*a^2*b^2*c^3*q*x^2-33984*a^2*b^2*c^3*r*x^2+32384*a^2*b^2*c^3 *x^3-37440*a^2*b^2*c^2*g^2*x^2-69616*a^2*b^2*c^2*g*p*x^2-51728*a^2*b^2*c^2*g*q* x^2-65520*a^2*b^2*c^2*g*r*x^2+50176*a^2*b^2*c^2*g*x^3-23808*a^2*b^2*c^2*p^2*x^2 -37056*a^2*b^2*c^2*p*q*x^2-40032*a^2*b^2*c^2*p*r*x^2+38016*a^2*b^2*c^2*p*x^3-\ 13248*a^2*b^2*c^2*q^2*x^2-31680*a^2*b^2*c^2*q*r*x^2+38016*a^2*b^2*c^2*q*x^3-\ 13824*a^2*b^2*c^2*r^2*x^2+43872*a^2*b^2*c^2*r*x^3-8592*a^2*b^2*c*g^3*x^2-36288* a^2*b^2*c*g^2*p*x^2-26496*a^2*b^2*c*g^2*q*x^2-37800*a^2*b^2*c*g^2*r*x^2+18240*a ^2*b^2*c*g^2*x^3-30000*a^2*b^2*c*g*p^2*x^2-46176*a^2*b^2*c*g*p*q*x^2-53216*a^2* b^2*c*g*p*r*x^2+42048*a^2*b^2*c*g*p*x^3-16176*a^2*b^2*c*g*q^2*x^2-41824*a^2*b^2 *c*g*q*r*x^2+42048*a^2*b^2*c*g*q*x^3-19584*a^2*b^2*c*g*r^2*x^2+54288*a^2*b^2*c* g*r*x^3-6424*a^2*b^2*c*p^3*x^2-15256*a^2*b^2*c*p^2*q*x^2-15472*a^2*b^2*c*p^2*r* x^2+14464*a^2*b^2*c*p^2*x^3-11240*a^2*b^2*c*p*q^2*x^2-24336*a^2*b^2*c*p*q*r*x^2 +28928*a^2*b^2*c*p*q*x^3-10032*a^2*b^2*c*p*r^2*x^2+31632*a^2*b^2*c*p*r*x^3-2408 *a^2*b^2*c*q^3*x^2-8864*a^2*b^2*c*q^2*r*x^2+14464*a^2*b^2*c*q^2*x^3-7248*a^2*b^ 2*c*q*r^2*x^2+31632*a^2*b^2*c*q*r*x^3-1440*a^2*b^2*c*r^3*x^2+13248*a^2*b^2*c*r^ 2*x^3-5012*a^2*b^2*g^3*p*x^2-3580*a^2*b^2*g^3*q*x^2-6444*a^2*b^2*g^3*r*x^2-8280 *a^2*b^2*g^2*p^2*x^2-12672*a^2*b^2*g^2*p*q*x^2-16024*a^2*b^2*g^2*p*r*x^2+9120*a ^2*b^2*g^2*p*x^3-4392*a^2*b^2*g^2*q^2*x^2-12704*a^2*b^2*g^2*q*r*x^2+9120*a^2*b^ 2*g^2*q*x^3-6480*a^2*b^2*g^2*r^2*x^2+14760*a^2*b^2*g^2*r*x^3-4148*a^2*b^2*g*p^3 *x^2-9812*a^2*b^2*g*p^2*q*x^2-10472*a^2*b^2*g*p^2*r*x^2+8480*a^2*b^2*g*p^2*x^3-\ 7180*a^2*b^2*g*p*q^2*x^2-16488*a^2*b^2*g*p*q*r*x^2+16960*a^2*b^2*g*p*q*x^3-7156 *a^2*b^2*g*p*r^2*x^2+20448*a^2*b^2*g*p*r*x^3-1516*a^2*b^2*g*q^3*x^2-6016*a^2*b^ 2*g*q^2*r*x^2+8480*a^2*b^2*g*q^2*x^3-5228*a^2*b^2*g*q*r^2*x^2+20448*a^2*b^2*g*q *r*x^3-1080*a^2*b^2*g*r^3*x^2+9360*a^2*b^2*g*r^2*x^3-640*a^2*b^2*p^4*x^2-2048*a ^2*b^2*p^3*q*x^2-1992*a^2*b^2*p^3*r*x^2+1776*a^2*b^2*p^3*x^3-2304*a^2*b^2*p^2*q ^2*x^2-4656*a^2*b^2*p^2*q*r*x^2+5328*a^2*b^2*p^2*q*x^3-1872*a^2*b^2*p^2*r^2*x^2 +5472*a^2*b^2*p^2*r*x^3-1024*a^2*b^2*p*q^3*x^2-3336*a^2*b^2*p*q^2*r*x^2+5328*a^ 2*b^2*p*q^2*x^3-2592*a^2*b^2*p*q*r^2*x^2+10944*a^2*b^2*p*q*r*x^3-528*a^2*b^2*p* r^3*x^2+4176*a^2*b^2*p*r^2*x^3-128*a^2*b^2*q^4*x^2-672*a^2*b^2*q^3*r*x^2+1776*a ^2*b^2*q^3*x^3-720*a^2*b^2*q^2*r^2*x^2+5472*a^2*b^2*q^2*r*x^3-192*a^2*b^2*q*r^3 *x^2+4176*a^2*b^2*q*r^2*x^3+720*a^2*b^2*r^3*x^3-10496*a^2*b*c^5*x^2-37760*a^2*b *c^4*g*x^2-22976*a^2*b*c^4*p*x^2-17280*a^2*b*c^4*q*x^2-19520*a^2*b*c^4*r*x^2+ 20992*a^2*b*c^4*x^3-45520*a^2*b*c^3*g^2*x^2-67200*a^2*b*c^3*g*p*x^2-50768*a^2*b *c^3*g*q*x^2-59712*a^2*b*c^3*g*r*x^2+55264*a^2*b*c^3*g*x^3-19392*a^2*b*c^3*p^2* x^2-29568*a^2*b*c^3*p*q*x^2-31360*a^2*b*c^3*p*r*x^2+31904*a^2*b*c^3*p*x^3-10912 *a^2*b*c^3*q^2*x^2-24848*a^2*b*c^3*q*r*x^2+31040*a^2*b*c^3*q*x^3-10800*a^2*b*c^ 3*r^2*x^2+33936*a^2*b*c^3*r*x^3-22448*a^2*b*c^2*g^3*x^2-62992*a^2*b*c^2*g^2*p*x ^2-47440*a^2*b*c^2*g^2*q*x^2-59576*a^2*b*c^2*g^2*r*x^2+43776*a^2*b*c^2*g^2*x^3-\ 43080*a^2*b*c^2*g*p^2*x^2-66736*a^2*b*c^2*g*p*q*x^2-72832*a^2*b*c^2*g*p*r*x^2+ 65232*a^2*b*c^2*g*p*x^3-24344*a^2*b*c^2*g*q^2*x^2-58072*a^2*b*c^2*g*q*r*x^2+ 64480*a^2*b*c^2*g*q*x^3-26136*a^2*b*c^2*g*r^2*x^2+74856*a^2*b*c^2*g*r*x^3-7880* a^2*b*c^2*p^3*x^2-18240*a^2*b*c^2*p^2*q*x^2-18464*a^2*b*c^2*p^2*r*x^2+17616*a^2 *b*c^2*p^2*x^3-13704*a^2*b*c^2*p*q^2*x^2-28800*a^2*b*c^2*p*q*r*x^2+34304*a^2*b* c^2*p*q*x^3-12096*a^2*b*c^2*p*r^2*x^2+35880*a^2*b*c^2*p*r*x^3-3248*a^2*b*c^2*q^ 3*x^2-11104*a^2*b*c^2*q^2*r*x^2+16784*a^2*b*c^2*q^2*x^3-9120*a^2*b*c^2*q*r^2*x^ 2+34896*a^2*b*c^2*q*r*x^3-2016*a^2*b*c^2*r^3*x^2+13920*a^2*b*c^2*r^2*x^3-3908*a ^2*b*c*g^4*x^2-22192*a^2*b*c*g^3*p*x^2-16564*a^2*b*c*g^3*q*x^2-23220*a^2*b*c*g^ 3*r*x^2+10696*a^2*b*c*g^3*x^3-27732*a^2*b*c*g^2*p^2*x^2-43232*a^2*b*c*g^2*p*q*x ^2-49672*a^2*b*c*g^2*p*r*x^2+36848*a^2*b*c*g^2*p*x^3-15660*a^2*b*c*g^2*q^2*x^2-\ 39880*a^2*b*c*g^2*q*r*x^2+36688*a^2*b*c*g^2*q*x^3-18964*a^2*b*c*g^2*r^2*x^2+ 47472*a^2*b*c*g^2*r*x^3-11828*a^2*b*c*g*p^3*x^2-27944*a^2*b*c*g*p^2*q*x^2-28816 *a^2*b*c*g*p^2*r*x^2+24920*a^2*b*c*g*p^2*x^3-20996*a^2*b*c*g*p*q^2*x^2-45688*a^ 2*b*c*g*p*q*r*x^2+49216*a^2*b*c*g*p*q*x^3-19592*a^2*b*c*g*p*r^2*x^2+54324*a^2*b *c*g*p*r*x^3-4832*a^2*b*c*g*q^3*x^2-17456*a^2*b*c*g*q^2*r*x^2+24344*a^2*b*c*g*q ^2*x^3-14916*a^2*b*c*g*q*r^2*x^2+53592*a^2*b*c*g*q*r*x^3-3344*a^2*b*c*g*r^3*x^2 +22656*a^2*b*c*g*r^2*x^3-1524*a^2*b*c*p^4*x^2-4808*a^2*b*c*p^3*q*x^2-4672*a^2*b *c*p^3*r*x^2+4136*a^2*b*c*p^3*x^3-5528*a^2*b*c*p^2*q^2*x^2-10928*a^2*b*c*p^2*q* r*x^2+12160*a^2*b*c*p^2*q*x^3-4476*a^2*b*c*p^2*r^2*x^2+12048*a^2*b*c*p^2*r*x^3-\ 2680*a^2*b*c*p*q^3*x^2-8304*a^2*b*c*p*q^2*r*x^2+11960*a^2*b*c*p*q^2*x^3-6528*a^ 2*b*c*p*q*r^2*x^2+23556*a^2*b*c*p*q*r*x^3-1440*a^2*b*c*p*r^3*x^2+8688*a^2*b*c*p *r^2*x^3-436*a^2*b*c*q^4*x^2-1988*a^2*b*c*q^3*r*x^2+3936*a^2*b*c*q^3*x^3-2232*a ^2*b*c*q^2*r^2*x^2+11580*a^2*b*c*q^2*r*x^3-816*a^2*b*c*q*r^3*x^2+8496*a^2*b*c*q *r^2*x^3-80*a^2*b*c*r^4*x^2+1440*a^2*b*c*r^3*x^3-2312*a^2*b*g^4*p*x^2-1688*a^2* b*g^4*q*x^2-2960*a^2*b*g^4*r*x^2-5148*a^2*b*g^3*p^2*x^2-8052*a^2*b*g^3*p*q*x^2-\ 10056*a^2*b*g^3*p*r*x^2+5348*a^2*b*g^3*p*x^3-2904*a^2*b*g^3*q^2*x^2-8174*a^2*b* g^3*q*r*x^2+5348*a^2*b*g^3*q*x^3-4194*a^2*b*g^3*r^2*x^2+8658*a^2*b*g^3*r*x^3-\ 3904*a^2*b*g^2*p^3*x^2-9328*a^2*b*g^2*p^2*q*x^2-9996*a^2*b*g^2*p^2*r*x^2+7480*a ^2*b*g^2*p^2*x^3-7024*a^2*b*g^2*p*q^2*x^2-16076*a^2*b*g^2*p*q*r*x^2+14880*a^2*b *g^2*p*q*x^3-7164*a^2*b*g^2*p*r^2*x^2+18030*a^2*b*g^2*p*r*x^3-1600*a^2*b*g^2*q^ 3*x^2-6180*a^2*b*g^2*q^2*r*x^2+7400*a^2*b*g^2*q^2*x^3-5564*a^2*b*g^2*q*r^2*x^2+ 17910*a^2*b*g^2*q*r*x^3-1284*a^2*b*g^2*r^3*x^2+8244*a^2*b*g^2*r^2*x^3-1176*a^2* b*g*p^4*x^2-3748*a^2*b*g*p^3*q*x^2-3708*a^2*b*g*p^3*r*x^2+3060*a^2*b*g*p^3*x^3-\ 4312*a^2*b*g*p^2*q^2*x^2-8764*a^2*b*g*p^2*q*r*x^2+9056*a^2*b*g*p^2*q*x^3-3648*a ^2*b*g*p^2*r^2*x^2+9414*a^2*b*g*p^2*r*x^3-2060*a^2*b*g*p*q^3*x^2-6636*a^2*b*g*p *q^2*r*x^2+8956*a^2*b*g*p*q^2*x^3-5360*a^2*b*g*p*q*r^2*x^2+18558*a^2*b*g*p*q*r* x^3-1192*a^2*b*g*p*r^3*x^2+7188*a^2*b*g*p*r^2*x^3-320*a^2*b*g*q^4*x^2-1550*a^2* b*g*q^3*r*x^2+2960*a^2*b*g*q^3*x^3-1802*a^2*b*g*q^2*r^2*x^2+9180*a^2*b*g*q^2*r* x^3-660*a^2*b*g*q*r^3*x^2+7092*a^2*b*g*q*r^2*x^3-60*a^2*b*g*r^4*x^2+1260*a^2*b* g*r^3*x^3-108*a^2*b*p^5*x^2-450*a^2*b*p^4*q*x^2-412*a^2*b*p^4*r*x^2+340*a^2*b*p ^4*x^3-720*a^2*b*p^3*q^2*x^2-1344*a^2*b*p^3*q*r*x^2+1360*a^2*b*p^3*q*x^3-528*a^ 2*b*p^3*r^2*x^2+1254*a^2*b*p^3*r*x^3-540*a^2*b*p^2*q^3*x^2-1560*a^2*b*p^2*q^2*r *x^2+2040*a^2*b*p^2*q^2*x^3-1194*a^2*b*p^2*q*r^2*x^2+3762*a^2*b*p^2*q*r*x^3-264 *a^2*b*p^2*r^3*x^2+1260*a^2*b*p^2*r^2*x^3-180*a^2*b*p*q^4*x^2-736*a^2*b*p*q^3*r *x^2+1360*a^2*b*p*q^3*x^3-804*a^2*b*p*q^2*r^2*x^2+3762*a^2*b*p*q^2*r*x^3-312*a^ 2*b*p*q*r^3*x^2+2520*a^2*b*p*q*r^2*x^3-40*a^2*b*p*r^4*x^2+360*a^2*b*p*r^3*x^3-\ 18*a^2*b*q^5*x^2-108*a^2*b*q^4*r*x^2+340*a^2*b*q^4*x^3-138*a^2*b*q^3*r^2*x^2+ 1254*a^2*b*q^3*r*x^3-48*a^2*b*q^2*r^3*x^2+1260*a^2*b*q^2*r^2*x^3+360*a^2*b*q*r^ 3*x^3-704*a^2*c^6*x^2-6784*a^2*c^5*g*x^2-2752*a^2*c^5*p*x^2-992*a^2*c^5*q*x^2-\ 1664*a^2*c^5*r*x^2+2880*a^2*c^5*x^3-14432*a^2*c^4*g^2*x^2-16784*a^2*c^4*g*p*x^2 -10720*a^2*c^4*g*q*x^2-13056*a^2*c^4*g*r*x^2+15424*a^2*c^4*g*x^3-3744*a^2*c^4*p ^2*x^2-3264*a^2*c^4*p*q*x^2-5024*a^2*c^4*p*r*x^2+5760*a^2*c^4*p*x^3-464*a^2*c^4 *q^2*x^2-1952*a^2*c^4*q*r*x^2+4192*a^2*c^4*q*x^3-1488*a^2*c^4*r^2*x^2+5040*a^2* c^4*r*x^3-12352*a^2*c^3*g^3*x^2-27424*a^2*c^3*g^2*p*x^2-19576*a^2*c^3*g^2*q*x^2 -23504*a^2*c^3*g^2*r*x^2+22288*a^2*c^3*g^2*x^3-15672*a^2*c^3*g*p^2*x^2-20496*a^ 2*c^3*g*p*q*x^2-24112*a^2*c^3*g*p*r*x^2+24064*a^2*c^3*g*p*x^3-6384*a^2*c^3*g*q^ 2*x^2-15960*a^2*c^3*g*q*r*x^2+21856*a^2*c^3*g*q*x^3-8008*a^2*c^3*g*r^2*x^2+ 24544*a^2*c^3*g*r*x^3-2368*a^2*c^3*p^3*x^2-3408*a^2*c^3*p^2*q*x^2-5040*a^2*c^3* p^2*r*x^2+4320*a^2*c^3*p^2*x^3-1232*a^2*c^3*p*q^2*x^2-4352*a^2*c^3*p*q*r*x^2+ 6288*a^2*c^3*p*q*x^3-3120*a^2*c^3*p*r^2*x^2+7560*a^2*c^3*p*r*x^3-72*a^2*c^3*q^3 *x^2-720*a^2*c^3*q^2*r*x^2+2128*a^2*c^3*q^2*x^3-1224*a^2*c^3*q*r^2*x^2+5064*a^2 *c^3*q*r*x^3-576*a^2*c^3*r^3*x^2+2304*a^2*c^3*r^2*x^3-4700*a^2*c^2*g^4*x^2-\ 17804*a^2*c^2*g^3*p*x^2-13208*a^2*c^2*g^3*q*x^2-16568*a^2*c^2*g^3*r*x^2+12160*a ^2*c^2*g^3*x^3-18660*a^2*c^2*g^2*p^2*x^2-27320*a^2*c^2*g^2*p*q*x^2-30952*a^2*c^ 2*g^2*p*r*x^2+26736*a^2*c^2*g^2*p*x^3-9460*a^2*c^2*g^2*q^2*x^2-23164*a^2*c^2*g^ 2*q*r*x^2+25768*a^2*c^2*g^2*q*x^3-11060*a^2*c^2*g^2*r^2*x^2+30080*a^2*c^2*g^2*r *x^3-6880*a^2*c^2*g*p^3*x^2-13716*a^2*c^2*g*p^2*q*x^2-15824*a^2*c^2*g*p^2*r*x^2 +13584*a^2*c^2*g*p^2*x^3-8736*a^2*c^2*g*p*q^2*x^2-20640*a^2*c^2*g*p*q*r*x^2+ 24536*a^2*c^2*g*p*q*x^3-10404*a^2*c^2*g*p*r^2*x^2+26776*a^2*c^2*g*p*r*x^3-1760* a^2*c^2*g*q^3*x^2-6696*a^2*c^2*g*q^2*r*x^2+11112*a^2*c^2*g*q^2*x^3-6440*a^2*c^2 *g*q*r^2*x^2+23900*a^2*c^2*g*q*r*x^3-1880*a^2*c^2*g*r^3*x^2+9832*a^2*c^2*g*r^2* x^3-716*a^2*c^2*p^4*x^2-1456*a^2*c^2*p^3*q*x^2-2104*a^2*c^2*p^3*r*x^2+1440*a^2* c^2*p^3*x^3-884*a^2*c^2*p^2*q^2*x^2-2888*a^2*c^2*p^2*q*r*x^2+3144*a^2*c^2*p^2*q *x^3-2004*a^2*c^2*p^2*r^2*x^2+3780*a^2*c^2*p^2*r*x^3-144*a^2*c^2*p*q^3*x^2-1008 *a^2*c^2*p*q^2*r*x^2+2128*a^2*c^2*p*q^2*x^3-1584*a^2*c^2*p*q*r^2*x^2+5064*a^2*c ^2*p*q*r*x^3-720*a^2*c^2*p*r^3*x^2+2304*a^2*c^2*p*r^2*x^3-80*a^2*c^2*q^3*r*x^2+ 424*a^2*c^2*q^3*x^3-240*a^2*c^2*q^2*r^2*x^2+1488*a^2*c^2*q^2*r*x^3-240*a^2*c^2* q*r^3*x^2+1344*a^2*c^2*q*r^2*x^3-80*a^2*c^2*r^4*x^2+280*a^2*c^2*r^3*x^3-664*a^2 *c*g^5*x^2-4768*a^2*c*g^4*p*x^2-3576*a^2*c*g^4*q*x^2-4948*a^2*c*g^4*r*x^2+2256* a^2*c*g^4*x^3-8148*a^2*c*g^3*p^2*x^2-12516*a^2*c*g^3*p*q*x^2-14500*a^2*c*g^3*p* r*x^2+10328*a^2*c*g^3*p*x^3-4496*a^2*c*g^3*q^2*x^2-11442*a^2*c*g^3*q*r*x^2+ 10200*a^2*c*g^3*q*x^3-5576*a^2*c*g^3*r^2*x^2+13182*a^2*c*g^3*r*x^3-5408*a^2*c*g ^2*p^3*x^2-12030*a^2*c*g^2*p^2*q*x^2-13140*a^2*c*g^2*p^2*r*x^2+10404*a^2*c*g^2* p^2*x^3-8556*a^2*c*g^2*p*q^2*x^2-19452*a^2*c*g^2*p*q*r*x^2+19952*a^2*c*g^2*p*q* x^3-9112*a^2*c*g^2*p*r^2*x^2+22328*a^2*c*g^2*p*r*x^3-1894*a^2*c*g^2*q^3*x^2-\ 7060*a^2*c*g^2*q^2*r*x^2+9588*a^2*c*g^2*q^2*x^3-6502*a^2*c*g^2*q*r^2*x^2+21322* a^2*c*g^2*q*r*x^3-1700*a^2*c*g^2*r^3*x^2+9068*a^2*c*g^2*r^2*x^3-1388*a^2*c*g*p^ 4*x^2-3756*a^2*c*g*p^3*q*x^2-4252*a^2*c*g*p^3*r*x^2+3224*a^2*c*g*p^3*x^3-3666*a ^2*c*g*p^2*q^2*x^2-8300*a^2*c*g*p^2*q*r*x^2+8712*a^2*c*g*p^2*q*x^3-4172*a^2*c*g *p^2*r^2*x^2+9178*a^2*c*g*p^2*r*x^3-1516*a^2*c*g*p*q^3*x^2-5264*a^2*c*g*p*q^2*r *x^2+7872*a^2*c*g*p*q^2*x^3-4960*a^2*c*g*p*q*r^2*x^2+16270*a^2*c*g*p*q*r*x^3-\ 1480*a^2*c*g*p*r^3*x^2+6356*a^2*c*g*p*r^2*x^3-218*a^2*c*g*q^4*x^2-1094*a^2*c*g* q^3*r*x^2+2384*a^2*c*g*q^3*x^3-1416*a^2*c*g*q^2*r^2*x^2+7254*a^2*c*g*q^2*r*x^3-\ 708*a^2*c*g*q*r^3*x^2+5556*a^2*c*g*q*r^2*x^3-140*a^2*c*g*r^4*x^2+980*a^2*c*g*r^ 3*x^3-84*a^2*c*p^5*x^2-222*a^2*c*p^4*q*x^2-316*a^2*c*p^4*r*x^2+180*a^2*c*p^4*x^ 3-192*a^2*c*p^3*q^2*x^2-600*a^2*c*p^3*q*r*x^2+524*a^2*c*p^3*q*x^3-408*a^2*c*p^3 *r^2*x^2+630*a^2*c*p^3*r*x^3-54*a^2*c*p^2*q^3*x^2-324*a^2*c*p^2*q^2*r*x^2+532*a ^2*c*p^2*q^2*x^3-486*a^2*c*p^2*q*r^2*x^2+1266*a^2*c*p^2*q*r*x^3-216*a^2*c*p^2*r ^3*x^2+576*a^2*c*p^2*r^2*x^3-40*a^2*c*p*q^3*r*x^2+212*a^2*c*p*q^3*x^3-120*a^2*c *p*q^2*r^2*x^2+744*a^2*c*p*q^2*r*x^3-120*a^2*c*p*q*r^3*x^2+672*a^2*c*p*q*r^2*x^ 3-40*a^2*c*p*r^4*x^2+140*a^2*c*p*r^3*x^3+24*a^2*c*q^4*x^3+108*a^2*c*q^3*r*x^3+ 144*a^2*c*q^2*r^2*x^3+60*a^2*c*q*r^3*x^3-398*a^2*g^5*p*x^2-294*a^2*g^5*q*x^2-\ 506*a^2*g^5*r*x^2-1134*a^2*g^4*p^2*x^2-1786*a^2*g^4*p*q*x^2-2212*a^2*g^4*p*r*x^ 2+1128*a^2*g^4*p*x^3-652*a^2*g^4*q^2*x^2-1803*a^2*g^4*q*r*x^2+1128*a^2*g^4*q*x^ 3-931*a^2*g^4*r^2*x^2+1824*a^2*g^4*r*x^3-1194*a^2*g^3*p^3*x^2-2802*a^2*g^3*p^2* q*x^2-3070*a^2*g^3*p^2*r*x^2+2124*a^2*g^3*p^2*x^3-2086*a^2*g^3*p*q^2*x^2-4840*a ^2*g^3*p*q*r*x^2+4184*a^2*g^3*p*q*x^3-2258*a^2*g^3*p*r^2*x^2+5085*a^2*g^3*p*r*x ^3-478*a^2*g^3*q^3*x^2-1850*a^2*g^3*q^2*r*x^2+2060*a^2*g^3*q^2*x^3-1739*a^2*g^3 *q*r^2*x^2+4989*a^2*g^3*q*r*x^3-444*a^2*g^3*r^3*x^2+2292*a^2*g^3*r^2*x^3-562*a^ 2*g^2*p^4*x^2-1674*a^2*g^2*p^3*q*x^2-1788*a^2*g^2*p^3*r*x^2+1304*a^2*g^2*p^3*x^ 3-1810*a^2*g^2*p^2*q^2*x^2-3914*a^2*g^2*p^2*q*r*x^2+3726*a^2*g^2*p^2*q*x^3-1822 *a^2*g^2*p^2*r^2*x^2+3971*a^2*g^2*p^2*r*x^3-826*a^2*g^2*p*q^3*x^2-2788*a^2*g^2* p*q^2*r*x^2+3560*a^2*g^2*p*q^2*x^3-2484*a^2*g^2*p*q*r^2*x^2+7523*a^2*g^2*p*q*r* x^3-664*a^2*g^2*p*r^3*x^2+2980*a^2*g^2*p*r^2*x^3-128*a^2*g^2*q^4*x^2-637*a^2*g^ 2*q^3*r*x^2+1138*a^2*g^2*q^3*x^3-811*a^2*g^2*q^2*r^2*x^2+3582*a^2*g^2*q^2*r*x^3 -372*a^2*g^2*q*r^3*x^2+2820*a^2*g^2*q*r^2*x^3-60*a^2*g^2*r^4*x^2+510*a^2*g^2*r^ 3*x^3-96*a^2*g*p^5*x^2-336*a^2*g*p^4*q*x^2-364*a^2*g*p^4*r*x^2+260*a^2*g*p^4*x^ 3-456*a^2*g*p^3*q^2*x^2-972*a^2*g*p^3*q*r*x^2+942*a^2*g*p^3*q*x^3-468*a^2*g*p^3 *r^2*x^2+942*a^2*g*p^3*r*x^3-297*a^2*g*p^2*q^3*x^2-942*a^2*g*p^2*q^2*r*x^2+1286 *a^2*g*p^2*q^2*x^3-840*a^2*g*p^2*q*r^2*x^2+2514*a^2*g*p^2*q*r*x^3-240*a^2*g*p^2 *r^3*x^2+918*a^2*g*p^2*r^2*x^3-90*a^2*g*p*q^4*x^2-388*a^2*g*p*q^3*r*x^2+786*a^2 *g*p*q^3*x^3-462*a^2*g*p*q^2*r^2*x^2+2253*a^2*g*p*q^2*r*x^3-216*a^2*g*p*q*r^3*x ^2+1596*a^2*g*p*q*r^2*x^3-40*a^2*g*p*r^4*x^2+250*a^2*g*p*r^3*x^3-9*a^2*g*q^5*x^ 2-54*a^2*g*q^4*r*x^2+182*a^2*g*q^4*x^3-69*a^2*g*q^3*r^2*x^2+681*a^2*g*q^3*r*x^3 -24*a^2*g*q^2*r^3*x^2+702*a^2*g*q^2*r^2*x^3+210*a^2*g*q*r^3*x^3-64*a*b^6*c*x^2-\ 32*a*b^6*p*x^2-32*a*b^6*r*x^2-1024*a*b^5*c^2*x^2-832*a*b^5*c*g*x^2-896*a*b^5*c* p*x^2-416*a*b^5*c*q*x^2-768*a*b^5*c*r*x^2+832*a*b^5*c*x^3-448*a*b^5*g*p*x^2-208 *a*b^5*g*q*x^2-544*a*b^5*g*r*x^2-192*a*b^5*p^2*x^2-192*a*b^5*p*q*x^2-288*a*b^5* p*r*x^2+416*a*b^5*p*x^3-112*a*b^5*q*r*x^2+416*a*b^5*q*x^3-48*a*b^5*r^2*x^2+672* a*b^5*r*x^3-5376*a*b^4*c^3*x^2-8352*a*b^4*c^2*g*x^2-6656*a*b^4*c^2*p*x^2-4192*a *b^4*c^2*q*x^2-5568*a*b^4*c^2*r*x^2+6208*a*b^4*c^2*x^3-2976*a*b^4*c*g^2*x^2-\ 7664*a*b^4*c*g*p*x^2-4720*a*b^4*c*g*q*x^2-7360*a*b^4*c*g*r*x^2+5184*a*b^4*c*g*x ^3-2656*a*b^4*c*p^2*x^2-3456*a*b^4*c*p*q*x^2-4128*a*b^4*c*p*r*x^2+5120*a*b^4*c* p*x^3-800*a*b^4*c*q^2*x^2-2496*a*b^4*c*q*r*x^2+5120*a*b^4*c*q*x^3-1008*a*b^4*c* r^2*x^2+6624*a*b^4*c*r*x^3-1648*a*b^4*g^2*p*x^2-992*a*b^4*g^2*q*x^2-2096*a*b^4* g^2*r*x^2-1696*a*b^4*g*p^2*x^2-2208*a*b^4*g*p*q*x^2-2960*a*b^4*g*p*r*x^2+2592*a *b^4*g*p*x^3-512*a*b^4*g*q^2*x^2-1888*a*b^4*g*q*r*x^2+2592*a*b^4*g*q*x^3-896*a* b^4*g*r^2*x^2+4184*a*b^4*g*r*x^3-336*a*b^4*p^3*x^2-672*a*b^4*p^2*q*x^2-728*a*b^ 4*p^2*r*x^2+1008*a*b^4*p^2*x^3-336*a*b^4*p*q^2*x^2-864*a*b^4*p*q*r*x^2+2016*a*b ^4*p*q*x^3-312*a*b^4*p*r^2*x^2+2424*a*b^4*p*r*x^3-136*a*b^4*q^2*r*x^2+1008*a*b^ 4*q^2*x^3-48*a*b^4*q*r^2*x^2+2424*a*b^4*q*r*x^3+48*a*b^4*r^3*x^2+1104*a*b^4*r^2 *x^3-11776*a*b^3*c^4*x^2-27872*a*b^3*c^3*g*x^2-18784*a*b^3*c^3*p*x^2-13888*a*b^ 3*c^3*q*x^2-16064*a*b^3*c^3*r*x^2+17280*a*b^3*c^3*x^3-20272*a*b^3*c^2*g^2*x^2-\ 35904*a*b^3*c^2*g*p*x^2-25328*a*b^3*c^2*g*q*x^2-32448*a*b^3*c^2*g*r*x^2+28992*a *b^3*c^2*g*x^3-10912*a*b^3*c^2*p^2*x^2-16512*a*b^3*c^2*p*q*x^2-17600*a*b^3*c^2* p*r*x^2+19904*a*b^3*c^2*p*x^3-5344*a*b^3*c^2*q^2*x^2-12960*a*b^3*c^2*q*r*x^2+ 20160*a*b^3*c^2*q*x^3-5088*a*b^3*c^2*r^2*x^2+23088*a*b^3*c^2*r*x^3-4640*a*b^3*c *g^3*x^2-19008*a*b^3*c*g^2*p*x^2-12992*a*b^3*c*g^2*q*x^2-19232*a*b^3*c*g^2*r*x^ 2+11008*a*b^3*c*g^2*x^3-14896*a*b^3*c*g*p^2*x^2-21808*a*b^3*c*g*p*q*x^2-25264*a *b^3*c*g*p*r*x^2+24160*a*b^3*c*g*p*x^3-6784*a*b^3*c*g*q^2*x^2-18360*a*b^3*c*g*q *r*x^2+24288*a*b^3*c*g*q*x^3-8056*a*b^3*c*g*r^2*x^2+31224*a*b^3*c*g*r*x^3-2744* a*b^3*c*p^3*x^2-6280*a*b^3*c*p^2*q*x^2-6256*a*b^3*c*p^2*r*x^2+7408*a*b^3*c*p^2* x^3-4200*a*b^3*c*p*q^2*x^2-9136*a*b^3*c*p*q*r*x^2+14944*a*b^3*c*p*q*x^3-3384*a* b^3*c*p*r^2*x^2+16248*a*b^3*c*p*r*x^3-664*a*b^3*c*q^3*x^2-2720*a*b^3*c*q^2*r*x^ 2+7536*a*b^3*c*q^2*x^3-1776*a*b^3*c*q*r^2*x^2+16440*a*b^3*c*q*r*x^3-96*a*b^3*c* r^3*x^2+6816*a*b^3*c*r^2*x^3-2620*a*b^3*g^3*p*x^2-1740*a*b^3*g^3*q*x^2-3380*a*b ^3*g^3*r*x^2-4256*a*b^3*g^2*p^2*x^2-6104*a*b^3*g^2*p*q*x^2-7912*a*b^3*g^2*p*r*x ^2+5504*a*b^3*g^2*p*x^3-1848*a*b^3*g^2*q^2*x^2-5812*a*b^3*g^2*q*r*x^2+5504*a*b^ 3*g^2*q*x^3-2860*a*b^3*g^2*r^2*x^2+8896*a*b^3*g^2*r*x^3-1980*a*b^3*g*p^3*x^2-\ 4484*a*b^3*g*p^2*q*x^2-4752*a*b^3*g*p^2*r*x^2+4832*a*b^3*g*p^2*x^3-2964*a*b^3*g *p*q^2*x^2-6944*a*b^3*g*p*q*r*x^2+9728*a*b^3*g*p*q*x^3-2788*a*b^3*g*p*r^2*x^2+ 11652*a*b^3*g*p*r*x^3-460*a*b^3*g*q^3*x^2-2112*a*b^3*g*q^2*r*x^2+4896*a*b^3*g*q ^2*x^3-1584*a*b^3*g*q*r^2*x^2+11748*a*b^3*g*q*r*x^3-152*a*b^3*g*r^3*x^2+5328*a* b^3*g*r^2*x^3-256*a*b^3*p^4*x^2-768*a*b^3*p^3*q*x^2-736*a*b^3*p^3*r*x^2+888*a*b ^3*p^3*x^3-768*a*b^3*p^2*q^2*x^2-1548*a*b^3*p^2*q*r*x^2+2664*a*b^3*p^2*q*x^3-\ 564*a*b^3*p^2*r^2*x^2+2736*a*b^3*p^2*r*x^3-256*a*b^3*p*q^3*x^2-888*a*b^3*p*q^2* r*x^2+2664*a*b^3*p*q^2*x^3-552*a*b^3*p*q*r^2*x^2+5472*a*b^3*p*q*r*x^3-48*a*b^3* p*r^3*x^2+2088*a*b^3*p*r^2*x^3-76*a*b^3*q^3*r*x^2+888*a*b^3*q^3*x^3+12*a*b^3*q^ 2*r^2*x^2+2736*a*b^3*q^2*r*x^3+120*a*b^3*q*r^3*x^2+2088*a*b^3*q*r^2*x^3+40*a*b^ 3*r^4*x^2+360*a*b^3*r^3*x^3-11392*a*b^2*c^5*x^2-38272*a*b^2*c^4*g*x^2-22272*a*b ^2*c^4*p*x^2-18112*a*b^2*c^4*q*x^2-19360*a*b^2*c^4*r*x^2+20992*a*b^2*c^4*x^3-\ 44048*a*b^2*c^3*g^2*x^2-63568*a*b^2*c^3*g*p*x^2-48864*a*b^2*c^3*g*q*x^2-56496*a *b^2*c^3*g*r*x^2+55264*a*b^2*c^3*g*x^3-16928*a*b^2*c^3*p^2*x^2-28032*a*b^2*c^3* p*q*x^2-27712*a*b^2*c^3*p*r*x^2+31040*a*b^2*c^3*p*x^3-10656*a*b^2*c^3*q^2*x^2-\ 23216*a*b^2*c^3*q*r*x^2+31904*a*b^2*c^3*q*x^3-8784*a*b^2*c^3*r^2*x^2+33936*a*b^ 2*c^3*r*x^3-21040*a*b^2*c^2*g^3*x^2-58160*a*b^2*c^2*g^2*p*x^2-43088*a*b^2*c^2*g ^2*q*x^2-54472*a*b^2*c^2*g^2*r*x^2+43776*a*b^2*c^2*g^2*x^3-38344*a*b^2*c^2*g*p^ 2*x^2-60560*a*b^2*c^2*g*p*q*x^2-64400*a*b^2*c^2*g*p*r*x^2+64480*a*b^2*c^2*g*p*x ^3-21672*a*b^2*c^2*g*q^2*x^2-51368*a*b^2*c^2*g*q*r*x^2+65232*a*b^2*c^2*g*q*x^3-\ 21384*a*b^2*c^2*g*r^2*x^2+74856*a*b^2*c^2*g*r*x^3-6304*a*b^2*c^2*p^3*x^2-15720* a*b^2*c^2*p^2*q*x^2-14600*a*b^2*c^2*p^2*r*x^2+16784*a*b^2*c^2*p^2*x^3-12240*a*b ^2*c^2*p*q^2*x^2-24336*a*b^2*c^2*p*q*r*x^2+34304*a*b^2*c^2*p*q*x^3-8736*a*b^2*c ^2*p*r^2*x^2+34896*a*b^2*c^2*p*r*x^3-2728*a*b^2*c^2*q^3*x^2-9184*a*b^2*c^2*q^2* r*x^2+17616*a*b^2*c^2*q^2*x^3-6336*a*b^2*c^2*q*r^2*x^2+35880*a*b^2*c^2*q*r*x^3-\ 864*a*b^2*c^2*r^3*x^2+13920*a*b^2*c^2*r^2*x^3-3580*a*b^2*c*g^4*x^2-20084*a*b^2* c*g^3*p*x^2-14456*a*b^2*c*g^3*q*x^2-20844*a*b^2*c*g^3*r*x^2+10696*a*b^2*c*g^3*x ^3-24636*a*b^2*c*g^2*p^2*x^2-37840*a*b^2*c*g^2*p*q*x^2-43424*a*b^2*c*g^2*p*r*x^ 2+36688*a*b^2*c*g^2*p*x^3-13044*a*b^2*c*g^2*q^2*x^2-33992*a*b^2*c*g^2*q*r*x^2+ 36848*a*b^2*c*g^2*q*x^3-15452*a*b^2*c*g^2*r^2*x^2+47472*a*b^2*c*g^2*r*x^3-9976* a*b^2*c*g*p^3*x^2-24052*a*b^2*c*g*p^2*q*x^2-23836*a*b^2*c*g*p^2*r*x^2+24344*a*b ^2*c*g*p^2*x^3-17872*a*b^2*c*g*p*q^2*x^2-38120*a*b^2*c*g*p*q*r*x^2+49216*a*b^2* c*g*p*q*x^3-14892*a*b^2*c*g*p*r^2*x^2+53592*a*b^2*c*g*p*r*x^3-3748*a*b^2*c*g*q^ 3*x^2-13808*a*b^2*c*g*q^2*r*x^2+24920*a*b^2*c*g*q^2*x^3-10504*a*b^2*c*g*q*r^2*x ^2+54324*a*b^2*c*g*q*r*x^3-1696*a*b^2*c*g*r^3*x^2+22656*a*b^2*c*g*r^2*x^3-1172* a*b^2*c*p^4*x^2-3848*a*b^2*c*p^3*q*x^2-3448*a*b^2*c*p^3*r*x^2+3936*a*b^2*c*p^3* x^3-4480*a*b^2*c*p^2*q^2*x^2-8364*a*b^2*c*p^2*q*r*x^2+11960*a*b^2*c*p^2*q*x^3-\ 2952*a*b^2*c*p^2*r^2*x^2+11580*a*b^2*c*p^2*r*x^3-2056*a*b^2*c*p*q^3*x^2-6208*a* b^2*c*p*q^2*r*x^2+12160*a*b^2*c*p*q^2*x^3-4128*a*b^2*c*p*q*r^2*x^2+23556*a*b^2* c*p*q*r*x^3-624*a*b^2*c*p*r^3*x^2+8496*a*b^2*c*p*r^2*x^3-252*a*b^2*c*q^4*x^2-\ 1232*a*b^2*c*q^3*r*x^2+4136*a*b^2*c*q^3*x^3-996*a*b^2*c*q^2*r^2*x^2+12048*a*b^2 *c*q^2*r*x^3+8688*a*b^2*c*q*r^2*x^3+80*a*b^2*c*r^4*x^2+1440*a*b^2*c*r^3*x^3-\ 2056*a*b^2*g^4*p*x^2-1432*a*b^2*g^4*q*x^2-2656*a*b^2*g^4*r*x^2-4548*a*b^2*g^3*p ^2*x^2-6852*a*b^2*g^3*p*q*x^2-8728*a*b^2*g^3*p*r*x^2+5348*a*b^2*g^3*p*x^3-2304* a*b^2*g^3*q^2*x^2-6846*a*b^2*g^3*q*r*x^2+5348*a*b^2*g^3*q*x^3-3438*a*b^2*g^3*r^ 2*x^2+8658*a*b^2*g^3*r*x^3-3344*a*b^2*g^2*p^3*x^2-7928*a*b^2*g^2*p^2*q*x^2-8364 *a*b^2*g^2*p^2*r*x^2+7400*a*b^2*g^2*p^2*x^3-5744*a*b^2*g^2*p*q^2*x^2-13192*a*b^ 2*g^2*p*q*r*x^2+14880*a*b^2*g^2*p*q*x^3-5524*a*b^2*g^2*p*r^2*x^2+17910*a*b^2*g^ 2*p*r*x^3-1160*a*b^2*g^2*q^3*x^2-4728*a*b^2*g^2*q^2*r*x^2+7480*a*b^2*g^2*q^2*x^ 3-3924*a*b^2*g^2*q*r^2*x^2+18030*a*b^2*g^2*q*r*x^3-696*a*b^2*g^2*r^3*x^2+8244*a *b^2*g^2*r^2*x^3-952*a*b^2*g*p^4*x^2-3076*a*b^2*g*p^3*q*x^2-2896*a*b^2*g*p^3*r* x^2+2960*a*b^2*g*p^3*x^3-3500*a*b^2*g*p^2*q^2*x^2-6882*a*b^2*g*p^2*q*r*x^2+8956 *a*b^2*g*p^2*q*x^3-2590*a*b^2*g*p^2*r^2*x^2+9180*a*b^2*g*p^2*r*x^3-1556*a*b^2*g *p*q^3*x^2-4988*a*b^2*g*p*q^2*r*x^2+9056*a*b^2*g*p*q^2*x^3-3568*a*b^2*g*p*q*r^2 *x^2+18558*a*b^2*g*p*q*r*x^3-600*a*b^2*g*p*r^3*x^2+7092*a*b^2*g*p*r^2*x^3-180*a *b^2*g*q^4*x^2-972*a*b^2*g*q^3*r*x^2+3060*a*b^2*g*q^3*x^3-888*a*b^2*g*q^2*r^2*x ^2+9414*a*b^2*g*q^2*r*x^3-68*a*b^2*g*q*r^3*x^2+7188*a*b^2*g*q*r^2*x^3+60*a*b^2* g*r^4*x^2+1260*a*b^2*g*r^3*x^3-90*a*b^2*p^5*x^2-360*a*b^2*p^4*q*x^2-324*a*b^2*p ^4*r*x^2+340*a*b^2*p^4*x^3-540*a*b^2*p^3*q^2*x^2-992*a*b^2*p^3*q*r*x^2+1360*a*b ^2*p^3*q*x^3-366*a*b^2*p^3*r^2*x^2+1254*a*b^2*p^3*r*x^3-360*a*b^2*p^2*q^3*x^2-\ 1032*a*b^2*p^2*q^2*r*x^2+2040*a*b^2*p^2*q^2*x^3-708*a*b^2*p^2*q*r^2*x^2+3762*a* b^2*p^2*q*r*x^3-132*a*b^2*p^2*r^3*x^2+1260*a*b^2*p^2*r^2*x^3-90*a*b^2*p*q^4*x^2 -384*a*b^2*p*q^3*r*x^2+1360*a*b^2*p*q^3*x^3-318*a*b^2*p*q^2*r^2*x^2+3762*a*b^2* p*q^2*r*x^3-48*a*b^2*p*q*r^3*x^2+2520*a*b^2*p*q*r^2*x^3+360*a*b^2*p*r^3*x^3-20* a*b^2*q^4*r*x^2+340*a*b^2*q^4*x^3+24*a*b^2*q^3*r^2*x^2+1254*a*b^2*q^3*r*x^3+84* a*b^2*q^2*r^3*x^2+1260*a*b^2*q^2*r^2*x^3+40*a*b^2*q*r^4*x^2+360*a*b^2*q*r^3*x^3 -4224*a*b*c^6*x^2-20736*a*b*c^5*g*x^2-10144*a*b*c^5*p*x^2-8288*a*b*c^5*q*x^2-\ 8640*a*b*c^5*r*x^2+10112*a*b*c^5*x^3-35520*a*b*c^4*g^2*x^2-43056*a*b*c^4*g*p*x^ 2-33936*a*b*c^4*g*q*x^2-37296*a*b*c^4*g*r*x^2+40064*a*b*c^4*g*x^3-9920*a*b*c^4* p^2*x^2-16128*a*b*c^4*p*q*x^2-15808*a*b*c^4*p*r*x^2+18528*a*b*c^4*p*x^3-6496*a* b*c^4*q^2*x^2-13568*a*b*c^4*q*r*x^2+18528*a*b*c^4*q*x^3-5184*a*b*c^4*r^2*x^2+ 19104*a*b*c^4*r*x^3-27456*a*b*c^3*g^3*x^2-61336*a*b*c^3*g^2*p*x^2-47144*a*b*c^3 *g^2*q*x^2-54936*a*b*c^3*g^2*r*x^2+52064*a*b*c^3*g^2*x^3-34696*a*b*c^3*g*p^2*x^ 2-55392*a*b*c^3*g*p*q*x^2-56768*a*b*c^3*g*p*r*x^2+60448*a*b*c^3*g*p*x^3-21080*a *b*c^3*g*q^2*x^2-46912*a*b*c^3*g*q*r*x^2+60448*a*b*c^3*g*q*x^3-19104*a*b*c^3*g* r^2*x^2+65344*a*b*c^3*g*r*x^3-5096*a*b*c^3*p^3*x^2-12176*a*b*c^3*p^2*q*x^2-\ 11504*a*b*c^3*p^2*r*x^2+13264*a*b*c^3*p^2*x^3-9856*a*b*c^3*p*q^2*x^2-19008*a*b* c^3*p*q*r*x^2+26208*a*b*c^3*p*q*x^3-7080*a*b*c^3*p*r^2*x^2+26064*a*b*c^3*p*r*x^ 3-2536*a*b*c^3*q^3*x^2-7936*a*b*c^3*q^2*r*x^2+13264*a*b*c^3*q^2*x^3-5592*a*b*c^ 3*q*r^2*x^2+26064*a*b*c^3*q*r*x^3-960*a*b*c^3*r^3*x^2+9792*a*b*c^3*r^2*x^3-9864 *a*b*c^2*g^4*x^2-37252*a*b*c^2*g^3*p*x^2-28076*a*b*c^2*g^3*q*x^2-35316*a*b*c^2* g^3*r*x^2+27072*a*b*c^2*g^3*x^3-38356*a*b*c^2*g^2*p^2*x^2-60432*a*b*c^2*g^2*p*q *x^2-65072*a*b*c^2*g^2*p*r*x^2+61464*a*b*c^2*g^2*p*x^3-22196*a*b*c^2*g^2*q^2*x^ 2-52720*a*b*c^2*g^2*q*r*x^2+61464*a*b*c^2*g^2*q*x^3-22896*a*b*c^2*g^2*r^2*x^2+ 71088*a*b*c^2*g^2*r*x^3-13608*a*b*c^2*g*p^3*x^2-32668*a*b*c^2*g*p^2*q*x^2-31772 *a*b*c^2*g*p^2*r*x^2+33304*a*b*c^2*g*p^2*x^3-25388*a*b*c^2*g*p*q^2*x^2-51768*a* b*c^2*g*p*q*r*x^2+66288*a*b*c^2*g*p*q*x^3-20220*a*b*c^2*g*p*r^2*x^2+68676*a*b*c ^2*g*p*r*x^3-6048*a*b*c^2*g*q^3*x^2-20392*a*b*c^2*g*q^2*r*x^2+33304*a*b*c^2*g*q ^2*x^3-15492*a*b*c^2*g*q*r^2*x^2+68676*a*b*c^2*g*q*r*x^3-2880*a*b*c^2*g*r^3*x^2 +27168*a*b*c^2*g*r^2*x^3-1456*a*b*c^2*p^4*x^2-4520*a*b*c^2*p^3*q*x^2-4216*a*b*c ^2*p^3*r*x^2+4616*a*b*c^2*p^3*x^3-5400*a*b*c^2*p^2*q^2*x^2-9904*a*b*c^2*p^2*q*r *x^2+13528*a*b*c^2*p^2*q*x^3-3720*a*b*c^2*p^2*r^2*x^2+12924*a*b*c^2*p^2*r*x^3-\ 2824*a*b*c^2*p*q^3*x^2-8024*a*b*c^2*p*q^2*r*x^2+13528*a*b*c^2*p*q^2*x^3-5472*a* b*c^2*p*q*r^2*x^2+25440*a*b*c^2*p*q*r*x^3-1008*a*b*c^2*p*r^3*x^2+8976*a*b*c^2*p *r^2*x^3-488*a*b*c^2*q^4*x^2-2048*a*b*c^2*q^3*r*x^2+4616*a*b*c^2*q^3*x^3-1896*a *b*c^2*q^2*r^2*x^2+12924*a*b*c^2*q^2*r*x^3-432*a*b*c^2*q*r^3*x^2+8976*a*b*c^2*q *r^2*x^3+1440*a*b*c^2*r^3*x^3-1344*a*b*c*g^5*x^2-9608*a*b*c*g^4*p*x^2-7096*a*b* c*g^4*q*x^2-10062*a*b*c*g^4*r*x^2+4896*a*b*c*g^4*x^3-16168*a*b*c*g^3*p^2*x^2-\ 25224*a*b*c*g^3*p*q*x^2-28936*a*b*c*g^3*p*r*x^2+22832*a*b*c*g^3*p*x^3-9056*a*b* c*g^3*q^2*x^2-23300*a*b*c*g^3*q*r*x^2+22832*a*b*c*g^3*q*x^3-10872*a*b*c*g^3*r^2 *x^2+29532*a*b*c*g^3*r*x^3-10314*a*b*c*g^2*p^3*x^2-24746*a*b*c*g^2*p^2*q*x^2-\ 24998*a*b*c*g^2*p^2*r*x^2+23520*a*b*c*g^2*p^2*x^3-18790*a*b*c*g^2*p*q^2*x^2-\ 40428*a*b*c*g^2*p*q*r*x^2+46960*a*b*c*g^2*p*q*x^3-16594*a*b*c*g^2*p*r^2*x^2+ 51690*a*b*c*g^2*p*r*x^3-4278*a*b*c*g^2*q^3*x^2-15520*a*b*c*g^2*q^2*r*x^2+23520* a*b*c*g^2*q^2*x^3-12638*a*b*c*g^2*q*r^2*x^2+51690*a*b*c*g^2*q*r*x^3-2520*a*b*c* g^2*r^3*x^2+21840*a*b*c*g^2*r^2*x^3-2608*a*b*c*g*p^4*x^2-8308*a*b*c*g*p^3*q*x^2 -7816*a*b*c*g*p^3*r*x^2+7904*a*b*c*g*p^3*x^3-9744*a*b*c*g*p^2*q^2*x^2-18638*a*b *c*g*p^2*q*r*x^2+23472*a*b*c*g*p^2*q*x^3-7154*a*b*c*g*p^2*r^2*x^2+23160*a*b*c*g *p^2*r*x^3-4796*a*b*c*g*p*q^3*x^2-14500*a*b*c*g*p*q^2*r*x^2+23472*a*b*c*g*p*q^2 *x^3-10512*a*b*c*g*p*q*r^2*x^2+45996*a*b*c*g*p*q*r*x^3-2008*a*b*c*g*p*r^3*x^2+ 16920*a*b*c*g*p*r^2*x^3-752*a*b*c*g*q^4*x^2-3434*a*b*c*g*q^3*r*x^2+7904*a*b*c*g *q^3*x^3-3430*a*b*c*g*q^2*r^2*x^2+23160*a*b*c*g*q^2*r*x^3-872*a*b*c*g*q*r^3*x^2 +16920*a*b*c*g*q*r^2*x^3+2880*a*b*c*g*r^3*x^3-216*a*b*c*p^5*x^2-834*a*b*c*p^4*q *x^2-772*a*b*c*p^4*r*x^2+772*a*b*c*p^4*x^3-1302*a*b*c*p^3*q^2*x^2-2336*a*b*c*p^ 3*q*r*x^2+3008*a*b*c*p^3*q*x^3-900*a*b*c*p^3*r^2*x^2+2742*a*b*c*p^3*r*x^3-1002* a*b*c*p^2*q^3*x^2-2700*a*b*c*p^2*q^2*r*x^2+4472*a*b*c*p^2*q^2*x^3-1866*a*b*c*p^ 2*q*r^2*x^2+8022*a*b*c*p^2*q*r*x^3-384*a*b*c*p^2*r^3*x^2+2640*a*b*c*p^2*r^2*x^3 -354*a*b*c*p*q^4*x^2-1336*a*b*c*p*q^3*r*x^2+3008*a*b*c*p*q^3*x^3-1230*a*b*c*p*q ^2*r^2*x^2+8022*a*b*c*p*q^2*r*x^3-360*a*b*c*p*q*r^3*x^2+5184*a*b*c*p*q*r^2*x^3-\ 40*a*b*c*p*r^4*x^2+720*a*b*c*p*r^3*x^3-36*a*b*c*q^5*x^2-200*a*b*c*q^4*r*x^2+772 *a*b*c*q^4*x^3-180*a*b*c*q^3*r^2*x^2+2742*a*b*c*q^3*r*x^3+24*a*b*c*q^2*r^3*x^2+ 2640*a*b*c*q^2*r^2*x^3+40*a*b*c*q*r^4*x^2+720*a*b*c*q*r^3*x^3-784*a*b*g^5*p*x^2 -560*a*b*g^5*q*x^2-1008*a*b*g^5*r*x^2-2212*a*b*g^4*p^2*x^2-3420*a*b*g^4*p*q*x^2 -4308*a*b*g^4*p*r*x^2+2448*a*b*g^4*p*x^3-1208*a*b*g^4*q^2*x^2-3486*a*b*g^4*q*r* x^2+2448*a*b*g^4*q*x^3-1776*a*b*g^4*r^2*x^2+3968*a*b*g^4*r*x^3-2248*a*b*g^3*p^3 *x^2-5392*a*b*g^3*p^2*q*x^2-5727*a*b*g^3*p^2*r*x^2+4648*a*b*g^3*p^2*x^3-4040*a* b*g^3*p*q^2*x^2-9270*a*b*g^3*p*q*r*x^2+9296*a*b*g^3*p*q*x^3-4023*a*b*g^3*p*r^2* x^2+11274*a*b*g^3*p*r*x^3-896*a*b*g^3*q^3*x^2-3543*a*b*g^3*q^2*r*x^2+4648*a*b*g ^3*q^2*x^3-3105*a*b*g^3*q*r^2*x^2+11274*a*b*g^3*q*r*x^3-660*a*b*g^3*r^3*x^2+ 5208*a*b*g^3*r^2*x^3-1010*a*b*g^2*p^4*x^2-3248*a*b*g^2*p^3*q*x^2-3130*a*b*g^2*p ^3*r*x^2+2902*a*b*g^2*p^3*x^3-3774*a*b*g^2*p^2*q^2*x^2-7515*a*b*g^2*p^2*q*r*x^2 +8666*a*b*g^2*p^2*q*x^3-2973*a*b*g^2*p^2*r^2*x^2+9003*a*b*g^2*p^2*r*x^3-1804*a* b*g^2*p*q^3*x^2-5760*a*b*g^2*p*q^2*r*x^2+8666*a*b*g^2*p*q^2*x^3-4392*a*b*g^2*p* q*r^2*x^2+17946*a*b*g^2*p*q*r*x^3-868*a*b*g^2*p*r^3*x^2+6972*a*b*g^2*p*r^2*x^3-\ 268*a*b*g^2*q^4*x^2-1325*a*b*g^2*q^3*r*x^2+2902*a*b*g^2*q^3*x^3-1419*a*b*g^2*q^ 2*r^2*x^2+9003*a*b*g^2*q^2*r*x^3-392*a*b*g^2*q*r^3*x^2+6972*a*b*g^2*q*r^2*x^3+ 1260*a*b*g^2*r^3*x^3-196*a*b*g*p^5*x^2-777*a*b*g*p^4*q*x^2-720*a*b*g*p^4*r*x^2+ 678*a*b*g*p^4*x^3-1211*a*b*g*p^3*q^2*x^2-2232*a*b*g*p^3*q*r*x^2+2672*a*b*g*p^3* q*x^3-866*a*b*g*p^3*r^2*x^2+2497*a*b*g*p^3*r*x^3-901*a*b*g*p^2*q^3*x^2-2538*a*b *g*p^2*q^2*r*x^2+3988*a*b*g*p^2*q^2*x^3-1829*a*b*g*p^2*q*r^2*x^2+7389*a*b*g*p^2 *q*r*x^3-382*a*b*g*p^2*r^3*x^2+2508*a*b*g*p^2*r^2*x^3-297*a*b*g*p*q^4*x^2-1188* a*b*g*p*q^3*r*x^2+2672*a*b*g*p*q^3*x^3-1159*a*b*g*p*q^2*r^2*x^2+7389*a*b*g*p*q^ 2*r*x^3-360*a*b*g*p*q*r^3*x^2+4968*a*b*g*p*q*r^2*x^3-40*a*b*g*p*r^4*x^2+720*a*b *g*p*r^3*x^3-26*a*b*g*q^5*x^2-162*a*b*g*q^4*r*x^2+678*a*b*g*q^4*x^3-154*a*b*g*q ^3*r^2*x^2+2497*a*b*g*q^3*r*x^3+22*a*b*g*q^2*r^3*x^2+2508*a*b*g*q^2*r^2*x^3+40* a*b*g*q*r^4*x^2+720*a*b*g*q*r^3*x^3-12*a*b*p^6*x^2-60*a*b*p^5*q*x^2-52*a*b*p^5* r*x^2+48*a*b*p^5*x^3-120*a*b*p^4*q^2*x^2-210*a*b*p^4*q*r*x^2+240*a*b*p^4*q*x^3-\ 78*a*b*p^4*r^2*x^2+204*a*b*p^4*r*x^3-120*a*b*p^3*q^3*x^2-320*a*b*p^3*q^2*r*x^2+ 480*a*b*p^3*q^2*x^3-228*a*b*p^3*q*r^2*x^2+816*a*b*p^3*q*r*x^3-48*a*b*p^3*r^3*x^ 2+246*a*b*p^3*r^2*x^3-60*a*b*p^2*q^4*x^2-220*a*b*p^2*q^3*r*x^2+480*a*b*p^2*q^3* x^3-216*a*b*p^2*q^2*r^2*x^2+1224*a*b*p^2*q^2*r*x^3-78*a*b*p^2*q*r^3*x^2+738*a*b *p^2*q*r^2*x^3-10*a*b*p^2*r^4*x^2+90*a*b*p^2*r^3*x^3-12*a*b*p*q^5*x^2-60*a*b*p* q^4*r*x^2+240*a*b*p*q^4*x^3-60*a*b*p*q^3*r^2*x^2+816*a*b*p*q^3*r*x^3-12*a*b*p*q ^2*r^3*x^2+738*a*b*p*q^2*r^2*x^3+180*a*b*p*q*r^3*x^3-2*a*b*q^5*r*x^2+48*a*b*q^5 *x^3+6*a*b*q^4*r^2*x^2+204*a*b*q^4*r*x^3+18*a*b*q^3*r^3*x^2+246*a*b*q^3*r^2*x^3 +10*a*b*q^2*r^4*x^2+90*a*b*q^2*r^3*x^3-192*a*c^7*x^2-2816*a*c^6*g*x^2-864*a*c^6 *p*x^2-288*a*c^6*q*x^2-512*a*c^6*r*x^2+1024*a*c^6*x^3-8288*a*c^5*g^2*x^2-7888*a *c^5*g*p*x^2-5168*a*c^5*g*q*x^2-6048*a*c^5*g*r*x^2+8064*a*c^5*g*x^3-1440*a*c^5* p^2*x^2-1152*a*c^5*p*q*x^2-1856*a*c^5*p*r*x^2+2560*a*c^5*p*x^3-144*a*c^5*q^2*x^ 2-672*a*c^5*q*r*x^2+1728*a*c^5*q*x^3-528*a*c^5*r^2*x^2+2112*a*c^5*r*x^3-10016*a *c^4*g^3*x^2-18696*a*c^4*g^2*p*x^2-13528*a*c^4*g^2*q*x^2-15544*a*c^4*g^2*r*x^2+ 17408*a*c^4*g^2*x^3-8928*a*c^4*g*p^2*x^2-11552*a*c^4*g*p*q*x^2-13296*a*c^4*g*p* r*x^2+15536*a*c^4*g*p*x^3-3744*a*c^4*g*q^2*x^2-8896*a*c^4*g*q*r*x^2+13840*a*c^4 *g*q*x^3-4208*a*c^4*g*r^2*x^2+15104*a*c^4*g*r*x^3-1200*a*c^4*p^3*x^2-1584*a*c^4 *p^2*q*x^2-2432*a*c^4*p^2*r*x^2+2560*a*c^4*p^2*x^3-504*a*c^4*p*q^2*x^2-1920*a*c ^4*p*q*r*x^2+3456*a*c^4*p*q*x^3-1416*a*c^4*p*r^2*x^2+4224*a*c^4*p*r*x^3-24*a*c^ 4*q^3*x^2-288*a*c^4*q^2*r*x^2+1056*a*c^4*q^2*x^3-504*a*c^4*q*r^2*x^2+2544*a*c^4 *q*r*x^3-240*a*c^4*r^3*x^2+1200*a*c^4*r^2*x^3-5932*a*c^3*g^4*x^2-18220*a*c^3*g^ 3*p*x^2-13572*a*c^3*g^3*q*x^2-16068*a*c^3*g^3*r*x^2+15296*a*c^3*g^3*x^3-16360*a *c^3*g^2*p^2*x^2-23824*a*c^3*g^2*p*q*x^2-26104*a*c^3*g^2*p*r*x^2+27024*a*c^3*g^ 2*p*x^3-8388*a*c^3*g^2*q^2*x^2-19624*a*c^3*g^2*q*r*x^2+25824*a*c^3*g^2*q*x^3-\ 8816*a*c^3*g^2*r^2*x^2+28504*a*c^3*g^2*r*x^3-5204*a*c^3*g*p^3*x^2-9928*a*c^3*g* p^2*q*x^2-11456*a*c^3*g*p^2*r*x^2+11656*a*c^3*g*p^2*x^3-6320*a*c^3*g*p*q^2*x^2-\ 14464*a*c^3*g*p*q*r*x^2+20400*a*c^3*g*p*q*x^3-7108*a*c^3*g*p*r^2*x^2+21888*a*c^ 3*g*p*r*x^3-1348*a*c^3*g*q^3*x^2-4792*a*c^3*g*q^2*r*x^2+9096*a*c^3*g*q^2*x^3-\ 4204*a*c^3*g*q*r^2*x^2+18952*a*c^3*g*q*r*x^3-1144*a*c^3*g*r^3*x^2+7640*a*c^3*g* r^2*x^3-540*a*c^3*p^4*x^2-1008*a*c^3*p^3*q*x^2-1504*a*c^3*p^3*r*x^2+1280*a*c^3* p^3*x^3-540*a*c^3*p^2*q^2*x^2-1872*a*c^3*p^2*q*r*x^2+2592*a*c^3*p^2*q*x^3-1332* a*c^3*p^2*r^2*x^2+3168*a*c^3*p^2*r*x^3-72*a*c^3*p*q^3*x^2-576*a*c^3*p*q^2*r*x^2 +1584*a*c^3*p*q^2*x^3-936*a*c^3*p*q*r^2*x^2+3816*a*c^3*p*q*r*x^3-432*a*c^3*p*r^ 3*x^2+1800*a*c^3*p*r^2*x^3-40*a*c^3*q^3*r*x^2+272*a*c^3*q^3*x^3-120*a*c^3*q^2*r ^2*x^2+960*a*c^3*q^2*r*x^3-120*a*c^3*q*r^3*x^2+888*a*c^3*q*r^2*x^3-40*a*c^3*r^4 *x^2+200*a*c^3*r^3*x^3-1720*a*c^2*g^5*x^2-8336*a*c^2*g^4*p*x^2-6256*a*c^2*g^4*q *x^2-7866*a*c^2*g^4*r*x^2+5952*a*c^2*g^4*x^3-12000*a*c^2*g^3*p^2*x^2-18264*a*c^ 2*g^3*p*q*x^2-20220*a*c^2*g^3*p*r*x^2+18364*a*c^2*g^3*p*x^3-6564*a*c^2*g^3*q^2* x^2-15872*a*c^2*g^3*q*r*x^2+18020*a*c^2*g^3*q*x^3-7256*a*c^2*g^3*r^2*x^2+21008* a*c^2*g^3*r*x^3-6950*a*c^2*g^2*p^3*x^2-15122*a*c^2*g^2*p^2*q*x^2-16146*a*c^2*g^ 2*p^2*r*x^2+15360*a*c^2*g^2*p^2*x^3-10758*a*c^2*g^2*p*q^2*x^2-23548*a*c^2*g^2*p *q*r*x^2+29072*a*c^2*g^2*p*q*x^3-10550*a*c^2*g^2*p*r^2*x^2+31054*a*c^2*g^2*p*r* x^3-2422*a*c^2*g^2*q^3*x^2-8592*a*c^2*g^2*q^2*r*x^2+13912*a*c^2*g^2*q^2*x^3-\ 7306*a*c^2*g^2*q*r^2*x^2+29362*a*c^2*g^2*q*r*x^3-1756*a*c^2*g^2*r^3*x^2+11924*a *c^2*g^2*r^2*x^3-1620*a*c^2*g*p^4*x^2-4068*a*c^2*g*p^3*q*x^2-4736*a*c^2*g*p^3*r *x^2+4196*a*c^2*g*p^3*x^3-3792*a*c^2*g*p^2*q^2*x^2-8556*a*c^2*g*p^2*q*r*x^2+ 10844*a*c^2*g*p^2*q*x^3-4372*a*c^2*g*p^2*r^2*x^2+11418*a*c^2*g*p^2*r*x^3-1588*a *c^2*g*p*q^3*x^2-5268*a*c^2*g*p*q^2*r*x^2+9492*a*c^2*g*p*q^2*x^3-4720*a*c^2*g*p *q*r^2*x^2+19276*a*c^2*g*p*q*r*x^3-1408*a*c^2*g*p*r^3*x^2+7532*a*c^2*g*p*r^2*x^ 3-244*a*c^2*g*q^4*x^2-1124*a*c^2*g*q^3*r*x^2+2844*a*c^2*g*q^3*x^3-1248*a*c^2*g* q^2*r^2*x^2+8358*a*c^2*g*q^2*r*x^3-516*a*c^2*g*q*r^3*x^2+6228*a*c^2*g*q*r^2*x^3 -100*a*c^2*g*r^4*x^2+1100*a*c^2*g*r^3*x^3-126*a*c^2*p^5*x^2-306*a*c^2*p^4*q*x^2 -448*a*c^2*p^4*r*x^2+320*a*c^2*p^4*x^3-234*a*c^2*p^3*q^2*x^2-768*a*c^2*p^3*q*r* x^2+864*a*c^2*p^3*q*x^3-534*a*c^2*p^3*r^2*x^2+1056*a*c^2*p^3*r*x^3-54*a*c^2*p^2 *q^3*x^2-360*a*c^2*p^2*q^2*r*x^2+792*a*c^2*p^2*q^2*x^3-558*a*c^2*p^2*q*r^2*x^2+ 1908*a*c^2*p^2*q*r*x^3-252*a*c^2*p^2*r^3*x^2+900*a*c^2*p^2*r^2*x^3-40*a*c^2*p*q ^3*r*x^2+272*a*c^2*p*q^3*x^3-120*a*c^2*p*q^2*r^2*x^2+960*a*c^2*p*q^2*r*x^3-120* a*c^2*p*q*r^3*x^2+888*a*c^2*p*q*r^2*x^3-40*a*c^2*p*r^4*x^2+200*a*c^2*p*r^3*x^3+ 24*a*c^2*q^4*x^3+108*a*c^2*q^3*r*x^3+144*a*c^2*q^2*r^2*x^3+60*a*c^2*q*r^3*x^3-\ 196*a*c*g^6*x^2-1716*a*c*g^5*p*x^2-1280*a*c*g^5*q*x^2-1793*a*c*g^5*r*x^2+856*a* c*g^5*x^3-3744*a*c*g^4*p^2*x^2-5812*a*c*g^4*p*q*x^2-6710*a*c*g^4*p*r*x^2+5064*a *c*g^4*p*x^3-2100*a*c*g^4*q^2*x^2-5392*a*c*g^4*q*r*x^2+5032*a*c*g^4*q*x^3-2583* a*c*g^4*r^2*x^2+6522*a*c*g^4*r*x^3-3404*a*c*g^3*p^3*x^2-7845*a*c*g^3*p^2*q*x^2-\ 8289*a*c*g^3*p^2*r*x^2+7174*a*c*g^3*p^2*x^3-5790*a*c*g^3*p*q^2*x^2-12866*a*c*g^ 3*p*q*r*x^2+14012*a*c*g^3*p*q*x^3-5699*a*c*g^3*p*r^2*x^2+15641*a*c*g^3*p*r*x^3-\ 1317*a*c*g^3*q^3*x^2-4866*a*c*g^3*q^2*r*x^2+6870*a*c*g^3*q^2*x^3-4255*a*c*g^3*q *r^2*x^2+15271*a*c*g^3*q*r*x^3-1002*a*c*g^3*r^3*x^2+6530*a*c*g^3*r^2*x^3-1428*a *c*g^2*p^4*x^2-4102*a*c*g^2*p^3*q*x^2-4338*a*c*g^2*p^3*r*x^2+3764*a*c*g^2*p^3*x ^3-4365*a*c*g^2*p^2*q^2*x^2-9165*a*c*g^2*p^2*q*r*x^2+10568*a*c*g^2*p^2*q*x^3-\ 4163*a*c*g^2*p^2*r^2*x^2+10888*a*c*g^2*p^2*r*x^3-2004*a*c*g^2*p*q^3*x^2-6466*a* c*g^2*p*q^2*r*x^2+10012*a*c*g^2*p*q^2*x^3-5400*a*c*g^2*p*q*r^2*x^2+20268*a*c*g^ 2*p*q*r*x^3-1376*a*c*g^2*p*r^3*x^2+7782*a*c*g^2*p*r^2*x^3-313*a*c*g^2*q^4*x^2-\ 1479*a*c*g^2*q^3*r*x^2+3208*a*c*g^2*q^3*x^3-1676*a*c*g^2*q^2*r^2*x^2+9600*a*c*g ^2*q^2*r*x^3-646*a*c*g^2*q*r^3*x^2+7230*a*c*g^2*q*r^2*x^3-90*a*c*g^2*r^4*x^2+ 1280*a*c*g^2*r^3*x^3-244*a*c*g*p^5*x^2-769*a*c*g*p^4*q*x^2-892*a*c*g*p^4*r*x^2+ 702*a*c*g*p^4*x^3-947*a*c*g*p^3*q^2*x^2-2108*a*c*g*p^3*q*r*x^2+2400*a*c*g*p^3*q *x^3-1094*a*c*g*p^3*r^2*x^2+2461*a*c*g*p^3*r*x^3-581*a*c*g*p^2*q^3*x^2-1844*a*c *g*p^2*q^2*r*x^2+3116*a*c*g*p^2*q^2*x^3-1681*a*c*g*p^2*q*r^2*x^2+6127*a*c*g*p^2 *q*r*x^3-526*a*c*g*p^2*r^3*x^2+2306*a*c*g*p^2*r^2*x^3-177*a*c*g*p*q^4*x^2-728*a *c*g*p*q^3*r*x^2+1840*a*c*g*p*q^3*x^3-795*a*c*g*p*q^2*r^2*x^2+5199*a*c*g*p*q^2* r*x^3-360*a*c*g*p*q*r^3*x^2+3684*a*c*g*p*q*r^2*x^3-80*a*c*g*p*r^4*x^2+600*a*c*g *p*r^3*x^3-18*a*c*g*q^5*x^2-100*a*c*g*q^4*r*x^2+422*a*c*g*q^4*x^3-90*a*c*g*q^3* r^2*x^2+1533*a*c*g*q^3*r*x^3+12*a*c*g*q^2*r^3*x^2+1536*a*c*g*q^2*r^2*x^3+20*a*c *g*q*r^4*x^2+450*a*c*g*q*r^3*x^3-12*a*c*p^6*x^2-36*a*c*p^5*q*x^2-52*a*c*p^5*r*x ^2+32*a*c*p^5*x^3-36*a*c*p^4*q^2*x^2-114*a*c*p^4*q*r*x^2+108*a*c*p^4*q*x^3-78*a *c*p^4*r^2*x^2+132*a*c*p^4*r*x^3-12*a*c*p^3*q^3*x^2-72*a*c*p^3*q^2*r*x^2+132*a* c*p^3*q^2*x^3-108*a*c*p^3*q*r^2*x^2+318*a*c*p^3*q*r*x^3-48*a*c*p^3*r^3*x^2+150* a*c*p^3*r^2*x^3-10*a*c*p^2*q^3*r*x^2+68*a*c*p^2*q^3*x^3-30*a*c*p^2*q^2*r^2*x^2+ 240*a*c*p^2*q^2*r*x^3-30*a*c*p^2*q*r^3*x^2+222*a*c*p^2*q*r^2*x^3-10*a*c*p^2*r^4 *x^2+50*a*c*p^2*r^3*x^3+12*a*c*p*q^4*x^3+54*a*c*p*q^3*r*x^3+72*a*c*p*q^2*r^2*x^ 3+30*a*c*p*q*r^3*x^3-116*a*g^6*p*x^2-84*a*g^6*q*x^2-148*a*g^6*r*x^2-404*a*g^5*p ^2*x^2-632*a*g^5*p*q*x^2-790*a*g^5*p*r*x^2+428*a*g^5*p*x^3-228*a*g^5*q^2*x^2-\ 646*a*g^5*q*r*x^2+428*a*g^5*q*x^3-333*a*g^5*r^2*x^2+694*a*g^5*r*x^3-540*a*g^4*p ^3*x^2-1284*a*g^4*p^2*q*x^2-1388*a*g^4*p^2*r*x^2+1044*a*g^4*p^2*x^3-964*a*g^4*p *q^2*x^2-2234*a*g^4*p*q*r*x^2+2072*a*g^4*p*q*x^3-1012*a*g^4*p*r^2*x^2+2529*a*g^ 4*p*r*x^3-220*a*g^4*q^3*x^2-866*a*g^4*q^2*r*x^2+1028*a*g^4*q^2*x^3-795*a*g^4*q* r^2*x^2+2505*a*g^4*q*r*x^3-190*a*g^4*r^3*x^2+1164*a*g^4*r^2*x^3-352*a*g^3*p^4*x ^2-1080*a*g^3*p^3*q*x^2-1110*a*g^3*p^3*r*x^2+908*a*g^3*p^3*x^3-1209*a*g^3*p^2*q ^2*x^2-2532*a*g^3*p^2*q*r*x^2+2642*a*g^3*p^2*q*x^3-1110*a*g^3*p^2*r^2*x^2+2807* a*g^3*p^2*r*x^3-570*a*g^3*p*q^3*x^2-1886*a*g^3*p*q^2*r*x^2+2576*a*g^3*p*q^2*x^3 -1582*a*g^3*p*q*r^2*x^2+5435*a*g^3*p*q*r*x^3-382*a*g^3*p*r^3*x^2+2161*a*g^3*p*r ^2*x^3-89*a*g^3*q^4*x^2-444*a*g^3*q^3*r*x^2+842*a*g^3*q^3*x^3-531*a*g^3*q^2*r^2 *x^2+2652*a*g^3*q^2*r*x^3-209*a*g^3*q*r^3*x^2+2097*a*g^3*q*r^2*x^3-25*a*g^3*r^4 *x^2+390*a*g^3*r^3*x^3-112*a*g^2*p^5*x^2-398*a*g^2*p^4*q*x^2-420*a*g^2*p^4*r*x^ 2+332*a*g^2*p^4*x^3-560*a*g^2*p^3*q^2*x^2-1146*a*g^2*p^3*q*r*x^2+1228*a*g^2*p^3 *q*x^3-530*a*g^2*p^3*r^2*x^2+1216*a*g^2*p^3*r*x^3-387*a*g^2*p^2*q^3*x^2-1168*a* g^2*p^2*q^2*r*x^2+1726*a*g^2*p^2*q^2*x^3-972*a*g^2*p^2*q*r^2*x^2+3335*a*g^2*p^2 *q*r*x^3-262*a*g^2*p^2*r^3*x^2+1207*a*g^2*p^2*r^2*x^3-126*a*g^2*p*q^4*x^2-518*a *g^2*p*q^3*r*x^2+1096*a*g^2*p*q^3*x^3-560*a*g^2*p*q^2*r^2*x^2+3108*a*g^2*p*q^2* r*x^3-228*a*g^2*p*q*r^3*x^2+2178*a*g^2*p*q*r^2*x^3-40*a*g^2*p*r^4*x^2+340*a*g^2 *p*r^3*x^3-13*a*g^2*q^5*x^2-76*a*g^2*q^4*r*x^2+266*a*g^2*q^4*x^3-83*a*g^2*q^3*r ^2*x^2+989*a*g^2*q^3*r*x^3-10*a*g^2*q^2*r^3*x^2+1011*a*g^2*q^2*r^2*x^3+10*a*g^2 *q*r^4*x^2+300*a*g^2*q*r^3*x^3-12*a*g*p^6*x^2-48*a*g*p^5*q*x^2-52*a*g*p^5*r*x^2 +40*a*g*p^5*x^3-78*a*g*p^4*q^2*x^2-162*a*g*p^4*q*r*x^2+174*a*g*p^4*q*x^3-78*a*g *p^4*r^2*x^2+168*a*g*p^4*r*x^3-66*a*g*p^3*q^3*x^2-196*a*g*p^3*q^2*r*x^2+306*a*g *p^3*q^2*x^3-168*a*g*p^3*q*r^2*x^2+567*a*g*p^3*q*r*x^3-48*a*g*p^3*r^3*x^2+198*a *g*p^3*r^2*x^3-30*a*g*p^2*q^4*x^2-115*a*g*p^2*q^3*r*x^2+274*a*g*p^2*q^3*x^3-123 *a*g*p^2*q^2*r^2*x^2+732*a*g*p^2*q^2*r*x^3-54*a*g*p^2*q*r^3*x^2+480*a*g*p^2*q*r ^2*x^3-10*a*g*p^2*r^4*x^2+70*a*g*p^2*r^3*x^3-6*a*g*p*q^5*x^2-30*a*g*p*q^4*r*x^2 +126*a*g*p*q^4*x^3-30*a*g*p*q^3*r^2*x^2+435*a*g*p*q^3*r*x^3-6*a*g*p*q^2*r^3*x^2 +405*a*g*p*q^2*r^2*x^3+105*a*g*p*q*r^3*x^3-a*g*q^5*r*x^2+24*a*g*q^5*x^3+3*a*g*q ^4*r^2*x^2+102*a*g*q^4*r*x^3+9*a*g*q^3*r^3*x^2+123*a*g*q^3*r^2*x^3+5*a*g*q^2*r^ 4*x^2+45*a*g*q^2*r^3*x^3-32*b^6*c*g*x^2-16*b^6*g*p*x^2-16*b^6*g*r*x^2-256*b^5*c ^3*x^2-640*b^5*c^2*g*x^2-256*b^5*c^2*p*x^2-128*b^5*c^2*q*x^2-128*b^5*c^2*r*x^2+ 128*b^5*c^2*x^3-272*b^5*c*g^2*x^2-576*b^5*c*g*p*x^2-272*b^5*c*g*q*x^2-448*b^5*c *g*r*x^2+480*b^5*c*g*x^3-64*b^5*c*p^2*x^2-64*b^5*c*p*q*x^2-64*b^5*c*p*r*x^2+64* b^5*c*p*x^3+16*b^5*c*q*r*x^2+64*b^5*c*q*x^3+48*b^5*c*r^2*x^2+96*b^5*c*r*x^3-144 *b^5*g^2*p*x^2-64*b^5*g^2*q*x^2-176*b^5*g^2*r*x^2-128*b^5*g*p^2*x^2-128*b^5*g*p *q*x^2-176*b^5*g*p*r*x^2+240*b^5*g*p*x^3-48*b^5*g*q*r*x^2+240*b^5*g*q*x^3+384*b ^5*g*r*x^3-1344*b^4*c^4*x^2-3872*b^4*c^3*g*x^2-1824*b^4*c^3*p*x^2-1344*b^4*c^3* q*x^2-1344*b^4*c^3*r*x^2+1088*b^4*c^3*x^3-3056*b^4*c^2*g^2*x^2-4752*b^4*c^2*g*p *x^2-3024*b^4*c^2*g*q*x^2-3712*b^4*c^2*g*r*x^2+3904*b^4*c^2*g*x^3-816*b^4*c^2*p ^2*x^2-1280*b^4*c^2*p*q*x^2-1248*b^4*c^2*p*r*x^2+960*b^4*c^2*p*x^3-336*b^4*c^2* q^2*x^2-640*b^4*c^2*q*r*x^2+1088*b^4*c^2*q*x^3-48*b^4*c^2*r^2*x^2+1152*b^4*c^2* r*x^3-728*b^4*c*g^3*x^2-2800*b^4*c*g^2*p*x^2-1680*b^4*c*g^2*q*x^2-2560*b^4*c*g^ 2*r*x^2+1888*b^4*c*g^2*x^3-1864*b^4*c*g*p^2*x^2-2496*b^4*c*g*p*q*x^2-2816*b^4*c *g*p*r*x^2+3168*b^4*c*g*p*x^3-568*b^4*c*g*q^2*x^2-1536*b^4*c*g*q*r*x^2+3232*b^4 *c*g*q*x^3-432*b^4*c*g*r^2*x^2+4080*b^4*c*g*r*x^3-120*b^4*c*p^3*x^2-304*b^4*c*p ^2*q*x^2-288*b^4*c*p^2*r*x^2+208*b^4*c*p^2*x^3-184*b^4*c*p*q^2*x^2-352*b^4*c*p* q*r*x^2+480*b^4*c*p*q*x^3-72*b^4*c*p*r^2*x^2+480*b^4*c*p*r*x^3+16*b^4*c*q^2*r*x ^2+272*b^4*c*q^2*x^3+144*b^4*c*q*r^2*x^2+576*b^4*c*q*r*x^3+96*b^4*c*r^3*x^2+192 *b^4*c*r^2*x^3-396*b^4*g^3*p*x^2-232*b^4*g^3*q*x^2-508*b^4*g^3*r*x^2-624*b^4*g^ 2*p^2*x^2-784*b^4*g^2*p*q*x^2-1032*b^4*g^2*p*r*x^2+944*b^4*g^2*p*x^3-160*b^4*g^ 2*q^2*x^2-592*b^4*g^2*q*r*x^2+944*b^4*g^2*q*x^3-232*b^4*g^2*r^2*x^2+1516*b^4*g^ 2*r*x^3-228*b^4*g*p^3*x^2-488*b^4*g*p^2*q*x^2-508*b^4*g*p^2*r*x^2+608*b^4*g*p^2 *x^3-260*b^4*g*p*q^2*x^2-608*b^4*g*p*q*r*x^2+1248*b^4*g*p*q*x^3-192*b^4*g*p*r^2 *x^2+1452*b^4*g*p*r*x^3-60*b^4*g*q^2*r*x^2+640*b^4*g*q^2*x^3+48*b^4*g*q*r^2*x^2 +1500*b^4*g*q*r*x^3+72*b^4*g*r^3*x^2+648*b^4*g*r^2*x^3-2496*b^3*c^5*x^2-9280*b^ 3*c^4*g*x^2-4128*b^3*c^4*p*x^2-3744*b^3*c^4*q*x^2-3520*b^3*c^4*r*x^2+2816*b^3*c ^4*x^3-11040*b^3*c^3*g^2*x^2-14384*b^3*c^3*g*p*x^2-10944*b^3*c^3*g*q*x^2-11968* b^3*c^3*g*r*x^2+11808*b^3*c^3*g*x^3-2448*b^3*c^3*p^2*x^2-4864*b^3*c^3*p*q*x^2-\ 4224*b^3*c^3*p*r*x^2+3360*b^3*c^3*p*x^3-1872*b^3*c^3*q^2*x^2-3536*b^3*c^3*q*r*x ^2+4224*b^3*c^3*q*x^3-864*b^3*c^3*r^2*x^2+3984*b^3*c^3*r*x^3-5328*b^3*c^2*g^3*x ^2-14048*b^3*c^2*g^2*p*x^2-9856*b^3*c^2*g^2*q*x^2-12256*b^3*c^2*g^2*r*x^2+11072 *b^3*c^2*g^2*x^3-8000*b^3*c^2*g*p^2*x^2-12720*b^3*c^2*g*p*q*x^2-12944*b^3*c^2*g *p*r*x^2+13200*b^3*c^2*g*p*x^3-4128*b^3*c^2*g*q^2*x^2-9272*b^3*c^2*g*q*r*x^2+ 13952*b^3*c^2*g*q*x^3-3064*b^3*c^2*g*r^2*x^2+15416*b^3*c^2*g*r*x^3-600*b^3*c^2* p^3*x^2-2024*b^3*c^2*p^2*q*x^2-1584*b^3*c^2*p^2*r*x^2+1280*b^3*c^2*p^2*x^3-1768 *b^3*c^2*p*q^2*x^2-3104*b^3*c^2*p*q*r*x^2+3360*b^3*c^2*p*q*x^3-792*b^3*c^2*p*r^ 2*x^2+3000*b^3*c^2*p*r*x^3-312*b^3*c^2*q^3*x^2-896*b^3*c^2*q^2*r*x^2+2112*b^3*c ^2*q^2*x^3-168*b^3*c^2*q*r^2*x^2+3984*b^3*c^2*q*r*x^3+192*b^3*c^2*r^3*x^2+1296* b^3*c^2*r^2*x^3-908*b^3*c*g^4*x^2-4952*b^3*c*g^3*p*x^2-3316*b^3*c*g^3*q*x^2-\ 4888*b^3*c*g^3*r*x^2+2936*b^3*c*g^3*x^3-5756*b^3*c*g^2*p^2*x^2-8432*b^3*c*g^2*p *q*x^2-9552*b^3*c*g^2*p*r*x^2+9200*b^3*c*g^2*p*x^3-2516*b^3*c*g^2*q^2*x^2-6600* b^3*c*g^2*q*r*x^2+9360*b^3*c*g^2*q*x^3-2584*b^3*c*g^2*r^2*x^2+11848*b^3*c*g^2*r *x^3-1868*b^3*c*g*p^3*x^2-4636*b^3*c*g*p^2*q*x^2-4392*b^3*c*g*p^2*r*x^2+4688*b^ 3*c*g*p^2*x^3-3268*b^3*c*g*p*q^2*x^2-6680*b^3*c*g*p*q*r*x^2+9936*b^3*c*g*p*q*x^ 3-2204*b^3*c*g*p*r^2*x^2+10420*b^3*c*g*p*r*x^3-484*b^3*c*g*q^3*x^2-1776*b^3*c*g *q^2*r*x^2+5264*b^3*c*g*q^2*x^3-736*b^3*c*g*q*r^2*x^2+11152*b^3*c*g*q*r*x^3+208 *b^3*c*g*r^3*x^2+4376*b^3*c*g*r^2*x^3-48*b^3*c*p^4*x^2-264*b^3*c*p^3*q*x^2-176* b^3*c*p^3*r*x^2+152*b^3*c*p^3*x^3-400*b^3*c*p^2*q^2*x^2-648*b^3*c*p^2*q*r*x^2+ 640*b^3*c*p^2*q*x^3-168*b^3*c*p^2*r^2*x^2+528*b^3*c*p^2*r*x^3-184*b^3*c*p*q^3*x ^2-496*b^3*c*p*q^2*r*x^2+840*b^3*c*p*q^2*x^3-216*b^3*c*p*q*r^2*x^2+1500*b^3*c*p *q*r*x^3+456*b^3*c*p*r^2*x^3-4*b^3*c*q^3*r*x^2+352*b^3*c*q^3*x^3+132*b^3*c*q^2* r^2*x^2+996*b^3*c*q^2*r*x^3+168*b^3*c*q*r^3*x^2+648*b^3*c*q*r^2*x^3+40*b^3*c*r^ 4*x^2+80*b^3*c*r^3*x^3-504*b^3*g^4*p*x^2-328*b^3*g^4*q*x^2-656*b^3*g^4*r*x^2-\ 1108*b^3*g^3*p^2*x^2-1548*b^3*g^3*p*q*x^2-2000*b^3*g^3*p*r*x^2+1468*b^3*g^3*p*x ^3-440*b^3*g^3*q^2*x^2-1402*b^3*g^3*q*r*x^2+1468*b^3*g^3*q*x^3-642*b^3*g^3*r^2* x^2+2366*b^3*g^3*r*x^3-752*b^3*g^2*p^3*x^2-1728*b^3*g^2*p^2*q*x^2-1796*b^3*g^2* p^2*r*x^2+1832*b^3*g^2*p^2*x^3-1120*b^3*g^2*p*q^2*x^2-2564*b^3*g^2*p*q*r*x^2+ 3744*b^3*g^2*p*q*x^3-948*b^3*g^2*p*r^2*x^2+4406*b^3*g^2*p*r*x^3-144*b^3*g^2*q^3 *x^2-668*b^3*g^2*q^2*r*x^2+1912*b^3*g^2*q^2*x^3-368*b^3*g^2*q*r^2*x^2+4526*b^3* g^2*q*r*x^3+52*b^3*g^2*r^3*x^2+1996*b^3*g^2*r^2*x^3-152*b^3*g*p^4*x^2-516*b^3*g *p^3*q*x^2-456*b^3*g*p^3*r*x^2+520*b^3*g*p^3*x^3-584*b^3*g*p^2*q^2*x^2-1098*b^3 *g*p^2*q*r*x^2+1652*b^3*g*p^2*q*x^3-366*b^3*g*p^2*r^2*x^2+1632*b^3*g*p^2*r*x^3-\ 220*b^3*g*p*q^3*x^2-692*b^3*g*p*q^2*r*x^2+1752*b^3*g*p*q^2*x^3-384*b^3*g*p*q*r^ 2*x^2+3486*b^3*g*p*q*r*x^3-24*b^3*g*p*r^3*x^2+1272*b^3*g*p*r^2*x^3-40*b^3*g*q^3 *r*x^2+620*b^3*g*q^3*x^3+72*b^3*g*q^2*r^2*x^2+1866*b^3*g*q^2*r*x^3+144*b^3*g*q* r^3*x^2+1368*b^3*g*q*r^2*x^3+40*b^3*g*r^4*x^2+220*b^3*g*r^3*x^3-1984*b^2*c^6*x^ 2-9728*b^2*c^5*g*x^2-3808*b^2*c^5*p*x^2-3968*b^2*c^5*q*x^2-3520*b^2*c^5*r*x^2+ 2880*b^2*c^5*x^3-16288*b^2*c^4*g^2*x^2-18176*b^2*c^4*g*p*x^2-15568*b^2*c^4*g*q* x^2-15888*b^2*c^4*g*r*x^2+15424*b^2*c^4*g*x^3-2704*b^2*c^4*p^2*x^2-6336*b^2*c^4 *p*q*x^2-4960*b^2*c^4*p*r*x^2+4192*b^2*c^4*p*x^3-2976*b^2*c^4*q^2*x^2-5344*b^2* c^4*q*r*x^2+5760*b^2*c^4*q*x^3-1392*b^2*c^4*r^2*x^2+5040*b^2*c^4*r*x^3-12320*b^ 2*c^3*g^3*x^2-26456*b^2*c^3*g^2*p*x^2-20624*b^2*c^3*g^2*q*x^2-23224*b^2*c^3*g^2 *r*x^2+22288*b^2*c^3*g^2*x^3-12960*b^2*c^3*g*p^2*x^2-23184*b^2*c^3*g*p*q*x^2-\ 21840*b^2*c^3*g*p*r*x^2+21856*b^2*c^3*g*p*x^3-9048*b^2*c^3*g*q^2*x^2-18728*b^2* c^3*g*q*r*x^2+24064*b^2*c^3*g*q*x^3-6296*b^2*c^3*g*r^2*x^2+24544*b^2*c^3*g*r*x^ 3-840*b^2*c^3*p^3*x^2-3520*b^2*c^3*p^2*q*x^2-2304*b^2*c^3*p^2*r*x^2+2128*b^2*c^ 3*p^2*x^3-3792*b^2*c^3*p*q^2*x^2-6016*b^2*c^3*p*q*r*x^2+6288*b^2*c^3*p*q*x^3-\ 1368*b^2*c^3*p*r^2*x^2+5064*b^2*c^3*p*r*x^3-992*b^2*c^3*q^3*x^2-2736*b^2*c^3*q^ 2*r*x^2+4320*b^2*c^3*q^2*x^3-1200*b^2*c^3*q*r^2*x^2+7560*b^2*c^3*q*r*x^3+96*b^2 *c^3*r^3*x^2+2304*b^2*c^3*r^2*x^3-4348*b^2*c^2*g^4*x^2-16048*b^2*c^2*g^3*p*x^2-\ 11836*b^2*c^2*g^3*q*x^2-14788*b^2*c^2*g^3*r*x^2+12160*b^2*c^2*g^3*x^3-15548*b^2 *c^2*g^2*p^2*x^2-25144*b^2*c^2*g^2*p*q*x^2-26120*b^2*c^2*g^2*p*r*x^2+25768*b^2* c^2*g^2*p*x^3-8916*b^2*c^2*g^2*q^2*x^2-20564*b^2*c^2*g^2*q*r*x^2+26736*b^2*c^2* g^2*q*x^3-7900*b^2*c^2*g^2*r^2*x^2+30080*b^2*c^2*g^2*r*x^3-4384*b^2*c^2*g*p^3*x ^2-12192*b^2*c^2*g*p^2*q*x^2-10620*b^2*c^2*g*p^2*r*x^2+11112*b^2*c^2*g*p^2*x^3-\ 10164*b^2*c^2*g*p*q^2*x^2-19176*b^2*c^2*g*p*q*r*x^2+24536*b^2*c^2*g*p*q*x^3-\ 6184*b^2*c^2*g*p*r^2*x^2+23900*b^2*c^2*g*p*r*x^3-2216*b^2*c^2*g*q^3*x^2-7072*b^ 2*c^2*g*q^2*r*x^2+13584*b^2*c^2*g*q^2*x^3-4044*b^2*c^2*g*q*r^2*x^2+26776*b^2*c^ 2*g*q*r*x^3-160*b^2*c^2*g*r^3*x^2+9832*b^2*c^2*g*r^2*x^3-96*b^2*c^2*p^4*x^2-768 *b^2*c^2*p^3*q*x^2-352*b^2*c^2*p^3*r*x^2+424*b^2*c^2*p^3*x^3-1492*b^2*c^2*p^2*q ^2*x^2-2016*b^2*c^2*p^2*q*r*x^2+2128*b^2*c^2*p^2*q*x^3-336*b^2*c^2*p^2*r^2*x^2+ 1488*b^2*c^2*p^2*r*x^3-944*b^2*c^2*p*q^3*x^2-2296*b^2*c^2*p*q^2*r*x^2+3144*b^2* c^2*p*q^2*x^3-1008*b^2*c^2*p*q*r^2*x^2+5064*b^2*c^2*p*q*r*x^3+1344*b^2*c^2*p*r^ 2*x^3-124*b^2*c^2*q^4*x^2-488*b^2*c^2*q^3*r*x^2+1440*b^2*c^2*q^3*x^3-156*b^2*c^ 2*q^2*r^2*x^2+3780*b^2*c^2*q^2*r*x^3+240*b^2*c^2*q*r^3*x^2+2304*b^2*c^2*q*r^2*x ^3+80*b^2*c^2*r^4*x^2+280*b^2*c^2*r^3*x^3-584*b^2*c*g^5*x^2-4104*b^2*c*g^4*p*x^ 2-2912*b^2*c*g^4*q*x^2-4214*b^2*c*g^4*r*x^2+2256*b^2*c*g^4*x^3-6724*b^2*c*g^3*p ^2*x^2-10308*b^2*c*g^3*p*q*x^2-11724*b^2*c*g^3*p*r*x^2+10200*b^2*c*g^3*p*x^3-\ 3456*b^2*c*g^3*q^2*x^2-8954*b^2*c*g^3*q*r*x^2+10328*b^2*c*g^3*q*x^3-3856*b^2*c* g^3*r^2*x^2+13182*b^2*c*g^3*r*x^3-3902*b^2*c*g^2*p^3*x^2-9768*b^2*c*g^2*p^2*q*x ^2-9410*b^2*c*g^2*p^2*r*x^2+9588*b^2*c*g^2*p^2*x^3-7350*b^2*c*g^2*p*q^2*x^2-\ 15288*b^2*c*g^2*p*q*r*x^2+19952*b^2*c*g^2*p*q*x^3-5570*b^2*c*g^2*p*r^2*x^2+ 21322*b^2*c*g^2*p*r*x^3-1444*b^2*c*g^2*q^3*x^2-5220*b^2*c*g^2*q^2*r*x^2+10404*b ^2*c*g^2*q^2*x^3-3440*b^2*c*g^2*q*r^2*x^2+22328*b^2*c*g^2*q*r*x^3-280*b^2*c*g^2 *r^3*x^2+9068*b^2*c*g^2*r^2*x^3-706*b^2*c*g*p^4*x^2-2660*b^2*c*g*p^3*q*x^2-2164 *b^2*c*g*p^3*r*x^2+2384*b^2*c*g*p^3*x^3-3486*b^2*c*g*p^2*q^2*x^2-6058*b^2*c*g*p ^2*q*r*x^2+7872*b^2*c*g*p^2*q*x^3-1896*b^2*c*g*p^2*r^2*x^2+7254*b^2*c*g*p^2*r*x ^3-1716*b^2*c*g*p*q^3*x^2-4876*b^2*c*g*p*q^2*r*x^2+8712*b^2*c*g*p*q^2*x^3-2864* b^2*c*g*p*q*r^2*x^2+16270*b^2*c*g*p*q*r*x^3-312*b^2*c*g*p*r^3*x^2+5556*b^2*c*g* p*r^2*x^3-184*b^2*c*g*q^4*x^2-860*b^2*c*g*q^3*r*x^2+3224*b^2*c*g*q^3*x^3-412*b^ 2*c*g*q^2*r^2*x^2+9178*b^2*c*g*q^2*r*x^3+340*b^2*c*g*q*r^3*x^2+6356*b^2*c*g*q*r ^2*x^3+140*b^2*c*g*r^4*x^2+980*b^2*c*g*r^3*x^3-48*b^2*c*p^4*q*x^2+24*b^2*c*p^4* x^3-174*b^2*c*p^3*q^2*x^2-176*b^2*c*p^3*q*r*x^2+212*b^2*c*p^3*q*x^3+108*b^2*c*p ^3*r*x^3-204*b^2*c*p^2*q^3*x^2-432*b^2*c*p^2*q^2*r*x^2+532*b^2*c*p^2*q^2*x^3-\ 168*b^2*c*p^2*q*r^2*x^2+744*b^2*c*p^2*q*r*x^3+144*b^2*c*p^2*r^2*x^3-78*b^2*c*p* q^4*x^2-264*b^2*c*p*q^3*r*x^2+524*b^2*c*p*q^3*x^3-162*b^2*c*p*q^2*r^2*x^2+1266* b^2*c*p*q^2*r*x^3+672*b^2*c*p*q*r^2*x^3+60*b^2*c*p*r^3*x^3-8*b^2*c*q^4*r*x^2+ 180*b^2*c*q^4*x^3+48*b^2*c*q^3*r^2*x^2+630*b^2*c*q^3*r*x^3+96*b^2*c*q^2*r^3*x^2 +576*b^2*c*q^2*r^2*x^3+40*b^2*c*q*r^4*x^2+140*b^2*c*q*r^3*x^3-330*b^2*g^5*p*x^2 -226*b^2*g^5*q*x^2-430*b^2*g^5*r*x^2-926*b^2*g^4*p^2*x^2-1370*b^2*g^4*p*q*x^2-\ 1752*b^2*g^4*p*r*x^2+1128*b^2*g^4*p*x^3-444*b^2*g^4*q^2*x^2-1343*b^2*g^4*q*r*x^ 2+1128*b^2*g^4*q*x^3-653*b^2*g^4*r^2*x^2+1824*b^2*g^4*r*x^3-902*b^2*g^3*p^3*x^2 -2150*b^2*g^3*p^2*q*x^2-2245*b^2*g^3*p^2*r*x^2+2060*b^2*g^3*p^2*x^3-1530*b^2*g^ 3*p*q^2*x^2-3494*b^2*g^3*p*q*r*x^2+4184*b^2*g^3*p*q*x^3-1393*b^2*g^3*p*r^2*x^2+ 4989*b^2*g^3*p*r*x^3-282*b^2*g^3*q^3*x^2-1169*b^2*g^3*q^2*r*x^2+2124*b^2*g^3*q^ 2*x^3-874*b^2*g^3*q*r^2*x^2+5085*b^2*g^3*q*r*x^3-96*b^2*g^3*r^3*x^2+2292*b^2*g^ 3*r^2*x^3-352*b^2*g^2*p^4*x^2-1202*b^2*g^2*p^3*q*x^2-1082*b^2*g^2*p^3*r*x^2+ 1138*b^2*g^2*p^3*x^3-1424*b^2*g^2*p^2*q^2*x^2-2711*b^2*g^2*p^2*q*r*x^2+3560*b^2 *g^2*p^2*q*x^3-953*b^2*g^2*p^2*r^2*x^2+3582*b^2*g^2*p^2*r*x^3-630*b^2*g^2*p*q^3 *x^2-1972*b^2*g^2*p*q^2*r*x^2+3726*b^2*g^2*p*q^2*x^3-1284*b^2*g^2*p*q*r^2*x^2+ 7523*b^2*g^2*p*q*r*x^3-168*b^2*g^2*p*r^3*x^2+2820*b^2*g^2*p*r^2*x^3-56*b^2*g^2* q^4*x^2-318*b^2*g^2*q^3*r*x^2+1304*b^2*g^2*q^3*x^3-182*b^2*g^2*q^2*r^2*x^2+3971 *b^2*g^2*q^2*r*x^3+124*b^2*g^2*q*r^3*x^2+2980*b^2*g^2*q*r^2*x^3+60*b^2*g^2*r^4* x^2+510*b^2*g^2*r^3*x^3-45*b^2*g*p^5*x^2-204*b^2*g*p^4*q*x^2-162*b^2*g*p^4*r*x^ 2+182*b^2*g*p^4*x^3-357*b^2*g*p^3*q^2*x^2-584*b^2*g*p^3*q*r*x^2+786*b^2*g*p^3*q *x^3-183*b^2*g*p^3*r^2*x^2+681*b^2*g*p^3*r*x^3-282*b^2*g*p^2*q^3*x^2-732*b^2*g* p^2*q^2*r*x^2+1286*b^2*g*p^2*q^2*x^3-438*b^2*g*p^2*q*r^2*x^2+2253*b^2*g*p^2*q*r *x^3-66*b^2*g*p^2*r^3*x^2+702*b^2*g*p^2*r^2*x^3-84*b^2*g*p*q^4*x^2-324*b^2*g*p* q^3*r*x^2+942*b^2*g*p*q^3*x^3-240*b^2*g*p*q^2*r^2*x^2+2514*b^2*g*p*q^2*r*x^3-24 *b^2*g*p*q*r^3*x^2+1596*b^2*g*p*q*r^2*x^3+210*b^2*g*p*r^3*x^3-14*b^2*g*q^4*r*x^ 2+260*b^2*g*q^4*x^3+36*b^2*g*q^3*r^2*x^2+942*b^2*g*q^3*r*x^3+90*b^2*g*q^2*r^3*x ^2+918*b^2*g*q^2*r^2*x^3+40*b^2*g*q*r^4*x^2+250*b^2*g*q*r^3*x^3-576*b*c^7*x^2-\ 4096*b*c^6*g*x^2-1248*b*c^6*p*x^2-1440*b*c^6*q*x^2-1216*b*c^6*r*x^2+1024*b*c^6* x^3-9760*b*c^5*g^2*x^2-9040*b*c^5*g*p*x^2-8240*b*c^5*g*q*x^2-8064*b*c^5*g*r*x^2 +8064*b*c^5*g*x^3-1008*b*c^5*p^2*x^2-2688*b*c^5*p*q*x^2-1920*b*c^5*p*r*x^2+1728 *b*c^5*p*x^3-1440*b*c^5*q^2*x^2-2464*b*c^5*q*r*x^2+2560*b*c^5*q*x^3-624*b*c^5*r ^2*x^2+2112*b*c^5*r*x^3-10720*b*c^4*g^3*x^2-19496*b*c^4*g^2*p*x^2-16056*b*c^4*g ^2*q*x^2-17144*b*c^4*g^2*r*x^2+17408*b*c^4*g^2*x^3-7920*b*c^4*g*p^2*x^2-14944*b *c^4*g*p*q*x^2-13424*b*c^4*g*p*r*x^2+13840*b*c^4*g*p*x^3-6480*b*c^4*g*q^2*x^2-\ 12768*b*c^4*g*q*r*x^2+15536*b*c^4*g*q*x^3-4240*b*c^4*g*r^2*x^2+15104*b*c^4*g*r* x^3-360*b*c^4*p^3*x^2-1800*b*c^4*p^2*q*x^2-1008*b*c^4*p^2*r*x^2+1056*b*c^4*p^2* x^3-2256*b*c^4*p*q^2*x^2-3264*b*c^4*p*q*r*x^2+3456*b*c^4*p*q*x^3-648*b*c^4*p*r^ 2*x^2+2544*b*c^4*p*r*x^3-720*b*c^4*q^3*x^2-1888*b*c^4*q^2*r*x^2+2560*b*c^4*q^2* x^3-888*b*c^4*q*r^2*x^2+4224*b*c^4*q*r*x^3+1200*b*c^4*r^2*x^3-6020*b*c^3*g^4*x^ 2-18108*b*c^3*g^3*p*x^2-14132*b*c^3*g^3*q*x^2-16260*b*c^3*g^3*r*x^2+15296*b*c^3 *g^3*x^3-15036*b*c^3*g^2*p^2*x^2-25424*b*c^3*g^2*p*q*x^2-25160*b*c^3*g^2*p*r*x^ 2+25824*b*c^3*g^2*p*x^3-9896*b*c^3*g^2*q^2*x^2-21416*b*c^3*g^2*q*r*x^2+27024*b* c^3*g^2*q*x^3-8080*b*c^3*g^2*r^2*x^2+28504*b*c^3*g^2*r*x^3-3524*b*c^3*g*p^3*x^2 -10168*b*c^3*g*p^2*q*x^2-8456*b*c^3*g*p^2*r*x^2+9096*b*c^3*g*p^2*x^3-9344*b*c^3 *g*p*q^2*x^2-16640*b*c^3*g*p*q*r*x^2+20400*b*c^3*g*p*q*x^3-5204*b*c^3*g*p*r^2*x ^2+18952*b*c^3*g*p*r*x^3-2452*b*c^3*g*q^3*x^2-7336*b*c^3*g*q^2*r*x^2+11656*b*c^ 3*g*q^2*x^3-4412*b*c^3*g*q*r^2*x^2+21888*b*c^3*g*q*r*x^3-416*b*c^3*g*r^3*x^2+ 7640*b*c^3*g*r^2*x^3-48*b*c^3*p^4*x^2-504*b*c^3*p^3*q*x^2-176*b*c^3*p^3*r*x^2+ 272*b*c^3*p^3*x^3-1188*b*c^3*p^2*q^2*x^2-1368*b*c^3*p^2*q*r*x^2+1584*b*c^3*p^2* q*x^3-168*b*c^3*p^2*r^2*x^2+960*b*c^3*p^2*r*x^3-912*b*c^3*p*q^3*x^2-2016*b*c^3* p*q^2*r*x^2+2592*b*c^3*p*q^2*x^3-792*b*c^3*p*q*r^2*x^2+3816*b*c^3*p*q*r*x^3+888 *b*c^3*p*r^2*x^3-180*b*c^3*q^4*x^2-656*b*c^3*q^3*r*x^2+1280*b*c^3*q^3*x^3-396*b *c^3*q^2*r^2*x^2+3168*b*c^3*q^2*r*x^3+72*b*c^3*q*r^3*x^2+1800*b*c^3*q*r^2*x^3+ 40*b*c^3*r^4*x^2+200*b*c^3*r^3*x^3-1688*b*c^2*g^5*x^2-8048*b*c^2*g^4*p*x^2-6064 *b*c^2*g^4*q*x^2-7614*b*c^2*g^4*r*x^2+5952*b*c^2*g^4*x^3-11088*b*c^2*g^3*p^2*x^ 2-17832*b*c^2*g^3*p*q*x^2-18940*b*c^2*g^3*p*r*x^2+18020*b*c^2*g^3*p*x^3-6540*b* c^2*g^3*q^2*x^2-15384*b*c^2*g^3*q*r*x^2+18364*b*c^2*g^3*q*x^3-6376*b*c^2*g^3*r^ 2*x^2+21008*b*c^2*g^3*r*x^3-5594*b*c^2*g^2*p^3*x^2-14418*b*c^2*g^2*p^2*q*x^2-\ 13350*b*c^2*g^2*p^2*r*x^2+13912*b*c^2*g^2*p^2*x^3-11734*b*c^2*g^2*p*q^2*x^2-\ 23108*b*c^2*g^2*p*q*r*x^2+29072*b*c^2*g^2*p*q*x^3-8294*b*c^2*g^2*p*r^2*x^2+ 29362*b*c^2*g^2*p*r*x^3-2746*b*c^2*g^2*q^3*x^2-9072*b*c^2*g^2*q^2*r*x^2+15360*b *c^2*g^2*q^2*x^3-6202*b*c^2*g^2*q*r^2*x^2+31054*b*c^2*g^2*q*r*x^3-824*b*c^2*g^2 *r^3*x^2+11924*b*c^2*g^2*r^2*x^3-848*b*c^2*g*p^4*x^2-3236*b*c^2*g*p^3*q*x^2-\ 2548*b*c^2*g*p^3*r*x^2+2844*b*c^2*g*p^3*x^3-4632*b*c^2*g*p^2*q^2*x^2-7548*b*c^2 *g*p^2*q*r*x^2+9492*b*c^2*g*p^2*q*x^3-2280*b*c^2*g*p^2*r^2*x^2+8358*b*c^2*g*p^2 *r*x^3-2676*b*c^2*g*p*q^3*x^2-7104*b*c^2*g*p*q^2*r*x^2+10844*b*c^2*g*p*q^2*x^3-\ 4112*b*c^2*g*p*q*r^2*x^2+19276*b*c^2*g*p*q*r*x^3-504*b*c^2*g*p*r^3*x^2+6228*b*c ^2*g*p*r^2*x^3-432*b*c^2*g*q^4*x^2-1780*b*c^2*g*q^3*r*x^2+4196*b*c^2*g*q^3*x^3-\ 1316*b*c^2*g*q^2*r^2*x^2+11418*b*c^2*g*q^2*r*x^3+28*b*c^2*g*q*r^3*x^2+7532*b*c^ 2*g*q*r^2*x^3+100*b*c^2*g*r^4*x^2+1100*b*c^2*g*r^3*x^3-48*b*c^2*p^4*q*x^2+24*b* c^2*p^4*x^3-234*b*c^2*p^3*q^2*x^2-176*b*c^2*p^3*q*r*x^2+272*b*c^2*p^3*q*x^3+108 *b*c^2*p^3*r*x^3-342*b*c^2*p^2*q^3*x^2-612*b*c^2*p^2*q^2*r*x^2+792*b*c^2*p^2*q^ 2*x^3-168*b*c^2*p^2*q*r^2*x^2+960*b*c^2*p^2*q*r*x^3+144*b*c^2*p^2*r^2*x^3-174*b *c^2*p*q^4*x^2-528*b*c^2*p*q^3*r*x^2+864*b*c^2*p*q^3*x^3-306*b*c^2*p*q^2*r^2*x^ 2+1908*b*c^2*p*q^2*r*x^3+888*b*c^2*p*q*r^2*x^3+60*b*c^2*p*r^3*x^3-18*b*c^2*q^5* x^2-92*b*c^2*q^4*r*x^2+320*b*c^2*q^4*x^3-42*b*c^2*q^3*r^2*x^2+1056*b*c^2*q^3*r* x^3+72*b*c^2*q^2*r^3*x^2+900*b*c^2*q^2*r^2*x^3+40*b*c^2*q*r^4*x^2+200*b*c^2*q*r ^3*x^3-188*b*c*g^6*x^2-1624*b*c*g^5*p*x^2-1188*b*c*g^5*q*x^2-1699*b*c*g^5*r*x^2 +856*b*c*g^5*x^3-3456*b*c*g^4*p^2*x^2-5396*b*c*g^4*p*q*x^2-6182*b*c*g^4*p*r*x^2 +5032*b*c*g^4*p*x^3-1908*b*c*g^4*q^2*x^2-4936*b*c*g^4*q*r*x^2+5064*b*c*g^4*q*x^ 3-2241*b*c*g^4*r^2*x^2+6522*b*c*g^4*r*x^3-2913*b*c*g^3*p^3*x^2-7188*b*c*g^3*p^2 *q*x^2-7113*b*c*g^3*p^2*r*x^2+6870*b*c*g^3*p^2*x^3-5517*b*c*g^3*p*q^2*x^2-11722 *b*c*g^3*p*q*r*x^2+14012*b*c*g^3*p*q*x^3-4577*b*c*g^3*p*r^2*x^2+15271*b*c*g^3*p *r*x^3-1210*b*c*g^3*q^3*x^2-4392*b*c*g^3*q^2*r*x^2+7174*b*c*g^3*q^2*x^3-3325*b* c*g^3*q*r^2*x^2+15641*b*c*g^3*q*r*x^3-528*b*c*g^3*r^3*x^2+6530*b*c*g^3*r^2*x^3-\ 1007*b*c*g^2*p^4*x^2-3468*b*c*g^2*p^3*q*x^2-3048*b*c*g^2*p^3*r*x^2+3208*b*c*g^2 *p^3*x^3-4359*b*c*g^2*p^2*q^2*x^2-7925*b*c*g^2*p^2*q*r*x^2+10012*b*c*g^2*p^2*q* x^3-2752*b*c*g^2*p^2*r^2*x^2+9600*b*c*g^2*p^2*r*x^3-2210*b*c*g^2*p*q^3*x^2-6468 *b*c*g^2*p*q^2*r*x^2+10568*b*c*g^2*p*q^2*x^3-4248*b*c*g^2*p*q*r^2*x^2+20268*b*c *g^2*p*q*r*x^3-644*b*c*g^2*p*r^3*x^2+7230*b*c*g^2*p*r^2*x^3-312*b*c*g^2*q^4*x^2 -1431*b*c*g^2*q^3*r*x^2+3764*b*c*g^2*q^3*x^3-1177*b*c*g^2*q^2*r^2*x^2+10888*b*c *g^2*q^2*r*x^3-34*b*c*g^2*q*r^3*x^2+7782*b*c*g^2*q*r^2*x^3+90*b*c*g^2*r^4*x^2+ 1280*b*c*g^2*r^3*x^3-108*b*c*g*p^5*x^2-489*b*c*g*p^4*q*x^2-386*b*c*g*p^4*r*x^2+ 422*b*c*g*p^4*x^3-931*b*c*g*p^3*q^2*x^2-1432*b*c*g*p^3*q*r*x^2+1840*b*c*g*p^3*q *x^3-450*b*c*g*p^3*r^2*x^2+1533*b*c*g*p^3*r*x^3-853*b*c*g*p^2*q^3*x^2-2062*b*c* g*p^2*q^2*r*x^2+3116*b*c*g*p^2*q^2*x^3-1185*b*c*g*p^2*q*r^2*x^2+5199*b*c*g*p^2* q*r*x^3-192*b*c*g*p^2*r^3*x^2+1536*b*c*g*p^2*r^2*x^3-329*b*c*g*p*q^4*x^2-1168*b *c*g*p*q^3*r*x^2+2400*b*c*g*p*q^3*x^3-923*b*c*g*p*q^2*r^2*x^2+6127*b*c*g*p*q^2* r*x^3-180*b*c*g*p*q*r^3*x^2+3684*b*c*g*p*q*r^2*x^3-20*b*c*g*p*r^4*x^2+450*b*c*g *p*r^3*x^3-26*b*c*g*q^5*x^2-152*b*c*g*q^4*r*x^2+702*b*c*g*q^4*x^3-70*b*c*g*q^3* r^2*x^2+2461*b*c*g*q^3*r*x^3+136*b*c*g*q^2*r^3*x^2+2306*b*c*g*q^2*r^2*x^3+80*b* c*g*q*r^4*x^2+600*b*c*g*q*r^3*x^3-12*b*c*p^4*q^2*x^2+12*b*c*p^4*q*x^3-36*b*c*p^ 3*q^3*x^2-44*b*c*p^3*q^2*r*x^2+68*b*c*p^3*q^2*x^3+54*b*c*p^3*q*r*x^3-36*b*c*p^2 *q^4*x^2-90*b*c*p^2*q^3*r*x^2+132*b*c*p^2*q^3*x^3-42*b*c*p^2*q^2*r^2*x^2+240*b* c*p^2*q^2*r*x^3+72*b*c*p^2*q*r^2*x^3-12*b*c*p*q^5*x^2-48*b*c*p*q^4*r*x^2+108*b* c*p*q^4*x^3-36*b*c*p*q^3*r^2*x^2+318*b*c*p*q^3*r*x^3+222*b*c*p*q^2*r^2*x^3+30*b *c*p*q*r^3*x^3-2*b*c*q^5*r*x^2+32*b*c*q^5*x^3+6*b*c*q^4*r^2*x^2+132*b*c*q^4*r*x ^3+18*b*c*q^3*r^3*x^2+150*b*c*q^3*r^2*x^3+10*b*c*q^2*r^4*x^2+50*b*c*q^2*r^3*x^3 -108*b*g^6*p*x^2-76*b*g^6*q*x^2-140*b*g^6*r*x^2-372*b*g^5*p^2*x^2-568*b*g^5*p*q *x^2-722*b*g^5*p*r*x^2+428*b*g^5*p*x^3-196*b*g^5*q^2*x^2-578*b*g^5*q*r*x^2+428* b*g^5*q*x^3-291*b*g^5*r^2*x^2+694*b*g^5*r*x^3-476*b*g^4*p^3*x^2-1148*b*g^4*p^2* q*x^2-1213*b*g^4*p^2*r*x^2+1028*b*g^4*p^2*x^3-852*b*g^4*p*q^2*x^2-1960*b*g^4*p* q*r*x^2+2072*b*g^4*p*q*x^3-825*b*g^4*p*r^2*x^2+2505*b*g^4*p*r*x^3-180*b*g^4*q^3 *x^2-727*b*g^4*q^2*r*x^2+1044*b*g^4*q^2*x^3-608*b*g^4*q*r^2*x^2+2529*b*g^4*q*r* x^3-110*b*g^4*r^3*x^2+1164*b*g^4*r^2*x^3-277*b*g^3*p^4*x^2-924*b*g^3*p^3*q*x^2-\ 861*b*g^3*p^3*r*x^2+842*b*g^3*p^3*x^3-1101*b*g^3*p^2*q^2*x^2-2146*b*g^3*p^2*q*r *x^2+2576*b*g^3*p^2*q*x^3-801*b*g^3*p^2*r^2*x^2+2652*b*g^3*p^2*r*x^3-522*b*g^3* p*q^3*x^2-1653*b*g^3*p*q^2*r*x^2+2642*b*g^3*p*q^2*x^3-1178*b*g^3*p*q*r^2*x^2+ 5435*b*g^3*p*q*r*x^3-196*b*g^3*p*r^3*x^2+2097*b*g^3*p*r^2*x^3-68*b*g^3*q^4*x^2-\ 348*b*g^3*q^3*r*x^2+908*b*g^3*q^3*x^3-318*b*g^3*q^2*r^2*x^2+2807*b*g^3*q^2*r*x^ 3-23*b*g^3*q*r^3*x^2+2161*b*g^3*q*r^2*x^3+25*b*g^3*r^4*x^2+390*b*g^3*r^3*x^3-71 *b*g^2*p^5*x^2-300*b*g^2*p^4*q*x^2-257*b*g^2*p^4*r*x^2+266*b*g^2*p^4*x^3-507*b* g^2*p^3*q^2*x^2-868*b*g^2*p^3*q*r*x^2+1096*b*g^2*p^3*q*x^3-301*b*g^2*p^3*r^2*x^ 2+989*b*g^2*p^3*r*x^3-406*b*g^2*p^2*q^3*x^2-1082*b*g^2*p^2*q^2*r*x^2+1726*b*g^2 *p^2*q^2*x^3-700*b*g^2*p^2*q*r^2*x^2+3108*b*g^2*p^2*q*r*x^3-125*b*g^2*p^2*r^3*x ^2+1011*b*g^2*p^2*r^2*x^3-136*b*g^2*p*q^4*x^2-528*b*g^2*p*q^3*r*x^2+1228*b*g^2* p*q^3*x^3-456*b*g^2*p*q^2*r^2*x^2+3335*b*g^2*p*q^2*r*x^3-102*b*g^2*p*q*r^3*x^2+ 2178*b*g^2*p*q*r^2*x^3-10*b*g^2*p*r^4*x^2+300*b*g^2*p*r^3*x^3-8*b*g^2*q^5*x^2-\ 57*b*g^2*q^4*r*x^2+332*b*g^2*q^4*x^3-22*b*g^2*q^3*r^2*x^2+1216*b*g^2*q^3*r*x^3+ 67*b*g^2*q^2*r^3*x^2+1207*b*g^2*q^2*r^2*x^3+40*b*g^2*q*r^4*x^2+340*b*g^2*q*r^3* x^3-6*b*g*p^6*x^2-30*b*g*p^5*q*x^2-26*b*g*p^5*r*x^2+24*b*g*p^5*x^3-66*b*g*p^4*q ^2*x^2-105*b*g*p^4*q*r*x^2+126*b*g*p^4*q*x^3-39*b*g*p^4*r^2*x^2+102*b*g*p^4*r*x ^3-78*b*g*p^3*q^3*x^2-182*b*g*p^3*q^2*r*x^2+274*b*g*p^3*q^2*x^3-114*b*g*p^3*q*r ^2*x^2+435*b*g*p^3*q*r*x^3-24*b*g*p^3*r^3*x^2+123*b*g*p^3*r^2*x^3-48*b*g*p^2*q^ 4*x^2-155*b*g*p^2*q^3*r*x^2+306*b*g*p^2*q^3*x^3-129*b*g*p^2*q^2*r^2*x^2+732*b*g *p^2*q^2*r*x^3-39*b*g*p^2*q*r^3*x^2+405*b*g*p^2*q*r^2*x^3-5*b*g*p^2*r^4*x^2+45* b*g*p^2*r^3*x^3-12*b*g*p*q^5*x^2-54*b*g*p*q^4*r*x^2+174*b*g*p*q^4*x^3-48*b*g*p* q^3*r^2*x^2+567*b*g*p*q^3*r*x^3-6*b*g*p*q^2*r^3*x^2+480*b*g*p*q^2*r^2*x^3+105*b *g*p*q*r^3*x^3-2*b*g*q^5*r*x^2+40*b*g*q^5*x^3+6*b*g*q^4*r^2*x^2+168*b*g*q^4*r*x ^3+18*b*g*q^3*r^3*x^2+198*b*g*q^3*r^2*x^3+10*b*g*q^2*r^4*x^2+70*b*g*q^2*r^3*x^3 -384*c^7*g*x^2-1728*c^6*g^2*x^2-1056*c^6*g*p*x^2-864*c^6*g*q*x^2-864*c^6*g*r*x^ 2+1024*c^6*g*x^3-2880*c^5*g^3*x^2-4288*c^5*g^2*p*x^2-3392*c^5*g^2*q*x^2-3600*c^ 5*g^2*r*x^2+4096*c^5*g^2*x^3-1224*c^5*g*p^2*x^2-1920*c^5*g*p*q*x^2-1888*c^5*g*p *r*x^2+2144*c^5*g*p*x^3-792*c^5*g*q^2*x^2-1568*c^5*g*q*r*x^2+2144*c^5*g*q*x^3-\ 576*c^5*g*r^2*x^2+2112*c^5*g*r*x^3-2400*c^4*g^4*x^2-6160*c^4*g^3*p*x^2-4784*c^4 *g^3*q*x^2-5328*c^4*g^3*r*x^2+5632*c^4*g^3*x^3-4332*c^4*g^2*p^2*x^2-6816*c^4*g^ 2*p*q*x^2-6912*c^4*g^2*p*r*x^2+7568*c^4*g^2*p*x^3-2628*c^4*g^2*q^2*x^2-5616*c^4 *g^2*q*r*x^2+7568*c^4*g^2*q*x^3-2208*c^4*g^2*r^2*x^2+7808*c^4*g^2*r*x^3-780*c^4 *g*p^3*x^2-1692*c^4*g*p^2*q*x^2-1720*c^4*g*p^2*r*x^2+1808*c^4*g*p^2*x^3-1380*c^ 4*g*p*q^2*x^2-2592*c^4*g*p*q*r*x^2+3456*c^4*g*p*q*x^3-1032*c^4*g*p*r^2*x^2+3384 *c^4*g*p*r*x^3-372*c^4*g*q^3*x^2-1088*c^4*g*q^2*r*x^2+1808*c^4*g*q^2*x^3-696*c^ 4*g*q*r^2*x^2+3384*c^4*g*q*r*x^3-120*c^4*g*r^3*x^2+1200*c^4*g*r^2*x^3-1080*c^3* g^5*x^2-4240*c^3*g^4*p*x^2-3248*c^3*g^4*q*x^2-3816*c^3*g^4*r*x^2+3584*c^3*g^4*x ^3-5126*c^3*g^3*p^2*x^2-8064*c^3*g^3*p*q*x^2-8448*c^3*g^3*p*r*x^2+8648*c^3*g^3* p*x^3-3010*c^3*g^3*q^2*x^2-6816*c^3*g^3*q*r*x^2+8648*c^3*g^3*q*x^3-2832*c^3*g^3 *r^2*x^2+9376*c^3*g^3*r*x^3-2288*c^3*g^2*p^3*x^2-5272*c^3*g^2*p^2*q*x^2-5244*c^ 3*g^2*p^2*r*x^2+5448*c^3*g^2*p^2*x^3-4112*c^3*g^2*p*q^2*x^2-8208*c^3*g^2*p*q*r* x^2+10704*c^3*g^2*p*q*x^3-3264*c^3*g^2*p*r^2*x^2+10748*c^3*g^2*p*r*x^3-1000*c^3 *g^2*q^3*x^2-3216*c^3*g^2*q^2*r*x^2+5448*c^3*g^2*q^2*x^3-2304*c^3*g^2*q*r^2*x^2 +10748*c^3*g^2*q*r*x^3-420*c^3*g^2*r^3*x^2+4040*c^3*g^2*r^2*x^3-294*c^3*g*p^4*x ^2-756*c^3*g*p^3*q*x^2-840*c^3*g*p^3*r*x^2+776*c^3*g*p^3*x^3-864*c^3*g*p^2*q^2* x^2-1620*c^3*g*p^2*q*r*x^2+2088*c^3*g*p^2*q*x^3-750*c^3*g*p^2*r^2*x^2+2064*c^3* g*p^2*r*x^3-492*c^3*g*p*q^3*x^2-1296*c^3*g*p*q^2*r*x^2+2088*c^3*g*p*q^2*x^3-864 *c^3*g*p*q*r^2*x^2+3816*c^3*g*p*q*r*x^3-216*c^3*g*p*r^3*x^2+1344*c^3*g*p*r^2*x^ 3-90*c^3*g*q^4*x^2-348*c^3*g*q^3*r*x^2+776*c^3*g*q^3*x^3-258*c^3*g*q^2*r^2*x^2+ 2064*c^3*g*q^2*r*x^3-24*c^3*g*q*r^3*x^2+1344*c^3*g*q*r^2*x^3+200*c^3*g*r^3*x^3-\ 252*c^2*g^6*x^2-1490*c^2*g^5*p*x^2-1126*c^2*g^5*q*x^2-1422*c^2*g^5*r*x^2+1088*c ^2*g^5*x^3-2721*c^2*g^4*p^2*x^2-4272*c^2*g^4*p*q*x^2-4664*c^2*g^4*p*r*x^2+4300* c^2*g^4*p*x^3-1563*c^2*g^4*q^2*x^2-3760*c^2*g^4*q*r*x^2+4300*c^2*g^4*q*x^3-1656 *c^2*g^4*r^2*x^2+4992*c^2*g^4*r*x^3-2079*c^2*g^3*p^3*x^2-4907*c^2*g^3*p^2*q*x^2 -4926*c^2*g^3*p^2*r*x^2+4860*c^2*g^3*p^2*x^3-3757*c^2*g^3*p*q^2*x^2-7848*c^2*g^ 3*p*q*r*x^2+9648*c^2*g^3*p*q*x^3-3190*c^2*g^3*p*r^2*x^2+10090*c^2*g^3*p*r*x^3-\ 873*c^2*g^3*q^3*x^2-3012*c^2*g^3*q^2*r*x^2+4860*c^2*g^3*q^2*x^3-2330*c^2*g^3*q* r^2*x^2+10090*c^2*g^3*q*r*x^3-450*c^2*g^3*r^3*x^2+4020*c^2*g^3*r^2*x^3-667*c^2* g^2*p^4*x^2-1966*c^2*g^2*p^3*q*x^2-1974*c^2*g^2*p^3*r*x^2+1900*c^2*g^2*p^3*x^3-\ 2268*c^2*g^2*p^2*q^2*x^2-4350*c^2*g^2*p^2*q*r*x^2+5468*c^2*g^2*p^2*q*x^3-1811*c ^2*g^2*p^2*r^2*x^2+5340*c^2*g^2*p^2*r*x^3-1154*c^2*g^2*p*q^3*x^2-3354*c^2*g^2*p *q^2*r*x^2+5468*c^2*g^2*p*q^2*x^3-2400*c^2*g^2*p*q*r^2*x^2+10384*c^2*g^2*p*q*r* x^3-524*c^2*g^2*p*r^3*x^2+3724*c^2*g^2*p*r^2*x^3-185*c^2*g^2*q^4*x^2-798*c^2*g^ 2*q^3*r*x^2+1900*c^2*g^2*q^3*x^3-709*c^2*g^2*q^2*r^2*x^2+5340*c^2*g^2*q^2*r*x^3 -136*c^2*g^2*q*r^3*x^2+3724*c^2*g^2*q*r^2*x^3+600*c^2*g^2*r^3*x^3-63*c^2*g*p^5* x^2-177*c^2*g*p^4*q*x^2-224*c^2*g*p^4*r*x^2+172*c^2*g*p^4*x^3-234*c^2*g*p^3*q^2 *x^2-472*c^2*g*p^3*q*r*x^2+568*c^2*g*p^3*q*x^3-267*c^2*g*p^3*r^2*x^2+582*c^2*g* p^3*r*x^3-198*c^2*g*p^2*q^3*x^2-486*c^2*g*p^2*q^2*r*x^2+792*c^2*g*p^2*q^2*x^3-\ 363*c^2*g*p^2*q*r^2*x^2+1434*c^2*g*p^2*q*r*x^3-126*c^2*g*p^2*r^3*x^2+522*c^2*g* p^2*r^2*x^3-87*c^2*g*p*q^4*x^2-284*c^2*g*p*q^3*r*x^2+568*c^2*g*p*q^3*x^3-213*c^ 2*g*p*q^2*r^2*x^2+1434*c^2*g*p*q^2*r*x^3-60*c^2*g*p*q*r^3*x^2+888*c^2*g*p*q*r^2 *x^3-20*c^2*g*p*r^4*x^2+130*c^2*g*p*r^3*x^3-9*c^2*g*q^5*x^2-46*c^2*g*q^4*r*x^2+ 172*c^2*g*q^4*x^3-21*c^2*g*q^3*r^2*x^2+582*c^2*g*q^3*r*x^3+36*c^2*g*q^2*r^3*x^2 +522*c^2*g*q^2*r^2*x^3+20*c^2*g*q*r^4*x^2+130*c^2*g*q*r^3*x^3-24*c*g^7*x^2-248* c*g^6*p*x^2-184*c*g^6*q*x^2-261*c*g^6*r*x^2+128*c*g^6*x^3-660*c*g^5*p^2*x^2-\ 1032*c*g^5*p*q*x^2-1194*c*g^5*p*r*x^2+928*c*g^5*p*x^3-372*c*g^5*q^2*x^2-966*c*g ^5*q*r*x^2+928*c*g^5*q*x^3-456*c*g^5*r^2*x^2+1204*c*g^5*r*x^3-753*c*g^4*p^3*x^2 -1799*c*g^4*p^2*q*x^2-1853*c*g^4*p^2*r*x^2+1678*c*g^4*p^2*x^3-1363*c*g^4*p*q^2* x^2-2988*c*g^4*p*q*r*x^2+3348*c*g^4*p*q*x^3-1258*c*g^4*p*r^2*x^2+3721*c*g^4*p*r *x^3-309*c*g^4*q^3*x^2-1144*c*g^4*q^2*r*x^2+1678*c*g^4*q^2*x^3-950*c*g^4*q*r^2* x^2+3721*c*g^4*q*r*x^3-195*c*g^4*r^3*x^2+1590*c*g^4*r^2*x^3-412*c*g^3*p^4*x^2-\ 1280*c*g^3*p^3*q*x^2-1257*c*g^3*p^3*r*x^2+1180*c*g^3*p^3*x^3-1482*c*g^3*p^2*q^2 *x^2-2920*c*g^3*p^2*q*r*x^2+3476*c*g^3*p^2*q*x^3-1190*c*g^3*p^2*r^2*x^2+3490*c* g^3*p^2*r*x^3-724*c*g^3*p*q^3*x^2-2237*c*g^3*p*q^2*r*x^2+3476*c*g^3*p*q^2*x^3-\ 1680*c*g^3*p*q*r^2*x^2+6898*c*g^3*p*q*r*x^3-354*c*g^3*p*r^3*x^2+2584*c*g^3*p*r^ 2*x^3-110*c*g^3*q^4*x^2-516*c*g^3*q^3*r*x^2+1180*c*g^3*q^3*x^3-514*c*g^3*q^2*r^ 2*x^2+3490*c*g^3*q^2*r*x^3-126*c*g^3*q*r^3*x^2+2584*c*g^3*q*r^2*x^3+450*c*g^3*r ^3*x^3-101*c*g^2*p^5*x^2-353*c*g^2*p^4*q*x^2-367*c*g^2*p^4*r*x^2+318*c*g^2*p^4* x^3-522*c*g^2*p^3*q^2*x^2-992*c*g^2*p^3*q*r*x^2+1184*c*g^2*p^3*q*x^3-445*c*g^2* p^3*r^2*x^2+1127*c*g^2*p^3*r*x^3-402*c*g^2*p^2*q^3*x^2-1089*c*g^2*p^2*q^2*r*x^2 +1732*c*g^2*p^2*q^2*x^3-803*c*g^2*p^2*q*r^2*x^2+3155*c*g^2*p^2*q*r*x^3-209*c*g^ 2*p^2*r^3*x^2+1081*c*g^2*p^2*r^2*x^3-145*c*g^2*p*q^4*x^2-538*c*g^2*p*q^3*r*x^2+ 1184*c*g^2*p*q^3*x^3-481*c*g^2*p*q^2*r^2*x^2+3155*c*g^2*p*q^2*r*x^3-150*c*g^2*p *q*r^3*x^2+2052*c*g^2*p*q*r^2*x^3-30*c*g^2*p*r^4*x^2+295*c*g^2*p*r^3*x^3-13*c*g ^2*q^5*x^2-74*c*g^2*q^4*r*x^2+318*c*g^2*q^4*x^3-47*c*g^2*q^3*r^2*x^2+1127*c*g^2 *q^3*r*x^3+44*c*g^2*q^2*r^3*x^2+1081*c*g^2*q^2*r^2*x^3+30*c*g^2*q*r^4*x^2+295*c *g^2*q*r^3*x^3-6*c*g*p^6*x^2-18*c*g*p^5*q*x^2-26*c*g*p^5*r*x^2+16*c*g*p^5*x^3-\ 24*c*g*p^4*q^2*x^2-57*c*g*p^4*q*r*x^2+60*c*g*p^4*q*x^3-39*c*g*p^4*r^2*x^2+66*c* g*p^4*r*x^3-24*c*g*p^3*q^3*x^2-58*c*g*p^3*q^2*r*x^2+100*c*g*p^3*q^2*x^3-54*c*g* p^3*q*r^2*x^2+186*c*g*p^3*q*r*x^3-24*c*g*p^3*r^3*x^2+75*c*g*p^3*r^2*x^3-18*c*g* p^2*q^4*x^2-50*c*g*p^2*q^3*r*x^2+100*c*g*p^2*q^3*x^3-36*c*g*p^2*q^2*r^2*x^2+240 *c*g*p^2*q^2*r*x^3-15*c*g*p^2*q*r^3*x^2+147*c*g*p^2*q*r^2*x^3-5*c*g*p^2*r^4*x^2 +25*c*g*p^2*r^3*x^3-6*c*g*p*q^5*x^2-24*c*g*p*q^4*r*x^2+60*c*g*p*q^4*x^3-18*c*g* p*q^3*r^2*x^2+186*c*g*p*q^3*r*x^3+147*c*g*p*q^2*r^2*x^3+30*c*g*p*q*r^3*x^3-c*g* q^5*r*x^2+16*c*g*q^5*x^3+3*c*g*q^4*r^2*x^2+66*c*g*q^4*r*x^3+9*c*g*q^3*r^3*x^2+ 75*c*g*q^3*r^2*x^3+5*c*g*q^2*r^4*x^2+25*c*g*q^2*r^3*x^3-14*g^7*p*x^2-10*g^7*q*x ^2-18*g^7*r*x^2-58*g^6*p^2*x^2-90*g^6*p*q*x^2-114*g^6*p*r*x^2+64*g^6*p*x^3-32*g ^6*q^2*x^2-93*g^6*q*r*x^2+64*g^6*q*x^3-48*g^6*r^2*x^2+104*g^6*r*x^3-94*g^5*p^3* x^2-226*g^5*p^2*q*x^2-243*g^5*p^2*r*x^2+192*g^5*p^2*x^3-170*g^5*p*q^2*x^2-396*g ^5*p*q*r*x^2+384*g^5*p*q*x^3-175*g^5*p*r^2*x^2+470*g^5*p*r*x^3-38*g^5*q^3*x^2-\ 153*g^5*q^2*r*x^2+192*g^5*q^2*x^3-137*g^5*q*r^2*x^2+470*g^5*q*r*x^3-30*g^5*r^3* x^2+220*g^5*r^2*x^3-76*g^4*p^4*x^2-243*g^4*p^3*q*x^2-240*g^4*p^3*r*x^2+212*g^4* p^3*x^3-282*g^4*p^2*q^2*x^2-575*g^4*p^2*q*r*x^2+632*g^4*p^2*q*x^3-236*g^4*p^2*r ^2*x^2+668*g^4*p^2*r*x^3-135*g^4*p*q^3*x^2-442*g^4*p*q^2*r*x^2+632*g^4*p*q^2*x^ 3-348*g^4*p*q*r^2*x^2+1330*g^4*p*q*r*x^3-73*g^4*p*r^3*x^2+529*g^4*p*r^2*x^3-20* g^4*q^4*x^2-102*g^4*q^3*r*x^2+212*g^4*q^3*x^3-112*g^4*q^2*r^2*x^2+668*g^4*q^2*r *x^3-32*g^4*q*r^3*x^2+529*g^4*q*r^2*x^3+100*g^4*r^3*x^3-32*g^3*p^5*x^2-121*g^3* p^4*q*x^2-119*g^3*p^4*r*x^2+104*g^3*p^4*x^3-185*g^3*p^3*q^2*x^2-352*g^3*p^3*q*r *x^2+402*g^3*p^3*q*x^3-148*g^3*p^3*r^2*x^2+386*g^3*p^3*r*x^3-139*g^3*p^2*q^3*x^ 2-396*g^3*p^2*q^2*r*x^2+596*g^3*p^2*q^2*x^3-297*g^3*p^2*q*r^2*x^2+1123*g^3*p^2* q*r*x^3-71*g^3*p^2*r^3*x^2+392*g^3*p^2*r^2*x^3-47*g^3*p*q^4*x^2-188*g^3*p*q^3*r *x^2+402*g^3*p*q^3*x^3-183*g^3*p*q^2*r^2*x^2+1123*g^3*p*q^2*r*x^3-60*g^3*p*q*r^ 3*x^2+768*g^3*p*q*r^2*x^3-10*g^3*p*r^4*x^2+115*g^3*p*r^3*x^3-4*g^3*q^5*x^2-25*g ^3*q^4*r*x^2+104*g^3*q^4*x^3-20*g^3*q^3*r^2*x^2+386*g^3*q^3*r*x^3+11*g^3*q^2*r^ 3*x^2+392*g^3*q^2*r^2*x^3+10*g^3*q*r^4*x^2+115*g^3*q*r^3*x^3-6*g^2*p^6*x^2-24*g ^2*p^5*q*x^2-26*g^2*p^5*r*x^2+20*g^2*p^5*x^3-42*g^2*p^4*q^2*x^2-81*g^2*p^4*q*r* x^2+90*g^2*p^4*q*x^3-39*g^2*p^4*r^2*x^2+84*g^2*p^4*r*x^3-42*g^2*p^3*q^3*x^2-109 *g^2*p^3*q^2*r*x^2+170*g^2*p^3*q^2*x^3-84*g^2*p^3*q*r^2*x^2+297*g^2*p^3*q*r*x^3 -24*g^2*p^3*r^3*x^2+99*g^2*p^3*r^2*x^3-24*g^2*p^2*q^4*x^2-80*g^2*p^2*q^3*r*x^2+ 170*g^2*p^2*q^3*x^3-72*g^2*p^2*q^2*r^2*x^2+426*g^2*p^2*q^2*r*x^3-27*g^2*p^2*q*r ^3*x^2+258*g^2*p^2*q*r^2*x^3-5*g^2*p^2*r^4*x^2+35*g^2*p^2*r^3*x^3-6*g^2*p*q^5*x ^2-27*g^2*p*q^4*r*x^2+90*g^2*p*q^4*x^3-24*g^2*p*q^3*r^2*x^2+297*g^2*p*q^3*r*x^3 -3*g^2*p*q^2*r^3*x^2+258*g^2*p*q^2*r^2*x^3+60*g^2*p*q*r^3*x^3-g^2*q^5*r*x^2+20* g^2*q^5*x^3+3*g^2*q^4*r^2*x^2+84*g^2*q^4*r*x^3+9*g^2*q^3*r^3*x^2+99*g^2*q^3*r^2 *x^3+5*g^2*q^2*r^4*x^2+35*g^2*q^2*r^3*x^3+256*a^6*b*c*x+192*a^6*b*p*x+128*a^6*b *q*x+224*a^6*b*r*x+128*a^6*c*g*x+96*a^6*g*p*x+64*a^6*g*q*x+112*a^6*g*r*x+896*a^ 5*b^2*c*x+640*a^5*b^2*p*x+384*a^5*b^2*q*x+736*a^5*b^2*r*x+1664*a^5*b*c^2*x+1408 *a^5*b*c*g*x+2048*a^5*b*c*p*x+1280*a^5*b*c*q*x+2016*a^5*b*c*r*x-1856*a^5*b*c*x^ 2+1024*a^5*b*g*p*x+640*a^5*b*g*q*x+1168*a^5*b*g*r*x+576*a^5*b*p^2*x+768*a^5*b*p *q*x+1072*a^5*b*p*r*x-1152*a^5*b*p*x^2+224*a^5*b*q^2*x+736*a^5*b*q*r*x-896*a^5* b*q*x^2+464*a^5*b*r^2*x-1600*a^5*b*r*x^2+832*a^5*c^2*g*x+128*a^5*c^2*p*x+64*a^5 *c^2*r*x-128*a^5*c^2*x^2+480*a^5*c*g^2*x+1088*a^5*c*g*p*x+640*a^5*c*g*q*x+1040* a^5*c*g*r*x-992*a^5*c*g*x^2+96*a^5*c*p^2*x+64*a^5*c*p*q*x+176*a^5*c*p*r*x-96*a^ 5*c*p*x^2+32*a^5*c*q*r*x-64*a^5*c*q*x^2+80*a^5*c*r^2*x-96*a^5*c*r*x^2+352*a^5*g ^2*p*x+224*a^5*g^2*q*x+400*a^5*g^2*r*x+336*a^5*g*p^2*x+416*a^5*g*p*q*x+624*a^5* g*p*r*x-624*a^5*g*p*x^2+112*a^5*g*q^2*x+384*a^5*g*q*r*x-480*a^5*g*q*x^2+272*a^5 *g*r^2*x-848*a^5*g*r*x^2+1152*a^4*b^3*c*x+768*a^4*b^3*p*x+384*a^4*b^3*q*x+864*a ^4*b^3*r*x+4864*a^4*b^2*c^2*x+3456*a^4*b^2*c*g*x+5696*a^4*b^2*c*p*x+3200*a^4*b^ 2*c*q*x+5440*a^4*b^2*c*r*x-6208*a^4*b^2*c*x^2+2400*a^4*b^2*g*p*x+1344*a^4*b^2*g *q*x+2736*a^4*b^2*g*r*x+1536*a^4*b^2*p^2*x+1856*a^4*b^2*p*q*x+2720*a^4*b^2*p*r* x-3808*a^4*b^2*p*x^2+448*a^4*b^2*q^2*x+1696*a^4*b^2*q*r*x-2784*a^4*b^2*q*x^2+ 1088*a^4*b^2*r^2*x-5216*a^4*b^2*r*x^2+4480*a^4*b*c^3*x+7744*a^4*b*c^2*g*x+7680* a^4*b*c^2*p*x+4608*a^4*b*c^2*q*x+6848*a^4*b*c^2*r*x-11616*a^4*b*c^2*x^2+2976*a^ 4*b*c*g^2*x+9312*a^4*b*c*g*p*x+5504*a^4*b*c*g*q*x+8944*a^4*b*c*g*r*x-9840*a^4*b *c*g*x^2+4064*a^4*b*c*p^2*x+5184*a^4*b*c*p*q*x+6912*a^4*b*c*p*r*x-11936*a^4*b*c *p*x^2+1440*a^4*b*c*q^2*x+4544*a^4*b*c*q*r*x-9040*a^4*b*c*q*x^2+2720*a^4*b*c*r^ 2*x-13456*a^4*b*c*r*x^2+2112*a^4*b*c*x^3+2112*a^4*b*g^2*p*x+1248*a^4*b*g^2*q*x+ 2392*a^4*b*g^2*r*x+2576*a^4*b*g*p^2*x+3264*a^4*b*g*p*q*x+4624*a^4*b*g*p*r*x-\ 6112*a^4*b*g*p*x^2+880*a^4*b*g*q^2*x+3056*a^4*b*g*q*r*x-4520*a^4*b*g*q*x^2+1920 *a^4*b*g*r^2*x-8304*a^4*b*g*r*x^2+672*a^4*b*p^3*x+1344*a^4*b*p^2*q*x+1672*a^4*b *p^2*r*x-2784*a^4*b*p^2*x^2+800*a^4*b*p*q^2*x+2224*a^4*b*p*q*r*x-4464*a^4*b*p*q *x^2+1280*a^4*b*p*r^2*x-5856*a^4*b*p*r*x^2+1056*a^4*b*p*x^3+128*a^4*b*q^3*x+672 *a^4*b*q^2*r*x-1680*a^4*b*q^2*x^2+816*a^4*b*q*r^2*x-4872*a^4*b*q*r*x^2+1056*a^4 *b*q*x^3+288*a^4*b*r^3*x-2592*a^4*b*r^2*x^2+1864*a^4*b*r*x^3+2240*a^4*c^3*g*x+ 576*a^4*c^3*p*x+288*a^4*c^3*r*x-992*a^4*c^3*x^2+2656*a^4*c^2*g^2*x+4384*a^4*c^2 *g*p*x+2304*a^4*c^2*g*q*x+3696*a^4*c^2*g*r*x-6560*a^4*c^2*g*x^2+768*a^4*c^2*p^2 *x+384*a^4*c^2*p*q*x+1184*a^4*c^2*p*r*x-1648*a^4*c^2*p*x^2+192*a^4*c^2*q*r*x-\ 768*a^4*c^2*q*x^2+480*a^4*c^2*r^2*x-1200*a^4*c^2*r*x^2+448*a^4*c^2*x^3+768*a^4* c*g^3*x+3360*a^4*c*g^2*p*x+1952*a^4*c*g^2*q*x+3176*a^4*c*g^2*r*x-3496*a^4*c*g^2 *x^2+2608*a^4*c*g*p^2*x+2912*a^4*c*g*p*q*x+4400*a^4*c*g*p*r*x-6984*a^4*c*g*p*x^ 2+720*a^4*c*g*q^2*x+2432*a^4*c*g*q*r*x-5032*a^4*c*g*q*x^2+1760*a^4*c*g*r^2*x-\ 7520*a^4*c*g*r*x^2+1280*a^4*c*g*x^3+240*a^4*c*p^3*x+256*a^4*c*p^2*q*x+608*a^4*c *p^2*r*x-576*a^4*c*p^2*x^2+48*a^4*c*p*q^2*x+368*a^4*c*p*q*r*x-680*a^4*c*p*q*x^2 +512*a^4*c*p*r^2*x-992*a^4*c*p*r*x^2+224*a^4*c*p*x^3+24*a^4*c*q^2*r*x-136*a^4*c *q^2*x^2+144*a^4*c*q*r^2*x-472*a^4*c*q*r*x^2+224*a^4*c*q*x^3+144*a^4*c*r^3*x-\ 336*a^4*c*r^2*x^2+384*a^4*c*r*x^3+552*a^4*g^3*p*x+336*a^4*g^3*q*x+620*a^4*g^3*r *x+1000*a^4*g^2*p^2*x+1232*a^4*g^2*p*q*x+1808*a^4*g^2*p*r*x-2200*a^4*g^2*p*x^2+ 328*a^4*g^2*q^2*x+1136*a^4*g^2*q*r*x-1628*a^4*g^2*q*x^2+768*a^4*g^2*r^2*x-2944* a^4*g^2*r*x^2+456*a^4*g*p^3*x+800*a^4*g*p^2*q*x+1140*a^4*g*p^2*r*x-1680*a^4*g*p ^2*x^2+424*a^4*g*p*q^2*x+1296*a^4*g*p*q*r*x-2572*a^4*g*p*q*x^2+896*a^4*g*p*r^2* x-3424*a^4*g*p*r*x^2+640*a^4*g*p*x^3+64*a^4*g*q^3*x+348*a^4*g*q^2*r*x-908*a^4*g *q^2*x^2+480*a^4*g*q*r^2*x-2672*a^4*g*q*r*x^2+640*a^4*g*q*x^3+216*a^4*g*r^3*x-\ 1464*a^4*g*r^2*x^2+1124*a^4*g*r*x^3+640*a^3*b^4*c*x+384*a^3*b^4*p*x+128*a^3*b^4 *q*x+416*a^3*b^4*r*x+4992*a^3*b^3*c^2*x+3392*a^3*b^3*c*g*x+5440*a^3*b^3*c*p*x+ 2560*a^3*b^3*c*q*x+4928*a^3*b^3*c*r*x-7488*a^3*b^3*c*x^2+2208*a^3*b^3*g*p*x+ 1024*a^3*b^3*g*q*x+2512*a^3*b^3*g*r*x+1376*a^3*b^3*p^2*x+1408*a^3*b^3*p*q*x+ 2240*a^3*b^3*p*r*x-4512*a^3*b^3*p*x^2+224*a^3*b^3*q^2*x+1184*a^3*b^3*q*r*x-2976 *a^3*b^3*q*x^2+768*a^3*b^3*r^2*x-6048*a^3*b^3*r*x^2+10496*a^3*b^2*c^3*x+15424*a ^3*b^2*c^2*g*x+16576*a^3*b^2*c^2*p*x+9216*a^3*b^2*c^2*q*x+14368*a^3*b^2*c^2*r*x -29344*a^3*b^2*c^2*x^2+5376*a^3*b^2*c*g^2*x+17440*a^3*b^2*c*g*p*x+9408*a^3*b^2* c*g*q*x+16528*a^3*b^2*c*g*r*x-21520*a^3*b^2*c*g*x^2+8256*a^3*b^2*c*p^2*x+9728*a ^3*b^2*c*p*q*x+13232*a^3*b^2*c*p*r*x-29648*a^3*b^2*c*p*x^2+2272*a^3*b^2*c*q^2*x +8064*a^3*b^2*c*q*r*x-21120*a^3*b^2*c*q*x^2+4656*a^3*b^2*c*r^2*x-32656*a^3*b^2* c*r*x^2+6336*a^3*b^2*c*x^3+3648*a^3*b^2*g^2*p*x+1920*a^3*b^2*g^2*q*x+4200*a^3*b ^2*g^2*r*x+4528*a^3*b^2*g*p^2*x+5312*a^3*b^2*g*p*q*x+7792*a^3*b^2*g*p*r*x-13128 *a^3*b^2*g*p*x^2+1200*a^3*b^2*g*q^2*x+4832*a^3*b^2*g*q*r*x-9072*a^3*b^2*g*q*x^2 +2976*a^3*b^2*g*r^2*x-17704*a^3*b^2*g*r*x^2+1344*a^3*b^2*p^3*x+2432*a^3*b^2*p^2 *q*x+3104*a^3*b^2*p^2*r*x-6912*a^3*b^2*p^2*x^2+1216*a^3*b^2*p*q^2*x+3664*a^3*b^ 2*p*q*r*x-10512*a^3*b^2*p*q*x^2+2096*a^3*b^2*p*r^2*x-14112*a^3*b^2*p*r*x^2+3168 *a^3*b^2*p*x^3+128*a^3*b^2*q^3*x+920*a^3*b^2*q^2*r*x-3600*a^3*b^2*q^2*x^2+1104* a^3*b^2*q*r^2*x-11160*a^3*b^2*q*r*x^2+3168*a^3*b^2*q*x^3+360*a^3*b^2*r^3*x-5904 *a^3*b^2*r^2*x^2+5592*a^3*b^2*r*x^3+6400*a^3*b*c^4*x+17088*a^3*b*c^3*g*x+13760* a^3*b*c^3*p*x+8192*a^3*b*c^3*q*x+11552*a^3*b*c^3*r*x-27872*a^3*b*c^3*x^2+13504* a^3*b*c^2*g^2*x+28096*a^3*b*c^2*g*p*x+16384*a^3*b*c^2*g*q*x+24704*a^3*b*c^2*g*r *x-48096*a^3*b*c^2*g*x^2+10464*a^3*b*c^2*p^2*x+12928*a^3*b*c^2*p*q*x+16576*a^3* b*c^2*p*r*x-40032*a^3*b*c^2*p*x^2+3552*a^3*b*c^2*q^2*x+10688*a^3*b*c^2*q*r*x-\ 29280*a^3*b*c^2*q*x^2+6016*a^3*b*c^2*r^2*x-39856*a^3*b*c^2*r*x^2+11904*a^3*b*c^ 2*x^3+3280*a^3*b*c*g^3*x+15744*a^3*b*c*g^2*p*x+9024*a^3*b*c*g^2*q*x+15080*a^3*b *c*g^2*r*x-18632*a^3*b*c*g^2*x^2+14464*a^3*b*c*g*p^2*x+17824*a^3*b*c*g*p*q*x+ 23752*a^3*b*c*g*p*r*x-49352*a^3*b*c*g*p*x^2+4688*a^3*b*c*g*q^2*x+15344*a^3*b*c* g*q*r*x-35720*a^3*b*c*g*q*x^2+8888*a^3*b*c*g*r^2*x-54312*a^3*b*c*g*r*x^2+10176* a^3*b*c*g*x^3+3376*a^3*b*c*p^3*x+6432*a^3*b*c*p^2*q*x+7832*a^3*b*c*p^2*r*x-\ 17752*a^3*b*c*p^2*x^2+3696*a^3*b*c*p*q^2*x+9920*a^3*b*c*p*q*r*x-27552*a^3*b*c*p *q*x^2+5568*a^3*b*c*p*r^2*x-33632*a^3*b*c*p*r*x^2+9824*a^3*b*c*p*x^3+576*a^3*b* c*q^3*x+2928*a^3*b*c*q^2*r*x-9864*a^3*b*c*q^2*x^2+3328*a^3*b*c*q*r^2*x-26928*a^ 3*b*c*q*r*x^2+9824*a^3*b*c*q*x^3+1152*a^3*b*c*r^3*x-13344*a^3*b*c*r^2*x^2+13824 *a^3*b*c*r*x^3+2280*a^3*b*g^3*p*x+1280*a^3*b*g^3*q*x+2612*a^3*b*g^3*r*x+4216*a^ 3*b*g^2*p^2*x+5232*a^3*b*g^2*p*q*x+7396*a^3*b*g^2*p*r*x-11524*a^3*b*g^2*p*x^2+ 1344*a^3*b*g^2*q^2*x+4888*a^3*b*g^2*q*r*x-8132*a^3*b*g^2*q*x^2+2964*a^3*b*g^2*r ^2*x-15452*a^3*b*g^2*r*x^2+2392*a^3*b*g*p^3*x+4528*a^3*b*g*p^2*q*x+5692*a^3*b*g *p^2*r*x-11612*a^3*b*g*p^2*x^2+2536*a^3*b*g*p*q^2*x+7192*a^3*b*g*p*q*r*x-17904* a^3*b*g*p*q*x^2+4128*a^3*b*g*p*r^2*x-23764*a^3*b*g*p*r*x^2+5088*a^3*b*g*p*x^3+ 368*a^3*b*g*q^3*x+2088*a^3*b*g*q^2*r*x-6324*a^3*b*g*q^2*x^2+2472*a^3*b*g*q*r^2* x-19136*a^3*b*g*q*r*x^2+5088*a^3*b*g*q*x^3+856*a^3*b*g*r^3*x-10160*a^3*b*g*r^2* x^2+8984*a^3*b*g*r*x^3+384*a^3*b*p^4*x+1024*a^3*b*p^3*q*x+1180*a^3*b*p^3*r*x-\ 2448*a^3*b*p^3*x^2+920*a^3*b*p^2*q^2*x+2296*a^3*b*p^2*q*r*x-5952*a^3*b*p^2*q*x^ 2+1244*a^3*b*p^2*r^2*x-6672*a^3*b*p^2*r*x^2+1936*a^3*b*p^2*x^3+304*a^3*b*p*q^3* x+1332*a^3*b*p*q^2*r*x-4560*a^3*b*p*q^2*x^2+1488*a^3*b*p*q*r^2*x-10956*a^3*b*p* q*r*x^2+3872*a^3*b*p*q*x^3+504*a^3*b*p*r^3*x-5052*a^3*b*p*r^2*x^2+5016*a^3*b*p* r*x^3+24*a^3*b*q^4*x+216*a^3*b*q^3*r*x-1056*a^3*b*q^3*x^2+372*a^3*b*q^2*r^2*x-\ 4284*a^3*b*q^2*r*x^2+1936*a^3*b*q^2*x^3+240*a^3*b*q*r^3*x-4008*a^3*b*q*r^2*x^2+ 5016*a^3*b*q*r*x^3+56*a^3*b*r^4*x-984*a^3*b*r^3*x^2+2328*a^3*b*r^2*x^3+3200*a^3 *c^4*g*x+960*a^3*c^4*p*x+480*a^3*c^4*r*x-2368*a^3*c^4*x^2+5920*a^3*c^3*g^2*x+ 8288*a^3*c^3*g*p*x+4096*a^3*c^3*g*q*x+6480*a^3*c^3*g*r*x-16736*a^3*c^3*g*x^2+ 1824*a^3*c^3*p^2*x+768*a^3*c^3*p*q*x+2576*a^3*c^3*p*r*x-5728*a^3*c^3*p*x^2+384* a^3*c^3*q*r*x-2256*a^3*c^3*q*x^2+976*a^3*c^3*r^2*x-3840*a^3*c^3*r*x^2+2240*a^3* c^3*x^3+3520*a^3*c^2*g^3*x+10560*a^3*c^2*g^2*p*x+5888*a^3*c^2*g^2*q*x+9088*a^3* c^2*g^2*r*x-17712*a^3*c^2*g^2*x^2+7392*a^3*c^2*g*p^2*x+7488*a^3*c^2*g*p*q*x+ 11512*a^3*c^2*g*p*r*x-25584*a^3*c^2*g*p*x^2+1776*a^3*c^2*g*q^2*x+5856*a^3*c^2*g *q*r*x-17048*a^3*c^2*g*q*x^2+4280*a^3*c^2*g*r^2*x-23832*a^3*c^2*g*r*x^2+7808*a^ 3*c^2*g*x^3+1104*a^3*c^2*p^3*x+992*a^3*c^2*p^2*q*x+2520*a^3*c^2*p^2*r*x-3952*a^ 3*c^2*p^2*x^2+144*a^3*c^2*p*q^2*x+1328*a^3*c^2*p*q*r*x-3904*a^3*c^2*p*q*x^2+ 1936*a^3*c^2*p*r^2*x-6064*a^3*c^2*p*r*x^2+2240*a^3*c^2*p*x^3+72*a^3*c^2*q^2*r*x -608*a^3*c^2*q^2*x^2+496*a^3*c^2*q*r^2*x-2576*a^3*c^2*q*r*x^2+1888*a^3*c^2*q*x^ 3+504*a^3*c^2*r^3*x-1968*a^3*c^2*r^2*x^2+2728*a^3*c^2*r*x^3+680*a^3*c*g^4*x+ 4288*a^3*c*g^3*p*x+2480*a^3*c*g^3*q*x+4072*a^3*c*g^3*r*x-4968*a^3*c*g^3*x^2+ 5936*a^3*c*g^2*p^2*x+6896*a^3*c*g^2*p*q*x+9800*a^3*c*g^2*p*r*x-18760*a^3*c*g^2* p*x^2+1776*a^3*c*g^2*q^2*x+5864*a^3*c*g^2*q*r*x-13316*a^3*c*g^2*q*x^2+3792*a^3* c*g^2*r^2*x-20128*a^3*c*g^2*r*x^2+3872*a^3*c*g^2*x^3+2632*a^3*c*g*p^3*x+4144*a^ 3*c*g*p^2*q*x+6180*a^3*c*g*p^2*r*x-11800*a^3*c*g*p^2*x^2+2008*a^3*c*g*p*q^2*x+ 6256*a^3*c*g*p*q*r*x-16864*a^3*c*g*p*q*x^2+4608*a^3*c*g*p*r^2*x-21492*a^3*c*g*p *r*x^2+6400*a^3*c*g*p*x^3+288*a^3*c*g*q^3*x+1544*a^3*c*g*q^2*r*x-5472*a^3*c*g*q ^2*x^2+2160*a^3*c*g*q*r^2*x-15552*a^3*c*g*q*r*x^2+6224*a^3*c*g*q*x^3+1072*a^3*c *g*r^3*x-8220*a^3*c*g*r^2*x^2+8908*a^3*c*g*r*x^3+216*a^3*c*p^4*x+304*a^3*c*p^3* q*x+676*a^3*c*p^3*r*x-840*a^3*c*p^3*x^2+96*a^3*c*p^2*q^2*x+632*a^3*c*p^2*q*r*x-\ 1388*a^3*c*p^2*q*x^2+764*a^3*c*p^2*r^2*x-2072*a^3*c*p^2*r*x^2+560*a^3*c*p^2*x^3 +112*a^3*c*p*q^2*r*x-592*a^3*c*p*q^2*x^2+432*a^3*c*p*q*r^2*x-2068*a^3*c*p*q*r*x ^2+944*a^3*c*p*q*x^3+360*a^3*c*p*r^3*x-1476*a^3*c*p*r^2*x^2+1364*a^3*c*p*r*x^3-\ 36*a^3*c*q^3*x^2+40*a^3*c*q^2*r^2*x-384*a^3*c*q^2*r*x^2+384*a^3*c*q^2*x^3+96*a^ 3*c*q*r^3*x-660*a^3*c*q*r^2*x^2+1052*a^3*c*q*r*x^3+56*a^3*c*r^4*x-312*a^3*c*r^3 *x^2+528*a^3*c*r^2*x^3+480*a^3*g^4*p*x+280*a^3*g^4*q*x+544*a^3*g^4*r*x+1220*a^3 *g^3*p^2*x+1512*a^3*g^3*p*q*x+2162*a^3*g^3*p*r*x-3116*a^3*g^3*p*x^2+400*a^3*g^3 *q^2*x+1408*a^3*g^3*q*r*x-2218*a^3*g^3*q*x^2+894*a^3*g^3*r^2*x-4128*a^3*g^3*r*x ^2+1056*a^3*g^2*p^3*x+1872*a^3*g^2*p^2*q*x+2572*a^3*g^2*p^2*r*x-4552*a^3*g^2*p^ 2*x^2+1008*a^3*g^2*p*q^2*x+2996*a^3*g^2*p*q*r*x-6892*a^3*g^2*p*q*x^2+1968*a^3*g ^2*p*r^2*x-9176*a^3*g^2*p*r*x^2+1936*a^3*g^2*p*x^3+152*a^3*g^2*q^3*x+836*a^3*g^ 2*q^2*r*x-2380*a^3*g^2*q^2*x^2+1084*a^3*g^2*q*r^2*x-7178*a^3*g^2*q*r*x^2+1936*a ^3*g^2*q*x^3+460*a^3*g^2*r^3*x-3886*a^3*g^2*r^2*x^2+3410*a^3*g^2*r*x^3+300*a^3* g*p^4*x+664*a^3*g*p^3*q*x+928*a^3*g*p^3*r*x-1644*a^3*g*p^3*x^2+508*a^3*g*p^2*q^ 2*x+1464*a^3*g*p^2*q*r*x-3670*a^3*g*p^2*q*x^2+1004*a^3*g*p^2*r^2*x-4372*a^3*g*p ^2*r*x^2+1248*a^3*g*p^2*x^3+152*a^3*g*p*q^3*x+722*a^3*g*p*q^2*r*x-2576*a^3*g*p* q^2*x^2+960*a^3*g*p*q*r^2*x-6512*a^3*g*p*q*r*x^2+2408*a^3*g*p*q*x^3+432*a^3*g*p *r^3*x-3264*a^3*g*p*r^2*x^2+3190*a^3*g*p*r*x^3+12*a^3*g*q^4*x+108*a^3*g*q^3*r*x -546*a^3*g*q^3*x^2+206*a^3*g*q^2*r^2*x-2334*a^3*g*q^2*r*x^2+1160*a^3*g*q^2*x^3+ 168*a^3*g*q*r^3*x-2334*a^3*g*q*r^2*x^2+3034*a^3*g*q*r*x^3+56*a^3*g*r^4*x-648*a^ 3*g*r^3*x^2+1428*a^3*g*r^2*x^3+128*a^2*b^5*c*x+64*a^2*b^5*p*x+64*a^2*b^5*r*x+ 2048*a^2*b^4*c^2*x+1408*a^2*b^4*c*g*x+1984*a^2*b^4*c*p*x+640*a^2*b^4*c*q*x+1600 *a^2*b^4*c*r*x-3776*a^2*b^4*c*x^2+832*a^2*b^4*g*p*x+256*a^2*b^4*g*q*x+928*a^2*b ^4*g*r*x+448*a^2*b^4*p^2*x+320*a^2*b^4*p*q*x+608*a^2*b^4*p*r*x-2208*a^2*b^4*p*x ^2+224*a^2*b^4*q*r*x-1184*a^2*b^4*q*x^2+128*a^2*b^4*r^2*x-2848*a^2*b^4*r*x^2+ 8064*a^2*b^3*c^3*x+11456*a^2*b^3*c^2*g*x+11648*a^2*b^3*c^2*p*x+5504*a^2*b^3*c^2 *q*x+9408*a^2*b^3*c^2*r*x-24608*a^2*b^3*c^2*x^2+3872*a^2*b^3*c*g^2*x+12032*a^2* b^3*c*g*p*x+5440*a^2*b^3*c*g*q*x+10912*a^2*b^3*c*g*r*x-17936*a^2*b^3*c*g*x^2+ 5344*a^2*b^3*c*p^2*x+5376*a^2*b^3*c*p*q*x+7760*a^2*b^3*c*p*r*x-24000*a^2*b^3*c* p*x^2+832*a^2*b^3*c*q^2*x+3936*a^2*b^3*c*q*r*x-15472*a^2*b^3*c*q*x^2+2160*a^2*b ^3*c*r^2*x-25520*a^2*b^3*c*r*x^2+6336*a^2*b^3*c*x^3+2464*a^2*b^3*g^2*p*x+1056*a ^2*b^3*g^2*q*x+2856*a^2*b^3*g^2*r*x+2928*a^2*b^3*g*p^2*x+2944*a^2*b^3*g*p*q*x+ 4688*a^2*b^3*g*p*r*x-10656*a^2*b^3*g*p*x^2+432*a^2*b^3*g*q^2*x+2496*a^2*b^3*g*q *r*x-6600*a^2*b^3*g*q*x^2+1504*a^2*b^3*g*r^2*x-14192*a^2*b^3*g*r*x^2+800*a^2*b^ 3*p^3*x+1216*a^2*b^3*p^2*q*x+1616*a^2*b^3*p^2*r*x-5472*a^2*b^3*p^2*x^2+416*a^2* b^3*p*q^2*x+1504*a^2*b^3*p*q*r*x-7632*a^2*b^3*p*q*x^2+816*a^2*b^3*p*r^2*x-10656 *a^2*b^3*p*r*x^2+3168*a^2*b^3*p*x^3+248*a^2*b^3*q^2*r*x-2160*a^2*b^3*q^2*x^2+ 224*a^2*b^3*q*r^2*x-7704*a^2*b^3*q*r*x^2+3168*a^2*b^3*q*x^3+24*a^2*b^3*r^3*x-\ 4032*a^2*b^3*r^2*x^2+5592*a^2*b^3*r*x^3+11264*a^2*b^2*c^4*x+25920*a^2*b^2*c^3*g *x+21504*a^2*b^2*c^3*p*x+12288*a^2*b^2*c^3*q*x+17600*a^2*b^2*c^3*r*x-48576*a^2* b^2*c^3*x^2+18656*a^2*b^2*c^2*g^2*x+39200*a^2*b^2*c^2*g*p*x+21312*a^2*b^2*c^2*g *q*x+33776*a^2*b^2*c^2*g*r*x-75264*a^2*b^2*c^2*g*x^2+14720*a^2*b^2*c^2*p^2*x+ 17728*a^2*b^2*c^2*p*q*x+22080*a^2*b^2*c^2*p*r*x-66704*a^2*b^2*c^2*p*x^2+4160*a^ 2*b^2*c^2*q^2*x+13728*a^2*b^2*c^2*q*r*x-47344*a^2*b^2*c^2*q*x^2+6912*a^2*b^2*c^ 2*r^2*x-65808*a^2*b^2*c^2*r*x^2+22912*a^2*b^2*c^2*x^3+4256*a^2*b^2*c*g^3*x+ 20416*a^2*b^2*c*g^2*p*x+10624*a^2*b^2*c*g^2*q*x+19416*a^2*b^2*c*g^2*r*x-27360*a ^2*b^2*c*g^2*x^2+18640*a^2*b^2*c*g*p^2*x+21760*a^2*b^2*c*g*p*q*x+29248*a^2*b^2* c*g*p*r*x-74656*a^2*b^2*c*g*p*x^2+4816*a^2*b^2*c*g*q^2*x+17856*a^2*b^2*c*g*q*r* x-51488*a^2*b^2*c*g*q*x^2+9712*a^2*b^2*c*g*r^2*x-81432*a^2*b^2*c*g*r*x^2+17792* a^2*b^2*c*g*x^3+4432*a^2*b^2*c*p^3*x+8096*a^2*b^2*c*p^2*q*x+9456*a^2*b^2*c*p^2* r*x-29048*a^2*b^2*c*p^2*x^2+4080*a^2*b^2*c*p*q^2*x+11312*a^2*b^2*c*p*q*r*x-\ 43392*a^2*b^2*c*p*q*x^2+5680*a^2*b^2*c*p*r^2*x-53488*a^2*b^2*c*p*r*x^2+19200*a^ 2*b^2*c*p*x^3+416*a^2*b^2*c*q^3*x+2848*a^2*b^2*c*q^2*r*x-14344*a^2*b^2*c*q^2*x^ 2+2896*a^2*b^2*c*q*r^2*x-41408*a^2*b^2*c*q*r*x^2+19200*a^2*b^2*c*q*x^3+768*a^2* b^2*c*r^3*x-19872*a^2*b^2*c*r^2*x^2+26880*a^2*b^2*c*r*x^3+2824*a^2*b^2*g^3*p*x+ 1392*a^2*b^2*g^3*q*x+3316*a^2*b^2*g^3*r*x+5128*a^2*b^2*g^2*p^2*x+5904*a^2*b^2*g ^2*p*q*x+8704*a^2*b^2*g^2*p*r*x-16500*a^2*b^2*g^2*p*x^2+1240*a^2*b^2*g^2*q^2*x+ 5384*a^2*b^2*g^2*q*r*x-10860*a^2*b^2*g^2*q*x^2+3168*a^2*b^2*g^2*r^2*x-22140*a^2 *b^2*g^2*r*x^2+2872*a^2*b^2*g*p^3*x+5168*a^2*b^2*g*p^2*q*x+6372*a^2*b^2*g*p^2*r *x-17188*a^2*b^2*g*p^2*x^2+2536*a^2*b^2*g*p*q^2*x+7576*a^2*b^2*g*p*q*r*x-25440* a^2*b^2*g*p*q*x^2+4016*a^2*b^2*g*p*r^2*x-34476*a^2*b^2*g*p*r*x^2+8896*a^2*b^2*g *p*x^3+240*a^2*b^2*g*q^3*x+1916*a^2*b^2*g*q^2*r*x-8252*a^2*b^2*g*q^2*x^2+2088*a ^2*b^2*g*q*r^2*x-26868*a^2*b^2*g*q*r*x^2+8896*a^2*b^2*g*q*x^3+576*a^2*b^2*g*r^3 *x-14040*a^2*b^2*g*r^2*x^2+15720*a^2*b^2*g*r*x^3+512*a^2*b^2*p^4*x+1232*a^2*b^2 *p^3*q*x+1432*a^2*b^2*p^3*r*x-4056*a^2*b^2*p^3*x^2+928*a^2*b^2*p^2*q^2*x+2416*a ^2*b^2*p^2*q*r*x-9384*a^2*b^2*p^2*q*x^2+1280*a^2*b^2*p^2*r^2*x-10596*a^2*b^2*p^ 2*r*x^2+3872*a^2*b^2*p^2*x^3+208*a^2*b^2*p*q^3*x+1096*a^2*b^2*p*q^2*r*x-6600*a^ 2*b^2*p*q^2*x^2+1152*a^2*b^2*p*q*r^2*x-16416*a^2*b^2*p*q*r*x^2+7744*a^2*b^2*p*q *x^3+360*a^2*b^2*p*r^3*x-7308*a^2*b^2*p*r^2*x^2+10032*a^2*b^2*p*r*x^3+112*a^2*b ^2*q^3*r*x-1272*a^2*b^2*q^3*x^2+128*a^2*b^2*q^2*r^2*x-5820*a^2*b^2*q^2*r*x^2+ 3872*a^2*b^2*q^2*x^3+24*a^2*b^2*q*r^3*x-5220*a^2*b^2*q*r^2*x^2+10032*a^2*b^2*q* r*x^3-1080*a^2*b^2*r^3*x^2+4656*a^2*b^2*r^2*x^3+5120*a^2*b*c^5*x+18944*a^2*b*c^ 4*g*x+12672*a^2*b*c^4*p*x+7808*a^2*b*c^4*q*x+10304*a^2*b*c^4*r*x-30976*a^2*b*c^ 4*x^2+23232*a^2*b*c^3*g^2*x+38240*a^2*b*c^3*g*p*x+22720*a^2*b*c^3*g*q*x+31984*a ^2*b*c^3*g*r*x-83840*a^2*b*c^3*g*x^2+12032*a^2*b*c^3*p^2*x+15104*a^2*b*c^3*p*q* x+18128*a^2*b*c^3*p*r*x-56096*a^2*b*c^3*p*x^2+4256*a^2*b*c^3*q^2*x+12032*a^2*b* c^3*q*r*x-40624*a^2*b*c^3*q*x^2+6096*a^2*b*c^3*r^2*x-52032*a^2*b*c^3*r*x^2+ 21952*a^2*b*c^3*x^3+11584*a^2*b*c^2*g^3*x+36608*a^2*b*c^2*g^2*p*x+21088*a^2*b*c ^2*g^2*q*x+32256*a^2*b*c^2*g^2*r*x-67696*a^2*b*c^2*g^2*x^2+27552*a^2*b*c^2*g*p^ 2*x+34176*a^2*b*c^2*g*p*q*x+42632*a^2*b*c^2*g*p*r*x-118112*a^2*b*c^2*g*p*x^2+ 9040*a^2*b*c^2*g*q^2*x+27840*a^2*b*c^2*g*q*r*x-84856*a^2*b*c^2*g*q*x^2+14600*a^ 2*b*c^2*g*r^2*x-116688*a^2*b*c^2*g*r*x^2+38976*a^2*b*c^2*g*x^3+5600*a^2*b*c^2*p ^3*x+10464*a^2*b*c^2*p^2*q*x+12176*a^2*b*c^2*p^2*r*x-36080*a^2*b*c^2*p^2*x^2+ 6144*a^2*b*c^2*p*q^2*x+15328*a^2*b*c^2*p*q*r*x-54504*a^2*b*c^2*p*q*x^2+7984*a^2 *b*c^2*p*r^2*x-63344*a^2*b*c^2*p*r*x^2+25664*a^2*b*c^2*p*x^3+960*a^2*b*c^2*q^3* x+4656*a^2*b*c^2*q^2*r*x-19176*a^2*b*c^2*q^2*x^2+4672*a^2*b*c^2*q*r^2*x-50072*a ^2*b*c^2*q*r*x^2+25312*a^2*b*c^2*q*x^3+1464*a^2*b*c^2*r^3*x-23160*a^2*b*c^2*r^2 *x^2+31848*a^2*b*c^2*r*x^3+2032*a^2*b*c*g^4*x+13096*a^2*b*c*g^3*p*x+7312*a^2*b* c*g^3*q*x+12668*a^2*b*c*g^3*r*x-16760*a^2*b*c*g^3*x^2+18088*a^2*b*c*g^2*p^2*x+ 22240*a^2*b*c*g^2*p*q*x+29240*a^2*b*c*g^2*p*r*x-68492*a^2*b*c*g^2*p*x^2+5624*a^ 2*b*c*g^2*q^2*x+19072*a^2*b*c*g^2*q*r*x-48368*a^2*b*c*g^2*q*x^2+10480*a^2*b*c*g ^2*r^2*x-74892*a^2*b*c*g^2*r*x^2+15584*a^2*b*c*g^2*x^3+8608*a^2*b*c*g*p^3*x+ 16176*a^2*b*c*g*p^2*q*x+19148*a^2*b*c*g*p^2*r*x-52232*a^2*b*c*g*p^2*x^2+9104*a^ 2*b*c*g*p*q^2*x+24144*a^2*b*c*g*p*q*r*x-79044*a^2*b*c*g*p*q*x^2+12752*a^2*b*c*g *p*r^2*x-96960*a^2*b*c*g*p*r*x^2+32640*a^2*b*c*g*p*x^3+1296*a^2*b*c*g*q^3*x+ 7048*a^2*b*c*g*q^2*r*x-27268*a^2*b*c*g*q^2*x^2+7456*a^2*b*c*g*q*r^2*x-76704*a^2 *b*c*g*q*r*x^2+32464*a^2*b*c*g*q*x^3+2336*a^2*b*c*g*r^3*x-37408*a^2*b*c*g*r^2*x ^2+45660*a^2*b*c*g*r*x^3+1272*a^2*b*c*p^4*x+3184*a^2*b*c*p^3*q*x+3656*a^2*b*c*p ^3*r*x-9788*a^2*b*c*p^3*x^2+2808*a^2*b*c*p^2*q^2*x+6664*a^2*b*c*p^2*q*r*x-22968 *a^2*b*c*p^2*q*x^2+3568*a^2*b*c*p^2*r^2*x-24788*a^2*b*c*p^2*r*x^2+9632*a^2*b*c* p^2*x^3+944*a^2*b*c*p*q^3*x+3844*a^2*b*c*p*q^2*r*x-16980*a^2*b*c*p*q^2*x^2+3904 *a^2*b*c*p*q*r^2*x-39360*a^2*b*c*p*q*r*x^2+19088*a^2*b*c*p*q*x^3+1296*a^2*b*c*p *r^3*x-17220*a^2*b*c*p*r^2*x^2+22620*a^2*b*c*p*r*x^3+72*a^2*b*c*q^4*x+640*a^2*b *c*q^3*r*x-3776*a^2*b*c*q^3*x^2+932*a^2*b*c*q^2*r^2*x-15032*a^2*b*c*q^2*r*x^2+ 9456*a^2*b*c*q^2*x^3+504*a^2*b*c*q*r^3*x-13164*a^2*b*c*q*r^2*x^2+22308*a^2*b*c* q*r*x^3+112*a^2*b*c*r^4*x-2976*a^2*b*c*r^3*x^2+9600*a^2*b*c*r^2*x^3+1384*a^2*b* g^4*p*x+736*a^2*b*g^4*q*x+1624*a^2*b*g^4*r*x+3396*a^2*b*g^3*p^2*x+4168*a^2*b*g^ 3*p*q*x+5902*a^2*b*g^3*p*r*x-10266*a^2*b*g^3*p*x^2+1016*a^2*b*g^3*q^2*x+3920*a^ 2*b*g^3*q*r*x-6956*a^2*b*g^3*q*x^2+2282*a^2*b*g^3*r^2*x-13714*a^2*b*g^3*r*x^2+ 2880*a^2*b*g^2*p^3*x+5440*a^2*b*g^2*p^2*q*x+6642*a^2*b*g^2*p^2*r*x-16004*a^2*b* g^2*p^2*x^2+3000*a^2*b*g^2*p*q^2*x+8468*a^2*b*g^2*p*q*r*x-24180*a^2*b*g^2*p*q*x ^2+4592*a^2*b*g^2*p*r^2*x-32328*a^2*b*g^2*p*r*x^2+7792*a^2*b*g^2*p*x^3+400*a^2* b*g^2*q^3*x+2458*a^2*b*g^2*q^2*r*x-8216*a^2*b*g^2*q^2*x^2+2748*a^2*b*g^2*q*r^2* x-25818*a^2*b*g^2*q*r*x^2+7792*a^2*b*g^2*q*x^3+870*a^2*b*g^2*r^3*x-13578*a^2*b* g^2*r^2*x^2+13782*a^2*b*g^2*r*x^3+996*a^2*b*g*p^4*x+2496*a^2*b*g*p^3*q*x+2908*a ^2*b*g*p^3*r*x-7322*a^2*b*g*p^3*x^2+2140*a^2*b*g*p^2*q^2*x+5300*a^2*b*g*p^2*q*r *x-17172*a^2*b*g*p^2*q*x^2+2864*a^2*b*g*p^2*r^2*x-19366*a^2*b*g*p^2*r*x^2+6576* a^2*b*g*p^2*x^3+672*a^2*b*g*p*q^3*x+2958*a^2*b*g*p*q^2*r*x-12582*a^2*b*g*p*q^2* x^2+3120*a^2*b*g*p*q*r^2*x-30824*a^2*b*g*p*q*r*x^2+13064*a^2*b*g*p*q*x^3+1036*a ^2*b*g*p*r^3*x-14012*a^2*b*g*p*r^2*x^2+17022*a^2*b*g*p*r*x^3+44*a^2*b*g*q^4*x+ 468*a^2*b*g*q^3*r*x-2720*a^2*b*g*q^3*x^2+710*a^2*b*g*q^2*r^2*x-11688*a^2*b*g*q^ 2*r*x^2+6488*a^2*b*g*q^2*x^3+384*a^2*b*g*q*r^3*x-10746*a^2*b*g*q*r^2*x^2+16866* a^2*b*g*q*r*x^3+84*a^2*b*g*r^4*x-2472*a^2*b*g*r^3*x^2+7876*a^2*b*g*r^2*x^3+108* a^2*b*p^5*x+360*a^2*b*p^4*q*x+392*a^2*b*p^4*r*x-936*a^2*b*p^4*x^2+432*a^2*b*p^3 *q^2*x+996*a^2*b*p^3*q*r*x-3052*a^2*b*p^3*q*x^2+516*a^2*b*p^3*r^2*x-3080*a^2*b* p^3*r*x^2+1144*a^2*b*p^3*x^3+216*a^2*b*p^2*q^3*x+834*a^2*b*p^2*q^2*r*x-3540*a^2 *b*p^2*q^2*x^2+876*a^2*b*p^2*q*r^2*x-7500*a^2*b*p^2*q*r*x^2+3432*a^2*b*p^2*q*x^ 3+288*a^2*b*p^2*r^3*x-3126*a^2*b*p^2*r^2*x^2+3774*a^2*b*p^2*r*x^3+36*a^2*b*p*q^ 4*x+248*a^2*b*p*q^3*r*x-1668*a^2*b*p*q^3*x^2+384*a^2*b*p*q^2*r^2*x-5760*a^2*b*p *q^2*r*x^2+3432*a^2*b*p*q^2*x^3+240*a^2*b*p*q*r^3*x-4746*a^2*b*p*q*r^2*x^2+7548 *a^2*b*p*q*r*x^3+56*a^2*b*p*r^4*x-1056*a^2*b*p*r^3*x^2+2952*a^2*b*p*r^2*x^3+18* a^2*b*q^4*r*x-244*a^2*b*q^4*x^2+24*a^2*b*q^3*r^2*x-1340*a^2*b*q^3*r*x^2+1144*a^ 2*b*q^3*x^3+6*a^2*b*q^2*r^3*x-1620*a^2*b*q^2*r^2*x^2+3774*a^2*b*q^2*r*x^3-612*a ^2*b*q*r^3*x^2+2952*a^2*b*q*r^2*x^3-60*a^2*b*r^4*x^2+520*a^2*b*r^3*x^3+2560*a^2 *c^5*g*x+704*a^2*c^5*p*x+352*a^2*c^5*r*x-2272*a^2*c^5*x^2+6656*a^2*c^4*g^2*x+ 7872*a^2*c^4*g*p*x+3904*a^2*c^4*g*q*x+5920*a^2*c^4*g*r*x-19584*a^2*c^4*g*x^2+ 1728*a^2*c^4*p^2*x+640*a^2*c^4*p*q*x+2304*a^2*c^4*p*r*x-7056*a^2*c^4*p*x^2+320* a^2*c^4*q*r*x-2464*a^2*c^4*q*x^2+832*a^2*c^4*r^2*x-4512*a^2*c^4*r*x^2+3392*a^2* c^4*x^3+6144*a^2*c^3*g^3*x+14864*a^2*c^3*g^2*p*x+8288*a^2*c^3*g^2*q*x+12152*a^2 *c^3*g^2*r*x-32192*a^2*c^3*g^2*x^2+9152*a^2*c^3*g*p^2*x+8864*a^2*c^3*g*p*q*x+ 13464*a^2*c^3*g*p*r*x-38784*a^2*c^3*g*p*x^2+2128*a^2*c^3*g*q^2*x+6672*a^2*c^3*g *q*r*x-24440*a^2*c^3*g*q*x^2+4696*a^2*c^3*g*r^2*x-33176*a^2*c^3*g*r*x^2+15488*a ^2*c^3*g*x^3+1536*a^2*c^3*p^3*x+1216*a^2*c^3*p^2*q*x+3272*a^2*c^3*p^2*r*x-7176* a^2*c^3*p^2*x^2+144*a^2*c^3*p*q^2*x+1552*a^2*c^3*p*q*r*x-6224*a^2*c^3*p*q*x^2+ 2352*a^2*c^3*p*r^2*x-10208*a^2*c^3*p*r*x^2+5088*a^2*c^3*p*x^3+72*a^2*c^3*q^2*r* x-808*a^2*c^3*q^2*x^2+560*a^2*c^3*q*r^2*x-3952*a^2*c^3*q*r*x^2+3840*a^2*c^3*q*x ^3+576*a^2*c^3*r^3*x-3144*a^2*c^3*r^2*x^2+5288*a^2*c^3*r*x^3+2432*a^2*c^2*g^4*x +10288*a^2*c^2*g^3*p*x+5904*a^2*c^2*g^3*q*x+9024*a^2*c^2*g^3*r*x-18640*a^2*c^2* g^3*x^2+11952*a^2*c^2*g^2*p^2*x+13536*a^2*c^2*g^2*p*q*x+18548*a^2*c^2*g^2*p*r*x -47568*a^2*c^2*g^2*p*x^2+3480*a^2*c^2*g^2*q^2*x+10928*a^2*c^2*g^2*q*r*x-32808*a ^2*c^2*g^2*q*x^2+6644*a^2*c^2*g^2*r^2*x-45520*a^2*c^2*g^2*r*x^2+15600*a^2*c^2*g ^2*x^3+4952*a^2*c^2*g*p^3*x+7136*a^2*c^2*g*p^2*q*x+10936*a^2*c^2*g*p^2*r*x-\ 26616*a^2*c^2*g*p^2*x^2+3344*a^2*c^2*g*p*q^2*x+10208*a^2*c^2*g*p*q*r*x-35396*a^ 2*c^2*g*p*q*x^2+7680*a^2*c^2*g*p*r^2*x-44548*a^2*c^2*g*p*r*x^2+18192*a^2*c^2*g* p*x^3+480*a^2*c^2*g*q^3*x+2464*a^2*c^2*g*q^2*r*x-10796*a^2*c^2*g*q^2*x^2+3280*a ^2*c^2*g*q*r^2*x-30384*a^2*c^2*g*q*r*x^2+16976*a^2*c^2*g*q*x^3+1688*a^2*c^2*g*r ^3*x-15720*a^2*c^2*g*r^2*x^2+22052*a^2*c^2*g*r*x^3+592*a^2*c^2*p^4*x+736*a^2*c^ 2*p^3*q*x+1720*a^2*c^2*p^3*r*x-3020*a^2*c^2*p^3*x^2+192*a^2*c^2*p^2*q^2*x+1440* a^2*c^2*p^2*q*r*x-4376*a^2*c^2*p^2*q*x^2+1808*a^2*c^2*p^2*r^2*x-6824*a^2*c^2*p^ 2*r*x^2+2544*a^2*c^2*p^2*x^3+224*a^2*c^2*p*q^2*r*x-1552*a^2*c^2*p*q^2*x^2+928*a ^2*c^2*p*q*r^2*x-5968*a^2*c^2*p*q*r*x^2+3840*a^2*c^2*p*q*x^3+792*a^2*c^2*p*r^3* x-4416*a^2*c^2*p*r^2*x^2+5288*a^2*c^2*p*r*x^3-72*a^2*c^2*q^3*x^2+80*a^2*c^2*q^2 *r^2*x-984*a^2*c^2*q^2*r*x^2+1360*a^2*c^2*q^2*x^3+192*a^2*c^2*q*r^3*x-1752*a^2* c^2*q*r^2*x^2+3604*a^2*c^2*q*r*x^3+112*a^2*c^2*r^4*x-840*a^2*c^2*r^3*x^2+1800*a ^2*c^2*r^2*x^3+352*a^2*c*g^5*x+2856*a^2*c*g^4*p*x+1640*a^2*c*g^4*q*x+2760*a^2*c *g^4*r*x-3578*a^2*c*g^4*x^2+5460*a^2*c*g^3*p^2*x+6576*a^2*c*g^3*p*q*x+8930*a^2* c*g^3*p*r*x-19422*a^2*c*g^3*p*x^2+1712*a^2*c*g^3*q^2*x+5676*a^2*c*g^3*q*r*x-\ 13662*a^2*c*g^3*q*x^2+3350*a^2*c*g^3*r^2*x-20914*a^2*c*g^3*r*x^2+4352*a^2*c*g^3 *x^3+4116*a^2*c*g^2*p^3*x+6976*a^2*c*g^2*p^2*q*x+9410*a^2*c*g^2*p^2*r*x-21906*a ^2*c*g^2*p^2*x^2+3692*a^2*c*g^2*p*q^2*x+10524*a^2*c*g^2*p*q*r*x-31874*a^2*c*g^2 *p*q*x^2+6728*a^2*c*g^2*p*r^2*x-39972*a^2*c*g^2*p*r*x^2+13144*a^2*c*g^2*p*x^3+ 544*a^2*c*g^2*q^3*x+2892*a^2*c*g^2*q^2*r*x-10600*a^2*c*g^2*q^2*x^2+3492*a^2*c*g ^2*q*r^2*x-30178*a^2*c*g^2*q*r*x^2+12848*a^2*c*g^2*q*x^3+1460*a^2*c*g^2*r^3*x-\ 15362*a^2*c*g^2*r^2*x^2+18224*a^2*c*g^2*r*x^3+1204*a^2*c*g*p^4*x+2360*a^2*c*g*p ^3*q*x+3556*a^2*c*g*p^3*r*x-7466*a^2*c*g*p^3*x^2+1636*a^2*c*g*p^2*q^2*x+4908*a^ 2*c*g*p^2*q*r*x-15464*a^2*c*g*p^2*q*x^2+3696*a^2*c*g*p^2*r^2*x-18466*a^2*c*g*p^ 2*r*x^2+6792*a^2*c*g*p^2*x^3+472*a^2*c*g*p*q^3*x+2198*a^2*c*g*p*q^2*r*x-10052*a ^2*c*g*p*q^2*x^2+3024*a^2*c*g*p*q*r^2*x-25388*a^2*c*g*p*q*r*x^2+12664*a^2*c*g*p *q*x^3+1540*a^2*c*g*p*r^3*x-12756*a^2*c*g*p*r^2*x^2+15696*a^2*c*g*p*r*x^3+36*a^ 2*c*g*q^4*x+320*a^2*c*g*q^3*r*x-1972*a^2*c*g*q^3*x^2+566*a^2*c*g*q^2*r^2*x-8524 *a^2*c*g*q^2*r*x^2+5904*a^2*c*g*q^2*x^3+492*a^2*c*g*q*r^3*x-8346*a^2*c*g*q*r^2* x^2+14330*a^2*c*g*q*r*x^3+196*a^2*c*g*r^4*x-2328*a^2*c*g*r^3*x^2+6396*a^2*c*g*r ^2*x^3+84*a^2*c*p^5*x+144*a^2*c*p^4*q*x+308*a^2*c*p^4*r*x-456*a^2*c*p^4*x^2+60* a^2*c*p^3*q^2*x+372*a^2*c*p^3*q*r*x-940*a^2*c*p^3*q*x^2+420*a^2*c*p^3*r^2*x-\ 1424*a^2*c*p^3*r*x^2+424*a^2*c*p^3*x^3+94*a^2*c*p^2*q^2*r*x-574*a^2*c*p^2*q^2*x ^2+324*a^2*c*p^2*q*r^2*x-1996*a^2*c*p^2*q*r*x^2+960*a^2*c*p^2*q*x^3+252*a^2*c*p ^2*r^3*x-1422*a^2*c*p^2*r^2*x^2+1322*a^2*c*p^2*r*x^3-90*a^2*c*p*q^3*x^2+40*a^2* c*p*q^2*r^2*x-708*a^2*c*p*q^2*r*x^2+680*a^2*c*p*q^2*x^3+96*a^2*c*p*q*r^3*x-1146 *a^2*c*p*q*r^2*x^2+1802*a^2*c*p*q*r*x^3+56*a^2*c*p*r^4*x-528*a^2*c*p*r^3*x^2+ 900*a^2*c*p*r^2*x^3-60*a^2*c*q^3*r*x^2+144*a^2*c*q^3*x^3-180*a^2*c*q^2*r^2*x^2+ 540*a^2*c*q^2*r*x^3-180*a^2*c*q*r^3*x^2+516*a^2*c*q*r^2*x^3-60*a^2*c*r^4*x^2+ 120*a^2*c*r^3*x^3+244*a^2*g^5*p*x+136*a^2*g^5*q*x+284*a^2*g^5*r*x+778*a^2*g^4*p ^2*x+972*a^2*g^4*p*q*x+1367*a^2*g^4*p*r*x-2226*a^2*g^4*p*x^2+252*a^2*g^4*q^2*x+ 920*a^2*g^4*q*r*x-1530*a^2*g^4*q*x^2+549*a^2*g^4*r^2*x-2942*a^2*g^4*r*x^2+936*a ^2*g^3*p^3*x+1712*a^2*g^3*p^2*q*x+2227*a^2*g^3*p^2*r*x-4668*a^2*g^3*p^2*x^2+948 *a^2*g^3*p*q^2*x+2726*a^2*g^3*p*q*r*x-7026*a^2*g^3*p*q*x^2+1652*a^2*g^3*p*r^2*x -9366*a^2*g^3*p*r*x^2+2176*a^2*g^3*p*x^3+140*a^2*g^3*q^3*x+796*a^2*g^3*q^2*r*x-\ 2390*a^2*g^3*q^2*x^2+958*a^2*g^3*q*r^2*x-7401*a^2*g^3*q*r*x^2+2176*a^2*g^3*q*x^ 3+369*a^2*g^3*r^3*x-3954*a^2*g^3*r^2*x^2+3846*a^2*g^3*r*x^3+506*a^2*g^2*p^4*x+ 1140*a^2*g^2*p^3*q*x+1530*a^2*g^2*p^3*r*x-3178*a^2*g^2*p^3*x^2+906*a^2*g^2*p^2* q^2*x+2474*a^2*g^2*p^2*q*r*x-7136*a^2*g^2*p^2*q*x^2+1616*a^2*g^2*p^2*r^2*x-8364 *a^2*g^2*p^2*r*x^2+2672*a^2*g^2*p^2*x^3+284*a^2*g^2*p*q^3*x+1287*a^2*g^2*p*q^2* r*x-5034*a^2*g^2*p*q^2*x^2+1576*a^2*g^2*p*q*r^2*x-12670*a^2*g^2*p*q*r*x^2+5196* a^2*g^2*p*q*x^3+676*a^2*g^2*p*r^3*x-6148*a^2*g^2*p*r^2*x^2+6874*a^2*g^2*p*r*x^3 +22*a^2*g^2*q^4*x+206*a^2*g^2*q^3*r*x-1066*a^2*g^2*q^3*x^2+353*a^2*g^2*q^2*r^2* x-4647*a^2*g^2*q^2*r*x^2+2524*a^2*g^2*q^2*x^3+258*a^2*g^2*q*r^3*x-4512*a^2*g^2* q*r^2*x^2+6612*a^2*g^2*q*r*x^3+84*a^2*g^2*r^4*x-1176*a^2*g^2*r^3*x^2+3122*a^2*g ^2*r^2*x^3+96*a^2*g*p^5*x+252*a^2*g*p^4*q*x+350*a^2*g*p^4*r*x-696*a^2*g*p^4*x^2 +246*a^2*g*p^3*q^2*x+684*a^2*g*p^3*q*r*x-1996*a^2*g*p^3*q*x^2+468*a^2*g*p^3*r^2 *x-2252*a^2*g*p^3*r*x^2+784*a^2*g*p^3*x^3+108*a^2*g*p^2*q^3*x+464*a^2*g*p^2*q^2 *r*x-2057*a^2*g*p^2*q^2*x^2+600*a^2*g*p^2*q*r^2*x-4748*a^2*g*p^2*q*r*x^2+2196*a ^2*g*p^2*q*x^3+270*a^2*g*p^2*r^3*x-2274*a^2*g*p^2*r^2*x^2+2548*a^2*g*p^2*r*x^3+ 18*a^2*g*p*q^4*x+124*a^2*g*p*q^3*r*x-879*a^2*g*p*q^3*x^2+212*a^2*g*p*q^2*r^2*x-\ 3234*a^2*g*p*q^2*r*x^2+2056*a^2*g*p*q^2*x^3+168*a^2*g*p*q*r^3*x-2946*a^2*g*p*q* r^2*x^2+4675*a^2*g*p*q*r*x^3+56*a^2*g*p*r^4*x-792*a^2*g*p*r^3*x^2+1926*a^2*g*p* r^2*x^3+9*a^2*g*q^4*r*x-122*a^2*g*q^4*x^2+12*a^2*g*q^3*r^2*x-700*a^2*g*q^3*r*x^ 2+644*a^2*g*q^3*x^3+3*a^2*g*q^2*r^3*x-900*a^2*g*q^2*r^2*x^2+2157*a^2*g*q^2*r*x^ 3-396*a^2*g*q*r^3*x^2+1734*a^2*g*q*r^2*x^3-60*a^2*g*r^4*x^2+320*a^2*g*r^3*x^3+ 256*a*b^5*c^2*x+192*a*b^5*c*g*x+192*a*b^5*c*p*x+96*a*b^5*c*r*x-640*a*b^5*c*x^2+ 96*a*b^5*g*p*x+96*a*b^5*g*r*x+32*a*b^5*p^2*x+16*a*b^5*p*r*x-352*a*b^5*p*x^2-96* a*b^5*q*x^2-16*a*b^5*r^2*x-416*a*b^5*r*x^2+2176*a*b^4*c^3*x+3136*a*b^4*c^2*g*x+ 2752*a*b^4*c^2*p*x+896*a*b^4*c^2*q*x+1856*a*b^4*c^2*r*x-7008*a*b^4*c^2*x^2+1056 *a*b^4*c*g^2*x+2976*a*b^4*c*g*p*x+896*a*b^4*c*g*q*x+2352*a*b^4*c*g*r*x-5712*a*b ^4*c*g*x^2+1088*a*b^4*c*p^2*x+768*a*b^4*c*p*q*x+1280*a*b^4*c*p*r*x-6320*a*b^4*c *p*x^2+384*a*b^4*c*q*r*x-3424*a*b^4*c*q*x^2+128*a*b^4*c*r^2*x-6416*a*b^4*c*r*x^ 2+2112*a*b^4*c*x^3+608*a*b^4*g^2*p*x+160*a*b^4*g^2*q*x+680*a*b^4*g^2*r*x+672*a* b^4*g*p^2*x+480*a*b^4*g*p*q*x+912*a*b^4*g*p*r*x-3256*a*b^4*g*p*x^2+336*a*b^4*g* q*r*x-1664*a*b^4*g*q*x^2+160*a*b^4*g*r^2*x-4248*a*b^4*g*r*x^2+128*a*b^4*p^3*x+ 128*a*b^4*p^2*q*x+184*a*b^4*p^2*r*x-1344*a*b^4*p^2*x^2+64*a*b^4*p*q*r*x-1584*a* b^4*p*q*x^2-2400*a*b^4*p*r*x^2+1056*a*b^4*p*x^3-240*a*b^4*q^2*x^2-64*a*b^4*q*r^ 2*x-1416*a*b^4*q*r*x^2+1056*a*b^4*q*x^3-48*a*b^4*r^3*x-720*a*b^4*r^2*x^2+1864*a *b^4*r*x^3+5760*a*b^3*c^4*x+12928*a*b^3*c^3*g*x+9856*a*b^3*c^3*p*x+4864*a*b^3*c ^3*q*x+7392*a*b^3*c^3*r*x-23968*a*b^3*c^3*x^2+9024*a*b^3*c^2*g^2*x+18016*a*b^3* c^2*g*p*x+8192*a*b^3*c^2*g*q*x+14288*a*b^3*c^2*g*r*x-38880*a*b^3*c^2*g*x^2+5984 *a*b^3*c^2*p^2*x+6400*a*b^3*c^2*p*q*x+8160*a*b^3*c^2*p*r*x-30432*a*b^3*c^2*p*x^ 2+992*a*b^3*c^2*q^2*x+4192*a*b^3*c^2*q*r*x-20448*a*b^3*c^2*q*x^2+1792*a*b^3*c^2 *r^2*x-29408*a*b^3*c^2*r*x^2+11904*a*b^3*c^2*x^3+2000*a*b^3*c*g^3*x+9216*a*b^3* c*g^2*p*x+3904*a*b^3*c*g^2*q*x+8256*a*b^3*c*g^2*r*x-14392*a*b^3*c*g^2*x^2+7936* a*b^3*c*g*p^2*x+7968*a*b^3*c*g*p*q*x+11368*a*b^3*c*g*p*r*x-36760*a*b^3*c*g*p*x^ 2+1104*a*b^3*c*g*q^2*x+5680*a*b^3*c*g*q*r*x-23512*a*b^3*c*g*q*x^2+2824*a*b^3*c* g*r^2*x-39360*a*b^3*c*g*r*x^2+10176*a*b^3*c*g*x^3+1552*a*b^3*c*p^3*x+2528*a*b^3 *c*p^2*q*x+2912*a*b^3*c*p^2*r*x-12360*a*b^3*c*p^2*x^2+912*a*b^3*c*p*q^2*x+2848* a*b^3*c*p*q*r*x-17280*a*b^3*c*p*q*x^2+1168*a*b^3*c*p*r^2*x-21816*a*b^3*c*p*r*x^ 2+9824*a*b^3*c*p*x^3+456*a*b^3*c*q^2*r*x-4856*a*b^3*c*q^2*x^2+192*a*b^3*c*q*r^2 *x-15688*a*b^3*c*q*r*x^2+9824*a*b^3*c*q*x^3-96*a*b^3*c*r^3*x-7104*a*b^3*c*r^2*x ^2+13824*a*b^3*c*r*x^3+1240*a*b^3*g^3*p*x+480*a*b^3*g^3*q*x+1452*a*b^3*g^3*r*x+ 2200*a*b^3*g^2*p^2*x+2128*a*b^3*g^2*p*q*x+3468*a*b^3*g^2*p*r*x-8380*a*b^3*g^2*p *x^2+256*a*b^3*g^2*q^2*x+1776*a*b^3*g^2*q*r*x-4988*a*b^3*g^2*q*x^2+1004*a*b^3*g ^2*r^2*x-11236*a*b^3*g^2*r*x^2+1112*a*b^3*g*p^3*x+1760*a*b^3*g*p^2*q*x+2196*a*b ^3*g*p^2*r*x-8172*a*b^3*g*p^2*x^2+616*a*b^3*g*p*q^2*x+2144*a*b^3*g*p*q*r*x-\ 11280*a*b^3*g*p*q*x^2+992*a*b^3*g*p*r^2*x-15820*a*b^3*g*p*r*x^2+5088*a*b^3*g*p* x^3+376*a*b^3*g*q^2*r*x-3076*a*b^3*g*q^2*x^2+240*a*b^3*g*q*r^2*x-11480*a*b^3*g* q*r*x^2+5088*a*b^3*g*q*x^3-40*a*b^3*g*r^3*x-5824*a*b^3*g*r^2*x^2+8984*a*b^3*g*r *x^3+152*a*b^3*p^4*x+304*a*b^3*p^3*q*x+356*a*b^3*p^3*r*x-1608*a*b^3*p^3*x^2+152 *a*b^3*p^2*q^2*x+432*a*b^3*p^2*q*r*x-3432*a*b^3*p^2*q*x^2+204*a*b^3*p^2*r^2*x-\ 3924*a*b^3*p^2*r*x^2+1936*a*b^3*p^2*x^3+76*a*b^3*p*q^2*r*x-2040*a*b^3*p*q^2*x^2 -5460*a*b^3*p*q*r*x^2+3872*a*b^3*p*q*x^3-24*a*b^3*p*r^3*x-2256*a*b^3*p*r^2*x^2+ 5016*a*b^3*p*r*x^3-216*a*b^3*q^3*x^2-76*a*b^3*q^2*r^2*x-1536*a*b^3*q^2*r*x^2+ 1936*a*b^3*q^2*x^3-96*a*b^3*q*r^3*x-1212*a*b^3*q*r^2*x^2+5016*a*b^3*q*r*x^3-24* a*b^3*r^4*x-96*a*b^3*r^3*x^2+2328*a*b^3*r^2*x^3+6016*a*b^2*c^5*x+19456*a*b^2*c^ 4*g*x+12800*a*b^2*c^4*p*x+7808*a*b^2*c^4*q*x+10144*a*b^2*c^4*r*x-32000*a*b^2*c^ 4*x^2+21760*a*b^2*c^3*g^2*x+35520*a*b^2*c^3*g*p*x+19904*a*b^2*c^3*g*q*x+28768*a *b^2*c^3*g*r*x-81952*a*b^2*c^3*g*x^2+10272*a*b^2*c^3*p^2*x+13568*a*b^2*c^3*p*q* x+14896*a*b^2*c^3*p*r*x-52496*a*b^2*c^3*p*x^2+3296*a*b^2*c^3*q^2*x+9984*a*b^2*c ^3*q*r*x-39616*a*b^2*c^3*q*x^2+4080*a*b^2*c^3*r^2*x-49776*a*b^2*c^3*r*x^2+21952 *a*b^2*c^3*x^3+10176*a*b^2*c^2*g^3*x+31808*a*b^2*c^2*g^2*p*x+16704*a*b^2*c^2*g^ 2*q*x+27152*a*b^2*c^2*g^2*r*x-63632*a*b^2*c^2*g^2*x^2+23040*a*b^2*c^2*g*p^2*x+ 28000*a*b^2*c^2*g*p*q*x+34168*a*b^2*c^2*g*p*r*x-108584*a*b^2*c^2*g*p*x^2+6144*a *b^2*c^2*g*q^2*x+21168*a*b^2*c^2*g*q*r*x-77584*a*b^2*c^2*g*q*x^2+9848*a*b^2*c^2 *g*r^2*x-107880*a*b^2*c^2*g*r*x^2+38976*a*b^2*c^2*g*x^3+4016*a*b^2*c^2*p^3*x+ 8160*a*b^2*c^2*p^2*q*x+8152*a*b^2*c^2*p^2*r*x-31176*a*b^2*c^2*p^2*x^2+4464*a*b^ 2*c^2*p*q^2*x+10864*a*b^2*c^2*p*q*r*x-48408*a*b^2*c^2*p*q*x^2+4288*a*b^2*c^2*p* r^2*x-54616*a*b^2*c^2*p*r*x^2+25312*a*b^2*c^2*p*x^3+448*a*b^2*c^2*q^3*x+2896*a* b^2*c^2*q^2*r*x-16768*a*b^2*c^2*q^2*x^2+2224*a*b^2*c^2*q*r^2*x-44296*a*b^2*c^2* q*r*x^2+25664*a*b^2*c^2*q*x^3+312*a*b^2*c^2*r^3*x-18600*a*b^2*c^2*r^2*x^2+31848 *a*b^2*c^2*r*x^3+1704*a*b^2*c*g^4*x+10832*a*b^2*c*g^3*p*x+5360*a*b^2*c*g^3*q*x+ 10292*a*b^2*c*g^3*r*x-15328*a*b^2*c*g^3*x^2+14600*a*b^2*c*g^2*p^2*x+16848*a*b^2 *c*g^2*p*q*x+22616*a*b^2*c*g^2*p*r*x-61696*a*b^2*c*g^2*p*x^2+3400*a*b^2*c*g^2*q ^2*x+13560*a*b^2*c*g^2*q*r*x-42052*a*b^2*c*g^2*q*x^2+6968*a*b^2*c*g^2*r^2*x-\ 67524*a*b^2*c*g^2*r*x^2+15584*a*b^2*c*g^2*x^3+6440*a*b^2*c*g*p^3*x+12160*a*b^2* c*g*p^2*q*x+13428*a*b^2*c*g*p^2*r*x-45764*a*b^2*c*g*p^2*x^2+6104*a*b^2*c*g*p*q^ 2*x+16576*a*b^2*c*g*p*q*r*x-68604*a*b^2*c*g*p*q*x^2+7432*a*b^2*c*g*p*r^2*x-\ 84072*a*b^2*c*g*p*r*x^2+32464*a*b^2*c*g*p*x^3+528*a*b^2*c*g*q^3*x+4140*a*b^2*c* g*q^2*r*x-22528*a*b^2*c*g*q^2*x^2+3664*a*b^2*c*g*q*r^2*x-66012*a*b^2*c*g*q*r*x^ 2+32640*a*b^2*c*g*q*x^3+688*a*b^2*c*g*r^3*x-30560*a*b^2*c*g*r^2*x^2+45660*a*b^2 *c*g*r*x^3+808*a*b^2*c*p^4*x+2112*a*b^2*c*p^3*q*x+2100*a*b^2*c*p^3*r*x-8032*a*b ^2*c*p^3*x^2+1760*a*b^2*c*p^2*q^2*x+3904*a*b^2*c*p^2*q*r*x-18900*a*b^2*c*p^2*q* x^2+1652*a*b^2*c*p^2*r^2*x-19708*a*b^2*c*p^2*r*x^2+9456*a*b^2*c*p^2*x^3+432*a*b ^2*c*p*q^3*x+1944*a*b^2*c*p*q^2*r*x-13512*a*b^2*c*p*q^2*x^2+1504*a*b^2*c*p*q*r^ 2*x-31308*a*b^2*c*p*q*r*x^2+19088*a*b^2*c*p*q*x^3+312*a*b^2*c*p*r^3*x-12324*a*b ^2*c*p*r^2*x^2+22308*a*b^2*c*p*r*x^3+216*a*b^2*c*q^3*r*x-2620*a*b^2*c*q^3*x^2+ 88*a*b^2*c*q^2*r^2*x-11356*a*b^2*c*q^2*r*x^2+9632*a*b^2*c*q^2*x^3-144*a*b^2*c*q *r^3*x-8844*a*b^2*c*q*r^2*x^2+22620*a*b^2*c*q*r*x^3-48*a*b^2*c*r^4*x-1344*a*b^2 *c*r^3*x^2+9600*a*b^2*c*r^2*x^3+1104*a*b^2*g^4*p*x+504*a*b^2*g^4*q*x+1320*a*b^2 *g^4*r*x+2660*a*b^2*g^3*p^2*x+2968*a*b^2*g^3*p*q*x+4474*a*b^2*g^3*p*r*x-9088*a* b^2*g^3*p*x^2+552*a*b^2*g^3*q^2*x+2692*a*b^2*g^3*q*r*x-5778*a*b^2*g^3*q*x^2+ 1526*a*b^2*g^3*r^2*x-12260*a*b^2*g^3*r*x^2+2144*a*b^2*g^2*p^3*x+3904*a*b^2*g^2* p^2*q*x+4642*a*b^2*g^2*p^2*r*x-13984*a*b^2*g^2*p^2*x^2+1856*a*b^2*g^2*p*q^2*x+ 5584*a*b^2*g^2*p*q*r*x-20460*a*b^2*g^2*p*q*x^2+2708*a*b^2*g^2*p*r^2*x-27912*a*b ^2*g^2*p*r*x^2+7792*a*b^2*g^2*p*x^3+136*a*b^2*g^2*q^3*x+1374*a*b^2*g^2*q^2*r*x-\ 6436*a*b^2*g^2*q^2*x^2+1352*a*b^2*g^2*q*r^2*x-21762*a*b^2*g^2*q*r*x^2+7792*a*b^ 2*g^2*q*x^3+282*a*b^2*g^2*r^3*x-11154*a*b^2*g^2*r^2*x^2+13782*a*b^2*g^2*r*x^3+ 676*a*b^2*g*p^4*x+1688*a*b^2*g*p^3*q*x+1814*a*b^2*g*p^3*r*x-6160*a*b^2*g*p^3*x^ 2+1328*a*b^2*g*p^2*q^2*x+3204*a*b^2*g*p^2*q*r*x-14286*a*b^2*g*p^2*q*x^2+1498*a* b^2*g*p^2*r^2*x-15852*a*b^2*g*p^2*r*x^2+6488*a*b^2*g*p^2*x^3+304*a*b^2*g*p*q^3* x+1524*a*b^2*g*p*q^2*r*x-9996*a*b^2*g*p*q^2*x^2+1328*a*b^2*g*p*q*r^2*x-24850*a* b^2*g*p*q*r*x^2+13064*a*b^2*g*p*q*x^3+324*a*b^2*g*p*r^3*x-10530*a*b^2*g*p*r^2*x ^2+16866*a*b^2*g*p*r*x^3+172*a*b^2*g*q^3*r*x-1858*a*b^2*g*q^3*x^2+104*a*b^2*g*q ^2*r^2*x-8876*a*b^2*g*q^2*r*x^2+6576*a*b^2*g*q^2*x^3-88*a*b^2*g*q*r^3*x-7552*a* b^2*g*q*r^2*x^2+17022*a*b^2*g*q*r*x^3-36*a*b^2*g*r^4*x-1308*a*b^2*g*r^3*x^2+ 7876*a*b^2*g*r^2*x^3+72*a*b^2*p^5*x+216*a*b^2*p^4*q*x+234*a*b^2*p^4*r*x-776*a*b ^2*p^4*x^2+216*a*b^2*p^3*q^2*x+504*a*b^2*p^3*q*r*x-2412*a*b^2*p^3*q*x^2+252*a*b ^2*p^3*r^2*x-2422*a*b^2*p^3*r*x^2+1144*a*b^2*p^3*x^3+72*a*b^2*p^2*q^3*x+306*a*b ^2*p^2*q^2*r*x-2580*a*b^2*p^2*q^2*x^2+288*a*b^2*p^2*q*r^2*x-5526*a*b^2*p^2*q*r* x^2+3432*a*b^2*p^2*q*x^3+90*a*b^2*p^2*r^3*x-2160*a*b^2*p^2*r^2*x^2+3774*a*b^2*p ^2*r*x^3+36*a*b^2*p*q^3*r*x-1028*a*b^2*p*q^3*x^2-3786*a*b^2*p*q^2*r*x^2+3432*a* b^2*p*q^2*x^3-24*a*b^2*p*q*r^3*x-2814*a*b^2*p*q*r^2*x^2+7548*a*b^2*p*q*r*x^3-\ 468*a*b^2*p*r^3*x^2+2952*a*b^2*p*r^2*x^3-84*a*b^2*q^4*x^2-36*a*b^2*q^3*r^2*x-\ 682*a*b^2*q^3*r*x^2+1144*a*b^2*q^3*x^3-60*a*b^2*q^2*r^3*x-654*a*b^2*q^2*r^2*x^2 +3774*a*b^2*q^2*r*x^3-24*a*b^2*q*r^4*x-24*a*b^2*q*r^3*x^2+2952*a*b^2*q*r^2*x^3+ 60*a*b^2*r^4*x^2+520*a*b^2*r^3*x^3+2176*a*b*c^6*x+10560*a*b*c^5*g*x+5696*a*b*c^ 5*p*x+3840*a*b*c^5*q*x+4608*a*b*c^5*r*x-15168*a*b*c^5*x^2+17952*a*b*c^4*g^2*x+ 24224*a*b*c^4*g*p*x+15104*a*b*c^4*g*q*x+19728*a*b*c^4*g*r*x-60096*a*b*c^4*g*x^2 +5920*a*b*c^4*p^2*x+8320*a*b*c^4*p*q*x+8736*a*b*c^4*p*r*x-31296*a*b*c^4*p*x^2+ 2496*a*b*c^4*q^2*x+6496*a*b*c^4*q*r*x-24288*a*b*c^4*q*x^2+2688*a*b*c^4*r^2*x-\ 28656*a*b*c^4*r*x^2+14080*a*b*c^4*x^3+13808*a*b*c^3*g^3*x+34544*a*b*c^3*g^2*p*x +20352*a*b*c^3*g^2*q*x+28904*a*b*c^3*g^2*r*x-78096*a*b*c^3*g^2*x^2+21152*a*b*c^ 3*g*p^2*x+27840*a*b*c^3*g*p*q*x+31648*a*b*c^3*g*p*r*x-103832*a*b*c^3*g*p*x^2+ 7536*a*b*c^3*g*q^2*x+21792*a*b*c^3*g*q*r*x-77512*a*b*c^3*g*q*x^2+9888*a*b*c^3*g *r^2*x-98016*a*b*c^3*g*r*x^2+42240*a*b*c^3*g*x^3+3264*a*b*c^3*p^3*x+6720*a*b*c^ 3*p^2*q*x+6784*a*b*c^3*p^2*r*x-24960*a*b*c^3*p^2*x^2+4400*a*b*c^3*p*q^2*x+9568* a*b*c^3*p*q*r*x-39312*a*b*c^3*p*q*x^2+4048*a*b*c^3*p*r^2*x-42408*a*b*c^3*p*r*x^ 2+20960*a*b*c^3*p*x^3+704*a*b*c^3*q^3*x+3216*a*b*c^3*q^2*r*x-14832*a*b*c^3*q^2* x^2+2560*a*b*c^3*q*r^2*x-35784*a*b*c^3*q*r*x^2+20960*a*b*c^3*q*x^3+576*a*b*c^3* r^3*x-14688*a*b*c^3*r^2*x^2+24368*a*b*c^3*r*x^3+4944*a*b*c^2*g^4*x+21016*a*b*c^ 2*g^3*p*x+11840*a*b*c^2*g^3*q*x+18572*a*b*c^2*g^3*r*x-40608*a*b*c^2*g^3*x^2+ 23640*a*b*c^2*g^2*p^2*x+29792*a*b*c^2*g^2*p*q*x+36304*a*b*c^2*g^2*p*r*x-106988* a*b*c^2*g^2*p*x^2+7480*a*b*c^2*g^2*q^2*x+23952*a*b*c^2*g^2*q*r*x-77404*a*b*c^2* g^2*q*x^2+11712*a*b*c^2*g^2*r^2*x-106632*a*b*c^2*g^2*r*x^2+37056*a*b*c^2*g^2*x^ 3+9048*a*b*c^2*g*p^3*x+17968*a*b*c^2*g*p^2*q*x+19204*a*b*c^2*g*p^2*r*x-64436*a* b*c^2*g*p^2*x^2+10688*a*b*c^2*g*p*q^2*x+25720*a*b*c^2*g*p*q*r*x-99432*a*b*c^2*g *p*q*x^2+11696*a*b*c^2*g*p*r^2*x-113480*a*b*c^2*g*p*r*x^2+49280*a*b*c^2*g*p*x^3 +1488*a*b*c^2*g*q^3*x+7824*a*b*c^2*g*q^2*r*x-35476*a*b*c^2*g*q^2*x^2+6968*a*b*c ^2*g*q*r^2*x-92548*a*b*c^2*g*q*r*x^2+49280*a*b*c^2*g*q*x^3+1728*a*b*c^2*g*r^3*x -40752*a*b*c^2*g*r^2*x^2+61608*a*b*c^2*g*r*x^3+1040*a*b*c^2*p^4*x+2672*a*b*c^2* p^3*q*x+2800*a*b*c^2*p^3*r*x-9688*a*b*c^2*p^3*x^2+2632*a*b*c^2*p^2*q^2*x+5344*a *b*c^2*p^2*q*r*x-22932*a*b*c^2*p^2*q*x^2+2496*a*b*c^2*p^2*r^2*x-23292*a*b*c^2*p ^2*r*x^2+11376*a*b*c^2*p^2*x^3+976*a*b*c^2*p*q^3*x+3464*a*b*c^2*p*q^2*r*x-17652 *a*b*c^2*p*q^2*x^2+2768*a*b*c^2*p*q*r^2*x-38160*a*b*c^2*p*q*r*x^2+22624*a*b*c^2 *p*q*x^3+768*a*b*c^2*p*r^3*x-15036*a*b*c^2*p*r^2*x^2+25068*a*b*c^2*p*r*x^3+72*a *b*c^2*q^4*x+632*a*b*c^2*q^3*r*x-4160*a*b*c^2*q^3*x^2+672*a*b*c^2*q^2*r^2*x-\ 15480*a*b*c^2*q^2*r*x^2+11376*a*b*c^2*q^2*x^3+192*a*b*c^2*q*r^3*x-11892*a*b*c^2 *q*r^2*x^2+25068*a*b*c^2*q*r*x^3+32*a*b*c^2*r^4*x-2160*a*b*c^2*r^3*x^2+10080*a* b*c^2*r^2*x^3+672*a*b*c*g^5*x+5440*a*b*c*g^4*p*x+2928*a*b*c*g^4*q*x+5318*a*b*c* g^4*r*x-7344*a*b*c*g^4*x^2+10024*a*b*c*g^3*p^2*x+12288*a*b*c*g^3*p*q*x+16108*a* b*c*g^3*p*r*x-40312*a*b*c*g^3*p*x^2+2912*a*b*c*g^3*q^2*x+10472*a*b*c*g^3*q*r*x-\ 28184*a*b*c*g^3*q*x^2+5488*a*b*c*g^3*r^2*x-44298*a*b*c*g^3*r*x^2+9728*a*b*c*g^3 *x^3+6980*a*b*c*g^2*p^3*x+13520*a*b*c*g^2*p^2*q*x+15192*a*b*c*g^2*p^2*r*x-46370 *a*b*c*g^2*p^2*x^2+7564*a*b*c*g^2*p*q^2*x+19788*a*b*c*g^2*p*q*r*x-70440*a*b*c*g ^2*p*q*x^2+9512*a*b*c*g^2*p*r^2*x-86024*a*b*c*g^2*p*r*x^2+31064*a*b*c*g^2*p*x^3 +944*a*b*c*g^2*q^3*x+5714*a*b*c*g^2*q^2*r*x-24190*a*b*c*g^2*q^2*x^2+5556*a*b*c* g^2*q*r^2*x-69046*a*b*c*g^2*q*r*x^2+31064*a*b*c*g^2*q*x^3+1464*a*b*c*g^2*r^3*x-\ 32760*a*b*c*g^2*r^2*x^2+43608*a*b*c*g^2*r*x^3+1944*a*b*c*g*p^4*x+5016*a*b*c*g*p ^3*q*x+5362*a*b*c*g*p^3*r*x-17116*a*b*c*g*p^3*x^2+4576*a*b*c*g*p^2*q^2*x+10140* a*b*c*g*p^2*q*r*x-40386*a*b*c*g*p^2*q*x^2+4882*a*b*c*g*p^2*r^2*x-42718*a*b*c*g* p^2*r*x^2+18576*a*b*c*g*p^2*x^3+1504*a*b*c*g*p*q^3*x+6002*a*b*c*g*p*q^2*r*x-\ 30030*a*b*c*g*p*q^2*x^2+5320*a*b*c*g*p*q*r^2*x-68994*a*b*c*g*p*q*r*x^2+37088*a* b*c*g*p*q*x^3+1528*a*b*c*g*p*r^3*x-28628*a*b*c*g*p*r^2*x^2+43746*a*b*c*g*p*r*x^ 3+88*a*b*c*g*q^4*x+980*a*b*c*g*q^3*r*x-6596*a*b*c*g*q^3*x^2+1158*a*b*c*g*q^2*r^ 2*x-26762*a*b*c*g*q^2*r*x^2+18576*a*b*c*g*q^2*x^3+392*a*b*c*g*q*r^3*x-22132*a*b *c*g*q*r^2*x^2+43746*a*b*c*g*q*r*x^3+64*a*b*c*g*r^4*x-4320*a*b*c*g*r^3*x^2+ 18752*a*b*c*g*r^2*x^3+180*a*b*c*p^5*x+552*a*b*c*p^4*q*x+608*a*b*c*p^4*r*x-1832* a*b*c*p^4*x^2+684*a*b*c*p^3*q^2*x+1420*a*b*c*p^3*q*r*x-5798*a*b*c*p^3*q*x^2+732 *a*b*c*p^3*r^2*x-5668*a*b*c*p^3*r*x^2+2648*a*b*c*p^3*x^3+384*a*b*c*p^2*q^3*x+ 1256*a*b*c*p^2*q^2*r*x-6708*a*b*c*p^2*q^2*x^2+1108*a*b*c*p^2*q*r^2*x-13512*a*b* c*p^2*q*r*x^2+7880*a*b*c*p^2*q*x^3+360*a*b*c*p^2*r^3*x-5274*a*b*c*p^2*r^2*x^2+ 8274*a*b*c*p^2*r*x^3+72*a*b*c*p*q^4*x+420*a*b*c*p*q^3*r*x-3226*a*b*c*p*q^3*x^2+ 472*a*b*c*p*q^2*r^2*x-10554*a*b*c*p*q^2*r*x^2+7880*a*b*c*p*q^2*x^3+216*a*b*c*p* q*r^3*x-7776*a*b*c*p*q*r^2*x^2+16428*a*b*c*p*q*r*x^3+56*a*b*c*p*r^4*x-1488*a*b* c*p*r^3*x^2+6144*a*b*c*p*r^2*x^3+36*a*b*c*q^4*r*x-484*a*b*c*q^4*x^2+12*a*b*c*q^ 3*r^2*x-2558*a*b*c*q^3*r*x^2+2648*a*b*c*q^3*x^3-48*a*b*c*q^2*r^3*x-2646*a*b*c*q ^2*r^2*x^2+8274*a*b*c*q^2*r*x^3-24*a*b*c*q*r^4*x-672*a*b*c*q*r^3*x^2+6144*a*b*c *q*r^2*x^3+1040*a*b*c*r^3*x^3+448*a*b*g^5*p*x+224*a*b*g^5*q*x+540*a*b*g^5*r*x+ 1376*a*b*g^4*p^2*x+1656*a*b*g^4*p*q*x+2388*a*b*g^4*p*r*x-4432*a*b*g^4*p*x^2+372 *a*b*g^4*q^2*x+1566*a*b*g^4*q*r*x-2912*a*b*g^4*q*x^2+884*a*b*g^4*r^2*x-5952*a*b *g^4*r*x^2+1532*a*b*g^3*p^3*x+2932*a*b*g^3*p^2*q*x+3464*a*b*g^3*p^2*r*x-9314*a* b*g^3*p^2*x^2+1580*a*b*g^3*p*q^2*x+4494*a*b*g^3*p*q*r*x-13944*a*b*g^3*p*q*x^2+ 2268*a*b*g^3*p*r^2*x-18780*a*b*g^3*p*r*x^2+4864*a*b*g^3*p*x^3+180*a*b*g^3*q^3*x +1280*a*b*g^3*q^2*r*x-4630*a*b*g^3*q^2*x^2+1350*a*b*g^3*q*r^2*x-15042*a*b*g^3*q *r*x^2+4864*a*b*g^3*q*x^3+372*a*b*g^3*r^3*x-7812*a*b*g^3*r^2*x^2+8620*a*b*g^3*r *x^3+766*a*b*g^2*p^4*x+1968*a*b*g^2*p^3*q*x+2161*a*b*g^2*p^3*r*x-6394*a*b*g^2*p ^3*x^2+1722*a*b*g^2*p^2*q^2*x+4058*a*b*g^2*p^2*q*r*x-15030*a*b*g^2*p^2*q*x^2+ 2011*a*b*g^2*p^2*r^2*x-16723*a*b*g^2*p^2*r*x^2+6268*a*b*g^2*p^2*x^3+524*a*b*g^2 *p*q^3*x+2303*a*b*g^2*p*q^2*r*x-10968*a*b*g^2*p*q^2*x^2+2180*a*b*g^2*p*q*r^2*x-\ 26919*a*b*g^2*p*q*r*x^2+12536*a*b*g^2*p*q*x^3+640*a*b*g^2*p*r^3*x-11786*a*b*g^2 *p*r^2*x^2+16302*a*b*g^2*p*r*x^3+24*a*b*g^2*q^4*x+356*a*b*g^2*q^3*r*x-2312*a*b* g^2*q^3*x^2+457*a*b*g^2*q^2*r^2*x-10286*a*b*g^2*q^2*r*x^2+6268*a*b*g^2*q^2*x^3+ 164*a*b*g^2*q*r^3*x-9130*a*b*g^2*q*r^2*x^2+16302*a*b*g^2*q*r*x^3+24*a*b*g^2*r^4 *x-1890*a*b*g^2*r^3*x^2+7604*a*b*g^2*r^2*x^3+170*a*b*g*p^5*x+532*a*b*g*p^4*q*x+ 586*a*b*g*p^4*r*x-1654*a*b*g*p^4*x^2+630*a*b*g*p^3*q^2*x+1390*a*b*g*p^3*q*r*x-\ 5251*a*b*g*p^3*q*x^2+718*a*b*g*p^3*r^2*x-5284*a*b*g*p^3*r*x^2+2248*a*b*g*p^3*x^ 3+320*a*b*g*p^2*q^3*x+1152*a*b*g*p^2*q^2*r*x-5982*a*b*g*p^2*q^2*x^2+1098*a*b*g* p^2*q*r^2*x-12584*a*b*g*p^2*q*r*x^2+6712*a*b*g*p^2*q*x^3+358*a*b*g*p^2*r^3*x-\ 5081*a*b*g*p^2*r^2*x^2+7419*a*b*g*p^2*r*x^3+52*a*b*g*p*q^4*x+346*a*b*g*p*q^3*r* x-2765*a*b*g*p*q^3*x^2+428*a*b*g*p*q^2*r^2*x-9583*a*b*g*p*q^2*r*x^2+6712*a*b*g* p*q^2*x^3+216*a*b*g*p*q*r^3*x-7452*a*b*g*p*q*r^2*x^2+14778*a*b*g*p*q*r*x^3+56*a *b*g*p*r^4*x-1482*a*b*g*p*r^3*x^2+5816*a*b*g*p*r^2*x^3+28*a*b*g*q^4*r*x-380*a*b *g*q^4*x^2+6*a*b*g*q^3*r^2*x-2207*a*b*g*q^3*r*x^2+2248*a*b*g*q^3*x^3-46*a*b*g*q ^2*r^3*x-2443*a*b*g*q^2*r^2*x^2+7419*a*b*g*q^2*r*x^3-24*a*b*g*q*r^4*x-678*a*b*g *q*r^3*x^2+5816*a*b*g*q*r^2*x^3+1040*a*b*g*r^3*x^3+12*a*b*p^6*x+48*a*b*p^5*q*x+ 50*a*b*p^5*r*x-132*a*b*p^5*x^2+72*a*b*p^4*q^2*x+156*a*b*p^4*q*r*x-540*a*b*p^4*q *x^2+78*a*b*p^4*r^2*x-504*a*b*p^4*r*x^2+220*a*b*p^4*x^3+48*a*b*p^3*q^3*x+168*a* b*p^3*q^2*r*x-840*a*b*p^3*q^2*x^2+168*a*b*p^3*q*r^2*x-1620*a*b*p^3*q*r*x^2+880* a*b*p^3*q*x^3+54*a*b*p^3*r^3*x-624*a*b*p^3*r^2*x^2+866*a*b*p^3*r*x^3+12*a*b*p^2 *q^4*x+68*a*b*p^2*q^3*r*x-600*a*b*p^2*q^3*x^2+96*a*b*p^2*q^2*r^2*x-1836*a*b*p^2 *q^2*r*x^2+1320*a*b*p^2*q^2*x^3+60*a*b*p^2*q*r^3*x-1362*a*b*p^2*q*r^2*x^2+2598* a*b*p^2*q*r*x^3+14*a*b*p^2*r^4*x-282*a*b*p^2*r^3*x^2+894*a*b*p^2*r^2*x^3+6*a*b* p*q^4*r*x-180*a*b*p*q^4*x^2-828*a*b*p*q^3*r*x^2+880*a*b*p*q^3*x^3-6*a*b*p*q^2*r ^3*x-852*a*b*p*q^2*r^2*x^2+2598*a*b*p*q^2*r*x^3-270*a*b*p*q*r^3*x^2+1788*a*b*p* q*r^2*x^3-30*a*b*p*r^4*x^2+260*a*b*p*r^3*x^3-12*a*b*q^5*x^2-6*a*b*q^4*r^2*x-108 *a*b*q^4*r*x^2+220*a*b*q^4*x^3-12*a*b*q^3*r^3*x-114*a*b*q^3*r^2*x^2+866*a*b*q^3 *r*x^3-6*a*b*q^2*r^4*x+12*a*b*q^2*r^3*x^2+894*a*b*q^2*r^2*x^3+30*a*b*q*r^4*x^2+ 260*a*b*q*r^3*x^3+1088*a*c^6*g*x+192*a*c^6*p*x+96*a*c^6*r*x-768*a*c^6*x^2+3776* a*c^5*g^2*x+3552*a*c^5*g*p*x+1920*a*c^5*g*q*x+2656*a*c^5*g*r*x-9952*a*c^5*g*x^2 +576*a*c^5*p^2*x+192*a*c^5*p*q*x+736*a*c^5*p*r*x-2880*a*c^5*p*x^2+96*a*c^5*q*r* x-912*a*c^5*q*x^2+256*a*c^5*r^2*x-1776*a*c^5*r*x^2+1600*a*c^5*x^3+4832*a*c^4*g^ 3*x+9680*a*c^4*g^2*p*x+5600*a*c^4*g^2*q*x+7712*a*c^4*g^2*r*x-24224*a*c^4*g^2*x^ 2+4752*a*c^4*g*p^2*x+4832*a*c^4*g*p*q*x+6768*a*c^4*g*p*r*x-23280*a*c^4*g*p*x^2+ 1248*a*c^4*g*q^2*x+3584*a*c^4*g*q*r*x-14800*a*c^4*g*q*x^2+2208*a*c^4*g*r^2*x-\ 19240*a*c^4*g*r*x^2+10816*a*c^4*g*x^3+672*a*c^4*p^3*x+480*a*c^4*p^2*q*x+1360*a* c^4*p^2*r*x-3840*a*c^4*p^2*x^2+48*a*c^4*p*q^2*x+592*a*c^4*p*q*r*x-3000*a*c^4*p* q*x^2+928*a*c^4*p*r^2*x-5160*a*c^4*p*r*x^2+3200*a*c^4*p*x^3+24*a*c^4*q^2*r*x-\ 336*a*c^4*q^2*x^2+208*a*c^4*q*r^2*x-1848*a*c^4*q*r*x^2+2208*a*c^4*q*x^3+216*a*c ^4*r^3*x-1512*a*c^4*r^2*x^2+2992*a*c^4*r*x^3+2944*a*c^3*g^4*x+9976*a*c^3*g^3*p* x+5808*a*c^3*g^3*q*x+8360*a*c^3*g^3*r*x-22368*a*c^3*g^3*x^2+9664*a*c^3*g^2*p^2* x+11232*a*c^3*g^2*p*q*x+14432*a*c^3*g^2*p*r*x-44800*a*c^3*g^2*p*x^2+2944*a*c^3* g^2*q^2*x+8752*a*c^3*g^2*q*r*x-31156*a*c^3*g^2*q*x^2+4792*a*c^3*g^2*r^2*x-40600 *a*c^3*g^2*r*x^2+18256*a*c^3*g^2*x^3+3312*a*c^3*g*p^3*x+4704*a*c^3*g*p^2*q*x+ 6984*a*c^3*g*p^2*r*x-20712*a*c^3*g*p^2*x^2+2360*a*c^3*g*p*q^2*x+6512*a*c^3*g*p* q*r*x-26744*a*c^3*g*p*q*x^2+4616*a*c^3*g*p*r^2*x-32924*a*c^3*g*p*r*x^2+16544*a* c^3*g*p*x^3+352*a*c^3*g*q^3*x+1688*a*c^3*g*q^2*r*x-8320*a*c^3*g*q^2*x^2+1904*a* c^3*g*q*r^2*x-22420*a*c^3*g*q*r*x^2+15008*a*c^3*g*q*x^3+928*a*c^3*g*r^3*x-10968 *a*c^3*g*r^2*x^2+18424*a*c^3*g*r*x^3+384*a*c^3*p^4*x+432*a*c^3*p^3*q*x+1056*a*c ^3*p^3*r*x-2400*a*c^3*p^3*x^2+96*a*c^3*p^2*q^2*x+808*a*c^3*p^2*q*r*x-3132*a*c^3 *p^2*q*x^2+1048*a*c^3*p^2*r^2*x-5076*a*c^3*p^2*r*x^2+2400*a*c^3*p^2*x^3+112*a*c ^3*p*q^2*r*x-960*a*c^3*p*q^2*x^2+496*a*c^3*p*q*r^2*x-4008*a*c^3*p*q*r*x^2+3312* a*c^3*p*q*x^3+432*a*c^3*p*r^3*x-3048*a*c^3*p*r^2*x^2+4488*a*c^3*p*r*x^3-36*a*c^ 3*q^3*x^2+40*a*c^3*q^2*r^2*x-600*a*c^3*q^2*r*x^2+1040*a*c^3*q^2*x^3+96*a*c^3*q* r^3*x-1092*a*c^3*q*r^2*x^2+2720*a*c^3*q*r*x^3+56*a*c^3*r^4*x-528*a*c^3*r^3*x^2+ 1368*a*c^3*r^2*x^3+868*a*c^2*g^5*x+4704*a*c^2*g^4*p*x+2712*a*c^2*g^4*q*x+4202*a *c^2*g^4*r*x-8936*a*c^2*g^4*x^2+7428*a*c^2*g^3*p^2*x+9000*a*c^2*g^3*p*q*x+11556 *a*c^2*g^3*p*r*x-31988*a*c^2*g^3*p*x^2+2328*a*c^2*g^3*q^2*x+7360*a*c^2*g^3*q*r* x-22656*a*c^2*g^3*q*x^2+3976*a*c^2*g^3*r^2*x-31322*a*c^2*g^3*r*x^2+10944*a*c^2* g^3*x^3+4748*a*c^2*g^2*p^3*x+8048*a*c^2*g^2*p^2*q*x+10342*a*c^2*g^2*p^2*r*x-\ 29604*a*c^2*g^2*p^2*x^2+4388*a*c^2*g^2*p*q^2*x+11632*a*c^2*g^2*p*q*r*x-42512*a* c^2*g^2*p*q*x^2+6900*a*c^2*g^2*p*r^2*x-50880*a*c^2*g^2*p*r*x^2+21680*a*c^2*g^2* p*x^3+632*a*c^2*g^2*q^3*x+3268*a*c^2*g^2*q^2*r*x-14262*a*c^2*g^2*q^2*x^2+3480*a *c^2*g^2*q*r^2*x-38442*a*c^2*g^2*q*r*x^2+20920*a*c^2*g^2*q*x^3+1342*a*c^2*g^2*r ^3*x-18252*a*c^2*g^2*r^2*x^2+26652*a*c^2*g^2*r*x^3+1232*a*c^2*g*p^4*x+2224*a*c^ 2*g*p^3*q*x+3468*a*c^2*g*p^3*r*x-8704*a*c^2*g*p^3*x^2+1548*a*c^2*g*p^2*q^2*x+ 4420*a*c^2*g*p^2*q*r*x-16970*a*c^2*g*p^2*q*x^2+3428*a*c^2*g*p^2*r^2*x-20306*a*c ^2*g*p^2*r*x^2+9120*a*c^2*g*p^2*x^3+488*a*c^2*g*p*q^3*x+2008*a*c^2*g*p*q^2*r*x-\ 10738*a*c^2*g*p*q^2*x^2+2520*a*c^2*g*p*q*r^2*x-26572*a*c^2*g*p*q*r*x^2+16392*a* c^2*g*p*q*x^3+1348*a*c^2*g*p*r^3*x-13098*a*c^2*g*p*r^2*x^2+19522*a*c^2*g*p*r*x^ 3+36*a*c^2*g*q^4*x+316*a*c^2*g*q^3*r*x-2164*a*c^2*g*q^3*x^2+436*a*c^2*g*q^2*r^2 *x-8964*a*c^2*g*q^2*r*x^2+7448*a*c^2*g*q^2*x^3+336*a*c^2*g*q*r^3*x-8142*a*c^2*g *q*r^2*x^2+17210*a*c^2*g*q*r*x^3+156*a*c^2*g*r^4*x-2136*a*c^2*g*r^3*x^2+7396*a* c^2*g*r^2*x^3+108*a*c^2*p^5*x+168*a*c^2*p^4*q*x+374*a*c^2*p^4*r*x-720*a*c^2*p^4 *x^2+60*a*c^2*p^3*q^2*x+412*a*c^2*p^3*q*r*x-1338*a*c^2*p^3*q*x^2+480*a*c^2*p^3* r^2*x-2094*a*c^2*p^3*r*x^2+800*a*c^2*p^3*x^3+94*a*c^2*p^2*q^2*r*x-708*a*c^2*p^2 *q^2*x^2+340*a*c^2*p^2*q*r^2*x-2622*a*c^2*p^2*q*r*x^2+1656*a*c^2*p^2*q*x^3+270* a*c^2*p^2*r^3*x-1914*a*c^2*p^2*r^2*x^2+2244*a*c^2*p^2*r*x^3-90*a*c^2*p*q^3*x^2+ 40*a*c^2*p*q^2*r^2*x-816*a*c^2*p*q^2*r*x^2+1040*a*c^2*p*q^2*x^3+96*a*c^2*p*q*r^ 3*x-1362*a*c^2*p*q*r^2*x^2+2720*a*c^2*p*q*r*x^3+56*a*c^2*p*r^4*x-636*a*c^2*p*r^ 3*x^2+1368*a*c^2*p*r^2*x^3-60*a*c^2*q^3*r*x^2+184*a*c^2*q^3*x^3-180*a*c^2*q^2*r ^2*x^2+684*a*c^2*q^2*r*x^3-180*a*c^2*q*r^3*x^2+660*a*c^2*q*r^2*x^3-60*a*c^2*r^4 *x^2+160*a*c^2*r^3*x^3+100*a*c*g^6*x+988*a*c*g^5*p*x+556*a*c*g^5*q*x+976*a*c*g^ 5*r*x-1306*a*c*g^5*x^2+2376*a*c*g^4*p^2*x+2932*a*c*g^4*p*q*x+3886*a*c*g^4*p*r*x -9128*a*c*g^4*p*x^2+744*a*c*g^4*q^2*x+2558*a*c*g^4*q*r*x-6404*a*c*g^4*q*x^2+ 1406*a*c*g^4*r^2*x-9937*a*c*g^4*r*x^2+2160*a*c*g^4*x^3+2406*a*c*g^3*p^3*x+4380* a*c*g^3*p^2*q*x+5409*a*c*g^3*p^2*r*x-14436*a*c*g^3*p^2*x^2+2434*a*c*g^3*p*q^2*x +6598*a*c*g^3*p*q*r*x-21453*a*c*g^3*p*q*x^2+3704*a*c*g^3*p*r^2*x-26574*a*c*g^3* p*r*x^2+9264*a*c*g^3*p*x^3+340*a*c*g^3*q^3*x+1911*a*c*g^3*q^2*r*x-7285*a*c*g^3* q^2*x^2+2074*a*c*g^3*q*r^2*x-20829*a*c*g^3*q*r*x^2+9144*a*c*g^3*q*x^3+732*a*c*g ^3*r^3*x-10261*a*c*g^3*r^2*x^2+12926*a*c*g^3*r*x^3+1140*a*c*g^2*p^4*x+2488*a*c* g^2*p^3*q*x+3287*a*c*g^2*p^3*r*x-8312*a*c*g^2*p^3*x^2+2004*a*c*g^2*p^2*q^2*x+ 5148*a*c*g^2*p^2*q*r*x-18188*a*c*g^2*p^2*q*x^2+3291*a*c*g^2*p^2*r^2*x-20599*a*c *g^2*p^2*r*x^2+8324*a*c*g^2*p^2*x^3+644*a*c*g^2*p*q^3*x+2705*a*c*g^2*p*q^2*r*x-\ 12695*a*c*g^2*p*q^2*x^2+3012*a*c*g^2*p*q*r^2*x-30587*a*c*g^2*p*q*r*x^2+15976*a* c*g^2*p*q*x^3+1286*a*c*g^2*p*r^3*x-14092*a*c*g^2*p*r^2*x^2+19387*a*c*g^2*p*r*x^ 3+44*a*c*g^2*q^4*x+436*a*c*g^2*q^3*r*x-2697*a*c*g^2*q^3*x^2+627*a*c*g^2*q^2*r^2 *x-11232*a*c*g^2*q^2*r*x^2+7708*a*c*g^2*q^2*x^3+400*a*c*g^2*q*r^3*x-10073*a*c*g ^2*q*r^2*x^2+18461*a*c*g^2*q*r*x^3+142*a*c*g^2*r^4*x-2406*a*c*g^2*r^3*x^2+8112* a*c*g^2*r^2*x^3+218*a*c*g*p^5*x+492*a*c*g*p^4*q*x+768*a*c*g*p^4*r*x-1678*a*c*g* p^4*x^2+430*a*c*g*p^3*q^2*x+1266*a*c*g*p^3*q*r*x-4415*a*c*g*p^3*q*x^2+994*a*c*g *p^3*r^2*x-5160*a*c*g*p^3*r*x^2+2096*a*c*g*p^3*x^3+192*a*c*g*p^2*q^3*x+768*a*c* g*p^2*q^2*r*x-4240*a*c*g*p^2*q^2*x^2+1038*a*c*g*p^2*q*r^2*x-9910*a*c*g*p^2*q*r* x^2+5624*a*c*g*p^2*q*x^3+556*a*c*g*p^2*r^3*x-4905*a*c*g*p^2*r^2*x^2+6445*a*c*g* p^2*r*x^3+36*a*c*g*p*q^4*x+210*a*c*g*p*q^3*r*x-1745*a*c*g*p*q^3*x^2+296*a*c*g*p *q^2*r^2*x-6363*a*c*g*p*q^2*r*x^2+5080*a*c*g*p*q^2*x^3+252*a*c*g*p*q*r^3*x-5664 *a*c*g*p*q*r^2*x^2+11232*a*c*g*p*q*r*x^3+112*a*c*g*p*r^4*x-1566*a*c*g*p*r^3*x^2 +4592*a*c*g*p*r^2*x^3+18*a*c*g*q^4*r*x-242*a*c*g*q^4*x^2+6*a*c*g*q^3*r^2*x-1369 *a*c*g*q^3*r*x^2+1552*a*c*g*q^3*x^3-24*a*c*g*q^2*r^3*x-1593*a*c*g*q^2*r^2*x^2+ 4995*a*c*g*q^2*r*x^3-12*a*c*g*q*r^4*x-606*a*c*g*q*r^3*x^2+3902*a*c*g*q*r^2*x^3-\ 90*a*c*g*r^4*x^2+720*a*c*g*r^3*x^3+12*a*c*p^6*x+24*a*c*p^5*q*x+50*a*c*p^5*r*x-\ 84*a*c*p^5*x^2+12*a*c*p^4*q^2*x+72*a*c*p^4*q*r*x-204*a*c*p^4*q*x^2+78*a*c*p^4*r ^2*x-312*a*c*p^4*r*x^2+100*a*c*p^4*x^3+22*a*c*p^3*q^2*r*x-156*a*c*p^3*q^2*x^2+ 72*a*c*p^3*q*r^2*x-540*a*c*p^3*q*r*x^2+276*a*c*p^3*q*x^3+54*a*c*p^3*r^3*x-384*a *c*p^3*r^2*x^2+374*a*c*p^3*r*x^3-36*a*c*p^2*q^3*x^2+10*a*c*p^2*q^2*r^2*x-258*a* c*p^2*q^2*r*x^2+260*a*c*p^2*q^2*x^3+24*a*c*p^2*q*r^3*x-408*a*c*p^2*q*r^2*x^2+ 680*a*c*p^2*q*r*x^3+14*a*c*p^2*r^4*x-186*a*c*p^2*r^3*x^2+342*a*c*p^2*r^2*x^3-30 *a*c*p*q^3*r*x^2+92*a*c*p*q^3*x^3-90*a*c*p*q^2*r^2*x^2+342*a*c*p*q^2*r*x^3-90*a *c*p*q*r^3*x^2+330*a*c*p*q*r^2*x^3-30*a*c*p*r^4*x^2+80*a*c*p*r^3*x^3+8*a*c*q^4* x^3+36*a*c*q^3*r*x^3+48*a*c*q^2*r^2*x^3+20*a*c*q*r^3*x^3+68*a*g^6*p*x+36*a*g^6* q*x+82*a*g^6*r*x+260*a*g^5*p^2*x+324*a*g^5*p*q*x+458*a*g^5*p*r*x-802*a*g^5*p*x^ 2+80*a*g^5*q^2*x+312*a*g^5*q*r*x-536*a*g^5*q*x^2+178*a*g^5*r^2*x-1066*a*g^5*r*x ^2+388*a*g^4*p^3*x+736*a*g^4*p^2*q*x+907*a*g^4*p^2*r*x-2166*a*g^4*p^2*x^2+412*a *g^4*p*q^2*x+1168*a*g^4*p*q*r*x-3254*a*g^4*p*q*x^2+646*a*g^4*p*r^2*x-4360*a*g^4 *p*r*x^2+1080*a*g^4*p*x^3+56*a*g^4*q^3*x+348*a*g^4*q^2*r*x-1096*a*g^4*q^2*x^2+ 392*a*g^4*q*r^2*x-3491*a*g^4*q*r*x^2+1080*a*g^4*q*x^3+133*a*g^4*r^3*x-1844*a*g^ 4*r^2*x^2+1916*a*g^4*r*x^3+288*a*g^3*p^4*x+686*a*g^3*p^3*q*x+852*a*g^3*p^3*r*x-\ 2074*a*g^3*p^3*x^2+580*a*g^3*p^2*q^2*x+1473*a*g^3*p^2*q*r*x-4748*a*g^3*p^2*q*x^ 2+874*a*g^3*p^2*r^2*x-5442*a*g^3*p^2*r*x^2+1896*a*g^3*p^2*x^3+186*a*g^3*p*q^3*x +820*a*g^3*p*q^2*r*x-3411*a*g^3*p*q^2*x^2+900*a*g^3*p*q*r^2*x-8516*a*g^3*p*q*r* x^2+3732*a*g^3*p*q*x^3+349*a*g^3*p*r^3*x-3958*a*g^3*p*r^2*x^2+4921*a*g^3*p*r*x^ 3+12*a*g^3*q^4*x+135*a*g^3*q^3*r*x-729*a*g^3*q^3*x^2+208*a*g^3*q^2*r^2*x-3230*a *g^3*q^2*r*x^2+1836*a*g^3*q^2*x^3+128*a*g^3*q*r^3*x-3025*a*g^3*q*r^2*x^2+4815*a *g^3*q*r*x^3+39*a*g^3*r^4*x-723*a*g^3*r^3*x^2+2274*a*g^3*r^2*x^3+104*a*g^2*p^5* x+278*a*g^2*p^4*q*x+373*a*g^2*p^4*r*x-834*a*g^2*p^4*x^2+290*a*g^2*p^3*q^2*x+744 *a*g^2*p^3*q*r*x-2446*a*g^2*p^3*q*x^2+490*a*g^2*p^3*r^2*x-2676*a*g^2*p^3*r*x^2+ 1024*a*g^2*p^3*x^3+142*a*g^2*p^2*q^3*x+546*a*g^2*p^2*q^2*r*x-2612*a*g^2*p^2*q^2 *x^2+634*a*g^2*p^2*q*r^2*x-5832*a*g^2*p^2*q*r*x^2+2926*a*g^2*p^2*q*x^3+277*a*g^ 2*p^2*r^3*x-2656*a*g^2*p^2*r^2*x^2+3359*a*g^2*p^2*r*x^3+26*a*g^2*p*q^4*x+164*a* g^2*p*q^3*r*x-1169*a*g^2*p*q^3*x^2+234*a*g^2*p*q^2*r^2*x-4184*a*g^2*p*q^2*r*x^2 +2808*a*g^2*p*q^2*x^3+162*a*g^2*p*q*r^3*x-3570*a*g^2*p*q*r^2*x^2+6331*a*g^2*p*q *r*x^3+56*a*g^2*p*r^4*x-876*a*g^2*p*r^3*x^2+2588*a*g^2*p*r^2*x^3+14*a*g^2*q^4*r *x-169*a*g^2*q^4*x^2+12*a*g^2*q^3*r^2*x-963*a*g^2*q^3*r*x^2+906*a*g^2*q^3*x^3-8 *a*g^2*q^2*r^3*x-1148*a*g^2*q^2*r^2*x^2+3024*a*g^2*q^2*r*x^3-6*a*g^2*q*r^4*x-\ 423*a*g^2*q*r^3*x^2+2420*a*g^2*q*r^2*x^3-45*a*g^2*r^4*x^2+450*a*g^2*r^3*x^3+12* a*g*p^6*x+36*a*g*p^5*q*x+50*a*g*p^5*r*x-108*a*g*p^5*x^2+42*a*g*p^4*q^2*x+114*a* g*p^4*q*r*x-372*a*g*p^4*q*x^2+78*a*g*p^4*r^2*x-408*a*g*p^4*r*x^2+160*a*g*p^4*x^ 3+24*a*g*p^3*q^3*x+95*a*g*p^3*q^2*r*x-498*a*g*p^3*q^2*x^2+120*a*g*p^3*q*r^2*x-\ 1080*a*g*p^3*q*r*x^2+578*a*g*p^3*q*x^3+54*a*g*p^3*r^3*x-504*a*g*p^3*r^2*x^2+620 *a*g*p^3*r*x^3+6*a*g*p^2*q^4*x+34*a*g*p^2*q^3*r*x-318*a*g*p^2*q^3*x^2+53*a*g*p^ 2*q^2*r^2*x-1047*a*g*p^2*q^2*r*x^2+790*a*g*p^2*q^2*x^3+42*a*g*p^2*q*r^3*x-885*a *g*p^2*q*r^2*x^2+1639*a*g*p^2*q*r*x^3+14*a*g*p^2*r^4*x-234*a*g*p^2*r^3*x^2+618* a*g*p^2*r^2*x^3+3*a*g*p*q^4*r*x-90*a*g*p*q^4*x^2-429*a*g*p*q^3*r*x^2+486*a*g*p* q^3*x^3-3*a*g*p*q^2*r^3*x-471*a*g*p*q^2*r^2*x^2+1470*a*g*p*q^2*r*x^3-180*a*g*p* q*r^3*x^2+1059*a*g*p*q*r^2*x^3-30*a*g*p*r^4*x^2+170*a*g*p*r^3*x^3-6*a*g*q^5*x^2 -3*a*g*q^4*r^2*x-54*a*g*q^4*r*x^2+114*a*g*q^4*x^3-6*a*g*q^3*r^3*x-57*a*g*q^3*r^ 2*x^2+451*a*g*q^3*r*x^3-3*a*g*q^2*r^4*x+6*a*g*q^2*r^3*x^2+471*a*g*q^2*r^2*x^3+ 15*a*g*q*r^4*x^2+140*a*g*q*r^3*x^3+128*b^5*c^3*x+192*b^5*c^2*g*x+128*b^5*c^2*p* x+32*b^5*c^2*r*x-256*b^5*c^2*x^2+64*b^5*c*g^2*x+160*b^5*c*g*p*x+64*b^5*c*g*r*x-\ 448*b^5*c*g*x^2+32*b^5*c*p^2*x+16*b^5*c*p*r*x-128*b^5*c*p*x^2-96*b^5*c*q*x^2-16 *b^5*c*r^2*x-192*b^5*c*r*x^2+32*b^5*g^2*p*x+32*b^5*g^2*r*x+32*b^5*g*p^2*x+16*b^ 5*g*p*r*x-240*b^5*g*p*x^2-96*b^5*g*q*x^2-16*b^5*g*r^2*x-304*b^5*g*r*x^2+768*b^4 *c^4*x+1728*b^4*c^3*g*x+1152*b^4*c^3*p*x+384*b^4*c^3*q*x+672*b^4*c^3*r*x-2272*b ^4*c^3*x^2+1184*b^4*c^2*g^2*x+2208*b^4*c^2*g*p*x+640*b^4*c^2*g*q*x+1328*b^4*c^2 *g*r*x-5152*b^4*c^2*g*x^2+576*b^4*c^2*p^2*x+448*b^4*c^2*p*q*x+672*b^4*c^2*p*r*x -2112*b^4*c^2*p*x^2+160*b^4*c^2*q*r*x-1616*b^4*c^2*q*x^2-2256*b^4*c^2*r*x^2+448 *b^4*c^2*x^3+256*b^4*c*g^3*x+1120*b^4*c*g^2*p*x+288*b^4*c*g^2*q*x+808*b^4*c*g^2 *r*x-2168*b^4*c*g^2*x^2+896*b^4*c*g*p^2*x+608*b^4*c*g*p*q*x+1008*b^4*c*g*p*r*x-\ 4472*b^4*c*g*p*x^2+272*b^4*c*g*q*r*x-2712*b^4*c*g*q*x^2+32*b^4*c*g*r^2*x-4720*b ^4*c*g*r*x^2+1280*b^4*c*g*x^3+96*b^4*c*p^3*x+128*b^4*c*p^2*q*x+168*b^4*c*p^2*r* x-488*b^4*c*p^2*x^2+64*b^4*c*p*q*r*x-760*b^4*c*p*q*x^2-968*b^4*c*p*r*x^2+224*b^ 4*c*p*x^3-240*b^4*c*q^2*x^2-64*b^4*c*q*r^2*x-736*b^4*c*q*r*x^2+224*b^4*c*q*x^3-\ 48*b^4*c*r^3*x-240*b^4*c*r^2*x^2+384*b^4*c*r*x^3+144*b^4*g^3*p*x+32*b^4*g^3*q*x +160*b^4*g^3*r*x+256*b^4*g^2*p^2*x+160*b^4*g^2*p*q*x+320*b^4*g^2*p*r*x-1204*b^4 *g^2*p*x^2+112*b^4*g^2*q*r*x-632*b^4*g^2*q*x^2+32*b^4*g^2*r^2*x-1604*b^4*g^2*r* x^2+112*b^4*g*p^3*x+128*b^4*g*p^2*q*x+176*b^4*g*p^2*r*x-916*b^4*g*p^2*x^2+64*b^ 4*g*p*q*r*x-1172*b^4*g*p*q*x^2-1684*b^4*g*p*r*x^2+640*b^4*g*p*x^3-240*b^4*g*q^2 *x^2-64*b^4*g*q*r^2*x-1076*b^4*g*q*r*x^2+640*b^4*g*q*x^3-48*b^4*g*r^3*x-480*b^4 *g*r^2*x^2+1124*b^4*g*r*x^3+1536*b^3*c^5*x+4864*b^3*c^4*g*x+2880*b^3*c^4*p*x+ 1536*b^3*c^4*q*x+2048*b^3*c^4*r*x-6080*b^3*c^4*x^2+5248*b^3*c^3*g^2*x+8192*b^3* c^3*g*p*x+3776*b^3*c^3*g*q*x+5792*b^3*c^3*g*r*x-18688*b^3*c^3*g*x^2+1920*b^3*c^ 3*p^2*x+2432*b^3*c^3*p*q*x+2640*b^3*c^3*p*r*x-7824*b^3*c^3*p*x^2+384*b^3*c^3*q^ 2*x+1440*b^3*c^3*q*r*x-6944*b^3*c^3*q*x^2+400*b^3*c^3*r^2*x-8112*b^3*c^3*r*x^2+ 2240*b^3*c^3*x^3+2368*b^3*c^2*g^3*x+7200*b^3*c^2*g^2*p*x+3008*b^3*c^2*g^2*q*x+ 5376*b^3*c^2*g^2*r*x-15504*b^3*c^2*g^2*x^2+4864*b^3*c^2*g*p^2*x+5088*b^3*c^2*g* p*q*x+6472*b^3*c^2*g*p*r*x-22552*b^3*c^2*g*p*x^2+672*b^3*c^2*g*q^2*x+3056*b^3*c ^2*g*q*r*x-16272*b^3*c^2*g*q*x^2+1096*b^3*c^2*g*r^2*x-22416*b^3*c^2*g*r*x^2+ 7808*b^3*c^2*g*x^3+528*b^3*c^2*p^3*x+1216*b^3*c^2*p^2*q*x+1080*b^3*c^2*p^2*r*x-\ 3232*b^3*c^2*p^2*x^2+496*b^3*c^2*p*q^2*x+1344*b^3*c^2*p*q*r*x-6176*b^3*c^2*p*q* x^2+352*b^3*c^2*p*r^2*x-6424*b^3*c^2*p*r*x^2+1888*b^3*c^2*p*x^3+208*b^3*c^2*q^2 *r*x-2384*b^3*c^2*q^2*x^2-32*b^3*c^2*q*r^2*x-5888*b^3*c^2*q*r*x^2+2240*b^3*c^2* q*x^3-120*b^3*c^2*r^3*x-1920*b^3*c^2*r^2*x^2+2728*b^3*c^2*r*x^3+384*b^3*c*g^4*x +2376*b^3*c*g^3*p*x+912*b^3*c*g^3*q*x+2040*b^3*c*g^3*r*x-3840*b^3*c*g^3*x^2+ 3136*b^3*c*g^2*p^2*x+2976*b^3*c*g^2*p*q*x+4304*b^3*c*g^2*p*r*x-14284*b^3*c*g^2* p*x^2+336*b^3*c*g^2*q^2*x+1976*b^3*c*g^2*q*r*x-9320*b^3*c*g^2*q*x^2+848*b^3*c*g ^2*r^2*x-15416*b^3*c*g^2*r*x^2+3872*b^3*c*g^2*x^3+1192*b^3*c*g*p^3*x+2064*b^3*c *g*p^2*q*x+2264*b^3*c*g*p^2*r*x-8592*b^3*c*g*p^2*x^2+696*b^3*c*g*p*q^2*x+2192*b ^3*c*g*p*q*r*x-12944*b^3*c*g*p*q*x^2+760*b^3*c*g*p*r^2*x-15708*b^3*c*g*p*r*x^2+ 6224*b^3*c*g*p*x^3+336*b^3*c*g*q^2*r*x-3992*b^3*c*g*q^2*x^2-16*b^3*c*g*q*r^2*x-\ 11964*b^3*c*g*q*r*x^2+6400*b^3*c*g*q*x^3-184*b^3*c*g*r^3*x-4908*b^3*c*g*r^2*x^2 +8908*b^3*c*g*r*x^3+48*b^3*c*p^4*x+192*b^3*c*p^3*q*x+136*b^3*c*p^3*r*x-420*b^3* c*p^3*x^2+152*b^3*c*p^2*q^2*x+328*b^3*c*p^2*q*r*x-1328*b^3*c*p^2*q*x^2+88*b^3*c *p^2*r^2*x-1200*b^3*c*p^2*r*x^2+384*b^3*c*p^2*x^3+76*b^3*c*p*q^2*r*x-1132*b^3*c *p*q^2*x^2-2432*b^3*c*p*q*r*x^2+944*b^3*c*p*q*x^3-24*b^3*c*p*r^3*x-708*b^3*c*p* r^2*x^2+1052*b^3*c*p*r*x^3-216*b^3*c*q^3*x^2-76*b^3*c*q^2*r^2*x-916*b^3*c*q^2*r *x^2+560*b^3*c*q^2*x^3-96*b^3*c*q*r^3*x-468*b^3*c*q*r^2*x^2+1364*b^3*c*q*r*x^3-\ 24*b^3*c*r^4*x+72*b^3*c*r^3*x^2+528*b^3*c*r^2*x^3+232*b^3*g^4*p*x+80*b^3*g^4*q* x+272*b^3*g^4*r*x+564*b^3*g^3*p^2*x+504*b^3*g^3*p*q*x+854*b^3*g^3*p*r*x-2186*b^ 3*g^3*p*x^2+48*b^3*g^3*q^2*x+412*b^3*g^3*q*r*x-1288*b^3*g^3*q*x^2+210*b^3*g^3*r ^2*x-2970*b^3*g^3*r*x^2+432*b^3*g^2*p^3*x+672*b^3*g^2*p^2*q*x+828*b^3*g^2*p^2*r *x-3116*b^3*g^2*p^2*x^2+200*b^3*g^2*p*q^2*x+744*b^3*g^2*p*q*r*x-4340*b^3*g^2*p* q*x^2+292*b^3*g^2*p*r^2*x-6040*b^3*g^2*p*r*x^2+1936*b^3*g^2*p*x^3+128*b^3*g^2*q ^2*r*x-1184*b^3*g^2*q^2*x^2+16*b^3*g^2*q*r^2*x-4402*b^3*g^2*q*r*x^2+1936*b^3*g^ 2*q*x^3-64*b^3*g^2*r^3*x-2102*b^3*g^2*r^2*x^2+3410*b^3*g^2*r*x^3+100*b^3*g*p^4* x+248*b^3*g*p^3*q*x+246*b^3*g*p^3*r*x-1014*b^3*g*p^3*x^2+152*b^3*g*p^2*q^2*x+ 380*b^3*g*p^2*q*r*x-2380*b^3*g*p^2*q*x^2+146*b^3*g*p^2*r^2*x-2562*b^3*g*p^2*r*x ^2+1160*b^3*g*p^2*x^3+76*b^3*g*p*q^2*r*x-1586*b^3*g*p*q^2*x^2-3946*b^3*g*p*q*r* x^2+2408*b^3*g*p*q*x^3-24*b^3*g*p*r^3*x-1482*b^3*g*p*r^2*x^2+3034*b^3*g*p*r*x^3 -216*b^3*g*q^3*x^2-76*b^3*g*q^2*r^2*x-1226*b^3*g*q^2*r*x^2+1248*b^3*g*q^2*x^3-\ 96*b^3*g*q*r^3*x-840*b^3*g*q*r^2*x^2+3190*b^3*g*q*r*x^3-24*b^3*g*r^4*x-12*b^3*g *r^3*x^2+1428*b^3*g*r^2*x^3+1280*b^2*c^6*x+5504*b^2*c^5*g*x+2816*b^2*c^5*p*x+ 1920*b^2*c^5*q*x+2208*b^2*c^5*r*x-6368*b^2*c^5*x^2+8512*b^2*c^4*g^2*x+11360*b^2 *c^4*g*p*x+6656*b^2*c^4*g*q*x+8752*b^2*c^4*g*r*x-26688*b^2*c^4*g*x^2+2240*b^2*c ^4*p^2*x+3712*b^2*c^4*p*q*x+3328*b^2*c^4*p*r*x-10112*b^2*c^4*p*x^2+960*b^2*c^4* q^2*x+2624*b^2*c^4*q*r*x-10224*b^2*c^4*q*x^2+736*b^2*c^4*r^2*x-10608*b^2*c^4*r* x^2+3392*b^2*c^4*x^3+6112*b^2*c^3*g^3*x+15168*b^2*c^3*g^2*p*x+8064*b^2*c^3*g^2* q*x+11872*b^2*c^3*g^2*r*x-34672*b^2*c^3*g^2*x^2+8704*b^2*c^3*g*p^2*x+11552*b^2* c^3*g*p*q*x+12552*b^2*c^3*g*p*r*x-41128*b^2*c^3*g*p*x^2+2528*b^2*c^3*g*q^2*x+ 8080*b^2*c^3*g*q*r*x-33408*b^2*c^3*g*q*x^2+2984*b^2*c^3*g*r^2*x-40456*b^2*c^3*g *r*x^2+15488*b^2*c^3*g*x^3+768*b^2*c^3*p^3*x+2432*b^2*c^3*p^2*q*x+1656*b^2*c^3* p^2*r*x-5576*b^2*c^3*p^2*x^2+1600*b^2*c^3*p*q^2*x+3216*b^2*c^3*p*q*r*x-12640*b^ 2*c^3*p*q*x^2+704*b^2*c^3*p*r^2*x-11240*b^2*c^3*p*r*x^2+3840*b^2*c^3*p*x^3+160* b^2*c^3*q^3*x+968*b^2*c^3*q^2*r*x-5784*b^2*c^3*q^2*x^2+432*b^2*c^3*q*r^2*x-\ 12472*b^2*c^3*q*r*x^2+5088*b^2*c^3*q*x^3-96*b^2*c^3*r^3*x-3768*b^2*c^3*r^2*x^2+ 5288*b^2*c^3*r*x^3+2080*b^2*c^2*g^4*x+8744*b^2*c^2*g^3*p*x+4320*b^2*c^2*g^3*q*x +7244*b^2*c^2*g^3*r*x-17840*b^2*c^2*g^3*x^2+9568*b^2*c^2*g^2*p^2*x+11360*b^2*c^ 2*g^2*p*q*x+13884*b^2*c^2*g^2*p*r*x-44496*b^2*c^2*g^2*p*x^2+2208*b^2*c^2*g^2*q^ 2*x+8160*b^2*c^2*g^2*q*r*x-32640*b^2*c^2*g^2*q*x^2+3484*b^2*c^2*g^2*r^2*x-44720 *b^2*c^2*g^2*r*x^2+15600*b^2*c^2*g^2*x^3+3104*b^2*c^2*g*p^3*x+6800*b^2*c^2*g*p^ 2*q*x+6388*b^2*c^2*g*p^2*r*x-22540*b^2*c^2*g*p^2*x^2+3584*b^2*c^2*g*p*q^2*x+ 8744*b^2*c^2*g*p*q*r*x-38212*b^2*c^2*g*p*q*x^2+3024*b^2*c^2*g*p*r^2*x-41316*b^2 *c^2*g*p*r*x^2+16976*b^2*c^2*g*p*x^3+288*b^2*c^2*g*q^3*x+2184*b^2*c^2*g*q^2*r*x -14136*b^2*c^2*g*q^2*x^2+1320*b^2*c^2*g*q*r^2*x-35780*b^2*c^2*g*q*r*x^2+18192*b ^2*c^2*g*q*x^3-32*b^2*c^2*g*r^3*x-13776*b^2*c^2*g*r^2*x^2+22052*b^2*c^2*g*r*x^3 +96*b^2*c^2*p^4*x+624*b^2*c^2*p^3*q*x+272*b^2*c^2*p^3*r*x-1200*b^2*c^2*p^3*x^2+ 800*b^2*c^2*p^2*q^2*x+1232*b^2*c^2*p^2*q*r*x-4832*b^2*c^2*p^2*q*x^2+176*b^2*c^2 *p^2*r^2*x-3480*b^2*c^2*p^2*r*x^2+1360*b^2*c^2*p^2*x^3+224*b^2*c^2*p*q^3*x+848* b^2*c^2*p*q^2*r*x-5056*b^2*c^2*p*q^2*x^2+352*b^2*c^2*p*q*r^2*x-9224*b^2*c^2*p*q *r*x^2+3840*b^2*c^2*p*q*x^3-48*b^2*c^2*p*r^3*x-2280*b^2*c^2*p*r^2*x^2+3604*b^2* c^2*p*r*x^3+104*b^2*c^2*q^3*r*x-1300*b^2*c^2*q^3*x^2-40*b^2*c^2*q^2*r^2*x-4516* b^2*c^2*q^2*r*x^2+2544*b^2*c^2*q^2*x^3-168*b^2*c^2*q*r^3*x-2496*b^2*c^2*q*r^2*x ^2+5288*b^2*c^2*q*r*x^3-48*b^2*c^2*r^4*x+1800*b^2*c^2*r^2*x^3+272*b^2*c*g^5*x+ 2168*b^2*c*g^4*p*x+1000*b^2*c*g^4*q*x+2026*b^2*c*g^4*r*x-3190*b^2*c*g^4*x^2+ 3940*b^2*c*g^3*p^2*x+4368*b^2*c*g^3*p*q*x+5958*b^2*c*g^3*p*r*x-16938*b^2*c*g^3* p*x^2+768*b^2*c*g^3*q^2*x+3384*b^2*c*g^3*q*r*x-11562*b^2*c*g^3*q*x^2+1630*b^2*c *g^3*r^2*x-18632*b^2*c*g^3*r*x^2+4352*b^2*c*g^3*x^3+2552*b^2*c*g^2*p^3*x+4904*b ^2*c*g^2*p^2*q*x+5242*b^2*c*g^2*p^2*r*x-18164*b^2*c*g^2*p^2*x^2+2296*b^2*c*g^2* p*q^2*x+6360*b^2*c*g^2*p*q*r*x-27982*b^2*c*g^2*p*q*x^2+2560*b^2*c*g^2*p*r^2*x-\ 33788*b^2*c*g^2*p*r*x^2+12848*b^2*c*g^2*p*x^3+152*b^2*c*g^2*q^3*x+1490*b^2*c*g^ 2*q^2*r*x-9306*b^2*c*g^2*q^2*x^2+1056*b^2*c*g^2*q*r^2*x-27012*b^2*c*g^2*q*r*x^2 +13144*b^2*c*g^2*q*x^3+40*b^2*c*g^2*r^3*x-11842*b^2*c*g^2*r^2*x^2+18224*b^2*c*g ^2*r*x^3+524*b^2*c*g*p^4*x+1616*b^2*c*g*p^3*q*x+1390*b^2*c*g*p^3*r*x-5180*b^2*c *g*p^3*x^2+1456*b^2*c*g*p^2*q^2*x+2992*b^2*c*g*p^2*q*r*x-13564*b^2*c*g*p^2*q*x^ 2+1046*b^2*c*g*p^2*r^2*x-13238*b^2*c*g*p^2*r*x^2+5904*b^2*c*g*p^2*x^3+320*b^2*c *g*p*q^3*x+1484*b^2*c*g*p*q^2*r*x-10672*b^2*c*g*p*q^2*x^2+928*b^2*c*g*p*q*r^2*x -23422*b^2*c*g*p*q*r*x^2+12664*b^2*c*g*p*q*x^3+96*b^2*c*g*p*r^3*x-8322*b^2*c*g* p*r^2*x^2+14330*b^2*c*g*p*r*x^3+164*b^2*c*g*q^3*r*x-2206*b^2*c*g*q^3*x^2-64*b^2 *c*g*q^2*r^2*x-9068*b^2*c*g*q^2*r*x^2+6792*b^2*c*g*q^2*x^3-280*b^2*c*g*q*r^3*x-\ 6312*b^2*c*g*q*r^2*x^2+15696*b^2*c*g*q*r*x^3-84*b^2*c*g*r^4*x-612*b^2*c*g*r^3*x ^2+6396*b^2*c*g*r^2*x^3+48*b^2*c*p^4*q*x-72*b^2*c*p^4*x^2+120*b^2*c*p^3*q^2*x+ 136*b^2*c*p^3*q*r*x-546*b^2*c*p^3*q*x^2-264*b^2*c*p^3*r*x^2+144*b^2*c*p^3*x^3+ 72*b^2*c*p^2*q^3*x+202*b^2*c*p^2*q^2*r*x-1022*b^2*c*p^2*q^2*x^2+88*b^2*c*p^2*q* r^2*x-1524*b^2*c*p^2*q*r*x^2+680*b^2*c*p^2*q*x^3-252*b^2*c*p^2*r^2*x^2+540*b^2* c*p^2*r*x^3+36*b^2*c*p*q^3*r*x-632*b^2*c*p*q^3*x^2-1802*b^2*c*p*q^2*r*x^2+960*b ^2*c*p*q^2*x^3-24*b^2*c*p*q*r^3*x-870*b^2*c*p*q*r^2*x^2+1802*b^2*c*p*q*r*x^3+ 516*b^2*c*p*r^2*x^3-84*b^2*c*q^4*x^2-36*b^2*c*q^3*r^2*x-466*b^2*c*q^3*r*x^2+424 *b^2*c*q^3*x^3-60*b^2*c*q^2*r^3*x-306*b^2*c*q^2*r^2*x^2+1322*b^2*c*q^2*r*x^3-24 *b^2*c*q*r^4*x+108*b^2*c*q*r^3*x^2+900*b^2*c*q*r^2*x^3+60*b^2*c*r^4*x^2+120*b^2 *c*r^3*x^3+172*b^2*g^5*p*x+72*b^2*g^5*q*x+208*b^2*g^5*r*x+526*b^2*g^4*p^2*x+556 *b^2*g^4*p*q*x+869*b^2*g^4*p*r*x-1854*b^2*g^4*p*x^2+88*b^2*g^4*q^2*x+498*b^2*g^ 4*q*r*x-1158*b^2*g^4*q*x^2+271*b^2*g^4*r^2*x-2530*b^2*g^4*r*x^2+564*b^2*g^3*p^3 *x+1012*b^2*g^3*p^2*q*x+1191*b^2*g^3*p^2*r*x-3790*b^2*g^3*p^2*x^2+440*b^2*g^3*p *q^2*x+1380*b^2*g^3*p*q*r*x-5526*b^2*g^3*p*q*x^2+612*b^2*g^3*p*r^2*x-7566*b^2*g ^3*p*r*x^2+2176*b^2*g^3*p*x^3+24*b^2*g^3*q^3*x+326*b^2*g^3*q^2*r*x-1704*b^2*g^3 *q^2*x^2+268*b^2*g^3*q*r^2*x-5889*b^2*g^3*q*r*x^2+2176*b^2*g^3*q*x^3+21*b^2*g^3 *r^3*x-2922*b^2*g^3*r^2*x^2+3846*b^2*g^3*r*x^3+246*b^2*g^2*p^4*x+660*b^2*g^2*p^ 3*q*x+651*b^2*g^2*p^3*r*x-2348*b^2*g^2*p^3*x^2+520*b^2*g^2*p^2*q^2*x+1210*b^2*g ^2*p^2*q*r*x-5646*b^2*g^2*p^2*q*x^2+495*b^2*g^2*p^2*r^2*x-6099*b^2*g^2*p^2*r*x^ 2+2524*b^2*g^2*p^2*x^3+96*b^2*g^2*p*q^3*x+532*b^2*g^2*p*q^2*r*x-4042*b^2*g^2*p* q^2*x^2+376*b^2*g^2*p*q*r^2*x-9899*b^2*g^2*p*q*r*x^2+5196*b^2*g^2*p*q*x^3+54*b^ 2*g^2*p*r^3*x-3948*b^2*g^2*p*r^2*x^2+6612*b^2*g^2*p*r*x^3+60*b^2*g^2*q^3*r*x-\ 734*b^2*g^2*q^3*x^2-24*b^2*g^2*q^2*r^2*x-3549*b^2*g^2*q^2*r*x^2+2672*b^2*g^2*q^ 2*x^3-112*b^2*g^2*q*r^3*x-2792*b^2*g^2*q*r^2*x^2+6874*b^2*g^2*q*r*x^3-36*b^2*g^ 2*r^4*x-354*b^2*g^2*r^3*x^2+3122*b^2*g^2*r^2*x^3+36*b^2*g*p^5*x+132*b^2*g*p^4*q *x+117*b^2*g*p^4*r*x-424*b^2*g*p^4*x^2+168*b^2*g*p^3*q^2*x+320*b^2*g*p^3*q*r*x-\ 1479*b^2*g*p^3*q*x^2+126*b^2*g*p^3*r^2*x-1343*b^2*g*p^3*r*x^2+644*b^2*g*p^3*x^3 +72*b^2*g*p^2*q^3*x+254*b^2*g*p^2*q^2*r*x-1801*b^2*g*p^2*q^2*x^2+188*b^2*g*p^2* q*r^2*x-3525*b^2*g*p^2*q*r*x^2+2056*b^2*g*p^2*q*x^3+45*b^2*g*p^2*r^3*x-1206*b^2 *g*p^2*r^2*x^2+2157*b^2*g*p^2*r*x^3+36*b^2*g*p*q^3*r*x-830*b^2*g*p*q^3*x^2-2794 *b^2*g*p*q^2*r*x^2+2196*b^2*g*p*q^2*x^3-24*b^2*g*p*q*r^3*x-1842*b^2*g*p*q*r^2*x ^2+4675*b^2*g*p*q*r*x^3-234*b^2*g*p*r^3*x^2+1734*b^2*g*p*r^2*x^3-84*b^2*g*q^4*x ^2-36*b^2*g*q^3*r^2*x-574*b^2*g*q^3*r*x^2+784*b^2*g*q^3*x^3-60*b^2*g*q^2*r^3*x-\ 480*b^2*g*q^2*r^2*x^2+2548*b^2*g*q^2*r*x^3-24*b^2*g*q*r^4*x+42*b^2*g*q*r^3*x^2+ 1926*b^2*g*q*r^2*x^3+60*b^2*g*r^4*x^2+320*b^2*g*r^3*x^3+384*b*c^7*x+2368*b*c^6* g*x+960*b*c^6*p*x+768*b*c^6*q*x+800*b*c^6*r*x-2304*b*c^6*x^2+5248*b*c^5*g^2*x+ 5792*b*c^5*g*p*x+3904*b*c^5*g*q*x+4672*b*c^5*g*r*x-14240*b*c^5*g*x^2+864*b*c^5* p^2*x+1728*b*c^5*p*q*x+1344*b*c^5*p*r*x-4272*b*c^5*p*x^2+576*b*c^5*q^2*x+1344*b *c^5*q*r*x-4800*b*c^5*q*x^2+352*b*c^5*r^2*x-4560*b*c^5*r*x^2+1600*b*c^5*x^3+ 5536*b*c^4*g^3*x+11568*b*c^4*g^2*p*x+7040*b*c^4*g^2*q*x+9312*b*c^4*g^2*r*x-\ 28000*b*c^4*g^2*x^2+5424*b*c^4*g*p^2*x+8224*b*c^4*g*p*q*x+8112*b*c^4*g*p*r*x-\ 26720*b*c^4*g*p*x^2+2304*b*c^4*g*q^2*x+6240*b*c^4*g*q*r*x-23328*b*c^4*g*q*x^2+ 2240*b*c^4*g*r^2*x-26072*b*c^4*g*r*x^2+10816*b*c^4*g*x^3+336*b*c^4*p^3*x+1344*b *c^4*p^2*q*x+744*b*c^4*p^2*r*x-2832*b*c^4*p^2*x^2+1152*b*c^4*p*q^2*x+1936*b*c^4 *p*q*r*x-7368*b*c^4*p*q*x^2+352*b*c^4*p*r^2*x-5784*b*c^4*p*r*x^2+2208*b*c^4*p*x ^3+192*b*c^4*q^3*x+816*b*c^4*q^2*r*x-3840*b*c^4*q^2*x^2+400*b*c^4*q*r^2*x-7512* b*c^4*q*r*x^2+3200*b*c^4*q*x^3-24*b*c^4*r^3*x-2088*b*c^4*r^2*x^2+2992*b*c^4*r*x ^3+3032*b*c^3*g^4*x+10344*b*c^3*g^3*p*x+5888*b*c^3*g^3*q*x+8552*b*c^3*g^3*r*x-\ 23520*b*c^3*g^3*x^2+9592*b*c^3*g^2*p^2*x+12832*b*c^3*g^2*p*q*x+14288*b*c^3*g^2* p*r*x-46316*b*c^3*g^2*p*x^2+3200*b*c^3*g^2*q^2*x+9744*b*c^3*g^2*q*r*x-36272*b*c ^3*g^2*q*x^2+4056*b*c^3*g^2*r^2*x-44912*b*c^3*g^2*r*x^2+18256*b*c^3*g^2*x^3+ 2528*b*c^3*g*p^3*x+6208*b*c^3*g*p^2*q*x+5352*b*c^3*g*p^2*r*x-18968*b*c^3*g*p^2* x^2+4120*b*c^3*g*p*q^2*x+8688*b*c^3*g*p*q*r*x-34456*b*c^3*g*p*q*x^2+2904*b*c^3* g*p*r^2*x-34436*b*c^3*g*p*r*x^2+15008*b*c^3*g*p*x^3+560*b*c^3*g*q^3*x+2864*b*c^ 3*g*q^2*r*x-14256*b*c^3*g*q^2*x^2+1920*b*c^3*g*q*r^2*x-32740*b*c^3*g*q*r*x^2+ 16544*b*c^3*g*q*x^3+200*b*c^3*g*r^3*x-11952*b*c^3*g*r^2*x^2+18424*b*c^3*g*r*x^3 +48*b*c^3*p^4*x+432*b*c^3*p^3*q*x+136*b*c^3*p^3*r*x-780*b*c^3*p^3*x^2+744*b*c^3 *p^2*q^2*x+904*b*c^3*p^2*q*r*x-3792*b*c^3*p^2*q*x^2+88*b*c^3*p^2*r^2*x-2280*b*c ^3*p^2*r*x^2+1040*b*c^3*p^2*x^3+336*b*c^3*p*q^3*x+952*b*c^3*p*q^2*r*x-4644*b*c^ 3*p*q^2*x^2+352*b*c^3*p*q*r^2*x-7440*b*c^3*p*q*r*x^2+3312*b*c^3*p*q*x^3-24*b*c^ 3*p*r^3*x-1572*b*c^3*p*r^2*x^2+2720*b*c^3*p*r*x^3+24*b*c^3*q^4*x+208*b*c^3*q^3* r*x-1440*b*c^3*q^3*x^2+112*b*c^3*q^2*r^2*x-4428*b*c^3*q^2*r*x^2+2400*b*c^3*q^2* x^3-72*b*c^3*q*r^3*x-2352*b*c^3*q*r^2*x^2+4488*b*c^3*q*r*x^3-24*b*c^3*r^4*x-72* b*c^3*r^3*x^2+1368*b*c^3*r^2*x^3+836*b*c^2*g^5*x+4504*b*c^2*g^4*p*x+2432*b*c^2* g^4*q*x+3950*b*c^2*g^4*r*x-8920*b*c^2*g^4*x^2+6852*b*c^2*g^3*p^2*x+8568*b*c^2*g ^3*p*q*x+10428*b*c^2*g^3*p*r*x-31404*b*c^2*g^3*p*x^2+1968*b*c^2*g^3*q^2*x+6720* b*c^2*g^3*q*r*x-23104*b*c^2*g^3*q*x^2+3096*b*c^2*g^3*r^2*x-31702*b*c^2*g^3*r*x^ 2+10944*b*c^2*g^3*x^3+3804*b*c^2*g^2*p^3*x+8048*b*c^2*g^2*p^2*q*x+8026*b*c^2*g^ 2*p^2*r*x-27474*b*c^2*g^2*p^2*x^2+4660*b*c^2*g^2*p*q^2*x+11192*b*c^2*g^2*p*q*r* x-44704*b*c^2*g^2*p*q*x^2+4468*b*c^2*g^2*p*r^2*x-49644*b*c^2*g^2*p*r*x^2+20920* b*c^2*g^2*p*x^3+544*b*c^2*g^2*q^3*x+3268*b*c^2*g^2*q^2*r*x-16476*b*c^2*g^2*q^2* x^2+2552*b*c^2*g^2*q*r^2*x-42282*b*c^2*g^2*q*r*x^2+21680*b*c^2*g^2*q*x^3+410*b* c^2*g^2*r^3*x-17520*b*c^2*g^2*r^2*x^2+26652*b*c^2*g^2*r*x^3+640*b*c^2*g*p^4*x+ 2136*b*c^2*g*p^3*q*x+1740*b*c^2*g*p^3*r*x-6368*b*c^2*g*p^3*x^2+2388*b*c^2*g*p^2 *q^2*x+4288*b*c^2*g*p^2*q*r*x-17738*b*c^2*g*p^2*q*x^2+1468*b*c^2*g*p^2*r^2*x-\ 16110*b*c^2*g*p^2*r*x^2+7448*b*c^2*g*p^2*x^3+832*b*c^2*g*p*q^3*x+2968*b*c^2*g*p *q^2*r*x-15562*b*c^2*g*p*q^2*x^2+1912*b*c^2*g*p*q*r^2*x-31256*b*c^2*g*p*q*r*x^2 +16392*b*c^2*g*p*q*x^3+324*b*c^2*g*p*r^3*x-10542*b*c^2*g*p*r^2*x^2+17210*b*c^2* g*p*r*x^3+44*b*c^2*g*q^4*x+512*b*c^2*g*q^3*r*x-3884*b*c^2*g*q^3*x^2+372*b*c^2*g *q^2*r^2*x-13948*b*c^2*g*q^2*r*x^2+9120*b*c^2*g*q^2*x^3-88*b*c^2*g*q*r^3*x-9498 *b*c^2*g*q*r^2*x^2+19522*b*c^2*g*q*r*x^3-44*b*c^2*g*r^4*x-1164*b*c^2*g*r^3*x^2+ 7396*b*c^2*g*r^2*x^3+48*b*c^2*p^4*q*x-72*b*c^2*p^4*x^2+180*b*c^2*p^3*q^2*x+136* b*c^2*p^3*q*r*x-726*b*c^2*p^3*q*x^2-264*b*c^2*p^3*r*x^2+184*b*c^2*p^3*x^3+168*b *c^2*p^2*q^3*x+346*b*c^2*p^2*q^2*r*x-1668*b*c^2*p^2*q^2*x^2+88*b*c^2*p^2*q*r^2* x-2064*b*c^2*p^2*q*r*x^2+1040*b*c^2*p^2*q*x^3-252*b*c^2*p^2*r^2*x^2+684*b*c^2*p ^2*r*x^3+36*b*c^2*p*q^4*x+172*b*c^2*p*q^3*r*x-1254*b*c^2*p*q^3*x^2+88*b*c^2*p*q ^2*r^2*x-3102*b*c^2*p*q^2*r*x^2+1656*b*c^2*p*q^2*x^3-24*b*c^2*p*q*r^3*x-1302*b* c^2*p*q*r^2*x^2+2720*b*c^2*p*q*r*x^3+660*b*c^2*p*r^2*x^3+18*b*c^2*q^4*r*x-240*b *c^2*q^4*x^2-12*b*c^2*q^3*r^2*x-1074*b*c^2*q^3*r*x^2+800*b*c^2*q^3*x^3-54*b*c^2 *q^2*r^3*x-786*b*c^2*q^2*r^2*x^2+2244*b*c^2*q^2*r*x^3-24*b*c^2*q*r^4*x+36*b*c^2 *q*r^3*x^2+1368*b*c^2*q*r^2*x^3+60*b*c^2*r^4*x^2+160*b*c^2*r^3*x^3+92*b*c*g^6*x +900*b*c*g^5*p*x+460*b*c*g^5*q*x+882*b*c*g^5*r*x-1262*b*c*g^5*x^2+2100*b*c*g^4* p^2*x+2516*b*c*g^4*p*q*x+3348*b*c*g^4*p*r*x-8692*b*c*g^4*p*x^2+540*b*c*g^4*q^2* x+2112*b*c*g^4*q*r*x-6064*b*c*g^4*q*x^2+1064*b*c*g^4*r^2*x-9629*b*c*g^4*r*x^2+ 2160*b*c*g^4*x^3+1936*b*c*g^3*p^3*x+3832*b*c*g^3*p^2*q*x+4158*b*c*g^3*p^2*r*x-\ 13325*b*c*g^3*p^2*x^2+2052*b*c*g^3*p*q^2*x+5454*b*c*g^3*p*q*r*x-20583*b*c*g^3*p *q*x^2+2396*b*c*g^3*p*r^2*x-24984*b*c*g^3*p*r*x^2+9144*b*c*g^3*p*x^3+212*b*c*g^ 3*q^3*x+1512*b*c*g^3*q^2*r*x-7086*b*c*g^3*q^2*x^2+1330*b*c*g^3*q*r^2*x-20349*b* c*g^3*q*r*x^2+9264*b*c*g^3*q*x^3+258*b*c*g^3*r^3*x-9329*b*c*g^3*r^2*x^2+12926*b *c*g^3*r*x^3+738*b*c*g^2*p^4*x+2108*b*c*g^2*p^3*q*x+2005*b*c*g^2*p^3*r*x-6927*b *c*g^2*p^3*x^2+1998*b*c*g^2*p^2*q^2*x+4164*b*c*g^2*p^2*q*r*x-17341*b*c*g^2*p^2* q*x^2+1703*b*c*g^2*p^2*r^2*x-17568*b*c*g^2*p^2*r*x^2+7708*b*c*g^2*p^2*x^3+596*b *c*g^2*p*q^3*x+2451*b*c*g^2*p*q^2*r*x-13516*b*c*g^2*p*q^2*x^2+1860*b*c*g^2*p*q* r^2*x-30217*b*c*g^2*p*q*r*x^2+15976*b*c*g^2*p*q*x^3+398*b*c*g^2*p*r^3*x-11617*b *c*g^2*p*r^2*x^2+18461*b*c*g^2*p*r*x^3+24*b*c*g^2*q^4*x+380*b*c*g^2*q^3*r*x-\ 2980*b*c*g^2*q^3*x^2+305*b*c*g^2*q^2*r^2*x-12065*b*c*g^2*q^2*r*x^2+8324*b*c*g^2 *q^2*x^3-56*b*c*g^2*q*r^3*x-9254*b*c*g^2*q*r^2*x^2+19387*b*c*g^2*q*r*x^3-38*b*c *g^2*r^4*x-1434*b*c*g^2*r^3*x^2+8112*b*c*g^2*r^2*x^3+90*b*c*g*p^5*x+348*b*c*g*p ^4*q*x+304*b*c*g*p^4*r*x-1024*b*c*g*p^4*x^2+542*b*c*g*p^3*q^2*x+914*b*c*g*p^3*q *r*x-3775*b*c*g*p^3*q*x^2+366*b*c*g*p^3*r^2*x-3230*b*c*g*p^3*r*x^2+1552*b*c*g*p ^3*x^3+336*b*c*g*p^2*q^3*x+986*b*c*g*p^2*q^2*r*x-5108*b*c*g*p^2*q^2*x^2+686*b*c *g*p^2*q*r^2*x-9234*b*c*g*p^2*q*r*x^2+5080*b*c*g*p^2*q*x^3+180*b*c*g*p^2*r^3*x-\ 3015*b*c*g*p^2*r^2*x^2+4995*b*c*g*p^2*r*x^3+52*b*c*g*p*q^4*x+326*b*c*g*p*q^3*r* x-2785*b*c*g*p*q^3*x^2+280*b*c*g*p*q^2*r^2*x-8471*b*c*g*p*q^2*r*x^2+5624*b*c*g* p*q^2*x^3+72*b*c*g*p*q*r^3*x-5388*b*c*g*p*q*r^2*x^2+11232*b*c*g*p*q*r*x^3+28*b* c*g*p*r^4*x-744*b*c*g*p*r^3*x^2+3902*b*c*g*p*r^2*x^3+28*b*c*g*q^4*r*x-428*b*c*g *q^4*x^2-30*b*c*g*q^3*r^2*x-2223*b*c*g*q^3*r*x^2+2096*b*c*g*q^3*x^3-106*b*c*g*q ^2*r^3*x-2013*b*c*g*q^2*r^2*x^2+6445*b*c*g*q^2*r*x^3-48*b*c*g*q*r^4*x-234*b*c*g *q*r^3*x^2+4592*b*c*g*q*r^2*x^3+90*b*c*g*r^4*x^2+720*b*c*g*r^3*x^3+12*b*c*p^4*q ^2*x-36*b*c*p^4*q*x^2+8*b*c*p^4*x^3+24*b*c*p^3*q^3*x+34*b*c*p^3*q^2*r*x-168*b*c *p^3*q^2*x^2-132*b*c*p^3*q*r*x^2+92*b*c*p^3*q*x^3+36*b*c*p^3*r*x^3+12*b*c*p^2*q ^4*x+40*b*c*p^2*q^3*r*x-240*b*c*p^2*q^3*x^2+22*b*c*p^2*q^2*r^2*x-462*b*c*p^2*q^ 2*r*x^2+260*b*c*p^2*q^2*x^3-126*b*c*p^2*q*r^2*x^2+342*b*c*p^2*q*r*x^3+48*b*c*p^ 2*r^2*x^3+6*b*c*p*q^4*r*x-120*b*c*p*q^4*x^2-414*b*c*p*q^3*r*x^2+276*b*c*p*q^3*x ^3-6*b*c*p*q^2*r^3*x-258*b*c*p*q^2*r^2*x^2+680*b*c*p*q^2*r*x^3+330*b*c*p*q*r^2* x^3+20*b*c*p*r^3*x^3-12*b*c*q^5*x^2-6*b*c*q^4*r^2*x-84*b*c*q^4*r*x^2+100*b*c*q^ 4*x^3-12*b*c*q^3*r^3*x-66*b*c*q^3*r^2*x^2+374*b*c*q^3*r*x^3-6*b*c*q^2*r^4*x+36* b*c*q^2*r^3*x^2+342*b*c*q^2*r^2*x^3+30*b*c*q*r^4*x^2+80*b*c*q*r^3*x^3+60*b*g^6* p*x+28*b*g^6*q*x+74*b*g^6*r*x+224*b*g^5*p^2*x+260*b*g^5*p*q*x+388*b*g^5*p*r*x-\ 748*b*g^5*p*x^2+52*b*g^5*q^2*x+246*b*g^5*q*r*x-482*b*g^5*q*x^2+136*b*g^5*r^2*x-\ 1016*b*g^5*r*x^2+312*b*g^4*p^3*x+596*b*g^4*p^2*q*x+695*b*g^4*p^2*r*x-1988*b*g^4 *p^2*x^2+304*b*g^4*p*q^2*x+894*b*g^4*p*q*r*x-2962*b*g^4*p*q*x^2+422*b*g^4*p*r^2 *x-4024*b*g^4*p*r*x^2+1080*b*g^4*p*x^3+28*b*g^4*q^3*x+246*b*g^4*q^2*r*x-966*b*g ^4*q^2*x^2+242*b*g^4*q*r^2*x-3227*b*g^4*q*r*x^2+1080*b*g^4*q*x^3+53*b*g^4*r^3*x -1648*b*g^4*r^2*x^2+1916*b*g^4*r*x^3+200*b*g^3*p^4*x+540*b*g^3*p^3*q*x+552*b*g^ 3*p^3*r*x-1797*b*g^3*p^3*x^2+472*b*g^3*p^2*q^2*x+1080*b*g^3*p^2*q*r*x-4317*b*g^ 3*p^2*q*x^2+478*b*g^3*p^2*r^2*x-4726*b*g^3*p^2*r*x^2+1836*b*g^3*p^2*x^3+128*b*g ^3*p*q^3*x+594*b*g^3*p*q^2*r*x-3178*b*g^3*p*q^2*x^2+496*b*g^3*p*q*r^2*x-7789*b* g^3*p*q*r*x^2+3732*b*g^3*p*q*x^3+115*b*g^3*p*r^3*x-3266*b*g^3*p*r^2*x^2+4815*b* g^3*p*r*x^3+4*b*g^3*q^4*x+90*b*g^3*q^3*r*x-650*b*g^3*q^3*x^2+82*b*g^3*q^2*r^2*x -2979*b*g^3*q^2*r*x^2+1896*b*g^3*q^2*x^3-10*b*g^3*q*r^3*x-2525*b*g^3*q*r^2*x^2+ 4921*b*g^3*q*r*x^3-11*b*g^3*r^4*x-447*b*g^3*r^3*x^2+2274*b*g^3*r^2*x^3+58*b*g^2 *p^5*x+200*b*g^2*p^4*q*x+195*b*g^2*p^4*r*x-629*b*g^2*p^4*x^2+262*b*g^2*p^3*q^2* x+514*b*g^2*p^3*q*r*x-2119*b*g^2*p^3*q*x^2+230*b*g^2*p^3*r^2*x-2004*b*g^2*p^3*r *x^2+906*b*g^2*p^3*x^3+136*b*g^2*p^2*q^3*x+460*b*g^2*p^2*q^2*r*x-2566*b*g^2*p^2 *q^2*x^2+374*b*g^2*p^2*q*r^2*x-5140*b*g^2*p^2*q*r*x^2+2808*b*g^2*p^2*q*x^3+107* b*g^2*p^2*r^3*x-1885*b*g^2*p^2*r^2*x^2+3024*b*g^2*p^2*r*x^3+16*b*g^2*p*q^4*x+ 126*b*g^2*p*q^3*r*x-1238*b*g^2*p*q^3*x^2+118*b*g^2*p*q^2*r^2*x-4173*b*g^2*p*q^2 *r*x^2+2926*b*g^2*p*q^2*x^3+36*b*g^2*p*q*r^3*x-2964*b*g^2*p*q*r^2*x^2+6331*b*g^ 2*p*q*r*x^3+14*b*g^2*p*r^4*x-477*b*g^2*p*r^3*x^2+2420*b*g^2*p*r^2*x^3+10*b*g^2* q^4*r*x-162*b*g^2*q^4*x^2-18*b*g^2*q^3*r^2*x-972*b*g^2*q^3*r*x^2+1024*b*g^2*q^3 *x^3-52*b*g^2*q^2*r^3*x-965*b*g^2*q^2*r^2*x^2+3359*b*g^2*q^2*r*x^3-24*b*g^2*q*r ^4*x-144*b*g^2*q*r^3*x^2+2588*b*g^2*q*r^2*x^3+45*b*g^2*r^4*x^2+450*b*g^2*r^3*x^ 3+6*b*g*p^6*x+24*b*g*p^5*q*x+25*b*g*p^5*r*x-66*b*g*p^5*x^2+42*b*g*p^4*q^2*x+78* b*g*p^4*q*r*x-288*b*g*p^4*q*x^2+39*b*g*p^4*r^2*x-252*b*g*p^4*r*x^2+114*b*g*p^4* x^3+36*b*g*p^3*q^3*x+101*b*g*p^3*q^2*r*x-504*b*g*p^3*q^2*x^2+84*b*g*p^3*q*r^2*x -876*b*g*p^3*q*r*x^2+486*b*g*p^3*q*x^3+27*b*g*p^3*r^3*x-312*b*g*p^3*r^2*x^2+451 *b*g*p^3*r*x^3+12*b*g*p^2*q^4*x+54*b*g*p^2*q^3*r*x-420*b*g*p^2*q^3*x^2+59*b*g*p ^2*q^2*r^2*x-1149*b*g*p^2*q^2*r*x^2+790*b*g*p^2*q^2*x^3+30*b*g*p^2*q*r^3*x-744* b*g*p^2*q*r^2*x^2+1470*b*g*p^2*q*r*x^3+7*b*g*p^2*r^4*x-141*b*g*p^2*r^3*x^2+471* b*g*p^2*r^2*x^3+6*b*g*p*q^4*r*x-150*b*g*p*q^4*x^2-621*b*g*p*q^3*r*x^2+578*b*g*p *q^3*x^3-6*b*g*p*q^2*r^3*x-555*b*g*p*q^2*r^2*x^2+1639*b*g*p*q^2*r*x^3-135*b*g*p *q*r^3*x^2+1059*b*g*p*q*r^2*x^3-15*b*g*p*r^4*x^2+140*b*g*p*r^3*x^3-12*b*g*q^5*x ^2-6*b*g*q^4*r^2*x-96*b*g*q^4*r*x^2+160*b*g*q^4*x^3-12*b*g*q^3*r^3*x-90*b*g*q^3 *r^2*x^2+620*b*g*q^3*r*x^3-6*b*g*q^2*r^4*x+24*b*g*q^2*r^3*x^2+618*b*g*q^2*r^2*x ^3+30*b*g*q*r^4*x^2+170*b*g*q*r^3*x^3+192*c^7*g*x+864*c^6*g^2*x+576*c^6*g*p*x+ 384*c^6*g*q*x+448*c^6*g*r*x-1536*c^6*g*x^2+1440*c^5*g^3*x+2368*c^5*g^2*p*x+1472 *c^5*g^2*q*x+1872*c^5*g^2*r*x-6144*c^5*g^2*x^2+720*c^5*g*p^2*x+960*c^5*g*p*q*x+ 1040*c^5*g*p*r*x-3576*c^5*g*p*x^2+288*c^5*g*q^2*x+720*c^5*g*q*r*x-2856*c^5*g*q* x^2+304*c^5*g*r^2*x-3168*c^5*g*r*x^2+1600*c^5*g*x^3+1200*c^4*g^4*x+3424*c^4*g^3 *p*x+2048*c^4*g^3*q*x+2784*c^4*g^3*r*x-8448*c^4*g^3*x^2+2616*c^4*g^2*p^2*x+3360 *c^4*g^2*p*q*x+3848*c^4*g^2*p*r*x-12884*c^4*g^2*p*x^2+912*c^4*g^2*q^2*x+2552*c^ 4*g^2*q*r*x-9820*c^4*g^2*q*x^2+1160*c^4*g^2*r^2*x-11712*c^4*g^2*r*x^2+5600*c^4* g^2*x^3+504*c^4*g*p^3*x+912*c^4*g*p^2*q*x+1052*c^4*g*p^2*r*x-3336*c^4*g*p^2*x^2 +600*c^4*g*p*q^2*x+1264*c^4*g*p*q*r*x-5184*c^4*g*p*q*x^2+640*c^4*g*p*r^2*x-5472 *c^4*g*p*r*x^2+2704*c^4*g*p*x^3+96*c^4*g*q^3*x+420*c^4*g*q^2*r*x-2088*c^4*g*q^2 *x^2+304*c^4*g*q*r^2*x-4680*c^4*g*q*r*x^2+2704*c^4*g*q*x^3+96*c^4*g*r^3*x-1800* c^4*g*r^2*x^2+2992*c^4*g*r*x^3+540*c^3*g^5*x+2368*c^3*g^4*p*x+1376*c^3*g^4*q*x+ 2008*c^3*g^4*r*x-5376*c^3*g^4*x^2+3132*c^3*g^3*p^2*x+3952*c^3*g^3*p*q*x+4724*c^ 3*g^3*p*r*x-14890*c^3*g^3*p*x^2+1016*c^3*g^3*q^2*x+3092*c^3*g^3*q*r*x-11054*c^3 *g^3*q*x^2+1476*c^3*g^3*r^2*x-14064*c^3*g^3*r*x^2+6000*c^3*g^3*x^3+1528*c^3*g^2 *p^3*x+2864*c^3*g^2*p^2*q*x+3240*c^3*g^2*p^2*r*x-10412*c^3*g^2*p^2*x^2+1704*c^3 *g^2*p*q^2*x+4016*c^3*g^2*p*q*r*x-16056*c^3*g^2*p*q*x^2+1984*c^3*g^2*p*r^2*x-\ 17716*c^3*g^2*p*r*x^2+8304*c^3*g^2*p*x^3+240*c^3*g^2*q^3*x+1212*c^3*g^2*q^2*r*x -5932*c^3*g^2*q^2*x^2+1024*c^3*g^2*q*r^2*x-14528*c^3*g^2*q*r*x^2+8304*c^3*g^2*q *x^3+300*c^3*g^2*r^3*x-6060*c^3*g^2*r^2*x^2+9688*c^3*g^2*r*x^3+216*c^3*g*p^4*x+ 432*c^3*g*p^3*q*x+596*c^3*g*p^3*r*x-1590*c^3*g*p^3*x^2+420*c^3*g*p^2*q^2*x+856* c^3*g*p^2*q*r*x-3462*c^3*g*p^2*q*x^2+568*c^3*g*p^2*r^2*x-3678*c^3*g*p^2*r*x^2+ 1720*c^3*g*p^2*x^3+168*c^3*g*p*q^3*x+532*c^3*g*p*q^2*r*x-2802*c^3*g*p*q^2*x^2+ 424*c^3*g*p*q*r^2*x-5724*c^3*g*p*q*r*x^2+3312*c^3*g*p*q*x^3+204*c^3*g*p*r^3*x-\ 2310*c^3*g*p*r^2*x^2+3604*c^3*g*p*r*x^3+12*c^3*g*q^4*x+104*c^3*g*q^3*r*x-738*c^ 3*g*q^3*x^2+76*c^3*g*q^2*r^2*x-2514*c^3*g*q^2*r*x^2+1720*c^3*g*q^2*x^3+12*c^3*g *q*r^3*x-1722*c^3*g*q*r^2*x^2+3604*c^3*g*q*r*x^3+16*c^3*g*r^4*x-300*c^3*g*r^3*x ^2+1368*c^3*g*r^2*x^3+126*c^2*g^6*x+836*c^2*g^5*p*x+472*c^2*g^5*q*x+756*c^2*g^5 *r*x-1632*c^2*g^5*x^2+1674*c^2*g^4*p^2*x+2088*c^2*g^4*p*q*x+2614*c^2*g^4*p*r*x-\ 7479*c^2*g^4*p*x^2+516*c^2*g^4*q^2*x+1710*c^2*g^4*q*r*x-5421*c^2*g^4*q*x^2+854* c^2*g^4*r^2*x-7488*c^2*g^4*r*x^2+2600*c^2*g^4*x^3+1406*c^2*g^3*p^3*x+2676*c^2*g ^3*p^2*q*x+3043*c^2*g^3*p^2*r*x-9446*c^2*g^3*p^2*x^2+1526*c^2*g^3*p*q^2*x+3852* c^2*g^3*p*q*r*x-14472*c^2*g^3*p*q*x^2+1904*c^2*g^3*p*r^2*x-16732*c^2*g^3*p*r*x^ 2+7076*c^2*g^3*p*x^3+200*c^2*g^3*q^3*x+1129*c^2*g^3*q^2*r*x-5134*c^2*g^3*q^2*x^ 2+1044*c^2*g^3*q*r^2*x-13538*c^2*g^3*q*r*x^2+7076*c^2*g^3*q*x^3+300*c^2*g^3*r^3 *x-6030*c^2*g^3*r^2*x^2+8868*c^2*g^3*r*x^3+504*c^2*g^2*p^4*x+1172*c^2*g^2*p^3*q *x+1406*c^2*g^2*p^3*r*x-4059*c^2*g^2*p^3*x^2+1062*c^2*g^2*p^2*q^2*x+2350*c^2*g^ 2*p^2*q*r*x-9319*c^2*g^2*p^2*q*x^2+1328*c^2*g^2*p^2*r^2*x-9809*c^2*g^2*p^2*r*x^ 2+4464*c^2*g^2*p^2*x^3+360*c^2*g^2*p*q^3*x+1354*c^2*g^2*p*q^2*r*x-7085*c^2*g^2* p*q^2*x^2+1204*c^2*g^2*p*q*r^2*x-15576*c^2*g^2*p*q*r*x^2+8816*c^2*g^2*p*q*x^3+ 458*c^2*g^2*p*r^3*x-6387*c^2*g^2*p*r^2*x^2+9876*c^2*g^2*p*r*x^3+22*c^2*g^2*q^4* x+230*c^2*g^2*q^3*r*x-1641*c^2*g^2*q^3*x^2+226*c^2*g^2*q^2*r^2*x-6211*c^2*g^2*q ^2*r*x^2+4464*c^2*g^2*q^2*x^3+70*c^2*g^2*q*r^3*x-4785*c^2*g^2*q*r^2*x^2+9876*c^ 2*g^2*q*r*x^3+32*c^2*g^2*r^4*x-900*c^2*g^2*r^3*x^2+3976*c^2*g^2*r^2*x^3+54*c^2* g*p^5*x+108*c^2*g*p^4*q*x+187*c^2*g*p^4*r*x-396*c^2*g*p^4*x^2+120*c^2*g*p^3*q^2 *x+274*c^2*g*p^3*q*r*x-1032*c^2*g*p^3*q*x^2+240*c^2*g*p^3*r^2*x-1179*c^2*g*p^3* r*x^2+492*c^2*g*p^3*x^3+84*c^2*g*p^2*q^3*x+220*c^2*g*p^2*q^2*r*x-1188*c^2*g*p^2 *q^2*x^2+214*c^2*g*p^2*q*r^2*x-2343*c^2*g*p^2*q*r*x^2+1348*c^2*g*p^2*q*x^3+135* c^2*g*p^2*r^3*x-1083*c^2*g*p^2*r^2*x^2+1464*c^2*g*p^2*r*x^3+18*c^2*g*p*q^4*x+86 *c^2*g*p*q^3*r*x-672*c^2*g*p*q^3*x^2+64*c^2*g*p*q^2*r^2*x-1959*c^2*g*p*q^2*r*x^ 2+1348*c^2*g*p*q^2*x^3+36*c^2*g*p*q*r^3*x-1332*c^2*g*p*q*r^2*x^2+2720*c^2*g*p*q *r*x^3+28*c^2*g*p*r^4*x-318*c^2*g*p*r^3*x^2+1014*c^2*g*p*r^2*x^3+9*c^2*g*q^4*r* x-120*c^2*g*q^4*x^2-6*c^2*g*q^3*r^2*x-567*c^2*g*q^3*r*x^2+492*c^2*g*q^3*x^3-27* c^2*g*q^2*r^3*x-483*c^2*g*q^2*r^2*x^2+1464*c^2*g*q^2*r*x^3-12*c^2*g*q*r^4*x-72* c^2*g*q*r^3*x^2+1014*c^2*g*q*r^2*x^3+160*c^2*g*r^3*x^3+12*c*g^7*x+140*c*g^6*p*x +76*c*g^6*q*x+141*c*g^6*r*x-192*c*g^6*x^2+408*c*g^5*p^2*x+504*c*g^5*p*q*x+670*c *g^5*p*r*x-1636*c*g^5*p*x^2+120*c*g^5*q^2*x+442*c*g^5*q*r*x-1148*c*g^5*q*x^2+ 232*c*g^5*r^2*x-1806*c*g^5*r*x^2+400*c*g^5*x^3+512*c*g^4*p^3*x+984*c*g^4*p^2*q* x+1139*c*g^4*p^2*r*x-3305*c*g^4*p^2*x^2+548*c*g^4*p*q^2*x+1472*c*g^4*p*q*r*x-\ 5022*c*g^4*p*q*x^2+736*c*g^4*p*r^2*x-6181*c*g^4*p*r*x^2+2200*c*g^4*p*x^3+68*c*g ^4*q^3*x+430*c*g^4*q^2*r*x-1729*c*g^4*q^2*x^2+428*c*g^4*q*r^2*x-4982*c*g^4*q*r* x^2+2200*c*g^4*q*x^3+123*c*g^4*r^3*x-2385*c*g^4*r^2*x^2+3098*c*g^4*r*x^3+314*c* g^3*p^4*x+774*c*g^3*p^3*q*x+890*c*g^3*p^3*r*x-2564*c*g^3*p^3*x^2+686*c*g^3*p^2* q^2*x+1587*c*g^3*p^2*q*r*x-5984*c*g^3*p^2*q*x^2+850*c*g^3*p^2*r^2*x-6449*c*g^3* p^2*r*x^2+2702*c*g^3*p^2*x^3+218*c*g^3*p*q^3*x+904*c*g^3*p*q^2*r*x-4444*c*g^3*p *q^2*x^2+848*c*g^3*p*q*r^2*x-10347*c*g^3*p*q*r*x^2+5380*c*g^3*p*q*x^3+294*c*g^3 *p*r^3*x-4394*c*g^3*p*r^2*x^2+6399*c*g^3*p*r*x^3+12*c*g^3*q^4*x+149*c*g^3*q^3*r *x-976*c*g^3*q^3*x^2+174*c*g^3*q^2*r^2*x-4021*c*g^3*q^2*r*x^2+2702*c*g^3*q^2*x^ 3+66*c*g^3*q*r^3*x-3358*c*g^3*q*r^2*x^2+6399*c*g^3*q*r*x^3+20*c*g^3*r^4*x-675*c *g^3*r^3*x^2+2758*c*g^3*r^2*x^3+88*c*g^2*p^5*x+234*c*g^2*p^4*q*x+307*c*g^2*p^4* r*x-761*c*g^2*p^4*x^2+270*c*g^2*p^3*q^2*x+608*c*g^2*p^3*q*r*x-2274*c*g^2*p^3*q* x^2+392*c*g^2*p^3*r^2*x-2356*c*g^2*p^3*r*x^2+1020*c*g^2*p^3*x^3+150*c*g^2*p^2*q ^3*x+489*c*g^2*p^2*q^2*r*x-2598*c*g^2*p^2*q^2*x^2+482*c*g^2*p^2*q*r^2*x-5314*c* g^2*p^2*q*r*x^2+2972*c*g^2*p^2*q*x^3+215*c*g^2*p^2*r^3*x-2223*c*g^2*p^2*r^2*x^2 +3186*c*g^2*p^2*r*x^3+26*c*g^2*p*q^4*x+154*c*g^2*p*q^3*r*x-1278*c*g^2*p*q^3*x^2 +160*c*g^2*p*q^2*r^2*x-4151*c*g^2*p*q^2*r*x^2+2972*c*g^2*p*q^2*x^3+90*c*g^2*p*q *r^3*x-3078*c*g^2*p*q*r^2*x^2+6224*c*g^2*p*q*r*x^3+42*c*g^2*p*r^4*x-651*c*g^2*p *r^3*x^2+2357*c*g^2*p*r^2*x^3+14*c*g^2*q^4*r*x-193*c*g^2*q^4*x^2-6*c*g^2*q^3*r^ 2*x-1025*c*g^2*q^3*r*x^2+1020*c*g^2*q^3*x^3-38*c*g^2*q^2*r^3*x-1020*c*g^2*q^2*r ^2*x^2+3186*c*g^2*q^2*r*x^3-18*c*g^2*q*r^4*x-234*c*g^2*q*r^3*x^2+2357*c*g^2*q*r ^2*x^3+400*c*g^2*r^3*x^3+6*c*g*p^6*x+12*c*g*p^5*q*x+25*c*g*p^5*r*x-42*c*g*p^5*x ^2+12*c*g*p^4*q^2*x+36*c*g*p^4*q*r*x-120*c*g*p^4*q*x^2+39*c*g*p^4*r^2*x-156*c*g *p^4*r*x^2+54*c*g*p^4*x^3+12*c*g*p^3*q^3*x+28*c*g*p^3*q^2*r*x-162*c*g*p^3*q^2*x ^2+36*c*g*p^3*q*r^2*x-336*c*g*p^3*q*r*x^2+184*c*g*p^3*q*x^3+27*c*g*p^3*r^3*x-\ 192*c*g*p^3*r^2*x^2+205*c*g*p^3*r*x^3+6*c*g*p^2*q^4*x+20*c*g*p^2*q^3*r*x-138*c* g*p^2*q^3*x^2+16*c*g*p^2*q^2*r^2*x-360*c*g*p^2*q^2*r*x^2+260*c*g*p^2*q^2*x^3+12 *c*g*p^2*q*r^3*x-267*c*g*p^2*q*r^2*x^2+511*c*g*p^2*q*r*x^3+7*c*g*p^2*r^4*x-93*c *g*p^2*r^3*x^2+195*c*g*p^2*r^2*x^3+3*c*g*p*q^4*r*x-60*c*g*p*q^4*x^2-222*c*g*p*q ^3*r*x^2+184*c*g*p*q^3*x^3-3*c*g*p*q^2*r^3*x-174*c*g*p*q^2*r^2*x^2+511*c*g*p*q^ 2*r*x^3-45*c*g*p*q*r^3*x^2+330*c*g*p*q*r^2*x^3-15*c*g*p*r^4*x^2+50*c*g*p*r^3*x^ 3-6*c*g*q^5*x^2-3*c*g*q^4*r^2*x-42*c*g*q^4*r*x^2+54*c*g*q^4*x^3-6*c*g*q^3*r^3*x -33*c*g*q^3*r^2*x^2+205*c*g*q^3*r*x^3-3*c*g*q^2*r^4*x+18*c*g*q^2*r^3*x^2+195*c* g*q^2*r^2*x^3+15*c*g*q*r^4*x^2+50*c*g*q*r^3*x^3+8*g^7*p*x+4*g^7*q*x+10*g^7*r*x+ 36*g^6*p^2*x+44*g^6*p*q*x+64*g^6*p*r*x-116*g^6*p*x^2+10*g^6*q^2*x+43*g^6*q*r*x-\ 76*g^6*q*x^2+24*g^6*r^2*x-156*g^6*r*x^2+64*g^5*p^3*x+124*g^5*p^2*q*x+148*g^5*p^ 2*r*x-384*g^5*p^2*x^2+68*g^5*p*q^2*x+196*g^5*p*q*r*x-576*g^5*p*q*x^2+100*g^5*p* r^2*x-780*g^5*p*r*x^2+200*g^5*p*x^3+8*g^5*q^3*x+58*g^5*q^2*r*x-192*g^5*q^2*x^2+ 62*g^5*q*r^2*x-630*g^5*q*r*x^2+200*g^5*q*x^3+18*g^5*r^3*x-330*g^5*r^2*x^2+356*g ^5*r*x^3+58*g^4*p^4*x+148*g^4*p^3*q*x+168*g^4*p^3*r*x-466*g^4*p^3*x^2+130*g^4*p ^2*q^2*x+313*g^4*p^2*q*r*x-1095*g^4*p^2*q*x^2+164*g^4*p^2*r^2*x-1232*g^4*p^2*r* x^2+450*g^4*p^2*x^3+40*g^4*p*q^3*x+180*g^4*p*q^2*r*x-801*g^4*p*q^2*x^2+176*g^4* p*q*r^2*x-1995*g^4*p*q*r*x^2+900*g^4*p*q*x^3+58*g^4*p*r^3*x-889*g^4*p*r^2*x^2+ 1181*g^4*p*r*x^3+2*g^4*q^4*x+30*g^4*q^3*r*x-170*g^4*q^3*x^2+40*g^4*q^2*r^2*x-\ 772*g^4*q^2*r*x^2+450*g^4*q^2*x^3+17*g^4*q*r^3*x-698*g^4*q*r^2*x^2+1181*g^4*q*r *x^3+4*g^4*r^4*x-150*g^4*r^3*x^2+556*g^4*r^2*x^3+28*g^3*p^5*x+82*g^3*p^4*q*x+99 *g^3*p^4*r*x-252*g^3*p^4*x^2+96*g^3*p^3*q^2*x+218*g^3*p^3*q*r*x-784*g^3*p^3*q*x ^2+128*g^3*p^3*r^2*x-808*g^3*p^3*r*x^2+332*g^3*p^3*x^3+50*g^3*p^2*q^3*x+178*g^3 *p^2*q^2*r*x-894*g^3*p^2*q^2*x^2+178*g^3*p^2*q*r^2*x-1900*g^3*p^2*q*r*x^2+984*g ^3*p^2*q*x^3+71*g^3*p^2*r^3*x-791*g^3*p^2*r^2*x^2+1104*g^3*p^2*r*x^3+8*g^3*p*q^ 4*x+54*g^3*p*q^3*r*x-422*g^3*p*q^3*x^2+64*g^3*p*q^2*r^2*x-1469*g^3*p*q^2*r*x^2+ 984*g^3*p*q^2*x^3+36*g^3*p*q*r^3*x-1152*g^3*p*q*r^2*x^2+2186*g^3*p*q*r*x^3+14*g ^3*p*r^4*x-240*g^3*p*r^3*x^2+873*g^3*p*r^2*x^3+5*g^3*q^4*r*x-60*g^3*q^4*x^2-350 *g^3*q^3*r*x^2+332*g^3*q^3*x^3-11*g^3*q^2*r^3*x-385*g^3*q^2*r^2*x^2+1104*g^3*q^ 2*r*x^3-6*g^3*q*r^4*x-105*g^3*q*r^3*x^2+873*g^3*q*r^2*x^3+160*g^3*r^3*x^3+6*g^2 *p^6*x+18*g^2*p^5*q*x+25*g^2*p^5*r*x-54*g^2*p^5*x^2+24*g^2*p^4*q^2*x+57*g^2*p^4 *q*r*x-195*g^2*p^4*q*x^2+39*g^2*p^4*r^2*x-204*g^2*p^4*r*x^2+82*g^2*p^4*x^3+18*g ^2*p^3*q^3*x+56*g^2*p^3*q^2*r*x-291*g^2*p^3*q^2*x^2+60*g^2*p^3*q*r^2*x-573*g^2* p^3*q*r*x^2+312*g^2*p^3*q*x^3+27*g^2*p^3*r^3*x-252*g^2*p^3*r^2*x^2+319*g^2*p^3* r*x^3+6*g^2*p^2*q^4*x+27*g^2*p^2*q^3*r*x-219*g^2*p^2*q^3*x^2+32*g^2*p^2*q^2*r^2 *x-639*g^2*p^2*q^2*r*x^2+460*g^2*p^2*q^2*x^3+21*g^2*p^2*q*r^3*x-474*g^2*p^2*q*r ^2*x^2+905*g^2*p^2*q*r*x^3+7*g^2*p^2*r^4*x-117*g^2*p^2*r^3*x^2+321*g^2*p^2*r^2* x^3+3*g^2*p*q^4*r*x-75*g^2*p*q^4*x^2-318*g^2*p*q^3*r*x^2+312*g^2*p*q^3*x^3-3*g^ 2*p*q^2*r^3*x-300*g^2*p*q^2*r^2*x^2+905*g^2*p*q^2*r*x^3-90*g^2*p*q*r^3*x^2+612* g^2*p*q*r^2*x^3-15*g^2*p*r^4*x^2+90*g^2*p*r^3*x^3-6*g^2*q^5*x^2-3*g^2*q^4*r^2*x -48*g^2*q^4*r*x^2+82*g^2*q^4*x^3-6*g^2*q^3*r^3*x-45*g^2*q^3*r^2*x^2+319*g^2*q^3 *r*x^3-3*g^2*q^2*r^4*x+12*g^2*q^2*r^3*x^2+321*g^2*q^2*r^2*x^3+15*g^2*q*r^4*x^2+ 90*g^2*q*r^3*x^3-64*a^6*b*c-64*a^6*b*p-32*a^6*b*q-64*a^6*b*r-32*a^6*c*g-32*a^6* g*p-16*a^6*g*q-32*a^6*g*r-192*a^5*b^2*c-160*a^5*b^2*p-64*a^5*b^2*q-160*a^5*b^2* r-384*a^5*b*c^2-320*a^5*b*c*g-544*a^5*b*c*p-256*a^5*b*c*q-480*a^5*b*c*r+1344*a^ 5*b*c*x-272*a^5*b*g*p-128*a^5*b*g*q-272*a^5*b*g*r-192*a^5*b*p^2-192*a^5*b*p*q-\ 320*a^5*b*p*r+1056*a^5*b*p*x-32*a^5*b*q^2-160*a^5*b*q*r+608*a^5*b*q*x-128*a^5*b *r^2+1248*a^5*b*r*x-192*a^5*c^2*g-112*a^5*c*g^2-272*a^5*c*g*p-128*a^5*c*g*q-240 *a^5*c*g*r+672*a^5*c*g*x-32*a^5*c*p^2-64*a^5*c*p*r-32*a^5*c*r^2-32*a^5*c*r*x-96 *a^5*g^2*p-48*a^5*g^2*q-96*a^5*g^2*r-112*a^5*g*p^2-96*a^5*g*p*q-192*a^5*g*p*r+ 528*a^5*g*p*x-16*a^5*g*q^2-80*a^5*g*q*r+304*a^5*g*q*x-80*a^5*g*r^2+608*a^5*g*r* x-192*a^4*b^3*c-128*a^4*b^3*p-32*a^4*b^3*q-128*a^4*b^3*r-960*a^4*b^2*c^2-672*a^ 4*b^2*c*g-1248*a^4*b^2*c*p-448*a^4*b^2*c*q-1056*a^4*b^2*c*r+3712*a^4*b^2*c*x-\ 512*a^4*b^2*g*p-176*a^4*b^2*g*q-512*a^4*b^2*g*r-384*a^4*b^2*p^2-320*a^4*b^2*p*q -608*a^4*b^2*p*r+2752*a^4*b^2*p*x-32*a^4*b^2*q^2-256*a^4*b^2*q*r+1344*a^4*b^2*q *x-224*a^4*b^2*r^2+3184*a^4*b^2*r*x-960*a^4*b*c^3-1632*a^4*b*c^2*g-1760*a^4*b*c ^2*p-800*a^4*b*c^2*q-1440*a^4*b*c^2*r+7168*a^4*b*c^2*x-624*a^4*b*c*g^2-2128*a^4 *b*c*g*p-912*a^4*b*c*g*q-1840*a^4*b*c*g*r+6112*a^4*b*c*g*x-1088*a^4*b*c*p^2-\ 1088*a^4*b*c*p*q-1728*a^4*b*c*p*r+9024*a^4*b*c*p*x-176*a^4*b*c*q^2-864*a^4*b*c* q*r+5024*a^4*b*c*q*x-656*a^4*b*c*r^2+8960*a^4*b*c*r*x-4240*a^4*b*c*x^2-480*a^4* b*g^2*p-200*a^4*b*g^2*q-480*a^4*b*g^2*r-688*a^4*b*g*p^2-672*a^4*b*g*p*q-1136*a^ 4*b*g*p*r+4640*a^4*b*g*p*x-96*a^4*b*g*q^2-560*a^4*b*g*q*r+2448*a^4*b*g*q*x-448* a^4*b*g*r^2+5360*a^4*b*g*r*x-224*a^4*b*p^3-336*a^4*b*p^2*q-512*a^4*b*p^2*r+2544 *a^4*b*p^2*x-128*a^4*b*p*q^2-496*a^4*b*p*q*r+3136*a^4*b*p*q*x-368*a^4*b*p*r^2+ 4696*a^4*b*p*r*x-2736*a^4*b*p*x^2-8*a^4*b*q^3-96*a^4*b*q^2*r+784*a^4*b*q^2*x-\ 168*a^4*b*q*r^2+3056*a^4*b*q*r*x-1928*a^4*b*q*x^2-80*a^4*b*r^3+1984*a^4*b*r^2*x -3968*a^4*b*r*x^2-480*a^4*c^3*g-576*a^4*c^2*g^2-880*a^4*c^2*g*p-400*a^4*c^2*g*q -720*a^4*c^2*g*r+3584*a^4*c^2*g*x-144*a^4*c^2*p^2-288*a^4*c^2*p*r+416*a^4*c^2*p *x-144*a^4*c^2*r^2+48*a^4*c^2*r*x-416*a^4*c^2*x^2-168*a^4*c*g^3-752*a^4*c*g^2*p -344*a^4*c*g^2*q-656*a^4*c*g^2*r+2128*a^4*c*g^2*x-680*a^4*c*g*p^2-544*a^4*c*g*p *q-1136*a^4*c*g*p*r+4720*a^4*c*g*p*x-88*a^4*c*g*q^2-432*a^4*c*g*q*r+2512*a^4*c* g*q*x-464*a^4*c*g*r^2+4440*a^4*c*g*r*x-2328*a^4*c*g*x^2-80*a^4*c*p^3-24*a^4*c*p ^2*q-208*a^4*c*p^2*r+336*a^4*c*p^2*x-48*a^4*c*p*q*r+176*a^4*c*p*q*x-176*a^4*c*p *r^2+512*a^4*c*p*r*x-336*a^4*c*p*x^2-24*a^4*c*q*r^2+40*a^4*c*q*r*x-176*a^4*c*q* x^2-48*a^4*c*r^3+208*a^4*c*r^2*x-336*a^4*c*r*x^2-128*a^4*g^3*p-60*a^4*g^3*q-128 *a^4*g^3*r-280*a^4*g^2*p^2-256*a^4*g^2*p*q-480*a^4*g^2*p*r+1632*a^4*g^2*p*x-40* a^4*g^2*q^2-216*a^4*g^2*q*r+888*a^4*g^2*q*x-200*a^4*g^2*r^2+1852*a^4*g^2*r*x-\ 152*a^4*g*p^3-180*a^4*g*p^2*q-360*a^4*g*p^2*r+1440*a^4*g*p^2*x-64*a^4*g*p*q^2-\ 272*a^4*g*p*q*r+1656*a^4*g*p*q*x-272*a^4*g*p*r^2+2604*a^4*g*p*r*x-1536*a^4*g*p* x^2-4*a^4*g*q^3-48*a^4*g*q^2*r+392*a^4*g*q^2*x-96*a^4*g*q*r^2+1548*a^4*g*q*r*x-\ 1052*a^4*g*q*x^2-64*a^4*g*r^3+1096*a^4*g*r^2*x-2152*a^4*g*r*x^2-64*a^3*b^4*c-32 *a^3*b^4*p-32*a^3*b^4*r-768*a^3*b^3*c^2-512*a^3*b^3*c*g-928*a^3*b^3*c*p-192*a^3 *b^3*c*q-736*a^3*b^3*c*r+3520*a^3*b^3*c*x-368*a^3*b^3*g*p-64*a^3*b^3*g*q-368*a^ 3*b^3*g*r-224*a^3*b^3*p^2-128*a^3*b^3*p*q-320*a^3*b^3*p*r+2400*a^3*b^3*p*x-96*a ^3*b^3*q*r+864*a^3*b^3*q*x-96*a^3*b^3*r^2+2688*a^3*b^3*r*x-1920*a^3*b^2*c^3-\ 2784*a^3*b^2*c^2*g-3392*a^3*b^2*c^2*p-1152*a^3*b^2*c^2*q-2624*a^3*b^2*c^2*r+ 15680*a^3*b^2*c^2*x-960*a^3*b^2*c*g^2-3552*a^3*b^2*c*g*p-1088*a^3*b^2*c*g*q-\ 2976*a^3*b^2*c*g*r+11456*a^3*b^2*c*g*x-1792*a^3*b^2*c*p^2-1536*a^3*b^2*c*p*q-\ 2592*a^3*b^2*c*p*r+18592*a^3*b^2*c*p*x-144*a^3*b^2*c*q^2-1152*a^3*b^2*c*q*r+ 8928*a^3*b^2*c*q*x-848*a^3*b^2*c*r^2+17888*a^3*b^2*c*r*x-10576*a^3*b^2*c*x^2-\ 744*a^3*b^2*g^2*p-192*a^3*b^2*g^2*q-744*a^3*b^2*g^2*r-960*a^3*b^2*g*p^2-816*a^3 *b^2*g*p*q-1488*a^3*b^2*g*p*r+8240*a^3*b^2*g*p*x-64*a^3*b^2*g*q^2-672*a^3*b^2*g *q*r+3664*a^3*b^2*g*q*x-528*a^3*b^2*g*r^2+9496*a^3*b^2*g*r*x-336*a^3*b^2*p^3-\ 416*a^3*b^2*p^2*q-704*a^3*b^2*p^2*r+4976*a^3*b^2*p^2*x-104*a^3*b^2*p*q^2-544*a^ 3*b^2*p*q*r+5408*a^3*b^2*p*q*x-440*a^3*b^2*p*r^2+8672*a^3*b^2*p*r*x-6712*a^3*b^ 2*p*x^2-72*a^3*b^2*q^2*r+1008*a^3*b^2*q^2*x-144*a^3*b^2*q*r^2+5064*a^3*b^2*q*r* x-4288*a^3*b^2*q*x^2-72*a^3*b^2*r^3+3336*a^3*b^2*r^2*x-9560*a^3*b^2*r*x^2-1280* a^3*b*c^4-3360*a^3*b*c^3*g-2880*a^3*b*c^3*p-1280*a^3*b*c^3*q-2240*a^3*b*c^3*r+ 15040*a^3*b*c^3*x-2640*a^3*b*c^2*g^2-5936*a^3*b*c^2*g*p-2416*a^3*b*c^2*g*q-4752 *a^3*b*c^2*g*r+26464*a^3*b*c^2*g*x-2368*a^3*b*c^2*p^2-2432*a^3*b*c^2*p*q-3584*a ^3*b*c^2*p*r+25760*a^3*b*c^2*p*x-384*a^3*b*c^2*q^2-1856*a^3*b*c^2*q*r+14112*a^3 *b*c^2*q*x-1280*a^3*b*c^2*r^2+23200*a^3*b*c^2*r*x-20272*a^3*b*c^2*x^2-640*a^3*b *c*g^3-3360*a^3*b*c*g^2*p-1256*a^3*b*c*g^2*q-2880*a^3*b*c*g^2*r+10400*a^3*b*c*g ^2*x-3296*a^3*b*c*g*p^2-3280*a^3*b*c*g*p*q-5072*a^3*b*c*g*p*r+32288*a^3*b*c*g*p *x-448*a^3*b*c*g*q^2-2592*a^3*b*c*g*q*r+16848*a^3*b*c*g*q*x-1840*a^3*b*c*g*r^2+ 31456*a^3*b*c*g*r*x-17544*a^3*b*c*g*x^2-904*a^3*b*c*p^3-1352*a^3*b*c*p^2*q-2008 *a^3*b*c*p^2*r+13504*a^3*b*c*p^2*x-536*a^3*b*c*p*q^2-1904*a^3*b*c*p*q*r+16144*a ^3*b*c*p*q*x-1392*a^3*b*c*p*r^2+22688*a^3*b*c*p*r*x-21272*a^3*b*c*p*x^2-32*a^3* b*c*q^3-392*a^3*b*c*q^2*r+3904*a^3*b*c*q^2*x-600*a^3*b*c*q*r^2+14400*a^3*b*c*q* r*x-14792*a^3*b*c*q*x^2-288*a^3*b*c*r^3+8648*a^3*b*c*r^2*x-24920*a^3*b*c*r*x^2+ 2624*a^3*b*c*x^3-492*a^3*b*g^3*p-160*a^3*b*g^3*q-492*a^3*b*g^3*r-960*a^3*b*g^2* p^2-960*a^3*b*g^2*p*q-1560*a^3*b*g^2*p*r+7688*a^3*b*g^2*p*x-112*a^3*b*g^2*q^2-\ 816*a^3*b*g^2*q*r+3760*a^3*b*g^2*q*x-600*a^3*b*g^2*r^2+8864*a^3*b*g^2*r*x-644*a ^3*b*g*p^3-932*a^3*b*g*p^2*q-1444*a^3*b*g*p^2*r+8856*a^3*b*g*p^2*x-340*a^3*b*g* p*q^2-1336*a^3*b*g*p*q*r+10360*a^3*b*g*p*q*x-1008*a^3*b*g*p*r^2+15756*a^3*b*g*p *r*x-11292*a^3*b*g*p*x^2-16*a^3*b*g*q^3-260*a^3*b*g*q^2*r+2336*a^3*b*g*q^2*x-\ 428*a^3*b*g*q*r^2+9960*a^3*b*g*q*r*x-7396*a^3*b*g*q*x^2-208*a^3*b*g*r^3+6360*a^ 3*b*g*r^2*x-15988*a^3*b*g*r*x^2-128*a^3*b*p^4-256*a^3*b*p^3*q-368*a^3*b*p^3*r+ 2232*a^3*b*p^3*x-152*a^3*b*p^2*q^2-520*a^3*b*p^2*q*r+4216*a^3*b*p^2*q*x-368*a^3 *b*p^2*r^2+5440*a^3*b*p^2*r*x-4992*a^3*b*p^2*x^2-24*a^3*b*p*q^3-192*a^3*b*p*q^2 *r+2272*a^3*b*p*q^2*x-312*a^3*b*p*q*r^2+6908*a^3*b*p*q*r*x-7600*a^3*b*p*q*x^2-\ 144*a^3*b*p*r^3+4012*a^3*b*p*r^2*x-10760*a^3*b*p*r*x^2+1312*a^3*b*p*x^3-16*a^3* b*q^3*r+288*a^3*b*q^3*x-48*a^3*b*q^2*r^2+1968*a^3*b*q^2*r*x-2608*a^3*b*q^2*x^2-\ 48*a^3*b*q*r^3+2436*a^3*b*q*r^2*x-8704*a^3*b*q*r*x^2+1312*a^3*b*q*x^3-16*a^3*b* r^4+840*a^3*b*r^3*x-4700*a^3*b*r^2*x^2+2568*a^3*b*r*x^3-640*a^3*c^4*g-1200*a^3* c^3*g^2-1440*a^3*c^3*g*p-640*a^3*c^3*g*q-1120*a^3*c^3*g*r+7520*a^3*c^3*g*x-240* a^3*c^3*p^2-480*a^3*c^3*p*r+1408*a^3*c^3*p*x-240*a^3*c^3*r^2+416*a^3*c^3*r*x-\ 1904*a^3*c^3*x^2-720*a^3*c^2*g^3-2120*a^3*c^2*g^2*p-920*a^3*c^2*g^2*q-1720*a^3* c^2*g^2*r+9312*a^3*c^2*g^2*x-1536*a^3*c^2*g*p^2-1216*a^3*c^2*g*p*q-2496*a^3*c^2 *g*p*r+14272*a^3*c^2*g*p*x-192*a^3*c^2*g*q^2-928*a^3*c^2*g*q*r+7056*a^3*c^2*g*q *x-992*a^3*c^2*g*r^2+11896*a^3*c^2*g*r*x-11776*a^3*c^2*g*x^2-264*a^3*c^2*p^3-72 *a^3*c^2*p^2*q-680*a^3*c^2*p^2*r+1952*a^3*c^2*p^2*x-144*a^3*c^2*p*q*r+784*a^3*c ^2*p*q*x-568*a^3*c^2*p*r^2+2656*a^3*c^2*p*r*x-3064*a^3*c^2*p*x^2-72*a^3*c^2*q*r ^2+232*a^3*c^2*q*r*x-1184*a^3*c^2*q*x^2-152*a^3*c^2*r^3+992*a^3*c^2*r^2*x-2352* a^3*c^2*r*x^2+576*a^3*c^2*x^3-140*a^3*c*g^4-908*a^3*c*g^3*p-380*a^3*c*g^3*q-788 *a^3*c*g^3*r+2776*a^3*c*g^3*x-1364*a^3*c*g^2*p^2-1256*a^3*c*g^2*p*q-2216*a^3*c* g^2*p*r+11840*a^3*c*g^2*p*x-188*a^3*c*g^2*q^2-1008*a^3*c*g^2*q*r+6192*a^3*c*g^2 *q*x-872*a^3*c*g^2*r^2+11252*a^3*c*g^2*r*x-6472*a^3*c*g^2*x^2-716*a^3*c*g*p^3-\ 756*a^3*c*g*p^2*q-1692*a^3*c*g*p^2*r+8288*a^3*c*g*p^2*x-268*a^3*c*g*p*q^2-1112* a^3*c*g*p*q*r+8760*a^3*c*g*p*q*x-1280*a^3*c*g*p*r^2+13528*a^3*c*g*p*r*x-12728*a ^3*c*g*p*x^2-16*a^3*c*g*q^3-196*a^3*c*g*q^2*r+1952*a^3*c*g*q^2*x-380*a^3*c*g*q* r^2+7384*a^3*c*g*q*r*x-8284*a^3*c*g*q*x^2-304*a^3*c*g*r^3+5164*a^3*c*g*r^2*x-\ 14196*a^3*c*g*r*x^2+1600*a^3*c*g*x^3-72*a^3*c*p^4-40*a^3*c*p^3*q-224*a^3*c*p^3* r+624*a^3*c*p^3*x-96*a^3*c*p^2*q*r+560*a^3*c*p^2*q*x-248*a^3*c*p^2*r^2+1460*a^3 *c*p^2*r*x-1056*a^3*c*p^2*x^2+72*a^3*c*p*q^2*x-72*a^3*c*p*q*r^2+736*a^3*c*p*q*r *x-1068*a^3*c*p*q*x^2-112*a^3*c*p*r^3+1180*a^3*c*p*r^2*x-1840*a^3*c*p*r*x^2+288 *a^3*c*p*x^3+20*a^3*c*q^2*r*x-148*a^3*c*q^2*x^2-16*a^3*c*q*r^3+288*a^3*c*q*r^2* x-792*a^3*c*q*r*x^2+288*a^3*c*q*x^3-16*a^3*c*r^4+336*a^3*c*r^3*x-644*a^3*c*r^2* x^2+568*a^3*c*r*x^3-104*a^3*g^4*p-40*a^3*g^4*q-104*a^3*g^4*r-292*a^3*g^3*p^2-\ 292*a^3*g^3*p*q-496*a^3*g^3*p*r+2084*a^3*g^3*p*x-40*a^3*g^3*q^2-252*a^3*g^3*q*r +1072*a^3*g^3*q*x-204*a^3*g^3*r^2+2370*a^3*g^3*r*x-304*a^3*g^2*p^3-384*a^3*g^2* p^2*q-720*a^3*g^2*p^2*r+3464*a^3*g^2*p^2*x-144*a^3*g^2*p*q^2-576*a^3*g^2*p*q*r+ 3976*a^3*g^2*p*q*x-544*a^3*g^2*p*r^2+6138*a^3*g^2*p*r*x-4248*a^3*g^2*p*x^2-8*a^ 3*g^2*q^3-112*a^3*g^2*q^2*r+916*a^3*g^2*q^2*x-200*a^3*g^2*q*r^2+3748*a^3*g^2*q* r*x-2774*a^3*g^2*q*x^2-128*a^3*g^2*r^3+2518*a^3*g^2*r^2*x-5884*a^3*g^2*r*x^2-\ 100*a^3*g*p^4-148*a^3*g*p^3*q-296*a^3*g*p^3*r+1428*a^3*g*p^3*x-76*a^3*g*p^2*q^2 -308*a^3*g*p^2*q*r+2388*a^3*g*p^2*q*x-308*a^3*g*p^2*r^2+3450*a^3*g*p^2*r*x-3024 *a^3*g*p^2*x^2-12*a^3*g*p*q^3-96*a^3*g*p*q^2*r+1172*a^3*g*p*q^2*x-192*a^3*g*p*q *r^2+3822*a^3*g*p*q*r*x-4334*a^3*g*p*q*x^2-128*a^3*g*p*r^3+2596*a^3*g*p*r^2*x-\ 6300*a^3*g*p*r*x^2+800*a^3*g*p*x^3-8*a^3*g*q^3*r+144*a^3*g*q^3*x-24*a^3*g*q^2*r ^2+994*a^3*g*q^2*r*x-1378*a^3*g*q^2*x^2-32*a^3*g*q*r^3+1362*a^3*g*q*r^2*x-4748* a^3*g*q*r*x^2+800*a^3*g*q*x^3-16*a^3*g*r^4+588*a^3*g*r^3*x-2672*a^3*g*r^2*x^2+ 1568*a^3*g*r*x^3-192*a^2*b^4*c^2-128*a^2*b^4*c*g-224*a^2*b^4*c*p-160*a^2*b^4*c* r+1280*a^2*b^4*c*x-96*a^2*b^4*g*p-96*a^2*b^4*g*r-32*a^2*b^4*p^2-32*a^2*b^4*p*r+ 768*a^2*b^4*p*x+128*a^2*b^4*q*x+816*a^2*b^4*r*x-1152*a^2*b^3*c^3-1600*a^2*b^3*c ^2*g-2016*a^2*b^3*c^2*p-384*a^2*b^3*c^2*q-1440*a^2*b^3*c^2*r+10944*a^2*b^3*c^2* x-528*a^2*b^3*c*g^2-2064*a^2*b^3*c*g*p-320*a^2*b^3*c*g*q-1648*a^2*b^3*c*g*r+ 7872*a^2*b^3*c*g*x-912*a^2*b^3*c*p^2-512*a^2*b^3*c*p*q-1120*a^2*b^3*c*p*r+11808 *a^2*b^3*c*p*x-352*a^2*b^3*c*q*r+4416*a^2*b^3*c*q*x-256*a^2*b^3*c*r^2+10752*a^2 *b^3*c*r*x-8432*a^2*b^3*c*x^2-432*a^2*b^3*g^2*p-40*a^2*b^3*g^2*q-432*a^2*b^3*g^ 2*r-480*a^2*b^3*g*p^2-272*a^2*b^3*g*p*q-656*a^2*b^3*g*p*r+5248*a^2*b^3*g*p*x-\ 224*a^2*b^3*g*q*r+1712*a^2*b^3*g*q*x-176*a^2*b^3*g*r^2+5984*a^2*b^3*g*r*x-128*a ^2*b^3*p^3-104*a^2*b^3*p^2*q-224*a^2*b^3*p^2*r+2880*a^2*b^3*p^2*x-96*a^2*b^3*p* q*r+2528*a^2*b^3*p*q*x-96*a^2*b^3*p*r^2+4560*a^2*b^3*p*r*x-5216*a^2*b^3*p*x^2+ 224*a^2*b^3*q^2*x+2264*a^2*b^3*q*r*x-2792*a^2*b^3*q*x^2+1464*a^2*b^3*r^2*x-7216 *a^2*b^3*r*x^2-1920*a^2*b^2*c^4-4352*a^2*b^2*c^3*g-4288*a^2*b^2*c^3*p-1408*a^2* b^2*c^3*q-3136*a^2*b^2*c^3*r+24384*a^2*b^2*c^3*x-3088*a^2*b^2*c^2*g^2-7792*a^2* b^2*c^2*g*p-2240*a^2*b^2*c^2*g*q-5968*a^2*b^2*c^2*g*r+37504*a^2*b^2*c^2*g*x-\ 3024*a^2*b^2*c^2*p^2-2688*a^2*b^2*c^2*p*q-4032*a^2*b^2*c^2*p*r+38048*a^2*b^2*c^ 2*p*x-240*a^2*b^2*c^2*q^2-1920*a^2*b^2*c^2*q*r+18688*a^2*b^2*c^2*q*x-1152*a^2*b ^2*c^2*r^2+33424*a^2*b^2*c^2*r*x-34368*a^2*b^2*c^2*x^2-696*a^2*b^2*c*g^3-4080*a ^2*b^2*c*g^2*p-976*a^2*b^2*c*g^2*q-3408*a^2*b^2*c*g^2*r+13536*a^2*b^2*c*g^2*x-\ 3808*a^2*b^2*c*g*p^2-3184*a^2*b^2*c*g*p*q-5280*a^2*b^2*c*g*p*r+42704*a^2*b^2*c* g*p*x-224*a^2*b^2*c*g*q^2-2432*a^2*b^2*c*g*q*r+19536*a^2*b^2*c*g*q*x-1592*a^2*b ^2*c*g*r^2+41096*a^2*b^2*c*g*r*x-26688*a^2*b^2*c*g*x^2-952*a^2*b^2*c*p^3-1328*a ^2*b^2*c*p^2*q-1864*a^2*b^2*c*p^2*r+18416*a^2*b^2*c*p^2*x-344*a^2*b^2*c*p*q^2-\ 1600*a^2*b^2*c*p*q*r+19984*a^2*b^2*c*p*q*x-1056*a^2*b^2*c*p*r^2+29136*a^2*b^2*c *p*r*x-35120*a^2*b^2*c*p*x^2-232*a^2*b^2*c*q^2*r+3712*a^2*b^2*c*q^2*x-352*a^2*b ^2*c*q*r^2+17056*a^2*b^2*c*q*r*x-22480*a^2*b^2*c*q*x^2-144*a^2*b^2*c*r^3+9744*a ^2*b^2*c*r^2*x-40320*a^2*b^2*c*r*x^2+5248*a^2*b^2*c*x^3-584*a^2*b^2*g^3*p-92*a^ 2*b^2*g^3*q-584*a^2*b^2*g^3*r-1032*a^2*b^2*g^2*p^2-840*a^2*b^2*g^2*p*q-1536*a^2 *b^2*g^2*p*r+9504*a^2*b^2*g^2*p*x-40*a^2*b^2*g^2*q^2-720*a^2*b^2*g^2*q*r+3864*a ^2*b^2*g^2*q*x-504*a^2*b^2*g^2*r^2+11100*a^2*b^2*g^2*r*x-612*a^2*b^2*g*p^3-820* a^2*b^2*g*p^2*q-1244*a^2*b^2*g*p^2*r+10896*a^2*b^2*g*p^2*x-200*a^2*b^2*g*p*q^2-\ 1040*a^2*b^2*g*p*q*r+11576*a^2*b^2*g*p*q*x-740*a^2*b^2*g*p*r^2+18572*a^2*b^2*g* p*r*x-16756*a^2*b^2*g*p*x^2-152*a^2*b^2*g*q^2*r+1960*a^2*b^2*g*q^2*x-248*a^2*b^ 2*g*q*r^2+10964*a^2*b^2*g*q*r*x-9932*a^2*b^2*g*q*x^2-108*a^2*b^2*g*r^3+6816*a^2 *b^2*g*r^2*x-23580*a^2*b^2*g*r*x^2-128*a^2*b^2*p^4-208*a^2*b^2*p^3*q-328*a^2*b^ 2*p^3*r+2912*a^2*b^2*p^3*x-80*a^2*b^2*p^2*q^2-352*a^2*b^2*p^2*q*r+4880*a^2*b^2* p^2*q*x-272*a^2*b^2*p^2*r^2+6512*a^2*b^2*p^2*r*x-8192*a^2*b^2*p^2*x^2-72*a^2*b^ 2*p*q^2*r+2096*a^2*b^2*p*q^2*x-144*a^2*b^2*p*q*r^2+7248*a^2*b^2*p*q*r*x-11616*a ^2*b^2*p*q*x^2-72*a^2*b^2*p*r^3+4104*a^2*b^2*p*r^2*x-17104*a^2*b^2*p*r*x^2+2624 *a^2*b^2*p*x^3+128*a^2*b^2*q^3*x+1736*a^2*b^2*q^2*r*x-3424*a^2*b^2*q^2*x^2+2016 *a^2*b^2*q*r^2*x-12992*a^2*b^2*q*r*x^2+2624*a^2*b^2*q*x^3+576*a^2*b^2*r^3*x-\ 6984*a^2*b^2*r^2*x^2+5136*a^2*b^2*r*x^3-960*a^2*b*c^5-3488*a^2*b*c^4*g-2560*a^2 *b*c^4*p-1120*a^2*b*c^4*q-1920*a^2*b*c^4*r+15488*a^2*b*c^4*x-4240*a^2*b*c^3*g^2 -7808*a^2*b*c^3*g*p-3056*a^2*b*c^3*g*q-5952*a^2*b*c^3*g*r+42752*a^2*b*c^3*g*x-\ 2480*a^2*b*c^3*p^2-2688*a^2*b*c^3*p*q-3552*a^2*b*c^3*p*r+32320*a^2*b*c^3*p*x-\ 416*a^2*b*c^3*q^2-1984*a^2*b*c^3*q*r+18080*a^2*b*c^3*q*x-1168*a^2*b*c^3*r^2+ 27632*a^2*b*c^3*r*x-33392*a^2*b*c^3*x^2-2104*a^2*b*c^2*g^3-7568*a^2*b*c^2*g^2*p -2648*a^2*b*c^2*g^2*q-6000*a^2*b*c^2*g^2*r+34960*a^2*b*c^2*g^2*x-5800*a^2*b*c^2 *g*p^2-5920*a^2*b*c^2*g*p*q-8352*a^2*b*c^2*g*p*r+69680*a^2*b*c^2*g*p*x-768*a^2* b*c^2*g*q^2-4480*a^2*b*c^2*g*q*r+36944*a^2*b*c^2*g*q*x-2752*a^2*b*c^2*g*r^2+ 62432*a^2*b*c^2*g*r*x-60416*a^2*b*c^2*g*x^2-1256*a^2*b*c^2*p^3-2008*a^2*b*c^2*p ^2*q-2680*a^2*b*c^2*p^2*r+23680*a^2*b*c^2*p^2*x-840*a^2*b*c^2*p*q^2-2672*a^2*b* c^2*p*q*r+28320*a^2*b*c^2*p*q*x-1760*a^2*b*c^2*p*r^2+37208*a^2*b*c^2*p*r*x-\ 48048*a^2*b*c^2*p*x^2-48*a^2*b*c^2*q^3-600*a^2*b*c^2*q^2*r+6896*a^2*b*c^2*q^2*x -760*a^2*b*c^2*q*r^2+23984*a^2*b*c^2*q*r*x-32856*a^2*b*c^2*q*x^2-336*a^2*b*c^2* r^3+12976*a^2*b*c^2*r^2*x-50056*a^2*b*c^2*r*x^2+9856*a^2*b*c^2*x^3-368*a^2*b*c* g^4-2760*a^2*b*c*g^3*p-828*a^2*b*c*g^3*q-2360*a^2*b*c*g^3*r+8728*a^2*b*c*g^3*x-\ 3848*a^2*b*c*g^2*p^2-3792*a^2*b*c*g^2*p*q-5696*a^2*b*c*g^2*p*r+41200*a^2*b*c*g^ 2*p*x-404*a^2*b*c*g^2*q^2-3024*a^2*b*c*g^2*q*r+20632*a^2*b*c*g^2*q*x-1936*a^2*b *c*g^2*r^2+40284*a^2*b*c*g^2*r*x-24504*a^2*b*c*g^2*x^2-1972*a^2*b*c*g*p^3-3064* a^2*b*c*g*p^2*q-4220*a^2*b*c*g*p^2*r+34976*a^2*b*c*g*p^2*x-1148*a^2*b*c*g*p*q^2 -4120*a^2*b*c*g*p*q*r+40768*a^2*b*c*g*p*q*x-2776*a^2*b*c*g*p*r^2+57104*a^2*b*c* g*p*r*x-62772*a^2*b*c*g*p*x^2-48*a^2*b*c*g*q^3-852*a^2*b*c*g*q^2*r+9160*a^2*b*c *g*q^2*x-1180*a^2*b*c*g*q*r^2+36136*a^2*b*c*g*q*r*x-41528*a^2*b*c*g*q*x^2-528*a ^2*b*c*g*r^3+20636*a^2*b*c*g*r^2*x-72312*a^2*b*c*g*r*x^2+8864*a^2*b*c*g*x^3-340 *a^2*b*c*p^4-664*a^2*b*c*p^3*q-952*a^2*b*c*p^3*r+7456*a^2*b*c*p^3*x-436*a^2*b*c *p^2*q^2-1288*a^2*b*c*p^2*q*r+13752*a^2*b*c*p^2*q*x-916*a^2*b*c*p^2*r^2+16876*a ^2*b*c*p^2*r*x-21280*a^2*b*c*p^2*x^2-72*a^2*b*c*p*q^3-520*a^2*b*c*p*q^2*r+7360* a^2*b*c*p*q^2*x-720*a^2*b*c*p*q*r^2+21100*a^2*b*c*p*q*r*x-31500*a^2*b*c*p*q*x^2 -336*a^2*b*c*p*r^3+11440*a^2*b*c*p*r^2*x-41348*a^2*b*c*p*r*x^2+8160*a^2*b*c*p*x ^3-48*a^2*b*c*q^3*r+912*a^2*b*c*q^3*x-112*a^2*b*c*q^2*r^2+6080*a^2*b*c*q^2*r*x-\ 10356*a^2*b*c*q^2*x^2-96*a^2*b*c*q*r^3+6732*a^2*b*c*q*r^2*x-32548*a^2*b*c*q*r*x ^2+8160*a^2*b*c*q*x^3-32*a^2*b*c*r^4+2148*a^2*b*c*r^3*x-16228*a^2*b*c*r^2*x^2+ 12600*a^2*b*c*r*x^3-304*a^2*b*g^4*p-64*a^2*b*g^4*q-304*a^2*b*g^4*r-724*a^2*b*g^ 3*p^2-708*a^2*b*g^3*p*q-1136*a^2*b*g^3*p*r+6312*a^2*b*g^3*p*x-56*a^2*b*g^3*q^2-\ 620*a^2*b*g^3*q*r+2864*a^2*b*g^3*q*x-412*a^2*b*g^3*r^2+7392*a^2*b*g^3*r*x-664*a ^2*b*g^2*p^3-1022*a^2*b*g^2*p^2*q-1456*a^2*b*g^2*p^2*r+10864*a^2*b*g^2*p^2*x-\ 356*a^2*b*g^2*p*q^2-1420*a^2*b*g^2*p*q*r+12472*a^2*b*g^2*p*q*x-984*a^2*b*g^2*p* r^2+18976*a^2*b*g^2*p*r*x-15634*a^2*b*g^2*p*x^2-10*a^2*b*g^2*q^3-284*a^2*b*g^2* q^2*r+2596*a^2*b*g^2*q^2*x-422*a^2*b*g^2*q*r^2+12074*a^2*b*g^2*q*r*x-9644*a^2*b *g^2*q*x^2-192*a^2*b*g^2*r^3+7368*a^2*b*g^2*r^2*x-21930*a^2*b*g^2*r*x^2-272*a^2 *b*g*p^4-516*a^2*b*g*p^3*q-760*a^2*b*g*p^3*r+5640*a^2*b*g*p^3*x-308*a^2*b*g*p^2 *q^2-1004*a^2*b*g*p^2*q*r+10220*a^2*b*g*p^2*q*x-728*a^2*b*g*p^2*r^2+13144*a^2*b *g*p^2*r*x-14754*a^2*b*g*p^2*x^2-44*a^2*b*g*p*q^3-372*a^2*b*g*p*q^2*r+5232*a^2* b*g*p*q^2*x-560*a^2*b*g*p*q*r^2+16214*a^2*b*g*p*q*r*x-21510*a^2*b*g*p*q*x^2-264 *a^2*b*g*p*r^3+9124*a^2*b*g*p*r^2*x-31030*a^2*b*g*p*r*x^2+4432*a^2*b*g*p*x^3-32 *a^2*b*g*q^3*r+576*a^2*b*g*q^3*x-80*a^2*b*g*q^2*r^2+4564*a^2*b*g*q^2*r*x-6824*a ^2*b*g*q^2*x^2-72*a^2*b*g*q*r^3+5346*a^2*b*g*q*r^2*x-24402*a^2*b*g*q*r*x^2+4432 *a^2*b*g*q*x^3-24*a^2*b*g*r^4+1716*a^2*b*g*r^3*x-13128*a^2*b*g*r^2*x^2+8680*a^2 *b*g*r*x^3-36*a^2*b*p^5-90*a^2*b*p^4*q-124*a^2*b*p^4*r+852*a^2*b*p^4*x-72*a^2*b *p^3*q^2-228*a^2*b*p^3*q*r+2168*a^2*b*p^3*q*x-156*a^2*b*p^3*r^2+2542*a^2*b*p^3* r*x-2940*a^2*b*p^3*x^2-18*a^2*b*p^2*q^3-120*a^2*b*p^2*q^2*r+1804*a^2*b*p^2*q^2* x-186*a^2*b*p^2*q*r^2+4730*a^2*b*p^2*q*r*x-6894*a^2*b*p^2*q*x^2-84*a^2*b*p^2*r^ 3+2554*a^2*b*p^2*r^2*x-8124*a^2*b*p^2*r*x^2+1616*a^2*b*p^2*x^3-16*a^2*b*p*q^3*r +512*a^2*b*p*q^3*x-48*a^2*b*p*q^2*r^2+2592*a^2*b*p*q^2*r*x-4968*a^2*b*p*q^2*x^2 -48*a^2*b*p*q*r^3+2868*a^2*b*p*q*r^2*x-13052*a^2*b*p*q*r*x^2+3232*a^2*b*p*q*x^3 -16*a^2*b*p*r^4+948*a^2*b*p*r^3*x-6002*a^2*b*p*r^2*x^2+4548*a^2*b*p*r*x^3+24*a^ 2*b*q^4*x+404*a^2*b*q^3*r*x-1014*a^2*b*q^3*x^2+660*a^2*b*q^2*r^2*x-4928*a^2*b*q ^2*r*x^2+1616*a^2*b*q^2*x^3+378*a^2*b*q*r^3*x-4638*a^2*b*q*r^2*x^2+4548*a^2*b*q *r*x^3+84*a^2*b*r^4*x-1068*a^2*b*r^3*x^2+2136*a^2*b*r^2*x^3-480*a^2*c^5*g-1264* a^2*c^4*g^2-1280*a^2*c^4*g*p-560*a^2*c^4*g*q-960*a^2*c^4*g*r+7744*a^2*c^4*g*x-\ 176*a^2*c^4*p^2-352*a^2*c^4*p*r+1568*a^2*c^4*p*x-176*a^2*c^4*r^2+560*a^2*c^4*r* x-2688*a^2*c^4*x^2-1176*a^2*c^3*g^3-2832*a^2*c^3*g^2*p-1176*a^2*c^3*g^2*q-2192* a^2*c^3*g^2*r+15280*a^2*c^3*g^2*x-1624*a^2*c^3*g*p^2-1344*a^2*c^3*g*p*q-2544*a^ 2*c^3*g*p*r+18720*a^2*c^3*g*p*x-208*a^2*c^3*g*q^2-992*a^2*c^3*g*q*r+9040*a^2*c^ 3*g*q*x-968*a^2*c^3*g*r^2+14632*a^2*c^3*g*r*x-20456*a^2*c^3*g*x^2-288*a^2*c^3*p ^3-72*a^2*c^3*p^2*q-736*a^2*c^3*p^2*r+3056*a^2*c^3*p^2*x-144*a^2*c^3*p*q*r+1040 *a^2*c^3*p*q*x-608*a^2*c^3*p*r^2+3904*a^2*c^3*p*r*x-6288*a^2*c^3*p*x^2-72*a^2*c ^3*q*r^2+344*a^2*c^3*q*r*x-2064*a^2*c^3*q*x^2-160*a^2*c^3*r^3+1384*a^2*c^3*r^2* x-4360*a^2*c^3*r*x^2+1728*a^2*c^3*x^3-468*a^2*c^2*g^4-2088*a^2*c^2*g^3*p-812*a^ 2*c^2*g^3*q-1688*a^2*c^2*g^3*r+9472*a^2*c^2*g^3*x-2424*a^2*c^2*g^2*p^2-2288*a^2 *c^2*g^2*p*q-3728*a^2*c^2*g^2*p*r+26624*a^2*c^2*g^2*p*x-324*a^2*c^2*g^2*q^2-\ 1760*a^2*c^2*g^2*q*r+13800*a^2*c^2*g^2*q*x-1368*a^2*c^2*g^2*r^2+23188*a^2*c^2*g ^2*r*x-23232*a^2*c^2*g^2*x^2-1104*a^2*c^2*g*p^3-1140*a^2*c^2*g*p^2*q-2576*a^2*c ^2*g*p^2*r+15856*a^2*c^2*g*p^2*x-420*a^2*c^2*g*p*q^2-1608*a^2*c^2*g*p*q*r+15696 *a^2*c^2*g*p*q*x-1924*a^2*c^2*g*p*r^2+23968*a^2*c^2*g*p*r*x-31092*a^2*c^2*g*p*x ^2-24*a^2*c^2*g*q^3-300*a^2*c^2*g*q^2*r+3448*a^2*c^2*g*q^2*x-516*a^2*c^2*g*q*r^ 2+12464*a^2*c^2*g*q*r*x-18996*a^2*c^2*g*q*x^2-452*a^2*c^2*g*r^3+8440*a^2*c^2*g* r^2*x-30244*a^2*c^2*g*r*x^2+6528*a^2*c^2*g*x^3-156*a^2*c^2*p^4-80*a^2*c^2*p^3*q -480*a^2*c^2*p^3*r+1880*a^2*c^2*p^3*x-192*a^2*c^2*p^2*q*r+1424*a^2*c^2*p^2*q*x-\ 524*a^2*c^2*p^2*r^2+4016*a^2*c^2*p^2*r*x-4272*a^2*c^2*p^2*x^2+144*a^2*c^2*p*q^2 *x-144*a^2*c^2*p*q*r^2+1776*a^2*c^2*p*q*r*x-3652*a^2*c^2*p*q*x^2-232*a^2*c^2*p* r^3+2968*a^2*c^2*p*r^2*x-6588*a^2*c^2*p*r*x^2+1728*a^2*c^2*p*x^3+40*a^2*c^2*q^2 *r*x-400*a^2*c^2*q^2*x^2-32*a^2*c^2*q*r^3+672*a^2*c^2*q*r^2*x-2540*a^2*c^2*q*r* x^2+1408*a^2*c^2*q*x^3-32*a^2*c^2*r^4+780*a^2*c^2*r^3*x-2140*a^2*c^2*r^2*x^2+ 2336*a^2*c^2*r*x^3-68*a^2*c*g^5-604*a^2*c*g^4*p-210*a^2*c*g^4*q-524*a^2*c*g^4*r +1884*a^2*c*g^4*x-1168*a^2*c*g^3*p^2-1164*a^2*c*g^3*p*q-1832*a^2*c*g^3*p*r+ 11604*a^2*c*g^3*p*x-146*a^2*c*g^3*q^2-948*a^2*c*g^3*q*r+5984*a^2*c*g^3*q*x-684* a^2*c*g^3*r^2+11226*a^2*c*g^3*r*x-6838*a^2*c*g^3*x^2-992*a^2*c*g^2*p^3-1280*a^2 *c*g^2*p^2*q-2288*a^2*c*g^2*p^2*r+14464*a^2*c*g^2*p^2*x-488*a^2*c*g^2*p*q^2-\ 1820*a^2*c*g^2*p*q*r+16076*a^2*c*g^2*p*q*x-1680*a^2*c*g^2*p*r^2+23490*a^2*c*g^2 *p*r*x-24904*a^2*c*g^2*p*x^2-24*a^2*c*g^2*q^3-368*a^2*c*g^2*q^2*r+3652*a^2*c*g^ 2*q^2*x-582*a^2*c*g^2*q*r^2+13996*a^2*c*g^2*q*r*x-16092*a^2*c*g^2*q*x^2-384*a^2 *c*g^2*r^3+8716*a^2*c*g^2*r^2*x-27930*a^2*c*g^2*r*x^2+3488*a^2*c*g^2*x^3-340*a^ 2*c*g*p^4-428*a^2*c*g*p^3*q-1008*a^2*c*g*p^3*r+5468*a^2*c*g*p^3*x-218*a^2*c*g*p ^2*q^2-876*a^2*c*g*p^2*q*r+8324*a^2*c*g*p^2*q*x-1052*a^2*c*g*p^2*r^2+12336*a^2* c*g*p^2*r*x-14134*a^2*c*g*p^2*x^2-36*a^2*c*g*p*q^3-260*a^2*c*g*p*q^2*r+3848*a^2 *c*g*p*q^2*x-536*a^2*c*g*p*q*r^2+12410*a^2*c*g*p*q*r*x-18970*a^2*c*g*p*q*x^2-\ 440*a^2*c*g*p*r^3+8740*a^2*c*g*p*r^2*x-26354*a^2*c*g*p*r*x^2+5312*a^2*c*g*p*x^3 -24*a^2*c*g*q^3*r+456*a^2*c*g*q^3*x-56*a^2*c*g*q^2*r^2+3084*a^2*c*g*q^2*r*x-\ 5574*a^2*c*g*q^2*x^2-88*a^2*c*g*q*r^3+4074*a^2*c*g*q*r^2*x-18586*a^2*c*g*q*r*x^ 2+5152*a^2*c*g*q*x^3-56*a^2*c*g*r^4+1902*a^2*c*g*r^3*x-10030*a^2*c*g*r^2*x^2+ 8200*a^2*c*g*r*x^3-28*a^2*c*p^5-22*a^2*c*p^4*q-100*a^2*c*p^4*r+372*a^2*c*p^4*x-\ 60*a^2*c*p^3*q*r+452*a^2*c*p^3*q*x-132*a^2*c*p^3*r^2+1102*a^2*c*p^3*r*x-900*a^2 *c*p^3*x^2+108*a^2*c*p^2*q^2*x-54*a^2*c*p^2*q*r^2+898*a^2*c*p^2*q*r*x-1310*a^2* c*p^2*q*x^2-76*a^2*c*p^2*r^3+1198*a^2*c*p^2*r^2*x-2204*a^2*c*p^2*r*x^2+432*a^2* c*p^2*x^3+134*a^2*c*p*q^2*r*x-450*a^2*c*p*q^2*x^2-16*a^2*c*p*q*r^3+612*a^2*c*p* q*r^2*x-1964*a^2*c*p*q*r*x^2+704*a^2*c*p*q*x^3-16*a^2*c*p*r^4+552*a^2*c*p*r^3*x -1514*a^2*c*p*r^2*x^2+1168*a^2*c*p*r*x^3-12*a^2*c*q^3*x^2+60*a^2*c*q^2*r^2*x-\ 324*a^2*c*q^2*r*x^2+272*a^2*c*q^2*x^3+144*a^2*c*q*r^3*x-612*a^2*c*q*r^2*x^2+828 *a^2*c*q*r*x^3+84*a^2*c*r^4*x-300*a^2*c*r^3*x^2+456*a^2*c*r^2*x^3-54*a^2*g^5*p-\ 14*a^2*g^5*q-54*a^2*g^5*r-170*a^2*g^4*p^2-178*a^2*g^4*p*q-280*a^2*g^4*p*r+1388* a^2*g^4*p*x-18*a^2*g^4*q^2-158*a^2*g^4*q*r+672*a^2*g^4*q*x-110*a^2*g^4*r^2+1610 *a^2*g^4*r*x-234*a^2*g^3*p^3-334*a^2*g^3*p^2*q-550*a^2*g^3*p^2*r+3236*a^2*g^3*p ^2*x-128*a^2*g^3*p*q^2-492*a^2*g^3*p*q*r+3748*a^2*g^3*p*q*x-412*a^2*g^3*p*r^2+ 5673*a^2*g^3*p*r*x-4448*a^2*g^3*p*x^2-5*a^2*g^3*q^3-104*a^2*g^3*q^2*r+836*a^2*g ^3*q^2*x-164*a^2*g^3*q*r^2+3600*a^2*g^3*q*r*x-2778*a^2*g^3*q*x^2-96*a^2*g^3*r^3 +2265*a^2*g^3*r^2*x-6140*a^2*g^3*r*x^2-150*a^2*g^2*p^4-234*a^2*g^2*p^3*q-444*a^ 2*g^2*p^3*r+2492*a^2*g^2*p^3*x-134*a^2*g^2*p^2*q^2-482*a^2*g^2*p^2*q*r+4258*a^2 *g^2*p^2*q*x-462*a^2*g^2*p^2*r^2+5889*a^2*g^2*p^2*r*x-6008*a^2*g^2*p^2*x^2-22*a ^2*g^2*p*q^3-168*a^2*g^2*p*q^2*r+2140*a^2*g^2*p*q^2*x-296*a^2*g^2*p*q*r^2+6781* a^2*g^2*p*q*r*x-8548*a^2*g^2*p*q*x^2-192*a^2*g^2*p*r^3+4304*a^2*g^2*p*r^2*x-\ 12432*a^2*g^2*p*r*x^2+1744*a^2*g^2*p*x^3-16*a^2*g^2*q^3*r+256*a^2*g^2*q^3*x-40* a^2*g^2*q^2*r^2+1860*a^2*g^2*q^2*r*x-2654*a^2*g^2*q^2*x^2-48*a^2*g^2*q*r^3+2355 *a^2*g^2*q*r^2*x-9474*a^2*g^2*q*r*x^2+1744*a^2*g^2*q*x^3-24*a^2*g^2*r^4+933*a^2 *g^2*r^3*x-5241*a^2*g^2*r^2*x^2+3422*a^2*g^2*r*x^3-32*a^2*g*p^5-56*a^2*g*p^4*q-\ 112*a^2*g*p^4*r+612*a^2*g*p^4*x-36*a^2*g*p^3*q^2-144*a^2*g*p^3*q*r+1310*a^2*g*p ^3*q*x-144*a^2*g*p^3*r^2+1822*a^2*g*p^3*r*x-1920*a^2*g*p^3*x^2-9*a^2*g*p^2*q^3-\ 60*a^2*g*p^2*q^2*r+956*a^2*g*p^2*q^2*x-120*a^2*g*p^2*q*r^2+2814*a^2*g*p^2*q*r*x -4102*a^2*g*p^2*q*x^2-80*a^2*g*p^2*r^3+1876*a^2*g*p^2*r^2*x-5164*a^2*g*p^2*r*x^ 2+1024*a^2*g*p^2*x^3-8*a^2*g*p*q^3*r+256*a^2*g*p*q^3*x-24*a^2*g*p*q^2*r^2+1363* a^2*g*p*q^2*r*x-2709*a^2*g*p*q^2*x^2-32*a^2*g*p*q*r^3+1740*a^2*g*p*q*r^2*x-7508 *a^2*g*p*q*r*x^2+1968*a^2*g*p*q*x^3-16*a^2*g*p*r^4+750*a^2*g*p*r^3*x-3758*a^2*g *p*r^2*x^2+2858*a^2*g*p*r*x^3+12*a^2*g*q^4*x+202*a^2*g*q^3*r*x-513*a^2*g*q^3*x^ 2+360*a^2*g*q^2*r^2*x-2626*a^2*g*q^2*r*x^2+944*a^2*g*q^2*x^3+261*a^2*g*q*r^3*x-\ 2625*a^2*g*q*r^2*x^2+2688*a^2*g*q*r*x^3+84*a^2*g*r^4*x-684*a^2*g*r^3*x^2+1296*a ^2*g*r^2*x^3+128*a*b^5*c*x+64*a*b^5*p*x+64*a*b^5*r*x-192*a*b^4*c^3-256*a*b^4*c^ 2*g-352*a*b^4*c^2*p-224*a*b^4*c^2*r+2560*a*b^4*c^2*x-80*a*b^4*c*g^2-352*a*b^4*c *g*p-256*a*b^4*c*g*r+1984*a*b^4*c*g*x-144*a*b^4*c*p^2-128*a*b^4*c*p*r+2304*a*b^ 4*c*p*x+512*a*b^4*c*q*x+1920*a*b^4*c*r*x-2096*a*b^4*c*x^2-72*a*b^4*g^2*p-72*a*b ^4*g^2*r-80*a*b^4*g*p^2-80*a*b^4*g*p*r+1184*a*b^4*g*p*x+192*a*b^4*g*q*x+1304*a* b^4*g*r*x-8*a*b^4*p^3-8*a*b^4*p^2*r+448*a*b^4*p^2*x+256*a*b^4*p*q*x+584*a*b^4*p *r*x-1240*a*b^4*p*x^2+256*a*b^4*q*r*x-432*a*b^4*q*x^2+112*a*b^4*r^2*x-1624*a*b^ 4*r*x^2-768*a*b^3*c^4-1664*a*b^3*c^3*g-1760*a*b^3*c^3*p-320*a*b^3*c^3*q-1184*a* b^3*c^3*r+11136*a*b^3*c^3*x-1120*a*b^3*c^2*g^2-3088*a*b^3*c^2*g*p-448*a*b^3*c^2 *g*q-2192*a*b^3*c^2*g*r+17248*a*b^3*c^2*g*x-1152*a*b^3*c^2*p^2-640*a*b^3*c^2*p* q-1280*a*b^3*c^2*p*r+15264*a*b^3*c^2*p*x-416*a*b^3*c^2*q*r+6176*a*b^3*c^2*q*x-\ 224*a*b^3*c^2*r^2+12752*a*b^3*c^2*r*x-15440*a*b^3*c^2*x^2-240*a*b^3*c*g^3-1560* a*b^3*c*g^2*p-160*a*b^3*c*g^2*q-1240*a*b^3*c*g^2*r+6160*a*b^3*c*g^2*x-1440*a*b^ 3*c*g*p^2-704*a*b^3*c*g*p*q-1680*a*b^3*c*g*p*r+17888*a*b^3*c*g*p*x-512*a*b^3*c* g*q*r+6448*a*b^3*c*g*q*x-320*a*b^3*c*g*r^2+16504*a*b^3*c*g*r*x-12984*a*b^3*c*g* x^2-280*a*b^3*c*p^3-288*a*b^3*c*p^2*q-440*a*b^3*c*p^2*r+6400*a*b^3*c*p^2*x-256* a*b^3*c*p*q*r+5872*a*b^3*c*p*q*x-160*a*b^3*c*p*r^2+9288*a*b^3*c*p*r*x-14680*a*b ^3*c*p*x^2+608*a*b^3*c*q^2*x+4744*a*b^3*c*q*r*x-8200*a*b^3*c*q*x^2+2408*a*b^3*c *r^2*x-16552*a*b^3*c*r*x^2+2624*a*b^3*c*x^3-220*a*b^3*g^3*p-8*a*b^3*g^3*q-220*a *b^3*g^3*r-384*a*b^3*g^2*p^2-168*a*b^3*g^2*p*q-488*a*b^3*g^2*p*r+4008*a*b^3*g^2 *p*x-152*a*b^3*g^2*q*r+1152*a*b^3*g^2*q*x-104*a*b^3*g^2*r^2+4648*a*b^3*g^2*r*x-\ 188*a*b^3*g*p^3-184*a*b^3*g*p^2*q-316*a*b^3*g*p^2*r+4184*a*b^3*g*p^2*x-176*a*b^ 3*g*p*q*r+3736*a*b^3*g*p*q*x-128*a*b^3*g*p*r^2+6644*a*b^3*g*p*r*x-7868*a*b^3*g* p*x^2+320*a*b^3*g*q^2*x+3472*a*b^3*g*q*r*x-3972*a*b^3*g*q*x^2+2024*a*b^3*g*r^2* x-10964*a*b^3*g*r*x^2-24*a*b^3*p^4-24*a*b^3*p^3*q-48*a*b^3*p^3*r+840*a*b^3*p^3* x-24*a*b^3*p^2*q*r+1144*a*b^3*p^2*q*x-24*a*b^3*p^2*r^2+1608*a*b^3*p^2*r*x-3200* a*b^3*p^2*x^2+304*a*b^3*p*q^2*x+1412*a*b^3*p*q*r*x-4016*a*b^3*p*q*x^2+684*a*b^3 *p*r^2*x-6344*a*b^3*p*r*x^2+1312*a*b^3*p*x^3+304*a*b^3*q^2*r*x-816*a*b^3*q^2*x^ 2+172*a*b^3*q*r^2*x-4288*a*b^3*q*r*x^2+1312*a*b^3*q*x^3-48*a*b^3*r^3*x-2284*a*b ^3*r^2*x^2+2568*a*b^3*r*x^3-960*a*b^2*c^5-3040*a*b^2*c^4*g-2592*a*b^2*c^4*p-832 *a*b^2*c^4*q-1824*a*b^2*c^4*r+16512*a*b^2*c^4*x-3328*a*b^2*c^3*g^2-7008*a*b^2*c ^3*g*p-1920*a*b^2*c^3*g*q-5056*a*b^2*c^3*g*r+40864*a*b^2*c^3*g*x-2208*a*b^2*c^3 *p^2-2048*a*b^2*c^3*p*q-2720*a*b^2*c^3*p*r+29952*a*b^2*c^3*p*x-176*a*b^2*c^3*q^ 2-1408*a*b^2*c^3*q*r+15840*a*b^2*c^3*q*x-656*a*b^2*c^3*r^2+25376*a*b^2*c^3*r*x-\ 32464*a*b^2*c^3*x^2-1528*a*b^2*c^2*g^3-6200*a*b^2*c^2*g^2*p-1408*a*b^2*c^2*g^2* q-4696*a*b^2*c^2*g^2*r+30896*a*b^2*c^2*g^2*x-4824*a*b^2*c^2*g*p^2-3952*a*b^2*c^ 2*g*p*q-6112*a*b^2*c^2*g*p*r+60672*a*b^2*c^2*g*p*x-256*a*b^2*c^2*g*q^2-2848*a*b ^2*c^2*g*q*r+29152*a*b^2*c^2*g*q*x-1552*a*b^2*c^2*g*r^2+53624*a*b^2*c^2*g*r*x-\ 56512*a*b^2*c^2*g*x^2-848*a*b^2*c^2*p^3-1408*a*b^2*c^2*p^2*q-1520*a*b^2*c^2*p^2 *r+18896*a*b^2*c^2*p^2*x-376*a*b^2*c^2*p*q^2-1568*a*b^2*c^2*p*q*r+22224*a*b^2*c ^2*p*q*x-744*a*b^2*c^2*p*r^2+28528*a*b^2*c^2*p*r*x-43080*a*b^2*c^2*p*x^2-248*a* b^2*c^2*q^2*r+4368*a*b^2*c^2*q^2*x-272*a*b^2*c^2*q*r^2+18160*a*b^2*c^2*q*r*x-\ 28944*a*b^2*c^2*q*x^2-72*a*b^2*c^2*r^3+8416*a*b^2*c^2*r^2*x-45488*a*b^2*c^2*r*x ^2+9856*a*b^2*c^2*x^3-252*a*b^2*c*g^4-2136*a*b^2*c*g^3*p-360*a*b^2*c*g^3*q-1776 *a*b^2*c*g^3*r+7296*a*b^2*c*g^3*x-2992*a*b^2*c*g^2*p^2-2240*a*b^2*c*g^2*p*q-\ 3936*a*b^2*c*g^2*p*r+33960*a*b^2*c*g^2*p*x-100*a*b^2*c*g^2*q^2-1760*a*b^2*c*g^2 *q*r+14760*a*b^2*c*g^2*q*x-1052*a*b^2*c*g^2*r^2+32916*a*b^2*c*g^2*r*x-22248*a*b ^2*c*g^2*x^2-1352*a*b^2*c*g*p^3-1976*a*b^2*c*g*p^2*q-2504*a*b^2*c*g*p^2*r+27656 *a*b^2*c*g*p^2*x-440*a*b^2*c*g*p*q^2-2272*a*b^2*c*g*p*q*r+30328*a*b^2*c*g*p*q*x -1296*a*b^2*c*g*p*r^2+43504*a*b^2*c*g*p*r*x-55864*a*b^2*c*g*p*x^2-320*a*b^2*c*g *q^2*r+5272*a*b^2*c*g*q^2*x-416*a*b^2*c*g*q*r^2+26156*a*b^2*c*g*q*r*x-35148*a*b ^2*c*g*q*x^2-144*a*b^2*c*g*r^3+13788*a*b^2*c*g*r^2*x-64668*a*b^2*c*g*r*x^2+8864 *a*b^2*c*g*x^3-172*a*b^2*c*p^4-368*a*b^2*c*p^3*q-416*a*b^2*c*p^3*r+5168*a*b^2*c *p^3*x-180*a*b^2*c*p^2*q^2-576*a*b^2*c*p^2*q*r+9280*a*b^2*c*p^2*q*x-316*a*b^2*c *p^2*r^2+10756*a*b^2*c*p^2*r*x-18012*a*b^2*c*p^2*x^2-160*a*b^2*c*p*q^2*r+4296*a *b^2*c*p*q^2*x-208*a*b^2*c*p*q*r^2+13048*a*b^2*c*p*q*r*x-25764*a*b^2*c*p*q*x^2-\ 72*a*b^2*c*p*r^3+5892*a*b^2*c*p*r^2*x-34376*a*b^2*c*p*r*x^2+8160*a*b^2*c*p*x^3+ 288*a*b^2*c*q^3*x+3444*a*b^2*c*q^2*r*x-7616*a*b^2*c*q^2*x^2+3064*a*b^2*c*q*r^2* x-26512*a*b^2*c*q*r*x^2+8160*a*b^2*c*q*x^3+516*a*b^2*c*r^3*x-12572*a*b^2*c*r^2* x^2+12600*a*b^2*c*r*x^3-232*a*b^2*g^4*p-16*a*b^2*g^4*q-232*a*b^2*g^4*r-540*a*b^ 2*g^3*p^2-376*a*b^2*g^3*p*q-760*a*b^2*g^3*p*r+4996*a*b^2*g^3*p*x-8*a*b^2*g^3*q^ 2-344*a*b^2*g^3*q*r+1824*a*b^2*g^3*q*x-220*a*b^2*g^3*r^2+5938*a*b^2*g^3*r*x-438 *a*b^2*g^2*p^3-604*a*b^2*g^2*p^2*q-842*a*b^2*g^2*p^2*r+8364*a*b^2*g^2*p^2*x-114 *a*b^2*g^2*p*q^2-728*a*b^2*g^2*p*q*r+8752*a*b^2*g^2*p*q*x-458*a*b^2*g^2*p*r^2+ 14168*a*b^2*g^2*p*r*x-13732*a*b^2*g^2*p*x^2-98*a*b^2*g^2*q^2*r+1296*a*b^2*g^2*q ^2*x-140*a*b^2*g^2*q*r^2+8410*a*b^2*g^2*q*r*x-7742*a*b^2*g^2*q*x^2-54*a*b^2*g^2 *r^3+4944*a*b^2*g^2*r^2*x-19416*a*b^2*g^2*r*x^2-148*a*b^2*g*p^4-280*a*b^2*g*p^3 *q-368*a*b^2*g*p^3*r+4016*a*b^2*g*p^3*x-124*a*b^2*g*p^2*q^2-456*a*b^2*g*p^2*q*r +6936*a*b^2*g*p^2*q*x-292*a*b^2*g*p^2*r^2+8728*a*b^2*g*p^2*r*x-12640*a*b^2*g*p^ 2*x^2-116*a*b^2*g*p*q^2*r+3044*a*b^2*g*p*q^2*x-176*a*b^2*g*p*q*r^2+10240*a*b^2* g*p*q*r*x-17682*a*b^2*g*p*q*x^2-72*a*b^2*g*p*r^3+5130*a*b^2*g*p*r^2*x-26196*a*b ^2*g*p*r*x^2+4432*a*b^2*g*p*x^3+176*a*b^2*g*q^3*x+2654*a*b^2*g*q^2*r*x-4974*a*b ^2*g*q^2*x^2+2664*a*b^2*g*q*r^2*x-20036*a*b^2*g*q*r*x^2+4432*a*b^2*g*q*x^3+552* a*b^2*g*r^3*x-10500*a*b^2*g*r^2*x^2+8680*a*b^2*g*r*x^3-18*a*b^2*p^5-36*a*b^2*p^ 4*q-54*a*b^2*p^4*r+556*a*b^2*p^4*x-18*a*b^2*p^3*q^2-72*a*b^2*p^3*q*r+1256*a*b^2 *p^3*q*x-54*a*b^2*p^3*r^2+1486*a*b^2*p^3*r*x-2418*a*b^2*p^3*x^2-18*a*b^2*p^2*q^ 2*r+844*a*b^2*p^2*q^2*x-36*a*b^2*p^2*q*r^2+2358*a*b^2*p^2*q*r*x-5328*a*b^2*p^2* q*x^2-18*a*b^2*p^2*r^3+1200*a*b^2*p^2*r^2*x-6394*a*b^2*p^2*r*x^2+1616*a*b^2*p^2 *x^3+144*a*b^2*p*q^3*x+1016*a*b^2*p*q^2*r*x-3402*a*b^2*p*q^2*x^2+936*a*b^2*p*q* r^2*x-9592*a*b^2*p*q*r*x^2+3232*a*b^2*p*q*x^3+234*a*b^2*p*r^3*x-4218*a*b^2*p*r^ 2*x^2+4548*a*b^2*p*r*x^3+144*a*b^2*q^3*r*x-492*a*b^2*q^3*x^2+82*a*b^2*q^2*r^2*x -3198*a*b^2*q^2*r*x^2+1616*a*b^2*q^2*x^3-84*a*b^2*q*r^3*x-2854*a*b^2*q*r^2*x^2+ 4548*a*b^2*q*r*x^3-36*a*b^2*r^4*x-492*a*b^2*r^3*x^2+2136*a*b^2*r^2*x^3-384*a*b* c^6-1824*a*b*c^5*g-1184*a*b*c^5*p-512*a*b*c^5*q-864*a*b*c^5*r+7808*a*b*c^5*x-\ 3056*a*b*c^4*g^2-4960*a*b*c^4*g*p-1872*a*b*c^4*g*q-3648*a*b*c^4*g*r+30592*a*b*c ^4*g*x-1248*a*b*c^4*p^2-1472*a*b*c^4*p*q-1664*a*b*c^4*p*r+17888*a*b*c^4*p*x-224 *a*b*c^4*q^2-1056*a*b*c^4*q*r+10880*a*b*c^4*q*x-480*a*b*c^4*r^2+15152*a*b*c^4*r *x-21120*a*b*c^4*x^2-2328*a*b*c^3*g^3-7040*a*b*c^3*g^2*p-2328*a*b*c^3*g^2*q-\ 5296*a*b*c^3*g^2*r+39440*a*b*c^3*g^2*x-4472*a*b*c^3*g*p^2-4688*a*b*c^3*g*p*q-\ 6016*a*b*c^3*g*p*r+59520*a*b*c^3*g*p*x-576*a*b*c^3*g*q^2-3424*a*b*c^3*g*q*r+ 33200*a*b*c^3*g*q*x-1760*a*b*c^3*g*r^2+51392*a*b*c^3*g*r*x-63360*a*b*c^3*g*x^2-\ 680*a*b*c^3*p^3-1304*a*b*c^3*p^2*q-1352*a*b*c^3*p^2*r+15344*a*b*c^3*p^2*x-584*a *b*c^3*p*q^2-1616*a*b*c^3*p*q*r+20112*a*b*c^3*p*q*x-800*a*b*c^3*p*r^2+23376*a*b *c^3*p*r*x-36560*a*b*c^3*p*x^2-32*a*b*c^3*q^3-408*a*b*c^3*q^2*r+5216*a*b*c^3*q^ 2*x-392*a*b*c^3*q*r^2+16752*a*b*c^3*q*r*x-26320*a*b*c^3*q*x^2-128*a*b*c^3*r^3+ 7488*a*b*c^3*r^2*x-36552*a*b*c^3*r*x^2+9472*a*b*c^3*x^3-828*a*b*c^2*g^4-4320*a* b*c^2*g^3*p-1220*a*b*c^2*g^3*q-3400*a*b*c^2*g^3*r+20400*a*b*c^2*g^3*x-4996*a*b* c^2*g^2*p^2-4824*a*b*c^2*g^2*p*q-6832*a*b*c^2*g^2*p*r+61464*a*b*c^2*g^2*p*x-472 *a*b*c^2*g^2*q^2-3664*a*b*c^2*g^2*q*r+31880*a*b*c^2*g^2*q*x-2040*a*b*c^2*g^2*r^ 2+55552*a*b*c^2*g^2*r*x-55584*a*b*c^2*g^2*x^2-1944*a*b*c^2*g*p^3-3376*a*b*c^2*g *p^2*q-3896*a*b*c^2*g*p^2*r+40424*a*b*c^2*g*p^2*x-1276*a*b*c^2*g*p*q^2-4232*a*b *c^2*g*p*q*r+49552*a*b*c^2*g*p*q*x-2336*a*b*c^2*g*p*r^2+63004*a*b*c^2*g*p*r*x-\ 87672*a*b*c^2*g*p*x^2-48*a*b*c^2*g*q^3-924*a*b*c^2*g*q^2*r+11464*a*b*c^2*g*q^2* x-1044*a*b*c^2*g*q*r^2+42072*a*b*c^2*g*q*r*x-60168*a*b*c^2*g*q*x^2-384*a*b*c^2* g*r^3+20736*a*b*c^2*g*r^2*x-92412*a*b*c^2*g*r*x^2+19136*a*b*c^2*g*x^3-232*a*b*c ^2*p^4-528*a*b*c^2*p^3*q-624*a*b*c^2*p^3*r+6488*a*b*c^2*p^3*x-416*a*b*c^2*p^2*q ^2-952*a*b*c^2*p^2*q*r+12744*a*b*c^2*p^2*q*x-568*a*b*c^2*p^2*r^2+13876*a*b*c^2* p^2*r*x-22520*a*b*c^2*p^2*x^2-72*a*b*c^2*p*q^3-464*a*b*c^2*p*q^2*r+7464*a*b*c^2 *p*q^2*x-472*a*b*c^2*p*q*r^2+18880*a*b*c^2*p*q*r*x-33936*a*b*c^2*p*q*x^2-192*a* b*c^2*p*r^3+8544*a*b*c^2*p*r^2*x-41288*a*b*c^2*p*r*x^2+10912*a*b*c^2*p*x^3-48*a *b*c^2*q^3*r+960*a*b*c^2*q^3*x-80*a*b*c^2*q^2*r^2+6064*a*b*c^2*q^2*r*x-11608*a* b*c^2*q^2*x^2-48*a*b*c^2*q*r^3+5400*a*b*c^2*q*r^2*x-33916*a*b*c^2*q*r*x^2+10912 *a*b*c^2*q*x^3-16*a*b*c^2*r^4+1296*a*b*c^2*r^3*x-15120*a*b*c^2*r^2*x^2+14880*a* b*c^2*r*x^3-112*a*b*c*g^5-1150*a*b*c*g^4*p-250*a*b*c*g^4*q-982*a*b*c*g^4*r+3676 *a*b*c*g^4*x-2124*a*b*c*g^3*p^2-1940*a*b*c*g^3*p*q-3000*a*b*c*g^3*p*r+23288*a*b *c*g^3*p*x-140*a*b*c*g^3*q^2-1584*a*b*c*g^3*q*r+11160*a*b*c*g^3*q*x-932*a*b*c*g ^3*r^2+23054*a*b*c*g^3*r*x-14592*a*b*c*g^3*x^2-1510*a*b*c*g^2*p^3-2468*a*b*c*g^ 2*p^2*q-3066*a*b*c*g^2*p^2*r+29376*a*b*c*g^2*p^2*x-818*a*b*c*g^2*p*q^2-3156*a*b *c*g^2*p*q*r+34388*a*b*c*g^2*p*q*x-1868*a*b*c*g^2*p*r^2+47636*a*b*c*g^2*p*r*x-\ 56428*a*b*c*g^2*p*x^2-20*a*b*c*g^2*q^3-634*a*b*c*g^2*q^2*r+7196*a*b*c*g^2*q^2*x -794*a*b*c*g^2*q*r^2+30658*a*b*c*g^2*q*r*x-36764*a*b*c*g^2*q*x^2-312*a*b*c*g^2* r^3+16436*a*b*c*g^2*r^2*x-65412*a*b*c*g^2*r*x^2+8512*a*b*c*g^2*x^3-456*a*b*c*g* p^4-988*a*b*c*g*p^3*q-1232*a*b*c*g*p^3*r+11840*a*b*c*g*p^3*x-664*a*b*c*g*p^2*q^ 2-1800*a*b*c*g*p^2*q*r+22344*a*b*c*g*p^2*q*x-1128*a*b*c*g*p^2*r^2+25976*a*b*c*g *p^2*r*x-37804*a*b*c*g*p^2*x^2-88*a*b*c*g*p*q^3-748*a*b*c*g*p*q^2*r+11988*a*b*c *g*p*q^2*x-908*a*b*c*g*p*q*r^2+33710*a*b*c*g*p*q*r*x-55632*a*b*c*g*p*q*x^2-384* a*b*c*g*p*r^3+16430*a*b*c*g*p*r^2*x-72988*a*b*c*g*p*r*x^2+15888*a*b*c*g*p*x^3-\ 64*a*b*c*g*q^3*r+1320*a*b*c*g*q^3*x-128*a*b*c*g*q^2*r^2+10020*a*b*c*g*q^2*r*x-\ 17924*a*b*c*g*q^2*x^2-96*a*b*c*g*q*r^3+9934*a*b*c*g*q*r^2*x-58250*a*b*c*g*q*r*x ^2+15888*a*b*c*g*q*x^3-32*a*b*c*g*r^4+2592*a*b*c*g*r^3*x-28128*a*b*c*g*r^2*x^2+ 24512*a*b*c*g*r*x^3-48*a*b*c*p^5-114*a*b*c*p^4*q-160*a*b*c*p^4*r+1396*a*b*c*p^4 *x-114*a*b*c*p^3*q^2-276*a*b*c*p^3*q*r+3540*a*b*c*p^3*q*x-192*a*b*c*p^3*r^2+ 3886*a*b*c*p^3*r*x-5920*a*b*c*p^3*x^2-36*a*b*c*p^2*q^3-178*a*b*c*p^2*q^2*r+3120 *a*b*c*p^2*q^2*x-210*a*b*c*p^2*q*r^2+7280*a*b*c*p^2*q*r*x-13740*a*b*c*p^2*q*x^2 -96*a*b*c*p^2*r^3+3570*a*b*c*p^2*r^2*x-15280*a*b*c*p^2*r*x^2+4048*a*b*c*p^2*x^3 -32*a*b*c*p*q^3*r+968*a*b*c*p*q^3*x-64*a*b*c*p*q^2*r^2+4322*a*b*c*p*q^2*r*x-\ 9900*a*b*c*p*q^2*x^2-48*a*b*c*p*q*r^3+3900*a*b*c*p*q*r^2*x-24642*a*b*c*p*q*r*x^ 2+8096*a*b*c*p*q*x^3-16*a*b*c*p*r^4+1128*a*b*c*p*r^3*x-10358*a*b*c*p*r^2*x^2+ 10308*a*b*c*p*r*x^3+48*a*b*c*q^4*x+776*a*b*c*q^3*r*x-2024*a*b*c*q^3*x^2+942*a*b *c*q^2*r^2*x-9542*a*b*c*q^2*r*x^2+4048*a*b*c*q^2*x^3+312*a*b*c*q*r^3*x-8074*a*b *c*q*r^2*x^2+10308*a*b*c*q*r*x^3+48*a*b*c*r^4*x-1560*a*b*c*r^3*x^2+4464*a*b*c*r ^2*x^3-102*a*b*g^5*p-10*a*b*g^5*q-102*a*b*g^5*r-294*a*b*g^4*p^2-258*a*b*g^4*p*q -440*a*b*g^4*p*r+2600*a*b*g^4*p*x-10*a*b*g^4*q^2-238*a*b*g^4*q*r+1080*a*b*g^4*q *x-146*a*b*g^4*r^2+3116*a*b*g^4*r*x-330*a*b*g^3*p^3-527*a*b*g^3*p^2*q-690*a*b*g ^3*p^2*r+5940*a*b*g^3*p^2*x-157*a*b*g^3*p*q^2-702*a*b*g^3*p*q*r+6724*a*b*g^3*p* q*x-436*a*b*g^3*p*r^2+10336*a*b*g^3*p*r*x-9174*a*b*g^3*p*x^2-2*a*b*g^3*q^3-137* a*b*g^3*q^2*r+1256*a*b*g^3*q^2*x-185*a*b*g^3*q*r^2+6598*a*b*g^3*q*r*x-5418*a*b* g^3*q*x^2-76*a*b*g^3*r^3+3856*a*b*g^3*r^2*x-12930*a*b*g^3*r*x^2-182*a*b*g^2*p^4 -380*a*b*g^2*p^3*q-496*a*b*g^2*p^3*r+4474*a*b*g^2*p^3*x-232*a*b*g^2*p^2*q^2-702 *a*b*g^2*p^2*q*r+8246*a*b*g^2*p^2*q*x-458*a*b*g^2*p^2*r^2+10157*a*b*g^2*p^2*r*x -13050*a*b*g^2*p^2*x^2-24*a*b*g^2*p*q^3-266*a*b*g^2*p*q^2*r+4184*a*b*g^2*p*q^2* x-358*a*b*g^2*p*q*r^2+12933*a*b*g^2*p*q*r*x-18804*a*b*g^2*p*q*x^2-156*a*b*g^2*p *r^3+6673*a*b*g^2*p*r^2*x-27302*a*b*g^2*p*r*x^2+4256*a*b*g^2*p*x^3-20*a*b*g^2*q ^3*r+392*a*b*g^2*q^3*x-44*a*b*g^2*q^2*r^2+3720*a*b*g^2*q^2*r*x-5754*a*b*g^2*q^2 *x^2-36*a*b*g^2*q*r^3+4017*a*b*g^2*q*r^2*x-21604*a*b*g^2*q*r*x^2+4256*a*b*g^2*q *x^3-12*a*b*g^2*r^4+1098*a*b*g^2*r^3*x-11406*a*b*g^2*r^2*x^2+8348*a*b*g^2*r*x^3 -48*a*b*g*p^5-113*a*b*g*p^4*q-160*a*b*g*p^4*r+1306*a*b*g*p^4*x-97*a*b*g*p^3*q^2 -274*a*b*g*p^3*q*r+3246*a*b*g*p^3*q*x-192*a*b*g*p^3*r^2+3723*a*b*g*p^3*r*x-5152 *a*b*g*p^3*x^2-26*a*b*g*p^2*q^3-153*a*b*g*p^2*q^2*r+2696*a*b*g*p^2*q^2*x-209*a* b*g*p^2*q*r^2+6802*a*b*g*p^2*q*r*x-11834*a*b*g*p^2*q*x^2-96*a*b*g*p^2*r^3+3491* a*b*g*p^2*r^2*x-13920*a*b*g*p^2*r*x^2+3160*a*b*g*p^2*x^3-24*a*b*g*p*q^3*r+760*a *b*g*p*q^3*x-56*a*b*g*p*q^2*r^2+3801*a*b*g*p*q^2*r*x-8302*a*b*g*p*q^2*x^2-48*a* b*g*p*q*r^3+3738*a*b*g*p*q*r^2*x-22167*a*b*g*p*q*r*x^2+6320*a*b*g*p*q*x^3-16*a* b*g*p*r^4+1122*a*b*g*p*r^3*x-9875*a*b*g*p*r^2*x^2+8894*a*b*g*p*r*x^3+32*a*b*g*q ^4*x+646*a*b*g*q^3*r*x-1592*a*b*g*q^3*x^2+853*a*b*g*q^2*r^2*x-8337*a*b*g*q^2*r* x^2+3160*a*b*g*q^2*x^3+318*a*b*g*q*r^3*x-7573*a*b*g*q*r^2*x^2+8894*a*b*g*q*r*x^ 3+48*a*b*g*r^4*x-1560*a*b*g*r^3*x^2+4176*a*b*g*r^2*x^3-4*a*b*p^6-12*a*b*p^5*q-\ 16*a*b*p^5*r+120*a*b*p^5*x-12*a*b*p^4*q^2-36*a*b*p^4*q*r+384*a*b*p^4*q*x-24*a*b *p^4*r^2+420*a*b*p^4*r*x-564*a*b*p^4*x^2-4*a*b*p^3*q^3-24*a*b*p^3*q^2*r+432*a*b *p^3*q^2*x-36*a*b*p^3*q*r^2+1020*a*b*p^3*q*r*x-1788*a*b*p^3*q*x^2-16*a*b*p^3*r^ 3+522*a*b*p^3*r^2*x-1868*a*b*p^3*r*x^2+480*a*b*p^3*x^3-4*a*b*p^2*q^3*r+192*a*b* p^2*q^3*x-12*a*b*p^2*q^2*r^2+804*a*b*p^2*q^2*r*x-1980*a*b*p^2*q^2*x^2-12*a*b*p^ 2*q*r^3+816*a*b*p^2*q*r^2*x-4466*a*b*p^2*q*r*x^2+1440*a*b*p^2*q*x^3-4*a*b*p^2*r ^4+264*a*b*p^2*r^3*x-1826*a*b*p^2*r^2*x^2+1704*a*b*p^2*r*x^3+24*a*b*p*q^4*x+228 *a*b*p*q^3*r*x-852*a*b*p*q^3*x^2+306*a*b*p*q^2*r^2*x-3328*a*b*p*q^2*r*x^2+1440* a*b*p*q^2*x^3+162*a*b*p*q*r^3*x-2682*a*b*p*q*r^2*x^2+3408*a*b*p*q*r*x^3+42*a*b* p*r^4*x-534*a*b*p*r^3*x^2+1356*a*b*p*r^2*x^3+24*a*b*q^4*r*x-96*a*b*q^4*x^2+12*a *b*q^3*r^2*x-730*a*b*q^3*r*x^2+480*a*b*q^3*x^3-30*a*b*q^2*r^3*x-856*a*b*q^2*r^2 *x^2+1704*a*b*q^2*r*x^3-18*a*b*q*r^4*x-246*a*b*q*r^3*x^2+1356*a*b*q*r^2*x^3+240 *a*b*r^3*x^3-192*a*c^6*g-672*a*c^5*g^2-592*a*c^5*g*p-256*a*c^5*g*q-432*a*c^5*g* r+3904*a*c^5*g*x-48*a*c^5*p^2-96*a*c^5*p*r+576*a*c^5*p*x-48*a*c^5*r^2+224*a*c^5 *r*x-1200*a*c^5*x^2-864*a*c^4*g^3-1832*a*c^4*g^2*p-728*a*c^4*g^2*q-1368*a*c^4*g ^2*r+11168*a*c^4*g^2*x-800*a*c^4*g*p^2-736*a*c^4*g*p*q-1184*a*c^4*g*p*r+10608*a *c^4*g*p*x-112*a*c^4*g*q^2-528*a*c^4*g*q*r+5440*a*c^4*g*q*x-416*a*c^4*g*r^2+ 8184*a*c^4*g*r*x-13536*a*c^4*g*x^2-104*a*c^4*p^3-24*a*c^4*p^2*q-264*a*c^4*p^2*r +1440*a*c^4*p^2*x-48*a*c^4*p*q*r+432*a*c^4*p*q*x-216*a*c^4*p*r^2+1760*a*c^4*p*r *x-3624*a*c^4*p*x^2-24*a*c^4*q*r^2+152*a*c^4*q*r*x-1056*a*c^4*q*x^2-56*a*c^4*r^ 3+600*a*c^4*r^2*x-2360*a*c^4*r*x^2+1216*a*c^4*x^3-528*a*c^3*g^4-1988*a*c^3*g^3* p-724*a*c^3*g^3*q-1532*a*c^3*g^3*r+10896*a*c^3*g^3*x-1876*a*c^3*g^2*p^2-1832*a* c^3*g^2*p*q-2712*a*c^3*g^2*p*r+23680*a*c^3*g^2*p*x-244*a*c^3*g^2*q^2-1360*a*c^3 *g^2*q*r+12640*a*c^3*g^2*q*x-908*a*c^3*g^2*r^2+19824*a*c^3*g^2*r*x-25740*a*c^3* g^2*x^2-644*a*c^3*g*p^3-732*a*c^3*g*p^2*q-1460*a*c^3*g*p^2*r+11096*a*c^3*g*p^2* x-292*a*c^3*g*p*q^2-968*a*c^3*g*p*q*r+11208*a*c^3*g*p*q*x-1056*a*c^3*g*p*r^2+ 16056*a*c^3*g*p*r*x-25688*a*c^3*g*p*x^2-16*a*c^3*g*q^3-204*a*c^3*g*q^2*r+2608*a *c^3*g*q^2*x-276*a*c^3*g*q*r^2+8760*a*c^3*g*q*r*x-15544*a*c^3*g*q*x^2-240*a*c^3 *g*r^3+5272*a*c^3*g*r^2*x-23380*a*c^3*g*r*x^2+6880*a*c^3*g*x^3-84*a*c^3*p^4-40* a*c^3*p^3*q-256*a*c^3*p^3*r+1296*a*c^3*p^3*x-96*a*c^3*p^2*q*r+864*a*c^3*p^2*q*x -276*a*c^3*p^2*r^2+2600*a*c^3*p^2*r*x-3636*a*c^3*p^2*x^2+72*a*c^3*p*q^2*x-72*a* c^3*p*q*r^2+1040*a*c^3*p*q*r*x-2736*a*c^3*p*q*x^2-120*a*c^3*p*r^3+1800*a*c^3*p* r^2*x-5160*a*c^3*p*r*x^2+1824*a*c^3*p*x^3+20*a*c^3*q^2*r*x-252*a*c^3*q^2*x^2-16 *a*c^3*q*r^3+384*a*c^3*q*r^2*x-1820*a*c^3*q*r*x^2+1312*a*c^3*q*x^3-16*a*c^3*r^4 +444*a*c^3*r^3*x-1568*a*c^3*r^2*x^2+2032*a*c^3*r*x^3-156*a*c^2*g^5-974*a*c^2*g^ 4*p-314*a*c^2*g^4*q-786*a*c^2*g^4*r+4472*a*c^2*g^4*x-1524*a*c^2*g^3*p^2-1504*a* c^2*g^3*p*q-2224*a*c^2*g^3*p*r+17932*a*c^2*g^3*p*x-172*a*c^2*g^3*q^2-1172*a*c^2 *g^3*q*r+9424*a*c^2*g^3*q*x-748*a*c^2*g^3*r^2+16094*a*c^2*g^3*r*x-16188*a*c^2*g ^3*x^2-1020*a*c^2*g^2*p^3-1416*a*c^2*g^2*p^2*q-2252*a*c^2*g^2*p^2*r+17864*a*c^2 *g^2*p^2*x-544*a*c^2*g^2*p*q^2-1884*a*c^2*g^2*p*q*r+20116*a*c^2*g^2*p*q*x-1570* a*c^2*g^2*p*r^2+27534*a*c^2*g^2*p*r*x-37490*a*c^2*g^2*p*x^2-24*a*c^2*g^2*q^3-\ 400*a*c^2*g^2*q^2*r+4640*a*c^2*g^2*q^2*x-534*a*c^2*g^2*q*r^2+16776*a*c^2*g^2*q* r*x-24424*a*c^2*g^2*q*x^2-338*a*c^2*g^2*r^3+9394*a*c^2*g^2*r^2*x-38068*a*c^2*g^ 2*r*x^2+8176*a*c^2*g^2*x^3-296*a*c^2*g*p^4-360*a*c^2*g*p^3*q-872*a*c^2*g*p^3*r+ 5564*a*c^2*g*p^3*x-208*a*c^2*g*p^2*q^2-708*a*c^2*g*p^2*q*r+8100*a*c^2*g*p^2*q*x -904*a*c^2*g*p^2*r^2+11850*a*c^2*g*p^2*r*x-16892*a*c^2*g*p^2*x^2-36*a*c^2*g*p*q ^3-232*a*c^2*g*p*q^2*r+3900*a*c^2*g*p*q^2*x-412*a*c^2*g*p*q*r^2+11592*a*c^2*g*p *q*r*x-21644*a*c^2*g*p*q*x^2-376*a*c^2*g*p*r^3+7864*a*c^2*g*p*r^2*x-29180*a*c^2 *g*p*r*x^2+7904*a*c^2*g*p*x^3-24*a*c^2*g*q^3*r+480*a*c^2*g*q^3*x-40*a*c^2*g*q^2 *r^2+3076*a*c^2*g*q^2*r*x-6292*a*c^2*g*q^2*x^2-64*a*c^2*g*q*r^3+3504*a*c^2*g*q* r^2*x-20194*a*c^2*g*q*r*x^2+7376*a*c^2*g*q*x^3-48*a*c^2*g*r^4+1584*a*c^2*g*r^3* x-10308*a*c^2*g*r^2*x^2+10568*a*c^2*g*r*x^3-30*a*c^2*p^5-22*a*c^2*p^4*q-106*a*c ^2*p^4*r+504*a*c^2*p^4*x-60*a*c^2*p^3*q*r+540*a*c^2*p^3*q*x-138*a*c^2*p^3*r^2+ 1392*a*c^2*p^3*r*x-1518*a*c^2*p^3*x^2+108*a*c^2*p^2*q^2*x-54*a*c^2*p^2*q*r^2+ 1022*a*c^2*p^2*q*r*x-1944*a*c^2*p^2*q*x^2-78*a*c^2*p^2*r^3+1410*a*c^2*p^2*r^2*x -3390*a*c^2*p^2*r*x^2+912*a*c^2*p^2*x^3+134*a*c^2*p*q^2*r*x-558*a*c^2*p*q^2*x^2 -16*a*c^2*p*q*r^3+660*a*c^2*p*q*r^2*x-2666*a*c^2*p*q*r*x^2+1312*a*c^2*p*q*x^3-\ 16*a*c^2*p*r^4+606*a*c^2*p*r^3*x-2108*a*c^2*p*r^2*x^2+2032*a*c^2*p*r*x^3-12*a*c ^2*q^3*x^2+60*a*c^2*q^2*r^2*x-396*a*c^2*q^2*r*x^2+432*a*c^2*q^2*x^3+144*a*c^2*q *r^3*x-756*a*c^2*q*r^2*x^2+1248*a*c^2*q*r*x^3+84*a*c^2*r^4*x-372*a*c^2*r^3*x^2+ 672*a*c^2*r^2*x^3-18*a*c*g^6-214*a*c*g^5*p-55*a*c*g^5*q-186*a*c*g^5*r+664*a*c*g ^5*x-502*a*c*g^4*p^2-498*a*c*g^4*p*q-752*a*c*g^4*p*r+5296*a*c*g^4*p*x-45*a*c*g^ 4*q^2-416*a*c*g^4*q*r+2664*a*c*g^4*q*x-260*a*c*g^4*r^2+5248*a*c*g^4*r*x-3276*a* c*g^4*x^2-538*a*c*g^3*p^3-808*a*c*g^3*p^2*q-1194*a*c*g^3*p^2*r+9170*a*c*g^3*p^2 *x-299*a*c*g^3*p*q^2-1106*a*c*g^3*p*q*r+10606*a*c*g^3*p*q*x-836*a*c*g^3*p*r^2+ 14943*a*c*g^3*p*r*x-16980*a*c*g^3*p*x^2-10*a*c*g^3*q^3-237*a*c*g^3*q^2*r+2356*a *c*g^3*q^2*x-325*a*c*g^3*q*r^2+9457*a*c*g^3*q*r*x-10990*a*c*g^3*q*x^2-180*a*c*g ^3*r^3+5380*a*c*g^3*r^2*x-19328*a*c*g^3*r*x^2+2520*a*c*g^3*x^3-292*a*c*g^2*p^4-\ 466*a*c*g^2*p^3*q-852*a*c*g^2*p^3*r+5796*a*c*g^2*p^3*x-287*a*c*g^2*p^2*q^2-912* a*c*g^2*p^2*q*r+9816*a*c*g^2*p^2*q*x-872*a*c*g^2*p^2*r^2+12900*a*c*g^2*p^2*r*x-\ 16872*a*c*g^2*p^2*x^2-44*a*c*g^2*p*q^3-334*a*c*g^2*p*q^2*r+5028*a*c*g^2*p*q^2*x -522*a*c*g^2*p*q*r^2+14829*a*c*g^2*p*q*r*x-23622*a*c*g^2*p*q*x^2-356*a*c*g^2*p* r^3+8739*a*c*g^2*p*r^2*x-31884*a*c*g^2*p*r*x^2+6824*a*c*g^2*p*x^3-32*a*c*g^2*q^ 3*r+588*a*c*g^2*q^3*x-64*a*c*g^2*q^2*r^2+4175*a*c*g^2*q^2*r*x-7324*a*c*g^2*q^2* x^2-76*a*c*g^2*q*r^3+4663*a*c*g^2*q*r^2*x-24108*a*c*g^2*q*r*x^2+6688*a*c*g^2*q* x^3-44*a*c*g^2*r^4+1710*a*c*g^2*r^3*x-12266*a*c*g^2*r^2*x^2+10468*a*c*g^2*r*x^3 -64*a*c*g*p^5-89*a*c*g*p^4*q-224*a*c*g*p^4*r+1282*a*c*g*p^4*x-57*a*c*g*p^3*q^2-\ 226*a*c*g*p^3*q*r+2454*a*c*g*p^3*q*x-288*a*c*g*p^3*r^2+3635*a*c*g*p^3*r*x-4524* a*c*g*p^3*x^2-18*a*c*g*p^2*q^3-89*a*c*g*p^2*q^2*r+1716*a*c*g*p^2*q^2*x-185*a*c* g*p^2*q*r^2+4986*a*c*g*p^2*q*r*x-9032*a*c*g*p^2*q*x^2-160*a*c*g*p^2*r^3+3589*a* c*g*p^2*r^2*x-11332*a*c*g*p^2*r*x^2+2864*a*c*g*p^2*x^3-16*a*c*g*p*q^3*r+484*a*c *g*p*q^3*x-32*a*c*g*p*q^2*r^2+2359*a*c*g*p*q^2*r*x-5644*a*c*g*p*q^2*x^2-48*a*c* g*p*q*r^3+2862*a*c*g*p*q*r^2*x-15467*a*c*g*p*q*r*x^2+5336*a*c*g*p*q*x^3-32*a*c* g*p*r^4+1386*a*c*g*p*r^3*x-7631*a*c*g*p*r^2*x^2+7226*a*c*g*p*r*x^3+24*a*c*g*q^4 *x+388*a*c*g*q^3*r*x-1028*a*c*g*q^3*x^2+561*a*c*g*q^2*r^2*x-5273*a*c*g*q^2*r*x^ 2+2488*a*c*g*q^2*x^3+372*a*c*g*q*r^3*x-4993*a*c*g*q*r^2*x^2+6542*a*c*g*q*r*x^3+ 150*a*c*g*r^4*x-1250*a*c*g*r^3*x^2+2992*a*c*g*r^2*x^3-4*a*c*p^6-4*a*c*p^5*q-16* a*c*p^5*r+72*a*c*p^5*x-12*a*c*p^4*q*r+108*a*c*p^4*q*x-24*a*c*p^4*r^2+252*a*c*p^ 4*r*x-228*a*c*p^4*x^2+36*a*c*p^3*q^2*x-12*a*c*p^3*q*r^2+270*a*c*p^3*q*r*x-420*a *c*p^3*q*x^2-16*a*c*p^3*r^3+330*a*c*p^3*r^2*x-700*a*c*p^3*r*x^2+152*a*c*p^3*x^3 +62*a*c*p^2*q^2*r*x-216*a*c*p^2*q^2*x^2-4*a*c*p^2*q*r^3+234*a*c*p^2*q*r^2*x-878 *a*c*p^2*q*r*x^2+328*a*c*p^2*q*x^3-4*a*c*p^2*r^4+192*a*c*p^2*r^3*x-662*a*c*p^2* r^2*x^2+508*a*c*p^2*r*x^3-24*a*c*p*q^3*x^2+30*a*c*p*q^2*r^2*x-270*a*c*p*q^2*r*x ^2+216*a*c*p*q^2*x^3+72*a*c*p*q*r^3*x-468*a*c*p*q*r^2*x^2+624*a*c*p*q*r*x^3+42* a*c*p*r^4*x-222*a*c*p*r^3*x^2+336*a*c*p*r^2*x^3-20*a*c*q^3*r*x^2+40*a*c*q^3*x^3 -60*a*c*q^2*r^2*x^2+156*a*c*q^2*r*x^3-60*a*c*q*r^3*x^2+156*a*c*q*r^2*x^3-20*a*c *r^4*x^2+40*a*c*r^3*x^3-16*a*g^6*p-2*a*g^6*q-16*a*g^6*r-56*a*g^5*p^2-56*a*g^5*p *q-88*a*g^5*p*r+480*a*g^5*p*x-3*a*g^5*q^2-52*a*g^5*q*r+216*a*g^5*q*x-32*a*g^5*r ^2+574*a*g^5*r*x-88*a*g^4*p^3-140*a*g^4*p^2*q-200*a*g^4*p^2*r+1416*a*g^4*p^2*x-\ 50*a*g^4*p*q^2-200*a*g^4*p*q*r+1648*a*g^4*p*q*x-144*a*g^4*p*r^2+2485*a*g^4*p*r* x-2102*a*g^4*p*x^2-a*g^4*q^3-44*a*g^4*q^2*r+344*a*g^4*q^2*x-62*a*g^4*q*r^2+1620 *a*g^4*q*r*x-1266*a*g^4*q*x^2-32*a*g^4*r^3+963*a*g^4*r^2*x-2922*a*g^4*r*x^2-76* a*g^3*p^4-136*a*g^3*p^3*q-224*a*g^3*p^3*r+1504*a*g^3*p^3*x-85*a*g^3*p^2*q^2-272 *a*g^3*p^2*q*r+2690*a*g^3*p^2*q*x-232*a*g^3*p^2*r^2+3495*a*g^3*p^2*r*x-4048*a*g ^3*p^2*x^2-12*a*g^3*p*q^3-104*a*g^3*p*q^2*r+1390*a*g^3*p*q^2*x-160*a*g^3*p*q*r^ 2+4293*a*g^3*p*q*r*x-5780*a*g^3*p*q*x^2-96*a*g^3*p*r^3+2465*a*g^3*p*r^2*x-8398* a*g^3*p*r*x^2+1260*a*g^3*p*x^3-10*a*g^3*q^3*r+152*a*g^3*q^3*x-22*a*g^3*q^2*r^2+ 1239*a*g^3*q^2*r*x-1778*a*g^3*q^2*x^2-24*a*g^3*q*r^3+1442*a*g^3*q*r^2*x-6553*a* g^3*q*r*x^2+1260*a*g^3*q*x^3-12*a*g^3*r^4+498*a*g^3*r^3*x-3545*a*g^3*r^2*x^2+ 2478*a*g^3*r*x^3-32*a*g^2*p^5-58*a*g^2*p^4*q-112*a*g^2*p^4*r+680*a*g^2*p^4*x-44 *a*g^2*p^3*q^2-148*a*g^2*p^3*q*r+1516*a*g^2*p^3*q*x-144*a*g^2*p^3*r^2+1988*a*g^ 2*p^3*r*x-2374*a*g^2*p^3*x^2-13*a*g^2*p^2*q^3-72*a*g^2*p^2*q^2*r+1188*a*g^2*p^2 *q^2*x-122*a*g^2*p^2*q*r^2+3229*a*g^2*p^2*q*r*x-5180*a*g^2*p^2*q*x^2-80*a*g^2*p ^2*r^3+1995*a*g^2*p^2*r^2*x-6360*a*g^2*p^2*r*x^2+1368*a*g^2*p^2*x^3-12*a*g^2*p* q^3*r+344*a*g^2*p*q^3*x-28*a*g^2*p*q^2*r^2+1712*a*g^2*p*q^2*r*x-3508*a*g^2*p*q^ 2*x^2-32*a*g^2*p*q*r^3+1926*a*g^2*p*q*r^2*x-9592*a*g^2*p*q*r*x^2+2668*a*g^2*p*q *x^3-16*a*g^2*p*r^4+762*a*g^2*p*r^3*x-4582*a*g^2*p*r^2*x^2+3838*a*g^2*p*r*x^3+ 16*a*g^2*q^4*x+287*a*g^2*q^3*r*x-678*a*g^2*q^3*x^2+436*a*g^2*q^2*r^2*x-3521*a*g ^2*q^2*r*x^2+1300*a*g^2*q^2*x^3+252*a*g^2*q*r^3*x-3362*a*g^2*q*r^2*x^2+3692*a*g ^2*q*r*x^3+75*a*g^2*r^4*x-799*a*g^2*r^3*x^2+1766*a*g^2*r^2*x^3-4*a*g*p^6-8*a*g* p^5*q-16*a*g*p^5*r+96*a*g*p^5*x-6*a*g*p^4*q^2-24*a*g*p^4*q*r+246*a*g*p^4*q*x-24 *a*g*p^4*r^2+336*a*g*p^4*r*x-396*a*g*p^4*x^2-2*a*g*p^3*q^3-12*a*g*p^3*q^2*r+234 *a*g*p^3*q^2*x-24*a*g*p^3*q*r^2+645*a*g*p^3*q*r*x-1104*a*g*p^3*q*x^2-16*a*g*p^3 *r^3+426*a*g*p^3*r^2*x-1284*a*g*p^3*r*x^2+316*a*g*p^3*x^3-2*a*g*p^2*q^3*r+96*a* g*p^2*q^3*x-6*a*g*p^2*q^2*r^2+433*a*g*p^2*q^2*r*x-1098*a*g*p^2*q^2*x^2-8*a*g*p^ 2*q*r^3+525*a*g*p^2*q*r^2*x-2672*a*g*p^2*q*r*x^2+884*a*g*p^2*q*x^3-4*a*g*p^2*r^ 4+228*a*g*p^2*r^3*x-1244*a*g*p^2*r^2*x^2+1106*a*g*p^2*r*x^3+12*a*g*p*q^4*x+114* a*g*p*q^3*r*x-438*a*g*p*q^3*x^2+168*a*g*p*q^2*r^2*x-1799*a*g*p*q^2*r*x^2+828*a* g*p*q^2*x^3+117*a*g*p*q*r^3*x-1575*a*g*p*q*r^2*x^2+2016*a*g*p*q*r*x^3+42*a*g*p* r^4*x-378*a*g*p*r^3*x^2+846*a*g*p*r^2*x^3+12*a*g*q^4*r*x-48*a*g*q^4*x^2+6*a*g*q ^3*r^2*x-375*a*g*q^3*r*x^2+260*a*g*q^3*x^3-15*a*g*q^2*r^3*x-458*a*g*q^2*r^2*x^2 +930*a*g*q^2*r*x^3-9*a*g*q*r^4*x-153*a*g*q*r^3*x^2+756*a*g*q*r^2*x^3-10*a*g*r^4 *x^2+140*a*g*r^3*x^3+128*b^5*c^2*x+128*b^5*c*g*x+64*b^5*c*p*x+64*b^5*c*r*x+64*b ^5*g*p*x+64*b^5*g*r*x-64*b^4*c^4-128*b^4*c^3*g-160*b^4*c^3*p-96*b^4*c^3*r+1280* b^4*c^3*x-80*b^4*c^2*g^2-256*b^4*c^2*g*p-160*b^4*c^2*g*r+2176*b^4*c^2*g*x-112*b ^4*c^2*p^2-96*b^4*c^2*p*r+1344*b^4*c^2*p*x+384*b^4*c^2*q*x+1104*b^4*c^2*r*x-928 *b^4*c^2*x^2-16*b^4*c*g^3-120*b^4*c*g^2*p-88*b^4*c*g^2*r+800*b^4*c*g^2*x-128*b^ 4*c*g*p^2-112*b^4*c*g*p*r+1952*b^4*c*g*p*x+448*b^4*c*g*q*x+1640*b^4*c*g*r*x-\ 1512*b^4*c*g*x^2-24*b^4*c*p^3-24*b^4*c*p^2*r+352*b^4*c*p^2*x+256*b^4*c*p*q*x+ 536*b^4*c*p*r*x-496*b^4*c*p*x^2+256*b^4*c*q*r*x-336*b^4*c*q*x^2+112*b^4*c*r^2*x -816*b^4*c*r*x^2-16*b^4*g^3*p-16*b^4*g^3*r-32*b^4*g^2*p^2-32*b^4*g^2*p*r+464*b^ 4*g^2*p*x+64*b^4*g^2*q*x+512*b^4*g^2*r*x-16*b^4*g*p^3-16*b^4*g*p^2*r+400*b^4*g* p^2*x+256*b^4*g*p*q*x+560*b^4*g*p*r*x-868*b^4*g*p*x^2+256*b^4*g*q*r*x-384*b^4*g *q*x^2+112*b^4*g*r^2*x-1220*b^4*g*r*x^2-192*b^3*c^5-576*b^3*c^4*g-544*b^3*c^4*p -96*b^3*c^4*q-352*b^3*c^4*r+3712*b^3*c^4*x-592*b^3*c^3*g^2-1392*b^3*c^3*g*p-192 *b^3*c^3*g*q-912*b^3*c^3*g*r+9472*b^3*c^3*g*x-464*b^3*c^3*p^2-256*b^3*c^3*p*q-\ 480*b^3*c^3*p*r+5568*b^3*c^3*p*x-160*b^3*c^3*q*r+2624*b^3*c^3*q*x-64*b^3*c^3*r^ 2+4688*b^3*c^3*r*x-4816*b^3*c^3*x^2-256*b^3*c^2*g^3-1160*b^3*c^2*g^2*p-120*b^3* c^2*g^2*q-808*b^3*c^2*g^2*r+7104*b^3*c^2*g^2*x-976*b^3*c^2*g*p^2-432*b^3*c^2*g* p*q-1024*b^3*c^2*g*p*r+12560*b^3*c^2*g*p*x-288*b^3*c^2*g*q*r+4960*b^3*c^2*g*q*x -144*b^3*c^2*g*r^2+10480*b^3*c^2*g*r*x-11648*b^3*c^2*g*x^2-152*b^3*c^2*p^3-184* b^3*c^2*p^2*q-216*b^3*c^2*p^2*r+2624*b^3*c^2*p^2*x-160*b^3*c^2*p*q*r+3056*b^3*c ^2*p*q*x-64*b^3*c^2*p*r^2+4080*b^3*c^2*p*r*x-4480*b^3*c^2*p*x^2+384*b^3*c^2*q^2 *x+2480*b^3*c^2*q*r*x-3656*b^3*c^2*q*x^2+944*b^3*c^2*r^2*x-5832*b^3*c^2*r*x^2+ 576*b^3*c^2*x^3-40*b^3*c*g^4-380*b^3*c*g^3*p-24*b^3*c*g^3*q-300*b^3*c*g^3*r+ 1648*b^3*c*g^3*x-576*b^3*c*g^2*p^2-216*b^3*c*g^2*p*q-632*b^3*c*g^2*p*r+7160*b^3 *c*g^2*p*x-168*b^3*c*g^2*q*r+2400*b^3*c*g^2*q*x-96*b^3*c*g^2*r^2+6540*b^3*c*g^2 *r*x-5144*b^3*c*g^2*x^2-252*b^3*c*g*p^3-232*b^3*c*g*p^2*q-364*b^3*c*g*p^2*r+ 5072*b^3*c*g*p^2*x-208*b^3*c*g*p*q*r+4840*b^3*c*g*p*q*x-112*b^3*c*g*p*r^2+7540* b^3*c*g*p*r*x-10388*b^3*c*g*p*x^2+480*b^3*c*g*q^2*x+4000*b^3*c*g*q*r*x-6472*b^3 *c*g*q*x^2+1852*b^3*c*g*r^2*x-12528*b^3*c*g*r*x^2+1600*b^3*c*g*x^3-16*b^3*c*p^4 -40*b^3*c*p^3*q-32*b^3*c*p^3*r+384*b^3*c*p^3*x-40*b^3*c*p^2*q*r+808*b^3*c*p^2*q *x-16*b^3*c*p^2*r^2+836*b^3*c*p^2*r*x-1004*b^3*c*p^2*x^2+304*b^3*c*p*q^2*x+1100 *b^3*c*p*q*r*x-1764*b^3*c*p*q*x^2+336*b^3*c*p*r^2*x-2364*b^3*c*p*r*x^2+288*b^3* c*p*x^3+304*b^3*c*q^2*r*x-624*b^3*c*q^2*x^2+172*b^3*c*q*r^2*x-2252*b^3*c*q*r*x^ 2+288*b^3*c*q*x^3-48*b^3*c*r^3*x-940*b^3*c*r^2*x^2+568*b^3*c*r*x^3-40*b^3*g^4*p -40*b^3*g^4*r-100*b^3*g^3*p^2-32*b^3*g^3*p*q-120*b^3*g^3*p*r+1040*b^3*g^3*p*x-\ 32*b^3*g^3*q*r+256*b^3*g^3*q*x-20*b^3*g^3*r^2+1212*b^3*g^3*r*x-80*b^3*g^2*p^3-\ 64*b^3*g^2*p^2*q-120*b^3*g^2*p^2*r+1652*b^3*g^2*p^2*x-64*b^3*g^2*p*q*r+1424*b^3 *g^2*p*q*x-40*b^3*g^2*p*r^2+2610*b^3*g^2*p*r*x-3034*b^3*g^2*p*x^2+96*b^3*g^2*q^ 2*x+1364*b^3*g^2*q*r*x-1560*b^3*g^2*q*x^2+734*b^3*g^2*r^2*x-4346*b^3*g^2*r*x^2-\ 20*b^3*g*p^4-32*b^3*g*p^3*q-40*b^3*g*p^3*r+612*b^3*g*p^3*x-32*b^3*g*p^2*q*r+976 *b^3*g*p^2*q*x-20*b^3*g*p^2*r^2+1222*b^3*g*p^2*r*x-2102*b^3*g*p^2*x^2+304*b^3*g *p*q^2*x+1256*b^3*g*p*q*r*x-2890*b^3*g*p*q*x^2+510*b^3*g*p*r^2*x-4354*b^3*g*p*r *x^2+800*b^3*g*p*x^3+304*b^3*g*q^2*r*x-720*b^3*g*q^2*x^2+172*b^3*g*q*r^2*x-3270 *b^3*g*q*r*x^2+800*b^3*g*q*x^3-48*b^3*g*r^3*x-1612*b^3*g*r^2*x^2+1568*b^3*g*r*x ^3-192*b^2*c^6-800*b^2*c^5*g-608*b^2*c^5*p-192*b^2*c^5*q-416*b^2*c^5*r+4096*b^2 *c^5*x-1200*b^2*c^4*g^2-2256*b^2*c^4*g*p-592*b^2*c^4*g*q-1552*b^2*c^4*g*r+14848 *b^2*c^4*g*x-592*b^2*c^4*p^2-576*b^2*c^4*p*q-672*b^2*c^4*p*r+7648*b^2*c^4*p*x-\ 48*b^2*c^4*q^2-384*b^2*c^4*q*r+4736*b^2*c^4*q*x-128*b^2*c^4*r^2+6656*b^2*c^4*r* x-7488*b^2*c^4*x^2-840*b^2*c^3*g^3-2880*b^2*c^3*g^2*p-624*b^2*c^3*g^2*q-2032*b^ 2*c^3*g^2*r+17760*b^2*c^3*g^2*x-1984*b^2*c^3*g*p^2-1584*b^2*c^3*g*p*q-2320*b^2* c^3*g*p*r+25728*b^2*c^3*g*p*x-96*b^2*c^3*g*q^2-1088*b^2*c^3*g*q*r+13344*b^2*c^3 *g*q*x-488*b^2*c^3*g*r^2+21912*b^2*c^3*g*r*x-26008*b^2*c^3*g*x^2-232*b^2*c^3*p^ 3-496*b^2*c^3*p^2*q-360*b^2*c^3*p^2*r+4768*b^2*c^3*p^2*x-136*b^2*c^3*p*q^2-512* b^2*c^3*p*q*r+7456*b^2*c^3*p*q*x-128*b^2*c^3*p*r^2+7632*b^2*c^3*p*r*x-9456*b^2* c^3*p*x^2-88*b^2*c^3*q^2*r+1664*b^2*c^3*q^2*x-64*b^2*c^3*q*r^2+6168*b^2*c^3*q*r *x-8976*b^2*c^3*q*x^2+2008*b^2*c^3*r^2*x-11504*b^2*c^3*r*x^2+1728*b^2*c^3*x^3-\ 280*b^2*c^2*g^4-1636*b^2*c^2*g^3*p-276*b^2*c^2*g^3*q-1220*b^2*c^2*g^3*r+8672*b^ 2*c^2*g^3*x-2032*b^2*c^2*g^2*p^2-1416*b^2*c^2*g^2*p*q-2432*b^2*c^2*g^2*p*r+ 25488*b^2*c^2*g^2*p*x-60*b^2*c^2*g^2*q^2-1040*b^2*c^2*g^2*q*r+11696*b^2*c^2*g^2 *q*x-536*b^2*c^2*g^2*r^2+22388*b^2*c^2*g^2*r*x-23568*b^2*c^2*g^2*x^2-744*b^2*c^ 2*g*p^3-1164*b^2*c^2*g*p^2*q-1240*b^2*c^2*g*p^2*r+15192*b^2*c^2*g*p^2*x-240*b^2 *c^2*g*p*q^2-1232*b^2*c^2*g*p*q*r+18512*b^2*c^2*g*p*q*x-532*b^2*c^2*g*p*r^2+ 23396*b^2*c^2*g*p*r*x-31932*b^2*c^2*g*p*x^2-168*b^2*c^2*g*q^2*r+3376*b^2*c^2*g* q^2*x-168*b^2*c^2*g*q*r^2+15200*b^2*c^2*g*q*r*x-23484*b^2*c^2*g*q*x^2-36*b^2*c^ 2*g*r^3+6496*b^2*c^2*g*r^2*x-35912*b^2*c^2*g*r*x^2+6528*b^2*c^2*g*x^3-32*b^2*c^ 2*p^4-160*b^2*c^2*p^3*q-64*b^2*c^2*p^3*r+1128*b^2*c^2*p^3*x-100*b^2*c^2*p^2*q^2 -224*b^2*c^2*p^2*q*r+3424*b^2*c^2*p^2*q*x-32*b^2*c^2*p^2*r^2+2536*b^2*c^2*p^2*r *x-3680*b^2*c^2*p^2*x^2-88*b^2*c^2*p*q^2*r+2104*b^2*c^2*p*q^2*x-64*b^2*c^2*p*q* r^2+5032*b^2*c^2*p*q*r*x-7868*b^2*c^2*p*q*x^2+1200*b^2*c^2*p*r^2*x-8272*b^2*c^2 *p*r*x^2+1408*b^2*c^2*p*x^3+160*b^2*c^2*q^3*x+1708*b^2*c^2*q^2*r*x-3360*b^2*c^2 *q^2*x^2+1048*b^2*c^2*q*r^2*x-9276*b^2*c^2*q*r*x^2+1728*b^2*c^2*q*x^3-60*b^2*c^ 2*r^3*x-3260*b^2*c^2*r^2*x^2+2336*b^2*c^2*r*x^3-36*b^2*c*g^5-414*b^2*c*g^4*p-44 *b^2*c*g^4*q-342*b^2*c*g^4*r+1496*b^2*c*g^4*x-810*b^2*c*g^3*p^2-504*b^2*c*g^3*p *q-1008*b^2*c*g^3*p*r+9260*b^2*c*g^3*p*x-12*b^2*c*g^3*q^2-416*b^2*c*g^3*q*r+ 3744*b^2*c*g^3*q*x-234*b^2*c*g^3*r^2+8944*b^2*c*g^3*r*x-6218*b^2*c*g^3*x^2-558* b^2*c*g^2*p^3-756*b^2*c*g^2*p^2*q-954*b^2*c*g^2*p^2*r+11216*b^2*c*g^2*p^2*x-126 *b^2*c*g^2*p*q^2-832*b^2*c*g^2*p*q*r+12184*b^2*c*g^2*p*q*x-432*b^2*c*g^2*p*r^2+ 17606*b^2*c*g^2*p*r*x-22452*b^2*c*g^2*p*x^2-102*b^2*c*g^2*q^2*r+1864*b^2*c*g^2* q^2*x-120*b^2*c*g^2*q*r^2+10530*b^2*c*g^2*q*r*x-14528*b^2*c*g^2*q*x^2-36*b^2*c* g^2*r^3+5196*b^2*c*g^2*r^2*x-26742*b^2*c*g^2*r*x^2+3488*b^2*c*g^2*x^3-126*b^2*c *g*p^4-312*b^2*c*g*p^3*q-288*b^2*c*g*p^3*r+3664*b^2*c*g*p^3*x-136*b^2*c*g*p^2*q ^2-448*b^2*c*g*p^2*q*r+7360*b^2*c*g*p^2*q*x-198*b^2*c*g*p^2*r^2+7798*b^2*c*g*p^ 2*r*x-12138*b^2*c*g*p^2*x^2-124*b^2*c*g*p*q^2*r+3532*b^2*c*g*p*q^2*x-136*b^2*c* g*p*q*r^2+10444*b^2*c*g*p*q*r*x-19022*b^2*c*g*p*q*x^2-36*b^2*c*g*p*r^3+4050*b^2 *c*g*p*r^2*x-24404*b^2*c*g*p*r*x^2+5152*b^2*c*g*p*x^3+208*b^2*c*g*q^3*x+2938*b^ 2*c*g*q^2*r*x-6242*b^2*c*g*q^2*x^2+2296*b^2*c*g*q*r^2*x-20734*b^2*c*g*q*r*x^2+ 5312*b^2*c*g*q*x^3+186*b^2*c*g*r^3*x-9158*b^2*c*g*r^2*x^2+8200*b^2*c*g*r*x^3-16 *b^2*c*p^4*q+72*b^2*c*p^4*x-22*b^2*c*p^3*q^2-32*b^2*c*p^3*q*r+456*b^2*c*p^3*q*x +204*b^2*c*p^3*r*x-420*b^2*c*p^3*x^2-22*b^2*c*p^2*q^2*r+556*b^2*c*p^2*q^2*x-16* b^2*c*p^2*q*r^2+950*b^2*c*p^2*q*r*x-1590*b^2*c*p^2*q*x^2+132*b^2*c*p^2*r^2*x-\ 1296*b^2*c*p^2*r*x^2+272*b^2*c*p^2*x^3+144*b^2*c*p*q^3*x+704*b^2*c*p*q^2*r*x-\ 1570*b^2*c*p*q^2*x^2+336*b^2*c*p*q*r^2*x-3442*b^2*c*p*q*r*x^2+704*b^2*c*p*q*x^3 -36*b^2*c*p*r^3*x-936*b^2*c*p*r^2*x^2+828*b^2*c*p*r*x^3+144*b^2*c*q^3*r*x-372*b ^2*c*q^3*x^2+82*b^2*c*q^2*r^2*x-1762*b^2*c*q^2*r*x^2+432*b^2*c*q^2*x^3-84*b^2*c *q*r^3*x-1186*b^2*c*q*r^2*x^2+1168*b^2*c*q*r*x^3-36*b^2*c*r^4*x-60*b^2*c*r^3*x^ 2+456*b^2*c*r^2*x^3-36*b^2*g^5*p-36*b^2*g^5*r-108*b^2*g^4*p^2-60*b^2*g^4*p*q-\ 144*b^2*g^4*p*r+996*b^2*g^4*p*x-60*b^2*g^4*q*r+320*b^2*g^4*q*x-36*b^2*g^4*r^2+ 1198*b^2*g^4*r*x-117*b^2*g^3*p^3-146*b^2*g^3*p^2*q-207*b^2*g^3*p^2*r+2236*b^2*g ^3*p^2*x-20*b^2*g^3*p*q^2-172*b^2*g^3*p*q*r+2248*b^2*g^3*p*q*x-99*b^2*g^3*p*r^2 +3765*b^2*g^3*p*r*x-3750*b^2*g^3*p*x^2-20*b^2*g^3*q^2*r+272*b^2*g^3*q^2*x-26*b^ 2*g^3*q*r^2+2196*b^2*g^3*q*r*x-2080*b^2*g^3*q*x^2-9*b^2*g^3*r^3+1233*b^2*g^3*r^ 2*x-5398*b^2*g^3*r*x^2-54*b^2*g^2*p^4-112*b^2*g^2*p^3*q-126*b^2*g^2*p^3*r+1538* b^2*g^2*p^3*x-40*b^2*g^2*p^2*q^2-164*b^2*g^2*p^2*q*r+2752*b^2*g^2*p^2*q*x-90*b^ 2*g^2*p^2*r^2+3312*b^2*g^2*p^2*r*x-4918*b^2*g^2*p^2*x^2-40*b^2*g^2*p*q^2*r+1164 *b^2*g^2*p*q^2*x-52*b^2*g^2*p*q*r^2+4010*b^2*g^2*p*q*r*x-7040*b^2*g^2*p*q*x^2-\ 18*b^2*g^2*p*r^3+1791*b^2*g^2*p*r^2*x-10362*b^2*g^2*p*r*x^2+1744*b^2*g^2*p*x^3+ 48*b^2*g^2*q^3*x+1074*b^2*g^2*q^2*r*x-2008*b^2*g^2*q^2*x^2+948*b^2*g^2*q*r^2*x-\ 8190*b^2*g^2*q*r*x^2+1744*b^2*g^2*q*x^3+111*b^2*g^2*r^3*x-4125*b^2*g^2*r^2*x^2+ 3422*b^2*g^2*r*x^3-9*b^2*g*p^5-26*b^2*g*p^4*q-27*b^2*g*p^4*r+314*b^2*g*p^4*x-20 *b^2*g*p^3*q^2-52*b^2*g*p^3*q*r+856*b^2*g*p^3*q*x-27*b^2*g*p^3*r^2+845*b^2*g*p^ 3*r*x-1419*b^2*g*p^3*x^2-20*b^2*g*p^2*q^2*r+700*b^2*g*p^2*q^2*x-26*b^2*g*p^2*q* r^2+1654*b^2*g*p^2*q*r*x-3459*b^2*g*p^2*q*x^2-9*b^2*g*p^2*r^3+666*b^2*g*p^2*r^2 *x-3845*b^2*g*p^2*r*x^2+944*b^2*g*p^2*x^3+144*b^2*g*p*q^3*x+860*b^2*g*p*q^2*r*x -2486*b^2*g*p*q^2*x^2+636*b^2*g*p*q*r^2*x-6517*b^2*g*p*q*r*x^2+1968*b^2*g*p*q*x ^3+99*b^2*g*p*r^3*x-2577*b^2*g*p*r^2*x^2+2688*b^2*g*p*r*x^3+144*b^2*g*q^3*r*x-\ 432*b^2*g*q^3*x^2+82*b^2*g*q^2*r^2*x-2480*b^2*g*q^2*r*x^2+1024*b^2*g*q^2*x^3-84 *b^2*g*q*r^3*x-2020*b^2*g*q*r^2*x^2+2858*b^2*g*q*r*x^3-36*b^2*g*r^4*x-276*b^2*g *r^3*x^2+1296*b^2*g*r^2*x^3-64*b*c^7-384*b*c^6*g-224*b*c^6*p-96*b*c^6*q-160*b*c ^6*r+1536*b*c^6*x-832*b*c^5*g^2-1232*b*c^5*g*p-448*b*c^5*g*q-880*b*c^5*g*r+8192 *b*c^5*g*x-240*b*c^5*p^2-320*b*c^5*p*q-288*b*c^5*p*r+3360*b*c^5*p*x-48*b*c^5*q^ 2-224*b*c^5*q*r+2496*b*c^5*q*x-64*b*c^5*r^2+3008*b*c^5*r*x-3600*b*c^5*x^2-864*b *c^4*g^3-2352*b*c^4*g^2*p-736*b*c^4*g^2*q-1696*b*c^4*g^2*r+14944*b*c^4*g^2*x-\ 1280*b*c^4*g*p^2-1376*b*c^4*g*p*q-1600*b*c^4*g*p*r+17360*b*c^4*g*p*x-160*b*c^4* g*q^2-976*b*c^4*g*q*r+10656*b*c^4*g*q*x-400*b*c^4*g*r^2+15016*b*c^4*g*r*x-18912 *b*c^4*g*x^2-104*b*c^4*p^3-312*b*c^4*p^2*q-168*b*c^4*p^2*r+2496*b*c^4*p^2*x-152 *b*c^4*p*q^2-352*b*c^4*p*q*r+4800*b*c^4*p*q*x-64*b*c^4*p*r^2+4088*b*c^4*p*r*x-\ 5568*b*c^4*p*x^2-8*b*c^4*q^3-104*b*c^4*q^2*r+1440*b*c^4*q^2*x-64*b*c^4*q*r^2+ 4112*b*c^4*q*r*x-5976*b*c^4*q*x^2+1176*b*c^4*r^2*x-6616*b*c^4*r*x^2+1216*b*c^4* x^3-468*b*c^3*g^4-2072*b*c^3*g^3*p-552*b*c^3*g^3*q-1536*b*c^3*g^3*r+12048*b*c^3 *g^3*x-2120*b*c^3*g^2*p^2-1992*b*c^3*g^2*p*q-2696*b*c^3*g^2*p*r+27800*b*c^3*g^2 *p*x-180*b*c^3*g^2*q^2-1456*b*c^3*g^2*q*r+15152*b*c^3*g^2*q*x-700*b*c^3*g^2*r^2 +24136*b*c^3*g^2*r*x-29028*b*c^3*g^2*x^2-612*b*c^3*g*p^3-1244*b*c^3*g*p^2*q-\ 1108*b*c^3*g*p^2*r+13256*b*c^3*g*p^2*x-468*b*c^3*g*p*q^2-1448*b*c^3*g*p*q*r+ 18920*b*c^3*g*p*q*x-560*b*c^3*g*p*r^2+20776*b*c^3*g*p*r*x-29480*b*c^3*g*p*x^2-\ 16*b*c^3*g*q^3-332*b*c^3*g*q^2*r+4640*b*c^3*g*q^2*x-292*b*c^3*g*q*r^2+15872*b*c ^3*g*q*r*x-23944*b*c^3*g*q*x^2-64*b*c^3*g*r^3+6256*b*c^3*g*r^2*x-31892*b*c^3*g* r*x^2+6880*b*c^3*g*x^3-16*b*c^3*p^4-120*b*c^3*p^3*q-32*b*c^3*p^3*r+744*b*c^3*p^ 3*x-132*b*c^3*p^2*q^2-184*b*c^3*p^2*q*r+2904*b*c^3*p^2*q*x-16*b*c^3*p^2*r^2+ 1700*b*c^3*p^2*r*x-2868*b*c^3*p^2*x^2-24*b*c^3*p*q^3-136*b*c^3*p*q^2*r+2376*b*c ^3*p*q^2*x-64*b*c^3*p*q*r^2+4472*b*c^3*p*q*r*x-7200*b*c^3*p*q*x^2+864*b*c^3*p*r ^2*x-6340*b*c^3*p*r*x^2+1312*b*c^3*p*x^3-16*b*c^3*q^3*r+336*b*c^3*q^3*x-16*b*c^ 3*q^2*r^2+1952*b*c^3*q^2*r*x-3564*b*c^3*q^2*x^2+1104*b*c^3*q*r^2*x-8304*b*c^3*q *r*x^2+1824*b*c^3*q*x^3-12*b*c^3*r^3*x-2536*b*c^3*r^2*x^2+2032*b*c^3*r*x^3-128* b*c^2*g^5-910*b*c^2*g^4*p-194*b*c^2*g^4*q-710*b*c^2*g^4*r+4456*b*c^2*g^4*x-1476 *b*c^2*g^3*p^2-1264*b*c^2*g^3*p*q-1920*b*c^2*g^3*p*r+18172*b*c^2*g^3*p*x-84*b*c ^2*g^3*q^2-980*b*c^2*g^3*q*r+9048*b*c^2*g^3*q*x-516*b*c^2*g^3*r^2+16474*b*c^2*g ^3*r*x-16644*b*c^2*g^3*x^2-858*b*c^2*g^2*p^3-1478*b*c^2*g^2*p^2*q-1590*b*c^2*g^ 2*p^2*r+17852*b*c^2*g^2*p^2*x-462*b*c^2*g^2*p*q^2-1752*b*c^2*g^2*p*q*r+22308*b* c^2*g^2*p*q*x-840*b*c^2*g^2*p*r^2+27978*b*c^2*g^2*p*r*x-38336*b*c^2*g^2*p*x^2-\ 10*b*c^2*g^2*q^3-350*b*c^2*g^2*q^2*r+4736*b*c^2*g^2*q^2*x-364*b*c^2*g^2*q*r^2+ 18936*b*c^2*g^2*q*r*x-27550*b*c^2*g^2*q*x^2-108*b*c^2*g^2*r^3+8662*b*c^2*g^2*r^ 2*x-41888*b*c^2*g^2*r*x^2+8176*b*c^2*g^2*x^3-156*b*c^2*g*p^4-472*b*c^2*g*p^3*q-\ 392*b*c^2*g*p^3*r+4684*b*c^2*g*p^3*x-356*b*c^2*g*p^2*q^2-780*b*c^2*g*p^2*q*r+ 10900*b*c^2*g*p^2*q*x-324*b*c^2*g*p^2*r^2+10222*b*c^2*g*p^2*r*x-16052*b*c^2*g*p ^2*x^2-44*b*c^2*g*p*q^3-376*b*c^2*g*p*q^2*r+6692*b*c^2*g*p*q^2*x-332*b*c^2*g*p* q*r^2+16276*b*c^2*g*p*q*r*x-27532*b*c^2*g*p*q*x^2-96*b*c^2*g*p*r^3+5904*b*c^2*g *p*r^2*x-31436*b*c^2*g*p*r*x^2+7376*b*c^2*g*p*x^3-32*b*c^2*g*q^3*r+744*b*c^2*g* q^3*x-48*b*c^2*g*q^2*r^2+5492*b*c^2*g*q^2*r*x-10468*b*c^2*g*q^2*x^2-24*b*c^2*g* q*r^3+4264*b*c^2*g*q*r^2*x-29386*b*c^2*g*q*r*x^2+7904*b*c^2*g*q*x^3-8*b*c^2*g*r ^4+612*b*c^2*g*r^3*x-11880*b*c^2*g*r^2*x^2+10568*b*c^2*g*r*x^3-16*b*c^2*p^4*q+ 72*b*c^2*p^4*x-42*b*c^2*p^3*q^2-32*b*c^2*p^3*q*r+636*b*c^2*p^3*q*x+204*b*c^2*p^ 3*r*x-540*b*c^2*p^3*x^2-18*b*c^2*p^2*q^3-58*b*c^2*p^2*q^2*r+1068*b*c^2*p^2*q^2* x-16*b*c^2*p^2*q*r^2+1382*b*c^2*p^2*q*r*x-2562*b*c^2*p^2*q*x^2+132*b*c^2*p^2*r^ 2*x-1656*b*c^2*p^2*r*x^2+432*b*c^2*p^2*x^3-16*b*c^2*p*q^3*r+456*b*c^2*p*q^3*x-\ 16*b*c^2*p*q^2*r^2+1502*b*c^2*p*q^2*r*x-3024*b*c^2*p*q^2*x^2+600*b*c^2*p*q*r^2* x-5494*b*c^2*p*q*r*x^2+1312*b*c^2*p*q*x^3-36*b*c^2*p*r^3*x-1224*b*c^2*p*r^2*x^2 +1248*b*c^2*p*r*x^3+24*b*c^2*q^4*x+372*b*c^2*q^3*r*x-882*b*c^2*q^3*x^2+282*b*c^ 2*q^2*r^2*x-3342*b*c^2*q^2*r*x^2+912*b*c^2*q^2*x^3-66*b*c^2*q*r^3*x-1996*b*c^2* q*r^2*x^2+2032*b*c^2*q*r*x^3-36*b*c^2*r^4*x-108*b*c^2*r^3*x^2+672*b*c^2*r^2*x^3 -14*b*c*g^6-189*b*c*g^5*p-26*b*c*g^5*q-161*b*c*g^5*r+620*b*c*g^5*x-451*b*c*g^4* p^2-358*b*c*g^4*p*q-608*b*c*g^4*p*r+4952*b*c*g^4*p*x-14*b*c*g^4*q^2-306*b*c*g^4 *q*r+2232*b*c*g^4*q*x-171*b*c*g^4*r^2+4940*b*c*g^4*r*x-3204*b*c*g^4*x^2-423*b*c *g^3*p^3-671*b*c*g^3*p^2*q-801*b*c*g^3*p^2*r+8396*b*c*g^3*p^2*x-181*b*c*g^3*p*q ^2-822*b*c*g^3*p*q*r+9736*b*c*g^3*p*q*x-438*b*c*g^3*p*r^2+13612*b*c*g^3*p*r*x-\ 16442*b*c*g^3*p*x^2-2*b*c*g^3*q^3-153*b*c*g^3*q^2*r+1820*b*c*g^3*q^2*x-177*b*c* g^3*q*r^2+8718*b*c*g^3*q*r*x-10812*b*c*g^3*q*x^2-60*b*c*g^3*r^3+4448*b*c*g^3*r^ 2*x-19450*b*c*g^3*r*x^2+2520*b*c*g^3*x^3-171*b*c*g^2*p^4-420*b*c*g^2*p^3*q-434* b*c*g^2*p^3*r+4818*b*c*g^2*p^3*x-260*b*c*g^2*p^2*q^2-702*b*c*g^2*p^2*q*r+9674*b *c*g^2*p^2*q*x-363*b*c*g^2*p^2*r^2+10511*b*c*g^2*p^2*r*x-15800*b*c*g^2*p^2*x^2-\ 24*b*c*g^2*p*q^3-282*b*c*g^2*p*q^2*r+5144*b*c*g^2*p*q^2*x-306*b*c*g^2*p*q*r^2+ 14459*b*c*g^2*p*q*r*x-24306*b*c*g^2*p*q*x^2-108*b*c*g^2*p*r^3+6207*b*c*g^2*p*r^ 2*x-31275*b*c*g^2*p*r*x^2+6688*b*c*g^2*p*x^3-20*b*c*g^2*q^3*r+464*b*c*g^2*q^3*x -36*b*c*g^2*q^2*r^2+4366*b*c*g^2*q^2*r*x-8100*b*c*g^2*q^2*x^2-24*b*c*g^2*q*r^3+ 3901*b*c*g^2*q*r^2*x-26277*b*c*g^2*q*r*x^2+6824*b*c*g^2*q*x^3-8*b*c*g^2*r^4+738 *b*c*g^2*r^3*x-12070*b*c*g^2*r^2*x^2+10468*b*c*g^2*r*x^3-24*b*c*g*p^5-81*b*c*g* p^4*q-80*b*c*g*p^4*r+806*b*c*g*p^4*x-97*b*c*g*p^3*q^2-186*b*c*g*p^3*q*r+2514*b* c*g*p^3*q*x-96*b*c*g*p^3*r^2+2249*b*c*g*p^3*r*x-3628*b*c*g*p^3*x^2-26*b*c*g*p^2 *q^3-137*b*c*g*p^2*q^2*r+2584*b*c*g*p^2*q^2*x-129*b*c*g*p^2*q*r^2+5230*b*c*g*p^ 2*q*r*x-9596*b*c*g*p^2*q*x^2-48*b*c*g*p^2*r^3+1983*b*c*g*p^2*r^2*x-9712*b*c*g*p ^2*r*x^2+2488*b*c*g*p^2*x^3-24*b*c*g*p*q^3*r+824*b*c*g*p*q^3*x-40*b*c*g*p*q^2*r ^2+3547*b*c*g*p*q^2*r*x-7840*b*c*g*p*q^2*x^2-24*b*c*g*p*q*r^3+2586*b*c*g*p*q*r^ 2*x-18229*b*c*g*p*q*r*x^2+5336*b*c*g*p*q*x^3-8*b*c*g*p*r^4+510*b*c*g*p*r^3*x-\ 6713*b*c*g*p*r^2*x^2+6542*b*c*g*p*r*x^3+32*b*c*g*q^4*x+698*b*c*g*q^3*r*x-1764*b *c*g*q^3*x^2+697*b*c*g*q^2*r^2*x-8003*b*c*g*q^2*r*x^2+2864*b*c*g*q^2*x^3+54*b*c *g*q*r^3*x-6145*b*c*g*q*r^2*x^2+7226*b*c*g*q*r*x^3-30*b*c*g*r^4*x-910*b*c*g*r^3 *x^2+2992*b*c*g*r^2*x^3-4*b*c*p^4*q^2+36*b*c*p^4*q*x-24*b*c*p^4*x^2-4*b*c*p^3*q ^3-8*b*c*p^3*q^2*r+132*b*c*p^3*q^2*x+102*b*c*p^3*q*r*x-252*b*c*p^3*q*x^2-88*b*c *p^3*r*x^2+40*b*c*p^3*x^3-4*b*c*p^2*q^3*r+120*b*c*p^2*q^3*x-4*b*c*p^2*q^2*r^2+ 266*b*c*p^2*q^2*r*x-564*b*c*p^2*q^2*x^2+66*b*c*p^2*q*r^2*x-756*b*c*p^2*q*r*x^2+ 216*b*c*p^2*q*x^3-84*b*c*p^2*r^2*x^2+156*b*c*p^2*r*x^3+24*b*c*p*q^4*x+144*b*c*p *q^3*r*x-408*b*c*p*q^3*x^2+84*b*c*p*q^2*r^2*x-1162*b*c*p*q^2*r*x^2+328*b*c*p*q^ 2*x^3-18*b*c*p*q*r^3*x-522*b*c*p*q*r^2*x^2+624*b*c*p*q*r*x^3+156*b*c*p*r^2*x^3+ 24*b*c*q^4*r*x-72*b*c*q^4*x^2+12*b*c*q^3*r^2*x-422*b*c*q^3*r*x^2+152*b*c*q^3*x^ 3-30*b*c*q^2*r^3*x-364*b*c*q^2*r^2*x^2+508*b*c*q^2*r*x^3-18*b*c*q*r^4*x-18*b*c* q*r^3*x^2+336*b*c*q*r^2*x^3+20*b*c*r^4*x^2+40*b*c*r^3*x^3-14*b*g^6*p-14*b*g^6*r -49*b*g^5*p^2-36*b*g^5*p*q-70*b*g^5*p*r+428*b*g^5*p*x-36*b*g^5*q*r+160*b*g^5*q* x-21*b*g^5*r^2+524*b*g^5*r*x-67*b*g^4*p^3-102*b*g^4*p^2*q-131*b*g^4*p^2*r+1236* b*g^4*p^2*x-24*b*g^4*p*q^2-132*b*g^4*p*q*r+1356*b*g^4*p*q*x-75*b*g^4*p*r^2+2153 *b*g^4*p*r*x-1974*b*g^4*p*x^2-24*b*g^4*q^2*r+216*b*g^4*q^2*x-30*b*g^4*q*r^2+ 1352*b*g^4*q*r*x-1138*b*g^4*q*x^2-11*b*g^4*r^3+767*b*g^4*r^2*x-2826*b*g^4*r*x^2 -45*b*g^3*p^4-102*b*g^3*p^3*q-116*b*g^3*p^3*r+1220*b*g^3*p^3*x-56*b*g^3*p^2*q^2 -174*b*g^3*p^2*q*r+2296*b*g^3*p^2*q*x-99*b*g^3*p^2*r^2+2735*b*g^3*p^2*r*x-3730* b*g^3*p^2*x^2-4*b*g^3*p*q^3-64*b*g^3*p*q^2*r+1120*b*g^3*p*q^2*x-78*b*g^3*p*q*r^ 2+3566*b*g^3*p*q*r*x-5416*b*g^3*p*q*x^2-30*b*g^3*p*r^3+1683*b*g^3*p*r^2*x-7892* b*g^3*p*r*x^2+1260*b*g^3*p*x^3-4*b*g^3*q^3*r+80*b*g^3*q^3*x-8*b*g^3*q^2*r^2+ 1032*b*g^3*q^2*r*x-1640*b*g^3*q^2*x^2-6*b*g^3*q*r^3+1032*b*g^3*q*r^2*x-6365*b*g ^3*q*r*x^2+1260*b*g^3*q*x^3-2*b*g^3*r^4+222*b*g^3*r^3*x-3277*b*g^3*r^2*x^2+2478 *b*g^3*r*x^3-15*b*g^2*p^5-42*b*g^2*p^4*q-49*b*g^2*p^4*r+476*b*g^2*p^4*x-40*b*g^ 2*p^3*q^2-96*b*g^2*p^3*q*r+1294*b*g^2*p^3*q*x-57*b*g^2*p^3*r^2+1328*b*g^2*p^3*r *x-2040*b*g^2*p^3*x^2-8*b*g^2*p^2*q^3-56*b*g^2*p^2*q^2*r+1142*b*g^2*p^2*q^2*x-\ 66*b*g^2*p^2*q*r^2+2668*b*g^2*p^2*q*r*x-4916*b*g^2*p^2*q*x^2-27*b*g^2*p^2*r^3+ 1173*b*g^2*p^2*r^2*x-5551*b*g^2*p^2*r*x^2+1300*b*g^2*p^2*x^3-8*b*g^2*p*q^3*r+ 308*b*g^2*p*q^3*x-16*b*g^2*p*q^2*r^2+1570*b*g^2*p*q^2*r*x-3598*b*g^2*p*q^2*x^2-\ 12*b*g^2*p*q*r^3+1320*b*g^2*p*q*r^2*x-9401*b*g^2*p*q*r*x^2+2668*b*g^2*p*q*x^3-4 *b*g^2*p*r^4+306*b*g^2*p*r^3*x-3898*b*g^2*p*r^2*x^2+3692*b*g^2*p*r*x^3+8*b*g^2* q^4*x+284*b*g^2*q^3*r*x-698*b*g^2*q^3*x^2+304*b*g^2*q^2*r^2*x-3717*b*g^2*q^2*r* x^2+1368*b*g^2*q^2*x^3+30*b*g^2*q*r^3*x-3182*b*g^2*q*r^2*x^2+3838*b*g^2*q*r*x^3 -15*b*g^2*r^4*x-551*b*g^2*r^3*x^2+1766*b*g^2*r^2*x^3-2*b*g*p^6-6*b*g*p^5*q-8*b* g*p^5*r+60*b*g*p^5*x-8*b*g*p^4*q^2-18*b*g*p^4*q*r+210*b*g*p^4*q*x-12*b*g*p^4*r^ 2+210*b*g*p^4*r*x-294*b*g*p^4*x^2-4*b*g*p^3*q^3-16*b*g*p^3*q^2*r+282*b*g*p^3*q^ 2*x-18*b*g*p^3*q*r^2+561*b*g*p^3*q*r*x-1020*b*g*p^3*q*x^2-8*b*g*p^3*r^3+261*b*g *p^3*r^2*x-978*b*g*p^3*r*x^2+260*b*g*p^3*x^3-4*b*g*p^2*q^3*r+156*b*g*p^2*q^3*x-\ 8*b*g*p^2*q^2*r^2+535*b*g*p^2*q^2*r*x-1272*b*g*p^2*q^2*x^2-6*b*g*p^2*q*r^3+441* b*g*p^2*q*r^2*x-2611*b*g*p^2*q*r*x^2+828*b*g*p^2*q*x^3-2*b*g*p^2*r^4+132*b*g*p^ 2*r^3*x-955*b*g*p^2*r^2*x^2+930*b*g*p^2*r*x^3+24*b*g*p*q^4*x+186*b*g*p*q^3*r*x-\ 630*b*g*p*q^3*x^2+195*b*g*p*q^2*r^2*x-2245*b*g*p*q^2*r*x^2+884*b*g*p*q^2*x^3+72 *b*g*p*q*r^3*x-1602*b*g*p*q*r^2*x^2+2016*b*g*p*q*r*x^3+21*b*g*p*r^4*x-267*b*g*p *r^3*x^2+756*b*g*p*r^2*x^3+24*b*g*q^4*r*x-84*b*g*q^4*x^2+12*b*g*q^3*r^2*x-576*b *g*q^3*r*x^2+316*b*g*q^3*x^3-30*b*g*q^2*r^3*x-610*b*g*q^2*r^2*x^2+1106*b*g*q^2* r*x^3-18*b*g*q*r^4*x-132*b*g*q*r^3*x^2+846*b*g*q*r^2*x^3+10*b*g*r^4*x^2+140*b*g *r^3*x^3-32*c^7*g-144*c^6*g^2-112*c^6*g*p-48*c^6*g*q-80*c^6*g*r+768*c^6*g*x-240 *c^5*g^3-464*c^5*g^2*p-176*c^5*g^2*q-336*c^5*g^2*r+3072*c^5*g^2*x-144*c^5*g*p^2 -160*c^5*g*p*q-192*c^5*g*p*r+1968*c^5*g*p*x-24*c^5*g*q^2-112*c^5*g*q*r+1248*c^5 *g*q*x-56*c^5*g*r^2+1616*c^5*g*r*x-2400*c^5*g*x^2-200*c^4*g^4-680*c^4*g^3*p-232 *c^4*g^3*q-504*c^4*g^3*r+4224*c^4*g^3*x-536*c^4*g^2*p^2-544*c^4*g^2*p*q-720*c^4 *g^2*p*r+7208*c^4*g^2*p*x-68*c^4*g^2*q^2-392*c^4*g^2*q*r+4144*c^4*g^2*q*x-212*c ^4*g^2*r^2+6008*c^4*g^2*r*x-8400*c^4*g^2*x^2-104*c^4*g*p^3-168*c^4*g*p^2*q-216* c^4*g*p^2*r+1968*c^4*g*p^2*x-76*c^4*g*p*q^2-200*c^4*g*p*q*r+2616*c^4*g*p*q*x-\ 140*c^4*g*p*r^2+2924*c^4*g*p*r*x-4596*c^4*g*p*x^2-4*c^4*g*q^3-52*c^4*g*q^2*r+ 720*c^4*g*q^2*x-44*c^4*g*q*r^2+2132*c^4*g*q*r*x-3516*c^4*g*q*x^2-28*c^4*g*r^3+ 888*c^4*g*r^2*x-4488*c^4*g*r*x^2+1216*c^4*g*x^3-90*c^3*g^5-480*c^3*g^4*p-144*c^ 3*g^4*q-368*c^3*g^4*r+2688*c^3*g^4*x-652*c^3*g^3*p^2-632*c^3*g^3*p*q-888*c^3*g^ 3*p*r+8404*c^3*g^3*p*x-66*c^3*g^3*q^2-476*c^3*g^3*q*r+4568*c^3*g^3*q*x-266*c^3* g^3*r^2+7260*c^3*g^3*r*x-9000*c^3*g^3*x^2-328*c^3*g^2*p^3-520*c^3*g^2*p^2*q-672 *c^3*g^2*p^2*r+6384*c^3*g^2*p^2*x-200*c^3*g^2*p*q^2-640*c^3*g^2*p*q*r+7912*c^3* g^2*p*q*x-424*c^3*g^2*p*r^2+9688*c^3*g^2*p*r*x-14508*c^3*g^2*p*x^2-8*c^3*g^2*q^ 3-144*c^3*g^2*q^2*r+1904*c^3*g^2*q^2*x-152*c^3*g^2*q*r^2+6500*c^3*g^2*q*r*x-\ 10404*c^3*g^2*q*x^2-80*c^3*g^2*r^3+3044*c^3*g^2*r^2*x-14532*c^3*g^2*r*x^2+3648* c^3*g^2*x^3-50*c^3*g*p^4-80*c^3*g*p^3*q-144*c^3*g*p^3*r+1020*c^3*g*p^3*x-66*c^3 *g*p^2*q^2-140*c^3*g*p^2*q*r+1884*c^3*g*p^2*q*x-146*c^3*g*p^2*r^2+2150*c^3*g*p^ 2*r*x-3252*c^3*g*p^2*x^2-12*c^3*g*p*q^3-68*c^3*g*p*q^2*r+1224*c^3*g*p*q^2*x-68* c^3*g*p*q*r^2+2756*c^3*g*p*q*r*x-4968*c^3*g*p*q*x^2-60*c^3*g*p*r^3+1332*c^3*g*p *r^2*x-5750*c^3*g*p*r*x^2+1568*c^3*g*p*x^3-8*c^3*g*q^3*r+168*c^3*g*q^3*x-8*c^3* g*q^2*r^2+986*c^3*g*q^2*r*x-1908*c^3*g*q^2*x^2-8*c^3*g*q*r^3+744*c^3*g*q*r^2*x-\ 5062*c^3*g*q*r*x^2+1568*c^3*g*q*x^3-8*c^3*g*r^4+216*c^3*g*r^3*x-2052*c^3*g*r^2* x^2+2032*c^3*g*r*x^3-21*c^2*g^6-175*c^2*g^5*p-43*c^2*g^5*q-141*c^2*g^5*r+816*c^ 2*g^5*x-354*c^2*g^4*p^2-332*c^2*g^4*p*q-492*c^2*g^4*p*r+4254*c^2*g^4*p*x-27*c^2 *g^4*q^2-266*c^2*g^4*q*r+2196*c^2*g^4*q*x-151*c^2*g^4*r^2+3898*c^2*g^4*r*x-3900 *c^2*g^4*x^2-306*c^2*g^3*p^3-486*c^2*g^3*p^2*q-630*c^2*g^3*p^2*r+5884*c^2*g^3*p ^2*x-171*c^2*g^3*p*q^2-618*c^2*g^3*p*q*r+7070*c^2*g^3*p*q*x-399*c^2*g^3*p*r^2+ 9223*c^2*g^3*p*r*x-12573*c^2*g^3*p*x^2-5*c^2*g^3*q^3-133*c^2*g^3*q^2*r+1572*c^2 *g^3*q^2*x-155*c^2*g^3*q*r^2+6029*c^2*g^3*q*r*x-8655*c^2*g^3*q*x^2-75*c^2*g^3*r ^3+3026*c^2*g^3*r^2*x-13302*c^2*g^3*r*x^2+2736*c^2*g^3*x^3-121*c^2*g^2*p^4-224* c^2*g^2*p^3*q-340*c^2*g^2*p^3*r+2750*c^2*g^2*p^3*x-153*c^2*g^2*p^2*q^2-402*c^2* g^2*p^2*q*r+5102*c^2*g^2*p^2*q*x-333*c^2*g^2*p^2*r^2+5929*c^2*g^2*p^2*r*x-8854* c^2*g^2*p^2*x^2-22*c^2*g^2*p*q^3-166*c^2*g^2*p*q^2*r+2868*c^2*g^2*p*q^2*x-202*c ^2*g^2*p*q*r^2+7512*c^2*g^2*p*q*r*x-13224*c^2*g^2*p*q*x^2-130*c^2*g^2*p*r^3+ 3706*c^2*g^2*p*r^2*x-16271*c^2*g^2*p*r*x^2+4128*c^2*g^2*p*x^3-16*c^2*g^2*q^3*r+ 332*c^2*g^2*q^3*x-24*c^2*g^2*q^2*r^2+2331*c^2*g^2*q^2*r*x-4538*c^2*g^2*q^2*x^2-\ 24*c^2*g^2*q*r^3+2104*c^2*g^2*q*r^2*x-13357*c^2*g^2*q*r*x^2+4128*c^2*g^2*q*x^3-\ 16*c^2*g^2*r^4+594*c^2*g^2*r^3*x-5964*c^2*g^2*r^2*x^2+5680*c^2*g^2*r*x^3-15*c^2 *g*p^5-19*c^2*g*p^4*q-53*c^2*g*p^4*r+288*c^2*g*p^4*x-21*c^2*g*p^3*q^2-46*c^2*g* p^3*q*r+588*c^2*g*p^3*q*x-69*c^2*g*p^3*r^2+798*c^2*g*p^3*r*x-1029*c^2*g*p^3*x^2 -9*c^2*g*p^2*q^3-29*c^2*g*p^2*q^2*r+588*c^2*g*p^2*q^2*x-35*c^2*g*p^2*q*r^2+1202 *c^2*g*p^2*q*r*x-2253*c^2*g*p^2*q*x^2-39*c^2*g*p^2*r^3+771*c^2*g*p^2*r^2*x-2523 *c^2*g*p^2*r*x^2+672*c^2*g*p^2*x^3-8*c^2*g*p*q^3*r+228*c^2*g*p*q^3*x-8*c^2*g*p* q^2*r^2+818*c^2*g*p*q^2*r*x-1791*c^2*g*p*q^2*x^2-8*c^2*g*p*q*r^3+630*c^2*g*p*q* r^2*x-4080*c^2*g*p*q*r*x^2+1312*c^2*g*p*q*x^3-8*c^2*g*p*r^4+285*c^2*g*p*r^3*x-\ 1666*c^2*g*p*r^2*x^2+1640*c^2*g*p*r*x^3+12*c^2*g*q^4*x+186*c^2*g*q^3*r*x-447*c^ 2*g*q^3*x^2+171*c^2*g*q^2*r^2*x-1869*c^2*g*q^2*r*x^2+672*c^2*g*q^2*x^3+39*c^2*g *q*r^3*x-1376*c^2*g*q*r^2*x^2+1640*c^2*g*q*r*x^3+24*c^2*g*r^4*x-240*c^2*g*r^3*x ^2+672*c^2*g*r^2*x^3-2*c*g^7-31*c*g^6*p-5*c*g^6*q-27*c*g^6*r+96*c*g^6*x-88*c*g^ 5*p^2-80*c*g^5*p*q-126*c*g^5*p*r+940*c*g^5*p*x-4*c*g^5*q^2-70*c*g^5*q*r+452*c*g ^5*q*x-40*c*g^5*r^2+952*c*g^5*r*x-600*c*g^5*x^2-112*c*g^4*p^3-180*c*g^4*p^2*q-\ 234*c*g^4*p^2*r+2080*c*g^4*p^2*x-59*c*g^4*p*q^2-238*c*g^4*p*q*r+2444*c*g^4*p*q* x-151*c*g^4*p*r^2+3419*c*g^4*p*r*x-3990*c*g^4*p*x^2-c*g^4*q^3-51*c*g^4*q^2*r+ 504*c*g^4*q^2*x-63*c*g^4*q*r^2+2220*c*g^4*q*r*x-2610*c*g^4*q*x^2-29*c*g^4*r^3+ 1187*c*g^4*r^2*x-4647*c*g^4*r*x^2+608*c*g^4*x^3-76*c*g^3*p^4-150*c*g^3*p^3*q-\ 214*c*g^3*p^3*r+1768*c*g^3*p^3*x-96*c*g^3*p^2*q^2-276*c*g^3*p^2*q*r+3288*c*g^3* p^2*q*x-210*c*g^3*p^2*r^2+3919*c*g^3*p^2*r*x-5486*c*g^3*p^2*x^2-12*c*g^3*p*q^3-\ 110*c*g^3*p*q^2*r+1748*c*g^3*p*q^2*x-144*c*g^3*p*q*r^2+5001*c*g^3*p*q*r*x-8070* c*g^3*p*q*x^2-82*c*g^3*p*r^3+2524*c*g^3*p*r^2*x-10634*c*g^3*p*r*x^2+2280*c*g^3* p*x^3-10*c*g^3*q^3*r+180*c*g^3*q^3*x-18*c*g^3*q^2*r^2+1491*c*g^3*q^2*r*x-2620*c *g^3*q^2*x^2-18*c*g^3*q*r^3+1488*c*g^3*q*r^2*x-8563*c*g^3*q*r*x^2+2280*c*g^3*q* x^3-10*c*g^3*r^4+423*c*g^3*r^3*x-4137*c*g^3*r^2*x^2+3532*c*g^3*r*x^3-25*c*g^2*p ^5-47*c*g^2*p^4*q-87*c*g^2*p^4*r+584*c*g^2*p^4*x-43*c*g^2*p^3*q^2-114*c*g^2*p^3 *q*r+1372*c*g^2*p^3*q*x-111*c*g^2*p^3*r^2+1644*c*g^2*p^3*r*x-2266*c*g^2*p^3*x^2 -13*c*g^2*p^2*q^3-63*c*g^2*p^2*q^2*r+1204*c*g^2*p^2*q^2*x-87*c*g^2*p^2*q*r^2+ 2826*c*g^2*p^2*q*r*x-5154*c*g^2*p^2*q*x^2-61*c*g^2*p^2*r^3+1561*c*g^2*p^2*r^2*x -5827*c*g^2*p^2*r*x^2+1488*c*g^2*p^2*x^3-12*c*g^2*p*q^3*r+376*c*g^2*p*q^3*x-20* c*g^2*p*q^2*r^2+1663*c*g^2*p*q^2*r*x-3762*c*g^2*p*q^2*x^2-20*c*g^2*p*q*r^3+1512 *c*g^2*p*q*r^2*x-9336*c*g^2*p*q*r*x^2+2960*c*g^2*p*q*x^3-12*c*g^2*p*r^4+537*c*g ^2*p*r^3*x-3970*c*g^2*p*r^2*x^2+3808*c*g^2*p*r*x^3+16*c*g^2*q^4*x+313*c*g^2*q^3 *r*x-794*c*g^2*q^3*x^2+358*c*g^2*q^2*r^2*x-3731*c*g^2*q^2*r*x^2+1488*c*g^2*q^2* x^3+120*c*g^2*q*r^3*x-3101*c*g^2*q*r^2*x^2+3808*c*g^2*q*r*x^3+36*c*g^2*r^4*x-\ 600*c*g^2*r^3*x^2+1648*c*g^2*r^2*x^3-2*c*g*p^6-2*c*g*p^5*q-8*c*g*p^5*r+36*c*g*p ^5*x-2*c*g*p^4*q^2-6*c*g*p^4*q*r+72*c*g*p^4*q*x-12*c*g*p^4*r^2+126*c*g*p^4*r*x-\ 126*c*g*p^4*x^2-2*c*g*p^3*q^3-4*c*g*p^3*q^2*r+84*c*g*p^3*q^2*x-6*c*g*p^3*q*r^2+ 186*c*g*p^3*q*r*x-336*c*g*p^3*q*x^2-8*c*g*p^3*r^3+165*c*g*p^3*r^2*x-394*c*g*p^3 *r*x^2+96*c*g*p^3*x^3-2*c*g*p^2*q^3*r+60*c*g*p^2*q^3*x-2*c*g*p^2*q^2*r^2+164*c* g*p^2*q^2*r*x-390*c*g*p^2*q^2*x^2-2*c*g*p^2*q*r^3+150*c*g*p^2*q*r^2*x-817*c*g*p ^2*q*r*x^2+272*c*g*p^2*q*x^3-2*c*g*p^2*r^4+96*c*g*p^2*r^3*x-373*c*g*p^2*r^2*x^2 +332*c*g*p^2*r*x^3+12*c*g*p*q^4*x+72*c*g*p*q^3*r*x-216*c*g*p*q^3*x^2+57*c*g*p*q ^2*r^2*x-716*c*g*p*q^2*r*x^2+272*c*g*p*q^2*x^3+27*c*g*p*q*r^3*x-495*c*g*p*q*r^2 *x^2+624*c*g*p*q*r*x^3+21*c*g*p*r^4*x-111*c*g*p*r^3*x^2+246*c*g*p*r^2*x^3+12*c* g*q^4*r*x-36*c*g*q^4*x^2+6*c*g*q^3*r^2*x-221*c*g*q^3*r*x^2+96*c*g*q^3*x^3-15*c* g*q^2*r^3*x-212*c*g*q^2*r^2*x^2+332*c*g*q^2*r*x^3-9*c*g*q*r^4*x-39*c*g*q*r^3*x^ 2+246*c*g*q*r^2*x^3+40*c*g*r^3*x^3-2*g^7*p-2*g^7*r-8*g^6*p^2-7*g^6*p*q-12*g^6*p *r+68*g^6*p*x-7*g^6*q*r+28*g^6*q*x-4*g^6*r^2+84*g^6*r*x-14*g^5*p^3-23*g^5*p^2*q -30*g^5*p^2*r+244*g^5*p^2*x-7*g^5*p*q^2-32*g^5*p*q*r+280*g^5*p*q*x-20*g^5*p*r^2 +432*g^5*p*r*x-378*g^5*p*x^2-7*g^5*q^2*r+52*g^5*q^2*x-9*g^5*q*r^2+282*g^5*q*r*x -222*g^5*q*x^2-4*g^5*r^3+162*g^5*r^2*x-534*g^5*r*x^2-14*g^4*p^4-29*g^4*p^3*q-40 *g^4*p^3*r+324*g^4*p^3*x-18*g^4*p^2*q^2-55*g^4*p^2*q*r+604*g^4*p^2*q*x-40*g^4*p ^2*r^2+746*g^4*p^2*r*x-936*g^4*p^2*x^2-2*g^4*p*q^3-22*g^4*p*q^2*r+310*g^4*p*q^2 *x-30*g^4*p*q*r^2+967*g^4*p*q*r*x-1350*g^4*p*q*x^2-16*g^4*p*r^3+502*g^4*p*r^2*x -1968*g^4*p*r*x^2+304*g^4*p*x^3-2*g^4*q^3*r+28*g^4*q^3*x-4*g^4*q^2*r^2+286*g^4* q^2*r*x-414*g^4*q^2*x^2-4*g^4*q*r^3+311*g^4*q*r^2*x-1575*g^4*q*r*x^2+304*g^4*q* x^3-2*g^4*r^4+90*g^4*r^3*x-834*g^4*r^2*x^2+600*g^4*r*x^3-8*g^3*p^5-17*g^3*p^4*q -28*g^3*p^4*r+196*g^3*p^4*x-15*g^3*p^3*q^2-42*g^3*p^3*q*r+480*g^3*p^3*q*x-36*g^ 3*p^3*r^2+564*g^3*p^3*r*x-754*g^3*p^3*x^2-4*g^3*p^2*q^3-23*g^3*p^2*q^2*r+408*g^ 3*p^2*q^2*x-33*g^3*p^2*q*r^2+1017*g^3*p^2*q*r*x-1727*g^3*p^2*q*x^2-20*g^3*p^2*r ^3+545*g^3*p^2*r^2*x-2038*g^3*p^2*r*x^2+456*g^3*p^2*x^3-4*g^3*p*q^3*r+118*g^3*p *q^3*x-8*g^3*p*q^2*r^2+586*g^3*p*q^2*r*x-1225*g^3*p*q^2*x^2-8*g^3*p*q*r^3+570*g ^3*p*q*r^2*x-3279*g^3*p*q*r*x^2+912*g^3*p*q*x^3-4*g^3*p*r^4+189*g^3*p*r^3*x-\ 1465*g^3*p*r^2*x^2+1292*g^3*p*r*x^3+4*g^3*q^4*x+106*g^3*q^3*r*x-242*g^3*q^3*x^2 +139*g^3*q^2*r^2*x-1274*g^3*q^2*r*x^2+456*g^3*q^2*x^3+54*g^3*q*r^3*x-1154*g^3*q *r^2*x^2+1292*g^3*q*r*x^3+12*g^3*r^4*x-240*g^3*r^3*x^2+608*g^3*r^2*x^3-2*g^2*p^ 6-4*g^2*p^5*q-8*g^2*p^5*r+48*g^2*p^5*x-4*g^2*p^4*q^2-12*g^2*p^4*q*r+132*g^2*p^4 *q*x-12*g^2*p^4*r^2+168*g^2*p^4*r*x-204*g^2*p^4*x^2-2*g^2*p^3*q^3-8*g^2*p^3*q^2 *r+150*g^2*p^3*q^2*x-12*g^2*p^3*q*r^2+348*g^2*p^3*q*r*x-615*g^2*p^3*q*x^2-8*g^2 *p^3*r^3+213*g^2*p^3*r^2*x-664*g^2*p^3*r*x^2+168*g^2*p^3*x^3-2*g^2*p^2*q^3*r+78 *g^2*p^2*q^3*x-4*g^2*p^2*q^2*r^2+283*g^2*p^2*q^2*r*x-690*g^2*p^2*q^2*x^2-4*g^2* p^2*q*r^3+279*g^2*p^2*q*r^2*x-1525*g^2*p^2*q*r*x^2+496*g^2*p^2*q*x^3-2*g^2*p^2* r^4+114*g^2*p^2*r^3*x-643*g^2*p^2*r^2*x^2+592*g^2*p^2*r*x^3+12*g^2*p*q^4*x+93*g ^2*p*q^3*r*x-321*g^2*p*q^3*x^2+105*g^2*p*q^2*r^2*x-1190*g^2*p*q^2*r*x^2+496*g^2 *p*q^2*x^3+54*g^2*p*q*r^3*x-918*g^2*p*q*r^2*x^2+1164*g^2*p*q*r*x^3+21*g^2*p*r^4 *x-189*g^2*p*r^3*x^2+462*g^2*p*r^2*x^3+12*g^2*q^4*r*x-42*g^2*q^4*x^2+6*g^2*q^3* r^2*x-293*g^2*q^3*r*x^2+168*g^2*q^3*x^3-15*g^2*q^2*r^3*x-320*g^2*q^2*r^2*x^2+ 592*g^2*q^2*r*x^3-9*g^2*q*r^4*x-81*g^2*q*r^3*x^2+462*g^2*q*r^2*x^3+80*g^2*r^3*x ^3-320*a^5*b*c-320*a^5*b*p-128*a^5*b*q-320*a^5*b*r-160*a^5*c*g+32*a^5*c*p+32*a^ 5*c*r-144*a^5*g*p-64*a^5*g*q-144*a^5*g*r-736*a^4*b^2*c-608*a^4*b^2*p-176*a^4*b^ 2*q-608*a^4*b^2*r-1568*a^4*b*c^2-1312*a^4*b*c*g-2208*a^4*b*c*p-864*a^4*b*c*q-\ 1936*a^4*b*c*r+2784*a^4*b*c*x-1120*a^4*b*g*p-400*a^4*b*g*q-1120*a^4*b*g*r-768*a ^4*b*p^2-688*a^4*b*p*q-1264*a^4*b*p*r+2304*a^4*b*p*x-88*a^4*b*q^2-584*a^4*b*q*r +1072*a^4*b*q*x-496*a^4*b*r^2+2744*a^4*b*r*x-784*a^4*c^2*g+144*a^4*c^2*p+144*a^ 4*c^2*r-472*a^4*c*g^2-968*a^4*c*g*p-432*a^4*c*g*q-832*a^4*c*g*r+1392*a^4*c*g*x-\ 32*a^4*c*p^2+24*a^4*c*p*q-96*a^4*c*p*r+24*a^4*c*q*r-64*a^4*c*r^2-112*a^4*c*r*x-\ 376*a^4*g^2*p-156*a^4*g^2*q-376*a^4*g^2*r-400*a^4*g*p^2-332*a^4*g*p*q-680*a^4*g *p*r+1152*a^4*g*p*x-44*a^4*g*q^2-280*a^4*g*q*r+536*a^4*g*q*x-280*a^4*g*r^2+1316 *a^4*g*r*x-512*a^3*b^3*c-336*a^3*b^3*p-48*a^3*b^3*q-336*a^3*b^3*r-2848*a^3*b^2* c^2-2048*a^3*b^2*c*g-3744*a^3*b^2*c*p-1008*a^3*b^2*c*q-3152*a^3*b^2*c*r+5696*a^ 3*b^2*c*x-1616*a^3*b^2*g*p-360*a^3*b^2*g*q-1616*a^3*b^2*g*r-1088*a^3*b^2*p^2-\ 776*a^3*b^2*p*q-1688*a^3*b^2*p*r+4400*a^3*b^2*p*x-48*a^3*b^2*q^2-648*a^3*b^2*q* r+1552*a^3*b^2*q*x-600*a^3*b^2*r^2+5088*a^3*b^2*r*x-3040*a^3*b*c^3-5248*a^3*b*c ^2*g-5552*a^3*b*c^2*p-2128*a^3*b*c^2*q-4496*a^3*b*c^2*r+11488*a^3*b*c^2*x-2048* a^3*b*c*g^2-6936*a^3*b*c*g*p-2352*a^3*b*c*g*q-5976*a^3*b*c*g*r+9984*a^3*b*c*g*x -3288*a^3*b*c*p^2-3056*a^3*b*c*p*q-5112*a^3*b*c*p*r+14832*a^3*b*c*p*x-376*a^3*b *c*q^2-2464*a^3*b*c*q*r+7008*a^3*b*c*q*x-1880*a^3*b*c*r^2+14856*a^3*b*c*r*x-\ 4768*a^3*b*c*x^2-1644*a^3*b*g^2*p-468*a^3*b*g^2*q-1644*a^3*b*g^2*r-2140*a^3*b*g *p^2-1896*a^3*b*g*p*q-3476*a^3*b*g*p*r+7960*a^3*b*g*p*x-192*a^3*b*g*q^2-1632*a^ 3*b*g*q*r+3264*a^3*b*g*q*x-1336*a^3*b*g*r^2+9284*a^3*b*g*r*x-672*a^3*b*p^3-928* a^3*b*p^2*q-1504*a^3*b*p^2*r+4176*a^3*b*p^2*x-304*a^3*b*p*q^2-1352*a^3*b*p*q*r+ 4656*a^3*b*p*q*x-1048*a^3*b*p*r^2+7608*a^3*b*p*r*x-3216*a^3*b*p*x^2-12*a^3*b*q^ 3-240*a^3*b*q^2*r+904*a^3*b*q^2*x-444*a^3*b*q*r^2+4664*a^3*b*q*r*x-1960*a^3*b*q *x^2-216*a^3*b*r^3+3116*a^3*b*r^2*x-4880*a^3*b*r*x^2-1520*a^3*c^3*g+240*a^3*c^3 *p+240*a^3*c^3*r-1912*a^3*c^2*g^2-2424*a^3*c^2*g*p-1064*a^3*c^2*g*q-1896*a^3*c^ 2*g*r+5744*a^3*c^2*g*x-112*a^3*c^2*p^2+72*a^3*c^2*p*q-336*a^3*c^2*p*r+496*a^3*c ^2*p*x+72*a^3*c^2*q*r-224*a^3*c^2*r^2-168*a^3*c^2*r*x-496*a^3*c^2*x^2-576*a^3*c *g^3-2368*a^3*c*g^2*p-924*a^3*c*g^2*q-2036*a^3*c*g^2*r+3568*a^3*c*g^2*x-1752*a^ 3*c*g*p^2-1448*a^3*c*g*p*q-2876*a^3*c*g*p*r+7664*a^3*c*g*p*x-188*a^3*c*g*q^2-\ 1152*a^3*c*g*q*r+3504*a^3*c*g*q*x-1152*a^3*c*g*r^2+7160*a^3*c*g*r*x-2632*a^3*c* g*x^2-136*a^3*c*p^3-12*a^3*c*p^2*q-384*a^3*c*p^2*r+432*a^3*c*p^2*x-48*a^3*c*p*q *r+152*a^3*c*p*q*x-352*a^3*c*p*r^2+516*a^3*c*p*r*x-432*a^3*c*p*x^2-36*a^3*c*q*r ^2-44*a^3*c*q*r*x-152*a^3*c*q*x^2-104*a^3*c*r^3+172*a^3*c*r^2*x-432*a^3*c*r*x^2 -436*a^3*g^3*p-150*a^3*g^3*q-436*a^3*g^3*r-824*a^3*g^2*p^2-732*a^3*g^2*p*q-1392 *a^3*g^2*p*r+2880*a^3*g^2*p*x-84*a^3*g^2*q^2-632*a^3*g^2*q*r+1244*a^3*g^2*q*x-\ 568*a^3*g^2*r^2+3278*a^3*g^2*r*x-404*a^3*g*p^3-470*a^3*g*p^2*q-944*a^3*g*p^2*r+ 2304*a^3*g*p^2*x-152*a^3*g*p*q^2-700*a^3*g*p*q*r+2404*a^3*g*p*q*x-700*a^3*g*p*r ^2+4062*a^3*g*p*r*x-1824*a^3*g*p*x^2-6*a^3*g*q^3-120*a^3*g*q^2*r+452*a^3*g*q^2* x-240*a^3*g*q*r^2+2310*a^3*g*q*r*x-1056*a^3*g*q*x^2-160*a^3*g*r^3+1644*a^3*g*r^ 2*x-2656*a^3*g*r*x^2-96*a^2*b^4*c-48*a^2*b^4*p-48*a^2*b^4*r-1472*a^2*b^3*c^2-\ 1040*a^2*b^3*c*g-1840*a^2*b^3*c*p-240*a^2*b^3*c*q-1472*a^2*b^3*c*r+3552*a^2*b^3 *c*x-808*a^2*b^3*g*p-72*a^2*b^3*g*q-808*a^2*b^3*g*r-384*a^2*b^3*p^2-168*a^2*b^3 *p*q-528*a^2*b^3*p*r+2480*a^2*b^3*p*x-144*a^2*b^3*q*r+480*a^2*b^3*q*x-144*a^2*b ^3*r^2+2744*a^2*b^3*r*x-4096*a^2*b^2*c^3-6208*a^2*b^2*c^2*g-7424*a^2*b^2*c^2*p-\ 1936*a^2*b^2*c^2*q-5744*a^2*b^2*c^2*r+17056*a^2*b^2*c^2*x-2208*a^2*b^2*c*g^2-\ 8296*a^2*b^2*c*g*p-1800*a^2*b^2*c*g*q-6976*a^2*b^2*c*g*r+13152*a^2*b^2*c*g*x-\ 3664*a^2*b^2*c*p^2-2760*a^2*b^2*c*p*q-5112*a^2*b^2*c*p*r+20384*a^2*b^2*c*p*x-\ 168*a^2*b^2*c*q^2-2168*a^2*b^2*c*q*r+7744*a^2*b^2*c*q*x-1560*a^2*b^2*c*r^2+ 19808*a^2*b^2*c*r*x-7872*a^2*b^2*c*x^2-1860*a^2*b^2*g^2*p-264*a^2*b^2*g^2*q-\ 1860*a^2*b^2*g^2*r-2116*a^2*b^2*g*p^2-1548*a^2*b^2*g*p*q-3184*a^2*b^2*g*p*r+ 9856*a^2*b^2*g*p*x-72*a^2*b^2*g*q^2-1360*a^2*b^2*g*q*r+3032*a^2*b^2*g*q*x-1068* a^2*b^2*g*r^2+11428*a^2*b^2*g*r*x-632*a^2*b^2*p^3-692*a^2*b^2*p^2*q-1280*a^2*b^ 2*p^2*r+5328*a^2*b^2*p^2*x-132*a^2*b^2*p*q^2-888*a^2*b^2*p*q*r+5040*a^2*b^2*p*q *x-756*a^2*b^2*p*r^2+9096*a^2*b^2*p*r*x-5192*a^2*b^2*p*x^2-108*a^2*b^2*q^2*r+ 560*a^2*b^2*q^2*x-216*a^2*b^2*q*r^2+4984*a^2*b^2*q*r*x-2680*a^2*b^2*q*x^2-108*a ^2*b^2*r^3+3344*a^2*b^2*r^2*x-7704*a^2*b^2*r*x^2-2912*a^2*b*c^4-7888*a^2*b*c^3* g-6576*a^2*b*c^3*p-2480*a^2*b*c^3*q-5072*a^2*b*c^3*r+17152*a^2*b*c^3*x-6392*a^2 *b*c^2*g^2-14264*a^2*b*c^2*g*p-4680*a^2*b*c^2*g*q-11392*a^2*b*c^2*g*r+31360*a^2 *b*c^2*g*x-5024*a^2*b*c^2*p^2-4960*a^2*b*c^2*p*q-7352*a^2*b*c^2*p*r+29232*a^2*b *c^2*p*x-600*a^2*b*c^2*q^2-3856*a^2*b*c^2*q*r+14096*a^2*b*c^2*q*x-2488*a^2*b*c^ 2*r^2+26784*a^2*b*c^2*r*x-15552*a^2*b*c^2*x^2-1588*a^2*b*c*g^3-8512*a^2*b*c*g^2 *p-2348*a^2*b*c*g^2*q-7304*a^2*b*c*g^2*r+12816*a^2*b*c*g^2*x-7484*a^2*b*c*g*p^2 -6908*a^2*b*c*g*p*q-11188*a^2*b*c*g*p*r+38880*a^2*b*c*g*p*x-676*a^2*b*c*g*q^2-\ 5632*a^2*b*c*g*q*r+16968*a^2*b*c*g*q*x-3868*a^2*b*c*g*r^2+38564*a^2*b*c*g*r*x-\ 14096*a^2*b*c*g*x^2-1804*a^2*b*c*p^3-2644*a^2*b*c*p^2*q-3896*a^2*b*c*p^2*r+ 14992*a^2*b*c*p^2*x-920*a^2*b*c*p*q^2-3632*a^2*b*c*p*q*r+16592*a^2*b*c*p*q*x-\ 2596*a^2*b*c*p*r^2+24888*a^2*b*c*p*r*x-16680*a^2*b*c*p*x^2-36*a^2*b*c*q^3-716*a ^2*b*c*q^2*r+3192*a^2*b*c*q^2*x-1080*a^2*b*c*q*r^2+15320*a^2*b*c*q*r*x-10304*a^ 2*b*c*q*x^2-504*a^2*b*c*r^3+9128*a^2*b*c*r^2*x-20464*a^2*b*c*r*x^2+1600*a^2*b*c *x^3-1330*a^2*b*g^3*p-250*a^2*b*g^3*q-1330*a^2*b*g^3*r-2316*a^2*b*g^2*p^2-2074* a^2*b*g^2*p*q-3660*a^2*b*g^2*p*r+9940*a^2*b*g^2*p*x-150*a^2*b*g^2*q^2-1846*a^2* b*g^2*q*r+3644*a^2*b*g^2*q*x-1344*a^2*b*g^2*r^2+11632*a^2*b*g^2*r*x-1378*a^2*b* g*p^3-1906*a^2*b*g*p^2*q-3018*a^2*b*g*p^2*r+10484*a^2*b*g*p^2*x-602*a^2*b*g*p*q ^2-2696*a^2*b*g*p*q*r+11128*a^2*b*g*p*q*x-2036*a^2*b*g*p*r^2+18476*a^2*b*g*p*r* x-9440*a^2*b*g*p*x^2-18*a^2*b*g*q^3-502*a^2*b*g*q^2*r+1844*a^2*b*g*q^2*x-828*a^ 2*b*g*q*r^2+11192*a^2*b*g*q*r*x-5192*a^2*b*g*q*x^2-396*a^2*b*g*r^3+7224*a^2*b*g *r^2*x-14016*a^2*b*g*r*x^2-256*a^2*b*p^4-476*a^2*b*p^3*q-716*a^2*b*p^3*r+2448*a ^2*b*p^3*x-250*a^2*b*p^2*q^2-938*a^2*b*p^2*q*r+4316*a^2*b*p^2*q*x-688*a^2*b*p^2 *r^2+5810*a^2*b*p^2*r*x-3936*a^2*b*p^2*x^2-30*a^2*b*p*q^3-312*a^2*b*p*q^2*r+ 2028*a^2*b*p*q^2*x-534*a^2*b*p*q*r^2+7024*a^2*b*p*q*r*x-5588*a^2*b*p*q*x^2-252* a^2*b*p*r^3+4078*a^2*b*p*r^2*x-8704*a^2*b*p*r*x^2+800*a^2*b*p*x^3-24*a^2*b*q^3* r+160*a^2*b*q^3*x-72*a^2*b*q^2*r^2+1902*a^2*b*q^2*r*x-1652*a^2*b*q^2*x^2-72*a^2 *b*q*r^3+2364*a^2*b*q*r^2*x-6808*a^2*b*q*r*x^2+800*a^2*b*q*x^3-24*a^2*b*r^4+768 *a^2*b*r^3*x-3720*a^2*b*r^2*x^2+1760*a^2*b*r*x^3-1456*a^2*c^4*g+176*a^2*c^4*p+ 176*a^2*c^4*r-2920*a^2*c^3*g^2-2904*a^2*c^3*g*p-1240*a^2*c^3*g*q-2152*a^2*c^3*g *r+8576*a^2*c^3*g*x-128*a^2*c^3*p^2+72*a^2*c^3*p*q-384*a^2*c^3*p*r+1120*a^2*c^3 *p*x+72*a^2*c^3*q*r-256*a^2*c^3*r^2+64*a^2*c^3*r*x-1376*a^2*c^3*x^2-1828*a^2*c^ 2*g^3-4996*a^2*c^2*g^2*p-1856*a^2*c^2*g^2*q-3980*a^2*c^2*g^2*r+11416*a^2*c^2*g^ 2*x-2716*a^2*c^2*g*p^2-2344*a^2*c^2*g*p*q-4276*a^2*c^2*g*p*r+15816*a^2*c^2*g*p* x-300*a^2*c^2*g*q^2-1792*a^2*c^2*g*q*r+7048*a^2*c^2*g*q*x-1640*a^2*c^2*g*r^2+ 13224*a^2*c^2*g*r*x-9104*a^2*c^2*g*x^2-300*a^2*c^2*p^3-24*a^2*c^2*p^2*q-840*a^2 *c^2*p^2*r+1616*a^2*c^2*p^2*x-96*a^2*c^2*p*q*r+464*a^2*c^2*p*q*x-760*a^2*c^2*p* r^2+1868*a^2*c^2*p*r*x-2224*a^2*c^2*p*x^2-72*a^2*c^2*q*r^2-32*a^2*c^2*q*r*x-632 *a^2*c^2*q*x^2-220*a^2*c^2*r^3+616*a^2*c^2*r^2*x-1752*a^2*c^2*r*x^2+320*a^2*c^2 *x^3-366*a^2*c*g^4-2330*a^2*c*g^3*p-754*a^2*c*g^3*q-2010*a^2*c*g^3*r+3564*a^2*c *g^3*x-2926*a^2*c*g^2*p^2-2684*a^2*c*g^2*p*q-4604*a^2*c*g^2*p*r+14664*a^2*c*g^2 *p*x-296*a^2*c*g^2*q^2-2194*a^2*c*g^2*q*r+6548*a^2*c*g^2*q*x-1732*a^2*c*g^2*r^2 +14122*a^2*c*g^2*r*x-5400*a^2*c*g^2*x^2-1226*a^2*c*g*p^3-1350*a^2*c*g*p^2*q-\ 2862*a^2*c*g*p^2*r+8868*a^2*c*g*p^2*x-460*a^2*c*g*p*q^2-1928*a^2*c*g*p*q*r+8728 *a^2*c*g*p*q*x-2136*a^2*c*g*p*r^2+14058*a^2*c*g*p*r*x-10016*a^2*c*g*p*x^2-18*a^ 2*c*g*q^3-358*a^2*c*g*q^2*r+1596*a^2*c*g*q^2*x-624*a^2*c*g*q*r^2+7588*a^2*c*g*q *r*x-5668*a^2*c*g*q*x^2-500*a^2*c*g*r^3+5092*a^2*c*g*r^2*x-11672*a^2*c*g*r*x^2+ 960*a^2*c*g*x^3-96*a^2*c*p^4-36*a^2*c*p^3*q-308*a^2*c*p^3*r+528*a^2*c*p^3*x-102 *a^2*c*p^2*q*r+372*a^2*c*p^2*q*x-352*a^2*c*p^2*r^2+1118*a^2*c*p^2*r*x-768*a^2*c *p^2*x^2+24*a^2*c*p*q^2*x-90*a^2*c*p*q*r^2+438*a^2*c*p*q*r*x-632*a^2*c*p*q*x^2-\ 164*a^2*c*p*r^3+858*a^2*c*p*r^2*x-1336*a^2*c*p*r*x^2+160*a^2*c*p*x^3-12*a^2*c*q ^2*r*x-44*a^2*c*q^2*x^2-24*a^2*c*q*r^3+180*a^2*c*q*r^2*x-512*a^2*c*q*r*x^2+160* a^2*c*q*x^3-24*a^2*c*r^4+252*a^2*c*r^3*x-468*a^2*c*r^2*x^2+360*a^2*c*r*x^3-290* a^2*g^4*p-68*a^2*g^4*q-290*a^2*g^4*r-692*a^2*g^3*p^2-656*a^2*g^3*p*q-1142*a^2*g ^3*p*r+2816*a^2*g^3*p*x-57*a^2*g^3*q^2-586*a^2*g^3*q*r+1124*a^2*g^3*q*x-450*a^2 *g^3*r^2+3248*a^2*g^3*r*x-618*a^2*g^2*p^3-788*a^2*g^2*p^2*q-1436*a^2*g^2*p^2*r+ 4192*a^2*g^2*p^2*x-268*a^2*g^2*p*q^2-1158*a^2*g^2*p*q*r+4404*a^2*g^2*p*q*x-1058 *a^2*g^2*p*r^2+7304*a^2*g^2*p*r*x-3704*a^2*g^2*p*x^2-9*a^2*g^2*q^3-224*a^2*g^2* q^2*r+782*a^2*g^2*q^2*x-384*a^2*g^2*q*r^2+4322*a^2*g^2*q*r*x-2026*a^2*g^2*q*x^2 -240*a^2*g^2*r^3+2886*a^2*g^2*r^2*x-5364*a^2*g^2*r*x^2-176*a^2*g*p^4-256*a^2*g* p^3*q-512*a^2*g*p^3*r+1488*a^2*g*p^3*x-125*a^2*g*p^2*q^2-520*a^2*g*p^2*q*r+2344 *a^2*g*p^2*q*x-520*a^2*g*p^2*r^2+3464*a^2*g*p^2*r*x-2352*a^2*g*p^2*x^2-15*a^2*g *p*q^3-156*a^2*g*p*q^2*r+1026*a^2*g*p*q^2*x-312*a^2*g*p*q*r^2+3731*a^2*g*p*q*r* x-3110*a^2*g*p*q*x^2-208*a^2*g*p*r^3+2468*a^2*g*p*r^2*x-5020*a^2*g*p*r*x^2+480* a^2*g*p*x^3-12*a^2*g*q^3*r+80*a^2*g*q^3*x-36*a^2*g*q^2*r^2+945*a^2*g*q^2*r*x-\ 848*a^2*g*q^2*x^2-48*a^2*g*q*r^3+1272*a^2*g*q*r^2*x-3660*a^2*g*q*r*x^2+480*a^2* g*q*x^3-24*a^2*g*r^4+510*a^2*g*r^3*x-2094*a^2*g*r^2*x^2+1060*a^2*g*r*x^3-192*a* b^4*c^2-144*a*b^4*c*g-240*a*b^4*c*p-192*a*b^4*c*r+640*a*b^4*c*x-120*a*b^4*g*p-\ 120*a*b^4*g*r-24*a*b^4*p^2-24*a*b^4*p*r+384*a*b^4*p*x+400*a*b^4*r*x-1408*a*b^3* c^3-2112*a*b^3*c^2*g-2608*a*b^3*c^2*p-336*a*b^3*c^2*q-1936*a*b^3*c^2*r+6656*a*b ^3*c^2*x-728*a*b^3*c*g^2-2936*a*b^3*c*g*p-288*a*b^3*c*g*q-2392*a*b^3*c*g*r+5424 *a*b^3*c*g*x-1072*a*b^3*c*p^2-480*a*b^3*c*p*q-1256*a*b^3*c*p*r+6896*a*b^3*c*p*x -384*a*b^3*c*q*r+1760*a*b^3*c*q*x-240*a*b^3*c*r^2+6488*a*b^3*c*r*x-3104*a*b^3*c *x^2-664*a*b^3*g^2*p-24*a*b^3*g^2*q-664*a*b^3*g^2*r-652*a*b^3*g*p^2-288*a*b^3*g *p*q-844*a*b^3*g*p*r+3736*a*b^3*g*p*x-264*a*b^3*g*q*r+640*a*b^3*g*q*x-192*a*b^3 *g*r^2+4260*a*b^3*g*r*x-108*a*b^3*p^3-72*a*b^3*p^2*q-180*a*b^3*p^2*r+1496*a*b^3 *p^2*x-72*a*b^3*p*q*r+1072*a*b^3*p*q*x-72*a*b^3*p*r^2+2304*a*b^3*p*r*x-1976*a*b ^3*p*x^2+1136*a*b^3*q*r*x-720*a*b^3*q*x^2+700*a*b^3*r^2*x-2824*a*b^3*r*x^2-2592 *a*b^2*c^4-6288*a*b^2*c^3*g-6016*a*b^2*c^3*p-1552*a*b^2*c^3*q-4464*a*b^2*c^3*r+ 16224*a*b^2*c^3*x-4648*a*b^2*c^2*g^2-11888*a*b^2*c^2*g*p-2536*a*b^2*c^2*g*q-\ 9208*a*b^2*c^2*g*r+27456*a*b^2*c^2*g*x-3904*a*b^2*c^2*p^2-3160*a*b^2*c^2*p*q-\ 4952*a*b^2*c^2*p*r+24320*a*b^2*c^2*p*x-192*a*b^2*c^2*q^2-2392*a*b^2*c^2*q*r+ 10128*a*b^2*c^2*q*x-1248*a*b^2*c^2*r^2+22216*a*b^2*c^2*r*x-14016*a*b^2*c^2*x^2-\ 1076*a*b^2*c*g^3-6604*a*b^2*c*g^2*p-1044*a*b^2*c*g^2*q-5560*a*b^2*c*g^2*r+10560 *a*b^2*c*g^2*x-5560*a*b^2*c*g*p^2-4032*a*b^2*c*g*p*q-7392*a*b^2*c*g*p*r+31304*a *b^2*c*g*p*x-180*a*b^2*c*g*q^2-3280*a*b^2*c*g*q*r+11256*a*b^2*c*g*q*x-2016*a*b^ 2*c*g*r^2+30920*a*b^2*c*g*r*x-12496*a*b^2*c*g*x^2-1036*a*b^2*c*p^3-1420*a*b^2*c *p^2*q-1912*a*b^2*c*p^2*r+10848*a*b^2*c*p^2*x-300*a*b^2*c*p*q^2-1664*a*b^2*c*p* q*r+10856*a*b^2*c*p*q*x-984*a*b^2*c*p*r^2+17148*a*b^2*c*p*r*x-14176*a*b^2*c*p*x ^2-240*a*b^2*c*q^2*r+1328*a*b^2*c*q^2*x-312*a*b^2*c*q*r^2+10052*a*b^2*c*q*r*x-\ 7800*a*b^2*c*q*x^2-108*a*b^2*c*r^3+5472*a*b^2*c*r^2*x-17336*a*b^2*c*r*x^2+1600* a*b^2*c*x^3-1006*a*b^2*g^3*p-64*a*b^2*g^3*q-1006*a*b^2*g^3*r-1630*a*b^2*g^2*p^2 -1098*a*b^2*g^2*p*q-2320*a*b^2*g^2*p*r+7732*a*b^2*g^2*p*x-24*a*b^2*g^2*q^2-1018 *a*b^2*g^2*q*r+2048*a*b^2*g^2*q*x-690*a*b^2*g^2*r^2+9118*a*b^2*g^2*r*x-798*a*b^ 2*g*p^3-1004*a*b^2*g*p^2*q-1554*a*b^2*g*p^2*r+7660*a*b^2*g*p^2*x-198*a*b^2*g*p* q^2-1252*a*b^2*g*p*q*r+7300*a*b^2*g*p*q*x-864*a*b^2*g*p*r^2+12986*a*b^2*g*p*r*x -8104*a*b^2*g*p*x^2-174*a*b^2*g*q^2*r+704*a*b^2*g*q^2*x-264*a*b^2*g*q*r^2+7482* a*b^2*g*q*r*x-3856*a*b^2*g*q*x^2-108*a*b^2*g*r^3+4596*a*b^2*g*r^2*x-12024*a*b^2 *g*r*x^2-120*a*b^2*p^4-174*a*b^2*p^3*q-294*a*b^2*p^3*r+1564*a*b^2*p^3*x-54*a*b^ 2*p^2*q^2-282*a*b^2*p^2*q*r+2388*a*b^2*p^2*q*x-228*a*b^2*p^2*r^2+3368*a*b^2*p^2 *r*x-3196*a*b^2*p^2*x^2-54*a*b^2*p*q^2*r+824*a*b^2*p*q^2*x-108*a*b^2*p*q*r^2+ 3564*a*b^2*p*q*r*x-4108*a*b^2*p*q*x^2-54*a*b^2*p*r^3+1944*a*b^2*p*r^2*x-6836*a* b^2*p*r*x^2+800*a*b^2*p*x^3+884*a*b^2*q^2*r*x-912*a*b^2*q^2*x^2+930*a*b^2*q*r^2 *x-4940*a*b^2*q*r*x^2+800*a*b^2*q*x^3+192*a*b^2*r^3*x-2688*a*b^2*r^2*x^2+1760*a *b^2*r*x^3-1376*a*b*c^5-5280*a*b*c^4*g-3728*a*b*c^4*p-1392*a*b*c^4*q-2800*a*b*c ^4*r+10848*a*b*c^4*x-6704*a*b*c^3*g^2-12232*a*b*c^3*g*p-3904*a*b*c^3*g*q-9360*a *b*c^3*g*r+32208*a*b*c^3*g*x-3224*a*b*c^3*p^2-3504*a*b*c^3*p*q-4376*a*b*c^3*p*r +21376*a*b*c^3*p*x-424*a*b*c^3*q^2-2656*a*b*c^3*q*r+11136*a*b*c^3*q*x-1296*a*b* c^3*r^2+19096*a*b*c^3*r*x-14208*a*b*c^3*x^2-3432*a*b*c^2*g^3-12576*a*b*c^2*g^2* p-3364*a*b*c^2*g^2*q-10004*a*b*c^2*g^2*r+28024*a*b*c^2*g^2*x-8516*a*b*c^2*g*p^2 -8204*a*b*c^2*g*p*q-11768*a*b*c^2*g*p*r+51560*a*b*c^2*g*p*x-776*a*b*c^2*g*q^2-\ 6432*a*b*c^2*g*q*r+24056*a*b*c^2*g*q*x-3576*a*b*c^2*g*r^2+47844*a*b*c^2*g*r*x-\ 28704*a*b*c^2*g*x^2-1380*a*b*c^2*p^3-2412*a*b*c^2*p^2*q-2796*a*b*c^2*p^2*r+ 14376*a*b*c^2*p^2*x-928*a*b*c^2*p*q^2-3080*a*b*c^2*p*q*r+17064*a*b*c^2*p*q*x-\ 1704*a*b*c^2*p*r^2+22716*a*b*c^2*p*r*x-19952*a*b*c^2*p*x^2-36*a*b*c^2*q^3-712*a *b*c^2*q^2*r+3464*a*b*c^2*q^2*x-780*a*b*c^2*q*r^2+15344*a*b*c^2*q*r*x-12784*a*b *c^2*q*x^2-288*a*b*c^2*r^3+7600*a*b*c^2*r^2*x-22320*a*b*c^2*r*x^2+3072*a*b*c^2* x^3-614*a*b*c*g^4-4828*a*b*c*g^3*p-980*a*b*c*g^3*q-4144*a*b*c*g^3*r+7316*a*b*c* g^3*x-6150*a*b*c*g^2*p^2-5454*a*b*c*g^2*p*q-8754*a*b*c*g^2*p*r+33420*a*b*c*g^2* p*x-376*a*b*c*g^2*q^2-4548*a*b*c*g^2*q*r+13756*a*b*c*g^2*q*x-2758*a*b*c*g^2*r^2 +33564*a*b*c*g^2*r*x-12768*a*b*c*g^2*x^2-2592*a*b*c*g*p^3-4088*a*b*c*g*p^2*q-\ 5328*a*b*c*g*p^2*r+24616*a*b*c*g*p^2*x-1342*a*b*c*g*p*q^2-5356*a*b*c*g*p*q*r+ 27260*a*b*c*g*p*q*x-3312*a*b*c*g*p*r^2+40350*a*b*c*g*p*r*x-29912*a*b*c*g*p*x^2-\ 36*a*b*c*g*q^3-1090*a*b*c*g*q^2*r+4736*a*b*c*g*q^2*x-1410*a*b*c*g*q*r^2+25612*a *b*c*g*q*r*x-17752*a*b*c*g*q*x^2-576*a*b*c*g*r^3+14120*a*b*c*g*r^2*x-36768*a*b* c*g*r*x^2+3136*a*b*c*g*x^3-336*a*b*c*p^4-690*a*b*c*p^3*q-912*a*b*c*p^3*r+4200*a *b*c*p^3*x-442*a*b*c*p^2*q^2-1272*a*b*c*p^2*q*r+7656*a*b*c*p^2*q*x-840*a*b*c*p^ 2*r^2+9274*a*b*c*p^2*r*x-8584*a*b*c*p^2*x^2-60*a*b*c*p*q^3-518*a*b*c*p*q^2*r+ 3816*a*b*c*p*q^2*x-654*a*b*c*p*q*r^2+11870*a*b*c*p*q*r*x-12144*a*b*c*p*q*x^2-\ 288*a*b*c*p*r^3+5898*a*b*c*p*r^2*x-17276*a*b*c*p*r*x^2+2528*a*b*c*p*x^3-48*a*b* c*q^3*r+304*a*b*c*q^3*x-96*a*b*c*q^2*r^2+3536*a*b*c*q^2*r*x-3560*a*b*c*q^2*x^2-\ 72*a*b*c*q*r^3+3614*a*b*c*q*r^2*x-13648*a*b*c*q*r*x^2+2528*a*b*c*q*x^3-24*a*b*c *r^4+936*a*b*c*r^3*x-6696*a*b*c*r^2*x^2+4336*a*b*c*r*x^3-566*a*b*g^4*p-50*a*b*g ^4*q-566*a*b*g^4*r-1236*a*b*g^3*p^2-1038*a*b*g^3*p*q-1862*a*b*g^3*p*r+5548*a*b* g^3*p*x-38*a*b*g^3*q^2-968*a*b*g^3*q*r+1792*a*b*g^3*q*x-626*a*b*g^3*r^2+6610*a* b*g^3*r*x-976*a*b*g^2*p^3-1457*a*b*g^2*p^2*q-2058*a*b*g^2*p^2*r+8576*a*b*g^2*p^ 2*x-425*a*b*g^2*p*q^2-1980*a*b*g^2*p*q*r+9024*a*b*g^2*p*q*x-1316*a*b*g^2*p*r^2+ 14966*a*b*g^2*p*r*x-8430*a*b*g^2*p*x^2-6*a*b*g^2*q^3-379*a*b*g^2*q^2*r+1280*a*b *g^2*q^2*x-543*a*b*g^2*q*r^2+9268*a*b*g^2*q*r*x-4338*a*b*g^2*q*x^2-234*a*b*g^2* r^3+5630*a*b*g^2*r^2*x-12522*a*b*g^2*r*x^2-330*a*b*g*p^4-625*a*b*g*p^3*q-900*a* b*g*p^3*r+3752*a*b*g*p^3*x-351*a*b*g*p^2*q^2-1180*a*b*g*p^2*q*r+6560*a*b*g*p^2* q*x-834*a*b*g*p^2*r^2+8581*a*b*g*p^2*r*x-6902*a*b*g*p^2*x^2-42*a*b*g*p*q^3-427* a*b*g*p*q^2*r+3028*a*b*g*p*q^2*x-627*a*b*g*p*q*r^2+10537*a*b*g*p*q*r*x-9480*a*b *g*p*q*x^2-288*a*b*g*p*r^3+5671*a*b*g*p*r^2*x-15022*a*b*g*p*r*x^2+1568*a*b*g*p* x^3-36*a*b*g*q^3*r+192*a*b*g*q^3*x-84*a*b*g*q^2*r^2+2998*a*b*g*q^2*r*x-2578*a*b *g*q^2*x^2-72*a*b*g*q*r^3+3369*a*b*g*q*r^2*x-11660*a*b*g*q*r*x^2+1568*a*b*g*q*x ^3-24*a*b*g*r^4+936*a*b*g*r^3*x-6264*a*b*g*r^2*x^2+3448*a*b*g*r*x^3-36*a*b*p^5-\ 84*a*b*p^4*q-120*a*b*p^4*r+468*a*b*p^4*x-60*a*b*p^3*q^2-204*a*b*p^3*q*r+1128*a* b*p^3*q*x-144*a*b*p^3*r^2+1346*a*b*p^3*r*x-1164*a*b*p^3*x^2-12*a*b*p^2*q^3-96*a *b*p^2*q^2*r+852*a*b*p^2*q^2*x-156*a*b*p^2*q*r^2+2392*a*b*p^2*q*r*x-2604*a*b*p^ 2*q*x^2-72*a*b*p^2*r^3+1264*a*b*p^2*r^2*x-3264*a*b*p^2*r*x^2+496*a*b*p^2*x^3-12 *a*b*p*q^3*r+192*a*b*p*q^3*x-36*a*b*p*q^2*r^2+1254*a*b*p*q^2*r*x-1716*a*b*p*q^2 *x^2-36*a*b*p*q*r^3+1326*a*b*p*q*r^2*x-5112*a*b*p*q*r*x^2+992*a*b*p*q*x^3-12*a* b*p*r^4+402*a*b*p*r^3*x-2328*a*b*p*r^2*x^2+1528*a*b*p*r*x^3+208*a*b*q^3*r*x-276 *a*b*q^3*x^2+294*a*b*q^2*r^2*x-1848*a*b*q^2*r*x^2+496*a*b*q^2*x^3+114*a*b*q*r^3 *x-1740*a*b*q*r^2*x^2+1528*a*b*q*r*x^3+16*a*b*r^4*x-360*a*b*r^3*x^2+720*a*b*r^2 *x^3-688*a*c^5*g+48*a*c^5*p+48*a*c^5*r-1992*a*c^4*g^2-1688*a*c^4*g*p-696*a*c^4* g*q-1224*a*c^4*g*r+5424*a*c^4*g*x-48*a*c^4*p^2+24*a*c^4*p*q-144*a*c^4*p*r+624*a *c^4*p*x+24*a*c^4*q*r-96*a*c^4*r^2+120*a*c^4*r*x-912*a*c^4*x^2-1956*a*c^3*g^3-\ 4420*a*c^3*g^2*p-1564*a*c^3*g^2*q-3372*a*c^3*g^2*r+12048*a*c^3*g^2*x-1748*a*c^3 *g*p^2-1672*a*c^3*g*p*q-2588*a*c^3*g*p*r+12000*a*c^3*g*p*x-212*a*c^3*g*q^2-1248 *a*c^3*g*q*r+5568*a*c^3*g*q*x-912*a*c^3*g*r^2+9676*a*c^3*g*r*x-8792*a*c^3*g*x^2 -164*a*c^3*p^3-12*a*c^3*p^2*q-456*a*c^3*p^2*r+1248*a*c^3*p^2*x-48*a*c^3*p*q*r+ 312*a*c^3*p*q*x-408*a*c^3*p*r^2+1400*a*c^3*p*r*x-2112*a*c^3*p*x^2-36*a*c^3*q*r^ 2+12*a*c^3*q*r*x-528*a*c^3*q*x^2-116*a*c^3*r^3+452*a*c^3*r^2*x-1488*a*c^3*r*x^2 +448*a*c^3*x^3-806*a*c^2*g^4-3554*a*c^2*g^3*p-1090*a*c^2*g^3*q-2854*a*c^2*g^3*r +7980*a*c^2*g^3*x-3394*a*c^2*g^2*p^2-3232*a*c^2*g^2*p*q-4966*a*c^2*g^2*p*r+ 20468*a*c^2*g^2*p*x-340*a*c^2*g^2*q^2-2538*a*c^2*g^2*q*r+9496*a*c^2*g^2*q*x-\ 1684*a*c^2*g^2*r^2+18328*a*c^2*g^2*r*x-11732*a*c^2*g^2*x^2-1038*a*c^2*g*p^3-\ 1234*a*c^2*g*p^2*q-2374*a*c^2*g*p^2*r+9268*a*c^2*g*p^2*x-464*a*c^2*g*p*q^2-1652 *a*c^2*g*p*q*r+9108*a*c^2*g*p*q*x-1740*a*c^2*g*p*r^2+13758*a*c^2*g*p*r*x-13040* a*c^2*g*p*x^2-18*a*c^2*g*q^3-356*a*c^2*g*q^2*r+1732*a*c^2*g*q^2*x-474*a*c^2*g*q *r^2+7648*a*c^2*g*q*r*x-7228*a*c^2*g*q*x^2-404*a*c^2*g*r^3+4576*a*c^2*g*r^2*x-\ 13496*a*c^2*g*r*x^2+2048*a*c^2*g*x^3-104*a*c^2*p^4-36*a*c^2*p^3*q-330*a*c^2*p^3 *r+780*a*c^2*p^3*x-102*a*c^2*p^2*q*r+468*a*c^2*p^2*q*x-372*a*c^2*p^2*r^2+1530*a *c^2*p^2*r*x-1428*a*c^2*p^2*x^2+24*a*c^2*p*q^2*x-90*a*c^2*p*q*r^2+530*a*c^2*p*q *r*x-1008*a*c^2*p*q*x^2-170*a*c^2*p*r^3+1074*a*c^2*p*r^2*x-2184*a*c^2*p*r*x^2+ 448*a*c^2*p*x^3-12*a*c^2*q^2*r*x-60*a*c^2*q^2*x^2-24*a*c^2*q*r^3+212*a*c^2*q*r^ 2*x-756*a*c^2*q*r*x^2+352*a*c^2*q*x^3-24*a*c^2*r^4+288*a*c^2*r^3*x-696*a*c^2*r^ 2*x^2+656*a*c^2*r*x^3-120*a*c*g^5-1098*a*c*g^4*p-265*a*c*g^4*q-952*a*c*g^4*r+ 1656*a*c*g^4*x-1854*a*c*g^3*p^2-1747*a*c*g^3*p*q-2782*a*c*g^3*p*r+9880*a*c*g^3* p*x-143*a*c*g^3*q^2-1470*a*c*g^3*q*r+4284*a*c*g^3*q*x-966*a*c*g^3*r^2+9800*a*c* g^3*r*x-3782*a*c*g^3*x^2-1242*a*c*g^2*p^3-1707*a*c*g^2*p^2*q-2766*a*c*g^2*p^2*r +10564*a*c*g^2*p^2*x-596*a*c*g^2*p*q^2-2334*a*c*g^2*p*q*r+11212*a*c*g^2*p*q*x-\ 1946*a*c*g^2*p*r^2+17031*a*c*g^2*p*r*x-12656*a*c*g^2*p*x^2-18*a*c*g^2*q^3-485*a *c*g^2*q^2*r+2036*a*c*g^2*q^2*x-681*a*c*g^2*q*r^2+10255*a*c*g^2*q*r*x-7298*a*c* g^2*q*x^2-422*a*c*g^2*r^3+6058*a*c*g^2*r^2*x-15086*a*c*g^2*r*x^2+1312*a*c*g^2*x ^3-306*a*c*g*p^4-397*a*c*g*p^3*q-900*a*c*g*p^3*r+2968*a*c*g*p^3*x-221*a*c*g*p^2 *q^2-784*a*c*g*p^2*q*r+4404*a*c*g*p^2*q*x-930*a*c*g*p^2*r^2+6423*a*c*g*p^2*r*x-\ 5702*a*c*g*p^2*x^2-30*a*c*g*p*q^3-259*a*c*g*p*q^2*r+1940*a*c*g*p*q^2*x-459*a*c* g*p*q*r^2+6603*a*c*g*p*q*r*x-7154*a*c*g*p*q*x^2-384*a*c*g*p*r^3+4271*a*c*g*p*r^ 2*x-10950*a*c*g*p*r*x^2+1632*a*c*g*p*x^3-24*a*c*g*q^3*r+152*a*c*g*q^3*x-48*a*c* g*q^2*r^2+1748*a*c*g*q^2*r*x-1848*a*c*g*q^2*x^2-72*a*c*g*q*r^3+2073*a*c*g*q*r^2 *x-7672*a*c*g*q*r*x^2+1584*a*c*g*q*x^3-48*a*c*g*r^4+842*a*c*g*r^3*x-4128*a*c*g* r^2*x^2+2824*a*c*g*r*x^3-20*a*c*p^5-12*a*c*p^4*q-72*a*c*p^4*r+156*a*c*p^4*x-36* a*c*p^3*q*r+156*a*c*p^3*q*x-96*a*c*p^3*r^2+430*a*c*p^3*r*x-300*a*c*p^3*x^2+24*a *c*p^2*q^2*x-36*a*c*p^2*q*r^2+294*a*c*p^2*q*r*x-372*a*c*p^2*q*x^2-56*a*c*p^2*r^ 3+444*a*c*p^2*r^2*x-720*a*c*p^2*r*x^2+112*a*c*p^2*x^3+32*a*c*p*q^2*r*x-96*a*c*p *q^2*x^2-12*a*c*p*q*r^3+198*a*c*p*q*r^2*x-564*a*c*p*q*r*x^2+176*a*c*p*q*x^3-12* a*c*p*r^4+198*a*c*p*r^3*x-468*a*c*p*r^2*x^2+328*a*c*p*r*x^3+20*a*c*q^2*r^2*x-84 *a*c*q^2*r*x^2+64*a*c*q^2*x^3+48*a*c*q*r^3*x-168*a*c*q*r^2*x^2+208*a*c*q*r*x^3+ 28*a*c*r^4*x-84*a*c*r^3*x^2+120*a*c*r^2*x^3-106*a*g^5*p-12*a*g^5*q-106*a*g^5*r-\ 294*a*g^4*p^2-276*a*g^4*p*q-464*a*g^4*p*r+1284*a*g^4*p*x-13*a*g^4*q^2-258*a*g^4 *q*r+464*a*g^4*q*x-170*a*g^4*r^2+1520*a*g^4*r*x-338*a*g^3*p^3-490*a*g^3*p^2*q-\ 766*a*g^3*p^2*r+2680*a*g^3*p^2*x-163*a*g^3*p*q^2-700*a*g^3*p*q*r+2864*a*g^3*p*q *x-548*a*g^3*p*r^2+4671*a*g^3*p*r*x-2556*a*g^3*p*x^2-3*a*g^3*q^3-146*a*g^3*q^2* r+464*a*g^3*q^2*x-216*a*g^3*q*r^2+2894*a*g^3*q*r*x-1338*a*g^3*q*x^2-120*a*g^3*r ^3+1799*a*g^3*r^2*x-3728*a*g^3*r*x^2-178*a*g^2*p^4-286*a*g^2*p^3*q-516*a*g^2*p^ 3*r+1724*a*g^2*p^3*x-162*a*g^2*p^2*q^2-568*a*g^2*p^2*q*r+2854*a*g^2*p^2*q*x-522 *a*g^2*p^2*r^2+3959*a*g^2*p^2*r*x-3000*a*g^2*p^2*x^2-21*a*g^2*p*q^3-200*a*g^2*p *q^2*r+1318*a*g^2*p*q^2*x-330*a*g^2*p*q*r^2+4579*a*g^2*p*q*r*x-4002*a*g^2*p*q*x ^2-208*a*g^2*p*r^3+2742*a*g^2*p*r^2*x-6412*a*g^2*p*r*x^2+656*a*g^2*p*x^3-18*a*g ^2*q^3*r+96*a*g^2*q^3*x-42*a*g^2*q^2*r^2+1271*a*g^2*q^2*r*x-1080*a*g^2*q^2*x^2-\ 48*a*g^2*q*r^3+1532*a*g^2*q*r^2*x-4830*a*g^2*q*r*x^2+656*a*g^2*q*x^3-24*a*g^2*r ^4+535*a*g^2*r^3*x-2676*a*g^2*r^2*x^2+1448*a*g^2*r*x^3-28*a*g*p^5-48*a*g*p^4*q-\ 96*a*g*p^4*r+312*a*g*p^4*x-30*a*g*p^3*q^2-120*a*g*p^3*q*r+642*a*g*p^3*q*x-120*a *g*p^3*r^2+888*a*g*p^3*r*x-732*a*g*p^3*x^2-6*a*g*p^2*q^3-48*a*g*p^2*q^2*r+438*a *g*p^2*q^2*x-96*a*g*p^2*q*r^2+1343*a*g*p^2*q*r*x-1488*a*g*p^2*q*x^2-64*a*g*p^2* r^3+854*a*g*p^2*r^2*x-1992*a*g*p^2*r*x^2+304*a*g*p^2*x^3-6*a*g*p*q^3*r+96*a*g*p *q^3*x-18*a*g*p*q^2*r^2+643*a*g*p*q^2*r*x-906*a*g*p*q^2*x^2-24*a*g*p*q*r^3+762* a*g*p*q*r^2*x-2838*a*g*p*q*r*x^2+584*a*g*p*q*x^3-12*a*g*p*r^4+300*a*g*p*r^3*x-\ 1398*a*g*p*r^2*x^2+928*a*g*p*r*x^3+104*a*g*q^3*r*x-138*a*g*q^3*x^2+157*a*g*q^2* r^2*x-966*a*g*q^2*r*x^2+280*a*g*q^2*x^3+81*a*g*q*r^3*x-954*a*g*q*r^2*x^2+868*a* g*q*r*x^3+22*a*g*r^4*x-222*a*g*r^3*x^2+420*a*g*r^2*x^3-96*b^4*c^3-144*b^4*c^2*g -192*b^4*c^2*p-144*b^4*c^2*r+512*b^4*c^2*x-48*b^4*c*g^2-216*b^4*c*g*p-168*b^4*c *g*r+576*b^4*c*g*x-72*b^4*c*p^2-72*b^4*c*p*r+320*b^4*c*p*x+368*b^4*c*r*x-48*b^4 *g^2*p-48*b^4*g^2*r-48*b^4*g*p^2-48*b^4*g*p*r+352*b^4*g*p*x+384*b^4*g*r*x-448*b ^3*c^4-1072*b^3*c^3*g-1104*b^3*c^3*p-144*b^3*c^3*q-800*b^3*c^3*r+2912*b^3*c^3*x -760*b^3*c^2*g^2-2144*b^3*c^2*g*p-216*b^3*c^2*g*q-1584*b^3*c^2*g*r+5616*b^3*c^2 *g*x-672*b^3*c^2*p^2-312*b^3*c^2*p*q-728*b^3*c^2*p*r+3296*b^3*c^2*p*x-240*b^3*c ^2*q*r+1088*b^3*c^2*q*x-96*b^3*c^2*r^2+3312*b^3*c^2*r*x-1232*b^3*c^2*x^2-168*b^ 3*c*g^3-1152*b^3*c*g^2*p-72*b^3*c*g^2*q-936*b^3*c*g^2*r+2240*b^3*c*g^2*x-980*b^ 3*c*g*p^2-384*b^3*c*g*p*q-1100*b^3*c*g*p*r+5608*b^3*c*g*p*x-312*b^3*c*g*q*r+ 1408*b^3*c*g*q*x-168*b^3*c*g*r^2+5492*b^3*c*g*r*x-2168*b^3*c*g*x^2-116*b^3*c*p^ 3-120*b^3*c*p^2*q-164*b^3*c*p^2*r+856*b^3*c*p^2*x-120*b^3*c*p*q*r+848*b^3*c*p*q *x-48*b^3*c*p*r^2+1528*b^3*c*p*r*x-712*b^3*c*p*x^2+928*b^3*c*q*r*x-432*b^3*c*q* x^2+468*b^3*c*r^2*x-1272*b^3*c*r*x^2-172*b^3*g^3*p-172*b^3*g^3*r-284*b^3*g^2*p^ 2-96*b^3*g^2*p*q-344*b^3*g^2*p*r+1504*b^3*g^2*p*x-96*b^3*g^2*q*r+192*b^3*g^2*q* x-60*b^3*g^2*r^2+1740*b^3*g^2*r*x-112*b^3*g*p^3-96*b^3*g*p^2*q-172*b^3*g*p^2*r+ 1176*b^3*g*p^2*x-96*b^3*g*p*q*r+960*b^3*g*p*q*x-60*b^3*g*p*r^2+1916*b^3*g*p*r*x -1344*b^3*g*p*x^2+1032*b^3*g*q*r*x-576*b^3*g*q*x^2+584*b^3*g*r^2*x-2048*b^3*g*r *x^2-608*b^2*c^5-2128*b^2*c^4*g-1728*b^2*c^4*p-448*b^2*c^4*q-1264*b^2*c^4*r+ 4800*b^2*c^4*x-2456*b^2*c^3*g^2-5216*b^2*c^3*g*p-1096*b^2*c^3*g*q-3848*b^2*c^3* g*r+14128*b^2*c^3*g*x-1320*b^2*c^3*p^2-1176*b^2*c^3*p*q-1528*b^2*c^3*p*r+7392*b ^2*c^3*p*x-72*b^2*c^3*q^2-872*b^2*c^3*q*r+3808*b^2*c^3*q*x-288*b^2*c^3*r^2+7208 *b^2*c^3*r*x-3808*b^2*c^3*x^2-1164*b^2*c^2*g^3-4904*b^2*c^2*g^2*p-796*b^2*c^2*g ^2*q-3768*b^2*c^2*g^2*r+11752*b^2*c^2*g^2*x-3464*b^2*c^2*g*p^2-2492*b^2*c^2*g*p *q-4188*b^2*c^2*g*p*r+19984*b^2*c^2*g*p*x-108*b^2*c^2*g*q^2-1920*b^2*c^2*g*q*r+ 8208*b^2*c^2*g*q*x-912*b^2*c^2*g*r^2+18892*b^2*c^2*g*r*x-10480*b^2*c^2*g*x^2-\ 352*b^2*c^2*p^3-720*b^2*c^2*p^2*q-544*b^2*c^2*p^2*r+3280*b^2*c^2*p^2*x-168*b^2* c^2*p*q^2-776*b^2*c^2*p*q*r+4680*b^2*c^2*p*q*x-192*b^2*c^2*p*r^2+5700*b^2*c^2*p *r*x-3592*b^2*c^2*p*x^2-132*b^2*c^2*q^2*r+704*b^2*c^2*q^2*x-96*b^2*c^2*q*r^2+ 4556*b^2*c^2*q*r*x-2960*b^2*c^2*q*x^2+1736*b^2*c^2*r^2*x-5256*b^2*c^2*r*x^2+320 *b^2*c^2*x^3-196*b^2*c*g^4-1768*b^2*c*g^3*p-180*b^2*c*g^3*q-1484*b^2*c*g^3*r+ 2944*b^2*c*g^3*x-2344*b^2*c*g^2*p^2-1470*b^2*c*g^2*p*q-2946*b^2*c*g^2*p*r+12908 *b^2*c*g^2*p*x-36*b^2*c*g^2*q^2-1242*b^2*c*g^2*q*r+4288*b^2*c*g^2*q*x-690*b^2*c *g^2*r^2+12934*b^2*c*g^2*r*x-5064*b^2*c*g^2*x^2-850*b^2*c*g*p^3-1208*b^2*c*g*p^ 2*q-1456*b^2*c*g*p^2*r+8160*b^2*c*g*p^2*x-222*b^2*c*g*p*q^2-1364*b^2*c*g*p*q*r+ 8780*b^2*c*g*p*q*x-660*b^2*c*g*p*r^2+13406*b^2*c*g*p*r*x-9788*b^2*c*g*p*x^2-186 *b^2*c*g*q^2*r+976*b^2*c*g*q^2*x-204*b^2*c*g*q*r^2+8438*b^2*c*g*q*r*x-5920*b^2* c*g*q*x^2-54*b^2*c*g*r^3+4220*b^2*c*g*r^2*x-12928*b^2*c*g*r*x^2+960*b^2*c*g*x^3 -24*b^2*c*p^4-122*b^2*c*p^3*q-48*b^2*c*p^3*r+408*b^2*c*p^3*x-66*b^2*c*p^2*q^2-\ 170*b^2*c*p^2*q*r+1164*b^2*c*p^2*q*x-24*b^2*c*p^2*r^2+960*b^2*c*p^2*r*x-772*b^2 *c*p^2*x^2-66*b^2*c*p*q^2*r+632*b^2*c*p*q^2*x-48*b^2*c*p*q*r^2+1916*b^2*c*p*q*r *x-1480*b^2*c*p*q*x^2+504*b^2*c*p*r^2*x-1972*b^2*c*p*r*x^2+160*b^2*c*p*x^3+676* b^2*c*q^2*r*x-528*b^2*c*q^2*x^2+530*b^2*c*q*r^2*x-2168*b^2*c*q*r*x^2+160*b^2*c* q*x^3+12*b^2*c*r^3*x-900*b^2*c*r^2*x^2+360*b^2*c*r*x^3-202*b^2*g^4*p-202*b^2*g^ 4*r-449*b^2*g^3*p^2-250*b^2*g^3*p*q-602*b^2*g^3*p*r+2096*b^2*g^3*p*x-250*b^2*g^ 3*q*r+448*b^2*g^3*q*x-153*b^2*g^3*r^2+2506*b^2*g^3*r*x-319*b^2*g^2*p^3-398*b^2* g^2*p^2*q-571*b^2*g^2*p^2*r+3046*b^2*g^2*p^2*x-60*b^2*g^2*p*q^2-476*b^2*g^2*p*q *r+2896*b^2*g^2*p*q*x-279*b^2*g^2*p*r^2+5210*b^2*g^2*p*r*x-3206*b^2*g^2*p*x^2-\ 60*b^2*g^2*q^2*r+192*b^2*g^2*q^2*x-78*b^2*g^2*q*r^2+3062*b^2*g^2*q*r*x-1528*b^2 *g^2*q*x^2-27*b^2*g^2*r^3+1770*b^2*g^2*r^2*x-4902*b^2*g^2*r*x^2-72*b^2*g*p^4-\ 148*b^2*g*p^3*q-171*b^2*g*p^3*r+986*b^2*g*p^3*x-60*b^2*g*p^2*q^2-226*b^2*g*p^2* q*r+1776*b^2*g*p^2*q*x-126*b^2*g*p^2*r^2+2164*b^2*g*p^2*r*x-1984*b^2*g*p^2*x^2-\ 60*b^2*g*p*q^2*r+728*b^2*g*p*q^2*x-78*b^2*g*p*q*r^2+2740*b^2*g*p*q*r*x-2794*b^2 *g*p*q*x^2-27*b^2*g*p*r^3+1224*b^2*g*p*r^2*x-4404*b^2*g*p*r*x^2+480*b^2*g*p*x^3 +780*b^2*g*q^2*r*x-720*b^2*g*q^2*x^2+730*b^2*g*q*r^2*x-3554*b^2*g*q*r*x^2+480*b ^2*g*q*x^3+102*b^2*g*r^3*x-1794*b^2*g*r^2*x^2+1060*b^2*g*r*x^3-256*b*c^6-1328*b *c^5*g-816*b*c^5*p-304*b*c^5*q-608*b*c^5*r+2400*b*c^5*x-2360*b*c^4*g^2-3784*b*c ^4*g*p-1176*b*c^4*g*q-2824*b*c^4*g*r+10800*b*c^4*g*x-720*b*c^4*p^2-912*b*c^4*p* q-872*b*c^4*p*r+4512*b*c^4*p*x-112*b*c^4*q^2-680*b*c^4*q*r+2976*b*c^4*q*x-192*b *c^4*r^2+4376*b*c^4*r*x-2736*b*c^4*x^2-1868*b*c^3*g^3-5744*b*c^3*g^2*p-1484*b*c ^3*g^2*q-4356*b*c^3*g^2*r+15336*b*c^3*g^2*x-3172*b*c^3*g*p^2-3192*b*c^3*g*p*q-\ 4044*b*c^3*g*p*r+19504*b*c^3*g*p*x-292*b*c^3*g*q^2-2432*b*c^3*g*q*r+10256*b*c^3 *g*q*x-1032*b*c^3*g*r^2+18188*b*c^3*g*r*x-11848*b*c^3*g*x^2-236*b*c^3*p^3-696*b *c^3*p^2*q-380*b*c^3*p^2*r+2616*b*c^3*p^2*x-312*b*c^3*p*q^2-800*b*c^3*p*q*r+ 4776*b*c^3*p*q*x-144*b*c^3*p*r^2+4532*b*c^3*p*r*x-3408*b*c^3*p*x^2-12*b*c^3*q^3 -236*b*c^3*q^2*r+1176*b*c^3*q^2*x-144*b*c^3*q*r^2+4544*b*c^3*q*r*x-3360*b*c^3*q *x^2+1420*b*c^3*r^2*x-4608*b*c^3*r*x^2+448*b*c^3*x^3-682*b*c^2*g^4-3698*b*c^2*g ^3*p-754*b*c^2*g^3*q-2926*b*c^2*g^3*r+8436*b*c^2*g^3*x-3950*b*c^2*g^2*p^2-3444* b*c^2*g^2*p*q-5158*b*c^2*g^2*p*r+23408*b*c^2*g^2*p*x-226*b*c^2*g^2*q^2-2742*b*c ^2*g^2*q*r+10528*b*c^2*g^2*q*x-1382*b*c^2*g^2*r^2+22148*b*c^2*g^2*r*x-12796*b*c ^2*g^2*x^2-1142*b*c^2*g*p^3-2190*b*c^2*g*p^2*q-2114*b*c^2*g*p^2*r+11492*b*c^2*g *p^2*x-740*b*c^2*g*p*q^2-2644*b*c^2*g*p*q*r+14996*b*c^2*g*p*q*x-1116*b*c^2*g*p* r^2+18890*b*c^2*g*p*r*x-14900*b*c^2*g*p*x^2-18*b*c^2*g*q^3-588*b*c^2*g*q^2*r+ 2844*b*c^2*g*q^2*x-558*b*c^2*g*q*r^2+13964*b*c^2*g*q*r*x-10672*b*c^2*g*q*x^2-\ 144*b*c^2*g*r^3+6148*b*c^2*g*r^2*x-18208*b*c^2*g*r*x^2+2048*b*c^2*g*x^3-24*b*c^ 2*p^4-182*b*c^2*p^3*q-48*b*c^2*p^3*r+528*b*c^2*p^3*x-192*b*c^2*p^2*q^2-278*b*c^ 2*p^2*q*r+2028*b*c^2*p^2*q*x-24*b*c^2*p^2*r^2+1248*b*c^2*p^2*r*x-1236*b*c^2*p^2 *x^2-30*b*c^2*p*q^3-206*b*c^2*p*q^2*r+1548*b*c^2*p*q^2*x-96*b*c^2*p*q*r^2+3358* b*c^2*p*q*r*x-2928*b*c^2*p*q*x^2+680*b*c^2*p*r^2*x-2988*b*c^2*p*r*x^2+352*b*c^2 *p*x^3-24*b*c^2*q^3*r+144*b*c^2*q^3*x-24*b*c^2*q^2*r^2+1482*b*c^2*q^2*r*x-1308* b*c^2*q^2*x^2+962*b*c^2*q*r^2*x-3912*b*c^2*q*r*x^2+448*b*c^2*q*x^3+24*b*c^2*r^3 *x-1320*b*c^2*r^2*x^2+656*b*c^2*r*x^3-94*b*c*g^5-1027*b*c*g^4*p-134*b*c*g^4*q-\ 881*b*c*g^4*r+1584*b*c*g^4*x-1798*b*c*g^3*p^2-1418*b*c*g^3*p*q-2429*b*c*g^3*p*r +9736*b*c*g^3*p*x-54*b*c*g^3*q^2-1228*b*c*g^3*q*r+3712*b*c*g^3*q*x-683*b*c*g^3* r^2+9922*b*c*g^3*r*x-3778*b*c*g^3*x^2-1081*b*c*g^2*p^3-1749*b*c*g^2*p^2*q-2058* b*c*g^2*p^2*r+10512*b*c*g^2*p^2*x-489*b*c*g^2*p*q^2-2176*b*c*g^2*p*q*r+11896*b* c*g^2*p*q*x-1139*b*c*g^2*p*r^2+17422*b*c*g^2*p*r*x-12766*b*c*g^2*p*x^2-6*b*c*g^ 2*q^3-423*b*c*g^2*q^2*r+1792*b*c*g^2*q^2*x-483*b*c*g^2*q*r^2+11424*b*c*g^2*q*r* x-7816*b*c*g^2*q*x^2-162*b*c*g^2*r^3+5862*b*c*g^2*r^2*x-16318*b*c*g^2*r*x^2+ 1312*b*c*g^2*x^3-204*b*c*g*p^4-549*b*c*g*p^3*q-528*b*c*g*p^3*r+2752*b*c*g*p^3*x -371*b*c*g*p^2*q^2-936*b*c*g*p^2*q*r+5892*b*c*g*p^2*q*x-456*b*c*g*p^2*r^2+6187* b*c*g*p^2*r*x-5616*b*c*g*p^2*x^2-42*b*c*g*p*q^3-419*b*c*g*p*q^2*r+3212*b*c*g*p* q^2*x-423*b*c*g*p*q*r^2+9365*b*c*g*p*q*r*x-8854*b*c*g*p*q*x^2-144*b*c*g*p*r^3+ 3793*b*c*g*p*r^2*x-11954*b*c*g*p*r*x^2+1584*b*c*g*p*x^3-36*b*c*g*q^3*r+208*b*c* g*q^3*x-60*b*c*g*q^2*r^2+3094*b*c*g*q^2*r*x-2890*b*c*g*q^2*x^2-36*b*c*g*q*r^3+ 2785*b*c*g*q*r^2*x-10728*b*c*g*q*r*x^2+1632*b*c*g*q*x^3-12*b*c*g*r^4+502*b*c*g* r^3*x-4848*b*c*g*r^2*x^2+2824*b*c*g*r*x^3-12*b*c*p^4*q+24*b*c*p^4*x-32*b*c*p^3* q^2-24*b*c*p^3*q*r+228*b*c*p^3*q*x+68*b*c*p^3*r*x-120*b*c*p^3*x^2-12*b*c*p^2*q^ 3-44*b*c*p^2*q^2*r+372*b*c*p^2*q^2*x-12*b*c*p^2*q*r^2+518*b*c*p^2*q*r*x-552*b*c *p^2*q*x^2+44*b*c*p^2*r^2*x-384*b*c*p^2*r*x^2+64*b*c*p^2*x^3-12*b*c*p*q^3*r+144 *b*c*p*q^3*x-12*b*c*p*q^2*r^2+578*b*c*p*q^2*r*x-612*b*c*p*q^2*x^2+252*b*c*p*q*r ^2*x-1308*b*c*p*q*r*x^2+176*b*c*p*q*x^3-12*b*c*p*r^3*x-300*b*c*p*r^2*x^2+208*b* c*p*r*x^3+152*b*c*q^3*r*x-156*b*c*q^3*x^2+146*b*c*q^2*r^2*x-804*b*c*q^2*r*x^2+ 112*b*c*q^2*x^3-6*b*c*q*r^3*x-540*b*c*q*r^2*x^2+328*b*c*q*r*x^3-12*b*c*r^4*x-36 *b*c*r^3*x^2+120*b*c*r^2*x^3-96*b*g^5*p-96*b*g^5*r-263*b*g^4*p^2-190*b*g^4*p*q-\ 376*b*g^4*p*r+1172*b*g^4*p*x-190*b*g^4*q*r+320*b*g^4*q*x-113*b*g^4*r^2+1424*b*g ^4*r*x-262*b*g^3*p^3-392*b*g^3*p^2*q-515*b*g^3*p^2*r+2416*b*g^3*p^2*x-94*b*g^3* p*q^2-512*b*g^3*p*q*r+2500*b*g^3*p*q*x-298*b*g^3*p*r^2+4233*b*g^3*p*r*x-2442*b* g^3*p*x^2-94*b*g^3*q^2*r+272*b*g^3*q^2*x-120*b*g^3*q*r^2+2638*b*g^3*q*r*x-1224* b*g^3*q*x^2-45*b*g^3*r^3+1531*b*g^3*r^2*x-3706*b*g^3*r*x^2-113*b*g^2*p^4-250*b* g^2*p^3*q-295*b*g^2*p^3*r+1458*b*g^2*p^3*x-140*b*g^2*p^2*q^2-436*b*g^2*p^2*q*r+ 2726*b*g^2*p^2*q*x-257*b*g^2*p^2*r^2+3301*b*g^2*p^2*r*x-2820*b*g^2*p^2*x^2-12*b *g^2*p*q^3-164*b*g^2*p*q^2*r+1272*b*g^2*p*q^2*x-204*b*g^2*p*q*r^2+4388*b*g^2*p* q*r*x-4002*b*g^2*p*q*x^2-81*b*g^2*p*r^3+2068*b*g^2*p*r^2*x-6246*b*g^2*p*r*x^2+ 656*b*g^2*p*x^3-12*b*g^2*q^3*r+48*b*g^2*q^3*x-24*b*g^2*q^2*r^2+1316*b*g^2*q^2*r *x-1104*b*g^2*q^2*x^2-18*b*g^2*q*r^3+1342*b*g^2*q*r^2*x-5102*b*g^2*q*r*x^2+656* b*g^2*q*x^3-6*b*g^2*r^4+287*b*g^2*r^3*x-2622*b*g^2*r^2*x^2+1448*b*g^2*r*x^3-18* b*g*p^5-48*b*g*p^4*q-60*b*g*p^4*r+246*b*g*p^4*x-46*b*g*p^3*q^2-114*b*g*p^3*q*r+ 678*b*g*p^3*q*x-72*b*g*p^3*r^2+707*b*g*p^3*r*x-642*b*g*p^3*x^2-12*b*g*p^2*q^3-\ 70*b*g*p^2*q^2*r+612*b*g*p^2*q^2*x-84*b*g*p^2*q*r^2+1455*b*g*p^2*q*r*x-1578*b*g *p^2*q*x^2-36*b*g*p^2*r^3+654*b*g*p^2*r^2*x-1824*b*g*p^2*r*x^2+280*b*g*p^2*x^3-\ 12*b*g*p*q^3*r+168*b*g*p*q^3*x-24*b*g*p*q^2*r^2+916*b*g*p*q^2*r*x-1164*b*g*p*q^ 2*x^2-18*b*g*p*q*r^3+789*b*g*p*q*r^2*x-3210*b*g*p*q*r*x^2+584*b*g*p*q*x^3-6*b*g *p*r^4+195*b*g*p*r^3*x-1314*b*g*p*r^2*x^2+868*b*g*p*r*x^3+180*b*g*q^3*r*x-216*b *g*q^3*x^2+220*b*g*q^2*r^2*x-1326*b*g*q^2*r*x^2+304*b*g*q^2*x^3+54*b*g*q*r^3*x-\ 1140*b*g*q*r^2*x^2+928*b*g*q*r*x^3+2*b*g*r^4*x-198*b*g*r^3*x^2+420*b*g*r^2*x^3-\ 128*c^6*g-512*c^5*g^2-384*c^5*g*p-152*c^5*g*q-280*c^5*g*r+1200*c^5*g*x-704*c^4* g^3-1416*c^4*g^2*p-476*c^4*g^2*q-1052*c^4*g^2*r+4200*c^4*g^2*x-384*c^4*g*p^2-\ 444*c^4*g*p*q-508*c^4*g*p*r+2568*c^4*g*p*x-56*c^4*g*q^2-328*c^4*g*q*r+1488*c^4* g*q*x-144*c^4*g*r^2+2248*c^4*g*r*x-1824*c^4*g*x^2-448*c^3*g^4-1676*c^3*g^3*p-\ 486*c^3*g^3*q-1286*c^3*g^3*r+4500*c^3*g^3*x-1292*c^3*g^2*p^2-1280*c^3*g^2*p*q-\ 1744*c^3*g^2*p*r+8280*c^3*g^2*p*x-128*c^3*g^2*q^2-976*c^3*g^2*q*r+4176*c^3*g^2* q*x-512*c^3*g^2*r^2+7340*c^3*g^2*r*x-5472*c^3*g^2*x^2-200*c^3*g*p^3-354*c^3*g*p ^2*q-418*c^3*g*p^2*r+1932*c^3*g*p^2*x-156*c^3*g*p*q^2-424*c^3*g*p*q*r+2544*c^3* g*p*q*x-276*c^3*g*p*r^2+2966*c^3*g*p*r*x-2760*c^3*g*p*x^2-6*c^3*g*q^3-118*c^3*g *q^2*r+588*c^3*g*q^2*x-90*c^3*g*q*r^2+2278*c^3*g*q*r*x-1944*c^3*g*q*x^2-58*c^3* g*r^3+936*c^3*g*r^2*x-3048*c^3*g*r*x^2+448*c^3*g*x^3-136*c^2*g^5-870*c^2*g^4*p-\ 205*c^2*g^4*q-701*c^2*g^4*r+1950*c^2*g^4*x-1212*c^2*g^3*p^2-1123*c^2*g^3*p*q-\ 1675*c^2*g^3*p*r+7266*c^2*g^3*p*x-86*c^2*g^3*q^2-906*c^2*g^3*q*r+3348*c^2*g^3*q *x-508*c^2*g^3*r^2+6766*c^2*g^3*r*x-4104*c^2*g^3*x^2-582*c^2*g^2*p^3-923*c^2*g^ 2*p^2*q-1199*c^2*g^2*p^2*r+5562*c^2*g^2*p^2*x-328*c^2*g^2*p*q^2-1160*c^2*g^2*p* q*r+6500*c^2*g^2*p*q*x-764*c^2*g^2*p*r^2+8753*c^2*g^2*p*r*x-7528*c^2*g^2*p*x^2-\ 9*c^2*g^2*q^3-261*c^2*g^2*q^2*r+1246*c^2*g^2*q^2*x-279*c^2*g^2*q*r^2+5839*c^2*g ^2*q*r*x-4856*c^2*g^2*q*x^2-147*c^2*g^2*r^3+2874*c^2*g^2*r^2*x-8520*c^2*g^2*r*x ^2+1120*c^2*g^2*x^3-64*c^2*g*p^4-109*c^2*g*p^3*q-189*c^2*g*p^3*r+654*c^2*g*p^3* x-96*c^2*g*p^2*q^2-190*c^2*g*p^2*q*r+1248*c^2*g*p^2*q*x-198*c^2*g*p^2*r^2+1389* c^2*g*p^2*r*x-1332*c^2*g*p^2*x^2-15*c^2*g*p*q^3-103*c^2*g*p*q^2*r+786*c^2*g*p*q ^2*x-93*c^2*g*p*q*r^2+1944*c^2*g*p*q*r*x-1968*c^2*g*p*q*x^2-85*c^2*g*p*r^3+877* c^2*g*p*r^2*x-2586*c^2*g*p*r*x^2+400*c^2*g*p*x^3-12*c^2*g*q^3*r+72*c^2*g*q^3*x-\ 12*c^2*g*q^2*r^2+735*c^2*g*q^2*r*x-684*c^2*g*q^2*x^2-12*c^2*g*q*r^3+587*c^2*g*q *r^2*x-2334*c^2*g*q*r*x^2+400*c^2*g*q*x^3-12*c^2*g*r^4+156*c^2*g*r^3*x-1008*c^2 *g*r^2*x^2+656*c^2*g*r*x^3-16*c*g^6-201*c*g^5*p-31*c*g^5*q-175*c*g^5*r+300*c*g^ 5*x-435*c*g^4*p^2-385*c*g^4*p*q-621*c*g^4*p*r+2340*c*g^4*p*x-18*c*g^4*q^2-338*c *g^4*q*r+960*c*g^4*q*x-196*c*g^4*r^2+2385*c*g^4*r*x-912*c*g^4*x^2-381*c*g^3*p^3 -591*c*g^3*p^2*q-795*c*g^3*p^2*r+3518*c*g^3*p^2*x-189*c*g^3*p*q^2-776*c*g^3*p*q *r+3918*c*g^3*p*q*x-513*c*g^3*p*r^2+5783*c*g^3*p*r*x-4282*c*g^3*p*x^2-3*c*g^3*q ^3-165*c*g^3*q^2*r+652*c*g^3*q^2*x-201*c*g^3*q*r^2+3712*c*g^3*q*r*x-2558*c*g^3* q*x^2-99*c*g^3*r^3+2007*c*g^3*r^2*x-5298*c*g^3*r*x^2+448*c*g^3*x^3-141*c*g^2*p^ 4-261*c*g^2*p^3*q-397*c*g^2*p^3*r+1576*c*g^2*p^3*x-169*c*g^2*p^2*q^2-474*c*g^2* p^2*q*r+2850*c*g^2*p^2*q*x-389*c*g^2*p^2*r^2+3467*c*g^2*p^2*r*x-3128*c*g^2*p^2* x^2-21*c*g^2*p*q^3-193*c*g^2*p*q^2*r+1458*c*g^2*p*q^2*x-243*c*g^2*p*q*r^2+4428* c*g^2*p*q*r*x-4440*c*g^2*p*q*x^2-151*c*g^2*p*r^3+2217*c*g^2*p*r^2*x-6306*c*g^2* p*r*x^2+896*c*g^2*p*x^3-18*c*g^2*q^3*r+104*c*g^2*q^3*x-30*c*g^2*q^2*r^2+1371*c* g^2*q^2*r*x-1336*c*g^2*q^2*x^2-30*c*g^2*q*r^3+1348*c*g^2*q*r^2*x-5118*c*g^2*q*r *x^2+896*c*g^2*q*x^3-18*c*g^2*r^4+372*c*g^2*r^3*x-2472*c*g^2*r^2*x^2+1560*c*g^2 *r*x^3-10*c*g*p^5-12*c*g*p^4*q-36*c*g*p^4*r+90*c*g*p^4*x-16*c*g*p^3*q^2-30*c*g* p^3*q*r+192*c*g*p^3*q*x-48*c*g*p^3*r^2+249*c*g*p^3*r*x-210*c*g*p^3*x^2-6*c*g*p^ 2*q^3-22*c*g*p^2*q^2*r+198*c*g*p^2*q^2*x-24*c*g*p^2*q*r^2+406*c*g*p^2*q*r*x-462 *c*g*p^2*q*x^2-28*c*g*p^2*r^3+244*c*g*p^2*r^2*x-552*c*g*p^2*r*x^2+88*c*g*p^2*x^ 3-6*c*g*p*q^3*r+72*c*g*p*q^3*x-6*c*g*p*q^2*r^2+305*c*g*p*q^2*r*x-354*c*g*p*q^2* x^2-6*c*g*p*q*r^3+225*c*g*p*q*r^2*x-936*c*g*p*q*r*x^2+176*c*g*p*q*x^3-6*c*g*p*r ^4+93*c*g*p*r^3*x-384*c*g*p*r^2*x^2+268*c*g*p*r*x^3+76*c*g*q^3*r*x-78*c*g*q^3*x ^2+83*c*g*q^2*r^2*x-444*c*g*q^2*r*x^2+88*c*g*q^2*x^3+21*c*g*q*r^3*x-354*c*g*q*r ^2*x^2+268*c*g*q*r*x^3+8*c*g*r^4*x-60*c*g*r^3*x^2+120*c*g*r^2*x^3-16*g^6*p-16*g ^6*r-52*g^5*p^2-44*g^5*p*q-78*g^5*p*r+228*g^5*p*x-44*g^5*q*r+72*g^5*q*x-26*g^5* r^2+278*g^5*r*x-70*g^4*p^3-109*g^4*p^2*q-150*g^4*p^2*r+610*g^4*p^2*x-32*g^4*p*q ^2-151*g^4*p*q*r+652*g^4*p*q*x-100*g^4*p*r^2+1074*g^4*p*r*x-604*g^4*p*x^2-32*g^ 4*q^2*r+88*g^4*q^2*x-42*g^4*q*r^2+681*g^4*q*r*x-308*g^4*q*x^2-20*g^4*r^3+402*g^ 4*r^2*x-900*g^4*r*x^2-48*g^3*p^4-92*g^3*p^3*q-136*g^3*p^3*r+536*g^3*p^3*x-55*g^ 3*p^2*q^2-173*g^3*p^2*q*r+958*g^3*p^2*q*x-134*g^3*p^2*r^2+1225*g^3*p^2*r*x-992* g^3*p^2*x^2-6*g^3*p*q^3-67*g^3*p*q^2*r+456*g^3*p*q^2*x-93*g^3*p*q*r^2+1555*g^3* p*q*r*x-1368*g^3*p*q*x^2-52*g^3*p*r^3+817*g^3*p*r^2*x-2160*g^3*p*r*x^2+224*g^3* p*x^3-6*g^3*q^3*r+24*g^3*q^3*x-12*g^3*q^2*r^2+461*g^3*q^2*r*x-376*g^3*q^2*x^2-\ 12*g^3*q*r^3+506*g^3*q*r^2*x-1716*g^3*q*r*x^2+224*g^3*q*x^3-6*g^3*r^4+144*g^3*r ^3*x-912*g^3*r^2*x^2+496*g^3*r*x^3-14*g^2*p^5-27*g^2*p^4*q-48*g^2*p^4*r+162*g^2 *p^4*x-23*g^2*p^3*q^2-66*g^2*p^3*q*r+378*g^2*p^3*q*x-60*g^2*p^3*r^2+461*g^2*p^3 *r*x-396*g^2*p^3*x^2-6*g^2*p^2*q^3-35*g^2*p^2*q^2*r+312*g^2*p^2*q^2*x-51*g^2*p^ 2*q*r^2+801*g^2*p^2*q*r*x-882*g^2*p^2*q*x^2-32*g^2*p^2*r^3+438*g^2*p^2*r^2*x-\ 1092*g^2*p^2*r*x^2+168*g^2*p^2*x^3-6*g^2*p*q^3*r+84*g^2*p*q^3*x-12*g^2*p*q^2*r^ 2+466*g^2*p*q^2*r*x-606*g^2*p*q^2*x^2-12*g^2*p*q*r^3+444*g^2*p*q*r^2*x-1746*g^2 *p*q*r*x^2+336*g^2*p*q*x^3-6*g^2*p*r^4+147*g^2*p*r^3*x-774*g^2*p*r^2*x^2+516*g^ 2*p*r*x^3+90*g^2*q^3*r*x-108*g^2*q^3*x^2+115*g^2*q^2*r^2*x-684*g^2*q^2*r*x^2+ 168*g^2*q^2*x^3+39*g^2*q*r^3*x-612*g^2*q*r^2*x^2+516*g^2*q*r*x^3+8*g^2*r^4*x-\ 120*g^2*r^3*x^2+240*g^2*r^2*x^3-624*a^4*b*c-624*a^4*b*p-184*a^4*b*q-624*a^4*b*r -312*a^4*c*g+112*a^4*c*p+112*a^4*c*r-256*a^4*g*p-92*a^4*g*q-256*a^4*g*r-1024*a^ 3*b^2*c-840*a^3*b^2*p-152*a^3*b^2*q-840*a^3*b^2*r-2352*a^3*b*c^2-2000*a^3*b*c*g -3320*a^3*b*c*p-1008*a^3*b*c*q-2896*a^3*b*c*r+2848*a^3*b*c*x-1740*a^3*b*g*p-416 *a^3*b*g*q-1740*a^3*b*g*r-1120*a^3*b*p^2-880*a^3*b*p*q-1816*a^3*b*p*r+2496*a^3* b*p*x-76*a^3*b*q^2-772*a^3*b*q*r+832*a^3*b*q*x-696*a^3*b*r^2+2976*a^3*b*r*x-\ 1176*a^3*c^2*g+376*a^3*c^2*p+376*a^3*c^2*r-744*a^3*c*g^2-1288*a^3*c*g*p-504*a^3 *c*g*q-1076*a^3*c*g*r+1424*a^3*c*g*x+64*a^3*c*p^2+52*a^3*c*p*q+40*a^3*c*p*r+52* a^3*c*q*r-24*a^3*c*r^2-144*a^3*c*r*x-568*a^3*g^2*p-170*a^3*g^2*q-568*a^3*g^2*r-\ 528*a^3*g*p^2-414*a^3*g*p*q-888*a^3*g*p*r+1248*a^3*g*p*x-38*a^3*g*q^2-360*a^3*g *q*r+416*a^3*g*q*x-360*a^3*g*r^2+1416*a^3*g*r*x-432*a^2*b^3*c-280*a^2*b^3*p-16* a^2*b^3*q-280*a^2*b^3*r-2800*a^2*b^2*c^2-2128*a^2*b^2*c*g-3776*a^2*b^2*c*p-688* a^2*b^2*c*q-3184*a^2*b^2*c*r+3840*a^2*b^2*c*x-1784*a^2*b^2*g*p-212*a^2*b^2*g*q-\ 1784*a^2*b^2*g*r-992*a^2*b^2*p^2-584*a^2*b^2*p*q-1500*a^2*b^2*p*r+3104*a^2*b^2* p*x-16*a^2*b^2*q^2-524*a^2*b^2*q*r+592*a^2*b^2*q*x-508*a^2*b^2*r^2+3560*a^2*b^2 *r*x-3232*a^2*b*c^3-5792*a^2*b*c^2*g-5976*a^2*b*c^2*p-1816*a^2*b*c^2*q-4824*a^2 *b*c^2*r+8224*a^2*b*c^2*x-2344*a^2*b*c*g^2-7920*a^2*b*c*g*p-1956*a^2*b*c*g*q-\ 6836*a^2*b*c*g*r+7456*a^2*b*c*g*x-3304*a^2*b*c*p^2-2816*a^2*b*c*p*q-5000*a^2*b* c*p*r+10880*a^2*b*c*p*x-236*a^2*b*c*q^2-2348*a^2*b*c*q*r+4016*a^2*b*c*q*x-1760* a^2*b*c*r^2+11008*a^2*b*c*r*x-2640*a^2*b*c*x^2-2018*a^2*b*g^2*p-326*a^2*b*g^2*q -2018*a^2*b*g^2*r-2290*a^2*b*g*p^2-1808*a^2*b*g*p*q-3642*a^2*b*g*p*r+6288*a^2*b *g*p*x-110*a^2*b*g*q^2-1638*a^2*b*g*q*r+1712*a^2*b*g*q*x-1352*a^2*b*g*r^2+7376* a^2*b*g*r*x-652*a^2*b*p^3-818*a^2*b*p^2*q-1424*a^2*b*p^2*r+3024*a^2*b*p^2*x-222 *a^2*b*p*q^2-1178*a^2*b*p*q*r+2960*a^2*b*p*q*x-956*a^2*b*p*r^2+5408*a^2*b*p*r*x -1872*a^2*b*p*x^2-4*a^2*b*q^3-192*a^2*b*q^2*r+344*a^2*b*q^2*x-372*a^2*b*q*r^2+ 3116*a^2*b*q*r*x-912*a^2*b*q*x^2-184*a^2*b*r^3+2132*a^2*b*r^2*x-2976*a^2*b*r*x^ 2-1616*a^2*c^3*g+416*a^2*c^3*p+416*a^2*c^3*r-2196*a^2*c^2*g^2-2308*a^2*c^2*g*p-\ 908*a^2*c^2*g*q-1732*a^2*c^2*g*r+4112*a^2*c^2*g*x+136*a^2*c^2*p^2+104*a^2*c^2*p *q+68*a^2*c^2*p*r+256*a^2*c^2*p*x+104*a^2*c^2*q*r-68*a^2*c^2*r^2-224*a^2*c^2*r* x-256*a^2*c^2*x^2-694*a^2*c*g^3-2672*a^2*c*g^2*p-806*a^2*c*g^2*q-2278*a^2*c*g^2 *r+2768*a^2*c*g^2*x-1502*a^2*c*g*p^2-1284*a^2*c*g*p*q-2406*a^2*c*g*p*r+5568*a^2 *c*g*p*x-118*a^2*c*g*q^2-1050*a^2*c*g*q*r+2008*a^2*c*g*q*x-936*a^2*c*g*r^2+5208 *a^2*c*g*r*x-1448*a^2*c*g*x^2-52*a^2*c*p^3+22*a^2*c*p^2*q-192*a^2*c*p^2*r+240*a ^2*c*p^2*x+10*a^2*c*p*q*r+40*a^2*c*p*q*x-212*a^2*c*p*r^2+204*a^2*c*p*r*x-240*a^ 2*c*p*x^2-12*a^2*c*q*r^2-76*a^2*c*q*r*x-40*a^2*c*q*x^2-72*a^2*c*r^3+44*a^2*c*r^ 2*x-240*a^2*c*r*x^2-544*a^2*g^3*p-112*a^2*g^3*q-544*a^2*g^3*r-856*a^2*g^2*p^2-\ 722*a^2*g^2*p*q-1416*a^2*g^2*p*r+2368*a^2*g^2*p*x-51*a^2*g^2*q^2-652*a^2*g^2*q* r+708*a^2*g^2*q*x-560*a^2*g^2*r^2+2706*a^2*g^2*r*x-352*a^2*g*p^3-398*a^2*g*p^2* q-808*a^2*g*p^2*r+1632*a^2*g*p^2*x-111*a^2*g*p*q^2-584*a^2*g*p*q*r+1500*a^2*g*p *q*x-584*a^2*g*p*r^2+2806*a^2*g*p*r*x-1056*a^2*g*p*x^2-2*a^2*g*q^3-96*a^2*g*q^2 *r+172*a^2*g*q^2*x-192*a^2*g*q*r^2+1520*a^2*g*q*r*x-476*a^2*g*q*x^2-128*a^2*g*r ^3+1088*a^2*g*r^2*x-1608*a^2*g*r*x^2-32*a*b^4*c-16*a*b^4*p-16*a*b^4*r-768*a*b^3 *c^2-616*a*b^3*c*g-1032*a*b^3*c*p-64*a*b^3*c*q-864*a*b^3*c*r+1184*a*b^3*c*x-540 *a*b^3*g*p-16*a*b^3*g*q-540*a*b^3*g*r-156*a*b^3*p^2-48*a*b^3*p*q-204*a*b^3*p*r+ 848*a*b^3*p*x-48*a*b^3*q*r-48*a*b^3*r^2+920*a*b^3*r*x-2480*a*b^2*c^3-4128*a*b^2 *c^2*g-4736*a*b^2*c^2*p-872*a*b^2*c^2*q-3752*a*b^2*c^2*r+6688*a*b^2*c^2*x-1552* a*b^2*c*g^2-5948*a*b^2*c*g*p-828*a*b^2*c*g*q-5076*a*b^2*c*g*r+5856*a*b^2*c*g*x-\ 2056*a*b^2*c*p^2-1364*a*b^2*c*p*q-2732*a*b^2*c*p*r+7888*a*b^2*c*p*x-40*a*b^2*c* q^2-1160*a*b^2*c*q*r+2000*a*b^2*c*q*x-740*a*b^2*c*r^2+7880*a*b^2*c*r*x-2160*a*b ^2*c*x^2-1466*a*b^2*g^2*p-80*a*b^2*g^2*q-1466*a*b^2*g^2*r-1398*a*b^2*g*p^2-874* a*b^2*g*p*q-2018*a*b^2*g*p*r+4624*a*b^2*g*p*x-16*a*b^2*g*q^2-826*a*b^2*g*q*r+ 704*a*b^2*g*q*x-620*a*b^2*g*r^2+5384*a*b^2*g*r*x-286*a*b^2*p^3-270*a*b^2*p^2*q-\ 556*a*b^2*p^2*r+1888*a*b^2*p^2*x-36*a*b^2*p*q^2-342*a*b^2*p*q*r+1480*a*b^2*p*q* x-306*a*b^2*p*r^2+3144*a*b^2*p*r*x-1488*a*b^2*p*x^2-36*a*b^2*q^2*r-72*a*b^2*q*r ^2+1644*a*b^2*q*r*x-528*a*b^2*q*x^2-36*a*b^2*r^3+1100*a*b^2*r^2*x-2304*a*b^2*r* x^2-1904*a*b*c^4-5544*a*b*c^3*g-4432*a*b*c^3*p-1344*a*b*c^3*q-3456*a*b*c^3*r+ 7264*a*b*c^3*x-4748*a*b*c^2*g^2-10548*a*b*c^2*g*p-2620*a*b*c^2*g*q-8520*a*b*c^2 *g*r+14544*a*b*c^2*g*x-2988*a*b*c^2*p^2-2876*a*b*c^2*p*q-4164*a*b*c^2*p*r+12016 *a*b*c^2*p*x-244*a*b*c^2*q^2-2332*a*b*c^2*q*r+4848*a*b*c^2*q*x-1280*a*b*c^2*r^2 +11440*a*b*c^2*r*x-4608*a*b*c^2*x^2-1226*a*b*c*g^3-6798*a*b*c*g^2*p-1258*a*b*c* g^2*q-5880*a*b*c*g^2*r+6416*a*b*c*g^2*x-5120*a*b*c*g*p^2-4358*a*b*c*g*p*q-7376* a*b*c*g*p*r+18256*a*b*c*g*p*x-268*a*b*c*g*q^2-3732*a*b*c*g*q*r+6096*a*b*c*g*q*x -2372*a*b*c*g*r^2+18632*a*b*c*g*r*x-4704*a*b*c*g*x^2-920*a*b*c*p^3-1372*a*b*c*p ^2*q-1904*a*b*c*p^2*r+5744*a*b*c*p^2*x-424*a*b*c*p*q^2-1828*a*b*c*p*q*r+5896*a* b*c*p*q*x-1192*a*b*c*p*r^2+9480*a*b*c*p*r*x-4976*a*b*c*p*x^2-8*a*b*c*q^3-364*a* b*c*q^2*r+720*a*b*c*q^2*x-492*a*b*c*q*r^2+5852*a*b*c*q*r*x-2608*a*b*c*q*x^2-208 *a*b*c*r^3+3336*a*b*c*r^2*x-6504*a*b*c*r*x^2+384*a*b*c*x^3-1150*a*b*g^3*p-88*a* b*g^3*q-1150*a*b*g^3*r-1750*a*b*g^2*p^2-1378*a*b*g^2*p*q-2664*a*b*g^2*p*r+5276* a*b*g^2*p*x-44*a*b*g^2*q^2-1302*a*b*g^2*q*r+1184*a*b*g^2*q*x-914*a*b*g^2*r^2+ 6250*a*b*g^2*r*x-844*a*b*g*p^3-1128*a*b*g*p^2*q-1794*a*b*g*p^2*r+4708*a*b*g*p^2 *x-310*a*b*g*p*q^2-1574*a*b*g*p*q*r+4496*a*b*g*p*q*x-1158*a*b*g*p*r^2+8238*a*b* g*p*r*x-3292*a*b*g*p*x^2-4*a*b*g*q^3-286*a*b*g*q^2*r+384*a*b*g*q^2*x-454*a*b*g* q*r^2+4876*a*b*g*q*r*x-1412*a*b*g*q*x^2-208*a*b*g*r^3+3120*a*b*g*r^2*x-5172*a*b *g*r*x^2-124*a*b*p^4-212*a*b*p^3*q-336*a*b*p^3*r+888*a*b*p^3*x-96*a*b*p^2*q^2-\ 404*a*b*p^2*q*r+1440*a*b*p^2*q*x-308*a*b*p^2*r^2+2040*a*b*p^2*r*x-1152*a*b*p^2* x^2-8*a*b*p*q^3-120*a*b*p*q^2*r+552*a*b*p*q^2*x-216*a*b*p*q*r^2+2352*a*b*p*q*r* x-1488*a*b*p*q*x^2-104*a*b*p*r^3+1344*a*b*p*r^2*x-2616*a*b*p*r*x^2+192*a*b*p*x^ 3-8*a*b*q^3*r-24*a*b*q^2*r^2+624*a*b*q^2*r*x-336*a*b*q^2*x^2-24*a*b*q*r^3+756*a *b*q*r^2*x-1968*a*b*q*r*x^2+192*a*b*q*x^3-8*a*b*r^4+216*a*b*r^3*x-1080*a*b*r^2* x^2+480*a*b*r*x^3-952*a*c^4*g+152*a*c^4*p+152*a*c^4*r-2152*a*c^3*g^2-1776*a*c^3 *g*p-672*a*c^3*g*q-1288*a*c^3*g*r+3632*a*c^3*g*x+72*a*c^3*p^2+52*a*c^3*p*q+28*a *c^3*p*r+288*a*c^3*p*x+52*a*c^3*q*r-44*a*c^3*r^2-64*a*c^3*r*x-336*a*c^3*x^2-\ 1438*a*c^2*g^3-3718*a*c^2*g^2*p-1092*a*c^2*g^2*q-2950*a*c^2*g^2*r+5600*a*c^2*g^ 2*x-1338*a*c^2*g*p^2-1314*a*c^2*g*p*q-1998*a*c^2*g*p*r+6384*a*c^2*g*p*x-122*a*c ^2*g*q^2-1042*a*c^2*g*q*r+2424*a*c^2*g*q*x-712*a*c^2*g*r^2+5492*a*c^2*g*r*x-\ 2704*a*c^2*g*x^2-58*a*c^2*p^3+22*a*c^2*p^2*q-212*a*c^2*p^2*r+432*a*c^2*p^2*x+10 *a*c^2*p*q*r+72*a*c^2*p*q*x-230*a*c^2*p*r^2+400*a*c^2*p*r*x-552*a*c^2*p*x^2-12* a*c^2*q*r^2-68*a*c^2*q*r*x-96*a*c^2*q*x^2-76*a*c^2*r^3+108*a*c^2*r^2*x-440*a*c^ 2*r*x^2+64*a*c^2*x^3-300*a*c*g^4-1920*a*c*g^3*p-430*a*c*g^3*q-1658*a*c*g^3*r+ 1892*a*c*g^3*x-1952*a*c*g^2*p^2-1756*a*c*g^2*p*q-2940*a*c*g^2*p*r+7272*a*c*g^2* p*x-124*a*c*g^2*q^2-1494*a*c*g^2*q*r+2548*a*c*g^2*q*x-1030*a*c*g^2*r^2+7172*a*c *g^2*r*x-1928*a*c*g^2*x^2-536*a*c*g*p^3-654*a*c*g*p^2*q-1230*a*c*g*p^2*r+3308*a *c*g*p^2*x-212*a*c*g*p*q^2-898*a*c*g*p*q*r+3020*a*c*g*p*q*x-902*a*c*g*p*r^2+ 5130*a*c*g*p*r*x-2984*a*c*g*p*x^2-4*a*c*g*q^3-182*a*c*g*q^2*r+360*a*c*g*q^2*x-\ 262*a*c*g*q*r^2+2822*a*c*g*q*r*x-1388*a*c*g*q*x^2-208*a*c*g*r^3+1760*a*c*g*r^2* x-3692*a*c*g*r*x^2+224*a*c*g*x^3-28*a*c*p^4-4*a*c*p^3*q-96*a*c*p^3*r+144*a*c*p^ 3*x-20*a*c*p^2*q*r+72*a*c*p^2*q*x-116*a*c*p^2*r^2+268*a*c*p^2*r*x-192*a*c*p^2*x ^2-24*a*c*p*q*r^2+72*a*c*p*q*r*x-120*a*c*p*q*x^2-56*a*c*p*r^3+192*a*c*p*r^2*x-\ 328*a*c*p*r*x^2+32*a*c*p*x^3-8*a*c*q^2*r*x-8*a*c*q*r^3+36*a*c*q*r^2*x-112*a*c*q *r*x^2+32*a*c*q*x^3-8*a*c*r^4+60*a*c*r^3*x-112*a*c*r^2*x^2+80*a*c*r*x^3-262*a*g ^4*p-26*a*g^4*q-262*a*g^4*r-528*a*g^3*p^2-460*a*g^3*p*q-838*a*g^3*p*r+1588*a*g^ 3*p*x-18*a*g^3*q^2-434*a*g^3*q*r+416*a*g^3*q*x-310*a*g^3*r^2+1856*a*g^3*r*x-374 *a*g^2*p^3-486*a*g^2*p^2*q-844*a*g^2*p^2*r+1992*a*g^2*p^2*x-146*a*g^2*p*q^2-696 *a*g^2*p*q*r+1896*a*g^2*p*q*x-598*a*g^2*p*r^2+3428*a*g^2*p*r*x-1384*a*g^2*p*x^2 -2*a*g^2*q^3-134*a*g^2*q^2*r+192*a*g^2*q^2*x-214*a*g^2*q*r^2+1992*a*g^2*q*r*x-\ 592*a*g^2*q*x^2-128*a*g^2*r^3+1304*a*g^2*r^2*x-2120*a*g^2*r*x^2-76*a*g*p^4-108* a*g*p^3*q-216*a*g*p^3*r+516*a*g*p^3*x-48*a*g*p^2*q^2-212*a*g*p^2*q*r+756*a*g*p^ 2*q*x-212*a*g*p^2*r^2+1154*a*g*p^2*r*x-672*a*g*p^2*x^2-4*a*g*p*q^3-60*a*g*p*q^2 *r+276*a*g*p*q^2*x-120*a*g*p*q*r^2+1212*a*g*p*q*r*x-804*a*g*p*q*x^2-80*a*g*p*r^ 3+768*a*g*p*r^2*x-1472*a*g*p*r*x^2+112*a*g*p*x^3-4*a*g*q^3*r-12*a*g*q^2*r^2+308 *a*g*q^2*r*x-168*a*g*q^2*x^2-16*a*g*q*r^3+396*a*g*q*r^2*x-1040*a*g*q*r*x^2+112* a*g*q*x^3-8*a*g*r^4+138*a*g*r^3*x-596*a*g*r^2*x^2+280*a*g*r*x^3-32*b^4*c^2-32*b ^4*c*g-48*b^4*c*p-48*b^4*c*r-32*b^4*g*p-32*b^4*g*r-336*b^3*c^3-600*b^3*c^2*g-\ 704*b^3*c^2*p-48*b^3*c^2*q-584*b^3*c^2*r+736*b^3*c^2*x-224*b^3*c*g^2-940*b^3*c* g*p-48*b^3*c*g*q-796*b^3*c*g*r+960*b^3*c*g*x-236*b^3*c*p^2-80*b^3*c*p*q-268*b^3 *c*p*r+560*b^3*c*p*x-80*b^3*c*q*r-32*b^3*c*r^2+696*b^3*c*r*x-236*b^3*g^2*p-236* b^3*g^2*r-196*b^3*g*p^2-64*b^3*g*p*q-236*b^3*g*p*r+704*b^3*g*p*x-64*b^3*g*q*r-\ 40*b^3*g*r^2+808*b^3*g*r*x-704*b^2*c^4-1992*b^2*c^3*g-1776*b^2*c^3*p-336*b^2*c^ 3*q-1408*b^2*c^3*r+2432*b^2*c^3*x-1588*b^2*c^2*g^2-4120*b^2*c^2*g*p-608*b^2*c^2 *g*q-3300*b^2*c^2*g*r+5488*b^2*c^2*g*x-960*b^2*c^2*p^2-756*b^2*c^2*p*q-1136*b^2 *c^2*p*r+2960*b^2*c^2*p*x-24*b^2*c^2*q^2-636*b^2*c^2*q*r+992*b^2*c^2*q*x-208*b^ 2*c^2*r^2+3280*b^2*c^2*r*x-704*b^2*c^2*x^2-384*b^2*c*g^3-2498*b^2*c*g^2*p-232*b ^2*c*g^2*q-2138*b^2*c*g^2*r+2432*b^2*c*g^2*x-1808*b^2*c*g*p^2-1138*b^2*c*g*p*q-\ 2282*b^2*c*g*p*r+6128*b^2*c*g*p*x-24*b^2*c*g*q^2-994*b^2*c*g*q*r+1472*b^2*c*g*q *x-522*b^2*c*g*r^2+6464*b^2*c*g*r*x-1432*b^2*c*g*x^2-132*b^2*c*p^3-254*b^2*c*p^ 2*q-204*b^2*c*p^2*r+728*b^2*c*p^2*x-44*b^2*c*p*q^2-286*b^2*c*p*q*r+888*b^2*c*p* q*x-72*b^2*c*p*r^2+1384*b^2*c*p*r*x-440*b^2*c*p*x^2-44*b^2*c*q^2*r-32*b^2*c*q*r ^2+1036*b^2*c*q*r*x-240*b^2*c*q*x^2+476*b^2*c*r^2*x-840*b^2*c*r*x^2-410*b^2*g^3 *p-410*b^2*g^3*r-601*b^2*g^2*p^2-330*b^2*g^2*p*q-808*b^2*g^2*p*r+1888*b^2*g^2*p *x-330*b^2*g^2*q*r+192*b^2*g^2*q*x-207*b^2*g^2*r^2+2244*b^2*g^2*r*x-209*b^2*g*p ^3-262*b^2*g*p^2*q-380*b^2*g*p^2*r+1308*b^2*g*p^2*x-40*b^2*g*p*q^2-314*b^2*g*p* q*r+1184*b^2*g*p*q*x-189*b^2*g*p*r^2+2264*b^2*g*p*r*x-964*b^2*g*p*x^2-40*b^2*g* q^2*r-52*b^2*g*q*r^2+1340*b^2*g*q*r*x-384*b^2*g*q*x^2-18*b^2*g*r^3+788*b^2*g*r^ 2*x-1572*b^2*g*r*x^2-400*b*c^5-1752*b*c^4*g-1152*b*c^4*p-352*b*c^4*q-904*b*c^4* r+1824*b*c^4*x-2412*b*c^3*g^2-4360*b*c^3*g*p-1080*b*c^3*g*q-3432*b*c^3*g*r+6688 *b*c^3*g*x-788*b*c^3*p^2-940*b*c^3*p*q-964*b*c^3*p*r+2880*b*c^3*p*x-84*b*c^3*q^ 2-756*b*c^3*q*r+1536*b*c^3*q*x-208*b*c^3*r^2+3056*b*c^3*r*x-1008*b*c^3*x^2-1298 *b*c^2*g^3-4900*b*c^2*g^2*p-940*b*c^2*g^2*q-3962*b*c^2*g^2*r+6664*b*c^2*g^2*x-\ 2766*b*c^2*g*p^2-2542*b*c^2*g*p*q-3622*b*c^2*g*p*r+10096*b*c^2*g*p*x-158*b*c^2* g*q^2-2102*b*c^2*g*q*r+4016*b*c^2*g*q*x-952*b*c^2*g*r^2+10204*b*c^2*g*r*x-3440* b*c^2*g*x^2-172*b*c^2*p^3-506*b*c^2*p^2*q-276*b*c^2*p^2*r+1176*b*c^2*p^2*x-202* b*c^2*p*q^2-594*b*c^2*p*q*r+1992*b*c^2*p*q*x-104*b*c^2*p*r^2+2164*b*c^2*p*r*x-\ 960*b*c^2*p*x^2-4*b*c^2*q^3-172*b*c^2*q^2*r+312*b*c^2*q^2*x-104*b*c^2*q*r^2+ 2128*b*c^2*q*r*x-792*b*c^2*q*x^2+732*b*c^2*r^2*x-1528*b*c^2*r*x^2+64*b*c^2*x^3-\ 240*b*c*g^4-2008*b*c*g^3*p-244*b*c*g^3*q-1740*b*c*g^3*r+1888*b*c*g^3*x-2296*b*c *g^2*p^2-1810*b*c*g^2*p*q-3114*b*c*g^2*p*r+8016*b*c*g^2*p*x-64*b*c*g^2*q^2-1594 *b*c*g^2*q*r+2432*b*c*g^2*q*x-874*b*c*g^2*r^2+8404*b*c*g^2*r*x-2008*b*c*g^2*x^2 -672*b*c*g*p^3-1164*b*c*g*p^2*q-1288*b*c*g*p^2*r+4128*b*c*g*p^2*x-342*b*c*g*p*q ^2-1470*b*c*g*p*q*r+4720*b*c*g*p*q*x-720*b*c*g*p*r^2+7104*b*c*g*p*r*x-3364*b*c* g*p*x^2-4*b*c*g*q^3-306*b*c*g*q^2*r+496*b*c*g*q^2*x-330*b*c*g*q*r^2+4908*b*c*g* q*r*x-1912*b*c*g*q*x^2-104*b*c*g*r^3+2480*b*c*g*r^2*x-4780*b*c*g*r*x^2+224*b*c* g*x^3-8*b*c*p^4-68*b*c*p^3*q-16*b*c*p^3*r+120*b*c*p^3*x-68*b*c*p^2*q^2-104*b*c* p^2*q*r+456*b*c*p^2*q*x-8*b*c*p^2*r^2+292*b*c*p^2*r*x-192*b*c*p^2*x^2-8*b*c*p*q ^3-76*b*c*p*q^2*r+312*b*c*p*q^2*x-36*b*c*p*q*r^2+816*b*c*p*q*r*x-408*b*c*p*q*x^ 2+168*b*c*p*r^2*x-512*b*c*p*r*x^2+32*b*c*p*x^3-8*b*c*q^3*r-8*b*c*q^2*r^2+352*b* c*q^2*r*x-144*b*c*q^2*x^2+264*b*c*q*r^2*x-656*b*c*q*r*x^2+32*b*c*q*x^3+12*b*c*r ^3*x-248*b*c*r^2*x^2+80*b*c*r*x^3-252*b*g^4*p-252*b*g^4*r-504*b*g^3*p^2-356*b*g ^3*p*q-722*b*g^3*p*r+1520*b*g^3*p*x-356*b*g^3*q*r+256*b*g^3*q*x-218*b*g^3*r^2+ 1834*b*g^3*r*x-322*b*g^2*p^3-472*b*g^2*p^2*q-640*b*g^2*p^2*r+1932*b*g^2*p^2*x-\ 114*b*g^2*p*q^2-622*b*g^2*p*q*r+1896*b*g^2*p*q*x-376*b*g^2*p*r^2+3408*b*g^2*p*r *x-1376*b*g^2*p*x^2-114*b*g^2*q^2*r+96*b*g^2*q^2*x-150*b*g^2*q*r^2+2118*b*g^2*q *r*x-584*b*g^2*q*x^2-58*b*g^2*r^3+1250*b*g^2*r^2*x-2224*b*g^2*r*x^2-66*b*g*p^4-\ 140*b*g*p^3*q-176*b*g*p^3*r+504*b*g*p^3*x-82*b*g*p^2*q^2-254*b*g*p^2*q*r+948*b* g*p^2*q*x-158*b*g*p^2*r^2+1166*b*g*p^2*r*x-672*b*g*p^2*x^2-8*b*g*p*q^3-98*b*g*p *q^2*r+432*b*g*p*q^2*x-126*b*g*p*q*r^2+1584*b*g*p*q*r*x-948*b*g*p*q*x^2-52*b*g* p*r^3+756*b*g*p*r^2*x-1564*b*g*p*r*x^2+112*b*g*p*x^3-8*b*g*q^3*r-16*b*g*q^2*r^2 +488*b*g*q^2*r*x-240*b*g*q^2*x^2-12*b*g*q*r^3+510*b*g*q*r^2*x-1312*b*g*q*r*x^2+ 112*b*g*q*x^3-4*b*g*r^4+114*b*g*r^3*x-664*b*g*r^2*x^2+280*b*g*r*x^3-200*c^5*g-\ 700*c^4*g^2-500*c^4*g*p-176*c^4*g*q-376*c^4*g*r+912*c^4*g*x-750*c^3*g^3-1620*c^ 3*g^2*p-456*c^3*g^2*q-1248*c^3*g^2*r+2736*c^3*g^2*x-358*c^3*g*p^2-444*c^3*g*p*q -468*c^3*g*p*r+1584*c^3*g*p*x-42*c^3*g*q^2-352*c^3*g*q*r+768*c^3*g*q*x-126*c^3* g*r^2+1496*c^3*g*r*x-672*c^3*g*x^2-325*c^2*g^4-1445*c^2*g^3*p-324*c^2*g^3*q-\ 1166*c^2*g^3*r+2052*c^2*g^3*x-1099*c^2*g^2*p^2-1046*c^2*g^2*p*q-1502*c^2*g^2*p* r+4432*c^2*g^2*p*x-73*c^2*g^2*q^2-856*c^2*g^2*q*r+1760*c^2*g^2*q*x-443*c^2*g^2* r^2+4224*c^2*g^2*r*x-1680*c^2*g^2*x^2-115*c^2*g*p^3-242*c^2*g*p^2*q-244*c^2*g*p ^2*r+804*c^2*g*p^2*x-101*c^2*g*p*q^2-292*c^2*g*p*q*r+1032*c^2*g*p*q*x-167*c^2*g *p*r^2+1282*c^2*g*p*r*x-756*c^2*g*p*x^2-2*c^2*g*q^3-86*c^2*g*q^2*r+156*c^2*g*q^ 2*x-58*c^2*g*q*r^2+1030*c^2*g*q*r*x-444*c^2*g*q*x^2-38*c^2*g*r^3+420*c^2*g*r^2* x-984*c^2*g*r*x^2+64*c^2*g*x^3-50*c*g^5-480*c*g^4*p-70*c*g^4*q-418*c*g^4*r+456* c*g^4*x-708*c*g^3*p^2-614*c*g^3*p*q-1006*c*g^3*p*r+2572*c*g^3*p*x-26*c*g^3*q^2-\ 542*c*g^3*q*r+848*c*g^3*q*x-314*c*g^3*r^2+2642*c*g^3*r*x-672*c*g^3*x^2-328*c*g^ 2*p^3-508*c*g^2*p^2*q-684*c*g^2*p^2*r+2040*c*g^2*p^2*x-160*c*g^2*p*q^2-658*c*g^ 2*p*q*r+2164*c*g^2*p*q*x-442*c*g^2*p*r^2+3350*c*g^2*p*r*x-1760*c*g^2*p*x^2-2*c* g^2*q^3-142*c*g^2*q^2*r+248*c*g^2*q^2*x-162*c*g^2*q*r^2+2162*c*g^2*q*r*x-928*c* g^2*q*x^2-86*c*g^2*r^3+1156*c*g^2*r^2*x-2340*c*g^2*r*x^2+128*c*g^2*x^3-18*c*g*p ^4-36*c*g*p^3*q-56*c*g*p^3*r+132*c*g*p^3*x-34*c*g*p^2*q^2-62*c*g*p^2*q*r+264*c* g*p^2*q*x-62*c*g*p^2*r^2+280*c*g*p^2*r*x-192*c*g*p^2*x^2-4*c*g*p*q^3-38*c*g*p*q ^2*r+156*c*g*p*q^2*x-30*c*g*p*q*r^2+444*c*g*p*q*r*x-264*c*g*p*q*x^2-28*c*g*p*r^ 3+180*c*g*p*r^2*x-420*c*g*p*r*x^2+32*c*g*p*x^3-4*c*g*q^3*r-4*c*g*q^2*r^2+172*c* g*q^2*r*x-72*c*g*q^2*x^2-4*c*g*q*r^3+150*c*g*q*r^2*x-384*c*g*q*r*x^2+32*c*g*q*x ^3-4*c*g*r^4+36*c*g*r^3*x-180*c*g*r^2*x^2+80*c*g*r*x^3-50*g^5*p-50*g^5*r-124*g^ 4*p^2-101*g^4*p*q-186*g^4*p*r+376*g^4*p*x-101*g^4*q*r+80*g^4*q*x-62*g^4*r^2+452 *g^4*r*x-114*g^3*p^3-168*g^3*p^2*q-244*g^3*p^2*r+664*g^3*p^2*x-47*g^3*p*q^2-231 *g^3*p*q*r+656*g^3*p*q*x-162*g^3*p*r^2+1160*g^3*p*r*x-472*g^3*p*x^2-47*g^3*q^2* r+48*g^3*q^2*x-63*g^3*q*r^2+716*g^3*q*r*x-200*g^3*q*x^2-32*g^3*r^3+432*g^3*r^2* x-744*g^3*r*x^2-40*g^2*p^4-71*g^2*p^3*q-112*g^2*p^3*r+288*g^2*p^3*x-41*g^2*p^2* q^2-132*g^2*p^2*q*r+492*g^2*p^2*q*x-108*g^2*p^2*r^2+650*g^2*p^2*r*x-384*g^2*p^2 *x^2-4*g^2*p*q^3-49*g^2*p*q^2*r+216*g^2*p*q^2*x-69*g^2*p*q*r^2+810*g^2*p*q*r*x-\ 504*g^2*p*q*x^2-40*g^2*p*r^3+426*g^2*p*r^2*x-864*g^2*p*r*x^2+64*g^2*p*x^3-4*g^2 *q^3*r-8*g^2*q^2*r^2+242*g^2*q^2*r*x-120*g^2*q^2*x^2-8*g^2*q*r^3+264*g^2*q*r^2* x-684*g^2*q*r*x^2+64*g^2*q*x^3-4*g^2*r^4+72*g^2*r^3*x-360*g^2*r^2*x^2+160*g^2*r *x^3-592*a^3*b*c-592*a^3*b*p-112*a^3*b*q-592*a^3*b*r-296*a^3*c*g+144*a^3*c*p+ 144*a^3*c*r-224*a^3*g*p-56*a^3*g*q-224*a^3*g*r-608*a^2*b^2*c-496*a^2*b^2*p-40*a ^2*b^2*q-496*a^2*b^2*r-1552*a^2*b*c^2-1376*a^2*b*c*g-2224*a^2*b*c*p-472*a^2*b*c *q-1936*a^2*b*c*r+1440*a^2*b*c*x-1248*a^2*b*g*p-160*a^2*b*g*q-1248*a^2*b*g*r-\ 704*a^2*b*p^2-472*a^2*b*p*q-1120*a^2*b*p*r+1344*a^2*b*p*x-20*a^2*b*q^2-436*a^2* b*q*r+240*a^2*b*q*x-416*a^2*b*r^2+1592*a^2*b*r*x-776*a^2*c^2*g+320*a^2*c^2*p+ 320*a^2*c^2*r-536*a^2*c*g^2-768*a^2*c*g*p-236*a^2*c*g*q-624*a^2*c*g*r+720*a^2*c *g*x+96*a^2*c*p^2+36*a^2*c*p*q+112*a^2*c*p*r+36*a^2*c*q*r+16*a^2*c*r^2-80*a^2*c *r*x-408*a^2*g^2*p-70*a^2*g^2*q-408*a^2*g^2*r-304*a^2*g*p^2-218*a^2*g*p*q-504*a ^2*g*p*r+672*a^2*g*p*x-10*a^2*g*q^2-200*a^2*g*q*r+120*a^2*g*q*x-200*a^2*g*r^2+ 756*a^2*g*r*x-112*a*b^3*c-72*a*b^3*p-72*a*b^3*r-976*a*b^2*c^2-848*a*b^2*c*g-\ 1400*a*b^2*c*p-136*a*b^2*c*q-1208*a*b^2*c*r+960*a*b^2*c*x-792*a*b^2*g*p-32*a*b^ 2*g*q-792*a*b^2*g*r-288*a*b^2*p^2-132*a*b^2*p*q-420*a*b^2*p*r+816*a*b^2*p*x-132 *a*b^2*q*r-132*a*b^2*r^2+920*a*b^2*r*x-1264*a*b*c^3-2488*a*b*c^2*g-2440*a*b*c^2 *p-536*a*b*c^2*q-2000*a*b*c^2*r+2336*a*b*c^2*x-1080*a*b*c*g^2-3648*a*b*c*g*p-\ 584*a*b*c*g*q-3188*a*b*c*g*r+2368*a*b*c*g*x-1168*a*b*c*p^2-924*a*b*c*p*q-1696*a *b*c*p*r+3120*a*b*c*p*x-40*a*b*c*q^2-816*a*b*c*q*r+752*a*b*c*q*x-552*a*b*c*r^2+ 3224*a*b*c*r*x-576*a*b*c*x^2-1038*a*b*g^2*p-64*a*b*g^2*q-1038*a*b*g^2*r-950*a*b *g*p^2-668*a*b*g*p*q-1466*a*b*g*p*r+2136*a*b*g*p*x-16*a*b*g*q^2-644*a*b*g*q*r+ 256*a*b*g*q*x-516*a*b*g*r^2+2516*a*b*g*r*x-204*a*b*p^3-228*a*b*p^2*q-432*a*b*p^ 2*r+816*a*b*p^2*x-48*a*b*p*q^2-324*a*b*p*q*r+672*a*b*p*q*x-276*a*b*p*r^2+1424*a *b*p*r*x-432*a*b*p*x^2-48*a*b*q^2*r-96*a*b*q*r^2+776*a*b*q*r*x-144*a*b*q*x^2-48 *a*b*r^3+536*a*b*r^2*x-720*a*b*r*x^2-632*a*c^3*g+176*a*c^3*p+176*a*c^3*r-1000*a *c^2*g^2-848*a*c^2*g*p-268*a*c^2*g*q-628*a*c^2*g*r+1168*a*c^2*g*x+104*a*c^2*p^2 +36*a*c^2*p*q+116*a*c^2*p*r+48*a*c^2*p*x+36*a*c^2*q*r+12*a*c^2*r^2-72*a*c^2*r*x -48*a*c^2*x^2-342*a*c*g^3-1256*a*c*g^2*p-258*a*c*g^2*q-1074*a*c*g^2*r+944*a*c*g ^2*x-446*a*c*g*p^2-410*a*c*g*p*q-686*a*c*g*p*r+1584*a*c*g*p*x-20*a*c*g*q^2-356* a*c*g*q*r+376*a*c*g*q*x-252*a*c*g*r^2+1504*a*c*g*r*x-312*a*c*g*x^2+4*a*c*p^3+12 *a*c*p^2*q-16*a*c*p^2*r+48*a*c*p^2*x+12*a*c*p*q*r-36*a*c*p*r^2+24*a*c*p*r*x-48* a*c*p*x^2-24*a*c*q*r*x-16*a*c*r^3-48*a*c*r*x^2-292*a*g^3*p-24*a*g^3*q-292*a*g^3 *r-360*a*g^2*p^2-284*a*g^2*p*q-576*a*g^2*p*r+864*a*g^2*p*x-8*a*g^2*q^2-272*a*g^ 2*q*r+128*a*g^2*q*x-216*a*g^2*r^2+992*a*g^2*r*x-100*a*g*p^3-108*a*g*p^2*q-224*a *g*p^2*r+432*a*g*p^2*x-24*a*g*p*q^2-156*a*g*p*q*r+336*a*g*p*q*x-156*a*g*p*r^2+ 724*a*g*p*r*x-240*a*g*p*x^2-24*a*g*q^2*r-48*a*g*q*r^2+376*a*g*q*r*x-72*a*g*q*x^ 2-32*a*g*r^3+268*a*g*r^2*x-384*a*g*r*x^2-80*b^3*c^2-96*b^3*c*g-136*b^3*c*p-136* b^3*c*r-104*b^3*g*p-104*b^3*g*r-352*b^2*c^3-760*b^2*c^2*g-776*b^2*c^2*p-80*b^2* c^2*q-680*b^2*c^2*r+448*b^2*c^2*x-320*b^2*c*g^2-1256*b^2*c*g*p-96*b^2*c*g*q-\ 1112*b^2*c*g*r+704*b^2*c*g*x-228*b^2*c*p^2-148*b^2*c*p*q-276*b^2*c*p*r+400*b^2* c*p*x-148*b^2*c*q*r-48*b^2*c*r^2+520*b^2*c*r*x-356*b^2*g^2*p-356*b^2*g^2*r-258* b^2*g*p^2-140*b^2*g*p*q-348*b^2*g*p*r+608*b^2*g*p*x-140*b^2*g*q*r-90*b^2*g*r^2+ 720*b^2*g*r*x-304*b*c^4-1088*b*c^3*g-784*b*c^3*p-176*b*c^3*q-656*b*c^3*r+672*b* c^3*x-1044*b*c^2*g^2-2304*b*c^2*g*p-400*b*c^2*g*q-1936*b*c^2*g*r+1904*b*c^2*g*x -372*b*c^2*p^2-412*b*c^2*p*q-460*b*c^2*p*r+864*b*c^2*p*x-20*b*c^2*q^2-364*b*c^2 *q*r+288*b*c^2*q*x-96*b*c^2*r^2+1016*b*c^2*r*x-144*b*c^2*x^2-288*b*c*g^3-1680*b *c*g^2*p-184*b*c*g^2*q-1480*b*c*g^2*r+1024*b*c*g^2*x-980*b*c*g*p^2-792*b*c*g*p* q-1336*b*c*g*p*r+2352*b*c*g*p*x-24*b*c*g*q^2-720*b*c*g*q*r+512*b*c*g*q*x-372*b* c*g*r^2+2592*b*c*g*r*x-360*b*c*g*x^2-40*b*c*p^3-120*b*c*p^2*q-64*b*c*p^2*r+192* b*c*p^2*x-40*b*c*p*q^2-144*b*c*p*q*r+288*b*c*p*q*x-24*b*c*p*r^2+376*b*c*p*r*x-\ 96*b*c*p*x^2-40*b*c*q^2*r-24*b*c*q*r^2+352*b*c*q*r*x-48*b*c*q*x^2+136*b*c*r^2*x -192*b*c*r*x^2-314*b*g^3*p-314*b*g^3*r-404*b*g^2*p^2-278*b*g^2*p*q-582*b*g^2*p* r+912*b*g^2*p*x-278*b*g^2*q*r+64*b*g^2*q*x-178*b*g^2*r^2+1096*b*g^2*r*x-122*b*g *p^3-174*b*g*p^2*q-248*b*g*p^2*r+504*b*g*p^2*x-44*b*g*p*q^2-234*b*g*p*q*r+480*b *g*p*q*x-150*b*g*p*r^2+900*b*g*p*r*x-264*b*g*p*x^2-44*b*g*q^2*r-60*b*g*q*r^2+ 564*b*g*q*r*x-96*b*g*q*x^2-24*b*g*r^3+336*b*g*r^2*x-456*b*g*r*x^2-152*c^4*g-456 *c^3*g^2-304*c^3*g*p-88*c^3*g*q-240*c^3*g*r+336*c^3*g*x-342*c^2*g^3-852*c^2*g^2 *p-180*c^2*g^2*q-692*c^2*g^2*r+840*c^2*g^2*x-134*c^2*g*p^2-188*c^2*g*p*q-172*c^ 2*g*p*r+456*c^2*g*p*x-10*c^2*g*q^2-164*c^2*g*q*r+144*c^2*g*q*x-42*c^2*g*r^2+472 *c^2*g*r*x-96*c^2*g*x^2-76*c*g^4-502*c*g^3*p-68*c*g^3*q-438*c*g^3*r+336*c*g^3*x -388*c*g^2*p^2-342*c*g^2*p*q-546*c*g^2*p*r+1088*c*g^2*p*x-12*c*g^2*q^2-306*c*g^ 2*q*r+256*c*g^2*q*x-166*c*g^2*r^2+1132*c*g^2*r*x-192*c*g^2*x^2-18*c*g*p^3-54*c* g*p^2*q-40*c*g*p^2*r+120*c*g*p^2*x-20*c*g*p*q^2-66*c*g*p*q*r+144*c*g*p*q*x-30*c *g*p*r^2+200*c*g*p*r*x-72*c*g*p*x^2-20*c*g*q^2*r-12*c*g*q*r^2+164*c*g*q*r*x-24* c*g*q*x^2-8*c*g*r^3+68*c*g*r^2*x-120*c*g*r*x^2-76*g^4*p-76*g^4*r-128*g^3*p^2-\ 100*g^3*p*q-192*g^3*p*r+304*g^3*p*x-100*g^3*q*r+32*g^3*q*x-64*g^3*r^2+360*g^3*r *x-60*g^2*p^3-84*g^2*p^2*q-128*g^2*p^2*r+264*g^2*p^2*x-22*g^2*p*q^2-114*g^2*p*q *r+240*g^2*p*q*x-84*g^2*p*r^2+456*g^2*p*r*x-144*g^2*p*x^2-22*g^2*q^2*r-30*g^2*q *r^2+276*g^2*q*r*x-48*g^2*q*x^2-16*g^2*r^3+168*g^2*r^2*x-240*g^2*r*x^2-272*a^2* b*c-272*a^2*b*p-24*a^2*b*q-272*a^2*b*r-136*a^2*c*g+80*a^2*c*p+80*a^2*c*r-96*a^2 *g*p-12*a^2*g*q-96*a^2*g*r-128*a*b^2*c-104*a*b^2*p-104*a*b^2*r-400*a*b*c^2-400* a*b*c*g-600*a*b*c*p-72*a*b*c*q-528*a*b*c*r+288*a*b*c*x-396*a*b*g*p-16*a*b*g*q-\ 396*a*b*g*r-160*a*b*p^2-88*a*b*p*q-248*a*b*p*r+288*a*b*p*x-88*a*b*q*r-88*a*b*r^ 2+336*a*b*r*x-200*a*c^2*g+88*a*c^2*p+88*a*c^2*r-168*a*c*g^2-184*a*c*g*p-36*a*c* g*q-148*a*c*g*r+144*a*c*g*x+32*a*c*p^2+8*a*c*p*q+40*a*c*p*r+8*a*c*q*r+8*a*c*r^2 -16*a*c*r*x-136*a*g^2*p-8*a*g^2*q-136*a*g^2*r-64*a*g*p^2-40*a*g*p*q-104*a*g*p*r +144*a*g*p*x-40*a*g*q*r-40*a*g*r^2+160*a*g*r*x-64*b^2*c^2-96*b^2*c*g-120*b^2*c* p-120*b^2*c*r-112*b^2*g*p-112*b^2*g*r-112*b*c^3-312*b*c^2*g-256*b*c^2*p-32*b*c^ 2*q-232*b*c^2*r+96*b*c^2*x-160*b*c*g^2-536*b*c*g*p-48*b*c*g*q-488*b*c*g*r+192*b *c*g*x-64*b*c*p^2-64*b*c*p*q-80*b*c*p*r+96*b*c*p*x-64*b*c*q*r-16*b*c*r^2+128*b* c*r*x-184*b*g^2*p-184*b*g^2*r-112*b*g*p^2-76*b*g*p*q-164*b*g*p*r+192*b*g*p*x-76 *b*g*q*r-52*b*g*r^2+232*b*g*r*x-56*c^3*g-140*c^2*g^2-84*c^2*g*p-16*c^2*g*q-72*c ^2*g*r+48*c^2*g*x-56*c*g^3-200*c*g^2*p-24*c*g^2*q-176*c*g^2*r+96*c*g^2*x-16*c*g *p^2-28*c*g*p*q-20*c*g*p*r+48*c*g*p*x-28*c*g*q*r-4*c*g*r^2+56*c*g*r*x-56*g^3*p-\ 56*g^3*r-48*g^2*p^2-36*g^2*p*q-72*g^2*p*r+96*g^2*p*x-36*g^2*q*r-24*g^2*r^2+112* g^2*r*x-48*a*b*c-48*a*b*p-48*a*b*r-24*a*c*g+16*a*c*p+16*a*c*r-16*a*g*p-16*a*g*r -16*b*c^2-32*b*c*g-32*b*c*p-32*b*c*r-40*b*g*p-40*b*g*r-8*c^2*g-16*c*g^2-8*c*g*p -8*c*g*r-16*g^2*p-16*g^2*r)*dx-r*(r-1)*(r+3+q+p+g+2*c+2*b+2*a)*(r+2+q+p+g+2*c+b +a)*(32*a^4*b*c*x^2+16*a^4*b*p*x^2+16*a^4*b*q*x^2+16*a^4*b*r*x^2+16*a^4*c*g*x^2 +8*a^4*g*p*x^2+8*a^4*g*q*x^2+8*a^4*g*r*x^2+96*a^3*b^2*c*x^2+48*a^3*b^2*p*x^2+48 *a^3*b^2*q*x^2+48*a^3*b^2*r*x^2+192*a^3*b*c^2*x^2+160*a^3*b*c*g*x^2+144*a^3*b*c *p*x^2+144*a^3*b*c*q*x^2+96*a^3*b*c*r*x^2+80*a^3*b*g*p*x^2+80*a^3*b*g*q*x^2+80* a^3*b*g*r*x^2+24*a^3*b*p^2*x^2+48*a^3*b*p*q*x^2+24*a^3*b*p*r*x^2+24*a^3*b*q^2*x ^2+24*a^3*b*q*r*x^2+32*a^3*c^3*x^2+112*a^3*c^2*g*x^2+32*a^3*c^2*p*x^2+32*a^3*c^ 2*q*x^2+16*a^3*c^2*r*x^2+56*a^3*c*g^2*x^2+88*a^3*c*g*p*x^2+88*a^3*c*g*q*x^2+56* a^3*c*g*r*x^2+8*a^3*c*p^2*x^2+16*a^3*c*p*q*x^2+8*a^3*c*p*r*x^2+8*a^3*c*q^2*x^2+ 8*a^3*c*q*r*x^2+28*a^3*g^2*p*x^2+28*a^3*g^2*q*x^2+28*a^3*g^2*r*x^2+16*a^3*g*p^2 *x^2+32*a^3*g*p*q*x^2+16*a^3*g*p*r*x^2+16*a^3*g*q^2*x^2+16*a^3*g*q*r*x^2+96*a^2 *b^3*c*x^2+48*a^2*b^3*p*x^2+48*a^2*b^3*q*x^2+48*a^2*b^3*r*x^2+384*a^2*b^2*c^2*x ^2+288*a^2*b^2*c*g*x^2+288*a^2*b^2*c*p*x^2+288*a^2*b^2*c*q*x^2+192*a^2*b^2*c*r* x^2+144*a^2*b^2*g*p*x^2+144*a^2*b^2*g*q*x^2+144*a^2*b^2*g*r*x^2+48*a^2*b^2*p^2* x^2+96*a^2*b^2*p*q*x^2+48*a^2*b^2*p*r*x^2+48*a^2*b^2*q^2*x^2+48*a^2*b^2*q*r*x^2 +384*a^2*b*c^3*x^2+672*a^2*b*c^2*g*x^2+384*a^2*b*c^2*p*x^2+384*a^2*b*c^2*q*x^2+ 192*a^2*b*c^2*r*x^2+264*a^2*b*c*g^2*x^2+504*a^2*b*c*g*p*x^2+504*a^2*b*c*g*q*x^2 +336*a^2*b*c*g*r*x^2+120*a^2*b*c*p^2*x^2+240*a^2*b*c*p*q*x^2+96*a^2*b*c*p*r*x^2 +120*a^2*b*c*q^2*x^2+96*a^2*b*c*q*r*x^2+132*a^2*b*g^2*p*x^2+132*a^2*b*g^2*q*x^2 +132*a^2*b*g^2*r*x^2+84*a^2*b*g*p^2*x^2+168*a^2*b*g*p*q*x^2+84*a^2*b*g*p*r*x^2+ 84*a^2*b*g*q^2*x^2+84*a^2*b*g*q*r*x^2+12*a^2*b*p^3*x^2+36*a^2*b*p^2*q*x^2+12*a^ 2*b*p^2*r*x^2+36*a^2*b*p*q^2*x^2+24*a^2*b*p*q*r*x^2+12*a^2*b*q^3*x^2+12*a^2*b*q ^2*r*x^2+64*a^2*c^4*x^2+272*a^2*c^3*g*x^2+96*a^2*c^3*p*x^2+64*a^2*c^3*q*x^2+32* a^2*c^3*r*x^2+264*a^2*c^2*g^2*x^2+288*a^2*c^2*g*p*x^2+272*a^2*c^2*g*q*x^2+136*a ^2*c^2*g*r*x^2+48*a^2*c^2*p^2*x^2+64*a^2*c^2*p*q*x^2+32*a^2*c^2*p*r*x^2+16*a^2* c^2*q^2*x^2+16*a^2*c^2*q*r*x^2+72*a^2*c*g^3*x^2+204*a^2*c*g^2*p*x^2+204*a^2*c*g ^2*q*x^2+132*a^2*c*g^2*r*x^2+96*a^2*c*g*p^2*x^2+176*a^2*c*g*p*q*x^2+76*a^2*c*g* p*r*x^2+80*a^2*c*g*q^2*x^2+68*a^2*c*g*q*r*x^2+8*a^2*c*p^3*x^2+16*a^2*c*p^2*q*x^ 2+8*a^2*c*p^2*r*x^2+8*a^2*c*p*q^2*x^2+8*a^2*c*p*q*r*x^2+36*a^2*g^3*p*x^2+36*a^2 *g^3*q*x^2+36*a^2*g^3*r*x^2+36*a^2*g^2*p^2*x^2+72*a^2*g^2*p*q*x^2+36*a^2*g^2*p* r*x^2+36*a^2*g^2*q^2*x^2+36*a^2*g^2*q*r*x^2+10*a^2*g*p^3*x^2+26*a^2*g*p^2*q*x^2 +10*a^2*g*p^2*r*x^2+22*a^2*g*p*q^2*x^2+16*a^2*g*p*q*r*x^2+6*a^2*g*q^3*x^2+6*a^2 *g*q^2*r*x^2+32*a*b^4*c*x^2+16*a*b^4*p*x^2+16*a*b^4*q*x^2+16*a*b^4*r*x^2+192*a* b^3*c^2*x^2+160*a*b^3*c*g*x^2+144*a*b^3*c*p*x^2+144*a*b^3*c*q*x^2+96*a*b^3*c*r* x^2+80*a*b^3*g*p*x^2+80*a*b^3*g*q*x^2+80*a*b^3*g*r*x^2+24*a*b^3*p^2*x^2+48*a*b^ 3*p*q*x^2+24*a*b^3*p*r*x^2+24*a*b^3*q^2*x^2+24*a*b^3*q*r*x^2+384*a*b^2*c^3*x^2+ 672*a*b^2*c^2*g*x^2+384*a*b^2*c^2*p*x^2+384*a*b^2*c^2*q*x^2+192*a*b^2*c^2*r*x^2 +264*a*b^2*c*g^2*x^2+504*a*b^2*c*g*p*x^2+504*a*b^2*c*g*q*x^2+336*a*b^2*c*g*r*x^ 2+120*a*b^2*c*p^2*x^2+240*a*b^2*c*p*q*x^2+96*a*b^2*c*p*r*x^2+120*a*b^2*c*q^2*x^ 2+96*a*b^2*c*q*r*x^2+132*a*b^2*g^2*p*x^2+132*a*b^2*g^2*q*x^2+132*a*b^2*g^2*r*x^ 2+84*a*b^2*g*p^2*x^2+168*a*b^2*g*p*q*x^2+84*a*b^2*g*p*r*x^2+84*a*b^2*g*q^2*x^2+ 84*a*b^2*g*q*r*x^2+12*a*b^2*p^3*x^2+36*a*b^2*p^2*q*x^2+12*a*b^2*p^2*r*x^2+36*a* b^2*p*q^2*x^2+24*a*b^2*p*q*r*x^2+12*a*b^2*q^3*x^2+12*a*b^2*q^2*r*x^2+256*a*b*c^ 4*x^2+768*a*b*c^3*g*x^2+320*a*b*c^3*p*x^2+320*a*b*c^3*q*x^2+128*a*b*c^3*r*x^2+ 672*a*b*c^2*g^2*x^2+768*a*b*c^2*g*p*x^2+768*a*b*c^2*g*q*x^2+384*a*b*c^2*g*r*x^2 +144*a*b*c^2*p^2*x^2+288*a*b*c^2*p*q*x^2+96*a*b*c^2*p*r*x^2+144*a*b*c^2*q^2*x^2 +96*a*b*c^2*q*r*x^2+176*a*b*c*g^3*x^2+504*a*b*c*g^2*p*x^2+504*a*b*c*g^2*q*x^2+ 336*a*b*c*g^2*r*x^2+240*a*b*c*g*p^2*x^2+480*a*b*c*g*p*q*x^2+192*a*b*c*g*p*r*x^2 +240*a*b*c*g*q^2*x^2+192*a*b*c*g*q*r*x^2+28*a*b*c*p^3*x^2+84*a*b*c*p^2*q*x^2+24 *a*b*c*p^2*r*x^2+84*a*b*c*p*q^2*x^2+48*a*b*c*p*q*r*x^2+28*a*b*c*q^3*x^2+24*a*b* c*q^2*r*x^2+88*a*b*g^3*p*x^2+88*a*b*g^3*q*x^2+88*a*b*g^3*r*x^2+84*a*b*g^2*p^2*x ^2+168*a*b*g^2*p*q*x^2+84*a*b*g^2*p*r*x^2+84*a*b*g^2*q^2*x^2+84*a*b*g^2*q*r*x^2 +24*a*b*g*p^3*x^2+72*a*b*g*p^2*q*x^2+24*a*b*g*p^2*r*x^2+72*a*b*g*p*q^2*x^2+48*a *b*g*p*q*r*x^2+24*a*b*g*q^3*x^2+24*a*b*g*q^2*r*x^2+2*a*b*p^4*x^2+8*a*b*p^3*q*x^ 2+2*a*b*p^3*r*x^2+12*a*b*p^2*q^2*x^2+6*a*b*p^2*q*r*x^2+8*a*b*p*q^3*x^2+6*a*b*p* q^2*r*x^2+2*a*b*q^4*x^2+2*a*b*q^3*r*x^2+32*a*c^5*x^2+208*a*c^4*g*x^2+64*a*c^4*p *x^2+32*a*c^4*q*x^2+16*a*c^4*r*x^2+344*a*c^3*g^2*x^2+288*a*c^3*g*p*x^2+240*a*c^ 3*g*q*x^2+104*a*c^3*g*r*x^2+48*a*c^3*p^2*x^2+48*a*c^3*p*q*x^2+24*a*c^3*p*r*x^2+ 8*a*c^3*q^2*x^2+8*a*c^3*q*r*x^2+204*a*c^2*g^3*x^2+360*a*c^2*g^2*p*x^2+344*a*c^2 *g^2*q*x^2+172*a*c^2*g^2*r*x^2+144*a*c^2*g*p^2*x^2+232*a*c^2*g*p*q*x^2+92*a*c^2 *g*p*r*x^2+92*a*c^2*g*q^2*x^2+68*a*c^2*g*q*r*x^2+16*a*c^2*p^3*x^2+24*a*c^2*p^2* q*x^2+12*a*c^2*p^2*r*x^2+8*a*c^2*p*q^2*x^2+8*a*c^2*p*q*r*x^2+40*a*c*g^4*x^2+156 *a*c*g^3*p*x^2+156*a*c*g^3*q*x^2+102*a*c*g^3*r*x^2+120*a*c*g^2*p^2*x^2+224*a*c* g^2*p*q*x^2+94*a*c*g^2*p*r*x^2+104*a*c*g^2*q^2*x^2+86*a*c*g^2*q*r*x^2+30*a*c*g* p^3*x^2+70*a*c*g*p^2*q*x^2+26*a*c*g*p^2*r*x^2+54*a*c*g*p*q^2*x^2+36*a*c*g*p*q*r *x^2+14*a*c*g*q^3*x^2+12*a*c*g*q^2*r*x^2+2*a*c*p^4*x^2+4*a*c*p^3*q*x^2+2*a*c*p^ 3*r*x^2+2*a*c*p^2*q^2*x^2+2*a*c*p^2*q*r*x^2+20*a*g^4*p*x^2+20*a*g^4*q*x^2+20*a* g^4*r*x^2+27*a*g^3*p^2*x^2+54*a*g^3*p*q*x^2+27*a*g^3*p*r*x^2+27*a*g^3*q^2*x^2+ 27*a*g^3*q*r*x^2+13*a*g^2*p^3*x^2+35*a*g^2*p^2*q*x^2+13*a*g^2*p^2*r*x^2+31*a*g^ 2*p*q^2*x^2+22*a*g^2*p*q*r*x^2+9*a*g^2*q^3*x^2+9*a*g^2*q^2*r*x^2+2*a*g*p^4*x^2+ 6*a*g*p^3*q*x^2+2*a*g*p^3*r*x^2+7*a*g*p^2*q^2*x^2+4*a*g*p^2*q*r*x^2+4*a*g*p*q^3 *x^2+3*a*g*p*q^2*r*x^2+a*g*q^4*x^2+a*g*q^3*r*x^2+16*b^4*c*g*x^2+8*b^4*g*p*x^2+8 *b^4*g*q*x^2+8*b^4*g*r*x^2+32*b^3*c^3*x^2+112*b^3*c^2*g*x^2+32*b^3*c^2*p*x^2+32 *b^3*c^2*q*x^2+16*b^3*c^2*r*x^2+56*b^3*c*g^2*x^2+88*b^3*c*g*p*x^2+88*b^3*c*g*q* x^2+56*b^3*c*g*r*x^2+8*b^3*c*p^2*x^2+16*b^3*c*p*q*x^2+8*b^3*c*p*r*x^2+8*b^3*c*q ^2*x^2+8*b^3*c*q*r*x^2+28*b^3*g^2*p*x^2+28*b^3*g^2*q*x^2+28*b^3*g^2*r*x^2+16*b^ 3*g*p^2*x^2+32*b^3*g*p*q*x^2+16*b^3*g*p*r*x^2+16*b^3*g*q^2*x^2+16*b^3*g*q*r*x^2 +64*b^2*c^4*x^2+272*b^2*c^3*g*x^2+64*b^2*c^3*p*x^2+96*b^2*c^3*q*x^2+32*b^2*c^3* r*x^2+264*b^2*c^2*g^2*x^2+272*b^2*c^2*g*p*x^2+288*b^2*c^2*g*q*x^2+136*b^2*c^2*g *r*x^2+16*b^2*c^2*p^2*x^2+64*b^2*c^2*p*q*x^2+16*b^2*c^2*p*r*x^2+48*b^2*c^2*q^2* x^2+32*b^2*c^2*q*r*x^2+72*b^2*c*g^3*x^2+204*b^2*c*g^2*p*x^2+204*b^2*c*g^2*q*x^2 +132*b^2*c*g^2*r*x^2+80*b^2*c*g*p^2*x^2+176*b^2*c*g*p*q*x^2+68*b^2*c*g*p*r*x^2+ 96*b^2*c*g*q^2*x^2+76*b^2*c*g*q*r*x^2+8*b^2*c*p^2*q*x^2+16*b^2*c*p*q^2*x^2+8*b^ 2*c*p*q*r*x^2+8*b^2*c*q^3*x^2+8*b^2*c*q^2*r*x^2+36*b^2*g^3*p*x^2+36*b^2*g^3*q*x ^2+36*b^2*g^3*r*x^2+36*b^2*g^2*p^2*x^2+72*b^2*g^2*p*q*x^2+36*b^2*g^2*p*r*x^2+36 *b^2*g^2*q^2*x^2+36*b^2*g^2*q*r*x^2+6*b^2*g*p^3*x^2+22*b^2*g*p^2*q*x^2+6*b^2*g* p^2*r*x^2+26*b^2*g*p*q^2*x^2+16*b^2*g*p*q*r*x^2+10*b^2*g*q^3*x^2+10*b^2*g*q^2*r *x^2+32*b*c^5*x^2+208*b*c^4*g*x^2+32*b*c^4*p*x^2+64*b*c^4*q*x^2+16*b*c^4*r*x^2+ 344*b*c^3*g^2*x^2+240*b*c^3*g*p*x^2+288*b*c^3*g*q*x^2+104*b*c^3*g*r*x^2+8*b*c^3 *p^2*x^2+48*b*c^3*p*q*x^2+8*b*c^3*p*r*x^2+48*b*c^3*q^2*x^2+24*b*c^3*q*r*x^2+204 *b*c^2*g^3*x^2+344*b*c^2*g^2*p*x^2+360*b*c^2*g^2*q*x^2+172*b*c^2*g^2*r*x^2+92*b *c^2*g*p^2*x^2+232*b*c^2*g*p*q*x^2+68*b*c^2*g*p*r*x^2+144*b*c^2*g*q^2*x^2+92*b* c^2*g*q*r*x^2+8*b*c^2*p^2*q*x^2+24*b*c^2*p*q^2*x^2+8*b*c^2*p*q*r*x^2+16*b*c^2*q ^3*x^2+12*b*c^2*q^2*r*x^2+40*b*c*g^4*x^2+156*b*c*g^3*p*x^2+156*b*c*g^3*q*x^2+ 102*b*c*g^3*r*x^2+104*b*c*g^2*p^2*x^2+224*b*c*g^2*p*q*x^2+86*b*c*g^2*p*r*x^2+ 120*b*c*g^2*q^2*x^2+94*b*c*g^2*q*r*x^2+14*b*c*g*p^3*x^2+54*b*c*g*p^2*q*x^2+12*b *c*g*p^2*r*x^2+70*b*c*g*p*q^2*x^2+36*b*c*g*p*q*r*x^2+30*b*c*g*q^3*x^2+26*b*c*g* q^2*r*x^2+2*b*c*p^2*q^2*x^2+4*b*c*p*q^3*x^2+2*b*c*p*q^2*r*x^2+2*b*c*q^4*x^2+2*b *c*q^3*r*x^2+20*b*g^4*p*x^2+20*b*g^4*q*x^2+20*b*g^4*r*x^2+27*b*g^3*p^2*x^2+54*b *g^3*p*q*x^2+27*b*g^3*p*r*x^2+27*b*g^3*q^2*x^2+27*b*g^3*q*r*x^2+9*b*g^2*p^3*x^2 +31*b*g^2*p^2*q*x^2+9*b*g^2*p^2*r*x^2+35*b*g^2*p*q^2*x^2+22*b*g^2*p*q*r*x^2+13* b*g^2*q^3*x^2+13*b*g^2*q^2*r*x^2+b*g*p^4*x^2+4*b*g*p^3*q*x^2+b*g*p^3*r*x^2+7*b* g*p^2*q^2*x^2+3*b*g*p^2*q*r*x^2+6*b*g*p*q^3*x^2+4*b*g*p*q^2*r*x^2+2*b*g*q^4*x^2 +2*b*g*q^3*r*x^2+32*c^5*g*x^2+112*c^4*g^2*x^2+48*c^4*g*p*x^2+48*c^4*g*q*x^2+16* c^4*g*r*x^2+120*c^3*g^3*x^2+144*c^3*g^2*p*x^2+144*c^3*g^2*q*x^2+56*c^3*g^2*r*x^ 2+28*c^3*g*p^2*x^2+48*c^3*g*p*q*x^2+16*c^3*g*p*r*x^2+28*c^3*g*q^2*x^2+16*c^3*g* q*r*x^2+52*c^2*g^4*x^2+124*c^2*g^3*p*x^2+124*c^2*g^3*q*x^2+60*c^2*g^3*r*x^2+66* c^2*g^2*p^2*x^2+128*c^2*g^2*p*q*x^2+44*c^2*g^2*p*r*x^2+66*c^2*g^2*q^2*x^2+44*c^ 2*g^2*q*r*x^2+8*c^2*g*p^3*x^2+16*c^2*g*p^2*q*x^2+6*c^2*g*p^2*r*x^2+16*c^2*g*p*q ^2*x^2+8*c^2*g*p*q*r*x^2+8*c^2*g*q^3*x^2+6*c^2*g*q^2*r*x^2+8*c*g^5*x^2+40*c*g^4 *p*x^2+40*c*g^4*q*x^2+26*c*g^4*r*x^2+40*c*g^3*p^2*x^2+80*c*g^3*p*q*x^2+32*c*g^3 *p*r*x^2+40*c*g^3*q^2*x^2+32*c*g^3*q*r*x^2+13*c*g^2*p^3*x^2+35*c*g^2*p^2*q*x^2+ 11*c*g^2*p^2*r*x^2+35*c*g^2*p*q^2*x^2+20*c*g^2*p*q*r*x^2+13*c*g^2*q^3*x^2+11*c* g^2*q^2*r*x^2+c*g*p^4*x^2+2*c*g*p^3*q*x^2+c*g*p^3*r*x^2+2*c*g*p^2*q^2*x^2+c*g*p ^2*q*r*x^2+2*c*g*p*q^3*x^2+c*g*p*q^2*r*x^2+c*g*q^4*x^2+c*g*q^3*r*x^2+4*g^5*p*x^ 2+4*g^5*q*x^2+4*g^5*r*x^2+7*g^4*p^2*x^2+14*g^4*p*q*x^2+7*g^4*p*r*x^2+7*g^4*q^2* x^2+7*g^4*q*r*x^2+4*g^3*p^3*x^2+12*g^3*p^2*q*x^2+4*g^3*p^2*r*x^2+12*g^3*p*q^2*x ^2+8*g^3*p*q*r*x^2+4*g^3*q^3*x^2+4*g^3*q^2*r*x^2+g^2*p^4*x^2+3*g^2*p^3*q*x^2+g^ 2*p^3*r*x^2+4*g^2*p^2*q^2*x^2+2*g^2*p^2*q*r*x^2+3*g^2*p*q^3*x^2+2*g^2*p*q^2*r*x ^2+g^2*q^4*x^2+g^2*q^3*r*x^2-64*a^4*b*c*x-32*a^4*b*p*x-32*a^4*b*q*x-32*a^4*b*r* x+16*a^4*b*x^2-32*a^4*c*g*x-16*a^4*g*p*x-16*a^4*g*q*x-16*a^4*g*r*x+8*a^4*g*x^2-\ 128*a^3*b^2*c*x-64*a^3*b^2*p*x-64*a^3*b^2*q*x-64*a^3*b^2*r*x+48*a^3*b^2*x^2-256 *a^3*b*c^2*x-224*a^3*b*c*g*x-224*a^3*b*c*p*x-192*a^3*b*c*q*x-144*a^3*b*c*r*x+ 240*a^3*b*c*x^2-112*a^3*b*g*p*x-112*a^3*b*g*q*x-112*a^3*b*g*r*x+80*a^3*b*g*x^2-\ 48*a^3*b*p^2*x-80*a^3*b*p*q*x-56*a^3*b*p*r*x+96*a^3*b*p*x^2-32*a^3*b*q^2*x-40*a ^3*b*q*r*x+96*a^3*b*q*x^2-8*a^3*b*r^2*x+72*a^3*b*r*x^2-128*a^3*c^2*g*x-32*a^3*c ^2*p*x-16*a^3*c^2*r*x+48*a^3*c^2*x^2-80*a^3*c*g^2*x-128*a^3*c*g*p*x-96*a^3*c*g* q*x-80*a^3*c*g*r*x+144*a^3*c*g*x^2-16*a^3*c*p^2*x-16*a^3*c*p*q*x-24*a^3*c*p*r*x +24*a^3*c*p*x^2-8*a^3*c*q*r*x+24*a^3*c*q*x^2-8*a^3*c*r^2*x+16*a^3*c*r*x^2-40*a^ 3*g^2*p*x-40*a^3*g^2*q*x-40*a^3*g^2*r*x+28*a^3*g^2*x^2-32*a^3*g*p^2*x-48*a^3*g* p*q*x-40*a^3*g*p*r*x+60*a^3*g*p*x^2-16*a^3*g*q^2*x-24*a^3*g*q*r*x+60*a^3*g*q*x^ 2-8*a^3*g*r^2*x+44*a^3*g*r*x^2-64*a^2*b^3*c*x-32*a^2*b^3*p*x-32*a^2*b^3*q*x-32* a^2*b^3*r*x+48*a^2*b^3*x^2-384*a^2*b^2*c^2*x-288*a^2*b^2*c*g*x-320*a^2*b^2*c*p* x-256*a^2*b^2*c*q*x-192*a^2*b^2*c*r*x+480*a^2*b^2*c*x^2-144*a^2*b^2*g*p*x-144*a ^2*b^2*g*q*x-144*a^2*b^2*g*r*x+144*a^2*b^2*g*x^2-64*a^2*b^2*p^2*x-96*a^2*b^2*p* q*x-64*a^2*b^2*p*r*x+192*a^2*b^2*p*x^2-32*a^2*b^2*q^2*x-32*a^2*b^2*q*r*x+192*a^ 2*b^2*q*x^2+144*a^2*b^2*r*x^2-384*a^2*b*c^3*x-704*a^2*b*c^2*g*x-448*a^2*b*c^2*p *x-384*a^2*b*c^2*q*x-224*a^2*b*c^2*r*x+768*a^2*b*c^2*x^2-288*a^2*b*c*g^2*x-592* a^2*b*c*g*p*x-512*a^2*b*c*g*q*x-376*a^2*b*c*g*r*x+840*a^2*b*c*g*x^2-176*a^2*b*c *p^2*x-288*a^2*b*c*p*q*x-160*a^2*b*c*p*r*x+528*a^2*b*c*p*x^2-112*a^2*b*c*q^2*x-\ 112*a^2*b*c*q*r*x+528*a^2*b*c*q*x^2-16*a^2*b*c*r^2*x+288*a^2*b*c*r*x^2-144*a^2* b*g^2*p*x-144*a^2*b*g^2*q*x-144*a^2*b*g^2*r*x+132*a^2*b*g^2*x^2-120*a^2*b*g*p^2 *x-200*a^2*b*g*p*q*x-132*a^2*b*g*p*r*x+336*a^2*b*g*p*x^2-80*a^2*b*g*q^2*x-92*a^ 2*b*g*q*r*x+336*a^2*b*g*q*x^2-12*a^2*b*g*r^2*x+252*a^2*b*g*r*x^2-24*a^2*b*p^3*x -56*a^2*b*p^2*q*x-32*a^2*b*p^2*r*x+84*a^2*b*p^2*x^2-40*a^2*b*p*q^2*x-40*a^2*b*p *q*r*x+168*a^2*b*p*q*x^2-8*a^2*b*p*r^2*x+72*a^2*b*p*r*x^2-8*a^2*b*q^3*x-8*a^2*b *q^2*r*x+84*a^2*b*q^2*x^2+72*a^2*b*q*r*x^2-192*a^2*c^3*g*x-64*a^2*c^3*p*x-32*a^ 2*c^3*r*x+144*a^2*c^3*x^2-256*a^2*c^2*g^2*x-304*a^2*c^2*g*p*x-192*a^2*c^2*g*q*x -152*a^2*c^2*g*r*x+528*a^2*c^2*g*x^2-64*a^2*c^2*p^2*x-32*a^2*c^2*p*q*x-64*a^2*c ^2*p*r*x+144*a^2*c^2*p*x^2-16*a^2*c^2*q*r*x+96*a^2*c^2*q*x^2-16*a^2*c^2*r^2*x+ 56*a^2*c^2*r*x^2-80*a^2*c*g^3*x-240*a^2*c*g^2*p*x-192*a^2*c*g^2*q*x-152*a^2*c*g ^2*r*x+336*a^2*c*g^2*x^2-144*a^2*c*g*p^2*x-184*a^2*c*g*p*q*x-148*a^2*c*g*p*r*x+ 372*a^2*c*g*p*x^2-56*a^2*c*g*q^2*x-76*a^2*c*g*q*r*x+348*a^2*c*g*q*x^2-28*a^2*c* g*r^2*x+196*a^2*c*g*r*x^2-16*a^2*c*p^3*x-16*a^2*c*p^2*q*x-24*a^2*c*p^2*r*x+36*a ^2*c*p^2*x^2-8*a^2*c*p*q*r*x+48*a^2*c*p*q*x^2-8*a^2*c*p*r^2*x+28*a^2*c*p*r*x^2+ 12*a^2*c*q^2*x^2+12*a^2*c*q*r*x^2-40*a^2*g^3*p*x-40*a^2*g^3*q*x-40*a^2*g^3*r*x+ 36*a^2*g^3*x^2-56*a^2*g^2*p^2*x-88*a^2*g^2*p*q*x-68*a^2*g^2*p*r*x+138*a^2*g^2*p *x^2-32*a^2*g^2*q^2*x-44*a^2*g^2*q*r*x+138*a^2*g^2*q*x^2-12*a^2*g^2*r^2*x+102*a ^2*g^2*r*x^2-20*a^2*g*p^3*x-36*a^2*g*p^2*q*x-28*a^2*g*p^2*r*x+60*a^2*g*p^2*x^2-\ 20*a^2*g*p*q^2*x-24*a^2*g*p*q*r*x+108*a^2*g*p*q*x^2-8*a^2*g*p*r^2*x+50*a^2*g*p* r*x^2-4*a^2*g*q^3*x-4*a^2*g*q^2*r*x+48*a^2*g*q^2*x^2+42*a^2*g*q*r*x^2+16*a*b^4* x^2-128*a*b^3*c^2*x-96*a*b^3*c*g*x-96*a*b^3*c*p*x-64*a*b^3*c*q*x-48*a*b^3*c*r*x +240*a*b^3*c*x^2-48*a*b^3*g*p*x-48*a*b^3*g*q*x-48*a*b^3*g*r*x+80*a*b^3*g*x^2-16 *a*b^3*p^2*x-16*a*b^3*p*q*x-8*a*b^3*p*r*x+96*a*b^3*p*x^2+8*a*b^3*q*r*x+96*a*b^3 *q*x^2+8*a*b^3*r^2*x+72*a*b^3*r*x^2-384*a*b^2*c^3*x-640*a*b^2*c^2*g*x-384*a*b^2 *c^2*p*x-320*a*b^2*c^2*q*x-160*a*b^2*c^2*r*x+768*a*b^2*c^2*x^2-240*a*b^2*c*g^2* x-496*a*b^2*c*g*p*x-416*a*b^2*c*g*q*x-296*a*b^2*c*g*r*x+840*a*b^2*c*g*x^2-128*a *b^2*c*p^2*x-192*a*b^2*c*p*q*x-80*a*b^2*c*p*r*x+528*a*b^2*c*p*x^2-64*a*b^2*c*q^ 2*x-32*a*b^2*c*q*r*x+528*a*b^2*c*q*x^2+16*a*b^2*c*r^2*x+288*a*b^2*c*r*x^2-120*a *b^2*g^2*p*x-120*a*b^2*g^2*q*x-120*a*b^2*g^2*r*x+132*a*b^2*g^2*x^2-88*a*b^2*g*p ^2*x-136*a*b^2*g*p*q*x-76*a*b^2*g*p*r*x+336*a*b^2*g*p*x^2-48*a*b^2*g*q^2*x-36*a *b^2*g*q*r*x+336*a*b^2*g*q*x^2+12*a*b^2*g*r^2*x+252*a*b^2*g*r*x^2-16*a*b^2*p^3* x-32*a*b^2*p^2*q*x-16*a*b^2*p^2*r*x+84*a*b^2*p^2*x^2-16*a*b^2*p*q^2*x-8*a*b^2*p *q*r*x+168*a*b^2*p*q*x^2+72*a*b^2*p*r*x^2+8*a*b^2*q^2*r*x+84*a*b^2*q^2*x^2+8*a* b^2*q*r^2*x+72*a*b^2*q*r*x^2-256*a*b*c^4*x-768*a*b*c^3*g*x-320*a*b*c^3*p*x-320* a*b*c^3*q*x-128*a*b*c^3*r*x+704*a*b*c^3*x^2-672*a*b*c^2*g^2*x-800*a*b*c^2*g*p*x -736*a*b*c^2*g*q*x-384*a*b*c^2*g*r*x+1536*a*b*c^2*g*x^2-160*a*b*c^2*p^2*x-288*a *b*c^2*p*q*x-112*a*b*c^2*p*r*x+672*a*b*c^2*p*x^2-128*a*b*c^2*q^2*x-80*a*b*c^2*q *r*x+672*a*b*c^2*q*x^2+288*a*b*c^2*r*x^2-176*a*b*c*g^3*x-528*a*b*c*g^2*p*x-480* a*b*c*g^2*q*x-336*a*b*c*g^2*r*x+840*a*b*c*g^2*x^2-280*a*b*c*g*p^2*x-480*a*b*c*g *p*q*x-224*a*b*c*g*p*r*x+1056*a*b*c*g*p*x^2-200*a*b*c*g*q^2*x-160*a*b*c*g*q*r*x +1056*a*b*c*g*q*x^2+576*a*b*c*g*r*x^2-40*a*b*c*p^3*x-96*a*b*c*p^2*q*x-44*a*b*c* p^2*r*x+204*a*b*c*p^2*x^2-72*a*b*c*p*q^2*x-48*a*b*c*p*q*r*x+408*a*b*c*p*q*x^2-8 *a*b*c*p*r^2*x+144*a*b*c*p*r*x^2-16*a*b*c*q^3*x-4*a*b*c*q^2*r*x+204*a*b*c*q^2*x ^2+8*a*b*c*q*r^2*x+144*a*b*c*q*r*x^2-88*a*b*g^3*p*x-88*a*b*g^3*q*x-88*a*b*g^3*r *x+88*a*b*g^3*x^2-96*a*b*g^2*p^2*x-168*a*b*g^2*p*q*x-96*a*b*g^2*p*r*x+336*a*b*g ^2*p*x^2-72*a*b*g^2*q^2*x-72*a*b*g^2*q*r*x+336*a*b*g^2*q*x^2+252*a*b*g^2*r*x^2-\ 36*a*b*g*p^3*x-84*a*b*g*p^2*q*x-44*a*b*g*p^2*r*x+168*a*b*g*p^2*x^2-60*a*b*g*p*q ^2*x-48*a*b*g*p*q*r*x+336*a*b*g*p*q*x^2-8*a*b*g*p*r^2*x+144*a*b*g*p*r*x^2-12*a* b*g*q^3*x-4*a*b*g*q^2*r*x+168*a*b*g*q^2*x^2+8*a*b*g*q*r^2*x+144*a*b*g*q*r*x^2-4 *a*b*p^4*x-12*a*b*p^3*q*x-6*a*b*p^3*r*x+20*a*b*p^3*x^2-12*a*b*p^2*q^2*x-10*a*b* p^2*q*r*x+60*a*b*p^2*q*x^2-2*a*b*p^2*r^2*x+18*a*b*p^2*r*x^2-4*a*b*p*q^3*x-2*a*b *p*q^2*r*x+60*a*b*p*q^2*x^2+36*a*b*p*q*r*x^2+2*a*b*q^3*r*x+20*a*b*q^3*x^2+2*a*b *q^2*r^2*x+18*a*b*q^2*r*x^2-128*a*c^4*g*x-32*a*c^4*p*x-16*a*c^4*r*x+96*a*c^4*x^ 2-288*a*c^3*g^2*x-240*a*c^3*g*p*x-160*a*c^3*g*q*x-104*a*c^3*g*r*x+544*a*c^3*g*x ^2-48*a*c^3*p^2*x-16*a*c^3*p*q*x-40*a*c^3*p*r*x+144*a*c^3*p*x^2-8*a*c^3*q*r*x+ 72*a*c^3*q*x^2-8*a*c^3*r^2*x+40*a*c^3*r*x^2-192*a*c^2*g^3*x-360*a*c^2*g^2*p*x-\ 288*a*c^2*g^2*q*x-180*a*c^2*g^2*r*x+684*a*c^2*g^2*x^2-168*a*c^2*g*p^2*x-184*a*c ^2*g*p*q*x-140*a*c^2*g*p*r*x+552*a*c^2*g*p*x^2-64*a*c^2*g*q^2*x-60*a*c^2*g*q*r* x+468*a*c^2*g*q*x^2-20*a*c^2*g*r^2*x+220*a*c^2*g*r*x^2-24*a*c^2*p^3*x-16*a*c^2* p^2*q*x-28*a*c^2*p^2*r*x+72*a*c^2*p^2*x^2-8*a*c^2*p*q*r*x+72*a*c^2*p*q*x^2-8*a* c^2*p*r^2*x+40*a*c^2*p*r*x^2+12*a*c^2*q^2*x^2+12*a*c^2*q*r*x^2-40*a*c*g^4*x-164 *a*c*g^3*p*x-144*a*c*g^3*q*x-106*a*c*g^3*r*x+258*a*c*g^3*x^2-152*a*c*g^2*p^2*x-\ 220*a*c*g^2*p*q*x-142*a*c*g^2*p*r*x+486*a*c*g^2*p*x^2-84*a*c*g^2*q^2*x-86*a*c*g ^2*q*r*x+462*a*c*g^2*q*x^2-18*a*c*g^2*r^2*x+256*a*c*g^2*r*x^2-48*a*c*g*p^3*x-72 *a*c*g*p^2*q*x-60*a*c*g*p^2*r*x+174*a*c*g*p^2*x^2-36*a*c*g*p*q^2*x-36*a*c*g*p*q *r*x+288*a*c*g*p*q*x^2-16*a*c*g*p*r^2*x+120*a*c*g*p*r*x^2-8*a*c*g*q^3*x-2*a*c*g *q^2*r*x+120*a*c*g*q^2*x^2+4*a*c*g*q*r^2*x+90*a*c*g*q*r*x^2-4*a*c*p^4*x-4*a*c*p ^3*q*x-6*a*c*p^3*r*x+12*a*c*p^3*x^2-2*a*c*p^2*q*r*x+18*a*c*p^2*q*x^2-2*a*c*p^2* r^2*x+10*a*c*p^2*r*x^2+6*a*c*p*q^2*x^2+6*a*c*p*q*r*x^2-20*a*g^4*p*x-20*a*g^4*q* x-20*a*g^4*r*x+20*a*g^4*x^2-34*a*g^3*p^2*x-58*a*g^3*p*q*x-39*a*g^3*p*r*x+105*a* g^3*p*x^2-24*a*g^3*q^2*x-29*a*g^3*q*r*x+105*a*g^3*q*x^2-5*a*g^3*r^2*x+78*a*g^3* r*x^2-22*a*g^2*p^3*x-42*a*g^2*p^2*q*x-30*a*g^2*p^2*r*x+81*a*g^2*p^2*x^2-26*a*g^ 2*p*q^2*x-26*a*g^2*p*q*r*x+150*a*g^2*p*q*x^2-8*a*g^2*p*r^2*x+68*a*g^2*p*r*x^2-6 *a*g^2*q^3*x-4*a*g^2*q^2*r*x+69*a*g^2*q^2*x^2+2*a*g^2*q*r^2*x+60*a*g^2*q*r*x^2-\ 4*a*g*p^4*x-8*a*g*p^3*q*x-6*a*g*p^3*r*x+16*a*g*p^3*x^2-6*a*g*p^2*q^2*x-6*a*g*p^ 2*q*r*x+39*a*g*p^2*q*x^2-2*a*g*p^2*r^2*x+14*a*g*p^2*r*x^2-2*a*g*p*q^3*x-a*g*p*q ^2*r*x+33*a*g*p*q^2*x^2+21*a*g*p*q*r*x^2+a*g*q^3*r*x+10*a*g*q^3*x^2+a*g*q^2*r^2 *x+9*a*g*q^2*r*x^2+8*b^4*g*x^2-64*b^3*c^3*x-96*b^3*c^2*g*x-64*b^3*c^2*p*x-32*b^ 3*c^2*q*x-16*b^3*c^2*r*x+48*b^3*c^2*x^2-32*b^3*c*g^2*x-80*b^3*c*g*p*x-48*b^3*c* g*q*x-32*b^3*c*g*r*x+144*b^3*c*g*x^2-16*b^3*c*p^2*x-16*b^3*c*p*q*x-8*b^3*c*p*r* x+24*b^3*c*p*x^2+8*b^3*c*q*r*x+24*b^3*c*q*x^2+8*b^3*c*r^2*x+16*b^3*c*r*x^2-16*b ^3*g^2*p*x-16*b^3*g^2*q*x-16*b^3*g^2*r*x+28*b^3*g^2*x^2-16*b^3*g*p^2*x-16*b^3*g *p*q*x-8*b^3*g*p*r*x+60*b^3*g*p*x^2+8*b^3*g*q*r*x+60*b^3*g*q*x^2+8*b^3*g*r^2*x+ 44*b^3*g*r*x^2-128*b^2*c^4*x-352*b^2*c^3*g*x-128*b^2*c^3*p*x-128*b^2*c^3*q*x-32 *b^2*c^3*r*x+144*b^2*c^3*x^2-272*b^2*c^2*g^2*x-352*b^2*c^2*g*p*x-272*b^2*c^2*g* q*x-120*b^2*c^2*g*r*x+528*b^2*c^2*g*x^2-32*b^2*c^2*p^2*x-96*b^2*c^2*p*q*x-16*b^ 2*c^2*p*r*x+96*b^2*c^2*p*x^2-32*b^2*c^2*q^2*x+144*b^2*c^2*q*x^2+16*b^2*c^2*r^2* x+56*b^2*c^2*r*x^2-64*b^2*c*g^3*x-216*b^2*c*g^2*p*x-168*b^2*c*g^2*q*x-112*b^2*c *g^2*r*x+336*b^2*c*g^2*x^2-104*b^2*c*g*p^2*x-168*b^2*c*g*p*q*x-60*b^2*c*g*p*r*x +348*b^2*c*g*p*x^2-48*b^2*c*g*q^2*x-4*b^2*c*g*q*r*x+372*b^2*c*g*q*x^2+28*b^2*c* g*r^2*x+196*b^2*c*g*r*x^2-16*b^2*c*p^2*q*x+12*b^2*c*p^2*x^2-16*b^2*c*p*q^2*x-8* b^2*c*p*q*r*x+48*b^2*c*p*q*x^2+12*b^2*c*p*r*x^2+8*b^2*c*q^2*r*x+36*b^2*c*q^2*x^ 2+8*b^2*c*q*r^2*x+28*b^2*c*q*r*x^2-32*b^2*g^3*p*x-32*b^2*g^3*q*x-32*b^2*g^3*r*x +36*b^2*g^3*x^2-40*b^2*g^2*p^2*x-56*b^2*g^2*p*q*x-28*b^2*g^2*p*r*x+138*b^2*g^2* p*x^2-16*b^2*g^2*q^2*x-4*b^2*g^2*q*r*x+138*b^2*g^2*q*x^2+12*b^2*g^2*r^2*x+102*b ^2*g^2*r*x^2-8*b^2*g*p^3*x-24*b^2*g*p^2*q*x-8*b^2*g*p^2*r*x+48*b^2*g*p^2*x^2-16 *b^2*g*p*q^2*x-8*b^2*g*p*q*r*x+108*b^2*g*p*q*x^2+42*b^2*g*p*r*x^2+8*b^2*g*q^2*r *x+60*b^2*g*q^2*x^2+8*b^2*g*q*r^2*x+50*b^2*g*q*r*x^2-64*b*c^5*x-288*b*c^4*g*x-\ 64*b*c^4*p*x-96*b*c^4*q*x-16*b*c^4*r*x+96*b*c^4*x^2-400*b*c^3*g^2*x-320*b*c^3*g *p*x-336*b*c^3*g*q*x-104*b*c^3*g*r*x+544*b*c^3*g*x^2-16*b*c^3*p^2*x-80*b*c^3*p* q*x-8*b*c^3*p*r*x+72*b*c^3*p*x^2-48*b*c^3*q^2*x-8*b*c^3*q*r*x+144*b*c^3*q*x^2+8 *b*c^3*r^2*x+40*b*c^3*r*x^2-216*b*c^2*g^3*x-400*b*c^2*g^2*p*x-360*b*c^2*g^2*q*x -164*b*c^2*g^2*r*x+684*b*c^2*g^2*x^2-120*b*c^2*g*p^2*x-280*b*c^2*g*p*q*x-76*b*c ^2*g*p*r*x+468*b*c^2*g*p*x^2-120*b*c^2*g*q^2*x-44*b*c^2*g*q*r*x+552*b*c^2*g*q*x ^2+20*b*c^2*g*r^2*x+220*b*c^2*g*r*x^2-16*b*c^2*p^2*q*x+12*b*c^2*p^2*x^2-32*b*c^ 2*p*q^2*x-8*b*c^2*p*q*r*x+72*b*c^2*p*q*x^2+12*b*c^2*p*r*x^2-8*b*c^2*q^3*x+4*b*c ^2*q^2*r*x+72*b*c^2*q^2*x^2+8*b*c^2*q*r^2*x+40*b*c^2*q*r*x^2-40*b*c*g^4*x-168*b *c*g^3*p*x-148*b*c*g^3*q*x-98*b*c*g^3*r*x+258*b*c*g^3*x^2-124*b*c*g^2*p^2*x-228 *b*c*g^2*p*q*x-86*b*c*g^2*p*r*x+462*b*c*g^2*p*x^2-88*b*c*g^2*q^2*x-46*b*c*g^2*q *r*x+486*b*c*g^2*q*x^2+18*b*c*g^2*r^2*x+256*b*c*g^2*r*x^2-20*b*c*g*p^3*x-72*b*c *g*p^2*q*x-22*b*c*g*p^2*r*x+120*b*c*g*p^2*x^2-68*b*c*g*p*q^2*x-36*b*c*g*p*q*r*x +288*b*c*g*p*q*x^2-4*b*c*g*p*r^2*x+90*b*c*g*p*r*x^2-12*b*c*g*q^3*x+8*b*c*g*q^2* r*x+174*b*c*g*q^2*x^2+16*b*c*g*q*r^2*x+120*b*c*g*q*r*x^2-4*b*c*p^2*q^2*x+6*b*c* p^2*q*x^2-4*b*c*p*q^3*x-2*b*c*p*q^2*r*x+18*b*c*p*q^2*x^2+6*b*c*p*q*r*x^2+2*b*c* q^3*r*x+12*b*c*q^3*x^2+2*b*c*q^2*r^2*x+10*b*c*q^2*r*x^2-20*b*g^4*p*x-20*b*g^4*q *x-20*b*g^4*r*x+20*b*g^4*x^2-30*b*g^3*p^2*x-50*b*g^3*p*q*x-25*b*g^3*p*r*x+105*b *g^3*p*x^2-20*b*g^3*q^2*x-15*b*g^3*q*r*x+105*b*g^3*q*x^2+5*b*g^3*r^2*x+78*b*g^3 *r*x^2-12*b*g^2*p^3*x-36*b*g^2*p^2*q*x-14*b*g^2*p^2*r*x+69*b*g^2*p^2*x^2-28*b*g ^2*p*q^2*x-18*b*g^2*p*q*r*x+150*b*g^2*p*q*x^2-2*b*g^2*p*r^2*x+60*b*g^2*p*r*x^2-\ 4*b*g^2*q^3*x+4*b*g^2*q^2*r*x+81*b*g^2*q^2*x^2+8*b*g^2*q*r^2*x+68*b*g^2*q*r*x^2 -2*b*g*p^4*x-6*b*g*p^3*q*x-3*b*g*p^3*r*x+10*b*g*p^3*x^2-8*b*g*p^2*q^2*x-5*b*g*p ^2*q*r*x+33*b*g*p^2*q*x^2-b*g*p^2*r^2*x+9*b*g*p^2*r*x^2-4*b*g*p*q^3*x-2*b*g*p*q ^2*r*x+39*b*g*p*q^2*x^2+21*b*g*p*q*r*x^2+2*b*g*q^3*r*x+16*b*g*q^3*x^2+2*b*g*q^2 *r^2*x+14*b*g*q^2*r*x^2-32*c^5*g*x-112*c^4*g^2*x-48*c^4*g*p*x-48*c^4*g*q*x-16*c ^4*g*r*x+96*c^4*g*x^2-120*c^3*g^3*x-152*c^3*g^2*p*x-136*c^3*g^2*q*x-56*c^3*g^2* r*x+296*c^3*g^2*x^2-32*c^3*g*p^2*x-48*c^3*g*p*q*x-24*c^3*g*p*r*x+108*c^3*g*p*x^ 2-24*c^3*g*q^2*x-8*c^3*g*q*r*x+108*c^3*g*q*x^2+40*c^3*g*r*x^2-52*c^2*g^4*x-132* c^2*g^3*p*x-116*c^2*g^3*q*x-60*c^2*g^3*r*x+240*c^2*g^3*x^2-80*c^2*g^2*p^2*x-128 *c^2*g^2*p*q*x-60*c^2*g^2*p*r*x+282*c^2*g^2*p*x^2-52*c^2*g^2*q^2*x-28*c^2*g^2*q *r*x+282*c^2*g^2*q*x^2+120*c^2*g^2*r*x^2-12*c^2*g*p^3*x-16*c^2*g*p^2*q*x-14*c^2 *g*p^2*r*x+42*c^2*g*p^2*x^2-16*c^2*g*p*q^2*x-8*c^2*g*p*q*r*x+72*c^2*g*p*q*x^2-4 *c^2*g*p*r^2*x+26*c^2*g*p*r*x^2-4*c^2*g*q^3*x+2*c^2*g*q^2*r*x+42*c^2*g*q^2*x^2+ 4*c^2*g*q*r^2*x+26*c^2*g*q*r*x^2-8*c*g^5*x-42*c*g^4*p*x-38*c*g^4*q*x-26*c*g^4*r *x+66*c*g^4*x^2-48*c*g^3*p^2*x-80*c*g^3*p*q*x-40*c*g^3*p*r*x+168*c*g^3*p*x^2-32 *c*g^3*q^2*x-24*c*g^3*q*r*x+168*c*g^3*q*x^2+90*c*g^3*r*x^2-20*c*g^2*p^3*x-40*c* g^2*p^2*q*x-24*c*g^2*p^2*r*x+84*c*g^2*p^2*x^2-30*c*g^2*p*q^2*x-20*c*g^2*p*q*r*x +162*c*g^2*p*q*x^2-6*c*g^2*p*r^2*x+59*c*g^2*p*r*x^2-6*c*g^2*q^3*x+2*c*g^2*q^2*r *x+84*c*g^2*q^2*x^2+6*c*g^2*q*r^2*x+59*c*g^2*q*r*x^2-2*c*g*p^4*x-2*c*g*p^3*q*x-\ 3*c*g*p^3*r*x+6*c*g*p^3*x^2-2*c*g*p^2*q^2*x-c*g*p^2*q*r*x+12*c*g*p^2*q*x^2-c*g* p^2*r^2*x+5*c*g*p^2*r*x^2-2*c*g*p*q^3*x-c*g*p*q^2*r*x+12*c*g*p*q^2*x^2+6*c*g*p* q*r*x^2+c*g*q^3*r*x+6*c*g*q^3*x^2+c*g*q^2*r^2*x+5*c*g*q^2*r*x^2-4*g^5*p*x-4*g^5 *q*x-4*g^5*r*x+4*g^5*x^2-8*g^4*p^2*x-14*g^4*p*q*x-8*g^4*p*r*x+27*g^4*p*x^2-6*g^ 4*q^2*x-6*g^4*q*r*x+27*g^4*q*x^2+20*g^4*r*x^2-6*g^3*p^3*x-14*g^3*p^2*q*x-8*g^3* p^2*r*x+27*g^3*p^2*x^2-10*g^3*p*q^2*x-8*g^3*p*q*r*x+54*g^3*p*q*x^2-2*g^3*p*r^2* x+23*g^3*p*r*x^2-2*g^3*q^3*x+27*g^3*q^2*x^2+2*g^3*q*r^2*x+23*g^3*q*r*x^2-2*g^2* p^4*x-4*g^2*p^3*q*x-3*g^2*p^3*r*x+8*g^2*p^3*x^2-4*g^2*p^2*q^2*x-3*g^2*p^2*q*r*x +21*g^2*p^2*q*x^2-g^2*p^2*r^2*x+7*g^2*p^2*r*x^2-2*g^2*p*q^3*x-g^2*p*q^2*r*x+21* g^2*p*q^2*x^2+12*g^2*p*q*r*x^2+g^2*q^3*r*x+8*g^2*q^3*x^2+g^2*q^2*r^2*x+7*g^2*q^ 2*r*x^2+32*a^4*b*c+16*a^4*b*p+16*a^4*b*q+16*a^4*b*r-32*a^4*b*x+16*a^4*c*g+8*a^4 *g*p+8*a^4*g*q+8*a^4*g*r-16*a^4*g*x+64*a^3*b^2*c+16*a^3*b^2*g+16*a^3*b^2*p+16*a ^3*b^2*q+16*a^3*b^2*r-64*a^3*b^2*x+128*a^3*b*c^2+128*a^3*b*c*g+80*a^3*b*c*p+80* a^3*b*c*q+48*a^3*b*c*r-352*a^3*b*c*x+16*a^3*b*g^2+32*a^3*b*g*p+48*a^3*b*g*q+32* a^3*b*g*r-112*a^3*b*g*x+24*a^3*b*p^2+32*a^3*b*p*q+32*a^3*b*p*r-160*a^3*b*p*x+8* a^3*b*q^2+16*a^3*b*q*r-144*a^3*b*q*x+8*a^3*b*r^2-120*a^3*b*r*x+72*a^3*b*x^2+64* a^3*c^2*g+48*a^3*c*g^2+40*a^3*c*g*p+40*a^3*c*g*q+24*a^3*c*g*r-176*a^3*c*g*x+8*a ^3*c*p^2+16*a^3*c*p*r-16*a^3*c*p*x+8*a^3*c*r^2-8*a^3*c*r*x+16*a^3*c*x^2+4*a^3*g ^3+12*a^3*g^2*p+20*a^3*g^2*q+12*a^3*g^2*r-40*a^3*g^2*x+16*a^3*g*p^2+16*a^3*g*p* q+24*a^3*g*p*r-88*a^3*g*p*x+4*a^3*g*q^2+8*a^3*g*q*r-72*a^3*g*q*x+8*a^3*g*r^2-64 *a^3*g*r*x+44*a^3*g*x^2+32*a^2*b^3*c+16*a^2*b^3*g-32*a^2*b^3*x+192*a^2*b^2*c^2+ 208*a^2*b^2*c*g+96*a^2*b^2*c*p+64*a^2*b^2*c*q+32*a^2*b^2*c*r-480*a^2*b^2*c*x+48 *a^2*b^2*g^2+40*a^2*b^2*g*p+40*a^2*b^2*g*q+24*a^2*b^2*g*r-144*a^2*b^2*g*x+16*a^ 2*b^2*p^2+16*a^2*b^2*p*q+16*a^2*b^2*p*r-208*a^2*b^2*p*x-176*a^2*b^2*q*x-144*a^2 *b^2*r*x+144*a^2*b^2*x^2+192*a^2*b*c^3+400*a^2*b*c^2*g+144*a^2*b*c^2*p+144*a^2* b*c^2*q+48*a^2*b*c^2*r-832*a^2*b*c^2*x+232*a^2*b*c*g^2+184*a^2*b*c*g*p+200*a^2* b*c*g*q+72*a^2*b*c*g*r-928*a^2*b*c*g*x+56*a^2*b*c*p^2+96*a^2*b*c*p*q+64*a^2*b*c *p*r-672*a^2*b*c*p*x+24*a^2*b*c*q^2+32*a^2*b*c*q*r-560*a^2*b*c*q*x+16*a^2*b*c*r ^2-360*a^2*b*c*r*x+496*a^2*b*c*x^2+36*a^2*b*g^3+40*a^2*b*g^2*p+64*a^2*b*g^2*q+ 24*a^2*b*g^2*r-144*a^2*b*g^2*x+36*a^2*b*g*p^2+64*a^2*b*g*p*q+48*a^2*b*g*p*r-408 *a^2*b*g*p*x+16*a^2*b*g*q^2+24*a^2*b*g*q*r-368*a^2*b*g*q*x+12*a^2*b*g*r^2-300*a ^2*b*g*r*x+252*a^2*b*g*x^2+12*a^2*b*p^3+20*a^2*b*p^2*q+20*a^2*b*p^2*r-136*a^2*b *p^2*x+8*a^2*b*p*q^2+16*a^2*b*p*q*r-216*a^2*b*p*q*x+8*a^2*b*p*r^2-132*a^2*b*p*r *x+176*a^2*b*p*x^2-80*a^2*b*q^2*x-84*a^2*b*q*r*x+176*a^2*b*q*x^2-12*a^2*b*r^2*x +104*a^2*b*r*x^2+96*a^2*c^3*g+152*a^2*c^2*g^2+72*a^2*c^2*g*p+72*a^2*c^2*g*q+24* a^2*c^2*g*r-416*a^2*c^2*g*x+16*a^2*c^2*p^2+32*a^2*c^2*p*r-80*a^2*c^2*p*x+16*a^2 *c^2*r^2-40*a^2*c^2*r*x+104*a^2*c^2*x^2+68*a^2*c*g^3+68*a^2*c*g^2*p+84*a^2*c*g^ 2*q+28*a^2*c*g^2*r-344*a^2*c*g^2*x+48*a^2*c*g*p^2+48*a^2*c*g*p*q+72*a^2*c*g*p*r -400*a^2*c*g*p*x+12*a^2*c*g*q^2+16*a^2*c*g*q*r-280*a^2*c*g*q*x+28*a^2*c*g*r^2-\ 212*a^2*c*g*r*x+324*a^2*c*g*x^2+8*a^2*c*p^3+16*a^2*c*p^2*r-40*a^2*c*p^2*x-24*a^ 2*c*p*q*x+8*a^2*c*p*r^2-44*a^2*c*p*r*x+52*a^2*c*p*x^2-12*a^2*c*q*r*x+36*a^2*c*q *x^2-12*a^2*c*r^2*x+24*a^2*c*r*x^2+8*a^2*g^4+10*a^2*g^3*p+22*a^2*g^3*q+6*a^2*g^ 3*r-40*a^2*g^3*x+20*a^2*g^2*p^2+28*a^2*g^2*p*q+32*a^2*g^2*p*r-164*a^2*g^2*p*x+8 *a^2*g^2*q^2+12*a^2*g^2*q*r-140*a^2*g^2*q*x+12*a^2*g^2*r^2-120*a^2*g^2*r*x+102* a^2*g^2*x^2+10*a^2*g*p^3+10*a^2*g*p^2*q+18*a^2*g*p^2*r-88*a^2*g*p^2*x+4*a^2*g*p *q^2+8*a^2*g*p*q*r-120*a^2*g*p*q*x+8*a^2*g*p*r^2-88*a^2*g*p*r*x+114*a^2*g*p*x^2 -40*a^2*g*q^2*x-48*a^2*g*q*r*x+106*a^2*g*q*x^2-12*a^2*g*r^2*x+64*a^2*g*r*x^2+64 *a*b^3*c^2+64*a*b^3*c*g+32*a*b^3*c*p-128*a*b^3*c*x+16*a*b^3*g^2+16*a*b^3*g*p-48 *a*b^3*g*x-48*a*b^3*p*x-32*a*b^3*q*x-24*a*b^3*r*x+72*a*b^3*x^2+192*a*b^2*c^3+ 368*a*b^2*c^2*g+144*a*b^2*c^2*p+80*a*b^2*c^2*q+16*a*b^2*c^2*r-704*a*b^2*c^2*x+ 208*a*b^2*c*g^2+192*a*b^2*c*g*p+96*a*b^2*c*g*q+32*a*b^2*c*g*r-752*a*b^2*c*g*x+ 32*a*b^2*c*p^2+48*a*b^2*c*p*q+16*a*b^2*c*p*r-496*a*b^2*c*p*x-384*a*b^2*c*q*x-\ 216*a*b^2*c*r*x+496*a*b^2*c*x^2+36*a*b^2*g^3+52*a*b^2*g^2*p+28*a*b^2*g^2*q+12*a *b^2*g^2*r-120*a*b^2*g^2*x+20*a*b^2*g*p^2+32*a*b^2*g*p*q+16*a*b^2*g*p*r-304*a*b ^2*g*p*x-264*a*b^2*g*q*x-204*a*b^2*g*r*x+252*a*b^2*g*x^2+4*a*b^2*p^3+4*a*b^2*p^ 2*q+4*a*b^2*p^2*r-88*a*b^2*p^2*x-120*a*b^2*p*q*x-60*a*b^2*p*r*x+176*a*b^2*p*x^2 -32*a*b^2*q^2*x-12*a*b^2*q*r*x+176*a*b^2*q*x^2+12*a*b^2*r^2*x+104*a*b^2*r*x^2+ 128*a*b*c^4+416*a*b*c^3*g+112*a*b*c^3*p+112*a*b*c^3*q+16*a*b*c^3*r-704*a*b*c^3* x+432*a*b*c^2*g^2+288*a*b*c^2*g*p+256*a*b*c^2*g*q+48*a*b*c^2*g*r-1536*a*b*c^2*g *x+40*a*b*c^2*p^2+96*a*b*c^2*p*q+32*a*b*c^2*p*r-704*a*b*c^2*p*x+24*a*b*c^2*q^2+ 16*a*b*c^2*q*r-640*a*b*c^2*q*x+8*a*b*c^2*r^2-288*a*b*c^2*r*x+704*a*b*c^2*x^2+ 176*a*b*c*g^3+196*a*b*c*g^2*p+172*a*b*c*g^2*q+36*a*b*c*g^2*r-840*a*b*c*g^2*x+72 *a*b*c*g*p^2+160*a*b*c*g*p*q+64*a*b*c*g*p*r-1128*a*b*c*g*p*x+32*a*b*c*g*q^2+32* a*b*c*g*q*r-984*a*b*c*g*q*x+16*a*b*c*g*r^2-576*a*b*c*g*r*x+992*a*b*c*g*x^2+12*a *b*c*p^3+28*a*b*c*p^2*q+20*a*b*c*p^2*r-248*a*b*c*p^2*x+16*a*b*c*p*q^2+16*a*b*c* p*q*r-408*a*b*c*p*q*x+8*a*b*c*p*r^2-180*a*b*c*p*r*x+456*a*b*c*p*x^2-160*a*b*c*q ^2*x-108*a*b*c*q*r*x+456*a*b*c*q*x^2+208*a*b*c*r*x^2+24*a*b*g^4+36*a*b*g^3*p+36 *a*b*g^3*q+8*a*b*g^3*r-88*a*b*g^3*x+22*a*b*g^2*p^2+56*a*b*g^2*p*q+24*a*b*g^2*p* r-348*a*b*g^2*p*x+10*a*b*g^2*q^2+12*a*b*g^2*q*r-324*a*b*g^2*q*x+6*a*b*g^2*r^2-\ 252*a*b*g^2*r*x+252*a*b*g^2*x^2+12*a*b*g*p^3+24*a*b*g*p^2*q+20*a*b*g*p^2*r-208* a*b*g*p^2*x+12*a*b*g*p*q^2+16*a*b*g*p*q*r-336*a*b*g*p*q*x+8*a*b*g*p*r^2-180*a*b *g*p*r*x+352*a*b*g*p*x^2-128*a*b*g*q^2*x-108*a*b*g*q*r*x+352*a*b*g*q*x^2+208*a* b*g*r*x^2+2*a*b*p^4+4*a*b*p^3*q+4*a*b*p^3*r-32*a*b*p^3*x+2*a*b*p^2*q^2+4*a*b*p^ 2*q*r-72*a*b*p^2*q*x+2*a*b*p^2*r^2-36*a*b*p^2*r*x+70*a*b*p^2*x^2-48*a*b*p*q^2*x -36*a*b*p*q*r*x+140*a*b*p*q*x^2-6*a*b*p*r^2*x+52*a*b*p*r*x^2-8*a*b*q^3*x+70*a*b *q^2*x^2+6*a*b*q*r^2*x+52*a*b*q*r*x^2+64*a*c^4*g+160*a*c^3*g^2+56*a*c^3*g*p+56* a*c^3*g*q+8*a*c^3*g*r-352*a*c^3*g*x+8*a*c^3*p^2+16*a*c^3*p*r-64*a*c^3*p*x+8*a*c ^3*r^2-32*a*c^3*r*x+104*a*c^3*x^2+132*a*c^2*g^3+108*a*c^2*g^2*p+108*a*c^2*g^2*q +20*a*c^2*g^2*r-592*a*c^2*g^2*x+40*a*c^2*g*p^2+48*a*c^2*g*p*q+56*a*c^2*g*p*r-\ 464*a*c^2*g*p*x+12*a*c^2*g*q^2+8*a*c^2*g*q*r-320*a*c^2*g*q*x+24*a*c^2*g*r^2-200 *a*c^2*g*r*x+508*a*c^2*g*x^2+8*a*c^2*p^3+16*a*c^2*p^2*r-64*a*c^2*p^2*x-24*a*c^2 *p*q*x+8*a*c^2*p*r^2-56*a*c^2*p*r*x+104*a*c^2*p*x^2-12*a*c^2*q*r*x+52*a*c^2*q*x ^2-12*a*c^2*r^2*x+32*a*c^2*r*x^2+44*a*c*g^4+54*a*c*g^3*p+62*a*c*g^3*q+10*a*c*g^ 3*r-248*a*c*g^3*x+42*a*c*g^2*p^2+68*a*c*g^2*p*q+56*a*c*g^2*p*r-492*a*c*g^2*p*x+ 16*a*c*g^2*q^2+16*a*c*g^2*q*r-396*a*c*g^2*q*x+22*a*c*g^2*r^2-260*a*c*g^2*r*x+ 436*a*c*g^2*x^2+18*a*c*g*p^3+14*a*c*g*p^2*q+34*a*c*g*p^2*r-196*a*c*g*p^2*x+8*a* c*g*p*q^2+8*a*c*g*p*q*r-240*a*c*g*p*q*x+16*a*c*g*p*r^2-162*a*c*g*p*r*x+332*a*c* g*p*x^2-80*a*c*g*q^2*x-72*a*c*g*q*r*x+290*a*c*g*q*x^2-18*a*c*g*r^2*x+144*a*c*g* r*x^2+2*a*c*p^4+4*a*c*p^3*r-16*a*c*p^3*x-12*a*c*p^2*q*x+2*a*c*p^2*r^2-20*a*c*p^ 2*r*x+26*a*c*p^2*x^2-6*a*c*p*q*r*x+26*a*c*p*q*x^2-6*a*c*p*r^2*x+16*a*c*p*r*x^2+ 4*a*c*q^2*x^2+4*a*c*q*r*x^2+5*a*g^5+7*a*g^4*p+11*a*g^4*q+a*g^4*r-20*a*g^4*x+9*a *g^3*p^2+20*a*g^3*p*q+14*a*g^3*p*r-110*a*g^3*p*x+5*a*g^3*q^2+6*a*g^3*q*r-100*a* g^3*q*x+6*a*g^3*r^2-81*a*g^3*r*x+78*a*g^3*x^2+9*a*g^2*p^3+11*a*g^2*p^2*q+17*a*g ^2*p^2*r-102*a*g^2*p^2*x+6*a*g^2*p*q^2+8*a*g^2*p*q*r-150*a*g^2*p*q*x+8*a*g^2*p* r^2-97*a*g^2*p*r*x+158*a*g^2*p*x^2-56*a*g^2*q^2*x-57*a*g^2*q*r*x+150*a*g^2*q*x^ 2-9*a*g^2*r^2*x+90*a*g^2*r*x^2+2*a*g*p^4+2*a*g*p^3*q+4*a*g*p^3*r-24*a*g*p^3*x+a *g*p^2*q^2+2*a*g*p^2*q*r-42*a*g*p^2*q*x+2*a*g*p^2*r^2-28*a*g*p^2*r*x+48*a*g*p^2 *x^2-24*a*g*p*q^2*x-21*a*g*p*q*r*x+83*a*g*p*q*x^2-6*a*g*p*r^2*x+34*a*g*p*r*x^2-\ 4*a*g*q^3*x+37*a*g*q^2*x^2+3*a*g*q*r^2*x+28*a*g*q*r*x^2+32*b^3*c^3+48*b^3*c^2*g +32*b^3*c^2*p-96*b^3*c^2*x+24*b^3*c*g^2+32*b^3*c*g*p-112*b^3*c*g*x+8*b^3*c*p^2-\ 48*b^3*c*p*x-32*b^3*c*q*x-24*b^3*c*r*x+16*b^3*c*x^2+4*b^3*g^3+8*b^3*g^2*p-16*b^ 3*g^2*x+4*b^3*g*p^2-48*b^3*g*p*x-32*b^3*g*q*x-24*b^3*g*r*x+44*b^3*g*x^2+64*b^2* c^4+176*b^2*c^3*g+64*b^2*c^3*p+32*b^2*c^3*q-288*b^2*c^3*x+160*b^2*c^2*g^2+152*b ^2*c^2*g*p+56*b^2*c^2*g*q+8*b^2*c^2*g*r-640*b^2*c^2*g*x+16*b^2*c^2*p^2+32*b^2*c ^2*p*q-192*b^2*c^2*p*x-208*b^2*c^2*q*x-72*b^2*c^2*r*x+104*b^2*c^2*x^2+60*b^2*c* g^3+96*b^2*c*g^2*p+32*b^2*c*g^2*q+8*b^2*c*g^2*r-328*b^2*c*g^2*x+36*b^2*c*g*p^2+ 40*b^2*c*g*p*q+8*b^2*c*g*p*r-416*b^2*c*g*p*x-344*b^2*c*g*q*x-180*b^2*c*g*r*x+ 324*b^2*c*g*x^2+8*b^2*c*p^2*q-24*b^2*c*p^2*x-72*b^2*c*p*q*x-12*b^2*c*p*r*x+36*b ^2*c*p*x^2-32*b^2*c*q^2*x-12*b^2*c*q*r*x+52*b^2*c*q*x^2+12*b^2*c*r^2*x+24*b^2*c *r*x^2+8*b^2*g^4+18*b^2*g^3*p+6*b^2*g^3*q+2*b^2*g^3*r-32*b^2*g^3*x+12*b^2*g^2*p ^2+12*b^2*g^2*p*q+4*b^2*g^2*p*r-136*b^2*g^2*p*x-112*b^2*g^2*q*x-84*b^2*g^2*r*x+ 102*b^2*g^2*x^2+2*b^2*g*p^3+6*b^2*g*p^2*q+2*b^2*g*p^2*r-56*b^2*g*p^2*x-96*b^2*g *p*q*x-36*b^2*g*p*r*x+106*b^2*g*p*x^2-32*b^2*g*q^2*x-12*b^2*g*q*r*x+114*b^2*g*q *x^2+12*b^2*g*r^2*x+64*b^2*g*r*x^2+32*b*c^5+144*b*c^4*g+32*b*c^4*p+32*b*c^4*q-\ 192*b*c^4*x+216*b*c^3*g^2+136*b*c^3*g*p+104*b*c^3*g*q+8*b*c^3*g*r-736*b*c^3*g*x +8*b*c^3*p^2+32*b*c^3*p*q-144*b*c^3*p*x+8*b*c^3*q^2-224*b*c^3*q*x-48*b*c^3*r*x+ 104*b*c^3*x^2+144*b*c^2*g^3+164*b*c^2*g^2*p+108*b*c^2*g^2*q+12*b*c^2*g^2*r-776* b*c^2*g^2*x+40*b*c^2*g*p^2+96*b*c^2*g*p*q+16*b*c^2*g*p*r-616*b*c^2*g*p*x+16*b*c ^2*g*q^2+8*b*c^2*g*q*r-640*b*c^2*g*q*x+4*b*c^2*g*r^2-240*b*c^2*g*r*x+508*b*c^2* g*x^2+8*b*c^2*p^2*q-24*b*c^2*p^2*x+8*b*c^2*p*q^2-120*b*c^2*p*q*x-12*b*c^2*p*r*x +52*b*c^2*p*x^2-80*b*c^2*q^2*x-24*b*c^2*q*r*x+104*b*c^2*q*x^2+12*b*c^2*r^2*x+32 *b*c^2*r*x^2+44*b*c*g^4+74*b*c*g^3*p+46*b*c*g^3*q+6*b*c*g^3*r-268*b*c*g^3*x+36* b*c*g^2*p^2+72*b*c*g^2*p*q+16*b*c*g^2*p*r-528*b*c*g^2*p*x+10*b*c*g^2*q^2+8*b*c* g^2*q*r-480*b*c*g^2*q*x+4*b*c*g^2*r^2-252*b*c*g^2*r*x+436*b*c*g^2*x^2+6*b*c*g*p ^3+26*b*c*g*p^2*q+10*b*c*g*p^2*r-160*b*c*g*p^2*x+12*b*c*g*p*q^2+8*b*c*g*p*q*r-\ 336*b*c*g*p*q*x+4*b*c*g*p*r^2-108*b*c*g*p*r*x+290*b*c*g*p*x^2-152*b*c*g*q^2*x-\ 78*b*c*g*q*r*x+332*b*c*g*q*x^2+18*b*c*g*r^2*x+144*b*c*g*r*x^2+2*b*c*p^2*q^2-12* b*c*p^2*q*x+4*b*c*p^2*x^2-24*b*c*p*q^2*x-6*b*c*p*q*r*x+26*b*c*p*q*x^2+4*b*c*p*r *x^2-8*b*c*q^3*x+26*b*c*q^2*x^2+6*b*c*q*r^2*x+16*b*c*q*r*x^2+5*b*g^5+11*b*g^4*p +7*b*g^4*q+b*g^4*r-20*b*g^4*x+8*b*g^3*p^2+16*b*g^3*p*q+4*b*g^3*p*r-110*b*g^3*p* x+2*b*g^3*q^2+2*b*g^3*q*r-100*b*g^3*q*x+b*g^3*r^2-75*b*g^3*r*x+78*b*g^3*x^2+3*b *g^2*p^3+11*b*g^2*p^2*q+5*b*g^2*p^2*r-82*b*g^2*p^2*x+4*b*g^2*p*q^2+4*b*g^2*p*q* r-150*b*g^2*p*q*x+2*b*g^2*p*r^2-63*b*g^2*p*r*x+150*b*g^2*p*x^2-60*b*g^2*q^2*x-\ 39*b*g^2*q*r*x+158*b*g^2*q*x^2+9*b*g^2*r^2*x+90*b*g^2*r*x^2+b*g*p^4+2*b*g*p^3*q +2*b*g*p^3*r-16*b*g*p^3*x+2*b*g*p^2*q^2+2*b*g*p^2*q*r-42*b*g*p^2*q*x+b*g*p^2*r^ 2-18*b*g*p^2*r*x+37*b*g*p^2*x^2-36*b*g*p*q^2*x-21*b*g*p*q*r*x+83*b*g*p*q*x^2-3* b*g*p*r^2*x+28*b*g*p*r*x^2-8*b*g*q^3*x+48*b*g*q^2*x^2+6*b*g*q*r^2*x+34*b*g*q*r* x^2+16*c^5*g+56*c^4*g^2+16*c^4*g*p+16*c^4*g*q-96*c^4*g*x+68*c^3*g^3+52*c^3*g^2* p+44*c^3*g^2*q+4*c^3*g^2*r-296*c^3*g^2*x+8*c^3*g*p^2+16*c^3*g*p*q+8*c^3*g*p*r-\ 104*c^3*g*p*x+4*c^3*g*q^2-112*c^3*g*q*x+4*c^3*g*r^2-40*c^3*g*r*x+104*c^3*g*x^2+ 38*c^2*g^4+48*c^2*g^3*p+40*c^2*g^3*q+4*c^2*g^3*r-240*c^2*g^3*x+22*c^2*g^2*p^2+ 40*c^2*g^2*p*q+20*c^2*g^2*p*r-296*c^2*g^2*p*x+8*c^2*g^2*q^2+4*c^2*g^2*q*r-268*c ^2*g^2*q*x+8*c^2*g^2*r^2-120*c^2*g^2*r*x+280*c^2*g^2*x^2+4*c^2*g*p^3+4*c^2*g*p^ 2*q+8*c^2*g*p^2*r-44*c^2*g*p^2*x+4*c^2*g*p*q^2-72*c^2*g*p*q*x+4*c^2*g*p*r^2-34* c^2*g*p*r*x+78*c^2*g*p*x^2-40*c^2*g*q^2*x-18*c^2*g*q*r*x+78*c^2*g*q*x^2+32*c^2* g*r*x^2+10*c*g^5+17*c*g^4*p+15*c*g^4*q+c*g^4*r-66*c*g^4*x+13*c*g^3*p^2+26*c*g^3 *p*q+12*c*g^3*p*r-178*c*g^3*p*x+5*c*g^3*q^2+4*c*g^3*q*r-158*c*g^3*q*x+5*c*g^3*r ^2-90*c*g^3*r*x+154*c*g^3*x^2+7*c*g^2*p^3+11*c*g^2*p^2*q+13*c*g^2*p^2*r-100*c*g ^2*p^2*x+6*c*g^2*p*q^2+4*c*g^2*p*q*r-162*c*g^2*p*q*x+6*c*g^2*p*r^2-76*c*g^2*p*r *x+175*c*g^2*p*x^2-68*c*g^2*q^2*x-42*c*g^2*q*r*x+175*c*g^2*q*x^2+80*c*g^2*r*x^2 +c*g*p^4+2*c*g*p^3*r-8*c*g*p^3*x+c*g*p^2*q^2-12*c*g*p^2*q*x+c*g*p^2*r^2-10*c*g* p^2*r*x+15*c*g*p^2*x^2-12*c*g*p*q^2*x-6*c*g*p*q*r*x+26*c*g*p*q*x^2-3*c*g*p*r^2* x+10*c*g*p*r*x^2-4*c*g*q^3*x+15*c*g*q^2*x^2+3*c*g*q*r^2*x+10*c*g*q*r*x^2+g^6+2* g^5*p+2*g^5*q-4*g^5*x+2*g^4*p^2+5*g^4*p*q+2*g^4*p*r-28*g^4*p*x+g^4*q^2+g^4*q*r-\ 26*g^4*q*x+g^4*r^2-20*g^4*r*x+20*g^4*x^2+2*g^3*p^3+4*g^3*p^2*q+4*g^3*p^2*r-32*g ^3*p^2*x+2*g^3*p*q^2+2*g^3*p*q*r-54*g^3*p*q*x+2*g^3*p*r^2-28*g^3*p*r*x+55*g^3*p *x^2-22*g^3*q^2*x-18*g^3*q*r*x+55*g^3*q*x^2+32*g^3*r*x^2+g^2*p^4+g^2*p^3*q+2*g^ 2*p^3*r-12*g^2*p^3*x+g^2*p^2*q^2+g^2*p^2*q*r-24*g^2*p^2*q*x+g^2*p^2*r^2-14*g^2* p^2*r*x+25*g^2*p^2*x^2-18*g^2*p*q^2*x-12*g^2*p*q*r*x+48*g^2*p*q*x^2-3*g^2*p*r^2 *x+18*g^2*p*r*x^2-4*g^2*q^3*x+25*g^2*q^2*x^2+3*g^2*q*r^2*x+18*g^2*q*r*x^2+16*a^ 4*b+8*a^4*g+16*a^3*b^2+160*a^3*b*c+56*a^3*b*g+64*a^3*b*p+48*a^3*b*q+48*a^3*b*r-\ 112*a^3*b*x+80*a^3*c*g-8*a^3*c*p-8*a^3*c*r+24*a^3*g^2+28*a^3*g*p+24*a^3*g*q+20* a^3*g*r-56*a^3*g*x+176*a^2*b^2*c+72*a^2*b^2*g+40*a^2*b^2*p+24*a^2*b^2*q+24*a^2* b^2*r-144*a^2*b^2*x+368*a^2*b*c^2+456*a^2*b*c*g+216*a^2*b*c*p+168*a^2*b*c*q+96* a^2*b*c*r-576*a^2*b*c*x+108*a^2*b*g^2+120*a^2*b*g*p+108*a^2*b*g*q+72*a^2*b*g*r-\ 288*a^2*b*g*x+52*a^2*b*p^2+60*a^2*b*p*q+60*a^2*b*p*r-240*a^2*b*p*x+12*a^2*b*q^2 +24*a^2*b*q*r-200*a^2*b*q*x+12*a^2*b*r^2-140*a^2*b*r*x+104*a^2*b*x^2+184*a^2*c^ 2*g-16*a^2*c^2*p-16*a^2*c^2*r+184*a^2*c*g^2+88*a^2*c*g*p+84*a^2*c*g*q+28*a^2*c* g*r-288*a^2*c*g*x+4*a^2*c*p^2+16*a^2*c*p*r-24*a^2*c*p*x+12*a^2*c*r^2-12*a^2*c*r *x+24*a^2*c*x^2+36*a^2*g^3+44*a^2*g^2*p+48*a^2*g^2*q+24*a^2*g^2*r-108*a^2*g^2*x +28*a^2*g*p^2+30*a^2*g*p*q+38*a^2*g*p*r-132*a^2*g*p*x+6*a^2*g*q^2+12*a^2*g*q*r-\ 100*a^2*g*q*x+12*a^2*g*r^2-76*a^2*g*r*x+64*a^2*g*x^2+48*a*b^3*c+24*a*b^3*g-32*a *b^3*x+304*a*b^2*c^2+368*a*b^2*c*g+136*a*b^2*c*p+72*a*b^2*c*q+24*a*b^2*c*r-416* a*b^2*c*x+96*a*b^2*g^2+76*a*b^2*g*p+48*a*b^2*g*q+24*a*b^2*g*r-216*a*b^2*g*x+16* a*b^2*p^2+12*a*b^2*p*q+12*a*b^2*p*r-152*a*b^2*p*x-112*a*b^2*q*x-68*a*b^2*r*x+ 104*a*b^2*x^2+320*a*b*c^3+752*a*b*c^2*g+224*a*b*c^2*p+192*a*b*c^2*q+48*a*b*c^2* r-704*a*b*c^2*x+492*a*b*c*g^2+360*a*b*c*g*p+288*a*b*c*g*q+96*a*b*c*g*r-992*a*b* c*g*x+68*a*b*c*p^2+108*a*b*c*p*q+60*a*b*c*p*r-496*a*b*c*p*x+24*a*b*c*q^2+24*a*b *c*q*r-416*a*b*c*q*x+12*a*b*c*r^2-208*a*b*c*r*x+304*a*b*c*x^2+92*a*b*g^3+108*a* b*g^2*p+96*a*b*g^2*q+36*a*b*g^2*r-252*a*b*g^2*x+58*a*b*g*p^2+84*a*b*g*p*q+60*a* b*g*p*r-380*a*b*g*p*x+18*a*b*g*q^2+24*a*b*g*q*r-324*a*b*g*q*x+12*a*b*g*r^2-208* a*b*g*r*x+208*a*b*g*x^2+12*a*b*p^3+18*a*b*p^2*q+18*a*b*p^2*r-92*a*b*p^2*x+6*a*b *p*q^2+12*a*b*p*q*r-140*a*b*p*q*x+6*a*b*p*r^2-70*a*b*p*r*x+100*a*b*p*x^2-48*a*b *q^2*x-34*a*b*q*r*x+100*a*b*q*x^2+48*a*b*r*x^2+160*a*c^3*g-8*a*c^3*p-8*a*c^3*r+ 300*a*c^2*g^2+92*a*c^2*g*p+96*a*c^2*g*q+4*a*c^2*g*r-352*a*c^2*g*x+4*a*c^2*p^2+ 16*a*c^2*p*r-40*a*c^2*p*x+12*a*c^2*r^2-20*a*c^2*r*x+48*a*c^2*x^2+160*a*c*g^3+ 132*a*c*g^2*p+126*a*c*g^2*q+28*a*c*g^2*r-392*a*c*g^2*x+40*a*c*g*p^2+54*a*c*g*p* q+54*a*c*g*p*r-292*a*c*g*p*x+12*a*c*g*q^2+12*a*c*g*q*r-208*a*c*g*q*x+24*a*c*g*r ^2-126*a*c*g*r*x+200*a*c*g*x^2+4*a*c*p^3+10*a*c*p^2*r-20*a*c*p^2*x-8*a*c*p*q*x+ 6*a*c*p*r^2-18*a*c*p*r*x+24*a*c*p*x^2-4*a*c*q*r*x+12*a*c*q*x^2-4*a*c*r^2*x+8*a* c*r*x^2+25*a*g^4+32*a*g^3*p+36*a*g^3*q+9*a*g^3*r-76*a*g^3*x+27*a*g^2*p^2+39*a*g ^2*p*q+35*a*g^2*p*r-164*a*g^2*p*x+9*a*g^2*q^2+12*a*g^2*q*r-134*a*g^2*q*x+12*a*g ^2*r^2-93*a*g^2*r*x+90*a*g^2*x^2+8*a*g*p^3+9*a*g*p^2*q+14*a*g*p^2*r-56*a*g*p^2* x+3*a*g*p*q^2+6*a*g*p*q*r-74*a*g*p*q*x+6*a*g*p*r^2-44*a*g*p*r*x+62*a*g*p*x^2-24 *a*g*q^2*x-19*a*g*q*r*x+56*a*g*q*x^2-2*a*g*r^2*x+28*a*g*r*x^2+48*b^3*c^2+48*b^3 *c*g+24*b^3*c*p-32*b^3*c*x+12*b^3*g^2+12*b^3*g*p-32*b^3*g*x+144*b^2*c^3+296*b^2 *c^2*g+96*b^2*c^2*p+48*b^2*c^2*q-208*b^2*c^2*x+176*b^2*c*g^2+152*b^2*c*g*p+60*b ^2*c*g*q+12*b^2*c*g*r-360*b^2*c*g*x+12*b^2*c*p^2+24*b^2*c*p*q-72*b^2*c*p*x-80*b ^2*c*q*x-36*b^2*c*r*x+24*b^2*c*x^2+32*b^2*g^3+46*b^2*g^2*p+18*b^2*g^2*q+6*b^2*g ^2*r-96*b^2*g^2*x+14*b^2*g*p^2+18*b^2*g*p*q+6*b^2*g*p*r-112*b^2*g*p*x-96*b^2*g* q*x-52*b^2*g*r*x+64*b^2*g*x^2+96*b*c^4+352*b*c^3*g+72*b*c^3*p+72*b*c^3*q-208*b* c^3*x+392*b*c^2*g^2+244*b*c^2*g*p+180*b*c^2*g*q+24*b*c^2*g*r-664*b*c^2*g*x+12*b *c^2*p^2+48*b*c^2*p*q-104*b*c^2*p*x+12*b*c^2*q^2-168*b*c^2*q*x-44*b*c^2*r*x+48* b*c^2*x^2+170*b*c*g^3+192*b*c*g^2*p+126*b*c*g^2*q+24*b*c*g^2*r-480*b*c*g^2*x+52 *b*c*g*p^2+102*b*c*g*p*q+30*b*c*g*p*r-372*b*c*g*p*x+18*b*c*g*q^2+12*b*c*g*q*r-\ 372*b*c*g*q*x+6*b*c*g*r^2-162*b*c*g*r*x+200*b*c*g*x^2+6*b*c*p^2*q-8*b*c*p^2*x+6 *b*c*p*q^2-44*b*c*p*q*x-4*b*c*p*r*x+12*b*c*p*x^2-32*b*c*q^2*x-14*b*c*q*r*x+24*b *c*q*x^2+4*b*c*r^2*x+8*b*c*r*x^2+25*b*g^4+41*b*g^3*p+27*b*g^3*q+6*b*g^3*r-80*b* g^3*x+22*b*g^2*p^2+39*b*g^2*p*q+15*b*g^2*p*r-166*b*g^2*p*x+6*b*g^2*q^2+6*b*g^2* q*r-152*b*g^2*q*x+3*b*g^2*r^2-87*b*g^2*r*x+90*b*g^2*x^2+6*b*g*p^3+12*b*g*p^2*q+ 9*b*g*p^2*r-50*b*g*p^2*x+6*b*g*p*q^2+6*b*g*p*q*r-92*b*g*p*q*x+3*b*g*p*r^2-37*b* g*p*r*x+56*b*g*p*x^2-40*b*g*q^2*x-24*b*g*q*r*x+62*b*g*q*x^2+2*b*g*r^2*x+28*b*g* r*x^2+48*c^4*g+140*c^3*g^2+32*c^3*g*p+36*c^3*g*q-4*c^3*g*r-104*c^3*g*x+128*c^2* g^3+92*c^2*g^2*p+78*c^2*g^2*q+6*c^2*g^2*r-280*c^2*g^2*x+8*c^2*g*p^2+24*c^2*g*p* q+8*c^2*g*p*r-72*c^2*g*p*x+6*c^2*g*q^2-84*c^2*g*q*x+6*c^2*g*r^2-32*c^2*g*r*x+48 *c^2*g*x^2+47*c*g^4+58*c*g^3*p+48*c*g^3*q+6*c*g^3*r-154*c*g^3*x+25*c*g^2*p^2+45 *c*g^2*p*q+23*c*g^2*p*r-184*c*g^2*p*x+9*c*g^2*q^2+6*c*g^2*q*r-166*c*g^2*q*x+9*c *g^2*r^2-80*c*g^2*r*x+112*c*g^2*x^2+2*c*g*p^3+3*c*g*p^2*q+5*c*g*p^2*r-14*c*g*p^ 2*x+3*c*g*p*q^2-26*c*g*p*q*x+3*c*g*p*r^2-11*c*g*p*r*x+18*c*g*p*x^2-16*c*g*q^2*x -9*c*g*q*r*x+18*c*g*q*x^2+8*c*g*r*x^2+6*g^5+10*g^4*p+9*g^4*q+g^4*r-20*g^4*x+8*g ^3*p^2+15*g^3*p*q+8*g^3*p*r-58*g^3*p*x+3*g^3*q^2+3*g^3*q*r-52*g^3*q*x+3*g^3*r^2 -32*g^3*r*x+32*g^3*x^2+4*g^2*p^3+6*g^2*p^2*q+7*g^2*p^2*r-30*g^2*p^2*x+3*g^2*p*q ^2+3*g^2*p*q*r-48*g^2*p*q*x+3*g^2*p*r^2-23*g^2*p*r*x+34*g^2*p*x^2-20*g^2*q^2*x-\ 13*g^2*q*r*x+34*g^2*q*x^2+16*g^2*r*x^2+40*a^3*b+20*a^3*g+24*a^2*b^2+208*a^2*b*c +104*a^2*b*g+72*a^2*b*p+44*a^2*b*q+44*a^2*b*r-128*a^2*b*x+104*a^2*c*g-12*a^2*c* p-12*a^2*c*r+46*a^2*g^2+30*a^2*g*p+22*a^2*g*q+16*a^2*g*r-64*a^2*g*x+128*a*b^2*c +68*a*b^2*g+20*a*b^2*p+8*a*b^2*q+8*a*b^2*r-80*a*b^2*x+272*a*b*c^2+400*a*b*c*g+ 136*a*b*c*p+96*a*b*c*q+44*a*b*c*r-304*a*b*c*x+118*a*b*g^2+98*a*b*g*p+70*a*b*g*q +44*a*b*g*r-208*a*b*g*x+26*a*b*p^2+26*a*b*p*q+26*a*b*p*r-112*a*b*p*x+4*a*b*q^2+ 8*a*b*q*r-88*a*b*q*x+4*a*b*r^2-48*a*b*r*x+48*a*b*x^2+136*a*c^2*g-12*a*c^2*p-12* a*c^2*r+168*a*c*g^2+50*a*c*g*p+48*a*c*g*q+4*a*c*g*r-152*a*c*g*x-2*a*c*p^2+2*a*c *p*r-8*a*c*p*x+4*a*c*r^2-4*a*c*r*x+8*a*c*x^2+42*a*g^3+38*a*g^2*p+33*a*g^2*q+14* a*g^2*r-84*a*g^2*x+12*a*g*p^2+13*a*g*p*q+14*a*g*p*r-60*a*g*p*x+2*a*g*q^2+4*a*g* q*r-44*a*g*q*x+4*a*g*r^2-26*a*g*r*x+28*a*g*x^2+16*b^3*c+8*b^3*g+104*b^2*c^2+140 *b^2*c*g+36*b^2*c*p+16*b^2*c*q-48*b^2*c*x+40*b^2*g^2+28*b^2*g*p+12*b^2*g*q+4*b^ 2*g*r-64*b^2*g*x+104*b*c^3+292*b*c^2*g+52*b*c^2*p+52*b*c^2*q-96*b*c^2*x+212*b*c *g^2+130*b*c*g*p+90*b*c*g*q+22*b*c*g*r-248*b*c*g*x+4*b*c*p^2+18*b*c*p*q-24*b*c* p*x+4*b*c*q^2-40*b*c*q*x-12*b*c*r*x+8*b*c*x^2+44*b*g^3+49*b*g^2*p+32*b*g^2*q+11 *b*g^2*r-96*b*g^2*x+15*b*g*p^2+22*b*g*p*q+13*b*g*p*r-68*b*g*p*x+4*b*g*q^2+4*b*g *q*r-64*b*g*q*x+2*b*g*r^2-30*b*g*r*x+28*b*g*x^2+52*c^3*g+120*c^2*g^2+20*c^2*g*p +26*c^2*g*q-6*c^2*g*r-48*c^2*g*x+73*c*g^3+50*c*g^2*p+41*c*g^2*q+5*c*g^2*r-112*c *g^2*x+c*g*p^2+9*c*g*p*q+c*g*p*r-16*c*g*p*x+2*c*g*q^2-20*c*g*q*x+2*c*g*r^2-8*c* g*r*x+8*c*g*x^2+13*g^4+16*g^3*p+13*g^3*q+3*g^3*r-32*g^3*x+7*g^2*p^2+11*g^2*p*q+ 7*g^2*p*r-36*g^2*p*x+2*g^2*q^2+2*g^2*q*r-32*g^2*q*x+2*g^2*r^2-16*g^2*r*x+16*g^2 *x^2+32*a^2*b+16*a^2*g+8*a*b^2+88*a*b*c+56*a*b*g+24*a*b*p+12*a*b*q+12*a*b*r-48* a*b*x+44*a*c*g-4*a*c*p-4*a*c*r+26*a*g^2+10*a*g*p+6*a*g*q+4*a*g*r-24*a*g*x+24*b^ 2*c+16*b^2*g+48*b*c^2+92*b*c*g+12*b*c*p+12*b*c*q-16*b*c*x+32*b*g^2+18*b*g*p+12* b*g*q+6*b*g*r-32*b*g*x+24*c^2*g+40*c*g^2+4*c*g*p+6*c*g*q-2*c*g*r-8*c*g*x+12*g^3 +8*g^2*p+6*g^2*q+2*g^2*r-16*g^2*x+8*a*b+4*a*g+8*b*c+8*b*g+4*c*g+4*g^2): Pgp:= x^3*(x-1)^3*(8*a^4*x+32*a^3*b*x+40*a^3*c*x+28*a^3*g*x+16*a^3*p*x+16*a^ 3*q*x+24*a^3*r*x+48*a^2*b^2*x+120*a^2*b*c*x+84*a^2*b*g*x+48*a^2*b*p*x+48*a^2*b* q*x+72*a^2*b*r*x+72*a^2*c^2*x+108*a^2*c*g*x+56*a^2*c*p*x+56*a^2*c*q*x+80*a^2*c* r*x+36*a^2*g^2*x+44*a^2*g*p*x+44*a^2*g*q*x+64*a^2*g*r*x+10*a^2*p^2*x+20*a^2*p*q *x+28*a^2*p*r*x+10*a^2*q^2*x+28*a^2*q*r*x+18*a^2*r^2*x+32*a*b^3*x+120*a*b^2*c*x +84*a*b^2*g*x+48*a*b^2*p*x+48*a*b^2*q*x+72*a*b^2*r*x+144*a*b*c^2*x+216*a*b*c*g* x+112*a*b*c*p*x+112*a*b*c*q*x+160*a*b*c*r*x+72*a*b*g^2*x+88*a*b*g*p*x+88*a*b*g* q*x+128*a*b*g*r*x+20*a*b*p^2*x+40*a*b*p*q*x+56*a*b*p*r*x+20*a*b*q^2*x+56*a*b*q* r*x+36*a*b*r^2*x+56*a*c^3*x+136*a*c^2*g*x+64*a*c^2*p*x+64*a*c^2*q*x+88*a*c^2*r* x+94*a*c*g^2*x+110*a*c*g*p*x+110*a*c*g*q*x+156*a*c*g*r*x+22*a*c*p^2*x+44*a*c*p* q*x+60*a*c*p*r*x+22*a*c*q^2*x+60*a*c*q*r*x+38*a*c*r^2*x+20*a*g^3*x+39*a*g^2*p*x +39*a*g^2*q*x+56*a*g^2*r*x+21*a*g*p^2*x+42*a*g*p*q*x+58*a*g*p*r*x+21*a*g*q^2*x+ 58*a*g*q*r*x+37*a*g*r^2*x+2*a*p^3*x+6*a*p^2*q*x+8*a*p^2*r*x+6*a*p*q^2*x+16*a*p* q*r*x+10*a*p*r^2*x+2*a*q^3*x+8*a*q^2*r*x+10*a*q*r^2*x+4*a*r^3*x+8*b^4*x+40*b^3* c*x+28*b^3*g*x+16*b^3*p*x+16*b^3*q*x+24*b^3*r*x+72*b^2*c^2*x+108*b^2*c*g*x+56*b ^2*c*p*x+56*b^2*c*q*x+80*b^2*c*r*x+36*b^2*g^2*x+44*b^2*g*p*x+44*b^2*g*q*x+64*b^ 2*g*r*x+10*b^2*p^2*x+20*b^2*p*q*x+28*b^2*p*r*x+10*b^2*q^2*x+28*b^2*q*r*x+18*b^2 *r^2*x+56*b*c^3*x+136*b*c^2*g*x+64*b*c^2*p*x+64*b*c^2*q*x+88*b*c^2*r*x+94*b*c*g ^2*x+110*b*c*g*p*x+110*b*c*g*q*x+156*b*c*g*r*x+22*b*c*p^2*x+44*b*c*p*q*x+60*b*c *p*r*x+22*b*c*q^2*x+60*b*c*q*r*x+38*b*c*r^2*x+20*b*g^3*x+39*b*g^2*p*x+39*b*g^2* q*x+56*b*g^2*r*x+21*b*g*p^2*x+42*b*g*p*q*x+58*b*g*p*r*x+21*b*g*q^2*x+58*b*g*q*r *x+37*b*g*r^2*x+2*b*p^3*x+6*b*p^2*q*x+8*b*p^2*r*x+6*b*p*q^2*x+16*b*p*q*r*x+10*b *p*r^2*x+2*b*q^3*x+8*b*q^2*r*x+10*b*q*r^2*x+4*b*r^3*x+16*c^4*x+56*c^3*g*x+24*c^ 3*p*x+24*c^3*q*x+32*c^3*r*x+60*c^2*g^2*x+68*c^2*g*p*x+68*c^2*g*q*x+96*c^2*g*r*x +12*c^2*p^2*x+24*c^2*p*q*x+32*c^2*p*r*x+12*c^2*q^2*x+32*c^2*q*r*x+20*c^2*r^2*x+ 26*c*g^3*x+50*c*g^2*p*x+50*c*g^2*q*x+72*c*g^2*r*x+26*c*g*p^2*x+52*c*g*p*q*x+72* c*g*p*r*x+26*c*g*q^2*x+72*c*g*q*r*x+46*c*g*r^2*x+2*c*p^3*x+6*c*p^2*q*x+8*c*p^2* r*x+6*c*p*q^2*x+16*c*p*q*r*x+10*c*p*r^2*x+2*c*q^3*x+8*c*q^2*r*x+10*c*q*r^2*x+4* c*r^3*x+4*g^4*x+11*g^3*p*x+11*g^3*q*x+16*g^3*r*x+10*g^2*p^2*x+20*g^2*p*q*x+28*g ^2*p*r*x+10*g^2*q^2*x+28*g^2*q*r*x+18*g^2*r^2*x+3*g*p^3*x+9*g*p^2*q*x+12*g*p^2* r*x+9*g*p*q^2*x+24*g*p*q*r*x+15*g*p*r^2*x+3*g*q^3*x+12*g*q^2*r*x+15*g*q*r^2*x+6 *g*r^3*x-8*a^4-24*a^3*b-32*a^3*c-20*a^3*g-16*a^3*p-8*a^3*q-16*a^3*r+84*a^3*x-24 *a^2*b^2-72*a^2*b*c-48*a^2*b*g-40*a^2*b*p-16*a^2*b*q-40*a^2*b*r+252*a^2*b*x-48* a^2*c^2-64*a^2*c*g-48*a^2*c*p-24*a^2*c*q-48*a^2*c*r+316*a^2*c*x-20*a^2*g^2-36*a ^2*g*p-16*a^2*g*q-36*a^2*g*r+222*a^2*g*x-10*a^2*p^2-12*a^2*p*q-20*a^2*p*r+126*a ^2*p*x-2*a^2*q^2-12*a^2*q*r+126*a^2*q*x-10*a^2*r^2+186*a^2*r*x-8*a*b^3-48*a*b^2 *c-36*a*b^2*g-32*a*b^2*p-8*a*b^2*q-32*a*b^2*r+252*a*b^2*x-72*a*b*c^2-108*a*b*c* g-80*a*b*c*p-32*a*b*c*q-80*a*b*c*r+632*a*b*c*x-36*a*b*g^2-64*a*b*g*p-24*a*b*g*q -64*a*b*g*r+444*a*b*g*x-18*a*b*p^2-20*a*b*p*q-36*a*b*p*r+252*a*b*p*x-2*a*b*q^2-\ 20*a*b*q*r+252*a*b*q*x-18*a*b*r^2+372*a*b*r*x-32*a*c^3-72*a*c^2*g-48*a*c^2*p-24 *a*c^2*q-48*a*c^2*r+384*a*c^2*x-48*a*c*g^2-82*a*c*g*p-36*a*c*g*q-82*a*c*g*r+572 *a*c*g*x-20*a*c*p^2-24*a*c*p*q-40*a*c*p*r+300*a*c*p*x-4*a*c*q^2-24*a*c*q*r+300* a*c*q*x-20*a*c*r^2+426*a*c*r*x-10*a*g^3-29*a*g^2*p-12*a*g^2*q-29*a*g^2*r+190*a* g^2*x-19*a*g*p^2-22*a*g*p*q-38*a*g*p*r+234*a*g*p*x-3*a*g*q^2-22*a*g*q*r+234*a*g *q*x-19*a*g*r^2+339*a*g*r*x-2*a*p^3-4*a*p^2*q-6*a*p^2*r+54*a*p^2*x-2*a*p*q^2-8* a*p*q*r+108*a*p*q*x-6*a*p*r^2+150*a*p*r*x-2*a*q^2*r+54*a*q^2*x-4*a*q*r^2+150*a* q*r*x-2*a*r^3+96*a*r^2*x-8*b^3*c-8*b^3*g-8*b^3*p-8*b^3*r+84*b^3*x-24*b^2*c^2-44 *b^2*c*g-32*b^2*c*p-8*b^2*c*q-32*b^2*c*r+316*b^2*c*x-16*b^2*g^2-28*b^2*g*p-8*b^ 2*g*q-28*b^2*g*r+222*b^2*g*x-8*b^2*p^2-8*b^2*p*q-16*b^2*p*r+126*b^2*p*x-8*b^2*q *r+126*b^2*q*x-8*b^2*r^2+186*b^2*r*x-24*b*c^3-64*b*c^2*g-40*b*c^2*p-16*b*c^2*q-\ 40*b*c^2*r+384*b*c^2*x-46*b*c*g^2-74*b*c*g*p-28*b*c*g*q-74*b*c*g*r+572*b*c*g*x-\ 18*b*c*p^2-20*b*c*p*q-36*b*c*p*r+300*b*c*p*x-2*b*c*q^2-20*b*c*q*r+300*b*c*q*x-\ 18*b*c*r^2+426*b*c*r*x-10*b*g^3-27*b*g^2*p-10*b*g^2*q-27*b*g^2*r+190*b*g^2*x-18 *b*g*p^2-20*b*g*p*q-36*b*g*p*r+234*b*g*p*x-2*b*g*q^2-20*b*g*q*r+234*b*g*q*x-18* b*g*r^2+339*b*g*r*x-2*b*p^3-4*b*p^2*q-6*b*p^2*r+54*b*p^2*x-2*b*p*q^2-8*b*p*q*r+ 108*b*p*q*x-6*b*p*r^2+150*b*p*r*x-2*b*q^2*r+54*b*q^2*x-4*b*q*r^2+150*b*q*r*x-2* b*r^3+96*b*r^2*x-8*c^4-28*c^3*g-16*c^3*p-8*c^3*q-16*c^3*r+152*c^3*x-30*c^2*g^2-\ 48*c^2*g*p-20*c^2*g*q-48*c^2*g*r+360*c^2*g*x-10*c^2*p^2-12*c^2*p*q-20*c^2*p*r+ 176*c^2*p*x-2*c^2*q^2-12*c^2*q*r+176*c^2*q*x-10*c^2*r^2+244*c^2*r*x-13*c*g^3-36 *c*g^2*p-14*c*g^2*q-36*c*g^2*r+246*c*g^2*x-23*c*g*p^2-26*c*g*p*q-46*c*g*p*r+294 *c*g*p*x-3*c*g*q^2-26*c*g*q*r+294*c*g*q*x-23*c*g*r^2+422*c*g*r*x-2*c*p^3-4*c*p^ 2*q-6*c*p^2*r+62*c*p^2*x-2*c*p*q^2-8*c*p*q*r+124*c*p*q*x-6*c*p*r^2+170*c*p*r*x-\ 2*c*q^2*r+62*c*q^2*x-4*c*q*r^2+170*c*q*r*x-2*c*r^3+108*c*r^2*x-2*g^4-8*g^3*p-3* g^3*q-8*g^3*r+52*g^3*x-9*g^2*p^2-10*g^2*p*q-18*g^2*p*r+103*g^2*p*x-g^2*q^2-10*g ^2*q*r+103*g^2*q*x-9*g^2*r^2+150*g^2*r*x-3*g*p^3-6*g*p^2*q-9*g*p^2*r+57*g*p^2*x -3*g*p*q^2-12*g*p*q*r+114*g*p*q*x-9*g*p*r^2+159*g*p*r*x-3*g*q^2*r+57*g*q^2*x-6* g*q*r^2+159*g*q*r*x-3*g*r^3+102*g*r^2*x+6*p^3*x+18*p^2*q*x+24*p^2*r*x+18*p*q^2* x+48*p*q*r*x+30*p*r^2*x+6*q^3*x+24*q^2*r*x+30*q*r^2*x+12*r^3*x-68*a^3-152*a^2*b -208*a^2*c-134*a^2*g-110*a^2*p-50*a^2*q-110*a^2*r+332*a^2*x-100*a*b^2-316*a*b*c -222*a*b*g-186*a*b*p-66*a*b*q-186*a*b*r+664*a*b*x-216*a*c^2-304*a*c*g-230*a*c*p -104*a*c*q-230*a*c*r+836*a*c*x-98*a*g^2-178*a*g*p-73*a*g*q-178*a*g*r+586*a*g*x-\ 50*a*p^2-58*a*p*q-100*a*p*r+334*a*p*x-8*a*q^2-58*a*q*r+334*a*q*x-50*a*r^2+488*a *r*x-16*b^3-108*b^2*c-88*b^2*g-76*b^2*p-16*b^2*q-76*b^2*r+332*b^2*x-168*b*c^2-\ 268*b*c*g-196*b*c*p-70*b*c*q-196*b*c*r+836*b*c*x-92*b*g^2-161*b*g*p-56*b*g*q-\ 161*b*g*r+586*b*g*x-46*b*p^2-50*b*p*q-92*b*p*r+334*b*p*x-4*b*q^2-50*b*q*r+334*b *q*x-46*b*r^2+488*b*r*x-76*c^3-180*c^2*g-122*c^2*p-54*c^2*q-122*c^2*r+512*c^2*x -123*c*g^2-211*c*g*p-83*c*g*q-211*c*g*r+752*c*g*x-54*c*p^2-62*c*p*q-108*c*p*r+ 404*c*p*x-8*c*q^2-62*c*q*r+404*c*q*x-54*c*r^2+576*c*r*x-26*g^3-75*g^2*p-28*g^2* q-75*g^2*r+248*g^2*x-51*g*p^2-57*g*p*q-102*g*p*r+310*g*p*x-6*g*q^2-57*g*q*r+310 *g*q*x-51*g*r^2+452*g*r*x-6*p^3-12*p^2*q-18*p^2*r+74*p^2*x-6*p*q^2-24*p*q*r+148 *p*q*x-18*p*r^2+206*p*r*x-6*q^2*r+74*q^2*x-12*q*r^2+206*q*r*x-6*r^3+132*r^2*x-\ 220*a^2-332*a*b-468*a*c-314*a*g-262*a*p-108*a*q-262*a*r+584*a*x-112*b^2-368*b*c -272*b*g-226*b*p-72*b*q-226*b*r+584*b*x-256*c^2-376*c*g-288*c*p-116*c*q-288*c*r +736*c*x-124*g^2-226*g*p-84*g*q-226*g*r+512*g*x-66*p^2-74*p*q-132*p*r+296*p*x-8 *q^2-74*q*r+296*q*x-66*r^2+432*r*x-328*a-256*b-368*c-256*g-216*p-80*q-216*r+384 *x-192)*dx^5-x^2*(x-1)^2*(24*a^5*x^2+120*a^4*b*x^2+168*a^4*c*x^2+100*a^4*g*x^2+ 72*a^4*p*x^2+72*a^4*q*x^2+112*a^4*r*x^2+240*a^3*b^2*x^2+672*a^3*b*c*x^2+400*a^3 *b*g*x^2+288*a^3*b*p*x^2+288*a^3*b*q*x^2+448*a^3*b*r*x^2+456*a^3*c^2*x^2+572*a^ 3*c*g*x^2+384*a^3*c*p*x^2+384*a^3*c*q*x^2+584*a^3*c*r*x^2+164*a^3*g^2*x^2+248*a ^3*g*p*x^2+248*a^3*g*q*x^2+380*a^3*g*r*x^2+78*a^3*p^2*x^2+156*a^3*p*q*x^2+236*a ^3*p*r*x^2+78*a^3*q^2*x^2+236*a^3*q*r*x^2+182*a^3*r^2*x^2+240*a^2*b^3*x^2+1008* a^2*b^2*c*x^2+600*a^2*b^2*g*x^2+432*a^2*b^2*p*x^2+432*a^2*b^2*q*x^2+672*a^2*b^2 *r*x^2+1368*a^2*b*c^2*x^2+1716*a^2*b*c*g*x^2+1152*a^2*b*c*p*x^2+1152*a^2*b*c*q* x^2+1752*a^2*b*c*r*x^2+492*a^2*b*g^2*x^2+744*a^2*b*g*p*x^2+744*a^2*b*g*q*x^2+ 1140*a^2*b*g*r*x^2+234*a^2*b*p^2*x^2+468*a^2*b*p*q*x^2+708*a^2*b*p*r*x^2+234*a^ 2*b*q^2*x^2+708*a^2*b*q*r*x^2+546*a^2*b*r^2*x^2+600*a^2*c^3*x^2+1200*a^2*c^2*g* x^2+744*a^2*c^2*p*x^2+744*a^2*c^2*q*x^2+1104*a^2*c^2*r*x^2+714*a^2*c*g^2*x^2+ 1030*a^2*c*g*p*x^2+1030*a^2*c*g*q*x^2+1552*a^2*c*g*r*x^2+294*a^2*c*p^2*x^2+588* a^2*c*p*q*x^2+868*a^2*c*p*r*x^2+294*a^2*c*q^2*x^2+868*a^2*c*q*r*x^2+646*a^2*c*r ^2*x^2+132*a^2*g^3*x^2+313*a^2*g^2*p*x^2+313*a^2*g^2*q*x^2+476*a^2*g^2*r*x^2+ 215*a^2*g*p^2*x^2+430*a^2*g*p*q*x^2+642*a^2*g*p*r*x^2+215*a^2*g*q^2*x^2+642*a^2 *g*q*r*x^2+487*a^2*g*r^2*x^2+36*a^2*p^3*x^2+108*a^2*p^2*q*x^2+158*a^2*p^2*r*x^2 +108*a^2*p*q^2*x^2+316*a^2*p*q*r*x^2+232*a^2*p*r^2*x^2+36*a^2*q^3*x^2+158*a^2*q ^2*r*x^2+232*a^2*q*r^2*x^2+110*a^2*r^3*x^2+120*a*b^4*x^2+672*a*b^3*c*x^2+400*a* b^3*g*x^2+288*a*b^3*p*x^2+288*a*b^3*q*x^2+448*a*b^3*r*x^2+1368*a*b^2*c^2*x^2+ 1716*a*b^2*c*g*x^2+1152*a*b^2*c*p*x^2+1152*a*b^2*c*q*x^2+1752*a*b^2*c*r*x^2+492 *a*b^2*g^2*x^2+744*a*b^2*g*p*x^2+744*a*b^2*g*q*x^2+1140*a*b^2*g*r*x^2+234*a*b^2 *p^2*x^2+468*a*b^2*p*q*x^2+708*a*b^2*p*r*x^2+234*a*b^2*q^2*x^2+708*a*b^2*q*r*x^ 2+546*a*b^2*r^2*x^2+1200*a*b*c^3*x^2+2400*a*b*c^2*g*x^2+1488*a*b*c^2*p*x^2+1488 *a*b*c^2*q*x^2+2208*a*b*c^2*r*x^2+1428*a*b*c*g^2*x^2+2060*a*b*c*g*p*x^2+2060*a* b*c*g*q*x^2+3104*a*b*c*g*r*x^2+588*a*b*c*p^2*x^2+1176*a*b*c*p*q*x^2+1736*a*b*c* p*r*x^2+588*a*b*c*q^2*x^2+1736*a*b*c*q*r*x^2+1292*a*b*c*r^2*x^2+264*a*b*g^3*x^2 +626*a*b*g^2*p*x^2+626*a*b*g^2*q*x^2+952*a*b*g^2*r*x^2+430*a*b*g*p^2*x^2+860*a* b*g*p*q*x^2+1284*a*b*g*p*r*x^2+430*a*b*g*q^2*x^2+1284*a*b*g*q*r*x^2+974*a*b*g*r ^2*x^2+72*a*b*p^3*x^2+216*a*b*p^2*q*x^2+316*a*b*p^2*r*x^2+216*a*b*p*q^2*x^2+632 *a*b*p*q*r*x^2+464*a*b*p*r^2*x^2+72*a*b*q^3*x^2+316*a*b*q^2*r*x^2+464*a*b*q*r^2 *x^2+220*a*b*r^3*x^2+384*a*c^4*x^2+1096*a*c^3*g*x^2+624*a*c^3*p*x^2+624*a*c^3*q *x^2+904*a*c^3*r*x^2+1016*a*c^2*g^2*x^2+1400*a*c^2*g*p*x^2+1400*a*c^2*g*q*x^2+ 2080*a*c^2*g*r*x^2+360*a*c^2*p^2*x^2+720*a*c^2*p*q*x^2+1040*a*c^2*p*r*x^2+360*a *c^2*q^2*x^2+1040*a*c^2*q*r*x^2+752*a*c^2*r^2*x^2+386*a*c*g^3*x^2+886*a*c*g^2*p *x^2+886*a*c*g^2*q*x^2+1334*a*c*g^2*r*x^2+578*a*c*g*p^2*x^2+1156*a*c*g*p*q*x^2+ 1702*a*c*g*p*r*x^2+578*a*c*g*q^2*x^2+1702*a*c*g*q*r*x^2+1262*a*c*g*r^2*x^2+84*a *c*p^3*x^2+252*a*c*p^2*q*x^2+362*a*c*p^2*r*x^2+252*a*c*p*q^2*x^2+724*a*c*p*q*r* x^2+520*a*c*p*r^2*x^2+84*a*c*q^3*x^2+362*a*c*q^2*r*x^2+520*a*c*q*r^2*x^2+242*a* c*r^3*x^2+52*a*g^4*x^2+171*a*g^3*p*x^2+171*a*g^3*q*x^2+260*a*g^3*r*x^2+189*a*g^ 2*p^2*x^2+378*a*g^2*p*q*x^2+563*a*g^2*p*r*x^2+189*a*g^2*q^2*x^2+563*a*g^2*q*r*x ^2+425*a*g^2*r^2*x^2+76*a*g*p^3*x^2+228*a*g*p^2*q*x^2+331*a*g*p^2*r*x^2+228*a*g *p*q^2*x^2+662*a*g*p*q*r*x^2+482*a*g*p*r^2*x^2+76*a*g*q^3*x^2+331*a*g*q^2*r*x^2 +482*a*g*q*r^2*x^2+227*a*g*r^3*x^2+6*a*p^4*x^2+24*a*p^3*q*x^2+34*a*p^3*r*x^2+36 *a*p^2*q^2*x^2+102*a*p^2*q*r*x^2+72*a*p^2*r^2*x^2+24*a*p*q^3*x^2+102*a*p*q^2*r* x^2+144*a*p*q*r^2*x^2+66*a*p*r^3*x^2+6*a*q^4*x^2+34*a*q^3*r*x^2+72*a*q^2*r^2*x^ 2+66*a*q*r^3*x^2+22*a*r^4*x^2+24*b^5*x^2+168*b^4*c*x^2+100*b^4*g*x^2+72*b^4*p*x ^2+72*b^4*q*x^2+112*b^4*r*x^2+456*b^3*c^2*x^2+572*b^3*c*g*x^2+384*b^3*c*p*x^2+ 384*b^3*c*q*x^2+584*b^3*c*r*x^2+164*b^3*g^2*x^2+248*b^3*g*p*x^2+248*b^3*g*q*x^2 +380*b^3*g*r*x^2+78*b^3*p^2*x^2+156*b^3*p*q*x^2+236*b^3*p*r*x^2+78*b^3*q^2*x^2+ 236*b^3*q*r*x^2+182*b^3*r^2*x^2+600*b^2*c^3*x^2+1200*b^2*c^2*g*x^2+744*b^2*c^2* p*x^2+744*b^2*c^2*q*x^2+1104*b^2*c^2*r*x^2+714*b^2*c*g^2*x^2+1030*b^2*c*g*p*x^2 +1030*b^2*c*g*q*x^2+1552*b^2*c*g*r*x^2+294*b^2*c*p^2*x^2+588*b^2*c*p*q*x^2+868* b^2*c*p*r*x^2+294*b^2*c*q^2*x^2+868*b^2*c*q*r*x^2+646*b^2*c*r^2*x^2+132*b^2*g^3 *x^2+313*b^2*g^2*p*x^2+313*b^2*g^2*q*x^2+476*b^2*g^2*r*x^2+215*b^2*g*p^2*x^2+ 430*b^2*g*p*q*x^2+642*b^2*g*p*r*x^2+215*b^2*g*q^2*x^2+642*b^2*g*q*r*x^2+487*b^2 *g*r^2*x^2+36*b^2*p^3*x^2+108*b^2*p^2*q*x^2+158*b^2*p^2*r*x^2+108*b^2*p*q^2*x^2 +316*b^2*p*q*r*x^2+232*b^2*p*r^2*x^2+36*b^2*q^3*x^2+158*b^2*q^2*r*x^2+232*b^2*q *r^2*x^2+110*b^2*r^3*x^2+384*b*c^4*x^2+1096*b*c^3*g*x^2+624*b*c^3*p*x^2+624*b*c ^3*q*x^2+904*b*c^3*r*x^2+1016*b*c^2*g^2*x^2+1400*b*c^2*g*p*x^2+1400*b*c^2*g*q*x ^2+2080*b*c^2*g*r*x^2+360*b*c^2*p^2*x^2+720*b*c^2*p*q*x^2+1040*b*c^2*p*r*x^2+ 360*b*c^2*q^2*x^2+1040*b*c^2*q*r*x^2+752*b*c^2*r^2*x^2+386*b*c*g^3*x^2+886*b*c* g^2*p*x^2+886*b*c*g^2*q*x^2+1334*b*c*g^2*r*x^2+578*b*c*g*p^2*x^2+1156*b*c*g*p*q *x^2+1702*b*c*g*p*r*x^2+578*b*c*g*q^2*x^2+1702*b*c*g*q*r*x^2+1262*b*c*g*r^2*x^2 +84*b*c*p^3*x^2+252*b*c*p^2*q*x^2+362*b*c*p^2*r*x^2+252*b*c*p*q^2*x^2+724*b*c*p *q*r*x^2+520*b*c*p*r^2*x^2+84*b*c*q^3*x^2+362*b*c*q^2*r*x^2+520*b*c*q*r^2*x^2+ 242*b*c*r^3*x^2+52*b*g^4*x^2+171*b*g^3*p*x^2+171*b*g^3*q*x^2+260*b*g^3*r*x^2+ 189*b*g^2*p^2*x^2+378*b*g^2*p*q*x^2+563*b*g^2*p*r*x^2+189*b*g^2*q^2*x^2+563*b*g ^2*q*r*x^2+425*b*g^2*r^2*x^2+76*b*g*p^3*x^2+228*b*g*p^2*q*x^2+331*b*g*p^2*r*x^2 +228*b*g*p*q^2*x^2+662*b*g*p*q*r*x^2+482*b*g*p*r^2*x^2+76*b*g*q^3*x^2+331*b*g*q ^2*r*x^2+482*b*g*q*r^2*x^2+227*b*g*r^3*x^2+6*b*p^4*x^2+24*b*p^3*q*x^2+34*b*p^3* r*x^2+36*b*p^2*q^2*x^2+102*b*p^2*q*r*x^2+72*b*p^2*r^2*x^2+24*b*p*q^3*x^2+102*b* p*q^2*r*x^2+144*b*p*q*r^2*x^2+66*b*p*r^3*x^2+6*b*q^4*x^2+34*b*q^3*r*x^2+72*b*q^ 2*r^2*x^2+66*b*q*r^3*x^2+22*b*r^4*x^2+96*c^5*x^2+368*c^4*g*x^2+192*c^4*p*x^2+ 192*c^4*q*x^2+272*c^4*r*x^2+472*c^3*g^2*x^2+624*c^3*g*p*x^2+624*c^3*g*q*x^2+920 *c^3*g*r*x^2+144*c^3*p^2*x^2+288*c^3*p*q*x^2+408*c^3*p*r*x^2+144*c^3*q^2*x^2+ 408*c^3*q*r*x^2+288*c^3*r^2*x^2+276*c^2*g^3*x^2+616*c^2*g^2*p*x^2+616*c^2*g^2*q *x^2+924*c^2*g^2*r*x^2+384*c^2*g*p^2*x^2+768*c^2*g*p*q*x^2+1124*c^2*g*p*r*x^2+ 384*c^2*g*q^2*x^2+1124*c^2*g*q*r*x^2+824*c^2*g*r^2*x^2+48*c^2*p^3*x^2+144*c^2*p ^2*q*x^2+204*c^2*p^2*r*x^2+144*c^2*p*q^2*x^2+408*c^2*p*q*r*x^2+288*c^2*p*r^2*x^ 2+48*c^2*q^3*x^2+204*c^2*q^2*r*x^2+288*c^2*q*r^2*x^2+132*c^2*r^3*x^2+76*c*g^4*x ^2+244*c*g^3*p*x^2+244*c*g^3*q*x^2+370*c*g^3*r*x^2+262*c*g^2*p^2*x^2+524*c*g^2* p*q*x^2+778*c*g^2*p*r*x^2+262*c*g^2*q^2*x^2+778*c*g^2*q*r*x^2+582*c*g^2*r^2*x^2 +100*c*g*p^3*x^2+300*c*g*p^2*q*x^2+434*c*g*p^2*r*x^2+300*c*g*p*q^2*x^2+868*c*g* p*q*r*x^2+628*c*g*p*r^2*x^2+100*c*g*q^3*x^2+434*c*g*q^2*r*x^2+628*c*g*q*r^2*x^2 +294*c*g*r^3*x^2+6*c*p^4*x^2+24*c*p^3*q*x^2+34*c*p^3*r*x^2+36*c*p^2*q^2*x^2+102 *c*p^2*q*r*x^2+72*c*p^2*r^2*x^2+24*c*p*q^3*x^2+102*c*p*q^2*r*x^2+144*c*p*q*r^2* x^2+66*c*p*r^3*x^2+6*c*q^4*x^2+34*c*q^3*r*x^2+72*c*q^2*r^2*x^2+66*c*q*r^3*x^2+ 22*c*r^4*x^2+8*g^5*x^2+34*g^4*p*x^2+34*g^4*q*x^2+52*g^4*r*x^2+53*g^3*p^2*x^2+ 106*g^3*p*q*x^2+159*g^3*p*r*x^2+53*g^3*q^2*x^2+159*g^3*q*r*x^2+121*g^3*r^2*x^2+ 36*g^2*p^3*x^2+108*g^2*p^2*q*x^2+158*g^2*p^2*r*x^2+108*g^2*p*q^2*x^2+316*g^2*p* q*r*x^2+232*g^2*p*r^2*x^2+36*g^2*q^3*x^2+158*g^2*q^2*r*x^2+232*g^2*q*r^2*x^2+ 110*g^2*r^3*x^2+9*g*p^4*x^2+36*g*p^3*q*x^2+51*g*p^3*r*x^2+54*g*p^2*q^2*x^2+153* g*p^2*q*r*x^2+108*g*p^2*r^2*x^2+36*g*p*q^3*x^2+153*g*p*q^2*r*x^2+216*g*p*q*r^2* x^2+99*g*p*r^3*x^2+9*g*q^4*x^2+51*g*q^3*r*x^2+108*g*q^2*r^2*x^2+99*g*q*r^3*x^2+ 33*g*r^4*x^2-48*a^5*x-192*a^4*b*x-288*a^4*c*x-168*a^4*g*x-144*a^4*p*x-96*a^4*q* x-184*a^4*r*x+212*a^4*x^2-288*a^3*b^2*x-912*a^3*b*c*x-536*a^3*b*g*x-480*a^3*b*p *x-288*a^3*b*q*x-592*a^3*b*r*x+848*a^3*b*x^2-672*a^3*c^2*x-824*a^3*c*g*x-672*a^ 3*c*p*x-432*a^3*c*q*x-824*a^3*c*r*x+1252*a^3*c*x^2-236*a^3*g^2*x-432*a^3*g*p*x-\ 272*a^3*g*q*x-532*a^3*g*r*x+694*a^3*g*x^2-156*a^3*p^2*x-216*a^3*p*q*x-392*a^3*p *r*x+550*a^3*p*x^2-60*a^3*q^2*x-248*a^3*q*r*x+550*a^3*q*x^2-236*a^3*r^2*x+850*a ^3*r*x^2-192*a^2*b^3*x-1008*a^2*b^2*c*x-600*a^2*b^2*g*x-576*a^2*b^2*p*x-288*a^2 *b^2*q*x-672*a^2*b^2*r*x+1272*a^2*b^2*x^2-1584*a^2*b*c^2*x-1968*a^2*b*c*g*x-\ 1680*a^2*b*c*p*x-960*a^2*b*c*q*x-1992*a^2*b*c*r*x+3756*a^2*b*c*x^2-564*a^2*b*g^ 2*x-1088*a^2*b*g*p*x-608*a^2*b*g*q*x-1292*a^2*b*g*r*x+2082*a^2*b*g*x^2-408*a^2* b*p^2*x-528*a^2*b*p*q*x-1008*a^2*b*p*r*x+1650*a^2*b*p*x^2-120*a^2*b*q^2*x-576*a ^2*b*q*r*x+1650*a^2*b*q*x^2-600*a^2*b*r^2*x+2550*a^2*b*r*x^2-768*a^2*c^3*x-1500 *a^2*c^2*g*x-1152*a^2*c^2*p*x-720*a^2*c^2*q*x-1368*a^2*c^2*r*x+2688*a^2*c^2*x^2 -890*a^2*c*g^2*x-1592*a^2*c*g*p*x-962*a^2*c*g*q*x-1898*a^2*c*g*r*x+3140*a^2*c*g *x^2-528*a^2*c*p^2*x-720*a^2*c*p*q*x-1288*a^2*c*p*r*x+2324*a^2*c*p*x^2-192*a^2* c*q^2*x-808*a^2*c*q*r*x+2324*a^2*c*q*x^2-760*a^2*c*r^2*x+3550*a^2*c*r*x^2-166*a ^2*g^3*x-488*a^2*g^2*p*x-289*a^2*g^2*q*x-583*a^2*g^2*r*x+834*a^2*g^2*x^2-390*a^ 2*g*p^2*x-524*a^2*g*p*q*x-960*a^2*g*p*r*x+1400*a^2*g*p*x^2-134*a^2*g*q^2*x-584* a^2*g*q*r*x+1400*a^2*g*q*x^2-570*a^2*g*r^2*x+2159*a^2*g*r*x^2-72*a^2*p^3*x-156* a^2*p^2*q*x-266*a^2*p^2*r*x+490*a^2*p^2*x^2-96*a^2*p*q^2*x-364*a^2*p*q*r*x+980* a^2*p*q*x^2-316*a^2*p*r^2*x+1490*a^2*p*r*x^2-12*a^2*q^3*x-98*a^2*q^2*r*x+490*a^ 2*q^2*x^2-208*a^2*q*r^2*x+1490*a^2*q*r*x^2-122*a^2*r^3*x+1180*a^2*r^2*x^2-48*a* b^4*x-432*a*b^3*c*x-264*a*b^3*g*x-288*a*b^3*p*x-96*a*b^3*q*x-304*a*b^3*r*x+848* a*b^3*x^2-1152*a*b^2*c^2*x-1464*a*b^2*c*g*x-1344*a*b^2*c*p*x-624*a*b^2*c*q*x-\ 1512*a*b^2*c*r*x+3756*a*b^2*c*x^2-420*a*b^2*g^2*x-880*a*b^2*g*p*x-400*a*b^2*g*q *x-988*a*b^2*g*r*x+2082*a*b^2*g*x^2-348*a*b^2*p^2*x-408*a*b^2*p*q*x-840*a*b^2*p *r*x+1650*a*b^2*p*x^2-60*a*b^2*q^2*x-408*a*b^2*q*r*x+1650*a*b^2*q*x^2-492*a*b^2 *r^2*x+2550*a*b^2*r*x^2-1200*a*b*c^3*x-2400*a*b*c^2*g*x-1920*a*b*c^2*p*x-1056*a *b*c^2*q*x-2208*a*b*c^2*r*x+5376*a*b*c^2*x^2-1428*a*b*c*g^2*x-2690*a*b*c*g*p*x-\ 1430*a*b*c*g*q*x-3104*a*b*c*g*r*x+6280*a*b*c*g*x^2-924*a*b*c*p^2*x-1176*a*b*c*p *q*x-2216*a*b*c*p*r*x+4648*a*b*c*p*x^2-252*a*b*c*q^2*x-1256*a*b*c*q*r*x+4648*a* b*c*q*x^2-1292*a*b*c*r^2*x+7100*a*b*c*r*x^2-264*a*b*g^3*x-825*a*b*g^2*p*x-427*a *b*g^2*q*x-952*a*b*g^2*r*x+1668*a*b*g^2*x^2-686*a*b*g*p^2*x-860*a*b*g*p*q*x-\ 1660*a*b*g*p*r*x+2800*a*b*g*p*x^2-174*a*b*g*q^2*x-908*a*b*g*q*r*x+2800*a*b*g*q* x^2-974*a*b*g*r^2*x+4318*a*b*g*r*x^2-132*a*b*p^3*x-276*a*b*p^2*q*x-484*a*b*p^2* r*x+980*a*b*p^2*x^2-156*a*b*p*q^2*x-632*a*b*p*q*r*x+1960*a*b*p*q*x^2-572*a*b*p* r^2*x+2980*a*b*p*r*x^2-12*a*b*q^3*x-148*a*b*q^2*r*x+980*a*b*q^2*x^2-356*a*b*q*r ^2*x+2980*a*b*q*r*x^2-220*a*b*r^3*x+2360*a*b*r^2*x^2-432*a*c^4*x-1212*a*c^3*g*x -864*a*c^3*p*x-528*a*c^3*q*x-1000*a*c^3*r*x+2480*a*c^3*x^2-1120*a*c^2*g^2*x-\ 1954*a*c^2*g*p*x-1138*a*c^2*g*q*x-2280*a*c^2*g*r*x+4600*a*c^2*g*x^2-588*a*c^2*p ^2*x-792*a*c^2*p*q*x-1400*a*c^2*p*r*x+3160*a*c^2*p*x^2-204*a*c^2*q^2*x-872*a*c^ 2*q*r*x+3160*a*c^2*q*x^2-812*a*c^2*r^2*x+4744*a*c^2*r*x^2-427*a*c*g^3*x-1249*a* c*g^2*p*x-707*a*c*g^2*q*x-1462*a*c*g^2*r*x+2552*a*c*g^2*x^2-962*a*c*g*p^2*x-\ 1268*a*c*g*p*q*x-2322*a*c*g*p*r*x+4052*a*c*g*p*x^2-306*a*c*g*q^2*x-1390*a*c*g*q *r*x+4052*a*c*g*q*x^2-1360*a*c*g*r^2*x+6186*a*c*g*r*x^2-156*a*c*p^3*x-336*a*c*p ^2*q*x-566*a*c*p^2*r*x+1300*a*c*p^2*x^2-204*a*c*p*q^2*x-772*a*c*p*q*r*x+2600*a* c*p*q*x^2-664*a*c*p*r^2*x+3872*a*c*p*r*x^2-24*a*c*q^3*x-206*a*c*q^2*r*x+1300*a* c*q^2*x^2-436*a*c*q*r^2*x+3872*a*c*q*r*x^2-254*a*c*r^3*x+2950*a*c*r^2*x^2-58*a* g^4*x-244*a*g^3*p*x-135*a*g^3*q*x-286*a*g^3*r*x+436*a*g^3*x^2-320*a*g^2*p^2*x-\ 416*a*g^2*p*q*x-779*a*g^2*p*r*x+1152*a*g^2*p*x^2-96*a*g^2*q^2*x-453*a*g^2*q*r*x +1152*a*g^2*q*x^2-459*a*g^2*r^2*x+1781*a*g^2*r*x^2-144*a*g*p^3*x-308*a*g*p^2*q* x-527*a*g*p^2*r*x+876*a*g*p^2*x^2-184*a*g*p*q^2*x-710*a*g*p*q*r*x+1752*a*g*p*q* x^2-622*a*g*p*r^2*x+2658*a*g*p*r*x^2-20*a*g*q^3*x-183*a*g*q^2*r*x+876*a*g*q^2*x ^2-402*a*g*q*r^2*x+2658*a*g*q*r*x^2-239*a*g*r^3*x+2097*a*g*r^2*x^2-12*a*p^4*x-\ 36*a*p^3*q*x-58*a*p^3*r*x+170*a*p^3*x^2-36*a*p^2*q^2*x-126*a*p^2*q*r*x+510*a*p^ 2*q*x^2-102*a*p^2*r^2*x+750*a*p^2*r*x^2-12*a*p*q^3*x-78*a*p*q^2*r*x+510*a*p*q^2 *x^2-144*a*p*q*r^2*x+1500*a*p*q*r*x^2-78*a*p*r^3*x+1116*a*p*r^2*x^2-10*a*q^3*r* x+170*a*q^3*x^2-42*a*q^2*r^2*x+750*a*q^2*r*x^2-54*a*q*r^3*x+1116*a*q*r^2*x^2-22 *a*r^4*x+536*a*r^3*x^2-48*b^4*c*x-32*b^4*g*x-48*b^4*p*x-40*b^4*r*x+212*b^4*x^2-\ 240*b^3*c^2*x-320*b^3*c*g*x-336*b^3*c*p*x-96*b^3*c*q*x-344*b^3*c*r*x+1252*b^3*c *x^2-92*b^3*g^2*x-224*b^3*g*p*x-64*b^3*g*q*x-228*b^3*g*r*x+694*b^3*g*x^2-96*b^3 *p^2*x-96*b^3*p*q*x-224*b^3*p*r*x+550*b^3*p*x^2-80*b^3*q*r*x+550*b^3*q*x^2-128* b^3*r^2*x+850*b^3*r*x^2-432*b^2*c^3*x-900*b^2*c^2*g*x-768*b^2*c^2*p*x-336*b^2*c ^2*q*x-840*b^2*c^2*r*x+2688*b^2*c^2*x^2-538*b^2*c*g^2*x-1098*b^2*c*g*p*x-468*b^ 2*c*g*q*x-1206*b^2*c*g*r*x+3140*b^2*c*g*x^2-396*b^2*c*p^2*x-456*b^2*c*p*q*x-928 *b^2*c*p*r*x+2324*b^2*c*p*x^2-60*b^2*c*q^2*x-448*b^2*c*q*r*x+2324*b^2*c*q*x^2-\ 532*b^2*c*r^2*x+3550*b^2*c*r*x^2-98*b^2*g^3*x-337*b^2*g^2*p*x-138*b^2*g^2*q*x-\ 369*b^2*g^2*r*x+834*b^2*g^2*x^2-296*b^2*g*p^2*x-336*b^2*g*p*q*x-700*b^2*g*p*r*x +1400*b^2*g*p*x^2-40*b^2*g*q^2*x-324*b^2*g*q*r*x+1400*b^2*g*q*x^2-404*b^2*g*r^2 *x+2159*b^2*g*r*x^2-60*b^2*p^3*x-120*b^2*p^2*q*x-218*b^2*p^2*r*x+490*b^2*p^2*x^ 2-60*b^2*p*q^2*x-268*b^2*p*q*r*x+980*b^2*p*q*x^2-256*b^2*p*r^2*x+1490*b^2*p*r*x ^2-50*b^2*q^2*r*x+490*b^2*q^2*x^2-148*b^2*q*r^2*x+1490*b^2*q*r*x^2-98*b^2*r^3*x +1180*b^2*r^2*x^2-336*b*c^4*x-980*b*c^3*g*x-720*b*c^3*p*x-384*b*c^3*q*x-808*b*c ^3*r*x+2480*b*c^3*x^2-912*b*c^2*g^2*x-1662*b*c^2*g*p*x-846*b*c^2*g*q*x-1880*b*c ^2*g*r*x+4600*b*c^2*g*x^2-516*b*c^2*p^2*x-648*b*c^2*p*q*x-1208*b*c^2*p*r*x+3160 *b*c^2*p*x^2-132*b*c^2*q^2*x-680*b*c^2*q*r*x+3160*b*c^2*q*x^2-692*b*c^2*r^2*x+ 4744*b*c^2*r*x^2-345*b*c*g^3*x-1065*b*c*g^2*p*x-523*b*c*g^2*q*x-1206*b*c*g^2*r* x+2552*b*c*g^2*x^2-850*b*c*g*p^2*x-1044*b*c*g*p*q*x-2014*b*c*g*p*r*x+4052*b*c*g *p*x^2-194*b*c*g*q^2*x-1082*b*c*g*q*r*x+4052*b*c*g*q*x^2-1164*b*c*g*r^2*x+6186* b*c*g*r*x^2-144*b*c*p^3*x-300*b*c*p^2*q*x-518*b*c*p^2*r*x+1300*b*c*p^2*x^2-168* b*c*p*q^2*x-676*b*c*p*q*r*x+2600*b*c*p*q*x^2-604*b*c*p*r^2*x+3872*b*c*p*r*x^2-\ 12*b*c*q^3*x-158*b*c*q^2*r*x+1300*b*c*q^2*x^2-376*b*c*q*r^2*x+3872*b*c*q*r*x^2-\ 230*b*c*r^3*x+2950*b*c*r^2*x^2-46*b*g^4*x-207*b*g^3*p*x-98*b*g^3*q*x-234*b*g^3* r*x+436*b*g^3*x^2-282*b*g^2*p^2*x-340*b*g^2*p*q*x-673*b*g^2*p*r*x+1152*b*g^2*p* x^2-58*b*g^2*q^2*x-347*b*g^2*q*r*x+1152*b*g^2*q*x^2-391*b*g^2*r^2*x+1781*b*g^2* r*x^2-132*b*g*p^3*x-272*b*g*p^2*q*x-479*b*g*p^2*r*x+876*b*g*p^2*x^2-148*b*g*p*q ^2*x-614*b*g*p*q*r*x+1752*b*g*p*q*x^2-562*b*g*p*r^2*x+2658*b*g*p*r*x^2-8*b*g*q^ 3*x-135*b*g*q^2*r*x+876*b*g*q^2*x^2-342*b*g*q*r^2*x+2658*b*g*q*r*x^2-215*b*g*r^ 3*x+2097*b*g*r^2*x^2-12*b*p^4*x-36*b*p^3*q*x-58*b*p^3*r*x+170*b*p^3*x^2-36*b*p^ 2*q^2*x-126*b*p^2*q*r*x+510*b*p^2*q*x^2-102*b*p^2*r^2*x+750*b*p^2*r*x^2-12*b*p* q^3*x-78*b*p*q^2*r*x+510*b*p*q^2*x^2-144*b*p*q*r^2*x+1500*b*p*q*r*x^2-78*b*p*r^ 3*x+1116*b*p*r^2*x^2-10*b*q^3*r*x+170*b*q^3*x^2-42*b*q^2*r^2*x+750*b*q^2*r*x^2-\ 54*b*q*r^3*x+1116*b*q*r^2*x^2-22*b*r^4*x+536*b*r^3*x^2-96*c^5*x-368*c^4*g*x-240 *c^4*p*x-144*c^4*q*x-272*c^4*r*x+832*c^4*x^2-472*c^3*g^2*x-800*c^3*g*p*x-448*c^ 3*g*q*x-920*c^3*g*r*x+2184*c^3*g*x^2-216*c^3*p^2*x-288*c^3*p*q*x-504*c^3*p*r*x+ 1392*c^3*p*x^2-72*c^3*q^2*x-312*c^3*q*r*x+1392*c^3*q*x^2-288*c^3*r^2*x+2056*c^3 *r*x^2-276*c^2*g^3*x-800*c^2*g^2*p*x-432*c^2*g^2*q*x-924*c^2*g^2*r*x+1896*c^2*g ^2*x^2-596*c^2*g*p^2*x-768*c^2*g*p*q*x-1420*c^2*g*p*r*x+2856*c^2*g*p*x^2-172*c^ 2*g*q^2*x-828*c^2*g*q*r*x+2856*c^2*g*q*x^2-824*c^2*g*r^2*x+4312*c^2*g*r*x^2-84* c^2*p^3*x-180*c^2*p^2*q*x-300*c^2*p^2*r*x+840*c^2*p^2*x^2-108*c^2*p*q^2*x-408*c ^2*p*q*r*x+1680*c^2*p*q*x^2-348*c^2*p*r^2*x+2464*c^2*p*r*x^2-12*c^2*q^3*x-108*c ^2*q^2*r*x+840*c^2*q^2*x^2-228*c^2*q*r^2*x+2464*c^2*q*r*x^2-132*c^2*r^3*x+1828* c^2*r^2*x^2-76*c*g^4*x-320*c*g^3*p*x-168*c*g^3*q*x-370*c*g^3*r*x+674*c*g^3*x^2-\ 414*c*g^2*p^2*x-524*c*g^2*p*q*x-996*c*g^2*p*r*x+1694*c*g^2*p*x^2-110*c*g^2*q^2* x-560*c*g^2*q*r*x+1694*c*g^2*q*x^2-582*c*g^2*r^2*x+2592*c*g^2*r*x^2-180*c*g*p^3 *x-380*c*g*p^2*q*x-654*c*g*p^2*r*x+1218*c*g*p^2*x^2-220*c*g*p*q^2*x-868*c*g*p*q *r*x+2436*c*g*p*q*x^2-768*c*g*p*r^2*x+3650*c*g*p*r*x^2-20*c*g*q^3*x-214*c*g*q^2 *r*x+1218*c*g*q^2*x^2-488*c*g*q*r^2*x+3650*c*g*q*r*x^2-294*c*g*r^3*x+2816*c*g*r ^2*x^2-12*c*p^4*x-36*c*p^3*q*x-58*c*p^3*r*x+212*c*p^3*x^2-36*c*p^2*q^2*x-126*c* p^2*q*r*x+636*c*p^2*q*x^2-102*c*p^2*r^2*x+922*c*p^2*r*x^2-12*c*p*q^3*x-78*c*p*q ^2*r*x+636*c*p*q^2*x^2-144*c*p*q*r^2*x+1844*c*p*q*r*x^2-78*c*p*r^3*x+1346*c*p*r ^2*x^2-10*c*q^3*r*x+212*c*q^3*x^2-42*c*q^2*r^2*x+922*c*q^2*r*x^2-54*c*q*r^3*x+ 1346*c*q*r^2*x^2-22*c*r^4*x+636*c*r^3*x^2-8*g^5*x-45*g^4*p*x-23*g^4*q*x-52*g^4* r*x+84*g^4*x^2-85*g^3*p^2*x-106*g^3*p*q*x-206*g^3*p*r*x+307*g^3*p*x^2-21*g^3*q^ 2*x-112*g^3*q*r*x+307*g^3*q*x^2-121*g^3*r^2*x+475*g^3*r*x^2-66*g^2*p^3*x-138*g^ 2*p^2*q*x-242*g^2*p^2*r*x+373*g^2*p^2*x^2-78*g^2*p*q^2*x-316*g^2*p*q*r*x+746*g^ 2*p*q*x^2-286*g^2*p*r^2*x+1135*g^2*p*r*x^2-6*g^2*q^3*x-74*g^2*q^2*r*x+373*g^2*q ^2*x^2-178*g^2*q*r^2*x+1135*g^2*q*r*x^2-110*g^2*r^3*x+903*g^2*r^2*x^2-18*g*p^4* x-54*g*p^3*q*x-87*g*p^3*r*x+168*g*p^3*x^2-54*g*p^2*q^2*x-189*g*p^2*q*r*x+504*g* p^2*q*x^2-153*g*p^2*r^2*x+747*g*p^2*r*x^2-18*g*p*q^3*x-117*g*p*q^2*r*x+504*g*p* q^2*x^2-216*g*p*q*r^2*x+1494*g*p*q*r*x^2-117*g*p*r^3*x+1125*g*p*r^2*x^2-15*g*q^ 3*r*x+168*g*q^3*x^2-63*g*q^2*r^2*x+747*g*q^2*r*x^2-81*g*q*r^3*x+1125*g*q*r^2*x^ 2-33*g*r^4*x+546*g*r^3*x^2+18*p^4*x^2+72*p^3*q*x^2+102*p^3*r*x^2+108*p^2*q^2*x^ 2+306*p^2*q*r*x^2+216*p^2*r^2*x^2+72*p*q^3*x^2+306*p*q^2*r*x^2+432*p*q*r^2*x^2+ 198*p*r^3*x^2+18*q^4*x^2+102*q^3*r*x^2+216*q^2*r^2*x^2+198*q*r^3*x^2+66*r^4*x^2 +24*a^5+72*a^4*b+120*a^4*c+68*a^4*g+72*a^4*p+24*a^4*q+72*a^4*r-392*a^4*x+72*a^3 *b^2+288*a^3*b*c+168*a^3*b*g+192*a^3*b*p+48*a^3*b*q+192*a^3*b*r-1208*a^3*b*x+ 240*a^3*c^2+284*a^3*c*g+288*a^3*c*p+96*a^3*c*q+288*a^3*c*r-1960*a^3*c*x+80*a^3* g^2+184*a^3*g*p+56*a^3*g*q+184*a^3*g*r-1112*a^3*g*x+78*a^3*p^2+60*a^3*p*q+156*a ^3*p*r-1036*a^3*p*x+6*a^3*q^2+60*a^3*q*r-652*a^3*q*x+78*a^3*r^2-1312*a^3*r*x+ 576*a^3*x^2+24*a^2*b^3+216*a^2*b^2*c+132*a^2*b^2*g+168*a^2*b^2*p+24*a^2*b^2*q+ 168*a^2*b^2*r-1272*a^2*b^2*x+432*a^2*b*c^2+540*a^2*b*c*g+576*a^2*b*c*p+144*a^2* b*c*q+576*a^2*b*c*r-4464*a^2*b*c*x+156*a^2*b*g^2+376*a^2*b*g*p+88*a^2*b*g*q+376 *a^2*b*g*r-2500*a^2*b*g*x+174*a^2*b*p^2+108*a^2*b*p*q+348*a^2*b*p*r-2520*a^2*b* p*x+6*a^2*b*q^2+108*a^2*b*q*r-1368*a^2*b*q*x+174*a^2*b*r^2-3012*a^2*b*r*x+1728* a^2*b*x^2+240*a^2*c^3+456*a^2*c^2*g+432*a^2*c^2*p+144*a^2*c^2*q+432*a^2*c^2*r-\ 3564*a^2*c^2*x+268*a^2*c*g^2+594*a^2*c*g*p+180*a^2*c*g*q+594*a^2*c*g*r-4230*a^2 *c*g*x+234*a^2*c*p^2+180*a^2*c*p*q+468*a^2*c*p*r-3800*a^2*c*p*x+18*a^2*c*q^2+ 180*a^2*c*q*r-2258*a^2*c*q*x+234*a^2*c*r^2-4594*a^2*c*r*x+2920*a^2*c*x^2+50*a^2 *g^3+183*a^2*g^2*p+52*a^2*g^2*q+183*a^2*g^2*r-1162*a^2*g^2*x+175*a^2*g*p^2+126* a^2*g*p*q+350*a^2*g*p*r-2346*a^2*g*p*x+11*a^2*g*q^2+126*a^2*g*q*r-1365*a^2*g*q* x+175*a^2*g*r^2-2841*a^2*g*r*x+1312*a^2*g*x^2+36*a^2*p^3+48*a^2*p^2*q+108*a^2*p ^2*r-940*a^2*p^2*x+12*a^2*p*q^2+96*a^2*p*q*r-1244*a^2*p*q*x+108*a^2*p*r^2-2366* a^2*p*r*x+1368*a^2*p*x^2+12*a^2*q^2*r-304*a^2*q^2*x+48*a^2*q*r^2-1370*a^2*q*r*x +1368*a^2*q*x^2+36*a^2*r^3-1426*a^2*r^2*x+2134*a^2*r*x^2+48*a*b^3*c+32*a*b^3*g+ 48*a*b^3*p+48*a*b^3*r-488*a*b^3*x+216*a*b^2*c^2+288*a*b^2*c*g+336*a*b^2*c*p+48* a*b^2*c*q+336*a*b^2*c*r-3048*a*b^2*c*x+84*a*b^2*g^2+224*a*b^2*g*p+32*a*b^2*g*q+ 224*a*b^2*g*r-1664*a*b^2*g*x+120*a*b^2*p^2+48*a*b^2*p*q+240*a*b^2*p*r-1932*a*b^ 2*p*x+48*a*b^2*q*r-780*a*b^2*q*x+120*a*b^2*r^2-2088*a*b^2*r*x+1728*a*b^2*x^2+ 288*a*b*c^3+588*a*b*c^2*g+576*a*b*c^2*p+144*a*b*c^2*q+576*a*b*c^2*r-5376*a*b*c^ 2*x+354*a*b*c*g^2+818*a*b*c*g*p+188*a*b*c*g*q+818*a*b*c*g*r-6280*a*b*c*g*x+348* a*b*c*p^2+216*a*b*c*p*q+696*a*b*c*p*r-6190*a*b*c*p*x+12*a*b*c*q^2+216*a*b*c*q*r -3106*a*b*c*q*x+348*a*b*c*r^2-7100*a*b*c*r*x+5840*a*b*c*x^2+66*a*b*g^3+253*a*b* g^2*p+54*a*b*g^2*q+253*a*b*g^2*r-1668*a*b*g^2*x+264*a*b*g*p^2+152*a*b*g*p*q+528 *a*b*g*p*r-3781*a*b*g*p*x+8*a*b*g*q^2+152*a*b*g*q*r-1819*a*b*g*q*x+264*a*b*g*r^ 2-4318*a*b*g*r*x+2624*a*b*g*x^2+60*a*b*p^3+72*a*b*p^2*q+180*a*b*p^2*r-1616*a*b* p^2*x+12*a*b*p*q^2+144*a*b*p*q*r-1960*a*b*p*q*x+180*a*b*p*r^2-3976*a*b*p*r*x+ 2736*a*b*p*x^2+12*a*b*q^2*r-344*a*b*q^2*x+72*a*b*q*r^2-1984*a*b*q*r*x+2736*a*b* q*x^2+60*a*b*r^3-2360*a*b*r^2*x+4268*a*b*r*x^2+120*a*c^4+332*a*c^3*g+288*a*c^3* p+96*a*c^3*q+288*a*c^3*r-2828*a*c^3*x+306*a*c^2*g^2+654*a*c^2*g*p+192*a*c^2*g*q +654*a*c^2*g*r-5272*a*c^2*g*x+234*a*c^2*p^2+180*a*c^2*p*q+468*a*c^2*p*r-4558*a* c^2*p*x+18*a*c^2*q^2+180*a*c^2*q*r-2590*a*c^2*q*x+234*a*c^2*r^2-5332*a*c^2*r*x+ 4632*a*c^2*x^2+117*a*c*g^3+421*a*c*g^2*p+114*a*c*g^2*q+421*a*c*g^2*r-2969*a*c*g ^2*x+392*a*c*g*p^2+276*a*c*g*p*q+784*a*c*g*p*r-5961*a*c*g*p*x+22*a*c*g*q^2+276* a*c*g*q*r-3255*a*c*g*q*x+392*a*c*g*r^2-6988*a*c*g*r*x+4584*a*c*g*x^2+72*a*c*p^3 +96*a*c*p^2*q+216*a*c*p^2*r-2236*a*c*p^2*x+24*a*c*p*q^2+192*a*c*p*q*r-2900*a*c* p*q*x+216*a*c*p*r^2-5456*a*c*p*r*x+4224*a*c*p*x^2+24*a*c*q^2*r-664*a*c*q^2*x+96 *a*c*q*r^2-3128*a*c*q*r*x+4224*a*c*q*x^2+72*a*c*r^3-3220*a*c*r^2*x+6580*a*c*r*x ^2+16*a*g^4+83*a*g^3*p+21*a*g^3*q+83*a*g^3*r-520*a*g^3*x+133*a*g^2*p^2+88*a*g^2 *p*q+266*a*g^2*p*r-1736*a*g^2*p*x+6*a*g^2*q^2+88*a*g^2*q*r-917*a*g^2*q*x+133*a* g^2*r^2-2035*a*g^2*r*x+966*a*g^2*x^2+68*a*g*p^3+88*a*g*p^2*q+204*a*g*p^2*r-1558 *a*g*p^2*x+20*a*g*p*q^2+176*a*g*p*q*r-1976*a*g*p*q*x+204*a*g*p*r^2-3860*a*g*p*r *x+2186*a*g*p*x^2+20*a*g*q^2*r-418*a*g*q^2*x+88*a*g*q*r^2-2090*a*g*q*r*x+2186*a *g*q*x^2+68*a*g*r^3-2302*a*g*r^2*x+3462*a*g*r*x^2+6*a*p^4+12*a*p^3*q+24*a*p^3*r -332*a*p^3*x+6*a*p^2*q^2+36*a*p^2*q*r-702*a*p^2*q*x+36*a*p^2*r^2-1230*a*p^2*r*x +954*a*p^2*x^2+12*a*p*q^2*r-408*a*p*q^2*x+36*a*p*q*r^2-1620*a*p*q*r*x+1908*a*p* q*x^2+24*a*p*r^3-1464*a*p*r^2*x+2960*a*p*r*x^2-38*a*q^3*x+6*a*q^2*r^2-390*a*q^2 *r*x+954*a*q^2*x^2+12*a*q*r^3-918*a*q*r^2*x+2960*a*q*r*x^2+6*a*r^4-566*a*r^3*x+ 2468*a*r^2*x^2-32*b^4*x+24*b^3*c^2+32*b^3*c*g+48*b^3*c*p+48*b^3*c*r-544*b^3*c*x +8*b^3*g^2+32*b^3*g*p+32*b^3*g*r-276*b^3*g*x+24*b^3*p^2+48*b^3*p*r-448*b^3*p*x-\ 64*b^3*q*x+24*b^3*r^2-388*b^3*r*x+576*b^3*x^2+72*b^2*c^3+156*b^2*c^2*g+168*b^2* c^2*p+24*b^2*c^2*q+168*b^2*c^2*r-1812*b^2*c^2*x+92*b^2*c*g^2+248*b^2*c*g*p+32*b ^2*c*g*q+248*b^2*c*g*r-2050*b^2*c*g*x+120*b^2*c*p^2+48*b^2*c*p*q+240*b^2*c*p*r-\ 2390*b^2*c*p*x+48*b^2*c*q*r-848*b^2*c*q*x+120*b^2*c*r^2-2506*b^2*c*r*x+2920*b^2 *c*x^2+16*b^2*g^3+76*b^2*g^2*p+8*b^2*g^2*q+76*b^2*g^2*r-506*b^2*g^2*x+92*b^2*g* p^2+32*b^2*g*p*q+184*b^2*g*p*r-1435*b^2*g*p*x+32*b^2*g*q*r-454*b^2*g*q*x+92*b^2 *g*r^2-1477*b^2*g*r*x+1312*b^2*g*x^2+24*b^2*p^3+24*b^2*p^2*q+72*b^2*p^2*r-676*b ^2*p^2*x+48*b^2*p*q*r-716*b^2*p*q*x+72*b^2*p*r^2-1610*b^2*p*r*x+1368*b^2*p*x^2-\ 40*b^2*q^2*x+24*b^2*q*r^2-614*b^2*q*r*x+1368*b^2*q*x^2+24*b^2*r^3-934*b^2*r^2*x +2134*b^2*r*x^2+72*b*c^4+216*b*c^3*g+192*b*c^3*p+48*b*c^3*q+192*b*c^3*r-2132*b* c^3*x+202*b*c^2*g^2+454*b*c^2*g*p+100*b*c^2*g*q+454*b*c^2*g*r-3928*b*c^2*g*x+ 174*b*c^2*p^2+108*b*c^2*p*q+348*b*c^2*p*r-3730*b*c^2*p*x+6*b*c^2*q^2+108*b*c^2* q*r-1762*b*c^2*q*x+174*b*c^2*r^2-4156*b*c^2*r*x+4632*b*c^2*x^2+76*b*c*g^3+293*b *c*g^2*p+58*b*c*g^2*q+293*b*c*g^2*r-2135*b*c*g^2*x+294*b*c*g*p^2+164*b*c*g*p*q+ 588*b*c*g*p*r-4849*b*c*g*p*x+8*b*c*g*q^2+164*b*c*g*q*r-2143*b*c*g*q*x+294*b*c*g *r^2-5384*b*c*g*r*x+4584*b*c*g*x^2+60*b*c*p^3+72*b*c*p^2*q+180*b*c*p^2*r-1936*b *c*p^2*x+12*b*c*p*q^2+144*b*c*p*q*r-2300*b*c*p*q*x+180*b*c*p*r^2-4616*b*c*p*r*x +4224*b*c*p*x^2+12*b*c*q^2*r-364*b*c*q^2*x+72*b*c*q*r^2-2288*b*c*q*r*x+4224*b*c *q*x^2+60*b*c*r^3-2680*b*c*r^2*x+6580*b*c*r*x^2+10*b*g^4+57*b*g^3*p+10*b*g^3*q+ 57*b*g^3*r-352*b*g^3*x+99*b*g^2*p^2+50*b*g^2*p*q+198*b*g^2*p*r-1387*b*g^2*p*x+2 *b*g^2*q^2+50*b*g^2*q*r-568*b*g^2*q*x+99*b*g^2*r^2-1527*b*g^2*r*x+966*b*g^2*x^2 +56*b*g*p^3+64*b*g*p^2*q+168*b*g*p^2*r-1334*b*g*p^2*x+8*b*g*p*q^2+128*b*g*p*q*r -1528*b*g*p*q*x+168*b*g*p*r^2-3226*b*g*p*r*x+2186*b*g*p*x^2+8*b*g*q^2*r-194*b*g *q^2*x+64*b*g*q*r^2-1456*b*g*q*r*x+2186*b*g*q*x^2+56*b*g*r^3-1892*b*g*r^2*x+ 3462*b*g*r*x^2+6*b*p^4+12*b*p^3*q+24*b*p^3*r-302*b*p^3*x+6*b*p^2*q^2+36*b*p^2*q *r-612*b*p^2*q*x+36*b*p^2*r^2-1110*b*p^2*r*x+954*b*p^2*x^2+12*b*p*q^2*r-318*b*p *q^2*x+36*b*p*q*r^2-1380*b*p*q*r*x+1908*b*p*q*x^2+24*b*p*r^3-1314*b*p*r^2*x+ 2960*b*p*r*x^2-8*b*q^3*x+6*b*q^2*r^2-270*b*q^2*r*x+954*b*q^2*x^2+12*b*q*r^3-768 *b*q*r^2*x+2960*b*q*r*x^2+6*b*r^4-506*b*r^3*x+2468*b*r^2*x^2+24*c^5+92*c^4*g+72 *c^4*p+24*c^4*q+72*c^4*r-832*c^4*x+118*c^3*g^2+244*c^3*g*p+68*c^3*g*q+244*c^3*g *r-2184*c^3*g*x+78*c^3*p^2+60*c^3*p*q+156*c^3*p*r-1800*c^3*p*x+6*c^3*q^2+60*c^3 *q*r-984*c^3*q*x+78*c^3*r^2-2056*c^3*r*x+2312*c^3*x^2+69*c^2*g^3+246*c^2*g^2*p+ 62*c^2*g^2*q+246*c^2*g^2*r-1896*c^2*g^2*x+223*c^2*g*p^2+150*c^2*g*p*q+446*c^2*g *p*r-3764*c^2*g*p*x+11*c^2*g*q^2+150*c^2*g*q*r-1948*c^2*g*q*x+223*c^2*g*r^2-\ 4312*c^2*g*r*x+3736*c^2*g*x^2+36*c^2*p^3+48*c^2*p^2*q+108*c^2*p^2*r-1320*c^2*p^ 2*x+12*c^2*p*q^2+96*c^2*p*q*r-1680*c^2*p*q*x+108*c^2*p*r^2-3148*c^2*p*r*x+3080* c^2*p*x^2+12*c^2*q^2*r-360*c^2*q^2*x+48*c^2*q*r^2-1780*c^2*q*r*x+3080*c^2*q*x^2 +36*c^2*r^3-1828*c^2*r^2*x+4728*c^2*r*x^2+19*c*g^4+99*c*g^3*p+23*c*g^3*q+99*c*g ^3*r-674*c*g^3*x+158*c*g^2*p^2+98*c*g^2*p*q+316*c*g^2*p*r-2266*c*g^2*p*x+6*c*g^ 2*q^2+98*c*g^2*q*r-1122*c*g^2*q*x+158*c*g^2*r^2-2592*c*g^2*r*x+1762*c*g^2*x^2+ 80*c*g*p^3+100*c*g*p^2*q+240*c*g*p^2*r-1972*c*g*p^2*x+20*c*g*p*q^2+200*c*g*p*q* r-2436*c*g*p*q*x+240*c*g*p*r^2-4788*c*g*p*r*x+3454*c*g*p*x^2+20*c*g*q^2*r-464*c *g*q^2*x+100*c*g*q*r^2-2512*c*g*q*r*x+3454*c*g*q*x^2+80*c*g*r^3-2816*c*g*r^2*x+ 5386*c*g*r*x^2+6*c*p^4+12*c*p^3*q+24*c*p^3*r-386*c*p^3*x+6*c*p^2*q^2+36*c*p^2*q *r-810*c*p^2*q*x+36*c*p^2*r^2-1408*c*p^2*r*x+1346*c*p^2*x^2+12*c*p*q^2*r-462*c* p*q^2*x+36*c*p*q*r^2-1844*c*p*q*r*x+2692*c*p*q*x^2+24*c*p*r^3-1658*c*p*r^2*x+ 4088*c*p*r*x^2-38*c*q^3*x+6*c*q^2*r^2-436*c*q^2*r*x+1346*c*q^2*x^2+12*c*q*r^3-\ 1034*c*q*r^2*x+4088*c*q*r*x^2+6*c*r^4-636*c*r^3*x+3258*c*r^2*x^2+2*g^5+14*g^4*p +3*g^4*q+14*g^4*r-84*g^4*x+33*g^3*p^2+19*g^3*p*q+66*g^3*p*r-417*g^3*p*x+g^3*q^2 +19*g^3*q*r-197*g^3*q*x+33*g^3*r^2-475*g^3*r*x+236*g^3*x^2+30*g^2*p^3+36*g^2*p^ 2*q+90*g^2*p^2*r-619*g^2*p^2*x+6*g^2*p*q^2+72*g^2*p*q*r-746*g^2*p*q*x+90*g^2*p* r^2-1522*g^2*p*r*x+849*g^2*p*x^2+6*g^2*q^2*r-127*g^2*q^2*x+36*g^2*q*r^2-748*g^2 *q*r*x+849*g^2*q*x^2+30*g^2*r^3-903*g^2*r^2*x+1347*g^2*r*x^2+9*g*p^4+18*g*p^3*q +36*g*p^3*r-318*g*p^3*x+9*g*p^2*q^2+54*g*p^2*q*r-654*g*p^2*q*x+54*g*p^2*r^2-\ 1182*g*p^2*r*x+793*g*p^2*x^2+18*g*p*q^2*r-354*g*p*q^2*x+54*g*p*q*r^2-1494*g*p*q *r*x+1586*g*p*q*x^2+36*g*p*r^3-1410*g*p*r^2*x+2478*g*p*r*x^2-18*g*q^3*x+9*g*q^2 *r^2-312*g*q^2*r*x+793*g*q^2*x^2+18*g*q*r^3-840*g*q*r^2*x+2478*g*q*r*x^2+9*g*r^ 4-546*g*r^3*x+2111*g*r^2*x^2-36*p^4*x-108*p^3*q*x-174*p^3*r*x+192*p^3*x^2-108*p ^2*q^2*x-378*p^2*q*r*x+576*p^2*q*x^2-306*p^2*r^2*x+862*p^2*r*x^2-36*p*q^3*x-234 *p*q^2*r*x+576*p*q^2*x^2-432*p*q*r^2*x+1724*p*q*r*x^2-234*p*r^3*x+1322*p*r^2*x^ 2-30*q^3*r*x+192*q^3*x^2-126*q^2*r^2*x+862*q^2*r*x^2-162*q*r^3*x+1322*q*r^2*x^2 -66*r^4*x+652*r^3*x^2+180*a^4+384*a^3*b+732*a^3*c+410*a^3*g+486*a^3*p+126*a^3*q +486*a^3*r-1080*a^3*x+228*a^2*b^2+1188*a^2*b*c+674*a^2*b*g+894*a^2*b*p+150*a^2* b*q+894*a^2*b*r-2232*a^2*b*x+1128*a^2*c^2+1330*a^2*c*g+1500*a^2*c*p+390*a^2*c*q +1500*a^2*c*r-4348*a^2*c*x+368*a^2*g^2+938*a^2*g*p+221*a^2*g*q+938*a^2*g*r-2224 *a^2*g*x+450*a^2*p^2+288*a^2*p*q+900*a^2*p*r-2532*a^2*p*x+18*a^2*q^2+288*a^2*q* r-1434*a^2*q*x+450*a^2*r^2-3142*a^2*r*x+92*a^2*x^2+24*a*b^3+480*a*b^2*c+256*a*b ^2*g+432*a*b^2*p+24*a*b^2*q+432*a*b^2*r-1224*a*b^2*x+1236*a*b*c^2+1462*a*b*c*g+ 1854*a*b*c*p+312*a*b*c*q+1854*a*b*c*r-5840*a*b*c*x+390*a*b*g^2+1143*a*b*g*p+162 *a*b*g*q+1143*a*b*g*r-2624*a*b*g*x+642*a*b*p^2+288*a*b*p*q+1284*a*b*p*r-3834*a* b*p*x+6*a*b*q^2+288*a*b*q*r-1638*a*b*q*x+642*a*b*r^2-4268*a*b*r*x+184*a*b*x^2+ 780*a*c^3+1452*a*c^2*g+1560*a*c^2*p+402*a*c^2*q+1560*a*c^2*r-5556*a*c^2*x+823*a *c*g^2+2063*a*c*g*p+464*a*c*g*q+2063*a*c*g*r-5830*a*c*g*x+942*a*c*p^2+600*a*c*p *q+1884*a*c*p*r-6582*a*c*p*x+36*a*c*q^2+600*a*c*q*r-3390*a*c*q*x+942*a*c*r^2-\ 7750*a*c*r*x+1532*a*c*x^2+146*a*g^3+610*a*g^2*p+121*a*g^2*q+610*a*g^2*r-1362*a* g^2*x+680*a*g*p^2+382*a*g*p*q+1360*a*g*p*r-3630*a*g*p*x+17*a*g*q^2+382*a*g*q*r-\ 1768*a*g*q*x+680*a*g*r^2-4251*a*g*r*x-226*a*g*x^2+162*a*p^3+198*a*p^2*q+486*a*p ^2*r-1800*a*p^2*x+36*a*p*q^2+396*a*p*q*r-2214*a*p*q*x+486*a*p*r^2-4562*a*p*r*x+ 970*a*p*x^2+36*a*q^2*r-414*a*q^2*x+198*a*q*r^2-2252*a*q*r*x+970*a*q*x^2+162*a*r ^3-2762*a*r^2*x+1622*a*r*x^2+24*b^3*c-8*b^3*g+24*b^3*p+24*b^3*r-72*b^3*x+252*b^ 2*c^2+240*b^2*c*g+456*b^2*c*p+24*b^2*c*q+456*b^2*c*r-1492*b^2*c*x+40*b^2*g^2+ 256*b^2*g*p-8*b^2*g*q+256*b^2*g*r-400*b^2*g*x+204*b^2*p^2+24*b^2*p*q+408*b^2*p* r-1302*b^2*p*x+24*b^2*q*r-204*b^2*q*x+204*b^2*r^2-1126*b^2*r*x+92*b^2*x^2+432*b *c^3+780*b*c^2*g+972*b*c^2*p+162*b*c^2*q+972*b*c^2*r-3708*b*c^2*x+406*b*c*g^2+ 1261*b*c*g*p+154*b*c*g*q+1261*b*c*g*r-3338*b*c*g*x+672*b*c*p^2+300*b*c*p*q+1344 *b*c*p*r-5058*b*c*p*x+6*b*c*q^2+300*b*c*q*r-1866*b*c*q*x+672*b*c*r^2-5410*b*c*r *x+1532*b*c*x^2+62*b*g^3+356*b*g^2*p+26*b*g^2*q+356*b*g^2*r-570*b*g^2*x+475*b*g *p^2+158*b*g*p*q+950*b*g*p*r-2604*b*g*p*x-2*b*g*q^2+158*b*g*q*r-742*b*g*q*x+475 *b*g*r^2-2673*b*g*r*x-226*b*g*x^2+132*b*p^3+138*b*p^2*q+396*b*p^2*r-1494*b*p^2* x+6*b*p*q^2+276*b*p*q*r-1602*b*p*q*x+396*b*p*r^2-3668*b*p*r*x+970*b*p*x^2+6*b*q ^2*r-108*b*q^2*x+138*b*q*r^2-1358*b*q*r*x+970*b*q*x^2+132*b*r^3-2174*b*r^2*x+ 1622*b*r*x^2+204*c^4+532*c^3*g+546*c^3*p+138*c^3*q+546*c^3*r-2312*c^3*x+459*c^2 *g^2+1151*c^2*g*p+243*c^2*g*q+1151*c^2*g*r-3736*c^2*g*x+498*c^2*p^2+312*c^2*p*q +996*c^2*p*r-4160*c^2*p*x+18*c^2*q^2+312*c^2*q*r-2000*c^2*q*x+498*c^2*r^2-4728* c^2*r*x+1856*c^2*x^2+162*c*g^3+697*c*g^2*p+125*c*g^2*q+697*c*g^2*r-1762*c*g^2*x +771*c*g*p^2+404*c*g*p*q+1542*c*g*p*r-4796*c*g*p*x+17*c*g*q^2+404*c*g*q*r-2112* c*g*q*x+771*c*g*r^2-5386*c*g*r*x+784*c*g*x^2+174*c*p^3+210*c*p^2*q+522*c*p^2*r-\ 2246*c*p^2*x+36*c*p*q^2+420*c*p*q*r-2692*c*p*q*x+522*c*p*r^2-5504*c*p*r*x+1964* c*p*x^2+36*c*q^2*r-446*c*q^2*x+210*c*q*r^2-2672*c*q*r*x+1964*c*q*x^2+174*c*r^3-\ 3258*c*r^2*x+3220*c*r*x^2+20*g^4+129*g^3*p+19*g^3*q+129*g^3*r-236*g^3*x+249*g^2 *p^2+111*g^2*p*q+498*g^2*p*r-1222*g^2*p*x+3*g^2*q^2+111*g^2*q*r-476*g^2*q*x+249 *g^2*r^2-1347*g^2*r*x-216*g^2*x^2+150*g*p^3+165*g*p^2*q+450*g*p^2*r-1394*g*p^2* x+15*g*p*q^2+330*g*p*q*r-1586*g*p*q*x+450*g*p*r^2-3505*g*p*r*x+578*g*p*x^2+15*g *q^2*r-192*g*q^2*x+165*g*q*r^2-1451*g*q*r*x+578*g*q*x^2+150*g*r^3-2111*g*r^2*x+ 1022*g*r*x^2+18*p^4+36*p^3*q+72*p^3*r-372*p^3*x+18*p^2*q^2+108*p^2*q*r-756*p^2* q*x+108*p^2*r^2-1396*p^2*r*x+518*p^2*x^2+36*p*q^2*r-396*p*q^2*x+108*p*q*r^2-\ 1724*p*q*r*x+1036*p*q*x^2+72*p*r^3-1676*p*r^2*x+1688*p*r*x^2-12*q^3*x+18*q^2*r^ 2-328*q^2*r*x+518*q^2*x^2+36*q*r^3-968*q*r^2*x+1688*q*r*x^2+18*r^4-652*r^3*x+ 1578*r^2*x^2+456*a^3+540*a^2*b+1440*a^2*c+760*a^2*g+1116*a^2*p+174*a^2*q+1116*a ^2*r-752*a^2*x+36*a*b^2+1152*a*b*c+482*a*b*g+1116*a*b*p+18*a*b*q+1116*a*b*r-184 *a*b*x+1524*a*c^2+1626*a*c*g+2364*a*c*p+360*a*c*q+2364*a*c*r-2552*a*c*x+392*a*g ^2+1348*a*g*p+141*a*g*q+1348*a*g*r-488*a*g*x+834*a*p^2+372*a*p*q+1668*a*p*r-\ 2032*a*p*x+372*a*q*r-796*a*q*x+834*a*r^2-2378*a*r*x-1768*a*x^2-48*b^3+12*b^2*c-\ 152*b^2*g+108*b^2*p-48*b^2*q+108*b^2*r+568*b^2*x+600*b*c^2+380*b*c*g+1194*b*c*p +6*b*c*q+1194*b*c*r-512*b*c*x-4*b*g^2+559*b*g*p-96*b*g*q+559*b*g*r+940*b*g*x+ 540*b*p^2+66*b*p*q+1080*b*p*r-1144*b*p*x-12*b*q^2+66*b*q*r+92*b*q*x+540*b*r^2-\ 866*b*r*x-1768*b*x^2+540*c^3+844*c^2*g+1266*c^2*p+186*c^2*q+1266*c^2*r-1856*c^2 *x+379*c*g^2+1461*c*g*p+119*c*g*q+1461*c*g*r-784*c*g*x+900*c*p^2+384*c*p*q+1800 *c*p*r-2960*c*p*x+384*c*q*r-968*c*q*x+900*c*r^2-3220*c*r*x-1376*c*x^2+46*g^3+ 373*g^2*p+373*g^2*r+216*g^2*x+591*g*p^2+155*g*p*q+1182*g*p*r-1056*g*p*x-10*g*q^ 2+155*g*q*r-100*g*q*x+591*g*r^2-1022*g*r*x-1792*g*x^2+180*p^3+186*p^2*q+540*p^2 *r-992*p^2*x+6*p*q^2+372*p*q*r-1036*p*q*x+540*p*r^2-2570*p*r*x-328*p*x^2+6*q^2* r-44*q^2*x+186*q*r^2-806*q*r*x-328*q*x^2+180*r^3-1578*r^2*x-376*r*x^2+324*a^2-\ 228*a*b+684*a*c+154*a*g+846*a*p-84*a*q+846*a*r+1408*a*x-336*b^2-336*b*c-560*b*g +90*b*p-216*b*q+90*b*r+2128*b*x+336*c^2+8*c*g+888*c*p-108*c*q+888*c*r+1376*c*x-\ 116*g^2+306*g*p-172*g*q+306*g*r+1792*g*x+450*p^2+18*p*q+900*p*r+160*p*x-24*q^2+ 18*q*r+496*q*x+450*r^2+376*r*x-1920*x^2-408*a-768*b-528*c-576*g-72*p-240*q-72*r +1920*x-576)*dx^4+x*(x-1)*(16*a^6*x^3+96*a^5*b*x^3+176*a^5*c*x^3+80*a^5*g*x^3+ 80*a^5*p*x^3+80*a^5*q*x^3+144*a^5*r*x^3+240*a^4*b^2*x^3+880*a^4*b*c*x^3+400*a^4 *b*g*x^3+400*a^4*b*p*x^3+400*a^4*b*q*x^3+720*a^4*b*r*x^3+720*a^4*c^2*x^3+736*a^ 4*c*g*x^3+640*a^4*c*p*x^3+640*a^4*c*q*x^3+1120*a^4*c*r*x^3+164*a^4*g^2*x^3+336* a^4*g*p*x^3+336*a^4*g*q*x^3+600*a^4*g*r*x^3+140*a^4*p^2*x^3+280*a^4*p*q*x^3+488 *a^4*p*r*x^3+140*a^4*q^2*x^3+488*a^4*q*r*x^3+420*a^4*r^2*x^3+320*a^3*b^3*x^3+ 1760*a^3*b^2*c*x^3+800*a^3*b^2*g*x^3+800*a^3*b^2*p*x^3+800*a^3*b^2*q*x^3+1440*a ^3*b^2*r*x^3+2880*a^3*b*c^2*x^3+2944*a^3*b*c*g*x^3+2560*a^3*b*c*p*x^3+2560*a^3* b*c*q*x^3+4480*a^3*b*c*r*x^3+656*a^3*b*g^2*x^3+1344*a^3*b*g*p*x^3+1344*a^3*b*g* q*x^3+2400*a^3*b*g*r*x^3+560*a^3*b*p^2*x^3+1120*a^3*b*p*q*x^3+1952*a^3*b*p*r*x^ 3+560*a^3*b*q^2*x^3+1952*a^3*b*q*r*x^3+1680*a^3*b*r^2*x^3+1456*a^3*c^3*x^3+2440 *a^3*c^2*g*x^3+1904*a^3*c^2*p*x^3+1904*a^3*c^2*q*x^3+3248*a^3*c^2*r*x^3+1208*a^ 3*c*g^2*x^3+2188*a^3*c*g*p*x^3+2188*a^3*c*g*q*x^3+3800*a^3*c*g*r*x^3+812*a^3*c* p^2*x^3+1624*a^3*c*p*q*x^3+2760*a^3*c*p*r*x^3+812*a^3*c*q^2*x^3+2760*a^3*c*q*r* x^3+2308*a^3*c*r^2*x^3+176*a^3*g^3*x^3+554*a^3*g^2*p*x^3+554*a^3*g^2*q*x^3+984* a^3*g^2*r*x^3+484*a^3*g*p^2*x^3+968*a^3*g*p*q*x^3+1672*a^3*g*p*r*x^3+484*a^3*g* q^2*x^3+1672*a^3*g*q*r*x^3+1416*a^3*g*r^2*x^3+112*a^3*p^3*x^3+336*a^3*p^2*q*x^3 +568*a^3*p^2*r*x^3+336*a^3*p*q^2*x^3+1136*a^3*p*q*r*x^3+944*a^3*p*r^2*x^3+112*a ^3*q^3*x^3+568*a^3*q^2*r*x^3+944*a^3*q*r^2*x^3+512*a^3*r^3*x^3+240*a^2*b^4*x^3+ 1760*a^2*b^3*c*x^3+800*a^2*b^3*g*x^3+800*a^2*b^3*p*x^3+800*a^2*b^3*q*x^3+1440*a ^2*b^3*r*x^3+4320*a^2*b^2*c^2*x^3+4416*a^2*b^2*c*g*x^3+3840*a^2*b^2*c*p*x^3+ 3840*a^2*b^2*c*q*x^3+6720*a^2*b^2*c*r*x^3+984*a^2*b^2*g^2*x^3+2016*a^2*b^2*g*p* x^3+2016*a^2*b^2*g*q*x^3+3600*a^2*b^2*g*r*x^3+840*a^2*b^2*p^2*x^3+1680*a^2*b^2* p*q*x^3+2928*a^2*b^2*p*r*x^3+840*a^2*b^2*q^2*x^3+2928*a^2*b^2*q*r*x^3+2520*a^2* b^2*r^2*x^3+4368*a^2*b*c^3*x^3+7320*a^2*b*c^2*g*x^3+5712*a^2*b*c^2*p*x^3+5712*a ^2*b*c^2*q*x^3+9744*a^2*b*c^2*r*x^3+3624*a^2*b*c*g^2*x^3+6564*a^2*b*c*g*p*x^3+ 6564*a^2*b*c*g*q*x^3+11400*a^2*b*c*g*r*x^3+2436*a^2*b*c*p^2*x^3+4872*a^2*b*c*p* q*x^3+8280*a^2*b*c*p*r*x^3+2436*a^2*b*c*q^2*x^3+8280*a^2*b*c*q*r*x^3+6924*a^2*b *c*r^2*x^3+528*a^2*b*g^3*x^3+1662*a^2*b*g^2*p*x^3+1662*a^2*b*g^2*q*x^3+2952*a^2 *b*g^2*r*x^3+1452*a^2*b*g*p^2*x^3+2904*a^2*b*g*p*q*x^3+5016*a^2*b*g*p*r*x^3+ 1452*a^2*b*g*q^2*x^3+5016*a^2*b*g*q*r*x^3+4248*a^2*b*g*r^2*x^3+336*a^2*b*p^3*x^ 3+1008*a^2*b*p^2*q*x^3+1704*a^2*b*p^2*r*x^3+1008*a^2*b*p*q^2*x^3+3408*a^2*b*p*q *r*x^3+2832*a^2*b*p*r^2*x^3+336*a^2*b*q^3*x^3+1704*a^2*b*q^2*r*x^3+2832*a^2*b*q *r^2*x^3+1536*a^2*b*r^3*x^3+1568*a^2*c^4*x^3+3784*a^2*c^3*g*x^3+2688*a^2*c^3*p* x^3+2688*a^2*c^3*q*x^3+4480*a^2*c^3*r*x^3+3024*a^2*c^2*g^2*x^3+5024*a^2*c^2*g*p *x^3+5024*a^2*c^2*g*q*x^3+8536*a^2*c^2*g*r*x^3+1680*a^2*c^2*p^2*x^3+3360*a^2*c^ 2*p*q*x^3+5584*a^2*c^2*p*r*x^3+1680*a^2*c^2*q^2*x^3+5584*a^2*c^2*q*r*x^3+4552*a ^2*c^2*r^2*x^3+970*a^2*c*g^3*x^3+2734*a^2*c*g^2*p*x^3+2734*a^2*c*g^2*q*x^3+4732 *a^2*c*g^2*r*x^3+2186*a^2*c*g*p^2*x^3+4372*a^2*c*g*p*q*x^3+7388*a^2*c*g*p*r*x^3 +2186*a^2*c*g*q^2*x^3+7388*a^2*c*g*q*r*x^3+6120*a^2*c*g*r^2*x^3+448*a^2*c*p^3*x ^3+1344*a^2*c*p^2*q*x^3+2224*a^2*c*p^2*r*x^3+1344*a^2*c*p*q^2*x^3+4448*a^2*c*p* q*r*x^3+3608*a^2*c*p*r^2*x^3+448*a^2*c*q^3*x^3+2224*a^2*c*q^2*r*x^3+3608*a^2*c* q*r^2*x^3+1904*a^2*c*r^3*x^3+104*a^2*g^4*x^3+447*a^2*g^3*p*x^3+447*a^2*g^3*q*x^ 3+792*a^2*g^3*r*x^3+611*a^2*g^2*p^2*x^3+1222*a^2*g^2*p*q*x^3+2102*a^2*g^2*p*r*x ^3+611*a^2*g^2*q^2*x^3+2102*a^2*g^2*q*r*x^3+1764*a^2*g^2*r^2*x^3+310*a^2*g*p^3* x^3+930*a^2*g*p^2*q*x^3+1560*a^2*g*p^2*r*x^3+930*a^2*g*p*q^2*x^3+3120*a^2*g*p*q *r*x^3+2562*a^2*g*p*r^2*x^3+310*a^2*g*q^3*x^3+1560*a^2*g*q^2*r*x^3+2562*a^2*g*q *r^2*x^3+1372*a^2*g*r^3*x^3+42*a^2*p^4*x^3+168*a^2*p^3*q*x^3+276*a^2*p^3*r*x^3+ 252*a^2*p^2*q^2*x^3+828*a^2*p^2*q*r*x^3+666*a^2*p^2*r^2*x^3+168*a^2*p*q^3*x^3+ 828*a^2*p*q^2*r*x^3+1332*a^2*p*q*r^2*x^3+696*a^2*p*r^3*x^3+42*a^2*q^4*x^3+276*a ^2*q^3*r*x^3+666*a^2*q^2*r^2*x^3+696*a^2*q*r^3*x^3+264*a^2*r^4*x^3+96*a*b^5*x^3 +880*a*b^4*c*x^3+400*a*b^4*g*x^3+400*a*b^4*p*x^3+400*a*b^4*q*x^3+720*a*b^4*r*x^ 3+2880*a*b^3*c^2*x^3+2944*a*b^3*c*g*x^3+2560*a*b^3*c*p*x^3+2560*a*b^3*c*q*x^3+ 4480*a*b^3*c*r*x^3+656*a*b^3*g^2*x^3+1344*a*b^3*g*p*x^3+1344*a*b^3*g*q*x^3+2400 *a*b^3*g*r*x^3+560*a*b^3*p^2*x^3+1120*a*b^3*p*q*x^3+1952*a*b^3*p*r*x^3+560*a*b^ 3*q^2*x^3+1952*a*b^3*q*r*x^3+1680*a*b^3*r^2*x^3+4368*a*b^2*c^3*x^3+7320*a*b^2*c ^2*g*x^3+5712*a*b^2*c^2*p*x^3+5712*a*b^2*c^2*q*x^3+9744*a*b^2*c^2*r*x^3+3624*a* b^2*c*g^2*x^3+6564*a*b^2*c*g*p*x^3+6564*a*b^2*c*g*q*x^3+11400*a*b^2*c*g*r*x^3+ 2436*a*b^2*c*p^2*x^3+4872*a*b^2*c*p*q*x^3+8280*a*b^2*c*p*r*x^3+2436*a*b^2*c*q^2 *x^3+8280*a*b^2*c*q*r*x^3+6924*a*b^2*c*r^2*x^3+528*a*b^2*g^3*x^3+1662*a*b^2*g^2 *p*x^3+1662*a*b^2*g^2*q*x^3+2952*a*b^2*g^2*r*x^3+1452*a*b^2*g*p^2*x^3+2904*a*b^ 2*g*p*q*x^3+5016*a*b^2*g*p*r*x^3+1452*a*b^2*g*q^2*x^3+5016*a*b^2*g*q*r*x^3+4248 *a*b^2*g*r^2*x^3+336*a*b^2*p^3*x^3+1008*a*b^2*p^2*q*x^3+1704*a*b^2*p^2*r*x^3+ 1008*a*b^2*p*q^2*x^3+3408*a*b^2*p*q*r*x^3+2832*a*b^2*p*r^2*x^3+336*a*b^2*q^3*x^ 3+1704*a*b^2*q^2*r*x^3+2832*a*b^2*q*r^2*x^3+1536*a*b^2*r^3*x^3+3136*a*b*c^4*x^3 +7568*a*b*c^3*g*x^3+5376*a*b*c^3*p*x^3+5376*a*b*c^3*q*x^3+8960*a*b*c^3*r*x^3+ 6048*a*b*c^2*g^2*x^3+10048*a*b*c^2*g*p*x^3+10048*a*b*c^2*g*q*x^3+17072*a*b*c^2* g*r*x^3+3360*a*b*c^2*p^2*x^3+6720*a*b*c^2*p*q*x^3+11168*a*b*c^2*p*r*x^3+3360*a* b*c^2*q^2*x^3+11168*a*b*c^2*q*r*x^3+9104*a*b*c^2*r^2*x^3+1940*a*b*c*g^3*x^3+ 5468*a*b*c*g^2*p*x^3+5468*a*b*c*g^2*q*x^3+9464*a*b*c*g^2*r*x^3+4372*a*b*c*g*p^2 *x^3+8744*a*b*c*g*p*q*x^3+14776*a*b*c*g*p*r*x^3+4372*a*b*c*g*q^2*x^3+14776*a*b* c*g*q*r*x^3+12240*a*b*c*g*r^2*x^3+896*a*b*c*p^3*x^3+2688*a*b*c*p^2*q*x^3+4448*a *b*c*p^2*r*x^3+2688*a*b*c*p*q^2*x^3+8896*a*b*c*p*q*r*x^3+7216*a*b*c*p*r^2*x^3+ 896*a*b*c*q^3*x^3+4448*a*b*c*q^2*r*x^3+7216*a*b*c*q*r^2*x^3+3808*a*b*c*r^3*x^3+ 208*a*b*g^4*x^3+894*a*b*g^3*p*x^3+894*a*b*g^3*q*x^3+1584*a*b*g^3*r*x^3+1222*a*b *g^2*p^2*x^3+2444*a*b*g^2*p*q*x^3+4204*a*b*g^2*p*r*x^3+1222*a*b*g^2*q^2*x^3+ 4204*a*b*g^2*q*r*x^3+3528*a*b*g^2*r^2*x^3+620*a*b*g*p^3*x^3+1860*a*b*g*p^2*q*x^ 3+3120*a*b*g*p^2*r*x^3+1860*a*b*g*p*q^2*x^3+6240*a*b*g*p*q*r*x^3+5124*a*b*g*p*r ^2*x^3+620*a*b*g*q^3*x^3+3120*a*b*g*q^2*r*x^3+5124*a*b*g*q*r^2*x^3+2744*a*b*g*r ^3*x^3+84*a*b*p^4*x^3+336*a*b*p^3*q*x^3+552*a*b*p^3*r*x^3+504*a*b*p^2*q^2*x^3+ 1656*a*b*p^2*q*r*x^3+1332*a*b*p^2*r^2*x^3+336*a*b*p*q^3*x^3+1656*a*b*p*q^2*r*x^ 3+2664*a*b*p*q*r^2*x^3+1392*a*b*p*r^3*x^3+84*a*b*q^4*x^3+552*a*b*q^3*r*x^3+1332 *a*b*q^2*r^2*x^3+1392*a*b*q*r^3*x^3+528*a*b*r^4*x^3+864*a*c^5*x^3+2800*a*c^4*g* x^3+1824*a*c^4*p*x^3+1824*a*c^4*q*x^3+2976*a*c^4*r*x^3+3160*a*c^3*g^2*x^3+4912* a*c^3*g*p*x^3+4912*a*c^3*g*q*x^3+8208*a*c^3*g*r*x^3+1488*a*c^3*p^2*x^3+2976*a*c ^3*p*q*x^3+4848*a*c^3*p*r*x^3+1488*a*c^3*q^2*x^3+4848*a*c^3*q*r*x^3+3864*a*c^3* r^2*x^3+1620*a*c^2*g^3*x^3+4248*a*c^2*g^2*p*x^3+4248*a*c^2*g^2*q*x^3+7224*a*c^2 *g^2*r*x^3+3168*a*c^2*g*p^2*x^3+6336*a*c^2*g*p*q*x^3+10536*a*c^2*g*p*r*x^3+3168 *a*c^2*g*q^2*x^3+10536*a*c^2*g*q*r*x^3+8592*a*c^2*g*r^2*x^3+576*a*c^2*p^3*x^3+ 1728*a*c^2*p^2*q*x^3+2808*a*c^2*p^2*r*x^3+1728*a*c^2*p*q^2*x^3+5616*a*c^2*p*q*r *x^3+4464*a*c^2*p*r^2*x^3+576*a*c^2*q^3*x^3+2808*a*c^2*q^2*r*x^3+4464*a*c^2*q*r ^2*x^3+2304*a*c^2*r^3*x^3+380*a*c*g^4*x^3+1476*a*c*g^3*p*x^3+1476*a*c*g^3*q*x^3 +2556*a*c*g^3*r*x^3+1878*a*c*g^2*p^2*x^3+3756*a*c*g^2*p*q*x^3+6348*a*c*g^2*p*r* x^3+1878*a*c*g^2*q^2*x^3+6348*a*c*g^2*q*r*x^3+5250*a*c*g^2*r^2*x^3+884*a*c*g*p^ 3*x^3+2652*a*c*g*p^2*q*x^3+4380*a*c*g*p^2*r*x^3+2652*a*c*g*p*q^2*x^3+8760*a*c*g *p*q*r*x^3+7086*a*c*g*p*r^2*x^3+884*a*c*g*q^3*x^3+4380*a*c*g*q^2*r*x^3+7086*a*c *g*q*r^2*x^3+3728*a*c*g*r^3*x^3+102*a*c*p^4*x^3+408*a*c*p^3*q*x^3+660*a*c*p^3*r *x^3+612*a*c*p^2*q^2*x^3+1980*a*c*p^2*q*r*x^3+1566*a*c*p^2*r^2*x^3+408*a*c*p*q^ 3*x^3+1980*a*c*p*q^2*r*x^3+3132*a*c*p*q*r^2*x^3+1608*a*c*p*r^3*x^3+102*a*c*q^4* x^3+660*a*c*q^3*r*x^3+1566*a*c*q^2*r^2*x^3+1608*a*c*q*r^3*x^3+600*a*c*r^4*x^3+ 32*a*g^5*x^3+176*a*g^4*p*x^3+176*a*g^4*q*x^3+312*a*g^4*r*x^3+333*a*g^3*p^2*x^3+ 666*a*g^3*p*q*x^3+1146*a*g^3*p*r*x^3+333*a*g^3*q^2*x^3+1146*a*g^3*q*r*x^3+960*a *g^3*r^2*x^3+272*a*g^2*p^3*x^3+816*a*g^2*p^2*q*x^3+1368*a*g^2*p^2*r*x^3+816*a*g ^2*p*q^2*x^3+2736*a*g^2*p*q*r*x^3+2241*a*g^2*p*r^2*x^3+272*a*g^2*q^3*x^3+1368*a *g^2*q^2*r*x^3+2241*a*g^2*q*r^2*x^3+1196*a*g^2*r^3*x^3+89*a*g*p^4*x^3+356*a*g*p ^3*q*x^3+582*a*g*p^3*r*x^3+534*a*g*p^2*q^2*x^3+1746*a*g*p^2*q*r*x^3+1395*a*g*p^ 2*r^2*x^3+356*a*g*p*q^3*x^3+1746*a*g*p*q^2*r*x^3+2790*a*g*p*q*r^2*x^3+1448*a*g* p*r^3*x^3+89*a*g*q^4*x^3+582*a*g*q^3*r*x^3+1395*a*g*q^2*r^2*x^3+1448*a*g*q*r^3* x^3+546*a*g*r^4*x^3+6*a*p^5*x^3+30*a*p^4*q*x^3+48*a*p^4*r*x^3+60*a*p^3*q^2*x^3+ 192*a*p^3*q*r*x^3+150*a*p^3*r^2*x^3+60*a*p^2*q^3*x^3+288*a*p^2*q^2*r*x^3+450*a* p^2*q*r^2*x^3+228*a*p^2*r^3*x^3+30*a*p*q^4*x^3+192*a*p*q^3*r*x^3+450*a*p*q^2*r^ 2*x^3+456*a*p*q*r^3*x^3+168*a*p*r^4*x^3+6*a*q^5*x^3+48*a*q^4*r*x^3+150*a*q^3*r^ 2*x^3+228*a*q^2*r^3*x^3+168*a*q*r^4*x^3+48*a*r^5*x^3+16*b^6*x^3+176*b^5*c*x^3+ 80*b^5*g*x^3+80*b^5*p*x^3+80*b^5*q*x^3+144*b^5*r*x^3+720*b^4*c^2*x^3+736*b^4*c* g*x^3+640*b^4*c*p*x^3+640*b^4*c*q*x^3+1120*b^4*c*r*x^3+164*b^4*g^2*x^3+336*b^4* g*p*x^3+336*b^4*g*q*x^3+600*b^4*g*r*x^3+140*b^4*p^2*x^3+280*b^4*p*q*x^3+488*b^4 *p*r*x^3+140*b^4*q^2*x^3+488*b^4*q*r*x^3+420*b^4*r^2*x^3+1456*b^3*c^3*x^3+2440* b^3*c^2*g*x^3+1904*b^3*c^2*p*x^3+1904*b^3*c^2*q*x^3+3248*b^3*c^2*r*x^3+1208*b^3 *c*g^2*x^3+2188*b^3*c*g*p*x^3+2188*b^3*c*g*q*x^3+3800*b^3*c*g*r*x^3+812*b^3*c*p ^2*x^3+1624*b^3*c*p*q*x^3+2760*b^3*c*p*r*x^3+812*b^3*c*q^2*x^3+2760*b^3*c*q*r*x ^3+2308*b^3*c*r^2*x^3+176*b^3*g^3*x^3+554*b^3*g^2*p*x^3+554*b^3*g^2*q*x^3+984*b ^3*g^2*r*x^3+484*b^3*g*p^2*x^3+968*b^3*g*p*q*x^3+1672*b^3*g*p*r*x^3+484*b^3*g*q ^2*x^3+1672*b^3*g*q*r*x^3+1416*b^3*g*r^2*x^3+112*b^3*p^3*x^3+336*b^3*p^2*q*x^3+ 568*b^3*p^2*r*x^3+336*b^3*p*q^2*x^3+1136*b^3*p*q*r*x^3+944*b^3*p*r^2*x^3+112*b^ 3*q^3*x^3+568*b^3*q^2*r*x^3+944*b^3*q*r^2*x^3+512*b^3*r^3*x^3+1568*b^2*c^4*x^3+ 3784*b^2*c^3*g*x^3+2688*b^2*c^3*p*x^3+2688*b^2*c^3*q*x^3+4480*b^2*c^3*r*x^3+ 3024*b^2*c^2*g^2*x^3+5024*b^2*c^2*g*p*x^3+5024*b^2*c^2*g*q*x^3+8536*b^2*c^2*g*r *x^3+1680*b^2*c^2*p^2*x^3+3360*b^2*c^2*p*q*x^3+5584*b^2*c^2*p*r*x^3+1680*b^2*c^ 2*q^2*x^3+5584*b^2*c^2*q*r*x^3+4552*b^2*c^2*r^2*x^3+970*b^2*c*g^3*x^3+2734*b^2* c*g^2*p*x^3+2734*b^2*c*g^2*q*x^3+4732*b^2*c*g^2*r*x^3+2186*b^2*c*g*p^2*x^3+4372 *b^2*c*g*p*q*x^3+7388*b^2*c*g*p*r*x^3+2186*b^2*c*g*q^2*x^3+7388*b^2*c*g*q*r*x^3 +6120*b^2*c*g*r^2*x^3+448*b^2*c*p^3*x^3+1344*b^2*c*p^2*q*x^3+2224*b^2*c*p^2*r*x ^3+1344*b^2*c*p*q^2*x^3+4448*b^2*c*p*q*r*x^3+3608*b^2*c*p*r^2*x^3+448*b^2*c*q^3 *x^3+2224*b^2*c*q^2*r*x^3+3608*b^2*c*q*r^2*x^3+1904*b^2*c*r^3*x^3+104*b^2*g^4*x ^3+447*b^2*g^3*p*x^3+447*b^2*g^3*q*x^3+792*b^2*g^3*r*x^3+611*b^2*g^2*p^2*x^3+ 1222*b^2*g^2*p*q*x^3+2102*b^2*g^2*p*r*x^3+611*b^2*g^2*q^2*x^3+2102*b^2*g^2*q*r* x^3+1764*b^2*g^2*r^2*x^3+310*b^2*g*p^3*x^3+930*b^2*g*p^2*q*x^3+1560*b^2*g*p^2*r *x^3+930*b^2*g*p*q^2*x^3+3120*b^2*g*p*q*r*x^3+2562*b^2*g*p*r^2*x^3+310*b^2*g*q^ 3*x^3+1560*b^2*g*q^2*r*x^3+2562*b^2*g*q*r^2*x^3+1372*b^2*g*r^3*x^3+42*b^2*p^4*x ^3+168*b^2*p^3*q*x^3+276*b^2*p^3*r*x^3+252*b^2*p^2*q^2*x^3+828*b^2*p^2*q*r*x^3+ 666*b^2*p^2*r^2*x^3+168*b^2*p*q^3*x^3+828*b^2*p*q^2*r*x^3+1332*b^2*p*q*r^2*x^3+ 696*b^2*p*r^3*x^3+42*b^2*q^4*x^3+276*b^2*q^3*r*x^3+666*b^2*q^2*r^2*x^3+696*b^2* q*r^3*x^3+264*b^2*r^4*x^3+864*b*c^5*x^3+2800*b*c^4*g*x^3+1824*b*c^4*p*x^3+1824* b*c^4*q*x^3+2976*b*c^4*r*x^3+3160*b*c^3*g^2*x^3+4912*b*c^3*g*p*x^3+4912*b*c^3*g *q*x^3+8208*b*c^3*g*r*x^3+1488*b*c^3*p^2*x^3+2976*b*c^3*p*q*x^3+4848*b*c^3*p*r* x^3+1488*b*c^3*q^2*x^3+4848*b*c^3*q*r*x^3+3864*b*c^3*r^2*x^3+1620*b*c^2*g^3*x^3 +4248*b*c^2*g^2*p*x^3+4248*b*c^2*g^2*q*x^3+7224*b*c^2*g^2*r*x^3+3168*b*c^2*g*p^ 2*x^3+6336*b*c^2*g*p*q*x^3+10536*b*c^2*g*p*r*x^3+3168*b*c^2*g*q^2*x^3+10536*b*c ^2*g*q*r*x^3+8592*b*c^2*g*r^2*x^3+576*b*c^2*p^3*x^3+1728*b*c^2*p^2*q*x^3+2808*b *c^2*p^2*r*x^3+1728*b*c^2*p*q^2*x^3+5616*b*c^2*p*q*r*x^3+4464*b*c^2*p*r^2*x^3+ 576*b*c^2*q^3*x^3+2808*b*c^2*q^2*r*x^3+4464*b*c^2*q*r^2*x^3+2304*b*c^2*r^3*x^3+ 380*b*c*g^4*x^3+1476*b*c*g^3*p*x^3+1476*b*c*g^3*q*x^3+2556*b*c*g^3*r*x^3+1878*b *c*g^2*p^2*x^3+3756*b*c*g^2*p*q*x^3+6348*b*c*g^2*p*r*x^3+1878*b*c*g^2*q^2*x^3+ 6348*b*c*g^2*q*r*x^3+5250*b*c*g^2*r^2*x^3+884*b*c*g*p^3*x^3+2652*b*c*g*p^2*q*x^ 3+4380*b*c*g*p^2*r*x^3+2652*b*c*g*p*q^2*x^3+8760*b*c*g*p*q*r*x^3+7086*b*c*g*p*r ^2*x^3+884*b*c*g*q^3*x^3+4380*b*c*g*q^2*r*x^3+7086*b*c*g*q*r^2*x^3+3728*b*c*g*r ^3*x^3+102*b*c*p^4*x^3+408*b*c*p^3*q*x^3+660*b*c*p^3*r*x^3+612*b*c*p^2*q^2*x^3+ 1980*b*c*p^2*q*r*x^3+1566*b*c*p^2*r^2*x^3+408*b*c*p*q^3*x^3+1980*b*c*p*q^2*r*x^ 3+3132*b*c*p*q*r^2*x^3+1608*b*c*p*r^3*x^3+102*b*c*q^4*x^3+660*b*c*q^3*r*x^3+ 1566*b*c*q^2*r^2*x^3+1608*b*c*q*r^3*x^3+600*b*c*r^4*x^3+32*b*g^5*x^3+176*b*g^4* p*x^3+176*b*g^4*q*x^3+312*b*g^4*r*x^3+333*b*g^3*p^2*x^3+666*b*g^3*p*q*x^3+1146* b*g^3*p*r*x^3+333*b*g^3*q^2*x^3+1146*b*g^3*q*r*x^3+960*b*g^3*r^2*x^3+272*b*g^2* p^3*x^3+816*b*g^2*p^2*q*x^3+1368*b*g^2*p^2*r*x^3+816*b*g^2*p*q^2*x^3+2736*b*g^2 *p*q*r*x^3+2241*b*g^2*p*r^2*x^3+272*b*g^2*q^3*x^3+1368*b*g^2*q^2*r*x^3+2241*b*g ^2*q*r^2*x^3+1196*b*g^2*r^3*x^3+89*b*g*p^4*x^3+356*b*g*p^3*q*x^3+582*b*g*p^3*r* x^3+534*b*g*p^2*q^2*x^3+1746*b*g*p^2*q*r*x^3+1395*b*g*p^2*r^2*x^3+356*b*g*p*q^3 *x^3+1746*b*g*p*q^2*r*x^3+2790*b*g*p*q*r^2*x^3+1448*b*g*p*r^3*x^3+89*b*g*q^4*x^ 3+582*b*g*q^3*r*x^3+1395*b*g*q^2*r^2*x^3+1448*b*g*q*r^3*x^3+546*b*g*r^4*x^3+6*b *p^5*x^3+30*b*p^4*q*x^3+48*b*p^4*r*x^3+60*b*p^3*q^2*x^3+192*b*p^3*q*r*x^3+150*b *p^3*r^2*x^3+60*b*p^2*q^3*x^3+288*b*p^2*q^2*r*x^3+450*b*p^2*q*r^2*x^3+228*b*p^2 *r^3*x^3+30*b*p*q^4*x^3+192*b*p*q^3*r*x^3+450*b*p*q^2*r^2*x^3+456*b*p*q*r^3*x^3 +168*b*p*r^4*x^3+6*b*q^5*x^3+48*b*q^4*r*x^3+150*b*q^3*r^2*x^3+228*b*q^2*r^3*x^3 +168*b*q*r^4*x^3+48*b*r^5*x^3+192*c^6*x^3+800*c^5*g*x^3+480*c^5*p*x^3+480*c^5*q *x^3+768*c^5*r*x^3+1184*c^4*g^2*x^3+1744*c^4*g*p*x^3+1744*c^4*g*q*x^3+2880*c^4* g*r*x^3+480*c^4*p^2*x^3+960*c^4*p*q*x^3+1536*c^4*p*r*x^3+480*c^4*q^2*x^3+1536*c ^4*q*r*x^3+1200*c^4*r^2*x^3+848*c^3*g^3*x^3+2112*c^3*g^2*p*x^3+2112*c^3*g^2*q*x ^3+3552*c^3*g^2*r*x^3+1488*c^3*g*p^2*x^3+2976*c^3*g*p*q*x^3+4896*c^3*g*p*r*x^3+ 1488*c^3*g*q^2*x^3+4896*c^3*g*q*r*x^3+3960*c^3*g*r^2*x^3+240*c^3*p^3*x^3+720*c^ 3*p^2*q*x^3+1152*c^3*p^2*r*x^3+720*c^3*p*q^2*x^3+2304*c^3*p*q*r*x^3+1800*c^3*p* r^2*x^3+240*c^3*q^3*x^3+1152*c^3*q^2*r*x^3+1800*c^3*q*r^2*x^3+912*c^3*r^3*x^3+ 316*c^2*g^4*x^3+1152*c^2*g^3*p*x^3+1152*c^2*g^3*q*x^3+1968*c^2*g^3*r*x^3+1392*c ^2*g^2*p^2*x^3+2784*c^2*g^2*p*q*x^3+4656*c^2*g^2*p*r*x^3+1392*c^2*g^2*q^2*x^3+ 4656*c^2*g^2*q*r*x^3+3828*c^2*g^2*r^2*x^3+616*c^2*g*p^3*x^3+1848*c^2*g*p^2*q*x^ 3+3024*c^2*g*p^2*r*x^3+1848*c^2*g*p*q^2*x^3+6048*c^2*g*p*q*r*x^3+4860*c^2*g*p*r ^2*x^3+616*c^2*g*q^3*x^3+3024*c^2*g*q^2*r*x^3+4860*c^2*g*q*r^2*x^3+2536*c^2*g*r ^3*x^3+60*c^2*p^4*x^3+240*c^2*p^3*q*x^3+384*c^2*p^3*r*x^3+360*c^2*p^2*q^2*x^3+ 1152*c^2*p^2*q*r*x^3+900*c^2*p^2*r^2*x^3+240*c^2*p*q^3*x^3+1152*c^2*p*q^2*r*x^3 +1800*c^2*p*q*r^2*x^3+912*c^2*p*r^3*x^3+60*c^2*q^4*x^3+384*c^2*q^3*r*x^3+900*c^ 2*q^2*r^2*x^3+912*c^2*q*r^3*x^3+336*c^2*r^4*x^3+58*c*g^5*x^3+290*c*g^4*p*x^3+ 290*c*g^4*q*x^3+504*c*g^4*r*x^3+516*c*g^3*p^2*x^3+1032*c*g^3*p*q*x^3+1752*c*g^3 *p*r*x^3+516*c*g^3*q^2*x^3+1752*c*g^3*q*r*x^3+1458*c*g^3*r^2*x^3+400*c*g^2*p^3* x^3+1200*c*g^2*p^2*q*x^3+1992*c*g^2*p^2*r*x^3+1200*c*g^2*p*q^2*x^3+3984*c*g^2*p *q*r*x^3+3246*c*g^2*p*r^2*x^3+400*c*g^2*q^3*x^3+1992*c*g^2*q^2*r*x^3+3246*c*g^2 *q*r^2*x^3+1720*c*g^2*r^3*x^3+122*c*g*p^4*x^3+488*c*g*p^3*q*x^3+792*c*g*p^3*r*x ^3+732*c*g*p^2*q^2*x^3+2376*c*g*p^2*q*r*x^3+1890*c*g*p^2*r^2*x^3+488*c*g*p*q^3* x^3+2376*c*g*p*q^2*r*x^3+3780*c*g*p*q*r^2*x^3+1952*c*g*p*r^3*x^3+122*c*g*q^4*x^ 3+792*c*g*q^3*r*x^3+1890*c*g*q^2*r^2*x^3+1952*c*g*q*r^3*x^3+732*c*g*r^4*x^3+6*c *p^5*x^3+30*c*p^4*q*x^3+48*c*p^4*r*x^3+60*c*p^3*q^2*x^3+192*c*p^3*q*r*x^3+150*c *p^3*r^2*x^3+60*c*p^2*q^3*x^3+288*c*p^2*q^2*r*x^3+450*c*p^2*q*r^2*x^3+228*c*p^2 *r^3*x^3+30*c*p*q^4*x^3+192*c*p*q^3*r*x^3+450*c*p*q^2*r^2*x^3+456*c*p*q*r^3*x^3 +168*c*p*r^4*x^3+6*c*q^5*x^3+48*c*q^4*r*x^3+150*c*q^3*r^2*x^3+228*c*q^2*r^3*x^3 +168*c*q*r^4*x^3+48*c*r^5*x^3+4*g^6*x^3+27*g^5*p*x^3+27*g^5*q*x^3+48*g^5*r*x^3+ 66*g^4*p^2*x^3+132*g^4*p*q*x^3+228*g^4*p*r*x^3+66*g^4*q^2*x^3+228*g^4*q*r*x^3+ 192*g^4*r^2*x^3+76*g^3*p^3*x^3+228*g^3*p^2*q*x^3+384*g^3*p^2*r*x^3+228*g^3*p*q^ 2*x^3+768*g^3*p*q*r*x^3+633*g^3*p*r^2*x^3+76*g^3*q^3*x^3+384*g^3*q^2*r*x^3+633* g^3*q*r^2*x^3+340*g^3*r^3*x^3+42*g^2*p^4*x^3+168*g^2*p^3*q*x^3+276*g^2*p^3*r*x^ 3+252*g^2*p^2*q^2*x^3+828*g^2*p^2*q*r*x^3+666*g^2*p^2*r^2*x^3+168*g^2*p*q^3*x^3 +828*g^2*p*q^2*r*x^3+1332*g^2*p*q*r^2*x^3+696*g^2*p*r^3*x^3+42*g^2*q^4*x^3+276* g^2*q^3*r*x^3+666*g^2*q^2*r^2*x^3+696*g^2*q*r^3*x^3+264*g^2*r^4*x^3+9*g*p^5*x^3 +45*g*p^4*q*x^3+72*g*p^4*r*x^3+90*g*p^3*q^2*x^3+288*g*p^3*q*r*x^3+225*g*p^3*r^2 *x^3+90*g*p^2*q^3*x^3+432*g*p^2*q^2*r*x^3+675*g*p^2*q*r^2*x^3+342*g*p^2*r^3*x^3 +45*g*p*q^4*x^3+288*g*p*q^3*r*x^3+675*g*p*q^2*r^2*x^3+684*g*p*q*r^3*x^3+252*g*p *r^4*x^3+9*g*q^5*x^3+72*g*q^4*r*x^3+225*g*q^3*r^2*x^3+342*g*q^2*r^3*x^3+252*g*q *r^4*x^3+72*g*r^5*x^3-48*a^6*x^2-240*a^5*b*x^2-448*a^5*c*x^2-208*a^5*g*x^2-240* a^5*p*x^2-176*a^5*q*x^2-368*a^5*r*x^2+80*a^5*x^3-480*a^4*b^2*x^2-1872*a^4*b*c*x ^2-864*a^4*b*g*x^2-1024*a^4*b*p*x^2-704*a^4*b*q*x^2-1536*a^4*b*r*x^2+400*a^4*b* x^3-1600*a^4*c^2*x^2-1632*a^4*c*g*x^2-1680*a^4*c*p*x^2-1200*a^4*c*q*x^2-2480*a^ 4*c*r*x^2+1056*a^4*c*x^3-372*a^4*g^2*x^2-896*a^4*g*p*x^2-632*a^4*g*q*x^2-1328*a ^4*g*r*x^2+332*a^4*g*x^3-420*a^4*p^2*x^2-632*a^4*p*q*x^2-1256*a^4*p*r*x^2+508*a ^4*p*x^3-212*a^4*q^2*x^2-904*a^4*q*r*x^2+508*a^4*q*x^3-908*a^4*r^2*x^2+1020*a^4 *r*x^3-480*a^3*b^3*x^2-3008*a^3*b^2*c*x^2-1376*a^3*b^2*g*x^2-1696*a^3*b^2*p*x^2 -1056*a^3*b^2*q*x^2-2464*a^3*b^2*r*x^2+800*a^3*b^2*x^3-5360*a^3*b*c^2*x^2-5472* a^3*b*c*g*x^2-5760*a^3*b*c*p*x^2-3840*a^3*b*c*q*x^2-8320*a^3*b*c*r*x^2+4224*a^3 *b*c*x^3-1236*a^3*b*g^2*x^2-3064*a^3*b*g*p*x^2-2008*a^3*b*g*q*x^2-4456*a^3*b*g* r*x^2+1328*a^3*b*g*x^3-1468*a^3*b*p^2*x^2-2104*a^3*b*p*q*x^2-4328*a^3*b*p*r*x^2 +2032*a^3*b*p*x^3-636*a^3*b*q^2*x^2-2920*a^3*b*q*r*x^2+2032*a^3*b*q*x^3-3076*a^ 3*b*r^2*x^2+4080*a^3*b*r*x^3-2880*a^3*c^3*x^2-4768*a^3*c^2*g*x^2-4464*a^3*c^2*p *x^2-3120*a^3*c^2*q*x^2-6384*a^3*c^2*r*x^2+4056*a^3*c^2*x^3-2368*a^3*c*g^2*x^2-\ 5156*a^3*c*g*p*x^2-3544*a^3*c*g*q*x^2-7396*a^3*c*g*r*x^2+3456*a^3*c*g*x^3-2184* a^3*c*p^2*x^2-3232*a^3*c*p*q*x^2-6336*a^3*c*p*r*x^2+3752*a^3*c*p*x^3-1048*a^3*c *q^2*x^2-4480*a^3*c*q*r*x^2+3752*a^3*c*q*x^3-4440*a^3*c*r^2*x^2+7100*a^3*c*r*x^ 3-352*a^3*g^3*x^2-1330*a^3*g^2*p*x^2-900*a^3*g^2*q*x^2-1922*a^3*g^2*r*x^2+538*a ^3*g^2*x^3-1324*a^3*g*p^2*x^2-1944*a^3*g*p*q*x^2-3864*a^3*g*p*r*x^2+1666*a^3*g* p*x^3-620*a^3*g*q^2*x^2-2696*a^3*g*q*r*x^2+1666*a^3*g*q*x^3-2728*a^3*g*r^2*x^2+ 3372*a^3*g*r*x^3-336*a^3*p^3*x^2-776*a^3*p^2*q*x^2-1472*a^3*p^2*r*x^2+862*a^3*p ^2*x^3-544*a^3*p*q^2*x^2-2192*a^3*p*q*r*x^2+1724*a^3*p*q*x^3-2080*a^3*p*r^2*x^2 +3220*a^3*p*r*x^3-104*a^3*q^3*x^2-720*a^3*q^2*r*x^2+862*a^3*q^2*x^3-1488*a^3*q* r^2*x^2+3220*a^3*q*r*x^3-944*a^3*r^3*x^2+2874*a^3*r^2*x^3-240*a^2*b^4*x^2-2272* a^2*b^3*c*x^2-1024*a^2*b^3*g*x^2-1344*a^2*b^3*p*x^2-704*a^2*b^3*q*x^2-1856*a^2* b^3*r*x^2+800*a^2*b^3*x^3-6480*a^2*b^2*c^2*x^2-6624*a^2*b^2*c*g*x^2-7200*a^2*b^ 2*c*p*x^2-4320*a^2*b^2*c*q*x^2-10080*a^2*b^2*c*r*x^2+6336*a^2*b^2*c*x^3-1476*a^ 2*b^2*g^2*x^2-3816*a^2*b^2*g*p*x^2-2232*a^2*b^2*g*q*x^2-5400*a^2*b^2*g*r*x^2+ 1992*a^2*b^2*g*x^3-1884*a^2*b^2*p^2*x^2-2520*a^2*b^2*p*q*x^2-5448*a^2*b^2*p*r*x ^2+3048*a^2*b^2*p*x^3-636*a^2*b^2*q^2*x^2-3336*a^2*b^2*q*r*x^2+3048*a^2*b^2*q*x ^3-3780*a^2*b^2*r^2*x^2+6120*a^2*b^2*r*x^3-7248*a^2*b*c^3*x^2-12088*a^2*b*c^2*g *x^2-11520*a^2*b*c^2*p*x^2-7488*a^2*b*c^2*q*x^2-16128*a^2*b*c^2*r*x^2+12168*a^2 *b*c^2*x^3-5992*a^2*b*c*g^2*x^2-13332*a^2*b*c*g*p*x^2-8496*a^2*b*c*g*q*x^2-\ 18796*a^2*b*c*g*r*x^2+10368*a^2*b*c*g*x^3-5756*a^2*b*c*p^2*x^2-8104*a^2*b*c*p*q *x^2-16472*a^2*b*c*p*r*x^2+11256*a^2*b*c*p*x^3-2348*a^2*b*c*q^2*x^2-10904*a^2*b *c*q*r*x^2+11256*a^2*b*c*q*x^3-11364*a^2*b*c*r^2*x^2+21300*a^2*b*c*r*x^3-880*a^ 2*b*g^3*x^2-3422*a^2*b*g^2*p*x^2-2132*a^2*b*g^2*q*x^2-4874*a^2*b*g^2*r*x^2+1614 *a^2*b*g^2*x^3-3480*a^2*b*g*p^2*x^2-4848*a^2*b*g*p*q*x^2-10048*a^2*b*g*p*r*x^2+ 4998*a^2*b*g*p*x^3-1368*a^2*b*g*q^2*x^2-6544*a^2*b*g*q*r*x^2+4998*a^2*b*g*q*x^3 -6976*a^2*b*g*r^2*x^2+10116*a^2*b*g*r*x^3-904*a^2*b*p^3*x^2-2016*a^2*b*p^2*q*x^ 2-3928*a^2*b*p^2*r*x^2+2586*a^2*b*p^2*x^3-1320*a^2*b*p*q^2*x^2-5600*a^2*b*p*q*r *x^2+5172*a^2*b*p*q*x^3-5504*a^2*b*p*r^2*x^2+9660*a^2*b*p*r*x^3-208*a^2*b*q^3*x ^2-1672*a^2*b*q^2*r*x^2+2586*a^2*b*q^2*x^3-3728*a^2*b*q*r^2*x^2+9660*a^2*b*q*r* x^3-2480*a^2*b*r^3*x^2+8622*a^2*b*r^2*x^3-2800*a^2*c^4*x^2-6664*a^2*c^3*g*x^2-\ 5712*a^2*c^3*p*x^2-3920*a^2*c^3*q*x^2-7952*a^2*c^3*r*x^2+6792*a^2*c^3*x^3-5308* a^2*c^2*g^2*x^2-10704*a^2*c^2*g*p*x^2-7192*a^2*c^2*g*q*x^2-14972*a^2*c^2*g*r*x^ 2+9984*a^2*c^2*g*x^3-4116*a^2*c^2*p^2*x^2-6008*a^2*c^2*p*q*x^2-11640*a^2*c^2*p* r*x^2+9200*a^2*c^2*p*x^3-1892*a^2*c^2*q^2*x^2-8120*a^2*c^2*q*r*x^2+9200*a^2*c^2 *q*x^3-7956*a^2*c^2*r^2*x^2+16752*a^2*c^2*r*x^3-1710*a^2*c*g^3*x^2-5882*a^2*c*g ^2*p*x^2-3884*a^2*c*g^2*q*x^2-8284*a^2*c*g^2*r*x^2+4142*a^2*c*g^2*x^3-5426*a^2* c*g*p^2*x^2-7836*a^2*c*g*p*q*x^2-15464*a^2*c*g*p*r*x^2+9298*a^2*c*g*p*x^3-2410* a^2*c*g*q^2*x^2-10594*a^2*c*g*q*r*x^2+9298*a^2*c*g*q*x^3-10656*a^2*c*g*r^2*x^2+ 17692*a^2*c*g*r*x^3-1232*a^2*c*p^3*x^2-2816*a^2*c*p^2*q*x^2-5272*a^2*c*p^2*r*x^ 2+4106*a^2*c*p^2*x^3-1936*a^2*c*p*q^2*x^2-7776*a^2*c*p*q*r*x^2+8212*a^2*c*p*q*x ^3-7280*a^2*c*p*r^2*x^2+14788*a^2*c*p*r*x^3-352*a^2*c*q^3*x^2-2504*a^2*c*q^2*r* x^2+4106*a^2*c*q^2*x^3-5176*a^2*c*q*r^2*x^2+14788*a^2*c*q*r*x^3-3240*a^2*c*r^3* x^2+12824*a^2*c*r^2*x^3-186*a^2*g^4*x^2-979*a^2*g^3*p*x^2-634*a^2*g^3*q*x^2-\ 1393*a^2*g^3*r*x^2+424*a^2*g^3*x^3-1545*a^2*g^2*p^2*x^2-2210*a^2*g^2*p*q*x^2-\ 4444*a^2*g^2*p*r*x^2+2001*a^2*g^2*p*x^3-665*a^2*g^2*q^2*x^2-3001*a^2*g^2*q*r*x^ 2+2001*a^2*g^2*q*x^3-3084*a^2*g^2*r^2*x^2+4080*a^2*g^2*r*x^3-870*a^2*g*p^3*x^2-\ 1980*a^2*g*p^2*q*x^2-3750*a^2*g*p^2*r*x^2+2153*a^2*g*p^2*x^3-1350*a^2*g*p*q^2*x ^2-5488*a^2*g*p*q*r*x^2+4306*a^2*g*p*q*x^3-5222*a^2*g*p*r^2*x^2+8096*a^2*g*p*r* x^3-240*a^2*g*q^3*x^2-1738*a^2*g*q^2*r*x^2+2153*a^2*g*q^2*x^3-3660*a^2*g*q*r^2* x^2+8096*a^2*g*q*r*x^3-2342*a^2*g*r^3*x^2+7188*a^2*g*r^2*x^3-126*a^2*p^4*x^2-\ 396*a^2*p^3*q*x^2-720*a^2*p^3*r*x^2+602*a^2*p^3*x^3-432*a^2*p^2*q^2*x^2-1656*a^ 2*p^2*q*r*x^2+1806*a^2*p^2*q*x^3-1494*a^2*p^2*r^2*x^2+3206*a^2*p^2*r*x^3-180*a^ 2*p*q^3*x^2-1152*a^2*p*q^2*r*x^2+1806*a^2*p*q^2*x^3-2232*a^2*p*q*r^2*x^2+6412*a ^2*p*q*r*x^3-1332*a^2*p*r^3*x^2+5500*a^2*p*r^2*x^3-18*a^2*q^4*x^2-216*a^2*q^3*r *x^2+602*a^2*q^3*x^3-738*a^2*q^2*r^2*x^2+3206*a^2*q^2*r*x^3-972*a^2*q*r^3*x^2+ 5500*a^2*q*r^2*x^3-432*a^2*r^4*x^2+3076*a^2*r^3*x^3-48*a*b^5*x^2-768*a*b^4*c*x^ 2-336*a*b^4*g*x^2-496*a*b^4*p*x^2-176*a*b^4*q*x^2-624*a*b^4*r*x^2+400*a*b^4*x^3 -3280*a*b^3*c^2*x^2-3360*a*b^3*c*g*x^2-3840*a*b^3*c*p*x^2-1920*a*b^3*c*q*x^2-\ 5120*a*b^3*c*r*x^2+4224*a*b^3*c*x^3-732*a*b^3*g^2*x^2-2024*a*b^3*g*p*x^2-968*a* b^3*g*q*x^2-2744*a*b^3*g*r*x^2+1328*a*b^3*g*x^3-1044*a*b^3*p^2*x^2-1256*a*b^3*p *q*x^2-2936*a*b^3*p*r*x^2+2032*a*b^3*p*x^3-212*a*b^3*q^2*x^2-1528*a*b^3*q*r*x^2 +2032*a*b^3*q*x^3-1964*a*b^3*r^2*x^2+4080*a*b^3*r*x^3-5856*a*b^2*c^3*x^2-9872*a *b^2*c^2*g*x^2-9648*a*b^2*c^2*p*x^2-5616*a*b^2*c^2*q*x^2-13104*a*b^2*c^2*r*x^2+ 12168*a*b^2*c^2*x^3-4880*a*b^2*c*g^2*x^2-11196*a*b^2*c*g*p*x^2-6360*a*b^2*c*g*q *x^2-15404*a*b^2*c*g*r*x^2+10368*a*b^2*c*g*x^3-4960*a*b^2*c*p^2*x^2-6512*a*b^2* c*p*q*x^2-13936*a*b^2*c*p*r*x^2+11256*a*b^2*c*p*x^3-1552*a*b^2*c*q^2*x^2-8368*a *b^2*c*q*r*x^2+11256*a*b^2*c*q*x^3-9408*a*b^2*c*r^2*x^2+21300*a*b^2*c*r*x^3-704 *a*b^2*g^3*x^2-2854*a*b^2*g^2*p*x^2-1564*a*b^2*g^2*q*x^2-3982*a*b^2*g^2*r*x^2+ 1614*a*b^2*g^2*x^3-2988*a*b^2*g*p^2*x^2-3864*a*b^2*g*p*q*x^2-8504*a*b^2*g*p*r*x ^2+4998*a*b^2*g*p*x^3-876*a*b^2*g*q^2*x^2-5000*a*b^2*g*q*r*x^2+4998*a*b^2*g*q*x ^3-5768*a*b^2*g*r^2*x^2+10116*a*b^2*g*r*x^3-800*a*b^2*p^3*x^2-1704*a*b^2*p^2*q* x^2-3440*a*b^2*p^2*r*x^2+2586*a*b^2*p^2*x^3-1008*a*b^2*p*q^2*x^2-4624*a*b^2*p*q *r*x^2+5172*a*b^2*p*q*x^3-4768*a*b^2*p*r^2*x^2+9660*a*b^2*p*r*x^3-104*a*b^2*q^3 *x^2-1184*a*b^2*q^2*r*x^2+2586*a*b^2*q^2*x^3-2992*a*b^2*q*r^2*x^2+9660*a*b^2*q* r*x^3-2128*a*b^2*r^3*x^2+8622*a*b^2*r^2*x^3-4704*a*b*c^4*x^2-11352*a*b*c^3*g*x^ 2-9856*a*b*c^3*p*x^2-6272*a*b*c^3*q*x^2-13440*a*b*c^3*r*x^2+13584*a*b*c^3*x^3-\ 9072*a*b*c^2*g^2*x^2-18584*a*b*c^2*g*p*x^2-11560*a*b*c^2*g*q*x^2-25608*a*b*c^2* g*r*x^2+19968*a*b*c^2*g*x^3-7264*a*b*c^2*p^2*x^2-10080*a*b*c^2*p*q*x^2-20272*a* b*c^2*p*r*x^2+18400*a*b*c^2*p*x^3-2816*a*b*c^2*q^2*x^2-13232*a*b*c^2*q*r*x^2+ 18400*a*b*c^2*q*x^3-13656*a*b*c^2*r^2*x^2+33504*a*b*c^2*r*x^3-2910*a*b*c*g^3*x^ 2-10200*a*b*c*g^2*p*x^2-6204*a*b*c*g^2*q*x^2-14196*a*b*c*g^2*r*x^2+8284*a*b*c*g ^2*x^3-9574*a*b*c*g*p^2*x^2-13116*a*b*c*g*p*q*x^2-27034*a*b*c*g*p*r*x^2+18596*a *b*c*g*p*x^3-3542*a*b*c*g*q^2*x^2-17294*a*b*c*g*q*r*x^2+18596*a*b*c*g*q*x^3-\ 18360*a*b*c*g*r^2*x^2+35384*a*b*c*g*r*x^3-2224*a*b*c*p^3*x^2-4912*a*b*c*p^2*q*x ^2-9440*a*b*c*p^2*r*x^2+8212*a*b*c*p^2*x^3-3152*a*b*c*p*q^2*x^2-13344*a*b*c*p*q *r*x^2+16424*a*b*c*p*q*x^3-12928*a*b*c*p*r^2*x^2+29576*a*b*c*p*r*x^3-464*a*b*c* q^3*x^2-3904*a*b*c*q^2*r*x^2+8212*a*b*c*q^2*x^3-8720*a*b*c*q*r^2*x^2+29576*a*b* c*q*r*x^3-5712*a*b*c*r^3*x^2+25648*a*b*c*r^2*x^3-312*a*b*g^4*x^2-1686*a*b*g^3*p *x^2-996*a*b*g^3*q*x^2-2376*a*b*g^3*r*x^2+848*a*b*g^3*x^3-2713*a*b*g^2*p^2*x^2-\ 3666*a*b*g^2*p*q*x^2-7749*a*b*g^2*p*r*x^2+4002*a*b*g^2*p*x^3-953*a*b*g^2*q^2*x^ 2-4863*a*b*g^2*q*r*x^2+4002*a*b*g^2*q*x^3-5292*a*b*g^2*r^2*x^2+8160*a*b*g^2*r*x ^3-1560*a*b*g*p^3*x^2-3420*a*b*g*p^2*q*x^2-6692*a*b*g*p^2*r*x^2+4306*a*b*g*p^2* x^3-2160*a*b*g*p*q^2*x^2-9360*a*b*g*p*q*r*x^2+8612*a*b*g*p*q*x^3-9248*a*b*g*p*r ^2*x^2+16192*a*b*g*p*r*x^3-300*a*b*g*q^3*x^2-2668*a*b*g*q^2*r*x^2+4306*a*b*g*q^ 2*x^3-6124*a*b*g*q*r^2*x^2+16192*a*b*g*q*r*x^3-4116*a*b*g*r^3*x^2+14376*a*b*g*r ^2*x^3-234*a*b*p^4*x^2-720*a*b*p^3*q*x^2-1332*a*b*p^3*r*x^2+1204*a*b*p^3*x^3-\ 756*a*b*p^2*q^2*x^2-2988*a*b*p^2*q*r*x^2+3612*a*b*p^2*q*x^3-2754*a*b*p^2*r^2*x^ 2+6412*a*b*p^2*r*x^3-288*a*b*p*q^3*x^2-1980*a*b*p*q^2*r*x^2+3612*a*b*p*q^2*x^3-\ 3996*a*b*p*q*r^2*x^2+12824*a*b*p*q*r*x^3-2448*a*b*p*r^3*x^2+11000*a*b*p*r^2*x^3 -18*a*b*q^4*x^2-324*a*b*q^3*r*x^2+1204*a*b*q^3*x^3-1242*a*b*q^2*r^2*x^2+6412*a* b*q^2*r*x^3-1728*a*b*q*r^3*x^2+11000*a*b*q*r^2*x^3-792*a*b*r^4*x^2+6152*a*b*r^3 *x^3-1408*a*c^5*x^2-4520*a*c^4*g*x^2-3552*a*c^4*p*x^2-2400*a*c^4*q*x^2-4832*a*c ^4*r*x^2+5248*a*c^4*x^3-5084*a*c^3*g^2*x^2-9624*a*c^3*g*p*x^2-6328*a*c^3*g*q*x^ 2-13220*a*c^3*g*r*x^2+11256*a*c^3*g*x^3-3360*a*c^3*p^2*x^2-4848*a*c^3*p*q*x^2-\ 9296*a*c^3*p*r*x^2+9312*a*c^3*p*x^3-1488*a*c^3*q^2*x^2-6416*a*c^3*q*r*x^2+9312* a*c^3*q*x^3-6224*a*c^3*r^2*x^2+16472*a*c^3*r*x^3-2606*a*c^2*g^3*x^2-8384*a*c^2* g^2*p*x^2-5408*a*c^2*g^2*q*x^2-11608*a*c^2*g^2*r*x^2+7968*a*c^2*g^2*x^3-7262*a* c^2*g*p^2*x^2-10324*a*c^2*g*p*q*x^2-20354*a*c^2*g*p*r*x^2+15424*a*c^2*g*p*x^3-\ 3062*a*c^2*g*q^2*x^2-13706*a*c^2*g*q*r*x^2+15424*a*c^2*g*q*x^3-13800*a*c^2*g*r^ 2*x^2+28280*a*c^2*g*r*x^3-1472*a*c^2*p^3*x^2-3336*a*c^2*p^2*q*x^2-6176*a*c^2*p^ 2*r*x^2+6096*a*c^2*p^2*x^3-2256*a*c^2*p*q^2*x^2-9040*a*c^2*p*q*r*x^2+12192*a*c^ 2*p*q*x^3-8368*a*c^2*p*r^2*x^2+21344*a*c^2*p*r*x^3-392*a*c^2*q^3*x^2-2864*a*c^2 *q^2*r*x^2+6096*a*c^2*q^2*x^3-5920*a*c^2*q*r^2*x^2+21344*a*c^2*q*r*x^3-3664*a*c ^2*r^3*x^2+18056*a*c^2*r^2*x^3-613*a*c*g^4*x^2-2942*a*c*g^3*p*x^2-1862*a*c*g^3* q*x^2-4109*a*c*g^3*r*x^2+2150*a*c*g^3*x^3-4365*a*c*g^2*p^2*x^2-6138*a*c*g^2*p*q *x^2-12357*a*c*g^2*p*r*x^2+7466*a*c*g^2*p*x^3-1773*a*c*g^2*q^2*x^2-8183*a*c*g^2 *q*r*x^2+7466*a*c*g^2*q*x^3-8440*a*c*g^2*r^2*x^2+14294*a*c*g^2*r*x^3-2304*a*c*g *p^3*x^2-5184*a*c*g*p^2*q*x^2-9784*a*c*g*p^2*r*x^2+6982*a*c*g*p^2*x^3-3456*a*c* g*p*q^2*x^2-14152*a*c*g*p*q*r*x^2+13964*a*c*g*p*q*x^3-13422*a*c*g*p*r^2*x^2+ 25354*a*c*g*p*r*x^3-576*a*c*g*q^3*x^2-4368*a*c*g*q^2*r*x^2+6982*a*c*g*q^2*x^3-\ 9320*a*c*g*q*r^2*x^2+25354*a*c*g*q*r*x^3-5942*a*c*g*r^3*x^2+22032*a*c*g*r^2*x^3 -288*a*c*p^4*x^2-900*a*c*p^3*q*x^2-1620*a*c*p^3*r*x^2+1736*a*c*p^3*x^3-972*a*c* p^2*q^2*x^2-3708*a*c*p^2*q*r*x^2+5208*a*c*p^2*q*x^3-3312*a*c*p^2*r^2*x^2+8990*a *c*p^2*r*x^3-396*a*c*p*q^3*x^2-2556*a*c*p*q^2*r*x^2+5208*a*c*p*q^2*x^3-4932*a*c *p*q*r^2*x^2+17980*a*c*p*q*r*x^3-2916*a*c*p*r^3*x^2+15028*a*c*p*r^2*x^3-36*a*c* q^4*x^2-468*a*c*q^3*r*x^2+1736*a*c*q^3*x^3-1620*a*c*q^2*r^2*x^2+8990*a*c*q^2*r* x^3-2124*a*c*q*r^3*x^2+15028*a*c*q*r^2*x^3-936*a*c*r^4*x^2+8152*a*c*r^3*x^3-52* a*g^5*x^2-356*a*g^4*p*x^2-220*a*g^4*q*x^2-503*a*g^4*r*x^2+162*a*g^4*x^3-787*a*g ^3*p^2*x^2-1094*a*g^3*p*q*x^2-2252*a*g^3*p*r*x^2+1041*a*g^3*p*x^3-307*a*g^3*q^2 *x^2-1467*a*g^3*q*r*x^2+1041*a*g^3*q*x^3-1548*a*g^3*r^2*x^2+2136*a*g^3*r*x^3-\ 722*a*g^2*p^3*x^2-1614*a*g^2*p^2*q*x^2-3098*a*g^2*p^2*r*x^2+1741*a*g^2*p^2*x^3-\ 1062*a*g^2*p*q^2*x^2-4440*a*g^2*p*q*r*x^2+3482*a*g^2*p*q*x^3-4289*a*g^2*p*r^2*x ^2+6595*a*g^2*p*r*x^3-170*a*g^2*q^3*x^2-1342*a*g^2*q^2*r*x^2+1741*a*g^2*q^2*x^3 -2932*a*g^2*q*r^2*x^2+6595*a*g^2*q*r*x^3-1913*a*g^2*r^3*x^2+5856*a*g^2*r^2*x^3-\ 257*a*g*p^4*x^2-802*a*g*p^3*q*x^2-1456*a*g*p^3*r*x^2+1042*a*g*p^3*x^3-864*a*g*p ^2*q^2*x^2-3322*a*g*p^2*q*r*x^2+3126*a*g*p^2*q*x^3-2999*a*g*p^2*r^2*x^2+5607*a* g*p^2*r*x^3-350*a*g*p*q^3*x^2-2276*a*g*p*q^2*r*x^2+3126*a*g*p*q^2*x^3-4440*a*g* p*q*r^2*x^2+11214*a*g*p*q*r*x^3-2658*a*g*p*r^3*x^2+9642*a*g*p*r^2*x^3-31*a*g*q^ 4*x^2-410*a*g*q^3*r*x^2+1042*a*g*q^3*x^3-1441*a*g*q^2*r^2*x^2+5607*a*g*q^2*r*x^ 3-1920*a*g*q*r^3*x^2+9642*a*g*q*r^2*x^3-858*a*g*r^4*x^2+5392*a*g*r^3*x^3-18*a*p ^5*x^2-72*a*p^4*q*x^2-126*a*p^4*r*x^2+180*a*p^4*x^3-108*a*p^3*q^2*x^2-396*a*p^3 *q*r*x^2+720*a*p^3*q*x^3-342*a*p^3*r^2*x^2+1218*a*p^3*r*x^3-72*a*p^2*q^3*x^2-\ 432*a*p^2*q^2*r*x^2+1080*a*p^2*q^2*x^3-792*a*p^2*q*r^2*x^2+3654*a*p^2*q*r*x^3-\ 450*a*p^2*r^3*x^2+3000*a*p^2*r^2*x^3-18*a*p*q^4*x^2-180*a*p*q^3*r*x^2+720*a*p*q ^3*x^3-558*a*p*q^2*r^2*x^2+3654*a*p*q^2*r*x^3-684*a*p*q*r^3*x^2+6000*a*p*q*r^2* x^3-288*a*p*r^4*x^2+3192*a*p*r^3*x^3-18*a*q^4*r*x^2+180*a*q^4*x^3-108*a*q^3*r^2 *x^2+1218*a*q^3*r*x^3-234*a*q^2*r^3*x^2+3000*a*q^2*r^2*x^3-216*a*q*r^4*x^2+3192 *a*q*r^3*x^3-72*a*r^5*x^2+1230*a*r^4*x^3-80*b^5*c*x^2-32*b^5*g*x^2-64*b^5*p*x^2 -64*b^5*r*x^2+80*b^5*x^3-560*b^4*c^2*x^2-576*b^4*c*g*x^2-720*b^4*c*p*x^2-240*b^ 4*c*q*x^2-880*b^4*c*r*x^2+1056*b^4*c*x^3-120*b^4*g^2*x^2-376*b^4*g*p*x^2-112*b^ 4*g*q*x^2-472*b^4*g*r*x^2+332*b^4*g*x^3-208*b^4*p^2*x^2-208*b^4*p*q*x^2-560*b^4 *p*r*x^2+508*b^4*p*x^3-208*b^4*q*r*x^2+508*b^4*q*x^3-352*b^4*r^2*x^2+1020*b^4*r *x^3-1488*b^3*c^3*x^2-2552*b^3*c^2*g*x^2-2592*b^3*c^2*p*x^2-1248*b^3*c^2*q*x^2-\ 3360*b^3*c^2*r*x^2+4056*b^3*c^2*x^3-1256*b^3*c*g^2*x^2-3020*b^3*c*g*p*x^2-1408* b^3*c*g*q*x^2-4004*b^3*c*g*r*x^2+3456*b^3*c*g*x^3-1388*b^3*c*p^2*x^2-1640*b^3*c *p*q*x^2-3800*b^3*c*p*r*x^2+3752*b^3*c*p*x^3-252*b^3*c*q^2*x^2-1944*b^3*c*q*r*x ^2+3752*b^3*c*q*x^3-2484*b^3*c*r^2*x^2+7100*b^3*c*r*x^3-176*b^3*g^3*x^2-762*b^3 *g^2*p*x^2-332*b^3*g^2*q*x^2-1030*b^3*g^2*r*x^2+538*b^3*g^2*x^3-832*b^3*g*p^2*x ^2-960*b^3*g*p*q*x^2-2320*b^3*g*p*r*x^2+1666*b^3*g*p*x^3-128*b^3*g*q^2*x^2-1152 *b^3*g*q*r*x^2+1666*b^3*g*q*x^3-1520*b^3*g*r^2*x^2+3372*b^3*g*r*x^3-232*b^3*p^3 *x^2-464*b^3*p^2*q*x^2-984*b^3*p^2*r*x^2+862*b^3*p^2*x^3-232*b^3*p*q^2*x^2-1216 *b^3*p*q*r*x^2+1724*b^3*p*q*x^3-1344*b^3*p*r^2*x^2+3220*b^3*p*r*x^3-232*b^3*q^2 *r*x^2+862*b^3*q^2*x^3-752*b^3*q*r^2*x^2+3220*b^3*q*r*x^3-592*b^3*r^3*x^2+2874* b^3*r^2*x^3-1904*b^2*c^4*x^2-4688*b^2*c^3*g*x^2-4144*b^2*c^3*p*x^2-2352*b^2*c^3 *q*x^2-5488*b^2*c^3*r*x^2+6792*b^2*c^3*x^3-3764*b^2*c^2*g^2*x^2-7880*b^2*c^2*g* p*x^2-4368*b^2*c^2*g*q*x^2-10636*b^2*c^2*g*r*x^2+9984*b^2*c^2*g*x^3-3148*b^2*c^ 2*p^2*x^2-4072*b^2*c^2*p*q*x^2-8632*b^2*c^2*p*r*x^2+9200*b^2*c^2*p*x^3-924*b^2* c^2*q^2*x^2-5112*b^2*c^2*q*r*x^2+9200*b^2*c^2*q*x^3-5700*b^2*c^2*r^2*x^2+16752* b^2*c^2*r*x^3-1200*b^2*c*g^3*x^2-4318*b^2*c*g^2*p*x^2-2320*b^2*c*g^2*q*x^2-5912 *b^2*c*g^2*r*x^2+4142*b^2*c*g^2*x^3-4148*b^2*c*g*p^2*x^2-5280*b^2*c*g*p*q*x^2-\ 11570*b^2*c*g*p*r*x^2+9298*b^2*c*g*p*x^3-1132*b^2*c*g*q^2*x^2-6700*b^2*c*g*q*r* x^2+9298*b^2*c*g*q*x^3-7704*b^2*c*g*r^2*x^2+17692*b^2*c*g*r*x^3-992*b^2*c*p^3*x ^2-2096*b^2*c*p^2*q*x^2-4168*b^2*c*p^2*r*x^2+4106*b^2*c*p^2*x^3-1216*b^2*c*p*q^ 2*x^2-5568*b^2*c*p*q*r*x^2+8212*b^2*c*p*q*x^3-5648*b^2*c*p*r^2*x^2+14788*b^2*c* p*r*x^3-112*b^2*c*q^3*x^2-1400*b^2*c*q^2*r*x^2+4106*b^2*c*q^2*x^3-3544*b^2*c*q* r^2*x^2+14788*b^2*c*q*r*x^3-2472*b^2*c*r^3*x^2+12824*b^2*c*r^2*x^3-126*b^2*g^4* x^2-707*b^2*g^3*p*x^2-362*b^2*g^3*q*x^2-983*b^2*g^3*r*x^2+424*b^2*g^3*x^3-1168* b^2*g^2*p^2*x^2-1456*b^2*g^2*p*q*x^2-3305*b^2*g^2*p*r*x^2+2001*b^2*g^2*p*x^3-\ 288*b^2*g^2*q^2*x^2-1862*b^2*g^2*q*r*x^2+2001*b^2*g^2*q*x^3-2208*b^2*g^2*r^2*x^ 2+4080*b^2*g^2*r*x^3-690*b^2*g*p^3*x^2-1440*b^2*g*p^2*q*x^2-2942*b^2*g*p^2*r*x^ 2+2153*b^2*g*p^2*x^3-810*b^2*g*p*q^2*x^2-3872*b^2*g*p*q*r*x^2+4306*b^2*g*p*q*x^ 3-4026*b^2*g*p*r^2*x^2+8096*b^2*g*p*r*x^3-60*b^2*g*q^3*x^2-930*b^2*g*q^2*r*x^2+ 2153*b^2*g*q^2*x^3-2464*b^2*g*q*r^2*x^2+8096*b^2*g*q*r*x^3-1774*b^2*g*r^3*x^2+ 7188*b^2*g*r^2*x^3-108*b^2*p^4*x^2-324*b^2*p^3*q*x^2-612*b^2*p^3*r*x^2+602*b^2* p^3*x^3-324*b^2*p^2*q^2*x^2-1332*b^2*p^2*q*r*x^2+1806*b^2*p^2*q*x^3-1260*b^2*p^ 2*r^2*x^2+3206*b^2*p^2*r*x^3-108*b^2*p*q^3*x^2-828*b^2*p*q^2*r*x^2+1806*b^2*p*q ^2*x^3-1764*b^2*p*q*r^2*x^2+6412*b^2*p*q*r*x^3-1116*b^2*p*r^3*x^2+5500*b^2*p*r^ 2*x^3-108*b^2*q^3*r*x^2+602*b^2*q^3*x^3-504*b^2*q^2*r^2*x^2+3206*b^2*q^2*r*x^3-\ 756*b^2*q*r^3*x^2+5500*b^2*q*r^2*x^3-360*b^2*r^4*x^2+3076*b^2*r^3*x^3-1184*b*c^ 5*x^2-3880*b*c^4*g*x^2-3072*b*c^4*p*x^2-1920*b*c^4*q*x^2-4096*b*c^4*r*x^2+5248* b*c^4*x^3-4396*b*c^3*g^2*x^2-8408*b*c^3*g*p*x^2-5112*b*c^3*g*q*x^2-11404*b*c^3* g*r*x^2+11256*b*c^3*g*x^3-2976*b*c^3*p^2*x^2-4080*b*c^3*p*q*x^2-8128*b*c^3*p*r* x^2+9312*b*c^3*p*x^3-1104*b*c^3*q^2*x^2-5248*b*c^3*q*r*x^2+9312*b*c^3*q*x^3-\ 5368*b*c^3*r^2*x^2+16472*b*c^3*r*x^3-2254*b*c^2*g^3*x^2-7336*b*c^2*g^2*p*x^2-\ 4360*b*c^2*g^2*q*x^2-10064*b*c^2*g^2*r*x^2+7968*b*c^2*g^2*x^3-6442*b*c^2*g*p^2* x^2-8684*b*c^2*g*p*q*x^2-17902*b*c^2*g*p*r*x^2+15424*b*c^2*g*p*x^3-2242*b*c^2*g *q^2*x^2-11254*b*c^2*g*q*r*x^2+15424*b*c^2*g*q*x^3-11976*b*c^2*g*r^2*x^2+28280* b*c^2*g*r*x^3-1336*b*c^2*p^3*x^2-2928*b*c^2*p^2*q*x^2-5560*b*c^2*p^2*r*x^2+6096 *b*c^2*p^2*x^3-1848*b*c^2*p*q^2*x^2-7808*b*c^2*p*q*r*x^2+12192*b*c^2*p*q*x^3-\ 7472*b*c^2*p*r^2*x^2+21344*b*c^2*p*r*x^3-256*b*c^2*q^3*x^2-2248*b*c^2*q^2*r*x^2 +6096*b*c^2*q^2*x^3-5024*b*c^2*q*r^2*x^2+21344*b*c^2*q*r*x^3-3248*b*c^2*r^3*x^2 +18056*b*c^2*r^2*x^3-527*b*c*g^4*x^2-2566*b*c*g^3*p*x^2-1486*b*c*g^3*q*x^2-3559 *b*c*g^3*r*x^2+2150*b*c*g^3*x^3-3861*b*c*g^2*p^2*x^2-5130*b*c*g^2*p*q*x^2-10861 *b*c*g^2*p*r*x^2+7466*b*c*g^2*p*x^3-1269*b*c*g^2*q^2*x^2-6687*b*c*g^2*q*r*x^2+ 7466*b*c*g^2*q*x^3-7310*b*c*g^2*r^2*x^2+14294*b*c*g^2*r*x^3-2076*b*c*g*p^3*x^2-\ 4500*b*c*g*p^2*q*x^2-8772*b*c*g*p^2*r*x^2+6982*b*c*g*p^2*x^3-2772*b*c*g*p*q^2*x ^2-12128*b*c*g*p*q*r*x^2+13964*b*c*g*p*q*x^3-11938*b*c*g*p*r^2*x^2+25354*b*c*g* p*r*x^3-348*b*c*g*q^3*x^2-3356*b*c*g*q^2*r*x^2+6982*b*c*g*q^2*x^3-7836*b*c*g*q* r^2*x^2+25354*b*c*g*q*r*x^3-5242*b*c*g*r^3*x^2+22032*b*c*g*r^2*x^3-270*b*c*p^4* x^2-828*b*c*p^3*q*x^2-1512*b*c*p^3*r*x^2+1736*b*c*p^3*x^3-864*b*c*p^2*q^2*x^2-\ 3384*b*c*p^2*q*r*x^2+5208*b*c*p^2*q*x^3-3078*b*c*p^2*r^2*x^2+8990*b*c*p^2*r*x^3 -324*b*c*p*q^3*x^2-2232*b*c*p*q^2*r*x^2+5208*b*c*p*q^2*x^3-4464*b*c*p*q*r^2*x^2 +17980*b*c*p*q*r*x^3-2700*b*c*p*r^3*x^2+15028*b*c*p*r^2*x^3-18*b*c*q^4*x^2-360* b*c*q^3*r*x^2+1736*b*c*q^3*x^3-1386*b*c*q^2*r^2*x^2+8990*b*c*q^2*r*x^3-1908*b*c *q*r^3*x^2+15028*b*c*q*r^2*x^3-864*b*c*r^4*x^2+8152*b*c*r^3*x^3-44*b*g^5*x^2-\ 308*b*g^4*p*x^2-172*b*g^4*q*x^2-433*b*g^4*r*x^2+162*b*g^4*x^3-692*b*g^3*p^2*x^2 -904*b*g^3*p*q*x^2-1971*b*g^3*p*r*x^2+1041*b*g^3*p*x^3-212*b*g^3*q^2*x^2-1186*b *g^3*q*r*x^2+1041*b*g^3*q*x^3-1332*b*g^3*r^2*x^2+2136*b*g^3*r*x^3-646*b*g^2*p^3 *x^2-1386*b*g^2*p^2*q*x^2-2762*b*g^2*p^2*r*x^2+1741*b*g^2*p^2*x^3-834*b*g^2*p*q ^2*x^2-3768*b*g^2*p*q*r*x^2+3482*b*g^2*p*q*x^3-3791*b*g^2*p*r^2*x^2+6595*b*g^2* p*r*x^3-94*b*g^2*q^3*x^2-1006*b*g^2*q^2*r*x^2+1741*b*g^2*q^2*x^3-2434*b*g^2*q*r ^2*x^2+6595*b*g^2*q*r*x^3-1675*b*g^2*r^3*x^2+5856*b*g^2*r^2*x^3-236*b*g*p^4*x^2 -718*b*g*p^3*q*x^2-1336*b*g*p^3*r*x^2+1042*b*g*p^3*x^3-738*b*g*p^2*q^2*x^2-2962 *b*g*p^2*q*r*x^2+3126*b*g*p^2*q*x^3-2744*b*g*p^2*r^2*x^2+5607*b*g*p^2*r*x^3-266 *b*g*p*q^3*x^2-1916*b*g*p*q^2*r*x^2+3126*b*g*p*q^2*x^3-3930*b*g*p*q*r^2*x^2+ 11214*b*g*p*q*r*x^3-2424*b*g*p*r^3*x^2+9642*b*g*p*r^2*x^3-10*b*g*q^4*x^2-290*b* g*q^3*r*x^2+1042*b*g*q^3*x^3-1186*b*g*q^2*r^2*x^2+5607*b*g*q^2*r*x^3-1686*b*g*q *r^3*x^2+9642*b*g*q*r^2*x^3-780*b*g*r^4*x^2+5392*b*g*r^3*x^3-18*b*p^5*x^2-72*b* p^4*q*x^2-126*b*p^4*r*x^2+180*b*p^4*x^3-108*b*p^3*q^2*x^2-396*b*p^3*q*r*x^2+720 *b*p^3*q*x^3-342*b*p^3*r^2*x^2+1218*b*p^3*r*x^3-72*b*p^2*q^3*x^2-432*b*p^2*q^2* r*x^2+1080*b*p^2*q^2*x^3-792*b*p^2*q*r^2*x^2+3654*b*p^2*q*r*x^3-450*b*p^2*r^3*x ^2+3000*b*p^2*r^2*x^3-18*b*p*q^4*x^2-180*b*p*q^3*r*x^2+720*b*p*q^3*x^3-558*b*p* q^2*r^2*x^2+3654*b*p*q^2*r*x^3-684*b*p*q*r^3*x^2+6000*b*p*q*r^2*x^3-288*b*p*r^4 *x^2+3192*b*p*r^3*x^3-18*b*q^4*r*x^2+180*b*q^4*x^3-108*b*q^3*r^2*x^2+1218*b*q^3 *r*x^3-234*b*q^2*r^3*x^2+3000*b*q^2*r^2*x^3-216*b*q*r^4*x^2+3192*b*q*r^3*x^3-72 *b*r^5*x^2+1230*b*r^4*x^3-288*c^6*x^2-1200*c^5*g*x^2-864*c^5*p*x^2-576*c^5*q*x^ 2-1152*c^5*r*x^2+1536*c^5*x^3-1776*c^4*g^2*x^2-3184*c^4*g*p*x^2-2048*c^4*g*q*x^ 2-4320*c^4*g*r*x^2+4416*c^4*g*x^3-1008*c^4*p^2*x^2-1440*c^4*p*q*x^2-2736*c^4*p* r*x^2+3360*c^4*p*x^3-432*c^4*q^2*x^2-1872*c^4*q*r*x^2+3360*c^4*q*x^3-1800*c^4*r ^2*x^2+5808*c^4*r*x^3-1272*c^3*g^3*x^2-3888*c^3*g^2*p*x^2-2448*c^3*g^2*q*x^2-\ 5328*c^3*g^2*r*x^2+4512*c^3*g^2*x^3-3192*c^3*g*p^2*x^2-4464*c^3*g*p*q*x^2-8848* c^3*g*p*r*x^2+7968*c^3*g*p*x^3-1272*c^3*g*q^2*x^2-5840*c^3*g*q*r*x^2+7968*c^3*g *q*x^3-5940*c^3*g*r^2*x^2+14232*c^3*g*r*x^3-576*c^3*p^3*x^2-1296*c^3*p^2*q*x^2-\ 2376*c^3*p^2*r*x^2+2880*c^3*p^2*x^3-864*c^3*p*q^2*x^2-3456*c^3*p*q*r*x^2+5760*c ^3*p*q*x^3-3168*c^3*p*r^2*x^2+9864*c^3*p*r*x^3-144*c^3*q^3*x^2-1080*c^3*q^2*r*x ^2+2880*c^3*q^2*x^3-2232*c^3*q*r^2*x^2+9864*c^3*q*r*x^3-1368*c^3*r^3*x^2+8184*c ^3*r^2*x^3-474*c^2*g^4*x^2-2136*c^2*g^3*p*x^2-1320*c^2*g^3*q*x^2-2952*c^2*g^3*r *x^2+2064*c^2*g^3*x^3-3024*c^2*g^2*p^2*x^2-4176*c^2*g^2*p*q*x^2-8480*c^2*g^2*p* r*x^2+6240*c^2*g^2*p*x^3-1152*c^2*g^2*q^2*x^2-5488*c^2*g^2*q*r*x^2+6240*c^2*g^2 *q*x^3-5742*c^2*g^2*r^2*x^2+11508*c^2*g^2*r*x^3-1512*c^2*g*p^3*x^2-3360*c^2*g*p ^2*q*x^2-6364*c^2*g*p^2*r*x^2+5328*c^2*g*p^2*x^3-2184*c^2*g*p*q^2*x^2-9072*c^2* g*p*q*r*x^2+10656*c^2*g*p*q*x^3-8656*c^2*g*p*r^2*x^2+18876*c^2*g*p*r*x^3-336*c^ 2*g*q^3*x^2-2708*c^2*g*q^2*r*x^2+5328*c^2*g*q^2*x^3-5924*c^2*g*q*r^2*x^2+18876* c^2*g*q*r*x^3-3804*c^2*g*r^3*x^2+16176*c^2*g*r^2*x^3-162*c^2*p^4*x^2-504*c^2*p^ 3*q*x^2-900*c^2*p^3*r*x^2+1200*c^2*p^3*x^3-540*c^2*p^2*q^2*x^2-2052*c^2*p^2*q*r *x^2+3600*c^2*p^2*q*x^3-1818*c^2*p^2*r^2*x^2+6084*c^2*p^2*r*x^3-216*c^2*p*q^3*x ^2-1404*c^2*p*q^2*r*x^2+3600*c^2*p*q^2*x^3-2700*c^2*p*q*r^2*x^2+12168*c^2*p*q*r *x^3-1584*c^2*p*r^3*x^2+9984*c^2*p*r^2*x^3-18*c^2*q^4*x^2-252*c^2*q^3*r*x^2+ 1200*c^2*q^3*x^3-882*c^2*q^2*r^2*x^2+6084*c^2*q^2*r*x^3-1152*c^2*q*r^3*x^2+9984 *c^2*q*r^2*x^3-504*c^2*r^4*x^2+5304*c^2*r^3*x^3-87*c*g^5*x^2-542*c*g^4*p*x^2-\ 328*c*g^4*q*x^2-756*c*g^4*r*x^2+408*c*g^4*x^3-1134*c*g^3*p^2*x^2-1548*c*g^3*p*q *x^2-3212*c*g^3*p*r*x^2+1944*c*g^3*p*x^3-414*c*g^3*q^2*x^2-2044*c*g^3*q*r*x^2+ 1944*c*g^3*q*x^3-2187*c*g^3*r^2*x^2+3738*c*g^3*r*x^3-996*c*g^2*p^3*x^2-2196*c*g ^2*p^2*q*x^2-4240*c*g^2*p^2*r*x^2+2856*c*g^2*p^2*x^3-1404*c*g^2*p*q^2*x^2-5976* c*g^2*p*q*r*x^2+5712*c*g^2*p*q*x^3-5824*c*g^2*p*r^2*x^2+10446*c*g^2*p*r*x^3-204 *c*g^2*q^3*x^2-1736*c*g^2*q^2*r*x^2+2856*c*g^2*q^2*x^3-3914*c*g^2*q*r^2*x^2+ 10446*c*g^2*q*r*x^3-2580*c*g^2*r^3*x^2+9138*c*g^2*r^2*x^3-335*c*g*p^4*x^2-1036* c*g*p^3*q*x^2-1888*c*g*p^3*r*x^2+1560*c*g*p^3*x^3-1098*c*g*p^2*q^2*x^2-4264*c*g *p^2*q*r*x^2+4680*c*g*p^2*q*x^3-3869*c*g*p^2*r^2*x^2+8202*c*g*p^2*r*x^3-428*c*g *p*q^3*x^2-2864*c*g*p*q^2*r*x^2+4680*c*g*p*q^2*x^3-5670*c*g*p*q*r^2*x^2+16404*c *g*p*q*r*x^3-3414*c*g*p*r^3*x^2+13902*c*g*p*r^2*x^3-31*c*g*q^4*x^2-488*c*g*q^3* r*x^2+1560*c*g*q^3*x^3-1801*c*g*q^2*r^2*x^2+8202*c*g*q^2*r*x^3-2442*c*g*q*r^3*x ^2+13902*c*g*q*r^2*x^3-1098*c*g*r^4*x^2+7644*c*g*r^3*x^3-18*c*p^5*x^2-72*c*p^4* q*x^2-126*c*p^4*r*x^2+240*c*p^4*x^3-108*c*p^3*q^2*x^2-396*c*p^3*q*r*x^2+960*c*p ^3*q*x^3-342*c*p^3*r^2*x^2+1590*c*p^3*r*x^3-72*c*p^2*q^3*x^2-432*c*p^2*q^2*r*x^ 2+1440*c*p^2*q^2*x^3-792*c*p^2*q*r^2*x^2+4770*c*p^2*q*r*x^3-450*c*p^2*r^3*x^2+ 3846*c*p^2*r^2*x^3-18*c*p*q^4*x^2-180*c*p*q^3*r*x^2+960*c*p*q^3*x^3-558*c*p*q^2 *r^2*x^2+4770*c*p*q^2*r*x^3-684*c*p*q*r^3*x^2+7692*c*p*q*r^2*x^3-288*c*p*r^4*x^ 2+4020*c*p*r^3*x^3-18*c*q^4*r*x^2+240*c*q^4*x^3-108*c*q^3*r^2*x^2+1590*c*q^3*r* x^3-234*c*q^2*r^3*x^2+3846*c*q^2*r^2*x^3-216*c*q*r^4*x^2+4020*c*q*r^3*x^3-72*c* r^5*x^2+1524*c*r^4*x^3-6*g^6*x^2-51*g^5*p*x^2-30*g^5*q*x^2-72*g^5*r*x^2+24*g^5* x^3-147*g^4*p^2*x^2-198*g^4*p*q*x^2-421*g^4*p*r*x^2+198*g^4*p*x^3-51*g^4*q^2*x^ 2-263*g^4*q*r*x^2+198*g^4*q*x^3-288*g^4*r^2*x^2+408*g^4*r*x^3-192*g^3*p^3*x^2-\ 420*g^3*p^2*q*x^2-826*g^3*p^2*r*x^2+456*g^3*p^2*x^3-264*g^3*p*q^2*x^2-1152*g^3* p*q*r*x^2+912*g^3*p*q*x^3-1144*g^3*p*r^2*x^2+1737*g^3*p*r*x^3-36*g^3*q^3*x^2-\ 326*g^3*q^2*r*x^2+456*g^3*q^2*x^3-755*g^3*q*r^2*x^2+1737*g^3*q*r*x^3-510*g^3*r^ 3*x^2+1548*g^3*r^2*x^3-117*g^2*p^4*x^2-360*g^2*p^3*q*x^2-666*g^2*p^3*r*x^2+432* g^2*p^3*x^3-378*g^2*p^2*q^2*x^2-1494*g^2*p^2*q*r*x^2+1296*g^2*p^2*q*x^3-1377*g^ 2*p^2*r^2*x^2+2346*g^2*p^2*r*x^3-144*g^2*p*q^3*x^2-990*g^2*p*q^2*r*x^2+1296*g^2 *p*q^2*x^3-1998*g^2*p*q*r^2*x^2+4692*g^2*p*q*r*x^3-1224*g^2*p*r^3*x^2+4065*g^2* p*r^2*x^3-9*g^2*q^4*x^2-162*g^2*q^3*r*x^2+432*g^2*q^3*x^3-621*g^2*q^2*r^2*x^2+ 2346*g^2*q^2*r*x^3-864*g^2*q*r^3*x^2+4065*g^2*q*r^2*x^3-396*g^2*r^4*x^2+2292*g^ 2*r^3*x^3-27*g*p^5*x^2-108*g*p^4*q*x^2-189*g*p^4*r*x^2+168*g*p^4*x^3-162*g*p^3* q^2*x^2-594*g*p^3*q*r*x^2+672*g*p^3*q*x^3-513*g*p^3*r^2*x^2+1161*g*p^3*r*x^3-\ 108*g*p^2*q^3*x^2-648*g*p^2*q^2*r*x^2+1008*g*p^2*q^2*x^3-1188*g*p^2*q*r^2*x^2+ 3483*g*p^2*q*r*x^3-675*g*p^2*r^3*x^2+2907*g*p^2*r^2*x^3-27*g*p*q^4*x^2-270*g*p* q^3*r*x^2+672*g*p*q^3*x^3-837*g*p*q^2*r^2*x^2+3483*g*p*q^2*r*x^3-1026*g*p*q*r^3 *x^2+5814*g*p*q*r^2*x^3-432*g*p*r^4*x^2+3138*g*p*r^3*x^3-27*g*q^4*r*x^2+168*g*q ^4*x^3-162*g*q^3*r^2*x^2+1161*g*q^3*r*x^3-351*g*q^2*r^3*x^2+2907*g*q^2*r^2*x^3-\ 324*g*q*r^4*x^2+3138*g*q*r^3*x^3-108*g*r^5*x^2+1224*g*r^4*x^3+18*p^5*x^3+90*p^4 *q*x^3+144*p^4*r*x^3+180*p^3*q^2*x^3+576*p^3*q*r*x^3+450*p^3*r^2*x^3+180*p^2*q^ 3*x^3+864*p^2*q^2*r*x^3+1350*p^2*q*r^2*x^3+684*p^2*r^3*x^3+90*p*q^4*x^3+576*p*q ^3*r*x^3+1350*p*q^2*r^2*x^3+1368*p*q*r^3*x^3+504*p*r^4*x^3+18*q^5*x^3+144*q^4*r *x^3+450*q^3*r^2*x^3+684*q^2*r^3*x^3+504*q*r^4*x^3+144*r^5*x^3+48*a^6*x+192*a^5 *b*x+368*a^5*c*x+176*a^5*g*x+240*a^5*p*x+112*a^5*q*x+304*a^5*r*x-256*a^5*x^2+ 288*a^4*b^2*x+1232*a^4*b*c*x+584*a^4*b*g*x+848*a^4*b*p*x+336*a^4*b*q*x+1040*a^4 *b*r*x-1008*a^4*b*x^2+1120*a^4*c^2*x+1144*a^4*c*g*x+1440*a^4*c*p*x+640*a^4*c*q* x+1760*a^4*c*r*x-2560*a^4*c*x^2+268*a^4*g^2*x+784*a^4*g*p*x+336*a^4*g*q*x+952*a ^4*g*r*x-932*a^4*g*x^2+420*a^4*p^2*x+424*a^4*p*q*x+1048*a^4*p*r*x-1540*a^4*p*x^ 2+76*a^4*q^2*x+488*a^4*q*r*x-1052*a^4*q*x^2+628*a^4*r^2*x-2492*a^4*r*x^2-260*a^ 4*x^3+192*a^3*b^3*x+1488*a^3*b^2*c*x+696*a^3*b^2*g*x+1104*a^3*b^2*p*x+336*a^3*b ^2*q*x+1296*a^3*b^2*r*x-1472*a^3*b^2*x^2+3008*a^3*b*c^2*x+3080*a^3*b*c*g*x+4096 *a^3*b*c*p*x+1536*a^3*b*c*q*x+4864*a^3*b*c*r*x-8288*a^3*b*c*x^2+708*a^3*b*g^2*x +2224*a^3*b*g*p*x+800*a^3*b*g*q*x+2632*a^3*b*g*r*x-2860*a^3*b*g*x^2+1256*a^3*b* p^2*x+1120*a^3*b*p*q*x+3072*a^3*b*p*r*x-5092*a^3*b*p*x^2+152*a^3*b*q^2*x+1248*a ^3*b*q*r*x-3140*a^3*b*q*x^2+1816*a^3*b*r^2*x-8044*a^3*b*r*x^2-1040*a^3*b*x^3+ 1760*a^3*c^3*x+2872*a^3*c^2*g*x+3360*a^3*c^2*p*x+1440*a^3*c^2*q*x+4000*a^3*c^2* r*x-8368*a^3*c^2*x^2+1428*a^3*c*g^2*x+3908*a^3*c*g*p*x+1596*a^3*c*g*q*x+4608*a^ 3*c*g*r*x-7432*a^3*c*g*x^2+1932*a^3*c*p^2*x+1896*a^3*c*p*q*x+4696*a^3*c*p*r*x-\ 9596*a^3*c*p*x^2+324*a^3*c*q^2*x+2152*a^3*c*q*r*x-6368*a^3*c*q*x^2+2764*a^3*c*r ^2*x-14732*a^3*c*r*x^2+668*a^3*c*x^3+216*a^3*g^3*x+1030*a^3*g^2*p*x+402*a^3*g^2 *q*x+1208*a^3*g^2*r*x-1302*a^3*g^2*x^2+1196*a^3*g*p^2*x+1144*a^3*g*p*q*x+2904*a ^3*g*p*r*x-4562*a^3*g*p*x^2+184*a^3*g*q^2*x+1272*a^3*g*q*r*x-2940*a^3*g*q*x^2+ 1708*a^3*g*r^2*x-7158*a^3*g*r*x^2-862*a^3*g*x^3+336*a^3*p^3*x+544*a^3*p^2*q*x+ 1240*a^3*p^2*r*x-2590*a^3*p^2*x^2+224*a^3*p*q^2*x+1264*a^3*p*q*r*x-3732*a^3*p*q *x^2+1472*a^3*p*r^2*x-8028*a^3*p*r*x^2+518*a^3*p*x^3+16*a^3*q^3*x+240*a^3*q^2*r *x-1142*a^3*q^2*x^2+720*a^3*q*r^2*x-5500*a^3*q*r*x^2+518*a^3*q*x^3+568*a^3*r^3* x-5930*a^3*r^2*x^2+1978*a^3*r*x^3+48*a^2*b^4*x+752*a^2*b^3*c*x+344*a^2*b^3*g*x+ 624*a^2*b^3*p*x+112*a^2*b^3*q*x+688*a^2*b^3*r*x-928*a^2*b^3*x^2+2736*a^2*b^2*c^ 2*x+2816*a^2*b^2*c*g*x+4032*a^2*b^2*c*p*x+1152*a^2*b^2*c*q*x+4608*a^2*b^2*c*r*x -9504*a^2*b^2*c*x^2+628*a^2*b^2*g^2*x+2176*a^2*b^2*g*p*x+592*a^2*b^2*g*q*x+2504 *a^2*b^2*g*r*x-2988*a^2*b^2*g*x^2+1324*a^2*b^2*p^2*x+968*a^2*b^2*p*q*x+3144*a^2 *b^2*p*r*x-6036*a^2*b^2*p*x^2+76*a^2*b^2*q^2*x+1032*a^2*b^2*q*r*x-3108*a^2*b^2* q*x^2+1820*a^2*b^2*r^2*x-9180*a^2*b^2*r*x^2-1560*a^2*b^2*x^3+3552*a^2*b*c^3*x+ 5888*a^2*b*c^2*g*x+7200*a^2*b*c^2*p*x+2592*a^2*b*c^2*q*x+8352*a^2*b*c^2*r*x-\ 20536*a^2*b*c^2*x^2+2904*a^2*b*c*g^2*x+8420*a^2*b*c*g*p*x+2884*a^2*b*c*g*q*x+ 9752*a^2*b*c*g*r*x-17800*a^2*b*c*g*x^2+4364*a^2*b*c*p^2*x+3768*a^2*b*c*p*q*x+ 10408*a^2*b*c*p*r*x-24080*a^2*b*c*p*x^2+484*a^2*b*c*q^2*x+4152*a^2*b*c*q*r*x-\ 14396*a^2*b*c*q*x^2+6044*a^2*b*c*r^2*x-36032*a^2*b*c*r*x^2+2004*a^2*b*c*x^3+424 *a^2*b*g^3*x+2198*a^2*b*g^2*p*x+710*a^2*b*g^2*q*x+2548*a^2*b*g^2*r*x-2916*a^2*b *g^2*x^2+2690*a^2*b*g*p^2*x+2252*a^2*b*g*p*q*x+6428*a^2*b*g*p*r*x-11182*a^2*b*g *p*x^2+270*a^2*b*g*q^2*x+2460*a^2*b*g*q*r*x-6316*a^2*b*g*q*x^2+3738*a^2*b*g*r^2 *x-17274*a^2*b*g*r*x^2-2586*a^2*b*g*x^3+800*a^2*b*p^3*x+1184*a^2*b*p^2*q*x+2920 *a^2*b*p^2*r*x-6624*a^2*b*p^2*x^2+400*a^2*b*p*q^2*x+2688*a^2*b*p*q*r*x-8904*a^2 *b*p*q*x^2+3440*a^2*b*p*r^2*x-20216*a^2*b*p*r*x^2+1554*a^2*b*p*x^3+16*a^2*b*q^3 *x+416*a^2*b*q^2*r*x-2280*a^2*b*q^2*x^2+1504*a^2*b*q*r^2*x-12632*a^2*b*q*r*x^2+ 1554*a^2*b*q*x^3+1320*a^2*b*r^3*x-14552*a^2*b*r^2*x^2+5934*a^2*b*r*x^3+1520*a^2 *c^4*x+3544*a^2*c^3*g*x+3840*a^2*c^3*p*x+1600*a^2*c^3*q*x+4480*a^2*c^3*r*x-\ 12376*a^2*c^3*x^2+2788*a^2*c^2*g^2*x+7208*a^2*c^2*g*p*x+2832*a^2*c^2*g*q*x+8340 *a^2*c^2*g*r*x-18452*a^2*c^2*g*x^2+3276*a^2*c^2*p^2*x+3144*a^2*c^2*p*q*x+7800*a ^2*c^2*p*r*x-20708*a^2*c^2*p*x^2+516*a^2*c^2*q^2*x+3528*a^2*c^2*q*r*x-13372*a^2 *c^2*q*x^2+4524*a^2*c^2*r^2*x-30544*a^2*c^2*r*x^2+5128*a^2*c^2*x^3+890*a^2*c*g^ 3*x+3998*a^2*c*g^2*p*x+1490*a^2*c*g^2*q*x+4606*a^2*c*g^2*r*x-7880*a^2*c*g^2*x^2 +4388*a^2*c*g*p^2*x+4072*a^2*c*g*p*q*x+10444*a^2*c*g*p*r*x-21666*a^2*c*g*p*x^2+ 620*a^2*c*g*q^2*x+4486*a^2*c*g*q*r*x-13596*a^2*c*g*q*x^2+6056*a^2*c*g*r^2*x-\ 32498*a^2*c*g*r*x^2+1200*a^2*c*g*x^3+1120*a^2*c*p^3*x+1784*a^2*c*p^2*q*x+4056*a ^2*c*p^2*r*x-10872*a^2*c*p^2*x^2+712*a^2*c*p*q^2*x+4096*a^2*c*p*q*r*x-15336*a^2 *c*p*q*x^2+4752*a^2*c*p*r^2*x-32508*a^2*c*p*r*x^2+5404*a^2*c*p*x^3+48*a^2*c*q^3 *x+760*a^2*c*q^2*r*x-4464*a^2*c*q^2*x^2+2312*a^2*c*q*r^2*x-21678*a^2*c*q*r*x^2+ 5404*a^2*c*q*x^3+1816*a^2*c*r^3*x-23166*a^2*c*r^2*x^2+13392*a^2*c*r*x^3+96*a^2* g^4*x+677*a^2*g^3*p*x+237*a^2*g^3*q*x+778*a^2*g^3*r*x-874*a^2*g^3*x^2+1277*a^2* g^2*p^2*x+1150*a^2*g^2*p*q*x+3044*a^2*g^2*p*r*x-4939*a^2*g^2*p*x^2+163*a^2*g^2* q^2*x+1253*a^2*g^2*q*r*x-2968*a^2*g^2*q*x^2+1767*a^2*g^2*r^2*x-7630*a^2*g^2*r*x ^2-1058*a^2*g^2*x^3+810*a^2*g*p^3*x+1270*a^2*g*p^2*q*x+2940*a^2*g*p^2*r*x-5985* a^2*g*p^2*x^2+490*a^2*g*p*q^2*x+2888*a^2*g*p*q*r*x-8312*a^2*g*p*q*x^2+3450*a^2* g*p*r^2*x-18248*a^2*g*p*r*x^2+1012*a^2*g*p*x^3+30*a^2*g*q^3*x+508*a^2*g*q^2*r*x -2327*a^2*g*q^2*x^2+1618*a^2*g*q*r^2*x-11929*a^2*g*q*r*x^2+1012*a^2*g*q*x^3+ 1320*a^2*g*r^3*x-13184*a^2*g*r^2*x^2+4592*a^2*g*r*x^3+126*a^2*p^4*x+288*a^2*p^3 *q*x+612*a^2*p^3*r*x-1806*a^2*p^3*x^2+198*a^2*p^2*q^2*x+1008*a^2*p^2*q*r*x-4048 *a^2*p^2*q*x^2+1080*a^2*p^2*r^2*x-8128*a^2*p^2*r*x^2+1420*a^2*p^2*x^3+36*a^2*p* q^3*x+432*a^2*p*q^2*r*x-2678*a^2*p*q^2*x^2+1152*a^2*p*q*r^2*x-11680*a^2*p*q*r*x ^2+2840*a^2*p*q*x^3+828*a^2*p*r^3*x-11708*a^2*p*r^2*x^2+6568*a^2*p*r*x^3+36*a^2 *q^3*r*x-436*a^2*q^3*x^2+234*a^2*q^2*r^2*x-3552*a^2*q^2*r*x^2+1420*a^2*q^2*x^3+ 432*a^2*q*r^3*x-7962*a^2*q*r^2*x^2+6568*a^2*q*r*x^3+234*a^2*r^4*x-5386*a^2*r^3* x^2+6354*a^2*r^2*x^3+128*a*b^4*c*x+56*a*b^4*g*x+128*a*b^4*p*x+128*a*b^4*r*x-192 *a*b^4*x^2+928*a*b^3*c^2*x+968*a*b^3*c*g*x+1536*a*b^3*c*p*x+256*a*b^3*c*q*x+ 1664*a*b^3*c*r*x-4384*a*b^3*c*x^2+204*a*b^3*g^2*x+816*a*b^3*g*p*x+128*a*b^3*g*q *x+920*a*b^3*g*r*x-1124*a*b^3*g*x^2+560*a*b^3*p^2*x+272*a*b^3*p*q*x+1264*a*b^3* p*r*x-2956*a*b^3*p*x^2+272*a*b^3*q*r*x-1004*a*b^3*q*x^2+704*a*b^3*r^2*x-4196*a* b^3*r*x^2-1040*a*b^3*x^3+2160*a*b^2*c^3*x+3672*a*b^2*c^2*g*x+4752*a*b^2*c^2*p*x +1296*a*b^2*c^2*q*x+5328*a*b^2*c^2*r*x-15968*a*b^2*c^2*x^2+1792*a*b^2*c*g^2*x+ 5584*a*b^2*c*g*p*x+1448*a*b^2*c*g*q*x+6360*a*b^2*c*g*r*x-13304*a*b^2*c*g*x^2+ 3096*a*b^2*c*p^2*x+2176*a*b^2*c*p*q*x+7184*a*b^2*c*p*r*x-19372*a*b^2*c*p*x^2+ 160*a*b^2*c*q^2*x+2304*a*b^2*c*q*r*x-9688*a*b^2*c*q*x^2+4088*a*b^2*c*r^2*x-\ 27868*a*b^2*c*r*x^2+2004*a*b^2*c*x^3+248*a*b^2*g^3*x+1432*a*b^2*g^2*p*x+340*a*b ^2*g^2*q*x+1656*a*b^2*g^2*r*x-1926*a*b^2*g^2*x^2+1890*a*b^2*g*p^2*x+1268*a*b^2* g*p*q*x+4420*a*b^2*g*p*r*x-8678*a*b^2*g*p*x^2+86*a*b^2*g*q^2*x+1380*a*b^2*g*q*r *x-3812*a*b^2*g*q*x^2+2530*a*b^2*g*r^2*x-13074*a*b^2*g*r*x^2-2586*a*b^2*g*x^3+ 608*a*b^2*p^3*x+784*a*b^2*p^2*q*x+2184*a*b^2*p^2*r*x-5478*a*b^2*p^2*x^2+176*a*b ^2*p*q^2*x+1712*a*b^2*p*q*r*x-6612*a*b^2*p*q*x^2+2544*a*b^2*p*r^2*x-16348*a*b^2 *p*r*x^2+1554*a*b^2*p*x^3+176*a*b^2*q^2*r*x-1134*a*b^2*q^2*x^2+928*a*b^2*q*r^2* x-8764*a*b^2*q*r*x^2+1554*a*b^2*q*x^3+968*a*b^2*r^3*x-11314*a*b^2*r^2*x^2+5934* a*b^2*r*x^3+2048*a*b*c^4*x+4920*a*b*c^3*g*x+5504*a*b*c^3*p*x+1920*a*b*c^3*q*x+ 6272*a*b*c^3*r*x-20376*a*b*c^3*x^2+3880*a*b*c^2*g^2*x+10464*a*b*c^2*g*p*x+3440* a*b*c^2*g*q*x+11976*a*b*c^2*g*r*x-29952*a*b*c^2*g*x^2+4960*a*b*c^2*p^2*x+4176*a *b*c^2*p*q*x+11600*a*b*c^2*p*r*x-34936*a*b*c^2*p*x^2+512*a*b*c^2*q^2*x+4560*a*b *c^2*q*r*x-20264*a*b*c^2*q*x^2+6640*a*b*c^2*r^2*x-50256*a*b*c^2*r*x^2+10256*a*b *c^2*x^3+1214*a*b*c*g^3*x+5778*a*b*c*g^2*p*x+1782*a*b*c*g^2*q*x+6640*a*b*c*g^2* r*x-12426*a*b*c*g^2*x^2+6634*a*b*c*g*p^2*x+5364*a*b*c*g*p*q*x+15594*a*b*c*g*p*r *x-35964*a*b*c*g*p*x^2+602*a*b*c*g*q^2*x+5854*a*b*c*g*q*r*x-19824*a*b*c*g*q*x^2 +8960*a*b*c*g*r^2*x-53076*a*b*c*g*r*x^2+2400*a*b*c*g*x^3+1792*a*b*c*p^3*x+2608* a*b*c*p^2*q*x+6416*a*b*c*p^2*r*x-18726*a*b*c*p^2*x^2+848*a*b*c*p*q^2*x+5856*a*b *c*p*q*r*x-24636*a*b*c*p*q*x^2+7456*a*b*c*p*r^2*x-55194*a*b*c*p*r*x^2+10808*a*b *c*p*x^3+32*a*b*c*q^3*x+880*a*b*c*q^2*r*x-5910*a*b*c*q^2*x^2+3248*a*b*c*q*r^2*x -33534*a*b*c*q*r*x^2+10808*a*b*c*q*x^3+2832*a*b*c*r^3*x-38472*a*b*c*r^2*x^2+ 26784*a*b*c*r*x^3+124*a*b*g^4*x+961*a*b*g^3*p*x+271*a*b*g^3*q*x+1110*a*b*g^3*r* x-1272*a*b*g^3*x^2+1909*a*b*g^2*p^2*x+1478*a*b*g^2*p*q*x+4505*a*b*g^2*p*r*x-\ 7974*a*b*g^2*p*x^2+149*a*b*g^2*q^2*x+1619*a*b*g^2*q*r*x-4032*a*b*g^2*q*x^2+2596 *a*b*g^2*r^2*x-12240*a*b*g^2*r*x^2-2116*a*b*g^2*x^3+1278*a*b*g*p^3*x+1814*a*b*g *p^2*q*x+4604*a*b*g*p^2*r*x-10117*a*b*g*p^2*x^2+554*a*b*g*p*q^2*x+4064*a*b*g*p* q*r*x-12918*a*b*g*p*q*x^2+5374*a*b*g*p*r^2*x-30607*a*b*g*p*r*x^2+2024*a*b*g*p*x ^3+18*a*b*g*q^3*x+580*a*b*g*q^2*r*x-2801*a*b*g*q^2*x^2+2250*a*b*g*q*r^2*x-17969 *a*b*g*q*r*x^2+2024*a*b*g*q*x^3+2048*a*b*g*r^3*x-21564*a*b*g*r^2*x^2+9184*a*b*g *r*x^3+216*a*b*p^4*x+468*a*b*p^3*q*x+1044*a*b*p^3*r*x-3176*a*b*p^3*x^2+288*a*b* p^2*q^2*x+1620*a*b*p^2*q*r*x-6788*a*b*p^2*q*x^2+1836*a*b*p^2*r^2*x-14194*a*b*p^ 2*r*x^2+2840*a*b*p^2*x^3+36*a*b*p*q^3*x+612*a*b*p*q^2*r*x-4048*a*b*p*q^2*x^2+ 1836*a*b*p*q*r^2*x-19236*a*b*p*q*r*x^2+5680*a*b*p*q*x^3+1404*a*b*p*r^3*x-20246* a*b*p*r^2*x^2+13136*a*b*p*r*x^3+36*a*b*q^3*r*x-436*a*b*q^3*x^2+324*a*b*q^2*r^2* x-5042*a*b*q^2*r*x^2+2840*a*b*q^2*x^3+684*a*b*q*r^3*x-12754*a*b*q*r^2*x^2+13136 *a*b*q*r*x^3+396*a*b*r^4*x-9228*a*b*r^3*x^2+12708*a*b*r^2*x^3+688*a*c^5*x+2168* a*c^4*g*x+2160*a*c^4*p*x+880*a*c^4*q*x+2480*a*c^4*r*x-8616*a*c^4*x^2+2396*a*c^3 *g^2*x+5868*a*c^3*g*p*x+2220*a*c^3*g*q*x+6716*a*c^3*g*r*x-18556*a*c^3*g*x^2+ 2436*a*c^3*p^2*x+2296*a*c^3*p*q*x+5704*a*c^3*p*r*x-18888*a*c^3*p*x^2+364*a*c^3* q^2*x+2552*a*c^3*q*r*x-11896*a*c^3*q*x^2+3268*a*c^3*r^2*x-27012*a*c^3*r*x^2+ 7592*a*c^3*x^3+1202*a*c^2*g^3*x+5128*a*c^2*g^2*p*x+1828*a*c^2*g^2*q*x+5860*a*c^ 2*g^2*r*x-13230*a*c^2*g^2*x^2+5352*a*c^2*g*p^2*x+4816*a*c^2*g*p*q*x+12582*a*c^2 *g*p*r*x-31924*a*c^2*g*p*x^2+688*a*c^2*g*q^2*x+5278*a*c^2*g*q*r*x-19476*a*c^2*g *q*x^2+7230*a*c^2*g*r^2*x-46420*a*c^2*g*r*x^2+7336*a*c^2*g*x^3+1232*a*c^2*p^3*x +1936*a*c^2*p^2*q*x+4392*a*c^2*p^2*r*x-14586*a*c^2*p^2*x^2+752*a*c^2*p*q^2*x+ 4400*a*c^2*p*q*r*x-20212*a*c^2*p*q*x^2+5088*a*c^2*p*r^2*x-42410*a*c^2*p*r*x^2+ 11168*a*c^2*p*x^3+48*a*c^2*q^3*x+800*a*c^2*q^2*r*x-5626*a*c^2*q^2*x^2+2464*a*c^ 2*q*r^2*x-27714*a*c^2*q*r*x^2+11168*a*c^2*q*x^3+1928*a*c^2*r^3*x-29444*a*c^2*r^ 2*x^2+24208*a*c^2*r*x^3+274*a*c*g^4*x+1807*a*c*g^3*p*x+603*a*c*g^3*q*x+2063*a*c *g^3*r*x-3621*a*c*g^3*x^2+3265*a*c*g^2*p^2*x+2834*a*c*g^2*p*q*x+7697*a*c*g^2*p* r*x-15862*a*c*g^2*p*x^2+371*a*c*g^2*q^2*x+3083*a*c*g^2*q*r*x-9316*a*c*g^2*q*x^2 +4432*a*c*g^2*r^2*x-23565*a*c*g^2*r*x^2+626*a*c*g^2*x^3+1974*a*c*g*p^3*x+3026*a *c*g*p^2*q*x+7084*a*c*g*p^2*r*x-17255*a*c*g*p^2*x^2+1112*a*c*g*p*q^2*x+6840*a*c *g*p*q*r*x-23450*a*c*g*p*q*x^2+8246*a*c*g*p*r^2*x-51237*a*c*g*p*r*x^2+7798*a*c* g*p*x^3+60*a*c*g*q^3*x+1152*a*c*g*q^2*r*x-6195*a*c*g*q^2*x^2+3814*a*c*g*q*r^2*x -32545*a*c*g*q*r*x^2+7798*a*c*g*q*x^3+3136*a*c*g*r^3*x-36094*a*c*g*r^2*x^2+ 20692*a*c*g*r*x^3+270*a*c*p^4*x+612*a*c*p^3*q*x+1296*a*c*p^3*r*x-4728*a*c*p^3*x ^2+414*a*c*p^2*q^2*x+2124*a*c*p^2*q*r*x-10468*a*c*p^2*q*x^2+2268*a*c*p^2*r^2*x-\ 20728*a*c*p^2*r*x^2+5474*a*c*p^2*x^3+72*a*c*p*q^3*x+900*a*c*p*q^2*r*x-6752*a*c* p*q^2*x^2+2412*a*c*p*q*r^2*x-29428*a*c*p*q*r*x^2+10948*a*c*p*q*x^3+1728*a*c*p*r ^3*x-29114*a*c*p*r^2*x^2+22808*a*c*p*r*x^3+72*a*c*q^3*r*x-1012*a*c*q^3*x^2+486* a*c*q^2*r^2*x-8700*a*c*q^2*r*x^2+5474*a*c*q^2*x^3+900*a*c*q*r^3*x-19668*a*c*q*r ^2*x^2+22808*a*c*q*r*x^3+486*a*c*r^4*x-13114*a*c*r^3*x^2+21276*a*c*r^2*x^3+22*a *g^5*x+220*a*g^4*p*x+67*a*g^4*q*x+251*a*g^4*r*x-284*a*g^4*x^2+599*a*g^3*p^2*x+ 500*a*g^3*p*q*x+1416*a*g^3*p*r*x-2311*a*g^3*p*x^2+59*a*g^3*q^2*x+541*a*g^3*q*r* x-1276*a*g^3*q*x^2+817*a*g^3*r^2*x-3554*a*g^3*r*x^2-572*a*g^3*x^3+632*a*g^2*p^3 *x+948*a*g^2*p^2*q*x+2280*a*g^2*p^2*r*x-4469*a*g^2*p^2*x^2+331*a*g^2*p*q^2*x+ 2136*a*g^2*p*q*r*x-5942*a*g^2*p*q*x^2+2664*a*g^2*p*r^2*x-13571*a*g^2*p*r*x^2+ 615*a*g^2*p*x^3+15*a*g^2*q^3*x+340*a*g^2*q^2*r*x-1473*a*g^2*q^2*x^2+1188*a*g^2* q*r^2*x-8403*a*g^2*q*r*x^2+615*a*g^2*q*x^3+1016*a*g^2*r^3*x-9669*a*g^2*r^2*x^2+ 3424*a*g^2*r*x^3+247*a*g*p^4*x+556*a*g*p^3*q*x+1190*a*g*p^3*r*x-2966*a*g*p^3*x^ 2+371*a*g*p^2*q^2*x+1926*a*g*p^2*q*r*x-6480*a*g*p^2*q*x^2+2088*a*g*p^2*r^2*x-\ 13323*a*g*p^2*r*x^2+2065*a*g*p^2*x^3+62*a*g*p*q^3*x+796*a*g*p*q^2*r*x-4062*a*g* p*q^2*x^2+2184*a*g*p*q*r^2*x-18582*a*g*p*q*r*x^2+4130*a*g*p*q*x^3+1594*a*g*p*r^ 3*x-19098*a*g*p*r^2*x^2+10216*a*g*p*r*x^3+60*a*g*q^3*r*x-548*a*g*q^3*x^2+425*a* g*q^2*r^2*x-5259*a*g*q^2*r*x^2+2065*a*g*q^2*x^3+814*a*g*q*r^3*x-12507*a*g*q*r^2 *x^2+10216*a*g*q*r*x^3+449*a*g*r^4*x-8741*a*g*r^3*x^2+10038*a*g*r^2*x^3+18*a*p^ 5*x+54*a*p^4*q*x+108*a*p^4*r*x-540*a*p^4*x^2+54*a*p^3*q^2*x+252*a*p^3*q*r*x-\ 1668*a*p^3*q*x^2+252*a*p^3*r^2*x-3138*a*p^3*r*x^2+894*a*p^3*x^3+18*a*p^2*q^3*x+ 180*a*p^2*q^2*r*x-1764*a*p^2*q^2*x^2+432*a*p^2*q*r^2*x-7074*a*p^2*q*r*x^2+2682* a*p^2*q*x^3+288*a*p^2*r^3*x-6594*a*p^2*r^2*x^2+5352*a*p^2*r*x^3+36*a*p*q^3*r*x-\ 684*a*p*q^3*x^2+198*a*p*q^2*r^2*x-4734*a*p*q^2*r*x^2+2682*a*p*q^2*x^3+324*a*p*q *r^3*x-9606*a*p*q*r^2*x^2+10704*a*p*q*r*x^3+162*a*p*r^4*x-5934*a*p*r^3*x^2+9804 *a*p*r^2*x^3-48*a*q^4*x^2+18*a*q^3*r^2*x-798*a*q^3*r*x^2+894*a*q^3*x^3+72*a*q^2 *r^3*x-3012*a*q^2*r^2*x^2+5352*a*q^2*r*x^3+90*a*q*r^4*x-4200*a*q*r^3*x^2+9804*a *q*r^2*x^3+36*a*r^5*x-1938*a*r^4*x^2+5808*a*r^3*x^3+16*b^5*x^2+80*b^4*c^2*x+88* b^4*c*g*x+160*b^4*c*p*x+160*b^4*c*r*x-608*b^4*c*x^2+16*b^4*g^2*x+80*b^4*g*p*x+ 96*b^4*g*r*x-64*b^4*g*x^2+72*b^4*p^2*x+144*b^4*p*r*x-472*b^4*p*x^2+16*b^4*q*x^2 +72*b^4*r^2*x-568*b^4*r*x^2-260*b^4*x^3+368*b^3*c^3*x+656*b^3*c^2*g*x+912*b^3*c ^2*p*x+144*b^3*c^2*q*x+976*b^3*c^2*r*x-3800*b^3*c^2*x^2+316*b^3*c*g^2*x+1072*b^ 3*c*g*p*x+160*b^3*c*g*q*x+1216*b^3*c*g*r*x-2936*b^3*c*g*x^2+664*b^3*c*p^2*x+304 *b^3*c*p*q*x+1472*b^3*c*p*r*x-4888*b^3*c*p*x^2+304*b^3*c*q*r*x-1660*b^3*c*q*x^2 +808*b^3*c*r^2*x-6568*b^3*c*r*x^2+668*b^3*c*x^3+40*b^3*g^3*x+264*b^3*g^2*p*x+32 *b^3*g^2*q*x+316*b^3*g^2*r*x-312*b^3*g^2*x^2+396*b^3*g*p^2*x+160*b^3*g*p*q*x+ 896*b^3*g*p*r*x-2058*b^3*g*p*x^2+192*b^3*g*q*r*x-436*b^3*g*q*x^2+500*b^3*g*r^2* x-2958*b^3*g*r*x^2-862*b^3*g*x^3+144*b^3*p^3*x+144*b^3*p^2*q*x+504*b^3*p^2*r*x-\ 1444*b^3*p^2*x^2+288*b^3*p*q*r*x-1440*b^3*p*q*x^2+576*b^3*p*r^2*x-4160*b^3*p*r* x^2+518*b^3*p*x^3+4*b^3*q^2*x^2+144*b^3*q*r^2*x-1632*b^3*q*r*x^2+518*b^3*q*x^3+ 216*b^3*r^3*x-2692*b^3*r^2*x^2+1978*b^3*r*x^3+624*b^2*c^4*x+1568*b^2*c^3*g*x+ 1824*b^2*c^3*p*x+480*b^2*c^3*q*x+2016*b^2*c^3*r*x-8000*b^2*c^3*x^2+1244*b^2*c^2 *g^2*x+3520*b^2*c^2*g*p*x+872*b^2*c^2*g*q*x+4004*b^2*c^2*g*r*x-11500*b^2*c^2*g* x^2+1772*b^2*c^2*p^2*x+1208*b^2*c^2*p*q*x+4040*b^2*c^2*p*r*x-14228*b^2*c^2*p*x^ 2+84*b^2*c^2*q^2*x+1272*b^2*c^2*q*r*x-6892*b^2*c^2*q*x^2+2268*b^2*c^2*r^2*x-\ 19712*b^2*c^2*r*x^2+5128*b^2*c^2*x^3+380*b^2*c*g^3*x+1924*b^2*c*g^2*p*x+436*b^2 *c*g^2*q*x+2234*b^2*c*g^2*r*x-4546*b^2*c*g^2*x^2+2358*b^2*c*g*p^2*x+1516*b^2*c* g*p*q*x+5462*b^2*c*g*p*r*x-14298*b^2*c*g*p*x^2+94*b^2*c*g*q^2*x+1680*b^2*c*g*q* r*x-6228*b^2*c*g*q*x^2+3104*b^2*c*g*r^2*x-20578*b^2*c*g*r*x^2+1200*b^2*c*g*x^3+ 688*b^2*c*p^3*x+872*b^2*c*p^2*q*x+2424*b^2*c*p^2*r*x-7854*b^2*c*p^2*x^2+184*b^2 *c*p*q^2*x+1888*b^2*c*p*q*r*x-9300*b^2*c*p*q*x^2+2784*b^2*c*p*r^2*x-22686*b^2*c *p*r*x^2+5404*b^2*c*p*x^3+184*b^2*c*q^2*r*x-1446*b^2*c*q^2*x^2+1016*b^2*c*q*r^2 *x-11856*b^2*c*q*r*x^2+5404*b^2*c*q*x^3+1048*b^2*c*r^3*x-15306*b^2*c*r^2*x^2+ 13392*b^2*c*r*x^3+36*b^2*g^4*x+310*b^2*g^3*p*x+60*b^2*g^3*q*x+368*b^2*g^3*r*x-\ 398*b^2*g^3*x^2+666*b^2*g^2*p^2*x+396*b^2*g^2*p*q*x+1557*b^2*g^2*p*r*x-3035*b^2 *g^2*p*x^2+20*b^2*g^2*q^2*x+462*b^2*g^2*q*r*x-1064*b^2*g^2*q*x^2+891*b^2*g^2*r^ 2*x-4610*b^2*g^2*r*x^2-1058*b^2*g^2*x^3+480*b^2*g*p^3*x+580*b^2*g*p^2*q*x+1712* b^2*g*p^2*r*x-4132*b^2*g*p^2*x^2+100*b^2*g*p*q^2*x+1272*b^2*g*p*q*r*x-4606*b^2* g*p*q*x^2+1984*b^2*g*p*r^2*x-12359*b^2*g*p*r*x^2+1012*b^2*g*p*x^3+120*b^2*g*q^2 *r*x-474*b^2*g*q^2*x^2+692*b^2*g*q*r^2*x-6040*b^2*g*q*r*x^2+1012*b^2*g*q*x^3+ 752*b^2*g*r^3*x-8380*b^2*g*r^2*x^2+4592*b^2*g*r*x^3+90*b^2*p^4*x+180*b^2*p^3*q* x+432*b^2*p^3*r*x-1370*b^2*p^3*x^2+90*b^2*p^2*q^2*x+612*b^2*p^2*q*r*x-2740*b^2* p^2*q*x^2+756*b^2*p^2*r^2*x-6066*b^2*p^2*r*x^2+1420*b^2*p^2*x^3+180*b^2*p*q^2*r *x-1370*b^2*p*q^2*x^2+684*b^2*p*q*r^2*x-7556*b^2*p*q*r*x^2+2840*b^2*p*q*x^3+576 *b^2*p*r^3*x-8538*b^2*p*r^2*x^2+6568*b^2*p*r*x^3+90*b^2*q^2*r^2*x-1490*b^2*q^2* r*x^2+1420*b^2*q^2*x^3+252*b^2*q*r^3*x-4792*b^2*q*r^2*x^2+6568*b^2*q*r*x^3+162* b^2*r^4*x-3842*b^2*r^3*x^2+6354*b^2*r^2*x^3+464*b*c^5*x+1528*b*c^4*g*x+1552*b*c ^4*p*x+528*b*c^4*q*x+1744*b*c^4*r*x-7128*b*c^4*x^2+1708*b*c^3*g^2*x+4300*b*c^3* g*p*x+1356*b*c^3*g*q*x+4900*b*c^3*g*r*x-15212*b*c^3*g*x^2+1852*b*c^3*p^2*x+1528 *b*c^3*p*q*x+4264*b*c^3*p*r*x-16040*b*c^3*p*x^2+180*b*c^3*q^2*x+1656*b*c^3*q*r* x-9048*b*c^3*q*x^2+2412*b*c^3*r^2*x-22404*b*c^3*r*x^2+7592*b*c^3*x^3+850*b*c^2* g^3*x+3756*b*c^2*g^2*p*x+1104*b*c^2*g^2*q*x+4316*b*c^2*g^2*r*x-10674*b*c^2*g^2* x^2+4068*b*c^2*g*p^2*x+3176*b*c^2*g*p*q*x+9474*b*c^2*g*p*r*x-26796*b*c^2*g*p*x^ 2+332*b*c^2*g*q^2*x+3482*b*c^2*g*q*r*x-14348*b*c^2*g*q*x^2+5406*b*c^2*g*r^2*x-\ 38420*b*c^2*g*r*x^2+7336*b*c^2*g*x^3+992*b*c^2*p^3*x+1424*b*c^2*p^2*q*x+3496*b* c^2*p^2*r*x-12662*b*c^2*p^2*x^2+448*b*c^2*p*q^2*x+3168*b*c^2*p*q*r*x-16364*b*c^ 2*p*q*x^2+4016*b*c^2*p*r^2*x-36318*b*c^2*p*r*x^2+11168*b*c^2*p*x^3+16*b*c^2*q^3 *x+464*b*c^2*q^2*r*x-3702*b*c^2*q^2*x^2+1744*b*c^2*q*r^2*x-21622*b*c^2*q*r*x^2+ 11168*b*c^2*q*x^3+1512*b*c^2*r^3*x-24724*b*c^2*r^2*x^2+24208*b*c^2*r*x^3+188*b* c*g^4*x+1307*b*c*g^3*p*x+351*b*c*g^3*q*x+1513*b*c*g^3*r*x-2829*b*c*g^3*x^2+2459 *b*c*g^2*p^2*x+1826*b*c*g^2*p*q*x+5761*b*c*g^2*p*r*x-13082*b*c*g^2*p*x^2+169*b* c*g^2*q^2*x+2027*b*c*g^2*q*r*x-6536*b*c*g^2*q*x^2+3302*b*c*g^2*r^2*x-19317*b*c* g^2*r*x^2+626*b*c*g^2*x^3+1560*b*c*g*p^3*x+2156*b*c*g*p^2*q*x+5556*b*c*g*p^2*r* x-14751*b*c*g*p^2*x^2+614*b*c*g*p*q^2*x+4816*b*c*g*p*q*r*x-18442*b*c*g*p*q*x^2+ 6432*b*c*g*p*r^2*x-43517*b*c*g*p*r*x^2+7798*b*c*g*p*x^3+18*b*c*g*q^3*x+656*b*c* g*q^2*r*x-3691*b*c*g*q^2*x^2+2660*b*c*g*q*r^2*x-24825*b*c*g*q*r*x^2+7798*b*c*g* q*x^3+2436*b*c*g*r^3*x-30002*b*c*g*r^2*x^2+20692*b*c*g*r*x^3+234*b*c*p^4*x+504* b*c*p^3*q*x+1116*b*c*p^3*r*x-4196*b*c*p^3*x^2+306*b*c*p^2*q^2*x+1728*b*c*p^2*q* r*x-8872*b*c*p^2*q*x^2+1944*b*c*p^2*r^2*x-18270*b*c*p^2*r*x^2+5474*b*c*p^2*x^3+ 36*b*c*p*q^3*x+648*b*c*p*q^2*r*x-5156*b*c*p*q^2*x^2+1944*b*c*p*q*r^2*x-24512*b* c*p*q*r*x^2+10948*b*c*p*q*x^3+1476*b*c*p*r^3*x-25416*b*c*p*r^2*x^2+22808*b*c*p* r*x^3+36*b*c*q^3*r*x-480*b*c*q^3*x^2+342*b*c*q^2*r^2*x-6242*b*c*q^2*r*x^2+5474* b*c*q^2*x^3+720*b*c*q*r^3*x-15970*b*c*q*r^2*x^2+22808*b*c*q*r*x^3+414*b*c*r^4*x -11342*b*c*r^3*x^2+21276*b*c*r^2*x^3+14*b*g^5*x+155*b*g^4*p*x+36*b*g^4*q*x+181* b*g^4*r*x-202*b*g^4*x^2+444*b*g^3*p^2*x+310*b*g^3*p*q*x+1045*b*g^3*p*r*x-1847*b *g^3*p*x^2+24*b*g^3*q^2*x+350*b*g^3*q*r*x-812*b*g^3*q*x^2+601*b*g^3*r^2*x-2854* b*g^3*r*x^2-572*b*g^3*x^3+491*b*g^2*p^3*x+655*b*g^2*p^2*q*x+1760*b*g^2*p^2*r*x-\ 3750*b*g^2*p^2*x^2+168*b*g^2*p*q^2*x+1464*b*g^2*p*q*r*x-4504*b*g^2*p*q*x^2+2047 *b*g^2*p*r^2*x-11382*b*g^2*p*r*x^2+615*b*g^2*p*x^3+4*b*g^2*q^3*x+188*b*g^2*q^2* r*x-754*b*g^2*q^2*x^2+809*b*g^2*q*r^2*x-6214*b*g^2*q*r*x^2+615*b*g^2*q*x^3+778* b*g^2*r^3*x-7899*b*g^2*r^2*x^2+3424*b*g^2*r*x^3+205*b*g*p^4*x+430*b*g*p^3*q*x+ 986*b*g*p^3*r*x-2578*b*g*p^3*x^2+245*b*g*p^2*q^2*x+1482*b*g*p^2*q*r*x-5316*b*g* p^2*q*x^2+1728*b*g*p^2*r^2*x-11562*b*g*p^2*r*x^2+2065*b*g*p^2*x^3+20*b*g*p*q^3* x+520*b*g*p*q^2*r*x-2898*b*g*p*q^2*x^2+1674*b*g*p*q*r^2*x-15060*b*g*p*q*r*x^2+ 4130*b*g*p*q*x^3+1318*b*g*p*r^3*x-16419*b*g*p*r^2*x^2+10216*b*g*p*r*x^3+24*b*g* q^3*r*x-160*b*g*q^3*x^2+275*b*g*q^2*r^2*x-3498*b*g*q^2*r*x^2+2065*b*g*q^2*x^3+ 622*b*g*q*r^3*x-9828*b*g*q*r^2*x^2+10216*b*g*q*r*x^3+371*b*g*r^4*x-7435*b*g*r^3 *x^2+10038*b*g*r^2*x^3+18*b*p^5*x+54*b*p^4*q*x+108*b*p^4*r*x-492*b*p^4*x^2+54*b *p^3*q^2*x+252*b*p^3*q*r*x-1476*b*p^3*q*x^2+252*b*p^3*r^2*x-2856*b*p^3*r*x^2+ 894*b*p^3*x^3+18*b*p^2*q^3*x+180*b*p^2*q^2*r*x-1476*b*p^2*q^2*x^2+432*b*p^2*q*r ^2*x-6228*b*p^2*q*r*x^2+2682*b*p^2*q*x^3+288*b*p^2*r^3*x-5988*b*p^2*r^2*x^2+ 5352*b*p^2*r*x^3+36*b*p*q^3*r*x-492*b*p*q^3*x^2+198*b*p*q^2*r^2*x-3888*b*p*q^2* r*x^2+2682*b*p*q^2*x^3+324*b*p*q*r^3*x-8394*b*p*q*r^2*x^2+10704*b*p*q*r*x^3+162 *b*p*r^4*x-5376*b*p*r^3*x^2+9804*b*p*r^2*x^3+18*b*q^3*r^2*x-516*b*q^3*r*x^2+894 *b*q^3*x^3+72*b*q^2*r^3*x-2406*b*q^2*r^2*x^2+5352*b*q^2*r*x^3+90*b*q*r^4*x-3642 *b*q*r^3*x^2+9804*b*q*r^2*x^3+36*b*r^5*x-1752*b*r^4*x^2+5808*b*r^3*x^3+128*c^6* x+528*c^5*g*x+480*c^5*p*x+192*c^5*q*x+544*c^5*r*x-2304*c^5*x^2+768*c^4*g^2*x+ 1784*c^4*g*p*x+648*c^4*g*q*x+2032*c^4*g*r*x-6624*c^4*g*x^2+672*c^4*p^2*x+624*c^ 4*p*q*x+1552*c^4*p*r*x-6240*c^4*p*x^2+96*c^4*q^2*x+688*c^4*q*r*x-3840*c^4*q*x^2 +880*c^4*r^2*x-8712*c^4*r*x^2+3408*c^4*x^3+536*c^3*g^3*x+2180*c^3*g^2*p*x+740*c ^3*g^2*q*x+2488*c^3*g^2*r*x-6768*c^3*g^2*x^2+2172*c^3*g*p^2*x+1888*c^3*g*p*q*x+ 5072*c^3*g*p*r*x-15000*c^3*g*p*x^2+252*c^3*g*q^2*x+2064*c^3*g*q*r*x-8904*c^3*g* q*x^2+2900*c^3*g*r^2*x-21348*c^3*g*r*x^2+5576*c^3*g*x^3+448*c^3*p^3*x+696*c^3*p ^2*q*x+1576*c^3*p^2*r*x-6336*c^3*p^2*x^2+264*c^3*p*q^2*x+1568*c^3*p*q*r*x-8640* c^3*p*q*x^2+1808*c^3*p*r^2*x-18024*c^3*p*r*x^2+6456*c^3*p*x^3+16*c^3*q^3*x+280* c^3*q^2*r*x-2304*c^3*q^2*x^2+872*c^3*q*r^2*x-11568*c^3*q*r*x^2+6456*c^3*q*x^3+ 680*c^3*r^3*x-12276*c^3*r^2*x^2+13032*c^3*r*x^3+192*c^2*g^4*x+1194*c^2*g^3*p*x+ 378*c^2*g^3*q*x+1364*c^2*g^3*r*x-3096*c^2*g^3*x^2+2080*c^2*g^2*p^2*x+1732*c^2*g ^2*p*q*x+4880*c^2*g^2*p*r*x-11904*c^2*g^2*p*x^2+208*c^2*g^2*q^2*x+1888*c^2*g^2* q*r*x-6816*c^2*g^2*q*x^2+2800*c^2*g^2*r^2*x-17262*c^2*g^2*r*x^2+2556*c^2*g^2*x^ 3+1206*c^2*g*p^3*x+1798*c^2*g*p^2*q*x+4300*c^2*g*p^2*r*x-12000*c^2*g*p^2*x^2+ 622*c^2*g*p*q^2*x+4048*c^2*g*p*q*r*x-15984*c^2*g*p*q*x^2+4982*c^2*g*p*r^2*x-\ 34996*c^2*g*p*r*x^2+8260*c^2*g*p*x^3+30*c^2*g*q^3*x+644*c^2*g*q^2*r*x-3984*c^2* g*q^2*x^2+2250*c^2*g*q*r^2*x-21632*c^2*g*q*r*x^2+8260*c^2*g*q*x^3+1888*c^2*g*r^ 3*x-24264*c^2*g*r^2*x^2+18728*c^2*g*r*x^3+144*c^2*p^4*x+324*c^2*p^3*q*x+684*c^2 *p^3*r*x-3024*c^2*p^3*x^2+216*c^2*p^2*q^2*x+1116*c^2*p^2*q*r*x-6624*c^2*p^2*q*x ^2+1188*c^2*p^2*r^2*x-13002*c^2*p^2*r*x^2+4572*c^2*p^2*x^3+36*c^2*p*q^3*x+468*c ^2*p*q^2*r*x-4176*c^2*p*q^2*x^2+1260*c^2*p*q*r^2*x-18252*c^2*p*q*r*x^2+9144*c^2 *p*q*x^3+900*c^2*p*r^3*x-17934*c^2*p*r^2*x^2+17904*c^2*p*r*x^3+36*c^2*q^3*r*x-\ 576*c^2*q^3*x^2+252*c^2*q^2*r^2*x-5250*c^2*q^2*r*x^2+4572*c^2*q^2*x^3+468*c^2*q *r^3*x-12018*c^2*q*r^2*x^2+17904*c^2*q*r*x^3+252*c^2*r^4*x-7956*c^2*r^3*x^2+ 16224*c^2*r^2*x^3+33*c*g^5*x+301*c*g^4*p*x+87*c*g^4*q*x+344*c*g^4*r*x-612*c*g^4 *x^2+787*c*g^3*p^2*x+628*c*g^3*p*q*x+1852*c*g^3*p*r*x-3774*c*g^3*p*x^2+67*c*g^3 *q^2*x+684*c*g^3*q*r*x-2058*c*g^3*q*x^2+1065*c*g^3*r^2*x-5607*c*g^3*r*x^2+78*c* g^3*x^3+807*c*g^2*p^3*x+1171*c*g^2*p^2*q*x+2896*c*g^2*p^2*r*x-6576*c*g^2*p^2*x^ 2+379*c*g^2*p*q^2*x+2632*c*g^2*p*q*r*x-8568*c*g^2*p*q*x^2+3371*c*g^2*p*r^2*x-\ 19576*c*g^2*p*r*x^2+2742*c*g^2*p*x^3+15*c*g^2*q^3*x+392*c*g^2*q^2*r*x-1992*c*g^ 2*q^2*x^2+1461*c*g^2*q*r^2*x-11762*c*g^2*q*r*x^2+2742*c*g^2*q*x^3+1282*c*g^2*r^ 3*x-13707*c*g^2*r^2*x^2+7754*c*g^2*r*x^3+304*c*g*p^4*x+670*c*g*p^3*q*x+1460*c*g *p^3*r*x-4062*c*g*p^3*x^2+428*c*g*p^2*q^2*x+2316*c*g*p^2*q*r*x-8742*c*g*p^2*q*x ^2+2556*c*g*p^2*r^2*x-17963*c*g*p^2*r*x^2+4078*c*g*p^2*x^3+62*c*g*p*q^3*x+916*c *g*p*q^2*r*x-5298*c*g*p*q^2*x^2+2622*c*g*p*q*r^2*x-24606*c*g*p*q*r*x^2+8156*c*g *p*q*x^3+1948*c*g*p*r^3*x-25367*c*g*p*r^2*x^2+17830*c*g*p*r*x^3+60*c*g*q^3*r*x-\ 618*c*g*q^3*x^2+488*c*g*q^2*r^2*x-6643*c*g*q^2*r*x^2+4078*c*g*q^2*x^3+976*c*g*q *r^3*x-16339*c*g*q*r^2*x^2+17830*c*g*q*r*x^3+548*c*g*r^4*x-11466*c*g*r^3*x^2+ 16956*c*g*r^2*x^3+18*c*p^5*x+54*c*p^4*q*x+108*c*p^4*r*x-672*c*p^4*x^2+54*c*p^3* q^2*x+252*c*p^3*q*r*x-2064*c*p^3*q*x^2+252*c*p^3*r^2*x-3840*c*p^3*r*x^2+1434*c* p^3*x^3+18*c*p^2*q^3*x+180*c*p^2*q^2*r*x-2160*c*p^2*q^2*x^2+432*c*p^2*q*r^2*x-\ 8610*c*p^2*q*r*x^2+4302*c*p^2*q*x^3+288*c*p^2*r^3*x-7950*c*p^2*r^2*x^2+8130*c*p ^2*r*x^3+36*c*p*q^3*r*x-816*c*p*q^3*x^2+198*c*p*q^2*r^2*x-5700*c*p*q^2*r*x^2+ 4302*c*p*q^2*x^3+324*c*p*q*r^3*x-11538*c*p*q*r^2*x^2+16260*c*p*q*r*x^3+162*c*p* r^4*x-7068*c*p*r^3*x^2+14412*c*p*r^2*x^3-48*c*q^4*x^2+18*c*q^3*r^2*x-930*c*q^3* r*x^2+1434*c*q^3*x^3+72*c*q^2*r^3*x-3588*c*q^2*r^2*x^2+8130*c*q^2*r*x^3+90*c*q* r^4*x-4992*c*q*r^3*x^2+14412*c*q*r^2*x^3+36*c*r^5*x-2286*c*r^4*x^2+8232*c*r^3*x ^3+2*g^6*x+28*g^5*p*x+7*g^5*q*x+32*g^5*r*x-36*g^5*x^2+103*g^4*p^2*x+78*g^4*p*q* x+243*g^4*p*r*x-396*g^4*p*x^2+7*g^4*q^2*x+85*g^4*q*r*x-198*g^4*q*x^2+140*g^4*r^ 2*x-612*g^4*r*x^2-116*g^4*x^3+158*g^3*p^3*x+223*g^3*p^2*q*x+570*g^3*p^2*r*x-\ 1080*g^3*p^2*x^2+67*g^3*p*q^2*x+500*g^3*p*q*r*x-1368*g^3*p*q*x^2+666*g^3*p*r^2* x-3292*g^3*p*r*x^2+113*g^3*p*x^3+2*g^3*q^3*x+70*g^3*q^2*r*x-288*g^3*q^2*x^2+277 *g^3*q*r^2*x-1919*g^3*q*r*x^2+113*g^3*q*x^3+254*g^3*r^3*x-2322*g^3*r^2*x^2+824* g^3*r*x^3+108*g^2*p^4*x+234*g^2*p^3*q*x+522*g^2*p^3*r*x-1158*g^2*p^3*x^2+144*g^ 2*p^2*q^2*x+810*g^2*p^2*q*r*x-2454*g^2*p^2*q*x^2+918*g^2*p^2*r^2*x-5235*g^2*p^2 *r*x^2+732*g^2*p^2*x^3+18*g^2*p*q^3*x+306*g^2*p*q^2*r*x-1434*g^2*p*q^2*x^2+918* g^2*p*q*r^2*x-7038*g^2*p*q*r*x^2+1464*g^2*p*q*x^3+702*g^2*p*r^3*x-7515*g^2*p*r^ 2*x^2+3849*g^2*p*r*x^3+18*g^2*q^3*r*x-138*g^2*q^3*x^2+162*g^2*q^2*r^2*x-1803*g^ 2*q^2*r*x^2+732*g^2*q^2*x^3+342*g^2*q*r^3*x-4680*g^2*q*r^2*x^2+3849*g^2*q*r*x^3 +198*g^2*r^4*x-3438*g^2*r^3*x^2+3828*g^2*r^2*x^3+27*g*p^5*x+81*g*p^4*q*x+162*g* p^4*r*x-492*g*p^4*x^2+81*g*p^3*q^2*x+378*g*p^3*q*r*x-1488*g*p^3*q*x^2+378*g*p^3 *r^2*x-2901*g*p^3*r*x^2+671*g*p^3*x^3+27*g*p^2*q^3*x+270*g*p^2*q^2*r*x-1512*g*p ^2*q^2*x^2+648*g*p^2*q*r^2*x-6384*g*p^2*q*r*x^2+2013*g*p^2*q*x^3+432*g*p^2*r^3* x-6162*g*p^2*r^2*x^2+4233*g*p^2*r*x^3+54*g*p*q^3*r*x-528*g*p*q^3*x^2+297*g*p*q^ 2*r^2*x-4065*g*p*q^2*r*x^2+2013*g*p*q^2*x^3+486*g*p*q*r^3*x-8721*g*p*q*r^2*x^2+ 8466*g*p*q*r*x^3+243*g*p*r^4*x-5589*g*p*r^3*x^2+7944*g*p*r^2*x^3-12*g*q^4*x^2+ 27*g*q^3*r^2*x-582*g*q^3*r*x^2+671*g*q^3*x^3+108*g*q^2*r^3*x-2559*g*q^2*r^2*x^2 +4233*g*q^2*r*x^3+135*g*q*r^4*x-3825*g*q*r^3*x^2+7944*g*q*r^2*x^3+54*g*r^5*x-\ 1836*g*r^4*x^2+4808*g*r^3*x^3-54*p^5*x^2-216*p^4*q*x^2-378*p^4*r*x^2+168*p^4*x^ 3-324*p^3*q^2*x^2-1188*p^3*q*r*x^2+672*p^3*q*x^3-1026*p^3*r^2*x^2+1218*p^3*r*x^ 3-216*p^2*q^3*x^2-1296*p^2*q^2*r*x^2+1008*p^2*q^2*x^3-2376*p^2*q*r^2*x^2+3654*p ^2*q*r*x^3-1350*p^2*r^3*x^2+3150*p^2*r^2*x^3-54*p*q^4*x^2-540*p*q^3*r*x^2+672*p *q^3*x^3-1674*p*q^2*r^2*x^2+3654*p*q^2*r*x^3-2052*p*q*r^3*x^2+6300*p*q*r^2*x^3-\ 864*p*r^4*x^2+3492*p*r^3*x^3-54*q^4*r*x^2+168*q^4*x^3-324*q^3*r^2*x^2+1218*q^3* r*x^3-702*q^2*r^3*x^2+3150*q^2*r^2*x^3-648*q*r^4*x^2+3492*q*r^3*x^3-216*r^5*x^2 +1392*r^4*x^3-16*a^6-48*a^5*b-96*a^5*c-48*a^5*g-80*a^5*p-16*a^5*q-80*a^5*r+272* a^5*x-48*a^4*b^2-240*a^4*b*c-120*a^4*b*g-224*a^4*b*p-32*a^4*b*q-224*a^4*b*r+792 *a^4*b*x-240*a^4*c^2-248*a^4*c*g-400*a^4*c*p-80*a^4*c*q-400*a^4*c*r+1992*a^4*c* x-60*a^4*g^2-224*a^4*g*p-40*a^4*g*q-224*a^4*g*r+820*a^4*g*x-140*a^4*p^2-72*a^4* p*q-280*a^4*p*r+1556*a^4*p*x-4*a^4*q^2-72*a^4*q*r+604*a^4*q*x-140*a^4*r^2+1996* a^4*r*x+276*a^4*x^2-16*a^3*b^3-192*a^3*b^2*c-96*a^3*b^2*g-208*a^3*b^2*p-16*a^3* b^2*q-208*a^3*b^2*r+744*a^3*b^2*x-480*a^3*b*c^2-504*a^3*b*c*g-896*a^3*b*c*p-128 *a^3*b*c*q-896*a^3*b*c*r+4808*a^3*b*c*x-120*a^3*b*g^2-504*a^3*b*g*p-64*a^3*b*g* q-504*a^3*b*g*r+1800*a^3*b*g*x-348*a^3*b*p^2-136*a^3*b*p*q-696*a^3*b*p*r+4072*a ^3*b*p*x-4*a^3*b*q^2-136*a^3*b*q*r+1192*a^3*b*q*x-348*a^3*b*r^2+5008*a^3*b*r*x+ 1332*a^3*b*x^2-320*a^3*c^3-520*a^3*c^2*g-800*a^3*c^2*p-160*a^3*c^2*q-800*a^3*c^ 2*r+5304*a^3*c^2*x-260*a^3*c*g^2-940*a^3*c*g*p-168*a^3*c*g*q-940*a^3*c*g*r+4872 *a^3*c*g*x-560*a^3*c*p^2-288*a^3*c*p*q-1120*a^3*c*p*r+7984*a^3*c*p*x-16*a^3*c*q ^2-288*a^3*c*q*r+2896*a^3*c*q*x-560*a^3*c*r^2+9804*a^3*c*r*x-2320*a^3*c*x^2-40* a^3*g^3-254*a^3*g^2*p-40*a^3*g^2*q-254*a^3*g^2*r+938*a^3*g^2*x-356*a^3*g*p^2-\ 168*a^3*g*p*q-712*a^3*g*p*r+4030*a^3*g*p*x-8*a^3*g*q^2-168*a^3*g*q*r+1366*a^3*g *q*x-356*a^3*g*r^2+4912*a^3*g*r*x+918*a^3*g*x^2-112*a^3*p^3-104*a^3*p^2*q-336*a ^3*p^2*r+2594*a^3*p^2*x-16*a^3*p*q^2-208*a^3*p*q*r+2340*a^3*p*q*x-336*a^3*p*r^2 +6540*a^3*p*r*x-2414*a^3*p*x^2-16*a^3*q^2*r+310*a^3*q^2*x-104*a^3*q*r^2+2660*a^ 3*q*r*x-1206*a^3*q*x^2-112*a^3*r^3+3946*a^3*r^2*x-4914*a^3*r*x^2-2484*a^3*x^3-\ 48*a^2*b^3*c-24*a^2*b^3*g-64*a^2*b^3*p-64*a^2*b^3*r+200*a^2*b^3*x-288*a^2*b^2*c ^2-304*a^2*b^2*c*g-624*a^2*b^2*c*p-48*a^2*b^2*c*q-624*a^2*b^2*c*r+3680*a^2*b^2* c*x-68*a^2*b^2*g^2-352*a^2*b^2*g*p-24*a^2*b^2*g*q-352*a^2*b^2*g*r+1092*a^2*b^2* g*x-280*a^2*b^2*p^2-64*a^2*b^2*p*q-560*a^2*b^2*p*r+3500*a^2*b^2*p*x-64*a^2*b^2* q*r+572*a^2*b^2*q*x-280*a^2*b^2*r^2+4100*a^2*b^2*r*x+2340*a^2*b^2*x^2-480*a^2*b *c^3-800*a^2*b*c^2*g-1344*a^2*b*c^2*p-192*a^2*b*c^2*q-1344*a^2*b*c^2*r+9824*a^2 *b*c^2*x-392*a^2*b*c*g^2-1604*a^2*b*c*g*p-200*a^2*b*c*g*q-1604*a^2*b*c*g*r+8464 *a^2*b*c*g*x-1044*a^2*b*c*p^2-408*a^2*b*c*p*q-2088*a^2*b*c*p*r+15936*a^2*b*c*p* x-12*a^2*b*c*q^2-408*a^2*b*c*q*r+4392*a^2*b*c*q*x-1044*a^2*b*c*r^2+18948*a^2*b* c*r*x-4324*a^2*b*c*x^2-56*a^2*b*g^3-430*a^2*b*g^2*p-44*a^2*b*g^2*q-430*a^2*b*g^ 2*r+1368*a^2*b*g^2*x-662*a^2*b*g*p^2-236*a^2*b*g*p*q-1324*a^2*b*g*p*r+7744*a^2* b*g*p*x-6*a^2*b*g*q^2-236*a^2*b*g*q*r+1836*a^2*b*g*q*x-662*a^2*b*g*r^2+9250*a^2 *b*g*r*x+3504*a^2*b*g*x^2-232*a^2*b*p^3-176*a^2*b*p^2*q-696*a^2*b*p^2*r+5492*a^ 2*b*p^2*x-16*a^2*b*p*q^2-352*a^2*b*p*q*r+4112*a^2*b*p*q*x-696*a^2*b*p*r^2+13496 *a^2*b*p*r*x-5176*a^2*b*p*x^2-16*a^2*b*q^2*r+312*a^2*b*q^2*x-176*a^2*b*q*r^2+ 4560*a^2*b*q*r*x-1552*a^2*b*q*x^2-232*a^2*b*r^3+8004*a^2*b*r^2*x-10848*a^2*b*r* x^2-7452*a^2*b*x^3-240*a^2*c^4-552*a^2*c^3*g-800*a^2*c^3*p-160*a^2*c^3*q-800*a^ 2*c^3*r+6712*a^2*c^3*x-428*a^2*c^2*g^2-1504*a^2*c^2*g*p-264*a^2*c^2*g*q-1504*a^ 2*c^2*g*r+9976*a^2*c^2*g*x-840*a^2*c^2*p^2-432*a^2*c^2*p*q-1680*a^2*c^2*p*r+ 14804*a^2*c^2*p*x-24*a^2*c^2*q^2-432*a^2*c^2*q*r+5124*a^2*c^2*q*x-840*a^2*c^2*r ^2+17664*a^2*c^2*r*x-10428*a^2*c^2*x^2-134*a^2*c*g^3-842*a^2*c*g^2*p-128*a^2*c* g^2*q-842*a^2*c*g^2*r+4266*a^2*c*g^2*x-1148*a^2*c*g*p^2-536*a^2*c*g*p*q-2296*a^ 2*c*g*p*r+15968*a^2*c*g*p*x-24*a^2*c*g*q^2-536*a^2*c*g*q*r+5086*a^2*c*g*q*x-\ 1148*a^2*c*g*r^2+18930*a^2*c*g*r*x-4062*a^2*c*g*x^2-336*a^2*c*p^3-312*a^2*c*p^2 *q-1008*a^2*c*p^2*r+9444*a^2*c*p^2*x-48*a^2*c*p*q^2-624*a^2*c*p*q*r+8184*a^2*c* p*q*x-1008*a^2*c*p*r^2+23108*a^2*c*p*r*x-15146*a^2*c*p*x^2-48*a^2*c*q^2*r+1020* a^2*c*q^2*x-312*a^2*c*q*r^2+9206*a^2*c*q*r*x-8106*a^2*c*q*x^2-336*a^2*c*r^3+ 13664*a^2*c*r^2*x-26464*a^2*c*r*x^2-6692*a^2*c*x^3-14*a^2*g^4-145*a^2*g^3*p-18* a^2*g^3*q-145*a^2*g^3*r+478*a^2*g^3*x-343*a^2*g^2*p^2-146*a^2*g^2*p*q-686*a^2*g ^2*p*r+3829*a^2*g^2*p*x-5*a^2*g^2*q^2-146*a^2*g^2*q*r+1076*a^2*g^2*q*x-343*a^2* g^2*r^2+4529*a^2*g^2*r*x+1302*a^2*g^2*x^2-250*a^2*g*p^3-220*a^2*g*p^2*q-750*a^2 *g*p^2*r+5451*a^2*g*p^2*x-30*a^2*g*p*q^2-440*a^2*g*p*q*r+4526*a^2*g*p*q*x-750*a ^2*g*p*r^2+13382*a^2*g*p*r*x-4716*a^2*g*p*x^2-30*a^2*g*q^2*r+491*a^2*g*q^2*x-\ 220*a^2*g*q*r^2+4993*a^2*g*q*r*x-1802*a^2*g*q*x^2-250*a^2*g*r^3+7931*a^2*g*r^2* x-9865*a^2*g*r*x^2-5994*a^2*g*x^3-42*a^2*p^4-60*a^2*p^3*q-168*a^2*p^3*r+1806*a^ 2*p^3*x-18*a^2*p^2*q^2-180*a^2*p^2*q*r+2708*a^2*p^2*q*x-252*a^2*p^2*r^2+6728*a^ 2*p^2*r*x-4804*a^2*p^2*x^2-36*a^2*p*q^2*r+940*a^2*p*q^2*x-180*a^2*p*q*r^2+6248* a^2*p*q*r*x-6258*a^2*p*q*x^2-168*a^2*p*r^3+8038*a^2*p*r^2*x-16374*a^2*p*r*x^2-\ 2566*a^2*p*x^3+38*a^2*q^3*x-18*a^2*q^2*r^2+1002*a^2*q^2*r*x-1454*a^2*q^2*x^2-60 *a^2*q*r^3+3540*a^2*q*r^2*x-10258*a^2*q*r*x^2-2566*a^2*q*x^3-42*a^2*r^4+3116*a^ 2*r^3*x-12620*a^2*r^2*x^2-946*a^2*r*x^3-24*a*b^4*x-48*a*b^3*c^2-48*a*b^3*c*g-\ 128*a*b^3*c*p-128*a*b^3*c*r+904*a*b^3*c*x-8*a*b^3*g^2-72*a*b^3*g*p-72*a*b^3*g*r +64*a*b^3*g*x-72*a*b^3*p^2-144*a*b^3*p*r+1008*a*b^3*p*x-16*a*b^3*q*x-72*a*b^3*r ^2+1160*a*b^3*r*x+1788*a*b^3*x^2-192*a*b^2*c^3-320*a*b^2*c^2*g-624*a*b^2*c^2*p-\ 48*a*b^2*c^2*q-624*a*b^2*c^2*r+5256*a*b^2*c^2*x-144*a*b^2*c*g^2-752*a*b^2*c*g*p -48*a*b^2*c*g*q-752*a*b^2*c*g*r+3968*a*b^2*c*g*x-560*a*b^2*c*p^2-128*a*b^2*c*p* q-1120*a*b^2*c*p*r+9368*a*b^2*c*p*x-128*a*b^2*c*q*r+1544*a*b^2*c*q*x-560*a*b^2* c*r^2+10784*a*b^2*c*r*x-1688*a*b^2*c*x^2-16*a*b^2*g^3-196*a*b^2*g^2*p-8*a*b^2*g ^2*q-196*a*b^2*g^2*r+378*a*b^2*g^2*x-348*a*b^2*g*p^2-72*a*b^2*g*p*q-696*a*b^2*g *p*r+4198*a*b^2*g*p*x-72*a*b^2*g*q*r+374*a*b^2*g*q*x-348*a*b^2*g*r^2+5050*a*b^2 *g*r*x+4254*a*b^2*g*x^2-144*a*b^2*p^3-72*a*b^2*p^2*q-432*a*b^2*p^2*r+3510*a*b^2 *p^2*x-144*a*b^2*p*q*r+1820*a*b^2*p*q*x-432*a*b^2*p*r^2+8276*a*b^2*p*r*x-3110*a *b^2*p*x^2+2*a*b^2*q^2*x-72*a*b^2*q*r^2+2044*a*b^2*q*r*x+514*a*b^2*q*x^2-144*a* b^2*r^3+4766*a*b^2*r^2*x-6954*a*b^2*r*x^2-7452*a*b^2*x^3-240*a*b*c^4-568*a*b*c^ 3*g-896*a*b*c^3*p-128*a*b*c^3*q-896*a*b*c^3*r+8440*a*b*c^3*x-428*a*b*c^2*g^2-\ 1720*a*b*c^2*g*p-208*a*b*c^2*g*q-1720*a*b*c^2*g*r+11976*a*b*c^2*g*x-1044*a*b*c^ 2*p^2-408*a*b*c^2*p*q-2088*a*b*c^2*p*r+19952*a*b*c^2*p*x-12*a*b*c^2*q^2-408*a*b *c^2*q*r+5280*a*b*c^2*q*x-1044*a*b*c^2*r^2+23240*a*b*c^2*r*x-15384*a*b*c^2*x^2-\ 122*a*b*c*g^3-954*a*b*c*g^2*p-92*a*b*c*g^2*q-954*a*b*c*g^2*r+4606*a*b*c*g^2*x-\ 1420*a*b*c*g*p^2-496*a*b*c*g*p*q-2840*a*b*c*g*p*r+20828*a*b*c*g*p*x-12*a*b*c*g* q^2-496*a*b*c*g*q*r+4688*a*b*c*g*q*x-1420*a*b*c*g*r^2+24540*a*b*c*g*r*x-3600*a* b*c*g*x^2-464*a*b*c*p^3-352*a*b*c*p^2*q-1392*a*b*c*p^2*r+13514*a*b*c*p^2*x-32*a *b*c*p*q^2-704*a*b*c*p*q*r+9652*a*b*c*p*q*x-1392*a*b*c*p*r^2+32346*a*b*c*p*r*x-\ 23252*a*b*c*p*x^2-32*a*b*c*q^2*r+698*a*b*c*q^2*x-352*a*b*c*q*r^2+10686*a*b*c*q* r*x-9172*a*b*c*q*x^2-464*a*b*c*r^3+18832*a*b*c*r^2*x-40176*a*b*c*r*x^2-13384*a* b*c*x^3-10*a*b*g^4-159*a*b*g^3*p-10*a*b*g^3*q-159*a*b*g^3*r+364*a*b*g^3*x-416*a *b*g^2*p^2-128*a*b*g^2*p*q-832*a*b*g^2*p*r+4716*a*b*g^2*p*x-2*a*b*g^2*q^2-128*a *b*g^2*q*r+774*a*b*g^2*q*x-416*a*b*g^2*r^2+5652*a*b*g^2*r*x+3174*a*b*g^2*x^2-\ 338*a*b*g*p^3-236*a*b*g*p^2*q-1014*a*b*g*p^2*r+7533*a*b*g*p^2*x-18*a*b*g*p*q^2-\ 472*a*b*g*p*q*r+4918*a*b*g*p*q*x-1014*a*b*g*p*r^2+18185*a*b*g*p*r*x-5950*a*b*g* p*x^2-18*a*b*g*q^2*r+217*a*b*g*q^2*x-236*a*b*g*q*r^2+5547*a*b*g*q*r*x-122*a*b*g *q*x^2-338*a*b*g*r^3+10652*a*b*g*r^2*x-13776*a*b*g*r*x^2-11988*a*b*g*x^3-66*a*b *p^4-84*a*b*p^3*q-264*a*b*p^3*r+2742*a*b*p^3*x-18*a*b*p^2*q^2-252*a*b*p^2*q*r+ 3602*a*b*p^2*q*x-396*a*b*p^2*r^2+10100*a*b*p^2*r*x-7610*a*b*p^2*x^2-36*a*b*p*q^ 2*r+862*a*b*p*q^2*x-252*a*b*p*q*r^2+8084*a*b*p*q*r*x-8520*a*b*p*q*x^2-264*a*b*p *r^3+11974*a*b*p*r^2*x-25820*a*b*p*r*x^2-5132*a*b*p*x^3+2*a*b*q^3*x-18*a*b*q^2* r^2+948*a*b*q^2*r*x-910*a*b*q^2*x^2-84*a*b*q*r^3+4482*a*b*q*r^2*x-13588*a*b*q*r *x^2-5132*a*b*q*x^3-66*a*b*r^4+4616*a*b*r^3*x-19062*a*b*r^2*x^2-1892*a*b*r*x^3-\ 96*a*c^5-296*a*c^4*g-400*a*c^4*p-80*a*c^4*q-400*a*c^4*r+4120*a*c^4*x-316*a*c^3* g^2-1084*a*c^3*g*p-184*a*c^3*g*q-1084*a*c^3*g*r+8692*a*c^3*g*x-560*a*c^3*p^2-\ 288*a*c^3*p*q-1120*a*c^3*p*r+11920*a*c^3*p*x-16*a*c^3*q^2-288*a*c^3*q*r+3976*a* c^3*q*x-560*a*c^3*r^2+13952*a*c^3*r*x-12928*a*c^3*x^2-150*a*c^2*g^3-944*a*c^2*g ^2*p-136*a*c^2*g^2*q-944*a*c^2*g^2*r+5994*a*c^2*g^2*x-1252*a*c^2*g*p^2-568*a*c^ 2*g*p*q-2504*a*c^2*g*p*r+20436*a*c^2*g*p*x-24*a*c^2*g*q^2-568*a*c^2*g*q*r+6180* a*c^2*g*q*x-1252*a*c^2*g*r^2+23886*a*c^2*g*r*x-13268*a*c^2*g*x^2-336*a*c^2*p^3-\ 312*a*c^2*p^2*q-1008*a*c^2*p^2*r+11270*a*c^2*p^2*x-48*a*c^2*p*q^2-624*a*c^2*p*q *r+9452*a*c^2*p*q*x-1008*a*c^2*p*r^2+27002*a*c^2*p*r*x-25352*a*c^2*p*x^2-48*a*c ^2*q^2*r+1110*a*c^2*q^2*x-312*a*c^2*q*r^2+10554*a*c^2*q*r*x-13464*a*c^2*q*x^2-\ 336*a*c^2*r^3+15732*a*c^2*r^2*x-40912*a*c^2*r*x^2-4840*a*c^2*x^3-31*a*c*g^4-331 *a*c*g^3*p-38*a*c*g^3*q-331*a*c*g^3*r+1535*a*c*g^3*x-776*a*c*g^2*p^2-316*a*c*g^ 2*p*q-1552*a*c*g^2*p*r+10336*a*c*g^2*p*x-10*a*c*g^2*q^2-316*a*c*g^2*q*r+2744*a* c*g^2*q*x-776*a*c*g^2*r^2+12089*a*c*g^2*r*x-1806*a*c*g^2*x^2-554*a*c*g*p^3-476* a*c*g*p^2*q-1662*a*c*g*p^2*r+13781*a*c*g*p^2*x-60*a*c*g*p*q^2-952*a*c*g*p*q*r+ 10884*a*c*g*p*q*x-1662*a*c*g*p*r^2+33221*a*c*g*p*r*x-20180*a*c*g*p*x^2-60*a*c*g *q^2*r+1075*a*c*g*q^2*x-476*a*c*g*q*r^2+12007*a*c*g*q*r*x-9002*a*c*g*q*x^2-554* a*c*g*r^3+19440*a*c*g*r^2*x-35784*a*c*g*r*x^2-11648*a*c*g*x^3-84*a*c*p^4-120*a* c*p^3*q-336*a*c*p^3*r+4250*a*c*p^3*x-36*a*c*p^2*q^2-360*a*c*p^2*q*r+6236*a*c*p^ 2*q*x-504*a*c*p^2*r^2+15520*a*c*p^2*r*x-15096*a*c*p^2*x^2-72*a*c*p*q^2*r+2062*a *c*p*q^2*x-360*a*c*p*q*r^2+14244*a*c*p*q*r*x-19232*a*c*p*q*x^2-336*a*c*p*r^3+ 18290*a*c*p*r^2*x-48636*a*c*p*r*x^2-3004*a*c*p*x^3+76*a*c*q^3*x-36*a*c*q^2*r^2+ 2198*a*c*q^2*r*x-4136*a*c*q^2*x^2-120*a*c*q*r^3+8008*a*c*q*r^2*x-29102*a*c*q*r* x^2-3004*a*c*q*x^3-84*a*c*r^4+7020*a*c*r^3*x-35832*a*c*r^2*x^2+3948*a*c*r*x^3-2 *a*g^5-40*a*g^4*p-3*a*g^4*q-40*a*g^4*r+98*a*g^4*x-145*a*g^3*p^2-52*a*g^3*p*q-\ 290*a*g^3*p*r+1549*a*g^3*p*x-a*g^3*q^2-52*a*g^3*q*r+324*a*g^3*q*x-145*a*g^3*r^2 +1817*a*g^3*r*x+798*a*g^3*x^2-182*a*g^2*p^3-146*a*g^2*p^2*q-546*a*g^2*p^2*r+ 3705*a*g^2*p^2*x-15*a*g^2*p*q^2-292*a*g^2*p*q*r+2743*a*g^2*p*q*x-546*a*g^2*p*r^ 2+8980*a*g^2*p*r*x-2725*a*g^2*p*x^2-15*a*g^2*q^2*r+208*a*g^2*q^2*x-146*a*g^2*q* r^2+3011*a*g^2*q*r*x-486*a*g^2*q*x^2-182*a*g^2*r^3+5275*a*g^2*r^2*x-6215*a*g^2* r*x^2-4710*a*g^2*x^3-79*a*g*p^4-110*a*g*p^3*q-316*a*g*p^3*r+2794*a*g*p^3*x-31*a *g*p^2*q^2-330*a*g*p^2*q*r+3937*a*g*p^2*q*x-474*a*g*p^2*r^2+10324*a*g*p^2*r*x-\ 6609*a*g*p^2*x^2-62*a*g*p*q^2*r+1166*a*g*p*q^2*x-330*a*g*p*q*r^2+8938*a*g*p*q*r *x-7834*a*g*p*q*x^2-316*a*g*p*r^3+12266*a*g*p*r^2*x-22892*a*g*p*r*x^2-4726*a*g* p*x^3+23*a*g*q^3*x-31*a*g*q^2*r^2+1233*a*g*q^2*r*x-1225*a*g*q^2*x^2-110*a*g*q*r ^3+5001*a*g*q*r^2*x-13025*a*g*q*r*x^2-4726*a*g*q*x^3-79*a*g*r^4+4736*a*g*r^3*x-\ 17361*a*g*r^2*x^2-2284*a*g*r*x^3-6*a*p^5-12*a*p^4*q-30*a*p^4*r+540*a*p^4*x-6*a* p^3*q^2-48*a*p^3*q*r+1182*a*p^3*q*x-60*a*p^3*r^2+2640*a*p^3*r*x-2826*a*p^3*x^2-\ 18*a*p^2*q^2*r+744*a*p^2*q^2*x-72*a*p^2*q*r^2+4134*a*p^2*q*r*x-5970*a*p^2*q*x^2 -60*a*p^2*r^3+4680*a*p^2*r^2*x-13542*a*p^2*r*x^2-292*a*p^2*x^3+102*a*p*q^3*x-18 *a*p*q^2*r^2+1602*a*p*q^2*r*x-3462*a*p*q^2*x^2-48*a*p*q*r^3+4722*a*p*q*r^2*x-\ 18264*a*p*q*r*x^2-584*a*p*q*x^3-30*a*p*r^4+3600*a*p*r^3*x-20298*a*p*r^2*x^2+ 2852*a*p*r*x^3+108*a*q^3*r*x-318*a*q^3*x^2-6*a*q^2*r^3+858*a*q^2*r^2*x-4722*a*q ^2*r*x^2-292*a*q^2*x^3-12*a*q*r^4+1770*a*q*r^3*x-12600*a*q*r^2*x^2+2852*a*q*r*x ^3-6*a*r^5+1020*a*r^4*x-9582*a*r^3*x^2+3906*a*r^2*x^3+40*b^4*c*x-48*b^4*g*x+24* b^4*p*x+72*b^4*r*x+504*b^4*x^2-16*b^3*c^3-24*b^3*c^2*g-64*b^3*c^2*p-64*b^3*c^2* r+736*b^3*c^2*x-8*b^3*c*g^2-72*b^3*c*g*p-72*b^3*c*g*r+376*b^3*c*g*x-72*b^3*c*p^ 2-144*b^3*c*p*r+1416*b^3*c*p*x+48*b^3*c*q*x-72*b^3*c*r^2+1640*b^3*c*r*x+316*b^3 *c*x^2-16*b^3*g^2*p-16*b^3*g^2*r-52*b^3*g^2*x-40*b^3*g*p^2-80*b^3*g*p*r+484*b^3 *g*p*x-96*b^3*g*q*x-40*b^3*g*r^2+712*b^3*g*r*x+1668*b^3*g*x^2-24*b^3*p^3-72*b^3 *p^2*r+612*b^3*p^2*x+48*b^3*p*q*x-72*b^3*p*r^2+1320*b^3*p*r*x-348*b^3*p*x^2+144 *b^3*q*r*x+860*b^3*q*x^2-24*b^3*r^3+708*b^3*r^2*x-1020*b^3*r*x^2-2484*b^3*x^3-\ 48*b^2*c^4-112*b^2*c^3*g-208*b^2*c^3*p-16*b^2*c^3*q-208*b^2*c^3*r+2336*b^2*c^3* x-76*b^2*c^2*g^2-400*b^2*c^2*g*p-24*b^2*c^2*g*q-400*b^2*c^2*g*r+3024*b^2*c^2*g* x-280*b^2*c^2*p^2-64*b^2*c^2*p*q-560*b^2*c^2*p*r+5980*b^2*c^2*p*x-64*b^2*c^2*q* r+988*b^2*c^2*q*x-280*b^2*c^2*r^2+6832*b^2*c^2*r*x-4956*b^2*c^2*x^2-16*b^2*c*g^ 3-212*b^2*c*g^2*p-8*b^2*c*g^2*q-212*b^2*c*g^2*r+932*b^2*c*g^2*x-372*b^2*c*g*p^2 -72*b^2*c*g*p*q-744*b^2*c*g*p*r+5788*b^2*c*g*p*x-72*b^2*c*g*q*r+530*b^2*c*g*q*x -372*b^2*c*g*r^2+7010*b^2*c*g*r*x+462*b^2*c*g*x^2-144*b^2*c*p^3-72*b^2*c*p^2*q-\ 432*b^2*c*p^2*r+4410*b^2*c*p^2*x-144*b^2*c*p*q*r+2148*b^2*c*p*q*x-432*b^2*c*p*r ^2+10214*b^2*c*p*r*x-8106*b^2*c*p*x^2+18*b^2*c*q^2*x-72*b^2*c*q*r^2+2456*b^2*c* q*r*x-1066*b^2*c*q*x^2-144*b^2*c*r^3+5804*b^2*c*r^2*x-13712*b^2*c*r*x^2-6692*b^ 2*c*x^3-32*b^2*g^3*p-32*b^2*g^3*r+2*b^2*g^3*x-104*b^2*g^2*p^2-16*b^2*g^2*p*q-\ 208*b^2*g^2*p*r+1143*b^2*g^2*p*x-16*b^2*g^2*q*r-46*b^2*g^2*q*x-104*b^2*g^2*r^2+ 1509*b^2*g^2*r*x+1872*b^2*g^2*x^2-100*b^2*g*p^3-40*b^2*g*p^2*q-300*b^2*g*p^2*r+ 2296*b^2*g*p^2*x-80*b^2*g*p*q*r+820*b^2*g*p*q*x-300*b^2*g*p*r^2+5423*b^2*g*p*r* x-1234*b^2*g*p*x^2-60*b^2*g*q^2*x-40*b^2*g*q*r^2+1174*b^2*g*q*r*x+1680*b^2*g*q* x^2-100*b^2*g*r^3+3127*b^2*g*r^2*x-3911*b^2*g*r*x^2-5994*b^2*g*x^3-24*b^2*p^4-\ 24*b^2*p^3*q-96*b^2*p^3*r+972*b^2*p^3*x-72*b^2*p^2*q*r+1002*b^2*p^2*q*x-144*b^2 *p^2*r^2+3516*b^2*p^2*r*x-2806*b^2*p^2*x^2+30*b^2*p*q^2*x-72*b^2*p*q*r^2+2124*b ^2*p*q*r*x-2262*b^2*p*q*x^2-96*b^2*p*r^3+4116*b^2*p*r^2*x-9446*b^2*p*r*x^2-2566 *b^2*p*x^3+90*b^2*q^2*r*x+544*b^2*q^2*x^2-24*b^2*q*r^3+1122*b^2*q*r^2*x-3330*b^ 2*q*r*x^2-2566*b^2*q*x^3-24*b^2*r^4+1572*b^2*r^3*x-6442*b^2*r^2*x^2-946*b^2*r*x ^3-48*b*c^5-152*b*c^4*g-224*b*c^4*p-32*b*c^4*q-224*b*c^4*r+2632*b*c^4*x-156*b*c ^3*g^2-620*b*c^3*g*p-72*b*c^3*g*q-620*b*c^3*g*r+5348*b*c^3*g*x-348*b*c^3*p^2-\ 136*b*c^3*p*q-696*b*c^3*p*r+8120*b*c^3*p*x-4*b*c^3*q^2-136*b*c^3*q*r+2080*b*c^3 *q*x-348*b*c^3*r^2+9344*b*c^3*r*x-9848*b*c^3*x^2-66*b*c^2*g^3-532*b*c^2*g^2*p-\ 48*b*c^2*g^2*q-532*b*c^2*g^2*r+3438*b*c^2*g^2*x-770*b*c^2*g*p^2-260*b*c^2*g*p*q -1540*b*c^2*g*p*r+13500*b*c^2*g*p*x-6*b*c^2*g*q^2-260*b*c^2*g*q*r+2860*b*c^2*g* q*x-770*b*c^2*g*r^2+15886*b*c^2*g*r*x-8740*b*c^2*g*x^2-232*b*c^2*p^3-176*b*c^2* p^2*q-696*b*c^2*p^2*r+8146*b*c^2*p^2*x-16*b*c^2*p*q^2-352*b*c^2*p*q*r+5604*b*c^ 2*p*q*x-696*b*c^2*p*r^2+19158*b*c^2*p*r*x-20040*b*c^2*p*x^2-16*b*c^2*q^2*r+386* b*c^2*q^2*x-176*b*c^2*q*r^2+6214*b*c^2*q*r*x-8152*b*c^2*q*x^2-232*b*c^2*r^3+ 11012*b*c^2*r^2*x-31712*b*c^2*r*x^2-4840*b*c^2*x^3-10*b*c*g^4-179*b*c*g^3*p-10* b*c*g^3*q-179*b*c*g^3*r+743*b*c*g^3*x-466*b*c*g^2*p^2-136*b*c*g^2*p*q-932*b*c*g ^2*p*r+6510*b*c*g^2*p*x-2*b*c*g^2*q^2-136*b*c*g^2*q*r+1010*b*c*g^2*q*x-466*b*c* g^2*r^2+7841*b*c*g^2*r*x-72*b*c*g^2*x^2-368*b*c*g*p^3-248*b*c*g*p^2*q-1104*b*c* g*p^2*r+9631*b*c*g*p^2*x-18*b*c*g*p*q^2-496*b*c*g*p*q*r+5876*b*c*g*p*q*x-1104*b *c*g*p*r^2+22979*b*c*g*p*r*x-14392*b*c*g*p*x^2-18*b*c*g*q^2*r+217*b*c*g*q^2*x-\ 248*b*c*g*q*r^2+6809*b*c*g*q*r*x-3214*b*c*g*q*x^2-368*b*c*g*r^3+13348*b*c*g*r^2 *x-26292*b*c*g*r*x^2-11648*b*c*g*x^3-66*b*c*p^4-84*b*c*p^3*q-264*b*c*p^3*r+3260 *b*c*p^3*x-18*b*c*p^2*q^2-252*b*c*p^2*q*r+4182*b*c*p^2*q*x-396*b*c*p^2*r^2+ 11768*b*c*p^2*r*x-12286*b*c*p^2*x^2-36*b*c*p*q^2*r+924*b*c*p*q^2*x-252*b*c*p*q* r^2+9328*b*c*p*q*r*x-13612*b*c*p*q*x^2-264*b*c*p*r^3+13756*b*c*p*r^2*x-39322*b* c*p*r*x^2-3004*b*c*p*x^3+2*b*c*q^3*x-18*b*c*q^2*r^2+1034*b*c*q^2*r*x-1326*b*c*q ^2*x^2-84*b*c*q*r^3+5146*b*c*q*r^2*x-19788*b*c*q*r*x^2-3004*b*c*q*x^3-66*b*c*r^ 4+5248*b*c*r^3*x-27996*b*c*r^2*x^2+3948*b*c*r*x^3-20*b*g^4*p-20*b*g^4*r+16*b*g^ 4*x-84*b*g^3*p^2-20*b*g^3*p*q-168*b*g^3*p*r+895*b*g^3*p*x-20*b*g^3*q*r+50*b*g^3 *q*x-84*b*g^3*r^2+1117*b*g^3*r*x+918*b*g^3*x^2-117*b*g^2*p^3-70*b*g^2*p^2*q-351 *b*g^2*p^2*r+2485*b*g^2*p^2*x-4*b*g^2*p*q^2-140*b*g^2*p*q*r+1305*b*g^2*p*q*x-\ 351*b*g^2*p*r^2+5990*b*g^2*p*r*x-1359*b*g^2*p*x^2-4*b*g^2*q^2*r-10*b*g^2*q^2*x-\ 70*b*g^2*q*r^2+1623*b*g^2*q*r*x+880*b*g^2*q*x^2-117*b*g^2*r^3+3505*b*g^2*r^2*x-\ 4057*b*g^2*r*x^2-4710*b*g^2*x^3-58*b*g*p^4-68*b*g*p^3*q-232*b*g*p^3*r+2053*b*g* p^3*x-10*b*g*p^2*q^2-204*b*g*p^2*q*r+2420*b*g*p^2*q*x-348*b*g*p^2*r^2+7536*b*g* p^2*r*x-4970*b*g*p^2*x^2-20*b*g*p*q^2*r+355*b*g*p*q^2*x-204*b*g*p*q*r^2+5416*b* g*p*q*r*x-4556*b*g*p*q*x^2-232*b*g*p*r^3+8913*b*g*p*r^2*x-17623*b*g*p*r*x^2-\ 4726*b*g*p*x^3-12*b*g*q^3*x-10*b*g*q^2*r^2+499*b*g*q^2*r*x+414*b*g*q^2*x^2-68*b *g*q*r^3+2996*b*g*q*r^2*x-7756*b*g*q*r*x^2-4726*b*g*q*x^3-58*b*g*r^4+3430*b*g*r ^3*x-12753*b*g*r^2*x^2-2284*b*g*r*x^3-6*b*p^5-12*b*p^4*q-30*b*p^4*r+444*b*p^4*x -6*b*p^3*q^2-48*b*p^3*q*r+894*b*p^3*q*x-60*b*p^3*r^2+2166*b*p^3*r*x-2364*b*p^3* x^2-18*b*p^2*q^2*r+456*b*p^2*q^2*x-72*b*p^2*q*r^2+3096*b*p^2*q*r*x-4584*b*p^2*q *x^2-60*b*p^2*r^3+3834*b*p^2*r^2*x-11334*b*p^2*r*x^2-292*b*p^2*x^3+6*b*p*q^3*x-\ 18*b*p*q^2*r^2+948*b*p*q^2*r*x-2076*b*p*q^2*x^2-48*b*p*q*r^3+3510*b*p*q*r^2*x-\ 13848*b*p*q*r*x^2-584*b*p*q*x^3-30*b*p*r^4+2946*b*p*r^3*x-16812*b*p*r^2*x^2+ 2852*b*p*r*x^3+18*b*q^3*r*x+144*b*q^3*x^2-6*b*q^2*r^3+492*b*q^2*r^2*x-2514*b*q^ 2*r*x^2-292*b*q^2*x^3-12*b*q*r^4+1308*b*q*r^3*x-9114*b*q*r^2*x^2+2852*b*q*r*x^3 -6*b*r^5+834*b*r^4*x-7842*b*r^3*x^2+3906*b*r^2*x^3-16*c^6-64*c^5*g-80*c^5*p-16* c^5*q-80*c^5*r+992*c^5*x-88*c^4*g^2-296*c^4*g*p-48*c^4*g*q-296*c^4*g*r+2768*c^4 *g*x-140*c^4*p^2-72*c^4*p*q-280*c^4*p*r+3544*c^4*p*x-4*c^4*q^2-72*c^4*q*r+1144* c^4*q*x-140*c^4*r^2+4096*c^4*r*x-5112*c^4*x^2-56*c^3*g^3-356*c^3*g^2*p-48*c^3*g ^2*q-356*c^3*g^2*r+2696*c^3*g^2*x-460*c^3*g*p^2-200*c^3*g*p*q-920*c^3*g*p*r+ 8556*c^3*g*p*x-8*c^3*g*q^2-200*c^3*g*q*r+2460*c^3*g*q*x-460*c^3*g*r^2+9956*c^3* g*r*x-8364*c^3*g*x^2-112*c^3*p^3-104*c^3*p^2*q-336*c^3*p^2*r+4432*c^3*p^2*x-16* c^3*p*q^2-208*c^3*p*q*r+3608*c^3*p*q*x-336*c^3*p*r^2+10464*c^3*p*r*x-12744*c^3* p*x^2-16*c^3*q^2*r+400*c^3*q^2*x-104*c^3*q*r^2+4008*c^3*q*r*x-6624*c^3*q*x^2-\ 112*c^3*r^3+6032*c^3*r^2*x-19548*c^3*r*x^2-384*c^3*x^3-17*c^2*g^4-190*c^2*g^3*p -20*c^2*g^3*q-190*c^2*g^3*r+1132*c^2*g^3*x-443*c^2*g^2*p^2-170*c^2*g^2*p*q-886* c^2*g^2*p*r+6786*c^2*g^2*p*x-5*c^2*g^2*q^2-170*c^2*g^2*q*r+1698*c^2*g^2*q*x-443 *c^2*g^2*r^2+7940*c^2*g^2*r*x-3834*c^2*g^2*x^2-310*c^2*g*p^3-256*c^2*g*p^2*q-\ 930*c^2*g*p^2*r+8600*c^2*g*p^2*x-30*c^2*g*p*q^2-512*c^2*g*p*q*r+6464*c^2*g*p*q* x-930*c^2*g*p*r^2+20542*c^2*g*p*r*x-17084*c^2*g*p*x^2-30*c^2*g*q^2*r+584*c^2*g* q^2*x-256*c^2*g*q*r^2+7178*c^2*g*q*r*x-7696*c^2*g*q*x^2-310*c^2*g*r^3+11942*c^2 *g*r^2*x-28092*c^2*g*r*x^2-5088*c^2*g*x^3-42*c^2*p^4-60*c^2*p^3*q-168*c^2*p^3*r +2486*c^2*p^3*x-18*c^2*p^2*q^2-180*c^2*p^2*q*r+3570*c^2*p^2*q*x-252*c^2*p^2*r^2 +8948*c^2*p^2*r*x-10974*c^2*p^2*x^2-36*c^2*p*q^2*r+1122*c^2*p*q^2*x-180*c^2*p*q *r^2+8092*c^2*p*q*r*x-13716*c^2*p*q*x^2-168*c^2*p*r^3+10438*c^2*p*r^2*x-34014*c ^2*p*r*x^2+504*c^2*p*x^3+38*c^2*q^3*x-18*c^2*q^2*r^2+1196*c^2*q^2*r*x-2742*c^2* q^2*x^2-60*c^2*q*r^3+4522*c^2*q*r^2*x-19698*c^2*q*r*x^2+504*c^2*q*x^3-42*c^2*r^ 4+3976*c^2*r^3*x-24336*c^2*r^2*x^2+6840*c^2*r*x^3-2*c*g^5-46*c*g^4*p-3*c*g^4*q-\ 46*c*g^4*r+184*c*g^4*x-168*c*g^3*p^2-56*c*g^3*p*q-336*c*g^3*p*r+2141*c*g^3*p*x- c*g^3*q^2-56*c*g^3*q*r+425*c*g^3*q*x-168*c*g^3*r^2+2521*c*g^3*r*x-117*c*g^3*x^2 -211*c*g^2*p^3-160*c*g^2*p^2*q-633*c*g^2*p^2*r+4808*c*g^2*p^2*x-15*c*g^2*p*q^2-\ 320*c*g^2*p*q*r+3350*c*g^2*p*q*x-633*c*g^2*p*r^2+11563*c*g^2*p*r*x-6250*c*g^2*p *x^2-15*c*g^2*q^2*r+224*c*g^2*q^2*x-160*c*g^2*q*r^2+3749*c*g^2*q*r*x-1976*c*g^2 *q*x^2-211*c*g^2*r^3+6755*c*g^2*r^2*x-11631*c*g^2*r*x^2-4896*c*g^2*x^3-91*c*g*p ^4-122*c*g*p^3*q-364*c*g*p^3*r+3467*c*g*p^3*x-31*c*g*p^2*q^2-366*c*g*p^2*q*r+ 4703*c*g*p^2*q*x-546*c*g*p^2*r^2+12686*c*g*p^2*r*x-10513*c*g*p^2*x^2-62*c*g*p*q ^2*r+1259*c*g*p*q^2*x-366*c*g*p*q*r^2+10646*c*g*p*q*r*x-12234*c*g*p*q*x^2-364*c *g*p*r^3+14971*c*g*p*r^2*x-34683*c*g*p*r*x^2-3720*c*g*p*x^3+23*c*g*q^3*x-31*c*g *q^2*r^2+1366*c*g*q^2*r*x-1721*c*g*q^2*x^2-122*c*g*q*r^3+5943*c*g*q*r^2*x-18807 *c*g*q*r*x^2-3720*c*g*q*x^3-91*c*g*r^4+5752*c*g*r^3*x-25434*c*g*r^2*x^2+1500*c* g*r*x^3-6*c*p^5-12*c*p^4*q-30*c*p^4*r+624*c*p^4*x-6*c*p^3*q^2-48*c*p^3*q*r+1350 *c*p^3*q*x-60*c*p^3*r^2+3018*c*p^3*r*x-3972*c*p^3*x^2-18*c*p^2*q^2*r+828*c*p^2* q^2*x-72*c*p^2*q*r^2+4686*c*p^2*q*r*x-8274*c*p^2*q*x^2-60*c*p^2*r^3+5310*c*p^2* r^2*x-18396*c*p^2*r*x^2+792*c*p^2*x^3+102*c*p*q^3*x-18*c*p*q^2*r^2+1776*c*p*q^2 *r*x-4632*c*p*q^2*x^2-48*c*p*q*r^3+5322*c*p*q*r^2*x-24390*c*p*q*r*x^2+1584*c*p* q*x^3-30*c*p*r^4+4062*c*p*r^3*x-26772*c*p*r^2*x^2+7728*c*p*r*x^3+108*c*q^3*r*x-\ 330*c*q^3*x^2-6*c*q^2*r^3+948*c*q^2*r^2*x-5994*c*q^2*r*x^2+792*c*q^2*x^3-12*c*q *r^4+1986*c*q*r^3*x-16464*c*q*r^2*x^2+7728*c*q*r*x^3-6*c*r^5+1146*c*r^4*x-12348 *c*r^3*x^2+8868*c*r^2*x^3-4*g^5*p-4*g^5*r+4*g^5*x-22*g^4*p^2-6*g^4*p*q-44*g^4*p *r+222*g^4*p*x-6*g^4*q*r+24*g^4*q*x-22*g^4*r^2+264*g^4*r*x+174*g^4*x^2-42*g^3*p ^3-29*g^3*p^2*q-126*g^3*p^2*r+808*g^3*p^2*x-2*g^3*p*q^2-58*g^3*p*q*r+510*g^3*p* q*x-126*g^3*p*r^2+1954*g^3*p*r*x-447*g^3*p*x^2-2*g^3*q^2*r+16*g^3*q^2*x-29*g^3* q*r^2+581*g^3*q*r*x+108*g^3*q*x^2-42*g^3*r^3+1146*g^3*r^2*x-1236*g^3*r*x^2-1224 *g^3*x^3-33*g^2*p^4-42*g^2*p^3*q-132*g^2*p^3*r+1020*g^2*p^3*x-9*g^2*p^2*q^2-126 *g^2*p^2*q*r+1317*g^2*p^2*q*x-198*g^2*p^2*r^2+3774*g^2*p^2*r*x-2136*g^2*p^2*x^2 -18*g^2*p*q^2*r+297*g^2*p*q^2*x-126*g^2*p*q*r^2+2970*g^2*p*q*r*x-2196*g^2*p*q*x ^2-132*g^2*p*r^3+4488*g^2*p*r^2*x-7682*g^2*p*r*x^2-2058*g^2*p*x^3-9*g^2*q^2*r^2 +342*g^2*q^2*r*x-60*g^2*q^2*x^2-42*g^2*q*r^3+1653*g^2*q*r^2*x-3865*g^2*q*r*x^2-\ 2058*g^2*q*x^3-33*g^2*r^4+1734*g^2*r^3*x-5742*g^2*r^2*x^2-1152*g^2*r*x^3-9*g*p^ 5-18*g*p^4*q-45*g*p^4*r+480*g*p^4*x-9*g*p^3*q^2-72*g*p^3*q*r+993*g*p^3*q*x-90*g *p^3*r^2+2364*g*p^3*r*x-2031*g*p^3*x^2-27*g*p^2*q^2*r+546*g*p^2*q^2*x-108*g*p^2 *q*r^2+3474*g*p^2*q*r*x-4044*g*p^2*q*x^2-90*g*p^2*r^3+4212*g*p^2*r^2*x-10016*g* p^2*r*x^2-588*g*p^2*x^3+33*g*p*q^3*x-27*g*p*q^2*r^2+1155*g*p*q^2*r*x-1995*g*p*q ^2*x^2-72*g*p*q*r^3+3969*g*p*q*r^2*x-12699*g*p*q*r*x^2-1176*g*p*q*x^3-45*g*p*r^ 4+3252*g*p*r^3*x-15197*g*p*r^2*x^2+1398*g*p*r*x^3+45*g*q^3*r*x+18*g*q^3*x^2-9*g *q^2*r^3+609*g*q^2*r^2*x-2683*g*q^2*r*x^2-588*g*q^2*x^3-18*g*q*r^4+1488*g*q*r^3 *x-8635*g*q*r^2*x^2+1398*g*q*r*x^3-9*g*r^5+924*g*r^4*x-7212*g*r^3*x^2+2376*g*r^ 2*x^3+54*p^5*x+162*p^4*q*x+324*p^4*r*x-516*p^4*x^2+162*p^3*q^2*x+756*p^3*q*r*x-\ 1536*p^3*q*x^2+756*p^3*r^2*x-3138*p^3*r*x^2+222*p^3*x^3+54*p^2*q^3*x+540*p^2*q^ 2*r*x-1512*p^2*q^2*x^2+1296*p^2*q*r^2*x-6792*p^2*q*r*x^2+666*p^2*q*x^3+864*p^2* r^3*x-6816*p^2*r^2*x^2+2154*p^2*r*x^3+108*p*q^3*r*x-480*p*q^3*x^2+594*p*q^2*r^2 *x-4170*p*q^2*r*x^2+666*p*q^2*x^3+972*p*q*r^3*x-9450*p*q*r^2*x^2+4308*p*q*r*x^3 +486*p*r^4*x-6282*p*r^3*x^2+4692*p*r^2*x^3+12*q^4*x^2+54*q^3*r^2*x-516*q^3*r*x^ 2+222*q^3*x^3+216*q^2*r^3*x-2634*q^2*r^2*x^2+2154*q^2*r*x^3+270*q*r^4*x-4194*q* r^3*x^2+4692*q*r^2*x^3+108*r^5*x-2088*r^4*x^2+3168*r^3*x^3-96*a^5-184*a^4*b-488 *a^4*c-220*a^4*g-524*a^4*p-60*a^4*q-524*a^4*r+84*a^4*x-80*a^3*b^2-760*a^3*b*c-\ 308*a^3*b*g-1012*a^3*b*p-52*a^3*b*q-1012*a^3*b*r-468*a^3*b*x-1000*a^3*c^2-936*a ^3*c*g-2140*a^3*c*p-248*a^3*c*q-2140*a^3*c*r+2008*a^3*c*x-190*a^3*g^2-1134*a^3* g*p-100*a^3*g*q-1134*a^3*g*r-46*a^3*g*x-866*a^3*p^2-332*a^3*p*q-1732*a^3*p*r+ 2986*a^3*p*x-6*a^3*q^2-332*a^3*q*r+606*a^3*q*x-866*a^3*r^2+3978*a^3*r*x+4404*a^ 3*x^2+8*a^2*b^3-256*a^2*b^2*c-48*a^2*b^2*g-520*a^2*b^2*p+8*a^2*b^2*q-520*a^2*b^ 2*r-1332*a^2*b^2*x-1184*a^2*b*c^2-968*a^2*b*c*g-3128*a^2*b*c*p-164*a^2*b*c*q-\ 3128*a^2*b*c*r+1452*a^2*b*c*x-130*a^2*b*g^2-1600*a^2*b*g*p-26*a^2*b*g*q-1600*a^ 2*b*g*r-1984*a^2*b*g*x-1454*a^2*b*p^2-348*a^2*b*p*q-2908*a^2*b*p*r+4600*a^2*b*p *x+2*a^2*b*q^2-348*a^2*b*q*r-196*a^2*b*q*x-1454*a^2*b*r^2+5964*a^2*b*r*x+11856* a^2*b*x^2-1032*a^2*c^3-1492*a^2*c^2*g-3304*a^2*c^2*p-384*a^2*c^2*q-3304*a^2*c^2 *r+5688*a^2*c^2*x-608*a^2*c*g^2-3640*a^2*c*g*p-304*a^2*c*g*q-3640*a^2*c*g*r+ 2408*a^2*c*g*x-2678*a^2*c*p^2-1028*a^2*c*p*q-5356*a^2*c*p*r+13090*a^2*c*p*x-18* a^2*c*q^2-1028*a^2*c*q*r+2564*a^2*c*q*x-2678*a^2*c*r^2+16468*a^2*c*r*x+10720*a^ 2*c*x^2-60*a^2*g^3-907*a^2*g^2*p-37*a^2*g^2*q-907*a^2*g^2*r-616*a^2*g^2*x-1619* a^2*g*p^2-528*a^2*g*p*q-3238*a^2*g*p*r+5198*a^2*g*p*x-a^2*g*q^2-528*a^2*g*q*r+ 409*a^2*g*q*x-1619*a^2*g*r^2+6607*a^2*g*r*x+10106*a^2*g*x^2-602*a^2*p^3-466*a^2 *p^2*q-1806*a^2*p^2*r+5168*a^2*p^2*x-44*a^2*p*q^2-932*a^2*p*q*r+3726*a^2*p*q*x-\ 1806*a^2*p*r^2+13326*a^2*p*r*x+3046*a^2*p*x^2-44*a^2*q^2*r+118*a^2*q^2*x-466*a^ 2*q*r^2+4262*a^2*q*r*x+3670*a^2*q*x^2-602*a^2*r^3+8158*a^2*r^2*x+388*a^2*r*x^2-\ 5656*a^2*x^3+16*a*b^3*c+40*a*b^3*g-32*a*b^3*p-32*a*b^3*r-924*a*b^3*x-272*a*b^2* c^2-64*a*b^2*c*g-1088*a*b^2*c*p+16*a*b^2*c*q-1088*a*b^2*c*r-1184*a*b^2*c*x+64*a *b^2*g^2-492*a*b^2*g*p+40*a*b^2*g*q-492*a*b^2*g*r-2734*a*b^2*g*x-620*a*b^2*p^2-\ 32*a*b^2*p*q-1240*a*b^2*p*r+1362*a*b^2*p*x-32*a*b^2*q*r-1090*a*b^2*q*x-620*a*b^ 2*r^2+2070*a*b^2*r*x+10500*a*b^2*x^2-824*a*b*c^3-996*a*b*c^2*g-3244*a*b*c^2*p-\ 172*a*b*c^2*q-3244*a*b*c^2*r+4560*a*b*c^2*x-232*a*b*c*g^2-3424*a*b*c*g*p-36*a*b *c*g*q-3424*a*b*c*g*r-1388*a*b*c*g*x-3004*a*b*c*p^2-720*a*b*c*p*q-6008*a*b*c*p* r+14298*a*b*c*p*x+4*a*b*c*q^2-720*a*b*c*q*r+218*a*b*c*q*x-3004*a*b*c*r^2+17884* a*b*c*r*x+20076*a*b*c*x^2+30*a*b*g^3-786*a*b*g^2*p+42*a*b*g^2*q-786*a*b*g^2*r-\ 2322*a*b*g^2*x-1732*a*b*g*p^2-306*a*b*g*p*q-3464*a*b*g*p*r+4265*a*b*g*p*x+10*a* b*g*q^2-306*a*b*g*q*r-1563*a*b*g*q*x-1732*a*b*g*r^2+5950*a*b*g*r*x+17982*a*b*g* x^2-770*a*b*p^3-418*a*b*p^2*q-2310*a*b*p^2*r+6314*a*b*p^2*x-8*a*b*p*q^2-836*a*b *p*q*r+2808*a*b*p*q*x-2310*a*b*p*r^2+15796*a*b*p*r*x+7074*a*b*p*x^2-8*a*b*q^2*r -386*a*b*q^2*x-418*a*b*q*r^2+3564*a*b*q*r*x+8322*a*b*q*x^2-770*a*b*r^3+9482*a*b *r^2*x+2838*a*b*r*x^2-11312*a*b*x^3-536*a*c^4-1056*a*c^3*g-2284*a*c^3*p-264*a*c ^3*q-2284*a*c^3*r+5732*a*c^3*x-638*a*c^2*g^2-3926*a*c^2*g*p-308*a*c^2*g*q-3926* a*c^2*g*r+5172*a*c^2*g*x-2782*a*c^2*p^2-1060*a*c^2*p*q-5564*a*c^2*p*r+17590*a*c ^2*p*x-18*a*c^2*q^2-1060*a*c^2*q*r+3362*a*c^2*q*x-2782*a*c^2*r^2+21492*a*c^2*r* x+6876*a*c^2*x^2-114*a*c*g^3-1990*a*c*g^2*p-66*a*c*g^2*q-1990*a*c*g^2*r-71*a*c* g^2*x-3518*a*c*g*p^2-1096*a*c*g*p*q-7036*a*c*g*p*r+15247*a*c*g*p*x-2*a*c*g*q^2-\ 1096*a*c*g*q*r+1369*a*c*g*q*x-3518*a*c*g*r^2+18898*a*c*g*r*x+17986*a*c*g*x^2-\ 1258*a*c*p^3-968*a*c*p^2*q-3774*a*c*p^2*r+13360*a*c*p^2*x-88*a*c*p*q^2-1936*a*c *p*q*r+8984*a*c*p*q*x-3774*a*c*p*r^2+33316*a*c*p*r*x+906*a*c*p*x^2-88*a*c*q^2*r +256*a*c*q^2*x-968*a*c*q*r^2+10306*a*c*q*r*x+5350*a*c*q*x^2-1258*a*c*r^3+19956* a*c*r^2*x-8586*a*c*r*x^2-14000*a*c*x^3+4*a*g^4-299*a*g^3*p+11*a*g^3*q-299*a*g^3 *r-612*a*g^3*x-981*a*g^2*p^2-241*a*g^2*p*q-1962*a*g^2*p*r+2571*a*g^2*p*x+5*a*g^ 2*q^2-241*a*g^2*q*r-385*a*g^2*q*x-981*a*g^2*r^2+3310*a*g^2*r*x+7574*a*g^2*x^2-\ 870*a*g*p^3-585*a*g*p^2*q-2610*a*g*p^2*r+6535*a*g*p^2*x-30*a*g*p*q^2-1170*a*g*p *q*r+3754*a*g*p*q*x-2610*a*g*p*r^2+16550*a*g*p*r*x+6270*a*g*p*x^2-30*a*g*q^2*r-\ 185*a*g*q^2*x-585*a*g*q*r^2+4369*a*g*q*r*x+6954*a*g*q*x^2-870*a*g*r^3+10015*a*g *r^2*x+2602*a*g*r*x^2-8568*a*g*x^3-180*a*p^4-234*a*p^3*q-720*a*p^3*r+2934*a*p^3 *x-54*a*p^2*q^2-702*a*p^2*q*r+3810*a*p^2*q*x-1080*a*p^2*r^2+11184*a*p^2*r*x-\ 1300*a*p^2*x^2-108*a*p*q^2*r+840*a*p*q^2*x-702*a*p*q*r^2+8760*a*p*q*r*x-166*a*p *q*x^2-720*a*p*r^3+13566*a*p*r^2*x-8572*a*p*r*x^2-6208*a*p*x^3-36*a*q^3*x-54*a* q^2*r^2+984*a*q^2*r*x+1134*a*q^2*x^2-234*a*q*r^3+4950*a*q*r^2*x-3732*a*q*r*x^2-\ 6208*a*q*x^3-180*a*r^4+5316*a*r^3*x-7728*a*r^2*x^2-5808*a*r*x^3-144*b^4*x+8*b^3 *c^2+40*b^3*c*g-32*b^3*c*p-32*b^3*c*r-628*b^3*c*x+16*b^3*g^2+8*b^3*g*p+8*b^3*g* r-796*b^3*g*x-24*b^3*p^2-48*b^3*p*r-252*b^3*p*x-288*b^3*q*x-24*b^3*r^2+84*b^3*r *x+3048*b^3*x^2-96*b^2*c^3-16*b^2*c^2*g-568*b^2*c^2*p+8*b^2*c^2*q-568*b^2*c^2*r +216*b^2*c^2*x+80*b^2*c*g^2-484*b^2*c*g*p+40*b^2*c*g*q-484*b^2*c*g*r-2116*b^2*c *g*x-644*b^2*c*p^2-32*b^2*c*p*q-1288*b^2*c*p*r+2564*b^2*c*p*x-32*b^2*c*q*r-990* b^2*c*q*x-644*b^2*c*r^2+3716*b^2*c*r*x+9356*b^2*c*x^2+32*b^2*g^3-72*b^2*g^2*p+ 16*b^2*g^2*q-72*b^2*g^2*r-1186*b^2*g^2*x-316*b^2*g*p^2+8*b^2*g*p*q-632*b^2*g*p* r-159*b^2*g*p*x+8*b^2*g*q*r-1198*b^2*g*q*x-316*b^2*g*r^2+653*b^2*g*r*x+7876*b^2 *g*x^2-204*b^2*p^3-24*b^2*p^2*q-612*b^2*p^2*r+1470*b^2*p^2*x-48*b^2*p*q*r-270*b ^2*p*q*x-612*b^2*p*r^2+3450*b^2*p*r*x+4028*b^2*p*x^2-180*b^2*q^2*x-24*b^2*q*r^2 +282*b^2*q*r*x+4652*b^2*q*x^2-204*b^2*r^3+1980*b^2*r^2*x+2450*b^2*r*x^2-5656*b^ 2*x^3-216*b*c^4-336*b*c^3*g-1128*b*c^3*p-60*b*c^3*q-1128*b*c^3*r+2652*b*c^3*x-\ 94*b*c^2*g^2-1820*b*c^2*g*p-10*b*c^2*g*q-1820*b*c^2*g*r+644*b*c^2*g*x-1562*b*c^ 2*p^2-372*b*c^2*p*q-3124*b*c^2*p*r+9938*b*c^2*p*x+2*b*c^2*q^2-372*b*c^2*q*r+390 *b*c^2*q*x-1562*b*c^2*r^2+12292*b*c^2*r*x+7644*b*c^2*x^2+50*b*c*g^3-828*b*c*g^2 *p+50*b*c*g^2*q-828*b*c*g^2*r-1805*b*c*g^2*x-1860*b*c*g*p^2-302*b*c*g*p*q-3720* b*c*g*p*r+6759*b*c*g*p*x+10*b*c*g*q^2-302*b*c*g*q*r-1719*b*c*g*q*x-1860*b*c*g*r ^2+9406*b*c*g*r*x+16958*b*c*g*x^2-800*b*c*p^3-430*b*c*p^2*q-2400*b*c*p^2*r+8406 *b*c*p^2*x-8*b*c*p*q^2-860*b*c*p*q*r+3364*b*c*p*q*x-2400*b*c*p*r^2+20526*b*c*p* r*x+3662*b*c*p*x^2-8*b*c*q^2*r-410*b*c*q^2*x-430*b*c*q*r^2+4468*b*c*q*r*x+8106* b*c*q*x^2-800*b*c*r^3+12120*b*c*r^2*x-3258*b*c*r*x^2-14000*b*c*x^3+20*b*g^4-100 *b*g^3*p+20*b*g^3*q-100*b*g^3*r-732*b*g^3*x-481*b*g^2*p^2-42*b*g^2*p*q-962*b*g^ 2*p*r+488*b*g^2*p*x+4*b*g^2*q^2-42*b*g^2*q*r-1034*b*g^2*q*x-481*b*g^2*r^2+1152* b*g^2*r*x+6556*b*g^2*x^2-517*b*g*p^3-200*b*g*p^2*q-1551*b*g*p^2*r+3560*b*g*p^2* x+2*b*g*p*q^2-400*b*g*p*q*r+476*b*g*p*q*x-1551*b*g*p*r^2+8967*b*g*p*r*x+7224*b* g*p*x^2+2*b*g*q^2*r-488*b*g*q^2*x-200*b*g*q*r^2+1414*b*g*q*r*x+7908*b*g*q*x^2-\ 517*b*g*r^3+5407*b*g*r^2*x+4250*b*g*r*x^2-8568*b*g*x^3-132*b*p^4-138*b*p^3*q-\ 528*b*p^3*r+2010*b*p^3*x-6*b*p^2*q^2-414*b*p^2*q*r+1962*b*p^2*q*x-792*b*p^2*r^2 +7596*b*p^2*r*x-258*b*p^2*x^2-12*b*p*q^2*r-84*b*p*q^2*x-414*b*p*q*r^2+4344*b*p* q*r*x+1918*b*p*q*x^2-528*b*p*r^3+9162*b*p*r^2*x-4824*b*p*r*x^2-6208*b*p*x^3-36* b*q^3*x-6*b*q^2*r^2+156*b*q^2*r*x+2176*b*q^2*x^2-138*b*q*r^3+2382*b*q*r^2*x+16* b*q*r*x^2-6208*b*q*x^3-132*b*r^4+3576*b*r^3*x-3990*b*r^2*x^2-5808*b*r*x^3-112*c ^5-280*c^4*g-596*c^4*p-68*c^4*q-596*c^4*r+1968*c^4*x-220*c^3*g^2-1420*c^3*g*p-\ 104*c^3*g*q-1420*c^3*g*r+2700*c^3*g*x-970*c^3*p^2-364*c^3*p*q-1940*c^3*p*r+7524 *c^3*p*x-6*c^3*q^2-364*c^3*q*r+1404*c^3*q*x-970*c^3*r^2+9064*c^3*r*x+576*c^3*x^ 2-50*c^2*g^3-1093*c^2*g^2*p-29*c^2*g^2*q-1093*c^2*g^2*r+576*c^2*g^2*x-1927*c^2* g*p^2-568*c^2*g*p*q-3854*c^2*g*p*r+10254*c^2*g*p*x-c^2*g*q^2-568*c^2*g*q*r+866* c^2*g*q*x-1927*c^2*g*r^2+12702*c^2*g*r*x+7632*c^2*g*x^2-662*c^2*p^3-502*c^2*p^2 *q-1986*c^2*p^2*r+8370*c^2*p^2*x-44*c^2*p*q^2-1004*c^2*p*q*r+5316*c^2*p*q*x-\ 1986*c^2*p*r^2+20466*c^2*p*r*x-3156*c^2*p*x^2-44*c^2*q^2*r+138*c^2*q^2*x-502*c^ 2*q*r^2+6150*c^2*q*r*x+1644*c^2*q*x^2-662*c^2*r^3+12096*c^2*r^2*x-10260*c^2*r*x ^2-8640*c^2*x^3+10*c*g^4-326*c*g^3*p+15*c*g^3*q-326*c*g^3*r-465*c*g^3*x-1093*c* g^2*p^2-247*c*g^2*p*q-2186*c*g^2*p*r+3842*c*g^2*p*x+5*c*g^2*q^2-247*c*g^2*q*r-\ 432*c*g^2*q*x-1093*c*g^2*r^2+4989*c*g^2*r*x+7344*c*g^2*x^2-965*c*g*p^3-611*c*g* p^2*q-2895*c*g*p^2*r+8527*c*g*p^2*x-30*c*g*p*q^2-1222*c*g*p*q*r+4382*c*g*p*q*x-\ 2895*c*g*p*r^2+21265*c*g*p*r*x+4098*c*g*p*x^2-30*c*g*q^2*r-265*c*g*q^2*x-611*c* g*q*r^2+5389*c*g*q*r*x+7062*c*g*q*x^2-965*c*g*r^3+12738*c*g*r^2*x-2250*c*g*r*x^ 2-11296*c*g*x^3-192*c*p^4-246*c*p^3*q-768*c*p^3*r+3606*c*p^3*x-54*c*p^2*q^2-738 *c*p^2*q*r+4512*c*p^2*q*x-1152*c*p^2*r^2+13464*c*p^2*r*x-3654*c*p^2*x^2-108*c*p *q^2*r+870*c*p*q^2*x-738*c*p*q*r^2+10314*c*p*q*r*x-2376*c*p*q*x^2-768*c*p*r^3+ 16110*c*p*r^2*x-16428*c*p*r*x^2-7344*c*p*x^3-36*c*q^3*x-54*c*q^2*r^2+1062*c*q^2 *r*x+1278*c*q^2*x^2-246*c*q*r^3+5802*c*q*r^2*x-6756*c*q*r*x^2-7344*c*q*x^3-192* c*r^4+6252*c*r^3*x-13302*c*r^2*x^2-6000*c*r*x^3+4*g^5-30*g^4*p+6*g^4*q-30*g^4*r -162*g^4*x-186*g^3*p^2-27*g^3*p*q-372*g^3*p*r+298*g^3*p*x+2*g^3*q^2-27*g^3*q*r-\ 257*g^3*q*x-186*g^3*r^2+452*g^3*r*x+1836*g^3*x^2-294*g^2*p^3-156*g^2*p^2*q-882* g^2*p^2*r+1889*g^2*p^2*x-3*g^2*p*q^2-312*g^2*p*q*r+672*g^2*p*q*x-882*g^2*p*r^2+ 4797*g^2*p*r*x+3006*g^2*p*x^2-3*g^2*q^2*r-187*g^2*q^2*x-156*g^2*q*r^2+980*g^2*q *r*x+3168*g^2*q*x^2-294*g^2*r^3+2908*g^2*r^2*x+1728*g^2*r*x^2-3200*g^2*x^3-156* g*p^4-177*g*p^3*q-624*g*p^3*r+2005*g*p^3*x-21*g*p^2*q^2-531*g*p^2*q*r+2222*g*p^ 2*q*x-936*g*p^2*r^2+7704*g*p^2*r*x+60*g*p^2*x^2-42*g*p*q^2*r+173*g*p*q^2*x-531* g*p*q*r^2+5053*g*p*q*r*x+1764*g*p*q*x^2-624*g*p*r^3+9393*g*p*r^2*x-3728*g*p*r*x ^2-5144*g*p*x^3-44*g*q^3*x-21*g*q^2*r^2+371*g*q^2*r*x+1704*g*q^2*x^2-177*g*q*r^ 3+2831*g*q*r^2*x-466*g*q*r*x^2-5144*g*q*x^3-156*g*r^4+3694*g*r^3*x-3564*g*r^2*x ^2-4832*g*r*x^3-18*p^5-36*p^4*q-90*p^4*r+528*p^4*x-18*p^3*q^2-144*p^3*q*r+1050* p^3*q*x-180*p^3*r^2+2640*p^3*r*x-966*p^3*x^2-54*p^2*q^2*r+516*p^2*q^2*x-216*p^2 *q*r^2+3708*p^2*q*r*x-1632*p^2*q*x^2-180*p^2*r^3+4752*p^2*r^2*x-5700*p^2*r*x^2-\ 1512*p^2*x^3-6*p*q^3*x-54*p*q^2*r^2+1086*p*q^2*r*x-366*p*q^2*x^2-144*p*q*r^3+ 4266*p*q*r^2*x-6462*p*q*r*x^2-3024*p*q*x^3-90*p*r^4+3696*p*r^3*x-9486*p*r^2*x^2 -2352*p*r*x^3+18*q^3*r*x+300*q^3*x^2-18*q^2*r^3+570*q^2*r^2*x-762*q^2*r*x^2-\ 1512*q^2*x^3-36*q*r^4+1608*q*r^3*x-4590*q*r^2*x^2-2352*q*r*x^3-18*r^5+1056*r^4* x-4752*r^3*x^2-1248*r^2*x^3-100*a^4+96*a^3*b-436*a^3*c-42*a^3*g-1090*a^3*p+34*a ^3*q-1090*a^3*r-2364*a^3*x+276*a^2*b^2+276*a^2*b*c+538*a^2*b*g-1058*a^2*b*p+186 *a^2*b*q-1058*a^2*b*r-6112*a^2*b*x-704*a^2*c^2-90*a^2*c*g-3428*a^2*c*p+106*a^2* c*q-3428*a^2*c*r-5980*a^2*c*x+196*a^2*g^2-1526*a^2*g*p+189*a^2*g*q-1526*a^2*g*r -5506*a^2*g*x-1784*a^2*p^2-356*a^2*p*q-3568*a^2*p*r-50*a^2*p*x+24*a^2*q^2-356*a ^2*q*r-1820*a^2*q*x-1784*a^2*r^2+652*a^2*r*x+10264*a^2*x^2+80*a*b^3+592*a*b^2*c +528*a*b^2*g+8*a*b^2*p+80*a*b^2*q+8*a*b^2*r-4756*a*b^2*x+284*a*b*c^2+1294*a*b*c *g-2246*a*b*c*p+392*a*b*c*q-2246*a*b*c*r-11644*a*b*c*x+632*a*b*g^2-679*a*b*g*p+ 340*a*b*g*q-679*a*b*g*r-9530*a*b*g*x-1564*a*b*p^2+16*a*b*p*q-3128*a*b*p*r-2892* a*b*p*x+20*a*b*q^2+16*a*b*q*r-4140*a*b*q*x-1564*a*b*r^2-2126*a*b*r*x+16968*a*b* x^2-500*a*c^3-4*a*c^2*g-3612*a*c^2*p+110*a*c^2*q-3612*a*c^2*r-4856*a*c^2*x+527* a*c*g^2-3213*a*c*g*p+428*a*c*g*q-3213*a*c*g*r-10844*a*c*g*x-3758*a*c*p^2-728*a* c*p*q-7516*a*c*p*r+2624*a*c*p*x+48*a*c*q^2-728*a*c*q*r-3844*a*c*q*x-3758*a*c*r^ 2+4826*a*c*r*x+22904*a*c*x^2+202*a*g^3-573*a*g^2*p+202*a*g^2*q-573*a*g^2*r-4400 *a*g^2*x-1999*a*g*p^2-174*a*g*p*q-3998*a*g*p*r-1876*a*g*p*x+38*a*g*q^2-174*a*g* q*r-3540*a*g*q*x-1999*a*g*r^2-1262*a*g*r*x+14584*a*g*x^2-1002*a*p^3-534*a*p^2*q -3006*a*p^2*r+2756*a*p^2*x+6*a*p*q^2-1068*a*p*q*r+320*a*p*q*x-3006*a*p*r^2+7832 *a*p*r*x+10304*a*p*x^2+6*a*q^2*r-792*a*q^2*x-534*a*q*r^2+846*a*q*r*x+8952*a*q*x ^2-1002*a*r^3+5076*a*r^2*x+9240*a*r*x^2-4224*a*x^3+80*b^3*c+32*b^3*g+48*b^3*p+ 48*b^3*r-1008*b^3*x+316*b^2*c^2+544*b^2*c*g+32*b^2*c*p+80*b^2*c*q+32*b^2*c*r-\ 4616*b^2*c*x+176*b^2*g^2+192*b^2*g*p+32*b^2*g*q+192*b^2*g*r-3276*b^2*g*x-108*b^ 2*p^2+48*b^2*p*q-216*b^2*p*r-2178*b^2*p*x+48*b^2*q*r-1656*b^2*q*x-108*b^2*r^2-\ 1410*b^2*r*x+6704*b^2*x^2+104*b*c^3+764*b*c^2*g-1176*b*c^2*p+206*b*c^2*q-1176*b *c^2*r-5624*b*c^2*x+724*b*c*g^2-593*b*c*g*p+348*b*c*g*q-593*b*c*g*r-9816*b*c*g* x-1642*b*c*p^2+28*b*c*p*q-3284*b*c*p*r-2156*b*c*p*x+20*b*c*q^2+28*b*c*q*r-4576* b*c*q*x-1642*b*c*r^2-502*b*c*r*x+19096*b*c*x^2+184*b*g^3+54*b*g^2*p+112*b*g^2*q +54*b*g^2*r-3382*b*g^2*x-693*b*g*p^2+124*b*g*p*q-1386*b*g*p*r-3810*b*g*p*x+8*b* g*q^2+124*b*g*q*r-3514*b*g*q*x-693*b*g*r^2-2910*b*g*r*x+11120*b*g*x^2-540*b*p^3 -66*b*p^2*q-1620*b*p^2*r+600*b*p^2*x+12*b*p*q^2-132*b*p*q*r-1764*b*p*q*x-1620*b *p*r^2+1938*b*p*r*x+9672*b*p*x^2+12*b*q^2*r-720*b*q^2*x-66*b*q*r^2-756*b*q*r*x+ 8320*b*q*x^2-540*b*r^3+1338*b*r^2*x+8184*b*r*x^2-4224*b*x^3-132*c^4+44*c^3*g-\ 1274*c^3*p+38*c^3*q-1274*c^3*r-1280*c^3*x+351*c^2*g^2-1669*c^2*g*p+239*c^2*g*q-\ 1669*c^2*g*r-5568*c^2*g*x-1992*c^2*p^2-372*c^2*p*q-3984*c^2*p*r+2664*c^2*p*x+24 *c^2*q^2-372*c^2*q*r-2136*c^2*q*x-1992*c^2*r^2+4284*c^2*r*x+12960*c^2*x^2+252*c *g^3-556*c*g^2*p+222*c*g^2*q-556*c*g^2*r-4680*c*g^2*x-2130*c*g*p^2-152*c*g*p*q-\ 4260*c*g*p*r-1296*c*g*p*x+38*c*g*q^2-152*c*g*q*r-4260*c*g*q*x-2130*c*g*r^2+58*c *g*r*x+16944*c*g*x^2-1068*c*p^3-546*c*p^2*q-3204*c*p^2*r+4028*c*p^2*x+6*c*p*q^2 -1092*c*p*q*r+316*c*p*q*x-3204*c*p*r^2+10874*c*p*r*x+11448*c*p*x^2+6*c*q^2*r-\ 904*c*q^2*x-546*c*q*r^2+1202*c*q*r*x+10584*c*q*x^2-1068*c*r^3+6846*c*r^2*x+9000 *c*r*x^2-6912*c*x^3+52*g^4-20*g^3*p+56*g^3*q-20*g^3*r-1108*g^3*x-497*g^2*p^2+30 *g^2*p*q-994*g^2*p*r-1428*g^2*p*x+12*g^2*q^2+30*g^2*q*r-1590*g^2*q*x-497*g^2*r^ 2-1200*g^2*r*x+4800*g^2*x^2-645*g*p^3-205*g*p^2*q-1935*g*p^2*r+902*g*p^2*x+14*g *p*q^2-410*g*p*q*r-1068*g*p*q*x-1935*g*p*r^2+2870*g*p*r*x+8328*g*p*x^2+14*g*q^2 *r-742*g*q^2*x-205*g*q*r^2-392*g*q*r*x+7104*g*q*x^2-645*g*r^3+1968*g*r^2*x+7248 *g*r*x^2-2688*g*x^3-180*p^4-186*p^3*q-720*p^3*r+1194*p^3*x-6*p^2*q^2-558*p^2*q* r+960*p^2*q*x-1080*p^2*r^2+4872*p^2*r*x+2376*p^2*x^2-12*p*q^2*r-306*p*q^2*x-558 *p*q*r^2+2226*p*q*r*x+4536*p*q*x^2-720*p*r^3+6162*p*r^2*x+3672*p*r*x^2-3456*p*x ^3-72*q^3*x-6*q^2*r^2-66*q^2*r*x+2160*q^2*x^2-186*q*r^3+1266*q*r^2*x+3384*q*r*x ^2-3456*q*x^3-180*r^4+2484*r^3*x+1872*r^2*x^2-3456*r*x^3+444*a^3+1148*a^2*b+ 1392*a^2*c+1170*a^2*g-430*a^2*p+380*a^2*q-430*a^2*r-5864*a^2*x+560*a*b^2+2476*a *b*c+1768*a*b*g+590*a*b*p+360*a*b*q+590*a*b*r-8216*a*b*x+1492*a*c^2+2666*a*c*g-\ 886*a*c*p+800*a*c*q-886*a*c*r-12896*a*c*x+992*a*g^2+188*a*g*p+556*a*g*q+188*a*g *r-8272*a*g*x-1164*a*p^2+214*a*p*q-2328*a*p*r-5008*a*p*x+40*a*q^2+214*a*q*r-\ 3912*a*q*x-1164*a*r^2-5112*a*r*x+7680*a*x^2+560*b^2*c+224*b^2*g+336*b^2*p+336*b ^2*r-2304*b^2*x+1328*b*c^2+1840*b*c*g+698*b*c*p+360*b*c*q+698*b*c*r-9088*b*c*x+ 544*b*g^2+756*b*g*p+144*b*g*q+756*b*g*r-4808*b*g*x-90*b*p^2+216*b*p*q-180*b*p*r -4632*b*p*x+216*b*q*r-3024*b*q*x-90*b*r^2-4056*b*r*x+4992*b*x^2+544*c^3+1512*c^ 2*g-432*c^2*p+420*c^2*q-432*c^2*r-7232*c^2*x+1116*c*g^2+346*c*g*p+572*c*g*q+346 *c*g*r-9296*c*g*x-1206*c*p^2+238*c*p*q-2412*c*p*r-5536*c*p*x+40*c*q^2+238*c*q*r -4672*c*q*x-1206*c*r^2-5064*c*r*x+10368*c*x^2+248*g^3+312*g^2*p+168*g^2*q+312*g ^2*r-2624*g^2*x-390*g*p^2+240*g*p*q-780*g*p*r-4160*g*p*x+16*g*q^2+240*g*q*r-\ 2936*g*q*x-390*g*r^2-4048*g*r*x+4032*g*x^2-450*p^3-18*p^2*q-1350*p^2*r-936*p^2* x+24*p*q^2-36*p*q*r-1992*p*q*x-1350*p*r^2-1704*p*r*x+5760*p*x^2+24*q^2*r-720*q^ 2*x-18*q*r^2-1416*q*r*x+4608*q*x^2-450*r^3-768*r^2*x+5184*r*x^2+1256*a^2+1280*a *b+2712*a*c+1744*a*g+912*a*p+400*a*q+912*a*r-4416*a*x+1280*b*c+512*b*g+768*b*p+ 768*b*r-1728*b*x+1456*c^2+1824*c*g+1032*c*p+400*c*q+1032*c*r-5376*c*x+512*g^2+ 816*g*p+160*g*q+816*g*r-2112*g*x+72*p^2+240*p*q+144*p*r-2880*p*x+240*q*r-1728*q *x+72*r^2-2880*r*x+960*a+960*c+384*g+576*p+576*r)*dx^3+(-32*a^6*c*x^4-16*a^6*p* x^4-16*a^6*q*x^4-48*a^6*r*x^4-192*a^5*b*c*x^4-96*a^5*b*p*x^4-96*a^5*b*q*x^4-288 *a^5*b*r*x^4-256*a^5*c^2*x^4-160*a^5*c*g*x^4-240*a^5*c*p*x^4-240*a^5*c*q*x^4-\ 624*a^5*c*r*x^4-80*a^5*g*p*x^4-80*a^5*g*q*x^4-240*a^5*g*r*x^4-56*a^5*p^2*x^4-\ 112*a^5*p*q*x^4-288*a^5*p*r*x^4-56*a^5*q^2*x^4-288*a^5*q*r*x^4-288*a^5*r^2*x^4-\ 480*a^4*b^2*c*x^4-240*a^4*b^2*p*x^4-240*a^4*b^2*q*x^4-720*a^4*b^2*r*x^4-1280*a^ 4*b*c^2*x^4-800*a^4*b*c*g*x^4-1200*a^4*b*c*p*x^4-1200*a^4*b*c*q*x^4-3120*a^4*b* c*r*x^4-400*a^4*b*g*p*x^4-400*a^4*b*g*q*x^4-1200*a^4*b*g*r*x^4-280*a^4*b*p^2*x^ 4-560*a^4*b*p*q*x^4-1440*a^4*b*p*r*x^4-280*a^4*b*q^2*x^4-1440*a^4*b*q*r*x^4-\ 1440*a^4*b*r^2*x^4-832*a^4*c^3*x^4-1072*a^4*c^2*g*x^4-1136*a^4*c^2*p*x^4-1136*a ^4*c^2*q*x^4-2768*a^4*c^2*r*x^4-328*a^4*c*g^2*x^4-1008*a^4*c*g*p*x^4-1008*a^4*c *g*q*x^4-2608*a^4*c*g*r*x^4-512*a^4*c*p^2*x^4-1024*a^4*c*p*q*x^4-2480*a^4*c*p*r *x^4-512*a^4*c*q^2*x^4-2480*a^4*c*q*r*x^4-2456*a^4*c*r^2*x^4-164*a^4*g^2*p*x^4-\ 164*a^4*g^2*q*x^4-492*a^4*g^2*r*x^4-236*a^4*g*p^2*x^4-472*a^4*g*p*q*x^4-1208*a^ 4*g*p*r*x^4-236*a^4*g*q^2*x^4-1208*a^4*g*q*r*x^4-1200*a^4*g*r^2*x^4-76*a^4*p^3* x^4-228*a^4*p^2*q*x^4-548*a^4*p^2*r*x^4-228*a^4*p*q^2*x^4-1096*a^4*p*q*r*x^4-\ 1084*a^4*p*r^2*x^4-76*a^4*q^3*x^4-548*a^4*q^2*r*x^4-1084*a^4*q*r^2*x^4-668*a^4* r^3*x^4-640*a^3*b^3*c*x^4-320*a^3*b^3*p*x^4-320*a^3*b^3*q*x^4-960*a^3*b^3*r*x^4 -2560*a^3*b^2*c^2*x^4-1600*a^3*b^2*c*g*x^4-2400*a^3*b^2*c*p*x^4-2400*a^3*b^2*c* q*x^4-6240*a^3*b^2*c*r*x^4-800*a^3*b^2*g*p*x^4-800*a^3*b^2*g*q*x^4-2400*a^3*b^2 *g*r*x^4-560*a^3*b^2*p^2*x^4-1120*a^3*b^2*p*q*x^4-2880*a^3*b^2*p*r*x^4-560*a^3* b^2*q^2*x^4-2880*a^3*b^2*q*r*x^4-2880*a^3*b^2*r^2*x^4-3328*a^3*b*c^3*x^4-4288*a ^3*b*c^2*g*x^4-4544*a^3*b*c^2*p*x^4-4544*a^3*b*c^2*q*x^4-11072*a^3*b*c^2*r*x^4-\ 1312*a^3*b*c*g^2*x^4-4032*a^3*b*c*g*p*x^4-4032*a^3*b*c*g*q*x^4-10432*a^3*b*c*g* r*x^4-2048*a^3*b*c*p^2*x^4-4096*a^3*b*c*p*q*x^4-9920*a^3*b*c*p*r*x^4-2048*a^3*b *c*q^2*x^4-9920*a^3*b*c*q*r*x^4-9824*a^3*b*c*r^2*x^4-656*a^3*b*g^2*p*x^4-656*a^ 3*b*g^2*q*x^4-1968*a^3*b*g^2*r*x^4-944*a^3*b*g*p^2*x^4-1888*a^3*b*g*p*q*x^4-\ 4832*a^3*b*g*p*r*x^4-944*a^3*b*g*q^2*x^4-4832*a^3*b*g*q*r*x^4-4800*a^3*b*g*r^2* x^4-304*a^3*b*p^3*x^4-912*a^3*b*p^2*q*x^4-2192*a^3*b*p^2*r*x^4-912*a^3*b*p*q^2* x^4-4384*a^3*b*p*q*r*x^4-4336*a^3*b*p*r^2*x^4-304*a^3*b*q^3*x^4-2192*a^3*b*q^2* r*x^4-4336*a^3*b*q*r^2*x^4-2672*a^3*b*r^3*x^4-1408*a^3*c^4*x^4-2816*a^3*c^3*g*x ^4-2512*a^3*c^3*p*x^4-2512*a^3*c^3*q*x^4-5872*a^3*c^3*r*x^4-1760*a^3*c^2*g^2*x^ 4-3872*a^3*c^2*g*p*x^4-3872*a^3*c^2*g*q*x^4-9384*a^3*c^2*g*r*x^4-1656*a^3*c^2*p ^2*x^4-3312*a^3*c^2*p*q*x^4-7712*a^3*c^2*p*r*x^4-1656*a^3*c^2*q^2*x^4-7712*a^3* c^2*q*r*x^4-7504*a^3*c^2*r^2*x^4-352*a^3*c*g^3*x^4-1660*a^3*c*g^2*p*x^4-1660*a^ 3*c*g^2*q*x^4-4280*a^3*c*g^2*r*x^4-1760*a^3*c*g*p^2*x^4-3520*a^3*c*g*p*q*x^4-\ 8476*a^3*c*g*p*r*x^4-1760*a^3*c*g*q^2*x^4-8476*a^3*c*g*q*r*x^4-8320*a^3*c*g*r^2 *x^4-476*a^3*c*p^3*x^4-1428*a^3*c*p^2*q*x^4-3308*a^3*c*p^2*r*x^4-1428*a^3*c*p*q ^2*x^4-6616*a^3*c*p*q*r*x^4-6420*a^3*c*p*r^2*x^4-476*a^3*c*q^3*x^4-3308*a^3*c*q ^2*r*x^4-6420*a^3*c*q*r^2*x^4-3868*a^3*c*r^3*x^4-176*a^3*g^3*p*x^4-176*a^3*g^3* q*x^4-528*a^3*g^3*r*x^4-390*a^3*g^2*p^2*x^4-780*a^3*g^2*p*q*x^4-1990*a^3*g^2*p* r*x^4-390*a^3*g^2*q^2*x^4-1990*a^3*g^2*q*r*x^4-1968*a^3*g^2*r^2*x^4-264*a^3*g*p ^3*x^4-792*a^3*g*p^2*q*x^4-1892*a^3*g*p^2*r*x^4-792*a^3*g*p*q^2*x^4-3784*a^3*g* p*q*r*x^4-3704*a^3*g*p*r^2*x^4-264*a^3*g*q^3*x^4-1892*a^3*g*q^2*r*x^4-3704*a^3* g*q*r^2*x^4-2248*a^3*g*r^3*x^4-50*a^3*p^4*x^4-200*a^3*p^3*q*x^4-460*a^3*p^3*r*x ^4-300*a^3*p^2*q^2*x^4-1380*a^3*p^2*q*r*x^4-1334*a^3*p^2*r^2*x^4-200*a^3*p*q^3* x^4-1380*a^3*p*q^2*r*x^4-2668*a^3*p*q*r^2*x^4-1600*a^3*p*r^3*x^4-50*a^3*q^4*x^4 -460*a^3*q^3*r*x^4-1334*a^3*q^2*r^2*x^4-1600*a^3*q*r^3*x^4-684*a^3*r^4*x^4-480* a^2*b^4*c*x^4-240*a^2*b^4*p*x^4-240*a^2*b^4*q*x^4-720*a^2*b^4*r*x^4-2560*a^2*b^ 3*c^2*x^4-1600*a^2*b^3*c*g*x^4-2400*a^2*b^3*c*p*x^4-2400*a^2*b^3*c*q*x^4-6240*a ^2*b^3*c*r*x^4-800*a^2*b^3*g*p*x^4-800*a^2*b^3*g*q*x^4-2400*a^2*b^3*g*r*x^4-560 *a^2*b^3*p^2*x^4-1120*a^2*b^3*p*q*x^4-2880*a^2*b^3*p*r*x^4-560*a^2*b^3*q^2*x^4-\ 2880*a^2*b^3*q*r*x^4-2880*a^2*b^3*r^2*x^4-4992*a^2*b^2*c^3*x^4-6432*a^2*b^2*c^2 *g*x^4-6816*a^2*b^2*c^2*p*x^4-6816*a^2*b^2*c^2*q*x^4-16608*a^2*b^2*c^2*r*x^4-\ 1968*a^2*b^2*c*g^2*x^4-6048*a^2*b^2*c*g*p*x^4-6048*a^2*b^2*c*g*q*x^4-15648*a^2* b^2*c*g*r*x^4-3072*a^2*b^2*c*p^2*x^4-6144*a^2*b^2*c*p*q*x^4-14880*a^2*b^2*c*p*r *x^4-3072*a^2*b^2*c*q^2*x^4-14880*a^2*b^2*c*q*r*x^4-14736*a^2*b^2*c*r^2*x^4-984 *a^2*b^2*g^2*p*x^4-984*a^2*b^2*g^2*q*x^4-2952*a^2*b^2*g^2*r*x^4-1416*a^2*b^2*g* p^2*x^4-2832*a^2*b^2*g*p*q*x^4-7248*a^2*b^2*g*p*r*x^4-1416*a^2*b^2*g*q^2*x^4-\ 7248*a^2*b^2*g*q*r*x^4-7200*a^2*b^2*g*r^2*x^4-456*a^2*b^2*p^3*x^4-1368*a^2*b^2* p^2*q*x^4-3288*a^2*b^2*p^2*r*x^4-1368*a^2*b^2*p*q^2*x^4-6576*a^2*b^2*p*q*r*x^4-\ 6504*a^2*b^2*p*r^2*x^4-456*a^2*b^2*q^3*x^4-3288*a^2*b^2*q^2*r*x^4-6504*a^2*b^2* q*r^2*x^4-4008*a^2*b^2*r^3*x^4-4224*a^2*b*c^4*x^4-8448*a^2*b*c^3*g*x^4-7536*a^2 *b*c^3*p*x^4-7536*a^2*b*c^3*q*x^4-17616*a^2*b*c^3*r*x^4-5280*a^2*b*c^2*g^2*x^4-\ 11616*a^2*b*c^2*g*p*x^4-11616*a^2*b*c^2*g*q*x^4-28152*a^2*b*c^2*g*r*x^4-4968*a^ 2*b*c^2*p^2*x^4-9936*a^2*b*c^2*p*q*x^4-23136*a^2*b*c^2*p*r*x^4-4968*a^2*b*c^2*q ^2*x^4-23136*a^2*b*c^2*q*r*x^4-22512*a^2*b*c^2*r^2*x^4-1056*a^2*b*c*g^3*x^4-\ 4980*a^2*b*c*g^2*p*x^4-4980*a^2*b*c*g^2*q*x^4-12840*a^2*b*c*g^2*r*x^4-5280*a^2* b*c*g*p^2*x^4-10560*a^2*b*c*g*p*q*x^4-25428*a^2*b*c*g*p*r*x^4-5280*a^2*b*c*g*q^ 2*x^4-25428*a^2*b*c*g*q*r*x^4-24960*a^2*b*c*g*r^2*x^4-1428*a^2*b*c*p^3*x^4-4284 *a^2*b*c*p^2*q*x^4-9924*a^2*b*c*p^2*r*x^4-4284*a^2*b*c*p*q^2*x^4-19848*a^2*b*c* p*q*r*x^4-19260*a^2*b*c*p*r^2*x^4-1428*a^2*b*c*q^3*x^4-9924*a^2*b*c*q^2*r*x^4-\ 19260*a^2*b*c*q*r^2*x^4-11604*a^2*b*c*r^3*x^4-528*a^2*b*g^3*p*x^4-528*a^2*b*g^3 *q*x^4-1584*a^2*b*g^3*r*x^4-1170*a^2*b*g^2*p^2*x^4-2340*a^2*b*g^2*p*q*x^4-5970* a^2*b*g^2*p*r*x^4-1170*a^2*b*g^2*q^2*x^4-5970*a^2*b*g^2*q*r*x^4-5904*a^2*b*g^2* r^2*x^4-792*a^2*b*g*p^3*x^4-2376*a^2*b*g*p^2*q*x^4-5676*a^2*b*g*p^2*r*x^4-2376* a^2*b*g*p*q^2*x^4-11352*a^2*b*g*p*q*r*x^4-11112*a^2*b*g*p*r^2*x^4-792*a^2*b*g*q ^3*x^4-5676*a^2*b*g*q^2*r*x^4-11112*a^2*b*g*q*r^2*x^4-6744*a^2*b*g*r^3*x^4-150* a^2*b*p^4*x^4-600*a^2*b*p^3*q*x^4-1380*a^2*b*p^3*r*x^4-900*a^2*b*p^2*q^2*x^4-\ 4140*a^2*b*p^2*q*r*x^4-4002*a^2*b*p^2*r^2*x^4-600*a^2*b*p*q^3*x^4-4140*a^2*b*p* q^2*r*x^4-8004*a^2*b*p*q*r^2*x^4-4800*a^2*b*p*r^3*x^4-150*a^2*b*q^4*x^4-1380*a^ 2*b*q^3*r*x^4-4002*a^2*b*q^2*r^2*x^4-4800*a^2*b*q*r^3*x^4-2052*a^2*b*r^4*x^4-\ 1312*a^2*c^5*x^4-3632*a^2*c^4*g*x^4-2880*a^2*c^4*p*x^4-2880*a^2*c^4*q*x^4-6528* a^2*c^4*r*x^4-3480*a^2*c^3*g^2*x^4-6560*a^2*c^3*g*p*x^4-6560*a^2*c^3*g*q*x^4-\ 15288*a^2*c^3*g*r*x^4-2480*a^2*c^3*p^2*x^4-4960*a^2*c^3*p*q*x^4-11216*a^2*c^3*p *r*x^4-2480*a^2*c^3*q^2*x^4-11216*a^2*c^3*q*r*x^4-10712*a^2*c^3*r^2*x^4-1412*a^ 2*c^2*g^3*x^4-4816*a^2*c^2*g^2*p*x^4-4816*a^2*c^2*g^2*q*x^4-11640*a^2*c^2*g^2*r *x^4-4392*a^2*c^2*g*p^2*x^4-8784*a^2*c^2*g*p*q*x^4-20376*a^2*c^2*g*p*r*x^4-4392 *a^2*c^2*g*q^2*x^4-20376*a^2*c^2*g*q*r*x^4-19724*a^2*c^2*g*r^2*x^4-1040*a^2*c^2 *p^3*x^4-3120*a^2*c^2*p^2*q*x^4-7032*a^2*c^2*p^2*r*x^4-3120*a^2*c^2*p*q^2*x^4-\ 14064*a^2*c^2*p*q*r*x^4-13400*a^2*c^2*p*r^2*x^4-1040*a^2*c^2*q^3*x^4-7032*a^2*c ^2*q^2*r*x^4-13400*a^2*c^2*q*r^2*x^4-7912*a^2*c^2*r^3*x^4-208*a^2*c*g^4*x^4-\ 1336*a^2*c*g^3*p*x^4-1336*a^2*c*g^3*q*x^4-3438*a^2*c*g^3*r*x^4-2206*a^2*c*g^2*p ^2*x^4-4412*a^2*c*g^2*p*q*x^4-10594*a^2*c*g^2*p*r*x^4-2206*a^2*c*g^2*q^2*x^4-\ 10594*a^2*c*g^2*q*r*x^4-10352*a^2*c*g^2*r^2*x^4-1288*a^2*c*g*p^3*x^4-3864*a^2*c *g*p^2*q*x^4-8910*a^2*c*g*p^2*r*x^4-3864*a^2*c*g*p*q^2*x^4-17820*a^2*c*g*p*q*r* x^4-17176*a^2*c*g*p*r^2*x^4-1288*a^2*c*g*q^3*x^4-8910*a^2*c*g*q^2*r*x^4-17176*a ^2*c*g*q*r^2*x^4-10256*a^2*c*g*r^3*x^4-210*a^2*c*p^4*x^4-840*a^2*c*p^3*q*x^4-\ 1884*a^2*c*p^3*r*x^4-1260*a^2*c*p^2*q^2*x^4-5652*a^2*c*p^2*q*r*x^4-5366*a^2*c*p ^2*r^2*x^4-840*a^2*c*p*q^3*x^4-5652*a^2*c*p*q^2*r*x^4-10732*a^2*c*p*q*r^2*x^4-\ 6312*a^2*c*p*r^3*x^4-210*a^2*c*q^4*x^4-1884*a^2*c*q^3*r*x^4-5366*a^2*c*q^2*r^2* x^4-6312*a^2*c*q*r^3*x^4-2644*a^2*c*r^4*x^4-104*a^2*g^4*p*x^4-104*a^2*g^4*q*x^4 -312*a^2*g^4*r*x^4-315*a^2*g^3*p^2*x^4-630*a^2*g^3*p*q*x^4-1605*a^2*g^3*p*r*x^4 -315*a^2*g^3*q^2*x^4-1605*a^2*g^3*q*r*x^4-1584*a^2*g^3*r^2*x^4-334*a^2*g^2*p^3* x^4-1002*a^2*g^2*p^2*q*x^4-2387*a^2*g^2*p^2*r*x^4-1002*a^2*g^2*p*q^2*x^4-4774*a ^2*g^2*p*q*r*x^4-4648*a^2*g^2*p*r^2*x^4-334*a^2*g^2*q^3*x^4-2387*a^2*g^2*q^2*r* x^4-4648*a^2*g^2*q*r^2*x^4-2796*a^2*g^2*r^3*x^4-139*a^2*g*p^4*x^4-556*a^2*g*p^3 *q*x^4-1272*a^2*g*p^3*r*x^4-834*a^2*g*p^2*q^2*x^4-3816*a^2*g*p^2*q*r*x^4-3657*a ^2*g*p^2*r^2*x^4-556*a^2*g*p*q^3*x^4-3816*a^2*g*p*q^2*r*x^4-7314*a^2*g*p*q*r^2* x^4-4338*a^2*g*p*r^3*x^4-139*a^2*g*q^4*x^4-1272*a^2*g*q^3*r*x^4-3657*a^2*g*q^2* r^2*x^4-4338*a^2*g*q*r^3*x^4-1834*a^2*g*r^4*x^4-16*a^2*p^5*x^4-80*a^2*p^4*q*x^4 -178*a^2*p^4*r*x^4-160*a^2*p^3*q^2*x^4-712*a^2*p^3*q*r*x^4-672*a^2*p^3*r^2*x^4-\ 160*a^2*p^2*q^3*x^4-1068*a^2*p^2*q^2*r*x^4-2016*a^2*p^2*q*r^2*x^4-1178*a^2*p^2* r^3*x^4-80*a^2*p*q^4*x^4-712*a^2*p*q^3*r*x^4-2016*a^2*p*q^2*r^2*x^4-2356*a^2*p* q*r^3*x^4-980*a^2*p*r^4*x^4-16*a^2*q^5*x^4-178*a^2*q^4*r*x^4-672*a^2*q^3*r^2*x^ 4-1178*a^2*q^2*r^3*x^4-980*a^2*q*r^4*x^4-312*a^2*r^5*x^4-192*a*b^5*c*x^4-96*a*b ^5*p*x^4-96*a*b^5*q*x^4-288*a*b^5*r*x^4-1280*a*b^4*c^2*x^4-800*a*b^4*c*g*x^4-\ 1200*a*b^4*c*p*x^4-1200*a*b^4*c*q*x^4-3120*a*b^4*c*r*x^4-400*a*b^4*g*p*x^4-400* a*b^4*g*q*x^4-1200*a*b^4*g*r*x^4-280*a*b^4*p^2*x^4-560*a*b^4*p*q*x^4-1440*a*b^4 *p*r*x^4-280*a*b^4*q^2*x^4-1440*a*b^4*q*r*x^4-1440*a*b^4*r^2*x^4-3328*a*b^3*c^3 *x^4-4288*a*b^3*c^2*g*x^4-4544*a*b^3*c^2*p*x^4-4544*a*b^3*c^2*q*x^4-11072*a*b^3 *c^2*r*x^4-1312*a*b^3*c*g^2*x^4-4032*a*b^3*c*g*p*x^4-4032*a*b^3*c*g*q*x^4-10432 *a*b^3*c*g*r*x^4-2048*a*b^3*c*p^2*x^4-4096*a*b^3*c*p*q*x^4-9920*a*b^3*c*p*r*x^4 -2048*a*b^3*c*q^2*x^4-9920*a*b^3*c*q*r*x^4-9824*a*b^3*c*r^2*x^4-656*a*b^3*g^2*p *x^4-656*a*b^3*g^2*q*x^4-1968*a*b^3*g^2*r*x^4-944*a*b^3*g*p^2*x^4-1888*a*b^3*g* p*q*x^4-4832*a*b^3*g*p*r*x^4-944*a*b^3*g*q^2*x^4-4832*a*b^3*g*q*r*x^4-4800*a*b^ 3*g*r^2*x^4-304*a*b^3*p^3*x^4-912*a*b^3*p^2*q*x^4-2192*a*b^3*p^2*r*x^4-912*a*b^ 3*p*q^2*x^4-4384*a*b^3*p*q*r*x^4-4336*a*b^3*p*r^2*x^4-304*a*b^3*q^3*x^4-2192*a* b^3*q^2*r*x^4-4336*a*b^3*q*r^2*x^4-2672*a*b^3*r^3*x^4-4224*a*b^2*c^4*x^4-8448*a *b^2*c^3*g*x^4-7536*a*b^2*c^3*p*x^4-7536*a*b^2*c^3*q*x^4-17616*a*b^2*c^3*r*x^4-\ 5280*a*b^2*c^2*g^2*x^4-11616*a*b^2*c^2*g*p*x^4-11616*a*b^2*c^2*g*q*x^4-28152*a* b^2*c^2*g*r*x^4-4968*a*b^2*c^2*p^2*x^4-9936*a*b^2*c^2*p*q*x^4-23136*a*b^2*c^2*p *r*x^4-4968*a*b^2*c^2*q^2*x^4-23136*a*b^2*c^2*q*r*x^4-22512*a*b^2*c^2*r^2*x^4-\ 1056*a*b^2*c*g^3*x^4-4980*a*b^2*c*g^2*p*x^4-4980*a*b^2*c*g^2*q*x^4-12840*a*b^2* c*g^2*r*x^4-5280*a*b^2*c*g*p^2*x^4-10560*a*b^2*c*g*p*q*x^4-25428*a*b^2*c*g*p*r* x^4-5280*a*b^2*c*g*q^2*x^4-25428*a*b^2*c*g*q*r*x^4-24960*a*b^2*c*g*r^2*x^4-1428 *a*b^2*c*p^3*x^4-4284*a*b^2*c*p^2*q*x^4-9924*a*b^2*c*p^2*r*x^4-4284*a*b^2*c*p*q ^2*x^4-19848*a*b^2*c*p*q*r*x^4-19260*a*b^2*c*p*r^2*x^4-1428*a*b^2*c*q^3*x^4-\ 9924*a*b^2*c*q^2*r*x^4-19260*a*b^2*c*q*r^2*x^4-11604*a*b^2*c*r^3*x^4-528*a*b^2* g^3*p*x^4-528*a*b^2*g^3*q*x^4-1584*a*b^2*g^3*r*x^4-1170*a*b^2*g^2*p^2*x^4-2340* a*b^2*g^2*p*q*x^4-5970*a*b^2*g^2*p*r*x^4-1170*a*b^2*g^2*q^2*x^4-5970*a*b^2*g^2* q*r*x^4-5904*a*b^2*g^2*r^2*x^4-792*a*b^2*g*p^3*x^4-2376*a*b^2*g*p^2*q*x^4-5676* a*b^2*g*p^2*r*x^4-2376*a*b^2*g*p*q^2*x^4-11352*a*b^2*g*p*q*r*x^4-11112*a*b^2*g* p*r^2*x^4-792*a*b^2*g*q^3*x^4-5676*a*b^2*g*q^2*r*x^4-11112*a*b^2*g*q*r^2*x^4-\ 6744*a*b^2*g*r^3*x^4-150*a*b^2*p^4*x^4-600*a*b^2*p^3*q*x^4-1380*a*b^2*p^3*r*x^4 -900*a*b^2*p^2*q^2*x^4-4140*a*b^2*p^2*q*r*x^4-4002*a*b^2*p^2*r^2*x^4-600*a*b^2* p*q^3*x^4-4140*a*b^2*p*q^2*r*x^4-8004*a*b^2*p*q*r^2*x^4-4800*a*b^2*p*r^3*x^4-\ 150*a*b^2*q^4*x^4-1380*a*b^2*q^3*r*x^4-4002*a*b^2*q^2*r^2*x^4-4800*a*b^2*q*r^3* x^4-2052*a*b^2*r^4*x^4-2624*a*b*c^5*x^4-7264*a*b*c^4*g*x^4-5760*a*b*c^4*p*x^4-\ 5760*a*b*c^4*q*x^4-13056*a*b*c^4*r*x^4-6960*a*b*c^3*g^2*x^4-13120*a*b*c^3*g*p*x ^4-13120*a*b*c^3*g*q*x^4-30576*a*b*c^3*g*r*x^4-4960*a*b*c^3*p^2*x^4-9920*a*b*c^ 3*p*q*x^4-22432*a*b*c^3*p*r*x^4-4960*a*b*c^3*q^2*x^4-22432*a*b*c^3*q*r*x^4-\ 21424*a*b*c^3*r^2*x^4-2824*a*b*c^2*g^3*x^4-9632*a*b*c^2*g^2*p*x^4-9632*a*b*c^2* g^2*q*x^4-23280*a*b*c^2*g^2*r*x^4-8784*a*b*c^2*g*p^2*x^4-17568*a*b*c^2*g*p*q*x^ 4-40752*a*b*c^2*g*p*r*x^4-8784*a*b*c^2*g*q^2*x^4-40752*a*b*c^2*g*q*r*x^4-39448* a*b*c^2*g*r^2*x^4-2080*a*b*c^2*p^3*x^4-6240*a*b*c^2*p^2*q*x^4-14064*a*b*c^2*p^2 *r*x^4-6240*a*b*c^2*p*q^2*x^4-28128*a*b*c^2*p*q*r*x^4-26800*a*b*c^2*p*r^2*x^4-\ 2080*a*b*c^2*q^3*x^4-14064*a*b*c^2*q^2*r*x^4-26800*a*b*c^2*q*r^2*x^4-15824*a*b* c^2*r^3*x^4-416*a*b*c*g^4*x^4-2672*a*b*c*g^3*p*x^4-2672*a*b*c*g^3*q*x^4-6876*a* b*c*g^3*r*x^4-4412*a*b*c*g^2*p^2*x^4-8824*a*b*c*g^2*p*q*x^4-21188*a*b*c*g^2*p*r *x^4-4412*a*b*c*g^2*q^2*x^4-21188*a*b*c*g^2*q*r*x^4-20704*a*b*c*g^2*r^2*x^4-\ 2576*a*b*c*g*p^3*x^4-7728*a*b*c*g*p^2*q*x^4-17820*a*b*c*g*p^2*r*x^4-7728*a*b*c* g*p*q^2*x^4-35640*a*b*c*g*p*q*r*x^4-34352*a*b*c*g*p*r^2*x^4-2576*a*b*c*g*q^3*x^ 4-17820*a*b*c*g*q^2*r*x^4-34352*a*b*c*g*q*r^2*x^4-20512*a*b*c*g*r^3*x^4-420*a*b *c*p^4*x^4-1680*a*b*c*p^3*q*x^4-3768*a*b*c*p^3*r*x^4-2520*a*b*c*p^2*q^2*x^4-\ 11304*a*b*c*p^2*q*r*x^4-10732*a*b*c*p^2*r^2*x^4-1680*a*b*c*p*q^3*x^4-11304*a*b* c*p*q^2*r*x^4-21464*a*b*c*p*q*r^2*x^4-12624*a*b*c*p*r^3*x^4-420*a*b*c*q^4*x^4-\ 3768*a*b*c*q^3*r*x^4-10732*a*b*c*q^2*r^2*x^4-12624*a*b*c*q*r^3*x^4-5288*a*b*c*r ^4*x^4-208*a*b*g^4*p*x^4-208*a*b*g^4*q*x^4-624*a*b*g^4*r*x^4-630*a*b*g^3*p^2*x^ 4-1260*a*b*g^3*p*q*x^4-3210*a*b*g^3*p*r*x^4-630*a*b*g^3*q^2*x^4-3210*a*b*g^3*q* r*x^4-3168*a*b*g^3*r^2*x^4-668*a*b*g^2*p^3*x^4-2004*a*b*g^2*p^2*q*x^4-4774*a*b* g^2*p^2*r*x^4-2004*a*b*g^2*p*q^2*x^4-9548*a*b*g^2*p*q*r*x^4-9296*a*b*g^2*p*r^2* x^4-668*a*b*g^2*q^3*x^4-4774*a*b*g^2*q^2*r*x^4-9296*a*b*g^2*q*r^2*x^4-5592*a*b* g^2*r^3*x^4-278*a*b*g*p^4*x^4-1112*a*b*g*p^3*q*x^4-2544*a*b*g*p^3*r*x^4-1668*a* b*g*p^2*q^2*x^4-7632*a*b*g*p^2*q*r*x^4-7314*a*b*g*p^2*r^2*x^4-1112*a*b*g*p*q^3* x^4-7632*a*b*g*p*q^2*r*x^4-14628*a*b*g*p*q*r^2*x^4-8676*a*b*g*p*r^3*x^4-278*a*b *g*q^4*x^4-2544*a*b*g*q^3*r*x^4-7314*a*b*g*q^2*r^2*x^4-8676*a*b*g*q*r^3*x^4-\ 3668*a*b*g*r^4*x^4-32*a*b*p^5*x^4-160*a*b*p^4*q*x^4-356*a*b*p^4*r*x^4-320*a*b*p ^3*q^2*x^4-1424*a*b*p^3*q*r*x^4-1344*a*b*p^3*r^2*x^4-320*a*b*p^2*q^3*x^4-2136*a *b*p^2*q^2*r*x^4-4032*a*b*p^2*q*r^2*x^4-2356*a*b*p^2*r^3*x^4-160*a*b*p*q^4*x^4-\ 1424*a*b*p*q^3*r*x^4-4032*a*b*p*q^2*r^2*x^4-4712*a*b*p*q*r^3*x^4-1960*a*b*p*r^4 *x^4-32*a*b*q^5*x^4-356*a*b*q^4*r*x^4-1344*a*b*q^3*r^2*x^4-2356*a*b*q^2*r^3*x^4 -1960*a*b*q*r^4*x^4-624*a*b*r^5*x^4-640*a*c^6*x^4-2304*a*c^5*g*x^4-1664*a*c^5*p *x^4-1664*a*c^5*q*x^4-3680*a*c^5*r*x^4-3008*a*c^4*g^2*x^4-5152*a*c^4*g*p*x^4-\ 5152*a*c^4*g*q*x^4-11696*a*c^4*g*r*x^4-1760*a*c^4*p^2*x^4-3520*a*c^4*p*q*x^4-\ 7776*a*c^4*p*r*x^4-1760*a*c^4*q^2*x^4-7776*a*c^4*q*r*x^4-7296*a*c^4*r^2*x^4-\ 1856*a*c^3*g^3*x^4-5488*a*c^3*g^2*p*x^4-5488*a*c^3*g^2*q*x^4-12792*a*c^3*g^2*r* x^4-4544*a*c^3*g*p^2*x^4-9088*a*c^3*g*p*q*x^4-20560*a*c^3*g*p*r*x^4-4544*a*c^3* g*q^2*x^4-20560*a*c^3*g*q*r*x^4-19680*a*c^3*g*r^2*x^4-960*a*c^3*p^3*x^4-2880*a* c^3*p^2*q*x^4-6352*a*c^3*p^2*r*x^4-2880*a*c^3*p*q^2*x^4-12704*a*c^3*p*q*r*x^4-\ 11904*a*c^3*p*r^2*x^4-960*a*c^3*q^3*x^4-6352*a*c^3*q^2*r*x^4-11904*a*c^3*q*r^2* x^4-6904*a*c^3*r^3*x^4-552*a*c^2*g^4*x^4-2584*a*c^2*g^3*p*x^4-2584*a*c^2*g^3*q* x^4-6244*a*c^2*g^3*r*x^4-3720*a*c^2*g^2*p^2*x^4-7440*a*c^2*g^2*p*q*x^4-17256*a* c^2*g^2*p*r*x^4-3720*a*c^2*g^2*q^2*x^4-17256*a*c^2*g^2*q*r*x^4-16704*a*c^2*g^2* r^2*x^4-1968*a*c^2*g*p^3*x^4-5904*a*c^2*g*p^2*q*x^4-13296*a*c^2*g*p^2*r*x^4-\ 5904*a*c^2*g*p*q^2*x^4-26592*a*c^2*g*p*q*r*x^4-25344*a*c^2*g*p*r^2*x^4-1968*a*c ^2*g*q^3*x^4-13296*a*c^2*g*q^2*r*x^4-25344*a*c^2*g*q*r^2*x^4-14968*a*c^2*g*r^3* x^4-280*a*c^2*p^4*x^4-1120*a*c^2*p^3*q*x^4-2464*a*c^2*p^3*r*x^4-1680*a*c^2*p^2* q^2*x^4-7392*a*c^2*p^2*q*r*x^4-6912*a*c^2*p^2*r^2*x^4-1120*a*c^2*p*q^3*x^4-7392 *a*c^2*p*q^2*r*x^4-13824*a*c^2*p*q*r^2*x^4-8000*a*c^2*p*r^3*x^4-280*a*c^2*q^4*x ^4-2464*a*c^2*q^3*r*x^4-6912*a*c^2*q^2*r^2*x^4-8000*a*c^2*q*r^3*x^4-3296*a*c^2* r^4*x^4-64*a*c*g^5*x^4-524*a*c*g^4*p*x^4-524*a*c*g^4*q*x^4-1348*a*c*g^4*r*x^4-\ 1192*a*c*g^3*p^2*x^4-2384*a*c*g^3*p*q*x^4-5724*a*c*g^3*p*r*x^4-1192*a*c*g^3*q^2 *x^4-5724*a*c*g^3*q*r*x^4-5592*a*c*g^3*r^2*x^4-1108*a*c*g^2*p^3*x^4-3324*a*c*g^ 2*p^2*q*x^4-7662*a*c*g^2*p^2*r*x^4-3324*a*c*g^2*p*q^2*x^4-15324*a*c*g^2*p*q*r*x ^4-14760*a*c*g^2*p*r^2*x^4-1108*a*c*g^2*q^3*x^4-7662*a*c*g^2*q^2*r*x^4-14760*a* c*g^2*q*r^2*x^4-8798*a*c*g^2*r^3*x^4-416*a*c*g*p^4*x^4-1664*a*c*g*p^3*q*x^4-\ 3724*a*c*g*p^3*r*x^4-2496*a*c*g*p^2*q^2*x^4-11172*a*c*g*p^2*q*r*x^4-10584*a*c*g *p^2*r^2*x^4-1664*a*c*g*p*q^3*x^4-11172*a*c*g*p*q^2*r*x^4-21168*a*c*g*p*q*r^2*x ^4-12418*a*c*g*p*r^3*x^4-416*a*c*g*q^4*x^4-3724*a*c*g*q^3*r*x^4-10584*a*c*g*q^2 *r^2*x^4-12418*a*c*g*q*r^3*x^4-5188*a*c*g*r^4*x^4-40*a*c*p^5*x^4-200*a*c*p^4*q* x^4-438*a*c*p^4*r*x^4-400*a*c*p^3*q^2*x^4-1752*a*c*p^3*q*r*x^4-1632*a*c*p^3*r^2 *x^4-400*a*c*p^2*q^3*x^4-2628*a*c*p^2*q^2*r*x^4-4896*a*c*p^2*q*r^2*x^4-2822*a*c *p^2*r^3*x^4-200*a*c*p*q^4*x^4-1752*a*c*p*q^3*r*x^4-4896*a*c*p*q^2*r^2*x^4-5644 *a*c*p*q*r^3*x^4-2316*a*c*p*r^4*x^4-40*a*c*q^5*x^4-438*a*c*q^4*r*x^4-1632*a*c*q ^3*r^2*x^4-2822*a*c*q^2*r^3*x^4-2316*a*c*q*r^4*x^4-728*a*c*r^5*x^4-32*a*g^5*p*x ^4-32*a*g^5*q*x^4-96*a*g^5*r*x^4-124*a*g^4*p^2*x^4-248*a*g^4*p*q*x^4-632*a*g^4* p*r*x^4-124*a*g^4*q^2*x^4-632*a*g^4*q*r*x^4-624*a*g^4*r^2*x^4-182*a*g^3*p^3*x^4 -546*a*g^3*p^2*q*x^4-1301*a*g^3*p^2*r*x^4-546*a*g^3*p*q^2*x^4-2602*a*g^3*p*q*r* x^4-2532*a*g^3*p*r^2*x^4-182*a*g^3*q^3*x^4-1301*a*g^3*q^2*r*x^4-2532*a*g^3*q*r^ 2*x^4-1520*a*g^3*r^3*x^4-122*a*g^2*p^4*x^4-488*a*g^2*p^3*q*x^4-1116*a*g^2*p^3*r *x^4-732*a*g^2*p^2*q^2*x^4-3348*a*g^2*p^2*q*r*x^4-3204*a*g^2*p^2*r^2*x^4-488*a* g^2*p*q^3*x^4-3348*a*g^2*p*q^2*r*x^4-6408*a*g^2*p*q*r^2*x^4-3791*a*g^2*p*r^3*x^ 4-122*a*g^2*q^4*x^4-1116*a*g^2*q^3*r*x^4-3204*a*g^2*q^2*r^2*x^4-3791*a*g^2*q*r^ 3*x^4-1598*a*g^2*r^4*x^4-34*a*g*p^5*x^4-170*a*g*p^4*q*x^4-377*a*g*p^4*r*x^4-340 *a*g*p^3*q^2*x^4-1508*a*g*p^3*q*r*x^4-1416*a*g*p^3*r^2*x^4-340*a*g*p^2*q^3*x^4-\ 2262*a*g*p^2*q^2*r*x^4-4248*a*g*p^2*q*r^2*x^4-2467*a*g*p^2*r^3*x^4-170*a*g*p*q^ 4*x^4-1508*a*g*p*q^3*r*x^4-4248*a*g*p*q^2*r^2*x^4-4934*a*g*p*q*r^3*x^4-2040*a*g *p*r^4*x^4-34*a*g*q^5*x^4-377*a*g*q^4*r*x^4-1416*a*g*q^3*r^2*x^4-2467*a*g*q^2*r ^3*x^4-2040*a*g*q*r^4*x^4-646*a*g*r^5*x^4-2*a*p^6*x^4-12*a*p^5*q*x^4-26*a*p^5*r *x^4-30*a*p^4*q^2*x^4-130*a*p^4*q*r*x^4-120*a*p^4*r^2*x^4-40*a*p^3*q^3*x^4-260* a*p^3*q^2*r*x^4-480*a*p^3*q*r^2*x^4-274*a*p^3*r^3*x^4-30*a*p^2*q^4*x^4-260*a*p^ 2*q^3*r*x^4-720*a*p^2*q^2*r^2*x^4-822*a*p^2*q*r^3*x^4-334*a*p^2*r^4*x^4-12*a*p* q^5*x^4-130*a*p*q^4*r*x^4-480*a*p*q^3*r^2*x^4-822*a*p*q^2*r^3*x^4-668*a*p*q*r^4 *x^4-208*a*p*r^5*x^4-2*a*q^6*x^4-26*a*q^5*r*x^4-120*a*q^4*r^2*x^4-274*a*q^3*r^3 *x^4-334*a*q^2*r^4*x^4-208*a*q*r^5*x^4-52*a*r^6*x^4-32*b^6*c*x^4-16*b^6*p*x^4-\ 16*b^6*q*x^4-48*b^6*r*x^4-256*b^5*c^2*x^4-160*b^5*c*g*x^4-240*b^5*c*p*x^4-240*b ^5*c*q*x^4-624*b^5*c*r*x^4-80*b^5*g*p*x^4-80*b^5*g*q*x^4-240*b^5*g*r*x^4-56*b^5 *p^2*x^4-112*b^5*p*q*x^4-288*b^5*p*r*x^4-56*b^5*q^2*x^4-288*b^5*q*r*x^4-288*b^5 *r^2*x^4-832*b^4*c^3*x^4-1072*b^4*c^2*g*x^4-1136*b^4*c^2*p*x^4-1136*b^4*c^2*q*x ^4-2768*b^4*c^2*r*x^4-328*b^4*c*g^2*x^4-1008*b^4*c*g*p*x^4-1008*b^4*c*g*q*x^4-\ 2608*b^4*c*g*r*x^4-512*b^4*c*p^2*x^4-1024*b^4*c*p*q*x^4-2480*b^4*c*p*r*x^4-512* b^4*c*q^2*x^4-2480*b^4*c*q*r*x^4-2456*b^4*c*r^2*x^4-164*b^4*g^2*p*x^4-164*b^4*g ^2*q*x^4-492*b^4*g^2*r*x^4-236*b^4*g*p^2*x^4-472*b^4*g*p*q*x^4-1208*b^4*g*p*r*x ^4-236*b^4*g*q^2*x^4-1208*b^4*g*q*r*x^4-1200*b^4*g*r^2*x^4-76*b^4*p^3*x^4-228*b ^4*p^2*q*x^4-548*b^4*p^2*r*x^4-228*b^4*p*q^2*x^4-1096*b^4*p*q*r*x^4-1084*b^4*p* r^2*x^4-76*b^4*q^3*x^4-548*b^4*q^2*r*x^4-1084*b^4*q*r^2*x^4-668*b^4*r^3*x^4-\ 1408*b^3*c^4*x^4-2816*b^3*c^3*g*x^4-2512*b^3*c^3*p*x^4-2512*b^3*c^3*q*x^4-5872* b^3*c^3*r*x^4-1760*b^3*c^2*g^2*x^4-3872*b^3*c^2*g*p*x^4-3872*b^3*c^2*g*q*x^4-\ 9384*b^3*c^2*g*r*x^4-1656*b^3*c^2*p^2*x^4-3312*b^3*c^2*p*q*x^4-7712*b^3*c^2*p*r *x^4-1656*b^3*c^2*q^2*x^4-7712*b^3*c^2*q*r*x^4-7504*b^3*c^2*r^2*x^4-352*b^3*c*g ^3*x^4-1660*b^3*c*g^2*p*x^4-1660*b^3*c*g^2*q*x^4-4280*b^3*c*g^2*r*x^4-1760*b^3* c*g*p^2*x^4-3520*b^3*c*g*p*q*x^4-8476*b^3*c*g*p*r*x^4-1760*b^3*c*g*q^2*x^4-8476 *b^3*c*g*q*r*x^4-8320*b^3*c*g*r^2*x^4-476*b^3*c*p^3*x^4-1428*b^3*c*p^2*q*x^4-\ 3308*b^3*c*p^2*r*x^4-1428*b^3*c*p*q^2*x^4-6616*b^3*c*p*q*r*x^4-6420*b^3*c*p*r^2 *x^4-476*b^3*c*q^3*x^4-3308*b^3*c*q^2*r*x^4-6420*b^3*c*q*r^2*x^4-3868*b^3*c*r^3 *x^4-176*b^3*g^3*p*x^4-176*b^3*g^3*q*x^4-528*b^3*g^3*r*x^4-390*b^3*g^2*p^2*x^4-\ 780*b^3*g^2*p*q*x^4-1990*b^3*g^2*p*r*x^4-390*b^3*g^2*q^2*x^4-1990*b^3*g^2*q*r*x ^4-1968*b^3*g^2*r^2*x^4-264*b^3*g*p^3*x^4-792*b^3*g*p^2*q*x^4-1892*b^3*g*p^2*r* x^4-792*b^3*g*p*q^2*x^4-3784*b^3*g*p*q*r*x^4-3704*b^3*g*p*r^2*x^4-264*b^3*g*q^3 *x^4-1892*b^3*g*q^2*r*x^4-3704*b^3*g*q*r^2*x^4-2248*b^3*g*r^3*x^4-50*b^3*p^4*x^ 4-200*b^3*p^3*q*x^4-460*b^3*p^3*r*x^4-300*b^3*p^2*q^2*x^4-1380*b^3*p^2*q*r*x^4-\ 1334*b^3*p^2*r^2*x^4-200*b^3*p*q^3*x^4-1380*b^3*p*q^2*r*x^4-2668*b^3*p*q*r^2*x^ 4-1600*b^3*p*r^3*x^4-50*b^3*q^4*x^4-460*b^3*q^3*r*x^4-1334*b^3*q^2*r^2*x^4-1600 *b^3*q*r^3*x^4-684*b^3*r^4*x^4-1312*b^2*c^5*x^4-3632*b^2*c^4*g*x^4-2880*b^2*c^4 *p*x^4-2880*b^2*c^4*q*x^4-6528*b^2*c^4*r*x^4-3480*b^2*c^3*g^2*x^4-6560*b^2*c^3* g*p*x^4-6560*b^2*c^3*g*q*x^4-15288*b^2*c^3*g*r*x^4-2480*b^2*c^3*p^2*x^4-4960*b^ 2*c^3*p*q*x^4-11216*b^2*c^3*p*r*x^4-2480*b^2*c^3*q^2*x^4-11216*b^2*c^3*q*r*x^4-\ 10712*b^2*c^3*r^2*x^4-1412*b^2*c^2*g^3*x^4-4816*b^2*c^2*g^2*p*x^4-4816*b^2*c^2* g^2*q*x^4-11640*b^2*c^2*g^2*r*x^4-4392*b^2*c^2*g*p^2*x^4-8784*b^2*c^2*g*p*q*x^4 -20376*b^2*c^2*g*p*r*x^4-4392*b^2*c^2*g*q^2*x^4-20376*b^2*c^2*g*q*r*x^4-19724*b ^2*c^2*g*r^2*x^4-1040*b^2*c^2*p^3*x^4-3120*b^2*c^2*p^2*q*x^4-7032*b^2*c^2*p^2*r *x^4-3120*b^2*c^2*p*q^2*x^4-14064*b^2*c^2*p*q*r*x^4-13400*b^2*c^2*p*r^2*x^4-\ 1040*b^2*c^2*q^3*x^4-7032*b^2*c^2*q^2*r*x^4-13400*b^2*c^2*q*r^2*x^4-7912*b^2*c^ 2*r^3*x^4-208*b^2*c*g^4*x^4-1336*b^2*c*g^3*p*x^4-1336*b^2*c*g^3*q*x^4-3438*b^2* c*g^3*r*x^4-2206*b^2*c*g^2*p^2*x^4-4412*b^2*c*g^2*p*q*x^4-10594*b^2*c*g^2*p*r*x ^4-2206*b^2*c*g^2*q^2*x^4-10594*b^2*c*g^2*q*r*x^4-10352*b^2*c*g^2*r^2*x^4-1288* b^2*c*g*p^3*x^4-3864*b^2*c*g*p^2*q*x^4-8910*b^2*c*g*p^2*r*x^4-3864*b^2*c*g*p*q^ 2*x^4-17820*b^2*c*g*p*q*r*x^4-17176*b^2*c*g*p*r^2*x^4-1288*b^2*c*g*q^3*x^4-8910 *b^2*c*g*q^2*r*x^4-17176*b^2*c*g*q*r^2*x^4-10256*b^2*c*g*r^3*x^4-210*b^2*c*p^4* x^4-840*b^2*c*p^3*q*x^4-1884*b^2*c*p^3*r*x^4-1260*b^2*c*p^2*q^2*x^4-5652*b^2*c* p^2*q*r*x^4-5366*b^2*c*p^2*r^2*x^4-840*b^2*c*p*q^3*x^4-5652*b^2*c*p*q^2*r*x^4-\ 10732*b^2*c*p*q*r^2*x^4-6312*b^2*c*p*r^3*x^4-210*b^2*c*q^4*x^4-1884*b^2*c*q^3*r *x^4-5366*b^2*c*q^2*r^2*x^4-6312*b^2*c*q*r^3*x^4-2644*b^2*c*r^4*x^4-104*b^2*g^4 *p*x^4-104*b^2*g^4*q*x^4-312*b^2*g^4*r*x^4-315*b^2*g^3*p^2*x^4-630*b^2*g^3*p*q* x^4-1605*b^2*g^3*p*r*x^4-315*b^2*g^3*q^2*x^4-1605*b^2*g^3*q*r*x^4-1584*b^2*g^3* r^2*x^4-334*b^2*g^2*p^3*x^4-1002*b^2*g^2*p^2*q*x^4-2387*b^2*g^2*p^2*r*x^4-1002* b^2*g^2*p*q^2*x^4-4774*b^2*g^2*p*q*r*x^4-4648*b^2*g^2*p*r^2*x^4-334*b^2*g^2*q^3 *x^4-2387*b^2*g^2*q^2*r*x^4-4648*b^2*g^2*q*r^2*x^4-2796*b^2*g^2*r^3*x^4-139*b^2 *g*p^4*x^4-556*b^2*g*p^3*q*x^4-1272*b^2*g*p^3*r*x^4-834*b^2*g*p^2*q^2*x^4-3816* b^2*g*p^2*q*r*x^4-3657*b^2*g*p^2*r^2*x^4-556*b^2*g*p*q^3*x^4-3816*b^2*g*p*q^2*r *x^4-7314*b^2*g*p*q*r^2*x^4-4338*b^2*g*p*r^3*x^4-139*b^2*g*q^4*x^4-1272*b^2*g*q ^3*r*x^4-3657*b^2*g*q^2*r^2*x^4-4338*b^2*g*q*r^3*x^4-1834*b^2*g*r^4*x^4-16*b^2* p^5*x^4-80*b^2*p^4*q*x^4-178*b^2*p^4*r*x^4-160*b^2*p^3*q^2*x^4-712*b^2*p^3*q*r* x^4-672*b^2*p^3*r^2*x^4-160*b^2*p^2*q^3*x^4-1068*b^2*p^2*q^2*r*x^4-2016*b^2*p^2 *q*r^2*x^4-1178*b^2*p^2*r^3*x^4-80*b^2*p*q^4*x^4-712*b^2*p*q^3*r*x^4-2016*b^2*p *q^2*r^2*x^4-2356*b^2*p*q*r^3*x^4-980*b^2*p*r^4*x^4-16*b^2*q^5*x^4-178*b^2*q^4* r*x^4-672*b^2*q^3*r^2*x^4-1178*b^2*q^2*r^3*x^4-980*b^2*q*r^4*x^4-312*b^2*r^5*x^ 4-640*b*c^6*x^4-2304*b*c^5*g*x^4-1664*b*c^5*p*x^4-1664*b*c^5*q*x^4-3680*b*c^5*r *x^4-3008*b*c^4*g^2*x^4-5152*b*c^4*g*p*x^4-5152*b*c^4*g*q*x^4-11696*b*c^4*g*r*x ^4-1760*b*c^4*p^2*x^4-3520*b*c^4*p*q*x^4-7776*b*c^4*p*r*x^4-1760*b*c^4*q^2*x^4-\ 7776*b*c^4*q*r*x^4-7296*b*c^4*r^2*x^4-1856*b*c^3*g^3*x^4-5488*b*c^3*g^2*p*x^4-\ 5488*b*c^3*g^2*q*x^4-12792*b*c^3*g^2*r*x^4-4544*b*c^3*g*p^2*x^4-9088*b*c^3*g*p* q*x^4-20560*b*c^3*g*p*r*x^4-4544*b*c^3*g*q^2*x^4-20560*b*c^3*g*q*r*x^4-19680*b* c^3*g*r^2*x^4-960*b*c^3*p^3*x^4-2880*b*c^3*p^2*q*x^4-6352*b*c^3*p^2*r*x^4-2880* b*c^3*p*q^2*x^4-12704*b*c^3*p*q*r*x^4-11904*b*c^3*p*r^2*x^4-960*b*c^3*q^3*x^4-\ 6352*b*c^3*q^2*r*x^4-11904*b*c^3*q*r^2*x^4-6904*b*c^3*r^3*x^4-552*b*c^2*g^4*x^4 -2584*b*c^2*g^3*p*x^4-2584*b*c^2*g^3*q*x^4-6244*b*c^2*g^3*r*x^4-3720*b*c^2*g^2* p^2*x^4-7440*b*c^2*g^2*p*q*x^4-17256*b*c^2*g^2*p*r*x^4-3720*b*c^2*g^2*q^2*x^4-\ 17256*b*c^2*g^2*q*r*x^4-16704*b*c^2*g^2*r^2*x^4-1968*b*c^2*g*p^3*x^4-5904*b*c^2 *g*p^2*q*x^4-13296*b*c^2*g*p^2*r*x^4-5904*b*c^2*g*p*q^2*x^4-26592*b*c^2*g*p*q*r *x^4-25344*b*c^2*g*p*r^2*x^4-1968*b*c^2*g*q^3*x^4-13296*b*c^2*g*q^2*r*x^4-25344 *b*c^2*g*q*r^2*x^4-14968*b*c^2*g*r^3*x^4-280*b*c^2*p^4*x^4-1120*b*c^2*p^3*q*x^4 -2464*b*c^2*p^3*r*x^4-1680*b*c^2*p^2*q^2*x^4-7392*b*c^2*p^2*q*r*x^4-6912*b*c^2* p^2*r^2*x^4-1120*b*c^2*p*q^3*x^4-7392*b*c^2*p*q^2*r*x^4-13824*b*c^2*p*q*r^2*x^4 -8000*b*c^2*p*r^3*x^4-280*b*c^2*q^4*x^4-2464*b*c^2*q^3*r*x^4-6912*b*c^2*q^2*r^2 *x^4-8000*b*c^2*q*r^3*x^4-3296*b*c^2*r^4*x^4-64*b*c*g^5*x^4-524*b*c*g^4*p*x^4-\ 524*b*c*g^4*q*x^4-1348*b*c*g^4*r*x^4-1192*b*c*g^3*p^2*x^4-2384*b*c*g^3*p*q*x^4-\ 5724*b*c*g^3*p*r*x^4-1192*b*c*g^3*q^2*x^4-5724*b*c*g^3*q*r*x^4-5592*b*c*g^3*r^2 *x^4-1108*b*c*g^2*p^3*x^4-3324*b*c*g^2*p^2*q*x^4-7662*b*c*g^2*p^2*r*x^4-3324*b* c*g^2*p*q^2*x^4-15324*b*c*g^2*p*q*r*x^4-14760*b*c*g^2*p*r^2*x^4-1108*b*c*g^2*q^ 3*x^4-7662*b*c*g^2*q^2*r*x^4-14760*b*c*g^2*q*r^2*x^4-8798*b*c*g^2*r^3*x^4-416*b *c*g*p^4*x^4-1664*b*c*g*p^3*q*x^4-3724*b*c*g*p^3*r*x^4-2496*b*c*g*p^2*q^2*x^4-\ 11172*b*c*g*p^2*q*r*x^4-10584*b*c*g*p^2*r^2*x^4-1664*b*c*g*p*q^3*x^4-11172*b*c* g*p*q^2*r*x^4-21168*b*c*g*p*q*r^2*x^4-12418*b*c*g*p*r^3*x^4-416*b*c*g*q^4*x^4-\ 3724*b*c*g*q^3*r*x^4-10584*b*c*g*q^2*r^2*x^4-12418*b*c*g*q*r^3*x^4-5188*b*c*g*r ^4*x^4-40*b*c*p^5*x^4-200*b*c*p^4*q*x^4-438*b*c*p^4*r*x^4-400*b*c*p^3*q^2*x^4-\ 1752*b*c*p^3*q*r*x^4-1632*b*c*p^3*r^2*x^4-400*b*c*p^2*q^3*x^4-2628*b*c*p^2*q^2* r*x^4-4896*b*c*p^2*q*r^2*x^4-2822*b*c*p^2*r^3*x^4-200*b*c*p*q^4*x^4-1752*b*c*p* q^3*r*x^4-4896*b*c*p*q^2*r^2*x^4-5644*b*c*p*q*r^3*x^4-2316*b*c*p*r^4*x^4-40*b*c *q^5*x^4-438*b*c*q^4*r*x^4-1632*b*c*q^3*r^2*x^4-2822*b*c*q^2*r^3*x^4-2316*b*c*q *r^4*x^4-728*b*c*r^5*x^4-32*b*g^5*p*x^4-32*b*g^5*q*x^4-96*b*g^5*r*x^4-124*b*g^4 *p^2*x^4-248*b*g^4*p*q*x^4-632*b*g^4*p*r*x^4-124*b*g^4*q^2*x^4-632*b*g^4*q*r*x^ 4-624*b*g^4*r^2*x^4-182*b*g^3*p^3*x^4-546*b*g^3*p^2*q*x^4-1301*b*g^3*p^2*r*x^4-\ 546*b*g^3*p*q^2*x^4-2602*b*g^3*p*q*r*x^4-2532*b*g^3*p*r^2*x^4-182*b*g^3*q^3*x^4 -1301*b*g^3*q^2*r*x^4-2532*b*g^3*q*r^2*x^4-1520*b*g^3*r^3*x^4-122*b*g^2*p^4*x^4 -488*b*g^2*p^3*q*x^4-1116*b*g^2*p^3*r*x^4-732*b*g^2*p^2*q^2*x^4-3348*b*g^2*p^2* q*r*x^4-3204*b*g^2*p^2*r^2*x^4-488*b*g^2*p*q^3*x^4-3348*b*g^2*p*q^2*r*x^4-6408* b*g^2*p*q*r^2*x^4-3791*b*g^2*p*r^3*x^4-122*b*g^2*q^4*x^4-1116*b*g^2*q^3*r*x^4-\ 3204*b*g^2*q^2*r^2*x^4-3791*b*g^2*q*r^3*x^4-1598*b*g^2*r^4*x^4-34*b*g*p^5*x^4-\ 170*b*g*p^4*q*x^4-377*b*g*p^4*r*x^4-340*b*g*p^3*q^2*x^4-1508*b*g*p^3*q*r*x^4-\ 1416*b*g*p^3*r^2*x^4-340*b*g*p^2*q^3*x^4-2262*b*g*p^2*q^2*r*x^4-4248*b*g*p^2*q* r^2*x^4-2467*b*g*p^2*r^3*x^4-170*b*g*p*q^4*x^4-1508*b*g*p*q^3*r*x^4-4248*b*g*p* q^2*r^2*x^4-4934*b*g*p*q*r^3*x^4-2040*b*g*p*r^4*x^4-34*b*g*q^5*x^4-377*b*g*q^4* r*x^4-1416*b*g*q^3*r^2*x^4-2467*b*g*q^2*r^3*x^4-2040*b*g*q*r^4*x^4-646*b*g*r^5* x^4-2*b*p^6*x^4-12*b*p^5*q*x^4-26*b*p^5*r*x^4-30*b*p^4*q^2*x^4-130*b*p^4*q*r*x^ 4-120*b*p^4*r^2*x^4-40*b*p^3*q^3*x^4-260*b*p^3*q^2*r*x^4-480*b*p^3*q*r^2*x^4-\ 274*b*p^3*r^3*x^4-30*b*p^2*q^4*x^4-260*b*p^2*q^3*r*x^4-720*b*p^2*q^2*r^2*x^4-\ 822*b*p^2*q*r^3*x^4-334*b*p^2*r^4*x^4-12*b*p*q^5*x^4-130*b*p*q^4*r*x^4-480*b*p* q^3*r^2*x^4-822*b*p*q^2*r^3*x^4-668*b*p*q*r^4*x^4-208*b*p*r^5*x^4-2*b*q^6*x^4-\ 26*b*q^5*r*x^4-120*b*q^4*r^2*x^4-274*b*q^3*r^3*x^4-334*b*q^2*r^4*x^4-208*b*q*r^ 5*x^4-52*b*r^6*x^4-128*c^7*x^4-576*c^6*g*x^4-384*c^6*p*x^4-384*c^6*q*x^4-832*c^ 6*r*x^4-960*c^5*g^2*x^4-1536*c^5*g*p*x^4-1536*c^5*g*q*x^4-3424*c^5*g*r*x^4-480* c^5*p^2*x^4-960*c^5*p*q*x^4-2080*c^5*p*r*x^4-480*c^5*q^2*x^4-2080*c^5*q*r*x^4-\ 1920*c^5*r^2*x^4-800*c^4*g^3*x^4-2176*c^4*g^2*p*x^4-2176*c^4*g^2*q*x^4-4960*c^4 *g^2*r*x^4-1680*c^4*g*p^2*x^4-3360*c^4*g*p*q*x^4-7472*c^4*g*p*r*x^4-1680*c^4*g* q^2*x^4-7472*c^4*g*q*r*x^4-7104*c^4*g*r^2*x^4-320*c^4*p^3*x^4-960*c^4*p^2*q*x^4 -2080*c^4*p^2*r*x^4-960*c^4*p*q^2*x^4-4160*c^4*p*q*r*x^4-3840*c^4*p*r^2*x^4-320 *c^4*q^3*x^4-2080*c^4*q^2*r*x^4-3840*c^4*q*r^2*x^4-2192*c^4*r^3*x^4-360*c^3*g^4 *x^4-1472*c^3*g^3*p*x^4-1472*c^3*g^3*q*x^4-3440*c^3*g^3*r*x^4-1952*c^3*g^2*p^2* x^4-3904*c^3*g^2*p*q*x^4-8864*c^3*g^2*p*r*x^4-1952*c^3*g^2*q^2*x^4-8864*c^3*g^2 *q*r*x^4-8544*c^3*g^2*r^2*x^4-960*c^3*g*p^3*x^4-2880*c^3*g*p^2*q*x^4-6384*c^3*g *p^2*r*x^4-2880*c^3*g*p*q^2*x^4-12768*c^3*g*p*q*r*x^4-12096*c^3*g*p*r^2*x^4-960 *c^3*g*q^3*x^4-6384*c^3*g*q^2*r*x^4-12096*c^3*g*q*r^2*x^4-7112*c^3*g*r^3*x^4-\ 120*c^3*p^4*x^4-480*c^3*p^3*q*x^4-1040*c^3*p^3*r*x^4-720*c^3*p^2*q^2*x^4-3120*c ^3*p^2*q*r*x^4-2880*c^3*p^2*r^2*x^4-480*c^3*p*q^3*x^4-3120*c^3*p*q^2*r*x^4-5760 *c^3*p*q*r^2*x^4-3288*c^3*p*r^3*x^4-120*c^3*q^4*x^4-1040*c^3*q^3*r*x^4-2880*c^3 *q^2*r^2*x^4-3288*c^3*q*r^3*x^4-1336*c^3*r^4*x^4-84*c^2*g^5*x^4-504*c^2*g^4*p*x ^4-504*c^2*g^4*q*x^4-1220*c^2*g^4*r*x^4-1008*c^2*g^3*p^2*x^4-2016*c^2*g^3*p*q*x ^4-4688*c^2*g^3*p*r*x^4-1008*c^2*g^3*q^2*x^4-4688*c^2*g^3*q*r*x^4-4560*c^2*g^3* r^2*x^4-864*c^2*g^2*p^3*x^4-2592*c^2*g^2*p^2*q*x^4-5856*c^2*g^2*p^2*r*x^4-2592* c^2*g^2*p*q^2*x^4-11712*c^2*g^2*p*q*r*x^4-11232*c^2*g^2*p*r^2*x^4-864*c^2*g^2*q ^3*x^4-5856*c^2*g^2*q^2*r*x^4-11232*c^2*g^2*q*r^2*x^4-6684*c^2*g^2*r^3*x^4-300* c^2*g*p^4*x^4-1200*c^2*g*p^3*q*x^4-2648*c^2*g*p^3*r*x^4-1800*c^2*g*p^2*q^2*x^4-\ 7944*c^2*g*p^2*q*r*x^4-7488*c^2*g*p^2*r^2*x^4-1200*c^2*g*p*q^3*x^4-7944*c^2*g*p *q^2*r*x^4-14976*c^2*g*p*q*r^2*x^4-8756*c^2*g*p*r^3*x^4-300*c^2*g*q^4*x^4-2648* c^2*g*q^3*r*x^4-7488*c^2*g*q^2*r^2*x^4-8756*c^2*g*q*r^3*x^4-3644*c^2*g*r^4*x^4-\ 24*c^2*p^5*x^4-120*c^2*p^4*q*x^4-260*c^2*p^4*r*x^4-240*c^2*p^3*q^2*x^4-1040*c^2 *p^3*q*r*x^4-960*c^2*p^3*r^2*x^4-240*c^2*p^2*q^3*x^4-1560*c^2*p^2*q^2*r*x^4-\ 2880*c^2*p^2*q*r^2*x^4-1644*c^2*p^2*r^3*x^4-120*c^2*p*q^4*x^4-1040*c^2*p*q^3*r* x^4-2880*c^2*p*q^2*r^2*x^4-3288*c^2*p*q*r^3*x^4-1336*c^2*p*r^4*x^4-24*c^2*q^5*x ^4-260*c^2*q^4*r*x^4-960*c^2*q^3*r^2*x^4-1644*c^2*q^2*r^3*x^4-1336*c^2*q*r^4*x^ 4-416*c^2*r^5*x^4-8*c*g^6*x^4-80*c*g^5*p*x^4-80*c*g^5*q*x^4-206*c*g^5*r*x^4-234 *c*g^4*p^2*x^4-468*c*g^4*p*q*x^4-1126*c*g^4*p*r*x^4-234*c*g^4*q^2*x^4-1126*c*g^ 4*q*r*x^4-1104*c*g^4*r^2*x^4-304*c*g^3*p^3*x^4-912*c*g^3*p^2*q*x^4-2108*c*g^3*p ^2*r*x^4-912*c*g^3*p*q^2*x^4-4216*c*g^3*p*q*r*x^4-4080*c*g^3*p*r^2*x^4-304*c*g^ 3*q^3*x^4-2108*c*g^3*q^2*r*x^4-4080*c*g^3*q*r^2*x^4-2446*c*g^3*r^3*x^4-188*c*g^ 2*p^4*x^4-752*c*g^2*p^3*q*x^4-1688*c*g^2*p^3*r*x^4-1128*c*g^2*p^2*q^2*x^4-5064* c*g^2*p^2*q*r*x^4-4824*c*g^2*p^2*r^2*x^4-752*c*g^2*p*q^3*x^4-5064*c*g^2*p*q^2*r *x^4-9648*c*g^2*p*q*r^2*x^4-5698*c*g^2*p*r^3*x^4-188*c*g^2*q^4*x^4-1688*c*g^2*q ^3*r*x^4-4824*c*g^2*q^2*r^2*x^4-5698*c*g^2*q*r^3*x^4-2396*c*g^2*r^4*x^4-48*c*g* p^5*x^4-240*c*g*p^4*q*x^4-526*c*g*p^4*r*x^4-480*c*g*p^3*q^2*x^4-2104*c*g*p^3*q* r*x^4-1968*c*g*p^3*r^2*x^4-480*c*g*p^2*q^3*x^4-3156*c*g*p^2*q^2*r*x^4-5904*c*g* p^2*q*r^2*x^4-3422*c*g*p^2*r^3*x^4-240*c*g*p*q^4*x^4-2104*c*g*p*q^3*r*x^4-5904* c*g*p*q^2*r^2*x^4-6844*c*g*p*q*r^3*x^4-2824*c*g*p*r^4*x^4-48*c*g*q^5*x^4-526*c* g*q^4*r*x^4-1968*c*g*q^3*r^2*x^4-3422*c*g*q^2*r^3*x^4-2824*c*g*q*r^4*x^4-892*c* g*r^5*x^4-2*c*p^6*x^4-12*c*p^5*q*x^4-26*c*p^5*r*x^4-30*c*p^4*q^2*x^4-130*c*p^4* q*r*x^4-120*c*p^4*r^2*x^4-40*c*p^3*q^3*x^4-260*c*p^3*q^2*r*x^4-480*c*p^3*q*r^2* x^4-274*c*p^3*r^3*x^4-30*c*p^2*q^4*x^4-260*c*p^2*q^3*r*x^4-720*c*p^2*q^2*r^2*x^ 4-822*c*p^2*q*r^3*x^4-334*c*p^2*r^4*x^4-12*c*p*q^5*x^4-130*c*p*q^4*r*x^4-480*c* p*q^3*r^2*x^4-822*c*p*q^2*r^3*x^4-668*c*p*q*r^4*x^4-208*c*p*r^5*x^4-2*c*q^6*x^4 -26*c*q^5*r*x^4-120*c*q^4*r^2*x^4-274*c*q^3*r^3*x^4-334*c*q^2*r^4*x^4-208*c*q*r ^5*x^4-52*c*r^6*x^4-4*g^6*p*x^4-4*g^6*q*x^4-12*g^6*r*x^4-19*g^5*p^2*x^4-38*g^5* p*q*x^4-97*g^5*p*r*x^4-19*g^5*q^2*x^4-97*g^5*q*r*x^4-96*g^5*r^2*x^4-36*g^4*p^3* x^4-108*g^4*p^2*q*x^4-258*g^4*p^2*r*x^4-108*g^4*p*q^2*x^4-516*g^4*p*q*r*x^4-504 *g^4*p*r^2*x^4-36*g^4*q^3*x^4-258*g^4*q^2*r*x^4-504*g^4*q*r^2*x^4-304*g^4*r^3*x ^4-34*g^3*p^4*x^4-136*g^3*p^3*q*x^4-312*g^3*p^3*r*x^4-204*g^3*p^2*q^2*x^4-936*g ^3*p^2*q*r*x^4-900*g^3*p^2*r^2*x^4-136*g^3*p*q^3*x^4-936*g^3*p*q^2*r*x^4-1800*g ^3*p*q*r^2*x^4-1071*g^3*p*r^3*x^4-34*g^3*q^4*x^4-312*g^3*q^3*r*x^4-900*g^3*q^2* r^2*x^4-1071*g^3*q*r^3*x^4-454*g^3*r^4*x^4-16*g^2*p^5*x^4-80*g^2*p^4*q*x^4-178* g^2*p^4*r*x^4-160*g^2*p^3*q^2*x^4-712*g^2*p^3*q*r*x^4-672*g^2*p^3*r^2*x^4-160*g ^2*p^2*q^3*x^4-1068*g^2*p^2*q^2*r*x^4-2016*g^2*p^2*q*r^2*x^4-1178*g^2*p^2*r^3*x ^4-80*g^2*p*q^4*x^4-712*g^2*p*q^3*r*x^4-2016*g^2*p*q^2*r^2*x^4-2356*g^2*p*q*r^3 *x^4-980*g^2*p*r^4*x^4-16*g^2*q^5*x^4-178*g^2*q^4*r*x^4-672*g^2*q^3*r^2*x^4-\ 1178*g^2*q^2*r^3*x^4-980*g^2*q*r^4*x^4-312*g^2*r^5*x^4-3*g*p^6*x^4-18*g*p^5*q*x ^4-39*g*p^5*r*x^4-45*g*p^4*q^2*x^4-195*g*p^4*q*r*x^4-180*g*p^4*r^2*x^4-60*g*p^3 *q^3*x^4-390*g*p^3*q^2*r*x^4-720*g*p^3*q*r^2*x^4-411*g*p^3*r^3*x^4-45*g*p^2*q^4 *x^4-390*g*p^2*q^3*r*x^4-1080*g*p^2*q^2*r^2*x^4-1233*g*p^2*q*r^3*x^4-501*g*p^2* r^4*x^4-18*g*p*q^5*x^4-195*g*p*q^4*r*x^4-720*g*p*q^3*r^2*x^4-1233*g*p*q^2*r^3*x ^4-1002*g*p*q*r^4*x^4-312*g*p*r^5*x^4-3*g*q^6*x^4-39*g*q^5*r*x^4-180*g*q^4*r^2* x^4-411*g*q^3*r^3*x^4-501*g*q^2*r^4*x^4-312*g*q*r^5*x^4-78*g*r^6*x^4+96*a^6*c*x ^3+64*a^6*p*x^3+48*a^6*q*x^3+160*a^6*r*x^3+48*a^6*x^4+512*a^5*b*c*x^3+336*a^5*b *p*x^3+240*a^5*b*q*x^3+832*a^5*b*r*x^3+288*a^5*b*x^4+704*a^5*c^2*x^3+432*a^5*c* g*x^3+816*a^5*c*p*x^3+608*a^5*c*q*x^3+1824*a^5*c*r*x^3+128*a^5*c*x^4+288*a^5*g* p*x^3+208*a^5*g*q*x^3+704*a^5*g*r*x^3+240*a^5*g*x^4+224*a^5*p^2*x^3+352*a^5*p*q *x^3+976*a^5*p*r*x^3+40*a^5*p*x^4+128*a^5*q^2*x^3+768*a^5*q*r*x^3+40*a^5*q*x^4+ 864*a^5*r^2*x^3-240*a^5*r*x^4+1120*a^4*b^2*c*x^3+720*a^4*b^2*p*x^3+480*a^4*b^2* q*x^3+1760*a^4*b^2*r*x^3+720*a^4*b^2*x^4+3136*a^4*b*c^2*x^3+1936*a^4*b*c*g*x^3+ 3616*a^4*b*c*p*x^3+2576*a^4*b*c*q*x^3+7968*a^4*b*c*r*x^3+640*a^4*b*c*x^4+1264*a ^4*b*g*p*x^3+864*a^4*b*g*q*x^3+3072*a^4*b*g*r*x^3+1200*a^4*b*g*x^4+992*a^4*b*p^ 2*x^3+1504*a^4*b*p*q*x^3+4288*a^4*b*p*r*x^3+200*a^4*b*p*x^4+512*a^4*b*q^2*x^3+ 3248*a^4*b*q*r*x^3+200*a^4*b*q*x^4+3744*a^4*b*r^2*x^3-1200*a^4*b*r*x^4+2112*a^4 *c^3*x^3+2672*a^4*c^2*g*x^3+3472*a^4*c^2*p*x^3+2560*a^4*c^2*q*x^3+7296*a^4*c^2* r*x^3-528*a^4*c^2*x^4+808*a^4*c*g^2*x^3+3120*a^4*c*g*p*x^3+2256*a^4*c*g*q*x^3+ 6784*a^4*c*g*r*x^3+544*a^4*c*g*x^4+1816*a^4*c*p^2*x^3+2816*a^4*c*p*q*x^3+7536*a ^4*c*p*r*x^3-608*a^4*c*p*x^4+1000*a^4*c*q^2*x^3+5808*a^4*c*q*r*x^3-608*a^4*c*q* x^4+6520*a^4*c*r^2*x^3-3736*a^4*c*r*x^4+536*a^4*g^2*p*x^3+372*a^4*g^2*q*x^3+ 1288*a^4*g^2*r*x^3+492*a^4*g^2*x^4+864*a^4*g*p^2*x^3+1328*a^4*g*p*q*x^3+3680*a^ 4*g*p*r*x^3+176*a^4*g*p*x^4+464*a^4*g*q^2*x^3+2824*a^4*g*q*r*x^3+176*a^4*g*q*x^ 4+3176*a^4*g*r^2*x^3-996*a^4*g*r*x^4+304*a^4*p^3*x^3+732*a^4*p^2*q*x^3+1872*a^4 *p^2*r*x^3-172*a^4*p^2*x^4+552*a^4*p*q^2*x^3+2984*a^4*p*q*r*x^3-344*a^4*p*q*x^4 +3264*a^4*p*r^2*x^3-1808*a^4*p*r*x^4+124*a^4*q^3*x^3+1112*a^4*q^2*r*x^3-172*a^4 *q^2*x^4+2540*a^4*q*r^2*x^3-1808*a^4*q*r*x^4+1752*a^4*r^3*x^3-2064*a^4*r^2*x^4+ 1280*a^3*b^3*c*x^3+800*a^3*b^3*p*x^3+480*a^3*b^3*q*x^3+1920*a^3*b^3*r*x^3+960*a ^3*b^3*x^4+5504*a^3*b^2*c^2*x^3+3424*a^3*b^2*c*g*x^3+6304*a^3*b^2*c*p*x^3+4224* a^3*b^2*c*q*x^3+13632*a^3*b^2*c*r*x^3+1280*a^3*b^2*c*x^4+2176*a^3*b^2*g*p*x^3+ 1376*a^3*b^2*g*q*x^3+5248*a^3*b^2*g*r*x^3+2400*a^3*b^2*g*x^4+1728*a^3*b^2*p^2*x ^3+2496*a^3*b^2*p*q*x^3+7392*a^3*b^2*p*r*x^3+400*a^3*b^2*p*x^4+768*a^3*b^2*q^2* x^3+5312*a^3*b^2*q*r*x^3+400*a^3*b^2*q*x^4+6336*a^3*b^2*r^2*x^3-2400*a^3*b^2*r* x^4+7552*a^3*b*c^3*x^3+9632*a^3*b*c^2*g*x^3+12400*a^3*b*c^2*p*x^3+8752*a^3*b*c^ 2*q*x^3+25664*a^3*b*c^2*r*x^3-2112*a^3*b*c^2*x^4+2928*a^3*b*c*g^2*x^3+11136*a^3 *b*c*g*p*x^3+7680*a^3*b*c*g*q*x^3+24000*a^3*b*c*g*r*x^3+2176*a^3*b*c*g*x^4+6496 *a^3*b*c*p^2*x^3+9728*a^3*b*c*p*q*x^3+26720*a^3*b*c*p*r*x^3-2432*a^3*b*c*p*x^4+ 3232*a^3*b*c*q^2*x^3+19808*a^3*b*c*q*r*x^3-2432*a^3*b*c*q*x^4+22864*a^3*b*c*r^2 *x^3-14944*a^3*b*c*r*x^4+1892*a^3*b*g^2*p*x^3+1236*a^3*b*g^2*q*x^3+4544*a^3*b*g ^2*r*x^3+1968*a^3*b*g^2*x^4+3072*a^3*b*g*p^2*x^3+4544*a^3*b*g*p*q*x^3+13048*a^3 *b*g*p*r*x^3+704*a^3*b*g*p*x^4+1472*a^3*b*g*q^2*x^3+9624*a^3*b*g*q*r*x^3+704*a^ 3*b*g*q*x^4+11152*a^3*b*g*r^2*x^3-3984*a^3*b*g*r*x^4+1092*a^3*b*p^3*x^3+2556*a^ 3*b*p^2*q*x^3+6696*a^3*b*p^2*r*x^3-688*a^3*b*p^2*x^4+1836*a^3*b*p*q^2*x^3+10352 *a^3*b*p*q*r*x^3-1376*a^3*b*p*q*x^4+11588*a^3*b*p*r^2*x^3-7232*a^3*b*p*r*x^4+ 372*a^3*b*q^3*x^3+3656*a^3*b*q^2*r*x^3-688*a^3*b*q^2*x^4+8692*a^3*b*q*r^2*x^3-\ 7232*a^3*b*q*r*x^4+6176*a^3*b*r^3*x^3-8256*a^3*b*r^2*x^4+3328*a^3*c^4*x^3+6544* a^3*c^3*g*x^3+7056*a^3*c^3*p*x^3+5152*a^3*c^3*q*x^3+14208*a^3*c^3*r*x^3-2688*a^ 3*c^3*x^4+4048*a^3*c^2*g^2*x^3+10896*a^3*c^2*g*p*x^3+7824*a^3*c^2*g*q*x^3+22312 *a^3*c^2*g*r*x^3-1640*a^3*c^2*g*x^4+5360*a^3*c^2*p^2*x^3+8224*a^3*c^2*p*q*x^3+ 21456*a^3*c^2*p*r*x^3-3976*a^3*c^2*p*x^4+2864*a^3*c^2*q^2*x^3+16320*a^3*c^2*q*r *x^3-3976*a^3*c^2*q*x^4+18176*a^3*c^2*r^2*x^3-15368*a^3*c^2*r*x^4+804*a^3*c*g^3 *x^3+4740*a^3*c*g^2*p*x^3+3328*a^3*c*g^2*q*x^3+10116*a^3*c*g^2*r*x^3+908*a^3*c* g^2*x^4+5780*a^3*c*g*p^2*x^3+8792*a^3*c*g*p*q*x^3+23484*a^3*c*g*p*r*x^3-1892*a^ 3*c*g*p*x^4+3012*a^3*c*g*q^2*x^3+17700*a^3*c*g*q*r*x^3-1892*a^3*c*g*q*x^4+19904 *a^3*c*g*r^2*x^3-12296*a^3*c*g*r*x^4+1732*a^3*c*p^3*x^3+4128*a^3*c*p^2*q*x^3+ 10336*a^3*c*p^2*r*x^3-1960*a^3*c*p^2*x^4+3060*a^3*c*p*q^2*x^3+16296*a^3*c*p*q*r *x^3-3920*a^3*c*p*q*x^4+17620*a^3*c*p*r^2*x^3-14292*a^3*c*p*r*x^4+664*a^3*c*q^3 *x^3+5960*a^3*c*q^2*r*x^3-1960*a^3*c*q^2*x^4+13592*a^3*c*q*r^2*x^3-14292*a^3*c* q*r*x^4+9264*a^3*c*r^3*x^3-15744*a^3*c*r^2*x^4+528*a^3*g^3*p*x^3+352*a^3*g^3*q* x^3+1256*a^3*g^3*r*x^3+528*a^3*g^3*x^4+1320*a^3*g^2*p^2*x^3+1984*a^3*g^2*p*q*x^ 3+5546*a^3*g^2*p*r*x^3+304*a^3*g^2*p*x^4+664*a^3*g^2*q^2*x^3+4154*a^3*g^2*q*r*x ^3+304*a^3*g^2*q*x^4+4702*a^3*g^2*r^2*x^3-1614*a^3*g^2*r*x^4+984*a^3*g*p^3*x^3+ 2336*a^3*g*p^2*q*x^3+5948*a^3*g*p^2*r*x^3-536*a^3*g*p^2*x^4+1720*a^3*g*p*q^2*x^ 3+9336*a^3*g*p*q*r*x^3-1072*a^3*g*p*q*x^4+10176*a^3*g*p*r^2*x^3-5962*a^3*g*p*r* x^4+368*a^3*g*q^3*x^3+3388*a^3*g*q^2*r*x^3-536*a^3*g*q^2*x^4+7784*a^3*g*q*r^2*x ^3-5962*a^3*g*q*r*x^4+5368*a^3*g*r^3*x^3-6864*a^3*g*r^2*x^4+200*a^3*p^4*x^3+652 *a^3*p^3*q*x^3+1580*a^3*p^3*r*x^3-322*a^3*p^3*x^4+756*a^3*p^2*q^2*x^3+3836*a^3* p^2*q*r*x^3-966*a^3*p^2*q*x^4+4048*a^3*p^2*r^2*x^3-3304*a^3*p^2*r*x^4+356*a^3*p *q^3*x^3+2932*a^3*p*q^2*r*x^3-966*a^3*p*q^2*x^4+6444*a^3*p*q*r^2*x^3-6608*a^3*p *q*r*x^4+4268*a^3*p*r^3*x^3-7200*a^3*p*r^2*x^4+52*a^3*q^4*x^3+676*a^3*q^3*r*x^3 -322*a^3*q^3*x^4+2396*a^3*q^2*r^2*x^3-3304*a^3*q^2*r*x^4+3340*a^3*q*r^3*x^3-\ 7200*a^3*q*r^2*x^4+1600*a^3*r^4*x^3-4662*a^3*r^3*x^4+800*a^2*b^4*c*x^3+480*a^2* b^4*p*x^3+240*a^2*b^4*q*x^3+1120*a^2*b^4*r*x^3+720*a^2*b^4*x^4+4736*a^2*b^3*c^2 *x^3+2976*a^2*b^3*c*g*x^3+5376*a^2*b^3*c*p*x^3+3296*a^2*b^3*c*q*x^3+11328*a^2*b ^3*c*r*x^3+1280*a^2*b^3*c*x^4+1824*a^2*b^3*g*p*x^3+1024*a^2*b^3*g*q*x^3+4352*a^ 2*b^3*g*r*x^3+2400*a^2*b^3*g*x^4+1472*a^2*b^3*p^2*x^3+1984*a^2*b^3*p*q*x^3+6208 *a^2*b^3*p*r*x^3+400*a^2*b^3*p*x^4+512*a^2*b^3*q^2*x^3+4128*a^2*b^3*q*r*x^3+400 *a^2*b^3*q*x^4+5184*a^2*b^3*r^2*x^3-2400*a^2*b^3*r*x^4+9984*a^2*b^2*c^3*x^3+ 12864*a^2*b^2*c^2*g*x^3+16368*a^2*b^2*c^2*p*x^3+10896*a^2*b^2*c^2*q*x^3+33216*a ^2*b^2*c^2*r*x^3-3168*a^2*b^2*c^2*x^4+3936*a^2*b^2*c*g^2*x^3+14688*a^2*b^2*c*g* p*x^3+9504*a^2*b^2*c*g*q*x^3+31296*a^2*b^2*c*g*r*x^3+3264*a^2*b^2*c*g*x^4+8592* a^2*b^2*c*p^2*x^3+12288*a^2*b^2*c*p*q*x^3+34944*a^2*b^2*c*p*r*x^3-3648*a^2*b^2* c*p*x^4+3696*a^2*b^2*c*q^2*x^3+24576*a^2*b^2*c*q*r*x^3-3648*a^2*b^2*c*q*x^4+ 29472*a^2*b^2*c*r^2*x^3-22416*a^2*b^2*c*r*x^4+2460*a^2*b^2*g^2*p*x^3+1476*a^2*b ^2*g^2*q*x^3+5904*a^2*b^2*g^2*r*x^3+2952*a^2*b^2*g^2*x^4+4032*a^2*b^2*g*p^2*x^3 +5664*a^2*b^2*g*p*q*x^3+17064*a^2*b^2*g*p*r*x^3+1056*a^2*b^2*g*p*x^4+1632*a^2*b ^2*g*q^2*x^3+11928*a^2*b^2*g*q*r*x^3+1056*a^2*b^2*g*q*x^4+14400*a^2*b^2*g*r^2*x ^3-5976*a^2*b^2*g*r*x^4+1452*a^2*b^2*p^3*x^3+3276*a^2*b^2*p^2*q*x^3+8856*a^2*b^ 2*p^2*r*x^3-1032*a^2*b^2*p^2*x^4+2196*a^2*b^2*p*q^2*x^3+13152*a^2*b^2*p*q*r*x^3 -2064*a^2*b^2*p*q*x^4+15180*a^2*b^2*p*r^2*x^3-10848*a^2*b^2*p*r*x^4+372*a^2*b^2 *q^3*x^3+4296*a^2*b^2*q^2*r*x^3-1032*a^2*b^2*q^2*x^4+10836*a^2*b^2*q*r^2*x^3-\ 10848*a^2*b^2*q*r*x^4+8016*a^2*b^2*r^3*x^3-12384*a^2*b^2*r^2*x^4+8960*a^2*b*c^4 *x^3+17808*a^2*b*c^3*g*x^3+19008*a^2*b*c^3*p*x^3+13296*a^2*b*c^3*q*x^3+37696*a^ 2*b*c^3*r*x^3-8064*a^2*b*c^3*x^4+11088*a^2*b*c^2*g^2*x^3+29456*a^2*b*c^2*g*p*x^ 3+20240*a^2*b*c^2*g*q*x^3+59848*a^2*b*c^2*g*r*x^3-4920*a^2*b*c^2*g*x^4+14480*a^ 2*b*c^2*p^2*x^3+21472*a^2*b*c^2*p*q*x^3+57440*a^2*b*c^2*p*r*x^3-11928*a^2*b*c^2 *p*x^4+6992*a^2*b*c^2*q^2*x^3+42032*a^2*b*c^2*q*r*x^3-11928*a^2*b*c^2*q*x^4+ 48192*a^2*b*c^2*r^2*x^3-46104*a^2*b*c^2*r*x^4+2212*a^2*b*c*g^3*x^3+12792*a^2*b* c*g^2*p*x^3+8556*a^2*b*c*g^2*q*x^3+27236*a^2*b*c*g^2*r*x^3+2724*a^2*b*c*g^2*x^4 +15588*a^2*b*c*g*p^2*x^3+22872*a^2*b*c*g*p*q*x^3+63172*a^2*b*c*g*p*r*x^3-5676*a ^2*b*c*g*p*x^4+7284*a^2*b*c*g*q^2*x^3+45820*a^2*b*c*g*q*r*x^3-5676*a^2*b*c*g*q* x^4+53184*a^2*b*c*g*r^2*x^3-36888*a^2*b*c*g*r*x^4+4704*a^2*b*c*p^3*x^3+10908*a^ 2*b*c*p^2*q*x^3+27944*a^2*b*c*p^2*r*x^3-5880*a^2*b*c*p^2*x^4+7704*a^2*b*c*p*q^2 *x^3+42760*a^2*b*c*p*q*r*x^3-11760*a^2*b*c*p*q*x^4+47328*a^2*b*c*p*r^2*x^3-\ 42876*a^2*b*c*p*r*x^4+1500*a^2*b*c*q^3*x^3+14816*a^2*b*c*q^2*r*x^3-5880*a^2*b*c *q^2*x^4+35244*a^2*b*c*q*r^2*x^3-42876*a^2*b*c*q*r*x^4+24736*a^2*b*c*r^3*x^3-\ 47232*a^2*b*c*r^2*x^4+1408*a^2*b*g^3*p*x^3+880*a^2*b*g^3*q*x^3+3368*a^2*b*g^3*r *x^3+1584*a^2*b*g^3*x^4+3536*a^2*b*g^2*p^2*x^3+5104*a^2*b*g^2*p*q*x^3+14898*a^2 *b*g^2*p*r*x^3+912*a^2*b*g^2*p*x^4+1568*a^2*b*g^2*q^2*x^3+10722*a^2*b*g^2*q*r*x ^3+912*a^2*b*g^2*q*x^4+12574*a^2*b*g^2*r^2*x^3-4842*a^2*b*g^2*r*x^4+2656*a^2*b* g*p^3*x^3+6120*a^2*b*g*p^2*q*x^3+16076*a^2*b*g*p^2*r*x^3-1608*a^2*b*g*p^2*x^4+ 4272*a^2*b*g*p*q^2*x^3+24472*a^2*b*g*p*q*r*x^3-3216*a^2*b*g*p*q*x^4+27384*a^2*b *g*p*r^2*x^3-17886*a^2*b*g*p*r*x^4+808*a^2*b*g*q^3*x^3+8396*a^2*b*g*q^2*r*x^3-\ 1608*a^2*b*g*q^2*x^4+20208*a^2*b*g*q*r^2*x^3-17886*a^2*b*g*q*r*x^4+14360*a^2*b* g*r^3*x^3-20592*a^2*b*g*r^2*x^4+548*a^2*b*p^4*x^3+1748*a^2*b*p^3*q*x^3+4324*a^2 *b*p^3*r*x^3-966*a^2*b*p^3*x^4+1956*a^2*b*p^2*q^2*x^3+10260*a^2*b*p^2*q*r*x^3-\ 2898*a^2*b*p^2*q*x^4+11036*a^2*b*p^2*r^2*x^3-9912*a^2*b*p^2*r*x^4+860*a^2*b*p*q ^3*x^3+7548*a^2*b*p*q^2*r*x^3-2898*a^2*b*p*q^2*x^4+17116*a^2*b*p*q*r^2*x^3-\ 19824*a^2*b*p*q*r*x^4+11596*a^2*b*p*r^3*x^3-21600*a^2*b*p*r^2*x^4+104*a^2*b*q^4 *x^3+1612*a^2*b*q^3*r*x^3-966*a^2*b*q^3*x^4+6080*a^2*b*q^2*r^2*x^3-9912*a^2*b*q ^2*r*x^4+8812*a^2*b*q*r^3*x^3-21600*a^2*b*q*r^2*x^4+4336*a^2*b*r^4*x^3-13986*a^ 2*b*r^3*x^4+2912*a^2*c^5*x^3+7952*a^2*c^4*g*x^3+7536*a^2*c^4*p*x^3+5456*a^2*c^4 *q*x^3+14688*a^2*c^4*r*x^3-4352*a^2*c^4*x^4+7560*a^2*c^3*g^2*x^3+17168*a^2*c^3* g*p*x^3+12224*a^2*c^3*g*q*x^3+33864*a^2*c^3*g*r*x^3-6376*a^2*c^3*g*x^4+7448*a^2 *c^3*p^2*x^3+11328*a^2*c^3*p*q*x^3+28976*a^2*c^3*p*r*x^3-8224*a^2*c^3*p*x^4+ 3880*a^2*c^3*q^2*x^3+21840*a^2*c^3*q*r*x^3-8224*a^2*c^3*q*x^4+24088*a^2*c^3*r^2 *x^3-26784*a^2*c^3*r*x^4+3052*a^2*c^2*g^3*x^3+12676*a^2*c^2*g^2*p*x^3+8876*a^2* c^2*g^2*q*x^3+25600*a^2*c^2*g^2*r*x^3-1864*a^2*c^2*g^2*x^4+13316*a^2*c^2*g*p^2* x^3+20064*a^2*c^2*g*p*q*x^3+52448*a^2*c^2*g*p*r*x^3-9448*a^2*c^2*g*p*x^4+6748*a ^2*c^2*g*q^2*x^3+39032*a^2*c^2*g*q*r*x^3-9448*a^2*c^2*g*q*x^4+43800*a^2*c^2*g*r ^2*x^3-37924*a^2*c^2*g*r*x^4+3508*a^2*c^2*p^3*x^3+8292*a^2*c^2*p^2*q*x^3+20416* a^2*c^2*p^2*r*x^3-5808*a^2*c^2*p^2*x^4+6060*a^2*c^2*p*q^2*x^3+31936*a^2*c^2*p*q *r*x^3-11616*a^2*c^2*p*q*x^4+34148*a^2*c^2*p*r^2*x^3-36440*a^2*c^2*p*r*x^4+1276 *a^2*c^2*q^3*x^3+11520*a^2*c^2*q^2*r*x^3-5808*a^2*c^2*q^2*x^4+26188*a^2*c^2*q*r ^2*x^3-36440*a^2*c^2*q*r*x^4+17648*a^2*c^2*r^3*x^3-38876*a^2*c^2*r^2*x^4+448*a^ 2*c*g^4*x^3+3568*a^2*c*g^3*p*x^3+2436*a^2*c*g^3*q*x^3+7546*a^2*c*g^3*r*x^3+742* a^2*c*g^3*x^4+6788*a^2*c*g^2*p^2*x^3+10128*a^2*c*g^2*p*q*x^3+27310*a^2*c*g^2*p* r*x^3-2154*a^2*c*g^2*p*x^4+3340*a^2*c*g^2*q^2*x^3+20154*a^2*c*g^2*q*r*x^3-2154* a^2*c*g^2*q*x^4+22876*a^2*c*g^2*r^2*x^3-14810*a^2*c*g^2*r*x^4+4416*a^2*c*g*p^3* x^3+10388*a^2*c*g*p^2*q*x^3+25990*a^2*c*g*p^2*r*x^3-4666*a^2*c*g*p^2*x^4+7528*a ^2*c*g*p*q^2*x^3+40376*a^2*c*g*p*q*r*x^3-9332*a^2*c*g*p*q*x^4+43736*a^2*c*g*p*r ^2*x^3-35470*a^2*c*g*p*r*x^4+1556*a^2*c*g*q^3*x^3+14386*a^2*c*g*q^2*r*x^3-4666* a^2*c*g*q^2*x^4+33174*a^2*c*g*q*r^2*x^3-35470*a^2*c*g*q*r*x^4+22736*a^2*c*g*r^3 *x^3-39266*a^2*c*g*r^2*x^4+780*a^2*c*p^4*x^3+2524*a^2*c*p^3*q*x^3+6028*a^2*c*p^ 3*r*x^3-1816*a^2*c*p^3*x^4+2892*a^2*c*p^2*q^2*x^3+14540*a^2*c*p^2*q*r*x^3-5448* a^2*c*p^2*q*x^4+15164*a^2*c*p^2*r^2*x^3-16352*a^2*c*p^2*r*x^4+1332*a^2*c*p*q^3* x^3+10996*a^2*c*p*q^2*r*x^3-5448*a^2*c*p*q^2*x^4+24020*a^2*c*p*q*r^2*x^3-32704* a^2*c*p*q*r*x^4+15724*a^2*c*p*r^3*x^3-34458*a^2*c*p*r^2*x^4+184*a^2*c*q^4*x^3+ 2484*a^2*c*q^3*r*x^3-1816*a^2*c*q^3*x^4+8856*a^2*c*q^2*r^2*x^3-16352*a^2*c*q^2* r*x^4+12268*a^2*c*q*r^3*x^3-34458*a^2*c*q*r^2*x^4+5808*a^2*c*r^4*x^3-21720*a^2* c*r^3*x^4+290*a^2*g^4*p*x^3+186*a^2*g^4*q*x^3+688*a^2*g^4*r*x^3+312*a^2*g^4*x^4 +996*a^2*g^3*p^2*x^3+1464*a^2*g^3*p*q*x^3+4165*a^2*g^3*p*r*x^3+257*a^2*g^3*p*x^ 4+468*a^2*g^3*q^2*x^3+3049*a^2*g^3*q*r*x^3+257*a^2*g^3*q*x^4+3499*a^2*g^3*r^2*x ^3-1272*a^2*g^3*r*x^4+1170*a^2*g^2*p^3*x^3+2736*a^2*g^2*p^2*q*x^3+7021*a^2*g^2* p^2*r*x^3-611*a^2*g^2*p^2*x^4+1962*a^2*g^2*p*q^2*x^3+10852*a^2*g^2*p*q*r*x^3-\ 1222*a^2*g^2*p*q*x^4+11886*a^2*g^2*p*r^2*x^3-7195*a^2*g^2*p*r*x^4+396*a^2*g^2*q ^3*x^3+3831*a^2*g^2*q^2*r*x^3-611*a^2*g^2*q^2*x^4+8941*a^2*g^2*q*r^2*x^3-7195*a ^2*g^2*q*r*x^4+6200*a^2*g^2*r^3*x^3-8352*a^2*g^2*r^2*x^4+528*a^2*g*p^4*x^3+1706 *a^2*g*p^3*q*x^3+4116*a^2*g*p^3*r*x^3-768*a^2*g*p^3*x^4+1950*a^2*g*p^2*q^2*x^3+ 9900*a^2*g*p^2*q*r*x^3-2304*a^2*g*p^2*q*x^4+10410*a^2*g*p^2*r^2*x^3-8254*a^2*g* p^2*r*x^4+894*a^2*g*p*q^3*x^3+7452*a^2*g*p*q^2*r*x^3-2304*a^2*g*p*q^2*x^4+16406 *a^2*g*p*q*r^2*x^3-16508*a^2*g*p*q*r*x^4+10852*a^2*g*p*r^3*x^3-18085*a^2*g*p*r^ 2*x^4+122*a^2*g*q^4*x^3+1668*a^2*g*q^3*r*x^3-768*a^2*g*q^3*x^4+5996*a^2*g*q^2*r ^2*x^3-8254*a^2*g*q^2*r*x^4+8400*a^2*g*q*r^3*x^3-18085*a^2*g*q*r^2*x^4+4030*a^2 *g*r^4*x^3-11640*a^2*g*r^3*x^4+64*a^2*p^5*x^3+264*a^2*p^4*q*x^3+614*a^2*p^4*r*x ^3-212*a^2*p^4*x^4+416*a^2*p^3*q^2*x^3+2016*a^2*p^3*q*r*x^3-848*a^2*p^3*q*x^4+ 2056*a^2*p^3*r^2*x^3-2414*a^2*p^3*r*x^4+304*a^2*p^2*q^3*x^3+2364*a^2*p^2*q^2*r* x^3-1272*a^2*p^2*q^2*x^4+5004*a^2*p^2*q*r^2*x^3-7242*a^2*p^2*q*r*x^4+3194*a^2*p ^2*r^3*x^3-7510*a^2*p^2*r^2*x^4+96*a^2*p*q^4*x^3+1136*a^2*p*q^3*r*x^3-848*a^2*p *q^3*x^4+3840*a^2*p*q^2*r^2*x^3-7242*a^2*p*q^2*r*x^4+5124*a^2*p*q*r^3*x^3-15020 *a^2*p*q*r^2*x^4+2356*a^2*p*r^4*x^3-9364*a^2*p*r^3*x^4+8*a^2*q^5*x^3+174*a^2*q^ 4*r*x^3-212*a^2*q^4*x^4+892*a^2*q^3*r^2*x^3-2414*a^2*q^3*r*x^4+1930*a^2*q^2*r^3 *x^3-7510*a^2*q^2*r^2*x^4+1872*a^2*q*r^4*x^3-9364*a^2*q*r^3*x^4+668*a^2*r^5*x^3 -4116*a^2*r^4*x^4+256*a*b^5*c*x^3+144*a*b^5*p*x^3+48*a*b^5*q*x^3+320*a*b^5*r*x^ 3+288*a*b^5*x^4+1984*a*b^4*c^2*x^3+1264*a*b^4*c*g*x^3+2224*a*b^4*c*p*x^3+1184*a *b^4*c*q*x^3+4512*a*b^4*c*r*x^3+640*a*b^4*c*x^4+736*a*b^4*g*p*x^3+336*a*b^4*g*q *x^3+1728*a*b^4*g*r*x^3+1200*a*b^4*g*x^4+608*a*b^4*p^2*x^3+736*a*b^4*p*q*x^3+ 2512*a*b^4*p*r*x^3+200*a*b^4*p*x^4+128*a*b^4*q^2*x^3+1472*a*b^4*q*r*x^3+200*a*b ^4*q*x^4+2016*a*b^4*r^2*x^3-1200*a*b^4*r*x^4+5760*a*b^3*c^3*x^3+7520*a*b^3*c^2* g*x^3+9424*a*b^3*c^2*p*x^3+5776*a*b^3*c^2*q*x^3+18624*a*b^3*c^2*r*x^3-2112*a*b^ 3*c^2*x^4+2320*a*b^3*c*g^2*x^3+8448*a*b^3*c*g*p*x^3+4992*a*b^3*c*g*q*x^3+17728* a*b^3*c*g*r*x^3+2176*a*b^3*c*g*x^4+4960*a*b^3*c*p^2*x^3+6656*a*b^3*c*p*q*x^3+ 19872*a*b^3*c*p*r*x^3-2432*a*b^3*c*p*x^4+1696*a*b^3*c*q^2*x^3+12960*a*b^3*c*q*r *x^3-2432*a*b^3*c*q*x^4+16432*a*b^3*c*r^2*x^3-14944*a*b^3*c*r*x^4+1388*a*b^3*g^ 2*p*x^3+732*a*b^3*g^2*q*x^3+3328*a*b^3*g^2*r*x^3+1968*a*b^3*g^2*x^4+2304*a*b^3* g*p^2*x^3+3008*a*b^3*g*p*q*x^3+9704*a*b^3*g*p*r*x^3+704*a*b^3*g*p*x^4+704*a*b^3 *g*q^2*x^3+6280*a*b^3*g*q*r*x^3+704*a*b^3*g*q*x^4+8048*a*b^3*g*r^2*x^3-3984*a*b ^3*g*r*x^4+844*a*b^3*p^3*x^3+1812*a*b^3*p^2*q*x^3+5112*a*b^3*p^2*r*x^3-688*a*b^ 3*p^2*x^4+1092*a*b^3*p*q^2*x^3+7184*a*b^3*p*q*r*x^3-1376*a*b^3*p*q*x^4+8652*a*b ^3*p*r^2*x^3-7232*a*b^3*p*r*x^4+124*a*b^3*q^3*x^3+2072*a*b^3*q^2*r*x^3-688*a*b^ 3*q^2*x^4+5756*a*b^3*q*r^2*x^3-7232*a*b^3*q*r*x^4+4512*a*b^3*r^3*x^3-8256*a*b^3 *r^2*x^4+7936*a*b^2*c^4*x^3+15984*a*b^2*c^3*g*x^3+16848*a*b^2*c^3*p*x^3+11136*a *b^2*c^3*q*x^3+32768*a*b^2*c^3*r*x^3-8064*a*b^2*c^3*x^4+10032*a*b^2*c^2*g^2*x^3 +26224*a*b^2*c^2*g*p*x^3+17008*a*b^2*c^2*g*q*x^3+52760*a*b^2*c^2*g*r*x^3-4920*a *b^2*c^2*g*x^4+12880*a*b^2*c^2*p^2*x^3+18272*a*b^2*c^2*p*q*x^3+50512*a*b^2*c^2* p*r*x^3-11928*a*b^2*c^2*p*x^4+5392*a*b^2*c^2*q^2*x^3+35104*a*b^2*c^2*q*r*x^3-\ 11928*a*b^2*c^2*q*x^4+41856*a*b^2*c^2*r^2*x^3-46104*a*b^2*c^2*r*x^4+2012*a*b^2* c*g^3*x^3+11364*a*b^2*c*g^2*p*x^3+7128*a*b^2*c*g^2*q*x^3+24124*a*b^2*c*g^2*r*x^ 3+2724*a*b^2*c*g^2*x^4+13836*a*b^2*c*g*p^2*x^3+19368*a*b^2*c*g*p*q*x^3+55892*a* b^2*c*g*p*r*x^3-5676*a*b^2*c*g*p*x^4+5532*a*b^2*c*g*q^2*x^3+38540*a*b^2*c*g*q*r *x^3-5676*a*b^2*c*g*q*x^4+46656*a*b^2*c*g*r^2*x^3-36888*a*b^2*c*g*r*x^4+4212*a* b^2*c*p^3*x^3+9432*a*b^2*c*p^2*q*x^3+24880*a*b^2*c*p^2*r*x^3-5880*a*b^2*c*p^2*x ^4+6228*a*b^2*c*p*q^2*x^3+36632*a*b^2*c*p*q*r*x^3-11760*a*b^2*c*p*q*x^4+41796*a *b^2*c*p*r^2*x^3-42876*a*b^2*c*p*r*x^4+1008*a*b^2*c*q^3*x^3+11752*a*b^2*c*q^2*r *x^3-5880*a*b^2*c*q^2*x^4+29712*a*b^2*c*q*r^2*x^3-42876*a*b^2*c*q*r*x^4+21680*a *b^2*c*r^3*x^3-47232*a*b^2*c*r^2*x^4+1232*a*b^2*g^3*p*x^3+704*a*b^2*g^3*q*x^3+ 2968*a*b^2*g^3*r*x^3+1584*a*b^2*g^3*x^4+3112*a*b^2*g^2*p^2*x^3+4256*a*b^2*g^2*p *q*x^3+13158*a*b^2*g^2*p*r*x^3+912*a*b^2*g^2*p*x^4+1144*a*b^2*g^2*q^2*x^3+8982* a*b^2*g^2*q*r*x^3+912*a*b^2*g^2*q*x^4+11042*a*b^2*g^2*r^2*x^3-4842*a*b^2*g^2*r* x^4+2360*a*b^2*g*p^3*x^3+5232*a*b^2*g*p^2*q*x^3+14308*a*b^2*g*p^2*r*x^3-1608*a* b^2*g*p^2*x^4+3384*a*b^2*g*p*q^2*x^3+20936*a*b^2*g*p*q*r*x^3-3216*a*b^2*g*p*q*x ^4+24240*a*b^2*g*p*r^2*x^3-17886*a*b^2*g*p*r*x^4+512*a*b^2*g*q^3*x^3+6628*a*b^2 *g*q^2*r*x^3-1608*a*b^2*g*q^2*x^4+17064*a*b^2*g*q*r^2*x^3-17886*a*b^2*g*q*r*x^4 +12616*a*b^2*g*r^3*x^3-20592*a*b^2*g*r^2*x^4+496*a*b^2*p^4*x^3+1540*a*b^2*p^3*q *x^3+3908*a*b^2*p^3*r*x^3-966*a*b^2*p^3*x^4+1644*a*b^2*p^2*q^2*x^3+9012*a*b^2*p ^2*q*r*x^3-2898*a*b^2*p^2*q*x^4+9928*a*b^2*p^2*r^2*x^3-9912*a*b^2*p^2*r*x^4+652 *a*b^2*p*q^3*x^3+6300*a*b^2*p*q^2*r*x^3-2898*a*b^2*p*q^2*x^4+14900*a*b^2*p*q*r^ 2*x^3-19824*a*b^2*p*q*r*x^4+10388*a*b^2*p*r^3*x^3-21600*a*b^2*p*r^2*x^4+52*a*b^ 2*q^4*x^3+1196*a*b^2*q^3*r*x^3-966*a*b^2*q^3*x^4+4972*a*b^2*q^2*r^2*x^3-9912*a* b^2*q^2*r*x^4+7604*a*b^2*q*r^3*x^3-21600*a*b^2*q*r^2*x^4+3872*a*b^2*r^4*x^3-\ 13986*a*b^2*r^3*x^4+5248*a*b*c^5*x^3+14528*a*b*c^4*g*x^3+13600*a*b*c^4*p*x^3+ 9440*a*b*c^4*q*x^3+26112*a*b*c^4*r*x^3-8704*a*b*c^4*x^4+13920*a*b*c^3*g^2*x^3+ 31184*a*b*c^3*g*p*x^3+21296*a*b*c^3*g*q*x^3+61152*a*b*c^3*g*r*x^3-12752*a*b*c^3 *g*x^4+13488*a*b*c^3*p^2*x^3+19840*a*b*c^3*p*q*x^3+52000*a*b*c^3*p*r*x^3-16448* a*b*c^3*p*x^4+6352*a*b*c^3*q^2*x^3+37728*a*b*c^3*q*r*x^3-16448*a*b*c^3*q*x^4+ 42848*a*b*c^3*r^2*x^3-53568*a*b*c^3*r*x^4+5648*a*b*c^2*g^3*x^3+23064*a*b*c^2*g^ 2*p*x^3+15464*a*b*c^2*g^2*q*x^3+46560*a*b*c^2*g^2*r*x^3-3728*a*b*c^2*g^2*x^4+ 24136*a*b*c^2*g*p^2*x^3+35136*a*b*c^2*g*p*q*x^3+94920*a*b*c^2*g*p*r*x^3-18896*a *b*c^2*g*p*x^4+11000*a*b*c^2*g*q^2*x^3+68088*a*b*c^2*g*q*r*x^3-18896*a*b*c^2*g* q*x^4+78896*a*b*c^2*g*r^2*x^3-75848*a*b*c^2*g*r*x^4+6392*a*b*c^2*p^3*x^3+14712* a*b*c^2*p^2*q*x^3+37024*a*b*c^2*p^2*r*x^3-11616*a*b*c^2*p^2*x^4+10248*a*b*c^2*p *q^2*x^3+56256*a*b*c^2*p*q*r*x^3-23232*a*b*c^2*p*q*x^4+61560*a*b*c^2*p*r^2*x^3-\ 72880*a*b*c^2*p*r*x^4+1928*a*b*c^2*q^3*x^3+19232*a*b*c^2*q^2*r*x^3-11616*a*b*c^ 2*q^2*x^4+45640*a*b*c^2*q*r^2*x^3-72880*a*b*c^2*q*r*x^4+31648*a*b*c^2*r^3*x^3-\ 77752*a*b*c^2*r^2*x^4+832*a*b*c*g^4*x^3+6476*a*b*c*g^3*p*x^3+4212*a*b*c*g^3*q*x ^3+13752*a*b*c*g^3*r*x^3+1484*a*b*c*g^3*x^4+12272*a*b*c*g^2*p^2*x^3+17648*a*b*c *g^2*p*q*x^3+49532*a*b*c*g^2*p*r*x^3-4308*a*b*c*g^2*p*x^4+5376*a*b*c*g^2*q^2*x^ 3+35220*a*b*c*g^2*q*r*x^3-4308*a*b*c*g^2*q*x^4+41408*a*b*c*g^2*r^2*x^3-29620*a* b*c*g^2*r*x^4+8012*a*b*c*g*p^3*x^3+18316*a*b*c*g*p^2*q*x^3+47244*a*b*c*g*p^2*r* x^3-9332*a*b*c*g*p^2*x^4+12596*a*b*c*g*p*q^2*x^3+71280*a*b*c*g*p*q*r*x^3-18664* a*b*c*g*p*q*x^4+79266*a*b*c*g*p*r^2*x^3-70940*a*b*c*g*p*r*x^4+2292*a*b*c*g*q^3* x^3+24036*a*b*c*g*q^2*r*x^3-9332*a*b*c*g*q^2*x^4+58142*a*b*c*g*q*r^2*x^3-70940* a*b*c*g*q*r*x^4+41024*a*b*c*g*r^3*x^3-78532*a*b*c*g*r^2*x^4+1436*a*b*c*p^4*x^3+ 4552*a*b*c*p^3*q*x^3+11080*a*b*c*p^3*r*x^3-3632*a*b*c*p^3*x^4+5040*a*b*c*p^2*q^ 2*x^3+26152*a*b*c*p^2*q*r*x^3-10896*a*b*c*p^2*q*x^4+27772*a*b*c*p^2*r^2*x^3-\ 32704*a*b*c*p^2*r*x^4+2168*a*b*c*p*q^3*x^3+19064*a*b*c*p*q^2*r*x^3-10896*a*b*c* p*q^2*x^4+42928*a*b*c*p*q*r^2*x^3-65408*a*b*c*p*q*r*x^4+28704*a*b*c*p*r^3*x^3-\ 68916*a*b*c*p*r^2*x^4+244*a*b*c*q^4*x^3+3992*a*b*c*q^3*r*x^3-3632*a*b*c*q^3*x^4 +15156*a*b*c*q^2*r^2*x^3-32704*a*b*c*q^2*r*x^4+21792*a*b*c*q*r^3*x^3-68916*a*b* c*q*r^2*x^4+10576*a*b*c*r^4*x^3-43440*a*b*c*r^3*x^4+520*a*b*g^4*p*x^3+312*a*b*g ^4*q*x^3+1248*a*b*g^4*r*x^3+624*a*b*g^4*x^4+1788*a*b*g^3*p^2*x^3+2520*a*b*g^3*p *q*x^3+7536*a*b*g^3*p*r*x^3+514*a*b*g^3*p*x^4+732*a*b*g^3*q^2*x^3+5304*a*b*g^3* q*r*x^3+514*a*b*g^3*q*x^4+6336*a*b*g^3*r^2*x^3-2544*a*b*g^3*r*x^4+2110*a*b*g^2* p^3*x^3+4782*a*b*g^2*p^2*q*x^3+12738*a*b*g^2*p^2*r*x^3-1222*a*b*g^2*p^2*x^4+ 3234*a*b*g^2*p*q^2*x^3+19096*a*b*g^2*p*q*r*x^3-2444*a*b*g^2*p*q*x^4+21537*a*b*g ^2*p*r^2*x^3-14390*a*b*g^2*p*r*x^4+562*a*b*g^2*q^3*x^3+6358*a*b*g^2*q^2*r*x^3-\ 1222*a*b*g^2*q^2*x^4+15647*a*b*g^2*q*r^2*x^3-14390*a*b*g^2*q*r*x^4+11184*a*b*g^ 2*r^3*x^3-16704*a*b*g^2*r^2*x^4+962*a*b*g*p^4*x^3+3036*a*b*g*p^3*q*x^3+7536*a*b *g*p^3*r*x^3-1536*a*b*g*p^3*x^4+3336*a*b*g*p^2*q^2*x^3+17712*a*b*g*p^2*q*r*x^3-\ 4608*a*b*g*p^2*q*x^4+19042*a*b*g*p^2*r^2*x^3-16508*a*b*g*p^2*r*x^4+1412*a*b*g*p *q^3*x^3+12816*a*b*g*p*q^2*r*x^3-4608*a*b*g*p*q^2*x^4+29256*a*b*g*p*q*r^2*x^3-\ 33016*a*b*g*p*q*r*x^4+19804*a*b*g*p*r^3*x^3-36170*a*b*g*p*r^2*x^4+150*a*b*g*q^4 *x^3+2640*a*b*g*q^3*r*x^3-1536*a*b*g*q^3*x^4+10214*a*b*g*q^2*r^2*x^3-16508*a*b* g*q^2*r*x^4+14900*a*b*g*q*r^3*x^3-36170*a*b*g*q*r^2*x^4+7336*a*b*g*r^4*x^3-\ 23280*a*b*g*r^3*x^4+120*a*b*p^5*x^3+488*a*b*p^4*q*x^3+1152*a*b*p^4*r*x^3-424*a* b*p^4*x^4+752*a*b*p^3*q^2*x^3+3728*a*b*p^3*q*r*x^3-1696*a*b*p^3*q*x^4+3852*a*b* p^3*r^2*x^3-4828*a*b*p^3*r*x^4+528*a*b*p^2*q^3*x^3+4272*a*b*p^2*q^2*r*x^3-2544* a*b*p^2*q^2*x^4+9228*a*b*p^2*q*r^2*x^3-14484*a*b*p^2*q*r*x^4+5976*a*b*p^2*r^3*x ^3-15020*a*b*p^2*r^2*x^4+152*a*b*p*q^4*x^3+1968*a*b*p*q^3*r*x^3-1696*a*b*p*q^3* x^4+6900*a*b*p*q^2*r^2*x^3-14484*a*b*p*q^2*r*x^4+9424*a*b*p*q*r^3*x^3-30040*a*b *p*q*r^2*x^4+4404*a*b*p*r^4*x^3-18728*a*b*p*r^3*x^4+8*a*b*q^5*x^3+272*a*b*q^4*r *x^3-424*a*b*q^4*x^4+1524*a*b*q^3*r^2*x^3-4828*a*b*q^3*r*x^4+3448*a*b*q^2*r^3*x ^3-15020*a*b*q^2*r^2*x^4+3436*a*b*q*r^4*x^3-18728*a*b*q*r^3*x^4+1248*a*b*r^5*x^ 3-8232*a*b*r^4*x^4+1344*a*c^6*x^3+4800*a*c^5*g*x^3+4096*a*c^5*p*x^3+2944*a*c^5* q*x^3+7776*a*c^5*r*x^3-3104*a*c^5*x^4+6240*a*c^4*g^2*x^3+12720*a*c^4*g*p*x^3+ 8976*a*c^4*g*q*x^3+24480*a*c^4*g*r*x^3-6896*a*c^4*g*x^4+4960*a*c^4*p^2*x^3+7488 *a*c^4*p*q*x^3+18848*a*c^4*p*r*x^3-7168*a*c^4*p*x^4+2528*a*c^4*q^2*x^3+14112*a* c^4*q*r*x^3-7168*a*c^4*q*x^4+15408*a*c^4*r^2*x^3-21248*a*c^4*r*x^4+3840*a*c^3*g ^3*x^3+13608*a*c^3*g^2*p*x^3+9464*a*c^3*g^2*q*x^3+26656*a*c^3*g^2*r*x^3-4920*a* c^3*g^2*x^4+12936*a*c^3*g*p^2*x^3+19312*a*c^3*g*p*q*x^3+49904*a*c^3*g*p*r*x^3-\ 13104*a*c^3*g*p*x^4+6376*a*c^3*g*q^2*x^3+36736*a*c^3*g*q*r*x^3-13104*a*c^3*g*q* x^4+41244*a*c^3*g*r^2*x^3-44328*a*c^3*g*r*x^4+3040*a*c^3*p^3*x^3+7136*a*c^3*p^2 *q*x^3+17328*a*c^3*p^2*r*x^3-6576*a*c^3*p^2*x^4+5152*a*c^3*p*q^2*x^3+26944*a*c^ 3*p*q*r*x^3-13152*a*c^3*p*q*x^4+28512*a*c^3*p*r^2*x^3-37856*a*c^3*p*r*x^4+1056* a*c^3*q^3*x^3+9616*a*c^3*q^2*r*x^3-6576*a*c^3*q^2*x^4+21776*a*c^3*q*r^2*x^3-\ 37856*a*c^3*q*r*x^4+14520*a*c^3*r^3*x^3-39328*a*c^3*r^2*x^4+1140*a*c^2*g^4*x^3+ 6452*a*c^2*g^3*p*x^3+4412*a*c^2*g^3*q*x^3+12984*a*c^2*g^3*r*x^3-916*a*c^2*g^3*x ^4+10696*a*c^2*g^2*p^2*x^3+15824*a*c^2*g^2*p*q*x^3+41972*a*c^2*g^2*p*r*x^3-7304 *a*c^2*g^2*p*x^4+5128*a*c^2*g^2*q^2*x^3+30596*a*c^2*g^2*q*r*x^3-7304*a*c^2*g^2* q*x^4+34892*a*c^2*g^2*r^2*x^3-30336*a*c^2*g^2*r*x^4+6324*a*c^2*g*p^3*x^3+14748* a*c^2*g*p^2*q*x^3+36572*a*c^2*g*p^2*r*x^3-9312*a*c^2*g*p^2*x^4+10524*a*c^2*g*p* q^2*x^3+56296*a*c^2*g*p*q*r*x^3-18624*a*c^2*g*p*q*x^4+60882*a*c^2*g*p*r^2*x^3-\ 60960*a*c^2*g*p*r*x^4+2100*a*c^2*g*q^3*x^3+19724*a*c^2*g*q^2*r*x^3-9312*a*c^2*g *q^2*x^4+45810*a*c^2*g*q*r^2*x^3-60960*a*c^2*g*q*r*x^4+31360*a*c^2*g*r^3*x^3-\ 65668*a*c^2*g*r^2*x^4+980*a*c^2*p^4*x^3+3152*a*c^2*p^3*q*x^3+7440*a*c^2*p^3*r*x ^3-2992*a*c^2*p^3*x^4+3576*a*c^2*p^2*q^2*x^3+17856*a*c^2*p^2*q*r*x^3-8976*a*c^2 *p^2*q*x^4+18436*a*c^2*p^2*r^2*x^3-24912*a*c^2*p^2*r*x^4+1616*a*c^2*p*q^3*x^3+ 13392*a*c^2*p*q^2*r*x^3-8976*a*c^2*p*q^2*x^4+29096*a*c^2*p*q*r^2*x^3-49824*a*c^ 2*p*q*r*x^4+18856*a*c^2*p*r^3*x^3-51112*a*c^2*p*r^2*x^4+212*a*c^2*q^4*x^3+2976* a*c^2*q^3*r*x^3-2992*a*c^2*q^3*x^4+10660*a*c^2*q^2*r^2*x^3-24912*a*c^2*q^2*r*x^ 4+14680*a*c^2*q*r^3*x^3-51112*a*c^2*q*r^2*x^4+6880*a*c^2*r^4*x^3-31520*a*c^2*r^ 3*x^4+132*a*c*g^5*x^3+1326*a*c*g^4*p*x^3+882*a*c*g^4*q*x^3+2802*a*c*g^4*r*x^3+ 296*a*c*g^4*x^4+3474*a*c*g^3*p^2*x^3+5084*a*c*g^3*p*q*x^3+13968*a*c*g^3*p*r*x^3 -1060*a*c*g^3*p*x^4+1610*a*c*g^3*q^2*x^3+10100*a*c*g^3*q*r*x^3-1060*a*c*g^3*q*x ^4+11663*a*c*g^3*r^2*x^3-7714*a*c*g^3*r*x^4+3610*a*c*g^2*p^3*x^3+8370*a*c*g^2*p ^2*q*x^3+21214*a*c*g^2*p^2*r*x^3-3614*a*c*g^2*p^2*x^4+5910*a*c*g^2*p*q^2*x^3+ 32456*a*c*g^2*p*q*r*x^3-7228*a*c*g^2*p*q*x^4+35573*a*c*g^2*p*r^2*x^3-28526*a*c* g^2*p*r*x^4+1150*a*c*g^2*q^3*x^3+11242*a*c*g^2*q^2*r*x^3-3614*a*c*g^2*q^2*x^4+ 26523*a*c*g^2*q*r^2*x^3-28526*a*c*g^2*q*r*x^4+18418*a*c*g^2*r^3*x^3-31786*a*c*g ^2*r^2*x^4+1482*a*c*g*p^4*x^3+4752*a*c*g*p^3*q*x^3+11384*a*c*g*p^3*r*x^3-2932*a *c*g*p^3*x^4+5364*a*c*g*p^2*q^2*x^3+27180*a*c*g*p^2*q*r*x^3-8796*a*c*g*p^2*q*x^ 4+28490*a*c*g*p^2*r^2*x^3-27714*a*c*g*p^2*r*x^4+2400*a*c*g*p*q^3*x^3+20208*a*c* g*p*q^2*r*x^3-8796*a*c*g*p*q^2*x^4+44612*a*c*g*p*q*r^2*x^3-55428*a*c*g*p*q*r*x^ 4+29422*a*c*g*p*r^3*x^3-59054*a*c*g*p*r^2*x^4+306*a*c*g*q^4*x^3+4412*a*c*g*q^3* r*x^3-2932*a*c*g*q^3*x^4+16122*a*c*g*q^2*r^2*x^3-27714*a*c*g*q^2*r*x^4+22666*a* c*g*q*r^3*x^3-59054*a*c*g*q*r^2*x^4+10834*a*c*g*r^4*x^3-37340*a*c*g*r^3*x^4+152 *a*c*p^5*x^3+624*a*c*p^4*q*x^3+1438*a*c*p^4*r*x^3-674*a*c*p^4*x^4+976*a*c*p^3*q ^2*x^3+4704*a*c*p^3*q*r*x^3-2696*a*c*p^3*q*x^4+4756*a*c*p^3*r^2*x^3-7144*a*c*p^ 3*r*x^4+704*a*c*p^2*q^3*x^3+5484*a*c*p^2*q^2*r*x^3-4044*a*c*p^2*q^2*x^4+11544*a *c*p^2*q*r^2*x^3-21432*a*c*p^2*q*r*x^4+7306*a*c*p^2*r^3*x^3-21616*a*c*p^2*r^2*x ^4+216*a*c*p*q^4*x^3+2608*a*c*p*q^3*r*x^3-2696*a*c*p*q^3*x^4+8820*a*c*p*q^2*r^2 *x^3-21432*a*c*p*q^2*r*x^4+11700*a*c*p*q*r^3*x^3-43232*a*c*p*q*r^2*x^4+5336*a*c *p*r^4*x^3-26344*a*c*p*r^3*x^4+16*a*c*q^5*x^3+390*a*c*q^4*r*x^3-674*a*c*q^4*x^4 +2032*a*c*q^3*r^2*x^3-7144*a*c*q^3*r*x^4+4394*a*c*q^2*r^3*x^3-21616*a*c*q^2*r^2 *x^4+4236*a*c*q*r^4*x^3-26344*a*c*q*r^3*x^4+1500*a*c*r^5*x^3-11324*a*c*r^4*x^4+ 84*a*g^5*p*x^3+52*a*g^5*q*x^3+200*a*g^5*r*x^3+96*a*g^5*x^4+370*a*g^4*p^2*x^3+ 532*a*g^4*p*q*x^3+1551*a*g^4*p*r*x^3+106*a*g^4*p*x^4+162*a*g^4*q^2*x^3+1111*a*g ^4*q*r*x^3+106*a*g^4*q*x^4+1301*a*g^4*r^2*x^3-486*a*g^4*r*x^4+604*a*g^3*p^3*x^3 +1390*a*g^3*p^2*q*x^3+3630*a*g^3*p^2*r*x^3-301*a*g^3*p^2*x^4+968*a*g^3*p*q^2*x^ 3+5522*a*g^3*p*q*r*x^3-602*a*g^3*p*q*x^4+6130*a*g^3*p*r^2*x^3-3755*a*g^3*p*r*x^ 4+182*a*g^3*q^3*x^3+1892*a*g^3*q^2*r*x^3-301*a*g^3*q^2*x^4+4531*a*g^3*q*r^2*x^3 -3755*a*g^3*q*r*x^4+3184*a*g^3*r^3*x^3-4392*a*g^3*r^2*x^4+442*a*g^2*p^4*x^3+ 1412*a*g^2*p^3*q*x^3+3446*a*g^2*p^3*r*x^3-596*a*g^2*p^3*x^4+1584*a*g^2*p^2*q^2* x^3+8196*a*g^2*p^2*q*r*x^3-1788*a*g^2*p^2*q*x^4+8692*a*g^2*p^2*r^2*x^3-6679*a*g ^2*p^2*r*x^4+700*a*g^2*p*q^3*x^3+6054*a*g^2*p*q^2*r*x^3-1788*a*g^2*p*q^2*x^4+ 13536*a*g^2*p*q*r^2*x^3-13358*a*g^2*p*q*r*x^4+9031*a*g^2*p*r^3*x^3-14741*a*g^2* p*r^2*x^4+86*a*g^2*q^4*x^3+1304*a*g^2*q^3*r*x^3-596*a*g^2*q^3*x^4+4844*a*g^2*q^ 2*r^2*x^3-6679*a*g^2*q^2*r*x^4+6901*a*g^2*q*r^3*x^3-14741*a*g^2*q*r^2*x^4+3343* a*g^2*r^4*x^3-9484*a*g^2*r^3*x^4+132*a*g*p^5*x^3+542*a*g*p^4*q*x^3+1257*a*g*p^4 *r*x^3-345*a*g*p^4*x^4+848*a*g*p^3*q^2*x^3+4108*a*g*p^3*q*r*x^3-1380*a*g*p^3*q* x^4+4180*a*g*p^3*r^2*x^3-4158*a*g*p^3*r*x^4+612*a*g*p^2*q^3*x^3+4782*a*g*p^2*q^ 2*r*x^3-2070*a*g*p^2*q^2*x^4+10124*a*g*p^2*q*r^2*x^3-12474*a*g*p^2*q*r*x^4+6455 *a*g*p^2*r^3*x^3-13110*a*g*p^2*r^2*x^4+188*a*g*p*q^4*x^3+2268*a*g*p*q^3*r*x^3-\ 1380*a*g*p*q^3*x^4+7708*a*g*p*q^2*r^2*x^3-12474*a*g*p*q^2*r*x^4+10302*a*g*p*q*r ^3*x^3-26220*a*g*p*q*r^2*x^4+4738*a*g*p*r^4*x^3-16404*a*g*p*r^3*x^4+14*a*g*q^5* x^3+337*a*g*q^4*r*x^3-345*a*g*q^4*x^4+1764*a*g*q^3*r^2*x^3-4158*a*g*q^3*r*x^4+ 3847*a*g*q^2*r^3*x^3-13110*a*g*q^2*r^2*x^4+3744*a*g*q*r^4*x^3-16404*a*g*q*r^3*x ^4+1338*a*g*r^5*x^3-7212*a*g*r^4*x^4+8*a*p^6*x^3+40*a*p^5*q*x^3+90*a*p^5*r*x^3-\ 60*a*p^5*x^4+80*a*p^4*q^2*x^3+374*a*p^4*q*r*x^3-300*a*p^4*q*x^4+370*a*p^4*r^2*x ^3-748*a*p^4*r*x^4+80*a*p^3*q^3*x^3+596*a*p^3*q^2*r*x^3-600*a*p^3*q^2*x^4+1220* a*p^3*q*r^2*x^3-2992*a*p^3*q*r*x^4+754*a*p^3*r^3*x^3-2946*a*p^3*r^2*x^4+40*a*p^ 2*q^4*x^3+444*a*p^2*q^3*r*x^3-600*a*p^2*q^3*x^4+1440*a*p^2*q^2*r^2*x^3-4488*a*p ^2*q^2*r*x^4+1850*a*p^2*q*r^3*x^3-8838*a*p^2*q*r^2*x^4+822*a*p^2*r^4*x^3-5292*a *p^2*r^3*x^4+8*a*p*q^5*x^3+146*a*p*q^4*r*x^3-300*a*p*q^4*x^4+700*a*p*q^3*r^2*x^ 3-2992*a*p*q^3*r*x^4+1438*a*p*q^2*r^3*x^3-8838*a*p*q^2*r^2*x^4+1336*a*p*q*r^4*x ^3-10584*a*p*q*r^3*x^4+460*a*p*r^5*x^3-4480*a*p*r^4*x^4+14*a*q^5*r*x^3-60*a*q^5 *x^4+110*a*q^4*r^2*x^3-748*a*q^4*r*x^4+342*a*q^3*r^3*x^3-2946*a*q^3*r^2*x^4+514 *a*q^2*r^4*x^3-5292*a*q^2*r^3*x^4+372*a*q*r^5*x^3-4480*a*q*r^4*x^4+104*a*r^6*x^ 3-1446*a*r^5*x^4+32*b^6*c*x^3+16*b^6*p*x^3+32*b^6*r*x^3+48*b^6*x^4+320*b^5*c^2* x^3+208*b^5*c*g*x^3+352*b^5*c*p*x^3+144*b^5*c*q*x^3+672*b^5*c*r*x^3+128*b^5*c*x ^4+112*b^5*g*p*x^3+32*b^5*g*q*x^3+256*b^5*g*r*x^3+240*b^5*g*x^4+96*b^5*p^2*x^3+ 96*b^5*p*q*x^3+384*b^5*p*r*x^3+40*b^5*p*x^4+176*b^5*q*r*x^3+40*b^5*q*x^4+288*b^ 5*r^2*x^3-240*b^5*r*x^4+1216*b^4*c^3*x^3+1616*b^4*c^2*g*x^3+1984*b^4*c^2*p*x^3+ 1072*b^4*c^2*q*x^3+3776*b^4*c^2*r*x^3-528*b^4*c^2*x^4+504*b^4*c*g^2*x^3+1776*b^ 4*c*g*p*x^3+912*b^4*c*g*q*x^3+3648*b^4*c*g*r*x^3+544*b^4*c*g*x^4+1048*b^4*c*p^2 *x^3+1280*b^4*c*p*q*x^3+4112*b^4*c*p*r*x^3-608*b^4*c*p*x^4+232*b^4*c*q^2*x^3+ 2384*b^4*c*q*r*x^3-608*b^4*c*q*x^4+3304*b^4*c*r^2*x^3-3736*b^4*c*r*x^4+284*b^4* g^2*p*x^3+120*b^4*g^2*q*x^3+680*b^4*g^2*r*x^3+492*b^4*g^2*x^4+480*b^4*g*p^2*x^3 +560*b^4*g*p*q*x^3+2008*b^4*g*p*r*x^3+176*b^4*g*p*x^4+80*b^4*g*q^2*x^3+1152*b^4 *g*q*r*x^3+176*b^4*g*q*x^4+1624*b^4*g*r^2*x^3-996*b^4*g*r*x^4+180*b^4*p^3*x^3+ 360*b^4*p^2*q*x^3+1080*b^4*p^2*r*x^3-172*b^4*p^2*x^4+180*b^4*p*q^2*x^3+1400*b^4 *p*q*r*x^3-344*b^4*p*q*x^4+1796*b^4*p*r^2*x^3-1808*b^4*p*r*x^4+320*b^4*q^2*r*x^ 3-172*b^4*q^2*x^4+1072*b^4*q*r^2*x^3-1808*b^4*q*r*x^4+920*b^4*r^3*x^3-2064*b^4* r^2*x^4+2304*b^3*c^4*x^3+4720*b^3*c^3*g*x^3+4896*b^3*c^3*p*x^3+2992*b^3*c^3*q*x ^3+9280*b^3*c^3*r*x^3-2688*b^3*c^3*x^4+2992*b^3*c^2*g^2*x^3+7664*b^3*c^2*g*p*x^ 3+4592*b^3*c^2*g*q*x^3+15224*b^3*c^2*g*r*x^3-1640*b^3*c^2*g*x^4+3760*b^3*c^2*p^ 2*x^3+5024*b^3*c^2*p*q*x^3+14528*b^3*c^2*p*r*x^3-3976*b^3*c^2*p*x^4+1264*b^3*c^ 2*q^2*x^3+9392*b^3*c^2*q*r*x^3-3976*b^3*c^2*q*x^4+11840*b^3*c^2*r^2*x^3-15368*b ^3*c^2*r*x^4+604*b^3*c*g^3*x^3+3312*b^3*c*g^2*p*x^3+1900*b^3*c*g^2*q*x^3+7004*b ^3*c*g^2*r*x^3+908*b^3*c*g^2*x^4+4028*b^3*c*g*p^2*x^3+5288*b^3*c*g*p*q*x^3+ 16204*b^3*c*g*p*r*x^3-1892*b^3*c*g*p*x^4+1260*b^3*c*g*q^2*x^3+10420*b^3*c*g*q*r *x^3-1892*b^3*c*g*q*x^4+13376*b^3*c*g*r^2*x^3-12296*b^3*c*g*r*x^4+1240*b^3*c*p^ 3*x^3+2652*b^3*c*p^2*q*x^3+7272*b^3*c*p^2*r*x^3-1960*b^3*c*p^2*x^4+1584*b^3*c*p *q^2*x^3+10168*b^3*c*p*q*r*x^3-3920*b^3*c*p*q*x^4+12088*b^3*c*p*r^2*x^3-14292*b ^3*c*p*r*x^4+172*b^3*c*q^3*x^3+2896*b^3*c*q^2*r*x^3-1960*b^3*c*q^2*x^4+8060*b^3 *c*q*r^2*x^3-14292*b^3*c*q*r*x^4+6208*b^3*c*r^3*x^3-15744*b^3*c*r^2*x^4+352*b^3 *g^3*p*x^3+176*b^3*g^3*q*x^3+856*b^3*g^3*r*x^3+528*b^3*g^3*x^4+896*b^3*g^2*p^2* x^3+1136*b^3*g^2*p*q*x^3+3806*b^3*g^2*p*r*x^3+304*b^3*g^2*p*x^4+240*b^3*g^2*q^2 *x^3+2414*b^3*g^2*q*r*x^3+304*b^3*g^2*q*x^4+3170*b^3*g^2*r^2*x^3-1614*b^3*g^2*r *x^4+688*b^3*g*p^3*x^3+1448*b^3*g*p^2*q*x^3+4180*b^3*g*p^2*r*x^3-536*b^3*g*p^2* x^4+832*b^3*g*p*q^2*x^3+5800*b^3*g*p*q*r*x^3-1072*b^3*g*p*q*x^4+7032*b^3*g*p*r^ 2*x^3-5962*b^3*g*p*r*x^4+72*b^3*g*q^3*x^3+1620*b^3*g*q^2*r*x^3-536*b^3*g*q^2*x^ 4+4640*b^3*g*q*r^2*x^3-5962*b^3*g*q*r*x^4+3624*b^3*g*r^3*x^3-6864*b^3*g*r^2*x^4 +148*b^3*p^4*x^3+444*b^3*p^3*q*x^3+1164*b^3*p^3*r*x^3-322*b^3*p^3*x^4+444*b^3*p ^2*q^2*x^3+2588*b^3*p^2*q*r*x^3-966*b^3*p^2*q*x^4+2940*b^3*p^2*r^2*x^3-3304*b^3 *p^2*r*x^4+148*b^3*p*q^3*x^3+1684*b^3*p*q^2*r*x^3-966*b^3*p*q^2*x^4+4228*b^3*p* q*r^2*x^3-6608*b^3*p*q*r*x^4+3060*b^3*p*r^3*x^3-7200*b^3*p*r^2*x^4+260*b^3*q^3* r*x^3-322*b^3*q^3*x^4+1288*b^3*q^2*r^2*x^3-3304*b^3*q^2*r*x^4+2132*b^3*q*r^3*x^ 3-7200*b^3*q*r^2*x^4+1136*b^3*r^4*x^3-4662*b^3*r^3*x^4+2336*b^2*c^5*x^3+6576*b^ 2*c^4*g*x^3+6064*b^2*c^4*p*x^3+3984*b^2*c^4*q*x^3+11424*b^2*c^4*r*x^3-4352*b^2* c^4*x^4+6360*b^2*c^3*g^2*x^3+14016*b^2*c^3*g*p*x^3+9072*b^2*c^3*g*q*x^3+27288*b ^2*c^3*g*r*x^3-6376*b^2*c^3*g*x^4+6040*b^2*c^3*p^2*x^3+8512*b^2*c^3*p*q*x^3+ 23024*b^2*c^3*p*r*x^3-8224*b^2*c^3*p*x^4+2472*b^2*c^3*q^2*x^3+15888*b^2*c^3*q*r *x^3-8224*b^2*c^3*q*x^4+18760*b^2*c^3*r^2*x^3-26784*b^2*c^3*r*x^4+2596*b^2*c^2* g^3*x^3+10388*b^2*c^2*g^2*p*x^3+6588*b^2*c^2*g^2*q*x^3+20960*b^2*c^2*g^2*r*x^3-\ 1864*b^2*c^2*g^2*x^4+10820*b^2*c^2*g*p^2*x^3+15072*b^2*c^2*g*p*q*x^3+42472*b^2* c^2*g*p*r*x^3-9448*b^2*c^2*g*p*x^4+4252*b^2*c^2*g*q^2*x^3+29056*b^2*c^2*g*q*r*x ^3-9448*b^2*c^2*g*q*x^4+35096*b^2*c^2*g*r^2*x^3-37924*b^2*c^2*g*r*x^4+2884*b^2* c^2*p^3*x^3+6420*b^2*c^2*p^2*q*x^3+16608*b^2*c^2*p^2*r*x^3-5808*b^2*c^2*p^2*x^4 +4188*b^2*c^2*p*q^2*x^3+24320*b^2*c^2*p*q*r*x^3-11616*b^2*c^2*p*q*x^4+27412*b^2 *c^2*p*r^2*x^3-36440*b^2*c^2*p*r*x^4+652*b^2*c^2*q^3*x^3+7712*b^2*c^2*q^2*r*x^3 -5808*b^2*c^2*q^2*x^4+19452*b^2*c^2*q*r^2*x^3-36440*b^2*c^2*q*r*x^4+14000*b^2*c ^2*r^3*x^3-38876*b^2*c^2*r^2*x^4+384*b^2*c*g^4*x^3+2908*b^2*c*g^3*p*x^3+1776*b^ 2*c*g^3*q*x^3+6206*b^2*c*g^3*r*x^3+742*b^2*c*g^3*x^4+5484*b^2*c*g^2*p^2*x^3+ 7520*b^2*c*g^2*p*q*x^3+22222*b^2*c*g^2*p*r*x^3-2154*b^2*c*g^2*p*x^4+2036*b^2*c* g^2*q^2*x^3+15066*b^2*c*g^2*q*r*x^3-2154*b^2*c*g^2*q*x^4+18532*b^2*c*g^2*r^2*x^ 3-14810*b^2*c*g^2*r*x^4+3596*b^2*c*g*p^3*x^3+7928*b^2*c*g*p^2*q*x^3+21254*b^2*c *g*p^2*r*x^3-4666*b^2*c*g*p^2*x^4+5068*b^2*c*g*p*q^2*x^3+30904*b^2*c*g*p*q*r*x^ 3-9332*b^2*c*g*p*q*x^4+35530*b^2*c*g*p*r^2*x^3-35470*b^2*c*g*p*r*x^4+736*b^2*c* g*q^3*x^3+9650*b^2*c*g*q^2*r*x^3-4666*b^2*c*g*q^2*x^4+24968*b^2*c*g*q*r^2*x^3-\ 35470*b^2*c*g*q*r*x^4+18288*b^2*c*g*r^3*x^3-39266*b^2*c*g*r^2*x^4+656*b^2*c*p^4 *x^3+2028*b^2*c*p^3*q*x^3+5052*b^2*c*p^3*r*x^3-1816*b^2*c*p^3*x^4+2148*b^2*c*p^ 2*q^2*x^3+11612*b^2*c*p^2*q*r*x^3-5448*b^2*c*p^2*q*x^4+12608*b^2*c*p^2*r^2*x^3-\ 16352*b^2*c*p^2*r*x^4+836*b^2*c*p*q^3*x^3+8068*b^2*c*p*q^2*r*x^3-5448*b^2*c*p*q ^2*x^4+18908*b^2*c*p*q*r^2*x^3-32704*b^2*c*p*q*r*x^4+12980*b^2*c*p*r^3*x^3-\ 34458*b^2*c*p*r^2*x^4+60*b^2*c*q^4*x^3+1508*b^2*c*q^3*r*x^3-1816*b^2*c*q^3*x^4+ 6300*b^2*c*q^2*r^2*x^3-16352*b^2*c*q^2*r*x^4+9524*b^2*c*q*r^3*x^3-34458*b^2*c*q *r^2*x^4+4768*b^2*c*r^4*x^3-21720*b^2*c*r^3*x^4+230*b^2*g^4*p*x^3+126*b^2*g^4*q *x^3+560*b^2*g^4*r*x^3+312*b^2*g^4*x^4+792*b^2*g^3*p^2*x^3+1056*b^2*g^3*p*q*x^3 +3371*b^2*g^3*p*r*x^3+257*b^2*g^3*p*x^4+264*b^2*g^3*q^2*x^3+2255*b^2*g^3*q*r*x^ 3+257*b^2*g^3*q*x^4+2837*b^2*g^3*r^2*x^3-1272*b^2*g^3*r*x^4+940*b^2*g^2*p^3*x^3 +2046*b^2*g^2*p^2*q*x^3+5717*b^2*g^2*p^2*r*x^3-611*b^2*g^2*p^2*x^4+1272*b^2*g^2 *p*q^2*x^3+8244*b^2*g^2*p*q*r*x^3-1222*b^2*g^2*p*q*x^4+9651*b^2*g^2*p*r^2*x^3-\ 7195*b^2*g^2*p*r*x^4+166*b^2*g^2*q^3*x^3+2527*b^2*g^2*q^2*r*x^3-611*b^2*g^2*q^2 *x^4+6706*b^2*g^2*q*r^2*x^3-7195*b^2*g^2*q*r*x^4+4984*b^2*g^2*r^3*x^3-8352*b^2* g^2*r^2*x^4+434*b^2*g*p^4*x^3+1330*b^2*g*p^3*q*x^3+3420*b^2*g*p^3*r*x^3-768*b^2 *g*p^3*x^4+1386*b^2*g*p^2*q^2*x^3+7812*b^2*g*p^2*q*r*x^3-2304*b^2*g*p^2*q*x^4+ 8632*b^2*g*p^2*r^2*x^3-8254*b^2*g*p^2*r*x^4+518*b^2*g*p*q^3*x^3+5364*b^2*g*p*q^ 2*r*x^3-2304*b^2*g*p*q^2*x^4+12850*b^2*g*p*q*r^2*x^3-16508*b^2*g*p*q*r*x^4+8952 *b^2*g*p*r^3*x^3-18085*b^2*g*p*r^2*x^4+28*b^2*g*q^4*x^3+972*b^2*g*q^3*r*x^3-768 *b^2*g*q^3*x^4+4218*b^2*g*q^2*r^2*x^3-8254*b^2*g*q^2*r*x^4+6500*b^2*g*q*r^3*x^3 -18085*b^2*g*q*r^2*x^4+3306*b^2*g*r^4*x^3-11640*b^2*g*r^3*x^4+56*b^2*p^5*x^3+ 224*b^2*p^4*q*x^3+538*b^2*p^4*r*x^3-212*b^2*p^4*x^4+336*b^2*p^3*q^2*x^3+1712*b^ 2*p^3*q*r*x^3-848*b^2*p^3*q*x^4+1796*b^2*p^3*r^2*x^3-2414*b^2*p^3*r*x^4+224*b^2 *p^2*q^3*x^3+1908*b^2*p^2*q^2*r*x^3-1272*b^2*p^2*q^2*x^4+4224*b^2*p^2*q*r^2*x^3 -7242*b^2*p^2*q*r*x^4+2782*b^2*p^2*r^3*x^3-7510*b^2*p^2*r^2*x^4+56*b^2*p*q^4*x^ 3+832*b^2*p*q^3*r*x^3-848*b^2*p*q^3*x^4+3060*b^2*p*q^2*r^2*x^3-7242*b^2*p*q^2*r *x^4+4300*b^2*p*q*r^3*x^3-15020*b^2*p*q*r^2*x^4+2048*b^2*p*r^4*x^3-9364*b^2*p*r ^3*x^4+98*b^2*q^4*r*x^3-212*b^2*q^4*x^4+632*b^2*q^3*r^2*x^3-2414*b^2*q^3*r*x^4+ 1518*b^2*q^2*r^3*x^3-7510*b^2*q^2*r^2*x^4+1564*b^2*q*r^4*x^3-9364*b^2*q*r^3*x^4 +580*b^2*r^5*x^3-4116*b^2*r^4*x^4+1216*b*c^6*x^3+4416*b*c^5*g*x^3+3712*b*c^5*p* x^3+2560*b*c^5*q*x^3+6944*b*c^5*r*x^3-3104*b*c^5*x^4+5792*b*c^4*g^2*x^3+11632*b *c^4*g*p*x^3+7888*b*c^4*g*q*x^3+22304*b*c^4*g*r*x^3-6896*b*c^4*g*x^4+4512*b*c^4 *p^2*x^3+6592*b*c^4*p*q*x^3+16992*b*c^4*p*r*x^3-7168*b*c^4*p*x^4+2080*b*c^4*q^2 *x^3+12256*b*c^4*q*r*x^3-7168*b*c^4*q*x^4+13776*b*c^4*r^2*x^3-21248*b*c^4*r*x^4 +3584*b*c^3*g^3*x^3+12488*b*c^3*g^2*p*x^3+8344*b*c^3*g^2*q*x^3+24512*b*c^3*g^2* r*x^3-4920*b*c^3*g^2*x^4+11800*b*c^3*g*p^2*x^3+17040*b*c^3*g*p*q*x^3+45504*b*c^ 3*g*p*r*x^3-13104*b*c^3*g*p*x^4+5240*b*c^3*g*q^2*x^3+32336*b*c^3*g*q*r*x^3-\ 13104*b*c^3*g*q*x^4+37476*b*c^3*g*r^2*x^3-44328*b*c^3*g*r*x^4+2784*b*c^3*p^3*x^ 3+6368*b*c^3*p^2*q*x^3+15792*b*c^3*p^2*r*x^3-6576*b*c^3*p^2*x^4+4384*b*c^3*p*q^ 2*x^3+23872*b*c^3*p*q*r*x^3-13152*b*c^3*p*q*x^4+25840*b*c^3*p*r^2*x^3-37856*b*c ^3*p*r*x^4+800*b*c^3*q^3*x^3+8080*b*c^3*q^2*r*x^3-6576*b*c^3*q^2*x^4+19104*b*c^ 3*q*r^2*x^3-37856*b*c^3*q*r*x^4+13096*b*c^3*r^3*x^3-39328*b*c^3*r^2*x^4+1068*b* c^2*g^4*x^3+5924*b*c^2*g^3*p*x^3+3884*b*c^2*g^3*q*x^3+11992*b*c^2*g^3*r*x^3-916 *b*c^2*g^3*x^4+9752*b*c^2*g^2*p^2*x^3+13936*b*c^2*g^2*p*q*x^3+38428*b*c^2*g^2*p *r*x^3-7304*b*c^2*g^2*p*x^4+4184*b*c^2*g^2*q^2*x^3+27052*b*c^2*g^2*q*r*x^3-7304 *b*c^2*g^2*q*x^4+31924*b*c^2*g^2*r^2*x^3-30336*b*c^2*g^2*r*x^4+5772*b*c^2*g*p^3 *x^3+13092*b*c^2*g*p^2*q*x^3+33460*b*c^2*g*p^2*r*x^3-9312*b*c^2*g*p^2*x^4+8868* b*c^2*g*p*q^2*x^3+50072*b*c^2*g*p*q*r*x^3-18624*b*c^2*g*p*q*x^4+55566*b*c^2*g*p *r^2*x^3-60960*b*c^2*g*p*r*x^4+1548*b*c^2*g*q^3*x^3+16612*b*c^2*g*q^2*r*x^3-\ 9312*b*c^2*g*q^2*x^4+40494*b*c^2*g*q*r^2*x^3-60960*b*c^2*g*q*r*x^4+28512*b*c^2* g*r^3*x^3-65668*b*c^2*g*r^2*x^4+908*b*c^2*p^4*x^3+2864*b*c^2*p^3*q*x^3+6880*b*c ^2*p^3*r*x^3-2992*b*c^2*p^3*x^4+3144*b*c^2*p^2*q^2*x^3+16176*b*c^2*p^2*q*r*x^3-\ 8976*b*c^2*p^2*q*x^4+16988*b*c^2*p^2*r^2*x^3-24912*b*c^2*p^2*r*x^4+1328*b*c^2*p *q^3*x^3+11712*b*c^2*p*q^2*r*x^3-8976*b*c^2*p*q^2*x^4+26200*b*c^2*p*q*r^2*x^3-\ 49824*b*c^2*p*q*r*x^4+17320*b*c^2*p*r^3*x^3-51112*b*c^2*p*r^2*x^4+140*b*c^2*q^4 *x^3+2416*b*c^2*q^3*r*x^3-2992*b*c^2*q^3*x^4+9212*b*c^2*q^2*r^2*x^3-24912*b*c^2 *q^2*r*x^4+13144*b*c^2*q*r^3*x^3-51112*b*c^2*q*r^2*x^4+6304*b*c^2*r^4*x^3-31520 *b*c^2*r^3*x^4+124*b*c*g^5*x^3+1214*b*c*g^4*p*x^3+770*b*c*g^4*q*x^3+2590*b*c*g^ 4*r*x^3+296*b*c*g^4*x^4+3158*b*c*g^3*p^2*x^3+4452*b*c*g^3*p*q*x^3+12796*b*c*g^3 *p*r*x^3-1060*b*c*g^3*p*x^4+1294*b*c*g^3*q^2*x^3+8928*b*c*g^3*q*r*x^3-1060*b*c* g^3*q*x^4+10705*b*c*g^3*r^2*x^3-7714*b*c*g^3*r*x^4+3282*b*c*g^2*p^3*x^3+7386*b* c*g^2*p^2*q*x^3+19406*b*c*g^2*p^2*r*x^3-3614*b*c*g^2*p^2*x^4+4926*b*c*g^2*p*q^2 *x^3+28840*b*c*g^2*p*q*r*x^3-7228*b*c*g^2*p*q*x^4+32517*b*c*g^2*p*r^2*x^3-28526 *b*c*g^2*p*r*x^4+822*b*c*g^2*q^3*x^3+9434*b*c*g^2*q^2*r*x^3-3614*b*c*g^2*q^2*x^ 4+23467*b*c*g^2*q*r^2*x^3-28526*b*c*g^2*q*r*x^4+16774*b*c*g^2*r^3*x^3-31786*b*c *g^2*r^2*x^4+1358*b*c*g*p^4*x^3+4256*b*c*g*p^3*q*x^3+10484*b*c*g*p^3*r*x^3-2932 *b*c*g*p^3*x^4+4620*b*c*g*p^2*q^2*x^3+24480*b*c*g*p^2*q*r*x^3-8796*b*c*g*p^2*q* x^4+26214*b*c*g*p^2*r^2*x^3-27714*b*c*g*p^2*r*x^4+1904*b*c*g*p*q^3*x^3+17508*b* c*g*p*q^2*r*x^3-8796*b*c*g*p*q^2*x^4+40060*b*c*g*p*q*r^2*x^3-55428*b*c*g*p*q*r* x^4+27006*b*c*g*p*r^3*x^3-59054*b*c*g*p*r^2*x^4+182*b*c*g*q^4*x^3+3512*b*c*g*q^ 3*r*x^3-2932*b*c*g*q^3*x^4+13846*b*c*g*q^2*r^2*x^3-27714*b*c*g*q^2*r*x^4+20250* b*c*g*q*r^3*x^3-59054*b*c*g*q*r^2*x^4+9918*b*c*g*r^4*x^3-37340*b*c*g*r^3*x^4+ 144*b*c*p^5*x^3+584*b*c*p^4*q*x^3+1362*b*c*p^4*r*x^3-674*b*c*p^4*x^4+896*b*c*p^ 3*q^2*x^3+4400*b*c*p^3*q*r*x^3-2696*b*c*p^3*q*x^4+4496*b*c*p^3*r^2*x^3-7144*b*c *p^3*r*x^4+624*b*c*p^2*q^3*x^3+5028*b*c*p^2*q^2*r*x^3-4044*b*c*p^2*q^2*x^4+ 10764*b*c*p^2*q*r^2*x^3-21432*b*c*p^2*q*r*x^4+6894*b*c*p^2*r^3*x^3-21616*b*c*p^ 2*r^2*x^4+176*b*c*p*q^4*x^3+2304*b*c*p*q^3*r*x^3-2696*b*c*p*q^3*x^4+8040*b*c*p* q^2*r^2*x^3-21432*b*c*p*q^2*r*x^4+10876*b*c*p*q*r^3*x^3-43232*b*c*p*q*r^2*x^4+ 5028*b*c*p*r^4*x^3-26344*b*c*p*r^3*x^4+8*b*c*q^5*x^3+314*b*c*q^4*r*x^3-674*b*c* q^4*x^4+1772*b*c*q^3*r^2*x^3-7144*b*c*q^3*r*x^4+3982*b*c*q^2*r^3*x^3-21616*b*c* q^2*r^2*x^4+3928*b*c*q*r^4*x^3-26344*b*c*q*r^3*x^4+1412*b*c*r^5*x^3-11324*b*c*r ^4*x^4+76*b*g^5*p*x^3+44*b*g^5*q*x^3+184*b*g^5*r*x^3+96*b*g^5*x^4+334*b*g^4*p^2 *x^3+460*b*g^4*p*q*x^3+1417*b*g^4*p*r*x^3+106*b*g^4*p*x^4+126*b*g^4*q^2*x^3+977 *b*g^4*q*r*x^3+106*b*g^4*q*x^4+1195*b*g^4*r^2*x^3-486*b*g^4*r*x^4+546*b*g^3*p^3 *x^3+1216*b*g^3*p^2*q*x^3+3312*b*g^3*p^2*r*x^3-301*b*g^3*p^2*x^4+794*b*g^3*p*q^ 2*x^3+4886*b*g^3*p*q*r*x^3-602*b*g^3*p*q*x^4+5597*b*g^3*p*r^2*x^3-3755*b*g^3*p* r*x^4+124*b*g^3*q^3*x^3+1574*b*g^3*q^2*r*x^3-301*b*g^3*q^2*x^4+3998*b*g^3*q*r^2 *x^3-3755*b*g^3*q*r*x^4+2896*b*g^3*r^3*x^3-4392*b*g^3*r^2*x^4+402*b*g^2*p^4*x^3 +1252*b*g^2*p^3*q*x^3+3160*b*g^2*p^3*r*x^3-596*b*g^2*p^3*x^4+1344*b*g^2*p^2*q^2 *x^3+7338*b*g^2*p^2*q*r*x^3-1788*b*g^2*p^2*q*x^4+7972*b*g^2*p^2*r^2*x^3-6679*b* g^2*p^2*r*x^4+540*b*g^2*p*q^3*x^3+5196*b*g^2*p*q^2*r*x^3-1788*b*g^2*p*q^2*x^4+ 12096*b*g^2*p*q*r^2*x^3-13358*b*g^2*p*q*r*x^4+8263*b*g^2*p*r^3*x^3-14741*b*g^2* p*r^2*x^4+46*b*g^2*q^4*x^3+1018*b*g^2*q^3*r*x^3-596*b*g^2*q^3*x^4+4124*b*g^2*q^ 2*r^2*x^3-6679*b*g^2*q^2*r*x^4+6133*b*g^2*q*r^3*x^3-14741*b*g^2*q*r^2*x^4+3049* b*g^2*r^4*x^3-9484*b*g^2*r^3*x^4+122*b*g*p^5*x^3+492*b*g*p^4*q*x^3+1171*b*g*p^4 *r*x^3-345*b*g*p^4*x^4+748*b*g*p^3*q^2*x^3+3764*b*g*p^3*q*r*x^3-1380*b*g*p^3*q* x^4+3900*b*g*p^3*r^2*x^3-4158*b*g*p^3*r*x^4+512*b*g*p^2*q^3*x^3+4266*b*g*p^2*q^ 2*r*x^3-2070*b*g*p^2*q^2*x^4+9284*b*g*p^2*q*r^2*x^3-12474*b*g*p^2*q*r*x^4+6021* b*g*p^2*r^3*x^3-13110*b*g*p^2*r^2*x^4+138*b*g*p*q^4*x^3+1924*b*g*p*q^3*r*x^3-\ 1380*b*g*p*q^3*x^4+6868*b*g*p*q^2*r^2*x^3-12474*b*g*p*q^2*r*x^4+9434*b*g*p*q*r^ 3*x^3-26220*b*g*p*q*r^2*x^4+4416*b*g*p*r^4*x^3-16404*b*g*p*r^3*x^4+4*b*g*q^5*x^ 3+251*b*g*q^4*r*x^3-345*b*g*q^4*x^4+1484*b*g*q^3*r^2*x^3-4158*b*g*q^3*r*x^4+ 3413*b*g*q^2*r^3*x^3-13110*b*g*q^2*r^2*x^4+3422*b*g*q*r^4*x^3-16404*b*g*q*r^3*x ^4+1246*b*g*r^5*x^3-7212*b*g*r^4*x^4+8*b*p^6*x^3+40*b*p^5*q*x^3+90*b*p^5*r*x^3-\ 60*b*p^5*x^4+80*b*p^4*q^2*x^3+374*b*p^4*q*r*x^3-300*b*p^4*q*x^4+370*b*p^4*r^2*x ^3-748*b*p^4*r*x^4+80*b*p^3*q^3*x^3+596*b*p^3*q^2*r*x^3-600*b*p^3*q^2*x^4+1220* b*p^3*q*r^2*x^3-2992*b*p^3*q*r*x^4+754*b*p^3*r^3*x^3-2946*b*p^3*r^2*x^4+40*b*p^ 2*q^4*x^3+444*b*p^2*q^3*r*x^3-600*b*p^2*q^3*x^4+1440*b*p^2*q^2*r^2*x^3-4488*b*p ^2*q^2*r*x^4+1850*b*p^2*q*r^3*x^3-8838*b*p^2*q*r^2*x^4+822*b*p^2*r^4*x^3-5292*b *p^2*r^3*x^4+8*b*p*q^5*x^3+146*b*p*q^4*r*x^3-300*b*p*q^4*x^4+700*b*p*q^3*r^2*x^ 3-2992*b*p*q^3*r*x^4+1438*b*p*q^2*r^3*x^3-8838*b*p*q^2*r^2*x^4+1336*b*p*q*r^4*x ^3-10584*b*p*q*r^3*x^4+460*b*p*r^5*x^3-4480*b*p*r^4*x^4+14*b*q^5*r*x^3-60*b*q^5 *x^4+110*b*q^4*r^2*x^3-748*b*q^4*r*x^4+342*b*q^3*r^3*x^3-2946*b*q^3*r^2*x^4+514 *b*q^2*r^4*x^3-5292*b*q^2*r^3*x^4+372*b*q*r^5*x^3-4480*b*q*r^4*x^4+104*b*r^6*x^ 3-1446*b*r^5*x^4+256*c^7*x^3+1152*c^6*g*x^3+896*c^6*p*x^3+640*c^6*q*x^3+1664*c^ 6*r*x^3-832*c^6*x^4+1920*c^5*g^2*x^3+3616*c^5*g*p*x^3+2528*c^5*g*q*x^3+6848*c^5 *g*r*x^3-2464*c^5*g*x^4+1280*c^5*p^2*x^3+1920*c^5*p*q*x^3+4768*c^5*p*r*x^3-2272 *c^5*p*x^4+640*c^5*q^2*x^3+3552*c^5*q*r*x^3-2272*c^5*q*x^4+3840*c^5*r^2*x^3-\ 6336*c^5*r*x^4+1600*c^4*g^3*x^3+5152*c^4*g^2*p*x^3+3552*c^4*g^2*q*x^3+9920*c^4* g^2*r*x^3-2656*c^4*g^2*x^4+4544*c^4*g*p^2*x^3+6720*c^4*g*p*q*x^3+17296*c^4*g*p* r*x^3-5744*c^4*g*p*x^4+2176*c^4*g*q^2*x^3+12592*c^4*g*q*r*x^3-5744*c^4*g*q*x^4+ 14208*c^4*g*r^2*x^3-17760*c^4*g*r*x^4+960*c^4*p^3*x^3+2240*c^4*p^2*q*x^3+5376*c ^4*p^2*r*x^3-2560*c^4*p^2*x^4+1600*c^4*p*q^2*x^3+8320*c^4*p*q*r*x^3-5120*c^4*p* q*x^4+8720*c^4*p*r^2*x^3-13920*c^4*p*r*x^4+320*c^4*q^3*x^3+2944*c^4*q^2*r*x^3-\ 2560*c^4*q^2*x^4+6640*c^4*q*r^2*x^3-13920*c^4*q*r*x^4+4384*c^4*r^3*x^3-14160*c^ 4*r^2*x^4+720*c^3*g^4*x^3+3504*c^3*g^3*p*x^3+2384*c^3*g^3*q*x^3+6880*c^3*g^3*r* x^3-1232*c^3*g^3*x^4+5328*c^3*g^2*p^2*x^3+7808*c^3*g^2*p*q*x^3+20616*c^3*g^2*p* r*x^3-5072*c^3*g^2*p*x^4+2480*c^3*g^2*q^2*x^3+14840*c^3*g^2*q*r*x^3-5072*c^3*g^ 2*q*x^4+17088*c^3*g^2*r^2*x^3-17712*c^3*g^2*r*x^4+2928*c^3*g*p^3*x^3+6768*c^3*g *p^2*q*x^3+16752*c^3*g*p^2*r*x^3-5328*c^3*g*p^2*x^4+4752*c^3*g*p*q^2*x^3+25536* c^3*g*p*q*r*x^3-10656*c^3*g*p*q*x^4+27728*c^3*g*p*r^2*x^3-32160*c^3*g*p*r*x^4+ 912*c^3*g*q^3*x^3+8784*c^3*g*q^2*r*x^3-5328*c^3*g*q^2*x^4+20656*c^3*g*q*r^2*x^3 -32160*c^3*g*q*r*x^4+14224*c^3*g*r^3*x^3-34008*c^3*g*r^2*x^4+400*c^3*p^4*x^3+ 1280*c^3*p^3*q*x^3+2992*c^3*p^3*r*x^3-1520*c^3*p^3*x^4+1440*c^3*p^2*q^2*x^3+ 7152*c^3*p^2*q*r*x^3-4560*c^3*p^2*q*x^4+7320*c^3*p^2*r^2*x^3-12000*c^3*p^2*r*x^ 4+640*c^3*p*q^3*x^3+5328*c^3*p*q^2*r*x^3-4560*c^3*p*q^2*x^4+11520*c^3*p*q*r^2*x ^3-24000*c^3*p*q*r*x^4+7400*c^3*p*r^3*x^3-24120*c^3*p*r^2*x^4+80*c^3*q^4*x^3+ 1168*c^3*q^3*r*x^3-1520*c^3*q^3*x^4+4200*c^3*q^2*r^2*x^3-12000*c^3*q^2*r*x^4+ 5752*c^3*q*r^3*x^3-24120*c^3*q*r^2*x^4+2672*c^3*r^4*x^3-14632*c^3*r^3*x^4+168*c ^2*g^5*x^3+1208*c^2*g^4*p*x^3+808*c^2*g^4*q*x^3+2440*c^2*g^4*r*x^3-164*c^2*g^4* x^4+2776*c^2*g^3*p^2*x^3+4032*c^2*g^3*p*q*x^3+10940*c^2*g^3*p*r*x^3-1832*c^2*g^ 3*p*x^4+1256*c^2*g^3*q^2*x^3+7812*c^2*g^3*q*r*x^3-1832*c^2*g^3*q*x^4+9120*c^2*g ^3*r^2*x^3-7848*c^2*g^3*r*x^4+2664*c^2*g^2*p^3*x^3+6120*c^2*g^2*p^2*q*x^3+15480 *c^2*g^2*p^2*r*x^3-3624*c^2*g^2*p^2*x^4+4248*c^2*g^2*p*q^2*x^3+23424*c^2*g^2*p* q*r*x^3-7248*c^2*g^2*p*q*x^4+25864*c^2*g^2*p*r^2*x^3-24576*c^2*g^2*p*r*x^4+792* c^2*g^2*q^3*x^3+7944*c^2*g^2*q^2*r*x^3-3624*c^2*g^2*q^2*x^4+19064*c^2*g^2*q*r^2 *x^3-24576*c^2*g^2*q*r*x^4+13368*c^2*g^2*r^3*x^3-26748*c^2*g^2*r^2*x^4+1016*c^2 *g*p^4*x^3+3232*c^2*g*p^3*q*x^3+7744*c^2*g*p^3*r*x^3-2456*c^2*g*p^3*x^4+3600*c^ 2*g*p^2*q^2*x^3+18336*c^2*g*p^2*q*r*x^3-7368*c^2*g*p^2*q*x^4+19292*c^2*g*p^2*r^ 2*x^3-21600*c^2*g*p^2*r*x^4+1568*c^2*g*p*q^3*x^3+13440*c^2*g*p*q^2*r*x^3-7368*c ^2*g*p*q^2*x^4+29952*c^2*g*p*q*r^2*x^3-43200*c^2*g*p*q*r*x^4+19852*c^2*g*p*r^3* x^3-45204*c^2*g*p*r^2*x^4+184*c^2*g*q^4*x^3+2848*c^2*g*q^3*r*x^3-2456*c^2*g*q^3 *x^4+10660*c^2*g*q^2*r^2*x^3-21600*c^2*g*q^2*r*x^4+15172*c^2*g*q*r^3*x^3-45204* c^2*g*q*r^2*x^4+7288*c^2*g*r^4*x^3-28304*c^2*g*r^3*x^4+88*c^2*p^5*x^3+360*c^2*p ^4*q*x^3+824*c^2*p^4*r*x^3-500*c^2*p^4*x^4+560*c^2*p^3*q^2*x^3+2688*c^2*p^3*q*r *x^3-2000*c^2*p^3*q*x^4+2700*c^2*p^3*r^2*x^3-5040*c^2*p^3*r*x^4+400*c^2*p^2*q^3 *x^3+3120*c^2*p^2*q^2*r*x^3-3000*c^2*p^2*q^2*x^4+6540*c^2*p^2*q*r^2*x^3-15120*c ^2*p^2*q*r*x^4+4112*c^2*p^2*r^3*x^3-14940*c^2*p^2*r^2*x^4+120*c^2*p*q^4*x^3+ 1472*c^2*p*q^3*r*x^3-2000*c^2*p*q^3*x^4+4980*c^2*p*q^2*r^2*x^3-15120*c^2*p*q^2* r*x^4+6576*c^2*p*q*r^3*x^3-29880*c^2*p*q*r^2*x^4+2980*c^2*p*r^4*x^3-17920*c^2*p *r^3*x^4+8*c^2*q^5*x^3+216*c^2*q^4*r*x^3-500*c^2*q^4*x^4+1140*c^2*q^3*r^2*x^3-\ 5040*c^2*q^3*r*x^4+2464*c^2*q^2*r^3*x^3-14940*c^2*q^2*r^2*x^4+2364*c^2*q*r^4*x^ 3-17920*c^2*q*r^3*x^4+832*c^2*r^5*x^3-7588*c^2*r^4*x^4+16*c*g^6*x^3+194*c*g^5*p *x^3+126*c*g^5*q*x^3+412*c*g^5*r*x^3+46*c*g^5*x^4+652*c*g^4*p^2*x^3+936*c*g^4*p *q*x^3+2636*c*g^4*p*r*x^3-190*c*g^4*p*x^4+284*c*g^4*q^2*x^3+1868*c*g^4*q*r*x^3-\ 190*c*g^4*q*x^4+2208*c*g^4*r^2*x^3-1464*c*g^4*r*x^4+948*c*g^3*p^3*x^3+2164*c*g^ 3*p^2*q*x^3+5604*c*g^3*p^2*r*x^3-908*c*g^3*p^2*x^4+1484*c*g^3*p*q^2*x^3+8432*c* g^3*p*q*r*x^3-1816*c*g^3*p*q*x^4+9428*c*g^3*p*r^2*x^3-7416*c*g^3*p*r*x^4+268*c* g^3*q^3*x^3+2828*c*g^3*q^2*r*x^3-908*c*g^3*q^2*x^4+6892*c*g^3*q*r^2*x^3-7416*c* g^3*q*r*x^4+4892*c*g^3*r^3*x^3-8322*c*g^3*r^2*x^4+644*c*g^2*p^4*x^3+2040*c*g^2* p^3*q*x^3+4978*c*g^2*p^3*r*x^3-1148*c*g^2*p^3*x^4+2256*c*g^2*p^2*q^2*x^3+11730* c*g^2*p^2*q*r*x^3-3444*c*g^2*p^2*q*x^4+12512*c*g^2*p^2*r^2*x^3-11292*c*g^2*p^2* r*x^4+968*c*g^2*p*q^3*x^3+8526*c*g^2*p*q^2*r*x^3-3444*c*g^2*p*q^2*x^4+19296*c*g ^2*p*q*r^2*x^3-22584*c*g^2*p*q*r*x^4+12970*c*g^2*p*r^3*x^3-24342*c*g^2*p*r^2*x^ 4+108*c*g^2*q^4*x^3+1774*c*g^2*q^3*r*x^3-1148*c*g^2*q^3*x^4+6784*c*g^2*q^2*r^2* x^3-11292*c*g^2*q^2*r*x^4+9822*c*g^2*q*r^3*x^3-24342*c*g^2*q*r^2*x^4+4792*c*g^2 *r^4*x^3-15518*c*g^2*r^3*x^4+178*c*g*p^5*x^3+726*c*g*p^4*q*x^3+1688*c*g*p^4*r*x ^3-562*c*g*p^4*x^4+1124*c*g*p^3*q^2*x^3+5480*c*g*p^3*q*r*x^3-2248*c*g*p^3*q*x^4 +5600*c*g*p^3*r^2*x^3-6360*c*g*p^3*r*x^4+796*c*g*p^2*q^3*x^3+6312*c*g*p^2*q^2*r *x^3-3372*c*g*p^2*q^2*x^4+13472*c*g*p^2*q*r^2*x^3-19080*c*g*p^2*q*r*x^4+8632*c* g*p^2*r^3*x^3-19698*c*g*p^2*r^2*x^4+234*c*g*p*q^4*x^3+2936*c*g*p*q^3*r*x^3-2248 *c*g*p*q^3*x^4+10144*c*g*p*q^2*r^2*x^3-19080*c*g*p*q^2*r*x^4+13688*c*g*p*q*r^3* x^3-39396*c*g*p*q*r^2*x^4+6326*c*g*p*r^4*x^3-24394*c*g*p*r^3*x^4+14*c*g*q^5*x^3 +416*c*g*q^4*r*x^3-562*c*g*q^4*x^4+2272*c*g*q^3*r^2*x^3-6360*c*g*q^3*r*x^4+5056 *c*g*q^2*r^3*x^3-19698*c*g*q^2*r^2*x^4+4970*c*g*q*r^4*x^3-24394*c*g*q*r^3*x^4+ 1784*c*g*r^5*x^3-10622*c*g*r^4*x^4+8*c*p^6*x^3+40*c*p^5*q*x^3+90*c*p^5*r*x^3-86 *c*p^5*x^4+80*c*p^4*q^2*x^3+374*c*p^4*q*r*x^3-430*c*p^4*q*x^4+370*c*p^4*r^2*x^3 -1020*c*p^4*r*x^4+80*c*p^3*q^3*x^3+596*c*p^3*q^2*r*x^3-860*c*p^3*q^2*x^4+1220*c *p^3*q*r^2*x^3-4080*c*p^3*q*r*x^4+754*c*p^3*r^3*x^3-3930*c*p^3*r^2*x^4+40*c*p^2 *q^4*x^3+444*c*p^2*q^3*r*x^3-860*c*p^2*q^3*x^4+1440*c*p^2*q^2*r^2*x^3-6120*c*p^ 2*q^2*r*x^4+1850*c*p^2*q*r^3*x^3-11790*c*p^2*q*r^2*x^4+822*c*p^2*r^4*x^3-6946*c *p^2*r^3*x^4+8*c*p*q^5*x^3+146*c*p*q^4*r*x^3-430*c*p*q^4*x^4+700*c*p*q^3*r^2*x^ 3-4080*c*p*q^3*r*x^4+1438*c*p*q^2*r^3*x^3-11790*c*p*q^2*r^2*x^4+1336*c*p*q*r^4* x^3-13892*c*p*q*r^3*x^4+460*c*p*r^5*x^3-5798*c*p*r^4*x^4+14*c*q^5*r*x^3-86*c*q^ 5*x^4+110*c*q^4*r^2*x^3-1020*c*q^4*r*x^4+342*c*q^3*r^3*x^3-3930*c*q^3*r^2*x^4+ 514*c*q^2*r^4*x^3-6946*c*q^2*r^3*x^4+372*c*q*r^5*x^3-5798*c*q*r^4*x^4+104*c*r^6 *x^3-1848*c*r^5*x^4+10*g^6*p*x^3+6*g^6*q*x^3+24*g^6*r*x^3+12*g^6*x^4+54*g^5*p^2 *x^3+76*g^5*p*q*x^3+228*g^5*p*r*x^3+17*g^5*p*x^4+22*g^5*q^2*x^3+160*g^5*q*r*x^3 +17*g^5*q*x^4+192*g^5*r^2*x^3-72*g^5*r*x^4+114*g^4*p^3*x^3+258*g^4*p^2*q*x^3+ 690*g^4*p^2*r*x^3-54*g^4*p^2*x^4+174*g^4*p*q^2*x^3+1032*g^4*p*q*r*x^3-108*g^4*p *q*x^4+1169*g^4*p*r^2*x^3-714*g^4*p*r*x^4+30*g^4*q^3*x^3+342*g^4*q^2*r*x^3-54*g ^4*q^2*x^4+847*g^4*q*r^2*x^3-714*g^4*q*r*x^4+608*g^4*r^3*x^3-840*g^4*r^2*x^4+ 118*g^3*p^4*x^3+372*g^3*p^3*q*x^3+927*g^3*p^3*r*x^3-150*g^3*p^3*x^4+408*g^3*p^2 *q^2*x^3+2175*g^3*p^2*q*r*x^3-450*g^3*p^2*q*x^4+2348*g^3*p^2*r^2*x^3-1746*g^3*p ^2*r*x^4+172*g^3*p*q^3*x^3+1569*g^3*p*q^2*r*x^3-450*g^3*p*q^2*x^4+3600*g^3*p*q* r^2*x^3-3492*g^3*p*q*r*x^4+2447*g^3*p*r^3*x^3-3885*g^3*p*r^2*x^4+18*g^3*q^4*x^3 +321*g^3*q^3*r*x^3-150*g^3*q^3*x^4+1252*g^3*q^2*r^2*x^3-1746*g^3*q^2*r*x^4+1837 *g^3*q*r^3*x^3-3885*g^3*q*r^2*x^4+908*g^3*r^4*x^3-2512*g^3*r^3*x^4+60*g^2*p^5*x ^3+244*g^2*p^4*q*x^3+576*g^2*p^4*r*x^3-136*g^2*p^4*x^4+376*g^2*p^3*q^2*x^3+1864 *g^2*p^3*q*r*x^3-544*g^2*p^3*q*x^4+1926*g^2*p^3*r^2*x^3-1716*g^2*p^3*r*x^4+264* g^2*p^2*q^3*x^3+2136*g^2*p^2*q^2*r*x^3-816*g^2*p^2*q^2*x^4+4614*g^2*p^2*q*r^2*x ^3-5148*g^2*p^2*q*r*x^4+2988*g^2*p^2*r^3*x^3-5484*g^2*p^2*r^2*x^4+76*g^2*p*q^4* x^3+984*g^2*p*q^3*r*x^3-544*g^2*p*q^3*x^4+3450*g^2*p*q^2*r^2*x^3-5148*g^2*p*q^2 *r*x^4+4712*g^2*p*q*r^3*x^3-10968*g^2*p*q*r^2*x^4+2202*g^2*p*r^4*x^3-6923*g^2*p *r^3*x^4+4*g^2*q^5*x^3+136*g^2*q^4*r*x^3-136*g^2*q^4*x^4+762*g^2*q^3*r^2*x^3-\ 1716*g^2*q^3*r*x^4+1724*g^2*q^2*r^3*x^3-5484*g^2*q^2*r^2*x^4+1718*g^2*q*r^4*x^3 -6923*g^2*q*r^3*x^4+624*g^2*r^5*x^3-3066*g^2*r^4*x^4+12*g*p^6*x^3+60*g*p^5*q*x^ 3+135*g*p^5*r*x^3-51*g*p^5*x^4+120*g*p^4*q^2*x^3+561*g*p^4*q*r*x^3-255*g*p^4*q* x^4+555*g*p^4*r^2*x^3-690*g*p^4*r*x^4+120*g*p^3*q^3*x^3+894*g*p^3*q^2*r*x^3-510 *g*p^3*q^2*x^4+1830*g*p^3*q*r^2*x^3-2760*g*p^3*q*r*x^4+1131*g*p^3*r^3*x^3-2799* g*p^3*r^2*x^4+60*g*p^2*q^4*x^3+666*g*p^2*q^3*r*x^3-510*g*p^2*q^3*x^4+2160*g*p^2 *q^2*r^2*x^3-4140*g*p^2*q^2*r*x^4+2775*g*p^2*q*r^3*x^3-8397*g*p^2*q*r^2*x^4+ 1233*g*p^2*r^4*x^3-5121*g*p^2*r^3*x^4+12*g*p*q^5*x^3+219*g*p*q^4*r*x^3-255*g*p* q^4*x^4+1050*g*p*q^3*r^2*x^3-2760*g*p*q^3*r*x^4+2157*g*p*q^2*r^3*x^3-8397*g*p*q ^2*r^2*x^4+2004*g*p*q*r^4*x^3-10242*g*p*q*r^3*x^4+690*g*p*r^5*x^3-4395*g*p*r^4* x^4+21*g*q^5*r*x^3-51*g*q^5*x^4+165*g*q^4*r^2*x^3-690*g*q^4*r*x^4+513*g*q^3*r^3 *x^3-2799*g*q^3*r^2*x^4+771*g*q^2*r^4*x^3-5121*g*q^2*r^3*x^4+558*g*q*r^5*x^3-\ 4395*g*q*r^4*x^4+156*g*r^6*x^3-1434*g*r^5*x^4-6*p^6*x^4-36*p^5*q*x^4-78*p^5*r*x ^4-90*p^4*q^2*x^4-390*p^4*q*r*x^4-360*p^4*r^2*x^4-120*p^3*q^3*x^4-780*p^3*q^2*r *x^4-1440*p^3*q*r^2*x^4-822*p^3*r^3*x^4-90*p^2*q^4*x^4-780*p^2*q^3*r*x^4-2160*p ^2*q^2*r^2*x^4-2466*p^2*q*r^3*x^4-1002*p^2*r^4*x^4-36*p*q^5*x^4-390*p*q^4*r*x^4 -1440*p*q^3*r^2*x^4-2466*p*q^2*r^3*x^4-2004*p*q*r^4*x^4-624*p*r^5*x^4-6*q^6*x^4 -78*q^5*r*x^4-360*q^4*r^2*x^4-822*q^3*r^3*x^4-1002*q^2*r^4*x^4-624*q*r^5*x^4-\ 156*r^6*x^4-96*a^6*c*x^2-96*a^6*p*x^2-48*a^6*q*x^2-192*a^6*r*x^2-160*a^6*x^3-\ 448*a^5*b*c*x^2-432*a^5*b*p*x^2-192*a^5*b*q*x^2-848*a^5*b*r*x^2-832*a^5*b*x^3-\ 640*a^5*c^2*x^2-384*a^5*c*g*x^2-1008*a^5*c*p*x^2-496*a^5*c*q*x^2-1872*a^5*c*r*x ^2-448*a^5*c*x^3-384*a^5*g*p*x^2-176*a^5*g*q*x^2-736*a^5*g*r*x^2-704*a^5*g*x^3-\ 336*a^5*p^2*x^2-384*a^5*p*q*x^2-1200*a^5*p*r*x^2-32*a^5*p*x^3-88*a^5*q^2*x^2-\ 688*a^5*q*r*x^2-96*a^5*q*x^3-920*a^5*r^2*x^2+768*a^5*r*x^3+528*a^5*x^4-832*a^4* b^2*c*x^2-768*a^4*b^2*p*x^2-288*a^4*b^2*q*x^2-1472*a^4*b^2*r*x^2-1760*a^4*b^2*x ^3-2496*a^4*b*c^2*x^2-1520*a^4*b*c*g*x^2-3872*a^4*b*c*p*x^2-1712*a^4*b*c*q*x^2-\ 7040*a^4*b*c*r*x^2-1856*a^4*b*c*x^3-1448*a^4*b*g*p*x^2-584*a^4*b*g*q*x^2-2760*a ^4*b*g*r*x^2-3072*a^4*b*g*x^3-1296*a^4*b*p^2*x^2-1360*a^4*b*p*q*x^2-4560*a^4*b* p*r*x^2-192*a^4*b*p*x^3-264*a^4*b*q^2*x^2-2400*a^4*b*q*r*x^2-512*a^4*b*q*x^3-\ 3432*a^4*b*r^2*x^2+3264*a^4*b*r*x^3+2640*a^4*b*x^4-1760*a^4*c^3*x^2-2176*a^4*c^ 2*g*x^2-3776*a^4*c^2*p*x^2-1824*a^4*c^2*q*x^2-6688*a^4*c^2*r*x^2+1120*a^4*c^2*x ^3-648*a^4*c*g^2*x^2-3464*a^4*c*g*p*x^2-1592*a^4*c*g*q*x^2-6168*a^4*c*g*r*x^2-\ 1560*a^4*c*g*x^3-2376*a^4*c*p^2*x^2-2640*a^4*c*p*q*x^2-8192*a^4*c*p*r*x^2+2408* a^4*c*p*x^3-576*a^4*c*q^2*x^2-4544*a^4*c*q*r*x^2+1288*a^4*c*q*x^3-6128*a^4*c*r^ 2*x^2+10232*a^4*c*r*x^3+3152*a^4*c*x^4-640*a^4*g^2*p*x^2-268*a^4*g^2*q*x^2-1192 *a^4*g^2*r*x^2-1288*a^4*g^2*x^3-1176*a^4*g*p^2*x^2-1280*a^4*g*p*q*x^2-4048*a^4* g*p*r*x^2-120*a^4*g*p*x^3-268*a^4*g*q^2*x^2-2208*a^4*g*q*r*x^2-396*a^4*g*q*x^3-\ 3004*a^4*g*r^2*x^2+2864*a^4*g*r*x^3+2196*a^4*g*x^4-456*a^4*p^3*x^2-828*a^4*p^2* q*x^2-2328*a^4*p^2*r*x^2+888*a^4*p^2*x^3-424*a^4*p*q^2*x^2-2776*a^4*p*q*r*x^2+ 1228*a^4*p*q*x^3-3504*a^4*p*r^2*x^2+6000*a^4*p*r*x^3+1372*a^4*p*x^4-52*a^4*q^3* x^2-704*a^4*q^2*r*x^2+340*a^4*q^2*x^3-2020*a^4*q*r^2*x^2+4532*a^4*q*r*x^3+1372* a^4*q*x^4-1632*a^4*r^3*x^2+5896*a^4*r^2*x^3+488*a^4*r*x^4-768*a^3*b^3*c*x^2-672 *a^3*b^3*p*x^2-192*a^3*b^3*q*x^2-1248*a^3*b^3*r*x^2-1920*a^3*b^3*x^3-3712*a^3*b ^2*c^2*x^2-2304*a^3*b^2*c*g*x^2-5680*a^3*b^2*c*p*x^2-2160*a^3*b^2*c*q*x^2-10032 *a^3*b^2*c*r*x^2-2944*a^3*b^2*c*x^3-2072*a^3*b^2*g*p*x^2-696*a^3*b^2*g*q*x^2-\ 3928*a^3*b^2*g*r*x^2-5248*a^3*b^2*g*x^3-1912*a^3*b^2*p^2*x^2-1776*a^3*b^2*p*q*x ^2-6592*a^3*b^2*p*r*x^2-448*a^3*b^2*p*x^3-264*a^3*b^2*q^2*x^2-3072*a^3*b^2*q*r* x^2-1088*a^3*b^2*q*x^3-4832*a^3*b^2*r^2*x^2+5376*a^3*b^2*r*x^3+5280*a^3*b^2*x^4 -5504*a^3*b*c^3*x^2-6944*a^3*b*c^2*g*x^2-11760*a^3*b*c^2*p*x^2-5120*a^3*b*c^2*q *x^2-20368*a^3*b*c^2*r*x^2+4352*a^3*b*c^2*x^3-2096*a^3*b*c*g^2*x^2-10776*a^3*b* c*g*p*x^2-4440*a^3*b*c*g*q*x^2-19032*a^3*b*c*g*r*x^2-5296*a^3*b*c*g*x^3-7456*a^ 3*b*c*p^2*x^2-7616*a^3*b*c*p*q*x^2-25344*a^3*b*c*p*r*x^2+8368*a^3*b*c*p*x^3-\ 1408*a^3*b*c*q^2*x^2-12864*a^3*b*c*q*r*x^2+3888*a^3*b*c*q*x^3-18656*a^3*b*c*r^2 *x^2+35408*a^3*b*c*r*x^3+12608*a^3*b*c*x^4-1944*a^3*b*g^2*p*x^2-708*a^3*b*g^2*q *x^2-3664*a^3*b*g^2*r*x^2-4544*a^3*b*g^2*x^3-3648*a^3*b*g*p^2*x^2-3624*a^3*b*g* p*q*x^2-12504*a^3*b*g*p*r*x^2-668*a^3*b*g*p*x^3-632*a^3*b*g*q^2*x^2-6256*a^3*b* g*q*r*x^2-1772*a^3*b*g*q*x^3-9160*a^3*b*g*r^2*x^2+9712*a^3*b*g*r*x^3+8784*a^3*b *g*x^4-1452*a^3*b*p^3*x^2-2464*a^3*b*p^2*q*x^2-7356*a^3*b*p^2*r*x^2+3012*a^3*b* p^2*x^3-1116*a^3*b*p*q^2*x^2-8160*a^3*b*p*q*r*x^2+3832*a^3*b*p*q*x^3-10964*a^3* b*p*r^2*x^2+20700*a^3*b*p*r*x^3+5488*a^3*b*p*x^4-104*a^3*b*q^3*x^2-1828*a^3*b*q ^2*r*x^2+820*a^3*b*q^2*x^3-5824*a^3*b*q*r^2*x^2+14828*a^3*b*q*r*x^3+5488*a^3*b* q*x^4-5060*a^3*b*r^3*x^2+20048*a^3*b*r^2*x^3+1952*a^3*b*r*x^4-2560*a^3*c^4*x^2-\ 4928*a^3*c^3*g*x^2-6944*a^3*c^3*p*x^2-3296*a^3*c^3*q*x^2-11872*a^3*c^3*r*x^2+ 6080*a^3*c^3*x^3-3008*a^3*c^2*g^2*x^2-10768*a^3*c^2*g*p*x^2-4896*a^3*c^2*g*q*x^ 2-18344*a^3*c^2*g*r*x^2+3600*a^3*c^2*g*x^3-6312*a^3*c^2*p^2*x^2-6864*a^3*c^2*p* q*x^2-21168*a^3*c^2*p*r*x^2+12432*a^3*c^2*p*x^3-1440*a^3*c^2*q^2*x^2-11472*a^3* c^2*q*r*x^2+7680*a^3*c^2*q*x^3-15528*a^3*c^2*r^2*x^2+37848*a^3*c^2*r*x^3+6616*a ^3*c^2*x^4-592*a^3*c*g^3*x^2-4784*a^3*c*g^2*p*x^2-2056*a^3*c*g^2*q*x^2-8300*a^3 *c*g^2*r*x^2-2232*a^3*c*g^2*x^3-6936*a^3*c*g*p^2*x^2-7376*a^3*c*g*p*q*x^2-23164 *a^3*c*g*p*r*x^2+7232*a^3*c*g*p*x^3-1480*a^3*c*g*q^2*x^2-12236*a^3*c*g*q*r*x^2+ 3516*a^3*c*g*q*x^3-16864*a^3*c*g*r^2*x^2+30436*a^3*c*g*r*x^3+10504*a^3*c*g*x^4-\ 2340*a^3*c*p^3*x^2-4164*a^3*c*p^2*q*x^2-11660*a^3*c*p^2*r*x^2+7576*a^3*c*p^2*x^ 3-2060*a^3*c*p*q^2*x^2-13656*a^3*c*p*q*r*x^2+10708*a^3*c*p*q*x^3-17212*a^3*c*p* r^2*x^2+41912*a^3*c*p*r*x^3+5448*a^3*c*p*x^4-236*a^3*c*q^3*x^2-3348*a^3*c*q^2*r *x^2+3132*a^3*c*q^2*x^3-9780*a^3*c*q*r^2*x^2+30868*a^3*c*q*r*x^3+5448*a^3*c*q*x ^4-7892*a^3*c*r^3*x^2+39408*a^3*c*r^2*x^3-3896*a^3*c*r*x^4-568*a^3*g^3*p*x^2-\ 216*a^3*g^3*q*x^2-1048*a^3*g^3*r*x^2-1256*a^3*g^3*x^3-1644*a^3*g^2*p^2*x^2-1700 *a^3*g^2*p*q*x^2-5534*a^3*g^2*p*r*x^2-236*a^3*g^2*p*x^3-322*a^3*g^2*q^2*x^2-\ 2874*a^3*g^2*q*r*x^2-694*a^3*g^2*q*x^3-4006*a^3*g^2*r^2*x^2+4174*a^3*g^2*r*x^3+ 3582*a^3*g^2*x^4-1368*a^3*g*p^3*x^2-2408*a^3*g*p^2*q*x^2-6796*a^3*g*p^2*r*x^2+ 2640*a^3*g*p^2*x^3-1168*a^3*g*p*q^2*x^2-7832*a^3*g*p*q*r*x^2+3456*a^3*g*p*q*x^3 -10008*a^3*g*p*r^2*x^2+17962*a^3*g*p*r*x^3+4610*a^3*g*p*x^4-128*a^3*g*q^3*x^2-\ 1872*a^3*g*q^2*r*x^2+816*a^3*g*q^2*x^3-5544*a^3*g*q*r^2*x^2+13078*a^3*g*q*r*x^3 +4610*a^3*g*q*x^4-4580*a^3*g*r^3*x^2+17302*a^3*g*r^2*x^3+1690*a^3*g*r*x^4-300*a ^3*p^4*x^2-756*a^3*p^3*q*x^2-1980*a^3*p^3*r*x^2+1440*a^3*p^3*x^3-622*a^3*p^2*q^ 2*x^2-3688*a^3*p^2*q*r*x^2+3286*a^3*p^2*q*x^3-4394*a^3*p^2*r^2*x^2+11132*a^3*p^ 2*r*x^3+1070*a^3*p^2*x^4-176*a^3*p*q^3*x^2-1984*a^3*p*q^2*r*x^2+2252*a^3*p*q^2* x^3-5328*a^3*p*q*r^2*x^2+17224*a^3*p*q*r*x^3+2140*a^3*p*q*x^4-4048*a^3*p*r^3*x^ 2+20916*a^3*p*r^2*x^3-2354*a^3*p*r*x^4-10*a^3*q^4*x^2-276*a^3*q^3*r*x^2+406*a^3 *q^3*x^3-1376*a^3*q^2*r^2*x^2+6092*a^3*q^2*r*x^3+1070*a^3*q^2*x^4-2396*a^3*q*r^ 3*x^2+15758*a^3*q*r^2*x^3-2354*a^3*q*r*x^4-1334*a^3*r^4*x^2+11652*a^3*r^3*x^3-\ 4572*a^3*r^2*x^4-352*a^2*b^4*c*x^2-288*a^2*b^4*p*x^2-48*a^2*b^4*q*x^2-512*a^2*b ^4*r*x^2-1120*a^2*b^4*x^3-2560*a^2*b^3*c^2*x^2-1632*a^2*b^3*c*g*x^2-3888*a^2*b^ 3*c*p*x^2-1168*a^2*b^3*c*q*x^2-6576*a^2*b^3*c*r*x^2-2176*a^2*b^3*c*x^3-1368*a^2 *b^3*g*p*x^2-344*a^2*b^3*g*q*x^2-2584*a^2*b^3*g*r*x^2-4352*a^2*b^3*g*x^3-1320*a ^2*b^3*p^2*x^2-1008*a^2*b^3*p*q*x^2-4416*a^2*b^3*p*r*x^2-512*a^2*b^3*p*x^3-88*a ^2*b^3*q^2*x^2-1696*a^2*b^3*q*r*x^2-1152*a^2*b^3*q*x^3-3104*a^2*b^3*r^2*x^2+ 4224*a^2*b^3*r*x^3+5280*a^2*b^3*x^4-6144*a^2*b^2*c^3*x^2-7952*a^2*b^2*c^2*g*x^2 -13152*a^2*b^2*c^2*p*x^2-4944*a^2*b^2*c^2*q*x^2-22080*a^2*b^2*c^2*r*x^2+6336*a^ 2*b^2*c^2*x^3-2440*a^2*b^2*c*g^2*x^2-12032*a^2*b^2*c*g*p*x^2-4256*a^2*b^2*c*g*q *x^2-21024*a^2*b^2*c*g*r*x^2-6528*a^2*b^2*c*g*x^3-8432*a^2*b^2*c*p^2*x^2-7648*a ^2*b^2*c*p*q*x^2-28112*a^2*b^2*c*p*r*x^2+10656*a^2*b^2*c*p*x^3-1088*a^2*b^2*c*q ^2*x^2-12560*a^2*b^2*c*q*r*x^2+3936*a^2*b^2*c*q*x^3-20232*a^2*b^2*c*r^2*x^2+ 44832*a^2*b^2*c*r*x^3+18912*a^2*b^2*c*x^4-2104*a^2*b^2*g^2*p*x^2-628*a^2*b^2*g^ 2*q*x^2-4032*a^2*b^2*g^2*r*x^2-5904*a^2*b^2*g^2*x^3-4060*a^2*b^2*g*p^2*x^2-3536 *a^2*b^2*g*p*q*x^2-13848*a^2*b^2*g*p*r*x^2-1284*a^2*b^2*g*p*x^3-460*a^2*b^2*g*q ^2*x^2-6144*a^2*b^2*g*q*r*x^2-2940*a^2*b^2*g*q*x^3-9984*a^2*b^2*g*r^2*x^2+11952 *a^2*b^2*g*r*x^3+13176*a^2*b^2*g*x^4-1672*a^2*b^2*p^3*x^2-2580*a^2*b^2*p^2*q*x^ 2-8384*a^2*b^2*p^2*r*x^2+3708*a^2*b^2*p^2*x^3-960*a^2*b^2*p*q^2*x^2-8392*a^2*b^ 2*p*q*r*x^2+4128*a^2*b^2*p*q*x^3-12320*a^2*b^2*p*r^2*x^2+26100*a^2*b^2*p*r*x^3+ 8232*a^2*b^2*p*x^4-52*a^2*b^2*q^3*x^2-1544*a^2*b^2*q^2*r*x^2+420*a^2*b^2*q^2*x^ 3-5804*a^2*b^2*q*r^2*x^2+17292*a^2*b^2*q*r*x^3+8232*a^2*b^2*q*x^4-5608*a^2*b^2* r^3*x^2+24768*a^2*b^2*r^2*x^3+2928*a^2*b^2*r*x^4-6016*a^2*b*c^4*x^2-11888*a^2*b *c^3*g*x^2-16368*a^2*b*c^3*p*x^2-7008*a^2*b*c^3*q*x^2-27344*a^2*b*c^3*r*x^2+ 16832*a^2*b*c^3*x^3-7376*a^2*b*c^2*g^2*x^2-25584*a^2*b*c^2*g*p*x^2-10496*a^2*b* c^2*g*q*x^2-43312*a^2*b*c^2*g*r*x^2+10160*a^2*b*c^2*g*x^3-15032*a^2*b*c^2*p^2*x ^2-15040*a^2*b*c^2*p*q*x^2-49712*a^2*b*c^2*p*r*x^2+33088*a^2*b*c^2*p*x^3-2672*a ^2*b*c^2*q^2*x^2-24608*a^2*b*c^2*q*r*x^2+18832*a^2*b*c^2*q*x^3-35928*a^2*b*c^2* r^2*x^2+99320*a^2*b*c^2*r*x^3+19848*a^2*b*c^2*x^4-1468*a^2*b*c*g^3*x^2-11308*a^ 2*b*c*g^2*p*x^2-4344*a^2*b*c*g^2*q*x^2-19780*a^2*b*c*g^2*r*x^2-5864*a^2*b*c*g^2 *x^3-16460*a^2*b*c*g*p^2*x^2-16040*a^2*b*c*g*p*q*x^2-54900*a^2*b*c*g*p*r*x^2+ 18516*a^2*b*c*g*p*x^3-2700*a^2*b*c*g*q^2*x^2-26620*a^2*b*c*g*q*r*x^2+7368*a^2*b *c*g*q*x^3-39644*a^2*b*c*g*r^2*x^2+79620*a^2*b*c*g*r*x^3+31512*a^2*b*c*g*x^4-\ 5664*a^2*b*c*p^3*x^2-9428*a^2*b*c*p^2*q*x^2-28016*a^2*b*c*p^2*r*x^2+19860*a^2*b *c*p^2*x^3-4120*a^2*b*c*p*q^2*x^2-30536*a^2*b*c*p*q*r*x^2+26388*a^2*b*c*p*q*x^3 -40976*a^2*b*c*p*r^2*x^2+110124*a^2*b*c*p*r*x^3+16344*a^2*b*c*p*x^4-356*a^2*b*c *q^3*x^2-6576*a^2*b*c*q^2*r*x^2+6528*a^2*b*c*q^2*x^3-21460*a^2*b*c*q*r^2*x^2+ 76992*a^2*b*c*q*r*x^3+16344*a^2*b*c*q*x^4-18624*a^2*b*c*r^3*x^2+102384*a^2*b*c* r^2*x^3-11688*a^2*b*c*r*x^4-1304*a^2*b*g^3*p*x^2-424*a^2*b*g^3*q*x^2-2480*a^2*b *g^3*r*x^2-3368*a^2*b*g^3*x^3-3844*a^2*b*g^2*p^2*x^2-3600*a^2*b*g^2*p*q*x^2-\ 13062*a^2*b*g^2*p*r*x^2-994*a^2*b*g^2*p*x^3-554*a^2*b*g^2*q^2*x^2-6226*a^2*b*g^ 2*q*r*x^2-2368*a^2*b*g^2*q*x^3-9430*a^2*b*g^2*r^2*x^2+10630*a^2*b*g^2*r*x^3+ 10746*a^2*b*g^2*x^4-3270*a^2*b*g*p^3*x^2-5354*a^2*b*g*p^2*q*x^2-16286*a^2*b*g*p ^2*r*x^2+6608*a^2*b*g*p^2*x^3-2266*a^2*b*g*p*q^2*x^2-17460*a^2*b*g*p*q*r*x^2+ 7744*a^2*b*g*p*q*x^3-23866*a^2*b*g*p*r^2*x^2+46694*a^2*b*g*p*r*x^3+13830*a^2*b* g*p*x^4-182*a^2*b*g*q^3*x^2-3682*a^2*b*g*q^2*r*x^2+1136*a^2*b*g*q^2*x^3-12226*a ^2*b*g*q*r^2*x^2+32042*a^2*b*g*q*r*x^3+13830*a^2*b*g*q*x^4-10850*a^2*b*g*r^3*x^ 2+44758*a^2*b*g*r^2*x^3+5070*a^2*b*g*r*x^4-744*a^2*b*p^4*x^2-1780*a^2*b*p^3*q*x ^2-4900*a^2*b*p^3*r*x^2+3762*a^2*b*p^3*x^3-1338*a^2*b*p^2*q^2*x^2-8640*a^2*b*p^ 2*q*r*x^2+8184*a^2*b*p^2*q*x^3-10826*a^2*b*p^2*r^2*x^2+29388*a^2*b*p^2*r*x^3+ 3210*a^2*b*p^2*x^4-312*a^2*b*p*q^3*x^2-4224*a^2*b*p*q^2*r*x^2+5082*a^2*b*p*q^2* x^3-12352*a^2*b*p*q*r^2*x^2+43656*a^2*b*p*q*r*x^3+6420*a^2*b*p*q*x^4-9928*a^2*b *p*r^3*x^2+54874*a^2*b*p*r^2*x^3-7062*a^2*b*p*r*x^4-10*a^2*b*q^4*x^2-484*a^2*b* q^3*r*x^2+660*a^2*b*q^3*x^3-2852*a^2*b*q^2*r^2*x^2+14268*a^2*b*q^2*r*x^3+3210*a ^2*b*q^2*x^4-5492*a^2*b*q*r^3*x^2+39400*a^2*b*q*r^2*x^3-7062*a^2*b*q*r*x^4-3258 *a^2*b*r^4*x^2+30300*a^2*b*r^3*x^3-13716*a^2*b*r^2*x^4-2080*a^2*c^5*x^2-5584*a^ 2*c^4*g*x^2-6816*a^2*c^4*p*x^2-3184*a^2*c^4*q*x^2-11328*a^2*c^4*r*x^2+9472*a^2* c^4*x^3-5256*a^2*c^3*g^2*x^2-15528*a^2*c^3*g*p*x^2-6952*a^2*c^3*g*q*x^2-25704*a ^2*c^3*g*r*x^2+13912*a^2*c^3*g*x^3-8040*a^2*c^3*p^2*x^2-8592*a^2*c^3*p*q*x^2-\ 26352*a^2*c^3*p*r*x^2+23016*a^2*c^3*p*x^3-1744*a^2*c^3*q^2*x^2-14032*a^2*c^3*q* r*x^2+14648*a^2*c^3*q*x^3-19016*a^2*c^3*r^2*x^2+60672*a^2*c^3*r*x^3+5688*a^2*c^ 3*x^4-2108*a^2*c^2*g^3*x^2-11544*a^2*c^2*g^2*p*x^2-4948*a^2*c^2*g^2*q*x^2-19312 *a^2*c^2*g^2*r*x^2+4056*a^2*c^2*g^2*x^3-14540*a^2*c^2*g*p^2*x^2-15152*a^2*c^2*g *p*q*x^2-47584*a^2*c^2*g*p*r*x^2+28104*a^2*c^2*g*p*x^3-2924*a^2*c^2*g*q^2*x^2-\ 24520*a^2*c^2*g*q*r*x^2+16408*a^2*c^2*g*q*x^3-34192*a^2*c^2*g*r^2*x^2+85664*a^2 *c^2*g*r*x^3+17072*a^2*c^2*g*x^4-4352*a^2*c^2*p^3*x^2-7620*a^2*c^2*p^2*q*x^2-\ 21256*a^2*c^2*p^2*r*x^2+19528*a^2*c^2*p^2*x^3-3664*a^2*c^2*p*q^2*x^2-24552*a^2* c^2*p*q*r*x^2+27648*a^2*c^2*p*q*x^3-30880*a^2*c^2*p*r^2*x^2+97436*a^2*c^2*p*r*x ^3+6256*a^2*c^2*p*x^4-396*a^2*c^2*q^3*x^2-5856*a^2*c^2*q^2*r*x^2+8120*a^2*c^2*q ^2*x^3-17348*a^2*c^2*q*r^2*x^2+70652*a^2*c^2*q*r*x^3+6256*a^2*c^2*q*x^4-13976*a ^2*c^2*r^3*x^2+88648*a^2*c^2*r^2*x^3-21460*a^2*c^2*r*x^4-308*a^2*c*g^4*x^2-3306 *a^2*c*g^3*p*x^2-1326*a^2*c*g^3*q*x^2-5698*a^2*c*g^3*r*x^2-1642*a^2*c*g^3*x^3-\ 7544*a^2*c*g^2*p^2*x^2-7660*a^2*c*g^2*p*q*x^2-24854*a^2*c*g^2*p*r*x^2+7794*a^2* c*g^2*p*x^3-1400*a^2*c*g^2*q^2*x^2-12534*a^2*c*g^2*q*r*x^2+3310*a^2*c*g^2*q*x^3 -17812*a^2*c*g^2*r^2*x^2+33618*a^2*c*g^2*r*x^3+12826*a^2*c*g^2*x^4-5586*a^2*c*g *p^3*x^2-9646*a^2*c*g*p^2*q*x^2-27284*a^2*c*g*p^2*r*x^2+17146*a^2*c*g*p^2*x^3-\ 4520*a^2*c*g*p*q^2*x^2-30872*a^2*c*g*p*q*r*x^2+23280*a^2*c*g*p*q*x^3-39634*a^2* c*g*p*r^2*x^2+95978*a^2*c*g*p*r*x^3+14390*a^2*c*g*p*x^4-460*a^2*c*g*q^3*x^2-\ 7104*a^2*c*g*q^2*r*x^2+6134*a^2*c*g*q^2*x^3-21616*a^2*c*g*q*r^2*x^2+68520*a^2*c *g*q*r*x^3+14390*a^2*c*g*q*x^4-17936*a^2*c*g*r^3*x^2+89268*a^2*c*g*r^2*x^3-8494 *a^2*c*g*r*x^4-1080*a^2*c*p^4*x^2-2684*a^2*c*p^3*q*x^2-7004*a^2*c*p^3*r*x^2+ 7002*a^2*c*p^3*x^3-2158*a^2*c*p^2*q^2*x^2-12904*a^2*c*p^2*q*r*x^2+15874*a^2*c*p ^2*q*x^3-15318*a^2*c*p^2*r^2*x^2+49986*a^2*c*p^2*r*x^3+1990*a^2*c*p^2*x^4-584*a ^2*c*p*q^3*x^2-6808*a^2*c*p*q^2*r*x^2+10742*a^2*c*p*q^2*x^3-18416*a^2*c*p*q*r^2 *x^2+76340*a^2*c*p*q*r*x^3+3980*a^2*c*p*q*x^4-13944*a^2*c*p*r^3*x^2+90826*a^2*c *p*r^2*x^3-21922*a^2*c*p*r*x^4-30*a^2*c*q^4*x^2-908*a^2*c*q^3*r*x^2+1870*a^2*c* q^3*x^3-4668*a^2*c*q^2*r^2*x^2+26354*a^2*c*q^2*r*x^3+1990*a^2*c*q^2*x^4-8196*a^ 2*c*q*r^3*x^2+67676*a^2*c*q*r^2*x^3-21922*a^2*c*q*r*x^4-4550*a^2*c*r^4*x^2+ 49352*a^2*c*r^3*x^3-32200*a^2*c*r^2*x^4-282*a^2*g^4*p*x^2-96*a^2*g^4*q*x^2-526* a^2*g^4*r*x^2-688*a^2*g^4*x^3-1142*a^2*g^3*p^2*x^2-1116*a^2*g^3*p*q*x^2-3825*a^ 2*g^3*p*r*x^2-252*a^2*g^3*p*x^3-187*a^2*g^3*q^2*x^2-1891*a^2*g^3*q*r*x^2-616*a^ 2*g^3*q*x^3-2735*a^2*g^3*r^2*x^2+2977*a^2*g^3*r*x^3+2856*a^2*g^3*x^4-1518*a^2*g ^2*p^3*x^2-2580*a^2*g^2*p^2*q*x^2-7461*a^2*g^2*p^2*r*x^2+2830*a^2*g^2*p^2*x^3-\ 1173*a^2*g^2*p*q^2*x^2-8306*a^2*g^2*p*q*r*x^2+3452*a^2*g^2*p*q*x^3-10854*a^2*g^ 2*p*r^2*x^2+19911*a^2*g^2*p*r*x^3+5675*a^2*g^2*p*x^4-111*a^2*g^2*q^3*x^2-1867*a ^2*g^2*q^2*r*x^2+622*a^2*g^2*q^2*x^3-5791*a^2*g^2*q*r^2*x^2+13964*a^2*g^2*q*r*x ^3+5675*a^2*g^2*q*x^4-4911*a^2*g^2*r^3*x^2+19052*a^2*g^2*r^2*x^3+2154*a^2*g^2*r *x^4-750*a^2*g*p^4*x^2-1854*a^2*g*p^3*q*x^2-4860*a^2*g*p^3*r*x^2+3286*a^2*g*p^3 *x^3-1477*a^2*g*p^2*q^2*x^2-8862*a^2*g*p^2*q*r*x^2+7276*a^2*g*p^2*q*x^3-10635*a ^2*g*p^2*r^2*x^2+25851*a^2*g*p^2*r*x^3+2927*a^2*g*p^2*x^4-392*a^2*g*p*q^3*x^2-\ 4594*a^2*g*p*q^2*r*x^2+4694*a^2*g*p*q^2*x^3-12584*a^2*g*p*q*r^2*x^2+39090*a^2*g *p*q*r*x^3+5854*a^2*g*p*q*x^4-9690*a^2*g*p*r^3*x^2+48224*a^2*g*p*r^2*x^3-5181*a ^2*g*p*r*x^4-19*a^2*g*q^4*x^2-592*a^2*g*q^3*r*x^2+704*a^2*g*q^3*x^3-3104*a^2*g* q^2*r^2*x^2+13239*a^2*g*q^2*r*x^3+2927*a^2*g*q^2*x^4-5576*a^2*g*q*r^3*x^2+35455 *a^2*g*q*r^2*x^3-5181*a^2*g*q*r*x^4-3165*a^2*g*r^4*x^2+26552*a^2*g*r^3*x^3-\ 11078*a^2*g*r^2*x^4-96*a^2*p^5*x^2-312*a^2*p^4*q*x^2-774*a^2*p^4*r*x^2+904*a^2* p^4*x^3-360*a^2*p^3*q^2*x^2-1992*a^2*p^3*q*r*x^2+2856*a^2*p^3*q*x^3-2256*a^2*p^ 3*r^2*x^2+8218*a^2*p^3*r*x^3+142*a^2*p^3*x^4-168*a^2*p^2*q^3*x^2-1698*a^2*p^2*q ^2*r*x^2+3144*a^2*p^2*q^2*x^3-4284*a^2*p^2*q*r^2*x^2+19534*a^2*p^2*q*r*x^3+426* a^2*p^2*q*x^4-3084*a^2*p^2*r^3*x^2+22220*a^2*p^2*r^2*x^3-5596*a^2*p^2*r*x^4-24* a^2*p*q^4*x^2-516*a^2*p*q^3*r*x^2+1336*a^2*p*q^3*x^3-2364*a^2*p*q^2*r^2*x^2+ 14414*a^2*p*q^2*r*x^3+426*a^2*p*q^2*x^4-3840*a^2*p*q*r^3*x^2+34572*a^2*p*q*r^2* x^3-11192*a^2*p*q*r*x^4-2016*a^2*p*r^4*x^2+24124*a^2*p*r^3*x^3-15566*a^2*p*r^2* x^4-36*a^2*q^4*r*x^2+144*a^2*q^4*x^3-336*a^2*q^3*r^2*x^2+3098*a^2*q^3*r*x^3+142 *a^2*q^3*x^4-1026*a^2*q^2*r^3*x^2+12352*a^2*q^2*r^2*x^3-5596*a^2*q^2*r*x^4-1236 *a^2*q*r^4*x^2+18376*a^2*q*r^3*x^3-15566*a^2*q*r^2*x^4-510*a^2*r^5*x^2+9218*a^2 *r^4*x^3-11090*a^2*r^3*x^4-64*a*b^5*c*x^2-48*a*b^5*p*x^2-80*a*b^5*r*x^2-320*a*b ^5*x^3-768*a*b^4*c^2*x^2-512*a*b^4*c*g*x^2-1184*a*b^4*c*p*x^2-224*a*b^4*c*q*x^2 -1856*a*b^4*c*r*x^2-704*a*b^4*c*x^3-392*a*b^4*g*p*x^2-56*a*b^4*g*q*x^2-744*a*b^ 4*g*r*x^2-1728*a*b^4*g*x^3-408*a*b^4*p^2*x^2-208*a*b^4*p*q*x^2-1296*a*b^4*p*r*x ^2-288*a*b^4*p*x^3-336*a*b^4*q*r*x^2-608*a*b^4*q*x^3-840*a*b^4*r^2*x^2+1536*a*b ^4*r*x^3+2640*a*b^4*x^4-2816*a*b^3*c^3*x^2-3776*a*b^3*c^2*g*x^2-6128*a*b^3*c^2* p*x^2-1824*a*b^3*c^2*q*x^2-9808*a*b^3*c^2*r*x^2+4096*a*b^3*c^2*x^3-1184*a*b^3*c *g^2*x^2-5592*a*b^3*c*g*p*x^2-1560*a*b^3*c*g*q*x^2-9624*a*b^3*c*g*r*x^2-3408*a* b^3*c*g*x^3-4000*a*b^3*c*p^2*x^2-3008*a*b^3*c*p*q*x^2-12960*a*b^3*c*p*r*x^2+ 5840*a*b^3*c*p*x^3-256*a*b^3*c*q^2*x^2-4704*a*b^3*c*q*r*x^2+1360*a*b^3*c*q*x^3-\ 9008*a*b^3*c*r^2*x^2+24368*a*b^3*c*r*x^3+12608*a*b^3*c*x^4-936*a*b^3*g^2*p*x^2-\ 204*a*b^3*g^2*q*x^2-1840*a*b^3*g^2*r*x^2-3328*a*b^3*g^2*x^3-1880*a*b^3*g*p^2*x^ 2-1320*a*b^3*g*p*q*x^2-6376*a*b^3*g*p*r*x^2-1044*a*b^3*g*p*x^3-96*a*b^3*g*q^2*x ^2-2352*a*b^3*g*q*r*x^2-2148*a*b^3*g*q*x^3-4504*a*b^3*g*r^2*x^2+6224*a*b^3*g*r* x^3+8784*a*b^3*g*x^4-812*a*b^3*p^3*x^2-1080*a*b^3*p^2*q*x^2-4012*a*b^3*p^2*r*x^ 2+1932*a*b^3*p^2*x^3-268*a*b^3*p*q^2*x^2-3408*a*b^3*p*q*r*x^2+1672*a*b^3*p*q*x^ 3-5764*a*b^3*p*r^2*x^2+14100*a*b^3*p*r*x^3+5488*a*b^3*p*x^4-420*a*b^3*q^2*r*x^2 -260*a*b^3*q^2*x^3-2216*a*b^3*q*r^2*x^2+8228*a*b^3*q*r*x^3+5488*a*b^3*q*x^4-\ 2564*a*b^3*r^3*x^2+12976*a*b^3*r^2*x^3+1952*a*b^3*r*x^4-4480*a*b^2*c^4*x^2-9152 *a*b^2*c^3*g*x^2-12336*a*b^2*c^3*p*x^2-4560*a*b^2*c^3*q*x^2-19952*a*b^2*c^3*r*x ^2+15424*a*b^2*c^3*x^3-5792*a*b^2*c^2*g^2*x^2-19472*a*b^2*c^2*g*p*x^2-6912*a*b^ 2*c^2*g*q*x^2-32680*a*b^2*c^2*g*r*x^2+9520*a*b^2*c^2*g*x^3-11504*a*b^2*c^2*p^2* x^2-10240*a*b^2*c^2*p*q*x^2-37328*a*b^2*c^2*p*r*x^2+28880*a*b^2*c^2*p*x^3-1400* a*b^2*c^2*q^2*x^2-16208*a*b^2*c^2*q*r*x^2+14624*a*b^2*c^2*q*x^3-26424*a*b^2*c^2 *r^2*x^2+85096*a*b^2*c^2*r*x^3+19848*a*b^2*c^2*x^4-1168*a*b^2*c*g^3*x^2-8556*a* b^2*c*g^2*p*x^2-2812*a*b^2*c*g^2*q*x^2-15112*a*b^2*c*g^2*r*x^2-5032*a*b^2*c*g^2 *x^3-12528*a*b^2*c*g*p^2*x^2-10784*a*b^2*c*g*p*q*x^2-41728*a*b^2*c*g*p*r*x^2+ 15336*a*b^2*c*g*p*x^3-1376*a*b^2*c*g*q^2*x^2-17952*a*b^2*c*g*q*r*x^2+4188*a*b^2 *c*g*q*x^3-29852*a*b^2*c*g*r^2*x^2+67932*a*b^2*c*g*r*x^3+31512*a*b^2*c*g*x^4-\ 4424*a*b^2*c*p^3*x^2-6712*a*b^2*c*p^2*q*x^2-21672*a*b^2*c*p^2*r*x^2+16992*a*b^2 *c*p^2*x^3-2408*a*b^2*c*p*q^2*x^2-21344*a*b^2*c*p*q*r*x^2+20652*a*b^2*c*p*q*x^3 -31288*a*b^2*c*p*r^2*x^2+94512*a*b^2*c*p*r*x^3+16344*a*b^2*c*p*x^4-120*a*b^2*c* q^3*x^2-3728*a*b^2*c*q^2*r*x^2+3660*a*b^2*c*q^2*x^3-14552*a*b^2*c*q*r^2*x^2+ 61380*a*b^2*c*q*r*x^3+16344*a*b^2*c*q*x^4-14040*a*b^2*c*r^3*x^2+86544*a*b^2*c*r ^2*x^3-11688*a*b^2*c*r*x^4-952*a*b^2*g^3*p*x^2-248*a*b^2*g^3*q*x^2-1880*a*b^2*g ^3*r*x^2-2968*a*b^2*g^3*x^3-2870*a*b^2*g^2*p^2*x^2-2328*a*b^2*g^2*p*q*x^2-9880* a*b^2*g^2*p*r*x^2-1280*a*b^2*g^2*p*x^3-256*a*b^2*g^2*q^2*x^2-4188*a*b^2*g^2*q*r *x^2-2654*a*b^2*g^2*q*x^3-7132*a*b^2*g^2*r^2*x^2+8738*a*b^2*g^2*r*x^3+10746*a*b ^2*g^2*x^4-2510*a*b^2*g*p^3*x^2-3706*a*b^2*g*p^2*q*x^2-12550*a*b^2*g*p^2*r*x^2+ 5296*a*b^2*g*p^2*x^3-1250*a*b^2*g*p*q^2*x^2-12156*a*b^2*g*p*q*r*x^2+5120*a*b^2* g*p*q*x^3-18274*a*b^2*g*p*r^2*x^2+39502*a*b^2*g*p*r*x^3+13830*a*b^2*g*p*x^4-54* a*b^2*g*q^3*x^2-2114*a*b^2*g*q^2*r*x^2-176*a*b^2*g*q^2*x^3-8386*a*b^2*g*q*r^2*x ^2+24850*a*b^2*g*q*r*x^3+13830*a*b^2*g*q*x^4-8234*a*b^2*g*r^3*x^2+37610*a*b^2*g *r^2*x^3+5070*a*b^2*g*r*x^4-598*a*b^2*p^4*x^2-1332*a*b^2*p^3*q*x^2-3928*a*b^2*p ^3*r*x^2+3204*a*b^2*p^3*x^3-870*a*b^2*p^2*q^2*x^2-6420*a*b^2*p^2*q*r*x^2+6510*a *b^2*p^2*q*x^3-8624*a*b^2*p^2*r^2*x^2+25380*a*b^2*p^2*r*x^3+3210*a*b^2*p^2*x^4-\ 136*a*b^2*p*q^3*x^2-2700*a*b^2*p*q^2*r*x^2+3408*a*b^2*p*q^2*x^3-9028*a*b^2*p*q* r^2*x^2+35640*a*b^2*p*q*r*x^3+6420*a*b^2*p*q*x^4-7856*a*b^2*p*r^3*x^2+47000*a*b ^2*p*r^2*x^3-7062*a*b^2*p*r*x^4-208*a*b^2*q^3*r*x^2+102*a*b^2*q^3*x^3-1730*a*b^ 2*q^2*r^2*x^2+10260*a*b^2*q^2*r*x^3+3210*a*b^2*q^2*x^4-3940*a*b^2*q*r^3*x^2+ 31526*a*b^2*q*r^2*x^3-7062*a*b^2*q*r*x^4-2562*a*b^2*r^4*x^2+25644*a*b^2*r^3*x^3 -13716*a*b^2*r^2*x^4-3264*a*b*c^5*x^2-9056*a*b*c^4*g*x^2-10784*a*b*c^4*p*x^2-\ 4544*a*b*c^4*q*x^2-17504*a*b*c^4*r*x^2+17408*a*b*c^4*x^3-8688*a*b*c^3*g^2*x^2-\ 24928*a*b*c^3*g*p*x^2-10096*a*b*c^3*g*q*x^2-41144*a*b*c^3*g*r*x^2+25504*a*b*c^3 *g*x^3-12880*a*b*c^3*p^2*x^2-12672*a*b*c^3*p*q*x^2-41632*a*b*c^3*p*r*x^2+41264* a*b*c^3*p*x^3-2176*a*b*c^3*q^2*x^2-20224*a*b*c^3*q*r*x^2+24528*a*b*c^3*q*x^3-\ 29616*a*b*c^3*r^2*x^2+107136*a*b*c^3*r*x^3+11376*a*b*c^3*x^4-3528*a*b*c^2*g^3*x ^2-18584*a*b*c^2*g^2*p*x^2-7184*a*b*c^2*g^2*q*x^2-31424*a*b*c^2*g^2*r*x^2+7456* a*b*c^2*g^2*x^3-23324*a*b*c^2*g*p^2*x^2-22320*a*b*c^2*g*p*q*x^2-76456*a*b*c^2*g *p*r*x^2+49488*a*b*c^2*g*p*x^3-3620*a*b*c^2*g*q^2*x^2-36208*a*b*c^2*g*q*r*x^2+ 26096*a*b*c^2*g*q*x^3-54688*a*b*c^2*g*r^2*x^2+151696*a*b*c^2*g*r*x^3+34144*a*b* c^2*g*x^4-7096*a*b*c^2*p^3*x^2-11632*a*b*c^2*p^2*q*x^2-34408*a*b*c^2*p^2*r*x^2+ 34640*a*b*c^2*p^2*x^3-4936*a*b*c^2*p*q^2*x^2-37008*a*b*c^2*p*q*r*x^2+46464*a*b* c^2*p*q*x^3-49544*a*b*c^2*p*r^2*x^2+172544*a*b*c^2*p*r*x^3+12512*a*b*c^2*p*x^4-\ 400*a*b*c^2*q^3*x^2-7720*a*b*c^2*q^2*r*x^2+11824*a*b*c^2*q^2*x^3-25664*a*b*c^2* q*r^2*x^2+118976*a*b*c^2*q*r*x^3+12512*a*b*c^2*q*x^4-22232*a*b*c^2*r^3*x^2+ 155504*a*b*c^2*r^2*x^3-42920*a*b*c^2*r*x^4-520*a*b*c*g^4*x^2-5280*a*b*c*g^3*p*x ^2-1884*a*b*c*g^3*q*x^2-9318*a*b*c*g^3*r*x^2-2968*a*b*c*g^3*x^3-12020*a*b*c*g^2 *p^2*x^2-11128*a*b*c*g^2*p*q*x^2-40078*a*b*c*g^2*p*r*x^2+13100*a*b*c*g^2*p*x^3-\ 1676*a*b*c*g^2*q^2*x^2-18610*a*b*c*g^2*q*r*x^2+4132*a*b*c*g^2*q*x^3-28786*a*b*c *g^2*r^2*x^2+59240*a*b*c*g^2*r*x^3+25652*a*b*c*g^2*x^4-9018*a*b*c*g*p^3*x^2-\ 14502*a*b*c*g*p^2*q*x^2-44266*a*b*c*g*p^2*r*x^2+29676*a*b*c*g*p^2*x^3-5922*a*b* c*g*p*q^2*x^2-46688*a*b*c*g*p*q*r*x^2+37328*a*b*c*g*p*q*x^3-64136*a*b*c*g*p*r^2 *x^2+169338*a*b*c*g*p*r*x^3+28780*a*b*c*g*p*x^4-438*a*b*c*g*q^3*x^2-9454*a*b*c* g*q^2*r*x^2+7652*a*b*c*g*q^2*x^3-32450*a*b*c*g*q*r^2*x^2+114422*a*b*c*g*q*r*x^3 +28780*a*b*c*g*q*x^4-28888*a*b*c*g*r^3*x^2+157064*a*b*c*g*r^2*x^3-16988*a*b*c*g *r*x^4-1808*a*b*c*p^4*x^2-4272*a*b*c*p^3*q*x^2-11696*a*b*c*p^3*r*x^2+12396*a*b* c*p^3*x^3-3140*a*b*c*p^2*q^2*x^2-20432*a*b*c*p^2*q*r*x^2+26924*a*b*c*p^2*q*x^3-\ 25460*a*b*c*p^2*r^2*x^2+89040*a*b*c*p^2*r*x^3+3980*a*b*c*p^2*x^4-696*a*b*c*p*q^ 3*x^2-9800*a*b*c*p*q^2*r*x^2+16660*a*b*c*p*q^2*x^3-28856*a*b*c*p*q*r^2*x^2+ 130816*a*b*c*p*q*r*x^3+7960*a*b*c*p*q*x^4-23064*a*b*c*p*r^3*x^2+160982*a*b*c*p* r^2*x^3-43844*a*b*c*p*r*x^4-20*a*b*c*q^4*x^2-1064*a*b*c*q^3*r*x^2+2132*a*b*c*q^ 3*x^3-6536*a*b*c*q^2*r^2*x^2+41776*a*b*c*q^2*r*x^3+3980*a*b*c*q^2*x^4-12696*a*b *c*q*r^3*x^2+114682*a*b*c*q*r^2*x^3-43844*a*b*c*q*r*x^4-7492*a*b*c*r^4*x^2+ 86880*a*b*c*r^3*x^3-64400*a*b*c*r^2*x^4-436*a*b*g^4*p*x^2-124*a*b*g^4*q*x^2-852 *a*b*g^4*r*x^2-1248*a*b*g^4*x^3-1789*a*b*g^3*p^2*x^2-1568*a*b*g^3*p*q*x^2-6129* a*b*g^3*p*r*x^2-664*a*b*g^3*p*x^3-205*a*b*g^3*q^2*x^2-2781*a*b*g^3*q*r*x^2-1392 *a*b*g^3*q*x^3-4423*a*b*g^3*r^2*x^2+5088*a*b*g^3*r*x^3+5712*a*b*g^3*x^4-2417*a* b*g^2*p^3*x^2-3795*a*b*g^2*p^2*q*x^2-12029*a*b*g^2*p^2*r*x^2+4652*a*b*g^2*p^2*x ^3-1473*a*b*g^2*p*q^2*x^2-12444*a*b*g^2*p*q*r*x^2+4888*a*b*g^2*p*q*x^3-17516*a* b*g^2*p*r^2*x^2+34727*a*b*g^2*p*r*x^3+11350*a*b*g^2*p*x^4-95*a*b*g^2*q^3*x^2-\ 2459*a*b*g^2*q^2*r*x^2+236*a*b*g^2*q^2*x^3-8681*a*b*g^2*q*r^2*x^2+22833*a*b*g^2 *q*r*x^3+11350*a*b*g^2*q*x^4-7904*a*b*g^2*r^3*x^2+33408*a*b*g^2*r^2*x^3+4308*a* b*g^2*r*x^4-1228*a*b*g*p^4*x^2-2864*a*b*g*p^3*q*x^2-8026*a*b*g*p^3*r*x^2+5654*a *b*g*p^3*x^3-2054*a*b*g*p^2*q^2*x^2-13834*a*b*g*p^2*q*r*x^2+11798*a*b*g*p^2*q*x ^3-17576*a*b*g*p^2*r^2*x^2+45628*a*b*g*p^2*r*x^3+5854*a*b*g*p^2*x^4-428*a*b*g*p *q^3*x^2-6490*a*b*g*p*q^2*r*x^2+6634*a*b*g*p*q^2*x^3-19600*a*b*g*p*q*r^2*x^2+ 66032*a*b*g*p*q*r*x^3+11708*a*b*g*p*q*x^4-15986*a*b*g*p*r^3*x^2+85109*a*b*g*p*r ^2*x^3-10362*a*b*g*p*r*x^4-10*a*b*g*q^4*x^2-682*a*b*g*q^3*r*x^2+490*a*b*g*q^3*x ^3-4334*a*b*g*q^2*r^2*x^2+20404*a*b*g*q^2*r*x^3+5854*a*b*g*q^2*x^4-8630*a*b*g*q *r^3*x^2+59571*a*b*g*q*r^2*x^3-10362*a*b*g*q*r*x^4-5208*a*b*g*r^4*x^2+46560*a*b *g*r^3*x^3-22156*a*b*g*r^2*x^4-168*a*b*p^5*x^2-528*a*b*p^4*q*x^2-1356*a*b*p^4*r *x^2+1608*a*b*p^4*x^3-576*a*b*p^3*q^2*x^2-3372*a*b*p^3*q*r*x^2+4912*a*b*p^3*q*x ^3-3948*a*b*p^3*r^2*x^2+14776*a*b*p^3*r*x^3+284*a*b*p^3*x^4-240*a*b*p^2*q^3*x^2 -2712*a*b*p^2*q^2*r*x^2+5088*a*b*p^2*q^2*x^3-7224*a*b*p^2*q*r^2*x^2+34088*a*b*p ^2*q*r*x^3+852*a*b*p^2*q*x^4-5388*a*b*p^2*r^3*x^2+39908*a*b*p^2*r^2*x^3-11192*a *b*p^2*r*x^4-24*a*b*p*q^4*x^2-732*a*b*p*q^3*r*x^2+1872*a*b*p*q^3*x^3-3732*a*b*p *q^2*r^2*x^2+23848*a*b*p*q^2*r*x^3+852*a*b*p*q^2*x^4-6444*a*b*p*q*r^3*x^2+60080 *a*b*p*q*r^2*x^3-22384*a*b*p*q*r*x^4-3516*a*b*p*r^4*x^2+43204*a*b*p*r^3*x^3-\ 31132*a*b*p*r^2*x^4-36*a*b*q^4*r*x^2+88*a*b*q^4*x^3-456*a*b*q^3*r^2*x^2+4536*a* b*q^3*r*x^3+284*a*b*q^3*x^4-1596*a*b*q^2*r^3*x^2+20172*a*b*q^2*r^2*x^3-11192*a* b*q^2*r*x^4-2064*a*b*q*r^4*x^2+31708*a*b*q*r^3*x^3-31132*a*b*q*r^2*x^4-888*a*b* r^5*x^2+16464*a*b*r^4*x^3-22180*a*b*r^3*x^4-896*a*c^6*x^2-3168*a*c^5*g*x^2-3440 *a*c^5*p*x^2-1584*a*c^5*q*x^2-5584*a*c^5*r*x^2+6464*a*c^5*x^3-4096*a*c^4*g^2*x^ 2-10704*a*c^4*g*p*x^2-4704*a*c^4*g*q*x^2-17400*a*c^4*g*r*x^2+14384*a*c^4*g*x^3-\ 4968*a*c^4*p^2*x^2-5232*a*c^4*p*q*x^2-15968*a*c^4*p*r*x^2+18560*a*c^4*p*x^3-\ 1032*a*c^4*q^2*x^2-8384*a*c^4*q*r*x^2+11904*a*c^4*q*x^3-11360*a*c^4*r^2*x^2+ 44960*a*c^4*r*x^3+1472*a*c^4*x^4-2512*a*c^3*g^3*x^2-11488*a*c^3*g^2*p*x^2-4856* a*c^3*g^2*q*x^2-18860*a*c^3*g^2*r*x^2+10280*a*c^3*g^2*x^3-13096*a*c^3*g*p^2*x^2 -13376*a*c^3*g*p*q*x^2-42324*a*c^3*g*p*r*x^2+34952*a*c^3*g*p*x^3-2480*a*c^3*g*q ^2*x^2-21308*a*c^3*g*q*r*x^2+21208*a*c^3*g*q*x^3-30172*a*c^3*g*r^2*x^2+93492*a* c^3*g*r*x^3+10856*a*c^3*g*x^4-3508*a*c^3*p^3*x^2-6060*a*c^3*p^2*q*x^2-16844*a*c ^3*p^2*r*x^2+20128*a*c^3*p^2*x^3-2844*a*c^3*p*q^2*x^2-19240*a*c^3*p*q*r*x^2+ 28400*a*c^3*p*q*x^3-24140*a*c^3*p*r^2*x^2+94048*a*c^3*p*r*x^3+1136*a*c^3*p*x^4-\ 292*a*c^3*q^3*x^2-4484*a*c^3*q^2*r*x^2+8272*a*c^3*q^2*x^3-13436*a*c^3*q*r^2*x^2 +67424*a*c^3*q*r*x^3+1136*a*c^3*q*x^4-10804*a*c^3*r^3*x^2+83420*a*c^3*r^2*x^3-\ 30656*a*c^3*r*x^4-744*a*c^2*g^4*x^2-5476*a*c^2*g^3*p*x^2-2208*a*c^2*g^3*q*x^2-\ 9170*a*c^2*g^3*r*x^2+1924*a*c^2*g^3*x^3-10938*a*c^2*g^2*p^2*x^2-10888*a*c^2*g^2 *p*q*x^2-35652*a*c^2*g^2*p*r*x^2+20520*a*c^2*g^2*p*x^3-1910*a*c^2*g^2*q^2*x^2-\ 17508*a*c^2*g^2*q*r*x^2+11216*a*c^2*g^2*q*x^3-25444*a*c^2*g^2*r^2*x^2+63944*a*c ^2*g^2*r*x^3+14192*a*c^2*g^2*x^4-7420*a*c^2*g*p^3*x^2-12576*a*c^2*g*p^2*q*x^2-\ 35892*a*c^2*g*p^2*r*x^2+29892*a*c^2*g*p^2*x^3-5692*a*c^2*g*p*q^2*x^2-39884*a*c^ 2*g*p*q*r*x^2+40816*a*c^2*g*p*q*x^3-51726*a*c^2*g*p*r^2*x^2+152658*a*c^2*g*p*r* x^3+12848*a*c^2*g*p*x^4-536*a*c^2*g*q^3*x^2-8832*a*c^2*g*q^2*r*x^2+10924*a*c^2* g*q^2*x^3-27740*a*c^2*g*q*r^2*x^2+107418*a*c^2*g*q*r*x^3+12848*a*c^2*g*q*x^4-\ 23254*a*c^2*g*r^3*x^2+138808*a*c^2*g*r^2*x^3-31948*a*c^2*g*r*x^4-1270*a*c^2*p^4 *x^2-3120*a*c^2*p^3*q*x^2-8116*a*c^2*p^3*r*x^2+10432*a*c^2*p^3*x^3-2460*a*c^2*p ^2*q^2*x^2-14820*a*c^2*p^2*q*r*x^2+23496*a*c^2*p^2*q*x^3-17534*a*c^2*p^2*r^2*x^ 2+70600*a*c^2*p^2*r*x^3-504*a*c^2*p^2*x^4-640*a*c^2*p*q^3*x^2-7692*a*c^2*p*q^2* r*x^2+15696*a*c^2*p*q^2*x^3-20932*a*c^2*p*q*r^2*x^2+106800*a*c^2*p*q*r*x^3-1008 *a*c^2*p*q*x^4-15800*a*c^2*p*r^3*x^2+125106*a*c^2*p*r^2*x^3-44696*a*c^2*p*r*x^4 -30*a*c^2*q^4*x^2-988*a*c^2*q^3*r*x^2+2632*a*c^2*q^3*x^3-5222*a*c^2*q^2*r^2*x^2 +36200*a*c^2*q^2*r*x^3-504*a*c^2*q^2*x^4-9232*a*c^2*q*r^3*x^2+92506*a*c^2*q*r^2 *x^3-44696*a*c^2*q*r*x^4-5112*a*c^2*r^4*x^2+66720*a*c^2*r^3*x^3-58852*a*c^2*r^2 *x^4-86*a*c*g^5*x^2-1137*a*c*g^4*p*x^2-423*a*c*g^4*q*x^2-1980*a*c*g^4*r*x^2-614 *a*c*g^4*x^3-3600*a*c*g^3*p^2*x^2-3472*a*c*g^3*p*q*x^2-11893*a*c*g^3*p*r*x^2+ 3586*a*c*g^3*p*x^3-566*a*c*g^3*q^2*x^2-5719*a*c*g^3*q*r*x^2+1262*a*c*g^3*q*x^3-\ 8495*a*c*g^3*r^2*x^2+16305*a*c*g^3*r*x^3+6786*a*c*g^3*x^4-4301*a*c*g^2*p^3*x^2-\ 7167*a*c*g^2*p^2*q*x^2-20977*a*c*g^2*p^2*r*x^2+12510*a*c*g^2*p^2*x^3-3137*a*c*g ^2*p*q^2*x^2-22888*a*c*g^2*p*q*r*x^2+16204*a*c*g^2*p*q*x^3-30340*a*c*g^2*p*r^2* x^2+72125*a*c*g^2*p*r*x^3+12194*a*c*g^2*p*x^4-271*a*c*g^2*q^3*x^2-4917*a*c*g^2* q^2*r*x^2+3694*a*c*g^2*q^2*x^3-15901*a*c*g^2*q*r^2*x^2+49903*a*c*g^2*q*r*x^3+ 12194*a*c*g^2*q*x^4-13664*a*c*g^2*r^3*x^2+67105*a*c*g^2*r^2*x^3-5918*a*c*g^2*r* x^4-1960*a*c*g*p^4*x^2-4768*a*c*g*p^3*q*x^2-12606*a*c*g*p^3*r*x^2+10870*a*c*g*p ^3*x^3-3694*a*c*g*p^2*q^2*x^2-22666*a*c*g*p^2*q*r*x^2+23950*a*c*g*p^2*q*x^3-\ 27390*a*c*g*p^2*r^2*x^2+79916*a*c*g*p^2*r*x^3+4706*a*c*g*p^2*x^4-924*a*c*g*p*q^ 3*x^2-11444*a*c*g*p*q^2*r*x^2+15290*a*c*g*p*q^2*x^3-32016*a*c*g*p*q*r^2*x^2+ 119336*a*c*g*p*q*r*x^3+9412*a*c*g*p*q*x^4-24802*a*c*g*p*r^3*x^2+145707*a*c*g*p* r^2*x^3-32722*a*c*g*p*r*x^4-38*a*c*g*q^4*x^2-1384*a*c*g*q^3*r*x^2+2210*a*c*g*q^ 3*x^3-7682*a*c*g*q^2*r^2*x^2+39420*a*c*g*q^2*r*x^3+4706*a*c*g*q^2*x^4-14118*a*c *g*q*r^3*x^2+105897*a*c*g*q*r^2*x^3-32722*a*c*g*q*r*x^4-8058*a*c*g*r^4*x^2+ 79020*a*c*g*r^3*x^3-50858*a*c*g*r^2*x^4-216*a*c*p^5*x^2-696*a*c*p^4*q*x^2-1722* a*c*p^4*r*x^2+2596*a*c*p^4*x^3-792*a*c*p^3*q^2*x^2-4404*a*c*p^3*q*r*x^2+8148*a* c*p^3*q*x^3-4972*a*c*p^3*r^2*x^2+22544*a*c*p^3*r*x^3-620*a*c*p^3*x^4-360*a*c*p^ 2*q^3*x^2-3714*a*c*p^2*q^2*r*x^2+8868*a*c*p^2*q^2*x^3-9396*a*c*p^2*q*r^2*x^2+ 53200*a*c*p^2*q*r*x^3-1860*a*c*p^2*q*x^4-6744*a*c*p^2*r^3*x^2+59462*a*c*p^2*r^2 *x^3-21704*a*c*p^2*r*x^4-48*a*c*p*q^4*x^2-1104*a*c*p*q^3*r*x^2+3676*a*c*p*q^3*x ^3-5136*a*c*p*q^2*r^2*x^2+38768*a*c*p*q^2*r*x^3-1860*a*c*p*q^2*x^4-8364*a*c*p*q *r^3*x^2+92004*a*c*p*q*r^2*x^3-43408*a*c*p*q*r*x^4-4380*a*c*p*r^4*x^2+63328*a*c *p*r^3*x^3-54858*a*c*p*r^2*x^4-72*a*c*q^4*r*x^2+360*a*c*q^4*x^3-712*a*c*q^3*r^2 *x^2+8112*a*c*q^3*r*x^3-620*a*c*q^3*x^4-2214*a*c*q^2*r^3*x^2+32542*a*c*q^2*r^2* x^3-21704*a*c*q^2*r*x^4-2676*a*c*q*r^4*x^2+48100*a*c*q*r^3*x^3-54858*a*c*q*r^2* x^4-1102*a*c*r^5*x^2+23814*a*c*r^4*x^3-37556*a*c*r^3*x^4-74*a*g^5*p*x^2-22*a*g^ 5*q*x^2-142*a*g^5*r*x^2-200*a*g^5*x^3-392*a*g^4*p^2*x^2-359*a*g^4*p*q*x^2-1326* a*g^4*p*r*x^2-128*a*g^4*p*x^3-51*a*g^4*q^2*x^2-622*a*g^4*q*r*x^2-266*a*g^4*q*x^ 3-948*a*g^4*r^2*x^2+1043*a*g^4*r*x^3+1110*a*g^4*x^4-734*a*g^3*p^3*x^2-1197*a*g^ 3*p^2*q*x^2-3621*a*g^3*p^2*r*x^2+1298*a*g^3*p^2*x^3-501*a*g^3*p*q^2*x^2-3878*a* g^3*p*q*r*x^2+1448*a*g^3*p*q*x^3-5256*a*g^3*p*r^2*x^2+9654*a*g^3*p*r*x^3+3027*a *g^3*p*x^4-38*a*g^3*q^3*x^2-811*a*g^3*q^2*r*x^2+150*a*g^3*q^2*x^3-2695*a*g^3*q* r^2*x^2+6525*a*g^3*q*r*x^3+3027*a*g^3*q*x^4-2369*a*g^3*r^3*x^2+9278*a*g^3*r^2*x ^3+1196*a*g^3*r*x^4-596*a*g^2*p^4*x^2-1434*a*g^2*p^3*q*x^2-3864*a*g^2*p^3*r*x^2 +2410*a*g^2*p^3*x^3-1089*a*g^2*p^2*q^2*x^2-6862*a*g^2*p^2*q*r*x^2+5148*a*g^2*p^ 2*q*x^3-8436*a*g^2*p^2*r^2*x^2+19606*a*g^2*p^2*r*x^3+2549*a*g^2*p^2*x^4-260*a*g ^2*p*q^3*x^2-3393*a*g^2*p*q^2*r*x^2+3066*a*g^2*p*q^2*x^3-9708*a*g^2*p*q*r^2*x^2 +28936*a*g^2*p*q*r*x^3+5098*a*g^2*p*q*x^4-7664*a*g^2*p*r^3*x^2+36673*a*g^2*p*r^ 2*x^3-3657*a*g^2*p*r*x^4-9*a*g^2*q^4*x^2-395*a*g^2*q^3*r*x^2+328*a*g^2*q^3*x^3-\ 2272*a*g^2*q^2*r^2*x^2+9330*a*g^2*q^2*r*x^3+2549*a*g^2*q^2*x^4-4280*a*g^2*q*r^3 *x^2+26286*a*g^2*q*r^2*x^3-3657*a*g^2*q*r*x^4-2496*a*g^2*r^4*x^2+20106*a*g^2*r^ 3*x^3-8626*a*g^2*r^2*x^4-192*a*g*p^5*x^2-618*a*g*p^4*q*x^2-1533*a*g*p^4*r*x^2+ 1432*a*g*p^4*x^3-702*a*g*p^3*q^2*x^2-3904*a*g*p^3*q*r*x^2+4422*a*g*p^3*q*x^3-\ 4436*a*g*p^3*r^2*x^2+13480*a*g*p^3*r*x^3+498*a*g*p^3*x^4-318*a*g*p^2*q^3*x^2-\ 3269*a*g*p^2*q^2*r*x^2+4674*a*g*p^2*q^2*x^3-8324*a*g*p^2*q*r^2*x^2+31502*a*g*p^ 2*q*r*x^3+1494*a*g*p^2*q*x^4-6030*a*g*p^2*r^3*x^2+36703*a*g*p^2*r^2*x^3-8374*a* g*p^2*r*x^4-42*a*g*p*q^4*x^2-958*a*g*p*q^3*r*x^2+1810*a*g*p*q^3*x^3-4496*a*g*p* q^2*r^2*x^2+22564*a*g*p*q^2*r*x^3+1494*a*g*p*q^2*x^4-7408*a*g*p*q*r^3*x^2+56124 *a*g*p*q*r^2*x^3-16748*a*g*p*q*r*x^4-3924*a*g*p*r^4*x^2+39874*a*g*p*r^3*x^3-\ 24675*a*g*p*r^2*x^4-60*a*g*q^4*r*x^2+126*a*g*q^4*x^3-608*a*g*q^3*r^2*x^2+4542*a *g*q^3*r*x^3+498*a*g*q^3*x^4-1929*a*g*q^2*r^3*x^2+19421*a*g*q^2*r^2*x^3-8374*a* g*q^2*r*x^4-2370*a*g*q*r^4*x^2+29804*a*g*q*r^3*x^3-24675*a*g*q*r^2*x^4-989*a*g* r^5*x^2+15219*a*g*r^4*x^3-17778*a*g*r^3*x^4-12*a*p^6*x^2-48*a*p^5*q*x^2-114*a*p ^5*r*x^2+248*a*p^5*x^3-72*a*p^4*q^2*x^2-378*a*p^4*q*r*x^2+1006*a*p^4*q*x^3-410* a*p^4*r^2*x^2+2568*a*p^4*r*x^3-134*a*p^4*x^4-48*a*p^3*q^3*x^2-450*a*p^3*q^2*r*x ^2+1544*a*p^3*q^2*x^3-1076*a*p^3*q*r^2*x^2+8328*a*p^3*q*r*x^3-536*a*p^3*q*x^4-\ 740*a*p^3*r^3*x^2+8882*a*p^3*r^2*x^3-3510*a*p^3*r*x^4-12*a*p^2*q^4*x^2-222*a*p^ 2*q^3*r*x^2+1076*a*p^2*q^3*x^3-942*a*p^2*q^2*r^2*x^2+9576*a*p^2*q^2*r*x^3-804*a *p^2*q^2*x^4-1440*a*p^2*q*r^3*x^2+21336*a*p^2*q*r^2*x^3-10530*a*p^2*q*r*x^4-720 *a*p^2*r^4*x^2+14056*a*p^2*r^3*x^3-12716*a*p^2*r^2*x^4-36*a*p*q^4*r*x^2+304*a*p *q^4*x^3-296*a*p*q^3*r^2*x^2+4440*a*p*q^3*r*x^3-536*a*p*q^3*x^4-822*a*p*q^2*r^3 *x^2+16026*a*p*q^2*r^2*x^3-10530*a*p*q^2*r*x^4-924*a*p*q*r^4*x^2+22220*a*p*q*r^ 3*x^3-25432*a*p*q*r^2*x^4-362*a*p*r^5*x^2+10498*a*p*r^4*x^3-17056*a*p*r^3*x^4+ 14*a*q^5*x^3-20*a*q^4*r^2*x^2+624*a*q^4*r*x^3-134*a*q^4*x^4-122*a*q^3*r^3*x^2+ 3572*a*q^3*r^2*x^3-3510*a*q^3*r*x^4-258*a*q^2*r^4*x^2+8164*a*q^2*r^3*x^3-12716* a*q^2*r^2*x^4-230*a*q*r^5*x^2+8206*a*q*r^4*x^3-17056*a*q*r^3*x^4-74*a*r^6*x^2+ 3004*a*r^5*x^3-7870*a*r^4*x^4-32*b^6*x^3-64*b^5*c^2*x^2-48*b^5*c*g*x^2-112*b^5* c*p*x^2-144*b^5*c*r*x^2-64*b^5*c*x^3-32*b^5*g*p*x^2-64*b^5*g*r*x^2-256*b^5*g*x^ 3-40*b^5*p^2*x^2-112*b^5*p*r*x^2-64*b^5*p*x^3-128*b^5*q*x^3-56*b^5*r^2*x^2+192* b^5*r*x^3+528*b^5*x^4-416*b^4*c^3*x^2-592*b^4*c^2*g*x^2-960*b^4*c^2*p*x^2-176*b ^4*c^2*q*x^2-1408*b^4*c^2*r*x^2+992*b^4*c^2*x^3-192*b^4*c*g^2*x^2-872*b^4*c*g*p *x^2-152*b^4*c*g*q*x^2-1464*b^4*c*g*r*x^2-616*b^4*c*g*x^3-648*b^4*c*p^2*x^2-336 *b^4*c*p*q*x^2-2000*b^4*c*p*r*x^2+1144*b^4*c*p*x^3-464*b^4*c*q*r*x^2+24*b^4*c*q *x^3-1304*b^4*c*r^2*x^2+4712*b^4*c*r*x^3+3152*b^4*c*x^4-136*b^4*g^2*p*x^2-16*b^ 4*g^2*q*x^2-280*b^4*g^2*r*x^2-680*b^4*g^2*x^3-292*b^4*g*p^2*x^2-128*b^4*g*p*q*x ^2-984*b^4*g*p*r*x^2-308*b^4*g*p*x^3-256*b^4*g*q*r*x^2-584*b^4*g*q*x^3-676*b^4* g*r^2*x^2+1120*b^4*g*r*x^3+2196*b^4*g*x^4-136*b^4*p^3*x^2-136*b^4*p^2*q*x^2-656 *b^4*p^2*r*x^2+348*b^4*p^2*x^3-400*b^4*p*q*r*x^2+148*b^4*p*q*x^3-904*b^4*p*r^2* x^2+2700*b^4*p*r*x^3+1372*b^4*p*x^4-200*b^4*q^2*x^3-216*b^4*q*r^2*x^2+1232*b^4* q*r*x^3+1372*b^4*q*x^4-384*b^4*r^3*x^2+2360*b^4*r^2*x^3+488*b^4*r*x^4-1024*b^3* c^4*x^2-2192*b^3*c^3*g*x^2-2912*b^3*c^3*p*x^2-848*b^3*c^3*q*x^2-4480*b^3*c^3*r* x^2+4672*b^3*c^3*x^3-1424*b^3*c^2*g^2*x^2-4656*b^3*c^2*g*p*x^2-1312*b^3*c^2*g*q *x^2-7712*b^3*c^2*g*r*x^2+2960*b^3*c^2*g*x^3-2784*b^3*c^2*p^2*x^2-2064*b^3*c^2* p*q*x^2-8784*b^3*c^2*p*r*x^2+8224*b^3*c^2*p*x^3-168*b^3*c^2*q^2*x^2-3072*b^3*c^ 2*q*r*x^2+3472*b^3*c^2*q*x^3-6024*b^3*c^2*r^2*x^2+23624*b^3*c^2*r*x^3+6616*b^3* c^2*x^4-292*b^3*c*g^3*x^2-2032*b^3*c*g^2*p*x^2-524*b^3*c*g^2*q*x^2-3632*b^3*c*g ^2*r*x^2-1400*b^3*c*g^2*x^3-3004*b^3*c*g*p^2*x^2-2120*b^3*c*g*p*q*x^2-9992*b^3* c*g*p*r*x^2+4052*b^3*c*g*p*x^3-156*b^3*c*g*q^2*x^2-3568*b^3*c*g*q*r*x^2+336*b^3 *c*g*q*x^3-7072*b^3*c*g*r^2*x^2+18748*b^3*c*g*r*x^3+10504*b^3*c*g*x^4-1100*b^3* c*p^3*x^2-1448*b^3*c*p^2*q*x^2-5316*b^3*c*p^2*r*x^2+4708*b^3*c*p^2*x^3-348*b^3* c*p*q^2*x^2-4464*b^3*c*p*q*r*x^2+4972*b^3*c*p*q*x^3-7524*b^3*c*p*r^2*x^2+26300* b^3*c*p*r*x^3+5448*b^3*c*p*x^4-500*b^3*c*q^2*r*x^2+264*b^3*c*q^2*x^3-2872*b^3*c *q*r^2*x^2+15256*b^3*c*q*r*x^3+5448*b^3*c*q*x^4-3308*b^3*c*r^3*x^2+23568*b^3*c* r^2*x^3-3896*b^3*c*r*x^4-216*b^3*g^3*p*x^2-40*b^3*g^3*q*x^2-448*b^3*g^3*r*x^2-\ 856*b^3*g^3*x^3-670*b^3*g^2*p^2*x^2-428*b^3*g^2*p*q*x^2-2352*b^3*g^2*p*r*x^2-\ 522*b^3*g^2*p*x^3-24*b^3*g^2*q^2*x^2-836*b^3*g^2*q*r*x^2-980*b^3*g^2*q*x^3-1708 *b^3*g^2*r^2*x^2+2282*b^3*g^2*r*x^3+3582*b^3*g^2*x^4-608*b^3*g*p^3*x^2-760*b^3* g*p^2*q*x^2-3060*b^3*g*p^2*r*x^2+1328*b^3*g*p^2*x^3-152*b^3*g*p*q^2*x^2-2528*b^ 3*g*p*q*r*x^2+832*b^3*g*p*q*x^3-4416*b^3*g*p*r^2*x^2+10770*b^3*g*p*r*x^3+4610*b ^3*g*p*x^4-304*b^3*g*q^2*r*x^2-496*b^3*g*q^2*x^3-1704*b^3*g*q*r^2*x^2+5886*b^3* g*q*r*x^3+4610*b^3*g*q*x^4-1964*b^3*g*r^3*x^2+10154*b^3*g*r^2*x^3+1690*b^3*g*r* x^4-154*b^3*p^4*x^2-308*b^3*p^3*q*x^2-1008*b^3*p^3*r*x^2+882*b^3*p^3*x^3-154*b^ 3*p^2*q^2*x^2-1468*b^3*p^2*q*r*x^2+1612*b^3*p^2*q*x^3-2192*b^3*p^2*r^2*x^2+7124 *b^3*p^2*r*x^3+1070*b^3*p^2*x^4-460*b^3*p*q^2*r*x^2+578*b^3*p*q^2*x^3-2004*b^3* p*q*r^2*x^2+9208*b^3*p*q*r*x^3+2140*b^3*p*q*x^4-1976*b^3*p*r^3*x^2+13042*b^3*p* r^2*x^3-2354*b^3*p*r*x^4-152*b^3*q^3*x^3-254*b^3*q^2*r^2*x^2+2084*b^3*q^2*r*x^3 +1070*b^3*q^2*x^4-844*b^3*q*r^3*x^2+7884*b^3*q*r^2*x^3-2354*b^3*q*r*x^4-638*b^3 *r^4*x^2+6996*b^3*r^3*x^3-4572*b^3*r^2*x^4-1216*b^2*c^5*x^2-3520*b^2*c^4*g*x^2-\ 4096*b^2*c^4*p*x^2-1488*b^2*c^4*q*x^2-6432*b^2*c^4*r*x^2+7936*b^2*c^4*x^3-3456* b^2*c^3*g^2*x^2-9640*b^2*c^3*g*p*x^2-3384*b^2*c^3*g*q*x^2-15840*b^2*c^3*g*r*x^2 +11592*b^2*c^3*g*x^3-4984*b^2*c^3*p^2*x^2-4368*b^2*c^3*p*q*x^2-15808*b^2*c^3*p* r*x^2+18248*b^2*c^3*p*x^3-576*b^2*c^3*q^2*x^2-6720*b^2*c^3*q*r*x^2+9880*b^2*c^3 *q*x^3-11024*b^2*c^3*r^2*x^2+46464*b^2*c^3*r*x^3+5688*b^2*c^3*x^4-1424*b^2*c^2* g^3*x^2-7216*b^2*c^2*g^2*p*x^2-2412*b^2*c^2*g^2*q*x^2-12352*b^2*c^2*g^2*r*x^2+ 3400*b^2*c^2*g^2*x^3-9032*b^2*c^2*g*p^2*x^2-7664*b^2*c^2*g*p*q*x^2-29680*b^2*c^ 2*g*p*r*x^2+21384*b^2*c^2*g*p*x^3-944*b^2*c^2*g*q^2*x^2-12496*b^2*c^2*g*q*r*x^2 +9688*b^2*c^2*g*q*x^3-21136*b^2*c^2*g*r^2*x^2+66032*b^2*c^2*g*r*x^3+17072*b^2*c ^2*g*x^4-2808*b^2*c^2*p^3*x^2-4204*b^2*c^2*p^2*q*x^2-13488*b^2*c^2*p^2*r*x^2+ 15112*b^2*c^2*p^2*x^3-1464*b^2*c^2*p*q^2*x^2-13128*b^2*c^2*p*q*r*x^2+18816*b^2* c^2*p*q*x^3-19184*b^2*c^2*p*r^2*x^2+75108*b^2*c^2*p*r*x^3+6256*b^2*c^2*p*x^4-68 *b^2*c^2*q^3*x^2-2200*b^2*c^2*q^2*r*x^2+3704*b^2*c^2*q^2*x^3-8836*b^2*c^2*q*r^2 *x^2+48324*b^2*c^2*q*r*x^3+6256*b^2*c^2*q*x^4-8504*b^2*c^2*r^3*x^2+66856*b^2*c^ 2*r^2*x^3-21460*b^2*c^2*r*x^4-212*b^2*c*g^4*x^2-2034*b^2*c*g^3*p*x^2-618*b^2*c* g^3*q*x^2-3688*b^2*c*g^3*r*x^2-1326*b^2*c*g^3*x^3-4616*b^2*c*g^2*p^2*x^2-3748*b ^2*c*g^2*p*q*x^2-15636*b^2*c*g^2*p*r*x^2+5306*b^2*c*g^2*p*x^3-416*b^2*c*g^2*q^2 *x^2-6488*b^2*c*g^2*q*r*x^2+822*b^2*c*g^2*q*x^3-11296*b^2*c*g^2*r^2*x^2+25622*b ^2*c*g^2*r*x^3+12826*b^2*c*g^2*x^4-3520*b^2*c*g*p^3*x^2-5120*b^2*c*g*p^2*q*x^2-\ 17406*b^2*c*g*p^2*r*x^2+12530*b^2*c*g*p^2*x^3-1666*b^2*c*g*p*q^2*x^2-16664*b^2* c*g*p*q*r*x^2+14048*b^2*c*g*p*q*x^3-25150*b^2*c*g*p*r^2*x^2+73360*b^2*c*g*p*r*x ^3+14390*b^2*c*g*p*x^4-66*b^2*c*g*q^3*x^2-2774*b^2*c*g*q^2*r*x^2+1518*b^2*c*g*q ^2*x^3-11482*b^2*c*g*q*r^2*x^2+45902*b^2*c*g*q*r*x^3+14390*b^2*c*g*q*x^4-11264* b^2*c*g*r^3*x^2+67796*b^2*c*g*r^2*x^3-8494*b^2*c*g*r*x^4-738*b^2*c*p^4*x^2-1628 *b^2*c*p^3*q*x^2-4760*b^2*c*p^3*r*x^2+5394*b^2*c*p^3*x^3-1042*b^2*c*p^2*q^2*x^2 -7732*b^2*c*p^2*q*r*x^2+11050*b^2*c*p^2*q*x^3-10296*b^2*c*p^2*r^2*x^2+39054*b^2 *c*p^2*r*x^3+1990*b^2*c*p^2*x^4-152*b^2*c*p*q^3*x^2-3196*b^2*c*p*q^2*r*x^2+5918 *b^2*c*p*q^2*x^3-10748*b^2*c*p*q*r^2*x^2+54476*b^2*c*p*q*r*x^3+3980*b^2*c*p*q*x ^4-9264*b^2*c*p*r^3*x^2+70156*b^2*c*p*r^2*x^3-21922*b^2*c*p*r*x^4-224*b^2*c*q^3 *r*x^2+262*b^2*c*q^3*x^3-2022*b^2*c*q^2*r^2*x^2+15422*b^2*c*q^2*r*x^3+1990*b^2* c*q^2*x^4-4644*b^2*c*q*r^3*x^2+47006*b^2*c*q*r^2*x^3-21922*b^2*c*q*r*x^4-2990*b ^2*c*r^4*x^2+37528*b^2*c*r^3*x^3-32200*b^2*c*r^2*x^4-162*b^2*g^4*p*x^2-36*b^2*g ^4*q*x^2-334*b^2*g^4*r*x^2-560*b^2*g^4*x^3-673*b^2*g^3*p^2*x^2-504*b^2*g^3*p*q* x^2-2374*b^2*g^3*p*r*x^2-412*b^2*g^3*p*x^3-44*b^2*g^3*q^2*x^2-960*b^2*g^3*q*r*x ^2-776*b^2*g^3*q*x^3-1742*b^2*g^3*r^2*x^2+2111*b^2*g^3*r*x^3+2856*b^2*g^3*x^4-\ 927*b^2*g^2*p^3*x^2-1299*b^2*g^2*p^2*q*x^2-4696*b^2*g^2*p^2*r*x^2+1822*b^2*g^2* p^2*x^3-384*b^2*g^2*p*q^2*x^2-4394*b^2*g^2*p*q*r*x^2+1436*b^2*g^2*p*q*x^3-6856* b^2*g^2*p*r^2*x^2+14816*b^2*g^2*p*r*x^3+5675*b^2*g^2*p*x^4-12*b^2*g^2*q^3*x^2-\ 720*b^2*g^2*q^2*r*x^2-386*b^2*g^2*q^2*x^3-3084*b^2*g^2*q*r^2*x^2+8869*b^2*g^2*q *r*x^3+5675*b^2*g^2*q*x^4-3087*b^2*g^2*r^3*x^2+14356*b^2*g^2*r^2*x^3+2154*b^2*g ^2*r*x^4-487*b^2*g*p^4*x^2-1046*b^2*g*p^3*q*x^2-3220*b^2*g*p^3*r*x^2+2368*b^2*g *p^3*x^3-631*b^2*g*p^2*q^2*x^2-5134*b^2*g*p^2*q*r*x^2+4522*b^2*g*p^2*q*x^3-7058 *b^2*g*p^2*r^2*x^2+19777*b^2*g*p^2*r*x^3+2927*b^2*g*p^2*x^4-72*b^2*g*p*q^3*x^2-\ 2058*b^2*g*p*q^2*r*x^2+1940*b^2*g*p*q^2*x^3-7250*b^2*g*p*q*r^2*x^2+26942*b^2*g* p*q*r*x^3+5854*b^2*g*p*q*x^4-6404*b^2*g*p*r^3*x^2+36885*b^2*g*p*r^2*x^3-5181*b^ 2*g*p*r*x^4-144*b^2*g*q^3*r*x^2-214*b^2*g*q^3*x^3-1347*b^2*g*q^2*r^2*x^2+7165*b ^2*g*q^2*r*x^3+2927*b^2*g*q^2*x^4-3162*b^2*g*q*r^3*x^2+24116*b^2*g*q*r^2*x^3-\ 5181*b^2*g*q*r*x^4-2079*b^2*g*r^4*x^2+20008*b^2*g*r^3*x^3-11078*b^2*g*r^2*x^4-\ 72*b^2*p^5*x^2-216*b^2*p^4*q*x^2-582*b^2*p^4*r*x^2+704*b^2*p^4*x^3-216*b^2*p^3* q^2*x^2-1380*b^2*p^3*q*r*x^2+2056*b^2*p^3*q*x^3-1692*b^2*p^3*r^2*x^2+6558*b^2*p ^3*r*x^3+142*b^2*p^3*x^4-72*b^2*p^2*q^3*x^2-1014*b^2*p^2*q^2*r*x^2+1944*b^2*p^2 *q^2*x^3-2940*b^2*p^2*q*r^2*x^2+14554*b^2*p^2*q*r*x^3+426*b^2*p^2*q*x^4-2304*b^ 2*p^2*r^3*x^2+17688*b^2*p^2*r^2*x^3-5596*b^2*p^2*r*x^4-216*b^2*p*q^3*r*x^2+536* b^2*p*q^3*x^3-1368*b^2*p*q^2*r^2*x^2+9434*b^2*p*q^2*r*x^3+426*b^2*p*q^2*x^4-\ 2604*b^2*p*q*r^3*x^2+25508*b^2*p*q*r^2*x^3-11192*b^2*p*q*r*x^4-1500*b^2*p*r^4*x ^2+19080*b^2*p*r^3*x^3-15566*b^2*p*r^2*x^4-56*b^2*q^4*x^3-120*b^2*q^3*r^2*x^2+ 1438*b^2*q^3*r*x^3+142*b^2*q^3*x^4-570*b^2*q^2*r^3*x^2+7820*b^2*q^2*r^2*x^3-\ 5596*b^2*q^2*r*x^4-828*b^2*q*r^4*x^2+13332*b^2*q*r^3*x^3-15566*b^2*q*r^2*x^4-\ 378*b^2*r^5*x^2+7246*b^2*r^4*x^3-11090*b^2*r^3*x^4-704*b*c^6*x^2-2592*b*c^5*g*x ^2-2736*b*c^5*p*x^2-1136*b*c^5*q*x^2-4336*b*c^5*r*x^2+5952*b*c^5*x^3-3424*b*c^4 *g^2*x^2-8688*b*c^4*g*p*x^2-3456*b*c^4*g*q*x^2-14136*b*c^4*g*r*x^2+13200*b*c^4* g*x^3-4008*b*c^4*p^2*x^2-3888*b*c^4*p*q*x^2-12704*b*c^4*p*r*x^2+16768*b*c^4*p*x ^3-648*b*c^4*q^2*x^2-6080*b*c^4*q*r*x^2+10112*b*c^4*q*x^3-8912*b*c^4*r^2*x^2+ 40032*b*c^4*r*x^3+1472*b*c^4*x^4-2128*b*c^3*g^3*x^2-9392*b*c^3*g^2*p*x^2-3592*b *c^3*g^2*q*x^2-15644*b*c^3*g^2*r*x^2+9400*b*c^3*g^2*x^3-10616*b*c^3*g*p^2*x^2-\ 9968*b*c^3*g*p*q*x^2-34460*b*c^3*g*p*r*x^2+31208*b*c^3*g*p*x^3-1552*b*c^3*g*q^2 *x^2-15972*b*c^3*g*q*r*x^2+17464*b*c^3*g*q*x^3-24520*b*c^3*g*r^2*x^2+83820*b*c^ 3*g*r*x^3+10856*b*c^3*g*x^4-2884*b*c^3*p^3*x^2-4668*b*c^3*p^2*q*x^2-13748*b*c^3 *p^2*r*x^2+18032*b*c^3*p^2*x^3-1932*b*c^3*p*q^2*x^2-14632*b*c^3*p*q*r*x^2+24208 *b*c^3*p*q*x^3-19532*b*c^3*p*r^2*x^2+84000*b*c^3*p*r*x^3+1136*b*c^3*p*x^4-148*b *c^3*q^3*x^2-2972*b*c^3*q^2*r*x^2+6176*b*c^3*q^2*x^3-10028*b*c^3*q*r^2*x^2+ 57376*b*c^3*q*r*x^3+1136*b*c^3*q*x^4-8668*b*c^3*r^3*x^2+73892*b*c^3*r^2*x^3-\ 30656*b*c^3*r*x^4-636*b*c^2*g^4*x^2-4476*b*c^2*g^3*p*x^2-1624*b*c^2*g^3*q*x^2-\ 7682*b*c^2*g^3*r*x^2+1740*b*c^2*g^3*x^3-8846*b*c^2*g^2*p^2*x^2-8056*b*c^2*g^2*p *q*x^2-29256*b*c^2*g^2*p*r*x^2+18000*b*c^2*g^2*p*x^3-1170*b*c^2*g^2*q^2*x^2-\ 13272*b*c^2*g^2*q*r*x^2+8696*b*c^2*g^2*q*x^3-20992*b*c^2*g^2*r^2*x^2+57400*b*c^ 2*g^2*r*x^3+14192*b*c^2*g^2*x^4-6044*b*c^2*g*p^3*x^2-9544*b*c^2*g*p^2*q*x^2-\ 29436*b*c^2*g*p^2*r*x^2+26324*b*c^2*g*p^2*x^3-3756*b*c^2*g*p*q^2*x^2-30548*b*c^ 2*g*p*q*r*x^2+33680*b*c^2*g*p*q*x^3-42374*b*c^2*g*p*r^2*x^2+136422*b*c^2*g*p*r* x^3+12848*b*c^2*g*p*x^4-256*b*c^2*g*q^3*x^2-5952*b*c^2*g*q^2*r*x^2+7356*b*c^2*g *q^2*x^3-21144*b*c^2*g*q*r^2*x^2+91182*b*c^2*g*q*r*x^3+12848*b*c^2*g*q*x^4-\ 18982*b*c^2*g*r^3*x^2+123864*b*c^2*g*r^2*x^3-31948*b*c^2*g*r*x^4-1074*b*c^2*p^4 *x^2-2512*b*c^2*p^3*q*x^2-6844*b*c^2*p^3*r*x^2+9336*b*c^2*p^3*x^3-1812*b*c^2*p^ 2*q^2*x^2-11868*b*c^2*p^2*q*r*x^2+20208*b*c^2*p^2*q*x^3-14714*b*c^2*p^2*r^2*x^2 +63448*b*c^2*p^2*r*x^3-504*b*c^2*p^2*x^4-384*b*c^2*p*q^3*x^2-5604*b*c^2*p*q^2*r *x^2+12408*b*c^2*p*q^2*x^3-16588*b*c^2*p*q*r^2*x^2+92496*b*c^2*p*q*r*x^3-1008*b *c^2*p*q*x^4-13192*b*c^2*p*r^3*x^2+111942*b*c^2*p*r^2*x^3-44696*b*c^2*p*r*x^4-\ 10*b*c^2*q^4*x^2-580*b*c^2*q^3*r*x^2+1536*b*c^2*q^3*x^3-3698*b*c^2*q^2*r^2*x^2+ 29048*b*c^2*q^2*r*x^3-504*b*c^2*q^2*x^4-7232*b*c^2*q*r^3*x^2+79342*b*c^2*q*r^2* x^3-44696*b*c^2*q*r*x^4-4248*b*c^2*r^4*x^2+59360*b*c^2*r^3*x^3-58852*b*c^2*r^2* x^4-74*b*c*g^5*x^2-921*b*c*g^4*p*x^2-303*b*c*g^4*q*x^2-1662*b*c*g^4*r*x^2-570*b *c*g^4*x^3-2888*b*c*g^3*p^2*x^2-2524*b*c*g^3*p*q*x^2-9763*b*c*g^3*p*r*x^2+2978* b*c*g^3*p*x^3-330*b*c*g^3*q^2*x^2-4333*b*c*g^3*q*r*x^2+654*b*c*g^3*q*x^3-7058*b *c*g^3*r^2*x^2+14551*b*c*g^3*r*x^3+6786*b*c*g^3*x^4-3469*b*c*g^2*p^3*x^2-5351*b *c*g^2*p^2*q*x^2-17163*b*c*g^2*p^2*r*x^2+10762*b*c*g^2*p^2*x^3-2001*b*c*g^2*p*q ^2*x^2-17464*b*c*g^2*p*q*r*x^2+12708*b*c*g^2*p*q*x^3-24892*b*c*g^2*p*r^2*x^2+ 64201*b*c*g^2*p*r*x^3+12194*b*c*g^2*p*x^4-119*b*c*g^2*q^3*x^2-3307*b*c*g^2*q^2* r*x^2+1946*b*c*g^2*q^2*x^3-12181*b*c*g^2*q*r^2*x^2+41979*b*c*g^2*q*r*x^3+12194* b*c*g^2*q*x^4-11198*b*c*g^2*r^3*x^2+60039*b*c*g^2*r^2*x^3-5918*b*c*g^2*r*x^4-\ 1616*b*c*g*p^4*x^2-3708*b*c*g*p^3*q*x^2-10492*b*c*g*p^3*r*x^2+9518*b*c*g*p^3*x^ 3-2578*b*c*g*p^2*q^2*x^2-17852*b*c*g*p^2*q*r*x^2+19894*b*c*g*p^2*q*x^3-22820*b* c*g*p^2*r^2*x^2+71436*b*c*g*p^2*r*x^3+4706*b*c*g*p^2*x^4-496*b*c*g*p*q^3*x^2-\ 8158*b*c*g*p*q^2*r*x^2+11234*b*c*g*p*q^2*x^3-25188*b*c*g*p*q*r^2*x^2+102376*b*c *g*p*q*r*x^3+9412*b*c*g*p*q*x^4-20628*b*c*g*p*r^3*x^2+130319*b*c*g*p*r^2*x^3-\ 32722*b*c*g*p*r*x^4-10*b*c*g*q^4*x^2-798*b*c*g*q^3*r*x^2+858*b*c*g*q^3*x^3-5424 *b*c*g*q^2*r^2*x^2+30940*b*c*g*q^2*r*x^3+4706*b*c*g*q^2*x^4-11044*b*c*g*q*r^3*x ^2+90509*b*c*g*q*r^2*x^3-32722*b*c*g*q*r*x^4-6684*b*c*g*r^4*x^2+70340*b*c*g*r^3 *x^3-50858*b*c*g*r^2*x^4-192*b*c*p^5*x^2-600*b*c*p^4*q*x^2-1530*b*c*p^4*r*x^2+ 2336*b*c*p^4*x^3-648*b*c*p^3*q^2*x^2-3792*b*c*p^3*q*r*x^2+7108*b*c*p^3*q*x^3-\ 4408*b*c*p^3*r^2*x^2+20464*b*c*p^3*r*x^3-620*b*c*p^3*x^4-264*b*c*p^2*q^3*x^2-\ 3030*b*c*p^2*q^2*r*x^2+7308*b*c*p^2*q^2*x^3-8052*b*c*p^2*q*r^2*x^2+46960*b*c*p^ 2*q*r*x^3-1860*b*c*p^2*q*x^4-5964*b*c*p^2*r^3*x^2+53922*b*c*p^2*r^2*x^3-21704*b *c*p^2*r*x^4-24*b*c*p*q^4*x^2-804*b*c*p*q^3*r*x^2+2636*b*c*p*q^3*x^3-4140*b*c*p *q^2*r^2*x^2+32528*b*c*p*q^2*r*x^3-1860*b*c*p*q^2*x^4-7128*b*c*p*q*r^3*x^2+ 80924*b*c*p*q*r^2*x^3-43408*b*c*p*q*r*x^4-3864*b*c*p*r^4*x^2+57276*b*c*p*r^3*x^ 3-54858*b*c*p*r^2*x^4-36*b*c*q^4*r*x^2+100*b*c*q^4*x^3-496*b*c*q^3*r^2*x^2+6032 *b*c*q^3*r*x^3-620*b*c*q^3*x^4-1758*b*c*q^2*r^3*x^2+27002*b*c*q^2*r^2*x^3-21704 *b*c*q^2*r*x^4-2268*b*c*q*r^4*x^2+42048*b*c*q*r^3*x^3-54858*b*c*q*r^2*x^4-970*b *c*r^5*x^2+21482*b*c*r^4*x^3-37556*b*c*r^3*x^4-58*b*g^5*p*x^2-14*b*g^5*q*x^2-\ 118*b*g^5*r*x^2-184*b*g^5*x^3-309*b*g^4*p^2*x^2-251*b*g^4*p*q*x^2-1081*b*g^4*p* r*x^2-158*b*g^4*p*x^3-26*b*g^4*q^2*x^2-465*b*g^4*q*r*x^2-296*b*g^4*q*x^3-789*b* g^4*r^2*x^2+901*b*g^4*r*x^3+1110*b*g^4*x^4-584*b*g^3*p^3*x^2-873*b*g^3*p^2*q*x^ 2-2941*b*g^3*p^2*r*x^2+1054*b*g^3*p^2*x^3-303*b*g^3*p*q^2*x^2-2924*b*g^3*p*q*r* x^2+960*b*g^3*p*q*x^3-4294*b*g^3*p*r^2*x^2+8495*b*g^3*p*r*x^3+3027*b*g^3*p*x^4-\ 14*b*g^3*q^3*x^2-537*b*g^3*q^2*r*x^2-94*b*g^3*q^2*x^3-2058*b*g^3*q*r^2*x^2+5366 *b*g^3*q*r*x^3+3027*b*g^3*q*x^4-1937*b*g^3*r^3*x^2+8290*b*g^3*r^2*x^3+1196*b*g^ 3*r*x^4-483*b*g^2*p^4*x^2-1088*b*g^2*p^3*q*x^2-3179*b*g^2*p^3*r*x^2+2056*b*g^2* p^3*x^3-729*b*g^2*p^2*q^2*x^2-5319*b*g^2*p^2*q*r*x^2+4086*b*g^2*p^2*q*x^3-6964* b*g^2*p^2*r^2*x^2+17386*b*g^2*p^2*r*x^3+2549*b*g^2*p^2*x^4-126*b*g^2*p*q^3*x^2-\ 2362*b*g^2*p*q^2*r*x^2+2004*b*g^2*p*q^2*x^3-7548*b*g^2*p*q*r^2*x^2+24496*b*g^2* p*q*r*x^3+5098*b*g^2*p*q*x^4-6323*b*g^2*p*r^3*x^2+32678*b*g^2*p*r^2*x^3-3657*b* g^2*p*r*x^4-2*b*g^2*q^4*x^2-222*b*g^2*q^3*r*x^2-26*b*g^2*q^3*x^3-1584*b*g^2*q^2 *r^2*x^2+7110*b*g^2*q^2*r*x^3+2549*b*g^2*q^2*x^4-3317*b*g^2*q*r^3*x^2+22291*b*g ^2*q*r^2*x^3-3657*b*g^2*q*r*x^4-2055*b*g^2*r^4*x^2+17830*b*g^2*r^3*x^3-8626*b*g ^2*r^2*x^4-162*b*g*p^5*x^2-498*b*g*p^4*q*x^2-1311*b*g*p^4*r*x^2+1254*b*g*p^4*x^ 3-522*b*g*p^3*q^2*x^2-3202*b*g*p^3*q*r*x^2+3710*b*g*p^3*q*x^3-3812*b*g*p^3*r^2* x^2+12090*b*g*p^3*r*x^3+498*b*g*p^3*x^4-198*b*g*p^2*q^3*x^2-2495*b*g*p^2*q^2*r* x^2+3606*b*g*p^2*q^2*x^3-6860*b*g*p^2*q*r^2*x^2+27332*b*g*p^2*q*r*x^3+1494*b*g* p^2*q*x^4-5190*b*g*p^2*r^3*x^2+33019*b*g*p^2*r^2*x^3-8374*b*g*p^2*r*x^4-12*b*g* p*q^4*x^2-628*b*g*p*q^3*r*x^2+1098*b*g*p*q^3*x^3-3440*b*g*p*q^2*r^2*x^2+18394*b *g*p*q^2*r*x^3+1494*b*g*p*q^2*x^4-6106*b*g*p*q*r^3*x^2+48756*b*g*p*q*r^2*x^3-\ 16748*b*g*p*q*r*x^4-3378*b*g*p*r^4*x^2+35812*b*g*p*r^3*x^3-24675*b*g*p*r^2*x^4-\ 24*b*g*q^4*r*x^2-52*b*g*q^4*x^3-392*b*g*q^3*r^2*x^2+3152*b*g*q^3*r*x^3+498*b*g* q^3*x^4-1467*b*g*q^2*r^3*x^2+15737*b*g*q^2*r^2*x^3-8374*b*g*q^2*r*x^4-1950*b*g* q*r^4*x^2+25742*b*g*q*r^3*x^3-24675*b*g*q*r^2*x^4-851*b*g*r^5*x^2+13629*b*g*r^4 *x^3-17778*b*g*r^3*x^4-12*b*p^6*x^2-48*b*p^5*q*x^2-114*b*p^5*r*x^2+226*b*p^5*x^ 3-72*b*p^4*q^2*x^2-378*b*p^4*q*r*x^2+896*b*p^4*q*x^3-410*b*p^4*r^2*x^2+2368*b*p ^4*r*x^3-134*b*p^4*x^4-48*b*p^3*q^3*x^2-450*b*p^3*q^2*r*x^2+1324*b*p^3*q^2*x^3-\ 1076*b*p^3*q*r^2*x^2+7528*b*p^3*q*r*x^3-536*b*p^3*q*x^4-740*b*p^3*r^3*x^2+8212* b*p^3*r^2*x^3-3510*b*p^3*r*x^4-12*b*p^2*q^4*x^2-222*b*p^2*q^3*r*x^2+856*b*p^2*q ^3*x^3-942*b*p^2*q^2*r^2*x^2+8376*b*p^2*q^2*r*x^3-804*b*p^2*q^2*x^4-1440*b*p^2* q*r^3*x^2+19326*b*p^2*q*r^2*x^3-10530*b*p^2*q*r*x^4-720*b*p^2*r^4*x^2+13004*b*p ^2*r^3*x^3-12716*b*p^2*r^2*x^4-36*b*p*q^4*r*x^2+194*b*p*q^4*x^3-296*b*p*q^3*r^2 *x^2+3640*b*p*q^3*r*x^3-536*b*p*q^3*x^4-822*b*p*q^2*r^3*x^2+14016*b*p*q^2*r^2*x ^3-10530*b*p*q^2*r*x^4-924*b*p*q*r^4*x^2+20116*b*p*q*r^3*x^3-25432*b*p*q*r^2*x^ 4-362*b*p*r^5*x^2+9714*b*p*r^4*x^3-17056*b*p*r^3*x^4-8*b*q^5*x^3-20*b*q^4*r^2*x ^2+424*b*q^4*r*x^3-134*b*q^4*x^4-122*b*q^3*r^3*x^2+2902*b*q^3*r^2*x^3-3510*b*q^ 3*r*x^4-258*b*q^2*r^4*x^2+7112*b*q^2*r^3*x^3-12716*b*q^2*r^2*x^4-230*b*q*r^5*x^ 2+7422*b*q*r^4*x^3-17056*b*q*r^3*x^4-74*b*r^6*x^2+2780*b*r^5*x^3-7870*b*r^4*x^4 -160*c^7*x^2-720*c^6*g*x^2-704*c^6*p*x^2-320*c^6*q*x^2-1120*c^6*r*x^2+1664*c^6* x^3-1200*c^5*g^2*x^2-2864*c^5*g*p*x^2-1232*c^5*g*q*x^2-4608*c^5*g*r*x^2+4928*c^ 5*g*x^3-1200*c^5*p^2*x^2-1248*c^5*p*q*x^2-3792*c^5*p*r*x^2+5536*c^5*p*x^3-240*c ^5*q^2*x^2-1968*c^5*q*r*x^2+3552*c^5*q*x^3-2664*c^5*r^2*x^2+12672*c^5*r*x^3-224 *c^5*x^4-1000*c^4*g^3*x^2-4096*c^4*g^2*p*x^2-1696*c^4*g^2*q*x^2-6672*c^4*g^2*r* x^2+5312*c^4*g^2*x^3-4320*c^4*g*p^2*x^2-4320*c^4*g*p*q*x^2-13872*c^4*g*p*r*x^2+ 14240*c^4*g*p*x^3-768*c^4*g*q^2*x^2-6816*c^4*g*q*r*x^2+8736*c^4*g*q*x^3-9852*c^ 4*g*r^2*x^2+35520*c^4*g*r*x^3+2096*c^4*g*x^4-1040*c^4*p^3*x^2-1776*c^4*p^2*q*x^ 2-4920*c^4*p^2*r*x^2+7296*c^4*p^2*x^3-816*c^4*p*q^2*x^2-5568*c^4*p*q*r*x^2+ 10240*c^4*p*q*x^3-6968*c^4*p*r^2*x^2+32560*c^4*p*r*x^3-1056*c^4*p*x^4-80*c^4*q^ 3*x^2-1272*c^4*q^2*r*x^2+2944*c^4*q^2*x^3-3848*c^4*q*r^2*x^2+23120*c^4*q*r*x^3-\ 1056*c^4*q*x^4-3088*c^4*r^3*x^2+28320*c^4*r^2*x^3-13616*c^4*r*x^4-450*c^3*g^4*x ^2-2792*c^3*g^3*p*x^2-1112*c^3*g^3*q*x^2-4624*c^3*g^3*r*x^2+2464*c^3*g^3*x^3-\ 5104*c^3*g^2*p^2*x^2-4968*c^3*g^2*p*q*x^2-16584*c^3*g^2*p*r*x^2+12864*c^3*g^2*p *x^3-832*c^3*g^2*q^2*x^2-7920*c^3*g^2*q*r*x^2+7424*c^3*g^2*q*x^3-11838*c^3*g^2* r^2*x^2+35424*c^3*g^2*r*x^3+4824*c^3*g^2*x^4-3228*c^3*g*p^3*x^2-5364*c^3*g*p^2* q*x^2-15552*c^3*g*p^2*r*x^2+15648*c^3*g*p^2*x^3-2340*c^3*g*p*q^2*x^2-16936*c^3* g*p*q*r*x^2+21312*c^3*g*p*q*x^3-22336*c^3*g*p*r^2*x^2+75896*c^3*g*p*r*x^3+2816* c^3*g*p*x^4-204*c^3*g*q^3*x^2-3600*c^3*g*q^2*r*x^2+5664*c^3*g*q^2*x^3-11728*c^3 *g*q*r^2*x^2+52744*c^3*g*q*r*x^3+2816*c^3*g*q*x^4-10012*c^3*g*r^3*x^2+68016*c^3 *g*r^2*x^3-22744*c^3*g*r*x^4-490*c^3*p^4*x^2-1192*c^3*p^3*q*x^2-3092*c^3*p^3*r* x^2+4912*c^3*p^3*x^3-924*c^3*p^2*q^2*x^2-5604*c^3*p^2*q*r*x^2+10992*c^3*p^2*q*x ^3-6610*c^3*p^2*r^2*x^2+31992*c^3*p^2*r*x^3-1552*c^3*p^2*x^4-232*c^3*p*q^3*x^2-\ 2868*c^3*p*q^2*r*x^2+7248*c^3*p*q^2*x^3-7844*c^3*p*q*r^2*x^2+48000*c^3*p*q*r*x^ 3-3104*c^3*p*q*x^4-5904*c^3*p*r^3*x^2+55632*c^3*p*r^2*x^3-25768*c^3*p*r*x^4-10* c^3*q^4*x^2-356*c^3*q^3*r*x^2+1168*c^3*q^3*x^3-1930*c^3*q^2*r^2*x^2+16008*c^3*q ^2*r*x^3-1552*c^3*q^2*x^4-3432*c^3*q*r^3*x^2+40848*c^3*q*r^2*x^3-25768*c^3*q*r* x^4-1896*c^3*r^4*x^2+29264*c^3*r^3*x^3-31856*c^3*r^2*x^4-105*c^2*g^5*x^2-964*c^ 2*g^4*p*x^2-364*c^2*g^4*q*x^2-1638*c^2*g^4*r*x^2+328*c^2*g^4*x^3-2676*c^2*g^3*p ^2*x^2-2532*c^2*g^3*p*q*x^2-8808*c^2*g^3*p*r*x^2+4856*c^2*g^3*p*x^3-396*c^2*g^3 *q^2*x^2-4116*c^2*g^3*q*r*x^2+2472*c^2*g^3*q*x^3-6309*c^2*g^3*r^2*x^2+15696*c^2 *g^3*r*x^3+3812*c^2*g^3*x^4-2968*c^2*g^2*p^3*x^2-4840*c^2*g^2*p^2*q*x^2-14462*c ^2*g^2*p^2*r*x^2+11040*c^2*g^2*p^2*x^3-2032*c^2*g^2*p*q^2*x^2-15424*c^2*g^2*p*q *r*x^2+14496*c^2*g^2*p*q*x^3-20902*c^2*g^2*p*r^2*x^2+58384*c^2*g^2*p*r*x^3+5968 *c^2*g^2*p*x^4-160*c^2*g^2*q^3*x^2-3158*c^2*g^2*q^2*r*x^2+3456*c^2*g^2*q^2*x^3-\ 10702*c^2*g^2*q*r^2*x^2+39920*c^2*g^2*q*r*x^3+5968*c^2*g^2*q*x^4-9408*c^2*g^2*r ^3*x^2+53496*c^2*g^2*r^2*x^3-11556*c^2*g^2*r*x^4-1267*c^2*g*p^4*x^2-3028*c^2*g* p^3*q*x^2-8136*c^2*g*p^3*r*x^2+8272*c^2*g*p^3*x^3-2274*c^2*g*p^2*q^2*x^2-14380* c^2*g*p^2*q*r*x^2+18096*c^2*g*p^2*q*x^3-17637*c^2*g*p^2*r^2*x^2+58508*c^2*g*p^2 *r*x^3+1080*c^2*g*p^2*x^4-532*c^2*g*p*q^3*x^2-7036*c^2*g*p*q^2*r*x^2+11376*c^2* g*p*q^2*x^3-20266*c^2*g*p*q*r^2*x^2+86400*c^2*g*p*q*r*x^3+2160*c^2*g*p*q*x^4-\ 15934*c^2*g*p*r^3*x^2+105232*c^2*g*p*r^2*x^3-33340*c^2*g*p*r*x^4-19*c^2*g*q^4*x ^2-792*c^2*g*q^3*r*x^2+1552*c^2*g*q^3*x^3-4689*c^2*g*q^2*r^2*x^2+27892*c^2*g*q^ 2*r*x^3+1080*c^2*g*q^2*x^4-8914*c^2*g*q*r^3*x^2+75584*c^2*g*q*r^2*x^3-33340*c^2 *g*q*r*x^4-5166*c^2*g*r^4*x^2+56608*c^2*g*r^3*x^3-46228*c^2*g*r^2*x^4-120*c^2*p ^5*x^2-384*c^2*p^4*q*x^2-948*c^2*p^4*r*x^2+1784*c^2*p^4*x^3-432*c^2*p^3*q^2*x^2 -2412*c^2*p^3*q*r*x^2+5568*c^2*p^3*q*x^3-2716*c^2*p^3*r^2*x^2+14988*c^2*p^3*r*x ^3-1024*c^2*p^3*x^4-192*c^2*p^2*q^3*x^2-2016*c^2*p^2*q^2*r*x^2+6000*c^2*p^2*q^2 *x^3-5112*c^2*p^2*q*r^2*x^2+35148*c^2*p^2*q*r*x^3-3072*c^2*p^2*q*x^4-3660*c^2*p ^2*r^3*x^2+38832*c^2*p^2*r^2*x^3-18228*c^2*p^2*r*x^4-24*c^2*p*q^4*x^2-588*c^2*p *q^3*r*x^2+2432*c^2*p*q^3*x^3-2772*c^2*p*q^2*r^2*x^2+25332*c^2*p*q^2*r*x^3-3072 *c^2*p*q^2*x^4-4524*c^2*p*q*r^3*x^2+59760*c^2*p*q*r^2*x^3-36456*c^2*p*q*r*x^4-\ 2364*c^2*p*r^4*x^2+40804*c^2*p*r^3*x^3-43496*c^2*p*r^2*x^4-36*c^2*q^4*r*x^2+216 *c^2*q^4*x^3-376*c^2*q^3*r^2*x^2+5172*c^2*q^3*r*x^3-1024*c^2*q^3*x^4-1188*c^2*q ^2*r^3*x^2+20928*c^2*q^2*r^2*x^3-18228*c^2*q^2*r*x^4-1440*c^2*q*r^4*x^2+30876*c ^2*q*r^3*x^3-43496*c^2*q*r^2*x^4-592*c^2*r^5*x^2+15176*c^2*r^4*x^3-28976*c^2*r^ 3*x^4-10*c*g^6*x^2-155*c*g^5*p*x^2-53*c*g^5*q*x^2-276*c*g^5*r*x^2-92*c*g^5*x^3-\ 633*c*g^4*p^2*x^2-576*c*g^4*p*q*x^2-2121*c*g^4*p*r*x^2+598*c*g^4*p*x^3-81*c*g^4 *q^2*x^2-969*c*g^4*q*r*x^2+162*c*g^4*q*x^3-1524*c*g^4*r^2*x^2+2928*c*g^4*r*x^3+ 1312*c*g^4*x^4-1067*c*g^3*p^3*x^2-1705*c*g^3*p^2*q*x^2-5258*c*g^3*p^2*r*x^2+ 2952*c*g^3*p^2*x^3-685*c*g^3*p*q^2*x^2-5506*c*g^3*p*q*r*x^2+3632*c*g^3*p*q*x^3-\ 7634*c*g^3*p*r^2*x^2+17742*c*g^3*p*r*x^3+3328*c*g^3*p*x^4-47*c*g^3*q^3*x^2-1094 *c*g^3*q^2*r*x^2+680*c*g^3*q^2*x^3-3830*c*g^3*q*r^2*x^2+11922*c*g^3*q*r*x^3+ 3328*c*g^3*q*x^4-3443*c*g^3*r^3*x^2+16644*c*g^3*r^2*x^3-1306*c*g^3*r*x^4-813*c* g^2*p^4*x^2-1918*c*g^2*p^3*q*x^2-5275*c*g^2*p^3*r*x^2+4048*c*g^2*p^3*x^3-1406*c *g^2*p^2*q^2*x^2-9189*c*g^2*p^2*q*r*x^2+8640*c*g^2*p^2*q*x^3-11510*c*g^2*p^2*r^ 2*x^2+30950*c*g^2*p^2*r*x^3+2350*c*g^2*p^2*x^4-310*c*g^2*p*q^3*x^2-4383*c*g^2*p *q^2*r*x^2+5136*c*g^2*p*q^2*x^3-12996*c*g^2*p*q*r^2*x^2+45168*c*g^2*p*q*r*x^3+ 4700*c*g^2*p*q*x^4-10447*c*g^2*p*r^3*x^2+57010*c*g^2*p*r^2*x^3-11874*c*g^2*p*r* x^4-9*c*g^2*q^4*x^2-469*c*g^2*q^3*r*x^2+544*c*g^2*q^3*x^3-2918*c*g^2*q^2*r^2*x^ 2+14218*c*g^2*q^2*r*x^3+2350*c*g^2*q^2*x^4-5725*c*g^2*q*r^3*x^2+40358*c*g^2*q*r ^2*x^3-11874*c*g^2*q*r*x^4-3399*c*g^2*r^4*x^2+31036*c*g^2*r^3*x^3-19450*c*g^2*r ^2*x^4-246*c*g*p^5*x^2-780*c*g*p^4*q*x^2-1968*c*g*p^4*r*x^2+2116*c*g*p^4*x^3-\ 864*c*g*p^3*q^2*x^2-4942*c*g*p^3*q*r*x^2+6480*c*g*p^3*q*x^3-5696*c*g*p^3*r^2*x^ 2+19346*c*g*p^3*r*x^3+16*c*g*p^3*x^4-372*c*g*p^2*q^3*x^2-4040*c*g*p^2*q^2*r*x^2 +6744*c*g*p^2*q^2*x^3-10544*c*g*p^2*q*r^2*x^2+44786*c*g*p^2*q*r*x^3+48*c*g*p^2* q*x^4-7740*c*g*p^2*r^3*x^2+52022*c*g*p^2*r^2*x^3-16282*c*g*p^2*r*x^4-42*c*g*p*q ^4*x^2-1126*c*g*p*q^3*r*x^2+2512*c*g*p*q^3*x^3-5552*c*g*p*q^2*r^2*x^2+31534*c*g *p*q^2*r*x^3+48*c*g*p*q^2*x^4-9382*c*g*p*q*r^3*x^2+78792*c*g*p*q*r^2*x^3-32564* c*g*p*q*r*x^4-5034*c*g*p*r^4*x^2+56036*c*g*p*r^3*x^3-43514*c*g*p*r^2*x^4-60*c*g *q^4*r*x^2+132*c*g*q^4*x^3-704*c*g*q^3*r^2*x^2+6094*c*g*q^3*r*x^3+16*c*g*q^3*x^ 4-2376*c*g*q^2*r^3*x^2+26770*c*g*q^2*r^2*x^3-16282*c*g*q^2*r*x^4-3000*c*g*q*r^4 *x^2+41540*c*g*q*r^3*x^3-43514*c*g*q*r^2*x^4-1268*c*g*r^5*x^2+21244*c*g*r^4*x^3 -30452*c*g*r^3*x^4-12*c*p^6*x^2-48*c*p^5*q*x^2-114*c*p^5*r*x^2+330*c*p^5*x^3-72 *c*p^4*q^2*x^2-378*c*p^4*q*r*x^2+1334*c*p^4*q*x^3-410*c*p^4*r^2*x^2+3314*c*p^4* r*x^3-318*c*p^4*x^4-48*c*p^3*q^3*x^2-450*c*p^3*q^2*r*x^2+2036*c*p^3*q^2*x^3-\ 1076*c*p^3*q*r^2*x^2+10708*c*p^3*q*r*x^3-1272*c*p^3*q*x^4-740*c*p^3*r^3*x^2+ 11268*c*p^3*r^2*x^3-5710*c*p^3*r*x^4-12*c*p^2*q^4*x^2-222*c*p^2*q^3*r*x^2+1404* c*p^2*q^3*x^3-942*c*p^2*q^2*r^2*x^2+12240*c*p^2*q^2*r*x^3-1908*c*p^2*q^2*x^4-\ 1440*c*p^2*q*r^3*x^2+26988*c*p^2*q*r^2*x^3-17130*c*p^2*q*r*x^4-720*c*p^2*r^4*x^ 2+17610*c*p^2*r^3*x^3-19604*c*p^2*r^2*x^4-36*c*p*q^4*r*x^2+386*c*p*q^4*x^3-296* c*p*q^3*r^2*x^2+5612*c*p*q^3*r*x^3-1272*c*p*q^3*x^4-822*c*p*q^2*r^3*x^2+20172*c *p*q^2*r^2*x^3-17130*c*p*q^2*r*x^4-924*c*p*q*r^4*x^2+27784*c*p*q*r^3*x^3-39208* c*p*q*r^2*x^4-362*c*p*r^5*x^2+13022*c*p*r^4*x^3-25548*c*p*r^3*x^4+14*c*q^5*x^3-\ 20*c*q^4*r^2*x^2+766*c*q^4*r*x^3-318*c*q^4*x^4-122*c*q^3*r^3*x^2+4452*c*q^3*r^2 *x^3-5710*c*q^3*r*x^4-258*c*q^2*r^4*x^2+10174*c*q^2*r^3*x^3-19604*c*q^2*r^2*x^4 -230*c*q*r^5*x^2+10170*c*q*r^4*x^3-25548*c*q*r^3*x^4-74*c*r^6*x^2+3696*c*r^5*x^ 3-11508*c*r^4*x^4-8*g^6*p*x^2-2*g^6*q*x^2-16*g^6*r*x^2-24*g^6*x^3-53*g^5*p^2*x^ 2-45*g^5*p*q*x^2-183*g^5*p*r*x^2-24*g^5*p*x^3-5*g^5*q^2*x^2-81*g^5*q*r*x^2-44*g ^5*q*x^3-132*g^5*r^2*x^2+144*g^5*r*x^3+168*g^5*x^4-130*g^4*p^3*x^2-202*g^4*p^2* q*x^2-650*g^4*p^2*r*x^2+216*g^4*p^2*x^3-76*g^4*p*q^2*x^2-666*g^4*p*q*r*x^2+216* g^4*p*q*x^3-948*g^4*p*r^2*x^2+1727*g^4*p*r*x^3+590*g^4*p*x^4-4*g^4*q^3*x^2-128* g^4*q^2*r*x^2-465*g^4*q*r^2*x^2+1129*g^4*q*r*x^3+590*g^4*q*x^4-428*g^4*r^3*x^2+ 1680*g^4*r^2*x^3+244*g^4*r*x^4-151*g^3*p^4*x^2-351*g^3*p^3*q*x^2-990*g^3*p^3*r* x^2+570*g^3*p^3*x^3-250*g^3*p^2*q^2*x^2-1700*g^3*p^2*q*r*x^2+1170*g^3*p^2*q*x^3 -2172*g^3*p^2*r^2*x^2+4847*g^3*p^2*r*x^3+711*g^3*p^2*x^4-51*g^3*p*q^3*x^2-791*g ^3*p*q^2*r*x^2+630*g^3*p*q^2*x^3-2412*g^3*p*q*r^2*x^2+6984*g^3*p*q*r*x^3+1422*g ^3*p*q*x^4-1978*g^3*p*r^3*x^2+9151*g^3*p*r^2*x^3-823*g^3*p*r*x^4-g^3*q^4*x^2-81 *g^3*q^3*r*x^2+30*g^3*q^3*x^3-528*g^3*q^2*r^2*x^2+2137*g^3*q^2*r*x^3+711*g^3*q^ 2*x^4-1063*g^3*q*r^3*x^2+6389*g^3*q*r^2*x^3-823*g^3*q*r*x^4-645*g^3*r^4*x^2+ 5024*g^3*r^3*x^3-2150*g^3*r^2*x^4-84*g^2*p^5*x^2-264*g^2*p^4*q*x^2-678*g^2*p^4* r*x^2+540*g^2*p^4*x^3-288*g^2*p^3*q^2*x^2-1686*g^2*p^3*q*r*x^2+1624*g^2*p^3*q*x ^3-1974*g^2*p^3*r^2*x^2+5307*g^2*p^3*r*x^3+286*g^2*p^3*x^4-120*g^2*p^2*q^3*x^2-\ 1356*g^2*p^2*q^2*r*x^2+1632*g^2*p^2*q^2*x^3-3612*g^2*p^2*q*r^2*x^2+12171*g^2*p^ 2*q*r*x^3+858*g^2*p^2*q*x^4-2694*g^2*p^2*r^3*x^2+14640*g^2*p^2*r^2*x^3-3048*g^2 *p^2*r*x^4-12*g^2*p*q^4*x^2-366*g^2*p*q^3*r*x^2+552*g^2*p*q^3*x^3-1866*g^2*p*q^ 2*r^2*x^2+8421*g^2*p*q^2*r*x^3+858*g^2*p*q^2*x^4-3222*g^2*p*q*r^3*x^2+21936*g^2 *p*q*r^2*x^3-6096*g^2*p*q*r*x^4-1758*g^2*p*r^4*x^2+16005*g^2*p*r^3*x^3-9475*g^2 *p*r^2*x^4-18*g^2*q^4*r*x^2+4*g^2*q^4*x^3-228*g^2*q^3*r^2*x^2+1557*g^2*q^3*r*x^ 3+286*g^2*q^3*x^4-798*g^2*q^2*r^3*x^2+7296*g^2*q^2*r^2*x^3-3048*g^2*q^2*r*x^4-\ 1032*g^2*q*r^4*x^2+11687*g^2*q*r^3*x^3-9475*g^2*q*r^2*x^4-444*g^2*r^5*x^2+6132* g^2*r^4*x^3-6920*g^2*r^3*x^4-18*g*p^6*x^2-72*g*p^5*q*x^2-171*g*p^5*r*x^2+210*g* p^5*x^3-108*g*p^4*q^2*x^2-567*g*p^4*q*r*x^2+834*g*p^4*q*x^3-615*g*p^4*r^2*x^2+ 2313*g*p^4*r*x^3-41*g*p^4*x^4-72*g*p^3*q^3*x^2-675*g*p^3*q^2*r*x^2+1236*g*p^3*q ^2*x^3-1614*g*p^3*q*r^2*x^2+7386*g*p^3*q*r*x^3-164*g*p^3*q*x^4-1110*g*p^3*r^3*x ^2+8205*g*p^3*r^2*x^3-2649*g*p^3*r*x^4-18*g*p^2*q^4*x^2-333*g*p^2*q^3*r*x^2+804 *g*p^2*q^3*x^3-1413*g*p^2*q^2*r^2*x^2+8280*g*p^2*q^2*r*x^3-246*g*p^2*q^2*x^4-\ 2160*g*p^2*q*r^3*x^2+19401*g*p^2*q*r^2*x^3-7947*g*p^2*q*r*x^4-1080*g*p^2*r^4*x^ 2+13179*g*p^2*r^3*x^3-10200*g*p^2*r^2*x^4-54*g*p*q^4*r*x^2+186*g*p*q^4*x^3-444* g*p*q^3*r^2*x^2+3654*g*p*q^3*r*x^3-164*g*p*q^3*x^4-1233*g*p*q^2*r^3*x^2+14187*g *p*q^2*r^2*x^3-7947*g*p*q^2*r*x^4-1386*g*p*q*r^4*x^2+20484*g*p*q*r^3*x^3-20400* g*p*q*r^2*x^4-543*g*p*r^5*x^2+9945*g*p*r^4*x^3-14028*g*p*r^3*x^4-6*g*q^5*x^3-30 *g*q^4*r^2*x^2+447*g*q^4*r*x^3-41*g*q^4*x^4-183*g*q^3*r^3*x^2+2991*g*q^3*r^2*x^ 3-2649*g*q^3*r*x^4-387*g*q^2*r^4*x^2+7305*g*q^2*r^3*x^3-10200*g*q^2*r^2*x^4-345 *g*q*r^5*x^2+7635*g*q*r^4*x^3-14028*g*q*r^3*x^4-111*g*r^6*x^2+2868*g*r^5*x^3-\ 6578*g*r^4*x^4+24*p^6*x^3+120*p^5*q*x^3+270*p^5*r*x^3-38*p^5*x^4+240*p^4*q^2*x^ 3+1122*p^4*q*r*x^3-190*p^4*q*x^4+1110*p^4*r^2*x^3-668*p^4*r*x^4+240*p^3*q^3*x^3 +1788*p^3*q^2*r*x^3-380*p^3*q^2*x^4+3660*p^3*q*r^2*x^3-2672*p^3*q*r*x^4+2262*p^ 3*r^3*x^3-2910*p^3*r^2*x^4+120*p^2*q^4*x^3+1332*p^2*q^3*r*x^3-380*p^2*q^3*x^4+ 4320*p^2*q^2*r^2*x^3-4008*p^2*q^2*r*x^4+5550*p^2*q*r^3*x^3-8730*p^2*q*r^2*x^4+ 2466*p^2*r^4*x^3-5530*p^2*r^3*x^4+24*p*q^5*x^3+438*p*q^4*r*x^3-190*p*q^4*x^4+ 2100*p*q^3*r^2*x^3-2672*p*q^3*r*x^4+4314*p*q^2*r^3*x^3-8730*p*q^2*r^2*x^4+4008* p*q*r^4*x^3-11060*p*q*r^3*x^4+1380*p*r^5*x^3-4870*p*r^4*x^4+42*q^5*r*x^3-38*q^5 *x^4+330*q^4*r^2*x^3-668*q^4*r*x^4+1026*q^3*r^3*x^3-2910*q^3*r^2*x^4+1542*q^2*r ^4*x^3-5530*q^2*r^3*x^4+1116*q*r^5*x^3-4870*q*r^4*x^4+312*r^6*x^3-1620*r^5*x^4+ 32*a^6*c*x+64*a^6*p*x+16*a^6*q*x+96*a^6*r*x+192*a^6*x^2+128*a^5*b*c*x+240*a^5*b *p*x+48*a^5*b*q*x+352*a^5*b*r*x+848*a^5*b*x^2+192*a^5*c^2*x+112*a^5*c*g*x+528*a ^5*c*p*x+128*a^5*c*q*x+768*a^5*c*r*x+608*a^5*c*x^2+224*a^5*g*p*x+48*a^5*g*q*x+ 320*a^5*g*r*x+736*a^5*g*x^2+224*a^5*p^2*x+160*a^5*p*q*x+624*a^5*p*r*x-144*a^5*p *x^2+16*a^5*q^2*x+224*a^5*q*r*x+88*a^5*q*x^2+400*a^5*r^2*x-904*a^5*r*x^2-1632*a ^5*x^3+192*a^4*b^2*c*x+336*a^4*b^2*p*x+48*a^4*b^2*q*x+480*a^4*b^2*r*x+1472*a^4* b^2*x^2+640*a^4*b*c^2*x+384*a^4*b*c*g*x+1696*a^4*b*c*p*x+336*a^4*b*c*q*x+2432*a ^4*b*c*r*x+2144*a^4*b*c*x^2+704*a^4*b*g*p*x+120*a^4*b*g*q*x+1008*a^4*b*g*r*x+ 2760*a^4*b*g*x^2+736*a^4*b*p^2*x+448*a^4*b*p*q*x+2016*a^4*b*p*r*x-392*a^4*b*p*x ^2+32*a^4*b*q^2*x+624*a^4*b*q*r*x+496*a^4*b*q*x^2+1280*a^4*b*r^2*x-3120*a^4*b*r *x^2-7008*a^4*b*x^3+480*a^4*c^3*x+576*a^4*c^2*g*x+1680*a^4*c^2*p*x+400*a^4*c^2* q*x+2400*a^4*c^2*r*x-368*a^4*c^2*x^2+168*a^4*c*g^2*x+1600*a^4*c*g*p*x+344*a^4*c *g*q*x+2240*a^4*c*g*r*x+1848*a^4*c*g*x^2+1352*a^4*c*p^2*x+928*a^4*c*p*q*x+3696* a^4*c*p*r*x-3440*a^4*c*p*x^2+88*a^4*c*q^2*x+1296*a^4*c*q*r*x-648*a^4*c*q*x^2+ 2344*a^4*c*r^2*x-9800*a^4*c*r*x^2-8840*a^4*c*x^3+328*a^4*g^2*p*x+60*a^4*g^2*q*x +456*a^4*g^2*r*x+1192*a^4*g^2*x^2+704*a^4*g*p^2*x+464*a^4*g*p*q*x+1888*a^4*g*p* r*x-488*a^4*g*p*x^2+40*a^4*g*q^2*x+632*a^4*g*q*r*x+368*a^4*g*q*x^2+1184*a^4*g*r ^2*x-2908*a^4*g*r*x^2-6040*a^4*g*x^3+304*a^4*p^3*x+372*a^4*p^2*q*x+1232*a^4*p^2 *r*x-1632*a^4*p^2*x^2+104*a^4*p*q^2*x+984*a^4*p*q*r*x-1484*a^4*p*q*x^2+1552*a^4 *p*r^2*x-7320*a^4*p*r*x^2-3672*a^4*p*x^3+4*a^4*q^3*x+144*a^4*q^2*r*x-160*a^4*q^ 2*x^2+612*a^4*q*r^2*x-3772*a^4*q*r*x^2-3356*a^4*q*x^3+624*a^4*r^3*x-6044*a^4*r^ 2*x^2-1128*a^4*r*x^3+2244*a^4*x^4+128*a^3*b^3*c*x+208*a^3*b^3*p*x+16*a^3*b^3*q* x+288*a^3*b^3*r*x+1248*a^3*b^3*x^2+768*a^3*b^2*c^2*x+480*a^3*b^2*c*g*x+1968*a^3 *b^2*c*p*x+288*a^3*b^2*c*q*x+2784*a^3*b^2*c*r*x+2816*a^3*b^2*c*x^2+792*a^3*b^2* g*p*x+96*a^3*b^2*g*q*x+1152*a^3*b^2*g*r*x+3928*a^3*b^2*g*x^2+880*a^3*b^2*p^2*x+ 416*a^3*b^2*p*q*x+2352*a^3*b^2*p*r*x-272*a^3*b^2*p*x^2+16*a^3*b^2*q^2*x+576*a^3 *b^2*q*r*x+960*a^3*b^2*q*x^2+1472*a^3*b^2*r^2*x-3976*a^3*b^2*r*x^2-11712*a^3*b^ 2*x^3+1280*a^3*b*c^3*x+1600*a^3*b*c^2*g*x+4384*a^3*b*c^2*p*x+864*a^3*b*c^2*q*x+ 6208*a^3*b*c^2*r*x-1584*a^3*b*c^2*x^2+480*a^3*b*c*g^2*x+4176*a^3*b*c*g*p*x+744* a^3*b*c*g*q*x+5920*a^3*b*c*g*r*x+5424*a^3*b*c*g*x^2+3616*a^3*b*c*p^2*x+2112*a^3 *b*c*p*q*x+9760*a^3*b*c*p*r*x-9944*a^3*b*c*p*x^2+144*a^3*b*c*q^2*x+2944*a^3*b*c *q*r*x-1000*a^3*b*c*q*x^2+6144*a^3*b*c*r^2*x-28552*a^3*b*c*r*x^2-30288*a^3*b*c* x^3+828*a^3*b*g^2*p*x+120*a^3*b*g^2*q*x+1200*a^3*b*g^2*r*x+3664*a^3*b*g^2*x^2+ 1856*a^3*b*g*p^2*x+1032*a^3*b*g*p*q*x+4960*a^3*b*g*p*r*x-884*a^3*b*g*p*x^2+64*a ^3*b*g*q^2*x+1448*a^3*b*g*q*r*x+1656*a^3*b*g*q*x^2+3104*a^3*b*g*r^2*x-8164*a^3* b*g*r*x^2-20864*a^3*b*g*x^3+844*a^3*b*p^3*x+908*a^3*b*p^2*q*x+3392*a^3*b*p^2*r* x-4672*a^3*b*p^2*x^2+196*a^3*b*p*q^2*x+2368*a^3*b*p*q*r*x-3524*a^3*b*p*q*x^2+ 4252*a^3*b*p*r^2*x-21200*a^3*b*p*r*x^2-13148*a^3*b*p*x^3+4*a^3*b*q^3*x+272*a^3* b*q^2*r*x-84*a^3*b*q^2*x^2+1460*a^3*b*q*r^2*x-9700*a^3*b*q*r*x^2-11884*a^3*b*q* x^3+1704*a^3*b*r^3*x-17208*a^3*b*r^2*x^2-4208*a^3*b*r*x^3+8976*a^3*b*x^4+640*a^ 3*c^4*x+1200*a^3*c^3*g*x+2720*a^3*c^3*p*x+640*a^3*c^3*q*x+3840*a^3*c^3*r*x-3776 *a^3*c^3*x^2+720*a^3*c^2*g^2*x+4264*a^3*c^2*g*p*x+920*a^3*c^2*g*q*x+5912*a^3*c^ 2*g*r*x-1408*a^3*c^2*g*x^2+3168*a^3*c^2*p^2*x+2112*a^3*c^2*p*q*x+8544*a^3*c^2*p *r*x-13752*a^3*c^2*p*x^2+192*a^3*c^2*q^2*x+2944*a^3*c^2*q*r*x-3920*a^3*c^2*q*x^ 2+5376*a^3*c^2*r^2*x-32080*a^3*c^2*r*x^2-17040*a^3*c^2*x^3+140*a^3*c*g^3*x+1964 *a^3*c*g^2*p*x+380*a^3*c*g^2*q*x+2716*a^3*c*g^2*r*x+2336*a^3*c*g^2*x^2+3572*a^3 *c*g*p^2*x+2272*a^3*c*g*p*q*x+9468*a^3*c*g*p*r*x-9420*a^3*c*g*p*x^2+188*a^3*c*g *q^2*x+3100*a^3*c*g*q*r*x-1300*a^3*c*g*q*x^2+5896*a^3*c*g*r^2*x-25952*a^3*c*g*r *x^2-26112*a^3*c*g*x^3+1388*a^3*c*p^3*x+1656*a^3*c*p^2*q*x+5544*a^3*c*p^2*r*x-\ 10792*a^3*c*p^2*x^2+444*a^3*c*p*q^2*x+4360*a^3*c*p*q*r*x-9848*a^3*c*p*q*x^2+ 6924*a^3*c*p*r^2*x-44140*a^3*c*p*r*x^2-12424*a^3*c*p*x^3+16*a^3*c*q^3*x+616*a^3 *c*q^2*r*x-1192*a^3*c*q^2*x^2+2704*a^3*c*q*r^2*x-21868*a^3*c*q*r*x^2-12708*a^3* c*q*x^3+2768*a^3*c*r^3*x-35040*a^3*c*r^2*x^2+10616*a^3*c*r*x^3+14100*a^3*c*x^4+ 256*a^3*g^3*p*x+40*a^3*g^3*q*x+360*a^3*g^3*r*x+1048*a^3*g^3*x^2+888*a^3*g^2*p^2 *x+536*a^3*g^2*p*q*x+2326*a^3*g^2*p*r*x-552*a^3*g^2*p*x^2+40*a^3*g^2*q^2*x+734* a^3*g^2*q*r*x+648*a^3*g^2*q*x^2+1438*a^3*g^2*r^2*x-3750*a^3*g^2*r*x^2-8876*a^3* g^2*x^3+840*a^3*g*p^3*x+976*a^3*g*p^2*q*x+3316*a^3*g*p^2*r*x-4472*a^3*g*p^2*x^2 +248*a^3*g*p*q^2*x+2504*a^3*g*p*q*r*x-3668*a^3*g*p*q*x^2+4112*a^3*g*p*r^2*x-\ 19574*a^3*g*p*r*x^2-11244*a^3*g*p*x^3+8*a^3*g*q^3*x+336*a^3*g*q^2*r*x-228*a^3*g *q^2*x^2+1528*a^3*g*q*r^2*x-9422*a^3*g*q*r*x^2-10210*a^3*g*q*x^3+1636*a^3*g*r^3 *x-15652*a^3*g*r^2*x^2-3362*a^3*g*r*x^3+7422*a^3*g*x^4+200*a^3*p^4*x+356*a^3*p^ 3*q*x+1060*a^3*p^3*r*x-2388*a^3*p^3*x^2+176*a^3*p^2*q^2*x+1388*a^3*p^2*q*r*x-\ 3908*a^3*p^2*q*x^2+1980*a^3*p^2*r^2*x-13774*a^3*p^2*r*x^2-1916*a^3*p^2*x^3+20*a ^3*p*q^3*x+452*a^3*p*q^2*r*x-1614*a^3*p*q^2*x^2+1708*a^3*p*q*r^2*x-15236*a^3*p* q*r*x^2-4174*a^3*p*q*x^3+1580*a^3*p*r^3*x-21798*a^3*p*r^2*x^2+8936*a^3*p*r*x^3+ 6450*a^3*p*x^4+28*a^3*q^3*r*x-94*a^3*q^3*x^2+276*a^3*q^2*r^2*x-3396*a^3*q^2*r*x ^2-2258*a^3*q^2*x^3+676*a^3*q*r^3*x-11638*a^3*q*r^2*x^2+5810*a^3*q*r*x^3+6450*a ^3*q*x^4+460*a^3*r^4*x-10412*a^3*r^3*x^2+12624*a^3*r^2*x^3+5418*a^3*r*x^4+32*a^ 2*b^4*c*x+48*a^2*b^4*p*x+64*a^2*b^4*r*x+512*a^2*b^4*x^2+384*a^2*b^3*c^2*x+256*a ^2*b^3*c*g*x+960*a^2*b^3*c*p*x+80*a^2*b^3*c*q*x+1344*a^2*b^3*c*r*x+1664*a^2*b^3 *c*x^2+368*a^2*b^3*g*p*x+24*a^2*b^3*g*q*x+560*a^2*b^3*g*r*x+2584*a^2*b^3*g*x^2+ 448*a^2*b^3*p^2*x+128*a^2*b^3*p*q*x+1152*a^2*b^3*p*r*x+96*a^2*b^3*p*x^2+176*a^2 *b^3*q*r*x+784*a^2*b^3*q*x^2+704*a^2*b^3*r^2*x-2248*a^2*b^3*r*x^2-9408*a^2*b^3* x^3+1152*a^2*b^2*c^3*x+1520*a^2*b^2*c^2*g*x+3888*a^2*b^2*c^2*p*x+576*a^2*b^2*c^ 2*q*x+5472*a^2*b^2*c^2*r*x-2240*a^2*b^2*c^2*x^2+472*a^2*b^2*c*g^2*x+3696*a^2*b^ 2*c*g*p*x+496*a^2*b^2*c*g*q*x+5376*a^2*b^2*c*g*r*x+5736*a^2*b^2*c*g*x^2+3320*a^ 2*b^2*c*p^2*x+1504*a^2*b^2*c*p*q*x+8816*a^2*b^2*c*p*r*x-10000*a^2*b^2*c*p*x^2+ 56*a^2*b^2*c*q^2*x+2096*a^2*b^2*c*q*r*x+80*a^2*b^2*c*q*x^2+5496*a^2*b^2*c*r^2*x -29224*a^2*b^2*c*r*x^2-37824*a^2*b^2*c*x^3+696*a^2*b^2*g^2*p*x+68*a^2*b^2*g^2*q *x+1080*a^2*b^2*g^2*r*x+4032*a^2*b^2*g^2*x^2+1664*a^2*b^2*g*p^2*x+704*a^2*b^2*g *p*q*x+4448*a^2*b^2*g*p*r*x-68*a^2*b^2*g*p*x^2+24*a^2*b^2*g*q^2*x+1048*a^2*b^2* g*q*r*x+2416*a^2*b^2*g*q*x^2+2784*a^2*b^2*g*r^2*x-7896*a^2*b^2*g*r*x^2-26352*a^ 2*b^2*g*x^3+812*a^2*b^2*p^3*x+712*a^2*b^2*p^2*q*x+3224*a^2*b^2*p^2*r*x-4620*a^2 *b^2*p^2*x^2+92*a^2*b^2*p*q^2*x+1816*a^2*b^2*p*q*r*x-2460*a^2*b^2*p*q*x^2+4012* a^2*b^2*p*r^2*x-21464*a^2*b^2*p*r*x^2-17412*a^2*b^2*p*x^3+128*a^2*b^2*q^2*r*x+ 312*a^2*b^2*q^2*x^2+1104*a^2*b^2*q*r^2*x-8252*a^2*b^2*q*r*x^2-15516*a^2*b^2*q*x ^3+1600*a^2*b^2*r^3*x-17024*a^2*b^2*r^2*x^2-5856*a^2*b^2*r*x^3+13464*a^2*b^2*x^ 4+1280*a^2*b*c^4*x+2528*a^2*b*c^3*g*x+5376*a^2*b*c^3*p*x+1056*a^2*b*c^3*q*x+ 7552*a^2*b*c^3*r*x-9312*a^2*b*c^3*x^2+1568*a^2*b*c^2*g^2*x+8544*a^2*b*c^2*g*p*x +1552*a^2*b*c^2*g*q*x+12096*a^2*b*c^2*g*r*x-3648*a^2*b*c^2*g*x^2+6432*a^2*b*c^2 *p^2*x+3648*a^2*b*c^2*p*q*x+17184*a^2*b*c^2*p*r*x-31064*a^2*b*c^2*p*x^2+240*a^2 *b*c^2*q^2*x+5088*a^2*b*c^2*q*r*x-6976*a^2*b*c^2*q*x^2+10752*a^2*b*c^2*r^2*x-\ 71816*a^2*b*c^2*r*x^2-43504*a^2*b*c^2*x^3+312*a^2*b*c*g^3*x+3888*a^2*b*c*g^2*p* x+624*a^2*b*c*g^2*q*x+5632*a^2*b*c*g^2*r*x+5464*a^2*b*c*g^2*x^2+7216*a^2*b*c*g* p^2*x+3880*a^2*b*c*g*p*q*x+19236*a^2*b*c*g*p*r*x-19784*a^2*b*c*g*p*x^2+232*a^2* b*c*g*q^2*x+5500*a^2*b*c*g*q*r*x-516*a^2*b*c*g*q*x^2+12020*a^2*b*c*g*r^2*x-\ 57904*a^2*b*c*g*r*x^2-68128*a^2*b*c*g*x^3+2928*a^2*b*c*p^3*x+3068*a^2*b*c*p^2*q *x+11616*a^2*b*c*p^2*r*x-24132*a^2*b*c*p^2*x^2+632*a^2*b*c*p*q^2*x+7992*a^2*b*c *p*q*r*x-18924*a^2*b*c*p*q*x^2+14448*a^2*b*c*p*r^2*x-99060*a^2*b*c*p*r*x^2-\ 33932*a^2*b*c*p*x^3+12*a^2*b*c*q^3*x+880*a^2*b*c*q^2*r*x-1200*a^2*b*c*q^2*x^2+ 4924*a^2*b*c*q*r^2*x-43656*a^2*b*c*q*r*x^2-34784*a^2*b*c*q*x^3+5760*a^2*b*c*r^3 *x-77580*a^2*b*c*r^2*x^2+26200*a^2*b*c*r*x^3+42300*a^2*b*c*x^4+480*a^2*b*g^3*p* x+56*a^2*b*g^3*q*x+736*a^2*b*g^3*r*x+2480*a^2*b*g^3*x^2+1752*a^2*b*g^2*p^2*x+ 872*a^2*b*g^2*p*q*x+4674*a^2*b*g^2*p*r*x-420*a^2*b*g^2*p*x^2+44*a^2*b*g^2*q^2*x +1294*a^2*b*g^2*q*r*x+2154*a^2*b*g^2*q*x^2+2922*a^2*b*g^2*r^2*x-7950*a^2*b*g^2* r*x^2-23204*a^2*b*g^2*x^3+1740*a^2*b*g*p^3*x+1758*a^2*b*g*p^2*q*x+6888*a^2*b*g* p^2*r*x-9368*a^2*b*g*p^2*x^2+336*a^2*b*g*p*q^2*x+4556*a^2*b*g*p*q*r*x-5924*a^2* b*g*p*q*x^2+8556*a^2*b*g*p*r^2*x-42986*a^2*b*g*p*r*x^2-30718*a^2*b*g*p*x^3+6*a^ 2*b*g*q^3*x+488*a^2*b*g*q^2*r*x+348*a^2*b*g*q^2*x^2+2798*a^2*b*g*q*r^2*x-18182* a^2*b*g*q*r*x^2-27616*a^2*b*g*q*x^3+3408*a^2*b*g*r^3*x-34336*a^2*b*g*r^2*x^2-\ 10122*a^2*b*g*r*x^3+22266*a^2*b*g*x^4+444*a^2*b*p^4*x+716*a^2*b*p^3*q*x+2348*a^ 2*b*p^3*r*x-5388*a^2*b*p^3*x^2+292*a^2*b*p^2*q^2*x+2772*a^2*b*p^2*q*r*x-7882*a^ 2*b*p^2*q*x^2+4380*a^2*b*p^2*r^2*x-31386*a^2*b*p^2*r*x^2-5854*a^2*b*p^2*x^3+20* a^2*b*p*q^3*x+740*a^2*b*p*q^2*r*x-2486*a^2*b*p*q^2*x^2+3396*a^2*b*p*q*r^2*x-\ 31472*a^2*b*p*q*r*x^2-12734*a^2*b*p*q*x^3+3492*a^2*b*p*r^3*x-49350*a^2*b*p*r^2* x^2+21478*a^2*b*p*r*x^3+19350*a^2*b*p*x^4+28*a^2*b*q^3*r*x+8*a^2*b*q^3*x^2+448* a^2*b*q^2*r^2*x-5888*a^2*b*q^2*r*x^2-6880*a^2*b*q^2*x^3+1340*a^2*b*q*r^3*x-\ 23716*a^2*b*q*r^2*x^2+12100*a^2*b*q*r*x^3+19350*a^2*b*q*x^4+1016*a^2*b*r^4*x-\ 23352*a^2*b*r^3*x^2+30912*a^2*b*r^2*x^3+16254*a^2*b*r*x^4+480*a^2*c^5*x+1264*a^ 2*c^4*g*x+2400*a^2*c^4*p*x+560*a^2*c^4*q*x+3360*a^2*c^4*r*x-5936*a^2*c^4*x^2+ 1176*a^2*c^3*g^2*x+5472*a^2*c^3*g*p*x+1176*a^2*c^3*g*q*x+7568*a^2*c^3*g*r*x-\ 8128*a^2*c^3*g*x^2+3632*a^2*c^3*p^2*x+2368*a^2*c^3*p*q*x+9696*a^2*c^3*p*r*x-\ 22224*a^2*c^3*p*x^2+208*a^2*c^3*q^2*x+3296*a^2*c^3*q*r*x-7048*a^2*c^3*q*x^2+ 6064*a^2*c^3*r^2*x-46800*a^2*c^3*r*x^2-13688*a^2*c^3*x^3+468*a^2*c^2*g^3*x+4112 *a^2*c^2*g^2*p*x+812*a^2*c^2*g^2*q*x+5704*a^2*c^2*g^2*r*x-1572*a^2*c^2*g^2*x^2+ 6664*a^2*c^2*g*p^2*x+4112*a^2*c^2*g*p*q*x+17584*a^2*c^2*g*p*r*x-28624*a^2*c^2*g *p*x^2+324*a^2*c^2*g*q^2*x+5640*a^2*c^2*g*q*r*x-7004*a^2*c^2*g*q*x^2+10920*a^2* c^2*g*r^2*x-65792*a^2*c^2*g*r*x^2-38960*a^2*c^2*g*x^3+2340*a^2*c^2*p^3*x+2736*a ^2*c^2*p^2*q*x+9240*a^2*c^2*p^2*r*x-23908*a^2*c^2*p^2*x^2+708*a^2*c^2*p*q^2*x+ 7176*a^2*c^2*p*q*r*x-21692*a^2*c^2*p*q*x^2+11460*a^2*c^2*p*r^2*x-92264*a^2*c^2* p*r*x^2-10544*a^2*c^2*p*x^3+24*a^2*c^2*q^3*x+984*a^2*c^2*q^2*r*x-2720*a^2*c^2*q ^2*x^2+4440*a^2*c^2*q*r^2*x-44532*a^2*c^2*q*r*x^2-15552*a^2*c^2*q*x^3+4560*a^2* c^2*r^3*x-71248*a^2*c^2*r^2*x^2+50104*a^2*c^2*r*x^3+30072*a^2*c^2*x^4+68*a^2*c* g^4*x+1208*a^2*c*g^3*p*x+210*a^2*c*g^3*q*x+1708*a^2*c*g^3*r*x+1556*a^2*c*g^3*x^ 2+3536*a^2*c*g^2*p^2*x+2064*a^2*c*g^2*p*q*x+9278*a^2*c*g^2*p*r*x-9180*a^2*c*g^2 *p*x^2+146*a^2*c*g^2*q^2*x+2862*a^2*c*g^2*q*r*x-570*a^2*c*g^2*q*x^2+5742*a^2*c* g^2*r^2*x-25966*a^2*c*g^2*r*x^2-29010*a^2*c*g^2*x^3+3076*a^2*c*g*p^3*x+3478*a^2 *c*g*p^2*q*x+12058*a^2*c*g*p^2*r*x-22722*a^2*c*g*p^2*x^2+840*a^2*c*g*p*q^2*x+ 8948*a^2*c*g*p*q*r*x-19014*a^2*c*g*p*q*x^2+14888*a^2*c*g*p*r^2*x-92170*a^2*c*g* p*r*x^2-30440*a^2*c*g*p*x^3+24*a^2*c*g*q^3*x+1148*a^2*c*g*q^2*r*x-1636*a^2*c*g* q^2*x^2+5470*a^2*c*g*q*r^2*x-42820*a^2*c*g*q*r*x^2-30868*a^2*c*g*q*x^3+5906*a^2 *c*g*r^3*x-71790*a^2*c*g*r^2*x^2+21476*a^2*c*g*r*x^3+34640*a^2*c*g*x^4+660*a^2* c*p^4*x+1156*a^2*c*p^3*q*x+3460*a^2*c*p^3*r*x-10020*a^2*c*p^3*x^2+556*a^2*c*p^2 *q^2*x+4484*a^2*c*p^2*q*r*x-16088*a^2*c*p^2*q*x^2+6420*a^2*c*p^2*r^2*x-55388*a^ 2*c*p^2*r*x^2-242*a^2*c*p^2*x^3+60*a^2*c*p*q^3*x+1428*a^2*c*p*q^2*r*x-6424*a^2* c*p*q^2*x^2+5500*a^2*c*p*q*r^2*x-60008*a^2*c*p*q*r*x^2-5992*a^2*c*p*q*x^3+5100* a^2*c*p*r^3*x-85406*a^2*c*p*r^2*x^2+65222*a^2*c*p*r*x^3+26660*a^2*c*p*x^4+84*a^ 2*c*q^3*r*x-356*a^2*c*q^3*x^2+872*a^2*c*q^2*r^2*x-12834*a^2*c*q^2*r*x^2-5750*a^ 2*c*q^2*x^3+2172*a^2*c*q*r^3*x-44824*a^2*c*q*r^2*x^2+42852*a^2*c*q*r*x^3+26660* a^2*c*q*x^4+1480*a^2*c*r^4*x-40038*a^2*c*r^3*x^2+76210*a^2*c*r^2*x^3+14816*a^2* c*r*x^4+110*a^2*g^4*p*x+14*a^2*g^4*q*x+164*a^2*g^4*r*x+526*a^2*g^4*x^2+556*a^2* g^3*p^2*x+300*a^2*g^3*p*q*x+1455*a^2*g^3*p*r*x-212*a^2*g^3*p*x^2+18*a^2*g^3*q^2 *x+433*a^2*g^3*q*r*x+585*a^2*g^3*q*x^2+899*a^2*g^3*r^2*x-2385*a^2*g^3*r*x^2-\ 6476*a^2*g^3*x^3+862*a^2*g^2*p^3*x+940*a^2*g^2*p^2*q*x+3367*a^2*g^2*p^2*r*x-\ 4412*a^2*g^2*p^2*x^2+210*a^2*g^2*p*q^2*x+2400*a^2*g^2*p*q*r*x-3111*a^2*g^2*p*q* x^2+4148*a^2*g^2*p*r^2*x-19625*a^2*g^2*p*r*x^2-12978*a^2*g^2*p*x^3+5*a^2*g^2*q^ 3*x+296*a^2*g^2*q^2*r*x+37*a^2*g^2*q^2*x^2+1460*a^2*g^2*q*r^2*x-8758*a^2*g^2*q* r*x^2-11708*a^2*g^2*q*x^3+1643*a^2*g^2*r^3*x-15484*a^2*g^2*r^2*x^2-4148*a^2*g^2 *r*x^3+8994*a^2*g^2*x^4+472*a^2*g*p^4*x+814*a^2*g*p^3*q*x+2460*a^2*g*p^3*r*x-\ 5142*a^2*g*p^3*x^2+380*a^2*g*p^2*q^2*x+3108*a^2*g*p^2*q*r*x-7929*a^2*g*p^2*q*x^ 2+4548*a^2*g*p^2*r^2*x-29522*a^2*g*p^2*r*x^2-5314*a^2*g*p^2*x^3+38*a^2*g*p*q^3* x+948*a^2*g*p*q^2*r*x-2858*a^2*g*p*q^2*x^2+3774*a^2*g*p*q*r^2*x-31082*a^2*g*p*q *r*x^2-11322*a^2*g*p*q*x^3+3604*a^2*g*p*r^3*x-46125*a^2*g*p*r^2*x^2+18250*a^2*g *p*r*x^3+15916*a^2*g*p*x^4+52*a^2*g*q^3*r*x-71*a^2*g*q^3*x^2+568*a^2*g*q^2*r^2* x-6341*a^2*g*q^2*r*x^2-6008*a^2*g*q^2*x^3+1480*a^2*g*q*r^3*x-23365*a^2*g*q*r^2* x^2+10555*a^2*g*q*r*x^3+15916*a^2*g*q*x^4+1044*a^2*g*r^4*x-21745*a^2*g*r^3*x^2+ 26773*a^2*g*r^2*x^3+13470*a^2*g*r*x^4+64*a^2*p^5*x+152*a^2*p^4*q*x+418*a^2*p^4* r*x-1440*a^2*p^4*x^2+112*a^2*p^3*q^2*x+784*a^2*p^3*q*r*x-3408*a^2*p^3*q*x^2+ 1032*a^2*p^3*r^2*x-10266*a^2*p^3*r*x^2+804*a^2*p^3*x^3+24*a^2*p^2*q^3*x+426*a^2 *p^2*q^2*r*x-2504*a^2*p^2*q^2*x^2+1440*a^2*p^2*q*r^2*x-18152*a^2*p^2*q*r*x^2+ 910*a^2*p^2*q*x^3+1228*a^2*p^2*r^3*x-23608*a^2*p^2*r^2*x^2+19740*a^2*p^2*r*x^3+ 5812*a^2*p^2*x^4+60*a^2*p*q^3*r*x-544*a^2*p*q^3*x^2+516*a^2*p*q^2*r^2*x-8948*a^ 2*p*q^2*r*x^2-592*a^2*p*q^2*x^3+1136*a^2*p*q*r^3*x-27120*a^2*p*q*r^2*x^2+28616* a^2*p*q*r*x^3+11624*a^2*p*q*x^4+712*a^2*p*r^4*x-22178*a^2*p*r^3*x^2+44170*a^2*p *r^2*x^3+5720*a^2*p*r*x^4-8*a^2*q^4*x^2+36*a^2*q^3*r^2*x-1062*a^2*q^3*r*x^2-698 *a^2*q^3*x^3+202*a^2*q^2*r^3*x-6394*a^2*q^2*r^2*x^2+8876*a^2*q^2*r*x^3+5812*a^2 *q^2*x^4+328*a^2*q*r^4*x-12376*a^2*q*r^3*x^2+31490*a^2*q*r^2*x^3+5720*a^2*q*r*x ^4+162*a^2*r^5*x-7396*a^2*r^4*x^2+26384*a^2*r^3*x^3-1260*a^2*r^2*x^4+80*a*b^5*x ^2+64*a*b^4*c^2*x+48*a*b^4*c*g*x+160*a*b^4*c*p*x+224*a*b^4*c*r*x+416*a*b^4*c*x^ 2+56*a*b^4*g*p*x+96*a*b^4*g*r*x+744*a*b^4*g*x^2+80*a*b^4*p^2*x+192*a*b^4*p*r*x+ 160*a*b^4*p*x^2+232*a*b^4*q*x^2+112*a*b^4*r^2*x-528*a*b^4*r*x^2-3552*a*b^4*x^3+ 384*a*b^3*c^3*x+544*a*b^3*c^2*g*x+1296*a*b^3*c^2*p*x+112*a*b^3*c^2*q*x+1824*a*b ^3*c^2*r*x-1200*a*b^3*c^2*x^2+176*a*b^3*c*g^2*x+1224*a*b^3*c*g*p*x+96*a*b^3*c*g *q*x+1872*a*b^3*c*g*r*x+2592*a*b^3*c*g*x^2+1168*a*b^3*c*p^2*x+320*a*b^3*c*p*q*x +3040*a*b^3*c*p*r*x-3928*a*b^3*c*p*x^2+448*a*b^3*c*q*r*x+568*a*b^3*c*q*x^2+1872 *a*b^3*c*r^2*x-11992*a*b^3*c*r*x^2-20144*a*b^3*c*x^3+212*a*b^3*g^2*p*x+8*a*b^3* g^2*q*x+368*a*b^3*g^2*r*x+1840*a*b^3*g^2*x^2+560*a*b^3*g*p^2*x+136*a*b^3*g*p*q* x+1520*a*b^3*g*p*r*x+564*a*b^3*g*p*x^2+232*a*b^3*g*q*r*x+1336*a*b^3*g*q*x^2+960 *a*b^3*g*r^2*x-2932*a*b^3*g*r*x^2-14272*a*b^3*g*x^3+304*a*b^3*p^3*x+176*a*b^3*p ^2*q*x+1184*a*b^3*p^2*r*x-1752*a*b^3*p^2*x^2+432*a*b^3*p*q*r*x-284*a*b^3*p*q*x^ 2+1456*a*b^3*p*r^2*x-8608*a*b^3*p*r*x^2-10068*a*b^3*p*x^3+236*a*b^3*q^2*x^2+256 *a*b^3*q*r^2*x-2492*a*b^3*q*r*x^2-8804*a*b^3*q*x^3+576*a*b^3*r^3*x-6600*a*b^3*r ^2*x^2-3600*a*b^3*r*x^3+8976*a*b^3*x^4+768*a*b^2*c^4*x+1616*a*b^2*c^3*g*x+3216* a*b^2*c^3*p*x+480*a*b^2*c^3*q*x+4512*a*b^2*c^3*r*x-7200*a*b^2*c^3*x^2+1040*a*b^ 2*c^2*g^2*x+5184*a*b^2*c^2*g*p*x+720*a*b^2*c^2*g*q*x+7592*a*b^2*c^2*g*r*x-2688* a*b^2*c^2*g*x^2+4000*a*b^2*c^2*p^2*x+1760*a*b^2*c^2*p*q*x+10576*a*b^2*c^2*p*r*x -22048*a*b^2*c^2*p*x^2+64*a*b^2*c^2*q^2*x+2464*a*b^2*c^2*q*r*x-3368*a*b^2*c^2*q *x^2+6576*a*b^2*c^2*r^2*x-50480*a*b^2*c^2*r*x^2-35888*a*b^2*c^2*x^3+212*a*b^2*c *g^3*x+2316*a*b^2*c*g^2*p*x+272*a*b^2*c*g^2*q*x+3580*a*b^2*c*g^2*r*x+4216*a*b^2 *c*g^2*x^2+4436*a*b^2*c*g*p^2*x+1824*a*b^2*c*g*p*q*x+11992*a*b^2*c*g*p*r*x-\ 12468*a*b^2*c*g*p*x^2+60*a*b^2*c*g*q^2*x+2760*a*b^2*c*g*q*r*x+1708*a*b^2*c*g*q* x^2+7556*a*b^2*c*g*r^2*x-40372*a*b^2*c*g*r*x^2-57920*a*b^2*c*g*x^3+1912*a*b^2*c *p^3*x+1632*a*b^2*c*p^2*q*x+7520*a*b^2*c*p^2*r*x-16896*a*b^2*c*p^2*x^2+200*a*b^ 2*c*p*q^2*x+4192*a*b^2*c*p*q*r*x-10320*a*b^2*c*p*q*x^2+9304*a*b^2*c*p*r^2*x-\ 69936*a*b^2*c*p*r*x^2-30592*a*b^2*c*p*x^3+280*a*b^2*c*q^2*r*x+168*a*b^2*c*q^2*x ^2+2560*a*b^2*c*q*r^2*x-25944*a*b^2*c*q*r*x^2-31444*a*b^2*c*q*x^3+3696*a*b^2*c* r^3*x-53820*a*b^2*c*r^2*x^2+20552*a*b^2*c*r*x^3+42300*a*b^2*c*x^4+264*a*b^2*g^3 *p*x+16*a*b^2*g^3*q*x+456*a*b^2*g^3*r*x+1880*a*b^2*g^3*x^2+1040*a*b^2*g^2*p^2*x +376*a*b^2*g^2*p*q*x+2872*a*b^2*g^2*p*r*x+522*a*b^2*g^2*p*x^2+8*a*b^2*g^2*q^2*x +636*a*b^2*g^2*q*r*x+2070*a*b^2*g^2*q*x^2+1832*a*b^2*g^2*r^2*x-5112*a*b^2*g^2*r *x^2-19780*a*b^2*g^2*x^3+1102*a*b^2*g*p^3*x+884*a*b^2*g*p^2*q*x+4392*a*b^2*g*p^ 2*r*x-5892*a*b^2*g*p^2*x^2+94*a*b^2*g*p*q^2*x+2356*a*b^2*g*p*q*r*x-1988*a*b^2*g *p*q*x^2+5478*a*b^2*g*p*r^2*x-29372*a*b^2*g*p*r*x^2-27704*a*b^2*g*p*x^3+160*a*b ^2*g*q^2*r*x+808*a*b^2*g*q^2*x^2+1472*a*b^2*g*q*r^2*x-10220*a*b^2*g*q*r*x^2-\ 24602*a*b^2*g*q*x^3+2188*a*b^2*g*r^3*x-23614*a*b^2*g*r^2*x^2-10158*a*b^2*g*r*x^ 3+22266*a*b^2*g*x^4+308*a*b^2*p^4*x+424*a*b^2*p^3*q*x+1624*a*b^2*p^3*r*x-3808*a *b^2*p^3*x^2+116*a*b^2*p^2*q^2*x+1624*a*b^2*p^2*q*r*x-4628*a*b^2*p^2*q*x^2+3024 *a*b^2*p^2*r^2*x-22556*a*b^2*p^2*r*x^2-5960*a*b^2*p^2*x^3+288*a*b^2*p*q^2*r*x-\ 718*a*b^2*p*q^2*x^2+1976*a*b^2*p*q*r^2*x-19448*a*b^2*p*q*r*x^2-12946*a*b^2*p*q* x^3+2408*a*b^2*p*r^3*x-35116*a*b^2*p*r^2*x^2+16148*a*b^2*p*r*x^3+19350*a*b^2*p* x^4+102*a*b^2*q^3*x^2+172*a*b^2*q^2*r^2*x-2694*a*b^2*q^2*r*x^2-6986*a*b^2*q^2*x ^3+776*a*b^2*q*r^3*x-14328*a*b^2*q*r^2*x^2+6770*a*b^2*q*r*x^3+19350*a*b^2*q*x^4 +700*a*b^2*r^4*x-16368*a*b^2*r^3*x^2+23952*a*b^2*r^2*x^3+16254*a*b^2*r*x^4+640* a*b*c^5*x+1792*a*b*c^4*g*x+3184*a*b*c^4*p*x+624*a*b*c^4*q*x+4448*a*b*c^4*r*x-\ 9568*a*b*c^4*x^2+1728*a*b*c^3*g^2*x+7432*a*b*c^3*g*p*x+1352*a*b*c^3*g*q*x+10568 *a*b*c^3*g*r*x-12856*a*b*c^3*g*x^2+4960*a*b*c^3*p^2*x+2752*a*b*c^3*p*q*x+13152* a*b*c^3*p*r*x-34160*a*b*c^3*p*x^2+176*a*b*c^3*q^2*x+3840*a*b*c^3*q*r*x-9056*a*b *c^3*q*x^2+8192*a*b*c^3*r^2*x-71032*a*b*c^3*r*x^2-22752*a*b*c^3*x^3+704*a*b*c^2 *g^3*x+5580*a*b*c^2*g^2*p*x+924*a*b*c^2*g^2*q*x+8144*a*b*c^2*g^2*r*x-2272*a*b*c ^2*g^2*x^2+9104*a*b*c^2*g*p^2*x+4752*a*b*c^2*g*p*q*x+24344*a*b*c^2*g*p*r*x-\ 42300*a*b*c^2*g*p*x^2+272*a*b*c^2*g*q^2*x+6816*a*b*c^2*g*q*r*x-7212*a*b*c^2*g*q *x^2+15240*a*b*c^2*g*r^2*x-100680*a*b*c^2*g*r*x^2-68288*a*b*c^2*g*x^3+3324*a*b* c^2*p^3*x+3412*a*b*c^2*p^2*q*x+13056*a*b*c^2*p^2*r*x-36500*a*b*c^2*p^2*x^2+676* a*b*c^2*p*q^2*x+8880*a*b*c^2*p*q*r*x-28904*a*b*c^2*p*q*x^2+16140*a*b*c^2*p*r^2* x-141016*a*b*c^2*p*r*x^2-20016*a*b*c^2*p*x^3+12*a*b*c^2*q^3*x+944*a*b*c^2*q^2*r *x-2276*a*b*c^2*q^2*x^2+5468*a*b*c^2*q*r^2*x-60664*a*b*c^2*q*r*x^2-30032*a*b*c^ 2*q*x^3+6408*a*b*c^2*r^3*x-107680*a*b*c^2*r^2*x^2+85840*a*b*c^2*r*x^3+60144*a*b *c^2*x^4+104*a*b*c*g^4*x+1598*a*b*c*g^3*p*x+222*a*b*c*g^3*q*x+2442*a*b*c*g^3*r* x+2586*a*b*c*g^3*x^2+4760*a*b*c*g^2*p^2*x+2304*a*b*c*g^2*p*q*x+12842*a*b*c*g^2* p*r*x-12312*a*b*c*g^2*p*x^2+112*a*b*c*g^2*q^2*x+3470*a*b*c*g^2*q*r*x+1140*a*b*c *g^2*q*x^2+8082*a*b*c*g^2*r^2*x-39352*a*b*c*g^2*r*x^2-51304*a*b*c*g^2*x^3+4292* a*b*c*g*p^3*x+4210*a*b*c*g*p^2*q*x+16960*a*b*c*g*p^2*r*x-33232*a*b*c*g*p^2*x^2+ 758*a*b*c*g*p*q^2*x+11048*a*b*c*g*p*q*r*x-22740*a*b*c*g*p*q*x^2+21044*a*b*c*g*p *r^2*x-139786*a*b*c*g*p*r*x^2-57132*a*b*c*g*p*x^3+12*a*b*c*g*q^3*x+1120*a*b*c*g *q^2*r*x-196*a*b*c*g*q^2*x^2+6838*a*b*c*g*q*r^2*x-57412*a*b*c*g*q*r*x^2-57988*a *b*c*g*q*x^3+8376*a*b*c*g*r^3*x-109264*a*b*c*g*r^2*x^2+33976*a*b*c*g*r*x^3+ 69280*a*b*c*g*x^4+988*a*b*c*p^4*x+1568*a*b*c*p^3*q*x+5168*a*b*c*p^3*r*x-15434*a *b*c*p^3*x^2+620*a*b*c*p^2*q^2*x+6048*a*b*c*p^2*q*r*x-22290*a*b*c*p^2*q*x^2+ 9576*a*b*c*p^2*r^2*x-86030*a*b*c*p^2*r*x^2-2452*a*b*c*p^2*x^3+40*a*b*c*p*q^3*x+ 1576*a*b*c*p*q^2*r*x-6894*a*b*c*p*q^2*x^2+7392*a*b*c*p*q*r^2*x-84736*a*b*c*p*q* r*x^2-15920*a*b*c*p*q*x^3+7600*a*b*c*p*r^3*x-131956*a*b*c*p*r^2*x^2+110058*a*b* c*p*r*x^3+53320*a*b*c*p*x^4+56*a*b*c*q^3*r*x-38*a*b*c*q^3*x^2+956*a*b*c*q^2*r^2 *x-15134*a*b*c*q^2*r*x^2-13468*a*b*c*q^2*x^3+2912*a*b*c*q*r^3*x-62506*a*b*c*q*r ^2*x^2+65318*a*b*c*q*r*x^3+53320*a*b*c*q*x^4+2204*a*b*c*r^4*x-61360*a*b*c*r^3*x ^2+128800*a*b*c*r^2*x^3+29632*a*b*c*r*x^4+134*a*b*g^4*p*x+10*a*b*g^4*q*x+228*a* b*g^4*r*x+852*a*b*g^4*x^2+724*a*b*g^3*p^2*x+308*a*b*g^3*p*q*x+1979*a*b*g^3*p*r* x+149*a*b*g^3*p*x^2+10*a*b*g^3*q^2*x+511*a*b*g^3*q*r*x+1241*a*b*g^3*q*x^2+1255* a*b*g^3*r^2*x-3385*a*b*g^3*r*x^2-11424*a*b*g^3*x^3+1174*a*b*g^2*p^3*x+1089*a*b* g^2*p^2*q*x+4660*a*b*g^2*p^2*r*x-5969*a*b*g^2*p^2*x^2+171*a*b*g^2*p*q^2*x+2896* a*b*g^2*p*q*r*x-2786*a*b*g^2*p*q*x^2+5798*a*b*g^2*p*r^2*x-29045*a*b*g^2*p*r*x^2 -23970*a*b*g^2*p*x^3+2*a*b*g^2*q^3*x+280*a*b*g^2*q^2*r*x+655*a*b*g^2*q^2*x^2+ 1807*a*b*g^2*q*r^2*x-11204*a*b*g^2*q*r*x^2-21430*a*b*g^2*q*x^3+2312*a*b*g^2*r^3 *x-23402*a*b*g^2*r^2*x^2-8616*a*b*g^2*r*x^3+17988*a*b*g^2*x^4+682*a*b*g*p^4*x+ 1048*a*b*g*p^3*q*x+3586*a*b*g*p^3*r*x-7555*a*b*g*p^3*x^2+386*a*b*g*p^2*q^2*x+ 4058*a*b*g*p^2*q*r*x-10067*a*b*g*p^2*q*x^2+6666*a*b*g*p^2*r^2*x-44909*a*b*g*p^2 *r*x^2-11014*a*b*g*p^2*x^3+20*a*b*g*p*q^3*x+1002*a*b*g*p*q^2*r*x-2321*a*b*g*p*q ^2*x^2+4972*a*b*g*p*q*r^2*x-42420*a*b*g*p*q*r*x^2-23416*a*b*g*p*q*x^3+5302*a*b* g*p*r^3*x-70434*a*b*g*p*r^2*x^2+28419*a*b*g*p*r*x^3+31832*a*b*g*p*x^4+34*a*b*g* q^3*r*x+191*a*b*g*q^3*x^2+616*a*b*g*q^2*r^2*x-7073*a*b*g*q^2*r*x^2-12402*a*b*g* q^2*x^3+1962*a*b*g*q*r^3*x-32127*a*b*g*q*r^2*x^2+13029*a*b*g*q*r*x^3+31832*a*b* g*q*x^4+1540*a*b*g*r^4*x-33080*a*b*g*r^3*x^2+44312*a*b*g*r^2*x^3+26940*a*b*g*r* x^4+104*a*b*p^5*x+232*a*b*p^4*q*x+680*a*b*p^4*r*x-2264*a*b*p^4*x^2+152*a*b*p^3* q^2*x+1196*a*b*p^3*q*r*x-4936*a*b*p^3*q*x^2+1680*a*b*p^3*r^2*x-16362*a*b*p^3*r* x^2+934*a*b*p^3*x^3+24*a*b*p^2*q^3*x+576*a*b*p^2*q^2*r*x-3064*a*b*p^2*q^2*x^2+ 2196*a*b*p^2*q*r^2*x-26842*a*b*p^2*q*r*x^2-202*a*b*p^2*q*x^3+2000*a*b*p^2*r^3*x -37658*a*b*p^2*r^2*x^2+33248*a*b*p^2*r*x^3+11624*a*b*p^2*x^4+60*a*b*p*q^3*r*x-\ 376*a*b*p*q^3*x^2+696*a*b*p*q^2*r^2*x-11482*a*b*p*q^2*r*x^2-3206*a*b*p*q^2*x^3+ 1732*a*b*p*q*r^3*x-39948*a*b*p*q*r^2*x^2+44768*a*b*p*q*r*x^3+23248*a*b*p*q*x^4+ 1160*a*b*p*r^4*x-35286*a*b*p*r^3*x^2+74944*a*b*p*r^2*x^3+11440*a*b*p*r*x^4+16*a *b*q^4*x^2+36*a*b*q^3*r^2*x-1002*a*b*q^3*r*x^2-2070*a*b*q^3*x^3+272*a*b*q^2*r^3 *x-8054*a*b*q^2*r^2*x^2+11520*a*b*q^2*r*x^3+11624*a*b*q^2*x^4+500*a*b*q*r^4*x-\ 18042*a*b*q*r^3*x^2+49584*a*b*q*r^2*x^3+11440*a*b*q*r*x^4+264*a*b*r^5*x-11726*a *b*r^4*x^2+44360*a*b*r^3*x^3-2520*a*b*r^2*x^4+192*a*c^6*x+672*a*c^5*g*x+1104*a* c^5*p*x+256*a*c^5*q*x+1536*a*c^5*r*x-3904*a*c^5*x^2+864*a*c^4*g^2*x+3432*a*c^4* g*p*x+728*a*c^4*g*q*x+4760*a*c^4*g*r*x-8360*a*c^4*g*x^2+2048*a*c^4*p^2*x+1312*a *c^4*p*q*x+5424*a*c^4*p*r*x-16248*a*c^4*p*x^2+112*a*c^4*q^2*x+1824*a*c^4*q*r*x-\ 5368*a*c^4*q*x^2+3376*a*c^4*r^2*x-32072*a*c^4*r*x^2-3408*a*c^4*x^3+528*a*c^3*g^ 3*x+3684*a*c^3*g^2*p*x+724*a*c^3*g^2*q*x+5156*a*c^3*g^2*r*x-5548*a*c^3*g^2*x^2+ 5456*a*c^3*g*p^2*x+3264*a*c^3*g*p*q*x+14412*a*c^3*g*p*r*x-31312*a*c^3*g*p*x^2+ 244*a*c^3*g*q^2*x+4508*a*c^3*g*q*r*x-8720*a*c^3*g*q*x^2+8956*a*c^3*g*r^2*x-\ 66316*a*c^3*g*r*x^2-23072*a*c^3*g*x^3+1732*a*c^3*p^3*x+1992*a*c^3*p^2*q*x+6776* a*c^3*p^2*r*x-22088*a*c^3*p^2*x^2+500*a*c^3*p*q^2*x+5208*a*c^3*p*q*r*x-19856*a* c^3*p*q*x^2+8356*a*c^3*p*r^2*x-81844*a*c^3*p*r*x^2+2248*a*c^3*p*x^3+16*a*c^3*q^ 3*x+696*a*c^3*q^2*r*x-2504*a*c^3*q^2*x^2+3216*a*c^3*q*r^2*x-38692*a*c^3*q*r*x^2 -6056*a*c^3*q*x^3+3312*a*c^3*r^3*x-61916*a*c^3*r^2*x^2+65508*a*c^3*r*x^3+26728* a*c^3*x^4+156*a*c^2*g^4*x+1758*a*c^2*g^3*p*x+314*a*c^2*g^3*q*x+2514*a*c^2*g^3*r *x-662*a*c^2*g^3*x^2+4600*a*c^2*g^2*p^2*x+2592*a*c^2*g^2*p*q*x+12164*a*c^2*g^2* p*r*x-19102*a*c^2*g^2*p*x^2+172*a*c^2*g^2*q^2*x+3644*a*c^2*g^2*q*r*x-3666*a*c^2 *g^2*q*x^2+7564*a*c^2*g^2*r^2*x-45246*a*c^2*g^2*r*x^2-29892*a*c^2*g^2*x^3+3734* a*c^2*g*p^3*x+4102*a*c^2*g*p^2*q*x+14620*a*c^2*g*p^2*r*x-34348*a*c^2*g*p^2*x^2+ 936*a*c^2*g*p*q^2*x+10612*a*c^2*g*p*q*r*x-28628*a*c^2*g*p*q*x^2+18038*a*c^2*g*p *r^2*x-133908*a*c^2*g*p*r*x^2-22248*a*c^2*g*p*x^3+24*a*c^2*g*q^3*x+1288*a*c^2*g *q^2*r*x-2672*a*c^2*g*q^2*x^2+6510*a*c^2*g*q*r^2*x-60466*a*c^2*g*q*r*x^2-29176* a*c^2*g*q*x^3+7152*a*c^2*g*r^3*x-102774*a*c^2*g*r^2*x^2+69032*a*c^2*g*r*x^3+ 49784*a*c^2*g*x^4+720*a*c^2*p^4*x+1244*a*c^2*p^3*q*x+3740*a*c^2*p^3*r*x-13390*a *c^2*p^3*x^2+584*a*c^2*p^2*q^2*x+4804*a*c^2*p^2*q*r*x-21154*a*c^2*p^2*q*x^2+ 6900*a*c^2*p^2*r^2*x-71780*a*c^2*p^2*r*x^2+8340*a*c^2*p^2*x^3+60*a*c^2*p*q^3*x+ 1500*a*c^2*p*q^2*r*x-8194*a*c^2*p*q^2*x^2+5876*a*c^2*p*q*r^2*x-76484*a*c^2*p*q* r*x^2+4168*a*c^2*p*q*x^3+5460*a*c^2*p*r^3*x-108590*a*c^2*p*r^2*x^2+117806*a*c^2 *p*r*x^3+34584*a*c^2*p*x^4+84*a*c^2*q^3*r*x-430*a*c^2*q^3*x^2+916*a*c^2*q^2*r^2 *x-15776*a*c^2*q^2*r*x^2-4172*a*c^2*q^2*x^3+2316*a*c^2*q*r^3*x-56168*a*c^2*q*r^ 2*x^2+77038*a*c^2*q*r*x^3+34584*a*c^2*q*x^4+1580*a*c^2*r^4*x-50200*a*c^2*r^3*x^ 2+126416*a*c^2*r^2*x^3+8236*a*c^2*r*x^4+18*a*c*g^5*x+366*a*c*g^4*p*x+55*a*c*g^4 *q*x+547*a*c*g^4*r*x+539*a*c*g^4*x^2+1532*a*c*g^3*p^2*x+800*a*c*g^3*p*q*x+4067* a*c*g^3*p*r*x-3742*a*c*g^3*p*x^2+45*a*c*g^3*q^2*x+1175*a*c*g^3*q*r*x+190*a*c*g^ 3*q*x^2+2535*a*c*g^3*r^2*x-11545*a*c*g^3*r*x^2-14292*a*c*g^3*x^3+2202*a*c*g^2*p ^3*x+2321*a*c*g^2*p^2*q*x+8632*a*c*g^2*p^2*r*x-15336*a*c*g^2*p^2*x^2+483*a*c*g^ 2*p*q^2*x+6004*a*c*g^2*p*q*r*x-11390*a*c*g^2*p*q*x^2+10658*a*c*g^2*p*r^2*x-\ 63839*a*c*g^2*p*r*x^2-24922*a*c*g^2*p*x^3+10*a*c*g^2*q^3*x+690*a*c*g^2*q^2*r*x-\ 402*a*c*g^2*q^2*x^2+3683*a*c*g^2*q*r^2*x-27656*a*c*g^2*q*r*x^2-24926*a*c*g^2*q* x^3+4228*a*c*g^2*r^3*x-49688*a*c*g^2*r^2*x^2+13471*a*c*g^2*r*x^3+27642*a*c*g^2* x^4+1138*a*c*g*p^4*x+1916*a*c*g*p^3*q*x+5922*a*c*g*p^3*r*x-14807*a*c*g*p^3*x^2+ 854*a*c*g*p^2*q^2*x+7346*a*c*g*p^2*q*r*x-22343*a*c*g*p^2*q*x^2+10938*a*c*g*p^2* r^2*x-82935*a*c*g*p^2*r*x^2-4640*a*c*g*p^2*x^3+76*a*c*g*p*q^3*x+2148*a*c*g*p*q^ 2*r*x-7709*a*c*g*p*q^2*x^2+8944*a*c*g*p*q*r^2*x-85258*a*c*g*p*q*r*x^2-17076*a*c *g*p*q*x^3+8662*a*c*g*p*r^3*x-127744*a*c*g*p*r^2*x^2+90493*a*c*g*p*r*x^3+44706* a*c*g*p*x^4+104*a*c*g*q^3*r*x-173*a*c*g*q^3*x^2+1294*a*c*g*q^2*r^2*x-16511*a*c* g*q^2*r*x^2-12436*a*c*g*q^2*x^3+3514*a*c*g*q*r^3*x-63363*a*c*g*q*r^2*x^2+55191* a*c*g*q*r*x^3+44706*a*c*g*q*x^4+2508*a*c*g*r^4*x-59616*a*c*g*r^3*x^2+109496*a*c *g*r^2*x^3+26034*a*c*g*r*x^4+136*a*c*p^5*x+320*a*c*p^4*q*x+882*a*c*p^4*r*x-3728 *a*c*p^4*x^2+232*a*c*p^3*q^2*x+1644*a*c*p^3*q*r*x-8696*a*c*p^3*q*x^2+2168*a*c*p ^3*r^2*x-25902*a*c*p^3*r*x^2+4950*a*c*p^3*x^3+48*a*c*p^2*q^3*x+882*a*c*p^2*q^2* r*x-6224*a*c*p^2*q^2*x^2+3012*a*c*p^2*q*r^2*x-45248*a*c*p^2*q*r*x^2+8566*a*c*p^ 2*q*x^3+2572*a*c*p^2*r^3*x-58524*a*c*p^2*r^2*x^2+66986*a*c*p^2*r*x^3+14538*a*c* p^2*x^4+120*a*c*p*q^3*r*x-1272*a*c*p*q^3*x^2+1068*a*c*p*q^2*r^2*x-21782*a*c*p*q ^2*r*x^2+2282*a*c*p*q^2*x^3+2372*a*c*p*q*r^3*x-66604*a*c*p*q*r^2*x^2+95976*a*c* p*q*r*x^3+29076*a*c*p*q*x^4+1488*a*c*p*r^4*x-54254*a*c*p*r^3*x^2+139788*a*c*p*r ^2*x^3+3666*a*c*p*r*x^4-16*a*c*q^4*x^2+72*a*c*q^3*r^2*x-2436*a*c*q^3*r*x^2-1334 *a*c*q^3*x^3+418*a*c*q^2*r^3*x-15324*a*c*q^2*r^2*x^2+28990*a*c*q^2*r*x^3+14538* a*c*q^2*x^4+684*a*c*q*r^4*x-30052*a*c*q*r^3*x^2+98236*a*c*q*r^2*x^3+3666*a*c*q* r*x^4+338*a*c*r^5*x-17904*a*c*r^4*x^2+80704*a*c*r^3*x^3-18504*a*c*r^2*x^4+24*a* g^5*p*x+2*a*g^5*q*x+40*a*g^5*r*x+142*a*g^5*x^2+170*a*g^4*p^2*x+78*a*g^4*p*q*x+ 455*a*g^4*p*r*x+6*a*g^4*p*x^2+3*a*g^4*q^2*x+126*a*g^4*q*r*x+257*a*g^4*q*x^2+285 *a*g^4*r^2*x-746*a*g^4*r*x^2-2344*a*g^4*x^3+384*a*g^3*p^3*x+384*a*g^3*p^2*q*x+ 1508*a*g^3*p^2*r*x-1842*a*g^3*p^2*x^2+70*a*g^3*p*q^2*x+1000*a*g^3*p*q*r*x-1020* a*g^3*p*q*x^2+1864*a*g^3*p*r^2*x-8673*a*g^3*p*r*x^2-6618*a*g^3*p*x^3+a*g^3*q^3* x+110*a*g^3*q^2*r*x+154*a*g^3*q^2*x^2+616*a*g^3*q*r^2*x-3548*a*g^3*q*r*x^2-5926 *a*g^3*q*x^3+740*a*g^3*r^3*x-6890*a*g^3*r^2*x^2-2334*a*g^3*r*x^3+4716*a*g^3*x^4 +354*a*g^2*p^4*x+580*a*g^2*p^3*q*x+1846*a*g^2*p^3*r*x-3536*a*g^2*p^3*x^2+244*a* g^2*p^2*q^2*x+2220*a*g^2*p^2*q*r*x-5032*a*g^2*p^2*q*x^2+3414*a*g^2*p^2*r^2*x-\ 20775*a*g^2*p^2*r*x^2-4820*a*g^2*p^2*x^3+18*a*g^2*p*q^3*x+615*a*g^2*p*q^2*r*x-\ 1446*a*g^2*p*q^2*x^2+2700*a*g^2*p*q*r^2*x-20653*a*g^2*p*q*r*x^2-10016*a*g^2*p*q *x^3+2706*a*g^2*p*r^3*x-32502*a*g^2*p*r^2*x^2+11761*a*g^2*p*r*x^3+12759*a*g^2*p *x^4+27*a*g^2*q^3*r*x+50*a*g^2*q^3*x^2+371*a*g^2*q^2*r^2*x-3776*a*g^2*q^2*r*x^2 -5196*a*g^2*q^2*x^3+1060*a*g^2*q*r^3*x-15579*a*g^2*q*r^2*x^2+5746*a*g^2*q*r*x^3 +12759*a*g^2*q*x^4+784*a*g^2*r^4*x-15263*a*g^2*r^3*x^2+18690*a*g^2*r^2*x^3+ 10846*a*g^2*r*x^4+124*a*g*p^5*x+290*a*g*p^4*q*x+803*a*g*p^4*r*x-2208*a*g*p^4*x^ 2+208*a*g*p^3*q^2*x+1480*a*g*p^3*q*r*x-4986*a*g*p^3*q*x^2+1972*a*g*p^3*r^2*x-\ 15994*a*g*p^3*r*x^2+358*a*g*p^3*x^3+42*a*g*p^2*q^3*x+779*a*g*p^2*q^2*r*x-3334*a *g*p^2*q^2*x^2+2700*a*g*p^2*q*r^2*x-27183*a*g*p^2*q*r*x^2-1092*a*g*p^2*q*x^3+ 2338*a*g*p^2*r^3*x-36885*a*g*p^2*r^2*x^2+27671*a*g*p^2*r*x^3+9907*a*g*p^2*x^4+ 102*a*g*p*q^3*r*x-542*a*g*p*q^3*x^2+934*a*g*p*q^2*r^2*x-12446*a*g*p*q^2*r*x^2-\ 3258*a*g*p*q^2*x^3+2120*a*g*p*q*r^3*x-40680*a*g*p*q*r^2*x^2+38106*a*g*p*q*r*x^3 +19814*a*g*p*q*x^4+1352*a*g*p*r^4*x-34620*a*g*p*r^3*x^2+64216*a*g*p*r^2*x^3+ 10541*a*g*p*r*x^4+14*a*g*q^4*x^2+60*a*g*q^3*r^2*x-1257*a*g*q^3*r*x^2-1808*a*g*q ^3*x^3+363*a*g*q^2*r^3*x-8863*a*g*q^2*r^2*x^2+10435*a*g*q^2*r*x^3+9907*a*g*q^2* x^4+610*a*g*q*r^4*x-18483*a*g*q*r^3*x^2+43876*a*g*q*r^2*x^3+10541*a*g*q*r*x^4+ 307*a*g*r^5*x-11521*a*g*r^4*x^2+38452*a*g*r^3*x^3-1452*a*g*r^2*x^4+8*a*p^6*x+24 *a*p^5*q*x+62*a*p^5*r*x-384*a*p^5*x^2+24*a*p^4*q^2*x+154*a*p^4*q*r*x-1206*a*p^4 *q*x^2+190*a*p^4*r^2*x-3232*a*p^4*r*x^2+884*a*p^4*x^3+8*a*p^3*q^3*x+122*a*p^3*q ^2*r*x-1314*a*p^3*q^2*x^2+376*a*p^3*q*r^2*x-8074*a*p^3*q*r*x^2+2484*a*p^3*q*x^3 +300*a*p^3*r^3*x-9624*a*p^3*r^2*x^2+12230*a*p^3*r*x^3+1964*a*p^3*x^4+30*a*p^2*q ^3*r*x-546*a*p^2*q^3*x^2+222*a*p^2*q^2*r^2*x-6558*a*p^2*q^2*r*x^2+2148*a*p^2*q^ 2*x^3+444*a*p^2*q*r^3*x-17724*a*p^2*q*r^2*x^2+27884*a*p^2*q*r*x^3+5892*a*p^2*q* x^4+260*a*p^2*r^4*x-13320*a*p^2*r^3*x^2+37064*a*p^2*r^2*x^3-226*a*p^2*r*x^4-54* a*p*q^4*x^2+36*a*p*q^3*r^2*x-1822*a*p*q^3*r*x^2+380*a*p*q^3*x^3+174*a*p*q^2*r^3 *x-9294*a*p*q^2*r^2*x^2+19078*a*p*q^2*r*x^3+5892*a*p*q^2*x^4+256*a*p*q*r^4*x-\ 16050*a*p*q*r^3*x^2+55466*a*p*q*r^2*x^3-452*a*p*q*r*x^4+118*a*p*r^5*x-8776*a*p* r^4*x^2+42520*a*p*r^3*x^3-10182*a*p*r^2*x^4-106*a*q^4*r*x^2-168*a*q^4*x^3+14*a* q^3*r^3*x-1194*a*q^3*r^2*x^2+3424*a*q^3*r*x^3+1964*a*q^3*x^4+50*a*q^2*r^4*x-\ 4050*a*q^2*r^3*x^2+18402*a*q^2*r^2*x^3-226*a*q^2*r*x^4+58*a*q*r^5*x-5194*a*q*r^ 4*x^2+30996*a*q*r^3*x^3-10182*a*q*r^2*x^4+22*a*r^6*x-2232*a*r^5*x^2+16802*a*r^4 *x^3-9434*a*r^3*x^4+32*b^5*c*x^2+64*b^5*g*x^2+40*b^5*p*x^2-40*b^5*r*x^2-480*b^5 *x^3+32*b^4*c^3*x+48*b^4*c^2*g*x+112*b^4*c^2*p*x+160*b^4*c^2*r*x-176*b^4*c^2*x^ 2+16*b^4*c*g^2*x+104*b^4*c*g*p*x+176*b^4*c*g*r*x+432*b^4*c*g*x^2+112*b^4*c*p^2* x+288*b^4*c*p*r*x-432*b^4*c*p*x^2+136*b^4*c*q*x^2+176*b^4*c*r^2*x-1520*b^4*c*r* x^2-3768*b^4*c*x^3+16*b^4*g^2*p*x+32*b^4*g^2*r*x+280*b^4*g^2*x^2+48*b^4*g*p^2*x +144*b^4*g*p*r*x+236*b^4*g*p*x^2+208*b^4*g*q*x^2+96*b^4*g*r^2*x-292*b^4*g*r*x^2 -2744*b^4*g*x^3+32*b^4*p^3*x+120*b^4*p^2*r*x-172*b^4*p^2*x^2+136*b^4*p*q*x^2+ 144*b^4*p*r^2*x-1024*b^4*p*r*x^2-2132*b^4*p*x^3-168*b^4*q*r*x^2-1816*b^4*q*x^3+ 56*b^4*r^3*x-740*b^4*r^2*x^2-824*b^4*r*x^3+2244*b^4*x^4+128*b^3*c^4*x+288*b^3*c ^3*g*x+544*b^3*c^3*p*x+48*b^3*c^3*q*x+768*b^3*c^3*r*x-1664*b^3*c^3*x^2+192*b^3* c^2*g^2*x+888*b^3*c^2*g*p*x+72*b^3*c^2*g*q*x+1376*b^3*c^2*g*r*x-448*b^3*c^2*g*x ^2+720*b^3*c^2*p^2*x+192*b^3*c^2*p*q*x+1888*b^3*c^2*p*r*x-4736*b^3*c^2*p*x^2+ 272*b^3*c^2*q*r*x-312*b^3*c^2*q*x^2+1168*b^3*c^2*r^2*x-10744*b^3*c^2*r*x^2-9424 *b^3*c^2*x^3+40*b^3*c*g^3*x+388*b^3*c*g^2*p*x+24*b^3*c*g^2*q*x+656*b^3*c*g^2*r* x+1088*b^3*c*g^2*x^2+776*b^3*c*g*p^2*x+184*b^3*c*g*p*q*x+2176*b^3*c*g*p*r*x-\ 2104*b^3*c*g*p*x^2+312*b^3*c*g*q*r*x+924*b^3*c*g*q*x^2+1400*b^3*c*g*r^2*x-8420* b^3*c*g*r*x^2-15904*b^3*c*g*x^3+368*b^3*c*p^3*x+208*b^3*c*p^2*q*x+1432*b^3*c*p^ 2*r*x-3556*b^3*c*p^2*x^2+528*b^3*c*p*q*r*x-1244*b^3*c*p*q*x^2+1760*b^3*c*p*r^2* x-15016*b^3*c*p*r*x^2-9084*b^3*c*p*x^3+176*b^3*c*q^2*x^2+320*b^3*c*q*r^2*x-4156 *b^3*c*q*r*x^2-9368*b^3*c*q*x^3+696*b^3*c*r^3*x-11280*b^3*c*r^2*x^2+4968*b^3*c* r*x^3+14100*b^3*c*x^4+40*b^3*g^3*p*x+80*b^3*g^3*r*x+448*b^3*g^3*x^2+172*b^3*g^2 *p^2*x+32*b^3*g^2*p*q*x+512*b^3*g^2*p*r*x+390*b^3*g^2*p*x^2+64*b^3*g^2*q*r*x+ 564*b^3*g^2*q*x^2+340*b^3*g^2*r^2*x-912*b^3*g^2*r*x^2-5452*b^3*g^2*x^3+200*b^3* g*p^3*x+96*b^3*g*p^2*q*x+812*b^3*g*p^2*r*x-996*b^3*g*p^2*x^2+288*b^3*g*p*q*r*x+ 268*b^3*g*p*q*x^2+1024*b^3*g*p*r^2*x-5960*b^3*g*p*r*x^2-8230*b^3*g*p*x^3+232*b^ 3*g*q^2*x^2+192*b^3*g*q*r^2*x-1460*b^3*g*q*r*x^2-7196*b^3*g*q*x^3+412*b^3*g*r^3 *x-4930*b^3*g*r^2*x^2-3398*b^3*g*r*x^3+7422*b^3*g*x^4+64*b^3*p^4*x+64*b^3*p^3*q *x+336*b^3*p^3*r*x-808*b^3*p^3*x^2+240*b^3*p^2*q*r*x-654*b^3*p^2*q*x^2+624*b^3* p^2*r^2*x-4944*b^3*p^2*r*x^2-2022*b^3*p^2*x^3+154*b^3*p*q^2*x^2+288*b^3*p*q*r^2 *x-3212*b^3*p*q*r*x^2-4386*b^3*p*q*x^3+496*b^3*p*r^3*x-7564*b^3*p*r^2*x^2+3606* b^3*p*r*x^3+6450*b^3*p*x^4-202*b^3*q^2*r*x^2-2364*b^3*q^2*x^3+112*b^3*q*r^3*x-\ 2250*b^3*q*r^2*x^2+480*b^3*q*r*x^3+6450*b^3*q*x^4+144*b^3*r^4*x-3428*b^3*r^3*x^ 2+5664*b^3*r^2*x^3+5418*b^3*r*x^4+192*b^2*c^5*x+576*b^2*c^4*g*x+960*b^2*c^4*p*x +144*b^2*c^4*q*x+1344*b^2*c^4*r*x-3632*b^2*c^4*x^2+576*b^2*c^3*g^2*x+2296*b^2*c ^3*g*p*x+320*b^2*c^3*g*q*x+3400*b^2*c^3*g*r*x-4648*b^2*c^3*g*x^2+1560*b^2*c^3*p ^2*x+672*b^2*c^3*p*q*x+4112*b^2*c^3*p*r*x-12448*b^2*c^3*p*x^2+24*b^2*c^3*q^2*x+ 944*b^2*c^3*q*r*x-2520*b^2*c^3*q*x^2+2552*b^2*c^3*r^2*x-25488*b^2*c^3*r*x^2-\ 9064*b^2*c^3*x^3+240*b^2*c^2*g^3*x+1720*b^2*c^2*g^2*p*x+212*b^2*c^2*g^2*q*x+ 2680*b^2*c^2*g^2*r*x-588*b^2*c^2*g^2*x^2+2848*b^2*c^2*g*p^2*x+1136*b^2*c^2*g*p* q*x+7808*b^2*c^2*g*p*r*x-14468*b^2*c^2*g*p*x^2+36*b^2*c^2*g*q^2*x+1744*b^2*c^2* g*q*r*x-1000*b^2*c^2*g*q*x^2+4960*b^2*c^2*g*r^2*x-36344*b^2*c^2*g*r*x^2-29328*b ^2*c^2*g*x^3+1100*b^2*c^2*p^3*x+920*b^2*c^2*p^2*q*x+4296*b^2*c^2*p^2*r*x-13208* b^2*c^2*p^2*x^2+108*b^2*c^2*p*q^2*x+2376*b^2*c^2*p*q*r*x-8444*b^2*c^2*p*q*x^2+ 5292*b^2*c^2*p*r^2*x-51216*b^2*c^2*p*r*x^2-9472*b^2*c^2*p*x^3+152*b^2*c^2*q^2*r *x-172*b^2*c^2*q^2*x^2+1456*b^2*c^2*q*r^2*x-18596*b^2*c^2*q*r*x^2-14480*b^2*c^2 *q*x^3+2096*b^2*c^2*r^3*x-38560*b^2*c^2*r^2*x^2+35736*b^2*c^2*r*x^3+30072*b^2*c ^2*x^4+36*b^2*c*g^4*x+478*b^2*c*g^3*p*x+44*b^2*c*g^3*q*x+802*b^2*c*g^3*r*x+1082 *b^2*c*g^3*x^2+1458*b^2*c*g^2*p^2*x+520*b^2*c*g^2*p*q*x+4120*b^2*c*g^2*p*r*x-\ 3564*b^2*c*g^2*p*x^2+12*b^2*c*g^2*q^2*x+876*b^2*c*g^2*q*r*x+1278*b^2*c*g^2*q*x^ 2+2662*b^2*c*g^2*r^2*x-13972*b^2*c*g^2*r*x^2-22294*b^2*c*g^2*x^3+1380*b^2*c*g*p ^3*x+1072*b^2*c*g*p^2*q*x+5542*b^2*c*g*p^2*r*x-11230*b^2*c*g*p^2*x^2+106*b^2*c* g*p*q^2*x+2948*b^2*c*g*p*q*r*x-5166*b^2*c*g*p*q*x^2+6944*b^2*c*g*p*r^2*x-50080* b^2*c*g*p*r*x^2-26692*b^2*c*g*p*x^3+180*b^2*c*g*q^2*r*x+720*b^2*c*g*q^2*x^2+ 1876*b^2*c*g*q*r^2*x-17056*b^2*c*g*q*r*x^2-27120*b^2*c*g*q*x^3+2782*b^2*c*g*r^3 *x-39582*b^2*c*g*r^2*x^2+12500*b^2*c*g*r*x^3+34640*b^2*c*g*x^4+348*b^2*c*p^4*x+ 472*b^2*c*p^3*q*x+1816*b^2*c*p^3*r*x-5642*b^2*c*p^3*x^2+124*b^2*c*p^2*q^2*x+ 1808*b^2*c*p^2*q*r*x-6886*b^2*c*p^2*q*x^2+3360*b^2*c*p^2*r^2*x-31884*b^2*c*p^2* r*x^2-2210*b^2*c*p^2*x^3+312*b^2*c*p*q^2*r*x-1154*b^2*c*p*q^2*x^2+2200*b^2*c*p* q*r^2*x-27212*b^2*c*p*q*r*x^2-9928*b^2*c*p*q*x^3+2664*b^2*c*p*r^3*x-48544*b^2*c *p*r^2*x^2+44836*b^2*c*p*r*x^3+26660*b^2*c*p*x^4+90*b^2*c*q^3*x^2+188*b^2*c*q^2 *r^2*x-3542*b^2*c*q^2*r*x^2-7718*b^2*c*q^2*x^3+864*b^2*c*q*r^3*x-19676*b^2*c*q* r^2*x^2+22466*b^2*c*q*r*x^3+26660*b^2*c*q*x^4+772*b^2*c*r^4*x-22302*b^2*c*r^3*x ^2+52590*b^2*c*r^2*x^3+14816*b^2*c*r*x^4+36*b^2*g^4*p*x+72*b^2*g^4*r*x+334*b^2* g^4*x^2+212*b^2*g^3*p^2*x+60*b^2*g^3*p*q*x+622*b^2*g^3*p*r*x+279*b^2*g^3*p*x^2+ 120*b^2*g^3*q*r*x+574*b^2*g^3*q*x^2+410*b^2*g^3*r^2*x-1086*b^2*g^3*r*x^2-4948*b ^2*g^3*x^3+365*b^2*g^2*p^3*x+258*b^2*g^2*p^2*q*x+1493*b^2*g^2*p^2*r*x-1763*b^2* g^2*p^2*x^2+20*b^2*g^2*p*q^2*x+752*b^2*g^2*p*q*r*x-87*b^2*g^2*p*q*x^2+1891*b^2* g^2*p*r^2*x-10036*b^2*g^2*p*r*x^2-10992*b^2*g^2*p*x^3+40*b^2*g^2*q^2*r*x+412*b^ 2*g^2*q^2*x^2+494*b^2*g^2*q*r^2*x-3062*b^2*g^2*q*r*x^2-9722*b^2*g^2*q*x^3+763*b ^2*g^2*r^3*x-8440*b^2*g^2*r^2*x^2-4468*b^2*g^2*r*x^3+8994*b^2*g^2*x^4+228*b^2*g *p^4*x+288*b^2*g*p^3*q*x+1216*b^2*g*p^3*r*x-2567*b^2*g*p^3*x^2+60*b^2*g*p^2*q^2 *x+1148*b^2*g*p^2*q*r*x-2600*b^2*g*p^2*q*x^2+2280*b^2*g*p^2*r^2*x-16148*b^2*g*p ^2*r*x^2-5700*b^2*g*p^2*x^3+180*b^2*g*p*q^2*r*x+75*b^2*g*p*q^2*x^2+1432*b^2*g*p *q*r^2*x-12860*b^2*g*p*q*r*x^2-12094*b^2*g*p*q*x^3+1824*b^2*g*p*r^3*x-25510*b^2 *g*p*r^2*x^2+10169*b^2*g*p*r*x^3+15916*b^2*g*p*x^4+108*b^2*g*q^3*x^2+120*b^2*g* q^2*r^2*x-1493*b^2*g*q^2*r*x^2-6394*b^2*g*q^2*x^3+572*b^2*g*q*r^3*x-9963*b^2*g* q*r^2*x^2+2474*b^2*g*q*r*x^3+15916*b^2*g*q*x^4+532*b^2*g*r^4*x-11929*b^2*g*r^3* x^2+17539*b^2*g*r^2*x^3+13470*b^2*g*r*x^4+40*b^2*p^5*x+80*b^2*p^4*q*x+262*b^2*p ^4*r*x-848*b^2*p^4*x^2+40*b^2*p^3*q^2*x+412*b^2*p^3*q*r*x-1624*b^2*p^3*q*x^2+ 648*b^2*p^3*r^2*x-6252*b^2*p^3*r*x^2+130*b^2*p^3*x^3+150*b^2*p^2*q^2*r*x-704*b^ 2*p^2*q^2*x^2+756*b^2*p^2*q*r^2*x-9158*b^2*p^2*q*r*x^2-1112*b^2*p^2*q*x^3+772*b ^2*p^2*r^3*x-14398*b^2*p^2*r^2*x^2+13508*b^2*p^2*r*x^3+5812*b^2*p^2*x^4+72*b^2* p*q^3*x^2+180*b^2*p*q^2*r^2*x-3002*b^2*p*q^2*r*x^2-2614*b^2*p*q^2*x^3+596*b^2*p *q*r^3*x-13524*b^2*p*q*r^2*x^2+16152*b^2*p*q*r*x^3+11624*b^2*p*q*x^4+448*b^2*p* r^4*x-13432*b^2*p*r^3*x^2+30774*b^2*p*r^2*x^3+5720*b^2*p*r*x^4-96*b^2*q^3*r*x^2 -1372*b^2*q^3*x^3+70*b^2*q^2*r^3*x-2008*b^2*q^2*r^2*x^2+2644*b^2*q^2*r*x^3+5812 *b^2*q^2*x^4+172*b^2*q*r^4*x-5990*b^2*q*r^3*x^2+18094*b^2*q*r^2*x^3+5720*b^2*q* r*x^4+102*b^2*r^5*x-4438*b^2*r^4*x^2+17976*b^2*r^3*x^3-1260*b^2*r^2*x^4+128*b*c ^6*x+480*b*c^5*g*x+736*b*c^5*p*x+144*b*c^5*q*x+1024*b*c^5*r*x-3136*b*c^5*x^2+ 640*b*c^4*g^2*x+2360*b*c^4*g*p*x+424*b*c^4*g*q*x+3384*b*c^4*g*r*x-6584*b*c^4*g* x^2+1408*b*c^4*p^2*x+768*b*c^4*p*q*x+3712*b*c^4*p*r*x-12664*b*c^4*p*x^2+48*b*c^ 4*q^2*x+1072*b*c^4*q*r*x-3576*b*c^4*q*x^2+2304*b*c^4*r^2*x-24680*b*c^4*r*x^2-\ 2480*b*c^4*x^3+400*b*c^3*g^3*x+2548*b*c^3*g^2*p*x+420*b*c^3*g^2*q*x+3764*b*c^3* g^2*r*x-4228*b*c^3*g^2*x^2+3764*b*c^3*g*p^2*x+1904*b*c^3*g*p*q*x+10140*b*c^3*g* p*r*x-23720*b*c^3*g*p*x^2+104*b*c^3*g*q^2*x+2764*b*c^3*g*q*r*x-5080*b*c^3*g*q*x ^2+6376*b*c^3*g*r^2*x-51808*b*c^3*g*r*x^2-20352*b*c^3*g*x^3+1240*b*c^3*p^3*x+ 1252*b*c^3*p^2*q*x+4832*b*c^3*p^2*r*x-17144*b*c^3*p^2*x^2+240*b*c^3*p*q^2*x+ 3256*b*c^3*p*q*r*x-13568*b*c^3*p*q*x^2+5944*b*c^3*p*r^2*x-63556*b*c^3*p*r*x^2+ 1512*b*c^3*p*x^3+4*b*c^3*q^3*x+336*b*c^3*q^2*r*x-1160*b*c^3*q^2*x^2+2004*b*c^3* q*r^2*x-26836*b*c^3*q*r*x^2-6792*b*c^3*q*x^3+2352*b*c^3*r^3*x-47624*b*c^3*r^2*x ^2+57116*b*c^3*r*x^3+26728*b*c^3*x^4+120*b*c^2*g^4*x+1202*b*c^2*g^3*p*x+174*b*c ^2*g^3*q*x+1850*b*c^2*g^3*r*x-386*b*c^2*g^3*x^2+3144*b*c^2*g^2*p^2*x+1472*b*c^2 *g^2*p*q*x+8608*b*c^2*g^2*p*r*x-13842*b*c^2*g^2*p*x^2+68*b*c^2*g^2*q^2*x+2248*b *c^2*g^2*q*r*x-1366*b*c^2*g^2*q*x^2+5464*b*c^2*g^2*r^2*x-35430*b*c^2*g^2*r*x^2-\ 26876*b*c^2*g^2*x^3+2620*b*c^2*g*p^3*x+2492*b*c^2*g*p^2*q*x+10388*b*c^2*g*p^2*r *x-25772*b*c^2*g*p^2*x^2+422*b*c^2*g*p*q^2*x+6636*b*c^2*g*p*q*r*x-17924*b*c^2*g *p*q*x^2+12916*b*c^2*g*p*r^2*x-103972*b*c^2*g*p*r*x^2-22216*b*c^2*g*p*x^3+6*b*c ^2*g*q^3*x+632*b*c^2*g*q^2*r*x-544*b*c^2*g*q^2*x^2+4144*b*c^2*g*q*r^2*x-41694*b *c^2*g*q*r*x^2-29144*b*c^2*g*q*x^3+5148*b*c^2*g*r^3*x-80358*b*c^2*g*r^2*x^2+ 58760*b*c^2*g*r*x^3+49784*b*c^2*g*x^4+544*b*c^2*p^4*x+852*b*c^2*p^3*q*x+2820*b* c^2*p^3*r*x-10486*b*c^2*p^3*x^2+328*b*c^2*p^2*q^2*x+3276*b*c^2*p^2*q*r*x-14962* b*c^2*p^2*q*x^2+5196*b*c^2*p^2*r^2*x-56648*b*c^2*p^2*r*x^2+6188*b*c^2*p^2*x^3+ 20*b*c^2*p*q^3*x+836*b*c^2*p*q^2*r*x-4522*b*c^2*p*q^2*x^2+3996*b*c^2*p*q*r^2*x-\ 55028*b*c^2*p*q*r*x^2-136*b*c^2*p*q*x^3+4108*b*c^2*p*r^3*x-85322*b*c^2*p*r^2*x^ 2+101746*b*c^2*p*r*x^3+34584*b*c^2*p*x^4+28*b*c^2*q^3*r*x-46*b*c^2*q^3*x^2+508* b*c^2*q^2*r^2*x-9452*b*c^2*q^2*r*x^2-6324*b*c^2*q^2*x^3+1572*b*c^2*q*r^3*x-\ 39944*b*c^2*q*r^2*x^2+60978*b*c^2*q*r*x^3+34584*b*c^2*q*x^4+1188*b*c^2*r^4*x-\ 39160*b*c^2*r^3*x^2+108992*b*c^2*r^2*x^3+8236*b*c^2*r*x^4+14*b*c*g^5*x+241*b*c* g^4*p*x+26*b*c*g^4*q*x+399*b*c*g^4*r*x+473*b*c*g^4*x^2+1025*b*c*g^3*p^2*x+428*b *c*g^3*p*q*x+2859*b*c*g^3*p*r*x-2384*b*c*g^3*p*x^2+14*b*c*g^3*q^2*x+711*b*c*g^3 *q*r*x+656*b*c*g^3*q*x^2+1834*b*c*g^3*r^2*x-8914*b*c*g^3*r*x^2-12852*b*c*g^3*x^ 3+1514*b*c*g^2*p^3*x+1357*b*c*g^2*p^2*q*x+6066*b*c*g^2*p^2*r*x-11004*b*c*g^2*p^ 2*x^2+199*b*c*g^2*p*q^2*x+3700*b*c*g^2*p*q*r*x-6146*b*c*g^2*p*q*x^2+7590*b*c*g^ 2*p*r^2*x-49103*b*c*g^2*p*r*x^2-23850*b*c*g^2*p*x^3+2*b*c*g^2*q^3*x+328*b*c*g^2 *q^2*r*x+510*b*c*g^2*q^2*x^2+2343*b*c*g^2*q*r^2*x-18620*b*c*g^2*q*r*x^2-23854*b *c*g^2*q*x^3+3038*b*c*g^2*r^3*x-39089*b*c*g^2*r^2*x^2+10201*b*c*g^2*r*x^3+27642 *b*c*g^2*x^4+822*b*c*g*p^4*x+1228*b*c*g*p^3*q*x+4324*b*c*g*p^3*r*x-11135*b*c*g* p^3*x^2+426*b*c*g*p^2*q^2*x+4804*b*c*g*p^2*q*r*x-14615*b*c*g*p^2*q*x^2+8040*b*c *g*p^2*r^2*x-64535*b*c*g*p^2*r*x^2-6388*b*c*g*p^2*x^3+20*b*c*g*p*q^3*x+1134*b*c *g*p*q^2*r*x-3269*b*c*g*p*q^2*x^2+5924*b*c*g*p*q*r^2*x-59818*b*c*g*p*q*r*x^2-\ 20572*b*c*g*p*q*x^3+6396*b*c*g*p*r^3*x-99996*b*c*g*p*r^2*x^2+75697*b*c*g*p*r*x^ 3+44706*b*c*g*p*x^4+34*b*c*g*q^3*r*x+211*b*c*g*q^3*x^2+708*b*c*g*q^2*r^2*x-9471 *b*c*g*q^2*r*x^2-14184*b*c*g*q^2*x^3+2348*b*c*g*q*r^3*x-44947*b*c*g*q*r^2*x^2+ 40395*b*c*g*q*r*x^3+44706*b*c*g*q*x^4+1858*b*c*g*r^4*x-46596*b*c*g*r^3*x^2+ 93936*b*c*g*r^2*x^3+26034*b*c*g*r*x^4+112*b*c*p^5*x+248*b*c*p^4*q*x+726*b*c*p^4 *r*x-2980*b*c*p^4*x^2+160*b*c*p^3*q^2*x+1272*b*c*p^3*q*r*x-6420*b*c*p^3*q*x^2+ 1784*b*c*p^3*r^2*x-20964*b*c*p^3*r*x^2+3814*b*c*p^3*x^3+24*b*c*p^2*q^3*x+606*b* c*p^2*q^2*r*x-3884*b*c*p^2*q^2*x^2+2328*b*c*p^2*q*r^2*x-34070*b*c*p^2*q*r*x^2+ 5158*b*c*p^2*q*x^3+2116*b*c*p^2*r^3*x-47394*b*c*p^2*r^2*x^2+57826*b*c*p^2*r*x^3 +14538*b*c*p^2*x^4+60*b*c*p*q^3*r*x-428*b*c*p*q^3*x^2+732*b*c*p*q^2*r^2*x-14240 *b*c*p*q^2*r*x^2-1126*b*c*p*q^2*x^3+1832*b*c*p*q*r^3*x-49984*b*c*p*q*r^2*x^2+ 77656*b*c*p*q*r*x^3+29076*b*c*p*q*x^4+1224*b*c*p*r^4*x-43816*b*c*p*r^3*x^2+ 121196*b*c*p*r^2*x^3+3666*b*c*p*r*x^4+16*b*c*q^4*x^2+36*b*c*q^3*r^2*x-1134*b*c* q^3*r*x^2-2470*b*c*q^3*x^3+286*b*c*q^2*r^3*x-9834*b*c*q^2*r^2*x^2+19830*b*c*q^2 *r*x^3+14538*b*c*q^2*x^4+528*b*c*q*r^4*x-22334*b*c*q*r^3*x^2+79644*b*c*q*r^2*x^ 3+3666*b*c*q*r*x^4+278*b*c*r^5*x-14406*b*c*r^4*x^2+69520*b*c*r^3*x^3-18504*b*c* r^2*x^4+14*b*g^5*p*x+28*b*g^5*r*x+118*b*g^5*x^2+109*b*g^4*p^2*x+36*b*g^4*p*q*x+ 313*b*g^4*p*r*x+95*b*g^4*p*x^2+72*b*g^4*q*r*x+258*b*g^4*q*x^2+204*b*g^4*r^2*x-\ 533*b*g^4*r*x^2-2096*b*g^4*x^3+257*b*g^3*p^3*x+212*b*g^3*p^2*q*x+1040*b*g^3*p^2 *r*x-1202*b*g^3*p^2*x^2+24*b*g^3*p*q^2*x+598*b*g^3*p*q*r*x-288*b*g^3*p*q*x^2+ 1309*b*g^3*p*r^2*x-6503*b*g^3*p*r*x^2-6182*b*g^3*p*x^3+48*b*g^3*q^2*r*x+246*b*g ^3*q^2*x^2+386*b*g^3*q*r^2*x-2241*b*g^3*q*r*x^2-5490*b*g^3*q*x^3+526*b*g^3*r^3* x-5408*b*g^3*r^2*x^2-2450*b*g^3*r*x^3+4716*b*g^3*x^4+248*b*g^2*p^4*x+354*b*g^2* p^3*q*x+1315*b*g^2*p^3*r*x-2542*b*g^2*p^3*x^2+110*b*g^2*p^2*q^2*x+1401*b*g^2*p^ 2*q*r*x-2976*b*g^2*p^2*q*x^2+2457*b*g^2*p^2*r^2*x-15860*b*g^2*p^2*r*x^2-5000*b* g^2*p^2*x^3+4*b*g^2*p*q^3*x+308*b*g^2*p*q^2*r*x-316*b*g^2*p*q^2*x^2+1740*b*g^2* p*q*r^2*x-13993*b*g^2*p*q*r*x^2-10376*b*g^2*p*q*x^3+1961*b*g^2*p*r^3*x-25167*b* g^2*p*r^2*x^2+8882*b*g^2*p*r*x^3+12759*b*g^2*p*x^4+8*b*g^2*q^3*r*x+118*b*g^2*q^ 3*x^2+198*b*g^2*q^2*r^2*x-2031*b*g^2*q^2*r*x^2-5376*b*g^2*q^2*x^3+693*b*g^2*q*r ^3*x-10929*b*g^2*q*r^2*x^2+2867*b*g^2*q*r*x^3+12759*b*g^2*q*x^4+571*b*g^2*r^4*x -11849*b*g^2*r^3*x^2+15814*b*g^2*r^2*x^3+10846*b*g^2*r*x^4+94*b*g*p^5*x+200*b*g *p^4*q*x+617*b*g*p^4*r*x-1678*b*g*p^4*x^2+118*b*g*p^3*q^2*x+1042*b*g*p^3*q*r*x-\ 3392*b*g*p^3*q*x^2+1528*b*g*p^3*r^2*x-12579*b*g*p^3*r*x^2-184*b*g*p^3*x^3+12*b* g*p^2*q^3*x+461*b*g*p^2*q^2*r*x-1732*b*g*p^2*q^2*x^2+1926*b*g*p^2*q*r^2*x-19598 *b*g*p^2*q*r*x^2-2718*b*g*p^2*q*x^3+1822*b*g*p^2*r^3*x-29260*b*g*p^2*r^2*x^2+ 23061*b*g*p^2*r*x^3+9907*b*g*p^2*x^4+36*b*g*p*q^3*r*x+568*b*g*p*q^2*r^2*x-7521* b*g*p*q^2*r*x^2-4884*b*g*p*q^2*x^3+1526*b*g*p*q*r^3*x-29628*b*g*p*q*r^2*x^2+ 28886*b*g*p*q*r*x^3+19814*b*g*p*q*x^4+1058*b*g*p*r^4*x-27495*b*g*p*r^3*x^2+ 54824*b*g*p*r^2*x^3+10541*b*g*p*r*x^4+18*b*g*q^4*x^2+24*b*g*q^3*r^2*x-502*b*g*q ^3*r*x^2-2350*b*g*q^3*x^3+225*b*g*q^2*r^3*x-5436*b*g*q^2*r^2*x^2+5825*b*g*q^2*r *x^3+9907*b*g*q^2*x^4+442*b*g*q*r^4*x-13422*b*g*q*r^3*x^2+34484*b*g*q*r^2*x^3+ 10541*b*g*q*r*x^4+241*b*g*r^5*x-9136*b*g*r^4*x^2+32660*b*g*r^3*x^3-1452*b*g*r^2 *x^4+8*b*p^6*x+24*b*p^5*q*x+62*b*p^5*r*x-318*b*p^5*x^2+24*b*p^4*q^2*x+154*b*p^4 *q*r*x-942*b*p^4*q*x^2+190*b*p^4*r^2*x-2722*b*p^4*r*x^2+704*b*p^4*x^3+8*b*p^3*q ^3*x+122*b*p^3*q^2*r*x-918*b*p^3*q^2*x^2+376*b*p^3*q*r^2*x-6454*b*p^3*q*r*x^2+ 1764*b*p^3*q*x^3+300*b*p^3*r^3*x-8154*b*p^3*r^2*x^2+10616*b*p^3*r*x^3+1964*b*p^ 3*x^4+30*b*p^2*q^3*r*x-282*b*p^2*q^3*x^2+222*b*p^2*q^2*r^2*x-4758*b*p^2*q^2*r*x ^2+1068*b*p^2*q^2*x^3+444*b*p^2*q*r^3*x-14244*b*p^2*q*r^2*x^2+23042*b*p^2*q*r*x ^3+5892*b*p^2*q*x^4+260*b*p^2*r^4*x-11310*b*p^2*r^3*x^2+32462*b*p^2*r^2*x^3-226 *b*p^2*r*x^4+12*b*p*q^4*x^2+36*b*p*q^3*r^2*x-1042*b*p*q^3*r*x^2-340*b*p*q^3*x^3 +174*b*p*q^2*r^3*x-6744*b*p*q^2*r^2*x^2+14236*b*p*q^2*r*x^3+5892*b*p*q^2*x^4+ 256*b*p*q*r^4*x-12894*b*p*q*r^3*x^2+46262*b*p*q*r^2*x^3-452*b*p*q*r*x^4+118*b*p *r^5*x-7456*b*p*r^4*x^2+37228*b*p*r^3*x^3-10182*b*p*r^2*x^4-16*b*q^4*r*x^2-348* b*q^4*x^3+14*b*q^3*r^3*x-654*b*q^3*r^2*x^2+1810*b*q^3*r*x^3+1964*b*q^3*x^4+50*b *q^2*r^4*x-2904*b*q^2*r^3*x^2+13800*b*q^2*r^2*x^3-226*b*q^2*r*x^4+58*b*q*r^5*x-\ 4162*b*q*r^4*x^2+25704*b*q*r^3*x^3-10182*b*q*r^2*x^4+22*b*r^6*x-1896*b*r^5*x^2+ 14678*b*r^4*x^3-9434*b*r^3*x^4+32*c^7*x+144*c^6*g*x+208*c^6*p*x+48*c^6*q*x+288* c^6*r*x-960*c^6*x^2+240*c^5*g^2*x+848*c^5*g*p*x+176*c^5*g*q*x+1184*c^5*g*r*x-\ 2752*c^5*g*x^2+456*c^5*p^2*x+288*c^5*p*q*x+1200*c^5*p*r*x-4480*c^5*p*x^2+24*c^5 *q^2*x+400*c^5*q*r*x-1504*c^5*q*x^2+744*c^5*r^2*x-8456*c^5*r*x^2+448*c^5*x^3+ 200*c^4*g^3*x+1208*c^4*g^2*p*x+232*c^4*g^2*q*x+1712*c^4*g^2*r*x-2848*c^4*g^2*x^ 2+1660*c^4*g*p^2*x+960*c^4*g*p*q*x+4408*c^4*g*p*r*x-11640*c^4*g*p*x^2+68*c^4*g* q^2*x+1336*c^4*g*q*r*x-3384*c^4*g*q*x^2+2748*c^4*g*r^2*x-23628*c^4*g*r*x^2-4192 *c^4*g*x^3+476*c^4*p^3*x+540*c^4*p^2*q*x+1848*c^4*p^2*r*x-7344*c^4*p^2*x^2+132* c^4*p*q^2*x+1408*c^4*p*q*r*x-6528*c^4*p*q*x^2+2268*c^4*p*r^2*x-26416*c^4*p*r*x^ 2+4064*c^4*p*x^3+4*c^4*q^3*x+184*c^4*q^2*r*x-816*c^4*q^2*x^2+868*c^4*q*r^2*x-\ 12256*c^4*q*r*x^2+160*c^4*q*x^3+896*c^4*r^3*x-19676*c^4*r^2*x^2+27232*c^4*r*x^3 +8528*c^4*x^4+90*c^3*g^4*x+816*c^3*g^3*p*x+144*c^3*g^3*q*x+1184*c^3*g^3*r*x-\ 1216*c^3*g^3*x^2+1966*c^3*g^2*p^2*x+1064*c^3*g^2*p*q*x+5260*c^3*g^2*p*r*x-10636 *c^3*g^2*p*x^2+66*c^3*g^2*q^2*x+1516*c^3*g^2*q*r*x-2476*c^3*g^2*q*x^2+3294*c^3* g^2*r^2*x-23494*c^3*g^2*r*x^2-9648*c^3*g^2*x^3+1504*c^3*g*p^3*x+1600*c^3*g*p^2* q*x+5908*c^3*g*p^2*r*x-16240*c^3*g*p^2*x^2+344*c^3*g*p*q^2*x+4168*c^3*g*p*q*r*x -13352*c^3*g*p*q*x^2+7304*c^3*g*p*r^2*x-62032*c^3*g*p*r*x^2-2776*c^3*g*p*x^3+8* c^3*g*q^3*x+476*c^3*g*q^2*r*x-1264*c^3*g*q^2*x^2+2568*c^3*g*q*r^2*x-27304*c^3*g *q*r*x^2-8488*c^3*g*q*x^3+2900*c^3*g*r^3*x-47260*c^3*g*r^2*x^2+45488*c^3*g*r*x^ 3+22776*c^3*g*x^4+260*c^3*p^4*x+444*c^3*p^3*q*x+1340*c^3*p^3*r*x-5784*c^3*p^3*x ^2+204*c^3*p^2*q^2*x+1708*c^3*p^2*q*r*x-9000*c^3*p^2*q*x^2+2460*c^3*p^2*r^2*x-\ 30314*c^3*p^2*r*x^2+6864*c^3*p^2*x^3+20*c^3*p*q^3*x+524*c^3*p*q^2*r*x-3384*c^3* p*q^2*x^2+2084*c^3*p*q*r^2*x-31804*c^3*p*q*r*x^2+6208*c^3*p*q*x^3+1940*c^3*p*r^ 3*x-45218*c^3*p*r^2*x^2+62480*c^3*p*r*x^3+14312*c^3*p*x^4+28*c^3*q^3*r*x-168*c^ 3*q^3*x^2+320*c^3*q^2*r^2*x-6338*c^3*q^2*r*x^2-656*c^3*q^2*x^3+820*c^3*q*r^3*x-\ 23042*c^3*q*r^2*x^2+40592*c^3*q*r*x^3+14312*c^3*q*x^4+560*c^3*r^4*x-20688*c^3*r ^3*x^2+63712*c^3*r^2*x^3-1808*c^3*r*x^4+21*c^2*g^5*x+277*c^2*g^4*p*x+43*c^2*g^4 *q*x+418*c^2*g^4*r*x-92*c^2*g^4*x^2+1029*c^2*g^3*p^2*x+516*c^2*g^3*p*q*x+2778*c ^2*g^3*p*r*x-4094*c^2*g^3*p*x^2+27*c^2*g^3*q^2*x+770*c^2*g^3*q*r*x-518*c^2*g^3* q*x^2+1749*c^2*g^3*r^2*x-10369*c^2*g^3*r*x^2-7624*c^2*g^3*x^3+1395*c^2*g^2*p^3* x+1415*c^2*g^2*p^2*q*x+5514*c^2*g^2*p^2*r*x-11828*c^2*g^2*p^2*x^2+273*c^2*g^2*p *q^2*x+3712*c^2*g^2*p*q*r*x-8840*c^2*g^2*p*q*x^2+6843*c^2*g^2*p*r^2*x-47908*c^2 *g^2*p*r*x^2-10824*c^2*g^2*p*x^3+5*c^2*g^2*q^3*x+394*c^2*g^2*q^2*r*x-452*c^2*g^ 2*q^2*x^2+2297*c^2*g^2*q*r^2*x-20212*c^2*g^2*q*r*x^2-13048*c^2*g^2*q*x^3+2724*c ^2*g^2*r^3*x-37135*c^2*g^2*r^2*x^2+23112*c^2*g^2*r*x^3+19980*c^2*g^2*x^4+686*c^ 2*g*p^4*x+1122*c^2*g*p^3*q*x+3580*c^2*g*p^3*r*x-10182*c^2*g*p^3*x^2+474*c^2*g*p ^2*q^2*x+4328*c^2*g*p^2*q*r*x-15018*c^2*g*p^2*q*x^2+6624*c^2*g*p^2*r^2*x-56403* c^2*g*p^2*r*x^2+2224*c^2*g*p^2*x^3+38*c^2*g*p*q^3*x+1200*c^2*g*p*q^2*r*x-4938*c ^2*g*p*q^2*x^2+5290*c^2*g*p*q*r^2*x-56662*c^2*g*p*q*r*x^2-4320*c^2*g*p*q*x^3+ 5252*c^2*g*p*r^3*x-86311*c^2*g*p*r^2*x^2+82580*c^2*g*p*r*x^3+30132*c^2*g*p*x^4+ 52*c^2*g*q^3*r*x-102*c^2*g*q^3*x^2+726*c^2*g*q^2*r^2*x-10479*c^2*g*q^2*r*x^2-\ 6544*c^2*g*q^2*x^3+2084*c^2*g*q*r^3*x-41839*c^2*g*q*r^2*x^2+50780*c^2*g*q*r*x^3 +30132*c^2*g*q*x^4+1522*c^2*g*r^4*x-40090*c^2*g*r^3*x^2+92456*c^2*g*r^2*x^3+ 9680*c^2*g*r*x^4+72*c^2*p^5*x+168*c^2*p^4*q*x+464*c^2*p^4*r*x-2360*c^2*p^4*x^2+ 120*c^2*p^3*q^2*x+860*c^2*p^3*q*r*x-5432*c^2*p^3*q*x^2+1136*c^2*p^3*r^2*x-16098 *c^2*p^3*r*x^2+4760*c^2*p^3*x^3+24*c^2*p^2*q^3*x+456*c^2*p^2*q^2*r*x-3792*c^2*p ^2*q^2*x^2+1572*c^2*p^2*q*r^2*x-27786*c^2*p^2*q*r*x^2+8856*c^2*p^2*q*x^3+1344*c ^2*p^2*r^3*x-35918*c^2*p^2*r^2*x^2+51344*c^2*p^2*r*x^3+8676*c^2*p^2*x^4+60*c^2* p*q^3*r*x-728*c^2*p*q^3*x^2+552*c^2*p*q^2*r^2*x-13062*c^2*p*q^2*r*x^2+3432*c^2* p*q^2*x^3+1236*c^2*p*q*r^3*x-40444*c^2*p*q*r^2*x^2+72912*c^2*p*q*r*x^3+17352*c^ 2*p*q*x^4+776*c^2*p*r^4*x-32982*c^2*p*r^3*x^2+102624*c^2*p*r^2*x^3-5528*c^2*p*r *x^4-8*c^2*q^4*x^2+36*c^2*q^3*r^2*x-1374*c^2*q^3*r*x^2-664*c^2*q^3*x^3+216*c^2* q^2*r^3*x-9062*c^2*q^2*r^2*x^2+21568*c^2*q^2*r*x^3+8676*c^2*q^2*x^4+356*c^2*q*r ^4*x-18090*c^2*q*r^3*x^2+71360*c^2*q*r^2*x^3-5528*c^2*q*r*x^4+176*c^2*r^5*x-\ 10802*c^2*r^4*x^2+57952*c^2*r^3*x^3-21692*c^2*r^2*x^4+2*c*g^6*x+43*c*g^5*p*x+5* c*g^5*q*x+70*c*g^5*r*x+76*c*g^5*x^2+242*c*g^4*p^2*x+108*c*g^4*p*q*x+662*c*g^4*p *r*x-537*c*g^4*p*x^2+4*c*g^4*q^2*x+176*c*g^4*q*r*x+117*c*g^4*q*x^2+420*c*g^4*r^ 2*x-1920*c*g^4*r*x^2-2624*c*g^4*x^3+505*c*g^3*p^3*x+485*c*g^3*p^2*q*x+2007*c*g^ 3*p^2*r*x-3320*c*g^3*p^2*x^2+81*c*g^3*p*q^2*x+1290*c*g^3*p*q*r*x-2090*c*g^3*p*q *x^2+2499*c*g^3*p*r^2*x-14592*c*g^3*p*r*x^2-6710*c*g^3*p*x^3+c*g^3*q^3*x+129*c* g^3*q^2*r*x+88*c*g^3*q^2*x^2+805*c*g^3*q*r^2*x-5862*c*g^3*q*r*x^2-6602*c*g^3*q* x^3+997*c*g^3*r^3*x-11528*c*g^3*r^2*x^2+2612*c*g^3*r*x^3+7162*c*g^3*x^4+446*c*g ^2*p^4*x+706*c*g^2*p^3*q*x+2341*c*g^2*p^3*r*x-5201*c*g^2*p^3*x^2+278*c*g^2*p^2* q^2*x+2733*c*g^2*p^2*q*r*x-7253*c*g^2*p^2*q*x^2+4347*c*g^2*p^2*r^2*x-30191*c*g^ 2*p^2*r*x^2-3408*c*g^2*p^2*x^3+18*c*g^2*p*q^3*x+711*c*g^2*p*q^2*r*x-1997*c*g^2* p*q^2*x^2+3348*c*g^2*p*q*r^2*x-29302*c*g^2*p*q*r*x^2-9400*c*g^2*p*q*x^3+3455*c* g^2*p*r^3*x-47007*c*g^2*p*r^2*x^2+30450*c*g^2*p*r*x^3+18134*c*g^2*p*x^4+27*c*g^ 2*q^3*r*x+55*c*g^2*q^3*x^2+433*c*g^2*q^2*r^2*x-5093*c*g^2*q^2*r*x^2-5992*c*g^2* q^2*x^3+1321*c*g^2*q*r^3*x-22029*c*g^2*q*r^2*x^2+17046*c*g^2*q*r*x^3+18134*c*g^ 2*q*x^4+1003*c*g^2*r^4*x-22017*c*g^2*r^3*x^2+38900*c*g^2*r^2*x^3+10964*c*g^2*r* x^4+150*c*g*p^5*x+342*c*g*p^4*q*x+976*c*g*p^4*r*x-2962*c*g*p^4*x^2+234*c*g*p^3* q^2*x+1758*c*g*p^3*q*r*x-6538*c*g*p^3*q*x^2+2404*c*g*p^3*r^2*x-21329*c*g*p^3*r* x^2+2210*c*g*p^3*x^3+42*c*g*p^2*q^3*x+884*c*g*p^2*q^2*r*x-4176*c*g*p^2*q^2*x^2+ 3222*c*g*p^2*q*r^2*x-35531*c*g*p^2*q*r*x^2+2146*c*g*p^2*q*x^3+2856*c*g*p^2*r^3* x-48929*c*g*p^2*r^2*x^2+47576*c*g*p^2*r*x^3+13050*c*g*p^2*x^4+102*c*g*p*q^3*r*x -586*c*g*p*q^3*x^2+1066*c*g*p*q^2*r^2*x-15653*c*g*p*q^2*r*x^2-2338*c*g*p*q^2*x^ 3+2538*c*g*p*q*r^3*x-52968*c*g*p*q*r^2*x^2+65128*c*g*p*q*r*x^3+26100*c*g*p*q*x^ 4+1654*c*g*p*r^4*x-45719*c*g*p*r^3*x^2+104008*c*g*p*r^2*x^3+6364*c*g*p*r*x^4+14 *c*g*q^4*x^2+60*c*g*q^3*r^2*x-1451*c*g*q^3*r*x^2-2274*c*g*q^3*x^3+416*c*g*q^2*r ^3*x-11051*c*g*q^2*r^2*x^2+17552*c*g*q^2*r*x^3+13050*c*g*q^2*x^4+732*c*g*q*r^4* x-23975*c*g*q*r^3*x^2+70048*c*g*q*r^2*x^3+6364*c*g*q*r*x^4+376*c*g*r^5*x-15157* c*g*r^4*x^2+60904*c*g*r^3*x^3-12418*c*g*r^2*x^4+8*c*p^6*x+24*c*p^5*q*x+62*c*p^5 *r*x-474*c*p^5*x^2+24*c*p^4*q^2*x+154*c*p^4*q*r*x-1476*c*p^4*q*x^2+190*c*p^4*r^ 2*x-3928*c*p^4*r*x^2+1504*c*p^4*x^3+8*c*p^3*q^3*x+122*c*p^3*q^2*r*x-1584*c*p^3* q^2*x^2+376*c*p^3*q*r^2*x-9742*c*p^3*q*r*x^2+4280*c*p^3*q*x^3+300*c*p^3*r^3*x-\ 11574*c*p^3*r^2*x^2+18100*c*p^3*r*x^3+2206*c*p^3*x^4+30*c*p^2*q^3*r*x-636*c*p^2 *q^3*x^2+222*c*p^2*q^2*r^2*x-7806*c*p^2*q^2*r*x^2+3816*c*p^2*q^2*x^3+444*c*p^2* q*r^3*x-21186*c*p^2*q*r^2*x^2+40940*c*p^2*q*r*x^3+6618*c*p^2*q*x^4+260*c*p^2*r^ 4*x-15894*c*p^2*r^3*x^2+52796*c*p^2*r^2*x^3-4172*c*p^2*r*x^4-54*c*p*q^4*x^2+36* c*p*q^3*r^2*x-2098*c*p*q^3*r*x^2+808*c*p*q^3*x^3+174*c*p*q^2*r^3*x-10962*c*p*q^ 2*r^2*x^2+27580*c*p*q^2*r*x^3+6618*c*p*q^2*x^4+256*c*p*q*r^4*x-19050*c*p*q*r^3* x^2+78416*c*p*q*r^2*x^3-8344*c*p*q*r*x^4+118*c*p*r^5*x-10408*c*p*r^4*x^2+59216* c*p*r^3*x^3-22174*c*p*r^2*x^4-106*c*q^4*r*x^2-232*c*q^4*x^3+14*c*q^3*r^3*x-1350 *c*q^3*r^2*x^2+4740*c*q^3*r*x^3+2206*c*q^3*x^4+50*c*q^2*r^4*x-4740*c*q^2*r^3*x^ 2+25620*c*q^2*r^2*x^3-4172*c*q^2*r*x^4+58*c*q*r^5*x-6130*c*q*r^4*x^2+42976*c*q* r^3*x^3-22174*c*q*r^2*x^4+22*c*r^6*x-2634*c*r^5*x^2+23016*c*r^4*x^3-18320*c*r^3 *x^4+2*g^6*p*x+4*g^6*r*x+16*g^6*x^2+20*g^5*p^2*x+7*g^5*p*q*x+56*g^5*p*r*x+13*g^ 5*p*x^2+14*g^5*q*r*x+43*g^5*q*x^2+36*g^5*r^2*x-92*g^5*r*x^2-336*g^5*x^3+62*g^4* p^3*x+55*g^4*p^2*q*x+248*g^4*p^2*r*x-274*g^4*p^2*x^2+7*g^4*p*q^2*x+150*g^4*p*q* r*x-96*g^4*p*q*x^2+310*g^4*p*r^2*x-1422*g^4*p*r*x^2-1250*g^4*p*x^3+14*g^4*q^2*r *x+50*g^4*q^2*x^2+95*g^4*q*r^2*x-525*g^4*q*r*x^2-1110*g^4*q*x^3+124*g^4*r^3*x-\ 1158*g^4*r^2*x^2-488*g^4*r*x^3+900*g^4*x^4+84*g^3*p^4*x+128*g^3*p^3*q*x+443*g^3 *p^3*r*x-778*g^3*p^3*x^2+46*g^3*p^2*q^2*x+498*g^3*p^2*q*r*x-997*g^3*p^2*q*x^2+ 825*g^3*p^2*r^2*x-4784*g^3*p^2*r*x^2-1402*g^3*p^2*x^3+2*g^3*p*q^3*x+121*g^3*p*q ^2*r*x-187*g^3*p*q^2*x^2+612*g^3*p*q*r^2*x-4461*g^3*p*q*r*x^2-2844*g^3*p*q*x^3+ 657*g^3*p*r^3*x-7578*g^3*p*r^2*x^2+2390*g^3*p*r*x^3+3323*g^3*p*x^4+4*g^3*q^3*r* x+32*g^3*q^3*x^2+75*g^3*q^2*r^2*x-719*g^3*q^2*r*x^2-1442*g^3*q^2*x^3+242*g^3*q* r^3*x-3435*g^3*q*r^2*x^2+902*g^3*q*r*x^3+3323*g^3*q*x^4+191*g^3*r^4*x-3572*g^3* r^3*x^2+4300*g^3*r^2*x^3+2836*g^3*r*x^4+52*g^2*p^5*x+116*g^2*p^4*q*x+340*g^2*p^ 4*r*x-795*g^2*p^4*x^2+76*g^2*p^3*q^2*x+598*g^2*p^3*q*r*x-1689*g^2*p^3*q*x^2+840 *g^2*p^3*r^2*x-5964*g^2*p^3*r*x^2-204*g^2*p^3*x^3+12*g^2*p^2*q^3*x+288*g^2*p^2* q^2*r*x-984*g^2*p^2*q^2*x^2+1098*g^2*p^2*q*r^2*x-9666*g^2*p^2*q*r*x^2-1348*g^2* p^2*q*x^3+1000*g^2*p^2*r^3*x-13932*g^2*p^2*r^2*x^2+9387*g^2*p^2*r*x^3+4072*g^2* p^2*x^4+30*g^2*p*q^3*r*x-81*g^2*p*q^3*x^2+348*g^2*p*q^2*r^2*x-4041*g^2*p*q^2*r* x^2-2084*g^2*p*q^2*x^3+866*g^2*p*q*r^3*x-14652*g^2*p*q*r^2*x^2+12192*g^2*p*q*r* x^3+8144*g^2*p*q*x^4+580*g^2*p*r^4*x-13152*g^2*p*r^3*x^2+22918*g^2*p*r^2*x^3+ 4592*g^2*p*r*x^4+9*g^2*q^4*x^2+18*g^2*q^3*r^2*x-339*g^2*q^3*r*x^2-940*g^2*q^3*x ^3+136*g^2*q^2*r^3*x-2916*g^2*q^2*r^2*x^2+2805*g^2*q^2*r*x^3+4072*g^2*q^2*x^4+ 250*g^2*q*r^4*x-6675*g^2*q*r^3*x^2+14982*g^2*q*r^2*x^3+4592*g^2*q*r*x^4+132*g^2 *r^5*x-4389*g^2*r^4*x^2+13840*g^2*r^3*x^3-306*g^2*r^2*x^4+12*g*p^6*x+36*g*p^5*q *x+93*g*p^5*r*x-324*g*p^5*x^2+36*g*p^4*q^2*x+231*g*p^4*q*r*x-972*g*p^4*q*x^2+ 285*g*p^4*r^2*x-2841*g*p^4*r*x^2+464*g*p^4*x^3+12*g*p^3*q^3*x+183*g*p^3*q^2*r*x -972*g*p^3*q^2*x^2+564*g*p^3*q*r^2*x-6831*g*p^3*q*r*x^2+1092*g*p^3*q*x^3+450*g* p^3*r^3*x-8628*g*p^3*r^2*x^2+8829*g*p^3*r*x^3+1839*g*p^3*x^4+45*g*p^2*q^3*r*x-\ 324*g*p^2*q^3*x^2+333*g*p^2*q^2*r^2*x-5181*g*p^2*q^2*r*x^2+492*g*p^2*q^2*x^3+ 666*g*p^2*q*r^3*x-15297*g*p^2*q*r^2*x^2+19425*g*p^2*q*r*x^3+5517*g*p^2*q*x^4+ 390*g*p^2*r^4*x-12078*g*p^2*r^3*x^2+28153*g*p^2*r^2*x^3+762*g*p^2*r*x^4+54*g*p* q^3*r^2*x-1233*g*p*q^3*r*x^2-436*g*p*q^3*x^3+261*g*p*q^2*r^3*x-7476*g*p*q^2*r^2 *x^2+12363*g*p*q^2*r*x^3+5517*g*p*q^2*x^4+384*g*p*q*r^4*x-13989*g*p*q*r^3*x^2+ 40800*g*p*q*r^2*x^3+1524*g*p*q*r*x^4+177*g*p*r^5*x-8016*g*p*r^4*x^2+32944*g*p*r ^3*x^3-6885*g*p*r^2*x^4-42*g*q^4*r*x^2-300*g*q^4*x^3+21*g*q^3*r^3*x-807*g*q^3*r ^2*x^2+1767*g*q^3*r*x^3+1839*g*q^3*x^4+75*g*q^2*r^4*x-3267*g*q^2*r^3*x^2+12647* g*q^2*r^2*x^3+762*g*q^2*r*x^4+87*g*q*r^5*x-4551*g*q*r^4*x^2+23168*g*q*r^3*x^3-\ 6885*g*q*r^2*x^4+33*g*r^6*x-2049*g*r^5*x^2+13156*g*r^4*x^3-6878*g*r^3*x^4-36*p^ 6*x^2-144*p^5*q*x^2-342*p^5*r*x^2+180*p^5*x^3-216*p^4*q^2*x^2-1134*p^4*q*r*x^2+ 692*p^4*q*x^3-1230*p^4*r^2*x^2+2322*p^4*r*x^3+190*p^4*x^4-144*p^3*q^3*x^2-1350* p^3*q^2*r*x^2+968*p^3*q^2*x^3-3228*p^3*q*r^2*x^2+7316*p^3*q*r*x^3+760*p^3*q*x^4 -2220*p^3*r^3*x^2+8706*p^3*r^2*x^3-930*p^3*r*x^4-36*p^2*q^4*x^2-666*p^2*q^3*r*x ^2+552*p^2*q^3*x^3-2826*p^2*q^2*r^2*x^2+8016*p^2*q^2*r*x^3+1140*p^2*q^2*x^4-\ 4320*p^2*q*r^3*x^2+20346*p^2*q*r^2*x^3-2790*p^2*q*r*x^4-2160*p^2*r^4*x^2+14406* p^2*r^3*x^3-5664*p^2*r^2*x^4-108*p*q^4*r*x^2+68*p*q^4*x^3-888*p*q^3*r^2*x^2+ 3372*p*q^3*r*x^3+760*p*q^3*x^4-2466*p*q^2*r^3*x^2+14574*p*q^2*r^2*x^3-2790*p*q^ 2*r*x^4-2772*p*q*r^4*x^2+22120*p*q*r^3*x^3-11328*p*q*r^2*x^4-1086*p*r^5*x^2+ 11082*p*r^4*x^3-8932*p*r^3*x^4-28*q^5*x^3-60*q^4*r^2*x^2+350*q^4*r*x^3+190*q^4* x^4-366*q^3*r^3*x^2+2934*q^3*r^2*x^3-930*q^3*r*x^4-774*q^2*r^4*x^2+7714*q^2*r^3 *x^3-5664*q^2*r^2*x^4-690*q*r^5*x^2+8398*q*r^4*x^3-8932*q*r^3*x^4-222*r^6*x^2+ 3240*r^5*x^3-4524*r^4*x^4-16*a^6*p-16*a^6*r-96*a^6*x-48*a^5*b*p-48*a^5*b*r-352* a^5*b*x-96*a^5*c*p-96*a^5*c*r-384*a^5*c*x-48*a^5*g*p-48*a^5*g*r-320*a^5*g*x-56* a^5*p^2-16*a^5*p*q-112*a^5*p*r+224*a^5*p*x-16*a^5*q*r-48*a^5*q*x-56*a^5*r^2+464 *a^5*r*x+1824*a^5*x^2-48*a^4*b^2*p-48*a^4*b^2*r-480*a^4*b^2*x-240*a^4*b*c*p-240 *a^4*b*c*r-1168*a^4*b*c*x-120*a^4*b*g*p-120*a^4*b*g*r-1008*a^4*b*g*x-152*a^4*b* p^2-32*a^4*b*p*q-304*a^4*b*p*r+560*a^4*b*p*x-32*a^4*b*q*r-216*a^4*b*q*x-152*a^4 *b*r^2+1232*a^4*b*r*x+6552*a^4*b*x^2-240*a^4*c^2*p-240*a^4*c^2*r-464*a^4*c^2*x-\ 248*a^4*c*g*p-248*a^4*c*g*r-1080*a^4*c*g*x-280*a^4*c*p^2-80*a^4*c*p*q-560*a^4*c *p*r+2088*a^4*c*p*x-80*a^4*c*q*r-112*a^4*c*q*x-280*a^4*c*r^2+3752*a^4*c*r*x+ 9176*a^4*c*x^2-60*a^4*g^2*p-60*a^4*g^2*r-456*a^4*g^2*x-156*a^4*g*p^2-40*a^4*g*p *q-312*a^4*g*p*r+632*a^4*g*p*x-40*a^4*g*q*r-188*a^4*g*q*x-156*a^4*g*r^2+1240*a^ 4*g*r*x+5912*a^4*g*x^2-76*a^4*p^3-48*a^4*p^2*q-228*a^4*p^2*r+1288*a^4*p^2*x-4*a ^4*p*q^2-96*a^4*p*q*r+660*a^4*p*q*x-228*a^4*p*r^2+3872*a^4*p*r*x+3168*a^4*p*x^2 -4*a^4*q^2*r-12*a^4*q^2*x-48*a^4*q*r^2+1108*a^4*q*r*x+2832*a^4*q*x^2-76*a^4*r^3 +2584*a^4*r^2*x+860*a^4*r*x^2-6520*a^4*x^3-16*a^3*b^3*p-16*a^3*b^3*r-288*a^3*b^ 3*x-192*a^3*b^2*c*p-192*a^3*b^2*c*r-1296*a^3*b^2*c*x-96*a^3*b^2*g*p-96*a^3*b^2* g*r-1152*a^3*b^2*g*x-136*a^3*b^2*p^2-16*a^3*b^2*p*q-272*a^3*b^2*p*r+408*a^3*b^2 *p*x-16*a^3*b^2*q*r-288*a^3*b^2*q*x-136*a^3*b^2*r^2+1088*a^3*b^2*r*x+8808*a^3*b ^2*x^2-480*a^3*b*c^2*p-480*a^3*b*c^2*r-1088*a^3*b*c^2*x-504*a^3*b*c*g*p-504*a^3 *b*c*g*r-2760*a^3*b*c*g*x-608*a^3*b*c*p^2-128*a^3*b*c*p*q-1216*a^3*b*c*p*r+4736 *a^3*b*c*p*x-128*a^3*b*c*q*r-584*a^3*b*c*q*x-608*a^3*b*c*r^2+8816*a^3*b*c*r*x+ 26512*a^3*b*c*x^2-120*a^3*b*g^2*p-120*a^3*b*g^2*r-1200*a^3*b*g^2*x-336*a^3*b*g* p^2-64*a^3*b*g*p*q-672*a^3*b*g*p*r+1156*a^3*b*g*p*x-64*a^3*b*g*q*r-636*a^3*b*g* q*x-336*a^3*b*g*r^2+2760*a^3*b*g*r*x+17324*a^3*b*g*x^2-180*a^3*b*p^3-88*a^3*b*p ^2*q-540*a^3*b*p^2*r+3060*a^3*b*p^2*x-4*a^3*b*p*q^2-176*a^3*b*p*q*r+1128*a^3*b* p*q*x-540*a^3*b*p*r^2+9156*a^3*b*p*r*x+10212*a^3*b*p*x^2-4*a^3*b*q^2*r-84*a^3*b *q^2*x-88*a^3*b*q*r^2+2100*a^3*b*q*r*x+8592*a^3*b*q*x^2-180*a^3*b*r^3+6096*a^3* b*r^2*x+3372*a^3*b*r*x^2-22016*a^3*b*x^3-320*a^3*c^3*p-320*a^3*c^3*r+80*a^3*c^3 *x-520*a^3*c^2*g*p-520*a^3*c^2*g*r-1048*a^3*c^2*g*x-560*a^3*c^2*p^2-160*a^3*c^2 *p*q-1120*a^3*c^2*p*r+6216*a^3*c^2*p*x-160*a^3*c^2*q*r+56*a^3*c^2*q*x-560*a^3*c ^2*r^2+10520*a^3*c^2*r*x+17184*a^3*c^2*x^2-260*a^3*c*g^2*p-260*a^3*c*g^2*r-1264 *a^3*c*g^2*x-656*a^3*c*g*p^2-168*a^3*c*g*p*q-1312*a^3*c*g*p*r+4928*a^3*c*g*p*x-\ 168*a^3*c*g*q*r-476*a^3*c*g*q*x-656*a^3*c*g*r^2+8676*a^3*c*g*r*x+23984*a^3*c*g* x^2-304*a^3*c*p^3-192*a^3*c*p^2*q-912*a^3*c*p^2*r+6696*a^3*c*p^2*x-16*a^3*c*p*q ^2-384*a^3*c*p*q*r+3308*a^3*c*p*q*x-912*a^3*c*p*r^2+19560*a^3*c*p*r*x+8636*a^3* c*p*x^2-16*a^3*c*q^2*r-28*a^3*c*q^2*x-192*a^3*c*q*r^2+5476*a^3*c*q*r*x+10844*a^ 3*c*q*x^2-304*a^3*c*r^3+12864*a^3*c*r^2*x-9396*a^3*c*r*x^2-36136*a^3*c*x^3-40*a ^3*g^3*p-40*a^3*g^3*r-360*a^3*g^3*x-174*a^3*g^2*p^2-40*a^3*g^2*p*q-348*a^3*g^2* p*r+660*a^3*g^2*p*x-40*a^3*g^2*q*r-290*a^3*g^2*q*x-174*a^3*g^2*r^2+1374*a^3*g^2 *r*x+7756*a^3*g^2*x^2-192*a^3*g*p^3-112*a^3*g*p^2*q-576*a^3*g*p^2*r+3168*a^3*g* p^2*x-8*a^3*g*p*q^2-224*a^3*g*p*q*r+1384*a^3*g*p*q*x-576*a^3*g*p*r^2+9174*a^3*g *p*r*x+8796*a^3*g*p*x^2-8*a^3*g*q^2*r-68*a^3*g*q^2*x-112*a^3*g*q*r^2+2390*a^3*g *q*r*x+7798*a^3*g*q*x^2-192*a^3*g*r^3+6006*a^3*g*r^2*x+2420*a^3*g*r*x^2-19308*a ^3*g*x^3-50*a^3*p^4-52*a^3*p^3*q-200*a^3*p^3*r+1744*a^3*p^3*x-10*a^3*p^2*q^2-\ 156*a^3*p^2*q*r+1822*a^3*p^2*q*x-300*a^3*p^2*r^2+7368*a^3*p^2*r*x-216*a^3*p^2*x ^2-20*a^3*p*q^2*r+336*a^3*p*q^2*x-156*a^3*p*q*r^2+5088*a^3*p*q*r*x+2204*a^3*p*q *x^2-200*a^3*p*r^3+9504*a^3*p*r^2*x-12230*a^3*p*r*x^2-17196*a^3*p*x^3-6*a^3*q^3 *x-10*a^3*q^2*r^2+568*a^3*q^2*r*x+1620*a^3*q^2*x^2-52*a^3*q*r^3+3266*a^3*q*r^2* x-4502*a^3*q*r*x^2-14728*a^3*q*x^3-50*a^3*r^4+3880*a^3*r^3*x-12630*a^3*r^2*x^2-\ 13372*a^3*r*x^3+4500*a^3*x^4-64*a^2*b^4*x-48*a^2*b^3*c*p-48*a^2*b^3*c*r-624*a^2 *b^3*c*x-24*a^2*b^3*g*p-24*a^2*b^3*g*r-560*a^2*b^3*g*x-40*a^2*b^3*p^2-80*a^2*b^ 3*p*r+32*a^2*b^3*p*x-120*a^2*b^3*q*x-40*a^2*b^3*r^2+336*a^2*b^3*r*x+5352*a^2*b^ 3*x^2-288*a^2*b^2*c^2*p-288*a^2*b^2*c^2*r-928*a^2*b^2*c^2*x-304*a^2*b^2*c*g*p-\ 304*a^2*b^2*c*g*r-2472*a^2*b^2*c*g*x-408*a^2*b^2*c*p^2-48*a^2*b^2*c*p*q-816*a^2 *b^2*c*p*r+3320*a^2*b^2*c*p*x-48*a^2*b^2*c*q*r-696*a^2*b^2*c*q*x-408*a^2*b^2*c* r^2+6808*a^2*b^2*c*r*x+27064*a^2*b^2*c*x^2-68*a^2*b^2*g^2*p-68*a^2*b^2*g^2*r-\ 1080*a^2*b^2*g^2*x-220*a^2*b^2*g*p^2-24*a^2*b^2*g*p*q-440*a^2*b^2*g*p*r+412*a^2 *b^2*g*p*x-24*a^2*b^2*g*q*r-648*a^2*b^2*g*q*x-220*a^2*b^2*g*r^2+1920*a^2*b^2*g* r*x+17880*a^2*b^2*g*x^2-136*a^2*b^2*p^3-40*a^2*b^2*p^2*q-408*a^2*b^2*p^2*r+2316 *a^2*b^2*p^2*x-80*a^2*b^2*p*q*r+396*a^2*b^2*p*q*x-408*a^2*b^2*p*r^2+6956*a^2*b^ 2*p*r*x+11916*a^2*b^2*p*x^2-72*a^2*b^2*q^2*x-40*a^2*b^2*q*r^2+1064*a^2*b^2*q*r* x+9072*a^2*b^2*q*x^2-136*a^2*b^2*r^3+4640*a^2*b^2*r^2*x+4568*a^2*b^2*r*x^2-\ 26928*a^2*b^2*x^3-480*a^2*b*c^3*p-480*a^2*b*c^3*r+256*a^2*b*c^3*x-800*a^2*b*c^2 *g*p-800*a^2*b*c^2*g*r-2072*a^2*b*c^2*g*x-912*a^2*b*c^2*p^2-192*a^2*b*c^2*p*q-\ 1824*a^2*b*c^2*p*r+11088*a^2*b*c^2*p*x-192*a^2*b*c^2*q*r-416*a^2*b*c^2*q*x-912* a^2*b*c^2*r^2+19440*a^2*b*c^2*r*x+37472*a^2*b*c^2*x^2-392*a^2*b*c*g^2*p-392*a^2 *b*c*g^2*r-2572*a^2*b*c*g^2*x-1064*a^2*b*c*g*p^2-200*a^2*b*c*g*p*q-2128*a^2*b*c *g*p*r+7976*a^2*b*c*g*p*x-200*a^2*b*c*g*q*r-1552*a^2*b*c*g*q*x-1064*a^2*b*c*g*r ^2+15980*a^2*b*c*g*r*x+53808*a^2*b*c*g*x^2-540*a^2*b*c*p^3-264*a^2*b*c*p^2*q-\ 1620*a^2*b*c*p^2*r+12344*a^2*b*c*p^2*x-12*a^2*b*c*p*q^2-528*a^2*b*c*p*q*r+4484* a^2*b*c*p*q*x-1620*a^2*b*c*p*r^2+36196*a^2*b*c*p*r*x+22676*a^2*b*c*p*x^2-12*a^2 *b*c*q^2*r-228*a^2*b*c*q^2*x-264*a^2*b*c*q*r^2+8192*a^2*b*c*q*r*x+25736*a^2*b*c *q*x^2-540*a^2*b*c*r^3+23852*a^2*b*c*r^2*x-17596*a^2*b*c*r*x^2-92536*a^2*b*c*x^ 3-56*a^2*b*g^3*p-56*a^2*b*g^3*r-736*a^2*b*g^3*x-274*a^2*b*g^2*p^2-44*a^2*b*g^2* p*q-548*a^2*b*g^2*p*r+678*a^2*b*g^2*p*x-44*a^2*b*g^2*q*r-734*a^2*b*g^2*q*x-274* a^2*b*g^2*r^2+2338*a^2*b*g^2*r*x+17380*a^2*b*g^2*x^2-334*a^2*b*g*p^3-148*a^2*b* g*p^2*q-1002*a^2*b*g*p^2*r+5472*a^2*b*g*p^2*x-6*a^2*b*g*p*q^2-296*a^2*b*g*p*q*r +1466*a^2*b*g*p*q*x-1002*a^2*b*g*p*r^2+16402*a^2*b*g*p*r*x+22454*a^2*b*g*p*x^2-\ 6*a^2*b*g*q^2*r-226*a^2*b*g*q^2*x-148*a^2*b*g*q*r^2+3392*a^2*b*g*q*r*x+18354*a^ 2*b*g*q*x^2-334*a^2*b*g*r^3+10930*a^2*b*g*r^2*x+7742*a^2*b*g*r*x^2-48996*a^2*b* g*x^3-98*a^2*b*p^4-84*a^2*b*p^3*q-392*a^2*b*p^3*r+3354*a^2*b*p^3*x-10*a^2*b*p^2 *q^2-252*a^2*b*p^2*q*r+2846*a^2*b*p^2*q*x-588*a^2*b*p^2*r^2+14196*a^2*b*p^2*r*x +1360*a^2*b*p^2*x^2-20*a^2*b*p*q^2*r+270*a^2*b*p*q^2*x-252*a^2*b*p*q*r^2+8076*a ^2*b*p*q*r*x+7982*a^2*b*p*q*x^2-392*a^2*b*p*r^3+18330*a^2*b*p*r^2*x-22846*a^2*b *p*r*x^2-45464*a^2*b*p*x^3-14*a^2*b*q^3*x-10*a^2*b*q^2*r^2+596*a^2*b*q^2*r*x+ 4222*a^2*b*q^2*x^2-84*a^2*b*q*r^3+5230*a^2*b*q*r^2*x-5740*a^2*b*q*r*x^2-38060*a ^2*b*q*x^3-98*a^2*b*r^4+7488*a^2*b*r^3*x-24534*a^2*b*r^2*x^2-35044*a^2*b*r*x^3+ 13500*a^2*b*x^4-240*a^2*c^4*p-240*a^2*c^4*r+624*a^2*c^4*x-552*a^2*c^3*g*p-552*a ^2*c^3*g*r+152*a^2*c^3*g*x-560*a^2*c^3*p^2-160*a^2*c^3*p*q-1120*a^2*c^3*p*r+ 8400*a^2*c^3*p*x-160*a^2*c^3*q*r+360*a^2*c^3*q*x-560*a^2*c^3*r^2+13760*a^2*c^3* r*x+14680*a^2*c^3*x^2-428*a^2*c^2*g^2*p-428*a^2*c^2*g^2*r-972*a^2*c^2*g^2*x-\ 1048*a^2*c^2*g*p^2-264*a^2*c^2*g*p*q-2096*a^2*c^2*g*p*r+11348*a^2*c^2*g*p*x-264 *a^2*c^2*g*q*r-304*a^2*c^2*g*q*x-1048*a^2*c^2*g*r^2+19324*a^2*c^2*g*r*x+35064*a ^2*c^2*g*x^2-456*a^2*c^2*p^3-288*a^2*c^2*p^2*q-1368*a^2*c^2*p^2*r+12532*a^2*c^2 *p^2*x-24*a^2*c^2*p*q^2-576*a^2*c^2*p*q*r+6044*a^2*c^2*p*q*x-1368*a^2*c^2*p*r^2 +35956*a^2*c^2*p*r*x+3936*a^2*c^2*p*x^2-24*a^2*c^2*q^2*r-12*a^2*c^2*q^2*x-288*a ^2*c^2*q*r^2+9912*a^2*c^2*q*r*x+15052*a^2*c^2*q*x^2-456*a^2*c^2*r^3+23424*a^2*c ^2*r^2*x-38376*a^2*c^2*r*x^2-69944*a^2*c^2*x^3-134*a^2*c*g^3*p-134*a^2*c*g^3*r-\ 774*a^2*c*g^3*x-574*a^2*c*g^2*p^2-128*a^2*c*g^2*p*q-1148*a^2*c*g^2*p*r+4118*a^2 *c*g^2*p*x-128*a^2*c*g^2*q*r-698*a^2*c*g^2*q*x-574*a^2*c*g^2*r^2+7744*a^2*c*g^2 *r*x+24102*a^2*c*g^2*x^2-618*a^2*c*g*p^3-356*a^2*c*g*p^2*q-1854*a^2*c*g*p^2*r+ 12802*a^2*c*g*p^2*x-24*a^2*c*g*p*q^2-712*a^2*c*g*p*q*r+5390*a^2*c*g*p*q*x-1854* a^2*c*g*p*r^2+36798*a^2*c*g*p*r*x+20290*a^2*c*g*p*x^2-24*a^2*c*g*q^2*r-208*a^2* c*g*q^2*x-356*a^2*c*g*q*r^2+9374*a^2*c*g*q*r*x+24044*a^2*c*g*q*x^2-618*a^2*c*g* r^3+23996*a^2*c*g*r^2*x-16622*a^2*c*g*r*x^2-80372*a^2*c*g*x^3-150*a^2*c*p^4-156 *a^2*c*p^3*q-600*a^2*c*p^3*r+6298*a^2*c*p^3*x-30*a^2*c*p^2*q^2-468*a^2*c*p^2*q* r+6384*a^2*c*p^2*q*x-900*a^2*c*p^2*r^2+26146*a^2*c*p^2*r*x-7876*a^2*c*p^2*x^2-\ 60*a^2*c*p*q^2*r+1122*a^2*c*p*q^2*x-468*a^2*c*p*q*r^2+17752*a^2*c*p*q*r*x+1986* a^2*c*p*q*x^2-600*a^2*c*p*r^3+33398*a^2*c*p*r^2*x-69266*a^2*c*p*r*x^2-64348*a^2 *c*p*x^3-18*a^2*c*q^3*x-30*a^2*c*q^2*r^2+1896*a^2*c*q^2*r*x+4976*a^2*c*q^2*x^2-\ 156*a^2*c*q*r^3+11368*a^2*c*q*r^2*x-26084*a^2*c*q*r*x^2-56064*a^2*c*q*x^3-150*a ^2*c*r^4+13550*a^2*c*r^3*x-64040*a^2*c*r^2*x^2-32802*a^2*c*r*x^3+26388*a^2*c*x^ 4-14*a^2*g^4*p-14*a^2*g^4*r-164*a^2*g^4*x-95*a^2*g^3*p^2-18*a^2*g^3*p*q-190*a^2 *g^3*p*r+272*a^2*g^3*p*x-18*a^2*g^3*q*r-228*a^2*g^3*q*x-95*a^2*g^3*r^2+761*a^2* g^3*r*x+5120*a^2*g^3*x^2-180*a^2*g^2*p^3-94*a^2*g^2*p^2*q-540*a^2*g^2*p^2*r+ 2818*a^2*g^2*p^2*x-5*a^2*g^2*p*q^2-188*a^2*g^2*p*q*r+936*a^2*g^2*p*q*x-540*a^2* g^2*p*r^2+8167*a^2*g^2*p*r*x+9700*a^2*g^2*p*x^2-5*a^2*g^2*q^2*r-113*a^2*g^2*q^2 *x-94*a^2*g^2*q*r^2+1916*a^2*g^2*q*r*x+8318*a^2*g^2*q*x^2-180*a^2*g^2*r^3+5349* a^2*g^2*r^2*x+3021*a^2*g^2*r*x^2-21104*a^2*g^2*x^3-111*a^2*g*p^4-110*a^2*g*p^3* q-444*a^2*g*p^3*r+3498*a^2*g*p^3*x-19*a^2*g*p^2*q^2-330*a^2*g*p^2*q*r+3326*a^2* g*p^2*q*x-666*a^2*g*p^2*r^2+14547*a^2*g*p^2*r*x+724*a^2*g*p^2*x^2-38*a^2*g*p*q^ 2*r+464*a^2*g*p*q^2*x-330*a^2*g*p*q*r^2+9222*a^2*g*p*q*r*x+6694*a^2*g*p*q*x^2-\ 444*a^2*g*p*r^3+18600*a^2*g*p*r^2*x-22265*a^2*g*p*r*x^2-39276*a^2*g*p*x^3-21*a^ 2*g*q^3*x-19*a^2*g*q^2*r^2+892*a^2*g*q^2*r*x+3951*a^2*g*q^2*x^2-110*a^2*g*q*r^3 +5896*a^2*g*q*r^2*x-6489*a^2*g*q*r*x^2-33150*a^2*g*q*x^3-111*a^2*g*r^4+7551*a^2 *g*r^3*x-23260*a^2*g*r^2*x^2-30071*a^2*g*r*x^3+11082*a^2*g*x^4-16*a^2*p^5-24*a^ 2*p^4*q-80*a^2*p^4*r+1016*a^2*p^4*x-8*a^2*p^3*q^2-96*a^2*p^3*q*r+1640*a^2*p^3*q *x-160*a^2*p^3*r^2+5534*a^2*p^3*r*x-3048*a^2*p^3*x^2-24*a^2*p^2*q^2*r+664*a^2*p ^2*q^2*x-144*a^2*p^2*q*r^2+6580*a^2*p^2*q*r*x-3254*a^2*p^2*q*x^2-160*a^2*p^2*r^ 3+10506*a^2*p^2*r^2*x-25574*a^2*p^2*r*x^2-14328*a^2*p^2*x^3+40*a^2*p*q^3*x-24*a ^2*p*q^2*r^2+1792*a^2*p*q^2*r*x+318*a^2*p*q^2*x^2-96*a^2*p*q*r^3+8240*a^2*p*q*r ^2*x-24358*a^2*p*q*r*x^2-25290*a^2*p*q*x^3-80*a^2*p*r^4+8474*a^2*p*r^3*x-45150* a^2*p*r^2*x^2-10998*a^2*p*r*x^3+12510*a^2*p*x^4+74*a^2*q^3*r*x+524*a^2*q^3*x^2-\ 8*a^2*q^2*r^3+1128*a^2*q^2*r^2*x-3952*a^2*q^2*r*x^2-10962*a^2*q^2*x^3-24*a^2*q* r^4+3300*a^2*q*r^3*x-21268*a^2*q*r^2*x^2-11274*a^2*q*r*x^3+12510*a^2*q*x^4-16*a ^2*r^5+2486*a^2*r^4*x-22624*a^2*r^3*x^2+4400*a^2*r^2*x^3+12722*a^2*r*x^4-112*a* b^4*c*x-96*a*b^4*g*x-40*a*b^4*p*x+16*a*b^4*r*x+1368*a*b^4*x^2-48*a*b^3*c^2*p-48 *a*b^3*c^2*r-352*a*b^3*c^2*x-48*a*b^3*c*g*p-48*a*b^3*c*g*r-904*a*b^3*c*g*x-80*a *b^3*c*p^2-160*a*b^3*c*p*r+648*a*b^3*c*p*x-224*a*b^3*c*q*x-80*a*b^3*c*r^2+1840* a*b^3*c*r*x+11296*a*b^3*c*x^2-8*a*b^3*g^2*p-8*a*b^3*g^2*r-368*a*b^3*g^2*x-40*a* b^3*g*p^2-80*a*b^3*g*p*r-176*a*b^3*g*p*x-200*a*b^3*g*q*x-40*a*b^3*g*r^2+368*a*b ^3*g*r*x+7436*a*b^3*g*x^2-32*a*b^3*p^3-96*a*b^3*p^2*r+544*a*b^3*p^2*x-72*a*b^3* p*q*x-96*a*b^3*p*r^2+1744*a*b^3*p*r*x+5868*a*b^3*p*x^2+72*a*b^3*q*r*x+3696*a*b^ 3*q*x^2-32*a*b^3*r^3+1200*a*b^3*r^2*x+2460*a*b^3*r*x^2-13888*a*b^3*x^3-192*a*b^ 2*c^3*p-192*a*b^2*c^3*r+128*a*b^2*c^3*x-320*a*b^2*c^2*g*p-320*a*b^2*c^2*g*r-\ 1432*a*b^2*c^2*g*x-408*a*b^2*c^2*p^2-48*a*b^2*c^2*p*q-816*a*b^2*c^2*p*r+5584*a* b^2*c^2*p*x-48*a*b^2*c^2*q*r-512*a*b^2*c^2*q*x-408*a*b^2*c^2*r^2+10648*a*b^2*c^ 2*r*x+26048*a*b^2*c^2*x^2-144*a*b^2*c*g^2*p-144*a*b^2*c*g^2*r-1660*a*b^2*c*g^2* x-464*a*b^2*c*g*p^2-48*a*b^2*c*g*p*q-928*a*b^2*c*g*p*r+3184*a*b^2*c*g*p*x-48*a* b^2*c*g*q*r-1252*a*b^2*c*g*q*x-464*a*b^2*c*g*r^2+8520*a*b^2*c*g*r*x+38496*a*b^2 *c*g*x^2-272*a*b^2*c*p^3-80*a*b^2*c*p^2*q-816*a*b^2*c*p^2*r+6564*a*b^2*c*p^2*x-\ 160*a*b^2*c*p*q*r+1240*a*b^2*c*p*q*x-816*a*b^2*c*p*r^2+19648*a*b^2*c*p*r*x+ 19448*a*b^2*c*p*x^2-140*a*b^2*c*q^2*x-80*a*b^2*c*q*r^2+3056*a*b^2*c*q*r*x+18944 *a*b^2*c*q*x^2-272*a*b^2*c*r^3+13084*a*b^2*c*r^2*x-9124*a*b^2*c*r*x^2-76664*a*b ^2*c*x^3-16*a*b^2*g^3*p-16*a*b^2*g^3*r-456*a*b^2*g^3*x-112*a*b^2*g^2*p^2-8*a*b^ 2*g^2*p*q-224*a*b^2*g^2*p*r-118*a*b^2*g^2*p*x-8*a*b^2*g^2*q*r-504*a*b^2*g^2*q*x -112*a*b^2*g^2*r^2+1040*a*b^2*g^2*r*x+12244*a*b^2*g^2*x^2-160*a*b^2*g*p^3-40*a* b^2*g*p^2*q-480*a*b^2*g*p^2*r+2554*a*b^2*g*p^2*x-80*a*b^2*g*p*q*r+14*a*b^2*g*p* q*x-480*a*b^2*g*p*r^2+8390*a*b^2*g*p*r*x+18486*a*b^2*g*p*x^2-128*a*b^2*g*q^2*x-\ 40*a*b^2*g*q*r^2+1032*a*b^2*g*q*r*x+13280*a*b^2*g*q*x^2-160*a*b^2*g*r^3+5836*a* b^2*g*r^2*x+7796*a*b^2*g*r*x^2-40068*a*b^2*g*x^3-56*a*b^2*p^4-32*a*b^2*p^3*q-\ 224*a*b^2*p^3*r+1882*a*b^2*p^3*x-96*a*b^2*p^2*q*r+1048*a*b^2*p^2*q*x-336*a*b^2* p^2*r^2+8024*a*b^2*p^2*r*x+2842*a*b^2*p^2*x^2-42*a*b^2*p*q^2*x-96*a*b^2*p*q*r^2 +3196*a*b^2*p*q*r*x+8300*a*b^2*p*q*x^2-224*a*b^2*p*r^3+10402*a*b^2*p*r^2*x-\ 11812*a*b^2*p*r*x^2-39340*a*b^2*p*x^3+60*a*b^2*q^2*r*x+3058*a*b^2*q^2*x^2-32*a* b^2*q*r^3+2148*a*b^2*q*r^2*x-784*a*b^2*q*r*x^2-31936*a*b^2*q*x^3-56*a*b^2*r^4+ 4260*a*b^2*r^3*x-14094*a*b^2*r^2*x^2-29972*a*b^2*r*x^3+13500*a*b^2*x^4-240*a*b* c^4*p-240*a*b*c^4*r+864*a*b*c^4*x-568*a*b*c^3*g*p-568*a*b*c^3*g*r+104*a*b*c^3*g *x-608*a*b*c^3*p^2-128*a*b*c^3*p*q-1216*a*b*c^3*p*r+10264*a*b*c^3*p*x-128*a*b*c ^3*q*r+56*a*b*c^3*q*x-608*a*b*c^3*r^2+17464*a*b*c^3*r*x+21512*a*b*c^3*x^2-428*a *b*c^2*g^2*p-428*a*b*c^2*g^2*r-1456*a*b*c^2*g^2*x-1132*a*b*c^2*g*p^2-208*a*b*c^ 2*g*p*q-2264*a*b*c^2*g*p*r+12956*a*b*c^2*g*p*x-208*a*b*c^2*g*q*r-1236*a*b*c^2*g *q*x-1132*a*b*c^2*g*r^2+24832*a*b*c^2*g*r*x+54272*a*b*c^2*g*x^2-540*a*b*c^2*p^3 -264*a*b*c^2*p^2*q-1620*a*b*c^2*p^2*r+15748*a*b*c^2*p^2*x-12*a*b*c^2*p*q^2-528* a*b*c^2*p*q*r+5672*a*b*c^2*p*q*x-1620*a*b*c^2*p*r^2+45676*a*b*c^2*p*r*x+10132*a *b*c^2*p*x^2-12*a*b*c^2*q^2*r-204*a*b*c^2*q^2*x-264*a*b*c^2*q*r^2+10244*a*b*c^2 *q*r*x+25156*a*b*c^2*q*x^2-540*a*b*c^2*r^3+29928*a*b*c^2*r^2*x-53560*a*b*c^2*r* x^2-120288*a*b*c^2*x^3-122*a*b*c*g^3*p-122*a*b*c*g^3*r-1102*a*b*c*g^3*x-600*a*b *c*g^2*p^2-92*a*b*c*g^2*p*q-1200*a*b*c*g^2*p*r+3952*a*b*c*g^2*p*x-92*a*b*c*g^2* q*r-1396*a*b*c*g^2*q*x-600*a*b*c*g^2*r^2+9732*a*b*c*g^2*r*x+37374*a*b*c*g^2*x^2 -710*a*b*c*g*p^3-308*a*b*c*g*p^2*q-2130*a*b*c*g*p^2*r+15248*a*b*c*g*p^2*x-12*a* b*c*g*p*q^2-616*a*b*c*g*p*q*r+4076*a*b*c*g*p*q*x-2130*a*b*c*g*p*r^2+45980*a*b*c *g*p*r*x+38534*a*b*c*g*p*x^2-12*a*b*c*g*q^2*r-484*a*b*c*g*q^2*x-308*a*b*c*g*q*r ^2+9338*a*b*c*g*q*r*x+39818*a*b*c*g*q*x^2-710*a*b*c*g*r^3+30732*a*b*c*g*r^2*x-\ 18720*a*b*c*g*r*x^2-138560*a*b*c*g*x^3-196*a*b*c*p^4-168*a*b*c*p^3*q-784*a*b*c* p^3*r+8236*a*b*c*p^3*x-20*a*b*c*p^2*q^2-504*a*b*c*p^2*q*r+6774*a*b*c*p^2*q*x-\ 1176*a*b*c*p^2*r^2+34392*a*b*c*p^2*r*x-7472*a*b*c*p^2*x^2-40*a*b*c*p*q^2*r+618* a*b*c*p*q^2*x-504*a*b*c*p*q*r^2+19328*a*b*c*p*q*r*x+11352*a*b*c*p*q*x^2-784*a*b *c*p*r^3+44076*a*b*c*p*r^2*x-94880*a*b*c*p*r*x^2-114924*a*b*c*p*x^3-28*a*b*c*q^ 3*x-20*a*b*c*q^2*r^2+1364*a*b*c*q^2*r*x+9052*a*b*c*q^2*x^2-168*a*b*c*q*r^3+ 12554*a*b*c*q*r^2*x-27770*a*b*c*q*r*x^2-98356*a*b*c*q*x^3-196*a*b*c*r^4+17920*a *b*c*r^3*x-89298*a*b*c*r^2*x^2-59264*a*b*c*r*x^3+52776*a*b*c*x^4-10*a*b*g^4*p-\ 10*a*b*g^4*r-228*a*b*g^4*x-93*a*b*g^3*p^2-10*a*b*g^3*p*q-186*a*b*g^3*p*r+20*a*b *g^3*p*x-10*a*b*g^3*q*r-382*a*b*g^3*q*x-93*a*b*g^3*r^2+841*a*b*g^3*r*x+7808*a*b *g^3*x^2-199*a*b*g^2*p^3-74*a*b*g^2*p^2*q-597*a*b*g^2*p^2*r+3064*a*b*g^2*p^2*x-\ 2*a*b*g^2*p*q^2-148*a*b*g^2*p*q*r+342*a*b*g^2*p*q*x-597*a*b*g^2*p*r^2+9762*a*b* g^2*p*r*x+17126*a*b*g^2*p*x^2-2*a*b*g^2*q^2*r-194*a*b*g^2*q^2*x-74*a*b*g^2*q*r^ 2+1707*a*b*g^2*q*r*x+13316*a*b*g^2*q*x^2-199*a*b*g^2*r^3+6698*a*b*g^2*r^2*x+ 6690*a*b*g^2*r*x^2-35976*a*b*g^2*x^3-138*a*b*g*p^4-108*a*b*g*p^3*q-552*a*b*g*p^ 3*r+4318*a*b*g*p^3*x-10*a*b*g*p^2*q^2-324*a*b*g*p^2*q*r+3101*a*b*g*p^2*q*x-828* a*b*g*p^2*r^2+18436*a*b*g*p^2*r*x+4666*a*b*g*p^2*x^2-20*a*b*g*p*q^2*r+71*a*b*g* p*q^2*x-324*a*b*g*p*q*r^2+9404*a*b*g*p*q*r*x+15452*a*b*g*p*q*x^2-552*a*b*g*p*r^ 3+23918*a*b*g*p*r^2*x-26500*a*b*g*p*r*x^2-69790*a*b*g*p*x^3-26*a*b*g*q^3*x-10*a *b*g*q^2*r^2+530*a*b*g*q^2*r*x+6748*a*b*g*q^2*x^2-108*a*b*g*q*r^3+6303*a*b*g*q* r^2*x-3415*a*b*g*q*r*x^2-57538*a*b*g*q*x^3-138*a*b*g*r^4+9800*a*b*g*r^3*x-31037 *a*b*g*r^2*x^2-53880*a*b*g*r*x^3+22164*a*b*g*x^4-24*a*b*p^5-32*a*b*p^4*q-120*a* b*p^4*r+1400*a*b*p^4*x-8*a*b*p^3*q^2-128*a*b*p^3*q*r+1928*a*b*p^3*q*x-240*a*b*p ^3*r^2+7694*a*b*p^3*r*x-3574*a*b*p^3*x^2-24*a*b*p^2*q^2*r+520*a*b*p^2*q^2*x-192 *a*b*p^2*q*r^2+7846*a*b*p^2*q*r*x-1580*a*b*p^2*q*x^2-240*a*b*p^2*r^3+14682*a*b* p^2*r^2*x-35370*a*b*p^2*r*x^2-26614*a*b*p^2*x^3-8*a*b*p*q^3*x-24*a*b*p*q^2*r^2+ 1510*a*b*p*q^2*r*x+2926*a*b*p*q^2*x^2-128*a*b*p*q*r^3+9908*a*b*p*q*r^2*x-27812* a*b*p*q*r*x^2-46496*a*b*p*q*x^3-120*a*b*p*r^4+11882*a*b*p*r^3*x-63488*a*b*p*r^2 *x^2-22604*a*b*p*r*x^3+25020*a*b*p*x^4+14*a*b*q^3*r*x+932*a*b*q^3*x^2-8*a*b*q^2 *r^3+990*a*b*q^2*r^2*x-2778*a*b*q^2*r*x^2-19882*a*b*q^2*x^3-32*a*b*q*r^4+3990*a *b*q*r^3*x-25448*a*b*q*r^2*x^2-23156*a*b*q*r*x^3+25020*a*b*q*x^4-24*a*b*r^5+ 3494*a*b*r^4*x-31692*a*b*r^3*x^2+5040*a*b*r^2*x^3+25444*a*b*r*x^4-96*a*c^5*p-96 *a*c^5*r+496*a*c^5*x-296*a*c^4*g*p-296*a*c^4*g*r+728*a*c^4*g*x-280*a*c^4*p^2-80 *a*c^4*p*q-560*a*c^4*p*r+5384*a*c^4*p*x-80*a*c^4*q*r+344*a*c^4*q*x-280*a*c^4*r^ 2+8648*a*c^4*r*x+5368*a*c^4*x^2-316*a*c^3*g^2*p-316*a*c^3*g^2*r+28*a*c^3*g^2*x-\ 752*a*c^3*g*p^2-184*a*c^3*g*p*q-1504*a*c^3*g*p*r+10504*a*c^3*g*p*x-184*a*c^3*g* q*r+68*a*c^3*g*q*x-752*a*c^3*g*r^2+17756*a*c^3*g*r*x+22008*a*c^3*g*x^2-304*a*c^ 3*p^3-192*a*c^3*p^2*q-912*a*c^3*p^2*r+10156*a*c^3*p^2*x-16*a*c^3*p*q^2-384*a*c^ 3*p*q*r+4804*a*c^3*p*q*x-912*a*c^3*p*r^2+28816*a*c^3*p*r*x-5544*a*c^3*p*x^2-16* a*c^3*q^2*r+12*a*c^3*q^2*x-192*a*c^3*q*r^2+7828*a*c^3*q*r*x+8872*a*c^3*q*x^2-\ 304*a*c^3*r^3+18660*a*c^3*r^2*x-45712*a*c^3*r*x^2-57352*a*c^3*x^3-150*a*c^2*g^3 *p-150*a*c^2*g^3*r-430*a*c^2*g^3*x-638*a*c^2*g^2*p^2-136*a*c^2*g^2*p*q-1276*a*c ^2*g^2*p*r+6546*a*c^2*g^2*p*x-136*a*c^2*g^2*q*r-550*a*c^2*g^2*q*x-638*a*c^2*g^2 *r^2+12082*a*c^2*g^2*r*x+24758*a*c^2*g^2*x^2-670*a*c^2*g*p^3-376*a*c^2*g*p^2*q-\ 2010*a*c^2*g*p^2*r+16526*a*c^2*g*p^2*x-24*a*c^2*g*p*q^2-752*a*c^2*g*p*q*r+6702* a*c^2*g*p*q*x-2010*a*c^2*g*p*r^2+47664*a*c^2*g*p*r*x+11704*a*c^2*g*p*x^2-24*a*c ^2*g*q^2*r-212*a*c^2*g*q^2*x-376*a*c^2*g*q*r^2+11828*a*c^2*g*q*r*x+24976*a*c^2* g*q*x^2-670*a*c^2*g*r^3+31138*a*c^2*g*r^2*x-47384*a*c^2*g*r*x^2-106288*a*c^2*g* x^3-150*a*c^2*p^4-156*a*c^2*p^3*q-600*a*c^2*p^3*r+7466*a*c^2*p^3*x-30*a*c^2*p^2 *q^2-468*a*c^2*p^2*q*r+7376*a*c^2*p^2*q*x-900*a*c^2*p^2*r^2+30640*a*c^2*p^2*r*x -17110*a*c^2*p^2*x^2-60*a*c^2*p*q^2*r+1236*a*c^2*p*q^2*x-468*a*c^2*p*q*r^2+ 20468*a*c^2*p*q*r*x-3688*a*c^2*p*q*x^2-600*a*c^2*p*r^3+38882*a*c^2*p*r^2*x-\ 109026*a*c^2*p*r*x^2-76608*a*c^2*p*x^3-18*a*c^2*q^3*x-30*a*c^2*q^2*r^2+2088*a*c ^2*q^2*r*x+5110*a*c^2*q^2*x^2-156*a*c^2*q*r^3+13092*a*c^2*q*r^2*x-41044*a*c^2*q *r*x^2-68984*a*c^2*q*x^3-150*a*c^2*r^4+15708*a*c^2*r^3*x-95342*a*c^2*r^2*x^2-\ 16472*a*c^2*r*x^3+43256*a*c^2*x^4-31*a*c*g^4*p-31*a*c*g^4*r-242*a*c*g^4*x-214*a *c*g^3*p^2-38*a*c*g^3*p*q-428*a*c*g^3*p*r+1360*a*c*g^3*p*x-38*a*c*g^3*q*r-429*a *c*g^3*q*x-214*a*c*g^3*r^2+3089*a*c*g^3*r*x+10936*a*c*g^3*x^2-403*a*c*g^2*p^3-\ 202*a*c*g^2*p^2*q-1209*a*c*g^2*p^2*r+7808*a*c*g^2*p^2*x-10*a*c*g^2*p*q^2-404*a* c*g^2*p*q*r+2518*a*c*g^2*p*q*x-1209*a*c*g^2*p*r^2+22984*a*c*g^2*p*r*x+17010*a*c *g^2*p*x^2-10*a*c*g^2*q^2*r-247*a*c*g^2*q^2*x-202*a*c*g^2*q*r^2+5253*a*c*g^2*q* r*x+18254*a*c*g^2*q*x^2-403*a*c*g^2*r^3+15176*a*c*g^2*r^2*x-8710*a*c*g^2*r*x^2-\ 59062*a*c*g^2*x^3-244*a*c*g*p^4-236*a*c*g*p^3*q-976*a*c*g*p^3*r+8758*a*c*g*p^3* x-38*a*c*g*p^2*q^2-708*a*c*g*p^2*q*r+7961*a*c*g*p^2*q*x-1464*a*c*g*p^2*r^2+ 36404*a*c*g*p^2*r*x-6384*a*c*g*p^2*x^2-76*a*c*g*p*q^2*r+999*a*c*g*p*q^2*x-708*a *c*g*p*q*r^2+22438*a*c*g*p*q*r*x+10432*a*c*g*p*q*x^2-976*a*c*g*p*r^3+46534*a*c* g*p*r^2*x-87452*a*c*g*p*r*x^2-101344*a*c*g*p*x^3-42*a*c*g*q^3*x-38*a*c*g*q^2*r^ 2+2002*a*c*g*q^2*r*x+8936*a*c*g*q^2*x^2-236*a*c*g*q*r^3+14477*a*c*g*q*r^2*x-\ 27779*a*c*g*q*r*x^2-87104*a*c*g*q*x^3-244*a*c*g*r^4+18888*a*c*g*r^3*x-82957*a*c *g*r^2*x^2-53866*a*c*g*r*x^3+42136*a*c*g*x^4-32*a*c*p^5-48*a*c*p^4*q-160*a*c*p^ 4*r+2364*a*c*p^4*x-16*a*c*p^3*q^2-192*a*c*p^3*q*r+3740*a*c*p^3*q*x-320*a*c*p^3* r^2+12734*a*c*p^3*r*x-10122*a*c*p^3*x^2-48*a*c*p^2*q^2*r+1456*a*c*p^2*q^2*x-288 *a*c*p^2*q*r^2+14952*a*c*p^2*q*r*x-11468*a*c*p^2*q*x^2-320*a*c*p^2*r^3+24018*a* c*p^2*r^2*x-74974*a*c*p^2*r*x^2-32518*a*c*p^2*x^3+80*a*c*p*q^3*x-48*a*c*p*q^2*r ^2+3938*a*c*p*q^2*r*x-182*a*c*p*q^2*x^2-192*a*c*p*q*r^3+18684*a*c*p*q*r^2*x-\ 69928*a*c*p*q*r*x^2-59724*a*c*p*q*x^3-160*a*c*p*r^4+19290*a*c*p*r^3*x-127054*a* c*p*r^2*x^2+1180*a*c*p*r*x^3+39740*a*c*p*x^4+148*a*c*q^3*r*x+1164*a*c*q^3*x^2-\ 16*a*c*q^2*r^3+2482*a*c*q^2*r^2*x-10900*a*c*q^2*r*x^2-27206*a*c*q^2*x^3-48*a*c* q*r^4+7472*a*c*q*r^3*x-58582*a*c*q*r^2*x^2-10516*a*c*q*r*x^3+39740*a*c*q*x^4-32 *a*c*r^5+5642*a*c*r^4*x-62202*a*c*r^3*x^2+41626*a*c*r^2*x^3+34608*a*c*r*x^4-2*a *g^5*p-2*a*g^5*r-40*a*g^5*x-24*a*g^4*p^2-3*a*g^4*p*q-48*a*g^4*p*r+20*a*g^4*p*x-\ 3*a*g^4*q*r-90*a*g^4*q*x-24*a*g^4*r^2+203*a*g^4*r*x+1694*a*g^4*x^2-72*a*g^3*p^3 -31*a*g^3*p^2*q-216*a*g^3*p^2*r+1042*a*g^3*p^2*x-a*g^3*p*q^2-62*a*g^3*p*q*r+184 *a*g^3*p*q*x-216*a*g^3*p*r^2+3178*a*g^3*p*r*x+4886*a*g^3*p*x^2-a*g^3*q^2*r-69*a *g^3*q^2*x-31*a*g^3*q*r^2+648*a*g^3*q*r*x+3992*a*g^3*q*x^2-72*a*g^3*r^3+2136*a* g^3*r^2*x+1777*a*g^3*r*x^2-10128*a*g^3*x^3-78*a*g^2*p^4-70*a*g^2*p^3*q-312*a*g^ 2*p^3*r+2234*a*g^2*p^3*x-9*a*g^2*p^2*q^2-210*a*g^2*p^2*q*r+1840*a*g^2*p^2*q*x-\ 468*a*g^2*p^2*r^2+9386*a*g^2*p^2*r*x+1758*a*g^2*p^2*x^2-18*a*g^2*p*q^2*r+130*a* g^2*p*q^2*x-210*a*g^2*p*q*r^2+5335*a*g^2*p*q*r*x+6528*a*g^2*p*q*x^2-312*a*g^2*p *r^3+12070*a*g^2*p*r^2*x-12715*a*g^2*p*r*x^2-29546*a*g^2*p*x^3-17*a*g^2*q^3*x-9 *a*g^2*q^2*r^2+418*a*g^2*q^2*r*x+3160*a*g^2*q^2*x^2-70*a*g^2*q*r^3+3495*a*g^2*q *r^2*x-2304*a*g^2*q*r*x^2-24600*a*g^2*q*x^3-78*a*g^2*r^4+4918*a*g^2*r^3*x-14312 *a*g^2*r^2*x^2-22667*a*g^2*r*x^3+8862*a*g^2*x^4-30*a*g*p^5-44*a*g*p^4*q-150*a*g *p^4*r+1500*a*g*p^4*x-14*a*g*p^3*q^2-176*a*g*p^3*q*r+2242*a*g*p^3*q*x-300*a*g*p ^3*r^2+8188*a*g*p^3*r*x-3334*a*g*p^3*x^2-42*a*g*p^2*q^2*r+752*a*g*p^2*q^2*x-264 *a*g*p^2*q*r^2+9045*a*g*p^2*q*r*x-1928*a*g*p^2*q*x^2-300*a*g*p^2*r^3+15564*a*g* p^2*r^2*x-33212*a*g*p^2*r*x^2-23514*a*g*p^2*x^3+10*a*g*p*q^3*x-42*a*g*p*q^2*r^2 +2098*a*g*p*q^2*r*x+2372*a*g*p*q^2*x^2-176*a*g*p*q*r^3+11364*a*g*p*q*r^2*x-\ 28222*a*g*p*q*r*x^2-41082*a*g*p*q*x^3-150*a*g*p*r^4+12564*a*g*p*r^3*x-59951*a*g *p*r^2*x^2-20680*a*g*p*r*x^3+19970*a*g*p*x^4+53*a*g*q^3*r*x+966*a*g*q^3*x^2-14* a*g*q^2*r^3+1346*a*g*q^2*r^2*x-3399*a*g*q^2*r*x^2-17568*a*g*q^2*x^3-44*a*g*q*r^ 4+4561*a*g*q*r^3*x-25831*a*g*q*r^2*x^2-20784*a*g*q*r*x^3+19970*a*g*q*x^4-30*a*g *r^5+3688*a*g*r^4*x-30073*a*g*r^3*x^2+3961*a*g*r^2*x^3+20344*a*g*r*x^4-2*a*p^6-\ 4*a*p^5*q-12*a*p^5*r+264*a*p^5*x-2*a*p^4*q^2-20*a*p^4*q*r+594*a*p^4*q*x-30*a*p^ 4*r^2+1752*a*p^4*r*x-1812*a*p^4*x^2-8*a*p^3*q^2*r+396*a*p^3*q^2*x-40*a*p^3*q*r^ 2+3114*a*p^3*q*r*x-3630*a*p^3*q*x^2-40*a*p^3*r^3+4368*a*p^3*r^2*x-15682*a*p^3*r *x^2-4276*a*p^3*x^3+66*a*p^2*q^3*x-12*a*p^2*q^2*r^2+1536*a*p^2*q^2*r*x-1746*a*p ^2*q^2*x^2-40*a*p^2*q*r^3+5778*a*p^2*q*r^2*x-25140*a*p^2*q*r*x^2-12078*a*p^2*q* x^3-30*a*p^2*r^4+5232*a*p^2*r^3*x-38860*a*p^2*r^2*x^2+5096*a*p^2*r*x^3+9056*a*p ^2*x^4+174*a*p*q^3*r*x+150*a*p*q^3*x^2-8*a*p*q^2*r^3+1884*a*p*q^2*r^2*x-10248*a *p*q^2*r*x^2-11328*a*p*q^2*x^3-20*a*p*q*r^4+4590*a*p*q*r^3*x-40772*a*p*q*r^2*x^ 2+3438*a*p*q*r*x^3+18112*a*p*q*x^4-12*a*p*r^5+3048*a*p*r^4*x-37922*a*p*r^3*x^2+ 29394*a*p*r^2*x^3+15390*a*p*r*x^4+78*a*q^4*x^2+108*a*q^3*r^2*x-790*a*q^3*r*x^2-\ 3526*a*q^3*x^3-2*a*q^2*r^4+744*a*q^2*r^3*x-8122*a*q^2*r^2*x^2-1658*a*q^2*r*x^3+ 9056*a*q^2*x^4-4*a*q*r^5+1332*a*q*r^4*x-19262*a*q*r^3*x^2+18014*a*q*r^2*x^3+ 15390*a*q*r*x^4-2*a*r^6+696*a*r^5*x-12932*a*r^4*x^2+21208*a*r^3*x^3+6074*a*r^2* x^4+96*b^5*x^2-48*b^4*c^2*x-112*b^4*c*g*x-24*b^4*c*p*x+96*b^4*c*r*x+1568*b^4*c* x^2-32*b^4*g^2*x-64*b^4*g*p*x-32*b^4*g*r*x+968*b^4*g*x^2+72*b^4*p*r*x+996*b^4*p *x^2+384*b^4*q*x^2+72*b^4*r^2*x+404*b^4*r*x^2-2456*b^4*x^3-16*b^3*c^3*p-16*b^3* c^3*r-16*b^3*c^3*x-24*b^3*c^2*g*p-24*b^3*c^2*g*r-376*b^3*c^2*g*x-40*b^3*c^2*p^2 -80*b^3*c^2*p*r+648*b^3*c^2*p*x-104*b^3*c^2*q*x-40*b^3*c^2*r^2+1568*b^3*c^2*r*x +5760*b^3*c^2*x^2-8*b^3*c*g^2*p-8*b^3*c*g^2*r-344*b^3*c*g^2*x-40*b^3*c*g*p^2-80 *b^3*c*g*p*r+96*b^3*c*g*p*x-216*b^3*c*g*q*x-40*b^3*c*g*r^2+1104*b^3*c*g*r*x+ 8672*b^3*c*g*x^2-32*b^3*c*p^3-96*b^3*c*p^2*r+856*b^3*c*p^2*x-56*b^3*c*p*q*x-96* b^3*c*p*r^2+2824*b^3*c*p*r*x+5408*b^3*c*p*x^2+152*b^3*c*q*r*x+4052*b^3*c*q*x^2-\ 32*b^3*c*r^3+1968*b^3*c*r^2*x-924*b^3*c*r*x^2-20264*b^3*c*x^3-80*b^3*g^3*x-8*b^ 3*g^2*p^2-16*b^3*g^2*p*r-140*b^3*g^2*p*x-64*b^3*g^2*q*x-8*b^3*g^2*r^2+60*b^3*g^ 2*r*x+2620*b^3*g^2*x^2-16*b^3*g*p^3-48*b^3*g*p^2*r+220*b^3*g*p^2*x-128*b^3*g*p* q*x-48*b^3*g*p*r^2+1068*b^3*g*p*r*x+4828*b^3*g*p*x^2-64*b^3*g*q*r*x+2724*b^3*g* q*x^2-16*b^3*g*r^3+848*b^3*g*r^2*x+2474*b^3*g*r*x^2-10380*b^3*g*x^3-8*b^3*p^4-\ 32*b^3*p^3*r+264*b^3*p^3*x-48*b^3*p^2*r^2+1164*b^3*p^2*r*x+1266*b^3*p^2*x^2+144 *b^3*p*q*r*x+2522*b^3*p*q*x^2-32*b^3*p*r^3+1536*b^3*p*r^2*x-1196*b^3*p*r*x^2-\ 11072*b^3*p*x^3+456*b^3*q^2*x^2+144*b^3*q*r^2*x+454*b^3*q*r*x^2-8604*b^3*q*x^3-\ 8*b^3*r^4+636*b^3*r^3*x-2190*b^3*r^2*x^2-8300*b^3*r*x^3+4500*b^3*x^4-48*b^2*c^4 *p-48*b^2*c^4*r+240*b^2*c^4*x-112*b^2*c^3*g*p-112*b^2*c^3*g*r-128*b^2*c^3*g*x-\ 136*b^2*c^3*p^2-16*b^2*c^3*p*q-272*b^2*c^3*p*r+2688*b^2*c^3*p*x-16*b^2*c^3*q*r-\ 104*b^2*c^3*q*x-136*b^2*c^3*r^2+4960*b^2*c^3*r*x+7744*b^2*c^3*x^2-76*b^2*c^2*g^ 2*p-76*b^2*c^2*g^2*r-596*b^2*c^2*g^2*x-244*b^2*c^2*g*p^2-24*b^2*c^2*g*p*q-488*b ^2*c^2*g*p*r+2880*b^2*c^2*g*p*x-24*b^2*c^2*g*q*r-620*b^2*c^2*g*q*x-244*b^2*c^2* g*r^2+6964*b^2*c^2*g*r*x+20616*b^2*c^2*g*x^2-136*b^2*c^2*p^3-40*b^2*c^2*p^2*q-\ 408*b^2*c^2*p^2*r+4324*b^2*c^2*p^2*x-80*b^2*c^2*p*q*r+860*b^2*c^2*p*q*x-408*b^2 *c^2*p*r^2+12956*b^2*c^2*p*r*x+5932*b^2*c^2*p*x^2-68*b^2*c^2*q^2*x-40*b^2*c^2*q *r^2+2024*b^2*c^2*q*r*x+9840*b^2*c^2*q*x^2-136*b^2*c^2*r^3+8632*b^2*c^2*r^2*x-\ 16824*b^2*c^2*r*x^2-50344*b^2*c^2*x^3-16*b^2*c*g^3*p-16*b^2*c*g^3*r-380*b^2*c*g ^3*x-120*b^2*c*g^2*p^2-8*b^2*c*g^2*p*q-240*b^2*c*g^2*p*r+524*b^2*c*g^2*p*x-8*b^ 2*c*g^2*q*r-524*b^2*c*g^2*q*x-120*b^2*c*g^2*r^2+2574*b^2*c*g^2*r*x+14028*b^2*c* g^2*x^2-168*b^2*c*g*p^3-40*b^2*c*g*p^2*q-504*b^2*c*g*p^2*r+3742*b^2*c*g*p^2*x-\ 80*b^2*c*g*p*q*r+126*b^2*c*g*p*q*x-504*b^2*c*g*p*r^2+12586*b^2*c*g*p*r*x+17780* b^2*c*g*p*x^2-132*b^2*c*g*q^2*x-40*b^2*c*g*q*r^2+1488*b^2*c*g*q*r*x+15310*b^2*c *g*q*x^2-168*b^2*c*g*r^3+8844*b^2*c*g*r^2*x-3158*b^2*c*g*r*x^2-58188*b^2*c*g*x^ 3-56*b^2*c*p^4-32*b^2*c*p^3*q-224*b^2*c*p^3*r+2384*b^2*c*p^3*x-96*b^2*c*p^2*q*r +1292*b^2*c*p^2*q*x-336*b^2*c*p^2*r^2+10118*b^2*c*p^2*r*x-334*b^2*c*p^2*x^2-38* b^2*c*p*q^2*x-96*b^2*c*p*q*r^2+4060*b^2*c*p*q*r*x+7890*b^2*c*p*q*x^2-224*b^2*c* p*r^3+13084*b^2*c*p*r^2*x-29060*b^2*c*p*r*x^2-50576*b^2*c*p*x^3+80*b^2*c*q^2*r* x+3338*b^2*c*q^2*x^2-32*b^2*c*q*r^3+2768*b^2*c*q*r^2*x-5132*b^2*c*q*r*x^2-42292 *b^2*c*q*x^3-56*b^2*c*r^4+5350*b^2*c*r^3*x-28610*b^2*c*r^2*x^2-26462*b^2*c*r*x^ 3+26388*b^2*c*x^4-72*b^2*g^4*x-16*b^2*g^3*p^2-32*b^2*g^3*p*r-122*b^2*g^3*p*x-\ 120*b^2*g^3*q*x-16*b^2*g^3*r^2+166*b^2*g^3*r*x+2828*b^2*g^3*x^2-44*b^2*g^2*p^3-\ 8*b^2*g^2*p^2*q-132*b^2*g^2*p^2*r+617*b^2*g^2*p^2*x-16*b^2*g^2*p*q*r-182*b^2*g^ 2*p*q*x-132*b^2*g^2*p*r^2+2488*b^2*g^2*p*r*x+7244*b^2*g^2*p*x^2-40*b^2*g^2*q^2* x-8*b^2*g^2*q*r^2+130*b^2*g^2*q*r*x+4816*b^2*g^2*q*x^2-44*b^2*g^2*r^3+1871*b^2* g^2*r^2*x+3501*b^2*g^2*r*x^2-14872*b^2*g^2*x^3-36*b^2*g*p^4-16*b^2*g*p^3*q-144* b^2*g*p^3*r+1123*b^2*g*p^3*x-48*b^2*g*p^2*q*r+386*b^2*g*p^2*q*x-216*b^2*g*p^2*r ^2+5089*b^2*g*p^2*r*x+3489*b^2*g*p^2*x^2-80*b^2*g*p*q^2*x-48*b^2*g*p*q*r^2+1704 *b^2*g*p*q*r*x+7852*b^2*g*p*q*x^2-144*b^2*g*p*r^3+6809*b^2*g*p*r^2*x-5910*b^2*g *p*r*x^2-30514*b^2*g*p*x^3-40*b^2*g*q^2*r*x+2344*b^2*g*q^2*x^2-16*b^2*g*q*r^3+ 1318*b^2*g*q*r^2*x+1399*b^2*g*q*r*x^2-24388*b^2*g*q*x^3-36*b^2*g*r^4+2843*b^2*g *r^3*x-9409*b^2*g*r^2*x^2-23809*b^2*g*r*x^3+11082*b^2*g*x^4-8*b^2*p^5-8*b^2*p^4 *q-40*b^2*p^4*r+432*b^2*p^4*x-32*b^2*p^3*q*r+432*b^2*p^3*q*x-80*b^2*p^3*r^2+ 2412*b^2*p^3*r*x-718*b^2*p^3*x^2-48*b^2*p^2*q*r^2+1830*b^2*p^2*q*r*x+1098*b^2*p ^2*q*x^2-80*b^2*p^2*r^3+4644*b^2*p^2*r^2*x-10900*b^2*p^2*r*x^2-12286*b^2*p^2*x^ 3+90*b^2*p*q^2*r*x+2032*b^2*p*q^2*x^2-32*b^2*p*q*r^3+2364*b^2*p*q*r^2*x-5662*b^ 2*p*q*r*x^2-21206*b^2*p*q*x^3-40*b^2*p*r^4+3780*b^2*p*r^3*x-20194*b^2*p*r^2*x^2 -11606*b^2*p*r*x^3+12510*b^2*p*x^4+216*b^2*q^3*x^2+90*b^2*q^2*r^2*x+70*b^2*q^2* r*x^2-8920*b^2*q^2*x^3-8*b^2*q*r^4+966*b^2*q*r^3*x-6036*b^2*q*r^2*x^2-11882*b^2 *q*r*x^3+12510*b^2*q*x^4-8*b^2*r^5+1116*b^2*r^4*x-10012*b^2*r^3*x^2+640*b^2*r^2 *x^3+12722*b^2*r*x^4-48*b*c^5*p-48*b*c^5*r+336*b*c^5*x-152*b*c^4*g*p-152*b*c^4* g*r+424*b*c^4*g*x-152*b*c^4*p^2-32*b*c^4*p*q-304*b*c^4*p*r+3352*b*c^4*p*x-32*b* c^4*q*r+104*b*c^4*q*x-152*b*c^4*r^2+5608*b*c^4*r*x+3976*b*c^4*x^2-156*b*c^3*g^2 *p-156*b*c^3*g^2*r-92*b*c^3*g^2*x-404*b*c^3*g*p^2-72*b*c^3*g*p*q-808*b*c^3*g*p* r+6164*b*c^3*g*p*x-72*b*c^3*g*q*r-320*b*c^3*g*q*x-404*b*c^3*g*r^2+11712*b*c^3*g *r*x+17928*b*c^3*g*x^2-180*b*c^3*p^3-88*b*c^3*p^2*q-540*b*c^3*p^2*r+6484*b*c^3* p^2*x-4*b*c^3*p*q^2-176*b*c^3*p*q*r+2316*b*c^3*p*q*x-540*b*c^3*p*r^2+18708*b*c^ 3*p*r*x-2480*b*c^3*p*x^2-4*b*c^3*q^2*r-60*b*c^3*q^2*x-88*b*c^3*q*r^2+4152*b*c^3 *q*r*x+8016*b*c^3*q*x^2-180*b*c^3*r^3+12224*b*c^3*r^2*x-33124*b*c^3*r*x^2-49560 *b*c^3*x^3-66*b*c^2*g^3*p-66*b*c^2*g^3*r-354*b*c^2*g^3*x-330*b*c^2*g^2*p^2-48*b *c^2*g^2*p*q-660*b*c^2*g^2*p*r+3450*b*c^2*g^2*p*x-48*b*c^2*g^2*q*r-686*b*c^2*g^ 2*q*x-330*b*c^2*g^2*r^2+7922*b*c^2*g^2*r*x+20234*b*c^2*g^2*x^2-380*b*c^2*g*p^3-\ 160*b*c^2*g*p^2*q-1140*b*c^2*g*p^2*r+10032*b*c^2*g*p^2*x-6*b*c^2*g*p*q^2-320*b* c^2*g*p*q*r+2602*b*c^2*g*p*q*x-1140*b*c^2*g*p*r^2+30690*b*c^2*g*p*r*x+14536*b*c ^2*g*p*x^2-6*b*c^2*g*q^2*r-258*b*c^2*g*q^2*x-160*b*c^2*g*q*r^2+6018*b*c^2*g*q*r *x+22048*b*c^2*g*q*x^2-380*b*c^2*g*r^3+20658*b*c^2*g*r^2*x-31976*b*c^2*g*r*x^2-\ 92848*b*c^2*g*x^3-98*b*c^2*p^4-84*b*c^2*p^3*q-392*b*c^2*p^3*r+4950*b*c^2*p^3*x-\ 10*b*c^2*p^2*q^2-252*b*c^2*p^2*q*r+3968*b*c^2*p^2*q*x-588*b*c^2*p^2*r^2+20512*b *c^2*p^2*r*x-10430*b*c^2*p^2*x^2-20*b*c^2*p*q^2*r+348*b*c^2*p*q^2*x-252*b*c^2*p *q*r^2+11396*b*c^2*p*q*r*x+2768*b*c^2*p*q*x^2-392*b*c^2*p*r^3+26174*b*c^2*p*r^2 *x-78106*b*c^2*p*r*x^2-69352*b*c^2*p*x^3-14*b*c^2*q^3*x-10*b*c^2*q^2*r^2+768*b* c^2*q^2*r*x+4886*b*c^2*q^2*x^2-84*b*c^2*q*r^3+7428*b*c^2*q*r^2*x-23784*b*c^2*q* r*x^2-61728*b*c^2*q*x^3-98*b*c^2*r^4+10612*b*c^2*r^3*x-69206*b*c^2*r^2*x^2-\ 16472*b*c^2*r*x^3+43256*b*c^2*x^4-10*b*c*g^4*p-10*b*c*g^4*r-178*b*c*g^4*x-103*b *c*g^3*p^2-10*b*c*g^3*p*q-206*b*c*g^3*p*r+503*b*c*g^3*p*x-10*b*c*g^3*q*r-394*b* c*g^3*q*x-103*b*c*g^3*r^2+1942*b*c*g^3*r*x+8776*b*c*g^3*x^2-219*b*c*g^2*p^3-78* b*c*g^2*p^2*q-657*b*c*g^2*p^2*r+4425*b*c*g^2*p^2*x-2*b*c*g^2*p*q^2-156*b*c*g^2* p*q*r+562*b*c*g^2*p*q*x-657*b*c*g^2*p*r^2+14454*b*c*g^2*p*r*x+16640*b*c*g^2*p*x ^2-2*b*c*g^2*q^2*r-210*b*c*g^2*q^2*x-78*b*c*g^2*q*r^2+2423*b*c*g^2*q*r*x+15408* b*c*g^2*q*x^2-219*b*c*g^2*r^3+10029*b*c*g^2*r^2*x-3805*b*c*g^2*r*x^2-51506*b*c* g^2*x^3-148*b*c*g*p^4-112*b*c*g*p^3*q-592*b*c*g*p^3*r+5486*b*c*g*p^3*x-10*b*c*g *p^2*q^2-336*b*c*g*p^2*q*r+3733*b*c*g*p^2*q*x-888*b*c*g*p^2*r^2+23616*b*c*g*p^2 *r*x-136*b*c*g*p^2*x^2-20*b*c*g*p*q^2*r+59*b*c*g*p*q^2*x-336*b*c*g*p*q*r^2+ 11782*b*c*g*p*q*r*x+15676*b*c*g*p*q*x^2-592*b*c*g*p*r^3+30774*b*c*g*p*r^2*x-\ 58538*b*c*g*p*r*x^2-91720*b*c*g*p*x^3-26*b*c*g*q^3*x-10*b*c*g*q^2*r^2+574*b*c*g *q^2*r*x+7932*b*c*g*q^2*x^2-112*b*c*g*q*r^3+8049*b*c*g*q*r^2*x-12305*b*c*g*q*r* x^2-77480*b*c*g*q*x^3-148*b*c*g*r^4+12644*b*c*g*r^3*x-59617*b*c*g*r^2*x^2-50270 *b*c*g*r*x^3+42136*b*c*g*x^4-24*b*c*p^5-32*b*c*p^4*q-120*b*c*p^4*r+1648*b*c*p^4 *x-8*b*c*p^3*q^2-128*b*c*p^3*q*r+2220*b*c*p^3*q*x-240*b*c*p^3*r^2+8964*b*c*p^3* r*x-6558*b*c*p^3*x^2-24*b*c*p^2*q^2*r+564*b*c*p^2*q^2*x-192*b*c*p^2*q*r^2+9050* b*c*p^2*q*r*x-4496*b*c*p^2*q*x^2-240*b*c*p^2*r^3+17004*b*c*p^2*r^2*x-54154*b*c* p^2*r*x^2-30946*b*c*p^2*x^3-8*b*c*p*q^3*x-24*b*c*p*q^2*r^2+1672*b*c*p*q^2*r*x+ 3070*b*c*p*q^2*x^2-128*b*c*p*q*r^3+11440*b*c*p*q*r^2*x-42448*b*c*p*q*r*x^2-\ 56580*b*c*p*q*x^3-120*b*c*p*r^4+13708*b*c*p*r^3*x-93022*b*c*p*r^2*x^2-4148*b*c* p*r*x^3+39740*b*c*p*x^4+14*b*c*q^3*r*x+1008*b*c*q^3*x^2-8*b*c*q^2*r^3+1108*b*c* q^2*r^2*x-4240*b*c*q^2*r*x^2-25634*b*c*q^2*x^3-32*b*c*q*r^4+4610*b*c*q*r^3*x-\ 36838*b*c*q*r^2*x^2-15844*b*c*q*r*x^3+39740*b*c*q*x^4-24*b*c*r^5+4020*b*c*r^4*x -45426*b*c*r^3*x^2+32390*b*c*r^2*x^3+34608*b*c*r*x^4-28*b*g^5*x-10*b*g^4*p^2-20 *b*g^4*p*r-50*b*g^4*p*x-72*b*g^4*q*x-10*b*g^4*r^2+104*b*g^4*r*x+1322*b*g^4*x^2-\ 37*b*g^3*p^3-10*b*g^3*p^2*q-111*b*g^3*p^2*r+515*b*g^3*p^2*x-20*b*g^3*p*q*r-80*b *g^3*p*q*x-111*b*g^3*p*r^2+1893*b*g^3*p*r*x+4376*b*g^3*p*x^2-48*b*g^3*q^2*x-10* b*g^3*q*r^2+226*b*g^3*q*r*x+3194*b*g^3*q*x^2-37*b*g^3*r^3+1378*b*g^3*r^2*x+1951 *b*g^3*r*x^2-8736*b*g^3*x^3-45*b*g^2*p^4-30*b*g^2*p^3*q-180*b*g^2*p^3*r+1317*b* g^2*p^3*x-2*b*g^2*p^2*q^2-90*b*g^2*p^2*q*r+716*b*g^2*p^2*q*x-270*b*g^2*p^2*r^2+ 5860*b*g^2*p^2*r*x+2866*b*g^2*p^2*x^2-4*b*g^2*p*q^2*r-68*b*g^2*p*q^2*x-90*b*g^2 *p*q*r^2+2595*b*g^2*p*q*r*x+7068*b*g^2*p*q*x^2-180*b*g^2*p*r^3+7769*b*g^2*p*r^2 *x-7008*b*g^2*p*r*x^2-26436*b*g^2*p*x^3-8*b*g^2*q^3*x-2*b*g^2*q^2*r^2+62*b*g^2* q^2*r*x+2592*b*g^2*q^2*x^2-30*b*g^2*q*r^3+1879*b*g^2*q*r^2*x+626*b*g^2*q*r*x^2-\ 21490*b*g^2*q*x^3-45*b*g^2*r^4+3226*b*g^2*r^3*x-9998*b*g^2*r^2*x^2-20717*b*g^2* r*x^3+8862*b*g^2*x^4-20*b*g*p^5-24*b*g*p^4*q-100*b*g*p^4*r+974*b*g*p^4*x-4*b*g* p^3*q^2-96*b*g*p^3*q*r+1164*b*g*p^3*q*x-200*b*g*p^3*r^2+5467*b*g*p^3*r*x-1470*b *g*p^3*x^2-12*b*g*p^2*q^2*r+174*b*g*p^2*q^2*x-144*b*g*p^2*q*r^2+4998*b*g*p^2*q* r*x+1562*b*g*p^2*q*x^2-200*b*g*p^2*r^3+10557*b*g*p^2*r^2*x-22338*b*g*p^2*r*x^2-\ 22060*b*g*p^2*x^3-16*b*g*p*q^3*x-12*b*g*p*q^2*r^2+711*b*g*p*q^2*r*x+3760*b*g*p* q^2*x^2-96*b*g*p*q*r^3+6504*b*g*p*q*r^2*x-14392*b*g*p*q*r*x^2-38174*b*g*p*q*x^3 -100*b*g*p*r^4+8609*b*g*p*r^3*x-42253*b*g*p*r^2*x^2-21380*b*g*p*r*x^3+19970*b*g *p*x^4-8*b*g*q^3*r*x+728*b*g*q^3*x^2-4*b*g*q^2*r^3+537*b*g*q^2*r^2*x-443*b*g*q^ 2*r*x^2-16114*b*g*q^2*x^3-24*b*g*q*r^4+2670*b*g*q*r^3*x-15353*b*g*q*r^2*x^2-\ 21484*b*g*q*r*x^3+19970*b*g*q*x^4-20*b*g*r^5+2545*b*g*r^4*x-21385*b*g*r^3*x^2+ 1847*b*g*r^2*x^3+20344*b*g*r*x^4-2*b*p^6-4*b*p^5*q-12*b*p^5*r+198*b*p^5*x-2*b*p ^4*q^2-20*b*p^4*q*r+396*b*p^4*q*x-30*b*p^4*r^2+1332*b*p^4*r*x-1230*b*p^4*x^2-8* b*p^3*q^2*r+198*b*p^3*q^2*x-40*b*p^3*q*r^2+2118*b*p^3*q*r*x-1926*b*p^3*q*x^2-40 *b*p^3*r^3+3348*b*p^3*r^2*x-11578*b*p^3*r*x^2-4330*b*p^3*x^3-12*b*p^2*q^2*r^2+ 804*b*p^2*q^2*r*x-126*b*p^2*q^2*x^2-40*b*p^2*q*r^3+3978*b*p^2*q*r^2*x-16194*b*p ^2*q*r*x^2-12240*b*p^2*q*x^3-30*b*p^2*r^4+4032*b*p^2*r^3*x-29212*b*p^2*r^2*x^2+ 2562*b*p^2*r*x^3+9056*b*p^2*x^4+18*b*p*q^3*r*x+606*b*p*q^3*x^2-8*b*p*q^2*r^3+ 1014*b*p*q^2*r^2*x-4668*b*p*q^2*r*x^2-11490*b*p*q^2*x^3-20*b*p*q*r^4+3186*b*p*q *r^3*x-26966*b*p*q*r^2*x^2-1630*b*p*q*r*x^3+18112*b*p*q*x^4-12*b*p*r^5+2358*b*p *r^4*x-28610*b*p*r^3*x^2+22714*b*p*r^2*x^3+15390*b*p*r*x^4+36*b*q^4*x^2+18*b*q^ 3*r^2*x-52*b*q^3*r*x^2-3580*b*q^3*x^3-2*b*q^2*r^4+408*b*q^2*r^3*x-3964*b*q^2*r^ 2*x^2-4192*b*q^2*r*x^3+9056*b*q^2*x^4-4*b*q*r^5+930*b*q*r^4*x-12698*b*q*r^3*x^2 +11334*b*q*r^2*x^3+15390*b*q*r*x^4-2*b*r^6+540*b*r^5*x-9746*b*r^4*x^2+16528*b*r ^3*x^3+6074*b*r^2*x^4-16*c^6*p-16*c^6*r+128*c^6*x-64*c^5*g*p-64*c^5*g*r+288*c^5 *g*x-56*c^5*p^2-16*c^5*p*q-112*c^5*p*r+1336*c^5*p*x-16*c^5*q*r+104*c^5*q*x-56*c ^5*r^2+2120*c^5*r*x+520*c^5*x^2-88*c^4*g^2*p-88*c^4*g^2*r+192*c^4*g^2*x-204*c^4 *g*p^2-48*c^4*g*p*q-408*c^4*g*p*r+3452*c^4*g*p*x-48*c^4*g*q*r+84*c^4*g*q*x-204* c^4*g*r^2+5868*c^4*g*r*x+5020*c^4*g*x^2-76*c^4*p^3-48*c^4*p^2*q-228*c^4*p^2*r+ 3032*c^4*p^2*x-4*c^4*p*q^2-96*c^4*p*q*r+1408*c^4*p*q*x-228*c^4*p*r^2+8548*c^4*p *r*x-4024*c^4*p*x^2-4*c^4*q^2*r+8*c^4*q^2*x-48*c^4*q*r^2+2284*c^4*q*r*x+1832*c^ 4*q*x^2-76*c^4*r^3+5516*c^4*r^2*x-17636*c^4*r*x^2-17056*c^4*x^3-56*c^3*g^3*p-56 *c^3*g^3*r-16*c^3*g^3*x-238*c^3*g^2*p^2-48*c^3*g^2*p*q-476*c^3*g^2*p*r+3110*c^3 *g^2*p*x-48*c^3*g^2*q*r-142*c^3*g^2*q*x-238*c^3*g^2*r^2+5782*c^3*g^2*r*x+8542*c ^3*g^2*x^2-244*c^3*g*p^3-132*c^3*g*p^2*q-732*c^3*g*p^2*r+6920*c^3*g*p^2*x-8*c^3 *g*p*q^2-264*c^3*g*p*q*r+2696*c^3*g*p*q*x-732*c^3*g*p*r^2+20172*c^3*g*p*r*x+280 *c^3*g*p*x^2-8*c^3*g*q^2*r-72*c^3*g*q^2*x-132*c^3*g*q*r^2+4844*c^3*g*q*r*x+8848 *c^3*g*q*x^2-244*c^3*g*r^3+13252*c^3*g*r^2*x-28792*c^3*g*r*x^2-45552*c^3*g*x^3-\ 50*c^3*p^4-52*c^3*p^3*q-200*c^3*p^3*r+2918*c^3*p^3*x-10*c^3*p^2*q^2-156*c^3*p^2 *q*r+2814*c^3*p^2*q*x-300*c^3*p^2*r^2+11892*c^3*p^2*r*x-9526*c^3*p^2*x^2-20*c^3 *p*q^2*r+450*c^3*p*q^2*x-156*c^3*p*q*r^2+7804*c^3*p*q*r*x-3500*c^3*p*q*x^2-200* c^3*p*r^3+15030*c^3*p*r^2*x-52458*c^3*p*r*x^2-29432*c^3*p*x^3-6*c^3*q^3*x-10*c^ 3*q^2*r^2+760*c^3*q^2*r*x+1754*c^3*q^2*x^2-52*c^3*q*r^3+4990*c^3*q*r^2*x-19626* c^3*q*r*x^2-27816*c^3*q*x^3-50*c^3*r^4+6056*c^3*r^3*x-44356*c^3*r^2*x^2+3616*c^ 3*r*x^3+21760*c^3*x^4-17*c^2*g^4*p-17*c^2*g^4*r-72*c^2*g^4*x-121*c^2*g^3*p^2-20 *c^2*g^3*p*q-242*c^2*g^3*p*r+1157*c^2*g^3*p*x-20*c^2*g^3*q*r-209*c^2*g^3*q*x-\ 121*c^2*g^3*r^2+2521*c^2*g^3*r*x+5933*c^2*g^3*x^2-227*c^2*g^2*p^3-108*c^2*g^2*p ^2*q-681*c^2*g^2*p^2*r+5166*c^2*g^2*p^2*x-5*c^2*g^2*p*q^2-216*c^2*g^2*p*q*r+ 1592*c^2*g^2*p*q*x-681*c^2*g^2*p*r^2+15553*c^2*g^2*p*r*x+6994*c^2*g^2*p*x^2-5*c ^2*g^2*q^2*r-134*c^2*g^2*q^2*x-108*c^2*g^2*q*r^2+3415*c^2*g^2*q*r*x+10330*c^2*g ^2*q*x^2-227*c^2*g^2*r^3+10387*c^2*g^2*r^2*x-14021*c^2*g^2*r*x^2-39960*c^2*g^2* x^3-135*c^2*g*p^4-126*c^2*g*p^3*q-540*c^2*g*p^3*r+5393*c^2*g*p^3*x-19*c^2*g*p^2 *q^2-378*c^2*g*p^2*q*r+4685*c^2*g*p^2*q*x-810*c^2*g*p^2*r^2+22572*c^2*g*p^2*r*x -7959*c^2*g*p^2*x^2-38*c^2*g*p*q^2*r+535*c^2*g*p*q^2*x-378*c^2*g*p*q*r^2+13462* c^2*g*p*q*r*x+3814*c^2*g*p*q*x^2-540*c^2*g*p*r^3+28965*c^2*g*p*r^2*x-70499*c^2* g*p*r*x^2-64016*c^2*g*p*x^3-21*c^2*g*q^3*x-19*c^2*g*q^2*r^2+1110*c^2*g*q^2*r*x+ 5193*c^2*g*q^2*x^2-126*c^2*g*q*r^3+8777*c^2*g*q*r^2*x-22799*c^2*g*q*r*x^2-56512 *c^2*g*q*x^3-135*c^2*g*r^4+11786*c^2*g*r^3*x-64320*c^2*g*r^2*x^2-19360*c^2*g*r* x^3+34528*c^2*g*x^4-16*c^2*p^5-24*c^2*p^4*q-80*c^2*p^4*r+1368*c^2*p^4*x-8*c^2*p ^3*q^2-96*c^2*p^3*q*r+2120*c^2*p^3*q*x-160*c^2*p^3*r^2+7318*c^2*p^3*r*x-7496*c^ 2*p^3*x^2-24*c^2*p^2*q^2*r+792*c^2*p^2*q^2*x-144*c^2*p^2*q*r^2+8462*c^2*p^2*q*r *x-8640*c^2*p^2*q*x^2-160*c^2*p^2*r^3+13746*c^2*p^2*r^2*x-51816*c^2*p^2*r*x^2-\ 17792*c^2*p^2*x^3+40*c^2*p*q^3*x-24*c^2*p*q^2*r^2+2146*c^2*p*q^2*r*x-504*c^2*p* q^2*x^2-96*c^2*p*q*r^3+10564*c^2*p*q*r^2*x-47484*c^2*p*q*r*x^2-34704*c^2*p*q*x^ 3-80*c^2*p*r^4+11010*c^2*p*r^3*x-85612*c^2*p*r^2*x^2+18304*c^2*p*r*x^3+29400*c^ 2*p*x^4+74*c^2*q^3*r*x+640*c^2*q^3*x^2-8*c^2*q^2*r^3+1354*c^2*q^2*r^2*x-7152*c^ 2*q^2*r*x^2-16912*c^2*q^2*x^3-24*c^2*q*r^4+4222*c^2*q*r^3*x-38716*c^2*q*r^2*x^2 +3808*c^2*q*r*x^3+29400*c^2*q*x^4-16*c^2*r^5+3214*c^2*r^4*x-41292*c^2*r^3*x^2+ 43384*c^2*r^2*x^3+21936*c^2*r*x^4-2*c*g^5*p-2*c*g^5*r-30*c*g^5*x-27*c*g^4*p^2-3 *c*g^4*p*q-54*c*g^4*p*r+133*c*g^4*p*x-3*c*g^4*q*r-93*c*g^4*q*x-27*c*g^4*r^2+456 *c*g^4*r*x+1874*c*g^4*x^2-82*c*g^3*p^3-33*c*g^3*p^2*q-246*c*g^3*p^2*r+1492*c*g^ 3*p^2*x-c*g^3*p*q^2-66*c*g^3*p*q*r+274*c*g^3*p*q*x-246*c*g^3*p*r^2+4698*c*g^3*p *r*x+4772*c*g^3*p*x^2-c*g^3*q^2*r-76*c*g^3*q^2*x-33*c*g^3*q*r^2+924*c*g^3*q*r*x +4610*c*g^3*q*x^2-82*c*g^3*r^3+3206*c*g^3*r^2*x-1245*c*g^3*r*x^2-14324*c*g^3*x^ 3-89*c*g^2*p^4-76*c*g^2*p^3*q-356*c*g^2*p^3*r+2867*c*g^2*p^3*x-9*c*g^2*p^2*q^2-\ 228*c*g^2*p^2*q*r+2231*c*g^2*p^2*q*x-534*c*g^2*p^2*r^2+12233*c*g^2*p^2*r*x-86*c *g^2*p^2*x^2-18*c*g^2*p*q^2*r+131*c*g^2*p*q^2*x-228*c*g^2*p*q*r^2+6718*c*g^2*p* q*r*x+6736*c*g^2*p*q*x^2-356*c*g^2*p*r^3+15865*c*g^2*p*r^2*x-26593*c*g^2*p*r*x^ 2-39242*c*g^2*p*x^3-17*c*g^2*q^3*x-9*c*g^2*q^2*r^2+467*c*g^2*q^2*r*x+3790*c*g^2 *q^2*x^2-76*c*g^2*q*r^3+4487*c*g^2*q*r^2*x-6487*c*g^2*q*r*x^2-33294*c*g^2*q*x^3 -89*c*g^2*r^4+6499*c*g^2*r^3*x-26969*c*g^2*r^2*x^2-21928*c*g^2*r*x^3+16384*c*g^ 2*x^4-34*c*g*p^5-48*c*g*p^4*q-170*c*g*p^4*r+1824*c*g*p^4*x-14*c*g*p^3*q^2-192*c *g*p^3*q*r+2618*c*g*p^3*q*x-340*c*g*p^3*r^2+10007*c*g*p^3*r*x-5598*c*g*p^3*x^2-\ 42*c*g*p^2*q^2*r+804*c*g*p^2*q^2*x-288*c*g*p^2*q*r^2+10713*c*g*p^2*q*r*x-3930*c *g*p^2*q*x^2-340*c*g*p^2*r^3+19077*c*g*p^2*r^2*x-49956*c*g*p^2*r*x^2-28984*c*g* p^2*x^3+10*c*g*p*q^3*x-42*c*g*p*q^2*r^2+2311*c*g*p*q^2*r*x+2796*c*g*p*q^2*x^2-\ 192*c*g*p*q*r^3+13572*c*g*p*q*r^2*x-41606*c*g*p*q*r*x^2-52200*c*g*p*q*x^3-170*c *g*p*r^4+15429*c*g*p*r^3*x-87972*c*g*p*r^2*x^2-9054*c*g*p*r*x^3+31984*c*g*p*x^4 +53*c*g*q^3*r*x+1128*c*g*q^3*x^2-14*c*g*q^2*r^3+1507*c*g*q^2*r^2*x-4920*c*g*q^2 *r*x^2-23216*c*g*q^2*x^3-48*c*g*q*r^4+5477*c*g*q*r^3*x-37032*c*g*q*r^2*x^2-\ 16402*c*g*q*r*x^3+31984*c*g*q*x^4-34*c*g*r^5+4535*c*g*r^4*x-43614*c*g*r^3*x^2+ 24836*c*g*r^2*x^3+28048*c*g*r*x^4-2*c*p^6-4*c*p^5*q-12*c*p^5*r+302*c*p^5*x-2*c* p^4*q^2-20*c*p^4*q*r+670*c*p^4*q*x-30*c*p^4*r^2+1994*c*p^4*r*x-2526*c*p^4*x^2-8 *c*p^3*q^2*r+434*c*p^3*q^2*x-40*c*p^3*q*r^2+3506*c*p^3*q*r*x-4992*c*p^3*q*x^2-\ 40*c*p^3*r^3+4956*c*p^3*r^2*x-20938*c*p^3*r*x^2-4246*c*p^3*x^3+66*c*p^2*q^3*x-\ 12*c*p^2*q^2*r^2+1686*c*p^2*q^2*r*x-2328*c*p^2*q^2*x^2-40*c*p^2*q*r^3+6498*c*p^ 2*q*r^2*x-33024*c*p^2*q*r*x^2-13070*c*p^2*q*x^3-30*c*p^2*r^4+5924*c*p^2*r^3*x-\ 50806*c*p^2*r^2*x^2+15940*c*p^2*r*x^3+13080*c*p^2*x^4+174*c*p*q^3*r*x+216*c*p*q ^3*x^2-8*c*p*q^2*r^3+2070*c*p*q^2*r^2*x-12984*c*p*q^2*r*x^2-13402*c*p*q^2*x^3-\ 20*c*p*q*r^4+5158*c*p*q*r^3*x-52574*c*p*q*r^2*x^2+16688*c*p*q*r*x^3+26160*c*p*q *x^4-12*c*p*r^5+3446*c*p*r^4*x-48902*c*p*r^3*x^2+55078*c*p*r^2*x^3+18720*c*p*r* x^4+78*c*q^4*x^2+108*c*q^3*r^2*x-898*c*q^3*r*x^2-4578*c*q^3*x^3-2*c*q^2*r^4+818 *c*q^2*r^3*x-10042*c*q^2*r^2*x^2+748*c*q^2*r*x^3+13080*c*q^2*x^4-4*c*q*r^5+1496 *c*q*r^4*x-24542*c*q*r^3*x^2+33618*c*q*r^2*x^3+18720*c*q*r*x^4-2*c*r^6+786*c*r^ 5*x-16508*c*r^4*x^2+36640*c*r^3*x^3+3904*c*r^2*x^4-4*g^6*x-2*g^5*p^2-4*g^5*p*r-\ 8*g^5*p*x-14*g^5*q*x-2*g^5*r^2+20*g^5*r*x+224*g^5*x^2-10*g^4*p^3-3*g^4*p^2*q-30 *g^4*p^2*r+130*g^4*p^2*x-6*g^4*p*q*r-12*g^4*p*q*x-30*g^4*p*r^2+448*g^4*p*r*x+ 924*g^4*p*x^2-14*g^4*q^2*x-3*g^4*q*r^2+71*g^4*q*r*x+714*g^4*q*x^2-10*g^4*r^3+ 318*g^4*r^2*x+386*g^4*r*x^2-1800*g^4*x^3-17*g^3*p^4-13*g^3*p^3*q-68*g^3*p^3*r+ 450*g^3*p^3*x-g^3*p^2*q^2-39*g^3*p^2*q*r+296*g^3*p^2*q*x-102*g^3*p^2*r^2+1960*g ^3*p^2*r*x+756*g^3*p^2*x^2-2*g^3*p*q^2*r-12*g^3*p*q^2*x-39*g^3*p*q*r^2+969*g^3* p*q*r*x+1977*g^3*p*q*x^2-68*g^3*p*r^3+2570*g^3*p*r^2*x-2229*g^3*p*r*x^2-7296*g^ 3*p*x^3-4*g^3*q^3*x-g^3*q^2*r^2+51*g^3*q^2*r*x+816*g^3*q^2*x^2-13*g^3*q*r^3+673 *g^3*q*r^2*x+3*g^3*q*r*x^2-5996*g^3*q*x^3-17*g^3*r^4+1060*g^3*r^3*x-2949*g^3*r^ 2*x^2-5672*g^3*r*x^3+2280*g^3*x^4-12*g^2*p^5-16*g^2*p^4*q-60*g^2*p^4*r+514*g^2* p^4*x-4*g^2*p^3*q^2-64*g^2*p^3*q*r+688*g^2*p^3*q*x-120*g^2*p^3*r^2+2865*g^2*p^3 *r*x-716*g^2*p^3*x^2-12*g^2*p^2*q^2*r+168*g^2*p^2*q^2*x-96*g^2*p^2*q*r^2+2874*g ^2*p^2*q*r*x+421*g^2*p^2*q*x^2-120*g^2*p^2*r^3+5511*g^2*p^2*r^2*x-10366*g^2*p^2 *r*x^2-9414*g^2*p^2*x^3-6*g^2*p*q^3*x-12*g^2*p*q^2*r^2+537*g^2*p*q^2*r*x+1525*g ^2*p*q^2*x^2-64*g^2*p*q*r^3+3684*g^2*p*q*r^2*x-7551*g^2*p*q*r*x^2-16288*g^2*p*q *x^3-60*g^2*p*r^4+4483*g^2*p*r^3*x-19626*g^2*p*r^2*x^2-9269*g^2*p*r*x^3+7778*g^ 2*p*x^4+6*g^2*q^3*r*x+388*g^2*q^3*x^2-4*g^2*q^2*r^3+369*g^2*q^2*r^2*x-493*g^2*q ^2*r*x^2-6874*g^2*q^2*x^3-16*g^2*q*r^4+1498*g^2*q*r^3*x-7722*g^2*q*r^2*x^2-9099 *g^2*q*r*x^3+7778*g^2*q*x^4-12*g^2*r^5+1323*g^2*r^4*x-9976*g^2*r^3*x^2+612*g^2* r^2*x^3+7916*g^2*r*x^4-3*g*p^6-6*g*p^5*q-18*g*p^5*r+222*g*p^5*x-3*g*p^4*q^2-30* g*p^4*q*r+462*g*p^4*q*x-45*g*p^4*r^2+1503*g*p^4*r*x-1088*g*p^4*x^2-12*g*p^3*q^2 *r+258*g*p^3*q^2*x-60*g*p^3*q*r^2+2481*g*p^3*q*r*x-1782*g*p^3*q*x^2-60*g*p^3*r^ 3+3792*g*p^3*r^2*x-10809*g*p^3*r*x^2-4182*g*p^3*x^3+18*g*p^2*q^3*x-18*g*p^2*q^2 *r^2+1041*g*p^2*q^2*r*x-242*g*p^2*q^2*x^2-60*g*p^2*q*r^3+4671*g*p^2*q*r^2*x-\ 15871*g*p^2*q*r*x^2-11538*g*p^2*q*x^3-45*g*p^2*r^4+4578*g*p^2*r^3*x-27849*g*p^2 *r^2*x^2+655*g*p^2*r*x^3+7360*g*p^2*x^4+63*g*p*q^3*r*x+510*g*p*q^3*x^2-12*g*p*q ^2*r^3+1308*g*p*q^2*r^2*x-5278*g*p*q^2*r*x^2-10530*g*p*q^2*x^3-30*g*p*q*r^4+ 3747*g*p*q*r^3*x-27048*g*p*q*r^2*x^2-3048*g*p*q*r*x^3+14720*g*p*q*x^4-18*g*p*r^ 5+2682*g*p*r^4*x-27623*g*p*r^3*x^2+17915*g*p*r^2*x^3+12668*g*p*r*x^4+58*g*q^4*x ^2+45*g*q^3*r^2*x-216*g*q^3*r*x^2-3174*g*q^3*x^3-3*g*q^2*r^4+525*g*q^2*r^3*x-\ 4590*g*q^2*r^2*x^2-3703*g*q^2*r*x^3+7360*g*q^2*x^4-6*g*q*r^5+1095*g*q*r^4*x-\ 12959*g*q*r^3*x^2+9625*g*q*r^2*x^3+12668*g*q*r*x^4-3*g*r^6+615*g*r^5*x-9495*g*r ^4*x^2+13756*g*r^3*x^3+4928*g*r^2*x^4+24*p^6*x+72*p^5*q*x+186*p^5*r*x-312*p^5*x ^2+72*p^4*q^2*x+462*p^4*q*r*x-888*p^4*q*x^2+570*p^4*r^2*x-2970*p^4*r*x^2-288*p^ 4*x^3+24*p^3*q^3*x+366*p^3*q^2*r*x-792*p^3*q^2*x^2+1128*p^3*q*r^2*x-6918*p^3*q* r*x^2-1336*p^3*q*x^3+900*p^3*r^3*x-9360*p^3*r^2*x^2+3846*p^3*r*x^3+1910*p^3*x^4 +90*p^2*q^3*r*x-168*p^2*q^3*x^2+666*p^2*q^2*r^2*x-4938*p^2*q^2*r*x^2-2280*p^2*q ^2*x^3+1332*p^2*q*r^3*x-16146*p^2*q*r^2*x^2+7566*p^2*q*r*x^3+5730*p^2*q*x^4+780 *p^2*r^4*x-13380*p^2*r^3*x^2+16530*p^2*r^2*x^3+3876*p^2*r*x^4+48*p*q^4*x^2+108* p*q^3*r^2*x-1002*p*q^3*r*x^2-1704*p*q^3*x^3+522*p*q^2*r^3*x-7488*p*q^2*r^2*x^2+ 3594*p*q^2*r*x^3+5730*p*q^2*x^4+768*p*q*r^4*x-15090*p*q*r^3*x^2+22656*p*q*r^2*x ^3+7752*p*q*r*x^4+354*p*r^5*x-9000*p*r^4*x^2+21444*p*r^3*x^3+1114*p*r^2*x^4-12* q^4*r*x^2-472*q^4*x^3+42*q^3*r^3*x-702*q^3*r^2*x^2-126*q^3*r*x^3+1910*q^3*x^4+ 150*q^2*r^4*x-3342*q^2*r^3*x^2+6126*q^2*r^2*x^3+3876*q^2*r*x^4+174*q*r^5*x-4974 *q*r^4*x^2+14284*q*r^3*x^3+1114*q*r^2*x^4+66*r^6*x-2322*r^5*x^2+9048*r^4*x^3-\ 1308*r^3*x^4+16*a^6+48*a^5*b+96*a^5*c+48*a^5*g-88*a^5*p+16*a^5*q-88*a^5*r-864*a ^5*x+48*a^4*b^2+240*a^4*b*c+120*a^4*b*g-176*a^4*b*p+32*a^4*b*q-176*a^4*b*r-2512 *a^4*b*x+240*a^4*c^2+248*a^4*c*g-448*a^4*c*p+80*a^4*c*q-448*a^4*c*r-4216*a^4*c* x+60*a^4*g^2-200*a^4*g*p+40*a^4*g*q-200*a^4*g*r-2424*a^4*g*x-372*a^4*p^2-60*a^4 *p*q-744*a^4*p*r-808*a^4*p*x+4*a^4*q^2-60*a^4*q*r-956*a^4*q*x-372*a^4*r^2-160*a ^4*r*x+6816*a^4*x^2+16*a^3*b^3+192*a^3*b^2*c+96*a^3*b^2*g-88*a^3*b^2*p+16*a^3*b ^2*q-88*a^3*b^2*r-2560*a^3*b^2*x+480*a^3*b*c^2+504*a^3*b*c*g-728*a^3*b*c*p+128* a^3*b*c*q-728*a^3*b*c*r-10088*a^3*b*c*x+120*a^3*b*g^2-308*a^3*b*g*p+64*a^3*b*g* q-308*a^3*b*g*r-5864*a^3*b*g*x-712*a^3*b*p^2-60*a^3*b*p*q-1424*a^3*b*p*r-2628*a ^3*b*p*x+4*a^3*b*q^2-60*a^3*b*q*r-2296*a^3*b*q*x-712*a^3*b*r^2-1144*a^3*b*r*x+ 18896*a^3*b*x^2+320*a^3*c^3+520*a^3*c^2*g-920*a^3*c^2*p+160*a^3*c^2*q-920*a^3*c ^2*r-8200*a^3*c^2*x+260*a^3*c*g^2-848*a^3*c*g*p+168*a^3*c*g*q-848*a^3*c*g*r-\ 9856*a^3*c*g*x-1520*a^3*c*p^2-248*a^3*c*p*q-3040*a^3*c*p*r-1392*a^3*c*p*x+16*a^ 3*c*q^2-248*a^3*c*q*r-3976*a^3*c*q*x-1520*a^3*c*r^2+2992*a^3*c*r*x+33808*a^3*c* x^2+40*a^3*g^3-176*a^3*g^2*p+40*a^3*g^2*q-176*a^3*g^2*r-2812*a^3*g^2*x-800*a^3* g*p^2-100*a^3*g*p*q-1600*a^3*g*p*r-2172*a^3*g*p*x+8*a^3*g*q^2-100*a^3*g*q*r-\ 2386*a^3*g*q*x-800*a^3*g*r^2-734*a^3*g*r*x+17812*a^3*g*x^2-474*a^3*p^3-234*a^3* p^2*q-1422*a^3*p^2*r+1900*a^3*p^2*x-8*a^3*p*q^2-468*a^3*p*q*r-190*a^3*p*q*x-\ 1422*a^3*p*r^2+7324*a^3*p*r*x+15528*a^3*p*x^2-8*a^3*q^2*r-442*a^3*q^2*x-234*a^3 *q*r^2+1042*a^3*q*r*x+11388*a^3*q*x^2-474*a^3*r^3+5424*a^3*r^2*x+11992*a^3*r*x^ 2-12504*a^3*x^3+48*a^2*b^3*c+24*a^2*b^3*g-1040*a^2*b^3*x+288*a^2*b^2*c^2+304*a^ 2*b^2*c*g-280*a^2*b^2*c*p+48*a^2*b^2*c*q-280*a^2*b^2*c*r-8152*a^2*b^2*c*x+68*a^ 2*b^2*g^2-92*a^2*b^2*g*p+24*a^2*b^2*g*q-92*a^2*b^2*g*r-4704*a^2*b^2*g*x-372*a^2 *b^2*p^2-744*a^2*b^2*p*r-2880*a^2*b^2*p*x-1644*a^2*b^2*q*x-372*a^2*b^2*r^2-1640 *a^2*b^2*r*x+18064*a^2*b^2*x^2+480*a^2*b*c^3+800*a^2*b*c^2*g-1136*a^2*b*c^2*p+ 192*a^2*b*c^2*q-1136*a^2*b*c^2*r-15160*a^2*b*c^2*x+392*a^2*b*c*g^2-984*a^2*b*c* g*p+200*a^2*b*c*g*q-984*a^2*b*c*g*r-18600*a^2*b*c*g*x-2192*a^2*b*c*p^2-188*a^2* b*c*p*q-4384*a^2*b*c*p*r-5208*a^2*b*c*p*x+12*a^2*b*c*q^2-188*a^2*b*c*q*r-7364*a ^2*b*c*q*x-2192*a^2*b*c*r^2+3268*a^2*b*c*r*x+72272*a^2*b*c*x^2+56*a^2*b*g^3-168 *a^2*b*g^2*p+44*a^2*b*g^2*q-168*a^2*b*g^2*r-5260*a^2*b*g^2*x-1104*a^2*b*g*p^2-\ 54*a^2*b*g*p*q-2208*a^2*b*g*p*r-5882*a^2*b*g*p*x+6*a^2*b*g*q^2-54*a^2*b*g*q*r-\ 4466*a^2*b*g*q*x-1104*a^2*b*g*r^2-2726*a^2*b*g*r*x+37444*a^2*b*g*x^2-762*a^2*b* p^3-250*a^2*b*p^2*q-2286*a^2*b*p^2*r+2210*a^2*b*p^2*x-500*a^2*b*p*q*r-1744*a^2* b*p*q*x-2286*a^2*b*p*r^2+10330*a^2*b*p*r*x+35708*a^2*b*p*x^2-706*a^2*b*q^2*x-\ 250*a^2*b*q*r^2+290*a^2*b*q*r*x+24164*a^2*b*q*x^2-762*a^2*b*r^3+8120*a^2*b*r^2* x+27184*a^2*b*r*x^2-30504*a^2*b*x^3+240*a^2*c^4+552*a^2*c^3*g-952*a^2*c^3*p+160 *a^2*c^3*q-952*a^2*c^3*r-7952*a^2*c^3*x+428*a^2*c^2*g^2-1356*a^2*c^2*g*p+264*a^ 2*c^2*g*q-1356*a^2*c^2*g*r-15252*a^2*c^2*g*x-2344*a^2*c^2*p^2-384*a^2*c^2*p*q-\ 4688*a^2*c^2*p*r+840*a^2*c^2*p*x+24*a^2*c^2*q^2-384*a^2*c^2*q*r-6228*a^2*c^2*q* x-2344*a^2*c^2*r^2+10380*a^2*c^2*r*x+60476*a^2*c^2*x^2+134*a^2*c*g^3-570*a^2*c* g^2*p+128*a^2*c*g^2*q-570*a^2*c*g^2*r-8958*a^2*c*g^2*x-2560*a^2*c*g*p^2-308*a^2 *c*g*p*q-5120*a^2*c*g*p*r-4260*a^2*c*g*p*x+24*a^2*c*g*q^2-308*a^2*c*g*q*r-7910* a^2*c*g*q*x-2560*a^2*c*g*r^2+3916*a^2*c*g*r*x+67478*a^2*c*g*x^2-1464*a^2*c*p^3-\ 722*a^2*c*p^2*q-4392*a^2*c*p^2*r+8750*a^2*c*p^2*x-24*a^2*c*p*q^2-1444*a^2*c*p*q *r+14*a^2*c*p*q*x-4392*a^2*c*p*r^2+31258*a^2*c*p*r*x+52632*a^2*c*p*x^2-24*a^2*c *q^2*r-1414*a^2*c*q^2*x-722*a^2*c*q*r^2+4806*a^2*c*q*r*x+40482*a^2*c*q*x^2-1464 *a^2*c*r^3+22508*a^2*c*r^2*x+27732*a^2*c*r*x^2-62848*a^2*c*x^3+14*a^2*g^4-65*a^ 2*g^3*p+18*a^2*g^3*q-65*a^2*g^3*r-1660*a^2*g^3*x-625*a^2*g^2*p^2-47*a^2*g^2*p*q -1250*a^2*g^2*p*r-2542*a^2*g^2*p*x+5*a^2*g^2*q^2-47*a^2*g^2*q*r-2322*a^2*g^2*q* x-625*a^2*g^2*r^2-1068*a^2*g^2*r*x+17374*a^2*g^2*x^2-874*a^2*g*p^3-369*a^2*g*p^ 2*q-2622*a^2*g*p^2*r+2866*a^2*g*p^2*x-4*a^2*g*p*q^2-738*a^2*g*p*q*r-1332*a^2*g* p*q*x-2622*a^2*g*p*r^2+11626*a^2*g*p*r*x+32606*a^2*g*p*x^2-4*a^2*g*q^2*r-901*a^ 2*g*q^2*x-369*a^2*g*q*r^2+969*a^2*g*q*r*x+23205*a^2*g*q*x^2-874*a^2*g*r^3+8760* a^2*g*r^2*x+24446*a^2*g*r*x^2-27284*a^2*g*x^3-268*a^2*p^4-240*a^2*p^3*q-1072*a^ 2*p^3*r+3116*a^2*p^3*x-32*a^2*p^2*q^2-720*a^2*p^2*q*r+2234*a^2*p^2*q*x-1608*a^2 *p^2*r^2+14472*a^2*p^2*r*x+10620*a^2*p^2*x^2-64*a^2*p*q^2*r-160*a^2*p*q^2*x-720 *a^2*p*q*r^2+7582*a^2*p*q*r*x+17600*a^2*p*q*x^2-1072*a^2*p*r^3+19596*a^2*p*r^2* x+5216*a^2*p*r*x^2-32404*a^2*p*x^3-72*a^2*q^3*x-32*a^2*q^2*r^2+344*a^2*q^2*r*x+ 6374*a^2*q^2*x^2-240*a^2*q*r^3+5348*a^2*q*r^2*x+7936*a^2*q*r*x^2-26556*a^2*q*x^ 3-268*a^2*r^4+8240*a^2*r^3*x-5246*a^2*r^2*x^2-29710*a^2*r*x^3+4056*a^2*x^4-128* a*b^4*x+48*a*b^3*c^2+48*a*b^3*c*g-2504*a*b^3*c*x+8*a*b^3*g^2+16*a*b^3*g*p+16*a* b^3*g*r-1328*a*b^3*g*x-32*a*b^3*p^2-64*a*b^3*p*r-1188*a*b^3*p*x-304*a*b^3*q*x-\ 32*a*b^3*r^2-784*a*b^3*r*x+6704*a*b^3*x^2+192*a*b^2*c^3+320*a*b^2*c^2*g-296*a*b ^2*c^2*p+48*a*b^2*c^2*q-296*a*b^2*c^2*r-8664*a*b^2*c^2*x+144*a*b^2*c*g^2-176*a* b^2*c*g*p+48*a*b^2*c*g*q-176*a*b^2*c*g*r-10680*a*b^2*c*g*x-768*a*b^2*c*p^2-1536 *a*b^2*c*p*r-5132*a*b^2*c*p*x-3724*a*b^2*c*q*x-768*a*b^2*c*r^2+76*a*b^2*c*r*x+ 48464*a*b^2*c*x^2+16*a*b^2*g^3+8*a*b^2*g^2*p+8*a*b^2*g^2*q+8*a*b^2*g^2*r-2872*a *b^2*g^2*x-344*a*b^2*g*p^2+16*a*b^2*g*p*q-688*a*b^2*g*p*r-4714*a*b^2*g*p*x+16*a *b^2*g*q*r-2192*a*b^2*g*q*x-344*a*b^2*g*r^2-2672*a*b^2*g*r*x+24052*a*b^2*g*x^2-\ 312*a*b^2*p^3-32*a*b^2*p^2*q-936*a*b^2*p^2*r+62*a*b^2*p^2*x-64*a*b^2*p*q*r-1698 *a*b^2*p*q*x-936*a*b^2*p*r^2+3138*a*b^2*p*r*x+26084*a*b^2*p*x^2-208*a*b^2*q^2*x -32*a*b^2*q*r^2-824*a*b^2*q*r*x+15416*a*b^2*q*x^2-312*a*b^2*r^3+3076*a*b^2*r^2* x+19576*a*b^2*r*x^2-23496*a*b^2*x^3+240*a*b*c^4+568*a*b*c^3*g-792*a*b*c^3*p+128 *a*b*c^3*q-792*a*b*c^3*r-10136*a*b*c^3*x+428*a*b*c^2*g^2-1040*a*b*c^2*g*p+208*a *b*c^2*g*q-1040*a*b*c^2*g*r-20128*a*b*c^2*g*x-2260*a*b*c^2*p^2-196*a*b*c^2*p*q-\ 4520*a*b*c^2*p*r-2348*a*b*c^2*p*x+12*a*b*c^2*q^2-196*a*b*c^2*q*r-7916*a*b*c^2*q *x-2260*a*b*c^2*r^2+10640*a*b*c^2*r*x+88528*a*b*c^2*x^2+122*a*b*c*g^3-340*a*b*c *g^2*p+92*a*b*c*g^2*q-340*a*b*c*g^2*r-11722*a*b*c*g^2*x-2348*a*b*c*g*p^2-104*a* b*c*g*p*q-4696*a*b*c*g*p*r-10550*a*b*c*g*p*x+12*a*b*c*g*q^2-104*a*b*c*g*q*r-\ 10242*a*b*c*g*q*x-2348*a*b*c*g*r^2+1732*a*b*c*g*r*x+98664*a*b*c*g*x^2-1566*a*b* c*p^3-512*a*b*c*p^2*q-4698*a*b*c*p^2*r+7904*a*b*c*p^2*x-1024*a*b*c*p*q*r-3392*a *b*c*p*q*x-4698*a*b*c*p*r^2+32802*a*b*c*p*r*x+83898*a*b*c*p*x^2-1524*a*b*c*q^2* x-512*a*b*c*q*r^2+2160*a*b*c*q*r*x+59046*a*b*c*q*x^2-1566*a*b*c*r^3+24898*a*b*c *r^2*x+45534*a*b*c*r*x^2-105552*a*b*c*x^3+10*a*b*g^4-9*a*b*g^3*p+10*a*b*g^3*q-9 *a*b*g^3*r-2096*a*b*g^3*x-523*a*b*g^2*p^2+8*a*b*g^2*p*q-1046*a*b*g^2*p*r-4798*a *b*g^2*p*x+2*a*b*g^2*q^2+8*a*b*g^2*q*r-2944*a*b*g^2*q*x-523*a*b*g^2*r^2-2382*a* b*g^2*r*x+24616*a*b*g^2*x^2-881*a*b*g*p^3-220*a*b*g*p^2*q-2643*a*b*g*p^2*r+1238 *a*b*g*p^2*x+4*a*b*g*p*q^2-440*a*b*g*p*q*r-3744*a*b*g*p*q*x-2643*a*b*g*p*r^2+ 10119*a*b*g*p*r*x+51541*a*b*g*p*x^2+4*a*b*g*q^2*r-944*a*b*g*q^2*x-220*a*b*g*q*r ^2-928*a*b*g*q*r*x+33163*a*b*g*q*x^2-881*a*b*g*r^3+8881*a*b*g*r^2*x+38945*a*b*g *r*x^2-44328*a*b*g*x^3-320*a*b*p^4-208*a*b*p^3*q-1280*a*b*p^3*r+3254*a*b*p^3*x-\ 8*a*b*p^2*q^2-624*a*b*p^2*q*r+1034*a*b*p^2*q*x-1920*a*b*p^2*r^2+16020*a*b*p^2*r *x+19148*a*b*p^2*x^2-16*a*b*p*q^2*r-676*a*b*p*q^2*x-624*a*b*p*q*r^2+5428*a*b*p* q*r*x+29410*a*b*p*q*x^2-1280*a*b*p*r^3+22278*a*b*p*r^2*x+14926*a*b*p*r*x^2-\ 55888*a*b*p*x^3-44*a*b*q^3*x-8*a*b*q^2*r^2-256*a*b*q^2*r*x+9050*a*b*q^2*x^2-208 *a*b*q*r^3+4394*a*b*q*r^2*x+15754*a*b*q*r*x^2-44192*a*b*q*x^3-320*a*b*r^4+9512* a*b*r^3*x-3256*a*b*r^2*x^2-50888*a*b*r*x^3+8112*a*b*x^4+96*a*c^5+296*a*c^4*g-\ 496*a*c^4*p+80*a*c^4*q-496*a*c^4*r-3848*a*c^4*x+316*a*c^3*g^2-968*a*c^3*g*p+184 *a*c^3*g*q-968*a*c^3*g*r-10744*a*c^3*g*x-1616*a*c^3*p^2-264*a*c^3*p*q-3232*a*c^ 3*p*r+2648*a*c^3*p*x+16*a*c^3*q^2-264*a*c^3*q*r-4352*a*c^3*q*x-1616*a*c^3*r^2+ 11248*a*c^3*r*x+47068*a*c^3*x^2+150*a*c^2*g^3-612*a*c^2*g^2*p+136*a*c^2*g^2*q-\ 612*a*c^2*g^2*r-9810*a*c^2*g^2*x-2752*a*c^2*g*p^2-316*a*c^2*g*p*q-5504*a*c^2*g* p*r-2176*a*c^2*g*p*x+24*a*c^2*g*q^2-316*a*c^2*g*q*r-8892*a*c^2*g*q*x-2752*a*c^2 *g*r^2+10666*a*c^2*g*r*x+83944*a*c^2*g*x^2-1516*a*c^2*p^3-742*a*c^2*p^2*q-4548* a*c^2*p^2*r+12034*a*c^2*p^2*x-24*a*c^2*p*q^2-1484*a*c^2*p*q*r+600*a*c^2*p*q*x-\ 4548*a*c^2*p*r^2+41548*a*c^2*p*r*x+58078*a*c^2*p*x^2-24*a*c^2*q^2*r-1502*a*c^2* q^2*x-742*a*c^2*q*r^2+6614*a*c^2*q*r*x+47690*a*c^2*q*x^2-1516*a*c^2*r^3+29514*a *c^2*r^2*x+15770*a*c^2*r*x^2-93480*a*c^2*x^3+31*a*c*g^4-134*a*c*g^3*p+38*a*c*g^ 3*q-134*a*c*g^3*r-3676*a*c*g^3*x-1366*a*c*g^2*p^2-92*a*c*g^2*p*q-2732*a*c*g^2*p *r-4578*a*c*g^2*p*x+10*a*c*g^2*q^2-92*a*c*g^2*q*r-5402*a*c*g^2*q*x-1366*a*c*g^2 *r^2+1209*a*c*g^2*r*x+45169*a*c*g^2*x^2-1889*a*c*g*p^3-768*a*c*g*p^2*q-5667*a*c *g*p^2*r+8876*a*c*g*p^2*x-8*a*c*g*p*q^2-1536*a*c*g*p*q*r-2848*a*c*g*p*q*x-5667* a*c*g*p*r^2+34993*a*c*g*p*r*x+78297*a*c*g*p*x^2-8*a*c*g*q^2*r-2006*a*c*g*q^2*x-\ 768*a*c*g*q*r^2+3514*a*c*g*q*r*x+57633*a*c*g*q*x^2-1889*a*c*g*r^3+26117*a*c*g*r ^2*x+42801*a*c*g*r*x^2-91492*a*c*g*x^3-558*a*c*p^4-496*a*c*p^3*q-2232*a*c*p^3*r +7918*a*c*p^3*x-64*a*c*p^2*q^2-1488*a*c*p^2*q*r+5422*a*c*p^2*q*x-3348*a*c*p^2*r ^2+36082*a*c*p^2*r*x+21116*a*c*p^2*x^2-128*a*c*p*q^2*r-364*a*c*p*q^2*x-1488*a*c *p*q*r^2+18472*a*c*p*q*r*x+39898*a*c*p*q*x^2-2232*a*c*p*r^3+48410*a*c*p*r^2*x-\ 11140*a*c*p*r*x^2-93660*a*c*p*x^3-144*a*c*q^3*x-64*a*c*q^2*r^2+780*a*c*q^2*r*x+ 15106*a*c*q^2*x^2-496*a*c*q*r^3+13050*a*c*q*r^2*x+11050*a*c*q*r*x^2-76860*a*c*q *x^3-558*a*c*r^4+20246*a*c*r^3*x-32886*a*c*r^2*x^2-73996*a*c*r*x^3+21136*a*c*x^ 4+2*a*g^5-4*a*g^4*p+3*a*g^4*q-4*a*g^4*r-488*a*g^4*x-197*a*g^3*p^2-394*a*g^3*p*r -1414*a*g^3*p*x+a*g^3*q^2-1022*a*g^3*q*x-197*a*g^3*r^2-656*a*g^3*r*x+7482*a*g^3 *x^2-512*a*g^2*p^3-166*a*g^2*p^2*q-1536*a*g^2*p^2*r+1008*a*g^2*p^2*x+2*a*g^2*p* q^2-332*a*g^2*p*q*r-1668*a*g^2*p*q*x-1536*a*g^2*p*r^2+5667*a*g^2*p*r*x+23200*a* g^2*p*x^2+2*a*g^2*q^2*r-604*a*g^2*q^2*x-166*a*g^2*q*r^2-77*a*g^2*q*r*x+15827*a* g^2*q*x^2-512*a*g^2*r^3+4659*a*g^2*r^2*x+17253*a*g^2*r*x^2-19472*a*g^2*x^3-379* a*g*p^4-298*a*g*p^3*q-1516*a*g*p^3*r+3618*a*g*p^3*x-24*a*g*p^2*q^2-894*a*g*p^2* q*r+1754*a*g*p^2*q*x-2274*a*g*p^2*r^2+17341*a*g*p^2*r*x+17332*a*g*p^2*x^2-48*a* g*p*q^2*r-634*a*g*p*q^2*x-894*a*g*p*q*r^2+7304*a*g*p*q*r*x+27488*a*g*p*q*x^2-\ 1516*a*g*p*r^3+23828*a*g*p*r^2*x+12753*a*g*p*r*x^2-48056*a*g*p*x^3-90*a*g*q^3*x -24*a*g*q^2*r^2+12*a*g*q^2*r*x+9186*a*g*q^2*x^2-298*a*g*q*r^3+5550*a*g*q*r^2*x+ 14354*a*g*q*r*x^2-38564*a*g*q*x^3-379*a*g*r^4+10105*a*g*r^3*x-3617*a*g*r^2*x^2-\ 43546*a*g*r*x^3+6744*a*g*x^4-68*a*p^5-94*a*p^4*q-340*a*p^4*r+1508*a*p^4*x-26*a* p^3*q^2-376*a*p^3*q*r+1984*a*p^3*q*x-680*a*p^3*r^2+8746*a*p^3*r*x+1872*a*p^3*x^ 2-78*a*p^2*q^2*r+414*a*p^2*q^2*x-564*a*p^2*q*r^2+8696*a*p^2*q*r*x+7114*a*p^2*q* x^2-680*a*p^2*r^3+17190*a*p^2*r^2*x-11222*a*p^2*r*x^2-22936*a*p^2*x^3-62*a*p*q^ 3*x-78*a*p*q^2*r^2+1516*a*p*q^2*r*x+6682*a*p*q^2*x^2-376*a*p*q*r^3+11440*a*p*q* r^2*x-3840*a*p*q*r*x^2-38448*a*p*q*x^3-340*a*p*r^4+14174*a*p*r^3*x-30554*a*p*r^ 2*x^2-35132*a*p*r*x^3+10352*a*p*x^4-20*a*q^3*r*x+1440*a*q^3*x^2-26*a*q^2*r^3+ 1102*a*q^2*r^2*x+2026*a*q^2*r*x^2-15512*a*q^2*x^3-94*a*q*r^4+4728*a*q*r^3*x-\ 10340*a*q*r^2*x^2-29568*a*q*r*x^3+10352*a*q*x^4-68*a*r^5+4222*a*r^4*x-17460*a*r ^3*x^2-12790*a*r^2*x^3+11576*a*r*x^4-224*b^4*c*x-64*b^4*g*x-128*b^4*p*x-128*b^4 *r*x+720*b^4*x^2+16*b^3*c^3+24*b^3*c^2*g-1512*b^3*c^2*x+8*b^3*c*g^2+16*b^3*c*g* p+16*b^3*c*g*r-1792*b^3*c*g*x-32*b^3*c*p^2-64*b^3*c*p*r-1380*b^3*c*p*x-400*b^3* c*q*x-32*b^3*c*r^2-464*b^3*c*r*x+10000*b^3*c*x^2+8*b^3*g^2*p+8*b^3*g^2*r-400*b^ 3*g^2*x-8*b^3*g*p^2-16*b^3*g*p*r-1020*b^3*g*p*x-128*b^3*g*q*x-8*b^3*g*r^2-780*b ^3*g*r*x+4420*b^3*g*x^2-16*b^3*p^3-48*b^3*p^2*r-304*b^3*p^2*x-256*b^3*p*q*x-48* b^3*p*r^2-52*b^3*p*r*x+5904*b^3*p*x^2-256*b^3*q*r*x+2640*b^3*q*x^2-16*b^3*r^3+ 252*b^3*r^2*x+4384*b^3*r*x^2-5496*b^3*x^3+48*b^2*c^4+112*b^2*c^3*g-104*b^2*c^3* p+16*b^2*c^3*q-104*b^2*c^3*r-3096*b^2*c^3*x+76*b^2*c^2*g^2-84*b^2*c^2*g*p+24*b^ 2*c^2*g*q-84*b^2*c^2*g*r-6284*b^2*c^2*g*x-396*b^2*c^2*p^2-792*b^2*c^2*p*r-2244* b^2*c^2*p*x-2104*b^2*c^2*q*x-396*b^2*c^2*r^2+1900*b^2*c^2*r*x+31076*b^2*c^2*x^2 +16*b^2*c*g^3+16*b^2*c*g^2*p+8*b^2*c*g^2*q+16*b^2*c*g^2*r-3520*b^2*c*g^2*x-352* b^2*c*g*p^2+16*b^2*c*g*p*q-704*b^2*c*g*p*r-5134*b^2*c*g*p*x+16*b^2*c*g*q*r-2560 *b^2*c*g*q*x-352*b^2*c*g*r^2-1124*b^2*c*g*r*x+34202*b^2*c*g*x^2-320*b^2*c*p^3-\ 32*b^2*c*p^2*q-960*b^2*c*p^2*r+752*b^2*c*p^2*x-64*b^2*c*p*q*r-1930*b^2*c*p*q*x-\ 960*b^2*c*p*r^2+6494*b^2*c*p*r*x+32250*b^2*c*p*x^2-232*b^2*c*q^2*x-32*b^2*c*q*r ^2-704*b^2*c*q*r*x+19548*b^2*c*q*x^2-320*b^2*c*r^3+5742*b^2*c*r^2*x+18222*b^2*c *r*x^2-42704*b^2*c*x^3+16*b^2*g^3*p+16*b^2*g^3*r-576*b^2*g^3*x-60*b^2*g^2*p^2+8 *b^2*g^2*p*q-120*b^2*g^2*p*r-1890*b^2*g^2*p*x+8*b^2*g^2*q*r-624*b^2*g^2*q*x-60* b^2*g^2*r^2-1146*b^2*g^2*r*x+8026*b^2*g^2*x^2-156*b^2*g*p^3-8*b^2*g*p^2*q-468*b ^2*g*p^2*r-685*b^2*g*p^2*x-16*b^2*g*p*q*r-1506*b^2*g*p*q*x-468*b^2*g*p*r^2+1068 *b^2*g*p*r*x+19251*b^2*g*p*x^2-80*b^2*g*q^2*x-8*b^2*g*q*r^2-1122*b^2*g*q*r*x+ 10274*b^2*g*q*x^2-156*b^2*g*r^3+1753*b^2*g*r^2*x+15053*b^2*g*r*x^2-17044*b^2*g* x^3-76*b^2*p^4-16*b^2*p^3*q-304*b^2*p^3*r+550*b^2*p^3*x-48*b^2*p^2*q*r-404*b^2* p^2*q*x-456*b^2*p^2*r^2+3316*b^2*p^2*r*x+8360*b^2*p^2*x^2-160*b^2*p*q^2*x-48*b^ 2*p*q*r^2+54*b^2*p*q*r*x+11474*b^2*p*q*x^2-304*b^2*p*r^3+4982*b^2*p*r^2*x+8434* b^2*p*r*x^2-23484*b^2*p*x^3-160*b^2*q^2*r*x+2508*b^2*q^2*x^2-16*b^2*q*r^3+458*b ^2*q*r^2*x+6542*b^2*q*r*x^2-17636*b^2*q*x^3-76*b^2*r^4+2216*b^2*r^3*x+394*b^2*r ^2*x^2-21178*b^2*r*x^3+4056*b^2*x^4+48*b*c^5+152*b*c^4*g-208*b*c^4*p+32*b*c^4*q -208*b*c^4*r-2552*b*c^4*x+156*b*c^3*g^2-364*b*c^3*g*p+72*b*c^3*g*q-364*b*c^3*g* r-7480*b*c^3*g*x-780*b*c^3*p^2-68*b*c^3*p*q-1560*b*c^3*p*r+232*b*c^3*p*x+4*b*c^ 3*q^2-68*b*c^3*q*r-2848*b*c^3*q*x-780*b*c^3*r^2+6276*b*c^3*r*x+35380*b*c^3*x^2+ 66*b*c^2*g^3-168*b*c^2*g^2*p+48*b*c^2*g^2*q-168*b*c^2*g^2*r-6798*b*c^2*g^2*x-\ 1248*b*c^2*g*p^2-50*b*c^2*g*p*q-2496*b*c^2*g*p*r-4924*b*c^2*g*p*x+6*b*c^2*g*q^2 -50*b*c^2*g*q*r-5880*b*c^2*g*q*x-1248*b*c^2*g*r^2+4798*b*c^2*g*r*x+63784*b*c^2* g*x^2-808*b*c^2*p^3-262*b*c^2*p^2*q-2424*b*c^2*p^2*r+5814*b*c^2*p^2*x-524*b*c^2 *p*q*r-1696*b*c^2*p*q*x-2424*b*c^2*p*r^2+23144*b*c^2*p*r*x+48242*b*c^2*p*x^2-\ 818*b*c^2*q^2*x-262*b*c^2*q*r^2+1870*b*c^2*q*r*x+35758*b*c^2*q*x^2-808*b*c^2*r^ 3+17330*b*c^2*r^2*x+15770*b*c^2*r*x^2-79544*b*c^2*x^3+10*b*c*g^4+b*c*g^3*p+10*b *c*g^3*q+b*c*g^3*r-2464*b*c*g^3*x-559*b*c*g^2*p^2+12*b*c*g^2*p*q-1118*b*c*g^2*p *r-5104*b*c*g^2*p*x+2*b*c*g^2*q^2+12*b*c*g^2*q*r-3452*b*c*g^2*q*x-559*b*c*g^2*r ^2-530*b*c*g^2*r*x+33835*b*c*g^2*x^2-937*b*c*g*p^3-224*b*c*g*p^2*q-2811*b*c*g*p ^2*r+2618*b*c*g*p^2*x+4*b*c*g*p*q^2-448*b*c*g*p*q*r-4436*b*c*g*p*q*x-2811*b*c*g *p*r^2+17359*b*c*g*p*r*x+64557*b*c*g*p*x^2+4*b*c*g*q^2*r-1012*b*c*g*q^2*x-224*b *c*g*q*r^2-680*b*c*g*q*r*x+42501*b*c*g*q*x^2-937*b*c*g*r^3+14741*b*c*g*r^2*x+ 37407*b*c*g*r*x^2-77052*b*c*g*x^3-330*b*c*p^4-212*b*c*p^3*q-1320*b*c*p^3*r+4298 *b*c*p^3*x-8*b*c*p^2*q^2-636*b*c*p^2*q*r+1322*b*c*p^2*q*x-1980*b*c*p^2*r^2+ 20866*b*c*p^2*r*x+20716*b*c*p^2*x^2-16*b*c*p*q^2*r-744*b*c*p*q^2*x-636*b*c*p*q* r^2+7088*b*c*p*q*r*x+35182*b*c*p*q*x^2-1320*b*c*p*r^3+28838*b*c*p*r^2*x+1498*b* c*p*r*x^2-82100*b*c*p*x^3-44*b*c*q^3*x-8*b*c*q^2*r^2-276*b*c*q^2*r*x+10790*b*c* q^2*x^2-212*b*c*q*r^3+5766*b*c*q*r^2*x+14396*b*c*q*r*x^2-65300*b*c*q*x^3-330*b* c*r^4+12270*b*c*r^3*x-19032*b*c*r^2*x^2-64436*b*c*r*x^3+21136*b*c*x^4+10*b*g^4* p+10*b*g^4*r-308*b*g^4*x-65*b*g^3*p^2+10*b*g^3*p*q-130*b*g^3*p*r-1292*b*g^3*p*x +10*b*g^3*q*r-612*b*g^3*q*x-65*b*g^3*r^2-680*b*g^3*r*x+5394*b*g^3*x^2-235*b*g^2 *p^3-36*b*g^2*p^2*q-705*b*g^2*p^2*r-324*b*g^2*p^2*x+2*b*g^2*p*q^2-72*b*g^2*p*q* r-1732*b*g^2*p*q*x-705*b*g^2*p*r^2+2075*b*g^2*p*r*x+18581*b*g^2*p*x^2+2*b*g^2*q ^2*r-260*b*g^2*q^2*x-36*b*g^2*q*r^2-892*b*g^2*q*r*x+11116*b*g^2*q*x^2-235*b*g^2 *r^3+2399*b*g^2*r^2*x+14328*b*g^2*r*x^2-15976*b*g^2*x^3-205*b*g*p^4-102*b*g*p^3 *q-820*b*g*p^3*r+1590*b*g*p^3*x-2*b*g*p^2*q^2-306*b*g*p^2*q*r-312*b*g*p^2*q*x-\ 1230*b*g*p^2*r^2+8977*b*g*p^2*r*x+15924*b*g*p^2*x^2-4*b*g*p*q^2*r-598*b*g*p*q^2 *x-306*b*g*p*q*r^2+1814*b*g*p*q*r*x+23126*b*g*p*q*x^2-820*b*g*p*r^3+13184*b*g*p *r^2*x+15248*b*g*p*r*x^2-41316*b*g*p*x^3-16*b*g*q^3*x-2*b*g*q^2*r^2-434*b*g*q^2 *r*x+6232*b*g*q^2*x^2-102*b*g*q*r^3+2126*b*g*q*r^2*x+13959*b*g*q*r*x^2-31824*b* g*q*x^3-205*b*g*r^4+5797*b*g*r^3*x-446*b*g*r^2*x^2-37830*b*g*r*x^3+6744*b*g*x^4 -46*b*p^5-50*b*p^4*q-230*b*p^4*r+884*b*p^4*x-4*b*p^3*q^2-200*b*p^3*q*r+766*b*p^ 3*q*x-460*b*p^3*r^2+5368*b*p^3*r*x+2646*b*p^3*x^2-12*b*p^2*q^2*r-150*b*p^2*q^2* x-300*b*p^2*q*r^2+3866*b*p^2*q*r*x+8050*b*p^2*q*x^2-460*b*p^2*r^3+10800*b*p^2*r ^2*x-4304*b*p^2*r*x^2-20712*b*p^2*x^3-32*b*p*q^3*x-12*b*p*q^2*r^2+52*b*p*q^2*r* x+6232*b*p*q^2*x^2-200*b*p*q*r^3+5434*b*p*q*r^2*x+3762*b*p*q*r*x^2-34000*b*p*q* x^3-230*b*p*r^4+9032*b*p*r^3*x-17390*b*p*r^2*x^2-31992*b*p*r*x^3+10352*b*p*x^4-\ 32*b*q^3*r*x+828*b*q^3*x^2-4*b*q^2*r^3+202*b*q^2*r^2*x+2710*b*q^2*r*x^2-13288*b *q^2*x^3-50*b*q*r^4+2334*b*q*r^3*x-3464*b*q*r^2*x^2-26428*b*q*r*x^3+10352*b*q*x ^4-46*b*r^5+2716*b*r^4*x-10440*b*r^3*x^2-11506*b*r^2*x^3+11576*b*r*x^4+16*c^6+ 64*c^5*g-104*c^5*p+16*c^5*q-104*c^5*r-744*c^5*x+88*c^4*g^2-260*c^4*g*p+48*c^4*g *q-260*c^4*g*r-2924*c^4*g*x-420*c^4*p^2-68*c^4*p*q-840*c^4*p*r+1224*c^4*p*x+4*c ^4*q^2-68*c^4*q*r-1144*c^4*q*x-420*c^4*r^2+4020*c^4*r*x+13600*c^4*x^2+56*c^3*g^ 3-218*c^3*g^2*p+48*c^3*g^2*q-218*c^3*g^2*r-3718*c^3*g^2*x-992*c^3*g*p^2-108*c^3 *g*p*q-1984*c^3*g*p*r-128*c^3*g*p*x+8*c^3*g*q^2-108*c^3*g*q*r-3368*c^3*g*q*x-\ 992*c^3*g*r^2+6048*c^3*g*r*x+34704*c^3*g*x^2-526*c^3*p^3-254*c^3*p^2*q-1578*c^3 *p^2*r+5198*c^3*p^2*x-8*c^3*p*q^2-508*c^3*p*q*r+396*c^3*p*q*x-1578*c^3*p*r^2+ 17698*c^3*p*r*x+21152*c^3*p*x^2-8*c^3*q^2*r-530*c^3*q^2*x-254*c^3*q*r^2+2850*c^ 3*q*r*x+18728*c^3*q*x^2-526*c^3*r^3+12500*c^3*r^2*x-60*c^3*r*x^2-43520*c^3*x^3+ 17*c^2*g^4-67*c^2*g^3*p+20*c^2*g^3*q-67*c^2*g^3*r-2121*c^2*g^3*x-749*c^2*g^2*p^ 2-45*c^2*g^2*p*q-1498*c^2*g^2*p*r-2214*c^2*g^2*p*x+5*c^2*g^2*q^2-45*c^2*g^2*q*r -3174*c^2*g^2*q*x-749*c^2*g^2*r^2+2465*c^2*g^2*r*x+29304*c^2*g^2*x^2-1027*c^2*g *p^3-399*c^2*g*p^2*q-3081*c^2*g*p^2*r+6031*c^2*g*p^2*x-4*c^2*g*p*q^2-798*c^2*g* p*q*r-1654*c^2*g*p*q*x-3081*c^2*g*p*r^2+24123*c^2*g*p*r*x+47180*c^2*g*p*x^2-4*c ^2*g*q^2*r-1105*c^2*g*q^2*x-399*c^2*g*q*r^2+2495*c^2*g*q*r*x+35924*c^2*g*q*x^2-\ 1027*c^2*g*r^3+18092*c^2*g*r^2*x+17180*c^2*g*r*x^2-69056*c^2*g*x^3-292*c^2*p^4-\ 256*c^2*p^3*q-1168*c^2*p^3*r+4880*c^2*p^3*x-32*c^2*p^2*q^2-768*c^2*p^2*q*r+3204 *c^2*p^2*q*x-1752*c^2*p^2*r^2+22076*c^2*p^2*r*x+10268*c^2*p^2*x^2-64*c^2*p*q^2* r-204*c^2*p*q^2*x-768*c^2*p*q*r^2+11028*c^2*p*q*r*x+22888*c^2*p*q*x^2-1168*c^2* p*r^3+29512*c^2*p*r^2*x-19110*c^2*p*r*x^2-64408*c^2*p*x^3-72*c^2*q^3*x-32*c^2*q ^2*r^2+436*c^2*q^2*r*x+8948*c^2*q^2*x^2-256*c^2*q*r^3+7824*c^2*q*r^2*x+2634*c^2 *q*r*x^2-53192*c^2*q*x^3-292*c^2*r^4+12316*c^2*r^3*x-30142*c^2*r^2*x^2-43872*c^ 2*r*x^3+19520*c^2*x^4+2*c*g^5-c*g^4*p+3*c*g^4*q-c*g^4*r-562*c*g^4*x-215*c*g^3*p ^2+2*c*g^3*p*q-430*c*g^3*p*r-1506*c*g^3*p*x+c*g^3*q^2+2*c*g^3*q*r-1220*c*g^3*q* x-215*c*g^3*r^2-61*c*g^3*r*x+10076*c*g^3*x^2-566*c*g^2*p^3-172*c*g^2*p^2*q-1698 *c*g^2*p^2*r+1668*c*g^2*p^2*x+2*c*g^2*p*q^2-344*c*g^2*p*q*r-2036*c*g^2*p*q*x-\ 1698*c*g^2*p*r^2+9187*c*g^2*p*r*x+29288*c*g^2*p*x^2+2*c*g^2*q^2*r-672*c*g^2*q^2 *x-172*c*g^2*q*r^2+145*c*g^2*q*r*x+20366*c*g^2*q*x^2-566*c*g^2*r^3+7519*c*g^2*r ^2*x+16857*c*g^2*r*x^2-32768*c*g^2*x^3-416*c*g*p^4-312*c*g*p^3*q-1664*c*g*p^3*r +4592*c*g*p^3*x-24*c*g*p^2*q^2-936*c*g*p^2*q*r+1982*c*g*p^2*q*x-2496*c*g*p^2*r^ 2+22346*c*g*p^2*r*x+20036*c*g*p^2*x^2-48*c*g*p*q^2*r-752*c*g*p*q^2*x-936*c*g*p* q*r^2+9042*c*g*p*q*r*x+34012*c*g*p*q*x^2-1664*c*g*p*r^3+30916*c*g*p*r^2*x+2955* c*g*p*r*x^2-70860*c*g*p*x^3-90*c*g*q^3*x-24*c*g*q^2*r^2-34*c*g*q^2*r*x+11384*c* g*q^2*x^2-312*c*g*q*r^3+7060*c*g*q*r^2*x+13977*c*g*q*r*x^2-57076*c*g*q*x^3-416* c*g*r^4+13162*c*g*r^3*x-16943*c*g*r^2*x^2-56096*c*g*r*x^3+16288*c*g*x^4-72*c*p^ 5-98*c*p^4*q-360*c*p^4*r+1812*c*p^4*x-26*c*p^3*q^2-392*c*p^3*q*r+2294*c*p^3*q*x -720*c*p^3*r^2+10436*c*p^3*r*x+1138*c*p^3*x^2-78*c*p^2*q^2*r+420*c*p^2*q^2*x-\ 588*c*p^2*q*r^2+10124*c*p^2*q*r*x+7596*c*p^2*q*x^2-720*c*p^2*r^3+20436*c*p^2*r^ 2*x-20964*c*p^2*r*x^2-30948*c*p^2*x^3-62*c*p*q^3*x-78*c*p*q^2*r^2+1624*c*p*q^2* r*x+8094*c*p*q^2*x^2-392*c*p*q*r^3+13366*c*p*q*r^2*x-9828*c*p*q*r*x^2-52320*c*p *q*x^3-360*c*p*r^4+16812*c*p*r^3*x-48668*c*p*r^2*x^2-39728*c*p*r*x^3+18512*c*p* x^4-20*c*q^3*r*x+1636*c*q^3*x^2-26*c*q^2*r^3+1204*c*q^2*r^2*x+1824*c*q^2*r*x^2-\ 21372*c*q^2*x^3-98*c*q*r^4+5536*c*q*r^3*x-16478*c*q*r^2*x^2-35152*c*q*r*x^3+ 18512*c*q*x^4-72*c*r^5+5000*c*r^4*x-26566*c*r^3*x^2-7808*c*r^2*x^3+18608*c*r*x^ 4+2*g^5*p+2*g^5*r-56*g^5*x-18*g^4*p^2+3*g^4*p*q-36*g^4*p*r-292*g^4*p*x+3*g^4*q* r-166*g^4*q*x-18*g^4*r^2-142*g^4*r*x+1200*g^4*x^2-92*g^3*p^3-18*g^3*p^2*q-276*g ^3*p^2*r-24*g^3*p^2*x+g^3*p*q^2-36*g^3*p*q*r-555*g^3*p*q*x-276*g^3*p*r^2+775*g^ 3*p*r*x+5493*g^3*p*x^2+g^3*q^2*r-126*g^3*q^2*x-18*g^3*q*r^2-195*g^3*q*r*x+3543* g^3*q*x^2-92*g^3*r^3+799*g^3*r^2*x+4126*g^3*r*x^2-4560*g^3*x^3-123*g^2*p^4-79*g ^2*p^3*q-492*g^2*p^3*r+924*g^2*p^3*x-3*g^2*p^2*q^2-237*g^2*p^2*q*r+93*g^2*p^2*q *x-738*g^2*p^2*r^2+4904*g^2*p^2*r*x+7021*g^2*p^2*x^2-6*g^2*p*q^2*r-323*g^2*p*q^ 2*x-237*g^2*p*q*r^2+1455*g^2*p*q*r*x+10578*g^2*p*q*x^2-492*g^2*p*r^3+7036*g^2*p *r^2*x+6498*g^2*p*r*x^2-17432*g^2*p*x^3-24*g^2*q^3*x-3*g^2*q^2*r^2-141*g^2*q^2* r*x+3211*g^2*q^2*x^2-79*g^2*q*r^3+1362*g^2*q*r^2*x+6243*g^2*q*r*x^2-13680*g^2*q *x^3-123*g^2*r^4+3056*g^2*r^3*x-231*g^2*r^2*x^2-15832*g^2*r*x^3+2688*g^2*x^4-57 *g*p^5-69*g*p^4*q-285*g*p^4*r+948*g*p^4*x-12*g*p^3*q^2-276*g*p^3*q*r+994*g*p^3* q*x-570*g*p^3*r^2+5761*g*p^3*r*x+2524*g*p^3*x^2-36*g*p^2*q^2*r-4*g*p^2*q^2*x-\ 414*g*p^2*q*r^2+4815*g*p^2*q*r*x+7438*g*p^2*q*x^2-570*g*p^2*r^3+11595*g*p^2*r^2 *x-3967*g*p^2*r*x^2-17804*g*p^2*x^3-50*g*p*q^3*x-36*g*p*q^2*r^2+440*g*p*q^2*r*x +5926*g*p*q^2*x^2-276*g*p*q*r^3+6648*g*p*q*r^2*x+2619*g*p*q*r*x^2-29440*g*p*q*x ^3-285*g*p*r^4+9699*g*p*r^3*x-16650*g*p*r^2*x^2-27590*g*p*r*x^3+7928*g*p*x^4-34 *g*q^3*r*x+1012*g*q^3*x^2-12*g*q^2*r^3+444*g*q^2*r^2*x+2570*g*q^2*r*x^2-11636*g *q^2*x^3-69*g*q*r^4+2827*g*q*r^3*x-4215*g*q*r^2*x^2-23082*g*q*r*x^3+7928*g*q*x^ 4-57*g*r^5+2917*g*r^4*x-10159*g*r^3*x^2-9856*g*r^2*x^3+8888*g*r*x^4-6*p^6-12*p^ 5*q-36*p^5*r+236*p^5*x-6*p^4*q^2-60*p^4*q*r+460*p^4*q*x-90*p^4*r^2+1646*p^4*r*x -204*p^4*x^2-24*p^3*q^2*r+212*p^3*q^2*x-120*p^3*q*r^2+2570*p^3*q*r*x+384*p^3*q* x^2-120*p^3*r^3+4224*p^3*r^2*x-5682*p^3*r*x^2-4812*p^3*x^3-12*p^2*q^3*x-36*p^2* q^2*r^2+930*p^2*q^2*r*x+1452*p^2*q^2*x^2-120*p^2*q*r^3+4950*p^2*q*r^2*x-6678*p^ 2*q*r*x^2-12452*p^2*q*x^3-90*p^2*r^4+5156*p^2*r^3*x-17346*p^2*r^2*x^2-8502*p^2* r*x^3+4376*p^2*x^4+6*p*q^3*r*x+936*p*q^3*x^2-24*p*q^2*r^3+1224*p*q^2*r^2*x-720* p*q^2*r*x^2-10468*p*q^2*x^3-60*p*q*r^4+4030*p*q*r^3*x-14784*p*q*r^2*x^2-15504*p *q*r*x^3+8752*p*q*x^4-36*p*r^5+3044*p*r^4*x-18462*p*r^3*x^2-1338*p*r^2*x^3+8704 *p*r*x^4+72*q^4*x^2+18*q^3*r^2*x+276*q^3*r*x^2-2828*q^3*x^3-6*q^2*r^4+506*q^2*r ^3*x-1740*q^2*r^2*x^2-7002*q^2*r*x^3+4376*q^2*x^4-12*q*r^5+1190*q*r^4*x-7722*q* r^3*x^2-3118*q*r^2*x^3+8704*q*r*x^4-6*r^6+702*r^5*x-6594*r^4*x^2+2616*r^3*x^3+ 4248*r^2*x^4+144*a^5+328*a^4*b+728*a^4*c+356*a^4*g-60*a^4*p+108*a^4*q-60*a^4*r-\ 3048*a^4*x+224*a^3*b^2+1336*a^3*b*c+644*a^3*b*g+76*a^3*b*p+148*a^3*b*q+76*a^3*b *r-6656*a^3*b*x+1480*a^3*c^2+1504*a^3*c*g-268*a^3*c*p+440*a^3*c*q-268*a^3*c*r-\ 13848*a^3*c*x+350*a^3*g^2+10*a^3*g*p+212*a^3*g*q+10*a^3*g*r-6908*a^3*g*x-838*a^ 3*p^2+20*a^3*p*q-1676*a^3*p*r-5268*a^3*p*x+18*a^3*q^2+20*a^3*q*r-3360*a^3*q*x-\ 838*a^3*r^2-4508*a^3*r*x+12384*a^3*x^2+40*a^2*b^3+688*a^2*b^2*c+312*a^2*b^2*g+ 184*a^2*b^2*p+40*a^2*b^2*q+184*a^2*b^2*r-4600*a^2*b^2*x+2048*a^2*b*c^2+2048*a^2 *b*c*g+200*a^2*b*c*p+452*a^2*b*c*q+200*a^2*b*c*r-23912*a^2*b*c*x+442*a^2*b*g^2+ 340*a^2*b*g*p+202*a^2*b*g*q+340*a^2*b*g*r-11612*a^2*b*g*x-926*a^2*b*p^2+124*a^2 *b*p*q-1852*a^2*b*p*r-10520*a^2*b*p*x+10*a^2*b*q^2+124*a^2*b*q*r-5264*a^2*b*q*x -926*a^2*b*r^2-8936*a^2*b*r*x+23960*a^2*b*x^2+1512*a^2*c^3+2404*a^2*c^2*g-448*a ^2*c^2*p+672*a^2*c^2*q-448*a^2*c^2*r-23520*a^2*c^2*x+1144*a^2*c*g^2+44*a^2*c*g* p+664*a^2*c*g*q+44*a^2*c*g*r-24680*a^2*c*g*x-2622*a^2*c*p^2+60*a^2*c*p*q-5244*a ^2*c*p*r-16428*a^2*c*p*x+54*a^2*c*q^2+60*a^2*c*q*r-11488*a^2*c*q*x-2622*a^2*c*r ^2-10838*a^2*c*r*x+54084*a^2*c*x^2+160*a^2*g^3+145*a^2*g^2*p+141*a^2*g^2*q+145* a^2*g^2*r-5924*a^2*g^2*x-1203*a^2*g*p^2+130*a^2*g*p*q-2406*a^2*g*p*r-10280*a^2* g*p*x+23*a^2*g*q^2+130*a^2*g*q*r-6120*a^2*g*q*x-1203*a^2*g*r^2-8679*a^2*g*r*x+ 23724*a^2*g*x^2-1014*a^2*p^3-316*a^2*p^2*q-3042*a^2*p^2*r-1504*a^2*p^2*x+16*a^2 *p*q^2-632*a^2*p*q*r-4230*a^2*p*q*x-3042*a^2*p*r^2+1278*a^2*p*r*x+28464*a^2*p*x ^2+16*a^2*q^2*r-1172*a^2*q^2*x-316*a^2*q*r^2-2542*a^2*q*r*x+18722*a^2*q*x^2-\ 1014*a^2*r^3+2782*a^2*r^2*x+25312*a^2*r*x^2-10960*a^2*x^3+80*a*b^3*c+24*a*b^3*g +48*a*b^3*p+48*a*b^3*r-992*a*b^3*x+704*a*b^2*c^2+640*a*b^2*c*g+384*a*b^2*c*p+80 *a*b^2*c*q+384*a*b^2*c*r-12224*a*b^2*c*x+104*a*b^2*g^2+304*a*b^2*g*p+24*a*b^2*g *q+304*a*b^2*g*r-5352*a*b^2*g*x-144*a*b^2*p^2+48*a*b^2*p*q-288*a*b^2*p*r-6284*a *b^2*p*x+48*a*b^2*q*r-1904*a*b^2*q*x-144*a*b^2*r^2-5316*a*b^2*r*x+13448*a*b^2*x ^2+1400*a*b*c^3+2172*a*b*c^2*g+180*a*b*c^2*p+460*a*b*c^2*q+180*a*b*c^2*r-28384* a*b*c^2*x+940*a*b*c*g^2+780*a*b*c*g*p+412*a*b*c*g*q+780*a*b*c*g*r-29384*a*b*c*g *x-1940*a*b*c*p^2+256*a*b*c*p*q-3880*a*b*c*p*r-23848*a*b*c*p*x+20*a*b*c*q^2+256 *a*b*c*q*r-12456*a*b*c*q*x-1940*a*b*c*r^2-15902*a*b*c*r*x+74440*a*b*c*x^2+102*a *b*g^3+358*a*b*g^2*p+66*a*b*g^2*q+358*a*b*g^2*r-6628*a*b*g^2*x-738*a*b*g*p^2+ 200*a*b*g*p*q-1476*a*b*g*p*r-14684*a*b*g*p*x+6*a*b*g*q^2+200*a*b*g*q*r-6356*a*b *g*q*x-738*a*b*g*r^2-12005*a*b*g*r*x+30380*a*b*g*x^2-898*a*b*p^3-92*a*b*p^2*q-\ 2694*a*b*p^2*r-4070*a*b*p^2*x+12*a*b*p*q^2-184*a*b*p*q*r-6162*a*b*p*q*x-2694*a* b*p*r^2-3334*a*b*p*r*x+41602*a*b*p*x^2+12*a*b*q^2*r-880*a*b*q^2*x-92*a*b*q*r^2-\ 4466*a*b*q*r*x+24058*a*b*q*x^2-898*a*b*r^3+736*a*b*r^2*x+36378*a*b*r*x^2-16224* a*b*x^3+776*a*c^4+1720*a*c^3*g-332*a*c^3*p+456*a*c^3*q-332*a*c^3*r-17792*a*c^3* x+1250*a*c^2*g^2+82*a*c^2*g*p+692*a*c^2*g*q+82*a*c^2*g*r-29600*a*c^2*g*x-2750*a *c^2*p^2+60*a*c^2*p*q-5500*a*c^2*p*r-17404*a*c^2*p*x+54*a*c^2*q^2+60*a*c^2*q*r-\ 13088*a*c^2*q*x-2750*a*c^2*r^2-8058*a*c^2*r*x+73596*a*c^2*x^2+348*a*c*g^3+362*a *c*g^2*p+294*a*c*g^2*q+362*a*c*g^2*r-14792*a*c*g^2*x-2552*a*c*g*p^2+288*a*c*g*p *q-5104*a*c*g*p*r-23806*a*c*g*p*x+46*a*c*g*q^2+288*a*c*g*q*r-14640*a*c*g*q*x-\ 2552*a*c*g*r^2-15933*a*c*g*r*x+70970*a*c*g*x^2-2126*a*c*p^3-648*a*c*p^2*q-6378* a*c*p^2*r-1878*a*c*p^2*x+32*a*c*p*q^2-1296*a*c*p*q*r-9634*a*c*p*q*x-6378*a*c*p* r^2+9066*a*c*p*r*x+75334*a*c*p*x^2+32*a*c*q^2*r-2560*a*c*q^2*x-648*a*c*q*r^2-\ 4996*a*c*q*r*x+49282*a*c*q*x^2-2126*a*c*r^3+10944*a*c*r^2*x+58322*a*c*r*x^2-\ 46768*a*c*x^3+28*a*g^4+119*a*g^3*p+31*a*g^3*q+119*a*g^3*r-2220*a*g^3*x-495*a*g^ 2*p^2+124*a*g^2*p*q-990*a*g^2*p*r-7118*a*g^2*p*x+7*a*g^2*q^2+124*a*g^2*q*r-3734 *a*g^2*q*x-495*a*g^2*r^2-5773*a*g^2*r*x+14818*a*g^2*x^2-1140*a*g*p^3-222*a*g*p^ 2*q-3420*a*g*p^2*r-3422*a*g*p^2*x+24*a*g*p*q^2-444*a*g*p*q*r-6492*a*g*p*q*x-\ 3420*a*g*p*r^2-1880*a*g*p*r*x+39094*a*g*p*x^2+24*a*g*q^2*r-1408*a*g*q^2*x-222*a *g*q*r^2-4249*a*g*q*r*x+24414*a*g*q*x^2-1140*a*g*r^3+1542*a*g*r^2*x+33856*a*g*r *x^2-15424*a*g*x^3-446*a*p^4-302*a*p^3*q-1784*a*p^3*r+1228*a*p^3*x-10*a*p^2*q^2 -906*a*p^2*q*r-902*a*p^2*q*x-2676*a*p^2*r^2+8720*a*p^2*r*x+18888*a*p^2*x^2-20*a *p*q^2*r-1226*a*p*q^2*x-906*a*p*q*r^2+998*a*p*q*r*x+26050*a*p*q*x^2-1784*a*p*r^ 3+13756*a*p*r^2*x+27610*a*p*r*x^2-25984*a*p*x^3-88*a*q^3*x-10*a*q^2*r^2-802*a*q ^2*r*x+7602*a*q^2*x^2-302*a*q*r^3+1900*a*q*r^2*x+19234*a*q*r*x^2-20016*a*q*x^3-\ 446*a*r^4+6264*a*r^3*x+9730*a*r^2*x^2-25256*a*r*x^3+1152*a*x^4+40*b^3*c^2+24*b^ 3*c*g+48*b^3*c*p+48*b^3*c*r-1760*b^3*c*x+24*b^3*g*p+24*b^3*g*r-480*b^3*g*x+8*b^ 3*p^2+16*b^3*p*r-1032*b^3*p*x+8*b^3*r^2-1032*b^3*r*x+1872*b^3*x^2+240*b^2*c^3+ 328*b^2*c^2*g+200*b^2*c^2*p+40*b^2*c^2*q+200*b^2*c^2*r-7888*b^2*c^2*x+104*b^2*c *g^2+320*b^2*c*g*p+24*b^2*c*g*q+320*b^2*c*g*r-7720*b^2*c*g*x-144*b^2*c*p^2+48*b ^2*c*p*q-288*b^2*c*p*r-7924*b^2*c*p*x+48*b^2*c*q*r-2432*b^2*c*q*x-144*b^2*c*r^2 -5484*b^2*c*r*x+23868*b^2*c*x^2+104*b^2*g^2*p+104*b^2*g^2*r-1488*b^2*g^2*x-8*b^ 2*g*p^2+24*b^2*g*p*q-16*b^2*g*p*r-4504*b^2*g*p*x+24*b^2*g*q*r-768*b^2*g*q*x-8*b ^2*g*r^2-3880*b^2*g*r*x+8364*b^2*g*x^2-104*b^2*p^3+8*b^2*p^2*q-312*b^2*p^2*r-\ 1938*b^2*p^2*x+16*b^2*p*q*r-1596*b^2*p*q*x-312*b^2*p*r^2-2388*b^2*p*r*x+14114*b ^2*p*x^2+8*b^2*q*r^2-1596*b^2*q*r*x+6312*b^2*q*x^2-104*b^2*r^3-450*b^2*r^2*x+ 12514*b^2*r*x^2-5264*b^2*x^3+360*b*c^4+768*b*c^3*g+56*b*c^3*p+156*b*c^3*q+56*b* c^3*r-11200*b*c^3*x+498*b*c^2*g^2+448*b*c^2*g*p+210*b*c^2*g*q+448*b*c^2*g*r-\ 18560*b*c^2*g*x-1014*b*c^2*p^2+132*b*c^2*p*q-2028*b*c^2*p*r-13676*b*c^2*p*x+10* b*c^2*q^2+132*b*c^2*q*r-7264*b*c^2*q*x-1014*b*c^2*r^2-7010*b*c^2*r*x+52692*b*c^ 2*x^2+102*b*c*g^3+414*b*c*g^2*p+66*b*c*g^2*q+414*b*c*g^2*r-8928*b*c*g^2*x-754*b *c*g*p^2+208*b*c*g*p*q-1508*b*c*g*p*r-18138*b*c*g*p*x+6*b*c*g*q^2+208*b*c*g*q*r -7580*b*c*g*q*x-754*b*c*g*r^2-12207*b*c*g*r*x+49310*b*c*g*x^2-934*b*c*p^3-92*b* c*p^2*q-2802*b*c*p^2*r-4186*b*c*p^2*x+12*b*c*p*q^2-184*b*c*p*q*r-7294*b*c*p*q*x -2802*b*c*p*r^2-220*b*c*p*r*x+57142*b*c*p*x^2+12*b*c*q^2*r-952*b*c*q^2*x-92*b*c *q*r^2-4990*b*c*q*r*x+32794*b*c*q*x^2-934*b*c*r^3+3966*b*c*r^2*x+43982*b*c*r*x^ 2-37776*b*c*x^3+102*b*g^3*p+102*b*g^3*r-1224*b*g^3*x-84*b*g^2*p^2+66*b*g^2*p*q-\ 168*b*g^2*p*r-5156*b*g^2*p*x+66*b*g^2*q*r-1680*b*g^2*q*x-84*b*g^2*r^2-4116*b*g^ 2*r*x+9574*b*g^2*x^2-434*b*g*p^3-2*b*g*p^2*q-1302*b*g*p^2*r-3888*b*g*p^2*x+6*b* g*p*q^2-4*b*g*p*q*r-4494*b*g*p*q*x-1302*b*g*p*r^2-4271*b*g*p*r*x+28542*b*g*p*x^ 2+6*b*g*q^2*r-328*b*g*q^2*x-2*b*g*q*r^2-3750*b*g*q*r*x+14746*b*g*q*x^2-434*b*g* r^3-383*b*g*r^2*x+25282*b*g*r*x^2-11552*b*g*x^3-224*b*p^4-68*b*p^3*q-896*b*p^3* r-70*b*p^3*x+2*b*p^2*q^2-204*b*p^2*q*r-1722*b*p^2*q*x-1344*b*p^2*r^2+2628*b*p^2 *r*x+15402*b*p^2*x^2+4*b*p*q^2*r-660*b*p*q^2*x-204*b*p*q*r^2-1824*b*p*q*r*x+ 19378*b*p*q*x^2-896*b*p*r^3+5466*b*p*r^2*x+22870*b*p*r*x^2-21392*b*p*x^3+2*b*q^ 2*r^2-660*b*q^2*r*x+4416*b*q^2*x^2-68*b*q*r^3-102*b*q*r^2*x+14554*b*q*r*x^2-\ 15424*b*q*x^3-224*b*r^4+2768*b*r^3*x+7804*b*r^2*x^2-21048*b*r*x^3+1152*b*x^4+ 160*c^5+464*c^4*g-92*c^4*p+116*c^4*q-92*c^4*r-5072*c^4*x+456*c^3*g^2+48*c^3*g*p +240*c^3*g*q+48*c^3*g*r-11928*c^3*g*x-966*c^3*p^2+20*c^3*p*q-1932*c^3*p*r-6296* c^3*p*x+18*c^3*q^2+20*c^3*q*r-4960*c^3*q*x-966*c^3*r^2-1748*c^3*r*x+32160*c^3*x ^2+188*c^2*g^3+229*c^2*g^2*p+153*c^2*g^2*q+229*c^2*g^2*r-9324*c^2*g^2*x-1353*c^ 2*g*p^2+158*c^2*g*p*q-2706*c^2*g*p*r-14188*c^2*g*p*x+23*c^2*g*q^2+158*c^2*g*q*r -8652*c^2*g*q*x-1353*c^2*g*r^2-7500*c^2*g*r*x+49936*c^2*g*x^2-1120*c^2*p^3-332* c^2*p^2*q-3360*c^2*p^2*r-476*c^2*p^2*x+16*c^2*p*q^2-664*c^2*p*q*r-5536*c^2*p*q* x-3360*c^2*p*r^2+7974*c^2*p*r*x+48484*c^2*p*x^2+16*c^2*q^2*r-1388*c^2*q^2*x-332 *c^2*q*r^2-2554*c^2*q*r*x+31660*c^2*q*x^2-1120*c^2*r^3+8450*c^2*r^2*x+33148*c^2 *r*x^2-39040*c^2*x^3+28*c*g^4+147*c*g^3*p+31*c*g^3*q+147*c*g^3*r-2914*c*g^3*x-\ 517*c*g^2*p^2+136*c*g^2*p*q-1034*c*g^2*p*r-8860*c*g^2*p*x+7*c*g^2*q^2+136*c*g^2 *q*r-4526*c*g^2*q*x-517*c*g^2*r^2-5893*c*g^2*r*x+23008*c*g^2*x^2-1220*c*g*p^3-\ 222*c*g*p^2*q-3660*c*g*p^2*r-3804*c*g*p^2*x+24*c*g*p*q^2-444*c*g*p*q*r-7912*c*g *p*q*x-3660*c*g*p*r^2+721*c*g*p*r*x+53646*c*g*p*x^2+24*c*g*q^2*r-1516*c*g*q^2*x -222*c*g*q*r^2-4925*c*g*q*r*x+32970*c*g*q*x^2-1220*c*g*r^3+4525*c*g*r^2*x+41446 *c*g*r*x^2-32576*c*g*x^3-472*c*p^4-310*c*p^3*q-1888*c*p^3*r+1726*c*p^3*x-10*c*p ^2*q^2-930*c*p^2*q*r-1096*c*p^2*q*x-2832*c*p^2*r^2+11698*c*p^2*r*x+23834*c*p^2* x^2-20*c*p*q^2*r-1358*c*p*q^2*x-930*c*p*q*r^2+1484*c*p*q*r*x+33304*c*p*q*x^2-\ 1888*c*p*r^3+18218*c*p*r^2*x+29152*c*p*r*x^2-41744*c*p*x^3-88*c*q^3*x-10*c*q^2* r^2-902*c*q^2*r*x+9470*c*q^2*x^2-310*c*q*r^3+2580*c*q*r^2*x+22288*c*q*r*x^2-\ 32304*c*q*x^3-472*c*r^4+8246*c*r^3*x+5950*c*r^2*x^2-37216*c*r*x^3+5376*c*x^4+28 *g^4*p+28*g^4*r-300*g^4*x-41*g^3*p^2+31*g^3*p*q-82*g^3*p*r-1670*g^3*p*x+31*g^3* q*r-720*g^3*q*x-41*g^3*r^2-1290*g^3*r*x+3040*g^3*x^2-290*g^2*p^3-17*g^2*p^2*q-\ 870*g^2*p^2*r-1724*g^2*p^2*x+7*g^2*p*q^2-34*g^2*p*q*r-2434*g^2*p*q*x-870*g^2*p* r^2-1799*g^2*p*r*x+13262*g^2*p*x^2+7*g^2*q^2*r-364*g^2*q^2*x-17*g^2*q*r^2-1758* g^2*q*r*x+7634*g^2*q*x^2-290*g^2*r^3-75*g^2*r^2*x+11456*g^2*r*x^2-5376*g^2*x^3-\ 283*g*p^4-140*g*p^3*q-1132*g*p^3*r+174*g*p^3*x+g*p^2*q^2-420*g*p^2*q*r-1454*g*p ^2*q*x-1698*g*p^2*r^2+3629*g*p^2*r*x+14114*g*p^2*x^2+2*g*p*q^2*r-876*g*p*q^2*x-\ 420*g*p*q*r^2-1095*g*p*q*r*x+18624*g*p*q*x^2-1132*g*p*r^3+6736*g*p*r^2*x+20952* g*p*r*x^2-18240*g*p*x^3-32*g*q^3*x+g*q^2*r^2-708*g*q^2*r*x+4862*g*q^2*x^2-140*g *q*r^3+359*g*q*r^2*x+14190*g*q*r*x^2-13472*g*q*x^3-283*g*r^4+3281*g*r^3*x+7374* g*r^2*x^2-17776*g*r*x^3+1152*g*x^4-66*p^5-74*p^4*q-330*p^4*r+512*p^4*x-8*p^3*q^ 2-296*p^3*q*r+260*p^3*q*x-660*p^3*r^2+3606*p^3*r*x+3768*p^3*x^2-24*p^2*q^2*r-\ 312*p^2*q^2*x-444*p^2*q*r^2+2118*p^2*q*r*x+8448*p^2*q*x^2-660*p^2*r^3+7746*p^2* r^2*x+5658*p^2*r*x^2-10896*p^2*x^3-60*p*q^3*x-24*p*q^2*r^2-300*p*q^2*r*x+5472*p *q^2*x^2-296*p*q*r^3+3456*p*q*r^2*x+10410*p*q*r*x^2-17504*p*q*x^3-330*p*r^4+ 6722*p*r^3*x-252*p*r^2*x^2-19320*p*r*x^3+2688*p*x^4-60*q^3*r*x+792*q^3*x^2-8*q^ 2*r^3+12*q^2*r^2*x+3408*q^2*r*x^2-6608*q^2*x^3-74*q*r^4+1598*q*r^3*x+2418*q*r^2 *x^2-15496*q*r*x^3+2688*q*x^4-66*r^5+2070*r^4*x-2142*r^3*x^2-8496*r^2*x^3+3360* r*x^4+508*a^4+816*a^3*b+2092*a^3*c+982*a^3*g+486*a^3*p+266*a^3*q+486*a^3*r-5256 *a^3*x+324*a^2*b^2+2532*a^2*b*c+1098*a^2*b*g+942*a^2*b*p+210*a^2*b*q+942*a^2*b* r-7688*a^2*b*x+3248*a^2*c^2+3134*a^2*c*g+1500*a^2*c*p+818*a^2*c*q+1500*a^2*c*r-\ 20248*a^2*c*x+660*a^2*g^2+1034*a^2*g*p+349*a^2*g*q+1034*a^2*g*r-8676*a^2*g*x-\ 600*a^2*p^2+312*a^2*p*q-1200*a^2*p*r-9756*a^2*p*x+24*a^2*q^2+312*a^2*q*r-4832*a ^2*q*x-600*a^2*r^2-9398*a^2*r*x+10464*a^2*x^2+16*a*b^3+656*a*b^2*c+200*a*b^2*g+ 400*a*b^2*p+16*a*b^2*q+400*a*b^2*r-2720*a*b^2*x+2620*a*b*c^2+2278*a*b*c*g+1978* a*b*c*p+424*a*b*c*q+1978*a*b*c*r-21664*a*b*c*x+364*a*b*g^2+1229*a*b*g*p+128*a*b *g*q+1229*a*b*g*r-8216*a*b*g*x-84*a*b*p^2+260*a*b*p*q-168*a*b*p*r-11732*a*b*p*x +4*a*b*q^2+260*a*b*q*r-3888*a*b*q*x-84*a*b*r^2-10934*a*b*r*x+11184*a*b*x^2+2252 *a*c^3+3340*a*c^2*g+1564*a*c^2*p+838*a*c^2*q+1564*a*c^2*r-25344*a*c^2*x+1407*a* c*g^2+2275*a*c*g*p+716*a*c*g*q+2275*a*c*g*r-23496*a*c*g*x-1254*a*c*p^2+648*a*c* p*q-2508*a*c*p*r-23848*a*c*p*x+48*a*c*q^2+648*a*c*q*r-11600*a*c*q*x-1254*a*c*r^ 2-20334*a*c*r*x+37096*a*c*x^2+150*a*g^3+705*a*g^2*p+112*a*g^2*q+705*a*g^2*r-\ 4588*a*g^2*x-303*a*g*p^2+400*a*g*p*q-606*a*g*p*r-12412*a*g*p*x+14*a*g*q^2+400*a *g*q*r-5456*a*g*q*x-303*a*g*r^2-11530*a*g*r*x+12344*a*g*x^2-788*a*p^3-22*a*p^2* q-2364*a*p^2*r-5192*a*p^2*x+30*a*p*q^2-44*a*p*q*r-5984*a*p*q*x-2364*a*p*r^2-\ 8164*a*p*r*x+21840*a*p*x^2+30*a*q^2*r-928*a*q^2*x-22*a*q*r^2-4946*a*q*r*x+12432 *a*q*x^2-788*a*r^3-2972*a*r^2*x+20088*a*r*x^2-3072*a*x^3+16*b^3*c+16*b^3*p+16*b ^3*r+332*b^2*c^2+200*b^2*c*g+408*b^2*c*p+16*b^2*c*q+408*b^2*c*r-4928*b^2*c*x+ 200*b^2*g*p+200*b^2*g*r-1248*b^2*g*x+76*b^2*p^2+16*b^2*p*q+152*b^2*p*r-2984*b^2 *p*x+16*b^2*q*r+76*b^2*r^2-2984*b^2*r*x+1920*b^2*x^2+904*b*c^3+1180*b*c^2*g+ 1040*b*c^2*p+214*b*c^2*q+1040*b*c^2*r-14432*b*c^2*x+364*b*c*g^2+1311*b*c*g*p+ 128*b*c*g*q+1311*b*c*g*r-12512*b*c*g*x-74*b*c*p^2+264*b*c*p*q-148*b*c*p*r-15344 *b*c*p*x+4*b*c*q^2+264*b*c*q*r-4800*b*c*q*x-74*b*c*r^2-12754*b*c*r*x+23608*b*c* x^2+364*b*g^2*p+364*b*g^2*r-2080*b*g^2*x+131*b*g*p^2+128*b*g*p*q+262*b*g*p*r-\ 7560*b*g*p*x+128*b*g*q*r-1488*b*g*q*x+131*b*g*r^2-6920*b*g*r*x+6536*b*g*x^2-210 *b*p^3+50*b*p^2*q-630*b*p^2*r-3964*b*p^2*x+4*b*p*q^2+100*b*p*q*r-3220*b*p*q*x-\ 630*b*p*r^2-6378*b*p*r*x+14496*b*p*x^2+4*b*q^2*r+50*b*q*r^2-3220*b*q*r*x+6000*b *q*x^2-210*b*r^3-2414*b*r^2*x+13776*b*r*x^2-1536*b*x^3+588*c^4+1188*c^3*g+550*c ^3*p+286*c^3*q+550*c^3*r-10400*c^3*x+747*c^2*g^2+1259*c^2*g*p+367*c^2*g*q+1259* c^2*g*r-15408*c^2*g*x-652*c^2*p^2+336*c^2*p*q-1304*c^2*p*r-14528*c^2*p*x+24*c^2 *q^2+336*c^2*q*r-6816*c^2*q*x-652*c^2*r^2-11212*c^2*r*x+28160*c^2*x^2+150*c*g^3 +792*c*g^2*p+112*c*g^2*q+792*c*g^2*r-6624*c*g^2*x-284*c*g*p^2+418*c*g*p*q-568*c *g*p*r-16112*c*g*p*x+14*c*g*q^2+418*c*g*q*r-6536*c*g*q*x-284*c*g*r^2-13398*c*g* r*x+22976*c*g*x^2-824*c*p^3-18*c*p^2*q-2472*c*p^2*r-6168*c*p^2*x+30*c*p*q^2-36* c*p*q*r-7144*c*p*q*x-2472*c*p*r^2-8214*c*p*r*x+31912*c*p*x^2+30*c*q^2*r-976*c*q ^2*x-18*c*q*r^2-5786*c*q*r*x+17752*c*q*x^2-824*c*r^3-2046*c*r^2*x+27352*c*r*x^2 -10752*c*x^3+150*g^3*p+150*g^3*r-760*g^3*x+45*g^2*p^2+112*g^2*p*q+90*g^2*p*r-\ 3988*g^2*p*x+112*g^2*q*r-1352*g^2*q*x+45*g^2*r^2-3540*g^2*r*x+3584*g^2*x^2-355* g*p^3+51*g*p^2*q-1065*g*p^2*r-3920*g*p^2*x+14*g*p*q^2+102*g*p*q*r-3904*g*p*q*x-\ 1065*g*p*r^2-6366*g*p*r*x+14072*g*p*x^2+14*g*q^2*r-336*g*q^2*x+51*g*q*r^2-3440* g*q*r*x+6920*g*q*x^2-355*g*r^3-2446*g*r^2*x+12904*g*r*x^2-2304*g*x^3-210*p^4-68 *p^3*q-840*p^3*r-740*p^3*x+6*p^2*q^2-204*p^2*q*r-1792*p^2*q*x-1260*p^2*r^2-646* p^2*r*x+8880*p^2*x^2+12*p*q^2*r-668*p*q^2*x-204*p*q*r^2-2658*p*q*r*x+10848*p*q* x^2-840*p*r^3+928*p*r^2*x+14976*p*r*x^2-6528*p*x^3+6*q^2*r^2-668*q^2*r*x+2448*q ^2*x^2-68*q*r^3-866*q*r^2*x+9240*q*r*x^2-4224*q*x^3-210*r^4+834*r^3*x+6384*r^2* x^2-6720*r*x^3+876*a^3+844*a^2*b+2736*a^2*c+1154*a^2*g+1186*a^2*p+268*a^2*q+ 1186*a^2*r-4272*a^2*x+112*a*b^2+1724*a*b*c+528*a*b*g+1070*a*b*p+72*a*b*q+1070*a *b*r-3072*a*b*x+2852*a*c^2+2410*a*c*g+2506*a*c*p+544*a*c*q+2506*a*c*r-12672*a*c *x+380*a*g^2+1404*a*g*p+164*a*g*q+1404*a*g*r-4112*a*g*x+184*a*p^2+342*a*p*q+368 *a*p*r-7136*a*p*x+8*a*q^2+342*a*q*r-2592*a*q*x+184*a*r^2-7080*a*r*x+2880*a*x^2+ 112*b^2*c+112*b^2*p+112*b^2*r+880*b*c^2+528*b*c*g+1106*b*c*p+72*b*c*q+1106*b*c* r-5760*b*c*x+528*b*g*p+528*b*g*r-1280*b*g*x+226*b*p^2+72*b*p*q+452*b*p*r-3632*b *p*x+72*b*q*r+226*b*r^2-3632*b*r*x+576*b*x^2+992*c^3+1256*c^2*g+1328*c^2*p+276* c^2*q+1328*c^2*r-8640*c^2*x+380*c*g^2+1506*c*g*p+164*c*g*q+1506*c*g*r-6688*c*g* x+210*c*p^2+350*c*p*q+420*c*p*r-9568*c*p*x+8*c*q^2+350*c*q*r-3072*c*q*x+210*c*r ^2-8744*c*r*x+7680*c*x^2+380*g^2*p+380*g^2*r-896*g^2*x+250*g*p^2+164*g*p*q+500* g*p*r-4208*g*p*x+164*g*q*r-928*g*q*x+250*g*r^2-4016*g*r*x+1536*g*x^2-126*p^3+74 *p^2*q-378*p^2*r-2576*p^2*x+8*p*q^2+148*p*q*r-2096*p*q*x-378*p*r^2-4712*p*r*x+ 5184*p*x^2+8*q^2*r+74*q*r^2-2096*q*r*x+1728*q*x^2-126*r^3-2136*r^2*x+4896*r*x^2 +712*a^2+256*a*b+1464*a*c+448*a*g+928*a*p+80*a*q+928*a*r-1152*a*x+256*b*c+256*b *p+256*b*r+752*c^2+448*c*g+968*c*p+80*c*q+968*c*r-2304*c*x+448*g*p+448*g*r-384* g*x+216*p^2+80*p*q+432*p*r-1536*p*x+80*q*r+216*r^2-1536*r*x+192*a+192*c+192*p+ 192*r)*dx^2+(r-1)*(64*a^6*c*x^3+32*a^6*p*x^3+32*a^6*q*x^3+48*a^6*r*x^3+384*a^5* b*c*x^3+192*a^5*b*p*x^3+192*a^5*b*q*x^3+288*a^5*b*r*x^3+512*a^5*c^2*x^3+320*a^5 *c*g*x^3+480*a^5*c*p*x^3+480*a^5*c*q*x^3+720*a^5*c*r*x^3+160*a^5*g*p*x^3+160*a^ 5*g*q*x^3+240*a^5*g*r*x^3+112*a^5*p^2*x^3+224*a^5*p*q*x^3+336*a^5*p*r*x^3+112*a ^5*q^2*x^3+336*a^5*q*r*x^3+240*a^5*r^2*x^3+960*a^4*b^2*c*x^3+480*a^4*b^2*p*x^3+ 480*a^4*b^2*q*x^3+720*a^4*b^2*r*x^3+2560*a^4*b*c^2*x^3+1600*a^4*b*c*g*x^3+2400* a^4*b*c*p*x^3+2400*a^4*b*c*q*x^3+3600*a^4*b*c*r*x^3+800*a^4*b*g*p*x^3+800*a^4*b *g*q*x^3+1200*a^4*b*g*r*x^3+560*a^4*b*p^2*x^3+1120*a^4*b*p*q*x^3+1680*a^4*b*p*r *x^3+560*a^4*b*q^2*x^3+1680*a^4*b*q*r*x^3+1200*a^4*b*r^2*x^3+1664*a^4*c^3*x^3+ 2144*a^4*c^2*g*x^3+2272*a^4*c^2*p*x^3+2272*a^4*c^2*q*x^3+3376*a^4*c^2*r*x^3+656 *a^4*c*g^2*x^3+2016*a^4*c*g*p*x^3+2016*a^4*c*g*q*x^3+3008*a^4*c*g*r*x^3+1024*a^ 4*c*p^2*x^3+2048*a^4*c*p*q*x^3+3040*a^4*c*p*r*x^3+1024*a^4*c*q^2*x^3+3040*a^4*c *q*r*x^3+2224*a^4*c*r^2*x^3+328*a^4*g^2*p*x^3+328*a^4*g^2*q*x^3+492*a^4*g^2*r*x ^3+472*a^4*g*p^2*x^3+944*a^4*g*p*q*x^3+1408*a^4*g*p*r*x^3+472*a^4*g*q^2*x^3+ 1408*a^4*g*q*r*x^3+1000*a^4*g*r^2*x^3+152*a^4*p^3*x^3+456*a^4*p^2*q*x^3+676*a^4 *p^2*r*x^3+456*a^4*p*q^2*x^3+1352*a^4*p*q*r*x^3+992*a^4*p*r^2*x^3+152*a^4*q^3*x ^3+676*a^4*q^2*r*x^3+992*a^4*q*r^2*x^3+484*a^4*r^3*x^3+1280*a^3*b^3*c*x^3+640*a ^3*b^3*p*x^3+640*a^3*b^3*q*x^3+960*a^3*b^3*r*x^3+5120*a^3*b^2*c^2*x^3+3200*a^3* b^2*c*g*x^3+4800*a^3*b^2*c*p*x^3+4800*a^3*b^2*c*q*x^3+7200*a^3*b^2*c*r*x^3+1600 *a^3*b^2*g*p*x^3+1600*a^3*b^2*g*q*x^3+2400*a^3*b^2*g*r*x^3+1120*a^3*b^2*p^2*x^3 +2240*a^3*b^2*p*q*x^3+3360*a^3*b^2*p*r*x^3+1120*a^3*b^2*q^2*x^3+3360*a^3*b^2*q* r*x^3+2400*a^3*b^2*r^2*x^3+6656*a^3*b*c^3*x^3+8576*a^3*b*c^2*g*x^3+9088*a^3*b*c ^2*p*x^3+9088*a^3*b*c^2*q*x^3+13504*a^3*b*c^2*r*x^3+2624*a^3*b*c*g^2*x^3+8064*a ^3*b*c*g*p*x^3+8064*a^3*b*c*g*q*x^3+12032*a^3*b*c*g*r*x^3+4096*a^3*b*c*p^2*x^3+ 8192*a^3*b*c*p*q*x^3+12160*a^3*b*c*p*r*x^3+4096*a^3*b*c*q^2*x^3+12160*a^3*b*c*q *r*x^3+8896*a^3*b*c*r^2*x^3+1312*a^3*b*g^2*p*x^3+1312*a^3*b*g^2*q*x^3+1968*a^3* b*g^2*r*x^3+1888*a^3*b*g*p^2*x^3+3776*a^3*b*g*p*q*x^3+5632*a^3*b*g*p*r*x^3+1888 *a^3*b*g*q^2*x^3+5632*a^3*b*g*q*r*x^3+4000*a^3*b*g*r^2*x^3+608*a^3*b*p^3*x^3+ 1824*a^3*b*p^2*q*x^3+2704*a^3*b*p^2*r*x^3+1824*a^3*b*p*q^2*x^3+5408*a^3*b*p*q*r *x^3+3968*a^3*b*p*r^2*x^3+608*a^3*b*q^3*x^3+2704*a^3*b*q^2*r*x^3+3968*a^3*b*q*r ^2*x^3+1936*a^3*b*r^3*x^3+2816*a^3*c^4*x^3+5632*a^3*c^3*g*x^3+5024*a^3*c^3*p*x^ 3+5024*a^3*c^3*q*x^3+7376*a^3*c^3*r*x^3+3520*a^3*c^2*g^2*x^3+7744*a^3*c^2*g*p*x ^3+7744*a^3*c^2*g*q*x^3+11448*a^3*c^2*g*r*x^3+3312*a^3*c^2*p^2*x^3+6624*a^3*c^2 *p*q*x^3+9712*a^3*c^2*p*r*x^3+3312*a^3*c^2*q^2*x^3+9712*a^3*c^2*q*r*x^3+7088*a^ 3*c^2*r^2*x^3+704*a^3*c*g^3*x^3+3320*a^3*c*g^2*p*x^3+3320*a^3*c*g^2*q*x^3+4936* a^3*c*g^2*r*x^3+3520*a^3*c*g*p^2*x^3+7040*a^3*c*g*p*q*x^3+10388*a^3*c*g*p*r*x^3 +3520*a^3*c*g*q^2*x^3+10388*a^3*c*g*q*r*x^3+7528*a^3*c*g*r^2*x^3+952*a^3*c*p^3* x^3+2856*a^3*c*p^2*q*x^3+4180*a^3*c*p^2*r*x^3+2856*a^3*c*p*q^2*x^3+8360*a^3*c*p *q*r*x^3+6096*a^3*c*p*r^2*x^3+952*a^3*c*q^3*x^3+4180*a^3*c*q^2*r*x^3+6096*a^3*c *q*r^2*x^3+2948*a^3*c*r^3*x^3+352*a^3*g^3*p*x^3+352*a^3*g^3*q*x^3+528*a^3*g^3*r *x^3+780*a^3*g^2*p^2*x^3+1560*a^3*g^2*p*q*x^3+2318*a^3*g^2*p*r*x^3+780*a^3*g^2* q^2*x^3+2318*a^3*g^2*q*r*x^3+1640*a^3*g^2*r^2*x^3+528*a^3*g*p^3*x^3+1584*a^3*g* p^2*q*x^3+2332*a^3*g*p^2*r*x^3+1584*a^3*g*p*q^2*x^3+4664*a^3*g*p*q*r*x^3+3384*a ^3*g*p*r^2*x^3+528*a^3*g*q^3*x^3+2332*a^3*g*q^2*r*x^3+3384*a^3*g*q*r^2*x^3+1628 *a^3*g*r^3*x^3+100*a^3*p^4*x^3+400*a^3*p^3*q*x^3+584*a^3*p^3*r*x^3+600*a^3*p^2* q^2*x^3+1752*a^3*p^2*q*r*x^3+1276*a^3*p^2*r^2*x^3+400*a^3*p*q^3*x^3+1752*a^3*p* q^2*r*x^3+2552*a^3*p*q*r^2*x^3+1232*a^3*p*r^3*x^3+100*a^3*q^4*x^3+584*a^3*q^3*r *x^3+1276*a^3*q^2*r^2*x^3+1232*a^3*q*r^3*x^3+440*a^3*r^4*x^3+960*a^2*b^4*c*x^3+ 480*a^2*b^4*p*x^3+480*a^2*b^4*q*x^3+720*a^2*b^4*r*x^3+5120*a^2*b^3*c^2*x^3+3200 *a^2*b^3*c*g*x^3+4800*a^2*b^3*c*p*x^3+4800*a^2*b^3*c*q*x^3+7200*a^2*b^3*c*r*x^3 +1600*a^2*b^3*g*p*x^3+1600*a^2*b^3*g*q*x^3+2400*a^2*b^3*g*r*x^3+1120*a^2*b^3*p^ 2*x^3+2240*a^2*b^3*p*q*x^3+3360*a^2*b^3*p*r*x^3+1120*a^2*b^3*q^2*x^3+3360*a^2*b ^3*q*r*x^3+2400*a^2*b^3*r^2*x^3+9984*a^2*b^2*c^3*x^3+12864*a^2*b^2*c^2*g*x^3+ 13632*a^2*b^2*c^2*p*x^3+13632*a^2*b^2*c^2*q*x^3+20256*a^2*b^2*c^2*r*x^3+3936*a^ 2*b^2*c*g^2*x^3+12096*a^2*b^2*c*g*p*x^3+12096*a^2*b^2*c*g*q*x^3+18048*a^2*b^2*c *g*r*x^3+6144*a^2*b^2*c*p^2*x^3+12288*a^2*b^2*c*p*q*x^3+18240*a^2*b^2*c*p*r*x^3 +6144*a^2*b^2*c*q^2*x^3+18240*a^2*b^2*c*q*r*x^3+13344*a^2*b^2*c*r^2*x^3+1968*a^ 2*b^2*g^2*p*x^3+1968*a^2*b^2*g^2*q*x^3+2952*a^2*b^2*g^2*r*x^3+2832*a^2*b^2*g*p^ 2*x^3+5664*a^2*b^2*g*p*q*x^3+8448*a^2*b^2*g*p*r*x^3+2832*a^2*b^2*g*q^2*x^3+8448 *a^2*b^2*g*q*r*x^3+6000*a^2*b^2*g*r^2*x^3+912*a^2*b^2*p^3*x^3+2736*a^2*b^2*p^2* q*x^3+4056*a^2*b^2*p^2*r*x^3+2736*a^2*b^2*p*q^2*x^3+8112*a^2*b^2*p*q*r*x^3+5952 *a^2*b^2*p*r^2*x^3+912*a^2*b^2*q^3*x^3+4056*a^2*b^2*q^2*r*x^3+5952*a^2*b^2*q*r^ 2*x^3+2904*a^2*b^2*r^3*x^3+8448*a^2*b*c^4*x^3+16896*a^2*b*c^3*g*x^3+15072*a^2*b *c^3*p*x^3+15072*a^2*b*c^3*q*x^3+22128*a^2*b*c^3*r*x^3+10560*a^2*b*c^2*g^2*x^3+ 23232*a^2*b*c^2*g*p*x^3+23232*a^2*b*c^2*g*q*x^3+34344*a^2*b*c^2*g*r*x^3+9936*a^ 2*b*c^2*p^2*x^3+19872*a^2*b*c^2*p*q*x^3+29136*a^2*b*c^2*p*r*x^3+9936*a^2*b*c^2* q^2*x^3+29136*a^2*b*c^2*q*r*x^3+21264*a^2*b*c^2*r^2*x^3+2112*a^2*b*c*g^3*x^3+ 9960*a^2*b*c*g^2*p*x^3+9960*a^2*b*c*g^2*q*x^3+14808*a^2*b*c*g^2*r*x^3+10560*a^2 *b*c*g*p^2*x^3+21120*a^2*b*c*g*p*q*x^3+31164*a^2*b*c*g*p*r*x^3+10560*a^2*b*c*g* q^2*x^3+31164*a^2*b*c*g*q*r*x^3+22584*a^2*b*c*g*r^2*x^3+2856*a^2*b*c*p^3*x^3+ 8568*a^2*b*c*p^2*q*x^3+12540*a^2*b*c*p^2*r*x^3+8568*a^2*b*c*p*q^2*x^3+25080*a^2 *b*c*p*q*r*x^3+18288*a^2*b*c*p*r^2*x^3+2856*a^2*b*c*q^3*x^3+12540*a^2*b*c*q^2*r *x^3+18288*a^2*b*c*q*r^2*x^3+8844*a^2*b*c*r^3*x^3+1056*a^2*b*g^3*p*x^3+1056*a^2 *b*g^3*q*x^3+1584*a^2*b*g^3*r*x^3+2340*a^2*b*g^2*p^2*x^3+4680*a^2*b*g^2*p*q*x^3 +6954*a^2*b*g^2*p*r*x^3+2340*a^2*b*g^2*q^2*x^3+6954*a^2*b*g^2*q*r*x^3+4920*a^2* b*g^2*r^2*x^3+1584*a^2*b*g*p^3*x^3+4752*a^2*b*g*p^2*q*x^3+6996*a^2*b*g*p^2*r*x^ 3+4752*a^2*b*g*p*q^2*x^3+13992*a^2*b*g*p*q*r*x^3+10152*a^2*b*g*p*r^2*x^3+1584*a ^2*b*g*q^3*x^3+6996*a^2*b*g*q^2*r*x^3+10152*a^2*b*g*q*r^2*x^3+4884*a^2*b*g*r^3* x^3+300*a^2*b*p^4*x^3+1200*a^2*b*p^3*q*x^3+1752*a^2*b*p^3*r*x^3+1800*a^2*b*p^2* q^2*x^3+5256*a^2*b*p^2*q*r*x^3+3828*a^2*b*p^2*r^2*x^3+1200*a^2*b*p*q^3*x^3+5256 *a^2*b*p*q^2*r*x^3+7656*a^2*b*p*q*r^2*x^3+3696*a^2*b*p*r^3*x^3+300*a^2*b*q^4*x^ 3+1752*a^2*b*q^3*r*x^3+3828*a^2*b*q^2*r^2*x^3+3696*a^2*b*q*r^3*x^3+1320*a^2*b*r ^4*x^3+2624*a^2*c^5*x^3+7264*a^2*c^4*g*x^3+5760*a^2*c^4*p*x^3+5760*a^2*c^4*q*x^ 3+8352*a^2*c^4*r*x^3+6960*a^2*c^3*g^2*x^3+13120*a^2*c^3*g*p*x^3+13120*a^2*c^3*g *q*x^3+19224*a^2*c^3*g*r*x^3+4960*a^2*c^3*p^2*x^3+9920*a^2*c^3*p*q*x^3+14368*a^ 2*c^3*p*r*x^3+4960*a^2*c^3*q^2*x^3+14368*a^2*c^3*q*r*x^3+10384*a^2*c^3*r^2*x^3+ 2824*a^2*c^2*g^3*x^3+9632*a^2*c^2*g^2*p*x^3+9632*a^2*c^2*g^2*q*x^3+14208*a^2*c^ 2*g^2*r*x^3+8784*a^2*c^2*g*p^2*x^3+17568*a^2*c^2*g*p*q*x^3+25680*a^2*c^2*g*p*r* x^3+8784*a^2*c^2*g*q^2*x^3+25680*a^2*c^2*g*q*r*x^3+18640*a^2*c^2*g*r^2*x^3+2080 *a^2*c^2*p^3*x^3+6240*a^2*c^2*p^2*q*x^3+9024*a^2*c^2*p^2*r*x^3+6240*a^2*c^2*p*q ^2*x^3+18048*a^2*c^2*p*q*r*x^3+13024*a^2*c^2*p*r^2*x^3+2080*a^2*c^2*q^3*x^3+ 9024*a^2*c^2*q^2*r*x^3+13024*a^2*c^2*q*r^2*x^3+6224*a^2*c^2*r^3*x^3+416*a^2*c*g ^4*x^3+2672*a^2*c*g^3*p*x^3+2672*a^2*c*g^3*q*x^3+3966*a^2*c*g^3*r*x^3+4412*a^2* c*g^2*p^2*x^3+8824*a^2*c*g^2*p*q*x^3+12986*a^2*c*g^2*p*r*x^3+4412*a^2*c*g^2*q^2 *x^3+12986*a^2*c*g^2*q*r*x^3+9364*a^2*c*g^2*r^2*x^3+2576*a^2*c*g*p^3*x^3+7728*a ^2*c*g*p^2*q*x^3+11262*a^2*c*g*p^2*r*x^3+7728*a^2*c*g*p*q^2*x^3+22524*a^2*c*g*p *q*r*x^3+16308*a^2*c*g*p*r^2*x^3+2576*a^2*c*g*q^3*x^3+11262*a^2*c*g*q^2*r*x^3+ 16308*a^2*c*g*q*r^2*x^3+7820*a^2*c*g*r^3*x^3+420*a^2*c*p^4*x^3+1680*a^2*c*p^3*q *x^3+2424*a^2*c*p^3*r*x^3+2520*a^2*c*p^2*q^2*x^3+7272*a^2*c*p^2*q*r*x^3+5236*a^ 2*c*p^2*r^2*x^3+1680*a^2*c*p*q^3*x^3+7272*a^2*c*p*q^2*r*x^3+10472*a^2*c*p*q*r^2 *x^3+4992*a^2*c*p*r^3*x^3+420*a^2*c*q^4*x^3+2424*a^2*c*q^3*r*x^3+5236*a^2*c*q^2 *r^2*x^3+4992*a^2*c*q*r^3*x^3+1760*a^2*c*r^4*x^3+208*a^2*g^4*p*x^3+208*a^2*g^4* q*x^3+312*a^2*g^4*r*x^3+630*a^2*g^3*p^2*x^3+1260*a^2*g^3*p*q*x^3+1869*a^2*g^3*p *r*x^3+630*a^2*g^3*q^2*x^3+1869*a^2*g^3*q*r*x^3+1320*a^2*g^3*r^2*x^3+668*a^2*g^ 2*p^3*x^3+2004*a^2*g^2*p^2*q*x^3+2941*a^2*g^2*p^2*r*x^3+2004*a^2*g^2*p*q^2*x^3+ 5882*a^2*g^2*p*q*r*x^3+4242*a^2*g^2*p*r^2*x^3+668*a^2*g^2*q^3*x^3+2941*a^2*g^2* q^2*r*x^3+4242*a^2*g^2*q*r^2*x^3+2024*a^2*g^2*r^3*x^3+278*a^2*g*p^4*x^3+1112*a^ 2*g*p^3*q*x^3+1614*a^2*g*p^3*r*x^3+1668*a^2*g*p^2*q^2*x^3+4842*a^2*g*p^2*q*r*x^ 3+3494*a^2*g*p^2*r^2*x^3+1112*a^2*g*p*q^3*x^3+4842*a^2*g*p*q^2*r*x^3+6988*a^2*g *p*q*r^2*x^3+3338*a^2*g*p*r^3*x^3+278*a^2*g*q^4*x^3+1614*a^2*g*q^3*r*x^3+3494*a ^2*g*q^2*r^2*x^3+3338*a^2*g*q*r^3*x^3+1180*a^2*g*r^4*x^3+32*a^2*p^5*x^3+160*a^2 *p^4*q*x^3+230*a^2*p^4*r*x^3+320*a^2*p^3*q^2*x^3+920*a^2*p^3*q*r*x^3+660*a^2*p^ 3*r^2*x^3+320*a^2*p^2*q^3*x^3+1380*a^2*p^2*q^2*r*x^3+1980*a^2*p^2*q*r^2*x^3+940 *a^2*p^2*r^3*x^3+160*a^2*p*q^4*x^3+920*a^2*p*q^3*r*x^3+1980*a^2*p*q^2*r^2*x^3+ 1880*a^2*p*q*r^3*x^3+660*a^2*p*r^4*x^3+32*a^2*q^5*x^3+230*a^2*q^4*r*x^3+660*a^2 *q^3*r^2*x^3+940*a^2*q^2*r^3*x^3+660*a^2*q*r^4*x^3+182*a^2*r^5*x^3+384*a*b^5*c* x^3+192*a*b^5*p*x^3+192*a*b^5*q*x^3+288*a*b^5*r*x^3+2560*a*b^4*c^2*x^3+1600*a*b ^4*c*g*x^3+2400*a*b^4*c*p*x^3+2400*a*b^4*c*q*x^3+3600*a*b^4*c*r*x^3+800*a*b^4*g *p*x^3+800*a*b^4*g*q*x^3+1200*a*b^4*g*r*x^3+560*a*b^4*p^2*x^3+1120*a*b^4*p*q*x^ 3+1680*a*b^4*p*r*x^3+560*a*b^4*q^2*x^3+1680*a*b^4*q*r*x^3+1200*a*b^4*r^2*x^3+ 6656*a*b^3*c^3*x^3+8576*a*b^3*c^2*g*x^3+9088*a*b^3*c^2*p*x^3+9088*a*b^3*c^2*q*x ^3+13504*a*b^3*c^2*r*x^3+2624*a*b^3*c*g^2*x^3+8064*a*b^3*c*g*p*x^3+8064*a*b^3*c *g*q*x^3+12032*a*b^3*c*g*r*x^3+4096*a*b^3*c*p^2*x^3+8192*a*b^3*c*p*q*x^3+12160* a*b^3*c*p*r*x^3+4096*a*b^3*c*q^2*x^3+12160*a*b^3*c*q*r*x^3+8896*a*b^3*c*r^2*x^3 +1312*a*b^3*g^2*p*x^3+1312*a*b^3*g^2*q*x^3+1968*a*b^3*g^2*r*x^3+1888*a*b^3*g*p^ 2*x^3+3776*a*b^3*g*p*q*x^3+5632*a*b^3*g*p*r*x^3+1888*a*b^3*g*q^2*x^3+5632*a*b^3 *g*q*r*x^3+4000*a*b^3*g*r^2*x^3+608*a*b^3*p^3*x^3+1824*a*b^3*p^2*q*x^3+2704*a*b ^3*p^2*r*x^3+1824*a*b^3*p*q^2*x^3+5408*a*b^3*p*q*r*x^3+3968*a*b^3*p*r^2*x^3+608 *a*b^3*q^3*x^3+2704*a*b^3*q^2*r*x^3+3968*a*b^3*q*r^2*x^3+1936*a*b^3*r^3*x^3+ 8448*a*b^2*c^4*x^3+16896*a*b^2*c^3*g*x^3+15072*a*b^2*c^3*p*x^3+15072*a*b^2*c^3* q*x^3+22128*a*b^2*c^3*r*x^3+10560*a*b^2*c^2*g^2*x^3+23232*a*b^2*c^2*g*p*x^3+ 23232*a*b^2*c^2*g*q*x^3+34344*a*b^2*c^2*g*r*x^3+9936*a*b^2*c^2*p^2*x^3+19872*a* b^2*c^2*p*q*x^3+29136*a*b^2*c^2*p*r*x^3+9936*a*b^2*c^2*q^2*x^3+29136*a*b^2*c^2* q*r*x^3+21264*a*b^2*c^2*r^2*x^3+2112*a*b^2*c*g^3*x^3+9960*a*b^2*c*g^2*p*x^3+ 9960*a*b^2*c*g^2*q*x^3+14808*a*b^2*c*g^2*r*x^3+10560*a*b^2*c*g*p^2*x^3+21120*a* b^2*c*g*p*q*x^3+31164*a*b^2*c*g*p*r*x^3+10560*a*b^2*c*g*q^2*x^3+31164*a*b^2*c*g *q*r*x^3+22584*a*b^2*c*g*r^2*x^3+2856*a*b^2*c*p^3*x^3+8568*a*b^2*c*p^2*q*x^3+ 12540*a*b^2*c*p^2*r*x^3+8568*a*b^2*c*p*q^2*x^3+25080*a*b^2*c*p*q*r*x^3+18288*a* b^2*c*p*r^2*x^3+2856*a*b^2*c*q^3*x^3+12540*a*b^2*c*q^2*r*x^3+18288*a*b^2*c*q*r^ 2*x^3+8844*a*b^2*c*r^3*x^3+1056*a*b^2*g^3*p*x^3+1056*a*b^2*g^3*q*x^3+1584*a*b^2 *g^3*r*x^3+2340*a*b^2*g^2*p^2*x^3+4680*a*b^2*g^2*p*q*x^3+6954*a*b^2*g^2*p*r*x^3 +2340*a*b^2*g^2*q^2*x^3+6954*a*b^2*g^2*q*r*x^3+4920*a*b^2*g^2*r^2*x^3+1584*a*b^ 2*g*p^3*x^3+4752*a*b^2*g*p^2*q*x^3+6996*a*b^2*g*p^2*r*x^3+4752*a*b^2*g*p*q^2*x^ 3+13992*a*b^2*g*p*q*r*x^3+10152*a*b^2*g*p*r^2*x^3+1584*a*b^2*g*q^3*x^3+6996*a*b ^2*g*q^2*r*x^3+10152*a*b^2*g*q*r^2*x^3+4884*a*b^2*g*r^3*x^3+300*a*b^2*p^4*x^3+ 1200*a*b^2*p^3*q*x^3+1752*a*b^2*p^3*r*x^3+1800*a*b^2*p^2*q^2*x^3+5256*a*b^2*p^2 *q*r*x^3+3828*a*b^2*p^2*r^2*x^3+1200*a*b^2*p*q^3*x^3+5256*a*b^2*p*q^2*r*x^3+ 7656*a*b^2*p*q*r^2*x^3+3696*a*b^2*p*r^3*x^3+300*a*b^2*q^4*x^3+1752*a*b^2*q^3*r* x^3+3828*a*b^2*q^2*r^2*x^3+3696*a*b^2*q*r^3*x^3+1320*a*b^2*r^4*x^3+5248*a*b*c^5 *x^3+14528*a*b*c^4*g*x^3+11520*a*b*c^4*p*x^3+11520*a*b*c^4*q*x^3+16704*a*b*c^4* r*x^3+13920*a*b*c^3*g^2*x^3+26240*a*b*c^3*g*p*x^3+26240*a*b*c^3*g*q*x^3+38448*a *b*c^3*g*r*x^3+9920*a*b*c^3*p^2*x^3+19840*a*b*c^3*p*q*x^3+28736*a*b*c^3*p*r*x^3 +9920*a*b*c^3*q^2*x^3+28736*a*b*c^3*q*r*x^3+20768*a*b*c^3*r^2*x^3+5648*a*b*c^2* g^3*x^3+19264*a*b*c^2*g^2*p*x^3+19264*a*b*c^2*g^2*q*x^3+28416*a*b*c^2*g^2*r*x^3 +17568*a*b*c^2*g*p^2*x^3+35136*a*b*c^2*g*p*q*x^3+51360*a*b*c^2*g*p*r*x^3+17568* a*b*c^2*g*q^2*x^3+51360*a*b*c^2*g*q*r*x^3+37280*a*b*c^2*g*r^2*x^3+4160*a*b*c^2* p^3*x^3+12480*a*b*c^2*p^2*q*x^3+18048*a*b*c^2*p^2*r*x^3+12480*a*b*c^2*p*q^2*x^3 +36096*a*b*c^2*p*q*r*x^3+26048*a*b*c^2*p*r^2*x^3+4160*a*b*c^2*q^3*x^3+18048*a*b *c^2*q^2*r*x^3+26048*a*b*c^2*q*r^2*x^3+12448*a*b*c^2*r^3*x^3+832*a*b*c*g^4*x^3+ 5344*a*b*c*g^3*p*x^3+5344*a*b*c*g^3*q*x^3+7932*a*b*c*g^3*r*x^3+8824*a*b*c*g^2*p ^2*x^3+17648*a*b*c*g^2*p*q*x^3+25972*a*b*c*g^2*p*r*x^3+8824*a*b*c*g^2*q^2*x^3+ 25972*a*b*c*g^2*q*r*x^3+18728*a*b*c*g^2*r^2*x^3+5152*a*b*c*g*p^3*x^3+15456*a*b* c*g*p^2*q*x^3+22524*a*b*c*g*p^2*r*x^3+15456*a*b*c*g*p*q^2*x^3+45048*a*b*c*g*p*q *r*x^3+32616*a*b*c*g*p*r^2*x^3+5152*a*b*c*g*q^3*x^3+22524*a*b*c*g*q^2*r*x^3+ 32616*a*b*c*g*q*r^2*x^3+15640*a*b*c*g*r^3*x^3+840*a*b*c*p^4*x^3+3360*a*b*c*p^3* q*x^3+4848*a*b*c*p^3*r*x^3+5040*a*b*c*p^2*q^2*x^3+14544*a*b*c*p^2*q*r*x^3+10472 *a*b*c*p^2*r^2*x^3+3360*a*b*c*p*q^3*x^3+14544*a*b*c*p*q^2*r*x^3+20944*a*b*c*p*q *r^2*x^3+9984*a*b*c*p*r^3*x^3+840*a*b*c*q^4*x^3+4848*a*b*c*q^3*r*x^3+10472*a*b* c*q^2*r^2*x^3+9984*a*b*c*q*r^3*x^3+3520*a*b*c*r^4*x^3+416*a*b*g^4*p*x^3+416*a*b *g^4*q*x^3+624*a*b*g^4*r*x^3+1260*a*b*g^3*p^2*x^3+2520*a*b*g^3*p*q*x^3+3738*a*b *g^3*p*r*x^3+1260*a*b*g^3*q^2*x^3+3738*a*b*g^3*q*r*x^3+2640*a*b*g^3*r^2*x^3+ 1336*a*b*g^2*p^3*x^3+4008*a*b*g^2*p^2*q*x^3+5882*a*b*g^2*p^2*r*x^3+4008*a*b*g^2 *p*q^2*x^3+11764*a*b*g^2*p*q*r*x^3+8484*a*b*g^2*p*r^2*x^3+1336*a*b*g^2*q^3*x^3+ 5882*a*b*g^2*q^2*r*x^3+8484*a*b*g^2*q*r^2*x^3+4048*a*b*g^2*r^3*x^3+556*a*b*g*p^ 4*x^3+2224*a*b*g*p^3*q*x^3+3228*a*b*g*p^3*r*x^3+3336*a*b*g*p^2*q^2*x^3+9684*a*b *g*p^2*q*r*x^3+6988*a*b*g*p^2*r^2*x^3+2224*a*b*g*p*q^3*x^3+9684*a*b*g*p*q^2*r*x ^3+13976*a*b*g*p*q*r^2*x^3+6676*a*b*g*p*r^3*x^3+556*a*b*g*q^4*x^3+3228*a*b*g*q^ 3*r*x^3+6988*a*b*g*q^2*r^2*x^3+6676*a*b*g*q*r^3*x^3+2360*a*b*g*r^4*x^3+64*a*b*p ^5*x^3+320*a*b*p^4*q*x^3+460*a*b*p^4*r*x^3+640*a*b*p^3*q^2*x^3+1840*a*b*p^3*q*r *x^3+1320*a*b*p^3*r^2*x^3+640*a*b*p^2*q^3*x^3+2760*a*b*p^2*q^2*r*x^3+3960*a*b*p ^2*q*r^2*x^3+1880*a*b*p^2*r^3*x^3+320*a*b*p*q^4*x^3+1840*a*b*p*q^3*r*x^3+3960*a *b*p*q^2*r^2*x^3+3760*a*b*p*q*r^3*x^3+1320*a*b*p*r^4*x^3+64*a*b*q^5*x^3+460*a*b *q^4*r*x^3+1320*a*b*q^3*r^2*x^3+1880*a*b*q^2*r^3*x^3+1320*a*b*q*r^4*x^3+364*a*b *r^5*x^3+1280*a*c^6*x^3+4608*a*c^5*g*x^3+3328*a*c^5*p*x^3+3328*a*c^5*q*x^3+4768 *a*c^5*r*x^3+6016*a*c^4*g^2*x^3+10304*a*c^4*g*p*x^3+10304*a*c^4*g*q*x^3+14992*a *c^4*g*r*x^3+3520*a*c^4*p^2*x^3+7040*a*c^4*p*q*x^3+10080*a*c^4*p*r*x^3+3520*a*c ^4*q^2*x^3+10080*a*c^4*q*r*x^3+7200*a*c^4*r^2*x^3+3712*a*c^3*g^3*x^3+10976*a*c^ 3*g^2*p*x^3+10976*a*c^3*g^2*q*x^3+16104*a*c^3*g^2*r*x^3+9088*a*c^3*g*p^2*x^3+ 18176*a*c^3*g*p*q*x^3+26384*a*c^3*g*p*r*x^3+9088*a*c^3*g*q^2*x^3+26384*a*c^3*g* q*r*x^3+19120*a*c^3*g*r^2*x^3+1920*a*c^3*p^3*x^3+5760*a*c^3*p^2*q*x^3+8240*a*c^ 3*p^2*r*x^3+5760*a*c^3*p*q^2*x^3+16480*a*c^3*p*q*r*x^3+11760*a*c^3*p*r^2*x^3+ 1920*a*c^3*q^3*x^3+8240*a*c^3*q^2*r*x^3+11760*a*c^3*q*r^2*x^3+5552*a*c^3*r^3*x^ 3+1104*a*c^2*g^4*x^3+5168*a*c^2*g^3*p*x^3+5168*a*c^2*g^3*q*x^3+7628*a*c^2*g^3*r *x^3+7440*a*c^2*g^2*p^2*x^3+14880*a*c^2*g^2*p*q*x^3+21768*a*c^2*g^2*p*r*x^3+ 7440*a*c^2*g^2*q^2*x^3+21768*a*c^2*g^2*q*r*x^3+15800*a*c^2*g^2*r^2*x^3+3936*a*c ^2*g*p^3*x^3+11808*a*c^2*g*p^2*q*x^3+17088*a*c^2*g*p^2*r*x^3+11808*a*c^2*g*p*q^ 2*x^3+34176*a*c^2*g*p*q*r*x^3+24680*a*c^2*g*p*r^2*x^3+3936*a*c^2*g*q^3*x^3+ 17088*a*c^2*g*q^2*r*x^3+24680*a*c^2*g*q*r^2*x^3+11800*a*c^2*g*r^3*x^3+560*a*c^2 *p^4*x^3+2240*a*c^2*p^3*q*x^3+3200*a*c^2*p^3*r*x^3+3360*a*c^2*p^2*q^2*x^3+9600* a*c^2*p^2*q*r*x^3+6840*a*c^2*p^2*r^2*x^3+2240*a*c^2*p*q^3*x^3+9600*a*c^2*p*q^2* r*x^3+13680*a*c^2*p*q*r^2*x^3+6448*a*c^2*p*r^3*x^3+560*a*c^2*q^4*x^3+3200*a*c^2 *q^3*r*x^3+6840*a*c^2*q^2*r^2*x^3+6448*a*c^2*q*r^3*x^3+2248*a*c^2*r^4*x^3+128*a *c*g^5*x^3+1048*a*c*g^4*p*x^3+1048*a*c*g^4*q*x^3+1556*a*c*g^4*r*x^3+2384*a*c*g^ 3*p^2*x^3+4768*a*c*g^3*p*q*x^3+7020*a*c*g^3*p*r*x^3+2384*a*c*g^3*q^2*x^3+7020*a *c*g^3*q*r*x^3+5060*a*c*g^3*r^2*x^3+2216*a*c*g^2*p^3*x^3+6648*a*c*g^2*p^2*q*x^3 +9690*a*c*g^2*p^2*r*x^3+6648*a*c*g^2*p*q^2*x^3+19380*a*c*g^2*p*q*r*x^3+14020*a* c*g^2*p*r^2*x^3+2216*a*c*g^2*q^3*x^3+9690*a*c*g^2*q^2*r*x^3+14020*a*c*g^2*q*r^2 *x^3+6712*a*c*g^2*r^3*x^3+832*a*c*g*p^4*x^3+3328*a*c*g*p^3*q*x^3+4796*a*c*g*p^3 *r*x^3+4992*a*c*g*p^2*q^2*x^3+14388*a*c*g*p^2*q*r*x^3+10340*a*c*g*p^2*r^2*x^3+ 3328*a*c*g*p*q^3*x^3+14388*a*c*g*p*q^2*r*x^3+20680*a*c*g*p*q*r^2*x^3+9836*a*c*g *p*r^3*x^3+832*a*c*g*q^4*x^3+4796*a*c*g*q^3*r*x^3+10340*a*c*g*q^2*r^2*x^3+9836* a*c*g*q*r^3*x^3+3460*a*c*g*r^4*x^3+80*a*c*p^5*x^3+400*a*c*p^4*q*x^3+570*a*c*p^4 *r*x^3+800*a*c*p^3*q^2*x^3+2280*a*c*p^3*q*r*x^3+1620*a*c*p^3*r^2*x^3+800*a*c*p^ 2*q^3*x^3+3420*a*c*p^2*q^2*r*x^3+4860*a*c*p^2*q*r^2*x^3+2284*a*c*p^2*r^3*x^3+ 400*a*c*p*q^4*x^3+2280*a*c*p*q^3*r*x^3+4860*a*c*p*q^2*r^2*x^3+4568*a*c*p*q*r^3* x^3+1588*a*c*p*r^4*x^3+80*a*c*q^5*x^3+570*a*c*q^4*r*x^3+1620*a*c*q^3*r^2*x^3+ 2284*a*c*q^2*r^3*x^3+1588*a*c*q*r^4*x^3+434*a*c*r^5*x^3+64*a*g^5*p*x^3+64*a*g^5 *q*x^3+96*a*g^5*r*x^3+248*a*g^4*p^2*x^3+496*a*g^4*p*q*x^3+736*a*g^4*p*r*x^3+248 *a*g^4*q^2*x^3+736*a*g^4*q*r*x^3+520*a*g^4*r^2*x^3+364*a*g^3*p^3*x^3+1092*a*g^3 *p^2*q*x^3+1603*a*g^3*p^2*r*x^3+1092*a*g^3*p*q^2*x^3+3206*a*g^3*p*q*r*x^3+2310* a*g^3*p*r^2*x^3+364*a*g^3*q^3*x^3+1603*a*g^3*q^2*r*x^3+2310*a*g^3*q*r^2*x^3+ 1100*a*g^3*r^3*x^3+244*a*g^2*p^4*x^3+976*a*g^2*p^3*q*x^3+1416*a*g^2*p^3*r*x^3+ 1464*a*g^2*p^2*q^2*x^3+4248*a*g^2*p^2*q*r*x^3+3060*a*g^2*p^2*r^2*x^3+976*a*g^2* p*q^3*x^3+4248*a*g^2*p*q^2*r*x^3+6120*a*g^2*p*q*r^2*x^3+2916*a*g^2*p*r^3*x^3+ 244*a*g^2*q^4*x^3+1416*a*g^2*q^3*r*x^3+3060*a*g^2*q^2*r^2*x^3+2916*a*g^2*q*r^3* x^3+1028*a*g^2*r^4*x^3+68*a*g*p^5*x^3+340*a*g*p^4*q*x^3+487*a*g*p^4*r*x^3+680*a *g*p^3*q^2*x^3+1948*a*g*p^3*q*r*x^3+1390*a*g*p^3*r^2*x^3+680*a*g*p^2*q^3*x^3+ 2922*a*g*p^2*q^2*r*x^3+4170*a*g*p^2*q*r^2*x^3+1968*a*g*p^2*r^3*x^3+340*a*g*p*q^ 4*x^3+1948*a*g*p*q^3*r*x^3+4170*a*g*p*q^2*r^2*x^3+3936*a*g*p*q*r^3*x^3+1374*a*g *p*r^4*x^3+68*a*g*q^5*x^3+487*a*g*q^4*r*x^3+1390*a*g*q^3*r^2*x^3+1968*a*g*q^2*r ^3*x^3+1374*a*g*q*r^4*x^3+377*a*g*r^5*x^3+4*a*p^6*x^3+24*a*p^5*q*x^3+34*a*p^5*r *x^3+60*a*p^4*q^2*x^3+170*a*p^4*q*r*x^3+120*a*p^4*r^2*x^3+80*a*p^3*q^3*x^3+340* a*p^3*q^2*r*x^3+480*a*p^3*q*r^2*x^3+224*a*p^3*r^3*x^3+60*a*p^2*q^4*x^3+340*a*p^ 2*q^3*r*x^3+720*a*p^2*q^2*r^2*x^3+672*a*p^2*q*r^3*x^3+232*a*p^2*r^4*x^3+24*a*p* q^5*x^3+170*a*p*q^4*r*x^3+480*a*p*q^3*r^2*x^3+672*a*p*q^2*r^3*x^3+464*a*p*q*r^4 *x^3+126*a*p*r^5*x^3+4*a*q^6*x^3+34*a*q^5*r*x^3+120*a*q^4*r^2*x^3+224*a*q^3*r^3 *x^3+232*a*q^2*r^4*x^3+126*a*q*r^5*x^3+28*a*r^6*x^3+64*b^6*c*x^3+32*b^6*p*x^3+ 32*b^6*q*x^3+48*b^6*r*x^3+512*b^5*c^2*x^3+320*b^5*c*g*x^3+480*b^5*c*p*x^3+480*b ^5*c*q*x^3+720*b^5*c*r*x^3+160*b^5*g*p*x^3+160*b^5*g*q*x^3+240*b^5*g*r*x^3+112* b^5*p^2*x^3+224*b^5*p*q*x^3+336*b^5*p*r*x^3+112*b^5*q^2*x^3+336*b^5*q*r*x^3+240 *b^5*r^2*x^3+1664*b^4*c^3*x^3+2144*b^4*c^2*g*x^3+2272*b^4*c^2*p*x^3+2272*b^4*c^ 2*q*x^3+3376*b^4*c^2*r*x^3+656*b^4*c*g^2*x^3+2016*b^4*c*g*p*x^3+2016*b^4*c*g*q* x^3+3008*b^4*c*g*r*x^3+1024*b^4*c*p^2*x^3+2048*b^4*c*p*q*x^3+3040*b^4*c*p*r*x^3 +1024*b^4*c*q^2*x^3+3040*b^4*c*q*r*x^3+2224*b^4*c*r^2*x^3+328*b^4*g^2*p*x^3+328 *b^4*g^2*q*x^3+492*b^4*g^2*r*x^3+472*b^4*g*p^2*x^3+944*b^4*g*p*q*x^3+1408*b^4*g *p*r*x^3+472*b^4*g*q^2*x^3+1408*b^4*g*q*r*x^3+1000*b^4*g*r^2*x^3+152*b^4*p^3*x^ 3+456*b^4*p^2*q*x^3+676*b^4*p^2*r*x^3+456*b^4*p*q^2*x^3+1352*b^4*p*q*r*x^3+992* b^4*p*r^2*x^3+152*b^4*q^3*x^3+676*b^4*q^2*r*x^3+992*b^4*q*r^2*x^3+484*b^4*r^3*x ^3+2816*b^3*c^4*x^3+5632*b^3*c^3*g*x^3+5024*b^3*c^3*p*x^3+5024*b^3*c^3*q*x^3+ 7376*b^3*c^3*r*x^3+3520*b^3*c^2*g^2*x^3+7744*b^3*c^2*g*p*x^3+7744*b^3*c^2*g*q*x ^3+11448*b^3*c^2*g*r*x^3+3312*b^3*c^2*p^2*x^3+6624*b^3*c^2*p*q*x^3+9712*b^3*c^2 *p*r*x^3+3312*b^3*c^2*q^2*x^3+9712*b^3*c^2*q*r*x^3+7088*b^3*c^2*r^2*x^3+704*b^3 *c*g^3*x^3+3320*b^3*c*g^2*p*x^3+3320*b^3*c*g^2*q*x^3+4936*b^3*c*g^2*r*x^3+3520* b^3*c*g*p^2*x^3+7040*b^3*c*g*p*q*x^3+10388*b^3*c*g*p*r*x^3+3520*b^3*c*g*q^2*x^3 +10388*b^3*c*g*q*r*x^3+7528*b^3*c*g*r^2*x^3+952*b^3*c*p^3*x^3+2856*b^3*c*p^2*q* x^3+4180*b^3*c*p^2*r*x^3+2856*b^3*c*p*q^2*x^3+8360*b^3*c*p*q*r*x^3+6096*b^3*c*p *r^2*x^3+952*b^3*c*q^3*x^3+4180*b^3*c*q^2*r*x^3+6096*b^3*c*q*r^2*x^3+2948*b^3*c *r^3*x^3+352*b^3*g^3*p*x^3+352*b^3*g^3*q*x^3+528*b^3*g^3*r*x^3+780*b^3*g^2*p^2* x^3+1560*b^3*g^2*p*q*x^3+2318*b^3*g^2*p*r*x^3+780*b^3*g^2*q^2*x^3+2318*b^3*g^2* q*r*x^3+1640*b^3*g^2*r^2*x^3+528*b^3*g*p^3*x^3+1584*b^3*g*p^2*q*x^3+2332*b^3*g* p^2*r*x^3+1584*b^3*g*p*q^2*x^3+4664*b^3*g*p*q*r*x^3+3384*b^3*g*p*r^2*x^3+528*b^ 3*g*q^3*x^3+2332*b^3*g*q^2*r*x^3+3384*b^3*g*q*r^2*x^3+1628*b^3*g*r^3*x^3+100*b^ 3*p^4*x^3+400*b^3*p^3*q*x^3+584*b^3*p^3*r*x^3+600*b^3*p^2*q^2*x^3+1752*b^3*p^2* q*r*x^3+1276*b^3*p^2*r^2*x^3+400*b^3*p*q^3*x^3+1752*b^3*p*q^2*r*x^3+2552*b^3*p* q*r^2*x^3+1232*b^3*p*r^3*x^3+100*b^3*q^4*x^3+584*b^3*q^3*r*x^3+1276*b^3*q^2*r^2 *x^3+1232*b^3*q*r^3*x^3+440*b^3*r^4*x^3+2624*b^2*c^5*x^3+7264*b^2*c^4*g*x^3+ 5760*b^2*c^4*p*x^3+5760*b^2*c^4*q*x^3+8352*b^2*c^4*r*x^3+6960*b^2*c^3*g^2*x^3+ 13120*b^2*c^3*g*p*x^3+13120*b^2*c^3*g*q*x^3+19224*b^2*c^3*g*r*x^3+4960*b^2*c^3* p^2*x^3+9920*b^2*c^3*p*q*x^3+14368*b^2*c^3*p*r*x^3+4960*b^2*c^3*q^2*x^3+14368*b ^2*c^3*q*r*x^3+10384*b^2*c^3*r^2*x^3+2824*b^2*c^2*g^3*x^3+9632*b^2*c^2*g^2*p*x^ 3+9632*b^2*c^2*g^2*q*x^3+14208*b^2*c^2*g^2*r*x^3+8784*b^2*c^2*g*p^2*x^3+17568*b ^2*c^2*g*p*q*x^3+25680*b^2*c^2*g*p*r*x^3+8784*b^2*c^2*g*q^2*x^3+25680*b^2*c^2*g *q*r*x^3+18640*b^2*c^2*g*r^2*x^3+2080*b^2*c^2*p^3*x^3+6240*b^2*c^2*p^2*q*x^3+ 9024*b^2*c^2*p^2*r*x^3+6240*b^2*c^2*p*q^2*x^3+18048*b^2*c^2*p*q*r*x^3+13024*b^2 *c^2*p*r^2*x^3+2080*b^2*c^2*q^3*x^3+9024*b^2*c^2*q^2*r*x^3+13024*b^2*c^2*q*r^2* x^3+6224*b^2*c^2*r^3*x^3+416*b^2*c*g^4*x^3+2672*b^2*c*g^3*p*x^3+2672*b^2*c*g^3* q*x^3+3966*b^2*c*g^3*r*x^3+4412*b^2*c*g^2*p^2*x^3+8824*b^2*c*g^2*p*q*x^3+12986* b^2*c*g^2*p*r*x^3+4412*b^2*c*g^2*q^2*x^3+12986*b^2*c*g^2*q*r*x^3+9364*b^2*c*g^2 *r^2*x^3+2576*b^2*c*g*p^3*x^3+7728*b^2*c*g*p^2*q*x^3+11262*b^2*c*g*p^2*r*x^3+ 7728*b^2*c*g*p*q^2*x^3+22524*b^2*c*g*p*q*r*x^3+16308*b^2*c*g*p*r^2*x^3+2576*b^2 *c*g*q^3*x^3+11262*b^2*c*g*q^2*r*x^3+16308*b^2*c*g*q*r^2*x^3+7820*b^2*c*g*r^3*x ^3+420*b^2*c*p^4*x^3+1680*b^2*c*p^3*q*x^3+2424*b^2*c*p^3*r*x^3+2520*b^2*c*p^2*q ^2*x^3+7272*b^2*c*p^2*q*r*x^3+5236*b^2*c*p^2*r^2*x^3+1680*b^2*c*p*q^3*x^3+7272* b^2*c*p*q^2*r*x^3+10472*b^2*c*p*q*r^2*x^3+4992*b^2*c*p*r^3*x^3+420*b^2*c*q^4*x^ 3+2424*b^2*c*q^3*r*x^3+5236*b^2*c*q^2*r^2*x^3+4992*b^2*c*q*r^3*x^3+1760*b^2*c*r ^4*x^3+208*b^2*g^4*p*x^3+208*b^2*g^4*q*x^3+312*b^2*g^4*r*x^3+630*b^2*g^3*p^2*x^ 3+1260*b^2*g^3*p*q*x^3+1869*b^2*g^3*p*r*x^3+630*b^2*g^3*q^2*x^3+1869*b^2*g^3*q* r*x^3+1320*b^2*g^3*r^2*x^3+668*b^2*g^2*p^3*x^3+2004*b^2*g^2*p^2*q*x^3+2941*b^2* g^2*p^2*r*x^3+2004*b^2*g^2*p*q^2*x^3+5882*b^2*g^2*p*q*r*x^3+4242*b^2*g^2*p*r^2* x^3+668*b^2*g^2*q^3*x^3+2941*b^2*g^2*q^2*r*x^3+4242*b^2*g^2*q*r^2*x^3+2024*b^2* g^2*r^3*x^3+278*b^2*g*p^4*x^3+1112*b^2*g*p^3*q*x^3+1614*b^2*g*p^3*r*x^3+1668*b^ 2*g*p^2*q^2*x^3+4842*b^2*g*p^2*q*r*x^3+3494*b^2*g*p^2*r^2*x^3+1112*b^2*g*p*q^3* x^3+4842*b^2*g*p*q^2*r*x^3+6988*b^2*g*p*q*r^2*x^3+3338*b^2*g*p*r^3*x^3+278*b^2* g*q^4*x^3+1614*b^2*g*q^3*r*x^3+3494*b^2*g*q^2*r^2*x^3+3338*b^2*g*q*r^3*x^3+1180 *b^2*g*r^4*x^3+32*b^2*p^5*x^3+160*b^2*p^4*q*x^3+230*b^2*p^4*r*x^3+320*b^2*p^3*q ^2*x^3+920*b^2*p^3*q*r*x^3+660*b^2*p^3*r^2*x^3+320*b^2*p^2*q^3*x^3+1380*b^2*p^2 *q^2*r*x^3+1980*b^2*p^2*q*r^2*x^3+940*b^2*p^2*r^3*x^3+160*b^2*p*q^4*x^3+920*b^2 *p*q^3*r*x^3+1980*b^2*p*q^2*r^2*x^3+1880*b^2*p*q*r^3*x^3+660*b^2*p*r^4*x^3+32*b ^2*q^5*x^3+230*b^2*q^4*r*x^3+660*b^2*q^3*r^2*x^3+940*b^2*q^2*r^3*x^3+660*b^2*q* r^4*x^3+182*b^2*r^5*x^3+1280*b*c^6*x^3+4608*b*c^5*g*x^3+3328*b*c^5*p*x^3+3328*b *c^5*q*x^3+4768*b*c^5*r*x^3+6016*b*c^4*g^2*x^3+10304*b*c^4*g*p*x^3+10304*b*c^4* g*q*x^3+14992*b*c^4*g*r*x^3+3520*b*c^4*p^2*x^3+7040*b*c^4*p*q*x^3+10080*b*c^4*p *r*x^3+3520*b*c^4*q^2*x^3+10080*b*c^4*q*r*x^3+7200*b*c^4*r^2*x^3+3712*b*c^3*g^3 *x^3+10976*b*c^3*g^2*p*x^3+10976*b*c^3*g^2*q*x^3+16104*b*c^3*g^2*r*x^3+9088*b*c ^3*g*p^2*x^3+18176*b*c^3*g*p*q*x^3+26384*b*c^3*g*p*r*x^3+9088*b*c^3*g*q^2*x^3+ 26384*b*c^3*g*q*r*x^3+19120*b*c^3*g*r^2*x^3+1920*b*c^3*p^3*x^3+5760*b*c^3*p^2*q *x^3+8240*b*c^3*p^2*r*x^3+5760*b*c^3*p*q^2*x^3+16480*b*c^3*p*q*r*x^3+11760*b*c^ 3*p*r^2*x^3+1920*b*c^3*q^3*x^3+8240*b*c^3*q^2*r*x^3+11760*b*c^3*q*r^2*x^3+5552* b*c^3*r^3*x^3+1104*b*c^2*g^4*x^3+5168*b*c^2*g^3*p*x^3+5168*b*c^2*g^3*q*x^3+7628 *b*c^2*g^3*r*x^3+7440*b*c^2*g^2*p^2*x^3+14880*b*c^2*g^2*p*q*x^3+21768*b*c^2*g^2 *p*r*x^3+7440*b*c^2*g^2*q^2*x^3+21768*b*c^2*g^2*q*r*x^3+15800*b*c^2*g^2*r^2*x^3 +3936*b*c^2*g*p^3*x^3+11808*b*c^2*g*p^2*q*x^3+17088*b*c^2*g*p^2*r*x^3+11808*b*c ^2*g*p*q^2*x^3+34176*b*c^2*g*p*q*r*x^3+24680*b*c^2*g*p*r^2*x^3+3936*b*c^2*g*q^3 *x^3+17088*b*c^2*g*q^2*r*x^3+24680*b*c^2*g*q*r^2*x^3+11800*b*c^2*g*r^3*x^3+560* b*c^2*p^4*x^3+2240*b*c^2*p^3*q*x^3+3200*b*c^2*p^3*r*x^3+3360*b*c^2*p^2*q^2*x^3+ 9600*b*c^2*p^2*q*r*x^3+6840*b*c^2*p^2*r^2*x^3+2240*b*c^2*p*q^3*x^3+9600*b*c^2*p *q^2*r*x^3+13680*b*c^2*p*q*r^2*x^3+6448*b*c^2*p*r^3*x^3+560*b*c^2*q^4*x^3+3200* b*c^2*q^3*r*x^3+6840*b*c^2*q^2*r^2*x^3+6448*b*c^2*q*r^3*x^3+2248*b*c^2*r^4*x^3+ 128*b*c*g^5*x^3+1048*b*c*g^4*p*x^3+1048*b*c*g^4*q*x^3+1556*b*c*g^4*r*x^3+2384*b *c*g^3*p^2*x^3+4768*b*c*g^3*p*q*x^3+7020*b*c*g^3*p*r*x^3+2384*b*c*g^3*q^2*x^3+ 7020*b*c*g^3*q*r*x^3+5060*b*c*g^3*r^2*x^3+2216*b*c*g^2*p^3*x^3+6648*b*c*g^2*p^2 *q*x^3+9690*b*c*g^2*p^2*r*x^3+6648*b*c*g^2*p*q^2*x^3+19380*b*c*g^2*p*q*r*x^3+ 14020*b*c*g^2*p*r^2*x^3+2216*b*c*g^2*q^3*x^3+9690*b*c*g^2*q^2*r*x^3+14020*b*c*g ^2*q*r^2*x^3+6712*b*c*g^2*r^3*x^3+832*b*c*g*p^4*x^3+3328*b*c*g*p^3*q*x^3+4796*b *c*g*p^3*r*x^3+4992*b*c*g*p^2*q^2*x^3+14388*b*c*g*p^2*q*r*x^3+10340*b*c*g*p^2*r ^2*x^3+3328*b*c*g*p*q^3*x^3+14388*b*c*g*p*q^2*r*x^3+20680*b*c*g*p*q*r^2*x^3+ 9836*b*c*g*p*r^3*x^3+832*b*c*g*q^4*x^3+4796*b*c*g*q^3*r*x^3+10340*b*c*g*q^2*r^2 *x^3+9836*b*c*g*q*r^3*x^3+3460*b*c*g*r^4*x^3+80*b*c*p^5*x^3+400*b*c*p^4*q*x^3+ 570*b*c*p^4*r*x^3+800*b*c*p^3*q^2*x^3+2280*b*c*p^3*q*r*x^3+1620*b*c*p^3*r^2*x^3 +800*b*c*p^2*q^3*x^3+3420*b*c*p^2*q^2*r*x^3+4860*b*c*p^2*q*r^2*x^3+2284*b*c*p^2 *r^3*x^3+400*b*c*p*q^4*x^3+2280*b*c*p*q^3*r*x^3+4860*b*c*p*q^2*r^2*x^3+4568*b*c *p*q*r^3*x^3+1588*b*c*p*r^4*x^3+80*b*c*q^5*x^3+570*b*c*q^4*r*x^3+1620*b*c*q^3*r ^2*x^3+2284*b*c*q^2*r^3*x^3+1588*b*c*q*r^4*x^3+434*b*c*r^5*x^3+64*b*g^5*p*x^3+ 64*b*g^5*q*x^3+96*b*g^5*r*x^3+248*b*g^4*p^2*x^3+496*b*g^4*p*q*x^3+736*b*g^4*p*r *x^3+248*b*g^4*q^2*x^3+736*b*g^4*q*r*x^3+520*b*g^4*r^2*x^3+364*b*g^3*p^3*x^3+ 1092*b*g^3*p^2*q*x^3+1603*b*g^3*p^2*r*x^3+1092*b*g^3*p*q^2*x^3+3206*b*g^3*p*q*r *x^3+2310*b*g^3*p*r^2*x^3+364*b*g^3*q^3*x^3+1603*b*g^3*q^2*r*x^3+2310*b*g^3*q*r ^2*x^3+1100*b*g^3*r^3*x^3+244*b*g^2*p^4*x^3+976*b*g^2*p^3*q*x^3+1416*b*g^2*p^3* r*x^3+1464*b*g^2*p^2*q^2*x^3+4248*b*g^2*p^2*q*r*x^3+3060*b*g^2*p^2*r^2*x^3+976* b*g^2*p*q^3*x^3+4248*b*g^2*p*q^2*r*x^3+6120*b*g^2*p*q*r^2*x^3+2916*b*g^2*p*r^3* x^3+244*b*g^2*q^4*x^3+1416*b*g^2*q^3*r*x^3+3060*b*g^2*q^2*r^2*x^3+2916*b*g^2*q* r^3*x^3+1028*b*g^2*r^4*x^3+68*b*g*p^5*x^3+340*b*g*p^4*q*x^3+487*b*g*p^4*r*x^3+ 680*b*g*p^3*q^2*x^3+1948*b*g*p^3*q*r*x^3+1390*b*g*p^3*r^2*x^3+680*b*g*p^2*q^3*x ^3+2922*b*g*p^2*q^2*r*x^3+4170*b*g*p^2*q*r^2*x^3+1968*b*g*p^2*r^3*x^3+340*b*g*p *q^4*x^3+1948*b*g*p*q^3*r*x^3+4170*b*g*p*q^2*r^2*x^3+3936*b*g*p*q*r^3*x^3+1374* b*g*p*r^4*x^3+68*b*g*q^5*x^3+487*b*g*q^4*r*x^3+1390*b*g*q^3*r^2*x^3+1968*b*g*q^ 2*r^3*x^3+1374*b*g*q*r^4*x^3+377*b*g*r^5*x^3+4*b*p^6*x^3+24*b*p^5*q*x^3+34*b*p^ 5*r*x^3+60*b*p^4*q^2*x^3+170*b*p^4*q*r*x^3+120*b*p^4*r^2*x^3+80*b*p^3*q^3*x^3+ 340*b*p^3*q^2*r*x^3+480*b*p^3*q*r^2*x^3+224*b*p^3*r^3*x^3+60*b*p^2*q^4*x^3+340* b*p^2*q^3*r*x^3+720*b*p^2*q^2*r^2*x^3+672*b*p^2*q*r^3*x^3+232*b*p^2*r^4*x^3+24* b*p*q^5*x^3+170*b*p*q^4*r*x^3+480*b*p*q^3*r^2*x^3+672*b*p*q^2*r^3*x^3+464*b*p*q *r^4*x^3+126*b*p*r^5*x^3+4*b*q^6*x^3+34*b*q^5*r*x^3+120*b*q^4*r^2*x^3+224*b*q^3 *r^3*x^3+232*b*q^2*r^4*x^3+126*b*q*r^5*x^3+28*b*r^6*x^3+256*c^7*x^3+1152*c^6*g* x^3+768*c^6*p*x^3+768*c^6*q*x^3+1088*c^6*r*x^3+1920*c^5*g^2*x^3+3072*c^5*g*p*x^ 3+3072*c^5*g*q*x^3+4448*c^5*g*r*x^3+960*c^5*p^2*x^3+1920*c^5*p*q*x^3+2720*c^5*p *r*x^3+960*c^5*q^2*x^3+2720*c^5*q*r*x^3+1920*c^5*r^2*x^3+1600*c^4*g^3*x^3+4352* c^4*g^2*p*x^3+4352*c^4*g^2*q*x^3+6368*c^4*g^2*r*x^3+3360*c^4*g*p^2*x^3+6720*c^4 *g*p*q*x^3+9712*c^4*g*p*r*x^3+3360*c^4*g*q^2*x^3+9712*c^4*g*q*r*x^3+7040*c^4*g* r^2*x^3+640*c^4*p^3*x^3+1920*c^4*p^2*q*x^3+2720*c^4*p^2*r*x^3+1920*c^4*p*q^2*x^ 3+5440*c^4*p*q*r*x^3+3840*c^4*p*r^2*x^3+640*c^4*q^3*x^3+2720*c^4*q^2*r*x^3+3840 *c^4*q*r^2*x^3+1792*c^4*r^3*x^3+720*c^3*g^4*x^3+2944*c^3*g^3*p*x^3+2944*c^3*g^3 *q*x^3+4336*c^3*g^3*r*x^3+3904*c^3*g^2*p^2*x^3+7808*c^3*g^2*p*q*x^3+11392*c^3*g ^2*p*r*x^3+3904*c^3*g^2*q^2*x^3+11392*c^3*g^2*q*r*x^3+8320*c^3*g^2*r^2*x^3+1920 *c^3*g*p^3*x^3+5760*c^3*g*p^2*q*x^3+8304*c^3*g*p^2*r*x^3+5760*c^3*g*p*q^2*x^3+ 16608*c^3*g*p*q*r*x^3+12000*c^3*g*p*r^2*x^3+1920*c^3*g*q^3*x^3+8304*c^3*g*q^2*r *x^3+12000*c^3*g*q*r^2*x^3+5744*c^3*g*r^3*x^3+240*c^3*p^4*x^3+960*c^3*p^3*q*x^3 +1360*c^3*p^3*r*x^3+1440*c^3*p^2*q^2*x^3+4080*c^3*p^2*q*r*x^3+2880*c^3*p^2*r^2* x^3+960*c^3*p*q^3*x^3+4080*c^3*p*q^2*r*x^3+5760*c^3*p*q*r^2*x^3+2688*c^3*p*r^3* x^3+240*c^3*q^4*x^3+1360*c^3*q^3*r*x^3+2880*c^3*q^2*r^2*x^3+2688*c^3*q*r^3*x^3+ 928*c^3*r^4*x^3+168*c^2*g^5*x^3+1008*c^2*g^4*p*x^3+1008*c^2*g^4*q*x^3+1492*c^2* g^4*r*x^3+2016*c^2*g^3*p^2*x^3+4032*c^2*g^3*p*q*x^3+5920*c^2*g^3*p*r*x^3+2016*c ^2*g^3*q^2*x^3+5920*c^2*g^3*q*r*x^3+4320*c^2*g^3*r^2*x^3+1728*c^2*g^2*p^3*x^3+ 5184*c^2*g^2*p^2*q*x^3+7536*c^2*g^2*p^2*r*x^3+5184*c^2*g^2*p*q^2*x^3+15072*c^2* g^2*p*q*r*x^3+10960*c^2*g^2*p*r^2*x^3+1728*c^2*g^2*q^3*x^3+7536*c^2*g^2*q^2*r*x ^3+10960*c^2*g^2*q*r^2*x^3+5280*c^2*g^2*r^3*x^3+600*c^2*g*p^4*x^3+2400*c^2*g*p^ 3*q*x^3+3448*c^2*g*p^3*r*x^3+3600*c^2*g*p^2*q^2*x^3+10344*c^2*g*p^2*q*r*x^3+ 7440*c^2*g*p^2*r^2*x^3+2400*c^2*g*p*q^3*x^3+10344*c^2*g*p*q^2*r*x^3+14880*c^2*g *p*q*r^2*x^3+7088*c^2*g*p*r^3*x^3+600*c^2*g*q^4*x^3+3448*c^2*g*q^3*r*x^3+7440*c ^2*g*q^2*r^2*x^3+7088*c^2*g*q*r^3*x^3+2496*c^2*g*r^4*x^3+48*c^2*p^5*x^3+240*c^2 *p^4*q*x^3+340*c^2*p^4*r*x^3+480*c^2*p^3*q^2*x^3+1360*c^2*p^3*q*r*x^3+960*c^2*p ^3*r^2*x^3+480*c^2*p^2*q^3*x^3+2040*c^2*p^2*q^2*r*x^3+2880*c^2*p^2*q*r^2*x^3+ 1344*c^2*p^2*r^3*x^3+240*c^2*p*q^4*x^3+1360*c^2*p*q^3*r*x^3+2880*c^2*p*q^2*r^2* x^3+2688*c^2*p*q*r^3*x^3+928*c^2*p*r^4*x^3+48*c^2*q^5*x^3+340*c^2*q^4*r*x^3+960 *c^2*q^3*r^2*x^3+1344*c^2*q^2*r^3*x^3+928*c^2*q*r^4*x^3+252*c^2*r^5*x^3+16*c*g^ 6*x^3+160*c*g^5*p*x^3+160*c*g^5*q*x^3+238*c*g^5*r*x^3+468*c*g^4*p^2*x^3+936*c*g ^4*p*q*x^3+1382*c*g^4*p*r*x^3+468*c*g^4*q^2*x^3+1382*c*g^4*q*r*x^3+1000*c*g^4*r ^2*x^3+608*c*g^3*p^3*x^3+1824*c*g^3*p^2*q*x^3+2668*c*g^3*p^2*r*x^3+1824*c*g^3*p *q^2*x^3+5336*c*g^3*p*q*r*x^3+3880*c*g^3*p*r^2*x^3+608*c*g^3*q^3*x^3+2668*c*g^3 *q^2*r*x^3+3880*c*g^3*q*r^2*x^3+1868*c*g^3*r^3*x^3+376*c*g^2*p^4*x^3+1504*c*g^2 *p^3*q*x^3+2176*c*g^2*p^3*r*x^3+2256*c*g^2*p^2*q^2*x^3+6528*c*g^2*p^2*q*r*x^3+ 4720*c*g^2*p^2*r^2*x^3+1504*c*g^2*p*q^3*x^3+6528*c*g^2*p*q^2*r*x^3+9440*c*g^2*p *q*r^2*x^3+4520*c*g^2*p*r^3*x^3+376*c*g^2*q^4*x^3+2176*c*g^2*q^3*r*x^3+4720*c*g ^2*q^2*r^2*x^3+4520*c*g^2*q*r^3*x^3+1600*c*g^2*r^4*x^3+96*c*g*p^5*x^3+480*c*g*p ^4*q*x^3+686*c*g*p^4*r*x^3+960*c*g*p^3*q^2*x^3+2744*c*g*p^3*q*r*x^3+1960*c*g*p^ 3*r^2*x^3+960*c*g*p^2*q^3*x^3+4116*c*g*p^2*q^2*r*x^3+5880*c*g*p^2*q*r^2*x^3+ 2780*c*g*p^2*r^3*x^3+480*c*g*p*q^4*x^3+2744*c*g*p*q^3*r*x^3+5880*c*g*p*q^2*r^2* x^3+5560*c*g*p*q*r^3*x^3+1944*c*g*p*r^4*x^3+96*c*g*q^5*x^3+686*c*g*q^4*r*x^3+ 1960*c*g*q^3*r^2*x^3+2780*c*g*q^2*r^3*x^3+1944*c*g*q*r^4*x^3+534*c*g*r^5*x^3+4* c*p^6*x^3+24*c*p^5*q*x^3+34*c*p^5*r*x^3+60*c*p^4*q^2*x^3+170*c*p^4*q*r*x^3+120* c*p^4*r^2*x^3+80*c*p^3*q^3*x^3+340*c*p^3*q^2*r*x^3+480*c*p^3*q*r^2*x^3+224*c*p^ 3*r^3*x^3+60*c*p^2*q^4*x^3+340*c*p^2*q^3*r*x^3+720*c*p^2*q^2*r^2*x^3+672*c*p^2* q*r^3*x^3+232*c*p^2*r^4*x^3+24*c*p*q^5*x^3+170*c*p*q^4*r*x^3+480*c*p*q^3*r^2*x^ 3+672*c*p*q^2*r^3*x^3+464*c*p*q*r^4*x^3+126*c*p*r^5*x^3+4*c*q^6*x^3+34*c*q^5*r* x^3+120*c*q^4*r^2*x^3+224*c*q^3*r^3*x^3+232*c*q^2*r^4*x^3+126*c*q*r^5*x^3+28*c* r^6*x^3+8*g^6*p*x^3+8*g^6*q*x^3+12*g^6*r*x^3+38*g^5*p^2*x^3+76*g^5*p*q*x^3+113* g^5*p*r*x^3+38*g^5*q^2*x^3+113*g^5*q*r*x^3+80*g^5*r^2*x^3+72*g^4*p^3*x^3+216*g^ 4*p^2*q*x^3+318*g^4*p^2*r*x^3+216*g^4*p*q^2*x^3+636*g^4*p*q*r*x^3+460*g^4*p*r^2 *x^3+72*g^4*q^3*x^3+318*g^4*q^2*r*x^3+460*g^4*q*r^2*x^3+220*g^4*r^3*x^3+68*g^3* p^4*x^3+272*g^3*p^3*q*x^3+396*g^3*p^3*r*x^3+408*g^3*p^2*q^2*x^3+1188*g^3*p^2*q* r*x^3+860*g^3*p^2*r^2*x^3+272*g^3*p*q^3*x^3+1188*g^3*p*q^2*r*x^3+1720*g^3*p*q*r ^2*x^3+824*g^3*p*r^3*x^3+68*g^3*q^4*x^3+396*g^3*q^3*r*x^3+860*g^3*q^2*r^2*x^3+ 824*g^3*q*r^3*x^3+292*g^3*r^4*x^3+32*g^2*p^5*x^3+160*g^2*p^4*q*x^3+230*g^2*p^4* r*x^3+320*g^2*p^3*q^2*x^3+920*g^2*p^3*q*r*x^3+660*g^2*p^3*r^2*x^3+320*g^2*p^2*q ^3*x^3+1380*g^2*p^2*q^2*r*x^3+1980*g^2*p^2*q*r^2*x^3+940*g^2*p^2*r^3*x^3+160*g^ 2*p*q^4*x^3+920*g^2*p*q^3*r*x^3+1980*g^2*p*q^2*r^2*x^3+1880*g^2*p*q*r^3*x^3+660 *g^2*p*r^4*x^3+32*g^2*q^5*x^3+230*g^2*q^4*r*x^3+660*g^2*q^3*r^2*x^3+940*g^2*q^2 *r^3*x^3+660*g^2*q*r^4*x^3+182*g^2*r^5*x^3+6*g*p^6*x^3+36*g*p^5*q*x^3+51*g*p^5* r*x^3+90*g*p^4*q^2*x^3+255*g*p^4*q*r*x^3+180*g*p^4*r^2*x^3+120*g*p^3*q^3*x^3+ 510*g*p^3*q^2*r*x^3+720*g*p^3*q*r^2*x^3+336*g*p^3*r^3*x^3+90*g*p^2*q^4*x^3+510* g*p^2*q^3*r*x^3+1080*g*p^2*q^2*r^2*x^3+1008*g*p^2*q*r^3*x^3+348*g*p^2*r^4*x^3+ 36*g*p*q^5*x^3+255*g*p*q^4*r*x^3+720*g*p*q^3*r^2*x^3+1008*g*p*q^2*r^3*x^3+696*g *p*q*r^4*x^3+189*g*p*r^5*x^3+6*g*q^6*x^3+51*g*q^5*r*x^3+180*g*q^4*r^2*x^3+336*g *q^3*r^3*x^3+348*g*q^2*r^4*x^3+189*g*q*r^5*x^3+42*g*r^6*x^3-160*a^6*c*x^2-96*a^ 6*p*x^2-80*a^6*q*x^2-128*a^6*r*x^2-832*a^5*b*c*x^2-496*a^5*b*p*x^2-400*a^5*b*q* x^2-656*a^5*b*r*x^2-1152*a^5*c^2*x^2-688*a^5*c*g*x^2-1264*a^5*c*p*x^2-992*a^5*c *q*x^2-1680*a^5*c*r*x^2+800*a^5*c*x^3-416*a^5*g*p*x^2-336*a^5*g*q*x^2-544*a^5*g *r*x^2-336*a^5*p^2*x^2-544*a^5*p*q*x^2-896*a^5*p*r*x^2+400*a^5*p*x^3-208*a^5*q^ 2*x^2-720*a^5*q*r*x^2+400*a^5*q*x^3-576*a^5*r^2*x^2+624*a^5*r*x^3-1760*a^4*b^2* c*x^2-1040*a^4*b^2*p*x^2-800*a^4*b^2*q*x^2-1360*a^4*b^2*r*x^2-4992*a^4*b*c^2*x^ 2-3024*a^4*b*c*g*x^2-5504*a^4*b*c*p*x^2-4144*a^4*b*c*q*x^2-7200*a^4*b*c*r*x^2+ 4000*a^4*b*c*x^3-1808*a^4*b*g*p*x^2-1408*a^4*b*g*q*x^2-2352*a^4*b*g*r*x^2-1472* a^4*b*p^2*x^2-2304*a^4*b*p*q*x^2-3872*a^4*b*p*r*x^2+2000*a^4*b*p*x^3-832*a^4*b* q^2*x^2-2992*a^4*b*q*r*x^2+2000*a^4*b*q*x^3-2448*a^4*b*r^2*x^2+3120*a^4*b*r*x^3 -3392*a^4*c^3*x^2-4176*a^4*c^2*g*x^2-5392*a^4*c^2*p*x^2-4096*a^4*c^2*q*x^2-7024 *a^4*c^2*r*x^2+5376*a^4*c^2*x^3-1240*a^4*c*g^2*x^2-4656*a^4*c*g*p*x^2-3536*a^4* c*g*q*x^2-6016*a^4*c*g*r*x^2+3328*a^4*c*g*x^3-2760*a^4*c*p^2*x^2-4352*a^4*c*p*q *x^2-7248*a^4*c*p*r*x^2+5056*a^4*c*p*x^3-1592*a^4*c*q^2*x^2-5584*a^4*c*q*r*x^2+ 5056*a^4*c*q*x^3-4632*a^4*c*r^2*x^2+7664*a^4*c*r*x^3-752*a^4*g^2*p*x^2-588*a^4* g^2*q*x^2-968*a^4*g^2*r*x^2-1256*a^4*g*p^2*x^2-1984*a^4*g*p*q*x^2-3264*a^4*g*p* r*x^2+1664*a^4*g*p*x^3-728*a^4*g*q^2*x^2-2544*a^4*g*q*r*x^2+1664*a^4*g*q*x^3-\ 2040*a^4*g*r^2*x^2+2596*a^4*g*r*x^3-456*a^4*p^3*x^2-1108*a^4*p^2*q*x^2-1808*a^4 *p^2*r*x^2+1184*a^4*p^2*x^3-848*a^4*p*q^2*x^2-2872*a^4*p*q*r*x^2+2368*a^4*p*q*x ^3-2344*a^4*p*r^2*x^2+3580*a^4*p*r*x^3-196*a^4*q^3*x^2-1064*a^4*q^2*r*x^2+1184* a^4*q^2*x^3-1812*a^4*q*r^2*x^2+3580*a^4*q*r*x^3-992*a^4*r^3*x^2+2556*a^4*r^2*x^ 3-1920*a^3*b^3*c*x^2-1120*a^3*b^3*p*x^2-800*a^3*b^3*q*x^2-1440*a^3*b^3*r*x^2-\ 8448*a^3*b^2*c^2*x^2-5216*a^3*b^2*c*g*x^2-9376*a^3*b^2*c*p*x^2-6656*a^3*b^2*c*q *x^2-12000*a^3*b^2*c*r*x^2+8000*a^3*b^2*c*x^3-3072*a^3*b^2*g*p*x^2-2272*a^3*b^2 *g*q*x^2-3968*a^3*b^2*g*r*x^2-2528*a^3*b^2*p^2*x^2-3776*a^3*b^2*p*q*x^2-6528*a^ 3*b^2*p*r*x^2+4000*a^3*b^2*p*x^3-1248*a^3*b^2*q^2*x^2-4768*a^3*b^2*q*r*x^2+4000 *a^3*b^2*q*x^3-4032*a^3*b^2*r^2*x^2+6240*a^3*b^2*r*x^3-11776*a^3*b*c^3*x^2-\ 14784*a^3*b*c^2*g*x^2-18896*a^3*b*c^2*p*x^2-13712*a^3*b*c^2*q*x^2-24176*a^3*b*c ^2*r*x^2+21504*a^3*b*c^2*x^3-4448*a^3*b*c*g^2*x^2-16480*a^3*b*c*g*p*x^2-12000*a ^3*b*c*g*q*x^2-21056*a^3*b*c*g*r*x^2+13312*a^3*b*c*g*x^3-9760*a^3*b*c*p^2*x^2-\ 14848*a^3*b*c*p*q*x^2-25280*a^3*b*c*p*r*x^2+20224*a^3*b*c*p*x^3-5088*a^3*b*c*q^ 2*x^2-18624*a^3*b*c*q*r*x^2+20224*a^3*b*c*q*x^3-15936*a^3*b*c*r^2*x^2+30656*a^3 *b*c*r*x^3-2652*a^3*b*g^2*p*x^2-1996*a^3*b*g^2*q*x^2-3412*a^3*b*g^2*r*x^2-4456* a^3*b*g*p^2*x^2-6800*a^3*b*g*p*q*x^2-11472*a^3*b*g*p*r*x^2+6656*a^3*b*g*p*x^3-\ 2344*a^3*b*g*q^2*x^2-8592*a^3*b*g*q*r*x^2+6656*a^3*b*g*q*x^3-7080*a^3*b*g*r^2*x ^2+10384*a^3*b*g*r*x^3-1628*a^3*b*p^3*x^2-3844*a^3*b*p^2*q*x^2-6388*a^3*b*p^2*r *x^2+4736*a^3*b*p^2*x^3-2804*a^3*b*p*q^2*x^2-9800*a^3*b*p*q*r*x^2+9472*a^3*b*p* q*x^3-8196*a^3*b*p*r^2*x^2+14320*a^3*b*p*r*x^3-588*a^3*b*q^3*x^2-3412*a^3*b*q^2 *r*x^2+4736*a^3*b*q^2*x^3-6068*a^3*b*q*r^2*x^2+14320*a^3*b*q*r*x^3-3436*a^3*b*r ^3*x^2+10224*a^3*b*r^2*x^3-5248*a^3*c^4*x^2-10064*a^3*c^3*g*x^2-10896*a^3*c^3*p *x^2-8096*a^3*c^3*q*x^2-13904*a^3*c^3*r*x^2+14112*a^3*c^3*x^3-6128*a^3*c^2*g^2* x^2-16352*a^3*c^2*g*p*x^2-12016*a^3*c^2*g*q*x^2-20728*a^3*c^2*g*r*x^2+17920*a^3 *c^2*g*x^3-8160*a^3*c^2*p^2*x^2-12640*a^3*c^2*p*q*x^2-21056*a^3*c^2*p*r*x^2+ 19376*a^3*c^2*p*x^3-4480*a^3*c^2*q^2*x^2-15824*a^3*c^2*q*r*x^2+19376*a^3*c^2*q* x^3-13296*a^3*c^2*r^2*x^2+28936*a^3*c^2*r*x^3-1204*a^3*c*g^3*x^2-6908*a^3*c*g^2 *p*x^2-5088*a^3*c*g^2*q*x^2-8744*a^3*c*g^2*r*x^2+5432*a^3*c*g^2*x^3-8540*a^3*c* g*p^2*x^2-13152*a^3*c*g*p*q*x^2-21912*a^3*c*g*p*r*x^2+16912*a^3*c*g*p*x^3-4612* a^3*c*g*q^2*x^2-16388*a^3*c*g*q*r*x^2+16912*a^3*c*g*q*x^3-13688*a^3*c*g*r^2*x^2 +25584*a^3*c*g*r*x^3-2612*a^3*c*p^3*x^2-6256*a^3*c*p^2*q*x^2-10188*a^3*c*p^2*r* x^2+8792*a^3*c*p^2*x^3-4676*a^3*c*p*q^2*x^2-15888*a^3*c*p*q*r*x^2+17584*a^3*c*p *q*x^3-13020*a^3*c*p*r^2*x^2+26208*a^3*c*p*r*x^3-1032*a^3*c*q^3*x^2-5700*a^3*c* q^2*r*x^2+8792*a^3*c*q^2*x^3-9872*a^3*c*q*r^2*x^2+26208*a^3*c*q*r*x^3-5444*a^3* c*r^3*x^2+19164*a^3*c*r^2*x^3-728*a^3*g^3*p*x^2-552*a^3*g^3*q*x^2-928*a^3*g^3*r *x^2-1884*a^3*g^2*p^2*x^2-2908*a^3*g^2*p*q*x^2-4808*a^3*g^2*p*r*x^2+2716*a^3*g^ 2*p*x^3-1024*a^3*g^2*q^2*x^2-3642*a^3*g^2*q*r*x^2+2716*a^3*g^2*q*x^3-2942*a^3*g ^2*r^2*x^2+4238*a^3*g^2*r*x^3-1440*a^3*g*p^3*x^2-3440*a^3*g*p^2*q*x^2-5592*a^3* g*p^2*r*x^2+3976*a^3*g*p^2*x^3-2560*a^3*g*p*q^2*x^2-8704*a^3*g*p*q*r*x^2+7952*a ^3*g*p*q*x^3-7104*a^3*g*p*r^2*x^2+11998*a^3*g*p*r*x^3-560*a^3*g*q^3*x^2-3112*a^ 3*g*q^2*r*x^2+3976*a^3*g*q^2*x^3-5360*a^3*g*q*r^2*x^2+11998*a^3*g*q*r*x^3-2952* a^3*g*r^3*x^2+8544*a^3*g*r^2*x^3-300*a^3*p^4*x^2-980*a^3*p^3*q*x^2-1568*a^3*p^3 *r*x^2+1316*a^3*p^3*x^3-1140*a^3*p^2*q^2*x^2-3768*a^3*p^2*q*r*x^2+3948*a^3*p^2* q*x^3-3028*a^3*p^2*r^2*x^2+5870*a^3*p^2*r*x^3-540*a^3*p*q^3*x^2-2832*a^3*p*q^2* r*x^2+3948*a^3*p*q^2*x^3-4748*a^3*p*q*r^2*x^2+11740*a^3*p*q*r*x^3-2552*a^3*p*r^ 3*x^2+8604*a^3*p*r^2*x^3-80*a^3*q^4*x^2-632*a^3*q^3*r*x^2+1316*a^3*q^3*x^3-1720 *a^3*q^2*r^2*x^2+5870*a^3*q^2*r*x^3-1960*a^3*q*r^3*x^2+8604*a^3*q*r^2*x^3-792*a ^3*r^4*x^2+4194*a^3*r^3*x^3-1120*a^2*b^4*c*x^2-640*a^2*b^4*p*x^2-400*a^2*b^4*q* x^2-800*a^2*b^4*r*x^2-6912*a^2*b^3*c^2*x^2-4384*a^2*b^3*c*g*x^2-7744*a^2*b^3*c* p*x^2-5024*a^2*b^3*c*q*x^2-9600*a^2*b^3*c*r*x^2+8000*a^2*b^3*c*x^3-2528*a^2*b^3 *g*p*x^2-1728*a^2*b^3*g*q*x^2-3232*a^2*b^3*g*r*x^2-2112*a^2*b^3*p^2*x^2-2944*a^ 2*b^3*p*q*x^2-5312*a^2*b^3*p*r*x^2+4000*a^2*b^3*p*x^3-832*a^2*b^3*q^2*x^2-3552* a^2*b^3*q*r*x^2+4000*a^2*b^3*q*x^3-3168*a^2*b^3*r^2*x^2+6240*a^2*b^3*r*x^3-\ 14976*a^2*b^2*c^3*x^2-19296*a^2*b^2*c^2*g*x^2-24336*a^2*b^2*c^2*p*x^2-16560*a^2 *b^2*c^2*q*x^2-30384*a^2*b^2*c^2*r*x^2+32256*a^2*b^2*c^2*x^3-5904*a^2*b^2*c*g^2 *x^2-21504*a^2*b^2*c*g*p*x^2-14784*a^2*b^2*c*g*q*x^2-27072*a^2*b^2*c*g*r*x^2+ 19968*a^2*b^2*c*g*x^3-12720*a^2*b^2*c*p^2*x^2-18432*a^2*b^2*c*p*q*x^2-32352*a^2 *b^2*c*p*r*x^2+30336*a^2*b^2*c*p*x^3-5712*a^2*b^2*c*q^2*x^2-22368*a^2*b^2*c*q*r *x^2+30336*a^2*b^2*c*q*x^3-20016*a^2*b^2*c*r^2*x^2+45984*a^2*b^2*c*r*x^3-3444*a ^2*b^2*g^2*p*x^2-2460*a^2*b^2*g^2*q*x^2-4428*a^2*b^2*g^2*r*x^2-5832*a^2*b^2*g*p ^2*x^2-8496*a^2*b^2*g*p*q*x^2-14832*a^2*b^2*g*p*r*x^2+9984*a^2*b^2*g*p*x^3-2664 *a^2*b^2*g*q^2*x^2-10512*a^2*b^2*g*q*r*x^2+9984*a^2*b^2*g*q*x^3-9000*a^2*b^2*g* r^2*x^2+15576*a^2*b^2*g*r*x^3-2148*a^2*b^2*p^3*x^2-4884*a^2*b^2*p^2*q*x^2-8316* a^2*b^2*p^2*r*x^2+7104*a^2*b^2*p^2*x^3-3324*a^2*b^2*p*q^2*x^2-12168*a^2*b^2*p*q *r*x^2+14208*a^2*b^2*p*q*x^3-10524*a^2*b^2*p*r^2*x^2+21480*a^2*b^2*p*r*x^3-588* a^2*b^2*q^3*x^2-3852*a^2*b^2*q^2*r*x^2+7104*a^2*b^2*q^2*x^3-7332*a^2*b^2*q*r^2* x^2+21480*a^2*b^2*q*r*x^3-4356*a^2*b^2*r^3*x^2+15336*a^2*b^2*r^2*x^3-13696*a^2* b*c^4*x^2-26960*a^2*b*c^3*g*x^2-28768*a^2*b*c^3*p*x^2-20368*a^2*b*c^3*q*x^2-\ 36032*a^2*b*c^3*r*x^2+42336*a^2*b*c^3*x^3-16688*a^2*b*c^2*g^2*x^2-43920*a^2*b*c ^2*g*p*x^2-30912*a^2*b*c^2*g*q*x^2-55072*a^2*b*c^2*g*r*x^2+53760*a^2*b*c^2*g*x^ 3-21776*a^2*b*c^2*p^2*x^2-32512*a^2*b*c^2*p*q*x^2-55424*a^2*b*c^2*p*r*x^2+58128 *a^2*b*c^2*p*x^3-10736*a^2*b*c^2*q^2*x^2-39728*a^2*b*c^2*q*r*x^2+58128*a^2*b*c^ 2*q*x^3-34560*a^2*b*c^2*r^2*x^2+86808*a^2*b*c^2*r*x^3-3316*a^2*b*c*g^3*x^2-\ 18688*a^2*b*c*g^2*p*x^2-13228*a^2*b*c*g^2*q*x^2-23552*a^2*b*c*g^2*r*x^2+16296*a ^2*b*c*g^2*x^3-23028*a^2*b*c*g*p^2*x^2-34272*a^2*b*c*g*p*q*x^2-58600*a^2*b*c*g* p*r*x^2+50736*a^2*b*c*g*p*x^3-11244*a^2*b*c*g*q^2*x^2-42028*a^2*b*c*g*q*r*x^2+ 50736*a^2*b*c*g*q*x^3-36272*a^2*b*c*g*r^2*x^2+76752*a^2*b*c*g*r*x^3-7048*a^2*b* c*p^3*x^2-16404*a^2*b*c*p^2*q*x^2-27216*a^2*b*c*p^2*r*x^2+26376*a^2*b*c*p^2*x^3 -11664*a^2*b*c*p*q^2*x^2-40968*a^2*b*c*p*q*r*x^2+52752*a^2*b*c*p*q*x^3-34456*a^ 2*b*c*p*r^2*x^2+78624*a^2*b*c*p*r*x^3-2308*a^2*b*c*q^3*x^2-13752*a^2*b*c*q^2*r* x^2+26376*a^2*b*c*q^2*x^3-25012*a^2*b*c*q*r^2*x^2+78624*a^2*b*c*q*r*x^3-14288*a ^2*b*c*r^3*x^2+57492*a^2*b*c*r^2*x^3-1960*a^2*b*g^3*p*x^2-1432*a^2*b*g^3*q*x^2-\ 2512*a^2*b*g^3*r*x^2-5084*a^2*b*g^2*p^2*x^2-7588*a^2*b*g^2*p*q*x^2-12928*a^2*b* g^2*p*r*x^2+8148*a^2*b*g^2*p*x^3-2504*a^2*b*g^2*q^2*x^2-9430*a^2*b*g^2*q*r*x^2+ 8148*a^2*b*g^2*q*x^3-7862*a^2*b*g^2*r^2*x^2+12714*a^2*b*g^2*r*x^3-3904*a^2*b*g* p^3*x^2-9072*a^2*b*g*p^2*q*x^2-15068*a^2*b*g*p^2*r*x^2+11928*a^2*b*g*p^2*x^3-\ 6432*a^2*b*g*p*q^2*x^2-22696*a^2*b*g*p*q*r*x^2+23856*a^2*b*g*p*q*x^3-19000*a^2* b*g*p*r^2*x^2+35994*a^2*b*g*p*r*x^3-1264*a^2*b*g*q^3*x^2-7628*a^2*b*g*q^2*r*x^2 +11928*a^2*b*g*q^2*x^3-13768*a^2*b*g*q*r^2*x^2+35994*a^2*b*g*q*r*x^3-7836*a^2*b *g*r^3*x^2+25632*a^2*b*g*r^2*x^3-820*a^2*b*p^4*x^2-2620*a^2*b*p^3*q*x^2-4256*a^ 2*b*p^3*r*x^2+3948*a^2*b*p^3*x^3-2940*a^2*b*p^2*q^2*x^2-9960*a^2*b*p^2*q*r*x^2+ 11844*a^2*b*p^2*q*x^3-8164*a^2*b*p^2*r^2*x^2+17610*a^2*b*p^2*r*x^3-1300*a^2*b*p *q^3*x^2-7152*a^2*b*p*q^2*r*x^2+11844*a^2*b*p*q^2*x^3-12404*a^2*b*p*q*r^2*x^2+ 35220*a^2*b*p*q*r*x^3-6840*a^2*b*p*r^3*x^2+25812*a^2*b*p*r^2*x^3-160*a^2*b*q^4* x^2-1448*a^2*b*q^3*r*x^2+3948*a^2*b*q^3*x^3-4240*a^2*b*q^2*r^2*x^2+17610*a^2*b* q^2*r*x^3-5064*a^2*b*q*r^3*x^2+25812*a^2*b*q*r^2*x^3-2112*a^2*b*r^4*x^2+12582*a ^2*b*r^3*x^3-4512*a^2*c^5*x^2-12080*a^2*c^4*g*x^2-11536*a^2*c^4*p*x^2-8432*a^2* c^4*q*x^2-14448*a^2*c^4*r*x^2+18112*a^2*c^4*x^3-11352*a^2*c^3*g^2*x^2-25776*a^2 *c^3*g*p*x^2-18512*a^2*c^3*g*q*x^2-32160*a^2*c^3*g*r*x^2+35456*a^2*c^3*g*x^3-\ 11304*a^2*c^3*p^2*x^2-17280*a^2*c^3*p*q*x^2-28688*a^2*c^3*p*r*x^2+32576*a^2*c^3 *p*x^3-5976*a^2*c^3*q^2*x^2-21200*a^2*c^3*q*r*x^2+32576*a^2*c^3*q*x^3-17880*a^2 *c^3*r^2*x^2+48072*a^2*c^3*r*x^3-4548*a^2*c^2*g^3*x^2-18716*a^2*c^2*g^2*p*x^2-\ 13364*a^2*c^2*g^2*q*x^2-23348*a^2*c^2*g^2*r*x^2+21872*a^2*c^2*g^2*x^3-19828*a^2 *c^2*g*p^2*x^2-30000*a^2*c^2*g*p*q*x^2-50256*a^2*c^2*g*p*r*x^2+49040*a^2*c^2*g* p*x^3-10172*a^2*c^2*g*q^2*x^2-36632*a^2*c^2*g*q*r*x^2+49040*a^2*c^2*g*q*x^3-\ 31216*a^2*c^2*g*r^2*x^2+73112*a^2*c^2*g*r*x^3-5292*a^2*c^2*p^3*x^2-12540*a^2*c^ 2*p^2*q*x^2-20332*a^2*c^2*p^2*r*x^2+21696*a^2*c^2*p^2*x^3-9204*a^2*c^2*p*q^2*x^ 2-31304*a^2*c^2*p*q*r*x^2+43392*a^2*c^2*p*q*x^3-25636*a^2*c^2*p*r^2*x^2+63904*a ^2*c^2*p*r*x^3-1956*a^2*c^2*q^3*x^2-10972*a^2*c^2*q^2*r*x^2+21696*a^2*c^2*q^2*x ^3-19180*a^2*c^2*q*r^2*x^2+63904*a^2*c^2*q*r*x^3-10596*a^2*c^2*r^3*x^2+46720*a^ 2*c^2*r^2*x^3-664*a^2*c*g^4*x^2-5152*a^2*c*g^3*p*x^2-3696*a^2*c*g^3*q*x^2-6452* a^2*c*g^3*r*x^2+4336*a^2*c*g^3*x^3-9916*a^2*c*g^2*p^2*x^2-14956*a^2*c*g^2*p*q*x ^2-25108*a^2*c*g^2*p*r*x^2+20712*a^2*c*g^2*p*x^3-5040*a^2*c*g^2*q^2*x^2-18302*a ^2*c*g^2*q*r*x^2+20712*a^2*c*g^2*q*x^3-15464*a^2*c*g^2*r^2*x^2+31306*a^2*c*g^2* r*x^3-6536*a^2*c*g*p^3*x^2-15400*a^2*c*g*p^2*q*x^2-25104*a^2*c*g*p^2*r*x^2+ 22448*a^2*c*g*p^2*x^3-11192*a^2*c*g*p*q^2*x^2-38368*a^2*c*g*p*q*r*x^2+44896*a^2 *c*g*p*q*x^3-31628*a^2*c*g*p*r^2*x^2+66774*a^2*c*g*p*r*x^3-2328*a^2*c*g*q^3*x^2 -13264*a^2*c*g*q^2*r*x^2+22448*a^2*c*g*q^2*x^3-23402*a^2*c*g*q*r^2*x^2+66774*a^ 2*c*g*q*r*x^3-13060*a^2*c*g*r^3*x^2+48556*a^2*c*g*r^2*x^3-1172*a^2*c*p^4*x^2-\ 3796*a^2*c*p^3*q*x^2-6040*a^2*c*p^3*r*x^2+6320*a^2*c*p^3*x^3-4356*a^2*c*p^2*q^2 *x^2-14376*a^2*c*p^2*q*r*x^2+18960*a^2*c*p^2*q*x^3-11508*a^2*c*p^2*r^2*x^2+ 27850*a^2*c*p^2*r*x^3-2012*a^2*c*p*q^3*x^2-10632*a^2*c*p*q^2*r*x^2+18960*a^2*c* p*q^2*x^3-17868*a^2*c*p*q*r^2*x^2+55700*a^2*c*p*q*r*x^3-9584*a^2*c*p*r^3*x^2+ 40656*a^2*c*p*r^2*x^3-280*a^2*c*q^4*x^2-2296*a^2*c*q^3*r*x^2+6320*a^2*c*q^3*x^3 -6360*a^2*c*q^2*r^2*x^2+27850*a^2*c*q^2*r*x^3-7288*a^2*c*q*r^3*x^2+40656*a^2*c* q*r^2*x^3-2944*a^2*c*r^4*x^2+19692*a^2*c*r^3*x^3-398*a^2*g^4*p*x^2-294*a^2*g^4* q*x^2-506*a^2*g^4*r*x^2-1414*a^2*g^3*p^2*x^2-2138*a^2*g^3*p*q*x^2-3576*a^2*g^3* p*r*x^2+2168*a^2*g^3*p*x^3-724*a^2*g^3*q^2*x^2-2643*a^2*g^3*q*r*x^2+2168*a^2*g^ 3*q*x^3-2163*a^2*g^3*r^2*x^2+3384*a^2*g^3*r*x^3-1698*a^2*g^2*p^3*x^2-3994*a^2*g ^2*p^2*q*x^2-6518*a^2*g^2*p^2*r*x^2+4888*a^2*g^2*p^2*x^3-2894*a^2*g^2*p*q^2*x^2 -9964*a^2*g^2*p*q*r*x^2+9776*a^2*g^2*p*q*x^3-8176*a^2*g^2*p*r^2*x^2+14739*a^2*g ^2*p*r*x^3-598*a^2*g^2*q^3*x^2-3446*a^2*g^2*q^2*r*x^2+4888*a^2*g^2*q^2*x^3-6039 *a^2*g^2*q*r^2*x^2+14739*a^2*g^2*q*r*x^3-3356*a^2*g^2*r^3*x^2+10484*a^2*g^2*r^2 *x^3-778*a^2*g*p^4*x^2-2514*a^2*g*p^3*q*x^2-4008*a^2*g*p^3*r*x^2+3396*a^2*g*p^3 *x^3-2874*a^2*g*p^2*q^2*x^2-9510*a^2*g*p^2*q*r*x^2+10188*a^2*g*p^2*q*x^3-7636*a ^2*g*p^2*r^2*x^2+15109*a^2*g*p^2*r*x^3-1318*a^2*g*p*q^3*x^2-6996*a^2*g*p*q^2*r* x^2+10188*a^2*g*p*q^2*x^3-11798*a^2*g*p*q*r^2*x^2+30218*a^2*g*p*q*r*x^3-6360*a^ 2*g*p*r^3*x^2+21994*a^2*g*p*r^2*x^3-180*a^2*g*q^4*x^2-1494*a^2*g*q^3*r*x^2+3396 *a^2*g*q^3*x^3-4162*a^2*g*q^2*r^2*x^2+15109*a^2*g*q^2*r*x^3-4802*a^2*g*q*r^3*x^ 2+21994*a^2*g*q*r^2*x^3-1954*a^2*g*r^4*x^2+10614*a^2*g*r^3*x^3-96*a^2*p^5*x^2-\ 396*a^2*p^4*q*x^2-620*a^2*p^4*r*x^2+676*a^2*p^4*x^3-624*a^2*p^3*q^2*x^2-2012*a^ 2*p^3*q*r*x^2+2704*a^2*p^3*q*x^3-1580*a^2*p^3*r^2*x^2+3958*a^2*p^3*r*x^3-456*a^ 2*p^2*q^3*x^2-2316*a^2*p^2*q^2*r*x^2+4056*a^2*p^2*q^2*x^3-3780*a^2*p^2*q*r^2*x^ 2+11874*a^2*p^2*q*r*x^3-1980*a^2*p^2*r^3*x^2+8648*a^2*p^2*r^2*x^3-144*a^2*p*q^4 *x^2-1076*a^2*p*q^3*r*x^2+2704*a^2*p*q^3*x^3-2820*a^2*p*q^2*r^2*x^2+11874*a^2*p *q^2*r*x^3-3108*a^2*p*q*r^3*x^2+17296*a^2*p*q*r^2*x^3-1220*a^2*p*r^4*x^2+8354*a ^2*p*r^3*x^3-12*a^2*q^5*x^2-152*a^2*q^4*r*x^2+676*a^2*q^4*x^3-620*a^2*q^3*r^2*x ^2+3958*a^2*q^3*r*x^3-1128*a^2*q^2*r^3*x^2+8648*a^2*q^2*r^2*x^3-944*a^2*q*r^4*x ^2+8354*a^2*q*r^3*x^3-296*a^2*r^5*x^2+2988*a^2*r^4*x^3-320*a*b^5*c*x^2-176*a*b^ 5*p*x^2-80*a*b^5*q*x^2-208*a*b^5*r*x^2-2688*a*b^4*c^2*x^2-1776*a*b^4*c*g*x^2-\ 3056*a*b^4*c*p*x^2-1696*a*b^4*c*q*x^2-3600*a*b^4*c*r*x^2+4000*a*b^4*c*x^3-992*a *b^4*g*p*x^2-592*a*b^4*g*q*x^2-1248*a*b^4*g*r*x^2-848*a*b^4*p^2*x^2-1056*a*b^4* p*q*x^2-2048*a*b^4*p*r*x^2+2000*a*b^4*p*x^3-208*a*b^4*q^2*x^2-1168*a*b^4*q*r*x^ 2+2000*a*b^4*q*x^3-1152*a*b^4*r^2*x^2+3120*a*b^4*r*x^3-8192*a*b^3*c^3*x^2-10944 *a*b^3*c^2*g*x^2-13552*a*b^3*c^2*p*x^2-8368*a*b^3*c^2*q*x^2-16336*a*b^3*c^2*r*x ^2+21504*a*b^3*c^2*x^3-3424*a*b^3*c*g^2*x^2-12192*a*b^3*c*g*p*x^2-7712*a*b^3*c* g*q*x^2-15040*a*b^3*c*g*r*x^2+13312*a*b^3*c*g*x^3-7200*a*b^3*c*p^2*x^2-9728*a*b ^3*c*p*q*x^2-17856*a*b^3*c*p*r*x^2+20224*a*b^3*c*p*x^3-2528*a*b^3*c*q^2*x^2-\ 11200*a*b^3*c*q*r*x^2+20224*a*b^3*c*q*x^3-10752*a*b^3*c*r^2*x^2+30656*a*b^3*c*r *x^3-1940*a*b^3*g^2*p*x^2-1284*a*b^3*g^2*q*x^2-2492*a*b^3*g^2*r*x^2-3320*a*b^3* g*p^2*x^2-4528*a*b^3*g*p*q*x^2-8304*a*b^3*g*p*r*x^2+6656*a*b^3*g*p*x^3-1208*a*b ^3*g*q^2*x^2-5424*a*b^3*g*q*r*x^2+6656*a*b^3*g*q*x^3-4920*a*b^3*g*r^2*x^2+10384 *a*b^3*g*r*x^3-1236*a*b^3*p^3*x^2-2668*a*b^3*p^2*q*x^2-4700*a*b^3*p^2*r*x^2+ 4736*a*b^3*p^2*x^3-1628*a*b^3*p*q^2*x^2-6424*a*b^3*p*q*r*x^2+9472*a*b^3*p*q*x^3 -5836*a*b^3*p*r^2*x^2+14320*a*b^3*p*r*x^3-196*a*b^3*q^3*x^2-1724*a*b^3*q^2*r*x^ 2+4736*a*b^3*q^2*x^3-3708*a*b^3*q*r^2*x^2+14320*a*b^3*q*r*x^3-2372*a*b^3*r^3*x^ 2+10224*a*b^3*r^2*x^3-11648*a*b^2*c^4*x^2-23728*a*b^2*c^3*g*x^2-24848*a*b^2*c^3 *p*x^2-16448*a*b^2*c^3*q*x^2-30352*a*b^2*c^3*r*x^2+42336*a*b^2*c^3*x^3-14992*a* b^2*c^2*g^2*x^2-38784*a*b^2*c^2*g*p*x^2-25776*a*b^2*c^2*g*q*x^2-47960*a*b^2*c^2 *g*r*x^2+53760*a*b^2*c^2*g*x^3-19072*a*b^2*c^2*p^2*x^2-27104*a*b^2*c^2*p*q*x^2-\ 47680*a*b^2*c^2*p*r*x^2+58128*a*b^2*c^2*p*x^3-8032*a*b^2*c^2*q^2*x^2-31984*a*b^ 2*c^2*q*r*x^2+58128*a*b^2*c^2*q*x^3-29232*a*b^2*c^2*r^2*x^2+86808*a*b^2*c^2*r*x ^3-3020*a*b^2*c*g^3*x^2-16652*a*b^2*c*g^2*p*x^2-11192*a*b^2*c*g^2*q*x^2-20872*a *b^2*c*g^2*r*x^2+16296*a*b^2*c*g^2*x^3-20436*a*b^2*c*g*p^2*x^2-29088*a*b^2*c*g* p*q*x^2-51464*a*b^2*c*g*p*r*x^2+50736*a*b^2*c*g*p*x^3-8652*a*b^2*c*g*q^2*x^2-\ 34892*a*b^2*c*g*q*r*x^2+50736*a*b^2*c*g*q*x^3-31480*a*b^2*c*g*r^2*x^2+76752*a*b ^2*c*g*r*x^3-6260*a*b^2*c*p^3*x^2-14040*a*b^2*c*p^2*q*x^2-23868*a*b^2*c*p^2*r*x ^2+26376*a*b^2*c*p^2*x^3-9300*a*b^2*c*p*q^2*x^2-34272*a*b^2*c*p*q*r*x^2+52752*a *b^2*c*p*q*x^3-29852*a*b^2*c*p*r^2*x^2+78624*a*b^2*c*p*r*x^3-1520*a*b^2*c*q^3*x ^2-10404*a*b^2*c*q^2*r*x^2+26376*a*b^2*c*q^2*x^3-20408*a*b^2*c*q*r^2*x^2+78624* a*b^2*c*q*r*x^3-12244*a*b^2*c*r^3*x^2+57492*a*b^2*c*r^2*x^3-1736*a*b^2*g^3*p*x^ 2-1208*a*b^2*g^3*q*x^2-2240*a*b^2*g^3*r*x^2-4516*a*b^2*g^2*p^2*x^2-6452*a*b^2*g ^2*p*q*x^2-11432*a*b^2*g^2*p*r*x^2+8148*a*b^2*g^2*p*x^3-1936*a*b^2*g^2*q^2*x^2-\ 7934*a*b^2*g^2*q*r*x^2+8148*a*b^2*g^2*q*x^3-6898*a*b^2*g^2*r^2*x^2+12714*a*b^2* g^2*r*x^3-3488*a*b^2*g*p^3*x^2-7824*a*b^2*g*p^2*q*x^2-13360*a*b^2*g*p^2*r*x^2+ 11928*a*b^2*g*p^2*x^3-5184*a*b^2*g*p*q^2*x^2-19280*a*b^2*g*p*q*r*x^2+23856*a*b^ 2*g*p*q*x^3-16688*a*b^2*g*p*r^2*x^2+35994*a*b^2*g*p*r*x^3-848*a*b^2*g*q^3*x^2-\ 5920*a*b^2*g*q^2*r*x^2+11928*a*b^2*g*q^2*x^3-11456*a*b^2*g*q*r^2*x^2+35994*a*b^ 2*g*q*r*x^3-6816*a*b^2*g*r^3*x^2+25632*a*b^2*g*r^2*x^3-740*a*b^2*p^4*x^2-2300*a *b^2*p^3*q*x^2-3808*a*b^2*p^3*r*x^2+3948*a*b^2*p^3*x^3-2460*a*b^2*p^2*q^2*x^2-\ 8616*a*b^2*p^2*q*r*x^2+11844*a*b^2*p^2*q*x^3-7244*a*b^2*p^2*r^2*x^2+17610*a*b^2 *p^2*r*x^3-980*a*b^2*p*q^3*x^2-5808*a*b^2*p*q^2*r*x^2+11844*a*b^2*p*q^2*x^3-\ 10564*a*b^2*p*q*r^2*x^2+35220*a*b^2*p*q*r*x^3-6024*a*b^2*p*r^3*x^2+25812*a*b^2* p*r^2*x^3-80*a*b^2*q^4*x^2-1000*a*b^2*q^3*r*x^2+3948*a*b^2*q^3*x^3-3320*a*b^2*q ^2*r^2*x^2+17610*a*b^2*q^2*r*x^3-4248*a*b^2*q*r^3*x^2+25812*a*b^2*q*r^2*x^3-\ 1848*a*b^2*r^4*x^2+12582*a*b^2*r^3*x^3-7872*a*b*c^5*x^2-21792*a*b*c^4*g*x^2-\ 20384*a*b*c^4*p*x^2-14176*a*b*c^4*q*x^2-25056*a*b*c^4*r*x^2+36224*a*b*c^4*x^3-\ 20880*a*b*c^3*g^2*x^2-46624*a*b*c^3*g*p*x^2-32096*a*b*c^3*g*q*x^2-57672*a*b*c^3 *g*r*x^2+70912*a*b*c^3*g*x^3-20208*a*b*c^3*p^2*x^2-29760*a*b*c^3*p*q*x^2-50592* a*b*c^3*p*r*x^2+65152*a*b*c^3*p*x^3-9552*a*b*c^3*q^2*x^2-35616*a*b*c^3*q*r*x^2+ 65152*a*b*c^3*q*x^3-31152*a*b*c^3*r^2*x^2+96144*a*b*c^3*r*x^3-8472*a*b*c^2*g^3* x^2-34248*a*b*c^2*g^2*p*x^2-23544*a*b*c^2*g^2*q*x^2-42624*a*b*c^2*g^2*r*x^2+ 43744*a*b*c^2*g^2*x^3-36008*a*b*c^2*g*p^2*x^2-52704*a*b*c^2*g*p*q*x^2-90664*a*b *c^2*g*p*r*x^2+98080*a*b*c^2*g*p*x^3-16696*a*b*c^2*g*q^2*x^2-63416*a*b*c^2*g*q* r*x^2+98080*a*b*c^2*g*q*x^3-55920*a*b*c^2*g*r^2*x^2+146224*a*b*c^2*g*r*x^3-9576 *a*b*c^2*p^3*x^2-22056*a*b*c^2*p^2*q*x^2-36432*a*b*c^2*p^2*r*x^2+43392*a*b*c^2* p^2*x^3-15384*a*b*c^2*p*q^2*x^2-54144*a*b*c^2*p*q*r*x^2+86784*a*b*c^2*p*q*x^3-\ 45528*a*b*c^2*p*r^2*x^2+127808*a*b*c^2*p*r*x^3-2904*a*b*c^2*q^3*x^2-17712*a*b*c ^2*q^2*r*x^2+43392*a*b*c^2*q^2*x^3-32616*a*b*c^2*q*r^2*x^2+127808*a*b*c^2*q*r*x ^3-18672*a*b*c^2*r^3*x^2+93440*a*b*c^2*r^2*x^3-1248*a*b*c*g^4*x^2-9472*a*b*c*g^ 3*p*x^2-6560*a*b*c*g^3*q*x^2-11898*a*b*c*g^3*r*x^2+8672*a*b*c*g^3*x^3-18112*a*b *c*g^2*p^2*x^2-26472*a*b*c*g^2*p*q*x^2-45764*a*b*c*g^2*p*r*x^2+41424*a*b*c*g^2* p*x^3-8360*a*b*c*g^2*q^2*x^2-32152*a*b*c*g^2*q*r*x^2+41424*a*b*c*g^2*q*x^3-\ 28092*a*b*c*g^2*r^2*x^2+62612*a*b*c*g^2*r*x^3-11936*a*b*c*g*p^3*x^2-27392*a*b*c *g*p^2*q*x^2-45626*a*b*c*g*p^2*r*x^2+44896*a*b*c*g*p^2*x^3-18976*a*b*c*g*p*q^2* x^2-67572*a*b*c*g*p*q*r*x^2+89792*a*b*c*g*p*q*x^3-57150*a*b*c*g*p*r^2*x^2+ 133548*a*b*c*g*p*r*x^3-3520*a*b*c*g*q^3*x^2-21946*a*b*c*g*q^2*r*x^2+44896*a*b*c *g*q^2*x^3-40698*a*b*c*g*q*r^2*x^2+133548*a*b*c*g*q*r*x^3-23460*a*b*c*g*r^3*x^2 +97112*a*b*c*g*r^2*x^3-2152*a*b*c*p^4*x^2-6824*a*b*c*p^3*q*x^2-11016*a*b*c*p^3* r*x^2+12640*a*b*c*p^3*x^3-7560*a*b*c*p^2*q^2*x^2-25560*a*b*c*p^2*q*r*x^2+37920* a*b*c*p^2*q*x^3-20856*a*b*c*p^2*r^2*x^2+55700*a*b*c*p^2*r*x^3-3256*a*b*c*p*q^3* x^2-18072*a*b*c*p*q^2*r*x^2+37920*a*b*c*p*q^2*x^3-31416*a*b*c*p*q*r^2*x^2+ 111400*a*b*c*p*q*r*x^3-17272*a*b*c*p*r^3*x^2+81312*a*b*c*p*r^2*x^3-368*a*b*c*q^ 4*x^2-3528*a*b*c*q^3*r*x^2+12640*a*b*c*q^3*x^3-10560*a*b*c*q^2*r^2*x^2+55700*a* b*c*q^2*r*x^3-12680*a*b*c*q*r^3*x^2+81312*a*b*c*q*r^2*x^3-5280*a*b*c*r^4*x^2+ 39384*a*b*c*r^3*x^3-728*a*b*g^4*p*x^2-520*a*b*g^4*q*x^2-936*a*b*g^4*r*x^2-2580* a*b*g^3*p^2*x^2-3780*a*b*g^3*p*q*x^2-6540*a*b*g^3*p*r*x^2+4336*a*b*g^3*p*x^3-\ 1200*a*b*g^3*q^2*x^2-4674*a*b*g^3*q*r*x^2+4336*a*b*g^3*q*x^3-3960*a*b*g^3*r^2*x ^2+6768*a*b*g^3*r*x^3-3104*a*b*g^2*p^3*x^2-7112*a*b*g^2*p^2*q*x^2-11895*a*b*g^2 *p^2*r*x^2+9776*a*b*g^2*p^2*x^3-4912*a*b*g^2*p*q^2*x^2-17646*a*b*g^2*p*q*r*x^2+ 19552*a*b*g^2*p*q*x^3-14863*a*b*g^2*p*r^2*x^2+29478*a*b*g^2*p*r*x^3-904*a*b*g^2 *q^3*x^2-5751*a*b*g^2*q^2*r*x^2+9776*a*b*g^2*q^2*x^3-10589*a*b*g^2*q*r^2*x^2+ 29478*a*b*g^2*q*r*x^3-6072*a*b*g^2*r^3*x^2+20968*a*b*g^2*r^2*x^3-1432*a*b*g*p^4 *x^2-4532*a*b*g*p^3*q*x^2-7356*a*b*g*p^3*r*x^2+6792*a*b*g*p^3*x^3-5004*a*b*g*p^ 2*q^2*x^2-17040*a*b*g*p^2*q*r*x^2+20376*a*b*g*p^2*q*x^3-13956*a*b*g*p^2*r^2*x^2 +30218*a*b*g*p^2*r*x^3-2140*a*b*g*p*q^3*x^2-12012*a*b*g*p*q^2*r*x^2+20376*a*b*g *p*q^2*x^3-20964*a*b*g*p*q*r^2*x^2+60436*a*b*g*p*q*r*x^3-11572*a*b*g*p*r^3*x^2+ 43988*a*b*g*p*r^2*x^3-236*a*b*g*q^4*x^2-2328*a*b*g*q^3*r*x^2+6792*a*b*g*q^3*x^3 -7008*a*b*g*q^2*r^2*x^2+30218*a*b*g*q^2*r*x^3-8456*a*b*g*q*r^3*x^2+43988*a*b*g* q*r^2*x^3-3540*a*b*g*r^4*x^2+21228*a*b*g*r^3*x^3-180*a*b*p^5*x^2-732*a*b*p^4*q* x^2-1158*a*b*p^4*r*x^2+1352*a*b*p^4*x^3-1128*a*b*p^3*q^2*x^2-3696*a*b*p^3*q*r*x ^2+5408*a*b*p^3*q*x^3-2940*a*b*p^3*r^2*x^2+7916*a*b*p^3*r*x^3-792*a*b*p^2*q^3*x ^2-4140*a*b*p^2*q^2*r*x^2+8112*a*b*p^2*q^2*x^3-6900*a*b*p^2*q*r^2*x^2+23748*a*b *p^2*q*r*x^3-3672*a*b*p^2*r^3*x^2+17296*a*b*p^2*r^2*x^3-228*a*b*p*q^4*x^2-1824* a*b*p*q^3*r*x^2+5408*a*b*p*q^3*x^3-4980*a*b*p*q^2*r^2*x^2+23748*a*b*p*q^2*r*x^3 -5640*a*b*p*q*r^3*x^2+34592*a*b*p*q*r^2*x^3-2256*a*b*p*r^4*x^2+16708*a*b*p*r^3* x^3-12*a*b*q^5*x^2-222*a*b*q^4*r*x^2+1352*a*b*q^4*x^3-1020*a*b*q^3*r^2*x^2+7916 *a*b*q^3*r*x^3-1968*a*b*q^2*r^3*x^2+17296*a*b*q^2*r^2*x^3-1704*a*b*q*r^4*x^2+ 16708*a*b*q*r^3*x^3-546*a*b*r^5*x^2+5976*a*b*r^4*x^3-2048*a*c^6*x^2-7232*a*c^5* g*x^2-6208*a*c^5*p*x^2-4480*a*c^5*q*x^2-7648*a*c^5*r*x^2+11392*a*c^5*x^3-9344*a *c^4*g^2*x^2-19104*a*c^4*g*p*x^2-13472*a*c^4*g*q*x^2-23576*a*c^4*g*r*x^2+30592* a*c^4*g*x^3-7488*a*c^4*p^2*x^2-11328*a*c^4*p*q*x^2-18720*a*c^4*p*r*x^2+25280*a* c^4*p*x^3-3840*a*c^4*q^2*x^2-13664*a*c^4*q*r*x^2+25280*a*c^4*q*x^3-11520*a*c^4* r^2*x^2+36928*a*c^4*r*x^3-5728*a*c^3*g^3*x^2-20272*a*c^3*g^2*p*x^2-14160*a*c^3* g^2*q*x^2-25076*a*c^3*g^2*r*x^2+28800*a*c^3*g^2*x^3-19376*a*c^3*g*p^2*x^2-28896 *a*c^3*g*p*q*x^2-48680*a*c^3*g*p*r*x^2+55680*a*c^3*g*p*x^3-9520*a*c^3*g*q^2*x^2 -34792*a*c^3*g*q*r*x^2+55680*a*c^3*g*q*x^3-30092*a*c^3*g*r^2*x^2+82216*a*c^3*g* r*x^3-4576*a*c^3*p^3*x^2-10752*a*c^3*p^2*q*x^2-17344*a*c^3*p^2*r*x^2+22080*a*c^ 3*p^2*x^3-7776*a*c^3*p*q^2*x^2-26448*a*c^3*p*q*r*x^2+44160*a*c^3*p*q*x^3-21600* a*c^3*p*r^2*x^2+64384*a*c^3*p*r*x^3-1600*a*c^3*q^3*x^2-9104*a*c^3*q^2*r*x^2+ 22080*a*c^3*q^2*x^3-16000*a*c^3*q*r^2*x^2+64384*a*c^3*q*r*x^3-8832*a*c^3*r^3*x^ 2+46784*a*c^3*r^2*x^3-1696*a*c^2*g^4*x^2-9512*a*c^2*g^3*p*x^2-6632*a*c^2*g^3*q* x^2-11810*a*c^2*g^3*r*x^2+11552*a*c^2*g^3*x^3-15872*a*c^2*g^2*p^2*x^2-23536*a*c ^2*g^2*p*q*x^2-39976*a*c^2*g^2*p*r*x^2+40096*a*c^2*g^2*p*x^3-7664*a*c^2*g^2*q^2 *x^2-28408*a*c^2*g^2*q*r*x^2+40096*a*c^2*g^2*q*x^3-24672*a*c^2*g^2*r^2*x^2+ 59792*a*c^2*g^2*r*x^3-9448*a*c^2*g*p^3*x^2-22008*a*c^2*g*p^2*q*x^2-36022*a*c^2* g*p^2*r*x^2+37632*a*c^2*g*p^2*x^3-15672*a*c^2*g*p*q^2*x^2-54260*a*c^2*g*p*q*r*x ^2+75264*a*c^2*g*p*q*x^3-45134*a*c^2*g*p*r^2*x^2+110864*a*c^2*g*p*r*x^3-3112*a* c^2*g*q^3*x^2-18238*a*c^2*g*q^2*r*x^2+37632*a*c^2*g*q^2*x^3-32870*a*c^2*g*q*r^2 *x^2+110864*a*c^2*g*q*r*x^3-18560*a*c^2*g*r^3*x^2+80968*a*c^2*g*r^2*x^3-1472*a* c^2*p^4*x^2-4736*a*c^2*p^3*q*x^2-7496*a*c^2*p^3*r*x^2+9440*a*c^2*p^3*x^3-5376*a *c^2*p^2*q^2*x^2-17712*a*c^2*p^2*q*r*x^2+28320*a*c^2*p^2*q*x^3-14120*a*c^2*p^2* r^2*x^2+41184*a*c^2*p^2*r*x^3-2432*a*c^2*p*q^3*x^2-12936*a*c^2*p*q^2*r*x^2+ 28320*a*c^2*p*q^2*x^3-21760*a*c^2*p*q*r^2*x^2+82368*a*c^2*p*q*r*x^3-11640*a*c^2 *p*r^3*x^2+59696*a*c^2*p*r^2*x^3-320*a*c^2*q^4*x^2-2720*a*c^2*q^3*r*x^2+9440*a* c^2*q^3*x^3-7640*a*c^2*q^2*r^2*x^2+41184*a*c^2*q^2*r*x^3-8784*a*c^2*q*r^3*x^2+ 59696*a*c^2*q*r^2*x^3-3544*a*c^2*r^4*x^2+28672*a*c^2*r^3*x^3-196*a*c*g^5*x^2-\ 1920*a*c*g^4*p*x^2-1348*a*c*g^4*q*x^2-2401*a*c*g^4*r*x^2+1688*a*c*g^4*x^3-5084* a*c*g^3*p^2*x^2-7528*a*c*g^3*p*q*x^2-12826*a*c*g^3*p*r*x^2+10976*a*c*g^3*p*x^3-\ 2444*a*c*g^3*q^2*x^2-9146*a*c*g^3*q*r*x^2+10976*a*c*g^3*q*x^3-7863*a*c*g^3*r^2* x^2+16594*a*c*g^3*r*x^3-5340*a*c*g^2*p^3*x^2-12396*a*c*g^2*p^2*q*x^2-20411*a*c* g^2*p^2*r*x^2+18496*a*c*g^2*p^2*x^3-8772*a*c*g^2*p*q^2*x^2-30646*a*c*g^2*p*q*r* x^2+36992*a*c*g^2*p*q*x^3-25579*a*c*g^2*p*r^2*x^2+55022*a*c*g^2*p*r*x^3-1716*a* c*g^2*q^3*x^2-10235*a*c*g^2*q^2*r*x^2+18496*a*c*g^2*q^2*x^3-18529*a*c*g^2*q*r^2 *x^2+55022*a*c*g^2*q*r*x^3-10508*a*c*g^2*r^3*x^2+39948*a*c*g^2*r^2*x^3-2208*a*c *g*p^4*x^2-7072*a*c*g*p^3*q*x^2-11300*a*c*g*p^3*r*x^2+11168*a*c*g*p^3*x^3-7968* a*c*g*p^2*q^2*x^2-26532*a*c*g*p^2*q*r*x^2+33504*a*c*g*p^2*q*x^3-21400*a*c*g*p^2 *r^2*x^2+49202*a*c*g*p^2*r*x^3-3552*a*c*g*p*q^3*x^2-19164*a*c*g*p*q^2*r*x^2+ 33504*a*c*g*p*q^2*x^3-32696*a*c*g*p*q*r^2*x^2+98404*a*c*g*p*q*r*x^3-17732*a*c*g *p*r^3*x^2+71680*a*c*g*p*r^2*x^3-448*a*c*g*q^4*x^2-3932*a*c*g*q^3*r*x^2+11168*a *c*g*q^3*x^3-11296*a*c*g*q^2*r^2*x^2+49202*a*c*g*q^2*r*x^3-13236*a*c*g*q*r^3*x^ 2+71680*a*c*g*q*r^2*x^3-5424*a*c*g*r^4*x^2+34616*a*c*g*r^3*x^3-228*a*c*p^5*x^2-\ 936*a*c*p^4*q*x^2-1458*a*c*p^4*r*x^2+1960*a*c*p^4*x^3-1464*a*c*p^3*q^2*x^2-4708 *a*c*p^3*q*r*x^2+7840*a*c*p^3*q*x^3-3680*a*c*p^3*r^2*x^2+11360*a*c*p^3*r*x^3-\ 1056*a*c*p^2*q^3*x^2-5376*a*c*p^2*q^2*r*x^2+11760*a*c*p^2*q^2*x^3-8760*a*c*p^2* q*r^2*x^2+34080*a*c*p^2*q*r*x^3-4572*a*c*p^2*r^3*x^2+24608*a*c*p^2*r^2*x^3-324* a*c*p*q^4*x^2-2460*a*c*p*q^3*r*x^2+7840*a*c*p*q^3*x^3-6480*a*c*p*q^2*r^2*x^2+ 34080*a*c*p*q^2*r*x^3-7140*a*c*p*q*r^3*x^2+49216*a*c*p*q*r^2*x^3-2796*a*c*p*r^4 *x^2+23540*a*c*p*r^3*x^3-24*a*c*q^5*x^2-334*a*c*q^4*r*x^2+1960*a*c*q^4*x^3-1400 *a*c*q^3*r^2*x^2+11360*a*c*q^3*r*x^3-2568*a*c*q^2*r^3*x^2+24608*a*c*q^2*r^2*x^3 -2152*a*c*q*r^4*x^2+23540*a*c*q*r^3*x^3-674*a*c*r^5*x^2+8332*a*c*r^4*x^3-116*a* g^5*p*x^2-84*a*g^5*q*x^2-148*a*g^5*r*x^2-528*a*g^4*p^2*x^2-784*a*g^4*p*q*x^2-\ 1334*a*g^4*p*r*x^2+844*a*g^4*p*x^3-256*a*g^4*q^2*x^2-966*a*g^4*q*r*x^2+844*a*g^ 4*q*x^3-805*a*g^4*r^2*x^2+1318*a*g^4*r*x^3-880*a*g^3*p^3*x^2-2040*a*g^3*p^2*q*x ^2-3368*a*g^3*p^2*r*x^2+2600*a*g^3*p^2*x^3-1440*a*g^3*p*q^2*x^2-5064*a*g^3*p*q* r*x^2+5200*a*g^3*p*q*x^3-4206*a*g^3*p*r^2*x^2+7843*a*g^3*p*r*x^3-280*a*g^3*q^3* x^2-1696*a*g^3*q^2*r*x^2+2600*a*g^3*q^2*x^3-3047*a*g^3*q*r^2*x^2+7843*a*g^3*q*r *x^3-1718*a*g^3*r^3*x^2+5580*a*g^3*r^2*x^3-652*a*g^2*p^4*x^2-2084*a*g^2*p^3*q*x ^2-3346*a*g^2*p^3*r*x^2+2824*a*g^2*p^3*x^3-2340*a*g^2*p^2*q^2*x^2-7842*a*g^2*p^ 2*q*r*x^2+8472*a*g^2*p^2*q*x^3-6346*a*g^2*p^2*r^2*x^2+12563*a*g^2*p^2*r*x^3-\ 1036*a*g^2*p*q^3*x^2-5646*a*g^2*p*q^2*r*x^2+8472*a*g^2*p*q^2*x^3-9668*a*g^2*p*q *r^2*x^2+25126*a*g^2*p*q*r*x^3-5262*a*g^2*p*r^3*x^2+18246*a*g^2*p*r^2*x^3-128*a *g^2*q^4*x^2-1150*a*g^2*q^3*r*x^2+2824*a*g^2*q^3*x^3-3322*a*g^2*q^2*r^2*x^2+ 12563*a*g^2*q^2*r*x^3-3910*a*g^2*q*r^3*x^2+18246*a*g^2*q*r^2*x^3-1610*a*g^2*r^4 *x^2+8770*a*g^2*r^3*x^3-196*a*g*p^5*x^2-804*a*g*p^4*q*x^2-1256*a*g*p^4*r*x^2+ 1224*a*g*p^4*x^3-1256*a*g*p^3*q^2*x^2-4050*a*g*p^3*q*r*x^2+4896*a*g*p^3*q*x^3-\ 3178*a*g*p^3*r^2*x^2+7162*a*g*p^3*r*x^3-904*a*g*p^2*q^3*x^2-4614*a*g*p^2*q^2*r* x^2+7344*a*g*p^2*q^2*x^3-7548*a*g*p^2*q*r^2*x^2+21486*a*g*p^2*q*r*x^3-3958*a*g* p^2*r^3*x^2+15598*a*g*p^2*r^2*x^3-276*a*g*p*q^4*x^2-2102*a*g*p*q^3*r*x^2+4896*a *g*p*q^3*x^3-5562*a*g*p*q^2*r^2*x^2+21486*a*g*p*q^2*r*x^3-6162*a*g*p*q*r^3*x^2+ 31196*a*g*p*q*r^2*x^3-2426*a*g*p*r^4*x^2+15002*a*g*p*r^3*x^3-20*a*g*q^5*x^2-282 *a*g*q^4*r*x^2+1224*a*g*q^4*x^3-1192*a*g*q^3*r^2*x^2+7162*a*g*q^3*r*x^3-2204*a* g*q^2*r^3*x^2+15598*a*g*q^2*r^2*x^3-1860*a*g*q*r^4*x^2+15002*a*g*q*r^3*x^3-586* a*g*r^5*x^2+5342*a*g*r^4*x^3-12*a*p^6*x^2-60*a*p^5*q*x^2-92*a*p^5*r*x^2+156*a*p ^5*x^3-120*a*p^4*q^2*x^2-378*a*p^4*q*r*x^2+780*a*p^4*q*x^3-290*a*p^4*r^2*x^2+ 1124*a*p^4*r*x^3-120*a*p^3*q^3*x^2-592*a*p^3*q^2*r*x^2+1560*a*p^3*q^2*x^3-940*a *p^3*q*r^2*x^2+4496*a*p^3*q*r*x^3-480*a*p^3*r^3*x^2+3228*a*p^3*r^2*x^3-60*a*p^2 *q^4*x^2-428*a*p^2*q^3*r*x^2+1560*a*p^2*q^3*x^3-1080*a*p^2*q^2*r^2*x^2+6744*a*p ^2*q^2*r*x^3-1152*a*p^2*q*r^3*x^2+9684*a*p^2*q*r^2*x^3-440*a*p^2*r^4*x^2+4602*a *p^2*r^3*x^3-12*a*p*q^5*x^2-132*a*p*q^4*r*x^2+780*a*p*q^4*x^3-500*a*p*q^3*r^2*x ^2+4496*a*p*q^3*r*x^3-864*a*p*q^2*r^3*x^2+9684*a*p*q^2*r^2*x^3-696*a*p*q*r^4*x^ 2+9204*a*p*q*r^3*x^3-212*a*p*r^5*x^2+3236*a*p*r^4*x^3-10*a*q^5*r*x^2+156*a*q^5* x^3-70*a*q^4*r^2*x^2+1124*a*q^4*r*x^3-192*a*q^3*r^3*x^2+3228*a*q^3*r^2*x^3-256* a*q^2*r^4*x^2+4602*a*q^2*r^3*x^3-166*a*q*r^5*x^2+3236*a*q*r^4*x^3-42*a*r^6*x^2+ 894*a*r^5*x^3-32*b^6*c*x^2-16*b^6*p*x^2-16*b^6*r*x^2-384*b^5*c^2*x^2-272*b^5*c* g*x^2-448*b^5*c*p*x^2-176*b^5*c*q*x^2-480*b^5*c*r*x^2+800*b^5*c*x^3-144*b^5*g*p *x^2-64*b^5*g*q*x^2-176*b^5*g*r*x^2-128*b^5*p^2*x^2-128*b^5*p*q*x^2-288*b^5*p*r *x^2+400*b^5*p*x^3-112*b^5*q*r*x^2+400*b^5*q*x^3-144*b^5*r^2*x^2+624*b^5*r*x^3-\ 1600*b^4*c^3*x^2-2256*b^4*c^2*g*x^2-2720*b^4*c^2*p*x^2-1424*b^4*c^2*q*x^2-3104* b^4*c^2*r*x^2+5376*b^4*c^2*x^3-728*b^4*c*g^2*x^2-2512*b^4*c*g*p*x^2-1392*b^4*c* g*q*x^2-3008*b^4*c*g*r*x^2+3328*b^4*c*g*x^3-1480*b^4*c*p^2*x^2-1792*b^4*c*p*q*x ^2-3536*b^4*c*p*r*x^2+5056*b^4*c*p*x^3-312*b^4*c*q^2*x^2-1872*b^4*c*q*r*x^2+ 5056*b^4*c*q*x^3-2040*b^4*c*r^2*x^2+7664*b^4*c*r*x^3-396*b^4*g^2*p*x^2-232*b^4* g^2*q*x^2-508*b^4*g^2*r*x^2-688*b^4*g*p^2*x^2-848*b^4*g*p*q*x^2-1680*b^4*g*p*r* x^2+1664*b^4*g*p*x^3-160*b^4*g*q^2*x^2-960*b^4*g*q*r*x^2+1664*b^4*g*q*x^3-960*b ^4*g*r^2*x^2+2596*b^4*g*r*x^3-260*b^4*p^3*x^2-520*b^4*p^2*q*x^2-964*b^4*p^2*r*x ^2+1184*b^4*p^2*x^3-260*b^4*p*q^2*x^2-1184*b^4*p*q*r*x^2+2368*b^4*p*q*x^3-1164* b^4*p*r^2*x^2+3580*b^4*p*r*x^3-220*b^4*q^2*r*x^2+1184*b^4*q^2*x^3-632*b^4*q*r^2 *x^2+3580*b^4*q*r*x^3-460*b^4*r^3*x^2+2556*b^4*r^2*x^3-3200*b^3*c^4*x^2-6832*b^ 3*c^3*g*x^2-6976*b^3*c^3*p*x^2-4176*b^3*c^3*q*x^2-8224*b^3*c^3*r*x^2+14112*b^3* c^3*x^3-4432*b^3*c^2*g^2*x^2-11216*b^3*c^2*g*p*x^2-6880*b^3*c^2*g*q*x^2-13616*b ^3*c^2*g*r*x^2+17920*b^3*c^2*g*x^3-5456*b^3*c^2*p^2*x^2-7232*b^3*c^2*p*q*x^2-\ 13312*b^3*c^2*p*r*x^2+19376*b^3*c^2*p*x^3-1776*b^3*c^2*q^2*x^2-8080*b^3*c^2*q*r *x^2+19376*b^3*c^2*q*x^3-7968*b^3*c^2*r^2*x^2+28936*b^3*c^2*r*x^3-908*b^3*c*g^3 *x^2-4872*b^3*c*g^2*p*x^2-3052*b^3*c*g^2*q*x^2-6064*b^3*c*g^2*r*x^2+5432*b^3*c* g^2*x^3-5948*b^3*c*g*p^2*x^2-7968*b^3*c*g*p*q*x^2-14776*b^3*c*g*p*r*x^2+16912*b ^3*c*g*p*x^3-2020*b^3*c*g*q^2*x^2-9252*b^3*c*g*q*r*x^2+16912*b^3*c*g*q*x^3-8896 *b^3*c*g*r^2*x^2+25584*b^3*c*g*r*x^3-1824*b^3*c*p^3*x^2-3892*b^3*c*p^2*q*x^2-\ 6840*b^3*c*p^2*r*x^2+8792*b^3*c*p^2*x^3-2312*b^3*c*p*q^2*x^2-9192*b^3*c*p*q*r*x ^2+17584*b^3*c*p*q*x^3-8416*b^3*c*p*r^2*x^2+26208*b^3*c*p*r*x^3-244*b^3*c*q^3*x ^2-2352*b^3*c*q^2*r*x^2+8792*b^3*c*q^2*x^3-5268*b^3*c*q*r^2*x^2+26208*b^3*c*q*r *x^3-3400*b^3*c*r^3*x^2+19164*b^3*c*r^2*x^3-504*b^3*g^3*p*x^2-328*b^3*g^3*q*x^2 -656*b^3*g^3*r*x^2-1316*b^3*g^2*p^2*x^2-1772*b^3*g^2*p*q*x^2-3312*b^3*g^2*p*r*x ^2+2716*b^3*g^2*p*x^3-456*b^3*g^2*q^2*x^2-2146*b^3*g^2*q*r*x^2+2716*b^3*g^2*q*x ^3-1978*b^3*g^2*r^2*x^2+4238*b^3*g^2*r*x^3-1024*b^3*g*p^3*x^2-2192*b^3*g*p^2*q* x^2-3884*b^3*g*p^2*r*x^2+3976*b^3*g*p^2*x^3-1312*b^3*g*p*q^2*x^2-5288*b^3*g*p*q *r*x^2+7952*b^3*g*p*q*x^3-4792*b^3*g*p*r^2*x^2+11998*b^3*g*p*r*x^3-144*b^3*g*q^ 3*x^2-1404*b^3*g*q^2*r*x^2+3976*b^3*g*q^2*x^3-3048*b^3*g*q*r^2*x^2+11998*b^3*g* q*r*x^3-1932*b^3*g*r^3*x^2+8544*b^3*g*r^2*x^3-220*b^3*p^4*x^2-660*b^3*p^3*q*x^2 -1120*b^3*p^3*r*x^2+1316*b^3*p^3*x^3-660*b^3*p^2*q^2*x^2-2424*b^3*p^2*q*r*x^2+ 3948*b^3*p^2*q*x^3-2108*b^3*p^2*r^2*x^2+5870*b^3*p^2*r*x^3-220*b^3*p*q^3*x^2-\ 1488*b^3*p*q^2*r*x^2+3948*b^3*p*q^2*x^3-2908*b^3*p*q*r^2*x^2+11740*b^3*p*q*r*x^ 3-1736*b^3*p*r^3*x^2+8604*b^3*p*r^2*x^3-184*b^3*q^3*r*x^2+1316*b^3*q^3*x^3-800* b^3*q^2*r^2*x^2+5870*b^3*q^2*r*x^3-1144*b^3*q*r^3*x^2+8604*b^3*q*r^2*x^3-528*b^ 3*r^4*x^2+4194*b^3*r^3*x^3-3360*b^2*c^5*x^2-9712*b^2*c^4*g*x^2-8848*b^2*c^4*p*x ^2-5744*b^2*c^4*q*x^2-10608*b^2*c^4*r*x^2+18112*b^2*c^4*x^3-9528*b^2*c^3*g^2*x^ 2-20848*b^2*c^3*g*p*x^2-13584*b^2*c^3*g*q*x^2-25512*b^2*c^3*g*r*x^2+35456*b^2*c ^3*g*x^3-8904*b^2*c^3*p^2*x^2-12480*b^2*c^3*p*q*x^2-21904*b^2*c^3*p*r*x^2+32576 *b^2*c^3*p*x^3-3576*b^2*c^3*q^2*x^2-14416*b^2*c^3*q*r*x^2+32576*b^2*c^3*q*x^3-\ 13272*b^2*c^3*r^2*x^2+48072*b^2*c^3*r*x^3-3924*b^2*c^2*g^3*x^2-15532*b^2*c^2*g^ 2*p*x^2-10180*b^2*c^2*g^2*q*x^2-19276*b^2*c^2*g^2*r*x^2+21872*b^2*c^2*g^2*x^3-\ 16180*b^2*c^2*g*p^2*x^2-22704*b^2*c^2*g*p*q*x^2-40408*b^2*c^2*g*p*r*x^2+49040*b ^2*c^2*g*p*x^3-6524*b^2*c^2*g*q^2*x^2-26784*b^2*c^2*g*q*r*x^2+49040*b^2*c^2*g*q *x^3-24704*b^2*c^2*g*r^2*x^2+73112*b^2*c^2*g*r*x^3-4284*b^2*c^2*p^3*x^2-9516*b^ 2*c^2*p^2*q*x^2-16100*b^2*c^2*p^2*r*x^2+21696*b^2*c^2*p^2*x^3-6180*b^2*c^2*p*q^ 2*x^2-22840*b^2*c^2*p*q*r*x^2+43392*b^2*c^2*p*q*x^3-19892*b^2*c^2*p*r^2*x^2+ 63904*b^2*c^2*p*r*x^3-948*b^2*c^2*q^3*x^2-6740*b^2*c^2*q^2*r*x^2+21696*b^2*c^2* q^2*x^3-13436*b^2*c^2*q*r^2*x^2+63904*b^2*c^2*q*r*x^3-8076*b^2*c^2*r^3*x^2+ 46720*b^2*c^2*r^2*x^3-584*b^2*c*g^4*x^2-4320*b^2*c*g^3*p*x^2-2864*b^2*c*g^3*q*x ^2-5446*b^2*c*g^3*r*x^2+4336*b^2*c*g^3*x^3-8196*b^2*c*g^2*p^2*x^2-11516*b^2*c*g ^2*p*q*x^2-20656*b^2*c*g^2*p*r*x^2+20712*b^2*c*g^2*p*x^3-3320*b^2*c*g^2*q^2*x^2 -13850*b^2*c*g^2*q*r*x^2+20712*b^2*c*g^2*q*x^3-12628*b^2*c*g^2*r^2*x^2+31306*b^ 2*c*g^2*r*x^3-5400*b^2*c*g*p^3*x^2-11992*b^2*c*g*p^2*q*x^2-20522*b^2*c*g*p^2*r* x^2+22448*b^2*c*g*p^2*x^3-7784*b^2*c*g*p*q^2*x^2-29204*b^2*c*g*p*q*r*x^2+44896* b^2*c*g*p*q*x^3-25522*b^2*c*g*p*r^2*x^2+66774*b^2*c*g*p*r*x^3-1192*b^2*c*g*q^3* x^2-8682*b^2*c*g*q^2*r*x^2+22448*b^2*c*g*q^2*x^3-17296*b^2*c*g*q*r^2*x^2+66774* b^2*c*g*q*r*x^3-10400*b^2*c*g*r^3*x^2+48556*b^2*c*g*r^2*x^3-980*b^2*c*p^4*x^2-\ 3028*b^2*c*p^3*q*x^2-4976*b^2*c*p^3*r*x^2+6320*b^2*c*p^3*x^3-3204*b^2*c*p^2*q^2 *x^2-11184*b^2*c*p^2*q*r*x^2+18960*b^2*c*p^2*q*x^3-9348*b^2*c*p^2*r^2*x^2+27850 *b^2*c*p^2*r*x^3-1244*b^2*c*p*q^3*x^2-7440*b^2*c*p*q^2*r*x^2+18960*b^2*c*p*q^2* x^3-13548*b^2*c*p*q*r^2*x^2+55700*b^2*c*p*q*r*x^3-7688*b^2*c*p*r^3*x^2+40656*b^ 2*c*p*r^2*x^3-88*b^2*c*q^4*x^2-1232*b^2*c*q^3*r*x^2+6320*b^2*c*q^3*x^3-4200*b^2 *c*q^2*r^2*x^2+27850*b^2*c*q^2*r*x^3-5392*b^2*c*q*r^3*x^2+40656*b^2*c*q*r^2*x^3 -2336*b^2*c*r^4*x^2+19692*b^2*c*r^3*x^3-330*b^2*g^4*p*x^2-226*b^2*g^4*q*x^2-430 *b^2*g^4*r*x^2-1166*b^2*g^3*p^2*x^2-1642*b^2*g^3*p*q*x^2-2964*b^2*g^3*p*r*x^2+ 2168*b^2*g^3*p*x^3-476*b^2*g^3*q^2*x^2-2031*b^2*g^3*q*r*x^2+2168*b^2*g^3*q*x^3-\ 1797*b^2*g^3*r^2*x^2+3384*b^2*g^3*r*x^3-1406*b^2*g^2*p^3*x^2-3118*b^2*g^2*p^2*q *x^2-5377*b^2*g^2*p^2*r*x^2+4888*b^2*g^2*p^2*x^3-2018*b^2*g^2*p*q^2*x^2-7682*b^ 2*g^2*p*q*r*x^2+9776*b^2*g^2*p*q*x^3-6687*b^2*g^2*p*r^2*x^2+14739*b^2*g^2*p*r*x ^3-306*b^2*g^2*q^3*x^2-2305*b^2*g^2*q^2*r*x^2+4888*b^2*g^2*q^2*x^3-4550*b^2*g^2 *q*r^2*x^2+14739*b^2*g^2*q*r*x^3-2716*b^2*g^2*r^3*x^2+10484*b^2*g^2*r^2*x^3-654 *b^2*g*p^4*x^2-2018*b^2*g*p^3*q*x^2-3348*b^2*g*p^3*r*x^2+3396*b^2*g*p^3*x^3-\ 2130*b^2*g*p^2*q^2*x^2-7530*b^2*g*p^2*q*r*x^2+10188*b^2*g*p^2*q*x^3-6320*b^2*g* p^2*r^2*x^2+15109*b^2*g*p^2*r*x^3-822*b^2*g*p*q^3*x^2-5016*b^2*g*p*q^2*r*x^2+ 10188*b^2*g*p*q^2*x^3-9166*b^2*g*p*q*r^2*x^2+30218*b^2*g*p*q*r*x^3-5212*b^2*g*p *r^3*x^2+21994*b^2*g*p*r^2*x^3-56*b^2*g*q^4*x^2-834*b^2*g*q^3*r*x^2+3396*b^2*g* q^3*x^3-2846*b^2*g*q^2*r^2*x^2+15109*b^2*g*q^2*r*x^3-3654*b^2*g*q*r^3*x^2+21994 *b^2*g*q*r^2*x^3-1586*b^2*g*r^4*x^2+10614*b^2*g*r^3*x^3-84*b^2*p^5*x^2-336*b^2* p^4*q*x^2-538*b^2*p^4*r*x^2+676*b^2*p^4*x^3-504*b^2*p^3*q^2*x^2-1684*b^2*p^3*q* r*x^2+2704*b^2*p^3*q*x^3-1360*b^2*p^3*r^2*x^2+3958*b^2*p^3*r*x^3-336*b^2*p^2*q^ 3*x^2-1824*b^2*p^2*q^2*r*x^2+4056*b^2*p^2*q^2*x^3-3120*b^2*p^2*q*r^2*x^2+11874* b^2*p^2*q*r*x^3-1692*b^2*p^2*r^3*x^2+8648*b^2*p^2*r^2*x^3-84*b^2*p*q^4*x^2-748* b^2*p*q^3*r*x^2+2704*b^2*p*q^3*x^3-2160*b^2*p*q^2*r^2*x^2+11874*b^2*p*q^2*r*x^3 -2532*b^2*p*q*r^3*x^2+17296*b^2*p*q*r^2*x^3-1036*b^2*p*r^4*x^2+8354*b^2*p*r^3*x ^3-70*b^2*q^4*r*x^2+676*b^2*q^4*x^3-400*b^2*q^3*r^2*x^2+3958*b^2*q^3*r*x^3-840* b^2*q^2*r^3*x^2+8648*b^2*q^2*r^2*x^3-760*b^2*q*r^4*x^2+8354*b^2*q*r^3*x^3-250*b ^2*r^5*x^2+2988*b^2*r^4*x^3-1792*b*c^6*x^2-6592*b*c^5*g*x^2-5504*b*c^5*p*x^2-\ 3776*b*c^5*q*x^2-6656*b*c^5*r*x^2+11392*b*c^5*x^3-8704*b*c^4*g^2*x^2-17440*b*c^ 4*g*p*x^2-11808*b*c^4*g*q*x^2-21400*b*c^4*g*r*x^2+30592*b*c^4*g*x^3-6720*b*c^4* p^2*x^2-9792*b*c^4*p*q*x^2-16576*b*c^4*p*r*x^2+25280*b*c^4*p*x^3-3072*b*c^4*q^2 *x^2-11520*b*c^4*q*r*x^2+25280*b*c^4*q*x^3-10080*b*c^4*r^2*x^2+36928*b*c^4*r*x^ 3-5408*b*c^3*g^3*x^2-18768*b*c^3*g^2*p*x^2-12656*b*c^3*g^2*q*x^2-23236*b*c^3*g^ 2*r*x^2+28800*b*c^3*g^2*x^3-17744*b*c^3*g*p^2*x^2-25632*b*c^3*g*p*q*x^2-44360*b *c^3*g*p*r*x^2+55680*b*c^3*g*p*x^3-7888*b*c^3*g*q^2*x^2-30472*b*c^3*g*q*r*x^2+ 55680*b*c^3*g*q*x^3-27268*b*c^3*g*r^2*x^2+82216*b*c^3*g*r*x^3-4160*b*c^3*p^3*x^ 2-9504*b*c^3*p^2*q*x^2-15616*b*c^3*p^2*r*x^2+22080*b*c^3*p^2*x^3-6528*b*c^3*p*q ^2*x^2-22992*b*c^3*p*q*r*x^2+44160*b*c^3*p*q*x^3-19280*b*c^3*p*r^2*x^2+64384*b* c^3*p*r*x^3-1184*b*c^3*q^3*x^2-7376*b*c^3*q^2*r*x^2+22080*b*c^3*q^2*x^3-13680*b *c^3*q*r^2*x^2+64384*b*c^3*q*r*x^3-7824*b*c^3*r^3*x^2+46784*b*c^3*r^2*x^3-1616* b*c^2*g^4*x^2-8872*b*c^2*g^3*p*x^2-5992*b*c^2*g^3*q*x^2-11074*b*c^2*g^3*r*x^2+ 11552*b*c^2*g^3*x^3-14656*b*c^2*g^2*p^2*x^2-21104*b*c^2*g^2*p*q*x^2-36896*b*c^2 *g^2*p*r*x^2+40096*b*c^2*g^2*p*x^3-6448*b*c^2*g^2*q^2*x^2-25328*b*c^2*g^2*q*r*x ^2+40096*b*c^2*g^2*q*x^3-22728*b*c^2*g^2*r^2*x^2+59792*b*c^2*g^2*r*x^3-8696*b*c ^2*g*p^3*x^2-19752*b*c^2*g*p^2*q*x^2-33026*b*c^2*g*p^2*r*x^2+37632*b*c^2*g*p^2* x^3-13416*b*c^2*g*p*q^2*x^2-48268*b*c^2*g*p*q*r*x^2+75264*b*c^2*g*p*q*x^3-41170 *b*c^2*g*p*r^2*x^2+110864*b*c^2*g*p*r*x^3-2360*b*c^2*g*q^3*x^2-15242*b*c^2*g*q^ 2*r*x^2+37632*b*c^2*g*q^2*x^3-28906*b*c^2*g*q*r^2*x^2+110864*b*c^2*g*q*r*x^3-\ 16840*b*c^2*g*r^3*x^2+80968*b*c^2*g*r^2*x^3-1360*b*c^2*p^4*x^2-4288*b*c^2*p^3*q *x^2-6880*b*c^2*p^3*r*x^2+9440*b*c^2*p^3*x^3-4704*b*c^2*p^2*q^2*x^2-15864*b*c^2 *p^2*q*r*x^2+28320*b*c^2*p^2*q*x^3-12880*b*c^2*p^2*r^2*x^2+41184*b*c^2*p^2*r*x^ 3-1984*b*c^2*p*q^3*x^2-11088*b*c^2*p*q^2*r*x^2+28320*b*c^2*p*q^2*x^3-19280*b*c^ 2*p*q*r^2*x^2+82368*b*c^2*p*q*r*x^3-10560*b*c^2*p*r^3*x^2+59696*b*c^2*p*r^2*x^3 -208*b*c^2*q^4*x^2-2104*b*c^2*q^3*r*x^2+9440*b*c^2*q^3*x^3-6400*b*c^2*q^2*r^2*x ^2+41184*b*c^2*q^2*r*x^3-7704*b*c^2*q*r^3*x^2+59696*b*c^2*q*r^2*x^3-3200*b*c^2* r^4*x^2+28672*b*c^2*r^3*x^3-188*b*c*g^5*x^2-1796*b*c*g^4*p*x^2-1224*b*c*g^4*q*x ^2-2267*b*c*g^4*r*x^2+1688*b*c*g^4*x^3-4708*b*c*g^3*p^2*x^2-6776*b*c*g^3*p*q*x^ 2-11914*b*c*g^3*p*r*x^2+10976*b*c*g^3*p*x^3-2068*b*c*g^3*q^2*x^2-8234*b*c*g^3*q *r*x^2+10976*b*c*g^3*q*x^3-7317*b*c*g^3*r^2*x^2+16594*b*c*g^3*r*x^3-4932*b*c*g^ 2*p^3*x^2-11172*b*c*g^2*p^2*q*x^2-18835*b*c*g^2*p^2*r*x^2+18496*b*c*g^2*p^2*x^3 -7548*b*c*g^2*p*q^2*x^2-27494*b*c*g^2*p*q*r*x^2+36992*b*c*g^2*p*q*x^3-23531*b*c *g^2*p*r^2*x^2+55022*b*c*g^2*p*r*x^3-1308*b*c*g^2*q^3*x^2-8659*b*c*g^2*q^2*r*x^ 2+18496*b*c*g^2*q^2*x^3-16481*b*c*g^2*q*r^2*x^2+55022*b*c*g^2*q*r*x^3-9628*b*c* g^2*r^3*x^2+39948*b*c*g^2*r^2*x^3-2048*b*c*g*p^4*x^2-6432*b*c*g*p^3*q*x^2-10456 *b*c*g*p^3*r*x^2+11168*b*c*g*p^3*x^3-7008*b*c*g*p^2*q^2*x^2-24000*b*c*g*p^2*q*r *x^2+33504*b*c*g*p^2*q*x^3-19724*b*c*g*p^2*r^2*x^2+49202*b*c*g*p^2*r*x^3-2912*b *c*g*p*q^3*x^2-16632*b*c*g*p*q^2*r*x^2+33504*b*c*g*p*q^2*x^3-29344*b*c*g*p*q*r^ 2*x^2+98404*b*c*g*p*q*r*x^3-16272*b*c*g*p*r^3*x^2+71680*b*c*g*p*r^2*x^3-288*b*c *g*q^4*x^2-3088*b*c*g*q^3*r*x^2+11168*b*c*g*q^3*x^3-9620*b*c*g*q^2*r^2*x^2+ 49202*b*c*g*q^2*r*x^3-11776*b*c*g*q*r^3*x^2+71680*b*c*g*q*r^2*x^3-4956*b*c*g*r^ 4*x^2+34616*b*c*g*r^3*x^3-216*b*c*p^5*x^2-876*b*c*p^4*q*x^2-1376*b*c*p^4*r*x^2+ 1960*b*c*p^4*x^3-1344*b*c*p^3*q^2*x^2-4380*b*c*p^3*q*r*x^2+7840*b*c*p^3*q*x^3-\ 3460*b*c*p^3*r^2*x^2+11360*b*c*p^3*r*x^3-936*b*c*p^2*q^3*x^2-4884*b*c*p^2*q^2*r *x^2+11760*b*c*p^2*q^2*x^3-8100*b*c*p^2*q*r^2*x^2+34080*b*c*p^2*q*r*x^3-4284*b* c*p^2*r^3*x^2+24608*b*c*p^2*r^2*x^3-264*b*c*p*q^4*x^2-2132*b*c*p*q^3*r*x^2+7840 *b*c*p*q^3*x^3-5820*b*c*p*q^2*r^2*x^2+34080*b*c*p*q^2*r*x^3-6564*b*c*p*q*r^3*x^ 2+49216*b*c*p*q*r^2*x^3-2612*b*c*p*r^4*x^2+23540*b*c*p*r^3*x^3-12*b*c*q^5*x^2-\ 252*b*c*q^4*r*x^2+1960*b*c*q^4*x^3-1180*b*c*q^3*r^2*x^2+11360*b*c*q^3*r*x^3-\ 2280*b*c*q^2*r^3*x^2+24608*b*c*q^2*r^2*x^3-1968*b*c*q*r^4*x^2+23540*b*c*q*r^3*x ^3-628*b*c*r^5*x^2+8332*b*c*r^4*x^3-108*b*g^5*p*x^2-76*b*g^5*q*x^2-140*b*g^5*r* x^2-488*b*g^4*p^2*x^2-704*b*g^4*p*q*x^2-1242*b*g^4*p*r*x^2+844*b*g^4*p*x^3-216* b*g^4*q^2*x^2-874*b*g^4*q*r*x^2+844*b*g^4*q*x^3-755*b*g^4*r^2*x^2+1318*b*g^4*r* x^3-812*b*g^3*p^3*x^2-1836*b*g^3*p^2*q*x^2-3113*b*g^3*p^2*r*x^2+2600*b*g^3*p^2* x^3-1236*b*g^3*p*q^2*x^2-4554*b*g^3*p*q*r*x^2+5200*b*g^3*p*q*x^3-3883*b*g^3*p*r ^2*x^2+7843*b*g^3*p*r*x^3-212*b*g^3*q^3*x^2-1441*b*g^3*q^2*r*x^2+2600*b*g^3*q^2 *x^3-2724*b*g^3*q*r^2*x^2+7843*b*g^3*q*r*x^3-1582*b*g^3*r^3*x^2+5580*b*g^3*r^2* x^3-604*b*g^2*p^4*x^2-1892*b*g^2*p^3*q*x^2-3098*b*g^2*p^3*r*x^2+2824*b*g^2*p^3* x^3-2052*b*g^2*p^2*q^2*x^2-7098*b*g^2*p^2*q*r*x^2+8472*b*g^2*p^2*q*x^3-5858*b*g ^2*p^2*r^2*x^2+12563*b*g^2*p^2*r*x^3-844*b*g^2*p*q^3*x^2-4902*b*g^2*p*q^2*r*x^2 +8472*b*g^2*p*q^2*x^3-8692*b*g^2*p*q*r^2*x^2+25126*b*g^2*p*q*r*x^3-4838*b*g^2*p *r^3*x^2+18246*b*g^2*p*r^2*x^3-80*b*g^2*q^4*x^2-902*b*g^2*q^3*r*x^2+2824*b*g^2* q^3*x^3-2834*b*g^2*q^2*r^2*x^2+12563*b*g^2*q^2*r*x^3-3486*b*g^2*q*r^3*x^2+18246 *b*g^2*q*r^2*x^3-1474*b*g^2*r^4*x^2+8770*b*g^2*r^3*x^3-184*b*g*p^5*x^2-744*b*g* p^4*q*x^2-1179*b*g*p^4*r*x^2+1224*b*g*p^4*x^3-1136*b*g*p^3*q^2*x^2-3742*b*g*p^3 *q*r*x^2+4896*b*g*p^3*q*x^3-2978*b*g*p^3*r^2*x^2+7162*b*g*p^3*r*x^3-784*b*g*p^2 *q^3*x^2-4152*b*g*p^2*q^2*r*x^2+7344*b*g*p^2*q^2*x^3-6948*b*g*p^2*q*r^2*x^2+ 21486*b*g*p^2*q*r*x^3-3700*b*g*p^2*r^3*x^2+15598*b*g*p^2*r^2*x^3-216*b*g*p*q^4* x^2-1794*b*g*p*q^3*r*x^2+4896*b*g*p*q^3*x^3-4962*b*g*p*q^2*r^2*x^2+21486*b*g*p* q^2*r*x^3-5646*b*g*p*q*r^3*x^2+31196*b*g*p*q*r^2*x^3-2262*b*g*p*r^4*x^2+15002*b *g*p*r^3*x^3-8*b*g*q^5*x^2-205*b*g*q^4*r*x^2+1224*b*g*q^4*x^3-992*b*g*q^3*r^2*x ^2+7162*b*g*q^3*r*x^3-1946*b*g*q^2*r^3*x^2+15598*b*g*q^2*r^2*x^3-1696*b*g*q*r^4 *x^2+15002*b*g*q*r^3*x^3-545*b*g*r^5*x^2+5342*b*g*r^4*x^3-12*b*p^6*x^2-60*b*p^5 *q*x^2-92*b*p^5*r*x^2+156*b*p^5*x^3-120*b*p^4*q^2*x^2-378*b*p^4*q*r*x^2+780*b*p ^4*q*x^3-290*b*p^4*r^2*x^2+1124*b*p^4*r*x^3-120*b*p^3*q^3*x^2-592*b*p^3*q^2*r*x ^2+1560*b*p^3*q^2*x^3-940*b*p^3*q*r^2*x^2+4496*b*p^3*q*r*x^3-480*b*p^3*r^3*x^2+ 3228*b*p^3*r^2*x^3-60*b*p^2*q^4*x^2-428*b*p^2*q^3*r*x^2+1560*b*p^2*q^3*x^3-1080 *b*p^2*q^2*r^2*x^2+6744*b*p^2*q^2*r*x^3-1152*b*p^2*q*r^3*x^2+9684*b*p^2*q*r^2*x ^3-440*b*p^2*r^4*x^2+4602*b*p^2*r^3*x^3-12*b*p*q^5*x^2-132*b*p*q^4*r*x^2+780*b* p*q^4*x^3-500*b*p*q^3*r^2*x^2+4496*b*p*q^3*r*x^3-864*b*p*q^2*r^3*x^2+9684*b*p*q ^2*r^2*x^3-696*b*p*q*r^4*x^2+9204*b*p*q*r^3*x^3-212*b*p*r^5*x^2+3236*b*p*r^4*x^ 3-10*b*q^5*r*x^2+156*b*q^5*x^3-70*b*q^4*r^2*x^2+1124*b*q^4*r*x^3-192*b*q^3*r^3* x^2+3228*b*q^3*r^2*x^3-256*b*q^2*r^4*x^2+4602*b*q^2*r^3*x^3-166*b*q*r^5*x^2+ 3236*b*q*r^4*x^3-42*b*r^6*x^2+894*b*r^5*x^3-384*c^7*x^2-1728*c^6*g*x^2-1344*c^6 *p*x^2-960*c^6*q*x^2-1632*c^6*r*x^2+2816*c^6*x^3-2880*c^5*g^2*x^2-5440*c^5*g*p* x^2-3776*c^5*g*q*x^2-6672*c^5*g*r*x^2+9728*c^5*g*x^3-1920*c^5*p^2*x^2-2880*c^5* p*q*x^2-4736*c^5*p*r*x^2+7424*c^5*p*x^3-960*c^5*q^2*x^2-3424*c^5*q*r*x^2+7424*c ^5*q*x^3-2880*c^5*r^2*x^2+10752*c^5*r*x^3-2400*c^4*g^3*x^2-7744*c^4*g^2*p*x^2-\ 5312*c^4*g^2*q*x^2-9552*c^4*g^2*r*x^2+12416*c^4*g^2*x^3-6848*c^4*g*p^2*x^2-\ 10080*c^4*g*p*q*x^2-17120*c^4*g*p*r*x^2+21952*c^4*g*p*x^3-3232*c^4*g*q^2*x^2-\ 12016*c^4*g*q*r*x^2+21952*c^4*g*q*x^3-10560*c^4*g*r^2*x^2+32192*c^4*g*r*x^3-\ 1440*c^4*p^3*x^2-3360*c^4*p^2*q*x^2-5392*c^4*p^2*r*x^2+8000*c^4*p^2*x^3-2400*c^ 4*p*q^2*x^2-8160*c^4*p*q*r*x^2+16000*c^4*p*q*x^3-6640*c^4*p*r^2*x^2+23136*c^4*p *r*x^3-480*c^4*q^3*x^2-2768*c^4*q^2*r*x^2+8000*c^4*q^2*x^3-4880*c^4*q*r^2*x^2+ 23136*c^4*q*r*x^3-2688*c^4*r^3*x^2+16704*c^4*r^2*x^3-1080*c^3*g^4*x^2-5248*c^3* g^3*p*x^2-3584*c^3*g^3*q*x^2-6504*c^3*g^3*r*x^2+7552*c^3*g^3*x^3-8016*c^3*g^2*p ^2*x^2-11712*c^3*g^2*p*q*x^2-20160*c^3*g^2*p*r*x^2+22816*c^3*g^2*p*x^3-3696*c^3 *g^2*q^2*x^2-14016*c^3*g^2*q*r*x^2+22816*c^3*g^2*q*x^3-12480*c^3*g^2*r^2*x^2+ 33760*c^3*g^2*r*x^3-4416*c^3*g*p^3*x^2-10176*c^3*g*p^2*q*x^2-16776*c^3*g*p^2*r* x^2+19584*c^3*g*p^2*x^3-7104*c^3*g*p*q^2*x^2-24912*c^3*g*p*q*r*x^2+39168*c^3*g* p*q*x^3-20976*c^3*g*p*r^2*x^2+57312*c^3*g*p*r*x^3-1344*c^3*g*q^3*x^2-8136*c^3*g *q^2*r*x^2+19584*c^3*g*q^2*x^3-15024*c^3*g*q*r^2*x^2+57312*c^3*g*q*r*x^3-8616*c ^3*g*r^3*x^2+41936*c^3*g*r^2*x^3-600*c^3*p^4*x^2-1920*c^3*p^3*q*x^2-3024*c^3*p^ 3*r*x^2+4480*c^3*p^3*x^3-2160*c^3*p^2*q^2*x^2-7104*c^3*p^2*q*r*x^2+13440*c^3*p^ 2*q*x^3-5640*c^3*p^2*r^2*x^2+19392*c^3*p^2*r*x^3-960*c^3*p*q^3*x^2-5136*c^3*p*q ^2*r*x^2+13440*c^3*p*q^2*x^3-8640*c^3*p*q*r^2*x^2+38784*c^3*p*q*r*x^3-4608*c^3* p*r^3*x^2+27936*c^3*p*r^2*x^3-120*c^3*q^4*x^2-1056*c^3*q^3*r*x^2+4480*c^3*q^3*x ^3-3000*c^3*q^2*r^2*x^2+19392*c^3*q^2*r*x^3-3456*c^3*q*r^3*x^2+27936*c^3*q*r^2* x^3-1392*c^3*r^4*x^2+13328*c^3*r^3*x^3-252*c^2*g^5*x^2-1796*c^2*g^4*p*x^2-1228* c^2*g^4*q*x^2-2238*c^2*g^4*r*x^2+2224*c^2*g^4*x^3-4152*c^2*g^3*p^2*x^2-6048*c^2 *g^3*p*q*x^2-10480*c^2*g^3*p*r*x^2+10576*c^2*g^3*p*x^3-1896*c^2*g^3*q^2*x^2-\ 7280*c^2*g^3*q*r*x^2+10576*c^2*g^3*q*x^3-6480*c^2*g^3*r^2*x^2+15792*c^2*g^3*r*x ^3-4008*c^2*g^2*p^3*x^2-9192*c^2*g^2*p^2*q*x^2-15312*c^2*g^2*p^2*r*x^2+15600*c^ 2*g^2*p^2*x^3-6360*c^2*g^2*p*q^2*x^2-22608*c^2*g^2*p*q*r*x^2+31200*c^2*g^2*p*q* x^3-19224*c^2*g^2*p*r^2*x^2+46048*c^2*g^2*p*r*x^3-1176*c^2*g^2*q^3*x^2-7296*c^2 *g^2*q^2*r*x^2+15600*c^2*g^2*q^2*x^3-13656*c^2*g^2*q*r^2*x^2+46048*c^2*g^2*q*r* x^3-7920*c^2*g^2*r^3*x^2+33744*c^2*g^2*r^2*x^3-1532*c^2*g*p^4*x^2-4864*c^2*g*p^ 3*q*x^2-7824*c^2*g*p^3*r*x^2+8608*c^2*g*p^3*x^3-5400*c^2*g*p^2*q^2*x^2-18168*c^ 2*g*p^2*q*r*x^2+25824*c^2*g*p^2*q*x^3-14796*c^2*g*p^2*r^2*x^2+37680*c^2*g*p^2*r *x^3-2336*c^2*g*p*q^3*x^2-12864*c^2*g*p*q^2*r*x^2+25824*c^2*g*p*q^2*x^3-22320*c ^2*g*p*q*r^2*x^2+75360*c^2*g*p*q*r*x^3-12248*c^2*g*p*r^3*x^2+54944*c^2*g*p*r^2* x^3-268*c^2*g*q^4*x^2-2520*c^2*g*q^3*r*x^2+8608*c^2*g*q^3*x^3-7524*c^2*g*q^2*r^ 2*x^2+37680*c^2*g*q^2*r*x^3-9016*c^2*g*q*r^3*x^2+54944*c^2*g*q*r^2*x^3-3744*c^2 *g*r^4*x^2+26584*c^2*g*r^3*x^3-132*c^2*p^5*x^2-540*c^2*p^4*q*x^2-838*c^2*p^4*r* x^2+1360*c^2*p^4*x^3-840*c^2*p^3*q^2*x^2-2696*c^2*p^3*q*r*x^2+5440*c^2*p^3*q*x^ 3-2100*c^2*p^3*r^2*x^2+7824*c^2*p^3*r*x^3-600*c^2*p^2*q^3*x^2-3060*c^2*p^2*q^2* r*x^2+8160*c^2*p^2*q^2*x^3-4980*c^2*p^2*q*r^2*x^2+23472*c^2*p^2*q*r*x^3-2592*c^ 2*p^2*r^3*x^2+16848*c^2*p^2*r^2*x^3-180*c^2*p*q^4*x^2-1384*c^2*p*q^3*r*x^2+5440 *c^2*p*q^3*x^3-3660*c^2*p*q^2*r^2*x^2+23472*c^2*p*q^2*r*x^3-4032*c^2*p*q*r^3*x^ 2+33696*c^2*p*q*r^2*x^3-1576*c^2*p*r^4*x^2+16016*c^2*p*r^3*x^3-12*c^2*q^5*x^2-\ 182*c^2*q^4*r*x^2+1360*c^2*q^4*x^3-780*c^2*q^3*r^2*x^2+7824*c^2*q^3*r*x^3-1440* c^2*q^2*r^3*x^2+16848*c^2*q^2*r^2*x^3-1208*c^2*q*r^4*x^2+16016*c^2*q*r^3*x^3-\ 378*c^2*r^5*x^2+5632*c^2*r^4*x^3-24*c*g^6*x^2-284*c*g^5*p*x^2-196*c*g^5*q*x^2-\ 357*c*g^5*r*x^2+256*c*g^5*x^3-964*c*g^4*p^2*x^2-1404*c*g^4*p*q*x^2-2440*c*g^4*p *r*x^2+2120*c*g^4*p*x^3-440*c*g^4*q^2*x^2-1706*c*g^4*q*r*x^2+2120*c*g^4*q*x^3-\ 1500*c*g^4*r^2*x^2+3208*c*g^4*r*x^3-1416*c*g^3*p^3*x^2-3240*c*g^3*p^2*q*x^2-\ 5426*c*g^3*p^2*r*x^2+4912*c*g^3*p^2*x^3-2232*c*g^3*p*q^2*x^2-8004*c*g^3*p*q*r*x ^2+9824*c*g^3*p*q*x^3-6812*c*g^3*p*r^2*x^2+14632*c*g^3*p*r*x^3-408*c*g^3*q^3*x^ 2-2578*c*g^3*q^2*r*x^2+4912*c*g^3*q^2*x^3-4828*c*g^3*q*r^2*x^2+14632*c*g^3*q*r* x^3-2802*c*g^3*r^3*x^2+10644*c*g^3*r^2*x^3-968*c*g^2*p^4*x^2-3064*c*g^2*p^3*q*x ^2-4968*c*g^2*p^3*r*x^2+4696*c*g^2*p^3*x^3-3384*c*g^2*p^2*q^2*x^2-11496*c*g^2*p ^2*q*r*x^2+14088*c*g^2*p^2*q*x^3-9432*c*g^2*p^2*r^2*x^2+20728*c*g^2*p^2*r*x^3-\ 1448*c*g^2*p*q^3*x^2-8088*c*g^2*p*q^2*r*x^2+14088*c*g^2*p*q^2*x^3-14160*c*g^2*p *q*r^2*x^2+41456*c*g^2*p*q*r*x^3-7832*c*g^2*p*r^3*x^2+30288*c*g^2*p*r^2*x^3-160 *c*g^2*q^4*x^2-1560*c*g^2*q^3*r*x^2+4696*c*g^2*q^3*x^3-4728*c*g^2*q^2*r^2*x^2+ 20728*c*g^2*q^2*r*x^3-5728*c*g^2*q*r^3*x^2+30288*c*g^2*q*r^2*x^3-2400*c*g^2*r^4 *x^2+14680*c*g^2*r^3*x^3-268*c*g*p^5*x^2-1092*c*g*p^4*q*x^2-1717*c*g*p^4*r*x^2+ 1856*c*g*p^4*x^3-1688*c*g*p^3*q^2*x^2-5492*c*g*p^3*q*r*x^2+7424*c*g*p^3*q*x^3-\ 4344*c*g*p^3*r^2*x^2+10792*c*g*p^3*r*x^3-1192*c*g*p^2*q^3*x^2-6174*c*g*p^2*q^2* r*x^2+11136*c*g*p^2*q^2*x^3-10224*c*g*p^2*q*r^2*x^2+32376*c*g*p^2*q*r*x^3-5410* c*g*p^2*r^3*x^2+23492*c*g*p^2*r^2*x^3-348*c*g*p*q^4*x^2-2740*c*g*p*q^3*r*x^2+ 7424*c*g*p*q^3*x^3-7416*c*g*p*q^2*r^2*x^2+32376*c*g*p*q^2*r*x^3-8340*c*g*p*q*r^ 3*x^2+46984*c*g*p*q*r^2*x^3-3316*c*g*p*r^4*x^2+22604*c*g*p*r^3*x^3-20*c*g*q^5*x ^2-341*c*g*q^4*r*x^2+1856*c*g*q^4*x^3-1536*c*g*q^3*r^2*x^2+10792*c*g*q^3*r*x^3-\ 2930*c*g*q^2*r^3*x^2+23492*c*g*q^2*r^2*x^3-2516*c*g*q*r^4*x^2+22604*c*g*q*r^3*x ^3-801*c*g*r^5*x^2+8048*c*g*r^4*x^3-12*c*p^6*x^2-60*c*p^5*q*x^2-92*c*p^5*r*x^2+ 208*c*p^5*x^3-120*c*p^4*q^2*x^2-378*c*p^4*q*r*x^2+1040*c*p^4*q*x^3-290*c*p^4*r^ 2*x^2+1488*c*p^4*r*x^3-120*c*p^3*q^3*x^2-592*c*p^3*q^2*r*x^2+2080*c*p^3*q^2*x^3 -940*c*p^3*q*r^2*x^2+5952*c*p^3*q*r*x^3-480*c*p^3*r^3*x^2+4248*c*p^3*r^2*x^3-60 *c*p^2*q^4*x^2-428*c*p^2*q^3*r*x^2+2080*c*p^2*q^3*x^3-1080*c*p^2*q^2*r^2*x^2+ 8928*c*p^2*q^2*r*x^3-1152*c*p^2*q*r^3*x^2+12744*c*p^2*q*r^2*x^3-440*c*p^2*r^4*x ^2+6020*c*p^2*r^3*x^3-12*c*p*q^5*x^2-132*c*p*q^4*r*x^2+1040*c*p*q^4*x^3-500*c*p *q^3*r^2*x^2+5952*c*p*q^3*r*x^3-864*c*p*q^2*r^3*x^2+12744*c*p*q^2*r^2*x^3-696*c *p*q*r^4*x^2+12040*c*p*q*r^3*x^3-212*c*p*r^5*x^2+4208*c*p*r^4*x^3-10*c*q^5*r*x^ 2+208*c*q^5*x^3-70*c*q^4*r^2*x^2+1488*c*q^4*r*x^3-192*c*q^3*r^3*x^2+4248*c*q^3* r^2*x^3-256*c*q^2*r^4*x^2+6020*c*q^2*r^3*x^3-166*c*q*r^5*x^2+4208*c*q*r^4*x^3-\ 42*c*r^6*x^2+1156*c*r^5*x^3-14*g^6*p*x^2-10*g^6*q*x^2-18*g^6*r*x^2-78*g^5*p^2*x ^2-114*g^5*p*q*x^2-198*g^5*p*r*x^2+128*g^5*p*x^3-36*g^5*q^2*x^2-141*g^5*q*r*x^2 +128*g^5*q*x^3-120*g^5*r^2*x^2+200*g^5*r*x^3-168*g^4*p^3*x^2-384*g^4*p^2*q*x^2-\ 645*g^4*p^2*r*x^2+504*g^4*p^2*x^3-264*g^4*p*q^2*x^2-954*g^4*p*q*r*x^2+1008*g^4* p*q*x^3-807*g^4*p*r^2*x^2+1522*g^4*p*r*x^3-48*g^4*q^3*x^2-309*g^4*q^2*r*x^2+504 *g^4*q^2*x^3-573*g^4*q*r^2*x^2+1522*g^4*q*r*x^3-330*g^4*r^3*x^2+1084*g^4*r^2*x^ 3-176*g^3*p^4*x^2-556*g^3*p^3*q*x^2-906*g^3*p^3*r*x^2+756*g^3*p^3*x^3-612*g^3*p ^2*q^2*x^2-2094*g^3*p^2*q*r*x^2+2268*g^3*p^2*q*x^3-1722*g^3*p^2*r^2*x^2+3368*g^ 3*p^2*r*x^3-260*g^3*p*q^3*x^2-1470*g^3*p*q^2*r*x^2+2268*g^3*p*q^2*x^3-2580*g^3* p*q*r^2*x^2+6736*g^3*p*q*r*x^3-1430*g^3*p*r^3*x^2+4900*g^3*p*r^2*x^3-28*g^3*q^4 *x^2-282*g^3*q^3*r*x^2+756*g^3*q^3*x^3-858*g^3*q^2*r^2*x^2+3368*g^3*q^2*r*x^3-\ 1042*g^3*q*r^3*x^2+4900*g^3*q*r^2*x^3-438*g^3*r^4*x^2+2360*g^3*r^3*x^3-90*g^2*p ^5*x^2-366*g^2*p^4*q*x^2-579*g^2*p^4*r*x^2+524*g^2*p^4*x^3-564*g^2*p^3*q^2*x^2-\ 1848*g^2*p^3*q*r*x^2+2096*g^2*p^3*q*x^3-1470*g^2*p^3*r^2*x^2+3072*g^2*p^3*r*x^3 -396*g^2*p^2*q^3*x^2-2070*g^2*p^2*q^2*r*x^2+3144*g^2*p^2*q^2*x^3-3450*g^2*p^2*q *r^2*x^2+9216*g^2*p^2*q*r*x^3-1836*g^2*p^2*r^3*x^2+6708*g^2*p^2*r^2*x^3-114*g^2 *p*q^4*x^2-912*g^2*p*q^3*r*x^2+2096*g^2*p*q^3*x^3-2490*g^2*p*q^2*r^2*x^2+9216*g ^2*p*q^2*r*x^3-2820*g^2*p*q*r^3*x^2+13416*g^2*p*q*r^2*x^3-1128*g^2*p*r^4*x^2+ 6472*g^2*p*r^3*x^3-6*g^2*q^5*x^2-111*g^2*q^4*r*x^2+524*g^2*q^4*x^3-510*g^2*q^3* r^2*x^2+3072*g^2*q^3*r*x^3-984*g^2*q^2*r^3*x^2+6708*g^2*q^2*r^2*x^3-852*g^2*q*r ^4*x^2+6472*g^2*q*r^3*x^3-273*g^2*r^5*x^2+2312*g^2*r^4*x^3-18*g*p^6*x^2-90*g*p^ 5*q*x^2-138*g*p^5*r*x^2+156*g*p^5*x^3-180*g*p^4*q^2*x^2-567*g*p^4*q*r*x^2+780*g *p^4*q*x^3-435*g*p^4*r^2*x^2+1128*g*p^4*r*x^3-180*g*p^3*q^3*x^2-888*g*p^3*q^2*r *x^2+1560*g*p^3*q^2*x^3-1410*g*p^3*q*r^2*x^2+4512*g*p^3*q*r*x^3-720*g*p^3*r^3*x ^2+3252*g*p^3*r^2*x^3-90*g*p^2*q^4*x^2-642*g*p^2*q^3*r*x^2+1560*g*p^2*q^3*x^3-\ 1620*g*p^2*q^2*r^2*x^2+6768*g*p^2*q^2*r*x^3-1728*g*p^2*q*r^3*x^2+9756*g*p^2*q*r ^2*x^3-660*g*p^2*r^4*x^2+4656*g*p^2*r^3*x^3-18*g*p*q^5*x^2-198*g*p*q^4*r*x^2+ 780*g*p*q^4*x^3-750*g*p*q^3*r^2*x^2+4512*g*p*q^3*r*x^3-1296*g*p*q^2*r^3*x^2+ 9756*g*p*q^2*r^2*x^3-1044*g*p*q*r^4*x^2+9312*g*p*q*r^3*x^3-318*g*p*r^5*x^2+3288 *g*p*r^4*x^3-15*g*q^5*r*x^2+156*g*q^5*x^3-105*g*q^4*r^2*x^2+1128*g*q^4*r*x^3-\ 288*g*q^3*r^3*x^2+3252*g*q^3*r^2*x^3-384*g*q^2*r^4*x^2+4656*g*q^2*r^3*x^3-249*g *q*r^5*x^2+3288*g*q*r^4*x^3-63*g*r^6*x^2+912*g*r^5*x^3+12*p^6*x^3+72*p^5*q*x^3+ 102*p^5*r*x^3+180*p^4*q^2*x^3+510*p^4*q*r*x^3+360*p^4*r^2*x^3+240*p^3*q^3*x^3+ 1020*p^3*q^2*r*x^3+1440*p^3*q*r^2*x^3+672*p^3*r^3*x^3+180*p^2*q^4*x^3+1020*p^2* q^3*r*x^3+2160*p^2*q^2*r^2*x^3+2016*p^2*q*r^3*x^3+696*p^2*r^4*x^3+72*p*q^5*x^3+ 510*p*q^4*r*x^3+1440*p*q^3*r^2*x^3+2016*p*q^2*r^3*x^3+1392*p*q*r^4*x^3+378*p*r^ 5*x^3+12*q^6*x^3+102*q^5*r*x^3+360*q^4*r^2*x^3+672*q^3*r^3*x^3+696*q^2*r^4*x^3+ 378*q*r^5*x^3+84*r^6*x^3+128*a^6*c*x+96*a^6*p*x+64*a^6*q*x+112*a^6*r*x+576*a^5* b*c*x+416*a^5*b*p*x+256*a^5*b*q*x+480*a^5*b*r*x+832*a^5*c^2*x+480*a^5*c*g*x+ 1088*a^5*c*p*x+640*a^5*c*q*x+1264*a^5*c*r*x-1792*a^5*c*x^2+352*a^5*g*p*x+224*a^ 5*g*q*x+400*a^5*g*r*x+336*a^5*p^2*x+416*a^5*p*q*x+784*a^5*p*r*x-1104*a^5*p*x^2+ 112*a^5*q^2*x+480*a^5*q*r*x-880*a^5*q*x^2+448*a^5*r^2*x-1488*a^5*r*x^2+1024*a^4 *b^2*c*x+704*a^4*b^2*p*x+384*a^4*b^2*q*x+800*a^4*b^2*r*x+3136*a^4*b*c^2*x+1856* a^4*b*c*g*x+4064*a^4*b*c*p*x+2176*a^4*b*c*q*x+4656*a^4*b*c*r*x-7776*a^4*b*c*x^2 +1312*a^4*b*g*p*x+768*a^4*b*g*q*x+1496*a^4*b*g*r*x+1264*a^4*b*p^2*x+1440*a^4*b* p*q*x+2896*a^4*b*p*r*x-4736*a^4*b*p*x^2+336*a^4*b*q^2*x+1632*a^4*b*q*r*x-3616*a ^4*b*q*x^2+1632*a^4*b*r^2*x-6336*a^4*b*r*x^2+2240*a^4*c^3*x+2656*a^4*c^2*g*x+ 4160*a^4*c^2*p*x+2304*a^4*c^2*q*x+4768*a^4*c^2*r*x-10912*a^4*c^2*x^2+768*a^4*c* g^2*x+3488*a^4*c*g*p*x+1952*a^4*c*g*q*x+3944*a^4*c*g*r*x-6536*a^4*c*g*x^2+2448* a^4*c*p^2*x+2880*a^4*c*p*q*x+5632*a^4*c*p*r*x-12248*a^4*c*p*x^2+720*a^4*c*q^2*x +3248*a^4*c*q*r*x-9272*a^4*c*q*x^2+3184*a^4*c*r^2*x-16184*a^4*c*r*x^2+4064*a^4* c*x^3+552*a^4*g^2*p*x+336*a^4*g^2*q*x+620*a^4*g^2*r*x+1096*a^4*g*p^2*x+1296*a^4 *g*p*q*x+2480*a^4*g*p*r*x-4040*a^4*g*p*x^2+328*a^4*g*q^2*x+1456*a^4*g*q*r*x-\ 3108*a^4*g*q*x^2+1384*a^4*g*r^2*x-5344*a^4*g*r*x^2+456*a^4*p^3*x+848*a^4*p^2*q* x+1588*a^4*p^2*r*x-3312*a^4*p^2*x^2+456*a^4*p*q^2*x+1912*a^4*p*q*r*x-5228*a^4*p *q*x^2+1808*a^4*p*r^2*x-8760*a^4*p*r*x^2+2032*a^4*p*x^3+64*a^4*q^3*x+500*a^4*q^ 2*r*x-1916*a^4*q^2*x^2+1064*a^4*q*r^2*x-6852*a^4*q*r*x^2+2032*a^4*q*x^3+676*a^4 *r^3*x-5560*a^4*r^2*x^2+3332*a^4*r*x^3+896*a^3*b^3*c*x+576*a^3*b^3*p*x+256*a^3* b^3*q*x+640*a^3*b^3*r*x+4480*a^3*b^2*c^2*x+2752*a^3*b^2*c*g*x+5760*a^3*b^2*c*p* x+2688*a^3*b^2*c*q*x+6448*a^3*b^2*c*r*x-13184*a^3*b^2*c*x^2+1856*a^3*b^2*g*p*x+ 960*a^3*b^2*g*q*x+2120*a^3*b^2*g*r*x+1808*a^3*b^2*p^2*x+1824*a^3*b^2*p*q*x+4032 *a^3*b^2*p*r*x-7904*a^3*b^2*p*x^2+336*a^3*b^2*q^2*x+2016*a^3*b^2*q*r*x-5664*a^3 *b^2*q*x^2+2224*a^3*b^2*r^2*x-10464*a^3*b^2*r*x^2+6784*a^3*b*c^3*x+8352*a^3*b*c ^2*g*x+12640*a^3*b*c^2*p*x+6336*a^3*b*c^2*q*x+14240*a^3*b*c^2*r*x-37952*a^3*b*c ^2*x^2+2480*a^3*b*c*g^2*x+10848*a^3*b*c*g*p*x+5536*a^3*b*c*g*q*x+12216*a^3*b*c* g*r*x-23056*a^3*b*c*g*x^2+7536*a^3*b*c*p^2*x+8128*a^3*b*c*p*q*x+17056*a^3*b*c*p *r*x-42640*a^3*b*c*p*x^2+1744*a^3*b*c*q^2*x+8960*a^3*b*c*q*r*x-30736*a^3*b*c*q* x^2+9520*a^3*b*c*r^2*x-55360*a^3*b*c*r*x^2+16256*a^3*b*c*x^3+1720*a^3*b*g^2*p*x +960*a^3*b*g^2*q*x+1972*a^3*b*g^2*r*x+3408*a^3*b*g*p^2*x+3712*a^3*b*g*p*q*x+ 7624*a^3*b*g*p*r*x-14004*a^3*b*g*p*x^2+816*a^3*b*g*q^2*x+4136*a^3*b*g*q*r*x-\ 10276*a^3*b*g*q*x^2+4216*a^3*b*g*r^2*x-18476*a^3*b*g*r*x^2+1432*a^3*b*p^3*x+ 2480*a^3*b*p^2*q*x+4920*a^3*b*p^2*r*x-11572*a^3*b*p^2*x^2+1176*a^3*b*p*q^2*x+ 5472*a^3*b*p*q*r*x-17560*a^3*b*p*q*x^2+5544*a^3*b*p*r^2*x-30168*a^3*b*p*r*x^2+ 8128*a^3*b*p*x^3+128*a^3*b*q^3*x+1256*a^3*b*q^2*r*x-5988*a^3*b*q^2*x^2+2992*a^3 *b*q*r^2*x-22536*a^3*b*q*r*x^2+8128*a^3*b*q*x^3+2056*a^3*b*r^3*x-18788*a^3*b*r^ 2*x^2+13328*a^3*b*r*x^3+3200*a^3*c^4*x+5920*a^3*c^3*g*x+7680*a^3*c^3*p*x+4096*a ^3*c^3*q*x+8672*a^3*c^3*r*x-26144*a^3*c^3*x^2+3520*a^3*c^2*g^2*x+11200*a^3*c^2* g*p*x+5888*a^3*c^2*g*q*x+12496*a^3*c^2*g*r*x-32240*a^3*c^2*g*x^2+6576*a^3*c^2*p ^2*x+7488*a^3*c^2*p*q*x+14928*a^3*c^2*p*r*x-42512*a^3*c^2*p*x^2+1776*a^3*c^2*q^ 2*x+8288*a^3*c^2*q*r*x-31184*a^3*c^2*q*x^2+8352*a^3*c^2*r^2*x-54824*a^3*c^2*r*x ^2+22048*a^3*c^2*x^3+680*a^3*c*g^3*x+4640*a^3*c*g^2*p*x+2480*a^3*c*g^2*q*x+5168 *a^3*c*g^2*r*x-9584*a^3*c*g^2*x^2+6760*a^3*c*g*p^2*x+7600*a^3*c*g*p*q*x+15156*a ^3*c*g*p*r*x-36624*a^3*c*g*p*x^2+1776*a^3*c*g*q^2*x+8328*a^3*c*g*q*r*x-26772*a^ 3*c*g*q*x^2+8396*a^3*c*g*r^2*x-47140*a^3*c*g*r*x^2+13456*a^3*c*g*x^3+2368*a^3*c *p^3*x+4288*a^3*c*p^2*q*x+8132*a^3*c*p^2*r*x-22184*a^3*c*p^2*x^2+2208*a^3*c*p*q ^2*x+9528*a^3*c*p*q*r*x-34124*a^3*c*p*q*x^2+9160*a^3*c*p*r^2*x-57760*a^3*c*p*r* x^2+20832*a^3*c*p*x^3+288*a^3*c*q^3*x+2372*a^3*c*q^2*r*x-11940*a^3*c*q^2*x^2+ 5240*a^3*c*q*r^2*x-43200*a^3*c*q*r*x^2+20832*a^3*c*q*x^3+3396*a^3*c*r^3*x-36532 *a^3*c*r^2*x^2+32164*a^3*c*r*x^3+480*a^3*g^3*p*x+280*a^3*g^3*q*x+544*a^3*g^3*r* x+1476*a^3*g^2*p^2*x+1672*a^3*g^2*p*q*x+3266*a^3*g^2*p*r*x-5908*a^3*g^2*p*x^2+ 400*a^3*g^2*q^2*x+1848*a^3*g^2*q*r*x-4386*a^3*g^2*q*x^2+1790*a^3*g^2*r^2*x-7720 *a^3*g^2*r*x^2+1296*a^3*g*p^3*x+2328*a^3*g*p^2*q*x+4412*a^3*g*p^2*r*x-10024*a^3 *g*p^2*x^2+1184*a^3*g*p*q^2*x+5112*a^3*g*p*q*r*x-15412*a^3*g*p*q*x^2+4936*a^3*g *p*r^2*x-25912*a^3*g*p*r*x^2+6728*a^3*g*p*x^3+152*a^3*g*q^3*x+1260*a^3*g*q^2*r* x-5388*a^3*g*q^2*x^2+2784*a^3*g*q*r^2*x-19614*a^3*g*q*r*x^2+6728*a^3*g*q*x^3+ 1820*a^3*g*r^3*x-16014*a^3*g*r^2*x^2+11038*a^3*g*r*x^3+300*a^3*p^4*x+760*a^3*p^ 3*q*x+1384*a^3*p^3*r*x-3732*a^3*p^3*x^2+632*a^3*p^2*q^2*x+2556*a^3*p^2*q*r*x-\ 8906*a^3*p^2*q*x^2+2352*a^3*p^2*r^2*x-14688*a^3*p^2*r*x^2+4904*a^3*p^2*x^3+184* a^3*p*q^3*x+1360*a^3*p*q^2*r*x-6616*a^3*p*q^2*x^2+2832*a^3*p*q*r^2*x-22840*a^3* p*q*r*x^2+9808*a^3*p*q*x^3+1752*a^3*p*r^3*x-18896*a^3*p*r^2*x^2+15058*a^3*p*r*x ^3+12*a^3*q^4*x+188*a^3*q^3*r*x-1442*a^3*q^3*x^2+728*a^3*q^2*r^2*x-8152*a^3*q^2 *r*x^2+4904*a^3*q^2*x^3+1036*a^3*q*r^3*x-14218*a^3*q*r^2*x^2+15058*a^3*q*r*x^3+ 484*a^3*r^4*x-7940*a^3*r^3*x^2+10786*a^3*r^2*x^3+384*a^2*b^4*c*x+224*a^2*b^4*p* x+64*a^2*b^4*q*x+240*a^2*b^4*r*x+2944*a^2*b^3*c^2*x+1920*a^2*b^3*c*g*x+3776*a^2 *b^3*c*p*x+1408*a^2*b^3*c*q*x+4048*a^2*b^3*c*r*x-10816*a^2*b^3*c*x^2+1216*a^2*b ^3*g*p*x+512*a^2*b^3*g*q*x+1384*a^2*b^3*g*r*x+1200*a^2*b^3*p^2*x+992*a^2*b^3*p* q*x+2560*a^2*b^3*p*r*x-6336*a^2*b^3*p*x^2+112*a^2*b^3*q^2*x+1056*a^2*b^3*q*r*x-\ 4096*a^2*b^3*q*x^2+1360*a^2*b^3*r^2*x-8256*a^2*b^3*r*x^2+7296*a^2*b^2*c^3*x+ 9472*a^2*b^2*c^2*g*x+13728*a^2*b^2*c^2*p*x+5952*a^2*b^2*c^2*q*x+15024*a^2*b^2*c ^2*r*x-48384*a^2*b^2*c^2*x^2+2912*a^2*b^2*c*g^2*x+12160*a^2*b^2*c*g*p*x+5440*a^ 2*b^2*c*g*q*x+13536*a^2*b^2*c*g*r*x-29952*a^2*b^2*c*g*x^2+8336*a^2*b^2*c*p^2*x+ 7936*a^2*b^2*c*p*q*x+18416*a^2*b^2*c*p*r*x-54432*a^2*b^2*c*p*x^2+1328*a^2*b^2*c *q^2*x+8432*a^2*b^2*c*q*r*x-36576*a^2*b^2*c*q*x^2+10080*a^2*b^2*c*r^2*x-68976*a ^2*b^2*c*r*x^2+24384*a^2*b^2*c*x^3+1928*a^2*b^2*g^2*p*x+944*a^2*b^2*g^2*q*x+ 2244*a^2*b^2*g^2*r*x+3816*a^2*b^2*g*p^2*x+3696*a^2*b^2*g*p*q*x+8400*a^2*b^2*g*p *r*x-17772*a^2*b^2*g*p*x^2+648*a^2*b^2*g*q^2*x+4080*a^2*b^2*g*q*r*x-12180*a^2*b ^2*g*q*x^2+4584*a^2*b^2*g*r^2*x-23364*a^2*b^2*g*r*x^2+1624*a^2*b^2*p^3*x+2544*a ^2*b^2*p^2*q*x+5476*a^2*b^2*p^2*r*x-14844*a^2*b^2*p^2*x^2+984*a^2*b^2*p*q^2*x+ 5432*a^2*b^2*p*q*r*x-21312*a^2*b^2*p*q*x^2+6080*a^2*b^2*p*r^2*x-37944*a^2*b^2*p *r*x^2+12192*a^2*b^2*p*x^3+64*a^2*b^2*q^3*x+1012*a^2*b^2*q^2*r*x-6468*a^2*b^2*q ^2*x^2+2888*a^2*b^2*q*r^2*x-26496*a^2*b^2*q*r*x^2+12192*a^2*b^2*q*x^3+2228*a^2* b^2*r^3*x-23004*a^2*b^2*r^2*x^2+19992*a^2*b^2*r*x^3+7296*a^2*b*c^4*x+14208*a^2* b*c^3*g*x+17696*a^2*b*c^3*p*x+8512*a^2*b*c^3*q*x+19584*a^2*b*c^3*r*x-68480*a^2* b*c^3*x^2+8736*a^2*b*c^2*g^2*x+26816*a^2*b*c^2*g*p*x+12832*a^2*b*c^2*g*q*x+ 29736*a^2*b*c^2*g*r*x-86000*a^2*b*c^2*g*x^2+15408*a^2*b*c^2*p^2*x+16064*a^2*b*c ^2*p*q*x+34416*a^2*b*c^2*p*r*x-111968*a^2*b*c^2*p*x^2+3248*a^2*b*c^2*q^2*x+ 17312*a^2*b*c^2*q*r*x-77984*a^2*b*c^2*q*x^2+19008*a^2*b*c^2*r^2*x-141632*a^2*b* c^2*r*x^2+66144*a^2*b*c^2*x^3+1728*a^2*b*c*g^3*x+11336*a^2*b*c*g^2*p*x+5536*a^2 *b*c*g^2*q*x+12724*a^2*b*c*g^2*r*x-25880*a^2*b*c*g^2*x^2+16240*a^2*b*c*g*p^2*x+ 16832*a^2*b*c*g*p*q*x+36124*a^2*b*c*g*p*r*x-97212*a^2*b*c*g*p*x^2+3400*a^2*b*c* g*q^2*x+18248*a^2*b*c*g*q*r*x-67656*a^2*b*c*g*q*x^2+19884*a^2*b*c*g*r^2*x-\ 123892*a^2*b*c*g*r*x^2+40368*a^2*b*c*g*x^3+5672*a^2*b*c*p^3*x+9568*a^2*b*c*p^2* q*x+19236*a^2*b*c*p^2*r*x-58804*a^2*b*c*p^2*x^2+4328*a^2*b*c*p*q^2*x+20808*a^2* b*c*p*q*r*x-86876*a^2*b*c*p*q*x^2+21456*a^2*b*c*p*r^2*x-150944*a^2*b*c*p*r*x^2+ 62496*a^2*b*c*p*x^3+432*a^2*b*c*q^3*x+4500*a^2*b*c*q^2*r*x-28072*a^2*b*c*q^2*x^ 2+11240*a^2*b*c*q*r^2*x-107264*a^2*b*c*q*r*x^2+62496*a^2*b*c*q*x^3+7892*a^2*b*c *r^3*x-94024*a^2*b*c*r^2*x^2+96492*a^2*b*c*r*x^3+1176*a^2*b*g^3*p*x+624*a^2*b*g ^3*q*x+1376*a^2*b*g^3*r*x+3572*a^2*b*g^2*p^2*x+3736*a^2*b*g^2*p*q*x+7902*a^2*b* g^2*p*r*x-15578*a^2*b*g^2*p*x^2+776*a^2*b*g^2*q^2*x+4152*a^2*b*g^2*q*r*x-11012* a^2*b*g^2*q*x^2+4330*a^2*b*g^2*r^2*x-20434*a^2*b*g^2*r*x^2+3144*a^2*b*g*p^3*x+ 5280*a^2*b*g*p^2*q*x+10618*a^2*b*g*p^2*r*x-26588*a^2*b*g*p^2*x^2+2376*a^2*b*g*p *q^2*x+11444*a^2*b*g*p*q*r*x-39268*a^2*b*g*p*q*x^2+11804*a^2*b*g*p*r^2*x-68204* a^2*b*g*p*r*x^2+20184*a^2*b*g*p*x^3+240*a^2*b*g*q^3*x+2506*a^2*b*g*q^2*r*x-\ 12680*a^2*b*g*q^2*x^2+6164*a^2*b*g*q*r^2*x-49310*a^2*b*g*q*r*x^2+20184*a^2*b*g* q*x^3+4330*a^2*b*g*r^3*x-41646*a^2*b*g*r^2*x^2+33114*a^2*b*g*r*x^3+740*a^2*b*p^ 4*x+1776*a^2*b*p^3*q*x+3384*a^2*b*p^3*r*x-9970*a^2*b*p^3*x^2+1344*a^2*b*p^2*q^2 *x+5884*a^2*b*p^2*q*r*x-23040*a^2*b*p^2*q*x^2+5712*a^2*b*p^2*r^2*x-38834*a^2*b* p^2*r*x^2+14712*a^2*b*p^2*x^3+320*a^2*b*p*q^3*x+2816*a^2*b*p*q^2*r*x-16170*a^2* b*p*q^2*x^2+6440*a^2*b*p*q*r^2*x-58060*a^2*b*p*q*r*x^2+29424*a^2*b*p*q*x^3+4232 *a^2*b*p*r^3*x-49386*a^2*b*p*r^2*x^2+45174*a^2*b*p*r*x^3+12*a^2*b*q^4*x+316*a^2 *b*q^3*r*x-3100*a^2*b*q^3*x^2+1472*a^2*b*q^2*r^2*x-19226*a^2*b*q^2*r*x^2+14712* a^2*b*q^2*x^3+2332*a^2*b*q*r^3*x-35352*a^2*b*q*r^2*x^2+45174*a^2*b*q*r*x^3+1164 *a^2*b*r^4*x-20522*a^2*b*r^3*x^2+32358*a^2*b*r^2*x^3+2560*a^2*c^5*x+6656*a^2*c^ 4*g*x+7520*a^2*c^4*p*x+3904*a^2*c^4*q*x+8368*a^2*c^4*r*x-30944*a^2*c^4*x^2+6144 *a^2*c^3*g^2*x+16448*a^2*c^3*g*p*x+8288*a^2*c^3*g*q*x+18128*a^2*c^3*g*r*x-59208 *a^2*c^3*g*x^2+8400*a^2*c^3*p^2*x+9344*a^2*c^3*p*q*x+18832*a^2*c^3*p*r*x-65784* a^2*c^3*p*x^2+2128*a^2*c^3*q^2*x+10176*a^2*c^3*q*r*x-47160*a^2*c^3*q*x^2+10432* a^2*c^3*r^2*x-83080*a^2*c^3*r*x^2+43776*a^2*c^3*x^3+2432*a^2*c^2*g^3*x+11784*a^ 2*c^2*g^2*p*x+5904*a^2*c^2*g^2*q*x+12988*a^2*c^2*g^2*r*x-36000*a^2*c^2*g^2*x^2+ 14568*a^2*c^2*g*p^2*x+15824*a^2*c^2*g*p*q*x+32400*a^2*c^2*g*p*r*x-97912*a^2*c^2 *g*p*x^2+3480*a^2*c^2*g*q^2*x+17032*a^2*c^2*g*q*r*x-69448*a^2*c^2*g*q*x^2+17832 *a^2*c^2*g*r^2*x-123400*a^2*c^2*g*r*x^2+54560*a^2*c^2*g*x^3+4424*a^2*c^2*p^3*x+ 7856*a^2*c^2*p^2*q*x+15012*a^2*c^2*p^2*r*x-50352*a^2*c^2*p^2*x^2+3912*a^2*c^2*p *q^2*x+17240*a^2*c^2*p*q*r*x-76048*a^2*c^2*p*q*x^2+16752*a^2*c^2*p*r^2*x-128976 *a^2*c^2*p*r*x^2+60544*a^2*c^2*p*x^3+480*a^2*c^2*q^3*x+4132*a^2*c^2*q^2*r*x-\ 25696*a^2*c^2*q^2*x^2+9384*a^2*c^2*q*r^2*x-93872*a^2*c^2*q*r*x^2+60544*a^2*c^2* q*x^3+6164*a^2*c^2*r^3*x-80772*a^2*c^2*r^2*x^2+91424*a^2*c^2*r*x^3+352*a^2*c*g^ 4*x+3208*a^2*c*g^3*p*x+1640*a^2*c*g^3*q*x+3576*a^2*c*g^3*r*x-7066*a^2*c*g^3*x^2 +7236*a^2*c*g^2*p^2*x+7808*a^2*c*g^2*p*q*x+15994*a^2*c*g^2*p*r*x-41146*a^2*c*g^ 2*p*x^2+1712*a^2*c*g^2*q^2*x+8436*a^2*c*g^2*q*r*x-29138*a^2*c*g^2*q*x^2+8758*a^ 2*c*g^2*r^2*x-52166*a^2*c*g^2*r*x^2+16336*a^2*c*g^2*x^3+5448*a^2*c*g*p^3*x+9528 *a^2*c*g*p^2*q*x+18392*a^2*c*g*p^2*r*x-51958*a^2*c*g*p^2*x^2+4624*a^2*c*g*p*q^2 *x+20696*a^2*c*g*p*q*r*x-78004*a^2*c*g*p*q*x^2+20440*a^2*c*g*p*r^2*x-132784*a^2 *c*g*p*r*x^2+51728*a^2*c*g*p*x^3+544*a^2*c*g*q^3*x+4810*a^2*c*g*q^2*r*x-26046*a ^2*c*g*q^2*x^2+11168*a^2*c*g*q*r^2*x-96290*a^2*c*g*q*r*x^2+51728*a^2*c*g*q*x^3+ 7496*a^2*c*g*r^3*x-82360*a^2*c*g*r^2*x^2+79948*a^2*c*g*r*x^3+1084*a^2*c*p^4*x+ 2704*a^2*c*p^3*q*x+4944*a^2*c*p^3*r*x-16486*a^2*c*p^3*x^2+2192*a^2*c*p^2*q^2*x+ 8996*a^2*c*p^2*q*r*x-38770*a^2*c*p^2*q*x^2+8328*a^2*c*p^2*r^2*x-63950*a^2*c*p^2 *r*x^2+27712*a^2*c*p^2*x^3+608*a^2*c*p*q^3*x+4664*a^2*c*p*q^2*r*x-28082*a^2*c*p *q^2*x^2+9880*a^2*c*p*q*r^2*x-97520*a^2*c*p*q*r*x^2+55424*a^2*c*p*q*x^3+6160*a^ 2*c*p*r^3*x-81266*a^2*c*p*r^2*x^2+83432*a^2*c*p*r*x^3+36*a^2*c*q^4*x+612*a^2*c* q^3*r*x-5798*a^2*c*q^3*x^2+2472*a^2*c*q^2*r^2*x-33570*a^2*c*q^2*r*x^2+27712*a^2 *c*q^2*x^3+3588*a^2*c*q*r^3*x-59876*a^2*c*q*r^2*x^2+83432*a^2*c*q*r*x^3+1692*a^ 2*c*r^4*x-33802*a^2*c*r^3*x^2+61172*a^2*c*r^2*x^3+244*a^2*g^4*p*x+136*a^2*g^4*q *x+284*a^2*g^4*r*x+1026*a^2*g^3*p^2*x+1116*a^2*g^3*p*q*x+2251*a^2*g^3*p*r*x-\ 4318*a^2*g^3*p*x^2+252*a^2*g^3*q^2*x+1232*a^2*g^3*q*r*x-3102*a^2*g^3*q*x^2+1225 *a^2*g^3*r^2*x-5618*a^2*g^3*r*x^2+1416*a^2*g^2*p^3*x+2464*a^2*g^2*p^2*q*x+4755* a^2*g^2*p^2*r*x-11348*a^2*g^2*p^2*x^2+1188*a^2*g^2*p*q^2*x+5330*a^2*g^2*p*q*r*x -17026*a^2*g^2*p*q*x^2+5262*a^2*g^2*p*r^2*x-28968*a^2*g^2*p*r*x^2+8168*a^2*g^2* p*x^3+140*a^2*g^2*q^3*x+1248*a^2*g^2*q^2*r*x-5678*a^2*g^2*q^2*x^2+2866*a^2*g^2* q*r^2*x-21289*a^2*g^2*q*r*x^2+8168*a^2*g^2*q*x^3+1923*a^2*g^2*r^3*x-17614*a^2*g ^2*r^2*x^2+13410*a^2*g^2*r*x^3+722*a^2*g*p^4*x+1788*a^2*g*p^3*q*x+3282*a^2*g*p^ 3*r*x-8902*a^2*g*p^3*x^2+1432*a^2*g*p^2*q^2*x+5906*a^2*g*p^2*q*r*x-20866*a^2*g* p^2*q*x^2+5514*a^2*g*p^2*r^2*x-34478*a^2*g*p^2*r*x^2+12224*a^2*g*p^2*x^3+388*a^ 2*g*p*q^3*x+3006*a^2*g*p*q^2*r*x-15026*a^2*g*p*q^2*x^2+6448*a^2*g*p*q*r^2*x-\ 52476*a^2*g*p*q*r*x^2+24448*a^2*g*p*q*x^3+4070*a^2*g*p*r^3*x-43608*a^2*g*p*r^2* x^2+37590*a^2*g*p*r*x^3+22*a^2*g*q^4*x+382*a^2*g*q^3*r*x-3062*a^2*g*q^3*x^2+ 1574*a^2*g*q^2*r^2*x-17998*a^2*g*q^2*r*x^2+12224*a^2*g*q^2*x^3+2330*a^2*g*q*r^3 *x-31969*a^2*g*q*r^2*x^2+37590*a^2*g*q*r*x^3+1116*a^2*g*r^4*x-18032*a^2*g*r^3*x ^2+26934*a^2*g*r^2*x^3+96*a^2*p^5*x+312*a^2*p^4*q*x+550*a^2*p^4*r*x-1944*a^2*p^ 4*x^2+360*a^2*p^3*q^2*x+1396*a^2*p^3*q*r*x-6268*a^2*p^3*q*x^2+1240*a^2*p^3*r^2* x-10116*a^2*p^3*r*x^2+4192*a^2*p^3*x^3+168*a^2*p^2*q^3*x+1164*a^2*p^2*q^2*r*x-\ 7140*a^2*p^2*q^2*x^2+2316*a^2*p^2*q*r^2*x-23934*a^2*p^2*q*r*x^2+12576*a^2*p^2*q *x^3+1380*a^2*p^2*r^3*x-19454*a^2*p^2*r^2*x^2+18860*a^2*p^2*r*x^3+24*a^2*p*q^4* x+340*a^2*p*q^3*r*x-3252*a^2*p*q^3*x^2+1248*a^2*p*q^2*r^2*x-17520*a^2*p*q^2*r*x ^2+12576*a^2*p*q^2*x^3+1692*a^2*p*q*r^3*x-29920*a^2*p*q*r^2*x^2+37720*a^2*p*q*r *x^3+760*a^2*p*r^4*x-16336*a^2*p*r^3*x^2+27698*a^2*p*r^2*x^3+22*a^2*q^4*r*x-436 *a^2*q^4*x^2+172*a^2*q^3*r^2*x-3702*a^2*q^3*r*x^2+4192*a^2*q^3*x^3+444*a^2*q^2* r^3*x-10466*a^2*q^2*r^2*x^2+18860*a^2*q^2*r*x^3+460*a^2*q*r^4*x-12254*a^2*q*r^3 *x^2+27698*a^2*q*r^2*x^3+166*a^2*r^5*x-5054*a^2*r^4*x^2+13520*a^2*r^3*x^3+64*a* b^5*c*x+32*a*b^5*p*x+32*a*b^5*r*x+832*a*b^4*c^2*x+608*a*b^4*c*g*x+1088*a*b^4*c* p*x+256*a*b^4*c*q*x+1056*a*b^4*c*r*x-4224*a*b^4*c*x^2+352*a*b^4*g*p*x+96*a*b^4* g*q*x+392*a*b^4*g*r*x+352*a*b^4*p^2*x+192*a*b^4*p*q*x+688*a*b^4*p*r*x-2384*a*b^ 4*p*x^2+192*a*b^4*q*r*x-1264*a*b^4*q*x^2+336*a*b^4*r^2*x-3024*a*b^4*r*x^2+3200* a*b^3*c^3*x+4512*a*b^3*c^2*g*x+6176*a*b^3*c^2*p*x+2112*a*b^3*c^2*q*x+6400*a*b^3 *c^2*r*x-26560*a*b^3*c^2*x^2+1456*a*b^3*c*g^2*x+5728*a*b^3*c*g*p*x+2080*a*b^3*c *g*q*x+6200*a*b^3*c*g*r*x-16880*a*b^3*c*g*x^2+3856*a*b^3*c*p^2*x+3008*a*b^3*c*p *q*x+8192*a*b^3*c*p*r*x-29936*a*b^3*c*p*x^2+304*a*b^3*c*q^2*x+2976*a*b^3*c*q*r* x-18032*a*b^3*c*q*x^2+4336*a*b^3*c*r^2*x-36608*a*b^3*c*r*x^2+16256*a*b^3*c*x^3+ 904*a*b^3*g^2*p*x+352*a*b^3*g^2*q*x+1052*a*b^3*g^2*r*x+1792*a*b^3*g*p^2*x+1440* a*b^3*g*p*q*x+3848*a*b^3*g*p*r*x-9692*a*b^3*g*p*x^2+160*a*b^3*g*q^2*x+1576*a*b^ 3*g*q*r*x-5964*a*b^3*g*q*x^2+2056*a*b^3*g*r^2*x-12676*a*b^3*g*r*x^2+776*a*b^3*p ^3*x+1040*a*b^3*p^2*q*x+2544*a*b^3*p^2*r*x-8220*a*b^3*p^2*x^2+264*a*b^3*p*q^2*x +2096*a*b^3*p*q*r*x-10856*a*b^3*p*q*x^2+2760*a*b^3*p*r^2*x-20424*a*b^3*p*r*x^2+ 8128*a*b^3*p*x^3+256*a*b^3*q^2*r*x-2636*a*b^3*q^2*x^2+1056*a*b^3*q*r^2*x-12792* a*b^3*q*r*x^2+8128*a*b^3*q*x^3+992*a*b^3*r^3*x-11884*a*b^3*r^2*x^2+13328*a*b^3* r*x^3+5248*a*b^2*c^4*x+10976*a*b^2*c^3*g*x+12992*a*b^2*c^3*p*x+5376*a*b^2*c^3*q *x+13904*a*b^2*c^3*r*x-58528*a*b^2*c^3*x^2+7040*a*b^2*c^2*g^2*x+20704*a*b^2*c^2 *g*p*x+8672*a*b^2*c^2*g*q*x+22624*a*b^2*c^2*g*r*x-75280*a*b^2*c^2*g*x^2+11584*a *b^2*c^2*p^2*x+10656*a*b^2*c^2*p*q*x+25264*a*b^2*c^2*p*r*x-96400*a*b^2*c^2*p*x^ 2+1664*a*b^2*c^2*q^2*x+10976*a*b^2*c^2*q*r*x-62416*a*b^2*c^2*q*x^2+13680*a*b^2* c^2*r^2*x-118792*a*b^2*c^2*r*x^2+66144*a*b^2*c^2*x^3+1432*a*b^2*c*g^3*x+8960*a* b^2*c*g^2*p*x+3840*a*b^2*c*g^2*q*x+10044*a*b^2*c*g^2*r*x-23008*a*b^2*c*g^2*x^2+ 12592*a*b^2*c*g*p^2*x+11648*a*b^2*c*g*p*q*x+27684*a*b^2*c*g*p*r*x-84552*a*b^2*c *g*p*x^2+1864*a*b^2*c*g*q^2*x+12416*a*b^2*c*g*q*r*x-54996*a*b^2*c*g*q*x^2+15092 *a*b^2*c*g*r^2*x-106364*a*b^2*c*g*r*x^2+40368*a*b^2*c*g*x^3+4384*a*b^2*c*p^3*x+ 6704*a*b^2*c*p^2*q*x+14616*a*b^2*c*p^2*r*x-51056*a*b^2*c*p^2*x^2+2464*a*b^2*c*p *q^2*x+14112*a*b^2*c*p*q*r*x-71380*a*b^2*c*p*q*x^2+16080*a*b^2*c*p*r^2*x-128608 *a*b^2*c*p*r*x^2+62496*a*b^2*c*p*x^3+144*a*b^2*c*q^3*x+2424*a*b^2*c*q^2*r*x-\ 20324*a*b^2*c*q^2*x^2+7408*a*b^2*c*q*r^2*x-84928*a*b^2*c*q*r*x^2+62496*a*b^2*c* q*x^3+5848*a*b^2*c*r^3*x-78452*a*b^2*c*r^2*x^2+96492*a*b^2*c*r*x^3+928*a*b^2*g^ 3*p*x+424*a*b^2*g^3*q*x+1104*a*b^2*g^3*r*x+2788*a*b^2*g^2*p^2*x+2600*a*b^2*g^2* p*q*x+6154*a*b^2*g^2*p*r*x-13432*a*b^2*g^2*p*x^2+424*a*b^2*g^2*q^2*x+2908*a*b^2 *g^2*q*r*x-8866*a*b^2*g^2*q*x^2+3366*a*b^2*g^2*r^2*x-17708*a*b^2*g^2*r*x^2+2464 *a*b^2*g*p^3*x+3768*a*b^2*g*p^2*q*x+8238*a*b^2*g*p^2*r*x-23104*a*b^2*g*p^2*x^2+ 1392*a*b^2*g*p*q^2*x+8028*a*b^2*g*p*q*r*x-32300*a*b^2*g*p*q*x^2+9084*a*b^2*g*p* r^2*x-58672*a*b^2*g*p*r*x^2+20184*a*b^2*g*p*x^3+88*a*b^2*g*q^3*x+1470*a*b^2*g*q ^2*r*x-9196*a*b^2*g*q^2*x^2+4260*a*b^2*g*q*r^2*x-39778*a*b^2*g*q*r*x^2+20184*a* b^2*g*q*x^3+3310*a*b^2*g*r^3*x-35250*a*b^2*g*r^2*x^2+33114*a*b^2*g*r*x^3+592*a* b^2*p^4*x+1320*a*b^2*p^3*q*x+2676*a*b^2*p^3*r*x-8744*a*b^2*p^3*x^2+864*a*b^2*p^ 2*q^2*x+4280*a*b^2*p^2*q*r*x-19362*a*b^2*p^2*q*x^2+4476*a*b^2*p^2*r^2*x-33604*a *b^2*p^2*r*x^2+14712*a*b^2*p^2*x^3+136*a*b^2*p*q^3*x+1732*a*b^2*p*q^2*r*x-12492 *a*b^2*p*q^2*x^2+4600*a*b^2*p*q*r^2*x-47600*a*b^2*p*q*r*x^2+29424*a*b^2*p*q*x^3 +3292*a*b^2*p*r^3*x-42084*a*b^2*p*r^2*x^2+45174*a*b^2*p*r*x^3+128*a*b^2*q^3*r*x -1874*a*b^2*q^3*x^2+868*a*b^2*q^2*r^2*x-13996*a*b^2*q^2*r*x^2+14712*a*b^2*q^2*x ^3+1640*a*b^2*q*r^3*x-28050*a*b^2*q*r^2*x^2+45174*a*b^2*q*r*x^3+900*a*b^2*r^4*x -17224*a*b^2*r^3*x^2+32358*a*b^2*r^2*x^3+3904*a*b*c^5*x+10848*a*b*c^4*g*x+11648 *a*b*c^4*p*x+5440*a*b*c^4*q*x+12672*a*b*c^4*r*x-54336*a*b*c^4*x^2+10416*a*b*c^3 *g^2*x+26816*a*b*c^3*g*p*x+12288*a*b*c^3*g*q*x+29384*a*b*c^3*g*r*x-106368*a*b*c ^3*g*x^2+13264*a*b*c^3*p^2*x+13504*a*b*c^3*p*q*x+29248*a*b*c^3*p*r*x-116352*a*b *c^3*p*x^2+2608*a*b*c^3*q^2*x+14272*a*b*c^3*q*r*x-79104*a*b*c^3*q*x^2+15984*a*b *c^3*r^2*x-144216*a*b*c^3*r*x^2+87552*a*b*c^3*x^3+4232*a*b*c^2*g^3*x+19744*a*b* c^2*g^2*p*x+9040*a*b*c^2*g^2*q*x+21880*a*b*c^2*g^2*r*x-65616*a*b*c^2*g^2*x^2+ 23832*a*b*c^2*g*p^2*x+23904*a*b*c^2*g*p*q*x+52712*a*b*c^2*g*p*r*x-175584*a*b*c^ 2*g*p*x^2+4520*a*b*c^2*g*q^2*x+25464*a*b*c^2*g*q*r*x-118656*a*b*c^2*g*q*x^2+ 28880*a*b*c^2*g*r^2*x-219336*a*b*c^2*g*r*x^2+109120*a*b*c^2*g*x^3+7152*a*b*c^2* p^3*x+11840*a*b*c^2*p^2*q*x+23976*a*b*c^2*p^2*r*x-89744*a*b*c^2*p^2*x^2+5168*a* b*c^2*p*q^2*x+25424*a*b*c^2*p*q*r*x-130176*a*b*c^2*p*q*x^2+26496*a*b*c^2*p*r^2* x-226816*a*b*c^2*p*r*x^2+121088*a*b*c^2*p*x^3+480*a*b*c^2*q^3*x+5256*a*b*c^2*q^ 2*r*x-40432*a*b*c^2*q^2*x^2+13584*a*b*c^2*q*r^2*x-156608*a*b*c^2*q*r*x^2+121088 *a*b*c^2*q*x^3+9672*a*b*c^2*r^3*x-140160*a*b*c^2*r^2*x^2+182848*a*b*c^2*r*x^3+ 624*a*b*c*g^4*x+5456*a*b*c*g^3*p*x+2544*a*b*c*g^3*q*x+6178*a*b*c*g^3*r*x-13008* a*b*c*g^3*x^2+12024*a*b*c*g^2*p^2*x+12016*a*b*c*g^2*p*q*x+26636*a*b*c*g^2*p*r*x -74144*a*b*c*g^2*p*x^2+2272*a*b*c*g^2*q^2*x+13024*a*b*c*g^2*q*r*x-50128*a*b*c*g ^2*q*x^2+14612*a*b*c*g^2*r^2*x-93918*a*b*c*g^2*r*x^2+32672*a*b*c*g^2*x^3+8992*a *b*c*g*p^3*x+14736*a*b*c*g*p^2*q*x+30196*a*b*c*g*p^2*r*x-93256*a*b*c*g*p^2*x^2+ 6320*a*b*c*g*p*q^2*x+31700*a*b*c*g*p*q*r*x-134688*a*b*c*g*p*q*x^2+33416*a*b*c*g *p*r^2*x-236816*a*b*c*g*p*r*x^2+103456*a*b*c*g*p*x^3+576*a*b*c*g*q^3*x+6516*a*b *c*g*q^2*r*x-41432*a*b*c*g*q^2*x^2+16964*a*b*c*g*q*r^2*x-163828*a*b*c*g*q*r*x^2 +103456*a*b*c*g*q*x^3+12212*a*b*c*g*r^3*x-145668*a*b*c*g*r^2*x^2+159896*a*b*c*g *r*x^3+1808*a*b*c*p^4*x+4280*a*b*c*p^3*q*x+8176*a*b*c*p^3*r*x-29648*a*b*c*p^3*x ^2+3160*a*b*c*p^2*q^2*x+14032*a*b*c*p^2*q*r*x-67568*a*b*c*p^2*q*x^2+13680*a*b*c *p^2*r^2*x-113930*a*b*c*p^2*r*x^2+55424*a*b*c*p^2*x^3+712*a*b*c*p*q^3*x+6544*a* b*c*p*q^2*r*x-46192*a*b*c*p*q^2*x^2+15224*a*b*c*p*q*r^2*x-167100*a*b*c*p*q*r*x^ 2+110848*a*b*c*p*q*x^3+10064*a*b*c*p*r^3*x-143358*a*b*c*p*r^2*x^2+166864*a*b*c* p*r*x^3+24*a*b*c*q^4*x+688*a*b*c*q^3*r*x-8272*a*b*c*q^3*x^2+3384*a*b*c*q^2*r^2* x-53170*a*b*c*q^2*r*x^2+55424*a*b*c*q^2*x^3+5472*a*b*c*q*r^3*x-100578*a*b*c*q*r ^2*x^2+166864*a*b*c*q*r*x^3+2752*a*b*c*r^4*x-59076*a*b*c*r^3*x^2+122344*a*b*c*r ^2*x^3+416*a*b*g^4*p*x+208*a*b*g^4*q*x+500*a*b*g^4*r*x+1712*a*b*g^3*p^2*x+1720* a*b*g^3*p*q*x+3796*a*b*g^3*p*r*x-7720*a*b*g^3*p*x^2+332*a*b*g^3*q^2*x+1930*a*b* g^3*q*r*x-5288*a*b*g^3*q*x^2+2084*a*b*g^3*r^2*x-10152*a*b*g^3*r*x^2+2348*a*b*g^ 2*p^3*x+3828*a*b*g^2*p^2*q*x+7876*a*b*g^2*p^2*r*x-20334*a*b*g^2*p^2*x^2+1628*a* b*g^2*p*q^2*x+8262*a*b*g^2*p*q*r*x-29328*a*b*g^2*p*q*x^2+8708*a*b*g^2*p*r^2*x-\ 51896*a*b*g^2*p*r*x^2+16336*a*b*g^2*p*x^3+148*a*b*g^2*q^3*x+1732*a*b*g^2*q^2*r* x-8994*a*b*g^2*q^2*x^2+4434*a*b*g^2*q*r^2*x-36538*a*b*g^2*q*r*x^2+16336*a*b*g^2 *q*x^3+3180*a*b*g^2*r^3*x-31452*a*b*g^2*r^2*x^2+26820*a*b*g^2*r*x^3+1212*a*b*g* p^4*x+2852*a*b*g*p^3*q*x+5488*a*b*g*p^3*r*x-16028*a*b*g*p^3*x^2+2084*a*b*g*p^2* q^2*x+9356*a*b*g*p^2*q*r*x-36404*a*b*g*p^2*q*x^2+9192*a*b*g*p^2*r^2*x-61807*a*b *g*p^2*r*x^2+24448*a*b*g*p^2*x^3+460*a*b*g*p*q^3*x+4328*a*b*g*p*q^2*r*x-24724*a *b*g*p*q^2*x^2+10156*a*b*g*p*q*r^2*x-90654*a*b*g*p*q*r*x^2+48896*a*b*g*p*q*x^3+ 6768*a*b*g*p*r^3*x-77621*a*b*g*p*r^2*x^2+75180*a*b*g*p*r*x^3+16*a*b*g*q^4*x+460 *a*b*g*q^3*r*x-4348*a*b*g*q^3*x^2+2244*a*b*g*q^2*r^2*x-28847*a*b*g*q^2*r*x^2+ 24448*a*b*g*q^2*x^3+3652*a*b*g*q*r^3*x-54343*a*b*g*q*r^2*x^2+75180*a*b*g*q*r*x^ 3+1852*a*b*g*r^4*x-31842*a*b*g*r^3*x^2+53868*a*b*g*r^2*x^3+168*a*b*p^5*x+528*a* b*p^4*q*x+958*a*b*p^4*r*x-3536*a*b*p^4*x^2+576*a*b*p^3*q^2*x+2344*a*b*p^3*q*r*x -11128*a*b*p^3*q*x^2+2152*a*b*p^3*r^2*x-18288*a*b*p^3*r*x^2+8384*a*b*p^3*x^3+ 240*a*b*p^2*q^3*x+1836*a*b*p^2*q^2*r*x-12168*a*b*p^2*q^2*x^2+3864*a*b*p^2*q*r^2 *x-42036*a*b*p^2*q*r*x^2+25152*a*b*p^2*q*x^3+2388*a*b*p^2*r^3*x-34932*a*b*p^2*r ^2*x^2+37720*a*b*p^2*r*x^3+24*a*b*p*q^4*x+472*a*b*p*q^3*r*x-5096*a*b*p*q^3*x^2+ 1944*a*b*p*q^2*r^2*x-29208*a*b*p*q^2*r*x^2+25152*a*b*p*q^2*x^3+2808*a*b*p*q*r^3 *x-51888*a*b*p*q*r^2*x^2+75440*a*b*p*q*r*x^3+1312*a*b*p*r^4*x-29144*a*b*p*r^3*x ^2+55396*a*b*p*r^2*x^3+22*a*b*q^4*r*x-520*a*b*q^4*x^2+232*a*b*q^3*r^2*x-5460*a* b*q^3*r*x^2+8384*a*b*q^3*x^3+684*a*b*q^2*r^3*x-16956*a*b*q^2*r^2*x^2+37720*a*b* q^2*r*x^3+760*a*b*q*r^4*x-20980*a*b*q*r^3*x^2+55396*a*b*q*r^2*x^3+286*a*b*r^5*x -8964*a*b*r^4*x^2+27040*a*b*r^3*x^3+1088*a*c^6*x+3776*a*c^5*g*x+3776*a*c^5*p*x+ 1920*a*c^5*q*x+4144*a*c^5*r*x-18144*a*c^5*x^2+4832*a*c^4*g^2*x+11520*a*c^4*g*p* x+5600*a*c^4*g*q*x+12584*a*c^4*g*r*x-48096*a*c^4*g*x^2+5184*a*c^4*p^2*x+5664*a* c^4*p*q*x+11488*a*c^4*p*r*x-47568*a*c^4*p*x^2+1248*a*c^4*q^2*x+6080*a*c^4*q*r*x -33488*a*c^4*q*x^2+6304*a*c^4*r^2*x-59080*a*c^4*r*x^2+37760*a*c^4*x^3+2944*a*c^ 3*g^3*x+12160*a*c^3*g^2*p*x+5808*a*c^3*g^2*q*x+13316*a*c^3*g^2*r*x-44928*a*c^3* g^2*x^2+13424*a*c^3*g*p^2*x+14160*a*c^3*g*p*q*x+29696*a*c^3*g*p*r*x-104368*a*c^ 3*g*p*x^2+2944*a*c^3*g*q^2*x+15048*a*c^3*g*q*r*x-72400*a*c^3*g*q*x^2+16272*a*c^ 3*g*r^2*x-129700*a*c^3*g*r*x^2+72128*a*c^3*g*x^3+3568*a*c^3*p^3*x+6240*a*c^3*p^ 2*q*x+11980*a*c^3*p^2*r*x-47784*a*c^3*p^2*x^2+3024*a*c^3*p*q^2*x+13544*a*c^3*p* q*r*x-71136*a*c^3*p*q*x^2+13256*a*c^3*p*r^2*x-120696*a*c^3*p*r*x^2+68576*a*c^3* p*x^3+352*a*c^3*q^3*x+3148*a*c^3*q^2*r*x-23352*a*c^3*q^2*x^2+7304*a*c^3*q*r^2*x -86152*a*c^3*q*r*x^2+68576*a*c^3*q*x^3+4844*a*c^3*r^3*x-74820*a*c^3*r^2*x^2+ 102184*a*c^3*r*x^3+868*a*c^2*g^4*x+5680*a*c^2*g^3*p*x+2712*a*c^2*g^3*q*x+6278*a *c^2*g^3*r*x-17928*a*c^2*g^3*x^2+10992*a*c^2*g^2*p^2*x+11432*a*c^2*g^2*p*q*x+ 24288*a*c^2*g^2*p*r*x-74988*a*c^2*g^2*p*x^2+2328*a*c^2*g^2*q^2*x+12184*a*c^2*g^ 2*q*r*x-51684*a*c^2*g^2*q*x^2+13296*a*c^2*g^2*r^2*x-93606*a*c^2*g^2*r*x^2+43808 *a*c^2*g^2*x^3+7424*a*c^2*g*p^3*x+12680*a*c^2*g*p^2*q*x+24946*a*c^2*g*p^2*r*x-\ 81648*a*c^2*g*p^2*x^2+5888*a*c^2*g*p*q^2*x+27352*a*c^2*g*p*q*r*x-120440*a*c^2*g *p*q*x^2+27620*a*c^2*g*p*r^2*x-206700*a*c^2*g*p*r*x^2+100448*a*c^2*g*p*x^3+632* a*c^2*g*q^3*x+6022*a*c^2*g*q^2*r*x-38792*a*c^2*g*q^2*x^2+14672*a*c^2*g*q*r^2*x-\ 145804*a*c^2*g*q*r*x^2+100448*a*c^2*g*q*x^3+10098*a*c^2*g*r^3*x-127968*a*c^2*g* r^2*x^2+151808*a*c^2*g*r*x^3+1276*a*c^2*p^4*x+3144*a*c^2*p^3*q*x+5764*a*c^2*p^3 *r*x-23004*a*c^2*p^3*x^2+2496*a*c^2*p^2*q^2*x+10364*a*c^2*p^2*q*r*x-53484*a*c^2 *p^2*q*x^2+9636*a*c^2*p^2*r^2*x-88146*a*c^2*p^2*r*x^2+46224*a*c^2*p^2*x^3+664*a *c^2*p*q^3*x+5260*a*c^2*p*q^2*r*x-37956*a*c^2*p*q^2*x^2+11296*a*c^2*p*q*r^2*x-\ 132516*a*c^2*p*q*r*x^2+92448*a*c^2*p*q*x^3+7084*a*c^2*p*r^3*x-110826*a*c^2*p*r^ 2*x^2+137392*a*c^2*p*r*x^3+36*a*c^2*q^4*x+660*a*c^2*q^3*r*x-7476*a*c^2*q^3*x^2+ 2764*a*c^2*q^2*r^2*x-44370*a*c^2*q^2*r*x^2+46224*a*c^2*q^2*x^3+4076*a*c^2*q*r^3 *x-80418*a*c^2*q*r^2*x^2+137392*a*c^2*q*r*x^3+1936*a*c^2*r^4*x-45684*a*c^2*r^3* x^2+100952*a*c^2*r^2*x^3+100*a*c*g^5*x+1140*a*c*g^4*p*x+556*a*c*g^4*q*x+1288*a* c*g^4*r*x-2610*a*c*g^4*x^2+3516*a*c*g^3*p^2*x+3644*a*c*g^3*p*q*x+7760*a*c*g^3*p *r*x-20496*a*c*g^3*p*x^2+744*a*c*g^3*q^2*x+3938*a*c*g^3*q*r*x-14128*a*c*g^3*q*x ^2+4244*a*c*g^3*r^2*x-25871*a*c*g^3*r*x^2+8592*a*c*g^3*x^3+4212*a*c*g^2*p^3*x+ 7124*a*c*g^2*p^2*q*x+14136*a*c*g^2*p^2*r*x-40218*a*c*g^2*p^2*x^2+3252*a*c*g^2*p *q^2*x+15342*a*c*g^2*p*q*r*x-59080*a*c*g^2*p*q*x^2+15636*a*c*g^2*p*r^2*x-102032 *a*c*g^2*p*r*x^2+41672*a*c*g^2*p*x^3+340*a*c*g^2*q^3*x+3344*a*c*g^2*q^2*r*x-\ 18862*a*c*g^2*q^2*x^2+8218*a*c*g^2*q*r^2*x-72046*a*c*g^2*q*r*x^2+41672*a*c*g^2* q*x^3+5712*a*c*g^2*r^3*x-62727*a*c*g^2*r^2*x^2+64478*a*c*g^2*r*x^3+1936*a*c*g*p ^4*x+4708*a*c*g*p^3*q*x+8760*a*c*g*p^3*r*x-27420*a*c*g*p^3*x^2+3652*a*c*g*p^2*q ^2*x+15476*a*c*g*p^2*q*r*x-63380*a*c*g*p^2*q*x^2+14664*a*c*g*p^2*r^2*x-105405*a *c*g*p^2*r*x^2+46352*a*c*g*p^2*x^3+924*a*c*g*p*q^3*x+7608*a*c*g*p*q^2*r*x-44500 *a*c*g*p*q^2*x^2+16828*a*c*g*p*q*r^2*x-157334*a*c*g*p*q*r*x^2+92704*a*c*g*p*q*x ^3+10792*a*c*g*p*r^3*x-132729*a*c*g*p*r^2*x^2+139682*a*c*g*p*r*x^3+44*a*c*g*q^4 *x+892*a*c*g*q^3*r*x-8540*a*c*g*q^3*x^2+3956*a*c*g*q^2*r^2*x-51929*a*c*g*q^2*r* x^2+46352*a*c*g*q^2*x^3+6060*a*c*g*q*r^3*x-95223*a*c*g*q*r^2*x^2+139682*a*c*g*q *r*x^3+2952*a*c*g*r^4*x-54744*a*c*g*r^3*x^2+102196*a*c*g*r^2*x^3+216*a*c*p^5*x+ 696*a*c*p^4*q*x+1228*a*c*p^4*r*x-5280*a*c*p^4*x^2+792*a*c*p^3*q^2*x+3092*a*c*p^ 3*q*r*x-16876*a*c*p^3*q*x^2+2752*a*c*p^3*r^2*x-27164*a*c*p^3*r*x^2+13672*a*c*p^ 3*x^3+360*a*c*p^2*q^3*x+2544*a*c*p^2*q^2*r*x-18948*a*c*p^2*q^2*x^2+5100*a*c*p^2 *q*r^2*x-63624*a*c*p^2*q*r*x^2+41016*a*c*p^2*q*x^3+3048*a*c*p^2*r^3*x-51668*a*c *p^2*r^2*x^2+60754*a*c*p^2*r*x^3+48*a*c*p*q^4*x+724*a*c*p*q^3*r*x-8388*a*c*p*q^ 3*x^2+2712*a*c*p*q^2*r^2*x-45756*a*c*p*q^2*r*x^2+41016*a*c*p*q^2*x^3+3708*a*c*p *q*r^3*x-78640*a*c*p*q*r^2*x^2+121508*a*c*p*q*r*x^3+1672*a*c*p*r^4*x-42964*a*c* p*r^3*x^2+89096*a*c*p*r^2*x^3+44*a*c*q^4*r*x-1036*a*c*q^4*x^2+364*a*c*q^3*r^2*x -9296*a*c*q^3*r*x^2+13672*a*c*q^3*x^3+960*a*c*q^2*r^3*x-26972*a*c*q^2*r^2*x^2+ 60754*a*c*q^2*r*x^3+1004*a*c*q*r^4*x-31892*a*c*q*r^3*x^2+89096*a*c*q*r^2*x^3+ 364*a*c*r^5*x-13180*a*c*r^4*x^2+43374*a*c*r^3*x^3+68*a*g^5*p*x+36*a*g^5*q*x+82* a*g^5*r*x+364*a*g^4*p^2*x+380*a*g^4*p*q*x+802*a*g^4*p*r*x-1574*a*g^4*p*x^2+80*a *g^4*q^2*x+424*a*g^4*q*r*x-1100*a*g^4*q*x^2+438*a*g^4*r^2*x-2054*a*g^4*r*x^2+ 696*a*g^3*p^3*x+1172*a*g^3*p^2*q*x+2329*a*g^3*p^2*r*x-5670*a*g^3*p^2*x^2+532*a* g^3*p*q^2*x+2526*a*g^3*p*q*r*x-8322*a*g^3*p*q*x^2+2570*a*g^3*p*r^2*x-14428*a*g^ 3*p*r*x^2+4296*a*g^3*p*x^3+56*a*g^3*q^3*x+560*a*g^3*q^2*r*x-2652*a*g^3*q^2*x^2+ 1354*a*g^3*q*r^2*x-10341*a*g^3*q*r*x^2+4296*a*g^3*q*x^3+937*a*g^3*r^3*x-8724*a* g^3*r^2*x^2+7060*a*g^3*r*x^3+576*a*g^2*p^4*x+1392*a*g^2*p^3*q*x+2606*a*g^2*p^3* r*x-6978*a*g^2*p^3*x^2+1068*a*g^2*p^2*q^2*x+4570*a*g^2*p^2*q*r*x-16082*a*g^2*p^ 2*q*x^2+4362*a*g^2*p^2*r^2*x-26866*a*g^2*p^2*r*x^2+9884*a*g^2*p^2*x^3+264*a*g^2 *p*q^3*x+2222*a*g^2*p*q^2*r*x-11230*a*g^2*p*q^2*x^2+4964*a*g^2*p*q*r^2*x-40100* a*g^2*p*q*r*x^2+19768*a*g^2*p*q*x^3+3210*a*g^2*p*r^3*x-33712*a*g^2*p*r^2*x^2+ 30441*a*g^2*p*r*x^3+12*a*g^2*q^4*x+258*a*g^2*q^3*r*x-2126*a*g^2*q^3*x^2+1154*a* g^2*q^2*r^2*x-13234*a*g^2*q^2*r*x^2+9884*a*g^2*q^2*x^3+1786*a*g^2*q*r^3*x-24143 *a*g^2*q*r^2*x^2+30441*a*g^2*q*r*x^3+878*a*g^2*r^4*x-13824*a*g^2*r^3*x^2+21830* a*g^2*r^2*x^3+188*a*g*p^5*x+604*a*g*p^4*q*x+1069*a*g*p^4*r*x-3338*a*g*p^4*x^2+ 684*a*g*p^3*q^2*x+2678*a*g*p^3*q*r*x-10630*a*g*p^3*q*x^2+2396*a*g*p^3*r^2*x-\ 17240*a*g*p^3*r*x^2+7080*a*g*p^3*x^3+308*a*g*p^2*q^3*x+2184*a*g*p^2*q^2*r*x-\ 11862*a*g*p^2*q^2*x^2+4410*a*g*p^2*q*r^2*x-40206*a*g*p^2*q*r*x^2+21240*a*g*p^2* q*x^3+2654*a*g*p^2*r^3*x-32896*a*g*p^2*r^2*x^2+31889*a*g*p^2*r*x^3+40*a*g*p*q^4 *x+610*a*g*p*q^3*r*x-5186*a*g*p*q^3*x^2+2316*a*g*p*q^2*r^2*x-28692*a*g*p*q^2*r* x^2+21240*a*g*p*q^2*x^3+3202*a*g*p*q*r^3*x-49742*a*g*p*q*r^2*x^2+63778*a*g*p*q* r*x^3+1456*a*g*p*r^4*x-27424*a*g*p*r^3*x^2+46696*a*g*p*r^2*x^3+35*a*g*q^4*r*x-\ 616*a*g*q^4*x^2+302*a*g*q^3*r^2*x-5726*a*g*q^3*r*x^2+7080*a*g*q^3*x^3+816*a*g*q ^2*r^3*x-16846*a*g*q^2*r^2*x^2+31889*a*g*q^2*r*x^3+866*a*g*q*r^4*x-20166*a*g*q* r^3*x^2+46696*a*g*q*r^2*x^3+317*a*g*r^5*x-8430*a*g*r^4*x^2+22665*a*g*r^3*x^3+12 *a*p^6*x+48*a*p^5*q*x+82*a*p^5*r*x-456*a*p^5*x^2+72*a*p^4*q^2*x+268*a*p^4*q*r*x -1866*a*p^4*q*x^2+230*a*p^4*r^2*x-2940*a*p^4*r*x^2+1492*a*p^4*x^3+48*a*p^3*q^3* x+312*a*p^3*q^2*r*x-2904*a*p^3*q^2*x^2+592*a*p^3*q*r^2*x-9452*a*p^3*q*r*x^2+ 5968*a*p^3*q*x^3+340*a*p^3*r^3*x-7480*a*p^3*r^2*x^2+8802*a*p^3*r*x^3+12*a*p^2*q ^4*x+148*a*p^2*q^3*r*x-2076*a*p^2*q^3*x^2+504*a*p^2*q^2*r^2*x-10716*a*p^2*q^2*r *x^2+8952*a*p^2*q^2*x^3+648*a*p^2*q*r^3*x-17694*a*p^2*q*r^2*x^2+26406*a*p^2*q*r *x^3+280*a*p^2*r^4*x-9360*a*p^2*r^3*x^2+19310*a*p^2*r^2*x^3+22*a*p*q^4*r*x-624* a*p*q^4*x^2+152*a*p*q^3*r^2*x-4836*a*p*q^3*r*x^2+5968*a*p*q^3*x^3+360*a*p*q^2*r ^3*x-12948*a*p*q^2*r^2*x^2+26406*a*p*q^2*r*x^3+352*a*p*q*r^4*x-14496*a*p*q*r^3* x^2+38620*a*p*q*r^2*x^3+122*a*p*r^5*x-5760*a*p*r^4*x^2+18736*a*p*r^3*x^3-42*a*q ^5*x^2+10*a*q^4*r^2*x-632*a*q^4*r*x^2+1492*a*q^4*x^3+52*a*q^3*r^3*x-2734*a*q^3* r^2*x^2+8802*a*q^3*r*x^3+96*a*q^2*r^4*x-5136*a*q^2*r^3*x^2+19310*a*q^2*r^2*x^3+ 76*a*q*r^5*x-4388*a*q*r^4*x^2+18736*a*q*r^3*x^3+22*a*r^6*x-1396*a*r^5*x^2+6736* a*r^4*x^3+64*b^5*c^2*x+64*b^5*c*g*x+96*b^5*c*p*x+64*b^5*c*r*x-608*b^5*c*x^2+32* b^5*g*p*x+32*b^5*g*r*x+32*b^5*p^2*x+48*b^5*p*r*x-320*b^5*p*x^2-96*b^5*q*x^2+16* b^5*r^2*x-384*b^5*r*x^2+448*b^4*c^3*x+736*b^4*c^2*g*x+928*b^4*c^2*p*x+192*b^4*c ^2*q*x+848*b^4*c^2*r*x-5216*b^4*c^2*x^2+256*b^4*c*g^2*x+928*b^4*c*g*p*x+224*b^4 *c*g*q*x+936*b^4*c*g*r*x-3448*b^4*c*g*x^2+608*b^4*c*p^2*x+320*b^4*c*p*q*x+1200* b^4*c*p*r*x-5896*b^4*c*p*x^2+256*b^4*c*q*r*x-2920*b^4*c*q*x^2+592*b^4*c*r^2*x-\ 6808*b^4*c*r*x^2+4064*b^4*c*x^3+144*b^4*g^2*p*x+32*b^4*g^2*q*x+160*b^4*g^2*r*x+ 288*b^4*g*p^2*x+160*b^4*g*p*q*x+592*b^4*g*p*r*x-1884*b^4*g*p*x^2+176*b^4*g*q*r* x-952*b^4*g*q*x^2+304*b^4*g*r^2*x-2444*b^4*g*r*x^2+128*b^4*p^3*x+128*b^4*p^2*q* x+400*b^4*p^2*r*x-1636*b^4*p^2*x^2+224*b^4*p*q*r*x-1876*b^4*p*q*x^2+416*b^4*p*r ^2*x-3888*b^4*p*r*x^2+2032*b^4*p*x^3-240*b^4*q^2*x^2+96*b^4*q*r^2*x-1980*b^4*q* r*x^2+2032*b^4*q*x^3+144*b^4*r^3*x-2108*b^4*r^2*x^2+3332*b^4*r*x^3+1152*b^3*c^4 *x+2688*b^3*c^3*g*x+2976*b^3*c^3*p*x+960*b^3*c^3*q*x+2992*b^3*c^3*r*x-16192*b^3 *c^3*x^2+1824*b^3*c^2*g^2*x+5088*b^3*c^2*g*p*x+1728*b^3*c^2*g*q*x+5384*b^3*c^2* g*r*x-21520*b^3*c^2*g*x^2+2752*b^3*c^2*p^2*x+2080*b^3*c^2*p*q*x+5776*b^3*c^2*p* r*x-26944*b^3*c^2*p*x^2+192*b^3*c^2*q^2*x+1952*b^3*c^2*q*r*x-15616*b^3*c^2*q*x^ 2+3024*b^3*c^2*r^2*x-31984*b^3*c^2*r*x^2+22048*b^3*c^2*x^3+384*b^3*c*g^3*x+2264 *b^3*c*g^2*p*x+784*b^3*c*g^2*q*x+2488*b^3*c*g^2*r*x-6712*b^3*c*g^2*x^2+3112*b^3 *c*g*p^2*x+2416*b^3*c*g*p*q*x+6716*b^3*c*g*p*r*x-23964*b^3*c*g*p*x^2+240*b^3*c* g*q^2*x+2496*b^3*c*g*q*r*x-14112*b^3*c*g*q*x^2+3604*b^3*c*g*r^2*x-29612*b^3*c*g *r*x^2+13456*b^3*c*g*x^3+1080*b^3*c*p^3*x+1424*b^3*c*p^2*q*x+3512*b^3*c*p^2*r*x -14436*b^3*c*p^2*x^2+344*b^3*c*p*q^2*x+2832*b^3*c*p*q*r*x-18628*b^3*c*p*q*x^2+ 3784*b^3*c*p*r^2*x-35424*b^3*c*p*r*x^2+20832*b^3*c*p*x^3+296*b^3*c*q^2*r*x-4192 *b^3*c*q^2*x^2+1408*b^3*c*q*r^2*x-20864*b^3*c*q*r*x^2+20832*b^3*c*q*x^3+1352*b^ 3*c*r^3*x-20960*b^3*c*r^2*x^2+32164*b^3*c*r*x^3+232*b^3*g^3*p*x+80*b^3*g^3*q*x+ 272*b^3*g^3*r*x+692*b^3*g^2*p^2*x+536*b^3*g^2*p*q*x+1518*b^3*g^2*p*r*x-3762*b^3 *g^2*p*x^2+48*b^3*g^2*q^2*x+604*b^3*g^2*q*r*x-2240*b^3*g^2*q*x^2+826*b^3*g^2*r^ 2*x-4994*b^3*g^2*r*x^2+616*b^3*g*p^3*x+816*b^3*g*p^2*q*x+2032*b^3*g*p^2*r*x-\ 6540*b^3*g*p^2*x^2+200*b^3*g*p*q^2*x+1696*b^3*g*p*q*r*x-8444*b^3*g*p*q*x^2+2216 *b^3*g*p*r^2*x-16380*b^3*g*p*r*x^2+6728*b^3*g*p*x^3+224*b^3*g*q^2*r*x-1904*b^3* g*q^2*x^2+880*b^3*g*q*r^2*x-10082*b^3*g*q*r*x^2+6728*b^3*g*q*x^3+800*b^3*g*r^3* x-9618*b^3*g*r^2*x^2+11038*b^3*g*r*x^3+152*b^3*p^4*x+304*b^3*p^3*q*x+676*b^3*p^ 3*r*x-2506*b^3*p^3*x^2+152*b^3*p^2*q^2*x+952*b^3*p^2*q*r*x-5228*b^3*p^2*q*x^2+ 1116*b^3*p^2*r^2*x-9458*b^3*p^2*r*x^2+4904*b^3*p^2*x^3+276*b^3*p*q^2*r*x-2938*b ^3*p*q^2*x^2+992*b^3*p*q*r^2*x-12380*b^3*p*q*r*x^2+9808*b^3*p*q*x^3+812*b^3*p*r ^3*x-11594*b^3*p*r^2*x^2+15058*b^3*p*r*x^3-216*b^3*q^3*x^2+124*b^3*q^2*r^2*x-\ 2922*b^3*q^2*r*x^2+4904*b^3*q^2*x^3+344*b^3*q*r^3*x-6916*b^3*q*r^2*x^2+15058*b^ 3*q*r*x^3+220*b^3*r^4*x-4642*b^3*r^3*x^2+10786*b^3*r^2*x^3+1408*b^2*c^5*x+4288* b^2*c^4*g*x+4320*b^2*c^4*p*x+1728*b^2*c^4*q*x+4528*b^2*c^4*r*x-23392*b^2*c^4*x^ 2+4320*b^2*c^3*g^2*x+10624*b^2*c^3*g*p*x+4256*b^2*c^3*g*q*x+11480*b^2*c^3*g*r*x -47160*b^2*c^3*g*x^2+5056*b^2*c^3*p^2*x+4544*b^2*c^3*p*q*x+10880*b^2*c^3*p*r*x-\ 50568*b^2*c^3*p*x^2+672*b^2*c^3*q^2*x+4560*b^2*c^3*q*r*x-31944*b^2*c^3*q*x^2+ 5824*b^2*c^3*r^2*x-61136*b^2*c^3*r*x^2+43776*b^2*c^3*x^3+1808*b^2*c^2*g^3*x+ 8072*b^2*c^2*g^2*p*x+3248*b^2*c^2*g^2*q*x+8916*b^2*c^2*g^2*r*x-29616*b^2*c^2*g^ 2*x^2+9488*b^2*c^2*g*p^2*x+8528*b^2*c^2*g*p*q*x+20808*b^2*c^2*g*p*r*x-77672*b^2 *c^2*g*p*x^2+1264*b^2*c^2*g*q^2*x+8928*b^2*c^2*g*q*r*x-49208*b^2*c^2*g*q*x^2+ 11320*b^2*c^2*g*r^2*x-95936*b^2*c^2*g*r*x^2+54560*b^2*c^2*g*x^3+2808*b^2*c^2*p^ 3*x+4224*b^2*c^2*p^2*q*x+9260*b^2*c^2*p^2*r*x-39392*b^2*c^2*p^2*x^2+1496*b^2*c^ 2*p*q^2*x+8776*b^2*c^2*p*q*r*x-54128*b^2*c^2*p*q*x^2+10096*b^2*c^2*p*r^2*x-\ 97840*b^2*c^2*p*r*x^2+60544*b^2*c^2*p*x^3+80*b^2*c^2*q^3*x+1420*b^2*c^2*q^2*r*x -14736*b^2*c^2*q^2*x^2+4552*b^2*c^2*q*r^2*x-62736*b^2*c^2*q*r*x^2+60544*b^2*c^2 *q*x^3+3644*b^2*c^2*r^3*x-59388*b^2*c^2*r^2*x^2+91424*b^2*c^2*r*x^3+272*b^2*c*g ^4*x+2264*b^2*c*g^3*p*x+920*b^2*c*g^3*q*x+2570*b^2*c*g^3*r*x-5942*b^2*c*g^3*x^2 +4868*b^2*c*g^2*p^2*x+4368*b^2*c*g^2*p*q*x+10790*b^2*c*g^2*p*r*x-32998*b^2*c*g^ 2*p*x^2+640*b^2*c*g^2*q^2*x+4736*b^2*c*g^2*q*r*x-20990*b^2*c*g^2*q*x^2+5922*b^2 *c*g^2*r^2*x-41752*b^2*c*g^2*r*x^2+16336*b^2*c*g^2*x^3+3616*b^2*c*g*p^3*x+5424* b^2*c*g*p^2*q*x+12068*b^2*c*g*p^2*r*x-41298*b^2*c*g*p^2*x^2+1912*b^2*c*g*p*q^2* x+11532*b^2*c*g*p*q*r*x-56684*b^2*c*g*p*q*x^2+13288*b^2*c*g*p*r^2*x-104032*b^2* c*g*p*r*x^2+51728*b^2*c*g*p*x^3+104*b^2*c*g*q^3*x+1970*b^2*c*g*q^2*r*x-15386*b^ 2*c*g*q^2*x^2+6108*b^2*c*g*q*r^2*x-67538*b^2*c*g*q*r*x^2+51728*b^2*c*g*q*x^3+ 4836*b^2*c*g*r^3*x-63308*b^2*c*g*r^2*x^2+79948*b^2*c*g*r*x^3+736*b^2*c*p^4*x+ 1624*b^2*c*p^3*q*x+3292*b^2*c*p^3*r*x-13162*b^2*c*p^3*x^2+1040*b^2*c*p^2*q^2*x+ 5216*b^2*c*p^2*q*r*x-28798*b^2*c*p^2*q*x^2+5460*b^2*c*p^2*r^2*x-49980*b^2*c*p^2 *r*x^2+27712*b^2*c*p^2*x^3+152*b^2*c*p*q^3*x+2060*b^2*c*p*q^2*r*x-18110*b^2*c*p *q^2*x^2+5560*b^2*c*p*q*r^2*x-69580*b^2*c*p*q*r*x^2+55424*b^2*c*p*q*x^3+3988*b^ 2*c*p*r^3*x-62092*b^2*c*p*r^2*x^2+83432*b^2*c*p*r*x^3+136*b^2*c*q^3*r*x-2474*b^ 2*c*q^3*x^2+1020*b^2*c*q^2*r^2*x-19600*b^2*c*q^2*r*x^2+27712*b^2*c*q^2*x^3+1968 *b^2*c*q*r^3*x-40702*b^2*c*q*r^2*x^2+83432*b^2*c*q*r*x^3+1084*b^2*c*r^4*x-25274 *b^2*c*r^3*x^2+61172*b^2*c*r^2*x^3+172*b^2*g^4*p*x+72*b^2*g^4*q*x+208*b^2*g^4*r *x+694*b^2*g^3*p^2*x+620*b^2*g^3*p*q*x+1553*b^2*g^3*p*r*x-3402*b^2*g^3*p*x^2+88 *b^2*g^3*q^2*x+706*b^2*g^3*q*r*x-2186*b^2*g^3*q*x^2+859*b^2*g^3*r^2*x-4534*b^2* g^3*r*x^2+948*b^2*g^2*p^3*x+1412*b^2*g^2*p^2*q*x+3179*b^2*g^2*p^2*r*x-8986*b^2* g^2*p^2*x^2+488*b^2*g^2*p*q^2*x+3048*b^2*g^2*p*q*r*x-12302*b^2*g^2*p*q*x^2+3514 *b^2*g^2*p*r^2*x-22928*b^2*g^2*p*r*x^2+8168*b^2*g^2*p*x^3+24*b^2*g^2*q^3*x+542* b^2*g^2*q^2*r*x-3316*b^2*g^2*q^2*x^2+1636*b^2*g^2*q*r^2*x-15249*b^2*g^2*q*r*x^2 +8168*b^2*g^2*q*x^3+1283*b^2*g^2*r^3*x-13838*b^2*g^2*r^2*x^2+13410*b^2*g^2*r*x^ 3+496*b^2*g*p^4*x+1088*b^2*g*p^3*q*x+2236*b^2*g*p^3*r*x-7126*b^2*g*p^3*x^2+688* b^2*g*p^2*q^2*x+3540*b^2*g*p^2*q*r*x-15538*b^2*g*p^2*q*x^2+3732*b^2*g*p^2*r^2*x -27329*b^2*g*p^2*r*x^2+12224*b^2*g*p^2*x^3+96*b^2*g*p*q^3*x+1412*b^2*g*p*q^2*r* x-9698*b^2*g*p*q^2*x^2+3816*b^2*g*p*q*r^2*x-38178*b^2*g*p*q*r*x^2+24448*b^2*g*p *q*x^3+2740*b^2*g*p*r^3*x-34013*b^2*g*p*r^2*x^2+37590*b^2*g*p*r*x^3+108*b^2*g*q ^3*r*x-1286*b^2*g*q^3*x^2+724*b^2*g*q^2*r^2*x-10849*b^2*g*q^2*r*x^2+12224*b^2*g *q^2*x^3+1364*b^2*g*q*r^3*x-22374*b^2*g*q*r^2*x^2+37590*b^2*g*q*r*x^3+748*b^2*g *r^4*x-13810*b^2*g*r^3*x^2+26934*b^2*g*r^2*x^3+72*b^2*p^5*x+216*b^2*p^4*q*x+408 *b^2*p^4*r*x-1592*b^2*p^4*x^2+216*b^2*p^3*q^2*x+948*b^2*p^3*q*r*x-4860*b^2*p^3* q*x^2+912*b^2*p^3*r^2*x-8172*b^2*p^3*r*x^2+4192*b^2*p^3*x^3+72*b^2*p^2*q^3*x+ 672*b^2*p^2*q^2*r*x-5028*b^2*p^2*q^2*x^2+1548*b^2*p^2*q*r^2*x-18102*b^2*p^2*q*r *x^2+12576*b^2*p^2*q*x^3+1008*b^2*p^2*r^3*x-15478*b^2*p^2*r^2*x^2+18860*b^2*p^2 *r*x^3+132*b^2*p*q^3*r*x-1844*b^2*p*q^3*x^2+696*b^2*p*q^2*r^2*x-11688*b^2*p*q^2 *r*x^2+12576*b^2*p*q^2*x^3+1116*b^2*p*q*r^3*x-21968*b^2*p*q*r^2*x^2+37720*b^2*p *q*r*x^3+552*b^2*p*r^4*x-12808*b^2*p*r^3*x^2+27698*b^2*p*r^2*x^3-84*b^2*q^4*x^2 +60*b^2*q^3*r^2*x-1758*b^2*q^3*r*x^2+4192*b^2*q^3*x^3+240*b^2*q^2*r^3*x-6490*b^ 2*q^2*r^2*x^2+18860*b^2*q^2*r*x^3+300*b^2*q*r^4*x-8726*b^2*q*r^3*x^2+27698*b^2* q*r^2*x^3+120*b^2*r^5*x-3910*b^2*r^4*x^2+13520*b^2*r^3*x^3+832*b*c^6*x+3136*b*c ^5*g*x+2944*b*c^5*p*x+1344*b*c^5*q*x+3152*b*c^5*r*x-16032*b*c^5*x^2+4192*b*c^4* g^2*x+9568*b*c^4*g*p*x+4224*b*c^4*g*q*x+10408*b*c^4*g*r*x-43680*b*c^4*g*x^2+ 4128*b*c^4*p^2*x+4128*b*c^4*p*q*x+8992*b*c^4*p*r*x-42352*b*c^4*p*x^2+768*b*c^4* q^2*x+4288*b*c^4*q*r*x-28272*b*c^4*q*x^2+4864*b*c^4*r^2*x-51704*b*c^4*r*x^2+ 37760*b*c^4*x^3+2624*b*c^3*g^3*x+10416*b*c^3*g^2*p*x+4544*b*c^3*g^2*q*x+11476*b *c^3*g^2*r*x-41472*b*c^3*g^2*x^2+11168*b*c^3*g*p^2*x+10896*b*c^3*g*p*q*x+24616* b*c^3*g*p*r*x-94640*b*c^3*g*p*x^2+1936*b*c^3*g*q^2*x+11488*b*c^3*g*q*r*x-62672* b*c^3*g*q*x^2+13448*b*c^3*g*r^2*x-116948*b*c^3*g*r*x^2+72128*b*c^3*g*x^3+2912*b *c^3*p^3*x+4752*b*c^3*p^2*q*x+9660*b*c^3*p^2*r*x-42888*b*c^3*p^2*x^2+2016*b*c^3 *p*q^2*x+10088*b*c^3*p*q*r*x-61344*b*c^3*p*q*x^2+10584*b*c^3*p*r^2*x-107000*b*c ^3*p*r*x^2+68576*b*c^3*p*x^3+176*b*c^3*q^3*x+2012*b*c^3*q^2*r*x-18456*b*c^3*q^2 *x^2+5336*b*c^3*q*r^2*x-72456*b*c^3*q*r*x^2+68576*b*c^3*q*x^3+3836*b*c^3*r^3*x-\ 65532*b*c^3*r^2*x^2+102184*b*c^3*r*x^3+788*b*c^2*g^4*x+4952*b*c^2*g^3*p*x+2160* b*c^2*g^3*q*x+5542*b*c^2*g^3*r*x-16728*b*c^2*g^3*x^2+9320*b*c^2*g^2*p^2*x+9000* b*c^2*g^2*p*q*x+20672*b*c^2*g^2*p*r*x-68604*b*c^2*g^2*p*x^2+1568*b*c^2*g^2*q^2* x+9640*b*c^2*g^2*q*r*x-45300*b*c^2*g^2*q*x^2+11352*b*c^2*g^2*r^2*x-85770*b*c^2* g^2*r*x^2+43808*b*c^2*g^2*x^3+6216*b*c^2*g*p^3*x+9968*b*c^2*g*p^2*q*x+20810*b*c ^2*g*p^2*r*x-74104*b*c^2*g*p^2*x^2+4088*b*c^2*g*p*q^2*x+21360*b*c^2*g*p*q*r*x-\ 105352*b*c^2*g*p*q*x^2+22972*b*c^2*g*p*r^2*x-186788*b*c^2*g*p*r*x^2+100448*b*c^ 2*g*p*x^3+336*b*c^2*g*q^3*x+4166*b*c^2*g*q^2*r*x-31248*b*c^2*g*q^2*x^2+11392*b* c^2*g*q*r^2*x-125892*b*c^2*g*q*r*x^2+100448*b*c^2*g*q*x^3+8378*b*c^2*g*r^3*x-\ 114936*b*c^2*g*r^2*x^2+151808*b*c^2*g*r*x^3+1076*b*c^2*p^4*x+2520*b*c^2*p^3*q*x +4820*b*c^2*p^3*r*x-20844*b*c^2*p^3*x^2+1824*b*c^2*p^2*q^2*x+8188*b*c^2*p^2*q*r *x-47004*b*c^2*p^2*q*x^2+8004*b*c^2*p^2*r^2*x-79182*b*c^2*p^2*r*x^2+46224*b*c^2 *p^2*x^3+392*b*c^2*p*q^3*x+3740*b*c^2*p*q^2*r*x-31476*b*c^2*p*q^2*x^2+8816*b*c^ 2*p*q*r^2*x-114588*b*c^2*p*q*r*x^2+92448*b*c^2*p*q*x^3+5852*b*c^2*p*r^3*x-98670 *b*c^2*p*r^2*x^2+137392*b*c^2*p*r*x^3+12*b*c^2*q^4*x+372*b*c^2*q^3*r*x-5316*b*c ^2*q^3*x^2+1916*b*c^2*q^2*r^2*x-35406*b*c^2*q^2*r*x^2+46224*b*c^2*q^2*x^3+3148* b*c^2*q*r^3*x-68262*b*c^2*q*r^2*x^2+137392*b*c^2*q*r*x^3+1592*b*c^2*r^4*x-40332 *b*c^2*r^3*x^2+100952*b*c^2*r^2*x^3+92*b*c*g^5*x+1004*b*c*g^4*p*x+444*b*c*g^4*q *x+1154*b*c*g^4*r*x-2454*b*c*g^4*x^2+3008*b*c*g^3*p^2*x+2892*b*c*g^3*p*q*x+6706 *b*c*g^3*p*r*x-18800*b*c*g^3*p*x^2+500*b*c*g^3*q^2*x+3168*b*c*g^3*q*r*x-12432*b *c*g^3*q*x^2+3698*b*c*g^3*r^2*x-23911*b*c*g^3*r*x^2+8592*b*c*g^3*x^3+3556*b*c*g ^2*p^3*x+5652*b*c*g^2*p^2*q*x+11944*b*c*g^2*p^2*r*x-36626*b*c*g^2*p^2*x^2+2276* b*c*g^2*p*q^2*x+12190*b*c*g^2*p*q*r*x-51896*b*c*g^2*p*q*x^2+13220*b*c*g^2*p*r^2 *x-93020*b*c*g^2*p*r*x^2+41672*b*c*g^2*p*x^3+180*b*c*g^2*q^3*x+2384*b*c*g^2*q^2 *r*x-15270*b*c*g^2*q^2*x^2+6538*b*c*g^2*q*r^2*x-63034*b*c*g^2*q*r*x^2+41672*b*c *g^2*q*x^3+4832*b*c*g^2*r^3*x-57117*b*c*g^2*r^2*x^2+64478*b*c*g^2*r*x^3+1644*b* c*g*p^4*x+3804*b*c*g*p^3*q*x+7416*b*c*g*p^3*r*x-24964*b*c*g*p^3*x^2+2692*b*c*g* p^2*q^2*x+12444*b*c*g*p^2*q*r*x-56012*b*c*g*p^2*q*x^2+12384*b*c*g*p^2*r^2*x-\ 95677*b*c*g*p^2*r*x^2+46352*b*c*g*p^2*x^3+548*b*c*g*p*q^3*x+5576*b*c*g*p*q^2*r* x-37132*b*c*g*p*q^2*x^2+13476*b*c*g*p*q*r^2*x-137878*b*c*g*p*q*r*x^2+92704*b*c* g*p*q*x^3+9096*b*c*g*p*r^3*x-119817*b*c*g*p*r^2*x^2+139682*b*c*g*p*r*x^3+16*b*c *g*q^4*x+548*b*c*g*q^3*r*x-6084*b*c*g*q^3*x^2+2884*b*c*g*q^2*r^2*x-42201*b*c*g* q^2*r*x^2+46352*b*c*g*q^2*x^3+4836*b*c*g*q*r^3*x-82311*b*c*g*q*r^2*x^2+139682*b *c*g*q*r*x^3+2484*b*c*g*r^4*x-49104*b*c*g*r^3*x^2+102196*b*c*g*r^2*x^3+192*b*c* p^5*x+600*b*c*p^4*q*x+1086*b*c*p^4*r*x-4844*b*c*p^4*x^2+648*b*c*p^3*q^2*x+2644* b*c*p^3*q*r*x-15132*b*c*p^3*q*x^2+2424*b*c*p^3*r^2*x-24784*b*c*p^3*r*x^2+13672* b*c*p^3*x^3+264*b*c*p^2*q^3*x+2052*b*c*p^2*q^2*r*x-16332*b*c*p^2*q^2*x^2+4332*b *c*p^2*q*r^2*x-56484*b*c*p^2*q*r*x^2+41016*b*c*p^2*q*x^3+2676*b*c*p^2*r^3*x-\ 46852*b*c*p^2*r^2*x^2+60754*b*c*p^2*r*x^3+24*b*c*p*q^4*x+516*b*c*p*q^3*r*x-6644 *b*c*p*q^3*x^2+2160*b*c*p*q^2*r^2*x-38616*b*c*p*q^2*r*x^2+41016*b*c*p*q^2*x^3+ 3132*b*c*p*q*r^3*x-69008*b*c*p*q*r^2*x^2+121508*b*c*p*q*r*x^3+1464*b*c*p*r^4*x-\ 38728*b*c*p*r^3*x^2+89096*b*c*p*r^2*x^3+22*b*c*q^4*r*x-600*b*c*q^4*x^2+252*b*c* q^3*r^2*x-6916*b*c*q^3*r*x^2+13672*b*c*q^3*x^3+756*b*c*q^2*r^3*x-22156*b*c*q^2* r^2*x^2+60754*b*c*q^2*r*x^3+844*b*c*q*r^4*x-27656*b*c*q*r^3*x^2+89096*b*c*q*r^2 *x^3+318*b*c*r^5*x-11816*b*c*r^4*x^2+43374*b*c*r^3*x^3+60*b*g^5*p*x+28*b*g^5*q* x+74*b*g^5*r*x+312*b*g^4*p^2*x+300*b*g^4*p*q*x+700*b*g^4*p*r*x-1432*b*g^4*p*x^2 +52*b*g^4*q^2*x+342*b*g^4*q*r*x-958*b*g^4*q*x^2+388*b*g^4*r^2*x-1900*b*g^4*r*x^ 2+588*b*g^3*p^3*x+928*b*g^3*p^2*q*x+1977*b*g^3*p^2*r*x-5148*b*g^3*p^2*x^2+368*b *g^3*p*q^2*x+2016*b*g^3*p*q*r*x-7278*b*g^3*p*q*x^2+2190*b*g^3*p*r^2*x-13188*b*g ^3*p*r*x^2+4296*b*g^3*p*x^3+28*b*g^3*q^3*x+402*b*g^3*q^2*r*x-2130*b*g^3*q^2*x^2 +1088*b*g^3*q*r^2*x-9101*b*g^3*q*r*x^2+4296*b*g^3*q*x^3+801*b*g^3*r^3*x-8016*b* g^3*r^2*x^2+7060*b*g^3*r*x^3+488*b*g^2*p^4*x+1120*b*g^2*p^3*q*x+2206*b*g^2*p^3* r*x-6346*b*g^2*p^3*x^2+780*b*g^2*p^2*q^2*x+3674*b*g^2*p^2*q*r*x-14186*b*g^2*p^2 *q*x^2+3690*b*g^2*p^2*r^2*x-24455*b*g^2*p^2*r*x^2+9884*b*g^2*p^2*x^3+152*b*g^2* p*q^3*x+1630*b*g^2*p*q^2*r*x-9334*b*g^2*p*q^2*x^2+3988*b*g^2*p*q*r^2*x-35278*b* g^2*p*q*r*x^2+19768*b*g^2*p*q*x^3+2714*b*g^2*p*r^3*x-30595*b*g^2*p*r^2*x^2+ 30441*b*g^2*p*r*x^3+4*b*g^2*q^4*x+162*b*g^2*q^3*r*x-1494*b*g^2*q^3*x^2+850*b*g^ 2*q^2*r^2*x-10823*b*g^2*q^2*r*x^2+9884*b*g^2*q^2*x^3+1434*b*g^2*q*r^3*x-21026*b *g^2*q*r^2*x^2+30441*b*g^2*q*r*x^3+742*b*g^2*r^4*x-12486*b*g^2*r^3*x^2+21830*b* g^2*r^2*x^3+164*b*g*p^5*x+508*b*g*p^4*q*x+932*b*g*p^4*r*x-3056*b*g*p^4*x^2+540* b*g*p^3*q^2*x+2250*b*g*p^3*q*r*x-9502*b*g*p^3*q*x^2+2088*b*g*p^3*r^2*x-15760*b* g*p^3*r*x^2+7080*b*g*p^3*x^3+212*b*g*p^2*q^3*x+1722*b*g*p^2*q^2*r*x-10170*b*g*p ^2*q^2*x^2+3702*b*g*p^2*q*r^2*x-35766*b*g*p^2*q*r*x^2+21240*b*g*p^2*q*x^3+2312* b*g*p^2*r^3*x-29948*b*g*p^2*r^2*x^2+31889*b*g*p^2*r*x^3+16*b*g*p*q^4*x+422*b*g* p*q^3*r*x-4058*b*g*p*q^3*x^2+1824*b*g*p*q^2*r^2*x-24252*b*g*p*q^2*r*x^2+21240*b *g*p*q^2*x^3+2686*b*g*p*q*r^3*x-43846*b*g*p*q*r^2*x^2+63778*b*g*p*q*r*x^3+1268* b*g*p*r^4*x-24840*b*g*p*r^3*x^2+46696*b*g*p*r^2*x^3+18*b*g*q^4*r*x-334*b*g*q^4* x^2+210*b*g*q^3*r^2*x-4246*b*g*q^3*r*x^2+7080*b*g*q^3*x^3+642*b*g*q^2*r^3*x-\ 13898*b*g*q^2*r^2*x^2+31889*b*g*q^2*r*x^3+726*b*g*q*r^4*x-17582*b*g*q*r^3*x^2+ 46696*b*g*q*r^2*x^3+276*b*g*r^5*x-7596*b*g*r^4*x^2+22665*b*g*r^3*x^3+12*b*p^6*x +48*b*p^5*q*x+82*b*p^5*r*x-426*b*p^5*x^2+72*b*p^4*q^2*x+268*b*p^4*q*r*x-1716*b* p^4*q*x^2+230*b*p^4*r^2*x-2740*b*p^4*r*x^2+1492*b*p^4*x^3+48*b*p^3*q^3*x+312*b* p^3*q^2*r*x-2604*b*p^3*q^2*x^2+592*b*p^3*q*r^2*x-8652*b*p^3*q*r*x^2+5968*b*p^3* q*x^3+340*b*p^3*r^3*x-6950*b*p^3*r^2*x^2+8802*b*p^3*r*x^3+12*b*p^2*q^4*x+148*b* p^2*q^3*r*x-1776*b*p^2*q^3*x^2+504*b*p^2*q^2*r^2*x-9516*b*p^2*q^2*r*x^2+8952*b* p^2*q^2*x^3+648*b*p^2*q*r^3*x-16104*b*p^2*q*r^2*x^2+26406*b*p^2*q*r*x^3+280*b*p ^2*r^4*x-8670*b*p^2*r^3*x^2+19310*b*p^2*r^2*x^3+22*b*p*q^4*r*x-474*b*p*q^4*x^2+ 152*b*p*q^3*r^2*x-4036*b*p*q^3*r*x^2+5968*b*p*q^3*x^3+360*b*p*q^2*r^3*x-11358*b *p*q^2*r^2*x^2+26406*b*p*q^2*r*x^3+352*b*p*q*r^4*x-13116*b*p*q*r^3*x^2+38620*b* p*q*r^2*x^3+122*b*p*r^5*x-5320*b*p*r^4*x^2+18736*b*p*r^3*x^3-12*b*q^5*x^2+10*b* q^4*r^2*x-432*b*q^4*r*x^2+1492*b*q^4*x^3+52*b*q^3*r^3*x-2204*b*q^3*r^2*x^2+8802 *b*q^3*r*x^3+96*b*q^2*r^4*x-4446*b*q^2*r^3*x^2+19310*b*q^2*r^2*x^3+76*b*q*r^5*x -3948*b*q*r^4*x^2+18736*b*q*r^3*x^3+22*b*r^6*x-1286*b*r^5*x^2+6736*b*r^4*x^3+ 192*c^7*x+864*c^6*g*x+768*c^6*p*x+384*c^6*q*x+832*c^6*r*x-4224*c^6*x^2+1440*c^5 *g^2*x+3136*c^5*g*p*x+1472*c^5*g*q*x+3408*c^5*g*r*x-14592*c^5*g*x^2+1248*c^5*p^ 2*x+1344*c^5*p*q*x+2736*c^5*p*r*x-13152*c^5*p*x^2+288*c^5*q^2*x+1424*c^5*q*r*x-\ 9120*c^5*q*x^2+1488*c^5*r^2*x-16128*c^5*r*x^2+11968*c^5*x^3+1200*c^4*g^3*x+4480 *c^4*g^2*p*x+2048*c^4*g^2*q*x+4896*c^4*g^2*r*x-18624*c^4*g^2*x^2+4528*c^4*g*p^2 *x+4640*c^4*g*p*q*x+9992*c^4*g*p*r*x-39168*c^4*g*p*x^2+912*c^4*g*q^2*x+4888*c^4 *g*q*r*x-26688*c^4*g*q*x^2+5464*c^4*g*r^2*x-48288*c^4*g*r*x^2+31136*c^4*g*x^3+ 1056*c^4*p^3*x+1824*c^4*p^2*q*x+3512*c^4*p^2*r*x-16320*c^4*p^2*x^2+864*c^4*p*q^ 2*x+3920*c^4*p*q*r*x-24000*c^4*p*q*x^2+3856*c^4*p*r^2*x-40768*c^4*p*r*x^2+26880 *c^4*p*x^3+96*c^4*q^3*x+888*c^4*q^2*r*x-7680*c^4*q^2*x^2+2096*c^4*q*r^2*x-28640 *c^4*q*r*x^2+26880*c^4*q*x^3+1400*c^4*r^3*x-25056*c^4*r^2*x^2+39664*c^4*r*x^3+ 540*c^3*g^4*x+3040*c^3*g^3*p*x+1376*c^3*g^3*q*x+3352*c^3*g^3*r*x-11328*c^3*g^3* x^2+5336*c^3*g^2*p^2*x+5360*c^3*g^2*p*q*x+11812*c^3*g^2*p*r*x-40848*c^3*g^2*p*x ^2+1016*c^3*g^2*q^2*x+5668*c^3*g^2*q*r*x-27600*c^3*g^2*q*x^2+6476*c^3*g^2*r^2*x -50640*c^3*g^2*r*x^2+28752*c^3*g^2*x^3+3312*c^3*g*p^3*x+5520*c^3*g*p^2*q*x+ 11112*c^3*g*p^2*r*x-40416*c^3*g*p^2*x^2+2448*c^3*g*p*q^2*x+11856*c^3*g*p*q*r*x-\ 58752*c^3*g*p*q*x^2+12288*c^3*g*p*r^2*x-101736*c^3*g*p*r*x^2+57152*c^3*g*p*x^3+ 240*c^3*g*q^3*x+2472*c^3*g*q^2*r*x-18336*c^3*g*q^2*x^2+6336*c^3*g*q*r^2*x-70200 *c^3*g*q*r*x^2+57152*c^3*g*q*x^3+4488*c^3*g*r^3*x-62904*c^3*g*r^2*x^2+85272*c^3 *g*r*x^3+492*c^3*p^4*x+1200*c^3*p^3*q*x+2204*c^3*p^3*r*x-10320*c^3*p^3*x^2+936* c^3*p^2*q^2*x+3924*c^3*p^2*q*r*x-23760*c^3*p^2*q*x^2+3660*c^3*p^2*r^2*x-39168*c ^3*p^2*r*x^2+23840*c^3*p^2*x^3+240*c^3*p*q^3*x+1956*c^3*p*q^2*r*x-16560*c^3*p*q ^2*x^2+4248*c^3*p*q*r^2*x-58176*c^3*p*q*r*x^2+47680*c^3*p*q*x^3+2676*c^3*p*r^3* x-48840*c^3*p*r^2*x^2+70184*c^3*p*r*x^3+12*c^3*q^4*x+236*c^3*q^3*r*x-3120*c^3*q ^3*x^2+1020*c^3*q^2*r^2*x-19008*c^3*q^2*r*x^2+23840*c^3*q^2*x^3+1524*c^3*q*r^3* x-34968*c^3*q*r^2*x^2+70184*c^3*q*r*x^3+728*c^3*r^4*x-19992*c^3*r^3*x^2+51440*c ^3*r^2*x^3+126*c^2*g^5*x+1040*c^2*g^4*p*x+472*c^2*g^4*q*x+1164*c^2*g^4*r*x-3336 *c^2*g^4*x^2+2772*c^2*g^3*p^2*x+2760*c^2*g^3*p*q*x+6150*c^2*g^3*p*r*x-18960*c^2 *g^3*p*x^2+516*c^2*g^3*q^2*x+2950*c^2*g^3*q*r*x-12768*c^2*g^3*q*x^2+3378*c^2*g^ 3*r^2*x-23688*c^2*g^3*r*x^2+11384*c^2*g^3*x^3+3032*c^2*g^2*p^3*x+4984*c^2*g^2*p ^2*q*x+10198*c^2*g^2*p^2*r*x-32376*c^2*g^2*p^2*x^2+2152*c^2*g^2*p*q^2*x+10716*c ^2*g^2*p*q*r*x-46800*c^2*g^2*p*q*x^2+11300*c^2*g^2*p*r^2*x-81888*c^2*g^2*p*r*x^ 2+40288*c^2*g^2*p*x^3+200*c^2*g^2*q^3*x+2182*c^2*g^2*q^2*r*x-14424*c^2*g^2*q^2* x^2+5732*c^2*g^2*q*r^2*x-56256*c^2*g^2*q*r*x^2+40288*c^2*g^2*q*x^3+4134*c^2*g^2 *r^3*x-50616*c^2*g^2*r^2*x^2+60948*c^2*g^2*r*x^3+1286*c^2*g*p^4*x+3064*c^2*g*p^ 3*q*x+5814*c^2*g*p^3*r*x-20112*c^2*g*p^3*x^2+2292*c^2*g*p^2*q^2*x+10050*c^2*g*p ^2*q*r*x-45936*c^2*g*p^2*q*x^2+9726*c^2*g*p^2*r^2*x-76992*c^2*g*p^2*r*x^2+39024 *c^2*g*p^2*x^3+536*c^2*g*p*q^3*x+4746*c^2*g*p*q^2*r*x-31536*c^2*g*p*q^2*x^2+ 10908*c^2*g*p*q*r^2*x-113040*c^2*g*p*q*r*x^2+78048*c^2*g*p*q*x^3+7154*c^2*g*p*r ^3*x-96756*c^2*g*p*r^2*x^2+116172*c^2*g*p*r*x^3+22*c^2*g*q^4*x+510*c^2*g*q^3*r* x-5712*c^2*g*q^3*x^2+2454*c^2*g*q^2*r^2*x-36048*c^2*g*q^2*r*x^2+39024*c^2*g*q^2 *x^3+3922*c^2*g*q*r^3*x-68076*c^2*g*q*r^2*x^2+116172*c^2*g*q*r*x^3+1956*c^2*g*r ^4*x-39876*c^2*g*r^3*x^2+85528*c^2*g*r^2*x^3+120*c^2*p^5*x+384*c^2*p^4*q*x+678* c^2*p^4*r*x-3480*c^2*p^4*x^2+432*c^2*p^3*q^2*x+1696*c^2*p^3*q*r*x-11040*c^2*p^3 *q*x^2+1512*c^2*p^3*r^2*x-17760*c^2*p^3*r*x^2+10400*c^2*p^3*x^3+192*c^2*p^2*q^3 *x+1380*c^2*p^2*q^2*r*x-12240*c^2*p^2*q^2*x^2+2784*c^2*p^2*q*r^2*x-41232*c^2*p^ 2*q*r*x^2+31200*c^2*p^2*q*x^3+1668*c^2*p^2*r^3*x-33528*c^2*p^2*r^2*x^2+45780*c^ 2*p^2*r*x^3+24*c^2*p*q^4*x+384*c^2*p*q^3*r*x-5280*c^2*p*q^3*x^2+1464*c^2*p*q^2* r^2*x-29184*c^2*p*q^2*r*x^2+31200*c^2*p*q^2*x^3+2016*c^2*p*q*r^3*x-50544*c^2*p* q*r^2*x^2+91560*c^2*p*q*r*x^3+912*c^2*p*r^4*x-27696*c^2*p*r^3*x^2+66896*c^2*p*r ^2*x^3+22*c^2*q^4*r*x-600*c^2*q^4*x^2+192*c^2*q^3*r^2*x-5712*c^2*q^3*r*x^2+ 10400*c^2*q^3*x^3+516*c^2*q^2*r^3*x-17016*c^2*q^2*r^2*x^2+45780*c^2*q^2*r*x^3+ 544*c^2*q*r^4*x-20352*c^2*q*r^3*x^2+66896*c^2*q*r^2*x^3+198*c^2*r^5*x-8448*c^2* r^4*x^2+32444*c^2*r^3*x^3+12*c*g^6*x+164*c*g^5*p*x+76*c*g^5*q*x+189*c*g^5*r*x-\ 384*c*g^5*x^2+644*c*g^4*p^2*x+640*c*g^4*p*q*x+1432*c*g^4*p*r*x-3798*c*g^4*p*x^2 +120*c*g^4*q^2*x+698*c*g^4*q*r*x-2562*c*g^4*q*x^2+788*c*g^4*r^2*x-4812*c*g^4*r* x^2+1648*c*g^4*x^3+1076*c*g^3*p^3*x+1756*c*g^3*p^2*q*x+3620*c*g^3*p^2*r*x-10224 *c*g^3*p^2*x^2+748*c*g^3*p*q^2*x+3784*c*g^3*p*q*r*x-14736*c*g^3*p*q*x^2+4012*c* g^3*p*r^2*x-25970*c*g^3*p*r*x^2+10864*c*g^3*p*x^3+68*c*g^3*q^3*x+772*c*g^3*q^2* r*x-4512*c*g^3*q^2*x^2+2028*c*g^3*q*r^2*x-17926*c*g^3*q*r*x^2+10864*c*g^3*q*x^3 +1468*c*g^3*r^3*x-15966*c*g^3*r^2*x^2+16826*c*g^3*r*x^3+820*c*g^2*p^4*x+1936*c* g^2*p^3*q*x+3716*c*g^2*p^3*r*x-11052*c*g^2*p^3*x^2+1424*c*g^2*p^2*q^2*x+6356*c* g^2*p^2*q*r*x-25140*c*g^2*p^2*q*x^2+6228*c*g^2*p^2*r^2*x-42492*c*g^2*p^2*r*x^2+ 18724*c*g^2*p^2*x^3+320*c*g^2*p*q^3*x+2948*c*g^2*p*q^2*r*x-17124*c*g^2*p*q^2*x^ 2+6904*c*g^2*p*q*r^2*x-62184*c*g^2*p*q*r*x^2+37448*c*g^2*p*q*x^3+4588*c*g^2*p*r ^3*x-53460*c*g^2*p*r^2*x^2+56490*c*g^2*p*r*x^3+12*c*g^2*q^4*x+308*c*g^2*q^3*r*x -3036*c*g^2*q^3*x^2+1524*c*g^2*q^2*r^2*x-19692*c*g^2*q^2*r*x^2+18724*c*g^2*q^2* x^3+2484*c*g^2*q*r^3*x-37404*c*g^2*q*r^2*x^2+56490*c*g^2*q*r*x^3+1256*c*g^2*r^4 *x-22020*c*g^2*r^3*x^2+41352*c*g^2*r^2*x^3+248*c*g*p^5*x+784*c*g*p^4*q*x+1411*c *g*p^4*r*x-4824*c*g*p^4*x^2+864*c*g*p^3*q^2*x+3476*c*g*p^3*q*r*x-15216*c*g*p^3* q*x^2+3164*c*g*p^3*r^2*x-24834*c*g*p^3*r*x^2+11728*c*g*p^3*x^3+368*c*g*p^2*q^3* x+2754*c*g*p^2*q^2*r*x-16704*c*g*p^2*q^2*x^2+5724*c*g*p^2*q*r^2*x-57210*c*g*p^2 *q*r*x^2+35184*c*g*p^2*q*x^3+3506*c*g*p^2*r^3*x-47268*c*g*p^2*r^2*x^2+52218*c*g *p^2*r*x^3+40*c*g*p*q^4*x+724*c*g*p*q^3*r*x-7056*c*g*p*q^3*x^2+2916*c*g*p*q^2*r ^2*x-39918*c*g*p*q^2*r*x^2+35184*c*g*p*q^2*x^3+4156*c*g*p*q*r^3*x-70476*c*g*p*q *r^2*x^2+104436*c*g*p*q*r*x^3+1924*c*g*p*r^4*x-39330*c*g*p*r^3*x^2+76708*c*g*p* r^2*x^3+35*c*g*q^4*r*x-744*c*g*q^4*x^2+356*c*g*q^3*r^2*x-7542*c*g*q^3*r*x^2+ 11728*c*g*q^3*x^3+1026*c*g*q^2*r^3*x-23208*c*g*q^2*r^2*x^2+52218*c*g*q^2*r*x^3+ 1124*c*g*q*r^4*x-28482*c*g*q*r^3*x^2+76708*c*g*q*r^2*x^3+419*c*g*r^5*x-12072*c* g*r^4*x^2+37430*c*g*r^3*x^3+12*c*p^6*x+48*c*p^5*q*x+82*c*p^5*r*x-582*c*p^5*x^2+ 72*c*p^4*q^2*x+268*c*p^4*q*r*x-2370*c*p^4*q*x^2+230*c*p^4*r^2*x-3728*c*p^4*r*x^ 2+2220*c*p^4*x^3+48*c*p^3*q^3*x+312*c*p^3*q^2*r*x-3660*c*p^3*q^2*x^2+592*c*p^3* q*r^2*x-11920*c*p^3*q*r*x^2+8880*c*p^3*q*x^3+340*c*p^3*r^3*x-9426*c*p^3*r^2*x^2 +12974*c*p^3*r*x^3+12*c*p^2*q^4*x+148*c*p^2*q^3*r*x-2580*c*p^2*q^3*x^2+504*c*p^ 2*q^2*r^2*x-13392*c*p^2*q^2*r*x^2+13320*c*p^2*q^2*x^3+648*c*p^2*q*r^3*x-22170*c *p^2*q*r^2*x^2+38922*c*p^2*q*r*x^3+280*c*p^2*r^4*x-11730*c*p^2*r^3*x^2+28316*c* p^2*r^2*x^3+22*c*p*q^4*r*x-750*c*p*q^4*x^2+152*c*p*q^3*r^2*x-5936*c*p*q^3*r*x^2 +8880*c*p*q^3*x^3+360*c*p*q^2*r^3*x-16062*c*p*q^2*r^2*x^2+38922*c*p*q^2*r*x^3+ 352*c*p*q*r^4*x-18060*c*p*q*r^3*x^2+56632*c*p*q*r^2*x^3+122*c*p*r^5*x-7184*c*p* r^4*x^2+27326*c*p*r^3*x^3-42*c*q^5*x^2+10*c*q^4*r^2*x-736*c*q^4*r*x^2+2220*c*q^ 4*x^3+52*c*q^3*r^3*x-3318*c*q^3*r^2*x^2+12974*c*q^3*r*x^3+96*c*q^2*r^4*x-6330*c *q^2*r^3*x^2+28316*c*q^2*r^2*x^3+76*c*q*r^5*x-5440*c*q*r^4*x^2+27326*c*q*r^3*x^ 3+22*c*r^6*x-1734*c*r^5*x^2+9764*c*r^4*x^3+8*g^6*p*x+4*g^6*q*x+10*g^6*r*x+52*g^ 5*p^2*x+52*g^5*p*q*x+116*g^5*p*r*x-228*g^5*p*x^2+10*g^5*q^2*x+59*g^5*q*r*x-156* g^5*q*x^2+64*g^5*r^2*x-300*g^5*r*x^2+128*g^4*p^3*x+208*g^4*p^2*q*x+430*g^4*p^2* r*x-1050*g^4*p^2*x^2+88*g^4*p*q^2*x+450*g^4*p*q*r*x-1512*g^4*p*q*x^2+476*g^4*p* r^2*x-2682*g^4*p*r*x^2+824*g^4*p*x^3+8*g^4*q^3*x+94*g^4*q^2*r*x-462*g^4*q^2*x^2 +242*g^4*q*r^2*x-1884*g^4*q*r*x^2+824*g^4*q*x^3+174*g^4*r^3*x-1626*g^4*r^2*x^2+ 1356*g^4*r*x^3+150*g^3*p^4*x+352*g^3*p^3*q*x+680*g^3*p^3*r*x-1788*g^3*p^3*x^2+ 256*g^3*p^2*q^2*x+1156*g^3*p^2*q*r*x-4056*g^3*p^2*q*x^2+1140*g^3*p^2*r^2*x-6894 *g^3*p^2*r*x^2+2586*g^3*p^2*x^3+56*g^3*p*q^3*x+532*g^3*p*q^2*r*x-2748*g^3*p*q^2 *x^2+1256*g^3*p*q*r^2*x-10104*g^3*p*q*r*x^2+5172*g^3*p*q*x^3+840*g^3*p*r^3*x-\ 8646*g^3*p*r^2*x^2+7975*g^3*p*r*x^3+2*g^3*q^4*x+56*g^3*q^3*r*x-480*g^3*q^3*x^2+ 276*g^3*q^2*r^2*x-3210*g^3*q^2*r*x^2+2586*g^3*q^2*x^3+452*g^3*q*r^3*x-6054*g^3* q*r^2*x^2+7975*g^3*q*r*x^3+230*g^3*r^4*x-3540*g^3*r^3*x^2+5724*g^3*r^2*x^3+84*g ^2*p^5*x+264*g^2*p^4*q*x+479*g^2*p^4*r*x-1374*g^2*p^4*x^2+288*g^2*p^3*q^2*x+ 1172*g^2*p^3*q*r*x-4320*g^2*p^3*q*x^2+1076*g^2*p^3*r^2*x-7104*g^2*p^3*r*x^2+ 2884*g^2*p^3*x^3+120*g^2*p^2*q^3*x+918*g^2*p^2*q^2*r*x-4716*g^2*p^2*q^2*x^2+ 1932*g^2*p^2*q*r^2*x-16320*g^2*p^2*q*r*x^2+8652*g^2*p^2*q*x^3+1194*g^2*p^2*r^3* x-13554*g^2*p^2*r^2*x^2+13008*g^2*p^2*r*x^3+12*g^2*p*q^4*x+236*g^2*p*q^3*r*x-\ 1968*g^2*p*q^3*x^2+972*g^2*p*q^2*r^2*x-11328*g^2*p*q^2*r*x^2+8652*g^2*p*q^2*x^3 +1404*g^2*p*q*r^3*x-20124*g^2*p*q*r^2*x^2+26016*g^2*p*q*r*x^3+656*g^2*p*r^4*x-\ 11292*g^2*p*r^3*x^2+19052*g^2*p*r^2*x^3+11*g^2*q^4*r*x-198*g^2*q^4*x^2+116*g^2* q^3*r^2*x-2112*g^2*q^3*r*x^2+2884*g^2*q^3*x^3+342*g^2*q^2*r^3*x-6570*g^2*q^2*r^ 2*x^2+13008*g^2*q^2*r*x^3+380*g^2*q*r^4*x-8124*g^2*q*r^3*x^2+19052*g^2*q*r^2*x^ 3+143*g^2*r^5*x-3468*g^2*r^4*x^2+9246*g^2*r^3*x^3+18*g*p^6*x+72*g*p^5*q*x+123*g *p^5*r*x-444*g*p^5*x^2+108*g*p^4*q^2*x+402*g*p^4*q*r*x-1800*g*p^4*q*x^2+345*g*p ^4*r^2*x-2868*g*p^4*r*x^2+1306*g*p^4*x^3+72*g*p^3*q^3*x+468*g*p^3*q^2*r*x-2760* g*p^3*q^2*x^2+888*g*p^3*q*r^2*x-9120*g*p^3*q*r*x^2+5224*g*p^3*q*x^3+510*g*p^3*r ^3*x-7308*g*p^3*r^2*x^2+7725*g*p^3*r*x^3+18*g*p^2*q^4*x+222*g*p^2*q^3*r*x-1920* g*p^2*q^3*x^2+756*g*p^2*q^2*r^2*x-10152*g*p^2*q^2*r*x^2+7836*g*p^2*q^2*x^3+972* g*p^2*q*r^3*x-17064*g*p^2*q*r^2*x^2+23175*g*p^2*q*r*x^3+420*g*p^2*r^4*x-9156*g* p^2*r^3*x^2+16972*g*p^2*r^2*x^3+33*g*p*q^4*r*x-540*g*p*q^4*x^2+228*g*p*q^3*r^2* x-4416*g*p*q^3*r*x^2+5224*g*p*q^3*x^3+540*g*p*q^2*r^3*x-12204*g*p*q^2*r^2*x^2+ 23175*g*p*q^2*r*x^3+528*g*p*q*r^4*x-13968*g*p*q*r^3*x^2+33944*g*p*q*r^2*x^3+183 *g*p*r^5*x-5640*g*p*r^4*x^2+16495*g*p*r^3*x^3-24*g*q^5*x^2+15*g*q^4*r^2*x-516*g *q^4*r*x^2+1306*g*q^4*x^3+78*g*q^3*r^3*x-2448*g*q^3*r^2*x^2+7725*g*q^3*r*x^3+ 144*g*q^2*r^4*x-4812*g*q^2*r^3*x^2+16972*g*q^2*r^2*x^3+114*g*q*r^5*x-4224*g*q*r ^4*x^2+16495*g*q*r^3*x^3+33*g*r^6*x-1368*g*r^5*x^2+5942*g*r^4*x^3-36*p^6*x^2-\ 180*p^5*q*x^2-276*p^5*r*x^2+184*p^5*x^3-360*p^4*q^2*x^2-1134*p^4*q*r*x^2+920*p^ 4*q*x^3-870*p^4*r^2*x^2+1336*p^4*r*x^3-360*p^3*q^3*x^2-1776*p^3*q^2*r*x^2+1840* p^3*q^2*x^3-2820*p^3*q*r^2*x^2+5344*p^3*q*r*x^3-1440*p^3*r^3*x^2+3864*p^3*r^2*x ^3-180*p^2*q^4*x^2-1284*p^2*q^3*r*x^2+1840*p^2*q^3*x^3-3240*p^2*q^2*r^2*x^2+ 8016*p^2*q^2*r*x^3-3456*p^2*q*r^3*x^2+11592*p^2*q*r^2*x^3-1320*p^2*r^4*x^2+5552 *p^2*r^3*x^3-36*p*q^5*x^2-396*p*q^4*r*x^2+920*p*q^4*x^3-1500*p*q^3*r^2*x^2+5344 *p*q^3*r*x^3-2592*p*q^2*r^3*x^2+11592*p*q^2*r^2*x^3-2088*p*q*r^4*x^2+11104*p*q* r^3*x^3-636*p*r^5*x^2+3936*p*r^4*x^3-30*q^5*r*x^2+184*q^5*x^3-210*q^4*r^2*x^2+ 1336*q^4*r*x^3-576*q^3*r^3*x^2+3864*q^3*r^2*x^3-768*q^2*r^4*x^2+5552*q^2*r^3*x^ 3-498*q*r^5*x^2+3936*q*r^4*x^3-126*r^6*x^2+1096*r^5*x^3-32*a^6*c-32*a^6*p-16*a^ 6*q-32*a^6*r-128*a^5*b*c-112*a^5*b*p-48*a^5*b*q-112*a^5*b*r-192*a^5*c^2-112*a^5 *c*g-304*a^5*c*p-128*a^5*c*q-304*a^5*c*r+1312*a^5*c*x-96*a^5*g*p-48*a^5*g*q-96* a^5*g*r-112*a^5*p^2-96*a^5*p*q-224*a^5*p*r+1008*a^5*p*x-16*a^5*q^2-96*a^5*q*r+ 624*a^5*q*x-112*a^5*r^2+1168*a^5*r*x-192*a^4*b^2*c-144*a^4*b^2*p-48*a^4*b^2*q-\ 144*a^4*b^2*r-640*a^4*b*c^2-384*a^4*b*c*g-960*a^4*b*c*p-336*a^4*b*c*q-960*a^4*b *c*r+4896*a^4*b*c*x-304*a^4*b*g*p-120*a^4*b*g*q-304*a^4*b*g*r-352*a^4*b*p^2-256 *a^4*b*p*q-704*a^4*b*p*r+3600*a^4*b*p*x-32*a^4*b*q^2-256*a^4*b*q*r+2000*a^4*b*q *x-352*a^4*b*r^2+4136*a^4*b*r*x-480*a^4*c^3-576*a^4*c^2*g-1040*a^4*c^2*p-400*a^ 4*c^2*q-1040*a^4*c^2*r+7232*a^4*c^2*x-168*a^4*c*g^2-848*a^4*c*g*p-344*a^4*c*g*q -848*a^4*c*g*r+4208*a^4*c*g*x-712*a^4*c*p^2-576*a^4*c*p*q-1424*a^4*c*p*r+9712*a ^4*c*p*x-88*a^4*c*q^2-576*a^4*c*q*r+5328*a^4*c*q*x-712*a^4*c*r^2+11176*a^4*c*r* x-8248*a^4*c*x^2-128*a^4*g^2*p-60*a^4*g^2*q-128*a^4*g^2*r-312*a^4*g*p^2-256*a^4 *g*p*q-624*a^4*g*p*r+3152*a^4*g*p*x-40*a^4*g*q^2-256*a^4*g*q*r+1848*a^4*g*q*x-\ 312*a^4*g*r^2+3572*a^4*g*r*x-152*a^4*p^3-196*a^4*p^2*q-456*a^4*p^2*r+3072*a^4*p ^2*x-64*a^4*p*q^2-392*a^4*p*q*r+3608*a^4*p*q*x-456*a^4*p*r^2+7068*a^4*p*r*x-\ 5232*a^4*p*x^2-4*a^4*q^3-64*a^4*q^2*r+888*a^4*q^2*x-196*a^4*q*r^2+4116*a^4*q*r* x-3932*a^4*q*x^2-152*a^4*r^3+3996*a^4*r^2*x-7160*a^4*r*x^2-128*a^3*b^3*c-80*a^3 *b^3*p-16*a^3*b^3*q-80*a^3*b^3*r-768*a^3*b^2*c^2-480*a^3*b^2*c*g-1104*a^3*b^2*c *p-288*a^3*b^2*c*q-1104*a^3*b^2*c*r+6944*a^3*b^2*c*x-360*a^3*b^2*g*p-96*a^3*b^2 *g*q-360*a^3*b^2*g*r-400*a^3*b^2*p^2-224*a^3*b^2*p*q-800*a^3*b^2*p*r+4816*a^3*b ^2*p*x-16*a^3*b^2*q^2-224*a^3*b^2*q*r+2256*a^3*b^2*q*x-400*a^3*b^2*r^2+5464*a^3 *b^2*r*x-1280*a^3*b*c^3-1600*a^3*b*c^2*g-2720*a^3*b*c^2*p-864*a^3*b*c^2*q-2720* a^3*b*c^2*r+21824*a^3*b*c^2*x-480*a^3*b*c*g^2-2336*a^3*b*c*g*p-744*a^3*b*c*g*q-\ 2336*a^3*b*c*g*r+13072*a^3*b*c*g*x-1872*a^3*b*c*p^2-1280*a^3*b*c*p*q-3744*a^3*b *c*p*r+28880*a^3*b*c*p*x-144*a^3*b*c*q^2-1280*a^3*b*c*q*r+14160*a^3*b*c*q*x-\ 1872*a^3*b*c*r^2+32744*a^3*b*c*r*x-28688*a^3*b*c*x^2-372*a^3*b*g^2*p-120*a^3*b* g^2*q-372*a^3*b*g^2*r-840*a^3*b*g*p^2-584*a^3*b*g*p*q-1680*a^3*b*g*p*r+9384*a^3 *b*g*p*x-64*a^3*b*g*q^2-584*a^3*b*g*q*r+4912*a^3*b*g*q*x-840*a^3*b*g*r^2+10752* a^3*b*g*r*x-412*a^3*b*p^3-460*a^3*b*p^2*q-1236*a^3*b*p^2*r+9160*a^3*b*p^2*x-116 *a^3*b*p*q^2-920*a^3*b*p*q*r+9752*a^3*b*p*q*x-1236*a^3*b*p*r^2+20648*a^3*b*p*r* x-17860*a^3*b*p*x^2-4*a^3*b*q^3-116*a^3*b*q^2*r+2000*a^3*b*q^2*x-460*a^3*b*q*r^ 2+10928*a^3*b*q*r*x-12660*a^3*b*q*x^2-412*a^3*b*r^3+11488*a^3*b*r^2*x-24316*a^3 *b*r*x^2-640*a^3*c^4-1200*a^3*c^3*g-1760*a^3*c^3*p-640*a^3*c^3*q-1760*a^3*c^3*r +15904*a^3*c^3*x-720*a^3*c^2*g^2-2520*a^3*c^2*g*p-920*a^3*c^2*g*q-2520*a^3*c^2* g*r+19104*a^3*c^2*g*x-1728*a^3*c^2*p^2-1344*a^3*c^2*p*q-3456*a^3*c^2*p*r+30384* a^3*c^2*p*x-192*a^3*c^2*q^2-1344*a^3*c^2*q*r+15696*a^3*c^2*q*x-1728*a^3*c^2*r^2 +34416*a^3*c^2*r*x-40864*a^3*c^2*x^2-140*a^3*c*g^3-1028*a^3*c*g^2*p-380*a^3*c*g ^2*q-1028*a^3*c*g^2*r+5576*a^3*c*g^2*x-1740*a^3*c*g*p^2-1336*a^3*c*g*p*q-3480*a ^3*c*g*p*r+25648*a^3*c*g*p*x-188*a^3*c*g*q^2-1336*a^3*c*g*q*r+13360*a^3*c*g*q*x -1740*a^3*c*g*r^2+28804*a^3*c*g*r*x-24448*a^3*c*g*x^2-708*a^3*c*p^3-888*a^3*c*p ^2*q-2124*a^3*c*p^2*r+18376*a^3*c*p^2*x-276*a^3*c*p*q^2-1776*a^3*c*p*q*r+20464* a^3*c*p*q*x-2124*a^3*c*p*r^2+41752*a^3*c*p*r*x-46984*a^3*c*p*x^2-16*a^3*c*q^3-\ 276*a^3*c*q^2*r+4656*a^3*c*q^2*x-888*a^3*c*q*r^2+22732*a^3*c*q*r*x-33980*a^3*c* q*x^2-708*a^3*c*r^3+23376*a^3*c*r^2*x-61800*a^3*c*r*x^2+10656*a^3*c*x^3-104*a^3 *g^3*p-40*a^3*g^3*q-104*a^3*g^3*r-372*a^3*g^2*p^2-292*a^3*g^2*p*q-744*a^3*g^2*p *r+4084*a^3*g^2*p*x-40*a^3*g^2*q^2-292*a^3*g^2*q*r+2272*a^3*g^2*q*x-372*a^3*g^2 *r^2+4626*a^3*g^2*r*x-384*a^3*g*p^3-472*a^3*g*p^2*q-1152*a^3*g*p^2*r+8216*a^3*g *p^2*x-144*a^3*g*p*q^2-944*a^3*g*p*q*r+9192*a^3*g*p*q*x-1152*a^3*g*p*r^2+18346* a^3*g*p*r*x-15464*a^3*g*p*x^2-8*a^3*g*q^3-144*a^3*g*q^2*r+2116*a^3*g*q^2*x-472* a^3*g*q*r^2+10236*a^3*g*q*r*x-11154*a^3*g*q*x^2-384*a^3*g*r^3+10130*a^3*g*r^2*x -20836*a^3*g*r*x^2-100*a^3*p^4-180*a^3*p^3*q-400*a^3*p^3*r+3516*a^3*p^3*x-92*a^ 3*p^2*q^2-540*a^3*p^2*q*r+6272*a^3*p^2*q*x-600*a^3*p^2*r^2+12118*a^3*p^2*r*x-\ 12936*a^3*p^2*x^2-12*a^3*p*q^3-184*a^3*p*q^2*r+3140*a^3*p*q^2*x-540*a^3*p*q*r^2 +13920*a^3*p*q*r*x-19786*a^3*p*q*x^2-400*a^3*p*r^3+13688*a^3*p*r^2*x-33980*a^3* p*r*x^2+5328*a^3*p*x^3-12*a^3*q^3*r+384*a^3*q^3*x-92*a^3*q^2*r^2+3378*a^3*q^2*r *x-6850*a^3*q^2*x^2-180*a^3*q*r^3+7648*a^3*q*r^2*x-25710*a^3*q*r*x^2+5328*a^3*q *x^3-100*a^3*r^4+5086*a^3*r^3*x-21268*a^3*r^2*x^2+9324*a^3*r*x^3-32*a^2*b^4*c-\ 16*a^2*b^4*p-16*a^2*b^4*r-384*a^2*b^3*c^2-256*a^2*b^3*c*g-544*a^2*b^3*c*p-80*a^ 2*b^3*c*q-544*a^2*b^3*c*r+4576*a^2*b^3*c*x-192*a^2*b^3*g*p-24*a^2*b^3*g*q-192*a ^2*b^3*g*r-192*a^2*b^3*p^2-64*a^2*b^3*p*q-384*a^2*b^3*p*r+2928*a^2*b^3*p*x-64*a ^2*b^3*q*r+1008*a^2*b^3*q*x-192*a^2*b^3*r^2+3256*a^2*b^3*r*x-1152*a^2*b^2*c^3-\ 1520*a^2*b^2*c^2*g-2448*a^2*b^2*c^2*p-576*a^2*b^2*c^2*q-2448*a^2*b^2*c^2*r+ 23488*a^2*b^2*c^2*x-472*a^2*b^2*c*g^2-2256*a^2*b^2*c*g*p-496*a^2*b^2*c*g*q-2256 *a^2*b^2*c*g*r+14640*a^2*b^2*c*g*x-1704*a^2*b^2*c*p^2-896*a^2*b^2*c*p*q-3408*a^ 2*b^2*c*p*r+30576*a^2*b^2*c*p*x-56*a^2*b^2*c*q^2-896*a^2*b^2*c*q*r+12720*a^2*b^ 2*c*q*x-1704*a^2*b^2*c*r^2+33760*a^2*b^2*c*r*x-36576*a^2*b^2*c*x^2-384*a^2*b^2* g^2*p-68*a^2*b^2*g^2*q-384*a^2*b^2*g^2*r-792*a^2*b^2*g*p^2-432*a^2*b^2*g*p*q-\ 1584*a^2*b^2*g*p*r+9936*a^2*b^2*g*p*x-24*a^2*b^2*g*q^2-432*a^2*b^2*g*q*r+4344*a ^2*b^2*g*q*x-792*a^2*b^2*g*r^2+11460*a^2*b^2*g*r*x-388*a^2*b^2*p^3-344*a^2*b^2* p^2*q-1164*a^2*b^2*p^2*r+9712*a^2*b^2*p^2*x-52*a^2*b^2*p*q^2-688*a^2*b^2*p*q*r+ 8936*a^2*b^2*p*q*x-1164*a^2*b^2*p*r^2+21244*a^2*b^2*p*r*x-22188*a^2*b^2*p*x^2-\ 52*a^2*b^2*q^2*r+1336*a^2*b^2*q^2*x-344*a^2*b^2*q*r^2+9796*a^2*b^2*q*r*x-14388* a^2*b^2*q*x^2-388*a^2*b^2*r^3+11532*a^2*b^2*r^2*x-29988*a^2*b^2*r*x^2-1280*a^2* b*c^4-2528*a^2*b*c^3*g-3520*a^2*b*c^3*p-1056*a^2*b*c^3*q-3520*a^2*b*c^3*r+36384 *a^2*b*c^3*x-1568*a^2*b*c^2*g^2-5408*a^2*b*c^2*g*p-1552*a^2*b*c^2*g*q-5408*a^2* b*c^2*g*r+45376*a^2*b*c^2*g*x-3504*a^2*b*c^2*p^2-2304*a^2*b*c^2*p*q-7008*a^2*b* c^2*p*r+69328*a^2*b*c^2*p*x-240*a^2*b*c^2*q^2-2304*a^2*b*c^2*q*r+31984*a^2*b*c^ 2*q*x-3504*a^2*b*c^2*r^2+77096*a^2*b*c^2*r*x-107008*a^2*b*c^2*x^2-312*a^2*b*c*g ^3-2336*a^2*b*c*g^2*p-624*a^2*b*c*g^2*q-2336*a^2*b*c*g^2*r+13592*a^2*b*c*g^2*x-\ 3712*a^2*b*c*g*p^2-2416*a^2*b*c*g*p*q-7424*a^2*b*c*g*p*r+59888*a^2*b*c*g*p*x-\ 232*a^2*b*c*g*q^2-2416*a^2*b*c*g*q*r+27896*a^2*b*c*g*q*x-3712*a^2*b*c*g*r^2+ 67196*a^2*b*c*g*r*x-64816*a^2*b*c*g*x^2-1480*a^2*b*c*p^3-1612*a^2*b*c*p^2*q-\ 4440*a^2*b*c*p^2*r+42280*a^2*b*c*p^2*x-384*a^2*b*c*p*q^2-3224*a^2*b*c*p*q*r+ 42648*a^2*b*c*p*q*x-4440*a^2*b*c*p*r^2+94424*a^2*b*c*p*r*x-122484*a^2*b*c*p*x^2 -12*a^2*b*c*q^3-384*a^2*b*c*q^2*r+8072*a^2*b*c*q^2*x-1612*a^2*b*c*q*r^2+46284*a ^2*b*c*q*r*x-83472*a^2*b*c*q*x^2-1480*a^2*b*c*r^3+52144*a^2*b*c*r^2*x-158292*a^ 2*b*c*r*x^2+31968*a^2*b*c*x^3-256*a^2*b*g^3*p-56*a^2*b*g^3*q-256*a^2*b*g^3*r-\ 820*a^2*b*g^2*p^2-540*a^2*b*g^2*p*q-1640*a^2*b*g^2*p*r+9544*a^2*b*g^2*p*x-44*a^ 2*b*g^2*q^2-540*a^2*b*g^2*q*r+4688*a^2*b*g^2*q*x-820*a^2*b*g^2*r^2+11112*a^2*b* g^2*r*x-824*a^2*b*g*p^3-886*a^2*b*g*p^2*q-2472*a^2*b*g*p^2*r+19072*a^2*b*g*p^2* x-212*a^2*b*g*p*q^2-1772*a^2*b*g*p*q*r+19352*a^2*b*g*p*q*x-2472*a^2*b*g*p*r^2+ 42220*a^2*b*g*p*r*x-39958*a^2*b*g*p*x^2-6*a^2*b*g*q^3-212*a^2*b*g*q^2*r+3700*a^ 2*b*g*q^2*x-886*a^2*b*g*q*r^2+21514*a^2*b*g*q*r*x-27028*a^2*b*g*q*x^2-824*a^2*b *g*r^3+23148*a^2*b*g*r^2*x-53950*a^2*b*g*r*x^2-220*a^2*b*p^4-356*a^2*b*p^3*q-\ 880*a^2*b*p^3*r+8224*a^2*b*p^3*x-148*a^2*b*p^2*q^2-1068*a^2*b*p^2*q*r+13528*a^2 *b*p^2*q*x-1320*a^2*b*p^2*r^2+27940*a^2*b*p^2*r*x-33734*a^2*b*p^2*x^2-12*a^2*b* p*q^3-296*a^2*b*p*q^2*r+5816*a^2*b*p*q^2*x-1068*a^2*b*p*q*r^2+29340*a^2*b*p*q*r *x-49210*a^2*b*p*q*x^2-880*a^2*b*p*r^3+31208*a^2*b*p*r^2*x-87424*a^2*b*p*r*x^2+ 15984*a^2*b*p*x^3-12*a^2*b*q^3*r+512*a^2*b*q^3*x-148*a^2*b*q^2*r^2+6128*a^2*b*q ^2*r*x-15476*a^2*b*q^2*x^2-356*a^2*b*q*r^3+15812*a^2*b*q*r^2*x-62614*a^2*b*q*r* x^2+15984*a^2*b*q*x^3-220*a^2*b*r^4+11492*a^2*b*r^3*x-53626*a^2*b*r^2*x^2+27972 *a^2*b*r*x^3-480*a^2*c^5-1264*a^2*c^4*g-1600*a^2*c^4*p-560*a^2*c^4*q-1600*a^2*c ^4*r+17472*a^2*c^4*x-1176*a^2*c^3*g^2-3472*a^2*c^3*g*p-1176*a^2*c^3*g*q-3472*a^ 2*c^3*g*r+32752*a^2*c^3*g*x-2032*a^2*c^3*p^2-1536*a^2*c^3*p*q-4064*a^2*c^3*p*r+ 43216*a^2*c^3*p*x-208*a^2*c^3*q^2-1536*a^2*c^3*q*r+21456*a^2*c^3*q*x-2032*a^2*c ^3*r^2+48176*a^2*c^3*r*x-74744*a^2*c^3*x^2-468*a^2*c^2*g^3-2488*a^2*c^2*g^2*p-\ 812*a^2*c^2*g^2*q-2488*a^2*c^2*g^2*r+19648*a^2*c^2*g^2*x-3488*a^2*c^2*g*p^2-\ 2544*a^2*c^2*g*p*q-6976*a^2*c^2*g*p*r+63344*a^2*c^2*g*p*x-324*a^2*c^2*g*q^2-\ 2544*a^2*c^2*g*q*r+31048*a^2*c^2*g*q*x-3488*a^2*c^2*g*r^2+70196*a^2*c^2*g*r*x-\ 91728*a^2*c^2*g*x^2-1212*a^2*c^2*p^3-1488*a^2*c^2*p^2*q-3636*a^2*c^2*p^2*r+ 38144*a^2*c^2*p^2*x-444*a^2*c^2*p*q^2-2976*a^2*c^2*p*q*r+41016*a^2*c^2*p*q*x-\ 3636*a^2*c^2*p*r^2+85628*a^2*c^2*p*r*x-124352*a^2*c^2*p*x^2-24*a^2*c^2*q^3-444* a^2*c^2*q^2*r+8808*a^2*c^2*q^2*x-1488*a^2*c^2*q*r^2+44636*a^2*c^2*q*r*x-87424*a ^2*c^2*q*x^2-1212*a^2*c^2*r^3+47484*a^2*c^2*r^2*x-159000*a^2*c^2*r*x^2+43776*a^ 2*c^2*x^3-68*a^2*c*g^4-684*a^2*c*g^3*p-210*a^2*c*g^3*q-684*a^2*c*g^3*r+3820*a^2 *c*g^3*x-1720*a^2*c*g^2*p^2-1244*a^2*c*g^2*p*q-3440*a^2*c*g^2*p*r+26348*a^2*c*g ^2*p*x-146*a^2*c*g^2*q^2-1244*a^2*c*g^2*q*r+13040*a^2*c*g^2*q*x-1720*a^2*c*g^2* r^2+29394*a^2*c*g^2*r*x-27178*a^2*c*g^2*x^2-1488*a^2*c*g*p^3-1770*a^2*c*g*p^2*q -4464*a^2*c*g*p^2*r+39076*a^2*c*g*p^2*x-504*a^2*c*g*p*q^2-3540*a^2*c*g*p*q*r+ 41520*a^2*c*g*p*q*x-4464*a^2*c*g*p*r^2+86864*a^2*c*g*p*r*x-106188*a^2*c*g*p*x^2 -24*a^2*c*g*q^3-504*a^2*c*g*q^2*r+8796*a^2*c*g*q^2*x-1770*a^2*c*g*q*r^2+45042*a ^2*c*g*q*r*x-73944*a^2*c*g*q*x^2-1488*a^2*c*g*r^3+47788*a^2*c*g*r^2*x-136784*a^ 2*c*g*r*x^2+26240*a^2*c*g*x^3-332*a^2*c*p^4-588*a^2*c*p^3*q-1328*a^2*c*p^3*r+ 14172*a^2*c*p^3*x-292*a^2*c*p^2*q^2-1764*a^2*c*p^2*q*r+24576*a^2*c*p^2*q*x-1992 *a^2*c*p^2*r^2+48248*a^2*c*p^2*r*x-66194*a^2*c*p^2*x^2-36*a^2*c*p*q^3-584*a^2*c *p*q^2*r+11724*a^2*c*p*q^2*x-1764*a^2*c*p*q*r^2+53796*a^2*c*p*q*r*x-98832*a^2*c *p*q*x^2-1328*a^2*c*p*r^3+53980*a^2*c*p*r^2*x-171208*a^2*c*p*r*x^2+41600*a^2*c* p*x^3-36*a^2*c*q^3*r+1320*a^2*c*q^3*x-292*a^2*c*q^2*r^2+12334*a^2*c*q^2*r*x-\ 32638*a^2*c*q^2*x^2-588*a^2*c*q*r^3+29220*a^2*c*q*r^2*x-123604*a^2*c*q*r*x^2+ 41600*a^2*c*q*x^3-332*a^2*c*r^4+19904*a^2*c*r^3*x-107152*a^2*c*r^2*x^2+66116*a^ 2*c*r*x^3-54*a^2*g^4*p-14*a^2*g^4*q-54*a^2*g^4*r-242*a^2*g^3*p^2-178*a^2*g^3*p* q-484*a^2*g^3*p*r+2740*a^2*g^3*p*x-18*a^2*g^3*q^2-178*a^2*g^3*q*r+1440*a^2*g^3* q*x-242*a^2*g^3*r^2+3170*a^2*g^3*r*x-386*a^2*g^2*p^3-454*a^2*g^2*p^2*q-1158*a^2 *g^2*p^2*r+8496*a^2*g^2*p^2*x-128*a^2*g^2*p*q^2-908*a^2*g^2*p*q*r+9068*a^2*g^2* p*q*x-1158*a^2*g^2*p*r^2+18679*a^2*g^2*p*r*x-17036*a^2*g^2*p*x^2-5*a^2*g^2*q^3-\ 128*a^2*g^2*q^2*r+1948*a^2*g^2*q^2*x-454*a^2*g^2*q*r^2+10024*a^2*g^2*q*r*x-\ 11794*a^2*g^2*q*x^2-386*a^2*g^2*r^3+10183*a^2*g^2*r^2*x-22808*a^2*g^2*r*x^2-222 *a^2*g*p^4-386*a^2*g*p^3*q-888*a^2*g*p^3*r+7664*a^2*g*p^3*x-186*a^2*g*p^2*q^2-\ 1158*a^2*g*p^2*q*r+13180*a^2*g*p^2*q*x-1332*a^2*g*p^2*r^2+25903*a^2*g*p^2*r*x-\ 29492*a^2*g*p^2*x^2-22*a^2*g*p*q^3-372*a^2*g*p*q^2*r+6204*a^2*g*p*q^2*x-1158*a^ 2*g*p*q*r^2+28594*a^2*g*p*q*r*x-43830*a^2*g*p*q*x^2-888*a^2*g*p*r^3+28814*a^2*g *p*r^2*x-76156*a^2*g*p*r*x^2+13120*a^2*g*p*x^3-22*a^2*g*q^3*r+688*a^2*g*q^3*x-\ 186*a^2*g*q^2*r^2+6526*a^2*g*q^2*r*x-14338*a^2*g*q^2*x^2-386*a^2*g*q*r^3+15414* a^2*g*q*r^2*x-55632*a^2*g*q*r*x^2+13120*a^2*g*q*x^3-222*a^2*g*r^4+10575*a^2*g*r ^3*x-46619*a^2*g*r^2*x^2+22990*a^2*g*r*x^3-32*a^2*p^5-76*a^2*p^4*q-160*a^2*p^4* r+1860*a^2*p^4*x-56*a^2*p^3*q^2-304*a^2*p^3*q*r+4568*a^2*p^3*q*x-320*a^2*p^3*r^ 2+8526*a^2*p^3*r*x-11352*a^2*p^3*x^2-12*a^2*p^2*q^3-168*a^2*p^2*q^2*r+3604*a^2* p^2*q^2*x-456*a^2*p^2*q*r^2+15192*a^2*p^2*q*r*x-26510*a^2*p^2*q*x^2-320*a^2*p^2 *r^3+14418*a^2*p^2*r^2*x-44444*a^2*p^2*r*x^2+9856*a^2*p^2*x^3-24*a^2*p*q^3*r+ 944*a^2*p*q^3*x-168*a^2*p*q^2*r^2+7610*a^2*p*q^2*r*x-18964*a^2*p*q^2*x^2-304*a^ 2*p*q*r^3+16680*a^2*p*q*r^2*x-67398*a^2*p*q*r*x^2+19712*a^2*p*q*x^3-160*a^2*p*r ^4+10698*a^2*p*r^3*x-56762*a^2*p*r^2*x^2+31046*a^2*p*r*x^3+48*a^2*q^4*x-12*a^2* q^3*r^2+944*a^2*q^3*r*x-3806*a^2*q^3*x^2-56*a^2*q^2*r^3+4006*a^2*q^2*r^2*x-\ 22954*a^2*q^2*r*x^2+9856*a^2*q^2*x^3-76*a^2*q*r^4+6056*a^2*q*r^3*x-41348*a^2*q* r^2*x^2+31046*a^2*q*r*x^3-32*a^2*r^5+2946*a^2*r^4*x-23670*a^2*r^3*x^2+22410*a^2 *r^2*x^3-64*a*b^4*c^2-48*a*b^4*c*g-96*a*b^4*c*p-96*a*b^4*c*r+1344*a*b^4*c*x-40* a*b^4*g*p-40*a*b^4*g*r-32*a*b^4*p^2-64*a*b^4*p*r+768*a*b^4*p*x+128*a*b^4*q*x-32 *a*b^4*r^2+824*a*b^4*r*x-384*a*b^3*c^3-544*a*b^3*c^2*g-848*a*b^3*c^2*p-112*a*b^ 3*c^2*q-848*a*b^3*c^2*r+10432*a*b^3*c^2*x-176*a*b^3*c*g^2-856*a*b^3*c*g*p-96*a* b^3*c*g*q-856*a*b^3*c*g*r+6896*a*b^3*c*g*x-608*a*b^3*c*p^2-192*a*b^3*c*p*q-1216 *a*b^3*c*p*r+13360*a*b^3*c*p*x-192*a*b^3*c*q*r+4272*a*b^3*c*q*x-608*a*b^3*c*r^2 +13992*a*b^3*c*r*x-20080*a*b^3*c*x^2-156*a*b^3*g^2*p-8*a*b^3*g^2*q-156*a*b^3*g^ 2*r-296*a*b^3*g*p^2-104*a*b^3*g*p*q-592*a*b^3*g*p*r+4328*a*b^3*g*p*x-104*a*b^3* g*q*r+1344*a*b^3*g*q*x-296*a*b^3*g*r^2+4952*a*b^3*g*r*x-144*a*b^3*p^3-80*a*b^3* p^2*q-432*a*b^3*p^2*r+4232*a*b^3*p^2*x-160*a*b^3*p*q*r+3048*a*b^3*p*q*x-432*a*b ^3*p*r^2+8816*a*b^3*p*r*x-11724*a*b^3*p*x^2+224*a*b^3*q^2*x-80*a*b^3*q*r^2+3272 *a*b^3*q*r*x-6524*a*b^3*q*x^2-144*a*b^3*r^3+4584*a*b^3*r^2*x-15668*a*b^3*r*x^2-\ 768*a*b^2*c^4-1616*a*b^2*c^3*g-2160*a*b^2*c^3*p-480*a*b^2*c^3*q-2160*a*b^2*c^3* r+26432*a*b^2*c^3*x-1040*a*b^2*c^2*g^2-3600*a*b^2*c^2*g*p-720*a*b^2*c^2*g*q-\ 3600*a*b^2*c^2*g*r+34656*a*b^2*c^2*g*x-2208*a*b^2*c^2*p^2-1120*a*b^2*c^2*p*q-\ 4416*a*b^2*c^2*p*r+50400*a*b^2*c^2*p*x-64*a*b^2*c^2*q^2-1120*a*b^2*c^2*q*r+ 19776*a*b^2*c^2*q*x-2208*a*b^2*c^2*r^2+54256*a*b^2*c^2*r*x-91424*a*b^2*c^2*x^2-\ 212*a*b^2*c*g^3-1644*a*b^2*c*g^2*p-272*a*b^2*c*g^2*q-1644*a*b^2*c*g^2*r+10720*a *b^2*c*g^2*x-2484*a*b^2*c*g*p^2-1264*a*b^2*c*g*p*q-4968*a*b^2*c*g*p*r+44792*a*b ^2*c*g*p*x-60*a*b^2*c*g*q^2-1264*a*b^2*c*g*q*r+17672*a*b^2*c*g*q*x-2484*a*b^2*c *g*r^2+49668*a*b^2*c*g*r*x-56288*a*b^2*c*g*x^2-968*a*b^2*c*p^3-848*a*b^2*c*p^2* q-2904*a*b^2*c*p^2*r+31056*a*b^2*c*p^2*x-120*a*b^2*c*p*q^2-1696*a*b^2*c*p*q*r+ 27152*a*b^2*c*p*q*x-2904*a*b^2*c*p*r^2+67628*a*b^2*c*p*r*x-104016*a*b^2*c*p*x^2 -120*a*b^2*c*q^2*r+3800*a*b^2*c*q^2*x-848*a*b^2*c*q*r^2+28408*a*b^2*c*q*r*x-\ 65004*a*b^2*c*q*x^2-968*a*b^2*c*r^3+36572*a*b^2*c*r^2*x-131184*a*b^2*c*r*x^2+ 31968*a*b^2*c*x^3-192*a*b^2*g^3*p-16*a*b^2*g^3*q-192*a*b^2*g^3*r-568*a*b^2*g^2* p^2-288*a*b^2*g^2*p*q-1136*a*b^2*g^2*p*r+7108*a*b^2*g^2*p*x-8*a*b^2*g^2*q^2-288 *a*b^2*g^2*q*r+2832*a*b^2*g^2*q*x-568*a*b^2*g^2*r^2+8386*a*b^2*g^2*r*x-554*a*b^ 2*g*p^3-484*a*b^2*g*p^2*q-1662*a*b^2*g*p^2*r+14124*a*b^2*g*p^2*x-74*a*b^2*g*p*q ^2-968*a*b^2*g*p*q*r+12384*a*b^2*g*p*q*x-1662*a*b^2*g*p*r^2+30876*a*b^2*g*p*r*x -33524*a*b^2*g*p*x^2-74*a*b^2*g*q^2*r+1680*a*b^2*g*q^2*x-484*a*b^2*g*q*r^2+ 13794*a*b^2*g*q*r*x-20594*a*b^2*g*q*x^2-554*a*b^2*g*r^3+16752*a*b^2*g*r^2*x-\ 45392*a*b^2*g*r*x^2-152*a*b^2*p^4-208*a*b^2*p^3*q-608*a*b^2*p^3*r+6156*a*b^2*p^ 3*x-56*a*b^2*p^2*q^2-624*a*b^2*p^2*q*r+9008*a*b^2*p^2*q*x-912*a*b^2*p^2*r^2+ 20506*a*b^2*p^2*r*x-28660*a*b^2*p^2*x^2-112*a*b^2*p*q^2*r+2980*a*b^2*p*q^2*x-\ 624*a*b^2*p*q*r^2+18880*a*b^2*p*q*r*x-39062*a*b^2*p*q*x^2-608*a*b^2*p*r^3+22544 *a*b^2*p*r^2*x-72908*a*b^2*p*r*x^2+15984*a*b^2*p*x^3+128*a*b^2*q^3*x-56*a*b^2*q ^2*r^2+3102*a*b^2*q^2*r*x-10402*a*b^2*q^2*x^2-208*a*b^2*q*r^3+9872*a*b^2*q*r^2* x-48098*a*b^2*q*r*x^2+15984*a*b^2*q*x^3-152*a*b^2*r^4+8194*a*b^2*r^3*x-43448*a* b^2*r^2*x^2+27972*a*b^2*r*x^3-640*a*b*c^5-1792*a*b*c^4*g-2160*a*b*c^4*p-624*a*b *c^4*q-2160*a*b*c^4*r+26944*a*b*c^4*x-1728*a*b*c^3*g^2-5080*a*b*c^3*g*p-1352*a* b*c^3*g*q-5080*a*b*c^3*g*r+52912*a*b*c^3*g*x-2800*a*b*c^3*p^2-1792*a*b*c^3*p*q-\ 5600*a*b*c^3*p*r+66896*a*b*c^3*p*x-176*a*b*c^3*q^2-1792*a*b*c^3*q*r+29648*a*b*c ^3*q*x-2800*a*b*c^3*r^2+73080*a*b*c^3*r*x-131328*a*b*c^3*x^2-704*a*b*c^2*g^3-\ 3836*a*b*c^2*g^2*p-924*a*b*c^2*g^2*q-3836*a*b*c^2*g^2*r+32704*a*b*c^2*g^2*x-\ 5120*a*b*c^2*g*p^2-3168*a*b*c^2*g*p*q-10240*a*b*c^2*g*p*r+101432*a*b*c^2*g*p*x-\ 272*a*b*c^2*g*q^2-3168*a*b*c^2*g*q*r+44504*a*b*c^2*g*q*x-5120*a*b*c^2*g*r^2+ 112016*a*b*c^2*g*r*x-163680*a*b*c^2*g*x^2-1724*a*b*c^2*p^3-1844*a*b*c^2*p^2*q-\ 5172*a*b*c^2*p^2*r+59688*a*b*c^2*p^2*x-420*a*b*c^2*p*q^2-3688*a*b*c^2*p*q*r+ 58192*a*b*c^2*p*q*x-5172*a*b*c^2*p*r^2+131904*a*b*c^2*p*r*x-218560*a*b*c^2*p*x^ 2-12*a*b*c^2*q^3-420*a*b*c^2*q^2*r+10376*a*b*c^2*q^2*x-1844*a*b*c^2*q*r^2+61696 *a*b*c^2*q*r*x-144704*a*b*c^2*q*x^2-1724*a*b*c^2*r^3+72216*a*b*c^2*r^2*x-274272 *a*b*c^2*r*x^2+87552*a*b*c^2*x^3-104*a*b*c*g^4-1106*a*b*c*g^3*p-222*a*b*c*g^3*q -1106*a*b*c*g^3*r+6492*a*b*c*g^3*x-2624*a*b*c*g^2*p^2-1596*a*b*c*g^2*p*q-5248*a *b*c*g^2*p*r+42904*a*b*c*g^2*p*x-112*a*b*c*g^2*q^2-1596*a*b*c*g^2*q*r+18888*a*b *c*g^2*q*x-2624*a*b*c*g^2*r^2+48386*a*b*c*g^2*r*x-49008*a*b*c*g^2*x^2-2196*a*b* c*g*p^3-2294*a*b*c*g*p^2*q-6588*a*b*c*g*p^2*r+62396*a*b*c*g*p^2*x-506*a*b*c*g*p *q^2-4588*a*b*c*g*p*q*r+60264*a*b*c*g*p*q*x-6588*a*b*c*g*p*r^2+138040*a*b*c*g*p *r*x-187428*a*b*c*g*p*x^2-12*a*b*c*g*q^3-506*a*b*c*g*q^2*r+10572*a*b*c*g*q^2*x-\ 2294*a*b*c*g*q*r^2+65052*a*b*c*g*q*r*x-122940*a*b*c*g*q*x^2-2196*a*b*c*g*r^3+ 75644*a*b*c*g*r^2*x-239844*a*b*c*g*r*x^2+52480*a*b*c*g*x^3-496*a*b*c*p^4-792*a* b*c*p^3*q-1984*a*b*c*p^3*r+22568*a*b*c*p^3*x-320*a*b*c*p^2*q^2-2376*a*b*c*p^2*q *r+36152*a*b*c*p^2*q*x-2976*a*b*c*p^2*r^2+75908*a*b*c*p^2*r*x-116692*a*b*c*p^2* x^2-24*a*b*c*p*q^3-640*a*b*c*p*q^2*r+14776*a*b*c*p*q^2*x-2376*a*b*c*p*q*r^2+ 77484*a*b*c*p*q*r*x-166272*a*b*c*p*q*x^2-1984*a*b*c*p*r^3+84112*a*b*c*p*r^2*x-\ 297900*a*b*c*p*r*x^2+83200*a*b*c*p*x^3-24*a*b*c*q^3*r+1192*a*b*c*q^3*x-320*a*b* c*q^2*r^2+15148*a*b*c*q^2*r*x-49580*a*b*c*q^2*x^2-792*a*b*c*q*r^3+41332*a*b*c*q *r^2*x-202692*a*b*c*q*r*x^2+83200*a*b*c*q*x^3-496*a*b*c*r^4+30772*a*b*c*r^3*x-\ 183516*a*b*c*r^2*x^2+132232*a*b*c*r*x^3-94*a*b*g^4*p-10*a*b*g^4*q-94*a*b*g^4*r-\ 382*a*b*g^3*p^2-230*a*b*g^3*p*q-764*a*b*g^3*p*r+4456*a*b*g^3*p*x-10*a*b*g^3*q^2 -230*a*b*g^3*q*r+2024*a*b*g^3*q*x-382*a*b*g^3*r^2+5324*a*b*g^3*r*x-578*a*b*g^2* p^3-595*a*b*g^2*p^2*q-1734*a*b*g^2*p^2*r+13628*a*b*g^2*p^2*x-129*a*b*g^2*p*q^2-\ 1190*a*b*g^2*p*q*r+13164*a*b*g^2*p*q*x-1734*a*b*g^2*p*r^2+30120*a*b*g^2*p*r*x-\ 29746*a*b*g^2*p*x^2-2*a*b*g^2*q^3-129*a*b*g^2*q^2*r+2288*a*b*g^2*q^2*x-595*a*b* g^2*q*r^2+14762*a*b*g^2*q*r*x-19262*a*b*g^2*q*x^2-578*a*b*g^2*r^3+16492*a*b*g^2 *r^2*x-40230*a*b*g^2*r*x^2-336*a*b*g*p^4-528*a*b*g*p^3*q-1344*a*b*g*p^3*r+12288 *a*b*g*p^3*x-208*a*b*g*p^2*q^2-1584*a*b*g*p^2*q*r+19512*a*b*g*p^2*q*x-2016*a*b* g*p^2*r^2+41282*a*b*g*p^2*r*x-51826*a*b*g*p^2*x^2-16*a*b*g*p*q^3-416*a*b*g*p*q^ 2*r+7832*a*b*g*p*q^2*x-1584*a*b*g*p*q*r^2+41934*a*b*g*p*q*r*x-73344*a*b*g*p*q*x ^2-1344*a*b*g*p*r^3+45700*a*b*g*p*r^2*x-133294*a*b*g*p*r*x^2+26240*a*b*g*p*x^3-\ 16*a*b*g*q^3*r+608*a*b*g*q^3*x-208*a*b*g*q^2*r^2+8322*a*b*g*q^2*r*x-21518*a*b*g *q^2*x^2-528*a*b*g*q*r^3+22422*a*b*g*q*r^2*x-92246*a*b*g*q*r*x^2+26240*a*b*g*q* x^3-336*a*b*g*r^4+16706*a*b*g*r^3*x-80802*a*b*g*r^2*x^2+45980*a*b*g*r*x^3-52*a* b*p^5-116*a*b*p^4*q-260*a*b*p^4*r+3040*a*b*p^4*x-76*a*b*p^3*q^2-464*a*b*p^3*q*r +7024*a*b*p^3*q*x-520*a*b*p^3*r^2+13820*a*b*p^3*r*x-20122*a*b*p^3*x^2-12*a*b*p^ 2*q^3-228*a*b*p^2*q^2*r+4952*a*b*p^2*q^2*x-696*a*b*p^2*q*r^2+23024*a*b*p^2*q*r* x-45274*a*b*p^2*q*x^2-520*a*b*p^2*r^3+23220*a*b*p^2*r^2*x-78070*a*b*p^2*r*x^2+ 19712*a*b*p^2*x^3-24*a*b*p*q^3*r+992*a*b*p*q^3*x-228*a*b*p*q^2*r^2+10196*a*b*p* q^2*r*x-30182*a*b*p*q^2*x^2-464*a*b*p*q*r^3+24976*a*b*p*q*r^2*x-113160*a*b*p*q* r*x^2+39424*a*b*p*q*x^3-260*a*b*p*r^4+17140*a*b*p*r^3*x-98508*a*b*p*r^2*x^2+ 62092*a*b*p*r*x^3+24*a*b*q^4*x-12*a*b*q^3*r^2+992*a*b*q^3*r*x-5030*a*b*q^3*x^2-\ 76*a*b*q^2*r^3+5244*a*b*q^2*r^2*x-35090*a*b*q^2*r*x^2+19712*a*b*q^2*x^3-116*a*b *q*r^4+8976*a*b*q*r^3*x-67680*a*b*q*r^2*x^2+62092*a*b*q*r*x^3-52*a*b*r^5+4700*a *b*r^4*x-40560*a*b*r^3*x^2+44820*a*b*r^2*x^3-192*a*c^6-672*a*c^5*g-752*a*c^5*p-\ 256*a*c^5*q-752*a*c^5*r+9600*a*c^5*x-864*a*c^4*g^2-2296*a*c^4*g*p-728*a*c^4*g*q -2296*a*c^4*g*r+25152*a*c^4*g*x-1168*a*c^4*p^2-864*a*c^4*p*q-2336*a*c^4*p*r+ 29120*a*c^4*p*x-112*a*c^4*q^2-864*a*c^4*q*r+14016*a*c^4*q*x-1168*a*c^4*r^2+ 32008*a*c^4*r*x-60080*a*c^4*x^2-528*a*c^3*g^3-2444*a*c^3*g^2*p-724*a*c^3*g^2*q-\ 2444*a*c^3*g^2*r+23328*a*c^3*g^2*x-3032*a*c^3*g*p^2-2104*a*c^3*g*p*q-6064*a*c^3 *g*p*r+63488*a*c^3*g*p*x-244*a*c^3*g*q^2-2104*a*c^3*g*q*r+29760*a*c^3*g*q*x-\ 3032*a*c^3*g*r^2+69640*a*c^3*g*r*x-113760*a*c^3*g*x^2-908*a*c^3*p^3-1096*a*c^3* p^2*q-2724*a*c^3*p^2*r+33632*a*c^3*p^2*x-316*a*c^3*p*q^2-2192*a*c^3*p*q*r+35200 *a*c^3*p*q*x-2724*a*c^3*p*r^2+74716*a*c^3*p*r*x-130648*a*c^3*p*x^2-16*a*c^3*q^3 -316*a*c^3*q^2*r+7200*a*c^3*q^2*x-1096*a*c^3*q*r^2+37684*a*c^3*q*r*x-89816*a*c^ 3*q*x^2-908*a*c^3*r^3+41084*a*c^3*r^2*x-163712*a*c^3*r*x^2+58336*a*c^3*x^3-156* a*c^2*g^4-1162*a*c^2*g^3*p-314*a*c^2*g^3*q-1162*a*c^2*g^3*r+9264*a*c^2*g^3*x-\ 2492*a*c^2*g^2*p^2-1680*a*c^2*g^2*p*q-4984*a*c^2*g^2*p*r+45424*a*c^2*g^2*p*x-\ 172*a*c^2*g^2*q^2-1680*a*c^2*g^2*q*r+21104*a*c^2*g^2*q*x-2492*a*c^2*g^2*r^2+ 50154*a*c^2*g^2*r*x-68700*a*c^2*g^2*x^2-1906*a*c^2*g*p^3-2186*a*c^2*g*p^2*q-\ 5718*a*c^2*g*p^2*r+57504*a*c^2*g*p^2*x-576*a*c^2*g*p*q^2-4372*a*c^2*g*p*q*r+ 58840*a*c^2*g*p*q*x-5718*a*c^2*g*p*r^2+127330*a*c^2*g*p*r*x-191344*a*c^2*g*p*x^ 2-24*a*c^2*g*q^3-576*a*c^2*g*q^2*r+11640*a*c^2*g*q^2*x-2186*a*c^2*g*q*r^2+62762 *a*c^2*g*q*r*x-129936*a*c^2*g*q*x^2-1906*a*c^2*g*r^3+69826*a*c^2*g*r^2*x-240768 *a*c^2*g*r*x^2+71168*a*c^2*g*x^3-364*a*c^2*p^4-636*a*c^2*p^3*q-1456*a*c^2*p^3*r +18368*a*c^2*p^3*x-308*a*c^2*p^2*q^2-1908*a*c^2*p^2*q*r+31152*a*c^2*p^2*q*x-\ 2184*a*c^2*p^2*r^2+61940*a*c^2*p^2*r*x-102196*a*c^2*p^2*x^2-36*a*c^2*p*q^3-616* a*c^2*p*q^2*r+14272*a*c^2*p*q^2*x-1908*a*c^2*p*q*r^2+67460*a*c^2*p*q*r*x-149832 *a*c^2*p*q*x^2-1456*a*c^2*p*r^3+68776*a*c^2*p*r^2*x-260620*a*c^2*p*r*x^2+81360* a*c^2*p*x^3-36*a*c^2*q^3*r+1488*a*c^2*q^3*x-308*a*c^2*q^2*r^2+14752*a*c^2*q^2*r *x-47636*a*c^2*q^2*x^2-636*a*c^2*q*r^3+36308*a*c^2*q*r^2*x-182676*a*c^2*q*r*x^2 +81360*a*c^2*q*x^3-364*a*c^2*r^4+25204*a*c^2*r^3*x-162044*a*c^2*r^2*x^2+125152* a*c^2*r*x^3-18*a*c*g^5-242*a*c*g^4*p-55*a*c*g^4*q-242*a*c*g^4*r+1344*a*c*g^4*x-\ 802*a*c*g^3*p^2-534*a*c*g^3*p*q-1604*a*c*g^3*p*r+12368*a*c*g^3*p*x-45*a*c*g^3*q ^2-534*a*c*g^3*q*r+5792*a*c*g^3*q*x-802*a*c*g^3*r^2+13928*a*c*g^3*r*x-13420*a*c *g^3*x^2-1086*a*c*g^2*p^3-1219*a*c*g^2*p^2*q-3258*a*c*g^2*p^2*r+28320*a*c*g^2*p ^2*x-309*a*c*g^2*p*q^2-2438*a*c*g^2*p*q*r+28732*a*c*g^2*p*q*x-3258*a*c*g^2*p*r^ 2+62520*a*c*g^2*p*r*x-79598*a*c*g^2*p*x^2-10*a*c*g^2*q^3-309*a*c*g^2*q^2*r+5620 *a*c*g^2*q^2*x-1219*a*c*g^2*q*r^2+31000*a*c*g^2*q*r*x-53574*a*c*g^2*q*x^2-1086* a*c*g^2*r^3+34200*a*c*g^2*r^2*x-101716*a*c*g^2*r*x^2+21000*a*c*g^2*x^3-560*a*c* g*p^4-948*a*c*g*p^3*q-2240*a*c*g*p^3*r+22048*a*c*g*p^3*x-432*a*c*g*p^2*q^2-2844 *a*c*g*p^2*q*r+36788*a*c*g*p^2*q*x-3360*a*c*g*p^2*r^2+74224*a*c*g*p^2*r*x-\ 103132*a*c*g*p^2*x^2-44*a*c*g*p*q^3-864*a*c*g*p*q^2*r+16368*a*c*g*p*q^2*x-2844* a*c*g*p*q*r^2+79222*a*c*g*p*q*r*x-150040*a*c*g*p*q*x^2-2240*a*c*g*p*r^3+82304*a *c*g*p*r^2*x-263562*a*c*g*p*r*x^2+67824*a*c*g*p*x^3-44*a*c*g*q^3*r+1628*a*c*g*q ^3*x-432*a*c*g*q^2*r^2+16844*a*c*g*q^2*r*x-46908*a*c*g*q^2*x^2-948*a*c*g*q*r^3+ 42434*a*c*g*q*r^2*x-184184*a*c*g*q*r*x^2+67824*a*c*g*q*x^3-560*a*c*g*r^4+30128* a*c*g*r^3*x-162610*a*c*g*r^2*x^2+108172*a*c*g*r*x^3-68*a*c*p^5-160*a*c*p^4*q-\ 340*a*c*p^4*r+4704*a*c*p^4*x-116*a*c*p^3*q^2-640*a*c*p^3*q*r+11360*a*c*p^3*q*x-\ 680*a*c*p^3*r^2+21364*a*c*p^3*r*x-34250*a*c*p^3*x^2-24*a*c*p^2*q^3-348*a*c*p^2* q^2*r+8704*a*c*p^2*q^2*x-960*a*c*p^2*q*r^2+37452*a*c*p^2*q*r*x-78814*a*c*p^2*q* x^2-680*a*c*p^2*r^3+35868*a*c*p^2*r^2*x-132574*a*c*p^2*r*x^2+37608*a*c*p^2*x^3-\ 48*a*c*p*q^3*r+2144*a*c*p*q^3*x-348*a*c*p*q^2*r^2+18200*a*c*p*q^2*r*x-54878*a*c *p*q^2*x^2-640*a*c*p*q*r^3+40824*a*c*p*q*r^2*x-196904*a*c*p*q*r*x^2+75216*a*c*p *q*x^3-340*a*c*p*r^4+26460*a*c*p*r^3*x-167844*a*c*p*r^2*x^2+115176*a*c*p*r*x^3+ 96*a*c*q^4*x-24*a*c*q^3*r^2+2112*a*c*q^3*r*x-10314*a*c*q^3*x^2-116*a*c*q^2*r^3+ 9496*a*c*q^2*r^2*x-64330*a*c*q^2*r*x^2+37608*a*c*q^2*x^3-160*a*c*q*r^4+14732*a* c*q*r^3*x-119456*a*c*q*r^2*x^2+115176*a*c*q*r*x^3-68*a*c*r^5+7252*a*c*r^4*x-\ 69520*a*c*r^3*x^2+84948*a*c*r^2*x^3-16*a*g^5*p-2*a*g^5*q-16*a*g^5*r-84*a*g^4*p^ 2-56*a*g^4*p*q-168*a*g^4*p*r+944*a*g^4*p*x-3*a*g^4*q^2-56*a*g^4*q*r+464*a*g^4*q *x-84*a*g^4*r^2+1130*a*g^4*r*x-180*a*g^3*p^3-200*a*g^3*p^2*q-540*a*g^3*p^2*r+ 3988*a*g^3*p^2*x-50*a*g^3*p*q^2-400*a*g^3*p*q*r+4056*a*g^3*p*q*x-540*a*g^3*p*r^ 2+8767*a*g^3*p*r*x-8294*a*g^3*p*x^2-a*g^3*q^3-50*a*g^3*q^2*r+800*a*g^3*q^2*x-\ 200*a*g^3*q*r^2+4520*a*g^3*q*r*x-5530*a*g^3*q*x^2-180*a*g^3*r^3+4779*a*g^3*r^2* x-11130*a*g^3*r*x^2-168*a*g^2*p^4-280*a*g^2*p^3*q-672*a*g^2*p^3*r+5636*a*g^2*p^ 3*x-124*a*g^2*p^2*q^2-840*a*g^2*p^2*q*r+9336*a*g^2*p^2*q*x-1008*a*g^2*p^2*r^2+ 18899*a*g^2*p^2*r*x-22196*a*g^2*p^2*x^2-12*a*g^2*p*q^3-248*a*g^2*p*q^2*r+4100*a *g^2*p*q^2*x-840*a*g^2*p*q*r^2+20082*a*g^2*p*q*r*x-32110*a*g^2*p*q*x^2-672*a*g^ 2*p*r^3+20890*a*g^2*p*r^2*x-56992*a*g^2*p*r*x^2+10500*a*g^2*p*x^3-12*a*g^2*q^3* r+400*a*g^2*q^3*x-124*a*g^2*q^2*r^2+4308*a*g^2*q^2*r*x-9914*a*g^2*q^2*x^2-280*a *g^2*q*r^3+10746*a*g^2*q*r^2*x-40365*a*g^2*q*r*x^2+10500*a*g^2*q*x^3-168*a*g^2* r^4+7627*a*g^2*r^3*x-34551*a*g^2*r^2*x^2+18426*a*g^2*r*x^3-60*a*g*p^5-140*a*g*p ^4*q-300*a*g*p^4*r+3012*a*g*p^4*x-100*a*g*p^3*q^2-560*a*g*p^3*q*r+7196*a*g*p^3* q*x-600*a*g*p^3*r^2+13682*a*g*p^3*r*x-17950*a*g*p^3*x^2-20*a*g*p^2*q^3-300*a*g* p^2*q^2*r+5408*a*g*p^2*q^2*x-840*a*g*p^2*q*r^2+23646*a*g*p^2*q*r*x-41090*a*g*p^ 2*q*x^2-600*a*g*p^2*r^3+22974*a*g*p^2*r^2*x-69602*a*g*p^2*r*x^2+16120*a*g*p^2*x ^3-40*a*g*p*q^3*r+1276*a*g*p*q^3*x-300*a*g*p*q^2*r^2+11218*a*g*p*q^2*r*x-28330* a*g*p*q^2*x^2-560*a*g*p*q*r^3+25704*a*g*p*q*r^2*x-103110*a*g*p*q*r*x^2+32240*a* g*p*q*x^3-300*a*g*p*r^4+16950*a*g*p*r^3*x-87820*a*g*p*r^2*x^2+51004*a*g*p*r*x^3 +52*a*g*q^4*x-20*a*g*q^3*r^2+1254*a*g*q^3*r*x-5190*a*g*q^3*x^2-100*a*g*q^2*r^3+ 5810*a*g*q^2*r^2*x-33508*a*g*q^2*r*x^2+16120*a*g*q^2*x^3-140*a*g*q*r^4+9254*a*g *q*r^3*x-62152*a*g*q*r^2*x^2+51004*a*g*q*r*x^3-60*a*g*r^5+4646*a*g*r^4*x-36168* a*g*r^3*x^2+36908*a*g*r^2*x^3-4*a*p^6-12*a*p^5*q-24*a*p^5*r+444*a*p^5*x-12*a*p^ 4*q^2-60*a*p^4*q*r+1416*a*p^4*q*x-60*a*p^4*r^2+2536*a*p^4*r*x-4152*a*p^4*x^2-4* a*p^3*q^3-48*a*p^3*q^2*r+1584*a*p^3*q^2*x-120*a*p^3*q*r^2+6300*a*p^3*q*r*x-\ 13176*a*p^3*q*x^2-80*a*p^3*r^3+5704*a*p^3*r^2*x-21596*a*p^3*r*x^2+5756*a*p^3*x^ 3-12*a*p^2*q^3*r+696*a*p^2*q^3*x-72*a*p^2*q^2*r^2+5070*a*p^2*q^2*r*x-14616*a*p^ 2*q^2*x^2-120*a*p^2*q*r^3+10404*a*p^2*q*r^2*x-50152*a*p^2*q*r*x^2+17268*a*p^2*q *x^3-60*a*p^2*r^4+6336*a*p^2*r^3*x-41474*a*p^2*r^2*x^2+26300*a*p^2*r*x^3+84*a*p *q^4*x-12*a*p*q^3*r^2+1384*a*p*q^3*r*x-6312*a*p*q^3*x^2-48*a*p*q^2*r^3+5388*a*p *q^2*r^2*x-35516*a*p*q^2*r*x^2+17268*a*p*q^2*x^3-60*a*p*q*r^4+7572*a*p*q*r^3*x-\ 62310*a*p*q*r^2*x^2+52600*a*p*q*r*x^3-24*a*p*r^5+3484*a*p*r^4*x-34768*a*p*r^3*x ^2+38826*a*p*r^2*x^3+78*a*q^4*r*x-720*a*q^4*x^2-4*a*q^3*r^3+688*a*q^3*r^2*x-\ 6960*a*q^3*r*x^2+5756*a*q^3*x^3-12*a*q^2*r^4+1902*a*q^2*r^3*x-20836*a*q^2*r^2*x ^2+26300*a*q^2*r*x^3-12*a*q*r^5+2052*a*q*r^4*x-25334*a*q*r^3*x^2+38826*a*q*r^2* x^3-4*a*r^6+760*a*r^5*x-10738*a*r^4*x^2+19030*a*r^3*x^3+128*b^5*c*x+64*b^5*p*x+ 64*b^5*r*x-32*b^4*c^3-48*b^4*c^2*g-80*b^4*c^2*p-80*b^4*c^2*r+1536*b^4*c^2*x-16* b^4*c*g^2-88*b^4*c*g*p-88*b^4*c*g*r+1120*b^4*c*g*x-64*b^4*c*p^2-128*b^4*c*p*r+ 1952*b^4*c*p*x+384*b^4*c*q*x-64*b^4*c*r^2+1800*b^4*c*r*x-3944*b^4*c*x^2-16*b^4* g^2*p-16*b^4*g^2*r-32*b^4*g*p^2-64*b^4*g*p*r+624*b^4*g*p*x+64*b^4*g*q*x-32*b^4* g*r^2+672*b^4*g*r*x-16*b^4*p^3-48*b^4*p^2*r+608*b^4*p^2*x+256*b^4*p*q*x-48*b^4* p*r^2+1152*b^4*p*r*x-2164*b^4*p*x^2+288*b^4*q*r*x-864*b^4*q*x^2-16*b^4*r^3+544* b^4*r^2*x-2836*b^4*r*x^2-128*b^3*c^4-288*b^3*c^3*g-384*b^3*c^3*p-48*b^3*c^3*q-\ 384*b^3*c^3*r+5952*b^3*c^3*x-192*b^3*c^2*g^2-696*b^3*c^2*g*p-72*b^3*c^2*g*q-696 *b^3*c^2*g*r+8384*b^3*c^2*g*x-416*b^3*c^2*p^2-128*b^3*c^2*p*q-832*b^3*c^2*p*r+ 11456*b^3*c^2*p*x-128*b^3*c^2*q*r+3488*b^3*c^2*q*x-416*b^3*c^2*r^2+11576*b^3*c^ 2*r*x-25280*b^3*c^2*x^2-40*b^3*c*g^3-332*b^3*c*g^2*p-24*b^3*c*g^2*q-332*b^3*c*g ^2*r+2704*b^3*c*g^2*x-496*b^3*c*g*p^2-152*b^3*c*g*p*q-992*b^3*c*g*p*r+10552*b^3 *c*g*p*x-152*b^3*c*g*q*r+3136*b^3*c*g*q*x-496*b^3*c*g*r^2+11276*b^3*c*g*r*x-\ 15920*b^3*c*g*x^2-192*b^3*c*p^3-112*b^3*c*p^2*q-576*b^3*c*p^2*r+7152*b^3*c*p^2* x-224*b^3*c*p*q*r+4968*b^3*c*p*q*x-576*b^3*c*p*r^2+14956*b^3*c*p*r*x-28516*b^3* c*p*x^2+384*b^3*c*q^2*x-112*b^3*c*q*r^2+4856*b^3*c*q*r*x-15512*b^3*c*q*x^2-192* b^3*c*r^3+7804*b^3*c*r^2*x-34692*b^3*c*r*x^2+10656*b^3*c*x^3-40*b^3*g^3*p-40*b^ 3*g^3*r-116*b^3*g^2*p^2-32*b^3*g^2*p*q-232*b^3*g^2*p*r+1648*b^3*g^2*p*x-32*b^3* g^2*q*r+416*b^3*g^2*q*x-116*b^3*g^2*r^2+1900*b^3*g^2*r*x-112*b^3*g*p^3-64*b^3*g *p^2*q-336*b^3*g*p^2*r+3268*b^3*g*p^2*x-128*b^3*g*p*q*r+2224*b^3*g*p*q*x-336*b^ 3*g*p*r^2+7002*b^3*g*p*r*x-9030*b^3*g*p*x^2+96*b^3*g*q^2*x-64*b^3*g*q*r^2+2516* b^3*g*q*r*x-4720*b^3*g*q*x^2-112*b^3*g*r^3+3734*b^3*g*r^2*x-12278*b^3*g*r*x^2-\ 32*b^3*p^4-32*b^3*p^3*q-128*b^3*p^3*r+1448*b^3*p^3*x-96*b^3*p^2*q*r+1752*b^3*p^ 2*q*x-192*b^3*p^2*r^2+4684*b^3*p^2*r*x-7862*b^3*p^2*x^2+304*b^3*p*q^2*x-96*b^3* p*q*r^2+3460*b^3*p*q*r*x-9638*b^3*p*q*x^2-128*b^3*p*r^3+5024*b^3*p*r^2*x-19464* b^3*p*r*x^2+5328*b^3*p*x^3+352*b^3*q^2*r*x-1776*b^3*q^2*x^2-32*b^3*q*r^3+1708*b ^3*q*r^2*x-11194*b^3*q*r*x^2+5328*b^3*q*x^3-32*b^3*r^4+1788*b^3*r^3*x-11090*b^3 *r^2*x^2+9324*b^3*r*x^3-192*b^2*c^5-576*b^2*c^4*g-672*b^2*c^4*p-144*b^2*c^4*q-\ 672*b^2*c^4*r+9920*b^2*c^4*x-576*b^2*c^3*g^2-1720*b^2*c^3*g*p-320*b^2*c^3*g*q-\ 1720*b^2*c^3*g*r+20704*b^2*c^3*g*x-904*b^2*c^3*p^2-448*b^2*c^3*p*q-1808*b^2*c^3 *p*r+24864*b^2*c^3*p*x-24*b^2*c^3*q^2-448*b^2*c^3*q*r+9376*b^2*c^3*q*x-904*b^2* c^3*r^2+26232*b^2*c^3*r*x-56584*b^2*c^3*x^2-240*b^2*c^2*g^3-1360*b^2*c^2*g^2*p-\ 212*b^2*c^2*g^2*q-1360*b^2*c^2*g^2*r+13264*b^2*c^2*g^2*x-1768*b^2*c^2*g*p^2-848 *b^2*c^2*g*p*q-3536*b^2*c^2*g*p*r+39272*b^2*c^2*g*p*x-36*b^2*c^2*g*q^2-848*b^2* c^2*g*q*r+14640*b^2*c^2*g*q*x-1768*b^2*c^2*g*r^2+42732*b^2*c^2*g*r*x-71952*b^2* c^2*g*x^2-580*b^2*c^2*p^3-504*b^2*c^2*p^2*q-1740*b^2*c^2*p^2*r+22504*b^2*c^2*p^ 2*x-68*b^2*c^2*p*q^2-1008*b^2*c^2*p*q*r+19096*b^2*c^2*p*q*x-1740*b^2*c^2*p*r^2+ 48604*b^2*c^2*p*r*x-94208*b^2*c^2*p*x^2-68*b^2*c^2*q^2*r+2528*b^2*c^2*q^2*x-504 *b^2*c^2*q*r^2+19388*b^2*c^2*q*r*x-57280*b^2*c^2*q*x^2-580*b^2*c^2*r^3+26100*b^ 2*c^2*r^2*x-115272*b^2*c^2*r*x^2+43776*b^2*c^2*x^3-36*b^2*c*g^4-406*b^2*c*g^3*p -44*b^2*c*g^3*q-406*b^2*c*g^3*r+2696*b^2*c*g^3*x-938*b^2*c*g^2*p^2-432*b^2*c*g^ 2*p*q-1876*b^2*c*g^2*p*r+16900*b^2*c*g^2*p*x-12*b^2*c*g^2*q^2-432*b^2*c*g^2*q*r +6192*b^2*c*g^2*q*x-938*b^2*c*g^2*r^2+18980*b^2*c*g^2*r*x-21830*b^2*c*g^2*x^2-\ 768*b^2*c*g*p^3-656*b^2*c*g*p^2*q-2304*b^2*c*g*p^2*r+24048*b^2*c*g*p^2*x-86*b^2 *c*g*p*q^2-1312*b^2*c*g*p*q*r+20200*b^2*c*g*p*q*x-2304*b^2*c*g*p*r^2+52784*b^2* c*g*p*r*x-81240*b^2*c*g*p*x^2-86*b^2*c*g*q^2*r+2504*b^2*c*g*q^2*x-656*b^2*c*g*q *r^2+21618*b^2*c*g*q*r*x-48996*b^2*c*g*q*x^2-768*b^2*c*g*r^3+28736*b^2*c*g*r^2* x-103060*b^2*c*g*r*x^2+26240*b^2*c*g*x^3-176*b^2*c*p^4-240*b^2*c*p^3*q-704*b^2* c*p^3*r+8684*b^2*c*p^3*x-64*b^2*c*p^2*q^2-720*b^2*c*p^2*q*r+12440*b^2*c*p^2*q*x -1056*b^2*c*p^2*r^2+28744*b^2*c*p^2*r*x-50498*b^2*c*p^2*x^2-128*b^2*c*p*q^2*r+ 3916*b^2*c*p*q^2*x-720*b^2*c*p*q*r^2+25856*b^2*c*p*q*r*x-67440*b^2*c*p*q*x^2-\ 704*b^2*c*p*r^3+31436*b^2*c*p*r^2*x-126692*b^2*c*p*r*x^2+41600*b^2*c*p*x^3+160* b^2*c*q^3*x-64*b^2*c*q^2*r^2+3898*b^2*c*q^2*r*x-16942*b^2*c*q^2*x^2-240*b^2*c*q *r^3+13416*b^2*c*q*r^2*x-79088*b^2*c*q*r*x^2+41600*b^2*c*q*x^3-176*b^2*c*r^4+ 11376*b^2*c*r^3*x-76364*b^2*c*r^2*x^2+66116*b^2*c*r*x^3-36*b^2*g^4*p-36*b^2*g^4 *r-140*b^2*g^3*p^2-60*b^2*g^3*p*q-280*b^2*g^3*p*r+1740*b^2*g^3*p*x-60*b^2*g^3*q *r+608*b^2*g^3*q*x-140*b^2*g^3*r^2+2086*b^2*g^3*r*x-205*b^2*g^2*p^3-170*b^2*g^2 *p^2*q-615*b^2*g^2*p^2*r+5256*b^2*g^2*p^2*x-20*b^2*g^2*p*q^2-340*b^2*g^2*p*q*r+ 4344*b^2*g^2*p*q*x-615*b^2*g^2*p*r^2+11663*b^2*g^2*p*r*x-12710*b^2*g^2*p*x^2-20 *b^2*g^2*q^2*r+464*b^2*g^2*q^2*x-170*b^2*g^2*q*r^2+4960*b^2*g^2*q*r*x-7468*b^2* g^2*q*x^2-205*b^2*g^2*r^3+6407*b^2*g^2*r^2*x-17422*b^2*g^2*r*x^2-120*b^2*g*p^4-\ 160*b^2*g*p^3*q-480*b^2*g*p^3*r+4752*b^2*g*p^3*x-40*b^2*g*p^2*q^2-480*b^2*g*p^2 *q*r+6716*b^2*g*p^2*q*x-720*b^2*g*p^2*r^2+15857*b^2*g*p^2*r*x-22334*b^2*g*p^2*x ^2-80*b^2*g*p*q^2*r+2012*b^2*g*p*q^2*x-480*b^2*g*p*q*r^2+14296*b^2*g*p*q*r*x-\ 29514*b^2*g*p*q*x^2-480*b^2*g*p*r^3+17458*b^2*g*p*r^2*x-57138*b^2*g*p*r*x^2+ 13120*b^2*g*p*x^3+48*b^2*g*q^3*x-40*b^2*g*q^2*r^2+2274*b^2*g*q^2*r*x-7180*b^2*g *q^2*x^2-160*b^2*g*q*r^3+7580*b^2*g*q*r^2*x-36614*b^2*g*q*r*x^2+13120*b^2*g*q*x ^3-120*b^2*g*r^4+6353*b^2*g*r^3*x-34183*b^2*g*r^2*x^2+22990*b^2*g*r*x^3-20*b^2* p^5-40*b^2*p^4*q-100*b^2*p^4*r+1204*b^2*p^4*x-20*b^2*p^3*q^2-160*b^2*p^3*q*r+ 2552*b^2*p^3*q*x-200*b^2*p^3*r^2+5414*b^2*p^3*r*x-8770*b^2*p^3*x^2-60*b^2*p^2*q ^2*r+1492*b^2*p^2*q^2*x-240*b^2*p^2*q*r^2+8192*b^2*p^2*q*r*x-18764*b^2*p^2*q*x^ 2-200*b^2*p^2*r^3+9018*b^2*p^2*r^2*x-33626*b^2*p^2*r*x^2+9856*b^2*p^2*x^3+144*b ^2*p*q^3*x-60*b^2*p*q^2*r^2+2946*b^2*p*q^2*r*x-11218*b^2*p*q^2*x^2-160*b^2*p*q* r^3+8728*b^2*p*q*r^2*x-45762*b^2*p*q*r*x^2+19712*b^2*p*q*x^3-100*b^2*p*r^4+6610 *b^2*p*r^3*x-41746*b^2*p*r^2*x^2+31046*b^2*p*r*x^3+168*b^2*q^3*r*x-1224*b^2*q^3 *x^2-20*b^2*q^2*r^3+1454*b^2*q^2*r^2*x-12136*b^2*q^2*r*x^2+9856*b^2*q^2*x^3-40* b^2*q*r^4+3088*b^2*q*r^3*x-26332*b^2*q*r^2*x^2+31046*b^2*q*r*x^3-20*b^2*r^5+ 1802*b^2*r^4*x-16890*b^2*r^3*x^2+22410*b^2*r^2*x^3-128*b*c^6-480*b*c^5*g-512*b* c^5*p-144*b*c^5*q-512*b*c^5*r+7488*b*c^5*x-640*b*c^4*g^2-1704*b*c^4*g*p-424*b*c ^4*g*q-1704*b*c^4*g*r+20736*b*c^4*g*x-816*b*c^4*p^2-512*b*c^4*p*q-1632*b*c^4*p* r+22880*b*c^4*p*x-48*b*c^4*q^2-512*b*c^4*q*r+9824*b*c^4*q*x-816*b*c^4*r^2+24632 *b*c^4*r*x-53200*b*c^4*x^2-400*b*c^3*g^3-1900*b*c^3*g^2*p-420*b*c^3*g^2*q-1900* b*c^3*g^2*r+19872*b*c^3*g^2*x-2268*b*c^3*g*p^2-1336*b*c^3*g*p*q-4536*b*c^3*g*p* r+52000*b*c^3*g*p*x-104*b*c^3*g*q^2-1336*b*c^3*g*q*r+21792*b*c^3*g*q*x-2268*b*c ^3*g*r^2+56888*b*c^3*g*r*x-102624*b*c^3*g*x^2-656*b*c^3*p^3-692*b*c^3*p^2*q-\ 1968*b*c^3*p^2*r+26736*b*c^3*p^2*x-152*b*c^3*p*q^2-1384*b*c^3*p*q*r+25408*b*c^3 *p*q*x-1968*b*c^3*p*r^2+58532*b*c^3*p*r*x-115912*b*c^3*p*x^2-4*b*c^3*q^3-152*b* c^3*q^2*r+4304*b*c^3*q^2*x-692*b*c^3*q*r^2+26476*b*c^3*q*r*x-75080*b*c^3*q*x^2-\ 656*b*c^3*r^3+31796*b*c^3*r^2*x-142840*b*c^3*r*x^2+58336*b*c^3*x^3-120*b*c^2*g^ 4-934*b*c^2*g^3*p-174*b*c^2*g^3*q-934*b*c^2*g^3*r+8064*b*c^2*g^3*x-1932*b*c^2*g ^2*p^2-1096*b*c^2*g^2*p*q-3864*b*c^2*g^2*p*r+38024*b*c^2*g^2*p*x-68*b*c^2*g^2*q ^2-1096*b*c^2*g^2*q*r+15736*b*c^2*g^2*q*x-1932*b*c^2*g^2*r^2+42318*b*c^2*g^2*r* x-62724*b*c^2*g^2*x^2-1432*b*c^2*g*p^3-1448*b*c^2*g*p^2*q-4296*b*c^2*g*p^2*r+ 46952*b*c^2*g*p^2*x-294*b*c^2*g*p*q^2-2896*b*c^2*g*p*q*r+43752*b*c^2*g*p*q*x-\ 4296*b*c^2*g*p*r^2+103746*b*c^2*g*p*r*x-171408*b*c^2*g*p*x^2-6*b*c^2*g*q^3-294* b*c^2*g*q^2*r+7104*b*c^2*g*q^2*x-1448*b*c^2*g*q*r^2+46522*b*c^2*g*q*r*x-110000* b*c^2*g*q*x^2-1432*b*c^2*g*r^3+56794*b*c^2*g*r^2*x-214656*b*c^2*g*r*x^2+71168*b *c^2*g*x^3-276*b*c^2*p^4-436*b*c^2*p^3*q-1104*b*c^2*p^3*r+14856*b*c^2*p^3*x-172 *b*c^2*p^2*q^2-1308*b*c^2*p^2*q*r+23320*b*c^2*p^2*q*x-1656*b*c^2*p^2*r^2+49564* b*c^2*p^2*r*x-91036*b*c^2*p^2*x^2-12*b*c^2*p*q^3-344*b*c^2*p*q^2*r+9144*b*c^2*p *q^2*x-1308*b*c^2*p*q*r^2+49532*b*c^2*p*q*r*x-127512*b*c^2*p*q*x^2-1104*b*c^2*p *r^3+54560*b*c^2*p*r^2*x-229500*b*c^2*p*r*x^2+81360*b*c^2*p*x^3-12*b*c^2*q^3*r+ 680*b*c^2*q^3*x-172*b*c^2*q^2*r^2+9200*b*c^2*q^2*r*x-36476*b*c^2*q^2*x^2-436*b* c^2*q*r^3+26212*b*c^2*q*r^2*x-151556*b*c^2*q*r*x^2+81360*b*c^2*q*x^3-276*b*c^2* r^4+19852*b*c^2*r^3*x-140812*b*c^2*r^2*x^2+125152*b*c^2*r*x^3-14*b*c*g^5-201*b* c*g^4*p-26*b*c*g^4*q-201*b*c*g^4*r+1188*b*c*g^4*x-639*b*c*g^3*p^2-350*b*c*g^3*p *q-1278*b*c*g^3*p*r+10464*b*c*g^3*p*x-14*b*c*g^3*q^2-350*b*c*g^3*q*r+4304*b*c*g ^3*q*x-639*b*c*g^3*r^2+11968*b*c*g^3*r*x-12356*b*c*g^3*x^2-830*b*c*g^2*p^3-819* b*c*g^2*p^2*q-2490*b*c*g^2*p^2*r+23384*b*c*g^2*p^2*x-157*b*c*g^2*p*q^2-1638*b*c *g^2*p*q*r+21548*b*c*g^2*p*q*x-2490*b*c*g^2*p*r^2+51974*b*c*g^2*p*r*x-71442*b*c *g^2*p*x^2-2*b*c*g^2*q^3-157*b*c*g^2*q^2*r+3372*b*c*g^2*q^2*x-819*b*c*g^2*q*r^2 +23522*b*c*g^2*q*r*x-45418*b*c*g^2*q*x^2-830*b*c*g^2*r^3+28590*b*c*g^2*r^2*x-\ 91718*b*c*g^2*r*x^2+21000*b*c*g^2*x^3-428*b*c*g*p^4-656*b*c*g*p^3*q-1712*b*c*g* p^3*r+18052*b*c*g*p^3*x-244*b*c*g*p^2*q^2-1968*b*c*g*p^2*q*r+27880*b*c*g*p^2*q* x-2568*b*c*g*p^2*r^2+60592*b*c*g*p^2*r*x-92148*b*c*g*p^2*x^2-16*b*c*g*p*q^3-488 *b*c*g*p*q^2*r+10540*b*c*g*p*q^2*x-1968*b*c*g*p*q*r^2+59766*b*c*g*p*q*r*x-\ 128072*b*c*g*p*q*x^2-1712*b*c*g*p*r^3+67028*b*c*g*p*r^2*x-234862*b*c*g*p*r*x^2+ 67824*b*c*g*p*x^3-16*b*c*g*q^3*r+712*b*c*g*q^3*x-244*b*c*g*q^2*r^2+11020*b*c*g* q^2*r*x-35924*b*c*g*q^2*x^2-656*b*c*g*q*r^3+31886*b*c*g*q*r^2*x-155484*b*c*g*q* r*x^2+67824*b*c*g*q*x^3-428*b*c*g*r^4+24488*b*c*g*r^3*x-143978*b*c*g*r^2*x^2+ 108172*b*c*g*r*x^3-56*b*c*p^5-124*b*c*p^4*q-280*b*c*p^4*r+3904*b*c*p^4*x-80*b*c *p^3*q^2-496*b*c*p^3*q*r+8888*b*c*p^3*q*x-560*b*c*p^3*r^2+17600*b*c*p^3*r*x-\ 30702*b*c*p^3*x^2-12*b*c*p^2*q^3-240*b*c*p^2*q^2*r+6088*b*c*p^2*q^2*x-744*b*c*p ^2*q*r^2+28928*b*c*p^2*q*r*x-68170*b*c*p^2*q*x^2-560*b*c*p^2*r^3+29376*b*c*p^2* r^2*x-117932*b*c*p^2*r*x^2+37608*b*c*p^2*x^3-24*b*c*p*q^3*r+1128*b*c*p*q^3*x-\ 240*b*c*p*q^2*r^2+12444*b*c*p*q^2*r*x-44234*b*c*p*q^2*x^2-496*b*c*p*q*r^3+31192 *b*c*p*q*r^2*x-167620*b*c*p*q*r*x^2+75216*b*c*p*q*x^3-280*b*c*p*r^4+21568*b*c*p *r^3*x-147832*b*c*p*r^2*x^2+115176*b*c*p*r*x^3+24*b*c*q^4*x-12*b*c*q^3*r^2+1116 *b*c*q^3*r*x-6766*b*c*q^3*x^2-80*b*c*q^2*r^3+6356*b*c*q^2*r^2*x-49688*b*c*q^2*r *x^2+37608*b*c*q^2*x^3-124*b*c*q*r^4+11152*b*c*q*r^3*x-99444*b*c*q*r^2*x^2+ 115176*b*c*q*r*x^3-56*b*c*r^5+5888*b*c*r^4*x-60602*b*c*r^3*x^2+84948*b*c*r^2*x^ 3-14*b*g^5*p-14*b*g^5*r-69*b*g^4*p^2-36*b*g^4*p*q-138*b*g^4*p*r+796*b*g^4*p*x-\ 36*b*g^4*q*r+328*b*g^4*q*x-69*b*g^4*r^2+976*b*g^4*r*x-139*b*g^3*p^3-134*b*g^3*p ^2*q-417*b*g^3*p^2*r+3296*b*g^3*p^2*x-24*b*g^3*p*q^2-268*b*g^3*p*q*r+3012*b*g^3 *p*q*x-417*b*g^3*p*r^2+7367*b*g^3*p*r*x-7358*b*g^3*p*x^2-24*b*g^3*q^2*r+448*b*g ^3*q^2*x-134*b*g^3*q*r^2+3440*b*g^3*q*r*x-4594*b*g^3*q*x^2-139*b*g^3*r^3+4071*b *g^3*r^2*x-10050*b*g^3*r*x^2-128*b*g^2*p^4-192*b*g^2*p^3*q-512*b*g^2*p^3*r+4620 *b*g^2*p^3*x-68*b*g^2*p^2*q^2-576*b*g^2*p^2*q*r+7056*b*g^2*p^2*q*x-768*b*g^2*p^ 2*r^2+15529*b*g^2*p^2*r*x-19738*b*g^2*p^2*x^2-4*b*g^2*p*q^3-136*b*g^2*p*q^2*r+ 2588*b*g^2*p*q^2*x-576*b*g^2*p*q*r^2+15260*b*g^2*p*q*r*x-27194*b*g^2*p*q*x^2-\ 512*b*g^2*p*r^3+17198*b*g^2*p*r^2*x-50958*b*g^2*p*r*x^2+10500*b*g^2*p*x^3-4*b*g ^2*q^3*r+152*b*g^2*q^3*x-68*b*g^2*q^2*r^2+2856*b*g^2*q^2*r*x-7456*b*g^2*q^2*x^2 -192*b*g^2*q*r^3+8204*b*g^2*q*r^2*x-34331*b*g^2*q*r*x^2+10500*b*g^2*q*x^3-128*b *g^2*r^4+6289*b*g^2*r^3*x-30939*b*g^2*r^2*x^2+18426*b*g^2*r*x^3-48*b*g*p^5-104* b*g*p^4*q-240*b*g*p^4*r+2492*b*g*p^4*x-64*b*g*p^3*q^2-416*b*g*p^3*q*r+5592*b*g* p^3*q*x-480*b*g*p^3*r^2+11288*b*g*p^3*r*x-16050*b*g*p^3*x^2-8*b*g*p^2*q^3-192*b *g*p^2*q^2*r+3716*b*g*p^2*q^2*x-624*b*g*p^2*q*r^2+18292*b*g*p^2*q*r*x-35390*b*g *p^2*q*x^2-480*b*g*p^2*r^3+18912*b*g*p^2*r^2*x-62159*b*g*p^2*r*x^2+16120*b*g*p^ 2*x^3-16*b*g*p*q^3*r+624*b*g*p*q^3*x-192*b*g*p*q^2*r^2+7692*b*g*p*q^2*r*x-22630 *b*g*p*q^2*x^2-416*b*g*p*q*r^3+19808*b*g*p*q*r^2*x-88224*b*g*p*q*r*x^2+32240*b* g*p*q*x^3-240*b*g*p*r^4+13928*b*g*p*r^3*x-77936*b*g*p*r^2*x^2+51004*b*g*p*r*x^3 +8*b*g*q^4*x-8*b*g*q^3*r^2+688*b*g*q^3*r*x-3290*b*g*q^3*x^2-64*b*g*q^2*r^3+3976 *b*g*q^2*r^2*x-26065*b*g*q^2*r*x^2+16120*b*g*q^2*x^3-104*b*g*q*r^4+7108*b*g*q*r ^3*x-52268*b*g*q*r^2*x^2+51004*b*g*q*r*x^3-48*b*g*r^5+3812*b*g*r^4*x-31827*b*g* r^3*x^2+36908*b*g*r^2*x^3-4*b*p^6-12*b*p^5*q-24*b*p^5*r+384*b*p^5*x-12*b*p^4*q^ 2-60*b*p^4*q*r+1176*b*p^4*q*x-60*b*p^4*r^2+2186*b*p^4*r*x-3756*b*p^4*x^2-4*b*p^ 3*q^3-48*b*p^3*q^2*r+1224*b*p^3*q^2*x-120*b*p^3*q*r^2+5200*b*p^3*q*r*x-11592*b* p^3*q*x^2-80*b*p^3*r^3+4904*b*p^3*r^2*x-19446*b*p^3*r*x^2+5756*b*p^3*x^3-12*b*p ^2*q^3*r+456*b*p^2*q^3*x-72*b*p^2*q^2*r^2+3870*b*p^2*q^2*r*x-12240*b*p^2*q^2*x^ 2-120*b*p^2*q*r^3+8544*b*p^2*q*r^2*x-43702*b*p^2*q*r*x^2+17268*b*p^2*q*x^3-60*b *p^2*r^4+5436*b*p^2*r^3*x-37094*b*p^2*r^2*x^2+26300*b*p^2*r*x^3+24*b*p*q^4*x-12 *b*p*q^3*r^2+884*b*p*q^3*r*x-4728*b*p*q^3*x^2-48*b*p*q^2*r^3+4068*b*p*q^2*r^2*x -29066*b*p*q^2*r*x^2+17268*b*p*q^2*x^3-60*b*p*q*r^4+6192*b*p*q*r^3*x-53550*b*p* q*r^2*x^2+52600*b*p*q*r*x^3-24*b*p*r^5+2984*b*p*r^4*x-30874*b*p*r^3*x^2+38826*b *p*r^2*x^3+28*b*q^4*r*x-324*b*q^4*x^2-4*b*q^3*r^3+428*b*q^3*r^2*x-4810*b*q^3*r* x^2+5756*b*q^3*x^3-12*b*q^2*r^4+1422*b*q^2*r^3*x-16456*b*q^2*r^2*x^2+26300*b*q^ 2*r*x^3-12*b*q*r^5+1672*b*q*r^4*x-21440*b*q*r^3*x^2+38826*b*q*r^2*x^3-4*b*r^6+ 650*b*r^5*x-9470*b*r^4*x^2+19030*b*r^3*x^3-32*c^7-144*c^6*g-144*c^6*p-48*c^6*q-\ 144*c^6*r+2112*c^6*x-240*c^5*g^2-592*c^5*g*p-176*c^5*g*q-592*c^5*g*r+7296*c^5*g *x-264*c^5*p^2-192*c^5*p*q-528*c^5*p*r+7584*c^5*p*x-24*c^5*q^2-192*c^5*q*r+3552 *c^5*q*x-264*c^5*r^2+8240*c^5*r*x-17952*c^5*x^2-200*c^4*g^3-856*c^4*g^2*p-232*c ^4*g^2*q-856*c^4*g^2*r+9312*c^4*g^2*x-972*c^4*g*p^2-640*c^4*g*p*q-1944*c^4*g*p* r+22704*c^4*g*p*x-68*c^4*g*q^2-640*c^4*g*q*r+10224*c^4*g*q*x-972*c^4*g*r^2+ 24760*c^4*g*r*x-46704*c^4*g*x^2-252*c^4*p^3-300*c^4*p^2*q-756*c^4*p^2*r+10800*c ^4*p^2*x-84*c^4*p*q^2-600*c^4*p*q*r+11040*c^4*p*q*x-756*c^4*p*r^2+23792*c^4*p*r *x-48144*c^4*p*x^2-4*c^4*q^3-84*c^4*q^2*r+2160*c^4*q^2*x-300*c^4*q*r^2+11664*c^ 4*q*r*x-32496*c^4*q*x^2-252*c^4*r^3+12992*c^4*r^2*x-59496*c^4*r*x^2+25280*c^4*x ^3-90*c^3*g^4-592*c^3*g^3*p-144*c^3*g^3*q-592*c^3*g^3*r+5664*c^3*g^3*x-1158*c^3 *g^2*p^2-728*c^3*g^2*p*q-2316*c^3*g^2*p*r+23736*c^3*g^2*p*x-66*c^3*g^2*q^2-728* c^3*g^2*q*r+10488*c^3*g^2*q*x-1158*c^3*g^2*r^2+26092*c^3*g^2*r*x-43128*c^3*g^2* x^2-808*c^3*g*p^3-888*c^3*g*p^2*q-2424*c^3*g*p^2*r+27040*c^3*g*p^2*x-216*c^3*g* p*q^2-1776*c^3*g*p*q*r+26752*c^3*g*p*q*x-2424*c^3*g*p*r^2+59784*c^3*g*p*r*x-\ 102928*c^3*g*p*x^2-8*c^3*g*q^3-216*c^3*g*q^2*r+4960*c^3*g*q^2*x-888*c^3*g*q*r^2 +28248*c^3*g*q*r*x-68528*c^3*g*q*x^2-808*c^3*g*r^3+32744*c^3*g*r^2*x-127908*c^3 *g*r*x^2+47040*c^3*g*x^3-132*c^3*p^4-228*c^3*p^3*q-528*c^3*p^3*r+7752*c^3*p^3*x -108*c^3*p^2*q^2-684*c^3*p^2*q*r+12888*c^3*p^2*q*x-792*c^3*p^2*r^2+25956*c^3*p^ 2*r*x-49512*c^3*p^2*x^2-12*c^3*p*q^3-216*c^3*p*q^2*r+5688*c^3*p*q^2*x-684*c^3*p *q*r^2+27672*c^3*p*q*r*x-71520*c^3*p*q*x^2-528*c^3*p*r^3+28656*c^3*p*r^2*x-\ 124912*c^3*p*r*x^2+46400*c^3*p*x^3-12*c^3*q^3*r+552*c^3*q^3*x-108*c^3*q^2*r^2+ 5796*c^3*q^2*r*x-22008*c^3*q^2*x^2-228*c^3*q*r^3+14784*c^3*q*r^2*x-85640*c^3*q* r*x^2+46400*c^3*q*x^3-132*c^3*r^4+10452*c^3*r^3*x-77160*c^3*r^2*x^2+70144*c^3*r *x^3-21*c^2*g^5-209*c^2*g^4*p-43*c^2*g^4*q-209*c^2*g^4*r+1668*c^2*g^4*x-609*c^2 *g^3*p^2-372*c^2*g^3*p*q-1218*c^2*g^3*p*r+11028*c^2*g^3*p*x-27*c^2*g^3*q^2-372* c^2*g^3*q*r+4836*c^2*g^3*q*x-609*c^2*g^3*r^2+12298*c^2*g^3*r*x-17076*c^2*g^3*x^ 2-747*c^2*g^2*p^3-795*c^2*g^2*p^2*q-2241*c^2*g^2*p^2*r+21772*c^2*g^2*p^2*x-181* c^2*g^2*p*q^2-1590*c^2*g^2*p*q*r+21208*c^2*g^2*p*q*x-2241*c^2*g^2*p*r^2+48236*c ^2*g^2*p*r*x-72828*c^2*g^2*p*x^2-5*c^2*g^2*q^3-181*c^2*g^2*q^2*r+3820*c^2*g^2*q ^2*x-795*c^2*g^2*q*r^2+22604*c^2*g^2*q*r*x-48036*c^2*g^2*q*x^2-747*c^2*g^2*r^3+ 26464*c^2*g^2*r^2*x-91422*c^2*g^2*r*x^2+28080*c^2*g^2*x^3-354*c^2*g*p^4-578*c^2 *g*p^3*q-1416*c^2*g*p^3*r+15340*c^2*g*p^3*x-246*c^2*g*p^2*q^2-1734*c^2*g*p^2*q* r+24884*c^2*g*p^2*q*x-2124*c^2*g*p^2*r^2+51598*c^2*g*p^2*r*x-81812*c^2*g*p^2*x^ 2-22*c^2*g*p*q^3-492*c^2*g*p*q^2*r+10484*c^2*g*p*q^2*x-1734*c^2*g*p*q*r^2+53380 *c^2*g*p*q*r*x-117072*c^2*g*p*q*x^2-1416*c^2*g*p*r^3+57176*c^2*g*p*r^2*x-207616 *c^2*g*p*r*x^2+66000*c^2*g*p*x^3-22*c^2*g*q^3*r+940*c^2*g*q^3*x-246*c^2*g*q^2*r ^2+10654*c^2*g*q^2*r*x-35260*c^2*g*q^2*x^2-578*c^2*g*q*r^3+28496*c^2*g*q*r^2*x-\ 140900*c^2*g*q*r*x^2+66000*c^2*g*q*x^3-354*c^2*g*r^4+20918*c^2*g*r^3*x-128292*c ^2*g*r^2*x^2+101760*c^2*g*r*x^3-36*c^2*p^5-84*c^2*p^4*q-180*c^2*p^4*r+2928*c^2* p^4*x-60*c^2*p^3*q^2-336*c^2*p^3*q*r+6960*c^2*p^3*q*x-360*c^2*p^3*r^2+13216*c^2 *p^3*r*x-24492*c^2*p^3*x^2-12*c^2*p^2*q^3-180*c^2*p^2*q^2*r+5184*c^2*p^2*q^2*x-\ 504*c^2*p^2*q*r^2+22800*c^2*p^2*q*r*x-55692*c^2*p^2*q*x^2-360*c^2*p^2*r^3+22080 *c^2*p^2*r^2*x-93970*c^2*p^2*r*x^2+31680*c^2*p^2*x^3-24*c^2*p*q^3*r+1200*c^2*p* q^3*x-180*c^2*p*q^2*r^2+10752*c^2*p*q^2*r*x-37908*c^2*p*q^2*x^2-336*c^2*p*q*r^3 +24720*c^2*p*q*r^2*x-137340*c^2*p*q*r*x^2+63360*c^2*p*q*x^3-180*c^2*p*r^4+16224 *c^2*p*r^3*x-118144*c^2*p*r^2*x^2+95464*c^2*p*r*x^3+48*c^2*q^4*x-12*c^2*q^3*r^2 +1168*c^2*q^3*r*x-6708*c^2*q^3*x^2-60*c^2*q^2*r^3+5568*c^2*q^2*r^2*x-43370*c^2* q^2*r*x^2+31680*c^2*q^2*x^3-84*c^2*q*r^4+8880*c^2*q*r^3*x-82544*c^2*q*r^2*x^2+ 95464*c^2*q*r*x^3-36*c^2*r^5+4432*c^2*r^4*x-48666*c^2*r^3*x^2+70664*c^2*r^2*x^3 -2*c*g^6-35*c*g^5*p-5*c*g^5*q-35*c*g^5*r+192*c*g^5*x-144*c*g^4*p^2-86*c*g^4*p*q -288*c*g^4*p*r+2208*c*g^4*p*x-4*c*g^4*q^2-86*c*g^4*q*r+972*c*g^4*q*x-144*c*g^4* r^2+2534*c*g^4*r*x-2472*c*g^4*x^2-267*c*g^3*p^3-279*c*g^3*p^2*q-801*c*g^3*p^2*r +6892*c*g^3*p^2*x-61*c*g^3*p*q^2-558*c*g^3*p*q*r+6664*c*g^3*p*q*x-801*c*g^3*p*r ^2+15294*c*g^3*p*r*x-19704*c*g^3*p*x^2-c*g^3*q^3-61*c*g^3*q^2*r+1180*c*g^3*q^2* x-279*c*g^3*q*r^2+7250*c*g^3*q*r*x-12888*c*g^3*q*x^2-267*c*g^3*r^3+8402*c*g^3*r ^2*x-25239*c*g^3*r*x^2+5440*c*g^3*x^3-228*c*g^2*p^4-364*c*g^2*p^3*q-912*c*g^2*p ^3*r+8492*c*g^2*p^3*x-148*c*g^2*p^2*q^2-1092*c*g^2*p^2*q*r+13612*c*g^2*p^2*q*x-\ 1368*c*g^2*p^2*r^2+28582*c*g^2*p^2*r*x-39516*c*g^2*p^2*x^2-12*c*g^2*p*q^3-296*c *g^2*p*q^2*r+5596*c*g^2*p*q^2*x-1092*c*g^2*p*q*r^2+29244*c*g^2*p*q*r*x-56172*c* g^2*p*q*x^2-912*c*g^2*p*r^3+31688*c*g^2*p*r^2*x-100884*c*g^2*p*r*x^2+26840*c*g^ 2*p*x^3-12*c*g^2*q^3*r+476*c*g^2*q^3*x-148*c*g^2*q^2*r^2+5782*c*g^2*q^2*r*x-\ 16656*c*g^2*q^2*x^2-364*c*g^2*q*r^3+15632*c*g^2*q*r^2*x-68586*c*g^2*q*r*x^2+ 26840*c*g^2*q*x^3-228*c*g^2*r^4+11598*c*g^2*r^3*x-62028*c*g^2*r^2*x^2+42912*c*g ^2*r*x^3-76*c*g*p^5-172*c*g*p^4*q-380*c*g*p^4*r+4132*c*g*p^4*x-116*c*g*p^3*q^2-\ 688*c*g*p^3*q*r+9648*c*g*p^3*q*x-760*c*g*p^3*r^2+18748*c*g*p^3*r*x-27968*c*g*p^ 3*x^2-20*c*g*p^2*q^3-348*c*g*p^2*q^2*r+6952*c*g*p^2*q^2*x-1032*c*g*p^2*q*r^2+ 31636*c*g*p^2*q*r*x-63152*c*g*p^2*q*x^2-760*c*g*p^2*r^3+31452*c*g*p^2*r^2*x-\ 107975*c*g*p^2*r*x^2+30720*c*g*p^2*x^3-40*c*g*p*q^3*r+1488*c*g*p*q^3*x-348*c*g* p*q^2*r^2+14344*c*g*p*q^2*r*x-42400*c*g*p*q^2*x^2-688*c*g*p*q*r^3+34328*c*g*p*q *r^2*x-156654*c*g*p*q*r*x^2+61440*c*g*p*q*x^3-380*c*g*p*r^4+23188*c*g*p*r^3*x-\ 136152*c*g*p*r^2*x^2+94352*c*g*p*r*x^3+52*c*g*q^4*x-20*c*g*q^3*r^2+1456*c*g*q^3 *r*x-7216*c*g*q^3*x^2-116*c*g*q^2*r^3+7392*c*g*q^2*r^2*x-48679*c*g*q^2*r*x^2+ 30720*c*g*q^2*x^3-172*c*g*q*r^4+12340*c*g*q*r^3*x-93972*c*g*q*r^2*x^2+94352*c*g *q*r*x^3-76*c*g*r^5+6352*c*g*r^4*x-56145*c*g*r^3*x^2+69572*c*g*r^2*x^3-4*c*p^6-\ 12*c*p^5*q-24*c*p^5*r+540*c*p^5*x-12*c*p^4*q^2-60*c*p^4*q*r+1704*c*p^4*q*x-60*c *p^4*r^2+3070*c*p^4*r*x-5820*c*p^4*x^2-4*c*p^3*q^3-48*c*p^3*q^2*r+1872*c*p^3*q^ 2*x-120*c*p^3*q*r^2+7548*c*p^3*q*r*x-18300*c*p^3*q*x^2-80*c*p^3*r^3+6880*c*p^3* r^2*x-30034*c*p^3*r*x^2+9520*c*p^3*x^3-12*c*p^2*q^3*r+792*c*p^2*q^3*x-72*c*p^2* q^2*r^2+5964*c*p^2*q^2*r*x-19980*c*p^2*q^2*x^2-120*c*p^2*q*r^3+12420*c*p^2*q*r^ 2*x-68956*c*p^2*q*r*x^2+28560*c*p^2*q*x^3-60*c*p^2*r^4+7620*c*p^2*r^3*x-57254*c *p^2*r^2*x^2+42856*c*p^2*r*x^3+84*c*p*q^4*x-12*c*p*q^3*r^2+1564*c*p*q^3*r*x-\ 8340*c*p*q^3*x^2-48*c*p*q^2*r^3+6312*c*p*q^2*r^2*x-47810*c*p*q^2*r*x^2+28560*c* p*q^2*x^3-60*c*p*q*r^4+9012*c*p*q*r^3*x-84948*c*p*q*r^2*x^2+85712*c*p*q*r*x^3-\ 24*c*p*r^5+4180*c*p*r^4*x-47686*c*p*r^3*x^2+63316*c*p*r^2*x^3+78*c*q^4*r*x-840* c*q^4*x^2-4*c*q^3*r^3+772*c*q^3*r^2*x-8888*c*q^3*r*x^2+9520*c*q^3*x^3-12*c*q^2* r^4+2220*c*q^2*r^3*x-27694*c*q^2*r^2*x^2+42856*c*q^2*r*x^3-12*c*q*r^5+2436*c*q* r^4*x-34292*c*q*r^3*x^2+63316*c*q*r^2*x^3-4*c*r^6+910*c*r^5*x-14646*c*r^4*x^2+ 31092*c*r^3*x^3-2*g^6*p-2*g^6*r-12*g^5*p^2-7*g^5*p*q-24*g^5*p*r+132*g^5*p*x-7*g ^5*q*r+60*g^5*q*x-12*g^5*r^2+164*g^5*r*x-32*g^4*p^3-33*g^4*p^2*q-96*g^4*p^2*r+ 708*g^4*p^2*x-7*g^4*p*q^2-66*g^4*p*q*r+684*g^4*p*q*x-96*g^4*p*r^2+1574*g^4*p*r* x-1502*g^4*p*x^2-7*g^4*q^2*r+120*g^4*q^2*x-33*g^4*q*r^2+776*g^4*q*r*x-970*g^4*q *x^2-32*g^4*r^3+866*g^4*r^2*x-2034*g^4*r*x^2-42*g^3*p^4-66*g^3*p^3*q-168*g^3*p^ 3*r+1380*g^3*p^3*x-26*g^3*p^2*q^2-198*g^3*p^2*q*r+2196*g^3*p^2*q*x-252*g^3*p^2* r^2+4636*g^3*p^2*r*x-5494*g^3*p^2*x^2-2*g^3*p*q^3-52*g^3*p*q^2*r+888*g^3*p*q^2* x-198*g^3*p*q*r^2+4736*g^3*p*q*r*x-7758*g^3*p*q*x^2-168*g^3*p*r^3+5132*g^3*p*r^ 2*x-14152*g^3*p*r*x^2+2720*g^3*p*x^3-2*g^3*q^3*r+72*g^3*q^3*x-26*g^3*q^2*r^2+ 952*g^3*q^2*r*x-2264*g^3*q^2*x^2-66*g^3*q*r^3+2540*g^3*q*r^2*x-9773*g^3*q*r*x^2 +2720*g^3*q*x^3-42*g^3*r^4+1876*g^3*r^3*x-8586*g^3*r^2*x^2+4784*g^3*r*x^3-26*g^ 2*p^5-58*g^2*p^4*q-130*g^2*p^4*r+1188*g^2*p^4*x-38*g^2*p^3*q^2-232*g^2*p^3*q*r+ 2748*g^2*p^3*q*x-260*g^2*p^3*r^2+5396*g^2*p^3*r*x-6942*g^2*p^3*x^2-6*g^2*p^2*q^ 3-114*g^2*p^2*q^2*r+1944*g^2*p^2*q^2*x-348*g^2*p^2*q*r^2+9012*g^2*p^2*q*r*x-\ 15594*g^2*p^2*q*x^2-260*g^2*p^2*r^3+9060*g^2*p^2*r^2*x-26910*g^2*p^2*r*x^2+6400 *g^2*p^2*x^3-12*g^2*p*q^3*r+396*g^2*p*q^3*x-114*g^2*p*q^2*r^2+4020*g^2*p*q^2*r* x-10362*g^2*p*q^2*x^2-232*g^2*p*q*r^3+9780*g^2*p*q*r^2*x-39024*g^2*p*q*r*x^2+ 12800*g^2*p*q*x^3-130*g^2*p*r^4+6684*g^2*p*r^3*x-33837*g^2*p*r^2*x^2+20314*g^2* p*r*x^3+12*g^2*q^4*x-6*g^2*q^3*r^2+404*g^2*q^3*r*x-1710*g^2*q^3*x^2-38*g^2*q^2* r^3+2076*g^2*q^2*r^2*x-12114*g^2*q^2*r*x^2+6400*g^2*q^2*x^3-58*g^2*q*r^4+3516*g ^2*q*r^3*x-23319*g^2*q*r^2*x^2+20314*g^2*q*r*x^3-26*g^2*r^5+1832*g^2*r^4*x-\ 13869*g^2*r^3*x^2+14724*g^2*r^2*x^3-6*g*p^6-18*g*p^5*q-36*g*p^5*r+420*g*p^5*x-\ 18*g*p^4*q^2-90*g*p^4*q*r+1308*g*p^4*q*x-90*g*p^4*r^2+2400*g*p^4*r*x-3478*g*p^4 *x^2-6*g*p^3*q^3-72*g*p^3*q^2*r+1404*g*p^3*q^2*x-180*g*p^3*q*r^2+5808*g*p^3*q*r *x-10874*g*p^3*q*x^2-120*g*p^3*r^3+5400*g*p^3*r^2*x-18072*g*p^3*r*x^2+4740*g*p^ 3*x^3-18*g*p^2*q^3*r+564*g*p^2*q^3*x-108*g*p^2*q^2*r^2+4464*g*p^2*q^2*r*x-11754 *g*p^2*q^2*x^2-180*g*p^2*q*r^3+9576*g*p^2*q*r^2*x-41247*g*p^2*q*r*x^2+14220*g*p ^2*q*x^3-90*g*p^2*r^4+6000*g*p^2*r^3*x-34623*g*p^2*r^2*x^2+21736*g*p^2*r*x^3+48 *g*p*q^4*x-18*g*p*q^3*r^2+1104*g*p*q^3*r*x-4798*g*p*q^3*x^2-72*g*p*q^2*r^3+4716 *g*p*q^2*r^2*x-28278*g*p*q^2*r*x^2+14220*g*p*q^2*x^3-90*g*p*q*r^4+6960*g*p*q*r^ 3*x-50916*g*p*q*r^2*x^2+43472*g*p*q*r*x^3-36*g*p*r^5+3300*g*p*r^4*x-28942*g*p*r ^3*x^2+32072*g*p*r^2*x^3+48*g*q^4*r*x-440*g*q^4*x^2-6*g*q^3*r^3+540*g*q^3*r^2*x -5103*g*q^3*r*x^2+4740*g*q^3*x^3-18*g*q^2*r^4+1656*g*q^2*r^3*x-16293*g*q^2*r^2* x^2+21736*g*q^2*r*x^3-18*g*q*r^5+1884*g*q*r^4*x-20543*g*q*r^3*x^2+32072*g*q*r^2 *x^3-6*g*r^6+720*g*r^5*x-8913*g*r^4*x^2+15688*g*r^3*x^3+36*p^6*x+144*p^5*q*x+ 246*p^5*r*x-528*p^5*x^2+216*p^4*q^2*x+804*p^4*q*r*x-2136*p^4*q*x^2+690*p^4*r^2* x-3420*p^4*r*x^2+1060*p^4*x^3+144*p^3*q^3*x+936*p^3*q^2*r*x-3264*p^3*q^2*x^2+ 1776*p^3*q*r^2*x-10848*p^3*q*r*x^2+4240*p^3*q*x^3+1020*p^3*r^3*x-8736*p^3*r^2*x ^2+6330*p^3*r*x^3+36*p^2*q^4*x+444*p^2*q^3*r*x-2256*p^2*q^3*x^2+1512*p^2*q^2*r^ 2*x-12024*p^2*q^2*r*x^2+6360*p^2*q^2*x^3+1944*p^2*q*r^3*x-20328*p^2*q*r^2*x^2+ 18990*p^2*q*r*x^3+840*p^2*r^4*x-10968*p^2*r^3*x^2+13992*p^2*r^2*x^3+66*p*q^4*r* x-624*p*q^4*x^2+456*p*q^3*r^2*x-5184*p*q^3*r*x^2+4240*p*q^3*x^3+1080*p*q^2*r^3* x-14448*p*q^2*r^2*x^2+18990*p*q^2*r*x^3+1056*p*q*r^4*x-16656*p*q*r^3*x^2+27984* p*q*r^2*x^3+366*p*r^5*x-6768*p*r^4*x^2+13694*p*r^3*x^3-24*q^5*x^2+30*q^4*r^2*x-\ 588*q^4*r*x^2+1060*q^4*x^3+156*q^3*r^3*x-2856*q^3*r^2*x^2+6330*q^3*r*x^3+288*q^ 2*r^4*x-5688*q^2*r^3*x^2+13992*q^2*r^2*x^3+228*q*r^5*x-5040*q*r^4*x^2+13694*q*r ^3*x^3+66*r^6*x-1644*r^5*x^2+4972*r^4*x^3-320*a^5*c-304*a^5*p-144*a^5*q-304*a^5 *r-1040*a^4*b*c-864*a^4*b*p-328*a^4*b*q-864*a^4*b*r-1616*a^4*c^2-952*a^4*c*g-\ 2520*a^4*c*p-976*a^4*c*q-2520*a^4*c*r+5520*a^4*c*x-776*a^4*g*p-356*a^4*g*q-776* a^4*g*r-944*a^4*p^2-748*a^4*p*q-1888*a^4*p*r+4368*a^4*p*x-108*a^4*q^2-748*a^4*q *r+2440*a^4*q*x-944*a^4*r^2+5028*a^4*r*x-1200*a^3*b^2*c-872*a^3*b^2*p-224*a^3*b ^2*q-872*a^3*b^2*r-4224*a^3*b*c^2-2568*a^3*b*c*g-6304*a^3*b*c*p-1912*a^3*b*c*q-\ 6304*a^3*b*c*r+16496*a^3*b*c*x-2012*a^3*b*g*p-644*a^3*b*g*q-2012*a^3*b*g*r-2324 *a^3*b*p^2-1512*a^3*b*p*q-4648*a^3*b*p*r+12392*a^3*b*p*x-148*a^3*b*q^2-1512*a^3 *b*q*r+5936*a^3*b*q*x-2324*a^3*b*r^2+14220*a^3*b*r*x-3280*a^3*c^3-3992*a^3*c^2* g-7128*a^3*c^2*p-2488*a^3*c^2*q-7128*a^3*c^2*r+24944*a^3*c^2*x-1176*a^3*c*g^2-\ 5864*a^3*c*g*p-2116*a^3*c*g*q-5864*a^3*c*g*r+14640*a^3*c*g*x-4984*a^3*c*p^2-\ 3692*a^3*c*p*q-9968*a^3*c*p*r+34448*a^3*c*p*x-484*a^3*c*q^2-3692*a^3*c*q*r+ 17312*a^3*c*q*x-4984*a^3*c*r^2+39208*a^3*c*r*x-19856*a^3*c*x^2-892*a^3*g^2*p-\ 350*a^3*g^2*q-892*a^3*g^2*r-2168*a^3*g*p^2-1636*a^3*g*p*q-4336*a^3*g*p*r+11256* a^3*g*p*x-212*a^3*g*q^2-1636*a^3*g*q*r+5884*a^3*g*q*x-2168*a^3*g*r^2+12794*a^3* g*r*x-1100*a^3*p^3-1314*a^3*p^2*q-3300*a^3*p^2*r+11160*a^3*p^2*x-376*a^3*p*q^2-\ 2628*a^3*p*q*r+12292*a^3*p*q*x-3300*a^3*p*r^2+25242*a^3*p*r*x-13008*a^3*p*x^2-\ 18*a^3*q^3-376*a^3*q^2*r+2684*a^3*q^2*x-1314*a^3*q*r^2+13846*a^3*q*r*x-9012*a^3 *q*x^2-1100*a^3*r^3+14082*a^3*r^2*x-18216*a^3*r*x^2-560*a^2*b^3*c-368*a^2*b^3*p -40*a^2*b^3*q-368*a^2*b^3*r-3680*a^2*b^2*c^2-2328*a^2*b^2*c*g-5384*a^2*b^2*c*p-\ 1096*a^2*b^2*c*q-5384*a^2*b^2*c*r+17648*a^2*b^2*c*x-1836*a^2*b^2*g*p-312*a^2*b^ 2*g*q-1836*a^2*b^2*g*r-1932*a^2*b^2*p^2-916*a^2*b^2*p*q-3864*a^2*b^2*p*r+12352* a^2*b^2*p*x-40*a^2*b^2*q^2-916*a^2*b^2*q*r+4552*a^2*b^2*q*x-1932*a^2*b^2*r^2+ 14060*a^2*b^2*r*x-6464*a^2*b*c^3-8168*a^2*b*c^2*g-13952*a^2*b*c^2*p-3808*a^2*b* c^2*q-13952*a^2*b*c^2*r+56784*a^2*b*c^2*x-2468*a^2*b*c*g^2-12232*a^2*b*c*g*p-\ 3152*a^2*b*c*g*q-12232*a^2*b*c*g*r+34256*a^2*b*c*g*x-9752*a^2*b*c*p^2-5924*a^2* b*c*p*q-19504*a^2*b*c*p*r+76656*a^2*b*c*p*x-516*a^2*b*c*q^2-5924*a^2*b*c*q*r+ 33512*a^2*b*c*q*x-9752*a^2*b*c*r^2+86036*a^2*b*c*r*x-51824*a^2*b*c*x^2-2010*a^2 *b*g^2*p-442*a^2*b*g^2*q-2010*a^2*b*g^2*r-4388*a^2*b*g*p^2-2706*a^2*b*g*p*q-\ 8776*a^2*b*g*p*r+25044*a^2*b*g*p*x-202*a^2*b*g*q^2-2706*a^2*b*g*q*r+11052*a^2*b *g*q*x-4388*a^2*b*g*r^2+29016*a^2*b*g*r*x-2202*a^2*b*p^3-2222*a^2*b*p^2*q-6606* a^2*b*p^2*r+24740*a^2*b*p^2*x-462*a^2*b*p*q^2-4444*a^2*b*p*q*r+24176*a^2*b*p*q* x-6606*a^2*b*p*r^2+54828*a^2*b*p*r*x-32988*a^2*b*p*x^2-10*a^2*b*q^3-462*a^2*b*q ^2*r+4092*a^2*b*q^2*x-2222*a^2*b*q*r^2+26892*a^2*b*q*r*x-21000*a^2*b*q*x^2-2202 *a^2*b*r^3+30088*a^2*b*r^2*x-46188*a^2*b*r*x^2-3344*a^2*c^4-6344*a^2*c^3*g-9344 *a^2*c^3*p-3048*a^2*c^3*q-9344*a^2*c^3*r+42208*a^2*c^3*x-3836*a^2*c^2*g^2-13588 *a^2*c^2*g*p-4320*a^2*c^2*g*q-13588*a^2*c^2*g*r+51064*a^2*c^2*g*x-9428*a^2*c^2* p^2-6660*a^2*c^2*p*q-18856*a^2*c^2*p*r+82896*a^2*c^2*p*x-804*a^2*c^2*q^2-6660*a ^2*c^2*q*r+39384*a^2*c^2*q*x-9428*a^2*c^2*r^2+92748*a^2*c^2*r*x-75016*a^2*c^2*x ^2-750*a^2*c*g^3-5638*a^2*c*g^2*p-1718*a^2*c*g^2*q-5638*a^2*c*g^2*r+14980*a^2*c *g^2*x-9530*a^2*c*g*p^2-6618*a^2*c*g*p*q-19060*a^2*c*g*p*r+70152*a^2*c*g*p*x-\ 744*a^2*c*g*q^2-6618*a^2*c*g*q*r+33244*a^2*c*g*q*x-9530*a^2*c*g*r^2+78514*a^2*c *g*r*x-44540*a^2*c*g*x^2-4006*a^2*c*p^3-4636*a^2*c*p^2*q-12018*a^2*c*p^2*r+ 51508*a^2*c*p^2*x-1250*a^2*c*p*q^2-9272*a^2*c*p*q*r+53740*a^2*c*p*q*x-12018*a^2 *c*p*r^2+115490*a^2*c*p*r*x-88460*a^2*c*p*x^2-54*a^2*c*q^3-1250*a^2*c*q^2*r+ 10828*a^2*c*q^2*x-4636*a^2*c*q*r^2+58794*a^2*c*q*r*x-60208*a^2*c*q*x^2-4006*a^2 *c*r^3+63982*a^2*c*r^2*x-116380*a^2*c*r*x^2+15072*a^2*c*x^3-590*a^2*g^3*p-160*a ^2*g^3*q-590*a^2*g^3*r-2036*a^2*g^2*p^2-1440*a^2*g^2*p*q-4072*a^2*g^2*p*r+11232 *a^2*g^2*p*x-141*a^2*g^2*q^2-1440*a^2*g^2*q*r+5460*a^2*g^2*q*x-2036*a^2*g^2*r^2 +12936*a^2*g^2*r*x-2158*a^2*g*p^3-2442*a^2*g*p^2*q-6474*a^2*g*p^2*r+22888*a^2*g *p^2*x-640*a^2*g*p*q^2-4884*a^2*g*p*q*r+23876*a^2*g*p*q*x-6474*a^2*g*p*r^2+ 50520*a^2*g*p*r*x-28888*a^2*g*p*x^2-23*a^2*g*q^3-640*a^2*g*q^2*r+4790*a^2*g*q^2 *x-2442*a^2*g*q*r^2+26476*a^2*g*q*r*x-19018*a^2*g*q*x^2-2158*a^2*g*r^3+27632*a^ 2*g*r^2*x-40084*a^2*g*r*x^2-592*a^2*p^4-1004*a^2*p^3*q-2368*a^2*p^3*r+10128*a^2 *p^3*x-460*a^2*p^2*q^2-3012*a^2*p^2*q*r+17204*a^2*p^2*q*x-3552*a^2*p^2*r^2+ 34528*a^2*p^2*r*x-24816*a^2*p^2*x^2-48*a^2*p*q^3-920*a^2*p*q^2*r+7868*a^2*p*q^2 *x-3012*a^2*p*q*r^2+37546*a^2*p*q*r*x-36430*a^2*p*q*x^2-2368*a^2*p*r^3+38672*a^ 2*p*r^2*x-65028*a^2*p*r*x^2+7536*a^2*p*x^3-48*a^2*q^3*r+792*a^2*q^3*x-460*a^2*q ^2*r^2+8332*a^2*q^2*r*x-11614*a^2*q^2*x^2-1004*a^2*q*r^3+20342*a^2*q*r^2*x-\ 47186*a^2*q*r*x^2+7536*a^2*q*x^3-592*a^2*r^4+14272*a^2*r^3*x-40166*a^2*r^2*x^2+ 14384*a^2*r*x^3-80*a*b^4*c-56*a*b^4*p-56*a*b^4*r-1152*a*b^3*c^2-760*a*b^3*c*g-\ 1736*a*b^3*c*p-160*a*b^3*c*q-1736*a*b^3*c*r+7888*a*b^3*c*x-648*a*b^3*g*p-24*a*b ^3*g*q-648*a*b^3*g*r-600*a*b^3*p^2-152*a*b^3*p*q-1200*a*b^3*p*r+5000*a*b^3*p*x-\ 152*a*b^3*q*r+1056*a*b^3*q*x-600*a*b^3*r^2+5572*a*b^3*r*x-3776*a*b^2*c^3-4968*a *b^2*c^2*g-8320*a*b^2*c^2*p-1536*a*b^2*c^2*q-8320*a*b^2*c^2*r+41200*a*b^2*c^2*x -1540*a*b^2*c*g^2-7824*a*b^2*c*g*p-1180*a*b^2*c*g*q-7824*a*b^2*c*g*r+25728*a*b^ 2*c*g*x-5860*a*b^2*c*p^2-2600*a*b^2*c*p*q-11720*a*b^2*c*p*r+54056*a*b^2*c*p*x-\ 100*a*b^2*c*q^2-2600*a*b^2*c*q*r+19176*a*b^2*c*q*x-5860*a*b^2*c*r^2+58928*a*b^2 *c*r*x-44080*a*b^2*c*x^2-1382*a*b^2*g^2*p-104*a*b^2*g^2*q-1382*a*b^2*g^2*r-2746 *a*b^2*g*p^2-1234*a*b^2*g*p*q-5492*a*b^2*g*p*r+17548*a*b^2*g*p*x-24*a*b^2*g*q^2 -1234*a*b^2*g*q*r+5680*a*b^2*g*q*x-2746*a*b^2*g*r^2+20458*a*b^2*g*r*x-1350*a*b^ 2*p^3-1028*a*b^2*p^2*q-4050*a*b^2*p^2*r+17276*a*b^2*p^2*x-110*a*b^2*p*q^2-2056* a*b^2*p*q*r+14028*a*b^2*p*q*x-4050*a*b^2*p*r^2+37186*a*b^2*p*r*x-26952*a*b^2*p* x^2-110*a*b^2*q^2*r+1408*a*b^2*q^2*x-1028*a*b^2*q*r^2+15502*a*b^2*q*r*x-14964*a *b^2*q*x^2-1350*a*b^2*r^3+19910*a*b^2*r^2*x-37728*a*b^2*r*x^2-4416*a*b*c^4-8728 *a*b*c^3*g-12504*a*b*c^3*p-3192*a*b*c^3*q-12504*a*b*c^3*r+65072*a*b*c^3*x-5416* a*b*c^2*g^2-19452*a*b*c^2*g*p-4476*a*b*c^2*g*q-19452*a*b*c^2*g*r+81328*a*b*c^2* g*x-12748*a*b*c^2*p^2-7400*a*b*c^2*p*q-25496*a*b*c^2*p*r+126424*a*b*c^2*p*x-588 *a*b*c^2*q^2-7400*a*b*c^2*q*r+52568*a*b*c^2*q*x-12748*a*b*c^2*r^2+138968*a*b*c^ 2*r*x-131328*a*b*c^2*x^2-1078*a*b*c*g^3-8540*a*b*c*g^2*p-1644*a*b*c*g^2*q-8540* a*b*c*g^2*r+24396*a*b*c*g^2*x-13544*a*b*c*g*p^2-7684*a*b*c*g*p*q-27088*a*b*c*g* p*r+108980*a*b*c*g*p*x-492*a*b*c*g*q^2-7684*a*b*c*g*q*r+44492*a*b*c*g*q*x-13544 *a*b*c*g*r^2+122272*a*b*c*g*r*x-78720*a*b*c*g*x^2-5540*a*b*c*p^3-5446*a*b*c*p^2 *q-16620*a*b*c*p^2*r+78648*a*b*c*p^2*x-1058*a*b*c*p*q^2-10892*a*b*c*p*q*r+72992 *a*b*c*p*q*x-16620*a*b*c*p*r^2+173580*a*b*c*p*r*x-153052*a*b*c*p*x^2-20*a*b*c*q ^3-1058*a*b*c*q^2*r+11536*a*b*c*q^2*x-5446*a*b*c*q*r^2+78372*a*b*c*q*r*x-96548* a*b*c*q*x^2-5540*a*b*c*r^3+94932*a*b*c*r^2*x-198348*a*b*c*r*x^2+30144*a*b*c*x^3 -970*a*b*g^3*p-102*a*b*g^3*q-970*a*b*g^3*r-3004*a*b*g^2*p^2-1694*a*b*g^2*p*q-\ 6008*a*b*g^2*p*r+17380*a*b*g^2*p*x-66*a*b*g^2*q^2-1694*a*b*g^2*q*r+6896*a*b*g^2 *q*x-3004*a*b*g^2*r^2+20622*a*b*g^2*r*x-3046*a*b*g*p^3-2929*a*b*g*p^2*q-9138*a* b*g*p^2*r+35108*a*b*g*p^2*x-555*a*b*g*p*q^2-5858*a*b*g*p*q*r+32304*a*b*g*p*q*x-\ 9138*a*b*g*p*r^2+77246*a*b*g*p*r*x-49230*a*b*g*p*x^2-6*a*b*g*q^3-555*a*b*g*q^2* r+4800*a*b*g*q^2*x-2929*a*b*g*q*r^2+36198*a*b*g*q*r*x-29490*a*b*g*q*x^2-3046*a* b*g*r^3+42138*a*b*g*r^2*x-68970*a*b*g*r*x^2-856*a*b*p^4-1280*a*b*p^3*q-3424*a*b *p^3*r+15628*a*b*p^3*x-448*a*b*p^2*q^2-3840*a*b*p^2*q*r+24104*a*b*p^2*q*x-5136* a*b*p^2*r^2+52548*a*b*p^2*r*x-42770*a*b*p^2*x^2-24*a*b*p*q^3-896*a*b*p*q^2*r+ 9012*a*b*p*q^2*x-3840*a*b*p*q*r^2+51488*a*b*p*q*r*x-59136*a*b*p*q*x^2-3424*a*b* p*r^3+58212*a*b*p*r^2*x-110980*a*b*p*r*x^2+15072*a*b*p*x^3-24*a*b*q^3*r+536*a*b *q^3*x-448*a*b*q^2*r^2+9568*a*b*q^2*r*x-16366*a*b*q^2*x^2-1280*a*b*q*r^3+27384* a*b*q*r^2*x-75296*a*b*q*r*x^2+15072*a*b*q*x^3-856*a*b*r^4+21292*a*b*r^3*x-67230 *a*b*r^2*x^2+28768*a*b*r*x^3-1712*a*c^5-4520*a*c^4*g-5864*a*c^4*p-1816*a*c^4*q-\ 5864*a*c^4*r+31760*a*c^4*x-4212*a*c^3*g^2-12832*a*c^3*g*p-3716*a*c^3*g*q-12832* a*c^3*g*r+59664*a*c^3*g*x-7708*a*c^3*p^2-5236*a*c^3*p*q-15416*a*c^3*p*r+80752*a *c^3*p*x-588*a*c^3*q^2-5236*a*c^3*q*r+36848*a*c^3*q*x-7708*a*c^3*r^2+88992*a*c^ 3*r*x-92952*a*c^3*x^2-1678*a*c^2*g^3-9290*a*c^2*g^2*p-2466*a*c^2*g^2*q-9290*a*c ^2*g^2*r+35844*a*c^2*g^2*x-13198*a*c^2*g*p^2-8566*a*c^2*g*p*q-26396*a*c^2*g*p*r +117840*a*c^2*g*p*x-852*a*c^2*g*q^2-8566*a*c^2*g*q*r+52768*a*c^2*g*q*x-13198*a* c^2*g*r^2+130152*a*c^2*g*r*x-112752*a*c^2*g*x^2-4794*a*c^2*p^3-5392*a*c^2*p^2*q -14382*a*c^2*p^2*r+73356*a*c^2*p^2*x-1372*a*c^2*p*q^2-10784*a*c^2*p*q*r+73696*a *c^2*p*q*x-14382*a*c^2*p*r^2+163064*a*c^2*p*r*x-158184*a*c^2*p*x^2-54*a*c^2*q^3 -1372*a*c^2*q^2*r+13940*a*c^2*q^2*x-5392*a*c^2*q*r^2+78992*a*c^2*q*r*x-105328*a *c^2*q*x^2-4794*a*c^2*r^3+89708*a*c^2*r^2*x-201440*a*c^2*r*x^2+41696*a*c^2*x^3-\ 244*a*c*g^4-2598*a*c*g^3*p-587*a*c*g^3*q-2598*a*c*g^3*r+6976*a*c*g^3*x-6508*a*c *g^2*p^2-4150*a*c*g^2*p*q-13016*a*c*g^2*p*r+48948*a*c*g^2*p*x-341*a*c*g^2*q^2-\ 4150*a*c*g^2*q*r+21716*a*c*g^2*q*x-6508*a*c*g^2*r^2+54964*a*c*g^2*r*x-33138*a*c *g^2*x^2-5790*a*c*g*p^3-6261*a*c*g*p^2*q-17370*a*c*g*p^2*r+74168*a*c*g*p^2*x-\ 1487*a*c*g*p*q^2-12522*a*c*g*p*q*r+73368*a*c*g*p*q*x-17370*a*c*g*p*r^2+163916*a *c*g*p*r*x-133088*a*c*g*p*x^2-46*a*c*g*q^3-1487*a*c*g*q^2*r+13488*a*c*g*q^2*x-\ 6261*a*c*g*q*r^2+79166*a*c*g*q*r*x-86752*a*c*g*q*x^2-5790*a*c*g*r^3+89748*a*c*g *r^2*x-172908*a*c*g*r*x^2+24496*a*c*g*x^3-1384*a*c*p^4-2300*a*c*p^3*q-5536*a*c* p^3*r+28116*a*c*p^3*x-1012*a*c*p^2*q^2-6900*a*c*p^2*q*r+46288*a*c*p^2*q*x-8304* a*c*p^2*r^2+95046*a*c*p^2*r*x-85878*a*c*p^2*x^2-96*a*c*p*q^3-2024*a*c*p*q^2*r+ 19996*a*c*p*q^2*x-6900*a*c*p*q*r^2+99916*a*c*p*q*r*x-123460*a*c*p*q*x^2-5536*a* c*p*r^3+105744*a*c*p*r^2*x-221608*a*c*p*r*x^2+39872*a*c*p*x^3-96*a*c*q^3*r+1824 *a*c*q^3*x-1012*a*c*q^2*r^2+20718*a*c*q^2*r*x-37582*a*c*q^2*x^2-2300*a*c*q*r^3+ 53628*a*c*q*r^2*x-153204*a*c*q*r*x^2+39872*a*c*q*x^3-1384*a*c*r^4+38814*a*c*r^3 *x-137390*a*c*r^2*x^2+66192*a*c*r*x^3-214*a*g^4*p-28*a*g^4*q-214*a*g^4*r-918*a* g^3*p^2-588*a*g^3*p*q-1836*a*g^3*p*r+5108*a*g^3*p*x-31*a*g^3*q^2-588*a*g^3*q*r+ 2272*a*g^3*q*x-918*a*g^3*r^2+6068*a*g^3*r*x-1482*a*g^2*p^3-1576*a*g^2*p^2*q-\ 4446*a*g^2*p^2*r+15988*a*g^2*p^2*x-364*a*g^2*p*q^2-3152*a*g^2*p*q*r+15748*a*g^2 *p*q*x-4446*a*g^2*p*r^2+35075*a*g^2*p*r*x-21160*a*g^2*p*x^2-7*a*g^2*q^3-364*a*g ^2*q^2*r+2832*a*g^2*q^2*x-1576*a*g^2*q*r^2+17538*a*g^2*q*r*x-13234*a*g^2*q*x^2-\ 1482*a*g^2*r^3+19087*a*g^2*r^2*x-29404*a*g^2*r*x^2-898*a*g*p^4-1450*a*g*p^3*q-\ 3592*a*g*p^3*r+14852*a*g*p^3*x-602*a*g*p^2*q^2-4350*a*g*p^2*q*r+24164*a*g*p^2*q *x-5388*a*g*p^2*r^2+49941*a*g*p^2*r*x-37516*a*g*p^2*x^2-50*a*g*p*q^3-1204*a*g*p *q^2*r+10188*a*g*p*q^2*x-4350*a*g*p*q*r^2+51908*a*g*p*q*r*x-53274*a*g*p*q*x^2-\ 3592*a*g*p*r^3+55326*a*g*p*r^2*x-97452*a*g*p*r*x^2+12248*a*g*p*x^3-50*a*g*q^3*r +876*a*g*q^3*x-602*a*g*q^2*r^2+10717*a*g*q^2*r*x-15758*a*g*q^2*x^2-1450*a*g*q*r ^3+27744*a*g*q*r^2*x-68066*a*g*q*r*x^2+12248*a*g*q*x^3-898*a*g*r^4+20237*a*g*r^ 3*x-59292*a*g*r^2*x^2+23420*a*g*r*x^3-144*a*p^5-330*a*p^4*q-720*a*p^4*r+3828*a* p^4*x-228*a*p^3*q^2-1320*a*p^3*q*r+9048*a*p^3*q*x-1440*a*p^3*r^2+17474*a*p^3*r* x-15012*a*p^3*x^2-42*a*p^2*q^3-684*a*p^2*q^2*r+6660*a*p^2*q^2*x-1980*a*p^2*q*r^ 2+29806*a*p^2*q*r*x-34102*a*p^2*q*x^2-1440*a*p^2*r^3+29454*a*p^2*r^2*x-58704*a* p^2*r*x^2+9512*a*p^2*x^3-84*a*p*q^3*r+1488*a*p*q^3*x-684*a*p*q^2*r^2+13820*a*p* q^2*r*x-23168*a*p*q^2*x^2-1320*a*p*q*r^3+32468*a*p*q*r^2*x-86326*a*p*q*r*x^2+ 19024*a*p*q*x^3-720*a*p*r^4+21798*a*p*r^3*x-74540*a*p*r^2*x^2+31176*a*p*r*x^3+ 48*a*q^4*x-42*a*q^3*r^2+1488*a*q^3*r*x-4078*a*q^3*x^2-228*a*q^2*r^3+7160*a*q^2* r^2*x-27622*a*q^2*r*x^2+9512*a*q^2*x^3-330*a*q*r^4+11710*a*q*r^3*x-52148*a*q*r^ 2*x^2+31176*a*q*r*x^3-144*a*r^5+5990*a*r^4*x-30848*a*r^3*x^2+22792*a*r^2*x^3-80 *b^4*c^2-48*b^4*c*g-136*b^4*c*p-136*b^4*c*r+1216*b^4*c*x-48*b^4*g*p-48*b^4*g*r-\ 48*b^4*p^2-96*b^4*p*r+672*b^4*p*x-48*b^4*r^2+704*b^4*r*x-592*b^3*c^3-792*b^3*c^ 2*g-1400*b^3*c^2*p-120*b^3*c^2*q-1400*b^3*c^2*r+9360*b^3*c^2*x-248*b^3*c*g^2-\ 1384*b^3*c*g*p-72*b^3*c*g*q-1384*b^3*c*g*r+6112*b^3*c*g*x-1024*b^3*c*p^2-232*b^ 3*c*p*q-2048*b^3*c*p*r+11848*b^3*c*p*x-232*b^3*c*q*r+2976*b^3*c*q*x-1024*b^3*c* r^2+12100*b^3*c*r*x-12112*b^3*c*x^2-252*b^3*g^2*p-252*b^3*g^2*r-492*b^3*g*p^2-\ 96*b^3*g*p*q-984*b^3*g*p*r+3760*b^3*g*p*x-96*b^3*g*q*r+512*b^3*g*q*x-492*b^3*g* r^2+4236*b^3*g*r*x-240*b^3*p^3-96*b^3*p^2*q-720*b^3*p^2*r+3696*b^3*p^2*x-192*b^ 3*p*q*r+2144*b^3*p*q*x-720*b^3*p*r^2+7600*b^3*p*r*x-6972*b^3*p*x^2-96*b^3*q*r^2 +2456*b^3*q*r*x-2976*b^3*q*x^2-240*b^3*r^3+3904*b^3*r^2*x-9756*b^3*r*x^2-1296*b ^2*c^4-2656*b^2*c^3*g-3824*b^2*c^3*p-664*b^2*c^3*q-3824*b^2*c^3*r+24048*b^2*c^3 *x-1684*b^2*c^2*g^2-6320*b^2*c^2*g*p-884*b^2*c^2*g*q-6320*b^2*c^2*g*r+31288*b^2 *c^2*g*x-4004*b^2*c^2*p^2-1700*b^2*c^2*p*q-8008*b^2*c^2*p*r+46168*b^2*c^2*p*x-\ 60*b^2*c^2*q^2-1700*b^2*c^2*q*r+15824*b^2*c^2*q*x-4004*b^2*c^2*r^2+49020*b^2*c^ 2*r*x-56312*b^2*c^2*x^2-340*b^2*c*g^3-2896*b^2*c*g^2*p-276*b^2*c*g^2*q-2896*b^2 *c*g^2*r+9632*b^2*c*g^2*x-4454*b^2*c*g*p^2-1794*b^2*c*g*p*q-8908*b^2*c*g*p*r+ 40540*b^2*c*g*p*x-36*b^2*c*g*q^2-1794*b^2*c*g*q*r+12960*b^2*c*g*q*x-4454*b^2*c* g*r^2+44790*b^2*c*g*r*x-34180*b^2*c*g*x^2-1788*b^2*c*p^3-1352*b^2*c*p^2*q-5364* b^2*c*p^2*r+28688*b^2*c*p^2*x-130*b^2*c*p*q^2-2704*b^2*c*p*q*r+22348*b^2*c*p*q* x-5364*b^2*c*p*r^2+61882*b^2*c*p*r*x-64592*b^2*c*p*x^2-130*b^2*c*q^2*r+2256*b^2 *c*q^2*x-1352*b^2*c*q*r^2+23370*b^2*c*q*r*x-36340*b^2*c*q*x^2-1788*b^2*c*r^3+ 33194*b^2*c*r^2*x-81968*b^2*c*r*x^2+15072*b^2*c*x^3-346*b^2*g^3*p-346*b^2*g^3*r -1017*b^2*g^2*p^2-378*b^2*g^2*p*q-2034*b^2*g^2*p*r+6376*b^2*g^2*p*x-378*b^2*g^2 *q*r+1664*b^2*g^2*q*x-1017*b^2*g^2*r^2+7550*b^2*g^2*r*x-999*b^2*g*p^3-726*b^2*g *p^2*q-2997*b^2*g*p^2*r+12786*b^2*g*p^2*x-60*b^2*g*p*q^2-1452*b^2*g*p*q*r+9560* b^2*g*p*q*x-2997*b^2*g*p*r^2+27982*b^2*g*p*r*x-20342*b^2*g*p*x^2-60*b^2*g*q^2*r +576*b^2*g*q^2*x-726*b^2*g*q*r^2+10978*b^2*g*q*r*x-10472*b^2*g*q*x^2-999*b^2*g* r^3+15196*b^2*g*r^2*x-28886*b^2*g*r*x^2-288*b^2*p^4-348*b^2*p^3*q-1152*b^2*p^3* r+5756*b^2*p^3*x-60*b^2*p^2*q^2-1044*b^2*p^2*q*r+7668*b^2*p^2*q*x-1728*b^2*p^2* r^2+19004*b^2*p^2*r*x-17954*b^2*p^2*x^2-120*b^2*p*q^2*r+1912*b^2*p*q^2*x-1044*b ^2*p*q*r^2+15910*b^2*p*q*r*x-22706*b^2*p*q*x^2-1152*b^2*p*r^3+20740*b^2*p*r^2*x -45952*b^2*p*r*x^2+7536*b^2*p*x^3-60*b^2*q^2*r^2+2220*b^2*q^2*r*x-4752*b^2*q^2* x^2-348*b^2*q*r^3+8242*b^2*q*r^2*x-28110*b^2*q*r*x^2+7536*b^2*q*x^3-288*b^2*r^4 +7492*b^2*r^3*x-27064*b^2*r^2*x^2+14384*b^2*r*x^3-1136*b*c^5-3128*b*c^4*g-3992* b*c^4*p-968*b*c^4*q-3992*b*c^4*r+24880*b*c^4*x-2988*b*c^3*g^2-9324*b*c^3*g*p-\ 1968*b*c^3*g*q-9324*b*c^3*g*r+48528*b*c^3*g*x-5340*b*c^3*p^2-2988*b*c^3*p*q-\ 10680*b*c^3*p*r+62944*b*c^3*p*x-220*b*c^3*q^2-2988*b*c^3*q*r+25184*b*c^3*q*x-\ 5340*b*c^3*r^2+68120*b*c^3*r*x-82056*b*c^3*x^2-1210*b*c^2*g^3-7050*b*c^2*g^2*p-\ 1242*b*c^2*g^2*q-7050*b*c^2*g^2*r+29868*b*c^2*g^2*x-9628*b*c^2*g*p^2-5098*b*c^2 *g*p*q-19256*b*c^2*g*p*r+94240*b*c^2*g*p*x-290*b*c^2*g*q^2-5098*b*c^2*g*q*r+ 36496*b*c^2*g*q*x-9628*b*c^2*g*r^2+104040*b*c^2*g*r*x-100752*b*c^2*g*x^2-3398*b *c^2*p^3-3264*b*c^2*p^2*q-10194*b*c^2*p^2*r+57340*b*c^2*p^2*x-596*b*c^2*p*q^2-\ 6528*b*c^2*p*q*r+51376*b*c^2*p*q*x-10194*b*c^2*p*r^2+125816*b*c^2*p*r*x-138752* b*c^2*p*x^2-10*b*c^2*q^3-596*b*c^2*q^2*r+7636*b*c^2*q^2*x-3264*b*c^2*q*r^2+ 54000*b*c^2*q*r*x-85896*b*c^2*q*x^2-3398*b*c^2*r^3+68476*b*c^2*r^2*x-174016*b*c ^2*r*x^2+41696*b*c^2*x^3-178*b*c*g^4-2053*b*c*g^3*p-250*b*c*g^3*q-2053*b*c*g^3* r+5912*b*c*g^3*x-4913*b*c*g^2*p^2-2494*b*c*g^2*p*q-9826*b*c*g^2*p*r+39584*b*c*g ^2*p*x-90*b*c*g^2*q^2-2494*b*c*g^2*q*r+14768*b*c*g^2*q*x-4913*b*c*g^2*r^2+44966 *b*c*g^2*r*x-29862*b*c*g^2*x^2-4210*b*c*g*p^3-3885*b*c*g*p^2*q-12630*b*c*g*p^2* r+58728*b*c*g*p^2*x-651*b*c*g*p*q^2-7770*b*c*g*p*q*r+51400*b*c*g*p*q*x-12630*b* c*g*p*r^2+129844*b*c*g*p*r*x-116720*b*c*g*p*x^2-6*b*c*g*q^3-651*b*c*g*q^2*r+ 6960*b*c*g*q^2*x-3885*b*c*g*q*r^2+55838*b*c*g*q*r*x-70384*b*c*g*q*x^2-4210*b*c* g*r^3+71116*b*c*g*r^2*x-151608*b*c*g*r*x^2+24496*b*c*g*x^3-1020*b*c*p^4-1500*b* c*p^3*q-4080*b*c*p^3*r+22212*b*c*p^3*x-504*b*c*p^2*q^2-4500*b*c*p^2*q*r+33288*b *c*p^2*q*x-6120*b*c*p^2*r^2+74320*b*c*p^2*r*x-75242*b*c*p^2*x^2-24*b*c*p*q^3-\ 1008*b*c*p*q^2*r+11708*b*c*p*q^2*x-4500*b*c*p*q*r^2+70632*b*c*p*q*r*x-102188*b* c*p*q*x^2-4080*b*c*p*r^3+82004*b*c*p*r^2*x-192324*b*c*p*r*x^2+39872*b*c*p*x^3-\ 24*b*c*q^3*r+632*b*c*q^3*x-504*b*c*q^2*r^2+12160*b*c*q^2*r*x-26946*b*c*q^2*x^2-\ 1500*b*c*q*r^3+37344*b*c*q*r^2*x-123920*b*c*q*r*x^2+39872*b*c*q*x^3-1020*b*c*r^ 4+29896*b*c*r^3*x-117454*b*c*r^2*x^2+66192*b*c*r*x^3-180*b*g^4*p-180*b*g^4*r-\ 717*b*g^3*p^2-346*b*g^3*p*q-1434*b*g^3*p*r+4100*b*g^3*p*x-346*b*g^3*q*r+1408*b* g^3*q*x-717*b*g^3*r^2+4988*b*g^3*r*x-1091*b*g^2*p^3-978*b*g^2*p^2*q-3273*b*g^2* p^2*r+12656*b*g^2*p^2*x-150*b*g^2*p*q^2-1956*b*g^2*p*q*r+10832*b*g^2*p*q*x-3273 *b*g^2*p*r^2+28131*b*g^2*p*r*x-18266*b*g^2*p*x^2-150*b*g^2*q^2*r+1248*b*g^2*q^2 *x-978*b*g^2*q*r^2+12414*b*g^2*q*r*x-10340*b*g^2*q*x^2-1091*b*g^2*r^3+15475*b*g ^2*r^2*x-25874*b*g^2*r*x^2-660*b*g*p^4-936*b*g*p^3*q-2640*b*g*p^3*r+11736*b*g*p ^3*x-288*b*g*p^2*q^2-2808*b*g*p^2*q*r+17248*b*g*p^2*q*x-3960*b*g*p^2*r^2+39368* b*g*p^2*r*x-32602*b*g*p^2*x^2-12*b*g*p*q^3-576*b*g*p*q^2*r+5704*b*g*p*q^2*x-\ 2808*b*g*p*q*r^2+37022*b*g*p*q*r*x-43446*b*g*p*q*x^2-2640*b*g*p*r^3+43528*b*g*p *r^2*x-84946*b*g*p*r*x^2+12248*b*g*p*x^3-12*b*g*q^3*r+192*b*g*q^3*x-288*b*g*q^2 *r^2+6404*b*g*q^2*r*x-10844*b*g*q^2*x^2-936*b*g*q*r^3+19774*b*g*q*r^2*x-55560*b *g*q*r*x^2+12248*b*g*q*x^3-660*b*g*r^4+15896*b*g*r^3*x-51432*b*g*r^2*x^2+23420* b*g*r*x^3-114*b*p^5-240*b*p^4*q-570*b*p^4*r+3084*b*p^4*x-138*b*p^3*q^2-960*b*p^ 3*q*r+6768*b*p^3*q*x-1140*b*p^3*r^2+13974*b*p^3*r*x-13190*b*p^3*x^2-12*b*p^2*q^ 3-414*b*p^2*q^2*r+4284*b*p^2*q^2*x-1440*b*p^2*q*r^2+22006*b*p^2*q*r*x-28636*b*p ^2*q*x^2-1140*b*p^2*r^3+23418*b*p^2*r^2*x-51278*b*p^2*r*x^2+9512*b*p^2*x^3-24*b *p*q^3*r+600*b*p*q^3*x-414*b*p*q^2*r^2+8720*b*p*q^2*r*x-17702*b*p*q^2*x^2-960*b *p*q*r^3+23708*b*p*q*r^2*x-71474*b*p*q*r*x^2+19024*b*p*q*x^3-570*b*p*r^4+17250* b*p*r^3*x-64330*b*p*r^2*x^2+31176*b*p*r*x^3-12*b*q^3*r^2+688*b*q^3*r*x-2256*b*q ^3*x^2-138*b*q^2*r^3+4436*b*q^2*r^2*x-20196*b*q^2*r*x^2+9512*b*q^2*x^3-240*b*q* r^4+8470*b*q*r^3*x-41938*b*q*r^2*x^2+31176*b*q*r*x^3-114*b*r^5+4722*b*r^4*x-\ 26242*b*r^3*x^2+22792*b*r^2*x^3-352*c^6-1216*c^5*g-1432*c^5*p-424*c^5*q-1432*c^ 5*r+8976*c^5*x-1552*c^4*g^2-4332*c^4*g*p-1156*c^4*g*q-4332*c^4*g*r+23352*c^4*g* x-2320*c^4*p^2-1520*c^4*p*q-4640*c^4*p*r+27984*c^4*p*x-160*c^4*q^2-1520*c^4*q*r +12336*c^4*q*x-2320*c^4*r^2+30488*c^4*r*x-37920*c^4*x^2-944*c^3*g^3-4606*c^3*g^ 2*p-1098*c^3*g^2*q-4606*c^3*g^2*r+21564*c^3*g^2*x-5888*c^3*g*p^2-3584*c^3*g*p*q -11776*c^3*g*p*r+60064*c^3*g*p*x-320*c^3*g*q^2-3584*c^3*g*q*r+25664*c^3*g*q*x-\ 5888*c^3*g*r^2+65836*c^3*g*r*x-70560*c^3*g*x^2-1894*c^3*p^3-2070*c^3*p^2*q-5682 *c^3*p^2*r+33300*c^3*p^2*x-498*c^3*p*q^2-4140*c^3*p*q*r+32424*c^3*p*q*x-5682*c^ 3*p*r^2+73536*c^3*p*r*x-84216*c^3*p*x^2-18*c^3*q^3-498*c^3*q^2*r+5796*c^3*q^2*x -2070*c^3*q*r^2+34264*c^3*q*r*x-54984*c^3*q*x^2-1894*c^3*r^3+40236*c^3*r^2*x-\ 105216*c^3*r*x^2+27904*c^3*x^3-278*c^2*g^4-2201*c^2*g^3*p-443*c^2*g^3*q-2201*c^ 2*g^3*r+8538*c^2*g^3*x-4796*c^2*g^2*p^2-2804*c^2*g^2*p*q-9592*c^2*g^2*p*r+42612 *c^2*g^2*p*x-200*c^2*g^2*q^2-2804*c^2*g^2*q*r+17820*c^2*g^2*q*x-4796*c^2*g^2*r^ 2+47330*c^2*g^2*r*x-42120*c^2*g^2*x^2-3813*c^2*g*p^3-3925*c^2*g*p^2*q-11439*c^2 *g*p^2*r+55490*c^2*g*p^2*x-847*c^2*g*p*q^2-7850*c^2*g*p*q*r+52644*c^2*g*p*q*x-\ 11439*c^2*g*p*r^2+122728*c^2*g*p*r*x-120648*c^2*g*p*x^2-23*c^2*g*q^3-847*c^2*g* q^2*r+8938*c^2*g*q^2*x-3925*c^2*g*q*r^2+56012*c^2*g*q*r*x-77352*c^2*g*q*x^2-\ 3813*c^2*g*r^3+67238*c^2*g*r^2*x-152640*c^2*g*r*x^2+33280*c^2*g*x^3-808*c^2*p^4 -1312*c^2*p^3*q-3232*c^2*p^3*r+18816*c^2*p^3*x-552*c^2*p^2*q^2-3936*c^2*p^2*q*r +30168*c^2*p^2*q*x-4848*c^2*p^2*r^2+63254*c^2*p^2*r*x-67248*c^2*p^2*x^2-48*c^2* p*q^3-1104*c^2*p*q^2*r+12384*c^2*p*q^2*x-3936*c^2*p*q*r^2+64628*c^2*p*q*r*x-\ 95040*c^2*p*q*x^2-3232*c^2*p*r^3+70060*c^2*p*r^2*x-171500*c^2*p*r*x^2+39264*c^2 *p*x^3-48*c^2*q^3*r+1032*c^2*q^3*x-552*c^2*q^2*r^2+12654*c^2*q^2*r*x-27792*c^2* q^2*x^2-1312*c^2*q*r^3+34460*c^2*q*r^2*x-114892*c^2*q*r*x^2+39264*c^2*q*x^3-808 *c^2*r^4+25622*c^2*r^3*x-105996*c^2*r^2*x^2+62160*c^2*r*x^3-32*c*g^5-465*c*g^4* p-65*c*g^4*q-465*c*g^4*r+1236*c*g^4*x-1540*c*g^3*p^2-876*c*g^3*p*q-3080*c*g^3*p *r+11556*c*g^3*p*x-40*c*g^3*q^2-876*c*g^3*q*r+4740*c*g^3*q*x-1540*c*g^3*r^2+ 13197*c*g^3*r*x-8160*c*g^3*x^2-2129*c*g^2*p^3-2129*c*g^2*p^2*q-6387*c*g^2*p^2*r +26936*c*g^2*p^2*x-431*c*g^2*p*q^2-4258*c*g^2*p*q*r+25160*c*g^2*p*q*x-6387*c*g^ 2*p*r^2+59620*c*g^2*p*r*x-49494*c*g^2*p*x^2-7*c*g^2*q^3-431*c*g^2*q^2*r+4076*c* g^2*q^2*x-2129*c*g^2*q*r^2+27322*c*g^2*q*r*x-31026*c*g^2*q*x^2-2129*c*g^2*r^3+ 32684*c*g^2*r^2*x-64368*c*g^2*r*x^2+9664*c*g^2*x^3-1164*c*g*p^4-1806*c*g*p^3*q-\ 4656*c*g*p^3*r+21756*c*g*p^3*x-692*c*g*p^2*q^2-5418*c*g*p^2*q*r+34180*c*g*p^2*q *x-6984*c*g*p^2*r^2+73231*c*g*p^2*r*x-66012*c*g*p^2*x^2-50*c*g*p*q^3-1384*c*g*p *q^2*r+13428*c*g*p*q^2*x-5418*c*g*p*q*r^2+73194*c*g*p*q*r*x-92160*c*g*p*q*x^2-\ 4656*c*g*p*r^3+81194*c*g*p*r^2*x-169702*c*g*p*r*x^2+31888*c*g*p*x^3-50*c*g*q^3* r+1004*c*g*q^3*x-692*c*g*q^2*r^2+13935*c*g*q^2*r*x-26148*c*g*q^2*x^2-1806*c*g*q *r^3+39014*c*g*q*r^2*x-113354*c*g*q*r*x^2+31888*c*g*q*x^3-1164*c*g*r^4+29719*c* g*r^3*x-104358*c*g*r^2*x^2+53256*c*g*r*x^3-166*c*p^5-374*c*p^4*q-830*c*p^4*r+ 5028*c*p^4*x-250*c*p^3*q^2-1496*c*p^3*q*r+11640*c*p^3*q*x-1660*c*p^3*r^2+22822* c*p^3*r*x-23046*c*p^3*x^2-42*c*p^2*q^3-750*c*p^2*q^2*r+8244*c*p^2*q^2*x-2244*c* p^2*q*r^2+38128*c*p^2*q*r*x-51606*c*p^2*q*x^2-1660*c*p^2*r^3+38298*c*p^2*r^2*x-\ 89398*c*p^2*r*x^2+18336*c*p^2*x^3-84*c*p*q^3*r+1680*c*p*q^3*x-750*c*p*q^2*r^2+ 16982*c*p*q^2*r*x-34074*c*p*q^2*x^2-1496*c*p*q*r^3+41336*c*p*q*r^2*x-128568*c*p *q*r*x^2+36672*c*p*q*x^3-830*c*p*r^4+28242*c*p*r^3*x-112990*c*p*r^2*x^2+57672*c *p*r*x^3+48*c*q^4*x-42*c*q^3*r^2+1676*c*q^3*r*x-5514*c*q^3*x^2-250*c*q^2*r^3+ 8738*c*q^2*r^2*x-39170*c*q^2*r*x^2+18336*c*q^2*x^3-374*c*q*r^4+14848*c*q*r^3*x-\ 76958*c*q*r^2*x^2+57672*c*q*r*x^3-166*c*r^5+7738*c*r^4*x-46638*c*r^3*x^2+42888* c*r^2*x^3-32*g^5*p-32*g^5*r-162*g^4*p^2-90*g^4*p*q-324*g^4*p*r+884*g^4*p*x-90*g ^4*q*r+352*g^4*q*x-162*g^4*r^2+1090*g^4*r*x-348*g^3*p^3-342*g^3*p^2*q-1044*g^3* p^2*r+3758*g^3*p^2*x-66*g^3*p*q^2-684*g^3*p*q*r+3472*g^3*p*q*x-1044*g^3*p*r^2+ 8320*g^3*p*r*x-5112*g^3*p*x^2-66*g^3*q^2*r+528*g^3*q^2*x-342*g^3*q*r^2+3941*g^3 *q*r*x-3048*g^3*q*x^2-348*g^3*r^3+4562*g^3*r^2*x-7176*g^3*r*x^2-338*g^2*p^4-512 *g^2*p^3*q-1352*g^2*p^3*r+5440*g^2*p^3*x-186*g^2*p^2*q^2-1536*g^2*p^2*q*r+8444* g^2*p^2*q*x-2028*g^2*p^2*r^2+18267*g^2*p^2*r*x-13956*g^2*p^2*x^2-12*g^2*p*q^3-\ 372*g^2*p*q^2*r+3212*g^2*p*q^2*x-1536*g^2*p*q*r^2+18140*g^2*p*q*r*x-19200*g^2*p *q*x^2-1352*g^2*p*r^3+20214*g^2*p*r^2*x-36360*g^2*p*r*x^2+4832*g^2*p*x^3-12*g^2 *q^3*r+208*g^2*q^3*x-186*g^2*q^2*r^2+3471*g^2*q^2*r*x-5244*g^2*q^2*x^2-512*g^2* q*r^3+9696*g^2*q*r^2*x-24582*g^2*q*r*x^2+4832*g^2*q*x^3-338*g^2*r^4+7387*g^2*r^ 3*x-22086*g^2*r^2*x^2+9264*g^2*r*x^3-132*g*p^5-288*g*p^4*q-660*g*p^4*r+3054*g*p ^4*x-180*g*p^3*q^2-1152*g*p^3*q*r+6956*g*p^3*q*x-1320*g*p^3*r^2+13897*g*p^3*r*x -11664*g*p^3*x^2-24*g*p^2*q^3-540*g*p^2*q^2*r+4766*g*p^2*q^2*x-1728*g*p^2*q*r^2 +22772*g*p^2*q*r*x-25884*g*p^2*q*x^2-1320*g*p^2*r^3+23367*g*p^2*r^2*x-45504*g*p ^2*r*x^2+7624*g*p^2*x^3-48*g*p*q^3*r+880*g*p*q^3*x-540*g*p*q^2*r^2+9803*g*p*q^2 *r*x-16776*g*p*q^2*x^2-1152*g*p*q*r^3+24676*g*p*q*r^2*x-65208*g*p*q*r*x^2+15248 *g*p*q*x^3-660*g*p*r^4+17259*g*p*r^3*x-57372*g*p*r^2*x^2+25176*g*p*r*x^3+16*g*q ^4*x-24*g*q^3*r^2+928*g*q^3*r*x-2556*g*q^3*x^2-180*g*q^2*r^3+5037*g*q^2*r^2*x-\ 19704*g*q^2*r*x^2+7624*g*q^2*x^3-288*g*q*r^4+8860*g*q*r^3*x-38844*g*q*r^2*x^2+ 25176*g*q*r*x^3-132*g*r^5+4735*g*r^4*x-23532*g*r^3*x^2+18472*g*r^2*x^3-12*p^6-\ 36*p^5*q-72*p^5*r+504*p^5*x-36*p^4*q^2-180*p^4*q*r+1560*p^4*q*x-180*p^4*r^2+ 2884*p^4*r*x-2868*p^4*x^2-12*p^3*q^3-144*p^3*q^2*r+1656*p^3*q^2*x-360*p^3*q*r^2 +6928*p^3*q*r*x-8916*p^3*q*x^2-240*p^3*r^3+6496*p^3*r^2*x-14976*p^3*r*x^2+2840* p^3*x^3-36*p^2*q^3*r+648*p^2*q^3*x-216*p^2*q^2*r^2+5256*p^2*q^2*r*x-9540*p^2*q^ 2*x^2-360*p^2*q*r^3+11424*p^2*q*r^2*x-33966*p^2*q*r*x^2+8520*p^2*q*x^3-180*p^2* r^4+7224*p^2*r^3*x-28806*p^2*r^2*x^2+13296*p^2*r*x^3+48*p*q^4*x-36*p*q^3*r^2+ 1264*p*q^3*r*x-3804*p*q^3*x^2-144*p*q^2*r^3+5544*p*q^2*r^2*x-23004*p*q^2*r*x^2+ 8520*p*q^2*x^3-180*p*q*r^4+8304*p*q*r^3*x-41976*p*q*r^2*x^2+26592*p*q*r*x^3-72* p*r^5+3976*p*r^4*x-24156*p*r^3*x^2+19776*p*r^2*x^3+52*q^4*r*x-312*q^4*x^2-12*q^ 3*r^3+616*q^3*r^2*x-4014*q^3*r*x^2+2840*q^3*x^3-36*q^2*r^4+1944*q^2*r^3*x-13170 *q^2*r^2*x^2+13296*q^2*r*x^3-36*q*r^5+2248*q*r^4*x-16926*q*r^3*x^2+19776*q*r^2* x^3-12*r^6+868*r^5*x-7458*r^4*x^2+9752*r^3*x^3-1304*a^4*c-1168*a^4*p-508*a^4*q-\ 1168*a^4*r-3304*a^3*b*c-2644*a^3*b*p-816*a^3*b*q-2644*a^3*b*r-5352*a^3*c^2-3184 *a^3*c*g-8248*a^3*c*p-2840*a^3*c*q-8248*a^3*c*r+12224*a^3*c*x-2520*a^3*g*p-982* a^3*g*q-2520*a^3*g*r-3128*a^3*p^2-2250*a^3*p*q-6256*a^3*p*r+10032*a^3*p*x-266*a ^3*q^2-2250*a^3*q*r+4824*a^3*q*x-3128*a^3*r^2+11508*a^3*r*x-2728*a^2*b^2*c-2032 *a^2*b^2*p-324*a^2*b^2*q-2032*a^2*b^2*r-10248*a^2*b*c^2-6264*a^2*b*c*g-15480*a^ 2*b*c*p-3780*a^2*b*c*q-15480*a^2*b*c*r+27488*a^2*b*c*x-5070*a^2*b*g*p-1098*a^2* b*g*q-5070*a^2*b*g*r-5702*a^2*b*p^2-3216*a^2*b*p*q-11404*a^2*b*p*r+21192*a^2*b* p*x-210*a^2*b*q^2-3216*a^2*b*q*r+7992*a^2*b*q*x-5702*a^2*b*r^2+24424*a^2*b*r*x-\ 8288*a^2*c^3-10148*a^2*c^2*g-18216*a^2*c^2*p-5548*a^2*c^2*q-18216*a^2*c^2*r+ 42528*a^2*c^2*x-3002*a^2*c*g^2-15172*a^2*c*g*p-4522*a^2*c*g*q-15172*a^2*c*g*r+ 25016*a^2*c*g*x-13002*a^2*c*p^2-8622*a^2*c*p*q-26004*a^2*c*p*r+60504*a^2*c*p*x-\ 902*a^2*c*q^2-8622*a^2*c*q*r+26984*a^2*c*q*x-13002*a^2*c*r^2+68192*a^2*c*r*x-\ 26056*a^2*c*x^2-2364*a^2*g^2*p-660*a^2*g^2*q-2364*a^2*g^2*r-5620*a^2*g*p^2-3780 *a^2*g*p*q-11240*a^2*g*p*r+19888*a^2*g*p*x-349*a^2*g*q^2-3780*a^2*g*q*r+8692*a^ 2*g*q*x-5620*a^2*g*r^2+22854*a^2*g*r*x-2968*a^2*p^3-3230*a^2*p^2*q-8904*a^2*p^2 *r+20064*a^2*p^2*x-776*a^2*p*q^2-6460*a^2*p*q*r+20332*a^2*p*q*x-8904*a^2*p*r^2+ 44586*a^2*p*r*x-17712*a^2*p*x^2-24*a^2*q^3-776*a^2*q^2*r+3688*a^2*q^2*x-3230*a^ 2*q*r^2+22682*a^2*q*r*x-10864*a^2*q*x^2-2968*a^2*r^3+24522*a^2*r^2*x-25712*a^2* r*x^2-760*a*b^3*c-588*a*b^3*p-16*a*b^3*q-588*a*b^3*r-5672*a*b^2*c^2-3544*a*b^2* c*g-8756*a*b^2*c*p-1188*a*b^2*c*q-8756*a*b^2*c*r+19744*a*b^2*c*x-3110*a*b^2*g*p -200*a*b^2*g*q-3110*a*b^2*g*r-3118*a*b^2*p^2-1174*a*b^2*p*q-6236*a*b^2*p*r+ 13944*a*b^2*p*x-16*a*b^2*q^2-1174*a*b^2*q*r+3168*a*b^2*q*x-3118*a*b^2*r^2+15964 *a*b^2*r*x-10648*a*b*c^3-13384*a*b*c^2*g-23772*a*b*c^2*p-5180*a*b*c^2*q-23772*a *b*c^2*r+64976*a*b*c^2*x-4030*a*b*c*g^2-21162*a*b*c*g*p-3846*a*b*c*g*q-21162*a* b*c*g*r+39048*a*b*c*g*x-16880*a*b*c*p^2-8784*a*b*c*p*q-33760*a*b*c*p*r+89432*a* b*c*p*x-500*a*b*c*q^2-8784*a*b*c*q*r+32928*a*b*c*q*x-16880*a*b*c*r^2+99628*a*b* c*r*x-45216*a*b*c*x^2-3606*a*b*g^2*p-364*a*b*g^2*q-3606*a*b*g^2*r-7602*a*b*g*p^ 2-3928*a*b*g*p*q-15204*a*b*g*p*r+29196*a*b*g*p*x-128*a*b*g*q^2-3928*a*b*g*q*r+ 9456*a*b*g*q*x-7602*a*b*g*r^2+34346*a*b*g*r*x-3886*a*b*p^3-3442*a*b*p^2*q-11658 *a*b*p^2*r+29300*a*b*p^2*x-540*a*b*p*q^2-6884*a*b*p*q*r+25356*a*b*p*q*x-11658*a *b*p*r^2+64050*a*b*p*r*x-29456*a*b*p*x^2-4*a*b*q^3-540*a*b*q^2*r+2896*a*b*q^2*x -3442*a*b*q*r^2+28366*a*b*q*r*x-15760*a*b*q*x^2-3886*a*b*r^3+34750*a*b*r^2*x-\ 43152*a*b*r*x^2-5736*a*c^4-10856*a*c^3*g-16464*a*c^3*p-4608*a*c^3*q-16464*a*c^3 *r+49200*a*c^3*x-6554*a*c^2*g^2-24140*a*c^2*g*p-6228*a*c^2*g*q-24140*a*c^2*g*r+ 59376*a*c^2*g*x-17094*a*c^2*p^2-10664*a*c^2*p*q-34188*a*c^2*p*r+99256*a*c^2*p*x -1006*a*c^2*q^2-10664*a*c^2*q*r+42216*a*c^2*q*x-17094*a*c^2*r^2+109920*a*c^2*r* x-66680*a*c^2*x^2-1280*a*c*g^3-10174*a*c*g^2*p-2262*a*c*g^2*q-10174*a*c*g^2*r+ 17388*a*c*g^2*x-17216*a*c*g*p^2-10428*a*c*g*p*q-34432*a*c*g*p*r+83664*a*c*g*p*x -814*a*c*g*q^2-10428*a*c*g*q*r+34440*a*c*g*q*x-17216*a*c*g*r^2+93760*a*c*g*r*x-\ 39052*a*c*g*x^2-7534*a*c*p^3-7866*a*c*p^2*q-22602*a*c*p^2*r+63252*a*c*p^2*x-\ 1740*a*c*p*q^2-15732*a*c*p*q*r+60684*a*c*p*q*x-22602*a*c*p*r^2+140158*a*c*p*r*x -80788*a*c*p*x^2-48*a*c*q^3-1740*a*c*q^2*r+10160*a*c*q^2*x-7866*a*c*q*r^2+65670 *a*c*q*r*x-50388*a*c*q*x^2-7534*a*c*r^3+76906*a*c*r^2*x-107340*a*c*r*x^2+10816* a*c*x^3-1110*a*g^3*p-150*a*g^3*q-1110*a*g^3*r-3676*a*g^2*p^2-2234*a*g^2*p*q-\ 7352*a*g^2*p*r+13444*a*g^2*p*x-112*a*g^2*q^2-2234*a*g^2*q*r+5200*a*g^2*q*x-3676 *a*g^2*r^2+15848*a*g^2*r*x-3982*a*g*p^3-4032*a*g*p^2*q-11946*a*g*p^2*r+27792*a* g*p^2*x-842*a*g*p*q^2-8064*a*g*p*q*r+26292*a*g*p*q*x-11946*a*g*p*r^2+60874*a*g* p*r*x-26072*a*g*p*x^2-14*a*g*q^3-842*a*g*q^2*r+4104*a*g*q^2*x-4032*a*g*q*r^2+ 29290*a*g*q*r*x-14900*a*g*q*x^2-3982*a*g*r^3+33082*a*g*r^2*x-37856*a*g*r*x^2-\ 1168*a*p^4-1832*a*p^3*q-4672*a*p^3*r+12756*a*p^3*x-714*a*p^2*q^2-5496*a*p^2*q*r +20352*a*p^2*q*x-7008*a*p^2*r^2+43060*a*p^2*r*x-23112*a*p^2*x^2-50*a*p*q^3-1428 *a*p*q^2*r+8156*a*p*q^2*x-5496*a*p*q*r^2+43726*a*p*q*r*x-32032*a*p*q*x^2-4672*a *p*r^3+47852*a*p*r^2*x-60944*a*p*r*x^2+5408*a*p*x^3-50*a*q^3*r+560*a*q^3*x-714* a*q^2*r^2+8630*a*q^2*r*x-8920*a*q^2*x^2-1832*a*q*r^3+23374*a*q*r^2*x-41872*a*q* r*x^2+5408*a*q*x^3-1168*a*r^4+17548*a*r^3*x-37268*a*r^2*x^2+11600*a*r*x^3-32*b^ 4*c-32*b^4*p-32*b^4*r-776*b^3*c^2-464*b^3*c*g-1324*b^3*c*p-48*b^3*c*q-1324*b^3* c*r+4480*b^3*c*x-476*b^3*g*p-476*b^3*g*r-472*b^3*p^2-64*b^3*p*q-944*b^3*p*r+ 2784*b^3*p*x-64*b^3*q*r-472*b^3*r^2+3048*b^3*r*x-2952*b^2*c^3-3748*b^2*c^2*g-\ 6956*b^2*c^2*p-872*b^2*c^2*q-6956*b^2*c^2*r+23824*b^2*c^2*x-1136*b^2*c*g^2-6506 *b^2*c*g*p-520*b^2*c*g*q-6506*b^2*c*g*r+14656*b^2*c*g*x-5000*b^2*c*p^2-1710*b^2 *c*p*q-10000*b^2*c*p*r+31368*b^2*c*p*x-24*b^2*c*q^2-1710*b^2*c*q*r+8384*b^2*c*q *x-5000*b^2*c*r^2+33780*b^2*c*r*x-19160*b^2*c*x^2-1174*b^2*g^2*p-1174*b^2*g^2*r -2327*b^2*g*p^2-714*b^2*g*p*q-4654*b^2*g*p*r+10016*b^2*g*p*x-714*b^2*g*q*r+1472 *b^2*g*q*x-2327*b^2*g*r^2+11656*b^2*g*r*x-1154*b^2*p^3-704*b^2*p^2*q-3462*b^2*p ^2*r+10028*b^2*p^2*x-40*b^2*p*q^2-1408*b^2*p*q*r+6608*b^2*p*q*x-3462*b^2*p*r^2+ 21448*b^2*p*r*x-11744*b^2*p*x^2-40*b^2*q^2*r-704*b^2*q*r^2+7668*b^2*q*r*x-4896* b^2*q*x^2-1154*b^2*r^3+11420*b^2*r^2*x-17440*b^2*r*x^2-3704*b*c^4-7176*b*c^3*g-\ 11000*b*c^3*p-2216*b*c^3*q-11000*b*c^3*r+38304*b*c^3*x-4398*b*c^2*g^2-17052*b*c ^2*g*p-2804*b*c^2*g*q-17052*b*c^2*g*r+47376*b*c^2*g*x-11522*b*c^2*p^2-5648*b*c^ 2*p*q-23044*b*c^2*p*r+75640*b*c^2*p*x-290*b*c^2*q^2-5648*b*c^2*q*r+26968*b*c^2* q*x-11522*b*c^2*r^2+82496*b*c^2*r*x-58408*b*c^2*x^2-868*b*c*g^3-7552*b*c*g^2*p-\ 848*b*c*g^2*q-7552*b*c*g^2*r+14112*b*c*g^2*x-12118*b*c*g*p^2-5604*b*c*g*p*q-\ 24236*b*c*g*p*r+64408*b*c*g*p*x-172*b*c*g*q^2-5604*b*c*g*q*r+20960*b*c*g*q*x-\ 12118*b*c*g*r^2+72460*b*c*g*r*x-34436*b*c*g*x^2-5134*b*c*p^3-4394*b*c*p^2*q-\ 15402*b*c*p^2*r+47820*b*c*p^2*x-624*b*c*p*q^2-8788*b*c*p*q*r+39412*b*c*p*q*x-\ 15402*b*c*p*r^2+104790*b*c*p*r*x-69228*b*c*p*x^2-4*b*c*q^3-624*b*c*q^2*r+4320*b *c*q^2*x-4394*b*c*q*r^2+42470*b*c*q*r*x-38828*b*c*q*x^2-5134*b*c*r^3+56970*b*c* r^2*x-91236*b*c*r*x^2+10816*b*c*x^3-888*b*g^3*p-888*b*g^3*r-2690*b*g^2*p^2-1172 *b*g^2*p*q-5380*b*g^2*p*r+10232*b*g^2*p*x-1172*b*g^2*q*r+2624*b*g^2*q*x-2690*b* g^2*r^2+12318*b*g^2*r*x-2752*b*g*p^3-2256*b*g*p^2*q-8256*b*g*p^2*r+20948*b*g*p^ 2*x-282*b*g*p*q^2-4512*b*g*p*q*r+16464*b*g*p*q*x-8256*b*g*p*r^2+46170*b*g*p*r*x -21844*b*g*p*x^2-282*b*g*q^2*r+1120*b*g*q^2*x-2256*b*g*q*r^2+18982*b*g*q*r*x-\ 10672*b*g*q*x^2-2752*b*g*r^3+25222*b*g*r^2*x-32404*b*g*r*x^2-820*b*p^4-1094*b*p ^3*q-3280*b*p^3*r+9672*b*p^3*x-282*b*p^2*q^2-3282*b*p^2*q*r+13624*b*p^2*q*x-\ 4920*b*p^2*r^2+32286*b*p^2*r*x-19616*b*p^2*x^2-8*b*p*q^3-564*b*p*q^2*r+3952*b*p *q^2*x-3282*b*p*q*r^2+28874*b*p*q*r*x-25040*b*p*q*x^2-3280*b*p*r^3+35556*b*p*r^ 2*x-51656*b*p*r*x^2+5408*b*p*x^3-8*b*q^3*r-282*b*q^2*r^2+4552*b*q^2*r*x-5424*b* q^2*x^2-1094*b*q*r^3+15250*b*q*r^2*x-32584*b*q*r*x^2+5408*b*q*x^3-820*b*r^4+ 12942*b*r^3*x-31108*b*r^2*x^2+11600*b*r*x^3-1496*c^5-3892*c^4*g-5328*c^4*p-1392 *c^4*q-5328*c^4*r+18960*c^4*x-3594*c^3*g^2-11600*c^3*g*p-2688*c^3*g*q-11600*c^3 *g*r+35280*c^3*g*x-7258*c^3*p^2-4292*c^3*p*q-14516*c^3*p*r+49416*c^3*p*x-370*c^ 3*q^2-4292*c^3*q*r+20184*c^3*q*x-7258*c^3*r^2+54040*c^3*r*x-41856*c^3*x^2-1423* c^2*g^3-8428*c^2*g^2*p-1644*c^2*g^2*q-8428*c^2*g^2*r+21060*c^2*g^2*x-12237*c^2* g*p^2-6810*c^2*g*p*q-24474*c^2*g*p*r+71148*c^2*g*p*x-465*c^2*g*q^2-6810*c^2*g*q *r+27852*c^2*g*q*x-12237*c^2*g*r^2+78692*c^2*g*r*x-49920*c^2*g*x^2-4700*c^2*p^3 -4712*c^2*p^2*q-14100*c^2*p^2*r+46056*c^2*p^2*x-964*c^2*p*q^2-9424*c^2*p*q*r+ 42384*c^2*p*q*x-14100*c^2*p*r^2+101684*c^2*p*r*x-72840*c^2*p*x^2-24*c^2*q^3-964 *c^2*q^2*r+6600*c^2*q^2*x-4712*c^2*q*r^2+45076*c^2*q*r*x-44952*c^2*q*x^2-4700*c ^2*r^3+55628*c^2*r^2*x-93240*c^2*r*x^2+15104*c^2*x^3-206*c*g^4-2392*c*g^3*p-324 *c*g^3*q-2392*c*g^3*r+4080*c*g^3*x-6004*c*g^2*p^2-3218*c*g^2*p*q-12008*c*g^2*p* r+29364*c*g^2*p*x-140*c*g^2*q^2-3218*c*g^2*q*r+10896*c*g^2*q*x-6004*c*g^2*r^2+ 33340*c*g^2*r*x-14496*c*g^2*x^2-5502*c*g*p^3-5244*c*g*p^2*q-16506*c*g*p^2*r+ 45608*c*g*p^2*x-968*c*g*p*q^2-10488*c*g*p*q*r+40808*c*g*p*q*x-16506*c*g*p*r^2+ 100626*c*g*p*r*x-60148*c*g*p*x^2-14*c*g*q^3-968*c*g*q^2*r+5744*c*g*q^2*x-5244*c *g*q*r^2+44278*c*g*q*r*x-35516*c*g*q*x^2-5502*c*g*r^3+55018*c*g*r^2*x-79884*c*g *r*x^2+8704*c*g*x^3-1428*c*p^4-2170*c*p^3*q-5712*c*p^3*r+18156*c*p^3*x-792*c*p^ 2*q^2-6510*c*p^2*q*r+27936*c*p^2*q*x-8568*c*p^2*r^2+61102*c*p^2*r*x-40308*c*p^2 *x^2-50*c*p*q^3-1584*c*p*q^2*r+10404*c*p*q^2*x-6510*c*p*q*r^2+59640*c*p*q*r*x-\ 55008*c*p*q*x^2-5712*c*p*r^3+67736*c*p*r^2*x-104568*c*p*r*x^2+14528*c*p*x^3-50* c*q^3*r+624*c*q^3*x-792*c*q^2*r^2+10874*c*q^2*r*x-14700*c*q^2*x^2-2170*c*q*r^3+ 31704*c*q*r^2*x-68448*c*q*r*x^2+14528*c*q*x^3-1428*c*r^4+24790*c*r^3*x-64332*c* r^2*x^2+25760*c*r*x^3-206*g^4*p-206*g^4*r-850*g^3*p^2-443*g^3*p*q-1700*g^3*p*r+ 3072*g^3*p*x-443*g^3*q*r+1008*g^3*q*x-850*g^3*r^2+3752*g^3*r*x-1382*g^2*p^3-\ 1283*g^2*p^2*q-4146*g^2*p^2*r+9720*g^2*p^2*x-219*g^2*p*q^2-2566*g^2*p*q*r+8472* g^2*p*q*x-4146*g^2*p*r^2+21410*g^2*p*r*x-9464*g^2*p*x^2-219*g^2*q^2*r+1008*g^2* q^2*x-1283*g^2*q*r^2+9632*g^2*q*r*x-5032*g^2*q*x^2-1382*g^2*r^3+11690*g^2*r^2*x -13896*g^2*r*x^2-882*g*p^4-1284*g*p^3*q-3528*g*p^3*r+9300*g*p^3*x-424*g*p^2*q^2 -3852*g*p^2*q*r+14028*g*p^2*q*x-5292*g*p^2*r^2+31196*g*p^2*r*x-17216*g*p^2*x^2-\ 22*g*p*q^3-848*g*p*q^2*r+4920*g*p*q^2*x-3852*g*p*q*r^2+29992*g*p*q*r*x-22872*g* p*q*x^2-3528*g*p*r^3+34492*g*p*r^2*x-45536*g*p*r*x^2+4352*g*p*x^3-22*g*q^3*r+ 192*g*q^3*x-424*g*q^2*r^2+5396*g*q^2*r*x-5656*g*q^2*x^2-1284*g*q*r^3+15964*g*q* r^2*x-29992*g*q*r*x^2+4352*g*q*x^3-882*g*r^4+12596*g*r^3*x-27708*g*r^2*x^2+9344 *g*r*x^3-160*p^5-344*p^4*q-800*p^4*r+2556*p^4*x-208*p^3*q^2-1376*p^3*q*r+5736*p ^3*q*x-1600*p^3*r^2+11650*p^3*r*x-7176*p^3*x^2-24*p^2*q^3-624*p^2*q^2*r+3804*p^ 2*q^2*x-2064*p^2*q*r^2+18744*p^2*q*r*x-15696*p^2*q*x^2-1600*p^2*r^3+19614*p^2*r ^2*x-28200*p^2*r*x^2+3488*p^2*x^3-48*p*q^3*r+624*p*q^3*x-624*p*q^2*r^2+7782*p*q ^2*r*x-9864*p*q^2*x^2-1376*p*q*r^3+20280*p*q*r^2*x-39888*p*q*r*x^2+6976*p*q*x^3 -800*p*r^4+14502*p*r^3*x-35652*p*r^2*x^2+12160*p*r*x^3-24*q^3*r^2+688*q^3*r*x-\ 1344*q^3*x^2-208*q^2*r^3+3978*q^2*r^2*x-11688*q^2*r*x^2+3488*q^2*x^3-344*q*r^4+ 7272*q*r^3*x-23676*q*r^2*x^2+12160*q*r*x^3-160*r^5+3982*r^4*x-14628*r^3*x^2+ 9056*r^2*x^3-2768*a^3*c-2352*a^3*p-876*a^3*q-2352*a^3*r-5072*a^2*b*c-4076*a^2*b *p-844*a^2*b*q-4076*a^2*b*r-8640*a^2*c^2-5148*a^2*c*g-13356*a^2*c*p-3804*a^2*c* q-13356*a^2*c*r+14896*a^2*c*x-4120*a^2*g*p-1154*a^2*g*q-4120*a^2*g*r-5104*a^2*p ^2-3218*a^2*p*q-10208*a^2*p*r+12816*a^2*p*x-268*a^2*q^2-3218*a^2*q*r+4816*a^2*q *x-5104*a^2*r^2+14744*a^2*r*x-2560*a*b^2*c-2132*a*b^2*p-112*a*b^2*q-2132*a*b^2* r-10600*a*b*c^2-6404*a*b*c*g-16756*a*b*c*p-2824*a*b*c*q-16756*a*b*c*r+22320*a*b *c*x-5678*a*b*g*p-528*a*b*g*q-5678*a*b*g*r-6170*a*b*p^2-2822*a*b*p*q-12340*a*b* p*r+17792*a*b*p*x-72*a*b*q^2-2822*a*b*q*r+4096*a*b*q*x-6170*a*b*r^2+20688*a*b*r *x-9032*a*c^3-10984*a*c^2*g-20428*a*c^2*p-5044*a*c^2*q-20428*a*c^2*r+35408*a*c^ 2*x-3234*a*c*g^2-17216*a*c*g*p-3704*a*c*g*q-17216*a*c*g*r+20680*a*c*g*x-14886*a *c*p^2-8486*a*c*p*q-29772*a*c*p*r+52104*a*c*p*x-608*a*c*q^2-8486*a*c*q*r+19264* a*c*q*x-14886*a*c*r^2+58364*a*c*r*x-17424*a*c*x^2-2784*a*g^2*p-380*a*g^2*q-2784 *a*g^2*r-6396*a*g*p^2-3624*a*g*p*q-12792*a*g*p*r+17192*a*g*p*x-164*a*g*q^2-3624 *a*g*q*r+5408*a*g*q*x-6396*a*g*r^2+20112*a*g*r*x-3500*a*p^3-3362*a*p^2*q-10500* a*p^2*r+17688*a*p^2*x-618*a*p*q^2-6724*a*p*q*r+15888*a*p*q*x-10500*a*p*r^2+ 38716*a*p*r*x-12384*a*p*x^2-8*a*q^3-618*a*q^2*r+1952*a*q^2*x-3362*a*q*r^2+17732 *a*q*r*x-6192*a*q*x^2-3500*a*r^3+21028*a*r^2*x-19008*a*r*x^2-256*b^3*c-264*b^3* p-264*b^3*r-2648*b^2*c^2-1568*b^2*c*g-4572*b^2*c*p-288*b^2*c*q-4572*b^2*c*r+ 8000*b^2*c*x-1640*b^2*g*p-1640*b^2*g*r-1662*b^2*p^2-396*b^2*p*q-3324*b^2*p*r+ 5696*b^2*p*x-396*b^2*q*r-1662*b^2*r^2+6472*b^2*r*x-5552*b*c^3-6808*b*c^2*g-\ 13204*b*c^2*p-2004*b*c^2*q-13204*b*c^2*r+27136*b*c^2*x-2016*b*c*g^2-11808*b*c*g *p-1184*b*c*g*q-11808*b*c*g*r+16064*b*c*g*x-9578*b*c*p^2-3954*b*c*p*q-19156*b*c *p*r+38104*b*c*p*x-96*b*c*q^2-3954*b*c*q*r+10144*b*c*q*x-9578*b*c*r^2+42260*b*c *r*x-15024*b*c*x^2-2086*b*g^2*p-2086*b*g^2*r-4302*b*g*p^2-1634*b*g*p*q-8604*b*g *p*r+12352*b*g*p*x-1634*b*g*q*r+1792*b*g*q*x-4302*b*g*r^2+14660*b*g*r*x-2230*b* p^3-1638*b*p^2*q-6690*b*p^2*r+12648*b*p^2*x-156*b*p*q^2-3276*b*p*q*r+8896*b*p*q *x-6690*b*p*r^2+27516*b*p*r*x-10032*b*p*x^2-156*b*q^2*r-1638*b*q*r^2+10356*b*q* r*x-3840*b*q*x^2-2230*b*r^3+14868*b*r^2*x-15792*b*r*x^2-3160*c^4-5880*c^3*g-\ 9484*c^3*p-2116*c^3*q-9484*c^3*r+20928*c^3*x-3510*c^2*g^2-13906*c^2*g*p-2594*c^ 2*g*q-13906*c^2*g*r+24960*c^2*g*x-10148*c^2*p^2-5352*c^2*p*q-20296*c^2*p*r+ 43392*c^2*p*x-340*c^2*q^2-5352*c^2*q*r+15504*c^2*q*x-10148*c^2*r^2+47784*c^2*r* x-22656*c^2*x^2-680*c*g^3-5942*c*g^2*p-768*c*g^2*q-5942*c*g^2*r+7248*c*g^2*x-\ 10116*c*g*p^2-5044*c*g*p*q-20232*c*g*p*r+36232*c*g*p*x-200*c*g*q^2-5044*c*g*q*r +11600*c*g*q*x-10116*c*g*r^2+40860*c*g*r*x-13056*c*g*x^2-4622*c*p^3-4196*c*p^2* q-13866*c*p^2*r+28296*c*p^2*x-694*c*p*q^2-8392*c*p*q*r+24024*c*p*q*x-13866*c*p* r^2+62196*c*p*r*x-28272*c*p*x^2-8*c*q^3-694*c*q^2*r+2688*c*q^2*x-4196*c*q*r^2+ 26076*c*q*r*x-15312*c*q*x^2-4622*c*r^3+33900*c*r^2*x-38640*c*r*x^2+3072*c*x^3-\ 680*g^3*p-680*g^3*r-2164*g^2*p^2-1036*g^2*p*q-4328*g^2*p*r+5840*g^2*p*x-1036*g^ 2*q*r+1408*g^2*q*x-2164*g^2*r^2+7048*g^2*r*x-2376*g*p^3-2064*g*p^2*q-7128*g*p^2 *r+12264*g*p^2*x-300*g*p*q^2-4128*g*p*q*r+9904*g*p*q*x-7128*g*p*r^2+26844*g*p*r *x-9024*g*p*x^2-300*g*q^2*r+704*g*q^2*x-2064*g*q*r^2+11300*g*q*r*x-4032*g*q*x^2 -2376*g*r^3+14580*g*r^2*x-14016*g*r*x^2-748*p^4-1048*p^3*q-2992*p^3*r+5832*p^3* x-312*p^2*q^2-3144*p^2*q*r+8520*p^2*q*x-4488*p^2*r^2+19532*p^2*r*x-8256*p^2*x^2 -12*p*q^3-624*p*q^2*r+2688*p*q^2*x-3144*p*q*r^2+18112*p*q*r*x-10464*p*q*x^2-\ 2992*p*r^3+21568*p*r^2*x-22272*p*r*x^2+1536*p*x^3-12*q^3*r-312*q^2*r^2+3020*q^2 *r*x-2208*q^2*x^2-1048*q*r^3+9592*q*r^2*x-14208*q*r*x^2+1536*q*x^3-748*r^4+7868 *r^3*x-13584*r^2*x^2+3840*r*x^3-3176*a^2*c-2640*a^2*p-712*a^2*q-2640*a^2*r-3624 *a*b*c-3152*a*b*p-256*a*b*q-3152*a*b*r-6648*a*c^2-3916*a*c*g-10628*a*c*p-2160*a *c*q-10628*a*c*r+9312*a*c*x-3368*a*g*p-448*a*g*q-3368*a*g*r-4088*a*p^2-2108*a*p *q-8176*a*p*r+8544*a*p*x-80*a*q^2-2108*a*q*r+1920*a*q*x-4088*a*r^2+9920*a*r*x-\ 736*b^2*c-776*b^2*p-776*b^2*r-3776*b*c^2-2208*b*c*g-6588*b*c*p-560*b*c*q-6588*b *c*r+6912*b*c*x-2308*b*g*p-2308*b*g*r-2464*b*p^2-772*b*p*q-4928*b*p*r+5760*b*p* x-772*b*q*r-2464*b*r^2+6704*b*r*x-3488*c^3-4160*c^2*g-8352*c^2*p-1464*c^2*q-\ 8352*c^2*r+11328*c^2*x-1208*c*g^2-7116*c*g*p-856*c*g*q-7116*c*g*r+6528*c*g*x-\ 6228*c*p^2-2844*c*p*q-12456*c*p*r+17376*c*p*x-96*c*q^2-2844*c*q*r+4416*c*q*x-\ 6228*c*r^2+19440*c*r*x-4608*c*x^2-1208*g^2*p-1208*g^2*r-2672*g*p^2-1140*g*p*q-\ 5344*g*p*r+5760*g*p*x-1140*g*q*r+768*g*q*x-2672*g*r^2+6848*g*r*x-1496*p^3-1204* p^2*q-4488*p^2*r+6048*p^2*x-140*p*q^2-2408*p*q*r+4416*p*q*x-4488*p*r^2+13136*p* r*x-3456*p*x^2-140*q^2*r-1204*q*r^2+5072*q*r*x-1152*q*x^2-1496*r^3+7088*r^2*x-\ 5760*r*x^2-1808*a*c-1568*a*p-192*a*q-1568*a*r-896*b*c-944*b*p-944*b*r-1888*c^2-\ 1088*c*g-3280*c*p-352*c*q-3280*c*r+2304*c*x-1088*g*p-1088*g*r-1280*p^2-464*p*q-\ 2560*p*r+2304*p*x-464*q*r-1280*r^2+2688*r*x-384*c-384*p-384*r)*dx-r*(r-1)*(32*a ^6*c*x^2+16*a^6*p*x^2+16*a^6*q*x^2+16*a^6*r*x^2+192*a^5*b*c*x^2+96*a^5*b*p*x^2+ 96*a^5*b*q*x^2+96*a^5*b*r*x^2+256*a^5*c^2*x^2+160*a^5*c*g*x^2+240*a^5*c*p*x^2+ 240*a^5*c*q*x^2+272*a^5*c*r*x^2+80*a^5*g*p*x^2+80*a^5*g*q*x^2+80*a^5*g*r*x^2+56 *a^5*p^2*x^2+112*a^5*p*q*x^2+128*a^5*p*r*x^2+56*a^5*q^2*x^2+128*a^5*q*r*x^2+72* a^5*r^2*x^2+480*a^4*b^2*c*x^2+240*a^4*b^2*p*x^2+240*a^4*b^2*q*x^2+240*a^4*b^2*r *x^2+1280*a^4*b*c^2*x^2+800*a^4*b*c*g*x^2+1200*a^4*b*c*p*x^2+1200*a^4*b*c*q*x^2 +1360*a^4*b*c*r*x^2+400*a^4*b*g*p*x^2+400*a^4*b*g*q*x^2+400*a^4*b*g*r*x^2+280*a ^4*b*p^2*x^2+560*a^4*b*p*q*x^2+640*a^4*b*p*r*x^2+280*a^4*b*q^2*x^2+640*a^4*b*q* r*x^2+360*a^4*b*r^2*x^2+832*a^4*c^3*x^2+1072*a^4*c^2*g*x^2+1136*a^4*c^2*p*x^2+ 1136*a^4*c^2*q*x^2+1328*a^4*c^2*r*x^2+328*a^4*c*g^2*x^2+1008*a^4*c*g*p*x^2+1008 *a^4*c*g*q*x^2+1136*a^4*c*g*r*x^2+512*a^4*c*p^2*x^2+1024*a^4*c*p*q*x^2+1200*a^4 *c*p*r*x^2+512*a^4*c*q^2*x^2+1200*a^4*c*q*r*x^2+720*a^4*c*r^2*x^2+164*a^4*g^2*p *x^2+164*a^4*g^2*q*x^2+164*a^4*g^2*r*x^2+236*a^4*g*p^2*x^2+472*a^4*g*p*q*x^2+ 536*a^4*g*p*r*x^2+236*a^4*g*q^2*x^2+536*a^4*g*q*r*x^2+300*a^4*g*r^2*x^2+76*a^4* p^3*x^2+228*a^4*p^2*q*x^2+268*a^4*p^2*r*x^2+228*a^4*p*q^2*x^2+536*a^4*p*q*r*x^2 +324*a^4*p*r^2*x^2+76*a^4*q^3*x^2+268*a^4*q^2*r*x^2+324*a^4*q*r^2*x^2+132*a^4*r ^3*x^2+640*a^3*b^3*c*x^2+320*a^3*b^3*p*x^2+320*a^3*b^3*q*x^2+320*a^3*b^3*r*x^2+ 2560*a^3*b^2*c^2*x^2+1600*a^3*b^2*c*g*x^2+2400*a^3*b^2*c*p*x^2+2400*a^3*b^2*c*q *x^2+2720*a^3*b^2*c*r*x^2+800*a^3*b^2*g*p*x^2+800*a^3*b^2*g*q*x^2+800*a^3*b^2*g *r*x^2+560*a^3*b^2*p^2*x^2+1120*a^3*b^2*p*q*x^2+1280*a^3*b^2*p*r*x^2+560*a^3*b^ 2*q^2*x^2+1280*a^3*b^2*q*r*x^2+720*a^3*b^2*r^2*x^2+3328*a^3*b*c^3*x^2+4288*a^3* b*c^2*g*x^2+4544*a^3*b*c^2*p*x^2+4544*a^3*b*c^2*q*x^2+5312*a^3*b*c^2*r*x^2+1312 *a^3*b*c*g^2*x^2+4032*a^3*b*c*g*p*x^2+4032*a^3*b*c*g*q*x^2+4544*a^3*b*c*g*r*x^2 +2048*a^3*b*c*p^2*x^2+4096*a^3*b*c*p*q*x^2+4800*a^3*b*c*p*r*x^2+2048*a^3*b*c*q^ 2*x^2+4800*a^3*b*c*q*r*x^2+2880*a^3*b*c*r^2*x^2+656*a^3*b*g^2*p*x^2+656*a^3*b*g ^2*q*x^2+656*a^3*b*g^2*r*x^2+944*a^3*b*g*p^2*x^2+1888*a^3*b*g*p*q*x^2+2144*a^3* b*g*p*r*x^2+944*a^3*b*g*q^2*x^2+2144*a^3*b*g*q*r*x^2+1200*a^3*b*g*r^2*x^2+304*a ^3*b*p^3*x^2+912*a^3*b*p^2*q*x^2+1072*a^3*b*p^2*r*x^2+912*a^3*b*p*q^2*x^2+2144* a^3*b*p*q*r*x^2+1296*a^3*b*p*r^2*x^2+304*a^3*b*q^3*x^2+1072*a^3*b*q^2*r*x^2+ 1296*a^3*b*q*r^2*x^2+528*a^3*b*r^3*x^2+1408*a^3*c^4*x^2+2816*a^3*c^3*g*x^2+2512 *a^3*c^3*p*x^2+2512*a^3*c^3*q*x^2+2960*a^3*c^3*r*x^2+1760*a^3*c^2*g^2*x^2+3872* a^3*c^2*g*p*x^2+3872*a^3*c^2*g*q*x^2+4504*a^3*c^2*g*r*x^2+1656*a^3*c^2*p^2*x^2+ 3312*a^3*c^2*p*q*x^2+3904*a^3*c^2*p*r*x^2+1656*a^3*c^2*q^2*x^2+3904*a^3*c^2*q*r *x^2+2376*a^3*c^2*r^2*x^2+352*a^3*c*g^3*x^2+1660*a^3*c*g^2*p*x^2+1660*a^3*c*g^2 *q*x^2+1864*a^3*c*g^2*r*x^2+1760*a^3*c*g*p^2*x^2+3520*a^3*c*g*p*q*x^2+4100*a^3* c*g*p*r*x^2+1760*a^3*c*g*q^2*x^2+4100*a^3*c*g*q*r*x^2+2436*a^3*c*g*r^2*x^2+476* a^3*c*p^3*x^2+1428*a^3*c*p^2*q*x^2+1684*a^3*c*p^2*r*x^2+1428*a^3*c*p*q^2*x^2+ 3368*a^3*c*p*q*r*x^2+2052*a^3*c*p*r^2*x^2+476*a^3*c*q^3*x^2+1684*a^3*c*q^2*r*x^ 2+2052*a^3*c*q*r^2*x^2+844*a^3*c*r^3*x^2+176*a^3*g^3*p*x^2+176*a^3*g^3*q*x^2+ 176*a^3*g^3*r*x^2+390*a^3*g^2*p^2*x^2+780*a^3*g^2*p*q*x^2+882*a^3*g^2*p*r*x^2+ 390*a^3*g^2*q^2*x^2+882*a^3*g^2*q*r*x^2+492*a^3*g^2*r^2*x^2+264*a^3*g*p^3*x^2+ 792*a^3*g*p^2*q*x^2+924*a^3*g*p^2*r*x^2+792*a^3*g*p*q^2*x^2+1848*a^3*g*p*q*r*x^ 2+1104*a^3*g*p*r^2*x^2+264*a^3*g*q^3*x^2+924*a^3*g*q^2*r*x^2+1104*a^3*g*q*r^2*x ^2+444*a^3*g*r^3*x^2+50*a^3*p^4*x^2+200*a^3*p^3*q*x^2+236*a^3*p^3*r*x^2+300*a^3 *p^2*q^2*x^2+708*a^3*p^2*q*r*x^2+432*a^3*p^2*r^2*x^2+200*a^3*p*q^3*x^2+708*a^3* p*q^2*r*x^2+864*a^3*p*q*r^2*x^2+356*a^3*p*r^3*x^2+50*a^3*q^4*x^2+236*a^3*q^3*r* x^2+432*a^3*q^2*r^2*x^2+356*a^3*q*r^3*x^2+110*a^3*r^4*x^2+480*a^2*b^4*c*x^2+240 *a^2*b^4*p*x^2+240*a^2*b^4*q*x^2+240*a^2*b^4*r*x^2+2560*a^2*b^3*c^2*x^2+1600*a^ 2*b^3*c*g*x^2+2400*a^2*b^3*c*p*x^2+2400*a^2*b^3*c*q*x^2+2720*a^2*b^3*c*r*x^2+ 800*a^2*b^3*g*p*x^2+800*a^2*b^3*g*q*x^2+800*a^2*b^3*g*r*x^2+560*a^2*b^3*p^2*x^2 +1120*a^2*b^3*p*q*x^2+1280*a^2*b^3*p*r*x^2+560*a^2*b^3*q^2*x^2+1280*a^2*b^3*q*r *x^2+720*a^2*b^3*r^2*x^2+4992*a^2*b^2*c^3*x^2+6432*a^2*b^2*c^2*g*x^2+6816*a^2*b ^2*c^2*p*x^2+6816*a^2*b^2*c^2*q*x^2+7968*a^2*b^2*c^2*r*x^2+1968*a^2*b^2*c*g^2*x ^2+6048*a^2*b^2*c*g*p*x^2+6048*a^2*b^2*c*g*q*x^2+6816*a^2*b^2*c*g*r*x^2+3072*a^ 2*b^2*c*p^2*x^2+6144*a^2*b^2*c*p*q*x^2+7200*a^2*b^2*c*p*r*x^2+3072*a^2*b^2*c*q^ 2*x^2+7200*a^2*b^2*c*q*r*x^2+4320*a^2*b^2*c*r^2*x^2+984*a^2*b^2*g^2*p*x^2+984*a ^2*b^2*g^2*q*x^2+984*a^2*b^2*g^2*r*x^2+1416*a^2*b^2*g*p^2*x^2+2832*a^2*b^2*g*p* q*x^2+3216*a^2*b^2*g*p*r*x^2+1416*a^2*b^2*g*q^2*x^2+3216*a^2*b^2*g*q*r*x^2+1800 *a^2*b^2*g*r^2*x^2+456*a^2*b^2*p^3*x^2+1368*a^2*b^2*p^2*q*x^2+1608*a^2*b^2*p^2* r*x^2+1368*a^2*b^2*p*q^2*x^2+3216*a^2*b^2*p*q*r*x^2+1944*a^2*b^2*p*r^2*x^2+456* a^2*b^2*q^3*x^2+1608*a^2*b^2*q^2*r*x^2+1944*a^2*b^2*q*r^2*x^2+792*a^2*b^2*r^3*x ^2+4224*a^2*b*c^4*x^2+8448*a^2*b*c^3*g*x^2+7536*a^2*b*c^3*p*x^2+7536*a^2*b*c^3* q*x^2+8880*a^2*b*c^3*r*x^2+5280*a^2*b*c^2*g^2*x^2+11616*a^2*b*c^2*g*p*x^2+11616 *a^2*b*c^2*g*q*x^2+13512*a^2*b*c^2*g*r*x^2+4968*a^2*b*c^2*p^2*x^2+9936*a^2*b*c^ 2*p*q*x^2+11712*a^2*b*c^2*p*r*x^2+4968*a^2*b*c^2*q^2*x^2+11712*a^2*b*c^2*q*r*x^ 2+7128*a^2*b*c^2*r^2*x^2+1056*a^2*b*c*g^3*x^2+4980*a^2*b*c*g^2*p*x^2+4980*a^2*b *c*g^2*q*x^2+5592*a^2*b*c*g^2*r*x^2+5280*a^2*b*c*g*p^2*x^2+10560*a^2*b*c*g*p*q* x^2+12300*a^2*b*c*g*p*r*x^2+5280*a^2*b*c*g*q^2*x^2+12300*a^2*b*c*g*q*r*x^2+7308 *a^2*b*c*g*r^2*x^2+1428*a^2*b*c*p^3*x^2+4284*a^2*b*c*p^2*q*x^2+5052*a^2*b*c*p^2 *r*x^2+4284*a^2*b*c*p*q^2*x^2+10104*a^2*b*c*p*q*r*x^2+6156*a^2*b*c*p*r^2*x^2+ 1428*a^2*b*c*q^3*x^2+5052*a^2*b*c*q^2*r*x^2+6156*a^2*b*c*q*r^2*x^2+2532*a^2*b*c *r^3*x^2+528*a^2*b*g^3*p*x^2+528*a^2*b*g^3*q*x^2+528*a^2*b*g^3*r*x^2+1170*a^2*b *g^2*p^2*x^2+2340*a^2*b*g^2*p*q*x^2+2646*a^2*b*g^2*p*r*x^2+1170*a^2*b*g^2*q^2*x ^2+2646*a^2*b*g^2*q*r*x^2+1476*a^2*b*g^2*r^2*x^2+792*a^2*b*g*p^3*x^2+2376*a^2*b *g*p^2*q*x^2+2772*a^2*b*g*p^2*r*x^2+2376*a^2*b*g*p*q^2*x^2+5544*a^2*b*g*p*q*r*x ^2+3312*a^2*b*g*p*r^2*x^2+792*a^2*b*g*q^3*x^2+2772*a^2*b*g*q^2*r*x^2+3312*a^2*b *g*q*r^2*x^2+1332*a^2*b*g*r^3*x^2+150*a^2*b*p^4*x^2+600*a^2*b*p^3*q*x^2+708*a^2 *b*p^3*r*x^2+900*a^2*b*p^2*q^2*x^2+2124*a^2*b*p^2*q*r*x^2+1296*a^2*b*p^2*r^2*x^ 2+600*a^2*b*p*q^3*x^2+2124*a^2*b*p*q^2*r*x^2+2592*a^2*b*p*q*r^2*x^2+1068*a^2*b* p*r^3*x^2+150*a^2*b*q^4*x^2+708*a^2*b*q^3*r*x^2+1296*a^2*b*q^2*r^2*x^2+1068*a^2 *b*q*r^3*x^2+330*a^2*b*r^4*x^2+1312*a^2*c^5*x^2+3632*a^2*c^4*g*x^2+2880*a^2*c^4 *p*x^2+2880*a^2*c^4*q*x^2+3392*a^2*c^4*r*x^2+3480*a^2*c^3*g^2*x^2+6560*a^2*c^3* g*p*x^2+6560*a^2*c^3*g*q*x^2+7720*a^2*c^3*g*r*x^2+2480*a^2*c^3*p^2*x^2+4960*a^2 *c^3*p*q*x^2+5840*a^2*c^3*p*r*x^2+2480*a^2*c^3*q^2*x^2+5840*a^2*c^3*q*r*x^2+ 3552*a^2*c^3*r^2*x^2+1412*a^2*c^2*g^3*x^2+4816*a^2*c^2*g^2*p*x^2+4816*a^2*c^2*g ^2*q*x^2+5592*a^2*c^2*g^2*r*x^2+4392*a^2*c^2*g*p^2*x^2+8784*a^2*c^2*g*p*q*x^2+ 10328*a^2*c^2*g*p*r*x^2+4392*a^2*c^2*g*q^2*x^2+10328*a^2*c^2*g*q*r*x^2+6252*a^2 *c^2*g*r^2*x^2+1040*a^2*c^2*p^3*x^2+3120*a^2*c^2*p^2*q*x^2+3672*a^2*c^2*p^2*r*x ^2+3120*a^2*c^2*p*q^2*x^2+7344*a^2*c^2*p*q*r*x^2+4464*a^2*c^2*p*r^2*x^2+1040*a^ 2*c^2*q^3*x^2+3672*a^2*c^2*q^2*r*x^2+4464*a^2*c^2*q*r^2*x^2+1832*a^2*c^2*r^3*x^ 2+208*a^2*c*g^4*x^2+1336*a^2*c*g^3*p*x^2+1336*a^2*c*g^3*q*x^2+1498*a^2*c*g^3*r* x^2+2206*a^2*c*g^2*p^2*x^2+4412*a^2*c*g^2*p*q*x^2+5126*a^2*c*g^2*p*r*x^2+2206*a ^2*c*g^2*q^2*x^2+5126*a^2*c*g^2*q*r*x^2+3030*a^2*c*g^2*r^2*x^2+1288*a^2*c*g*p^3 *x^2+3864*a^2*c*g*p^2*q*x^2+4538*a^2*c*g*p^2*r*x^2+3864*a^2*c*g*p*q^2*x^2+9076* a^2*c*g*p*q*r*x^2+5490*a^2*c*g*p*r^2*x^2+1288*a^2*c*g*q^3*x^2+4538*a^2*c*g*q^2* r*x^2+5490*a^2*c*g*q*r^2*x^2+2240*a^2*c*g*r^3*x^2+210*a^2*c*p^4*x^2+840*a^2*c*p ^3*q*x^2+988*a^2*c*p^3*r*x^2+1260*a^2*c*p^2*q^2*x^2+2964*a^2*c*p^2*q*r*x^2+1800 *a^2*c*p^2*r^2*x^2+840*a^2*c*p*q^3*x^2+2964*a^2*c*p*q^2*r*x^2+3600*a^2*c*p*q*r^ 2*x^2+1476*a^2*c*p*r^3*x^2+210*a^2*c*q^4*x^2+988*a^2*c*q^3*r*x^2+1800*a^2*c*q^2 *r^2*x^2+1476*a^2*c*q*r^3*x^2+454*a^2*c*r^4*x^2+104*a^2*g^4*p*x^2+104*a^2*g^4*q *x^2+104*a^2*g^4*r*x^2+315*a^2*g^3*p^2*x^2+630*a^2*g^3*p*q*x^2+711*a^2*g^3*p*r* x^2+315*a^2*g^3*q^2*x^2+711*a^2*g^3*q*r*x^2+396*a^2*g^3*r^2*x^2+334*a^2*g^2*p^3 *x^2+1002*a^2*g^2*p^2*q*x^2+1165*a^2*g^2*p^2*r*x^2+1002*a^2*g^2*p*q^2*x^2+2330* a^2*g^2*p*q*r*x^2+1383*a^2*g^2*p*r^2*x^2+334*a^2*g^2*q^3*x^2+1165*a^2*g^2*q^2*r *x^2+1383*a^2*g^2*q*r^2*x^2+552*a^2*g^2*r^3*x^2+139*a^2*g*p^4*x^2+556*a^2*g*p^3 *q*x^2+652*a^2*g*p^3*r*x^2+834*a^2*g*p^2*q^2*x^2+1956*a^2*g*p^2*q*r*x^2+1182*a^ 2*g*p^2*r^2*x^2+556*a^2*g*p*q^3*x^2+1956*a^2*g*p*q^2*r*x^2+2364*a^2*g*p*q*r^2*x ^2+964*a^2*g*p*r^3*x^2+139*a^2*g*q^4*x^2+652*a^2*g*q^3*r*x^2+1182*a^2*g*q^2*r^2 *x^2+964*a^2*g*q*r^3*x^2+295*a^2*g*r^4*x^2+16*a^2*p^5*x^2+80*a^2*p^4*q*x^2+94*a ^2*p^4*r*x^2+160*a^2*p^3*q^2*x^2+376*a^2*p^3*q*r*x^2+228*a^2*p^3*r^2*x^2+160*a^ 2*p^2*q^3*x^2+564*a^2*p^2*q^2*r*x^2+684*a^2*p^2*q*r^2*x^2+280*a^2*p^2*r^3*x^2+ 80*a^2*p*q^4*x^2+376*a^2*p*q^3*r*x^2+684*a^2*p*q^2*r^2*x^2+560*a^2*p*q*r^3*x^2+ 172*a^2*p*r^4*x^2+16*a^2*q^5*x^2+94*a^2*q^4*r*x^2+228*a^2*q^3*r^2*x^2+280*a^2*q ^2*r^3*x^2+172*a^2*q*r^4*x^2+42*a^2*r^5*x^2+192*a*b^5*c*x^2+96*a*b^5*p*x^2+96*a *b^5*q*x^2+96*a*b^5*r*x^2+1280*a*b^4*c^2*x^2+800*a*b^4*c*g*x^2+1200*a*b^4*c*p*x ^2+1200*a*b^4*c*q*x^2+1360*a*b^4*c*r*x^2+400*a*b^4*g*p*x^2+400*a*b^4*g*q*x^2+ 400*a*b^4*g*r*x^2+280*a*b^4*p^2*x^2+560*a*b^4*p*q*x^2+640*a*b^4*p*r*x^2+280*a*b ^4*q^2*x^2+640*a*b^4*q*r*x^2+360*a*b^4*r^2*x^2+3328*a*b^3*c^3*x^2+4288*a*b^3*c^ 2*g*x^2+4544*a*b^3*c^2*p*x^2+4544*a*b^3*c^2*q*x^2+5312*a*b^3*c^2*r*x^2+1312*a*b ^3*c*g^2*x^2+4032*a*b^3*c*g*p*x^2+4032*a*b^3*c*g*q*x^2+4544*a*b^3*c*g*r*x^2+ 2048*a*b^3*c*p^2*x^2+4096*a*b^3*c*p*q*x^2+4800*a*b^3*c*p*r*x^2+2048*a*b^3*c*q^2 *x^2+4800*a*b^3*c*q*r*x^2+2880*a*b^3*c*r^2*x^2+656*a*b^3*g^2*p*x^2+656*a*b^3*g^ 2*q*x^2+656*a*b^3*g^2*r*x^2+944*a*b^3*g*p^2*x^2+1888*a*b^3*g*p*q*x^2+2144*a*b^3 *g*p*r*x^2+944*a*b^3*g*q^2*x^2+2144*a*b^3*g*q*r*x^2+1200*a*b^3*g*r^2*x^2+304*a* b^3*p^3*x^2+912*a*b^3*p^2*q*x^2+1072*a*b^3*p^2*r*x^2+912*a*b^3*p*q^2*x^2+2144*a *b^3*p*q*r*x^2+1296*a*b^3*p*r^2*x^2+304*a*b^3*q^3*x^2+1072*a*b^3*q^2*r*x^2+1296 *a*b^3*q*r^2*x^2+528*a*b^3*r^3*x^2+4224*a*b^2*c^4*x^2+8448*a*b^2*c^3*g*x^2+7536 *a*b^2*c^3*p*x^2+7536*a*b^2*c^3*q*x^2+8880*a*b^2*c^3*r*x^2+5280*a*b^2*c^2*g^2*x ^2+11616*a*b^2*c^2*g*p*x^2+11616*a*b^2*c^2*g*q*x^2+13512*a*b^2*c^2*g*r*x^2+4968 *a*b^2*c^2*p^2*x^2+9936*a*b^2*c^2*p*q*x^2+11712*a*b^2*c^2*p*r*x^2+4968*a*b^2*c^ 2*q^2*x^2+11712*a*b^2*c^2*q*r*x^2+7128*a*b^2*c^2*r^2*x^2+1056*a*b^2*c*g^3*x^2+ 4980*a*b^2*c*g^2*p*x^2+4980*a*b^2*c*g^2*q*x^2+5592*a*b^2*c*g^2*r*x^2+5280*a*b^2 *c*g*p^2*x^2+10560*a*b^2*c*g*p*q*x^2+12300*a*b^2*c*g*p*r*x^2+5280*a*b^2*c*g*q^2 *x^2+12300*a*b^2*c*g*q*r*x^2+7308*a*b^2*c*g*r^2*x^2+1428*a*b^2*c*p^3*x^2+4284*a *b^2*c*p^2*q*x^2+5052*a*b^2*c*p^2*r*x^2+4284*a*b^2*c*p*q^2*x^2+10104*a*b^2*c*p* q*r*x^2+6156*a*b^2*c*p*r^2*x^2+1428*a*b^2*c*q^3*x^2+5052*a*b^2*c*q^2*r*x^2+6156 *a*b^2*c*q*r^2*x^2+2532*a*b^2*c*r^3*x^2+528*a*b^2*g^3*p*x^2+528*a*b^2*g^3*q*x^2 +528*a*b^2*g^3*r*x^2+1170*a*b^2*g^2*p^2*x^2+2340*a*b^2*g^2*p*q*x^2+2646*a*b^2*g ^2*p*r*x^2+1170*a*b^2*g^2*q^2*x^2+2646*a*b^2*g^2*q*r*x^2+1476*a*b^2*g^2*r^2*x^2 +792*a*b^2*g*p^3*x^2+2376*a*b^2*g*p^2*q*x^2+2772*a*b^2*g*p^2*r*x^2+2376*a*b^2*g *p*q^2*x^2+5544*a*b^2*g*p*q*r*x^2+3312*a*b^2*g*p*r^2*x^2+792*a*b^2*g*q^3*x^2+ 2772*a*b^2*g*q^2*r*x^2+3312*a*b^2*g*q*r^2*x^2+1332*a*b^2*g*r^3*x^2+150*a*b^2*p^ 4*x^2+600*a*b^2*p^3*q*x^2+708*a*b^2*p^3*r*x^2+900*a*b^2*p^2*q^2*x^2+2124*a*b^2* p^2*q*r*x^2+1296*a*b^2*p^2*r^2*x^2+600*a*b^2*p*q^3*x^2+2124*a*b^2*p*q^2*r*x^2+ 2592*a*b^2*p*q*r^2*x^2+1068*a*b^2*p*r^3*x^2+150*a*b^2*q^4*x^2+708*a*b^2*q^3*r*x ^2+1296*a*b^2*q^2*r^2*x^2+1068*a*b^2*q*r^3*x^2+330*a*b^2*r^4*x^2+2624*a*b*c^5*x ^2+7264*a*b*c^4*g*x^2+5760*a*b*c^4*p*x^2+5760*a*b*c^4*q*x^2+6784*a*b*c^4*r*x^2+ 6960*a*b*c^3*g^2*x^2+13120*a*b*c^3*g*p*x^2+13120*a*b*c^3*g*q*x^2+15440*a*b*c^3* g*r*x^2+4960*a*b*c^3*p^2*x^2+9920*a*b*c^3*p*q*x^2+11680*a*b*c^3*p*r*x^2+4960*a* b*c^3*q^2*x^2+11680*a*b*c^3*q*r*x^2+7104*a*b*c^3*r^2*x^2+2824*a*b*c^2*g^3*x^2+ 9632*a*b*c^2*g^2*p*x^2+9632*a*b*c^2*g^2*q*x^2+11184*a*b*c^2*g^2*r*x^2+8784*a*b* c^2*g*p^2*x^2+17568*a*b*c^2*g*p*q*x^2+20656*a*b*c^2*g*p*r*x^2+8784*a*b*c^2*g*q^ 2*x^2+20656*a*b*c^2*g*q*r*x^2+12504*a*b*c^2*g*r^2*x^2+2080*a*b*c^2*p^3*x^2+6240 *a*b*c^2*p^2*q*x^2+7344*a*b*c^2*p^2*r*x^2+6240*a*b*c^2*p*q^2*x^2+14688*a*b*c^2* p*q*r*x^2+8928*a*b*c^2*p*r^2*x^2+2080*a*b*c^2*q^3*x^2+7344*a*b*c^2*q^2*r*x^2+ 8928*a*b*c^2*q*r^2*x^2+3664*a*b*c^2*r^3*x^2+416*a*b*c*g^4*x^2+2672*a*b*c*g^3*p* x^2+2672*a*b*c*g^3*q*x^2+2996*a*b*c*g^3*r*x^2+4412*a*b*c*g^2*p^2*x^2+8824*a*b*c *g^2*p*q*x^2+10252*a*b*c*g^2*p*r*x^2+4412*a*b*c*g^2*q^2*x^2+10252*a*b*c*g^2*q*r *x^2+6060*a*b*c*g^2*r^2*x^2+2576*a*b*c*g*p^3*x^2+7728*a*b*c*g*p^2*q*x^2+9076*a* b*c*g*p^2*r*x^2+7728*a*b*c*g*p*q^2*x^2+18152*a*b*c*g*p*q*r*x^2+10980*a*b*c*g*p* r^2*x^2+2576*a*b*c*g*q^3*x^2+9076*a*b*c*g*q^2*r*x^2+10980*a*b*c*g*q*r^2*x^2+ 4480*a*b*c*g*r^3*x^2+420*a*b*c*p^4*x^2+1680*a*b*c*p^3*q*x^2+1976*a*b*c*p^3*r*x^ 2+2520*a*b*c*p^2*q^2*x^2+5928*a*b*c*p^2*q*r*x^2+3600*a*b*c*p^2*r^2*x^2+1680*a*b *c*p*q^3*x^2+5928*a*b*c*p*q^2*r*x^2+7200*a*b*c*p*q*r^2*x^2+2952*a*b*c*p*r^3*x^2 +420*a*b*c*q^4*x^2+1976*a*b*c*q^3*r*x^2+3600*a*b*c*q^2*r^2*x^2+2952*a*b*c*q*r^3 *x^2+908*a*b*c*r^4*x^2+208*a*b*g^4*p*x^2+208*a*b*g^4*q*x^2+208*a*b*g^4*r*x^2+ 630*a*b*g^3*p^2*x^2+1260*a*b*g^3*p*q*x^2+1422*a*b*g^3*p*r*x^2+630*a*b*g^3*q^2*x ^2+1422*a*b*g^3*q*r*x^2+792*a*b*g^3*r^2*x^2+668*a*b*g^2*p^3*x^2+2004*a*b*g^2*p^ 2*q*x^2+2330*a*b*g^2*p^2*r*x^2+2004*a*b*g^2*p*q^2*x^2+4660*a*b*g^2*p*q*r*x^2+ 2766*a*b*g^2*p*r^2*x^2+668*a*b*g^2*q^3*x^2+2330*a*b*g^2*q^2*r*x^2+2766*a*b*g^2* q*r^2*x^2+1104*a*b*g^2*r^3*x^2+278*a*b*g*p^4*x^2+1112*a*b*g*p^3*q*x^2+1304*a*b* g*p^3*r*x^2+1668*a*b*g*p^2*q^2*x^2+3912*a*b*g*p^2*q*r*x^2+2364*a*b*g*p^2*r^2*x^ 2+1112*a*b*g*p*q^3*x^2+3912*a*b*g*p*q^2*r*x^2+4728*a*b*g*p*q*r^2*x^2+1928*a*b*g *p*r^3*x^2+278*a*b*g*q^4*x^2+1304*a*b*g*q^3*r*x^2+2364*a*b*g*q^2*r^2*x^2+1928*a *b*g*q*r^3*x^2+590*a*b*g*r^4*x^2+32*a*b*p^5*x^2+160*a*b*p^4*q*x^2+188*a*b*p^4*r *x^2+320*a*b*p^3*q^2*x^2+752*a*b*p^3*q*r*x^2+456*a*b*p^3*r^2*x^2+320*a*b*p^2*q^ 3*x^2+1128*a*b*p^2*q^2*r*x^2+1368*a*b*p^2*q*r^2*x^2+560*a*b*p^2*r^3*x^2+160*a*b *p*q^4*x^2+752*a*b*p*q^3*r*x^2+1368*a*b*p*q^2*r^2*x^2+1120*a*b*p*q*r^3*x^2+344* a*b*p*r^4*x^2+32*a*b*q^5*x^2+188*a*b*q^4*r*x^2+456*a*b*q^3*r^2*x^2+560*a*b*q^2* r^3*x^2+344*a*b*q*r^4*x^2+84*a*b*r^5*x^2+640*a*c^6*x^2+2304*a*c^5*g*x^2+1664*a* c^5*p*x^2+1664*a*c^5*q*x^2+1952*a*c^5*r*x^2+3008*a*c^4*g^2*x^2+5152*a*c^4*g*p*x ^2+5152*a*c^4*g*q*x^2+6096*a*c^4*g*r*x^2+1760*a*c^4*p^2*x^2+3520*a*c^4*p*q*x^2+ 4128*a*c^4*p*r*x^2+1760*a*c^4*q^2*x^2+4128*a*c^4*q*r*x^2+2496*a*c^4*r^2*x^2+ 1856*a*c^3*g^3*x^2+5488*a*c^3*g^2*p*x^2+5488*a*c^3*g^2*q*x^2+6472*a*c^3*g^2*r*x ^2+4544*a*c^3*g*p^2*x^2+9088*a*c^3*g*p*q*x^2+10736*a*c^3*g*p*r*x^2+4544*a*c^3*g *q^2*x^2+10736*a*c^3*g*q*r*x^2+6552*a*c^3*g*r^2*x^2+960*a*c^3*p^3*x^2+2880*a*c^ 3*p^2*q*x^2+3376*a*c^3*p^2*r*x^2+2880*a*c^3*p*q^2*x^2+6752*a*c^3*p*q*r*x^2+4080 *a*c^3*p*r^2*x^2+960*a*c^3*q^3*x^2+3376*a*c^3*q^2*r*x^2+4080*a*c^3*q*r^2*x^2+ 1664*a*c^3*r^3*x^2+552*a*c^2*g^4*x^2+2584*a*c^2*g^3*p*x^2+2584*a*c^2*g^3*q*x^2+ 3004*a*c^2*g^3*r*x^2+3720*a*c^2*g^2*p^2*x^2+7440*a*c^2*g^2*p*q*x^2+8760*a*c^2*g ^2*p*r*x^2+3720*a*c^2*g^2*q^2*x^2+8760*a*c^2*g^2*q*r*x^2+5304*a*c^2*g^2*r^2*x^2 +1968*a*c^2*g*p^3*x^2+5904*a*c^2*g*p^2*q*x^2+6960*a*c^2*g*p^2*r*x^2+5904*a*c^2* g*p*q^2*x^2+13920*a*c^2*g*p*q*r*x^2+8472*a*c^2*g*p*r^2*x^2+1968*a*c^2*g*q^3*x^2 +6960*a*c^2*g*q^2*r*x^2+8472*a*c^2*g*q*r^2*x^2+3480*a*c^2*g*r^3*x^2+280*a*c^2*p ^4*x^2+1120*a*c^2*p^3*q*x^2+1312*a*c^2*p^3*r*x^2+1680*a*c^2*p^2*q^2*x^2+3936*a* c^2*p^2*q*r*x^2+2376*a*c^2*p^2*r^2*x^2+1120*a*c^2*p*q^3*x^2+3936*a*c^2*p*q^2*r* x^2+4752*a*c^2*p*q*r^2*x^2+1936*a*c^2*p*r^3*x^2+280*a*c^2*q^4*x^2+1312*a*c^2*q^ 3*r*x^2+2376*a*c^2*q^2*r^2*x^2+1936*a*c^2*q*r^3*x^2+592*a*c^2*r^4*x^2+64*a*c*g^ 5*x^2+524*a*c*g^4*p*x^2+524*a*c*g^4*q*x^2+588*a*c*g^4*r*x^2+1192*a*c*g^3*p^2*x^ 2+2384*a*c*g^3*p*q*x^2+2772*a*c*g^3*p*r*x^2+1192*a*c*g^3*q^2*x^2+2772*a*c*g^3*q *r*x^2+1638*a*c*g^3*r^2*x^2+1108*a*c*g^2*p^3*x^2+3324*a*c*g^2*p^2*q*x^2+3906*a* c*g^2*p^2*r*x^2+3324*a*c*g^2*p*q^2*x^2+7812*a*c*g^2*p*q*r*x^2+4722*a*c*g^2*p*r^ 2*x^2+1108*a*c*g^2*q^3*x^2+3906*a*c*g^2*q^2*r*x^2+4722*a*c*g^2*q*r^2*x^2+1924*a *c*g^2*r^3*x^2+416*a*c*g*p^4*x^2+1664*a*c*g*p^3*q*x^2+1956*a*c*g*p^3*r*x^2+2496 *a*c*g*p^2*q^2*x^2+5868*a*c*g*p^2*q*r*x^2+3558*a*c*g*p^2*r^2*x^2+1664*a*c*g*p*q ^3*x^2+5868*a*c*g*p*q^2*r*x^2+7116*a*c*g*p*q*r^2*x^2+2912*a*c*g*p*r^3*x^2+416*a *c*g*q^4*x^2+1956*a*c*g*q^3*r*x^2+3558*a*c*g*q^2*r^2*x^2+2912*a*c*g*q*r^3*x^2+ 894*a*c*g*r^4*x^2+40*a*c*p^5*x^2+200*a*c*p^4*q*x^2+234*a*c*p^4*r*x^2+400*a*c*p^ 3*q^2*x^2+936*a*c*p^3*q*r*x^2+564*a*c*p^3*r^2*x^2+400*a*c*p^2*q^3*x^2+1404*a*c* p^2*q^2*r*x^2+1692*a*c*p^2*q*r^2*x^2+688*a*c*p^2*r^3*x^2+200*a*c*p*q^4*x^2+936* a*c*p*q^3*r*x^2+1692*a*c*p*q^2*r^2*x^2+1376*a*c*p*q*r^3*x^2+420*a*c*p*r^4*x^2+ 40*a*c*q^5*x^2+234*a*c*q^4*r*x^2+564*a*c*q^3*r^2*x^2+688*a*c*q^2*r^3*x^2+420*a* c*q*r^4*x^2+102*a*c*r^5*x^2+32*a*g^5*p*x^2+32*a*g^5*q*x^2+32*a*g^5*r*x^2+124*a* g^4*p^2*x^2+248*a*g^4*p*q*x^2+280*a*g^4*p*r*x^2+124*a*g^4*q^2*x^2+280*a*g^4*q*r *x^2+156*a*g^4*r^2*x^2+182*a*g^3*p^3*x^2+546*a*g^3*p^2*q*x^2+635*a*g^3*p^2*r*x^ 2+546*a*g^3*p*q^2*x^2+1270*a*g^3*p*q*r*x^2+753*a*g^3*p*r^2*x^2+182*a*g^3*q^3*x^ 2+635*a*g^3*q^2*r*x^2+753*a*g^3*q*r^2*x^2+300*a*g^3*r^3*x^2+122*a*g^2*p^4*x^2+ 488*a*g^2*p^3*q*x^2+572*a*g^2*p^3*r*x^2+732*a*g^2*p^2*q^2*x^2+1716*a*g^2*p^2*q* r*x^2+1035*a*g^2*p^2*r^2*x^2+488*a*g^2*p*q^3*x^2+1716*a*g^2*p*q^2*r*x^2+2070*a* g^2*p*q*r^2*x^2+842*a*g^2*p*r^3*x^2+122*a*g^2*q^4*x^2+572*a*g^2*q^3*r*x^2+1035* a*g^2*q^2*r^2*x^2+842*a*g^2*q*r^3*x^2+257*a*g^2*r^4*x^2+34*a*g*p^5*x^2+170*a*g* p^4*q*x^2+199*a*g*p^4*r*x^2+340*a*g*p^3*q^2*x^2+796*a*g*p^3*q*r*x^2+480*a*g*p^3 *r^2*x^2+340*a*g*p^2*q^3*x^2+1194*a*g*p^2*q^2*r*x^2+1440*a*g*p^2*q*r^2*x^2+586* a*g*p^2*r^3*x^2+170*a*g*p*q^4*x^2+796*a*g*p*q^3*r*x^2+1440*a*g*p*q^2*r^2*x^2+ 1172*a*g*p*q*r^3*x^2+358*a*g*p*r^4*x^2+34*a*g*q^5*x^2+199*a*g*q^4*r*x^2+480*a*g *q^3*r^2*x^2+586*a*g*q^2*r^3*x^2+358*a*g*q*r^4*x^2+87*a*g*r^5*x^2+2*a*p^6*x^2+ 12*a*p^5*q*x^2+14*a*p^5*r*x^2+30*a*p^4*q^2*x^2+70*a*p^4*q*r*x^2+42*a*p^4*r^2*x^ 2+40*a*p^3*q^3*x^2+140*a*p^3*q^2*r*x^2+168*a*p^3*q*r^2*x^2+68*a*p^3*r^3*x^2+30* a*p^2*q^4*x^2+140*a*p^2*q^3*r*x^2+252*a*p^2*q^2*r^2*x^2+204*a*p^2*q*r^3*x^2+62* a*p^2*r^4*x^2+12*a*p*q^5*x^2+70*a*p*q^4*r*x^2+168*a*p*q^3*r^2*x^2+204*a*p*q^2*r ^3*x^2+124*a*p*q*r^4*x^2+30*a*p*r^5*x^2+2*a*q^6*x^2+14*a*q^5*r*x^2+42*a*q^4*r^2 *x^2+68*a*q^3*r^3*x^2+62*a*q^2*r^4*x^2+30*a*q*r^5*x^2+6*a*r^6*x^2+32*b^6*c*x^2+ 16*b^6*p*x^2+16*b^6*q*x^2+16*b^6*r*x^2+256*b^5*c^2*x^2+160*b^5*c*g*x^2+240*b^5* c*p*x^2+240*b^5*c*q*x^2+272*b^5*c*r*x^2+80*b^5*g*p*x^2+80*b^5*g*q*x^2+80*b^5*g* r*x^2+56*b^5*p^2*x^2+112*b^5*p*q*x^2+128*b^5*p*r*x^2+56*b^5*q^2*x^2+128*b^5*q*r *x^2+72*b^5*r^2*x^2+832*b^4*c^3*x^2+1072*b^4*c^2*g*x^2+1136*b^4*c^2*p*x^2+1136* b^4*c^2*q*x^2+1328*b^4*c^2*r*x^2+328*b^4*c*g^2*x^2+1008*b^4*c*g*p*x^2+1008*b^4* c*g*q*x^2+1136*b^4*c*g*r*x^2+512*b^4*c*p^2*x^2+1024*b^4*c*p*q*x^2+1200*b^4*c*p* r*x^2+512*b^4*c*q^2*x^2+1200*b^4*c*q*r*x^2+720*b^4*c*r^2*x^2+164*b^4*g^2*p*x^2+ 164*b^4*g^2*q*x^2+164*b^4*g^2*r*x^2+236*b^4*g*p^2*x^2+472*b^4*g*p*q*x^2+536*b^4 *g*p*r*x^2+236*b^4*g*q^2*x^2+536*b^4*g*q*r*x^2+300*b^4*g*r^2*x^2+76*b^4*p^3*x^2 +228*b^4*p^2*q*x^2+268*b^4*p^2*r*x^2+228*b^4*p*q^2*x^2+536*b^4*p*q*r*x^2+324*b^ 4*p*r^2*x^2+76*b^4*q^3*x^2+268*b^4*q^2*r*x^2+324*b^4*q*r^2*x^2+132*b^4*r^3*x^2+ 1408*b^3*c^4*x^2+2816*b^3*c^3*g*x^2+2512*b^3*c^3*p*x^2+2512*b^3*c^3*q*x^2+2960* b^3*c^3*r*x^2+1760*b^3*c^2*g^2*x^2+3872*b^3*c^2*g*p*x^2+3872*b^3*c^2*g*q*x^2+ 4504*b^3*c^2*g*r*x^2+1656*b^3*c^2*p^2*x^2+3312*b^3*c^2*p*q*x^2+3904*b^3*c^2*p*r *x^2+1656*b^3*c^2*q^2*x^2+3904*b^3*c^2*q*r*x^2+2376*b^3*c^2*r^2*x^2+352*b^3*c*g ^3*x^2+1660*b^3*c*g^2*p*x^2+1660*b^3*c*g^2*q*x^2+1864*b^3*c*g^2*r*x^2+1760*b^3* c*g*p^2*x^2+3520*b^3*c*g*p*q*x^2+4100*b^3*c*g*p*r*x^2+1760*b^3*c*g*q^2*x^2+4100 *b^3*c*g*q*r*x^2+2436*b^3*c*g*r^2*x^2+476*b^3*c*p^3*x^2+1428*b^3*c*p^2*q*x^2+ 1684*b^3*c*p^2*r*x^2+1428*b^3*c*p*q^2*x^2+3368*b^3*c*p*q*r*x^2+2052*b^3*c*p*r^2 *x^2+476*b^3*c*q^3*x^2+1684*b^3*c*q^2*r*x^2+2052*b^3*c*q*r^2*x^2+844*b^3*c*r^3* x^2+176*b^3*g^3*p*x^2+176*b^3*g^3*q*x^2+176*b^3*g^3*r*x^2+390*b^3*g^2*p^2*x^2+ 780*b^3*g^2*p*q*x^2+882*b^3*g^2*p*r*x^2+390*b^3*g^2*q^2*x^2+882*b^3*g^2*q*r*x^2 +492*b^3*g^2*r^2*x^2+264*b^3*g*p^3*x^2+792*b^3*g*p^2*q*x^2+924*b^3*g*p^2*r*x^2+ 792*b^3*g*p*q^2*x^2+1848*b^3*g*p*q*r*x^2+1104*b^3*g*p*r^2*x^2+264*b^3*g*q^3*x^2 +924*b^3*g*q^2*r*x^2+1104*b^3*g*q*r^2*x^2+444*b^3*g*r^3*x^2+50*b^3*p^4*x^2+200* b^3*p^3*q*x^2+236*b^3*p^3*r*x^2+300*b^3*p^2*q^2*x^2+708*b^3*p^2*q*r*x^2+432*b^3 *p^2*r^2*x^2+200*b^3*p*q^3*x^2+708*b^3*p*q^2*r*x^2+864*b^3*p*q*r^2*x^2+356*b^3* p*r^3*x^2+50*b^3*q^4*x^2+236*b^3*q^3*r*x^2+432*b^3*q^2*r^2*x^2+356*b^3*q*r^3*x^ 2+110*b^3*r^4*x^2+1312*b^2*c^5*x^2+3632*b^2*c^4*g*x^2+2880*b^2*c^4*p*x^2+2880*b ^2*c^4*q*x^2+3392*b^2*c^4*r*x^2+3480*b^2*c^3*g^2*x^2+6560*b^2*c^3*g*p*x^2+6560* b^2*c^3*g*q*x^2+7720*b^2*c^3*g*r*x^2+2480*b^2*c^3*p^2*x^2+4960*b^2*c^3*p*q*x^2+ 5840*b^2*c^3*p*r*x^2+2480*b^2*c^3*q^2*x^2+5840*b^2*c^3*q*r*x^2+3552*b^2*c^3*r^2 *x^2+1412*b^2*c^2*g^3*x^2+4816*b^2*c^2*g^2*p*x^2+4816*b^2*c^2*g^2*q*x^2+5592*b^ 2*c^2*g^2*r*x^2+4392*b^2*c^2*g*p^2*x^2+8784*b^2*c^2*g*p*q*x^2+10328*b^2*c^2*g*p *r*x^2+4392*b^2*c^2*g*q^2*x^2+10328*b^2*c^2*g*q*r*x^2+6252*b^2*c^2*g*r^2*x^2+ 1040*b^2*c^2*p^3*x^2+3120*b^2*c^2*p^2*q*x^2+3672*b^2*c^2*p^2*r*x^2+3120*b^2*c^2 *p*q^2*x^2+7344*b^2*c^2*p*q*r*x^2+4464*b^2*c^2*p*r^2*x^2+1040*b^2*c^2*q^3*x^2+ 3672*b^2*c^2*q^2*r*x^2+4464*b^2*c^2*q*r^2*x^2+1832*b^2*c^2*r^3*x^2+208*b^2*c*g^ 4*x^2+1336*b^2*c*g^3*p*x^2+1336*b^2*c*g^3*q*x^2+1498*b^2*c*g^3*r*x^2+2206*b^2*c *g^2*p^2*x^2+4412*b^2*c*g^2*p*q*x^2+5126*b^2*c*g^2*p*r*x^2+2206*b^2*c*g^2*q^2*x ^2+5126*b^2*c*g^2*q*r*x^2+3030*b^2*c*g^2*r^2*x^2+1288*b^2*c*g*p^3*x^2+3864*b^2* c*g*p^2*q*x^2+4538*b^2*c*g*p^2*r*x^2+3864*b^2*c*g*p*q^2*x^2+9076*b^2*c*g*p*q*r* x^2+5490*b^2*c*g*p*r^2*x^2+1288*b^2*c*g*q^3*x^2+4538*b^2*c*g*q^2*r*x^2+5490*b^2 *c*g*q*r^2*x^2+2240*b^2*c*g*r^3*x^2+210*b^2*c*p^4*x^2+840*b^2*c*p^3*q*x^2+988*b ^2*c*p^3*r*x^2+1260*b^2*c*p^2*q^2*x^2+2964*b^2*c*p^2*q*r*x^2+1800*b^2*c*p^2*r^2 *x^2+840*b^2*c*p*q^3*x^2+2964*b^2*c*p*q^2*r*x^2+3600*b^2*c*p*q*r^2*x^2+1476*b^2 *c*p*r^3*x^2+210*b^2*c*q^4*x^2+988*b^2*c*q^3*r*x^2+1800*b^2*c*q^2*r^2*x^2+1476* b^2*c*q*r^3*x^2+454*b^2*c*r^4*x^2+104*b^2*g^4*p*x^2+104*b^2*g^4*q*x^2+104*b^2*g ^4*r*x^2+315*b^2*g^3*p^2*x^2+630*b^2*g^3*p*q*x^2+711*b^2*g^3*p*r*x^2+315*b^2*g^ 3*q^2*x^2+711*b^2*g^3*q*r*x^2+396*b^2*g^3*r^2*x^2+334*b^2*g^2*p^3*x^2+1002*b^2* g^2*p^2*q*x^2+1165*b^2*g^2*p^2*r*x^2+1002*b^2*g^2*p*q^2*x^2+2330*b^2*g^2*p*q*r* x^2+1383*b^2*g^2*p*r^2*x^2+334*b^2*g^2*q^3*x^2+1165*b^2*g^2*q^2*r*x^2+1383*b^2* g^2*q*r^2*x^2+552*b^2*g^2*r^3*x^2+139*b^2*g*p^4*x^2+556*b^2*g*p^3*q*x^2+652*b^2 *g*p^3*r*x^2+834*b^2*g*p^2*q^2*x^2+1956*b^2*g*p^2*q*r*x^2+1182*b^2*g*p^2*r^2*x^ 2+556*b^2*g*p*q^3*x^2+1956*b^2*g*p*q^2*r*x^2+2364*b^2*g*p*q*r^2*x^2+964*b^2*g*p *r^3*x^2+139*b^2*g*q^4*x^2+652*b^2*g*q^3*r*x^2+1182*b^2*g*q^2*r^2*x^2+964*b^2*g *q*r^3*x^2+295*b^2*g*r^4*x^2+16*b^2*p^5*x^2+80*b^2*p^4*q*x^2+94*b^2*p^4*r*x^2+ 160*b^2*p^3*q^2*x^2+376*b^2*p^3*q*r*x^2+228*b^2*p^3*r^2*x^2+160*b^2*p^2*q^3*x^2 +564*b^2*p^2*q^2*r*x^2+684*b^2*p^2*q*r^2*x^2+280*b^2*p^2*r^3*x^2+80*b^2*p*q^4*x ^2+376*b^2*p*q^3*r*x^2+684*b^2*p*q^2*r^2*x^2+560*b^2*p*q*r^3*x^2+172*b^2*p*r^4* x^2+16*b^2*q^5*x^2+94*b^2*q^4*r*x^2+228*b^2*q^3*r^2*x^2+280*b^2*q^2*r^3*x^2+172 *b^2*q*r^4*x^2+42*b^2*r^5*x^2+640*b*c^6*x^2+2304*b*c^5*g*x^2+1664*b*c^5*p*x^2+ 1664*b*c^5*q*x^2+1952*b*c^5*r*x^2+3008*b*c^4*g^2*x^2+5152*b*c^4*g*p*x^2+5152*b* c^4*g*q*x^2+6096*b*c^4*g*r*x^2+1760*b*c^4*p^2*x^2+3520*b*c^4*p*q*x^2+4128*b*c^4 *p*r*x^2+1760*b*c^4*q^2*x^2+4128*b*c^4*q*r*x^2+2496*b*c^4*r^2*x^2+1856*b*c^3*g^ 3*x^2+5488*b*c^3*g^2*p*x^2+5488*b*c^3*g^2*q*x^2+6472*b*c^3*g^2*r*x^2+4544*b*c^3 *g*p^2*x^2+9088*b*c^3*g*p*q*x^2+10736*b*c^3*g*p*r*x^2+4544*b*c^3*g*q^2*x^2+ 10736*b*c^3*g*q*r*x^2+6552*b*c^3*g*r^2*x^2+960*b*c^3*p^3*x^2+2880*b*c^3*p^2*q*x ^2+3376*b*c^3*p^2*r*x^2+2880*b*c^3*p*q^2*x^2+6752*b*c^3*p*q*r*x^2+4080*b*c^3*p* r^2*x^2+960*b*c^3*q^3*x^2+3376*b*c^3*q^2*r*x^2+4080*b*c^3*q*r^2*x^2+1664*b*c^3* r^3*x^2+552*b*c^2*g^4*x^2+2584*b*c^2*g^3*p*x^2+2584*b*c^2*g^3*q*x^2+3004*b*c^2* g^3*r*x^2+3720*b*c^2*g^2*p^2*x^2+7440*b*c^2*g^2*p*q*x^2+8760*b*c^2*g^2*p*r*x^2+ 3720*b*c^2*g^2*q^2*x^2+8760*b*c^2*g^2*q*r*x^2+5304*b*c^2*g^2*r^2*x^2+1968*b*c^2 *g*p^3*x^2+5904*b*c^2*g*p^2*q*x^2+6960*b*c^2*g*p^2*r*x^2+5904*b*c^2*g*p*q^2*x^2 +13920*b*c^2*g*p*q*r*x^2+8472*b*c^2*g*p*r^2*x^2+1968*b*c^2*g*q^3*x^2+6960*b*c^2 *g*q^2*r*x^2+8472*b*c^2*g*q*r^2*x^2+3480*b*c^2*g*r^3*x^2+280*b*c^2*p^4*x^2+1120 *b*c^2*p^3*q*x^2+1312*b*c^2*p^3*r*x^2+1680*b*c^2*p^2*q^2*x^2+3936*b*c^2*p^2*q*r *x^2+2376*b*c^2*p^2*r^2*x^2+1120*b*c^2*p*q^3*x^2+3936*b*c^2*p*q^2*r*x^2+4752*b* c^2*p*q*r^2*x^2+1936*b*c^2*p*r^3*x^2+280*b*c^2*q^4*x^2+1312*b*c^2*q^3*r*x^2+ 2376*b*c^2*q^2*r^2*x^2+1936*b*c^2*q*r^3*x^2+592*b*c^2*r^4*x^2+64*b*c*g^5*x^2+ 524*b*c*g^4*p*x^2+524*b*c*g^4*q*x^2+588*b*c*g^4*r*x^2+1192*b*c*g^3*p^2*x^2+2384 *b*c*g^3*p*q*x^2+2772*b*c*g^3*p*r*x^2+1192*b*c*g^3*q^2*x^2+2772*b*c*g^3*q*r*x^2 +1638*b*c*g^3*r^2*x^2+1108*b*c*g^2*p^3*x^2+3324*b*c*g^2*p^2*q*x^2+3906*b*c*g^2* p^2*r*x^2+3324*b*c*g^2*p*q^2*x^2+7812*b*c*g^2*p*q*r*x^2+4722*b*c*g^2*p*r^2*x^2+ 1108*b*c*g^2*q^3*x^2+3906*b*c*g^2*q^2*r*x^2+4722*b*c*g^2*q*r^2*x^2+1924*b*c*g^2 *r^3*x^2+416*b*c*g*p^4*x^2+1664*b*c*g*p^3*q*x^2+1956*b*c*g*p^3*r*x^2+2496*b*c*g *p^2*q^2*x^2+5868*b*c*g*p^2*q*r*x^2+3558*b*c*g*p^2*r^2*x^2+1664*b*c*g*p*q^3*x^2 +5868*b*c*g*p*q^2*r*x^2+7116*b*c*g*p*q*r^2*x^2+2912*b*c*g*p*r^3*x^2+416*b*c*g*q ^4*x^2+1956*b*c*g*q^3*r*x^2+3558*b*c*g*q^2*r^2*x^2+2912*b*c*g*q*r^3*x^2+894*b*c *g*r^4*x^2+40*b*c*p^5*x^2+200*b*c*p^4*q*x^2+234*b*c*p^4*r*x^2+400*b*c*p^3*q^2*x ^2+936*b*c*p^3*q*r*x^2+564*b*c*p^3*r^2*x^2+400*b*c*p^2*q^3*x^2+1404*b*c*p^2*q^2 *r*x^2+1692*b*c*p^2*q*r^2*x^2+688*b*c*p^2*r^3*x^2+200*b*c*p*q^4*x^2+936*b*c*p*q ^3*r*x^2+1692*b*c*p*q^2*r^2*x^2+1376*b*c*p*q*r^3*x^2+420*b*c*p*r^4*x^2+40*b*c*q ^5*x^2+234*b*c*q^4*r*x^2+564*b*c*q^3*r^2*x^2+688*b*c*q^2*r^3*x^2+420*b*c*q*r^4* x^2+102*b*c*r^5*x^2+32*b*g^5*p*x^2+32*b*g^5*q*x^2+32*b*g^5*r*x^2+124*b*g^4*p^2* x^2+248*b*g^4*p*q*x^2+280*b*g^4*p*r*x^2+124*b*g^4*q^2*x^2+280*b*g^4*q*r*x^2+156 *b*g^4*r^2*x^2+182*b*g^3*p^3*x^2+546*b*g^3*p^2*q*x^2+635*b*g^3*p^2*r*x^2+546*b* g^3*p*q^2*x^2+1270*b*g^3*p*q*r*x^2+753*b*g^3*p*r^2*x^2+182*b*g^3*q^3*x^2+635*b* g^3*q^2*r*x^2+753*b*g^3*q*r^2*x^2+300*b*g^3*r^3*x^2+122*b*g^2*p^4*x^2+488*b*g^2 *p^3*q*x^2+572*b*g^2*p^3*r*x^2+732*b*g^2*p^2*q^2*x^2+1716*b*g^2*p^2*q*r*x^2+ 1035*b*g^2*p^2*r^2*x^2+488*b*g^2*p*q^3*x^2+1716*b*g^2*p*q^2*r*x^2+2070*b*g^2*p* q*r^2*x^2+842*b*g^2*p*r^3*x^2+122*b*g^2*q^4*x^2+572*b*g^2*q^3*r*x^2+1035*b*g^2* q^2*r^2*x^2+842*b*g^2*q*r^3*x^2+257*b*g^2*r^4*x^2+34*b*g*p^5*x^2+170*b*g*p^4*q* x^2+199*b*g*p^4*r*x^2+340*b*g*p^3*q^2*x^2+796*b*g*p^3*q*r*x^2+480*b*g*p^3*r^2*x ^2+340*b*g*p^2*q^3*x^2+1194*b*g*p^2*q^2*r*x^2+1440*b*g*p^2*q*r^2*x^2+586*b*g*p^ 2*r^3*x^2+170*b*g*p*q^4*x^2+796*b*g*p*q^3*r*x^2+1440*b*g*p*q^2*r^2*x^2+1172*b*g *p*q*r^3*x^2+358*b*g*p*r^4*x^2+34*b*g*q^5*x^2+199*b*g*q^4*r*x^2+480*b*g*q^3*r^2 *x^2+586*b*g*q^2*r^3*x^2+358*b*g*q*r^4*x^2+87*b*g*r^5*x^2+2*b*p^6*x^2+12*b*p^5* q*x^2+14*b*p^5*r*x^2+30*b*p^4*q^2*x^2+70*b*p^4*q*r*x^2+42*b*p^4*r^2*x^2+40*b*p^ 3*q^3*x^2+140*b*p^3*q^2*r*x^2+168*b*p^3*q*r^2*x^2+68*b*p^3*r^3*x^2+30*b*p^2*q^4 *x^2+140*b*p^2*q^3*r*x^2+252*b*p^2*q^2*r^2*x^2+204*b*p^2*q*r^3*x^2+62*b*p^2*r^4 *x^2+12*b*p*q^5*x^2+70*b*p*q^4*r*x^2+168*b*p*q^3*r^2*x^2+204*b*p*q^2*r^3*x^2+ 124*b*p*q*r^4*x^2+30*b*p*r^5*x^2+2*b*q^6*x^2+14*b*q^5*r*x^2+42*b*q^4*r^2*x^2+68 *b*q^3*r^3*x^2+62*b*q^2*r^4*x^2+30*b*q*r^5*x^2+6*b*r^6*x^2+128*c^7*x^2+576*c^6* g*x^2+384*c^6*p*x^2+384*c^6*q*x^2+448*c^6*r*x^2+960*c^5*g^2*x^2+1536*c^5*g*p*x^ 2+1536*c^5*g*q*x^2+1824*c^5*g*r*x^2+480*c^5*p^2*x^2+960*c^5*p*q*x^2+1120*c^5*p* r*x^2+480*c^5*q^2*x^2+1120*c^5*q*r*x^2+672*c^5*r^2*x^2+800*c^4*g^3*x^2+2176*c^4 *g^2*p*x^2+2176*c^4*g^2*q*x^2+2592*c^4*g^2*r*x^2+1680*c^4*g*p^2*x^2+3360*c^4*g* p*q*x^2+3984*c^4*g*p*r*x^2+1680*c^4*g*q^2*x^2+3984*c^4*g*q*r*x^2+2448*c^4*g*r^2 *x^2+320*c^4*p^3*x^2+960*c^4*p^2*q*x^2+1120*c^4*p^2*r*x^2+960*c^4*p*q^2*x^2+ 2240*c^4*p*q*r*x^2+1344*c^4*p*r^2*x^2+320*c^4*q^3*x^2+1120*c^4*q^2*r*x^2+1344*c ^4*q*r^2*x^2+544*c^4*r^3*x^2+360*c^3*g^4*x^2+1472*c^3*g^3*p*x^2+1472*c^3*g^3*q* x^2+1744*c^3*g^3*r*x^2+1952*c^3*g^2*p^2*x^2+3904*c^3*g^2*p*q*x^2+4640*c^3*g^2*p *r*x^2+1952*c^3*g^2*q^2*x^2+4640*c^3*g^2*q*r*x^2+2856*c^3*g^2*r^2*x^2+960*c^3*g *p^3*x^2+2880*c^3*g*p^2*q*x^2+3408*c^3*g*p^2*r*x^2+2880*c^3*g*p*q^2*x^2+6816*c^ 3*g*p*q*r*x^2+4176*c^3*g*p*r^2*x^2+960*c^3*g*q^3*x^2+3408*c^3*g*q^2*r*x^2+4176* c^3*g*q*r^2*x^2+1728*c^3*g*r^3*x^2+120*c^3*p^4*x^2+480*c^3*p^3*q*x^2+560*c^3*p^ 3*r*x^2+720*c^3*p^2*q^2*x^2+1680*c^3*p^2*q*r*x^2+1008*c^3*p^2*r^2*x^2+480*c^3*p *q^3*x^2+1680*c^3*p*q^2*r*x^2+2016*c^3*p*q*r^2*x^2+816*c^3*p*r^3*x^2+120*c^3*q^ 4*x^2+560*c^3*q^3*r*x^2+1008*c^3*q^2*r^2*x^2+816*c^3*q*r^3*x^2+248*c^3*r^4*x^2+ 84*c^2*g^5*x^2+504*c^2*g^4*p*x^2+504*c^2*g^4*q*x^2+588*c^2*g^4*r*x^2+1008*c^2*g ^3*p^2*x^2+2016*c^2*g^3*p*q*x^2+2384*c^2*g^3*p*r*x^2+1008*c^2*g^3*q^2*x^2+2384* c^2*g^3*q*r*x^2+1452*c^2*g^3*r^2*x^2+864*c^2*g^2*p^3*x^2+2592*c^2*g^2*p^2*q*x^2 +3072*c^2*g^2*p^2*r*x^2+2592*c^2*g^2*p*q^2*x^2+6144*c^2*g^2*p*q*r*x^2+3768*c^2* g^2*p*r^2*x^2+864*c^2*g^2*q^3*x^2+3072*c^2*g^2*q^2*r*x^2+3768*c^2*g^2*q*r^2*x^2 +1560*c^2*g^2*r^3*x^2+300*c^2*g*p^4*x^2+1200*c^2*g*p^3*q*x^2+1416*c^2*g*p^3*r*x ^2+1800*c^2*g*p^2*q^2*x^2+4248*c^2*g*p^2*q*r*x^2+2592*c^2*g*p^2*r^2*x^2+1200*c^ 2*g*p*q^3*x^2+4248*c^2*g*p*q^2*r*x^2+5184*c^2*g*p*q*r^2*x^2+2136*c^2*g*p*r^3*x^ 2+300*c^2*g*q^4*x^2+1416*c^2*g*q^3*r*x^2+2592*c^2*g*q^2*r^2*x^2+2136*c^2*g*q*r^ 3*x^2+660*c^2*g*r^4*x^2+24*c^2*p^5*x^2+120*c^2*p^4*q*x^2+140*c^2*p^4*r*x^2+240* c^2*p^3*q^2*x^2+560*c^2*p^3*q*r*x^2+336*c^2*p^3*r^2*x^2+240*c^2*p^2*q^3*x^2+840 *c^2*p^2*q^2*r*x^2+1008*c^2*p^2*q*r^2*x^2+408*c^2*p^2*r^3*x^2+120*c^2*p*q^4*x^2 +560*c^2*p*q^3*r*x^2+1008*c^2*p*q^2*r^2*x^2+816*c^2*p*q*r^3*x^2+248*c^2*p*r^4*x ^2+24*c^2*q^5*x^2+140*c^2*q^4*r*x^2+336*c^2*q^3*r^2*x^2+408*c^2*q^2*r^3*x^2+248 *c^2*q*r^4*x^2+60*c^2*r^5*x^2+8*c*g^6*x^2+80*c*g^5*p*x^2+80*c*g^5*q*x^2+90*c*g^ 5*r*x^2+234*c*g^4*p^2*x^2+468*c*g^4*p*q*x^2+546*c*g^4*p*r*x^2+234*c*g^4*q^2*x^2 +546*c*g^4*q*r*x^2+324*c*g^4*r^2*x^2+304*c*g^3*p^3*x^2+912*c*g^3*p^2*q*x^2+1076 *c*g^3*p^2*r*x^2+912*c*g^3*p*q^2*x^2+2152*c*g^3*p*q*r*x^2+1308*c*g^3*p*r^2*x^2+ 304*c*g^3*q^3*x^2+1076*c*g^3*q^2*r*x^2+1308*c*g^3*q*r^2*x^2+536*c*g^3*r^3*x^2+ 188*c*g^2*p^4*x^2+752*c*g^2*p^3*q*x^2+888*c*g^2*p^3*r*x^2+1128*c*g^2*p^2*q^2*x^ 2+2664*c*g^2*p^2*q*r*x^2+1626*c*g^2*p^2*r^2*x^2+752*c*g^2*p*q^3*x^2+2664*c*g^2* p*q^2*r*x^2+3252*c*g^2*p*q*r^2*x^2+1340*c*g^2*p*r^3*x^2+188*c*g^2*q^4*x^2+888*c *g^2*q^3*r*x^2+1626*c*g^2*q^2*r^2*x^2+1340*c*g^2*q*r^3*x^2+414*c*g^2*r^4*x^2+48 *c*g*p^5*x^2+240*c*g*p^4*q*x^2+282*c*g*p^4*r*x^2+480*c*g*p^3*q^2*x^2+1128*c*g*p ^3*q*r*x^2+684*c*g*p^3*r^2*x^2+480*c*g*p^2*q^3*x^2+1692*c*g*p^2*q^2*r*x^2+2052* c*g*p^2*q*r^2*x^2+840*c*g*p^2*r^3*x^2+240*c*g*p*q^4*x^2+1128*c*g*p*q^3*r*x^2+ 2052*c*g*p*q^2*r^2*x^2+1680*c*g*p*q*r^3*x^2+516*c*g*p*r^4*x^2+48*c*g*q^5*x^2+ 282*c*g*q^4*r*x^2+684*c*g*q^3*r^2*x^2+840*c*g*q^2*r^3*x^2+516*c*g*q*r^4*x^2+126 *c*g*r^5*x^2+2*c*p^6*x^2+12*c*p^5*q*x^2+14*c*p^5*r*x^2+30*c*p^4*q^2*x^2+70*c*p^ 4*q*r*x^2+42*c*p^4*r^2*x^2+40*c*p^3*q^3*x^2+140*c*p^3*q^2*r*x^2+168*c*p^3*q*r^2 *x^2+68*c*p^3*r^3*x^2+30*c*p^2*q^4*x^2+140*c*p^2*q^3*r*x^2+252*c*p^2*q^2*r^2*x^ 2+204*c*p^2*q*r^3*x^2+62*c*p^2*r^4*x^2+12*c*p*q^5*x^2+70*c*p*q^4*r*x^2+168*c*p* q^3*r^2*x^2+204*c*p*q^2*r^3*x^2+124*c*p*q*r^4*x^2+30*c*p*r^5*x^2+2*c*q^6*x^2+14 *c*q^5*r*x^2+42*c*q^4*r^2*x^2+68*c*q^3*r^3*x^2+62*c*q^2*r^4*x^2+30*c*q*r^5*x^2+ 6*c*r^6*x^2+4*g^6*p*x^2+4*g^6*q*x^2+4*g^6*r*x^2+19*g^5*p^2*x^2+38*g^5*p*q*x^2+ 43*g^5*p*r*x^2+19*g^5*q^2*x^2+43*g^5*q*r*x^2+24*g^5*r^2*x^2+36*g^4*p^3*x^2+108* g^4*p^2*q*x^2+126*g^4*p^2*r*x^2+108*g^4*p*q^2*x^2+252*g^4*p*q*r*x^2+150*g^4*p*r ^2*x^2+36*g^4*q^3*x^2+126*g^4*q^2*r*x^2+150*g^4*q*r^2*x^2+60*g^4*r^3*x^2+34*g^3 *p^4*x^2+136*g^3*p^3*q*x^2+160*g^3*p^3*r*x^2+204*g^3*p^2*q^2*x^2+480*g^3*p^2*q* r*x^2+291*g^3*p^2*r^2*x^2+136*g^3*p*q^3*x^2+480*g^3*p*q^2*r*x^2+582*g^3*p*q*r^2 *x^2+238*g^3*p*r^3*x^2+34*g^3*q^4*x^2+160*g^3*q^3*r*x^2+291*g^3*q^2*r^2*x^2+238 *g^3*q*r^3*x^2+73*g^3*r^4*x^2+16*g^2*p^5*x^2+80*g^2*p^4*q*x^2+94*g^2*p^4*r*x^2+ 160*g^2*p^3*q^2*x^2+376*g^2*p^3*q*r*x^2+228*g^2*p^3*r^2*x^2+160*g^2*p^2*q^3*x^2 +564*g^2*p^2*q^2*r*x^2+684*g^2*p^2*q*r^2*x^2+280*g^2*p^2*r^3*x^2+80*g^2*p*q^4*x ^2+376*g^2*p*q^3*r*x^2+684*g^2*p*q^2*r^2*x^2+560*g^2*p*q*r^3*x^2+172*g^2*p*r^4* x^2+16*g^2*q^5*x^2+94*g^2*q^4*r*x^2+228*g^2*q^3*r^2*x^2+280*g^2*q^2*r^3*x^2+172 *g^2*q*r^4*x^2+42*g^2*r^5*x^2+3*g*p^6*x^2+18*g*p^5*q*x^2+21*g*p^5*r*x^2+45*g*p^ 4*q^2*x^2+105*g*p^4*q*r*x^2+63*g*p^4*r^2*x^2+60*g*p^3*q^3*x^2+210*g*p^3*q^2*r*x ^2+252*g*p^3*q*r^2*x^2+102*g*p^3*r^3*x^2+45*g*p^2*q^4*x^2+210*g*p^2*q^3*r*x^2+ 378*g*p^2*q^2*r^2*x^2+306*g*p^2*q*r^3*x^2+93*g*p^2*r^4*x^2+18*g*p*q^5*x^2+105*g *p*q^4*r*x^2+252*g*p*q^3*r^2*x^2+306*g*p*q^2*r^3*x^2+186*g*p*q*r^4*x^2+45*g*p*r ^5*x^2+3*g*q^6*x^2+21*g*q^5*r*x^2+63*g*q^4*r^2*x^2+102*g*q^3*r^3*x^2+93*g*q^2*r ^4*x^2+45*g*q*r^5*x^2+9*g*r^6*x^2-64*a^6*c*x-32*a^6*p*x-32*a^6*q*x-32*a^6*r*x+ 16*a^6*x^2-320*a^5*b*c*x-160*a^5*b*p*x-160*a^5*b*q*x-160*a^5*b*r*x+96*a^5*b*x^2 -448*a^5*c^2*x-256*a^5*c*g*x-448*a^5*c*p*x-384*a^5*c*q*x-480*a^5*c*r*x+576*a^5* c*x^2-128*a^5*g*p*x-128*a^5*g*q*x-128*a^5*g*r*x+80*a^5*g*x^2-112*a^5*p^2*x-192* a^5*p*q*x-240*a^5*p*r*x+280*a^5*p*x^2-80*a^5*q^2*x-208*a^5*q*r*x+280*a^5*q*x^2-\ 128*a^5*r^2*x+296*a^5*r*x^2-640*a^4*b^2*c*x-320*a^4*b^2*p*x-320*a^4*b^2*q*x-320 *a^4*b^2*r*x+240*a^4*b^2*x^2-1856*a^4*b*c^2*x-1088*a^4*b*c*g*x-1888*a^4*b*c*p*x -1568*a^4*b*c*q*x-1984*a^4*b*c*r*x+2880*a^4*b*c*x^2-544*a^4*b*g*p*x-544*a^4*b*g *q*x-544*a^4*b*g*r*x+400*a^4*b*g*x^2-480*a^4*b*p^2*x-800*a^4*b*p*q*x-1008*a^4*b *p*r*x+1400*a^4*b*p*x^2-320*a^4*b*q^2*x-848*a^4*b*q*r*x+1400*a^4*b*q*x^2-528*a^ 4*b*r^2*x+1480*a^4*b*r*x^2-1280*a^4*c^3*x-1504*a^4*c^2*g*x-1920*a^4*c^2*p*x-\ 1536*a^4*c^2*q*x-2048*a^4*c^2*r*x+3408*a^4*c^2*x^2-432*a^4*c*g^2*x-1536*a^4*c*g *p*x-1280*a^4*c*g*q*x-1600*a^4*c*g*r*x+2400*a^4*c*g*x^2-944*a^4*c*p^2*x-1536*a^ 4*c*p*q*x-2032*a^4*c*p*r*x+3168*a^4*c*p*x^2-592*a^4*c*q^2*x-1616*a^4*c*q*r*x+ 3168*a^4*c*q*x^2-1088*a^4*c*r^2*x+3584*a^4*c*r*x^2-216*a^4*g^2*p*x-216*a^4*g^2* q*x-216*a^4*g^2*r*x+164*a^4*g^2*x^2-392*a^4*g*p^2*x-656*a^4*g*p*q*x-816*a^4*g*p *r*x+1168*a^4*g*p*x^2-264*a^4*g*q^2*x-688*a^4*g*q*r*x+1168*a^4*g*q*x^2-424*a^4* g*r^2*x+1232*a^4*g*r*x^2-152*a^4*p^3*x-376*a^4*p^2*q*x-496*a^4*p^2*r*x+732*a^4* p^2*x^2-296*a^4*p*q^2*x-800*a^4*p*q*r*x+1464*a^4*p*q*x^2-536*a^4*p*r^2*x+1664*a ^4*p*r*x^2-72*a^4*q^3*x-304*a^4*q^2*r*x+732*a^4*q^2*x^2-424*a^4*q*r^2*x+1664*a^ 4*q*r*x^2-192*a^4*r^3*x+948*a^4*r^2*x^2-640*a^3*b^3*c*x-320*a^3*b^3*p*x-320*a^3 *b^3*q*x-320*a^3*b^3*r*x+320*a^3*b^3*x^2-2944*a^3*b^2*c^2*x-1792*a^3*b^2*c*g*x-\ 3072*a^3*b^2*c*p*x-2432*a^3*b^2*c*q*x-3136*a^3*b^2*c*r*x+5760*a^3*b^2*c*x^2-896 *a^3*b^2*g*p*x-896*a^3*b^2*g*q*x-896*a^3*b^2*g*r*x+800*a^3*b^2*g*x^2-800*a^3*b^ 2*p^2*x-1280*a^3*b^2*p*q*x-1632*a^3*b^2*p*r*x+2800*a^3*b^2*p*x^2-480*a^3*b^2*q^ 2*x-1312*a^3*b^2*q*r*x+2800*a^3*b^2*q*x^2-832*a^3*b^2*r^2*x+2960*a^3*b^2*r*x^2-\ 4224*a^3*b*c^3*x-5152*a^3*b*c^2*g*x-6496*a^3*b*c^2*p*x-4960*a^3*b*c^2*q*x-6752* a^3*b*c^2*r*x+13632*a^3*b*c^2*x^2-1520*a^3*b*c*g^2*x-5344*a^3*b*c*g*p*x-4320*a^ 3*b*c*g*q*x-5472*a^3*b*c*g*r*x+9600*a^3*b*c*g*x^2-3264*a^3*b*c*p^2*x-5120*a^3*b *c*p*q*x-6880*a^3*b*c*p*r*x+12672*a^3*b*c*p*x^2-1856*a^3*b*c*q^2*x-5216*a^3*b*c *q*r*x+12672*a^3*b*c*q*x^2-3616*a^3*b*c*r^2*x+14336*a^3*b*c*r*x^2-760*a^3*b*g^2 *p*x-760*a^3*b*g^2*q*x-760*a^3*b*g^2*r*x+656*a^3*b*g^2*x^2-1384*a^3*b*g*p^2*x-\ 2256*a^3*b*g*p*q*x-2832*a^3*b*g*p*r*x+4672*a^3*b*g*p*x^2-872*a^3*b*g*q^2*x-2320 *a^3*b*g*q*r*x+4672*a^3*b*g*q*x^2-1448*a^3*b*g*r^2*x+4928*a^3*b*g*r*x^2-536*a^3 *b*p^3*x-1288*a^3*b*p^2*q*x-1720*a^3*b*p^2*r*x+2928*a^3*b*p^2*x^2-968*a^3*b*p*q ^2*x-2672*a^3*b*p*q*r*x+5856*a^3*b*p*q*x^2-1832*a^3*b*p*r^2*x+6656*a^3*b*p*r*x^ 2-216*a^3*b*q^3*x-952*a^3*b*q^2*r*x+2928*a^3*b*q^2*x^2-1384*a^3*b*q*r^2*x+6656* a^3*b*q*r*x^2-648*a^3*b*r^3*x+3792*a^3*b*r^2*x^2-1920*a^3*c^4*x-3520*a^3*c^3*g* x-3840*a^3*c^3*p*x-2944*a^3*c^3*q*x-4032*a^3*c^3*r*x+8512*a^3*c^3*x^2-2080*a^3* c^2*g^2*x-5456*a^3*c^2*g*p*x-4192*a^3*c^2*g*q*x-5624*a^3*c^2*g*r*x+11400*a^3*c^ 2*g*x^2-2800*a^3*c^2*p^2*x-4416*a^3*c^2*p*q*x-5968*a^3*c^2*p*r*x+11592*a^3*c^2* p*x^2-1616*a^3*c^2*q^2*x-4528*a^3*c^2*q*r*x+11592*a^3*c^2*q*x^2-3168*a^3*c^2*r^ 2*x+13408*a^3*c^2*r*x^2-400*a^3*c*g^3*x-2168*a^3*c*g^2*p*x-1760*a^3*c*g^2*q*x-\ 2204*a^3*c*g^2*r*x+3924*a^3*c*g^2*x^2-2760*a^3*c*g*p^2*x-4360*a^3*c*g*p*q*x-\ 5772*a^3*c*g*p*r*x+10644*a^3*c*g*p*x^2-1600*a^3*c*g*q^2*x-4420*a^3*c*g*q*r*x+ 10644*a^3*c*g*q*x^2-3012*a^3*c*g*r^2*x+12004*a^3*c*g*r*x^2-880*a^3*c*p^3*x-2128 *a^3*c*p^2*q*x-2848*a^3*c*p^2*r*x+5208*a^3*c*p^2*x^2-1616*a^3*c*p*q^2*x-4448*a^ 3*c*p*q*r*x+10416*a^3*c*p*q*x^2-3056*a^3*c*p*r^2*x+12068*a^3*c*p*r*x^2-368*a^3* c*q^3*x-1600*a^3*c*q^2*r*x+5208*a^3*c*q^2*x^2-2320*a^3*c*q*r^2*x+12068*a^3*c*q* r*x^2-1088*a^3*c*r^3*x+7212*a^3*c*r^2*x^2-200*a^3*g^3*p*x-200*a^3*g^3*q*x-200*a ^3*g^3*r*x+176*a^3*g^3*x^2-564*a^3*g^2*p^2*x-924*a^3*g^2*p*q*x-1146*a^3*g^2*p*r *x+1912*a^3*g^2*p*x^2-360*a^3*g^2*q^2*x-942*a^3*g^2*q*r*x+1912*a^3*g^2*q*x^2-\ 582*a^3*g^2*r^2*x+2014*a^3*g^2*r*x^2-456*a^3*g*p^3*x-1104*a^3*g*p^2*q*x-1452*a^ 3*g*p^2*r*x+2472*a^3*g*p^2*x^2-840*a^3*g*p*q^2*x-2280*a^3*g*p*q*r*x+4944*a^3*g* p*q*x^2-1536*a^3*g*p*r^2*x+5598*a^3*g*p*r*x^2-192*a^3*g*q^3*x-828*a^3*g*q^2*r*x +2472*a^3*g*q^2*x^2-1176*a^3*g*q*r^2*x+5598*a^3*g*q*r*x^2-540*a^3*g*r^3*x+3174* a^3*g*r^2*x^2-100*a^3*p^4*x-328*a^3*p^3*q*x-436*a^3*p^3*r*x+770*a^3*p^3*x^2-384 *a^3*p^2*q^2*x-1044*a^3*p^2*q*r*x+2310*a^3*p^2*q*x^2-708*a^3*p^2*r^2*x+2682*a^3 *p^2*r*x^2-184*a^3*p*q^3*x-780*a^3*p*q^2*r*x+2310*a^3*p*q^2*x^2-1104*a^3*p*q*r^ 2*x+5364*a^3*p*q*r*x^2-508*a^3*p*r^3*x+3222*a^3*p*r^2*x^2-28*a^3*q^4*x-172*a^3* q^3*r*x+770*a^3*q^3*x^2-396*a^3*q^2*r^2*x+2682*a^3*q^2*r*x^2-388*a^3*q*r^3*x+ 3222*a^3*q*r^2*x^2-136*a^3*r^4*x+1310*a^3*r^3*x^2-320*a^2*b^4*c*x-160*a^2*b^4*p *x-160*a^2*b^4*q*x-160*a^2*b^4*r*x+240*a^2*b^4*x^2-2176*a^2*b^3*c^2*x-1408*a^2* b^3*c*g*x-2368*a^2*b^3*c*p*x-1728*a^2*b^3*c*q*x-2304*a^2*b^3*c*r*x+5760*a^2*b^3 *c*x^2-704*a^2*b^3*g*p*x-704*a^2*b^3*g*q*x-704*a^2*b^3*g*r*x+800*a^2*b^3*g*x^2-\ 640*a^2*b^3*p^2*x-960*a^2*b^3*p*q*x-1248*a^2*b^3*p*r*x+2800*a^2*b^3*p*x^2-320*a ^2*b^3*q^2*x-928*a^2*b^3*q*r*x+2800*a^2*b^3*q*x^2-608*a^2*b^3*r^2*x+2960*a^2*b^ 3*r*x^2-4992*a^2*b^2*c^3*x-6432*a^2*b^2*c^2*g*x-7968*a^2*b^2*c^2*p*x-5664*a^2*b ^2*c^2*q*x-7968*a^2*b^2*c^2*r*x+20448*a^2*b^2*c^2*x^2-1968*a^2*b^2*c*g^2*x-6816 *a^2*b^2*c*g*p*x-5280*a^2*b^2*c*g*q*x-6816*a^2*b^2*c*g*r*x+14400*a^2*b^2*c*g*x^ 2-4128*a^2*b^2*c*p^2*x-6144*a^2*b^2*c*p*q*x-8448*a^2*b^2*c*p*r*x+19008*a^2*b^2* c*p*x^2-2016*a^2*b^2*c*q^2*x-5952*a^2*b^2*c*q*r*x+19008*a^2*b^2*c*q*x^2-4320*a^ 2*b^2*c*r^2*x+21504*a^2*b^2*c*r*x^2-984*a^2*b^2*g^2*p*x-984*a^2*b^2*g^2*q*x-984 *a^2*b^2*g^2*r*x+984*a^2*b^2*g^2*x^2-1800*a^2*b^2*g*p^2*x-2832*a^2*b^2*g*p*q*x-\ 3600*a^2*b^2*g*p*r*x+7008*a^2*b^2*g*p*x^2-1032*a^2*b^2*g*q^2*x-2832*a^2*b^2*g*q *r*x+7008*a^2*b^2*g*q*x^2-1800*a^2*b^2*g*r^2*x+7392*a^2*b^2*g*r*x^2-696*a^2*b^2 *p^3*x-1608*a^2*b^2*p^2*q*x-2184*a^2*b^2*p^2*r*x+4392*a^2*b^2*p^2*x^2-1128*a^2* b^2*p*q^2*x-3216*a^2*b^2*p*q*r*x+8784*a^2*b^2*p*q*x^2-2280*a^2*b^2*p*r^2*x+9984 *a^2*b^2*p*r*x^2-216*a^2*b^2*q^3*x-1032*a^2*b^2*q^2*r*x+4392*a^2*b^2*q^2*x^2-\ 1608*a^2*b^2*q*r^2*x+9984*a^2*b^2*q*r*x^2-792*a^2*b^2*r^3*x+5688*a^2*b^2*r^2*x^ 2-4736*a^2*b*c^4*x-9152*a^2*b*c^3*g*x-9760*a^2*b*c^3*p*x-7072*a^2*b*c^3*q*x-\ 9952*a^2*b*c^3*r*x+25536*a^2*b*c^3*x^2-5600*a^2*b*c^2*g^2*x-14464*a^2*b*c^2*g*p *x-10672*a^2*b*c^2*g*q*x-14632*a^2*b*c^2*g*r*x+34200*a^2*b*c^2*g*x^2-7296*a^2*b *c^2*p^2*x-11040*a^2*b*c^2*p*q*x-15216*a^2*b*c^2*p*r*x+34776*a^2*b*c^2*p*x^2-\ 3744*a^2*b*c^2*q^2*x-10896*a^2*b*c^2*q*r*x+34776*a^2*b*c^2*q*x^2-7920*a^2*b*c^2 *r^2*x+40224*a^2*b*c^2*r*x^2-1104*a^2*b*c*g^3*x-5896*a^2*b*c*g^2*p*x-4672*a^2*b *c*g^2*q*x-5932*a^2*b*c*g^2*r*x+11772*a^2*b*c*g^2*x^2-7440*a^2*b*c*g*p^2*x-\ 11400*a^2*b*c*g*p*q*x-15324*a^2*b*c*g*p*r*x+31932*a^2*b*c*g*p*x^2-3960*a^2*b*c* g*q^2*x-11268*a^2*b*c*g*q*r*x+31932*a^2*b*c*g*q*x^2-7884*a^2*b*c*g*r^2*x+36012* a^2*b*c*g*r*x^2-2344*a^2*b*c*p^3*x-5496*a^2*b*c*p^2*q*x-7464*a^2*b*c*p^2*r*x+ 15624*a^2*b*c*p^2*x^2-3960*a^2*b*c*p*q^2*x-11184*a^2*b*c*p*q*r*x+31248*a^2*b*c* p*q*x^2-7896*a^2*b*c*p*r^2*x+36204*a^2*b*c*p*r*x^2-808*a^2*b*c*q^3*x-3720*a^2*b *c*q^2*r*x+15624*a^2*b*c*q^2*x^2-5688*a^2*b*c*q*r^2*x+36204*a^2*b*c*q*r*x^2-\ 2776*a^2*b*c*r^3*x+21636*a^2*b*c*r^2*x^2-552*a^2*b*g^3*p*x-552*a^2*b*g^3*q*x-\ 552*a^2*b*g^3*r*x+528*a^2*b*g^3*x^2-1548*a^2*b*g^2*p^2*x-2484*a^2*b*g^2*p*q*x-\ 3114*a^2*b*g^2*p*r*x+5736*a^2*b*g^2*p*x^2-936*a^2*b*g^2*q^2*x-2502*a^2*b*g^2*q* r*x+5736*a^2*b*g^2*q*x^2-1566*a^2*b*g^2*r^2*x+6042*a^2*b*g^2*r*x^2-1248*a^2*b*g *p^3*x-2952*a^2*b*g*p^2*q*x-3924*a^2*b*g*p^2*r*x+7416*a^2*b*g*p^2*x^2-2160*a^2* b*g*p*q^2*x-5976*a^2*b*g*p*q*r*x+14832*a^2*b*g*p*q*x^2-4104*a^2*b*g*p*r^2*x+ 16794*a^2*b*g*p*r*x^2-456*a^2*b*g*q^3*x-2052*a^2*b*g*q^2*r*x+7416*a^2*b*g*q^2*x ^2-3024*a^2*b*g*q*r^2*x+16794*a^2*b*g*q*r*x^2-1428*a^2*b*g*r^3*x+9522*a^2*b*g*r ^2*x^2-272*a^2*b*p^4*x-872*a^2*b*p^3*q*x-1172*a^2*b*p^3*r*x+2310*a^2*b*p^3*x^2-\ 984*a^2*b*p^2*q^2*x-2724*a^2*b*p^2*q*r*x+6930*a^2*b*p^2*q*x^2-1884*a^2*b*p^2*r^ 2*x+8046*a^2*b*p^2*r*x^2-440*a^2*b*p*q^3*x-1932*a^2*b*p*q^2*r*x+6930*a^2*b*p*q^ 2*x^2-2832*a^2*b*p*q*r^2*x+16092*a^2*b*p*q*r*x^2-1340*a^2*b*p*r^3*x+9666*a^2*b* p*r^2*x^2-56*a^2*b*q^4*x-380*a^2*b*q^3*r*x+2310*a^2*b*q^3*x^2-948*a^2*b*q^2*r^2 *x+8046*a^2*b*q^2*r*x^2-980*a^2*b*q*r^3*x+9666*a^2*b*q*r^2*x^2-356*a^2*b*r^4*x+ 3930*a^2*b*r^3*x^2-1600*a^2*c^5*x-4128*a^2*c^4*g*x-4000*a^2*c^4*p*x-2976*a^2*c^ 4*q*x-4128*a^2*c^4*r*x+10624*a^2*c^4*x^2-3792*a^2*c^3*g^2*x-8608*a^2*c^3*g*p*x-\ 6288*a^2*c^3*g*q*x-8744*a^2*c^3*g*r*x+21512*a^2*c^3*g*x^2-3856*a^2*c^3*p^2*x-\ 5952*a^2*c^3*p*q*x-8112*a^2*c^3*p*r*x+18976*a^2*c^3*p*x^2-2096*a^2*c^3*q^2*x-\ 5968*a^2*c^3*q*r*x+18976*a^2*c^3*q*x^2-4256*a^2*c^3*r^2*x+22120*a^2*c^3*r*x^2-\ 1496*a^2*c^2*g^3*x-6040*a^2*c^2*g^2*p*x-4488*a^2*c^2*g^2*q*x-6080*a^2*c^2*g^2*r *x+13960*a^2*c^2*g^2*x^2-6512*a^2*c^2*g*p^2*x-9936*a^2*c^2*g*p*q*x-13536*a^2*c^ 2*g*p*r*x+29544*a^2*c^2*g*p*x^2-3424*a^2*c^2*g*q^2*x-9816*a^2*c^2*g*q*r*x+29544 *a^2*c^2*g*q*x^2-7024*a^2*c^2*g*r^2*x+34100*a^2*c^2*g*r*x^2-1784*a^2*c^2*p^3*x-\ 4248*a^2*c^2*p^2*q*x-5712*a^2*c^2*p^2*r*x+12528*a^2*c^2*p^2*x^2-3144*a^2*c^2*p* q^2*x-8736*a^2*c^2*p*q*r*x+25056*a^2*c^2*p*q*x^2-6072*a^2*c^2*p*r^2*x+29216*a^2 *c^2*p*r*x^2-680*a^2*c^2*q^3*x-3024*a^2*c^2*q^2*r*x+12528*a^2*c^2*q^2*x^2-4488* a^2*c^2*q*r^2*x+29216*a^2*c^2*q*r*x^2-2144*a^2*c^2*r^3*x+17676*a^2*c^2*r^2*x^2-\ 216*a^2*c*g^4*x-1584*a^2*c*g^3*p*x-1260*a^2*c*g^3*q*x-1586*a^2*c*g^3*r*x+3138*a ^2*c*g^3*x^2-3128*a^2*c*g^2*p^2*x-4828*a^2*c*g^2*p*q*x-6414*a^2*c*g^2*p*r*x+ 13090*a^2*c*g^2*p*x^2-1700*a^2*c*g^2*q^2*x-4766*a^2*c*g^2*q*r*x+13090*a^2*c*g^2 *q*x^2-3286*a^2*c*g^2*r^2*x+14744*a^2*c*g^2*r*x^2-2120*a^2*c*g*p^3*x-5012*a^2*c *g*p^2*q*x-6726*a^2*c*g*p^2*r*x+13410*a^2*c*g*p^2*x^2-3664*a^2*c*g*p*q^2*x-\ 10200*a^2*c*g*p*q*r*x+26820*a^2*c*g*p*q*x^2-7092*a^2*c*g*p*r^2*x+30976*a^2*c*g* p*r*x^2-772*a^2*c*g*q^3*x-3474*a^2*c*g*q^2*r*x+13410*a^2*c*g*q^2*x^2-5188*a^2*c *g*q*r^2*x+30976*a^2*c*g*q*r*x^2-2486*a^2*c*g*r^3*x+18390*a^2*c*g*r^2*x^2-392*a ^2*c*p^4*x-1272*a^2*c*p^3*q*x-1692*a^2*c*p^3*r*x+3608*a^2*c*p^3*x^2-1464*a^2*c* p^2*q^2*x-3996*a^2*c*p^2*q*r*x+10824*a^2*c*p^2*q*x^2-2724*a^2*c*p^2*r^2*x+12626 *a^2*c*p^2*r*x^2-680*a^2*c*p*q^3*x-2916*a^2*c*p*q^2*r*x+10824*a^2*c*p*q^2*x^2-\ 4176*a^2*c*p*q*r^2*x+25252*a^2*c*p*q*r*x^2-1940*a^2*c*p*r^3*x+15282*a^2*c*p*r^2 *x^2-96*a^2*c*q^4*x-612*a^2*c*q^3*r*x+3608*a^2*c*q^3*x^2-1452*a^2*c*q^2*r^2*x+ 12626*a^2*c*q^2*r*x^2-1452*a^2*c*q*r^3*x+15282*a^2*c*q*r^2*x^2-516*a^2*c*r^4*x+ 6264*a^2*c*r^3*x^2-108*a^2*g^4*p*x-108*a^2*g^4*q*x-108*a^2*g^4*r*x+104*a^2*g^4* x^2-418*a^2*g^3*p^2*x-674*a^2*g^3*p*q*x-837*a^2*g^3*p*r*x+1531*a^2*g^3*p*x^2-\ 256*a^2*g^3*q^2*x-675*a^2*g^3*q*r*x+1531*a^2*g^3*q*x^2-419*a^2*g^3*r^2*x+1612*a ^2*g^3*r*x^2-528*a^2*g^2*p^3*x-1258*a^2*g^2*p^2*q*x-1653*a^2*g^2*p^2*r*x+3055*a ^2*g^2*p^2*x^2-932*a^2*g^2*p*q^2*x-2544*a^2*g^2*p*q*r*x+6110*a^2*g^2*p*q*x^2-\ 1722*a^2*g^2*p*r^2*x+6906*a^2*g^2*p*r*x^2-202*a^2*g^2*q^3*x-891*a^2*g^2*q^2*r*x +3055*a^2*g^2*q^2*x^2-1286*a^2*g^2*q*r^2*x+6906*a^2*g^2*q*r*x^2-597*a^2*g^2*r^3 *x+3906*a^2*g^2*r^2*x^2-250*a^2*g*p^4*x-808*a^2*g*p^3*q*x-1072*a^2*g*p^3*r*x+ 2008*a^2*g*p^3*x^2-924*a^2*g*p^2*q^2*x-2520*a^2*g*p^2*q*r*x+6024*a^2*g*p^2*q*x^ 2-1716*a^2*g*p^2*r^2*x+6963*a^2*g*p^2*r*x^2-424*a^2*g*p*q^3*x-1824*a^2*g*p*q^2* r*x+6024*a^2*g*p*q^2*x^2-2616*a^2*g*p*q*r^2*x+13926*a^2*g*p*q*r*x^2-1216*a^2*g* p*r^3*x+8295*a^2*g*p*r^2*x^2-58*a^2*g*q^4*x-376*a^2*g*q^3*r*x+2008*a^2*g*q^3*x^ 2-900*a^2*g*q^2*r^2*x+6963*a^2*g*q^2*r*x^2-904*a^2*g*q*r^3*x+8295*a^2*g*q*r^2*x ^2-322*a^2*g*r^4*x+3340*a^2*g*r^3*x^2-32*a^2*p^5*x-132*a^2*p^4*q*x-174*a^2*p^4* r*x+380*a^2*p^4*x^2-208*a^2*p^3*q^2*x-560*a^2*p^3*q*r*x+1520*a^2*p^3*q*x^2-376* a^2*p^3*r^2*x+1774*a^2*p^3*r*x^2-152*a^2*p^2*q^3*x-636*a^2*p^2*q^2*r*x+2280*a^2 *p^2*q^2*x^2-888*a^2*p^2*q*r^2*x+5322*a^2*p^2*q*r*x^2-404*a^2*p^2*r^3*x+3222*a^ 2*p^2*r^2*x^2-48*a^2*p*q^4*x-288*a^2*p*q^3*r*x+1520*a^2*p*q^3*x^2-648*a^2*p*q^2 *r^2*x+5322*a^2*p*q^2*r*x^2-624*a^2*p*q*r^3*x+6444*a^2*p*q*r^2*x^2-216*a^2*p*r^ 4*x+2642*a^2*p*r^3*x^2-4*a^2*q^5*x-38*a^2*q^4*r*x+380*a^2*q^4*x^2-136*a^2*q^3*r ^2*x+1774*a^2*q^3*r*x^2-220*a^2*q^2*r^3*x+3222*a^2*q^2*r^2*x^2-164*a^2*q*r^4*x+ 2642*a^2*q*r^3*x^2-46*a^2*r^5*x+814*a^2*r^4*x^2-64*a*b^5*c*x-32*a*b^5*p*x-32*a* b^5*q*x-32*a*b^5*r*x+96*a*b^5*x^2-704*a*b^4*c^2*x-512*a*b^4*c*g*x-832*a*b^4*c*p *x-512*a*b^4*c*q*x-736*a*b^4*c*r*x+2880*a*b^4*c*x^2-256*a*b^4*g*p*x-256*a*b^4*g *q*x-256*a*b^4*g*r*x+400*a*b^4*g*x^2-240*a*b^4*p^2*x-320*a*b^4*p*q*x-432*a*b^4* p*r*x+1400*a*b^4*p*x^2-80*a*b^4*q^2*x-272*a*b^4*q*r*x+1400*a*b^4*q*x^2-192*a*b^ 4*r^2*x+1480*a*b^4*r*x^2-2432*a*b^3*c^3*x-3424*a*b^3*c^2*g*x-4128*a*b^3*c^2*p*x -2592*a*b^3*c^2*q*x-3872*a*b^3*c^2*r*x+13632*a*b^3*c^2*x^2-1104*a*b^3*c*g^2*x-\ 3744*a*b^3*c*g*p*x-2720*a*b^3*c*g*q*x-3616*a*b^3*c*g*r*x+9600*a*b^3*c*g*x^2-\ 2240*a*b^3*c*p^2*x-3072*a*b^3*c*p*q*x-4384*a*b^3*c*p*r*x+12672*a*b^3*c*p*x^2-\ 832*a*b^3*c*q^2*x-2720*a*b^3*c*q*r*x+12672*a*b^3*c*q*x^2-2144*a*b^3*c*r^2*x+ 14336*a*b^3*c*r*x^2-552*a*b^3*g^2*p*x-552*a*b^3*g^2*q*x-552*a*b^3*g^2*r*x+656*a *b^3*g^2*x^2-1016*a*b^3*g*p^2*x-1520*a*b^3*g*p*q*x-1968*a*b^3*g*p*r*x+4672*a*b^ 3*g*p*x^2-504*a*b^3*g*q^2*x-1456*a*b^3*g*q*r*x+4672*a*b^3*g*q*x^2-952*a*b^3*g*r ^2*x+4928*a*b^3*g*r*x^2-392*a*b^3*p^3*x-856*a*b^3*p^2*q*x-1192*a*b^3*p^2*r*x+ 2928*a*b^3*p^2*x^2-536*a*b^3*p*q^2*x-1616*a*b^3*p*q*r*x+5856*a*b^3*p*q*x^2-1208 *a*b^3*p*r^2*x+6656*a*b^3*p*r*x^2-72*a*b^3*q^3*x-424*a*b^3*q^2*r*x+2928*a*b^3*q ^2*x^2-760*a*b^3*q*r^2*x+6656*a*b^3*q*r*x^2-408*a*b^3*r^3*x+3792*a*b^3*r^2*x^2-\ 3712*a*b^2*c^4*x-7744*a*b^2*c^3*g*x-8000*a*b^2*c^3*p*x-5312*a*b^2*c^3*q*x-7808* a*b^2*c^3*r*x+25536*a*b^2*c^3*x^2-4960*a*b^2*c^2*g^2*x-12560*a*b^2*c^2*g*p*x-\ 8768*a*b^2*c^2*g*q*x-12392*a*b^2*c^2*g*r*x+34200*a*b^2*c^2*g*x^2-6192*a*b^2*c^2 *p^2*x-8832*a*b^2*c^2*p*q*x-12528*a*b^2*c^2*p*r*x+34776*a*b^2*c^2*p*x^2-2640*a* b^2*c^2*q^2*x-8208*a*b^2*c^2*q*r*x+34776*a*b^2*c^2*q*x^2-6336*a*b^2*c^2*r^2*x+ 40224*a*b^2*c^2*r*x^2-1008*a*b^2*c*g^3*x-5288*a*b^2*c*g^2*p*x-4064*a*b^2*c*g^2* q*x-5252*a*b^2*c*g^2*r*x+11772*a*b^2*c*g^2*x^2-6600*a*b^2*c*g*p^2*x-9720*a*b^2* c*g*p*q*x-13332*a*b^2*c*g*p*r*x+31932*a*b^2*c*g*p*x^2-3120*a*b^2*c*g*q^2*x-9276 *a*b^2*c*g*q*r*x+31932*a*b^2*c*g*q*x^2-6732*a*b^2*c*g*r^2*x+36012*a*b^2*c*g*r*x ^2-2048*a*b^2*c*p^3*x-4608*a*b^2*c*p^2*q*x-6384*a*b^2*c*p^2*r*x+15624*a*b^2*c*p ^2*x^2-3072*a*b^2*c*p*q^2*x-9024*a*b^2*c*p*q*r*x+31248*a*b^2*c*p*q*x^2-6624*a*b ^2*c*p*r^2*x+36204*a*b^2*c*p*r*x^2-512*a*b^2*c*q^3*x-2640*a*b^2*c*q^2*r*x+15624 *a*b^2*c*q^2*x^2-4416*a*b^2*c*q*r^2*x+36204*a*b^2*c*q*r*x^2-2288*a*b^2*c*r^3*x+ 21636*a*b^2*c*r^2*x^2-504*a*b^2*g^3*p*x-504*a*b^2*g^3*q*x-504*a*b^2*g^3*r*x+528 *a*b^2*g^3*x^2-1404*a*b^2*g^2*p^2*x-2196*a*b^2*g^2*p*q*x-2790*a*b^2*g^2*p*r*x+ 5736*a*b^2*g^2*p*x^2-792*a*b^2*g^2*q^2*x-2178*a*b^2*g^2*q*r*x+5736*a*b^2*g^2*q* x^2-1386*a*b^2*g^2*r^2*x+6042*a*b^2*g^2*r*x^2-1128*a*b^2*g*p^3*x-2592*a*b^2*g*p ^2*q*x-3492*a*b^2*g*p^2*r*x+7416*a*b^2*g*p^2*x^2-1800*a*b^2*g*p*q^2*x-5112*a*b^ 2*g*p*q*r*x+14832*a*b^2*g*p*q*x^2-3600*a*b^2*g*p*r^2*x+16794*a*b^2*g*p*r*x^2-\ 336*a*b^2*g*q^3*x-1620*a*b^2*g*q^2*r*x+7416*a*b^2*g*q^2*x^2-2520*a*b^2*g*q*r^2* x+16794*a*b^2*g*q*r*x^2-1236*a*b^2*g*r^3*x+9522*a*b^2*g*r^2*x^2-244*a*b^2*p^4*x -760*a*b^2*p^3*q*x-1036*a*b^2*p^3*r*x+2310*a*b^2*p^3*x^2-816*a*b^2*p^2*q^2*x-\ 2316*a*b^2*p^2*q*r*x+6930*a*b^2*p^2*q*x^2-1644*a*b^2*p^2*r^2*x+8046*a*b^2*p^2*r *x^2-328*a*b^2*p*q^3*x-1524*a*b^2*p*q^2*r*x+6930*a*b^2*p*q^2*x^2-2352*a*b^2*p*q *r^2*x+16092*a*b^2*p*q*r*x^2-1156*a*b^2*p*r^3*x+9666*a*b^2*p*r^2*x^2-28*a*b^2*q ^4*x-244*a*b^2*q^3*r*x+2310*a*b^2*q^3*x^2-708*a*b^2*q^2*r^2*x+8046*a*b^2*q^2*r* x^2-796*a*b^2*q*r^3*x+9666*a*b^2*q*r^2*x^2-304*a*b^2*r^4*x+3930*a*b^2*r^3*x^2-\ 2624*a*b*c^5*x-7264*a*b*c^4*g*x-6784*a*b*c^4*p*x-4736*a*b*c^4*q*x-6784*a*b*c^4* r*x+21248*a*b*c^4*x^2-6960*a*b*c^3*g^2*x-15440*a*b*c^3*g*p*x-10800*a*b*c^3*g*q* x-15440*a*b*c^3*g*r*x+43024*a*b*c^3*g*x^2-6720*a*b*c^3*p^2*x-9920*a*b*c^3*p*q*x -13824*a*b*c^3*p*r*x+37952*a*b*c^3*p*x^2-3200*a*b*c^3*q^2*x-9536*a*b*c^3*q*r*x+ 37952*a*b*c^3*q*x^2-7104*a*b*c^3*r^2*x+44240*a*b*c^3*r*x^2-2824*a*b*c^2*g^3*x-\ 11184*a*b*c^2*g^2*p*x-8080*a*b*c^2*g^2*q*x-11184*a*b*c^2*g^2*r*x+27920*a*b*c^2* g^2*x^2-11872*a*b*c^2*g*p^2*x-17568*a*b*c^2*g*p*q*x-24376*a*b*c^2*g*p*r*x+59088 *a*b*c^2*g*p*x^2-5696*a*b*c^2*g*q^2*x-16936*a*b*c^2*g*q*r*x+59088*a*b*c^2*g*q*x ^2-12504*a*b*c^2*g*r^2*x+68200*a*b*c^2*g*r*x^2-3184*a*b*c^2*p^3*x-7344*a*b*c^2* p^2*q*x-10032*a*b*c^2*p^2*r*x+25056*a*b*c^2*p^2*x^2-5136*a*b*c^2*p*q^2*x-14688* a*b*c^2*p*q*r*x+50112*a*b*c^2*p*q*x^2-10512*a*b*c^2*p*r^2*x+58432*a*b*c^2*p*r*x ^2-976*a*b*c^2*q^3*x-4656*a*b*c^2*q^2*r*x+25056*a*b*c^2*q^2*x^2-7344*a*b*c^2*q* r^2*x+58432*a*b*c^2*q*r*x^2-3664*a*b*c^2*r^3*x+35352*a*b*c^2*r^2*x^2-416*a*b*c* g^4*x-2996*a*b*c*g^3*p*x-2348*a*b*c*g^3*q*x-2996*a*b*c*g^3*r*x+6276*a*b*c*g^3*x ^2-5840*a*b*c*g^2*p^2*x-8824*a*b*c*g^2*p*q*x-11900*a*b*c*g^2*p*r*x+26180*a*b*c* g^2*p*x^2-2984*a*b*c*g^2*q^2*x-8604*a*b*c*g^2*q*r*x+26180*a*b*c*g^2*q*x^2-6060* a*b*c*g^2*r^2*x+29488*a*b*c*g^2*r*x^2-3924*a*b*c*g*p^3*x-9076*a*b*c*g*p^2*q*x-\ 12328*a*b*c*g*p^2*r*x+26820*a*b*c*g*p^2*x^2-6380*a*b*c*g*p*q^2*x-18152*a*b*c*g* p*q*r*x+53640*a*b*c*g*p*q*x^2-12884*a*b*c*g*p*r^2*x+61952*a*b*c*g*p*r*x^2-1228* a*b*c*g*q^3*x-5824*a*b*c*g*q^2*r*x+26820*a*b*c*g*q^2*x^2-9076*a*b*c*g*q*r^2*x+ 61952*a*b*c*g*q*r*x^2-4480*a*b*c*g*r^3*x+36780*a*b*c*g*r^2*x^2-716*a*b*c*p^4*x-\ 2272*a*b*c*p^3*q*x-3056*a*b*c*p^3*r*x+7216*a*b*c*p^3*x^2-2520*a*b*c*p^2*q^2*x-\ 7008*a*b*c*p^2*q*r*x+21648*a*b*c*p^2*q*x^2-4872*a*b*c*p^2*r^2*x+25252*a*b*c*p^2 *r*x^2-1088*a*b*c*p*q^3*x-4848*a*b*c*p*q^2*r*x+21648*a*b*c*p*q^2*x^2-7200*a*b*c *p*q*r^2*x+50504*a*b*c*p*q*r*x^2-3440*a*b*c*p*r^3*x+30564*a*b*c*p*r^2*x^2-124*a *b*c*q^4*x-896*a*b*c*q^3*r*x+7216*a*b*c*q^3*x^2-2328*a*b*c*q^2*r^2*x+25252*a*b* c*q^2*r*x^2-2464*a*b*c*q*r^3*x+30564*a*b*c*q*r^2*x^2-908*a*b*c*r^4*x+12528*a*b* c*r^3*x^2-208*a*b*g^4*p*x-208*a*b*g^4*q*x-208*a*b*g^4*r*x+208*a*b*g^4*x^2-792*a *b*g^3*p^2*x-1260*a*b*g^3*p*q*x-1584*a*b*g^3*p*r*x+3062*a*b*g^3*p*x^2-468*a*b*g ^3*q^2*x-1260*a*b*g^3*q*r*x+3062*a*b*g^3*q*x^2-792*a*b*g^3*r^2*x+3224*a*b*g^3*r *x^2-994*a*b*g^2*p^3*x-2330*a*b*g^2*p^2*q*x-3092*a*b*g^2*p^2*r*x+6110*a*b*g^2*p ^2*x^2-1678*a*b*g^2*p*q^2*x-4660*a*b*g^2*p*q*r*x+12220*a*b*g^2*p*q*x^2-3202*a*b *g^2*p*r^2*x+13812*a*b*g^2*p*r*x^2-342*a*b*g^2*q^3*x-1568*a*b*g^2*q^2*r*x+6110* a*b*g^2*q^2*x^2-2330*a*b*g^2*q*r^2*x+13812*a*b*g^2*q*r*x^2-1104*a*b*g^2*r^3*x+ 7812*a*b*g^2*r^2*x^2-470*a*b*g*p^4*x-1496*a*b*g*p^3*q*x-2000*a*b*g*p^3*r*x+4016 *a*b*g*p^3*x^2-1668*a*b*g*p^2*q^2*x-4608*a*b*g*p^2*q*r*x+12048*a*b*g*p^2*q*x^2-\ 3180*a*b*g*p^2*r^2*x+13926*a*b*g*p^2*r*x^2-728*a*b*g*p*q^3*x-3216*a*b*g*p*q^2*r *x+12048*a*b*g*p*q^2*x^2-4728*a*b*g*p*q*r^2*x+27852*a*b*g*p*q*r*x^2-2240*a*b*g* p*r^3*x+16590*a*b*g*p*r^2*x^2-86*a*b*g*q^4*x-608*a*b*g*q^3*r*x+4016*a*b*g*q^3*x ^2-1548*a*b*g*q^2*r^2*x+13926*a*b*g*q^2*r*x^2-1616*a*b*g*q*r^3*x+16590*a*b*g*q* r^2*x^2-590*a*b*g*r^4*x+6680*a*b*g*r^3*x^2-60*a*b*p^5*x-244*a*b*p^4*q*x-324*a*b *p^4*r*x+760*a*b*p^4*x^2-376*a*b*p^3*q^2*x-1024*a*b*p^3*q*r*x+3040*a*b*p^3*q*x^ 2-696*a*b*p^3*r^2*x+3548*a*b*p^3*r*x^2-264*a*b*p^2*q^3*x-1128*a*b*p^2*q^2*r*x+ 4560*a*b*p^2*q^2*x^2-1608*a*b*p^2*q*r^2*x+10644*a*b*p^2*q*r*x^2-744*a*b*p^2*r^3 *x+6444*a*b*p^2*r^2*x^2-76*a*b*p*q^4*x-480*a*b*p*q^3*r*x+3040*a*b*p*q^3*x^2-\ 1128*a*b*p*q^2*r^2*x+10644*a*b*p*q^2*r*x^2-1120*a*b*p*q*r^3*x+12888*a*b*p*q*r^2 *x^2-396*a*b*p*r^4*x+5284*a*b*p*r^3*x^2-4*a*b*q^5*x-52*a*b*q^4*r*x+760*a*b*q^4* x^2-216*a*b*q^3*r^2*x+3548*a*b*q^3*r*x^2-376*a*b*q^2*r^3*x+6444*a*b*q^2*r^2*x^2 -292*a*b*q*r^4*x+5284*a*b*q*r^3*x^2-84*a*b*r^5*x+1628*a*b*r^4*x^2-704*a*c^6*x-\ 2432*a*c^5*g*x-2112*a*c^5*p*x-1536*a*c^5*q*x-2144*a*c^5*r*x+6560*a*c^5*x^2-3104 *a*c^4*g^2*x-6384*a*c^4*g*p*x-4496*a*c^4*g*q*x-6416*a*c^4*g*r*x+18096*a*c^4*g*x ^2-2528*a*c^4*p^2*x-3840*a*c^4*p*q*x-5248*a*c^4*p*r*x+14464*a*c^4*p*x^2-1312*a* c^4*q^2*x-3776*a*c^4*q*r*x+14464*a*c^4*q*x^2-2720*a*c^4*r^2*x+16896*a*c^4*r*x^2 -1888*a*c^3*g^3*x-6664*a*c^3*g^2*p*x-4696*a*c^3*g^2*q*x-6664*a*c^3*g^2*r*x+ 17560*a*c^3*g^2*x^2-6440*a*c^3*g*p^2*x-9584*a*c^3*g*p*q*x-13312*a*c^3*g*p*r*x+ 32752*a*c^3*g*p*x^2-3144*a*c^3*g*q^2*x-9296*a*c^3*g*q*r*x+32752*a*c^3*g*q*x^2-\ 6872*a*c^3*g*r^2*x+38208*a*c^3*g*r*x^2-1536*a*c^3*p^3*x-3616*a*c^3*p^2*q*x-4864 *a*c^3*p^2*r*x+12528*a*c^3*p^2*x^2-2624*a*c^3*p*q^2*x-7328*a*c^3*p*q*r*x+25056* a*c^3*p*q*x^2-5120*a*c^3*p*r^2*x+29264*a*c^3*p*r*x^2-544*a*c^3*q^3*x-2464*a*c^3 *q^2*r*x+12528*a*c^3*q^2*x^2-3712*a*c^3*q*r^2*x+29264*a*c^3*q*r*x^2-1792*a*c^3* r^3*x+17736*a*c^3*r^2*x^2-556*a*c^2*g^4*x-3060*a*c^2*g^3*p*x-2220*a*c^2*g^3*q*x -3052*a*c^2*g^3*r*x+7396*a*c^2*g^3*x^2-5176*a*c^2*g^2*p^2*x-7712*a*c^2*g^2*p*q* x-10636*a*c^2*g^2*p*r*x+24296*a*c^2*g^2*p*x^2-2536*a*c^2*g^2*q^2*x-7468*a*c^2*g ^2*q*r*x+24296*a*c^2*g^2*q*x^2-5460*a*c^2*g^2*r^2*x+28056*a*c^2*g^2*r*x^2-3124* a*c^2*g*p^3*x-7260*a*c^2*g*p^2*q*x-9880*a*c^2*g*p^2*r*x+21984*a*c^2*g*p^2*x^2-\ 5148*a*c^2*g*p*q^2*x-14624*a*c^2*g*p*q*r*x+43968*a*c^2*g*p*q*x^2-10388*a*c^2*g* p*r^2*x+51256*a*c^2*g*p*r*x^2-1012*a*c^2*g*q^3*x-4744*a*c^2*g*q^2*r*x+21984*a*c ^2*g*q^2*x^2-7364*a*c^2*g*q*r^2*x+51256*a*c^2*g*q*r*x^2-3632*a*c^2*g*r^3*x+ 30972*a*c^2*g*r^2*x^2-492*a*c^2*p^4*x-1584*a*c^2*p^3*q*x-2104*a*c^2*p^3*r*x+ 5296*a*c^2*p^3*x^2-1800*a*c^2*p^2*q^2*x-4920*a*c^2*p^2*q*r*x+15888*a*c^2*p^2*q* x^2-3360*a*c^2*p^2*r^2*x+18552*a*c^2*p^2*r*x^2-816*a*c^2*p*q^3*x-3528*a*c^2*p*q ^2*r*x+15888*a*c^2*p*q^2*x^2-5088*a*c^2*p*q*r^2*x+37104*a*c^2*p*q*r*x^2-2376*a* c^2*p*r^3*x+22464*a*c^2*p*r^2*x^2-108*a*c^2*q^4*x-712*a*c^2*q^3*r*x+5296*a*c^2* q^3*x^2-1728*a*c^2*q^2*r^2*x+18552*a*c^2*q^2*r*x^2-1752*a*c^2*q*r^3*x+22464*a*c ^2*q*r^2*x^2-628*a*c^2*r^4*x+9208*a*c^2*r^3*x^2-64*a*c*g^5*x-594*a*c*g^4*p*x-\ 466*a*c*g^4*q*x-592*a*c*g^4*r*x+1224*a*c*g^4*x^2-1610*a*c*g^3*p^2*x-2444*a*c*g^ 3*p*q*x-3276*a*c*g^3*p*r*x+6964*a*c*g^3*p*x^2-834*a*c*g^3*q^2*x-2384*a*c*g^3*q* r*x+6964*a*c*g^3*q*x^2-1666*a*c*g^3*r^2*x+7848*a*c*g^3*r*x^2-1730*a*c*g^2*p^3*x -4026*a*c*g^2*p^2*q*x-5440*a*c*g^2*p^2*r*x+11126*a*c*g^2*p^2*x^2-2862*a*c*g^2*p *q^2*x-8084*a*c*g^2*p*q*r*x+22252*a*c*g^2*p*q*x^2-5690*a*c*g^2*p*r^2*x+25696*a* c*g^2*p*r*x^2-566*a*c*g^2*q^3*x-2644*a*c*g^2*q^2*r*x+11126*a*c*g^2*q^2*x^2-4058 *a*c*g^2*q*r^2*x+25696*a*c*g^2*q*r*x^2-1980*a*c*g^2*r^3*x+15228*a*c*g^2*r^2*x^2 -726*a*c*g*p^4*x-2320*a*c*g*p^3*q*x-3104*a*c*g*p^3*r*x+6468*a*c*g*p^3*x^2-2604* a*c*g*p^2*q^2*x-7188*a*c*g*p^2*q*r*x+19404*a*c*g*p^2*q*x^2-4956*a*c*g*p^2*r^2*x +22600*a*c*g*p^2*r*x^2-1152*a*c*g*p*q^3*x-5064*a*c*g*p*q^2*r*x+19404*a*c*g*p*q^ 2*x^2-7416*a*c*g*p*q*r^2*x+45200*a*c*g*p*q*r*x^2-3504*a*c*g*p*r^3*x+27276*a*c*g *p*r^2*x^2-142*a*c*g*q^4*x-980*a*c*g*q^3*r*x+6468*a*c*g*q^3*x^2-2460*a*c*g*q^2* r^2*x+22600*a*c*g*q^2*r*x^2-2548*a*c*g*q*r^3*x+27276*a*c*g*q*r^2*x^2-926*a*c*g* r^4*x+11144*a*c*g*r^3*x^2-76*a*c*p^5*x-312*a*c*p^4*q*x-410*a*c*p^4*r*x+1082*a*c *p^4*x^2-488*a*c*p^3*q^2*x-1312*a*c*p^3*q*r*x+4328*a*c*p^3*q*x^2-880*a*c*p^3*r^ 2*x+5052*a*c*p^3*r*x^2-352*a*c*p^2*q^3*x-1476*a*c*p^2*q^2*r*x+6492*a*c*p^2*q^2* x^2-2064*a*c*p^2*q*r^2*x+15156*a*c*p^2*q*r*x^2-940*a*c*p^2*r^3*x+9162*a*c*p^2*r ^2*x^2-108*a*c*p*q^4*x-656*a*c*p*q^3*r*x+4328*a*c*p*q^3*x^2-1488*a*c*p*q^2*r^2* x+15156*a*c*p*q^2*r*x^2-1440*a*c*p*q*r^3*x+18324*a*c*p*q*r^2*x^2-500*a*c*p*r^4* x+7496*a*c*p*r^3*x^2-8*a*c*q^5*x-82*a*c*q^4*r*x+1082*a*c*q^4*x^2-304*a*c*q^3*r^ 2*x+5052*a*c*q^3*r*x^2-500*a*c*q^2*r^3*x+9162*a*c*q^2*r^2*x^2-376*a*c*q*r^4*x+ 7496*a*c*q*r^3*x^2-106*a*c*r^5*x+2304*a*c*r^4*x^2-32*a*g^5*p*x-32*a*g^5*q*x-32* a*g^5*r*x+32*a*g^5*x^2-158*a*g^4*p^2*x-252*a*g^4*p*q*x-315*a*g^4*p*r*x+598*a*g^ 4*p*x^2-94*a*g^4*q^2*x-251*a*g^4*q*r*x+598*a*g^4*q*x^2-157*a*g^4*r^2*x+630*a*g^ 4*r*x^2-276*a*g^3*p^3*x-650*a*g^3*p^2*q*x-858*a*g^3*p^2*r*x+1633*a*g^3*p^2*x^2-\ 472*a*g^3*p*q^2*x-1302*a*g^3*p*q*r*x+3266*a*g^3*p*q*x^2-888*a*g^3*p*r^2*x+3692* a*g^3*p*r*x^2-98*a*g^3*q^3*x-444*a*g^3*q^2*r*x+1633*a*g^3*q^2*x^2-652*a*g^3*q*r ^2*x+3692*a*g^3*q*r*x^2-306*a*g^3*r^3*x+2088*a*g^3*r^2*x^2-210*a*g^2*p^4*x-672* a*g^2*p^3*q*x-894*a*g^2*p^3*r*x+1684*a*g^2*p^3*x^2-756*a*g^2*p^2*q^2*x-2076*a*g ^2*p^2*q*r*x+5052*a*g^2*p^2*q*x^2-1422*a*g^2*p^2*r^2*x+5834*a*g^2*p^2*r*x^2-336 *a*g^2*p*q^3*x-1470*a*g^2*p*q^2*r*x+5052*a*g^2*p*q^2*x^2-2136*a*g^2*p*q*r^2*x+ 11668*a*g^2*p*q*r*x^2-1002*a*g^2*p*r^3*x+6930*a*g^2*p*r^2*x^2-42*a*g^2*q^4*x-\ 288*a*g^2*q^3*r*x+1684*a*g^2*q^3*x^2-714*a*g^2*q^2*r^2*x+5834*a*g^2*q^2*r*x^2-\ 732*a*g^2*q*r^3*x+6930*a*g^2*q*r^2*x^2-264*a*g^2*r^4*x+2780*a*g^2*r^3*x^2-64*a* g*p^5*x-262*a*g*p^4*q*x-345*a*g*p^4*r*x+701*a*g*p^4*x^2-408*a*g*p^3*q^2*x-1100* a*g*p^3*q*r*x+2804*a*g*p^3*q*x^2-740*a*g*p^3*r^2*x+3262*a*g*p^3*r*x^2-292*a*g*p ^2*q^3*x-1230*a*g*p^2*q^2*r*x+4206*a*g*p^2*q^2*x^2-1728*a*g*p^2*q*r^2*x+9786*a* g*p^2*q*r*x^2-790*a*g*p^2*r^3*x+5895*a*g*p^2*r^2*x^2-88*a*g*p*q^4*x-540*a*g*p*q ^3*r*x+2804*a*g*p*q^3*x^2-1236*a*g*p*q^2*r^2*x+9786*a*g*p*q^2*r*x^2-1204*a*g*p* q*r^3*x+11790*a*g*p*q*r^2*x^2-420*a*g*p*r^4*x+4808*a*g*p*r^3*x^2-6*a*g*q^5*x-65 *a*g*q^4*r*x+701*a*g*q^4*x^2-248*a*g*q^3*r^2*x+3262*a*g*q^3*r*x^2-414*a*g*q^2*r ^3*x+5895*a*g*q^2*r^2*x^2-314*a*g*q*r^4*x+4808*a*g*q*r^3*x^2-89*a*g*r^5*x+1474* a*g*r^4*x^2-4*a*p^6*x-20*a*p^5*q*x-26*a*p^5*r*x+84*a*p^5*x^2-40*a*p^4*q^2*x-106 *a*p^4*q*r*x+420*a*p^4*q*x^2-70*a*p^4*r^2*x+490*a*p^4*r*x^2-40*a*p^3*q^3*x-164* a*p^3*q^2*r*x+840*a*p^3*q^2*x^2-224*a*p^3*q*r^2*x+1960*a*p^3*q*r*x^2-100*a*p^3* r^3*x+1182*a*p^3*r^2*x^2-20*a*p^2*q^4*x-116*a*p^2*q^3*r*x+840*a*p^2*q^3*x^2-252 *a*p^2*q^2*r^2*x+2940*a*p^2*q^2*r*x^2-236*a*p^2*q*r^3*x+3546*a*p^2*q*r^2*x^2-80 *a*p^2*r^4*x+1446*a*p^2*r^3*x^2-4*a*p*q^5*x-34*a*p*q^4*r*x+420*a*p*q^4*x^2-112* a*p*q^3*r^2*x+1960*a*p*q^3*r*x^2-172*a*p*q^2*r^3*x+3546*a*p*q^2*r^2*x^2-124*a*p *q*r^4*x+2892*a*p*q*r^3*x^2-34*a*p*r^5*x+886*a*p*r^4*x^2-2*a*q^5*r*x+84*a*q^5*x ^2-14*a*q^4*r^2*x+490*a*q^4*r*x^2-36*a*q^3*r^3*x+1182*a*q^3*r^2*x^2-44*a*q^2*r^ 4*x+1446*a*q^2*r^3*x^2-26*a*q*r^5*x+886*a*q*r^4*x^2-6*a*r^6*x+216*a*r^5*x^2+16* b^6*x^2-64*b^5*c^2*x-64*b^5*c*g*x-96*b^5*c*p*x-32*b^5*c*q*x-64*b^5*c*r*x+576*b^ 5*c*x^2-32*b^5*g*p*x-32*b^5*g*q*x-32*b^5*g*r*x+80*b^5*g*x^2-32*b^5*p^2*x-32*b^5 *p*q*x-48*b^5*p*r*x+280*b^5*p*x^2-16*b^5*q*r*x+280*b^5*q*x^2-16*b^5*r^2*x+296*b ^5*r*x^2-384*b^4*c^3*x-640*b^4*c^2*g*x-736*b^4*c^2*p*x-352*b^4*c^2*q*x-608*b^4* c^2*r*x+3408*b^4*c^2*x^2-224*b^4*c*g^2*x-736*b^4*c*g*p*x-480*b^4*c*g*q*x-672*b^ 4*c*g*r*x+2400*b^4*c*g*x^2-432*b^4*c*p^2*x-512*b^4*c*p*q*x-784*b^4*c*p*r*x+3168 *b^4*c*p*x^2-80*b^4*c*q^2*x-368*b^4*c*q*r*x+3168*b^4*c*q*x^2-352*b^4*c*r^2*x+ 3584*b^4*c*r*x^2-112*b^4*g^2*p*x-112*b^4*g^2*q*x-112*b^4*g^2*r*x+164*b^4*g^2*x^ 2-208*b^4*g*p^2*x-288*b^4*g*p*q*x-384*b^4*g*p*r*x+1168*b^4*g*p*x^2-80*b^4*g*q^2 *x-256*b^4*g*q*r*x+1168*b^4*g*q*x^2-176*b^4*g*r^2*x+1232*b^4*g*r*x^2-80*b^4*p^3 *x-160*b^4*p^2*q*x-232*b^4*p^2*r*x+732*b^4*p^2*x^2-80*b^4*p*q^2*x-272*b^4*p*q*r *x+1464*b^4*p*q*x^2-224*b^4*p*r^2*x+1664*b^4*p*r*x^2-40*b^4*q^2*r*x+732*b^4*q^2 *x^2-112*b^4*q*r^2*x+1664*b^4*q*r*x^2-72*b^4*r^3*x+948*b^4*r^2*x^2-896*b^3*c^4* x-2112*b^3*c^3*g*x-2080*b^3*c^3*p*x-1184*b^3*c^3*q*x-1888*b^3*c^3*r*x+8512*b^3* c^3*x^2-1440*b^3*c^2*g^2*x-3552*b^3*c^2*g*p*x-2288*b^3*c^2*g*q*x-3384*b^3*c^2*g *r*x+11400*b^3*c^2*g*x^2-1696*b^3*c^2*p^2*x-2208*b^3*c^2*p*q*x-3280*b^3*c^2*p*r *x+11592*b^3*c^2*p*x^2-512*b^3*c^2*q^2*x-1840*b^3*c^2*q*r*x+11592*b^3*c^2*q*x^2 -1584*b^3*c^2*r^2*x+13408*b^3*c^2*r*x^2-304*b^3*c*g^3*x-1560*b^3*c*g^2*p*x-1152 *b^3*c*g^2*q*x-1524*b^3*c*g^2*r*x+3924*b^3*c*g^2*x^2-1920*b^3*c*g*p^2*x-2680*b^ 3*c*g*p*q*x-3780*b^3*c*g*p*r*x+10644*b^3*c*g*p*x^2-760*b^3*c*g*q^2*x-2428*b^3*c *g*q*r*x+10644*b^3*c*g*q*x^2-1860*b^3*c*g*r^2*x+12004*b^3*c*g*r*x^2-584*b^3*c*p ^3*x-1240*b^3*c*p^2*q*x-1768*b^3*c*p^2*r*x+5208*b^3*c*p^2*x^2-728*b^3*c*p*q^2*x -2288*b^3*c*p*q*r*x+10416*b^3*c*p*q*x^2-1784*b^3*c*p*r^2*x+12068*b^3*c*p*r*x^2-\ 72*b^3*c*q^3*x-520*b^3*c*q^2*r*x+5208*b^3*c*q^2*x^2-1048*b^3*c*q*r^2*x+12068*b^ 3*c*q*r*x^2-600*b^3*c*r^3*x+7212*b^3*c*r^2*x^2-152*b^3*g^3*p*x-152*b^3*g^3*q*x-\ 152*b^3*g^3*r*x+176*b^3*g^3*x^2-420*b^3*g^2*p^2*x-636*b^3*g^2*p*q*x-822*b^3*g^2 *p*r*x+1912*b^3*g^2*p*x^2-216*b^3*g^2*q^2*x-618*b^3*g^2*q*r*x+1912*b^3*g^2*q*x^ 2-402*b^3*g^2*r^2*x+2014*b^3*g^2*r*x^2-336*b^3*g*p^3*x-744*b^3*g*p^2*q*x-1020*b ^3*g*p^2*r*x+2472*b^3*g*p^2*x^2-480*b^3*g*p*q^2*x-1416*b^3*g*p*q*r*x+4944*b^3*g *p*q*x^2-1032*b^3*g*p*r^2*x+5598*b^3*g*p*r*x^2-72*b^3*g*q^3*x-396*b^3*g*q^2*r*x +2472*b^3*g*q^2*x^2-672*b^3*g*q*r^2*x+5598*b^3*g*q*r*x^2-348*b^3*g*r^3*x+3174*b ^3*g*r^2*x^2-72*b^3*p^4*x-216*b^3*p^3*q*x-300*b^3*p^3*r*x+770*b^3*p^3*x^2-216*b ^3*p^2*q^2*x-636*b^3*p^2*q*r*x+2310*b^3*p^2*q*x^2-468*b^3*p^2*r^2*x+2682*b^3*p^ 2*r*x^2-72*b^3*p*q^3*x-372*b^3*p*q^2*r*x+2310*b^3*p*q^2*x^2-624*b^3*p*q*r^2*x+ 5364*b^3*p*q*r*x^2-324*b^3*p*r^3*x+3222*b^3*p*r^2*x^2-36*b^3*q^3*r*x+770*b^3*q^ 3*x^2-156*b^3*q^2*r^2*x+2682*b^3*q^2*r*x^2-204*b^3*q*r^3*x+3222*b^3*q*r^2*x^2-\ 84*b^3*r^4*x+1310*b^3*r^3*x^2-1024*b^2*c^5*x-3136*b^2*c^4*g*x-2784*b^2*c^4*p*x-\ 1760*b^2*c^4*q*x-2656*b^2*c^4*r*x+10624*b^2*c^4*x^2-3168*b^2*c^3*g^2*x-6832*b^2 *c^3*g*p*x-4512*b^2*c^3*g*q*x-6696*b^2*c^3*g*r*x+21512*b^2*c^3*g*x^2-2864*b^2*c ^3*p^2*x-3968*b^2*c^3*p*q*x-5712*b^2*c^3*p*r*x+18976*b^2*c^3*p*x^2-1104*b^2*c^3 *q^2*x-3568*b^2*c^3*q*r*x+18976*b^2*c^3*q*x^2-2848*b^2*c^3*r^2*x+22120*b^2*c^3* r*x^2-1328*b^2*c^2*g^3*x-5144*b^2*c^2*g^2*p*x-3592*b^2*c^2*g^2*q*x-5104*b^2*c^2 *g^2*r*x+13960*b^2*c^2*g^2*x^2-5360*b^2*c^2*g*p^2*x-7632*b^2*c^2*g*p*q*x-10840* b^2*c^2*g*p*r*x+29544*b^2*c^2*g*p*x^2-2272*b^2*c^2*g*q^2*x-7120*b^2*c^2*g*q*r*x +29544*b^2*c^2*g*q*x^2-5480*b^2*c^2*g*r^2*x+34100*b^2*c^2*g*r*x^2-1400*b^2*c^2* p^3*x-3096*b^2*c^2*p^2*q*x-4320*b^2*c^2*p^2*r*x+12528*b^2*c^2*p^2*x^2-1992*b^2* c^2*p*q^2*x-5952*b^2*c^2*p*q*r*x+25056*b^2*c^2*p*q*x^2-4440*b^2*c^2*p*r^2*x+ 29216*b^2*c^2*p*r*x^2-296*b^2*c^2*q^3*x-1632*b^2*c^2*q^2*r*x+12528*b^2*c^2*q^2* x^2-2856*b^2*c^2*q*r^2*x+29216*b^2*c^2*q*r*x^2-1520*b^2*c^2*r^3*x+17676*b^2*c^2 *r^2*x^2-200*b^2*c*g^4*x-1412*b^2*c*g^3*p*x-1088*b^2*c*g^3*q*x-1410*b^2*c*g^3*r *x+3138*b^2*c*g^3*x^2-2712*b^2*c*g^2*p^2*x-3996*b^2*c*g^2*p*q*x-5486*b^2*c*g^2* p*r*x+13090*b^2*c*g^2*p*x^2-1284*b^2*c*g^2*q^2*x-3838*b^2*c*g^2*q*r*x+13090*b^2 *c*g^2*q*x^2-2774*b^2*c*g^2*r^2*x+14744*b^2*c*g^2*r*x^2-1804*b^2*c*g*p^3*x-4064 *b^2*c*g*p^2*q*x-5602*b^2*c*g*p^2*r*x+13410*b^2*c*g*p^2*x^2-2716*b^2*c*g*p*q^2* x-7952*b^2*c*g*p*q*r*x+26820*b^2*c*g*p*q*x^2-5792*b^2*c*g*p*r^2*x+30976*b^2*c*g *p*r*x^2-456*b^2*c*g*q^3*x-2350*b^2*c*g*q^2*r*x+13410*b^2*c*g*q^2*x^2-3888*b^2* c*g*q*r^2*x+30976*b^2*c*g*q*r*x^2-1994*b^2*c*g*r^3*x+18390*b^2*c*g*r^2*x^2-324* b^2*c*p^4*x-1000*b^2*c*p^3*q*x-1364*b^2*c*p^3*r*x+3608*b^2*c*p^3*x^2-1056*b^2*c *p^2*q^2*x-3012*b^2*c*p^2*q*r*x+10824*b^2*c*p^2*q*x^2-2148*b^2*c*p^2*r^2*x+ 12626*b^2*c*p^2*r*x^2-408*b^2*c*p*q^3*x-1932*b^2*c*p*q^2*r*x+10824*b^2*c*p*q^2* x^2-3024*b^2*c*p*q*r^2*x+25252*b^2*c*p*q*r*x^2-1500*b^2*c*p*r^3*x+15282*b^2*c*p *r^2*x^2-28*b^2*c*q^4*x-284*b^2*c*q^3*r*x+3608*b^2*c*q^3*x^2-876*b^2*c*q^2*r^2* x+12626*b^2*c*q^2*r*x^2-1012*b^2*c*q*r^3*x+15282*b^2*c*q*r^2*x^2-392*b^2*c*r^4* x+6264*b^2*c*r^3*x^2-100*b^2*g^4*p*x-100*b^2*g^4*q*x-100*b^2*g^4*r*x+104*b^2*g^ 4*x^2-374*b^2*g^3*p^2*x-586*b^2*g^3*p*q*x-747*b^2*g^3*p*r*x+1531*b^2*g^3*p*x^2-\ 212*b^2*g^3*q^2*x-585*b^2*g^3*q*r*x+1531*b^2*g^3*q*x^2-373*b^2*g^3*r^2*x+1612*b ^2*g^3*r*x^2-466*b^2*g^2*p^3*x-1072*b^2*g^2*p^2*q*x-1439*b^2*g^2*p^2*r*x+3055*b ^2*g^2*p^2*x^2-746*b^2*g^2*p*q^2*x-2116*b^2*g^2*p*q*r*x+6110*b^2*g^2*p*q*x^2-\ 1480*b^2*g^2*p*r^2*x+6906*b^2*g^2*p*r*x^2-140*b^2*g^2*q^3*x-677*b^2*g^2*q^2*r*x +3055*b^2*g^2*q^2*x^2-1044*b^2*g^2*q*r^2*x+6906*b^2*g^2*q*r*x^2-507*b^2*g^2*r^3 *x+3906*b^2*g^2*r^2*x^2-220*b^2*g*p^4*x-688*b^2*g*p^3*q*x-928*b^2*g*p^3*r*x+ 2008*b^2*g*p^3*x^2-744*b^2*g*p^2*q^2*x-2088*b^2*g*p^2*q*r*x+6024*b^2*g*p^2*q*x^ 2-1464*b^2*g*p^2*r^2*x+6963*b^2*g*p^2*r*x^2-304*b^2*g*p*q^3*x-1392*b^2*g*p*q^2* r*x+6024*b^2*g*p*q^2*x^2-2112*b^2*g*p*q*r^2*x+13926*b^2*g*p*q*r*x^2-1024*b^2*g* p*r^3*x+8295*b^2*g*p*r^2*x^2-28*b^2*g*q^4*x-232*b^2*g*q^3*r*x+2008*b^2*g*q^3*x^ 2-648*b^2*g*q^2*r^2*x+6963*b^2*g*q^2*r*x^2-712*b^2*g*q*r^3*x+8295*b^2*g*q*r^2*x ^2-268*b^2*g*r^4*x+3340*b^2*g*r^3*x^2-28*b^2*p^5*x-112*b^2*p^4*q*x-150*b^2*p^4* r*x+380*b^2*p^4*x^2-168*b^2*p^3*q^2*x-464*b^2*p^3*q*r*x+1520*b^2*p^3*q*x^2-320* b^2*p^3*r^2*x+1774*b^2*p^3*r*x^2-112*b^2*p^2*q^3*x-492*b^2*p^2*q^2*r*x+2280*b^2 *p^2*q^2*x^2-720*b^2*p^2*q*r^2*x+5322*b^2*p^2*q*r*x^2-340*b^2*p^2*r^3*x+3222*b^ 2*p^2*r^2*x^2-28*b^2*p*q^4*x-192*b^2*p*q^3*r*x+1520*b^2*p*q^3*x^2-480*b^2*p*q^2 *r^2*x+5322*b^2*p*q^2*r*x^2-496*b^2*p*q*r^3*x+6444*b^2*p*q*r^2*x^2-180*b^2*p*r^ 4*x+2642*b^2*p*r^3*x^2-14*b^2*q^4*r*x+380*b^2*q^4*x^2-80*b^2*q^3*r^2*x+1774*b^2 *q^3*r*x^2-156*b^2*q^2*r^3*x+3222*b^2*q^2*r^2*x^2-128*b^2*q*r^4*x+2642*b^2*q*r^ 3*x^2-38*b^2*r^5*x+814*b^2*r^4*x^2-576*b*c^6*x-2176*b*c^5*g*x-1792*b*c^5*p*x-\ 1216*b*c^5*q*x-1760*b*c^5*r*x+6560*b*c^5*x^2-2912*b*c^4*g^2*x-5808*b*c^4*g*p*x-\ 3920*b*c^4*g*q*x-5776*b*c^4*g*r*x+18096*b*c^4*g*x^2-2208*b*c^4*p^2*x-3200*b*c^4 *p*q*x-4480*b*c^4*p*r*x+14464*b*c^4*p*x^2-992*b*c^4*q^2*x-3008*b*c^4*q*r*x+ 14464*b*c^4*q*x^2-2272*b*c^4*r^2*x+16896*b*c^4*r*x^2-1824*b*c^3*g^3*x-6280*b*c^ 3*g^2*p*x-4312*b*c^3*g^2*q*x-6280*b*c^3*g^2*r*x+17560*b*c^3*g^2*x^2-5944*b*c^3* g*p^2*x-8592*b*c^3*g*p*q*x-12176*b*c^3*g*p*r*x+32752*b*c^3*g*p*x^2-2648*b*c^3*g *q^2*x-8160*b*c^3*g*q*r*x+32752*b*c^3*g*q*x^2-6232*b*c^3*g*r^2*x+38208*b*c^3*g* r*x^2-1376*b*c^3*p^3*x-3136*b*c^3*p^2*q*x-4288*b*c^3*p^2*r*x+12528*b*c^3*p^2*x^ 2-2144*b*c^3*p*q^2*x-6176*b*c^3*p*q*r*x+25056*b*c^3*p*q*x^2-4448*b*c^3*p*r^2*x+ 29264*b*c^3*p*r*x^2-384*b*c^3*q^3*x-1888*b*c^3*q^2*r*x+12528*b*c^3*q^2*x^2-3040 *b*c^3*q*r^2*x+29264*b*c^3*q*r*x^2-1536*b*c^3*r^3*x+17736*b*c^3*r^2*x^2-548*b*c ^2*g^4*x-2948*b*c^2*g^3*p*x-2108*b*c^2*g^3*q*x-2956*b*c^2*g^3*r*x+7396*b*c^2*g^ 3*x^2-4904*b*c^2*g^2*p^2*x-7168*b*c^2*g^2*p*q*x-10052*b*c^2*g^2*p*r*x+24296*b*c ^2*g^2*p*x^2-2264*b*c^2*g^2*q^2*x-6884*b*c^2*g^2*q*r*x+24296*b*c^2*g^2*q*x^2-\ 5148*b*c^2*g^2*r^2*x+28056*b*c^2*g^2*r*x^2-2924*b*c^2*g*p^3*x-6660*b*c^2*g*p^2* q*x-9176*b*c^2*g*p^2*r*x+21984*b*c^2*g*p^2*x^2-4548*b*c^2*g*p*q^2*x-13216*b*c^2 *g*p*q*r*x+43968*b*c^2*g*p*q*x^2-9580*b*c^2*g*p*r^2*x+51256*b*c^2*g*p*r*x^2-812 *b*c^2*g*q^3*x-4040*b*c^2*g*q^2*r*x+21984*b*c^2*g*q^2*x^2-6556*b*c^2*g*q*r^2*x+ 51256*b*c^2*g*q*r*x^2-3328*b*c^2*g*r^3*x+30972*b*c^2*g*r^2*x^2-452*b*c^2*p^4*x-\ 1424*b*c^2*p^3*q*x-1912*b*c^2*p^3*r*x+5296*b*c^2*p^3*x^2-1560*b*c^2*p^2*q^2*x-\ 4344*b*c^2*p^2*q*r*x+15888*b*c^2*p^2*q*x^2-3024*b*c^2*p^2*r^2*x+18552*b*c^2*p^2 *r*x^2-656*b*c^2*p*q^3*x-2952*b*c^2*p*q^2*r*x+15888*b*c^2*p*q^2*x^2-4416*b*c^2* p*q*r^2*x+37104*b*c^2*p*q*r*x^2-2120*b*c^2*p*r^3*x+22464*b*c^2*p*r^2*x^2-68*b*c ^2*q^4*x-520*b*c^2*q^3*r*x+5296*b*c^2*q^3*x^2-1392*b*c^2*q^2*r^2*x+18552*b*c^2* q^2*r*x^2-1496*b*c^2*q*r^3*x+22464*b*c^2*q*r^2*x^2-556*b*c^2*r^4*x+9208*b*c^2*r ^3*x^2-64*b*c*g^5*x-582*b*c*g^4*p*x-454*b*c*g^4*q*x-584*b*c*g^4*r*x+1224*b*c*g^ 4*x^2-1550*b*c*g^3*p^2*x-2324*b*c*g^3*p*q*x-3160*b*c*g^3*p*r*x+6964*b*c*g^3*p*x ^2-774*b*c*g^3*q^2*x-2268*b*c*g^3*q*r*x+6964*b*c*g^3*q*x^2-1610*b*c*g^3*r^2*x+ 7848*b*c*g^3*r*x^2-1650*b*c*g^2*p^3*x-3786*b*c*g^2*p^2*q*x-5168*b*c*g^2*p^2*r*x +11126*b*c*g^2*p^2*x^2-2622*b*c*g^2*p*q^2*x-7540*b*c*g^2*p*q*r*x+22252*b*c*g^2* p*q*x^2-5386*b*c*g^2*p*r^2*x+25696*b*c*g^2*p*r*x^2-486*b*c*g^2*q^3*x-2372*b*c*g ^2*q^2*r*x+11126*b*c*g^2*q^2*x^2-3754*b*c*g^2*q*r^2*x+25696*b*c*g^2*q*r*x^2-\ 1868*b*c*g^2*r^3*x+15228*b*c*g^2*r^2*x^2-690*b*c*g*p^4*x-2176*b*c*g*p^3*q*x-\ 2932*b*c*g*p^3*r*x+6468*b*c*g*p^3*x^2-2388*b*c*g*p^2*q^2*x-6672*b*c*g*p^2*q*r*x +19404*b*c*g*p^2*q*x^2-4656*b*c*g*p^2*r^2*x+22600*b*c*g*p^2*r*x^2-1008*b*c*g*p* q^3*x-4548*b*c*g*p*q^2*r*x+19404*b*c*g*p*q^2*x^2-6816*b*c*g*p*q*r^2*x+45200*b*c *g*p*q*r*x^2-3276*b*c*g*p*r^3*x+27276*b*c*g*p*r^2*x^2-106*b*c*g*q^4*x-808*b*c*g *q^3*r*x+6468*b*c*g*q^3*x^2-2160*b*c*g*q^2*r^2*x+22600*b*c*g*q^2*r*x^2-2320*b*c *g*q*r^3*x+27276*b*c*g*q*r^2*x^2-862*b*c*g*r^4*x+11144*b*c*g*r^3*x^2-72*b*c*p^5 *x-292*b*c*p^4*q*x-386*b*c*p^4*r*x+1082*b*c*p^4*x^2-448*b*c*p^3*q^2*x-1216*b*c* p^3*q*r*x+4328*b*c*p^3*q*x^2-824*b*c*p^3*r^2*x+5052*b*c*p^3*r*x^2-312*b*c*p^2*q ^3*x-1332*b*c*p^2*q^2*r*x+6492*b*c*p^2*q^2*x^2-1896*b*c*p^2*q*r^2*x+15156*b*c*p ^2*q*r*x^2-876*b*c*p^2*r^3*x+9162*b*c*p^2*r^2*x^2-88*b*c*p*q^4*x-560*b*c*p*q^3* r*x+4328*b*c*p*q^3*x^2-1320*b*c*p*q^2*r^2*x+15156*b*c*p*q^2*r*x^2-1312*b*c*p*q* r^3*x+18324*b*c*p*q*r^2*x^2-464*b*c*p*r^4*x+7496*b*c*p*r^3*x^2-4*b*c*q^5*x-58*b *c*q^4*r*x+1082*b*c*q^4*x^2-248*b*c*q^3*r^2*x+5052*b*c*q^3*r*x^2-436*b*c*q^2*r^ 3*x+9162*b*c*q^2*r^2*x^2-340*b*c*q*r^4*x+7496*b*c*q*r^3*x^2-98*b*c*r^5*x+2304*b *c*r^4*x^2-32*b*g^5*p*x-32*b*g^5*q*x-32*b*g^5*r*x+32*b*g^5*x^2-154*b*g^4*p^2*x-\ 244*b*g^4*p*q*x-309*b*g^4*p*r*x+598*b*g^4*p*x^2-90*b*g^4*q^2*x-245*b*g^4*q*r*x+ 598*b*g^4*q*x^2-155*b*g^4*r^2*x+630*b*g^4*r*x^2-266*b*g^3*p^3*x-620*b*g^3*p^2*q *x-826*b*g^3*p^2*r*x+1633*b*g^3*p^2*x^2-442*b*g^3*p*q^2*x-1238*b*g^3*p*q*r*x+ 3266*b*g^3*p*q*x^2-854*b*g^3*p*r^2*x+3692*b*g^3*p*r*x^2-88*b*g^3*q^3*x-412*b*g^ 3*q^2*r*x+1633*b*g^3*q^2*x^2-618*b*g^3*q*r^2*x+3692*b*g^3*q*r*x^2-294*b*g^3*r^3 *x+2088*b*g^3*r^2*x^2-202*b*g^2*p^4*x-640*b*g^2*p^3*q*x-856*b*g^2*p^3*r*x+1684* b*g^2*p^3*x^2-708*b*g^2*p^2*q^2*x-1962*b*g^2*p^2*q*r*x+5052*b*g^2*p^2*q*x^2-\ 1356*b*g^2*p^2*r^2*x+5834*b*g^2*p^2*r*x^2-304*b*g^2*p*q^3*x-1356*b*g^2*p*q^2*r* x+5052*b*g^2*p*q^2*x^2-2004*b*g^2*p*q*r^2*x+11668*b*g^2*p*q*r*x^2-952*b*g^2*p*r ^3*x+6930*b*g^2*p*r^2*x^2-34*b*g^2*q^4*x-250*b*g^2*q^3*r*x+1684*b*g^2*q^3*x^2-\ 648*b*g^2*q^2*r^2*x+5834*b*g^2*q^2*r*x^2-682*b*g^2*q*r^3*x+6930*b*g^2*q*r^2*x^2 -250*b*g^2*r^4*x+2780*b*g^2*r^3*x^2-62*b*g*p^5*x-252*b*g*p^4*q*x-333*b*g*p^4*r* x+701*b*g*p^4*x^2-388*b*g*p^3*q^2*x-1052*b*g*p^3*q*r*x+2804*b*g*p^3*q*x^2-712*b *g*p^3*r^2*x+3262*b*g*p^3*r*x^2-272*b*g*p^2*q^3*x-1158*b*g*p^2*q^2*r*x+4206*b*g *p^2*q^2*x^2-1644*b*g*p^2*q*r^2*x+9786*b*g*p^2*q*r*x^2-758*b*g*p^2*r^3*x+5895*b *g*p^2*r^2*x^2-78*b*g*p*q^4*x-492*b*g*p*q^3*r*x+2804*b*g*p*q^3*x^2-1152*b*g*p*q ^2*r^2*x+9786*b*g*p*q^2*r*x^2-1140*b*g*p*q*r^3*x+11790*b*g*p*q*r^2*x^2-402*b*g* p*r^4*x+4808*b*g*p*r^3*x^2-4*b*g*q^5*x-53*b*g*q^4*r*x+701*b*g*q^4*x^2-220*b*g*q ^3*r^2*x+3262*b*g*q^3*r*x^2-382*b*g*q^2*r^3*x+5895*b*g*q^2*r^2*x^2-296*b*g*q*r^ 4*x+4808*b*g*q*r^3*x^2-85*b*g*r^5*x+1474*b*g*r^4*x^2-4*b*p^6*x-20*b*p^5*q*x-26* b*p^5*r*x+84*b*p^5*x^2-40*b*p^4*q^2*x-106*b*p^4*q*r*x+420*b*p^4*q*x^2-70*b*p^4* r^2*x+490*b*p^4*r*x^2-40*b*p^3*q^3*x-164*b*p^3*q^2*r*x+840*b*p^3*q^2*x^2-224*b* p^3*q*r^2*x+1960*b*p^3*q*r*x^2-100*b*p^3*r^3*x+1182*b*p^3*r^2*x^2-20*b*p^2*q^4* x-116*b*p^2*q^3*r*x+840*b*p^2*q^3*x^2-252*b*p^2*q^2*r^2*x+2940*b*p^2*q^2*r*x^2-\ 236*b*p^2*q*r^3*x+3546*b*p^2*q*r^2*x^2-80*b*p^2*r^4*x+1446*b*p^2*r^3*x^2-4*b*p* q^5*x-34*b*p*q^4*r*x+420*b*p*q^4*x^2-112*b*p*q^3*r^2*x+1960*b*p*q^3*r*x^2-172*b *p*q^2*r^3*x+3546*b*p*q^2*r^2*x^2-124*b*p*q*r^4*x+2892*b*p*q*r^3*x^2-34*b*p*r^5 *x+886*b*p*r^4*x^2-2*b*q^5*r*x+84*b*q^5*x^2-14*b*q^4*r^2*x+490*b*q^4*r*x^2-36*b *q^3*r^3*x+1182*b*q^3*r^2*x^2-44*b*q^2*r^4*x+1446*b*q^2*r^3*x^2-26*b*q*r^5*x+ 886*b*q*r^4*x^2-6*b*r^6*x+216*b*r^5*x^2-128*c^7*x-576*c^6*g*x-448*c^6*p*x-320*c ^6*q*x-448*c^6*r*x+1600*c^6*x^2-960*c^5*g^2*x-1824*c^5*g*p*x-1248*c^5*g*q*x-\ 1824*c^5*g*r*x+5664*c^5*g*x^2-640*c^5*p^2*x-960*c^5*p*q*x-1312*c^5*p*r*x+4192*c ^5*p*x^2-320*c^5*q^2*x-928*c^5*q*r*x+4192*c^5*q*x^2-672*c^5*r^2*x+4896*c^5*r*x^ 2-800*c^4*g^3*x-2592*c^4*g^2*p*x-1760*c^4*g^2*q*x-2592*c^4*g^2*r*x+7392*c^4*g^2 *x^2-2304*c^4*g*p^2*x-3360*c^4*g*p*q*x-4752*c^4*g*p*r*x+12720*c^4*g*p*x^2-1056* c^4*g*q^2*x-3216*c^4*g*q*r*x+12720*c^4*g*q*x^2-2448*c^4*g*r^2*x+14928*c^4*g*r*x ^2-480*c^4*p^3*x-1120*c^4*p^2*q*x-1504*c^4*p^2*r*x+4480*c^4*p^2*x^2-800*c^4*p*q ^2*x-2240*c^4*p*q*r*x+8960*c^4*p*q*x^2-1568*c^4*p*r^2*x+10464*c^4*p*r*x^2-160*c ^4*q^3*x-736*c^4*q^2*r*x+4480*c^4*q^2*x^2-1120*c^4*q*r^2*x+10464*c^4*q*r*x^2-\ 544*c^4*r^3*x+6336*c^4*r^2*x^2-360*c^3*g^4*x-1744*c^3*g^3*p*x-1200*c^3*g^3*q*x-\ 1744*c^3*g^3*r*x+4624*c^3*g^3*x^2-2688*c^3*g^2*p^2*x-3904*c^3*g^2*p*q*x-5544*c^ 3*g^2*p*r*x+13520*c^3*g^2*p*x^2-1216*c^3*g^2*q^2*x-3736*c^3*g^2*q*r*x+13520*c^3 *g^2*q*x^2-2856*c^3*g^2*r^2*x+15816*c^3*g^2*r*x^2-1488*c^3*g*p^3*x-3408*c^3*g*p ^2*q*x-4704*c^3*g*p^2*r*x+11280*c^3*g*p^2*x^2-2352*c^3*g*p*q^2*x-6816*c^3*g*p*q *r*x+22560*c^3*g*p*q*x^2-4944*c^3*g*p*r^2*x+26448*c^3*g*p*r*x^2-432*c^3*g*q^3*x -2112*c^3*g*q^2*r*x+11280*c^3*g*q^2*x^2-3408*c^3*g*q*r^2*x+26448*c^3*g*q*r*x^2-\ 1728*c^3*g*r^3*x+16152*c^3*g*r^2*x^2-200*c^3*p^4*x-640*c^3*p^3*q*x-848*c^3*p^3* r*x+2480*c^3*p^3*x^2-720*c^3*p^2*q^2*x-1968*c^3*p^2*q*r*x+7440*c^3*p^2*q*x^2-\ 1344*c^3*p^2*r^2*x+8688*c^3*p^2*r*x^2-320*c^3*p*q^3*x-1392*c^3*p*q^2*r*x+7440*c ^3*p*q^2*x^2-2016*c^3*p*q*r^2*x+17376*c^3*p*q*r*x^2-944*c^3*p*r^3*x+10512*c^3*p *r^2*x^2-40*c^3*q^4*x-272*c^3*q^3*r*x+2480*c^3*q^3*x^2-672*c^3*q^2*r^2*x+8688*c ^3*q^2*r*x^2-688*c^3*q*r^3*x+10512*c^3*q*r^2*x^2-248*c^3*r^4*x+4304*c^3*r^3*x^2 -84*c^2*g^5*x-588*c^2*g^4*p*x-420*c^2*g^4*q*x-588*c^2*g^4*r*x+1428*c^2*g^4*x^2-\ 1376*c^2*g^3*p^2*x-2016*c^2*g^3*p*q*x-2828*c^2*g^3*p*r*x+6440*c^2*g^3*p*x^2-640 *c^2*g^3*q^2*x-1940*c^2*g^3*q*r*x+6440*c^2*g^3*q*x^2-1452*c^2*g^3*r^2*x+7452*c^ 2*g^3*r*x^2-1344*c^2*g^2*p^3*x-3072*c^2*g^2*p^2*q*x-4248*c^2*g^2*p^2*r*x+9192*c ^2*g^2*p^2*x^2-2112*c^2*g^2*p*q^2*x-6144*c^2*g^2*p*q*r*x+18384*c^2*g^2*p*q*x^2-\ 4464*c^2*g^2*p*r^2*x+21480*c^2*g^2*p*r*x^2-384*c^2*g^2*q^3*x-1896*c^2*g^2*q^2*r *x+9192*c^2*g^2*q^2*x^2-3072*c^2*g^2*q*r^2*x+21480*c^2*g^2*q*r*x^2-1560*c^2*g^2 *r^3*x+13032*c^2*g^2*r^2*x^2-516*c^2*g*p^4*x-1632*c^2*g*p^3*q*x-2208*c^2*g*p^3* r*x+4920*c^2*g*p^3*x^2-1800*c^2*g*p^2*q^2*x-5040*c^2*g*p^2*q*r*x+14760*c^2*g*p^ 2*q*x^2-3528*c^2*g*p^2*r^2*x+17280*c^2*g*p^2*r*x^2-768*c^2*g*p*q^3*x-3456*c^2*g *p*q^2*r*x+14760*c^2*g*p*q^2*x^2-5184*c^2*g*p*q*r^2*x+34560*c^2*g*p*q*r*x^2-\ 2496*c^2*g*p*r^3*x+21048*c^2*g*p*r^2*x^2-84*c^2*g*q^4*x-624*c^2*g*q^3*r*x+4920* c^2*g*q^3*x^2-1656*c^2*g*q^2*r^2*x+17280*c^2*g*q^2*r*x^2-1776*c^2*g*q*r^3*x+ 21048*c^2*g*q*r^2*x^2-660*c^2*g*r^4*x+8688*c^2*g*r^3*x^2-44*c^2*p^5*x-180*c^2*p ^4*q*x-236*c^2*p^4*r*x+740*c^2*p^4*x^2-280*c^2*p^3*q^2*x-752*c^2*p^3*q*r*x+2960 *c^2*p^3*q*x^2-504*c^2*p^3*r^2*x+3456*c^2*p^3*r*x^2-200*c^2*p^2*q^3*x-840*c^2*p ^2*q^2*r*x+4440*c^2*p^2*q^2*x^2-1176*c^2*p^2*q*r^2*x+10368*c^2*p^2*q*r*x^2-536* c^2*p^2*r^3*x+6264*c^2*p^2*r^2*x^2-60*c^2*p*q^4*x-368*c^2*p*q^3*r*x+2960*c^2*p* q^3*x^2-840*c^2*p*q^2*r^2*x+10368*c^2*p*q^2*r*x^2-816*c^2*p*q*r^3*x+12528*c^2*p *q*r^2*x^2-284*c^2*p*r^4*x+5120*c^2*p*r^3*x^2-4*c^2*q^5*x-44*c^2*q^4*r*x+740*c^ 2*q^4*x^2-168*c^2*q^3*r^2*x+3456*c^2*q^3*r*x^2-280*c^2*q^2*r^3*x+6264*c^2*q^2*r ^2*x^2-212*c^2*q*r^4*x+5120*c^2*q*r^3*x^2-60*c^2*r^5*x+1572*c^2*r^4*x^2-8*c*g^6 *x-90*c*g^5*p*x-70*c*g^5*q*x-90*c*g^5*r*x+186*c*g^5*x^2-312*c*g^4*p^2*x-468*c*g ^4*p*q*x-636*c*g^4*p*r*x+1350*c*g^4*p*x^2-156*c*g^4*q^2*x-456*c*g^4*q*r*x+1350* c*g^4*q*x^2-324*c*g^4*r^2*x+1524*c*g^4*r*x^2-468*c*g^3*p^3*x-1076*c*g^3*p^2*q*x -1472*c*g^3*p^2*r*x+2972*c*g^3*p^2*x^2-748*c*g^3*p*q^2*x-2152*c*g^3*p*q*r*x+ 5944*c*g^3*p*q*x^2-1540*c*g^3*p*r^2*x+6876*c*g^3*p*r*x^2-140*c*g^3*q^3*x-680*c* g^3*q^2*r*x+2972*c*g^3*q^2*x^2-1076*c*g^3*q*r^2*x+6876*c*g^3*q*r*x^2-536*c*g^3* r^3*x+4086*c*g^3*r^2*x^2-324*c*g^2*p^4*x-1024*c*g^2*p^3*q*x-1386*c*g^2*p^3*r*x+ 2748*c*g^2*p^3*x^2-1128*c*g^2*p^2*q^2*x-3162*c*g^2*p^2*q*r*x+8244*c*g^2*p^2*q*x ^2-2214*c*g^2*p^2*r^2*x+9618*c*g^2*p^2*r*x^2-480*c*g^2*p*q^3*x-2166*c*g^2*p*q^2 *r*x+8244*c*g^2*p*q^2*x^2-3252*c*g^2*p*q*r^2*x+19236*c*g^2*p*q*r*x^2-1566*c*g^2 *p*r^3*x+11646*c*g^2*p*r^2*x^2-52*c*g^2*q^4*x-390*c*g^2*q^3*r*x+2748*c*g^2*q^3* x^2-1038*c*g^2*q^2*r^2*x+9618*c*g^2*q^2*r*x^2-1114*c*g^2*q*r^3*x+11646*c*g^2*q* r^2*x^2-414*c*g^2*r^4*x+4776*c*g^2*r^3*x^2-90*c*g*p^5*x-366*c*g*p^4*q*x-486*c*g *p^4*r*x+1050*c*g*p^4*x^2-564*c*g*p^3*q^2*x-1536*c*g*p^3*q*r*x+4200*c*g*p^3*q*x ^2-1044*c*g*p^3*r^2*x+4908*c*g*p^3*r*x^2-396*c*g*p^2*q^3*x-1692*c*g*p^2*q^2*r*x +6300*c*g*p^2*q^2*x^2-2412*c*g*p^2*q*r^2*x+14724*c*g*p^2*q*r*x^2-1116*c*g*p^2*r ^3*x+8934*c*g*p^2*r^2*x^2-114*c*g*p*q^4*x-720*c*g*p*q^3*r*x+4200*c*g*p*q^3*x^2-\ 1692*c*g*p*q^2*r^2*x+14724*c*g*p*q^2*r*x^2-1680*c*g*p*q*r^3*x+17868*c*g*p*q*r^2 *x^2-594*c*g*p*r^4*x+7344*c*g*p*r^3*x^2-6*c*g*q^5*x-78*c*g*q^4*r*x+1050*c*g*q^4 *x^2-324*c*g*q^3*r^2*x+4908*c*g*q^3*r*x^2-564*c*g*q^2*r^3*x+8934*c*g*q^2*r^2*x^ 2-438*c*g*q*r^4*x+7344*c*g*q*r^3*x^2-126*c*g*r^5*x+2268*c*g*r^4*x^2-4*c*p^6*x-\ 20*c*p^5*q*x-26*c*p^5*r*x+110*c*p^5*x^2-40*c*p^4*q^2*x-106*c*p^4*q*r*x+550*c*p^ 4*q*x^2-70*c*p^4*r^2*x+642*c*p^4*r*x^2-40*c*p^3*q^3*x-164*c*p^3*q^2*r*x+1100*c* p^3*q^2*x^2-224*c*p^3*q*r^2*x+2568*c*p^3*q*r*x^2-100*c*p^3*r^3*x+1548*c*p^3*r^2 *x^2-20*c*p^2*q^4*x-116*c*p^2*q^3*r*x+1100*c*p^2*q^3*x^2-252*c*p^2*q^2*r^2*x+ 3852*c*p^2*q^2*r*x^2-236*c*p^2*q*r^3*x+4644*c*p^2*q*r^2*x^2-80*c*p^2*r^4*x+1892 *c*p^2*r^3*x^2-4*c*p*q^5*x-34*c*p*q^4*r*x+550*c*p*q^4*x^2-112*c*p*q^3*r^2*x+ 2568*c*p*q^3*r*x^2-172*c*p*q^2*r^3*x+4644*c*p*q^2*r^2*x^2-124*c*p*q*r^4*x+3784* c*p*q*r^3*x^2-34*c*p*r^5*x+1158*c*p*r^4*x^2-2*c*q^5*r*x+110*c*q^5*x^2-14*c*q^4* r^2*x+642*c*q^4*r*x^2-36*c*q^3*r^3*x+1548*c*q^3*r^2*x^2-44*c*q^2*r^4*x+1892*c*q ^2*r^3*x^2-26*c*q*r^5*x+1158*c*q*r^4*x^2-6*c*r^6*x+282*c*r^5*x^2-4*g^6*p*x-4*g^ 6*q*x-4*g^6*r*x+4*g^6*x^2-24*g^5*p^2*x-38*g^5*p*q*x-48*g^5*p*r*x+91*g^5*p*x^2-\ 14*g^5*q^2*x-38*g^5*q*r*x+91*g^5*q*x^2-24*g^5*r^2*x+96*g^5*r*x^2-54*g^4*p^3*x-\ 126*g^4*p^2*q*x-168*g^4*p^2*r*x+318*g^4*p^2*x^2-90*g^4*p*q^2*x-252*g^4*p*q*r*x+ 636*g^4*p*q*x^2-174*g^4*p*r^2*x+720*g^4*p*r*x^2-18*g^4*q^3*x-84*g^4*q^2*r*x+318 *g^4*q^2*x^2-126*g^4*q*r^2*x+720*g^4*q*r*x^2-60*g^4*r^3*x+408*g^4*r^2*x^2-58*g^ 3*p^4*x-184*g^3*p^3*q*x-247*g^3*p^3*r*x+454*g^3*p^3*x^2-204*g^3*p^2*q^2*x-567*g ^3*p^2*q*r*x+1362*g^3*p^2*q*x^2-393*g^3*p^2*r^2*x+1575*g^3*p^2*r*x^2-88*g^3*p*q ^3*x-393*g^3*p*q^2*r*x+1362*g^3*p*q^2*x^2-582*g^3*p*q*r^2*x+3150*g^3*p*q*r*x^2-\ 277*g^3*p*r^3*x+1875*g^3*p*r^2*x^2-10*g^3*q^4*x-73*g^3*q^3*r*x+454*g^3*q^3*x^2-\ 189*g^3*q^2*r^2*x+1575*g^3*q^2*r*x^2-199*g^3*q*r^3*x+1875*g^3*q*r^2*x^2-73*g^3* r^4*x+754*g^3*r^3*x^2-30*g^2*p^5*x-122*g^2*p^4*q*x-162*g^2*p^4*r*x+304*g^2*p^4* x^2-188*g^2*p^3*q^2*x-512*g^2*p^3*q*r*x+1216*g^2*p^3*q*x^2-348*g^2*p^3*r^2*x+ 1416*g^2*p^3*r*x^2-132*g^2*p^2*q^3*x-564*g^2*p^2*q^2*r*x+1824*g^2*p^2*q^2*x^2-\ 804*g^2*p^2*q*r^2*x+4248*g^2*p^2*q*r*x^2-372*g^2*p^2*r^3*x+2565*g^2*p^2*r^2*x^2 -38*g^2*p*q^4*x-240*g^2*p*q^3*r*x+1216*g^2*p*q^3*x^2-564*g^2*p*q^2*r^2*x+4248*g ^2*p*q^2*r*x^2-560*g^2*p*q*r^3*x+5130*g^2*p*q*r^2*x^2-198*g^2*p*r^4*x+2098*g^2* p*r^3*x^2-2*g^2*q^5*x-26*g^2*q^4*r*x+304*g^2*q^4*x^2-108*g^2*q^3*r^2*x+1416*g^2 *q^3*r*x^2-188*g^2*q^2*r^3*x+2565*g^2*q^2*r^2*x^2-146*g^2*q*r^4*x+2098*g^2*q*r^ 3*x^2-42*g^2*r^5*x+645*g^2*r^4*x^2-6*g*p^6*x-30*g*p^5*q*x-39*g*p^5*r*x+87*g*p^5 *x^2-60*g*p^4*q^2*x-159*g*p^4*q*r*x+435*g*p^4*q*x^2-105*g*p^4*r^2*x+507*g*p^4*r *x^2-60*g*p^3*q^3*x-246*g*p^3*q^2*r*x+870*g*p^3*q^2*x^2-336*g*p^3*q*r^2*x+2028* g*p^3*q*r*x^2-150*g*p^3*r^3*x+1224*g*p^3*r^2*x^2-30*g*p^2*q^4*x-174*g*p^2*q^3*r *x+870*g*p^2*q^3*x^2-378*g*p^2*q^2*r^2*x+3042*g*p^2*q^2*r*x^2-354*g*p^2*q*r^3*x +3672*g*p^2*q*r^2*x^2-120*g*p^2*r^4*x+1500*g*p^2*r^3*x^2-6*g*p*q^5*x-51*g*p*q^4 *r*x+435*g*p*q^4*x^2-168*g*p*q^3*r^2*x+2028*g*p*q^3*r*x^2-258*g*p*q^2*r^3*x+ 3672*g*p*q^2*r^2*x^2-186*g*p*q*r^4*x+3000*g*p*q*r^3*x^2-51*g*p*r^5*x+921*g*p*r^ 4*x^2-3*g*q^5*r*x+87*g*q^5*x^2-21*g*q^4*r^2*x+507*g*q^4*r*x^2-54*g*q^3*r^3*x+ 1224*g*q^3*r^2*x^2-66*g*q^2*r^4*x+1500*g*q^2*r^3*x^2-39*g*q*r^5*x+921*g*q*r^4*x ^2-9*g*r^6*x+225*g*r^5*x^2+6*p^6*x^2+36*p^5*q*x^2+42*p^5*r*x^2+90*p^4*q^2*x^2+ 210*p^4*q*r*x^2+126*p^4*r^2*x^2+120*p^3*q^3*x^2+420*p^3*q^2*r*x^2+504*p^3*q*r^2 *x^2+204*p^3*r^3*x^2+90*p^2*q^4*x^2+420*p^2*q^3*r*x^2+756*p^2*q^2*r^2*x^2+612*p ^2*q*r^3*x^2+186*p^2*r^4*x^2+36*p*q^5*x^2+210*p*q^4*r*x^2+504*p*q^3*r^2*x^2+612 *p*q^2*r^3*x^2+372*p*q*r^4*x^2+90*p*r^5*x^2+6*q^6*x^2+42*q^5*r*x^2+126*q^4*r^2* x^2+204*q^3*r^3*x^2+186*q^2*r^4*x^2+90*q*r^5*x^2+18*r^6*x^2+32*a^6*c+16*a^6*p+ 16*a^6*q+16*a^6*r-32*a^6*x+128*a^5*b*c-16*a^5*b*g+64*a^5*b*p+64*a^5*b*q+64*a^5* b*r-160*a^5*b*x+192*a^5*c^2+96*a^5*c*g+208*a^5*c*p+144*a^5*c*q+208*a^5*c*r-992* a^5*c*x-8*a^5*g^2+48*a^5*g*p+48*a^5*g*q+48*a^5*g*r-128*a^5*g*x+56*a^5*p^2+80*a^ 5*p*q+112*a^5*p*r-496*a^5*p*x+24*a^5*q^2+80*a^5*q*r-464*a^5*q*x+56*a^5*r^2-512* a^5*r*x+224*a^5*x^2+192*a^4*b^2*c-64*a^4*b^2*g+96*a^4*b^2*p+96*a^4*b^2*q+96*a^4 *b^2*r-320*a^4*b^2*x+640*a^4*b*c^2+224*a^4*b*c*g+720*a^4*b*c*p+464*a^4*b*c*q+ 720*a^4*b*c*r-4128*a^4*b*c*x-88*a^4*b*g^2+136*a^4*b*g*p+136*a^4*b*g*q+136*a^4*b *g*r-544*a^4*b*g*x+200*a^4*b*p^2+272*a^4*b*p*q+400*a^4*b*p*r-2080*a^4*b*p*x+72* a^4*b*q^2+272*a^4*b*q*r-1920*a^4*b*q*x+200*a^4*b*r^2-2128*a^4*b*r*x+1120*a^4*b* x^2+480*a^4*c^3+480*a^4*c^2*g+800*a^4*c^2*p+480*a^4*c^2*q+800*a^4*c^2*r-5152*a^ 4*c^2*x+64*a^4*c*g^2+552*a^4*c*g*p+360*a^4*c*g*q+552*a^4*c*g*r-3360*a^4*c*g*x+ 432*a^4*c*p^2+544*a^4*c*p*q+864*a^4*c*p*r-5200*a^4*c*p*x+144*a^4*c*q^2+544*a^4* c*q*r-4304*a^4*c*q*x+432*a^4*c*r^2-5488*a^4*c*r*x+4096*a^4*c*x^2-28*a^4*g^3+44* a^4*g^2*p+44*a^4*g^2*q+44*a^4*g^2*r-216*a^4*g^2*x+156*a^4*g*p^2+216*a^4*g*p*q+ 312*a^4*g*p*r-1696*a^4*g*p*x+60*a^4*g*q^2+216*a^4*g*q*r-1568*a^4*g*q*x+156*a^4* g*r^2-1728*a^4*g*r*x+932*a^4*g*x^2+76*a^4*p^3+148*a^4*p^2*q+228*a^4*p^2*r-1304* a^4*p^2*x+84*a^4*p*q^2+296*a^4*p*q*r-2176*a^4*p*q*x+228*a^4*p*r^2-2760*a^4*p*r* x+1956*a^4*p*x^2+12*a^4*q^3+84*a^4*q^2*r-872*a^4*q^2*x+148*a^4*q*r^2-2296*a^4*q *r*x+1956*a^4*q*x^2+76*a^4*r^3-1456*a^4*r^2*x+2116*a^4*r*x^2+128*a^3*b^3*c-96*a ^3*b^3*g+64*a^3*b^3*p+64*a^3*b^3*q+64*a^3*b^3*r-320*a^3*b^3*x+768*a^3*b^2*c^2+ 96*a^3*b^2*c*g+912*a^3*b^2*c*p+528*a^3*b^2*c*q+912*a^3*b^2*c*r-6592*a^3*b^2*c*x -224*a^3*b^2*g^2+120*a^3*b^2*g*p+120*a^3*b^2*g*q+120*a^3*b^2*g*r-896*a^3*b^2*g* x+264*a^3*b^2*p^2+336*a^3*b^2*p*q+528*a^3*b^2*p*r-3360*a^3*b^2*p*x+72*a^3*b^2*q ^2+336*a^3*b^2*q*r-3040*a^3*b^2*q*x+264*a^3*b^2*r^2-3392*a^3*b^2*r*x+2240*a^3*b ^2*x^2+1280*a^3*b*c^3+1104*a^3*b*c^2*g+2240*a^3*b*c^2*p+1216*a^3*b*c^2*q+2240*a ^3*b*c^2*r-17120*a^3*b*c^2*x-96*a^3*b*c*g^2+1480*a^3*b*c*g*p+840*a^3*b*c*g*q+ 1480*a^3*b*c*g*r-11520*a^3*b*c*g*x+1264*a^3*b*c*p^2+1472*a^3*b*c*p*q+2528*a^3*b *c*p*r-17632*a^3*b*c*p*x+336*a^3*b*c*q^2+1472*a^3*b*c*q*r-14048*a^3*b*c*q*x+ 1264*a^3*b*c*r^2-18144*a^3*b*c*r*x+16384*a^3*b*c*x^2-164*a^3*b*g^3+52*a^3*b*g^2 *p+52*a^3*b*g^2*q+52*a^3*b*g^2*r-760*a^3*b*g^2*x+452*a^3*b*g*p^2+584*a^3*b*g*p* q+904*a^3*b*g*p*r-5856*a^3*b*g*p*x+132*a^3*b*g*q^2+584*a^3*b*g*q*r-5344*a^3*b*g *q*x+452*a^3*b*g*r^2-5920*a^3*b*g*r*x+3728*a^3*b*g*x^2+232*a^3*b*p^3+424*a^3*b* p^2*q+696*a^3*b*p^2*r-4504*a^3*b*p^2*x+216*a^3*b*p*q^2+848*a^3*b*p*q*r-7280*a^3 *b*p*q*x+696*a^3*b*p*r^2-9312*a^3*b*p*r*x+7824*a^3*b*p*x^2+24*a^3*b*q^3+216*a^3 *b*q^2*r-2776*a^3*b*q^2*x+424*a^3*b*q*r^2-7456*a^3*b*q*r*x+7824*a^3*b*q*x^2+232 *a^3*b*r^3-4808*a^3*b*r^2*x+8464*a^3*b*r*x^2+640*a^3*c^4+992*a^3*c^3*g+1440*a^3 *c^3*p+800*a^3*c^3*q+1440*a^3*c^3*r-11392*a^3*c^3*x+360*a^3*c^2*g^2+1792*a^3*c^ 2*g*p+992*a^3*c^2*g*q+1792*a^3*c^2*g*r-14224*a^3*c^2*g*x+1168*a^3*c^2*p^2+1376* a^3*c^2*p*q+2336*a^3*c^2*p*r-17344*a^3*c^2*p*x+336*a^3*c^2*q^2+1376*a^3*c^2*q*r -13456*a^3*c^2*q*x+1168*a^3*c^2*r^2-18056*a^3*c^2*r*x+17816*a^3*c^2*x^2-64*a^3* c*g^3+536*a^3*c*g^2*p+296*a^3*c*g^2*q+536*a^3*c*g^2*r-4664*a^3*c*g^2*x+1032*a^3 *c*g*p^2+1232*a^3*c*g*p*q+2064*a^3*c*g*p*r-14704*a^3*c*g*p*x+296*a^3*c*g*q^2+ 1232*a^3*c*g*q*r-11792*a^3*c*g*q*x+1032*a^3*c*g*r^2-15040*a^3*c*g*r*x+13616*a^3 *c*g*x^2+404*a^3*c*p^3+748*a^3*c*p^2*q+1212*a^3*c*p^2*r-8616*a^3*c*p^2*x+396*a^ 3*c*p*q^2+1496*a^3*c*p*q*r-13704*a^3*c*p*q*x+1212*a^3*c*p*r^2-18204*a^3*c*p*r*x +16472*a^3*c*p*x^2+52*a^3*c*q^3+396*a^3*c*q^2*r-5088*a^3*c*q^2*x+748*a^3*c*q*r^ 2-13972*a^3*c*q*r*x+16472*a^3*c*q*x^2+404*a^3*c*r^3-9588*a^3*c*r^2*x+18532*a^3* c*r*x^2-38*a^3*g^4-200*a^3*g^3*x+172*a^3*g^2*p^2+224*a^3*g^2*p*q+344*a^3*g^2*p* r-2376*a^3*g^2*p*x+52*a^3*g^2*q^2+224*a^3*g^2*q*r-2172*a^3*g^2*q*x+172*a^3*g^2* r^2-2394*a^3*g^2*r*x+1522*a^3*g^2*x^2+192*a^3*g*p^3+360*a^3*g*p^2*q+576*a^3*g*p ^2*r-3768*a^3*g*p^2*x+192*a^3*g*p*q^2+720*a^3*g*p*q*r-6132*a^3*g*p*q*x+576*a^3* g*p*r^2-7746*a^3*g*p*r*x+6518*a^3*g*p*x^2+24*a^3*g*q^3+192*a^3*g*q^2*r-2364*a^3 *g*q^2*x+360*a^3*g*q*r^2-6246*a^3*g*q*r*x+6518*a^3*g*q*x^2+192*a^3*g*r^3-3978*a ^3*g*r^2*x+7040*a^3*g*r*x^2+50*a^3*p^4+128*a^3*p^3*q+200*a^3*p^3*r-1396*a^3*p^3 *x+108*a^3*p^2*q^2+384*a^3*p^2*q*r-3396*a^3*p^2*q*x+300*a^3*p^2*r^2-4488*a^3*p^ 2*r*x+3782*a^3*p^2*x^2+32*a^3*p*q^3+216*a^3*p*q^2*r-2604*a^3*p*q^2*x+384*a^3*p* q*r^2-7056*a^3*p*q*r*x+7564*a^3*p*q*x^2+200*a^3*p*r^3-4788*a^3*p*r^2*x+8532*a^3 *p*r*x^2+2*a^3*q^4+32*a^3*q^3*r-604*a^3*q^3*x+108*a^3*q^2*r^2-2568*a^3*q^2*r*x+ 3782*a^3*q^2*x^2+128*a^3*q*r^3-3660*a^3*q*r^2*x+8532*a^3*q*r*x^2+50*a^3*r^4-\ 1696*a^3*r^3*x+4894*a^3*r^2*x^2+32*a^2*b^4*c-64*a^2*b^4*g+16*a^2*b^4*p+16*a^2*b ^4*q+16*a^2*b^4*r-160*a^2*b^4*x+384*a^2*b^3*c^2-96*a^2*b^3*c*g+496*a^2*b^3*c*p+ 240*a^2*b^3*c*q+496*a^2*b^3*c*r-4928*a^2*b^3*c*x-224*a^2*b^3*g^2+24*a^2*b^3*g*p +24*a^2*b^3*g*q+24*a^2*b^3*g*r-704*a^2*b^3*g*x+152*a^2*b^3*p^2+176*a^2*b^3*p*q+ 304*a^2*b^3*p*r-2560*a^2*b^3*p*x+24*a^2*b^3*q^2+176*a^2*b^3*q*r-2240*a^2*b^3*q* x+152*a^2*b^3*r^2-2528*a^2*b^3*r*x+2240*a^2*b^3*x^2+1152*a^2*b^2*c^3+816*a^2*b^ 2*c^2*g+2160*a^2*b^2*c^2*p+1008*a^2*b^2*c^2*q+2160*a^2*b^2*c^2*r-20448*a^2*b^2* c^2*x-424*a^2*b^2*c*g^2+1392*a^2*b^2*c*g*p+624*a^2*b^2*c*g*q+1392*a^2*b^2*c*g*r -14400*a^2*b^2*c*g*x+1296*a^2*b^2*c*p^2+1344*a^2*b^2*c*p*q+2592*a^2*b^2*c*p*r-\ 21696*a^2*b^2*c*p*x+240*a^2*b^2*c*q^2+1344*a^2*b^2*c*q*r-16320*a^2*b^2*c*q*x+ 1296*a^2*b^2*c*r^2-21504*a^2*b^2*c*r*x+24576*a^2*b^2*c*x^2-272*a^2*b^2*g^3-36*a ^2*b^2*g^2*p-36*a^2*b^2*g^2*q-36*a^2*b^2*g^2*r-984*a^2*b^2*g^2*x+468*a^2*b^2*g* p^2+552*a^2*b^2*g*p*q+936*a^2*b^2*g*p*r-7392*a^2*b^2*g*p*x+84*a^2*b^2*g*q^2+552 *a^2*b^2*g*q*r-6624*a^2*b^2*g*q*x+468*a^2*b^2*g*r^2-7392*a^2*b^2*g*r*x+5592*a^2 *b^2*g*x^2+252*a^2*b^2*p^3+420*a^2*b^2*p^2*q+756*a^2*b^2*p^2*r-5688*a^2*b^2*p^2 *x+180*a^2*b^2*p*q^2+840*a^2*b^2*p*q*r-8784*a^2*b^2*p*q*x+756*a^2*b^2*p*r^2-\ 11376*a^2*b^2*p*r*x+11736*a^2*b^2*p*x^2+12*a^2*b^2*q^3+180*a^2*b^2*q^2*r-3096*a ^2*b^2*q^2*x+420*a^2*b^2*q*r^2-8592*a^2*b^2*q*r*x+11736*a^2*b^2*q*x^2+252*a^2*b ^2*r^3-5688*a^2*b^2*r^2*x+12696*a^2*b^2*r*x^2+1280*a^2*b*c^4+1920*a^2*b*c^3*g+ 3040*a^2*b*c^3*p+1504*a^2*b*c^3*q+3040*a^2*b*c^3*r-28416*a^2*b*c^3*x+408*a^2*b* c^2*g^2+3904*a^2*b*c^2*g*p+1840*a^2*b*c^2*g*q+3904*a^2*b*c^2*g*r-37024*a^2*b*c^ 2*g*x+2592*a^2*b*c^2*p^2+2784*a^2*b*c^2*p*q+5184*a^2*b*c^2*p*r-44416*a^2*b*c^2* p*x+576*a^2*b*c^2*q^2+2784*a^2*b*c^2*q*r-32752*a^2*b*c^2*q*x+2592*a^2*b*c^2*r^2 -44872*a^2*b*c^2*r*x+53448*a^2*b*c^2*x^2-392*a^2*b*c*g^3+1064*a^2*b*c*g^2*p+416 *a^2*b*c*g^2*q+1064*a^2*b*c*g^2*r-12512*a^2*b*c*g^2*x+2400*a^2*b*c*g*p^2+2616*a ^2*b*c*g*p*q+4800*a^2*b*c*g*p*r-38904*a^2*b*c*g*p*x+504*a^2*b*c*g*q^2+2616*a^2* b*c*g*q*r-30168*a^2*b*c*g*q*x+2400*a^2*b*c*g*r^2-39048*a^2*b*c*g*r*x+40848*a^2* b*c*g*x^2+940*a^2*b*c*p^3+1620*a^2*b*c*p^2*q+2820*a^2*b*c*p^2*r-22560*a^2*b*c*p ^2*x+756*a^2*b*c*p*q^2+3240*a^2*b*c*p*q*r-34536*a^2*b*c*p*q*x+2820*a^2*b*c*p*r^ 2-46572*a^2*b*c*p*r*x+49416*a^2*b*c*p*x^2+76*a^2*b*c*q^3+756*a^2*b*c*q^2*r-\ 11976*a^2*b*c*q^2*x+1620*a^2*b*c*q*r^2-33876*a^2*b*c*q*r*x+49416*a^2*b*c*q*x^2+ 940*a^2*b*c*r^3-24012*a^2*b*c*r^2*x+55596*a^2*b*c*r*x^2-138*a^2*b*g^4-64*a^2*b* g^3*p-64*a^2*b*g^3*q-64*a^2*b*g^3*r-552*a^2*b*g^3*x+396*a^2*b*g^2*p^2+468*a^2*b *g^2*p*q+792*a^2*b*g^2*p*r-6404*a^2*b*g^2*p*x+72*a^2*b*g^2*q^2+468*a^2*b*g^2*q* r-5792*a^2*b*g^2*q*x+396*a^2*b*g^2*r^2-6422*a^2*b*g^2*r*x+4566*a^2*b*g^2*x^2+ 466*a^2*b*g*p^3+822*a^2*b*g*p^2*q+1398*a^2*b*g*p^2*r-10116*a^2*b*g*p^2*x+390*a^ 2*b*g*p*q^2+1644*a^2*b*g*p*q*r-16020*a^2*b*g*p*q*x+1398*a^2*b*g*p*r^2-20442*a^2 *b*g*p*r*x+19554*a^2*b*g*p*x^2+34*a^2*b*g*q^3+390*a^2*b*g*q^2*r-5904*a^2*b*g*q^ 2*x+822*a^2*b*g*q*r^2-15942*a^2*b*g*q*r*x+19554*a^2*b*g*q*x^2+466*a^2*b*g*r^3-\ 10326*a^2*b*g*r^2*x+21120*a^2*b*g*r*x^2+122*a^2*b*p^4+296*a^2*b*p^3*q+488*a^2*b *p^3*r-3728*a^2*b*p^3*x+228*a^2*b*p^2*q^2+888*a^2*b*p^2*q*r-8808*a^2*b*p^2*q*x+ 732*a^2*b*p^2*r^2-11772*a^2*b*p^2*r*x+11346*a^2*b*p^2*x^2+56*a^2*b*p*q^3+456*a^ 2*b*p*q^2*r-6432*a^2*b*p*q^2*x+888*a^2*b*p*q*r^2-17784*a^2*b*p*q*r*x+22692*a^2* b*p*q*x^2+488*a^2*b*p*r^3-12360*a^2*b*p*r^2*x+25596*a^2*b*p*r*x^2+2*a^2*b*q^4+ 56*a^2*b*q^3*r-1352*a^2*b*q^3*x+228*a^2*b*q^2*r^2-6012*a^2*b*q^2*r*x+11346*a^2* b*q^2*x^2+296*a^2*b*q*r^3-8976*a^2*b*q*r^2*x+25596*a^2*b*q*r*x^2+122*a^2*b*r^4-\ 4316*a^2*b*r^3*x+14682*a^2*b*r^2*x^2+480*a^2*c^5+1072*a^2*c^4*g+1360*a^2*c^4*p+ 720*a^2*c^4*q+1360*a^2*c^4*r-12736*a^2*c^4*x+688*a^2*c^3*g^2+2632*a^2*c^3*g*p+ 1336*a^2*c^3*g*q+2632*a^2*c^3*g*r-24400*a^2*c^3*g*x+1472*a^2*c^3*p^2+1664*a^2*c ^3*p*q+2944*a^2*c^3*p*r-25968*a^2*c^3*p*x+384*a^2*c^3*q^2+1664*a^2*c^3*q*r-\ 19296*a^2*c^3*q*x+1472*a^2*c^3*r^2-26552*a^2*c^3*r*x+32280*a^2*c^3*x^2+24*a^2*c ^2*g^3+1524*a^2*c^2*g^2*p+708*a^2*c^2*g^2*q+1524*a^2*c^2*g^2*r-15280*a^2*c^2*g^ 2*x+2296*a^2*c^2*g*p^2+2536*a^2*c^2*g*p*q+4592*a^2*c^2*g*p*r-38352*a^2*c^2*g*p* x+556*a^2*c^2*g*q^2+2536*a^2*c^2*g*q*r-28608*a^2*c^2*g*q*x+2296*a^2*c^2*g*r^2-\ 38656*a^2*c^2*g*r*x+44464*a^2*c^2*g*x^2+756*a^2*c^2*p^3+1356*a^2*c^2*p^2*q+2268 *a^2*c^2*p^2*r-19232*a^2*c^2*p^2*x+684*a^2*c^2*p*q^2+2712*a^2*c^2*p*q*r-29664*a ^2*c^2*p*q*x+2268*a^2*c^2*p*r^2-40200*a^2*c^2*p*r*x+43936*a^2*c^2*p*x^2+84*a^2* c^2*q^3+684*a^2*c^2*q^2*r-10432*a^2*c^2*q^2*x+1356*a^2*c^2*q*r^2-29424*a^2*c^2* q*r*x+43936*a^2*c^2*q*x^2+756*a^2*c^2*r^3-20968*a^2*c^2*r^2*x+50276*a^2*c^2*r*x ^2-106*a^2*c*g^4+230*a^2*c*g^3*p+66*a^2*c*g^3*q+230*a^2*c*g^3*r-3348*a^2*c*g^3* x+976*a^2*c*g^2*p^2+1080*a^2*c*g^2*p*q+1952*a^2*c*g^2*p*r-16120*a^2*c*g^2*p*x+ 214*a^2*c*g^2*q^2+1080*a^2*c*g^2*q*r-12592*a^2*c*g^2*q*x+976*a^2*c*g^2*r^2-\ 16128*a^2*c*g^2*r*x+16594*a^2*c*g^2*x^2+846*a^2*c*g*p^3+1498*a^2*c*g*p^2*q+2538 *a^2*c*g*p^2*r-19588*a^2*c*g*p^2*x+736*a^2*c*g*p*q^2+2996*a^2*c*g*p*q*r-30308*a ^2*c*g*p*q*x+2538*a^2*c*g*p*r^2-40326*a^2*c*g*p*r*x+41342*a^2*c*g*p*x^2+84*a^2* c*g*q^3+736*a^2*c*g*q^2*r-10720*a^2*c*g*q^2*x+1498*a^2*c*g*q*r^2-29810*a^2*c*g* q*r*x+41342*a^2*c*g*q*x^2+846*a^2*c*g*r^3-20738*a^2*c*g*r^2*x+46466*a^2*c*g*r*x ^2+182*a^2*c*p^4+456*a^2*c*p^3*q+728*a^2*c*p^3*r-6124*a^2*c*p^3*x+372*a^2*c*p^2 *q^2+1368*a^2*c*p^2*q*r-14576*a^2*c*p^2*q*x+1092*a^2*c*p^2*r^2-19530*a^2*c*p^2* r*x+19726*a^2*c*p^2*x^2+104*a^2*c*p*q^3+744*a^2*c*p*q^2*r-10780*a^2*c*p*q^2*x+ 1368*a^2*c*p*q*r^2-29760*a^2*c*p*q*r*x+39452*a^2*c*p*q*x^2+728*a^2*c*p*r^3-\ 20688*a^2*c*p*r^2*x+45206*a^2*c*p*r*x^2+6*a^2*c*q^4+104*a^2*c*q^3*r-2328*a^2*c* q^3*x+372*a^2*c*q^2*r^2-10230*a^2*c*q^2*r*x+19726*a^2*c*q^2*x^2+456*a^2*c*q*r^3 -15184*a^2*c*q*r^2*x+45206*a^2*c*q*r*x^2+182*a^2*c*r^4-7282*a^2*c*r^3*x+26906*a ^2*c*r^2*x^2-25*a^2*g^5-22*a^2*g^4*p-22*a^2*g^4*q-22*a^2*g^4*r-108*a^2*g^4*x+98 *a^2*g^3*p^2+114*a^2*g^3*p*q+196*a^2*g^3*p*r-1718*a^2*g^3*p*x+16*a^2*g^3*q^2+ 114*a^2*g^3*q*r-1556*a^2*g^3*q*x+98*a^2*g^3*r^2-1719*a^2*g^3*r*x+1216*a^2*g^3*x ^2+194*a^2*g^2*p^3+350*a^2*g^2*p^2*q+582*a^2*g^2*p^2*r-4206*a^2*g^2*p^2*x+173*a ^2*g^2*p*q^2+700*a^2*g^2*p*q*r-6710*a^2*g^2*p*q*x+582*a^2*g^2*p*r^2-8475*a^2*g^ 2*p*r*x+7963*a^2*g^2*p*x^2+17*a^2*g^2*q^3+173*a^2*g^2*q^2*r-2504*a^2*g^2*q^2*x+ 350*a^2*g^2*q*r^2-6663*a^2*g^2*q*r*x+7963*a^2*g^2*q*x^2+194*a^2*g^2*r^3-4269*a^ 2*g^2*r^2*x+8596*a^2*g^2*r*x^2+111*a^2*g*p^4+276*a^2*g*p^3*q+444*a^2*g*p^3*r-\ 3256*a^2*g*p^3*x+222*a^2*g*p^2*q^2+828*a^2*g*p^2*q*r-7770*a^2*g*p^2*q*x+666*a^2 *g*p^2*r^2-10245*a^2*g*p^2*r*x+9555*a^2*g*p^2*x^2+60*a^2*g*p*q^3+444*a^2*g*p*q^ 2*r-5772*a^2*g*p*q^2*x+828*a^2*g*p*q*r^2-15708*a^2*g*p*q*r*x+19110*a^2*g*p*q*x^ 2+444*a^2*g*p*r^3-10722*a^2*g*p*r^2*x+21521*a^2*g*p*r*x^2+3*a^2*g*q^4+60*a^2*g* q^3*r-1258*a^2*g*q^3*x+222*a^2*g*q^2*r^2-5463*a^2*g*q^2*r*x+9555*a^2*g*q^2*x^2+ 276*a^2*g*q*r^3-7938*a^2*g*q*r^2*x+21521*a^2*g*q*r*x^2+111*a^2*g*r^4-3733*a^2*g *r^3*x+12299*a^2*g*r^2*x^2+16*a^2*p^5+52*a^2*p^4*q+80*a^2*p^4*r-704*a^2*p^4*x+ 60*a^2*p^3*q^2+208*a^2*p^3*q*r-2284*a^2*p^3*q*x+160*a^2*p^3*r^2-3034*a^2*p^3*r* x+2914*a^2*p^3*x^2+28*a^2*p^2*q^3+180*a^2*p^2*q^2*r-2628*a^2*p^2*q^2*x+312*a^2* p^2*q*r^2-7146*a^2*p^2*q*r*x+8742*a^2*p^2*q*x^2+160*a^2*p^2*r^3-4878*a^2*p^2*r^ 2*x+10034*a^2*p^2*r*x^2+4*a^2*p*q^4+56*a^2*p*q^3*r-1220*a^2*p*q^3*x+180*a^2*p*q ^2*r^2-5190*a^2*p*q^2*r*x+8742*a^2*p*q^2*x^2+208*a^2*p*q*r^3-7440*a^2*p*q*r^2*x +20068*a^2*p*q*r*x^2+80*a^2*p*r^4-3470*a^2*p*r^3*x+11984*a^2*p*r^2*x^2+4*a^2*q^ 4*r-172*a^2*q^4*x+28*a^2*q^3*r^2-1078*a^2*q^3*r*x+2914*a^2*q^3*x^2+60*a^2*q^2*r ^3-2562*a^2*q^2*r^2*x+10034*a^2*q^2*r*x^2+52*a^2*q*r^4-2578*a^2*q*r^3*x+11984*a ^2*q*r^2*x^2+16*a^2*r^5-922*a^2*r^4*x+4864*a^2*r^3*x^2-16*a*b^5*g-32*a*b^5*x+64 *a*b^4*c^2-64*a*b^4*c*g+96*a*b^4*c*p+32*a*b^4*c*q+96*a*b^4*c*r-1632*a*b^4*c*x-\ 88*a*b^4*g^2-8*a*b^4*g*p-8*a*b^4*g*q-8*a*b^4*g*r-256*a*b^4*g*x+32*a*b^4*p^2+32* a*b^4*p*q+64*a*b^4*p*r-880*a*b^4*p*x+32*a*b^4*q*r-720*a*b^4*q*x+32*a*b^4*r^2-\ 832*a*b^4*r*x+1120*a*b^4*x^2+384*a*b^3*c^3+240*a*b^3*c^2*g+800*a*b^3*c^2*p+288* a*b^3*c^2*q+800*a*b^3*c^2*r-10144*a*b^3*c^2*x-304*a*b^3*c*g^2+552*a*b^3*c*g*p+ 168*a*b^3*c*g*q+552*a*b^3*c*g*r-7680*a*b^3*c*g*x+528*a*b^3*c*p^2+448*a*b^3*c*p* q+1056*a*b^3*c*p*r-11296*a*b^3*c*p*x+48*a*b^3*c*q^2+448*a*b^3*c*q*r-7712*a*b^3* c*q*x+528*a*b^3*c*r^2-10528*a*b^3*c*r*x+16384*a*b^3*c*x^2-164*a*b^3*g^3-52*a*b^ 3*g^2*p-52*a*b^3*g^2*q-52*a*b^3*g^2*r-552*a*b^3*g^2*x+204*a*b^3*g*p^2+216*a*b^3 *g*p*q+408*a*b^3*g*p*r-4000*a*b^3*g*p*x+12*a*b^3*g*q^2+216*a*b^3*g*q*r-3488*a*b ^3*g*q*x+204*a*b^3*g*r^2-3936*a*b^3*g*r*x+3728*a*b^3*g*x^2+112*a*b^3*p^3+160*a* b^3*p^2*q+336*a*b^3*p^2*r-3080*a*b^3*p^2*x+48*a*b^3*p*q^2+320*a*b^3*p*q*r-4432* a*b^3*p*q*x+336*a*b^3*p*r^2-5856*a*b^3*p*r*x+7824*a*b^3*p*x^2+48*a*b^3*q^2*r-\ 1352*a*b^3*q^2*x+160*a*b^3*q*r^2-4000*a*b^3*q*r*x+7824*a*b^3*q*x^2+112*a*b^3*r^ 3-2776*a*b^3*r^2*x+8464*a*b^3*r*x^2+768*a*b^2*c^4+1216*a*b^2*c^3*g+1968*a*b^2*c ^3*p+816*a*b^2*c^3*q+1968*a*b^2*c^3*r-22656*a*b^2*c^3*x+88*a*b^2*c^2*g^2+2784*a *b^2*c^2*g*p+1056*a*b^2*c^2*g*q+2784*a*b^2*c^2*g*r-31376*a*b^2*c^2*g*x+1800*a*b ^2*c^2*p^2+1680*a*b^2*c^2*p*q+3600*a*b^2*c^2*p*r-36800*a*b^2*c^2*p*x+264*a*b^2* c^2*q^2+1680*a*b^2*c^2*q*r-25136*a*b^2*c^2*q*x+1800*a*b^2*c^2*r^2-35576*a*b^2*c ^2*r*x+53448*a*b^2*c^2*x^2-440*a*b^2*c*g^3+724*a*b^2*c*g^2*p+148*a*b^2*c*g^2*q+ 724*a*b^2*c*g^2*r-11032*a*b^2*c*g^2*x+1824*a*b^2*c*g*p^2+1776*a*b^2*c*g*p*q+ 3648*a*b^2*c*g*p*r-33696*a*b^2*c*g*p*x+240*a*b^2*c*g*q^2+1776*a*b^2*c*g*q*r-\ 24960*a*b^2*c*g*q*x+1824*a*b^2*c*g*r^2-32976*a*b^2*c*g*r*x+40848*a*b^2*c*g*x^2+ 696*a*b^2*c*p^3+1080*a*b^2*c*p^2*q+2088*a*b^2*c*p^2*r-19272*a*b^2*c*p^2*x+408*a *b^2*c*p*q^2+2160*a*b^2*c*p*q*r-27960*a*b^2*c*p*q*x+2088*a*b^2*c*p*r^2-38532*a* b^2*c*p*r*x+49416*a*b^2*c*p*x^2+24*a*b^2*c*q^3+408*a*b^2*c*q^2*r-8688*a*b^2*c*q ^2*x+1080*a*b^2*c*q*r^2-25836*a*b^2*c*q*r*x+49416*a*b^2*c*q*x^2+696*a*b^2*c*r^3 -19260*a*b^2*c*r^2*x+55596*a*b^2*c*r*x^2-138*a*b^2*g^4-88*a*b^2*g^3*p-88*a*b^2* g^3*q-88*a*b^2*g^3*r-504*a*b^2*g^3*x+306*a*b^2*g^2*p^2+324*a*b^2*g^2*p*q+612*a* b^2*g^2*p*r-5680*a*b^2*g^2*p*x+18*a*b^2*g^2*q^2+324*a*b^2*g^2*q*r-5068*a*b^2*g^ 2*q*x+306*a*b^2*g^2*r^2-5662*a*b^2*g^2*r*x+4566*a*b^2*g^2*x^2+370*a*b^2*g*p^3+ 606*a*b^2*g*p^2*q+1110*a*b^2*g*p^2*r-8928*a*b^2*g*p^2*x+246*a*b^2*g*p*q^2+1212* a*b^2*g*p*q*r-13644*a*b^2*g*p*q*x+1110*a*b^2*g*p*r^2-17646*a*b^2*g*p*r*x+19554* a*b^2*g*p*x^2+10*a*b^2*g*q^3+246*a*b^2*g*q^2*r-4716*a*b^2*g*q^2*x+606*a*b^2*g*q *r^2-13146*a*b^2*g*q*r*x+19554*a*b^2*g*q*x^2+370*a*b^2*g*r^3-8718*a*b^2*g*r^2*x +21120*a*b^2*g*r*x^2+96*a*b^2*p^4+216*a*b^2*p^3*q+384*a*b^2*p^3*r-3268*a*b^2*p^ 3*x+144*a*b^2*p^2*q^2+648*a*b^2*p^2*q*r-7428*a*b^2*p^2*q*x+576*a*b^2*p^2*r^2-\ 10080*a*b^2*p^2*r*x+11346*a*b^2*p^2*x^2+24*a*b^2*p*q^3+288*a*b^2*p*q^2*r-5052*a *b^2*p*q^2*x+648*a*b^2*p*q*r^2-14400*a*b^2*p*q*r*x+22692*a*b^2*p*q*x^2+384*a*b^ 2*p*r^3-10356*a*b^2*p*r^2*x+25596*a*b^2*p*r*x^2+24*a*b^2*q^3*r-892*a*b^2*q^3*x+ 144*a*b^2*q^2*r^2-4320*a*b^2*q^2*r*x+11346*a*b^2*q^2*x^2+216*a*b^2*q*r^3-6972*a *b^2*q*r^2*x+25596*a*b^2*q*r*x^2+96*a*b^2*r^4-3544*a*b^2*r^3*x+14682*a*b^2*r^2* x^2+640*a*b*c^5+1536*a*b*c^4*g+1920*a*b*c^4*p+896*a*b*c^4*q+1920*a*b*c^4*r-\ 21248*a*b*c^4*x+912*a*b*c^3*g^2+4096*a*b*c^3*g*p+1776*a*b*c^3*g*q+4096*a*b*c^3* g*r-43024*a*b*c^3*g*x+2192*a*b*c^3*p^2+2240*a*b*c^3*p*q+4384*a*b*c^3*p*r-44624* a*b*c^3*p*x+432*a*b*c^3*q^2+2240*a*b*c^3*q*r-31280*a*b*c^3*q*x+2192*a*b*c^3*r^2 -44240*a*b*c^3*r*x+64560*a*b*c^3*x^2-136*a*b*c^2*g^3+2432*a*b*c^2*g^2*p+880*a*b *c^2*g^2*q+2432*a*b*c^2*g^2*r-27920*a*b*c^2*g^2*x+3748*a*b*c^2*g*p^2+3776*a*b*c ^2*g*p*q+7496*a*b*c^2*g*p*r-68832*a*b*c^2*g*p*x+660*a*b*c^2*g*q^2+3776*a*b*c^2* g*q*r-49344*a*b*c^2*g*q*x+3748*a*b*c^2*g*r^2-68200*a*b*c^2*g*r*x+88928*a*b*c^2* g*x^2+1184*a*b*c^2*p^3+1968*a*b*c^2*p^2*q+3552*a*b*c^2*p^2*r-33856*a*b*c^2*p^2* x+864*a*b*c^2*p*q^2+3936*a*b*c^2*p*q*r-50112*a*b*c^2*p*q*x+3552*a*b*c^2*p*r^2-\ 69208*a*b*c^2*p*r*x+87872*a*b*c^2*p*x^2+80*a*b*c^2*q^3+864*a*b*c^2*q^2*r-16256* a*b*c^2*q^2*x+1968*a*b*c^2*q*r^2-47656*a*b*c^2*q*r*x+87872*a*b*c^2*q*x^2+1184*a *b*c^2*r^3-35352*a*b*c^2*r^2*x+100552*a*b*c^2*r*x^2-252*a*b*c*g^4+320*a*b*c*g^3 *p-4*a*b*c*g^3*q+320*a*b*c*g^3*r-6276*a*b*c*g^3*x+1660*a*b*c*g^2*p^2+1672*a*b*c *g^2*p*q+3320*a*b*c*g^2*p*r-29708*a*b*c*g^2*p*x+232*a*b*c*g^2*q^2+1672*a*b*c*g^ 2*q*r-22652*a*b*c*g^2*q*x+1660*a*b*c*g^2*r^2-29488*a*b*c*g^2*r*x+33188*a*b*c*g^ 2*x^2+1430*a*b*c*g*p^3+2386*a*b*c*g*p^2*q+4290*a*b*c*g*p^2*r-35688*a*b*c*g*p^2* x+1038*a*b*c*g*p*q^2+4772*a*b*c*g*p*q*r-53640*a*b*c*g*p*q*x+4290*a*b*c*g*p*r^2-\ 72468*a*b*c*g*p*r*x+82684*a*b*c*g*p*x^2+82*a*b*c*g*q^3+1038*a*b*c*g*q^2*r-17952 *a*b*c*g*q^2*x+2386*a*b*c*g*q*r^2-51436*a*b*c*g*q*r*x+82684*a*b*c*g*q*x^2+1430* a*b*c*g*r^3-36780*a*b*c*g*r^2*x+92932*a*b*c*g*r*x^2+300*a*b*c*p^4+712*a*b*c*p^3 *q+1200*a*b*c*p^3*r-11012*a*b*c*p^3*x+528*a*b*c*p^2*q^2+2136*a*b*c*p^2*q*r-\ 25444*a*b*c*p^2*q*x+1800*a*b*c*p^2*r^2-34552*a*b*c*p^2*r*x+39452*a*b*c*p^2*x^2+ 120*a*b*c*p*q^3+1056*a*b*c*p*q^2*r-17852*a*b*c*p*q^2*x+2136*a*b*c*p*q*r^2-50504 *a*b*c*p*q*r*x+78904*a*b*c*p*q*x^2+1200*a*b*c*p*r^3-36068*a*b*c*p*r^2*x+90412*a *b*c*p*r*x^2+4*a*b*c*q^4+120*a*b*c*q^3*r-3420*a*b*c*q^3*x+528*a*b*c*q^2*r^2-\ 15952*a*b*c*q^2*r*x+39452*a*b*c*q^2*x^2+712*a*b*c*q*r^3-25060*a*b*c*q*r^2*x+ 90412*a*b*c*q*r*x^2+300*a*b*c*r^4-12528*a*b*c*r^3*x+53812*a*b*c*r^2*x^2-54*a*b* g^5-56*a*b*g^4*p-56*a*b*g^4*q-56*a*b*g^4*r-208*a*b*g^4*x+167*a*b*g^3*p^2+172*a* b*g^3*p*q+334*a*b*g^3*p*r-3224*a*b*g^3*p*x+5*a*b*g^3*q^2+172*a*b*g^3*q*r-2900*a *b*g^3*q*x+167*a*b*g^3*r^2-3224*a*b*g^3*r*x+2432*a*b*g^3*x^2+339*a*b*g^2*p^3+ 581*a*b*g^2*p^2*q+1017*a*b*g^2*p^2*r-7812*a*b*g^2*p^2*x+255*a*b*g^2*p*q^2+1162* a*b*g^2*p*q*r-12220*a*b*g^2*p*q*x+1017*a*b*g^2*p*r^2-15624*a*b*g^2*p*r*x+15926* a*b*g^2*p*x^2+13*a*b*g^2*q^3+255*a*b*g^2*q^2*r-4408*a*b*g^2*q^2*x+581*a*b*g^2*q *r^2-12000*a*b*g^2*q*r*x+15926*a*b*g^2*q*x^2+339*a*b*g^2*r^3-7812*a*b*g^2*r^2*x +17192*a*b*g^2*r*x^2+194*a*b*g*p^4+464*a*b*g*p^3*q+776*a*b*g*p^3*r-6014*a*b*g*p ^3*x+348*a*b*g*p^2*q^2+1392*a*b*g*p^2*q*r-14046*a*b*g*p^2*q*x+1164*a*b*g*p^2*r^ 2-18708*a*b*g*p^2*r*x+19110*a*b*g*p^2*x^2+80*a*b*g*p*q^3+696*a*b*g*p*q^2*r-\ 10050*a*b*g*p*q^2*x+1392*a*b*g*p*q*r^2-27852*a*b*g*p*q*r*x+38220*a*b*g*p*q*x^2+ 776*a*b*g*p*r^3-19374*a*b*g*p*r^2*x+43042*a*b*g*p*r*x^2+2*a*b*g*q^4+80*a*b*g*q^ 3*r-2018*a*b*g*q^3*x+348*a*b*g*q^2*r^2-9144*a*b*g*q^2*r*x+19110*a*b*g*q^2*x^2+ 464*a*b*g*q*r^3-13806*a*b*g*q*r^2*x+43042*a*b*g*q*r*x^2+194*a*b*g*r^4-6680*a*b* g*r^3*x+24598*a*b*g*r^2*x^2+28*a*b*p^5+88*a*b*p^4*q+140*a*b*p^4*r-1292*a*b*p^4* x+96*a*b*p^3*q^2+352*a*b*p^3*q*r-4104*a*b*p^3*q*x+280*a*b*p^3*r^2-5504*a*b*p^3* r*x+5828*a*b*p^3*x^2+40*a*b*p^2*q^3+288*a*b*p^2*q^2*r-4560*a*b*p^2*q^2*x+528*a* b*p^2*q*r^2-12600*a*b*p^2*q*r*x+17484*a*b*p^2*q*x^2+280*a*b*p^2*r^3-8760*a*b*p^ 2*r^2*x+20068*a*b*p^2*r*x^2+4*a*b*p*q^4+80*a*b*p*q^3*r-1976*a*b*p*q^3*x+288*a*b *p*q^2*r^2-8688*a*b*p*q^2*r*x+17484*a*b*p*q^2*x^2+352*a*b*p*q*r^3-12888*a*b*p*q *r^2*x+40136*a*b*p*q*r*x^2+140*a*b*p*r^4-6176*a*b*p*r^3*x+23968*a*b*p*r^2*x^2+4 *a*b*q^4*r-228*a*b*q^4*x+40*a*b*q^3*r^2-1592*a*b*q^3*r*x+5828*a*b*q^3*x^2+96*a* b*q^2*r^3-4128*a*b*q^2*r^2*x+20068*a*b*q^2*r*x^2+88*a*b*q*r^4-4392*a*b*q*r^3*x+ 23968*a*b*q*r^2*x^2+28*a*b*r^5-1628*a*b*r^4*x+9728*a*b*r^3*x^2+192*a*c^6+608*a* c^5*g+656*a*c^5*p+336*a*c^5*q+656*a*c^5*r-7136*a*c^5*x+608*a*c^4*g^2+1872*a*c^4 *g*p+896*a*c^4*g*q+1872*a*c^4*g*r-19072*a*c^4*g*x+888*a*c^4*p^2+976*a*c^4*p*q+ 1776*a*c^4*p*r-18256*a*c^4*p*x+216*a*c^4*q^2+976*a*c^4*q*r-13136*a*c^4*q*x+888* a*c^4*r^2-18368*a*c^4*r*x+26432*a*c^4*x^2+176*a*c^3*g^3+1728*a*c^3*g^2*p+744*a* c^3*g^2*q+1728*a*c^3*g^2*r-18160*a*c^3*g^2*x+2184*a*c^3*g*p^2+2288*a*c^3*g*p*q+ 4368*a*c^3*g*p*r-40344*a*c^3*g*p*x+464*a*c^3*g*q^2+2288*a*c^3*g*q*r-28712*a*c^3 *g*q*x+2184*a*c^3*g*r^2-40184*a*c^3*g*r*x+53896*a*c^3*g*x^2+604*a*c^3*p^3+1060* a*c^3*p^2*q+1812*a*c^3*p^2*r-17960*a*c^3*p^2*x+516*a*c^3*p*q^2+2120*a*c^3*p*q*r -27088*a*c^3*p*q*x+1812*a*c^3*p*r^2-37120*a*c^3*p*r*x+47344*a*c^3*p*x^2+60*a*c^ 3*q^3+516*a*c^3*q^2*r-9128*a*c^3*q^2*x+1060*a*c^3*q*r^2-26288*a*c^3*q*r*x+47344 *a*c^3*q*x^2+604*a*c^3*r^3-19160*a*c^3*r^2*x+54608*a*c^3*r*x^2-68*a*c^2*g^4+604 *a*c^2*g^3*p+192*a*c^2*g^3*q+604*a*c^2*g^3*r-7552*a*c^2*g^3*x+1638*a*c^2*g^2*p^ 2+1672*a*c^2*g^2*p*q+3276*a*c^2*g^2*p*r-29204*a*c^2*g^2*p*x+298*a*c^2*g^2*q^2+ 1672*a*c^2*g^2*q*r-21156*a*c^2*g^2*q*x+1638*a*c^2*g^2*r^2-28956*a*c^2*g^2*r*x+ 35968*a*c^2*g^2*x^2+1204*a*c^2*g*p^3+2048*a*c^2*g*p^2*q+3612*a*c^2*g*p^2*r-\ 30896*a*c^2*g*p^2*x+940*a*c^2*g*p*q^2+4096*a*c^2*g*p*q*r-46304*a*c^2*g*p*q*x+ 3612*a*c^2*g*p*r^2-63380*a*c^2*g*p*r*x+74048*a*c^2*g*p*x^2+96*a*c^2*g*q^3+940*a *c^2*g*q^2*r-15408*a*c^2*g*q^2*x+2048*a*c^2*g*q*r^2-44492*a*c^2*g*q*r*x+74048*a *c^2*g*q*x^2+1204*a*c^2*g*r^3-32484*a*c^2*g*r^2*x+84692*a*c^2*g*r*x^2+214*a*c^2 *p^4+528*a*c^2*p^3*q+856*a*c^2*p^3*r-8476*a*c^2*p^3*x+420*a*c^2*p^2*q^2+1584*a* c^2*p^2*q*r-19860*a*c^2*p^2*q*x+1284*a*c^2*p^2*r^2-26800*a*c^2*p^2*r*x+31368*a* c^2*p^2*x^2+112*a*c^2*p*q^3+840*a*c^2*p*q^2*r-14292*a*c^2*p*q^2*x+1584*a*c^2*p* q*r^2-39968*a*c^2*p*q*r*x+62736*a*c^2*p*q*x^2+856*a*c^2*p*r^3-28172*a*c^2*p*r^2 *x+72400*a*c^2*p*r*x^2+6*a*c^2*q^4+112*a*c^2*q^3*r-2908*a*c^2*q^3*x+420*a*c^2*q ^2*r^2-13168*a*c^2*q^2*r*x+31368*a*c^2*q^2*x^2+528*a*c^2*q*r^3-20108*a*c^2*q*r^ 2*x+72400*a*c^2*q*r*x^2+214*a*c^2*r^4-9848*a*c^2*r^3*x+43604*a*c^2*r^2*x^2-50*a *c*g^5+39*a*c*g^4*p-23*a*c*g^4*q+39*a*c*g^4*r-1238*a*c*g^4*x+444*a*c*g^3*p^2+ 444*a*c*g^3*p*q+888*a*c*g^3*p*r-8074*a*c*g^3*p*x+58*a*c*g^3*q^2+444*a*c*g^3*q*r -6190*a*c*g^3*q*x+444*a*c*g^3*r^2-8002*a*c*g^3*r*x+8762*a*c*g^3*x^2+639*a*c*g^2 *p^3+1085*a*c*g^2*p^2*q+1917*a*c*g^2*p^2*r-15222*a*c*g^2*p^2*x+487*a*c*g^2*p*q^ 2+2170*a*c*g^2*p*q*r-23088*a*c*g^2*p*q*x+1917*a*c*g^2*p*r^2-30930*a*c*g^2*p*r*x +33618*a*c*g^2*p*x^2+41*a*c*g^2*q^3+487*a*c*g^2*q^2*r-7866*a*c*g^2*q^2*x+1085*a *c*g^2*q*r^2-22258*a*c*g^2*q*r*x+33618*a*c*g^2*q*x^2+639*a*c*g^2*r^3-15708*a*c* g^2*r^2*x+37798*a*c*g^2*r*x^2+312*a*c*g*p^4+756*a*c*g*p^3*q+1248*a*c*g*p^3*r-\ 10174*a*c*g*p^3*x+582*a*c*g*p^2*q^2+2268*a*c*g*p^2*q*r-23758*a*c*g*p^2*q*x+1872 *a*c*g*p^2*r^2-31988*a*c*g*p^2*r*x+33626*a*c*g*p^2*x^2+144*a*c*g*p*q^3+1164*a*c *g*p*q^2*r-16994*a*c*g*p*q^2*x+2268*a*c*g*p*q*r^2-47488*a*c*g*p*q*r*x+67252*a*c *g*p*q*x^2+1248*a*c*g*p*r^3-33454*a*c*g*p*r^2*x+76958*a*c*g*p*r*x^2+6*a*c*g*q^4 +144*a*c*g*q^3*r-3410*a*c*g*q^3*x+582*a*c*g*q^2*r^2-15500*a*c*g*q^2*r*x+33626*a *c*g*q^2*x^2+756*a*c*g*q*r^3-23730*a*c*g*q*r^2*x+76958*a*c*g*q*r*x^2+312*a*c*g* r^4-11640*a*c*g*r^3*x+45648*a*c*g*r^2*x^2+36*a*c*p^5+116*a*c*p^4*q+180*a*c*p^4* r-1904*a*c*p^4*x+132*a*c*p^3*q^2+464*a*c*p^3*q*r-6112*a*c*p^3*q*x+360*a*c*p^3*r ^2-8144*a*c*p^3*r*x+9076*a*c*p^3*x^2+60*a*c*p^2*q^3+396*a*c*p^2*q^2*r-6912*a*c* p^2*q^2*x+696*a*c*p^2*q*r^2-18924*a*c*p^2*q*r*x+27228*a*c*p^2*q*x^2+360*a*c*p^2 *r^3-13008*a*c*p^2*r^2*x+31444*a*c*p^2*r*x^2+8*a*c*p*q^4+120*a*c*p*q^3*r-3104*a *c*p*q^3*x+396*a*c*p*q^2*r^2-13416*a*c*p*q^2*r*x+27228*a*c*p*q^2*x^2+464*a*c*p* q*r^3-19512*a*c*p*q*r^2*x+62888*a*c*p*q*r*x^2+180*a*c*p*r^4-9200*a*c*p*r^3*x+ 37866*a*c*p*r^2*x^2+8*a*c*q^4*r-400*a*c*q^4*x+60*a*c*q^3*r^2-2636*a*c*q^3*r*x+ 9076*a*c*q^3*x^2+132*a*c*q^2*r^3-6504*a*c*q^2*r^2*x+31444*a*c*q^2*r*x^2+116*a*c *q*r^4-6700*a*c*q*r^3*x+37866*a*c*q*r^2*x^2+36*a*c*r^5-2432*a*c*r^4*x+15498*a*c *r^3*x^2-8*a*g^6-12*a*g^5*p-12*a*g^5*q-12*a*g^5*r-32*a*g^5*x+30*a*g^4*p^2+29*a* g^4*p*q+60*a*g^4*p*r-638*a*g^4*p*x-a*g^4*q^2+29*a*g^4*q*r-574*a*g^4*q*x+30*a*g^ 4*r^2-637*a*g^4*r*x+474*a*g^4*x^2+94*a*g^3*p^3+163*a*g^3*p^2*q+282*a*g^3*p^2*r-\ 2132*a*g^3*p^2*x+73*a*g^3*p*q^2+326*a*g^3*p*q*r-3354*a*g^3*p*q*x+282*a*g^3*p*r^ 2-4260*a*g^3*p*r*x+4215*a*g^3*p*x^2+4*a*g^3*q^3+73*a*g^3*q^2*r-1222*a*g^3*q^2*x +163*a*g^3*q*r^2-3292*a*g^3*q*r*x+4215*a*g^3*q*x^2+94*a*g^3*r^3-2128*a*g^3*r^2* x+4552*a*g^3*r*x^2+88*a*g^2*p^4+214*a*g^2*p^3*q+352*a*g^2*p^3*r-2580*a*g^2*p^3* x+165*a*g^2*p^2*q^2+642*a*g^2*p^2*q*r-6074*a*g^2*p^2*q*x+528*a*g^2*p^2*r^2-8028 *a*g^2*p^2*r*x+7817*a*g^2*p^2*x^2+40*a*g^2*p*q^3+330*a*g^2*p*q^2*r-4408*a*g^2*p *q^2*x+642*a*g^2*p*q*r^2-12096*a*g^2*p*q*r*x+15634*a*g^2*p*q*x^2+352*a*g^2*p*r^ 3-8316*a*g^2*p*r^2*x+17605*a*g^2*p*r*x^2+a*g^2*q^4+40*a*g^2*q^3*r-914*a*g^2*q^3 *x+165*a*g^2*q^2*r^2-4068*a*g^2*q^2*r*x+7817*a*g^2*q^2*x^2+214*a*g^2*q*r^3-6022 *a*g^2*q*r^2*x+17605*a*g^2*q*r*x^2+88*a*g^2*r^4-2868*a*g^2*r^3*x+10051*a*g^2*r^ 2*x^2+30*a*g*p^5+96*a*g*p^4*q+150*a*g*p^4*r-1214*a*g*p^4*x+108*a*g*p^3*q^2+384* a*g*p^3*q*r-3892*a*g*p^3*q*x+300*a*g*p^3*r^2-5172*a*g*p^3*r*x+5038*a*g*p^3*x^2+ 48*a*g*p^2*q^3+324*a*g*p^2*q^2*r-4392*a*g*p^2*q^2*x+576*a*g*p^2*q*r^2-11994*a*g *p^2*q*r*x+15114*a*g*p^2*q*x^2+300*a*g*p^2*r^3-8232*a*g*p^2*r^2*x+17306*a*g*p^2 *r*x^2+6*a*g*p*q^4+96*a*g*p*q^3*r-1964*a*g*p*q^3*x+324*a*g*p*q^2*r^2-8472*a*g*p *q^2*r*x+15114*a*g*p*q^2*x^2+384*a*g*p*q*r^3-12312*a*g*p*q*r^2*x+34612*a*g*p*q* r*x^2+150*a*g*p*r^4-5804*a*g*p*r^3*x+20567*a*g*p*r^2*x^2+6*a*g*q^4*r-250*a*g*q^ 4*x+48*a*g*q^3*r^2-1650*a*g*q^3*r*x+5038*a*g*q^3*x^2+108*a*g*q^2*r^3-4080*a*g*q ^2*r^2*x+17306*a*g*q^2*r*x^2+96*a*g*q*r^4-4210*a*g*q*r^3*x+20567*a*g*q*r^2*x^2+ 30*a*g*r^5-1530*a*g*r^4*x+8299*a*g*r^3*x^2+2*a*p^6+8*a*p^5*q+12*a*p^5*r-160*a*p ^5*x+12*a*p^4*q^2+40*a*p^4*q*r-656*a*p^4*q*x+30*a*p^4*r^2-864*a*p^4*r*x+962*a*p ^4*x^2+8*a*p^3*q^3+48*a*p^3*q^2*r-1024*a*p^3*q^2*x+80*a*p^3*q*r^2-2756*a*p^3*q* r*x+3848*a*p^3*q*x^2+40*a*p^3*r^3-1856*a*p^3*r^2*x+4448*a*p^3*r*x^2+2*a*p^2*q^4 +24*a*p^2*q^3*r-736*a*p^2*q^3*x+72*a*p^2*q^2*r^2-3084*a*p^2*q^2*r*x+5772*a*p^2* q^2*x^2+80*a*p^2*q*r^3-4332*a*p^2*q*r^2*x+13344*a*p^2*q*r*x^2+30*a*p^2*r^4-1984 *a*p^2*r^3*x+8032*a*p^2*r^2*x^2+4*a*p*q^4*r-224*a*p*q^4*x+24*a*p*q^3*r^2-1356*a *p*q^3*r*x+3848*a*p*q^3*x^2+48*a*p*q^2*r^3-3096*a*p*q^2*r^2*x+13344*a*p*q^2*r*x ^2+40*a*p*q*r^4-3020*a*p*q*r^3*x+16064*a*p*q*r^2*x^2+12*a*p*r^5-1056*a*p*r^4*x+ 6568*a*p*r^3*x^2-16*a*q^5*x+2*a*q^4*r^2-164*a*q^4*r*x+962*a*q^4*x^2+8*a*q^3*r^3 -620*a*q^3*r^2*x+4448*a*q^3*r*x^2+12*a*q^2*r^4-1036*a*q^2*r^3*x+8032*a*q^2*r^2* x^2+8*a*q*r^5-788*a*q*r^4*x+6568*a*q*r^3*x^2+2*a*r^6-224*a*r^5*x+2022*a*r^4*x^2 -160*b^5*c*x-8*b^5*g^2-32*b^5*g*x-96*b^5*p*x-64*b^5*q*x-80*b^5*r*x+224*b^5*x^2+ 32*b^4*c^3+48*b^4*c^2*g+80*b^4*c^2*p+16*b^4*c^2*q+80*b^4*c^2*r-1664*b^4*c^2*x-\ 40*b^4*c*g^2+88*b^4*c*g*p+24*b^4*c*g*q+88*b^4*c*g*r-1440*b^4*c*g*x+64*b^4*c*p^2 +32*b^4*c*p*q+128*b^4*c*p*r-2032*b^4*c*p*x+32*b^4*c*q*r-1136*b^4*c*q*x+64*b^4*c *r^2-1680*b^4*c*r*x+4096*b^4*c*x^2-28*b^4*g^3-8*b^4*g^2*p-8*b^4*g^2*q-8*b^4*g^2 *r-112*b^4*g^2*x+32*b^4*g*p^2+32*b^4*g*p*q+64*b^4*g*p*r-768*b^4*g*p*x+32*b^4*g* q*r-640*b^4*g*q*x+32*b^4*g*r^2-736*b^4*g*r*x+932*b^4*g*x^2+16*b^4*p^3+16*b^4*p^ 2*q+48*b^4*p^2*r-592*b^4*p^2*x+32*b^4*p*q*r-752*b^4*p*q*x+48*b^4*p*r^2-1032*b^4 *p*r*x+1956*b^4*p*x^2-160*b^4*q^2*x+16*b^4*q*r^2-568*b^4*q*r*x+1956*b^4*q*x^2+ 16*b^4*r^3-440*b^4*r^2*x+2116*b^4*r*x^2+128*b^3*c^4+288*b^3*c^3*g+368*b^3*c^3*p +112*b^3*c^3*q+368*b^3*c^3*r-5632*b^3*c^3*x+40*b^3*c^2*g^2+672*b^3*c^2*g*p+208* b^3*c^2*g*q+672*b^3*c^2*g*r-8576*b^3*c^2*g*x+376*b^3*c^2*p^2+272*b^3*c^2*p*q+ 752*b^3*c^2*p*r-9728*b^3*c^2*p*x+24*b^3*c^2*q^2+272*b^3*c^2*q*r-5840*b^3*c^2*q* x+376*b^3*c^2*r^2-8760*b^3*c^2*r*x+17816*b^3*c^2*x^2-112*b^3*c*g^3+196*b^3*c*g^ 2*p+28*b^3*c*g^2*q+196*b^3*c*g^2*r-3184*b^3*c*g^2*x+456*b^3*c*g*p^2+392*b^3*c*g *p*q+912*b^3*c*g*p*r-9496*b^3*c*g*p*x+32*b^3*c*g*q^2+392*b^3*c*g*q*r-6584*b^3*c *g*q*x+456*b^3*c*g*r^2-8968*b^3*c*g*r*x+13616*b^3*c*g*x^2+160*b^3*c*p^3+208*b^3 *c*p^2*q+480*b^3*c*p^2*r-5328*b^3*c*p^2*x+48*b^3*c*p*q^2+416*b^3*c*p*q*r-7128*b ^3*c*p*q*x+480*b^3*c*p*r^2-10164*b^3*c*p*r*x+16472*b^3*c*p*x^2+48*b^3*c*q^2*r-\ 1800*b^3*c*q^2*x+208*b^3*c*q*r^2-5932*b^3*c*q*r*x+16472*b^3*c*q*x^2+160*b^3*c*r ^3-4836*b^3*c*r^2*x+18532*b^3*c*r*x^2-38*b^3*g^4-24*b^3*g^3*p-24*b^3*g^3*q-24*b ^3*g^3*r-152*b^3*g^3*x+82*b^3*g^2*p^2+80*b^3*g^2*p*q+164*b^3*g^2*p*r-1652*b^3*g ^2*p*x-2*b^3*g^2*q^2+80*b^3*g^2*q*r-1448*b^3*g^2*q*x+82*b^3*g^2*r^2-1634*b^3*g^ 2*r*x+1522*b^3*g^2*x^2+96*b^3*g*p^3+144*b^3*g*p^2*q+288*b^3*g*p^2*r-2580*b^3*g* p^2*x+48*b^3*g*p*q^2+288*b^3*g*p*q*r-3756*b^3*g*p*q*x+288*b^3*g*p*r^2-4950*b^3* g*p*r*x+6518*b^3*g*p*x^2+48*b^3*g*q^2*r-1176*b^3*g*q^2*x+144*b^3*g*q*r^2-3450*b ^3*g*q*r*x+6518*b^3*g*q*x^2+96*b^3*g*r^3-2370*b^3*g*r^2*x+7040*b^3*g*r*x^2+24*b ^3*p^4+48*b^3*p^3*q+96*b^3*p^3*r-936*b^3*p^3*x+24*b^3*p^2*q^2+144*b^3*p^2*q*r-\ 2016*b^3*p^2*q*x+144*b^3*p^2*r^2-2796*b^3*p^2*r*x+3782*b^3*p^2*x^2+48*b^3*p*q^2 *r-1224*b^3*p*q^2*x+144*b^3*p*q*r^2-3672*b^3*p*q*r*x+7564*b^3*p*q*x^2+96*b^3*p* r^3-2784*b^3*p*r^2*x+8532*b^3*p*r*x^2-144*b^3*q^3*x+24*b^3*q^2*r^2-876*b^3*q^2* r*x+3782*b^3*q^2*x^2+48*b^3*q*r^3-1656*b^3*q*r^2*x+8532*b^3*q*r*x^2+24*b^3*r^4-\ 924*b^3*r^3*x+4894*b^3*r^2*x^2+192*b^2*c^5+576*b^2*c^4*g+624*b^2*c^4*p+240*b^2* c^4*q+624*b^2*c^4*r-8512*b^2*c^4*x+376*b^2*c^3*g^2+1608*b^2*c^3*g*p+584*b^2*c^3 *g*q+1608*b^2*c^3*g*r-18624*b^2*c^3*g*x+768*b^2*c^3*p^2+672*b^2*c^3*p*q+1536*b^ 2*c^3*p*r-18656*b^2*c^3*p*x+96*b^2*c^3*q^2+672*b^2*c^3*q*r-11984*b^2*c^3*q*x+ 768*b^2*c^3*r^2-17688*b^2*c^3*r*x+32280*b^2*c^3*x^2-60*b^2*c^2*g^3+1036*b^2*c^2 *g^2*p+300*b^2*c^2*g^2*q+1036*b^2*c^2*g^2*r-12640*b^2*c^2*g^2*x+1524*b^2*c^2*g* p^2+1384*b^2*c^2*g*p*q+3048*b^2*c^2*g*p*r-30480*b^2*c^2*g*p*x+176*b^2*c^2*g*q^2 +1384*b^2*c^2*g*q*r-20736*b^2*c^2*g*q*x+1524*b^2*c^2*g*r^2-29544*b^2*c^2*g*r*x+ 44464*b^2*c^2*g*x^2+444*b^2*c^2*p^3+660*b^2*c^2*p^2*q+1332*b^2*c^2*p^2*r-14624* b^2*c^2*p^2*x+228*b^2*c^2*p*q^2+1320*b^2*c^2*p*q*r-20448*b^2*c^2*p*q*x+1332*b^2 *c^2*p*r^2-29008*b^2*c^2*p*r*x+43936*b^2*c^2*p*x^2+12*b^2*c^2*q^3+228*b^2*c^2*q ^2*r-5824*b^2*c^2*q^2*x+660*b^2*c^2*q*r^2-18232*b^2*c^2*q*r*x+43936*b^2*c^2*q*x ^2+444*b^2*c^2*r^3-14384*b^2*c^2*r^2*x+50276*b^2*c^2*r*x^2-114*b^2*c*g^4+142*b^ 2*c*g^3*p-18*b^2*c*g^3*q+142*b^2*c*g^3*r-2928*b^2*c*g^3*x+720*b^2*c*g^2*p^2+664 *b^2*c*g^2*p*q+1440*b^2*c*g^2*p*r-13588*b^2*c*g^2*p*x+54*b^2*c*g^2*q^2+664*b^2* c*g^2*q*r-10060*b^2*c*g^2*q*x+720*b^2*c*g^2*r^2-13360*b^2*c*g^2*r*x+16594*b^2*c *g^2*x^2+600*b^2*c*g*p^3+936*b^2*c*g*p^2*q+1800*b^2*c*g*p^2*r-16100*b^2*c*g*p^2 *x+350*b^2*c*g*p*q^2+1872*b^2*c*g*p*q*r-23332*b^2*c*g*p*q*x+1800*b^2*c*g*p*r^2-\ 32142*b^2*c*g*p*r*x+41342*b^2*c*g*p*x^2+14*b^2*c*g*q^3+350*b^2*c*g*q^2*r-7232*b ^2*c*g*q^2*x+936*b^2*c*g*q*r^2-21626*b^2*c*g*q*r*x+41342*b^2*c*g*q*x^2+600*b^2* c*g*r^3-16042*b^2*c*g*r^2*x+46466*b^2*c*g*r*x^2+120*b^2*c*p^4+264*b^2*c*p^3*q+ 480*b^2*c*p^3*r-4888*b^2*c*p^3*x+168*b^2*c*p^2*q^2+792*b^2*c*p^2*q*r-10868*b^2* c*p^2*q*x+720*b^2*c*p^2*r^2-15022*b^2*c*p^2*r*x+19726*b^2*c*p^2*x^2+24*b^2*c*p* q^3+336*b^2*c*p*q^2*r-7072*b^2*c*p*q^2*x+792*b^2*c*p*q*r^2-20744*b^2*c*p*q*r*x+ 39452*b^2*c*p*q*x^2+480*b^2*c*p*r^3-15380*b^2*c*p*r^2*x+45206*b^2*c*p*r*x^2+24* b^2*c*q^3*r-1092*b^2*c*q^3*x+168*b^2*c*q^2*r^2-5722*b^2*c*q^2*r*x+19726*b^2*c*q ^2*x^2+264*b^2*c*q*r^3-9876*b^2*c*q*r^2*x+45206*b^2*c*q*r*x^2+120*b^2*c*r^4-\ 5246*b^2*c*r^3*x+26906*b^2*c*r^2*x^2-25*b^2*g^5-26*b^2*g^4*p-26*b^2*g^4*q-26*b^ 2*g^4*r-100*b^2*g^4*x+75*b^2*g^3*p^2+70*b^2*g^3*p*q+150*b^2*g^3*p*r-1506*b^2*g^ 3*p*x-5*b^2*g^3*q^2+70*b^2*g^3*q*r-1344*b^2*g^3*q*x+75*b^2*g^3*r^2-1505*b^2*g^3 *r*x+1216*b^2*g^3*x^2+149*b^2*g^2*p^3+243*b^2*g^2*p^2*q+447*b^2*g^2*p^2*r-3606* b^2*g^2*p^2*x+94*b^2*g^2*p*q^2+486*b^2*g^2*p*q*r-5510*b^2*g^2*p*q*x+447*b^2*g^2 *p*r^2-7149*b^2*g^2*p*r*x+7963*b^2*g^2*p*x^2+94*b^2*g^2*q^2*r-1904*b^2*g^2*q^2* x+243*b^2*g^2*q*r^2-5337*b^2*g^2*q*r*x+7963*b^2*g^2*q*x^2+149*b^2*g^2*r^3-3543* b^2*g^2*r^2*x+8596*b^2*g^2*r*x^2+84*b^2*g*p^4+192*b^2*g*p^3*q+336*b^2*g*p^3*r-\ 2758*b^2*g*p^3*x+132*b^2*g*p^2*q^2+576*b^2*g*p^2*q*r-6276*b^2*g*p^2*q*x+504*b^2 *g*p^2*r^2-8463*b^2*g*p^2*r*x+9555*b^2*g*p^2*x^2+24*b^2*g*p*q^3+264*b^2*g*p*q^2 *r-4278*b^2*g*p*q^2*x+576*b^2*g*p*q*r^2-12144*b^2*g*p*q*r*x+19110*b^2*g*p*q*x^2 +336*b^2*g*p*r^3-8652*b^2*g*p*r^2*x+21521*b^2*g*p*r*x^2+24*b^2*g*q^3*r-760*b^2* g*q^3*x+132*b^2*g*q^2*r^2-3681*b^2*g*q^2*r*x+9555*b^2*g*q^2*x^2+192*b^2*g*q*r^3 -5868*b^2*g*q*r^2*x+21521*b^2*g*q*r*x^2+84*b^2*g*r^4-2947*b^2*g*r^3*x+12299*b^2 *g*r^2*x^2+12*b^2*p^5+36*b^2*p^4*q+60*b^2*p^4*r-588*b^2*p^4*x+36*b^2*p^3*q^2+ 144*b^2*p^3*q*r-1820*b^2*p^3*q*x+120*b^2*p^3*r^2-2470*b^2*p^3*r*x+2914*b^2*p^3* x^2+12*b^2*p^2*q^3+108*b^2*p^2*q^2*r-1932*b^2*p^2*q^2*x+216*b^2*p^2*q*r^2-5454* b^2*p^2*q*r*x+8742*b^2*p^2*q*x^2+120*b^2*p^2*r^3-3882*b^2*p^2*r^2*x+10034*b^2*p ^2*r*x^2+24*b^2*p*q^3*r-756*b^2*p*q^3*x+108*b^2*p*q^2*r^2-3498*b^2*p*q^2*r*x+ 8742*b^2*p*q^2*x^2+144*b^2*p*q*r^3-5448*b^2*p*q*r^2*x+20068*b^2*p*q*r*x^2+60*b^ 2*p*r^4-2706*b^2*p*r^3*x+11984*b^2*p*r^2*x^2-56*b^2*q^4*x+12*b^2*q^3*r^2-514*b^ 2*q^3*r*x+2914*b^2*q^3*x^2+36*b^2*q^2*r^3-1566*b^2*q^2*r^2*x+10034*b^2*q^2*r*x^ 2+36*b^2*q*r^4-1814*b^2*q*r^3*x+11984*b^2*q*r^2*x^2+12*b^2*r^5-706*b^2*r^4*x+ 4864*b^2*r^3*x^2+128*b*c^6+480*b*c^5*g+464*b*c^5*p+208*b*c^5*q+464*b*c^5*r-5984 *b*c^5*x+512*b*c^4*g^2+1552*b*c^4*g*p+640*b*c^4*g*q+1552*b*c^4*g*r-17120*b*c^4* g*x+664*b*c^4*p^2+656*b*c^4*p*q+1328*b*c^4*p*r-15792*b*c^4*p*x+120*b*c^4*q^2+ 656*b*c^4*q*r-10672*b*c^4*q*x+664*b*c^4*r^2-15424*b*c^4*r*x+26432*b*c^4*x^2+144 *b*c^3*g^3+1536*b*c^3*g^2*p+552*b*c^3*g^2*q+1536*b*c^3*g^2*r-16960*b*c^3*g^2*x+ 1864*b*c^3*g*p^2+1792*b*c^3*g*p*q+3728*b*c^3*g*p*r-36792*b*c^3*g*p*x+288*b*c^3* g*q^2+1792*b*c^3*g*q*r-25160*b*c^3*g*q*x+1864*b*c^3*g*r^2-36232*b*c^3*g*r*x+ 53896*b*c^3*g*x^2+476*b*c^3*p^3+772*b*c^3*p^2*q+1428*b*c^3*p^2*r-15928*b*c^3*p^ 2*x+324*b*c^3*p*q^2+1544*b*c^3*p*q*r-23024*b*c^3*p*q*x+1428*b*c^3*p*r^2-32240*b *c^3*p*r*x+47344*b*c^3*p*x^2+28*b*c^3*q^3+324*b*c^3*q^2*r-7096*b*c^3*q^2*x+772* b*c^3*q*r^2-21408*b*c^3*q*r*x+47344*b*c^3*q*x^2+476*b*c^3*r^3-16312*b*c^3*r^2*x +54608*b*c^3*r*x^2-72*b*c^2*g^4+556*b*c^2*g^3*p+128*b*c^2*g^3*q+556*b*c^2*g^3*r -7240*b*c^2*g^3*x+1482*b*c^2*g^2*p^2+1400*b*c^2*g^2*p*q+2964*b*c^2*g^2*p*r-\ 27436*b*c^2*g^2*p*x+182*b*c^2*g^2*q^2+1400*b*c^2*g^2*q*r-19388*b*c^2*g^2*q*x+ 1482*b*c^2*g^2*r^2-27156*b*c^2*g^2*r*x+35968*b*c^2*g^2*x^2+1052*b*c^2*g*p^3+ 1696*b*c^2*g*p^2*q+3156*b*c^2*g*p^2*r-28560*b*c^2*g*p^2*x+692*b*c^2*g*p*q^2+ 3392*b*c^2*g*p*q*r-41632*b*c^2*g*p*q*x+3156*b*c^2*g*p*r^2-58020*b*c^2*g*p*r*x+ 74048*b*c^2*g*p*x^2+48*b*c^2*g*q^3+692*b*c^2*g*q^2*r-13072*b*c^2*g*q^2*x+1696*b *c^2*g*q*r^2-39132*b*c^2*g*q*r*x+74048*b*c^2*g*q*x^2+1052*b*c^2*g*r^3-29460*b*c ^2*g*r^2*x+84692*b*c^2*g*r*x^2+178*b*c^2*p^4+416*b*c^2*p^3*q+712*b*c^2*p^3*r-\ 7684*b*c^2*p^3*x+300*b*c^2*p^2*q^2+1248*b*c^2*p^2*q*r-17484*b*c^2*p^2*q*x+1068* b*c^2*p^2*r^2-23936*b*c^2*p^2*r*x+31368*b*c^2*p^2*x^2+64*b*c^2*p*q^3+600*b*c^2* p*q^2*r-11916*b*c^2*p*q^2*x+1248*b*c^2*p*q*r^2-34240*b*c^2*p*q*r*x+62736*b*c^2* p*q*x^2+712*b*c^2*p*r^3-24820*b*c^2*p*r^2*x+72400*b*c^2*p*r*x^2+2*b*c^2*q^4+64* b*c^2*q^3*r-2116*b*c^2*q^3*x+300*b*c^2*q^2*r^2-10304*b*c^2*q^2*r*x+31368*b*c^2* q^2*x^2+416*b*c^2*q*r^3-16756*b*c^2*q*r^2*x+72400*b*c^2*q*r*x^2+178*b*c^2*r^4-\ 8568*b*c^2*r^3*x+43604*b*c^2*r^2*x^2-50*b*c*g^5+35*b*c*g^4*p-31*b*c*g^4*q+35*b* c*g^4*r-1210*b*c*g^4*x+416*b*c*g^3*p^2+384*b*c*g^3*p*q+832*b*c*g^3*p*r-7738*b*c *g^3*p*x+26*b*c*g^3*q^2+384*b*c*g^3*q*r-5854*b*c*g^3*q*x+416*b*c*g^3*r^2-7694*b *c*g^3*r*x+8762*b*c*g^3*x^2+583*b*c*g^2*p^3+949*b*c*g^2*p^2*q+1749*b*c*g^2*p^2* r-14386*b*c*g^2*p^2*x+383*b*c*g^2*p*q^2+1898*b*c*g^2*p*q*r-21416*b*c*g^2*p*q*x+ 1749*b*c*g^2*p*r^2-29134*b*c*g^2*p*r*x+33618*b*c*g^2*p*x^2+17*b*c*g^2*q^3+383*b *c*g^2*q^2*r-7030*b*c*g^2*q^2*x+949*b*c*g^2*q*r^2-20462*b*c*g^2*q*r*x+33618*b*c *g^2*q*x^2+583*b*c*g^2*r^3-14748*b*c*g^2*r^2*x+37798*b*c*g^2*r*x^2+280*b*c*g*p^ 4+656*b*c*g*p^3*q+1120*b*c*g*p^3*r-9526*b*c*g*p^3*x+474*b*c*g*p^2*q^2+1968*b*c* g*p^2*q*r-21814*b*c*g*p^2*q*x+1680*b*c*g*p^2*r^2-29700*b*c*g*p^2*r*x+33626*b*c* g*p^2*x^2+100*b*c*g*p*q^3+948*b*c*g*p*q^2*r-15050*b*c*g*p*q^2*x+1968*b*c*g*p*q* r^2-42912*b*c*g*p*q*r*x+67252*b*c*g*p*q*x^2+1120*b*c*g*p*r^3-30822*b*c*g*p*r^2* x+76958*b*c*g*p*r*x^2+2*b*c*g*q^4+100*b*c*g*q^3*r-2762*b*c*g*q^3*x+474*b*c*g*q^ 2*r^2-13212*b*c*g*q^2*r*x+33626*b*c*g*q^2*x^2+656*b*c*g*q*r^3-21098*b*c*g*q*r^2 *x+76958*b*c*g*q*r*x^2+280*b*c*g*r^4-10648*b*c*g*r^3*x+45648*b*c*g*r^2*x^2+32*b *c*p^5+100*b*c*p^4*q+160*b*c*p^4*r-1764*b*c*p^4*x+108*b*c*p^3*q^2+400*b*c*p^3*q *r-5552*b*c*p^3*q*x+320*b*c*p^3*r^2-7468*b*c*p^3*r*x+9076*b*c*p^3*x^2+44*b*c*p^ 2*q^3+324*b*c*p^2*q^2*r-6072*b*c*p^2*q^2*x+600*b*c*p^2*q*r^2-16896*b*c*p^2*q*r* x+27228*b*c*p^2*q*x^2+320*b*c*p^2*r^3-11820*b*c*p^2*r^2*x+31444*b*c*p^2*r*x^2+4 *b*c*p*q^4+88*b*c*p*q^3*r-2544*b*c*p*q^3*x+324*b*c*p*q^2*r^2-11388*b*c*p*q^2*r* x+27228*b*c*p*q^2*x^2+400*b*c*p*q*r^3-17136*b*c*p*q*r^2*x+62888*b*c*p*q*r*x^2+ 160*b*c*p*r^4-8292*b*c*p*r^3*x+37866*b*c*p*r^2*x^2+4*b*c*q^4*r-260*b*c*q^4*x+44 *b*c*q^3*r^2-1960*b*c*q^3*r*x+9076*b*c*q^3*x^2+108*b*c*q^2*r^3-5316*b*c*q^2*r^2 *x+31444*b*c*q^2*r*x^2+100*b*c*q*r^4-5792*b*c*q*r^3*x+37866*b*c*q*r^2*x^2+32*b* c*r^5-2176*b*c*r^4*x+15498*b*c*r^3*x^2-8*b*g^6-12*b*g^5*p-12*b*g^5*q-12*b*g^5*r -32*b*g^5*x+29*b*g^4*p^2+25*b*g^4*p*q+58*b*g^4*p*r-622*b*g^4*p*x-4*b*g^4*q^2+25 *b*g^4*q*r-558*b*g^4*q*x+29*b*g^4*r^2-623*b*g^4*r*x+474*b*g^4*x^2+88*b*g^3*p^3+ 147*b*g^3*p^2*q+264*b*g^3*p^2*r-2044*b*g^3*p^2*x+59*b*g^3*p*q^2+294*b*g^3*p*q*r -3178*b*g^3*p*q*x+264*b*g^3*p*r^2-4092*b*g^3*p*r*x+4215*b*g^3*p*x^2+59*b*g^3*q^ 2*r-1134*b*g^3*q^2*x+147*b*g^3*q*r^2-3124*b*g^3*q*r*x+4215*b*g^3*q*x^2+88*b*g^3 *r^3-2048*b*g^3*r^2*x+4552*b*g^3*r*x^2+81*b*g^2*p^4+192*b*g^2*p^3*q+324*b*g^2*p ^3*r-2454*b*g^2*p^3*x+141*b*g^2*p^2*q^2+576*b*g^2*p^2*q*r-5696*b*g^2*p^2*q*x+ 486*b*g^2*p^2*r^2-7600*b*g^2*p^2*r*x+7817*b*g^2*p^2*x^2+30*b*g^2*p*q^3+282*b*g^ 2*p*q^2*r-4030*b*g^2*p*q^2*x+576*b*g^2*p*q*r^2-11240*b*g^2*p*q*r*x+15634*b*g^2* p*q*x^2+324*b*g^2*p*r^3-7838*b*g^2*p*r^2*x+17605*b*g^2*p*r*x^2+30*b*g^2*q^3*r-\ 788*b*g^2*q^3*x+141*b*g^2*q^2*r^2-3640*b*g^2*q^2*r*x+7817*b*g^2*q^2*x^2+192*b*g ^2*q*r^3-5544*b*g^2*q*r^2*x+17605*b*g^2*q*r*x^2+81*b*g^2*r^4-2692*b*g^2*r^3*x+ 10051*b*g^2*r^2*x^2+28*b*g*p^5+88*b*g*p^4*q+140*b*g*p^4*r-1152*b*g*p^4*x+96*b*g *p^3*q^2+352*b*g*p^3*q*r-3644*b*g*p^3*q*x+280*b*g*p^3*r^2-4874*b*g*p^3*r*x+5038 *b*g*p^3*x^2+40*b*g*p^2*q^3+288*b*g*p^2*q^2*r-4020*b*g*p^2*q^2*x+528*b*g*p^2*q* r^2-11100*b*g*p^2*q*r*x+15114*b*g*p^2*q*x^2+280*b*g*p^2*r^3-7710*b*g*p^2*r^2*x+ 17306*b*g*p^2*r*x^2+4*b*g*p*q^4+80*b*g*p*q^3*r-1716*b*g*p*q^3*x+288*b*g*p*q^2*r ^2-7578*b*g*p*q^2*r*x+15114*b*g*p*q^2*x^2+352*b*g*p*q*r^3-11268*b*g*p*q*r^2*x+ 34612*b*g*p*q*r*x^2+140*b*g*p*r^4-5406*b*g*p*r^3*x+20567*b*g*p*r^2*x^2+4*b*g*q^ 4*r-188*b*g*q^4*x+40*b*g*q^3*r^2-1352*b*g*q^3*r*x+5038*b*g*q^3*x^2+96*b*g*q^2*r ^3-3558*b*g*q^2*r^2*x+17306*b*g*q^2*r*x^2+88*b*g*q*r^4-3812*b*g*q*r^3*x+20567*b *g*q*r^2*x^2+28*b*g*r^5-1418*b*g*r^4*x+8299*b*g*r^3*x^2+2*b*p^6+8*b*p^5*q+12*b* p^5*r-152*b*p^5*x+12*b*p^4*q^2+40*b*p^4*q*r-616*b*p^4*q*x+30*b*p^4*r^2-816*b*p^ 4*r*x+962*b*p^4*x^2+8*b*p^3*q^3+48*b*p^3*q^2*r-944*b*p^3*q^2*x+80*b*p^3*q*r^2-\ 2564*b*p^3*q*r*x+3848*b*p^3*q*x^2+40*b*p^3*r^3-1744*b*p^3*r^2*x+4448*b*p^3*r*x^ 2+2*b*p^2*q^4+24*b*p^2*q^3*r-656*b*p^2*q^3*x+72*b*p^2*q^2*r^2-2796*b*p^2*q^2*r* x+5772*b*p^2*q^2*x^2+80*b*p^2*q*r^3-3996*b*p^2*q*r^2*x+13344*b*p^2*q*r*x^2+30*b *p^2*r^4-1856*b*p^2*r^3*x+8032*b*p^2*r^2*x^2+4*b*p*q^4*r-184*b*p*q^4*x+24*b*p*q ^3*r^2-1164*b*p*q^3*r*x+3848*b*p*q^3*x^2+48*b*p*q^2*r^3-2760*b*p*q^2*r^2*x+ 13344*b*p*q^2*r*x^2+40*b*p*q*r^4-2764*b*p*q*r^3*x+16064*b*p*q*r^2*x^2+12*b*p*r^ 5-984*b*p*r^4*x+6568*b*p*r^3*x^2-8*b*q^5*x+2*b*q^4*r^2-116*b*q^4*r*x+962*b*q^4* x^2+8*b*q^3*r^3-508*b*q^3*r^2*x+4448*b*q^3*r*x^2+12*b*q^2*r^4-908*b*q^2*r^3*x+ 8032*b*q^2*r^2*x^2+8*b*q*r^5-716*b*q*r^4*x+6568*b*q*r^3*x^2+2*b*r^6-208*b*r^5*x +2022*b*r^4*x^2+32*c^7+144*c^6*g+128*c^6*p+64*c^6*q+128*c^6*r-1600*c^6*x+208*c^ 5*g^2+528*c^5*g*p+240*c^5*g*q+528*c^5*g*r-5664*c^5*g*x+208*c^5*p^2+224*c^5*p*q+ 416*c^5*p*r-4928*c^5*p*x+48*c^5*q^2+224*c^5*q*r-3456*c^5*q*x+208*c^5*r^2-4896*c ^5*r*x+8096*c^5*x^2+120*c^4*g^3+704*c^4*g^2*p+288*c^4*g^2*q+704*c^4*g^2*r-7392* c^4*g^2*x+768*c^4*g*p^2+768*c^4*g*p*q+1536*c^4*g*p*r-15072*c^4*g*p*x+144*c^4*g* q^2+768*c^4*g*q*r-10368*c^4*g*q*x+768*c^4*g*r^2-14928*c^4*g*r*x+22192*c^4*g*x^2 +176*c^4*p^3+304*c^4*p^2*q+528*c^4*p^2*r-6048*c^4*p^2*x+144*c^4*p*q^2+608*c^4*p *q*r-8960*c^4*p*q*x+528*c^4*p*r^2-12384*c^4*p*r*x+17952*c^4*p*x^2+16*c^4*q^3+ 144*c^4*q^2*r-2912*c^4*q^2*x+304*c^4*q*r^2-8544*c^4*q*r*x+17952*c^4*q*x^2+176*c ^4*r^3-6336*c^4*r^2*x+20784*c^4*r*x^2+10*c^3*g^4+408*c^3*g^3*p+136*c^3*g^3*q+ 408*c^3*g^3*r-4624*c^3*g^3*x+872*c^3*g^2*p^2+840*c^3*g^2*p*q+1744*c^3*g^2*p*r-\ 15984*c^3*g^2*p*x+136*c^3*g^2*q^2+840*c^3*g^2*q*r-11056*c^3*g^2*q*x+872*c^3*g^2 *r^2-15816*c^3*g^2*r*x+21720*c^3*g^2*x^2+564*c^3*g*p^3+924*c^3*g*p^2*q+1692*c^3 *g*p^2*r-15408*c^3*g*p^2*x+396*c^3*g*p*q^2+1848*c^3*g*p*q*r-22560*c^3*g*p*q*x+ 1692*c^3*g*p*r^2-31560*c^3*g*p*r*x+40288*c^3*g*p*x^2+36*c^3*g*q^3+396*c^3*g*q^2 *r-7152*c^3*g*q^2*x+924*c^3*g*q*r^2-21336*c^3*g*q*r*x+40288*c^3*g*q*x^2+564*c^3 *g*r^3-16152*c^3*g*r^2*x+46496*c^3*g*r*x^2+82*c^3*p^4+200*c^3*p^3*q+328*c^3*p^3 *r-3776*c^3*p^3*x+156*c^3*p^2*q^2+600*c^3*p^2*q*r-8736*c^3*p^2*q*x+492*c^3*p^2* r^2-11856*c^3*p^2*r*x+15664*c^3*p^2*x^2+40*c^3*p*q^3+312*c^3*p*q^2*r-6144*c^3*p *q^2*x+600*c^3*p*q*r^2-17376*c^3*p*q*r*x+31328*c^3*p*q*x^2+328*c^3*p*r^3-12384* c^3*p*r^2*x+36280*c^3*p*r*x^2+2*c^3*q^4+40*c^3*q^3*r-1184*c^3*q^3*x+156*c^3*q^2 *r^2-5520*c^3*q^2*r*x+15664*c^3*q^2*x^2+200*c^3*q*r^3-8640*c^3*q*r^2*x+36280*c^ 3*q*r*x^2+82*c^3*r^4-4304*c^3*r^3*x+21952*c^3*r^2*x^2-19*c^2*g^5+96*c^2*g^4*p+ 12*c^2*g^4*q+96*c^2*g^4*r-1428*c^2*g^4*x+416*c^2*g^3*p^2+388*c^2*g^3*p*q+832*c^ 2*g^3*p*r-7528*c^2*g^3*p*x+48*c^2*g^3*q^2+388*c^2*g^3*q*r-5352*c^2*g^3*q*x+416* c^2*g^3*r^2-7452*c^2*g^3*r*x+9412*c^2*g^3*x^2+504*c^2*g^2*p^3+816*c^2*g^2*p^2*q +1512*c^2*g^2*p^2*r-12504*c^2*g^2*p^2*x+336*c^2*g^2*p*q^2+1632*c^2*g^2*p*q*r-\ 18384*c^2*g^2*p*q*x+1512*c^2*g^2*p*r^2-25536*c^2*g^2*p*r*x+30080*c^2*g^2*p*x^2+ 24*c^2*g^2*q^3+336*c^2*g^2*q^2*r-5880*c^2*g^2*q^2*x+816*c^2*g^2*q*r^2-17424*c^2 *g^2*q*r*x+30080*c^2*g^2*q*x^2+504*c^2*g^2*r^3-13032*c^2*g^2*r^2*x+34428*c^2*g^ 2*r*x^2+219*c^2*g*p^4+516*c^2*g*p^3*q+876*c^2*g*p^3*r-7584*c^2*g*p^3*x+378*c^2* g*p^2*q^2+1548*c^2*g*p^2*q*r-17424*c^2*g*p^2*q*x+1314*c^2*g*p^2*r^2-23856*c^2*g *p^2*r*x+27144*c^2*g*p^2*x^2+84*c^2*g*p*q^3+756*c^2*g*p*q^2*r-12096*c^2*g*p*q^2 *x+1548*c^2*g*p*q*r^2-34560*c^2*g*p*q*r*x+54288*c^2*g*p*q*x^2+876*c^2*g*p*r^3-\ 24960*c^2*g*p*r^2*x+62644*c^2*g*p*r*x^2+3*c^2*g*q^4+84*c^2*g*q^3*r-2256*c^2*g*q ^3*x+378*c^2*g*q^2*r^2-10704*c^2*g*q^2*r*x+27144*c^2*g*q^2*x^2+516*c^2*g*q*r^3-\ 17136*c^2*g*q*r^2*x+62644*c^2*g*q*r*x^2+219*c^2*g*r^4-8688*c^2*g*r^3*x+37812*c^ 2*g*r^2*x^2+20*c^2*p^5+64*c^2*p^4*q+100*c^2*p^4*r-1252*c^2*p^4*x+72*c^2*p^3*q^2 +256*c^2*p^3*q*r-3984*c^2*p^3*q*x+200*c^2*p^3*r^2-5328*c^2*p^3*r*x+6688*c^2*p^3 *x^2+32*c^2*p^2*q^3+216*c^2*p^2*q^2*r-4440*c^2*p^2*q^2*x+384*c^2*p^2*q*r^2-\ 12240*c^2*p^2*q*r*x+20064*c^2*p^2*q*x^2+200*c^2*p^2*r^3-8472*c^2*p^2*r^2*x+ 23244*c^2*p^2*r*x^2+4*c^2*p*q^4+64*c^2*p*q^3*r-1936*c^2*p*q^3*x+216*c^2*p*q^2*r ^2-8496*c^2*p*q^2*r*x+20064*c^2*p*q^2*x^2+256*c^2*p*q*r^3-12528*c^2*p*q*r^2*x+ 46488*c^2*p*q*r*x^2+100*c^2*p*r^4-5968*c^2*p*r^3*x+28096*c^2*p*r^2*x^2+4*c^2*q^ 4*r-228*c^2*q^4*x+32*c^2*q^3*r^2-1584*c^2*q^3*r*x+6688*c^2*q^3*x^2+72*c^2*q^2*r ^3-4056*c^2*q^2*r^2*x+23244*c^2*q^2*r*x^2+64*c^2*q*r^4-4272*c^2*q*r^3*x+28096*c ^2*q*r^2*x^2+20*c^2*r^5-1572*c^2*r^4*x+11540*c^2*r^3*x^2-8*c*g^6+c*g^5*p-9*c*g^ 5*q+c*g^5*r-186*c*g^5*x+81*c*g^4*p^2+72*c*g^4*p*q+162*c*g^4*p*r-1536*c*g^4*p*x+ 3*c*g^4*q^2+72*c*g^4*q*r-1164*c*g^4*q*x+81*c*g^4*r^2-1524*c*g^4*r*x+1688*c*g^4* x^2+169*c*g^3*p^3+275*c*g^3*p^2*q+507*c*g^3*p^2*r-3972*c*g^3*p^2*x+111*c*g^3*p* q^2+550*c*g^3*p*q*r-5944*c*g^3*p*q*x+507*c*g^3*p*r^2-8058*c*g^3*p*r*x+8840*c*g^ 3*p*x^2+5*c*g^3*q^3+111*c*g^3*q^2*r-1972*c*g^3*q^2*x+275*c*g^3*q*r^2-5694*c*g^3 *q*r*x+8840*c*g^3*q*x^2+169*c*g^3*r^3-4086*c*g^3*r^2*x+9948*c*g^3*r*x^2+137*c*g ^2*p^4+322*c*g^2*p^3*q+548*c*g^2*p^3*r-4212*c*g^2*p^3*x+234*c*g^2*p^2*q^2+966*c *g^2*p^2*q*r-9708*c*g^2*p^2*q*x+822*c*g^2*p^2*r^2-13200*c*g^2*p^2*r*x+13790*c*g ^2*p^2*x^2+50*c*g^2*p*q^3+468*c*g^2*p*q^2*r-6780*c*g^2*p*q^2*x+966*c*g^2*p*q*r^ 2-19236*c*g^2*p*q*r*x+27580*c*g^2*p*q*x^2+548*c*g^2*p*r^3-13764*c*g^2*p*r^2*x+ 31568*c*g^2*p*r*x^2+c*g^2*q^4+50*c*g^2*q^3*r-1284*c*g^2*q^3*x+234*c*g^2*q^2*r^2 -6036*c*g^2*q^2*r*x+13790*c*g^2*q^2*x^2+322*c*g^2*q*r^3-9528*c*g^2*q*r^2*x+ 31568*c*g^2*q*r*x^2+137*c*g^2*r^4-4776*c*g^2*r^3*x+18744*c*g^2*r^2*x^2+42*c*g*p ^5+132*c*g*p^4*q+210*c*g*p^4*r-1794*c*g*p^4*x+144*c*g*p^3*q^2+528*c*g*p^3*q*r-\ 5688*c*g*p^3*q*x+420*c*g*p^3*r^2-7650*c*g*p^3*r*x+8024*c*g*p^3*x^2+60*c*g*p^2*q ^3+432*c*g*p^2*q^2*r-6300*c*g*p^2*q^2*x+792*c*g*p^2*q*r^2-17466*c*g*p^2*q*r*x+ 24072*c*g*p^2*q*x^2+420*c*g*p^2*r^3-12186*c*g*p^2*r^2*x+27772*c*g*p^2*r*x^2+6*c *g*p*q^4+120*c*g*p*q^3*r-2712*c*g*p*q^3*x+432*c*g*p*q^2*r^2-11982*c*g*p*q^2*r*x +24072*c*g*p*q^2*x^2+528*c*g*p*q*r^3-17868*c*g*p*q*r^2*x+55544*c*g*p*q*r*x^2+ 210*c*g*p*r^4-8598*c*g*p*r^3*x+33474*c*g*p*r^2*x^2+6*c*g*q^4*r-306*c*g*q^4*x+60 *c*g*q^3*r^2-2166*c*g*q^3*r*x+8024*c*g*q^3*x^2+144*c*g*q^2*r^3-5682*c*g*q^2*r^2 *x+27772*c*g*q^2*r*x^2+132*c*g*q*r^4-6090*c*g*q*r^3*x+33474*c*g*q*r^2*x^2+42*c* g*r^5-2268*c*g*r^4*x+13726*c*g*r^3*x^2+2*c*p^6+8*c*p^5*q+12*c*p^5*r-204*c*p^5*x +12*c*p^4*q^2+40*c*p^4*q*r-832*c*p^4*q*x+30*c*p^4*r^2-1098*c*p^4*r*x+1386*c*p^4 *x^2+8*c*p^3*q^3+48*c*p^3*q^2*r-1288*c*p^3*q^2*x+80*c*p^3*q*r^2-3480*c*p^3*q*r* x+5544*c*p^3*q*x^2+40*c*p^3*r^3-2352*c*p^3*r^2*x+6426*c*p^3*r*x^2+2*c*p^2*q^4+ 24*c*p^2*q^3*r-912*c*p^2*q^3*x+72*c*p^2*q^2*r^2-3852*c*p^2*q^2*r*x+8316*c*p^2*q ^2*x^2+80*c*p^2*q*r^3-5448*c*p^2*q*r^2*x+19278*c*p^2*q*r*x^2+30*c*p^2*r^4-2508* c*p^2*r^3*x+11632*c*p^2*r^2*x^2+4*c*p*q^4*r-268*c*p*q^4*x+24*c*p*q^3*r^2-1656*c *p*q^3*r*x+5544*c*p*q^3*x^2+48*c*p*q^2*r^3-3840*c*p*q^2*r^2*x+19278*c*p*q^2*r*x ^2+40*c*p*q*r^4-3784*c*p*q*r^3*x+23264*c*p*q*r^2*x^2+12*c*p*r^5-1332*c*p*r^4*x+ 9530*c*p*r^3*x^2-16*c*q^5*x+2*c*q^4*r^2-186*c*q^4*r*x+1386*c*q^4*x^2+8*c*q^3*r^ 3-744*c*q^3*r^2*x+6426*c*q^3*r*x^2+12*c*q^2*r^4-1276*c*q^2*r^3*x+11632*c*q^2*r^ 2*x^2+8*c*q*r^5-984*c*q*r^4*x+9530*c*q*r^3*x^2+2*c*r^6-282*c*r^5*x+2938*c*r^4*x ^2-g^7-2*g^6*p-2*g^6*q-2*g^6*r-4*g^6*x+4*g^5*p^2+3*g^5*p*q+8*g^5*p*r-96*g^5*p*x -g^5*q^2+3*g^5*q*r-86*g^5*q*x+4*g^5*r^2-96*g^5*r*x+72*g^5*x^2+18*g^4*p^3+30*g^4 *p^2*q+54*g^4*p^2*r-408*g^4*p^2*x+12*g^4*p*q^2+60*g^4*p*q*r-636*g^4*p*q*x+54*g^ 4*p*r^2-816*g^4*p*r*x+814*g^4*p*x^2+12*g^4*q^2*r-228*g^4*q^2*x+30*g^4*q*r^2-624 *g^4*q*r*x+814*g^4*q*x^2+18*g^4*r^3-408*g^4*r^2*x+880*g^4*r*x^2+24*g^3*p^4+57*g ^3*p^3*q+96*g^3*p^3*r-682*g^3*p^3*x+42*g^3*p^2*q^2+171*g^3*p^2*q*r-1590*g^3*p^2 *q*x+144*g^3*p^2*r^2-2118*g^3*p^2*r*x+2067*g^3*p^2*x^2+9*g^3*p*q^3+84*g^3*p*q^2 *r-1134*g^3*p*q^2*x+171*g^3*p*q*r^2-3150*g^3*p*q*r*x+4134*g^3*p*q*x^2+96*g^3*p* r^3-2190*g^3*p*r^2*x+4658*g^3*p*r*x^2+9*g^3*q^3*r-226*g^3*q^3*x+42*g^3*q^2*r^2-\ 1032*g^3*q^2*r*x+2067*g^3*q^2*x^2+57*g^3*q*r^3-1560*g^3*q*r^2*x+4658*g^3*q*r*x^ 2+24*g^3*r^4-754*g^3*r^3*x+2663*g^3*r^2*x^2+14*g^2*p^5+44*g^2*p^4*q+70*g^2*p^4* r-516*g^2*p^4*x+48*g^2*p^3*q^2+176*g^2*p^3*q*r-1640*g^2*p^3*q*x+140*g^2*p^3*r^2 -2193*g^2*p^3*r*x+2090*g^2*p^3*x^2+20*g^2*p^2*q^3+144*g^2*p^2*q^2*r-1824*g^2*p^ 2*q^2*x+264*g^2*p^2*q*r^2-5025*g^2*p^2*q*r*x+6270*g^2*p^2*q*x^2+140*g^2*p^2*r^3 -3483*g^2*p^2*r^2*x+7177*g^2*p^2*r*x^2+2*g^2*p*q^4+40*g^2*p*q^3*r-792*g^2*p*q^3 *x+144*g^2*p*q^2*r^2-3471*g^2*p*q^2*r*x+6270*g^2*p*q^2*x^2+176*g^2*p*q*r^3-5130 *g^2*p*q*r^2*x+14354*g^2*p*q*r*x^2+70*g^2*p*r^4-2451*g^2*p*r^3*x+8531*g^2*p*r^2 *x^2+2*g^2*q^4*r-92*g^2*q^4*x+20*g^2*q^3*r^2-639*g^2*q^3*r*x+2090*g^2*q^3*x^2+ 48*g^2*q^2*r^3-1647*g^2*q^2*r^2*x+7177*g^2*q^2*r*x^2+44*g^2*q*r^4-1745*g^2*q*r^ 3*x+8531*g^2*q*r^2*x^2+14*g^2*r^5-645*g^2*r^4*x+3444*g^2*r^3*x^2+3*g*p^6+12*g*p ^5*q+18*g*p^5*r-162*g*p^5*x+18*g*p^4*q^2+60*g*p^4*q*r-660*g*p^4*q*x+45*g*p^4*r^ 2-873*g*p^4*r*x+875*g*p^4*x^2+12*g*p^3*q^3+72*g*p^3*q^2*r-1020*g*p^3*q^2*x+120* g*p^3*q*r^2-2760*g*p^3*q*r*x+3500*g*p^3*q*x^2+60*g*p^3*r^3-1872*g*p^3*r^2*x+ 4037*g*p^3*r*x^2+3*g*p^2*q^4+36*g*p^2*q^3*r-720*g*p^2*q^3*x+108*g*p^2*q^2*r^2-\ 3042*g*p^2*q^2*r*x+5250*g*p^2*q^2*x^2+120*g*p^2*q*r^3-4320*g*p^2*q*r^2*x+12111* g*p^2*q*r*x^2+45*g*p^2*r^4-1998*g*p^2*r^3*x+7284*g*p^2*r^2*x^2+6*g*p*q^4*r-210* g*p*q^4*x+36*g*p*q^3*r^2-1296*g*p*q^3*r*x+3500*g*p*q^3*x^2+72*g*p*q^2*r^3-3024* g*p*q^2*r^2*x+12111*g*p*q^2*r*x^2+60*g*p*q*r^4-3000*g*p*q*r^3*x+14568*g*p*q*r^2 *x^2+18*g*p*r^5-1062*g*p*r^4*x+5957*g*p*r^3*x^2-12*g*q^5*x+3*g*q^4*r^2-141*g*q^ 4*r*x+875*g*q^4*x^2+12*g*q^3*r^3-576*g*q^3*r^2*x+4037*g*q^3*r*x^2+18*g*q^2*r^4-\ 1002*g*q^2*r^3*x+7284*g*q^2*r^2*x^2+12*g*q*r^5-780*g*q*r^4*x+5957*g*q*r^3*x^2+3 *g*r^6-225*g*r^5*x+1835*g*r^4*x^2-12*p^6*x-60*p^5*q*x-78*p^5*r*x+110*p^5*x^2-\ 120*p^4*q^2*x-318*p^4*q*r*x+550*p^4*q*x^2-210*p^4*r^2*x+638*p^4*r*x^2-120*p^3*q ^3*x-492*p^3*q^2*r*x+1100*p^3*q^2*x^2-672*p^3*q*r^2*x+2552*p^3*q*r*x^2-300*p^3* r^3*x+1536*p^3*r^2*x^2-60*p^2*q^4*x-348*p^2*q^3*r*x+1100*p^2*q^3*x^2-756*p^2*q^ 2*r^2*x+3828*p^2*q^2*r*x^2-708*p^2*q*r^3*x+4608*p^2*q*r^2*x^2-240*p^2*r^4*x+ 1880*p^2*r^3*x^2-12*p*q^5*x-102*p*q^4*r*x+550*p*q^4*x^2-336*p*q^3*r^2*x+2552*p* q^3*r*x^2-516*p*q^2*r^3*x+4608*p*q^2*r^2*x^2-372*p*q*r^4*x+3760*p*q*r^3*x^2-102 *p*r^5*x+1154*p*r^4*x^2-6*q^5*r*x+110*q^5*x^2-42*q^4*r^2*x+638*q^4*r*x^2-108*q^ 3*r^3*x+1536*q^3*r^2*x^2-132*q^2*r^4*x+1880*q^2*r^3*x^2-78*q*r^5*x+1154*q*r^4*x ^2-18*r^6*x+282*r^5*x^2+16*a^6+48*a^5*b+416*a^5*c+24*a^5*g+216*a^5*p+184*a^5*q+ 216*a^5*r-384*a^5*x+32*a^4*b^2+1248*a^4*b*c-168*a^4*b*g+688*a^4*b*p+560*a^4*b*q +688*a^4*b*r-1600*a^4*b*x+1840*a^4*c^2+864*a^4*c*g+2072*a^4*c*p+1304*a^4*c*q+ 2072*a^4*c*r-6112*a^4*c*x-116*a^4*g^2+504*a^4*g*p+408*a^4*g*q+504*a^4*g*r-1304* a^4*g*x+572*a^4*p^2+760*a^4*p*q+1144*a^4*p*r-3080*a^4*p*x+204*a^4*q^2+760*a^4*q *r-2728*a^4*q*x+572*a^4*r^2-3192*a^4*r*x+1300*a^4*x^2-32*a^3*b^3+1248*a^3*b^2*c -672*a^3*b^2*g+768*a^3*b^2*p+576*a^3*b^2*q+768*a^3*b^2*r-2560*a^3*b^2*x+4560*a^ 3*b*c^2+1136*a^3*b*c*g+5544*a^3*b*c*p+3112*a^3*b*c*q+5544*a^3*b*c*r-20416*a^3*b *c*x-940*a^3*b*g^2+1076*a^3*b*g*p+756*a^3*b*g*q+1076*a^3*b*g*r-4472*a^3*b*g*x+ 1612*a^3*b*p^2+1992*a^3*b*p*q+3224*a^3*b*p*r-10424*a^3*b*p*x+444*a^3*b*q^2+1992 *a^3*b*q*r-9016*a^3*b*q*x+1612*a^3*b*r^2-10616*a^3*b*r*x+5200*a^3*b*x^2+3552*a^ 3*c^3+3320*a^3*c^2*g+6192*a^3*c^2*p+3408*a^3*c^2*q+6192*a^3*c^2*r-23552*a^3*c^2 *x+128*a^3*c*g^2+4292*a^3*c*g*p+2404*a^3*c*g*q+4292*a^3*c*g*r-16976*a^3*c*g*x+ 3464*a^3*c*p^2+4080*a^3*c*p*q+6928*a^3*c*p*r-24072*a^3*c*p*x+968*a^3*c*q^2+4080 *a^3*c*q*r-19248*a^3*c*q*x+3464*a^3*c*r^2-24828*a^3*c*r*x+14948*a^3*c*x^2-322*a ^3*g^3+322*a^3*g^2*p+202*a^3*g^2*q+322*a^3*g^2*r-1812*a^3*g^2*x+1290*a^3*g*p^2+ 1620*a^3*g*p*q+2580*a^3*g*p*r-8684*a^3*g*p*x+378*a^3*g*q^2+1620*a^3*g*q*r-7544* a^3*g*q*x+1290*a^3*g*r^2-8810*a^3*g*r*x+4310*a^3*g*x^2+626*a^3*p^3+1158*a^3*p^2 *q+1878*a^3*p^2*r-6076*a^3*p^2*x+606*a^3*p*q^2+2316*a^3*p*q*r-9880*a^3*p*q*x+ 1878*a^3*p*r^2-12640*a^3*p*r*x+7058*a^3*p*x^2+74*a^3*q^3+606*a^3*q^2*r-3804*a^3 *q^2*x+1158*a^3*q*r^2-10080*a^3*q*r*x+7058*a^3*q*x^2+626*a^3*r^3-6564*a^3*r^2*x +7690*a^3*r*x^2-48*a^2*b^4+416*a^2*b^3*c-768*a^2*b^3*g+336*a^2*b^3*p+208*a^2*b^ 3*q+336*a^2*b^3*r-1920*a^2*b^3*x+3696*a^2*b^2*c^2-416*a^2*b^2*c*g+5040*a^2*b^2* c*p+2352*a^2*b^2*c*q+5040*a^2*b^2*c*r-24576*a^2*b^2*c*x-1700*a^2*b^2*g^2+648*a^ 2*b^2*g*p+264*a^2*b^2*g*q+648*a^2*b^2*g*r-5592*a^2*b^2*g*x+1572*a^2*b^2*p^2+ 1752*a^2*b^2*p*q+3144*a^2*b^2*p*r-12792*a^2*b^2*p*x+276*a^2*b^2*q^2+1752*a^2*b^ 2*q*r-10680*a^2*b^2*q*x+1572*a^2*b^2*r^2-12696*a^2*b^2*r*x+7800*a^2*b^2*x^2+ 6784*a^2*b*c^3+5136*a^2*b*c^2*g+12784*a^2*b*c^2*p+6112*a^2*b*c^2*q+12784*a^2*b* c^2*r-59184*a^2*b*c^2*x-1660*a^2*b*c*g^2+8552*a^2*b*c*g*p+3752*a^2*b*c*g*q+8552 *a^2*b*c*g*r-44208*a^2*b*c*g*x+7584*a^2*b*c*p^2+8088*a^2*b*c*p*q+15168*a^2*b*c* p*r-61840*a^2*b*c*p*x+1560*a^2*b*c*q^2+8088*a^2*b*c*q*r-47368*a^2*b*c*q*x+7584* a^2*b*c*r^2-61892*a^2*b*c*r*x+44844*a^2*b*c*x^2-1266*a^2*b*g^3+220*a^2*b*g^2*p-\ 104*a^2*b*g^2*q+220*a^2*b*g^2*r-4856*a^2*b*g^2*x+2850*a^2*b*g*p^2+3240*a^2*b*g* p*q+5700*a^2*b*g*p*r-22860*a^2*b*g*p*x+534*a^2*b*g*q^2+3240*a^2*b*g*q*r-19440*a ^2*b*g*q*x+2850*a^2*b*g*r^2-22890*a^2*b*g*r*x+12930*a^2*b*g*x^2+1440*a^2*b*p^3+ 2472*a^2*b*p^2*q+4320*a^2*b*p^2*r-15912*a^2*b*p^2*x+1128*a^2*b*p*q^2+4944*a^2*b *p*q*r-25008*a^2*b*p*q*x+4320*a^2*b*p*r^2-32264*a^2*b*p*r*x+21174*a^2*b*p*x^2+ 96*a^2*b*q^3+1128*a^2*b*q^2*r-9096*a^2*b*q^2*x+2472*a^2*b*q*r^2-24584*a^2*b*q*r *x+21174*a^2*b*q*x^2+1440*a^2*b*r^3-16352*a^2*b*r^2*x+23070*a^2*b*r*x^2+3552*a^ 2*c^4+5320*a^2*c^3*g+8392*a^2*c^3*p+4280*a^2*c^3*q+8392*a^2*c^3*r-38288*a^2*c^3 *x+1440*a^2*c^2*g^2+10608*a^2*c^2*g*p+5116*a^2*c^2*g*q+10608*a^2*c^2*g*r-50416* a^2*c^2*g*x+7096*a^2*c^2*p^2+7816*a^2*c^2*p*q+14192*a^2*c^2*p*r-59240*a^2*c^2*p *x+1708*a^2*c^2*q^2+7816*a^2*c^2*q*r-44584*a^2*c^2*q*x+7096*a^2*c^2*r^2-59968*a ^2*c^2*r*x+45736*a^2*c^2*x^2-774*a^2*c*g^3+3114*a^2*c*g^2*p+1232*a^2*c*g^2*q+ 3114*a^2*c*g^2*r-18236*a^2*c*g^2*x+6476*a^2*c*g*p^2+7090*a^2*c*g*p*q+12952*a^2* c*g*p*r-52788*a^2*c*g*p*x+1438*a^2*c*g*q^2+7090*a^2*c*g*q*r-40892*a^2*c*g*q*x+ 6476*a^2*c*g*r^2-52816*a^2*c*g*r*x+37048*a^2*c*g*x^2+2542*a^2*c*p^3+4474*a^2*c* p^2*q+7626*a^2*c*p^2*r-29784*a^2*c*p^2*x+2176*a^2*c*p*q^2+8948*a^2*c*p*q*r-\ 46352*a^2*c*p*q*x+7626*a^2*c*p*r^2-61656*a^2*c*p*r*x+42164*a^2*c*p*x^2+244*a^2* c*q^3+2176*a^2*c*q^2*r-16568*a^2*c*q^2*x+4474*a^2*c*q*r^2-45588*a^2*c*q*r*x+ 42164*a^2*c*q*x^2+2542*a^2*c*r^3-31872*a^2*c*r^2*x+47052*a^2*c*r*x^2-304*a^2*g^ 4-46*a^2*g^3*p-128*a^2*g^3*q-46*a^2*g^3*r-1300*a^2*g^3*x+1122*a^2*g^2*p^2+1275* a^2*g^2*p*q+2244*a^2*g^2*p*r-9450*a^2*g^2*p*x+208*a^2*g^2*q^2+1275*a^2*g^2*q*r-\ 8074*a^2*g^2*q*x+1122*a^2*g^2*r^2-9444*a^2*g^2*r*x+5242*a^2*g^2*x^2+1248*a^2*g* p^3+2208*a^2*g*p^2*q+3744*a^2*g*p^2*r-13610*a^2*g*p^2*x+1065*a^2*g*p*q^2+4416*a ^2*g*p*q*r-21612*a^2*g*p*q*x+3744*a^2*g*p*r^2-27580*a^2*g*p*r*x+17556*a^2*g*p*x ^2+105*a^2*g*q^3+1065*a^2*g*q^2*r-8002*a^2*g*q^2*x+2208*a^2*g*q*r^2-21306*a^2*g *q*r*x+17556*a^2*g*q*x^2+1248*a^2*g*r^3-13970*a^2*g*r^2*x+19124*a^2*g*r*x^2+324 *a^2*p^4+800*a^2*p^3*q+1296*a^2*p^3*r-4868*a^2*p^3*x+636*a^2*p^2*q^2+2400*a^2*p ^2*q*r-11660*a^2*p^2*q*x+1944*a^2*p^2*r^2-15408*a^2*p^2*r*x+9648*a^2*p^2*x^2+ 168*a^2*p*q^3+1272*a^2*p*q^2*r-8716*a^2*p*q^2*x+2400*a^2*p*q*r^2-23612*a^2*p*q* r*x+19296*a^2*p*q*x^2+1296*a^2*p*r^3-16212*a^2*p*r^2*x+21568*a^2*p*r*x^2+8*a^2* q^4+168*a^2*q^3*r-1924*a^2*q^3*x+636*a^2*q^2*r^2-8204*a^2*q^2*r*x+9648*a^2*q^2* x^2+800*a^2*q*r^3-11952*a^2*q*r^2*x+21568*a^2*q*r*x^2+324*a^2*r^4-5672*a^2*r^3* x+12410*a^2*r^2*x^2-16*a*b^5-312*a*b^4*g+40*a*b^4*p+8*a*b^4*q+40*a*b^4*r-640*a* b^4*x+1072*a*b^3*c^2-784*a*b^3*c*g+1736*a*b^3*c*p+584*a*b^3*c*q+1736*a*b^3*c*r-\ 12352*a*b^3*c*x-1044*a*b^3*g^2+84*a*b^3*g*p-108*a*b^3*g*q+84*a*b^3*g*r-2984*a*b ^3*g*x+596*a*b^3*p^2+568*a*b^3*p*q+1192*a*b^3*p*r-6632*a*b^3*p*x+36*a*b^3*q^2+ 568*a*b^3*q*r-5224*a*b^3*q*x+596*a*b^3*r^2-6312*a*b^3*r*x+5200*a*b^3*x^2+3904*a *b^2*c^3+2312*a*b^2*c^2*g+8136*a*b^2*c^2*p+3144*a*b^2*c^2*q+8136*a*b^2*c^2*r-\ 47712*a*b^2*c^2*x-2400*a*b^2*c*g^2+5516*a*b^2*c*g*p+1580*a*b^2*c*g*q+5516*a*b^2 *c*g*r-37488*a*b^2*c*g*x+5208*a*b^2*c*p^2+4800*a*b^2*c*p*q+10416*a*b^2*c*p*r-\ 51464*a*b^2*c*p*x+648*a*b^2*c*q^2+4800*a*b^2*c*q*r-36992*a*b^2*c*q*x+5208*a*b^2 *c*r^2-49300*a*b^2*c*r*x+44844*a*b^2*c*x^2-1290*a*b^2*g^3-160*a*b^2*g^2*p-448*a *b^2*g^2*q-160*a*b^2*g^2*r-4276*a*b^2*g^2*x+2046*a*b^2*g*p^2+2052*a*b^2*g*p*q+ 4092*a*b^2*g*p*r-19668*a*b^2*g*p*x+150*a*b^2*g*q^2+2052*a*b^2*g*q*r-16248*a*b^2 *g*q*x+2046*a*b^2*g*r^2-19350*a*b^2*g*r*x+12930*a*b^2*g*x^2+1054*a*b^2*p^3+1626 *a*b^2*p^2*q+3162*a*b^2*p^2*r-13596*a*b^2*p^2*x+594*a*b^2*p*q^2+3252*a*b^2*p*q* r-20376*a*b^2*p*q*x+3162*a*b^2*p*r^2-26608*a*b^2*p*r*x+21174*a*b^2*p*x^2+22*a*b ^2*q^3+594*a*b^2*q^2*r-6780*a*b^2*q^2*x+1626*a*b^2*q*r^2-18928*a*b^2*q*r*x+ 21174*a*b^2*q*x^2+1054*a*b^2*r^3-13012*a*b^2*r^2*x+23070*a*b^2*r*x^2+4672*a*b*c ^4+6872*a*b*c^3*g+11872*a*b*c^3*p+5200*a*b*c^3*q+11872*a*b*c^3*r-64560*a*b*c^3* x+680*a*b*c^2*g^2+15836*a*b*c^2*g*p+6092*a*b*c^2*g*q+15836*a*b*c^2*g*r-88928*a* b*c^2*g*x+10636*a*b*c^2*p^2+10496*a*b*c^2*p*q+21272*a*b*c^2*p*r-102528*a*b*c^2* p*x+1836*a*b*c^2*q^2+10496*a*b*c^2*q*r-73216*a*b*c^2*q*x+10636*a*b*c^2*r^2-\ 100552*a*b*c^2*r*x+91472*a*b*c^2*x^2-2138*a*b*c*g^3+4356*a*b*c*g^2*p+828*a*b*c* g^2*q+4356*a*b*c*g^2*r-33188*a*b*c*g^2*x+10340*a*b*c*g*p^2+10164*a*b*c*g*p*q+ 20680*a*b*c*g*p*r-94580*a*b*c*g*p*x+1472*a*b*c*g*q^2+10164*a*b*c*g*q*r-70788*a* b*c*g*q*x+10340*a*b*c*g*r^2-92932*a*b*c*g*r*x+74096*a*b*c*g*x^2+4006*a*b*c*p^3+ 6514*a*b*c*p^2*q+12018*a*b*c*p^2*r-52668*a*b*c*p^2*x+2718*a*b*c*p*q^2+13028*a*b *c*p*q*r-78904*a*b*c*p*q*x+12018*a*b*c*p*r^2-106480*a*b*c*p*r*x+84328*a*b*c*p*x ^2+210*a*b*c*q^3+2718*a*b*c*q^2*r-26236*a*b*c*q^2*x+6514*a*b*c*q*r^2-74344*a*b* c*q*r*x+84328*a*b*c*q*x^2+4006*a*b*c*r^3-53812*a*b*c*r^2*x+94104*a*b*c*r*x^2-\ 672*a*b*g^4-297*a*b*g^3*p-459*a*b*g^3*q-297*a*b*g^3*r-2432*a*b*g^3*x+1815*a*b*g ^2*p^2+1818*a*b*g^2*p*q+3630*a*b*g^2*p*r-17302*a*b*g^2*p*x+113*a*b*g^2*q^2+1818 *a*b*g^2*q*r-14550*a*b*g^2*q*x+1815*a*b*g^2*r^2-17192*a*b*g^2*r*x+10484*a*b*g^2 *x^2+2073*a*b*g*p^3+3435*a*b*g*p^2*q+6219*a*b*g*p^2*r-24718*a*b*g*p^2*x+1437*a* b*g*p*q^2+6870*a*b*g*p*q*r-38220*a*b*g*p*q*x+6219*a*b*g*p*r^2-49316*a*b*g*p*r*x +35112*a*b*g*p*x^2+75*a*b*g*q^3+1437*a*b*g*q^2*r-13502*a*b*g*q^2*x+3435*a*b*g*q *r^2-36768*a*b*g*q*r*x+35112*a*b*g*q*x^2+2073*a*b*g*r^3-24598*a*b*g*r^2*x+38248 *a*b*g*r*x^2+536*a*b*p^4+1252*a*b*p^3*q+2144*a*b*p^3*r-8772*a*b*p^3*x+900*a*b*p ^2*q^2+3756*a*b*p^2*q*r-20428*a*b*p^2*q*x+3216*a*b*p^2*r^2-27272*a*b*p^2*r*x+ 19296*a*b*p^2*x^2+188*a*b*p*q^3+1800*a*b*p*q^2*r-14540*a*b*p*q^2*x+3756*a*b*p*q *r^2-40136*a*b*p*q*r*x+38592*a*b*p*q*x^2+2144*a*b*p*r^3-28228*a*b*p*r^2*x+43136 *a*b*p*r*x^2+4*a*b*q^4+188*a*b*q^3*r-2884*a*b*q^3*x+900*a*b*q^2*r^2-12864*a*b*q ^2*r*x+19296*a*b*q^2*x^2+1252*a*b*q*r^3-19708*a*b*q*r^2*x+43136*a*b*q*r*x^2+536 *a*b*r^4-9728*a*b*r^3*x+24820*a*b*r^2*x^2+1824*a*c^5+4088*a*c^4*g+5432*a*c^4*p+ 2632*a*c^4*q+5432*a*c^4*r-28560*a*c^4*x+2396*a*c^3*g^2+10840*a*c^3*g*p+4824*a*c ^3*g*q+10840*a*c^3*g*r-56784*a*c^3*g*x+6152*a*c^3*p^2+6480*a*c^3*p*q+12304*a*c^ 3*p*r-59328*a*c^3*p*x+1328*a*c^3*q^2+6480*a*c^3*q*r-42800*a*c^3*q*x+6152*a*c^3* r^2-59048*a*c^3*r*x+53656*a*c^3*x^2-258*a*c^2*g^3+6342*a*c^2*g^2*p+2302*a*c^2*g ^2*q+6342*a*c^2*g^2*r-37284*a*c^2*g^2*x+9940*a*c^2*g*p^2+10092*a*c^2*g*p*q+ 19880*a*c^2*g*p*r-90372*a*c^2*g*p*x+1852*a*c^2*g*q^2+10092*a*c^2*g*q*r-65684*a* c^2*g*q*x+9940*a*c^2*g*r^2-89140*a*c^2*g*r*x+75416*a*c^2*g*x^2+3294*a*c^2*p^3+ 5606*a*c^2*p^2*q+9882*a*c^2*p^2*r-44644*a*c^2*p^2*x+2578*a*c^2*p*q^2+11212*a*c^ 2*p*q*r-67464*a*c^2*p*q*x+9882*a*c^2*p*r^2-91576*a*c^2*p*r*x+73112*a*c^2*p*x^2+ 266*a*c^2*q^3+2578*a*c^2*q^2*r-22820*a*c^2*q^2*x+5606*a*c^2*q*r^2-64608*a*c^2*q *r*x+73112*a*c^2*q*x^2+3294*a*c^2*r^3-46932*a*c^2*r^2*x+82700*a*c^2*r*x^2-581*a *c*g^4+928*a*c*g^3*p+928*a*c*g^3*r-8976*a*c*g^3*x+4360*a*c*g^2*p^2+4322*a*c*g^2 *p*q+8720*a*c*g^2*p*r-39738*a*c*g^2*p*x+620*a*c*g^2*q^2+4322*a*c*g^2*q*r-30062* a*c*g^2*q*x+4360*a*c*g^2*r^2-39124*a*c*g^2*r*x+29822*a*c*g^2*x^2+3797*a*c*g*p^3 +6357*a*c*g*p^2*q+11391*a*c*g*p^2*r-46590*a*c*g*p^2*x+2803*a*c*g*p*q^2+12714*a* c*g*p*q*r-70808*a*c*g*p*q*x+11391*a*c*g*p*r^2-94546*a*c*g*p*r*x+69982*a*c*g*p*x ^2+243*a*c*g*q^3+2803*a*c*g*q^2*r-24218*a*c*g*q^2*x+6357*a*c*g*q*r^2-67542*a*c* g*q*r*x+69982*a*c*g*q*x^2+3797*a*c*g*r^3-47956*a*c*g*r^2*x+78106*a*c*g*r*x^2+ 826*a*c*p^4+1996*a*c*p^3*q+3304*a*c*p^3*r-14428*a*c*p^3*x+1530*a*c*p^2*q^2+5988 *a*c*p^2*q*r-33856*a*c*p^2*q*x+4956*a*c*p^2*r^2-45398*a*c*p^2*r*x+32870*a*c*p^2 *x^2+376*a*c*p*q^3+3060*a*c*p*q^2*r-24428*a*c*p*q^2*x+5988*a*c*p*q*r^2-67528*a* c*p*q*r*x+65740*a*c*p*q*x^2+3304*a*c*p*r^3-47512*a*c*p*r^2*x+74470*a*c*p*r*x^2+ 16*a*c*q^4+376*a*c*q^3*r-5000*a*c*q^3*x+1530*a*c*q^2*r^2-22130*a*c*q^2*r*x+ 32870*a*c*q^2*x^2+1996*a*c*q*r^3-33672*a*c*q*r^2*x+74470*a*c*q*r*x^2+826*a*c*r^ 4-16542*a*c*r^3*x+44148*a*c*r^2*x^2-125*a*g^5-106*a*g^4*p-137*a*g^4*q-106*a*g^4 *r-480*a*g^4*x+464*a*g^3*p^2+448*a*g^3*p*q+928*a*g^3*p*r-4692*a*g^3*p*x+13*a*g^ 3*q^2+448*a*g^3*q*r-3960*a*g^3*q*x+464*a*g^3*r^2-4658*a*g^3*r*x+2764*a*g^3*x^2+ 896*a*g^2*p^3+1516*a*g^2*p^2*q+2688*a*g^2*p^2*r-10408*a*g^2*p^2*x+658*a*g^2*p*q ^2+3032*a*g^2*p*q*r-16246*a*g^2*p*q*x+2688*a*g^2*p*r^2-20805*a*g^2*p*r*x+14181* a*g^2*p*x^2+38*a*g^2*q^3+658*a*g^2*q^2*r-5838*a*g^2*q^2*x+1516*a*g^2*q*r^2-\ 15709*a*g^2*q*r*x+14181*a*g^2*q*x^2+896*a*g^2*r^3-10397*a*g^2*r^2*x+15454*a*g^2 *r*x^2+513*a*g*p^4+1230*a*g*p^3*q+2052*a*g*p^3*r-7800*a*g*p^3*x+927*a*g*p^2*q^2 +3690*a*g*p^2*q*r-18386*a*g*p^2*q*x+3078*a*g*p^2*r^2-24293*a*g*p^2*r*x+16137*a* g*p^2*x^2+216*a*g*p*q^3+1854*a*g*p*q^2*r-13372*a*g*p*q^2*x+3690*a*g*p*q*r^2-\ 36420*a*g*p*q*r*x+32274*a*g*p*q*x^2+2052*a*g*p*r^3-25186*a*g*p*r^2*x+36061*a*g* p*r*x^2+6*a*g*q^4+216*a*g*q^3*r-2786*a*g*q^3*x+927*a*g*q^2*r^2-12127*a*g*q^2*r* x+16137*a*g*q^2*x^2+1230*a*g*q*r^3-18034*a*g*q*r^2*x+36061*a*g*q*r*x^2+513*a*g* r^4-8693*a*g*r^3*x+20702*a*g*r^2*x^2+76*a*p^5+242*a*p^4*q+380*a*p^4*r-1684*a*p^ 4*x+270*a*p^3*q^2+968*a*p^3*q*r-5412*a*p^3*q*x+760*a*p^3*r^2-7186*a*p^3*r*x+ 4864*a*p^3*x^2+118*a*p^2*q^3+810*a*p^2*q^2*r-6132*a*p^2*q^2*x+1452*a*p^2*q*r^2-\ 16666*a*p^2*q*r*x+14592*a*p^2*q*x^2+760*a*p^2*r^3-11454*a*p^2*r^2*x+16560*a*p^2 *r*x^2+14*a*p*q^4+236*a*p*q^3*r-2764*a*p*q^3*x+810*a*p*q^2*r^2-11774*a*p*q^2*r* x+14592*a*p*q^2*x^2+968*a*p*q*r^3-17096*a*p*q*r^2*x+33120*a*p*q*r*x^2+380*a*p*r ^4-8086*a*p*r^3*x+19676*a*p*r^2*x^2+14*a*q^4*r-360*a*q^4*x+118*a*q^3*r^2-2294*a *q^3*r*x+4864*a*q^3*x^2+270*a*q^2*r^3-5642*a*q^2*r^2*x+16560*a*q^2*r*x^2+242*a* q*r^4-5842*a*q*r^3*x+19676*a*q*r^2*x^2+76*a*r^5-2134*a*r^4*x+7980*a*r^3*x^2-24* b^5*g-64*b^5*x+96*b^4*c^2-96*b^4*c*g+168*b^4*c*p+40*b^4*c*q+168*b^4*c*r-2080*b^ 4*c*x-168*b^4*g^2+8*b^4*g*p-24*b^4*g*q+8*b^4*g*r-560*b^4*g*x+64*b^4*p^2+48*b^4* p*q+128*b^4*p*r-1184*b^4*p*x+48*b^4*q*r-832*b^4*q*x+64*b^4*r^2-1040*b^4*r*x+ 1300*b^4*x^2+672*b^3*c^3+496*b^3*c^2*g+1544*b^3*c^2*p+440*b^3*c^2*q+1544*b^3*c^ 2*r-12080*b^3*c^2*x-612*b^3*c*g^2+1256*b^3*c*g*p+232*b^3*c*g*q+1256*b^3*c*g*r-\ 10256*b^3*c*g*x+1088*b^3*c*p^2+792*b^3*c*p*q+2176*b^3*c*p*r-13696*b^3*c*p*x+56* b^3*c*q^2+792*b^3*c*q*r-8872*b^3*c*q*x+1088*b^3*c*r^2-12236*b^3*c*r*x+14948*b^3 *c*x^2-346*b^3*g^3-58*b^3*g^2*p-142*b^3*g^2*q-58*b^3*g^2*r-1232*b^3*g^2*x+486*b ^3*g*p^2+432*b^3*g*p*q+972*b^3*g*p*r-5492*b^3*g*p*x-6*b^3*g*q^2+432*b^3*g*q*r-\ 4352*b^3*g*q*x+486*b^3*g*r^2-5270*b^3*g*r*x+4310*b^3*g*x^2+240*b^3*p^3+312*b^3* p^2*q+720*b^3*p^2*r-3760*b^3*p^2*x+72*b^3*p*q^2+624*b^3*p*q*r-5248*b^3*p*q*x+ 720*b^3*p*r^2-6984*b^3*p*r*x+7058*b^3*p*x^2+72*b^3*q^2*r-1488*b^3*q^2*x+312*b^3 *q*r^2-4424*b^3*q*r*x+7058*b^3*q*x^2+240*b^3*r^3-3224*b^3*r^2*x+7690*b^3*r*x^2+ 1440*b^2*c^4+2432*b^2*c^3*g+3960*b^2*c^3*p+1400*b^2*c^3*q+3960*b^2*c^3*r-26272* b^2*c^3*x+120*b^2*c^2*g^2+6052*b^2*c^2*g*p+1800*b^2*c^2*g*q+6052*b^2*c^2*g*r-\ 38512*b^2*c^2*g*x+3804*b^2*c^2*p^2+3208*b^2*c^2*p*q+7608*b^2*c^2*p*r-43288*b^2* c^2*p*x+392*b^2*c^2*q^2+3208*b^2*c^2*q*r-28632*b^2*c^2*q*x+3804*b^2*c^2*r^2-\ 40584*b^2*c^2*r*x+45736*b^2*c^2*x^2-984*b^2*c*g^3+1730*b^2*c*g^2*p+84*b^2*c*g^2 *q+1730*b^2*c*g^2*r-14952*b^2*c*g^2*x+4128*b^2*c*g*p^2+3602*b^2*c*g*p*q+8256*b^ 2*c*g*p*r-41792*b^2*c*g*p*x+298*b^2*c*g*q^2+3602*b^2*c*g*q*r-29896*b^2*c*g*q*x+ 4128*b^2*c*g*r^2-40116*b^2*c*g*r*x+37048*b^2*c*g*x^2+1524*b^2*c*p^3+2220*b^2*c* p^2*q+4572*b^2*c*p^2*r-22884*b^2*c*p^2*x+722*b^2*c*p*q^2+4440*b^2*c*p*q*r-32552 *b^2*c*p*q*x+4572*b^2*c*p*r^2-44824*b^2*c*p*r*x+42164*b^2*c*p*x^2+26*b^2*c*q^3+ 722*b^2*c*q^2*r-9668*b^2*c*q^2*x+2220*b^2*c*q*r^2-28756*b^2*c*q*r*x+42164*b^2*c *q*x^2+1524*b^2*c*r^3-21940*b^2*c*r^2*x+47052*b^2*c*r*x^2-308*b^2*g^4-153*b^2*g ^3*p-233*b^2*g^3*q-153*b^2*g^3*r-1132*b^2*g^3*x+759*b^2*g^2*p^2+675*b^2*g^2*p*q +1518*b^2*g^2*p*r-7852*b^2*g^2*p*x-29*b^2*g^2*q^2+675*b^2*g^2*q*r-6476*b^2*g^2* q*x+759*b^2*g^2*r^2-7748*b^2*g^2*r*x+5242*b^2*g^2*x^2+855*b^2*g*p^3+1317*b^2*g* p^2*q+2565*b^2*g*p^2*r-11108*b^2*g*p^2*x+462*b^2*g*p*q^2+2634*b^2*g*p*q*r-16608 *b^2*g*p*q*x+2565*b^2*g*p*r^2-21736*b^2*g*p*r*x+17556*b^2*g*p*x^2+462*b^2*g*q^2 *r-5500*b^2*g*q^2*x+1317*b^2*g*q*r^2-15462*b^2*g*q*r*x+17556*b^2*g*q*x^2+855*b^ 2*g*r^3-10628*b^2*g*r^2*x+19124*b^2*g*r*x^2+216*b^2*p^4+468*b^2*p^3*q+864*b^2*p ^3*r-3904*b^2*p^3*x+288*b^2*p^2*q^2+1404*b^2*p^2*q*r-8768*b^2*p^2*q*x+1296*b^2* p^2*r^2-11864*b^2*p^2*r*x+9648*b^2*p^2*x^2+36*b^2*p*q^3+576*b^2*p*q^2*r-5824*b^ 2*p*q^2*x+1404*b^2*p*q*r^2-16524*b^2*p*q*r*x+19296*b^2*p*q*x^2+864*b^2*p*r^3-\ 12016*b^2*p*r^2*x+21568*b^2*p*r*x^2+36*b^2*q^3*r-960*b^2*q^3*x+288*b^2*q^2*r^2-\ 4660*b^2*q^2*r*x+9648*b^2*q^2*x^2+468*b^2*q*r^3-7756*b^2*q*r^2*x+21568*b^2*q*r* x^2+216*b^2*r^4-4056*b^2*r^3*x+12410*b^2*r^2*x^2+1248*b*c^5+3112*b*c^4*g+3960*b *c^4*p+1640*b*c^4*q+3960*b*c^4*r-24304*b*c^4*x+1796*b*c^3*g^2+8864*b*c^3*g*p+ 3248*b*c^3*g*q+8864*b*c^3*g*r-51008*b*c^3*g*x+4728*b*c^3*p^2+4448*b*c^3*p*q+ 9456*b*c^3*p*r-51888*b*c^3*p*x+720*b*c^3*q^2+4448*b*c^3*q*r-35360*b*c^3*q*x+ 4728*b*c^3*r^2-50168*b*c^3*r*x+53656*b*c^3*x^2-414*b*c^2*g^3+5442*b*c^2*g^2*p+ 1434*b*c^2*g^2*q+5442*b*c^2*g^2*r-34652*b*c^2*g^2*x+8428*b*c^2*g*p^2+7756*b*c^2 *g*p*q+16856*b*c^2*g*p*r-82412*b*c^2*g*p*x+1028*b*c^2*g*q^2+7756*b*c^2*g*q*r-\ 57724*b*c^2*g*q*x+8428*b*c^2*g*r^2-80244*b*c^2*g*r*x+75416*b*c^2*g*x^2+2654*b*c ^2*p^3+4174*b*c^2*p^2*q+7962*b*c^2*p^2*r-39916*b*c^2*p^2*x+1634*b*c^2*p*q^2+ 8348*b*c^2*p*q*r-58008*b*c^2*p*q*x+7962*b*c^2*p*r^2-80192*b*c^2*p*r*x+73112*b*c ^2*p*x^2+114*b*c^2*q^3+1634*b*c^2*q^2*r-18092*b*c^2*q^2*x+4174*b*c^2*q*r^2-\ 53224*b*c^2*q*r*x+73112*b*c^2*q*x^2+2654*b*c^2*r^3-40276*b*c^2*r^2*x+82700*b*c^ 2*r*x^2-595*b*c*g^4+774*b*c*g^3*p-182*b*c*g^3*q+774*b*c*g^3*r-8548*b*c*g^3*x+ 3880*b*c*g^2*p^2+3486*b*c*g^2*p*q+7760*b*c*g^2*p*r-37174*b*c*g^2*p*x+264*b*c*g^ 2*q^2+3486*b*c*g^2*q*r-27498*b*c*g^2*q*x+3880*b*c*g^2*r^2-36472*b*c*g^2*r*x+ 29822*b*c*g^2*x^2+3301*b*c*g*p^3+5213*b*c*g*p^2*q+9903*b*c*g*p^2*r-43034*b*c*g* p^2*x+2003*b*c*g*p*q^2+10426*b*c*g*p*q*r-63696*b*c*g*p*q*x+9903*b*c*g*p*r^2-\ 86374*b*c*g*p*r*x+69982*b*c*g*p*x^2+91*b*c*g*q^3+2003*b*c*g*q^2*r-20662*b*c*g*q ^2*x+5213*b*c*g*q*r^2-59370*b*c*g*q*r*x+69982*b*c*g*q*x^2+3301*b*c*g*r^3-43340* b*c*g*r^2*x+78106*b*c*g*r*x^2+698*b*c*p^4+1600*b*c*p^3*q+2792*b*c*p^3*r-13152*b *c*p^3*x+1110*b*c*p^2*q^2+4800*b*c*p^2*q*r-30028*b*c*p^2*q*x+4188*b*c*p^2*r^2-\ 40758*b*c*p^2*r*x+32870*b*c*p^2*x^2+212*b*c*p*q^3+2220*b*c*p*q^2*r-20600*b*c*p* q^2*x+4800*b*c*p*q*r^2-58248*b*c*p*q*r*x+65740*b*c*p*q*x^2+2792*b*c*p*r^3-42060 *b*c*p*r^2*x+74470*b*c*p*r*x^2+4*b*c*q^4+212*b*c*q^3*r-3724*b*c*q^3*x+1110*b*c* q^2*r^2-17490*b*c*q^2*r*x+32870*b*c*q^2*x^2+1600*b*c*q*r^3-28220*b*c*q*r^2*x+ 74470*b*c*q*r*x^2+698*b*c*r^4-14454*b*c*r^3*x+44148*b*c*r^2*x^2-125*b*g^5-113*b *g^4*p-146*b*g^4*q-113*b*g^4*r-468*b*g^4*x+424*b*g^3*p^2+360*b*g^3*p*q+848*b*g^ 3*p*r-4470*b*g^3*p*x-35*b*g^3*q^2+360*b*g^3*q*r-3738*b*g^3*q*x+424*b*g^3*r^2-\ 4446*b*g^3*r*x+2764*b*g^3*x^2+808*b*g^2*p^3+1302*b*g^2*p^2*q+2424*b*g^2*p^2*r-\ 9796*b*g^2*p^2*x+494*b*g^2*p*q^2+2604*b*g^2*p*q*r-15022*b*g^2*p*q*x+2424*b*g^2* p*r^2-19501*b*g^2*p*r*x+14181*b*g^2*p*x^2+494*b*g^2*q^2*r-5226*b*g^2*q^2*x+1302 *b*g^2*q*r^2-14405*b*g^2*q*r*x+14181*b*g^2*q*x^2+808*b*g^2*r^3-9705*b*g^2*r^2*x +15454*b*g^2*r*x^2+457*b*g*p^4+1056*b*g*p^3*q+1828*b*g*p^3*r-7290*b*g*p^3*x+741 *b*g*p^2*q^2+3168*b*g*p^2*q*r-16856*b*g*p^2*q*x+2742*b*g*p^2*r^2-22485*b*g*p^2* r*x+16137*b*g*p^2*x^2+142*b*g*p*q^3+1482*b*g*p*q^2*r-11842*b*g*p*q^2*x+3168*b*g *p*q*r^2-32804*b*g*p*q*r*x+32274*b*g*p*q*x^2+1828*b*g*p*r^3-23100*b*g*p*r^2*x+ 36061*b*g*p*r*x^2+142*b*g*q^3*r-2276*b*g*q^3*x+741*b*g*q^2*r^2-10319*b*g*q^2*r* x+16137*b*g*q^2*x^2+1056*b*g*q*r^3-15948*b*g*q*r^2*x+36061*b*g*q*r*x^2+457*b*g* r^4-7905*b*g*r^3*x+20702*b*g*r^2*x^2+68*b*p^5+210*b*p^4*q+340*b*p^4*r-1564*b*p^ 4*x+222*b*p^3*q^2+840*b*p^3*q*r-4932*b*p^3*q*x+680*b*p^3*r^2-6602*b*p^3*r*x+ 4864*b*p^3*x^2+86*b*p^2*q^3+666*b*p^2*q^2*r-5412*b*p^2*q^2*x+1260*b*p^2*q*r^2-\ 14914*b*p^2*q*r*x+14592*b*p^2*q*x^2+680*b*p^2*r^3-10422*b*p^2*r^2*x+16560*b*p^2 *r*x^2+6*b*p*q^4+172*b*p*q^3*r-2284*b*p*q^3*x+666*b*p*q^2*r^2-10022*b*p*q^2*r*x +14592*b*p*q^2*x^2+840*b*p*q*r^3-15032*b*p*q*r^2*x+33120*b*p*q*r*x^2+340*b*p*r^ 4-7294*b*p*r^3*x+19676*b*p*r^2*x^2+6*b*q^4*r-240*b*q^4*x+86*b*q^3*r^2-1710*b*q^ 3*r*x+4864*b*q^3*x^2+222*b*q^2*r^3-4610*b*q^2*r^2*x+16560*b*q^2*r*x^2+210*b*q*r ^4-5050*b*q*r^3*x+19676*b*q*r^2*x^2+68*b*r^5-1910*b*r^4*x+7980*b*r^3*x^2+384*c^ 6+1248*c^5*g+1376*c^5*p+640*c^5*q+1376*c^5*r-8096*c^5*x+1232*c^4*g^2+4056*c^4*g *p+1704*c^4*g*q+4056*c^4*g*r-22192*c^4*g*x+1952*c^4*p^2+1984*c^4*p*q+3904*c^4*p *r-21136*c^4*p*x+384*c^4*q^2+1984*c^4*q*r-14768*c^4*q*x+1952*c^4*r^2-20784*c^4* r*x+21616*c^4*x^2+304*c^3*g^3+3812*c^3*g^2*p+1348*c^3*g^2*q+3812*c^3*g^2*r-\ 21720*c^3*g^2*x+4920*c^3*g*p^2+4728*c^3*g*p*q+9840*c^3*g*p*r-47480*c^3*g*p*x+ 792*c^3*g*q^2+4728*c^3*g*q*r-33096*c^3*g*q*x+4920*c^3*g*r^2-46496*c^3*g*r*x+ 44216*c^3*g*x^2+1392*c^3*p^3+2304*c^3*p^2*q+4176*c^3*p^2*r-21192*c^3*p^2*x+1008 *c^3*p*q^2+4608*c^3*p*q*r-31328*c^3*p*q*x+4176*c^3*p*r^2-43144*c^3*p*r*x+38872* c^3*p*x^2+96*c^3*q^3+1008*c^3*q^2*r-10136*c^3*q^2*x+2304*c^3*q*r^2-29416*c^3*q* r*x+38872*c^3*q*x^2+1392*c^3*r^3-21952*c^3*r^2*x+44296*c^3*r*x^2-192*c^2*g^4+ 1354*c^2*g^3*p+266*c^2*g^3*q+1354*c^2*g^3*r-9412*c^2*g^3*x+3768*c^2*g^2*p^2+ 3480*c^2*g^2*p*q+7536*c^2*g^2*p*r-35172*c^2*g^2*p*x+456*c^2*g^2*q^2+3480*c^2*g^ 2*q*r-24988*c^2*g^2*q*x+3768*c^2*g^2*r^2-34428*c^2*g^2*r*x+30132*c^2*g^2*x^2+ 2802*c^2*g*p^3+4494*c^2*g*p^2*q+8406*c^2*g*p^2*r-36748*c^2*g*p^2*x+1830*c^2*g*p *q^2+8988*c^2*g*p*q*r-54288*c^2*g*p*q*x+8406*c^2*g*p*r^2-74560*c^2*g*p*r*x+ 60844*c^2*g*p*x^2+138*c^2*g*q^3+1830*c^2*g*q^2*r-17540*c^2*g*q^2*x+4494*c^2*g*q *r^2-50728*c^2*g*q*r*x+60844*c^2*g*q*x^2+2802*c^2*g*r^3-37812*c^2*g*r^2*x+68760 *c^2*g*r*x^2+520*c^2*p^4+1232*c^2*p^3*q+2080*c^2*p^3*r-10204*c^2*p^3*x+912*c^2* p^2*q^2+3696*c^2*p^2*q*r-23580*c^2*p^2*q*x+3120*c^2*p^2*r^2-31948*c^2*p^2*r*x+ 25884*c^2*p^2*x^2+208*c^2*p*q^3+1824*c^2*p*q^2*r-16548*c^2*p*q^2*x+3696*c^2*p*q *r^2-46488*c^2*p*q*r*x+51768*c^2*p*q*x^2+2080*c^2*p*r^3-33284*c^2*p*r^2*x+59056 *c^2*p*r*x^2+8*c^2*q^4+208*c^2*q^3*r-3172*c^2*q^3*x+912*c^2*q^2*r^2-14540*c^2*q ^2*r*x+25884*c^2*q^2*x^2+1232*c^2*q*r^3-22908*c^2*q*r^2*x+59056*c^2*q*r*x^2+520 *c^2*r^4-11540*c^2*r^3*x+35436*c^2*r^2*x^2-122*c*g^5+93*c*g^4*p-93*c*g^4*q+93*c *g^4*r-1688*c*g^4*x+1054*c*g^3*p^2+926*c*g^3*p*q+2108*c*g^3*p*r-10130*c*g^3*p*x +54*c*g^3*q^2+926*c*g^3*q*r-7550*c*g^3*q*x+1054*c*g^3*r^2-9948*c*g^3*r*x+7778*c *g^3*x^2+1509*c*g^2*p^3+2409*c*g^2*p^2*q+4527*c*g^2*p^2*r-18432*c*g^2*p^2*x+945 *c*g^2*p*q^2+4818*c*g^2*p*q*r-27580*c*g^2*p*q*x+4527*c*g^2*p*r^2-37176*c*g^2*p* r*x+28126*c*g^2*p*x^2+45*c*g^2*q^3+945*c*g^2*q^2*r-9148*c*g^2*q^2*x+2409*c*g^2* q*r^2-25960*c*g^2*q*r*x+28126*c*g^2*q*x^2+1509*c*g^2*r^3-18744*c*g^2*r^2*x+ 31398*c*g^2*r*x^2+750*c*g*p^4+1746*c*g*p^3*q+3000*c*g*p^3*r-12234*c*g*p^3*x+ 1248*c*g*p^2*q^2+5238*c*g*p^2*q*r-28282*c*g*p^2*q*x+4500*c*g*p^2*r^2-38194*c*g* p^2*r*x+27682*c*g*p^2*x^2+258*c*g*p*q^3+2496*c*g*p*q^2*r-19862*c*g*p*q^2*x+5238 *c*g*p*q*r^2-55544*c*g*p*q*r*x+55364*c*g*p*q*x^2+3000*c*g*p*r^3-39686*c*g*p*r^2 *x+62622*c*g*p*r*x^2+6*c*g*q^4+258*c*g*q^3*r-3814*c*g*q^3*x+1248*c*g*q^2*r^2-\ 17350*c*g*q^2*r*x+27682*c*g*q^2*x^2+1746*c*g*q*r^3-27262*c*g*q*r^2*x+62622*c*g* q*r*x^2+750*c*g*r^4-13726*c*g*r^3*x+37092*c*g*r^2*x^2+94*c*p^5+296*c*p^4*q+470* c*p^4*r-2348*c*p^4*x+324*c*p^3*q^2+1184*c*p^3*q*r-7468*c*p^3*q*x+940*c*p^3*r^2-\ 9982*c*p^3*r*x+7538*c*p^3*x^2+136*c*p^2*q^3+972*c*p^2*q^2*r-8316*c*p^2*q^2*x+ 1776*c*p^2*q*r^2-22834*c*p^2*q*r*x+22614*c*p^2*q*x^2+940*c*p^2*r^3-15858*c*p^2* r^2*x+25834*c*p^2*r*x^2+14*c*p*q^4+272*c*p*q^3*r-3620*c*p*q^3*x+972*c*p*q^2*r^2 -15722*c*p*q^2*r*x+22614*c*p*q^2*x^2+1184*c*p*q*r^3-23264*c*p*q*r^2*x+51668*c*p *q*r*x^2+470*c*p*r^4-11162*c*p*r^3*x+30990*c*p*r^2*x^2+14*c*q^4*r-424*c*q^4*x+ 136*c*q^3*r^2-2870*c*q^3*r*x+7538*c*q^3*x^2+324*c*q^2*r^3-7406*c*q^2*r^2*x+ 25834*c*q^2*r*x^2+296*c*q*r^4-7898*c*q*r^3*x+30990*c*q*r^2*x^2+94*c*r^5-2938*c* r^4*x+12694*c*r^3*x^2-19*g^6-26*g^5*p-31*g^5*q-26*g^5*r-72*g^5*x+78*g^4*p^2+60* g^4*p*q+156*g^4*p*r-886*g^4*p*x-12*g^4*q^2+60*g^4*q*r-742*g^4*q*x+78*g^4*r^2-\ 880*g^4*r*x+532*g^4*x^2+228*g^3*p^3+369*g^3*p^2*q+684*g^3*p^2*r-2678*g^3*p^2*x+ 141*g^3*p*q^2+738*g^3*p*q*r-4134*g^3*p*q*x+684*g^3*p*r^2-5341*g^3*p*r*x+3711*g^ 3*p*x^2+141*g^3*q^2*r-1456*g^3*q^2*x+369*g^3*q*r^2-3975*g^3*q*r*x+3711*g^3*q*x^ 2+228*g^3*r^3-2663*g^3*r^2*x+4046*g^3*r*x^2+212*g^2*p^4+495*g^2*p^3*q+848*g^2*p ^3*r-3138*g^2*p^3*x+354*g^2*p^2*q^2+1485*g^2*p^2*q*r-7318*g^2*p^2*q*x+1272*g^2* p^2*r^2-9720*g^2*p^2*r*x+6530*g^2*p^2*x^2+71*g^2*p*q^3+708*g^2*p*q^2*r-5222*g^2 *p*q^2*x+1485*g^2*p*q*r^2-14354*g^2*p*q*r*x+13060*g^2*p*q*x^2+848*g^2*p*r^3-\ 10026*g^2*p*r^2*x+14591*g^2*p*r*x^2+71*g^2*q^3*r-1042*g^2*q^3*x+354*g^2*q^2*r^2 -4634*g^2*q^2*r*x+6530*g^2*q^2*x^2+495*g^2*q*r^3-7036*g^2*q*r^2*x+14591*g^2*q*r *x^2+212*g^2*r^4-3444*g^2*r^3*x+8379*g^2*r^2*x^2+75*g*p^5+234*g*p^4*q+375*g*p^4 *r-1478*g*p^4*x+252*g*p^3*q^2+936*g*p^3*q*r-4706*g*p^3*q*x+750*g*p^3*r^2-6269*g *p^3*r*x+4157*g*p^3*x^2+102*g*p^2*q^3+756*g*p^2*q^2*r-5250*g*p^2*q^2*x+1404*g*p ^2*q*r^2-14343*g*p^2*q*r*x+12471*g*p^2*q*x^2+750*g*p^2*r^3-9939*g*p^2*r^2*x+ 14121*g*p^2*r*x^2+9*g*p*q^4+204*g*p*q^3*r-2294*g*p*q^3*x+756*g*p*q^2*r^2-9879*g *p*q^2*r*x+12471*g*p*q^2*x^2+936*g*p*q*r^3-14568*g*p*q*r^2*x+28242*g*p*q*r*x^2+ 375*g*p*r^4-6983*g*p*r^3*x+16743*g*p*r^2*x^2+9*g*q^4*r-272*g*q^4*x+102*g*q^3*r^ 2-1805*g*q^3*r*x+4157*g*q^3*x^2+252*g*q^2*r^3-4629*g*q^2*r^2*x+14121*g*q^2*r*x^ 2+234*g*q*r^4-4931*g*q*r^3*x+16743*g*q*r^2*x^2+75*g*r^5-1835*g*r^4*x+6779*g*r^3 *x^2+6*p^6+24*p^5*q+36*p^5*r-204*p^5*x+36*p^4*q^2+120*p^4*q*r-832*p^4*q*x+90*p^ 4*r^2-1098*p^4*r*x+806*p^4*x^2+24*p^3*q^3+144*p^3*q^2*r-1288*p^3*q^2*x+240*p^3* q*r^2-3472*p^3*q*r*x+3224*p^3*q*x^2+120*p^3*r^3-2352*p^3*r^2*x+3690*p^3*r*x^2+6 *p^2*q^4+72*p^2*q^3*r-912*p^2*q^3*x+216*p^2*q^2*r^2-3828*p^2*q^2*r*x+4836*p^2*q ^2*x^2+240*p^2*q*r^3-5424*p^2*q*r^2*x+11070*p^2*q*r*x^2+90*p^2*r^4-2508*p^2*r^3 *x+6636*p^2*r^2*x^2+12*p*q^4*r-268*p*q^4*x+72*p*q^3*r^2-1632*p*q^3*r*x+3224*p*q ^3*x^2+144*p*q^2*r^3-3792*p*q^2*r^2*x+11070*p*q^2*r*x^2+120*p*q*r^4-3760*p*q*r^ 3*x+13272*p*q*r^2*x^2+36*p*r^5-1332*p*r^4*x+5426*p*r^3*x^2-16*q^5*x+6*q^4*r^2-\ 178*q^4*r*x+806*q^4*x^2+24*q^3*r^3-720*q^3*r^2*x+3690*q^3*r*x^2+36*q^2*r^4-1252 *q^2*r^3*x+6636*q^2*r^2*x^2+24*q*r^5-976*q*r^4*x+5426*q*r^3*x^2+6*r^6-282*r^5*x +1674*r^4*x^2+144*a^5+272*a^4*b+1976*a^4*c+64*a^4*g+1108*a^4*p+804*a^4*q+1108*a ^4*r-1928*a^4*x-64*a^3*b^2+4064*a^3*b*c-1236*a^3*b*g+2664*a^3*b*p+1704*a^3*b*q+ 2664*a^3*b*r-6456*a^3*b*x+6544*a^3*c^2+2424*a^3*c*g+7924*a^3*c*p+4404*a^3*c*q+ 7924*a^3*c*r-19584*a^3*c*x-830*a^3*g^2+1908*a^3*g*p+1164*a^3*g*q+1908*a^3*g*r-\ 5372*a^3*g*x+2290*a^3*p^2+2788*a^3*p*q+4580*a^3*p*r-9988*a^3*p*x+642*a^3*q^2+ 2788*a^3*q*r-8436*a^3*q*x+2290*a^3*r^2-10212*a^3*r*x+3996*a^3*x^2-384*a^2*b^3+ 2160*a^2*b^2*c-2972*a^2*b^2*g+2036*a^2*b^2*p+980*a^2*b^2*q+2036*a^2*b^2*r-7800* a^2*b^2*x+11112*a^2*b*c^2+264*a^2*b*c*g+15432*a^2*b*c*p+7088*a^2*b*c*q+15432*a^ 2*b*c*r-49480*a^2*b*c*x-3940*a^2*b*g^2+2828*a^2*b*g*p+944*a^2*b*g*q+2828*a^2*b* g*r-13992*a^2*b*g*x+4818*a^2*b*p^2+5284*a^2*b*p*q+9636*a^2*b*p*r-25656*a^2*b*p* x+898*a^2*b*q^2+5284*a^2*b*q*r-21000*a^2*b*q*x+4818*a^2*b*r^2-25592*a^2*b*r*x+ 11988*a^2*b*x^2+9448*a^2*c^3+7696*a^2*c^2*g+17700*a^2*c^2*p+8656*a^2*c^2*q+ 17700*a^2*c^2*r-53872*a^2*c^2*x-1268*a^2*c*g^2+12174*a^2*c*g*p+5374*a^2*c*g*q+ 12174*a^2*c*g*r-42016*a^2*c*g*x+10422*a^2*c*p^2+11294*a^2*c*p*q+20844*a^2*c*p*r -55836*a^2*c*p*x+2298*a^2*c*q^2+11294*a^2*c*q*r-43208*a^2*c*q*x+10422*a^2*c*r^2 -55978*a^2*c*r*x+29740*a^2*c*x^2-1377*a^2*g^3+744*a^2*g^2*p+7*a^2*g^2*q+744*a^2 *g^2*r-5772*a^2*g^2*x+4003*a^2*g*p^2+4449*a^2*g*p*q+8006*a^2*g*p*r-21800*a^2*g* p*x+779*a^2*g*q^2+4449*a^2*g*q*r-17998*a^2*g*q*x+4003*a^2*g*r^2-21755*a^2*g*r*x +9870*a^2*g*x^2+1954*a^2*p^3+3406*a^2*p^2*q+5862*a^2*p^2*r-14216*a^2*p^2*x+1608 *a^2*p*q^2+6812*a^2*p*q*r-22572*a^2*p*q*x+5862*a^2*p*r^2-28986*a^2*p*r*x+13946* a^2*p*x^2+156*a^2*q^3+1608*a^2*q^2*r-8356*a^2*q^2*x+3406*a^2*q*r^2-22146*a^2*q* r*x+13946*a^2*q*x^2+1954*a^2*r^3-14770*a^2*r^2*x+15166*a^2*r*x^2-208*a*b^4+32*a *b^3*c-1980*a*b^3*g+512*a*b^3*p+64*a*b^3*q+512*a*b^3*r-3944*a*b^3*x+5376*a*b^2* c^2-3096*a*b^2*c*g+9136*a*b^2*c*p+3008*a*b^2*c*q+9136*a*b^2*c*r-40208*a*b^2*c*x -4230*a*b^2*g^2+1058*a*b^2*g*p-478*a*b^2*g*q+1058*a*b^2*g*r-11868*a*b^2*g*x+ 3148*a*b^2*p^2+2968*a*b^2*p*q+6296*a*b^2*p*r-21348*a*b^2*p*x+252*a*b^2*q^2+2968 *a*b^2*q*r-16692*a*b^2*q*x+3148*a*b^2*r^2-20548*a*b^2*r*x+11988*a*b^2*x^2+11640 *a*b*c^3+6912*a*b*c^2*g+24372*a*b*c^2*p+9716*a*b*c^2*q+24372*a*b*c^2*r-91472*a* b*c^2*x-5834*a*b*c*g^2+16462*a*b*c*g*p+4566*a*b*c*g*q+16462*a*b*c*g*r-74096*a*b *c*g*x+15400*a*b*c*p^2+14732*a*b*c*p*q+30800*a*b*c*p*r-96956*a*b*c*p*x+2184*a*b *c*q^2+14732*a*b*c*q*r-71700*a*b*c*q*x+15400*a*b*c*r^2-94104*a*b*c*r*x+59480*a* b*c*x^2-3190*a*b*g^3+190*a*b*g^2*p-1186*a*b*g^2*q+190*a*b*g^2*r-10484*a*b*g^2*x +6096*a*b*g*p^2+5918*a*b*g*p*q+12192*a*b*g*p*r-38914*a*b*g*p*x+488*a*b*g*q^2+ 5918*a*b*g*q*r-31310*a*b*g*q*x+6096*a*b*g*r^2-38248*a*b*g*r*x+19740*a*b*g*x^2+ 3044*a*b*p^3+4872*a*b*p^2*q+9132*a*b*p^2*r-25156*a*b*p^2*x+1928*a*b*p*q^2+9744* a*b*p*q*r-38592*a*b*p*q*x+9132*a*b*p*r^2-49976*a*b*p*r*x+27892*a*b*p*x^2+100*a* b*q^3+1928*a*b*q^2*r-13436*a*b*q^2*x+4872*a*b*q*r^2-36296*a*b*q*r*x+27892*a*b*q *x^2+3044*a*b*r^3-24820*a*b*r^2*x+30332*a*b*r*x^2+6504*a*c^4+9208*a*c^3*g+16432 *a*c^3*p+7448*a*c^3*q+16432*a*c^3*r-57736*a*c^3*x+1194*a*c^2*g^2+21060*a*c^2*g* p+8248*a*c^2*g*q+21060*a*c^2*g*r-79480*a*c^2*g*x+14630*a*c^2*p^2+14812*a*c^2*p* q+29260*a*c^2*p*r-90724*a*c^2*p*x+2754*a*c^2*q^2+14812*a*c^2*q*r-66404*a*c^2*q* x+14630*a*c^2*r^2-89216*a*c^2*r*x+57624*a*c^2*x^2-2460*a*c*g^3+6010*a*c*g^2*p+ 1128*a*c*g^2*q+6010*a*c*g^2*r-30978*a*c*g^2*x+13778*a*c*g*p^2+13524*a*c*g*p*q+ 27556*a*c*g*p*r-84198*a*c*g*p*x+2062*a*c*g*q^2+13524*a*c*g*q*r-63318*a*c*g*q*x+ 13778*a*c*g*r^2-82338*a*c*g*r*x+48696*a*c*g*x^2+5464*a*c*p^3+9066*a*c*p^2*q+ 16392*a*c*p^2*r-46176*a*c*p^2*x+3946*a*c*p*q^2+18132*a*c*p*q*r-70480*a*c*p*q*x+ 16392*a*c*p*r^2-93680*a*c*p*r*x+53076*a*c*p*x^2+344*a*c*q^3+3946*a*c*q^2*r-\ 24304*a*c*q^2*x+9066*a*c*q*r^2-66712*a*c*q*r*x+53076*a*c*q*x^2+5464*a*c*r^3-\ 47504*a*c*r^2*x+58596*a*c*r*x^2-784*a*g^4-206*a*g^3*p-567*a*g^3*q-206*a*g^3*r-\ 2836*a*g^3*x+2482*a*g^2*p^2+2376*a*g^2*p*q+4964*a*g^2*p*r-16282*a*g^2*p*x+157*a *g^2*q^2+2376*a*g^2*q*r-13210*a*g^2*q*x+2482*a*g^2*r^2-16037*a*g^2*r*x+7926*a*g ^2*x^2+2762*a*g*p^3+4571*a*g*p^2*q+8286*a*g*p^2*r-21854*a*g*p^2*x+1925*a*g*p*q^ 2+9142*a*g*p*q*r-33996*a*g*p*q*x+8286*a*g*p*r^2-43666*a*g*p*r*x+22938*a*g*p*x^2 +116*a*g*q^3+1925*a*g*q^2*r-12142*a*g*q^2*x+4571*a*g*q*r^2-32398*a*g*q*r*x+ 22938*a*g*q*x^2+2762*a*g*r^3-21812*a*g*r^2*x+24962*a*g*r*x^2+722*a*p^4+1714*a*p ^3*q+2888*a*p^3*r-7624*a*p^3*x+1270*a*p^2*q^2+5142*a*p^2*q*r-18016*a*p^2*q*x+ 4332*a*p^2*r^2-23780*a*p^2*r*x+12132*a*p^2*x^2+286*a*p*q^3+2540*a*p*q^2*r-13160 *a*p*q^2*x+5142*a*p*q*r^2-35552*a*p*q*r*x+24264*a*p*q*x^2+2888*a*p*r^3-24688*a* p*r^2*x+26828*a*p*r*x^2+8*a*q^4+286*a*q^3*r-2768*a*q^3*x+1270*a*q^2*r^2-11772*a *q^2*r*x+12132*a*q^2*x^2+1714*a*q*r^3-17536*a*q*r^2*x+26828*a*q*r*x^2+722*a*r^4 -8532*a*r^3*x+15444*a*r^2*x^2-16*b^5-40*b^4*c-308*b^4*g+32*b^4*p-16*b^4*q+32*b^ 4*r-672*b^4*x+808*b^3*c^2-936*b^3*c*g+1628*b^3*c*p+324*b^3*c*q+1628*b^3*c*r-\ 10312*b^3*c*x-1120*b^3*g^2+138*b^3*g*p-258*b^3*g*q+138*b^3*g*r-3248*b^3*g*x+620 *b^3*p^2+472*b^3*p*q+1240*b^3*p*r-5680*b^3*p*x-4*b^3*q^2+472*b^3*q*r-4128*b^3*q *x+620*b^3*r^2-5168*b^3*r*x+3996*b^3*x^2+3440*b^2*c^3+1744*b^2*c^2*g+8008*b^2*c ^2*p+2396*b^2*c^2*q+8008*b^2*c^2*r-37600*b^2*c^2*x-2910*b^2*c*g^2+5824*b^2*c*g* p+728*b^2*c*g*q+5824*b^2*c*g*r-32080*b^2*c*g*x+5456*b^2*c*p^2+4394*b^2*c*p*q+ 10912*b^2*c*p*r-41120*b^2*c*p*x+364*b^2*c*q^2+4394*b^2*c*q*r-28492*b^2*c*q*x+ 5456*b^2*c*r^2-38126*b^2*c*r*x+29740*b^2*c*x^2-1461*b^2*g^3-104*b^2*g^2*p-743*b ^2*g^2*q-104*b^2*g^2*r-4712*b^2*g^2*x+2332*b^2*g*p^2+1947*b^2*g*p*q+4664*b^2*g* p*r-17114*b^2*g*p*x-52*b^2*g*q^2+1947*b^2*g*q*r-13312*b^2*g*q*x+2332*b^2*g*r^2-\ 16493*b^2*g*r*x+9870*b^2*g*x^2+1146*b^2*p^3+1634*b^2*p^2*q+3438*b^2*p^2*r-10940 *b^2*p^2*x+488*b^2*p*q^2+3268*b^2*p*q*r-16020*b^2*p*q*x+3438*b^2*p*r^2-20990*b^ 2*p*r*x+13946*b^2*p*x^2+488*b^2*q^2*r-5080*b^2*q^2*x+1634*b^2*q*r^2-14150*b^2*q *r*x+13946*b^2*q*x^2+1146*b^2*r^3-10050*b^2*r^2*x+15166*b^2*r*x^2+4376*b*c^4+ 6320*b*c^3*g+11992*b*c^3*p+4448*b*c^3*q+11992*b*c^3*r-49576*b*c^3*x-122*b*c^2*g ^2+16612*b*c^2*g*p+4736*b*c^2*g*q+16612*b*c^2*g*r-71352*b*c^2*g*x+11302*b*c^2*p ^2+10084*b*c^2*p*q+22604*b*c^2*p*r-79820*b*c^2*p*x+1354*b*c^2*q^2+10084*b*c^2*q *r-55500*b*c^2*q*x+11302*b*c^2*r^2-76184*b*c^2*r*x+57624*b*c^2*x^2-2674*b*c*g^3 +4684*b*c*g^2*p-110*b*c*g^2*q+4684*b*c*g^2*r-28666*b*c*g^2*x+11470*b*c*g*p^2+ 9968*b*c*g*p*q+22940*b*c*g*p*r-76646*b*c*g*p*x+814*b*c*g*q^2+9968*b*c*g*q*r-\ 55766*b*c*g*q*x+11470*b*c*g*r^2-73874*b*c*g*r*x+48696*b*c*g*x^2+4420*b*c*p^3+ 6746*b*c*p^2*q+13260*b*c*p^2*r-41436*b*c*p^2*x+2438*b*c*p*q^2+13492*b*c*p*q*r-\ 61000*b*c*p*q*x+13260*b*c*p*r^2-82228*b*c*p*r*x+53076*b*c*p*x^2+112*b*c*q^3+ 2438*b*c*q^2*r-19564*b*c*q^2*x+6746*b*c*q*r^2-55260*b*c*q*r*x+53076*b*c*q*x^2+ 4420*b*c*r^3-40792*b*c*r^2*x+58596*b*c*r*x^2-790*b*g^4-312*b*g^3*p-683*b*g^3*q-\ 312*b*g^3*r-2692*b*g^3*x+2136*b*g^2*p^2+1764*b*g^2*p*q+4272*b*g^2*p*r-15152*b*g ^2*p*x-109*b*g^2*q^2+1764*b*g^2*q*r-12080*b*g^2*q*x+2136*b*g^2*r^2-14871*b*g^2* r*x+7926*b*g^2*x^2+2368*b*g*p^3+3667*b*g*p^2*q+7104*b*g*p^2*r-20132*b*g*p^2*x+ 1299*b*g*p*q^2+7334*b*g*p*q*r-30552*b*g*p*q*x+7104*b*g*p*r^2-39724*b*g*p*r*x+ 22938*b*g*p*x^2+1299*b*g*q^2*r-10420*b*g*q^2*x+3667*b*g*q*r^2-28456*b*g*q*r*x+ 22938*b*g*q*x^2+2368*b*g*r^3-19592*b*g*r^2*x+24962*b*g*r*x^2+610*b*p^4+1370*b*p ^3*q+2440*b*p^3*r-6960*b*p^3*x+910*b*p^2*q^2+4110*b*p^2*q*r-16024*b*p^2*q*x+ 3660*b*p^2*r^2-21348*b*p^2*r*x+12132*b*p^2*x^2+150*b*p*q^3+1820*b*p*q^2*r-11168 *b*p*q^2*x+4110*b*p*q*r^2-30688*b*p*q*r*x+24264*b*p*q*x^2+2440*b*p*r^3-21816*b* p*r^2*x+26828*b*p*r*x^2+150*b*q^3*r-2104*b*q^3*x+910*b*q^2*r^2-9340*b*q^2*r*x+ 12132*b*q^2*x^2+1370*b*q*r^3-14664*b*q*r^2*x+26828*b*q*r*x^2+610*b*r^4-7428*b*r ^3*x+15444*b*r^2*x^2+1768*c^5+3948*c^4*g+5576*c^4*p+2392*c^4*q+5576*c^4*r-21616 *c^4*x+2062*c^3*g^2+11400*c^3*g*p+4208*c^3*g*q+11400*c^3*g*r-44216*c^3*g*x+6626 *c^3*p^2+6388*c^3*p*q+13252*c^3*p*r-45632*c^3*p*x+1098*c^3*q^2+6388*c^3*q*r-\ 32112*c^3*q*x+6626*c^3*r^2-44296*c^3*r*x+32912*c^3*x^2-619*c^2*g^3+6730*c^2*g^2 *p+1638*c^2*g^2*q+6730*c^2*g^2*r-30132*c^2*g^2*x+10981*c^2*g*p^2+10046*c^2*g*p* q+21962*c^2*g*p*r-71072*c^2*g*p*x+1377*c^2*g*q^2+10046*c^2*g*q*r-50616*c^2*g*q* x+10981*c^2*g*r^2-68760*c^2*g*r*x+46928*c^2*g*x^2+3704*c^2*p^3+5924*c^2*p^2*q+ 11112*c^2*p^2*r-34844*c^2*p^2*x+2408*c^2*p*q^2+11848*c^2*p*q*r-51768*c^2*p*q*x+ 11112*c^2*p*r^2-70280*c^2*p*r*x+44952*c^2*p*x^2+188*c^2*q^3+2408*c^2*q^2*r-\ 16924*c^2*q^2*x+5924*c^2*q*r^2-47832*c^2*q*r*x+44952*c^2*q*x^2+3704*c^2*r^3-\ 35436*c^2*r^2*x+50144*c^2*r*x^2-744*c*g^4+968*c*g^3*p-322*c*g^3*q+968*c*g^3*r-\ 7778*c*g^3*x+4946*c*g^2*p^2+4284*c*g^2*p*q+9892*c*g^2*p*r-32364*c*g^2*p*x+304*c *g^2*q^2+4284*c*g^2*q*r-23888*c*g^2*q*x+4946*c*g^2*r^2-31398*c*g^2*r*x+19364*c* g^2*x^2+4340*c*g*p^3+6808*c*g*p^2*q+13020*c*g*p^2*r-36942*c*g*p^2*x+2598*c*g*p* q^2+13616*c*g*p*q*r-55364*c*g*p*q*x+13020*c*g*p*r^2-74034*c*g*p*r*x+43532*c*g*p *x^2+130*c*g*q^3+2598*c*g*q^2*r-18422*c*g*q^2*x+6808*c*g*q*r^2-51210*c*g*q*r*x+ 43532*c*g*q*x^2+4340*c*g*r^3-37092*c*g*r^2*x+48036*c*g*r*x^2+970*c*p^4+2248*c*p ^3*q+3880*c*p^3*r-11428*c*p^3*x+1594*c*p^2*q^2+6744*c*p^2*q*r-26504*c*p^2*q*x+ 5820*c*p^2*r^2-35550*c*p^2*r*x+20268*c*p^2*x^2+324*c*p*q^3+3188*c*p*q^2*r-18724 *c*p*q^2*x+6744*c*p*q*r^2-51668*c*p*q*r*x+40536*c*p*q*x^2+3880*c*p*r^3-36816*c* p*r^2*x+45308*c*p*r*x^2+8*c*q^4+324*c*q^3*r-3648*c*q^3*x+1594*c*q^2*r^2-16118*c *q^2*r*x+20268*c*q^2*x^2+2248*c*q*r^3-25164*c*q*r^2*x+45308*c*q*r*x^2+970*c*r^4 -12694*c*r^3*x+26744*c*r^2*x^2-151*g^5-122*g^4*p-194*g^4*q-122*g^4*r-532*g^4*x+ 556*g^3*p^2+429*g^3*p*q+1112*g^3*p*r-4118*g^3*p*x-55*g^3*q^2+429*g^3*q*r-3304*g ^3*q*x+556*g^3*r^2-4046*g^3*r*x+2064*g^3*x^2+1048*g^2*p^3+1649*g^2*p^2*q+3144*g ^2*p^2*r-8508*g^2*p^2*x+601*g^2*p*q^2+3298*g^2*p*q*r-13060*g^2*p*q*x+3144*g^2*p *r^2-16887*g^2*p*r*x+9160*g^2*p*x^2+601*g^2*q^2*r-4552*g^2*q^2*x+1649*g^2*q*r^2 -12295*g^2*q*r*x+9160*g^2*q*x^2+1048*g^2*r^3-8379*g^2*r^2*x+9970*g^2*r*x^2+603* g*p^4+1386*g*p^3*q+2412*g*p^3*r-6230*g*p^3*x+963*g*p^2*q^2+4158*g*p^2*q*r-14544 *g*p^2*q*x+3618*g*p^2*r^2-19239*g*p^2*r*x+10034*g*p^2*x^2+180*g*p*q^3+1926*g*p* q^2*r-10398*g*p*q^2*x+4158*g*p*q*r^2-28242*g*p*q*r*x+20068*g*p*q*x^2+2412*g*p*r ^3-19788*g*p*r^2*x+22170*g*p*r*x^2+180*g*q^3*r-2084*g*q^3*x+963*g*q^2*r^2-9003* g*q^2*r*x+10034*g*q^2*x^2+1386*g*q*r^3-13698*g*q*r^2*x+22170*g*q*r*x^2+603*g*r^ 4-6779*g*r^3*x+12748*g*r^2*x^2+94*p^5+292*p^4*q+470*p^4*r-1356*p^4*x+312*p^3*q^ 2+1168*p^3*q*r-4324*p^3*q*x+940*p^3*r^2-5742*p^3*r*x+3010*p^3*x^2+124*p^2*q^3+ 936*p^2*q^2*r-4836*p^2*q^2*x+1752*p^2*q*r^2-13122*p^2*q*r*x+9030*p^2*q*x^2+940* p^2*r^3-9090*p^2*r^2*x+10118*p^2*r*x^2+10*p*q^4+248*p*q^3*r-2124*p*q^3*x+936*p* q^2*r^2-9018*p*q^2*r*x+9030*p*q^2*x^2+1168*p*q*r^3-13272*p*q*r^2*x+20236*p*q*r* x^2+470*p*r^4-6378*p*r^3*x+11962*p*r^2*x^2+10*q^4*r-256*q^4*x+124*q^3*r^2-1638* q^3*r*x+3010*q^3*x^2+312*q^2*r^3-4182*q^2*r^2*x+10118*q^2*r*x^2+292*q*r^4-4474* q*r^3*x+11962*q*r^2*x^2+94*r^5-1674*r^4*x+4854*r^3*x^2+460*a^4+252*a^3*b+4296*a ^3*c-446*a^3*g+2790*a^3*p+1646*a^3*q+2790*a^3*r-5208*a^3*x-1044*a^2*b^2+4924*a^ 2*b*c-4512*a^2*b*g+4684*a^2*b*p+1988*a^2*b*q+4684*a^2*b*r-13200*a^2*b*x+10624*a ^2*c^2+1644*a^2*c*g+14618*a^2*c*p+6736*a^2*c*q+14618*a^2*c*r-34856*a^2*c*x-2784 *a^2*g^2+3256*a^2*g*p+1067*a^2*g*q+3256*a^2*g*r-11196*a^2*g*x+4540*a^2*p^2+4938 *a^2*p*q+9080*a^2*p*r-18020*a^2*p*x+888*a^2*q^2+4938*a^2*q*r-14600*a^2*q*x+4540 *a^2*r^2-17974*a^2*r*x+6848*a^2*x^2-1004*a*b^3+288*a*b^2*c-5574*a*b^2*g+2162*a* b^2*p+202*a*b^2*q+2162*a*b^2*r-10776*a*b^2*x+10744*a*b*c^2-4816*a*b*c*g+18690*a *b*c*p+6062*a*b*c*q+18690*a*b*c*r-59480*a*b*c*x-7106*a*b*g^2+2959*a*b*g*p-843*a *b*g*q+2959*a*b*g*r-19740*a*b*g*x+6436*a*b*p^2+6032*a*b*p*q+12872*a*b*p*r-31312 *a*b*p*x+576*a*b*q^2+6032*a*b*q*r-24472*a*b*q*x+6436*a*b*r^2-30332*a*b*r*x+ 13696*a*b*x^2+10716*a*c^3+6568*a*c^2*g+22366*a*c^2*p+9142*a*c^2*q+22366*a*c^2*r -61840*a*c^2*x-4401*a*c*g^2+15069*a*c*g*p+4173*a*c*g*q+15069*a*c*g*r-51344*a*c* g*x+14078*a*c*p^2+13686*a*c*p*q+28156*a*c*p*r-64968*a*c*p*x+2156*a*c*q^2+13686* a*c*q*r-48832*a*c*q*x+14078*a*c*r^2-63168*a*c*r*x+30696*a*c*x^2-2503*a*g^3+574* a*g^2*p-980*a*g^2*q+574*a*g^2*r-8244*a*g^2*x+5575*a*g*p^2+5267*a*g*p*q+11150*a* g*p*r-26988*a*g*p*x+470*a*g*q^2+5267*a*g*q*r-21384*a*g*q*x+5575*a*g*r^2-26344*a *g*r*x+11172*a*g*x^2+2760*a*p^3+4484*a*p^2*q+8280*a*p^2*r-16696*a*p^2*x+1836*a* p*q^2+8968*a*p*q*r-25968*a*p*q*x+8280*a*p*r^2-33348*a*p*r*x+14340*a*p*x^2+112*a *q^3+1836*a*q^2*r-9272*a*q^2*x+4484*a*q*r^2-24428*a*q*r*x+14340*a*q*x^2+2760*a* r^3-16652*a*r^2*x+15468*a*r*x^2-168*b^4-340*b^3*c-1508*b^3*g+268*b^3*p-140*b^3* q+268*b^3*r-2784*b^3*x+2488*b^2*c^2-3324*b^2*c*g+5692*b^2*c*p+946*b^2*c*q+5692* b^2*c*r-24624*b^2*c*x-3314*b^2*g^2+625*b^2*g*p-988*b^2*g*q+625*b^2*g*r-8544*b^2 *g*x+2180*b^2*p^2+1662*b^2*p*q+4360*b^2*p*r-13292*b^2*p*x-28*b^2*q^2+1662*b^2*q *r-9872*b^2*q*x+2180*b^2*r^2-12358*b^2*r*x+6848*b^2*x^2+6636*b*c^3+2504*b*c^2*g +15850*b*c^2*p+4754*b*c^2*q+15850*b*c^2*r-53408*b*c^2*x-5557*b*c*g^2+10837*b*c* g*p+853*b*c*g*q+10837*b*c*g*r-46048*b*c*g*x+10722*b*c*p^2+8946*b*c*p*q+21444*b* c*p*r-57320*b*c*p*x+772*b*c*q^2+8946*b*c*q*r-41184*b*c*q*x+10722*b*c*r^2-54024* b*c*r*x+30696*b*c*x^2-2575*b*g^3-9*b*g^2*p-1527*b*g^2*q-9*b*g^2*r-7608*b*g^2*x+ 4465*b*g*p^2+3545*b*g*p*q+8930*b*g*p*r-24492*b*g*p*x-142*b*g*q^2+3545*b*g*q*r-\ 18888*b*g*q*x+4465*b*g*r^2-23580*b*g*r*x+11172*b*g*x^2+2208*b*p^3+3268*b*p^2*q+ 6624*b*p^2*r-14992*b*p^2*x+1060*b*p*q^2+6536*b*p*q*r-22560*b*p*q*x+6624*b*p*r^2 -29228*b*p*r*x+14340*b*p*x^2+1060*b*q^2*r-7568*b*q^2*x+3268*b*q*r^2-20308*b*q*r *x+14340*b*q*x^2+2208*b*r^3-14236*b*r^2*x+15468*b*r*x^2+3976*c^4+5168*c^3*g+ 10916*c^3*p+4156*c^3*q+10916*c^3*r-32912*c^3*x-410*c^2*g^2+14126*c^2*g*p+3898*c ^2*g*q+14126*c^2*g*r-46928*c^2*g*x+10284*c^2*p^2+9344*c^2*p*q+20568*c^2*p*r-\ 52408*c^2*p*x+1324*c^2*q^2+9344*c^2*q*r-37496*c^2*q*x+10284*c^2*r^2-50144*c^2*r *x+28480*c^2*x^2-2298*c*g^3+3898*c*g^2*p-340*c*g^2*q+3898*c*g^2*r-19364*c*g^2*x +9944*c*g*p^2+8476*c*g*p*q+19888*c*g*p*r-50188*c*g*p*x+684*c*g*q^2+8476*c*g*q*r -36876*c*g*q*x+9944*c*g*r^2-48036*c*g*r*x+24832*c*g*x^2+4010*c*p^3+6204*c*p^2*q +12030*c*p^2*r-26976*c*p^2*x+2314*c*p*q^2+12408*c*p*q*r-40536*c*p*q*x+12030*c*p *r^2-53720*c*p*r*x+26248*c*p*x^2+120*c*q^3+2314*c*q^2*r-13560*c*q^2*x+6204*c*q* r^2-36896*c*q*r*x+26248*c*q*x^2+4010*c*r^3-26744*c*r^2*x+28568*c*r*x^2-649*g^4-\ 218*g^3*p-625*g^3*q-218*g^3*r-2064*g^3*x+1858*g^2*p^2+1420*g^2*p*q+3716*g^2*p*r -10288*g^2*p*x-120*g^2*q^2+1420*g^2*q*r-8032*g^2*q*x+1858*g^2*r^2-9970*g^2*r*x+ 4432*g^2*x^2+2073*g*p^3+3174*g*p^2*q+6219*g*p^2*r-13108*g*p^2*x+1101*g*p*q^2+ 6348*g*p*q*r-20068*g*p*q*x+6219*g*p*r^2-25856*g*p*r*x+11660*g*p*x^2+1101*g*q^2* r-6960*g*q^2*x+3174*g*q*r^2-18484*g*q*r*x+11660*g*q*x^2+2073*g*r^3-12748*g*r^2* x+12580*g*r*x^2+550*p^4+1248*p^3*q+2200*p^3*r-4500*p^3*x+846*p^2*q^2+3744*p^2*q *r-10520*p^2*q*x+3300*p^2*r^2-13854*p^2*r*x+6004*p^2*x^2+148*p*q^3+1692*p*q^2*r -7540*p*q^2*x+3744*p*q*r^2-20236*p*q*r*x+12008*p*q*x^2+2200*p*r^3-14208*p*r^2*x +13096*p*r*x^2+148*q^3*r-1520*q^3*x+846*q^2*r^2-6382*q^2*r*x+6004*q^2*x^2+1248* q*r^3-9716*q*r^2*x+13096*q*r*x^2+550*r^4-4854*r^3*x+7524*r^2*x^2+516*a^3-1072*a ^2*b+4044*a^2*c-2234*a^2*g+3622*a^2*p+1468*a^2*q+3622*a^2*r-8000*a^2*x-2284*a*b ^2+796*a*b*c-7202*a*b*g+3724*a*b*p+304*a*b*q+3724*a*b*r-13696*a*b*x+7536*a*c^2-\ 2472*a*c*g+13068*a*c*p+4252*a*c*q+13068*a*c*r-32880*a*c*x-4224*a*g^2+2432*a*g*p -504*a*g*q+2432*a*g*r-11784*a*g*x+4500*a*p^2+4184*a*p*q+9000*a*p*r-17224*a*p*x+ 432*a*q^2+4184*a*q*r-13472*a*q*x+4500*a*r^2-16660*a*r*x+6192*a*x^2-696*b^3-1072 *b^2*c-3560*b^2*g+814*b^2*p-452*b^2*q+814*b^2*r-5696*b^2*x+3320*b*c^2-5120*b*c* g+8496*b*c*p+1176*b*c*q+8496*b*c*r-28512*b*c*x-4542*b*g^2+1050*b*g*p-1618*b*g*q +1050*b*g*r-10560*b*g*x+3292*b*p^2+2480*b*p*q+6584*b*p*r-15208*b*p*x-64*b*q^2+ 2480*b*q*r-11456*b*q*x+3292*b*r^2-14276*b*r*x+6192*b*x^2+4368*c^3+1232*c^2*g+ 10640*c^2*p+3184*c^2*q+10640*c^2*r-28480*c^2*x-3724*c*g^2+6924*c*g*p+268*c*g*q+ 6924*c*g*r-24832*c*g*x+7244*c*p^2+6076*c*p*q+14488*c*p*r-30272*c*p*x+536*c*q^2+ 6076*c*q*r-22224*c*q*x+7244*c*r^2-28568*c*r*x+12864*c*x^2-1624*g^3+40*g^2*p-\ 1088*g^2*q+40*g^2*r-4432*g^2*x+2950*g*p^2+2214*g*p*q+5900*g*p*r-13192*g*p*x-124 *g*q^2+2214*g*q*r-10128*g*q*x+2950*g*r^2-12580*g*r*x+4992*g*x^2+1490*p^3+2224*p ^2*q+4470*p^2*r-7848*p^2*x+734*p*q^2+4448*p*q*r-12008*p*q*x+4470*p*r^2-15372*p* r*x+6000*p*x^2+734*q^2*r-4160*q^2*x+2224*q*r^2-10820*q*r*x+6000*q*x^2+1490*r^3-\ 7524*r^2*x+6384*r*x^2-272*a^2-2464*a*b+696*a*c-3468*a*g+2244*a*p+184*a*q+2244*a *r-6624*a*x-1424*b^2-1488*b*c-4080*b*g+1052*b*p-640*b*q+1052*b*r-5760*b*x+1616* c^2-2896*c*g+4544*c*p+520*c*q+4544*c*r-12864*c*x-2356*g^2+568*g*p-964*g*q+568*g *r-4992*g*x+1796*p^2+1316*p*q+3592*p*r-6816*p*x-48*q^2+1316*q*r-5184*q*x+1796*r ^2-6384*r*x+2304*x^2-1008*a-1440*b-768*c-1824*g+480*p-336*q+480*r-2304*x-576): Qgn:= (-64*a^6*b*c*x^4-32*a^6*b*p*x^4-32*a^6*b*q*x^4-96*a^6*b*r*x^4-32*a^6*c *g*x^4-16*a^6*g*p*x^4-16*a^6*g*q*x^4-48*a^6*g*r*x^4-320*a^5*b^2*c*x^4-160*a^5*b ^2*p*x^4-160*a^5*b^2*q*x^4-480*a^5*b^2*r*x^4-576*a^5*b*c^2*x^4-480*a^5*b*c*g*x^ 4-480*a^5*b*c*p*x^4-480*a^5*b*c*q*x^4-1152*a^5*b*c*r*x^4-240*a^5*b*g*p*x^4-240* a^5*b*g*q*x^4-720*a^5*b*g*r*x^4-96*a^5*b*p^2*x^4-192*a^5*b*p*q*x^4-432*a^5*b*p* r*x^4-96*a^5*b*q^2*x^4-432*a^5*b*q*r*x^4-288*a^5*b*r^2*x^4-64*a^5*c^3*x^4-320*a ^5*c^2*g*x^4-64*a^5*c^2*p*x^4-64*a^5*c^2*q*x^4-96*a^5*c^2*r*x^4-160*a^5*c*g^2*x ^4-272*a^5*c*g*p*x^4-272*a^5*c*g*q*x^4-624*a^5*c*g*r*x^4-16*a^5*c*p^2*x^4-32*a^ 5*c*p*q*x^4-48*a^5*c*p*r*x^4-16*a^5*c*q^2*x^4-48*a^5*c*q*r*x^4-80*a^5*g^2*p*x^4 -80*a^5*g^2*q*x^4-240*a^5*g^2*r*x^4-56*a^5*g*p^2*x^4-112*a^5*g*p*q*x^4-240*a^5* g*p*r*x^4-56*a^5*g*q^2*x^4-240*a^5*g*q*r*x^4-144*a^5*g*r^2*x^4-640*a^4*b^3*c*x^ 4-320*a^4*b^3*p*x^4-320*a^4*b^3*q*x^4-960*a^4*b^3*r*x^4-2304*a^4*b^2*c^2*x^4-\ 1632*a^4*b^2*c*g*x^4-1920*a^4*b^2*c*p*x^4-1920*a^4*b^2*c*q*x^4-4608*a^4*b^2*c*r *x^4-816*a^4*b^2*g*p*x^4-816*a^4*b^2*g*q*x^4-2448*a^4*b^2*g*r*x^4-384*a^4*b^2*p ^2*x^4-768*a^4*b^2*p*q*x^4-1728*a^4*b^2*p*r*x^4-384*a^4*b^2*q^2*x^4-1728*a^4*b^ 2*q*r*x^4-1152*a^4*b^2*r^2*x^4-2176*a^4*b*c^3*x^4-3552*a^4*b*c^2*g*x^4-2528*a^4 *b*c^2*p*x^4-2528*a^4*b*c^2*q*x^4-5376*a^4*b*c^2*r*x^4-1312*a^4*b*c*g^2*x^4-\ 2976*a^4*b*c*g*p*x^4-2976*a^4*b*c*g*q*x^4-7104*a^4*b*c*g*r*x^4-944*a^4*b*c*p^2* x^4-1888*a^4*b*c*p*q*x^4-3840*a^4*b*c*p*r*x^4-944*a^4*b*c*q^2*x^4-3840*a^4*b*c* q*r*x^4-2304*a^4*b*c*r^2*x^4-656*a^4*b*g^2*p*x^4-656*a^4*b*g^2*q*x^4-1968*a^4*b *g^2*r*x^4-600*a^4*b*g*p^2*x^4-1200*a^4*b*g*p*q*x^4-2688*a^4*b*g*p*r*x^4-600*a^ 4*b*g*q^2*x^4-2688*a^4*b*g*q*r*x^4-1776*a^4*b*g*r^2*x^4-112*a^4*b*p^3*x^4-336*a ^4*b*p^2*q*x^4-648*a^4*b*p^2*r*x^4-336*a^4*b*p*q^2*x^4-1296*a^4*b*p*q*r*x^4-720 *a^4*b*p*r^2*x^4-112*a^4*b*q^3*x^4-648*a^4*b*q^2*r*x^4-720*a^4*b*q*r^2*x^4-160* a^4*b*r^3*x^4-320*a^4*c^4*x^4-1376*a^4*c^3*g*x^4-480*a^4*c^3*p*x^4-416*a^4*c^3* q*x^4-768*a^4*c^3*r*x^4-1264*a^4*c^2*g^2*x^4-1632*a^4*c^2*g*p*x^4-1600*a^4*c^2* g*q*x^4-3264*a^4*c^2*g*r*x^4-240*a^4*c^2*p^2*x^4-416*a^4*c^2*p*q*x^4-768*a^4*c^ 2*p*r*x^4-176*a^4*c^2*q^2*x^4-672*a^4*c^2*q*r*x^4-288*a^4*c^2*r^2*x^4-328*a^4*c *g^3*x^4-1072*a^4*c*g^2*p*x^4-1072*a^4*c*g^2*q*x^4-2496*a^4*c*g^2*r*x^4-624*a^4 *c*g*p^2*x^4-1216*a^4*c*g*p*q*x^4-2400*a^4*c*g*p*r*x^4-592*a^4*c*g*q^2*x^4-2352 *a^4*c*g*q*r*x^4-1296*a^4*c*g*r^2*x^4-40*a^4*c*p^3*x^4-104*a^4*c*p^2*q*x^4-192* a^4*c*p^2*r*x^4-88*a^4*c*p*q^2*x^4-336*a^4*c*p*q*r*x^4-144*a^4*c*p*r^2*x^4-24*a ^4*c*q^3*x^4-144*a^4*c*q^2*r*x^4-144*a^4*c*q*r^2*x^4-164*a^4*g^3*p*x^4-164*a^4* g^3*q*x^4-492*a^4*g^3*r*x^4-220*a^4*g^2*p^2*x^4-440*a^4*g^2*p*q*x^4-960*a^4*g^2 *p*r*x^4-220*a^4*g^2*q^2*x^4-960*a^4*g^2*q*r*x^4-600*a^4*g^2*r^2*x^4-76*a^4*g*p ^3*x^4-220*a^4*g*p^2*q*x^4-420*a^4*g*p^2*r*x^4-212*a^4*g*p*q^2*x^4-816*a^4*g*p* q*r*x^4-432*a^4*g*p*r^2*x^4-68*a^4*g*q^3*x^4-396*a^4*g*q^2*r*x^4-432*a^4*g*q*r^ 2*x^4-80*a^4*g*r^3*x^4-640*a^3*b^4*c*x^4-320*a^3*b^4*p*x^4-320*a^3*b^4*q*x^4-\ 960*a^3*b^4*r*x^4-3456*a^3*b^3*c^2*x^4-2368*a^3*b^3*c*g*x^4-2880*a^3*b^3*c*p*x^ 4-2880*a^3*b^3*c*q*x^4-6912*a^3*b^3*c*r*x^4-1184*a^3*b^3*g*p*x^4-1184*a^3*b^3*g *q*x^4-3552*a^3*b^3*g*r*x^4-576*a^3*b^3*p^2*x^4-1152*a^3*b^3*p*q*x^4-2592*a^3*b ^3*p*r*x^4-576*a^3*b^3*q^2*x^4-2592*a^3*b^3*q*r*x^4-1728*a^3*b^3*r^2*x^4-6208*a ^3*b^2*c^3*x^4-9056*a^3*b^2*c^2*g*x^4-7264*a^3*b^2*c^2*p*x^4-7264*a^3*b^2*c^2*q *x^4-15648*a^3*b^2*c^2*r*x^4-3136*a^3*b^2*c*g^2*x^4-7568*a^3*b^2*c*g*p*x^4-7568 *a^3*b^2*c*g*q*x^4-18192*a^3*b^2*c*g*r*x^4-2752*a^3*b^2*c*p^2*x^4-5504*a^3*b^2* c*p*q*x^4-11280*a^3*b^2*c*p*r*x^4-2752*a^3*b^2*c*q^2*x^4-11280*a^3*b^2*c*q*r*x^ 4-6912*a^3*b^2*c*r^2*x^4-1568*a^3*b^2*g^2*p*x^4-1568*a^3*b^2*g^2*q*x^4-4704*a^3 *b^2*g^2*r*x^4-1520*a^3*b^2*g*p^2*x^4-3040*a^3*b^2*g*p*q*x^4-6864*a^3*b^2*g*p*r *x^4-1520*a^3*b^2*g*q^2*x^4-6864*a^3*b^2*g*q*r*x^4-4608*a^3*b^2*g*r^2*x^4-336*a ^3*b^2*p^3*x^4-1008*a^3*b^2*p^2*q*x^4-1944*a^3*b^2*p^2*r*x^4-1008*a^3*b^2*p*q^2 *x^4-3888*a^3*b^2*p*q*r*x^4-2160*a^3*b^2*p*r^2*x^4-336*a^3*b^2*q^3*x^4-1944*a^3 *b^2*q^2*r*x^4-2160*a^3*b^2*q*r^2*x^4-480*a^3*b^2*r^3*x^4-4032*a^3*b*c^4*x^4-\ 9984*a^3*b*c^3*g*x^4-6112*a^3*b*c^3*p*x^4-5984*a^3*b*c^3*q*x^4-12096*a^3*b*c^3* r*x^4-7504*a^3*b*c^2*g^2*x^4-11760*a^3*b*c^2*g*p*x^4-11696*a^3*b*c^2*g*q*x^4-\ 25104*a^3*b*c^2*g*r*x^4-3360*a^3*b*c^2*p^2*x^4-6592*a^3*b*c^2*p*q*x^4-12768*a^3 *b*c^2*p*r*x^4-3232*a^3*b*c^2*q^2*x^4-12576*a^3*b*c^2*q*r*x^4-7200*a^3*b*c^2*r^ 2*x^4-1760*a^3*b*c*g^3*x^4-6304*a^3*b*c*g^2*p*x^4-6304*a^3*b*c*g^2*q*x^4-15096* a^3*b*c*g^2*r*x^4-4488*a^3*b*c*g*p^2*x^4-8912*a^3*b*c*g*p*q*x^4-18264*a^3*b*c*g *p*r*x^4-4424*a^3*b*c*g*q^2*x^4-18168*a^3*b*c*g*q*r*x^4-11088*a^3*b*c*g*r^2*x^4 -784*a^3*b*c*p^3*x^4-2320*a^3*b*c*p^2*q*x^4-4272*a^3*b*c*p^2*r*x^4-2288*a^3*b*c *p*q^2*x^4-8448*a^3*b*c*p*q*r*x^4-4464*a^3*b*c*p*r^2*x^4-752*a^3*b*c*q^3*x^4-\ 4176*a^3*b*c*q^2*r*x^4-4464*a^3*b*c*q*r^2*x^4-960*a^3*b*c*r^3*x^4-880*a^3*b*g^3 *p*x^4-880*a^3*b*g^3*q*x^4-2640*a^3*b*g^3*r*x^4-1276*a^3*b*g^2*p^2*x^4-2552*a^3 *b*g^2*p*q*x^4-5748*a^3*b*g^2*p*r*x^4-1276*a^3*b*g^2*q^2*x^4-5748*a^3*b*g^2*q*r *x^4-3840*a^3*b*g^2*r^2*x^4-552*a^3*b*g*p^3*x^4-1640*a^3*b*g*p^2*q*x^4-3180*a^3 *b*g*p^2*r*x^4-1624*a^3*b*g*p*q^2*x^4-6312*a^3*b*g*p*q*r*x^4-3528*a^3*b*g*p*r^2 *x^4-536*a^3*b*g*q^3*x^4-3132*a^3*b*g*q^2*r*x^4-3528*a^3*b*g*q*r^2*x^4-800*a^3* b*g*r^3*x^4-64*a^3*b*p^4*x^4-256*a^3*b*p^3*q*x^4-444*a^3*b*p^3*r*x^4-384*a^3*b* p^2*q^2*x^4-1332*a^3*b*p^2*q*r*x^4-648*a^3*b*p^2*r^2*x^4-256*a^3*b*p*q^3*x^4-\ 1332*a^3*b*p*q^2*r*x^4-1296*a^3*b*p*q*r^2*x^4-240*a^3*b*p*r^3*x^4-64*a^3*b*q^4* x^4-444*a^3*b*q^3*r*x^4-648*a^3*b*q^2*r^2*x^4-240*a^3*b*q*r^3*x^4-576*a^3*c^5*x ^4-2816*a^3*c^4*g*x^4-1152*a^3*c^4*p*x^4-896*a^3*c^4*q*x^4-1824*a^3*c^4*r*x^4-\ 3792*a^3*c^3*g^2*x^4-4400*a^3*c^3*g*p*x^4-4112*a^3*c^3*g*q*x^4-8208*a^3*c^3*g*r *x^4-864*a^3*c^3*p^2*x^4-1344*a^3*c^3*p*q*x^4-2736*a^3*c^3*p*r*x^4-496*a^3*c^3* q^2*x^4-2064*a^3*c^3*q*r*x^4-1152*a^3*c^3*r^2*x^4-1968*a^3*c^2*g^3*x^4-4544*a^3 *c^2*g^2*p*x^4-4464*a^3*c^2*g^2*q*x^4-9408*a^3*c^2*g^2*r*x^4-2496*a^3*c^2*g*p^2 *x^4-4640*a^3*c^2*g*p*q*x^4-9000*a^3*c^2*g*p*r*x^4-2152*a^3*c^2*g*q^2*x^4-8424* a^3*c^2*g*q*r*x^4-4656*a^3*c^2*g*r^2*x^4-288*a^3*c^2*p^3*x^4-672*a^3*c^2*p^2*q* x^4-1368*a^3*c^2*p^2*r*x^4-496*a^3*c^2*p*q^2*x^4-2064*a^3*c^2*p*q*r*x^4-1152*a^ 3*c^2*p*r^2*x^4-112*a^3*c^2*q^3*x^4-720*a^3*c^2*q^2*r*x^4-864*a^3*c^2*q*r^2*x^4 -160*a^3*c^2*r^3*x^4-352*a^3*c*g^4*x^4-1668*a^3*c*g^3*p*x^4-1668*a^3*c*g^3*q*x^ 4-3936*a^3*c*g^3*r*x^4-1772*a^3*c*g^2*p^2*x^4-3464*a^3*c*g^2*p*q*x^4-7008*a^3*c *g^2*p*r*x^4-1692*a^3*c*g^2*q^2*x^4-6888*a^3*c*g^2*q*r*x^4-4056*a^3*c*g^2*r^2*x ^4-600*a^3*c*g*p^3*x^4-1664*a^3*c*g*p^2*q*x^4-3132*a^3*c*g*p^2*r*x^4-1536*a^3*c *g*p*q^2*x^4-5808*a^3*c*g*p*q*r*x^4-3048*a^3*c*g*p*r^2*x^4-472*a^3*c*g*q^3*x^4-\ 2688*a^3*c*g*q^2*r*x^4-2904*a^3*c*g*q*r^2*x^4-560*a^3*c*g*r^3*x^4-36*a^3*c*p^4* x^4-112*a^3*c*p^3*q*x^4-228*a^3*c*p^3*r*x^4-124*a^3*c*p^2*q^2*x^4-516*a^3*c*p^2 *q*r*x^4-288*a^3*c*p^2*r^2*x^4-56*a^3*c*p*q^3*x^4-360*a^3*c*p*q^2*r*x^4-432*a^3 *c*p*q*r^2*x^4-80*a^3*c*p*r^3*x^4-8*a^3*c*q^4*x^4-72*a^3*c*q^3*r*x^4-144*a^3*c* q^2*r^2*x^4-80*a^3*c*q*r^3*x^4-176*a^3*g^4*p*x^4-176*a^3*g^4*q*x^4-528*a^3*g^4* r*x^4-342*a^3*g^3*p^2*x^4-684*a^3*g^3*p*q*x^4-1518*a^3*g^3*p*r*x^4-342*a^3*g^3* q^2*x^4-1518*a^3*g^3*q*r*x^4-984*a^3*g^3*r^2*x^4-224*a^3*g^2*p^3*x^4-652*a^3*g^ 2*p^2*q*x^4-1260*a^3*g^2*p^2*r*x^4-632*a^3*g^2*p*q^2*x^4-2460*a^3*g^2*p*q*r*x^4 -1344*a^3*g^2*p*r^2*x^4-204*a^3*g^2*q^3*x^4-1200*a^3*g^2*q^2*r*x^4-1344*a^3*g^2 *q*r^2*x^4-280*a^3*g^2*r^3*x^4-50*a^3*g*p^4*x^4-184*a^3*g*p^3*q*x^4-336*a^3*g*p ^3*r*x^4-254*a^3*g*p^2*q^2*x^4-924*a^3*g*p^2*q*r*x^4-468*a^3*g*p^2*r^2*x^4-156* a^3*g*p*q^3*x^4-846*a^3*g*p*q^2*r*x^4-864*a^3*g*p*q*r^2*x^4-160*a^3*g*p*r^3*x^4 -36*a^3*g*q^4*x^4-258*a^3*g*q^3*r*x^4-396*a^3*g*q^2*r^2*x^4-160*a^3*g*q*r^3*x^4 -320*a^2*b^5*c*x^4-160*a^2*b^5*p*x^4-160*a^2*b^5*q*x^4-480*a^2*b^5*r*x^4-2304*a ^2*b^4*c^2*x^4-1632*a^2*b^4*c*g*x^4-1920*a^2*b^4*c*p*x^4-1920*a^2*b^4*c*q*x^4-\ 4608*a^2*b^4*c*r*x^4-816*a^2*b^4*g*p*x^4-816*a^2*b^4*g*q*x^4-2448*a^2*b^4*g*r*x ^4-384*a^2*b^4*p^2*x^4-768*a^2*b^4*p*q*x^4-1728*a^2*b^4*p*r*x^4-384*a^2*b^4*q^2 *x^4-1728*a^2*b^4*q*r*x^4-1152*a^2*b^4*r^2*x^4-6208*a^2*b^3*c^3*x^4-9056*a^2*b^ 3*c^2*g*x^4-7264*a^2*b^3*c^2*p*x^4-7264*a^2*b^3*c^2*q*x^4-15648*a^2*b^3*c^2*r*x ^4-3136*a^2*b^3*c*g^2*x^4-7568*a^2*b^3*c*g*p*x^4-7568*a^2*b^3*c*g*q*x^4-18192*a ^2*b^3*c*g*r*x^4-2752*a^2*b^3*c*p^2*x^4-5504*a^2*b^3*c*p*q*x^4-11280*a^2*b^3*c* p*r*x^4-2752*a^2*b^3*c*q^2*x^4-11280*a^2*b^3*c*q*r*x^4-6912*a^2*b^3*c*r^2*x^4-\ 1568*a^2*b^3*g^2*p*x^4-1568*a^2*b^3*g^2*q*x^4-4704*a^2*b^3*g^2*r*x^4-1520*a^2*b ^3*g*p^2*x^4-3040*a^2*b^3*g*p*q*x^4-6864*a^2*b^3*g*p*r*x^4-1520*a^2*b^3*g*q^2*x ^4-6864*a^2*b^3*g*q*r*x^4-4608*a^2*b^3*g*r^2*x^4-336*a^2*b^3*p^3*x^4-1008*a^2*b ^3*p^2*q*x^4-1944*a^2*b^3*p^2*r*x^4-1008*a^2*b^3*p*q^2*x^4-3888*a^2*b^3*p*q*r*x ^4-2160*a^2*b^3*p*r^2*x^4-336*a^2*b^3*q^3*x^4-1944*a^2*b^3*q^2*r*x^4-2160*a^2*b ^3*q*r^2*x^4-480*a^2*b^3*r^3*x^4-7424*a^2*b^2*c^4*x^4-17216*a^2*b^2*c^3*g*x^4-\ 11200*a^2*b^2*c^3*p*x^4-11200*a^2*b^2*c^3*q*x^4-22656*a^2*b^2*c^3*r*x^4-12480*a ^2*b^2*c^2*g^2*x^4-20224*a^2*b^2*c^2*g*p*x^4-20224*a^2*b^2*c^2*g*q*x^4-43680*a^ 2*b^2*c^2*g*r*x^4-6176*a^2*b^2*c^2*p^2*x^4-12352*a^2*b^2*c^2*p*q*x^4-23904*a^2* b^2*c^2*p*r*x^4-6176*a^2*b^2*c^2*q^2*x^4-23904*a^2*b^2*c^2*q*r*x^4-13824*a^2*b^ 2*c^2*r^2*x^4-2864*a^2*b^2*c*g^3*x^4-10464*a^2*b^2*c*g^2*p*x^4-10464*a^2*b^2*c* g^2*q*x^4-25200*a^2*b^2*c*g^2*r*x^4-7696*a^2*b^2*c*g*p^2*x^4-15392*a^2*b^2*c*g* p*q*x^4-31680*a^2*b^2*c*g*p*r*x^4-7696*a^2*b^2*c*g*q^2*x^4-31680*a^2*b^2*c*g*q* r*x^4-19584*a^2*b^2*c*g*r^2*x^4-1472*a^2*b^2*c*p^3*x^4-4416*a^2*b^2*c*p^2*q*x^4 -8112*a^2*b^2*c*p^2*r*x^4-4416*a^2*b^2*c*p*q^2*x^4-16224*a^2*b^2*c*p*q*r*x^4-\ 8640*a^2*b^2*c*p*r^2*x^4-1472*a^2*b^2*c*q^3*x^4-8112*a^2*b^2*c*q^2*r*x^4-8640*a ^2*b^2*c*q*r^2*x^4-1920*a^2*b^2*c*r^3*x^4-1432*a^2*b^2*g^3*p*x^4-1432*a^2*b^2*g ^3*q*x^4-4296*a^2*b^2*g^3*r*x^4-2112*a^2*b^2*g^2*p^2*x^4-4224*a^2*b^2*g^2*p*q*x ^4-9576*a^2*b^2*g^2*p*r*x^4-2112*a^2*b^2*g^2*q^2*x^4-9576*a^2*b^2*g^2*q*r*x^4-\ 6480*a^2*b^2*g^2*r^2*x^4-944*a^2*b^2*g*p^3*x^4-2832*a^2*b^2*g*p^2*q*x^4-5496*a^ 2*b^2*g*p^2*r*x^4-2832*a^2*b^2*g*p*q^2*x^4-10992*a^2*b^2*g*p*q*r*x^4-6192*a^2*b ^2*g*p*r^2*x^4-944*a^2*b^2*g*q^3*x^4-5496*a^2*b^2*g*q^2*r*x^4-6192*a^2*b^2*g*q* r^2*x^4-1440*a^2*b^2*g*r^3*x^4-128*a^2*b^2*p^4*x^4-512*a^2*b^2*p^3*q*x^4-888*a^ 2*b^2*p^3*r*x^4-768*a^2*b^2*p^2*q^2*x^4-2664*a^2*b^2*p^2*q*r*x^4-1296*a^2*b^2*p ^2*r^2*x^4-512*a^2*b^2*p*q^3*x^4-2664*a^2*b^2*p*q^2*r*x^4-2592*a^2*b^2*p*q*r^2* x^4-480*a^2*b^2*p*r^3*x^4-128*a^2*b^2*q^4*x^4-888*a^2*b^2*q^3*r*x^4-1296*a^2*b^ 2*q^2*r^2*x^4-480*a^2*b^2*q*r^3*x^4-3648*a^2*b*c^5*x^4-12672*a^2*b*c^4*g*x^4-\ 6848*a^2*b*c^4*p*x^4-6592*a^2*b*c^4*q*x^4-12960*a^2*b*c^4*r*x^4-14928*a^2*b*c^3 *g^2*x^4-19344*a^2*b*c^3*g*p*x^4-19056*a^2*b*c^3*g*q*x^4-38736*a^2*b*c^3*g*r*x^ 4-5008*a^2*b*c^3*p^2*x^4-9600*a^2*b*c^3*p*q*x^4-18192*a^2*b*c^3*p*r*x^4-4640*a^ 2*b*c^3*q^2*x^4-17520*a^2*b*c^3*q*r*x^4-9792*a^2*b*c^3*r^2*x^4-7248*a^2*b*c^2*g ^3*x^4-17680*a^2*b*c^2*g^2*p*x^4-17600*a^2*b*c^2*g^2*q*x^4-38016*a^2*b*c^2*g^2* r*x^4-10792*a^2*b*c^2*g*p^2*x^4-21216*a^2*b*c^2*g*p*q*x^4-41400*a^2*b*c^2*g*p*r *x^4-10448*a^2*b*c^2*g*q^2*x^4-40824*a^2*b*c^2*g*q*r*x^4-23760*a^2*b*c^2*g*r^2* x^4-1768*a^2*b*c^2*p^3*x^4-5080*a^2*b*c^2*p^2*q*x^4-9216*a^2*b*c^2*p^2*r*x^4-\ 4904*a^2*b*c^2*p*q^2*x^4-17712*a^2*b*c^2*p*q*r*x^4-9216*a^2*b*c^2*p*r^2*x^4-\ 1592*a^2*b*c^2*q^3*x^4-8568*a^2*b*c^2*q^2*r*x^4-8928*a^2*b*c^2*q*r^2*x^4-1920*a ^2*b*c^2*r^3*x^4-1248*a^2*b*c*g^4*x^4-6108*a^2*b*c*g^3*p*x^4-6108*a^2*b*c*g^3*q *x^4-14688*a^2*b*c*g^3*r*x^4-6796*a^2*b*c*g^2*p^2*x^4-13512*a^2*b*c*g^2*p*q*x^4 -27888*a^2*b*c*g^2*p*r*x^4-6716*a^2*b*c*g^2*q^2*x^4-27768*a^2*b*c*g^2*q*r*x^4-\ 17208*a^2*b*c*g^2*r^2*x^4-2596*a^2*b*c*g*p^3*x^4-7636*a^2*b*c*g*p^2*q*x^4-14208 *a^2*b*c*g*p^2*r*x^4-7508*a^2*b*c*g*p*q^2*x^4-27936*a^2*b*c*g*p*q*r*x^4-15048*a ^2*b*c*g*p*r^2*x^4-2468*a^2*b*c*g*q^3*x^4-13764*a^2*b*c*g*q^2*r*x^4-14904*a^2*b *c*g*q*r^2*x^4-3360*a^2*b*c*g*r^3*x^4-296*a^2*b*c*p^4*x^4-1144*a^2*b*c*p^3*q*x^ 4-1968*a^2*b*c*p^3*r*x^4-1668*a^2*b*c*p^2*q^2*x^4-5712*a^2*b*c*p^2*q*r*x^4-2736 *a^2*b*c*p^2*r^2*x^4-1088*a^2*b*c*p*q^3*x^4-5556*a^2*b*c*p*q^2*r*x^4-5328*a^2*b *c*p*q*r^2*x^4-960*a^2*b*c*p*r^3*x^4-268*a^2*b*c*q^4*x^4-1812*a^2*b*c*q^3*r*x^4 -2592*a^2*b*c*q^2*r^2*x^4-960*a^2*b*c*q*r^3*x^4-624*a^2*b*g^4*p*x^4-624*a^2*b*g ^4*q*x^4-1872*a^2*b*g^4*r*x^4-1242*a^2*b*g^3*p^2*x^4-2484*a^2*b*g^3*p*q*x^4-\ 5634*a^2*b*g^3*p*r*x^4-1242*a^2*b*g^3*q^2*x^4-5634*a^2*b*g^3*q*r*x^4-3816*a^2*b *g^3*r^2*x^4-844*a^2*b*g^2*p^3*x^4-2512*a^2*b*g^2*p^2*q*x^4-4908*a^2*b*g^2*p^2* r*x^4-2492*a^2*b*g^2*p*q^2*x^4-9756*a^2*b*g^2*p*q*r*x^4-5544*a^2*b*g^2*p*r^2*x^ 4-824*a^2*b*g^2*q^3*x^4-4848*a^2*b*g^2*q^2*r*x^4-5544*a^2*b*g^2*q*r^2*x^4-1320* a^2*b*g^2*r^3*x^4-226*a^2*b*g*p^4*x^4-884*a^2*b*g*p^3*q*x^4-1560*a^2*b*g*p^3*r* x^4-1302*a^2*b*g*p^2*q^2*x^4-4584*a^2*b*g*p^2*q*r*x^4-2268*a^2*b*g*p^2*r^2*x^4-\ 856*a^2*b*g*p*q^3*x^4-4506*a^2*b*g*p*q^2*r*x^4-4464*a^2*b*g*p*q*r^2*x^4-840*a^2 *b*g*p*r^3*x^4-212*a^2*b*g*q^4*x^4-1482*a^2*b*g*q^3*r*x^4-2196*a^2*b*g*q^2*r^2* x^4-840*a^2*b*g*q*r^3*x^4-18*a^2*b*p^5*x^4-90*a^2*b*p^4*q*x^4-144*a^2*b*p^4*r*x ^4-180*a^2*b*p^3*q^2*x^4-576*a^2*b*p^3*q*r*x^4-252*a^2*b*p^3*r^2*x^4-180*a^2*b* p^2*q^3*x^4-864*a^2*b*p^2*q^2*r*x^4-756*a^2*b*p^2*q*r^2*x^4-120*a^2*b*p^2*r^3*x ^4-90*a^2*b*p*q^4*x^4-576*a^2*b*p*q^3*r*x^4-756*a^2*b*p*q^2*r^2*x^4-240*a^2*b*p *q*r^3*x^4-18*a^2*b*q^5*x^4-144*a^2*b*q^4*r*x^4-252*a^2*b*q^3*r^2*x^4-120*a^2*b *q^2*r^3*x^4-448*a^2*c^6*x^4-2752*a^2*c^5*g*x^4-1120*a^2*c^5*p*x^4-800*a^2*c^5* q*x^4-1728*a^2*c^5*r*x^4-5120*a^2*c^4*g^2*x^4-5392*a^2*c^4*g*p*x^4-4816*a^2*c^4 *g*q*x^4-9648*a^2*c^4*g*r*x^4-1120*a^2*c^4*p^2*x^4-1600*a^2*c^4*p*q*x^4-3456*a^ 2*c^4*p*r*x^4-528*a^2*c^4*q^2*x^4-2304*a^2*c^4*q*r*x^4-1440*a^2*c^4*r^2*x^4-\ 4112*a^2*c^3*g^3*x^4-8008*a^2*c^3*g^2*p*x^4-7672*a^2*c^3*g^2*q*x^4-15576*a^2*c^ 3*g^2*r*x^4-4120*a^2*c^3*g*p^2*x^4-7280*a^2*c^3*g*p*q*x^4-14280*a^2*c^3*g*p*r*x ^4-3224*a^2*c^3*g*q^2*x^4-12600*a^2*c^3*g*q*r*x^4-7152*a^2*c^3*g*r^2*x^4-560*a^ 2*c^3*p^3*x^4-1200*a^2*c^3*p^2*q*x^4-2592*a^2*c^3*p^2*r*x^4-792*a^2*c^3*p*q^2*x ^4-3456*a^2*c^3*p*q*r*x^4-2160*a^2*c^3*p*r^2*x^4-152*a^2*c^3*q^3*x^4-1008*a^2*c ^3*q^2*r*x^4-1296*a^2*c^3*q*r^2*x^4-320*a^2*c^3*r^3*x^4-1508*a^2*c^2*g^4*x^4-\ 4940*a^2*c^2*g^3*p*x^4-4876*a^2*c^2*g^3*q*x^4-10452*a^2*c^2*g^3*r*x^4-4596*a^2* c^2*g^2*p^2*x^4-8744*a^2*c^2*g^2*p*q*x^4-17172*a^2*c^2*g^2*p*r*x^4-4168*a^2*c^2 *g^2*q^2*x^4-16428*a^2*c^2*g^2*q*r*x^4-9480*a^2*c^2*g^2*r^2*x^4-1516*a^2*c^2*g* p^3*x^4-3980*a^2*c^2*g*p^2*q*x^4-7632*a^2*c^2*g*p^2*r*x^4-3488*a^2*c^2*g*p*q^2* x^4-13272*a^2*c^2*g*p*q*r*x^4-7224*a^2*c^2*g*p*r^2*x^4-1024*a^2*c^2*g*q^3*x^4-\ 5772*a^2*c^2*g*q^2*r*x^4-6312*a^2*c^2*g*q*r^2*x^4-1360*a^2*c^2*g*r^3*x^4-140*a^ 2*c^2*p^4*x^4-400*a^2*c^2*p^3*q*x^4-864*a^2*c^2*p^3*r*x^4-396*a^2*c^2*p^2*q^2*x ^4-1728*a^2*c^2*p^2*q*r*x^4-1080*a^2*c^2*p^2*r^2*x^4-152*a^2*c^2*p*q^3*x^4-1008 *a^2*c^2*p*q^2*r*x^4-1296*a^2*c^2*p*q*r^2*x^4-320*a^2*c^2*p*r^3*x^4-16*a^2*c^2* q^4*x^4-144*a^2*c^2*q^3*r*x^4-288*a^2*c^2*q^2*r^2*x^4-160*a^2*c^2*q*r^3*x^4-208 *a^2*c*g^5*x^4-1280*a^2*c*g^4*p*x^4-1280*a^2*c*g^4*q*x^4-3054*a^2*c*g^4*r*x^4-\ 1934*a^2*c*g^3*p^2*x^4-3804*a^2*c*g^3*p*q*x^4-7818*a^2*c*g^3*p*r*x^4-1870*a^2*c *g^3*q^2*x^4-7722*a^2*c*g^3*q*r*x^4-4716*a^2*c*g^3*r^2*x^4-1142*a^2*c*g^2*p^3*x ^4-3230*a^2*c*g^2*p^2*q*x^4-6120*a^2*c*g^2*p^2*r*x^4-3054*a^2*c*g^2*p*q^2*x^4-\ 11580*a^2*c*g^2*p*q*r*x^4-6276*a^2*c*g^2*p*r^2*x^4-966*a^2*c*g^2*q^3*x^4-5490*a ^2*c*g^2*q^2*r*x^4-6036*a^2*c*g^2*q*r^2*x^4-1320*a^2*c*g^2*r^3*x^4-262*a^2*c*g* p^4*x^4-912*a^2*c*g*p^3*q*x^4-1704*a^2*c*g*p^3*r*x^4-1192*a^2*c*g*p^2*q^2*x^4-\ 4392*a^2*c*g*p^2*q*r*x^4-2292*a^2*c*g*p^2*r^2*x^4-696*a^2*c*g*p*q^3*x^4-3774*a^ 2*c*g*p*q^2*r*x^4-3912*a^2*c*g*p*q*r^2*x^4-760*a^2*c*g*p*r^3*x^4-154*a^2*c*g*q^ 4*x^4-1086*a^2*c*g*q^3*r*x^4-1656*a^2*c*g*q^2*r^2*x^4-680*a^2*c*g*q*r^3*x^4-14* a^2*c*p^5*x^4-50*a^2*c*p^4*q*x^4-108*a^2*c*p^4*r*x^4-66*a^2*c*p^3*q^2*x^4-288*a ^2*c*p^3*q*r*x^4-180*a^2*c*p^3*r^2*x^4-38*a^2*c*p^2*q^3*x^4-252*a^2*c*p^2*q^2*r *x^4-324*a^2*c*p^2*q*r^2*x^4-80*a^2*c*p^2*r^3*x^4-8*a^2*c*p*q^4*x^4-72*a^2*c*p* q^3*r*x^4-144*a^2*c*p*q^2*r^2*x^4-80*a^2*c*p*q*r^3*x^4-104*a^2*g^5*p*x^4-104*a^ 2*g^5*q*x^4-312*a^2*g^5*r*x^4-263*a^2*g^4*p^2*x^4-526*a^2*g^4*p*q*x^4-1185*a^2* g^4*p*r*x^4-263*a^2*g^4*q^2*x^4-1185*a^2*g^4*q*r*x^4-792*a^2*g^4*r^2*x^4-246*a^ 2*g^3*p^3*x^4-722*a^2*g^3*p^2*q*x^4-1413*a^2*g^3*p^2*r*x^4-706*a^2*g^3*p*q^2*x^ 4-2778*a^2*g^3*p*q*r*x^4-1566*a^2*g^3*p*r^2*x^4-230*a^2*g^3*q^3*x^4-1365*a^2*g^ 3*q^2*r*x^4-1566*a^2*g^3*q*r^2*x^4-360*a^2*g^3*r^3*x^4-103*a^2*g^2*p^4*x^4-384* a^2*g^2*p^3*q*x^4-702*a^2*g^2*p^3*r*x^4-539*a^2*g^2*p^2*q^2*x^4-1962*a^2*g^2*p^ 2*q*r*x^4-1002*a^2*g^2*p^2*r^2*x^4-338*a^2*g^2*p*q^3*x^4-1833*a^2*g^2*p*q^2*r*x ^4-1884*a^2*g^2*p*q*r^2*x^4-360*a^2*g^2*p*r^3*x^4-80*a^2*g^2*q^4*x^4-573*a^2*g^ 2*q^3*r*x^4-882*a^2*g^2*q^2*r^2*x^4-360*a^2*g^2*q*r^3*x^4-16*a^2*g*p^5*x^4-70*a ^2*g*p^4*q*x^4-126*a^2*g*p^4*r*x^4-123*a^2*g*p^3*q^2*x^4-432*a^2*g*p^3*q*r*x^4-\ 216*a^2*g*p^3*r^2*x^4-109*a^2*g*p^2*q^3*x^4-558*a^2*g*p^2*q^2*r*x^4-540*a^2*g*p ^2*q*r^2*x^4-100*a^2*g*p^2*r^3*x^4-49*a^2*g*p*q^4*x^4-324*a^2*g*p*q^3*r*x^4-450 *a^2*g*p*q^2*r^2*x^4-160*a^2*g*p*q*r^3*x^4-9*a^2*g*q^5*x^4-72*a^2*g*q^4*r*x^4-\ 126*a^2*g*q^3*r^2*x^4-60*a^2*g*q^2*r^3*x^4-64*a*b^6*c*x^4-32*a*b^6*p*x^4-32*a*b ^6*q*x^4-96*a*b^6*r*x^4-576*a*b^5*c^2*x^4-480*a*b^5*c*g*x^4-480*a*b^5*c*p*x^4-\ 480*a*b^5*c*q*x^4-1152*a*b^5*c*r*x^4-240*a*b^5*g*p*x^4-240*a*b^5*g*q*x^4-720*a* b^5*g*r*x^4-96*a*b^5*p^2*x^4-192*a*b^5*p*q*x^4-432*a*b^5*p*r*x^4-96*a*b^5*q^2*x ^4-432*a*b^5*q*r*x^4-288*a*b^5*r^2*x^4-2176*a*b^4*c^3*x^4-3552*a*b^4*c^2*g*x^4-\ 2528*a*b^4*c^2*p*x^4-2528*a*b^4*c^2*q*x^4-5376*a*b^4*c^2*r*x^4-1312*a*b^4*c*g^2 *x^4-2976*a*b^4*c*g*p*x^4-2976*a*b^4*c*g*q*x^4-7104*a*b^4*c*g*r*x^4-944*a*b^4*c *p^2*x^4-1888*a*b^4*c*p*q*x^4-3840*a*b^4*c*p*r*x^4-944*a*b^4*c*q^2*x^4-3840*a*b ^4*c*q*r*x^4-2304*a*b^4*c*r^2*x^4-656*a*b^4*g^2*p*x^4-656*a*b^4*g^2*q*x^4-1968* a*b^4*g^2*r*x^4-600*a*b^4*g*p^2*x^4-1200*a*b^4*g*p*q*x^4-2688*a*b^4*g*p*r*x^4-\ 600*a*b^4*g*q^2*x^4-2688*a*b^4*g*q*r*x^4-1776*a*b^4*g*r^2*x^4-112*a*b^4*p^3*x^4 -336*a*b^4*p^2*q*x^4-648*a*b^4*p^2*r*x^4-336*a*b^4*p*q^2*x^4-1296*a*b^4*p*q*r*x ^4-720*a*b^4*p*r^2*x^4-112*a*b^4*q^3*x^4-648*a*b^4*q^2*r*x^4-720*a*b^4*q*r^2*x^ 4-160*a*b^4*r^3*x^4-4032*a*b^3*c^4*x^4-9984*a*b^3*c^3*g*x^4-5984*a*b^3*c^3*p*x^ 4-6112*a*b^3*c^3*q*x^4-12096*a*b^3*c^3*r*x^4-7504*a*b^3*c^2*g^2*x^4-11696*a*b^3 *c^2*g*p*x^4-11760*a*b^3*c^2*g*q*x^4-25104*a*b^3*c^2*g*r*x^4-3232*a*b^3*c^2*p^2 *x^4-6592*a*b^3*c^2*p*q*x^4-12576*a*b^3*c^2*p*r*x^4-3360*a*b^3*c^2*q^2*x^4-\ 12768*a*b^3*c^2*q*r*x^4-7200*a*b^3*c^2*r^2*x^4-1760*a*b^3*c*g^3*x^4-6304*a*b^3* c*g^2*p*x^4-6304*a*b^3*c*g^2*q*x^4-15096*a*b^3*c*g^2*r*x^4-4424*a*b^3*c*g*p^2*x ^4-8912*a*b^3*c*g*p*q*x^4-18168*a*b^3*c*g*p*r*x^4-4488*a*b^3*c*g*q^2*x^4-18264* a*b^3*c*g*q*r*x^4-11088*a*b^3*c*g*r^2*x^4-752*a*b^3*c*p^3*x^4-2288*a*b^3*c*p^2* q*x^4-4176*a*b^3*c*p^2*r*x^4-2320*a*b^3*c*p*q^2*x^4-8448*a*b^3*c*p*q*r*x^4-4464 *a*b^3*c*p*r^2*x^4-784*a*b^3*c*q^3*x^4-4272*a*b^3*c*q^2*r*x^4-4464*a*b^3*c*q*r^ 2*x^4-960*a*b^3*c*r^3*x^4-880*a*b^3*g^3*p*x^4-880*a*b^3*g^3*q*x^4-2640*a*b^3*g^ 3*r*x^4-1276*a*b^3*g^2*p^2*x^4-2552*a*b^3*g^2*p*q*x^4-5748*a*b^3*g^2*p*r*x^4-\ 1276*a*b^3*g^2*q^2*x^4-5748*a*b^3*g^2*q*r*x^4-3840*a*b^3*g^2*r^2*x^4-536*a*b^3* g*p^3*x^4-1624*a*b^3*g*p^2*q*x^4-3132*a*b^3*g*p^2*r*x^4-1640*a*b^3*g*p*q^2*x^4-\ 6312*a*b^3*g*p*q*r*x^4-3528*a*b^3*g*p*r^2*x^4-552*a*b^3*g*q^3*x^4-3180*a*b^3*g* q^2*r*x^4-3528*a*b^3*g*q*r^2*x^4-800*a*b^3*g*r^3*x^4-64*a*b^3*p^4*x^4-256*a*b^3 *p^3*q*x^4-444*a*b^3*p^3*r*x^4-384*a*b^3*p^2*q^2*x^4-1332*a*b^3*p^2*q*r*x^4-648 *a*b^3*p^2*r^2*x^4-256*a*b^3*p*q^3*x^4-1332*a*b^3*p*q^2*r*x^4-1296*a*b^3*p*q*r^ 2*x^4-240*a*b^3*p*r^3*x^4-64*a*b^3*q^4*x^4-444*a*b^3*q^3*r*x^4-648*a*b^3*q^2*r^ 2*x^4-240*a*b^3*q*r^3*x^4-3648*a*b^2*c^5*x^4-12672*a*b^2*c^4*g*x^4-6592*a*b^2*c ^4*p*x^4-6848*a*b^2*c^4*q*x^4-12960*a*b^2*c^4*r*x^4-14928*a*b^2*c^3*g^2*x^4-\ 19056*a*b^2*c^3*g*p*x^4-19344*a*b^2*c^3*g*q*x^4-38736*a*b^2*c^3*g*r*x^4-4640*a* b^2*c^3*p^2*x^4-9600*a*b^2*c^3*p*q*x^4-17520*a*b^2*c^3*p*r*x^4-5008*a*b^2*c^3*q ^2*x^4-18192*a*b^2*c^3*q*r*x^4-9792*a*b^2*c^3*r^2*x^4-7248*a*b^2*c^2*g^3*x^4-\ 17600*a*b^2*c^2*g^2*p*x^4-17680*a*b^2*c^2*g^2*q*x^4-38016*a*b^2*c^2*g^2*r*x^4-\ 10448*a*b^2*c^2*g*p^2*x^4-21216*a*b^2*c^2*g*p*q*x^4-40824*a*b^2*c^2*g*p*r*x^4-\ 10792*a*b^2*c^2*g*q^2*x^4-41400*a*b^2*c^2*g*q*r*x^4-23760*a*b^2*c^2*g*r^2*x^4-\ 1592*a*b^2*c^2*p^3*x^4-4904*a*b^2*c^2*p^2*q*x^4-8568*a*b^2*c^2*p^2*r*x^4-5080*a *b^2*c^2*p*q^2*x^4-17712*a*b^2*c^2*p*q*r*x^4-8928*a*b^2*c^2*p*r^2*x^4-1768*a*b^ 2*c^2*q^3*x^4-9216*a*b^2*c^2*q^2*r*x^4-9216*a*b^2*c^2*q*r^2*x^4-1920*a*b^2*c^2* r^3*x^4-1248*a*b^2*c*g^4*x^4-6108*a*b^2*c*g^3*p*x^4-6108*a*b^2*c*g^3*q*x^4-\ 14688*a*b^2*c*g^3*r*x^4-6716*a*b^2*c*g^2*p^2*x^4-13512*a*b^2*c*g^2*p*q*x^4-\ 27768*a*b^2*c*g^2*p*r*x^4-6796*a*b^2*c*g^2*q^2*x^4-27888*a*b^2*c*g^2*q*r*x^4-\ 17208*a*b^2*c*g^2*r^2*x^4-2468*a*b^2*c*g*p^3*x^4-7508*a*b^2*c*g*p^2*q*x^4-13764 *a*b^2*c*g*p^2*r*x^4-7636*a*b^2*c*g*p*q^2*x^4-27936*a*b^2*c*g*p*q*r*x^4-14904*a *b^2*c*g*p*r^2*x^4-2596*a*b^2*c*g*q^3*x^4-14208*a*b^2*c*g*q^2*r*x^4-15048*a*b^2 *c*g*q*r^2*x^4-3360*a*b^2*c*g*r^3*x^4-268*a*b^2*c*p^4*x^4-1088*a*b^2*c*p^3*q*x^ 4-1812*a*b^2*c*p^3*r*x^4-1668*a*b^2*c*p^2*q^2*x^4-5556*a*b^2*c*p^2*q*r*x^4-2592 *a*b^2*c*p^2*r^2*x^4-1144*a*b^2*c*p*q^3*x^4-5712*a*b^2*c*p*q^2*r*x^4-5328*a*b^2 *c*p*q*r^2*x^4-960*a*b^2*c*p*r^3*x^4-296*a*b^2*c*q^4*x^4-1968*a*b^2*c*q^3*r*x^4 -2736*a*b^2*c*q^2*r^2*x^4-960*a*b^2*c*q*r^3*x^4-624*a*b^2*g^4*p*x^4-624*a*b^2*g ^4*q*x^4-1872*a*b^2*g^4*r*x^4-1242*a*b^2*g^3*p^2*x^4-2484*a*b^2*g^3*p*q*x^4-\ 5634*a*b^2*g^3*p*r*x^4-1242*a*b^2*g^3*q^2*x^4-5634*a*b^2*g^3*q*r*x^4-3816*a*b^2 *g^3*r^2*x^4-824*a*b^2*g^2*p^3*x^4-2492*a*b^2*g^2*p^2*q*x^4-4848*a*b^2*g^2*p^2* r*x^4-2512*a*b^2*g^2*p*q^2*x^4-9756*a*b^2*g^2*p*q*r*x^4-5544*a*b^2*g^2*p*r^2*x^ 4-844*a*b^2*g^2*q^3*x^4-4908*a*b^2*g^2*q^2*r*x^4-5544*a*b^2*g^2*q*r^2*x^4-1320* a*b^2*g^2*r^3*x^4-212*a*b^2*g*p^4*x^4-856*a*b^2*g*p^3*q*x^4-1482*a*b^2*g*p^3*r* x^4-1302*a*b^2*g*p^2*q^2*x^4-4506*a*b^2*g*p^2*q*r*x^4-2196*a*b^2*g*p^2*r^2*x^4-\ 884*a*b^2*g*p*q^3*x^4-4584*a*b^2*g*p*q^2*r*x^4-4464*a*b^2*g*p*q*r^2*x^4-840*a*b ^2*g*p*r^3*x^4-226*a*b^2*g*q^4*x^4-1560*a*b^2*g*q^3*r*x^4-2268*a*b^2*g*q^2*r^2* x^4-840*a*b^2*g*q*r^3*x^4-18*a*b^2*p^5*x^4-90*a*b^2*p^4*q*x^4-144*a*b^2*p^4*r*x ^4-180*a*b^2*p^3*q^2*x^4-576*a*b^2*p^3*q*r*x^4-252*a*b^2*p^3*r^2*x^4-180*a*b^2* p^2*q^3*x^4-864*a*b^2*p^2*q^2*r*x^4-756*a*b^2*p^2*q*r^2*x^4-120*a*b^2*p^2*r^3*x ^4-90*a*b^2*p*q^4*x^4-576*a*b^2*p*q^3*r*x^4-756*a*b^2*p*q^2*r^2*x^4-240*a*b^2*p *q*r^3*x^4-18*a*b^2*q^5*x^4-144*a*b^2*q^4*r*x^4-252*a*b^2*q^3*r^2*x^4-120*a*b^2 *q^2*r^3*x^4-1408*a*b*c^6*x^4-6912*a*b*c^5*g*x^4-3072*a*b*c^5*p*x^4-3072*a*b*c^ 5*q*x^4-5760*a*b*c^5*r*x^4-11840*a*b*c^4*g^2*x^4-12832*a*b*c^4*g*p*x^4-12832*a* b*c^4*g*q*x^4-24864*a*b*c^4*g*r*x^4-2736*a*b*c^4*p^2*x^4-5376*a*b*c^4*p*q*x^4-\ 9792*a*b*c^4*p*r*x^4-2736*a*b*c^4*q^2*x^4-9792*a*b*c^4*q*r*x^4-5184*a*b*c^4*r^2 *x^4-9152*a*b*c^3*g^3*x^4-18080*a*b*c^3*g^2*p*x^4-18080*a*b*c^3*g^2*q*x^4-36624 *a*b*c^3*g^2*r*x^4-9296*a*b*c^3*g*p^2*x^4-18464*a*b*c^3*g*p*q*x^4-34560*a*b*c^3 *g*p*r*x^4-9296*a*b*c^3*g*q^2*x^4-34560*a*b*c^3*g*q*r*x^4-19104*a*b*c^3*g*r^2*x ^4-1272*a*b*c^3*p^3*x^4-3672*a*b*c^3*p^2*q*x^4-6480*a*b*c^3*p^2*r*x^4-3672*a*b* c^3*p*q^2*x^4-12672*a*b*c^3*p*q*r*x^4-6336*a*b*c^3*p*r^2*x^4-1272*a*b*c^3*q^3*x ^4-6480*a*b*c^3*q^2*r*x^4-6336*a*b*c^3*q*r^2*x^4-1280*a*b*c^3*r^3*x^4-3288*a*b* c^2*g^4*x^4-10888*a*b*c^2*g^3*p*x^4-10888*a*b*c^2*g^3*q*x^4-23544*a*b*c^2*g^3*r *x^4-10092*a*b*c^2*g^2*p^2*x^4-20144*a*b*c^2*g^2*p*q*x^4-39264*a*b*c^2*g^2*p*r* x^4-10092*a*b*c^2*g^2*q^2*x^4-39264*a*b*c^2*g^2*q*r*x^4-22896*a*b*c^2*g^2*r^2*x ^4-3276*a*b*c^2*g*p^3*x^4-9676*a*b*c^2*g*p^2*q*x^4-17388*a*b*c^2*g*p^2*r*x^4-\ 9676*a*b*c^2*g*p*q^2*x^4-34512*a*b*c^2*g*p*q*r*x^4-17856*a*b*c^2*g*p*r^2*x^4-\ 3276*a*b*c^2*g*q^3*x^4-17388*a*b*c^2*g*q^2*r*x^4-17856*a*b*c^2*g*q*r^2*x^4-3840 *a*b*c^2*g*r^3*x^4-324*a*b*c^2*p^4*x^4-1224*a*b*c^2*p^3*q*x^4-2088*a*b*c^2*p^3* r*x^4-1800*a*b*c^2*p^2*q^2*x^4-5976*a*b*c^2*p^2*q*r*x^4-2808*a*b*c^2*p^2*r^2*x^ 4-1224*a*b*c^2*p*q^3*x^4-5976*a*b*c^2*p*q^2*r*x^4-5472*a*b*c^2*p*q*r^2*x^4-960* a*b*c^2*p*r^3*x^4-324*a*b*c^2*q^4*x^4-2088*a*b*c^2*q^3*r*x^4-2808*a*b*c^2*q^2*r ^2*x^4-960*a*b*c^2*q*r^3*x^4-448*a*b*c*g^5*x^4-2784*a*b*c*g^4*p*x^4-2784*a*b*c* g^4*q*x^4-6708*a*b*c*g^4*r*x^4-4204*a*b*c*g^3*p^2*x^4-8408*a*b*c*g^3*p*q*x^4-\ 17412*a*b*c*g^3*p*r*x^4-4204*a*b*c*g^3*q^2*x^4-17412*a*b*c*g^3*q*r*x^4-10872*a* b*c*g^3*r^2*x^4-2432*a*b*c*g^2*p^3*x^4-7256*a*b*c*g^2*p^2*q*x^4-13506*a*b*c*g^2 *p^2*r*x^4-7256*a*b*c*g^2*p*q^2*x^4-26952*a*b*c*g^2*p*q*r*x^4-14616*a*b*c*g^2*p *r^2*x^4-2432*a*b*c*g^2*q^3*x^4-13506*a*b*c*g^2*q^2*r*x^4-14616*a*b*c*g^2*q*r^2 *x^4-3360*a*b*c*g^2*r^3*x^4-560*a*b*c*g*p^4*x^4-2184*a*b*c*g*p^3*q*x^4-3750*a*b *c*g*p^3*r*x^4-3248*a*b*c*g*p^2*q^2*x^4-11046*a*b*c*g*p^2*q*r*x^4-5292*a*b*c*g* p^2*r^2*x^4-2184*a*b*c*g*p*q^3*x^4-11046*a*b*c*g*p*q^2*r*x^4-10512*a*b*c*g*p*q* r^2*x^4-1920*a*b*c*g*p*r^3*x^4-560*a*b*c*g*q^4*x^4-3750*a*b*c*g*q^3*r*x^4-5292* a*b*c*g*q^2*r^2*x^4-1920*a*b*c*g*q*r^3*x^4-42*a*b*c*p^5*x^4-198*a*b*c*p^4*q*x^4 -324*a*b*c*p^4*r*x^4-384*a*b*c*p^3*q^2*x^4-1224*a*b*c*p^3*q*r*x^4-540*a*b*c*p^3 *r^2*x^4-384*a*b*c*p^2*q^3*x^4-1800*a*b*c*p^2*q^2*r*x^4-1548*a*b*c*p^2*q*r^2*x^ 4-240*a*b*c*p^2*r^3*x^4-198*a*b*c*p*q^4*x^4-1224*a*b*c*p*q^3*r*x^4-1548*a*b*c*p *q^2*r^2*x^4-480*a*b*c*p*q*r^3*x^4-42*a*b*c*q^5*x^4-324*a*b*c*q^4*r*x^4-540*a*b *c*q^3*r^2*x^4-240*a*b*c*q^2*r^3*x^4-224*a*b*g^5*p*x^4-224*a*b*g^5*q*x^4-672*a* b*g^5*r*x^4-570*a*b*g^4*p^2*x^4-1140*a*b*g^4*p*q*x^4-2598*a*b*g^4*p*r*x^4-570*a *b*g^4*q^2*x^4-2598*a*b*g^4*q*r*x^4-1776*a*b*g^4*r^2*x^4-524*a*b*g^3*p^3*x^4-\ 1572*a*b*g^3*p^2*q*x^4-3090*a*b*g^3*p^2*r*x^4-1572*a*b*g^3*p*q^2*x^4-6180*a*b*g ^3*p*q*r*x^4-3564*a*b*g^3*p*r^2*x^4-524*a*b*g^3*q^3*x^4-3090*a*b*g^3*q^2*r*x^4-\ 3564*a*b*g^3*q*r^2*x^4-880*a*b*g^3*r^3*x^4-213*a*b*g^2*p^4*x^4-842*a*b*g^2*p^3* q*x^4-1485*a*b*g^2*p^3*r*x^4-1258*a*b*g^2*p^2*q^2*x^4-4425*a*b*g^2*p^2*q*r*x^4-\ 2196*a*b*g^2*p^2*r^2*x^4-842*a*b*g^2*p*q^3*x^4-4425*a*b*g^2*p*q^2*r*x^4-4392*a* b*g^2*p*q*r^2*x^4-840*a*b*g^2*p*r^3*x^4-213*a*b*g^2*q^4*x^4-1485*a*b*g^2*q^3*r* x^4-2196*a*b*g^2*q^2*r^2*x^4-840*a*b*g^2*q*r^3*x^4-37*a*b*g*p^5*x^4-179*a*b*g*p ^4*q*x^4-294*a*b*g*p^4*r*x^4-352*a*b*g*p^3*q^2*x^4-1140*a*b*g*p^3*q*r*x^4-510*a *b*g*p^3*r^2*x^4-352*a*b*g*p^2*q^3*x^4-1692*a*b*g*p^2*q^2*r*x^4-1494*a*b*g*p^2* q*r^2*x^4-240*a*b*g*p^2*r^3*x^4-179*a*b*g*p*q^4*x^4-1140*a*b*g*p*q^3*r*x^4-1494 *a*b*g*p*q^2*r^2*x^4-480*a*b*g*p*q*r^3*x^4-37*a*b*g*q^5*x^4-294*a*b*g*q^4*r*x^4 -510*a*b*g*q^3*r^2*x^4-240*a*b*g*q^2*r^3*x^4-2*a*b*p^6*x^4-12*a*b*p^5*q*x^4-18* a*b*p^5*r*x^4-30*a*b*p^4*q^2*x^4-90*a*b*p^4*q*r*x^4-36*a*b*p^4*r^2*x^4-40*a*b*p ^3*q^3*x^4-180*a*b*p^3*q^2*r*x^4-144*a*b*p^3*q*r^2*x^4-20*a*b*p^3*r^3*x^4-30*a* b*p^2*q^4*x^4-180*a*b*p^2*q^3*r*x^4-216*a*b*p^2*q^2*r^2*x^4-60*a*b*p^2*q*r^3*x^ 4-12*a*b*p*q^5*x^4-90*a*b*p*q^4*r*x^4-144*a*b*p*q^3*r^2*x^4-60*a*b*p*q^2*r^3*x^ 4-2*a*b*q^6*x^4-18*a*b*q^5*r*x^4-36*a*b*q^4*r^2*x^4-20*a*b*q^3*r^3*x^4-128*a*c^ 7*x^4-1152*a*c^6*g*x^4-384*a*c^6*p*x^4-256*a*c^6*q*x^4-576*a*c^6*r*x^4-3008*a*c ^5*g^2*x^4-2688*a*c^5*g*p*x^4-2368*a*c^5*g*q*x^4-4704*a*c^5*g*r*x^4-480*a*c^5*p ^2*x^4-640*a*c^5*p*q*x^4-1440*a*c^5*p*r*x^4-192*a*c^5*q^2*x^4-864*a*c^5*q*r*x^4 -576*a*c^5*r^2*x^4-3456*a*c^4*g^3*x^4-5792*a*c^4*g^2*p*x^4-5504*a*c^4*g^2*q*x^4 -10896*a*c^4*g^2*r*x^4-2568*a*c^4*g*p^2*x^4-4416*a*c^4*g*p*q*x^4-8688*a*c^4*g*p *r*x^4-1944*a*c^4*g*q^2*x^4-7440*a*c^4*g*q*r*x^4-4224*a*c^4*g*r^2*x^4-320*a*c^4 *p^3*x^4-640*a*c^4*p^2*q*x^4-1440*a*c^4*p^2*r*x^4-384*a*c^4*p*q^2*x^4-1728*a*c^ 4*p*q*r*x^4-1152*a*c^4*p*r^2*x^4-64*a*c^4*q^3*x^4-432*a*c^4*q^2*r*x^4-576*a*c^4 *q*r^2*x^4-160*a*c^4*r^3*x^4-1992*a*c^3*g^4*x^4-5392*a*c^3*g^3*p*x^4-5280*a*c^3 *g^3*q*x^4-10776*a*c^3*g^3*r*x^4-4376*a*c^3*g^2*p^2*x^4-8208*a*c^3*g^2*p*q*x^4-\ 15840*a*c^3*g^2*p*r*x^4-3904*a*c^3*g^2*q^2*x^4-14928*a*c^3*g^2*q*r*x^4-8448*a*c ^3*g^2*r^2*x^4-1276*a*c^3*g*p^3*x^4-3212*a*c^3*g*p^2*q*x^4-6264*a*c^3*g*p^2*r*x ^4-2748*a*c^3*g*p*q^2*x^4-10368*a*c^3*g*p*q*r*x^4-5760*a*c^3*g*p*r^2*x^4-812*a* c^3*g*q^3*x^4-4416*a*c^3*g*q^2*r*x^4-4704*a*c^3*g*q*r^2*x^4-1040*a*c^3*g*r^3*x^ 4-120*a*c^3*p^4*x^4-320*a*c^3*p^3*q*x^4-720*a*c^3*p^3*r*x^4-288*a*c^3*p^2*q^2*x ^4-1296*a*c^3*p^2*q*r*x^4-864*a*c^3*p^2*r^2*x^4-96*a*c^3*p*q^3*x^4-648*a*c^3*p* q^2*r*x^4-864*a*c^3*p*q*r^2*x^4-240*a*c^3*p*r^3*x^4-8*a*c^3*q^4*x^4-72*a*c^3*q^ 3*r*x^4-144*a*c^3*q^2*r^2*x^4-80*a*c^3*q*r^3*x^4-568*a*c^2*g^5*x^4-2400*a*c^2*g ^4*p*x^4-2384*a*c^2*g^4*q*x^4-5160*a*c^2*g^4*r*x^4-3090*a*c^2*g^3*p^2*x^4-6016* a*c^2*g^3*p*q*x^4-11868*a*c^2*g^3*p*r*x^4-2942*a*c^2*g^3*q^2*x^4-11604*a*c^2*g^ 3*q*r*x^4-6816*a*c^2*g^3*r^2*x^4-1616*a*c^2*g^2*p^3*x^4-4476*a*c^2*g^2*p^2*q*x^ 4-8406*a*c^2*g^2*p^2*r*x^4-4196*a*c^2*g^2*p*q^2*x^4-15552*a*c^2*g^2*p*q*r*x^4-\ 8376*a*c^2*g^2*p*r^2*x^4-1336*a*c^2*g^2*q^3*x^4-7314*a*c^2*g^2*q^2*r*x^4-7800*a *c^2*g^2*q*r^2*x^4-1720*a*c^2*g^2*r^3*x^4-342*a*c^2*g*p^4*x^4-1124*a*c^2*g*p^3* q*x^4-2172*a*c^2*g*p^3*r*x^4-1404*a*c^2*g*p^2*q^2*x^4-5220*a*c^2*g*p^2*q*r*x^4-\ 2844*a*c^2*g*p^2*r^2*x^4-804*a*c^2*g*p*q^3*x^4-4272*a*c^2*g*p*q^2*r*x^4-4416*a* c^2*g*p*q*r^2*x^4-920*a*c^2*g*p*r^3*x^4-182*a*c^2*g*q^4*x^4-1224*a*c^2*g*q^3*r* x^4-1764*a*c^2*g*q^2*r^2*x^4-680*a*c^2*g*q*r^3*x^4-24*a*c^2*p^5*x^4-80*a*c^2*p^ 4*q*x^4-180*a*c^2*p^4*r*x^4-96*a*c^2*p^3*q^2*x^4-432*a*c^2*p^3*q*r*x^4-288*a*c^ 2*p^3*r^2*x^4-48*a*c^2*p^2*q^3*x^4-324*a*c^2*p^2*q^2*r*x^4-432*a*c^2*p^2*q*r^2* x^4-120*a*c^2*p^2*r^3*x^4-8*a*c^2*p*q^4*x^4-72*a*c^2*p*q^3*r*x^4-144*a*c^2*p*q^ 2*r^2*x^4-80*a*c^2*p*q*r^3*x^4-64*a*c*g^6*x^4-484*a*c*g^5*p*x^4-484*a*c*g^5*q*x ^4-1164*a*c*g^5*r*x^4-942*a*c*g^4*p^2*x^4-1868*a*c*g^4*p*q*x^4-3882*a*c*g^4*p*r *x^4-926*a*c*g^4*q^2*x^4-3858*a*c*g^4*q*r*x^4-2412*a*c*g^4*r^2*x^4-769*a*c*g^3* p^3*x^4-2227*a*c*g^3*p^2*q*x^4-4227*a*c*g^3*p^2*r*x^4-2163*a*c*g^3*p*q^2*x^4-\ 8196*a*c*g^3*p*q*r*x^4-4512*a*c*g^3*p*r^2*x^4-705*a*c*g^3*q^3*x^4-3993*a*c*g^3* q^2*r*x^4-4416*a*c*g^3*q*r^2*x^4-1020*a*c*g^3*r^3*x^4-290*a*c*g^2*p^4*x^4-1052* a*c*g^2*p^3*q*x^4-1923*a*c*g^2*p^3*r*x^4-1454*a*c*g^2*p^2*q^2*x^4-5211*a*c*g^2* p^2*q*r*x^4-2670*a*c*g^2*p^2*r^2*x^4-912*a*c*g^2*p*q^3*x^4-4797*a*c*g^2*p*q^2*r *x^4-4824*a*c*g^2*p*q*r^2*x^4-940*a*c*g^2*p*r^3*x^4-220*a*c*g^2*q^4*x^4-1509*a* c*g^2*q^3*r*x^4-2214*a*c*g^2*q^2*r^2*x^4-860*a*c*g^2*q*r^3*x^4-45*a*c*g*p^5*x^4 -183*a*c*g*p^4*q*x^4-348*a*c*g*p^4*r*x^4-300*a*c*g*p^3*q^2*x^4-1092*a*c*g*p^3*q *r*x^4-582*a*c*g*p^3*r^2*x^4-252*a*c*g*p^2*q^3*x^4-1302*a*c*g*p^2*q^2*r*x^4-\ 1302*a*c*g*p^2*q*r^2*x^4-260*a*c*g*p^2*r^3*x^4-111*a*c*g*p*q^4*x^4-720*a*c*g*p* q^3*r*x^4-990*a*c*g*p*q^2*r^2*x^4-360*a*c*g*p*q*r^3*x^4-21*a*c*g*q^5*x^4-162*a* c*g*q^4*r*x^4-270*a*c*g*q^3*r^2*x^4-120*a*c*g*q^2*r^3*x^4-2*a*c*p^6*x^4-8*a*c*p ^5*q*x^4-18*a*c*p^5*r*x^4-12*a*c*p^4*q^2*x^4-54*a*c*p^4*q*r*x^4-36*a*c*p^4*r^2* x^4-8*a*c*p^3*q^3*x^4-54*a*c*p^3*q^2*r*x^4-72*a*c*p^3*q*r^2*x^4-20*a*c*p^3*r^3* x^4-2*a*c*p^2*q^4*x^4-18*a*c*p^2*q^3*r*x^4-36*a*c*p^2*q^2*r^2*x^4-20*a*c*p^2*q* r^3*x^4-32*a*g^6*p*x^4-32*a*g^6*q*x^4-96*a*g^6*r*x^4-100*a*g^5*p^2*x^4-200*a*g^ 5*p*q*x^4-456*a*g^5*p*r*x^4-100*a*g^5*q^2*x^4-456*a*g^5*q*r*x^4-312*a*g^5*r^2*x ^4-120*a*g^4*p^3*x^4-356*a*g^4*p^2*q*x^4-705*a*g^4*p^2*r*x^4-352*a*g^4*p*q^2*x^ 4-1398*a*g^4*p*q*r*x^4-810*a*g^4*p*r^2*x^4-116*a*g^4*q^3*x^4-693*a*g^4*q^2*r*x^ 4-810*a*g^4*q*r^2*x^4-200*a*g^4*r^3*x^4-70*a*g^3*p^4*x^4-267*a*g^3*p^3*q*x^4-\ 486*a*g^3*p^3*r*x^4-385*a*g^3*p^2*q^2*x^4-1395*a*g^3*p^2*q*r*x^4-714*a*g^3*p^2* r^2*x^4-249*a*g^3*p*q^3*x^4-1344*a*g^3*p*q^2*r*x^4-1380*a*g^3*p*q*r^2*x^4-270*a *g^3*p*r^3*x^4-61*a*g^3*q^4*x^4-435*a*g^3*q^3*r*x^4-666*a*g^3*q^2*r^2*x^4-270*a *g^3*q*r^3*x^4-20*a*g^2*p^5*x^4-89*a*g^2*p^4*q*x^4-159*a*g^2*p^4*r*x^4-161*a*g^ 2*p^3*q^2*x^4-558*a*g^2*p^3*q*r*x^4-276*a*g^2*p^3*r^2*x^4-149*a*g^2*p^2*q^3*x^4 -750*a*g^2*p^2*q^2*r*x^4-714*a*g^2*p^2*q*r^2*x^4-130*a*g^2*p^2*r^3*x^4-71*a*g^2 *p*q^4*x^4-462*a*g^2*p*q^3*r*x^4-630*a*g^2*p*q^2*r^2*x^4-220*a*g^2*p*q*r^3*x^4-\ 14*a*g^2*q^5*x^4-111*a*g^2*q^4*r*x^4-192*a*g^2*q^3*r^2*x^4-90*a*g^2*q^2*r^3*x^4 -2*a*g*p^6*x^4-10*a*g*p^5*q*x^4-18*a*g*p^5*r*x^4-21*a*g*p^4*q^2*x^4-72*a*g*p^4* q*r*x^4-36*a*g*p^4*r^2*x^4-24*a*g*p^3*q^3*x^4-117*a*g*p^3*q^2*r*x^4-108*a*g*p^3 *q*r^2*x^4-20*a*g*p^3*r^3*x^4-16*a*g*p^2*q^4*x^4-99*a*g*p^2*q^3*r*x^4-126*a*g*p ^2*q^2*r^2*x^4-40*a*g*p^2*q*r^3*x^4-6*a*g*p*q^5*x^4-45*a*g*p*q^4*r*x^4-72*a*g*p *q^3*r^2*x^4-30*a*g*p*q^2*r^3*x^4-a*g*q^6*x^4-9*a*g*q^5*r*x^4-18*a*g*q^4*r^2*x^ 4-10*a*g*q^3*r^3*x^4-32*b^6*c*g*x^4-16*b^6*g*p*x^4-16*b^6*g*q*x^4-48*b^6*g*r*x^ 4-64*b^5*c^3*x^4-320*b^5*c^2*g*x^4-64*b^5*c^2*p*x^4-64*b^5*c^2*q*x^4-96*b^5*c^2 *r*x^4-160*b^5*c*g^2*x^4-272*b^5*c*g*p*x^4-272*b^5*c*g*q*x^4-624*b^5*c*g*r*x^4-\ 16*b^5*c*p^2*x^4-32*b^5*c*p*q*x^4-48*b^5*c*p*r*x^4-16*b^5*c*q^2*x^4-48*b^5*c*q* r*x^4-80*b^5*g^2*p*x^4-80*b^5*g^2*q*x^4-240*b^5*g^2*r*x^4-56*b^5*g*p^2*x^4-112* b^5*g*p*q*x^4-240*b^5*g*p*r*x^4-56*b^5*g*q^2*x^4-240*b^5*g*q*r*x^4-144*b^5*g*r^ 2*x^4-320*b^4*c^4*x^4-1376*b^4*c^3*g*x^4-416*b^4*c^3*p*x^4-480*b^4*c^3*q*x^4-\ 768*b^4*c^3*r*x^4-1264*b^4*c^2*g^2*x^4-1600*b^4*c^2*g*p*x^4-1632*b^4*c^2*g*q*x^ 4-3264*b^4*c^2*g*r*x^4-176*b^4*c^2*p^2*x^4-416*b^4*c^2*p*q*x^4-672*b^4*c^2*p*r* x^4-240*b^4*c^2*q^2*x^4-768*b^4*c^2*q*r*x^4-288*b^4*c^2*r^2*x^4-328*b^4*c*g^3*x ^4-1072*b^4*c*g^2*p*x^4-1072*b^4*c*g^2*q*x^4-2496*b^4*c*g^2*r*x^4-592*b^4*c*g*p ^2*x^4-1216*b^4*c*g*p*q*x^4-2352*b^4*c*g*p*r*x^4-624*b^4*c*g*q^2*x^4-2400*b^4*c *g*q*r*x^4-1296*b^4*c*g*r^2*x^4-24*b^4*c*p^3*x^4-88*b^4*c*p^2*q*x^4-144*b^4*c*p ^2*r*x^4-104*b^4*c*p*q^2*x^4-336*b^4*c*p*q*r*x^4-144*b^4*c*p*r^2*x^4-40*b^4*c*q ^3*x^4-192*b^4*c*q^2*r*x^4-144*b^4*c*q*r^2*x^4-164*b^4*g^3*p*x^4-164*b^4*g^3*q* x^4-492*b^4*g^3*r*x^4-220*b^4*g^2*p^2*x^4-440*b^4*g^2*p*q*x^4-960*b^4*g^2*p*r*x ^4-220*b^4*g^2*q^2*x^4-960*b^4*g^2*q*r*x^4-600*b^4*g^2*r^2*x^4-68*b^4*g*p^3*x^4 -212*b^4*g*p^2*q*x^4-396*b^4*g*p^2*r*x^4-220*b^4*g*p*q^2*x^4-816*b^4*g*p*q*r*x^ 4-432*b^4*g*p*r^2*x^4-76*b^4*g*q^3*x^4-420*b^4*g*q^2*r*x^4-432*b^4*g*q*r^2*x^4-\ 80*b^4*g*r^3*x^4-576*b^3*c^5*x^4-2816*b^3*c^4*g*x^4-896*b^3*c^4*p*x^4-1152*b^3* c^4*q*x^4-1824*b^3*c^4*r*x^4-3792*b^3*c^3*g^2*x^4-4112*b^3*c^3*g*p*x^4-4400*b^3 *c^3*g*q*x^4-8208*b^3*c^3*g*r*x^4-496*b^3*c^3*p^2*x^4-1344*b^3*c^3*p*q*x^4-2064 *b^3*c^3*p*r*x^4-864*b^3*c^3*q^2*x^4-2736*b^3*c^3*q*r*x^4-1152*b^3*c^3*r^2*x^4-\ 1968*b^3*c^2*g^3*x^4-4464*b^3*c^2*g^2*p*x^4-4544*b^3*c^2*g^2*q*x^4-9408*b^3*c^2 *g^2*r*x^4-2152*b^3*c^2*g*p^2*x^4-4640*b^3*c^2*g*p*q*x^4-8424*b^3*c^2*g*p*r*x^4 -2496*b^3*c^2*g*q^2*x^4-9000*b^3*c^2*g*q*r*x^4-4656*b^3*c^2*g*r^2*x^4-112*b^3*c ^2*p^3*x^4-496*b^3*c^2*p^2*q*x^4-720*b^3*c^2*p^2*r*x^4-672*b^3*c^2*p*q^2*x^4-\ 2064*b^3*c^2*p*q*r*x^4-864*b^3*c^2*p*r^2*x^4-288*b^3*c^2*q^3*x^4-1368*b^3*c^2*q ^2*r*x^4-1152*b^3*c^2*q*r^2*x^4-160*b^3*c^2*r^3*x^4-352*b^3*c*g^4*x^4-1668*b^3* c*g^3*p*x^4-1668*b^3*c*g^3*q*x^4-3936*b^3*c*g^3*r*x^4-1692*b^3*c*g^2*p^2*x^4-\ 3464*b^3*c*g^2*p*q*x^4-6888*b^3*c*g^2*p*r*x^4-1772*b^3*c*g^2*q^2*x^4-7008*b^3*c *g^2*q*r*x^4-4056*b^3*c*g^2*r^2*x^4-472*b^3*c*g*p^3*x^4-1536*b^3*c*g*p^2*q*x^4-\ 2688*b^3*c*g*p^2*r*x^4-1664*b^3*c*g*p*q^2*x^4-5808*b^3*c*g*p*q*r*x^4-2904*b^3*c *g*p*r^2*x^4-600*b^3*c*g*q^3*x^4-3132*b^3*c*g*q^2*r*x^4-3048*b^3*c*g*q*r^2*x^4-\ 560*b^3*c*g*r^3*x^4-8*b^3*c*p^4*x^4-56*b^3*c*p^3*q*x^4-72*b^3*c*p^3*r*x^4-124*b ^3*c*p^2*q^2*x^4-360*b^3*c*p^2*q*r*x^4-144*b^3*c*p^2*r^2*x^4-112*b^3*c*p*q^3*x^ 4-516*b^3*c*p*q^2*r*x^4-432*b^3*c*p*q*r^2*x^4-80*b^3*c*p*r^3*x^4-36*b^3*c*q^4*x ^4-228*b^3*c*q^3*r*x^4-288*b^3*c*q^2*r^2*x^4-80*b^3*c*q*r^3*x^4-176*b^3*g^4*p*x ^4-176*b^3*g^4*q*x^4-528*b^3*g^4*r*x^4-342*b^3*g^3*p^2*x^4-684*b^3*g^3*p*q*x^4-\ 1518*b^3*g^3*p*r*x^4-342*b^3*g^3*q^2*x^4-1518*b^3*g^3*q*r*x^4-984*b^3*g^3*r^2*x ^4-204*b^3*g^2*p^3*x^4-632*b^3*g^2*p^2*q*x^4-1200*b^3*g^2*p^2*r*x^4-652*b^3*g^2 *p*q^2*x^4-2460*b^3*g^2*p*q*r*x^4-1344*b^3*g^2*p*r^2*x^4-224*b^3*g^2*q^3*x^4-\ 1260*b^3*g^2*q^2*r*x^4-1344*b^3*g^2*q*r^2*x^4-280*b^3*g^2*r^3*x^4-36*b^3*g*p^4* x^4-156*b^3*g*p^3*q*x^4-258*b^3*g*p^3*r*x^4-254*b^3*g*p^2*q^2*x^4-846*b^3*g*p^2 *q*r*x^4-396*b^3*g*p^2*r^2*x^4-184*b^3*g*p*q^3*x^4-924*b^3*g*p*q^2*r*x^4-864*b^ 3*g*p*q*r^2*x^4-160*b^3*g*p*r^3*x^4-50*b^3*g*q^4*x^4-336*b^3*g*q^3*r*x^4-468*b^ 3*g*q^2*r^2*x^4-160*b^3*g*q*r^3*x^4-448*b^2*c^6*x^4-2752*b^2*c^5*g*x^4-800*b^2* c^5*p*x^4-1120*b^2*c^5*q*x^4-1728*b^2*c^5*r*x^4-5120*b^2*c^4*g^2*x^4-4816*b^2*c ^4*g*p*x^4-5392*b^2*c^4*g*q*x^4-9648*b^2*c^4*g*r*x^4-528*b^2*c^4*p^2*x^4-1600*b ^2*c^4*p*q*x^4-2304*b^2*c^4*p*r*x^4-1120*b^2*c^4*q^2*x^4-3456*b^2*c^4*q*r*x^4-\ 1440*b^2*c^4*r^2*x^4-4112*b^2*c^3*g^3*x^4-7672*b^2*c^3*g^2*p*x^4-8008*b^2*c^3*g ^2*q*x^4-15576*b^2*c^3*g^2*r*x^4-3224*b^2*c^3*g*p^2*x^4-7280*b^2*c^3*g*p*q*x^4-\ 12600*b^2*c^3*g*p*r*x^4-4120*b^2*c^3*g*q^2*x^4-14280*b^2*c^3*g*q*r*x^4-7152*b^2 *c^3*g*r^2*x^4-152*b^2*c^3*p^3*x^4-792*b^2*c^3*p^2*q*x^4-1008*b^2*c^3*p^2*r*x^4 -1200*b^2*c^3*p*q^2*x^4-3456*b^2*c^3*p*q*r*x^4-1296*b^2*c^3*p*r^2*x^4-560*b^2*c ^3*q^3*x^4-2592*b^2*c^3*q^2*r*x^4-2160*b^2*c^3*q*r^2*x^4-320*b^2*c^3*r^3*x^4-\ 1508*b^2*c^2*g^4*x^4-4876*b^2*c^2*g^3*p*x^4-4940*b^2*c^2*g^3*q*x^4-10452*b^2*c^ 2*g^3*r*x^4-4168*b^2*c^2*g^2*p^2*x^4-8744*b^2*c^2*g^2*p*q*x^4-16428*b^2*c^2*g^2 *p*r*x^4-4596*b^2*c^2*g^2*q^2*x^4-17172*b^2*c^2*g^2*q*r*x^4-9480*b^2*c^2*g^2*r^ 2*x^4-1024*b^2*c^2*g*p^3*x^4-3488*b^2*c^2*g*p^2*q*x^4-5772*b^2*c^2*g*p^2*r*x^4-\ 3980*b^2*c^2*g*p*q^2*x^4-13272*b^2*c^2*g*p*q*r*x^4-6312*b^2*c^2*g*p*r^2*x^4-\ 1516*b^2*c^2*g*q^3*x^4-7632*b^2*c^2*g*q^2*r*x^4-7224*b^2*c^2*g*q*r^2*x^4-1360*b ^2*c^2*g*r^3*x^4-16*b^2*c^2*p^4*x^4-152*b^2*c^2*p^3*q*x^4-144*b^2*c^2*p^3*r*x^4 -396*b^2*c^2*p^2*q^2*x^4-1008*b^2*c^2*p^2*q*r*x^4-288*b^2*c^2*p^2*r^2*x^4-400*b ^2*c^2*p*q^3*x^4-1728*b^2*c^2*p*q^2*r*x^4-1296*b^2*c^2*p*q*r^2*x^4-160*b^2*c^2* p*r^3*x^4-140*b^2*c^2*q^4*x^4-864*b^2*c^2*q^3*r*x^4-1080*b^2*c^2*q^2*r^2*x^4-\ 320*b^2*c^2*q*r^3*x^4-208*b^2*c*g^5*x^4-1280*b^2*c*g^4*p*x^4-1280*b^2*c*g^4*q*x ^4-3054*b^2*c*g^4*r*x^4-1870*b^2*c*g^3*p^2*x^4-3804*b^2*c*g^3*p*q*x^4-7722*b^2* c*g^3*p*r*x^4-1934*b^2*c*g^3*q^2*x^4-7818*b^2*c*g^3*q*r*x^4-4716*b^2*c*g^3*r^2* x^4-966*b^2*c*g^2*p^3*x^4-3054*b^2*c*g^2*p^2*q*x^4-5490*b^2*c*g^2*p^2*r*x^4-\ 3230*b^2*c*g^2*p*q^2*x^4-11580*b^2*c*g^2*p*q*r*x^4-6036*b^2*c*g^2*p*r^2*x^4-\ 1142*b^2*c*g^2*q^3*x^4-6120*b^2*c*g^2*q^2*r*x^4-6276*b^2*c*g^2*q*r^2*x^4-1320*b ^2*c*g^2*r^3*x^4-154*b^2*c*g*p^4*x^4-696*b^2*c*g*p^3*q*x^4-1086*b^2*c*g*p^3*r*x ^4-1192*b^2*c*g*p^2*q^2*x^4-3774*b^2*c*g*p^2*q*r*x^4-1656*b^2*c*g*p^2*r^2*x^4-\ 912*b^2*c*g*p*q^3*x^4-4392*b^2*c*g*p*q^2*r*x^4-3912*b^2*c*g*p*q*r^2*x^4-680*b^2 *c*g*p*r^3*x^4-262*b^2*c*g*q^4*x^4-1704*b^2*c*g*q^3*r*x^4-2292*b^2*c*g*q^2*r^2* x^4-760*b^2*c*g*q*r^3*x^4-8*b^2*c*p^4*q*x^4-38*b^2*c*p^3*q^2*x^4-72*b^2*c*p^3*q *r*x^4-66*b^2*c*p^2*q^3*x^4-252*b^2*c*p^2*q^2*r*x^4-144*b^2*c*p^2*q*r^2*x^4-50* b^2*c*p*q^4*x^4-288*b^2*c*p*q^3*r*x^4-324*b^2*c*p*q^2*r^2*x^4-80*b^2*c*p*q*r^3* x^4-14*b^2*c*q^5*x^4-108*b^2*c*q^4*r*x^4-180*b^2*c*q^3*r^2*x^4-80*b^2*c*q^2*r^3 *x^4-104*b^2*g^5*p*x^4-104*b^2*g^5*q*x^4-312*b^2*g^5*r*x^4-263*b^2*g^4*p^2*x^4-\ 526*b^2*g^4*p*q*x^4-1185*b^2*g^4*p*r*x^4-263*b^2*g^4*q^2*x^4-1185*b^2*g^4*q*r*x ^4-792*b^2*g^4*r^2*x^4-230*b^2*g^3*p^3*x^4-706*b^2*g^3*p^2*q*x^4-1365*b^2*g^3*p ^2*r*x^4-722*b^2*g^3*p*q^2*x^4-2778*b^2*g^3*p*q*r*x^4-1566*b^2*g^3*p*r^2*x^4-\ 246*b^2*g^3*q^3*x^4-1413*b^2*g^3*q^2*r*x^4-1566*b^2*g^3*q*r^2*x^4-360*b^2*g^3*r ^3*x^4-80*b^2*g^2*p^4*x^4-338*b^2*g^2*p^3*q*x^4-573*b^2*g^2*p^3*r*x^4-539*b^2*g ^2*p^2*q^2*x^4-1833*b^2*g^2*p^2*q*r*x^4-882*b^2*g^2*p^2*r^2*x^4-384*b^2*g^2*p*q ^3*x^4-1962*b^2*g^2*p*q^2*r*x^4-1884*b^2*g^2*p*q*r^2*x^4-360*b^2*g^2*p*r^3*x^4-\ 103*b^2*g^2*q^4*x^4-702*b^2*g^2*q^3*r*x^4-1002*b^2*g^2*q^2*r^2*x^4-360*b^2*g^2* q*r^3*x^4-9*b^2*g*p^5*x^4-49*b^2*g*p^4*q*x^4-72*b^2*g*p^4*r*x^4-109*b^2*g*p^3*q ^2*x^4-324*b^2*g*p^3*q*r*x^4-126*b^2*g*p^3*r^2*x^4-123*b^2*g*p^2*q^3*x^4-558*b^ 2*g*p^2*q^2*r*x^4-450*b^2*g*p^2*q*r^2*x^4-60*b^2*g*p^2*r^3*x^4-70*b^2*g*p*q^4*x ^4-432*b^2*g*p*q^3*r*x^4-540*b^2*g*p*q^2*r^2*x^4-160*b^2*g*p*q*r^3*x^4-16*b^2*g *q^5*x^4-126*b^2*g*q^4*r*x^4-216*b^2*g*q^3*r^2*x^4-100*b^2*g*q^2*r^3*x^4-128*b* c^7*x^4-1152*b*c^6*g*x^4-256*b*c^6*p*x^4-384*b*c^6*q*x^4-576*b*c^6*r*x^4-3008*b *c^5*g^2*x^4-2368*b*c^5*g*p*x^4-2688*b*c^5*g*q*x^4-4704*b*c^5*g*r*x^4-192*b*c^5 *p^2*x^4-640*b*c^5*p*q*x^4-864*b*c^5*p*r*x^4-480*b*c^5*q^2*x^4-1440*b*c^5*q*r*x ^4-576*b*c^5*r^2*x^4-3456*b*c^4*g^3*x^4-5504*b*c^4*g^2*p*x^4-5792*b*c^4*g^2*q*x ^4-10896*b*c^4*g^2*r*x^4-1944*b*c^4*g*p^2*x^4-4416*b*c^4*g*p*q*x^4-7440*b*c^4*g *p*r*x^4-2568*b*c^4*g*q^2*x^4-8688*b*c^4*g*q*r*x^4-4224*b*c^4*g*r^2*x^4-64*b*c^ 4*p^3*x^4-384*b*c^4*p^2*q*x^4-432*b*c^4*p^2*r*x^4-640*b*c^4*p*q^2*x^4-1728*b*c^ 4*p*q*r*x^4-576*b*c^4*p*r^2*x^4-320*b*c^4*q^3*x^4-1440*b*c^4*q^2*r*x^4-1152*b*c ^4*q*r^2*x^4-160*b*c^4*r^3*x^4-1992*b*c^3*g^4*x^4-5280*b*c^3*g^3*p*x^4-5392*b*c ^3*g^3*q*x^4-10776*b*c^3*g^3*r*x^4-3904*b*c^3*g^2*p^2*x^4-8208*b*c^3*g^2*p*q*x^ 4-14928*b*c^3*g^2*p*r*x^4-4376*b*c^3*g^2*q^2*x^4-15840*b*c^3*g^2*q*r*x^4-8448*b *c^3*g^2*r^2*x^4-812*b*c^3*g*p^3*x^4-2748*b*c^3*g*p^2*q*x^4-4416*b*c^3*g*p^2*r* x^4-3212*b*c^3*g*p*q^2*x^4-10368*b*c^3*g*p*q*r*x^4-4704*b*c^3*g*p*r^2*x^4-1276* b*c^3*g*q^3*x^4-6264*b*c^3*g*q^2*r*x^4-5760*b*c^3*g*q*r^2*x^4-1040*b*c^3*g*r^3* x^4-8*b*c^3*p^4*x^4-96*b*c^3*p^3*q*x^4-72*b*c^3*p^3*r*x^4-288*b*c^3*p^2*q^2*x^4 -648*b*c^3*p^2*q*r*x^4-144*b*c^3*p^2*r^2*x^4-320*b*c^3*p*q^3*x^4-1296*b*c^3*p*q ^2*r*x^4-864*b*c^3*p*q*r^2*x^4-80*b*c^3*p*r^3*x^4-120*b*c^3*q^4*x^4-720*b*c^3*q ^3*r*x^4-864*b*c^3*q^2*r^2*x^4-240*b*c^3*q*r^3*x^4-568*b*c^2*g^5*x^4-2384*b*c^2 *g^4*p*x^4-2400*b*c^2*g^4*q*x^4-5160*b*c^2*g^4*r*x^4-2942*b*c^2*g^3*p^2*x^4-\ 6016*b*c^2*g^3*p*q*x^4-11604*b*c^2*g^3*p*r*x^4-3090*b*c^2*g^3*q^2*x^4-11868*b*c ^2*g^3*q*r*x^4-6816*b*c^2*g^3*r^2*x^4-1336*b*c^2*g^2*p^3*x^4-4196*b*c^2*g^2*p^2 *q*x^4-7314*b*c^2*g^2*p^2*r*x^4-4476*b*c^2*g^2*p*q^2*x^4-15552*b*c^2*g^2*p*q*r* x^4-7800*b*c^2*g^2*p*r^2*x^4-1616*b*c^2*g^2*q^3*x^4-8406*b*c^2*g^2*q^2*r*x^4-\ 8376*b*c^2*g^2*q*r^2*x^4-1720*b*c^2*g^2*r^3*x^4-182*b*c^2*g*p^4*x^4-804*b*c^2*g *p^3*q*x^4-1224*b*c^2*g*p^3*r*x^4-1404*b*c^2*g*p^2*q^2*x^4-4272*b*c^2*g*p^2*q*r *x^4-1764*b*c^2*g*p^2*r^2*x^4-1124*b*c^2*g*p*q^3*x^4-5220*b*c^2*g*p*q^2*r*x^4-\ 4416*b*c^2*g*p*q*r^2*x^4-680*b*c^2*g*p*r^3*x^4-342*b*c^2*g*q^4*x^4-2172*b*c^2*g *q^3*r*x^4-2844*b*c^2*g*q^2*r^2*x^4-920*b*c^2*g*q*r^3*x^4-8*b*c^2*p^4*q*x^4-48* b*c^2*p^3*q^2*x^4-72*b*c^2*p^3*q*r*x^4-96*b*c^2*p^2*q^3*x^4-324*b*c^2*p^2*q^2*r *x^4-144*b*c^2*p^2*q*r^2*x^4-80*b*c^2*p*q^4*x^4-432*b*c^2*p*q^3*r*x^4-432*b*c^2 *p*q^2*r^2*x^4-80*b*c^2*p*q*r^3*x^4-24*b*c^2*q^5*x^4-180*b*c^2*q^4*r*x^4-288*b* c^2*q^3*r^2*x^4-120*b*c^2*q^2*r^3*x^4-64*b*c*g^6*x^4-484*b*c*g^5*p*x^4-484*b*c* g^5*q*x^4-1164*b*c*g^5*r*x^4-926*b*c*g^4*p^2*x^4-1868*b*c*g^4*p*q*x^4-3858*b*c* g^4*p*r*x^4-942*b*c*g^4*q^2*x^4-3882*b*c*g^4*q*r*x^4-2412*b*c*g^4*r^2*x^4-705*b *c*g^3*p^3*x^4-2163*b*c*g^3*p^2*q*x^4-3993*b*c*g^3*p^2*r*x^4-2227*b*c*g^3*p*q^2 *x^4-8196*b*c*g^3*p*q*r*x^4-4416*b*c*g^3*p*r^2*x^4-769*b*c*g^3*q^3*x^4-4227*b*c *g^3*q^2*r*x^4-4512*b*c*g^3*q*r^2*x^4-1020*b*c*g^3*r^3*x^4-220*b*c*g^2*p^4*x^4-\ 912*b*c*g^2*p^3*q*x^4-1509*b*c*g^2*p^3*r*x^4-1454*b*c*g^2*p^2*q^2*x^4-4797*b*c* g^2*p^2*q*r*x^4-2214*b*c*g^2*p^2*r^2*x^4-1052*b*c*g^2*p*q^3*x^4-5211*b*c*g^2*p* q^2*r*x^4-4824*b*c*g^2*p*q*r^2*x^4-860*b*c*g^2*p*r^3*x^4-290*b*c*g^2*q^4*x^4-\ 1923*b*c*g^2*q^3*r*x^4-2670*b*c*g^2*q^2*r^2*x^4-940*b*c*g^2*q*r^3*x^4-21*b*c*g* p^5*x^4-111*b*c*g*p^4*q*x^4-162*b*c*g*p^4*r*x^4-252*b*c*g*p^3*q^2*x^4-720*b*c*g *p^3*q*r*x^4-270*b*c*g*p^3*r^2*x^4-300*b*c*g*p^2*q^3*x^4-1302*b*c*g*p^2*q^2*r*x ^4-990*b*c*g*p^2*q*r^2*x^4-120*b*c*g*p^2*r^3*x^4-183*b*c*g*p*q^4*x^4-1092*b*c*g *p*q^3*r*x^4-1302*b*c*g*p*q^2*r^2*x^4-360*b*c*g*p*q*r^3*x^4-45*b*c*g*q^5*x^4-\ 348*b*c*g*q^4*r*x^4-582*b*c*g*q^3*r^2*x^4-260*b*c*g*q^2*r^3*x^4-2*b*c*p^4*q^2*x ^4-8*b*c*p^3*q^3*x^4-18*b*c*p^3*q^2*r*x^4-12*b*c*p^2*q^4*x^4-54*b*c*p^2*q^3*r*x ^4-36*b*c*p^2*q^2*r^2*x^4-8*b*c*p*q^5*x^4-54*b*c*p*q^4*r*x^4-72*b*c*p*q^3*r^2*x ^4-20*b*c*p*q^2*r^3*x^4-2*b*c*q^6*x^4-18*b*c*q^5*r*x^4-36*b*c*q^4*r^2*x^4-20*b* c*q^3*r^3*x^4-32*b*g^6*p*x^4-32*b*g^6*q*x^4-96*b*g^6*r*x^4-100*b*g^5*p^2*x^4-\ 200*b*g^5*p*q*x^4-456*b*g^5*p*r*x^4-100*b*g^5*q^2*x^4-456*b*g^5*q*r*x^4-312*b*g ^5*r^2*x^4-116*b*g^4*p^3*x^4-352*b*g^4*p^2*q*x^4-693*b*g^4*p^2*r*x^4-356*b*g^4* p*q^2*x^4-1398*b*g^4*p*q*r*x^4-810*b*g^4*p*r^2*x^4-120*b*g^4*q^3*x^4-705*b*g^4* q^2*r*x^4-810*b*g^4*q*r^2*x^4-200*b*g^4*r^3*x^4-61*b*g^3*p^4*x^4-249*b*g^3*p^3* q*x^4-435*b*g^3*p^3*r*x^4-385*b*g^3*p^2*q^2*x^4-1344*b*g^3*p^2*q*r*x^4-666*b*g^ 3*p^2*r^2*x^4-267*b*g^3*p*q^3*x^4-1395*b*g^3*p*q^2*r*x^4-1380*b*g^3*p*q*r^2*x^4 -270*b*g^3*p*r^3*x^4-70*b*g^3*q^4*x^4-486*b*g^3*q^3*r*x^4-714*b*g^3*q^2*r^2*x^4 -270*b*g^3*q*r^3*x^4-14*b*g^2*p^5*x^4-71*b*g^2*p^4*q*x^4-111*b*g^2*p^4*r*x^4-\ 149*b*g^2*p^3*q^2*x^4-462*b*g^2*p^3*q*r*x^4-192*b*g^2*p^3*r^2*x^4-161*b*g^2*p^2 *q^3*x^4-750*b*g^2*p^2*q^2*r*x^4-630*b*g^2*p^2*q*r^2*x^4-90*b*g^2*p^2*r^3*x^4-\ 89*b*g^2*p*q^4*x^4-558*b*g^2*p*q^3*r*x^4-714*b*g^2*p*q^2*r^2*x^4-220*b*g^2*p*q* r^3*x^4-20*b*g^2*q^5*x^4-159*b*g^2*q^4*r*x^4-276*b*g^2*q^3*r^2*x^4-130*b*g^2*q^ 2*r^3*x^4-b*g*p^6*x^4-6*b*g*p^5*q*x^4-9*b*g*p^5*r*x^4-16*b*g*p^4*q^2*x^4-45*b*g *p^4*q*r*x^4-18*b*g*p^4*r^2*x^4-24*b*g*p^3*q^3*x^4-99*b*g*p^3*q^2*r*x^4-72*b*g* p^3*q*r^2*x^4-10*b*g*p^3*r^3*x^4-21*b*g*p^2*q^4*x^4-117*b*g*p^2*q^3*r*x^4-126*b *g*p^2*q^2*r^2*x^4-30*b*g*p^2*q*r^3*x^4-10*b*g*p*q^5*x^4-72*b*g*p*q^4*r*x^4-108 *b*g*p*q^3*r^2*x^4-40*b*g*p*q^2*r^3*x^4-2*b*g*q^6*x^4-18*b*g*q^5*r*x^4-36*b*g*q ^4*r^2*x^4-20*b*g*q^3*r^3*x^4-128*c^7*g*x^4-576*c^6*g^2*x^4-320*c^6*g*p*x^4-320 *c^6*g*q*x^4-576*c^6*g*r*x^4-960*c^5*g^3*x^4-1280*c^5*g^2*p*x^4-1280*c^5*g^2*q* x^4-2400*c^5*g^2*r*x^4-336*c^5*g*p^2*x^4-640*c^5*g*p*q*x^4-1152*c^5*g*p*r*x^4-\ 336*c^5*g*q^2*x^4-1152*c^5*g*q*r*x^4-576*c^5*g*r^2*x^4-800*c^4*g^4*x^4-1824*c^4 *g^3*p*x^4-1824*c^4*g^3*q*x^4-3552*c^4*g^3*r*x^4-1160*c^4*g^2*p^2*x^4-2272*c^4* g^2*p*q*x^4-4176*c^4*g^2*p*r*x^4-1160*c^4*g^2*q^2*x^4-4176*c^4*g^2*q*r*x^4-2208 *c^4*g^2*r^2*x^4-192*c^4*g*p^3*x^4-512*c^4*g*p^2*q*x^4-936*c^4*g*p^2*r*x^4-512* c^4*g*p*q^2*x^4-1728*c^4*g*p*q*r*x^4-864*c^4*g*p*r^2*x^4-192*c^4*g*q^3*x^4-936* c^4*g*q^2*r*x^4-864*c^4*g*q*r^2*x^4-160*c^4*g*r^3*x^4-360*c^3*g^5*x^4-1248*c^3* g^4*p*x^4-1248*c^3*g^4*q*x^4-2544*c^3*g^4*r*x^4-1356*c^3*g^3*p^2*x^4-2688*c^3*g ^3*p*q*x^4-5088*c^3*g^3*p*r*x^4-1356*c^3*g^3*q^2*x^4-5088*c^3*g^3*q*r*x^4-2832* c^3*g^3*r^2*x^4-548*c^3*g^2*p^3*x^4-1564*c^3*g^2*p^2*q*x^4-2820*c^3*g^2*p^2*r*x ^4-1564*c^3*g^2*p*q^2*x^4-5472*c^3*g^2*p*q*r*x^4-2784*c^3*g^2*p*r^2*x^4-548*c^3 *g^2*q^3*x^4-2820*c^3*g^2*q^2*r*x^4-2784*c^3*g^2*q*r^2*x^4-560*c^3*g^2*r^3*x^4-\ 64*c^3*g*p^4*x^4-208*c^3*g*p^3*q*x^4-396*c^3*g*p^3*r*x^4-288*c^3*g*p^2*q^2*x^4-\ 972*c^3*g*p^2*q*r*x^4-504*c^3*g*p^2*r^2*x^4-208*c^3*g*p*q^3*x^4-972*c^3*g*p*q^2 *r*x^4-864*c^3*g*p*q*r^2*x^4-160*c^3*g*p*r^3*x^4-64*c^3*g*q^4*x^4-396*c^3*g*q^3 *r*x^4-504*c^3*g*q^2*r^2*x^4-160*c^3*g*q*r^3*x^4-84*c^2*g^6*x^4-436*c^2*g^5*p*x ^4-436*c^2*g^5*q*x^4-948*c^2*g^5*r*x^4-714*c^2*g^4*p^2*x^4-1424*c^2*g^4*p*q*x^4 -2808*c^2*g^4*p*r*x^4-714*c^2*g^4*q^2*x^4-2808*c^2*g^4*q*r*x^4-1656*c^2*g^4*r^2 *x^4-492*c^2*g^3*p^3*x^4-1444*c^2*g^3*p^2*q*x^4-2646*c^2*g^3*p^2*r*x^4-1444*c^2 *g^3*p*q^2*x^4-5232*c^2*g^3*p*q*r*x^4-2760*c^2*g^3*p*r^2*x^4-492*c^2*g^3*q^3*x^ 4-2646*c^2*g^3*q^2*r*x^4-2760*c^2*g^3*q*r^2*x^4-600*c^2*g^3*r^3*x^4-142*c^2*g^2 *p^4*x^4-520*c^2*g^2*p^3*q*x^4-924*c^2*g^2*p^3*r*x^4-756*c^2*g^2*p^2*q^2*x^4-\ 2568*c^2*g^2*p^2*q*r*x^4-1260*c^2*g^2*p^2*r^2*x^4-520*c^2*g^2*p*q^3*x^4-2568*c^ 2*g^2*p*q^2*r*x^4-2400*c^2*g^2*p*q*r^2*x^4-440*c^2*g^2*p*r^3*x^4-142*c^2*g^2*q^ 4*x^4-924*c^2*g^2*q^3*r*x^4-1260*c^2*g^2*q^2*r^2*x^4-440*c^2*g^2*q*r^3*x^4-12*c ^2*g*p^5*x^4-44*c^2*g*p^4*q*x^4-90*c^2*g*p^4*r*x^4-72*c^2*g*p^3*q^2*x^4-252*c^2 *g*p^3*q*r*x^4-144*c^2*g*p^3*r^2*x^4-72*c^2*g*p^2*q^3*x^4-324*c^2*g*p^2*q^2*r*x ^4-288*c^2*g*p^2*q*r^2*x^4-60*c^2*g*p^2*r^3*x^4-44*c^2*g*p*q^4*x^4-252*c^2*g*p* q^3*r*x^4-288*c^2*g*p*q^2*r^2*x^4-80*c^2*g*p*q*r^3*x^4-12*c^2*g*q^5*x^4-90*c^2* g*q^4*r*x^4-144*c^2*g*q^3*r^2*x^4-60*c^2*g*q^2*r^3*x^4-8*c*g^7*x^4-72*c*g^6*p*x ^4-72*c*g^6*q*x^4-174*c*g^6*r*x^4-172*c*g^5*p^2*x^4-344*c*g^5*p*q*x^4-720*c*g^5 *p*r*x^4-172*c*g^5*q^2*x^4-720*c*g^5*q*r*x^4-456*c*g^5*r^2*x^4-177*c*g^4*p^3*x^ 4-527*c*g^4*p^2*q*x^4-999*c*g^4*p^2*r*x^4-527*c*g^4*p*q^2*x^4-1992*c*g^4*p*q*r* x^4-1104*c*g^4*p*r^2*x^4-177*c*g^4*q^3*x^4-999*c*g^4*q^2*r*x^4-1104*c*g^4*q*r^2 *x^4-260*c*g^4*r^3*x^4-87*c*g^3*p^4*x^4-334*c*g^3*p^3*q*x^4-591*c*g^3*p^3*r*x^4 -494*c*g^3*p^2*q^2*x^4-1719*c*g^3*p^2*q*r*x^4-852*c*g^3*p^2*r^2*x^4-334*c*g^3*p *q^3*x^4-1719*c*g^3*p*q^2*r*x^4-1680*c*g^3*p*q*r^2*x^4-320*c*g^3*p*r^3*x^4-87*c *g^3*q^4*x^4-591*c*g^3*q^3*r*x^4-852*c*g^3*q^2*r^2*x^4-320*c*g^3*q*r^3*x^4-19*c *g^2*p^5*x^4-83*c*g^2*p^4*q*x^4-147*c*g^2*p^4*r*x^4-154*c*g^2*p^3*q^2*x^4-510*c *g^2*p^3*q*r*x^4-246*c*g^2*p^3*r^2*x^4-154*c*g^2*p^2*q^3*x^4-726*c*g^2*p^2*q^2* r*x^4-642*c*g^2*p^2*q*r^2*x^4-110*c*g^2*p^2*r^3*x^4-83*c*g^2*p*q^4*x^4-510*c*g^ 2*p*q^3*r*x^4-642*c*g^2*p*q^2*r^2*x^4-200*c*g^2*p*q*r^3*x^4-19*c*g^2*q^5*x^4-\ 147*c*g^2*q^4*r*x^4-246*c*g^2*q^3*r^2*x^4-110*c*g^2*q^2*r^3*x^4-c*g*p^6*x^4-4*c *g*p^5*q*x^4-9*c*g*p^5*r*x^4-7*c*g*p^4*q^2*x^4-27*c*g*p^4*q*r*x^4-18*c*g*p^4*r^ 2*x^4-8*c*g*p^3*q^3*x^4-36*c*g*p^3*q^2*r*x^4-36*c*g*p^3*q*r^2*x^4-10*c*g*p^3*r^ 3*x^4-7*c*g*p^2*q^4*x^4-36*c*g*p^2*q^3*r*x^4-36*c*g*p^2*q^2*r^2*x^4-10*c*g*p^2* q*r^3*x^4-4*c*g*p*q^5*x^4-27*c*g*p*q^4*r*x^4-36*c*g*p*q^3*r^2*x^4-10*c*g*p*q^2* r^3*x^4-c*g*q^6*x^4-9*c*g*q^5*r*x^4-18*c*g*q^4*r^2*x^4-10*c*g*q^3*r^3*x^4-4*g^7 *p*x^4-4*g^7*q*x^4-12*g^7*r*x^4-15*g^6*p^2*x^4-30*g^6*p*q*x^4-69*g^6*p*r*x^4-15 *g^6*q^2*x^4-69*g^6*q*r*x^4-48*g^6*r^2*x^4-22*g^5*p^3*x^4-66*g^5*p^2*q*x^4-132* g^5*p^2*r*x^4-66*g^5*p*q^2*x^4-264*g^5*p*q*r*x^4-156*g^5*p*r^2*x^4-22*g^5*q^3*x ^4-132*g^5*q^2*r*x^4-156*g^5*q*r^2*x^4-40*g^5*r^3*x^4-16*g^4*p^4*x^4-63*g^4*p^3 *q*x^4-114*g^4*p^3*r*x^4-94*g^4*p^2*q^2*x^4-339*g^4*p^2*q*r*x^4-174*g^4*p^2*r^2 *x^4-63*g^4*p*q^3*x^4-339*g^4*p*q^2*r*x^4-348*g^4*p*q*r^2*x^4-70*g^4*p*r^3*x^4-\ 16*g^4*q^4*x^4-114*g^4*q^3*r*x^4-174*g^4*q^2*r^2*x^4-70*g^4*q*r^3*x^4-6*g^3*p^5 *x^4-28*g^3*p^4*q*x^4-48*g^3*p^4*r*x^4-54*g^3*p^3*q^2*x^4-180*g^3*p^3*q*r*x^4-\ 84*g^3*p^3*r^2*x^4-54*g^3*p^2*q^3*x^4-264*g^3*p^2*q^2*r*x^4-240*g^3*p^2*q*r^2*x ^4-40*g^3*p^2*r^3*x^4-28*g^3*p*q^4*x^4-180*g^3*p*q^3*r*x^4-240*g^3*p*q^2*r^2*x^ 4-80*g^3*p*q*r^3*x^4-6*g^3*q^5*x^4-48*g^3*q^4*r*x^4-84*g^3*q^3*r^2*x^4-40*g^3*q ^2*r^3*x^4-g^2*p^6*x^4-5*g^2*p^5*q*x^4-9*g^2*p^5*r*x^4-11*g^2*p^4*q^2*x^4-36*g^ 2*p^4*q*r*x^4-18*g^2*p^4*r^2*x^4-14*g^2*p^3*q^3*x^4-63*g^2*p^3*q^2*r*x^4-54*g^2 *p^3*q*r^2*x^4-10*g^2*p^3*r^3*x^4-11*g^2*p^2*q^4*x^4-63*g^2*p^2*q^3*r*x^4-72*g^ 2*p^2*q^2*r^2*x^4-20*g^2*p^2*q*r^3*x^4-5*g^2*p*q^5*x^4-36*g^2*p*q^4*r*x^4-54*g^ 2*p*q^3*r^2*x^4-20*g^2*p*q^2*r^3*x^4-g^2*q^6*x^4-9*g^2*q^5*r*x^4-18*g^2*q^4*r^2 *x^4-10*g^2*q^3*r^3*x^4+192*a^6*b*c*x^3+128*a^6*b*p*x^3+96*a^6*b*q*x^3+320*a^6* b*r*x^3+352*a^6*b*x^4+96*a^6*c*g*x^3+64*a^6*g*p*x^3+48*a^6*g*q*x^3+160*a^6*g*r* x^3+176*a^6*g*x^4+832*a^5*b^2*c*x^3+544*a^5*b^2*p*x^3+384*a^5*b^2*q*x^3+1344*a^ 5*b^2*r*x^3+1760*a^5*b^2*x^4+1536*a^5*b*c^2*x^3+1280*a^5*b*c*g*x^3+1632*a^5*b*c *p*x^3+1216*a^5*b*c*q*x^3+3360*a^5*b*c*r*x^3+4000*a^5*b*c*x^4+848*a^5*b*g*p*x^3 +608*a^5*b*g*q*x^3+2080*a^5*b*g*r*x^3+2640*a^5*b*g*x^4+384*a^5*b*p^2*x^3+608*a^ 5*b*p*q*x^3+1456*a^5*b*p*r*x^3+1472*a^5*b*p*x^4+224*a^5*b*q^2*x^3+1200*a^5*b*q* r*x^3+1472*a^5*b*q*x^4+912*a^5*b*r^2*x^3+1536*a^5*b*r*x^4+128*a^5*c^3*x^3+832*a ^5*c^2*g*x^3+192*a^5*c^2*p*x^3+128*a^5*c^2*q*x^3+224*a^5*c^2*r*x^3+288*a^5*c^2* x^4+432*a^5*c*g^2*x^3+912*a^5*c*g*p*x^3+672*a^5*c*g*q*x^3+1792*a^5*c*g*r*x^3+ 2144*a^5*c*g*x^4+64*a^5*c*p^2*x^3+96*a^5*c*p*q*x^3+176*a^5*c*p*r*x^3+144*a^5*c* p*x^4+32*a^5*c*q^2*x^3+112*a^5*c*q*r*x^3+144*a^5*c*q*x^4+48*a^5*c*r^2*x^3-96*a^ 5*c*r*x^4+288*a^5*g^2*p*x^3+208*a^5*g^2*q*x^3+704*a^5*g^2*r*x^3+880*a^5*g^2*x^4 +224*a^5*g*p^2*x^3+352*a^5*g*p*q*x^3+816*a^5*g*p*r*x^3+808*a^5*g*p*x^4+128*a^5* g*q^2*x^3+656*a^5*g*q*r*x^3+808*a^5*g*q*x^4+480*a^5*g*r^2*x^3+720*a^5*g*r*x^4+ 1408*a^4*b^3*c*x^3+896*a^4*b^3*p*x^3+576*a^4*b^3*q*x^3+2176*a^4*b^3*r*x^3+3520* a^4*b^3*x^4+5376*a^4*b^2*c^2*x^3+3808*a^4*b^2*c*g*x^3+5600*a^4*b^2*c*p*x^3+3936 *a^4*b^2*c*q*x^3+11328*a^4*b^2*c*r*x^3+16000*a^4*b^2*c*x^4+2464*a^4*b^2*g*p*x^3 +1648*a^4*b^2*g*q*x^3+5984*a^4*b^2*g*r*x^3+8976*a^4*b^2*g*x^4+1312*a^4*b^2*p^2* x^3+1984*a^4*b^2*p*q*x^3+4896*a^4*b^2*p*r*x^3+5888*a^4*b^2*p*x^4+672*a^4*b^2*q^ 2*x^3+3872*a^4*b^2*q*r*x^3+5888*a^4*b^2*q*x^4+2976*a^4*b^2*r^2*x^3+6144*a^4*b^2 *r*x^4+5120*a^4*b*c^3*x^3+8480*a^4*b*c^2*g*x^3+7456*a^4*b*c^2*p*x^3+5440*a^4*b* c^2*q*x^3+13536*a^4*b*c^2*r*x^3+18016*a^4*b*c^2*x^4+3168*a^4*b*c*g^2*x^3+8976*a ^4*b*c*g*p*x^3+6416*a^4*b*c*g*q*x^3+18016*a^4*b*c*g*r*x^3+24640*a^4*b*c*g*x^4+ 3296*a^4*b*c*p^2*x^3+5120*a^4*b*c*p*q*x^3+11328*a^4*b*c*p*r*x^3+12640*a^4*b*c*p *x^4+1824*a^4*b*c*q^2*x^3+9120*a^4*b*c*q*r*x^3+12640*a^4*b*c*q*x^4+6384*a^4*b*c *r^2*x^3+11232*a^4*b*c*r*x^4+2080*a^4*b*g^2*p*x^3+1424*a^4*b*g^2*q*x^3+5024*a^4 *b*g^2*r*x^3+7216*a^4*b*g^2*x^4+2128*a^4*b*g*p^2*x^3+3264*a^4*b*g*p*q*x^3+7888* a^4*b*g*p*r*x^3+9152*a^4*b*g*p*x^4+1136*a^4*b*g*q^2*x^3+6320*a^4*b*g*q*r*x^3+ 9152*a^4*b*g*q*x^4+4800*a^4*b*g*r^2*x^3+9432*a^4*b*g*r*x^4+448*a^4*b*p^3*x^3+ 1088*a^4*b*p^2*q*x^3+2200*a^4*b*p^2*r*x^3+2080*a^4*b*p^2*x^4+832*a^4*b*p*q^2*x^ 3+3648*a^4*b*p*q*r*x^3+4160*a^4*b*p*q*x^4+2352*a^4*b*p*r^2*x^3+3192*a^4*b*p*r*x ^4+192*a^4*b*q^3*x^3+1448*a^4*b*q^2*r*x^3+2080*a^4*b*q^2*x^4+1944*a^4*b*q*r^2*x ^3+3192*a^4*b*q*r*x^4+592*a^4*b*r^3*x^3+240*a^4*b*r^2*x^4+576*a^4*c^4*x^3+3104* a^4*c^3*g*x^3+1216*a^4*c^3*p*x^3+672*a^4*c^3*q*x^3+1440*a^4*c^3*r*x^3+2464*a^4* c^3*x^4+3024*a^4*c^2*g^2*x^3+4720*a^4*c^2*g*p*x^3+3312*a^4*c^2*g*q*x^3+7936*a^4 *c^2*g*r*x^3+10816*a^4*c^2*g*x^4+784*a^4*c^2*p^2*x^3+960*a^4*c^2*p*q*x^3+2080*a ^4*c^2*p*r*x^3+2464*a^4*c^2*p*x^4+240*a^4*c^2*q^2*x^3+1152*a^4*c^2*q*r*x^3+2176 *a^4*c^2*q*x^4+816*a^4*c^2*r^2*x^3+1056*a^4*c^2*r*x^4+808*a^4*c*g^3*x^3+3280*a^ 4*c*g^2*p*x^3+2352*a^4*c*g^2*q*x^3+6400*a^4*c*g^2*r*x^3+8608*a^4*c*g^2*x^4+2168 *a^4*c*g*p^2*x^3+3232*a^4*c*g*p*q*x^3+7056*a^4*c*g*p*r*x^3+7840*a^4*c*g*p*x^4+ 1096*a^4*c*g*q^2*x^3+5360*a^4*c*g*q*r*x^3+7696*a^4*c*g*q*x^4+3696*a^4*c*g*r^2*x ^3+5952*a^4*c*g*r*x^4+160*a^4*c*p^3*x^3+312*a^4*c*p^2*q*x^3+680*a^4*c*p^2*r*x^3 +616*a^4*c*p^2*x^4+176*a^4*c*p*q^2*x^3+832*a^4*c*p*q*r*x^3+1088*a^4*c*p*q*x^4+ 624*a^4*c*p*r^2*x^3+528*a^4*c*p*r*x^4+24*a^4*c*q^3*x^3+216*a^4*c*q^2*r*x^3+472* a^4*c*q^2*x^4+360*a^4*c*q*r^2*x^3+624*a^4*c*q*r*x^4+144*a^4*c*r^3*x^3-288*a^4*c *r^2*x^4+536*a^4*g^3*p*x^3+372*a^4*g^3*q*x^3+1288*a^4*g^3*r*x^3+1804*a^4*g^3*x^ 4+800*a^4*g^2*p^2*x^3+1232*a^4*g^2*p*q*x^3+2896*a^4*g^2*p*r*x^3+3248*a^4*g^2*p* x^4+432*a^4*g^2*q^2*x^3+2304*a^4*g^2*q*r*x^3+3248*a^4*g^2*q*x^4+1704*a^4*g^2*r^ 2*x^3+3084*a^4*g^2*r*x^4+304*a^4*g*p^3*x^3+700*a^4*g*p^2*q*x^3+1440*a^4*g*p^2*r *x^3+1348*a^4*g*p^2*x^4+504*a^4*g*p*q^2*x^3+2240*a^4*g*p*q*r*x^3+2624*a^4*g*p*q *x^4+1488*a^4*g*p*r^2*x^3+1860*a^4*g*p*r*x^4+108*a^4*g*q^3*x^3+832*a^4*g*q^2*r* x^3+1276*a^4*g*q^2*x^4+1152*a^4*g*q*r^2*x^3+1908*a^4*g*q*r*x^4+368*a^4*g*r^3*x^ 3-24*a^4*g*r^2*x^4+1152*a^3*b^4*c*x^3+704*a^3*b^4*p*x^3+384*a^3*b^4*q*x^3+1664* a^3*b^4*r*x^3+3520*a^3*b^4*x^4+6912*a^3*b^3*c^2*x^3+4736*a^3*b^3*c*g*x^3+7008*a ^3*b^3*c*p*x^3+4512*a^3*b^3*c*q*x^3+13824*a^3*b^3*c*r*x^3+24000*a^3*b^3*c*x^4+ 2960*a^3*b^3*g*p*x^3+1776*a^3*b^3*g*q*x^3+7104*a^3*b^3*g*r*x^3+13024*a^3*b^3*g* x^4+1632*a^3*b^3*p^2*x^3+2304*a^3*b^3*p*q*x^3+5952*a^3*b^3*p*r*x^3+8832*a^3*b^3 *p*x^4+672*a^3*b^3*q^2*x^3+4416*a^3*b^3*q*r*x^3+8832*a^3*b^3*q*x^4+3456*a^3*b^3 *r^2*x^3+9216*a^3*b^3*r*x^4+13184*a^3*b^2*c^3*x^3+19296*a^3*b^2*c^2*g*x^3+18752 *a^3*b^2*c^2*p*x^3+13024*a^3*b^2*c^2*q*x^3+34048*a^3*b^2*c^2*r*x^3+52608*a^3*b^ 2*c^2*x^4+6704*a^3*b^2*c*g^2*x^3+19872*a^3*b^2*c*g*p*x^3+13392*a^3*b^2*c*g*q*x^ 3+39648*a^3*b^2*c*g*r*x^3+63200*a^3*b^2*c*g*x^4+8288*a^3*b^2*c*p^2*x^3+12320*a^ 3*b^2*c*p*q*x^3+28208*a^3*b^2*c*p*r*x^3+37200*a^3*b^2*c*p*x^4+4032*a^3*b^2*c*q^ 2*x^3+21904*a^3*b^2*c*q*r*x^3+37200*a^3*b^2*c*q*x^4+15552*a^3*b^2*c*r^2*x^3+ 34176*a^3*b^2*c*r*x^4+4272*a^3*b^2*g^2*p*x^3+2704*a^3*b^2*g^2*q*x^3+10272*a^3*b ^2*g^2*r*x^3+17248*a^3*b^2*g^2*x^4+4656*a^3*b^2*g*p^2*x^3+6816*a^3*b^2*g*p*q*x^ 3+17152*a^3*b^2*g*p*r*x^3+23416*a^3*b^2*g*p*x^4+2160*a^3*b^2*g*q^2*x^3+13248*a^ 3*b^2*g*q*r*x^3+23416*a^3*b^2*g*q*x^4+10272*a^3*b^2*g*r^2*x^3+24696*a^3*b^2*g*r *x^4+1152*a^3*b^2*p^3*x^3+2688*a^3*b^2*p^2*q*x^3+5544*a^3*b^2*p^2*r*x^3+6240*a^ 3*b^2*p^2*x^4+1920*a^3*b^2*p*q^2*x^3+8832*a^3*b^2*p*q*r*x^3+12480*a^3*b^2*p*q*x ^4+5640*a^3*b^2*p*r^2*x^3+9576*a^3*b^2*p*r*x^4+384*a^3*b^2*q^3*x^3+3288*a^3*b^2 *q^2*r*x^3+6240*a^3*b^2*q^2*x^4+4416*a^3*b^2*q*r^2*x^3+9576*a^3*b^2*q*r*x^4+ 1232*a^3*b^2*r^3*x^3+720*a^3*b^2*r^2*x^4+8576*a^3*b*c^4*x^3+21664*a^3*b*c^3*g*x ^3+15936*a^3*b*c^3*p*x^3+11232*a^3*b*c^3*q*x^3+26720*a^3*b*c^3*r*x^3+39744*a^3* b*c^3*x^4+16528*a^3*b*c^2*g^2*x^3+31408*a^3*b*c^2*g*p*x^3+22112*a^3*b*c^2*g*q*x ^3+56448*a^3*b*c^2*g*r*x^3+84304*a^3*b*c^2*g*x^4+10304*a^3*b*c^2*p^2*x^3+15424* a^3*b*c^2*p*q*x^3+32832*a^3*b*c^2*p*r*x^3+41152*a^3*b*c^2*p*x^4+5248*a^3*b*c^2* q^2*x^3+25760*a^3*b*c^2*q*r*x^3+40576*a^3*b*c^2*q*x^4+17184*a^3*b*c^2*r^2*x^3+ 33264*a^3*b*c^2*r*x^4+3920*a^3*b*c*g^3*x^3+17328*a^3*b*c*g^2*p*x^3+11968*a^3*b* c*g^2*q*x^3+34424*a^3*b*c*g^2*r*x^3+52408*a^3*b*c*g^2*x^4+14048*a^3*b*c*g*p^2*x ^3+21088*a^3*b*c*g*p*q*x^3+47496*a^3*b*c*g*p*r*x^3+60232*a^3*b*c*g*p*x^4+7104*a ^3*b*c*g*q^2*x^3+37336*a^3*b*c*g*q*r*x^3+59944*a^3*b*c*g*q*x^4+26376*a^3*b*c*g* r^2*x^3+54744*a^3*b*c*g*r*x^4+2760*a^3*b*c*p^3*x^3+6488*a^3*b*c*p^2*q*x^3+12656 *a^3*b*c*p^2*r*x^3+13432*a^3*b*c*p^2*x^4+4760*a^3*b*c*p*q^2*x^3+20368*a^3*b*c*p *q*r*x^3+26576*a^3*b*c*p*q*x^4+12528*a^3*b*c*p*r^2*x^3+18648*a^3*b*c*p*r*x^4+ 1032*a^3*b*c*q^3*x^3+7840*a^3*b*c*q^2*r*x^3+13144*a^3*b*c*q^2*x^4+10104*a^3*b*c *q*r^2*x^3+18840*a^3*b*c*q*r*x^4+2896*a^3*b*c*r^3*x^3+1152*a^3*b*c*r^2*x^4+2540 *a^3*b*g^3*p*x^3+1660*a^3*b*g^3*q*x^3+6080*a^3*b*g^3*r*x^3+9680*a^3*b*g^3*x^4+ 4112*a^3*b*g^2*p^2*x^3+6144*a^3*b*g^2*p*q*x^3+15100*a^3*b*g^2*p*r*x^3+19604*a^3 *b*g^2*p*x^4+2032*a^3*b*g^2*q^2*x^3+11884*a^3*b*g^2*q*r*x^3+19604*a^3*b*g^2*q*x ^4+9108*a^3*b*g^2*r^2*x^3+20544*a^3*b*g^2*r*x^4+1964*a^3*b*g*p^3*x^3+4604*a^3*b *g*p^2*q*x^3+9420*a^3*b*g*p^2*r*x^3+10228*a^3*b*g*p^2*x^4+3348*a^3*b*g*p*q^2*x^ 3+15152*a^3*b*g*p*q*r*x^3+20312*a^3*b*g*p*q*x^4+9744*a^3*b*g*p*r^2*x^3+15780*a^ 3*b*g*p*r*x^4+708*a^3*b*g*q^3*x^3+5796*a^3*b*g*q^2*r*x^3+10084*a^3*b*g*q^2*x^4+ 7860*a^3*b*g*q*r^2*x^3+15876*a^3*b*g*q*r*x^4+2312*a^3*b*g*r^3*x^3+1488*a^3*b*g* r^2*x^4+256*a^3*b*p^4*x^3+840*a^3*b*p^3*q*x^3+1516*a^3*b*p^3*r*x^3+1352*a^3*b*p ^3*x^4+984*a^3*b*p^2*q^2*x^3+3780*a^3*b*p^2*q*r*x^3+4056*a^3*b*p^2*q*x^4+2172*a ^3*b*p^2*r^2*x^3+2376*a^3*b*p^2*r*x^4+472*a^3*b*p*q^3*x^3+3012*a^3*b*p*q^2*r*x^ 3+4056*a^3*b*p*q^2*x^4+3528*a^3*b*p*q*r^2*x^3+4752*a^3*b*p*q*r*x^4+960*a^3*b*p* r^3*x^3-288*a^3*b*p*r^2*x^4+72*a^3*b*q^4*x^3+748*a^3*b*q^3*r*x^3+1352*a^3*b*q^3 *x^4+1356*a^3*b*q^2*r^2*x^3+2376*a^3*b*q^2*r*x^4+688*a^3*b*q*r^3*x^3-288*a^3*b* q*r^2*x^4+80*a^3*b*r^4*x^3-720*a^3*b*r^3*x^4+960*a^3*c^5*x^3+5696*a^3*c^4*g*x^3 +2592*a^3*c^4*p*x^3+1248*a^3*c^4*q*x^3+3040*a^3*c^4*r*x^3+5920*a^3*c^4*x^4+8192 *a^3*c^3*g^2*x^3+11232*a^3*c^3*g*p*x^3+7344*a^3*c^3*g*q*x^3+17248*a^3*c^3*g*r*x ^3+26848*a^3*c^3*g*x^4+2448*a^3*c^3*p^2*x^3+2592*a^3*c^3*p*q*x^3+6224*a^3*c^3*p *r*x^3+8880*a^3*c^3*p*x^4+528*a^3*c^3*q^2*x^3+3024*a^3*c^3*q*r*x^3+6656*a^3*c^3 *q*x^4+2496*a^3*c^3*r^2*x^3+5040*a^3*c^3*r*x^4+4400*a^3*c^2*g^3*x^3+12288*a^3*c ^2*g^2*p*x^3+8544*a^3*c^2*g^2*q*x^3+21232*a^3*c^2*g^2*r*x^3+31440*a^3*c^2*g^2*x ^4+7648*a^3*c^2*g*p^2*x^3+10592*a^3*c^2*g*p*q*x^3+22952*a^3*c^2*g*p*r*x^3+29032 *a^3*c^2*g*p*x^4+3296*a^3*c^2*g*q^2*x^3+16328*a^3*c^2*g*q*r*x^3+27200*a^3*c^2*g *q*x^4+11208*a^3*c^2*g*r^2*x^3+20952*a^3*c^2*g*r*x^4+984*a^3*c^2*p^3*x^3+1656*a ^3*c^2*p^2*q*x^3+3944*a^3*c^2*p^2*r*x^3+4440*a^3*c^2*p^2*x^4+760*a^3*c^2*p*q^2* x^3+4112*a^3*c^2*p*q*r*x^3+6656*a^3*c^2*p*q*x^4+3432*a^3*c^2*p*r^2*x^3+5040*a^3 *c^2*p*r*x^4+72*a^3*c^2*q^3*x^3+864*a^3*c^2*q^2*r*x^3+2288*a^3*c^2*q^2*x^4+1656 *a^3*c^2*q*r^2*x^3+3816*a^3*c^2*q*r*x^4+768*a^3*c^2*r^3*x^3-48*a^3*c^2*r^2*x^4+ 804*a^3*c*g^4*x^3+4716*a^3*c*g^3*p*x^3+3296*a^3*c*g^3*q*x^3+9196*a^3*c*g^3*r*x^ 3+13620*a^3*c*g^3*x^4+5684*a^3*c*g^2*p^2*x^3+8400*a^3*c*g^2*p*q*x^3+18672*a^3*c *g^2*p*r*x^3+23040*a^3*c*g^2*p*x^4+2796*a^3*c*g^2*q^2*x^3+14328*a^3*c*g^2*q*r*x ^3+22680*a^3*c*g^2*q*x^4+10056*a^3*c*g^2*r^2*x^3+19584*a^3*c*g^2*r*x^4+2132*a^3 *c*g*p^3*x^3+4588*a^3*c*g*p^2*q*x^3+9420*a^3*c*g*p^2*r*x^3+9940*a^3*c*g*p^2*x^4 +3060*a^3*c*g*p*q^2*x^3+13640*a^3*c*g*p*q*r*x^3+18408*a^3*c*g*p*q*x^4+9024*a^3* c*g*p*r^2*x^3+12744*a^3*c*g*p*r*x^4+596*a^3*c*g*q^3*x^3+4728*a^3*c*g*q^2*r*x^3+ 8504*a^3*c*g*q^2*x^4+6492*a^3*c*g*q*r^2*x^3+12372*a^3*c*g*q*r*x^4+2072*a^3*c*g* r^3*x^3+72*a^3*c*g*r^2*x^4+144*a^3*c*p^4*x^3+336*a^3*c*p^3*q*x^3+796*a^3*c*p^3* r*x^3+740*a^3*c*p^3*x^4+248*a^3*c*p^2*q^2*x^3+1300*a^3*c*p^2*q*r*x^3+1664*a^3*c *p^2*q*x^4+1092*a^3*c*p^2*r^2*x^3+1260*a^3*c*p^2*r*x^4+56*a^3*c*p*q^3*x^3+576*a ^3*c*p*q^2*r*x^3+1144*a^3*c*p*q^2*x^4+1080*a^3*c*p*q*r^2*x^3+1908*a^3*c*p*q*r*x ^4+512*a^3*c*p*r^3*x^3-24*a^3*c*p*r^2*x^4+56*a^3*c*q^3*r*x^3+220*a^3*c*q^3*x^4+ 216*a^3*c*q^2*r^2*x^3+624*a^3*c*q^2*r*x^4+240*a^3*c*q*r^3*x^3+264*a^3*c*q*r^2*x ^4+80*a^3*c*r^4*x^3-160*a^3*c*r^3*x^4+528*a^3*g^4*p*x^3+352*a^3*g^4*q*x^3+1256* a^3*g^4*r*x^3+1936*a^3*g^4*x^4+1144*a^3*g^3*p^2*x^3+1728*a^3*g^3*p*q*x^3+4138*a ^3*g^3*p*r*x^3+5160*a^3*g^3*p*x^4+584*a^3*g^3*q^2*x^3+3266*a^3*g^3*q*r*x^3+5160 *a^3*g^3*q*x^4+2454*a^3*g^3*r^2*x^3+5178*a^3*g^3*r*x^4+824*a^3*g^2*p^3*x^3+1888 *a^3*g^2*p^2*q*x^3+3884*a^3*g^2*p^2*r*x^3+4056*a^3*g^2*p^2*x^4+1344*a^3*g^2*p*q ^2*x^3+6068*a^3*g^2*p*q*r*x^3+7932*a^3*g^2*p*q*x^4+3984*a^3*g^2*p*r^2*x^3+5946* a^3*g^2*p*r*x^4+280*a^3*g^2*q^3*x^3+2264*a^3*g^2*q^2*r*x^3+3876*a^3*g^2*q^2*x^4 +3132*a^3*g^2*q*r^2*x^3+6066*a^3*g^2*q*r*x^4+968*a^3*g^2*r^3*x^3+324*a^3*g^2*r^ 2*x^4+200*a^3*g*p^4*x^3+588*a^3*g*p^3*q*x^3+1156*a^3*g*p^3*r*x^3+1046*a^3*g*p^3 *x^4+616*a^3*g*p^2*q^2*x^3+2540*a^3*g*p^2*q*r*x^3+2860*a^3*g*p^2*q*x^4+1632*a^3 *g*p^2*r^2*x^3+1818*a^3*g*p^2*r*x^4+264*a^3*g*p*q^3*x^3+1794*a^3*g*p*q^2*r*x^3+ 2600*a^3*g*p*q^2*x^4+2304*a^3*g*p*q*r^2*x^3+3330*a^3*g*p*q*r*x^4+736*a^3*g*p*r^ 3*x^3-156*a^3*g*p*r^2*x^4+36*a^3*g*q^4*x^3+402*a^3*g*q^3*r*x^3+786*a^3*g*q^3*x^ 4+786*a^3*g*q^2*r^2*x^3+1500*a^3*g*q^2*r*x^4+464*a^3*g*q*r^3*x^3-12*a^3*g*q*r^2 *x^4+80*a^3*g*r^4*x^3-440*a^3*g*r^3*x^4+448*a^2*b^5*c*x^3+256*a^2*b^5*p*x^3+96* a^2*b^5*q*x^3+576*a^2*b^5*r*x^3+1760*a^2*b^5*x^4+3840*a^2*b^4*c^2*x^3+2720*a^2* b^4*c*g*x^3+3744*a^2*b^4*c*p*x^3+2080*a^2*b^4*c*q*x^3+7104*a^2*b^4*c*r*x^3+ 16000*a^2*b^4*c*x^4+1616*a^2*b^4*g*p*x^3+800*a^2*b^4*g*q*x^3+3808*a^2*b^4*g*r*x ^3+8976*a^2*b^4*g*x^4+864*a^2*b^4*p^2*x^3+1088*a^2*b^4*p*q*x^3+3040*a^2*b^4*p*r *x^3+5888*a^2*b^4*p*x^4+224*a^2*b^4*q^2*x^3+2016*a^2*b^4*q*r*x^3+5888*a^2*b^4*q *x^4+1632*a^2*b^4*r^2*x^3+6144*a^2*b^4*r*x^4+11648*a^2*b^3*c^3*x^3+16928*a^2*b^ 3*c^2*g*x^3+16032*a^2*b^3*c^2*p*x^3+10304*a^2*b^3*c^2*q*x^3+28544*a^2*b^3*c^2*r *x^3+52608*a^2*b^3*c^2*x^4+5840*a^2*b^3*c*g^2*x^3+16880*a^2*b^3*c*g*p*x^3+10400 *a^2*b^3*c*g*q*x^3+33120*a^2*b^3*c*g*r*x^3+63200*a^2*b^3*c*g*x^4+6976*a^2*b^3*c *p^2*x^3+9696*a^2*b^3*c*p*q*x^3+23216*a^2*b^3*c*p*r*x^3+37200*a^2*b^3*c*p*x^4+ 2720*a^2*b^3*c*q^2*x^3+16912*a^2*b^3*c*q*r*x^3+37200*a^2*b^3*c*q*x^4+12096*a^2* b^3*c*r^2*x^3+34176*a^2*b^3*c*r*x^4+3568*a^2*b^3*g^2*p*x^3+2000*a^2*b^3*g^2*q*x ^3+8544*a^2*b^3*g^2*r*x^3+17248*a^2*b^3*g^2*x^4+3920*a^2*b^3*g*p^2*x^3+5344*a^2 *b^3*g*p*q*x^3+14208*a^2*b^3*g*p*r*x^3+23416*a^2*b^3*g*p*x^4+1424*a^2*b^3*g*q^2 *x^3+10304*a^2*b^3*g*q*r*x^3+23416*a^2*b^3*g*q*x^4+8160*a^2*b^3*g*r^2*x^3+24696 *a^2*b^3*g*r*x^4+960*a^2*b^3*p^3*x^3+2112*a^2*b^3*p^2*q*x^3+4488*a^2*b^3*p^2*r* x^3+6240*a^2*b^3*p^2*x^4+1344*a^2*b^3*p*q^2*x^3+6720*a^2*b^3*p*q*r*x^3+12480*a^ 2*b^3*p*q*x^4+4224*a^2*b^3*p*r^2*x^3+9576*a^2*b^3*p*r*x^4+192*a^2*b^3*q^3*x^3+ 2232*a^2*b^3*q^2*r*x^3+6240*a^2*b^3*q^2*x^4+3000*a^2*b^3*q*r^2*x^3+9576*a^2*b^3 *q*r*x^4+688*a^2*b^3*r^3*x^3+720*a^2*b^3*r^2*x^4+14848*a^2*b^2*c^4*x^3+34432*a^ 2*b^2*c^3*g*x^3+26432*a^2*b^2*c^3*p*x^3+18368*a^2*b^2*c^3*q*x^3+45312*a^2*b^2*c ^3*r*x^3+74560*a^2*b^2*c^3*x^4+24960*a^2*b^2*c^2*g^2*x^3+48272*a^2*b^2*c^2*g*p* x^3+32624*a^2*b^2*c^2*g*q*x^3+87360*a^2*b^2*c^2*g*r*x^3+146976*a^2*b^2*c^2*g*x^ 4+16736*a^2*b^2*c^2*p^2*x^3+24704*a^2*b^2*c^2*p*q*x^3+53760*a^2*b^2*c^2*p*r*x^3 +77088*a^2*b^2*c^2*p*x^4+7968*a^2*b^2*c^2*q^2*x^3+41856*a^2*b^2*c^2*q*r*x^3+ 77088*a^2*b^2*c^2*q*x^4+27648*a^2*b^2*c^2*r^2*x^3+64416*a^2*b^2*c^2*r*x^4+5728* a^2*b^2*c*g^3*x^3+25360*a^2*b^2*c*g^2*p*x^3+16496*a^2*b^2*c*g^2*q*x^3+50400*a^2 *b^2*c*g^2*r*x^3+87600*a^2*b^2*c*g^2*x^4+21200*a^2*b^2*c*g*p^2*x^3+30784*a^2*b^ 2*c*g*p*q*x^3+71728*a^2*b^2*c*g*p*r*x^3+104640*a^2*b^2*c*g*p*x^4+9584*a^2*b^2*c *g*q^2*x^3+54992*a^2*b^2*c*g*q*r*x^3+104640*a^2*b^2*c*g*q*x^4+39168*a^2*b^2*c*g *r^2*x^3+97584*a^2*b^2*c*g*r*x^4+4504*a^2*b^2*c*p^3*x^3+10392*a^2*b^2*c*p^2*q*x ^3+20480*a^2*b^2*c*p^2*r*x^3+25488*a^2*b^2*c*p^2*x^4+7272*a^2*b^2*c*p*q^2*x^3+ 32448*a^2*b^2*c*p*q*r*x^3+50976*a^2*b^2*c*p*q*x^4+19440*a^2*b^2*c*p*r^2*x^3+ 36336*a^2*b^2*c*p*r*x^4+1384*a^2*b^2*c*q^3*x^3+11968*a^2*b^2*c*q^2*r*x^3+25488* a^2*b^2*c*q^2*x^4+15120*a^2*b^2*c*q*r^2*x^3+36336*a^2*b^2*c*q*r*x^4+3840*a^2*b^ 2*c*r^3*x^3+2880*a^2*b^2*c*r^2*x^4+3580*a^2*b^2*g^3*p*x^3+2148*a^2*b^2*g^3*q*x^ 3+8592*a^2*b^2*g^3*r*x^3+15752*a^2*b^2*g^3*x^4+5936*a^2*b^2*g^2*p^2*x^3+8448*a^ 2*b^2*g^2*p*q*x^3+21776*a^2*b^2*g^2*p*r*x^3+32712*a^2*b^2*g^2*p*x^4+2512*a^2*b^ 2*g^2*q^2*x^3+16528*a^2*b^2*g^2*q*r*x^3+32712*a^2*b^2*g^2*q*x^4+12960*a^2*b^2*g ^2*r^2*x^3+34920*a^2*b^2*g^2*r*x^4+2932*a^2*b^2*g*p^3*x^3+6708*a^2*b^2*g*p^2*q* x^3+13960*a^2*b^2*g*p^2*r*x^3+17688*a^2*b^2*g*p^2*x^4+4620*a^2*b^2*g*p*q^2*x^3+ 21984*a^2*b^2*g*p*q*r*x^3+35376*a^2*b^2*g*p*q*x^4+13932*a^2*b^2*g*p*r^2*x^3+ 27888*a^2*b^2*g*p*r*x^4+844*a^2*b^2*g*q^3*x^3+8024*a^2*b^2*g*q^2*r*x^3+17688*a^ 2*b^2*g*q^2*x^4+10836*a^2*b^2*g*q*r^2*x^3+27888*a^2*b^2*g*q*r*x^4+2880*a^2*b^2* g*r^3*x^3+3024*a^2*b^2*g*r^2*x^4+440*a^2*b^2*p^4*x^3+1392*a^2*b^2*p^3*q*x^3+ 2544*a^2*b^2*p^3*r*x^3+2704*a^2*b^2*p^3*x^4+1536*a^2*b^2*p^2*q^2*x^3+6096*a^2*b ^2*p^2*q*r*x^3+8112*a^2*b^2*p^2*q*x^4+3408*a^2*b^2*p^2*r^2*x^3+4752*a^2*b^2*p^2 *r*x^4+656*a^2*b^2*p*q^3*x^3+4560*a^2*b^2*p*q^2*r*x^3+8112*a^2*b^2*p*q^2*x^4+ 5184*a^2*b^2*p*q*r^2*x^3+9504*a^2*b^2*p*q*r*x^4+1232*a^2*b^2*p*r^3*x^3-576*a^2* b^2*p*r^2*x^4+72*a^2*b^2*q^4*x^3+1008*a^2*b^2*q^3*r*x^3+2704*a^2*b^2*q^3*x^4+ 1776*a^2*b^2*q^2*r^2*x^3+4752*a^2*b^2*q^2*r*x^4+688*a^2*b^2*q*r^3*x^3-576*a^2*b ^2*q*r^2*x^4-1440*a^2*b^2*r^3*x^4+7296*a^2*b*c^5*x^3+25792*a^2*b*c^4*g*x^3+ 16320*a^2*b*c^4*p*x^3+11328*a^2*b*c^4*q*x^3+26272*a^2*b*c^4*r*x^3+42016*a^2*b*c ^4*x^4+30768*a^2*b*c^3*g^2*x^3+47200*a^2*b*c^3*g*p*x^3+32880*a^2*b*c^3*g*q*x^3+ 79872*a^2*b*c^3*g*r*x^3+127552*a^2*b*c^3*g*x^4+13792*a^2*b*c^3*p^2*x^3+20064*a^ 2*b*c^3*p*q*x^3+41840*a^2*b*c^3*p*r*x^3+57856*a^2*b*c^3*p*x^4+6720*a^2*b*c^3*q^ 2*x^3+32560*a^2*b*c^3*q*r*x^3+55632*a^2*b*c^3*q*x^4+20784*a^2*b*c^3*r^2*x^3+ 43440*a^2*b*c^3*r*x^4+15072*a^2*b*c^2*g^3*x^3+44096*a^2*b*c^2*g^2*p*x^3+30400*a ^2*b*c^2*g^2*q*x^3+79456*a^2*b*c^2*g^2*r*x^3+127920*a^2*b*c^2*g^2*x^4+30488*a^2 *b*c^2*g*p^2*x^3+44960*a^2*b*c^2*g*p*q*x^3+97112*a^2*b*c^2*g*p*r*x^3+133776*a^2 *b*c^2*g*p*x^4+14856*a^2*b*c^2*g*q^2*x^3+75896*a^2*b*c^2*g*q*r*x^3+131944*a^2*b *c^2*g*q*x^4+50616*a^2*b*c^2*g*r^2*x^3+111336*a^2*b*c^2*g*r*x^4+5528*a^2*b*c^2* p^3*x^3+12480*a^2*b*c^2*p^2*q*x^3+23992*a^2*b*c^2*p^2*r*x^3+28632*a^2*b*c^2*p^2 *x^4+8888*a^2*b*c^2*p*q^2*x^3+37584*a^2*b*c^2*p*q*r*x^3+54896*a^2*b*c^2*p*q*x^4 +22272*a^2*b*c^2*p*r^2*x^3+37080*a^2*b*c^2*p*r*x^4+1888*a^2*b*c^2*q^3*x^3+14384 *a^2*b*c^2*q^2*r*x^3+26480*a^2*b*c^2*q^2*x^4+17664*a^2*b*c^2*q*r^2*x^3+35856*a^ 2*b*c^2*q*r*x^4+4704*a^2*b*c^2*r^3*x^3+1872*a^2*b*c^2*r^2*x^4+2612*a^2*b*c*g^4* x^3+15616*a^2*b*c*g^3*p*x^3+10476*a^2*b*c*g^3*q*x^3+30996*a^2*b*c*g^3*r*x^3+ 51052*a^2*b*c*g^3*x^4+19684*a^2*b*c*g^2*p^2*x^3+29024*a^2*b*c*g^2*p*q*x^3+66464 *a^2*b*c*g^2*p*r*x^3+92208*a^2*b*c*g^2*p*x^4+9420*a^2*b*c*g^2*q^2*x^3+51848*a^2 *b*c*g^2*q*r*x^3+91848*a^2*b*c*g^2*q*x^4+36876*a^2*b*c*g^2*r^2*x^3+86040*a^2*b* c*g^2*r*x^4+8300*a^2*b*c*g*p^3*x^3+19064*a^2*b*c*g*p^2*q*x^3+37604*a^2*b*c*g*p^ 2*r*x^3+44820*a^2*b*c*g*p^2*x^4+13564*a^2*b*c*g*p*q^2*x^3+59672*a^2*b*c*g*p*q*r *x^3+88096*a^2*b*c*g*p*q*x^4+36456*a^2*b*c*g*p*r^2*x^3+64068*a^2*b*c*g*p*r*x^4+ 2776*a^2*b*c*g*q^3*x^3+22624*a^2*b*c*g*q^2*r*x^3+43384*a^2*b*c*g*q^2*x^4+29100* a^2*b*c*g*q*r^2*x^3+63696*a^2*b*c*g*q*r*x^4+7976*a^2*b*c*g*r^3*x^3+5832*a^2*b*c *g*r^2*x^4+1044*a^2*b*c*p^4*x^3+3256*a^2*b*c*p^3*q*x^3+5840*a^2*b*c*p^3*r*x^3+ 5940*a^2*b*c*p^3*x^4+3648*a^2*b*c*p^2*q^2*x^3+13912*a^2*b*c*p^2*q*r*x^3+17192*a ^2*b*c*p^2*q*x^4+7764*a^2*b*c*p^2*r^2*x^3+9648*a^2*b*c*p^2*r*x^4+1680*a^2*b*c*p *q^3*x^3+10764*a^2*b*c*p*q^2*r*x^3+16672*a^2*b*c*p*q^2*x^4+12096*a^2*b*c*p*q*r^ 2*x^3+18732*a^2*b*c*p*q*r*x^4+3040*a^2*b*c*p*r^3*x^3-1656*a^2*b*c*p*r^2*x^4+244 *a^2*b*c*q^4*x^3+2644*a^2*b*c*q^3*r*x^3+5420*a^2*b*c*q^3*x^4+4560*a^2*b*c*q^2*r ^2*x^3+9012*a^2*b*c*q^2*r*x^4+2064*a^2*b*c*q*r^3*x^3-1368*a^2*b*c*q*r^2*x^4+160 *a^2*b*c*r^4*x^3-2880*a^2*b*c*r^3*x^4+1664*a^2*b*g^4*p*x^3+1040*a^2*b*g^4*q*x^3 +3976*a^2*b*g^4*r*x^3+6864*a^2*b*g^4*x^4+3704*a^2*b*g^3*p^2*x^3+5408*a^2*b*g^3* p*q*x^3+13590*a^2*b*g^3*p*r*x^3+19256*a^2*b*g^3*p*x^4+1704*a^2*b*g^3*q^2*x^3+ 10558*a^2*b*g^3*q*r*x^3+19256*a^2*b*g^3*q*x^4+8202*a^2*b*g^3*r^2*x^3+20598*a^2* b*g^3*r*x^4+2760*a^2*b*g^2*p^3*x^3+6376*a^2*b*g^2*p^2*q*x^3+13152*a^2*b*g^2*p^2 *r*x^3+15840*a^2*b*g^2*p^2*x^4+4512*a^2*b*g^2*p*q^2*x^3+21004*a^2*b*g^2*p*q*r*x ^3+31500*a^2*b*g^2*p*q*x^4+13452*a^2*b*g^2*p*r^2*x^3+25266*a^2*b*g^2*p*r*x^4+ 896*a^2*b*g^2*q^3*x^3+7932*a^2*b*g^2*q^2*r*x^3+15660*a^2*b*g^2*q^2*x^4+10836*a^ 2*b*g^2*q*r^2*x^3+25386*a^2*b*g^2*q*r*x^4+3096*a^2*b*g^2*r^3*x^3+3276*a^2*b*g^2 *r^2*x^4+808*a^2*b*g*p^4*x^3+2540*a^2*b*g*p^3*q*x^3+4668*a^2*b*g*p^3*r*x^3+4778 *a^2*b*g*p^3*x^4+2844*a^2*b*g*p^2*q^2*x^3+11204*a^2*b*g*p^2*q*r*x^3+14020*a^2*b *g*p^2*q*x^4+6408*a^2*b*g*p^2*r^2*x^3+8478*a^2*b*g*p^2*r*x^4+1288*a^2*b*g*p*q^3 *x^3+8634*a^2*b*g*p*q^2*r*x^3+13760*a^2*b*g*p*q^2*x^4+10032*a^2*b*g*p*q*r^2*x^3 +16674*a^2*b*g*p*q*r*x^4+2568*a^2*b*g*p*r^3*x^3-828*a^2*b*g*p*r^2*x^4+176*a^2*b *g*q^4*x^3+2074*a^2*b*g*q^3*r*x^3+4518*a^2*b*g*q^3*x^4+3738*a^2*b*g*q^2*r^2*x^3 +8160*a^2*b*g*q^2*r*x^4+1720*a^2*b*g*q*r^3*x^3-684*a^2*b*g*q*r^2*x^4+120*a^2*b* g*r^4*x^3-2520*a^2*b*g*r^3*x^4+72*a^2*b*p^5*x^3+298*a^2*b*p^4*q*x^3+494*a^2*b*p ^4*r*x^3+418*a^2*b*p^4*x^4+472*a^2*b*p^3*q^2*x^3+1644*a^2*b*p^3*q*r*x^3+1672*a^ 2*b*p^3*q*x^4+864*a^2*b*p^3*r^2*x^3+750*a^2*b*p^3*r*x^4+348*a^2*b*p^2*q^3*x^3+ 1968*a^2*b*p^2*q^2*r*x^3+2508*a^2*b*p^2*q^2*x^4+2070*a^2*b*p^2*q*r^2*x^3+2250*a ^2*b*p^2*q*r*x^4+516*a^2*b*p^2*r^3*x^3-468*a^2*b*p^2*r^2*x^4+112*a^2*b*p*q^4*x^ 3+980*a^2*b*p*q^3*r*x^3+1672*a^2*b*p*q^3*x^4+1548*a^2*b*p*q^2*r^2*x^3+2250*a^2* b*p*q^2*r*x^4+688*a^2*b*p*q*r^3*x^3-936*a^2*b*p*q*r^2*x^4+80*a^2*b*p*r^4*x^3-\ 720*a^2*b*p*r^3*x^4+10*a^2*b*q^5*x^3+162*a^2*b*q^4*r*x^3+418*a^2*b*q^4*x^4+342* a^2*b*q^3*r^2*x^3+750*a^2*b*q^3*r*x^4+172*a^2*b*q^2*r^3*x^3-468*a^2*b*q^2*r^2*x ^4-720*a^2*b*q*r^3*x^4+704*a^2*c^6*x^3+5184*a^2*c^5*g*x^3+2304*a^2*c^5*p*x^3+ 992*a^2*c^5*q*x^3+2656*a^2*c^5*r*x^3+5600*a^2*c^5*x^4+10304*a^2*c^4*g^2*x^3+ 12528*a^2*c^4*g*p*x^3+7744*a^2*c^4*g*q*x^3+18336*a^2*c^4*g*r*x^3+31344*a^2*c^4* g*x^4+2848*a^2*c^4*p^2*x^3+2688*a^2*c^4*p*q*x^3+6976*a^2*c^4*p*r*x^3+11200*a^2* c^4*p*x^4+464*a^2*c^4*q^2*x^3+3040*a^2*c^4*q*r*x^3+7312*a^2*c^4*q*x^4+2736*a^2* c^4*r^2*x^3+6384*a^2*c^4*r*x^4+8560*a^2*c^3*g^3*x^3+19728*a^2*c^3*g^2*p*x^3+ 13288*a^2*c^3*g^2*q*x^3+31936*a^2*c^3*g^2*r*x^3+51232*a^2*c^3*g^2*x^4+11368*a^2 *c^3*g*p^2*x^3+14688*a^2*c^3*g*p*q*x^3+32360*a^2*c^3*g*p*r*x^3+45832*a^2*c^3*g* p*x^4+4288*a^2*c^3*g*q^2*x^3+21768*a^2*c^3*g*q*r*x^3+40232*a^2*c^3*g*q*x^4+ 15048*a^2*c^3*g*r^2*x^3+31920*a^2*c^3*g*r*x^4+1696*a^2*c^3*p^3*x^3+2544*a^2*c^3 *p^2*q*x^3+6480*a^2*c^3*p^2*r*x^3+8400*a^2*c^3*p^2*x^4+992*a^2*c^3*p*q^2*x^3+ 5968*a^2*c^3*p*q*r*x^3+10968*a^2*c^3*p*q*x^4+5328*a^2*c^3*p*r^2*x^3+9576*a^2*c^ 3*p*r*x^4+72*a^2*c^3*q^3*x^3+1080*a^2*c^3*q^2*r*x^3+3064*a^2*c^3*q^2*x^4+2232*a ^2*c^3*q*r^2*x^3+5256*a^2*c^3*q*r*x^4+1104*a^2*c^3*r^3*x^3+336*a^2*c^3*r^2*x^4+ 3204*a^2*c^2*g^4*x^3+12644*a^2*c^2*g^3*p*x^3+8720*a^2*c^2*g^3*q*x^3+22264*a^2*c ^2*g^3*r*x^3+35100*a^2*c^2*g^3*x^4+13316*a^2*c^2*g^2*p^2*x^3+18896*a^2*c^2*g^2* p*q*x^3+41108*a^2*c^2*g^2*p*r*x^3+55596*a^2*c^2*g^2*p*x^4+6036*a^2*c^2*g^2*q^2* x^3+30644*a^2*c^2*g^2*q*r*x^3+53192*a^2*c^2*g^2*q*x^4+20868*a^2*c^2*g^2*r^2*x^3 +44184*a^2*c^2*g^2*r*x^4+4840*a^2*c^2*g*p^3*x^3+9636*a^2*c^2*g*p^2*q*x^3+20284* a^2*c^2*g*p^2*r*x^3+24168*a^2*c^2*g*p^2*x^4+5952*a^2*c^2*g*p*q^2*x^3+27216*a^2* c^2*g*p*q*r*x^3+41692*a^2*c^2*g*p*q*x^4+18348*a^2*c^2*g*p*r^2*x^3+30336*a^2*c^2 *g*p*r*x^4+1080*a^2*c^2*g*q^3*x^3+8916*a^2*c^2*g*q^2*r*x^3+17952*a^2*c^2*g*q^2* x^4+12216*a^2*c^2*g*q*r^2*x^3+26124*a^2*c^2*g*q*r*x^4+3960*a^2*c^2*g*r^3*x^3+ 1368*a^2*c^2*g*r^2*x^4+492*a^2*c^2*p^4*x^3+1024*a^2*c^2*p^3*q*x^3+2576*a^2*c^2* p^3*r*x^3+2800*a^2*c^2*p^3*x^4+644*a^2*c^2*p^2*q^2*x^3+3688*a^2*c^2*p^2*q*r*x^3 +5484*a^2*c^2*p^2*q*x^4+3276*a^2*c^2*p^2*r^2*x^3+4788*a^2*c^2*p^2*r*x^4+112*a^2 *c^2*p*q^3*x^3+1368*a^2*c^2*p*q^2*r*x^3+3064*a^2*c^2*p*q^2*x^4+2736*a^2*c^2*p*q *r^2*x^3+5256*a^2*c^2*p*q*r*x^4+1360*a^2*c^2*p*r^3*x^3+336*a^2*c^2*p*r^2*x^4+ 112*a^2*c^2*q^3*r*x^3+380*a^2*c^2*q^3*x^4+432*a^2*c^2*q^2*r^2*x^3+816*a^2*c^2*q ^2*r*x^4+480*a^2*c^2*q*r^3*x^3-120*a^2*c^2*q*r^2*x^4+160*a^2*c^2*r^4*x^3-560*a^ 2*c^2*r^3*x^4+448*a^2*c*g^5*x^3+3392*a^2*c*g^4*p*x^3+2316*a^2*c*g^4*q*x^3+6650* a^2*c*g^4*r*x^3+10598*a^2*c*g^4*x^4+5812*a^2*c*g^3*p^2*x^3+8544*a^2*c*g^3*p*q*x ^3+19298*a^2*c*g^3*p*r*x^3+25830*a^2*c*g^3*p*x^4+2796*a^2*c*g^3*q^2*x^3+14934*a ^2*c*g^3*q*r*x^3+25542*a^2*c*g^3*q*x^4+10596*a^2*c*g^3*r^2*x^3+23406*a^2*c*g^3* r*x^4+3788*a^2*c*g^2*p^3*x^3+8302*a^2*c*g^2*p^2*q*x^3+16866*a^2*c*g^2*p^2*r*x^3 +19446*a^2*c*g^2*p^2*x^4+5656*a^2*c*g^2*p*q^2*x^3+25296*a^2*c*g^2*p*q*r*x^3+ 36740*a^2*c*g^2*p*q*x^4+16272*a^2*c*g^2*p*r^2*x^3+27012*a^2*c*g^2*p*r*x^4+1122* a^2*c*g^2*q^3*x^3+9152*a^2*c*g^2*q^2*r*x^3+17384*a^2*c*g^2*q^2*x^4+12282*a^2*c* g^2*q*r^2*x^3+26178*a^2*c*g^2*q*r*x^4+3700*a^2*c*g^2*r^3*x^3+2040*a^2*c*g^2*r^2 *x^4+948*a^2*c*g*p^4*x^3+2572*a^2*c*g*p^3*q*x^3+5228*a^2*c*g*p^3*r*x^3+5312*a^2 *c*g*p^3*x^4+2478*a^2*c*g*p^2*q^2*x^3+10528*a^2*c*g*p^2*q*r*x^3+13528*a^2*c*g*p ^2*q*x^4+6972*a^2*c*g*p^2*r^2*x^3+8970*a^2*c*g*p^2*r*x^4+976*a^2*c*g*p*q^3*x^3+ 6874*a^2*c*g*p*q^2*r*x^3+11458*a^2*c*g*p*q^2*x^4+8928*a^2*c*g*p*q*r^2*x^3+14778 *a^2*c*g*p*q*r*x^4+2920*a^2*c*g*p*r^3*x^3-528*a^2*c*g*p*r^2*x^4+122*a^2*c*g*q^4 *x^3+1462*a^2*c*g*q^3*r*x^3+3242*a^2*c*g*q^3*x^4+2820*a^2*c*g*q^2*r^2*x^3+5922* a^2*c*g*q^2*r*x^4+1632*a^2*c*g*q*r^3*x^3-276*a^2*c*g*q*r^2*x^4+280*a^2*c*g*r^4* x^3-1960*a^2*c*g*r^3*x^4+56*a^2*c*p^5*x^3+150*a^2*c*p^4*q*x^3+374*a^2*c*p^4*r*x ^3+350*a^2*c*p^4*x^4+132*a^2*c*p^3*q^2*x^3+732*a^2*c*p^3*q*r*x^3+914*a^2*c*p^3* q*x^4+648*a^2*c*p^3*r^2*x^3+798*a^2*c*p^3*r*x^4+38*a^2*c*p^2*q^3*x^3+414*a^2*c* p^2*q^2*r*x^3+766*a^2*c*p^2*q^2*x^4+810*a^2*c*p^2*q*r^2*x^3+1314*a^2*c*p^2*q*r* x^4+404*a^2*c*p^2*r^3*x^3+84*a^2*c*p^2*r^2*x^4+56*a^2*c*p*q^3*r*x^3+190*a^2*c*p *q^3*x^4+216*a^2*c*p*q^2*r^2*x^3+408*a^2*c*p*q^2*r*x^4+240*a^2*c*p*q*r^3*x^3-60 *a^2*c*p*q*r^2*x^4+80*a^2*c*p*r^4*x^3-280*a^2*c*p*r^3*x^4-12*a^2*c*q^4*x^4-108* a^2*c*q^3*r*x^4-216*a^2*c*q^2*r^2*x^4-120*a^2*c*q*r^3*x^4+290*a^2*g^5*p*x^3+186 *a^2*g^5*q*x^3+688*a^2*g^5*r*x^3+1144*a^2*g^5*x^4+820*a^2*g^4*p^2*x^3+1216*a^2* g^4*p*q*x^3+2981*a^2*g^4*p*r*x^3+4045*a^2*g^4*p*x^4+396*a^2*g^4*q^2*x^3+2337*a^ 2*g^4*q*r*x^3+4045*a^2*g^4*q*x^4+1791*a^2*g^4*r^2*x^3+4248*a^2*g^4*r*x^4+842*a^ 2*g^3*p^3*x^3+1928*a^2*g^3*p^2*q*x^3+3977*a^2*g^3*p^2*r*x^3+4569*a^2*g^3*p^2*x^ 4+1362*a^2*g^3*p*q^2*x^3+6272*a^2*g^3*p*q*r*x^3+8994*a^2*g^3*p*q*x^4+4086*a^2*g ^3*p*r^2*x^3+7137*a^2*g^3*p*r*x^4+276*a^2*g^3*q^3*x^3+2359*a^2*g^3*q^2*r*x^3+ 4425*a^2*g^3*q^2*x^4+3273*a^2*g^3*q*r^2*x^3+7233*a^2*g^3*q*r*x^4+986*a^2*g^3*r^ 3*x^3+828*a^2*g^3*r^2*x^4+384*a^2*g^2*p^4*x^3+1138*a^2*g^2*p^3*q*x^3+2208*a^2*g ^2*p^3*r*x^3+2184*a^2*g^2*p^3*x^4+1204*a^2*g^2*p^2*q^2*x^3+4942*a^2*g^2*p^2*q*r *x^3+6077*a^2*g^2*p^2*q*x^4+3078*a^2*g^2*p^2*r^2*x^3+3927*a^2*g^2*p^2*r*x^4+520 *a^2*g^2*p*q^3*x^3+3581*a^2*g^2*p*q^2*r*x^3+5647*a^2*g^2*p*q^2*x^4+4476*a^2*g^2 *p*q*r^2*x^3+7353*a^2*g^2*p*q*r*x^4+1336*a^2*g^2*p*r^3*x^3-204*a^2*g^2*p*r^2*x^ 4+70*a^2*g^2*q^4*x^3+827*a^2*g^2*q^3*r*x^3+1754*a^2*g^2*q^3*x^4+1587*a^2*g^2*q^ 2*r^2*x^3+3396*a^2*g^2*q^2*r*x^4+868*a^2*g^2*q*r^3*x^3+36*a^2*g^2*q*r^2*x^4+120 *a^2*g^2*r^4*x^3-1020*a^2*g^2*r^3*x^4+64*a^2*g*p^5*x^3+224*a^2*g*p^4*q*x^3+434* a^2*g*p^4*r*x^3+384*a^2*g*p^4*x^4+302*a^2*g*p^3*q^2*x^3+1188*a^2*g*p^3*q*r*x^3+ 1293*a^2*g*p^3*q*x^4+756*a^2*g*p^3*r^2*x^3+774*a^2*g*p^3*r*x^4+193*a^2*g*p^2*q^ 3*x^3+1191*a^2*g*p^2*q^2*r*x^3+1637*a^2*g*p^2*q^2*x^4+1440*a^2*g*p^2*q*r^2*x^3+ 1782*a^2*g*p^2*q*r*x^4+460*a^2*g*p^2*r^3*x^3-192*a^2*g*p^2*r^2*x^4+56*a^2*g*p*q ^4*x^3+518*a^2*g*p*q^3*r*x^3+931*a^2*g*p*q^3*x^4+882*a^2*g*p*q^2*r^2*x^3+1329*a ^2*g*p*q^2*r*x^4+464*a^2*g*p*q*r^3*x^3-498*a^2*g*p*q*r^2*x^4+80*a^2*g*p*r^4*x^3 -500*a^2*g*p*r^3*x^4+5*a^2*g*q^5*x^3+81*a^2*g*q^4*r*x^3+203*a^2*g*q^4*x^4+171*a ^2*g*q^3*r^2*x^3+321*a^2*g*q^3*r*x^4+86*a^2*g*q^2*r^3*x^3-342*a^2*g*q^2*r^2*x^4 -420*a^2*g*q*r^3*x^4+64*a*b^6*c*x^3+32*a*b^6*p*x^3+64*a*b^6*r*x^3+352*a*b^6*x^4 +768*a*b^5*c^2*x^3+640*a*b^5*c*g*x^3+704*a*b^5*c*p*x^3+288*a*b^5*c*q*x^3+1248*a *b^5*c*r*x^3+4000*a*b^5*c*x^4+352*a*b^5*g*p*x^3+112*a*b^5*g*q*x^3+800*a*b^5*g*r *x^3+2640*a*b^5*g*x^4+160*a*b^5*p^2*x^3+160*a*b^5*p*q*x^3+528*a*b^5*p*r*x^3+ 1472*a*b^5*p*x^4+272*a*b^5*q*r*x^3+1472*a*b^5*q*x^4+240*a*b^5*r^2*x^3+1536*a*b^ 5*r*x^4+3584*a*b^4*c^3*x^3+5728*a*b^4*c^2*g*x^3+4672*a*b^4*c^2*p*x^3+2656*a*b^4 *c^2*q*x^3+7968*a*b^4*c^2*r*x^3+18016*a*b^4*c^2*x^4+2080*a*b^4*c*g^2*x^3+5488*a *b^4*c*g*p*x^3+2928*a*b^4*c*g*q*x^3+10400*a*b^4*c*g*r*x^3+24640*a*b^4*c*g*x^4+ 1952*a*b^4*c*p^2*x^3+2432*a*b^4*c*p*q*x^3+6240*a*b^4*c*p*r*x^3+12640*a*b^4*c*p* x^4+480*a*b^4*c*q^2*x^3+4032*a*b^4*c*q*r*x^3+12640*a*b^4*c*q*x^4+2832*a*b^4*c*r ^2*x^3+11232*a*b^4*c*r*x^4+1200*a*b^4*g^2*p*x^3+544*a*b^4*g^2*q*x^3+2848*a*b^4* g^2*r*x^3+7216*a*b^4*g^2*x^4+1264*a*b^4*g*p^2*x^3+1536*a*b^4*g*p*q*x^3+4432*a*b ^4*g*p*r*x^3+9152*a*b^4*g*p*x^4+272*a*b^4*g*q^2*x^3+2864*a*b^4*g*q*r*x^3+9152*a *b^4*g*q*x^4+2304*a*b^4*g*r^2*x^3+9432*a*b^4*g*r*x^4+256*a*b^4*p^3*x^3+512*a*b^ 4*p^2*q*x^3+1144*a*b^4*p^2*r*x^3+2080*a*b^4*p^2*x^4+256*a*b^4*p*q^2*x^3+1536*a* b^4*p*q*r*x^3+4160*a*b^4*p*q*x^4+936*a*b^4*p*r^2*x^3+3192*a*b^4*p*r*x^4+392*a*b ^4*q^2*r*x^3+2080*a*b^4*q^2*x^4+528*a*b^4*q*r^2*x^3+3192*a*b^4*q*r*x^4+48*a*b^4 *r^3*x^3+240*a*b^4*r^2*x^4+7552*a*b^3*c^4*x^3+18272*a*b^3*c^3*g*x^3+12704*a*b^3 *c^3*p*x^3+8512*a*b^3*c^3*q*x^3+21664*a*b^3*c^3*r*x^3+39744*a*b^3*c^3*x^4+13488 *a*b^3*c^2*g^2*x^3+24672*a*b^3*c^2*g*p*x^3+15632*a*b^3*c^2*g*q*x^3+43968*a*b^3* c^2*g*r*x^3+84304*a*b^3*c^2*g*x^4+7680*a*b^3*c^2*p^2*x^3+10944*a*b^3*c^2*p*q*x^ 3+24544*a*b^3*c^2*p*r*x^3+40576*a*b^3*c^2*p*x^4+3136*a*b^3*c^2*q^2*x^3+18240*a* b^3*c^2*q*r*x^3+41152*a*b^3*c^2*q*x^4+11616*a*b^3*c^2*r^2*x^3+33264*a*b^3*c^2*r *x^4+3120*a*b^3*c*g^3*x^3+13248*a*b^3*c*g^2*p*x^3+7888*a*b^3*c*g^2*q*x^3+25960* a*b^3*c*g^2*r*x^3+52408*a*b^3*c*g^2*x^4+10592*a*b^3*c*g*p^2*x^3+14560*a*b^3*c*g *p*q*x^3+35336*a*b^3*c*g*p*r*x^3+59944*a*b^3*c*g*p*x^4+3904*a*b^3*c*g*q^2*x^3+ 25560*a*b^3*c*g*q*r*x^3+60232*a*b^3*c*g*q*x^4+17976*a*b^3*c*g*r^2*x^3+54744*a*b ^3*c*g*r*x^4+1976*a*b^3*c*p^3*x^3+4392*a*b^3*c*p^2*q*x^3+8864*a*b^3*c*p^2*r*x^3 +13144*a*b^3*c*p^2*x^4+2792*a*b^3*c*p*q^2*x^3+13424*a*b^3*c*p*q*r*x^3+26576*a*b ^3*c*p*q*x^4+7752*a*b^3*c*p*r^2*x^3+18840*a*b^3*c*p*r*x^4+376*a*b^3*c*q^3*x^3+ 4432*a*b^3*c*q^2*r*x^3+13432*a*b^3*c*q^2*x^4+5328*a*b^3*c*q*r^2*x^3+18648*a*b^3 *c*q*r*x^4+944*a*b^3*c*r^3*x^3+1152*a*b^3*c*r^2*x^4+1860*a*b^3*g^3*p*x^3+980*a* b^3*g^3*q*x^3+4480*a*b^3*g^3*r*x^3+9680*a*b^3*g^3*x^4+3072*a*b^3*g^2*p^2*x^3+ 4064*a*b^3*g^2*p*q*x^3+11108*a*b^3*g^2*p*r*x^3+19604*a*b^3*g^2*p*x^4+992*a*b^3* g^2*q^2*x^3+7892*a*b^3*g^2*q*r*x^3+19604*a*b^3*g^2*q*x^4+6252*a*b^3*g^2*r^2*x^3 +20544*a*b^3*g^2*r*x^4+1436*a*b^3*g*p^3*x^3+3148*a*b^3*g*p^2*q*x^3+6732*a*b^3*g *p^2*r*x^3+10084*a*b^3*g*p^2*x^4+1956*a*b^3*g*p*q^2*x^3+10096*a*b^3*g*p*q*r*x^3 +20312*a*b^3*g*p*q*x^4+6252*a*b^3*g*p*r^2*x^3+15876*a*b^3*g*p*r*x^4+244*a*b^3*g *q^3*x^3+3300*a*b^3*g*q^2*r*x^3+10228*a*b^3*g*q^2*x^4+4368*a*b^3*g*q*r^2*x^3+ 15780*a*b^3*g*q*r*x^4+888*a*b^3*g*r^3*x^3+1488*a*b^3*g*r^2*x^4+184*a*b^3*p^4*x^ 3+552*a*b^3*p^3*q*x^3+1028*a*b^3*p^3*r*x^3+1352*a*b^3*p^3*x^4+552*a*b^3*p^2*q^2 *x^3+2316*a*b^3*p^2*q*r*x^3+4056*a*b^3*p^2*q*x^4+1236*a*b^3*p^2*r^2*x^3+2376*a* b^3*p^2*r*x^4+184*a*b^3*p*q^3*x^3+1548*a*b^3*p*q^2*r*x^3+4056*a*b^3*p*q^2*x^4+ 1656*a*b^3*p*q*r^2*x^3+4752*a*b^3*p*q*r*x^4+272*a*b^3*p*r^3*x^3-288*a*b^3*p*r^2 *x^4+260*a*b^3*q^3*r*x^3+1352*a*b^3*q^3*x^4+420*a*b^3*q^2*r^2*x^3+2376*a*b^3*q^ 2*r*x^4-288*a*b^3*q*r^2*x^4-80*a*b^3*r^4*x^3-720*a*b^3*r^3*x^4+7296*a*b^2*c^5*x ^3+24896*a*b^2*c^4*g*x^3+15040*a*b^2*c^4*p*x^3+11072*a*b^2*c^4*q*x^3+25568*a*b^ 2*c^4*r*x^3+42016*a*b^2*c^4*x^4+28944*a*b^2*c^3*g^2*x^3+43344*a*b^2*c^3*g*p*x^3 +30176*a*b^2*c^3*g*q*x^3+75072*a*b^2*c^3*g*r*x^3+127552*a*b^2*c^3*g*x^4+11840*a *b^2*c^3*p^2*x^3+18336*a*b^2*c^3*p*q*x^3+37520*a*b^2*c^3*p*r*x^3+55632*a*b^2*c^ 3*p*x^4+6240*a*b^2*c^3*q^2*x^3+30928*a*b^2*c^3*q*r*x^3+57856*a*b^2*c^3*q*x^4+ 18384*a*b^2*c^3*r^2*x^3+43440*a*b^2*c^3*r*x^4+13920*a*b^2*c^2*g^3*x^3+40000*a*b ^2*c^2*g^2*p*x^3+26624*a*b^2*c^2*g^2*q*x^3+72608*a*b^2*c^2*g^2*r*x^3+127920*a*b ^2*c^2*g^2*x^4+26936*a*b^2*c^2*g*p^2*x^3+39904*a*b^2*c^2*g*p*q*x^3+87400*a*b^2* c^2*g*p*r*x^3+131944*a*b^2*c^2*g*p*x^4+12680*a*b^2*c^2*g*q^2*x^3+68488*a*b^2*c^ 2*g*q*r*x^3+133776*a*b^2*c^2*g*q*x^4+44424*a*b^2*c^2*g*r^2*x^3+111336*a*b^2*c^2 *g*r*x^4+4480*a*b^2*c^2*p^3*x^3+10728*a*b^2*c^2*p^2*q*x^3+19888*a*b^2*c^2*p^2*r *x^3+26480*a*b^2*c^2*p^2*x^4+7840*a*b^2*c^2*p*q^2*x^3+33264*a*b^2*c^2*p*q*r*x^3 +54896*a*b^2*c^2*p*q*x^4+18048*a*b^2*c^2*p*r^2*x^3+35856*a*b^2*c^2*p*r*x^4+1544 *a*b^2*c^2*q^3*x^3+12872*a*b^2*c^2*q^2*r*x^3+28632*a*b^2*c^2*q^2*x^4+14592*a*b^ 2*c^2*q*r^2*x^3+37080*a*b^2*c^2*q*r*x^4+2976*a*b^2*c^2*r^3*x^3+1872*a*b^2*c^2*r ^2*x^4+2380*a*b^2*c*g^4*x^3+13956*a*b^2*c*g^3*p*x^3+8816*a*b^2*c*g^3*q*x^3+ 27756*a*b^2*c*g^3*r*x^3+51052*a*b^2*c*g^3*x^4+17444*a*b^2*c*g^2*p^2*x^3+25024*a *b^2*c*g^2*p*q*x^3+59224*a*b^2*c*g^2*p*r*x^3+91848*a*b^2*c*g^2*p*x^4+7500*a*b^2 *c*g^2*q^2*x^3+45088*a*b^2*c*g^2*q*r*x^3+92208*a*b^2*c*g^2*q*x^4+31956*a*b^2*c* g^2*r^2*x^3+86040*a*b^2*c*g^2*r*x^4+7096*a*b^2*c*g*p^3*x^3+16468*a*b^2*c*g*p^2* q*x^3+32432*a*b^2*c*g*p^2*r*x^3+43384*a*b^2*c*g*p^2*x^4+11480*a*b^2*c*g*p*q^2*x ^3+52072*a*b^2*c*g*p*q*r*x^3+88096*a*b^2*c*g*p*q*x^4+30516*a*b^2*c*g*p*r^2*x^3+ 63696*a*b^2*c*g*p*r*x^4+2084*a*b^2*c*g*q^3*x^3+19228*a*b^2*c*g*q^2*r*x^3+44820* a*b^2*c*g*q^2*x^4+23736*a*b^2*c*g*q*r^2*x^3+64068*a*b^2*c*g*q*r*x^4+5464*a*b^2* c*g*r^3*x^3+5832*a*b^2*c*g*r^2*x^4+828*a*b^2*c*p^4*x^3+2672*a*b^2*c*p^3*q*x^3+ 4604*a*b^2*c*p^3*r*x^3+5420*a*b^2*c*p^3*x^4+3024*a*b^2*c*p^2*q^2*x^3+11460*a*b^ 2*c*p^2*q*r*x^3+16672*a*b^2*c*p^2*q*x^4+5808*a*b^2*c*p^2*r^2*x^3+9012*a*b^2*c*p ^2*r*x^4+1320*a*b^2*c*p*q^3*x^3+8936*a*b^2*c*p*q^2*r*x^3+17192*a*b^2*c*p*q^2*x^ 4+9216*a*b^2*c*p*q*r^2*x^3+18732*a*b^2*c*p*q*r*x^4+1776*a*b^2*c*p*r^3*x^3-1368* a*b^2*c*p*r^2*x^4+140*a*b^2*c*q^4*x^3+2032*a*b^2*c*q^3*r*x^3+5940*a*b^2*c*q^3*x ^4+3180*a*b^2*c*q^2*r^2*x^3+9648*a*b^2*c*q^2*r*x^4+800*a*b^2*c*q*r^3*x^3-1656*a *b^2*c*q*r^2*x^4-160*a*b^2*c*r^4*x^3-2880*a*b^2*c*r^3*x^4+1456*a*b^2*g^4*p*x^3+ 832*a*b^2*g^4*q*x^3+3512*a*b^2*g^4*r*x^3+6864*a*b^2*g^4*x^4+3264*a*b^2*g^3*p^2* x^3+4528*a*b^2*g^3*p*q*x^3+11978*a*b^2*g^3*p*r*x^3+19256*a*b^2*g^3*p*x^4+1264*a *b^2*g^3*q^2*x^3+8946*a*b^2*g^3*q*r*x^3+19256*a*b^2*g^3*q*x^4+7062*a*b^2*g^3*r^ 2*x^3+20598*a*b^2*g^3*r*x^4+2400*a*b^2*g^2*p^3*x^3+5456*a*b^2*g^2*p^2*q*x^3+ 11460*a*b^2*g^2*p^2*r*x^3+15660*a*b^2*g^2*p^2*x^4+3672*a*b^2*g^2*p*q^2*x^3+ 18020*a*b^2*g^2*p*q*r*x^3+31500*a*b^2*g^2*p*q*x^4+11340*a*b^2*g^2*p*r^2*x^3+ 25386*a*b^2*g^2*p*r*x^4+616*a*b^2*g^2*q^3*x^3+6480*a*b^2*g^2*q^2*r*x^3+15840*a* b^2*g^2*q^2*x^4+8724*a*b^2*g^2*q*r^2*x^3+25266*a*b^2*g^2*q*r*x^4+2184*a*b^2*g^2 *r^3*x^3+3276*a*b^2*g^2*r^2*x^4+672*a*b^2*g*p^4*x^3+2136*a*b^2*g*p^3*q*x^3+3854 *a*b^2*g*p^3*r*x^3+4518*a*b^2*g*p^3*x^4+2364*a*b^2*g*p^2*q^2*x^3+9390*a*b^2*g*p ^2*q*r*x^3+13760*a*b^2*g*p^2*q*x^4+5046*a*b^2*g*p^2*r^2*x^3+8160*a*b^2*g*p^2*r* x^4+996*a*b^2*g*p*q^3*x^3+7132*a*b^2*g*p*q^2*r*x^3+14020*a*b^2*g*p*q^2*x^4+7824 *a*b^2*g*p*q*r^2*x^3+16674*a*b^2*g*p*q*r*x^4+1640*a*b^2*g*p*r^3*x^3-684*a*b^2*g *p*r^2*x^4+96*a*b^2*g*q^4*x^3+1572*a*b^2*g*q^3*r*x^3+4778*a*b^2*g*q^3*x^4+2664* a*b^2*g*q^2*r^2*x^3+8478*a*b^2*g*q^2*r*x^4+792*a*b^2*g*q*r^3*x^3-828*a*b^2*g*q* r^2*x^4-120*a*b^2*g*r^4*x^3-2520*a*b^2*g*r^3*x^4+62*a*b^2*p^5*x^3+248*a*b^2*p^4 *q*x^3+414*a*b^2*p^4*r*x^3+418*a*b^2*p^4*x^4+372*a*b^2*p^3*q^2*x^3+1324*a*b^2*p ^3*q*r*x^3+1672*a*b^2*p^3*q*x^4+666*a*b^2*p^3*r^2*x^3+750*a*b^2*p^3*r*x^4+248*a *b^2*p^2*q^3*x^3+1488*a*b^2*p^2*q^2*r*x^3+2508*a*b^2*p^2*q^2*x^4+1476*a*b^2*p^2 *q*r^2*x^3+2250*a*b^2*p^2*q*r*x^4+308*a*b^2*p^2*r^3*x^3-468*a*b^2*p^2*r^2*x^4+ 62*a*b^2*p*q^4*x^3+660*a*b^2*p*q^3*r*x^3+1672*a*b^2*p*q^3*x^4+954*a*b^2*p*q^2*r ^2*x^3+2250*a*b^2*p*q^2*r*x^4+272*a*b^2*p*q*r^3*x^3-936*a*b^2*p*q*r^2*x^4-720*a *b^2*p*r^3*x^4+82*a*b^2*q^4*r*x^3+418*a*b^2*q^4*x^4+144*a*b^2*q^3*r^2*x^3+750*a *b^2*q^3*r*x^4-36*a*b^2*q^2*r^3*x^3-468*a*b^2*q^2*r^2*x^4-80*a*b^2*q*r^4*x^3-\ 720*a*b^2*q*r^3*x^4+2816*a*b*c^6*x^3+13824*a*b*c^5*g*x^3+7072*a*b*c^5*p*x^3+ 5216*a*b*c^5*q*x^3+11520*a*b*c^5*r*x^3+18496*a*b*c^5*x^4+23680*a*b*c^4*g^2*x^3+ 29904*a*b*c^4*g*p*x^3+21424*a*b*c^4*g*q*x^3+49728*a*b*c^4*g*r*x^3+80800*a*b*c^4 *g*x^4+7072*a*b*c^4*p^2*x^3+10752*a*b*c^4*p*q*x^3+21344*a*b*c^4*p*r*x^3+30800*a *b*c^4*p*x^4+3872*a*b*c^4*q^2*x^3+17824*a*b*c^4*q*r*x^3+30800*a*b*c^4*q*x^4+ 10368*a*b*c^4*r^2*x^3+22176*a*b*c^4*r*x^4+18304*a*b*c^3*g^3*x^3+42568*a*b*c^3*g ^2*p*x^3+29752*a*b*c^3*g^2*q*x^3+73248*a*b*c^3*g^2*r*x^3+120832*a*b*c^3*g^2*x^4 +24600*a*b*c^3*g*p^2*x^3+36928*a*b*c^3*g*p*q*x^3+76480*a*b*c^3*g*p*r*x^3+110160 *a*b*c^3*g*p*x^4+12584*a*b*c^3*g*q^2*x^3+61760*a*b*c^3*g*q*r*x^3+110160*a*b*c^3 *g*q*x^4+38208*a*b*c^3*g*r^2*x^3+85728*a*b*c^3*g*r*x^4+3640*a*b*c^3*p^3*x^3+ 8368*a*b*c^3*p^2*q*x^3+15400*a*b*c^3*p^2*r*x^3+19896*a*b*c^3*p^2*x^4+6320*a*b*c ^3*p*q^2*x^3+25344*a*b*c^3*p*q*r*x^3+38800*a*b*c^3*p*q*x^4+13752*a*b*c^3*p*r^2* x^3+24432*a*b*c^3*p*r*x^4+1448*a*b*c^3*q^3*x^3+10520*a*b*c^3*q^2*r*x^3+19896*a* b*c^3*q^2*x^4+11592*a*b*c^3*q*r^2*x^3+24432*a*b*c^3*q*r*x^4+2560*a*b*c^3*r^3*x^ 3+480*a*b*c^3*r^2*x^4+6576*a*b*c^2*g^4*x^3+25916*a*b*c^2*g^3*p*x^3+17636*a*b*c^ 2*g^3*q*x^3+47088*a*b*c^2*g^3*r*x^3+79336*a*b*c^2*g^3*x^4+27188*a*b*c^2*g^2*p^2 *x^3+40288*a*b*c^2*g^2*p*q*x^3+87760*a*b*c^2*g^2*p*r*x^3+127252*a*b*c^2*g^2*p*x ^4+13180*a*b*c^2*g^2*q^2*x^3+69296*a*b*c^2*g^2*q*r*x^3+127252*a*b*c^2*g^2*q*x^4 +45792*a*b*c^2*g^2*r^2*x^3+108480*a*b*c^2*g^2*r*x^4+9672*a*b*c^2*g*p^3*x^3+ 22396*a*b*c^2*g*p^2*q*x^3+42424*a*b*c^2*g*p^2*r*x^3+54088*a*b*c^2*g*p^2*x^4+ 16308*a*b*c^2*g*p*q^2*x^3+69024*a*b*c^2*g*p*q*r*x^3+107320*a*b*c^2*g*p*q*x^4+ 39300*a*b*c^2*g*p*r^2*x^3+72828*a*b*c^2*g*p*r*x^4+3432*a*b*c^2*g*q^3*x^3+27128* a*b*c^2*g*q^2*r*x^3+54088*a*b*c^2*g*q^2*x^4+32124*a*b*c^2*g*q*r^2*x^3+72828*a*b *c^2*g*q*r*x^4+7680*a*b*c^2*g*r^3*x^3+4752*a*b*c^2*g*r^2*x^4+1024*a*b*c^2*p^4*x ^3+3128*a*b*c^2*p^3*q*x^3+5480*a*b*c^2*p^3*r*x^3+6244*a*b*c^2*p^3*x^4+3600*a*b* c^2*p^2*q^2*x^3+13112*a*b*c^2*p^2*q*r*x^3+17740*a*b*c^2*p^2*q*x^4+6840*a*b*c^2* p^2*r^2*x^3+9468*a*b*c^2*p^2*r*x^4+1768*a*b*c^2*p*q^3*x^3+10792*a*b*c^2*p*q^2*r *x^3+17740*a*b*c^2*p*q^2*x^4+10944*a*b*c^2*p*q*r^2*x^3+18240*a*b*c^2*p*q*r*x^4+ 2352*a*b*c^2*p*r^3*x^3-2088*a*b*c^2*p*r^2*x^4+272*a*b*c^2*q^4*x^3+2872*a*b*c^2* q^3*r*x^3+6244*a*b*c^2*q^3*x^4+4392*a*b*c^2*q^2*r^2*x^3+9468*a*b*c^2*q^2*r*x^4+ 1488*a*b*c^2*q*r^3*x^3-2088*a*b*c^2*q*r^2*x^4-2880*a*b*c^2*r^3*x^4+896*a*b*c*g^ 5*x^3+6732*a*b*c*g^4*p*x^3+4404*a*b*c*g^4*q*x^3+13416*a*b*c*g^4*r*x^3+23332*a*b *c*g^4*x^4+11520*a*b*c*g^3*p^2*x^3+16816*a*b*c*g^3*p*q*x^3+39188*a*b*c*g^3*p*r* x^3+57724*a*b*c*g^3*p*x^4+5296*a*b*c*g^3*q^2*x^3+30460*a*b*c*g^3*q*r*x^3+57724* a*b*c*g^3*q*x^4+21744*a*b*c*g^3*r^2*x^3+54876*a*b*c*g^3*r*x^4+7342*a*b*c*g^2*p^ 3*x^3+16970*a*b*c*g^2*p^2*q*x^3+33478*a*b*c*g^2*p^2*r*x^3+42754*a*b*c*g^2*p^2*x ^4+12054*a*b*c*g^2*p*q^2*x^3+53904*a*b*c*g^2*p*q*r*x^3+85328*a*b*c*g^2*p*q*x^4+ 32382*a*b*c*g^2*p*r^2*x^3+63390*a*b*c*g^2*p*r*x^4+2386*a*b*c*g^2*q^3*x^3+20546* a*b*c*g^2*q^2*r*x^3+42754*a*b*c*g^2*q^2*x^4+26082*a*b*c*g^2*q*r^2*x^3+63390*a*b *c*g^2*q*r*x^4+6720*a*b*c*g^2*r^3*x^3+7056*a*b*c*g^2*r^2*x^4+1828*a*b*c*g*p^4*x ^3+5728*a*b*c*g*p^3*q*x^3+10142*a*b*c*g*p^3*r*x^3+11326*a*b*c*g*p^3*x^4+6496*a* b*c*g*p^2*q^2*x^3+24622*a*b*c*g*p^2*q*r*x^3+33302*a*b*c*g*p^2*q*x^4+13170*a*b*c *g*p^2*r^2*x^3+18852*a*b*c*g*p^2*r*x^4+3008*a*b*c*g*p*q^3*x^3+19562*a*b*c*g*p*q ^2*r*x^3+33302*a*b*c*g*p*q^2*x^4+21024*a*b*c*g*p*q*r^2*x^3+37476*a*b*c*g*p*q*r* x^4+4712*a*b*c*g*p*r^3*x^3-2628*a*b*c*g*p*r^2*x^4+412*a*b*c*g*q^4*x^3+4858*a*b* c*g*q^3*r*x^3+11326*a*b*c*g*q^3*x^4+7998*a*b*c*g*q^2*r^2*x^3+18852*a*b*c*g*q^2* r*x^4+2968*a*b*c*g*q*r^3*x^3-2628*a*b*c*g*q*r^2*x^4-5760*a*b*c*g*r^3*x^4+148*a* b*c*p^5*x^3+570*a*b*c*p^4*q*x^3+962*a*b*c*p^4*r*x^3+942*a*b*c*p^4*x^4+878*a*b*c *p^3*q^2*x^3+3004*a*b*c*p^3*q*r*x^3+3520*a*b*c*p^3*q*x^4+1548*a*b*c*p^3*r^2*x^3 +1566*a*b*c*p^3*r*x^4+658*a*b*c*p^2*q^3*x^3+3600*a*b*c*p^2*q^2*r*x^3+5156*a*b*c *p^2*q^2*x^4+3510*a*b*c*p^2*q*r^2*x^3+4350*a*b*c*p^2*q*r*x^4+796*a*b*c*p^2*r^3* x^3-1116*a*b*c*p^2*r^2*x^4+222*a*b*c*p*q^4*x^3+1892*a*b*c*p*q^3*r*x^3+3520*a*b* c*p*q^3*x^4+2682*a*b*c*p*q^2*r^2*x^3+4350*a*b*c*p*q^2*r*x^4+960*a*b*c*p*q*r^3*x ^3-2088*a*b*c*p*q*r^2*x^4+80*a*b*c*p*r^4*x^3-1440*a*b*c*p*r^3*x^4+20*a*b*c*q^5* x^3+334*a*b*c*q^4*r*x^3+942*a*b*c*q^4*x^4+612*a*b*c*q^3*r^2*x^3+1566*a*b*c*q^3* r*x^4+164*a*b*c*q^2*r^3*x^3-1116*a*b*c*q^2*r^2*x^4-80*a*b*c*q*r^4*x^3-1440*a*b* c*q*r^3*x^4+560*a*b*g^5*p*x^3+336*a*b*g^5*q*x^3+1344*a*b*g^5*r*x^3+2464*a*b*g^5 *x^4+1596*a*b*g^4*p^2*x^3+2280*a*b*g^4*p*q*x^3+5880*a*b*g^4*p*r*x^3+8894*a*b*g^ 4*p*x^4+684*a*b*g^4*q^2*x^3+4512*a*b*g^4*q*r*x^3+8894*a*b*g^4*q*x^4+3552*a*b*g^ 4*r^2*x^3+9648*a*b*g^4*r*x^4+1614*a*b*g^3*p^3*x^3+3710*a*b*g^3*p^2*q*x^3+7734*a *b*g^3*p^2*r*x^3+10018*a*b*g^3*p^2*x^4+2578*a*b*g^3*p*q^2*x^3+12360*a*b*g^3*p*q *r*x^3+20036*a*b*g^3*p*q*x^4+7905*a*b*g^3*p*r^2*x^3+16578*a*b*g^3*p*r*x^4+482*a *b*g^3*q^3*x^3+4626*a*b*g^3*q^2*r*x^3+10018*a*b*g^3*q^2*x^4+6351*a*b*g^3*q*r^2* x^3+16578*a*b*g^3*q*r*x^4+1760*a*b*g^3*r^3*x^3+2616*a*b*g^3*r^2*x^4+710*a*b*g^2 *p^4*x^3+2242*a*b*g^2*p^3*q*x^3+4079*a*b*g^2*p^3*r*x^3+4558*a*b*g^2*p^3*x^4+ 2516*a*b*g^2*p^2*q^2*x^3+9939*a*b*g^2*p^2*q*r*x^3+13584*a*b*g^2*p^2*q*x^4+5505* a*b*g^2*p^2*r^2*x^3+8337*a*b*g^2*p^2*r*x^4+1126*a*b*g^2*p*q^3*x^3+7761*a*b*g^2* p*q^2*r*x^3+13584*a*b*g^2*p*q^2*x^4+8784*a*b*g^2*p*q*r^2*x^3+16734*a*b*g^2*p*q* r*x^4+2052*a*b*g^2*p*r^3*x^3-504*a*b*g^2*p*r^2*x^4+142*a*b*g^2*q^4*x^3+1861*a*b *g^2*q^3*r*x^3+4558*a*b*g^2*q^3*x^4+3279*a*b*g^2*q^2*r^2*x^3+8337*a*b*g^2*q^2*r *x^4+1308*a*b*g^2*q*r^3*x^3-504*a*b*g^2*q*r^2*x^4-2520*a*b*g^2*r^3*x^4+134*a*b* g*p^5*x^3+529*a*b*g*p^4*q*x^3+897*a*b*g*p^4*r*x^3+861*a*b*g*p^4*x^4+815*a*b*g*p ^3*q^2*x^3+2862*a*b*g*p^3*q*r*x^3+3320*a*b*g*p^3*q*x^4+1494*a*b*g*p^3*r^2*x^3+ 1557*a*b*g*p^3*r*x^4+593*a*b*g*p^2*q^3*x^3+3384*a*b*g*p^2*q^2*r*x^3+4918*a*b*g* p^2*q^2*x^4+3435*a*b*g*p^2*q*r^2*x^3+4497*a*b*g*p^2*q*r*x^4+798*a*b*g*p^2*r^3*x ^3-918*a*b*g*p^2*r^2*x^4+187*a*b*g*p*q^4*x^3+1698*a*b*g*p*q^3*r*x^3+3320*a*b*g* p*q^3*x^4+2541*a*b*g*p*q^2*r^2*x^3+4497*a*b*g*p*q^2*r*x^4+960*a*b*g*p*q*r^3*x^3 -1764*a*b*g*p*q*r^2*x^4+80*a*b*g*p*r^4*x^3-1440*a*b*g*p*r^3*x^4+14*a*b*g*q^5*x^ 3+279*a*b*g*q^4*r*x^3+861*a*b*g*q^4*x^4+546*a*b*g*q^3*r^2*x^3+1557*a*b*g*q^3*r* x^4+162*a*b*g*q^2*r^3*x^3-918*a*b*g*q^2*r^2*x^4-80*a*b*g*q*r^4*x^3-1440*a*b*g*q *r^3*x^4+8*a*b*p^6*x^3+40*a*b*p^5*q*x^3+62*a*b*p^5*r*x^3+50*a*b*p^5*x^4+80*a*b* p^4*q^2*x^3+258*a*b*p^4*q*r*x^3+250*a*b*p^4*q*x^4+126*a*b*p^4*r^2*x^3+84*a*b*p^ 4*r*x^4+80*a*b*p^3*q^3*x^3+412*a*b*p^3*q^2*r*x^3+500*a*b*p^3*q^2*x^4+396*a*b*p^ 3*q*r^2*x^3+336*a*b*p^3*q*r*x^4+92*a*b*p^3*r^3*x^3-132*a*b*p^3*r^2*x^4+40*a*b*p ^2*q^4*x^3+308*a*b*p^2*q^3*r*x^3+500*a*b*p^2*q^3*x^4+432*a*b*p^2*q^2*r^2*x^3+ 504*a*b*p^2*q^2*r*x^4+172*a*b*p^2*q*r^3*x^3-396*a*b*p^2*q*r^2*x^4+20*a*b*p^2*r^ 4*x^3-180*a*b*p^2*r^3*x^4+8*a*b*p*q^5*x^3+102*a*b*p*q^4*r*x^3+250*a*b*p*q^4*x^4 +180*a*b*p*q^3*r^2*x^3+336*a*b*p*q^3*r*x^4+68*a*b*p*q^2*r^3*x^3-396*a*b*p*q^2*r ^2*x^4-360*a*b*p*q*r^3*x^4+10*a*b*q^5*r*x^3+50*a*b*q^5*x^4+18*a*b*q^4*r^2*x^3+ 84*a*b*q^4*r*x^4-12*a*b*q^3*r^3*x^3-132*a*b*q^3*r^2*x^4-20*a*b*q^2*r^4*x^3-180* a*b*q^2*r^3*x^4+192*a*c^7*x^3+2112*a*c^6*g*x^3+736*a*c^6*p*x^3+288*a*c^6*q*x^3+ 832*a*c^6*r*x^3+1856*a*c^6*x^4+5856*a*c^5*g^2*x^3+5904*a*c^5*g*p*x^3+3632*a*c^5 *g*q*x^3+8544*a*c^5*g*r*x^3+15200*a*c^5*g*x^4+1120*a*c^5*p^2*x^3+960*a*c^5*p*q* x^3+2656*a*c^5*p*r*x^3+4640*a*c^5*p*x^4+144*a*c^5*q^2*x^3+1056*a*c^5*q*r*x^3+ 2688*a*c^5*q*x^4+1008*a*c^5*r^2*x^3+2496*a*c^5*r*x^4+6912*a*c^4*g^3*x^3+13464*a *c^4*g^2*p*x^3+9032*a*c^4*g^2*q*x^3+21248*a*c^4*g^2*r*x^3+35504*a*c^4*g^2*x^4+ 6576*a*c^4*g*p^2*x^3+8256*a*c^4*g*p*q*x^3+18240*a*c^4*g*p*r*x^3+27768*a*c^4*g*p *x^4+2432*a*c^4*g*q^2*x^3+12224*a*c^4*g*q*r*x^3+23528*a*c^4*g*q*x^4+8208*a*c^4* g*r^2*x^3+18528*a*c^4*g*r*x^4+880*a*c^4*p^3*x^3+1200*a*c^4*p^2*q*x^3+3232*a*c^4 *p^2*r*x^3+4640*a*c^4*p^2*x^4+408*a*c^4*p*q^2*x^3+2688*a*c^4*p*q*r*x^3+5376*a*c ^4*p*q*x^4+2520*a*c^4*p*r^2*x^3+4992*a*c^4*p*r*x^4+24*a*c^4*q^3*x^3+432*a*c^4*q ^2*r*x^3+1248*a*c^4*q^2*x^4+936*a*c^4*q*r^2*x^3+2064*a*c^4*q*r*x^4+480*a*c^4*r^ 3*x^3+96*a*c^4*r^2*x^4+4044*a*c^3*g^4*x^3+12932*a*c^3*g^3*p*x^3+8876*a*c^3*g^3* q*x^3+21696*a*c^3*g^3*r*x^3+35592*a*c^3*g^3*x^4+11792*a*c^3*g^2*p^2*x^3+16448*a *c^3*g^2*p*q*x^3+35264*a*c^3*g^2*p*r*x^3+50840*a*c^3*g^2*p*x^4+5244*a*c^3*g^2*q ^2*x^3+26240*a*c^3*g^2*q*r*x^3+47776*a*c^3*g^2*q*x^4+17184*a*c^3*g^2*r^2*x^3+ 38328*a*c^3*g^2*r*x^4+3740*a*c^3*g*p^3*x^3+7064*a*c^3*g*p^2*q*x^3+15124*a*c^3*g *p^2*r*x^3+19804*a*c^3*g*p^2*x^4+4280*a*c^3*g*p*q^2*x^3+19520*a*c^3*g*p*q*r*x^3 +32264*a*c^3*g*p*q*x^4+13068*a*c^3*g*p*r^2*x^3+24000*a*c^3*g*p*r*x^4+804*a*c^3* g*q^3*x^3+6500*a*c^3*g*q^2*r*x^3+13540*a*c^3*g*q^2*x^4+8388*a*c^3*g*q*r^2*x^3+ 18552*a*c^3*g*q*r*x^4+2576*a*c^3*g*r^3*x^3+864*a*c^3*g*r^2*x^4+380*a*c^3*p^4*x^ 3+720*a*c^3*p^3*q*x^3+1904*a*c^3*p^3*r*x^3+2320*a*c^3*p^3*x^4+396*a*c^3*p^2*q^2 *x^3+2448*a*c^3*p^2*q*r*x^3+4032*a*c^3*p^2*q*x^4+2268*a*c^3*p^2*r^2*x^3+3744*a* c^3*p^2*r*x^4+56*a*c^3*p*q^3*x^3+792*a*c^3*p*q^2*r*x^3+1872*a*c^3*p*q^2*x^4+ 1656*a*c^3*p*q*r^2*x^3+3096*a*c^3*p*q*r*x^4+848*a*c^3*p*r^3*x^3+144*a*c^3*p*r^2 *x^4+56*a*c^3*q^3*r*x^3+160*a*c^3*q^3*x^4+216*a*c^3*q^2*r^2*x^3+192*a*c^3*q^2*r *x^4+240*a*c^3*q*r^3*x^3-384*a*c^3*q*r^2*x^4+80*a*c^3*r^4*x^3-400*a*c^3*r^3*x^4 +1164*a*c^2*g^5*x^3+5892*a*c^2*g^4*p*x^3+4036*a*c^2*g^4*q*x^3+10572*a*c^2*g^4*r *x^3+17392*a*c^2*g^4*x^4+8596*a*c^2*g^3*p^2*x^3+12448*a*c^2*g^3*p*q*x^3+27228*a *c^2*g^3*p*r*x^3+38582*a*c^2*g^3*p*x^4+4028*a*c^2*g^3*q^2*x^3+20956*a*c^2*g^3*q *r*x^3+37722*a*c^2*g^3*q*x^4+14160*a*c^2*g^3*r^2*x^3+32472*a*c^2*g^3*r*x^4+4946 *a*c^2*g^2*p^3*x^3+10538*a*c^2*g^2*p^2*q*x^3+21234*a*c^2*g^2*p^2*r*x^3+26514*a* c^2*g^2*p^2*x^4+7094*a*c^2*g^2*p*q^2*x^3+31304*a*c^2*g^2*p*q*r*x^3+48792*a*c^2* g^2*p*q*x^4+19578*a*c^2*g^2*p*r^2*x^3+35322*a*c^2*g^2*p*r*x^4+1410*a*c^2*g^2*q^ 3*x^3+11394*a*c^2*g^2*q^2*r*x^3+22834*a*c^2*g^2*q^2*x^4+14502*a*c^2*g^2*q*r^2*x ^3+32502*a*c^2*g^2*q*r*x^4+4104*a*c^2*g^2*r^3*x^3+2496*a*c^2*g^2*r^2*x^4+1132*a *c^2*g*p^4*x^3+2844*a*c^2*g*p^3*q*x^3+6004*a*c^2*g*p^3*r*x^3+6794*a*c^2*g*p^3*x ^4+2596*a*c^2*g*p^2*q^2*x^3+11196*a*c^2*g*p^2*q*r*x^3+15974*a*c^2*g*p^2*q*x^4+ 7596*a*c^2*g*p^2*r^2*x^3+11250*a*c^2*g*p^2*r*x^4+1020*a*c^2*g*p*q^3*x^3+7104*a* c^2*g*p*q^2*r*x^3+12774*a*c^2*g*p*q^2*x^4+8928*a*c^2*g*p*q*r^2*x^3+15972*a*c^2* g*p*q*r*x^4+2912*a*c^2*g*p*r^3*x^3-396*a*c^2*g*p*r^2*x^4+136*a*c^2*g*q^4*x^3+ 1576*a*c^2*g*q^3*r*x^3+3594*a*c^2*g*q^3*x^4+2736*a*c^2*g*q^2*r^2*x^3+5718*a*c^2 *g*q^2*r*x^4+1344*a*c^2*g*q*r^3*x^3-1284*a*c^2*g*q*r^2*x^4+200*a*c^2*g*r^4*x^3-\ 2200*a*c^2*g*r^3*x^4+86*a*c^2*p^5*x^3+210*a*c^2*p^4*q*x^3+548*a*c^2*p^4*r*x^3+ 580*a*c^2*p^4*x^4+162*a*c^2*p^3*q^2*x^3+960*a*c^2*p^3*q*r*x^3+1344*a*c^2*p^3*q* x^4+882*a*c^2*p^3*r^2*x^3+1248*a*c^2*p^3*r*x^4+38*a*c^2*p^2*q^3*x^3+468*a*c^2*p ^2*q^2*r*x^3+936*a*c^2*p^2*q^2*x^4+954*a*c^2*p^2*q*r^2*x^3+1548*a*c^2*p^2*q*r*x ^4+488*a*c^2*p^2*r^3*x^3+72*a*c^2*p^2*r^2*x^4+56*a*c^2*p*q^3*r*x^3+160*a*c^2*p* q^3*x^4+216*a*c^2*p*q^2*r^2*x^3+192*a*c^2*p*q^2*r*x^4+240*a*c^2*p*q*r^3*x^3-384 *a*c^2*p*q*r^2*x^4+80*a*c^2*p*r^4*x^3-400*a*c^2*p*r^3*x^4-12*a*c^2*q^4*x^4-108* a*c^2*q^3*r*x^4-216*a*c^2*q^2*r^2*x^4-120*a*c^2*q*r^3*x^4+132*a*c*g^6*x^3+1218* a*c*g^5*p*x^3+814*a*c*g^5*q*x^3+2410*a*c*g^5*r*x^3+4048*a*c*g^5*x^4+2690*a*c*g^ 4*p^2*x^3+3940*a*c*g^4*p*q*x^3+9070*a*c*g^4*p*r*x^3+12886*a*c*g^4*p*x^4+1266*a* c*g^4*q^2*x^3+7058*a*c*g^4*q*r*x^3+12814*a*c*g^4*q*x^4+5061*a*c*g^4*r^2*x^3+ 12210*a*c*g^4*r*x^4+2424*a*c*g^3*p^3*x^3+5433*a*c*g^3*p^2*q*x^3+10944*a*c*g^3*p ^2*r*x^3+13472*a*c*g^3*p^2*x^4+3776*a*c*g^3*p*q^2*x^3+17008*a*c*g^3*p*q*r*x^3+ 26102*a*c*g^3*p*q*x^4+10677*a*c*g^3*p*r^2*x^3+19887*a*c*g^3*p*r*x^4+751*a*c*g^3 *q^3*x^3+6354*a*c*g^3*q^2*r*x^3+12702*a*c*g^3*q^2*x^4+8385*a*c*g^3*q*r^2*x^3+ 19521*a*c*g^3*q*r*x^4+2388*a*c*g^3*r^3*x^3+2292*a*c*g^3*r^2*x^4+994*a*c*g^2*p^4 *x^3+2836*a*c*g^2*p^3*q*x^3+5499*a*c*g^2*p^3*r*x^3+5951*a*c*g^2*p^3*x^4+2937*a* c*g^2*p^2*q^2*x^3+11907*a*c*g^2*p^2*q*r*x^3+15969*a*c*g^2*p^2*q*x^4+7287*a*c*g^ 2*p^2*r^2*x^3+10302*a*c*g^2*p^2*r*x^4+1266*a*c*g^2*p*q^3*x^3+8579*a*c*g^2*p*q^2 *r*x^3+14569*a*c*g^2*p*q^2*x^4+10224*a*c*g^2*p*q*r^2*x^3+18060*a*c*g^2*p*q*r*x^ 4+2904*a*c*g^2*p*r^3*x^3-534*a*c*g^2*p*r^2*x^4+171*a*c*g^2*q^4*x^3+2019*a*c*g^2 *q^3*r*x^3+4551*a*c*g^2*q^3*x^4+3582*a*c*g^2*q^2*r^2*x^3+7998*a*c*g^2*q^2*r*x^4 +1704*a*c*g^2*q*r^3*x^3-654*a*c*g^2*q*r^2*x^4+180*a*c*g^2*r^4*x^3-2560*a*c*g^2* r^3*x^4+166*a*c*g*p^5*x^3+525*a*c*g*p^4*q*x^3+1091*a*c*g*p^4*r*x^3+1075*a*c*g*p ^4*x^4+643*a*c*g*p^3*q^2*x^3+2662*a*c*g*p^3*q*r*x^3+3280*a*c*g*p^3*q*x^4+1818*a *c*g*p^3*r^2*x^3+2181*a*c*g*p^3*r*x^4+385*a*c*g*p^2*q^3*x^3+2434*a*c*g*p^2*q^2* r*x^3+3788*a*c*g*p^2*q^2*x^4+3015*a*c*g*p^2*q*r^2*x^3+4275*a*c*g*p^2*q*r*x^4+ 1034*a*c*g*p^2*r^3*x^3-378*a*c*g*p^2*r^2*x^4+111*a*c*g*p*q^4*x^3+1030*a*c*g*p*q ^3*r*x^3+2036*a*c*g*p*q^3*x^4+1665*a*c*g*p*q^2*r^2*x^3+2715*a*c*g*p*q^2*r*x^4+ 840*a*c*g*p*q*r^3*x^3-1260*a*c*g*p*q*r^2*x^4+160*a*c*g*p*r^4*x^3-1200*a*c*g*p*r ^3*x^4+10*a*c*g*q^5*x^3+167*a*c*g*q^4*r*x^3+453*a*c*g*q^4*x^4+306*a*c*g*q^3*r^2 *x^3+621*a*c*g*q^3*r*x^4+82*a*c*g*q^2*r^3*x^3-882*a*c*g*q^2*r^2*x^4-40*a*c*g*q* r^4*x^3-900*a*c*g*q*r^3*x^4+8*a*c*p^6*x^3+24*a*c*p^5*q*x^3+62*a*c*p^5*r*x^3+58* a*c*p^5*x^4+24*a*c*p^4*q^2*x^3+138*a*c*p^4*q*r*x^3+168*a*c*p^4*q*x^4+126*a*c*p^ 4*r^2*x^3+156*a*c*p^4*r*x^4+8*a*c*p^3*q^3*x^3+90*a*c*p^3*q^2*r*x^3+156*a*c*p^3* q^2*x^4+180*a*c*p^3*q*r^2*x^3+258*a*c*p^3*q*r*x^4+92*a*c*p^3*r^3*x^3+12*a*c*p^3 *r^2*x^4+14*a*c*p^2*q^3*r*x^3+40*a*c*p^2*q^3*x^4+54*a*c*p^2*q^2*r^2*x^3+48*a*c* p^2*q^2*r*x^4+60*a*c*p^2*q*r^3*x^3-96*a*c*p^2*q*r^2*x^4+20*a*c*p^2*r^4*x^3-100* a*c*p^2*r^3*x^4-6*a*c*p*q^4*x^4-54*a*c*p*q^3*r*x^4-108*a*c*p*q^2*r^2*x^4-60*a*c *p*q*r^3*x^4+84*a*g^6*p*x^3+52*a*g^6*q*x^3+200*a*g^6*r*x^3+352*a*g^6*x^4+294*a* g^5*p^2*x^3+428*a*g^5*p*q*x^3+1079*a*g^5*p*r*x^3+1562*a*g^5*p*x^4+134*a*g^5*q^2 *x^3+839*a*g^5*q*r*x^3+1562*a*g^5*q*x^4+657*a*g^5*r^2*x^3+1698*a*g^5*r*x^4+388* a*g^4*p^3*x^3+890*a*g^4*p^2*q*x^3+1852*a*g^4*p^2*r*x^3+2293*a*g^4*p^2*x^4+624*a *g^4*p*q^2*x^3+2950*a*g^4*p*q*r*x^3+4550*a*g^4*p*q*x^4+1920*a*g^4*p*r^2*x^3+ 3801*a*g^4*p*r*x^4+122*a*g^4*q^3*x^3+1114*a*g^4*q^2*r*x^3+2257*a*g^4*q^2*x^4+ 1557*a*g^4*q*r^2*x^3+3825*a*g^4*q*r*x^4+460*a*g^4*r^3*x^3+624*a*g^4*r^2*x^4+246 *a*g^3*p^4*x^3+746*a*g^3*p^3*q*x^3+1416*a*g^3*p^3*r*x^3+1512*a*g^3*p^3*x^4+809* a*g^3*p^2*q^2*x^3+3288*a*g^3*p^2*q*r*x^3+4330*a*g^3*p^2*q*x^4+1962*a*g^3*p^2*r^ 2*x^3+2829*a*g^3*p^2*r*x^4+356*a*g^3*p*q^3*x^3+2479*a*g^3*p*q^2*r*x^3+4160*a*g^ 3*p*q^2*x^4+2994*a*g^3*p*q*r^2*x^3+5469*a*g^3*p*q*r*x^4+818*a*g^3*p*r^3*x^3-42* a*g^3*p*r^2*x^4+47*a*g^3*q^4*x^3+591*a*g^3*q^3*r*x^3+1342*a*g^3*q^3*x^4+1107*a* g^3*q^2*r^2*x^3+2616*a*g^3*q^2*r*x^4+546*a*g^3*q*r^3*x^3+54*a*g^3*q*r^2*x^4+50* a*g^3*r^4*x^3-780*a*g^3*r^3*x^4+76*a*g^2*p^5*x^3+270*a*g^2*p^4*q*x^3+513*a*g^2* p^4*r*x^3+483*a*g^2*p^4*x^4+376*a*g^2*p^3*q^2*x^3+1440*a*g^2*p^3*q*r*x^3+1666*a *g^2*p^3*q*x^4+882*a*g^2*p^3*r^2*x^3+978*a*g^2*p^3*r*x^4+253*a*g^2*p^2*q^3*x^3+ 1520*a*g^2*p^2*q^2*r*x^3+2203*a*g^2*p^2*q^2*x^4+1740*a*g^2*p^2*q*r^2*x^3+2349*a *g^2*p^2*q*r*x^4+518*a*g^2*p^2*r^3*x^3-270*a*g^2*p^2*r^2*x^4+78*a*g^2*p*q^4*x^3 +712*a*g^2*p*q^3*r*x^3+1340*a*g^2*p*q^3*x^4+1140*a*g^2*p*q^2*r^2*x^3+1908*a*g^2 *p*q^2*r*x^4+532*a*g^2*p*q*r^3*x^3-660*a*g^2*p*q*r^2*x^4+80*a*g^2*p*r^4*x^3-680 *a*g^2*p*r^3*x^4+7*a*g^2*q^5*x^3+119*a*g^2*q^4*r*x^3+320*a*g^2*q^4*x^4+237*a*g^ 2*q^3*r^2*x^3+537*a*g^2*q^3*r*x^4+90*a*g^2*q^2*r^3*x^3-450*a*g^2*q^2*r^2*x^4-20 *a*g^2*q*r^4*x^3-600*a*g^2*q*r^3*x^4+8*a*g*p^6*x^3+32*a*g*p^5*q*x^3+62*a*g*p^5* r*x^3+54*a*g*p^5*x^4+52*a*g*p^4*q^2*x^3+198*a*g*p^4*q*r*x^3+209*a*g*p^4*q*x^4+ 126*a*g*p^4*r^2*x^3+120*a*g*p^4*r*x^4+44*a*g*p^3*q^3*x^3+251*a*g*p^3*q^2*r*x^3+ 328*a*g*p^3*q^2*x^4+288*a*g*p^3*q*r^2*x^3+297*a*g*p^3*q*r*x^4+92*a*g*p^3*r^3*x^ 3-60*a*g*p^3*r^2*x^4+20*a*g*p^2*q^4*x^3+161*a*g*p^2*q^3*r*x^3+270*a*g*p^2*q^3*x ^4+243*a*g*p^2*q^2*r^2*x^3+276*a*g*p^2*q^2*r*x^4+116*a*g*p^2*q*r^3*x^3-246*a*g* p^2*q*r^2*x^4+20*a*g*p^2*r^4*x^3-140*a*g*p^2*r^3*x^4+4*a*g*p*q^5*x^3+51*a*g*p*q ^4*r*x^3+122*a*g*p*q^4*x^4+90*a*g*p*q^3*r^2*x^3+141*a*g*p*q^3*r*x^4+34*a*g*p*q^ 2*r^3*x^3-252*a*g*p*q^2*r^2*x^4-210*a*g*p*q*r^3*x^4+5*a*g*q^5*r*x^3+25*a*g*q^5* x^4+9*a*g*q^4*r^2*x^3+42*a*g*q^4*r*x^4-6*a*g*q^3*r^3*x^3-66*a*g*q^3*r^2*x^4-10* a*g*q^2*r^4*x^3-90*a*g*q^2*r^3*x^4+32*b^6*c*g*x^3+16*b^6*g*p*x^3+32*b^6*g*r*x^3 +176*b^6*g*x^4+128*b^5*c^3*x^3+448*b^5*c^2*g*x^3+128*b^5*c^2*p*x^3+64*b^5*c^2*q *x^3+160*b^5*c^2*r*x^3+288*b^5*c^2*x^4+208*b^5*c*g^2*x^3+416*b^5*c*g*p*x^3+176* b^5*c*g*q*x^3+704*b^5*c*g*r*x^3+2144*b^5*c*g*x^4+32*b^5*c*p^2*x^3+32*b^5*c*p*q* x^3+80*b^5*c*p*r*x^3+144*b^5*c*p*x^4+16*b^5*c*q*r*x^3+144*b^5*c*q*x^4-48*b^5*c* r^2*x^3-96*b^5*c*r*x^4+112*b^5*g^2*p*x^3+32*b^5*g^2*q*x^3+256*b^5*g^2*r*x^3+880 *b^5*g^2*x^4+96*b^5*g*p^2*x^3+96*b^5*g*p*q*x^3+304*b^5*g*p*r*x^3+808*b^5*g*p*x^ 4+144*b^5*g*q*r*x^3+808*b^5*g*q*x^4+96*b^5*g*r^2*x^3+720*b^5*g*r*x^4+704*b^4*c^ 4*x^3+2400*b^4*c^3*g*x^3+992*b^4*c^3*p*x^3+704*b^4*c^3*q*x^3+1632*b^4*c^3*r*x^3 +2464*b^4*c^3*x^4+2032*b^4*c^2*g^2*x^3+3088*b^4*c^2*g*p*x^3+1808*b^4*c^2*g*q*x^ 3+5120*b^4*c^2*g*r*x^3+10816*b^4*c^2*g*x^4+464*b^4*c^2*p^2*x^3+704*b^4*c^2*p*q* x^3+1536*b^4*c^2*p*r*x^3+2176*b^4*c^2*p*x^4+176*b^4*c^2*q^2*x^3+992*b^4*c^2*q*r *x^3+2464*b^4*c^2*q*x^4+336*b^4*c^2*r^2*x^3+1056*b^4*c^2*r*x^4+504*b^4*c*g^3*x^ 3+1936*b^4*c*g^2*p*x^3+1008*b^4*c*g^2*q*x^3+3584*b^4*c*g^2*r*x^3+8608*b^4*c*g^2 *x^4+1272*b^4*c*g*p^2*x^3+1632*b^4*c*g*p*q*x^3+4048*b^4*c*g*p*r*x^3+7696*b^4*c* g*p*x^4+328*b^4*c*g*q^2*x^3+2544*b^4*c*g*q*r*x^3+7840*b^4*c*g*q*x^4+1488*b^4*c* g*r^2*x^3+5952*b^4*c*g*r*x^4+72*b^4*c*p^3*x^3+176*b^4*c*p^2*q*x^3+360*b^4*c*p^2 *r*x^3+472*b^4*c*p^2*x^4+104*b^4*c*p*q^2*x^3+512*b^4*c*p*q*r*x^3+1088*b^4*c*p*q *x^4+216*b^4*c*p*r^2*x^3+624*b^4*c*p*r*x^4+88*b^4*c*q^2*r*x^3+616*b^4*c*q^2*x^4 -48*b^4*c*q*r^2*x^3+528*b^4*c*q*r*x^4-144*b^4*c*r^3*x^3-288*b^4*c*r^2*x^4+284*b ^4*g^3*p*x^3+120*b^4*g^3*q*x^3+680*b^4*g^3*r*x^3+1804*b^4*g^3*x^4+448*b^4*g^2*p ^2*x^3+528*b^4*g^2*p*q*x^3+1536*b^4*g^2*p*r*x^3+3248*b^4*g^2*p*x^4+80*b^4*g^2*q ^2*x^3+944*b^4*g^2*q*r*x^3+3248*b^4*g^2*q*x^4+696*b^4*g^2*r^2*x^3+3084*b^4*g^2* r*x^4+164*b^4*g*p^3*x^3+344*b^4*g*p^2*q*x^3+752*b^4*g*p^2*r*x^3+1276*b^4*g*p^2* x^4+180*b^4*g*p*q^2*x^3+1024*b^4*g*p*q*r*x^3+2624*b^4*g*p*q*x^4+576*b^4*g*p*r^2 *x^3+1908*b^4*g*p*r*x^4+240*b^4*g*q^2*r*x^3+1348*b^4*g*q^2*x^4+240*b^4*g*q*r^2* x^3+1860*b^4*g*q*r*x^4-48*b^4*g*r^3*x^3-24*b^4*g*r^2*x^4+1344*b^3*c^5*x^3+5568* b^3*c^4*g*x^3+2336*b^3*c^4*p*x^3+2016*b^3*c^4*q*x^3+4256*b^3*c^4*r*x^3+5920*b^3 *c^4*x^4+6976*b^3*c^3*g^2*x^3+9104*b^3*c^3*g*p*x^3+6368*b^3*c^3*g*q*x^3+15584*b ^3*c^3*g*r*x^3+26848*b^3*c^3*g*x^4+1456*b^3*c^3*p^2*x^3+2784*b^3*c^3*p*q*x^3+ 5232*b^3*c^3*p*r*x^3+6656*b^3*c^3*p*x^4+1008*b^3*c^3*q^2*x^3+4720*b^3*c^3*q*r*x ^3+8880*b^3*c^3*q*x^4+2112*b^3*c^3*r^2*x^3+5040*b^3*c^3*r*x^4+3472*b^3*c^2*g^3* x^3+9312*b^3*c^2*g^2*p*x^3+5888*b^3*c^2*g^2*q*x^3+16400*b^3*c^2*g^2*r*x^3+31440 *b^3*c^2*g^2*x^4+5312*b^3*c^2*g*p^2*x^3+7968*b^3*c^2*g*p*q*x^3+17368*b^3*c^2*g* p*r*x^3+27200*b^3*c^2*g*p*x^4+2336*b^3*c^2*g*q^2*x^3+13048*b^3*c^2*g*q*r*x^3+ 29032*b^3*c^2*g*q*x^4+7416*b^3*c^2*g*r^2*x^3+20952*b^3*c^2*g*r*x^4+376*b^3*c^2* p^3*x^3+1224*b^3*c^2*p^2*q*x^3+2016*b^3*c^2*p^2*r*x^3+2288*b^3*c^2*p^2*x^4+1032 *b^3*c^2*p*q^2*x^3+4144*b^3*c^2*p*q*r*x^3+6656*b^3*c^2*p*q*x^4+1800*b^3*c^2*p*r ^2*x^3+3816*b^3*c^2*p*r*x^4+168*b^3*c^2*q^3*x^3+1528*b^3*c^2*q^2*r*x^3+4440*b^3 *c^2*q^2*x^4+1176*b^3*c^2*q*r^2*x^3+5040*b^3*c^2*q*r*x^4-128*b^3*c^2*r^3*x^3-48 *b^3*c^2*r^2*x^4+604*b^3*c*g^4*x^3+3376*b^3*c*g^3*p*x^3+1956*b^3*c*g^3*q*x^3+ 6548*b^3*c*g^3*r*x^3+13620*b^3*c*g^3*x^4+3972*b^3*c*g^2*p^2*x^3+5456*b^3*c*g^2* p*q*x^3+13224*b^3*c*g^2*p*r*x^3+22680*b^3*c*g^2*p*x^4+1404*b^3*c*g^2*q^2*x^3+ 9360*b^3*c*g^2*q*r*x^3+23040*b^3*c*g^2*q*x^4+6168*b^3*c*g^2*r^2*x^3+19584*b^3*c *g^2*r*x^4+1292*b^3*c*g*p^3*x^3+3084*b^3*c*g*p^2*q*x^3+6024*b^3*c*g*p^2*r*x^3+ 8504*b^3*c*g*p^2*x^4+2068*b^3*c*g*p*q^2*x^3+9592*b^3*c*g*p*q*r*x^3+18408*b^3*c* g*p*q*x^4+5124*b^3*c*g*p*r^2*x^3+12372*b^3*c*g*p*r*x^4+268*b^3*c*g*q^3*x^3+3108 *b^3*c*g*q^2*r*x^3+9940*b^3*c*g*q^2*x^4+3168*b^3*c*g*q*r^2*x^3+12744*b^3*c*g*q* r*x^4+168*b^3*c*g*r^3*x^3+72*b^3*c*g*r^2*x^4+32*b^3*c*p^4*x^3+168*b^3*c*p^3*q*x ^3+232*b^3*c*p^3*r*x^3+220*b^3*c*p^3*x^4+248*b^3*c*p^2*q^2*x^3+864*b^3*c*p^2*q* r*x^3+1144*b^3*c*p^2*q*x^4+360*b^3*c*p^2*r^2*x^3+624*b^3*c*p^2*r*x^4+112*b^3*c* p*q^3*x^3+764*b^3*c*p*q^2*r*x^3+1664*b^3*c*p*q^2*x^4+648*b^3*c*p*q*r^2*x^3+1908 *b^3*c*p*q*r*x^4+80*b^3*c*p*r^3*x^3+264*b^3*c*p*r^2*x^4+116*b^3*c*q^3*r*x^3+740 *b^3*c*q^3*x^4+60*b^3*c*q^2*r^2*x^3+1260*b^3*c*q^2*r*x^4-192*b^3*c*q*r^3*x^3-24 *b^3*c*q*r^2*x^4-80*b^3*c*r^4*x^3-160*b^3*c*r^3*x^4+352*b^3*g^4*p*x^3+176*b^3*g ^4*q*x^3+856*b^3*g^4*r*x^3+1936*b^3*g^4*x^4+784*b^3*g^3*p^2*x^3+1008*b^3*g^3*p* q*x^3+2806*b^3*g^3*p*r*x^3+5160*b^3*g^3*p*x^4+224*b^3*g^3*q^2*x^3+1934*b^3*g^3* q*r*x^3+5160*b^3*g^3*q*x^4+1482*b^3*g^3*r^2*x^3+5178*b^3*g^3*r*x^4+536*b^3*g^2* p^3*x^3+1184*b^3*g^2*p^2*q*x^3+2536*b^3*g^2*p^2*r*x^3+3876*b^3*g^2*p^2*x^4+720* b^3*g^2*p*q^2*x^3+3772*b^3*g^2*p*q*r*x^3+7932*b^3*g^2*p*q*x^4+2244*b^3*g^2*p*r^ 2*x^3+6066*b^3*g^2*p*r*x^4+72*b^3*g^2*q^3*x^3+1156*b^3*g^2*q^2*r*x^3+4056*b^3*g ^2*q^2*x^4+1392*b^3*g^2*q*r^2*x^3+5946*b^3*g^2*q*r*x^4+152*b^3*g^2*r^3*x^3+324* b^3*g^2*r^2*x^4+108*b^3*g*p^4*x^3+360*b^3*g*p^3*q*x^3+630*b^3*g*p^3*r*x^3+786*b ^3*g*p^3*x^4+400*b^3*g*p^2*q^2*x^3+1590*b^3*g*p^2*q*r*x^3+2600*b^3*g*p^2*q*x^4+ 798*b^3*g*p^2*r^2*x^3+1500*b^3*g*p^2*r*x^4+148*b^3*g*p*q^3*x^3+1156*b^3*g*p*q^2 *r*x^3+2860*b^3*g*p*q^2*x^4+1152*b^3*g*p*q*r^2*x^3+3330*b^3*g*p*q*r*x^4+176*b^3 *g*p*r^3*x^3-12*b^3*g*p*r^2*x^4+188*b^3*g*q^3*r*x^3+1046*b^3*g*q^3*x^4+240*b^3* g*q^2*r^2*x^3+1818*b^3*g*q^2*r*x^4-96*b^3*g*q*r^3*x^3-156*b^3*g*q*r^2*x^4-80*b^ 3*g*r^4*x^3-440*b^3*g*r^3*x^4+1088*b^2*c^6*x^3+5824*b^2*c^5*g*x^3+2208*b^2*c^5* p*x^3+2176*b^2*c^5*q*x^3+4256*b^2*c^5*r*x^3+5600*b^2*c^5*x^4+10176*b^2*c^4*g^2* x^3+11520*b^2*c^4*g*p*x^3+9040*b^2*c^4*g*q*x^3+20256*b^2*c^4*g*r*x^3+31344*b^2* c^4*g*x^4+1648*b^2*c^4*p^2*x^3+3712*b^2*c^4*p*q*x^3+6176*b^2*c^4*p*r*x^3+7312*b ^2*c^4*p*x^4+1632*b^2*c^4*q^2*x^3+6848*b^2*c^4*q*r*x^3+11200*b^2*c^4*q*x^4+3024 *b^2*c^4*r^2*x^3+6384*b^2*c^4*r*x^4+7888*b^2*c^3*g^3*x^3+17400*b^2*c^3*g^2*p*x^ 3+12304*b^2*c^3*g^2*q*x^3+30368*b^2*c^3*g^2*r*x^3+51232*b^2*c^3*g^2*x^4+8608*b^ 2*c^3*g*p^2*x^3+14432*b^2*c^3*g*p*q*x^3+28632*b^2*c^3*g*p*r*x^3+40232*b^2*c^3*g *p*x^4+5112*b^2*c^3*g*q^2*x^3+24760*b^2*c^3*g*q*r*x^3+45832*b^2*c^3*g*q*x^4+ 13560*b^2*c^3*g*r^2*x^3+31920*b^2*c^3*g*r*x^4+536*b^2*c^3*p^3*x^3+2176*b^2*c^3* p^2*q*x^3+2952*b^2*c^3*p^2*r*x^3+3064*b^2*c^3*p^2*x^4+2256*b^2*c^3*p*q^2*x^3+ 7856*b^2*c^3*p*q*r*x^3+10968*b^2*c^3*p*q*x^4+2952*b^2*c^3*p*r^2*x^3+5256*b^2*c^ 3*p*r*x^4+544*b^2*c^3*q^3*x^3+3888*b^2*c^3*q^2*r*x^3+8400*b^2*c^3*q^2*x^4+3312* b^2*c^3*q*r^2*x^3+9576*b^2*c^3*q*r*x^4+176*b^2*c^3*r^3*x^3+336*b^2*c^3*r^2*x^4+ 2828*b^2*c^2*g^4*x^3+10784*b^2*c^2*g^3*p*x^3+7116*b^2*c^2*g^3*q*x^3+19544*b^2*c ^2*g^3*r*x^3+35100*b^2*c^2*g^3*x^4+10636*b^2*c^2*g^2*p^2*x^3+16080*b^2*c^2*g^2* p*q*x^3+35068*b^2*c^2*g^2*p*r*x^3+53192*b^2*c^2*g^2*p*x^4+5068*b^2*c^2*g^2*q^2* x^3+27580*b^2*c^2*g^2*q*r*x^3+55596*b^2*c^2*g^2*q*x^4+17052*b^2*c^2*g^2*r^2*x^3 +44184*b^2*c^2*g^2*r*x^4+3016*b^2*c^2*g*p^3*x^3+8000*b^2*c^2*g*p^2*q*x^3+14172* b^2*c^2*g*p^2*r*x^3+17952*b^2*c^2*g*p^2*x^4+6284*b^2*c^2*g*p*q^2*x^3+25872*b^2* c^2*g*p*q*r*x^3+41692*b^2*c^2*g*p*q*x^4+13032*b^2*c^2*g*p*r^2*x^3+26124*b^2*c^2 *g*p*r*x^4+1224*b^2*c^2*g*q^3*x^3+10244*b^2*c^2*g*q^2*r*x^3+24168*b^2*c^2*g*q^2 *x^4+10548*b^2*c^2*g*q*r^2*x^3+30336*b^2*c^2*g*q*r*x^4+1480*b^2*c^2*g*r^3*x^3+ 1368*b^2*c^2*g*r^2*x^4+64*b^2*c^2*p^4*x^3+496*b^2*c^2*p^3*q*x^3+464*b^2*c^2*p^3 *r*x^3+380*b^2*c^2*p^3*x^4+940*b^2*c^2*p^2*q^2*x^3+2664*b^2*c^2*p^2*q*r*x^3+ 3064*b^2*c^2*p^2*q*x^4+720*b^2*c^2*p^2*r^2*x^3+816*b^2*c^2*p^2*r*x^4+576*b^2*c^ 2*p*q^3*x^3+3224*b^2*c^2*p*q^2*r*x^3+5484*b^2*c^2*p*q^2*x^4+2448*b^2*c^2*p*q*r^ 2*x^3+5256*b^2*c^2*p*q*r*x^4+160*b^2*c^2*p*r^3*x^3-120*b^2*c^2*p*r^2*x^4+68*b^2 *c^2*q^4*x^3+880*b^2*c^2*q^3*r*x^3+2800*b^2*c^2*q^3*x^4+1044*b^2*c^2*q^2*r^2*x^ 3+4788*b^2*c^2*q^2*r*x^4-80*b^2*c^2*q*r^3*x^3+336*b^2*c^2*q*r^2*x^4-160*b^2*c^2 *r^4*x^3-560*b^2*c^2*r^3*x^4+384*b^2*c*g^5*x^3+2804*b^2*c*g^4*p*x^3+1728*b^2*c* g^4*q*x^3+5566*b^2*c*g^4*r*x^3+10598*b^2*c*g^4*x^4+4684*b^2*c*g^3*p^2*x^3+6672* b^2*c*g^3*p*q*x^3+15954*b^2*c*g^3*p*r*x^3+25542*b^2*c*g^3*p*x^4+1924*b^2*c*g^3* q^2*x^3+11974*b^2*c*g^3*q*r*x^3+25830*b^2*c*g^3*q*x^4+8268*b^2*c*g^3*r^2*x^3+ 23406*b^2*c*g^3*r*x^4+2742*b^2*c*g^2*p^3*x^3+6560*b^2*c*g^2*p^2*q*x^3+12808*b^2 *c*g^2*p^2*r*x^3+17384*b^2*c*g^2*p^2*x^4+4618*b^2*c*g^2*p*q^2*x^3+21024*b^2*c*g ^2*p*q*r*x^3+36740*b^2*c*g^2*p*q*x^4+11862*b^2*c*g^2*p*r^2*x^3+26178*b^2*c*g^2* p*r*x^4+780*b^2*c*g^2*q^3*x^3+7614*b^2*c*g^2*q^2*r*x^3+19446*b^2*c*g^2*q^2*x^4+ 8832*b^2*c*g^2*q*r^2*x^3+27012*b^2*c*g^2*q*r*x^4+1580*b^2*c*g^2*r^3*x^3+2040*b^ 2*c*g^2*r^2*x^4+494*b^2*c*g*p^4*x^3+1808*b^2*c*g*p^3*q*x^3+2882*b^2*c*g*p^3*r*x ^3+3242*b^2*c*g*p^3*x^4+2290*b^2*c*g*p^2*q^2*x^3+8222*b^2*c*g*p^2*q*r*x^3+11458 *b^2*c*g*p^2*q*x^4+3804*b^2*c*g*p^2*r^2*x^3+5922*b^2*c*g*p^2*r*x^4+1076*b^2*c*g *p*q^3*x^3+7040*b^2*c*g*p*q^2*r*x^3+13528*b^2*c*g*p*q^2*x^4+6720*b^2*c*g*p*q*r^ 2*x^3+14778*b^2*c*g*p*q*r*x^4+1088*b^2*c*g*p*r^3*x^3-276*b^2*c*g*p*r^2*x^4+100* b^2*c*g*q^4*x^3+1588*b^2*c*g*q^3*r*x^3+5312*b^2*c*g*q^3*x^4+2196*b^2*c*g*q^2*r^ 2*x^3+8970*b^2*c*g*q^2*r*x^4+120*b^2*c*g*q*r^3*x^3-528*b^2*c*g*q*r^2*x^4-280*b^ 2*c*g*r^4*x^3-1960*b^2*c*g*r^3*x^4+32*b^2*c*p^4*q*x^3-12*b^2*c*p^4*x^4+114*b^2* c*p^3*q^2*x^3+232*b^2*c*p^3*q*r*x^3+190*b^2*c*p^3*q*x^4-108*b^2*c*p^3*r*x^4+132 *b^2*c*p^2*q^3*x^3+594*b^2*c*p^2*q^2*r*x^3+766*b^2*c*p^2*q^2*x^4+360*b^2*c*p^2* q*r^2*x^3+408*b^2*c*p^2*q*r*x^4-216*b^2*c*p^2*r^2*x^4+50*b^2*c*p*q^4*x^3+420*b^ 2*c*p*q^3*r*x^3+914*b^2*c*p*q^3*x^4+486*b^2*c*p*q^2*r^2*x^3+1314*b^2*c*p*q^2*r* x^4+80*b^2*c*p*q*r^3*x^3-60*b^2*c*p*q*r^2*x^4-120*b^2*c*p*r^3*x^4+58*b^2*c*q^4* r*x^3+350*b^2*c*q^4*x^4+72*b^2*c*q^3*r^2*x^3+798*b^2*c*q^3*r*x^4-84*b^2*c*q^2*r ^3*x^3+84*b^2*c*q^2*r^2*x^4-80*b^2*c*q*r^4*x^3-280*b^2*c*q*r^3*x^4+230*b^2*g^5* p*x^3+126*b^2*g^5*q*x^3+560*b^2*g^5*r*x^3+1144*b^2*g^5*x^4+656*b^2*g^4*p^2*x^3+ 888*b^2*g^4*p*q*x^3+2403*b^2*g^4*p*r*x^3+4045*b^2*g^4*p*x^4+232*b^2*g^4*q^2*x^3 +1759*b^2*g^4*q*r*x^3+4045*b^2*g^4*q*x^4+1377*b^2*g^4*r^2*x^3+4248*b^2*g^4*r*x^ 4+644*b^2*g^3*p^3*x^3+1462*b^2*g^3*p^2*q*x^3+3101*b^2*g^3*p^2*r*x^3+4425*b^2*g^ 3*p^2*x^4+960*b^2*g^3*p*q^2*x^3+4840*b^2*g^3*p*q*r*x^3+8994*b^2*g^3*p*q*x^4+ 2991*b^2*g^3*p*r^2*x^3+7233*b^2*g^3*p*r*x^4+142*b^2*g^3*q^3*x^3+1675*b^2*g^3*q^ 2*r*x^3+4569*b^2*g^3*q^2*x^4+2178*b^2*g^3*q*r^2*x^3+7137*b^2*g^3*q*r*x^4+454*b^ 2*g^3*r^3*x^3+828*b^2*g^3*r^2*x^4+250*b^2*g^2*p^4*x^3+832*b^2*g^2*p^3*q*x^3+ 1465*b^2*g^2*p^3*r*x^3+1754*b^2*g^2*p^3*x^4+952*b^2*g^2*p^2*q^2*x^3+3751*b^2*g^ 2*p^2*q*r*x^3+5647*b^2*g^2*p^2*q*x^4+1941*b^2*g^2*p^2*r^2*x^3+3396*b^2*g^2*p^2* r*x^4+398*b^2*g^2*p*q^3*x^3+2906*b^2*g^2*p*q^2*r*x^3+6077*b^2*g^2*p*q^2*x^4+ 3060*b^2*g^2*p*q*r^2*x^3+7353*b^2*g^2*p*q*r*x^4+572*b^2*g^2*p*r^3*x^3+36*b^2*g^ 2*p*r^2*x^4+28*b^2*g^2*q^4*x^3+600*b^2*g^2*q^3*r*x^3+2184*b^2*g^2*q^3*x^4+930*b ^2*g^2*q^2*r^2*x^3+3927*b^2*g^2*q^2*r*x^4+104*b^2*g^2*q*r^3*x^3-204*b^2*g^2*q*r ^2*x^4-120*b^2*g^2*r^4*x^3-1020*b^2*g^2*r^3*x^4+31*b^2*g*p^5*x^3+140*b^2*g*p^4* q*x^3+207*b^2*g*p^4*r*x^3+203*b^2*g*p^4*x^4+243*b^2*g*p^3*q^2*x^3+778*b^2*g*p^3 *q*r*x^3+931*b^2*g*p^3*q*x^4+333*b^2*g*p^3*r^2*x^3+321*b^2*g*p^3*r*x^4+190*b^2* g*p^2*q^3*x^3+1041*b^2*g*p^2*q^2*r*x^3+1637*b^2*g*p^2*q^2*x^4+918*b^2*g*p^2*q*r ^2*x^3+1329*b^2*g*p^2*q*r*x^4+154*b^2*g*p^2*r^3*x^3-342*b^2*g*p^2*r^2*x^4+56*b^ 2*g*p*q^4*x^3+540*b^2*g*p*q^3*r*x^3+1293*b^2*g*p*q^3*x^4+720*b^2*g*p*q^2*r^2*x^ 3+1782*b^2*g*p*q^2*r*x^4+176*b^2*g*p*q*r^3*x^3-498*b^2*g*p*q*r^2*x^4-420*b^2*g* p*r^3*x^4+70*b^2*g*q^4*r*x^3+384*b^2*g*q^4*x^4+108*b^2*g*q^3*r^2*x^3+774*b^2*g* q^3*r*x^4-60*b^2*g*q^2*r^3*x^3-192*b^2*g*q^2*r^2*x^4-80*b^2*g*q*r^4*x^3-500*b^2 *g*q*r^3*x^4+320*b*c^7*x^3+2496*b*c^6*g*x^3+736*b*c^6*p*x^3+800*b*c^6*q*x^3+ 1472*b*c^6*r*x^3+1856*b*c^6*x^4+6176*b*c^5*g^2*x^3+5840*b*c^5*g*p*x^3+4848*b*c^ 5*g*q*x^3+10272*b*c^5*g*r*x^3+15200*b*c^5*g*x^4+624*b*c^5*p^2*x^3+1600*b*c^5*p* q*x^3+2400*b*c^5*p*r*x^3+2688*b*c^5*p*x^4+800*b*c^5*q^2*x^3+3104*b*c^5*q*r*x^3+ 4640*b*c^5*q*x^4+1296*b*c^5*r^2*x^3+2496*b*c^5*r*x^4+6912*b*c^4*g^3*x^3+12984*b *c^4*g^2*p*x^3+9704*b*c^4*g^2*q*x^3+22336*b*c^4*g^2*r*x^3+35504*b*c^4*g^2*x^4+ 5344*b*c^4*g*p^2*x^3+9408*b*c^4*g*p*q*x^3+17536*b*c^4*g*p*r*x^3+23528*b*c^4*g*p *x^4+3696*b*c^4*g*q^2*x^3+16512*b*c^4*g*q*r*x^3+27768*b*c^4*g*q*x^4+8688*b*c^4* g*r^2*x^3+18528*b*c^4*g*r*x^4+232*b*c^4*p^3*x^3+1128*b*c^4*p^2*q*x^3+1296*b*c^4 *p^2*r*x^3+1248*b*c^4*p^2*x^4+1360*b*c^4*p*q^2*x^3+4224*b*c^4*p*q*r*x^3+5376*b* c^4*p*q*x^4+1368*b*c^4*p*r^2*x^3+2064*b*c^4*p*r*x^4+400*b*c^4*q^3*x^3+2528*b*c^ 4*q^2*r*x^3+4640*b*c^4*q^2*x^4+2088*b*c^4*q*r^2*x^3+4992*b*c^4*q*r*x^4+160*b*c^ 4*r^3*x^3+96*b*c^4*r^2*x^4+3924*b*c^3*g^4*x^3+12244*b*c^3*g^3*p*x^3+8636*b*c^3* g^3*q*x^3+21408*b*c^3*g^3*r*x^3+35592*b*c^3*g^3*x^4+10372*b*c^3*g^2*p^2*x^3+ 16384*b*c^3*g^2*p*q*x^3+33472*b*c^3*g^2*p*r*x^3+47776*b*c^3*g^2*p*x^4+5712*b*c^ 3*g^2*q^2*x^3+28096*b*c^3*g^2*q*r*x^3+50840*b*c^3*g^2*q*x^4+16608*b*c^3*g^2*r^2 *x^3+38328*b*c^3*g^2*r*x^4+2444*b*c^3*g*p^3*x^3+6712*b*c^3*g*p^2*q*x^3+11164*b* c^3*g*p^2*r*x^3+13540*b*c^3*g*p^2*x^4+5784*b*c^3*g*p*q^2*x^3+21952*b*c^3*g*p*q* r*x^3+32264*b*c^3*g*p*q*x^4+10428*b*c^3*g*p*r^2*x^3+18552*b*c^3*g*p*r*x^4+1364* b*c^3*g*q^3*x^3+9932*b*c^3*g*q^2*r*x^3+19804*b*c^3*g*q^2*x^4+9972*b*c^3*g*q*r^2 *x^3+24000*b*c^3*g*q*r*x^4+1584*b*c^3*g*r^3*x^3+864*b*c^3*g*r^2*x^4+32*b*c^3*p^ 4*x^3+328*b*c^3*p^3*q*x^3+232*b*c^3*p^3*r*x^3+160*b*c^3*p^3*x^4+756*b*c^3*p^2*q ^2*x^3+1800*b*c^3*p^2*q*r*x^3+1872*b*c^3*p^2*q*x^4+360*b*c^3*p^2*r^2*x^3+192*b* c^3*p^2*r*x^4+560*b*c^3*p*q^3*x^3+2736*b*c^3*p*q^2*r*x^3+4032*b*c^3*p*q^2*x^4+ 1800*b*c^3*p*q*r^2*x^3+3096*b*c^3*p*q*r*x^4+80*b*c^3*p*r^3*x^3-384*b*c^3*p*r^2* x^4+100*b*c^3*q^4*x^3+976*b*c^3*q^3*r*x^3+2320*b*c^3*q^3*x^4+1188*b*c^3*q^2*r^2 *x^3+3744*b*c^3*q^2*r*x^4+112*b*c^3*q*r^3*x^3+144*b*c^3*q*r^2*x^4-80*b*c^3*r^4* x^3-400*b*c^3*r^3*x^4+1108*b*c^2*g^5*x^3+5500*b*c^2*g^4*p*x^3+3708*b*c^2*g^4*q* x^3+10068*b*c^2*g^4*r*x^3+17392*b*c^2*g^4*x^4+7740*b*c^2*g^3*p^2*x^3+11616*b*c^ 2*g^3*p*q*x^3+25460*b*c^2*g^3*p*r*x^3+37722*b*c^2*g^3*p*x^4+3764*b*c^2*g^3*q^2* x^3+20244*b*c^2*g^3*q*r*x^3+38582*b*c^2*g^3*q*x^4+13104*b*c^2*g^3*r^2*x^3+32472 *b*c^2*g^3*r*x^4+3934*b*c^2*g^2*p^3*x^3+9690*b*c^2*g^2*p^2*q*x^3+17862*b*c^2*g^ 2*p^2*r*x^3+22834*b*c^2*g^2*p^2*x^4+7366*b*c^2*g^2*p*q^2*x^3+30904*b*c^2*g^2*p* q*r*x^3+48792*b*c^2*g^2*p*q*x^4+16698*b*c^2*g^2*p*r^2*x^3+32502*b*c^2*g^2*p*r*x ^4+1518*b*c^2*g^2*q^3*x^3+12390*b*c^2*g^2*q^2*r*x^3+26514*b*c^2*g^2*q^2*x^4+ 13926*b*c^2*g^2*q*r^2*x^3+35322*b*c^2*g^2*q*r*x^4+2776*b*c^2*g^2*r^3*x^3+2496*b *c^2*g^2*r^2*x^4+592*b*c^2*g*p^4*x^3+2196*b*c^2*g*p^3*q*x^3+3320*b*c^2*g*p^3*r* x^3+3594*b*c^2*g*p^3*x^4+3020*b*c^2*g*p^2*q^2*x^3+9984*b*c^2*g*p^2*q*r*x^3+ 12774*b*c^2*g*p^2*q*x^4+4320*b*c^2*g*p^2*r^2*x^3+5718*b*c^2*g*p^2*r*x^4+1652*b* c^2*g*p*q^3*x^3+9684*b*c^2*g*p*q^2*r*x^3+15974*b*c^2*g*p*q^2*x^4+8736*b*c^2*g*p *q*r^2*x^3+15972*b*c^2*g*p*q*r*x^4+1376*b*c^2*g*p*r^3*x^3-1284*b*c^2*g*p*r^2*x^ 4+236*b*c^2*g*q^4*x^3+2684*b*c^2*g*q^3*r*x^3+6794*b*c^2*g*q^3*x^4+3780*b*c^2*g* q^2*r^2*x^3+11250*b*c^2*g*q^2*r*x^4+768*b*c^2*g*q*r^3*x^3-396*b*c^2*g*q*r^2*x^4 -200*b*c^2*g*r^4*x^3-2200*b*c^2*g*r^3*x^4+32*b*c^2*p^4*q*x^3-12*b*c^2*p^4*x^4+ 154*b*c^2*p^3*q^2*x^3+232*b*c^2*p^3*q*r*x^3+160*b*c^2*p^3*q*x^4-108*b*c^2*p^3*r *x^4+222*b*c^2*p^2*q^3*x^3+828*b*c^2*p^2*q^2*r*x^3+936*b*c^2*p^2*q^2*x^4+360*b* c^2*p^2*q*r^2*x^3+192*b*c^2*p^2*q*r*x^4-216*b*c^2*p^2*r^2*x^4+110*b*c^2*p*q^4*x ^3+768*b*c^2*p*q^3*r*x^3+1344*b*c^2*p*q^3*x^4+774*b*c^2*p*q^2*r^2*x^3+1548*b*c^ 2*p*q^2*r*x^4+80*b*c^2*p*q*r^3*x^3-384*b*c^2*p*q*r^2*x^4-120*b*c^2*p*r^3*x^4+10 *b*c^2*q^5*x^3+172*b*c^2*q^4*r*x^3+580*b*c^2*q^4*x^4+270*b*c^2*q^3*r^2*x^3+1248 *b*c^2*q^3*r*x^4-8*b*c^2*q^2*r^3*x^3+72*b*c^2*q^2*r^2*x^4-80*b*c^2*q*r^4*x^3-\ 400*b*c^2*q*r^3*x^4+124*b*c*g^6*x^3+1122*b*c*g^5*p*x^3+718*b*c*g^5*q*x^3+2246*b *c*g^5*r*x^3+4048*b*c*g^5*x^4+2438*b*c*g^4*p^2*x^3+3532*b*c*g^4*p*q*x^3+8374*b* c*g^4*p*r*x^3+12814*b*c*g^4*p*x^4+1078*b*c*g^4*q^2*x^3+6458*b*c*g^4*q*r*x^3+ 12886*b*c*g^4*q*x^4+4587*b*c*g^4*r^2*x^3+12210*b*c*g^4*r*x^4+2069*b*c*g^3*p^3*x ^3+4876*b*c*g^3*p^2*q*x^3+9618*b*c*g^3*p^2*r*x^3+12702*b*c*g^3*p^2*x^4+3475*b*c *g^3*p*q^2*x^3+15776*b*c*g^3*p*q*r*x^3+26102*b*c*g^3*p*q*x^4+9279*b*c*g^3*p*r^2 *x^3+19521*b*c*g^3*p*r*x^4+652*b*c*g^3*q^3*x^3+5964*b*c*g^3*q^2*r*x^3+13472*b*c *g^3*q^2*x^4+7371*b*c*g^3*q*r^2*x^3+19887*b*c*g^3*q*r*x^4+1692*b*c*g^3*r^3*x^3+ 2292*b*c*g^3*r^2*x^4+709*b*c*g^2*p^4*x^3+2382*b*c*g^2*p^3*q*x^3+4017*b*c*g^2*p^ 3*r*x^3+4551*b*c*g^2*p^3*x^4+2879*b*c*g^2*p^2*q^2*x^3+10609*b*c*g^2*p^2*q*r*x^3 +14569*b*c*g^2*p^2*q*x^4+5274*b*c*g^2*p^2*r^2*x^3+7998*b*c*g^2*p^2*r*x^4+1372*b *c*g^2*p*q^3*x^3+8937*b*c*g^2*p*q^2*r*x^3+15969*b*c*g^2*p*q^2*x^4+9072*b*c*g^2* p*q*r^2*x^3+18060*b*c*g^2*p*q*r*x^4+1736*b*c*g^2*p*r^3*x^3-654*b*c*g^2*p*r^2*x^ 4+166*b*c*g^2*q^4*x^3+2193*b*c*g^2*q^3*r*x^3+5951*b*c*g^2*q^3*x^4+3393*b*c*g^2* q^2*r^2*x^3+10302*b*c*g^2*q^2*r*x^4+856*b*c*g^2*q*r^3*x^3-534*b*c*g^2*q*r^2*x^4 -180*b*c*g^2*r^4*x^3-2560*b*c*g^2*r^3*x^4+74*b*c*g*p^5*x^3+333*b*c*g*p^4*q*x^3+ 481*b*c*g*p^4*r*x^3+453*b*c*g*p^4*x^4+623*b*c*g*p^3*q^2*x^3+1850*b*c*g*p^3*q*r* x^3+2036*b*c*g*p^3*q*x^4+774*b*c*g*p^3*r^2*x^3+621*b*c*g*p^3*r*x^4+557*b*c*g*p^ 2*q^3*x^3+2774*b*c*g*p^2*q^2*r*x^3+3788*b*c*g*p^2*q^2*x^4+2295*b*c*g*p^2*q*r^2* x^3+2715*b*c*g*p^2*q*r*x^4+398*b*c*g*p^2*r^3*x^3-882*b*c*g*p^2*r^2*x^4+207*b*c* g*p*q^4*x^3+1706*b*c*g*p*q^3*r*x^3+3280*b*c*g*p*q^3*x^4+2193*b*c*g*p*q^2*r^2*x^ 3+4275*b*c*g*p*q^2*r*x^4+600*b*c*g*p*q*r^3*x^3-1260*b*c*g*p*q*r^2*x^4+40*b*c*g* p*r^4*x^3-900*b*c*g*p*r^3*x^4+14*b*c*g*q^5*x^3+301*b*c*g*q^4*r*x^3+1075*b*c*g*q ^4*x^4+510*b*c*g*q^3*r^2*x^3+2181*b*c*g*q^3*r*x^4+6*b*c*g*q^2*r^3*x^3-378*b*c*g *q^2*r^2*x^4-160*b*c*g*q*r^4*x^3-1200*b*c*g*q*r^3*x^4+8*b*c*p^4*q^2*x^3-6*b*c*p ^4*q*x^4+24*b*c*p^3*q^3*x^3+58*b*c*p^3*q^2*r*x^3+40*b*c*p^3*q^2*x^4-54*b*c*p^3* q*r*x^4+24*b*c*p^2*q^4*x^3+126*b*c*p^2*q^3*r*x^3+156*b*c*p^2*q^3*x^4+90*b*c*p^2 *q^2*r^2*x^3+48*b*c*p^2*q^2*r*x^4-108*b*c*p^2*q*r^2*x^4+8*b*c*p*q^5*x^3+78*b*c* p*q^4*r*x^3+168*b*c*p*q^4*x^4+108*b*c*p*q^3*r^2*x^3+258*b*c*p*q^3*r*x^4+20*b*c* p*q^2*r^3*x^3-96*b*c*p*q^2*r^2*x^4-60*b*c*p*q*r^3*x^4+10*b*c*q^5*r*x^3+58*b*c*q ^5*x^4+18*b*c*q^4*r^2*x^3+156*b*c*q^4*r*x^4-12*b*c*q^3*r^3*x^3+12*b*c*q^3*r^2*x ^4-20*b*c*q^2*r^4*x^3-100*b*c*q^2*r^3*x^4+76*b*g^6*p*x^3+44*b*g^6*q*x^3+184*b*g ^6*r*x^3+352*b*g^6*x^4+266*b*g^5*p^2*x^3+372*b*g^5*p*q*x^3+985*b*g^5*p*r*x^3+ 1562*b*g^5*p*x^4+106*b*g^5*q^2*x^3+745*b*g^5*q*r*x^3+1562*b*g^5*q*x^4+591*b*g^5 *r^2*x^3+1698*b*g^5*r*x^4+342*b*g^4*p^3*x^3+784*b*g^4*p^2*q*x^3+1658*b*g^4*p^2* r*x^3+2257*b*g^4*p^2*x^4+534*b*g^4*p*q^2*x^3+2642*b*g^4*p*q*r*x^3+4550*b*g^4*p* q*x^4+1683*b*g^4*p*r^2*x^3+3825*b*g^4*p*r*x^4+92*b*g^4*q^3*x^3+968*b*g^4*q^2*r* x^3+2293*b*g^4*q^2*x^4+1320*b*g^4*q*r^2*x^3+3801*b*g^4*q*r*x^4+340*b*g^4*r^3*x^ 3+624*b*g^4*r^2*x^4+197*b*g^3*p^4*x^3+640*b*g^3*p^3*q*x^3+1149*b*g^3*p^3*r*x^3+ 1342*b*g^3*p^3*x^4+731*b*g^3*p^2*q^2*x^3+2897*b*g^3*p^2*q*r*x^3+4160*b*g^3*p^2* q*x^4+1557*b*g^3*p^2*r^2*x^3+2616*b*g^3*p^2*r*x^4+322*b*g^3*p*q^3*x^3+2292*b*g^ 3*p*q^2*r*x^3+4330*b*g^3*p*q^2*x^4+2526*b*g^3*p*q*r^2*x^3+5469*b*g^3*p*q*r*x^4+ 534*b*g^3*p*r^3*x^3+54*b*g^3*p*r^2*x^4+34*b*g^3*q^4*x^3+528*b*g^3*q^3*r*x^3+ 1512*b*g^3*q^3*x^4+894*b*g^3*q^2*r^2*x^3+2829*b*g^3*q^2*r*x^4+262*b*g^3*q*r^3*x ^3-42*b*g^3*q*r^2*x^4-50*b*g^3*r^4*x^3-780*b*g^3*r^3*x^4+49*b*g^2*p^5*x^3+206*b *g^2*p^4*q*x^3+325*b*g^2*p^4*r*x^3+320*b*g^2*p^4*x^4+343*b*g^2*p^3*q^2*x^3+1136 *b*g^2*p^3*q*r*x^3+1340*b*g^2*p^3*q*x^4+531*b*g^2*p^3*r^2*x^3+537*b*g^2*p^3*r*x ^4+268*b*g^2*p^2*q^3*x^3+1480*b*g^2*p^2*q^2*r*x^3+2203*b*g^2*p^2*q^2*x^4+1380*b *g^2*p^2*q*r^2*x^3+1908*b*g^2*p^2*q*r*x^4+270*b*g^2*p^2*r^3*x^3-450*b*g^2*p^2*r ^2*x^4+86*b*g^2*p*q^4*x^3+792*b*g^2*p*q^3*r*x^3+1666*b*g^2*p*q^3*x^4+1116*b*g^2 *p*q^2*r^2*x^3+2349*b*g^2*p*q^2*r*x^4+348*b*g^2*p*q*r^3*x^3-660*b*g^2*p*q*r^2*x ^4+20*b*g^2*p*r^4*x^3-600*b*g^2*p*r^3*x^4+4*b*g^2*q^5*x^3+123*b*g^2*q^4*r*x^3+ 483*b*g^2*q^4*x^4+222*b*g^2*q^3*r^2*x^3+978*b*g^2*q^3*r*x^4+2*b*g^2*q^2*r^3*x^3 -270*b*g^2*q^2*r^2*x^4-80*b*g^2*q*r^4*x^3-680*b*g^2*q*r^3*x^4+4*b*g*p^6*x^3+20* b*g*p^5*q*x^3+31*b*g*p^5*r*x^3+25*b*g*p^5*x^4+44*b*g*p^4*q^2*x^3+129*b*g*p^4*q* r*x^3+122*b*g*p^4*q*x^4+63*b*g*p^4*r^2*x^3+42*b*g*p^4*r*x^4+52*b*g*p^3*q^3*x^3+ 235*b*g*p^3*q^2*r*x^3+270*b*g*p^3*q^2*x^4+198*b*g*p^3*q*r^2*x^3+141*b*g*p^3*q*r *x^4+46*b*g*p^3*r^3*x^3-66*b*g*p^3*r^2*x^4+32*b*g*p^2*q^4*x^3+217*b*g*p^2*q^3*r *x^3+328*b*g*p^2*q^3*x^4+261*b*g*p^2*q^2*r^2*x^3+276*b*g*p^2*q^2*r*x^4+86*b*g*p ^2*q*r^3*x^3-252*b*g*p^2*q*r^2*x^4+10*b*g*p^2*r^4*x^3-90*b*g*p^2*r^3*x^4+8*b*g* p*q^5*x^3+90*b*g*p*q^4*r*x^3+209*b*g*p*q^4*x^4+144*b*g*p*q^3*r^2*x^3+297*b*g*p* q^3*r*x^4+44*b*g*p*q^2*r^3*x^3-246*b*g*p*q^2*r^2*x^4-210*b*g*p*q*r^3*x^4+10*b*g *q^5*r*x^3+54*b*g*q^5*x^4+18*b*g*q^4*r^2*x^3+120*b*g*q^4*r*x^4-12*b*g*q^3*r^3*x ^3-60*b*g*q^3*r^2*x^4-20*b*g*q^2*r^4*x^3-140*b*g*q^2*r^3*x^4+256*c^7*g*x^3+1152 *c^6*g^2*x^3+736*c^6*g*p*x^3+544*c^6*g*q*x^3+1152*c^6*g*r*x^3+1856*c^6*g*x^4+ 1920*c^5*g^3*x^3+2976*c^5*g^2*p*x^3+2144*c^5*g^2*q*x^3+4800*c^5*g^2*r*x^3+7776* c^5*g^2*x^4+872*c^5*g*p^2*x^3+1280*c^5*g*p*q*x^3+2528*c^5*g*p*r*x^3+3664*c^5*g* p*x^4+472*c^5*g*q^2*x^3+2080*c^5*g*q*r*x^3+3664*c^5*g*q*x^4+1152*c^5*g*r^2*x^3+ 2496*c^5*g*r*x^4+1600*c^4*g^4*x^3+4272*c^4*g^3*p*x^3+3024*c^4*g^3*q*x^3+7104*c^ 4*g^3*r*x^3+11616*c^4*g^3*x^4+3068*c^4*g^2*p^2*x^3+4544*c^4*g^2*p*q*x^3+9264*c^ 4*g^2*p*r*x^3+13320*c^4*g^2*p*x^4+1572*c^4*g^2*q^2*x^3+7440*c^4*g^2*q*r*x^3+ 13320*c^4*g^2*q*x^4+4416*c^4*g^2*r^2*x^3+9792*c^4*g^2*r*x^4+556*c^4*g*p^3*x^3+ 1164*c^4*g*p^2*q*x^3+2264*c^4*g*p^2*r*x^3+2944*c^4*g*p^2*x^4+884*c^4*g*p*q^2*x^ 3+3456*c^4*g*p*q*r*x^3+5376*c^4*g*p*q*x^4+1944*c^4*g*p*r^2*x^3+3528*c^4*g*p*r*x ^4+212*c^4*g*q^3*x^3+1480*c^4*g*q^2*r*x^3+2944*c^4*g*q^2*x^4+1512*c^4*g*q*r^2*x ^3+3528*c^4*g*q*r*x^4+320*c^4*g*r^3*x^3+96*c^4*g*r^2*x^4+720*c^3*g^5*x^3+2944*c ^3*g^4*p*x^3+2048*c^3*g^4*q*x^3+5088*c^3*g^4*r*x^3+8432*c^3*g^4*x^4+3630*c^3*g^ 3*p^2*x^3+5376*c^3*g^3*p*q*x^3+11352*c^3*g^3*p*r*x^3+16380*c^3*g^3*p*x^4+1794*c ^3*g^3*q^2*x^3+9000*c^3*g^3*q*r*x^3+16380*c^3*g^3*q*x^4+5664*c^3*g^3*r^2*x^3+ 13056*c^3*g^3*r*x^4+1624*c^3*g^2*p^3*x^3+3616*c^3*g^2*p^2*q*x^3+6936*c^3*g^2*p^ 2*r*x^3+8832*c^3*g^2*p^2*x^4+2640*c^3*g^2*p*q^2*x^3+10944*c^3*g^2*p*q*r*x^3+ 17080*c^3*g^2*p*q*x^4+6240*c^3*g^2*p*r^2*x^3+11460*c^3*g^2*p*r*x^4+568*c^3*g^2* q^3*x^3+4344*c^3*g^2*q^2*r*x^3+8832*c^3*g^2*q^2*x^4+4896*c^3*g^2*q*r^2*x^3+ 11460*c^3*g^2*q*r*x^4+1120*c^3*g^2*r^3*x^3+576*c^3*g^2*r^2*x^4+206*c^3*g*p^4*x^ 3+524*c^3*g*p^3*q*x^3+1068*c^3*g*p^3*r*x^3+1240*c^3*g*p^3*x^4+576*c^3*g*p^2*q^2 *x^3+2124*c^3*g*p^2*q*r*x^3+2952*c^3*g*p^2*q*x^4+1314*c^3*g*p^2*r^2*x^3+1968*c^ 3*g*p^2*r*x^4+308*c^3*g*p*q^3*x^3+1764*c^3*g*p*q^2*r*x^3+2952*c^3*g*p*q^2*x^4+ 1728*c^3*g*p*q*r^2*x^3+3096*c^3*g*p*q*r*x^4+464*c^3*g*p*r^3*x^3-120*c^3*g*p*r^2 *x^4+50*c^3*g*q^4*x^3+516*c^3*g*q^3*r*x^3+1240*c^3*g*q^3*x^4+702*c^3*g*q^2*r^2* x^3+1968*c^3*g*q^2*r*x^4+176*c^3*g*q*r^3*x^3-120*c^3*g*q*r^2*x^4-400*c^3*g*r^3* x^4+168*c^2*g^6*x^3+1038*c^2*g^5*p*x^3+706*c^2*g^5*q*x^3+1896*c^2*g^5*r*x^3+ 3204*c^2*g^5*x^4+1933*c^2*g^4*p^2*x^3+2848*c^2*g^4*p*q*x^3+6292*c^2*g^4*p*r*x^3 +9170*c^2*g^4*p*x^4+923*c^2*g^4*q^2*x^3+4940*c^2*g^4*q*r*x^3+9170*c^2*g^4*q*x^4 +3312*c^2*g^4*r^2*x^3+8016*c^2*g^4*r*x^4+1479*c^2*g^3*p^3*x^3+3367*c^2*g^3*p^2* q*x^3+6558*c^2*g^3*p^2*r*x^3+8352*c^2*g^3*p^2*x^4+2409*c^2*g^3*p*q^2*x^3+10464* c^2*g^3*p*q*r*x^3+16504*c^2*g^3*p*q*x^4+6162*c^2*g^3*p*r^2*x^3+11814*c^2*g^3*p* r*x^4+489*c^2*g^3*q^3*x^3+4026*c^2*g^3*q^2*r*x^3+8352*c^2*g^3*q^2*x^4+4878*c^2* g^3*q*r^2*x^3+11814*c^2*g^3*q*r*x^4+1200*c^2*g^3*r^3*x^3+1080*c^2*g^3*r^2*x^4+ 467*c^2*g^2*p^4*x^3+1358*c^2*g^2*p^3*q*x^3+2532*c^2*g^2*p^3*r*x^3+2838*c^2*g^2* p^3*x^4+1512*c^2*g^2*p^2*q^2*x^3+5724*c^2*g^2*p^2*q*r*x^3+7802*c^2*g^2*p^2*q*x^ 4+3249*c^2*g^2*p^2*r^2*x^3+4716*c^2*g^2*p^2*r*x^4+722*c^2*g^2*p*q^3*x^3+4548*c^ 2*g^2*p*q^2*r*x^3+7802*c^2*g^2*p*q^2*x^4+4800*c^2*g^2*p*q*r^2*x^3+8784*c^2*g^2* p*q*r*x^4+1176*c^2*g^2*p*r^3*x^3-372*c^2*g^2*p*r^2*x^4+101*c^2*g^2*q^4*x^3+1164 *c^2*g^2*q^3*r*x^3+2838*c^2*g^2*q^3*x^4+1791*c^2*g^2*q^2*r^2*x^3+4716*c^2*g^2*q ^2*r*x^4+584*c^2*g^2*q*r^3*x^3-372*c^2*g^2*q*r^2*x^4-1200*c^2*g^2*r^3*x^4+43*c^ 2*g*p^5*x^3+121*c^2*g*p^4*q*x^3+274*c^2*g*p^4*r*x^3+284*c^2*g*p^4*x^4+158*c^2*g *p^3*q^2*x^3+596*c^2*g*p^3*q*r*x^3+752*c^2*g*p^3*q*x^4+441*c^2*g*p^3*r^2*x^3+ 570*c^2*g*p^3*r*x^4+130*c^2*g*p^2*q^3*x^3+648*c^2*g*p^2*q^2*r*x^3+936*c^2*g*p^2 *q^2*x^4+657*c^2*g*p^2*q*r^2*x^3+870*c^2*g*p^2*q*r*x^4+244*c^2*g*p^2*r^3*x^3-72 *c^2*g*p^2*r^2*x^4+55*c^2*g*p*q^4*x^3+412*c^2*g*p*q^3*r*x^3+752*c^2*g*p*q^3*x^4 +495*c^2*g*p*q^2*r^2*x^3+870*c^2*g*p*q^2*r*x^4+160*c^2*g*p*q*r^3*x^3-384*c^2*g* p*q*r^2*x^4+40*c^2*g*p*r^4*x^3-260*c^2*g*p*r^3*x^4+5*c^2*g*q^5*x^3+86*c^2*g*q^4 *r*x^3+284*c^2*g*q^4*x^4+135*c^2*g*q^3*r^2*x^3+570*c^2*g*q^3*r*x^4-4*c^2*g*q^2* r^3*x^3-72*c^2*g*q^2*r^2*x^4-40*c^2*g*q*r^4*x^3-260*c^2*g*q*r^3*x^4+16*c*g^7*x^ 3+174*c*g^6*p*x^3+114*c*g^6*q*x^3+348*c*g^6*r*x^3+606*c*g^6*x^4+472*c*g^5*p^2*x ^3+688*c*g^5*p*q*x^3+1620*c*g^5*p*r*x^3+2400*c*g^5*p*x^4+216*c*g^5*q^2*x^3+1260 *c*g^5*q*r*x^3+2400*c*g^5*q*x^4+912*c*g^5*r^2*x^3+2340*c*g^5*r*x^4+539*c*g^4*p^ 3*x^3+1237*c*g^4*p^2*q*x^3+2488*c*g^4*p^2*r*x^3+3200*c*g^4*p^2*x^4+871*c*g^4*p* q^2*x^3+3984*c*g^4*p*q*r*x^3+6382*c*g^4*p*q*x^4+2454*c*g^4*p*r^2*x^3+4983*c*g^4 *p*r*x^4+169*c*g^4*q^3*x^3+1508*c*g^4*q^2*r*x^3+3200*c*g^4*q^2*x^4+1962*c*g^4*q *r^2*x^3+4983*c*g^4*q*r*x^4+520*c*g^4*r^3*x^3+696*c*g^4*r^2*x^4+290*c*g^3*p^4*x ^3+886*c*g^3*p^3*q*x^3+1629*c*g^3*p^3*r*x^3+1821*c*g^3*p^3*x^4+988*c*g^3*p^2*q^ 2*x^3+3857*c*g^3*p^2*q*r*x^3+5281*c*g^3*p^2*q*x^4+2172*c*g^3*p^2*r^2*x^3+3282*c *g^3*p^2*r*x^4+450*c*g^3*p*q^3*x^3+3019*c*g^3*p*q^2*r*x^3+5281*c*g^3*p*q^2*x^4+ 3360*c*g^3*p*q*r^2*x^3+6462*c*g^3*p*q*r*x^4+816*c*g^3*p*r^3*x^3-84*c*g^3*p*r^2* x^4+58*c*g^3*q^4*x^3+735*c*g^3*q^3*r*x^3+1821*c*g^3*q^3*x^4+1236*c*g^3*q^2*r^2* x^3+3282*c*g^3*q^2*r*x^4+464*c*g^3*q*r^3*x^3-84*c*g^3*q*r^2*x^4-900*c*g^3*r^3*x ^4+69*c*g^2*p^5*x^3+241*c*g^2*p^4*q*x^3+452*c*g^2*p^4*r*x^3+444*c*g^2*p^4*x^4+ 352*c*g^2*p^3*q^2*x^3+1264*c*g^2*p^3*q*r*x^3+1502*c*g^2*p^3*q*x^4+747*c*g^2*p^3 *r^2*x^3+837*c*g^2*p^3*r*x^4+264*c*g^2*p^2*q^3*x^3+1452*c*g^2*p^2*q^2*r*x^3+ 2116*c*g^2*p^2*q^2*x^4+1485*c*g^2*p^2*q*r^2*x^3+1977*c*g^2*p^2*q*r*x^4+416*c*g^ 2*p^2*r^3*x^3-318*c*g^2*p^2*r^2*x^4+91*c*g^2*p*q^4*x^3+776*c*g^2*p*q^3*r*x^3+ 1502*c*g^2*p*q^3*x^4+1083*c*g^2*p*q^2*r^2*x^3+1977*c*g^2*p*q^2*r*x^4+400*c*g^2* p*q*r^3*x^3-708*c*g^2*p*q*r^2*x^4+60*c*g^2*p*r^4*x^3-590*c*g^2*p*r^3*x^4+7*c*g^ 2*q^5*x^3+136*c*g^2*q^4*r*x^3+444*c*g^2*q^4*x^4+237*c*g^2*q^3*r^2*x^3+837*c*g^2 *q^3*r*x^4+24*c*g^2*q^2*r^3*x^3-318*c*g^2*q^2*r^2*x^4-60*c*g^2*q*r^4*x^3-590*c* g^2*q*r^3*x^4+4*c*g*p^6*x^3+12*c*g*p^5*q*x^3+31*c*g*p^5*r*x^3+29*c*g*p^5*x^4+16 *c*g*p^4*q^2*x^3+69*c*g*p^4*q*r*x^3+81*c*g*p^4*q*x^4+63*c*g*p^4*r^2*x^3+78*c*g* p^4*r*x^4+16*c*g*p^3*q^3*x^3+74*c*g*p^3*q^2*r*x^3+98*c*g*p^3*q^2*x^4+90*c*g*p^3 *q*r^2*x^3+102*c*g*p^3*q*r*x^4+46*c*g*p^3*r^3*x^3+6*c*g*p^3*r^2*x^4+12*c*g*p^2* q^4*x^3+70*c*g*p^2*q^3*r*x^3+98*c*g*p^2*q^3*x^4+72*c*g*p^2*q^2*r^2*x^3+48*c*g*p ^2*q^2*r*x^4+30*c*g*p^2*q*r^3*x^3-102*c*g*p^2*q*r^2*x^4+10*c*g*p^2*r^4*x^3-50*c *g*p^2*r^3*x^4+4*c*g*p*q^5*x^3+39*c*g*p*q^4*r*x^3+81*c*g*p*q^4*x^4+54*c*g*p*q^3 *r^2*x^3+102*c*g*p*q^3*r*x^4+10*c*g*p*q^2*r^3*x^3-102*c*g*p*q^2*r^2*x^4-60*c*g* p*q*r^3*x^4+5*c*g*q^5*r*x^3+29*c*g*q^5*x^4+9*c*g*q^4*r^2*x^3+78*c*g*q^4*r*x^4-6 *c*g*q^3*r^3*x^3+6*c*g*q^3*r^2*x^4-10*c*g*q^2*r^4*x^3-50*c*g*q^2*r^3*x^4+10*g^7 *p*x^3+6*g^7*q*x^3+24*g^7*r*x^3+44*g^7*x^4+42*g^6*p^2*x^3+60*g^6*p*q*x^3+156*g^ 6*p*r*x^3+237*g^6*p*x^4+18*g^6*q^2*x^3+120*g^6*q*r*x^3+237*g^6*q*x^4+96*g^6*r^2 *x^3+264*g^6*r*x^4+68*g^5*p^3*x^3+156*g^5*p^2*q*x^3+330*g^5*p^2*r*x^3+432*g^5*p ^2*x^4+108*g^5*p*q^2*x^3+528*g^5*p*q*r*x^3+864*g^5*p*q*x^4+345*g^5*p*r^2*x^3+ 750*g^5*p*r*x^4+20*g^5*q^3*x^3+198*g^5*q^2*r*x^3+432*g^5*q^2*x^4+279*g^5*q*r^2* x^3+750*g^5*q*r*x^4+80*g^5*r^3*x^3+144*g^5*r^2*x^4+54*g^4*p^4*x^3+169*g^4*p^3*q *x^3+315*g^4*p^3*r*x^3+356*g^4*p^3*x^4+188*g^4*p^2*q^2*x^3+763*g^4*p^2*q*r*x^3+ 1059*g^4*p^2*q*x^4+438*g^4*p^2*r^2*x^3+708*g^4*p^2*r*x^4+83*g^4*p*q^3*x^3+593*g ^4*p*q^2*r*x^3+1059*g^4*p*q^2*x^4+696*g^4*p*q*r^2*x^3+1422*g^4*p*q*r*x^4+172*g^ 4*p*r^3*x^3+36*g^4*p*r^2*x^4+10*g^4*q^4*x^3+141*g^4*q^3*r*x^3+356*g^4*q^3*x^4+ 258*g^4*q^2*r^2*x^3+708*g^4*q^2*r*x^4+108*g^4*q*r^3*x^3+36*g^4*q*r^2*x^4-200*g^ 4*r^3*x^4+22*g^3*p^5*x^3+83*g^3*p^4*q*x^3+148*g^3*p^4*r*x^3+144*g^3*p^4*x^4+125 *g^3*p^3*q^2*x^3+452*g^3*p^3*q*r*x^3+535*g^3*p^3*q*x^4+252*g^3*p^3*r^2*x^3+282* g^3*p^3*r*x^4+91*g^3*p^2*q^3*x^3+528*g^3*p^2*q^2*r*x^3+782*g^3*p^2*q^2*x^4+555* g^3*p^2*q*r^2*x^3+789*g^3*p^2*q*r*x^4+144*g^3*p^2*r^3*x^3-114*g^3*p^2*r^2*x^4+ 29*g^3*p*q^4*x^3+268*g^3*p*q^3*r*x^3+535*g^3*p*q^3*x^4+405*g^3*p*q^2*r^2*x^3+ 789*g^3*p*q^2*r*x^4+160*g^3*p*q*r^3*x^3-204*g^3*p*q*r^2*x^4+20*g^3*p*r^4*x^3-\ 230*g^3*p*r^3*x^4+2*g^3*q^5*x^3+44*g^3*q^4*r*x^3+144*g^3*q^4*x^4+84*g^3*q^3*r^2 *x^3+282*g^3*q^3*r*x^4+16*g^3*q^2*r^3*x^3-114*g^3*q^2*r^2*x^4-20*g^3*q*r^4*x^3-\ 230*g^3*q*r^3*x^4+4*g^2*p^6*x^3+16*g^2*p^5*q*x^3+31*g^2*p^5*r*x^3+27*g^2*p^5*x^ 4+28*g^2*p^4*q^2*x^3+99*g^2*p^4*q*r*x^3+103*g^2*p^4*q*x^4+63*g^2*p^4*r^2*x^3+60 *g^2*p^4*r*x^4+28*g^2*p^3*q^3*x^3+140*g^2*p^3*q^2*r*x^3+174*g^2*p^3*q^2*x^4+144 *g^2*p^3*q*r^2*x^3+135*g^2*p^3*q*r*x^4+46*g^2*p^3*r^3*x^3-30*g^2*p^3*r^2*x^4+16 *g^2*p^2*q^4*x^3+112*g^2*p^2*q^3*r*x^3+174*g^2*p^2*q^3*x^4+144*g^2*p^2*q^2*r^2* x^3+150*g^2*p^2*q^2*r*x^4+58*g^2*p^2*q*r^3*x^3-150*g^2*p^2*q*r^2*x^4+10*g^2*p^2 *r^4*x^3-70*g^2*p^2*r^3*x^4+4*g^2*p*q^5*x^3+45*g^2*p*q^4*r*x^3+103*g^2*p*q^4*x^ 4+72*g^2*p*q^3*r^2*x^3+135*g^2*p*q^3*r*x^4+22*g^2*p*q^2*r^3*x^3-150*g^2*p*q^2*r ^2*x^4-120*g^2*p*q*r^3*x^4+5*g^2*q^5*r*x^3+27*g^2*q^5*x^4+9*g^2*q^4*r^2*x^3+60* g^2*q^4*r*x^4-6*g^2*q^3*r^3*x^3-30*g^2*q^3*r^2*x^4-10*g^2*q^2*r^4*x^3-70*g^2*q^ 2*r^3*x^4-192*a^6*b*c*x^2-192*a^6*b*p*x^2-96*a^6*b*q*x^2-384*a^6*b*r*x^2-1120*a ^6*b*x^3-96*a^6*c*g*x^2-96*a^6*g*p*x^2-48*a^6*g*q*x^2-192*a^6*g*r*x^2-560*a^6*g *x^3-704*a^5*b^2*c*x^2-672*a^5*b^2*p*x^2-288*a^5*b^2*q*x^2-1312*a^5*b^2*r*x^2-\ 4768*a^5*b^2*x^3-1344*a^5*b*c^2*x^2-1120*a^5*b*c*g*x^2-2016*a^5*b*c*p*x^2-992*a ^5*b*c*q*x^2-3456*a^5*b*c*r*x^2-11136*a^5*b*c*x^3-1104*a^5*b*g*p*x^2-496*a^5*b* g*q*x^2-2128*a^5*b*g*r*x^2-7440*a^5*b*g*x^3-576*a^5*b*p^2*x^2-672*a^5*b*p*q*x^2 -1776*a^5*b*p*r*x^2-4560*a^5*b*p*x^3-160*a^5*b*q^2*x^2-1136*a^5*b*q*r*x^2-3728* a^5*b*q*x^3-1024*a^5*b*r^2*x^2-4176*a^5*b*r*x^3-1696*a^5*b*x^4-64*a^5*c^3*x^2-\ 704*a^5*c^2*g*x^2-192*a^5*c^2*p*x^2-64*a^5*c^2*q*x^2-160*a^5*c^2*r*x^2-736*a^5* c^2*x^3-384*a^5*c*g^2*x^2-1104*a^5*c*g*p*x^2-528*a^5*c*g*q*x^2-1808*a^5*c*g*r*x ^2-5936*a^5*c*g*x^3-96*a^5*c*p^2*x^2-96*a^5*c*p*q*x^2-240*a^5*c*p*r*x^2-464*a^5 *c*p*x^3-16*a^5*c*q^2*x^2-80*a^5*c*q*r*x^2-368*a^5*c*q*x^3-112*a^5*c*r^2*x^2+80 *a^5*c*r*x^3+352*a^5*c*x^4-384*a^5*g^2*p*x^2-176*a^5*g^2*q*x^2-736*a^5*g^2*r*x^ 2-2528*a^5*g^2*x^3-336*a^5*g*p^2*x^2-384*a^5*g*p*q*x^2-1008*a^5*g*p*r*x^2-2512* a^5*g*p*x^3-88*a^5*g*q^2*x^2-608*a^5*g*q*r*x^2-2048*a^5*g*q*x^3-568*a^5*g*r^2*x ^2-2048*a^5*g*r*x^3-672*a^5*g*x^4-960*a^4*b^3*c*x^2-864*a^4*b^3*p*x^2-288*a^4*b ^3*q*x^2-1632*a^4*b^3*r*x^2-7872*a^4*b^3*x^3-4032*a^4*b^2*c^2*x^2-2848*a^4*b^2* c*g*x^2-5760*a^4*b^2*c*p*x^2-2464*a^4*b^2*c*q*x^2-9632*a^4*b^2*c*r*x^2-38272*a^ 4*b^2*c*x^3-2656*a^4*b^2*g*p*x^2-1008*a^4*b^2*g*q*x^2-5056*a^4*b^2*g*r*x^2-\ 21648*a^4*b^2*g*x^3-1632*a^4*b^2*p^2*x^2-1696*a^4*b^2*p*q*x^2-4864*a^4*b^2*p*r* x^2-15840*a^4*b^2*p*x^3-320*a^4*b^2*q^2*x^2-2816*a^4*b^2*q*r*x^2-12512*a^4*b^2* q*x^3-2656*a^4*b^2*r^2*x^2-14496*a^4*b^2*r*x^3-6784*a^4*b^2*x^4-3904*a^4*b*c^3* x^2-6560*a^4*b*c^2*g*x^2-7808*a^4*b*c^2*p*x^2-3712*a^4*b*c^2*q*x^2-12000*a^4*b* c^2*r*x^2-44128*a^4*b*c^2*x^3-2480*a^4*b*c*g^2*x^2-9680*a^4*b*c*g*p*x^2-4352*a^ 4*b*c*g*q*x^2-16032*a^4*b*c*g*r*x^2-61136*a^4*b*c*g*x^3-4224*a^4*b*c*p^2*x^2-\ 4736*a^4*b*c*p*q*x^2-11904*a^4*b*c*p*r*x^2-34912*a^4*b*c*p*x^3-1056*a^4*b*c*q^2 *x^2-7360*a^4*b*c*q*r*x^2-28400*a^4*b*c*q*x^3-6256*a^4*b*c*r^2*x^2-27808*a^4*b* c*r*x^3-9824*a^4*b*c*x^4-2392*a^4*b*g^2*p*x^2-968*a^4*b*g^2*q*x^2-4504*a^4*b*g^ 2*r*x^2-18288*a^4*b*g^2*x^3-2784*a^4*b*g*p^2*x^2-3024*a^4*b*g*p*q*x^2-8256*a^4* b*g*p*r*x^2-25504*a^4*b*g*p*x^3-632*a^4*b*g*q^2*x^2-5008*a^4*b*g*q*r*x^2-20408* a^4*b*g*q*x^3-4584*a^4*b*g*r^2*x^2-23120*a^4*b*g*r*x^3-10312*a^4*b*g*x^4-672*a^ 4*b*p^3*x^2-1248*a^4*b*p^2*q*x^2-2712*a^4*b*p^2*r*x^2-6328*a^4*b*p^2*x^3-664*a^ 4*b*p*q^2*x^2-3536*a^4*b*p*q*r*x^2-10624*a^4*b*p*q*x^3-2728*a^4*b*p*r^2*x^2-\ 8632*a^4*b*p*r*x^3-1928*a^4*b*p*x^4-88*a^4*b*q^3*x^2-1032*a^4*b*q^2*r*x^2-4296* a^4*b*q^2*x^3-1776*a^4*b*q*r^2*x^2-7520*a^4*b*q*r*x^3-1928*a^4*b*q*x^4-720*a^4* b*r^3*x^2-888*a^4*b*r^2*x^3+3400*a^4*b*r*x^4-256*a^4*c^4*x^2-2208*a^4*c^3*g*x^2 -992*a^4*c^3*p*x^2-256*a^4*c^3*q*x^2-800*a^4*c^3*r*x^2-5088*a^4*c^3*x^3-2336*a^ 4*c^2*g^2*x^2-4784*a^4*c^2*g*p*x^2-2112*a^4*c^2*g*q*x^2-6720*a^4*c^2*g*r*x^2-\ 26080*a^4*c^2*g*x^3-912*a^4*c^2*p^2*x^2-672*a^4*c^2*p*q*x^2-1984*a^4*c^2*p*r*x^ 2-6416*a^4*c^2*p*x^3-64*a^4*c^2*q^2*x^2-544*a^4*c^2*q*r*x^2-4128*a^4*c^2*q*x^3-\ 864*a^4*c^2*r^2*x^2-2976*a^4*c^2*r*x^3+32*a^4*c^2*x^4-648*a^4*c*g^3*x^2-3592*a^ 4*c*g^2*p*x^2-1624*a^4*c*g^2*q*x^2-5768*a^4*c*g^2*r*x^2-21736*a^4*c*g^2*x^3-\ 2760*a^4*c*g*p^2*x^2-2896*a^4*c*g*p*q*x^2-7424*a^4*c*g*p*r*x^2-21592*a^4*c*g*p* x^3-592*a^4*c*g*q^2*x^2-4112*a^4*c*g*q*r*x^2-17000*a^4*c*g*q*x^3-3784*a^4*c*g*r ^2*x^2-15232*a^4*c*g*r*x^3-4192*a^4*c*g*x^4-240*a^4*c*p^3*x^2-312*a^4*c*p^2*q*x ^2-888*a^4*c*p^2*r*x^2-1936*a^4*c*p^2*x^3-88*a^4*c*p*q^2*x^2-656*a^4*c*p*q*r*x^ 2-2632*a^4*c*p*q*x^3-904*a^4*c*p*r^2*x^2-2120*a^4*c*p*r*x^3+16*a^4*c*p*x^4-72*a ^4*c*q^2*r*x^2-792*a^4*c*q^2*x^3-288*a^4*c*q*r^2*x^2-1632*a^4*c*q*r*x^3-336*a^4 *c*q*x^4-288*a^4*c*r^3*x^2-120*a^4*c*r^2*x^3+1824*a^4*c*r*x^4-640*a^4*g^3*p*x^2 -268*a^4*g^3*q*x^2-1192*a^4*g^3*r*x^2-4716*a^4*g^3*x^3-1080*a^4*g^2*p^2*x^2-\ 1184*a^4*g^2*p*q*x^2-3152*a^4*g^2*p*r*x^2-9256*a^4*g^2*p*x^3-252*a^4*g^2*q^2*x^ 2-1880*a^4*g^2*q*r*x^2-7444*a^4*g^2*q*x^3-1740*a^4*g^2*r^2*x^2-7856*a^4*g^2*r*x ^3-3108*a^4*g^2*x^4-456*a^4*g*p^3*x^2-780*a^4*g*p^2*q*x^2-1800*a^4*g*p^2*r*x^2-\ 4132*a^4*g*p^2*x^3-376*a^4*g*p*q^2*x^2-2096*a^4*g*p*q*r*x^2-6628*a^4*g*p*q*x^3-\ 1816*a^4*g*p*r^2*x^2-5376*a^4*g*p*r*x^3-956*a^4*g*p*x^4-44*a^4*g*q^3*x^2-552*a^ 4*g*q^2*r*x^2-2544*a^4*g*q^2*x^3-1032*a^4*g*q*r^2*x^2-4576*a^4*g*q*r*x^3-1132*a ^4*g*q*x^4-504*a^4*g*r^3*x^2-504*a^4*g*r^2*x^3+2612*a^4*g*r*x^4-576*a^3*b^4*c*x ^2-480*a^3*b^4*p*x^2-96*a^3*b^4*q*x^2-864*a^3*b^4*r*x^2-6208*a^3*b^4*x^3-4224*a ^3*b^3*c^2*x^2-2880*a^3*b^3*c*g*x^2-5696*a^3*b^3*c*p*x^2-1952*a^3*b^3*c*q*x^2-\ 9184*a^3*b^3*c*r*x^2-48000*a^3*b^3*c*x^3-2496*a^3*b^3*g*p*x^2-720*a^3*b^3*g*q*x ^2-4704*a^3*b^3*g*r*x^2-26048*a^3*b^3*g*x^3-1600*a^3*b^3*p^2*x^2-1376*a^3*b^3*p *q*x^2-4528*a^3*b^3*p*r*x^2-20160*a^3*b^3*p*x^3-160*a^3*b^3*q^2*x^2-2224*a^3*b^ 3*q*r*x^2-15168*a^3*b^3*q*x^3-2256*a^3*b^3*r^2*x^2-18432*a^3*b^3*r*x^3-10176*a^ 3*b^3*x^4-8896*a^3*b^2*c^3*x^2-13024*a^3*b^2*c^2*g*x^2-16736*a^3*b^2*c^2*p*x^2-\ 7104*a^3*b^2*c^2*q*x^2-25664*a^3*b^2*c^2*r*x^2-113152*a^3*b^2*c^2*x^3-4528*a^3* b^2*c*g^2*x^2-18096*a^3*b^2*c*g*p*x^2-7104*a^3*b^2*c*g*q*x^2-29824*a^3*b^2*c*g* r*x^2-136608*a^3*b^2*c*g*x^3-8928*a^3*b^2*c*p^2*x^2-8992*a^3*b^2*c*p*q*x^2-\ 24544*a^3*b^2*c*p*r*x^2-90176*a^3*b^2*c*p*x^3-1616*a^3*b^2*c*q^2*x^2-13920*a^3* b^2*c*q*r*x^2-71120*a^3*b^2*c*q*x^3-12144*a^3*b^2*c*r^2*x^2-73584*a^3*b^2*c*r*x ^3-31232*a^3*b^2*c*x^4-4072*a^3*b^2*g^2*p*x^2-1368*a^3*b^2*g^2*q*x^2-7720*a^3*b ^2*g^2*r*x^2-37584*a^3*b^2*g^2*x^3-5120*a^3*b^2*g*p^2*x^2-4960*a^3*b^2*g*p*q*x^ 2-14888*a^3*b^2*g*p*r*x^2-57304*a^3*b^2*g*p*x^3-816*a^3*b^2*g*q^2*x^2-8296*a^3* b^2*g*q*r*x^2-44336*a^3*b^2*g*q*x^3-7912*a^3*b^2*g*r^2*x^2-53040*a^3*b^2*g*r*x^ 3-27576*a^3*b^2*g*x^4-1440*a^3*b^2*p^3*x^2-2416*a^3*b^2*p^2*q*x^2-5560*a^3*b^2* p^2*r*x^2-16680*a^3*b^2*p^2*x^3-1064*a^3*b^2*p*q^2*x^2-6560*a^3*b^2*p*q*r*x^2-\ 27264*a^3*b^2*p*q*x^3-5104*a^3*b^2*p*r^2*x^2-22512*a^3*b^2*p*r*x^3-5784*a^3*b^2 *p*x^4-88*a^3*b^2*q^3*x^2-1624*a^3*b^2*q^2*r*x^2-10584*a^3*b^2*q^2*x^3-2928*a^3 *b^2*q*r^2*x^2-19176*a^3*b^2*q*r*x^3-5784*a^3*b^2*q*x^4-1080*a^3*b^2*r^3*x^2-\ 1848*a^3*b^2*r^2*x^3+10200*a^3*b^2*r*x^4-5824*a^3*b*c^4*x^2-15040*a^3*b*c^3*g*x ^2-14496*a^3*b*c^3*p*x^2-6656*a^3*b*c^3*q*x^2-20768*a^3*b*c^3*r*x^2-87264*a^3*b *c^3*x^3-11664*a^3*b*c^2*g^2*x^2-29344*a^3*b*c^2*g*p*x^2-13024*a^3*b*c^2*g*q*x^ 2-44448*a^3*b*c^2*g*r*x^2-188016*a^3*b*c^2*g*x^3-11408*a^3*b*c^2*p^2*x^2-12192* a^3*b*c^2*p*q*x^2-29904*a^3*b*c^2*p*r*x^2-101632*a^3*b*c^2*p*x^3-2592*a^3*b*c^2 *q^2*x^2-18064*a^3*b*c^2*q*r*x^2-81472*a^3*b*c^2*q*x^3-14624*a^3*b*c^2*r^2*x^2-\ 74320*a^3*b*c^2*r*x^3-24336*a^3*b*c^2*x^4-2800*a^3*b*c*g^3*x^2-16760*a^3*b*c*g^ 2*p*x^2-7000*a^3*b*c*g^2*q*x^2-27424*a^3*b*c*g^2*r*x^2-118816*a^3*b*c*g^2*x^3-\ 15928*a^3*b*c*g*p^2*x^2-16736*a^3*b*c*g*p*q*x^2-43640*a^3*b*c*g*p*r*x^2-151312* a^3*b*c*g*p*x^3-3352*a^3*b*c*g*q^2*x^2-25944*a^3*b*c*g*q*r*x^2-120496*a^3*b*c*g *q*x^3-22224*a^3*b*c*g*r^2*x^2-122768*a^3*b*c*g*r*x^3-49832*a^3*b*c*g*x^4-3576* a^3*b*c*p^3*x^2-6320*a^3*b*c*p^2*q*x^2-13416*a^3*b*c*p^2*r*x^2-36616*a^3*b*c*p^ 2*x^3-3168*a^3*b*c*p*q^2*x^2-16832*a^3*b*c*p*q*r*x^2-60512*a^3*b*c*p*q*x^3-\ 12504*a^3*b*c*p*r^2*x^2-45400*a^3*b*c*p*r*x^3-8152*a^3*b*c*p*x^4-392*a^3*b*c*q^ 3*x^2-4776*a^3*b*c*q^2*r*x^2-24088*a^3*b*c*q^2*x^3-7856*a^3*b*c*q*r^2*x^2-39920 *a^3*b*c*q*r*x^3-8856*a^3*b*c*q*x^4-3024*a^3*b*c*r^3*x^2-3768*a^3*b*c*r^2*x^3+ 20832*a^3*b*c*r*x^4-2608*a^3*b*g^3*p*x^2-948*a^3*b*g^3*q*x^2-4888*a^3*b*g^3*r*x ^2-22360*a^3*b*g^3*x^3-4824*a^3*b*g^2*p^2*x^2-4944*a^3*b*g^2*p*q*x^2-14012*a^3* b*g^2*p*r*x^2-50240*a^3*b*g^2*p*x^3-924*a^3*b*g^2*q^2*x^2-8244*a^3*b*g^2*q*r*x^ 2-39520*a^3*b*g^2*q*x^3-7620*a^3*b*g^2*r^2*x^2-46260*a^3*b*g^2*r*x^3-22848*a^3* b*g^2*x^4-2580*a^3*b*g*p^3*x^2-4488*a^3*b*g*p^2*q*x^2-9992*a^3*b*g*p^2*r*x^2-\ 28192*a^3*b*g*p^2*x^3-2168*a^3*b*g*p*q^2*x^2-12376*a^3*b*g*p*q*r*x^2-46296*a^3* b*g*p*q*x^3-9564*a^3*b*g*p*r^2*x^2-38404*a^3*b*g*p*r*x^3-9964*a^3*b*g*p*x^4-244 *a^3*b*g*q^3*x^2-3408*a^3*b*g*q^2*r*x^2-18200*a^3*b*g*q^2*x^3-5960*a^3*b*g*q*r^ 2*x^2-33368*a^3*b*g*q*r*x^3-10316*a^3*b*g*q*x^4-2328*a^3*b*g*r^3*x^2-4188*a^3*b *g*r^2*x^3+15128*a^3*b*g*r*x^4-384*a^3*b*p^4*x^2-984*a^3*b*p^3*q*x^2-1884*a^3*b *p^3*r*x^2-4052*a^3*b*p^3*x^3-832*a^3*b*p^2*q^2*x^2-3716*a^3*b*p^2*q*r*x^2-\ 10380*a^3*b*p^2*q*x^3-2584*a^3*b*p^2*r^2*x^2-6372*a^3*b*p^2*r*x^3-56*a^3*b*p^2* x^4-248*a^3*b*p*q^3*x^2-2196*a^3*b*p*q^2*r*x^2-8604*a^3*b*p*q^2*x^3-3264*a^3*b* p*q*r^2*x^2-11184*a^3*b*p*q*r*x^3-112*a^3*b*p*q*x^4-1224*a^3*b*p*r^3*x^2+228*a^ 3*b*p*r^2*x^3+8280*a^3*b*p*r*x^4-16*a^3*b*q^4*x^2-364*a^3*b*q^3*r*x^2-2276*a^3* b*q^3*x^3-912*a^3*b*q^2*r^2*x^2-4812*a^3*b*q^2*r*x^3-56*a^3*b*q^2*x^4-648*a^3*b *q*r^3*x^2+312*a^3*b*q*r^2*x^3+8280*a^3*b*q*r*x^4-144*a^3*b*r^4*x^2+1496*a^3*b* r^3*x^3+5040*a^3*b*r^2*x^4-384*a^3*c^5*x^2-3520*a^3*c^4*g*x^2-1824*a^3*c^4*p*x^ 2-384*a^3*c^4*q*x^2-1440*a^3*c^4*r*x^2-11040*a^3*c^4*x^3-5600*a^3*c^3*g^2*x^2-\ 9776*a^3*c^3*g*p*x^2-3936*a^3*c^3*g*q*x^2-12416*a^3*c^3*g*r*x^2-57584*a^3*c^3*g *x^3-2400*a^3*c^3*p^2*x^2-1440*a^3*c^3*p*q*x^2-4832*a^3*c^3*p*r*x^2-20240*a^3*c ^3*p*x^3-96*a^3*c^3*q^2*x^2-1152*a^3*c^3*q*r*x^2-11008*a^3*c^3*q*x^3-2000*a^3*c ^3*r^2*x^2-11136*a^3*c^3*r*x^3-2864*a^3*c^3*x^4-3152*a^3*c^2*g^3*x^2-11584*a^3* c^2*g^2*p*x^2-5040*a^3*c^2*g^2*q*x^2-16704*a^3*c^2*g^2*r*x^2-71040*a^3*c^2*g^2* x^3-8400*a^3*c^2*g*p^2*x^2-7936*a^3*c^2*g*p*q*x^2-20656*a^3*c^2*g*p*r*x^2-71592 *a^3*c^2*g*p*x^3-1448*a^3*c^2*g*q^2*x^2-10528*a^3*c^2*g*q*r*x^2-53232*a^3*c^2*g *q*x^3-9752*a^3*c^2*g*r^2*x^2-47896*a^3*c^2*g*r*x^3-13688*a^3*c^2*g*x^4-1224*a^ 3*c^2*p^3*x^2-1296*a^3*c^2*p^2*q*x^2-4096*a^3*c^2*p^2*r*x^2-11960*a^3*c^2*p^2*x ^3-264*a^3*c^2*p*q^2*x^2-2528*a^3*c^2*p*q*r*x^2-13408*a^3*c^2*p*q*x^3-3752*a^3* c^2*p*r^2*x^2-13832*a^3*c^2*p*r*x^3-2864*a^3*c^2*p*x^4-216*a^3*c^2*q^2*r*x^2-\ 3136*a^3*c^2*q^2*x^3-1040*a^3*c^2*q*r^2*x^2-7744*a^3*c^2*q*r*x^3-2328*a^3*c^2*q *x^4-1080*a^3*c^2*r^3*x^2-2112*a^3*c^2*r^2*x^3+4936*a^3*c^2*r*x^4-592*a^3*c*g^4 *x^2-4712*a^3*c*g^3*p*x^2-2016*a^3*c*g^3*q*x^2-7524*a^3*c*g^3*r*x^2-31808*a^3*c *g^3*x^3-6624*a^3*c*g^2*p^2*x^2-6824*a^3*c*g^2*p*q*x^2-17688*a^3*c*g^2*p*r*x^2-\ 59136*a^3*c*g^2*p*x^3-1348*a^3*c*g^2*q^2*x^2-10072*a^3*c*g^2*q*r*x^2-46516*a^3* c*g^2*q*x^3-8964*a^3*c*g^2*r^2*x^2-45452*a^3*c*g^2*r*x^3-16624*a^3*c*g^2*x^4-\ 2796*a^3*c*g*p^3*x^2-4336*a^3*c*g*p^2*q*x^2-10240*a^3*c*g*p^2*r*x^2-27508*a^3*c *g*p^2*x^3-1872*a^3*c*g*p*q^2*x^2-10816*a^3*c*g*p*q*r*x^2-41424*a^3*c*g*p*q*x^3 -9660*a^3*c*g*p*r^2*x^2-33248*a^3*c*g*p*r*x^3-5552*a^3*c*g*p*x^4-196*a^3*c*g*q^ 3*x^2-2628*a^3*c*g*q^2*r*x^2-15000*a^3*c*g*q^2*x^3-4952*a^3*c*g*q*r^2*x^2-26632 *a^3*c*g*q*r*x^3-6164*a^3*c*g*q*x^4-2544*a^3*c*g*r^3*x^2-3120*a^3*c*g*r^2*x^3+ 15932*a^3*c*g*r*x^4-216*a^3*c*p^4*x^2-336*a^3*c*p^3*q*x^2-1020*a^3*c*p^3*r*x^2-\ 2300*a^3*c*p^3*x^3-124*a^3*c*p^2*q^2*x^2-1052*a^3*c*p^2*q*r*x^2-3952*a^3*c*p^2* q*x^3-1444*a^3*c*p^2*r^2*x^2-4132*a^3*c*p^2*r*x^3-716*a^3*c*p^2*x^4-216*a^3*c*p *q^2*r*x^2-1872*a^3*c*p*q^2*x^3-864*a^3*c*p*q*r^2*x^2-4540*a^3*c*p*q*r*x^3-1164 *a^3*c*p*q*x^4-792*a^3*c*p*r^3*x^2-1380*a^3*c*p*r^2*x^3+2468*a^3*c*p*r*x^4-196* a^3*c*q^3*x^3-80*a^3*c*q^2*r^2*x^2-1004*a^3*c*q^2*r*x^3-360*a^3*c*q^2*x^4-216*a ^3*c*q*r^3*x^2-972*a^3*c*q*r^2*x^3+572*a^3*c*q*r*x^4-144*a^3*c*r^4*x^2-72*a^3*c *r^3*x^3+1104*a^3*c*r^2*x^4-568*a^3*g^4*p*x^2-216*a^3*g^4*q*x^2-1048*a^3*g^4*r* x^2-4652*a^3*g^4*x^3-1404*a^3*g^3*p^2*x^2-1476*a^3*g^3*p*q*x^2-4030*a^3*g^3*p*r *x^2-13662*a^3*g^3*p*x^3-290*a^3*g^3*q^2*x^2-2386*a^3*g^3*q*r*x^2-10848*a^3*g^3 *q*x^3-2198*a^3*g^3*r^2*x^2-12114*a^3*g^3*r*x^3-5538*a^3*g^3*x^4-1128*a^3*g^2*p ^3*x^2-1904*a^3*g^2*p^2*q*x^2-4348*a^3*g^2*p^2*r*x^2-11536*a^3*g^2*p^2*x^3-896* a^3*g^2*p*q^2*x^2-5116*a^3*g^2*p*q*r*x^2-18564*a^3*g^2*p*q*x^3-4272*a^3*g^2*p*r ^2*x^2-15390*a^3*g^2*p*r*x^3-3558*a^3*g^2*p*x^4-100*a^3*g^2*q^3*x^2-1364*a^3*g^ 2*q^2*r*x^2-7148*a^3*g^2*q^2*x^3-2500*a^3*g^2*q*r^2*x^2-13290*a^3*g^2*q*r*x^3-\ 3998*a^3*g^2*q*x^4-1140*a^3*g^2*r^3*x^2-1722*a^3*g^2*r^2*x^3+6538*a^3*g^2*r*x^4 -300*a^3*g*p^4*x^2-660*a^3*g*p^3*q*x^2-1452*a^3*g*p^3*r*x^2-3176*a^3*g*p^3*x^3-\ 478*a^3*g*p^2*q^2*x^2-2384*a^3*g*p^2*q*r*x^2-7166*a^3*g*p^2*q*x^3-2014*a^3*g*p^ 2*r^2*x^2-5252*a^3*g*p^2*r*x^3-386*a^3*g*p^2*x^4-124*a^3*g*p*q^3*x^2-1206*a^3*g *p*q^2*r*x^2-5238*a^3*g*p*q^2*x^3-2064*a^3*g*p*q*r^2*x^2-7862*a^3*g*p*q*r*x^3-\ 638*a^3*g*p*q*x^4-1008*a^3*g*p*r^3*x^2-576*a^3*g*p*r^2*x^3+5374*a^3*g*p*r*x^4-8 *a^3*g*q^4*x^2-182*a^3*g*q^3*r*x^2-1236*a^3*g*q^3*x^3-496*a^3*g*q^2*r^2*x^2-\ 2908*a^3*g*q^2*r*x^3-208*a^3*g*q^2*x^4-432*a^3*g*q*r^3*x^2-330*a^3*g*q*r^2*x^3+ 4426*a^3*g*q*r*x^4-144*a^3*g*r^4*x^2+712*a^3*g*r^3*x^3+3072*a^3*g*r^2*x^4-128*a ^2*b^5*c*x^2-96*a^2*b^5*p*x^2-160*a^2*b^5*r*x^2-2272*a^2*b^5*x^3-1728*a^2*b^4*c ^2*x^2-1216*a^2*b^4*c*g*x^2-2176*a^2*b^4*c*p*x^2-480*a^2*b^4*c*q*x^2-3296*a^2*b ^4*c*r*x^2-25728*a^2*b^4*c*x^3-960*a^2*b^4*g*p*x^2-160*a^2*b^4*g*q*x^2-1792*a^2 *b^4*g*r*x^2-14256*a^2*b^4*g*x^3-608*a^2*b^4*p^2*x^2-352*a^2*b^4*p*q*x^2-1568*a ^2*b^4*p*r*x^2-11040*a^2*b^4*p*x^3-544*a^2*b^4*q*r*x^2-7712*a^2*b^4*q*x^3-640*a ^2*b^4*r^2*x^2-10080*a^2*b^4*r*x^3-6784*a^2*b^4*x^4-6592*a^2*b^3*c^3*x^2-9472*a ^2*b^3*c^2*g*x^2-11616*a^2*b^3*c^2*p*x^2-4064*a^2*b^3*c^2*q*x^2-17408*a^2*b^3*c ^2*r*x^2-97280*a^2*b^3*c^2*x^3-3232*a^2*b^3*c*g^2*x^2-12336*a^2*b^3*c*g*p*x^2-\ 3888*a^2*b^3*c*g*q*x^2-20032*a^2*b^3*c*g*r*x^2-116192*a^2*b^3*c*g*x^3-6032*a^2* b^3*c*p^2*x^2-5056*a^2*b^3*c*p*q*x^2-15888*a^2*b^3*c*p*r*x^2-77680*a^2*b^3*c*p* x^3-576*a^2*b^3*c*q^2*x^2-7600*a^2*b^3*c*q*r*x^2-58624*a^2*b^3*c*q*x^3-6960*a^2 *b^3*c*r^2*x^2-63120*a^2*b^3*c*r*x^3-31232*a^2*b^3*c*x^4-2664*a^2*b^3*g^2*p*x^2 -664*a^2*b^3*g^2*q*x^2-5128*a^2*b^3*g^2*r*x^2-31408*a^2*b^3*g^2*x^3-3456*a^2*b^ 3*g*p^2*x^2-2752*a^2*b^3*g*p*q*x^2-9736*a^2*b^3*g*p*r*x^2-49328*a^2*b^3*g*p*x^3 -272*a^2*b^3*g*q^2*x^2-4616*a^2*b^3*g*q*r*x^2-36360*a^2*b^3*g*q*x^3-4744*a^2*b^ 3*g*r^2*x^2-45744*a^2*b^3*g*r*x^3-27576*a^2*b^3*g*x^4-952*a^2*b^3*p^3*x^2-1352* a^2*b^3*p^2*q*x^2-3424*a^2*b^3*p^2*r*x^2-14376*a^2*b^3*p^2*x^3-400*a^2*b^3*p*q^ 2*x^2-3392*a^2*b^3*p*q*r*x^2-22656*a^2*b^3*p*q*x^3-2640*a^2*b^3*p*r^2*x^2-19128 *a^2*b^3*p*r*x^3-5784*a^2*b^3*p*x^4-592*a^2*b^3*q^2*r*x^2-8280*a^2*b^3*q^2*x^3-\ 1144*a^2*b^3*q*r^2*x^2-15792*a^2*b^3*q*r*x^3-5784*a^2*b^3*q*x^4-264*a^2*b^3*r^3 *x^2-1032*a^2*b^3*r^2*x^3+10200*a^2*b^3*r*x^4-9344*a^2*b^2*c^4*x^2-21568*a^2*b^ 2*c^3*g*x^2-21312*a^2*b^2*c^3*p*x^2-9216*a^2*b^2*c^3*q*x^2-31488*a^2*b^2*c^3*r* x^2-149120*a^2*b^2*c^3*x^3-15568*a^2*b^2*c^2*g^2*x^2-39264*a^2*b^2*c^2*g*p*x^2-\ 15792*a^2*b^2*c^2*g*q*x^2-60384*a^2*b^2*c^2*g*r*x^2-293952*a^2*b^2*c^2*g*x^3-\ 16048*a^2*b^2*c^2*p^2*x^2-16128*a^2*b^2*c^2*p*q*x^2-42112*a^2*b^2*c^2*p*r*x^2-\ 171472*a^2*b^2*c^2*p*x^3-2896*a^2*b^2*c^2*q^2*x^2-24256*a^2*b^2*c^2*q*r*x^2-\ 136880*a^2*b^2*c^2*q*x^3-19296*a^2*b^2*c^2*r^2*x^2-128832*a^2*b^2*c^2*r*x^3-\ 48736*a^2*b^2*c^2*x^4-3560*a^2*b^2*c*g^3*x^2-20912*a^2*b^2*c*g^2*p*x^2-7616*a^2 *b^2*c*g^2*q*x^2-34632*a^2*b^2*c*g^2*r*x^2-175200*a^2*b^2*c*g^2*x^3-20672*a^2*b ^2*c*g*p^2*x^2-19840*a^2*b^2*c*g*p*q*x^2-56376*a^2*b^2*c*g*p*r*x^2-235216*a^2*b ^2*c*g*p*x^3-3248*a^2*b^2*c*g*q^2*x^2-31272*a^2*b^2*c*g*q*r*x^2-183344*a^2*b^2* c*g*q*x^3-27248*a^2*b^2*c*g*r^2*x^2-195168*a^2*b^2*c*g*r*x^3-91280*a^2*b^2*c*g* x^4-4960*a^2*b^2*c*p^3*x^2-8200*a^2*b^2*c*p^2*q*x^2-18024*a^2*b^2*c*p^2*r*x^2-\ 62072*a^2*b^2*c*p^2*x^3-3520*a^2*b^2*c*p*q^2*x^2-21360*a^2*b^2*c*p*q*r*x^2-\ 101952*a^2*b^2*c*p*q*x^3-15152*a^2*b^2*c*p*r^2*x^2-77856*a^2*b^2*c*p*r*x^3-\ 16688*a^2*b^2*c*p*x^4-280*a^2*b^2*c*q^3*x^2-5256*a^2*b^2*c*q^2*r*x^2-39880*a^2* b^2*c*q^2*x^3-8672*a^2*b^2*c*q*r^2*x^2-67488*a^2*b^2*c*q*r*x^3-16688*a^2*b^2*c* q*x^4-2688*a^2*b^2*c*r^3*x^2-5760*a^2*b^2*c*r^2*x^3+38016*a^2*b^2*c*r*x^4-3048* a^2*b^2*g^3*p*x^2-900*a^2*b^2*g^3*q*x^2-5872*a^2*b^2*g^3*r*x^2-31504*a^2*b^2*g^ 3*x^3-5912*a^2*b^2*g^2*p^2*x^2-5376*a^2*b^2*g^2*p*q*x^2-17124*a^2*b^2*g^2*p*r*x ^2-74332*a^2*b^2*g^2*p*x^3-776*a^2*b^2*g^2*q^2*x^2-9252*a^2*b^2*g^2*q*r*x^2-\ 56516*a^2*b^2*g^2*q*x^3-8964*a^2*b^2*g^2*r^2*x^2-69840*a^2*b^2*g^2*r*x^3-39480* a^2*b^2*g^2*x^4-3284*a^2*b^2*g*p^3*x^2-5296*a^2*b^2*g*p^2*q*x^2-12348*a^2*b^2*g *p^2*r*x^2-43636*a^2*b^2*g*p^2*x^3-2164*a^2*b^2*g*p*q^2*x^2-14352*a^2*b^2*g*p*q *r*x^2-70752*a^2*b^2*g*p*q*x^3-10832*a^2*b^2*g*p*r^2*x^2-60108*a^2*b^2*g*p*r*x^ 3-18192*a^2*b^2*g*p*x^4-152*a^2*b^2*g*q^3*x^2-3444*a^2*b^2*g*q^2*r*x^2-27116*a^ 2*b^2*g*q^2*x^3-6188*a^2*b^2*g*q*r^2*x^2-51444*a^2*b^2*g*q*r*x^3-18192*a^2*b^2* g*q*x^4-2016*a^2*b^2*g*r^3*x^2-6048*a^2*b^2*g*r^2*x^3+25032*a^2*b^2*g*r*x^4-552 *a^2*b^2*p^4*x^2-1288*a^2*b^2*p^3*q*x^2-2568*a^2*b^2*p^3*r*x^2-7184*a^2*b^2*p^3 *x^3-920*a^2*b^2*p^2*q^2*x^2-4568*a^2*b^2*p^2*q*r*x^2-18000*a^2*b^2*p^2*q*x^3-\ 3112*a^2*b^2*p^2*r^2*x^2-11064*a^2*b^2*p^2*r*x^3-112*a^2*b^2*p^2*x^4-184*a^2*b^ 2*p*q^3*x^2-2264*a^2*b^2*p*q^2*r*x^2-14448*a^2*b^2*p*q^2*x^3-3312*a^2*b^2*p*q*r ^2*x^2-19008*a^2*b^2*p*q*r*x^3-224*a^2*b^2*p*q*x^4-1080*a^2*b^2*p*r^3*x^2+1068* a^2*b^2*p*r^2*x^3+16560*a^2*b^2*p*r*x^4-264*a^2*b^2*q^3*r*x^2-3632*a^2*b^2*q^3* x^3-664*a^2*b^2*q^2*r^2*x^2-7944*a^2*b^2*q^2*r*x^3-112*a^2*b^2*q^2*x^4-264*a^2* b^2*q*r^3*x^2+1236*a^2*b^2*q*r^2*x^3+16560*a^2*b^2*q*r*x^4+2880*a^2*b^2*r^3*x^3 +10080*a^2*b^2*r^2*x^4-4608*a^2*b*c^5*x^2-16608*a^2*b*c^4*g*x^2-13408*a^2*b*c^4 *p*x^2-6176*a^2*b*c^4*q*x^2-18720*a^2*b*c^4*r*x^2-85792*a^2*b*c^4*x^3-20080*a^2 *b*c^3*g^2*x^2-39712*a^2*b*c^3*g*p*x^2-17680*a^2*b*c^3*g*q*x^2-57632*a^2*b*c^3* g*r*x^2-263696*a^2*b*c^3*g*x^3-13552*a^2*b*c^3*p^2*x^2-14208*a^2*b*c^3*p*q*x^2-\ 34000*a^2*b*c^3*p*r*x^2-130672*a^2*b*c^3*p*x^3-3040*a^2*b*c^3*q^2*x^2-20848*a^2 *b*c^3*q*r*x^2-103968*a^2*b*c^3*q*x^3-15744*a^2*b*c^3*r^2*x^2-90032*a^2*b*c^3*r *x^3-26928*a^2*b*c^3*x^4-9928*a^2*b*c^2*g^3*x^2-37944*a^2*b*c^2*g^2*p*x^2-16088 *a^2*b*c^2*g^2*q*x^2-57872*a^2*b*c^2*g^2*r*x^2-267504*a^2*b*c^2*g^2*x^3-30792*a ^2*b*c^2*g*p^2*x^2-31856*a^2*b*c^2*g*p*q*x^2-80272*a^2*b*c^2*g*p*r*x^2-308376*a ^2*b*c^2*g*p*x^3-6344*a^2*b*c^2*g*q^2*x^2-48048*a^2*b*c^2*g*q*r*x^2-245792*a^2* b*c^2*g*q*x^3-38344*a^2*b*c^2*g*r^2*x^2-231720*a^2*b*c^2*g*r*x^3-86056*a^2*b*c^ 2*g*x^4-6272*a^2*b*c^2*p^3*x^2-10640*a^2*b*c^2*p^2*q*x^2-22152*a^2*b*c^2*p^2*r* x^2-70608*a^2*b*c^2*p^2*x^3-5256*a^2*b*c^2*p*q^2*x^2-27456*a^2*b*c^2*p*q*r*x^2-\ 114024*a^2*b*c^2*p*q*x^3-19208*a^2*b*c^2*p*r^2*x^2-81792*a^2*b*c^2*p*r*x^3-\ 12184*a^2*b*c^2*p*x^4-648*a^2*b*c^2*q^3*x^2-7920*a^2*b*c^2*q^2*r*x^2-45392*a^2* b*c^2*q^2*x^3-12056*a^2*b*c^2*q*r^2*x^2-71368*a^2*b*c^2*q*r*x^3-11648*a^2*b*c^2 *q*x^4-4152*a^2*b*c^2*r^3*x^2-5400*a^2*b*c^2*r^2*x^3+42504*a^2*b*c^2*r*x^4-1732 *a^2*b*c*g^4*x^2-13792*a^2*b*c*g^3*p*x^2-5388*a^2*b*c*g^3*q*x^2-22708*a^2*b*c*g ^3*r*x^2-107856*a^2*b*c*g^3*x^3-20432*a^2*b*c*g^2*p^2*x^2-20632*a^2*b*c*g^2*p*q *x^2-55712*a^2*b*c*g^2*p*r*x^2-216700*a^2*b*c*g^2*p*x^3-3820*a^2*b*c*g^2*q^2*x^ 2-32640*a^2*b*c*g^2*q*r*x^2-170952*a^2*b*c*g^2*q*x^3-27972*a^2*b*c*g^2*r^2*x^2-\ 180304*a^2*b*c*g^2*r*x^3-81304*a^2*b*c*g^2*x^4-9660*a^2*b*c*g*p^3*x^2-16396*a^2 *b*c*g*p^2*q*x^2-35268*a^2*b*c*g*p^2*r*x^2-112944*a^2*b*c*g*p^2*x^3-7748*a^2*b* c*g*p*q^2*x^2-43440*a^2*b*c*g*p*q*r*x^2-184388*a^2*b*c*g*p*q*x^3-31380*a^2*b*c* g*p*r^2*x^2-142864*a^2*b*c*g*p*r*x^3-31852*a^2*b*c*g*p*x^4-852*a^2*b*c*g*q^3*x^ 2-11968*a^2*b*c*g*q^2*r*x^2-72672*a^2*b*c*g*q^2*x^3-19496*a^2*b*c*g*q*r^2*x^2-\ 124928*a^2*b*c*g*q*r*x^3-32464*a^2*b*c*g*q*x^4-6840*a^2*b*c*g*r^3*x^2-13836*a^2 *b*c*g*r^2*x^3+61836*a^2*b*c*g*r*x^4-1356*a^2*b*c*p^4*x^2-3264*a^2*b*c*p^3*q*x^ 2-6216*a^2*b*c*p^3*r*x^2-15964*a^2*b*c*p^3*x^3-2640*a^2*b*c*p^2*q^2*x^2-11664*a ^2*b*c*p^2*q*r*x^2-39416*a^2*b*c*p^2*q*x^3-7868*a^2*b*c*p^2*r^2*x^2-23008*a^2*b *c*p^2*r*x^3+992*a^2*b*c*p^2*x^4-768*a^2*b*c*p*q^3*x^2-6820*a^2*b*c*p*q^2*r*x^2 -32024*a^2*b*c*p*q^2*x^3-9440*a^2*b*c*p*q*r^2*x^2-39764*a^2*b*c*p*q*r*x^3+2076* a^2*b*c*p*q*x^4-3312*a^2*b*c*p*r^3*x^2+2556*a^2*b*c*p*r^2*x^3+35292*a^2*b*c*p*r *x^4-48*a^2*b*c*q^4*x^2-1140*a^2*b*c*q^3*r*x^2-8500*a^2*b*c*q^3*x^3-2620*a^2*b* c*q^2*r^2*x^2-17256*a^2*b*c*q^2*r*x^3+1348*a^2*b*c*q^2*x^4-1560*a^2*b*c*q*r^3*x ^2+1860*a^2*b*c*q*r^2*x^3+33396*a^2*b*c*q*r*x^4-288*a^2*b*c*r^4*x^2+5704*a^2*b* c*r^3*x^3+19728*a^2*b*c*r^2*x^4-1536*a^2*b*g^4*p*x^2-496*a^2*b*g^4*q*x^2-2920*a ^2*b*g^4*r*x^2-14652*a^2*b*g^4*x^3-3972*a^2*b*g^3*p^2*x^2-3860*a^2*b*g^3*p*q*x^ 2-11518*a^2*b*g^3*p*r*x^2-46144*a^2*b*g^3*p*x^3-646*a^2*b*g^3*q^2*x^2-6618*a^2* b*g^3*q*r*x^2-35758*a^2*b*g^3*q*x^3-6214*a^2*b*g^3*r^2*x^2-43422*a^2*b*g^3*r*x^ 3-23374*a^2*b*g^3*x^4-3294*a^2*b*g^2*p^3*x^2-5546*a^2*b*g^2*p^2*q*x^2-12482*a^2 *b*g^2*p^2*r*x^2-40716*a^2*b*g^2*p^2*x^3-2522*a^2*b*g^2*p*q^2*x^2-15300*a^2*b*g ^2*p*q*r*x^2-66460*a^2*b*g^2*p*q*x^3-11554*a^2*b*g^2*p*r^2*x^2-56858*a^2*b*g^2* p*r*x^3-17374*a^2*b*g^2*p*x^4-250*a^2*b*g^2*q^3*x^2-4110*a^2*b*g^2*q^2*r*x^2-\ 25864*a^2*b*g^2*q^2*x^3-7214*a^2*b*g^2*q*r^2*x^2-49554*a^2*b*g^2*q*r*x^3-17814* a^2*b*g^2*q*x^4-2610*a^2*b*g^2*r^3*x^2-7362*a^2*b*g^2*r^2*x^3+19710*a^2*b*g^2*r *x^4-1068*a^2*b*g*p^4*x^2-2564*a^2*b*g*p^3*q*x^2-5020*a^2*b*g*p^3*r*x^2-13058*a ^2*b*g*p^3*x^3-2018*a^2*b*g*p^2*q^2*x^2-9372*a^2*b*g*p^2*q*r*x^2-32428*a^2*b*g* p^2*q*x^3-6466*a^2*b*g*p^2*r^2*x^2-20444*a^2*b*g*p^2*r*x^3-750*a^2*b*g*p^2*x^4-\ 544*a^2*b*g*p*q^3*x^2-5302*a^2*b*g*p*q^2*r*x^2-26224*a^2*b*g*p*q^2*x^3-7688*a^2 *b*g*p*q*r^2*x^2-35326*a^2*b*g*p*q*r*x^3-1454*a^2*b*g*p*q*x^4-2724*a^2*b*g*p*r^ 3*x^2+972*a^2*b*g*p*r^2*x^3+28134*a^2*b*g*p*r*x^4-28*a^2*b*g*q^4*x^2-834*a^2*b* g*q^3*r*x^2-6818*a^2*b*g*q^3*x^3-2052*a^2*b*g*q^2*r^2*x^2-15132*a^2*b*g*q^2*r*x ^3-572*a^2*b*g*q^2*x^4-1236*a^2*b*g*q*r^3*x^2+822*a^2*b*g*q*r^2*x^3+27186*a^2*b *g*q*r*x^4-216*a^2*b*g*r^4*x^2+4968*a^2*b*g*r^3*x^3+18048*a^2*b*g*r^2*x^4-108*a ^2*b*p^5*x^2-354*a^2*b*p^4*q*x^2-618*a^2*b*p^4*r*x^2-1236*a^2*b*p^4*x^3-414*a^2 *b*p^3*q^2*x^2-1632*a^2*b*p^3*q*r*x^2-4276*a^2*b*p^3*q*x^3-1050*a^2*b*p^3*r^2*x ^2-1986*a^2*b*p^3*r*x^3+542*a^2*b*p^3*x^4-198*a^2*b*p^2*q^3*x^2-1452*a^2*b*p^2* q^2*r*x^2-5412*a^2*b*p^2*q^2*x^3-1932*a^2*b*p^2*q*r^2*x^2-5256*a^2*b*p^2*q*r*x^ 3+1626*a^2*b*p^2*q*x^4-684*a^2*b*p^2*r^3*x^2+912*a^2*b*p^2*r^2*x^3+5574*a^2*b*p ^2*r*x^4-30*a^2*b*p*q^4*x^2-480*a^2*b*p*q^3*r*x^2-2940*a^2*b*p*q^3*x^3-1008*a^2 *b*p*q^2*r^2*x^2-4554*a^2*b*p*q^2*r*x^3+1626*a^2*b*p*q^2*x^4-648*a^2*b*p*q*r^3* x^2+1806*a^2*b*p*q*r^2*x^3+11148*a^2*b*p*q*r*x^4-144*a^2*b*p*r^4*x^2+1604*a^2*b *p*r^3*x^3+4104*a^2*b*p*r^2*x^4-42*a^2*b*q^4*r*x^2-568*a^2*b*q^4*x^3-126*a^2*b* q^3*r^2*x^2-1284*a^2*b*q^3*r*x^3+542*a^2*b*q^3*x^4-66*a^2*b*q^2*r^3*x^2+894*a^2 *b*q^2*r^2*x^3+5574*a^2*b*q^2*r*x^4+1548*a^2*b*q*r^3*x^3+4104*a^2*b*q*r^2*x^4+ 120*a^2*b*r^4*x^3-1040*a^2*b*r^3*x^4-256*a^2*c^6*x^2-2912*a^2*c^5*g*x^2-1440*a^ 2*c^5*p*x^2-256*a^2*c^5*q*x^2-1120*a^2*c^5*r*x^2-9760*a^2*c^5*x^3-6448*a^2*c^4* g^2*x^2-9712*a^2*c^4*g*p*x^2-3696*a^2*c^4*g*q*x^2-11744*a^2*c^4*g*r*x^2-62000*a ^2*c^4*g*x^3-2448*a^2*c^4*p^2*x^2-1248*a^2*c^4*p*q*x^2-4672*a^2*c^4*p*r*x^2-\ 23280*a^2*c^4*p*x^3-64*a^2*c^4*q^2*x^2-992*a^2*c^4*q*r*x^2-11104*a^2*c^4*q*x^3-\ 1856*a^2*c^4*r^2*x^2-12928*a^2*c^4*r*x^3-3920*a^2*c^4*x^4-5624*a^2*c^3*g^3*x^2-\ 16608*a^2*c^3*g^2*p*x^2-7016*a^2*c^3*g^2*q*x^2-22624*a^2*c^3*g^2*r*x^2-106696*a ^2*c^3*g^2*x^3-11032*a^2*c^3*g*p^2*x^2-9584*a^2*c^3*g*p*q*x^2-25536*a^2*c^3*g*p *r*x^2-103160*a^2*c^3*g*p*x^3-1672*a^2*c^3*g*q^2*x^2-12432*a^2*c^3*g*q*r*x^2-\ 72144*a^2*c^3*g*q*x^3-11392*a^2*c^3*g*r^2*x^2-66760*a^2*c^3*g*r*x^3-20272*a^2*c ^3*g*x^4-1832*a^2*c^3*p^3*x^2-1656*a^2*c^3*p^2*q*x^2-5728*a^2*c^3*p^2*r*x^2-\ 20280*a^2*c^3*p^2*x^3-264*a^2*c^3*p*q^2*x^2-3088*a^2*c^3*p*q*r*x^2-19680*a^2*c^ 3*p*q*x^3-4872*a^2*c^3*p*r^2*x^2-22696*a^2*c^3*p*r*x^3-5880*a^2*c^3*p*x^4-216*a ^2*c^3*q^2*r*x^2-3896*a^2*c^3*q^2*x^3-1216*a^2*c^3*q*r^2*x^2-10232*a^2*c^3*q*r* x^3-1880*a^2*c^3*q*x^4-1296*a^2*c^3*r^3*x^2-3360*a^2*c^3*r^2*x^3+7016*a^2*c^3*r *x^4-2164*a^2*c^2*g^4*x^2-11172*a^2*c^2*g^3*p*x^2-4756*a^2*c^2*g^3*q*x^2-16480* a^2*c^2*g^3*r*x^2-75300*a^2*c^2*g^3*x^3-13776*a^2*c^2*g^2*p^2*x^2-13496*a^2*c^2 *g^2*p*q*x^2-34664*a^2*c^2*g^2*p*r*x^2-130772*a^2*c^2*g^2*p*x^3-2568*a^2*c^2*g^ 2*q^2*x^2-19280*a^2*c^2*g^2*q*r*x^2-100276*a^2*c^2*g^2*q*x^3-16508*a^2*c^2*g^2* r^2*x^2-94580*a^2*c^2*g^2*r*x^3-33448*a^2*c^2*g^2*x^4-5608*a^2*c^2*g*p^3*x^2-\ 7844*a^2*c^2*g*p^2*q*x^2-19240*a^2*c^2*g*p^2*r*x^2-60960*a^2*c^2*g*p^2*x^3-3116 *a^2*c^2*g*p*q^2*x^2-18664*a^2*c^2*g*p*q*r*x^2-84796*a^2*c^2*g*p*q*x^3-16996*a^ 2*c^2*g*p*r^2*x^2-71328*a^2*c^2*g*p*r*x^3-13880*a^2*c^2*g*p*x^4-324*a^2*c^2*g*q ^3*x^2-4368*a^2*c^2*g*q^2*r*x^2-28992*a^2*c^2*g*q^2*x^3-8052*a^2*c^2*g*q*r^2*x^ 2-51788*a^2*c^2*g*q*r*x^3-10940*a^2*c^2*g*q*x^4-4176*a^2*c^2*g*r^3*x^2-7716*a^2 *c^2*g*r^2*x^3+30196*a^2*c^2*g*r*x^4-636*a^2*c^2*p^4*x^2-848*a^2*c^2*p^3*q*x^2-\ 2784*a^2*c^2*p^3*r*x^2-7700*a^2*c^2*p^3*x^3-248*a^2*c^2*p^2*q^2*x^2-2496*a^2*c^ 2*p^2*q*r*x^2-11352*a^2*c^2*p^2*q*x^3-3616*a^2*c^2*p^2*r^2*x^2-13000*a^2*c^2*p^ 2*r*x^3-2940*a^2*c^2*p^2*x^4-432*a^2*c^2*p*q^2*r*x^2-4408*a^2*c^2*p*q^2*x^3-\ 1904*a^2*c^2*p*q*r^2*x^2-11088*a^2*c^2*p*q*r*x^3-1880*a^2*c^2*p*q*x^4-1800*a^2* c^2*p*r^3*x^2-3576*a^2*c^2*p*r^2*x^3+7016*a^2*c^2*p*r*x^4-392*a^2*c^2*q^3*x^3-\ 160*a^2*c^2*q^2*r^2*x^2-1684*a^2*c^2*q^2*r*x^3+784*a^2*c^2*q^2*x^4-432*a^2*c^2* q*r^3*x^2-1080*a^2*c^2*q*r^2*x^3+4900*a^2*c^2*q*r*x^4-288*a^2*c^2*r^4*x^2+360*a ^2*c^2*r^3*x^3+3936*a^2*c^2*r^2*x^4-308*a^2*c*g^5*x^2-3122*a^2*c*g^4*p*x^2-1262 *a^2*c*g^4*q*x^2-5034*a^2*c*g^4*r*x^2-23228*a^2*c*g^4*x^3-6288*a^2*c*g^3*p^2*x^ 2-6372*a^2*c*g^3*p*q*x^2-16846*a^2*c*g^3*p*r*x^2-62668*a^2*c*g^3*p*x^3-1208*a^2 *c*g^3*q^2*x^2-9774*a^2*c*g^3*q*r*x^2-49300*a^2*c*g^3*q*x^3-8532*a^2*c*g^3*r^2* x^2-50854*a^2*c*g^3*r*x^3-21650*a^2*c*g^3*x^4-4602*a^2*c*g^2*p^3*x^2-7320*a^2*c *g^2*p^2*q*x^2-16672*a^2*c*g^2*p^2*r*x^2-50638*a^2*c*g^2*p^2*x^3-3274*a^2*c*g^2 *p*q^2*x^2-18796*a^2*c*g^2*p*q*r*x^2-78426*a^2*c*g^2*p*q*x^3-15322*a^2*c*g^2*p* r^2*x^2-63778*a^2*c*g^2*p*r*x^3-14268*a^2*c*g^2*p*x^4-356*a^2*c*g^2*q^3*x^2-\ 4910*a^2*c*g^2*q^2*r*x^2-29434*a^2*c*g^2*q^2*x^3-8612*a^2*c*g^2*q*r^2*x^2-52838 *a^2*c*g^2*q*r*x^3-14502*a^2*c*g^2*q*x^4-3780*a^2*c*g^2*r^3*x^2-7236*a^2*c*g^2* r^2*x^3+25968*a^2*c*g^2*r*x^4-1272*a^2*c*g*p^4*x^2-2500*a^2*c*g*p^3*q*x^2-5828* a^2*c*g*p^3*r*x^2-14822*a^2*c*g*p^3*x^3-1616*a^2*c*g*p^2*q^2*x^2-8512*a^2*c*g*p ^2*q*r*x^2-30704*a^2*c*g*p^2*q*x^3-7674*a^2*c*g*p^2*r^2*x^2-23726*a^2*c*g*p^2*r *x^3-2186*a^2*c*g*p^2*x^4-384*a^2*c*g*p*q^3*x^2-3938*a^2*c*g*p*q^2*r*x^2-20870* a^2*c*g*p*q^2*x^3-6896*a^2*c*g*p*q*r^2*x^2-32042*a^2*c*g*p*q*r*x^3-1990*a^2*c*g *p*q*x^4-3660*a^2*c*g*p*r^3*x^2-2772*a^2*c*g*p*r^2*x^3+23872*a^2*c*g*p*r*x^4-24 *a^2*c*g*q^4*x^2-570*a^2*c*g*q^3*r*x^2-4746*a^2*c*g*q^3*x^3-1510*a^2*c*g*q^2*r^ 2*x^2-11060*a^2*c*g*q^2*r*x^3+278*a^2*c*g*q^2*x^4-1320*a^2*c*g*q*r^3*x^2-1230*a ^2*c*g*q*r^2*x^3+19658*a^2*c*g*q*r*x^4-504*a^2*c*g*r^4*x^2+2852*a^2*c*g*r^3*x^3 +13632*a^2*c*g*r^2*x^4-84*a^2*c*p^5*x^2-150*a^2*c*p^4*q*x^2-474*a^2*c*p^4*r*x^2 -1080*a^2*c*p^4*x^3-66*a^2*c*p^3*q^2*x^2-600*a^2*c*p^3*q*r*x^2-2144*a^2*c*p^3*q *x^3-822*a^2*c*p^3*r^2*x^2-2442*a^2*c*p^3*r*x^3-490*a^2*c*p^3*x^4-162*a^2*c*p^2 *q^2*r*x^2-1230*a^2*c*p^2*q^2*x^3-648*a^2*c*p^2*q*r^2*x^2-2986*a^2*c*p^2*q*r*x^ 3-470*a^2*c*p^2*q*x^4-576*a^2*c*p^2*r^3*x^2-948*a^2*c*p^2*r^2*x^3+1754*a^2*c*p^ 2*r*x^4-166*a^2*c*p*q^3*x^3-80*a^2*c*p*q^2*r^2*x^2-626*a^2*c*p*q^2*r*x^3+392*a^ 2*c*p*q^2*x^4-216*a^2*c*p*q*r^3*x^2-162*a^2*c*p*q*r^2*x^3+2450*a^2*c*p*q*r*x^4-\ 144*a^2*c*p*r^4*x^2+372*a^2*c*p*r^3*x^3+1968*a^2*c*p*r^2*x^4+84*a^2*c*q^3*r*x^3 +372*a^2*c*q^3*x^4+324*a^2*c*q^2*r^2*x^3+1188*a^2*c*q^2*r*x^4+360*a^2*c*q*r^3*x ^3+648*a^2*c*q*r^2*x^4+120*a^2*c*r^4*x^3-240*a^2*c*r^3*x^4-282*a^2*g^5*p*x^2-96 *a^2*g^5*q*x^2-526*a^2*g^5*r*x^2-2556*a^2*g^5*x^3-926*a^2*g^4*p^2*x^2-932*a^2*g ^4*p*q*x^2-2657*a^2*g^4*p*r*x^2-10081*a^2*g^4*p*x^3-167*a^2*g^4*q^2*x^2-1559*a^ 2*g^4*q*r*x^2-7905*a^2*g^4*q*x^3-1447*a^2*g^4*r^2*x^2-9319*a^2*g^4*r*x^3-4752*a ^2*g^4*x^4-1062*a^2*g^3*p^3*x^2-1780*a^2*g^3*p^2*q*x^2-4029*a^2*g^3*p^2*r*x^2-\ 12209*a^2*g^3*p^2*x^3-821*a^2*g^3*p*q^2*x^2-4846*a^2*g^3*p*q*r*x^2-19748*a^2*g^ 3*p*q*x^3-3870*a^2*g^3*p*r^2*x^2-16927*a^2*g^3*p*r*x^3-4907*a^2*g^3*p*x^4-87*a^ 2*g^3*q^3*x^2-1313*a^2*g^3*q^2*r*x^2-7635*a^2*g^3*q^2*x^3-2365*a^2*g^3*q*r^2*x^ 2-14766*a^2*g^3*q*r*x^3-5259*a^2*g^3*q*x^4-987*a^2*g^3*r^3*x^2-2343*a^2*g^3*r^2 *x^3+5790*a^2*g^3*r*x^4-534*a^2*g^2*p^4*x^2-1182*a^2*g^2*p^3*q*x^2-2532*a^2*g^2 *p^3*r*x^2-6228*a^2*g^2*p^3*x^3-865*a^2*g^2*p^2*q^2*x^2-4260*a^2*g^2*p^2*q*r*x^ 2-14374*a^2*g^2*p^2*q*x^3-3421*a^2*g^2*p^2*r^2*x^2-10317*a^2*g^2*p^2*r*x^3-953* a^2*g^2*p^2*x^4-226*a^2*g^2*p*q^3*x^2-2241*a^2*g^2*p*q^2*r*x^2-10827*a^2*g^2*p* q^2*x^3-3628*a^2*g^2*p*q*r^2*x^2-16219*a^2*g^2*p*q*r*x^3-1715*a^2*g^2*p*q*x^4-\ 1644*a^2*g^2*p*r^3*x^2-912*a^2*g^2*p*r^2*x^3+11286*a^2*g^2*p*r*x^4-14*a^2*g^2*q ^4*x^2-351*a^2*g^2*q^3*r*x^2-2651*a^2*g^2*q^3*x^3-920*a^2*g^2*q^2*r^2*x^2-6375* a^2*g^2*q^2*r*x^3-652*a^2*g^2*q^2*x^4-714*a^2*g^2*q*r^3*x^2-708*a^2*g^2*q*r^2*x ^3+9708*a^2*g^2*q*r*x^4-216*a^2*g^2*r^4*x^2+1674*a^2*g^2*r^3*x^3+7404*a^2*g^2*r ^2*x^4-96*a^2*g*p^5*x^2-252*a^2*g*p^4*q*x^2-546*a^2*g*p^4*r*x^2-1158*a^2*g*p^4* x^3-240*a^2*g*p^3*q^2*x^2-1116*a^2*g*p^3*q*r*x^2-3210*a^2*g*p^3*q*x^3-936*a^2*g *p^3*r^2*x^2-2214*a^2*g*p^3*r*x^3+26*a^2*g*p^3*x^4-99*a^2*g*p^2*q^3*x^2-807*a^2 *g*p^2*q^2*r*x^2-3321*a^2*g*p^2*q^2*x^3-1290*a^2*g*p^2*q*r^2*x^2-4121*a^2*g*p^2 *q*r*x^3+578*a^2*g*p^2*q*x^4-630*a^2*g*p^2*r^3*x^2-18*a^2*g*p^2*r^2*x^3+3664*a^ 2*g*p^2*r*x^4-15*a^2*g*p*q^4*x^2-240*a^2*g*p*q^3*r*x^2-1553*a^2*g*p*q^3*x^3-544 *a^2*g*p*q^2*r^2*x^2-2590*a^2*g*p*q^2*r*x^3+1009*a^2*g*p*q^2*x^4-432*a^2*g*p*q* r^3*x^2+822*a^2*g*p*q*r^2*x^3+6799*a^2*g*p*q*r*x^4-144*a^2*g*p*r^4*x^2+988*a^2* g*p*r^3*x^3+3036*a^2*g*p*r^2*x^4-21*a^2*g*q^4*r*x^2-284*a^2*g*q^4*x^3-63*a^2*g* q^3*r^2*x^2-600*a^2*g*q^3*r*x^3+457*a^2*g*q^3*x^4-33*a^2*g*q^2*r^3*x^2+609*a^2* g*q^2*r^2*x^3+3381*a^2*g*q^2*r*x^4+954*a^2*g*q*r^3*x^3+2376*a^2*g*q*r^2*x^4+120 *a^2*g*r^4*x^3-640*a^2*g*r^3*x^4-288*a*b^6*x^3-192*a*b^5*c^2*x^2-160*a*b^5*c*g* x^2-224*a*b^5*c*p*x^2-288*a*b^5*c*r*x^2-4864*a*b^5*c*x^3-112*a*b^5*g*p*x^2-208* a*b^5*g*r*x^2-3120*a*b^5*g*x^3-64*a*b^5*p^2*x^2-128*a*b^5*p*r*x^2-2160*a*b^5*p* x^3-1328*a*b^5*q*x^3-16*a*b^5*r^2*x^2-1968*a*b^5*r*x^3-1696*a*b^5*x^4-1600*a*b^ 4*c^3*x^2-2432*a*b^4*c^2*g*x^2-2560*a*b^4*c^2*p*x^2-608*a*b^4*c^2*q*x^2-3648*a* b^4*c^2*r*x^2-27936*a*b^4*c^2*x^3-848*a*b^4*c*g^2*x^2-2960*a*b^4*c*g*p*x^2-608* a*b^4*c*g*q*x^2-4608*a*b^4*c*g*r*x^2-37424*a*b^4*c*g*x^3-1248*a*b^4*c*p^2*x^2-\ 704*a*b^4*c*p*q*x^2-3040*a*b^4*c*p*r*x^2-22160*a*b^4*c*p*x^3-960*a*b^4*c*q*r*x^ 2-15648*a*b^4*c*q*x^3-928*a*b^4*c*r^2*x^2-17120*a*b^4*c*r*x^3-9824*a*b^4*c*x^4-\ 632*a*b^4*g^2*p*x^2-88*a*b^4*g^2*q*x^2-1240*a*b^4*g^2*r*x^2-10576*a*b^4*g^2*x^3 -824*a*b^4*g*p^2*x^2-432*a*b^4*g*p*q*x^2-2176*a*b^4*g*p*r*x^2-16200*a*b^4*g*p*x ^3-720*a*b^4*g*q*r*x^2-11104*a*b^4*g*q*x^3-840*a*b^4*g*r^2*x^2-14608*a*b^4*g*r* x^3-10312*a*b^4*g*x^4-184*a*b^4*p^3*x^2-184*a*b^4*p^2*q*x^2-576*a*b^4*p^2*r*x^2 -4024*a*b^4*p^2*x^3-368*a*b^4*p*q*r*x^2-6016*a*b^4*p*q*x^3-264*a*b^4*p*r^2*x^2-\ 5248*a*b^4*p*r*x^3-1928*a*b^4*p*x^4-1992*a*b^4*q^2*x^3+8*a*b^4*q*r^2*x^2-4136*a *b^4*q*r*x^3-1928*a*b^4*q*x^4+96*a*b^4*r^3*x^2-72*a*b^4*r^2*x^3+3400*a*b^4*r*x^ 4-4288*a*b^3*c^4*x^2-9952*a*b^3*c^3*g*x^2-8864*a*b^3*c^3*p*x^2-3360*a*b^3*c^3*q *x^2-13184*a*b^3*c^3*r*x^2-71712*a*b^3*c^3*x^3-7104*a*b^3*c^2*g^2*x^2-16864*a*b ^3*c^2*g*p*x^2-5680*a*b^3*c^2*g*q*x^2-25728*a*b^3*c^2*g*r*x^2-149200*a*b^3*c^2* g*x^3-6240*a*b^3*c^2*p^2*x^2-5472*a*b^3*c^2*p*q*x^2-16240*a*b^3*c^2*p*r*x^2-\ 80832*a*b^3*c^2*p*x^3-656*a*b^3*c^2*q^2*x^2-8016*a*b^3*c^2*q*r*x^2-62976*a*b^3* c^2*q*x^3-6272*a*b^3*c^2*r^2*x^2-58736*a*b^3*c^2*r*x^3-24336*a*b^3*c^2*x^4-1600 *a*b^3*c*g^3*x^2-8920*a*b^3*c*g^2*p*x^2-2600*a*b^3*c*g^2*q*x^2-14728*a*b^3*c*g^ 2*r*x^2-90816*a*b^3*c*g^2*x^3-8584*a*b^3*c*g*p^2*x^2-6944*a*b^3*c*g*p*q*x^2-\ 22944*a*b^3*c*g*p*r*x^2-119280*a*b^3*c*g*p*x^3-712*a*b^3*c*g*q^2*x^2-10736*a*b^ 3*c*g*q*r*x^2-89616*a*b^3*c*g*q*x^3-9624*a*b^3*c*g*r^2*x^2-96208*a*b^3*c*g*r*x^ 3-49832*a*b^3*c*g*x^4-1808*a*b^3*c*p^3*x^2-2616*a*b^3*c*p^2*q*x^2-6312*a*b^3*c* p^2*r*x^2-28488*a*b^3*c*p^2*x^3-776*a*b^3*c*p*q^2*x^2-6416*a*b^3*c*p*q*r*x^2-\ 45792*a*b^3*c*p*q*x^3-4328*a*b^3*c*p*r^2*x^2-35440*a*b^3*c*p*r*x^3-8856*a*b^3*c *p*x^4-1080*a*b^3*c*q^2*r*x^2-17112*a*b^3*c*q^2*x^3-1704*a*b^3*c*q*r^2*x^2-\ 29192*a*b^3*c*q*r*x^3-8152*a*b^3*c*q*x^4-96*a*b^3*c*r^3*x^2-840*a*b^3*c*r^2*x^3 +20832*a*b^3*c*r*x^4-1248*a*b^3*g^3*p*x^2-268*a*b^3*g^3*q*x^2-2488*a*b^3*g^3*r* x^2-16360*a*b^3*g^3*x^3-2484*a*b^3*g^2*p^2*x^2-1824*a*b^3*g^2*p*q*x^2-7080*a*b^ 3*g^2*p*r*x^2-38896*a*b^3*g^2*p*x^3-144*a*b^3*g^2*q^2*x^2-3200*a*b^3*g^2*q*r*x^ 2-28176*a*b^3*g^2*q*x^3-3336*a*b^3*g^2*r^2*x^2-35916*a*b^3*g^2*r*x^3-22848*a*b^ 3*g^2*x^4-1336*a*b^3*g*p^3*x^2-1868*a*b^3*g*p^2*q*x^2-4812*a*b^3*g*p^2*r*x^2-\ 22136*a*b^3*g*p^2*x^3-516*a*b^3*g*p*q^2*x^2-4792*a*b^3*g*p*q*r*x^2-34952*a*b^3* g*p*q*x^3-3548*a*b^3*g*p*r^2*x^2-30136*a*b^3*g*p*r*x^3-10316*a*b^3*g*p*x^4-812* a*b^3*g*q^2*r*x^2-12720*a*b^3*g*q^2*x^3-1500*a*b^3*g*q*r^2*x^2-24716*a*b^3*g*q* r*x^3-9964*a*b^3*g*q*x^4-192*a*b^3*g*r^3*x^2-1764*a*b^3*g*r^2*x^3+15128*a*b^3*g *r*x^4-184*a*b^3*p^4*x^2-368*a*b^3*p^3*q*x^2-784*a*b^3*p^3*r*x^2-3132*a*b^3*p^3 *x^3-184*a*b^3*p^2*q^2*x^2-1152*a*b^3*p^2*q*r*x^2-7620*a*b^3*p^2*q*x^3-732*a*b^ 3*p^2*r^2*x^2-4692*a*b^3*p^2*r*x^3-56*a*b^3*p^2*x^4-368*a*b^3*p*q^2*r*x^2-5844* a*b^3*p*q^2*x^3-456*a*b^3*p*q*r^2*x^2-7824*a*b^3*p*q*r*x^3-112*a*b^3*p*q*x^4-24 *a*b^3*p*r^3*x^2+840*a*b^3*p*r^2*x^3+8280*a*b^3*p*r*x^4-1356*a*b^3*q^3*x^3+44*a *b^3*q^2*r^2*x^2-3132*a*b^3*q^2*r*x^3-56*a*b^3*q^2*x^4+216*a*b^3*q*r^3*x^2+924* a*b^3*q*r^2*x^3+8280*a*b^3*q*r*x^4+96*a*b^3*r^4*x^2+1384*a*b^3*r^3*x^3+5040*a*b ^3*r^2*x^4-4608*a*b^2*c^5*x^2-15264*a*b^2*c^4*g*x^2-11744*a*b^2*c^4*p*x^2-5536* a*b^2*c^4*q*x^2-17664*a*b^2*c^4*r*x^2-82272*a*b^2*c^4*x^3-17344*a*b^2*c^3*g^2*x ^2-33376*a*b^2*c^3*g*p*x^2-14176*a*b^2*c^3*g*q*x^2-50432*a*b^2*c^3*g*r*x^2-\ 246512*a*b^2*c^3*g*x^3-10720*a*b^2*c^3*p^2*x^2-11616*a*b^2*c^3*p*q*x^2-28288*a* b^2*c^3*p*r*x^2-118560*a*b^2*c^3*p*x^3-2224*a*b^2*c^3*q^2*x^2-17632*a*b^2*c^3*q *r*x^2-100752*a*b^2*c^3*q*x^3-12144*a*b^2*c^3*r^2*x^2-83728*a*b^2*c^3*r*x^3-\ 26928*a*b^2*c^3*x^4-8200*a*b^2*c^2*g^3*x^2-30488*a*b^2*c^2*g^2*p*x^2-11736*a*b^ 2*c^2*g^2*q*x^2-47600*a*b^2*c^2*g^2*r*x^2-244176*a*b^2*c^2*g^2*x^3-24464*a*b^2* c^2*g*p^2*x^2-24272*a*b^2*c^2*g*p*q*x^2-65304*a*b^2*c^2*g*p*r*x^2-281984*a*b^2* c^2*g*p*x^3-4080*a*b^2*c^2*g*q^2*x^2-37336*a*b^2*c^2*g*q*r*x^2-226728*a*b^2*c^2 *g*q*x^3-29056*a*b^2*c^2*g*r^2*x^2-213624*a*b^2*c^2*g*r*x^3-86056*a*b^2*c^2*g*x ^4-4536*a*b^2*c^2*p^3*x^2-8016*a*b^2*c^2*p^2*q*x^2-16176*a*b^2*c^2*p^2*r*x^2-\ 60528*a*b^2*c^2*p^2*x^3-3680*a*b^2*c^2*p*q^2*x^2-20976*a*b^2*c^2*p*q*r*x^2-\ 105560*a*b^2*c^2*p*q*x^3-12632*a*b^2*c^2*p*r^2*x^2-72056*a*b^2*c^2*p*r*x^3-\ 11648*a*b^2*c^2*p*x^4-296*a*b^2*c^2*q^3*x^2-5472*a*b^2*c^2*q^2*r*x^2-43920*a*b^ 2*c^2*q^2*x^3-7688*a*b^2*c^2*q*r^2*x^2-66528*a*b^2*c^2*q*r*x^3-12184*a*b^2*c^2* q*x^4-1560*a*b^2*c^2*r^3*x^2-2088*a*b^2*c^2*r^2*x^3+42504*a*b^2*c^2*r*x^4-1384* a*b^2*c*g^4*x^2-10608*a*b^2*c*g^3*p*x^2-3592*a*b^2*c*g^3*q*x^2-17848*a*b^2*c*g^ 3*r*x^2-96352*a*b^2*c*g^3*x^3-15856*a*b^2*c*g^2*p^2*x^2-14632*a*b^2*c*g^2*p*q*x ^2-43704*a*b^2*c*g^2*p*r*x^2-196440*a*b^2*c*g^2*p*x^3-2156*a*b^2*c*g^2*q^2*x^2-\ 23648*a*b^2*c*g^2*q*r*x^2-152132*a*b^2*c*g^2*q*x^3-20592*a*b^2*c*g^2*r^2*x^2-\ 163856*a*b^2*c*g^2*r*x^3-81304*a*b^2*c*g^2*x^4-7332*a*b^2*c*g*p^3*x^2-12104*a*b ^2*c*g*p^2*q*x^2-26680*a*b^2*c*g*p^2*r*x^2-100864*a*b^2*c*g*p^2*x^3-5020*a*b^2* c*g*p*q^2*x^2-32040*a*b^2*c*g*p*q*r*x^2-167996*a*b^2*c*g*p*q*x^3-21620*a*b^2*c* g*p*r^2*x^2-129856*a*b^2*c*g*p*r*x^3-32464*a*b^2*c*g*p*x^4-336*a*b^2*c*g*q^3*x^ 2-7704*a*b^2*c*g*q^2*r*x^2-66336*a*b^2*c*g*q^2*x^3-12300*a*b^2*c*g*q*r^2*x^2-\ 113408*a*b^2*c*g*q*r*x^3-31852*a*b^2*c*g*q*x^4-3072*a*b^2*c*g*r^3*x^2-9492*a*b^ 2*c*g*r^2*x^3+61836*a*b^2*c*g*r*x^4-924*a*b^2*c*p^4*x^2-2256*a*b^2*c*p^3*q*x^2-\ 4080*a*b^2*c*p^3*r*x^2-13180*a*b^2*c*p^3*x^3-1704*a*b^2*c*p^2*q^2*x^2-7864*a*b^ 2*c*p^2*q*r*x^2-34664*a*b^2*c*p^2*q*x^3-4492*a*b^2*c*p^2*r^2*x^2-18792*a*b^2*c* p^2*r*x^3+1348*a*b^2*c*p^2*x^4-360*a*b^2*c*p*q^3*x^2-4200*a*b^2*c*p*q^2*r*x^2-\ 29352*a*b^2*c*p*q^2*x^3-5120*a*b^2*c*p*q*r^2*x^2-35164*a*b^2*c*p*q*r*x^3+2076*a *b^2*c*p*q*x^4-1128*a*b^2*c*p*r^3*x^2+3612*a*b^2*c*p*r^2*x^3+33396*a*b^2*c*p*r* x^4-504*a*b^2*c*q^3*r*x^2-7796*a*b^2*c*q^3*x^3-992*a*b^2*c*q^2*r^2*x^2-15584*a* b^2*c*q^2*r*x^3+992*a*b^2*c*q^2*x^4+48*a*b^2*c*q*r^3*x^2+4068*a*b^2*c*q*r^2*x^3 +35292*a*b^2*c*q*r*x^4+192*a*b^2*c*r^4*x^2+5816*a*b^2*c*r^3*x^3+19728*a*b^2*c*r ^2*x^4-1120*a*b^2*g^4*p*x^2-288*a*b^2*g^4*q*x^2-2224*a*b^2*g^4*r*x^2-12804*a*b^ 2*g^4*x^3-2986*a*b^2*g^3*p^2*x^2-2540*a*b^2*g^3*p*q*x^2-8748*a*b^2*g^3*p*r*x^2-\ 41266*a*b^2*g^3*p*x^3-312*a*b^2*g^3*q^2*x^2-4552*a*b^2*g^3*q*r*x^2-30880*a*b^2* g^3*q*x^3-4504*a*b^2*g^3*r^2*x^2-38970*a*b^2*g^3*r*x^3-23374*a*b^2*g^3*x^4-2506 *a*b^2*g^2*p^3*x^2-3938*a*b^2*g^2*p^2*q*x^2-9402*a*b^2*g^2*p^2*r*x^2-36776*a*b^ 2*g^2*p^2*x^3-1490*a*b^2*g^2*p*q^2*x^2-10824*a*b^2*g^2*p*q*r*x^2-59540*a*b^2*g^ 2*p*q*x^3-7970*a*b^2*g^2*p*r^2*x^2-51990*a*b^2*g^2*p*r*x^3-17814*a*b^2*g^2*p*x^ 4-78*a*b^2*g^2*q^3*x^2-2474*a*b^2*g^2*q^2*r*x^2-22644*a*b^2*g^2*q^2*x^3-4462*a* b^2*g^2*q*r^2*x^2-44206*a*b^2*g^2*q*r*x^3-17374*a*b^2*g^2*q*x^4-1242*a*b^2*g^2* r^3*x^2-5742*a*b^2*g^2*r^2*x^3+19710*a*b^2*g^2*r*x^4-772*a*b^2*g*p^4*x^2-1816*a *b^2*g*p^3*q*x^2-3504*a*b^2*g*p^3*r*x^2-11254*a*b^2*g*p^3*x^3-1298*a*b^2*g*p^2* q^2*x^2-6436*a*b^2*g*p^2*q*r*x^2-28816*a*b^2*g*p^2*q*x^3-4014*a*b^2*g*p^2*r^2*x ^2-17508*a*b^2*g*p^2*r*x^3-572*a*b^2*g*p^2*x^4-248*a*b^2*g*p*q^3*x^2-3264*a*b^2 *g*p*q^2*r*x^2-23652*a*b^2*g*p*q^2*x^3-4376*a*b^2*g*p*q*r^2*x^2-31370*a*b^2*g*p *q*r*x^3-1454*a*b^2*g*p*q*x^4-1116*a*b^2*g*p*r^3*x^2+1914*a*b^2*g*p*r^2*x^3+ 27186*a*b^2*g*p*r*x^4-376*a*b^2*g*q^3*r*x^2-6054*a*b^2*g*q^3*x^3-850*a*b^2*g*q^ 2*r^2*x^2-13468*a*b^2*g*q^2*r*x^3-750*a*b^2*g*q^2*x^4-60*a*b^2*g*q*r^3*x^2+2340 *a*b^2*g*q*r^2*x^3+28134*a*b^2*g*q*r*x^4+144*a*b^2*g*r^4*x^2+5112*a*b^2*g*r^3*x ^3+18048*a*b^2*g*r^2*x^4-78*a*b^2*p^5*x^2-234*a*b^2*p^4*q*x^2-420*a*b^2*p^4*r*x ^2-1104*a*b^2*p^4*x^3-234*a*b^2*p^3*q^2*x^2-996*a*b^2*p^3*q*r*x^2-3748*a*b^2*p^ 3*q*x^3-612*a*b^2*p^3*r^2*x^2-1716*a*b^2*p^3*r*x^3+542*a*b^2*p^3*x^4-78*a*b^2*p ^2*q^3*x^2-732*a*b^2*p^2*q^2*r*x^2-4620*a*b^2*p^2*q^2*x^3-900*a*b^2*p^2*q*r^2*x ^2-4446*a*b^2*p^2*q*r*x^3+1626*a*b^2*p^2*q*x^4-270*a*b^2*p^2*r^3*x^2+978*a*b^2* p^2*r^2*x^3+5574*a*b^2*p^2*r*x^4-156*a*b^2*p*q^3*r*x^2-2412*a*b^2*p*q^3*x^3-258 *a*b^2*p*q^2*r^2*x^2-3744*a*b^2*p*q^2*r*x^3+1626*a*b^2*p*q^2*x^4-24*a*b^2*p*q*r ^3*x^2+1938*a*b^2*p*q*r^2*x^3+11148*a*b^2*p*q*r*x^4+1332*a*b^2*p*r^3*x^3+4104*a *b^2*p*r^2*x^4-436*a*b^2*q^4*x^3+30*a*b^2*q^3*r^2*x^2-1014*a*b^2*q^3*r*x^3+542* a*b^2*q^3*x^4+144*a*b^2*q^2*r^3*x^2+960*a*b^2*q^2*r^2*x^3+5574*a*b^2*q^2*r*x^4+ 96*a*b^2*q*r^4*x^2+1276*a*b^2*q*r^3*x^3+4104*a*b^2*q*r^2*x^4-120*a*b^2*r^4*x^3-\ 1040*a*b^2*r^3*x^4-1792*a*b*c^6*x^2-8736*a*b*c^5*g*x^2-5632*a*b*c^5*p*x^2-2848* a*b*c^5*q*x^2-8160*a*b*c^5*r*x^2-36992*a*b*c^5*x^3-14896*a*b*c^4*g^2*x^2-23936* a*b*c^4*g*p*x^2-11216*a*b*c^4*g*q*x^2-34912*a*b*c^4*g*r*x^2-161600*a*b*c^4*g*x^ 3-6528*a*b*c^4*p^2*x^2-7424*a*b*c^4*p*q*x^2-16544*a*b*c^4*p*r*x^2-66464*a*b*c^4 *p*x^3-1728*a*b*c^4*q^2*x^2-11264*a*b*c^4*q*r*x^2-56736*a*b*c^4*q*x^3-7392*a*b* c^4*r^2*x^2-44352*a*b*c^4*r*x^3-11424*a*b*c^4*x^4-11480*a*b*c^3*g^3*x^2-34224*a *b*c^3*g^2*p*x^2-15000*a*b*c^3*g^2*q*x^2-51024*a*b*c^3*g^2*r*x^2-241664*a*b*c^3 *g^2*x^3-23184*a*b*c^3*g*p^2*x^2-24896*a*b*c^3*g*p*q*x^2-59848*a*b*c^3*g*p*r*x^ 2-241368*a*b*c^3*g*p*x^3-5160*a*b*c^3*g*q^2*x^2-37768*a*b*c^3*g*q*r*x^2-199272* a*b*c^3*g*q*x^3-27208*a*b*c^3*g*r^2*x^2-171456*a*b*c^3*g*r*x^3-56032*a*b*c^3*g* x^4-3760*a*b*c^3*p^3*x^2-6736*a*b*c^3*p^2*q*x^2-12960*a*b*c^3*p^2*r*x^2-45728*a *b*c^3*p^2*x^3-3664*a*b*c^3*p*q^2*x^2-17680*a*b*c^3*p*q*r*x^2-77600*a*b*c^3*p*q *x^3-10592*a*b*c^3*p*r^2*x^2-50240*a*b*c^3*p*r*x^3-4816*a*b*c^3*p*x^4-472*a*b*c ^3*q^3*x^2-5640*a*b*c^3*q^2*r*x^2-33856*a*b*c^3*q^2*x^3-7352*a*b*c^3*q*r^2*x^2-\ 47488*a*b*c^3*q*r*x^3-4816*a*b*c^3*q*x^4-1872*a*b*c^3*r^3*x^2-960*a*b*c^3*r^2*x ^3+32240*a*b*c^3*r*x^4-4116*a*b*c^2*g^4*x^2-20960*a*b*c^2*g^3*p*x^2-8540*a*b*c^ 2*g^3*q*x^2-32584*a*b*c^2*g^3*r*x^2-158672*a*b*c^2*g^3*x^3-26012*a*b*c^2*g^2*p^ 2*x^2-26624*a*b*c^2*g^2*p*q*x^2-68988*a*b*c^2*g^2*p*r*x^2-282196*a*b*c^2*g^2*p* x^3-5000*a*b*c^2*g^2*q^2*x^2-41292*a*b*c^2*g^2*q*r*x^2-226812*a*b*c^2*g^2*q*x^3 -32460*a*b*c^2*g^2*r^2*x^2-216960*a*b*c^2*g^2*r*x^3-87248*a*b*c^2*g^2*x^4-10332 *a*b*c^2*g*p^3*x^2-18000*a*b*c^2*g*p^2*q*x^2-36620*a*b*c^2*g*p^2*r*x^2-127760*a *b*c^2*g*p^2*x^3-8868*a*b*c^2*g*p*q^2*x^2-47488*a*b*c^2*g*p*q*r*x^2-214640*a*b* c^2*g*p*q*x^3-30688*a*b*c^2*g*p*r^2*x^2-152532*a*b*c^2*g*p*r*x^3-27124*a*b*c^2* g*p*x^4-972*a*b*c^2*g*q^3*x^2-13676*a*b*c^2*g*q^2*r*x^2-88592*a*b*c^2*g*q^2*x^3 -19924*a*b*c^2*g*q*r^2*x^2-138780*a*b*c^2*g*q*r*x^3-27124*a*b*c^2*g*q*x^4-5640* a*b*c^2*g*r^3*x^2-9504*a*b*c^2*g*r^2*x^3+79368*a*b*c^2*g*r*x^4-1176*a*b*c^2*p^4 *x^2-2832*a*b*c^2*p^3*q*x^2-5100*a*b*c^2*p^3*r*x^2-15280*a*b*c^2*p^3*x^3-2472*a *b*c^2*p^2*q^2*x^2-9980*a*b*c^2*p^2*q*r*x^2-37908*a*b*c^2*p^2*q*x^3-5952*a*b*c^ 2*p^2*r^2*x^2-20192*a*b*c^2*p^2*r*x^3+2436*a*b*c^2*p^2*x^4-792*a*b*c^2*p*q^3*x^ 2-6500*a*b*c^2*p*q^2*r*x^2-33052*a*b*c^2*p*q^2*x^3-7528*a*b*c^2*p*q*r^2*x^2-\ 36480*a*b*c^2*p*q*r*x^3+5424*a*b*c^2*p*q*x^4-2112*a*b*c^2*p*r^3*x^2+4284*a*b*c^ 2*p*r^2*x^3+37020*a*b*c^2*p*r*x^4-48*a*b*c^2*q^4*x^2-1188*a*b*c^2*q^3*r*x^2-\ 9696*a*b*c^2*q^3*x^3-2280*a*b*c^2*q^2*r^2*x^2-17680*a*b*c^2*q^2*r*x^3+2436*a*b* c^2*q^2*x^4-816*a*b*c^2*q*r^3*x^2+4068*a*b*c^2*q*r^2*x^3+37020*a*b*c^2*q*r*x^4-\ 48*a*b*c^2*r^4*x^2+5760*a*b*c^2*r^3*x^3+19008*a*b*c^2*r^2*x^4-560*a*b*c*g^5*x^2 -5500*a*b*c*g^4*p*x^2-2008*a*b*c*g^4*q*x^2-9222*a*b*c*g^4*r*x^2-46664*a*b*c*g^4 *x^3-11188*a*b*c*g^3*p^2*x^2-10920*a*b*c*g^3*p*q*x^2-30898*a*b*c*g^3*p*r*x^2-\ 129408*a*b*c*g^3*p*x^3-1852*a*b*c*g^3*q^2*x^2-17806*a*b*c*g^3*q*r*x^2-101488*a* b*c*g^3*q*x^3-15350*a*b*c*g^3*r^2*x^2-109752*a*b*c*g^3*r*x^3-53252*a*b*c*g^3*x^ 4-8024*a*b*c*g^2*p^3*x^2-13586*a*b*c*g^2*p^2*q*x^2-29278*a*b*c*g^2*p^2*r*x^2-\ 103068*a*b*c*g^2*p^2*x^3-6212*a*b*c*g^2*p*q^2*x^2-36600*a*b*c*g^2*p*q*r*x^2-\ 170656*a*b*c*g^2*p*q*x^3-25328*a*b*c*g^2*p*r^2*x^2-134536*a*b*c*g^2*p*r*x^3-\ 35106*a*b*c*g^2*p*x^4-590*a*b*c*g^2*q^3*x^2-9880*a*b*c*g^2*q^2*r*x^2-67948*a*b* c*g^2*q^2*x^3-15878*a*b*c*g^2*q*r^2*x^2-119024*a*b*c*g^2*q*r*x^3-35106*a*b*c*g^ 2*q*x^4-4884*a*b*c*g^2*r^3*x^2-14112*a*b*c*g^2*r^2*x^3+54504*a*b*c*g^2*r*x^4-\ 2180*a*b*c*g*p^4*x^2-5284*a*b*c*g*p^3*q*x^2-9754*a*b*c*g*p^3*r*x^2-28602*a*b*c* g*p^3*x^3-4308*a*b*c*g*p^2*q^2*x^2-18878*a*b*c*g*p^2*q*r*x^2-72312*a*b*c*g*p^2* q*x^3-11704*a*b*c*g*p^2*r^2*x^2-41376*a*b*c*g*p^2*r*x^3+1256*a*b*c*g*p^2*x^4-\ 1204*a*b*c*g*p*q^3*x^2-11288*a*b*c*g*p*q^2*r*x^2-60896*a*b*c*g*p*q^2*x^3-14420* a*b*c*g*p*q*r^2*x^2-74952*a*b*c*g*p*q*r*x^3+2348*a*b*c*g*p*q*x^4-4248*a*b*c*g*p *r^3*x^2+5532*a*b*c*g*p*r^2*x^3+66834*a*b*c*g*p*r*x^4-56*a*b*c*g*q^4*x^2-1828*a *b*c*g*q^3*r*x^2-16702*a*b*c*g*q^3*x^3-3946*a*b*c*g*q^2*r^2*x^2-34032*a*b*c*g*q ^2*r*x^3+1256*a*b*c*g*q^2*x^4-1632*a*b*c*g*q*r^3*x^2+4980*a*b*c*g*q*r^2*x^3+ 66834*a*b*c*g*q*r*x^4-96*a*b*c*g*r^4*x^2+11520*a*b*c*g*r^3*x^3+40128*a*b*c*g*r^ 2*x^4-192*a*b*c*p^5*x^2-582*a*b*c*p^4*q*x^2-1026*a*b*c*p^4*r*x^2-2496*a*b*c*p^4 *x^3-684*a*b*c*p^3*q^2*x^2-2544*a*b*c*p^3*q*r*x^2-8082*a*b*c*p^3*q*x^3-1590*a*b *c*p^3*r^2*x^2-3630*a*b*c*p^3*r*x^3+1294*a*b*c*p^3*x^4-354*a*b*c*p^2*q^3*x^2-\ 2382*a*b*c*p^2*q^2*r*x^2-10312*a*b*c*p^2*q^2*x^3-2732*a*b*c*p^2*q*r^2*x^2-9032* a*b*c*p^2*q*r*x^3+4158*a*b*c*p^2*q*x^4-900*a*b*c*p^2*r^3*x^2+2220*a*b*c*p^2*r^2 *x^3+12018*a*b*c*p^2*r*x^4-60*a*b*c*p*q^4*x^2-876*a*b*c*p*q^3*r*x^2-5998*a*b*c* p*q^3*x^3-1490*a*b*c*p*q^2*r^2*x^2-8368*a*b*c*p*q^2*r*x^3+4158*a*b*c*p*q^2*x^4-\ 672*a*b*c*p*q*r^3*x^2+4176*a*b*c*p*q*r^2*x^3+23052*a*b*c*p*q*r*x^4-144*a*b*c*p* r^4*x^2+2852*a*b*c*p*r^3*x^3+7848*a*b*c*p*r^2*x^4-84*a*b*c*q^4*r*x^2-1272*a*b*c *q^4*x^3-186*a*b*c*q^3*r^2*x^2-2634*a*b*c*q^3*r*x^3+1294*a*b*c*q^3*x^4+48*a*b*c *q^2*r^3*x^2+2244*a*b*c*q^2*r^2*x^3+12018*a*b*c*q^2*r*x^4+96*a*b*c*q*r^4*x^2+ 2908*a*b*c*q*r^3*x^3+7848*a*b*c*q*r^2*x^4-2080*a*b*c*r^3*x^4-468*a*b*g^5*p*x^2-\ 132*a*b*g^5*q*x^2-916*a*b*g^5*r*x^2-4928*a*b*g^5*x^3-1581*a*b*g^4*p^2*x^2-1452* a*b*g^4*p*q*x^2-4649*a*b*g^4*p*r*x^2-20172*a*b*g^4*p*x^3-213*a*b*g^4*q^2*x^2-\ 2597*a*b*g^4*q*r*x^2-15404*a*b*g^4*q*x^3-2499*a*b*g^4*r^2*x^2-19296*a*b*g^4*r*x ^3-11104*a*b*g^4*x^4-1801*a*b*g^3*p^3*x^2-2963*a*b*g^3*p^2*q*x^2-6815*a*b*g^3*p ^2*r*x^2-24578*a*b*g^3*p^2*x^3-1265*a*b*g^3*p*q^2*x^2-8312*a*b*g^3*p*q*r*x^2-\ 40072*a*b*g^3*p*q*x^3-6162*a*b*g^3*p*r^2*x^2-35505*a*b*g^3*p*r*x^3-12390*a*b*g^ 3*p*x^4-103*a*b*g^3*q^3*x^2-2153*a*b*g^3*q^2*r*x^2-15494*a*b*g^3*q^2*x^3-3831*a *b*g^3*q*r^2*x^2-30807*a*b*g^3*q*r*x^3-12390*a*b*g^3*q*x^4-1266*a*b*g^3*r^3*x^2 -5232*a*b*g^3*r^2*x^3+10396*a*b*g^3*r*x^4-866*a*b*g^2*p^4*x^2-2084*a*b*g^2*p^3* q*x^2-3981*a*b*g^2*p^3*r*x^2-11759*a*b*g^2*p^3*x^3-1624*a*b*g^2*p^2*q^2*x^2-\ 7607*a*b*g^2*p^2*q*r*x^2-29781*a*b*g^2*p^2*q*x^3-4907*a*b*g^2*p^2*r^2*x^2-18634 *a*b*g^2*p^2*r*x^3-1171*a*b*g^2*p^2*x^4-410*a*b*g^2*p*q^3*x^2-4340*a*b*g^2*p*q^ 2*r*x^2-24555*a*b*g^2*p*q^2*x^3-5962*a*b*g^2*p*q*r^2*x^2-33468*a*b*g^2*p*q*r*x^ 3-2562*a*b*g^2*p*q*x^4-1824*a*b*g^2*p*r^3*x^2+1062*a*b*g^2*p*r^2*x^3+26370*a*b* g^2*p*r*x^4-14*a*b*g^2*q^4*x^2-654*a*b*g^2*q^3*r*x^2-6473*a*b*g^2*q^3*x^3-1568* a*b*g^2*q^2*r^2*x^2-14714*a*b*g^2*q^2*r*x^3-1171*a*b*g^2*q^2*x^4-708*a*b*g^2*q* r^3*x^2+954*a*b*g^2*q*r^2*x^3+26370*a*b*g^2*q*r*x^4-36*a*b*g^2*r^4*x^2+5040*a*b *g^2*r^3*x^3+18456*a*b*g^2*r^2*x^4-180*a*b*g*p^5*x^2-555*a*b*g*p^4*q*x^2-989*a* b*g*p^4*r*x^2-2350*a*b*g*p^4*x^3-630*a*b*g*p^3*q^2*x^2-2476*a*b*g*p^3*q*r*x^2-\ 7805*a*b*g*p^3*q*x^3-1571*a*b*g*p^3*r^2*x^2-3729*a*b*g*p^3*r*x^3+971*a*b*g*p^3* x^4-297*a*b*g*p^2*q^3*x^2-2191*a*b*g*p^2*q^2*r*x^2-9836*a*b*g*p^2*q^2*x^3-2702* a*b*g*p^2*q*r^2*x^2-9526*a*b*g*p^2*q*r*x^3+3051*a*b*g*p^2*q*x^4-906*a*b*g*p^2*r ^3*x^2+1812*a*b*g*p^2*r^2*x^3+11139*a*b*g*p^2*r*x^4-42*a*b*g*p*q^4*x^2-730*a*b* g*p*q^3*r*x^2-5475*a*b*g*p*q^3*x^3-1361*a*b*g*p*q^2*r^2*x^2-8462*a*b*g*p*q^2*r* x^3+3051*a*b*g*p*q^2*x^4-672*a*b*g*p*q*r^3*x^2+3528*a*b*g*p*q*r^2*x^3+21786*a*b *g*p*q*r*x^4-144*a*b*g*p*r^4*x^2+2858*a*b*g*p*r^3*x^3+8340*a*b*g*p*r^2*x^4-62*a *b*g*q^4*r*x^2-1094*a*b*g*q^4*x^3-149*a*b*g*q^3*r^2*x^2-2499*a*b*g*q^3*r*x^3+ 971*a*b*g*q^3*x^4+48*a*b*g*q^2*r^3*x^2+1860*a*b*g*q^2*r^2*x^3+11139*a*b*g*q^2*r *x^4+96*a*b*g*q*r^4*x^2+2902*a*b*g*q*r^3*x^3+8340*a*b*g*q*r^2*x^4-2080*a*b*g*r^ 3*x^4-12*a*b*p^6*x^2-48*a*b*p^5*q*x^2-78*a*b*p^5*r*x^2-146*a*b*p^5*x^3-72*a*b*p ^4*q^2*x^2-258*a*b*p^4*q*r*x^2-638*a*b*p^4*q*x^3-156*a*b*p^4*r^2*x^2-218*a*b*p^ 4*r*x^3+150*a*b*p^4*x^4-48*a*b*p^3*q^3*x^2-306*a*b*p^3*q^2*r*x^2-1092*a*b*p^3*q ^2*x^3-372*a*b*p^3*q*r^2*x^2-772*a*b*p^3*q*r*x^3+600*a*b*p^3*q*x^4-126*a*b*p^3* r^3*x^2+288*a*b*p^3*r^2*x^3+1142*a*b*p^3*r*x^4-12*a*b*p^2*q^4*x^2-150*a*b*p^2*q ^3*r*x^2-908*a*b*p^2*q^3*x^3-270*a*b*p^2*q^2*r^2*x^2-1008*a*b*p^2*q^2*r*x^3+900 *a*b*p^2*q^2*x^4-162*a*b*p^2*q*r^3*x^2+816*a*b*p^2*q*r^2*x^3+3426*a*b*p^2*q*r*x ^4-36*a*b*p^2*r^4*x^2+428*a*b*p^2*r^3*x^3+792*a*b*p^2*r^2*x^4-24*a*b*p*q^4*r*x^ 2-362*a*b*p*q^4*x^3-48*a*b*p*q^3*r^2*x^2-572*a*b*p*q^3*r*x^3+600*a*b*p*q^3*x^4-\ 6*a*b*p*q^2*r^3*x^2+768*a*b*p*q^2*r^2*x^3+3426*a*b*p*q^2*r*x^4+720*a*b*p*q*r^3* x^3+1584*a*b*p*q*r^2*x^4+60*a*b*p*r^4*x^3-520*a*b*p*r^3*x^4-54*a*b*q^5*x^3+6*a* b*q^4*r^2*x^2-118*a*b*q^4*r*x^3+150*a*b*q^4*x^4+30*a*b*q^3*r^3*x^2+240*a*b*q^3* r^2*x^3+1142*a*b*q^3*r*x^4+24*a*b*q^2*r^4*x^2+292*a*b*q^2*r^3*x^3+792*a*b*q^2*r ^2*x^4-60*a*b*q*r^4*x^3-520*a*b*q*r^3*x^4-64*a*c^7*x^2-1152*a*c^6*g*x^2-416*a*c ^6*p*x^2-64*a*c^6*q*x^2-320*a*c^6*r*x^2-3072*a*c^6*x^3-3520*a*c^5*g^2*x^2-4288* a*c^5*g*p*x^2-1680*a*c^5*g*q*x^2-5232*a*c^5*g*r*x^2-28832*a*c^5*g*x^3-864*a*c^5 *p^2*x^2-384*a*c^5*p*q*x^2-1584*a*c^5*p*r*x^2-8992*a*c^5*p*x^3-16*a*c^5*q^2*x^2 -304*a*c^5*q*r*x^2-3856*a*c^5*q*x^3-608*a*c^5*r^2*x^2-4848*a*c^5*r*x^3-1376*a*c ^5*x^4-4320*a*c^4*g^3*x^2-10584*a*c^4*g^2*p*x^2-4528*a*c^4*g^2*q*x^2-14280*a*c^ 4*g^2*r*x^2-70576*a*c^4*g^2*x^3-5856*a*c^4*g*p^2*x^2-5024*a*c^4*g*p*q*x^2-13248 *a*c^4*g*p*r*x^2-58800*a*c^4*g*p*x^3-928*a*c^4*g*q^2*x^2-6688*a*c^4*g*q*r*x^2-\ 40576*a*c^4*g*q*x^3-5680*a*c^4*g*r^2*x^2-36928*a*c^4*g*r*x^3-10880*a*c^4*g*x^4-\ 848*a*c^4*p^3*x^2-672*a*c^4*p^2*q*x^2-2520*a*c^4*p^2*r*x^2-10304*a*c^4*p^2*x^3-\ 88*a*c^4*p*q^2*x^2-1216*a*c^4*p*q*r*x^2-8904*a*c^4*p*q*x^3-2024*a*c^4*p*r^2*x^2 -10936*a*c^4*p*r*x^3-2752*a*c^4*p*x^4-72*a*c^4*q^2*r*x^2-1552*a*c^4*q^2*x^3-464 *a*c^4*q*r^2*x^2-4120*a*c^4*q*r*x^3+96*a*c^4*q*x^4-504*a*c^4*r^3*x^2-1368*a*c^4 *r^2*x^3+3856*a*c^4*r*x^4-2580*a*c^3*g^4*x^2-10556*a*c^3*g^3*p*x^2-4528*a*c^3*g ^3*q*x^2-15108*a*c^3*g^3*r*x^2-72376*a*c^3*g^3*x^3-11224*a*c^3*g^2*p^2*x^2-\ 10880*a*c^3*g^2*p*q*x^2-27520*a*c^3*g^2*p*r*x^2-112584*a*c^3*g^2*p*x^3-2100*a*c ^3*g^2*q^2*x^2-15576*a*c^3*g^2*q*r*x^2-85940*a*c^3*g^2*q*x^3-12500*a*c^3*g^2*r^ 2*x^2-77888*a*c^3*g^2*r*x^3-26224*a*c^3*g^2*x^4-3928*a*c^3*g*p^3*x^2-5208*a*c^3 *g*p^2*q*x^2-12904*a*c^3*g*p^2*r*x^2-46424*a*c^3*g*p^2*x^3-2120*a*c^3*g*p*q^2*x ^2-12312*a*c^3*g*p*q*r*x^2-61600*a*c^3*g*p*q*x^3-10784*a*c^3*g*p*r^2*x^2-52360* a*c^3*g*p*r*x^3-10504*a*c^3*g*p*x^4-236*a*c^3*g*q^3*x^2-3060*a*c^3*g*q^2*r*x^2-\ 21440*a*c^3*g*q^2*x^3-5052*a*c^3*g*q*r^2*x^2-35872*a*c^3*g*q*r*x^3-4992*a*c^3*g *q*x^4-2400*a*c^3*g*r^3*x^2-4752*a*c^3*g*r^2*x^3+23768*a*c^3*g*r*x^4-436*a*c^3* p^4*x^2-512*a*c^3*p^3*q*x^2-1804*a*c^3*p^3*r*x^2-5808*a*c^3*p^3*x^3-124*a*c^3*p ^2*q^2*x^2-1444*a*c^3*p^2*q*r*x^2-7572*a*c^3*p^2*q*x^3-2192*a*c^3*p^2*r^2*x^2-\ 9132*a*c^3*p^2*r*x^3-2064*a*c^3*p^2*x^4-216*a*c^3*p*q^2*r*x^2-2536*a*c^3*p*q^2* x^3-1040*a*c^3*p*q*r^2*x^2-6368*a*c^3*p*q*r*x^3+144*a*c^3*p*q*x^4-1008*a*c^3*p* r^3*x^2-1944*a*c^3*p*r^2*x^3+5784*a*c^3*p*r*x^4-196*a*c^3*q^3*x^3-80*a*c^3*q^2* r^2*x^2-680*a*c^3*q^2*r*x^3+1112*a*c^3*q^2*x^4-216*a*c^3*q*r^3*x^2-108*a*c^3*q* r^2*x^3+4160*a*c^3*q*r*x^4-144*a*c^3*r^4*x^2+432*a*c^3*r^3*x^3+2688*a*c^3*r^2*x ^4-752*a*c^2*g^5*x^2-4928*a*c^2*g^4*p*x^2-2040*a*c^2*g^4*q*x^2-7482*a*c^2*g^4*r *x^2-35860*a*c^2*g^4*x^3-8496*a*c^2*g^3*p^2*x^2-8484*a*c^2*g^3*p*q*x^2-21968*a* c^2*g^3*p*r*x^2-87784*a*c^2*g^3*p*x^3-1600*a*c^2*g^3*q^2*x^2-12784*a*c^2*g^3*q* r*x^2-68888*a*c^2*g^3*q*x^3-10512*a*c^2*g^3*r^2*x^2-66780*a*c^2*g^3*r*x^3-26600 *a*c^2*g^3*x^4-5482*a*c^2*g^2*p^3*x^2-8472*a*c^2*g^2*p^2*q*x^2-19076*a*c^2*g^2* p^2*r*x^2-64498*a*c^2*g^2*p^2*x^3-3794*a*c^2*g^2*p*q^2*x^2-21428*a*c^2*g^2*p*q* r*x^2-97992*a*c^2*g^2*p*q*x^3-16566*a*c^2*g^2*p*r^2*x^2-77848*a*c^2*g^2*p*r*x^3 -16710*a*c^2*g^2*p*x^4-412*a*c^2*g^2*q^3*x^2-5710*a*c^2*g^2*q^2*r*x^2-37180*a*c ^2*g^2*q^2*x^3-9248*a*c^2*g^2*q*r^2*x^2-62972*a*c^2*g^2*q*r*x^3-14262*a*c^2*g^2 *q*x^4-3678*a*c^2*g^2*r^3*x^2-7776*a*c^2*g^2*r^2*x^3+33652*a*c^2*g^2*r*x^4-1372 *a*c^2*g*p^4*x^2-2448*a*c^2*g*p^3*q*x^2-5974*a*c^2*g*p^3*r*x^2-17548*a*c^2*g*p^ 3*x^3-1532*a*c^2*g*p^2*q^2*x^2-8050*a*c^2*g*p^2*q*r*x^2-33378*a*c^2*g*p^2*q*x^3 -7424*a*c^2*g*p^2*r^2*x^2-27188*a*c^2*g*p^2*r*x^3-3174*a*c^2*g*p^2*x^4-396*a*c^ 2*g*p*q^3*x^2-3778*a*c^2*g*p*q^2*r*x^2-22066*a*c^2*g*p*q^2*x^3-6116*a*c^2*g*p*q *r^2*x^2-32468*a*c^2*g*p*q*r*x^3+152*a*c^2*g*p*q*x^4-3276*a*c^2*g*p*r^3*x^2-\ 2742*a*c^2*g*p*r^2*x^3+27122*a*c^2*g*p*r*x^4-24*a*c^2*g*q^4*x^2-594*a*c^2*g*q^3 *r*x^2-5344*a*c^2*g*q^3*x^3-1340*a*c^2*g*q^2*r^2*x^2-10948*a*c^2*g*q^2*r*x^3+ 2330*a*c^2*g*q^2*x^4-948*a*c^2*g*q*r^3*x^2+738*a*c^2*g*q*r^2*x^3+25226*a*c^2*g* q*r*x^4-384*a*c^2*g*r^4*x^2+3384*a*c^2*g*r^3*x^3+14976*a*c^2*g*r^2*x^4-114*a*c^ 2*p^5*x^2-180*a*c^2*p^4*q*x^2-606*a*c^2*p^4*r*x^2-1616*a*c^2*p^4*x^3-66*a*c^2*p ^3*q^2*x^2-684*a*c^2*p^3*q*r*x^2-2822*a*c^2*p^3*q*x^3-978*a*c^2*p^3*r^2*x^2-\ 3354*a*c^2*p^3*r*x^3-688*a*c^2*p^3*x^4-162*a*c^2*p^2*q^2*r*x^2-1372*a*c^2*p^2*q ^2*x^3-692*a*c^2*p^2*q*r^2*x^2-3278*a*c^2*p^2*q*r*x^3+72*a*c^2*p^2*q*x^4-630*a* c^2*p^2*r^3*x^2-918*a*c^2*p^2*r^2*x^3+2892*a*c^2*p^2*r*x^4-166*a*c^2*p*q^3*x^3-\ 80*a*c^2*p*q^2*r^2*x^2-464*a*c^2*p*q^2*r*x^3+1112*a*c^2*p*q^2*x^4-216*a*c^2*p*q *r^3*x^2+270*a*c^2*p*q*r^2*x^3+4160*a*c^2*p*q*r*x^4-144*a*c^2*p*r^4*x^2+624*a*c ^2*p*r^3*x^3+2688*a*c^2*p*r^2*x^4+84*a*c^2*q^3*r*x^3+352*a*c^2*q^3*x^4+324*a*c^ 2*q^2*r^2*x^3+1044*a*c^2*q^2*r*x^4+360*a*c^2*q*r^3*x^3+432*a*c^2*q*r^2*x^4+120* a*c^2*r^4*x^3-320*a*c^2*r^3*x^4-86*a*c*g^6*x^2-1041*a*c*g^5*p*x^2-395*a*c*g^5*q *x^2-1716*a*c*g^5*r*x^2-8432*a*c*g^5*x^3-2736*a*c*g^4*p^2*x^2-2716*a*c*g^4*p*q* x^2-7457*a*c*g^4*p*r*x^2-29936*a*c*g^4*p*x^3-484*a*c*g^4*q^2*x^2-4351*a*c*g^4*q *r*x^2-23516*a*c*g^4*q*x^3-3787*a*c*g^4*r^2*x^2-25313*a*c*g^4*r*x^3-11942*a*c*g ^4*x^4-2781*a*c*g^3*p^3*x^2-4540*a*c*g^3*p^2*q*x^2-10097*a*c*g^3*p^2*r*x^2-\ 33631*a*c*g^3*p^2*x^3-2056*a*c*g^3*p*q^2*x^2-12036*a*c*g^3*p*q*r*x^2-53713*a*c* g^3*p*q*x^3-9116*a*c*g^3*p*r^2*x^2-44193*a*c*g^3*p*r*x^3-11943*a*c*g^3*p*x^4-\ 211*a*c*g^3*q^3*x^2-3245*a*c*g^3*q^2*r*x^2-20776*a*c*g^3*q^2*x^3-5485*a*c*g^3*q *r^2*x^2-37867*a*c*g^3*q*r*x^3-11917*a*c*g^3*q*x^4-2088*a*c*g^3*r^3*x^2-5679*a* c*g^3*r^2*x^3+15726*a*c*g^3*r*x^4-1256*a*c*g^2*p^4*x^2-2658*a*c*g^2*p^3*q*x^2-\ 5681*a*c*g^2*p^3*r*x^2-15773*a*c*g^2*p^3*x^3-1924*a*c*g^2*p^2*q^2*x^2-9285*a*c* g^2*p^2*q*r*x^2-35165*a*c*g^2*p^2*q*x^3-7254*a*c*g^2*p^2*r^2*x^2-24876*a*c*g^2* p^2*r*x^3-2064*a*c*g^2*p^2*x^4-512*a*c*g^2*p*q^3*x^2-4954*a*c*g^2*p*q^2*r*x^2-\ 26496*a*c*g^2*p*q^2*x^3-7422*a*c*g^2*p*q*r^2*x^2-37418*a*c*g^2*p*q*r*x^3-1876*a *c*g^2*p*q*x^4-3210*a*c*g^2*p*r^3*x^2-1320*a*c*g^2*p*r^2*x^3+28795*a*c*g^2*p*r* x^4-28*a*c*g^2*q^4*x^2-788*a*c*g^2*q^3*r*x^2-6754*a*c*g^2*q^3*x^3-1865*a*c*g^2* q^2*r^2*x^2-14841*a*c*g^2*q^2*r*x^3+140*a*c*g^2*q^2*x^4-1206*a*c*g^2*q*r^3*x^2-\ 39*a*c*g^2*q*r^2*x^3+26993*a*c*g^2*q*r*x^4-348*a*c*g^2*r^4*x^2+4324*a*c*g^2*r^3 *x^3+18168*a*c*g^2*r^2*x^4-228*a*c*g*p^5*x^2-519*a*c*g*p^4*q*x^2-1247*a*c*g*p^4 *r*x^2-3040*a*c*g*p^4*x^3-438*a*c*g*p^3*q^2*x^2-2180*a*c*g*p^3*q*r*x^2-7469*a*c *g*p^3*q*x^3-2051*a*c*g*p^3*r^2*x^2-5853*a*c*g*p^3*r*x^3-257*a*c*g*p^3*x^4-177* a*c*g*p^2*q^3*x^2-1431*a*c*g*p^2*q^2*r*x^2-7044*a*c*g*p^2*q^2*x^3-2342*a*c*g*p^ 2*q*r^2*x^2-9160*a*c*g*p^2*q*r*x^3+1457*a*c*g*p^2*q*x^4-1320*a*c*g*p^2*r^3*x^2-\ 408*a*c*g*p^2*r^2*x^3+8885*a*c*g*p^2*r*x^4-30*a*c*g*p*q^4*x^2-438*a*c*g*p*q^3*r *x^2-3251*a*c*g*p*q^3*x^3-865*a*c*g*p*q^2*r^2*x^2-5084*a*c*g*p*q^2*r*x^3+2913*a *c*g*p*q^2*x^4-660*a*c*g*p*q*r^3*x^2+1980*a*c*g*p*q*r^2*x^3+15924*a*c*g*p*q*r*x ^4-288*a*c*g*p*r^4*x^2+2074*a*c*g*p*r^3*x^3+7332*a*c*g*p*r^2*x^4-42*a*c*g*q^4*r *x^2-636*a*c*g*q^4*x^3-93*a*c*g*q^3*r^2*x^2-1191*a*c*g*q^3*r*x^3+1199*a*c*g*q^3 *x^4+24*a*c*g*q^2*r^3*x^2+1608*a*c*g*q^2*r^2*x^3+7743*a*c*g*q^2*r*x^4+48*a*c*g* q*r^4*x^2+1994*a*c*g*q*r^3*x^3+4812*a*c*g*q*r^2*x^4+180*a*c*g*r^4*x^3-1440*a*c* g*r^3*x^4-12*a*c*p^6*x^2-24*a*c*p^5*q*x^2-78*a*c*p^5*r*x^2-178*a*c*p^5*x^3-12*a *c*p^4*q^2*x^2-114*a*c*p^4*q*r*x^2-390*a*c*p^4*q*x^3-156*a*c*p^4*r^2*x^2-458*a* c*p^4*r*x^3-86*a*c*p^4*x^4-36*a*c*p^3*q^2*r*x^2-246*a*c*p^3*q^2*x^3-144*a*c*p^3 *q*r^2*x^2-562*a*c*p^3*q*r*x^3+12*a*c*p^3*q*x^4-126*a*c*p^3*r^3*x^2-144*a*c*p^3 *r^2*x^3+482*a*c*p^3*r*x^4-34*a*c*p^2*q^3*x^3-20*a*c*p^2*q^2*r^2*x^2-62*a*c*p^2 *q^2*r*x^3+278*a*c*p^2*q^2*x^4-54*a*c*p^2*q*r^3*x^2+162*a*c*p^2*q*r^2*x^3+1040* a*c*p^2*q*r*x^4-36*a*c*p^2*r^4*x^2+204*a*c*p^2*r^3*x^3+672*a*c*p^2*r^2*x^4+42*a *c*p*q^3*r*x^3+176*a*c*p*q^3*x^4+162*a*c*p*q^2*r^2*x^3+522*a*c*p*q^2*r*x^4+180* a*c*p*q*r^3*x^3+216*a*c*p*q*r^2*x^4+60*a*c*p*r^4*x^3-160*a*c*p*r^3*x^4-4*a*c*q^ 4*x^4-36*a*c*q^3*r*x^4-72*a*c*q^2*r^2*x^4-40*a*c*q*r^3*x^4-74*a*g^6*p*x^2-22*a* g^6*q*x^2-142*a*g^6*r*x^2-740*a*g^6*x^3-308*a*g^5*p^2*x^2-295*a*g^5*p*q*x^2-898 *a*g^5*p*r*x^2-3701*a*g^5*p*x^3-47*a*g^5*q^2*x^2-518*a*g^5*q*r*x^2-2863*a*g^5*q *x^3-492*a*g^5*r^2*x^2-3541*a*g^5*r*x^3-1962*a*g^5*x^4-458*a*g^4*p^3*x^2-761*a* g^4*p^2*q*x^2-1735*a*g^4*p^2*r*x^2-5850*a*g^4*p^2*x^3-339*a*g^4*p*q^2*x^2-2124* a*g^4*p*q*r*x^2-9502*a*g^4*p*q*x^3-1638*a*g^4*p*r^2*x^2-8496*a*g^4*p*r*x^3-2935 *a*g^4*p*x^4-32*a*g^4*q^3*x^2-573*a*g^4*q^2*r*x^2-3676*a*g^4*q^2*x^3-1033*a*g^4 *q*r^2*x^2-7417*a*g^4*q*r*x^3-3023*a*g^4*q*x^4-393*a*g^4*r^3*x^2-1404*a*g^4*r^2 *x^3+2180*a*g^4*r*x^4-320*a*g^3*p^4*x^2-730*a*g^3*p^3*q*x^2-1494*a*g^3*p^3*r*x^ 2-4090*a*g^3*p^3*x^3-550*a*g^3*p^2*q^2*x^2-2660*a*g^3*p^2*q*r*x^2-9817*a*g^3*p^ 2*q*x^3-1966*a*g^3*p^2*r^2*x^2-6838*a*g^3*p^2*r*x^3-787*a*g^3*p^2*x^4-143*a*g^3 *p*q^3*x^2-1475*a*g^3*p*q^2*r*x^2-7720*a*g^3*p*q^2*x^3-2232*a*g^3*p*q*r^2*x^2-\ 11475*a*g^3*p*q*r*x^3-1539*a*g^3*p*q*x^4-891*a*g^3*p*r^3*x^2-456*a*g^3*p*r^2*x^ 3+7857*a*g^3*p*r*x^4-7*a*g^3*q^4*x^2-233*a*g^3*q^3*r*x^2-1969*a*g^3*q^3*x^3-596 *a*g^3*q^2*r^2*x^2-4800*a*g^3*q^2*r*x^3-664*a*g^3*q^2*x^4-393*a*g^3*q*r^3*x^2-\ 438*a*g^3*q*r^2*x^3+7227*a*g^3*q*r*x^4-96*a*g^3*r^4*x^2+1352*a*g^3*r^3*x^3+5832 *a*g^3*r^2*x^4-108*a*g^2*p^5*x^2-288*a*g^2*p^4*q*x^2-605*a*g^2*p^4*r*x^2-1391*a *g^2*p^4*x^3-288*a*g^2*p^3*q^2*x^2-1272*a*g^2*p^3*q*r*x^2-3974*a*g^2*p^3*q*x^3-\ 1016*a*g^2*p^3*r^2*x^2-2616*a*g^2*p^3*r*x^3+70*a*g^2*p^3*x^4-129*a*g^2*p^2*q^3* x^2-992*a*g^2*p^2*q^2*r*x^2-4364*a*g^2*p^2*q^2*x^3-1441*a*g^2*p^2*q*r^2*x^2-\ 5154*a*g^2*p^2*q*r*x^3+790*a*g^2*p^2*q*x^4-663*a*g^2*p^2*r^3*x^2+132*a*g^2*p^2* r^2*x^3+4891*a*g^2*p^2*r*x^4-21*a*g^2*p*q^4*x^2-326*a*g^2*p*q^3*r*x^2-2219*a*g^ 2*p*q^3*x^3-656*a*g^2*p*q^2*r^2*x^2-3629*a*g^2*p*q^2*r*x^3+1258*a*g^2*p*q^2*x^4 -438*a*g^2*p*q*r^3*x^2+1158*a*g^2*p*q*r^2*x^3+9265*a*g^2*p*q*r*x^4-144*a*g^2*p* r^4*x^2+1264*a*g^2*p*r^3*x^3+4176*a*g^2*p*r^2*x^4-31*a*g^2*q^4*r*x^2-438*a*g^2* q^4*x^3-82*a*g^2*q^3*r^2*x^2-954*a*g^2*q^3*r*x^3+538*a*g^2*q^3*x^4-12*a*g^2*q^2 *r^3*x^2+852*a*g^2*q^2*r^2*x^3+4782*a*g^2*q^2*r*x^4+24*a*g^2*q*r^4*x^2+1312*a*g ^2*q*r^3*x^3+3480*a*g^2*q*r^2*x^4+90*a*g^2*r^4*x^3-900*a*g^2*r^3*x^4-12*a*g*p^6 *x^2-36*a*g*p^5*q*x^2-78*a*g*p^5*r*x^2-162*a*g*p^5*x^3-42*a*g*p^4*q^2*x^2-186*a *g*p^4*q*r*x^2-514*a*g*p^4*q*x^3-156*a*g*p^4*r^2*x^2-338*a*g*p^4*r*x^3+32*a*g*p ^4*x^4-24*a*g*p^3*q^3*x^2-171*a*g*p^3*q^2*r*x^2-669*a*g*p^3*q^2*x^3-258*a*g*p^3 *q*r^2*x^2-667*a*g*p^3*q*r*x^3+306*a*g*p^3*q*x^4-126*a*g*p^3*r^3*x^2+72*a*g*p^3 *r^2*x^3+812*a*g*p^3*r*x^4-6*a*g*p^2*q^4*x^2-75*a*g*p^2*q^3*r*x^2-471*a*g*p^2*q ^3*x^3-145*a*g*p^2*q^2*r^2*x^2-535*a*g*p^2*q^2*r*x^3+589*a*g*p^2*q^2*x^4-108*a* g*p^2*q*r^3*x^2+489*a*g*p^2*q*r^2*x^3+2233*a*g*p^2*q*r*x^4-36*a*g*p^2*r^4*x^2+ 316*a*g*p^2*r^3*x^3+732*a*g*p^2*r^2*x^4-12*a*g*p*q^4*r*x^2-181*a*g*p*q^4*x^3-24 *a*g*p*q^3*r^2*x^2-265*a*g*p*q^3*r*x^3+388*a*g*p*q^3*x^4-3*a*g*p*q^2*r^3*x^2+ 465*a*g*p*q^2*r^2*x^3+1974*a*g*p*q^2*r*x^4+450*a*g*p*q*r^3*x^3+900*a*g*p*q*r^2* x^4+60*a*g*p*r^4*x^3-340*a*g*p*r^3*x^4-27*a*g*q^5*x^3+3*a*g*q^4*r^2*x^2-59*a*g* q^4*r*x^3+73*a*g*q^4*x^4+15*a*g*q^3*r^3*x^2+120*a*g*q^3*r^2*x^3+553*a*g*q^3*r*x ^4+12*a*g*q^2*r^4*x^2+146*a*g*q^2*r^3*x^3+360*a*g*q^2*r^2*x^4-30*a*g*q*r^4*x^3-\ 280*a*g*q*r^3*x^4-144*b^6*g*x^3-64*b^5*c^3*x^2-128*b^5*c^2*g*x^2-64*b^5*c^2*p*x ^2-64*b^5*c^2*r*x^2-416*b^5*c^2*x^3-48*b^5*c*g^2*x^2-144*b^5*c*g*p*x^2-176*b^5* c*g*r*x^2-2640*b^5*c*g*x^3-16*b^5*c*p^2*x^2-32*b^5*c*p*r*x^2-208*b^5*c*p*x^3-\ 112*b^5*c*q*x^3+32*b^5*c*r^2*x^2+304*b^5*c*r*x^3+352*b^5*c*x^4-32*b^5*g^2*p*x^2 -64*b^5*g^2*r*x^2-992*b^5*g^2*x^3-40*b^5*g*p^2*x^2-80*b^5*g*p*r*x^2-1184*b^5*g* p*x^3-720*b^5*g*q*x^3+8*b^5*g*r^2*x^2-832*b^5*g*r*x^3-672*b^5*g*x^4-448*b^4*c^4 *x^2-1152*b^4*c^3*g*x^2-736*b^4*c^3*p*x^2-224*b^4*c^3*q*x^2-1088*b^4*c^3*r*x^2-\ 4768*b^4*c^3*x^3-848*b^4*c^2*g^2*x^2-1776*b^4*c^2*g*p*x^2-416*b^4*c^2*g*q*x^2-\ 2496*b^4*c^2*g*r*x^2-17184*b^4*c^2*g*x^3-400*b^4*c^2*p^2*x^2-288*b^4*c^2*p*q*x^ 2-1120*b^4*c^2*p*r*x^2-4576*b^4*c^2*p*x^3-352*b^4*c^2*q*r*x^2-3440*b^4*c^2*q*x^ 3-144*b^4*c^2*r^2*x^2-1248*b^4*c^2*r*x^3+32*b^4*c^2*x^4-192*b^4*c*g^3*x^2-1000* b^4*c*g^2*p*x^2-184*b^4*c*g^2*q*x^2-1544*b^4*c*g^2*r*x^2-12696*b^4*c*g^2*x^3-\ 856*b^4*c*g*p^2*x^2-496*b^4*c*g*p*q*x^2-2144*b^4*c*g*p*r*x^2-13784*b^4*c*g*p*x^ 3-656*b^4*c*g*q*r*x^2-9768*b^4*c*g*q*x^3-472*b^4*c*g*r^2*x^2-8576*b^4*c*g*r*x^3 -4192*b^4*c*g*x^4-72*b^4*c*p^3*x^2-88*b^4*c*p^2*q*x^2-288*b^4*c*p^2*r*x^2-1096* b^4*c*p^2*x^3-176*b^4*c*p*q*r*x^2-1720*b^4*c*p*q*x^3-72*b^4*c*p*r^2*x^2-864*b^4 *c*p*r*x^3-336*b^4*c*p*x^4-528*b^4*c*q^2*x^3+104*b^4*c*q*r^2*x^2+8*b^4*c*q*r*x^ 3+16*b^4*c*q*x^4+144*b^4*c*r^3*x^2+1272*b^4*c*r^2*x^3+1824*b^4*c*r*x^4-136*b^4* g^3*p*x^2-16*b^4*g^3*q*x^2-280*b^4*g^3*r*x^2-2500*b^4*g^3*x^3-276*b^4*g^2*p^2*x ^2-128*b^4*g^2*p*q*x^2-728*b^4*g^2*p*r*x^2-5548*b^4*g^2*p*x^3-224*b^4*g^2*q*r*x ^2-3736*b^4*g^2*q*x^3-228*b^4*g^2*r^2*x^2-4480*b^4*g^2*r*x^3-3108*b^4*g^2*x^4-\ 128*b^4*g*p^3*x^2-136*b^4*g*p^2*q*x^2-432*b^4*g*p^2*r*x^2-2560*b^4*g*p^2*x^3-\ 272*b^4*g*p*q*r*x^2-3868*b^4*g*p*q*x^3-168*b^4*g*p*r^2*x^2-3056*b^4*g*p*r*x^3-\ 1132*b^4*g*p*x^4-1260*b^4*g*q^2*x^3+56*b^4*g*q*r^2*x^2-2064*b^4*g*q*r*x^3-956*b ^4*g*q*x^4+120*b^4*g*r^3*x^2+600*b^4*g*r^2*x^3+2612*b^4*g*r*x^4-960*b^3*c^5*x^2 -3328*b^3*c^4*g*x^2-2016*b^3*c^4*p*x^2-960*b^3*c^4*q*x^2-3264*b^3*c^4*r*x^2-\ 12640*b^3*c^4*x^3-3776*b^3*c^3*g^2*x^2-6576*b^3*c^3*g*p*x^2-2480*b^3*c^3*g*q*x^ 2-9920*b^3*c^3*g*r*x^2-49808*b^3*c^3*g*x^3-1488*b^3*c^3*p^2*x^2-1728*b^3*c^3*p* q*x^2-4464*b^3*c^3*p*r*x^2-15616*b^3*c^3*p*x^3-240*b^3*c^3*q^2*x^2-2576*b^3*c^3 *q*r*x^2-15280*b^3*c^3*q*x^3-1424*b^3*c^3*r^2*x^2-9024*b^3*c^3*r*x^3-2864*b^3*c ^3*x^4-1760*b^3*c^2*g^3*x^2-6192*b^3*c^2*g^2*p*x^2-1984*b^3*c^2*g^2*q*x^2-9456* b^3*c^2*g^2*r*x^2-54720*b^3*c^2*g^2*x^3-4472*b^3*c^2*g*p^2*x^2-4000*b^3*c^2*g*p *q*x^2-12088*b^3*c^2*g*p*r*x^2-55568*b^3*c^2*g*p*x^3-432*b^3*c^2*g*q^2*x^2-5800 *b^3*c^2*g*q*r*x^2-44536*b^3*c^2*g*q*x^3-4064*b^3*c^2*g*r^2*x^2-35912*b^3*c^2*g *r*x^3-13688*b^3*c^2*g*x^4-456*b^3*c^2*p^3*x^2-960*b^3*c^2*p^2*q*x^2-1944*b^3*c ^2*p^2*r*x^2-6016*b^3*c^2*p^2*x^3-360*b^3*c^2*p*q^2*x^2-2576*b^3*c^2*p*q*r*x^2-\ 13216*b^3*c^2*p*q*x^3-1256*b^3*c^2*p*r^2*x^2-7520*b^3*c^2*p*r*x^3-2328*b^3*c^2* p*x^4-472*b^3*c^2*q^2*r*x^2-5800*b^3*c^2*q^2*x^3-368*b^3*c^2*q*r^2*x^2-6328*b^3 *c^2*q*r*x^3-2864*b^3*c^2*q*x^4+264*b^3*c^2*r^3*x^2+2304*b^3*c^2*r^2*x^3+4936*b ^3*c^2*r*x^4-292*b^3*c*g^4*x^2-2136*b^3*c*g^3*p*x^2-572*b^3*c*g^3*q*x^2-3552*b^ 3*c*g^3*r*x^2-22672*b^3*c*g^3*x^3-3112*b^3*c*g^2*p^2*x^2-2408*b^3*c*g^2*p*q*x^2 -8416*b^3*c*g^2*p*r*x^2-44204*b^3*c*g^2*p*x^3-204*b^3*c*g^2*q^2*x^2-3720*b^3*c* g^2*q*r*x^2-33024*b^3*c*g^2*q*x^3-3132*b^3*c*g^2*r^2*x^2-32884*b^3*c*g^2*r*x^3-\ 16624*b^3*c*g^2*x^4-1240*b^3*c*g*p^3*x^2-1908*b^3*c*g*p^2*q*x^2-4572*b^3*c*g*p^ 2*r*x^2-19016*b^3*c*g*p^2*x^3-556*b^3*c*g*p*q^2*x^2-4744*b^3*c*g*p*q*r*x^2-\ 32208*b^3*c*g*p*q*x^3-2900*b^3*c*g*p*r^2*x^2-22856*b^3*c*g*p*r*x^3-6164*b^3*c*g *p*x^4-772*b^3*c*g*q^2*r*x^2-12252*b^3*c*g*q^2*x^3-876*b^3*c*g*q*r^2*x^2-17728* b^3*c*g*q*r*x^3-5552*b^3*c*g*q*x^4+312*b^3*c*g*r^3*x^2+2832*b^3*c*g*r^2*x^3+ 15932*b^3*c*g*r*x^4-48*b^3*c*p^4*x^2-168*b^3*c*p^3*q*x^2-264*b^3*c*p^3*r*x^2-\ 684*b^3*c*p^3*x^3-124*b^3*c*p^2*q^2*x^2-648*b^3*c*p^2*q*r*x^2-2704*b^3*c*p^2*q* x^3-296*b^3*c*p^2*r^2*x^2-1492*b^3*c*p^2*r*x^3-360*b^3*c*p^2*x^4-248*b^3*c*p*q^ 2*r*x^2-2704*b^3*c*p*q^2*x^3-216*b^3*c*p*q*r^2*x^2-3092*b^3*c*p*q*r*x^3-1164*b^ 3*c*p*q*x^4+24*b^3*c*p*r^3*x^2-84*b^3*c*p*r^2*x^3+572*b^3*c*p*r*x^4-660*b^3*c*q ^3*x^3+104*b^3*c*q^2*r^2*x^2-908*b^3*c*q^2*r*x^3-716*b^3*c*q^2*x^4+264*b^3*c*q* r^3*x^2+1476*b^3*c*q*r^2*x^3+2468*b^3*c*q*r*x^4+96*b^3*c*r^4*x^2+712*b^3*c*r^3* x^3+1104*b^3*c*r^2*x^4-216*b^3*g^4*p*x^2-40*b^3*g^4*q*x^2-448*b^3*g^4*r*x^2-\ 3092*b^3*g^4*x^3-590*b^3*g^3*p^2*x^2-396*b^3*g^3*p*q*x^2-1696*b^3*g^3*p*r*x^2-\ 9792*b^3*g^3*p*x^3-24*b^3*g^3*q^2*x^2-724*b^3*g^3*q*r*x^2-6978*b^3*g^3*q*x^3-\ 740*b^3*g^3*r^2*x^2-8598*b^3*g^3*r*x^3-5538*b^3*g^3*x^4-484*b^3*g^2*p^3*x^2-656 *b^3*g^2*p^2*q*x^2-1772*b^3*g^2*p^2*r*x^2-8356*b^3*g^2*p^2*x^3-152*b^3*g^2*p*q^ 2*x^2-1672*b^3*g^2*p*q*r*x^2-13164*b^3*g^2*p*q*x^3-1168*b^3*g^2*p*r^2*x^2-10974 *b^3*g^2*p*r*x^3-3998*b^3*g^2*p*x^4-256*b^3*g^2*q^2*r*x^2-4688*b^3*g^2*q^2*x^3-\ 384*b^3*g^2*q*r^2*x^2-8394*b^3*g^2*q*r*x^3-3558*b^3*g^2*q*x^4+84*b^3*g^2*r^3*x^ 2+426*b^3*g^2*r^2*x^3+6538*b^3*g^2*r*x^4-116*b^3*g*p^4*x^2-268*b^3*g*p^3*q*x^2-\ 524*b^3*g*p^3*r*x^2-1908*b^3*g*p^3*x^3-154*b^3*g*p^2*q^2*x^2-900*b^3*g*p^2*q*r* x^2-5162*b^3*g*p^2*q*x^3-514*b^3*g*p^2*r^2*x^2-3092*b^3*g*p^2*r*x^3-208*b^3*g*p ^2*x^4-308*b^3*g*p*q^2*r*x^2-4274*b^3*g*p*q^2*x^3-336*b^3*g*p*q*r^2*x^2-5458*b^ 3*g*p*q*r*x^3-638*b^3*g*p*q*x^4+378*b^3*g*p*r^2*x^3+4426*b^3*g*p*r*x^4-1008*b^3 *g*q^3*x^3+74*b^3*g*q^2*r^2*x^2-2020*b^3*g*q^2*r*x^3-386*b^3*g*q^2*x^4+240*b^3* g*q*r^3*x^2+1200*b^3*g*q*r^2*x^3+5374*b^3*g*q*r*x^4+96*b^3*g*r^4*x^2+1048*b^3*g *r^3*x^3+3072*b^3*g*r^2*x^4-832*b^2*c^6*x^2-3872*b^2*c^5*g*x^2-2080*b^2*c^5*p*x ^2-1248*b^2*c^5*q*x^2-3520*b^2*c^5*r*x^2-12640*b^2*c^5*x^3-6256*b^2*c^4*g^2*x^2 -9360*b^2*c^4*g*p*x^2-4480*b^2*c^4*g*q*x^2-14624*b^2*c^4*g*r*x^2-63376*b^2*c^4* g*x^3-1840*b^2*c^4*p^2*x^2-2784*b^2*c^4*p*q*x^2-5696*b^2*c^4*p*r*x^2-18144*b^2* c^4*p*x^3-624*b^2*c^4*q^2*x^2-4480*b^2*c^4*q*r*x^2-21520*b^2*c^4*q*x^3-2288*b^2 *c^4*r^2*x^2-12608*b^2*c^4*r*x^3-3920*b^2*c^4*x^4-4616*b^2*c^3*g^3*x^2-13184*b^ 2*c^3*g^2*p*x^2-5472*b^2*c^3*g^2*q*x^2-20272*b^2*c^3*g^2*r*x^2-98232*b^2*c^3*g^ 2*x^3-8152*b^2*c^3*g*p^2*x^2-9200*b^2*c^3*g*p*q*x^2-22728*b^2*c^3*g*p*r*x^2-\ 88784*b^2*c^3*g*p*x^3-1648*b^2*c^3*g*q^2*x^2-14136*b^2*c^3*g*q*r*x^2-80168*b^2* c^3*g*q*x^3-9160*b^2*c^3*g*r^2*x^2-60920*b^2*c^3*g*r*x^3-20272*b^2*c^3*g*x^4-\ 696*b^2*c^3*p^3*x^2-2040*b^2*c^3*p^2*q*x^2-3024*b^2*c^3*p^2*r*x^2-8360*b^2*c^3* p^2*x^3-1224*b^2*c^3*p*q^2*x^2-5920*b^2*c^3*p*q*r*x^2-24192*b^2*c^3*p*q*x^3-\ 2296*b^2*c^3*p*r^2*x^2-10792*b^2*c^3*p*r*x^3-1880*b^2*c^3*p*x^4-104*b^2*c^3*q^3 *x^2-1840*b^2*c^3*q^2*r*x^2-13320*b^2*c^3*q^2*x^3-1848*b^2*c^3*q*r^2*x^2-15608* b^2*c^3*q*r*x^3-5880*b^2*c^3*q*x^4+96*b^2*c^3*r^3*x^2+2016*b^2*c^3*r^2*x^3+7016 *b^2*c^3*r*x^4-1600*b^2*c^2*g^4*x^2-7852*b^2*c^2*g^3*p*x^2-2880*b^2*c^2*g^3*q*x ^2-12400*b^2*c^2*g^3*r*x^2-65100*b^2*c^2*g^3*x^3-9468*b^2*c^2*g^2*p^2*x^2-9272* b^2*c^2*g^2*p*q*x^2-25916*b^2*c^2*g^2*p*r*x^2-112492*b^2*c^2*g^2*p*x^3-1404*b^2 *c^2*g^2*q^2*x^2-14372*b^2*c^2*g^2*q*r*x^2-91612*b^2*c^2*g^2*q*x^3-10784*b^2*c^ 2*g^2*r^2*x^2-82156*b^2*c^2*g^2*r*x^3-33448*b^2*c^2*g^2*x^4-3228*b^2*c^2*g*p^3* x^2-6188*b^2*c^2*g*p^2*q*x^2-12252*b^2*c^2*g*p^2*r*x^2-42816*b^2*c^2*g*p^2*x^3-\ 2816*b^2*c^2*g*p*q^2*x^2-16648*b^2*c^2*g*p*q*r*x^2-81972*b^2*c^2*g*p*q*x^3-9276 *b^2*c^2*g*p*r^2*x^2-52708*b^2*c^2*g*p*r*x^3-10940*b^2*c^2*g*p*x^4-184*b^2*c^2* g*q^3*x^2-4180*b^2*c^2*g*q^2*r*x^2-35712*b^2*c^2*g*q^2*x^3-5296*b^2*c^2*g*q*r^2 *x^2-50016*b^2*c^2*g*q*r*x^3-13880*b^2*c^2*g*q*x^4-456*b^2*c^2*g*r^3*x^2+2244*b ^2*c^2*g*r^2*x^3+30196*b^2*c^2*g*r*x^4-96*b^2*c^2*p^4*x^2-576*b^2*c^2*p^3*q*x^2 -528*b^2*c^2*p^3*r*x^2-1128*b^2*c^2*p^3*x^3-692*b^2*c^2*p^2*q^2*x^2-2376*b^2*c^ 2*p^2*q*r*x^2-7848*b^2*c^2*p^2*q*x^3-592*b^2*c^2*p^2*r^2*x^2-1580*b^2*c^2*p^2*r *x^3+784*b^2*c^2*p^2*x^4-176*b^2*c^2*p*q^3*x^2-1800*b^2*c^2*p*q^2*r*x^2-10584*b ^2*c^2*p*q^2*x^3-1472*b^2*c^2*p*q*r^2*x^2-9936*b^2*c^2*p*q*r*x^3-1880*b^2*c^2*p *q*x^4+48*b^2*c^2*p*r^3*x^2+1560*b^2*c^2*p*r^2*x^3+4900*b^2*c^2*p*r*x^4-240*b^2 *c^2*q^3*r*x^2-3500*b^2*c^2*q^3*x^3-268*b^2*c^2*q^2*r^2*x^2-6152*b^2*c^2*q^2*r* x^3-2940*b^2*c^2*q^2*x^4+360*b^2*c^2*q*r^3*x^2+2232*b^2*c^2*q*r^2*x^3+7016*b^2* c^2*q*r*x^4+192*b^2*c^2*r^4*x^2+1880*b^2*c^2*r^3*x^3+3936*b^2*c^2*r^2*x^4-212*b ^2*c*g^5*x^2-1994*b^2*c*g^4*p*x^2-626*b^2*c*g^4*q*x^2-3408*b^2*c*g^4*r*x^2-\ 19164*b^2*c*g^4*x^3-4040*b^2*c*g^3*p^2*x^2-3564*b^2*c*g^3*p*q*x^2-11304*b^2*c*g ^3*p*r*x^2-52868*b^2*c*g^3*p*x^3-456*b^2*c*g^3*q^2*x^2-5860*b^2*c*g^3*q*r*x^2-\ 40652*b^2*c*g^3*q*x^3-5040*b^2*c*g^3*r^2*x^2-42770*b^2*c*g^3*r*x^3-21650*b^2*c* g^3*x^4-2786*b^2*c*g^2*p^3*x^2-4630*b^2*c*g^2*p^2*q*x^2-10394*b^2*c*g^2*p^2*r*x ^2-40102*b^2*c*g^2*p^2*x^3-1794*b^2*c*g^2*p*q^2*x^2-12388*b^2*c*g^2*p*q*r*x^2-\ 68534*b^2*c*g^2*p*q*x^3-7982*b^2*c*g^2*p*r^2*x^2-51874*b^2*c*g^2*p*r*x^3-14502* b^2*c*g^2*p*x^4-90*b^2*c*g^2*q^3*x^2-2794*b^2*c*g^2*q^2*r*x^2-27146*b^2*c*g^2*q ^2*x^3-4162*b^2*c*g^2*q*r^2*x^2-44270*b^2*c*g^2*q*r*x^3-14268*b^2*c*g^2*q*x^4-\ 600*b^2*c*g^2*r^3*x^2-924*b^2*c*g^2*r^2*x^3+25968*b^2*c*g^2*r*x^4-582*b^2*c*g*p ^4*x^2-1632*b^2*c*g*p^3*q*x^2-2700*b^2*c*g*p^3*r*x^2-8222*b^2*c*g*p^3*x^3-1334* b^2*c*g*p^2*q^2*x^2-5960*b^2*c*g*p^2*q*r*x^2-24962*b^2*c*g*p^2*q*x^3-2986*b^2*c *g*p^2*r^2*x^2-12628*b^2*c*g*p^2*r*x^3+278*b^2*c*g*p^2*x^4-256*b^2*c*g*p*q^3*x^ 2-3280*b^2*c*g*p*q^2*r*x^2-23408*b^2*c*g*p*q^2*x^3-3584*b^2*c*g*p*q*r^2*x^2-\ 27070*b^2*c*g*p*q*r*x^3-1990*b^2*c*g*p*q*x^4-504*b^2*c*g*p*r^3*x^2+2334*b^2*c*g *p*r^2*x^3+19658*b^2*c*g*p*r*x^4-368*b^2*c*g*q^3*r*x^2-6426*b^2*c*g*q^3*x^3-510 *b^2*c*g*q^2*r^2*x^2-12154*b^2*c*g*q^2*r*x^3-2186*b^2*c*g*q^2*x^4+540*b^2*c*g*q *r^3*x^2+4884*b^2*c*g*q*r^2*x^3+23872*b^2*c*g*q*r*x^4+336*b^2*c*g*r^4*x^2+4988* b^2*c*g*r^3*x^3+13632*b^2*c*g*r^2*x^4-48*b^2*c*p^4*q*x^2+48*b^2*c*p^4*x^3-114*b ^2*c*p^3*q^2*x^2-264*b^2*c*p^3*q*r*x^2-594*b^2*c*p^3*q*x^3+348*b^2*c*p^3*r*x^3+ 372*b^2*c*p^3*x^4-66*b^2*c*p^2*q^3*x^2-432*b^2*c*p^2*q^2*r*x^2-1834*b^2*c*p^2*q ^2*x^3-296*b^2*c*p^2*q*r^2*x^2-1006*b^2*c*p^2*q*r*x^3+392*b^2*c*p^2*q*x^4+540*b ^2*c*p^2*r^2*x^3+1188*b^2*c*p^2*r*x^4-132*b^2*c*p*q^3*r*x^2-1512*b^2*c*p*q^3*x^ 3-162*b^2*c*p*q^2*r^2*x^2-2270*b^2*c*p*q^2*r*x^3-470*b^2*c*p*q^2*x^4+24*b^2*c*p *q*r^3*x^2+402*b^2*c*p*q*r^2*x^3+2450*b^2*c*p*q*r*x^4+120*b^2*c*p*r^3*x^3+648*b ^2*c*p*r^2*x^4-320*b^2*c*q^4*x^3+42*b^2*c*q^3*r^2*x^2-750*b^2*c*q^3*r*x^3-490*b ^2*c*q^3*x^4+156*b^2*c*q^2*r^3*x^2+612*b^2*c*q^2*r^2*x^3+1754*b^2*c*q^2*r*x^4+ 96*b^2*c*q*r^4*x^2+748*b^2*c*q*r^3*x^3+1968*b^2*c*q*r^2*x^4-120*b^2*c*r^4*x^3-\ 240*b^2*c*r^3*x^4-162*b^2*g^5*p*x^2-36*b^2*g^5*q*x^2-334*b^2*g^5*r*x^2-2020*b^2 *g^5*x^3-557*b^2*g^4*p^2*x^2-440*b^2*g^4*p*q*x^2-1658*b^2*g^4*p*r*x^2-8275*b^2* g^4*p*x^3-44*b^2*g^4*q^2*x^2-824*b^2*g^4*q*r*x^2-6099*b^2*g^4*q*x^3-826*b^2*g^4 *r^2*x^2-7673*b^2*g^4*r*x^3-4752*b^2*g^4*x^4-639*b^2*g^3*p^3*x^2-971*b^2*g^3*p^ 2*q*x^2-2426*b^2*g^3*p^2*r*x^2-10065*b^2*g^3*p^2*x^3-328*b^2*g^3*p*q^2*x^2-2698 *b^2*g^3*p*q*r*x^2-16228*b^2*g^3*p*q*x^3-1942*b^2*g^3*p*r^2*x^2-14166*b^2*g^3*p *r*x^3-5259*b^2*g^3*p*x^4-12*b^2*g^3*q^3*x^2-576*b^2*g^3*q^2*r*x^2-6067*b^2*g^3 *q^2*x^3-1008*b^2*g^3*q*r^2*x^2-11621*b^2*g^3*q*r*x^3-4907*b^2*g^3*q*x^4-189*b^ 2*g^3*r^3*x^2-969*b^2*g^3*r^2*x^3+5790*b^2*g^3*r*x^4-284*b^2*g^2*p^4*x^2-694*b^ 2*g^2*p^3*q*x^2-1308*b^2*g^2*p^3*r*x^2-4365*b^2*g^2*p^3*x^3-487*b^2*g^2*p^2*q^2 *x^2-2496*b^2*g^2*p^2*q*r*x^2-11761*b^2*g^2*p^2*q*x^3-1451*b^2*g^2*p^2*r^2*x^2-\ 7209*b^2*g^2*p^2*r*x^3-652*b^2*g^2*p^2*x^4-72*b^2*g^2*p*q^3*x^2-1206*b^2*g^2*p* q^2*r*x^2-9934*b^2*g^2*p*q^2*x^3-1504*b^2*g^2*p*q*r^2*x^2-13193*b^2*g^2*p*q*r*x ^3-1715*b^2*g^2*p*q*x^4-270*b^2*g^2*p*r^3*x^2+564*b^2*g^2*p*r^2*x^3+9708*b^2*g^ 2*p*r*x^4-120*b^2*g^2*q^3*r*x^2-2508*b^2*g^2*q^3*x^3-199*b^2*g^2*q^2*r^2*x^2-\ 5391*b^2*g^2*q^2*r*x^3-953*b^2*g^2*q^2*x^4+204*b^2*g^2*q*r^3*x^2+1728*b^2*g^2*q *r^2*x^3+11286*b^2*g^2*q*r*x^4+144*b^2*g^2*r^4*x^2+2406*b^2*g^2*r^3*x^3+7404*b^ 2*g^2*r^2*x^4-39*b^2*g*p^5*x^2-141*b^2*g*p^4*q*x^2-210*b^2*g*p^4*r*x^2-528*b^2* g*p^4*x^3-174*b^2*g*p^3*q^2*x^2-630*b^2*g*p^3*q*r*x^2-2171*b^2*g*p^3*q*x^3-306* b^2*g*p^3*r^2*x^2-684*b^2*g*p^3*r*x^3+457*b^2*g*p^3*x^4-72*b^2*g*p^2*q^3*x^2-\ 582*b^2*g*p^2*q^2*r*x^2-3227*b^2*g*p^2*q^2*x^3-598*b^2*g*p^2*q*r^2*x^2-2726*b^2 *g*p^2*q*r*x^3+1009*b^2*g*p^2*q*x^4-135*b^2*g*p^2*r^3*x^2+759*b^2*g*p^2*r^2*x^3 +3381*b^2*g*p^2*r*x^4-144*b^2*g*p*q^3*r*x^2-1962*b^2*g*p*q^3*x^3-210*b^2*g*p*q^ 2*r^2*x^2-3007*b^2*g*p*q^2*r*x^3+578*b^2*g*p*q^2*x^4+1170*b^2*g*p*q*r^2*x^3+ 6799*b^2*g*p*q*r*x^4+726*b^2*g*p*r^3*x^3+2376*b^2*g*p*r^2*x^4-378*b^2*g*q^4*x^3 +36*b^2*g*q^3*r^2*x^2-882*b^2*g*q^3*r*x^3+26*b^2*g*q^3*x^4+150*b^2*g*q^2*r^3*x^ 2+786*b^2*g*q^2*r^2*x^3+3664*b^2*g*q^2*r*x^4+96*b^2*g*q*r^4*x^2+1012*b^2*g*q*r^ 3*x^3+3036*b^2*g*q*r^2*x^4-120*b^2*g*r^4*x^3-640*b^2*g*r^3*x^4-256*b*c^7*x^2-\ 1728*b*c^6*g*x^2-736*b*c^6*p*x^2-512*b*c^6*q*x^2-1280*b*c^6*r*x^2-4352*b*c^6*x^ 3-4000*b*c^5*g^2*x^2-4992*b*c^5*g*p*x^2-2704*b*c^5*g*q*x^2-7824*b*c^5*g*r*x^2-\ 31968*b*c^5*g*x^3-736*b*c^5*p^2*x^2-1344*b*c^5*p*q*x^2-2320*b*c^5*p*r*x^2-6896* b*c^5*p*x^3-384*b*c^5*q^2*x^2-2256*b*c^5*q*r*x^2-9568*b*c^5*q*x^3-1040*b*c^5*r^ 2*x^2-5136*b*c^5*r*x^3-1376*b*c^5*x^4-4320*b*c^4*g^3*x^2-10456*b*c^4*g^2*p*x^2-\ 4944*b*c^4*g^2*q*x^2-15912*b*c^4*g^2*r*x^2-71440*b*c^4*g^2*x^3-5296*b*c^4*g*p^2 *x^2-6752*b*c^4*g*p*q*x^2-14656*b*c^4*g*p*r*x^2-53536*b*c^4*g*p*x^3-1536*b*c^4* g*q^2*x^2-10656*b*c^4*g*q*r*x^2-52272*b*c^4*g*q*x^3-6400*b*c^4*g*r^2*x^2-37184* b*c^4*g*r*x^3-10880*b*c^4*g*x^4-312*b*c^4*p^3*x^2-1168*b*c^4*p^2*q*x^2-1368*b*c ^4*p^2*r*x^2-3440*b*c^4*p^2*x^3-912*b*c^4*p*q^2*x^2-3520*b*c^4*p*q*r*x^2-12600* b*c^4*p*q*x^3-1112*b*c^4*p*r^2*x^2-4136*b*c^4*p*r*x^3+96*b*c^4*p*x^4-128*b*c^4* q^3*x^2-1464*b*c^4*q^2*r*x^2-8256*b*c^4*q^2*x^3-1376*b*c^4*q*r^2*x^2-9032*b*c^4 *q*r*x^3-2752*b*c^4*q*x^4-24*b*c^4*r^3*x^2+984*b*c^4*r^2*x^3+3856*b*c^4*r*x^4-\ 2400*b*c^3*g^4*x^2-9580*b*c^3*g^3*p*x^2-4112*b*c^3*g^3*q*x^2-14676*b*c^3*g^3*r* x^2-69992*b*c^3*g^3*x^3-9792*b*c^3*g^2*p^2*x^2-10784*b*c^3*g^2*p*q*x^2-26424*b* c^3*g^2*p*r*x^2-105164*b*c^3*g^2*p*x^3-2104*b*c^3*g^2*q^2*x^2-16768*b*c^3*g^2*q *r*x^2-90776*b*c^3*g^2*q*x^3-11636*b*c^3*g^2*r^2*x^2-75424*b*c^3*g^2*r*x^3-\ 26224*b*c^3*g^2*x^4-2696*b*c^3*g*p^3*x^2-5768*b*c^3*g*p^2*q*x^2-10056*b*c^3*g*p ^2*r*x^2-32720*b*c^3*g*p^2*x^3-3288*b*c^3*g*p*q^2*x^2-15960*b*c^3*g*p*q*r*x^2-\ 67456*b*c^3*g*p*q*x^3-8112*b*c^3*g*p*r^2*x^2-38336*b*c^3*g*p*r*x^3-4992*b*c^3*g *p*x^4-364*b*c^3*g*q^3*x^2-5116*b*c^3*g*q^2*r*x^2-32792*b*c^3*g*q^2*x^3-6140*b* c^3*g*q*r^2*x^2-43640*b*c^3*g*q*r*x^3-10504*b*c^3*g*q*x^4-912*b*c^3*g*r^3*x^2+ 1296*b*c^3*g*r^2*x^3+23768*b*c^3*g*r*x^4-48*b*c^3*p^4*x^2-408*b*c^3*p^3*q*x^2-\ 264*b*c^3*p^3*r*x^2-444*b*c^3*p^3*x^3-664*b*c^3*p^2*q^2*x^2-1728*b*c^3*p^2*q*r* x^2-4952*b*c^3*p^2*q*x^3-296*b*c^3*p^2*r^2*x^2-88*b*c^3*p^2*r*x^3+1112*b*c^3*p^ 2*x^4-272*b*c^3*p*q^3*x^2-1876*b*c^3*p*q^2*r*x^2-8556*b*c^3*p*q^2*x^3-1256*b*c^ 3*p*q*r^2*x^2-6016*b*c^3*p*q*r*x^3+144*b*c^3*p*q*x^4+24*b*c^3*p*r^3*x^2+1644*b* c^3*p*r^2*x^3+4160*b*c^3*p*r*x^4-16*b*c^3*q^4*x^2-412*b*c^3*q^3*r*x^2-3472*b*c^ 3*q^3*x^3-572*b*c^3*q^2*r^2*x^2-5844*b*c^3*q^2*r*x^3-2064*b*c^3*q^2*x^4+96*b*c^ 3*q*r^3*x^2+1368*b*c^3*q*r^2*x^3+5784*b*c^3*q*r*x^4+96*b*c^3*r^4*x^2+1168*b*c^3 *r^3*x^3+2688*b*c^3*r^2*x^4-668*b*c^2*g^5*x^2-4236*b*c^2*g^4*p*x^2-1652*b*c^2*g ^4*q*x^2-6726*b*c^2*g^4*r*x^2-33708*b*c^2*g^4*x^3-7168*b*c^2*g^3*p^2*x^2-7236*b *c^2*g^3*p*q*x^2-19540*b*c^2*g^3*p*r*x^2-82000*b*c^2*g^3*p*x^3-1248*b*c^2*g^3*q ^2*x^2-11492*b*c^2*g^3*q*r*x^2-66544*b*c^2*g^3*q*x^3-8928*b*c^2*g^3*r^2*x^2-\ 63108*b*c^2*g^3*r*x^3-26600*b*c^2*g^3*x^4-4198*b*c^2*g^2*p^3*x^2-7688*b*c^2*g^2 *p^2*q*x^2-15412*b*c^2*g^2*p^2*r*x^2-54156*b*c^2*g^2*p^2*x^3-3714*b*c^2*g^2*p*q ^2*x^2-20828*b*c^2*g^2*p*q*r*x^2-97176*b*c^2*g^2*p*q*x^3-12542*b*c^2*g^2*p*r^2* x^2-67036*b*c^2*g^2*p*r*x^3-14262*b*c^2*g^2*p*x^4-340*b*c^2*g^2*q^3*x^2-5810*b* c^2*g^2*q^2*r*x^2-41558*b*c^2*g^2*q^2*x^3-8088*b*c^2*g^2*q*r^2*x^2-63440*b*c^2* g^2*q*r*x^3-16710*b*c^2*g^2*q*x^4-1686*b*c^2*g^2*r^3*x^2-2208*b*c^2*g^2*r^2*x^3 +33652*b*c^2*g^2*r*x^4-708*b*c^2*g*p^4*x^2-2160*b*c^2*g*p^3*q*x^2-3210*b*c^2*g* p^3*r*x^2-9032*b*c^2*g*p^3*x^3-2168*b*c^2*g*p^2*q^2*x^2-8098*b*c^2*g*p^2*q*r*x^ 2-29030*b*c^2*g*p^2*q*x^3-3716*b*c^2*g*p^2*r^2*x^2-11924*b*c^2*g*p^2*r*x^3+2330 *b*c^2*g*p^2*x^4-660*b*c^2*g*p*q^3*x^2-5782*b*c^2*g*p*q^2*r*x^2-30518*b*c^2*g*p *q^2*x^3-5828*b*c^2*g*p*q*r^2*x^2-31420*b*c^2*g*p*q*r*x^3+152*b*c^2*g*p*q*x^4-\ 996*b*c^2*g*p*r^3*x^2+4398*b*c^2*g*p*r^2*x^3+25226*b*c^2*g*p*r*x^4-28*b*c^2*g*q ^4*x^2-994*b*c^2*g*q^3*r*x^2-9628*b*c^2*g*q^3*x^3-1700*b*c^2*g*q^2*r^2*x^2-\ 17812*b*c^2*g*q^2*r*x^3-3174*b*c^2*g*q^2*x^4-60*b*c^2*g*q*r^3*x^2+4326*b*c^2*g* q*r^2*x^3+27122*b*c^2*g*q*r*x^4+216*b*c^2*g*r^4*x^2+5416*b*c^2*g*r^3*x^3+14976* b*c^2*g*r^2*x^4-48*b*c^2*p^4*q*x^2+48*b*c^2*p^4*x^3-174*b*c^2*p^3*q^2*x^2-264*b *c^2*p^3*q*r*x^2-474*b*c^2*p^3*q*x^3+348*b*c^2*p^3*r*x^3+352*b*c^2*p^3*x^4-156* b*c^2*p^2*q^3*x^2-702*b*c^2*p^2*q^2*r*x^2-2372*b*c^2*p^2*q^2*x^3-296*b*c^2*p^2* q*r^2*x^2-304*b*c^2*p^2*q*r*x^3+1112*b*c^2*p^2*q*x^4+540*b*c^2*p^2*r^2*x^3+1044 *b*c^2*p^2*r*x^4-30*b*c^2*p*q^4*x^2-396*b*c^2*p*q^3*r*x^2-2554*b*c^2*p*q^3*x^3-\ 422*b*c^2*p*q^2*r^2*x^2-2914*b*c^2*p*q^2*r*x^3+72*b*c^2*p*q^2*x^4+24*b*c^2*p*q* r^3*x^2+1266*b*c^2*p*q*r^2*x^3+4160*b*c^2*p*q*r*x^4+120*b*c^2*p*r^3*x^3+432*b*c ^2*p*r^2*x^4-42*b*c^2*q^4*r*x^2-704*b*c^2*q^4*x^3-60*b*c^2*q^3*r^2*x^2-1638*b*c ^2*q^3*r*x^3-688*b*c^2*q^3*x^4+114*b*c^2*q^2*r^3*x^2+630*b*c^2*q^2*r^2*x^3+2892 *b*c^2*q^2*r*x^4+96*b*c^2*q*r^4*x^2+976*b*c^2*q*r^3*x^3+2688*b*c^2*q*r^2*x^4-\ 120*b*c^2*r^4*x^3-320*b*c^2*r^3*x^4-74*b*c*g^6*x^2-857*b*c*g^5*p*x^2-291*b*c*g^ 5*q*x^2-1470*b*c*g^5*r*x^2-7760*b*c*g^5*x^3-2242*b*c*g^4*p^2*x^2-2104*b*c*g^4*p *q*x^2-6325*b*c*g^4*p*r*x^2-27740*b*c*g^4*p*x^3-318*b*c*g^4*q^2*x^2-3539*b*c*g^ 4*q*r*x^2-21608*b*c*g^4*q*x^3-3076*b*c*g^4*r^2*x^2-23527*b*c*g^4*r*x^3-11942*b* c*g^4*x^4-2188*b*c*g^3*p^3*x^2-3706*b*c*g^3*p^2*q*x^2-8141*b*c*g^3*p^2*r*x^2-\ 30032*b*c*g^3*p^2*x^3-1603*b*c*g^3*p*q^2*x^2-10188*b*c*g^3*p*q*r*x^2-50695*b*c* g^3*p*q*x^3-6826*b*c*g^3*p*r^2*x^2-40217*b*c*g^3*p*r*x^3-11917*b*c*g^3*p*x^4-\ 123*b*c*g^3*q^3*x^2-2627*b*c*g^3*q^2*r*x^2-20257*b*c*g^3*q^2*x^3-4157*b*c*g^3*q *r^2*x^2-35355*b*c*g^3*q*r*x^3-11943*b*c*g^3*q*x^4-1044*b*c*g^3*r^3*x^2-3489*b* c*g^3*r^2*x^3+15726*b*c*g^3*r*x^4-835*b*c*g^2*p^4*x^2-2186*b*c*g^2*p^3*q*x^2-\ 3785*b*c*g^2*p^3*r*x^2-11450*b*c*g^2*p^3*x^3-1837*b*c*g^2*p^2*q^2*x^2-7999*b*c* g^2*p^2*q*r*x^2-31780*b*c*g^2*p^2*q*x^3-4403*b*c*g^2*p^2*r^2*x^2-17151*b*c*g^2* p^2*r*x^3+140*b*c*g^2*p^2*x^4-462*b*c*g^2*p*q^3*x^2-4830*b*c*g^2*p*q^2*r*x^2-\ 28711*b*c*g^2*p*q^2*x^3-5694*b*c*g^2*p*q*r^2*x^2-34822*b*c*g^2*p*q*r*x^3-1876*b *c*g^2*p*q*x^4-1254*b*c*g^2*p*r^3*x^2+2655*b*c*g^2*p*r^2*x^3+26993*b*c*g^2*p*r* x^4-14*b*c*g^2*q^4*x^2-722*b*c*g^2*q^3*r*x^2-8031*b*c*g^2*q^3*x^3-1413*b*c*g^2* q^2*r^2*x^2-16332*b*c*g^2*q^2*r*x^3-2064*b*c*g^2*q^2*x^4-138*b*c*g^2*q*r^3*x^2+ 3456*b*c*g^2*q*r^2*x^3+28795*b*c*g^2*q*r*x^4+192*b*c*g^2*r^4*x^2+5916*b*c*g^2*r ^3*x^3+18168*b*c*g^2*r^2*x^4-96*b*c*g*p^5*x^2-363*b*c*g*p^4*q*x^2-513*b*c*g*p^4 *r*x^2-1176*b*c*g*p^4*x^3-534*b*c*g*p^3*q^2*x^2-1668*b*c*g*p^3*q*r*x^2-4893*b*c *g*p^3*q*x^3-795*b*c*g*p^3*r^2*x^2-1293*b*c*g*p^3*r*x^3+1199*b*c*g*p^3*x^4-309* b*c*g*p^2*q^3*x^2-1941*b*c*g*p^2*q^2*r*x^2-8108*b*c*g*p^2*q^2*x^3-1810*b*c*g*p^ 2*q*r^2*x^2-5776*b*c*g*p^2*q*r*x^3+2913*b*c*g*p^2*q*x^4-450*b*c*g*p^2*r^3*x^2+ 1920*b*c*g*p^2*r^2*x^3+7743*b*c*g*p^2*r*x^4-42*b*c*g*p*q^4*x^2-746*b*c*g*p*q^3* r*x^2-5651*b*c*g*p*q^3*x^3-1109*b*c*g*p*q^2*r^2*x^2-7940*b*c*g*p*q^2*r*x^3+1457 *b*c*g*p*q^2*x^4-300*b*c*g*p*q*r^3*x^2+3060*b*c*g*p*q*r^2*x^3+15924*b*c*g*p*q*r *x^4-72*b*c*g*p*r^4*x^2+1606*b*c*g*p*r^3*x^3+4812*b*c*g*p*r^2*x^4-62*b*c*g*q^4* r*x^2-1260*b*c*g*q^4*x^3-89*b*c*g*q^3*r^2*x^2-2871*b*c*g*q^3*r*x^3-257*b*c*g*q^ 3*x^4+222*b*c*g*q^2*r^3*x^2+1920*b*c*g*q^2*r^2*x^3+8885*b*c*g*q^2*r*x^4+192*b*c *g*q*r^4*x^2+2726*b*c*g*q*r^3*x^3+7332*b*c*g*q*r^2*x^4-180*b*c*g*r^4*x^3-1440*b *c*g*r^3*x^4-12*b*c*p^4*q^2*x^2+24*b*c*p^4*q*x^3-4*b*c*p^4*x^4-24*b*c*p^3*q^3*x ^2-66*b*c*p^3*q^2*r*x^2-126*b*c*p^3*q^2*x^3+174*b*c*p^3*q*r*x^3+176*b*c*p^3*q*x ^4-36*b*c*p^3*r*x^4-12*b*c*p^2*q^4*x^2-90*b*c*p^2*q^3*r*x^2-378*b*c*p^2*q^3*x^3 -74*b*c*p^2*q^2*r^2*x^2-130*b*c*p^2*q^2*r*x^3+278*b*c*p^2*q^2*x^4+270*b*c*p^2*q *r^2*x^3+522*b*c*p^2*q*r*x^4-72*b*c*p^2*r^2*x^4-24*b*c*p*q^4*r*x^2-282*b*c*p*q^ 4*x^3-36*b*c*p*q^3*r^2*x^2-470*b*c*p*q^3*r*x^3+12*b*c*p*q^3*x^4+6*b*c*p*q^2*r^3 *x^2+222*b*c*p*q^2*r^2*x^3+1040*b*c*p*q^2*r*x^4+60*b*c*p*q*r^3*x^3+216*b*c*p*q* r^2*x^4-40*b*c*p*r^3*x^4-54*b*c*q^5*x^3+6*b*c*q^4*r^2*x^2-166*b*c*q^4*r*x^3-86* b*c*q^4*x^4+30*b*c*q^3*r^3*x^2+96*b*c*q^3*r^2*x^3+482*b*c*q^3*r*x^4+24*b*c*q^2* r^4*x^2+196*b*c*q^2*r^3*x^3+672*b*c*q^2*r^2*x^4-60*b*c*q*r^4*x^3-160*b*c*q*r^3* x^4-58*b*g^6*p*x^2-14*b*g^6*q*x^2-118*b*g^6*r*x^2-668*b*g^6*x^3-245*b*g^5*p^2*x ^2-211*b*g^5*p*q*x^2-737*b*g^5*p*r*x^2-3385*b*g^5*p*x^3-26*b*g^5*q^2*x^2-397*b* g^5*q*r*x^2-2547*b*g^5*q*x^3-393*b*g^5*r^2*x^2-3251*b*g^5*r*x^3-1962*b*g^5*x^4-\ 362*b*g^4*p^3*x^2-579*b*g^4*p^2*q*x^2-1389*b*g^4*p^2*r*x^2-5352*b*g^4*p^2*x^3-\ 227*b*g^4*p*q^2*x^2-1662*b*g^4*p*q*r*x^2-8698*b*g^4*p*q*x^3-1222*b*g^4*p*r^2*x^ 2-7883*b*g^4*p*r*x^3-3023*b*g^4*p*x^4-14*b*g^4*q^3*x^2-409*b*g^4*q^2*r*x^2-3322 *b*g^4*q^2*x^3-738*b*g^4*q*r^2*x^2-6708*b*g^4*q*r*x^3-2935*b*g^4*q*x^4-213*b*g^ 4*r^3*x^2-1092*b*g^4*r^2*x^3+2180*b*g^4*r*x^4-232*b*g^3*p^4*x^2-569*b*g^3*p^3*q *x^2-1070*b*g^3*p^3*r*x^2-3399*b*g^3*p^3*x^3-433*b*g^3*p^2*q^2*x^2-2102*b*g^3*p ^2*q*r*x^2-8920*b*g^3*p^2*q*x^3-1271*b*g^3*p^2*r^2*x^2-5664*b*g^3*p^2*r*x^3-664 *b*g^3*p^2*x^4-94*b*g^3*p*q^3*x^2-1166*b*g^3*p*q^2*r*x^2-7503*b*g^3*p*q^2*x^3-\ 1530*b*g^3*p*q*r^2*x^2-10401*b*g^3*p*q*r*x^3-1539*b*g^3*p*q*x^4-375*b*g^3*p*r^3 *x^2+222*b*g^3*p*r^2*x^3+7227*b*g^3*p*r*x^4-2*b*g^3*q^4*x^2-162*b*g^3*q^3*r*x^2 -1958*b*g^3*q^3*x^3-364*b*g^3*q^2*r^2*x^2-4478*b*g^3*q^2*r*x^3-787*b*g^3*q^2*x^ 4-57*b*g^3*q*r^3*x^2+624*b*g^3*q*r^2*x^3+7857*b*g^3*q*r*x^4+54*b*g^3*r^4*x^2+ 1768*b*g^3*r^3*x^3+5832*b*g^3*r^2*x^4-63*b*g^2*p^5*x^2-213*b*g^2*p^4*q*x^2-340* b*g^2*p^4*r*x^2-842*b*g^2*p^4*x^3-264*b*g^2*p^3*q^2*x^2-962*b*g^2*p^3*q*r*x^2-\ 3141*b*g^2*p^3*q*x^3-523*b*g^2*p^3*r^2*x^2-1194*b*g^2*p^3*r*x^3+538*b*g^2*p^3*x ^4-126*b*g^2*p^2*q^3*x^2-932*b*g^2*p^2*q^2*r*x^2-4448*b*g^2*p^2*q^2*x^3-1016*b* g^2*p^2*q*r^2*x^2-4003*b*g^2*p^2*q*r*x^3+1258*b*g^2*p^2*q*x^4-282*b*g^2*p^2*r^3 *x^2+948*b*g^2*p^2*r^2*x^3+4782*b*g^2*p^2*r*x^4-12*b*g^2*p*q^4*x^2-300*b*g^2*p* q^3*r*x^2-2690*b*g^2*p*q^3*x^3-505*b*g^2*p*q^2*r^2*x^2-4242*b*g^2*p*q^2*r*x^3+ 790*b*g^2*p*q^2*x^4-162*b*g^2*p*q*r^3*x^2+1482*b*g^2*p*q*r^2*x^3+9265*b*g^2*p*q *r*x^4-36*b*g^2*p*r^4*x^2+1088*b*g^2*p*r^3*x^3+3480*b*g^2*p*r^2*x^4-20*b*g^2*q^ 4*r*x^2-541*b*g^2*q^4*x^3-26*b*g^2*q^3*r^2*x^2-1296*b*g^2*q^3*r*x^3+70*b*g^2*q^ 3*x^4+111*b*g^2*q^2*r^3*x^2+948*b*g^2*q^2*r^2*x^3+4891*b*g^2*q^2*r*x^4+96*b*g^2 *q*r^4*x^2+1456*b*g^2*q*r^3*x^3+4176*b*g^2*q*r^2*x^4-90*b*g^2*r^4*x^3-900*b*g^2 *r^3*x^4-6*b*g*p^6*x^2-24*b*g*p^5*q*x^2-39*b*g*p^5*r*x^2-73*b*g*p^5*x^3-42*b*g* p^4*q^2*x^2-129*b*g*p^4*q*r*x^2-307*b*g*p^4*q*x^3-78*b*g*p^4*r^2*x^2-109*b*g*p^ 4*r*x^3+73*b*g*p^4*x^4-36*b*g*p^3*q^3*x^2-186*b*g*p^3*q^2*r*x^2-609*b*g*p^3*q^2 *x^3-186*b*g*p^3*q*r^2*x^2-299*b*g*p^3*q*r*x^3+388*b*g*p^3*q*x^4-63*b*g*p^3*r^3 *x^2+144*b*g*p^3*r^2*x^3+553*b*g*p^3*r*x^4-12*b*g*p^2*q^4*x^2-120*b*g*p^2*q^3*r *x^2-643*b*g*p^2*q^3*x^3-172*b*g*p^2*q^2*r^2*x^2-569*b*g*p^2*q^2*r*x^3+589*b*g* p^2*q^2*x^4-81*b*g*p^2*q*r^3*x^2+543*b*g*p^2*q*r^2*x^3+1974*b*g*p^2*q*r*x^4-18* b*g*p^2*r^4*x^2+214*b*g*p^2*r^3*x^3+360*b*g*p^2*r^2*x^4-24*b*g*p*q^4*r*x^2-322* b*g*p*q^4*x^3-42*b*g*p*q^3*r^2*x^2-521*b*g*p*q^3*r*x^3+306*b*g*p*q^3*x^4+495*b* g*p*q^2*r^2*x^3+2233*b*g*p*q^2*r*x^4+390*b*g*p*q*r^3*x^3+900*b*g*p*q*r^2*x^4+30 *b*g*p*r^4*x^3-280*b*g*p*r^3*x^4-54*b*g*q^5*x^3+6*b*g*q^4*r^2*x^2-142*b*g*q^4*r *x^3+32*b*g*q^4*x^4+30*b*g*q^3*r^3*x^2+168*b*g*q^3*r^2*x^3+812*b*g*q^3*r*x^4+24 *b*g*q^2*r^4*x^2+244*b*g*q^2*r^3*x^3+732*b*g*q^2*r^2*x^4-60*b*g*q*r^4*x^3-340*b *g*q*r^3*x^4-160*c^7*g*x^2-720*c^6*g^2*x^2-576*c^6*g*p*x^2-288*c^6*g*q*x^2-800* c^6*g*r*x^2-3712*c^6*g*x^3-1200*c^5*g^3*x^2-2352*c^5*g^2*p*x^2-1104*c^5*g^2*q*x ^2-3328*c^5*g^2*r*x^2-15552*c^5*g^2*x^3-800*c^5*g*p^2*x^2-864*c^5*g*p*q*x^2-\ 1952*c^5*g*p*r*x^2-7944*c^5*g*p*x^3-200*c^5*g*q^2*x^2-1280*c^5*g*q*r*x^2-6712*c ^5*g*q*x^3-824*c^5*g*r^2*x^2-4992*c^5*g*r*x^3-1376*c^5*g*x^4-1000*c^4*g^4*x^2-\ 3392*c^4*g^3*p*x^2-1520*c^4*g^3*q*x^2-4912*c^4*g^3*r*x^2-23232*c^4*g^3*x^3-2872 *c^4*g^2*p^2*x^2-3024*c^4*g^2*p*q*x^2-7224*c^4*g^2*p*r*x^2-29196*c^4*g^2*p*x^3-\ 628*c^4*g^2*q^2*x^2-4488*c^4*g^2*q*r*x^2-24084*c^4*g^2*q*x^3-3156*c^4*g^2*r^2*x ^2-19584*c^4*g^2*r*x^3-6064*c^4*g^2*x^4-580*c^4*g*p^3*x^2-920*c^4*g*p^2*q*x^2-\ 1944*c^4*g*p^2*r*x^2-6872*c^4*g*p^2*x^3-500*c^4*g*p*q^2*x^2-2368*c^4*g*p*q*r*x^ 2-10752*c^4*g*p*q*x^3-1568*c^4*g*p*r^2*x^2-7536*c^4*g*p*r*x^3-1328*c^4*g*p*x^4-\ 64*c^4*g*q^3*x^2-768*c^4*g*q^2*r*x^2-4904*c^4*g*q^2*x^3-920*c^4*g*q*r^2*x^2-\ 6576*c^4*g*q*r*x^3-1328*c^4*g*q*x^4-264*c^4*g*r^3*x^2-192*c^4*g*r^2*x^3+3856*c^ 4*g*r*x^4-450*c^3*g^5*x^2-2344*c^3*g^4*p*x^2-1000*c^3*g^4*q*x^2-3504*c^3*g^4*r* x^2-16864*c^3*g^4*x^3-3436*c^3*g^3*p^2*x^2-3536*c^3*g^3*p*q*x^2-8892*c^3*g^3*p* r*x^2-36182*c^3*g^3*p*x^3-682*c^3*g^3*q^2*x^2-5364*c^3*g^3*q*r*x^2-29338*c^3*g^ 3*q*x^3-4042*c^3*g^3*r^2*x^2-26112*c^3*g^3*r*x^3-9528*c^3*g^3*x^4-1740*c^3*g^2* p^3*x^2-2880*c^3*g^2*p^2*q*x^2-6052*c^3*g^2*p^2*r*x^2-20980*c^3*g^2*p^2*x^3-\ 1416*c^3*g^2*p*q^2*x^2-7464*c^3*g^2*p*q*r*x^2-34160*c^3*g^2*p*q*x^3-5008*c^3*g^ 2*p*r^2*x^2-24416*c^3*g^2*p*r*x^3-4604*c^3*g^2*p*x^4-156*c^3*g^2*q^3*x^2-2164*c ^3*g^2*q^2*r*x^2-14348*c^3*g^2*q^2*x^3-2992*c^3*g^2*q*r^2*x^2-21424*c^3*g^2*q*r *x^3-4604*c^3*g^2*q*x^4-888*c^3*g^2*r^3*x^2-1152*c^3*g^2*r^2*x^3+12200*c^3*g^2* r*x^4-242*c^3*g*p^4*x^2-460*c^3*g*p^3*q*x^2-1034*c^3*g*p^3*r*x^2-3126*c^3*g*p^3 *x^3-394*c^3*g*p^2*q^2*x^2-1586*c^3*g*p^2*q*r*x^2-6262*c^3*g*p^2*q*x^3-1244*c^3 *g*p^2*r^2*x^2-4610*c^3*g*p^2*r*x^3-476*c^3*g*p^2*x^4-136*c^3*g*p*q^3*x^2-1046* c^3*g*p*q^2*r*x^2-5546*c^3*g*p*q^2*x^3-1148*c^3*g*p*q*r^2*x^2-6192*c^3*g*p*q*r* x^3+144*c^3*g*p*q*x^4-492*c^3*g*p*r^3*x^2-150*c^3*g*p*r^2*x^3+4972*c^3*g*p*r*x^ 4-8*c^3*g*q^4*x^2-206*c^3*g*q^3*r*x^2-1834*c^3*g*q^3*x^3-326*c^3*g*q^2*r^2*x^2-\ 3262*c^3*g*q^2*r*x^3-476*c^3*g*q^2*x^4-60*c^3*g*q*r^3*x^2+630*c^3*g*q*r^2*x^3+ 4972*c^3*g*q*r*x^4-24*c^3*g*r^4*x^2+800*c^3*g*r^3*x^3+2688*c^3*g*r^2*x^4-105*c^ 2*g^6*x^2-828*c^2*g^5*p*x^2-330*c^2*g^5*q*x^2-1298*c^2*g^5*r*x^2-6408*c^2*g^5*x ^3-1846*c^2*g^4*p^2*x^2-1848*c^2*g^4*p*q*x^2-4942*c^2*g^4*p*r*x^2-20409*c^2*g^4 *p*x^3-331*c^2*g^4*q^2*x^2-2914*c^2*g^4*q*r*x^2-16271*c^2*g^4*q*x^3-2359*c^2*g^ 4*r^2*x^2-16032*c^2*g^4*r*x^3-6916*c^2*g^4*x^4-1609*c^2*g^3*p^3*x^2-2686*c^2*g^ 3*p^2*q*x^2-5762*c^2*g^3*p^2*r*x^2-20082*c^2*g^3*p^2*x^3-1249*c^2*g^3*p*q^2*x^2 -7120*c^2*g^3*p*q*r*x^2-33008*c^2*g^3*p*q*x^3-4920*c^2*g^3*p*r^2*x^2-25200*c^2* g^3*p*r*x^3-6128*c^2*g^3*p*x^4-124*c^2*g^3*q^3*x^2-1964*c^2*g^3*q^2*r*x^2-13326 *c^2*g^3*q^2*x^3-2994*c^2*g^3*q*r^2*x^2-22056*c^2*g^3*q*r*x^3-6128*c^2*g^3*q*x^ 4-930*c^2*g^3*r^3*x^2-2160*c^2*g^3*r^2*x^3+10572*c^2*g^3*r*x^4-563*c^2*g^2*p^4* x^2-1240*c^2*g^2*p^3*q*x^2-2489*c^2*g^2*p^3*r*x^2-7263*c^2*g^2*p^3*x^3-997*c^2* g^2*p^2*q^2*x^2-4361*c^2*g^2*p^2*q*r*x^2-16927*c^2*g^2*p^2*q*x^3-3030*c^2*g^2*p ^2*r^2*x^2-10863*c^2*g^2*p^2*r*x^3-492*c^2*g^2*p^2*x^4-286*c^2*g^2*p*q^3*x^2-\ 2597*c^2*g^2*p*q^2*r*x^2-14281*c^2*g^2*p*q^2*x^3-3246*c^2*g^2*p*q*r^2*x^2-17568 *c^2*g^2*p*q*r*x^3-264*c^2*g^2*p*q*x^4-1170*c^2*g^2*p*r^3*x^2+261*c^2*g^2*p*r^2 *x^3+13940*c^2*g^2*p*r*x^4-14*c^2*g^2*q^4*x^2-437*c^2*g^2*q^3*r*x^2-4089*c^2*g^ 2*q^3*x^3-843*c^2*g^2*q^2*r^2*x^2-8001*c^2*g^2*q^2*r*x^3-492*c^2*g^2*q^2*x^4-\ 282*c^2*g^2*q*r^3*x^2+1227*c^2*g^2*q*r^2*x^3+13940*c^2*g^2*q*r*x^4-48*c^2*g^2*r ^4*x^2+2400*c^2*g^2*r^3*x^3+8256*c^2*g^2*r^2*x^4-57*c^2*g*p^5*x^2-114*c^2*g*p^4 *q*x^2-303*c^2*g*p^4*r*x^2-784*c^2*g*p^4*x^3-120*c^2*g*p^3*q^2*x^2-474*c^2*g*p^ 3*q*r*x^2-1648*c^2*g*p^3*q*x^3-489*c^2*g*p^3*r^2*x^2-1503*c^2*g*p^3*r*x^3-168*c ^2*g*p^3*x^4-78*c^2*g*p^2*q^3*x^2-432*c^2*g*p^2*q^2*r*x^2-1872*c^2*g*p^2*q^2*x^ 3-494*c^2*g*p^2*q*r^2*x^2-1791*c^2*g*p^2*q*r*x^3+592*c^2*g*p^2*q*x^4-315*c^2*g* p^2*r^3*x^2-189*c^2*g*p^2*r^2*x^3+1968*c^2*g*p^2*r*x^4-15*c^2*g*p*q^4*x^2-198*c ^2*g*p*q^3*r*x^2-1360*c^2*g*p*q^3*x^3-251*c^2*g*p*q^2*r^2*x^2-1689*c^2*g*p*q^2* r*x^3+592*c^2*g*p*q^2*x^4-96*c^2*g*p*q*r^3*x^2+768*c^2*g*p*q*r^2*x^3+4160*c^2*g *p*q*r*x^4-72*c^2*g*p*r^4*x^2+372*c^2*g*p*r^3*x^3+1560*c^2*g*p*r^2*x^4-21*c^2*g *q^4*r*x^2-352*c^2*g*q^4*x^3-30*c^2*g*q^3*r^2*x^2-777*c^2*g*q^3*r*x^3-168*c^2*g *q^3*x^4+57*c^2*g*q^2*r^3*x^2+477*c^2*g*q^2*r^2*x^3+1968*c^2*g*q^2*r*x^4+48*c^2 *g*q*r^4*x^2+668*c^2*g*q*r^3*x^3+1560*c^2*g*q*r^2*x^4-320*c^2*g*r^3*x^4-10*c*g^ 7*x^2-139*c*g^6*p*x^2-49*c*g^6*q*x^2-236*c*g^6*r*x^2-1212*c*g^6*x^3-455*c*g^5*p ^2*x^2-438*c*g^5*p*q*x^2-1275*c*g^5*p*r*x^2-5388*c*g^5*p*x^3-71*c*g^5*q^2*x^2-\ 735*c*g^5*q*r*x^2-4212*c*g^5*q*x^3-648*c*g^5*r^2*x^2-4680*c*g^5*r*x^3-2372*c*g^ 5*x^4-594*c*g^4*p^3*x^2-986*c*g^4*p^2*q*x^2-2195*c*g^4*p^2*r*x^2-7783*c*g^4*p^2 *x^3-437*c*g^4*p*q^2*x^2-2706*c*g^4*p*q*r*x^2-12764*c*g^4*p*q*x^3-1948*c*g^4*p* r^2*x^2-10656*c*g^4*p*r*x^3-3339*c*g^4*p*x^4-39*c*g^4*q^3*x^2-725*c*g^4*q^2*r*x ^2-5017*c*g^4*q^2*x^3-1210*c*g^4*q*r^2*x^2-9276*c*g^4*q*r*x^3-3339*c*g^4*q*x^4-\ 396*c*g^4*r^3*x^2-1392*c*g^4*r^2*x^3+3350*c*g^4*r*x^4-355*c*g^3*p^4*x^2-821*c*g ^3*p^3*q*x^2-1610*c*g^3*p^3*r*x^2-4716*c*g^3*p^3*x^3-640*c*g^3*p^2*q^2*x^2-2958 *c*g^3*p^2*q*r*x^2-11570*c*g^3*p^2*q*x^3-2000*c*g^3*p^2*r^2*x^2-7509*c*g^3*p^2* r*x^3-641*c*g^3*p^2*x^4-167*c*g^3*p*q^3*x^2-1701*c*g^3*p*q^2*r*x^2-9554*c*g^3*p *q^2*x^3-2288*c*g^3*p*q*r^2*x^2-12924*c*g^3*p*q*r*x^3-1240*c*g^3*p*q*x^4-780*c* g^3*p*r^3*x^2-18*c*g^3*p*r^2*x^3+9269*c*g^3*p*r*x^4-7*c*g^3*q^4*x^2-269*c*g^3*q ^3*r*x^2-2568*c*g^3*q^3*x^3-596*c*g^3*q^2*r^2*x^2-5619*c*g^3*q^2*r*x^3-641*c*g^ 3*q^2*x^4-252*c*g^3*q*r^3*x^2+354*c*g^3*q*r^2*x^3+9269*c*g^3*q*r*x^4-30*c*g^3*r ^4*x^2+1800*c*g^3*r^3*x^3+6528*c*g^3*r^2*x^4-93*c*g^2*p^5*x^2-246*c*g^2*p^4*q*x ^2-505*c*g^2*p^4*r*x^2-1226*c*g^2*p^4*x^3-270*c*g^2*p^3*q^2*x^2-1072*c*g^2*p^3* q*r*x^2-3476*c*g^2*p^3*q*x^3-820*c*g^2*p^3*r^2*x^2-2142*c*g^2*p^3*r*x^3+177*c*g ^2*p^3*x^4-138*c*g^2*p^2*q^3*x^2-942*c*g^2*p^2*q^2*r*x^2-4232*c*g^2*p^2*q^2*x^3 -1157*c*g^2*p^2*q*r^2*x^2-4212*c*g^2*p^2*q*r*x^3+1165*c*g^2*p^2*q*x^4-516*c*g^2 *p^2*r^3*x^2+303*c*g^2*p^2*r^2*x^3+4574*c*g^2*p^2*r*x^4-21*c*g^2*p*q^4*x^2-340* c*g^2*p*q^3*r*x^2-2532*c*g^2*p*q^3*x^3-554*c*g^2*p*q^2*r^2*x^2-3696*c*g^2*p*q^2 *r*x^3+1165*c*g^2*p*q^2*x^4-264*c*g^2*p*q*r^3*x^2+1416*c*g^2*p*q*r^2*x^3+8936*c *g^2*p*q*r*x^4-108*c*g^2*p*r^4*x^2+1004*c*g^2*p*r^3*x^3+3456*c*g^2*p*r^2*x^4-31 *c*g^2*q^4*r*x^2-550*c*g^2*q^4*x^3-55*c*g^2*q^3*r^2*x^2-1206*c*g^2*q^3*r*x^3+ 177*c*g^2*q^3*x^4+72*c*g^2*q^2*r^3*x^2+969*c*g^2*q^2*r^2*x^3+4574*c*g^2*q^2*r*x ^4+72*c*g^2*q*r^4*x^2+1356*c*g^2*q*r^3*x^3+3456*c*g^2*q*r^2*x^4-800*c*g^2*r^3*x ^4-6*c*g*p^6*x^2-12*c*g*p^5*q*x^2-39*c*g*p^5*r*x^2-89*c*g*p^5*x^3-12*c*g*p^4*q^ 2*x^2-57*c*g*p^4*q*r*x^2-183*c*g*p^4*q*x^3-78*c*g*p^4*r^2*x^2-229*c*g*p^4*r*x^3 -45*c*g*p^4*x^4-12*c*g*p^3*q^3*x^2-51*c*g*p^3*q^2*r*x^2-186*c*g*p^3*q^2*x^3-72* c*g*p^3*q*r^2*x^2-194*c*g*p^3*q*r*x^3+94*c*g*p^3*q*x^4-63*c*g*p^3*r^3*x^2-72*c* g*p^3*r^2*x^3+223*c*g*p^3*r*x^4-6*c*g*p^2*q^4*x^2-45*c*g*p^2*q^3*r*x^2-206*c*g* p^2*q^3*x^3-47*c*g*p^2*q^2*r^2*x^2-96*c*g*p^2*q^2*r*x^3+278*c*g*p^2*q^2*x^4-27* c*g*p^2*q*r^3*x^2+216*c*g*p^2*q*r^2*x^3+781*c*g*p^2*q*r*x^4-18*c*g*p^2*r^4*x^2+ 102*c*g*p^2*r^3*x^3+300*c*g*p^2*r^2*x^4-12*c*g*p*q^4*r*x^2-141*c*g*p*q^4*x^3-18 *c*g*p*q^3*r^2*x^2-214*c*g*p*q^3*r*x^3+94*c*g*p*q^3*x^4+3*c*g*p*q^2*r^3*x^2+192 *c*g*p*q^2*r^2*x^3+781*c*g*p*q^2*r*x^4+120*c*g*p*q*r^3*x^3+216*c*g*p*q*r^2*x^4+ 30*c*g*p*r^4*x^3-100*c*g*p*r^3*x^4-27*c*g*q^5*x^3+3*c*g*q^4*r^2*x^2-83*c*g*q^4* r*x^3-45*c*g*q^4*x^4+15*c*g*q^3*r^3*x^2+48*c*g*q^3*r^2*x^3+223*c*g*q^3*r*x^4+12 *c*g*q^2*r^4*x^2+98*c*g*q^2*r^3*x^3+300*c*g*q^2*r^2*x^4-30*c*g*q*r^4*x^3-100*c* g*q*r^3*x^4-8*g^7*p*x^2-2*g^7*q*x^2-16*g^7*r*x^2-88*g^7*x^3-41*g^6*p^2*x^2-37*g ^6*p*q*x^2-123*g^6*p*r*x^2-538*g^6*p*x^3-5*g^6*q^2*x^2-69*g^6*q*r*x^2-410*g^6*q *x^3-68*g^6*r^2*x^2-528*g^6*r*x^3-312*g^6*x^4-76*g^5*p^3*x^2-124*g^5*p^2*q*x^2-\ 292*g^5*p^2*r*x^2-1064*g^5*p^2*x^3-52*g^5*p*q^2*x^2-358*g^5*p*q*r*x^2-1728*g^5* p*q*x^3-272*g^5*p*r^2*x^2-1609*g^5*p*r*x^3-630*g^5*p*x^4-4*g^5*q^3*x^2-94*g^5*q ^2*r*x^2-664*g^5*q^2*x^3-173*g^5*q*r^2*x^2-1391*g^5*q*r*x^3-630*g^5*q*x^4-60*g^ 5*r^3*x^2-288*g^5*r^2*x^3+316*g^5*r*x^4-67*g^4*p^4*x^2-158*g^4*p^3*q*x^2-312*g^ 4*p^3*r*x^2-933*g^4*p^3*x^3-120*g^4*p^2*q^2*x^2-587*g^4*p^2*q*r*x^2-2336*g^4*p^ 2*q*x^3-398*g^4*p^2*r^2*x^2-1615*g^4*p^2*r*x^3-257*g^4*p^2*x^4-29*g^4*p*q^3*x^2 -332*g^4*p*q^2*r*x^2-1900*g^4*p*q^2*x^3-476*g^4*p*q*r^2*x^2-2844*g^4*p*q*r*x^3-\ 536*g^4*p*q*x^4-159*g^4*p*r^3*x^2-93*g^4*p*r^2*x^3+1771*g^4*p*r*x^4-g^4*q^4*x^2 -51*g^4*q^3*r*x^2-491*g^4*q^3*x^3-128*g^4*q^2*r^2*x^2-1217*g^4*q^2*r*x^3-257*g^ 4*q^2*x^4-63*g^4*q*r^3*x^2-51*g^4*q*r^2*x^3+1771*g^4*q*r*x^4-6*g^4*r^4*x^2+400* g^4*r^3*x^3+1536*g^4*r^2*x^4-30*g^3*p^5*x^2-87*g^3*p^4*q*x^2-166*g^3*p^4*r*x^2-\ 400*g^3*p^4*x^3-96*g^3*p^3*q^2*x^2-390*g^3*p^3*q*r*x^2-1264*g^3*p^3*q*x^3-274*g ^3*p^3*r^2*x^2-711*g^3*p^3*r*x^3+76*g^3*p^3*x^4-45*g^3*p^2*q^3*x^2-340*g^3*p^2* q^2*r*x^2-1564*g^3*p^2*q^2*x^3-435*g^3*p^2*q*r^2*x^2-1698*g^3*p^2*q*r*x^3+271*g ^3*p^2*q*x^4-174*g^3*p^2*r^3*x^2+138*g^3*p^2*r^2*x^3+1684*g^3*p^2*r*x^4-6*g^3*p *q^4*x^2-114*g^3*p*q^3*r*x^2-876*g^3*p*q^3*x^3-210*g^3*p*q^2*r^2*x^2-1458*g^3*p *q^2*r*x^3+271*g^3*p*q^2*x^4-108*g^3*p*q*r^3*x^2+408*g^3*p*q*r^2*x^3+3206*g^3*p *q*r*x^4-36*g^3*p*r^4*x^2+400*g^3*p*r^3*x^3+1416*g^3*p*r^2*x^4-10*g^3*q^4*r*x^2 -176*g^3*q^4*x^3-22*g^3*q^3*r^2*x^2-417*g^3*q^3*r*x^3+76*g^3*q^3*x^4+18*g^3*q^2 *r^3*x^2+318*g^3*q^2*r^2*x^3+1684*g^3*q^2*r*x^4+24*g^3*q*r^4*x^2+520*g^3*q*r^3* x^3+1416*g^3*q*r^2*x^4-320*g^3*r^3*x^4-6*g^2*p^6*x^2-18*g^2*p^5*q*x^2-39*g^2*p^ 5*r*x^2-81*g^2*p^5*x^3-24*g^2*p^4*q^2*x^2-93*g^2*p^4*q*r*x^2-251*g^2*p^4*q*x^3-\ 78*g^2*p^4*r^2*x^2-169*g^2*p^4*r*x^3+15*g^2*p^4*x^4-18*g^2*p^3*q^3*x^2-102*g^2* p^3*q^2*r*x^2-366*g^2*p^3*q^2*x^3-129*g^2*p^3*q*r^2*x^2-290*g^2*p^3*q*r*x^3+197 *g^2*p^3*q*x^4-63*g^2*p^3*r^3*x^2+36*g^2*p^3*r^2*x^3+397*g^2*p^3*r*x^4-6*g^2*p^ 2*q^4*x^2-60*g^2*p^2*q^3*r*x^2-330*g^2*p^2*q^3*x^3-91*g^2*p^2*q^2*r^2*x^2-300*g ^2*p^2*q^2*r*x^3+364*g^2*p^2*q^2*x^4-54*g^2*p^2*q*r^3*x^2+312*g^2*p^2*q*r^2*x^3 +1247*g^2*p^2*q*r*x^4-18*g^2*p^2*r^4*x^2+158*g^2*p^2*r^3*x^3+348*g^2*p^2*r^2*x^ 4-12*g^2*p*q^4*r*x^2-161*g^2*p*q^4*x^3-21*g^2*p*q^3*r^2*x^2-250*g^2*p*q^3*r*x^3 +197*g^2*p*q^3*x^4+288*g^2*p*q^2*r^2*x^3+1247*g^2*p*q^2*r*x^4+240*g^2*p*q*r^3*x ^3+504*g^2*p*q*r^2*x^4+30*g^2*p*r^4*x^3-180*g^2*p*r^3*x^4-27*g^2*q^5*x^3+3*g^2* q^4*r^2*x^2-71*g^2*q^4*r*x^3+15*g^2*q^4*x^4+15*g^2*q^3*r^3*x^2+84*g^2*q^3*r^2*x ^3+397*g^2*q^3*r*x^4+12*g^2*q^2*r^4*x^2+122*g^2*q^2*r^3*x^3+348*g^2*q^2*r^2*x^4 -30*g^2*q*r^4*x^3-180*g^2*q*r^3*x^4+64*a^6*b*c*x+128*a^6*b*p*x+32*a^6*b*q*x+192 *a^6*b*r*x+1248*a^6*b*x^2+32*a^6*c*g*x+64*a^6*g*p*x+16*a^6*g*q*x+96*a^6*g*r*x+ 624*a^6*g*x^2+192*a^5*b^2*c*x+352*a^5*b^2*p*x+64*a^5*b^2*q*x+512*a^5*b^2*r*x+ 4384*a^5*b^2*x^2+384*a^5*b*c^2*x+320*a^5*b*c*g*x+1056*a^5*b*c*p*x+256*a^5*b*c*q *x+1440*a^5*b*c*r*x+10656*a^5*b*c*x^2+624*a^5*b*g*p*x+128*a^5*b*g*q*x+896*a^5*b *g*r*x+7216*a^5*b*g*x^2+384*a^5*b*p^2*x+288*a^5*b*p*q*x+912*a^5*b*p*r*x+4848*a^ 5*b*p*x^2+32*a^5*b*q^2*x+400*a^5*b*q*r*x+3104*a^5*b*q*x^2+464*a^5*b*r^2*x+3824* a^5*b*r*x^2+3584*a^5*b*x^3+192*a^5*c^2*g*x+64*a^5*c^2*p*x+32*a^5*c^2*r*x+608*a^ 5*c^2*x^2+112*a^5*c*g^2*x+560*a^5*c*g*p*x+128*a^5*c*g*q*x+736*a^5*c*g*r*x+5632* a^5*c*g*x^2+64*a^5*c*p^2*x+32*a^5*c*p*q*x+144*a^5*c*p*r*x+528*a^5*c*p*x^2+16*a^ 5*c*q*r*x+304*a^5*c*q*x^2+80*a^5*c*r^2*x+160*a^5*c*r*x^2-864*a^5*c*x^3+224*a^5* g^2*p*x+48*a^5*g^2*q*x+320*a^5*g^2*r*x+2512*a^5*g^2*x^2+224*a^5*g*p^2*x+160*a^5 *g*p*q*x+528*a^5*g*p*r*x+2688*a^5*g*p*x^2+16*a^5*g*q^2*x+208*a^5*g*q*r*x+1704*a ^5*g*q*x^2+272*a^5*g*r^2*x+1992*a^5*g*r*x^2+1360*a^5*g*x^3+192*a^4*b^3*c*x+320* a^4*b^3*p*x+32*a^4*b^3*q*x+448*a^4*b^3*r*x+5664*a^4*b^3*x^2+960*a^4*b^2*c^2*x+ 672*a^4*b^2*c*g*x+2400*a^4*b^2*c*p*x+448*a^4*b^2*c*q*x+3232*a^4*b^2*c*r*x+30496 *a^4*b^2*c*x^2+1184*a^4*b^2*g*p*x+176*a^4*b^2*g*q*x+1696*a^4*b^2*g*r*x+17392*a^ 4*b^2*g*x^2+864*a^4*b^2*p^2*x+512*a^4*b^2*p*q*x+1952*a^4*b^2*p*r*x+14320*a^4*b^ 2*p*x^2+32*a^4*b^2*q^2*x+704*a^4*b^2*q*r*x+8336*a^4*b^2*q*x^2+928*a^4*b^2*r^2*x +11312*a^4*b^2*r*x^2+13952*a^4*b^2*x^3+960*a^4*b*c^3*x+1632*a^4*b*c^2*g*x+3360* a^4*b*c^2*p*x+800*a^4*b*c^2*q*x+4320*a^4*b*c^2*r*x+36544*a^4*b*c^2*x^2+624*a^4* b*c*g^2*x+4336*a^4*b*c*g*p*x+912*a^4*b*c*g*q*x+5776*a^4*b*c*g*r*x+51264*a^4*b*c *g*x^2+2336*a^4*b*c*p^2*x+1664*a^4*b*c*p*q*x+5184*a^4*b*c*p*r*x+32608*a^4*b*c*p *x^2+176*a^4*b*c*q^2*x+2240*a^4*b*c*q*r*x+20656*a^4*b*c*q*x^2+2480*a^4*b*c*r^2* x+22928*a^4*b*c*r*x^2+19376*a^4*b*c*x^3+1168*a^4*b*g^2*p*x+200*a^4*b*g^2*q*x+ 1648*a^4*b*g^2*r*x+15688*a^4*b*g^2*x^2+1584*a^4*b*g*p^2*x+1056*a^4*b*g*p*q*x+ 3600*a^4*b*g*p*r*x+24104*a^4*b*g*p*x^2+96*a^4*b*g*q^2*x+1472*a^4*b*g*q*r*x+ 14616*a^4*b*g*q*x^2+1776*a^4*b*g*r^2*x+18944*a^4*b*g*r*x^2+21528*a^4*b*g*x^3+ 448*a^4*b*p^3*x+576*a^4*b*p^2*q*x+1416*a^4*b*p^2*r*x+6504*a^4*b*p^2*x^2+176*a^4 *b*p*q^2*x+1312*a^4*b*p*q*r*x+8920*a^4*b*p*q*x^2+1280*a^4*b*p*r^2*x+7728*a^4*b* p*r*x^2+2280*a^4*b*p*x^3+8*a^4*b*q^3*x+240*a^4*b*q^2*r*x+2744*a^4*b*q^2*x^2+600 *a^4*b*q*r^2*x+5752*a^4*b*q*r*x^2+3392*a^4*b*q*x^3+328*a^4*b*r^3*x+848*a^4*b*r^ 2*x^2-9288*a^4*b*r*x^3-7480*a^4*b*x^4+480*a^4*c^3*g*x+256*a^4*c^3*p*x+128*a^4*c ^3*r*x+3264*a^4*c^3*x^2+576*a^4*c^2*g^2*x+1936*a^4*c^2*g*p*x+400*a^4*c^2*g*q*x+ 2288*a^4*c^2*g*r*x+21120*a^4*c^2*g*x^2+432*a^4*c^2*p^2*x+128*a^4*c^2*p*q*x+800* a^4*c^2*p*r*x+5568*a^4*c^2*p*x^2+64*a^4*c^2*q*r*x+2272*a^4*c^2*q*x^2+400*a^4*c^ 2*r^2*x+2960*a^4*c^2*r*x^2-192*a^4*c^2*x^3+168*a^4*c*g^3*x+1632*a^4*c*g^2*p*x+ 344*a^4*c*g^2*q*x+2112*a^4*c*g^2*r*x+18616*a^4*c*g^2*x^2+1512*a^4*c*g*p^2*x+960 *a^4*c*g*p*q*x+3280*a^4*c*g*p*r*x+20144*a^4*c*g*p*x^2+88*a^4*c*g*q^2*x+1184*a^4 *c*g*q*r*x+12072*a^4*c*g*q*x^2+1600*a^4*c*g*r^2*x+13264*a^4*c*g*r*x^2+7864*a^4* c*g*x^3+160*a^4*c*p^3*x+104*a^4*c*p^2*q*x+504*a^4*c*p^2*r*x+2112*a^4*c*p^2*x^2+ 160*a^4*c*p*q*r*x+2000*a^4*c*p*q*x^2+512*a^4*c*p*r^2*x+2800*a^4*c*p*r*x^2+320*a ^4*c*q^2*x^2+72*a^4*c*q*r^2*x+1304*a^4*c*q*r*x^2+1056*a^4*c*q*x^3+168*a^4*c*r^3 *x+888*a^4*c*r^2*x^2-2904*a^4*c*r*x^3-2752*a^4*c*x^4+328*a^4*g^3*p*x+60*a^4*g^3 *q*x+456*a^4*g^3*r*x+4204*a^4*g^3*x^2+640*a^4*g^2*p^2*x+432*a^4*g^2*p*q*x+1456* a^4*g^2*p*r*x+9000*a^4*g^2*p*x^2+40*a^4*g^2*q^2*x+576*a^4*g^2*q*r*x+5528*a^4*g^ 2*q*x^2+736*a^4*g^2*r^2*x+6804*a^4*g^2*r*x^2+6412*a^4*g^2*x^3+304*a^4*g*p^3*x+ 340*a^4*g*p^2*q*x+960*a^4*g*p^2*r*x+4308*a^4*g*p^2*x^2+88*a^4*g*p*q^2*x+736*a^4 *g*p*q*r*x+5460*a^4*g*p*q*x^2+896*a^4*g*p*r^2*x+5264*a^4*g*p*r*x^2+1140*a^4*g*p *x^3+4*a^4*g*q^3*x+120*a^4*g*q^2*r*x+1532*a^4*g*q^2*x^2+336*a^4*g*q*r^2*x+3528* a^4*g*q*r*x^2+2224*a^4*g*q*x^3+248*a^4*g*r^3*x+868*a^4*g*r^2*x^2-6096*a^4*g*r*x ^3-5116*a^4*g*x^4+64*a^3*b^4*c*x+96*a^3*b^4*p*x+128*a^3*b^4*r*x+3168*a^3*b^4*x^ 2+768*a^3*b^3*c^2*x+512*a^3*b^3*c*g*x+1696*a^3*b^3*c*p*x+192*a^3*b^3*c*q*x+2272 *a^3*b^3*c*r*x+30272*a^3*b^3*c*x^2+784*a^3*b^3*g*p*x+64*a^3*b^3*g*q*x+1152*a^3* b^3*g*r*x+16368*a^3*b^3*g*x^2+608*a^3*b^3*p^2*x+224*a^3*b^3*p*q*x+1264*a^3*b^3* p*r*x+14848*a^3*b^3*p*x^2+304*a^3*b^3*q*r*x+7360*a^3*b^3*q*x^2+528*a^3*b^3*r^2* x+11664*a^3*b^3*r*x^2+20352*a^3*b^3*x^3+1920*a^3*b^2*c^3*x+2784*a^3*b^2*c^2*g*x +5888*a^3*b^2*c^2*p*x+1152*a^3*b^2*c^2*q*x+7712*a^3*b^2*c^2*r*x+79680*a^3*b^2*c ^2*x^2+960*a^3*b^2*c*g^2*x+6528*a^3*b^2*c*g*p*x+1088*a^3*b^2*c*g*q*x+8912*a^3*b ^2*c*g*r*x+96432*a^3*b^2*c*g*x^2+4000*a^3*b^2*c*p^2*x+2304*a^3*b^2*c*p*q*x+8576 *a^3*b^2*c*p*r*x+72592*a^3*b^2*c*p*x^2+144*a^3*b^2*c*q^2*x+3136*a^3*b^2*c*q*r*x +41904*a^3*b^2*c*q*x^2+3760*a^3*b^2*c*r^2*x+51792*a^3*b^2*c*r*x^2+62352*a^3*b^2 *c*x^3+1560*a^3*b^2*g^2*p*x+192*a^3*b^2*g^2*q*x+2304*a^3*b^2*g^2*r*x+26680*a^3* b^2*g^2*x^2+2352*a^3*b^2*g*p^2*x+1248*a^3*b^2*g*p*q*x+5192*a^3*b^2*g*p*r*x+ 46600*a^3*b^2*g*p*x^2+64*a^3*b^2*g*q^2*x+1800*a^3*b^2*g*q*r*x+25592*a^3*b^2*g*q *x^2+2408*a^3*b^2*g*r^2*x+37248*a^3*b^2*g*r*x^2+56040*a^3*b^2*g*x^3+768*a^3*b^2 *p^3*x+800*a^3*b^2*p^2*q*x+2264*a^3*b^2*p^2*r*x+14864*a^3*b^2*p^2*x^2+152*a^3*b ^2*p*q^2*x+1712*a^3*b^2*p*q*r*x+18888*a^3*b^2*p*q*x^2+1816*a^3*b^2*p*r^2*x+ 17344*a^3*b^2*p*r*x^2+8880*a^3*b^2*p*x^3+208*a^3*b^2*q^2*r*x+5008*a^3*b^2*q^2*x ^2+672*a^3*b^2*q*r^2*x+12032*a^3*b^2*q*r*x^2+12216*a^3*b^2*q*x^3+360*a^3*b^2*r^ 3*x+1344*a^3*b^2*r^2*x^2-22888*a^3*b^2*r*x^3-22440*a^3*b^2*x^4+1280*a^3*b*c^4*x +3360*a^3*b*c^3*g*x+5312*a^3*b*c^3*p*x+1280*a^3*b*c^3*q*x+6656*a^3*b*c^3*r*x+ 63616*a^3*b*c^3*x^2+2640*a^3*b*c^2*g^2*x+11056*a^3*b*c^2*g*p*x+2416*a^3*b*c^2*g *q*x+14272*a^3*b*c^2*g*r*x+139008*a^3*b*c^2*g*x^2+5344*a^3*b*c^2*p^2*x+3680*a^3 *b*c^2*p*q*x+11280*a^3*b*c^2*p*r*x+83888*a^3*b*c^2*p*x^2+384*a^3*b*c^2*q^2*x+ 4912*a^3*b*c^2*q*r*x+52288*a^3*b*c^2*q*x^2+5104*a^3*b*c^2*r^2*x+54800*a^3*b*c^2 *r*x^2+45952*a^3*b*c^2*x^3+640*a^3*b*c*g^3*x+6592*a^3*b*c*g^2*p*x+1256*a^3*b*c* g^2*q*x+8872*a^3*b*c*g^2*r*x+89272*a^3*b*c*g^2*x^2+7664*a^3*b*c*g*p^2*x+4960*a^ 3*b*c*g*p*q*x+16536*a^3*b*c*g*p*r*x+127344*a^3*b*c*g*p*x^2+448*a^3*b*c*g*q^2*x+ 6824*a^3*b*c*g*q*r*x+76624*a^3*b*c*g*q*x^2+7640*a^3*b*c*g*r^2*x+91016*a^3*b*c*g *r*x^2+99680*a^3*b*c*g*x^3+2008*a^3*b*c*p^3*x+2456*a^3*b*c*p^2*q*x+5952*a^3*b*c *p^2*r*x+33264*a^3*b*c*p^2*x^2+728*a^3*b*c*p*q^2*x+5392*a^3*b*c*p*q*r*x+44800*a ^3*b*c*p*q*x^2+5088*a^3*b*c*p*r^2*x+36232*a^3*b*c*p*r*x^2+7104*a^3*b*c*p*x^3+32 *a^3*b*c*q^3*x+1000*a^3*b*c*q^2*r*x+13416*a^3*b*c*q^2*x^2+2328*a^3*b*c*q*r^2*x+ 27200*a^3*b*c*q*r*x^2+16736*a^3*b*c*q*x^3+1224*a^3*b*c*r^3*x+3192*a^3*b*c*r^2*x ^2-50280*a^3*b*c*r*x^3-42304*a^3*b*c*x^4+1108*a^3*b*g^3*p*x+160*a^3*b*g^3*q*x+ 1600*a^3*b*g^3*r*x+17116*a^3*b*g^3*x^2+2416*a^3*b*g^2*p^2*x+1464*a^3*b*g^2*p*q* x+5372*a^3*b*g^2*p*r*x+43248*a^3*b*g^2*p*x^2+112*a^3*b*g^2*q^2*x+2124*a^3*b*g^2 *q*r*x+25004*a^3*b*g^2*q*x^2+2596*a^3*b*g^2*r^2*x+34524*a^3*b*g^2*r*x^2+47232*a ^3*b*g^2*x^3+1476*a^3*b*g*p^3*x+1724*a^3*b*g*p^2*q*x+4444*a^3*b*g*p^2*r*x+26032 *a^3*b*g*p^2*x^2+460*a^3*b*g*p*q^2*x+3856*a^3*b*g*p*q*r*x+34176*a^3*b*g*p*q*x^2 +3832*a^3*b*g*p*r^2*x+30852*a^3*b*g*p*r*x^2+14560*a^3*b*g*p*x^3+16*a^3*b*g*q^3* x+656*a^3*b*g*q^2*r*x+9776*a^3*b*g*q^2*x^2+1700*a^3*b*g*q*r^2*x+22496*a^3*b*g*q *r*x^2+20408*a^3*b*g*q*x^3+916*a^3*b*g*r^3*x+3436*a^3*b*g*r^2*x^2-36620*a^3*b*g *r*x^3-34472*a^3*b*g*x^4+256*a^3*b*p^4*x+472*a^3*b*p^3*q*x+996*a^3*b*p^3*r*x+ 4044*a^3*b*p^3*x^2+248*a^3*b*p^2*q^2*x+1420*a^3*b*p^2*q*r*x+8704*a^3*b*p^2*q*x^ 2+1244*a^3*b*p^2*r^2*x+5524*a^3*b*p^2*r*x^2-2776*a^3*b*p^2*x^3+32*a^3*b*p*q^3*x +540*a^3*b*p*q^2*r*x+5720*a^3*b*p*q^2*x^2+1128*a^3*b*p*q*r^2*x+8448*a^3*b*p*q*r *x^2-2136*a^3*b*p*q*x^3+576*a^3*b*p*r^3*x-132*a^3*b*p*r^2*x^2-21692*a^3*b*p*r*x ^3-13912*a^3*b*p*x^4+44*a^3*b*q^3*r*x+1060*a^3*b*q^3*x^2+204*a^3*b*q^2*r^2*x+ 3028*a^3*b*q^2*r*x^2+640*a^3*b*q^2*x^3+216*a^3*b*q*r^3*x-160*a^3*b*q*r^2*x^2-\ 17408*a^3*b*q*r*x^3-13912*a^3*b*q*x^4+72*a^3*b*r^4*x-1176*a^3*b*r^3*x^2-11096*a ^3*b*r^2*x^3-9240*a^3*b*r*x^4+640*a^3*c^4*g*x+384*a^3*c^4*p*x+192*a^3*c^4*r*x+ 6144*a^3*c^4*x^2+1200*a^3*c^3*g^2*x+3264*a^3*c^3*g*p*x+640*a^3*c^3*g*q*x+3632*a ^3*c^3*g*r*x+40304*a^3*c^3*g*x^2+912*a^3*c^3*p^2*x+192*a^3*c^3*p*q*x+1536*a^3*c ^3*p*r*x+14960*a^3*c^3*p*x^2+96*a^3*c^3*q*r*x+4992*a^3*c^3*q*x^2+720*a^3*c^3*r^ 2*x+8448*a^3*c^3*r*x^2+5632*a^3*c^3*x^3+720*a^3*c^2*g^3*x+4360*a^3*c^2*g^2*p*x+ 920*a^3*c^2*g^2*q*x+5360*a^3*c^2*g^2*r*x+53208*a^3*c^2*g^2*x^2+3840*a^3*c^2*g*p ^2*x+2144*a^3*c^2*g*p*q*x+7728*a^3*c^2*g*p*r*x+58800*a^3*c^2*g*p*x^2+192*a^3*c^ 2*g*q^2*x+2608*a^3*c^2*g*q*r*x+32536*a^3*c^2*g*q*x^2+3568*a^3*c^2*g*r^2*x+36768 *a^3*c^2*g*r*x^2+26008*a^3*c^2*g*x^3+648*a^3*c^2*p^3*x+312*a^3*c^2*p^2*q*x+1832 *a^3*c^2*p^2*r*x+10864*a^3*c^2*p^2*x^2+480*a^3*c^2*p*q*r*x+8120*a^3*c^2*p*q*x^2 +1736*a^3*c^2*p*r^2*x+13336*a^3*c^2*p*r*x^2+5912*a^3*c^2*p*x^3+960*a^3*c^2*q^2* x^2+216*a^3*c^2*q*r^2*x+4888*a^3*c^2*q*r*x^2+5160*a^3*c^2*q*x^3+544*a^3*c^2*r^3 *x+3752*a^3*c^2*r^2*x^2-7536*a^3*c^2*r*x^3-9112*a^3*c^2*x^4+140*a^3*c*g^4*x+ 1924*a^3*c*g^3*p*x+380*a^3*c*g^3*q*x+2516*a^3*c*g^3*r*x+24768*a^3*c*g^3*x^2+ 3284*a^3*c*g^2*p^2*x+2056*a^3*c*g^2*p*q*x+7000*a^3*c*g^2*p*r*x+51004*a^3*c*g^2* p*x^2+188*a^3*c*g^2*q^2*x+2704*a^3*c*g^2*q*r*x+30240*a^3*c*g^2*q*x^2+3328*a^3*c *g^2*r^2*x+35372*a^3*c*g^2*r*x^2+33064*a^3*c*g^2*x^3+1596*a^3*c*g*p^3*x+1564*a^ 3*c*g*p^2*q*x+4748*a^3*c*g*p^2*r*x+25648*a^3*c*g*p^2*x^2+364*a^3*c*g*p*q^2*x+ 3224*a^3*c*g*p*q*r*x+29952*a^3*c*g*p*q*x^2+4296*a^3*c*g*p*r^2*x+29648*a^3*c*g*p *r*x^2+6736*a^3*c*g*p*x^3+16*a^3*c*g*q^3*x+500*a^3*c*g*q^2*r*x+7780*a^3*c*g*q^2 *x^2+1404*a^3*c*g*q*r^2*x+18360*a^3*c*g*q*r*x^2+12784*a^3*c*g*q*x^3+1180*a^3*c* g*r^3*x+5004*a^3*c*g*r^2*x^2-33960*a^3*c*g*r*x^3-30324*a^3*c*g*x^4+144*a^3*c*p^ 4*x+112*a^3*c*p^3*q*x+564*a^3*c*p^3*r*x+2460*a^3*c*p^3*x^2+268*a^3*c*p^2*q*r*x+ 2912*a^3*c*p^2*q*x^2+764*a^3*c*p^2*r^2*x+4640*a^3*c*p^2*r*x^2+1548*a^3*c*p^2*x^ 3+728*a^3*c*p*q^2*x^2+216*a^3*c*p*q*r^2*x+3324*a^3*c*p*q*r*x^2+2552*a^3*c*p*q*x ^3+416*a^3*c*p*r^3*x+2416*a^3*c*p*r^2*x^2-4116*a^3*c*p*r*x^3-4556*a^3*c*p*x^4+ 380*a^3*c*q^2*r*x^2+668*a^3*c*q^2*x^3+56*a^3*c*q*r^3*x+840*a^3*c*q*r^2*x^2-316* a^3*c*q*r*x^3-1540*a^3*c*q*x^4+72*a^3*c*r^4*x+336*a^3*c*r^3*x^2-1688*a^3*c*r^2* x^3-1928*a^3*c*r*x^4+256*a^3*g^4*p*x+40*a^3*g^4*q*x+360*a^3*g^4*r*x+3736*a^3*g^ 4*x^2+744*a^3*g^3*p^2*x+472*a^3*g^3*p*q*x+1654*a^3*g^3*p*r*x+12226*a^3*g^3*p*x^ 2+40*a^3*g^3*q^2*x+662*a^3*g^3*q*r*x+7252*a^3*g^3*q*x^2+822*a^3*g^3*r^2*x+9528* a^3*g^3*r*x^2+11502*a^3*g^3*x^3+680*a^3*g^2*p^3*x+752*a^3*g^2*p^2*q*x+2084*a^3* g^2*p^2*r*x+11092*a^3*g^2*p^2*x^2+192*a^3*g^2*p*q^2*x+1644*a^3*g^2*p*q*r*x+ 14112*a^3*g^2*p*q*x^2+1904*a^3*g^2*p*r^2*x+13522*a^3*g^2*p*r*x^2+5174*a^3*g^2*p *x^3+8*a^3*g^2*q^3*x+276*a^3*g^2*q^2*r*x+3932*a^3*g^2*q^2*x^2+748*a^3*g^2*q*r^2 *x+9398*a^3*g^2*q*r*x^2+8068*a^3*g^2*q*x^3+516*a^3*g^2*r^3*x+2148*a^3*g^2*r^2*x ^2-15114*a^3*g^2*r*x^3-13934*a^3*g^2*x^4+200*a^3*g*p^4*x+292*a^3*g*p^3*q*x+780* a^3*g*p^3*r*x+3252*a^3*g*p^3*x^2+124*a^3*g*p^2*q^2*x+844*a^3*g*p^2*q*r*x+5808*a ^3*g*p^2*q*x^2+1004*a^3*g*p^2*r^2*x+5082*a^3*g*p^2*r*x^2-614*a^3*g*p^2*x^3+16*a ^3*g*p*q^3*x+270*a^3*g*p*q^2*r*x+3224*a^3*g*p*q^2*x^2+672*a^3*g*p*q*r^2*x+5886* a^3*g*p*q*r*x^2+208*a^3*g*p*q*x^3+496*a^3*g*p*r^3*x+1142*a^3*g*p*r^2*x^2-12904* a^3*g*p*r*x^3-9234*a^3*g*p*x^4+22*a^3*g*q^3*r*x+530*a^3*g*q^3*x^2+102*a^3*g*q^2 *r^2*x+1704*a^3*g*q^2*r*x^2+654*a^3*g*q^2*x^3+136*a^3*g*q*r^3*x+340*a^3*g*q*r^2 *x^2-8862*a^3*g*q*r*x^3-7726*a^3*g*q*x^4+72*a^3*g*r^4*x-420*a^3*g*r^3*x^2-6392* a^3*g*r^2*x^3-5584*a^3*g*r*x^4+640*a^2*b^5*x^2+192*a^2*b^4*c^2*x+128*a^2*b^4*c* g*x+352*a^2*b^4*c*p*x+480*a^2*b^4*c*r*x+11680*a^2*b^4*c*x^2+160*a^2*b^4*g*p*x+ 256*a^2*b^4*g*r*x+6304*a^2*b^4*g*x^2+128*a^2*b^4*p^2*x+224*a^2*b^4*p*r*x+6128*a ^2*b^4*p*x^2+2128*a^2*b^4*q*x^2+64*a^2*b^4*r^2*x+4688*a^2*b^4*r*x^2+13184*a^2*b ^4*x^3+1152*a^2*b^3*c^3*x+1600*a^2*b^3*c^2*g*x+3040*a^2*b^3*c^2*p*x+384*a^2*b^3 *c^2*q*x+4064*a^2*b^3*c^2*r*x+55872*a^2*b^3*c^2*x^2+528*a^2*b^3*c*g^2*x+3216*a^ 2*b^3*c*g*p*x+320*a^2*b^3*c*g*q*x+4560*a^2*b^3*c*g*r*x+65808*a^2*b^3*c*g*x^2+ 2000*a^2*b^3*c*p^2*x+736*a^2*b^3*c*p*q*x+4112*a^2*b^3*c*p*r*x+51744*a^2*b^3*c*p *x^2+1008*a^2*b^3*c*q*r*x+25264*a^2*b^3*c*q*x^2+1520*a^2*b^3*c*r^2*x+36096*a^2* b^3*c*r*x^2+62576*a^2*b^3*c*x^3+704*a^2*b^3*g^2*p*x+40*a^2*b^3*g^2*q*x+1136*a^2 *b^3*g^2*r*x+17416*a^2*b^3*g^2*x^2+1168*a^2*b^3*g*p^2*x+384*a^2*b^3*g*p*q*x+ 2504*a^2*b^3*g*p*r*x+33080*a^2*b^3*g*p*x^2+584*a^2*b^3*g*q*r*x+15184*a^2*b^3*g* q*x^2+1032*a^2*b^3*g*r^2*x+26304*a^2*b^3*g*r*x^2+54264*a^2*b^3*g*x^3+368*a^2*b^ 3*p^3*x+248*a^2*b^3*p^2*q*x+952*a^2*b^3*p^2*r*x+10696*a^2*b^3*p^2*x^2+464*a^2*b ^3*p*q*r*x+11976*a^2*b^3*p*q*x^2+576*a^2*b^3*p*r^2*x+11960*a^2*b^3*p*r*x^2+ 10920*a^2*b^3*p*x^3+2264*a^2*b^3*q^2*x^2+112*a^2*b^3*q*r^2*x+7264*a^2*b^3*q*r*x ^2+14256*a^2*b^3*q*x^3+24*a^2*b^3*r^3*x+120*a^2*b^3*r^2*x^2-17912*a^2*b^3*r*x^3 -22440*a^2*b^3*x^4+1920*a^2*b^2*c^4*x+4352*a^2*b^2*c^3*g*x+6720*a^2*b^2*c^3*p*x +1408*a^2*b^2*c^3*q*x+8832*a^2*b^2*c^3*r*x+96384*a^2*b^2*c^3*x^2+3088*a^2*b^2*c ^2*g^2*x+12368*a^2*b^2*c^2*g*p*x+2240*a^2*b^2*c^2*g*q*x+16704*a^2*b^2*c^2*g*r*x +188944*a^2*b^2*c^2*g*x^2+6352*a^2*b^2*c^2*p^2*x+3776*a^2*b^2*c^2*p*q*x+13408*a ^2*b^2*c^2*p*r*x+125520*a^2*b^2*c^2*p*x^2+240*a^2*b^2*c^2*q^2*x+5152*a^2*b^2*c^ 2*q*r*x+73632*a^2*b^2*c^2*q*x^2+5472*a^2*b^2*c^2*r^2*x+82848*a^2*b^2*c^2*r*x^2+ 97472*a^2*b^2*c^2*x^3+696*a^2*b^2*c*g^3*x+6624*a^2*b^2*c*g^2*p*x+976*a^2*b^2*c* g^2*q*x+9432*a^2*b^2*c*g^2*r*x+111816*a^2*b^2*c*g^2*x^2+8304*a^2*b^2*c*g*p^2*x+ 4448*a^2*b^2*c*g*p*q*x+17944*a^2*b^2*c*g*p*r*x+173920*a^2*b^2*c*g*p*x^2+224*a^2 *b^2*c*g*q^2*x+6344*a^2*b^2*c*g*q*r*x+96112*a^2*b^2*c*g*q*x^2+7664*a^2*b^2*c*g* r^2*x+125960*a^2*b^2*c*g*r*x^2+182560*a^2*b^2*c*g*x^3+2296*a^2*b^2*c*p^3*x+2416 *a^2*b^2*c*p^2*q*x+6408*a^2*b^2*c*p^2*r*x+49928*a^2*b^2*c*p^2*x^2+472*a^2*b^2*c *p*q^2*x+5136*a^2*b^2*c*p*q*r*x+63960*a^2*b^2*c*p*q*x^2+4704*a^2*b^2*c*p*r^2*x+ 53664*a^2*b^2*c*p*r*x^2+25504*a^2*b^2*c*p*x^3+648*a^2*b^2*c*q^2*r*x+16640*a^2*b ^2*c*q^2*x^2+1840*a^2*b^2*c*q*r^2*x+38112*a^2*b^2*c*q*r*x^2+41248*a^2*b^2*c*q*x ^3+768*a^2*b^2*c*r^3*x+2640*a^2*b^2*c*r^2*x^2-76032*a^2*b^2*c*r*x^3-79104*a^2*b ^2*c*x^4+992*a^2*b^2*g^3*p*x+92*a^2*b^2*g^3*q*x+1576*a^2*b^2*g^3*r*x+19924*a^2* b^2*g^3*x^2+2424*a^2*b^2*g^2*p^2*x+1152*a^2*b^2*g^2*p*q*x+5436*a^2*b^2*g^2*p*r* x+55512*a^2*b^2*g^2*p*x^2+40*a^2*b^2*g^2*q^2*x+1788*a^2*b^2*g^2*q*r*x+28788*a^2 *b^2*g^2*q*x^2+2484*a^2*b^2*g^2*r^2*x+45156*a^2*b^2*g^2*r*x^2+78960*a^2*b^2*g^2 *x^3+1548*a^2*b^2*g*p^3*x+1532*a^2*b^2*g*p^2*q*x+4408*a^2*b^2*g*p^2*r*x+35624*a ^2*b^2*g*p^2*x^2+264*a^2*b^2*g*p*q^2*x+3360*a^2*b^2*g*p*q*r*x+44108*a^2*b^2*g*p *q*x^2+3348*a^2*b^2*g*p*r^2*x+41876*a^2*b^2*g*p*r*x^2+31972*a^2*b^2*g*p*x^3+392 *a^2*b^2*g*q^2*r*x+10844*a^2*b^2*g*q^2*x^2+1288*a^2*b^2*g*q*r^2*x+28880*a^2*b^2 *g*q*r*x^2+40796*a^2*b^2*g*q*x^3+576*a^2*b^2*g*r^3*x+3252*a^2*b^2*g*r^2*x^2-\ 50064*a^2*b^2*g*r*x^3-58712*a^2*b^2*g*x^4+296*a^2*b^2*p^4*x+448*a^2*b^2*p^3*q*x +1056*a^2*b^2*p^3*r*x+6316*a^2*b^2*p^3*x^2+152*a^2*b^2*p^2*q^2*x+1208*a^2*b^2*p ^2*q*r*x+12732*a^2*b^2*p^2*q*x^2+1120*a^2*b^2*p^2*r^2*x+8332*a^2*b^2*p^2*r*x^2-\ 3192*a^2*b^2*p^2*x^3+296*a^2*b^2*p*q^2*r*x+7404*a^2*b^2*p*q^2*x^2+720*a^2*b^2*p *q*r^2*x+11776*a^2*b^2*p*q*r*x^2+448*a^2*b^2*p*q*x^3+360*a^2*b^2*p*r^3*x-912*a^ 2*b^2*p*r^2*x^2-37404*a^2*b^2*p*r*x^3-27824*a^2*b^2*p*x^4+988*a^2*b^2*q^3*x^2+ 64*a^2*b^2*q^2*r^2*x+3652*a^2*b^2*q^2*r*x^2+3640*a^2*b^2*q^2*x^3+24*a^2*b^2*q*r ^3*x-1164*a^2*b^2*q*r^2*x^2-28836*a^2*b^2*q*r*x^3-27824*a^2*b^2*q*x^4-2016*a^2* b^2*r^3*x^2-20160*a^2*b^2*r^2*x^3-18480*a^2*b^2*r*x^4+960*a^2*b*c^5*x+3488*a^2* b*c^4*g*x+4416*a^2*b*c^4*p*x+1120*a^2*b*c^4*q*x+5568*a^2*b*c^4*r*x+57344*a^2*b* c^4*x^2+4240*a^2*b*c^3*g^2*x+13280*a^2*b*c^3*g*p*x+3056*a^2*b*c^3*g*q*x+17120*a ^2*b*c^3*g*r*x+177936*a^2*b*c^3*g*x^2+5584*a^2*b*c^3*p^2*x+3936*a^2*b*c^3*p*q*x +11536*a^2*b*c^3*p*r*x+97632*a^2*b*c^3*p*x^2+416*a^2*b*c^3*q^2*x+5296*a^2*b*c^3 *q*r*x+61296*a^2*b*c^3*q*x^2+4960*a^2*b*c^3*r^2*x+60560*a^2*b*c^3*r*x^2+51072*a ^2*b*c^3*x^3+2104*a^2*b*c^2*g^3*x+12912*a^2*b*c^2*g^2*p*x+2648*a^2*b*c^2*g^2*q* x+17176*a^2*b*c^2*g^2*r*x+181960*a^2*b*c^2*g^2*x^2+13032*a^2*b*c^2*g*p^2*x+8544 *a^2*b*c^2*g*p*q*x+27504*a^2*b*c^2*g*p*r*x+235688*a^2*b*c^2*g*p*x^2+768*a^2*b*c ^2*g*q^2*x+11760*a^2*b*c^2*g*q*r*x+142960*a^2*b*c^2*g*q*x^2+12016*a^2*b*c^2*g*r ^2*x+157408*a^2*b*c^2*g*r*x^2+168536*a^2*b*c^2*g*x^3+3032*a^2*b*c^2*p^3*x+3672* a^2*b*c^2*p^2*q*x+8520*a^2*b*c^2*p^2*r*x+57416*a^2*b*c^2*p^2*x^2+1128*a^2*b*c^2 *p*q^2*x+7968*a^2*b*c^2*p*q*r*x+76408*a^2*b*c^2*p*q*x^2+6832*a^2*b*c^2*p*r^2*x+ 58272*a^2*b*c^2*p*r*x^2+9176*a^2*b*c^2*p*x^3+48*a^2*b*c^2*q^3*x+1560*a^2*b*c^2* q^2*r*x+22968*a^2*b*c^2*q^2*x^2+3240*a^2*b*c^2*q*r^2*x+44456*a^2*b*c^2*q*r*x^2+ 28184*a^2*b*c^2*q*x^3+1488*a^2*b*c^2*r^3*x+3552*a^2*b*c^2*r^2*x^2-90856*a^2*b*c ^2*r*x^3-81560*a^2*b*c^2*x^4+368*a^2*b*c*g^4*x+4808*a^2*b*c*g^3*p*x+828*a^2*b*c *g^3*q*x+6732*a^2*b*c*g^3*r*x+73784*a^2*b*c*g^3*x^2+8896*a^2*b*c*g^2*p^2*x+5392 *a^2*b*c*g^2*p*q*x+19280*a^2*b*c*g^2*p*r*x+169228*a^2*b*c*g^2*p*x^2+404*a^2*b*c *g^2*q^2*x+7744*a^2*b*c*g^2*q*r*x+98404*a^2*b*c*g^2*q*x^2+8720*a^2*b*c*g^2*r^2* x+123912*a^2*b*c*g^2*r*x^2+162952*a^2*b*c*g^2*x^3+4804*a^2*b*c*g*p^3*x+5584*a^2 *b*c*g*p^2*q*x+13736*a^2*b*c*g*p^2*r*x+94320*a^2*b*c*g*p^2*x^2+1516*a^2*b*c*g*p *q^2*x+12328*a^2*b*c*g*p*q*r*x+123800*a^2*b*c*g*p*q*x^2+11104*a^2*b*c*g*p*r^2*x +103460*a^2*b*c*g*p*r*x^2+43560*a^2*b*c*g*p*x^3+48*a^2*b*c*g*q^3*x+2164*a^2*b*c *g*q^2*r*x+35204*a^2*b*c*g*q^2*x^2+5100*a^2*b*c*g*q*r^2*x+76924*a^2*b*c*g*q*r*x ^2+71216*a^2*b*c*g*q*x^3+2404*a^2*b*c*g*r^3*x+8904*a^2*b*c*g*r^2*x^2-134388*a^2 *b*c*g*r*x^3-132164*a^2*b*c*g*x^4+764*a^2*b*c*p^4*x+1336*a^2*b*c*p^3*q*x+2784*a ^2*b*c*p^3*r*x+14100*a^2*b*c*p^3*x^2+708*a^2*b*c*p^2*q^2*x+3840*a^2*b*c*p^2*q*r *x+29364*a^2*b*c*p^2*q*x^2+3268*a^2*b*c*p^2*r^2*x+17616*a^2*b*c*p^2*r*x^2-12032 *a^2*b*c*p^2*x^3+96*a^2*b*c*p*q^3*x+1540*a^2*b*c*p*q^2*r*x+19076*a^2*b*c*p*q^2* x^2+2832*a^2*b*c*p*q*r^2*x+26764*a^2*b*c*p*q*r*x^2-8480*a^2*b*c*p*q*x^3+1392*a^ 2*b*c*p*r^3*x-1812*a^2*b*c*p*r^2*x^2-83100*a^2*b*c*p*r*x^3-56708*a^2*b*c*p*x^4+ 132*a^2*b*c*q^3*r*x+3464*a^2*b*c*q^3*x^2+540*a^2*b*c*q^2*r^2*x+9840*a^2*b*c*q^2 *r*x^2+2864*a^2*b*c*q^2*x^3+456*a^2*b*c*q*r^3*x-1280*a^2*b*c*q*r^2*x^2-62692*a^ 2*b*c*q*r*x^3-53692*a^2*b*c*q*x^4+144*a^2*b*c*r^4*x-4044*a^2*b*c*r^3*x^2-40672* a^2*b*c*r^2*x^3-34728*a^2*b*c*r*x^4+560*a^2*b*g^4*p*x+64*a^2*b*g^4*q*x+864*a^2* b*g^4*r*x+10060*a^2*b*g^4*x^2+1792*a^2*b*g^3*p^2*x+984*a^2*b*g^3*p*q*x+4030*a^2 *b*g^3*p*r*x+36826*a^2*b*g^3*p*x^2+56*a^2*b*g^3*q^2*x+1526*a^2*b*g^3*q*r*x+ 20322*a^2*b*g^3*q*x^2+1926*a^2*b*g^3*r^2*x+30140*a^2*b*g^3*r*x^2+47654*a^2*b*g^ 3*x^3+1684*a^2*b*g^2*p^3*x+1878*a^2*b*g^2*p^2*q*x+4916*a^2*b*g^2*p^2*r*x+34820* a^2*b*g^2*p^2*x^2+456*a^2*b*g^2*p*q^2*x+4276*a^2*b*g^2*p*q*r*x+44804*a^2*b*g^2* p*q*x^2+4068*a^2*b*g^2*p*r^2*x+41794*a^2*b*g^2*p*r*x^2+29080*a^2*b*g^2*p*x^3+10 *a^2*b*g^2*q^3*x+692*a^2*b*g^2*q^2*r*x+12152*a^2*b*g^2*q^2*x^2+1846*a^2*b*g^2*q *r^2*x+30446*a^2*b*g^2*q*r*x^2+37202*a^2*b*g^2*q*x^3+900*a^2*b*g^2*r^3*x+4872*a ^2*b*g^2*r^2*x^2-43722*a^2*b*g^2*r*x^3-48842*a^2*b*g^2*x^4+616*a^2*b*g*p^4*x+ 1044*a^2*b*g*p^3*q*x+2276*a^2*b*g*p^3*r*x+11820*a^2*b*g*p^3*x^2+504*a^2*b*g*p^2 *q^2*x+3032*a^2*b*g*p^2*q*r*x+24346*a^2*b*g*p^2*q*x^2+2676*a^2*b*g*p^2*r^2*x+ 16002*a^2*b*g*p^2*r*x^2-5876*a^2*b*g*p^2*x^3+56*a^2*b*g*p*q^3*x+1114*a^2*b*g*p* q^2*r*x+15268*a^2*b*g*p*q^2*x^2+2240*a^2*b*g*p*q*r^2*x+23762*a^2*b*g*p*q*r*x^2-\ 44*a^2*b*g*p*q*x^3+1124*a^2*b*g*p*r^3*x-642*a^2*b*g*p*r^2*x^2-66888*a^2*b*g*p*r *x^3-48106*a^2*b*g*p*x^4+82*a^2*b*g*q^3*r*x+2568*a^2*b*g*q^3*x^2+398*a^2*b*g*q^ 2*r^2*x+8328*a^2*b*g*q^2*r*x^2+5488*a^2*b*g*q^2*x^3+348*a^2*b*g*q*r^3*x-684*a^2 *b*g*q*r^2*x^2-50482*a^2*b*g*q*r*x^3-46598*a^2*b*g*q*x^4+108*a^2*b*g*r^4*x-3492 *a^2*b*g*r^3*x^2-36996*a^2*b*g*r^2*x^3-35160*a^2*b*g*r*x^4+72*a^2*b*p^5*x+174*a ^2*b*p^4*q*x+330*a^2*b*p^4*r*x+1200*a^2*b*p^4*x^2+132*a^2*b*p^3*q^2*x+636*a^2*b *p^3*q*r*x+3566*a^2*b*p^3*q*x^2+516*a^2*b*p^3*r^2*x+1640*a^2*b*p^3*r*x^2-2694*a ^2*b*p^3*x^3+30*a^2*b*p^2*q^3*x+366*a^2*b*p^2*q^2*r*x+3686*a^2*b*p^2*q^2*x^2+ 678*a^2*b*p^2*q*r^2*x+3870*a^2*b*p^2*q*r*x^2-5484*a^2*b*p^2*q*x^3+330*a^2*b*p^2 *r^3*x-810*a^2*b*p^2*r^2*x^2-14328*a^2*b*p^2*r*x^3-7778*a^2*b*p^2*x^4+60*a^2*b* p*q^3*r*x+1474*a^2*b*p*q^3*x^2+216*a^2*b*p*q^2*r^2*x+2826*a^2*b*p*q^2*r*x^2-\ 2886*a^2*b*p*q^2*x^3+216*a^2*b*p*q*r^3*x-1348*a^2*b*p*q*r^2*x^2-24078*a^2*b*p*q *r*x^3-15556*a^2*b*p*q*x^4+72*a^2*b*p*r^4*x-1392*a^2*b*p*r^3*x^2-9296*a^2*b*p*r ^2*x^3-3420*a^2*b*p*r*x^4+154*a^2*b*q^4*x^2+12*a^2*b*q^3*r^2*x+596*a^2*b*q^3*r* x^2-96*a^2*b*q^3*x^3+6*a^2*b*q^2*r^3*x-630*a^2*b*q^2*r^2*x^2-9750*a^2*b*q^2*r*x ^3-7778*a^2*b*q^2*x^4-1170*a^2*b*q*r^3*x^2-8748*a^2*b*q*r^2*x^3-3420*a^2*b*q*r* x^4-216*a^2*b*r^4*x^2+1552*a^2*b*r^3*x^3+9120*a^2*b*r^2*x^4+480*a^2*c^5*g*x+256 *a^2*c^5*p*x+128*a^2*c^5*r*x+4928*a^2*c^5*x^2+1264*a^2*c^4*g^2*x+2816*a^2*c^4*g *p*x+560*a^2*c^4*g*q*x+3088*a^2*c^4*g*r*x+39056*a^2*c^4*g*x^2+784*a^2*c^4*p^2*x +128*a^2*c^4*p*q*x+1248*a^2*c^4*p*r*x+15328*a^2*c^4*p*x^2+64*a^2*c^4*q*r*x+4384 *a^2*c^4*q*x^2+560*a^2*c^4*r^2*x+8656*a^2*c^4*r*x^2+7984*a^2*c^4*x^3+1176*a^2*c ^3*g^3*x+5440*a^2*c^3*g^2*p*x+1176*a^2*c^3*g^2*q*x+6592*a^2*c^3*g^2*r*x+72072*a ^2*c^3*g^2*x^2+4344*a^2*c^3*g*p^2*x+2272*a^2*c^3*g*p*q*x+8352*a^2*c^3*g*p*r*x+ 76048*a^2*c^3*g*p*x^2+208*a^2*c^3*g*q^2*x+2800*a^2*c^3*g*q*r*x+39488*a^2*c^3*g* q*x^2+3672*a^2*c^3*g*r^2*x+46040*a^2*c^3*g*r*x^2+38952*a^2*c^3*g*x^3+816*a^2*c^ 3*p^3*x+312*a^2*c^3*p^2*q*x+2152*a^2*c^3*p^2*r*x+16192*a^2*c^3*p^2*x^2+480*a^2* c^3*p*q*r*x+10240*a^2*c^3*p*q*x^2+1936*a^2*c^3*p*r^2*x+18680*a^2*c^3*p*r*x^2+ 11672*a^2*c^3*p*x^3+960*a^2*c^3*q^2*x^2+216*a^2*c^3*q*r^2*x+5864*a^2*c^3*q*r*x^ 2+5624*a^2*c^3*q*x^3+584*a^2*c^3*r^3*x+4720*a^2*c^3*r^2*x^2-9904*a^2*c^3*r*x^3-\ 13656*a^2*c^3*x^4+468*a^2*c^2*g^4*x+3896*a^2*c^2*g^3*p*x+812*a^2*c^2*g^3*q*x+ 4996*a^2*c^2*g^3*r*x+52652*a^2*c^2*g^3*x^2+5928*a^2*c^2*g^2*p^2*x+3568*a^2*c^2* g^2*p*q*x+12160*a^2*c^2*g^2*p*r*x+101960*a^2*c^2*g^2*p*x^2+324*a^2*c^2*g^2*q^2* x+4712*a^2*c^2*g^2*q*r*x+58832*a^2*c^2*g^2*q*x^2+5480*a^2*c^2*g^2*r^2*x+66984*a ^2*c^2*g^2*r*x^2+65224*a^2*c^2*g^2*x^3+2760*a^2*c^2*g*p^3*x+2404*a^2*c^2*g*p^2* q*x+7728*a^2*c^2*g*p^2*r*x+51140*a^2*c^2*g*p^2*x^2+564*a^2*c^2*g*p*q^2*x+4880*a ^2*c^2*g*p*q*r*x+54344*a^2*c^2*g*p*q*x^2+6684*a^2*c^2*g*p*r^2*x+56772*a^2*c^2*g *p*r*x^2+20612*a^2*c^2*g*p*x^3+24*a^2*c^2*g*q^3*x+780*a^2*c^2*g*q^2*r*x+13308*a ^2*c^2*g*q^2*x^2+2028*a^2*c^2*g*q*r^2*x+31980*a^2*c^2*g*q*r*x^2+25272*a^2*c^2*g *q*x^3+1772*a^2*c^2*g*r^3*x+9456*a^2*c^2*g*r^2*x^2-58620*a^2*c^2*g*r*x^3-58684* a^2*c^2*g*x^4+356*a^2*c^2*p^4*x+224*a^2*c^2*p^3*q*x+1296*a^2*c^2*p^3*r*x+7160*a ^2*c^2*p^3*x^2+536*a^2*c^2*p^2*q*r*x+7116*a^2*c^2*p^2*q*x^2+1668*a^2*c^2*p^2*r^ 2*x+12272*a^2*c^2*p^2*r*x^2+5684*a^2*c^2*p^2*x^3+1456*a^2*c^2*p*q^2*x^2+432*a^2 *c^2*p*q*r^2*x+7288*a^2*c^2*p*q*r*x^2+4244*a^2*c^2*p*q*x^3+872*a^2*c^2*p*r^3*x+ 5296*a^2*c^2*p*r^2*x^2-12472*a^2*c^2*p*r*x^3-13656*a^2*c^2*p*x^4+760*a^2*c^2*q^ 2*r*x^2+112*a^2*c^2*q*r^3*x+1416*a^2*c^2*q*r^2*x^2-6136*a^2*c^2*q*r*x^3-7980*a^ 2*c^2*q*x^4+144*a^2*c^2*r^4*x+348*a^2*c^2*r^3*x^2-7096*a^2*c^2*r^2*x^3-7360*a^2 *c^2*r*x^4+68*a^2*c*g^5*x+1144*a^2*c*g^4*p*x+210*a^2*c*g^4*q*x+1556*a^2*c*g^4*r *x+16586*a^2*c*g^4*x^2+2864*a^2*c*g^3*p^2*x+1752*a^2*c*g^3*p*q*x+6130*a^2*c*g^3 *p*r*x+50722*a^2*c*g^3*p*x^2+146*a^2*c*g^3*q^2*x+2450*a^2*c*g^3*q*r*x+29702*a^2 *c*g^3*q*x^2+2866*a^2*c*g^3*r^2*x+36696*a^2*c*g^3*r*x^2+43532*a^2*c*g^3*x^3+ 2408*a^2*c*g^2*p^3*x+2508*a^2*c*g^2*p^2*q*x+6990*a^2*c*g^2*p^2*r*x+44054*a^2*c* g^2*p^2*x^2+640*a^2*c*g^2*p*q^2*x+5400*a^2*c*g^2*p*q*r*x+53658*a^2*c*g^2*p*q*x^ 2+6084*a^2*c*g^2*p*r^2*x+50558*a^2*c*g^2*p*r*x^2+20840*a^2*c*g^2*p*x^3+24*a^2*c *g^2*q^3*x+920*a^2*c*g^2*q^2*r*x+14522*a^2*c*g^2*q^2*x^2+2330*a^2*c*g^2*q*r^2*x +33862*a^2*c*g^2*q*r*x^2+30650*a^2*c*g^2*q*x^3+1570*a^2*c*g^2*r^3*x+7418*a^2*c* g^2*r^2*x^2-55528*a^2*c*g^2*r*x^3-54640*a^2*c*g^2*x^4+748*a^2*c*g*p^4*x+932*a^2 *c*g*p^3*q*x+2788*a^2*c*g*p^3*r*x+13896*a^2*c*g*p^3*x^2+354*a^2*c*g*p^2*q^2*x+ 2564*a^2*c*g*p^2*q*r*x+22250*a^2*c*g*p^2*q*x^2+3504*a^2*c*g*p^2*r^2*x+21396*a^2 *c*g*p^2*r*x^2-436*a^2*c*g*p^2*x^3+48*a^2*c*g*p*q^3*x+770*a^2*c*g*p*q^2*r*x+ 11322*a^2*c*g*p*q^2*x^2+1944*a^2*c*g*p*q*r^2*x+21894*a^2*c*g*p*q*r*x^2+2304*a^2 *c*g*p*q*x^3+1716*a^2*c*g*p*r^3*x+5410*a^2*c*g*p*r^2*x^2-52048*a^2*c*g*p*r*x^3-\ 40720*a^2*c*g*p*x^4+66*a^2*c*g*q^3*r*x+1732*a^2*c*g*q^3*x^2+270*a^2*c*g*q^2*r^2 *x+5888*a^2*c*g*q^2*r*x^2+2756*a^2*c*g*q^2*x^3+368*a^2*c*g*q*r^3*x+1436*a^2*c*g *q*r^2*x^2-34094*a^2*c*g*q*r*x^3-32870*a^2*c*g*q*x^4+252*a^2*c*g*r^4*x-1218*a^2 *c*g*r^3*x^2-26284*a^2*c*g*r^2*x^3-24920*a^2*c*g*r*x^4+56*a^2*c*p^5*x+50*a^2*c* p^4*q*x+258*a^2*c*p^4*r*x+1140*a^2*c*p^4*x^2+156*a^2*c*p^3*q*r*x+1546*a^2*c*p^3 *q*x^2+420*a^2*c*p^3*r^2*x+2548*a^2*c*p^3*r*x^2+922*a^2*c*p^3*x^3+464*a^2*c*p^2 *q^2*x^2+162*a^2*c*p^2*q*r^2*x+2064*a^2*c*p^2*q*r*x^2+716*a^2*c*p^2*q*x^3+290*a ^2*c*p^2*r^3*x+1366*a^2*c*p^2*r^2*x^2-3760*a^2*c*p^2*r*x^3-3414*a^2*c*p^2*x^4+ 218*a^2*c*p*q^2*r*x^2-554*a^2*c*p*q^2*x^3+56*a^2*c*p*q*r^3*x+192*a^2*c*p*q*r^2* x^2-4518*a^2*c*p*q*r*x^3-3990*a^2*c*p*q*x^4+72*a^2*c*p*r^4*x-204*a^2*c*p*r^3*x^ 2-4412*a^2*c*p*r^2*x^3-3680*a^2*c*p*r*x^4-336*a^2*c*q^3*x^3-120*a^2*c*q^2*r^2*x ^2-1884*a^2*c*q^2*r*x^3-1396*a^2*c*q^2*x^4-324*a^2*c*q*r^3*x^2-2088*a^2*c*q*r^2 *x^3-324*a^2*c*q*r*x^4-216*a^2*c*r^4*x^2-360*a^2*c*r^3*x^3+2160*a^2*c*r^2*x^4+ 110*a^2*g^5*p*x+14*a^2*g^5*q*x+164*a^2*g^5*r*x+1852*a^2*g^5*x^2+444*a^2*g^4*p^2 *x+260*a^2*g^4*p*q*x+991*a^2*g^4*p*r*x+8419*a^2*g^4*p*x^2+18*a^2*g^4*q^2*x+393* a^2*g^4*q*r*x+4805*a^2*g^4*q*x^2+487*a^2*g^4*r^2*x+6816*a^2*g^4*r*x^2+9830*a^2* g^4*x^3+582*a^2*g^3*p^3*x+644*a^2*g^3*p^2*q*x+1739*a^2*g^3*p^2*r*x+10945*a^2*g^ 3*p^2*x^2+162*a^2*g^3*p*q^2*x+1452*a^2*g^3*p*q*r*x+13991*a^2*g^3*p*q*x^2+1548*a ^2*g^3*p*r^2*x+13471*a^2*g^3*p*r*x^2+8083*a^2*g^3*p*x^3+5*a^2*g^3*q^3*x+248*a^2 *g^3*q^2*r*x+3852*a^2*g^3*q^2*x^2+660*a^2*g^3*q*r^2*x+9670*a^2*g^3*q*r*x^2+ 10769*a^2*g^3*q*x^3+405*a^2*g^3*r^3*x+2121*a^2*g^3*r^2*x^2-13195*a^2*g^3*r*x^3-\ 13946*a^2*g^3*x^4+328*a^2*g^2*p^4*x+486*a^2*g^2*p^3*q*x+1248*a^2*g^2*p^3*r*x+ 5964*a^2*g^2*p^3*x^2+214*a^2*g^2*p^2*q^2*x+1402*a^2*g^2*p^2*q*r*x+10995*a^2*g^2 *p^2*q*x^2+1576*a^2*g^2*p^2*r^2*x+9144*a^2*g^2*p^2*r*x^2-771*a^2*g^2*p^2*x^3+28 *a^2*g^2*p*q^3*x+483*a^2*g^2*p*q^2*r*x+6311*a^2*g^2*p*q^2*x^2+1096*a^2*g^2*p*q* r^2*x+11371*a^2*g^2*p*q*r*x^2+2077*a^2*g^2*p*q*x^3+764*a^2*g^2*p*r^3*x+1741*a^2 *g^2*p*r^2*x^2-26224*a^2*g^2*p*r*x^3-19866*a^2*g^2*p*x^4+41*a^2*g^2*q^3*r*x+ 1037*a^2*g^2*q^3*x^2+183*a^2*g^2*q^2*r^2*x+3545*a^2*g^2*q^2*r*x^2+2496*a^2*g^2* q^2*x^3+210*a^2*g^2*q*r^3*x+633*a^2*g^2*q*r^2*x^2-17872*a^2*g^2*q*r*x^3-17360*a ^2*g^2*q*x^4+108*a^2*g^2*r^4*x-927*a^2*g^2*r^3*x^2-14658*a^2*g^2*r^2*x^3-14898* a^2*g^2*r*x^4+64*a^2*g*p^5*x+112*a^2*g*p^4*q*x+294*a^2*g*p^4*r*x+1170*a^2*g*p^4 *x^2+66*a^2*g*p^3*q^2*x+396*a^2*g*p^3*q*r*x+2556*a^2*g*p^3*q*x^2+468*a^2*g*p^3* r^2*x+2094*a^2*g*p^3*r*x^2-886*a^2*g*p^3*x^3+15*a^2*g*p^2*q^3*x+183*a^2*g*p^2*q ^2*r*x+2075*a^2*g*p^2*q^2*x^2+420*a^2*g*p^2*q*r^2*x+2967*a^2*g*p^2*q*r*x^2-2384 *a^2*g*p^2*q*x^3+310*a^2*g*p^2*r^3*x+278*a^2*g*p^2*r^2*x^2-9044*a^2*g*p^2*r*x^3 -5596*a^2*g*p^2*x^4+30*a^2*g*p*q^3*r*x+737*a^2*g*p*q^3*x^2+108*a^2*g*p*q^2*r^2* x+1522*a^2*g*p*q^2*r*x^2-1720*a^2*g*p*q^2*x^3+136*a^2*g*p*q*r^3*x-578*a^2*g*p*q *r^2*x^2-14298*a^2*g*p*q*r*x^3-9773*a^2*g*p*q*x^4+72*a^2*g*p*r^4*x-798*a^2*g*p* r^3*x^2-6854*a^2*g*p*r^2*x^3-3550*a^2*g*p*r*x^4+77*a^2*g*q^4*x^2+6*a^2*g*q^3*r^ 2*x+298*a^2*g*q^3*r*x^2-216*a^2*g*q^3*x^3+3*a^2*g*q^2*r^3*x-375*a^2*g*q^2*r^2*x ^2-5817*a^2*g*q^2*r*x^3-4587*a^2*g*q^2*x^4-747*a^2*g*q*r^3*x^2-5418*a^2*g*q*r^2 *x^3-1872*a^2*g*q*r*x^4-216*a^2*g*r^4*x^2+596*a^2*g*r^3*x^3+5640*a^2*g*r^2*x^4+ 1248*a*b^5*c*x^2+736*a*b^5*g*x^2+752*a*b^5*p*x^2+512*a*b^5*r*x^2+3200*a*b^5*x^3 +192*a*b^4*c^3*x+256*a*b^4*c^2*g*x+416*a*b^4*c^2*p*x+576*a*b^4*c^2*r*x+12256*a* b^4*c^2*x^2+80*a*b^4*c*g^2*x+448*a*b^4*c*g*p*x+656*a*b^4*c*g*r*x+15696*a*b^4*c* g*x^2+240*a*b^4*c*p^2*x+480*a*b^4*c*p*r*x+11296*a*b^4*c*p*x^2+3712*a*b^4*c*q*x^ 2+96*a*b^4*c*r^2*x+6896*a*b^4*c*r*x^2+19920*a*b^4*c*x^3+88*a*b^4*g^2*p*x+160*a* b^4*g^2*r*x+4120*a*b^4*g^2*x^2+160*a*b^4*g*p^2*x+336*a*b^4*g*p*r*x+8304*a*b^4*g *p*x^2+2504*a*b^4*g*q*x^2+96*a*b^4*g*r^2*x+6176*a*b^4*g*r*x^2+19720*a*b^4*g*x^3 +40*a*b^4*p^3*x+72*a*b^4*p^2*r*x+2336*a*b^4*p^2*x^2+2008*a*b^4*p*q*x^2+2344*a*b ^4*p*r*x^2+4320*a*b^4*p*x^3+984*a*b^4*q*r*x^2+5432*a*b^4*q*x^3-24*a*b^4*r^3*x-\ 376*a*b^4*r^2*x^2-4312*a*b^4*r*x^3-7480*a*b^4*x^4+768*a*b^3*c^4*x+1664*a*b^3*c^ 3*g*x+2272*a*b^3*c^3*p*x+320*a*b^3*c^3*q*x+3104*a*b^3*c^3*r*x+40288*a*b^3*c^3*x ^2+1120*a*b^3*c^2*g^2*x+4080*a*b^3*c^2*g*p*x+448*a*b^3*c^2*g*q*x+5696*a*b^3*c^2 *g*r*x+80784*a*b^3*c^2*g*x^2+1984*a*b^3*c^2*p^2*x+800*a*b^3*c^2*p*q*x+4240*a*b^ 3*c^2*p*r*x+51328*a*b^3*c^2*p*x^2+1104*a*b^3*c^2*q*r*x+25904*a*b^3*c^2*q*x^2+ 1392*a*b^3*c^2*r^2*x+31424*a*b^3*c^2*r*x^2+51392*a*b^3*c^2*x^3+240*a*b^3*c*g^3* x+2056*a*b^3*c*g^2*p*x+160*a*b^3*c*g^2*q*x+3088*a*b^3*c*g^2*r*x+47272*a*b^3*c*g ^2*x^2+2640*a*b^3*c*g*p^2*x+896*a*b^3*c*g*p*q*x+5728*a*b^3*c*g*p*r*x+74800*a*b^ 3*c*g*p*x^2+1312*a*b^3*c*g*q*r*x+34800*a*b^3*c*g*q*x^2+2032*a*b^3*c*g*r^2*x+ 51176*a*b^3*c*g*r*x^2+99648*a*b^3*c*g*x^3+664*a*b^3*c*p^3*x+480*a*b^3*c*p^2*q*x +1736*a*b^3*c*p^2*r*x+20016*a*b^3*c*p^2*x^2+960*a*b^3*c*p*q*r*x+22720*a*b^3*c*p *q*x^2+928*a*b^3*c*p*r^2*x+20480*a*b^3*c*p*r*x^2+18688*a*b^3*c*p*x^3+4008*a*b^3 *c*q^2*x^2+192*a*b^3*c*q*r^2*x+11920*a*b^3*c*q*r*x^2+25504*a*b^3*c*q*x^3-24*a*b ^3*c*r^3*x-1200*a*b^3*c*r^2*x^2-33048*a*b^3*c*r*x^3-42304*a*b^3*c*x^4+276*a*b^3 *g^3*p*x+8*a*b^3*g^3*q*x+496*a*b^3*g^3*r*x+8116*a*b^3*g^3*x^2+744*a*b^3*g^2*p^2 *x+200*a*b^3*g^2*p*q*x+1704*a*b^3*g^2*p*r*x+24068*a*b^3*g^2*p*x^2+344*a*b^3*g^2 *q*r*x+10152*a*b^3*g^2*q*x^2+680*a*b^3*g^2*r^2*x+19008*a*b^3*g^2*r*x^2+44160*a* b^3*g^2*x^3+492*a*b^3*g*p^3*x+328*a*b^3*g*p^2*q*x+1300*a*b^3*g*p^2*r*x+15680*a* b^3*g*p^2*x^2+688*a*b^3*g*p*q*r*x+17160*a*b^3*g*p*q*x^2+752*a*b^3*g*p*r^2*x+ 17648*a*b^3*g*p*r*x^2+20856*a*b^3*g*p*x^3+2824*a*b^3*g*q^2*x^2+176*a*b^3*g*q*r^ 2*x+10320*a*b^3*g*q*r*x^2+25296*a*b^3*g*q*x^3+4*a*b^3*g*r^3*x-200*a*b^3*g*r^2*x ^2-23892*a*b^3*g*r*x^3-34472*a*b^3*g*x^4+72*a*b^3*p^4*x+72*a*b^3*p^3*q*x+216*a* b^3*p^3*r*x+2344*a*b^3*p^3*x^2+144*a*b^3*p^2*q*r*x+4244*a*b^3*p^2*q*x^2+144*a*b ^3*p^2*r^2*x+2848*a*b^3*p^2*r*x^2-416*a*b^3*p^2*x^3+1900*a*b^3*p*q^2*x^2+3408*a *b^3*p*q*r*x^2+2584*a*b^3*p*q*x^3-24*a*b^3*p*r^3*x-952*a*b^3*p*r^2*x^2-15712*a* b^3*p*r*x^3-13912*a*b^3*p*x^4+664*a*b^3*q^2*r*x^2+3000*a*b^3*q^2*x^3-48*a*b^3*q *r^3*x-1176*a*b^3*q*r^2*x^2-11428*a*b^3*q*r*x^3-13912*a*b^3*q*x^4-24*a*b^3*r^4* x-1008*a*b^3*r^3*x^2-9064*a*b^3*r^2*x^3-9240*a*b^3*r*x^4+960*a*b^2*c^5*x+3040*a *b^2*c^4*g*x+3616*a*b^2*c^4*p*x+832*a*b^2*c^4*q*x+4896*a*b^2*c^4*r*x+52064*a*b^ 2*c^4*x^2+3328*a*b^2*c^3*g^2*x+9888*a*b^2*c^3*g*p*x+1920*a*b^2*c^3*g*q*x+13472* a*b^2*c^3*g*r*x+152160*a*b^2*c^3*g*x^2+4064*a*b^2*c^3*p^2*x+2688*a*b^2*c^3*p*q* x+8800*a*b^2*c^3*p*r*x+83184*a*b^2*c^3*p*x^2+176*a*b^2*c^3*q^2*x+3712*a*b^2*c^3 *q*r*x+52752*a*b^2*c^3*q*x^2+3344*a*b^2*c^3*r^2*x+51104*a*b^2*c^3*r*x^2+56640*a *b^2*c^3*x^3+1528*a*b^2*c^2*g^3*x+8728*a*b^2*c^2*g^2*p*x+1408*a*b^2*c^2*g^2*q*x +12264*a*b^2*c^2*g^2*r*x+146968*a*b^2*c^2*g^2*x^2+9144*a*b^2*c^2*g*p^2*x+5152*a *b^2*c^2*g*p*q*x+19944*a*b^2*c^2*g*p*r*x+197248*a*b^2*c^2*g*p*x^2+256*a*b^2*c^2 *g*q^2*x+7304*a*b^2*c^2*g*q*r*x+113216*a*b^2*c^2*g*q*x^2+7864*a*b^2*c^2*g*r^2*x +130264*a*b^2*c^2*g*r*x^2+175688*a*b^2*c^2*g*x^3+1952*a*b^2*c^2*p^3*x+2336*a*b^ 2*c^2*p^2*q*x+5400*a*b^2*c^2*p^2*r*x+45672*a*b^2*c^2*p^2*x^2+488*a*b^2*c^2*p*q^ 2*x+5040*a*b^2*c^2*p*q*r*x+63712*a*b^2*c^2*p*q*x^2+3592*a*b^2*c^2*p*r^2*x+45488 *a*b^2*c^2*p*r*x^2+18408*a*b^2*c^2*p*x^3+672*a*b^2*c^2*q^2*r*x+17384*a*b^2*c^2* q^2*x^2+1632*a*b^2*c^2*q*r^2*x+35376*a*b^2*c^2*q*r*x^2+39560*a*b^2*c^2*q*x^3+ 384*a*b^2*c^2*r^3*x-1416*a*b^2*c^2*r^2*x^2-79160*a*b^2*c^2*r*x^3-81560*a*b^2*c^ 2*x^4+252*a*b^2*c*g^4*x+2952*a*b^2*c*g^3*p*x+360*a*b^2*c*g^3*q*x+4448*a*b^2*c*g ^3*r*x+56528*a*b^2*c*g^3*x^2+5840*a*b^2*c*g^2*p^2*x+2848*a*b^2*c*g^2*p*q*x+ 13064*a*b^2*c*g^2*p*r*x+136636*a*b^2*c*g^2*p*x^2+100*a*b^2*c*g^2*q^2*x+4304*a*b ^2*c*g^2*q*r*x+72376*a*b^2*c*g^2*q*x^2+5428*a*b^2*c*g^2*r^2*x+99240*a*b^2*c*g^2 *r*x^2+162264*a*b^2*c*g^2*x^3+3200*a*b^2*c*g*p^3*x+3320*a*b^2*c*g*p^2*q*x+8956* a*b^2*c*g*p^2*r*x+77492*a*b^2*c*g*p^2*x^2+560*a*b^2*c*g*p*q^2*x+7280*a*b^2*c*g* p*q*r*x+99212*a*b^2*c*g*p*q*x^2+6208*a*b^2*c*g*p*r^2*x+84316*a*b^2*c*g*p*r*x^2+ 58640*a*b^2*c*g*p*x^3+820*a*b^2*c*g*q^2*r*x+24408*a*b^2*c*g*q^2*x^2+2480*a*b^2* c*g*q*r^2*x+59276*a*b^2*c*g*q*r*x^2+83848*a*b^2*c*g*q*x^3+788*a*b^2*c*g*r^3*x+ 2388*a*b^2*c*g*r^2*x^2-112956*a*b^2*c*g*r*x^3-132164*a*b^2*c*g*x^4+436*a*b^2*c* p^4*x+752*a*b^2*c*p^3*q*x+1464*a*b^2*c*p^3*r*x+10484*a*b^2*c*p^3*x^2+300*a*b^2* c*p^2*q^2*x+2032*a*b^2*c*p^2*q*r*x+23036*a*b^2*c*p^2*q*x^2+1388*a*b^2*c*p^2*r^2 *x+12144*a*b^2*c*p^2*r*x^2-8256*a*b^2*c*p^2*x^3+600*a*b^2*c*p*q^2*r*x+14268*a*b ^2*c*p*q^2*x^2+1072*a*b^2*c*p*q*r^2*x+19864*a*b^2*c*p*q*r*x^2+176*a*b^2*c*p*q*x ^3+312*a*b^2*c*p*r^3*x-3908*a*b^2*c*p*r^2*x^2-70892*a*b^2*c*p*r*x^3-53692*a*b^2 *c*p*x^4+1848*a*b^2*c*q^3*x^2+120*a*b^2*c*q^2*r^2*x+6480*a*b^2*c*q^2*r*x^2+8064 *a*b^2*c*q^2*x^3-48*a*b^2*c*q*r^3*x-4080*a*b^2*c*q*r^2*x^2-58068*a*b^2*c*q*r*x^ 3-56708*a*b^2*c*q*x^4-48*a*b^2*c*r^4*x-4212*a*b^2*c*r^3*x^2-38240*a*b^2*c*r^2*x ^3-34728*a*b^2*c*r*x^4+304*a*b^2*g^4*p*x+16*a*b^2*g^4*q*x+536*a*b^2*g^4*r*x+ 7288*a*b^2*g^4*x^2+1092*a*b^2*g^3*p^2*x+448*a*b^2*g^3*p*q*x+2572*a*b^2*g^3*p*r* x+28584*a*b^2*g^3*p*x^2+8*a*b^2*g^3*q^2*x+772*a*b^2*g^3*q*r*x+13930*a*b^2*g^3*q *x^2+1160*a*b^2*g^3*r^2*x+23462*a*b^2*g^3*r*x^2+45842*a*b^2*g^3*x^3+1098*a*b^2* g^2*p^3*x+1020*a*b^2*g^2*p^2*q*x+3124*a*b^2*g^2*p^2*r*x+28520*a*b^2*g^2*p^2*x^2 +134*a*b^2*g^2*p*q^2*x+2336*a*b^2*g^2*p*q*r*x+34424*a*b^2*g^2*p*q*x^2+2250*a*b^ 2*g^2*p*r^2*x+34100*a*b^2*g^2*p*r*x^2+34054*a*b^2*g^2*p*x^3+224*a*b^2*g^2*q^2*r *x+7712*a*b^2*g^2*q^2*x^2+860*a*b^2*g^2*q*r^2*x+22816*a*b^2*g^2*q*r*x^2+40416*a *b^2*g^2*q*x^3+312*a*b^2*g^2*r^3*x+2442*a*b^2*g^2*r^2*x^2-35118*a*b^2*g^2*r*x^3 -48842*a*b^2*g^2*x^4+376*a*b^2*g*p^4*x+592*a*b^2*g*p^3*q*x+1292*a*b^2*g*p^3*r*x +9222*a*b^2*g*p^3*x^2+208*a*b^2*g*p^2*q^2*x+1612*a*b^2*g*p^2*q*r*x+19156*a*b^2* g*p^2*q*x^2+1276*a*b^2*g*p^2*r^2*x+11892*a*b^2*g*p^2*r*x^2-3200*a*b^2*g*p^2*x^3 +436*a*b^2*g*p*q^2*r*x+11182*a*b^2*g*p*q^2*x^2+896*a*b^2*g*p*q*r^2*x+17828*a*b^ 2*g*p*q*r*x^2+5860*a*b^2*g*p*q*x^3+324*a*b^2*g*p*r^3*x-2322*a*b^2*g*p*r^2*x^2-\ 58262*a*b^2*g*p*r*x^3-46598*a*b^2*g*p*x^4+1314*a*b^2*g*q^3*x^2+104*a*b^2*g*q^2* r^2*x+5538*a*b^2*g*q^2*r*x^2+8876*a*b^2*g*q^2*x^3-20*a*b^2*g*q*r^3*x-2694*a*b^2 *g*q*r^2*x^2-45648*a*b^2*g*q*r*x^3-48106*a*b^2*g*q*x^4-36*a*b^2*g*r^4*x-3708*a* b^2*g*r^3*x^2-35196*a*b^2*g*r^2*x^3-35160*a*b^2*g*r*x^4+42*a*b^2*p^5*x+84*a*b^2 *p^4*q*x+174*a*b^2*p^4*r*x+958*a*b^2*p^4*x^2+42*a*b^2*p^3*q^2*x+264*a*b^2*p^3*q *r*x+2686*a*b^2*p^3*q*x^2+222*a*b^2*p^3*r^2*x+1244*a*b^2*p^3*r*x^2-2072*a*b^2*p ^3*x^3+90*a*b^2*p^2*q^2*r*x+2498*a*b^2*p^2*q^2*x^2+180*a*b^2*p^2*q*r^2*x+2664*a *b^2*p^2*q*r*x^2-3618*a*b^2*p^2*q*x^3+90*a*b^2*p^2*r^3*x-756*a*b^2*p^2*r^2*x^2-\ 12546*a*b^2*p^2*r*x^3-7778*a*b^2*p^2*x^4+770*a*b^2*p*q^3*x^2+1602*a*b^2*p*q^2*r *x^2-1020*a*b^2*p*q^2*x^3-24*a*b^2*p*q*r^3*x-1546*a*b^2*p*q*r^2*x^2-20514*a*b^2 *p*q*r*x^3-15556*a*b^2*p*q*x^4-846*a*b^2*p*r^3*x^2-7668*a*b^2*p*r^2*x^3-3420*a* b^2*p*r*x^4+182*a*b^2*q^3*r*x^2+526*a*b^2*q^3*x^3-30*a*b^2*q^2*r^3*x-882*a*b^2* q^2*r^2*x^2-7968*a*b^2*q^2*r*x^3-7778*a*b^2*q^2*x^4-24*a*b^2*q*r^4*x-900*a*b^2* q*r^3*x^2-7120*a*b^2*q*r^2*x^3-3420*a*b^2*q*r*x^4+144*a*b^2*r^4*x^2+2608*a*b^2* r^3*x^3+9120*a*b^2*r^2*x^4+384*a*b*c^6*x+1824*a*b*c^5*g*x+1824*a*b*c^5*p*x+512* a*b*c^5*q*x+2400*a*b*c^5*r*x+24224*a*b*c^5*x^2+3056*a*b*c^4*g^2*x+7616*a*b*c^4* g*p*x+1872*a*b*c^4*g*q*x+10048*a*b*c^4*g*r*x+104944*a*b*c^4*g*x^2+2560*a*b*c^4* p^2*x+2048*a*b*c^4*p*q*x+5408*a*b*c^4*p*r*x+47424*a*b*c^4*p*x^2+224*a*b*c^4*q^2 *x+2816*a*b*c^4*q*r*x+32832*a*b*c^4*q*x^2+2208*a*b*c^4*r^2*x+28304*a*b*c^4*r*x^ 2+22848*a*b*c^4*x^3+2328*a*b*c^3*g^3*x+10736*a*b*c^3*g^2*p*x+2328*a*b*c^3*g^2*q *x+14400*a*b*c^3*g^2*r*x+155592*a*b*c^3*g^2*x^2+9176*a*b*c^3*g*p^2*x+6432*a*b*c ^3*g*p*q*x+19560*a*b*c^3*g*p*r*x+174672*a*b*c^3*g*p*x^2+576*a*b*c^3*g*q^2*x+ 8936*a*b*c^3*g*q*r*x+111528*a*b*c^3*g*q*x^2+8104*a*b*c^3*g*r^2*x+110360*a*b*c^3 *g*r*x^2+112064*a*b*c^3*g*x^3+1656*a*b*c^3*p^3*x+2280*a*b*c^3*p^2*q*x+4560*a*b* c^3*p^2*r*x+34472*a*b*c^3*p^2*x^2+776*a*b*c^3*p*q^2*x+5008*a*b*c^3*p*q*r*x+ 50192*a*b*c^3*p*q*x^2+3376*a*b*c^3*p*r^2*x+32424*a*b*c^3*p*r*x^2+1344*a*b*c^3*p *x^3+32*a*b*c^3*q^3*x+1080*a*b*c^3*q^2*r*x+16664*a*b*c^3*q^2*x^2+1896*a*b*c^3*q *r^2*x+28296*a*b*c^3*q*r*x^2+17920*a*b*c^3*q*x^3+592*a*b*c^3*r^3*x-560*a*b*c^3* r^2*x^2-64480*a*b*c^3*r*x^3-58128*a*b*c^3*x^4+828*a*b*c^2*g^4*x+6504*a*b*c^2*g^ 3*p*x+1220*a*b*c^2*g^3*q*x+9040*a*b*c^2*g^3*r*x+101204*a*b*c^2*g^3*x^2+10356*a* b*c^2*g^2*p^2*x+6480*a*b*c^2*g^2*p*q*x+22468*a*b*c^2*g^2*p*r*x+206364*a*b*c^2*g ^2*p*x^2+472*a*b*c^2*g^2*q^2*x+9284*a*b*c^2*g^2*q*r*x+123288*a*b*c^2*g^2*q*x^2+ 9564*a*b*c^2*g^2*r^2*x+140436*a*b*c^2*g^2*r*x^2+174496*a*b*c^2*g^2*x^3+4704*a*b *c^2*g*p^3*x+5864*a*b*c^2*g*p^2*q*x+13160*a*b*c^2*g*p^2*r*x+99536*a*b*c^2*g*p^2 *x^2+1652*a*b*c^2*g*p*q^2*x+12976*a*b*c^2*g*p*q*r*x+137516*a*b*c^2*g*p*q*x^2+ 9912*a*b*c^2*g*p*r^2*x+101868*a*b*c^2*g*p*r*x^2+34516*a*b*c^2*g*p*x^3+48*a*b*c^ 2*g*q^3*x+2360*a*b*c^2*g*q^2*r*x+40784*a*b*c^2*g*q^2*x^2+4988*a*b*c^2*g*q*r^2*x +81240*a*b*c^2*g*q*r*x^2+73980*a*b*c^2*g*q*x^3+1800*a*b*c^2*g*r^3*x+3276*a*b*c^ 2*g*r^2*x^2-158736*a*b*c^2*g*r*x^3-156376*a*b*c^2*g*x^4+576*a*b*c^2*p^4*x+1080* a*b*c^2*p^3*q*x+1980*a*b*c^2*p^3*r*x+12124*a*b*c^2*p^3*x^2+672*a*b*c^2*p^2*q^2* x+3068*a*b*c^2*p^2*q*r*x+26320*a*b*c^2*p^2*q*x^2+2148*a*b*c^2*p^2*r^2*x+13352*a *b*c^2*p^2*r*x^2-13548*a*b*c^2*p^2*x^3+96*a*b*c^2*p*q^3*x+1460*a*b*c^2*p*q^2*r* x+19036*a*b*c^2*p*q^2*x^2+2056*a*b*c^2*p*q*r^2*x+22408*a*b*c^2*p*q*r*x^2-10848* a*b*c^2*p*q*x^3+792*a*b*c^2*p*r^3*x-3784*a*b*c^2*p*r^2*x^2-81188*a*b*c^2*p*r*x^ 3-57124*a*b*c^2*p*x^4+132*a*b*c^2*q^3*r*x+3748*a*b*c^2*q^3*x^2+468*a*b*c^2*q^2* r^2*x+9584*a*b*c^2*q^2*r*x^2+3804*a*b*c^2*q^2*x^3+216*a*b*c^2*q*r^3*x-3460*a*b* c^2*q*r^2*x^2-66892*a*b*c^2*q*r*x^3-57124*a*b*c^2*q*x^4+48*a*b*c^2*r^4*x-4056*a *b*c^2*r^3*x^2-38016*a*b*c^2*r^2*x^3-30240*a*b*c^2*r*x^4+112*a*b*c*g^5*x+1690*a *b*c*g^4*p*x+250*a*b*c*g^4*q*x+2514*a*b*c*g^4*r*x+29412*a*b*c*g^4*x^2+4492*a*b* c*g^3*p^2*x+2512*a*b*c*g^3*p*q*x+10050*a*b*c*g^3*p*r*x+95540*a*b*c*g^3*p*x^2+ 140*a*b*c*g^3*q^2*x+3830*a*b*c*g^3*q*r*x+53660*a*b*c*g^3*q*x^2+4478*a*b*c*g^3*r ^2*x+71376*a*b*c*g^3*r*x^2+106504*a*b*c*g^3*x^3+3730*a*b*c*g^2*p^3*x+4264*a*b*c *g^2*p^2*q*x+10602*a*b*c*g^2*p^2*r*x+82254*a*b*c*g^2*p^2*x^2+1022*a*b*c*g^2*p*q ^2*x+9648*a*b*c*g^2*p*q*r*x+108322*a*b*c*g^2*p*q*x^2+8144*a*b*c*g^2*p*r^2*x+ 91946*a*b*c*g^2*p*r*x^2+57762*a*b*c*g^2*p*x^3+20*a*b*c*g^2*q^3*x+1544*a*b*c*g^2 *q^2*r*x+29574*a*b*c*g^2*q^2*x^2+3830*a*b*c*g^2*q*r^2*x+68678*a*b*c*g^2*q*r*x^2 +82662*a*b*c*g^2*q*x^3+1524*a*b*c*g^2*r^3*x+7116*a*b*c*g^2*r^2*x^2-109008*a*b*c *g^2*r*x^3-122104*a*b*c*g^2*x^4+1116*a*b*c*g*p^4*x+2008*a*b*c*g*p^3*q*x+3918*a* b*c*g*p^3*r*x+23624*a*b*c*g*p^3*x^2+1060*a*b*c*g*p^2*q^2*x+5746*a*b*c*g*p^2*q*r *x+50924*a*b*c*g*p^2*q*x^2+4310*a*b*c*g*p^2*r^2*x+28638*a*b*c*g*p^2*r*x^2-17972 *a*b*c*g*p^2*x^3+112*a*b*c*g*p*q^3*x+2328*a*b*c*g*p*q^2*r*x+33800*a*b*c*g*p*q^2 *x^2+3908*a*b*c*g*p*q*r^2*x+46714*a*b*c*g*p*q*r*x^2-4696*a*b*c*g*p*q*x^3+1604*a *b*c*g*p*r^3*x-5420*a*b*c*g*p*r^2*x^2-149720*a*b*c*g*p*r*x^3-109110*a*b*c*g*p*x ^4+164*a*b*c*g*q^3*r*x+5774*a*b*c*g*q^3*x^2+756*a*b*c*g*q^2*r^2*x+17622*a*b*c*g *q^2*r*x^2+12948*a*b*c*g*q^2*x^3+436*a*b*c*g*q*r^3*x-4592*a*b*c*g*q*r^2*x^2-\ 117616*a*b*c*g*q*r*x^3-109110*a*b*c*g*q*x^4+96*a*b*c*g*r^4*x-8148*a*b*c*g*r^3*x ^2-80256*a*b*c*g*r^2*x^3-73920*a*b*c*g*r*x^4+108*a*b*c*p^5*x+246*a*b*c*p^4*q*x+ 462*a*b*c*p^4*r*x+2144*a*b*c*p^4*x^2+210*a*b*c*p^3*q^2*x+852*a*b*c*p^3*q*r*x+ 5992*a*b*c*p^3*q*x^2+672*a*b*c*p^3*r^2*x+2616*a*b*c*p^3*r*x^2-5326*a*b*c*p^3*x^ 3+60*a*b*c*p^2*q^3*x+582*a*b*c*p^2*q^2*r*x+6522*a*b*c*p^2*q^2*x^2+822*a*b*c*p^2 *q*r^2*x+5712*a*b*c*p^2*q*r*x^2-11042*a*b*c*p^2*q*x^3+390*a*b*c*p^2*r^3*x-1710* a*b*c*p^2*r^2*x^2-27824*a*b*c*p^2*r*x^3-16294*a*b*c*p^2*x^4+120*a*b*c*p*q^3*r*x +2866*a*b*c*p*q^3*x^2+304*a*b*c*p*q^2*r^2*x+4716*a*b*c*p*q^2*r*x^2-5590*a*b*c*p *q^2*x^3+192*a*b*c*p*q*r^3*x-3266*a*b*c*p*q*r^2*x^2-46104*a*b*c*p*q*r*x^3-30948 *a*b*c*p*q*x^4+72*a*b*c*p*r^4*x-2076*a*b*c*p*r^3*x^2-15740*a*b*c*p*r^2*x^3-4668 *a*b*c*p*r*x^4+308*a*b*c*q^4*x^2+24*a*b*c*q^3*r^2*x+1122*a*b*c*q^3*r*x^2+150*a* b*c*q^3*x^3-18*a*b*c*q^2*r^3*x-1746*a*b*c*q^2*r^2*x^2-20248*a*b*c*q^2*r*x^3-\ 16294*a*b*c*q^2*x^4-24*a*b*c*q*r^4*x-2160*a*b*c*q*r^3*x^2-15652*a*b*c*q*r^2*x^3 -4668*a*b*c*q*r*x^4-72*a*b*c*r^4*x^2+4160*a*b*c*r^3*x^3+17952*a*b*c*r^2*x^4+142 *a*b*g^5*p*x+10*a*b*g^5*q*x+244*a*b*g^5*r*x+3052*a*b*g^5*x^2+644*a*b*g^4*p^2*x+ 312*a*b*g^4*p*q*x+1515*a*b*g^4*p*r*x+15049*a*b*g^4*p*x^2+10*a*b*g^4*q^2*x+535*a *b*g^4*q*r*x+7897*a*b*g^4*q*x^2+723*a*b*g^4*r^2*x+12605*a*b*g^4*r*x^2+22208*a*b *g^4*x^3+854*a*b*g^3*p^3*x+901*a*b*g^3*p^2*q*x+2480*a*b*g^3*p^2*r*x+20022*a*b*g ^3*p^2*x^2+183*a*b*g^3*p*q^2*x+2132*a*b*g^3*p*q*r*x+25230*a*b*g^3*p*q*x^2+1966* a*b*g^3*p*r^2*x+24657*a*b*g^3*p*r*x^2+22750*a*b*g^3*p*x^3+2*a*b*g^3*q^3*x+308*a *b*g^3*q^2*r*x+6396*a*b*g^3*q^2*x^2+899*a*b*g^3*q*r^2*x+17610*a*b*g^3*q*r*x^2+ 26810*a*b*g^3*q*x^3+386*a*b*g^3*r^3*x+2969*a*b*g^3*r^2*x^2-20792*a*b*g^3*r*x^3-\ 28404*a*b*g^3*x^4+454*a*b*g^2*p^4*x+782*a*b*g^2*p^3*q*x+1619*a*b*g^2*p^3*r*x+ 9980*a*b*g^2*p^3*x^2+366*a*b*g^2*p^2*q^2*x+2267*a*b*g^2*p^2*q*r*x+21113*a*b*g^2 *p^2*q*x^2+1803*a*b*g^2*p^2*r^2*x+13312*a*b*g^2*p^2*r*x^2-3469*a*b*g^2*p^2*x^3+ 28*a*b*g^2*p*q^3*x+830*a*b*g^2*p*q^2*r*x+13274*a*b*g^2*p*q^2*x^2+1570*a*b*g^2*p *q*r^2*x+20985*a*b*g^2*p*q*r*x^2+5124*a*b*g^2*p*q*x^3+674*a*b*g^2*p*r^3*x-1317* a*b*g^2*p*r^2*x^2-59938*a*b*g^2*p*r*x^3-46114*a*b*g^2*p*x^4+46*a*b*g^2*q^3*r*x+ 2051*a*b*g^2*q^3*x^2+280*a*b*g^2*q^2*r^2*x+7432*a*b*g^2*q^2*r*x^2+8153*a*b*g^2* q^2*x^3+178*a*b*g^2*q*r^3*x-1155*a*b*g^2*q*r^2*x^2-45542*a*b*g^2*q*r*x^3-46114* a*b*g^2*q*x^4+36*a*b*g^2*r^4*x-3546*a*b*g^2*r^3*x^2-36912*a*b*g^2*r^2*x^3-37956 *a*b*g^2*r*x^4+106*a*b*g*p^5*x+239*a*b*g*p^4*q*x+463*a*b*g*p^4*r*x+2102*a*b*g*p ^4*x^2+181*a*b*g*p^3*q^2*x+838*a*b*g*p^3*q*r*x+5948*a*b*g*p^3*q*x^2+680*a*b*g*p ^3*r^2*x+2822*a*b*g*p^3*r*x^2-4457*a*b*g*p^3*x^3+42*a*b*g*p^2*q^3*x+499*a*b*g*p ^2*q^2*r*x+6139*a*b*g*p^2*q^2*x^2+815*a*b*g*p^2*q*r^2*x+6256*a*b*g*p^2*q*r*x^2-\ 8611*a*b*g*p^2*q*x^3+395*a*b*g*p^2*r^3*x-1431*a*b*g*p^2*r^2*x^2-26396*a*b*g*p^2 *r*x^3-15777*a*b*g*p^2*x^4+88*a*b*g*p*q^3*r*x+2453*a*b*g*p*q^3*x^2+260*a*b*g*p* q^2*r^2*x+4660*a*b*g*p*q^2*r*x^2-3593*a*b*g*p*q^2*x^3+192*a*b*g*p*q*r^3*x-2789* a*b*g*p*q*r^2*x^2-43572*a*b*g*p*q*r*x^3-30734*a*b*g*p*q*x^4+72*a*b*g*p*r^4*x-\ 2094*a*b*g*p*r^3*x^2-16868*a*b*g*p*r^2*x^3-7650*a*b*g*p*r*x^4+218*a*b*g*q^4*x^2 +20*a*b*g*q^3*r^2*x+977*a*b*g*q^3*r*x^2+573*a*b*g*q^3*x^3-17*a*b*g*q^2*r^3*x-\ 1503*a*b*g*q^2*r^2*x^2-18160*a*b*g*q^2*r*x^3-15777*a*b*g*q^2*x^4-24*a*b*g*q*r^4 *x-2160*a*b*g*q*r^3*x^2-16492*a*b*g*q*r^2*x^3-7650*a*b*g*q*r*x^4-72*a*b*g*r^4*x ^2+4160*a*b*g*r^3*x^3+18384*a*b*g*r^2*x^4+8*a*b*p^6*x+24*a*b*p^5*q*x+42*a*b*p^5 *r*x+138*a*b*p^5*x^2+24*a*b*p^4*q^2*x+102*a*b*p^4*q*r*x+528*a*b*p^4*q*x^2+78*a* b*p^4*r^2*x+166*a*b*p^4*r*x^2-592*a*b*p^4*x^3+8*a*b*p^3*q^3*x+78*a*b*p^3*q^2*r* x+756*a*b*p^3*q^2*x^2+132*a*b*p^3*q*r^2*x+542*a*b*p^3*q*r*x^2-1784*a*b*p^3*q*x^ 3+62*a*b*p^3*r^3*x-266*a*b*p^3*r^2*x^2-2902*a*b*p^3*r*x^3-1346*a*b*p^3*x^4+18*a *b*p^2*q^3*r*x+480*a*b*p^2*q^3*x^2+54*a*b*p^2*q^2*r^2*x+602*a*b*p^2*q^2*r*x^2-\ 1800*a*b*p^2*q^2*x^3+54*a*b*p^2*q*r^3*x-616*a*b*p^2*q*r^2*x^2-7470*a*b*p^2*q*r* x^3-4038*a*b*p^2*q*x^4+18*a*b*p^2*r^4*x-402*a*b*p^2*r^3*x^2-1874*a*b*p^2*r^2*x^ 3+528*a*b*p^2*r*x^4+114*a*b*p*q^4*x^2+242*a*b*p*q^3*r*x^2-616*a*b*p*q^3*x^3-6*a *b*p*q^2*r^3*x-544*a*b*p*q^2*r^2*x^2-6234*a*b*p*q^2*r*x^3-4038*a*b*p*q^2*x^4-\ 504*a*b*p*q*r^3*x^2-3168*a*b*p*q*r^2*x^3+1056*a*b*p*q*r*x^4-108*a*b*p*r^4*x^2+ 776*a*b*p*r^3*x^3+4128*a*b*p*r^2*x^4+16*a*b*q^4*r*x^2-8*a*b*q^4*x^3-6*a*b*q^3*r ^3*x-194*a*b*q^3*r^2*x^2-1666*a*b*q^3*r*x^3-1346*a*b*q^3*x^4-6*a*b*q^2*r^4*x-\ 198*a*b*q^2*r^3*x^2-1294*a*b*q^2*r^2*x^3+528*a*b*q^2*r*x^4+72*a*b*q*r^4*x^2+ 1304*a*b*q*r^3*x^3+4128*a*b*q*r^2*x^4-480*a*b*r^3*x^4+192*a*c^6*g*x+64*a*c^6*p* x+32*a*c^6*r*x+1440*a*c^6*x^2+672*a*c^5*g^2*x+1168*a*c^5*g*p*x+256*a*c^5*g*q*x+ 1328*a*c^5*g*r*x+17264*a*c^5*g*x^2+240*a*c^5*p^2*x+32*a*c^5*p*q*x+368*a*c^5*p*r *x+5408*a*c^5*p*x^2+16*a*c^5*q*r*x+1360*a*c^5*q*x^2+160*a*c^5*r^2*x+3008*a*c^5* r*x^2+3024*a*c^5*x^3+864*a*c^4*g^3*x+3208*a*c^4*g^2*p*x+728*a*c^4*g^2*q*x+3952* a*c^4*g^2*r*x+44984*a*c^4*g^2*x^2+2096*a*c^4*g*p^2*x+1152*a*c^4*g*p*q*x+4000*a* c^4*g*p*r*x+40368*a*c^4*g*p*x^2+112*a*c^4*g*q^2*x+1472*a*c^4*g*q*r*x+21136*a*c^ 4*g*q*x^2+1680*a*c^4*g*r^2*x+23768*a*c^4*g*r*x^2+21712*a*c^4*g*x^3+328*a*c^4*p^ 3*x+104*a*c^4*p^2*q*x+824*a*c^4*p^2*r*x+7440*a*c^4*p^2*x^2+160*a*c^4*p*q*r*x+ 4120*a*c^4*p*q*x^2+712*a*c^4*p*r^2*x+8144*a*c^4*p*r*x^2+5560*a*c^4*p*x^3+320*a* c^4*q^2*x^2+72*a*c^4*q*r^2*x+2280*a*c^4*q*r*x^2+1520*a*c^4*q*x^3+208*a*c^4*r^3* x+1856*a*c^4*r^2*x^2-5240*a*c^4*r*x^3-7120*a*c^4*x^4+528*a*c^3*g^4*x+3332*a*c^3 *g^3*p*x+724*a*c^3*g^3*q*x+4296*a*c^3*g^3*r*x+47252*a*c^3*g^3*x^2+4396*a*c^3*g^ 2*p^2*x+2696*a*c^3*g^2*p*q*x+8944*a*c^3*g^2*p*r*x+81864*a*c^3*g^2*p*x^2+244*a*c ^3*g^2*q^2*x+3616*a*c^3*g^2*q*r*x+47500*a*c^3*g^2*q*x^2+3836*a*c^3*g^2*r^2*x+ 51556*a*c^3*g^2*r*x^2+51460*a*c^3*g^2*x^3+1724*a*c^3*g*p^3*x+1476*a*c^3*g*p^2*q *x+4640*a*c^3*g*p^2*r*x+35804*a*c^3*g*p^2*x^2+388*a*c^3*g*p*q^2*x+3032*a*c^3*g* p*q*r*x+36744*a*c^3*g*p*q*x^2+3816*a*c^3*g*p*r^2*x+38028*a*c^3*g*p*r*x^2+16712* a*c^3*g*p*x^3+16*a*c^3*g*q^3*x+540*a*c^3*g*q^2*r*x+9404*a*c^3*g*q^2*x^2+1188*a* c^3*g*q*r^2*x+20932*a*c^3*g*q*r*x^2+16224*a*c^3*g*q*x^3+944*a*c^3*g*r^3*x+5304* a*c^3*g*r^2*x^2-42544*a*c^3*g*r*x^3-44840*a*c^3*g*x^4+212*a*c^3*p^4*x+112*a*c^3 *p^3*q*x+732*a*c^3*p^3*r*x+4848*a*c^3*p^3*x^2+268*a*c^3*p^2*q*r*x+4204*a*c^3*p^ 2*q*x^2+904*a*c^3*p^2*r^2*x+7704*a*c^3*p^2*r*x^2+3804*a*c^3*p^2*x^3+728*a*c^3*p *q^2*x^2+216*a*c^3*p*q*r^2*x+3964*a*c^3*p*q*r*x^2+952*a*c^3*p*q*x^3+456*a*c^3*p *r^3*x+2820*a*c^3*p*r^2*x^2-10016*a*c^3*p*r*x^3-10680*a*c^3*p*x^4+380*a*c^3*q^2 *r*x^2-668*a*c^3*q^2*x^3+56*a*c^3*q*r^3*x+576*a*c^3*q*r^2*x^2-5700*a*c^3*q*r*x^ 3-5824*a*c^3*q*x^4+72*a*c^3*r^4*x+12*a*c^3*r^3*x^2-5240*a*c^3*r^2*x^3-4496*a*c^ 3*r*x^4+156*a*c^2*g^5*x+1586*a*c^2*g^4*p*x+314*a*c^2*g^4*q*x+2146*a*c^2*g^4*r*x +23632*a*c^2*g^4*x^2+3480*a*c^2*g^3*p^2*x+2128*a*c^2*g^3*p*q*x+7372*a*c^2*g^3*p *r*x+65924*a*c^2*g^3*p*x^2+172*a*c^2*g^3*q^2*x+2992*a*c^2*g^3*q*r*x+38680*a*c^2 *g^3*q*x^2+3268*a*c^2*g^3*r^2*x+45026*a*c^2*g^3*r*x^2+52704*a*c^2*g^3*x^3+2580* a*c^2*g^2*p^3*x+2668*a*c^2*g^2*p^2*q*x+7222*a*c^2*g^2*p^2*r*x+51962*a*c^2*g^2*p ^2*x^2+704*a*c^2*g^2*p*q^2*x+5748*a*c^2*g^2*p*q*r*x+62554*a*c^2*g^2*p*q*x^2+ 5942*a*c^2*g^2*p*r^2*x+56728*a*c^2*g^2*p*r*x^2+25040*a*c^2*g^2*p*x^3+24*a*c^2*g ^2*q^3*x+1012*a*c^2*g^2*q^2*r*x+17126*a*c^2*g^2*q^2*x^2+2326*a*c^2*g^2*q*r^2*x+ 37752*a*c^2*g^2*q*r*x^2+34850*a*c^2*g^2*q*x^3+1404*a*c^2*g^2*r^3*x+6826*a*c^2*g ^2*r^2*x^2-66008*a*c^2*g^2*r*x^3-68148*a*c^2*g^2*x^4+716*a*c^2*g*p^4*x+804*a*c^ 2*g*p^3*q*x+2542*a*c^2*g*p^3*r*x+15086*a*c^2*g*p^3*x^2+336*a*c^2*g*p^2*q^2*x+ 2178*a*c^2*g*p^2*q*r*x+21996*a*c^2*g*p^2*q*x^2+3078*a*c^2*g*p^2*r^2*x+22308*a*c ^2*g*p^2*r*x^2+1806*a*c^2*g*p^2*x^3+48*a*c^2*g*p*q^3*x+730*a*c^2*g*p*q^2*r*x+ 11302*a*c^2*g*p*q^2*x^2+1556*a*c^2*g*p*q*r^2*x+20392*a*c^2*g*p*q*r*x^2+432*a*c^ 2*g*p*q*x^3+1456*a*c^2*g*p*r^3*x+4948*a*c^2*g*p*r^2*x^2-55538*a*c^2*g*p*r*x^3-\ 46118*a*c^2*g*p*x^4+66*a*c^2*g*q^3*r*x+1874*a*c^2*g*q^3*x^2+234*a*c^2*g*q^2*r^2 *x+5760*a*c^2*g*q^2*r*x^2+1878*a*c^2*g*q^2*x^3+248*a*c^2*g*q*r^3*x+82*a*c^2*g*q *r^2*x^2-41738*a*c^2*g*q*r*x^3-39478*a*c^2*g*q*x^4+204*a*c^2*g*r^4*x-1548*a*c^2 *g*r^3*x^2-28688*a*c^2*g*r^2*x^3-25976*a*c^2*g*r*x^4+66*a*c^2*p^5*x+50*a*c^2*p^ 4*q*x+288*a*c^2*p^4*r*x+1522*a*c^2*p^4*x^2+156*a*c^2*p^3*q*r*x+1794*a*c^2*p^3*q *x^2+450*a*c^2*p^3*r^2*x+3100*a*c^2*p^3*r*x^2+1146*a*c^2*p^3*x^3+464*a*c^2*p^2* q^2*x^2+162*a*c^2*p^2*q*r^2*x+2140*a*c^2*p^2*q*r*x^2-188*a*c^2*p^2*q*x^3+300*a* c^2*p^2*r^3*x+1326*a*c^2*p^2*r^2*x^2-6086*a*c^2*p^2*r*x^3-5340*a*c^2*p^2*x^4+ 218*a*c^2*p*q^2*r*x^2-1190*a*c^2*p*q^2*x^3+56*a*c^2*p*q*r^3*x+60*a*c^2*p*q*r^2* x^2-6990*a*c^2*p*q*r*x^3-5824*a*c^2*p*q*x^4+72*a*c^2*p*r^4*x-366*a*c^2*p*r^3*x^ 2-5960*a*c^2*p*r^2*x^3-4496*a*c^2*p*r*x^4-336*a*c^2*q^3*x^3-120*a*c^2*q^2*r^2*x ^2-1776*a*c^2*q^2*r*x^3-876*a*c^2*q^2*x^4-324*a*c^2*q*r^3*x^2-1800*a*c^2*q*r^2* x^3+1008*a*c^2*q*r*x^4-216*a*c^2*r^4*x^2-192*a*c^2*r^3*x^3+2784*a*c^2*r^2*x^4+ 18*a*c*g^6*x+338*a*c*g^5*p*x+55*a*c*g^5*q*x+491*a*c*g^5*r*x+5560*a*c*g^5*x^2+ 1156*a*c*g^4*p^2*x+672*a*c*g^4*p*q*x+2549*a*c*g^4*p*r*x+23020*a*c*g^4*p*x^2+45* a*c*g^4*q^2*x+1011*a*c*g^4*q*r*x+13198*a*c*g^4*q*x^2+1181*a*c*g^4*r^2*x+17303*a *c*g^4*r*x^2+24020*a*c*g^4*x^3+1364*a*c*g^3*p^3*x+1482*a*c*g^3*p^2*q*x+3926*a*c *g^3*p^2*r*x+27926*a*c*g^3*p^2*x^2+371*a*c*g^3*p*q^2*x+3328*a*c*g^3*p*q*r*x+ 35282*a*c*g^3*p*q*x^2+3286*a*c*g^3*p*r^2*x+32449*a*c*g^3*p*r*x^2+19605*a*c*g^3* p*x^3+10*a*c*g^3*q^3*x+567*a*c*g^3*q^2*r*x+9622*a*c*g^3*q^2*x^2+1415*a*c*g^3*q* r^2*x+23020*a*c*g^3*q*r*x^2+26127*a*c*g^3*q*x^3+780*a*c*g^3*r^3*x+4325*a*c*g^3* r^2*x^2-32575*a*c*g^3*r*x^3-36130*a*c*g^3*x^4+690*a*c*g^2*p^4*x+988*a*c*g^2*p^3 *q*x+2511*a*c*g^2*p^3*r*x+13912*a*c*g^2*p^3*x^2+455*a*c*g^2*p^2*q^2*x+2795*a*c* g^2*p^2*q*r*x+24896*a*c*g^2*p^2*q*x^2+3047*a*c*g^2*p^2*r^2*x+20145*a*c*g^2*p^2* r*x^2-2006*a*c*g^2*p^2*x^3+56*a*c*g^2*p*q^3*x+1014*a*c*g^2*p*q^2*r*x+14553*a*c* g^2*p*q^2*x^2+2046*a*c*g^2*p*q*r^2*x+24369*a*c*g^2*p*q*r*x^2+2806*a*c*g^2*p*q*x ^3+1412*a*c*g^2*p*r^3*x+2838*a*c*g^2*p*r^2*x^2-63280*a*c*g^2*p*r*x^3-49361*a*c* g^2*p*x^4+82*a*c*g^2*q^3*r*x+2425*a*c*g^2*q^3*x^2+348*a*c*g^2*q^2*r^2*x+7883*a* c*g^2*q^2*r*x^2+5436*a*c*g^2*q^2*x^3+328*a*c*g^2*q*r^3*x+224*a*c*g^2*q*r^2*x^2-\ 46455*a*c*g^2*q*r*x^3-45259*a*c*g^2*q*x^4+186*a*c*g^2*r^4*x-2406*a*c*g^2*r^3*x^ 2-35232*a*c*g^2*r^2*x^3-35012*a*c*g^2*r*x^4+138*a*c*g*p^5*x+195*a*c*g*p^4*q*x+ 613*a*c*g*p^4*r*x+2888*a*c*g*p^4*x^2+105*a*c*g*p^3*q^2*x+654*a*c*g*p^3*q*r*x+ 5368*a*c*g*p^3*q*x^2+956*a*c*g*p^3*r^2*x+5326*a*c*g*p^3*r*x^2-969*a*c*g*p^3*x^3 +30*a*c*g*p^2*q^3*x+291*a*c*g*p^2*q^2*r*x+3951*a*c*g*p^2*q^2*x^2+651*a*c*g*p^2* q*r^2*x+6004*a*c*g*p^2*q*r*x^2-4551*a*c*g*p^2*q*x^3+625*a*c*g*p^2*r^3*x+1257*a* c*g*p^2*r^2*x^2-20002*a*c*g*p^2*r*x^3-13871*a*c*g*p^2*x^4+60*a*c*g*p*q^3*r*x+ 1433*a*c*g*p*q^3*x^2+152*a*c*g*p*q^2*r^2*x+2694*a*c*g*p*q^2*r*x^2-3797*a*c*g*p* q^2*x^3+180*a*c*g*p*q*r^3*x-1357*a*c*g*p*q*r^2*x^2-30758*a*c*g*p*q*r*x^3-22388* a*c*g*p*q*x^4+144*a*c*g*p*r^4*x-1362*a*c*g*p*r^3*x^2-15280*a*c*g*p*r^2*x^3-8886 *a*c*g*p*r*x^4+154*a*c*g*q^4*x^2+12*a*c*g*q^3*r^2*x+561*a*c*g*q^3*r*x^2-431*a*c *g*q^3*x^3-9*a*c*g*q^2*r^3*x-1053*a*c*g*q^2*r^2*x^2-12924*a*c*g*q^2*r*x^3-10065 *a*c*g*q^2*x^4-12*a*c*g*q*r^4*x-1566*a*c*g*q*r^3*x^2-10868*a*c*g*q*r^2*x^3-2274 *a*c*g*q*r*x^4-360*a*c*g*r^4*x^2+1600*a*c*g*r^3*x^3+12576*a*c*g*r^2*x^4+8*a*c*p ^6*x+8*a*c*p^5*q*x+42*a*c*p^5*r*x+186*a*c*p^5*x^2+30*a*c*p^4*q*r*x+276*a*c*p^4* q*x^2+78*a*c*p^4*r^2*x+454*a*c*p^4*r*x^2+128*a*c*p^4*x^3+90*a*c*p^3*q^2*x^2+36* a*c*p^3*q*r^2*x+364*a*c*p^3*q*r*x^2-142*a*c*p^3*q*x^3+62*a*c*p^3*r^3*x+190*a*c* p^3*r^2*x^2-1194*a*c*p^3*r*x^3-890*a*c*p^3*x^4+14*a*c*p^2*q^2*r*x^2-428*a*c*p^2 *q^2*x^3+14*a*c*p^2*q*r^3*x-114*a*c*p^2*q*r^2*x^2-2070*a*c*p^2*q*r*x^3-1456*a*c *p^2*q*x^4+18*a*c*p^2*r^4*x-186*a*c*p^2*r^3*x^2-1670*a*c*p^2*r^2*x^3-1124*a*c*p ^2*r*x^4-158*a*c*p*q^3*x^3-60*a*c*p*q^2*r^2*x^2-816*a*c*p*q^2*r*x^3-438*a*c*p*q ^2*x^4-162*a*c*p*q*r^3*x^2-774*a*c*p*q*r^2*x^3+504*a*c*p*q*r*x^4-108*a*c*p*r^4* x^2-32*a*c*p*r^3*x^3+1392*a*c*p*r^2*x^4+28*a*c*q^3*r*x^3+128*a*c*q^3*x^4+108*a* c*q^2*r^2*x^3+420*a*c*q^2*r*x^4+120*a*c*q*r^3*x^3+240*a*c*q*r^2*x^4+40*a*c*r^4* x^3-80*a*c*r^3*x^4+24*a*g^6*p*x+2*a*g^6*q*x+40*a*g^6*r*x+484*a*g^6*x^2+134*a*g^ 5*p^2*x+70*a*g^5*p*q*x+311*a*g^5*p*r*x+2908*a*g^5*p*x^2+3*a*g^5*q^2*x+118*a*g^5 *q*r*x+1588*a*g^5*q*x^2+153*a*g^5*r^2*x+2448*a*g^5*r*x^2+4004*a*g^5*x^3+232*a*g ^4*p^3*x+252*a*g^4*p^2*q*x+686*a*g^4*p^2*r*x+4983*a*g^4*p^2*x^2+58*a*g^4*p*q^2* x+596*a*g^4*p*q*r*x+6338*a*g^4*p*q*x^2+590*a*g^4*p*r^2*x+6287*a*g^4*p*r*x^2+ 5284*a*g^4*p*x^3+a*g^4*q^3*x+98*a*g^4*q^2*r*x+1685*a*g^4*q^2*x^2+270*a*g^4*q*r^ 2*x+4546*a*g^4*q*r*x^2+6284*a*g^4*q*x^3+144*a*g^4*r^3*x+1003*a*g^4*r^2*x^2-4776 *a*g^4*r*x^3-6188*a*g^4*x^4+182*a*g^3*p^4*x+286*a*g^3*p^3*q*x+676*a*g^3*p^3*r*x +3688*a*g^3*p^3*x^2+131*a*g^3*p^2*q^2*x+836*a*g^3*p^2*q*r*x+7211*a*g^3*p^2*q*x^ 2+832*a*g^3*p^2*r^2*x+5525*a*g^3*p^2*r*x^2-198*a*g^3*p^2*x^3+14*a*g^3*p*q^3*x+ 306*a*g^3*p*q^2*r*x+4334*a*g^3*p*q^2*x^2+636*a*g^3*p*q*r^2*x+7649*a*g^3*p*q*r*x ^2+2674*a*g^3*p*q*x^3+389*a*g^3*p*r^3*x+731*a*g^3*p*r^2*x^2-17955*a*g^3*p*r*x^3 -14207*a*g^3*p*x^4+23*a*g^3*q^3*r*x+697*a*g^3*q^3*x^2+114*a*g^3*q^2*r^2*x+2566* a*g^3*q^2*r*x^2+2644*a*g^3*q^2*x^3+109*a*g^3*q*r^3*x+318*a*g^3*q*r^2*x^2-12509* a*g^3*q*r*x^3-13209*a*g^3*q*x^4+51*a*g^3*r^4*x-783*a*g^3*r^3*x^2-11357*a*g^3*r^ 2*x^3-12558*a*g^3*r*x^4+68*a*g^2*p^5*x+122*a*g^2*p^4*q*x+307*a*g^2*p^4*r*x+1339 *a*g^2*p^4*x^2+80*a*g^2*p^3*q^2*x+428*a*g^2*p^3*q*r*x+3040*a*g^2*p^3*q*x^2+482* a*g^2*p^3*r^2*x+2334*a*g^2*p^3*r*x^2-1150*a*g^2*p^3*x^3+21*a*g^2*p^2*q^3*x+227* a*g^2*p^2*q^2*r*x+2674*a*g^2*p^2*q^2*x^2+442*a*g^2*p^2*q*r^2*x+3501*a*g^2*p^2*q *r*x^2-2869*a*g^2*p^2*q*x^3+315*a*g^2*p^2*r^3*x+198*a*g^2*p^2*r^2*x^2-11585*a*g ^2*p^2*r*x^3-7471*a*g^2*p^2*x^4+44*a*g^2*p*q^3*r*x+1034*a*g^2*p*q^3*x^2+130*a*g ^2*p*q^2*r^2*x+2043*a*g^2*p*q^2*r*x^2-1745*a*g^2*p*q^2*x^3+130*a*g^2*p*q*r^3*x-\ 885*a*g^2*p*q*r^2*x^2-18763*a*g^2*p*q*r*x^3-13479*a*g^2*p*q*x^4+72*a*g^2*p*r^4* x-906*a*g^2*p*r^3*x^2-8732*a*g^2*p*r^2*x^3-5122*a*g^2*p*r*x^4+109*a*g^2*q^4*x^2 +10*a*g^2*q^3*r^2*x+443*a*g^2*q^3*r*x^2-14*a*g^2*q^3*x^3-a*g^2*q^2*r^3*x-591*a* g^2*q^2*r^2*x^2-8044*a*g^2*q^2*r*x^3-6684*a*g^2*q^2*x^4-6*a*g^2*q*r^4*x-1017*a* g^2*q*r^3*x^2-7537*a*g^2*q*r^2*x^3-3192*a*g^2*q*r*x^4-180*a*g^2*r^4*x^2+1236*a* g^2*r^3*x^3+8016*a*g^2*r^2*x^4+8*a*g*p^6*x+16*a*g*p^5*q*x+42*a*g*p^5*r*x+162*a* g*p^5*x^2+12*a*g*p^4*q^2*x+66*a*g*p^4*q*r*x+402*a*g*p^4*q*x^2+78*a*g*p^4*r^2*x+ 310*a*g*p^4*r*x^2-232*a*g*p^4*x^3+4*a*g*p^3*q^3*x+39*a*g*p^3*q^2*r*x+423*a*g*p^ 3*q^2*x^2+84*a*g*p^3*q*r^2*x+453*a*g*p^3*q*r*x^2-963*a*g*p^3*q*x^3+62*a*g*p^3*r ^3*x-38*a*g*p^3*r^2*x^2-2048*a*g*p^3*r*x^3-1118*a*g*p^3*x^4+9*a*g*p^2*q^3*r*x+ 240*a*g*p^2*q^3*x^2+27*a*g*p^2*q^2*r^2*x+308*a*g*p^2*q^2*r*x^2-1114*a*g*p^2*q^2 *x^3+34*a*g*p^2*q*r^3*x-365*a*g*p^2*q*r^2*x^2-4770*a*g*p^2*q*r*x^3-2747*a*g*p^2 *q*x^4+18*a*g*p^2*r^4*x-294*a*g*p^2*r^3*x^2-1772*a*g*p^2*r^2*x^3-298*a*g*p^2*r* x^4+57*a*g*p*q^4*x^2+121*a*g*p*q^3*r*x^2-387*a*g*p*q^3*x^3-3*a*g*p*q^2*r^3*x-\ 302*a*g*p*q^2*r^2*x^2-3525*a*g*p*q^2*r*x^3-2238*a*g*p*q^2*x^4-333*a*g*p*q*r^3*x ^2-1971*a*g*p*q*r^2*x^3+780*a*g*p*q*r*x^4-108*a*g*p*r^4*x^2+372*a*g*p*r^3*x^3+ 2760*a*g*p*r^2*x^4+8*a*g*q^4*r*x^2-4*a*g*q^4*x^3-3*a*g*q^3*r^3*x-97*a*g*q^3*r^2 *x^2-819*a*g*q^3*r*x^3-609*a*g*q^3*x^4-3*a*g*q^2*r^4*x-99*a*g*q^2*r^3*x^2-593*a *g*q^2*r^2*x^3+474*a*g*q^2*r*x^4+36*a*g*q*r^4*x^2+712*a*g*q*r^3*x^3+2184*a*g*q* r^2*x^4+20*a*g*r^4*x^3-280*a*g*r^3*x^4+128*b^5*c^2*x^2+688*b^5*c*g*x^2+64*b^5*c *p*x^2-176*b^5*c*r*x^2-544*b^5*c*x^3+208*b^5*g^2*x^2+408*b^5*g*p*x^2+168*b^5*g* r*x^2+1328*b^5*g*x^3+64*b^4*c^4*x+128*b^4*c^3*g*x+160*b^4*c^3*p*x+224*b^4*c^3*r *x+2784*b^4*c^3*x^2+80*b^4*c^2*g^2*x+288*b^4*c^2*g*p*x+400*b^4*c^2*g*r*x+7776*b ^4*c^2*g*x^2+112*b^4*c^2*p^2*x+256*b^4*c^2*p*r*x+2944*b^4*c^2*p*x^2+1104*b^4*c^ 2*q*x^2+32*b^4*c^2*r^2*x+368*b^4*c^2*r*x^2+64*b^4*c^2*x^3+16*b^4*c*g^3*x+136*b^ 4*c*g^2*p*x+208*b^4*c*g^2*r*x+5056*b^4*c*g^2*x^2+176*b^4*c*g*p^2*x+368*b^4*c*g* p*r*x+7248*b^4*c*g*p*x^2+2408*b^4*c*g*q*x^2+64*b^4*c*g*r^2*x+3280*b^4*c*g*r*x^2 +8904*b^4*c*g*x^3+24*b^4*c*p^3*x+72*b^4*c*p^2*r*x+776*b^4*c*p^2*x^2+632*b^4*c*p *q*x^2+152*b^4*c*p*r*x^2+288*b^4*c*p*x^3-392*b^4*c*q*r*x^2-64*b^4*c*q*x^3-24*b^ 4*c*r^3*x-1200*b^4*c*r^2*x^2-4392*b^4*c*r*x^3-2752*b^4*c*x^4+16*b^4*g^3*p*x+32* b^4*g^3*r*x+880*b^4*g^3*x^2+48*b^4*g^2*p^2*x+112*b^4*g^2*p*r*x+2684*b^4*g^2*p*x ^2+720*b^4*g^2*q*x^2+32*b^4*g^2*r^2*x+1740*b^4*g^2*r*x^2+6020*b^4*g^2*x^3+32*b^ 4*g*p^3*x+72*b^4*g*p^2*r*x+1556*b^4*g*p^2*x^2+1320*b^4*g*p*q*x^2+1248*b^4*g*p*r *x^2+2304*b^4*g*p*x^3+296*b^4*g*q*r*x^2+2684*b^4*g*q*x^3-24*b^4*g*r^3*x-788*b^4 *g*r^2*x^2-4352*b^4*g*r*x^3-5116*b^4*g*x^4+192*b^3*c^5*x+576*b^3*c^4*g*x+608*b^ 3*c^4*p*x+96*b^3*c^4*q*x+864*b^3*c^4*r*x+8544*b^3*c^4*x^2+592*b^3*c^3*g^2*x+ 1648*b^3*c^3*g*p*x+192*b^3*c^3*g*q*x+2288*b^3*c^3*g*r*x+28640*b^3*c^3*g*x^2+592 *b^3*c^3*p^2*x+288*b^3*c^3*p*q*x+1392*b^3*c^3*p*r*x+11904*b^3*c^3*p*x^2+400*b^3 *c^3*q*r*x+7520*b^3*c^3*q*x^2+400*b^3*c^3*r^2*x+5280*b^3*c^3*r*x^2+5824*b^3*c^3 *x^3+256*b^3*c^2*g^3*x+1384*b^3*c^2*g^2*p*x+120*b^3*c^2*g^2*q*x+1984*b^3*c^2*g^ 2*r*x+28728*b^3*c^2*g^2*x^2+1424*b^3*c^2*g*p^2*x+512*b^3*c^2*g*p*q*x+3160*b^3*c ^2*g*p*r*x+36040*b^3*c^2*g*p*x^2+728*b^3*c^2*g*q*r*x+18216*b^3*c^2*g*q*x^2+936* b^3*c^2*g*r^2*x+18792*b^3*c^2*g*r*x^2+28744*b^3*c^2*g*x^3+232*b^3*c^2*p^3*x+232 *b^3*c^2*p^2*q*x+720*b^3*c^2*p^2*r*x+5280*b^3*c^2*p^2*x^2+496*b^3*c^2*p*q*r*x+ 7832*b^3*c^2*p*q*x^2+352*b^3*c^2*p*r^2*x+4552*b^3*c^2*p*r*x^2+4152*b^3*c^2*p*x^ 3+1624*b^3*c^2*q^2*x^2+80*b^3*c^2*q*r^2*x+2080*b^3*c^2*q*r*x^2+5544*b^3*c^2*q*x ^3-48*b^3*c^2*r^3*x-2872*b^3*c^2*r^2*x^2-12208*b^3*c^2*r*x^3-9112*b^3*c^2*x^4+ 40*b^3*c*g^4*x+436*b^3*c*g^3*p*x+24*b^3*c*g^3*q*x+688*b^3*c*g^3*r*x+11064*b^3*c *g^3*x^2+888*b^3*c*g^2*p^2*x+248*b^3*c*g^2*p*q*x+2008*b^3*c*g^2*p*r*x+26772*b^3 *c*g^2*p*x^2+392*b^3*c*g^2*q*r*x+11836*b^3*c*g^2*q*x^2+656*b^3*c*g^2*r^2*x+ 16520*b^3*c*g^2*r*x^2+33432*b^3*c*g^2*x^3+476*b^3*c*g*p^3*x+344*b^3*c*g*p^2*q*x +1324*b^3*c*g*p^2*r*x+13804*b^3*c*g*p^2*x^2+720*b^3*c*g*p*q*r*x+16128*b^3*c*g*p *q*x^2+640*b^3*c*g*p*r^2*x+12696*b^3*c*g*p*r*x^2+11872*b^3*c*g*p*x^3+2764*b^3*c *g*q^2*x^2+144*b^3*c*g*q*r^2*x+6368*b^3*c*g*q*r*x^2+15472*b^3*c*g*q*x^3-68*b^3* c*g*r^3*x-3924*b^3*c*g*r^2*x^2-29768*b^3*c*g*r*x^3-30324*b^3*c*g*x^4+32*b^3*c*p ^4*x+56*b^3*c*p^3*q*x+120*b^3*c*p^3*r*x+732*b^3*c*p^3*x^2+144*b^3*c*p^2*q*r*x+ 1976*b^3*c*p^2*q*x^2+88*b^3*c*p^2*r^2*x+1112*b^3*c*p^2*r*x^2+772*b^3*c*p^2*x^3+ 1040*b^3*c*p*q^2*x^2+1152*b^3*c*p*q*r*x^2+2104*b^3*c*p*q*x^3-24*b^3*c*p*r^3*x-\ 492*b^3*c*p*r^2*x^2-1972*b^3*c*p*r*x^3-1540*b^3*c*p*x^4-196*b^3*c*q^2*r*x^2+ 1316*b^3*c*q^2*x^3-48*b^3*c*q*r^3*x-1868*b^3*c*q*r^2*x^2-5756*b^3*c*q*r*x^3-\ 4556*b^3*c*q*x^4-24*b^3*c*r^4*x-840*b^3*c*r^3*x^2-2728*b^3*c*r^2*x^3-1928*b^3*c *r*x^4+40*b^3*g^4*p*x+80*b^3*g^4*r*x+1396*b^3*g^4*x^2+156*b^3*g^3*p^2*x+32*b^3* g^3*p*q*x+384*b^3*g^3*p*r*x+5668*b^3*g^3*p*x^2+64*b^3*g^3*q*r*x+2200*b^3*g^3*q* x^2+148*b^3*g^3*r^2*x+4254*b^3*g^3*r*x^2+10650*b^3*g^3*x^3+168*b^3*g^2*p^3*x+96 *b^3*g^2*p^2*q*x+460*b^3*g^2*p^2*r*x+5744*b^3*g^2*p^2*x^2+224*b^3*g^2*p*q*r*x+ 6012*b^3*g^2*p*q*x^2+232*b^3*g^2*p*r^2*x+5924*b^3*g^2*p*r*x^2+7924*b^3*g^2*p*x^ 3+820*b^3*g^2*q^2*x^2+64*b^3*g^2*q*r^2*x+3028*b^3*g^2*q*r*x^2+9058*b^3*g^2*q*x^ 3-20*b^3*g^2*r^3*x-1074*b^3*g^2*r^2*x^2-11038*b^3*g^2*r*x^3-13934*b^3*g^2*x^4+ 52*b^3*g*p^4*x+64*b^3*g*p^3*q*x+168*b^3*g*p^3*r*x+1538*b^3*g*p^3*x^2+144*b^3*g* p^2*q*r*x+3110*b^3*g*p^2*q*x^2+116*b^3*g*p^2*r^2*x+1980*b^3*g*p^2*r*x^2+178*b^3 *g*p^2*x^3+1470*b^3*g*p*q^2*x^2+2280*b^3*g*p*q*r*x^2+2344*b^3*g*p*q*x^3-24*b^3* g*p*r^3*x-722*b^3*g*p*r^2*x^2-8842*b^3*g*p*r*x^3-7726*b^3*g*p*x^4+234*b^3*g*q^2 *r*x^2+2158*b^3*g*q^2*x^3-48*b^3*g*q*r^3*x-1522*b^3*g*q*r^2*x^2-8592*b^3*g*q*r* x^3-9234*b^3*g*q*x^4-24*b^3*g*r^4*x-924*b^3*g*r^3*x^2-5896*b^3*g*r^2*x^3-5584*b ^3*g*r*x^4+192*b^2*c^6*x+800*b^2*c^5*g*x+736*b^2*c^5*p*x+192*b^2*c^5*q*x+1056*b ^2*c^5*r*x+9248*b^2*c^5*x^2+1200*b^2*c^4*g^2*x+2864*b^2*c^4*g*p*x+592*b^2*c^4*g *q*x+3984*b^2*c^4*g*r*x+41120*b^2*c^4*g*x^2+848*b^2*c^4*p^2*x+704*b^2*c^4*p*q*x +2016*b^2*c^4*p*r*x+14944*b^2*c^4*p*x^2+48*b^2*c^4*q^2*x+992*b^2*c^4*q*r*x+ 12688*b^2*c^4*q*x^2+704*b^2*c^4*r^2*x+8176*b^2*c^4*r*x^2+7696*b^2*c^4*x^3+840*b ^2*c^3*g^3*x+3680*b^2*c^3*g^2*p*x+624*b^2*c^3*g^2*q*x+5152*b^2*c^3*g^2*r*x+ 59376*b^2*c^3*g^2*x^2+3168*b^2*c^3*g*p^2*x+1952*b^2*c^3*g*p*q*x+7160*b^2*c^3*g* p*r*x+64448*b^2*c^3*g*p*x^2+96*b^2*c^3*g*q^2*x+2760*b^2*c^3*g*q*r*x+41560*b^2*c ^3*g*q*x^2+2576*b^2*c^3*g*r^2*x+37280*b^2*c^3*g*r*x^2+42136*b^2*c^3*g*x^3+392*b ^2*c^3*p^3*x+720*b^2*c^3*p^2*q*x+1224*b^2*c^3*p^2*r*x+7656*b^2*c^3*p^2*x^2+168* b^2*c^3*p*q^2*x+1616*b^2*c^3*p*q*r*x+17008*b^2*c^3*p*q*x^2+704*b^2*c^3*p*r^2*x+ 6704*b^2*c^3*p*r*x^2+1896*b^2*c^3*p*x^3+232*b^2*c^3*q^2*r*x+5752*b^2*c^3*q^2*x^ 2+464*b^2*c^3*q*r^2*x+8048*b^2*c^3*q*r*x^2+11848*b^2*c^3*q*x^3-24*b^2*c^3*r^3*x -3344*b^2*c^3*r^2*x^2-18160*b^2*c^3*r*x^3-13656*b^2*c^3*x^4+280*b^2*c^2*g^4*x+ 2044*b^2*c^2*g^3*p*x+276*b^2*c^2*g^3*q*x+2980*b^2*c^2*g^3*r*x+37352*b^2*c^2*g^3 *x^2+3376*b^2*c^2*g^2*p^2*x+1712*b^2*c^2*g^2*p*q*x+7628*b^2*c^2*g^2*p*r*x+77156 *b^2*c^2*g^2*p*x^2+60*b^2*c^2*g^2*q^2*x+2532*b^2*c^2*g^2*q*r*x+43220*b^2*c^2*g^ 2*q*x^2+2852*b^2*c^2*g^2*r^2*x+48348*b^2*c^2*g^2*r*x^2+68568*b^2*c^2*g^2*x^3+ 1480*b^2*c^2*g*p^3*x+1764*b^2*c^2*g*p^2*q*x+4296*b^2*c^2*g*p^2*r*x+34044*b^2*c^ 2*g*p^2*x^2+296*b^2*c^2*g*p*q^2*x+3888*b^2*c^2*g*p*q*r*x+50108*b^2*c^2*g*p*q*x^ 2+2676*b^2*c^2*g*p*r^2*x+33360*b^2*c^2*g*p*r*x^2+18488*b^2*c^2*g*p*x^3+428*b^2* c^2*g*q^2*r*x+13268*b^2*c^2*g*q^2*x^2+1160*b^2*c^2*g*q*r^2*x+24804*b^2*c^2*g*q* r*x^2+34908*b^2*c^2*g*q*x^3+140*b^2*c^2*g*r^3*x-5484*b^2*c^2*g*r^2*x^2-62164*b^ 2*c^2*g*r*x^3-58684*b^2*c^2*g*x^4+64*b^2*c^2*p^4*x+272*b^2*c^2*p^3*q*x+240*b^2* c^2*p^3*r*x+1104*b^2*c^2*p^3*x^2+148*b^2*c^2*p^2*q^2*x+792*b^2*c^2*p^2*q*r*x+ 6616*b^2*c^2*p^2*q*x^2+176*b^2*c^2*p^2*r^2*x+604*b^2*c^2*p^2*r*x^2-3136*b^2*c^2 *p^2*x^3+304*b^2*c^2*p*q^2*r*x+5964*b^2*c^2*p*q^2*x^2+352*b^2*c^2*p*q*r^2*x+ 5560*b^2*c^2*p*q*r*x^2+3276*b^2*c^2*p*q*x^3-48*b^2*c^2*p*r^3*x-2544*b^2*c^2*p*r ^2*x^2-13464*b^2*c^2*p*r*x^3-7980*b^2*c^2*p*x^4+860*b^2*c^2*q^3*x^2+56*b^2*c^2* q^2*r^2*x+2000*b^2*c^2*q^2*r*x^2+6076*b^2*c^2*q^2*x^3-72*b^2*c^2*q*r^3*x-3416*b ^2*c^2*q*r^2*x^2-15592*b^2*c^2*q*r*x^3-13656*b^2*c^2*q*x^4-48*b^2*c^2*r^4*x-\ 1932*b^2*c^2*r^3*x^2-8648*b^2*c^2*r^2*x^3-7360*b^2*c^2*r*x^4+36*b^2*c*g^5*x+486 *b^2*c*g^4*p*x+44*b^2*c*g^4*q*x+778*b^2*c*g^4*r*x+10490*b^2*c*g^4*x^2+1362*b^2* c*g^3*p^2*x+576*b^2*c*g^3*p*q*x+3184*b^2*c*g^3*p*r*x+35054*b^2*c*g^3*p*x^2+12*b ^2*c*g^3*q^2*x+940*b^2*c*g^3*q*r*x+17698*b^2*c*g^3*q*x^2+1274*b^2*c*g^3*r^2*x+ 24570*b^2*c*g^3*r*x^2+43068*b^2*c*g^3*x^3+1186*b^2*c*g^2*p^3*x+1156*b^2*c*g^2*p ^2*q*x+3404*b^2*c*g^2*p^2*r*x+30524*b^2*c*g^2*p^2*x^2+146*b^2*c*g^2*p*q^2*x+ 2624*b^2*c*g^2*p*q*r*x+38820*b^2*c*g^2*p*q*x^2+2192*b^2*c*g^2*p*r^2*x+32416*b^2 *c*g^2*p*r*x^2+27358*b^2*c*g^2*p*x^3+236*b^2*c*g^2*q^2*r*x+8816*b^2*c*g^2*q^2*x ^2+848*b^2*c*g^2*q*r^2*x+21296*b^2*c*g^2*q*r*x^2+36232*b^2*c*g^2*q*x^3+170*b^2* c*g^2*r^3*x-2050*b^2*c*g^2*r^2*x^2-48344*b^2*c*g^2*r*x^3-54640*b^2*c*g^2*x^4+ 298*b^2*c*g*p^4*x+576*b^2*c*g*p^3*q*x+1032*b^2*c*g*p^3*r*x+6946*b^2*c*g*p^3*x^2 +212*b^2*c*g*p^2*q^2*x+1580*b^2*c*g*p^2*q*r*x+17460*b^2*c*g*p^2*q*x^2+914*b^2*c *g*p^2*r^2*x+8240*b^2*c*g*p^2*r*x^2-3868*b^2*c*g*p^2*x^3+444*b^2*c*g*p*q^2*r*x+ 11306*b^2*c*g*p*q^2*x^2+712*b^2*c*g*p*q*r^2*x+14436*b^2*c*g*p*q*r*x^2+5656*b^2* c*g*p*q*x^3+96*b^2*c*g*p*r^3*x-3910*b^2*c*g*p*r^2*x^2-44538*b^2*c*g*p*r*x^3-\ 32870*b^2*c*g*p*x^4+1302*b^2*c*g*q^3*x^2+96*b^2*c*g*q^2*r^2*x+4038*b^2*c*g*q^2* r*x^2+9180*b^2*c*g*q^2*x^3-116*b^2*c*g*q*r^3*x-6074*b^2*c*g*q*r^2*x^2-43440*b^2 *c*g*q*r*x^3-40720*b^2*c*g*q*x^4-84*b^2*c*g*r^4*x-4422*b^2*c*g*r^3*x^2-28244*b^ 2*c*g*r^2*x^3-24920*b^2*c*g*r*x^4+32*b^2*c*p^4*q*x-72*b^2*c*p^4*x^2+38*b^2*c*p^ 3*q^2*x+120*b^2*c*p^3*q*r*x+642*b^2*c*p^3*q*x^2-396*b^2*c*p^3*r*x^2-1152*b^2*c* p^3*x^3+90*b^2*c*p^2*q^2*r*x+1370*b^2*c*p^2*q^2*x^2+88*b^2*c*p^2*q*r^2*x+788*b^ 2*c*p^2*q*r*x^2-1014*b^2*c*p^2*q*x^3-444*b^2*c*p^2*r^2*x^2-2868*b^2*c*p^2*r*x^3 -1396*b^2*c*p^2*x^4+598*b^2*c*p*q^3*x^2+990*b^2*c*p*q^2*r*x^2+1164*b^2*c*p*q^2* x^3-24*b^2*c*p*q*r^3*x-654*b^2*c*p*q*r^2*x^2-5282*b^2*c*p*q*r*x^3-3990*b^2*c*p* q*x^4+36*b^2*c*p*r^3*x^2-504*b^2*c*p*r^2*x^3-324*b^2*c*p*r*x^4+10*b^2*c*q^3*r*x ^2+1038*b^2*c*q^3*x^3-30*b^2*c*q^2*r^3*x-974*b^2*c*q^2*r^2*x^2-3256*b^2*c*q^2*r *x^3-3414*b^2*c*q^2*x^4-24*b^2*c*q*r^4*x-768*b^2*c*q*r^3*x^2-3460*b^2*c*q*r^2*x ^3-3680*b^2*c*q*r*x^4+144*b^2*c*r^4*x^2+1320*b^2*c*r^3*x^3+2160*b^2*c*r^2*x^4+ 36*b^2*g^5*p*x+72*b^2*g^5*r*x+1048*b^2*g^5*x^2+180*b^2*g^4*p^2*x+60*b^2*g^4*p*q *x+454*b^2*g^4*p*r*x+5360*b^2*g^4*p*x^2+120*b^2*g^4*q*r*x+2446*b^2*g^4*q*x^2+ 202*b^2*g^4*r^2*x+4347*b^2*g^4*r*x^2+9178*b^2*g^4*x^3+261*b^2*g^3*p^3*x+218*b^2 *g^3*p^2*q*x+761*b^2*g^3*p^2*r*x+7497*b^2*g^3*p^2*x^2+20*b^2*g^3*p*q^2*x+536*b^ 2*g^3*p*q*r*x+8711*b^2*g^3*p*q*x^2+515*b^2*g^3*p*r^2*x+8770*b^2*g^3*p*r*x^2+ 10267*b^2*g^3*p*x^3+40*b^2*g^3*q^2*r*x+1732*b^2*g^3*q^2*x^2+198*b^2*g^3*q*r^2*x +5512*b^2*g^3*q*r*x^2+11545*b^2*g^3*q*x^3+51*b^2*g^3*r^3*x+60*b^2*g^3*r^2*x^2-\ 9965*b^2*g^3*r*x^3-13946*b^2*g^3*x^4+138*b^2*g^2*p^4*x+216*b^2*g^2*p^3*q*x+472* b^2*g^2*p^3*r*x+3608*b^2*g^2*p^3*x^2+60*b^2*g^2*p^2*q^2*x+588*b^2*g^2*p^2*q*r*x +7712*b^2*g^2*p^2*q*x^2+424*b^2*g^2*p^2*r^2*x+4796*b^2*g^2*p^2*r*x^2+112*b^2*g^ 2*p^2*x^3+140*b^2*g^2*p*q^2*r*x+4335*b^2*g^2*p*q^2*x^2+268*b^2*g^2*p*q*r^2*x+ 6832*b^2*g^2*p*q*r*x^2+4783*b^2*g^2*p*q*x^3+54*b^2*g^2*p*r^3*x-1275*b^2*g^2*p*r ^2*x^2-20960*b^2*g^2*p*r*x^3-17360*b^2*g^2*p*x^4+384*b^2*g^2*q^3*x^2+40*b^2*g^2 *q^2*r^2*x+1755*b^2*g^2*q^2*r*x^2+4583*b^2*g^2*q^2*x^3-44*b^2*g^2*q*r^3*x-2219* b^2*g^2*q*r^2*x^2-18920*b^2*g^2*q*r*x^3-19866*b^2*g^2*q*x^4-36*b^2*g^2*r^4*x-\ 2025*b^2*g^2*r^3*x^2-14958*b^2*g^2*r^2*x^3-14898*b^2*g^2*r*x^4+21*b^2*g*p^5*x+ 58*b^2*g*p^4*q*x+87*b^2*g*p^4*r*x+443*b^2*g*p^4*x^2+40*b^2*g*p^3*q^2*x+192*b^2* g*p^3*q*r*x+1664*b^2*g*p^3*q*x^2+111*b^2*g*p^3*r^2*x+424*b^2*g*p^3*r*x^2-1612*b ^2*g*p^3*x^3+90*b^2*g*p^2*q^2*r*x+1934*b^2*g*p^2*q^2*x^2+134*b^2*g*p^2*q*r^2*x+ 1726*b^2*g*p^2*q*r*x^2-2316*b^2*g*p^2*q*x^3+45*b^2*g*p^2*r^3*x-600*b^2*g*p^2*r^ 2*x^2-7707*b^2*g*p^2*r*x^3-4587*b^2*g*p^2*x^4+684*b^2*g*p*q^3*x^2+1296*b^2*g*p* q^2*r*x^2+72*b^2*g*p*q^2*x^3-24*b^2*g*p*q*r^3*x-1100*b^2*g*p*q*r^2*x^2-12898*b^ 2*g*p*q*r*x^3-9773*b^2*g*p*q*x^4-405*b^2*g*p*r^3*x^2-4086*b^2*g*p*r^2*x^3-1872* b^2*g*p*r*x^4+96*b^2*g*q^3*r*x^2+782*b^2*g*q^3*x^3-30*b^2*g*q^2*r^3*x-928*b^2*g *q^2*r^2*x^2-5612*b^2*g*q^2*r*x^3-5596*b^2*g*q^2*x^4-24*b^2*g*q*r^4*x-834*b^2*g *q*r^3*x^2-5290*b^2*g*q*r^2*x^3-3550*b^2*g*q*r*x^4+144*b^2*g*r^4*x^2+1964*b^2*g *r^3*x^3+5640*b^2*g*r^2*x^4+64*b*c^7*x+384*b*c^6*g*x+288*b*c^6*p*x+96*b*c^6*q*x +416*b*c^6*r*x+3360*b*c^6*x^2+832*b*c^5*g^2*x+1680*b*c^5*g*p*x+448*b*c^5*g*q*x+ 2320*b*c^5*g*r*x+21968*b*c^5*g*x^2+368*b*c^5*p^2*x+416*b*c^5*p*q*x+880*b*c^5*p* r*x+5920*b*c^5*p*x^2+48*b*c^5*q^2*x+592*b*c^5*q*r*x+6272*b*c^5*q*x^2+336*b*c^5* r^2*x+3440*b*c^5*r*x^2+2480*b*c^5*x^3+864*b*c^4*g^3*x+3248*b*c^4*g^2*p*x+736*b* c^4*g^2*q*x+4448*b*c^4*g^2*r*x+46280*b*c^4*g^2*x^2+2224*b*c^4*g*p^2*x+1792*b*c^ 4*g*p*q*x+4992*b*c^4*g*p*r*x+40576*b*c^4*g*p*x^2+160*b*c^4*g*q^2*x+2528*b*c^4*g *q*r*x+30576*b*c^4*g*q*x^2+1952*b*c^4*g*r^2*x+24152*b*c^4*g*r*x^2+21808*b*c^4*g *x^3+184*b*c^4*p^3*x+488*b*c^4*p^2*q*x+576*b*c^4*p^2*r*x+3152*b*c^4*p^2*x^2+200 *b*c^4*p*q^2*x+1120*b*c^4*p*q*r*x+9664*b*c^4*p*q*x^2+352*b*c^4*p*r^2*x+2304*b*c ^4*p*r*x^2-1904*b*c^4*p*x^3+8*b*c^4*q^3*x+280*b*c^4*q^2*r*x+4368*b*c^4*q^2*x^2+ 384*b*c^4*q*r^2*x+5288*b*c^4*q*r*x^2+5448*b*c^4*q*x^3-1672*b*c^4*r^2*x^2-10184* b*c^4*r*x^3-7120*b*c^4*x^4+468*b*c^3*g^4*x+2824*b*c^3*g^3*p*x+552*b*c^3*g^3*q*x +3936*b*c^3*g^3*r*x+43676*b*c^3*g^3*x^2+3840*b*c^3*g^2*p^2*x+2552*b*c^3*g^2*p*q *x+8528*b*c^3*g^2*p*r*x+76336*b*c^3*g^2*p*x^2+180*b*c^3*g^2*q^2*x+3664*b*c^3*g^ 2*q*r*x+49152*b*c^3*g^2*q*x^2+3404*b*c^3*g^2*r^2*x+47860*b*c^3*g^2*r*x^2+53436* b*c^3*g^2*x^3+1292*b*c^3*g*p^3*x+2004*b*c^3*g*p^2*q*x+3744*b*c^3*g*p^2*r*x+ 26324*b*c^3*g*p^2*x^2+596*b*c^3*g*p*q^2*x+4504*b*c^3*g*p*q*r*x+45528*b*c^3*g*p* q*x^2+2568*b*c^3*g*p*r^2*x+24628*b*c^3*g*p*r*x^2+3744*b*c^3*g*p*x^3+16*b*c^3*g* q^3*x+852*b*c^3*g*q^2*r*x+15356*b*c^3*g*q^2*x^2+1588*b*c^3*g*q*r^2*x+24948*b*c^ 3*g*q*r*x^2+25304*b*c^3*g*q*x^3+288*b*c^3*g*r^3*x-3768*b*c^3*g*r^2*x^2-52528*b* c^3*g*r*x^3-44840*b*c^3*g*x^4+32*b*c^3*p^4*x+216*b*c^3*p^3*q*x+120*b*c^3*p^3*r* x+372*b*c^3*p^3*x^2+212*b*c^3*p^2*q^2*x+648*b*c^3*p^2*q*r*x+4352*b*c^3*p^2*q*x^ 2+88*b*c^3*p^2*r^2*x-508*b*c^3*p^2*r*x^2-3780*b*c^3*p^2*x^3+32*b*c^3*p*q^3*x+ 460*b*c^3*p*q^2*r*x+5680*b*c^3*p*q^2*x^2+352*b*c^3*p*q*r^2*x+3436*b*c^3*p*q*r*x ^2-1528*b*c^3*p*q*x^3-24*b*c^3*p*r^3*x-2052*b*c^3*p*r^2*x^2-10940*b*c^3*p*r*x^3 -5824*b*c^3*p*x^4+44*b*c^3*q^3*r*x+1344*b*c^3*q^3*x^2+132*b*c^3*q^2*r^2*x+2772* b*c^3*q^2*r*x^2+4452*b*c^3*q^2*x^3-24*b*c^3*q*r^3*x-2148*b*c^3*q*r^2*x^2-13120* b*c^3*q*r*x^3-10680*b*c^3*q*x^4-24*b*c^3*r^4*x-1092*b*c^3*r^3*x^2-5512*b*c^3*r^ 2*x^3-4496*b*c^3*r*x^4+128*b*c^2*g^5*x+1194*b*c^2*g^4*p*x+194*b*c^2*g^4*q*x+ 1742*b*c^2*g^4*r*x+20404*b*c^2*g^4*x^2+2712*b*c^2*g^3*p^2*x+1560*b*c^2*g^3*p*q* x+6124*b*c^2*g^3*p*r*x+58348*b*c^2*g^3*p*x^2+84*b*c^2*g^3*q^2*x+2352*b*c^2*g^3* q*r*x+34064*b*c^2*g^3*q*x^2+2540*b*c^2*g^3*r^2*x+39518*b*c^2*g^3*r*x^2+53696*b* c^2*g^3*x^3+1914*b*c^2*g^2*p^3*x+2386*b*c^2*g^2*p^2*q*x+5482*b*c^2*g^2*p^2*r*x+ 42590*b*c^2*g^2*p^2*x^2+566*b*c^2*g^2*p*q^2*x+5404*b*c^2*g^2*p*q*r*x+61330*b*c^ 2*g^2*p*q*x^2+3864*b*c^2*g^2*p*r^2*x+43848*b*c^2*g^2*p*r*x^2+22198*b*c^2*g^2*p* x^3+10*b*c^2*g^2*q^3*x+852*b*c^2*g^2*q^2*r*x+17552*b*c^2*g^2*q^2*x^2+1960*b*c^2 *g^2*q*r^2*x+35116*b*c^2*g^2*q*r*x^2+41800*b*c^2*g^2*q*x^3+520*b*c^2*g^2*r^3*x-\ 1526*b*c^2*g^2*r^2*x^2-68600*b*c^2*g^2*r*x^3-68148*b*c^2*g^2*x^4+368*b*c^2*g*p^ 4*x+900*b*c^2*g*p^3*q*x+1290*b*c^2*g*p^3*r*x+7406*b*c^2*g*p^3*x^2+556*b*c^2*g*p ^2*q^2*x+2602*b*c^2*g*p^2*q*r*x+21748*b*c^2*g*p^2*q*x^2+1294*b*c^2*g*p^2*r^2*x+ 7224*b*c^2*g*p^2*r*x^2-11198*b*c^2*g*p^2*x^3+56*b*c^2*g*p*q^3*x+1214*b*c^2*g*p* q^2*r*x+17706*b*c^2*g*p*q^2*x^2+1556*b*c^2*g*p*q*r^2*x+18820*b*c^2*g*p*q*r*x^2-\ 1040*b*c^2*g*p*q*x^3+336*b*c^2*g*p*r^3*x-5408*b*c^2*g*p*r^2*x^2-59166*b*c^2*g*p *r*x^3-39478*b*c^2*g*p*x^4+82*b*c^2*g*q^3*r*x+3206*b*c^2*g*q^3*x^2+358*b*c^2*g* q^2*r^2*x+8244*b*c^2*g*q^2*r*x^2+10890*b*c^2*g*q^2*x^3+40*b*c^2*g*q*r^3*x-5654* b*c^2*g*q*r^2*x^2-52950*b*c^2*g*q*r*x^3-46118*b*c^2*g*q*x^4-36*b*c^2*g*r^4*x-\ 4596*b*c^2*g*r^3*x^2-31216*b*c^2*g*r^2*x^3-25976*b*c^2*g*r*x^4+32*b*c^2*p^4*q*x -72*b*c^2*p^4*x^2+78*b*c^2*p^3*q^2*x+120*b*c^2*p^3*q*r*x+462*b*c^2*p^3*q*x^2-\ 396*b*c^2*p^3*r*x^2-1072*b*c^2*p^3*x^3+30*b*c^2*p^2*q^3*x+216*b*c^2*p^2*q^2*r*x +1964*b*c^2*p^2*q^2*x^2+88*b*c^2*p^2*q*r^2*x-22*b*c^2*p^2*q*r*x^2-3258*b*c^2*p^ 2*q*x^3-444*b*c^2*p^2*r^2*x^2-2400*b*c^2*p^2*r*x^3-876*b*c^2*p^2*x^4+60*b*c^2*p *q^3*r*x+1392*b*c^2*p*q^3*x^2+88*b*c^2*p*q^2*r^2*x+1594*b*c^2*p*q^2*r*x^2-100*b *c^2*p*q^2*x^3-24*b*c^2*p*q*r^3*x-1434*b*c^2*p*q*r^2*x^2-9650*b*c^2*p*q*r*x^3-\ 5824*b*c^2*p*q*x^4+36*b*c^2*p*r^3*x^2+72*b*c^2*p*r^2*x^3+1008*b*c^2*p*r*x^4+154 *b*c^2*q^4*x^2+12*b*c^2*q^3*r^2*x+526*b*c^2*q^3*r*x^2+1606*b*c^2*q^3*x^3-24*b*c ^2*q^2*r^3*x-996*b*c^2*q^2*r^2*x^2-5482*b*c^2*q^2*r*x^3-5340*b*c^2*q^2*x^4-24*b *c^2*q*r^4*x-894*b*c^2*q*r^3*x^2-4792*b*c^2*q*r^2*x^3-4496*b*c^2*q*r*x^4+144*b* c^2*r^4*x^2+1472*b*c^2*r^3*x^3+2784*b*c^2*r^2*x^4+14*b*c*g^6*x+229*b*c*g^5*p*x+ 26*b*c*g^5*q*x+367*b*c*g^5*r*x+4552*b*c*g^5*x^2+829*b*c*g^4*p^2*x+412*b*c*g^4*p *q*x+1949*b*c*g^4*p*r*x+19534*b*c*g^4*p*x^2+14*b*c*g^4*q^2*x+683*b*c*g^4*q*r*x+ 10528*b*c*g^4*q*x^2+858*b*c*g^4*r^2*x+14624*b*c*g^4*r*x^2+23748*b*c*g^4*x^3+979 *b*c*g^3*p^3*x+1065*b*c*g^3*p^2*q*x+2833*b*c*g^3*p^2*r*x+23506*b*c*g^3*p^2*x^2+ 207*b*c*g^3*p*q^2*x+2504*b*c*g^3*p*q*r*x+30755*b*c*g^3*p*q*x^2+2064*b*c*g^3*p*r ^2*x+26545*b*c*g^3*p*r*x^2+21541*b*c*g^3*p*x^3+2*b*c*g^3*q^3*x+344*b*c*g^3*q^2* r*x+7865*b*c*g^3*q^2*x^2+963*b*c*g^3*q*r^2*x+19192*b*c*g^3*q*r*x^2+28167*b*c*g^ 3*q*x^3+312*b*c*g^3*r^3*x+1040*b*c*g^3*r^2*x^2-30329*b*c*g^3*r*x^3-36130*b*c*g^ 3*x^4+423*b*c*g^2*p^4*x+818*b*c*g^2*p^3*q*x+1473*b*c*g^2*p^3*r*x+9469*b*c*g^2*p ^3*x^2+398*b*c*g^2*p^2*q^2*x+2345*b*c*g^2*p^2*q*r*x+22479*b*c*g^2*p^2*q*x^2+ 1492*b*c*g^2*p^2*r^2*x+11348*b*c*g^2*p^2*r*x^2-5996*b*c*g^2*p^2*x^3+28*b*c*g^2* p*q^3*x+898*b*c*g^2*p*q^2*r*x+15215*b*c*g^2*p*q^2*x^2+1422*b*c*g^2*p*q*r^2*x+ 20475*b*c*g^2*p*q*r*x^2+4698*b*c*g^2*p*q*x^3+412*b*c*g^2*p*r^3*x-3817*b*c*g^2*p *r^2*x^2-61517*b*c*g^2*p*r*x^3-45259*b*c*g^2*p*x^4+46*b*c*g^2*q^3*r*x+2299*b*c* g^2*q^3*x^2+280*b*c*g^2*q^2*r^2*x+7329*b*c*g^2*q^2*r*x^2+10262*b*c*g^2*q^2*x^3+ 56*b*c*g^2*q*r^3*x-4326*b*c*g^2*q*r^2*x^2-51900*b*c*g^2*q*r*x^3-49361*b*c*g^2*q *x^4-30*b*c*g^2*r^4*x-4794*b*c*g^2*r^3*x^2-37440*b*c*g^2*r^2*x^3-35012*b*c*g^2* r*x^4+54*b*c*g*p^5*x+171*b*c*g*p^4*q*x+231*b*c*g*p^4*r*x+964*b*c*g*p^4*x^2+177* b*c*g*p^3*q^2*x+606*b*c*g*p^3*q*r*x+3896*b*c*g*p^3*q*x^2+336*b*c*g*p^3*r^2*x+ 714*b*c*g*p^3*r*x^2-4365*b*c*g*p^3*x^3+42*b*c*g*p^2*q^3*x+477*b*c*g*p^2*q^2*r*x +5547*b*c*g*p^2*q^2*x^2+543*b*c*g*p^2*q*r^2*x+3732*b*c*g*p^2*q*r*x^2-7855*b*c*g *p^2*q*x^3+195*b*c*g*p^2*r^3*x-1521*b*c*g*p^2*r^2*x^2-18048*b*c*g*p^2*r*x^3-\ 10065*b*c*g*p^2*x^4+88*b*c*g*p*q^3*r*x+2641*b*c*g*p*q^3*x^2+196*b*c*g*p*q^2*r^2 *x+4174*b*c*g*p*q^2*r*x^2-1277*b*c*g*p*q^2*x^3+60*b*c*g*p*q*r^3*x-2977*b*c*g*p* q*r^2*x^2-32938*b*c*g*p*q*r*x^3-22388*b*c*g*p*q*x^4+36*b*c*g*p*r^4*x-984*b*c*g* p*r^3*x^2-8380*b*c*g*p*r^2*x^3-2274*b*c*g*p*r*x^4+218*b*c*g*q^4*x^2+20*b*c*g*q^ 3*r^2*x+853*b*c*g*q^3*r*x^2+1997*b*c*g*q^3*x^3-47*b*c*g*q^2*r^3*x-2235*b*c*g*q^ 2*r^2*x^2-15538*b*c*g*q^2*r*x^3-13871*b*c*g*q^2*x^4-48*b*c*g*q*r^4*x-2340*b*c*g *q*r^3*x^2-14048*b*c*g*q*r^2*x^3-8886*b*c*g*q*r*x^4+180*b*c*g*r^4*x^2+4160*b*c* g*r^3*x^3+12576*b*c*g*r^2*x^4+8*b*c*p^4*q^2*x-36*b*c*p^4*q*x^2+16*b*c*p^4*x^3+8 *b*c*p^3*q^3*x+30*b*c*p^3*q^2*r*x+138*b*c*p^3*q^2*x^2-198*b*c*p^3*q*r*x^2-546*b *c*p^3*q*x^3+116*b*c*p^3*r*x^3+128*b*c*p^3*x^4+18*b*c*p^2*q^3*r*x+288*b*c*p^2*q ^3*x^2+22*b*c*p^2*q^2*r^2*x+116*b*c*p^2*q^2*r*x^2-684*b*c*p^2*q^2*x^3-222*b*c*p ^2*q*r^2*x^2-1272*b*c*p^2*q*r*x^3-438*b*c*p^2*q*x^4+180*b*c*p^2*r^2*x^3+420*b*c *p^2*r*x^4+114*b*c*p*q^4*x^2+226*b*c*p*q^3*r*x^2+94*b*c*p*q^3*x^3-6*b*c*p*q^2*r ^3*x-204*b*c*p*q^2*r^2*x^2-2090*b*c*p*q^2*r*x^3-1456*b*c*p*q^2*x^4+18*b*c*p*q*r ^3*x^2-90*b*c*p*q*r^2*x^3+504*b*c*p*q*r*x^4+40*b*c*p*r^3*x^3+240*b*c*p*r^2*x^4+ 16*b*c*q^4*r*x^2+216*b*c*q^4*x^3-6*b*c*q^3*r^3*x-170*b*c*q^3*r^2*x^2-734*b*c*q^ 3*r*x^3-890*b*c*q^3*x^4-6*b*c*q^2*r^4*x-174*b*c*q^2*r^3*x^2-1018*b*c*q^2*r^2*x^ 3-1124*b*c*q^2*r*x^4+72*b*c*q*r^4*x^2+672*b*c*q*r^3*x^3+1392*b*c*q*r^2*x^4-40*b *c*r^4*x^3-80*b*c*r^3*x^4+14*b*g^6*p*x+28*b*g^6*r*x+376*b*g^6*x^2+89*b*g^5*p^2* x+36*b*g^5*p*q*x+225*b*g^5*p*r*x+2371*b*g^5*p*x^2+72*b*g^5*q*r*x+1177*b*g^5*q*x ^2+108*b*g^5*r^2*x+2013*b*g^5*r*x^2+3844*b*g^5*x^3+161*b*g^4*p^3*x+156*b*g^4*p^ 2*q*x+478*b*g^4*p^2*r*x+4199*b*g^4*p^2*x^2+24*b*g^4*p*q^2*x+394*b*g^4*p*q*r*x+ 5132*b*g^4*p*q*x^2+365*b*g^4*p*r^2*x+5245*b*g^4*p*r*x^2+5808*b*g^4*p*x^3+48*b*g ^4*q^2*r*x+1191*b*g^4*q^2*x^2+166*b*g^4*q*r^2*x+3605*b*g^4*q*r*x^2+6456*b*g^4*q *x^3+62*b*g^4*r^3*x+535*b*g^4*r^2*x^2-3944*b*g^4*r*x^3-6188*b*g^4*x^4+117*b*g^3 *p^4*x+200*b*g^3*p^3*q*x+410*b*g^3*p^3*r*x+2842*b*g^3*p^3*x^2+82*b*g^3*p^2*q^2* x+583*b*g^3*p^2*q*r*x+6134*b*g^3*p^2*q*x^2+421*b*g^3*p^2*r^2*x+3862*b*g^3*p^2*r *x^2+12*b*g^3*p^2*x^3+4*b*g^3*p*q^3*x+200*b*g^3*p*q^2*r*x+3740*b*g^3*p*q^2*x^2+ 366*b*g^3*p*q*r^2*x+6038*b*g^3*p*q*r*x^2+3482*b*g^3*p*q*x^3+119*b*g^3*p*r^3*x-\ 672*b*g^3*p*r^2*x^2-16399*b*g^3*p*r*x^3-13209*b*g^3*p*x^4+8*b*g^3*q^3*r*x+490*b *g^3*q^3*x^2+70*b*g^3*q^2*r^2*x+1985*b*g^3*q^2*r*x^2+3346*b*g^3*q^2*x^3+19*b*g^ 3*q*r^3*x-889*b*g^3*q*r^2*x^2-13473*b*g^3*q*r*x^3-14207*b*g^3*q*x^4-9*b*g^3*r^4 *x-1407*b*g^3*r^3*x^2-11971*b*g^3*r^2*x^3-12558*b*g^3*r*x^4+35*b*g^2*p^5*x+92*b *g^2*p^4*q*x+149*b*g^2*p^4*r*x+715*b*g^2*p^4*x^2+74*b*g^2*p^3*q^2*x+320*b*g^2*p ^3*q*r*x+2417*b*g^2*p^3*q*x^2+211*b*g^2*p^3*r^2*x+803*b*g^2*p^3*r*x^2-2138*b*g^ 2*p^3*x^3+12*b*g^2*p^2*q^3*x+197*b*g^2*p^2*q^2*r*x+2800*b*g^2*p^2*q^2*x^2+282*b *g^2*p^2*q*r^2*x+2604*b*g^2*p^2*q*r*x^2-3287*b*g^2*p^2*q*x^3+115*b*g^2*p^2*r^3* x-735*b*g^2*p^2*r^2*x^2-11084*b*g^2*p^2*r*x^3-6684*b*g^2*p^2*x^4+28*b*g^2*p*q^3 *r*x+1114*b*g^2*p*q^3*x^2+76*b*g^2*p*q^2*r^2*x+2133*b*g^2*p*q^2*r*x^2-291*b*g^2 *p*q^2*x^3+30*b*g^2*p*q*r^3*x-1371*b*g^2*p*q*r^2*x^2-18297*b*g^2*p*q*r*x^3-\ 13479*b*g^2*p*q*x^4+18*b*g^2*p*r^4*x-681*b*g^2*p*r^3*x^2-6383*b*g^2*p*r^2*x^3-\ 3192*b*g^2*p*r*x^4+64*b*g^2*q^4*x^2+8*b*g^2*q^3*r^2*x+354*b*g^2*q^3*r*x^2+870*b *g^2*q^3*x^3-23*b*g^2*q^2*r^3*x-1026*b*g^2*q^2*r^2*x^2-7979*b*g^2*q^2*r*x^3-\ 7471*b*g^2*q^2*x^4-24*b*g^2*q*r^4*x-1194*b*g^2*q*r^3*x^2-7972*b*g^2*q*r^2*x^3-\ 5122*b*g^2*q*r*x^4+90*b*g^2*r^4*x^2+2364*b*g^2*r^3*x^3+8016*b*g^2*r^2*x^4+4*b*g *p^6*x+12*b*g*p^5*q*x+21*b*g*p^5*r*x+69*b*g*p^5*x^2+16*b*g*p^4*q^2*x+51*b*g*p^4 *q*r*x+246*b*g*p^4*q*x^2+39*b*g*p^4*r^2*x+83*b*g*p^4*r*x^2-288*b*g*p^4*x^3+8*b* g*p^3*q^3*x+54*b*g*p^3*q^2*r*x+447*b*g*p^3*q^2*x^2+66*b*g*p^3*q*r^2*x+172*b*g*p ^3*q*r*x^2-1165*b*g*p^3*q*x^3+31*b*g*p^3*r^3*x-133*b*g*p^3*r^2*x^2-1393*b*g*p^3 *r*x^3-609*b*g*p^3*x^4+18*b*g*p^2*q^3*r*x+384*b*g*p^2*q^3*x^2+38*b*g*p^2*q^2*r^ 2*x+359*b*g*p^2*q^2*r*x^2-1242*b*g*p^2*q^2*x^3+27*b*g*p^2*q*r^3*x-419*b*g*p^2*q *r^2*x^2-4371*b*g*p^2*q*r*x^3-2238*b*g*p^2*q*x^4+9*b*g*p^2*r^4*x-201*b*g*p^2*r^ 3*x^2-847*b*g*p^2*r^2*x^3+474*b*g*p^2*r*x^4+114*b*g*p*q^4*x^2+234*b*g*p*q^3*r*x ^2-261*b*g*p*q^3*x^3-6*b*g*p*q^2*r^3*x-374*b*g*p*q^2*r^2*x^2-4162*b*g*p*q^2*r*x ^3-2747*b*g*p*q^2*x^4-243*b*g*p*q*r^3*x^2-1629*b*g*p*q*r^2*x^3+780*b*g*p*q*r*x^ 4-54*b*g*p*r^4*x^2+408*b*g*p*r^3*x^3+2184*b*g*p*r^2*x^4+16*b*g*q^4*r*x^2+104*b* g*q^4*x^3-6*b*g*q^3*r^3*x-182*b*g*q^3*r^2*x^2-1200*b*g*q^3*r*x^3-1118*b*g*q^3*x ^4-6*b*g*q^2*r^4*x-186*b*g*q^2*r^3*x^2-1156*b*g*q^2*r^2*x^3-298*b*g*q^2*r*x^4+ 72*b*g*q*r^4*x^2+988*b*g*q*r^3*x^3+2760*b*g*q*r^2*x^4-20*b*g*r^4*x^3-280*b*g*r^ 3*x^4+32*c^7*g*x+144*c^6*g^2*x+176*c^6*g*p*x+48*c^6*g*q*x+224*c^6*g*r*x+2400*c^ 6*g*x^2+240*c^5*g^3*x+720*c^5*g^2*p*x+176*c^5*g^2*q*x+928*c^5*g^2*r*x+10016*c^5 *g^2*x^2+304*c^5*g*p^2*x+224*c^5*g*p*q*x+624*c^5*g*p*r*x+5664*c^5*g*p*x^2+24*c^ 5*g*q^2*x+304*c^5*g*q*r*x+3816*c^5*g*q*x^2+248*c^5*g*r^2*x+3224*c^5*g*r*x^2+ 2752*c^5*g*x^3+200*c^4*g^4*x+1032*c^4*g^3*p*x+232*c^4*g^3*q*x+1360*c^4*g^3*r*x+ 14864*c^4*g^3*x^2+1112*c^4*g^2*p^2*x+752*c^4*g^2*p*q*x+2328*c^4*g^2*p*r*x+21048 *c^4*g^2*p*x^2+68*c^4*g^2*q^2*x+1032*c^4*g^2*q*r*x+13380*c^4*g^2*q*x^2+948*c^4* g^2*r^2*x+12676*c^4*g^2*r*x^2+12128*c^4*g^2*x^3+256*c^4*g*p^3*x+296*c^4*g*p^2*q *x+700*c^4*g*p^2*r*x+5296*c^4*g*p^2*x^2+100*c^4*g*p*q^2*x+640*c^4*g*p*q*r*x+ 6892*c^4*g*p*q*x^2+532*c^4*g*p*r^2*x+5224*c^4*g*p*r*x^2+1828*c^4*g*p*x^3+4*c^4* g*q^3*x+140*c^4*g*q^2*r*x+2344*c^4*g*q^2*x^2+228*c^4*g*q*r^2*x+3784*c^4*g*q*r*x ^2+3484*c^4*g*q*x^3+104*c^4*g*r^3*x+92*c^4*g*r^2*x^2-7712*c^4*g*r*x^3-7120*c^4* g*x^4+90*c^3*g^5*x+704*c^3*g^4*p*x+144*c^3*g^4*q*x+960*c^3*g^4*r*x+10688*c^3*g^ 4*x^2+1340*c^3*g^3*p^2*x+848*c^3*g^3*p*q*x+2876*c^3*g^3*p*r*x+26268*c^3*g^3*p*x ^2+66*c^3*g^3*q^2*x+1204*c^3*g^3*q*r*x+16002*c^3*g^3*q*x^2+1210*c^3*g^3*r^2*x+ 16962*c^3*g^3*r*x^2+19056*c^3*g^3*x^3+792*c^3*g^2*p^3*x+912*c^3*g^2*p^2*q*x+ 2208*c^3*g^2*p^2*r*x+16484*c^3*g^2*p^2*x^2+256*c^3*g^2*p*q^2*x+1992*c^3*g^2*p*q *r*x+21776*c^3*g^2*p*q*x^2+1688*c^3*g^2*p*r^2*x+16876*c^3*g^2*p*r*x^2+6500*c^3* g^2*p*x^3+8*c^3*g^2*q^3*x+368*c^3*g^2*q^2*r*x+6536*c^3*g^2*q^2*x^2+744*c^3*g^2* q*r^2*x+12388*c^3*g^2*q*r*x^2+11916*c^3*g^2*q*x^3+328*c^3*g^2*r^3*x+564*c^3*g^2 *r^2*x^2-24400*c^3*g^2*r*x^3-23480*c^3*g^2*x^4+122*c^3*g*p^4*x+164*c^3*g*p^3*q* x+426*c^3*g*p^3*r*x+2610*c^3*g*p^3*x^2+106*c^3*g*p^2*q^2*x+458*c^3*g*p^2*q*r*x+ 4278*c^3*g*p^2*q*x^2+496*c^3*g*p^2*r^2*x+3598*c^3*g*p^2*r*x^2+12*c^3*g*p^2*x^3+ 16*c^3*g*p*q^3*x+230*c^3*g*p*q^2*r*x+3204*c^3*g*p*q^2*x^2+284*c^3*g*p*q*r^2*x+ 3700*c^3*g*p*q*r*x^2-288*c^3*g*p*q*x^3+216*c^3*g*p*r^3*x+384*c^3*g*p*r^2*x^2-\ 10478*c^3*g*p*r*x^3-8252*c^3*g*p*x^4+22*c^3*g*q^3*r*x+672*c^3*g*q^3*x^2+66*c^3* g*q^2*r^2*x+1576*c^3*g*q^2*r*x^2+1892*c^3*g*q^2*x^3+16*c^3*g*q*r^3*x-786*c^3*g* q*r^2*x^2-9410*c^3*g*q*r*x^3-8252*c^3*g*q*x^4+24*c^3*g*r^4*x-540*c^3*g*r^3*x^2-\ 5376*c^3*g*r^2*x^3-4496*c^3*g*r*x^4+21*c^2*g^6*x+243*c^2*g^5*p*x+43*c^2*g^5*q*x +350*c^2*g^5*r*x+4006*c^2*g^5*x^2+722*c^2*g^4*p^2*x+424*c^2*g^4*p*q*x+1602*c^2* g^4*p*r*x+14910*c^2*g^4*p*x^2+27*c^2*g^4*q^2*x+638*c^2*g^4*q*r*x+8703*c^2*g^4*q *x^2+703*c^2*g^4*r^2*x+10459*c^2*g^4*r*x^2+13832*c^2*g^4*x^3+744*c^2*g^3*p^3*x+ 838*c^2*g^3*p^2*q*x+2115*c^2*g^3*p^2*r*x+16000*c^2*g^3*p^2*x^2+209*c^2*g^3*p*q^ 2*x+1888*c^2*g^3*p*q*r*x+20959*c^2*g^3*p*q*x^2+1649*c^2*g^3*p*r^2*x+17494*c^2*g ^3*p*r*x^2+9921*c^2*g^3*p*x^3+5*c^2*g^3*q^3*x+319*c^2*g^3*q^2*r*x+5866*c^2*g^3* q^2*x^2+745*c^2*g^3*q*r^2*x+12778*c^2*g^3*q*r*x^2+14591*c^2*g^3*q*x^3+330*c^2*g ^3*r^3*x+1215*c^2*g^3*r^2*x^2-21144*c^2*g^3*r*x^3-22380*c^2*g^3*x^4+293*c^2*g^2 *p^4*x+458*c^2*g^2*p^3*q*x+1037*c^2*g^2*p^3*r*x+6149*c^2*g^2*p^3*x^2+241*c^2*g^ 2*p^2*q^2*x+1291*c^2*g^2*p^2*q*r*x+11859*c^2*g^2*p^2*q*x^2+1188*c^2*g^2*p^2*r^2 *x+8209*c^2*g^2*p^2*r*x^2-1946*c^2*g^2*p^2*x^3+28*c^2*g^2*p*q^3*x+531*c^2*g^2*p *q^2*r*x+7890*c^2*g^2*p*q^2*x^2+846*c^2*g^2*p*q*r^2*x+10792*c^2*g^2*p*q*r*x^2+ 528*c^2*g^2*p*q*x^3+492*c^2*g^2*p*r^3*x+28*c^2*g^2*p*r^2*x^2-30571*c^2*g^2*p*r* x^3-23108*c^2*g^2*p*x^4+41*c^2*g^2*q^3*r*x+1388*c^2*g^2*q^3*x^2+165*c^2*g^2*q^2 *r^2*x+3916*c^2*g^2*q^2*r*x^2+3914*c^2*g^2*q^2*x^3+80*c^2*g^2*q*r^3*x-1421*c^2* g^2*q*r^2*x^2-25189*c^2*g^2*q*r*x^3-23108*c^2*g^2*q*x^4+48*c^2*g^2*r^4*x-1662*c ^2*g^2*r^3*x^2-16512*c^2*g^2*r^2*x^3-14736*c^2*g^2*r*x^4+33*c^2*g*p^5*x+41*c^2* g*p^4*q*x+144*c^2*g*p^4*r*x+725*c^2*g*p^4*x^2+39*c^2*g*p^3*q^2*x+138*c^2*g*p^3* q*r*x+1128*c^2*g*p^3*q*x^2+225*c^2*g*p^3*r^2*x+1352*c^2*g*p^3*r*x^2+37*c^2*g*p^ 3*x^3+15*c^2*g*p^2*q^3*x+108*c^2*g*p^2*q^2*r*x+1214*c^2*g*p^2*q^2*x^2+125*c^2*g *p^2*q*r^2*x+1059*c^2*g*p^2*q*r*x^2-1723*c^2*g*p^2*q*x^3+150*c^2*g*p^2*r^3*x+ 441*c^2*g*p^2*r^2*x^2-4243*c^2*g*p^2*r*x^3-3108*c^2*g*p^2*x^4+30*c^2*g*p*q^3*r* x+696*c^2*g*p*q^3*x^2+44*c^2*g*p*q^2*r^2*x+906*c^2*g*p*q^2*r*x^2-645*c^2*g*p*q^ 2*x^3+16*c^2*g*p*q*r^3*x-687*c^2*g*p*q*r^2*x^2-8320*c^2*g*p*q*r*x^3-5824*c^2*g* p*q*x^4+36*c^2*g*p*r^4*x-165*c^2*g*p*r^3*x^2-2944*c^2*g*p*r^2*x^3-1744*c^2*g*p* r*x^4+77*c^2*g*q^4*x^2+6*c^2*g*q^3*r^2*x+263*c^2*g*q^3*r*x^2+635*c^2*g*q^3*x^3-\ 12*c^2*g*q^2*r^3*x-558*c^2*g*q^2*r^2*x^2-3629*c^2*g*q^2*r*x^3-3108*c^2*g*q^2*x^ 4-12*c^2*g*q*r^4*x-609*c^2*g*q*r^3*x^2-3296*c^2*g*q*r^2*x^3-1744*c^2*g*q*r*x^4-\ 36*c^2*g*r^4*x^2+640*c^2*g*r^3*x^3+2784*c^2*g*r^2*x^4+2*c*g^7*x+39*c*g^6*p*x+5* c*g^6*q*x+62*c*g^6*r*x+742*c*g^6*x^2+178*c*g^5*p^2*x+94*c*g^5*p*q*x+414*c*g^5*p *r*x+3963*c*g^5*p*x^2+4*c*g^5*q^2*x+156*c*g^5*q*r*x+2199*c*g^5*q*x^2+192*c*g^5* r^2*x+3068*c*g^5*r*x^2+4744*c*g^5*x^3+278*c*g^4*p^3*x+302*c*g^4*p^2*q*x+809*c*g ^4*p^2*r*x+6285*c*g^4*p^2*x^2+67*c*g^4*p*q^2*x+714*c*g^4*p*q*r*x+8073*c*g^4*p*q *x^2+649*c*g^4*p*r^2*x+7449*c*g^4*p*r*x^2+5960*c*g^4*p*x^3+c*g^4*q^3*x+113*c*g^ 4*q^2*r*x+2136*c*g^4*q^2*x^2+301*c*g^4*q*r^2*x+5379*c*g^4*q*r*x^2+7396*c*g^4*q* x^3+136*c*g^4*r^3*x+838*c*g^4*r^2*x^2-6700*c*g^4*r*x^3-8330*c*g^4*x^4+188*c*g^3 *p^4*x+306*c*g^3*p^3*q*x+674*c*g^3*p^3*r*x+4046*c*g^3*p^3*x^2+146*c*g^3*p^2*q^2 *x+883*c*g^3*p^2*q*r*x+8190*c*g^3*p^2*q*x^2+776*c*g^3*p^2*r^2*x+5617*c*g^3*p^2* r*x^2-678*c*g^3*p^2*x^3+14*c*g^3*p*q^3*x+338*c*g^3*p*q^2*r*x+5166*c*g^3*p*q^2*x ^2+608*c*g^3*p*q*r^2*x+8049*c*g^3*p*q*r*x^2+2480*c*g^3*p*q*x^3+320*c*g^3*p*r^3* x+16*c*g^3*p*r^2*x^2-20832*c*g^3*p*r*x^3-16197*c*g^3*p*x^4+23*c*g^3*q^3*r*x+824 *c*g^3*q^3*x^2+116*c*g^3*q^2*r^2*x+2782*c*g^3*q^2*r*x^2+3242*c*g^3*q^2*x^3+72*c *g^3*q*r^3*x-542*c*g^3*q*r^2*x^2-16244*c*g^3*q*r*x^3-16197*c*g^3*q*x^4+30*c*g^3 *r^4*x-1248*c*g^3*r^3*x^2-13056*c*g^3*r^2*x^3-13236*c*g^3*r*x^4+55*c*g^2*p^5*x+ 101*c*g^2*p^4*q*x+242*c*g^2*p^4*r*x+1123*c*g^2*p^4*x^2+79*c*g^2*p^3*q^2*x+348*c *g^2*p^3*q*r*x+2587*c*g^2*p^3*q*x^2+373*c*g^2*p^3*r^2*x+1828*c*g^2*p^3*r*x^2-\ 1278*c*g^2*p^3*x^3+21*c*g^2*p^2*q^3*x+216*c*g^2*p^2*q^2*r*x+2660*c*g^2*p^2*q^2* x^2+329*c*g^2*p^2*q*r^2*x+2727*c*g^2*p^2*q*r*x^2-3368*c*g^2*p^2*q*x^3+240*c*g^2 *p^2*r^3*x+65*c*g^2*p^2*r^2*x^2-10412*c*g^2*p^2*r*x^3-6692*c*g^2*p^2*x^4+44*c*g ^2*p*q^3*r*x+1171*c*g^2*p*q^3*x^2+98*c*g^2*p*q^2*r^2*x+1953*c*g^2*p*q^2*r*x^2-\ 1292*c*g^2*p*q^2*x^3+64*c*g^2*p*q*r^3*x-1235*c*g^2*p*q*r^2*x^2-17872*c*g^2*p*q* r*x^3-12656*c*g^2*p*q*x^4+54*c*g^2*p*r^4*x-612*c*g^2*p*r^3*x^2-6666*c*g^2*p*r^2 *x^3-3412*c*g^2*p*r*x^4+109*c*g^2*q^4*x^2+10*c*g^2*q^3*r^2*x+424*c*g^2*q^3*r*x^ 2+570*c*g^2*q^3*x^3-16*c*g^2*q^2*r^3*x-934*c*g^2*q^2*r^2*x^2-7884*c*g^2*q^2*r*x ^3-6692*c*g^2*q^2*x^4-18*c*g^2*q*r^4*x-1140*c*g^2*q*r^3*x^2-7158*c*g^2*q*r^2*x^ 3-3412*c*g^2*q*r*x^4-54*c*g^2*r^4*x^2+1600*c*g^2*r^3*x^3+7008*c*g^2*r^2*x^4+4*c *g*p^6*x+4*c*g*p^5*q*x+21*c*g*p^5*r*x+93*c*g*p^5*x^2+4*c*g*p^4*q^2*x+15*c*g*p^4 *q*r*x+120*c*g*p^4*q*x^2+39*c*g*p^4*r^2*x+227*c*g*p^4*r*x^2+72*c*g*p^4*x^3+4*c* g*p^3*q^3*x+15*c*g*p^3*q^2*r*x+114*c*g*p^3*q^2*x^2+18*c*g*p^3*q*r^2*x+83*c*g*p^ 3*q*r*x^2-344*c*g*p^3*q*x^3+31*c*g*p^3*r^3*x+95*c*g*p^3*r^2*x^2-539*c*g*p^3*r*x ^3-381*c*g*p^3*x^4+9*c*g*p^2*q^3*r*x+144*c*g*p^2*q^3*x^2+11*c*g*p^2*q^2*r^2*x+ 65*c*g*p^2*q^2*r*x^2-556*c*g*p^2*q^2*x^3+7*c*g*p^2*q*r^3*x-168*c*g*p^2*q*r^2*x^ 2-1671*c*g*p^2*q*r*x^3-947*c*g*p^2*q*x^4+9*c*g*p^2*r^4*x-93*c*g*p^2*r^3*x^2-745 *c*g*p^2*r^2*x^3-352*c*g*p^2*r*x^4+57*c*g*p*q^4*x^2+113*c*g*p*q^3*r*x^2-32*c*g* p*q^3*x^3-3*c*g*p*q^2*r^3*x-132*c*g*p*q^2*r^2*x^2-1453*c*g*p*q^2*r*x^3-947*c*g* p*q^2*x^4-72*c*g*p*q*r^3*x^2-432*c*g*p*q*r^2*x^3+504*c*g*p*q*r*x^4-54*c*g*p*r^4 *x^2+4*c*g*p*r^3*x^3+816*c*g*p*r^2*x^4+8*c*g*q^4*r*x^2+108*c*g*q^4*x^3-3*c*g*q^ 3*r^3*x-85*c*g*q^3*r^2*x^2-353*c*g*q^3*r*x^3-381*c*g*q^3*x^4-3*c*g*q^2*r^4*x-87 *c*g*q^2*r^3*x^2-455*c*g*q^2*r^2*x^3-352*c*g*q^2*r*x^4+36*c*g*q*r^4*x^2+396*c*g *q*r^3*x^3+816*c*g*q*r^2*x^4-80*c*g*r^3*x^4+2*g^7*p*x+4*g^7*r*x+52*g^7*x^2+16*g ^6*p^2*x+7*g^6*p*q*x+40*g^6*p*r*x+399*g^6*p*x^2+14*g^6*q*r*x+207*g^6*q*x^2+20*g ^6*r^2*x+348*g^6*r*x^2+624*g^6*x^3+36*g^5*p^3*x+37*g^5*p^2*q*x+108*g^5*p^2*r*x+ 872*g^5*p^2*x^2+7*g^5*p*q^2*x+94*g^5*p*q*r*x+1088*g^5*p*q*x^2+90*g^5*p*r^2*x+ 1134*g^5*p*r*x^2+1198*g^5*p*x^3+14*g^5*q^2*r*x+272*g^5*q^2*x^2+43*g^5*q*r^2*x+ 807*g^5*q*r*x^2+1322*g^5*q*x^3+20*g^5*r^3*x+180*g^5*r^2*x^2-632*g^5*r*x^3-1060* g^5*x^4+36*g^4*p^4*x+59*g^4*p^3*q*x+131*g^4*p^3*r*x+812*g^4*p^3*x^2+26*g^4*p^2* q^2*x+176*g^4*p^2*q*r*x+1665*g^4*p^2*q*x^2+153*g^4*p^2*r^2*x+1206*g^4*p^2*r*x^2 +149*g^4*p^2*x^3+2*g^4*p*q^3*x+65*g^4*p*q^2*r*x+1011*g^4*p*q^2*x^2+128*g^4*p*q* r^2*x+1789*g^4*p*q*r*x^2+1072*g^4*p*q*x^3+64*g^4*p*r^3*x+49*g^4*p*r^2*x^2-4083* g^4*p*r*x^3-3353*g^4*p*x^4+4*g^4*q^3*r*x+149*g^4*q^3*x^2+25*g^4*q^2*r^2*x+609*g ^4*q^2*r*x^2+879*g^4*q^2*x^3+18*g^4*q*r^3*x-14*g^4*q*r^2*x^2-3001*g^4*q*r*x^3-\ 3353*g^4*q*x^4+6*g^4*r^4*x-276*g^4*r^3*x^2-3072*g^4*r^2*x^3-3496*g^4*r*x^4+18*g ^3*p^5*x+37*g^3*p^4*q*x+80*g^3*p^4*r*x+368*g^3*p^4*x^2+27*g^3*p^3*q^2*x+130*g^3 *p^3*q*r*x+968*g^3*p^3*q*x^2+124*g^3*p^3*r^2*x+594*g^3*p^3*r*x^2-501*g^3*p^3*x^ 3+6*g^3*p^2*q^3*x+76*g^3*p^2*q^2*r*x+973*g^3*p^2*q^2*x^2+127*g^3*p^2*q*r^2*x+ 1132*g^3*p^2*q*r*x^2-888*g^3*p^2*q*x^3+80*g^3*p^2*r^3*x-26*g^3*p^2*r^2*x^2-3907 *g^3*p^2*r*x^3-2532*g^3*p^2*x^4+14*g^3*p*q^3*r*x+386*g^3*p*q^3*x^2+38*g^3*p*q^2 *r^2*x+772*g^3*p*q^2*r*x^2-196*g^3*p*q^2*x^3+28*g^3*p*q*r^3*x-373*g^3*p*q*r^2*x ^2-6412*g^3*p*q*r*x^3-4798*g^3*p*q*x^4+18*g^3*p*r^4*x-249*g^3*p*r^3*x^2-2726*g^ 3*p*r^2*x^3-1744*g^3*p*r*x^4+32*g^3*q^4*x^2+4*g^3*q^3*r^2*x+153*g^3*q^3*r*x^2+ 197*g^3*q^3*x^3-4*g^3*q^2*r^3*x-296*g^3*q^2*r^2*x^2-2829*g^3*q^2*r*x^3-2532*g^3 *q^2*x^4-6*g^3*q*r^4*x-429*g^3*q*r^3*x^2-2938*g^3*q*r^2*x^3-1744*g^3*q*r*x^4-18 *g^3*r^4*x^2+640*g^3*r^3*x^3+2880*g^3*r^2*x^4+4*g^2*p^6*x+8*g^2*p^5*q*x+21*g^2* p^5*r*x+81*g^2*p^5*x^2+8*g^2*p^4*q^2*x+33*g^2*p^4*q*r*x+192*g^2*p^4*q*x^2+39*g^ 2*p^4*r^2*x+155*g^2*p^4*r*x^2-112*g^2*p^4*x^3+4*g^2*p^3*q^3*x+27*g^2*p^3*q^2*r* x+246*g^2*p^3*q^2*x^2+42*g^2*p^3*q*r^2*x+177*g^2*p^3*q*r*x^2-618*g^2*p^3*q*x^3+ 31*g^2*p^3*r^3*x-19*g^2*p^3*r^2*x^2-995*g^2*p^3*r*x^3-527*g^2*p^3*x^4+9*g^2*p^2 *q^3*r*x+192*g^2*p^2*q^3*x^2+19*g^2*p^2*q^2*r^2*x+183*g^2*p^2*q^2*r*x^2-728*g^2 *p^2*q^2*x^3+17*g^2*p^2*q*r^3*x-238*g^2*p^2*q*r^2*x^2-2703*g^2*p^2*q*r*x^3-1483 *g^2*p^2*q*x^4+9*g^2*p^2*r^4*x-147*g^2*p^2*r^3*x^2-841*g^2*p^2*r^2*x^3-44*g^2*p ^2*r*x^4+57*g^2*p*q^4*x^2+117*g^2*p*q^3*r*x^2-170*g^2*p*q^3*x^3-3*g^2*p*q^2*r^3 *x-202*g^2*p*q^2*r^2*x^2-2285*g^2*p*q^2*r*x^3-1483*g^2*p*q^2*x^4-162*g^2*p*q*r^ 3*x^2-1008*g^2*p*q*r^2*x^3+516*g^2*p*q*r*x^4-54*g^2*p*r^4*x^2+196*g^2*p*r^3*x^3 +1440*g^2*p*r^2*x^4+8*g^2*q^4*r*x^2+52*g^2*q^4*x^3-3*g^2*q^3*r^3*x-91*g^2*q^3*r ^2*x^2-593*g^2*q^3*r*x^3-527*g^2*q^3*x^4-3*g^2*q^2*r^4*x-93*g^2*q^2*r^3*x^2-551 *g^2*q^2*r^2*x^3-44*g^2*q^2*r*x^4+36*g^2*q*r^4*x^2+524*g^2*q*r^3*x^3+1440*g^2*q *r^2*x^4-160*g^2*r^3*x^4-32*a^6*b*p-32*a^6*b*r-544*a^6*b*x-16*a^6*g*p-16*a^6*g* r-272*a^6*g*x-64*a^5*b^2*p-64*a^5*b^2*r-1504*a^5*b^2*x-192*a^5*b*c*p-192*a^5*b* c*r-3904*a^5*b*c*x-128*a^5*b*g*p-128*a^5*b*g*r-2672*a^5*b*g*x-96*a^5*b*p^2-32*a ^5*b*p*q-160*a^5*b*p*r-1904*a^5*b*p*x-32*a^5*b*q*r-912*a^5*b*q*x-64*a^5*b*r^2-\ 1264*a^5*b*r*x-1984*a^5*b*x^2-160*a^5*c^2*x-96*a^5*c*g*p-96*a^5*c*g*r-2032*a^5* c*g*x-16*a^5*c*p^2-32*a^5*c*p*r-240*a^5*c*p*x-80*a^5*c*q*x-16*a^5*c*r^2-176*a^5 *c*r*x+672*a^5*c*x^2-48*a^5*g^2*p-48*a^5*g^2*r-960*a^5*g^2*x-56*a^5*g*p^2-16*a^ 5*g*p*q-96*a^5*g*p*r-1072*a^5*g*p*x-16*a^5*g*q*r-496*a^5*g*q*x-40*a^5*g*r^2-720 *a^5*g*r*x-656*a^5*g*x^2-32*a^4*b^3*p-32*a^4*b^3*r-1376*a^4*b^3*x-320*a^4*b^2*c *p-320*a^4*b^2*c*r-8864*a^4*b^2*c*x-176*a^4*b^2*g*p-176*a^4*b^2*g*r-5072*a^4*b^ 2*g*x-160*a^4*b^2*p^2-32*a^4*b^2*p*q-256*a^4*b^2*p*r-4672*a^4*b^2*p*x-32*a^4*b^ 2*q*r-1776*a^4*b^2*q*x-96*a^4*b^2*r^2-3136*a^4*b^2*r*x-8560*a^4*b^2*x^2-480*a^4 *b*c^2*p-480*a^4*b*c^2*r-11392*a^4*b*c^2*x-656*a^4*b*c*g*p-656*a^4*b*c*g*r-\ 16080*a^4*b*c*g*x-464*a^4*b*c*p^2-160*a^4*b*c*p*q-768*a^4*b*c*p*r-11040*a^4*b*c *p*x-160*a^4*b*c*q*r-5216*a^4*b*c*q*x-304*a^4*b*c*r^2-6736*a^4*b*c*r*x-9872*a^4 *b*c*x^2-200*a^4*b*g^2*p-200*a^4*b*g^2*r-5016*a^4*b*g^2*x-328*a^4*b*g*p^2-96*a^ 4*b*g*p*q-544*a^4*b*g*p*r-8304*a^4*b*g*p*x-96*a^4*b*g*q*r-3552*a^4*b*g*q*x-216* a^4*b*g*r^2-5584*a^4*b*g*r*x-12944*a^4*b*g*x^2-112*a^4*b*p^3-80*a^4*b*p^2*q-256 *a^4*b*p^2*r-2344*a^4*b*p^2*x-8*a^4*b*p*q^2-128*a^4*b*p*q*r-2608*a^4*b*p*q*x-\ 184*a^4*b*p*r^2-2328*a^4*b*p*r*x+1560*a^4*b*p*x^2-8*a^4*b*q^2*r-544*a^4*b*q^2*x -48*a^4*b*q*r^2-1512*a^4*b*q*r*x-1608*a^4*b*q*x^2-40*a^4*b*r^3-168*a^4*b*r^2*x+ 8816*a^4*b*r*x^2+18664*a^4*b*x^3-640*a^4*c^3*x-240*a^4*c^2*g*p-240*a^4*c^2*g*r-\ 6336*a^4*c^2*g*x-64*a^4*c^2*p^2-128*a^4*c^2*p*r-1744*a^4*c^2*p*x-320*a^4*c^2*q* x-64*a^4*c^2*r^2-1168*a^4*c^2*r*x+288*a^4*c^2*x^2-248*a^4*c*g^2*p-248*a^4*c*g^2 *r-5984*a^4*c*g^2*x-296*a^4*c*g*p^2-80*a^4*c*g*p*q-512*a^4*c*g*p*r-6872*a^4*c*g *p*x-80*a^4*c*g*q*r-2928*a^4*c*g*q*x-216*a^4*c*g*r^2-4304*a^4*c*g*r*x-3448*a^4* c*g*x^2-40*a^4*c*p^3-104*a^4*c*p^2*r-880*a^4*c*p^2*x-456*a^4*c*p*q*x-88*a^4*c*p *r^2-1352*a^4*c*p*r*x-64*a^4*c*p*x^2-296*a^4*c*q*r*x-976*a^4*c*q*x^2-24*a^4*c*r ^3-536*a^4*c*r^2*x+1048*a^4*c*r*x^2+5472*a^4*c*x^3-60*a^4*g^3*p-60*a^4*g^3*r-\ 1412*a^4*g^3*x-140*a^4*g^2*p^2-40*a^4*g^2*p*q-240*a^4*g^2*p*r-3224*a^4*g^2*p*x-\ 40*a^4*g^2*q*r-1412*a^4*g^2*q*x-100*a^4*g^2*r^2-2184*a^4*g^2*r*x-3660*a^4*g^2*x ^2-76*a^4*g*p^3-40*a^4*g*p^2*q-180*a^4*g*p^2*r-1612*a^4*g*p^2*x-4*a^4*g*p*q^2-\ 64*a^4*g*p*q*r-1532*a^4*g*p*q*x-136*a^4*g*p*r^2-1840*a^4*g*p*r*x+748*a^4*g*p*x^ 2-4*a^4*g*q^2*r-272*a^4*g*q^2*x-24*a^4*g*q*r^2-904*a^4*g*q*r*x-1292*a^4*g*q*x^2 -32*a^4*g*r^3-352*a^4*g*r^2*x+4932*a^4*g*r*x^2+12068*a^4*g*x^3-416*a^3*b^4*x-\ 128*a^3*b^3*c*p-128*a^3*b^3*c*r-6272*a^3*b^3*c*x-64*a^3*b^3*g*p-64*a^3*b^3*g*r-\ 3344*a^3*b^3*g*x-64*a^3*b^3*p^2-96*a^3*b^3*p*r-3680*a^3*b^3*p*x-864*a^3*b^3*q*x -32*a^3*b^3*r^2-2448*a^3*b^3*r*x-12576*a^3*b^3*x^2-640*a^3*b^2*c^2*p-640*a^3*b^ 2*c^2*r-20032*a^3*b^2*c^2*x-736*a^3*b^2*c*g*p-736*a^3*b^2*c*g*r-24112*a^3*b^2*c *g*x-608*a^3*b^2*c*p^2-128*a^3*b^2*c*p*q-960*a^3*b^2*c*p*r-20800*a^3*b^2*c*p*x-\ 128*a^3*b^2*c*q*r-7760*a^3*b^2*c*q*x-352*a^3*b^2*c*r^2-12768*a^3*b^2*c*r*x-\ 37632*a^3*b^2*c*x^2-192*a^3*b^2*g^2*p-192*a^3*b^2*g^2*r-6648*a^3*b^2*g^2*x-368* a^3*b^2*g*p^2-64*a^3*b^2*g*p*q-592*a^3*b^2*g*p*r-13480*a^3*b^2*g*p*x-64*a^3*b^2 *g*q*r-4512*a^3*b^2*g*q*x-224*a^3*b^2*g*r^2-9192*a^3*b^2*g*r*x-34904*a^3*b^2*g* x^2-144*a^3*b^2*p^3-64*a^3*b^2*p^2*q-304*a^3*b^2*p^2*r-4648*a^3*b^2*p^2*x-96*a^ 3*b^2*p*q*r-4264*a^3*b^2*p*q*x-192*a^3*b^2*p*r^2-4568*a^3*b^2*p*r*x-1696*a^3*b^ 2*p*x^2-552*a^3*b^2*q^2*x-32*a^3*b^2*q*r^2-2456*a^3*b^2*q*r*x-8200*a^3*b^2*q*x^ 2-32*a^3*b^2*r^3-208*a^3*b^2*r^2*x+17320*a^3*b^2*r*x^2+48584*a^3*b^2*x^3-640*a^ 3*b*c^3*p-640*a^3*b*c^3*r-17120*a^3*b*c^3*x-1360*a^3*b*c^2*g*p-1360*a^3*b*c^2*g *r-37632*a^3*b*c^2*g*x-880*a^3*b*c^2*p^2-320*a^3*b*c^2*p*q-1440*a^3*b*c^2*p*r-\ 24768*a^3*b*c^2*p*x-320*a^3*b*c^2*q*r-11552*a^3*b*c^2*q*x-560*a^3*b*c^2*r^2-\ 14176*a^3*b*c^2*r*x-23184*a^3*b*c^2*x^2-856*a^3*b*c*g^2*p-856*a^3*b*c*g^2*r-\ 24416*a^3*b*c*g^2*x-1296*a^3*b*c*g*p^2-400*a^3*b*c*g*p*q-2128*a^3*b*c*g*p*r-\ 38480*a^3*b*c*g*p*x-400*a^3*b*c*g*q*r-16296*a^3*b*c*g*q*x-832*a^3*b*c*g*r^2-\ 23896*a^3*b*c*g*r*x-58048*a^3*b*c*g*x^2-408*a^3*b*c*p^3-304*a^3*b*c*p^2*q-920*a ^3*b*c*p^2*r-10408*a^3*b*c*p^2*x-32*a^3*b*c*p*q^2-480*a^3*b*c*p*q*r-11456*a^3*b *c*p*q*x-648*a^3*b*c*p*r^2-9608*a^3*b*c*p*r*x+9416*a^3*b*c*p*x^2-32*a^3*b*c*q^2 *r-2312*a^3*b*c*q^2*x-176*a^3*b*c*q*r^2-6312*a^3*b*c*q*r*x-9360*a^3*b*c*q*x^2-\ 136*a^3*b*c*r^3-488*a^3*b*c*r^2*x+42000*a^3*b*c*r*x^2+96800*a^3*b*c*x^3-160*a^3 *b*g^3*p-160*a^3*b*g^3*r-4740*a^3*b*g^3*x-428*a^3*b*g^2*p^2-112*a^3*b*g^2*p*q-\ 712*a^3*b*g^2*p*r-13416*a^3*b*g^2*p*x-112*a^3*b*g^2*q*r-5160*a^3*b*g^2*q*x-284* a^3*b*g^2*r^2-9204*a^3*b*g^2*r*x-29496*a^3*b*g^2*x^2-308*a^3*b*g*p^3-200*a^3*b* g*p^2*q-692*a^3*b*g*p^2*r-8400*a^3*b*g*p^2*x-16*a^3*b*g*p*q^2-320*a^3*b*g*p*q*r -8616*a^3*b*g*p*q*x-484*a^3*b*g*p*r^2-8436*a^3*b*g*p*r*x-220*a^3*b*g*p*x^2-16*a ^3*b*g*q^2*r-1532*a^3*b*g*q^2*x-120*a^3*b*g*q*r^2-5148*a^3*b*g*q*r*x-12448*a^3* b*g*q*x^2-100*a^3*b*g*r^3-684*a^3*b*g*r^2*x+30652*a^3*b*g*r*x^2+79224*a^3*b*g*x ^3-64*a^3*b*p^4-72*a^3*b*p^3*q-184*a^3*b*p^3*r-1340*a^3*b*p^3*x-16*a^3*b*p^2*q^ 2-152*a^3*b*p^2*q*r-2492*a^3*b*p^2*q*x-184*a^3*b*p^2*r^2-1436*a^3*b*p^2*r*x+ 6072*a^3*b*p^2*x^2-24*a^3*b*p*q^2*r-1212*a^3*b*p*q^2*x-96*a^3*b*p*q*r^2-2096*a^ 3*b*p*q*r*x+3872*a^3*b*p*q*x^2-72*a^3*b*p*r^3+332*a^3*b*p*r^2*x+19632*a^3*b*p*r *x^2+32744*a^3*b*p*x^3-112*a^3*b*q^3*x-8*a^3*b*q^2*r^2-616*a^3*b*q^2*r*x-852*a^ 3*b*q^2*x^2-16*a^3*b*q*r^3+104*a^3*b*q*r^2*x+12076*a^3*b*q*r*x^2+28048*a^3*b*q* x^3-8*a^3*b*r^4+428*a^3*b*r^3*x+8344*a^3*b*r^2*x^2+17200*a^3*b*r*x^3+2200*a^3*b *x^4-960*a^3*c^4*x-320*a^3*c^3*g*p-320*a^3*c^3*g*r-10080*a^3*c^3*g*x-96*a^3*c^3 *p^2-192*a^3*c^3*p*r-3792*a^3*c^3*p*x-480*a^3*c^3*q*x-96*a^3*c^3*r^2-2448*a^3*c ^3*r*x-3408*a^3*c^3*x^2-520*a^3*c^2*g^2*p-520*a^3*c^2*g^2*r-14568*a^3*c^2*g^2*x -592*a^3*c^2*g*p^2-160*a^3*c^2*g*p*q-1024*a^3*c^2*g*p*r-17224*a^3*c^2*g*p*x-160 *a^3*c^2*g*q*r-6536*a^3*c^2*g*q*x-432*a^3*c^2*g*r^2-10296*a^3*c^2*g*r*x-13376*a ^3*c^2*g*x^2-120*a^3*c^2*p^3-312*a^3*c^2*p^2*r-3608*a^3*c^2*p^2*x-1368*a^3*c^2* p*q*x-264*a^3*c^2*p*r^2-4976*a^3*c^2*p*r*x-3800*a^3*c^2*p*x^2-888*a^3*c^2*q*r*x -3632*a^3*c^2*q*x^2-72*a^3*c^2*r^3-1784*a^3*c^2*r^2*x+2536*a^3*c^2*r*x^2+18136* a^3*c^2*x^3-260*a^3*c*g^3*p-260*a^3*c*g^3*r-7084*a^3*c*g^3*x-572*a^3*c*g^2*p^2-\ 168*a^3*c*g^2*p*q-976*a^3*c*g^2*p*r-15872*a^3*c*g^2*p*x-168*a^3*c*g^2*q*r-6588* a^3*c*g^2*q*x-404*a^3*c*g^2*r^2-10012*a^3*c*g^2*r*x-18648*a^3*c*g^2*x^2-332*a^3 *c*g*p^3-152*a^3*c*g*p^2*q-796*a^3*c*g*p^2*r-8532*a^3*c*g*p^2*x-16*a^3*c*g*p*q^ 2-240*a^3*c*g*p*q*r-7232*a^3*c*g*p*q*x-612*a^3*c*g*p*r^2-9688*a^3*c*g*p*r*x+ 2448*a^3*c*g*p*x^2-16*a^3*c*g*q^2*r-1156*a^3*c*g*q^2*x-88*a^3*c*g*q*r^2-4148*a^ 3*c*g*q*r*x-8272*a^3*c*g*q*x^2-148*a^3*c*g*r^3-2104*a^3*c*g*r^2*x+24160*a^3*c*g *r*x^2+67044*a^3*c*g*x^3-36*a^3*c*p^4-112*a^3*c*p^3*r-980*a^3*c*p^3*x-624*a^3*c *p^2*q*x-124*a^3*c*p^2*r^2-1924*a^3*c*p^2*r*x-940*a^3*c*p^2*x^2-692*a^3*c*p*q*r *x-1732*a^3*c*p*q*x^2-56*a^3*c*p*r^3-1092*a^3*c*p*r^2*x+2052*a^3*c*p*r*x^2+9620 *a^3*c*p*x^3-292*a^3*c*q^2*x^2-180*a^3*c*q*r^2*x-184*a^3*c*q*r*x^2+2372*a^3*c*q *x^3-8*a^3*c*r^4-132*a^3*c*r^3*x+1016*a^3*c*r^2*x^2+3280*a^3*c*r*x^3+248*a^3*c* x^4-40*a^3*g^4*p-40*a^3*g^4*r-1100*a^3*g^4*x-142*a^3*g^3*p^2-40*a^3*g^3*p*q-244 *a^3*g^3*p*r-3978*a^3*g^3*p*x-40*a^3*g^3*q*r-1620*a^3*g^3*q*x-102*a^3*g^3*r^2-\ 2742*a^3*g^3*r*x-7090*a^3*g^3*x^2-152*a^3*g^2*p^3-84*a^3*g^2*p^2*q-360*a^3*g^2* p^2*r-3800*a^3*g^2*p^2*x-8*a^3*g^2*p*q^2-136*a^3*g^2*p*q*r-3652*a^3*g^2*p*q*x-\ 272*a^3*g^2*p*r^2-4274*a^3*g^2*p*r*x+134*a^3*g^2*p*x^2-8*a^3*g^2*q^2*r-628*a^3* g^2*q^2*x-52*a^3*g^2*q*r^2-2234*a^3*g^2*q*r*x-5062*a^3*g^2*q*x^2-64*a^3*g^2*r^3 -774*a^3*g^2*r^2*x+11942*a^3*g^2*r*x^2+32254*a^3*g^2*x^3-50*a^3*g*p^4-36*a^3*g* p^3*q-148*a^3*g*p^3*r-1160*a^3*g*p^3*x-8*a^3*g*p^2*q^2-76*a^3*g*p^2*q*r-1558*a^ 3*g*p^2*q*x-154*a^3*g*p^2*r^2-1680*a^3*g*p^2*r*x+2566*a^3*g*p^2*x^2-12*a^3*g*p* q^2*r-606*a^3*g*p*q^2*x-48*a^3*g*p*q*r^2-1394*a^3*g*p*q*r*x+1070*a^3*g*p*q*x^2-\ 64*a^3*g*p*r^3-380*a^3*g*p*r^2*x+10842*a^3*g*p*r*x^2+21182*a^3*g*p*x^3-56*a^3*g *q^3*x-4*a^3*g*q^2*r^2-308*a^3*g*q^2*r*x-572*a^3*g*q^2*x^2-8*a^3*g*q*r^3-38*a^3 *g*q*r^2*x+5946*a^3*g*q*r*x^2+15210*a^3*g*q*x^3-8*a^3*g*r^4+148*a^3*g*r^3*x+ 4680*a^3*g*r^2*x^2+10240*a^3*g*r*x^3+1224*a^3*g*x^4-1312*a^2*b^4*c*x-672*a^2*b^ 4*g*x-912*a^2*b^4*p*x-576*a^2*b^4*r*x-7408*a^2*b^4*x^2-192*a^2*b^3*c^2*p-192*a^ 2*b^3*c^2*r-10304*a^2*b^3*c^2*x-192*a^2*b^3*c*g*p-192*a^2*b^3*c*g*r-11728*a^2*b ^3*c*g*x-192*a^2*b^3*c*p^2-288*a^2*b^3*c*p*r-11488*a^2*b^3*c*p*x-2656*a^2*b^3*c *q*x-96*a^2*b^3*c*r^2-6768*a^2*b^3*c*r*x-37968*a^2*b^3*c*x^2-40*a^2*b^3*g^2*p-\ 40*a^2*b^3*g^2*r-2952*a^2*b^3*g^2*x-112*a^2*b^3*g*p^2-176*a^2*b^3*g*p*r-7328*a^ 2*b^3*g*p*x-1472*a^2*b^3*g*q*x-64*a^2*b^3*g*r^2-4968*a^2*b^3*g*r*x-32240*a^2*b^ 3*g*x^2-40*a^2*b^3*p^3-72*a^2*b^3*p^2*r-2672*a^2*b^3*p^2*x-1640*a^2*b^3*p*q*x-\ 32*a^2*b^3*p*r^2-2384*a^2*b^3*p*r*x-6256*a^2*b^3*p*x^2-888*a^2*b^3*q*r*x-9760*a ^2*b^3*q*x^2+184*a^2*b^3*r^2*x+9856*a^2*b^3*r*x^2+41176*a^2*b^3*x^3-640*a^2*b^2 *c^3*p-640*a^2*b^2*c^3*r-21824*a^2*b^2*c^3*x-1152*a^2*b^2*c^2*g*p-1152*a^2*b^2* c^2*g*r-41968*a^2*b^2*c^2*g*x-864*a^2*b^2*c^2*p^2-192*a^2*b^2*c^2*p*q-1344*a^2* b^2*c^2*p*r-32480*a^2*b^2*c^2*p*x-192*a^2*b^2*c^2*q*r-12496*a^2*b^2*c^2*q*x-480 *a^2*b^2*c^2*r^2-18432*a^2*b^2*c^2*r*x-58624*a^2*b^2*c^2*x^2-608*a^2*b^2*c*g^2* p-608*a^2*b^2*c*g^2*r-24216*a^2*b^2*c*g^2*x-1136*a^2*b^2*c*g*p^2-192*a^2*b^2*c* g*p*q-1808*a^2*b^2*c*g*p*r-45392*a^2*b^2*c*g*p*x-192*a^2*b^2*c*g*q*r-15360*a^2* b^2*c*g*q*x-672*a^2*b^2*c*g*r^2-28376*a^2*b^2*c*g*r*x-111464*a^2*b^2*c*g*x^2-\ 368*a^2*b^2*c*p^3-192*a^2*b^2*c*p^2*q-752*a^2*b^2*c*p^2*r-13920*a^2*b^2*c*p^2*x -288*a^2*b^2*c*p*q*r-12984*a^2*b^2*c*p*q*x-448*a^2*b^2*c*p*r^2-12176*a^2*b^2*c* p*r*x-5800*a^2*b^2*c*p*x^2-1672*a^2*b^2*c*q^2*x-96*a^2*b^2*c*q*r^2-6928*a^2*b^2 *c*q*r*x-29416*a^2*b^2*c*q*x^2-64*a^2*b^2*c*r^3+240*a^2*b^2*c*r^2*x+51600*a^2*b ^2*c*r*x^2+158208*a^2*b^2*c*x^3-92*a^2*b^2*g^3*p-92*a^2*b^2*g^3*r-4172*a^2*b^2* g^3*x-336*a^2*b^2*g^2*p^2-40*a^2*b^2*g^2*p*q-552*a^2*b^2*g^2*p*r-14592*a^2*b^2* g^2*p*x-40*a^2*b^2*g^2*q*r-4284*a^2*b^2*g^2*q*x-216*a^2*b^2*g^2*r^2-10236*a^2*b ^2*g^2*r*x-48612*a^2*b^2*g^2*x^2-252*a^2*b^2*g*p^3-112*a^2*b^2*g*p^2*q-524*a^2* b^2*g*p^2*r-10124*a^2*b^2*g*p^2*x-176*a^2*b^2*g*p*q*r-8732*a^2*b^2*g*p*q*x-320* a^2*b^2*g*p*r^2-9772*a^2*b^2*g*p*r*x-13892*a^2*b^2*g*p*x^2-968*a^2*b^2*g*q^2*x-\ 64*a^2*b^2*g*q*r^2-5208*a^2*b^2*g*q*r*x-27128*a^2*b^2*g*q*x^2-48*a^2*b^2*g*r^3-\ 228*a^2*b^2*g*r^2*x+33948*a^2*b^2*g*r*x^2+117424*a^2*b^2*g*x^3-56*a^2*b^2*p^4-\ 40*a^2*b^2*p^3*q-144*a^2*b^2*p^3*r-1896*a^2*b^2*p^3*x-72*a^2*b^2*p^2*q*r-2956*a ^2*b^2*p^2*q*x-120*a^2*b^2*p^2*r^2-2024*a^2*b^2*p^2*r*x+6220*a^2*b^2*p^2*x^2-\ 956*a^2*b^2*p*q^2*x-32*a^2*b^2*p*q*r^2-2272*a^2*b^2*p*q*r*x-504*a^2*b^2*p*q*x^2 -32*a^2*b^2*p*r^3+500*a^2*b^2*p*r^2*x+28160*a^2*b^2*p*r*x^2+60344*a^2*b^2*p*x^3 -456*a^2*b^2*q^2*r*x-4028*a^2*b^2*q^2*x^2+424*a^2*b^2*q*r^2*x+15308*a^2*b^2*q*r *x^2+50952*a^2*b^2*q*x^3+576*a^2*b^2*r^3*x+13040*a^2*b^2*r^2*x^2+36960*a^2*b^2* r*x^3+4400*a^2*b^2*x^4-480*a^2*b*c^4*p-480*a^2*b*c^4*r-13888*a^2*b*c^4*x-1424*a ^2*b*c^3*g*p-1424*a^2*b*c^3*g*r-43040*a^2*b*c^3*g*x-816*a^2*b*c^3*p^2-320*a^2*b *c^3*p*q-1312*a^2*b*c^3*p*r-25856*a^2*b*c^3*p*x-320*a^2*b*c^3*q*r-12480*a^2*b*c ^3*q*x-496*a^2*b*c^3*r^2-14016*a^2*b*c^3*r*x-26432*a^2*b*c^3*x^2-1384*a^2*b*c^2 *g^2*p-1384*a^2*b*c^2*g^2*r-43864*a^2*b*c^2*g^2*x-1936*a^2*b*c^2*g*p^2-624*a^2* b*c^2*g*p*q-3136*a^2*b*c^2*g*p*r-64104*a^2*b*c^2*g*p*x-624*a^2*b*c^2*g*q*r-\ 27800*a^2*b*c^2*g*q*x-1200*a^2*b*c^2*g*r^2-37384*a^2*b*c^2*g*r*x-96544*a^2*b*c^ 2*g*x^2-520*a^2*b*c^2*p^3-432*a^2*b*c^2*p^2*q-1144*a^2*b*c^2*p^2*r-15848*a^2*b* c^2*p^2*x-48*a^2*b*c^2*p*q^2-672*a^2*b*c^2*p*q*r-17664*a^2*b*c^2*p*q*x-776*a^2* b*c^2*p*r^2-13336*a^2*b*c^2*p*r*x+14576*a^2*b*c^2*p*x^2-48*a^2*b*c^2*q^2*r-3672 *a^2*b*c^2*q^2*x-240*a^2*b*c^2*q*r^2-9264*a^2*b*c^2*q*r*x-18912*a^2*b*c^2*q*x^2 -152*a^2*b*c^2*r^3+67424*a^2*b*c^2*r*x^2+171288*a^2*b*c^2*x^3-524*a^2*b*c*g^3*p -524*a^2*b*c*g^3*r-17644*a^2*b*c*g^3*x-1352*a^2*b*c*g^2*p^2-352*a^2*b*c*g^2*p*q -2224*a^2*b*c*g^2*p*r-47192*a^2*b*c*g^2*p*x-352*a^2*b*c*g^2*q*r-18324*a^2*b*c*g ^2*q*x-872*a^2*b*c*g^2*r^2-30136*a^2*b*c*g^2*r*x-99056*a^2*b*c*g^2*x^2-848*a^2* b*c*g*p^3-616*a^2*b*c*g*p^2*q-1864*a^2*b*c*g*p^2*r-27088*a^2*b*c*g*p^2*x-48*a^2 *b*c*g*p*q^2-976*a^2*b*c*g*p*q*r-28268*a^2*b*c*g*p*q*x-1260*a^2*b*c*g*p*r^2-\ 24684*a^2*b*c*g*p*r*x+1396*a^2*b*c*g*p*x^2-48*a^2*b*c*g*q^2*r-5084*a^2*b*c*g*q^ 2*x-360*a^2*b*c*g*q*r^2-15972*a^2*b*c*g*q*r*x-46336*a^2*b*c*g*q*x^2-244*a^2*b*c *g*r^3-820*a^2*b*c*g*r^2*x+101852*a^2*b*c*g*r*x^2+280804*a^2*b*c*g*x^3-156*a^2* b*c*p^4-184*a^2*b*c*p^3*q-440*a^2*b*c*p^3*r-4068*a^2*b*c*p^3*x-48*a^2*b*c*p^2*q ^2-376*a^2*b*c*p^2*q*r-7428*a^2*b*c*p^2*q*x-428*a^2*b*c*p^2*r^2-4020*a^2*b*c*p^ 2*r*x+20684*a^2*b*c*p^2*x^2-72*a^2*b*c*p*q^2*r-3620*a^2*b*c*p*q^2*x-224*a^2*b*c *p*q*r^2-5748*a^2*b*c*p*q*r*x+10040*a^2*b*c*p*q*x^2-160*a^2*b*c*p*r^3+1220*a^2* b*c*p*r^2*x+66380*a^2*b*c*p*r*x^2+124460*a^2*b*c*p*x^3-336*a^2*b*c*q^3*x-24*a^2 *b*c*q^2*r^2-1772*a^2*b*c*q^2*r*x-4848*a^2*b*c*q^2*x^2-32*a^2*b*c*q*r^3+620*a^2 *b*c*q*r^2*x+38012*a^2*b*c*q*r*x^2+102268*a^2*b*c*q*x^3-16*a^2*b*c*r^4+1252*a^2 *b*c*r^3*x+27552*a^2*b*c*r^2*x^2+66072*a^2*b*c*r*x^3+6712*a^2*b*c*x^4-64*a^2*b* g^4*p-64*a^2*b*g^4*r-2368*a^2*b*g^4*x-282*a^2*b*g^3*p^2-56*a^2*b*g^3*p*q-476*a^ 2*b*g^3*p*r-10528*a^2*b*g^3*p*x-56*a^2*b*g^3*q*r-3600*a^2*b*g^3*q*x-194*a^2*b*g ^3*r^2-7478*a^2*b*g^3*r*x-30076*a^2*b*g^3*x^2-306*a^2*b*g^2*p^3-196*a^2*b*g^2*p ^2*q-678*a^2*b*g^2*p^2*r-10346*a^2*b*g^2*p^2*x-10*a^2*b*g^2*p*q^2-320*a^2*b*g^2 *p*q*r-10154*a^2*b*g^2*p*q*x-462*a^2*b*g^2*p*r^2-10346*a^2*b*g^2*p*r*x-9308*a^2 *b*g^2*p*x^2-10*a^2*b*g^2*q^2*r-1604*a^2*b*g^2*q^2*x-124*a^2*b*g^2*q*r^2-6324*a ^2*b*g^2*q*r*x-23642*a^2*b*g^2*q*x^2-90*a^2*b*g^2*r^3-756*a^2*b*g^2*r^2*x+33972 *a^2*b*g^2*r*x^2+105046*a^2*b*g^2*x^3-130*a^2*b*g*p^4-136*a^2*b*g*p^3*q-364*a^2 *b*g*p^3*r-3578*a^2*b*g*p^3*x-28*a^2*b*g*p^2*q^2-280*a^2*b*g*p^2*q*r-6190*a^2*b *g*p^2*q*x-350*a^2*b*g*p^2*r^2-3912*a^2*b*g*p^2*r*x+13680*a^2*b*g*p^2*x^2-44*a^ 2*b*g*p*q^2*r-2716*a^2*b*g*p*q^2*x-168*a^2*b*g*p*q*r^2-5162*a^2*b*g*p*q*r*x+ 3092*a^2*b*g*p*q*x^2-128*a^2*b*g*p*r^3+744*a^2*b*g*p*r^2*x+54018*a^2*b*g*p*r*x^ 2+107466*a^2*b*g*p*x^3-200*a^2*b*g*q^3*x-16*a^2*b*g*q^2*r^2-1440*a^2*b*g*q^2*r* x-5768*a^2*b*g*q^2*x^2-24*a^2*b*g*q*r^3+406*a^2*b*g*q*r^2*x+30038*a^2*b*g*q*r*x ^2+88006*a^2*b*g*q*x^3-12*a^2*b*g*r^4+1068*a^2*b*g*r^3*x+25004*a^2*b*g*r^2*x^2+ 67988*a^2*b*g*r*x^3+12464*a^2*b*g*x^4-18*a^2*b*p^5-28*a^2*b*p^4*q-62*a^2*b*p^4* r-364*a^2*b*p^4*x-10*a^2*b*p^3*q^2-72*a^2*b*p^3*q*r-992*a^2*b*p^3*q*x-78*a^2*b* p^3*r^2-322*a^2*b*p^3*r*x+3910*a^2*b*p^3*x^2-18*a^2*b*p^2*q^2*r-810*a^2*b*p^2*q ^2*x-60*a^2*b*p^2*q*r^2-866*a^2*b*p^2*q*r*x+5826*a^2*b*p^2*q*x^2-42*a^2*b*p^2*r ^3+488*a^2*b*p^2*r^2*x+12672*a^2*b*p^2*r*x^2+17254*a^2*b*p^2*x^3-182*a^2*b*p*q^ 3*x-8*a^2*b*p*q^2*r^2-540*a^2*b*p*q^2*r*x+1416*a^2*b*p*q^2*x^2-16*a^2*b*p*q*r^3 +482*a^2*b*p*q*r^2*x+17140*a^2*b*p*q*r*x^2+31784*a^2*b*p*q*x^3-8*a^2*b*p*r^4+ 554*a^2*b*p*r^3*x+7236*a^2*b*p*r^2*x^2+3884*a^2*b*p*r*x^3-6252*a^2*b*p*x^4-78*a ^2*b*q^3*r*x-500*a^2*b*q^3*x^2+166*a^2*b*q^2*r^2*x+5130*a^2*b*q^2*r*x^2+14530*a ^2*b*q^2*x^3+342*a^2*b*q*r^3*x+5964*a^2*b*q*r^2*x^2+8576*a^2*b*q*r*x^3-6252*a^2 *b*q*x^4+108*a^2*b*r^4*x-636*a^2*b*r^3*x^2-17712*a^2*b*r^2*x^3-25504*a^2*b*r*x^ 4-640*a^2*c^5*x-240*a^2*c^4*g*p-240*a^2*c^4*g*r-8464*a^2*c^4*g*x-64*a^2*c^4*p^2 -128*a^2*c^4*p*r-3312*a^2*c^4*p*x-320*a^2*c^4*q*x-64*a^2*c^4*r^2-2096*a^2*c^4*r *x-4992*a^2*c^4*x^2-552*a^2*c^3*g^2*p-552*a^2*c^3*g^2*r-17264*a^2*c^3*g^2*x-560 *a^2*c^3*g*p^2-160*a^2*c^3*g*p*q-960*a^2*c^3*g*p*r-19544*a^2*c^3*g*p*x-160*a^2* c^3*g*q*r-7000*a^2*c^3*g*q*x-400*a^2*c^3*g*r^2-11288*a^2*c^3*g*r*x-21472*a^2*c^ 3*g*x^2-120*a^2*c^3*p^3-312*a^2*c^3*p^2*r-4576*a^2*c^3*p^2*x-1368*a^2*c^3*p*q*x -264*a^2*c^3*p*r^2-5896*a^2*c^3*p*r*x-7216*a^2*c^3*p*x^2-888*a^2*c^3*q*r*x-4336 *a^2*c^3*q*x^2-72*a^2*c^3*r^3-1960*a^2*c^3*r^2*x+3000*a^2*c^3*r*x^2+25384*a^2*c ^3*x^3-428*a^2*c^2*g^3*p-428*a^2*c^2*g^3*r-13108*a^2*c^2*g^3*x-872*a^2*c^2*g^2* p^2-264*a^2*c^2*g^2*p*q-1472*a^2*c^2*g^2*p*r-28212*a^2*c^2*g^2*p*x-264*a^2*c^2* g^2*q*r-11376*a^2*c^2*g^2*q*x-600*a^2*c^2*g^2*r^2-16924*a^2*c^2*g^2*r*x-37048*a ^2*c^2*g^2*x^2-476*a^2*c^2*g*p^3-216*a^2*c^2*g*p^2*q-1140*a^2*c^2*g*p^2*r-15040 *a^2*c^2*g*p^2*x-24*a^2*c^2*g*p*q^2-336*a^2*c^2*g*p*q*r-11384*a^2*c^2*g*p*q*x-\ 876*a^2*c^2*g*p*r^2-16436*a^2*c^2*g*p*r*x-3068*a^2*c^2*g*p*x^2-24*a^2*c^2*g*q^2 *r-1836*a^2*c^2*g*q^2*x-120*a^2*c^2*g*q*r^2-6320*a^2*c^2*g*q*r*x-17064*a^2*c^2* g*q*x^2-212*a^2*c^2*g*r^3-3484*a^2*c^2*g*r^2*x+37664*a^2*c^2*g*r*x^2+121116*a^2 *c^2*g*x^3-72*a^2*c^2*p^4-224*a^2*c^2*p^3*r-2420*a^2*c^2*p^3*x-1248*a^2*c^2*p^2 *q*x-248*a^2*c^2*p^2*r^2-4372*a^2*c^2*p^2*r*x-3052*a^2*c^2*p^2*x^2-1384*a^2*c^2 *p*q*r*x-3084*a^2*c^2*p*q*x^2-112*a^2*c^2*p*r^3-2240*a^2*c^2*p*r^2*x+6912*a^2*c ^2*p*r*x^2+28248*a^2*c^2*p*x^3-584*a^2*c^2*q^2*x^2-360*a^2*c^2*q*r^2*x+1488*a^2 *c^2*q*r*x^2+12620*a^2*c^2*q*x^3-16*a^2*c^2*r^4-204*a^2*c^2*r^3*x+4392*a^2*c^2* r^2*x^2+14512*a^2*c^2*r*x^3+2160*a^2*c^2*x^4-134*a^2*c*g^4*p-134*a^2*c*g^4*r-\ 4192*a^2*c*g^4*x-454*a^2*c*g^3*p^2-128*a^2*c*g^3*p*q-772*a^2*c*g^3*p*r-14704*a^ 2*c*g^3*p*x-128*a^2*c*g^3*q*r-5844*a^2*c*g^3*q*x-318*a^2*c*g^3*r^2-9520*a^2*c*g ^3*r*x-26348*a^2*c*g^3*x^2-452*a^2*c*g^2*p^3-260*a^2*c*g^2*p^2*q-1064*a^2*c*g^2 *p^2*r-13444*a^2*c*g^2*p^2*x-24*a^2*c*g^2*p*q^2-416*a^2*c*g^2*p*q*r-12368*a^2*c *g^2*p*q*x-798*a^2*c*g^2*p*r^2-14274*a^2*c*g^2*p*r*x-1670*a^2*c*g^2*p*x^2-24*a^ 2*c*g^2*q^2*r-2124*a^2*c*g^2*q^2*x-156*a^2*c*g^2*q*r^2-7254*a^2*c*g^2*q*r*x-\ 19734*a^2*c*g^2*q*x^2-186*a^2*c*g^2*r^3-2370*a^2*c*g^2*r^2*x+40518*a^2*c*g^2*r* x^2+118396*a^2*c*g^2*x^3-162*a^2*c*g*p^4-92*a^2*c*g*p^3*q-484*a^2*c*g*p^3*r-\ 4574*a^2*c*g*p^3*x-24*a^2*c*g*p^2*q^2-188*a^2*c*g*p^2*q*r-5218*a^2*c*g*p^2*q*x-\ 510*a^2*c*g*p^2*r^2-6906*a^2*c*g*p^2*r*x+6976*a^2*c*g*p^2*x^2-36*a^2*c*g*p*q^2* r-1810*a^2*c*g*p*q^2*x-112*a^2*c*g*p*q*r^2-4590*a^2*c*g*p*q*r*x+552*a^2*c*g*p*q *x^2-216*a^2*c*g*p*r^3-2164*a^2*c*g*p*r^2*x+38386*a^2*c*g*p*r*x^2+88380*a^2*c*g *p*x^3-168*a^2*c*g*q^3*x-12*a^2*c*g*q^2*r^2-886*a^2*c*g*q^2*r*x-3240*a^2*c*g*q^ 2*x^2-16*a^2*c*g*q*r^3-158*a^2*c*g*q*r^2*x+18966*a^2*c*g*q*r*x^2+60266*a^2*c*g* q*x^3-28*a^2*c*g*r^4+266*a^2*c*g*r^3*x+17032*a^2*c*g*r^2*x^2+46416*a^2*c*g*r*x^ 3+6448*a^2*c*g*x^4-14*a^2*c*p^5-50*a^2*c*p^4*r-440*a^2*c*p^4*x-316*a^2*c*p^3*q* x-66*a^2*c*p^3*r^2-962*a^2*c*p^3*r*x-346*a^2*c*p^3*x^2-392*a^2*c*p^2*q*r*x-238* a^2*c*p^2*q*x^2-38*a^2*c*p^2*r^3-516*a^2*c*p^2*r^2*x+3000*a^2*c*p^2*r*x^2+7778* a^2*c*p^2*x^3+178*a^2*c*p*q^2*x^2-18*a^2*c*p*q*r^2*x+2736*a^2*c*p*q*r*x^2+7322* a^2*c*p*q*x^3-8*a^2*c*p*r^4+114*a^2*c*p*r^3*x+3832*a^2*c*p*r^2*x^2+7960*a^2*c*p *r*x^3+1080*a^2*c*p*x^4+696*a^2*c*q^2*r*x^2+2448*a^2*c*q^2*x^3+84*a^2*c*q*r^3*x +1764*a^2*c*q*r^2*x^2+2592*a^2*c*q*r*x^3-1452*a^2*c*q*x^4+108*a^2*c*r^4*x+1008* a^2*c*r^3*x^2-2232*a^2*c*r^2*x^3-6264*a^2*c*r*x^4-14*a^2*g^5*p-14*a^2*g^5*r-468 *a^2*g^5*x-75*a^2*g^4*p^2-18*a^2*g^4*p*q-130*a^2*g^4*p*r-2535*a^2*g^4*p*x-18*a^ 2*g^4*q*r-933*a^2*g^4*q*x-55*a^2*g^4*r^2-1809*a^2*g^4*r*x-6284*a^2*g^4*x^2-116* a^2*g^3*p^3-70*a^2*g^3*p^2*q-274*a^2*g^3*p^2*r-3459*a^2*g^3*p^2*x-5*a^2*g^3*p*q ^2-116*a^2*g^3*p*q*r-3372*a^2*g^3*p*q*x-206*a^2*g^3*p*r^2-3811*a^2*g^3*p*r*x-\ 2185*a^2*g^3*p*x^2-5*a^2*g^3*q^2*r-560*a^2*g^3*q^2*x-46*a^2*g^3*q*r^2-2160*a^2* g^3*q*r*x-6859*a^2*g^3*q*x^2-48*a^2*g^3*r^3-622*a^2*g^3*r^2*x+10364*a^2*g^3*r*x ^2+31392*a^2*g^3*x^3-75*a^2*g^2*p^4-58*a^2*g^2*p^3*q-222*a^2*g^2*p^3*r-1980*a^2 *g^2*p^3*x-14*a^2*g^2*p^2*q^2-122*a^2*g^2*p^2*q*r-2796*a^2*g^2*p^2*q*x-231*a^2* g^2*p^2*r^2-2805*a^2*g^2*p^2*r*x+4365*a^2*g^2*p^2*x^2-22*a^2*g^2*p*q^2*r-1119*a ^2*g^2*p*q^2*x-76*a^2*g^2*p*q*r^2-2525*a^2*g^2*p*q*r*x+209*a^2*g^2*p*q*x^2-96*a ^2*g^2*p*r^3-580*a^2*g^2*p*r^2*x+20839*a^2*g^2*p*r*x^2+44660*a^2*g^2*p*x^3-100* a^2*g^2*q^3*x-8*a^2*g^2*q^2*r^2-606*a^2*g^2*q^2*r*x-2139*a^2*g^2*q^2*x^2-12*a^2 *g^2*q*r^3-47*a^2*g^2*q*r^2*x+10800*a^2*g^2*q*r*x^2+32676*a^2*g^2*q*x^3-12*a^2* g^2*r^4+261*a^2*g^2*r^3*x+9772*a^2*g^2*r^2*x^2+27816*a^2*g^2*r*x^3+6138*a^2*g^2 *x^4-16*a^2*g*p^5-14*a^2*g*p^4*q-56*a^2*g*p^4*r-402*a^2*g*p^4*x-5*a^2*g*p^3*q^2 -36*a^2*g*p^3*q*r-654*a^2*g*p^3*q*x-72*a^2*g*p^3*r^2-642*a^2*g*p^3*r*x+1782*a^2 *g*p^3*x^2-9*a^2*g*p^2*q^2*r-405*a^2*g*p^2*q^2*x-30*a^2*g*p^2*q*r^2-629*a^2*g*p ^2*q*r*x+2794*a^2*g*p^2*q*x^2-40*a^2*g*p^2*r^3-14*a^2*g*p^2*r^2*x+7836*a^2*g*p^ 2*r*x^2+12516*a^2*g*p^2*x^3-91*a^2*g*p*q^3*x-4*a^2*g*p*q^2*r^2-270*a^2*g*p*q^2* r*x+797*a^2*g*p*q^2*x^2-8*a^2*g*p*q*r^3+232*a^2*g*p*q*r^2*x+9938*a^2*g*p*q*r*x^ 2+19553*a^2*g*p*q*x^3-8*a^2*g*p*r^4+334*a^2*g*p*r^3*x+5534*a^2*g*p*r^2*x^2+5922 *a^2*g*p*r*x^3-2586*a^2*g*p*x^4-39*a^2*g*q^3*r*x-250*a^2*g*q^3*x^2+83*a^2*g*q^2 *r^2*x+2913*a^2*g*q^2*r*x^2+8489*a^2*g*q^2*x^3+213*a^2*g*q*r^3*x+3864*a^2*g*q*r ^2*x^2+5584*a^2*g*q*r*x^3-3852*a^2*g*q*x^4+108*a^2*g*r^4*x+186*a^2*g*r^3*x^2-\ 9972*a^2*g*r^2*x^3-15884*a^2*g*r*x^4-1408*a*b^5*x^2-1376*a*b^4*c^2*x-1600*a*b^4 *c*g*x-1456*a*b^4*c*p*x-624*a*b^4*c*r*x-10688*a*b^4*c*x^2-360*a*b^4*g^2*x-1064* a*b^4*g*p*x-672*a*b^4*g*r*x-10232*a*b^4*g*x^2-376*a*b^4*p^2*x-200*a*b^4*p*r*x-\ 3000*a*b^4*p*x^2-3168*a*b^4*q*x^2+176*a*b^4*r^2*x+1352*a*b^4*r*x^2+11256*a*b^4* x^3-128*a*b^3*c^3*p-128*a*b^3*c^3*r-7296*a*b^3*c^3*x-192*a*b^3*c^2*g*p-192*a*b^ 3*c^2*g*r-13552*a*b^3*c^2*g*x-192*a*b^3*c^2*p^2-288*a*b^3*c^2*p*r-10912*a*b^3*c ^2*p*x-2720*a*b^3*c^2*q*x-96*a*b^3*c^2*r^2-5520*a*b^3*c^2*r*x-31344*a*b^3*c^2*x ^2-80*a*b^3*c*g^2*p-80*a*b^3*c*g^2*r-7312*a*b^3*c*g^2*x-224*a*b^3*c*g*p^2-352*a *b^3*c*g*p*r-15240*a*b^3*c*g*p*x-3200*a*b^3*c*g*q*x-128*a*b^3*c*g*r^2-8808*a*b^ 3*c*g*r*x-58000*a*b^3*c*g*x^2-80*a*b^3*c*p^3-144*a*b^3*c*p^2*r-4832*a*b^3*c*p^2 *x-2912*a*b^3*c*p*q*x-64*a*b^3*c*p*r^2-3688*a*b^3*c*p*r*x-12288*a*b^3*c*p*x^2-\ 1248*a*b^3*c*q*r*x-18184*a*b^3*c*q*x^2+800*a*b^3*c*r^2*x+16152*a*b^3*c*r*x^2+ 72416*a*b^3*c*x^3-8*a*b^3*g^3*p-8*a*b^3*g^3*r-1132*a*b^3*g^3*x-56*a*b^3*g^2*p^2 -96*a*b^3*g^2*p*r-4704*a*b^3*g^2*p*x-776*a*b^3*g^2*q*x-40*a*b^3*g^2*r^2-3240*a* b^3*g^2*r*x-24888*a*b^3*g^2*x^2-56*a*b^3*g*p^3-104*a*b^3*g*p^2*r-3756*a*b^3*g*p ^2*x-2096*a*b^3*g*p*q*x-48*a*b^3*g*p*r^2-3244*a*b^3*g*p*r*x-13120*a*b^3*g*p*x^2 -1176*a*b^3*g*q*r*x-16324*a*b^3*g*q*x^2+424*a*b^3*g*r^2*x+11560*a*b^3*g*r*x^2+ 58664*a*b^3*g*x^3-8*a*b^3*p^4-16*a*b^3*p^3*r-588*a*b^3*p^3*x-640*a*b^3*p^2*q*x-\ 8*a*b^3*p^2*r^2-508*a*b^3*p^2*r*x+732*a*b^3*p^2*x^2-256*a*b^3*p*q*r*x-3208*a*b^ 3*p*q*x^2+432*a*b^3*p*r^2*x+9532*a*b^3*p*r*x^2+27600*a*b^3*p*x^3-2592*a*b^3*q^2 *x^2+400*a*b^3*q*r^2*x+4236*a*b^3*q*r*x^2+22904*a*b^3*q*x^3+316*a*b^3*r^3*x+ 5296*a*b^3*r^2*x^2+19760*a*b^3*r*x^3+2200*a*b^3*x^4-320*a*b^2*c^4*p-320*a*b^2*c ^4*r-11488*a*b^2*c^4*x-800*a*b^2*c^3*g*p-800*a*b^2*c^3*g*r-31952*a*b^2*c^3*g*x-\ 544*a*b^2*c^3*p^2-128*a*b^2*c^3*p*q-832*a*b^2*c^3*p*r-20736*a*b^2*c^3*p*x-128*a *b^2*c^3*q*r-8816*a*b^2*c^3*q*x-288*a*b^2*c^3*r^2-10768*a*b^2*c^3*r*x-34784*a*b ^2*c^3*x^2-640*a*b^2*c^2*g^2*p-640*a*b^2*c^2*g^2*r-29224*a*b^2*c^2*g^2*x-1168*a *b^2*c^2*g*p^2-192*a*b^2*c^2*g*p*q-1840*a*b^2*c^2*g*p*r-48520*a*b^2*c^2*g*p*x-\ 192*a*b^2*c^2*g*q*r-17248*a*b^2*c^2*g*q*x-672*a*b^2*c^2*g*r^2-27616*a*b^2*c^2*g *r*x-107272*a*b^2*c^2*g*x^2-304*a*b^2*c^2*p^3-192*a*b^2*c^2*p^2*q-592*a*b^2*c^2 *p^2*r-12008*a*b^2*c^2*p^2*x-288*a*b^2*c^2*p*q*r-12664*a*b^2*c^2*p*q*x-320*a*b^ 2*c^2*p*r^2-8968*a*b^2*c^2*p*r*x-4248*a*b^2*c^2*p*x^2-1688*a*b^2*c^2*q^2*x-96*a *b^2*c^2*q*r^2-6152*a*b^2*c^2*q*r*x-31000*a*b^2*c^2*q*x^2-32*a*b^2*c^2*r^3+1608 *a*b^2*c^2*r^2*x+49880*a*b^2*c^2*r*x^2+154952*a*b^2*c^2*x^3-192*a*b^2*c*g^3*p-\ 192*a*b^2*c*g^3*r-10564*a*b^2*c*g^3*x-712*a*b^2*c*g^2*p^2-80*a*b^2*c*g^2*p*q-\ 1168*a*b^2*c*g^2*p*r-33020*a*b^2*c*g^2*p*x-80*a*b^2*c*g^2*q*r-9996*a*b^2*c*g^2* q*x-456*a*b^2*c*g^2*r^2-20936*a*b^2*c*g^2*r*x-98024*a*b^2*c*g^2*x^2-496*a*b^2*c *g*p^3-224*a*b^2*c*g*p^2*q-992*a*b^2*c*g*p^2*r-20844*a*b^2*c*g*p^2*x-352*a*b^2* c*g*p*q*r-18552*a*b^2*c*g*p*q*x-560*a*b^2*c*g*p*r^2-17876*a*b^2*c*g*p*r*x-27472 *a*b^2*c*g*p*x^2-2000*a*b^2*c*g*q^2*x-128*a*b^2*c*g*q*r^2-9916*a*b^2*c*g*q*r*x-\ 59036*a*b^2*c*g*q*x^2-64*a*b^2*c*g*r^3+1192*a*b^2*c*g*r^2*x+69704*a*b^2*c*g*r*x ^2+247852*a*b^2*c*g*x^3-72*a*b^2*c*p^4-80*a*b^2*c*p^3*q-176*a*b^2*c*p^3*r-2772* a*b^2*c*p^3*x-144*a*b^2*c*p^2*q*r-5148*a*b^2*c*p^2*q*x-136*a*b^2*c*p^2*r^2-2188 *a*b^2*c*p^2*r*x+11832*a*b^2*c*p^2*x^2-1820*a*b^2*c*p*q^2*x-64*a*b^2*c*p*q*r^2-\ 3416*a*b^2*c*p*q*r*x-2944*a*b^2*c*p*q*x^2-32*a*b^2*c*p*r^3+1832*a*b^2*c*p*r^2*x +50312*a*b^2*c*p*r*x^2+112500*a*b^2*c*p*x^3-780*a*b^2*c*q^2*r*x-9460*a*b^2*c*q^ 2*x^2+1360*a*b^2*c*q*r^2*x+28832*a*b^2*c*q*r*x^2+102372*a*b^2*c*q*x^3+1244*a*b^ 2*c*r^3*x+23904*a*b^2*c*r^2*x^2+72840*a*b^2*c*r*x^3+6712*a*b^2*c*x^4-16*a*b^2*g ^4*p-16*a*b^2*g^4*r-1252*a*b^2*g^4*x-128*a*b^2*g^3*p^2-8*a*b^2*g^3*p*q-224*a*b^ 2*g^3*p*r-6794*a*b^2*g^3*p*x-8*a*b^2*g^3*q*r-1716*a*b^2*g^3*q*x-96*a*b^2*g^3*r^ 2-4928*a*b^2*g^3*r*x-27358*a*b^2*g^3*x^2-168*a*b^2*g^2*p^3-56*a*b^2*g^2*p^2*q-\ 344*a*b^2*g^2*p^2*r-7748*a*b^2*g^2*p^2*x-96*a*b^2*g^2*p*q*r-6074*a*b^2*g^2*p*q* x-200*a*b^2*g^2*p*r^2-7450*a*b^2*g^2*p*r*x-18920*a*b^2*g^2*p*x^2-506*a*b^2*g^2* q^2*x-40*a*b^2*g^2*q*r^2-3732*a*b^2*g^2*q*r*x-26312*a*b^2*g^2*q*x^2-24*a*b^2*g^ 2*r^3-6*a*b^2*g^2*r^2*x+21066*a*b^2*g^2*r*x^2+90322*a*b^2*g^2*x^3-64*a*b^2*g*p^ 4-56*a*b^2*g*p^3*q-160*a*b^2*g*p^3*r-2554*a*b^2*g*p^3*x-104*a*b^2*g*p^2*q*r-\ 4188*a*b^2*g*p^2*q*x-128*a*b^2*g*p^2*r^2-2460*a*b^2*g*p^2*r*x+7264*a*b^2*g*p^2* x^2-1298*a*b^2*g*p*q^2*x-48*a*b^2*g*p*q*r^2-3080*a*b^2*g*p*q*r*x-5764*a*b^2*g*p *q*x^2-32*a*b^2*g*p*r^3+1232*a*b^2*g*p*r^2*x+41708*a*b^2*g*p*r*x^2+98386*a*b^2* g*p*x^3-672*a*b^2*g*q^2*r*x-8448*a*b^2*g*q^2*x^2+936*a*b^2*g*q*r^2*x+22158*a*b^ 2*g*q*r*x^2+84958*a*b^2*g*q*x^3+1092*a*b^2*g*r^3*x+22304*a*b^2*g*r^2*x^2+72652* a*b^2*g*r*x^3+12464*a*b^2*g*x^4-8*a*b^2*p^5-8*a*b^2*p^4*q-24*a*b^2*p^4*r-276*a* b^2*p^4*x-16*a*b^2*p^3*q*r-634*a*b^2*p^3*q*x-24*a*b^2*p^3*r^2-262*a*b^2*p^3*r*x +2464*a*b^2*p^3*x^2-358*a*b^2*p^2*q^2*x-8*a*b^2*p^2*q*r^2-450*a*b^2*p^2*q*r*x+ 2514*a*b^2*p^2*q*x^2-8*a*b^2*p^2*r^3+284*a*b^2*p^2*r^2*x+9324*a*b^2*p^2*r*x^2+ 16582*a*b^2*p^2*x^3-106*a*b^2*p*q^2*r*x-870*a*b^2*p*q^2*x^2+540*a*b^2*p*q*r^2*x +11794*a*b^2*p*q*r*x^2+30440*a*b^2*p*q*x^3+234*a*b^2*p*r^3*x+4344*a*b^2*p*r^2*x ^2+5104*a*b^2*p*r*x^3-6252*a*b^2*p*x^4-920*a*b^2*q^3*x^2+268*a*b^2*q^2*r^2*x+ 3132*a*b^2*q^2*r*x^2+13858*a*b^2*q^2*x^3+298*a*b^2*q*r^3*x+3972*a*b^2*q*r^2*x^2 +9796*a*b^2*q*r*x^3-6252*a*b^2*q*x^4-36*a*b^2*r^4*x-2220*a*b^2*r^3*x^2-18768*a* b^2*r^2*x^3-25504*a*b^2*r*x^4-192*a*b*c^5*p-192*a*b*c^5*r-5728*a*b*c^5*x-752*a* b*c^4*g*p-752*a*b*c^4*g*r-24144*a*b*c^4*g*x-368*a*b*c^4*p^2-160*a*b*c^4*p*q-576 *a*b*c^4*p*r-12048*a*b*c^4*p*x-160*a*b*c^4*q*r-6608*a*b*c^4*q*x-208*a*b*c^4*r^2 -6128*a*b*c^4*r*x-12288*a*b*c^4*x^2-1000*a*b*c^3*g^2*p-1000*a*b*c^3*g^2*r-34760 *a*b*c^3*g^2*x-1296*a*b*c^3*g*p^2-432*a*b*c^3*g*p*q-2064*a*b*c^3*g*p*r-44960*a* b*c^3*g*p*x-432*a*b*c^3*g*q*r-20920*a*b*c^3*g*q*x-768*a*b*c^3*g*r^2-24632*a*b*c ^3*g*r*x-64760*a*b*c^3*g*x^2-264*a*b*c^3*p^3-272*a*b*c^3*p^2*q-552*a*b*c^3*p^2* r-8760*a*b*c^3*p^2*x-32*a*b*c^3*p*q^2-416*a*b*c^3*p*q*r-11392*a*b*c^3*p*q*x-344 *a*b*c^3*p*r^2-6216*a*b*c^3*p*r*x+10392*a*b*c^3*p*x^2-32*a*b*c^3*q^2*r-2584*a*b *c^3*q^2*x-144*a*b*c^3*q*r^2-5640*a*b*c^3*q*r*x-14472*a*b*c^3*q*x^2-56*a*b*c^3* r^3+1040*a*b*c^3*r^2*x+44448*a*b*c^3*r*x^2+116256*a*b*c^3*x^3-572*a*b*c^2*g^3*p -572*a*b*c^2*g^3*r-21868*a*b*c^2*g^3*x-1440*a*b*c^2*g^2*p^2-368*a*b*c^2*g^2*p*q -2344*a*b*c^2*g^2*p*r-53564*a*b*c^2*g^2*p*x-368*a*b*c^2*g^2*q*r-21584*a*b*c^2*g ^2*q*x-904*a*b*c^2*g^2*r^2-31956*a*b*c^2*g^2*r*x-104980*a*b*c^2*g^2*x^2-768*a*b *c^2*g*p^3-632*a*b*c^2*g*p^2*q-1624*a*b*c^2*g*p^2*r-26572*a*b*c^2*g*p^2*x-48*a* b*c^2*g*p*q^2-992*a*b*c^2*g*p*q*r-30196*a*b*c^2*g*p*q*x-1028*a*b*c^2*g*p*r^2-\ 21456*a*b*c^2*g*p*r*x+5428*a*b*c^2*g*p*x^2-48*a*b*c^2*g*q^2*r-5572*a*b*c^2*g*q^ 2*x-360*a*b*c^2*g*q*r^2-15996*a*b*c^2*g*q*r*x-53768*a*b*c^2*g*q*x^2-172*a*b*c^2 *g*r^3+1476*a*b*c^2*g*r^2*x+110412*a*b*c^2*g*r*x^2+312752*a*b*c^2*g*x^3-100*a*b *c^2*p^4-152*a*b*c^2*p^3*q-272*a*b*c^2*p^3*r-3048*a*b*c^2*p^3*x-48*a*b*c^2*p^2* q^2-296*a*b*c^2*p^2*q*r-6272*a*b*c^2*p^2*q*x-252*a*b*c^2*p^2*r^2-2304*a*b*c^2*p ^2*r*x+19104*a*b*c^2*p^2*x^2-72*a*b*c^2*p*q^2*r-3604*a*b*c^2*p*q^2*x-160*a*b*c^ 2*p*q*r^2-4168*a*b*c^2*p*q*r*x+8796*a*b*c^2*p*q*x^2-88*a*b*c^2*p*r^3+1788*a*b*c ^2*p*r^2*x+59920*a*b*c^2*p*r*x^2+119724*a*b*c^2*p*x^3-336*a*b*c^2*q^3*x-24*a*b* c^2*q^2*r^2-1696*a*b*c^2*q^2*r*x-6924*a*b*c^2*q^2*x^2-16*a*b*c^2*q*r^3+1280*a*b *c^2*q*r^2*x+38476*a*b*c^2*q*r*x^2+108772*a*b*c^2*q*x^3-8*a*b*c^2*r^4+1176*a*b* c^2*r^3*x+24336*a*b*c^2*r^2*x^2+60480*a*b*c^2*r*x^3+160*a*b*c^2*x^4-138*a*b*c*g ^4*p-138*a*b*c*g^4*r-6080*a*b*c*g^4*x-620*a*b*c*g^3*p^2-116*a*b*c*g^3*p*q-1044* a*b*c*g^3*p*r-24994*a*b*c*g^3*p*x-116*a*b*c*g^3*q*r-8758*a*b*c*g^3*q*x-424*a*b* c*g^3*r^2-16500*a*b*c*g^3*r*x-65560*a*b*c*g^3*x^2-616*a*b*c*g^2*p^3-412*a*b*c*g ^2*p^2*q-1316*a*b*c*g^2*p^2*r-22750*a*b*c*g^2*p^2*x-20*a*b*c*g^2*p*q^2-672*a*b* c*g^2*p*q*r-22994*a*b*c*g^2*p*q*x-842*a*b*c*g^2*p*r^2-20554*a*b*c*g^2*p*r*x-\ 18406*a*b*c*g^2*p*x^2-20*a*b*c*g^2*q^2*r-3570*a*b*c*g^2*q^2*x-260*a*b*c*g^2*q*r ^2-13290*a*b*c*g^2*q*r*x-55756*a*b*c*g^2*q*x^2-142*a*b*c*g^2*r^3-60*a*b*c*g^2*r ^2*x+76608*a*b*c*g^2*r*x^2+244208*a*b*c*g^2*x^3-204*a*b*c*g*p^4-268*a*b*c*g*p^3 *q-556*a*b*c*g*p^3*r-6346*a*b*c*g*p^3*x-56*a*b*c*g*p^2*q^2-532*a*b*c*g*p^2*q*r-\ 12290*a*b*c*g*p^2*q*x-516*a*b*c*g*p^2*r^2-5644*a*b*c*g*p^2*r*x+30774*a*b*c*g*p^ 2*x^2-88*a*b*c*g*p*q^2*r-5830*a*b*c*g*p*q^2*x-296*a*b*c*g*p*q*r^2-9238*a*b*c*g* p*q*r*x+5084*a*b*c*g*p*q*x^2-180*a*b*c*g*p*r^3+2954*a*b*c*g*p*r^2*x+113322*a*b* c*g*p*r*x^2+234042*a*b*c*g*p*x^3-400*a*b*c*g*q^3*x-32*a*b*c*g*q^2*r^2-2912*a*b* c*g*q^2*r*x-15606*a*b*c*g*q^2*x^2-32*a*b*c*g*q*r^3+1802*a*b*c*g*q*r^2*x+65166*a *b*c*g*q*r*x^2+202398*a*b*c*g*q*x^3-16*a*b*c*g*r^4+2388*a*b*c*g*r^3*x+51976*a*b *c*g*r^2*x^2+147840*a*b*c*g*r*x^3+20544*a*b*c*g*x^4-22*a*b*c*p^5-36*a*b*c*p^4*q -74*a*b*c*p^4*r-568*a*b*c*p^4*x-20*a*b*c*p^3*q^2-88*a*b*c*p^3*q*r-1454*a*b*c*p^ 3*q*x-90*a*b*c*p^3*r^2-450*a*b*c*p^3*r*x+6694*a*b*c*p^3*x^2-36*a*b*c*p^2*q^2*r-\ 1366*a*b*c*p^2*q^2*x-68*a*b*c*p^2*q*r^2-942*a*b*c*p^2*q*r*x+9946*a*b*c*p^2*q*x^ 2-46*a*b*c*p^2*r^3+744*a*b*c*p^2*r^2*x+21580*a*b*c*p^2*r*x^2+33902*a*b*c*p^2*x^ 3-364*a*b*c*p*q^3*x-16*a*b*c*p*q^2*r^2-786*a*b*c*p*q^2*r*x+1768*a*b*c*p*q^2*x^2 -16*a*b*c*p*q*r^3+1178*a*b*c*p*q*r^2*x+30206*a*b*c*p*q*r*x^2+61896*a*b*c*p*q*x^ 3-8*a*b*c*p*r^4+698*a*b*c*p*r^3*x+10196*a*b*c*p*r^2*x^2+3928*a*b*c*p*r*x^3-\ 15516*a*b*c*p*x^4-156*a*b*c*q^3*r*x-1520*a*b*c*q^3*x^2+480*a*b*c*q^2*r^2*x+ 10216*a*b*c*q^2*r*x^2+31274*a*b*c*q^2*x^3+658*a*b*c*q*r^3*x+10064*a*b*c*q*r^2*x ^2+14744*a*b*c*q*r*x^3-15516*a*b*c*q*x^4+72*a*b*c*r^4*x-2808*a*b*c*r^3*x^2-\ 35904*a*b*c*r^2*x^3-49040*a*b*c*r*x^4-10*a*b*g^5*p-10*a*b*g^5*r-588*a*b*g^5*x-\ 89*a*b*g^4*p^2-10*a*b*g^4*p*q-158*a*b*g^4*p*r-3973*a*b*g^4*p*x-10*a*b*g^4*q*r-\ 1185*a*b*g^4*q*x-69*a*b*g^4*r^2-2957*a*b*g^4*r*x-13862*a*b*g^4*x^2-143*a*b*g^3* p^3-78*a*b*g^3*p^2*q-311*a*b*g^3*p^2*r-5703*a*b*g^3*p^2*x-2*a*b*g^3*p*q^2-136*a *b*g^3*p*q*r-5194*a*b*g^3*p*q*x-203*a*b*g^3*p*r^2-5742*a*b*g^3*p*r*x-11015*a*b* g^3*p*x^2-2*a*b*g^3*q^2*r-679*a*b*g^3*q^2*x-58*a*b*g^3*q*r^2-3369*a*b*g^3*q*r*x -17105*a*b*g^3*q*x^2-35*a*b*g^3*r^3-353*a*b*g^3*r^2*x+14897*a*b*g^3*r*x^2+56808 *a*b*g^3*x^3-85*a*b*g^2*p^4-98*a*b*g^2*p^3*q-232*a*b*g^2*p^3*r-2811*a*b*g^2*p^3 *x-14*a*b*g^2*p^2*q^2-198*a*b*g^2*p^2*q*r-5100*a*b*g^2*p^2*q*x-215*a*b*g^2*p^2* r^2-2888*a*b*g^2*p^2*r*x+9698*a*b*g^2*p^2*x^2-24*a*b*g^2*p*q^2*r-2119*a*b*g^2*p *q^2*x-112*a*b*g^2*p*q*r^2-4251*a*b*g^2*p*q*r*x-2807*a*b*g^2*p*q*x^2-74*a*b*g^2 *p*r^3+939*a*b*g^2*p*r^2*x+46040*a*b*g^2*p*r*x^2+100604*a*b*g^2*p*x^3-104*a*b*g ^2*q^3*x-10*a*b*g^2*q^2*r^2-1182*a*b*g^2*q^2*r*x-7735*a*b*g^2*q^2*x^2-12*a*b*g^ 2*q*r^3+525*a*b*g^2*q*r^2*x+24446*a*b*g^2*q*r*x^2+83852*a*b*g^2*q*x^3-6*a*b*g^2 *r^4+1026*a*b*g^2*r^3*x+24024*a*b*g^2*r^2*x^2+75912*a*b*g^2*r*x^3+17140*a*b*g^2 *x^4-23*a*b*g*p^5-34*a*b*g*p^4*q-77*a*b*g*p^4*r-598*a*b*g*p^4*x-14*a*b*g*p^3*q^ 2-84*a*b*g*p^3*q*r-1503*a*b*g*p^3*q*x-93*a*b*g*p^3*r^2-559*a*b*g*p^3*r*x+6003*a *b*g*p^3*x^2-26*a*b*g*p^2*q^2*r-1221*a*b*g*p^2*q^2*x-66*a*b*g*p^2*q*r^2-1179*a* b*g*p^2*q*r*x+8053*a*b*g*p^2*q*x^2-47*a*b*g*p^2*r^3+680*a*b*g*p^2*r^2*x+21108*a *b*g*p^2*r*x^2+33915*a*b*g*p^2*x^3-258*a*b*g*p*q^3*x-12*a*b*g*p*q^2*r^2-743*a*b *g*p*q^2*r*x+526*a*b*g*p*q^2*x^2-16*a*b*g*p*q*r^3+1025*a*b*g*p*q*r^2*x+28453*a* b*g*p*q*r*x^2+61468*a*b*g*p*q*x^3-8*a*b*g*p*r^4+713*a*b*g*p*r^3*x+11158*a*b*g*p *r^2*x^2+10202*a*b*g*p*r*x^3-11370*a*b*g*p*x^4-126*a*b*g*q^3*r*x-1542*a*b*g*q^3 *x^2+418*a*b*g*q^2*r^2*x+8754*a*b*g*q^2*r*x^2+29193*a*b*g*q^2*x^3+661*a*b*g*q*r ^3*x+10594*a*b*g*q*r^2*x^2+20398*a*b*g*q*r*x^3-11370*a*b*g*q*x^4+72*a*b*g*r^4*x -2820*a*b*g*r^3*x^2-36768*a*b*g*r^2*x^3-52040*a*b*g*r*x^4-2*a*b*p^6-4*a*b*p^5*q -8*a*b*p^5*r-38*a*b*p^5*x-2*a*b*p^4*q^2-12*a*b*p^4*q*r-142*a*b*p^4*q*x-12*a*b*p ^4*r^2-14*a*b*p^4*r*x+756*a*b*p^4*x^2-4*a*b*p^3*q^2*r-170*a*b*p^3*q^2*x-12*a*b* p^3*q*r^2-98*a*b*p^3*q*r*x+1744*a*b*p^3*q*x^2-8*a*b*p^3*r^3+140*a*b*p^3*r^2*x+ 2530*a*b*p^3*r*x^2+2774*a*b*p^3*x^3-66*a*b*p^2*q^3*x-2*a*b*p^2*q^2*r^2-98*a*b*p ^2*q^2*r*x+1100*a*b*p^2*q^2*x^2-4*a*b*p^2*q*r^3+206*a*b*p^2*q*r^2*x+5338*a*b*p^ 2*q*r*x^2+8158*a*b*p^2*q*x^3-2*a*b*p^2*r^4+170*a*b*p^2*r^3*x+1530*a*b*p^2*r^2*x ^2-2166*a*b*p^2*r*x^3-3412*a*b*p^2*x^4-14*a*b*p*q^3*r*x-8*a*b*p*q^3*x^2+162*a*b *p*q^2*r^2*x+3484*a*b*p*q^2*r*x^2+7994*a*b*p*q^2*x^3+144*a*b*p*q*r^3*x+1890*a*b *p*q*r^2*x^2-2112*a*b*p*q*r*x^3-6824*a*b*p*q*x^4+54*a*b*p*r^4*x-336*a*b*p*r^3*x ^2-7884*a*b*p*r^2*x^3-9800*a*b*p*r*x^4-120*a*b*q^4*x^2+56*a*b*q^3*r^2*x+676*a*b *q^3*r*x^2+2610*a*b*q^3*x^3+70*a*b*q^2*r^3*x+660*a*b*q^2*r^2*x^2+54*a*b*q^2*r*x ^3-3412*a*b*q^2*x^4-18*a*b*q*r^4*x-1128*a*b*q*r^3*x^2-8628*a*b*q*r^2*x^3-9800*a *b*q*r*x^4-24*a*b*r^4*x^2+960*a*b*r^3*x^3+4608*a*b*r^2*x^4-160*a*c^6*x-96*a*c^5 *g*p-96*a*c^5*g*r-3504*a*c^5*g*x-16*a*c^5*p^2-32*a*c^5*p*r-1024*a*c^5*p*x-80*a* c^5*q*x-16*a*c^5*r^2-640*a*c^5*r*x-1968*a*c^5*x^2-296*a*c^4*g^2*p-296*a*c^4*g^2 *r-9960*a*c^4*g^2*x-248*a*c^4*g*p^2-80*a*c^4*g*p*q-416*a*c^4*g*p*r-9544*a*c^4*g *p*x-80*a*c^4*g*q*r-3624*a*c^4*g*q*x-168*a*c^4*g*r^2-5304*a*c^4*g*r*x-12448*a*c ^4*g*x^2-40*a*c^4*p^3-104*a*c^4*p^2*r-1848*a*c^4*p^2*x-456*a*c^4*p*q*x-88*a*c^4 *p*r^2-2272*a*c^4*p*r*x-3480*a*c^4*p*x^2-296*a*c^4*q*r*x-1680*a*c^4*q*x^2-24*a* c^4*r^3-712*a*c^4*r^2*x+1512*a*c^4*r*x^2+12576*a*c^4*x^3-316*a*c^3*g^3*p-316*a* c^3*g^3*r-10684*a*c^3*g^3*x-588*a*c^3*g^2*p^2-184*a*c^3*g^2*p*q-976*a*c^3*g^2*p *r-20916*a*c^3*g^2*p*x-184*a*c^3*g^2*q*r-8636*a*c^3*g^2*q*x-388*a*c^3*g^2*r^2-\ 11980*a*c^3*g^2*r*x-29548*a*c^3*g^2*x^2-260*a*c^3*g*p^3-136*a*c^3*g*p^2*q-612*a *c^3*g*p^2*r-9532*a*c^3*g*p^2*x-16*a*c^3*g*p*q^2-208*a*c^3*g*p*q*r-7200*a*c^3*g *p*q*x-460*a*c^3*g*p*r^2-9804*a*c^3*g*p*r*x-4732*a*c^3*g*p*x^2-16*a*c^3*g*q^2*r -1292*a*c^3*g*q^2*x-72*a*c^3*g*q*r^2-3812*a*c^3*g*q*r*x-12580*a*c^3*g*q*x^2-108 *a*c^3*g*r^3-1728*a*c^3*g*r^2*x+24856*a*c^3*g*r*x^2+87112*a*c^3*g*x^3-36*a*c^3* p^4-112*a*c^3*p^3*r-1440*a*c^3*p^3*x-624*a*c^3*p^2*q*x-124*a*c^3*p^2*r^2-2448*a *c^3*p^2*r*x-1956*a*c^3*p^2*x^2-692*a*c^3*p*q*r*x-1352*a*c^3*p*q*x^2-56*a*c^3*p *r^3-1148*a*c^3*p*r^2*x+5356*a*c^3*p*r*x^2+20968*a*c^3*p*x^3-292*a*c^3*q^2*x^2-\ 180*a*c^3*q*r^2*x+1672*a*c^3*q*r*x^2+9712*a*c^3*q*x^3-8*a*c^3*r^4-72*a*c^3*r^3* x+3336*a*c^3*r^2*x^2+9960*a*c^3*r*x^3+448*a*c^3*x^4-150*a*c^2*g^4*p-150*a*c^2*g ^4*r-5316*a*c^2*g^4*x-490*a*c^2*g^3*p^2-136*a*c^2*g^3*p*q-824*a*c^2*g^3*p*r-\ 17538*a*c^2*g^3*p*x-136*a*c^2*g^3*q*r-7010*a*c^2*g^3*q*x-334*a*c^2*g^3*r^2-\ 10782*a*c^2*g^3*r*x-31540*a*c^2*g^3*x^2-428*a*c^2*g^2*p^3-268*a*c^2*g^2*p^2*q-\ 984*a*c^2*g^2*p^2*r-14520*a*c^2*g^2*p^2*x-24*a*c^2*g^2*p*q^2-424*a*c^2*g^2*p*q* r-13412*a*c^2*g^2*p*q*x-714*a*c^2*g^2*p*r^2-14354*a*c^2*g^2*p*r*x-4216*a*c^2*g^ 2*p*x^2-24*a*c^2*g^2*q^2*r-2364*a*c^2*g^2*q^2*x-156*a*c^2*g^2*q*r^2-7460*a*c^2* g^2*q*r*x-24102*a*c^2*g^2*q*x^2-158*a*c^2*g^2*r^3-1776*a*c^2*g^2*r^2*x+44224*a* c^2*g^2*r*x^2+138164*a*c^2*g^2*x^3-134*a*c^2*g*p^4-76*a*c^2*g*p^3*q-400*a*c^2*g *p^3*r-4504*a*c^2*g*p^3*x-24*a*c^2*g*p^2*q^2-148*a*c^2*g*p^2*q*r-4640*a*c^2*g*p ^2*q*x-422*a*c^2*g*p^2*r^2-6580*a*c^2*g*p^2*r*x+4732*a*c^2*g*p^2*x^2-36*a*c^2*g *p*q^2*r-1802*a*c^2*g*p*q^2*x-80*a*c^2*g*p*q*r^2-3800*a*c^2*g*p*q*r*x+154*a*c^2 *g*p*q*x^2-180*a*c^2*g*p*r^3-1954*a*c^2*g*p*r^2*x+37840*a*c^2*g*p*r*x^2+95882*a *c^2*g*p*x^3-168*a*c^2*g*q^3*x-12*a*c^2*g*q^2*r^2-848*a*c^2*g*q^2*r*x-4278*a*c^ 2*g*q^2*x^2-8*a*c^2*g*q*r^3+172*a*c^2*g*q*r^2*x+21078*a*c^2*g*q*r*x^2+71530*a*c ^2*g*q*x^3-24*a*c^2*g*r^4+288*a*c^2*g*r^3*x+17824*a*c^2*g*r^2*x^2+51472*a*c^2*g *r*x^3+4400*a*c^2*g*x^4-14*a*c^2*p^5-50*a*c^2*p^4*r-516*a*c^2*p^4*x-316*a*c^2*p ^3*q*x-66*a*c^2*p^3*r^2-1052*a*c^2*p^3*r*x-330*a*c^2*p^3*x^2-392*a*c^2*p^2*q*r* x+116*a*c^2*p^2*q*x^2-38*a*c^2*p^2*r^3-500*a*c^2*p^2*r^2*x+4488*a*c^2*p^2*r*x^2 +11536*a*c^2*p^2*x^3+178*a*c^2*p*q^2*x^2-18*a*c^2*p*q*r^2*x+3552*a*c^2*p*q*r*x^ 2+10256*a*c^2*p*q*x^3-8*a*c^2*p*r^4+144*a*c^2*p*r^3*x+4804*a*c^2*p*r^2*x^2+9976 *a*c^2*p*r*x^3+448*a*c^2*p*x^4+696*a*c^2*q^2*r*x^2+1984*a*c^2*q^2*x^3+84*a*c^2* q*r^3*x+1676*a*c^2*q*r^2*x^2+640*a*c^2*q*r*x^3-3368*a*c^2*q*x^4+108*a*c^2*r^4*x +900*a*c^2*r^3*x^2-3576*a*c^2*r^2*x^3-7696*a*c^2*r*x^4-31*a*c*g^5*p-31*a*c*g^5* r-1218*a*c*g^5*x-168*a*c*g^4*p^2-38*a*c*g^4*p*q-290*a*c*g^4*p*r-6303*a*c*g^4*p* x-38*a*c*g^4*q*r-2320*a*c*g^4*q*x-122*a*c*g^4*r^2-4249*a*c*g^4*r*x-14988*a*c*g^ 4*x^2-238*a*c*g^3*p^3-150*a*c*g^3*p^2*q-548*a*c*g^3*p^2*r-8092*a*c*g^3*p^2*x-10 *a*c*g^3*p*q^2-248*a*c*g^3*p*q*r-7803*a*c*g^3*p*q*x-397*a*c*g^3*p*r^2-8258*a*c* g^3*p*r*x-6026*a*c*g^3*p*x^2-10*a*c*g^3*q^2*r-1285*a*c*g^3*q^2*x-98*a*c*g^3*q*r ^2-4726*a*c*g^3*q*r*x-17106*a*c*g^3*q*x^2-87*a*c*g^3*r^3-1001*a*c*g^3*r^2*x+ 23543*a*c*g^3*r*x^2+75492*a*c*g^3*x^3-138*a*c*g^2*p^4-114*a*c*g^2*p^3*q-406*a*c *g^2*p^3*r-4205*a*c*g^2*p^3*x-28*a*c*g^2*p^2*q^2-230*a*c*g^2*p^2*q*r-5866*a*c*g ^2*p^2*q*x-420*a*c*g^2*p^2*r^2-5644*a*c*g^2*p^2*r*x+9373*a*c*g^2*p^2*x^2-44*a*c *g^2*p*q^2*r-2460*a*c*g^2*p*q^2*x-132*a*c*g^2*p*q*r^2-4955*a*c*g^2*p*q*r*x-133* a*c*g^2*p*q*x^2-174*a*c*g^2*p*r^3-953*a*c*g^2*p*r^2*x+46885*a*c*g^2*p*r*x^2+ 106475*a*c*g^2*p*x^3-200*a*c*g^2*q^3*x-16*a*c*g^2*q^2*r^2-1261*a*c*g^2*q^2*r*x-\ 6078*a*c*g^2*q^2*x^2-16*a*c*g^2*q*r^3+219*a*c*g^2*q*r^2*x+25231*a*c*g^2*q*r*x^2 +82793*a*c*g^2*q*x^3-22*a*c*g^2*r^4+592*a*c*g^2*r^3*x+22304*a*c*g^2*r^2*x^2+ 67500*a*c*g^2*r*x^3+12468*a*c*g^2*x^4-31*a*c*g*p^5-18*a*c*g*p^4*q-109*a*c*g*p^4 *r-956*a*c*g*p^4*x-10*a*c*g*p^3*q^2-44*a*c*g*p^3*q*r-1191*a*c*g*p^3*q*x-141*a*c *g*p^3*r^2-1691*a*c*g*p^3*r*x+2643*a*c*g*p^3*x^2-18*a*c*g*p^2*q^2*r-683*a*c*g*p ^2*q^2*x-34*a*c*g*p^2*q*r^2-1063*a*c*g*p^2*q*r*x+4597*a*c*g*p^2*q*x^2-79*a*c*g* p^2*r^3-428*a*c*g*p^2*r^2*x+15472*a*c*g*p^2*r*x^2+29813*a*c*g*p^2*x^3-182*a*c*g *p*q^3*x-8*a*c*g*p*q^2*r^2-393*a*c*g*p*q^2*r*x+1112*a*c*g*p*q^2*x^2-8*a*c*g*p*q *r^3+553*a*c*g*p*q*r^2*x+19419*a*c*g*p*q*r*x^2+43328*a*c*g*p*q*x^3-16*a*c*g*p*r ^4+505*a*c*g*p*r^3*x+11196*a*c*g*p*r^2*x^2+15914*a*c*g*p*r*x^3-5486*a*c*g*p*x^4 -78*a*c*g*q^3*r*x-760*a*c*g*q^3*x^2+240*a*c*g*q^2*r^2*x+6158*a*c*g*q^2*r*x^2+ 19187*a*c*g*q^2*x^3+455*a*c*g*q*r^3*x+7670*a*c*g*q*r^2*x^2+10558*a*c*g*q*r*x^3-\ 10790*a*c*g*q*x^4+198*a*c*g*r^4*x+96*a*c*g*r^3*x^2-21924*a*c*g*r^2*x^3-34968*a* c*g*r*x^4-2*a*c*p^6-8*a*c*p^5*r-70*a*c*p^5*x-54*a*c*p^4*q*x-12*a*c*p^4*r^2-158* a*c*p^4*r*x+12*a*c*p^4*x^2-60*a*c*p^3*q*r*x+186*a*c*p^3*q*x^2-8*a*c*p^3*r^3-52* a*c*p^3*r^2*x+1094*a*c*p^3*r*x^2+2098*a*c*p^3*x^3+154*a*c*p^2*q^2*x^2+36*a*c*p^ 2*q*r^2*x+1320*a*c*p^2*q*r*x^2+2700*a*c*p^2*q*x^3-2*a*c*p^2*r^4+90*a*c*p^2*r^3* x+1534*a*c*p^2*r^2*x^2+2498*a*c*p^2*r*x^3+112*a*c*p^2*x^4+294*a*c*p*q^2*r*x^2+ 798*a*c*p*q^2*x^3+42*a*c*p*q*r^3*x+666*a*c*p*q*r^2*x^2-206*a*c*p*q*r*x^3-1684*a *c*p*q*x^4+54*a*c*p*r^4*x+324*a*c*p*r^3*x^2-2112*a*c*p*r^2*x^3-3848*a*c*p*r*x^4 -116*a*c*q^3*x^3-40*a*c*q^2*r^2*x^2-664*a*c*q^2*r*x^3-548*a*c*q^2*x^4-108*a*c*q *r^3*x^2-756*a*c*q*r^2*x^3-224*a*c*q*r*x^4-72*a*c*r^4*x^2-144*a*c*r^3*x^3+768*a *c*r^2*x^4-2*a*g^6*p-2*a*g^6*r-100*a*g^6*x-20*a*g^5*p^2-3*a*g^5*p*q-36*a*g^5*p* r-817*a*g^5*p*x-3*a*g^5*q*r-263*a*g^5*q*x-16*a*g^5*r^2-615*a*g^5*r*x-2586*a*g^5 *x^2-42*a*g^4*p^3-25*a*g^4*p^2*q-98*a*g^4*p^2*r-1492*a*g^4*p^2*x-a*g^4*p*q^2-44 *a*g^4*p*q*r-1420*a*g^4*p*q*x-72*a*g^4*p*r^2-1624*a*g^4*p*r*x-2333*a*g^4*p*x^2- a*g^4*q^2*r-213*a*g^4*q^2*x-19*a*g^4*q*r^2-956*a*g^4*q*r*x-3995*a*g^4*q*x^2-16* a*g^4*r^3-228*a*g^4*r^2*x+3728*a*g^4*r*x^2+13308*a*g^4*x^3-38*a*g^3*p^4-35*a*g^ 3*p^3*q-112*a*g^3*p^3*r-1138*a*g^3*p^3*x-7*a*g^3*p^2*q^2-73*a*g^3*p^2*q*r-1789* a*g^3*p^2*q*x-116*a*g^3*p^2*r^2-1526*a*g^3*p^2*r*x+2557*a*g^3*p^2*x^2-12*a*g^3* p*q^2*r-735*a*g^3*p*q^2*x-44*a*g^3*p*q*r^2-1640*a*g^3*p*q*r*x-1177*a*g^3*p*q*x^ 2-48*a*g^3*p*r^3-202*a*g^3*p*r^2*x+13885*a*g^3*p*r*x^2+31561*a*g^3*p*x^3-52*a*g ^3*q^3*x-5*a*g^3*q^2*r^2-423*a*g^3*q^2*r*x-2232*a*g^3*q^2*x^2-6*a*g^3*q*r^3+2*a *g^3*q*r^2*x+6890*a*g^3*q*r*x^2+24071*a*g^3*q*x^3-6*a*g^3*r^4+200*a*g^3*r^3*x+ 7247*a*g^3*r^2*x^2+24095*a*g^3*r*x^3+6642*a*g^3*x^4-16*a*g^2*p^5-15*a*g^2*p^4*q -56*a*g^2*p^4*r-437*a*g^2*p^4*x-7*a*g^2*p^3*q^2-38*a*g^2*p^3*q*r-746*a*g^2*p^3* q*x-72*a*g^2*p^3*r^2-684*a*g^2*p^3*r*x+2116*a*g^2*p^3*x^2-13*a*g^2*p^2*q^2*r-\ 521*a*g^2*p^2*q^2*x-31*a*g^2*p^2*q*r^2-675*a*g^2*p^2*q*r*x+3181*a*g^2*p^2*q*x^2 -40*a*g^2*p^2*r^3-6*a*g^2*p^2*r^2*x+9442*a*g^2*p^2*r*x^2+16359*a*g^2*p^2*x^3-\ 129*a*g^2*p*q^3*x-6*a*g^2*p*q^2*r^2-345*a*g^2*p*q^2*r*x+550*a*g^2*p*q^2*x^2-8*a *g^2*p*q*r^3+364*a*g^2*p*q*r^2*x+12548*a*g^2*p*q*r*x^2+26750*a*g^2*p*q*x^3-8*a* g^2*p*r^4+340*a*g^2*p*r^3*x+6341*a*g^2*p*r^2*x^2+8306*a*g^2*p*r*x^3-3098*a*g^2* p*x^4-63*a*g^2*q^3*r*x-541*a*g^2*q^3*x^2+142*a*g^2*q^2*r^2*x+3945*a*g^2*q^2*r*x ^2+12411*a*g^2*q^2*x^3+298*a*g^2*q*r^3*x+5204*a*g^2*q*r^2*x^2+9183*a*g^2*q*r*x^ 3-4796*a*g^2*q*x^4+99*a*g^2*r^4*x-330*a*g^2*r^3*x^2-14784*a*g^2*r^2*x^3-22944*a *g^2*r*x^4-2*a*g*p^6-2*a*g*p^5*q-8*a*g*p^5*r-54*a*g*p^5*x-a*g*p^4*q^2-6*a*g*p^4 *q*r-98*a*g*p^4*q*x-12*a*g*p^4*r^2-86*a*g*p^4*r*x+384*a*g*p^4*x^2-2*a*g*p^3*q^2 *r-85*a*g*p^3*q^2*x-6*a*g*p^3*q*r^2-79*a*g*p^3*q*r*x+965*a*g*p^3*q*x^2-8*a*g*p^ 3*r^3+44*a*g*p^3*r^2*x+1812*a*g*p^3*r*x^2+2436*a*g*p^3*x^3-33*a*g*p^2*q^3*x-a*g *p^2*q^2*r^2-49*a*g*p^2*q^2*r*x+627*a*g*p^2*q^2*x^2-2*a*g*p^2*q*r^3+121*a*g*p^2 *q*r^2*x+3329*a*g*p^2*q*r*x^2+5429*a*g*p^2*q*x^3-2*a*g*p^2*r^4+130*a*g*p^2*r^3* x+1532*a*g*p^2*r^2*x^2+166*a*g*p^2*r*x^3-1650*a*g*p^2*x^4-7*a*g*p*q^3*r*x-4*a*g *p*q^3*x^2+81*a*g*p*q^2*r^2*x+1889*a*g*p*q^2*r*x^2+4396*a*g*p*q^2*x^3+93*a*g*p* q*r^3*x+1278*a*g*p*q*r^2*x^2-1159*a*g*p*q*r*x^3-4254*a*g*p*q*x^4+54*a*g*p*r^4*x -6*a*g*p*r^3*x^2-4998*a*g*p*r^2*x^3-6824*a*g*p*r*x^4-60*a*g*q^4*x^2+28*a*g*q^3* r^2*x+338*a*g*q^3*r*x^2+1247*a*g*q^3*x^3+35*a*g*q^2*r^3*x+310*a*g*q^2*r^2*x^2-\ 305*a*g*q^2*r*x^3-1980*a*g*q^2*x^4-9*a*g*q*r^4*x-618*a*g*q*r^3*x^2-4692*a*g*q*r ^2*x^3-5012*a*g*q*r*x^4-48*a*g*r^4*x^2+408*a*g*r^3*x^3+2688*a*g*r^2*x^4+192*b^5 *c*x^2-608*b^5*g*x^2-480*b^4*c^3*x-928*b^4*c^2*g*x-544*b^4*c^2*p*x-48*b^4*c^2*r *x-96*b^4*c^2*x^2-472*b^4*c*g^2*x-1000*b^4*c*g*p*x-336*b^4*c*g*r*x-5008*b^4*c*g *x^2-152*b^4*c*p^2*x+88*b^4*c*p*r*x+176*b^4*c*p*x^2+32*b^4*c*q*x^2+272*b^4*c*r^ 2*x+3280*b^4*c*r*x^2+5536*b^4*c*x^3-64*b^4*g^3*x-304*b^4*g^2*p*x-192*b^4*g^2*r* x-3072*b^4*g^2*x^2-264*b^4*g*p^2*x-56*b^4*g*p*r*x-1412*b^4*g*p*x^2-1568*b^4*g*q *x^2+224*b^4*g*r^2*x+2316*b^4*g*r*x^2+8396*b^4*g*x^3-32*b^3*c^4*p-32*b^3*c^4*r-\ 1888*b^3*c^4*x-64*b^3*c^3*g*p-64*b^3*c^3*g*r-5168*b^3*c^3*g*x-64*b^3*c^3*p^2-96 *b^3*c^3*p*r-3104*b^3*c^3*p*x-928*b^3*c^3*q*x-32*b^3*c^3*r^2-1200*b^3*c^3*r*x-\ 3696*b^3*c^3*x^2-40*b^3*c^2*g^2*p-40*b^3*c^2*g^2*r-4488*b^3*c^2*g^2*x-112*b^3*c ^2*g*p^2-176*b^3*c^2*g*p*r-7640*b^3*c^2*g*p*x-1728*b^3*c^2*g*q*x-64*b^3*c^2*g*r ^2-3360*b^3*c^2*g*r*x-17480*b^3*c^2*g*x^2-40*b^3*c^2*p^3-72*b^3*c^2*p^2*r-1664* b^3*c^2*p^2*x-1272*b^3*c^2*p*q*x-32*b^3*c^2*p*r^2-920*b^3*c^2*p*r*x-2120*b^3*c^ 2*p*x^2-360*b^3*c^2*q*r*x-3248*b^3*c^2*q*x^2+808*b^3*c^2*r^2*x+9544*b^3*c^2*r*x ^2+18312*b^3*c^2*x^3-8*b^3*c*g^3*p-8*b^3*c*g^3*r-1508*b^3*c*g^3*x-56*b^3*c*g^2* p^2-96*b^3*c*g^2*p*r-5064*b^3*c*g^2*p*x-888*b^3*c*g^2*q*x-40*b^3*c*g^2*r^2-2712 *b^3*c*g^2*r*x-19200*b^3*c*g^2*x^2-56*b^3*c*g*p^3-104*b^3*c*g*p^2*r-3420*b^3*c* g*p^2*x-2032*b^3*c*g*p*q*x-48*b^3*c*g*p*r^2-2164*b^3*c*g*p*r*x-6904*b^3*c*g*p*x ^2-840*b^3*c*g*q*r*x-10656*b^3*c*g*q*x^2+1168*b^3*c*g*r^2*x+17872*b^3*c*g*r*x^2 +54252*b^3*c*g*x^3-8*b^3*c*p^4-16*b^3*c*p^3*r-292*b^3*c*p^3*x-416*b^3*c*p^2*q*x -8*b^3*c*p^2*r^2-244*b^3*c*p^2*r*x-448*b^3*c*p^2*x^2+32*b^3*c*p*q*r*x-1060*b^3* c*p*q*x^2+360*b^3*c*p*r^2*x+2300*b^3*c*p*r*x^2+3788*b^3*c*p*x^3-592*b^3*c*q^2*x ^2+496*b^3*c*q*r^2*x+4512*b^3*c*q*r*x^2+8604*b^3*c*q*x^3+316*b^3*c*r^3*x+2576*b ^3*c*r^2*x^2+4432*b^3*c*r*x^3+248*b^3*c*x^4-160*b^3*g^4*x-8*b^3*g^3*p^2-16*b^3* g^3*p*r-980*b^3*g^3*p*x-128*b^3*g^3*q*x-8*b^3*g^3*r^2-684*b^3*g^3*r*x-5812*b^3* g^3*x^2-16*b^3*g^2*p^3-32*b^3*g^2*p^2*r-1296*b^3*g^2*p^2*x-608*b^3*g^2*p*q*x-16 *b^3*g^2*p*r^2-956*b^3*g^2*p*r*x-4846*b^3*g^2*p*x^2-384*b^3*g^2*q*r*x-5692*b^3* g^2*q*x^2+348*b^3*g^2*r^2*x+5828*b^3*g^2*r*x^2+23482*b^3*g^2*x^3-8*b^3*g*p^4-16 *b^3*g*p^3*r-440*b^3*g*p^3*x-528*b^3*g*p^2*q*x-8*b^3*g*p^2*r^2-376*b^3*g*p^2*r* x+142*b^3*g*p^2*x^2-112*b^3*g*p*q*r*x-2134*b^3*g*p*q*x^2+396*b^3*g*p*r^2*x+5916 *b^3*g*p*r*x^2+15694*b^3*g*p*x^3-1592*b^3*g*q^2*x^2+448*b^3*g*q*r^2*x+4374*b^3* g*q*r*x^2+15754*b^3*g*q*x^3+316*b^3*g*r^3*x+3936*b^3*g*r^2*x^2+12096*b^3*g*r*x^ 3+1224*b^3*g*x^4-64*b^2*c^5*p-64*b^2*c^5*r-2336*b^2*c^5*x-208*b^2*c^4*g*p-208*b ^2*c^4*g*r-9024*b^2*c^4*g*x-128*b^2*c^4*p^2-32*b^2*c^4*p*q-192*b^2*c^4*p*r-4384 *b^2*c^4*p*x-32*b^2*c^4*q*r-2304*b^2*c^4*q*x-64*b^2*c^4*r^2-1968*b^2*c^4*r*x-\ 4560*b^2*c^4*x^2-224*b^2*c^3*g^2*p-224*b^2*c^3*g^2*r-11720*b^2*c^3*g^2*x-400*b^ 2*c^3*g*p^2-64*b^2*c^3*g*p*q-624*b^2*c^3*g*p*r-16472*b^2*c^3*g*p*x-64*b^2*c^3*g *q*r-6400*b^2*c^3*g*q*x-224*b^2*c^3*g*r^2-8192*b^2*c^3*g*r*x-26248*b^2*c^3*g*x^ 2-80*b^2*c^3*p^3-64*b^2*c^3*p^2*q-144*b^2*c^3*p^2*r-2488*b^2*c^3*p^2*x-96*b^2*c ^3*p*q*r-3944*b^2*c^3*p*q*x-64*b^2*c^3*p*r^2-1168*b^2*c^3*p*r*x+1256*b^2*c^3*p* x^2-568*b^2*c^3*q^2*x-32*b^2*c^3*q*r^2-1680*b^2*c^3*q*r*x-7480*b^2*c^3*q*x^2+ 1256*b^2*c^3*r^2*x+15384*b^2*c^3*r*x^2+29240*b^2*c^3*x^3-100*b^2*c^2*g^3*p-100* b^2*c^2*g^3*r-6696*b^2*c^2*g^3*x-376*b^2*c^2*g^2*p^2-40*b^2*c^2*g^2*p*q-616*b^2 *c^2*g^2*p*r-18228*b^2*c^2*g^2*p*x-40*b^2*c^2*g^2*q*r-5776*b^2*c^2*g^2*q*x-240* b^2*c^2*g^2*r^2-10040*b^2*c^2*g^2*r*x-42064*b^2*c^2*g^2*x^2-244*b^2*c^2*g*p^3-\ 112*b^2*c^2*g*p^2*q-468*b^2*c^2*g*p^2*r-9612*b^2*c^2*g*p^2*x-176*b^2*c^2*g*p*q* r-9684*b^2*c^2*g*p*q*x-240*b^2*c^2*g*p*r^2-6772*b^2*c^2*g*p*r*x-6888*b^2*c^2*g* p*x^2-1032*b^2*c^2*g*q^2*x-64*b^2*c^2*g*q*r^2-4468*b^2*c^2*g*q*r*x-24512*b^2*c^ 2*g*q*x^2-16*b^2*c^2*g*r^3+2248*b^2*c^2*g*r^2*x+42980*b^2*c^2*g*r*x^2+113620*b^ 2*c^2*g*x^3-16*b^2*c^2*p^4-40*b^2*c^2*p^3*q-32*b^2*c^2*p^3*r-344*b^2*c^2*p^3*x-\ 72*b^2*c^2*p^2*q*r-1944*b^2*c^2*p^2*q*x-16*b^2*c^2*p^2*r^2+268*b^2*c^2*p^2*r*x+ 4120*b^2*c^2*p^2*x^2-864*b^2*c^2*p*q^2*x-32*b^2*c^2*p*q*r^2-952*b^2*c^2*p*q*r*x -1632*b^2*c^2*p*q*x^2+1248*b^2*c^2*p*r^2*x+12480*b^2*c^2*p*r*x^2+19300*b^2*c^2* p*x^3-324*b^2*c^2*q^2*r*x-3640*b^2*c^2*q^2*x^2+1032*b^2*c^2*q*r^2*x+11592*b^2*c ^2*q*r*x^2+26376*b^2*c^2*q*x^3+668*b^2*c^2*r^3*x+6720*b^2*c^2*r^2*x^2+14928*b^2 *c^2*r*x^3+2160*b^2*c^2*x^4-16*b^2*c*g^4*p-16*b^2*c*g^4*r-1688*b^2*c*g^4*x-136* b^2*c*g^3*p^2-8*b^2*c*g^3*p*q-240*b^2*c*g^3*p*r-7828*b^2*c*g^3*p*x-8*b^2*c*g^3* q*r-2056*b^2*c*g^3*q*x-104*b^2*c*g^3*r^2-4934*b^2*c*g^3*r*x-25652*b^2*c*g^3*x^2 -176*b^2*c*g^2*p^3-56*b^2*c*g^2*p^2*q-352*b^2*c*g^2*p^2*r-8154*b^2*c*g^2*p^2*x-\ 96*b^2*c*g^2*p*q*r-6630*b^2*c*g^2*p*q*x-192*b^2*c*g^2*p*r^2-6668*b^2*c*g^2*p*r* x-14796*b^2*c*g^2*p*x^2-534*b^2*c*g^2*q^2*x-40*b^2*c*g^2*q*r^2-3556*b^2*c*g^2*q *r*x-24758*b^2*c*g^2*q*x^2-16*b^2*c*g^2*r^3+1082*b^2*c*g^2*r^2*x+29742*b^2*c*g^ 2*r*x^2+100164*b^2*c*g^2*x^3-56*b^2*c*g*p^4-56*b^2*c*g*p^3*q-128*b^2*c*g*p^3*r-\ 2026*b^2*c*g*p^3*x-104*b^2*c*g*p^2*q*r-4056*b^2*c*g*p^2*q*x-88*b^2*c*g*p^2*r^2-\ 1398*b^2*c*g*p^2*r*x+6696*b^2*c*g*p^2*x^2-1282*b^2*c*g*p*q^2*x-48*b^2*c*g*p*q*r ^2-2184*b^2*c*g*p*q*r*x-4476*b^2*c*g*p*q*x^2-16*b^2*c*g*p*r^3+2080*b^2*c*g*p*r^ 2*x+34632*b^2*c*g*p*r*x^2+71214*b^2*c*g*p*x^3-588*b^2*c*g*q^2*r*x-7448*b^2*c*g* q^2*x^2+1772*b^2*c*g*q*r^2*x+25474*b^2*c*g*q*r*x^2+74500*b^2*c*g*q*x^3+1454*b^2 *c*g*r^3*x+19972*b^2*c*g*r^2*x^2+53264*b^2*c*g*r*x^3+6448*b^2*c*g*x^4-8*b^2*c*p ^4*q+48*b^2*c*p^4*x-16*b^2*c*p^3*q*r-262*b^2*c*p^3*q*x+180*b^2*c*p^3*r*x+1224*b ^2*c*p^3*x^2-302*b^2*c*p^2*q^2*x-8*b^2*c*p^2*q*r^2-190*b^2*c*p^2*q*r*x+868*b^2* c*p^2*q*x^2+132*b^2*c*p^2*r^2*x+2172*b^2*c*p^2*r*x^2+3136*b^2*c*p^2*x^3-34*b^2* c*p*q^2*r*x-910*b^2*c*p*q^2*x^2+360*b^2*c*p*q*r^2*x+3882*b^2*c*p*q*r*x^2+8638*b ^2*c*p*q*x^3-36*b^2*c*p*r^3*x-612*b^2*c*p*r^2*x^2-1296*b^2*c*p*r*x^3-1452*b^2*c *p*x^4-520*b^2*c*q^3*x^2+292*b^2*c*q^2*r^2*x+2244*b^2*c*q^2*r*x^2+5878*b^2*c*q^ 2*x^3+298*b^2*c*q*r^3*x+2404*b^2*c*q*r^2*x^2+6760*b^2*c*q*r*x^3+1080*b^2*c*q*x^ 4-36*b^2*c*r^4*x-1512*b^2*c*r^3*x^2-6408*b^2*c*r^2*x^3-6264*b^2*c*r*x^4-144*b^2 *g^5*x-16*b^2*g^4*p^2-32*b^2*g^4*p*r-1142*b^2*g^4*p*x-240*b^2*g^4*q*x-16*b^2*g^ 4*r^2-858*b^2*g^4*r*x-5306*b^2*g^4*x^2-36*b^2*g^3*p^3-8*b^2*g^3*p^2*q-76*b^2*g^ 3*p^2*r-1939*b^2*g^3*p^2*x-16*b^2*g^3*p*q*r-1342*b^2*g^3*p*q*x-44*b^2*g^3*p*r^2 -1814*b^2*g^3*p*r*x-6106*b^2*g^3*p*x^2-80*b^2*g^3*q^2*x-8*b^2*g^3*q*r^2-898*b^2 *g^3*q*r*x-7378*b^2*g^3*q*x^2-4*b^2*g^3*r^3+97*b^2*g^3*r^2*x+5519*b^2*g^3*r*x^2 +24392*b^2*g^3*x^3-24*b^2*g^2*p^4-16*b^2*g^2*p^3*q-56*b^2*g^2*p^3*r-1037*b^2*g^ 2*p^3*x-32*b^2*g^2*p^2*q*r-1610*b^2*g^2*p^2*q*x-40*b^2*g^2*p^2*r^2-943*b^2*g^2* p^2*r*x+1437*b^2*g^2*p^2*x^2-380*b^2*g^2*p*q^2*x-16*b^2*g^2*p*q*r^2-972*b^2*g^2 *p*q*r*x-3850*b^2*g^2*p*q*x^2-8*b^2*g^2*p*r^3+761*b^2*g^2*p*r^2*x+15432*b^2*g^2 *p*r*x^2+36764*b^2*g^2*p*x^3-240*b^2*g^2*q^2*r*x-3666*b^2*g^2*q^2*x^2+650*b^2*g ^2*q*r^2*x+9883*b^2*g^2*q*r*x^2+34804*b^2*g^2*q*x^3+651*b^2*g^2*r^3*x+10222*b^2 *g^2*r^2*x^2+31776*b^2*g^2*r*x^3+6138*b^2*g^2*x^4-4*b^2*g*p^5-8*b^2*g*p^4*q-12* b^2*g*p^4*r-114*b^2*g*p^4*x-16*b^2*g*p^3*q*r-448*b^2*g*p^3*q*x-12*b^2*g*p^3*r^2 -41*b^2*g*p^3*r*x+1844*b^2*g*p^3*x^2-330*b^2*g*p^2*q^2*x-8*b^2*g*p^2*q*r^2-320* b^2*g*p^2*q*r*x+1691*b^2*g*p^2*q*x^2-4*b^2*g*p^2*r^3+208*b^2*g*p^2*r^2*x+5748*b ^2*g*p^2*r*x^2+9859*b^2*g*p^2*x^3-70*b^2*g*p*q^2*r*x-890*b^2*g*p*q^2*x^2+450*b^ 2*g*p*q*r^2*x+7838*b^2*g*p*q*r*x^2+19539*b^2*g*p*q*x^3+99*b^2*g*p*r^3*x+1866*b^ 2*g*p*r^2*x^2+1904*b^2*g*p*r*x^3-3852*b^2*g*p*x^4-720*b^2*g*q^3*x^2+280*b^2*g*q ^2*r^2*x+2688*b^2*g*q^2*r*x^2+9868*b^2*g*q^2*x^3+298*b^2*g*q*r^3*x+3188*b^2*g*q *r^2*x^2+8278*b^2*g*q*r*x^3-2586*b^2*g*q*x^4-36*b^2*g*r^4*x-1866*b^2*g*r^3*x^2-\ 12588*b^2*g*r^2*x^3-15884*b^2*g*r*x^4-32*b*c^6*p-32*b*c^6*r-928*b*c^6*x-160*b*c ^5*g*p-160*b*c^5*g*r-5328*b*c^5*g*x-64*b*c^5*p^2-32*b*c^5*p*q-96*b*c^5*p*r-1824 *b*c^5*p*x-32*b*c^5*q*r-1376*b*c^5*q*x-32*b*c^5*r^2-816*b*c^5*r*x-1152*b*c^5*x^ 2-272*b*c^4*g^2*p-272*b*c^4*g^2*r-10296*b*c^4*g^2*x-328*b*c^4*g*p^2-112*b*c^4*g *p*q-512*b*c^4*g*p*r-11032*b*c^4*g*p*x-112*b*c^4*g*q*r-5864*b*c^4*g*q*x-184*b*c ^4*g*r^2-5560*b*c^4*g*r*x-12592*b*c^4*g*x^2-40*b*c^4*p^3-64*b*c^4*p^2*q-72*b*c^ 4*p^2*r-976*b*c^4*p^2*x-8*b*c^4*p*q^2-96*b*c^4*p*q*r-2576*b*c^4*p*q*x-32*b*c^4* p*r^2-160*b*c^4*p*r*x+3456*b*c^4*p*x^2-8*b*c^4*q^2*r-680*b*c^4*q^2*x-32*b*c^4*q *r^2-1176*b*c^4*q*r*x-3312*b*c^4*q*x^2+720*b*c^4*r^2*x+8928*b*c^4*r*x^2+15904*b *c^4*x^3-208*b*c^3*g^3*p-208*b*c^3*g^3*r-9060*b*c^3*g^3*x-516*b*c^3*g^2*p^2-128 *b*c^3*g^2*p*q-832*b*c^3*g^2*p*r-19648*b*c^3*g^2*p*x-128*b*c^3*g^2*q*r-8420*b*c ^3*g^2*q*x-316*b*c^3*g^2*r^2-10780*b*c^3*g^2*r*x-32512*b*c^3*g^2*x^2-228*b*c^3* g*p^3-216*b*c^3*g*p^2*q-452*b*c^3*g*p^2*r-7356*b*c^3*g*p^2*x-16*b*c^3*g*p*q^2-\ 336*b*c^3*g*p*q*r-10544*b*c^3*g*p*q*x-252*b*c^3*g*p*r^2-4644*b*c^3*g*p*r*x+6140 *b*c^3*g*p*x^2-16*b*c^3*g*q^2*r-2020*b*c^3*g*q^2*x-120*b*c^3*g*q*r^2-5172*b*c^3 *g*q*r*x-17620*b*c^3*g*q*x^2-28*b*c^3*g*r^3+1920*b*c^3*g*r^2*x+39832*b*c^3*g*r* x^2+92248*b*c^3*g*x^3-8*b*c^3*p^4-40*b*c^3*p^3*q-16*b*c^3*p^3*r-52*b*c^3*p^3*x-\ 16*b*c^3*p^2*q^2-72*b*c^3*p^2*q*r-1336*b*c^3*p^2*q*x-8*b*c^3*p^2*r^2+512*b*c^3* p^2*r*x+4376*b*c^3*p^2*x^2-24*b*c^3*p*q^2*r-1196*b*c^3*p*q^2*x-32*b*c^3*p*q*r^2 -516*b*c^3*p*q*r*x+2368*b*c^3*p*q*x^2+888*b*c^3*p*r^2*x+9532*b*c^3*p*r*x^2+ 13584*b*c^3*p*x^3-112*b*c^3*q^3*x-8*b*c^3*q^2*r^2-540*b*c^3*q^2*r*x-2928*b*c^3* q^2*x^2+764*b*c^3*q*r^2*x+10012*b*c^3*q*r*x^2+21752*b*c^3*q*x^3+352*b*c^3*r^3*x +3744*b*c^3*r^2*x^2+8024*b*c^3*r*x^3+448*b*c^3*x^4-74*b*c^2*g^4*p-74*b*c^2*g^4* r-3936*b*c^2*g^4*x-342*b*c^2*g^3*p^2-60*b*c^2*g^3*p*q-576*b*c^2*g^3*p*r-14574*b *c^2*g^3*p*x-60*b*c^2*g^3*q*r-5286*b*c^2*g^3*q*x-234*b*c^2*g^3*r^2-8818*b*c^2*g ^3*r*x-33028*b*c^2*g^3*x^2-314*b*c^2*g^2*p^3-216*b*c^2*g^2*p^2*q-642*b*c^2*g^2* p^2*r-11684*b*c^2*g^2*p^2*x-10*b*c^2*g^2*p*q^2-352*b*c^2*g^2*p*q*r-12888*b*c^2* g^2*p*q*x-376*b*c^2*g^2*p*r^2-9136*b*c^2*g^2*p*r*x-5124*b*c^2*g^2*p*x^2-10*b*c^ 2*g^2*q^2*r-1966*b*c^2*g^2*q^2*x-136*b*c^2*g^2*q*r^2-6846*b*c^2*g^2*q*r*x-29356 *b*c^2*g^2*q*x^2-48*b*c^2*g^2*r^3+1468*b*c^2*g^2*r^2*x+48112*b*c^2*g^2*r*x^2+ 134428*b*c^2*g^2*x^3-70*b*c^2*g*p^4-132*b*c^2*g*p^3*q-176*b*c^2*g*p^3*r-1924*b* c^2*g*p^3*x-28*b*c^2*g*p^2*q^2-252*b*c^2*g*p^2*q*r-5700*b*c^2*g*p^2*q*x-146*b*c ^2*g*p^2*r^2-700*b*c^2*g*p^2*r*x+15336*b*c^2*g*p^2*x^2-44*b*c^2*g*p*q^2*r-3114* b*c^2*g*p*q^2*x-128*b*c^2*g*p*q*r^2-3468*b*c^2*g*p*q*r*x+2362*b*c^2*g*p*q*x^2-\ 44*b*c^2*g*p*r^3+2586*b*c^2*g*p*r^2*x+47220*b*c^2*g*p*r*x^2+86382*b*c^2*g*p*x^3 -200*b*c^2*g*q^3*x-16*b*c^2*g*q^2*r^2-1472*b*c^2*g*q^2*r*x-8894*b*c^2*g*q^2*x^2 -8*b*c^2*g*q*r^3+1868*b*c^2*g*q*r^2*x+33958*b*c^2*g*q*r*x^2+88590*b*c^2*g*q*x^3 -4*b*c^2*g*r^4+1456*b*c^2*g*r^3*x+21616*b*c^2*g*r^2*x^2+52432*b*c^2*g*r*x^3+ 4400*b*c^2*g*x^4-8*b*c^2*p^4*q+48*b*c^2*p^4*x-10*b*c^2*p^3*q^2-16*b*c^2*p^3*q*r -142*b*c^2*p^3*q*x+180*b*c^2*p^3*r*x+1104*b*c^2*p^3*x^2-18*b*c^2*p^2*q^2*r-556* b*c^2*p^2*q^2*x-8*b*c^2*p^2*q*r^2+188*b*c^2*p^2*q*r*x+3280*b*c^2*p^2*q*x^2+132* b*c^2*p^2*r^2*x+1632*b*c^2*p^2*r*x^2+1520*b*c^2*p^2*x^3-182*b*c^2*p*q^3*x-8*b*c ^2*p*q^2*r^2-246*b*c^2*p*q^2*r*x-16*b*c^2*p*q^2*x^2+624*b*c^2*p*q*r^2*x+7542*b* c^2*p*q*r*x^2+13040*b*c^2*p*q*x^3-36*b*c^2*p*r^3*x-1132*b*c^2*p*r^2*x^2-4672*b* c^2*p*r*x^3-3368*b*c^2*p*x^4-78*b*c^2*q^3*r*x-1020*b*c^2*q^3*x^2+314*b*c^2*q^2* r^2*x+3582*b*c^2*q^2*r*x^2+9824*b*c^2*q^2*x^3+316*b*c^2*q*r^3*x+3052*b*c^2*q*r^ 2*x^2+8008*b*c^2*q*r*x^3+448*b*c^2*q*x^4-36*b*c^2*r^4*x-1596*b*c^2*r^3*x^2-7560 *b*c^2*r^2*x^3-7696*b*c^2*r*x^4-10*b*c*g^5*p-10*b*c*g^5*r-798*b*c*g^5*x-99*b*c* g^4*p^2-10*b*c*g^4*p*q-178*b*c*g^4*p*r-4784*b*c*g^4*p*x-10*b*c*g^4*q*r-1473*b*c *g^4*q*x-79*b*c*g^4*r^2-3258*b*c*g^4*r*x-14580*b*c*g^4*x^2-155*b*c*g^3*p^3-82*b *c*g^3*p^2*q-327*b*c*g^3*p^2*r-6439*b*c*g^3*p^2*x-2*b*c*g^3*p*q^2-144*b*c*g^3*p *q*r-6030*b*c*g^3*p*q*x-199*b*c*g^3*p*r^2-5797*b*c*g^3*p*r*x-10227*b*c*g^3*p*x^ 2-2*b*c*g^3*q^2*r-755*b*c*g^3*q^2*x-62*b*c*g^3*q*r^2-3609*b*c*g^3*q*r*x-18869*b *c*g^3*q*x^2-27*b*c*g^3*r^3+220*b*c*g^3*r^2*x+20174*b*c*g^3*r*x^2+69028*b*c*g^3 *x^3-77*b*c*g^2*p^4-102*b*c*g^2*p^3*q-196*b*c*g^2*p^3*r-2592*b*c*g^2*p^3*x-14*b *c*g^2*p^2*q^2-202*b*c*g^2*p^2*q*r-5434*b*c*g^2*p^2*q*x-165*b*c*g^2*p^2*r^2-\ 1974*b*c*g^2*p^2*r*x+11070*b*c*g^2*p^2*x^2-24*b*c*g^2*p*q^2*r-2307*b*c*g^2*p*q^ 2*x-108*b*c*g^2*p*q*r^2-3769*b*c*g^2*p*q*r*x-2971*b*c*g^2*p*q*x^2-50*b*c*g^2*p* r^3+2066*b*c*g^2*p*r^2*x+47824*b*c*g^2*p*r*x^2+98243*b*c*g^2*p*x^3-104*b*c*g^2* q^3*x-10*b*c*g^2*q^2*r^2-1226*b*c*g^2*q^2*r*x-9029*b*c*g^2*q^2*x^2-8*b*c*g^2*q* r^3+1373*b*c*g^2*q*r^2*x+29815*b*c*g^2*q*r*x^2+90969*b*c*g^2*q*x^3-4*b*c*g^2*r^ 4+1488*b*c*g^2*r^3*x+25616*b*c*g^2*r^2*x^2+72548*b*c*g^2*r*x^3+12468*b*c*g^2*x^ 4-11*b*c*g*p^5-30*b*c*g*p^4*q-37*b*c*g*p^4*r-212*b*c*g*p^4*x-14*b*c*g*p^3*q^2-\ 68*b*c*g*p^3*q*r-1075*b*c*g*p^3*q*x-45*b*c*g*p^3*r^2+45*b*c*g*p^3*r*x+5141*b*c* g*p^3*x^2-26*b*c*g*p^2*q^2*r-1239*b*c*g*p^2*q^2*x-46*b*c*g*p^2*q*r^2-603*b*c*g* p^2*q*r*x+7199*b*c*g*p^2*q*x^2-23*b*c*g*p^2*r^3+570*b*c*g*p^2*r^2*x+13844*b*c*g *p^2*r*x^2+21073*b*c*g*p^2*x^3-258*b*c*g*p*q^3*x-12*b*c*g*p*q^2*r^2-565*b*c*g*p *q^2*r*x-314*b*c*g*p*q^2*x^2-8*b*c*g*p*q*r^3+1261*b*c*g*p*q*r^2*x+22689*b*c*g*p *q*r*x^2+46224*b*c*g*p*q*x^3-4*b*c*g*p*r^4+295*b*c*g*p*r^3*x+3938*b*c*g*p*r^2*x ^2-1462*b*c*g*p*r*x^3-10790*b*c*g*p*x^4-126*b*c*g*q^3*r*x-1806*b*c*g*q^3*x^2+ 650*b*c*g*q^2*r^2*x+8776*b*c*g*q^2*r*x^2+25671*b*c*g*q^2*x^3+797*b*c*g*q*r^3*x+ 9348*b*c*g*q*r^2*x^2+19630*b*c*g*q*r*x^3-5486*b*c*g*q*x^4-18*b*c*g*r^4*x-3744*b *c*g*r^3*x^2-28380*b*c*g*r^2*x^3-34968*b*c*g*r*x^4-2*b*c*p^4*q^2+24*b*c*p^4*q*x -24*b*c*p^4*x^2-4*b*c*p^3*q^2*r-58*b*c*p^3*q^2*x+90*b*c*p^3*q*r*x+582*b*c*p^3*q *x^2-132*b*c*p^3*r*x^2-396*b*c*p^3*x^3-66*b*c*p^2*q^3*x-2*b*c*p^2*q^2*r^2-34*b* c*p^2*q^2*r*x+538*b*c*p^2*q^2*x^2+66*b*c*p^2*q*r^2*x+978*b*c*p^2*q*r*x^2+954*b* c*p^2*q*x^3-148*b*c*p^2*r^2*x^2-1016*b*c*p^2*r*x^3-548*b*c*p^2*x^4-14*b*c*p*q^3 *r*x-168*b*c*p*q^3*x^2+90*b*c*p*q^2*r^2*x+1350*b*c*p*q^2*r*x^2+3124*b*c*p*q^2*x ^3-18*b*c*p*q*r^3*x-360*b*c*p*q*r^2*x^2-1810*b*c*p*q*r*x^3-1684*b*c*p*q*x^4+12* b*c*p*r^3*x^2-204*b*c*p*r^2*x^3-224*b*c*p*r*x^4-120*b*c*q^4*x^2+56*b*c*q^3*r^2* x+404*b*c*q^3*r*x^2+1462*b*c*q^3*x^3+70*b*c*q^2*r^3*x+556*b*c*q^2*r^2*x^2+1998* b*c*q^2*r*x^3+112*b*c*q^2*x^4-18*b*c*q*r^4*x-732*b*c*q*r^3*x^2-3456*b*c*q*r^2*x ^3-3848*b*c*q*r*x^4+48*b*c*r^4*x^2+464*b*c*r^3*x^3+768*b*c*r^2*x^4-56*b*g^6*x-\ 10*b*g^5*p^2-20*b*g^5*p*r-572*b*g^5*p*x-144*b*g^5*q*x-10*b*g^5*r^2-450*b*g^5*r* x-2346*b*g^5*x^2-25*b*g^4*p^3-10*b*g^4*p^2*q-55*b*g^4*p^2*r-1157*b*g^4*p^2*x-20 *b*g^4*p*q*r-950*b*g^4*p*q*x-35*b*g^4*p*r^2-1185*b*g^4*p*r*x-3281*b*g^4*p*x^2-\ 96*b*g^4*q^2*x-10*b*g^4*q*r^2-666*b*g^4*q*r*x-4091*b*g^4*q*x^2-5*b*g^4*r^3-62*b *g^4*r^2*x+2480*b*g^4*r*x^2+11444*b*g^4*x^3-21*b*g^3*p^4-22*b*g^3*p^3*q-54*b*g^ 3*p^3*r-803*b*g^3*p^3*x-2*b*g^3*p^2*q^2-46*b*g^3*p^2*q*r-1413*b*g^3*p^2*q*x-46* b*g^3*p^2*r^2-773*b*g^3*p^2*r*x+1716*b*g^3*p^2*x^2-4*b*g^3*p*q^2*r-502*b*g^3*p* q^2*x-26*b*g^3*p*q*r^2-1109*b*g^3*p*q*r*x-2389*b*g^3*p*q*x^2-14*b*g^3*p*r^3+460 *b*g^3*p*r^2*x+12725*b*g^3*p*r*x^2+28765*b*g^3*p*x^3-16*b*g^3*q^3*x-2*b*g^3*q^2 *r^2-326*b*g^3*q^2*r*x-2759*b*g^3*q^2*x^2-2*b*g^3*q*r^3+276*b*g^3*q*r^2*x+7162* b*g^3*q*r*x^2+25267*b*g^3*q*x^3-b*g^3*r^4+430*b*g^3*r^3*x+8168*b*g^3*r^2*x^2+ 26137*b*g^3*r*x^3+6642*b*g^3*x^4-7*b*g^2*p^5-14*b*g^2*p^4*q-23*b*g^2*p^4*r-184* b*g^2*p^4*x-4*b*g^2*p^3*q^2-32*b*g^2*p^3*q*r-642*b*g^2*p^3*q*x-27*b*g^2*p^3*r^2 -109*b*g^2*p^3*r*x+2645*b*g^2*p^3*x^2-8*b*g^2*p^2*q^2*r-547*b*g^2*p^2*q^2*x-22* b*g^2*p^2*q*r^2-486*b*g^2*p^2*q*r*x+2863*b*g^2*p^2*q*x^2-13*b*g^2*p^2*r^3+284*b *g^2*p^2*r^2*x+8505*b*g^2*p^2*r*x^2+14325*b*g^2*p^2*x^3-76*b*g^2*p*q^3*x-4*b*g^ 2*p*q^2*r^2-261*b*g^2*p*q^2*r*x-686*b*g^2*p*q^2*x^2-4*b*g^2*p*q*r^3+572*b*g^2*p *q*r^2*x+11849*b*g^2*p*q*r*x^2+27166*b*g^2*p*q*x^3-2*b*g^2*p*r^4+200*b*g^2*p*r^ 3*x+3473*b*g^2*p*r^2*x^2+3585*b*g^2*p*r*x^3-4796*b*g^2*p*x^4-48*b*g^2*q^3*r*x-\ 914*b*g^2*q^3*x^2+294*b*g^2*q^2*r^2*x+4033*b*g^2*q^2*r*x^2+13525*b*g^2*q^2*x^3+ 400*b*g^2*q*r^3*x+5201*b*g^2*q*r^2*x^2+12182*b*g^2*q*r*x^3-3098*b*g^2*q*x^4-9*b *g^2*r^4*x-2022*b*g^2*r^3*x^2-17280*b*g^2*r^2*x^3-22944*b*g^2*r*x^4-b*g*p^6-2*b *g*p^5*q-4*b*g*p^5*r-19*b*g*p^5*x-2*b*g*p^4*q^2-6*b*g*p^4*q*r-59*b*g*p^4*q*x-6* b*g*p^4*r^2-7*b*g*p^4*r*x+366*b*g*p^4*x^2-4*b*g*p^3*q^2*r-114*b*g*p^3*q^2*x-6*b *g*p^3*q*r^2-4*b*g*p^3*q*r*x+1163*b*g*p^3*q*x^2-4*b*g*p^3*r^3+70*b*g*p^3*r^2*x+ 1199*b*g*p^3*r*x^2+1189*b*g*p^3*x^3-66*b*g*p^2*q^3*x-2*b*g*p^2*q^2*r^2-66*b*g*p ^2*q^2*r*x+819*b*g*p^2*q^2*x^2-2*b*g*p^2*q*r^3+136*b*g*p^2*q*r^2*x+3158*b*g*p^2 *q*r*x^2+4556*b*g*p^2*q*x^3-b*g*p^2*r^4+85*b*g*p^2*r^3*x+691*b*g*p^2*r^2*x^2-\ 1591*b*g*p^2*r*x^3-1980*b*g*p^2*x^4-14*b*g*p*q^3*r*x-88*b*g*p*q^3*x^2+126*b*g*p *q^2*r^2*x+2417*b*g*p*q^2*r*x^2+5559*b*g*p*q^2*x^3+63*b*g*p*q*r^3*x+765*b*g*p*q *r^2*x^2-1961*b*g*p*q*r*x^3-4254*b*g*p*q*x^4+27*b*g*p*r^4*x-162*b*g*p*r^3*x^2-\ 4044*b*g*p*r^2*x^3-5012*b*g*p*r*x^4-120*b*g*q^4*x^2+56*b*g*q^3*r^2*x+540*b*g*q^ 3*r*x^2+2036*b*g*q^3*x^3+70*b*g*q^2*r^3*x+608*b*g*q^2*r^2*x^2+1026*b*g*q^2*r*x^ 3-1650*b*g*q^2*x^4-18*b*g*q*r^4*x-930*b*g*q*r^3*x^2-6042*b*g*q*r^2*x^3-6824*b*g *q*r*x^4+12*b*g*r^4*x^2+712*b*g*r^3*x^3+2688*b*g*r^2*x^4-16*c^6*g*p-16*c^6*g*r-\ 544*c^6*g*x-64*c^5*g^2*p-64*c^5*g^2*r-2240*c^5*g^2*x-40*c^5*g*p^2-16*c^5*g*p*q-\ 64*c^5*g*p*r-1424*c^5*g*p*x-16*c^5*g*q*r-728*c^5*g*q*x-24*c^5*g*r^2-728*c^5*g*r *x-1560*c^5*g*x^2-88*c^4*g^3*p-88*c^4*g^3*r-3248*c^4*g^3*x-148*c^4*g^2*p^2-48*c ^4*g^2*p*q-240*c^4*g^2*p*r-5352*c^4*g^2*p*x-48*c^4*g^2*q*r-2436*c^4*g^2*q*x-92* c^4*g^2*r^2-2884*c^4*g^2*r*x-7060*c^4*g^2*x^2-40*c^4*g*p^3-32*c^4*g*p^2*q-88*c^ 4*g*p^2*r-1412*c^4*g*p^2*x-4*c^4*g*p*q^2-48*c^4*g*p*q*r-1516*c^4*g*p*q*x-60*c^4 *g*p*r^2-1216*c^4*g*p*r*x-12*c^4*g*p*x^2-4*c^4*g*q^2*r-340*c^4*g*q^2*x-16*c^4*g *q*r^2-736*c^4*g*q*r*x-2496*c^4*g*q*x^2-12*c^4*g*r^3+4*c^4*g*r^2*x+5220*c^4*g*r *x^2+14240*c^4*g*x^3-56*c^3*g^4*p-56*c^3*g^4*r-2256*c^3*g^4*x-178*c^3*g^3*p^2-\ 48*c^3*g^3*p*q-296*c^3*g^3*p*r-6724*c^3*g^3*p*x-48*c^3*g^3*q*r-2786*c^3*g^3*q*x -118*c^3*g^3*r^2-3906*c^3*g^3*r*x-11450*c^3*g^3*x^2-128*c^3*g^2*p^3-92*c^3*g^2* p^2*q-280*c^3*g^2*p^2*r-4488*c^3*g^2*p^2*x-8*c^3*g^2*p*q^2-144*c^3*g^2*p*q*r-\ 4696*c^3*g^2*p*q*x-188*c^3*g^2*p*r^2-3904*c^3*g^2*p*r*x-404*c^3*g^2*p*x^2-8*c^3 *g^2*q^2*r-868*c^3*g^2*q^2*x-52*c^3*g^2*q*r^2-2440*c^3*g^2*q*r*x-8528*c^3*g^2*q *x^2-36*c^3*g^2*r^3+12*c^3*g^2*r^2*x+16636*c^3*g^2*r*x^2+46960*c^3*g^2*x^3-22*c ^3*g*p^4-20*c^3*g*p^3*q-64*c^3*g*p^3*r-746*c^3*g*p^3*x-8*c^3*g*p^2*q^2-36*c^3*g *p^2*q*r-980*c^3*g*p^2*q*x-66*c^3*g*p^2*r^2-968*c^3*g*p^2*r*x+1210*c^3*g*p^2*x^ 2-12*c^3*g*p*q^2*r-598*c^3*g*p*q^2*x-16*c^3*g*p*q*r^2-604*c^3*g*p*q*r*x+508*c^3 *g*p*q*x^2-28*c^3*g*p*r^3-130*c^3*g*p*r^2*x+7444*c^3*g*p*r*x^2+17276*c^3*g*p*x^ 3-56*c^3*g*q^3*x-4*c^3*g*q^2*r^2-270*c^3*g*q^2*r*x-1610*c^3*g*q^2*x^2+292*c^3*g *q*r^2*x+5842*c^3*g*q*r*x^2+15732*c^3*g*q*x^3-4*c^3*g*r^4+140*c^3*g*r^3*x+3540* c^3*g*r^2*x^2+8992*c^3*g*r*x^3+448*c^3*g*x^4-17*c^2*g^5*p-17*c^2*g^5*r-802*c^2* g^5*x-95*c^2*g^4*p^2-20*c^2*g^4*p*q-164*c^2*g^4*p*r-3838*c^2*g^4*p*x-20*c^2*g^4 *q*r-1435*c^2*g^4*q*x-69*c^2*g^4*r^2-2443*c^2*g^4*r*x-8535*c^2*g^4*x^2-122*c^2* g^3*p^3-80*c^2*g^3*p^2*q-270*c^2*g^3*p^2*r-4437*c^2*g^3*p^2*x-5*c^2*g^3*p*q^2-\ 132*c^2*g^3*p*q*r-4455*c^2*g^3*p*q*x-183*c^2*g^3*p*r^2-4104*c^2*g^3*p*r*x-2987* c^2*g^3*p*x^2-5*c^2*g^3*q^2*r-725*c^2*g^3*q^2*x-52*c^2*g^3*q*r^2-2540*c^2*g^3*q *r*x-9992*c^2*g^3*q*x^2-35*c^2*g^3*r^3-135*c^2*g^3*r^2*x+14577*c^2*g^3*r*x^2+ 44760*c^2*g^3*x^3-55*c^2*g^2*p^4-56*c^2*g^2*p^3*q-156*c^2*g^2*p^3*r-1761*c^2*g^ 2*p^3*x-14*c^2*g^2*p^2*q^2-108*c^2*g^2*p^2*q*r-2804*c^2*g^2*p^2*q*x-155*c^2*g^2 *p^2*r^2-2038*c^2*g^2*p^2*r*x+4991*c^2*g^2*p^2*x^2-22*c^2*g^2*p*q^2*r-1341*c^2* g^2*p*q^2*x-56*c^2*g^2*p*q*r^2-2008*c^2*g^2*p*q*r*x+238*c^2*g^2*p*q*x^2-62*c^2* g^2*p*r^3+117*c^2*g^2*p*r^2*x+22702*c^2*g^2*p*r*x^2+49314*c^2*g^2*p*x^3-100*c^2 *g^2*q^3*x-8*c^2*g^2*q^2*r^2-655*c^2*g^2*q^2*r*x-3799*c^2*g^2*q^2*x^2-4*c^2*g^2 *q*r^3+532*c^2*g^2*q*r^2*x+14629*c^2*g^2*q*r*x^2+43118*c^2*g^2*q*x^3-8*c^2*g^2* r^4+462*c^2*g^2*r^3*x+10858*c^2*g^2*r^2*x^2+29472*c^2*g^2*r*x^3+3280*c^2*g^2*x^ 4-7*c^2*g*p^5-4*c^2*g*p^4*q-25*c^2*g*p^4*r-234*c^2*g*p^4*x-5*c^2*g*p^3*q^2-8*c^ 2*g*p^3*q*r-229*c^2*g*p^3*q*x-33*c^2*g*p^3*r^2-436*c^2*g*p^3*r*x+387*c^2*g*p^3* x^2-9*c^2*g*p^2*q^2*r-278*c^2*g*p^2*q^2*x-4*c^2*g*p^2*q*r^2-102*c^2*g*p^2*q*r*x +1698*c^2*g*p^2*q*x^2-19*c^2*g*p^2*r^3-184*c^2*g*p^2*r^2*x+3060*c^2*g*p^2*r*x^2 +6528*c^2*g*p^2*x^3-91*c^2*g*p*q^3*x-4*c^2*g*p*q^2*r^2-123*c^2*g*p*q^2*r*x+81*c ^2*g*p*q^2*x^2+303*c^2*g*p*q*r^2*x+5547*c^2*g*p*q*r*x^2+11648*c^2*g*p*q*x^3-4*c ^2*g*p*r^4+54*c^2*g*p*r^3*x+1836*c^2*g*p*r^2*x^2+2652*c^2*g*p*r*x^3-1460*c^2*g* p*x^4-39*c^2*g*q^3*r*x-510*c^2*g*q^3*x^2+157*c^2*g*q^2*r^2*x+2139*c^2*g*q^2*r*x ^2+5904*c^2*g*q^2*x^3+200*c^2*g*q*r^3*x+2364*c^2*g*q*r^2*x^2+4324*c^2*g*q*r*x^3 -1460*c^2*g*q*x^4+36*c^2*g*r^4*x-348*c^2*g*r^3*x^2-5568*c^2*g*r^2*x^3-7696*c^2* g*r*x^4-2*c*g^6*p-2*c*g^6*r-136*c*g^6*x-23*c*g^5*p^2-3*c*g^5*p*q-42*c*g^5*p*r-\ 1026*c*g^5*p*x-3*c*g^5*q*r-336*c*g^5*q*x-19*c*g^5*r^2-728*c*g^5*r*x-2990*c*g^5* x^2-46*c*g^4*p^3-27*c*g^4*p^2*q-104*c*g^4*p^2*r-1777*c*g^4*p^2*x-c*g^4*p*q^2-48 *c*g^4*p*q*r-1691*c*g^4*p*q*x-72*c*g^4*p*r^2-1784*c*g^4*p*r*x-2690*c*g^4*p*x^2- c*g^4*q^2*r-244*c*g^4*q^2*x-21*c*g^4*q*r^2-1078*c*g^4*q*r*x-4844*c*g^4*q*x^2-14 *c*g^4*r^3-142*c*g^4*r^2*x+4710*c*g^4*r*x^2+16660*c*g^4*x^3-36*c*g^3*p^4-37*c*g ^3*p^3*q-102*c*g^3*p^3*r-1176*c*g^3*p^3*x-7*c*g^3*p^2*q^2-75*c*g^3*p^2*q*r-1961 *c*g^3*p^2*q*x-101*c*g^3*p^2*r^2-1369*c*g^3*p^2*r*x+3001*c*g^3*p^2*x^2-12*c*g^3 *p*q^2*r-833*c*g^3*p*q^2*x-42*c*g^3*p*q*r^2-1587*c*g^3*p*q*r*x-1304*c*g^3*p*q*x ^2-40*c*g^3*p*r^3+129*c*g^3*p*r^2*x+15900*c*g^3*p*r*x^2+35246*c*g^3*p*x^3-52*c* g^3*q^3*x-5*c*g^3*q^2*r^2-466*c*g^3*q^2*r*x-2879*c*g^3*q^2*x^2-4*c*g^3*q*r^3+ 229*c*g^3*q*r^2*x+9018*c*g^3*q*r*x^2+29542*c*g^3*q*x^3-5*c*g^3*r^4+348*c*g^3*r^ 3*x+8596*c*g^3*r^2*x^2+26472*c*g^3*r*x^3+5848*c*g^3*x^4-12*c*g^2*p^5-13*c*g^2*p ^4*q-42*c*g^2*p^4*r-344*c*g^2*p^4*x-7*c*g^2*p^3*q^2-30*c*g^2*p^3*q*r-625*c*g^2* p^3*q*x-54*c*g^2*p^3*r^2-515*c*g^2*p^3*r*x+1999*c*g^2*p^3*x^2-13*c*g^2*p^2*q^2* r-544*c*g^2*p^2*q^2*x-21*c*g^2*p^2*q*r^2-452*c*g^2*p^2*q*r*x+3254*c*g^2*p^2*q*x ^2-30*c*g^2*p^2*r^3-19*c*g^2*p^2*r^2*x+7970*c*g^2*p^2*r*x^2+14239*c*g^2*p^2*x^3 -129*c*g^2*p*q^3*x-6*c*g^2*p*q^2*r^2-274*c*g^2*p*q^2*r*x+140*c*g^2*p*q^2*x^2-4* c*g^2*p*q*r^3+527*c*g^2*p*q*r^2*x+11848*c*g^2*p*q*r*x^2+25312*c*g^2*p*q*x^3-6*c *g^2*p*r^4+206*c*g^2*p*r^3*x+4213*c*g^2*p*r^2*x^2+4578*c*g^2*p*r*x^3-4166*c*g^2 *p*x^4-63*c*g^2*q^3*r*x-773*c*g^2*q^3*x^2+252*c*g^2*q^2*r^2*x+4178*c*g^2*q^2*r* x^2+12529*c*g^2*q^2*x^3+366*c*g^2*q*r^3*x+4951*c*g^2*q*r^2*x^2+9070*c*g^2*q*r*x ^3-4166*c*g^2*q*x^4+54*c*g^2*r^4*x-996*c*g^2*r^3*x^2-14016*c*g^2*r^2*x^3-19576* c*g^2*r*x^4-c*g*p^6-4*c*g*p^5*r-35*c*g*p^5*x-c*g*p^4*q^2-15*c*g*p^4*q*x-6*c*g*p ^4*r^2-79*c*g*p^4*r*x-6*c*g*p^4*x^2-2*c*g*p^3*q^2*r-29*c*g*p^3*q^2*x+15*c*g*p^3 *q*r*x+384*c*g*p^3*q*x^2-4*c*g*p^3*r^3-26*c*g*p^3*r^2*x+481*c*g*p^3*r*x^2+851*c *g*p^3*x^3-33*c*g*p^2*q^3*x-c*g*p^2*q^2*r^2-17*c*g*p^2*q^2*r*x+346*c*g*p^2*q^2* x^2+51*c*g*p^2*q*r^2*x+1149*c*g*p^2*q*r*x^2+1827*c*g*p^2*q*x^3-c*g*p^2*r^4+45*c *g*p^2*r^3*x+693*c*g*p^2*r^2*x^2+741*c*g*p^2*r*x^3-218*c*g*p^2*x^4-7*c*g*p*q^3* r*x-84*c*g*p*q^3*x^2+45*c*g*p*q^2*r^2*x+822*c*g*p*q^2*r*x^2+1961*c*g*p*q^2*x^3+ 12*c*g*p*q*r^3*x+153*c*g*p*q*r^2*x^2-1008*c*g*p*q*r*x^3-1684*c*g*p*q*x^4+27*c*g *p*r^4*x+168*c*g*p*r^3*x^2-1158*c*g*p*r^2*x^3-2036*c*g*p*r*x^4-60*c*g*q^4*x^2+ 28*c*g*q^3*r^2*x+202*c*g*q^3*r*x^2+673*c*g*q^3*x^3+35*c*g*q^2*r^3*x+258*c*g*q^2 *r^2*x^2+667*c*g*q^2*r*x^3-218*c*g*q^2*x^4-9*c*g*q*r^4*x-420*c*g*q*r^3*x^2-2106 *c*g*q*r^2*x^3-2036*c*g*q*r*x^4-12*c*g*r^4*x^2+160*c*g*r^3*x^3+768*c*g*r^2*x^4-\ 8*g^7*x-2*g^6*p^2-4*g^6*p*r-104*g^6*p*x-28*g^6*q*x-2*g^6*r^2-84*g^6*r*x-400*g^6 *x^2-6*g^5*p^3-3*g^5*p^2*q-14*g^5*p^2*r-252*g^5*p^2*x-6*g^5*p*q*r-224*g^5*p*q*x -10*g^5*p*r^2-278*g^5*p*r*x-648*g^5*p*x^2-28*g^5*q^2*x-3*g^5*q*r^2-163*g^5*q*r* x-834*g^5*q*x^2-2*g^5*r^3-36*g^5*r^2*x+464*g^5*r*x^2+2120*g^5*x^3-7*g^4*p^4-7*g ^4*p^3*q-20*g^4*p^3*r-241*g^4*p^3*x-g^4*p^2*q^2-15*g^4*p^2*q*r-402*g^4*p^2*q*x-\ 20*g^4*p^2*r^2-296*g^4*p^2*r*x+404*g^4*p^2*x^2-2*g^4*p*q^2*r-156*g^4*p*q^2*x-9* g^4*p*q*r^2-367*g^4*p*q*r*x-648*g^4*p*q*x^2-8*g^4*p*r^3+19*g^4*p*r^2*x+3205*g^4 *p*r*x^2+7454*g^4*p*x^3-8*g^4*q^3*x-g^4*q^2*r^2-103*g^4*q^2*r*x-691*g^4*q^2*x^2 -g^4*q*r^3+18*g^4*q*r^2*x+1582*g^4*q*r*x^2+5958*g^4*q*x^3-g^4*r^4+76*g^4*r^3*x+ 2026*g^4*r^2*x^2+6992*g^4*r*x^3+2160*g^4*x^4-4*g^3*p^5-5*g^3*p^4*q-14*g^3*p^4*r -112*g^3*p^4*x-2*g^3*p^3*q^2-12*g^3*p^3*q*r-246*g^3*p^3*q*x-18*g^3*p^3*r^2-159* g^3*p^3*r*x+770*g^3*p^3*x^2-4*g^3*p^2*q^2*r-191*g^3*p^2*q^2*x-9*g^3*p^2*q*r^2-\ 213*g^3*p^2*q*r*x+930*g^3*p^2*q*x^2-10*g^3*p^2*r^3+17*g^3*p^2*r^2*x+3050*g^3*p^ 2*r*x^2+5499*g^3*p^2*x^3-38*g^3*p*q^3*x-2*g^3*p*q^2*r^2-113*g^3*p*q^2*r*x-108*g ^3*p*q^2*x^2-2*g^3*p*q*r^3+169*g^3*p*q*r^2*x+4258*g^3*p*q*r*x^2+9596*g^3*p*q*x^ 3-2*g^3*p*r^4+82*g^3*p*r^3*x+1715*g^3*p*r^2*x^2+2562*g^3*p*r*x^3-1058*g^3*p*x^4 -24*g^3*q^3*r*x-277*g^3*q^3*x^2+77*g^3*q^2*r^2*x+1433*g^3*q^2*r*x^2+4629*g^3*q^ 2*x^3+136*g^3*q*r^3*x+2033*g^3*q*r^2*x^2+4414*g^3*q*r*x^3-1058*g^3*q*x^4+18*g^3 *r^4*x-408*g^3*r^3*x^2-5760*g^3*r^2*x^3-8368*g^3*r*x^4-g^2*p^6-g^2*p^5*q-4*g^2* p^5*r-27*g^2*p^5*x-g^2*p^4*q^2-3*g^2*p^4*q*r-43*g^2*p^4*q*x-6*g^2*p^4*r^2-43*g^ 2*p^4*r*x+186*g^2*p^4*x^2-2*g^2*p^3*q^2*r-57*g^2*p^3*q^2*x-3*g^2*p^3*q*r^2-17*g ^2*p^3*q*r*x+628*g^2*p^3*q*x^2-4*g^2*p^3*r^3+22*g^2*p^3*r^2*x+873*g^2*p^3*r*x^2 +1119*g^2*p^3*x^3-33*g^2*p^2*q^3*x-g^2*p^2*q^2*r^2-33*g^2*p^2*q^2*r*x+448*g^2*p ^2*q^2*x^2-g^2*p^2*q*r^3+77*g^2*p^2*q*r^2*x+1909*g^2*p^2*q*r*x^2+2953*g^2*p^2*q *x^3-g^2*p^2*r^4+65*g^2*p^2*r^3*x+729*g^2*p^2*r^2*x^2-171*g^2*p^2*r*x^3-962*g^2 *p^2*x^4-7*g^2*p*q^3*r*x-44*g^2*p*q^3*x^2+63*g^2*p*q^2*r^2*x+1282*g^2*p*q^2*r*x ^2+2979*g^2*p*q^2*x^3+42*g^2*p*q*r^3*x+549*g^2*p*q*r^2*x^2-1032*g^2*p*q*r*x^3-\ 2548*g^2*p*q*x^4+27*g^2*p*r^4*x-2550*g^2*p*r^2*x^3-3468*g^2*p*r*x^4-60*g^2*q^4* x^2+28*g^2*q^3*r^2*x+270*g^2*q^3*r*x^2+989*g^2*q^3*x^3+35*g^2*q^2*r^3*x+294*g^2 *q^2*r^2*x^2+347*g^2*q^2*r*x^3-962*g^2*q^2*x^4-9*g^2*q*r^4*x-492*g^2*q*r^3*x^2-\ 3210*g^2*q*r^2*x^3-3468*g^2*q*r*x^4-12*g^2*r^4*x^2+320*g^2*r^3*x^3+1536*g^2*r^2 *x^4+64*a^6*b+32*a^6*g+128*a^5*b^2+384*a^5*b*c+256*a^5*b*g+144*a^5*b*p+64*a^5*b *q+80*a^5*b*r+192*a^5*c*g+32*a^5*c*p+32*a^5*c*r-160*a^5*c*x+96*a^5*g^2+88*a^5*g *p+32*a^5*g*q+56*a^5*g*r-80*a^5*g*x+64*a^4*b^3+640*a^4*b^2*c+352*a^4*b^2*g+304* a^4*b^2*p+64*a^4*b^2*q+176*a^4*b^2*r+1360*a^4*b^2*x+960*a^4*b*c^2+1312*a^4*b*c* g+704*a^4*b*c*p+320*a^4*b*c*q+384*a^4*b*c*r-128*a^4*b*c*x+400*a^4*b*g^2+552*a^4 *b*g*p+192*a^4*b*g*q+328*a^4*b*g*r+1520*a^4*b*g*x+88*a^4*b*p^2+152*a^4*b*p*q+40 *a^4*b*p*r-2248*a^4*b*p*x+16*a^4*b*q^2+88*a^4*b*q*r+128*a^4*b*q*x-32*a^4*b*r^2-\ 3216*a^4*b*r*x-14824*a^4*b*x^2+480*a^4*c^2*g+128*a^4*c^2*p+128*a^4*c^2*r-128*a^ 4*c^2*x+496*a^4*c*g^2+480*a^4*c*g*p+160*a^4*c*g*q+320*a^4*c*g*r-448*a^4*c*g*x+ 88*a^4*c*p^2+144*a^4*c*p*r+64*a^4*c*p*x+256*a^4*c*q*x+56*a^4*c*r^2+48*a^4*c*r*x -3232*a^4*c*x^2+120*a^4*g^3+232*a^4*g^2*p+80*a^4*g^2*q+152*a^4*g^2*r+260*a^4*g^ 2*x+88*a^4*g*p^2+76*a^4*g*p*q+92*a^4*g*p*r-1092*a^4*g*p*x+8*a^4*g*q^2+44*a^4*g* q*r+192*a^4*g*q*x+12*a^4*g*r^2-1584*a^4*g*r*x-9028*a^4*g*x^2+256*a^3*b^3*c+128* a^3*b^3*g+160*a^3*b^3*p+96*a^3*b^3*r+2400*a^3*b^3*x+1280*a^3*b^2*c^2+1472*a^3*b ^2*c*g+1184*a^3*b^2*c*p+256*a^3*b^2*c*q+672*a^3*b^2*c*r+6256*a^3*b^2*c*x+384*a^ 3*b^2*g^2+768*a^3*b^2*g*p+128*a^3*b^2*g*q+480*a^3*b^2*g*r+6376*a^3*b^2*g*x+224* a^3*b^2*p^2+160*a^3*b^2*p*q+160*a^3*b^2*p*r-1672*a^3*b^2*p*x+96*a^3*b^2*q*r+ 1800*a^3*b^2*q*x-32*a^3*b^2*r^2-4888*a^3*b^2*r*x-33472*a^3*b^2*x^2+1280*a^3*b*c ^3+2720*a^3*b*c^2*g+1360*a^3*b*c^2*p+640*a^3*b*c^2*q+720*a^3*b*c^2*r+576*a^3*b* c^2*x+1712*a^3*b*c*g^2+2216*a^3*b*c*g*p+800*a^3*b*c*g*q+1288*a^3*b*c*g*r+7192*a ^3*b*c*g*x+328*a^3*b*c*p^2+592*a^3*b*c*p*q+128*a^3*b*c*p*r-9616*a^3*b*c*p*x+64* a^3*b*c*q^2+336*a^3*b*c*q*r+1384*a^3*b*c*q*x-136*a^3*b*c*r^2-13480*a^3*b*c*r*x-\ 70808*a^3*b*c*x^2+320*a^3*b*g^3+804*a^3*b*g^2*p+224*a^3*b*g^2*q+516*a^3*b*g^2*r +4928*a^3*b*g^2*x+332*a^3*b*g*p^2+424*a^3*b*g*p*q+208*a^3*b*g*p*r-5192*a^3*b*g* p*x+32*a^3*b*g*q^2+264*a^3*b*g*q*r+2340*a^3*b*g*q*x-76*a^3*b*g*r^2-9880*a^3*b*g *r*x-58244*a^3*b*g*x^2-4*a^3*b*p^3+112*a^3*b*p^2*q-92*a^3*b*p^2*r-3592*a^3*b*p^ 2*x+40*a^3*b*p*q^2+80*a^3*b*p*q*r-1760*a^3*b*p*q*x-140*a^3*b*p*r^2-6716*a^3*b*p *r*x-23816*a^3*b*p*x^2+24*a^3*b*q^2*r+300*a^3*b*q^2*x-16*a^3*b*q*r^2-2980*a^3*b *q*r*x-17776*a^3*b*q*x^2-52*a^3*b*r^3-2328*a^3*b*r^2*x-9284*a^3*b*r*x^2+568*a^3 *b*x^3+640*a^3*c^3*g+192*a^3*c^3*p+192*a^3*c^3*r+576*a^3*c^3*x+1040*a^3*c^2*g^2 +984*a^3*c^2*g*p+320*a^3*c^2*g*q+664*a^3*c^2*g*r+528*a^3*c^2*g*x+264*a^3*c^2*p^ 2+432*a^3*c^2*p*r+800*a^3*c^2*p*x+768*a^3*c^2*q*x+168*a^3*c^2*r^2+192*a^3*c^2*r *x-10936*a^3*c^2*x^2+520*a^3*c*g^3+964*a^3*c*g^2*p+336*a^3*c*g^2*q+628*a^3*c*g^ 2*r+1768*a^3*c*g^2*x+452*a^3*c*g*p^2+296*a^3*c*g*p*q+544*a^3*c*g*p*r-4192*a^3*c *g*p*x+32*a^3*c*g*q^2+168*a^3*c*g*q*r+1572*a^3*c*g*q*x+124*a^3*c*g*r^2-6532*a^3 *c*g*r*x-46792*a^3*c*g*x^2+80*a^3*c*p^3+156*a^3*c*p^2*r+100*a^3*c*p^2*x+344*a^3 *c*p*q*x+80*a^3*c*p*r^2-460*a^3*c*p*r*x-6340*a^3*c*p*x^2+64*a^3*c*q*r*x-1084*a^ 3*c*q*x^2+4*a^3*c*r^3-376*a^3*c*r^2*x-2020*a^3*c*r*x^2+504*a^3*c*x^3+80*a^3*g^4 +254*a^3*g^3*p+80*a^3*g^3*q+174*a^3*g^3*r+1050*a^3*g^3*x+188*a^3*g^2*p^2+172*a^ 3*g^2*p*q+196*a^3*g^2*p*r-2070*a^3*g^2*p*x+16*a^3*g^2*q^2+108*a^3*g^2*q*r+968*a ^3*g^2*q*x+24*a^3*g^2*r^2-3662*a^3*g^2*r*x-23714*a^3*g^2*x^2+38*a^3*g*p^3+56*a^ 3*g*p^2*q+32*a^3*g*p^2*r-1746*a^3*g*p^2*x+20*a^3*g*p*q^2+40*a^3*g*p*q*r-708*a^3 *g*p*q*x-30*a^3*g*p*r^2-3588*a^3*g*p*r*x-15078*a^3*g*p*x^2+12*a^3*g*q^2*r+150*a ^3*g*q^2*x-8*a^3*g*q*r^2-1458*a^3*g*q*r*x-9430*a^3*g*q*x^2-24*a^3*g*r^3-1352*a^ 3*g*r^2*x-5652*a^3*g*r*x^2+536*a^3*g*x^3+1040*a^2*b^4*x+384*a^2*b^3*c^2+384*a^2 *b^3*c*g+480*a^2*b^3*c*p+288*a^2*b^3*c*r+6880*a^2*b^3*c*x+80*a^2*b^3*g^2+288*a^ 2*b^3*g*p+192*a^2*b^3*g*r+5616*a^2*b^3*g*x+112*a^2*b^3*p^2+72*a^2*b^3*p*r+1088* a^2*b^3*p*x+1560*a^2*b^3*q*x-24*a^2*b^3*r^2-1888*a^2*b^3*r*x-22360*a^2*b^3*x^2+ 1280*a^2*b^2*c^3+2304*a^2*b^2*c^2*g+1728*a^2*b^2*c^2*p+384*a^2*b^2*c^2*q+960*a^ 2*b^2*c^2*r+9888*a^2*b^2*c^2*x+1216*a^2*b^2*c*g^2+2432*a^2*b^2*c*g*p+384*a^2*b^ 2*c*g*q+1504*a^2*b^2*c*g*r+20184*a^2*b^2*c*g*x+576*a^2*b^2*c*p^2+480*a^2*b^2*c* p*q+320*a^2*b^2*c*p*r-3928*a^2*b^2*c*p*x+288*a^2*b^2*c*q*r+5768*a^2*b^2*c*q*x-\ 160*a^2*b^2*c*r^2-13584*a^2*b^2*c*r*x-99568*a^2*b^2*c*x^2+184*a^2*b^2*g^3+780*a ^2*b^2*g^2*p+80*a^2*b^2*g^2*q+540*a^2*b^2*g^2*r+9132*a^2*b^2*g^2*x+448*a^2*b^2* g*p^2+288*a^2*b^2*g*p*q+308*a^2*b^2*g*p*r-384*a^2*b^2*g*p*x+192*a^2*b^2*g*q*r+ 5020*a^2*b^2*g*q*x-84*a^2*b^2*g*r^2-8916*a^2*b^2*g*r*x-73356*a^2*b^2*g*x^2+60*a ^2*b^2*p^3+112*a^2*b^2*p^2*q+4*a^2*b^2*p^2*r-3196*a^2*b^2*p^2*x+72*a^2*b^2*p*q* r+280*a^2*b^2*p*q*x-104*a^2*b^2*p*r^2-7712*a^2*b^2*p*r*x-41432*a^2*b^2*p*x^2+ 780*a^2*b^2*q^2*x-24*a^2*b^2*q*r^2-2636*a^2*b^2*q*r*x-27344*a^2*b^2*q*x^2-48*a^ 2*b^2*r^3-2960*a^2*b^2*r^2*x-22792*a^2*b^2*r*x^2-8800*a^2*b^2*x^3+960*a^2*b*c^4 +2848*a^2*b*c^3*g+1296*a^2*b*c^3*p+640*a^2*b*c^3*q+656*a^2*b*c^3*r+1552*a^2*b*c ^3*x+2768*a^2*b*c^2*g^2+3400*a^2*b*c^2*g*p+1248*a^2*b*c^2*g*q+1928*a^2*b*c^2*g* r+12672*a^2*b*c^2*g*x+408*a^2*b*c^2*p^2+864*a^2*b*c^2*p*q+64*a^2*b*c^2*p*r-\ 13440*a^2*b*c^2*p*x+96*a^2*b*c^2*q^2+480*a^2*b*c^2*q*r+3000*a^2*b*c^2*q*x-248*a ^2*b*c^2*r^2-19648*a^2*b*c^2*r*x-114560*a^2*b*c^2*x^2+1048*a^2*b*c*g^3+2616*a^2 *b*c*g^2*p+704*a^2*b*c*g^2*q+1656*a^2*b*c*g^2*r+16720*a^2*b*c*g^2*x+892*a^2*b*c *g*p^2+1336*a^2*b*c*g*p*q+404*a^2*b*c*g*p*r-15736*a^2*b*c*g*p*x+96*a^2*b*c*g*q^ 2+824*a^2*b*c*g*q*r+8432*a^2*b*c*g*q*x-336*a^2*b*c*g*r^2-30436*a^2*b*c*g*r*x-\ 190508*a^2*b*c*g*x^2-8*a^2*b*c*p^3+288*a^2*b*c*p^2*q-236*a^2*b*c*p^2*r-10540*a^ 2*b*c*p^2*x+120*a^2*b*c*p*q^2+160*a^2*b*c*p*q*r-4060*a^2*b*c*p*q*x-356*a^2*b*c* p*r^2-19648*a^2*b*c*p*r*x-84656*a^2*b*c*p*x^2+72*a^2*b*c*q^2*r+1164*a^2*b*c*q^2 *x-80*a^2*b*c*q*r^2-8348*a^2*b*c*q*r*x-59448*a^2*b*c*q*x^2-128*a^2*b*c*r^3-6612 *a^2*b*c*r^2*x-36672*a^2*b*c*r*x^2-3976*a^2*b*c*x^3+128*a^2*b*g^4+606*a^2*b*g^3 *p+112*a^2*b*g^3*q+430*a^2*b*g^3*r+5728*a^2*b*g^3*x+402*a^2*b*g^2*p^2+462*a^2*b *g^2*p*q+264*a^2*b*g^2*p*r-3202*a^2*b*g^2*p*x+20*a^2*b*g^2*q^2+318*a^2*b*g^2*q* r+4486*a^2*b*g^2*q*x-90*a^2*b*g^2*r^2-10440*a^2*b*g^2*r*x-72156*a^2*b*g^2*x^2+ 38*a^2*b*g*p^3+252*a^2*b*g*p^2*q-124*a^2*b*g*p^2*r-7766*a^2*b*g*p^2*x+72*a^2*b* g*p*q^2+172*a^2*b*g*p*q*r-1834*a^2*b*g*p*q*x-270*a^2*b*g*p*r^2-16252*a^2*b*g*p* r*x-75096*a^2*b*g*p*x^2+48*a^2*b*g*q^2*r+1236*a^2*b*g*q^2*x-48*a^2*b*g*q*r^2-\ 6350*a^2*b*g*q*r*x-50280*a^2*b*g*q*x^2-108*a^2*b*g*r^3-6060*a^2*b*g*r^2*x-39592 *a^2*b*g*r*x^2-17720*a^2*b*g*x^3-18*a^2*b*p^4+30*a^2*b*p^3*q-82*a^2*b*p^3*r-\ 1906*a^2*b*p^3*x+28*a^2*b*p^2*q^2+2*a^2*b*p^2*q*r-2108*a^2*b*p^2*q*x-122*a^2*b* p^2*r^2-4178*a^2*b*p^2*r*x-11246*a^2*b*p^2*x^2+18*a^2*b*p*q^2*r-132*a^2*b*p*q^2 *x-52*a^2*b*p*q*r^2-4312*a^2*b*p*q*r*x-20452*a^2*b*p*q*x^2-70*a^2*b*p*r^3-2044* a^2*b*p*r^2*x+894*a^2*b*p*r*x^2+19668*a^2*b*p*x^3+130*a^2*b*q^3*x-6*a^2*b*q^2*r ^2-846*a^2*b*q^2*r*x-7914*a^2*b*q^2*x^2-24*a^2*b*q*r^3-1398*a^2*b*q*r^2*x-6360* a^2*b*q*r*x^2+9828*a^2*b*q*x^3-12*a^2*b*r^4+80*a^2*b*r^3*x+11344*a^2*b*r^2*x^2+ 50312*a^2*b*r*x^3+22608*a^2*b*x^4+480*a^2*c^4*g+128*a^2*c^4*p+128*a^2*c^4*r+896 *a^2*c^4*x+1104*a^2*c^3*g^2+952*a^2*c^3*g*p+320*a^2*c^3*g*q+632*a^2*c^3*g*r+ 2264*a^2*c^3*g*x+264*a^2*c^3*p^2+432*a^2*c^3*p*r+1408*a^2*c^3*p*x+768*a^2*c^3*q *x+168*a^2*c^3*r^2+240*a^2*c^3*r*x-14112*a^2*c^3*x^2+856*a^2*c^2*g^3+1508*a^2*c ^2*g^2*p+528*a^2*c^2*g^2*q+964*a^2*c^2*g^2*r+4504*a^2*c^2*g^2*x+692*a^2*c^2*g*p ^2+432*a^2*c^2*g*p*q+848*a^2*c^2*g*p*r-4520*a^2*c^2*g*p*x+48*a^2*c^2*g*q^2+240* a^2*c^2*g*q*r+3004*a^2*c^2*g*q*x+204*a^2*c^2*g*r^2-9224*a^2*c^2*g*r*x-78592*a^2 *c^2*g*x^2+160*a^2*c^2*p^3+312*a^2*c^2*p^2*r+292*a^2*c^2*p^2*x+688*a^2*c^2*p*q* x+160*a^2*c^2*p*r^2-1488*a^2*c^2*p*r*x-18212*a^2*c^2*p*x^2+128*a^2*c^2*q*r*x-\ 5192*a^2*c^2*q*x^2+8*a^2*c^2*r^3-1156*a^2*c^2*r^2*x-9312*a^2*c^2*r*x^2-3504*a^2 *c^2*x^3+268*a^2*c*g^4+836*a^2*c*g^3*p+256*a^2*c*g^3*q+564*a^2*c*g^3*r+4154*a^2 *c*g^3*x+582*a^2*c*g^2*p^2+548*a^2*c*g^2*p*q+602*a^2*c*g^2*p*r-5910*a^2*c*g^2*p *x+48*a^2*c*g^2*q^2+340*a^2*c*g^2*q*r+3694*a^2*c*g^2*q*x+72*a^2*c*g^2*r^2-11486 *a^2*c*g^2*r*x-81522*a^2*c*g^2*x^2+188*a^2*c*g*p^3+144*a^2*c*g*p^2*q+266*a^2*c* g*p^2*r-4806*a^2*c*g*p^2*x+60*a^2*c*g*p*q^2+80*a^2*c*g*p*q*r-1110*a^2*c*g*p*q*x +30*a^2*c*g*p*r^2-10852*a^2*c*g*p*r*x-59530*a^2*c*g*p*x^2+36*a^2*c*g*q^2*r+582* a^2*c*g*q^2*x-40*a^2*c*g*q*r^2-3934*a^2*c*g*q*r*x-33416*a^2*c*g*q*x^2-48*a^2*c* g*r^3-4222*a^2*c*g*r^2*x-26188*a^2*c*g*r*x^2-5792*a^2*c*g*x^3+30*a^2*c*p^4+58*a ^2*c*p^3*r-114*a^2*c*p^3*x-8*a^2*c*p^2*q*x+14*a^2*c*p^2*r^2-1114*a^2*c*p^2*r*x-\ 5698*a^2*c*p^2*x^2-532*a^2*c*p*q*r*x-4102*a^2*c*p*q*x^2-26*a^2*c*p*r^3-1424*a^2 *c*p*r^2*x-6090*a^2*c*p*r*x^2-1272*a^2*c*p*x^3-1028*a^2*c*q^2*x^2-396*a^2*c*q*r ^2*x-2708*a^2*c*q*r*x^2+1020*a^2*c*q*x^3-12*a^2*c*r^4-492*a^2*c*r^3*x-240*a^2*c *r^2*x^2+10152*a^2*c*r*x^3+5848*a^2*c*x^4+28*a^2*g^5+152*a^2*g^4*p+36*a^2*g^4*q +112*a^2*g^4*r+1178*a^2*g^4*x+154*a^2*g^3*p^2+159*a^2*g^3*p*q+154*a^2*g^3*p*r-\ 1255*a^2*g^3*p*x+10*a^2*g^3*q^2+111*a^2*g^3*q*r+1363*a^2*g^3*q*x+12*a^2*g^3*r^2 -3179*a^2*g^3*r*x-22550*a^2*g^3*x^2+60*a^2*g^2*p^3+98*a^2*g^2*p^2*q+51*a^2*g^2* p^2*r-2925*a^2*g^2*p^2*x+36*a^2*g^2*p*q^2+68*a^2*g^2*p*q*r-699*a^2*g^2*p*q*x-45 *a^2*g^2*p*r^2-6340*a^2*g^2*p*r*x-31238*a^2*g^2*p*x^2+24*a^2*g^2*q^2*r+423*a^2* g^2*q^2*x-18*a^2*g^2*q*r^2-2428*a^2*g^2*q*r*x-18852*a^2*g^2*q*x^2-36*a^2*g^2*r^ 3-2459*a^2*g^2*r^2*x-15696*a^2*g^2*r*x^2-7686*a^2*g^2*x^3+6*a^2*g*p^4+15*a^2*g* p^3*q-12*a^2*g*p^3*r-1010*a^2*g*p^3*x+14*a^2*g*p^2*q^2+a^2*g*p^2*q*r-1058*a^2*g *p^2*q*x-54*a^2*g*p^2*r^2-2646*a^2*g*p^2*r*x-8472*a^2*g*p^2*x^2+9*a^2*g*p*q^2*r -66*a^2*g*p*q^2*x-26*a^2*g*p*q*r^2-2422*a^2*g*p*q*r*x-12277*a^2*g*p*q*x^2-48*a^ 2*g*p*r^3-1734*a^2*g*p*r^2*x-2598*a^2*g*p*r*x^2+9198*a^2*g*p*x^3+65*a^2*g*q^3*x -3*a^2*g*q^2*r^2-423*a^2*g*q^2*r*x-4471*a^2*g*q^2*x^2-12*a^2*g*q*r^3-897*a^2*g* q*r^2*x-4534*a^2*g*q*r*x^2+5424*a^2*g*q*x^3-12*a^2*g*r^4-206*a^2*g*r^3*x+5552*a ^2*g*r^2*x^2+30232*a^2*g*r*x^3+14228*a^2*g*x^4+1040*a*b^4*c*x+1032*a*b^4*g*x+ 624*a*b^4*p*x-152*a*b^4*r*x-3712*a*b^4*x^2+256*a*b^3*c^3+384*a*b^3*c^2*g+480*a* b^3*c^2*p+288*a*b^3*c^2*r+5280*a*b^3*c^2*x+160*a*b^3*c*g^2+576*a*b^3*c*g*p+384* a*b^3*c*g*r+9192*a*b^3*c*g*x+224*a*b^3*c*p^2+144*a*b^3*c*p*r+2552*a*b^3*c*p*x+ 2080*a*b^3*c*q*x-48*a*b^3*c*r^2-3008*a*b^3*c*r*x-34232*a*b^3*c*x^2+16*a*b^3*g^3 +152*a*b^3*g^2*p+120*a*b^3*g^2*r+3760*a*b^3*g^2*x+160*a*b^3*g*p^2+120*a*b^3*g*p *r+2596*a*b^3*g*p*x+1808*a*b^3*g*q*x-24*a*b^3*g*r^2-2076*a*b^3*g*r*x-27404*a*b^ 3*g*x^2+24*a*b^3*p^3-292*a*b^3*p^2*x+872*a*b^3*p*q*x-48*a*b^3*p*r^2-2068*a*b^3* p*r*x-17104*a*b^3*p*x^2-592*a*b^3*q*r*x-9056*a*b^3*q*x^2-24*a*b^3*r^3-1232*a*b^ 3*r^2*x-13124*a*b^3*r*x^2-9368*a*b^3*x^3+640*a*b^2*c^4+1600*a*b^2*c^3*g+1120*a* b^2*c^3*p+256*a*b^2*c^3*q+608*a*b^2*c^3*r+5808*a*b^2*c^3*x+1280*a*b^2*c^2*g^2+ 2560*a*b^2*c^2*g*p+384*a*b^2*c^2*g*q+1568*a*b^2*c^2*g*r+19032*a*b^2*c^2*g*x+480 *a*b^2*c^2*p^2+480*a*b^2*c^2*p*q+160*a*b^2*c^2*p*r-3136*a*b^2*c^2*p*x+288*a*b^2 *c^2*q*r+5496*a*b^2*c^2*q*x-224*a*b^2*c^2*r^2-12648*a*b^2*c^2*r*x-90056*a*b^2*c ^2*x^2+384*a*b^2*c*g^3+1680*a*b^2*c*g^2*p+160*a*b^2*c*g^2*q+1168*a*b^2*c*g^2*r+ 17752*a*b^2*c*g^2*x+928*a*b^2*c*g*p^2+576*a*b^2*c*g*p*q+544*a*b^2*c*g*p*r+448*a *b^2*c*g*p*x+384*a*b^2*c*g*q*r+9672*a*b^2*c*g*q*x-256*a*b^2*c*g*r^2-17448*a*b^2 *c*g*r*x-141080*a*b^2*c*g*x^2+48*a*b^2*c*p^3+224*a*b^2*c*p^2*q-104*a*b^2*c*p^2* r-5452*a*b^2*c*p^2*x+144*a*b^2*c*p*q*r+1116*a*b^2*c*p*q*x-248*a*b^2*c*p*r^2-\ 13184*a*b^2*c*p*r*x-74796*a*b^2*c*p*x^2+1300*a*b^2*c*q^2*x-48*a*b^2*c*q*r^2-\ 4980*a*b^2*c*q*r*x-51524*a*b^2*c*q*x^2-96*a*b^2*c*r^3-5388*a*b^2*c*r^2*x-46824* a*b^2*c*r*x^2-22872*a*b^2*c*x^3+32*a*b^2*g^4+332*a*b^2*g^3*p+16*a*b^2*g^3*q+268 *a*b^2*g^3*r+4958*a*b^2*g^3*x+364*a*b^2*g^2*p^2+152*a*b^2*g^2*p*q+272*a*b^2*g^2 *p*r+2448*a*b^2*g^2*p*x+120*a*b^2*g^2*q*r+4074*a*b^2*g^2*q*x-60*a*b^2*g^2*r^2-\ 5178*a*b^2*g^2*r*x-50070*a*b^2*g^2*x^2+68*a*b^2*g*p^3+160*a*b^2*g*p^2*q-36*a*b^ 2*g*p^2*r-3876*a*b^2*g*p^2*x+120*a*b^2*g*p*q*r+1598*a*b^2*g*p*q*x-188*a*b^2*g*p *r^2-11024*a*b^2*g*p*r*x-65850*a*b^2*g*p*x^2+1034*a*b^2*g*q^2*x-24*a*b^2*g*q*r^ 2-3656*a*b^2*g*q*r*x-41334*a*b^2*g*q*x^2-84*a*b^2*g*r^3-5152*a*b^2*g*r^2*x-\ 46588*a*b^2*g*r*x^2-32136*a*b^2*g*x^3+4*a*b^2*p^4+24*a*b^2*p^3*q-16*a*b^2*p^3*r -1010*a*b^2*p^3*x-546*a*b^2*p^2*q*x-44*a*b^2*p^2*r^2-2460*a*b^2*p^2*r*x-10992*a *b^2*p^2*x^2+404*a*b^2*p*q^2*x-48*a*b^2*p*q*r^2-2326*a*b^2*p*q*r*x-18436*a*b^2* p*q*x^2-24*a*b^2*p*r^3-702*a*b^2*p*r^2*x-1152*a*b^2*p*r*x^2+15180*a*b^2*p*x^3-\ 478*a*b^2*q^2*r*x-6152*a*b^2*q^2*x^2-24*a*b^2*q*r^3-956*a*b^2*q*r^2*x-7974*a*b^ 2*q*r*x^2+5340*a*b^2*q*x^3+696*a*b^2*r^3*x+12928*a*b^2*r^2*x^2+51704*a*b^2*r*x^ 3+22608*a*b^2*x^4+384*a*b*c^5+1504*a*b*c^4*g+608*a*b*c^4*p+320*a*b*c^4*q+288*a* b*c^4*r+864*a*b*c^4*x+2000*a*b*c^3*g^2+2360*a*b*c^3*g*p+864*a*b*c^3*g*q+1304*a* b*c^3*g*r+8728*a*b*c^3*g*x+184*a*b*c^3*p^2+560*a*b*c^3*p*q-96*a*b*c^3*p*r-7912* a*b*c^3*p*x+64*a*b*c^3*q^2+304*a*b*c^3*q*r+2360*a*b*c^3*q*x-216*a*b*c^3*r^2-\ 12208*a*b*c^3*r*x-72840*a*b*c^3*x^2+1144*a*b*c^2*g^3+2880*a*b*c^2*g^2*p+736*a*b *c^2*g^2*q+1808*a*b*c^2*g^2*r+17732*a*b*c^2*g^2*x+804*a*b*c^2*g*p^2+1400*a*b*c^ 2*g*p*q+148*a*b*c^2*g*p*r-15348*a*b*c^2*g*p*x+96*a*b*c^2*g*q^2+856*a*b*c^2*g*q* r+9440*a*b*c^2*g*q*x-488*a*b*c^2*g*r^2-31044*a*b*c^2*g*r*x-196652*a*b*c^2*g*x^2 -40*a*b*c^2*p^3+240*a*b*c^2*p^2*q-252*a*b*c^2*p^2*r-8736*a*b*c^2*p^2*x+120*a*b* c^2*p*q^2+80*a*b*c^2*p*q*r-3372*a*b*c^2*p*q*x-312*a*b*c^2*p*r^2-16216*a*b*c^2*p *r*x-77820*a*b*c^2*p*x^2+72*a*b*c^2*q^2*r+1428*a*b*c^2*q^2*x-112*a*b*c^2*q*r^2-\ 8140*a*b*c^2*q*r*x-61392*a*b*c^2*q*x^2-100*a*b*c^2*r^3-5328*a*b*c^2*r^2*x-35216 *a*b*c^2*r*x^2-320*a*b*c^2*x^3+276*a*b*c*g^4+1370*a*b*c*g^3*p+232*a*b*c*g^3*q+ 978*a*b*c*g^3*r+12308*a*b*c*g^3*x+850*a*b*c*g^2*p^2+984*a*b*c*g^2*p*q+434*a*b*c *g^2*p*r-5978*a*b*c*g^2*p*x+40*a*b*c*g^2*q^2+680*a*b*c*g^2*q*r+9928*a*b*c*g^2*q *x-300*a*b*c*g^2*r^2-22104*a*b*c*g^2*r*x-153840*a*b*c*g^2*x^2-2*a*b*c*g*p^3+520 *a*b*c*g*p^2*q-374*a*b*c*g*p^2*r-15454*a*b*c*g*p^2*x+144*a*b*c*g*p*q^2+308*a*b* c*g*p*q*r-2736*a*b*c*g*p*q*x-578*a*b*c*g*p*r^2-31736*a*b*c*g*p*r*x-157294*a*b*c *g*p*x^2+96*a*b*c*g*q^2*r+2798*a*b*c*g*q^2*x-140*a*b*c*g*q*r^2-13084*a*b*c*g*q* r*x-109828*a*b*c*g*q*x^2-206*a*b*c*g*r^3-11848*a*b*c*g*r^2*x-88792*a*b*c*g*r*x^ 2-41088*a*b*c*g*x^3-22*a*b*c*p^4+24*a*b*c*p^3*q-102*a*b*c*p^3*r-2846*a*b*c*p^3* x+56*a*b*c*p^2*q^2-52*a*b*c*p^2*q*r-3318*a*b*c*p^2*q*x-150*a*b*c*p^2*r^2-6022*a *b*c*p^2*r*x-20726*a*b*c*p^2*x^2+36*a*b*c*p*q^2*r-80*a*b*c*p*q^2*x-124*a*b*c*p* q*r^2-7154*a*b*c*p*q*r*x-38734*a*b*c*p*q*x^2-82*a*b*c*p*r^3-2192*a*b*c*p*r^2*x+ 3754*a*b*c*p*r*x^2+40644*a*b*c*p*x^3+260*a*b*c*q^3*x-12*a*b*c*q^2*r^2-1738*a*b* c*q^2*r*x-16784*a*b*c*q^2*x^2-48*a*b*c*q*r^3-2372*a*b*c*q*r^2*x-12470*a*b*c*q*r *x^2+21420*a*b*c*q*x^3-12*a*b*c*r^4+728*a*b*c*r^3*x+23624*a*b*c*r^2*x^2+98080*a *b*c*r*x^3+41936*a*b*c*x^4+20*a*b*g^5+222*a*b*g^4*p+20*a*b*g^4*q+182*a*b*g^4*r+ 2758*a*b*g^4*x+245*a*b*g^3*p^2+204*a*b*g^3*p*q+176*a*b*g^3*p*r+327*a*b*g^3*p*x+ 4*a*b*g^3*q^2+164*a*b*g^3*q*r+3013*a*b*g^3*q*x-49*a*b*g^3*r^2-4501*a*b*g^3*r*x-\ 35776*a*b*g^3*x^2+32*a*b*g^2*p^3+222*a*b*g^2*p^2*q-97*a*b*g^2*p^2*r-5596*a*b*g^ 2*p^2*x+38*a*b*g^2*p*q^2+166*a*b*g^2*p*q*r+245*a*b*g^2*p*q*x-216*a*b*g^2*p*r^2-\ 13120*a*b*g^2*p*r*x-69214*a*b*g^2*p*x^2+30*a*b*g^2*q^2*r+1291*a*b*g^2*q^2*x-36* a*b*g^2*q*r^2-4626*a*b*g^2*q*r*x-44086*a*b*g^2*q*x^2-87*a*b*g^2*r^3-5568*a*b*g^ 2*r^2*x-46508*a*b*g^2*r*x^2-34280*a*b*g^2*x^3-15*a*b*g*p^4+40*a*b*g*p^3*q-91*a* b*g*p^3*r-2713*a*b*g*p^3*x+40*a*b*g*p^2*q^2-18*a*b*g*p^2*q*r-2689*a*b*g*p^2*q*x -149*a*b*g*p^2*r^2-6165*a*b*g*p^2*r*x-21881*a*b*g*p^2*x^2+30*a*b*g*p*q^2*r+212* a*b*g*p*q^2*x-106*a*b*g*p*q*r^2-6667*a*b*g*p*q*r*x-38487*a*b*g*p*q*x^2-85*a*b*g *p*r^3-2528*a*b*g*p*r^2*x-683*a*b*g*p*r*x^2+32682*a*b*g*p*x^3+194*a*b*g*q^3*x-6 *a*b*g*q^2*r^2-1419*a*b*g*q^2*r*x-14798*a*b*g*q^2*x^2-48*a*b*g*q*r^3-2544*a*b*g *q*r^2*x-15977*a*b*g*q*r*x^2+12798*a*b*g*q*x^3-12*a*b*g*r^4+740*a*b*g*r^3*x+ 24332*a*b*g*r^2*x^2+104080*a*b*g*r*x^3+47032*a*b*g*x^4-4*a*b*p^5+2*a*b*p^4*q-18 *a*b*p^4*r-336*a*b*p^4*x+6*a*b*p^3*q^2-8*a*b*p^3*q*r-598*a*b*p^3*q*x-30*a*b*p^3 *r^2-812*a*b*p^3*r*x-1522*a*b*p^3*x^2-200*a*b*p^2*q^2*x-22*a*b*p^2*q*r^2-1324*a *b*p^2*q*r*x-5104*a*b*p^2*q*x^2-22*a*b*p^2*r^3-436*a*b*p^2*r^2*x+2590*a*b*p^2*r *x^2+8948*a*b*p^2*x^3+62*a*b*p*q^3*x-12*a*b*p*q^2*r^2-646*a*b*p*q^2*r*x-4858*a* b*p*q^2*x^2-12*a*b*p*q*r^3-306*a*b*p*q*r^2*x+1754*a*b*p*q*r*x^2+13648*a*b*p*q*x ^3-6*a*b*p*r^4+64*a*b*p*r^3*x+4932*a*b*p*r^2*x^2+18376*a*b*p*r*x^3+6384*a*b*p*x ^4-110*a*b*q^3*r*x-1276*a*b*q^3*x^2-6*a*b*q^2*r^3-170*a*b*q^2*r^2*x-740*a*b*q^2 *r*x^2+4700*a*b*q^2*x^3+360*a*b*q*r^3*x+6048*a*b*q*r^2*x^2+20824*a*b*q*r*x^3+ 6384*a*b*q*x^4+24*a*b*r^4*x-624*a*b*r^3*x^2-9216*a*b*r^2*x^3-14496*a*b*r*x^4+ 192*a*c^5*g+32*a*c^5*p+32*a*c^5*r+352*a*c^5*x+592*a*c^4*g^2+432*a*c^4*g*p+160*a *c^4*g*q+272*a*c^4*g*r+1552*a*c^4*g*x+88*a*c^4*p^2+144*a*c^4*p*r+672*a*c^4*p*x+ 256*a*c^4*q*x+56*a*c^4*r^2+96*a*c^4*r*x-6408*a*c^4*x^2+632*a*c^3*g^3+1052*a*c^3 *g^2*p+368*a*c^3*g^2*q+652*a*c^3*g^2*r+3992*a*c^3*g^2*x+380*a*c^3*g*p^2+280*a*c ^3*g*p*q+432*a*c^3*g*p*r-2004*a*c^3*g*p*x+32*a*c^3*g*q^2+152*a*c^3*g*q*r+2060*a *c^3*g*q*x+84*a*c^3*g*r^2-5640*a*c^3*g*r*x-52252*a*c^3*g*x^2+80*a*c^3*p^3+156*a *c^3*p^2*r+192*a*c^3*p^2*x+344*a*c^3*p*q*x+80*a*c^3*p*r^2-1028*a*c^3*p*r*x-\ 12680*a*c^3*p*x^2+64*a*c^3*q*r*x-4108*a*c^3*q*x^2+4*a*c^3*r^3-780*a*c^3*r^2*x-\ 6908*a*c^3*r*x^2-1776*a*c^3*x^3+300*a*c^2*g^4+936*a*c^2*g^3*p+272*a*c^2*g^3*q+ 624*a*c^2*g^3*r+5164*a*c^2*g^3*x+562*a*c^2*g^2*p^2+580*a*c^2*g^2*p*q+514*a*c^2* g^2*p*r-5186*a*c^2*g^2*p*x+48*a*c^2*g^2*q^2+356*a*c^2*g^2*q*r+4266*a*c^2*g^2*q* x+12*a*c^2*g^2*r^2-11816*a*c^2*g^2*r*x-88180*a*c^2*g^2*x^2+172*a*c^2*g*p^3+120* a*c^2*g*p^2*q+258*a*c^2*g*p^2*r-3748*a*c^2*g*p^2*x+60*a*c^2*g*p*q^2+40*a*c^2*g* p*q*r-766*a*c^2*g*p*q*x+52*a*c^2*g*p*r^2-9644*a*c^2*g*p*r*x-61846*a*c^2*g*p*x^2 +36*a*c^2*g*q^2*r+714*a*c^2*g*q^2*x-56*a*c^2*g*q*r^2-3830*a*c^2*g*q*r*x-37532*a *c^2*g*q*x^2-34*a*c^2*g*r^3-3996*a*c^2*g*r^2*x-30868*a*c^2*g*r*x^2-7984*a*c^2*g *x^3+30*a*c^2*p^4+58*a*c^2*p^3*r-156*a*c^2*p^3*x-8*a*c^2*p^2*q*x+14*a*c^2*p^2*r ^2-1394*a*c^2*p^2*r*x-7918*a*c^2*p^2*x^2-532*a*c^2*p*q*r*x-5226*a*c^2*p*q*x^2-\ 26*a*c^2*p*r^3-1586*a*c^2*p*r^2*x-7470*a*c^2*p*r*x^2-536*a*c^2*p*x^3-1028*a*c^2 *q^2*x^2-396*a*c^2*q*r^2*x-2052*a*c^2*q*r*x^2+4120*a*c^2*q*x^3-12*a*c^2*r^4-472 *a*c^2*r^3*x+616*a*c^2*r^2*x^2+13408*a*c^2*r*x^3+6704*a*c^2*x^4+62*a*c*g^5+353* a*c*g^4*p+76*a*c*g^4*q+261*a*c*g^4*r+2836*a*c*g^4*x+329*a*c*g^3*p^2+348*a*c*g^3 *p*q+291*a*c*g^3*p*r-2236*a*c*g^3*p*x+20*a*c*g^3*q^2+244*a*c*g^3*q*r+3194*a*c*g ^3*q*x-8*a*c*g^3*r^2-6862*a*c*g^3*r*x-50164*a*c*g^3*x^2+115*a*c*g^2*p^3+204*a*c *g^2*p^2*q+103*a*c*g^2*p^2*r-5859*a*c*g^2*p^2*x+72*a*c*g^2*p*q^2+118*a*c*g^2*p* q*r-955*a*c*g^2*p*q*x-75*a*c*g^2*p*r^2-13022*a*c*g^2*p*r*x-71587*a*c*g^2*p*x^2+ 48*a*c*g^2*q^2*r+1074*a*c*g^2*q^2*x-58*a*c*g^2*q*r^2-5065*a*c*g^2*q*r*x-44707*a *c*g^2*q*x^2-63*a*c*g^2*r^3-5104*a*c*g^2*r^2*x-39274*a*c*g^2*r*x^2-20724*a*c*g^ 2*x^3+33*a*c*g*p^4+12*a*c*g*p^3*q+37*a*c*g*p^3*r-1545*a*c*g*p^3*x+28*a*c*g*p^2* q^2-26*a*c*g*p^2*q*r-1639*a*c*g*p^2*q*x-49*a*c*g*p^2*r^2-4645*a*c*g*p^2*r*x-\ 19607*a*c*g*p^2*x^2+18*a*c*g*p*q^2*r-40*a*c*g*p*q^2*x-62*a*c*g*p*q*r^2-4345*a*c *g*p*q*r*x-25993*a*c*g*p*q*x^2-77*a*c*g*p*r^3-3240*a*c*g*p*r^2*x-8429*a*c*g*p*r *x^2+16994*a*c*g*p*x^3+130*a*c*g*q^3*x-6*a*c*g*q^2*r^2-869*a*c*g*q^2*r*x-9964*a *c*g*q^2*x^2-24*a*c*g*q*r^3-1786*a*c*g*q*r^2*x-10145*a*c*g*q*r*x^2+13514*a*c*g* q*x^3-24*a*c*g*r^4-384*a*c*g*r^3*x+11716*a*c*g*r^2*x^2+66304*a*c*g*r*x^3+30744* a*c*g*x^4+4*a*c*p^5+6*a*c*p^4*r-64*a*c*p^4*x-56*a*c*p^3*q*x-6*a*c*p^3*r^2-424*a *c*p^3*r*x-1590*a*c*p^3*x^2-256*a*c*p^2*q*r*x-1506*a*c*p^2*q*x^2-14*a*c*p^2*r^3 -560*a*c*p^2*r^2*x-1894*a*c*p^2*r*x^2+176*a*c*p^2*x^3-348*a*c*p*q^2*x^2-144*a*c *p*q*r^2*x-298*a*c*p*q*r*x^2+2500*a*c*p*q*x^3-6*a*c*p*r^4-164*a*c*p*r^3*x+932*a *c*p*r^2*x^2+7060*a*c*p*r*x^3+3352*a*c*p*x^4+244*a*c*q^2*r*x^2+956*a*c*q^2*x^3+ 28*a*c*q*r^3*x+636*a*c*q*r^2*x^2+1164*a*c*q*r*x^3-392*a*c*q*x^4+36*a*c*r^4*x+ 384*a*c*r^3*x^2-712*a*c*r^2*x^3-2416*a*c*r*x^4+4*a*g^6+48*a*g^5*p+6*a*g^5*q+40* a*g^5*r+540*a*g^5*x+66*a*g^4*p^2+64*a*g^4*p*q+62*a*g^4*p*r-114*a*g^4*p*x+2*a*g^ 4*q^2+52*a*g^4*q*r+772*a*g^4*q*x-1188*a*g^4*r*x-9168*a*g^4*x^2+28*a*g^3*p^3+71* a*g^3*p^2*q+16*a*g^3*p^2*r-1744*a*g^3*p^2*x+19*a*g^3*p*q^2+53*a*g^3*p*q*r-9*a*g ^3*p*q*x-33*a*g^3*p*r^2-4032*a*g^3*p*r*x-21953*a*g^3*p*x^2+15*a*g^3*q^2*r+387*a *g^3*q^2*x-12*a*g^3*q*r^2-1409*a*g^3*q*r*x-12983*a*g^3*q*x^2-21*a*g^3*r^3-1678* a*g^3*r^2*x-14088*a*g^3*r*x^2-11492*a*g^3*x^3+6*a*g^2*p^4+14*a*g^2*p^3*q-12*a*g ^2*p^3*r-1126*a*g^2*p^3*x+20*a*g^2*p^2*q^2-9*a*g^2*p^2*q*r-1196*a*g^2*p^2*q*x-\ 54*a*g^2*p^2*r^2-2936*a*g^2*p^2*r*x-10835*a*g^2*p^2*x^2+15*a*g^2*p*q^2*r+5*a*g^ 2*p*q^2*x-41*a*g^2*p*q*r^2-3003*a*g^2*p*q*r*x-16641*a*g^2*p*q*x^2-48*a*g^2*p*r^ 3-1764*a*g^2*p*r^2*x-3339*a*g^2*p*r*x^2+11016*a*g^2*p*x^3+97*a*g^2*q^3*x-3*a*g^ 2*q^2*r^2-590*a*g^2*q^2*r*x-6390*a*g^2*q^2*x^2-18*a*g^2*q*r^3-1234*a*g^2*q*r^2* x-7437*a*g^2*q*r*x^2+5436*a*g^2*q*x^3-12*a*g^2*r^4-60*a*g^2*r^3*x+8732*a*g^2*r^ 2*x^2+44394*a*g^2*r*x^3+21076*a*g^2*x^4+a*g*p^4*q-6*a*g*p^4*r-200*a*g*p^4*x+3*a *g*p^3*q^2-4*a*g*p^3*q*r-327*a*g*p^3*q*x-18*a*g*p^3*r^2-618*a*g*p^3*r*x-1556*a* g*p^3*x^2-100*a*g*p^2*q^2*x-11*a*g*p^2*q*r^2-790*a*g*p^2*q*r*x-3305*a*g*p^2*q*x ^2-18*a*g*p^2*r^3-498*a*g*p^2*r^2*x+348*a*g*p^2*r*x^2+4562*a*g*p^2*x^3+31*a*g*p *q^3*x-6*a*g*p*q^2*r^2-323*a*g*p*q^2*r*x-2603*a*g*p*q^2*x^2-6*a*g*p*q*r^3-225*a *g*p*q*r^2*x+728*a*g*p*q*r*x^2+8074*a*g*p*q*x^3-6*a*g*p*r^4-50*a*g*p*r^3*x+2932 *a*g*p*r^2*x^2+12718*a*g*p*r*x^3+4868*a*g*p*x^4-55*a*g*q^3*r*x-638*a*g*q^3*x^2-\ 3*a*g*q^2*r^3-85*a*g*q^2*r^2*x-248*a*g*q^2*r*x^2+2828*a*g*q^2*x^3+194*a*g*q*r^3 *x+3342*a*g*q*r^2*x^2+10994*a*g*q*r*x^3+2996*a*g*q*x^4+30*a*g*r^4*x-120*a*g*r^3 *x^2-4964*a*g*r^2*x^3-8456*a*g*r*x^4+520*b^4*c*g*x-128*b^4*c*p*x-728*b^4*c*r*x-\ 3328*b^4*c*x^2+256*b^4*g^2*x+248*b^4*g*p*x-440*b^4*g*r*x-3520*b^4*g*x^2+64*b^3* c^4+128*b^3*c^3*g+160*b^3*c^3*p+96*b^3*c^3*r+800*b^3*c^3*x+80*b^3*c^2*g^2+288*b ^3*c^2*g*p+192*b^3*c^2*g*r+2952*b^3*c^2*g*x+112*b^3*c^2*p^2+72*b^3*c^2*p*r+328* b^3*c^2*p*x+520*b^3*c^2*q*x-24*b^3*c^2*r^2-2400*b^3*c^2*r*x-11200*b^3*c^2*x^2+ 16*b^3*c*g^3+152*b^3*c*g^2*p+120*b^3*c*g^2*r+2832*b^3*c*g^2*x+160*b^3*c*g*p^2+ 120*b^3*c*g*p*r+1276*b^3*c*g*p*x+1296*b^3*c*g*q*x-24*b^3*c*g*r^2-3636*b^3*c*g*r *x-27604*b^3*c*g*x^2+24*b^3*c*p^3+20*b^3*c*p^2*x+120*b^3*c*p*q*x-48*b^3*c*p*r^2 -1036*b^3*c*p*r*x-3208*b^3*c*p*x^2-1168*b^3*c*q*r*x-4816*b^3*c*q*x^2-24*b^3*c*r ^3-1008*b^3*c*r^2*x-3748*b^3*c*r*x^2-1496*b^3*c*x^3+24*b^3*g^3*p+24*b^3*g^3*r+ 776*b^3*g^3*x+48*b^3*g^2*p^2+48*b^3*g^2*p*r+944*b^3*g^2*p*x+512*b^3*g^2*q*x-\ 1032*b^3*g^2*r*x-10556*b^3*g^2*x^2+24*b^3*g*p^3-136*b^3*g*p^2*x+496*b^3*g*p*q*x -48*b^3*g*p*r^2-1552*b^3*g*p*r*x-10156*b^3*g*p*x^2-880*b^3*g*q*r*x-6936*b^3*g*q *x^2-24*b^3*g*r^3-1120*b^3*g*r^2*x-8436*b^3*g*r*x^2-5432*b^3*g*x^3+128*b^2*c^5+ 416*b^2*c^4*g+272*b^2*c^4*p+64*b^2*c^4*q+144*b^2*c^4*r+816*b^2*c^4*x+448*b^2*c^ 3*g^2+896*b^2*c^3*g*p+128*b^2*c^3*g*q+544*b^2*c^3*g*r+4912*b^2*c^3*g*x+128*b^2* c^3*p^2+160*b^2*c^3*p*q-1448*b^2*c^3*p*x+96*b^2*c^3*q*r+1528*b^2*c^3*q*x-96*b^2 *c^3*r^2-4592*b^2*c^3*r*x-19896*b^2*c^3*x^2+200*b^2*c^2*g^3+900*b^2*c^2*g^2*p+ 80*b^2*c^2*g^2*q+628*b^2*c^2*g^2*r+7712*b^2*c^2*g^2*x+480*b^2*c^2*g*p^2+288*b^2 *c^2*g*p*q+236*b^2*c^2*g*p*r-932*b^2*c^2*g*p*x+192*b^2*c^2*g*q*r+4340*b^2*c^2*g *q*x-172*b^2*c^2*g*r^2-11028*b^2*c^2*g*r*x-67348*b^2*c^2*g*x^2-12*b^2*c^2*p^3+ 112*b^2*c^2*p^2*q-108*b^2*c^2*p^2*r-1968*b^2*c^2*p^2*x+72*b^2*c^2*p*q*r+268*b^2 *c^2*p*q*x-144*b^2*c^2*p*r^2-4296*b^2*c^2*p*r*x-15212*b^2*c^2*p*x^2+520*b^2*c^2 *q^2*x-24*b^2*c^2*q*r^2-2984*b^2*c^2*q*r*x-15404*b^2*c^2*q*x^2-48*b^2*c^2*r^3-\ 2084*b^2*c^2*r^2*x-9936*b^2*c^2*r*x^2-5136*b^2*c^2*x^3+32*b^2*c*g^4+356*b^2*c*g ^3*p+16*b^2*c*g^3*q+292*b^2*c*g^3*r+4546*b^2*c*g^3*x+396*b^2*c*g^2*p^2+152*b^2* c*g^2*p*q+288*b^2*c*g^2*p*r+1832*b^2*c*g^2*p*x+120*b^2*c*g^2*q*r+3802*b^2*c*g^2 *q*x-76*b^2*c*g^2*r^2-6838*b^2*c*g^2*r*x-54174*b^2*c*g^2*x^2+60*b^2*c*g*p^3+160 *b^2*c*g*p^2*q-100*b^2*c*g*p^2*r-3482*b^2*c*g*p^2*x+120*b^2*c*g*p*q*r+1054*b^2* c*g*p*q*x-268*b^2*c*g*p*r^2-10348*b^2*c*g*p*r*x-49838*b^2*c*g*p*x^2+906*b^2*c*g *q^2*x-24*b^2*c*g*q*r^2-5264*b^2*c*g*q*r*x-38710*b^2*c*g*q*x^2-108*b^2*c*g*r^3-\ 5518*b^2*c*g*r^2*x-36460*b^2*c*g*r*x^2-20000*b^2*c*g*x^3-12*b^2*c*p^4+24*b^2*c* p^3*q-24*b^2*c*p^3*r-480*b^2*c*p^3*x-262*b^2*c*p^2*q*x-12*b^2*c*p^2*r^2-492*b^2 *c*p^2*r*x-2060*b^2*c*p^2*x^2+216*b^2*c*p*q^2*x-48*b^2*c*p*q*r^2-1186*b^2*c*p*q *r*x-6076*b^2*c*p*q*x^2+540*b^2*c*p*r^2*x+3124*b^2*c*p*r*x^2+4788*b^2*c*p*x^3-\ 622*b^2*c*q^2*r*x-2848*b^2*c*q^2*x^2-24*b^2*c*q*r^3-876*b^2*c*q*r^2*x-4290*b^2* c*q*r*x^2-3048*b^2*c*q*x^3+516*b^2*c*r^3*x+6024*b^2*c*r^2*x^2+14904*b^2*c*r*x^3 +5848*b^2*c*x^4+48*b^2*g^4*p+48*b^2*g^4*r+908*b^2*g^4*x+92*b^2*g^3*p^2+24*b^2*g ^3*p*q+88*b^2*g^3*p*r+1084*b^2*g^3*p*x+24*b^2*g^3*q*r+1004*b^2*g^3*q*x-4*b^2*g^ 3*r^2-1124*b^2*g^3*r*x-12050*b^2*g^3*x^2+40*b^2*g^2*p^3+48*b^2*g^2*p^2*q-16*b^2 *g^2*p^2*r-1025*b^2*g^2*p^2*x+48*b^2*g^2*p*q*r+910*b^2*g^2*p*q*x-104*b^2*g^2*p* r^2-4388*b^2*g^2*p*r*x-24984*b^2*g^2*p*x^2+320*b^2*g^2*q^2*x-1810*b^2*g^2*q*r*x -16454*b^2*g^2*q*x^2-48*b^2*g^2*r^3-2727*b^2*g^2*r^2*x-21636*b^2*g^2*r*x^2-\ 16866*b^2*g^2*x^3-4*b^2*g*p^4+24*b^2*g*p^3*q-20*b^2*g*p^3*r-745*b^2*g*p^3*x-404 *b^2*g*p^2*q*x-28*b^2*g*p^2*r^2-1476*b^2*g*p^2*r*x-6526*b^2*g*p^2*x^2+310*b^2*g *p*q^2*x-48*b^2*g*p*q*r^2-1756*b^2*g*p*q*r*x-12256*b^2*g*p*q*x^2-12*b^2*g*p*r^3 -81*b^2*g*p*r^2*x+986*b^2*g*p*r*x^2+9984*b^2*g*p*x^3-550*b^2*g*q^2*r*x-4500*b^2 *g*q^2*x^2-24*b^2*g*q*r^3-916*b^2*g*q*r^2*x-6132*b^2*g*q*r*x^2+1146*b^2*g*q*x^3 +606*b^2*g*r^3*x+9476*b^2*g*r^2*x^2+33304*b^2*g*r*x^3+14228*b^2*g*x^4+64*b*c^6+ 320*b*c^5*g+112*b*c^5*p+64*b*c^5*q+48*b*c^5*r+16*b*c^5*x+544*b*c^4*g^2+624*b*c^ 4*g*p+224*b*c^4*g*q+336*b*c^4*g*r+1728*b*c^4*g*x+16*b*c^4*p^2+136*b*c^4*p*q-72* b*c^4*p*r-1840*b*c^4*p*x+16*b*c^4*q^2+72*b*c^4*q*r+616*b*c^4*q*x-72*b*c^4*r^2-\ 2824*b*c^4*r*x-11400*b*c^4*x^2+416*b*c^3*g^3+1068*b*c^3*g^2*p+256*b*c^3*g^2*q+ 668*b*c^3*g^2*r+5620*b*c^3*g^2*x+244*b*c^3*g*p^2+488*b*c^3*g*p*q-48*b*c^3*g*p*r -5604*b*c^3*g*p*x+32*b*c^3*g*q^2+296*b*c^3*g*q*r+3348*b*c^3*g*q*x-228*b*c^3*g*r ^2-11512*b*c^3*g*r*x-59956*b*c^3*g*x^2-36*b*c^3*p^3+64*b*c^3*p^2*q-108*b*c^3*p^ 2*r-1860*b*c^3*p^2*x+40*b*c^3*p*q^2-1072*b*c^3*p*q*x-96*b*c^3*p*r^2-2948*b*c^3* p*r*x-9916*b*c^3*p*x^2+24*b*c^3*q^2*r+564*b*c^3*q^2*x-48*b*c^3*q*r^2-2772*b*c^3 *q*r*x-13856*b*c^3*q*x^2-24*b*c^3*r^3-924*b*c^3*r^2*x-4004*b*c^3*r*x^2-16*b*c^3 *x^3+148*b*c^2*g^4+776*b*c^2*g^3*p+120*b*c^2*g^3*q+560*b*c^2*g^3*r+6204*b*c^2*g ^3*x+464*b*c^2*g^2*p^2+522*b*c^2*g^2*p*q+178*b*c^2*g^2*p*r-3564*b*c^2*g^2*p*x+ 20*b*c^2*g^2*q^2+362*b*c^2*g^2*q*r+5338*b*c^2*g^2*q*x-218*b*c^2*g^2*r^2-13216*b *c^2*g^2*r*x-82576*b*c^2*g^2*x^2-44*b*c^2*g*p^3+268*b*c^2*g*p^2*q-282*b*c^2*g*p ^2*r-7112*b*c^2*g*p^2*x+72*b*c^2*g*p*q^2+136*b*c^2*g*p*q*r-1446*b*c^2*g*p*q*x-\ 348*b*c^2*g*p*r^2-14016*b*c^2*g*p*r*x-59810*b*c^2*g*p*x^2+48*b*c^2*g*q^2*r+1562 *b*c^2*g*q^2*x-92*b*c^2*g*q*r^2-7910*b*c^2*g*q*r*x-50908*b*c^2*g*q*x^2-110*b*c^ 2*g*r^3-5492*b*c^2*g*r^2*x-32308*b*c^2*g*r*x^2-9616*b*c^2*g*x^3-12*b*c^2*p^4-6* b*c^2*p^3*q-24*b*c^2*p^3*r-400*b*c^2*p^3*x+28*b*c^2*p^2*q^2-54*b*c^2*p^2*q*r-\ 1234*b*c^2*p^2*q*x-12*b*c^2*p^2*r^2-240*b*c^2*p^2*r*x-332*b*c^2*p^2*x^2+18*b*c^ 2*p*q^2*r+52*b*c^2*p*q^2*x-72*b*c^2*p*q*r^2-2242*b*c^2*p*q*r*x-9402*b*c^2*p*q*x ^2+716*b*c^2*p*r^2*x+5916*b*c^2*p*r*x^2+9352*b*c^2*p*x^3+130*b*c^2*q^3*x-6*b*c^ 2*q^2*r^2-892*b*c^2*q^2*r*x-5350*b*c^2*q^2*x^2-24*b*c^2*q*r^3-894*b*c^2*q*r^2*x -4518*b*c^2*q*r*x^2-1256*b*c^2*q*x^3+528*b*c^2*r^3*x+6592*b*c^2*r^2*x^2+17376*b *c^2*r*x^3+6704*b*c^2*x^4+20*b*c*g^5+252*b*c*g^4*p+20*b*c*g^4*q+212*b*c*g^4*r+ 2848*b*c*g^4*x+283*b*c*g^3*p^2+216*b*c*g^3*p*q+192*b*c*g^3*p*r+305*b*c*g^3*p*x+ 4*b*c*g^3*q^2+176*b*c*g^3*q*r+3245*b*c*g^3*q*x-71*b*c*g^3*r^2-5403*b*c*g^3*r*x-\ 40468*b*c*g^3*x^2+22*b*c*g^2*p^3+238*b*c*g^2*p^2*q-173*b*c*g^2*p^2*r-5786*b*c*g ^2*p^2*x+38*b*c*g^2*p*q^2+174*b*c*g^2*p*q*r+307*b*c*g^2*p*q*x-308*b*c*g^2*p*r^2 -14004*b*c*g^2*p*r*x-67882*b*c*g^2*p*x^2+30*b*c*g^2*q^2*r+1387*b*c*g^2*q^2*x-44 *b*c*g^2*q*r^2-6088*b*c*g^2*q*r*x-48328*b*c*g^2*q*x^2-113*b*c*g^2*r^3-6480*b*c* g^2*r^2*x-46846*b*c*g^2*r*x^2-29148*b*c*g^2*x^3-29*b*c*g*p^4+36*b*c*g*p^3*q-87* b*c*g*p^3*r-2113*b*c*g*p^3*x+40*b*c*g*p^2*q^2-50*b*c*g*p^2*q*r-2445*b*c*g*p^2*q *x-93*b*c*g*p^2*r^2-3647*b*c*g*p^2*r*x-12793*b*c*g*p^2*x^2+30*b*c*g*p*q^2*r+270 *b*c*g*p*q^2*x-146*b*c*g*p*q*r^2-5915*b*c*g*p*q*r*x-30337*b*c*g*p*q*x^2-41*b*c* g*p*r^3-198*b*c*g*p*r^2*x+7885*b*c*g*p*r*x^2+29646*b*c*g*p*x^3+194*b*c*g*q^3*x-\ 6*b*c*g*q^2*r^2-1833*b*c*g*q^2*r*x-13394*b*c*g*q^2*x^2-60*b*c*g*q*r^3-2640*b*c* g*q*r^2*x-14003*b*c*g*q*r*x^2+4950*b*c*g*q*x^3-6*b*c*g*r^4+1152*b*c*g*r^3*x+ 21400*b*c*g*r^2*x^2+73568*b*c*g*r*x^3+30744*b*c*g*x^4-6*b*c*p^4*q+16*b*c*p^4*x+ 6*b*c*p^3*q^2-12*b*c*p^3*q*r-230*b*c*p^3*q*x+60*b*c*p^3*r*x+420*b*c*p^3*x^2-136 *b*c*p^2*q^2*x-6*b*c*p^2*q*r^2-228*b*c*p^2*q*r*x-582*b*c*p^2*q*x^2+44*b*c*p^2*r ^2*x+772*b*c*p^2*r*x^2+1236*b*c*p^2*x^3+62*b*c*p*q^3*x-12*b*c*p*q^2*r^2-334*b*c *p*q^2*r*x-2142*b*c*p*q^2*x^2+270*b*c*p*q*r^2*x+2108*b*c*p*q*r*x^2+4236*b*c*p*q *x^3-12*b*c*p*r^3*x-192*b*c*p*r^2*x^2-268*b*c*p*r*x^3-392*b*c*p*x^4-110*b*c*q^3 *r*x-636*b*c*q^3*x^2-6*b*c*q^2*r^3-186*b*c*q^2*r^2*x-1144*b*c*q^2*r*x^2-624*b*c *q^2*x^3+252*b*c*q*r^3*x+2948*b*c*q*r^2*x^2+8332*b*c*q*r*x^3+3352*b*c*q*x^4-12* b*c*r^4*x-528*b*c*r^3*x^2-2360*b*c*r^2*x^3-2416*b*c*r*x^4+30*b*g^5*p+30*b*g^5*r +468*b*g^5*x+55*b*g^4*p^2+30*b*g^4*p*q+50*b*g^4*p*r+458*b*g^4*p*x+30*b*g^4*q*r+ 668*b*g^4*q*x-5*b*g^4*r^2-660*b*g^4*r*x-6372*b*g^4*x^2+18*b*g^3*p^3+58*b*g^3*p^ 2*q-26*b*g^3*p^2*r-1199*b*g^3*p^2*x+6*b*g^3*p*q^2+56*b*g^3*p*q*r+497*b*g^3*p*q* x-76*b*g^3*p*r^2-3752*b*g^3*p*r*x-20024*b*g^3*p*x^2+6*b*g^3*q^2*r+372*b*g^3*q^2 *x-2*b*g^3*q*r^2-1301*b*g^3*q*r*x-12512*b*g^3*q*x^2-32*b*g^3*r^3-2073*b*g^3*r^2 *x-17151*b*g^3*r*x^2-15076*b*g^3*x^3-9*b*g^2*p^4+26*b*g^2*p^3*q-37*b*g^2*p^3*r-\ 1125*b*g^2*p^3*x+12*b*g^2*p^2*q^2-8*b*g^2*p^2*q*r-902*b*g^2*p^2*q*x-50*b*g^2*p^ 2*r^2-2296*b*g^2*p^2*r*x-9261*b*g^2*p^2*x^2+12*b*g^2*p*q^2*r+281*b*g^2*p*q^2*x-\ 64*b*g^2*p*q*r^2-2864*b*g^2*p*q*r*x-17265*b*g^2*p*q*x^2-25*b*g^2*p*r^3-483*b*g^ 2*p*r^2*x+960*b*g^2*p*r*x^2+13748*b*g^2*p*x^3+64*b*g^2*q^3*x-757*b*g^2*q^2*r*x-\ 6584*b*g^2*q^2*x^2-30*b*g^2*q*r^3-1426*b*g^2*q*r^2*x-9153*b*g^2*q*r*x^2+1376*b* g^2*q*x^3-3*b*g^2*r^4+612*b*g^2*r^3*x+12476*b*g^2*r^2*x^2+47382*b*g^2*r*x^3+ 21076*b*g^2*x^4-2*b*g*p^5-2*b*g*p^4*q-9*b*g*p^4*r-160*b*g*p^4*x+6*b*g*p^3*q^2-\ 10*b*g*p^3*q*r-414*b*g*p^3*q*x-15*b*g*p^3*r^2-376*b*g*p^3*r*x-551*b*g*p^3*x^2-\ 168*b*g*p^2*q^2*x-14*b*g*p^2*q*r^2-776*b*g*p^2*q*r*x-2843*b*g*p^2*q*x^2-11*b*g* p^2*r^3-196*b*g*p^2*r^2*x+1681*b*g*p^2*r*x^2+5092*b*g*p^2*x^3+62*b*g*p*q^3*x-12 *b*g*p*q^2*r^2-490*b*g*p*q^2*r*x-3500*b*g*p*q^2*x^2-6*b*g*p*q*r^3-18*b*g*p*q*r^ 2*x+1931*b*g*p*q*r*x^2+8942*b*g*p*q*x^3-3*b*g*p*r^4+26*b*g*p*r^3*x+2370*b*g*p*r ^2*x^2+9054*b*g*p*r*x^3+2996*b*g*p*x^4-110*b*g*q^3*r*x-956*b*g*q^3*x^2-6*b*g*q^ 2*r^3-178*b*g*q^2*r^2*x-942*b*g*q^2*r*x^2+2038*b*g*q^2*x^3+306*b*g*q*r^3*x+4498 *b*g*q*r^2*x^2+14578*b*g*q*r*x^3+4868*b*g*q*x^4+6*b*g*r^4*x-576*b*g*r^3*x^2-\ 5788*b*g*r^2*x^3-8456*b*g*r*x^4+32*c^6*g+128*c^5*g^2+72*c^5*g*p+32*c^5*g*q+40*c ^5*g*r+184*c^5*g*x+176*c^4*g^3+276*c^4*g^2*p+96*c^4*g^2*q+164*c^4*g^2*r+996*c^4 *g^2*x+52*c^4*g*p^2+68*c^4*g*p*q+36*c^4*g*p*r-584*c^4*g*p*x+8*c^4*g*q^2+36*c^4* g*q*r+436*c^4*g*q*x-8*c^4*g*r^2-1364*c^4*g*r*x-8904*c^4*g*x^2+112*c^3*g^4+354*c ^3*g^3*p+96*c^3*g^3*q+234*c^3*g^3*r+1922*c^3*g^3*x+168*c^3*g^2*p^2+204*c^3*g^2* p*q+108*c^3*g^2*p*r-1816*c^3*g^2*p*x+16*c^3*g^2*q^2+124*c^3*g^2*q*r+1540*c^3*g^ 2*q*x-36*c^3*g^2*r^2-4436*c^3*g^2*r*x-29392*c^3*g^2*x^2+22*c^3*g*p^3+32*c^3*g*p ^2*q+24*c^3*g*p^2*r-834*c^3*g*p^2*x+20*c^3*g*p*q^2-364*c^3*g*p*q*x-8*c^3*g*p*r^ 2-1988*c^3*g*p*r*x-11298*c^3*g*p*x^2+12*c^3*g*q^2*r+282*c^3*g*q^2*x-24*c^3*g*q* r^2-1354*c^3*g*q*r*x-8982*c^3*g*q*x^2-10*c^3*g*r^3-852*c^3*g*r^2*x-5456*c^3*g*r *x^2-896*c^3*g*x^3+34*c^2*g^5+207*c^2*g^4*p+40*c^2*g^4*q+155*c^2*g^4*r+1619*c^2 *g^4*x+177*c^2*g^3*p^2+189*c^2*g^3*p*q+129*c^2*g^3*p*r-1106*c^2*g^3*p*x+10*c^2* g^3*q^2+133*c^2*g^3*q*r+1829*c^2*g^3*q*x-30*c^2*g^3*r^2-4005*c^2*g^3*r*x-28074* c^2*g^3*x^2+37*c^2*g^2*p^3+106*c^2*g^2*p^2*q-2827*c^2*g^2*p^2*x+36*c^2*g^2*p*q^ 2+50*c^2*g^2*p*q*r-502*c^2*g^2*p*q*x-74*c^2*g^2*p*r^2-6330*c^2*g^2*p*r*x-33017* c^2*g^2*p*x^2+24*c^2*g^2*q^2*r+651*c^2*g^2*q^2*x-40*c^2*g^2*q*r^2-3121*c^2*g^2* q*r*x-23723*c^2*g^2*q*x^2-37*c^2*g^2*r^3-2602*c^2*g^2*r^2*x-17972*c^2*g^2*r*x^2 -6560*c^2*g^2*x^3+9*c^2*g*p^4-3*c^2*g*p^3*q+17*c^2*g*p^3*r-278*c^2*g*p^3*x+14*c ^2*g*p^2*q^2-27*c^2*g*p^2*q*r-621*c^2*g*p^2*q*x+c^2*g*p^2*r^2-817*c^2*g*p^2*r*x -4125*c^2*g*p^2*x^2+9*c^2*g*p*q^2*r+26*c^2*g*p*q^2*x-36*c^2*g*p*q*r^2-1387*c^2* g*p*q*r*x-7314*c^2*g*p*q*x^2-13*c^2*g*p*r^3-435*c^2*g*p*r^2*x-777*c^2*g*p*r*x^2 +4408*c^2*g*p*x^3+65*c^2*g*q^3*x-3*c^2*g*q^2*r^2-446*c^2*g*q^2*r*x-3189*c^2*g*q ^2*x^2-12*c^2*g*q*r^3-645*c^2*g*q*r^2*x-3285*c^2*g*q*r*x^2+1432*c^2*g*q*x^3-6*c ^2*g*r^4+28*c^2*g*r^3*x+3604*c^2*g*r^2*x^2+15392*c^2*g*r*x^3+6704*c^2*g*x^4+4*c *g^6+57*c*g^5*p+6*c*g^5*q+49*c*g^5*r+618*c*g^5*x+77*c*g^4*p^2+70*c*g^4*p*q+66*c *g^4*p*r-36*c*g^4*p*x+2*c*g^4*q^2+58*c*g^4*q*r+892*c*g^4*q*x-7*c*g^4*r^2-1360*c *g^4*r*x-10482*c*g^4*x^2+25*c*g^3*p^3+79*c*g^3*p^2*q-6*c*g^3*p^2*r-1871*c*g^3*p ^2*x+19*c*g^3*p*q^2+57*c*g^3*p*q*r+64*c*g^3*p*q*x-59*c*g^3*p*r^2-4570*c*g^3*p*r *x-24194*c*g^3*p*x^2+15*c*g^3*q^2*r+467*c*g^3*q^2*x-16*c*g^3*q*r^2-1810*c*g^3*q *r*x-15638*c*g^3*q*x^2-28*c*g^3*r^3-2068*c*g^3*r^2*x-16358*c*g^3*r*x^2-11696*c* g^3*x^3+3*c*g^2*p^4+12*c*g^2*p^3*q-8*c*g^2*p^3*r-969*c*g^2*p^3*x+20*c*g^2*p^2*q ^2-25*c*g^2*p^2*q*r-1145*c*g^2*p^2*q*x-34*c*g^2*p^2*r^2-2239*c*g^2*p^2*r*x-9079 *c*g^2*p^2*x^2+15*c*g^2*p*q^2*r+81*c*g^2*p*q^2*x-61*c*g^2*p*q*r^2-2912*c*g^2*p* q*r*x-15937*c*g^2*p*q*x^2-32*c*g^2*p*r^3-950*c*g^2*p*r^2*x-469*c*g^2*p*r*x^2+ 12280*c*g^2*p*x^3+97*c*g^2*q^3*x-3*c*g^2*q^2*r^2-761*c*g^2*q^2*r*x-6514*c*g^2*q ^2*x^2-24*c*g^2*q*r^3-1302*c*g^2*q*r^2*x-7207*c*g^2*q*r*x^2+4384*c*g^2*q*x^3-9* c*g^2*r^4+196*c*g^2*r^3*x+9206*c*g^2*r^2*x^2+39152*c*g^2*r*x^3+17336*c*g^2*x^4+ 2*c*g*p^5-3*c*g*p^4*q+3*c*g*p^4*r-24*c*g*p^4*x+3*c*g*p^3*q^2-6*c*g*p^3*q*r-143* c*g*p^3*q*x-3*c*g*p^3*r^2-182*c*g*p^3*r*x-585*c*g*p^3*x^2-68*c*g*p^2*q^2*x-3*c* g*p^2*q*r^2-242*c*g*p^2*q*r*x-1044*c*g*p^2*q*x^2-7*c*g*p^2*r^3-258*c*g*p^2*r^2* x-561*c*g*p^2*r*x^2+706*c*g*p^2*x^3+31*c*g*p*q^3*x-6*c*g*p*q^2*r^2-167*c*g*p*q^ 2*r*x-1245*c*g*p*q^2*x^2+63*c*g*p*q*r^2*x+905*c*g*p*q*r*x^2+3368*c*g*p*q*x^3-3* c*g*p*r^4-88*c*g*p*r^3*x+370*c*g*p*r^2*x^2+3396*c*g*p*r*x^3+1480*c*g*p*x^4-55*c *g*q^3*r*x-318*c*g*q^3*x^2-3*c*g*q^2*r^3-93*c*g*q^2*r^2*x-450*c*g*q^2*r*x^2+166 *c*g*q^2*x^3+140*c*g*q*r^3*x+1792*c*g*q*r^2*x^2+4748*c*g*q*r*x^3+1480*c*g*q*x^4 +12*c*g*r^4*x-72*c*g*r^3*x^2-1536*c*g*r^2*x^3-2416*c*g*r*x^4+6*g^6*p+6*g^6*r+88 *g^6*x+12*g^5*p^2+9*g^5*p*q+12*g^5*p*r+68*g^5*p*x+9*g^5*q*r+154*g^5*q*x-148*g^5 *r*x-1340*g^5*x^2+6*g^4*p^3+17*g^4*p^2*q-333*g^4*p^2*x+3*g^4*p*q^2+16*g^4*p*q*r +112*g^4*p*q*x-12*g^4*p*r^2-951*g^4*p*r*x-5255*g^4*p*x^2+3*g^4*q^2*r+106*g^4*q^ 2*x-g^4*q*r^2-294*g^4*q*r*x-3011*g^4*q*x^2-6*g^4*r^3-490*g^4*r^2*x-4368*g^4*r*x ^2-4320*g^4*x^3+7*g^3*p^3*q-6*g^3*p^3*r-373*g^3*p^3*x+6*g^3*p^2*q^2-4*g^3*p^2*q *r-343*g^3*p^2*q*x-15*g^3*p^2*r^2-874*g^3*p^2*r*x-3608*g^3*p^2*x^2+6*g^3*p*q^2* r+63*g^3*p*q^2*x-20*g^3*p*q*r^2-1052*g^3*p*q*r*x-6059*g^3*p*q*x^2-12*g^3*p*r^3-\ 381*g^3*p*r^2*x-648*g^3*p*r*x^2+3772*g^3*p*x^3+32*g^3*q^3*x-241*g^3*q^2*r*x-\ 2303*g^3*q^2*x^2-9*g^3*q*r^3-535*g^3*q*r^2*x-3426*g^3*q*r*x^2+460*g^3*q*x^3-3*g ^3*r^4+88*g^3*r^3*x+3798*g^3*r^2*x^2+16736*g^3*r*x^3+7856*g^3*x^4-g^2*p^4*q-3*g ^2*p^4*r-96*g^2*p^4*x+3*g^2*p^3*q^2-5*g^2*p^3*q*r-221*g^2*p^3*q*x-9*g^2*p^3*r^2 -294*g^2*p^3*r*x-673*g^2*p^3*x^2-84*g^2*p^2*q^2*x-7*g^2*p^2*q*r^2-452*g^2*p^2*q *r*x-1798*g^2*p^2*q*x^2-9*g^2*p^2*r^3-238*g^2*p^2*r^2*x+367*g^2*p^2*r*x^2+2590* g^2*p^2*x^3+31*g^2*p*q^3*x-6*g^2*p*q^2*r^2-245*g^2*p*q^2*r*x-1837*g^2*p*q^2*x^2 -3*g^2*p*q*r^3-45*g^2*p*q*r^2*x+891*g^2*p*q*r*x^2+5096*g^2*p*q*x^3-3*g^2*p*r^4-\ 28*g^2*p*r^3*x+1418*g^2*p*r^2*x^2+6292*g^2*p*r*x^3+2336*g^2*p*x^4-55*g^2*q^3*r* x-478*g^2*q^3*x^2-3*g^2*q^2*r^3-89*g^2*q^2*r^2*x-410*g^2*q^2*r*x^2+1258*g^2*q^2 *x^3+160*g^2*q*r^3*x+2408*g^2*q*r^2*x^2+7580*g^2*q*r*x^3+2336*g^2*q*x^4+12*g^2* r^4*x-192*g^2*r^3*x^2-3072*g^2*r^2*x^3-4832*g^2*r*x^4+96*a^5*b+48*a^5*g+32*a^4* b^2+448*a^4*b*c+208*a^4*b*g+336*a^4*b*p+16*a^4*b*q+288*a^4*b*r+3768*a^4*b*x+224 *a^4*c*g-16*a^4*c*p-16*a^4*c*r+512*a^4*c*x+96*a^4*g^2+160*a^4*g*p+8*a^4*g*q+136 *a^4*g*r+2140*a^4*g*x-64*a^3*b^3+64*a^3*b^2*c-64*a^3*b^2*g+272*a^3*b^2*p-64*a^3 *b^2*q+336*a^3*b^2*r+7552*a^3*b^2*x+800*a^3*b*c^2+752*a^3*b*c*g+1248*a^3*b*c*p+ 32*a^3*b*c*q+1088*a^3*b*c*r+16728*a^3*b*c*x+104*a^3*b*g^2+816*a^3*b*g*p-48*a^3* b*g*q+800*a^3*b*g*r+13924*a^3*b*g*x+352*a^3*b*p^2+136*a^3*b*p*q+496*a^3*b*p*r+ 5064*a^3*b*p*x-16*a^3*b*q^2+168*a^3*b*q*r+3688*a^3*b*q*x+144*a^3*b*r^2+1100*a^3 *b*r*x-5144*a^3*b*x^2+400*a^3*c^2*g-48*a^3*c^2*p-48*a^3*c^2*r+1848*a^3*c^2*x+ 360*a^3*c*g^2+560*a^3*c*g*p+16*a^3*c*g*q+480*a^3*c*g*r+10280*a^3*c*g*x+8*a^3*c* p^2+56*a^3*c*p*r+1324*a^3*c*p*x+156*a^3*c*q*x+48*a^3*c*r^2+572*a^3*c*r*x-1000*a ^3*c*x^2+60*a^3*g^3+320*a^3*g^2*p-8*a^3*g^2*q+296*a^3*g^2*r+5570*a^3*g^2*x+180* a^3*g*p^2+68*a^3*g*p*q+276*a^3*g*p*r+3194*a^3*g*p*x-8*a^3*g*q^2+84*a^3*g*q*r+ 1922*a^3*g*q*x+96*a^3*g*r^2+836*a^3*g*r*x-3072*a^3*g*x^2-192*a^2*b^3*c-128*a^2* b^3*g-32*a^2*b^3*p+80*a^2*b^3*r+3400*a^2*b^3*x-320*a^2*b^2*c*g+720*a^2*b^2*c*p-\ 192*a^2*b^2*c*q+976*a^2*b^2*c*r+20464*a^2*b^2*c*x-216*a^2*b^2*g^2+368*a^2*b^2*g *p-128*a^2*b^2*g*q+616*a^2*b^2*g*r+14644*a^2*b^2*g*x+280*a^2*b^2*p^2-32*a^2*b^2 *p*q+476*a^2*b^2*p*r+9184*a^2*b^2*p*x+80*a^2*b^2*q*r+3944*a^2*b^2*q*x+156*a^2*b ^2*r^2+4312*a^2*b^2*r*x+5096*a^2*b^2*x^2+672*a^2*b*c^3+944*a^2*b*c^2*g+1680*a^2 *b*c^2*p+1520*a^2*b*c^2*r+24928*a^2*b*c^2*x+176*a^2*b*c*g^2+2376*a^2*b*c*g*p-\ 208*a^2*b*c*g*q+2416*a^2*b*c*g*r+42380*a^2*b*c*g*x+896*a^2*b*c*p^2+360*a^2*b*c* p*q+1236*a^2*b*c*p*r+17048*a^2*b*c*p*x-48*a^2*b*c*q^2+488*a^2*b*c*q*r+10696*a^2 *b*c*q*x+332*a^2*b*c*r^2+4840*a^2*b*c*r*x-7464*a^2*b*c*x^2-84*a^2*b*g^3+724*a^2 *b*g^2*p-140*a^2*b*g^2*q+844*a^2*b*g^2*r+16264*a^2*b*g^2*x+712*a^2*b*g*p^2+176* a^2*b*g*p*q+1068*a^2*b*g*p*r+16072*a^2*b*g*p*x-32*a^2*b*g*q^2+328*a^2*b*g*q*r+ 8632*a^2*b*g*q*x+324*a^2*b*g*r^2+6396*a^2*b*g*r*x+3704*a^2*b*g*x^2+148*a^2*b*p^ 3+140*a^2*b*p^2*q+260*a^2*b*p^2*r+1714*a^2*b*p^2*x-8*a^2*b*p*q^2+238*a^2*b*p*q* r+4296*a^2*b*p*q*x+104*a^2*b*p*r^2-1762*a^2*b*p*r*x-18780*a^2*b*p*x^2+20*a^2*b* q^2*r+1122*a^2*b*q^2*x+78*a^2*b*q*r^2+1428*a^2*b*q*r*x-4068*a^2*b*q*x^2-8*a^2*b *r^3-2680*a^2*b*r^2*x-31316*a^2*b*r*x^2-43344*a^2*b*x^3+336*a^2*c^3*g-48*a^2*c^ 3*p-48*a^2*c^3*r+2160*a^2*c^3*x+472*a^2*c^2*g^2+728*a^2*c^2*g*p+648*a^2*c^2*g*r +16064*a^2*c^2*g*x+16*a^2*c^2*p^2+112*a^2*c^2*p*r+3652*a^2*c^2*p*x+312*a^2*c^2* q*x+96*a^2*c^2*r^2+2088*a^2*c^2*r*x+1480*a^2*c^2*x^2+144*a^2*c*g^3+928*a^2*c*g^ 2*p-56*a^2*c*g^2*q+884*a^2*c*g^2*r+18054*a^2*c*g^2*x+452*a^2*c*g*p^2+180*a^2*c* g*p*q+722*a^2*c*g*p*r+12046*a^2*c*g*p*x-24*a^2*c*g*q^2+244*a^2*c*g*q*r+5644*a^2 *c*g*q*x+266*a^2*c*g*r^2+4192*a^2*c*g*r*x-3088*a^2*c*g*x^2+28*a^2*c*p^3+120*a^2 *c*p^2*r+1406*a^2*c*p^2*x+674*a^2*c*p*q*x+140*a^2*c*p*r^2+1794*a^2*c*p*r*x+216* a^2*c*p*x^2+644*a^2*c*q*r*x+652*a^2*c*q*x^2+48*a^2*c*r^3+524*a^2*c*r^2*x-4564*a ^2*c*r*x^2-10440*a^2*c*x^3-4*a^2*g^4+248*a^2*g^3*p-38*a^2*g^3*q+260*a^2*g^3*r+ 5256*a^2*g^3*x+284*a^2*g^2*p^2+96*a^2*g^2*p*q+439*a^2*g^2*p*r+6588*a^2*g^2*p*x-\ 16*a^2*g^2*q^2+144*a^2*g^2*q*r+3400*a^2*g^2*q*x+149*a^2*g^2*r^2+2484*a^2*g^2*r* x+530*a^2*g^2*x^2+88*a^2*g*p^3+70*a^2*g*p^2*q+190*a^2*g*p^2*r+1560*a^2*g*p^2*x-\ 4*a^2*g*p*q^2+119*a^2*g*p*q*r+2485*a^2*g*p*q*x+122*a^2*g*p*r^2+16*a^2*g*p*r*x-\ 9282*a^2*g*p*x^2+10*a^2*g*q^2*r+561*a^2*g*q^2*x+39*a^2*g*q*r^2+1036*a^2*g*q*r*x -1708*a^2*g*q*x^2+20*a^2*g*r^3-1078*a^2*g*r^2*x-17940*a^2*g*r*x^2-26892*a^2*g*x ^3-192*a*b^4*x-192*a*b^3*c^2-256*a*b^3*c*g-64*a*b^3*c*p+160*a*b^3*c*r+3704*a*b^ 3*c*x-80*a*b^3*g^2-64*a*b^3*g*p+80*a*b^3*g*r+2780*a*b^3*g*x+16*a*b^3*p^2+136*a* b^3*p*r+3368*a*b^3*p*x-16*a*b^3*q*x+104*a*b^3*r^2+2828*a*b^3*r*x+9760*a*b^3*x^2 -64*a*b^2*c^3-448*a*b^2*c^2*g+624*a*b^2*c^2*p-192*a*b^2*c^2*q+944*a*b^2*c^2*r+ 16568*a*b^2*c^2*x-512*a*b^2*c*g^2+640*a*b^2*c*g*p-256*a*b^2*c*g*q+1280*a*b^2*c* g*r+24880*a*b^2*c*g*x+480*a*b^2*c*p^2-64*a*b^2*c*p*q+856*a*b^2*c*p*r+16164*a*b^ 2*c*p*x+160*a*b^2*c*q*r+5716*a*b^2*c*q*x+328*a*b^2*c*r^2+9200*a*b^2*c*r*x+20880 *a*b^2*c*x^2-152*a*b^2*g^3+92*a*b^2*g^2*p-80*a*b^2*g^2*q+364*a*b^2*g^2*r+8278*a *b^2*g^2*x+352*a*b^2*g*p^2-64*a*b^2*g*p*q+720*a*b^2*g*p*r+14302*a*b^2*g*p*x+80* a*b^2*g*q*r+4146*a*b^2*g*q*x+320*a*b^2*g*r^2+9464*a*b^2*g*r*x+25328*a*b^2*g*x^2 +76*a*b^2*p^3+16*a*b^2*p^2*q+128*a*b^2*p^2*r+2228*a*b^2*p^2*x+136*a*b^2*p*q*r+ 3480*a*b^2*p*q*x-756*a*b^2*p*r*x-12096*a*b^2*p*x^2+128*a*b^2*q^2*x+104*a*b^2*q* r^2+2002*a*b^2*q*r*x+2712*a*b^2*q*x^2-52*a*b^2*r^3-3352*a*b^2*r^2*x-33404*a*b^2 *r*x^2-47088*a*b^2*x^3+256*a*b*c^4+464*a*b*c^3*g+960*a*b*c^3*p-32*a*b*c^3*q+928 *a*b*c^3*r+14712*a*b*c^3*x+2256*a*b*c^2*g*p-272*a*b*c^2*g*q+2456*a*b*c^2*g*r+ 40276*a*b*c^2*g*x+696*a*b*c^2*p^2+312*a*b*c^2*p*q+936*a*b*c^2*p*r+15108*a*b*c^2 *p*x-48*a*b*c^2*q^2+472*a*b*c^2*q*r+9856*a*b*c^2*q*x+240*a*b*c^2*r^2+4976*a*b*c ^2*r*x-1808*a*b*c^2*x^2-260*a*b*c*g^3+1408*a*b*c*g^2*p-320*a*b*c*g^2*q+1812*a*b *c*g^2*r+31736*a*b*c*g^2*x+1332*a*b*c*g*p^2+304*a*b*c*g*p*q+1980*a*b*c*g*p*r+ 32626*a*b*c*g*p*x-64*a*b*c*g*q^2+680*a*b*c*g*q*r+16276*a*b*c*g*q*x+608*a*b*c*g* r^2+14872*a*b*c*g*r*x+22264*a*b*c*g*x^2+184*a*b*c*p^3+240*a*b*c*p^2*q+288*a*b*c *p^2*r+2990*a*b*c*p^2*x-16*a*b*c*p*q^2+428*a*b*c*p*q*r+7786*a*b*c*p*q*x+52*a*b* c*p*r^2-3634*a*b*c*p*r*x-34248*a*b*c*p*x^2+40*a*b*c*q^2*r+1932*a*b*c*q^2*x+164* a*b*c*q*r^2+3014*a*b*c*q*r*x-5412*a*b*c*q*x^2-52*a*b*c*r^3-5672*a*b*c*r^2*x-\ 61728*a*b*c*r*x^2-83872*a*b*c*x^3-88*a*b*g^4+232*a*b*g^3*p-96*a*b*g^3*q+388*a*b *g^3*r+7372*a*b*g^3*x+518*a*b*g^2*p^2+30*a*b*g^2*p*q+850*a*b*g^2*p*r+15016*a*b* g^2*p*x-20*a*b*g^2*q^2+202*a*b*g^2*q*r+6056*a*b*g^2*q*x+300*a*b*g^2*r^2+8552*a* b*g^2*r*x+20318*a*b*g^2*x^2+196*a*b*g*p^3+180*a*b*g*p^2*q+334*a*b*g*p^2*r+3703* a*b*g*p^2*x-16*a*b*g*p*q^2+394*a*b*g*p*q*r+7753*a*b*g*p*q*x+84*a*b*g*p*r^2-2509 *a*b*g*p*r*x-29552*a*b*g*p*x^2+20*a*b*g*q^2*r+1422*a*b*g*q^2*x+186*a*b*g*q*r^2+ 3869*a*b*g*q*r*x+274*a*b*g*q*x^2-54*a*b*g*r^3-5948*a*b*g*r^2*x-65900*a*b*g*r*x^ 2-94064*a*b*g*x^3+22*a*b*p^4+38*a*b*p^3*q+42*a*b*p^3*r+62*a*b*p^3*x+4*a*b*p^2*q ^2+64*a*b*p^2*q*r+988*a*b*p^2*q*x+14*a*b*p^2*r^2-1088*a*b*p^2*r*x-7384*a*b*p^2* x^2+34*a*b*p*q^2*r+898*a*b*p*q^2*x-698*a*b*p*q*r*x-8732*a*b*p*q*x^2-10*a*b*p*r^ 3-1118*a*b*p*r^2*x-10448*a*b*p*r*x^2-10320*a*b*p*x^3+44*a*b*q^3*x+26*a*b*q^2*r^ 2+294*a*b*q^2*r*x-1012*a*b*q^2*x^2-26*a*b*q*r^3-1606*a*b*q*r^2*x-14120*a*b*q*r* x^2-15216*a*b*q*x^3-4*a*b*r^4+144*a*b*r^3*x+6120*a*b*r^2*x^2+28992*a*b*r*x^3+ 14976*a*b*x^4+128*a*c^4*g-16*a*c^4*p-16*a*c^4*r+824*a*c^4*x+248*a*c^3*g^2+416*a *c^3*g*p-16*a*c^3*g*q+400*a*c^3*g*r+9708*a*c^3*g*x+8*a*c^3*p^2+56*a*c^3*p*r+ 2328*a*c^3*p*x+156*a*c^3*q*x+48*a*c^3*r^2+1516*a*c^3*r*x+1680*a*c^3*x^2+88*a*c^ 2*g^3+892*a*c^2*g^2*p-88*a*c^2*g^2*q+912*a*c^2*g^2*r+18100*a*c^2*g^2*x+352*a*c^ 2*g*p^2+156*a*c^2*g*p*q+572*a*c^2*g*p*r+12042*a*c^2*g*p*x-24*a*c^2*g*q^2+236*a* c^2*g*q*r+5224*a*c^2*g*q*x+220*a*c^2*g*r^2+5260*a*c^2*g*r*x+3224*a*c^2*g*x^2+28 *a*c^2*p^3+120*a*c^2*p^2*r+1778*a*c^2*p^2*x+674*a*c^2*p*q*x+140*a*c^2*p*r^2+ 2034*a*c^2*p*r*x+104*a*c^2*p*x^2+644*a*c^2*q*r*x-548*a*c^2*q*x^2+48*a*c^2*r^3+ 376*a*c^2*r^2*x-6748*a*c^2*r*x^2-12672*a*c^2*x^3-34*a*c*g^4+496*a*c*g^3*p-96*a* c*g^3*q+566*a*c*g^3*r+10910*a*c*g^3*x+536*a*c*g^2*p^2+168*a*c*g^2*p*q+820*a*c*g ^2*p*r+14637*a*c*g^2*p*x-32*a*c*g^2*q^2+300*a*c*g^2*q*r+6841*a*c*g^2*q*x+276*a* c*g^2*r^2+6442*a*c*g^2*r*x+8210*a*c*g^2*x^2+128*a*c*g*p^3+120*a*c*g*p^2*q+310*a *c*g*p^2*r+3705*a*c*g*p^2*x-8*a*c*g*p*q^2+214*a*c*g*p*q*r+4885*a*c*g*p*q*x+230* a*c*g*p*r^2+1071*a*c*g*p*r*x-15820*a*c*g*p*x^2+20*a*c*g*q^2*r+966*a*c*g*q^2*x+ 82*a*c*g*q*r^2+2501*a*c*g*q*r*x-2126*a*c*g*q*x^2+48*a*c*g*r^3-2042*a*c*g*r^2*x-\ 38844*a*c*g*r*x^2-59720*a*c*g*x^3+10*a*c*p^4+42*a*c*p^3*r+402*a*c*p^3*x+238*a*c *p^2*q*x+50*a*c*p^2*r^2+512*a*c*p^2*r*x-436*a*c*p^2*x^2+102*a*c*p*q*r*x-936*a*c *p*q*x^2+14*a*c*p*r^3-146*a*c*p*r^2*x-4112*a*c*p*r*x^2-6216*a*c*p*x^3-400*a*c*q ^2*x^2-144*a*c*q*r^2*x-1140*a*c*q*r*x^2+72*a*c*q*x^3-4*a*c*r^4-192*a*c*r^3*x-\ 256*a*c*r^2*x^2+3888*a*c*r*x^3+2496*a*c*x^4-16*a*g^5+78*a*g^4*p-28*a*g^4*q+106* a*g^4*r+2092*a*g^4*x+168*a*g^3*p^2+31*a*g^3*p*q+265*a*g^3*p*r+4705*a*g^3*p*x-10 *a*g^3*q^2+81*a*g^3*q*r+2001*a*g^3*q*x+91*a*g^3*r^2+2413*a*g^3*r*x+5374*a*g^3*x ^2+90*a*g^2*p^3+86*a*g^2*p^2*q+188*a*g^2*p^2*r+1955*a*g^2*p^2*x-8*a*g^2*p*q^2+ 163*a*g^2*p*q*r+3334*a*g^2*p*q*x+109*a*g^2*p*r^2-130*a*g^2*p*r*x-11126*a*g^2*p* x^2+10*a*g^2*q^2*r+679*a*g^2*q^2*x+67*a*g^2*q*r^2+1770*a*g^2*q*r*x-114*a*g^2*q* x^2+11*a*g^2*r^3-1833*a*g^2*r^2*x-26902*a*g^2*r*x^2-40984*a*g^2*x^3+16*a*g*p^4+ 19*a*g*p^3*q+42*a*g*p^3*r+232*a*g*p^3*x+2*a*g*p^2*q^2+32*a*g*p^2*q*r+613*a*g*p^ 2*q*x+32*a*g*p^2*r^2-288*a*g*p^2*r*x-3910*a*g*p^2*x^2+17*a*g*p*q^2*r+449*a*g*p* q^2*x-298*a*g*p*q*r*x-4834*a*g*p*q*x^2+2*a*g*p*r^3-632*a*g*p*r^2*x-7280*a*g*p*r *x^2-8268*a*g*p*x^3+22*a*g*q^3*x+13*a*g*q^2*r^2+147*a*g*q^2*r*x-706*a*g*q^2*x^2 -13*a*g*q*r^3-875*a*g*q*r^2*x-7630*a*g*q*r*x^2-7572*a*g*q*x^3-4*a*g*r^4-24*a*g* r^3*x+2932*a*g*r^2*x^2+16440*a*g*r*x^3+8736*a*g*x^4+544*b^4*c*x+176*b^4*g*x-64* b^3*c^3-128*b^3*c^2*g-32*b^3*c^2*p+80*b^3*c^2*r+2064*b^3*c^2*x-80*b^3*c*g^2-64* b^3*c*g*p+80*b^3*c*g*r+3468*b^3*c*g*x+16*b^3*c*p^2+136*b^3*c*p*r+1056*b^3*c*p*x +720*b^3*c*q*x+104*b^3*c*r^2+1340*b^3*c*r*x+2000*b^3*c*x^2-16*b^3*g^3-32*b^3*g^ 2*p+832*b^3*g^2*x+16*b^3*g*p^2+136*b^3*g*p*r+2212*b^3*g*p*x+352*b^3*g*q*x+104*b ^3*g*r^2+2084*b^3*g*r*x+5880*b^3*g*x^2-32*b^2*c^4-192*b^2*c^3*g+176*b^2*c^3*p-\ 64*b^2*c^3*q+304*b^2*c^3*r+4536*b^2*c^3*x-296*b^2*c^2*g^2+272*b^2*c^2*g*p-128*b ^2*c^2*g*q+664*b^2*c^2*g*r+12508*b^2*c^2*g*x+200*b^2*c^2*p^2-32*b^2*c^2*p*q+380 *b^2*c^2*p*r+4132*b^2*c^2*p*x+80*b^2*c^2*q*r+2652*b^2*c^2*q*x+172*b^2*c^2*r^2+ 2440*b^2*c^2*r*x+3928*b^2*c^2*x^2-168*b^2*c*g^3+52*b^2*c*g^2*p-80*b^2*c*g^2*q+ 356*b^2*c*g^2*r+8362*b^2*c*g^2*x+352*b^2*c*g*p^2-64*b^2*c*g*p*q+840*b^2*c*g*p*r +11870*b^2*c*g*p*x+80*b^2*c*g*q*r+4754*b^2*c*g*q*x+424*b^2*c*g*r^2+8616*b^2*c*g *r*x+18224*b^2*c*g*x^2+36*b^2*c*p^3+16*b^2*c*p^2*q+296*b^2*c*p^2*x+136*b^2*c*p* q*r+1524*b^2*c*p*q*x-72*b^2*c*p*r^2-1708*b^2*c*p*r*x-5000*b^2*c*p*x^2+312*b^2*c *q^2*x+104*b^2*c*q*r^2+1226*b^2*c*q*r*x+2880*b^2*c*q*x^2-36*b^2*c*r^3-1988*b^2* c*r^2*x-11692*b^2*c*r*x^2-12952*b^2*c*x^3-32*b^2*g^4-24*b^2*g^3*p-16*b^2*g^3*q+ 40*b^2*g^3*r+1452*b^2*g^3*x+112*b^2*g^2*p^2-32*b^2*g^2*p*q+352*b^2*g^2*p*r+5716 *b^2*g^2*p*x+1372*b^2*g^2*q*x+208*b^2*g^2*r^2+5052*b^2*g^2*r*x+14300*b^2*g^2*x^ 2+56*b^2*g*p^3+16*b^2*g*p^2*q+64*b^2*g*p^2*r+1262*b^2*g*p^2*x+136*b^2*g*p*q*r+ 2502*b^2*g*p*q*x-36*b^2*g*p*r^2-1232*b^2*g*p*r*x-8548*b^2*g*p*x^2+220*b^2*g*q^2 *x+104*b^2*g*q*r^2+1614*b^2*g*q*r*x+2796*b^2*g*q*x^2-44*b^2*g*r^3-2670*b^2*g*r^ 2*x-22548*b^2*g*r*x^2-30020*b^2*g*x^3+32*b*c^5+64*b*c^4*g+192*b*c^4*p-16*b*c^4* q+208*b*c^4*r+2744*b*c^4*x-72*b*c^3*g^2+696*b*c^3*g*p-112*b*c^3*g*q+840*b*c^3*g *r+12820*b*c^3*g*x+152*b*c^3*p^2+88*b*c^3*p*q+196*b*c^3*p*r+2220*b*c^3*p*x-16*b *c^3*q^2+152*b*c^3*q*r+2848*b*c^3*q*x+52*b*c^3*r^2+404*b*c^3*r*x-960*b*c^3*x^2-\ 184*b*c^2*g^3+664*b*c^2*g^2*p-180*b*c^2*g^2*q+964*b*c^2*g^2*r+16360*b*c^2*g^2*x +620*b*c^2*g*p^2+128*b*c^2*g*p*q+972*b*c^2*g*p*r+13162*b*c^2*g*p*x-32*b*c^2*g*q ^2+352*b*c^2*g*q*r+8476*b*c^2*g*q*x+336*b*c^2*g*r^2+5964*b*c^2*g*r*x+5672*b*c^2 *g*x^2+16*b*c^2*p^3+100*b*c^2*p^2*q-36*b*c^2*p^2*r-392*b*c^2*p^2*x-8*b*c^2*p*q^ 2+190*b*c^2*p*q*r+2306*b*c^2*p*q*x-88*b*c^2*p*r^2-2492*b*c^2*p*r*x-8396*b*c^2*p *x^2+20*b*c^2*q^2*r+810*b*c^2*q^2*x+86*b*c^2*q*r^2+962*b*c^2*q*r*x+1184*b*c^2*q *x^2-36*b*c^2*r^3-2016*b*c^2*r^2*x-12700*b*c^2*r*x^2-14144*b*c^2*x^3-108*b*c*g^ 4+202*b*c*g^3*p-104*b*c*g^3*q+398*b*c*g^3*r+7462*b*c*g^3*x+540*b*c*g^2*p^2+10*b *c*g^2*p*q+1004*b*c*g^2*p*r+15230*b*c*g^2*p*x-20*b*c*g^2*q^2+198*b*c*g^2*q*r+ 6556*b*c*g^2*q*x+412*b*c*g^2*r^2+9654*b*c*g^2*r*x+20846*b*c*g^2*x^2+138*b*c*g*p ^3+180*b*c*g*p^2*q+128*b*c*g*p^2*r+1661*b*c*g*p^2*x-16*b*c*g*p*q^2+454*b*c*g*p* q*r+6669*b*c*g*p*q*x-90*b*c*g*p*r^2-4789*b*c*g*p*r*x-26324*b*c*g*p*x^2+20*b*c*g *q^2*r+1554*b*c*g*q^2*x+238*b*c*g*q*r^2+3589*b*c*g*q*r*x+2246*b*c*g*q*x^2-80*b* c*g*r^3-5922*b*c*g*r^2*x-49740*b*c*g*r*x^2-63256*b*c*g*x^3-4*b*c*p^4+18*b*c*p^3 *q-8*b*c*p^3*r-164*b*c*p^3*x+4*b*c*p^2*q^2+54*b*c*p^2*q*x-4*b*c*p^2*r^2-176*b*c *p^2*r*x-820*b*c*p^2*x^2+34*b*c*p*q^2*r+498*b*c*p*q^2*x-36*b*c*p*q*r^2-904*b*c* p*q*r*x-3540*b*c*p*q*x^2+180*b*c*p*r^2*x+1008*b*c*p*r*x^2+1496*b*c*p*x^3+44*b*c *q^3*x+26*b*c*q^2*r^2+278*b*c*q^2*r*x+764*b*c*q^2*x^2-18*b*c*q*r^3-950*b*c*q*r^ 2*x-6020*b*c*q*r*x^2-7192*b*c*q*x^3+176*b*c*r^3*x+2216*b*c*r^2*x^2+5776*b*c*r*x ^3+2496*b*c*x^4-20*b*g^5+10*b*g^4*p-20*b*g^4*q+50*b*g^4*r+1072*b*g^4*x+125*b*g^ 3*p^2-20*b*g^3*p*q+280*b*g^3*p*r+4588*b*g^3*p*x-4*b*g^3*q^2+20*b*g^3*q*r+1346*b *g^3*q*x+135*b*g^3*r^2+3710*b*g^3*r*x+10750*b*g^3*x^2+80*b*g^2*p^3+60*b*g^2*p^2 *q+103*b*g^2*p^2*r+1604*b*g^2*p^2*x-8*b*g^2*p*q^2+210*b*g^2*p*q*r+3614*b*g^2*p* q*x-20*b*g^2*p*r^2-1677*b*g^2*p*r*x-12582*b*g^2*p*x^2+522*b*g^2*q^2*x+130*b*g^2 *q*r^2+2378*b*g^2*q*r*x+3334*b*g^2*q*x^2-43*b*g^2*r^3-3343*b*g^2*r^2*x-31384*b* g^2*r*x^2-43320*b*g^2*x^3+9*b*g*p^4+28*b*g*p^3*q+17*b*g*p^3*r-51*b*g*p^3*x+4*b* g*p^2*q^2+32*b*g*p^2*q*r+521*b*g*p^2*q*x+5*b*g*p^2*r^2-632*b*g*p^2*r*x-4102*b*g *p^2*x^2+34*b*g*p*q^2*r+698*b*g*p*q^2*x-18*b*g*p*q*r^2-801*b*g*p*q*r*x-6136*b*g *p*q*x^2-5*b*g*p*r^3-469*b*g*p*r^2*x-4720*b*g*p*r*x^2-4412*b*g*p*x^3+44*b*g*q^3 *x+26*b*g*q^2*r^2+286*b*g*q^2*r*x-124*b*g*q^2*x^2-22*b*g*q*r^3-1278*b*g*q*r^2*x -10070*b*g*q*r*x^2-11204*b*g*q*x^3-2*b*g*r^4+160*b*g*r^3*x+4168*b*g*r^2*x^2+ 17384*b*g*r*x^3+8736*b*g*x^4+16*c^5*g+40*c^4*g^2+88*c^4*g*p-8*c^4*g*q+96*c^4*g* r+1784*c^4*g*x+4*c^3*g^3+284*c^3*g^2*p-40*c^3*g^2*q+324*c^3*g^2*r+5912*c^3*g^2* x+80*c^3*g*p^2+44*c^3*g*p*q+126*c^3*g*p*r+2274*c^3*g*p*x-8*c^3*g*q^2+76*c^3*g*q *r+1502*c^3*g*q*x+50*c^3*g*r^2+960*c^3*g*r*x+360*c^3*g*x^2-34*c^2*g^4+242*c^2*g ^3*p-58*c^2*g^3*q+308*c^2*g^3*r+5694*c^2*g^3*x+258*c^2*g^2*p^2+72*c^2*g^2*p*q+ 415*c^2*g^2*p*r+6879*c^2*g^2*p*x-16*c^2*g^2*q^2+156*c^2*g^2*q*r+3645*c^2*g^2*q* x+151*c^2*g^2*r^2+3236*c^2*g^2*r*x+3548*c^2*g^2*x^2+22*c^2*g*p^3+50*c^2*g*p^2*q +42*c^2*g*p^2*r+693*c^2*g*p^2*x-4*c^2*g*p*q^2+95*c^2*g*p*q*r+1490*c^2*g*p*q*x+ 26*c^2*g*p*r^2-229*c^2*g*p*r*x-4146*c^2*g*p*x^2+10*c^2*g*q^2*r+405*c^2*g*q^2*x+ 43*c^2*g*q*r^2+803*c^2*g*q*r*x+318*c^2*g*q*x^2+6*c^2*g*r^3-820*c^2*g*r^2*x-9724 *c^2*g*r*x^2-13408*c^2*g*x^3-22*c*g^5+73*c*g^4*p-32*c*g^4*q+113*c*g^4*r+2152*c* g^4*x+179*c*g^3*p^2+21*c*g^3*p*q+312*c*g^3*p*r+5247*c*g^3*p*x-10*c*g^3*q^2+79*c *g^3*q*r+2191*c*g^3*q*x+121*c*g^3*r^2+3122*c*g^3*r*x+6980*c*g^3*x^2+71*c*g^2*p^ 3+86*c*g^2*p^2*q+117*c*g^2*p^2*r+1510*c*g^2*p^2*x-8*c*g^2*p*q^2+193*c*g^2*p*q*r +3281*c*g^2*p*q*x+40*c*g^2*p*r^2-972*c*g^2*p*r*x-11314*c*g^2*p*x^2+10*c*g^2*q^2 *r+699*c*g^2*q^2*x+93*c*g^2*q*r^2+1824*c*g^2*q*r*x+530*c*g^2*q*x^2-6*c*g^2*r^3-\ 2198*c*g^2*r^2*x-24796*c*g^2*r*x^2-34672*c*g^2*x^3+3*c*g*p^4+9*c*g*p^3*q+17*c*g *p^3*r+119*c*g*p^3*x+2*c*g*p^2*q^2+146*c*g*p^2*q*x+23*c*g*p^2*r^2+168*c*g*p^2*r *x-628*c*g*p^2*x^2+17*c*g*p*q^2*r+249*c*g*p*q^2*x-18*c*g*p*q*r^2-401*c*g*p*q*r* x-2238*c*g*p*q*x^2+7*c*g*p*r^3+17*c*g*p*r^2*x-1552*c*g*p*r*x^2-2360*c*g*p*x^3+ 22*c*g*q^3*x+13*c*g*q^2*r^2+139*c*g*q^2*r*x+182*c*g*q^2*x^2-9*c*g*q*r^3-547*c*g *q*r^2*x-3580*c*g*q*r*x^2-3560*c*g*q*x^3-2*c*g*r^4-8*c*g*r^3*x+980*c*g*r^2*x^2+ 4832*c*g*r*x^3+2496*c*g*x^4-4*g^6+6*g^5*p-6*g^5*q+14*g^5*r+280*g^5*x+35*g^4*p^2 -2*g^4*p*q+68*g^4*p*r+1188*g^4*p*x-2*g^4*q^2+10*g^4*q*r+372*g^4*q*x+29*g^4*r^2+ 872*g^4*r*x+2648*g^4*x^2+28*g^3*p^3+26*g^3*p^2*q+47*g^3*p^2*r+641*g^3*p^2*x-4*g ^3*p*q^2+71*g^3*p*q*r+1261*g^3*p*q*x+15*g^3*p*r^2-287*g^3*p*r*x-3868*g^3*p*x^2+ 206*g^3*q^2*x+39*g^3*q*r^2+873*g^3*q*r*x+1100*g^3*q*x^2-4*g^3*r^3-918*g^3*r^2*x -10636*g^3*r*x^2-15712*g^3*x^3+7*g^2*p^4+14*g^2*p^3*q+19*g^2*p^3*r+75*g^2*p^3*x +2*g^2*p^2*q^2+16*g^2*p^2*q*r+320*g^2*p^2*q*x+15*g^2*p^2*r^2-188*g^2*p^2*r*x-\ 2160*g^2*p^2*x^2+17*g^2*p*q^2*r+349*g^2*p*q^2*x-9*g^2*p*q*r^2-375*g^2*p*q*r*x-\ 3302*g^2*p*q*x^2+g^2*p*r^3-271*g^2*p*r^2*x-3388*g^2*p*r*x^2-3760*g^2*p*x^3+22*g ^2*q^3*x+13*g^2*q^2*r^2+143*g^2*q^2*r*x-162*g^2*q^2*x^2-11*g^2*q*r^3-675*g^2*q* r^2*x-5320*g^2*q*r*x^2-5584*g^2*q*x^3-2*g^2*r^4+32*g^2*r^3*x+2020*g^2*r^2*x^2+ 9664*g^2*r*x^3+4992*g^2*x^4-128*a^4*b-64*a^4*g-288*a^3*b^2-544*a^3*b*c-496*a^3* b*g-80*a^3*b*p-144*a^3*b*q+80*a^3*b*r+2632*a^3*b*x-272*a^3*c*g-48*a^3*c*p-48*a^ 3*c*r+312*a^3*c*x-176*a^3*g^2-64*a^3*g*p-72*a^3*g*q+16*a^3*g*r+1472*a^3*g*x-64* a^2*b^3-800*a^2*b^2*c-512*a^2*b^2*g-336*a^2*b^2*p-64*a^2*b^2*q-104*a^2*b^2*r-\ 696*a^2*b^2*x-832*a^2*b*c^2-1536*a^2*b*c*g-272*a^2*b*c*p-400*a^2*b*c*q+216*a^2* b*c*r+5208*a^2*b*c*x-608*a^2*b*g^2-400*a^2*b*g*p-272*a^2*b*g*q+16*a^2*b*g*r+ 1920*a^2*b*g*x+56*a^2*b*p^2-168*a^2*b*p*q+260*a^2*b*p*r+5732*a^2*b*p*x-16*a^2*b *q^2-52*a^2*b*q*r+332*a^2*b*q*x+164*a^2*b*r^2+6396*a^2*b*r*x+24976*a^2*b*x^2-\ 416*a^2*c^2*g-96*a^2*c^2*p-96*a^2*c^2*r-104*a^2*c^2*x-568*a^2*c*g^2-240*a^2*c*g *p-200*a^2*c*g*q+4*a^2*c*g*r+2832*a^2*c*g*x-72*a^2*c*p^2-128*a^2*c*p*r+24*a^2*c *p*x-364*a^2*c*q*x-56*a^2*c*r^2+444*a^2*c*r*x+5416*a^2*c*x^2-184*a^2*g^3-144*a^ 2*g^2*p-120*a^2*g^2*q+6*a^2*g^2*r+1274*a^2*g^2*x-8*a^2*g*p^2-84*a^2*g*p*q+66*a^ 2*g*p*r+2878*a^2*g*p*x-8*a^2*g*q^2-26*a^2*g*q*r-16*a^2*g*q*x+54*a^2*g*r^2+3420* a^2*g*r*x+15196*a^2*g*x^2-128*a*b^3*c-64*a*b^3*g-96*a*b^3*p-144*a*b^3*r-2848*a* b^3*x-736*a*b^2*c^2-1024*a*b^2*c*g-576*a*b^2*c*p-128*a*b^2*c*q-272*a*b^2*c*r-\ 5200*a*b^2*c*x-296*a*b^2*g^2-512*a*b^2*g*p-64*a*b^2*g*q-352*a*b^2*g*r-6024*a*b^ 2*g*x-56*a*b^2*p^2-96*a*b^2*p*q+172*a*b^2*p*r+3328*a*b^2*p*x-144*a*b^2*q*r-2168 *a*b^2*q*x+236*a*b^2*r^2+7316*a*b^2*r*x+30592*a*b^2*x^2-544*a*b*c^3-1584*a*b*c^ 2*g-256*a*b*c^2*p-368*a*b*c^2*q+160*a*b*c^2*r+1968*a*b*c^2*x-1288*a*b*c*g^2-808 *a*b*c*g*p-544*a*b*c*g*q-48*a*b*c*g*r-1720*a*b*c*g*x+96*a*b*c*p^2-288*a*b*c*p*q +484*a*b*c*p*r+9600*a*b*c*p*x-32*a*b*c*q^2-136*a*b*c*q*r-972*a*b*c*q*x+348*a*b* c*r^2+12688*a*b*c*r*x+51256*a*b*c*x^2-300*a*b*g^3-456*a*b*g^2*p-164*a*b*g^2*q-\ 176*a*b*g^2*r-3178*a*b*g^2*x+24*a*b*g*p^2-280*a*b*g*p*q+428*a*b*g*p*r+8768*a*b* g*p*x-16*a*b*g*q^2-212*a*b*g*q*r-2230*a*b*g*q*x+380*a*b*g*r^2+13860*a*b*g*r*x+ 57852*a*b*g*x^2+32*a*b*p^3-28*a*b*p^2*q+100*a*b*p^2*r+1944*a*b*p^2*x-24*a*b*p*q ^2+86*a*b*p*q*r+1908*a*b*p*q*x+60*a*b*p*r^2+1704*a*b*p*r*x+4040*a*b*p*x^2-36*a* b*q^2*r-372*a*b*q^2*x+118*a*b*q*r^2+3264*a*b*q*r*x+11384*a*b*q*x^2-8*a*b*r^3-\ 1512*a*b*r^2*x-18528*a*b*r*x^2-29952*a*b*x^3-272*a*c^3*g-48*a*c^3*p-48*a*c^3*r-\ 416*a*c^3*x-608*a*c^2*g^2-232*a*c^2*g*p-184*a*c^2*g*q-24*a*c^2*g*r+408*a*c^2*g* x-72*a*c^2*p^2-128*a*c^2*p*r-16*a*c^2*p*x-364*a*c^2*q*x-56*a*c^2*r^2+844*a*c^2* r*x+7128*a*c^2*x^2-404*a*c*g^3-320*a*c*g^2*p-240*a*c*g^2*q-16*a*c*g^2*r+302*a*c *g^2*x-56*a*c*g*p^2-144*a*c*g*p*q+46*a*c*g*p*r+4616*a*c*g*p*x-16*a*c*g*q^2-68*a *c*g*q*r-1070*a*c*g*q*x+82*a*c*g*r^2+7152*a*c*g*r*x+35132*a*c*g*x^2-20*a*c*p^3-\ 28*a*c*p^2*r+172*a*c*p^2*x+48*a*c*p*q*x+12*a*c*p*r^2+832*a*c*p*r*x+3480*a*c*p*x ^2+268*a*c*q*r*x+456*a*c*q*x^2+20*a*c*r^3+284*a*c*r^2*x-1656*a*c*r*x^2-4608*a*c *x^3-84*a*g^4-122*a*g^3*p-66*a*g^3*q-28*a*g^3*r-416*a*g^3*x-8*a*g^2*p^2-116*a*g ^2*p*q+105*a*g^2*p*r+3464*a*g^2*p*x-8*a*g^2*q^2-70*a*g^2*q*r-774*a*g^2*q*x+99*a *g^2*r^2+5294*a*g^2*r*x+24248*a*g^2*x^2+6*a*g*p^3-14*a*g*p^2*q+36*a*g*p^2*r+ 1058*a*g*p^2*x-12*a*g*p*q^2+43*a*g*p*q*r+978*a*g*p*q*x+36*a*g*p*r^2+1268*a*g*p* r*x+3760*a*g*p*x^2-18*a*g*q^2*r-186*a*g*q^2*x+59*a*g*q*r^2+1766*a*g*q*r*x+5920* a*g*q*x^2+6*a*g*r^3-614*a*g*r^2*x-10092*a*g*r*x^2-17280*a*g*x^3-64*b^3*c^2-64*b ^3*c*g-96*b^3*c*p-144*b^3*c*r-816*b^3*c*x-96*b^3*g*p-144*b^3*g*r-1832*b^3*g*x-\ 224*b^2*c^3-512*b^2*c^2*g-240*b^2*c^2*p-64*b^2*c^2*q-168*b^2*c^2*r-984*b^2*c^2* x-280*b^2*c*g^2-576*b^2*c*g*p-64*b^2*c*g*q-496*b^2*c*g*r-5072*b^2*c*g*x+24*b^2* c*p^2-96*b^2*c*p*q+204*b^2*c*p*r+1808*b^2*c*p*x-144*b^2*c*q*r-960*b^2*c*q*x+156 *b^2*c*r^2+3284*b^2*c*r*x+9184*b^2*c*x^2-32*b^2*g^3-256*b^2*g^2*p-288*b^2*g^2*r -3828*b^2*g^2*x-16*b^2*g*p^2-96*b^2*g*p*q+188*b^2*g*p*r+2568*b^2*g*p*x-144*b^2* g*q*r-1564*b^2*g*q*x+196*b^2*g*r^2+5300*b^2*g*r*x+19888*b^2*g*x^2-128*b*c^4-544 *b*c^3*g-64*b*c^3*p-112*b*c^3*q+24*b*c^3*r+592*b*c^3*x-672*b*c^2*g^2-440*b*c^2* g*p-272*b*c^2*g*q-136*b*c^2*g*r-504*b*c^2*g*x+80*b*c^2*p^2-120*b*c^2*p*q+240*b* c^2*p*r+2572*b*c^2*p*x-16*b*c^2*q^2-84*b*c^2*q*r-376*b*c^2*q*x+144*b*c^2*r^2+ 3212*b*c^2*r*x+9336*b*c^2*x^2-296*b*c*g^3-572*b*c*g^2*p-156*b*c*g^2*q-360*b*c*g ^2*r-4422*b*c*g^2*x+108*b*c*g*p^2-312*b*c*g*p*q+572*b*c*g*p*r+7940*b*c*g*p*x-16 *b*c*g*q^2-284*b*c*g*q*r-2014*b*c*g*q*x+408*b*c*g*r^2+11496*b*c*g*r*x+40436*b*c *g*x^2+12*b*c*p^3+12*b*c*p^2*q+124*b*c*p^2*x-24*b*c*p*q^2+102*b*c*p*q*r+1060*b* c*p*q*x-24*b*c*p*r^2-584*b*c*p*r*x-1680*b*c*p*x^2-36*b*c*q^2*r-276*b*c*q^2*x+78 *b*c*q*r^2+1604*b*c*q*r*x+4944*b*c*q*x^2-12*b*c*r^3-708*b*c*r^2*x-4488*b*c*r*x^ 2-5376*b*c*x^3-40*b*g^4-186*b*g^3*p-16*b*g^3*q-166*b*g^3*r-2424*b*g^3*x+8*b*g^2 *p^2-152*b*g^2*p*q+254*b*g^2*p*r+3878*b*g^2*p*x-180*b*g^2*q*r-1868*b*g^2*q*x+ 230*b*g^2*r^2+7104*b*g^2*r*x+27752*b*g^2*x^2+22*b*g*p^3-8*b*g*p^2*q+50*b*g*p^2* r+1034*b*g*p^2*x-24*b*g*p*q^2+94*b*g*p*q*r+1484*b*g*p*q*x+18*b*g*p*r^2+560*b*g* p*r*x+1180*b*g*p*x^2-36*b*g*q^2*r-324*b*g*q^2*x+98*b*g*q*r^2+2434*b*g*q*r*x+ 8164*b*g*q*x^2-10*b*g*r^3-1110*b*g*r^2*x-11508*b*g*r*x^2-17664*b*g*x^3-64*c^4*g -216*c^3*g^2-56*c^3*g*p-56*c^3*g*q-12*c^3*g*r+88*c^3*g*x-216*c^2*g^3-188*c^2*g^ 2*p-120*c^2*g^2*q-54*c^2*g^2*r-268*c^2*g^2*x+4*c^2*g*p^2-60*c^2*g*p*q+56*c^2*g* p*r+1278*c^2*g*p*x-8*c^2*g*q^2-42*c^2*g*q*r-370*c^2*g*q*x+44*c^2*g*r^2+2028*c^2 *g*r*x+8232*c^2*g*x^2-86*c*g^4-164*c*g^3*p-62*c*g^3*q-84*c*g^3*r-1132*c*g^3*x+ 14*c*g^2*p^2-132*c*g^2*p*q+169*c*g^2*p*r+3420*c*g^2*p*x-8*c*g^2*q^2-106*c*g^2*q *r-968*c*g^2*q*x+133*c*g^2*r^2+5220*c*g^2*r*x+21320*c*g^2*x^2-4*c*g*p^3+6*c*g*p ^2*q-14*c*g*p^2*r+148*c*g*p^2*x-12*c*g*p*q^2+51*c*g*p*q*r+554*c*g*p*q*x-6*c*g*p *r^2+124*c*g*p*r*x+900*c*g*p*x^2-18*c*g*q^2*r-138*c*g*q^2*x+39*c*g*q*r^2+936*c* g*q*r*x+2700*c*g*q*x^2+4*c*g*r^3-212*c*g*r^2*x-3072*c*g*r*x^2-4992*c*g*x^3-12*g ^5-42*g^4*p-8*g^4*q-30*g^4*r-488*g^4*x-52*g^3*p*q+63*g^3*p*r+1250*g^3*p*x-54*g^ 3*q*r-598*g^3*q*x+57*g^3*r^2+2268*g^3*r*x+9712*g^3*x^2+6*g^2*p^3-4*g^2*p^2*q+18 *g^2*p^2*r+560*g^2*p^2*x-12*g^2*p*q^2+47*g^2*p*q*r+754*g^2*p*q*x+12*g^2*p*r^2+ 488*g^2*p*r*x+1460*g^2*p*x^2-18*g^2*q^2*r-162*g^2*q^2*x+49*g^2*q*r^2+1284*g^2*q *r*x+4196*g^2*q*x^2-484*g^2*r^2*x-6168*g^2*r*x^2-9984*g^2*x^3-192*a^3*b-96*a^3* g-32*a^2*b^2-480*a^2*b*c-272*a^2*b*g-304*a^2*b*p-16*a^2*b*q-232*a^2*b*r-4144*a^ 2*b*x-240*a^2*c*g+16*a^2*c*p+16*a^2*c*r-728*a^2*c*x-128*a^2*g^2-144*a^2*g*p-8*a ^2*g*q-108*a^2*g*r-2436*a^2*g*x+64*a*b^3+96*a*b^2*g-176*a*b^2*p+64*a*b^2*q-344* a*b^2*r-6208*a*b^2*x-352*a*b*c^2-432*a*b*c*g-480*a*b*c*p-472*a*b*c*r-9320*a*b*c *x-56*a*b*g^2-464*a*b*g*p+64*a*b*g*q-568*a*b*g*r-10820*a*b*g*x-80*a*b*p^2-88*a* b*p*q-4*a*b*p*r+40*a*b*p*x+16*a*b*q^2-172*a*b*q*r-2696*a*b*q*x+100*a*b*r^2+4032 *a*b*r*x+18528*a*b*x^2-176*a*c^2*g+16*a*c^2*p+16*a*c^2*r-1096*a*c^2*x-216*a*c*g ^2-208*a*c*g*p-204*a*c*g*r-6012*a*c*g*x-8*a*c*p^2-40*a*c*p*r-584*a*c*p*x-184*a* c*q*x-32*a*c*r^2+96*a*c*r*x+2512*a*c*x^2-44*a*g^3-176*a*g^2*p+16*a*g^2*q-186*a* g^2*r-4260*a*g^2*x-44*a*g*p^2-44*a*g*p*q-22*a*g*p*r-272*a*g*p*x+8*a*g*q^2-86*a* g*q*r-1440*a*g*q*x+34*a*g*r^2+2064*a*g*r*x+10520*a*g*x^2+64*b^3*c+64*b^3*g+32*b ^2*c^2+160*b^2*c*g-144*b^2*c*p+64*b^2*c*q-216*b^2*c*r-2176*b^2*c*x+128*b^2*g^2-\ 160*b^2*g*p+64*b^2*g*q-280*b^2*g*r-4192*b^2*g*x-64*b*c^3-128*b*c^2*g-160*b*c^2* p+16*b*c^2*q-176*b*c^2*r-1960*b*c^2*x+40*b*c*g^2-472*b*c*g*p+96*b*c*g*q-560*b*c *g*r-8068*b*c*g*x+8*b*c*p^2-72*b*c*p*q+68*b*c*p*r+624*b*c*p*x+16*b*c*q^2-108*b* c*q*r-1136*b*c*q*x+52*b*c*r^2+1216*b*c*r*x+3664*b*c*x^2+64*b*g^3-232*b*g^2*p+80 *b*g^2*q-344*b*g^2*r-5588*b*g^2*x-36*b*g*p^2-80*b*g*p*q+32*b*g*p*r+332*b*g*p*x+ 16*b*g*q^2-140*b*g*q*r-1916*b*g*q*x+76*b*g*r^2+2624*b*g*r*x+11096*b*g*x^2-32*c^ 3*g-72*c^2*g^2-72*c^2*g*p+8*c^2*g*q-80*c^2*g*r-1528*c^2*g*x-12*c*g^3-188*c*g^2* p+32*c*g^2*q-214*c*g^2*r-3984*c*g^2*x-36*c*g*p*q+14*c*g*p*r+20*c*g*p*x+8*c*g*q^ 2-54*c*g*q*r-660*c*g*q*x+10*c*g*r^2+656*c*g*r*x+3088*c*g*x^2+8*g^4-72*g^3*p+24* g^3*q-98*g^3*r-1856*g^3*x-20*g^2*p^2-40*g^2*p*q+6*g^2*p*r+20*g^2*p*x+8*g^2*q^2-\ 70*g^2*q*r-1004*g^2*q*x+30*g^2*r^2+1336*g^2*r*x+6176*g^2*x^2+64*a^2*b+32*a^2*g+ 160*a*b^2+160*a*b*c+240*a*b*g-64*a*b*p+80*a*b*q-184*a*b*r-3552*a*b*x+80*a*c*g+ 16*a*c*p+16*a*c*r-368*a*c*x+80*a*g^2-24*a*g*p+40*a*g*q-84*a*g*r-1960*a*g*x+96*b ^2*c+128*b^2*g+64*b*c^2+224*b*c*g-48*b*c*p+48*b*c*q-72*b*c*r-816*b*c*x+160*b*g^ 2-56*b*g*p+64*b*g*q-128*b*g*r-2184*b*g*x+32*c^2*g+88*c*g^2-16*c*g*p+24*c*g*q-28 *c*g*r-592*c*g*x+48*g^3-24*g^2*p+32*g^2*q-60*g^2*r-1184*g^2*x+96*a*b+48*a*g+32* b*c+64*b*g+16*c*g+32*g^2)*dx^2+(128*a^6*b*c*r*x^3+64*a^6*b*p*r*x^3+64*a^6*b*q*r *x^3+96*a^6*b*r^2*x^3+64*a^6*c*g*r*x^3+32*a^6*g*p*r*x^3+32*a^6*g*q*r*x^3+48*a^6 *g*r^2*x^3+640*a^5*b^2*c*r*x^3+320*a^5*b^2*p*r*x^3+320*a^5*b^2*q*r*x^3+480*a^5* b^2*r^2*x^3+1152*a^5*b*c^2*r*x^3+960*a^5*b*c*g*r*x^3+960*a^5*b*c*p*r*x^3+960*a^ 5*b*c*q*r*x^3+1152*a^5*b*c*r^2*x^3+480*a^5*b*g*p*r*x^3+480*a^5*b*g*q*r*x^3+720* a^5*b*g*r^2*x^3+192*a^5*b*p^2*r*x^3+384*a^5*b*p*q*r*x^3+432*a^5*b*p*r^2*x^3+192 *a^5*b*q^2*r*x^3+432*a^5*b*q*r^2*x^3+192*a^5*b*r^3*x^3+128*a^5*c^3*r*x^3+640*a^ 5*c^2*g*r*x^3+128*a^5*c^2*p*r*x^3+128*a^5*c^2*q*r*x^3+96*a^5*c^2*r^2*x^3+320*a^ 5*c*g^2*r*x^3+544*a^5*c*g*p*r*x^3+544*a^5*c*g*q*r*x^3+624*a^5*c*g*r^2*x^3+32*a^ 5*c*p^2*r*x^3+64*a^5*c*p*q*r*x^3+48*a^5*c*p*r^2*x^3+32*a^5*c*q^2*r*x^3+48*a^5*c *q*r^2*x^3+160*a^5*g^2*p*r*x^3+160*a^5*g^2*q*r*x^3+240*a^5*g^2*r^2*x^3+112*a^5* g*p^2*r*x^3+224*a^5*g*p*q*r*x^3+240*a^5*g*p*r^2*x^3+112*a^5*g*q^2*r*x^3+240*a^5 *g*q*r^2*x^3+96*a^5*g*r^3*x^3+1280*a^4*b^3*c*r*x^3+640*a^4*b^3*p*r*x^3+640*a^4* b^3*q*r*x^3+960*a^4*b^3*r^2*x^3+4608*a^4*b^2*c^2*r*x^3+3264*a^4*b^2*c*g*r*x^3+ 3840*a^4*b^2*c*p*r*x^3+3840*a^4*b^2*c*q*r*x^3+4608*a^4*b^2*c*r^2*x^3+1632*a^4*b ^2*g*p*r*x^3+1632*a^4*b^2*g*q*r*x^3+2448*a^4*b^2*g*r^2*x^3+768*a^4*b^2*p^2*r*x^ 3+1536*a^4*b^2*p*q*r*x^3+1728*a^4*b^2*p*r^2*x^3+768*a^4*b^2*q^2*r*x^3+1728*a^4* b^2*q*r^2*x^3+768*a^4*b^2*r^3*x^3+4352*a^4*b*c^3*r*x^3+7104*a^4*b*c^2*g*r*x^3+ 5056*a^4*b*c^2*p*r*x^3+5056*a^4*b*c^2*q*r*x^3+5376*a^4*b*c^2*r^2*x^3+2624*a^4*b *c*g^2*r*x^3+5952*a^4*b*c*g*p*r*x^3+5952*a^4*b*c*g*q*r*x^3+7104*a^4*b*c*g*r^2*x ^3+1888*a^4*b*c*p^2*r*x^3+3776*a^4*b*c*p*q*r*x^3+3840*a^4*b*c*p*r^2*x^3+1888*a^ 4*b*c*q^2*r*x^3+3840*a^4*b*c*q*r^2*x^3+1536*a^4*b*c*r^3*x^3+1312*a^4*b*g^2*p*r* x^3+1312*a^4*b*g^2*q*r*x^3+1968*a^4*b*g^2*r^2*x^3+1200*a^4*b*g*p^2*r*x^3+2400*a ^4*b*g*p*q*r*x^3+2688*a^4*b*g*p*r^2*x^3+1200*a^4*b*g*q^2*r*x^3+2688*a^4*b*g*q*r ^2*x^3+1184*a^4*b*g*r^3*x^3+224*a^4*b*p^3*r*x^3+672*a^4*b*p^2*q*r*x^3+648*a^4*b *p^2*r^2*x^3+672*a^4*b*p*q^2*r*x^3+1296*a^4*b*p*q*r^2*x^3+480*a^4*b*p*r^3*x^3+ 224*a^4*b*q^3*r*x^3+648*a^4*b*q^2*r^2*x^3+480*a^4*b*q*r^3*x^3+80*a^4*b*r^4*x^3+ 640*a^4*c^4*r*x^3+2752*a^4*c^3*g*r*x^3+960*a^4*c^3*p*r*x^3+832*a^4*c^3*q*r*x^3+ 768*a^4*c^3*r^2*x^3+2528*a^4*c^2*g^2*r*x^3+3264*a^4*c^2*g*p*r*x^3+3200*a^4*c^2* g*q*r*x^3+3264*a^4*c^2*g*r^2*x^3+480*a^4*c^2*p^2*r*x^3+832*a^4*c^2*p*q*r*x^3+ 768*a^4*c^2*p*r^2*x^3+352*a^4*c^2*q^2*r*x^3+672*a^4*c^2*q*r^2*x^3+192*a^4*c^2*r ^3*x^3+656*a^4*c*g^3*r*x^3+2144*a^4*c*g^2*p*r*x^3+2144*a^4*c*g^2*q*r*x^3+2496*a ^4*c*g^2*r^2*x^3+1248*a^4*c*g*p^2*r*x^3+2432*a^4*c*g*p*q*r*x^3+2400*a^4*c*g*p*r ^2*x^3+1184*a^4*c*g*q^2*r*x^3+2352*a^4*c*g*q*r^2*x^3+864*a^4*c*g*r^3*x^3+80*a^4 *c*p^3*r*x^3+208*a^4*c*p^2*q*r*x^3+192*a^4*c*p^2*r^2*x^3+176*a^4*c*p*q^2*r*x^3+ 336*a^4*c*p*q*r^2*x^3+96*a^4*c*p*r^3*x^3+48*a^4*c*q^3*r*x^3+144*a^4*c*q^2*r^2*x ^3+96*a^4*c*q*r^3*x^3+328*a^4*g^3*p*r*x^3+328*a^4*g^3*q*r*x^3+492*a^4*g^3*r^2*x ^3+440*a^4*g^2*p^2*r*x^3+880*a^4*g^2*p*q*r*x^3+960*a^4*g^2*p*r^2*x^3+440*a^4*g^ 2*q^2*r*x^3+960*a^4*g^2*q*r^2*x^3+400*a^4*g^2*r^3*x^3+152*a^4*g*p^3*r*x^3+440*a ^4*g*p^2*q*r*x^3+420*a^4*g*p^2*r^2*x^3+424*a^4*g*p*q^2*r*x^3+816*a^4*g*p*q*r^2* x^3+288*a^4*g*p*r^3*x^3+136*a^4*g*q^3*r*x^3+396*a^4*g*q^2*r^2*x^3+288*a^4*g*q*r ^3*x^3+40*a^4*g*r^4*x^3+1280*a^3*b^4*c*r*x^3+640*a^3*b^4*p*r*x^3+640*a^3*b^4*q* r*x^3+960*a^3*b^4*r^2*x^3+6912*a^3*b^3*c^2*r*x^3+4736*a^3*b^3*c*g*r*x^3+5760*a^ 3*b^3*c*p*r*x^3+5760*a^3*b^3*c*q*r*x^3+6912*a^3*b^3*c*r^2*x^3+2368*a^3*b^3*g*p* r*x^3+2368*a^3*b^3*g*q*r*x^3+3552*a^3*b^3*g*r^2*x^3+1152*a^3*b^3*p^2*r*x^3+2304 *a^3*b^3*p*q*r*x^3+2592*a^3*b^3*p*r^2*x^3+1152*a^3*b^3*q^2*r*x^3+2592*a^3*b^3*q *r^2*x^3+1152*a^3*b^3*r^3*x^3+12416*a^3*b^2*c^3*r*x^3+18112*a^3*b^2*c^2*g*r*x^3 +14528*a^3*b^2*c^2*p*r*x^3+14528*a^3*b^2*c^2*q*r*x^3+15648*a^3*b^2*c^2*r^2*x^3+ 6272*a^3*b^2*c*g^2*r*x^3+15136*a^3*b^2*c*g*p*r*x^3+15136*a^3*b^2*c*g*q*r*x^3+ 18192*a^3*b^2*c*g*r^2*x^3+5504*a^3*b^2*c*p^2*r*x^3+11008*a^3*b^2*c*p*q*r*x^3+ 11280*a^3*b^2*c*p*r^2*x^3+5504*a^3*b^2*c*q^2*r*x^3+11280*a^3*b^2*c*q*r^2*x^3+ 4608*a^3*b^2*c*r^3*x^3+3136*a^3*b^2*g^2*p*r*x^3+3136*a^3*b^2*g^2*q*r*x^3+4704*a ^3*b^2*g^2*r^2*x^3+3040*a^3*b^2*g*p^2*r*x^3+6080*a^3*b^2*g*p*q*r*x^3+6864*a^3*b ^2*g*p*r^2*x^3+3040*a^3*b^2*g*q^2*r*x^3+6864*a^3*b^2*g*q*r^2*x^3+3072*a^3*b^2*g *r^3*x^3+672*a^3*b^2*p^3*r*x^3+2016*a^3*b^2*p^2*q*r*x^3+1944*a^3*b^2*p^2*r^2*x^ 3+2016*a^3*b^2*p*q^2*r*x^3+3888*a^3*b^2*p*q*r^2*x^3+1440*a^3*b^2*p*r^3*x^3+672* a^3*b^2*q^3*r*x^3+1944*a^3*b^2*q^2*r^2*x^3+1440*a^3*b^2*q*r^3*x^3+240*a^3*b^2*r ^4*x^3+8064*a^3*b*c^4*r*x^3+19968*a^3*b*c^3*g*r*x^3+12224*a^3*b*c^3*p*r*x^3+ 11968*a^3*b*c^3*q*r*x^3+12096*a^3*b*c^3*r^2*x^3+15008*a^3*b*c^2*g^2*r*x^3+23520 *a^3*b*c^2*g*p*r*x^3+23392*a^3*b*c^2*g*q*r*x^3+25104*a^3*b*c^2*g*r^2*x^3+6720*a ^3*b*c^2*p^2*r*x^3+13184*a^3*b*c^2*p*q*r*x^3+12768*a^3*b*c^2*p*r^2*x^3+6464*a^3 *b*c^2*q^2*r*x^3+12576*a^3*b*c^2*q*r^2*x^3+4800*a^3*b*c^2*r^3*x^3+3520*a^3*b*c* g^3*r*x^3+12608*a^3*b*c*g^2*p*r*x^3+12608*a^3*b*c*g^2*q*r*x^3+15096*a^3*b*c*g^2 *r^2*x^3+8976*a^3*b*c*g*p^2*r*x^3+17824*a^3*b*c*g*p*q*r*x^3+18264*a^3*b*c*g*p*r ^2*x^3+8848*a^3*b*c*g*q^2*r*x^3+18168*a^3*b*c*g*q*r^2*x^3+7392*a^3*b*c*g*r^3*x^ 3+1568*a^3*b*c*p^3*r*x^3+4640*a^3*b*c*p^2*q*r*x^3+4272*a^3*b*c*p^2*r^2*x^3+4576 *a^3*b*c*p*q^2*r*x^3+8448*a^3*b*c*p*q*r^2*x^3+2976*a^3*b*c*p*r^3*x^3+1504*a^3*b *c*q^3*r*x^3+4176*a^3*b*c*q^2*r^2*x^3+2976*a^3*b*c*q*r^3*x^3+480*a^3*b*c*r^4*x^ 3+1760*a^3*b*g^3*p*r*x^3+1760*a^3*b*g^3*q*r*x^3+2640*a^3*b*g^3*r^2*x^3+2552*a^3 *b*g^2*p^2*r*x^3+5104*a^3*b*g^2*p*q*r*x^3+5748*a^3*b*g^2*p*r^2*x^3+2552*a^3*b*g ^2*q^2*r*x^3+5748*a^3*b*g^2*q*r^2*x^3+2560*a^3*b*g^2*r^3*x^3+1104*a^3*b*g*p^3*r *x^3+3280*a^3*b*g*p^2*q*r*x^3+3180*a^3*b*g*p^2*r^2*x^3+3248*a^3*b*g*p*q^2*r*x^3 +6312*a^3*b*g*p*q*r^2*x^3+2352*a^3*b*g*p*r^3*x^3+1072*a^3*b*g*q^3*r*x^3+3132*a^ 3*b*g*q^2*r^2*x^3+2352*a^3*b*g*q*r^3*x^3+400*a^3*b*g*r^4*x^3+128*a^3*b*p^4*r*x^ 3+512*a^3*b*p^3*q*r*x^3+444*a^3*b*p^3*r^2*x^3+768*a^3*b*p^2*q^2*r*x^3+1332*a^3* b*p^2*q*r^2*x^3+432*a^3*b*p^2*r^3*x^3+512*a^3*b*p*q^3*r*x^3+1332*a^3*b*p*q^2*r^ 2*x^3+864*a^3*b*p*q*r^3*x^3+120*a^3*b*p*r^4*x^3+128*a^3*b*q^4*r*x^3+444*a^3*b*q ^3*r^2*x^3+432*a^3*b*q^2*r^3*x^3+120*a^3*b*q*r^4*x^3+1152*a^3*c^5*r*x^3+5632*a^ 3*c^4*g*r*x^3+2304*a^3*c^4*p*r*x^3+1792*a^3*c^4*q*r*x^3+1824*a^3*c^4*r^2*x^3+ 7584*a^3*c^3*g^2*r*x^3+8800*a^3*c^3*g*p*r*x^3+8224*a^3*c^3*g*q*r*x^3+8208*a^3*c ^3*g*r^2*x^3+1728*a^3*c^3*p^2*r*x^3+2688*a^3*c^3*p*q*r*x^3+2736*a^3*c^3*p*r^2*x ^3+992*a^3*c^3*q^2*r*x^3+2064*a^3*c^3*q*r^2*x^3+768*a^3*c^3*r^3*x^3+3936*a^3*c^ 2*g^3*r*x^3+9088*a^3*c^2*g^2*p*r*x^3+8928*a^3*c^2*g^2*q*r*x^3+9408*a^3*c^2*g^2* r^2*x^3+4992*a^3*c^2*g*p^2*r*x^3+9280*a^3*c^2*g*p*q*r*x^3+9000*a^3*c^2*g*p*r^2* x^3+4304*a^3*c^2*g*q^2*r*x^3+8424*a^3*c^2*g*q*r^2*x^3+3104*a^3*c^2*g*r^3*x^3+ 576*a^3*c^2*p^3*r*x^3+1344*a^3*c^2*p^2*q*r*x^3+1368*a^3*c^2*p^2*r^2*x^3+992*a^3 *c^2*p*q^2*r*x^3+2064*a^3*c^2*p*q*r^2*x^3+768*a^3*c^2*p*r^3*x^3+224*a^3*c^2*q^3 *r*x^3+720*a^3*c^2*q^2*r^2*x^3+576*a^3*c^2*q*r^3*x^3+80*a^3*c^2*r^4*x^3+704*a^3 *c*g^4*r*x^3+3336*a^3*c*g^3*p*r*x^3+3336*a^3*c*g^3*q*r*x^3+3936*a^3*c*g^3*r^2*x ^3+3544*a^3*c*g^2*p^2*r*x^3+6928*a^3*c*g^2*p*q*r*x^3+7008*a^3*c*g^2*p*r^2*x^3+ 3384*a^3*c*g^2*q^2*r*x^3+6888*a^3*c*g^2*q*r^2*x^3+2704*a^3*c*g^2*r^3*x^3+1200*a ^3*c*g*p^3*r*x^3+3328*a^3*c*g*p^2*q*r*x^3+3132*a^3*c*g*p^2*r^2*x^3+3072*a^3*c*g *p*q^2*r*x^3+5808*a^3*c*g*p*q*r^2*x^3+2032*a^3*c*g*p*r^3*x^3+944*a^3*c*g*q^3*r* x^3+2688*a^3*c*g*q^2*r^2*x^3+1936*a^3*c*g*q*r^3*x^3+280*a^3*c*g*r^4*x^3+72*a^3* c*p^4*r*x^3+224*a^3*c*p^3*q*r*x^3+228*a^3*c*p^3*r^2*x^3+248*a^3*c*p^2*q^2*r*x^3 +516*a^3*c*p^2*q*r^2*x^3+192*a^3*c*p^2*r^3*x^3+112*a^3*c*p*q^3*r*x^3+360*a^3*c* p*q^2*r^2*x^3+288*a^3*c*p*q*r^3*x^3+40*a^3*c*p*r^4*x^3+16*a^3*c*q^4*r*x^3+72*a^ 3*c*q^3*r^2*x^3+96*a^3*c*q^2*r^3*x^3+40*a^3*c*q*r^4*x^3+352*a^3*g^4*p*r*x^3+352 *a^3*g^4*q*r*x^3+528*a^3*g^4*r^2*x^3+684*a^3*g^3*p^2*r*x^3+1368*a^3*g^3*p*q*r*x ^3+1518*a^3*g^3*p*r^2*x^3+684*a^3*g^3*q^2*r*x^3+1518*a^3*g^3*q*r^2*x^3+656*a^3* g^3*r^3*x^3+448*a^3*g^2*p^3*r*x^3+1304*a^3*g^2*p^2*q*r*x^3+1260*a^3*g^2*p^2*r^2 *x^3+1264*a^3*g^2*p*q^2*r*x^3+2460*a^3*g^2*p*q*r^2*x^3+896*a^3*g^2*p*r^3*x^3+ 408*a^3*g^2*q^3*r*x^3+1200*a^3*g^2*q^2*r^2*x^3+896*a^3*g^2*q*r^3*x^3+140*a^3*g^ 2*r^4*x^3+100*a^3*g*p^4*r*x^3+368*a^3*g*p^3*q*r*x^3+336*a^3*g*p^3*r^2*x^3+508*a ^3*g*p^2*q^2*r*x^3+924*a^3*g*p^2*q*r^2*x^3+312*a^3*g*p^2*r^3*x^3+312*a^3*g*p*q^ 3*r*x^3+846*a^3*g*p*q^2*r^2*x^3+576*a^3*g*p*q*r^3*x^3+80*a^3*g*p*r^4*x^3+72*a^3 *g*q^4*r*x^3+258*a^3*g*q^3*r^2*x^3+264*a^3*g*q^2*r^3*x^3+80*a^3*g*q*r^4*x^3+640 *a^2*b^5*c*r*x^3+320*a^2*b^5*p*r*x^3+320*a^2*b^5*q*r*x^3+480*a^2*b^5*r^2*x^3+ 4608*a^2*b^4*c^2*r*x^3+3264*a^2*b^4*c*g*r*x^3+3840*a^2*b^4*c*p*r*x^3+3840*a^2*b ^4*c*q*r*x^3+4608*a^2*b^4*c*r^2*x^3+1632*a^2*b^4*g*p*r*x^3+1632*a^2*b^4*g*q*r*x ^3+2448*a^2*b^4*g*r^2*x^3+768*a^2*b^4*p^2*r*x^3+1536*a^2*b^4*p*q*r*x^3+1728*a^2 *b^4*p*r^2*x^3+768*a^2*b^4*q^2*r*x^3+1728*a^2*b^4*q*r^2*x^3+768*a^2*b^4*r^3*x^3 +12416*a^2*b^3*c^3*r*x^3+18112*a^2*b^3*c^2*g*r*x^3+14528*a^2*b^3*c^2*p*r*x^3+ 14528*a^2*b^3*c^2*q*r*x^3+15648*a^2*b^3*c^2*r^2*x^3+6272*a^2*b^3*c*g^2*r*x^3+ 15136*a^2*b^3*c*g*p*r*x^3+15136*a^2*b^3*c*g*q*r*x^3+18192*a^2*b^3*c*g*r^2*x^3+ 5504*a^2*b^3*c*p^2*r*x^3+11008*a^2*b^3*c*p*q*r*x^3+11280*a^2*b^3*c*p*r^2*x^3+ 5504*a^2*b^3*c*q^2*r*x^3+11280*a^2*b^3*c*q*r^2*x^3+4608*a^2*b^3*c*r^3*x^3+3136* a^2*b^3*g^2*p*r*x^3+3136*a^2*b^3*g^2*q*r*x^3+4704*a^2*b^3*g^2*r^2*x^3+3040*a^2* b^3*g*p^2*r*x^3+6080*a^2*b^3*g*p*q*r*x^3+6864*a^2*b^3*g*p*r^2*x^3+3040*a^2*b^3* g*q^2*r*x^3+6864*a^2*b^3*g*q*r^2*x^3+3072*a^2*b^3*g*r^3*x^3+672*a^2*b^3*p^3*r*x ^3+2016*a^2*b^3*p^2*q*r*x^3+1944*a^2*b^3*p^2*r^2*x^3+2016*a^2*b^3*p*q^2*r*x^3+ 3888*a^2*b^3*p*q*r^2*x^3+1440*a^2*b^3*p*r^3*x^3+672*a^2*b^3*q^3*r*x^3+1944*a^2* b^3*q^2*r^2*x^3+1440*a^2*b^3*q*r^3*x^3+240*a^2*b^3*r^4*x^3+14848*a^2*b^2*c^4*r* x^3+34432*a^2*b^2*c^3*g*r*x^3+22400*a^2*b^2*c^3*p*r*x^3+22400*a^2*b^2*c^3*q*r*x ^3+22656*a^2*b^2*c^3*r^2*x^3+24960*a^2*b^2*c^2*g^2*r*x^3+40448*a^2*b^2*c^2*g*p* r*x^3+40448*a^2*b^2*c^2*g*q*r*x^3+43680*a^2*b^2*c^2*g*r^2*x^3+12352*a^2*b^2*c^2 *p^2*r*x^3+24704*a^2*b^2*c^2*p*q*r*x^3+23904*a^2*b^2*c^2*p*r^2*x^3+12352*a^2*b^ 2*c^2*q^2*r*x^3+23904*a^2*b^2*c^2*q*r^2*x^3+9216*a^2*b^2*c^2*r^3*x^3+5728*a^2*b ^2*c*g^3*r*x^3+20928*a^2*b^2*c*g^2*p*r*x^3+20928*a^2*b^2*c*g^2*q*r*x^3+25200*a^ 2*b^2*c*g^2*r^2*x^3+15392*a^2*b^2*c*g*p^2*r*x^3+30784*a^2*b^2*c*g*p*q*r*x^3+ 31680*a^2*b^2*c*g*p*r^2*x^3+15392*a^2*b^2*c*g*q^2*r*x^3+31680*a^2*b^2*c*g*q*r^2 *x^3+13056*a^2*b^2*c*g*r^3*x^3+2944*a^2*b^2*c*p^3*r*x^3+8832*a^2*b^2*c*p^2*q*r* x^3+8112*a^2*b^2*c*p^2*r^2*x^3+8832*a^2*b^2*c*p*q^2*r*x^3+16224*a^2*b^2*c*p*q*r ^2*x^3+5760*a^2*b^2*c*p*r^3*x^3+2944*a^2*b^2*c*q^3*r*x^3+8112*a^2*b^2*c*q^2*r^2 *x^3+5760*a^2*b^2*c*q*r^3*x^3+960*a^2*b^2*c*r^4*x^3+2864*a^2*b^2*g^3*p*r*x^3+ 2864*a^2*b^2*g^3*q*r*x^3+4296*a^2*b^2*g^3*r^2*x^3+4224*a^2*b^2*g^2*p^2*r*x^3+ 8448*a^2*b^2*g^2*p*q*r*x^3+9576*a^2*b^2*g^2*p*r^2*x^3+4224*a^2*b^2*g^2*q^2*r*x^ 3+9576*a^2*b^2*g^2*q*r^2*x^3+4320*a^2*b^2*g^2*r^3*x^3+1888*a^2*b^2*g*p^3*r*x^3+ 5664*a^2*b^2*g*p^2*q*r*x^3+5496*a^2*b^2*g*p^2*r^2*x^3+5664*a^2*b^2*g*p*q^2*r*x^ 3+10992*a^2*b^2*g*p*q*r^2*x^3+4128*a^2*b^2*g*p*r^3*x^3+1888*a^2*b^2*g*q^3*r*x^3 +5496*a^2*b^2*g*q^2*r^2*x^3+4128*a^2*b^2*g*q*r^3*x^3+720*a^2*b^2*g*r^4*x^3+256* a^2*b^2*p^4*r*x^3+1024*a^2*b^2*p^3*q*r*x^3+888*a^2*b^2*p^3*r^2*x^3+1536*a^2*b^2 *p^2*q^2*r*x^3+2664*a^2*b^2*p^2*q*r^2*x^3+864*a^2*b^2*p^2*r^3*x^3+1024*a^2*b^2* p*q^3*r*x^3+2664*a^2*b^2*p*q^2*r^2*x^3+1728*a^2*b^2*p*q*r^3*x^3+240*a^2*b^2*p*r ^4*x^3+256*a^2*b^2*q^4*r*x^3+888*a^2*b^2*q^3*r^2*x^3+864*a^2*b^2*q^2*r^3*x^3+ 240*a^2*b^2*q*r^4*x^3+7296*a^2*b*c^5*r*x^3+25344*a^2*b*c^4*g*r*x^3+13696*a^2*b* c^4*p*r*x^3+13184*a^2*b*c^4*q*r*x^3+12960*a^2*b*c^4*r^2*x^3+29856*a^2*b*c^3*g^2 *r*x^3+38688*a^2*b*c^3*g*p*r*x^3+38112*a^2*b*c^3*g*q*r*x^3+38736*a^2*b*c^3*g*r^ 2*x^3+10016*a^2*b*c^3*p^2*r*x^3+19200*a^2*b*c^3*p*q*r*x^3+18192*a^2*b*c^3*p*r^2 *x^3+9280*a^2*b*c^3*q^2*r*x^3+17520*a^2*b*c^3*q*r^2*x^3+6528*a^2*b*c^3*r^3*x^3+ 14496*a^2*b*c^2*g^3*r*x^3+35360*a^2*b*c^2*g^2*p*r*x^3+35200*a^2*b*c^2*g^2*q*r*x ^3+38016*a^2*b*c^2*g^2*r^2*x^3+21584*a^2*b*c^2*g*p^2*r*x^3+42432*a^2*b*c^2*g*p* q*r*x^3+41400*a^2*b*c^2*g*p*r^2*x^3+20896*a^2*b*c^2*g*q^2*r*x^3+40824*a^2*b*c^2 *g*q*r^2*x^3+15840*a^2*b*c^2*g*r^3*x^3+3536*a^2*b*c^2*p^3*r*x^3+10160*a^2*b*c^2 *p^2*q*r*x^3+9216*a^2*b*c^2*p^2*r^2*x^3+9808*a^2*b*c^2*p*q^2*r*x^3+17712*a^2*b* c^2*p*q*r^2*x^3+6144*a^2*b*c^2*p*r^3*x^3+3184*a^2*b*c^2*q^3*r*x^3+8568*a^2*b*c^ 2*q^2*r^2*x^3+5952*a^2*b*c^2*q*r^3*x^3+960*a^2*b*c^2*r^4*x^3+2496*a^2*b*c*g^4*r *x^3+12216*a^2*b*c*g^3*p*r*x^3+12216*a^2*b*c*g^3*q*r*x^3+14688*a^2*b*c*g^3*r^2* x^3+13592*a^2*b*c*g^2*p^2*r*x^3+27024*a^2*b*c*g^2*p*q*r*x^3+27888*a^2*b*c*g^2*p *r^2*x^3+13432*a^2*b*c*g^2*q^2*r*x^3+27768*a^2*b*c*g^2*q*r^2*x^3+11472*a^2*b*c* g^2*r^3*x^3+5192*a^2*b*c*g*p^3*r*x^3+15272*a^2*b*c*g*p^2*q*r*x^3+14208*a^2*b*c* g*p^2*r^2*x^3+15016*a^2*b*c*g*p*q^2*r*x^3+27936*a^2*b*c*g*p*q*r^2*x^3+10032*a^2 *b*c*g*p*r^3*x^3+4936*a^2*b*c*g*q^3*r*x^3+13764*a^2*b*c*g*q^2*r^2*x^3+9936*a^2* b*c*g*q*r^3*x^3+1680*a^2*b*c*g*r^4*x^3+592*a^2*b*c*p^4*r*x^3+2288*a^2*b*c*p^3*q *r*x^3+1968*a^2*b*c*p^3*r^2*x^3+3336*a^2*b*c*p^2*q^2*r*x^3+5712*a^2*b*c*p^2*q*r ^2*x^3+1824*a^2*b*c*p^2*r^3*x^3+2176*a^2*b*c*p*q^3*r*x^3+5556*a^2*b*c*p*q^2*r^2 *x^3+3552*a^2*b*c*p*q*r^3*x^3+480*a^2*b*c*p*r^4*x^3+536*a^2*b*c*q^4*r*x^3+1812* a^2*b*c*q^3*r^2*x^3+1728*a^2*b*c*q^2*r^3*x^3+480*a^2*b*c*q*r^4*x^3+1248*a^2*b*g ^4*p*r*x^3+1248*a^2*b*g^4*q*r*x^3+1872*a^2*b*g^4*r^2*x^3+2484*a^2*b*g^3*p^2*r*x ^3+4968*a^2*b*g^3*p*q*r*x^3+5634*a^2*b*g^3*p*r^2*x^3+2484*a^2*b*g^3*q^2*r*x^3+ 5634*a^2*b*g^3*q*r^2*x^3+2544*a^2*b*g^3*r^3*x^3+1688*a^2*b*g^2*p^3*r*x^3+5024*a ^2*b*g^2*p^2*q*r*x^3+4908*a^2*b*g^2*p^2*r^2*x^3+4984*a^2*b*g^2*p*q^2*r*x^3+9756 *a^2*b*g^2*p*q*r^2*x^3+3696*a^2*b*g^2*p*r^3*x^3+1648*a^2*b*g^2*q^3*r*x^3+4848*a ^2*b*g^2*q^2*r^2*x^3+3696*a^2*b*g^2*q*r^3*x^3+660*a^2*b*g^2*r^4*x^3+452*a^2*b*g *p^4*r*x^3+1768*a^2*b*g*p^3*q*r*x^3+1560*a^2*b*g*p^3*r^2*x^3+2604*a^2*b*g*p^2*q ^2*r*x^3+4584*a^2*b*g*p^2*q*r^2*x^3+1512*a^2*b*g*p^2*r^3*x^3+1712*a^2*b*g*p*q^3 *r*x^3+4506*a^2*b*g*p*q^2*r^2*x^3+2976*a^2*b*g*p*q*r^3*x^3+420*a^2*b*g*p*r^4*x^ 3+424*a^2*b*g*q^4*r*x^3+1482*a^2*b*g*q^3*r^2*x^3+1464*a^2*b*g*q^2*r^3*x^3+420*a ^2*b*g*q*r^4*x^3+36*a^2*b*p^5*r*x^3+180*a^2*b*p^4*q*r*x^3+144*a^2*b*p^4*r^2*x^3 +360*a^2*b*p^3*q^2*r*x^3+576*a^2*b*p^3*q*r^2*x^3+168*a^2*b*p^3*r^3*x^3+360*a^2* b*p^2*q^3*r*x^3+864*a^2*b*p^2*q^2*r^2*x^3+504*a^2*b*p^2*q*r^3*x^3+60*a^2*b*p^2* r^4*x^3+180*a^2*b*p*q^4*r*x^3+576*a^2*b*p*q^3*r^2*x^3+504*a^2*b*p*q^2*r^3*x^3+ 120*a^2*b*p*q*r^4*x^3+36*a^2*b*q^5*r*x^3+144*a^2*b*q^4*r^2*x^3+168*a^2*b*q^3*r^ 3*x^3+60*a^2*b*q^2*r^4*x^3+896*a^2*c^6*r*x^3+5504*a^2*c^5*g*r*x^3+2240*a^2*c^5* p*r*x^3+1600*a^2*c^5*q*r*x^3+1728*a^2*c^5*r^2*x^3+10240*a^2*c^4*g^2*r*x^3+10784 *a^2*c^4*g*p*r*x^3+9632*a^2*c^4*g*q*r*x^3+9648*a^2*c^4*g*r^2*x^3+2240*a^2*c^4*p ^2*r*x^3+3200*a^2*c^4*p*q*r*x^3+3456*a^2*c^4*p*r^2*x^3+1056*a^2*c^4*q^2*r*x^3+ 2304*a^2*c^4*q*r^2*x^3+960*a^2*c^4*r^3*x^3+8224*a^2*c^3*g^3*r*x^3+16016*a^2*c^3 *g^2*p*r*x^3+15344*a^2*c^3*g^2*q*r*x^3+15576*a^2*c^3*g^2*r^2*x^3+8240*a^2*c^3*g *p^2*r*x^3+14560*a^2*c^3*g*p*q*r*x^3+14280*a^2*c^3*g*p*r^2*x^3+6448*a^2*c^3*g*q ^2*r*x^3+12600*a^2*c^3*g*q*r^2*x^3+4768*a^2*c^3*g*r^3*x^3+1120*a^2*c^3*p^3*r*x^ 3+2400*a^2*c^3*p^2*q*r*x^3+2592*a^2*c^3*p^2*r^2*x^3+1584*a^2*c^3*p*q^2*r*x^3+ 3456*a^2*c^3*p*q*r^2*x^3+1440*a^2*c^3*p*r^3*x^3+304*a^2*c^3*q^3*r*x^3+1008*a^2* c^3*q^2*r^2*x^3+864*a^2*c^3*q*r^3*x^3+160*a^2*c^3*r^4*x^3+3016*a^2*c^2*g^4*r*x^ 3+9880*a^2*c^2*g^3*p*r*x^3+9752*a^2*c^2*g^3*q*r*x^3+10452*a^2*c^2*g^3*r^2*x^3+ 9192*a^2*c^2*g^2*p^2*r*x^3+17488*a^2*c^2*g^2*p*q*r*x^3+17172*a^2*c^2*g^2*p*r^2* x^3+8336*a^2*c^2*g^2*q^2*r*x^3+16428*a^2*c^2*g^2*q*r^2*x^3+6320*a^2*c^2*g^2*r^3 *x^3+3032*a^2*c^2*g*p^3*r*x^3+7960*a^2*c^2*g*p^2*q*r*x^3+7632*a^2*c^2*g*p^2*r^2 *x^3+6976*a^2*c^2*g*p*q^2*r*x^3+13272*a^2*c^2*g*p*q*r^2*x^3+4816*a^2*c^2*g*p*r^ 3*x^3+2048*a^2*c^2*g*q^3*r*x^3+5772*a^2*c^2*g*q^2*r^2*x^3+4208*a^2*c^2*g*q*r^3* x^3+680*a^2*c^2*g*r^4*x^3+280*a^2*c^2*p^4*r*x^3+800*a^2*c^2*p^3*q*r*x^3+864*a^2 *c^2*p^3*r^2*x^3+792*a^2*c^2*p^2*q^2*r*x^3+1728*a^2*c^2*p^2*q*r^2*x^3+720*a^2*c ^2*p^2*r^3*x^3+304*a^2*c^2*p*q^3*r*x^3+1008*a^2*c^2*p*q^2*r^2*x^3+864*a^2*c^2*p *q*r^3*x^3+160*a^2*c^2*p*r^4*x^3+32*a^2*c^2*q^4*r*x^3+144*a^2*c^2*q^3*r^2*x^3+ 192*a^2*c^2*q^2*r^3*x^3+80*a^2*c^2*q*r^4*x^3+416*a^2*c*g^5*r*x^3+2560*a^2*c*g^4 *p*r*x^3+2560*a^2*c*g^4*q*r*x^3+3054*a^2*c*g^4*r^2*x^3+3868*a^2*c*g^3*p^2*r*x^3 +7608*a^2*c*g^3*p*q*r*x^3+7818*a^2*c*g^3*p*r^2*x^3+3740*a^2*c*g^3*q^2*r*x^3+ 7722*a^2*c*g^3*q*r^2*x^3+3144*a^2*c*g^3*r^3*x^3+2284*a^2*c*g^2*p^3*r*x^3+6460*a ^2*c*g^2*p^2*q*r*x^3+6120*a^2*c*g^2*p^2*r^2*x^3+6108*a^2*c*g^2*p*q^2*r*x^3+ 11580*a^2*c*g^2*p*q*r^2*x^3+4184*a^2*c*g^2*p*r^3*x^3+1932*a^2*c*g^2*q^3*r*x^3+ 5490*a^2*c*g^2*q^2*r^2*x^3+4024*a^2*c*g^2*q*r^3*x^3+660*a^2*c*g^2*r^4*x^3+524*a ^2*c*g*p^4*r*x^3+1824*a^2*c*g*p^3*q*r*x^3+1704*a^2*c*g*p^3*r^2*x^3+2384*a^2*c*g *p^2*q^2*r*x^3+4392*a^2*c*g*p^2*q*r^2*x^3+1528*a^2*c*g*p^2*r^3*x^3+1392*a^2*c*g *p*q^3*r*x^3+3774*a^2*c*g*p*q^2*r^2*x^3+2608*a^2*c*g*p*q*r^3*x^3+380*a^2*c*g*p* r^4*x^3+308*a^2*c*g*q^4*r*x^3+1086*a^2*c*g*q^3*r^2*x^3+1104*a^2*c*g*q^2*r^3*x^3 +340*a^2*c*g*q*r^4*x^3+28*a^2*c*p^5*r*x^3+100*a^2*c*p^4*q*r*x^3+108*a^2*c*p^4*r ^2*x^3+132*a^2*c*p^3*q^2*r*x^3+288*a^2*c*p^3*q*r^2*x^3+120*a^2*c*p^3*r^3*x^3+76 *a^2*c*p^2*q^3*r*x^3+252*a^2*c*p^2*q^2*r^2*x^3+216*a^2*c*p^2*q*r^3*x^3+40*a^2*c *p^2*r^4*x^3+16*a^2*c*p*q^4*r*x^3+72*a^2*c*p*q^3*r^2*x^3+96*a^2*c*p*q^2*r^3*x^3 +40*a^2*c*p*q*r^4*x^3+208*a^2*g^5*p*r*x^3+208*a^2*g^5*q*r*x^3+312*a^2*g^5*r^2*x ^3+526*a^2*g^4*p^2*r*x^3+1052*a^2*g^4*p*q*r*x^3+1185*a^2*g^4*p*r^2*x^3+526*a^2* g^4*q^2*r*x^3+1185*a^2*g^4*q*r^2*x^3+528*a^2*g^4*r^3*x^3+492*a^2*g^3*p^3*r*x^3+ 1444*a^2*g^3*p^2*q*r*x^3+1413*a^2*g^3*p^2*r^2*x^3+1412*a^2*g^3*p*q^2*r*x^3+2778 *a^2*g^3*p*q*r^2*x^3+1044*a^2*g^3*p*r^3*x^3+460*a^2*g^3*q^3*r*x^3+1365*a^2*g^3* q^2*r^2*x^3+1044*a^2*g^3*q*r^3*x^3+180*a^2*g^3*r^4*x^3+206*a^2*g^2*p^4*r*x^3+ 768*a^2*g^2*p^3*q*r*x^3+702*a^2*g^2*p^3*r^2*x^3+1078*a^2*g^2*p^2*q^2*r*x^3+1962 *a^2*g^2*p^2*q*r^2*x^3+668*a^2*g^2*p^2*r^3*x^3+676*a^2*g^2*p*q^3*r*x^3+1833*a^2 *g^2*p*q^2*r^2*x^3+1256*a^2*g^2*p*q*r^3*x^3+180*a^2*g^2*p*r^4*x^3+160*a^2*g^2*q ^4*r*x^3+573*a^2*g^2*q^3*r^2*x^3+588*a^2*g^2*q^2*r^3*x^3+180*a^2*g^2*q*r^4*x^3+ 32*a^2*g*p^5*r*x^3+140*a^2*g*p^4*q*r*x^3+126*a^2*g*p^4*r^2*x^3+246*a^2*g*p^3*q^ 2*r*x^3+432*a^2*g*p^3*q*r^2*x^3+144*a^2*g*p^3*r^3*x^3+218*a^2*g*p^2*q^3*r*x^3+ 558*a^2*g*p^2*q^2*r^2*x^3+360*a^2*g*p^2*q*r^3*x^3+50*a^2*g*p^2*r^4*x^3+98*a^2*g *p*q^4*r*x^3+324*a^2*g*p*q^3*r^2*x^3+300*a^2*g*p*q^2*r^3*x^3+80*a^2*g*p*q*r^4*x ^3+18*a^2*g*q^5*r*x^3+72*a^2*g*q^4*r^2*x^3+84*a^2*g*q^3*r^3*x^3+30*a^2*g*q^2*r^ 4*x^3+128*a*b^6*c*r*x^3+64*a*b^6*p*r*x^3+64*a*b^6*q*r*x^3+96*a*b^6*r^2*x^3+1152 *a*b^5*c^2*r*x^3+960*a*b^5*c*g*r*x^3+960*a*b^5*c*p*r*x^3+960*a*b^5*c*q*r*x^3+ 1152*a*b^5*c*r^2*x^3+480*a*b^5*g*p*r*x^3+480*a*b^5*g*q*r*x^3+720*a*b^5*g*r^2*x^ 3+192*a*b^5*p^2*r*x^3+384*a*b^5*p*q*r*x^3+432*a*b^5*p*r^2*x^3+192*a*b^5*q^2*r*x ^3+432*a*b^5*q*r^2*x^3+192*a*b^5*r^3*x^3+4352*a*b^4*c^3*r*x^3+7104*a*b^4*c^2*g* r*x^3+5056*a*b^4*c^2*p*r*x^3+5056*a*b^4*c^2*q*r*x^3+5376*a*b^4*c^2*r^2*x^3+2624 *a*b^4*c*g^2*r*x^3+5952*a*b^4*c*g*p*r*x^3+5952*a*b^4*c*g*q*r*x^3+7104*a*b^4*c*g *r^2*x^3+1888*a*b^4*c*p^2*r*x^3+3776*a*b^4*c*p*q*r*x^3+3840*a*b^4*c*p*r^2*x^3+ 1888*a*b^4*c*q^2*r*x^3+3840*a*b^4*c*q*r^2*x^3+1536*a*b^4*c*r^3*x^3+1312*a*b^4*g ^2*p*r*x^3+1312*a*b^4*g^2*q*r*x^3+1968*a*b^4*g^2*r^2*x^3+1200*a*b^4*g*p^2*r*x^3 +2400*a*b^4*g*p*q*r*x^3+2688*a*b^4*g*p*r^2*x^3+1200*a*b^4*g*q^2*r*x^3+2688*a*b^ 4*g*q*r^2*x^3+1184*a*b^4*g*r^3*x^3+224*a*b^4*p^3*r*x^3+672*a*b^4*p^2*q*r*x^3+ 648*a*b^4*p^2*r^2*x^3+672*a*b^4*p*q^2*r*x^3+1296*a*b^4*p*q*r^2*x^3+480*a*b^4*p* r^3*x^3+224*a*b^4*q^3*r*x^3+648*a*b^4*q^2*r^2*x^3+480*a*b^4*q*r^3*x^3+80*a*b^4* r^4*x^3+8064*a*b^3*c^4*r*x^3+19968*a*b^3*c^3*g*r*x^3+11968*a*b^3*c^3*p*r*x^3+ 12224*a*b^3*c^3*q*r*x^3+12096*a*b^3*c^3*r^2*x^3+15008*a*b^3*c^2*g^2*r*x^3+23392 *a*b^3*c^2*g*p*r*x^3+23520*a*b^3*c^2*g*q*r*x^3+25104*a*b^3*c^2*g*r^2*x^3+6464*a *b^3*c^2*p^2*r*x^3+13184*a*b^3*c^2*p*q*r*x^3+12576*a*b^3*c^2*p*r^2*x^3+6720*a*b ^3*c^2*q^2*r*x^3+12768*a*b^3*c^2*q*r^2*x^3+4800*a*b^3*c^2*r^3*x^3+3520*a*b^3*c* g^3*r*x^3+12608*a*b^3*c*g^2*p*r*x^3+12608*a*b^3*c*g^2*q*r*x^3+15096*a*b^3*c*g^2 *r^2*x^3+8848*a*b^3*c*g*p^2*r*x^3+17824*a*b^3*c*g*p*q*r*x^3+18168*a*b^3*c*g*p*r ^2*x^3+8976*a*b^3*c*g*q^2*r*x^3+18264*a*b^3*c*g*q*r^2*x^3+7392*a*b^3*c*g*r^3*x^ 3+1504*a*b^3*c*p^3*r*x^3+4576*a*b^3*c*p^2*q*r*x^3+4176*a*b^3*c*p^2*r^2*x^3+4640 *a*b^3*c*p*q^2*r*x^3+8448*a*b^3*c*p*q*r^2*x^3+2976*a*b^3*c*p*r^3*x^3+1568*a*b^3 *c*q^3*r*x^3+4272*a*b^3*c*q^2*r^2*x^3+2976*a*b^3*c*q*r^3*x^3+480*a*b^3*c*r^4*x^ 3+1760*a*b^3*g^3*p*r*x^3+1760*a*b^3*g^3*q*r*x^3+2640*a*b^3*g^3*r^2*x^3+2552*a*b ^3*g^2*p^2*r*x^3+5104*a*b^3*g^2*p*q*r*x^3+5748*a*b^3*g^2*p*r^2*x^3+2552*a*b^3*g ^2*q^2*r*x^3+5748*a*b^3*g^2*q*r^2*x^3+2560*a*b^3*g^2*r^3*x^3+1072*a*b^3*g*p^3*r *x^3+3248*a*b^3*g*p^2*q*r*x^3+3132*a*b^3*g*p^2*r^2*x^3+3280*a*b^3*g*p*q^2*r*x^3 +6312*a*b^3*g*p*q*r^2*x^3+2352*a*b^3*g*p*r^3*x^3+1104*a*b^3*g*q^3*r*x^3+3180*a* b^3*g*q^2*r^2*x^3+2352*a*b^3*g*q*r^3*x^3+400*a*b^3*g*r^4*x^3+128*a*b^3*p^4*r*x^ 3+512*a*b^3*p^3*q*r*x^3+444*a*b^3*p^3*r^2*x^3+768*a*b^3*p^2*q^2*r*x^3+1332*a*b^ 3*p^2*q*r^2*x^3+432*a*b^3*p^2*r^3*x^3+512*a*b^3*p*q^3*r*x^3+1332*a*b^3*p*q^2*r^ 2*x^3+864*a*b^3*p*q*r^3*x^3+120*a*b^3*p*r^4*x^3+128*a*b^3*q^4*r*x^3+444*a*b^3*q ^3*r^2*x^3+432*a*b^3*q^2*r^3*x^3+120*a*b^3*q*r^4*x^3+7296*a*b^2*c^5*r*x^3+25344 *a*b^2*c^4*g*r*x^3+13184*a*b^2*c^4*p*r*x^3+13696*a*b^2*c^4*q*r*x^3+12960*a*b^2* c^4*r^2*x^3+29856*a*b^2*c^3*g^2*r*x^3+38112*a*b^2*c^3*g*p*r*x^3+38688*a*b^2*c^3 *g*q*r*x^3+38736*a*b^2*c^3*g*r^2*x^3+9280*a*b^2*c^3*p^2*r*x^3+19200*a*b^2*c^3*p *q*r*x^3+17520*a*b^2*c^3*p*r^2*x^3+10016*a*b^2*c^3*q^2*r*x^3+18192*a*b^2*c^3*q* r^2*x^3+6528*a*b^2*c^3*r^3*x^3+14496*a*b^2*c^2*g^3*r*x^3+35200*a*b^2*c^2*g^2*p* r*x^3+35360*a*b^2*c^2*g^2*q*r*x^3+38016*a*b^2*c^2*g^2*r^2*x^3+20896*a*b^2*c^2*g *p^2*r*x^3+42432*a*b^2*c^2*g*p*q*r*x^3+40824*a*b^2*c^2*g*p*r^2*x^3+21584*a*b^2* c^2*g*q^2*r*x^3+41400*a*b^2*c^2*g*q*r^2*x^3+15840*a*b^2*c^2*g*r^3*x^3+3184*a*b^ 2*c^2*p^3*r*x^3+9808*a*b^2*c^2*p^2*q*r*x^3+8568*a*b^2*c^2*p^2*r^2*x^3+10160*a*b ^2*c^2*p*q^2*r*x^3+17712*a*b^2*c^2*p*q*r^2*x^3+5952*a*b^2*c^2*p*r^3*x^3+3536*a* b^2*c^2*q^3*r*x^3+9216*a*b^2*c^2*q^2*r^2*x^3+6144*a*b^2*c^2*q*r^3*x^3+960*a*b^2 *c^2*r^4*x^3+2496*a*b^2*c*g^4*r*x^3+12216*a*b^2*c*g^3*p*r*x^3+12216*a*b^2*c*g^3 *q*r*x^3+14688*a*b^2*c*g^3*r^2*x^3+13432*a*b^2*c*g^2*p^2*r*x^3+27024*a*b^2*c*g^ 2*p*q*r*x^3+27768*a*b^2*c*g^2*p*r^2*x^3+13592*a*b^2*c*g^2*q^2*r*x^3+27888*a*b^2 *c*g^2*q*r^2*x^3+11472*a*b^2*c*g^2*r^3*x^3+4936*a*b^2*c*g*p^3*r*x^3+15016*a*b^2 *c*g*p^2*q*r*x^3+13764*a*b^2*c*g*p^2*r^2*x^3+15272*a*b^2*c*g*p*q^2*r*x^3+27936* a*b^2*c*g*p*q*r^2*x^3+9936*a*b^2*c*g*p*r^3*x^3+5192*a*b^2*c*g*q^3*r*x^3+14208*a *b^2*c*g*q^2*r^2*x^3+10032*a*b^2*c*g*q*r^3*x^3+1680*a*b^2*c*g*r^4*x^3+536*a*b^2 *c*p^4*r*x^3+2176*a*b^2*c*p^3*q*r*x^3+1812*a*b^2*c*p^3*r^2*x^3+3336*a*b^2*c*p^2 *q^2*r*x^3+5556*a*b^2*c*p^2*q*r^2*x^3+1728*a*b^2*c*p^2*r^3*x^3+2288*a*b^2*c*p*q ^3*r*x^3+5712*a*b^2*c*p*q^2*r^2*x^3+3552*a*b^2*c*p*q*r^3*x^3+480*a*b^2*c*p*r^4* x^3+592*a*b^2*c*q^4*r*x^3+1968*a*b^2*c*q^3*r^2*x^3+1824*a*b^2*c*q^2*r^3*x^3+480 *a*b^2*c*q*r^4*x^3+1248*a*b^2*g^4*p*r*x^3+1248*a*b^2*g^4*q*r*x^3+1872*a*b^2*g^4 *r^2*x^3+2484*a*b^2*g^3*p^2*r*x^3+4968*a*b^2*g^3*p*q*r*x^3+5634*a*b^2*g^3*p*r^2 *x^3+2484*a*b^2*g^3*q^2*r*x^3+5634*a*b^2*g^3*q*r^2*x^3+2544*a*b^2*g^3*r^3*x^3+ 1648*a*b^2*g^2*p^3*r*x^3+4984*a*b^2*g^2*p^2*q*r*x^3+4848*a*b^2*g^2*p^2*r^2*x^3+ 5024*a*b^2*g^2*p*q^2*r*x^3+9756*a*b^2*g^2*p*q*r^2*x^3+3696*a*b^2*g^2*p*r^3*x^3+ 1688*a*b^2*g^2*q^3*r*x^3+4908*a*b^2*g^2*q^2*r^2*x^3+3696*a*b^2*g^2*q*r^3*x^3+ 660*a*b^2*g^2*r^4*x^3+424*a*b^2*g*p^4*r*x^3+1712*a*b^2*g*p^3*q*r*x^3+1482*a*b^2 *g*p^3*r^2*x^3+2604*a*b^2*g*p^2*q^2*r*x^3+4506*a*b^2*g*p^2*q*r^2*x^3+1464*a*b^2 *g*p^2*r^3*x^3+1768*a*b^2*g*p*q^3*r*x^3+4584*a*b^2*g*p*q^2*r^2*x^3+2976*a*b^2*g *p*q*r^3*x^3+420*a*b^2*g*p*r^4*x^3+452*a*b^2*g*q^4*r*x^3+1560*a*b^2*g*q^3*r^2*x ^3+1512*a*b^2*g*q^2*r^3*x^3+420*a*b^2*g*q*r^4*x^3+36*a*b^2*p^5*r*x^3+180*a*b^2* p^4*q*r*x^3+144*a*b^2*p^4*r^2*x^3+360*a*b^2*p^3*q^2*r*x^3+576*a*b^2*p^3*q*r^2*x ^3+168*a*b^2*p^3*r^3*x^3+360*a*b^2*p^2*q^3*r*x^3+864*a*b^2*p^2*q^2*r^2*x^3+504* a*b^2*p^2*q*r^3*x^3+60*a*b^2*p^2*r^4*x^3+180*a*b^2*p*q^4*r*x^3+576*a*b^2*p*q^3* r^2*x^3+504*a*b^2*p*q^2*r^3*x^3+120*a*b^2*p*q*r^4*x^3+36*a*b^2*q^5*r*x^3+144*a* b^2*q^4*r^2*x^3+168*a*b^2*q^3*r^3*x^3+60*a*b^2*q^2*r^4*x^3+2816*a*b*c^6*r*x^3+ 13824*a*b*c^5*g*r*x^3+6144*a*b*c^5*p*r*x^3+6144*a*b*c^5*q*r*x^3+5760*a*b*c^5*r^ 2*x^3+23680*a*b*c^4*g^2*r*x^3+25664*a*b*c^4*g*p*r*x^3+25664*a*b*c^4*g*q*r*x^3+ 24864*a*b*c^4*g*r^2*x^3+5472*a*b*c^4*p^2*r*x^3+10752*a*b*c^4*p*q*r*x^3+9792*a*b *c^4*p*r^2*x^3+5472*a*b*c^4*q^2*r*x^3+9792*a*b*c^4*q*r^2*x^3+3456*a*b*c^4*r^3*x ^3+18304*a*b*c^3*g^3*r*x^3+36160*a*b*c^3*g^2*p*r*x^3+36160*a*b*c^3*g^2*q*r*x^3+ 36624*a*b*c^3*g^2*r^2*x^3+18592*a*b*c^3*g*p^2*r*x^3+36928*a*b*c^3*g*p*q*r*x^3+ 34560*a*b*c^3*g*p*r^2*x^3+18592*a*b*c^3*g*q^2*r*x^3+34560*a*b*c^3*g*q*r^2*x^3+ 12736*a*b*c^3*g*r^3*x^3+2544*a*b*c^3*p^3*r*x^3+7344*a*b*c^3*p^2*q*r*x^3+6480*a* b*c^3*p^2*r^2*x^3+7344*a*b*c^3*p*q^2*r*x^3+12672*a*b*c^3*p*q*r^2*x^3+4224*a*b*c ^3*p*r^3*x^3+2544*a*b*c^3*q^3*r*x^3+6480*a*b*c^3*q^2*r^2*x^3+4224*a*b*c^3*q*r^3 *x^3+640*a*b*c^3*r^4*x^3+6576*a*b*c^2*g^4*r*x^3+21776*a*b*c^2*g^3*p*r*x^3+21776 *a*b*c^2*g^3*q*r*x^3+23544*a*b*c^2*g^3*r^2*x^3+20184*a*b*c^2*g^2*p^2*r*x^3+ 40288*a*b*c^2*g^2*p*q*r*x^3+39264*a*b*c^2*g^2*p*r^2*x^3+20184*a*b*c^2*g^2*q^2*r *x^3+39264*a*b*c^2*g^2*q*r^2*x^3+15264*a*b*c^2*g^2*r^3*x^3+6552*a*b*c^2*g*p^3*r *x^3+19352*a*b*c^2*g*p^2*q*r*x^3+17388*a*b*c^2*g*p^2*r^2*x^3+19352*a*b*c^2*g*p* q^2*r*x^3+34512*a*b*c^2*g*p*q*r^2*x^3+11904*a*b*c^2*g*p*r^3*x^3+6552*a*b*c^2*g* q^3*r*x^3+17388*a*b*c^2*g*q^2*r^2*x^3+11904*a*b*c^2*g*q*r^3*x^3+1920*a*b*c^2*g* r^4*x^3+648*a*b*c^2*p^4*r*x^3+2448*a*b*c^2*p^3*q*r*x^3+2088*a*b*c^2*p^3*r^2*x^3 +3600*a*b*c^2*p^2*q^2*r*x^3+5976*a*b*c^2*p^2*q*r^2*x^3+1872*a*b*c^2*p^2*r^3*x^3 +2448*a*b*c^2*p*q^3*r*x^3+5976*a*b*c^2*p*q^2*r^2*x^3+3648*a*b*c^2*p*q*r^3*x^3+ 480*a*b*c^2*p*r^4*x^3+648*a*b*c^2*q^4*r*x^3+2088*a*b*c^2*q^3*r^2*x^3+1872*a*b*c ^2*q^2*r^3*x^3+480*a*b*c^2*q*r^4*x^3+896*a*b*c*g^5*r*x^3+5568*a*b*c*g^4*p*r*x^3 +5568*a*b*c*g^4*q*r*x^3+6708*a*b*c*g^4*r^2*x^3+8408*a*b*c*g^3*p^2*r*x^3+16816*a *b*c*g^3*p*q*r*x^3+17412*a*b*c*g^3*p*r^2*x^3+8408*a*b*c*g^3*q^2*r*x^3+17412*a*b *c*g^3*q*r^2*x^3+7248*a*b*c*g^3*r^3*x^3+4864*a*b*c*g^2*p^3*r*x^3+14512*a*b*c*g^ 2*p^2*q*r*x^3+13506*a*b*c*g^2*p^2*r^2*x^3+14512*a*b*c*g^2*p*q^2*r*x^3+26952*a*b *c*g^2*p*q*r^2*x^3+9744*a*b*c*g^2*p*r^3*x^3+4864*a*b*c*g^2*q^3*r*x^3+13506*a*b* c*g^2*q^2*r^2*x^3+9744*a*b*c*g^2*q*r^3*x^3+1680*a*b*c*g^2*r^4*x^3+1120*a*b*c*g* p^4*r*x^3+4368*a*b*c*g*p^3*q*r*x^3+3750*a*b*c*g*p^3*r^2*x^3+6496*a*b*c*g*p^2*q^ 2*r*x^3+11046*a*b*c*g*p^2*q*r^2*x^3+3528*a*b*c*g*p^2*r^3*x^3+4368*a*b*c*g*p*q^3 *r*x^3+11046*a*b*c*g*p*q^2*r^2*x^3+7008*a*b*c*g*p*q*r^3*x^3+960*a*b*c*g*p*r^4*x ^3+1120*a*b*c*g*q^4*r*x^3+3750*a*b*c*g*q^3*r^2*x^3+3528*a*b*c*g*q^2*r^3*x^3+960 *a*b*c*g*q*r^4*x^3+84*a*b*c*p^5*r*x^3+396*a*b*c*p^4*q*r*x^3+324*a*b*c*p^4*r^2*x ^3+768*a*b*c*p^3*q^2*r*x^3+1224*a*b*c*p^3*q*r^2*x^3+360*a*b*c*p^3*r^3*x^3+768*a *b*c*p^2*q^3*r*x^3+1800*a*b*c*p^2*q^2*r^2*x^3+1032*a*b*c*p^2*q*r^3*x^3+120*a*b* c*p^2*r^4*x^3+396*a*b*c*p*q^4*r*x^3+1224*a*b*c*p*q^3*r^2*x^3+1032*a*b*c*p*q^2*r ^3*x^3+240*a*b*c*p*q*r^4*x^3+84*a*b*c*q^5*r*x^3+324*a*b*c*q^4*r^2*x^3+360*a*b*c *q^3*r^3*x^3+120*a*b*c*q^2*r^4*x^3+448*a*b*g^5*p*r*x^3+448*a*b*g^5*q*r*x^3+672* a*b*g^5*r^2*x^3+1140*a*b*g^4*p^2*r*x^3+2280*a*b*g^4*p*q*r*x^3+2598*a*b*g^4*p*r^ 2*x^3+1140*a*b*g^4*q^2*r*x^3+2598*a*b*g^4*q*r^2*x^3+1184*a*b*g^4*r^3*x^3+1048*a *b*g^3*p^3*r*x^3+3144*a*b*g^3*p^2*q*r*x^3+3090*a*b*g^3*p^2*r^2*x^3+3144*a*b*g^3 *p*q^2*r*x^3+6180*a*b*g^3*p*q*r^2*x^3+2376*a*b*g^3*p*r^3*x^3+1048*a*b*g^3*q^3*r *x^3+3090*a*b*g^3*q^2*r^2*x^3+2376*a*b*g^3*q*r^3*x^3+440*a*b*g^3*r^4*x^3+426*a* b*g^2*p^4*r*x^3+1684*a*b*g^2*p^3*q*r*x^3+1485*a*b*g^2*p^3*r^2*x^3+2516*a*b*g^2* p^2*q^2*r*x^3+4425*a*b*g^2*p^2*q*r^2*x^3+1464*a*b*g^2*p^2*r^3*x^3+1684*a*b*g^2* p*q^3*r*x^3+4425*a*b*g^2*p*q^2*r^2*x^3+2928*a*b*g^2*p*q*r^3*x^3+420*a*b*g^2*p*r ^4*x^3+426*a*b*g^2*q^4*r*x^3+1485*a*b*g^2*q^3*r^2*x^3+1464*a*b*g^2*q^2*r^3*x^3+ 420*a*b*g^2*q*r^4*x^3+74*a*b*g*p^5*r*x^3+358*a*b*g*p^4*q*r*x^3+294*a*b*g*p^4*r^ 2*x^3+704*a*b*g*p^3*q^2*r*x^3+1140*a*b*g*p^3*q*r^2*x^3+340*a*b*g*p^3*r^3*x^3+ 704*a*b*g*p^2*q^3*r*x^3+1692*a*b*g*p^2*q^2*r^2*x^3+996*a*b*g*p^2*q*r^3*x^3+120* a*b*g*p^2*r^4*x^3+358*a*b*g*p*q^4*r*x^3+1140*a*b*g*p*q^3*r^2*x^3+996*a*b*g*p*q^ 2*r^3*x^3+240*a*b*g*p*q*r^4*x^3+74*a*b*g*q^5*r*x^3+294*a*b*g*q^4*r^2*x^3+340*a* b*g*q^3*r^3*x^3+120*a*b*g*q^2*r^4*x^3+4*a*b*p^6*r*x^3+24*a*b*p^5*q*r*x^3+18*a*b *p^5*r^2*x^3+60*a*b*p^4*q^2*r*x^3+90*a*b*p^4*q*r^2*x^3+24*a*b*p^4*r^3*x^3+80*a* b*p^3*q^3*r*x^3+180*a*b*p^3*q^2*r^2*x^3+96*a*b*p^3*q*r^3*x^3+10*a*b*p^3*r^4*x^3 +60*a*b*p^2*q^4*r*x^3+180*a*b*p^2*q^3*r^2*x^3+144*a*b*p^2*q^2*r^3*x^3+30*a*b*p^ 2*q*r^4*x^3+24*a*b*p*q^5*r*x^3+90*a*b*p*q^4*r^2*x^3+96*a*b*p*q^3*r^3*x^3+30*a*b *p*q^2*r^4*x^3+4*a*b*q^6*r*x^3+18*a*b*q^5*r^2*x^3+24*a*b*q^4*r^3*x^3+10*a*b*q^3 *r^4*x^3+256*a*c^7*r*x^3+2304*a*c^6*g*r*x^3+768*a*c^6*p*r*x^3+512*a*c^6*q*r*x^3 +576*a*c^6*r^2*x^3+6016*a*c^5*g^2*r*x^3+5376*a*c^5*g*p*r*x^3+4736*a*c^5*g*q*r*x ^3+4704*a*c^5*g*r^2*x^3+960*a*c^5*p^2*r*x^3+1280*a*c^5*p*q*r*x^3+1440*a*c^5*p*r ^2*x^3+384*a*c^5*q^2*r*x^3+864*a*c^5*q*r^2*x^3+384*a*c^5*r^3*x^3+6912*a*c^4*g^3 *r*x^3+11584*a*c^4*g^2*p*r*x^3+11008*a*c^4*g^2*q*r*x^3+10896*a*c^4*g^2*r^2*x^3+ 5136*a*c^4*g*p^2*r*x^3+8832*a*c^4*g*p*q*r*x^3+8688*a*c^4*g*p*r^2*x^3+3888*a*c^4 *g*q^2*r*x^3+7440*a*c^4*g*q*r^2*x^3+2816*a*c^4*g*r^3*x^3+640*a*c^4*p^3*r*x^3+ 1280*a*c^4*p^2*q*r*x^3+1440*a*c^4*p^2*r^2*x^3+768*a*c^4*p*q^2*r*x^3+1728*a*c^4* p*q*r^2*x^3+768*a*c^4*p*r^3*x^3+128*a*c^4*q^3*r*x^3+432*a*c^4*q^2*r^2*x^3+384*a *c^4*q*r^3*x^3+80*a*c^4*r^4*x^3+3984*a*c^3*g^4*r*x^3+10784*a*c^3*g^3*p*r*x^3+ 10560*a*c^3*g^3*q*r*x^3+10776*a*c^3*g^3*r^2*x^3+8752*a*c^3*g^2*p^2*r*x^3+16416* a*c^3*g^2*p*q*r*x^3+15840*a*c^3*g^2*p*r^2*x^3+7808*a*c^3*g^2*q^2*r*x^3+14928*a* c^3*g^2*q*r^2*x^3+5632*a*c^3*g^2*r^3*x^3+2552*a*c^3*g*p^3*r*x^3+6424*a*c^3*g*p^ 2*q*r*x^3+6264*a*c^3*g*p^2*r^2*x^3+5496*a*c^3*g*p*q^2*r*x^3+10368*a*c^3*g*p*q*r ^2*x^3+3840*a*c^3*g*p*r^3*x^3+1624*a*c^3*g*q^3*r*x^3+4416*a*c^3*g*q^2*r^2*x^3+ 3136*a*c^3*g*q*r^3*x^3+520*a*c^3*g*r^4*x^3+240*a*c^3*p^4*r*x^3+640*a*c^3*p^3*q* r*x^3+720*a*c^3*p^3*r^2*x^3+576*a*c^3*p^2*q^2*r*x^3+1296*a*c^3*p^2*q*r^2*x^3+ 576*a*c^3*p^2*r^3*x^3+192*a*c^3*p*q^3*r*x^3+648*a*c^3*p*q^2*r^2*x^3+576*a*c^3*p *q*r^3*x^3+120*a*c^3*p*r^4*x^3+16*a*c^3*q^4*r*x^3+72*a*c^3*q^3*r^2*x^3+96*a*c^3 *q^2*r^3*x^3+40*a*c^3*q*r^4*x^3+1136*a*c^2*g^5*r*x^3+4800*a*c^2*g^4*p*r*x^3+ 4768*a*c^2*g^4*q*r*x^3+5160*a*c^2*g^4*r^2*x^3+6180*a*c^2*g^3*p^2*r*x^3+12032*a* c^2*g^3*p*q*r*x^3+11868*a*c^2*g^3*p*r^2*x^3+5884*a*c^2*g^3*q^2*r*x^3+11604*a*c^ 2*g^3*q*r^2*x^3+4544*a*c^2*g^3*r^3*x^3+3232*a*c^2*g^2*p^3*r*x^3+8952*a*c^2*g^2* p^2*q*r*x^3+8406*a*c^2*g^2*p^2*r^2*x^3+8392*a*c^2*g^2*p*q^2*r*x^3+15552*a*c^2*g ^2*p*q*r^2*x^3+5584*a*c^2*g^2*p*r^3*x^3+2672*a*c^2*g^2*q^3*r*x^3+7314*a*c^2*g^2 *q^2*r^2*x^3+5200*a*c^2*g^2*q*r^3*x^3+860*a*c^2*g^2*r^4*x^3+684*a*c^2*g*p^4*r*x ^3+2248*a*c^2*g*p^3*q*r*x^3+2172*a*c^2*g*p^3*r^2*x^3+2808*a*c^2*g*p^2*q^2*r*x^3 +5220*a*c^2*g*p^2*q*r^2*x^3+1896*a*c^2*g*p^2*r^3*x^3+1608*a*c^2*g*p*q^3*r*x^3+ 4272*a*c^2*g*p*q^2*r^2*x^3+2944*a*c^2*g*p*q*r^3*x^3+460*a*c^2*g*p*r^4*x^3+364*a *c^2*g*q^4*r*x^3+1224*a*c^2*g*q^3*r^2*x^3+1176*a*c^2*g*q^2*r^3*x^3+340*a*c^2*g* q*r^4*x^3+48*a*c^2*p^5*r*x^3+160*a*c^2*p^4*q*r*x^3+180*a*c^2*p^4*r^2*x^3+192*a* c^2*p^3*q^2*r*x^3+432*a*c^2*p^3*q*r^2*x^3+192*a*c^2*p^3*r^3*x^3+96*a*c^2*p^2*q^ 3*r*x^3+324*a*c^2*p^2*q^2*r^2*x^3+288*a*c^2*p^2*q*r^3*x^3+60*a*c^2*p^2*r^4*x^3+ 16*a*c^2*p*q^4*r*x^3+72*a*c^2*p*q^3*r^2*x^3+96*a*c^2*p*q^2*r^3*x^3+40*a*c^2*p*q *r^4*x^3+128*a*c*g^6*r*x^3+968*a*c*g^5*p*r*x^3+968*a*c*g^5*q*r*x^3+1164*a*c*g^5 *r^2*x^3+1884*a*c*g^4*p^2*r*x^3+3736*a*c*g^4*p*q*r*x^3+3882*a*c*g^4*p*r^2*x^3+ 1852*a*c*g^4*q^2*r*x^3+3858*a*c*g^4*q*r^2*x^3+1608*a*c*g^4*r^3*x^3+1538*a*c*g^3 *p^3*r*x^3+4454*a*c*g^3*p^2*q*r*x^3+4227*a*c*g^3*p^2*r^2*x^3+4326*a*c*g^3*p*q^2 *r*x^3+8196*a*c*g^3*p*q*r^2*x^3+3008*a*c*g^3*p*r^3*x^3+1410*a*c*g^3*q^3*r*x^3+ 3993*a*c*g^3*q^2*r^2*x^3+2944*a*c*g^3*q*r^3*x^3+510*a*c*g^3*r^4*x^3+580*a*c*g^2 *p^4*r*x^3+2104*a*c*g^2*p^3*q*r*x^3+1923*a*c*g^2*p^3*r^2*x^3+2908*a*c*g^2*p^2*q ^2*r*x^3+5211*a*c*g^2*p^2*q*r^2*x^3+1780*a*c*g^2*p^2*r^3*x^3+1824*a*c*g^2*p*q^3 *r*x^3+4797*a*c*g^2*p*q^2*r^2*x^3+3216*a*c*g^2*p*q*r^3*x^3+470*a*c*g^2*p*r^4*x^ 3+440*a*c*g^2*q^4*r*x^3+1509*a*c*g^2*q^3*r^2*x^3+1476*a*c*g^2*q^2*r^3*x^3+430*a *c*g^2*q*r^4*x^3+90*a*c*g*p^5*r*x^3+366*a*c*g*p^4*q*r*x^3+348*a*c*g*p^4*r^2*x^3 +600*a*c*g*p^3*q^2*r*x^3+1092*a*c*g*p^3*q*r^2*x^3+388*a*c*g*p^3*r^3*x^3+504*a*c *g*p^2*q^3*r*x^3+1302*a*c*g*p^2*q^2*r^2*x^3+868*a*c*g*p^2*q*r^3*x^3+130*a*c*g*p ^2*r^4*x^3+222*a*c*g*p*q^4*r*x^3+720*a*c*g*p*q^3*r^2*x^3+660*a*c*g*p*q^2*r^3*x^ 3+180*a*c*g*p*q*r^4*x^3+42*a*c*g*q^5*r*x^3+162*a*c*g*q^4*r^2*x^3+180*a*c*g*q^3* r^3*x^3+60*a*c*g*q^2*r^4*x^3+4*a*c*p^6*r*x^3+16*a*c*p^5*q*r*x^3+18*a*c*p^5*r^2* x^3+24*a*c*p^4*q^2*r*x^3+54*a*c*p^4*q*r^2*x^3+24*a*c*p^4*r^3*x^3+16*a*c*p^3*q^3 *r*x^3+54*a*c*p^3*q^2*r^2*x^3+48*a*c*p^3*q*r^3*x^3+10*a*c*p^3*r^4*x^3+4*a*c*p^2 *q^4*r*x^3+18*a*c*p^2*q^3*r^2*x^3+24*a*c*p^2*q^2*r^3*x^3+10*a*c*p^2*q*r^4*x^3+ 64*a*g^6*p*r*x^3+64*a*g^6*q*r*x^3+96*a*g^6*r^2*x^3+200*a*g^5*p^2*r*x^3+400*a*g^ 5*p*q*r*x^3+456*a*g^5*p*r^2*x^3+200*a*g^5*q^2*r*x^3+456*a*g^5*q*r^2*x^3+208*a*g ^5*r^3*x^3+240*a*g^4*p^3*r*x^3+712*a*g^4*p^2*q*r*x^3+705*a*g^4*p^2*r^2*x^3+704* a*g^4*p*q^2*r*x^3+1398*a*g^4*p*q*r^2*x^3+540*a*g^4*p*r^3*x^3+232*a*g^4*q^3*r*x^ 3+693*a*g^4*q^2*r^2*x^3+540*a*g^4*q*r^3*x^3+100*a*g^4*r^4*x^3+140*a*g^3*p^4*r*x ^3+534*a*g^3*p^3*q*r*x^3+486*a*g^3*p^3*r^2*x^3+770*a*g^3*p^2*q^2*r*x^3+1395*a*g ^3*p^2*q*r^2*x^3+476*a*g^3*p^2*r^3*x^3+498*a*g^3*p*q^3*r*x^3+1344*a*g^3*p*q^2*r ^2*x^3+920*a*g^3*p*q*r^3*x^3+135*a*g^3*p*r^4*x^3+122*a*g^3*q^4*r*x^3+435*a*g^3* q^3*r^2*x^3+444*a*g^3*q^2*r^3*x^3+135*a*g^3*q*r^4*x^3+40*a*g^2*p^5*r*x^3+178*a* g^2*p^4*q*r*x^3+159*a*g^2*p^4*r^2*x^3+322*a*g^2*p^3*q^2*r*x^3+558*a*g^2*p^3*q*r ^2*x^3+184*a*g^2*p^3*r^3*x^3+298*a*g^2*p^2*q^3*r*x^3+750*a*g^2*p^2*q^2*r^2*x^3+ 476*a*g^2*p^2*q*r^3*x^3+65*a*g^2*p^2*r^4*x^3+142*a*g^2*p*q^4*r*x^3+462*a*g^2*p* q^3*r^2*x^3+420*a*g^2*p*q^2*r^3*x^3+110*a*g^2*p*q*r^4*x^3+28*a*g^2*q^5*r*x^3+ 111*a*g^2*q^4*r^2*x^3+128*a*g^2*q^3*r^3*x^3+45*a*g^2*q^2*r^4*x^3+4*a*g*p^6*r*x^ 3+20*a*g*p^5*q*r*x^3+18*a*g*p^5*r^2*x^3+42*a*g*p^4*q^2*r*x^3+72*a*g*p^4*q*r^2*x ^3+24*a*g*p^4*r^3*x^3+48*a*g*p^3*q^3*r*x^3+117*a*g*p^3*q^2*r^2*x^3+72*a*g*p^3*q *r^3*x^3+10*a*g*p^3*r^4*x^3+32*a*g*p^2*q^4*r*x^3+99*a*g*p^2*q^3*r^2*x^3+84*a*g* p^2*q^2*r^3*x^3+20*a*g*p^2*q*r^4*x^3+12*a*g*p*q^5*r*x^3+45*a*g*p*q^4*r^2*x^3+48 *a*g*p*q^3*r^3*x^3+15*a*g*p*q^2*r^4*x^3+2*a*g*q^6*r*x^3+9*a*g*q^5*r^2*x^3+12*a* g*q^4*r^3*x^3+5*a*g*q^3*r^4*x^3+64*b^6*c*g*r*x^3+32*b^6*g*p*r*x^3+32*b^6*g*q*r* x^3+48*b^6*g*r^2*x^3+128*b^5*c^3*r*x^3+640*b^5*c^2*g*r*x^3+128*b^5*c^2*p*r*x^3+ 128*b^5*c^2*q*r*x^3+96*b^5*c^2*r^2*x^3+320*b^5*c*g^2*r*x^3+544*b^5*c*g*p*r*x^3+ 544*b^5*c*g*q*r*x^3+624*b^5*c*g*r^2*x^3+32*b^5*c*p^2*r*x^3+64*b^5*c*p*q*r*x^3+ 48*b^5*c*p*r^2*x^3+32*b^5*c*q^2*r*x^3+48*b^5*c*q*r^2*x^3+160*b^5*g^2*p*r*x^3+ 160*b^5*g^2*q*r*x^3+240*b^5*g^2*r^2*x^3+112*b^5*g*p^2*r*x^3+224*b^5*g*p*q*r*x^3 +240*b^5*g*p*r^2*x^3+112*b^5*g*q^2*r*x^3+240*b^5*g*q*r^2*x^3+96*b^5*g*r^3*x^3+ 640*b^4*c^4*r*x^3+2752*b^4*c^3*g*r*x^3+832*b^4*c^3*p*r*x^3+960*b^4*c^3*q*r*x^3+ 768*b^4*c^3*r^2*x^3+2528*b^4*c^2*g^2*r*x^3+3200*b^4*c^2*g*p*r*x^3+3264*b^4*c^2* g*q*r*x^3+3264*b^4*c^2*g*r^2*x^3+352*b^4*c^2*p^2*r*x^3+832*b^4*c^2*p*q*r*x^3+ 672*b^4*c^2*p*r^2*x^3+480*b^4*c^2*q^2*r*x^3+768*b^4*c^2*q*r^2*x^3+192*b^4*c^2*r ^3*x^3+656*b^4*c*g^3*r*x^3+2144*b^4*c*g^2*p*r*x^3+2144*b^4*c*g^2*q*r*x^3+2496*b ^4*c*g^2*r^2*x^3+1184*b^4*c*g*p^2*r*x^3+2432*b^4*c*g*p*q*r*x^3+2352*b^4*c*g*p*r ^2*x^3+1248*b^4*c*g*q^2*r*x^3+2400*b^4*c*g*q*r^2*x^3+864*b^4*c*g*r^3*x^3+48*b^4 *c*p^3*r*x^3+176*b^4*c*p^2*q*r*x^3+144*b^4*c*p^2*r^2*x^3+208*b^4*c*p*q^2*r*x^3+ 336*b^4*c*p*q*r^2*x^3+96*b^4*c*p*r^3*x^3+80*b^4*c*q^3*r*x^3+192*b^4*c*q^2*r^2*x ^3+96*b^4*c*q*r^3*x^3+328*b^4*g^3*p*r*x^3+328*b^4*g^3*q*r*x^3+492*b^4*g^3*r^2*x ^3+440*b^4*g^2*p^2*r*x^3+880*b^4*g^2*p*q*r*x^3+960*b^4*g^2*p*r^2*x^3+440*b^4*g^ 2*q^2*r*x^3+960*b^4*g^2*q*r^2*x^3+400*b^4*g^2*r^3*x^3+136*b^4*g*p^3*r*x^3+424*b ^4*g*p^2*q*r*x^3+396*b^4*g*p^2*r^2*x^3+440*b^4*g*p*q^2*r*x^3+816*b^4*g*p*q*r^2* x^3+288*b^4*g*p*r^3*x^3+152*b^4*g*q^3*r*x^3+420*b^4*g*q^2*r^2*x^3+288*b^4*g*q*r ^3*x^3+40*b^4*g*r^4*x^3+1152*b^3*c^5*r*x^3+5632*b^3*c^4*g*r*x^3+1792*b^3*c^4*p* r*x^3+2304*b^3*c^4*q*r*x^3+1824*b^3*c^4*r^2*x^3+7584*b^3*c^3*g^2*r*x^3+8224*b^3 *c^3*g*p*r*x^3+8800*b^3*c^3*g*q*r*x^3+8208*b^3*c^3*g*r^2*x^3+992*b^3*c^3*p^2*r* x^3+2688*b^3*c^3*p*q*r*x^3+2064*b^3*c^3*p*r^2*x^3+1728*b^3*c^3*q^2*r*x^3+2736*b ^3*c^3*q*r^2*x^3+768*b^3*c^3*r^3*x^3+3936*b^3*c^2*g^3*r*x^3+8928*b^3*c^2*g^2*p* r*x^3+9088*b^3*c^2*g^2*q*r*x^3+9408*b^3*c^2*g^2*r^2*x^3+4304*b^3*c^2*g*p^2*r*x^ 3+9280*b^3*c^2*g*p*q*r*x^3+8424*b^3*c^2*g*p*r^2*x^3+4992*b^3*c^2*g*q^2*r*x^3+ 9000*b^3*c^2*g*q*r^2*x^3+3104*b^3*c^2*g*r^3*x^3+224*b^3*c^2*p^3*r*x^3+992*b^3*c ^2*p^2*q*r*x^3+720*b^3*c^2*p^2*r^2*x^3+1344*b^3*c^2*p*q^2*r*x^3+2064*b^3*c^2*p* q*r^2*x^3+576*b^3*c^2*p*r^3*x^3+576*b^3*c^2*q^3*r*x^3+1368*b^3*c^2*q^2*r^2*x^3+ 768*b^3*c^2*q*r^3*x^3+80*b^3*c^2*r^4*x^3+704*b^3*c*g^4*r*x^3+3336*b^3*c*g^3*p*r *x^3+3336*b^3*c*g^3*q*r*x^3+3936*b^3*c*g^3*r^2*x^3+3384*b^3*c*g^2*p^2*r*x^3+ 6928*b^3*c*g^2*p*q*r*x^3+6888*b^3*c*g^2*p*r^2*x^3+3544*b^3*c*g^2*q^2*r*x^3+7008 *b^3*c*g^2*q*r^2*x^3+2704*b^3*c*g^2*r^3*x^3+944*b^3*c*g*p^3*r*x^3+3072*b^3*c*g* p^2*q*r*x^3+2688*b^3*c*g*p^2*r^2*x^3+3328*b^3*c*g*p*q^2*r*x^3+5808*b^3*c*g*p*q* r^2*x^3+1936*b^3*c*g*p*r^3*x^3+1200*b^3*c*g*q^3*r*x^3+3132*b^3*c*g*q^2*r^2*x^3+ 2032*b^3*c*g*q*r^3*x^3+280*b^3*c*g*r^4*x^3+16*b^3*c*p^4*r*x^3+112*b^3*c*p^3*q*r *x^3+72*b^3*c*p^3*r^2*x^3+248*b^3*c*p^2*q^2*r*x^3+360*b^3*c*p^2*q*r^2*x^3+96*b^ 3*c*p^2*r^3*x^3+224*b^3*c*p*q^3*r*x^3+516*b^3*c*p*q^2*r^2*x^3+288*b^3*c*p*q*r^3 *x^3+40*b^3*c*p*r^4*x^3+72*b^3*c*q^4*r*x^3+228*b^3*c*q^3*r^2*x^3+192*b^3*c*q^2* r^3*x^3+40*b^3*c*q*r^4*x^3+352*b^3*g^4*p*r*x^3+352*b^3*g^4*q*r*x^3+528*b^3*g^4* r^2*x^3+684*b^3*g^3*p^2*r*x^3+1368*b^3*g^3*p*q*r*x^3+1518*b^3*g^3*p*r^2*x^3+684 *b^3*g^3*q^2*r*x^3+1518*b^3*g^3*q*r^2*x^3+656*b^3*g^3*r^3*x^3+408*b^3*g^2*p^3*r *x^3+1264*b^3*g^2*p^2*q*r*x^3+1200*b^3*g^2*p^2*r^2*x^3+1304*b^3*g^2*p*q^2*r*x^3 +2460*b^3*g^2*p*q*r^2*x^3+896*b^3*g^2*p*r^3*x^3+448*b^3*g^2*q^3*r*x^3+1260*b^3* g^2*q^2*r^2*x^3+896*b^3*g^2*q*r^3*x^3+140*b^3*g^2*r^4*x^3+72*b^3*g*p^4*r*x^3+ 312*b^3*g*p^3*q*r*x^3+258*b^3*g*p^3*r^2*x^3+508*b^3*g*p^2*q^2*r*x^3+846*b^3*g*p ^2*q*r^2*x^3+264*b^3*g*p^2*r^3*x^3+368*b^3*g*p*q^3*r*x^3+924*b^3*g*p*q^2*r^2*x^ 3+576*b^3*g*p*q*r^3*x^3+80*b^3*g*p*r^4*x^3+100*b^3*g*q^4*r*x^3+336*b^3*g*q^3*r^ 2*x^3+312*b^3*g*q^2*r^3*x^3+80*b^3*g*q*r^4*x^3+896*b^2*c^6*r*x^3+5504*b^2*c^5*g *r*x^3+1600*b^2*c^5*p*r*x^3+2240*b^2*c^5*q*r*x^3+1728*b^2*c^5*r^2*x^3+10240*b^2 *c^4*g^2*r*x^3+9632*b^2*c^4*g*p*r*x^3+10784*b^2*c^4*g*q*r*x^3+9648*b^2*c^4*g*r^ 2*x^3+1056*b^2*c^4*p^2*r*x^3+3200*b^2*c^4*p*q*r*x^3+2304*b^2*c^4*p*r^2*x^3+2240 *b^2*c^4*q^2*r*x^3+3456*b^2*c^4*q*r^2*x^3+960*b^2*c^4*r^3*x^3+8224*b^2*c^3*g^3* r*x^3+15344*b^2*c^3*g^2*p*r*x^3+16016*b^2*c^3*g^2*q*r*x^3+15576*b^2*c^3*g^2*r^2 *x^3+6448*b^2*c^3*g*p^2*r*x^3+14560*b^2*c^3*g*p*q*r*x^3+12600*b^2*c^3*g*p*r^2*x ^3+8240*b^2*c^3*g*q^2*r*x^3+14280*b^2*c^3*g*q*r^2*x^3+4768*b^2*c^3*g*r^3*x^3+ 304*b^2*c^3*p^3*r*x^3+1584*b^2*c^3*p^2*q*r*x^3+1008*b^2*c^3*p^2*r^2*x^3+2400*b^ 2*c^3*p*q^2*r*x^3+3456*b^2*c^3*p*q*r^2*x^3+864*b^2*c^3*p*r^3*x^3+1120*b^2*c^3*q ^3*r*x^3+2592*b^2*c^3*q^2*r^2*x^3+1440*b^2*c^3*q*r^3*x^3+160*b^2*c^3*r^4*x^3+ 3016*b^2*c^2*g^4*r*x^3+9752*b^2*c^2*g^3*p*r*x^3+9880*b^2*c^2*g^3*q*r*x^3+10452* b^2*c^2*g^3*r^2*x^3+8336*b^2*c^2*g^2*p^2*r*x^3+17488*b^2*c^2*g^2*p*q*r*x^3+ 16428*b^2*c^2*g^2*p*r^2*x^3+9192*b^2*c^2*g^2*q^2*r*x^3+17172*b^2*c^2*g^2*q*r^2* x^3+6320*b^2*c^2*g^2*r^3*x^3+2048*b^2*c^2*g*p^3*r*x^3+6976*b^2*c^2*g*p^2*q*r*x^ 3+5772*b^2*c^2*g*p^2*r^2*x^3+7960*b^2*c^2*g*p*q^2*r*x^3+13272*b^2*c^2*g*p*q*r^2 *x^3+4208*b^2*c^2*g*p*r^3*x^3+3032*b^2*c^2*g*q^3*r*x^3+7632*b^2*c^2*g*q^2*r^2*x ^3+4816*b^2*c^2*g*q*r^3*x^3+680*b^2*c^2*g*r^4*x^3+32*b^2*c^2*p^4*r*x^3+304*b^2* c^2*p^3*q*r*x^3+144*b^2*c^2*p^3*r^2*x^3+792*b^2*c^2*p^2*q^2*r*x^3+1008*b^2*c^2* p^2*q*r^2*x^3+192*b^2*c^2*p^2*r^3*x^3+800*b^2*c^2*p*q^3*r*x^3+1728*b^2*c^2*p*q^ 2*r^2*x^3+864*b^2*c^2*p*q*r^3*x^3+80*b^2*c^2*p*r^4*x^3+280*b^2*c^2*q^4*r*x^3+ 864*b^2*c^2*q^3*r^2*x^3+720*b^2*c^2*q^2*r^3*x^3+160*b^2*c^2*q*r^4*x^3+416*b^2*c *g^5*r*x^3+2560*b^2*c*g^4*p*r*x^3+2560*b^2*c*g^4*q*r*x^3+3054*b^2*c*g^4*r^2*x^3 +3740*b^2*c*g^3*p^2*r*x^3+7608*b^2*c*g^3*p*q*r*x^3+7722*b^2*c*g^3*p*r^2*x^3+ 3868*b^2*c*g^3*q^2*r*x^3+7818*b^2*c*g^3*q*r^2*x^3+3144*b^2*c*g^3*r^3*x^3+1932*b ^2*c*g^2*p^3*r*x^3+6108*b^2*c*g^2*p^2*q*r*x^3+5490*b^2*c*g^2*p^2*r^2*x^3+6460*b ^2*c*g^2*p*q^2*r*x^3+11580*b^2*c*g^2*p*q*r^2*x^3+4024*b^2*c*g^2*p*r^3*x^3+2284* b^2*c*g^2*q^3*r*x^3+6120*b^2*c*g^2*q^2*r^2*x^3+4184*b^2*c*g^2*q*r^3*x^3+660*b^2 *c*g^2*r^4*x^3+308*b^2*c*g*p^4*r*x^3+1392*b^2*c*g*p^3*q*r*x^3+1086*b^2*c*g*p^3* r^2*x^3+2384*b^2*c*g*p^2*q^2*r*x^3+3774*b^2*c*g*p^2*q*r^2*x^3+1104*b^2*c*g*p^2* r^3*x^3+1824*b^2*c*g*p*q^3*r*x^3+4392*b^2*c*g*p*q^2*r^2*x^3+2608*b^2*c*g*p*q*r^ 3*x^3+340*b^2*c*g*p*r^4*x^3+524*b^2*c*g*q^4*r*x^3+1704*b^2*c*g*q^3*r^2*x^3+1528 *b^2*c*g*q^2*r^3*x^3+380*b^2*c*g*q*r^4*x^3+16*b^2*c*p^4*q*r*x^3+76*b^2*c*p^3*q^ 2*r*x^3+72*b^2*c*p^3*q*r^2*x^3+132*b^2*c*p^2*q^3*r*x^3+252*b^2*c*p^2*q^2*r^2*x^ 3+96*b^2*c*p^2*q*r^3*x^3+100*b^2*c*p*q^4*r*x^3+288*b^2*c*p*q^3*r^2*x^3+216*b^2* c*p*q^2*r^3*x^3+40*b^2*c*p*q*r^4*x^3+28*b^2*c*q^5*r*x^3+108*b^2*c*q^4*r^2*x^3+ 120*b^2*c*q^3*r^3*x^3+40*b^2*c*q^2*r^4*x^3+208*b^2*g^5*p*r*x^3+208*b^2*g^5*q*r* x^3+312*b^2*g^5*r^2*x^3+526*b^2*g^4*p^2*r*x^3+1052*b^2*g^4*p*q*r*x^3+1185*b^2*g ^4*p*r^2*x^3+526*b^2*g^4*q^2*r*x^3+1185*b^2*g^4*q*r^2*x^3+528*b^2*g^4*r^3*x^3+ 460*b^2*g^3*p^3*r*x^3+1412*b^2*g^3*p^2*q*r*x^3+1365*b^2*g^3*p^2*r^2*x^3+1444*b^ 2*g^3*p*q^2*r*x^3+2778*b^2*g^3*p*q*r^2*x^3+1044*b^2*g^3*p*r^3*x^3+492*b^2*g^3*q ^3*r*x^3+1413*b^2*g^3*q^2*r^2*x^3+1044*b^2*g^3*q*r^3*x^3+180*b^2*g^3*r^4*x^3+ 160*b^2*g^2*p^4*r*x^3+676*b^2*g^2*p^3*q*r*x^3+573*b^2*g^2*p^3*r^2*x^3+1078*b^2* g^2*p^2*q^2*r*x^3+1833*b^2*g^2*p^2*q*r^2*x^3+588*b^2*g^2*p^2*r^3*x^3+768*b^2*g^ 2*p*q^3*r*x^3+1962*b^2*g^2*p*q^2*r^2*x^3+1256*b^2*g^2*p*q*r^3*x^3+180*b^2*g^2*p *r^4*x^3+206*b^2*g^2*q^4*r*x^3+702*b^2*g^2*q^3*r^2*x^3+668*b^2*g^2*q^2*r^3*x^3+ 180*b^2*g^2*q*r^4*x^3+18*b^2*g*p^5*r*x^3+98*b^2*g*p^4*q*r*x^3+72*b^2*g*p^4*r^2* x^3+218*b^2*g*p^3*q^2*r*x^3+324*b^2*g*p^3*q*r^2*x^3+84*b^2*g*p^3*r^3*x^3+246*b^ 2*g*p^2*q^3*r*x^3+558*b^2*g*p^2*q^2*r^2*x^3+300*b^2*g*p^2*q*r^3*x^3+30*b^2*g*p^ 2*r^4*x^3+140*b^2*g*p*q^4*r*x^3+432*b^2*g*p*q^3*r^2*x^3+360*b^2*g*p*q^2*r^3*x^3 +80*b^2*g*p*q*r^4*x^3+32*b^2*g*q^5*r*x^3+126*b^2*g*q^4*r^2*x^3+144*b^2*g*q^3*r^ 3*x^3+50*b^2*g*q^2*r^4*x^3+256*b*c^7*r*x^3+2304*b*c^6*g*r*x^3+512*b*c^6*p*r*x^3 +768*b*c^6*q*r*x^3+576*b*c^6*r^2*x^3+6016*b*c^5*g^2*r*x^3+4736*b*c^5*g*p*r*x^3+ 5376*b*c^5*g*q*r*x^3+4704*b*c^5*g*r^2*x^3+384*b*c^5*p^2*r*x^3+1280*b*c^5*p*q*r* x^3+864*b*c^5*p*r^2*x^3+960*b*c^5*q^2*r*x^3+1440*b*c^5*q*r^2*x^3+384*b*c^5*r^3* x^3+6912*b*c^4*g^3*r*x^3+11008*b*c^4*g^2*p*r*x^3+11584*b*c^4*g^2*q*r*x^3+10896* b*c^4*g^2*r^2*x^3+3888*b*c^4*g*p^2*r*x^3+8832*b*c^4*g*p*q*r*x^3+7440*b*c^4*g*p* r^2*x^3+5136*b*c^4*g*q^2*r*x^3+8688*b*c^4*g*q*r^2*x^3+2816*b*c^4*g*r^3*x^3+128* b*c^4*p^3*r*x^3+768*b*c^4*p^2*q*r*x^3+432*b*c^4*p^2*r^2*x^3+1280*b*c^4*p*q^2*r* x^3+1728*b*c^4*p*q*r^2*x^3+384*b*c^4*p*r^3*x^3+640*b*c^4*q^3*r*x^3+1440*b*c^4*q ^2*r^2*x^3+768*b*c^4*q*r^3*x^3+80*b*c^4*r^4*x^3+3984*b*c^3*g^4*r*x^3+10560*b*c^ 3*g^3*p*r*x^3+10784*b*c^3*g^3*q*r*x^3+10776*b*c^3*g^3*r^2*x^3+7808*b*c^3*g^2*p^ 2*r*x^3+16416*b*c^3*g^2*p*q*r*x^3+14928*b*c^3*g^2*p*r^2*x^3+8752*b*c^3*g^2*q^2* r*x^3+15840*b*c^3*g^2*q*r^2*x^3+5632*b*c^3*g^2*r^3*x^3+1624*b*c^3*g*p^3*r*x^3+ 5496*b*c^3*g*p^2*q*r*x^3+4416*b*c^3*g*p^2*r^2*x^3+6424*b*c^3*g*p*q^2*r*x^3+ 10368*b*c^3*g*p*q*r^2*x^3+3136*b*c^3*g*p*r^3*x^3+2552*b*c^3*g*q^3*r*x^3+6264*b* c^3*g*q^2*r^2*x^3+3840*b*c^3*g*q*r^3*x^3+520*b*c^3*g*r^4*x^3+16*b*c^3*p^4*r*x^3 +192*b*c^3*p^3*q*r*x^3+72*b*c^3*p^3*r^2*x^3+576*b*c^3*p^2*q^2*r*x^3+648*b*c^3*p ^2*q*r^2*x^3+96*b*c^3*p^2*r^3*x^3+640*b*c^3*p*q^3*r*x^3+1296*b*c^3*p*q^2*r^2*x^ 3+576*b*c^3*p*q*r^3*x^3+40*b*c^3*p*r^4*x^3+240*b*c^3*q^4*r*x^3+720*b*c^3*q^3*r^ 2*x^3+576*b*c^3*q^2*r^3*x^3+120*b*c^3*q*r^4*x^3+1136*b*c^2*g^5*r*x^3+4768*b*c^2 *g^4*p*r*x^3+4800*b*c^2*g^4*q*r*x^3+5160*b*c^2*g^4*r^2*x^3+5884*b*c^2*g^3*p^2*r *x^3+12032*b*c^2*g^3*p*q*r*x^3+11604*b*c^2*g^3*p*r^2*x^3+6180*b*c^2*g^3*q^2*r*x ^3+11868*b*c^2*g^3*q*r^2*x^3+4544*b*c^2*g^3*r^3*x^3+2672*b*c^2*g^2*p^3*r*x^3+ 8392*b*c^2*g^2*p^2*q*r*x^3+7314*b*c^2*g^2*p^2*r^2*x^3+8952*b*c^2*g^2*p*q^2*r*x^ 3+15552*b*c^2*g^2*p*q*r^2*x^3+5200*b*c^2*g^2*p*r^3*x^3+3232*b*c^2*g^2*q^3*r*x^3 +8406*b*c^2*g^2*q^2*r^2*x^3+5584*b*c^2*g^2*q*r^3*x^3+860*b*c^2*g^2*r^4*x^3+364* b*c^2*g*p^4*r*x^3+1608*b*c^2*g*p^3*q*r*x^3+1224*b*c^2*g*p^3*r^2*x^3+2808*b*c^2* g*p^2*q^2*r*x^3+4272*b*c^2*g*p^2*q*r^2*x^3+1176*b*c^2*g*p^2*r^3*x^3+2248*b*c^2* g*p*q^3*r*x^3+5220*b*c^2*g*p*q^2*r^2*x^3+2944*b*c^2*g*p*q*r^3*x^3+340*b*c^2*g*p *r^4*x^3+684*b*c^2*g*q^4*r*x^3+2172*b*c^2*g*q^3*r^2*x^3+1896*b*c^2*g*q^2*r^3*x^ 3+460*b*c^2*g*q*r^4*x^3+16*b*c^2*p^4*q*r*x^3+96*b*c^2*p^3*q^2*r*x^3+72*b*c^2*p^ 3*q*r^2*x^3+192*b*c^2*p^2*q^3*r*x^3+324*b*c^2*p^2*q^2*r^2*x^3+96*b*c^2*p^2*q*r^ 3*x^3+160*b*c^2*p*q^4*r*x^3+432*b*c^2*p*q^3*r^2*x^3+288*b*c^2*p*q^2*r^3*x^3+40* b*c^2*p*q*r^4*x^3+48*b*c^2*q^5*r*x^3+180*b*c^2*q^4*r^2*x^3+192*b*c^2*q^3*r^3*x^ 3+60*b*c^2*q^2*r^4*x^3+128*b*c*g^6*r*x^3+968*b*c*g^5*p*r*x^3+968*b*c*g^5*q*r*x^ 3+1164*b*c*g^5*r^2*x^3+1852*b*c*g^4*p^2*r*x^3+3736*b*c*g^4*p*q*r*x^3+3858*b*c*g ^4*p*r^2*x^3+1884*b*c*g^4*q^2*r*x^3+3882*b*c*g^4*q*r^2*x^3+1608*b*c*g^4*r^3*x^3 +1410*b*c*g^3*p^3*r*x^3+4326*b*c*g^3*p^2*q*r*x^3+3993*b*c*g^3*p^2*r^2*x^3+4454* b*c*g^3*p*q^2*r*x^3+8196*b*c*g^3*p*q*r^2*x^3+2944*b*c*g^3*p*r^3*x^3+1538*b*c*g^ 3*q^3*r*x^3+4227*b*c*g^3*q^2*r^2*x^3+3008*b*c*g^3*q*r^3*x^3+510*b*c*g^3*r^4*x^3 +440*b*c*g^2*p^4*r*x^3+1824*b*c*g^2*p^3*q*r*x^3+1509*b*c*g^2*p^3*r^2*x^3+2908*b *c*g^2*p^2*q^2*r*x^3+4797*b*c*g^2*p^2*q*r^2*x^3+1476*b*c*g^2*p^2*r^3*x^3+2104*b *c*g^2*p*q^3*r*x^3+5211*b*c*g^2*p*q^2*r^2*x^3+3216*b*c*g^2*p*q*r^3*x^3+430*b*c* g^2*p*r^4*x^3+580*b*c*g^2*q^4*r*x^3+1923*b*c*g^2*q^3*r^2*x^3+1780*b*c*g^2*q^2*r ^3*x^3+470*b*c*g^2*q*r^4*x^3+42*b*c*g*p^5*r*x^3+222*b*c*g*p^4*q*r*x^3+162*b*c*g *p^4*r^2*x^3+504*b*c*g*p^3*q^2*r*x^3+720*b*c*g*p^3*q*r^2*x^3+180*b*c*g*p^3*r^3* x^3+600*b*c*g*p^2*q^3*r*x^3+1302*b*c*g*p^2*q^2*r^2*x^3+660*b*c*g*p^2*q*r^3*x^3+ 60*b*c*g*p^2*r^4*x^3+366*b*c*g*p*q^4*r*x^3+1092*b*c*g*p*q^3*r^2*x^3+868*b*c*g*p *q^2*r^3*x^3+180*b*c*g*p*q*r^4*x^3+90*b*c*g*q^5*r*x^3+348*b*c*g*q^4*r^2*x^3+388 *b*c*g*q^3*r^3*x^3+130*b*c*g*q^2*r^4*x^3+4*b*c*p^4*q^2*r*x^3+16*b*c*p^3*q^3*r*x ^3+18*b*c*p^3*q^2*r^2*x^3+24*b*c*p^2*q^4*r*x^3+54*b*c*p^2*q^3*r^2*x^3+24*b*c*p^ 2*q^2*r^3*x^3+16*b*c*p*q^5*r*x^3+54*b*c*p*q^4*r^2*x^3+48*b*c*p*q^3*r^3*x^3+10*b *c*p*q^2*r^4*x^3+4*b*c*q^6*r*x^3+18*b*c*q^5*r^2*x^3+24*b*c*q^4*r^3*x^3+10*b*c*q ^3*r^4*x^3+64*b*g^6*p*r*x^3+64*b*g^6*q*r*x^3+96*b*g^6*r^2*x^3+200*b*g^5*p^2*r*x ^3+400*b*g^5*p*q*r*x^3+456*b*g^5*p*r^2*x^3+200*b*g^5*q^2*r*x^3+456*b*g^5*q*r^2* x^3+208*b*g^5*r^3*x^3+232*b*g^4*p^3*r*x^3+704*b*g^4*p^2*q*r*x^3+693*b*g^4*p^2*r ^2*x^3+712*b*g^4*p*q^2*r*x^3+1398*b*g^4*p*q*r^2*x^3+540*b*g^4*p*r^3*x^3+240*b*g ^4*q^3*r*x^3+705*b*g^4*q^2*r^2*x^3+540*b*g^4*q*r^3*x^3+100*b*g^4*r^4*x^3+122*b* g^3*p^4*r*x^3+498*b*g^3*p^3*q*r*x^3+435*b*g^3*p^3*r^2*x^3+770*b*g^3*p^2*q^2*r*x ^3+1344*b*g^3*p^2*q*r^2*x^3+444*b*g^3*p^2*r^3*x^3+534*b*g^3*p*q^3*r*x^3+1395*b* g^3*p*q^2*r^2*x^3+920*b*g^3*p*q*r^3*x^3+135*b*g^3*p*r^4*x^3+140*b*g^3*q^4*r*x^3 +486*b*g^3*q^3*r^2*x^3+476*b*g^3*q^2*r^3*x^3+135*b*g^3*q*r^4*x^3+28*b*g^2*p^5*r *x^3+142*b*g^2*p^4*q*r*x^3+111*b*g^2*p^4*r^2*x^3+298*b*g^2*p^3*q^2*r*x^3+462*b* g^2*p^3*q*r^2*x^3+128*b*g^2*p^3*r^3*x^3+322*b*g^2*p^2*q^3*r*x^3+750*b*g^2*p^2*q ^2*r^2*x^3+420*b*g^2*p^2*q*r^3*x^3+45*b*g^2*p^2*r^4*x^3+178*b*g^2*p*q^4*r*x^3+ 558*b*g^2*p*q^3*r^2*x^3+476*b*g^2*p*q^2*r^3*x^3+110*b*g^2*p*q*r^4*x^3+40*b*g^2* q^5*r*x^3+159*b*g^2*q^4*r^2*x^3+184*b*g^2*q^3*r^3*x^3+65*b*g^2*q^2*r^4*x^3+2*b* g*p^6*r*x^3+12*b*g*p^5*q*r*x^3+9*b*g*p^5*r^2*x^3+32*b*g*p^4*q^2*r*x^3+45*b*g*p^ 4*q*r^2*x^3+12*b*g*p^4*r^3*x^3+48*b*g*p^3*q^3*r*x^3+99*b*g*p^3*q^2*r^2*x^3+48*b *g*p^3*q*r^3*x^3+5*b*g*p^3*r^4*x^3+42*b*g*p^2*q^4*r*x^3+117*b*g*p^2*q^3*r^2*x^3 +84*b*g*p^2*q^2*r^3*x^3+15*b*g*p^2*q*r^4*x^3+20*b*g*p*q^5*r*x^3+72*b*g*p*q^4*r^ 2*x^3+72*b*g*p*q^3*r^3*x^3+20*b*g*p*q^2*r^4*x^3+4*b*g*q^6*r*x^3+18*b*g*q^5*r^2* x^3+24*b*g*q^4*r^3*x^3+10*b*g*q^3*r^4*x^3+256*c^7*g*r*x^3+1152*c^6*g^2*r*x^3+ 640*c^6*g*p*r*x^3+640*c^6*g*q*r*x^3+576*c^6*g*r^2*x^3+1920*c^5*g^3*r*x^3+2560*c ^5*g^2*p*r*x^3+2560*c^5*g^2*q*r*x^3+2400*c^5*g^2*r^2*x^3+672*c^5*g*p^2*r*x^3+ 1280*c^5*g*p*q*r*x^3+1152*c^5*g*p*r^2*x^3+672*c^5*g*q^2*r*x^3+1152*c^5*g*q*r^2* x^3+384*c^5*g*r^3*x^3+1600*c^4*g^4*r*x^3+3648*c^4*g^3*p*r*x^3+3648*c^4*g^3*q*r* x^3+3552*c^4*g^3*r^2*x^3+2320*c^4*g^2*p^2*r*x^3+4544*c^4*g^2*p*q*r*x^3+4176*c^4 *g^2*p*r^2*x^3+2320*c^4*g^2*q^2*r*x^3+4176*c^4*g^2*q*r^2*x^3+1472*c^4*g^2*r^3*x ^3+384*c^4*g*p^3*r*x^3+1024*c^4*g*p^2*q*r*x^3+936*c^4*g*p^2*r^2*x^3+1024*c^4*g* p*q^2*r*x^3+1728*c^4*g*p*q*r^2*x^3+576*c^4*g*p*r^3*x^3+384*c^4*g*q^3*r*x^3+936* c^4*g*q^2*r^2*x^3+576*c^4*g*q*r^3*x^3+80*c^4*g*r^4*x^3+720*c^3*g^5*r*x^3+2496*c ^3*g^4*p*r*x^3+2496*c^3*g^4*q*r*x^3+2544*c^3*g^4*r^2*x^3+2712*c^3*g^3*p^2*r*x^3 +5376*c^3*g^3*p*q*r*x^3+5088*c^3*g^3*p*r^2*x^3+2712*c^3*g^3*q^2*r*x^3+5088*c^3* g^3*q*r^2*x^3+1888*c^3*g^3*r^3*x^3+1096*c^3*g^2*p^3*r*x^3+3128*c^3*g^2*p^2*q*r* x^3+2820*c^3*g^2*p^2*r^2*x^3+3128*c^3*g^2*p*q^2*r*x^3+5472*c^3*g^2*p*q*r^2*x^3+ 1856*c^3*g^2*p*r^3*x^3+1096*c^3*g^2*q^3*r*x^3+2820*c^3*g^2*q^2*r^2*x^3+1856*c^3 *g^2*q*r^3*x^3+280*c^3*g^2*r^4*x^3+128*c^3*g*p^4*r*x^3+416*c^3*g*p^3*q*r*x^3+ 396*c^3*g*p^3*r^2*x^3+576*c^3*g*p^2*q^2*r*x^3+972*c^3*g*p^2*q*r^2*x^3+336*c^3*g *p^2*r^3*x^3+416*c^3*g*p*q^3*r*x^3+972*c^3*g*p*q^2*r^2*x^3+576*c^3*g*p*q*r^3*x^ 3+80*c^3*g*p*r^4*x^3+128*c^3*g*q^4*r*x^3+396*c^3*g*q^3*r^2*x^3+336*c^3*g*q^2*r^ 3*x^3+80*c^3*g*q*r^4*x^3+168*c^2*g^6*r*x^3+872*c^2*g^5*p*r*x^3+872*c^2*g^5*q*r* x^3+948*c^2*g^5*r^2*x^3+1428*c^2*g^4*p^2*r*x^3+2848*c^2*g^4*p*q*r*x^3+2808*c^2* g^4*p*r^2*x^3+1428*c^2*g^4*q^2*r*x^3+2808*c^2*g^4*q*r^2*x^3+1104*c^2*g^4*r^3*x^ 3+984*c^2*g^3*p^3*r*x^3+2888*c^2*g^3*p^2*q*r*x^3+2646*c^2*g^3*p^2*r^2*x^3+2888* c^2*g^3*p*q^2*r*x^3+5232*c^2*g^3*p*q*r^2*x^3+1840*c^2*g^3*p*r^3*x^3+984*c^2*g^3 *q^3*r*x^3+2646*c^2*g^3*q^2*r^2*x^3+1840*c^2*g^3*q*r^3*x^3+300*c^2*g^3*r^4*x^3+ 284*c^2*g^2*p^4*r*x^3+1040*c^2*g^2*p^3*q*r*x^3+924*c^2*g^2*p^3*r^2*x^3+1512*c^2 *g^2*p^2*q^2*r*x^3+2568*c^2*g^2*p^2*q*r^2*x^3+840*c^2*g^2*p^2*r^3*x^3+1040*c^2* g^2*p*q^3*r*x^3+2568*c^2*g^2*p*q^2*r^2*x^3+1600*c^2*g^2*p*q*r^3*x^3+220*c^2*g^2 *p*r^4*x^3+284*c^2*g^2*q^4*r*x^3+924*c^2*g^2*q^3*r^2*x^3+840*c^2*g^2*q^2*r^3*x^ 3+220*c^2*g^2*q*r^4*x^3+24*c^2*g*p^5*r*x^3+88*c^2*g*p^4*q*r*x^3+90*c^2*g*p^4*r^ 2*x^3+144*c^2*g*p^3*q^2*r*x^3+252*c^2*g*p^3*q*r^2*x^3+96*c^2*g*p^3*r^3*x^3+144* c^2*g*p^2*q^3*r*x^3+324*c^2*g*p^2*q^2*r^2*x^3+192*c^2*g*p^2*q*r^3*x^3+30*c^2*g* p^2*r^4*x^3+88*c^2*g*p*q^4*r*x^3+252*c^2*g*p*q^3*r^2*x^3+192*c^2*g*p*q^2*r^3*x^ 3+40*c^2*g*p*q*r^4*x^3+24*c^2*g*q^5*r*x^3+90*c^2*g*q^4*r^2*x^3+96*c^2*g*q^3*r^3 *x^3+30*c^2*g*q^2*r^4*x^3+16*c*g^7*r*x^3+144*c*g^6*p*r*x^3+144*c*g^6*q*r*x^3+ 174*c*g^6*r^2*x^3+344*c*g^5*p^2*r*x^3+688*c*g^5*p*q*r*x^3+720*c*g^5*p*r^2*x^3+ 344*c*g^5*q^2*r*x^3+720*c*g^5*q*r^2*x^3+304*c*g^5*r^3*x^3+354*c*g^4*p^3*r*x^3+ 1054*c*g^4*p^2*q*r*x^3+999*c*g^4*p^2*r^2*x^3+1054*c*g^4*p*q^2*r*x^3+1992*c*g^4* p*q*r^2*x^3+736*c*g^4*p*r^3*x^3+354*c*g^4*q^3*r*x^3+999*c*g^4*q^2*r^2*x^3+736*c *g^4*q*r^3*x^3+130*c*g^4*r^4*x^3+174*c*g^3*p^4*r*x^3+668*c*g^3*p^3*q*r*x^3+591* c*g^3*p^3*r^2*x^3+988*c*g^3*p^2*q^2*r*x^3+1719*c*g^3*p^2*q*r^2*x^3+568*c*g^3*p^ 2*r^3*x^3+668*c*g^3*p*q^3*r*x^3+1719*c*g^3*p*q^2*r^2*x^3+1120*c*g^3*p*q*r^3*x^3 +160*c*g^3*p*r^4*x^3+174*c*g^3*q^4*r*x^3+591*c*g^3*q^3*r^2*x^3+568*c*g^3*q^2*r^ 3*x^3+160*c*g^3*q*r^4*x^3+38*c*g^2*p^5*r*x^3+166*c*g^2*p^4*q*r*x^3+147*c*g^2*p^ 4*r^2*x^3+308*c*g^2*p^3*q^2*r*x^3+510*c*g^2*p^3*q*r^2*x^3+164*c*g^2*p^3*r^3*x^3 +308*c*g^2*p^2*q^3*r*x^3+726*c*g^2*p^2*q^2*r^2*x^3+428*c*g^2*p^2*q*r^3*x^3+55*c *g^2*p^2*r^4*x^3+166*c*g^2*p*q^4*r*x^3+510*c*g^2*p*q^3*r^2*x^3+428*c*g^2*p*q^2* r^3*x^3+100*c*g^2*p*q*r^4*x^3+38*c*g^2*q^5*r*x^3+147*c*g^2*q^4*r^2*x^3+164*c*g^ 2*q^3*r^3*x^3+55*c*g^2*q^2*r^4*x^3+2*c*g*p^6*r*x^3+8*c*g*p^5*q*r*x^3+9*c*g*p^5* r^2*x^3+14*c*g*p^4*q^2*r*x^3+27*c*g*p^4*q*r^2*x^3+12*c*g*p^4*r^3*x^3+16*c*g*p^3 *q^3*r*x^3+36*c*g*p^3*q^2*r^2*x^3+24*c*g*p^3*q*r^3*x^3+5*c*g*p^3*r^4*x^3+14*c*g *p^2*q^4*r*x^3+36*c*g*p^2*q^3*r^2*x^3+24*c*g*p^2*q^2*r^3*x^3+5*c*g*p^2*q*r^4*x^ 3+8*c*g*p*q^5*r*x^3+27*c*g*p*q^4*r^2*x^3+24*c*g*p*q^3*r^3*x^3+5*c*g*p*q^2*r^4*x ^3+2*c*g*q^6*r*x^3+9*c*g*q^5*r^2*x^3+12*c*g*q^4*r^3*x^3+5*c*g*q^3*r^4*x^3+8*g^7 *p*r*x^3+8*g^7*q*r*x^3+12*g^7*r^2*x^3+30*g^6*p^2*r*x^3+60*g^6*p*q*r*x^3+69*g^6* p*r^2*x^3+30*g^6*q^2*r*x^3+69*g^6*q*r^2*x^3+32*g^6*r^3*x^3+44*g^5*p^3*r*x^3+132 *g^5*p^2*q*r*x^3+132*g^5*p^2*r^2*x^3+132*g^5*p*q^2*r*x^3+264*g^5*p*q*r^2*x^3+ 104*g^5*p*r^3*x^3+44*g^5*q^3*r*x^3+132*g^5*q^2*r^2*x^3+104*g^5*q*r^3*x^3+20*g^5 *r^4*x^3+32*g^4*p^4*r*x^3+126*g^4*p^3*q*r*x^3+114*g^4*p^3*r^2*x^3+188*g^4*p^2*q ^2*r*x^3+339*g^4*p^2*q*r^2*x^3+116*g^4*p^2*r^3*x^3+126*g^4*p*q^3*r*x^3+339*g^4* p*q^2*r^2*x^3+232*g^4*p*q*r^3*x^3+35*g^4*p*r^4*x^3+32*g^4*q^4*r*x^3+114*g^4*q^3 *r^2*x^3+116*g^4*q^2*r^3*x^3+35*g^4*q*r^4*x^3+12*g^3*p^5*r*x^3+56*g^3*p^4*q*r*x ^3+48*g^3*p^4*r^2*x^3+108*g^3*p^3*q^2*r*x^3+180*g^3*p^3*q*r^2*x^3+56*g^3*p^3*r^ 3*x^3+108*g^3*p^2*q^3*r*x^3+264*g^3*p^2*q^2*r^2*x^3+160*g^3*p^2*q*r^3*x^3+20*g^ 3*p^2*r^4*x^3+56*g^3*p*q^4*r*x^3+180*g^3*p*q^3*r^2*x^3+160*g^3*p*q^2*r^3*x^3+40 *g^3*p*q*r^4*x^3+12*g^3*q^5*r*x^3+48*g^3*q^4*r^2*x^3+56*g^3*q^3*r^3*x^3+20*g^3* q^2*r^4*x^3+2*g^2*p^6*r*x^3+10*g^2*p^5*q*r*x^3+9*g^2*p^5*r^2*x^3+22*g^2*p^4*q^2 *r*x^3+36*g^2*p^4*q*r^2*x^3+12*g^2*p^4*r^3*x^3+28*g^2*p^3*q^3*r*x^3+63*g^2*p^3* q^2*r^2*x^3+36*g^2*p^3*q*r^3*x^3+5*g^2*p^3*r^4*x^3+22*g^2*p^2*q^4*r*x^3+63*g^2* p^2*q^3*r^2*x^3+48*g^2*p^2*q^2*r^3*x^3+10*g^2*p^2*q*r^4*x^3+10*g^2*p*q^5*r*x^3+ 36*g^2*p*q^4*r^2*x^3+36*g^2*p*q^3*r^3*x^3+10*g^2*p*q^2*r^4*x^3+2*g^2*q^6*r*x^3+ 9*g^2*q^5*r^2*x^3+12*g^2*q^4*r^3*x^3+5*g^2*q^3*r^4*x^3-320*a^6*b*c*r*x^2-512*a^ 6*b*c*x^3-192*a^6*b*p*r*x^2-256*a^6*b*p*x^3-160*a^6*b*q*r*x^2-256*a^6*b*q*x^3-\ 256*a^6*b*r^2*x^2-608*a^6*b*r*x^3-160*a^6*c*g*r*x^2-256*a^6*c*g*x^3-96*a^6*g*p* r*x^2-128*a^6*g*p*x^3-80*a^6*g*q*r*x^2-128*a^6*g*q*x^3-128*a^6*g*r^2*x^2-304*a^ 6*g*r*x^3-1344*a^5*b^2*c*r*x^2-2560*a^5*b^2*c*x^3-800*a^5*b^2*p*r*x^2-1280*a^5* b^2*p*x^3-640*a^5*b^2*q*r*x^2-1280*a^5*b^2*q*x^3-1056*a^5*b^2*r^2*x^2-3040*a^5* b^2*r*x^3-2432*a^5*b*c^2*r*x^2-4608*a^5*b*c^2*x^3-2048*a^5*b*c*g*r*x^2-3840*a^5 *b*c*g*x^3-2464*a^5*b*c*p*r*x^2-3840*a^5*b*c*p*x^3-1984*a^5*b*c*q*r*x^2-3840*a^ 5*b*c*q*x^3-2688*a^5*b*c*r^2*x^2-6848*a^5*b*c*r*x^3-1232*a^5*b*g*p*r*x^2-1920*a ^5*b*g*p*x^3-992*a^5*b*g*q*r*x^2-1920*a^5*b*g*q*x^3-1616*a^5*b*g*r^2*x^2-4560*a ^5*b*g*r*x^3-576*a^5*b*p^2*r*x^2-768*a^5*b*p^2*x^3-960*a^5*b*p*q*r*x^2-1536*a^5 *b*p*q*x^3-1184*a^5*b*p*r^2*x^2-2512*a^5*b*p*r*x^3-384*a^5*b*q^2*r*x^2-768*a^5* b*q^2*x^3-1008*a^5*b*q*r^2*x^2-2512*a^5*b*q*r*x^3-528*a^5*b*r^3*x^2-1248*a^5*b* r^2*x^3-128*a^5*c^3*r*x^2-512*a^5*c^3*x^3-1280*a^5*c^2*g*r*x^2-2560*a^5*c^2*g*x ^3-256*a^5*c^2*p*r*x^2-512*a^5*c^2*p*x^3-128*a^5*c^2*q*r*x^2-512*a^5*c^2*q*x^3-\ 160*a^5*c^2*r^2*x^2-480*a^5*c^2*r*x^3-688*a^5*c*g^2*r*x^2-1280*a^5*c*g^2*x^3-\ 1360*a^5*c*g*p*r*x^2-2176*a^5*c*g*p*x^3-1056*a^5*c*g*q*r*x^2-2176*a^5*c*g*q*x^3 -1424*a^5*c*g*r^2*x^2-3664*a^5*c*g*r*x^3-96*a^5*c*p^2*r*x^2-128*a^5*c*p^2*x^3-\ 128*a^5*c*p*q*r*x^2-256*a^5*c*p*q*x^3-160*a^5*c*p*r^2*x^2-240*a^5*c*p*r*x^3-32* a^5*c*q^2*r*x^2-128*a^5*c*q^2*x^3-80*a^5*c*q*r^2*x^2-240*a^5*c*q*r*x^3-48*a^5*c *r^3*x^2+96*a^5*c*r^2*x^3-416*a^5*g^2*p*r*x^2-640*a^5*g^2*p*x^3-336*a^5*g^2*q*r *x^2-640*a^5*g^2*q*x^3-544*a^5*g^2*r^2*x^2-1520*a^5*g^2*r*x^3-336*a^5*g*p^2*r*x ^2-448*a^5*g*p^2*x^3-544*a^5*g*p*q*r*x^2-896*a^5*g*p*q*x^3-672*a^5*g*p*r^2*x^2-\ 1376*a^5*g*p*r*x^3-208*a^5*g*q^2*r*x^2-448*a^5*g*q^2*x^3-544*a^5*g*q*r^2*x^2-\ 1376*a^5*g*q*r*x^3-288*a^5*g*r^3*x^2-576*a^5*g*r^2*x^3-2176*a^4*b^3*c*r*x^2-\ 5120*a^4*b^3*c*x^3-1280*a^4*b^3*p*r*x^2-2560*a^4*b^3*p*x^3-960*a^4*b^3*q*r*x^2-\ 2560*a^4*b^3*q*x^3-1664*a^4*b^3*r^2*x^2-6080*a^4*b^3*r*x^3-8320*a^4*b^2*c^2*r*x ^2-18432*a^4*b^2*c^2*x^3-5920*a^4*b^2*c*g*r*x^2-13056*a^4*b^2*c*g*x^3-8288*a^4* b^2*c*p*r*x^2-15360*a^4*b^2*c*p*x^3-6368*a^4*b^2*c*q*r*x^2-15360*a^4*b^2*c*q*x^ 3-8832*a^4*b^2*c*r^2*x^2-27392*a^4*b^2*c*r*x^3-3520*a^4*b^2*g*p*r*x^2-6528*a^4* b^2*g*p*x^3-2704*a^4*b^2*g*q*r*x^2-6528*a^4*b^2*g*q*x^3-4576*a^4*b^2*g*r^2*x^2-\ 15504*a^4*b^2*g*r*x^3-1920*a^4*b^2*p^2*r*x^2-3072*a^4*b^2*p^2*x^3-3072*a^4*b^2* p*q*r*x^2-6144*a^4*b^2*p*q*x^3-3840*a^4*b^2*p*r^2*x^2-10048*a^4*b^2*p*r*x^3-\ 1152*a^4*b^2*q^2*r*x^2-3072*a^4*b^2*q^2*x^3-3136*a^4*b^2*q*r^2*x^2-10048*a^4*b^ 2*q*r*x^3-1632*a^4*b^2*r^3*x^2-4992*a^4*b^2*r^2*x^3-7680*a^4*b*c^3*r*x^2-17408* a^4*b*c^3*x^3-12960*a^4*b*c^2*g*r*x^2-28416*a^4*b*c^2*g*x^3-10976*a^4*b*c^2*p*r *x^2-20224*a^4*b*c^2*p*x^3-8512*a^4*b*c^2*q*r*x^2-20224*a^4*b*c^2*q*x^3-10560*a ^4*b*c^2*r^2*x^2-30656*a^4*b*c^2*r*x^3-4896*a^4*b*c*g^2*r*x^2-10496*a^4*b*c*g^2 *x^3-13136*a^4*b*c*g*p*r*x^2-23808*a^4*b*c*g*p*x^3-10192*a^4*b*c*g*q*r*x^2-\ 23808*a^4*b*c*g*q*x^3-13952*a^4*b*c*g*r^2*x^2-42176*a^4*b*c*g*r*x^3-4864*a^4*b* c*p^2*r*x^2-7552*a^4*b*c*p^2*x^3-7872*a^4*b*c*p*q*r*x^2-15104*a^4*b*c*p*q*x^3-\ 9024*a^4*b*c*p*r^2*x^2-21440*a^4*b*c*p*r*x^3-3008*a^4*b*c*q^2*r*x^2-7552*a^4*b* c*q^2*x^3-7392*a^4*b*c*q*r^2*x^2-21440*a^4*b*c*q*r*x^3-3600*a^4*b*c*r^3*x^2-\ 8928*a^4*b*c*r^2*x^3-2944*a^4*b*g^2*p*r*x^2-5248*a^4*b*g^2*p*x^3-2288*a^4*b*g^2 *q*r*x^2-5248*a^4*b*g^2*q*x^3-3808*a^4*b*g^2*r^2*x^2-12464*a^4*b*g^2*r*x^3-3088 *a^4*b*g*p^2*r*x^2-4800*a^4*b*g*p^2*x^3-4992*a^4*b*g*p*q*r*x^2-9600*a^4*b*g*p*q *x^3-6176*a^4*b*g*p*r^2*x^2-15616*a^4*b*g*p*r*x^3-1904*a^4*b*g*q^2*r*x^2-4800*a ^4*b*g*q^2*x^3-5104*a^4*b*g*q*r^2*x^2-15616*a^4*b*g*q*r*x^3-2656*a^4*b*g*r^3*x^ 2-7656*a^4*b*g*r^2*x^3-672*a^4*b*p^3*r*x^2-896*a^4*b*p^3*x^3-1680*a^4*b*p^2*q*r *x^2-2688*a^4*b*p^2*q*x^3-1808*a^4*b*p^2*r^2*x^2-3512*a^4*b*p^2*r*x^3-1344*a^4* b*p*q^2*r*x^2-2688*a^4*b*p*q^2*x^3-3024*a^4*b*p*q*r^2*x^2-7024*a^4*b*p*q*r*x^3-\ 1392*a^4*b*p*r^3*x^2-2472*a^4*b*p*r^2*x^3-336*a^4*b*q^3*r*x^2-896*a^4*b*q^3*x^3 -1216*a^4*b*q^2*r^2*x^2-3512*a^4*b*q^2*r*x^3-1128*a^4*b*q*r^3*x^2-2472*a^4*b*q* r^2*x^3-288*a^4*b*r^4*x^2-576*a^4*c^4*r*x^2-2560*a^4*c^4*x^3-4384*a^4*c^3*g*r*x ^2-11008*a^4*c^3*g*x^3-1536*a^4*c^3*p*r*x^2-3840*a^4*c^3*p*x^3-672*a^4*c^3*q*r* x^2-3328*a^4*c^3*q*x^3-960*a^4*c^3*r^2*x^2-4160*a^4*c^3*r*x^3-4528*a^4*c^2*g^2* r*x^2-10112*a^4*c^2*g^2*x^3-6768*a^4*c^2*g*p*r*x^2-13056*a^4*c^2*g*p*x^3-4848*a ^4*c^2*g*q*r*x^2-12800*a^4*c^2*g*q*x^3-6080*a^4*c^2*g*r^2*x^2-18368*a^4*c^2*g*r *x^3-1104*a^4*c^2*p^2*r*x^2-1920*a^4*c^2*p^2*x^3-1216*a^4*c^2*p*q*r*x^2-3328*a^ 4*c^2*p*q*x^3-1664*a^4*c^2*p*r^2*x^2-4160*a^4*c^2*p*r*x^3-240*a^4*c^2*q^2*r*x^2 -1408*a^4*c^2*q^2*x^3-768*a^4*c^2*q*r^2*x^2-3680*a^4*c^2*q*r*x^3-528*a^4*c^2*r^ 3*x^2-768*a^4*c^2*r^2*x^3-1240*a^4*c*g^3*r*x^2-2624*a^4*c*g^3*x^3-4752*a^4*c*g^ 2*p*r*x^2-8576*a^4*c*g^2*p*x^3-3632*a^4*c*g^2*q*r*x^2-8576*a^4*c*g^2*q*x^3-4928 *a^4*c*g^2*r^2*x^2-14720*a^4*c*g^2*r*x^3-3176*a^4*c*g*p^2*r*x^2-4992*a^4*c*g*p^ 2*x^3-4800*a^4*c*g*p*q*r*x^2-9728*a^4*c*g*p*q*x^3-5664*a^4*c*g*p*r^2*x^2-13280* a^4*c*g*p*r*x^3-1688*a^4*c*g*q^2*r*x^2-4736*a^4*c*g*q^2*x^3-4240*a^4*c*g*q*r^2* x^2-13040*a^4*c*g*q*r*x^3-2160*a^4*c*g*r^3*x^2-4656*a^4*c*g*r^2*x^3-240*a^4*c*p ^3*r*x^2-320*a^4*c*p^3*x^3-440*a^4*c*p^2*q*r*x^2-832*a^4*c*p^2*q*x^3-592*a^4*c* p^2*r^2*x^2-1040*a^4*c*p^2*r*x^3-224*a^4*c*p*q^2*r*x^2-704*a^4*c*p*q^2*x^3-656* a^4*c*p*q*r^2*x^2-1840*a^4*c*p*q*r*x^3-432*a^4*c*p*r^3*x^2-384*a^4*c*p*r^2*x^3-\ 24*a^4*c*q^3*r*x^2-192*a^4*c*q^3*x^3-144*a^4*c*q^2*r^2*x^2-800*a^4*c*q^2*r*x^3-\ 216*a^4*c*q*r^3*x^2-480*a^4*c*q*r^2*x^3-96*a^4*c*r^4*x^2+192*a^4*c*r^3*x^3-752* a^4*g^3*p*r*x^2-1312*a^4*g^3*p*x^3-588*a^4*g^3*q*r*x^2-1312*a^4*g^3*q*x^3-968*a ^4*g^3*r^2*x^2-3116*a^4*g^3*r*x^3-1160*a^4*g^2*p^2*r*x^2-1760*a^4*g^2*p^2*x^3-\ 1856*a^4*g^2*p*q*r*x^2-3520*a^4*g^2*p*q*x^3-2288*a^4*g^2*p*r^2*x^2-5536*a^4*g^2 *p*r*x^3-696*a^4*g^2*q^2*r*x^2-1760*a^4*g^2*q^2*x^3-1848*a^4*g^2*q*r^2*x^2-5536 *a^4*g^2*q*r*x^3-968*a^4*g^2*r^3*x^2-2484*a^4*g^2*r^2*x^3-456*a^4*g*p^3*r*x^2-\ 608*a^4*g*p^3*x^3-1060*a^4*g*p^2*q*r*x^2-1760*a^4*g*p^2*q*x^3-1200*a^4*g*p^2*r^ 2*x^2-2276*a^4*g*p^2*r*x^3-784*a^4*g*p*q^2*r*x^2-1696*a^4*g*p*q^2*x^3-1840*a^4* g*p*q*r^2*x^2-4432*a^4*g*p*q*r*x^3-912*a^4*g*p*r^3*x^2-1428*a^4*g*p*r^2*x^3-180 *a^4*g*q^3*r*x^2-544*a^4*g*q^3*x^3-680*a^4*g*q^2*r^2*x^2-2156*a^4*g*q^2*r*x^3-\ 672*a^4*g*q*r^3*x^2-1476*a^4*g*q*r^2*x^3-192*a^4*g*r^4*x^2+96*a^4*g*r^3*x^3-\ 1664*a^3*b^4*c*r*x^2-5120*a^3*b^4*c*x^3-960*a^3*b^4*p*r*x^2-2560*a^3*b^4*p*x^3-\ 640*a^3*b^4*q*r*x^2-2560*a^3*b^4*q*x^3-1216*a^3*b^4*r^2*x^2-6080*a^3*b^4*r*x^3-\ 10368*a^3*b^3*c^2*r*x^2-27648*a^3*b^3*c^2*x^3-7104*a^3*b^3*c*g*r*x^2-18944*a^3* b^3*c*g*x^3-10080*a^3*b^3*c*p*r*x^2-23040*a^3*b^3*c*p*x^3-7200*a^3*b^3*c*q*r*x^ 2-23040*a^3*b^3*c*q*x^3-10368*a^3*b^3*c*r^2*x^2-41088*a^3*b^3*c*r*x^3-4144*a^3* b^3*g*p*r*x^2-9472*a^3*b^3*g*p*x^3-2960*a^3*b^3*g*q*r*x^2-9472*a^3*b^3*g*q*x^3-\ 5328*a^3*b^3*g*r^2*x^2-22496*a^3*b^3*g*r*x^3-2304*a^3*b^3*p^2*r*x^2-4608*a^3*b^ 3*p^2*x^3-3456*a^3*b^3*p*q*r*x^2-9216*a^3*b^3*p*q*x^3-4416*a^3*b^3*p*r^2*x^2-\ 15072*a^3*b^3*p*r*x^3-1152*a^3*b^3*q^2*r*x^2-4608*a^3*b^3*q^2*x^3-3360*a^3*b^3* q*r^2*x^2-15072*a^3*b^3*q*r*x^3-1728*a^3*b^3*r^3*x^2-7488*a^3*b^3*r^2*x^3-19840 *a^3*b^2*c^3*r*x^2-49664*a^3*b^2*c^3*x^3-29152*a^3*b^2*c^2*g*r*x^2-72448*a^3*b^ 2*c^2*g*x^3-27328*a^3*b^2*c^2*p*r*x^2-58112*a^3*b^2*c^2*p*x^3-20576*a^3*b^2*c^2 *q*r*x^2-58112*a^3*b^2*c^2*q*x^3-25952*a^3*b^2*c^2*r^2*x^2-89568*a^3*b^2*c^2*r* x^3-10160*a^3*b^2*c*g^2*r*x^2-25088*a^3*b^2*c*g^2*x^3-28704*a^3*b^2*c*g*p*r*x^2 -60544*a^3*b^2*c*g*p*x^3-21392*a^3*b^2*c*g*q*r*x^2-60544*a^3*b^2*c*g*q*x^3-\ 30096*a^3*b^2*c*g*r^2*x^2-108208*a^3*b^2*c*g*r*x^3-11968*a^3*b^2*c*p^2*r*x^2-\ 22016*a^3*b^2*c*p^2*x^3-18688*a^3*b^2*c*p*q*r*x^2-44032*a^3*b^2*c*p*q*x^3-21568 *a^3*b^2*c*p*r^2*x^2-63120*a^3*b^2*c*p*r*x^3-6720*a^3*b^2*c*q^2*r*x^2-22016*a^3 *b^2*c*q^2*x^3-17072*a^3*b^2*c*q*r^2*x^2-63120*a^3*b^2*c*q*r*x^3-8160*a^3*b^2*c *r^3*x^2-27264*a^3*b^2*c*r^2*x^3-6000*a^3*b^2*g^2*p*r*x^2-12544*a^3*b^2*g^2*p*x ^3-4432*a^3*b^2*g^2*q*r*x^2-12544*a^3*b^2*g^2*q*x^3-7728*a^3*b^2*g^2*r^2*x^2-\ 29792*a^3*b^2*g^2*r*x^3-6608*a^3*b^2*g*p^2*r*x^2-12160*a^3*b^2*g*p^2*x^3-10304* a^3*b^2*g*p*q*r*x^2-24320*a^3*b^2*g*p*q*x^3-12944*a^3*b^2*g*p*r^2*x^2-39968*a^3 *b^2*g*p*r*x^3-3696*a^3*b^2*g*q^2*r*x^2-12160*a^3*b^2*g*q^2*x^3-10368*a^3*b^2*g *q*r^2*x^2-39968*a^3*b^2*g*q*r*x^3-5344*a^3*b^2*g*r^3*x^2-20088*a^3*b^2*g*r^2*x ^3-1680*a^3*b^2*p^3*r*x^2-2688*a^3*b^2*p^3*x^3-4032*a^3*b^2*p^2*q*r*x^2-8064*a^ 3*b^2*p^2*q*x^3-4344*a^3*b^2*p^2*r^2*x^2-10536*a^3*b^2*p^2*r*x^3-3024*a^3*b^2*p *q^2*r*x^2-8064*a^3*b^2*p*q^2*x^3-6912*a^3*b^2*p*q*r^2*x^2-21072*a^3*b^2*p*q*r* x^3-3096*a^3*b^2*p*r^3*x^2-7416*a^3*b^2*p*r^2*x^3-672*a^3*b^2*q^3*r*x^2-2688*a^ 3*b^2*q^3*x^3-2568*a^3*b^2*q^2*r^2*x^2-10536*a^3*b^2*q^2*r*x^3-2304*a^3*b^2*q*r ^3*x^2-7416*a^3*b^2*q*r^2*x^3-528*a^3*b^2*r^4*x^2-12416*a^3*b*c^4*r*x^2-32256*a ^3*b*c^4*x^3-32032*a^3*b*c^3*g*r*x^2-79872*a^3*b*c^3*g*x^3-22784*a^3*b*c^3*p*r* x^2-48896*a^3*b*c^3*p*x^3-17120*a^3*b*c^3*q*r*x^2-47872*a^3*b*c^3*q*x^3-20224*a ^3*b*c^3*r^2*x^2-67392*a^3*b*c^3*r*x^3-24752*a^3*b*c^2*g^2*r*x^2-60032*a^3*b*c^ 2*g^2*x^3-45232*a^3*b*c^2*g*p*r*x^2-94080*a^3*b*c^2*g*p*x^3-34272*a^3*b*c^2*g*q *r*x^2-93568*a^3*b*c^2*g*q*x^3-42864*a^3*b*c^2*g*r^2*x^2-143504*a^3*b*c^2*g*r*x ^3-14816*a^3*b*c^2*p^2*r*x^2-26880*a^3*b*c^2*p^2*x^3-23040*a^3*b*c^2*p*q*r*x^2-\ 52736*a^3*b*c^2*p*q*x^3-25344*a^3*b*c^2*p*r^2*x^2-69536*a^3*b*c^2*p*r*x^3-8480* a^3*b*c^2*q^2*r*x^2-25856*a^3*b*c^2*q^2*x^3-20128*a^3*b*c^2*q*r^2*x^2-68576*a^3 *b*c^2*q*r*x^3-9312*a^3*b*c^2*r^3*x^2-26064*a^3*b*c^2*r^2*x^3-5920*a^3*b*c*g^3* r*x^2-14080*a^3*b*c*g^3*x^3-24832*a^3*b*c*g^2*p*r*x^2-50432*a^3*b*c*g^2*p*x^3-\ 18816*a^3*b*c*g^2*q*r*x^2-50432*a^3*b*c*g^2*q*x^3-26056*a^3*b*c*g^2*r^2*x^2-\ 89720*a^3*b*c*g^2*r*x^3-20144*a^3*b*c*g*p^2*r*x^2-35904*a^3*b*c*g*p^2*x^3-31664 *a^3*b*c*g*p*q*r*x^2-71296*a^3*b*c*g*p*q*x^3-36432*a^3*b*c*g*p*r^2*x^2-102200*a ^3*b*c*g*p*r*x^3-11648*a^3*b*c*g*q^2*r*x^2-35392*a^3*b*c*g*q^2*x^3-29240*a^3*b* c*g*q*r^2*x^2-101720*a^3*b*c*g*q*r*x^3-14120*a^3*b*c*g*r^3*x^2-43656*a^3*b*c*g* r^2*x^3-4040*a^3*b*c*p^3*r*x^2-6272*a^3*b*c*p^3*x^3-9720*a^3*b*c*p^2*q*r*x^2-\ 18560*a^3*b*c*p^2*q*x^3-10096*a^3*b*c*p^2*r^2*x^2-22592*a^3*b*c*p^2*r*x^3-7448* a^3*b*c*p*q^2*r*x^2-18304*a^3*b*c*p*q^2*x^3-16208*a^3*b*c*p*q*r^2*x^2-44704*a^3 *b*c*p*q*r*x^3-7152*a^3*b*c*p*r^3*x^2-14184*a^3*b*c*p*r^2*x^3-1768*a^3*b*c*q^3* r*x^2-6016*a^3*b*c*q^3*x^3-6272*a^3*b*c*q^2*r^2*x^2-22112*a^3*b*c*q^2*r*x^3-\ 5544*a^3*b*c*q*r^3*x^2-14376*a^3*b*c*q*r^2*x^3-1344*a^3*b*c*r^4*x^2+192*a^3*b*c *r^3*x^3-3540*a^3*b*g^3*p*r*x^2-7040*a^3*b*g^3*p*x^3-2660*a^3*b*g^3*q*r*x^2-\ 7040*a^3*b*g^3*q*x^3-4540*a^3*b*g^3*r^2*x^2-16720*a^3*b*g^3*r*x^3-5808*a^3*b*g^ 2*p^2*r*x^2-10208*a^3*b*g^2*p^2*x^3-9208*a^3*b*g^2*p*q*r*x^2-20416*a^3*b*g^2*p* q*x^3-11432*a^3*b*g^2*p*r^2*x^2-33460*a^3*b*g^2*p*r*x^3-3400*a^3*b*g^2*q^2*r*x^ 2-10208*a^3*b*g^2*q^2*x^3-9332*a^3*b*g^2*q*r^2*x^2-33460*a^3*b*g^2*q*r*x^3-4820 *a^3*b*g^2*r^3*x^2-16704*a^3*b*g^2*r^2*x^3-2852*a^3*b*g*p^3*r*x^2-4416*a^3*b*g* p^3*x^3-6876*a^3*b*g*p^2*q*r*x^2-13120*a^3*b*g*p^2*q*x^3-7428*a^3*b*g*p^2*r^2*x ^2-17276*a^3*b*g*p^2*r*x^3-5260*a^3*b*g*p*q^2*r*x^2-12992*a^3*b*g*p*q^2*x^3-\ 11992*a^3*b*g*p*q*r^2*x^2-34312*a^3*b*g*p*q*r*x^3-5472*a^3*b*g*p*r^3*x^2-12252* a^3*b*g*p*r^2*x^3-1236*a^3*b*g*q^3*r*x^2-4288*a^3*b*g*q^3*x^3-4644*a^3*b*g*q^2* r^2*x^2-17036*a^3*b*g*q^2*r*x^3-4268*a^3*b*g*q*r^3*x^2-12348*a^3*b*g*q*r^2*x^3-\ 1048*a^3*b*g*r^4*x^2-192*a^3*b*g*r^3*x^3-384*a^3*b*p^4*r*x^2-512*a^3*b*p^4*x^3-\ 1280*a^3*b*p^3*q*r*x^2-2048*a^3*b*p^3*q*x^3-1256*a^3*b*p^3*r^2*x^2-2260*a^3*b*p ^3*r*x^3-1536*a^3*b*p^2*q^2*r*x^2-3072*a^3*b*p^2*q^2*x^3-3108*a^3*b*p^2*q*r^2*x ^2-6780*a^3*b*p^2*q*r*x^3-1308*a^3*b*p^2*r^3*x^2-1728*a^3*b*p^2*r^2*x^3-768*a^3 *b*p*q^3*r*x^2-2048*a^3*b*p*q^3*x^3-2448*a^3*b*p*q^2*r^2*x^2-6780*a^3*b*p*q^2*r *x^3-2040*a^3*b*p*q*r^3*x^2-3456*a^3*b*p*q*r^2*x^3-480*a^3*b*p*r^4*x^2+432*a^3* b*p*r^3*x^3-128*a^3*b*q^4*r*x^2-512*a^3*b*q^4*x^3-596*a^3*b*q^3*r^2*x^2-2260*a^ 3*b*q^3*r*x^3-732*a^3*b*q^2*r^3*x^2-1728*a^3*b*q^2*r^2*x^3-312*a^3*b*q*r^4*x^2+ 432*a^3*b*q*r^3*x^3-40*a^3*b*r^5*x^2+360*a^3*b*r^4*x^3-960*a^3*c^5*r*x^2-4608*a ^3*c^5*x^3-7616*a^3*c^4*g*r*x^2-22528*a^3*c^4*g*x^3-3168*a^3*c^4*p*r*x^2-9216*a ^3*c^4*p*x^3-1248*a^3*c^4*q*r*x^2-7168*a^3*c^4*q*x^3-1952*a^3*c^4*r^2*x^2-10016 *a^3*c^4*r*x^3-11712*a^3*c^3*g^2*r*x^2-30336*a^3*c^3*g^2*x^3-15456*a^3*c^3*g*p* r*x^2-35200*a^3*c^3*g*p*x^3-10288*a^3*c^3*g*q*r*x^2-32896*a^3*c^3*g*q*x^3-12656 *a^3*c^3*g*r^2*x^2-45488*a^3*c^3*g*r*x^3-3312*a^3*c^3*p^2*r*x^2-6912*a^3*c^3*p^ 2*x^3-3200*a^3*c^3*p*q*r*x^2-10752*a^3*c^3*p*q*x^3-4672*a^3*c^3*p*r^2*x^2-15024 *a^3*c^3*p*r*x^3-528*a^3*c^3*q^2*r*x^2-3968*a^3*c^3*q^2*x^3-1968*a^3*c^3*q*r^2* x^2-11248*a^3*c^3*q*r*x^3-1440*a^3*c^3*r^3*x^2-3888*a^3*c^3*r^2*x^3-6480*a^3*c^ 2*g^3*r*x^2-15744*a^3*c^2*g^3*x^3-17408*a^3*c^2*g^2*p*r*x^2-36352*a^3*c^2*g^2*p *x^3-12736*a^3*c^2*g^2*q*r*x^2-35712*a^3*c^2*g^2*q*x^3-15968*a^3*c^2*g^2*r^2*x^ 2-53472*a^3*c^2*g^2*r*x^3-10848*a^3*c^2*g*p^2*r*x^2-19968*a^3*c^2*g*p^2*x^3-\ 15120*a^3*c^2*g*p*q*r*x^2-37120*a^3*c^2*g*p*q*x^3-17728*a^3*c^2*g*p*r^2*x^2-\ 49064*a^3*c^2*g*p*r*x^3-4912*a^3*c^2*g*q^2*r*x^2-17216*a^3*c^2*g*q^2*x^3-12328* a^3*c^2*g*q*r^2*x^2-45976*a^3*c^2*g*q*r*x^3-6248*a^3*c^2*g*r^3*x^2-16296*a^3*c^ 2*g*r^2*x^3-1416*a^3*c^2*p^3*r*x^2-2304*a^3*c^2*p^3*x^3-2264*a^3*c^2*p^2*q*r*x^ 2-5376*a^3*c^2*p^2*q*x^3-3208*a^3*c^2*p^2*r^2*x^2-7512*a^3*c^2*p^2*r*x^3-952*a^ 3*c^2*p*q^2*r*x^2-3968*a^3*c^2*p*q^2*x^3-3088*a^3*c^2*p*q*r^2*x^2-11248*a^3*c^2 *p*q*r*x^3-2136*a^3*c^2*p*r^3*x^2-3888*a^3*c^2*p*r^2*x^3-72*a^3*c^2*q^3*r*x^2-\ 896*a^3*c^2*q^3*x^3-576*a^3*c^2*q^2*r^2*x^2-3856*a^3*c^2*q^2*r*x^3-936*a^3*c^2* q*r^3*x^2-2952*a^3*c^2*q*r^2*x^3-432*a^3*c^2*r^4*x^2+192*a^3*c^2*r^3*x^3-1204*a ^3*c*g^4*r*x^2-2816*a^3*c*g^4*x^3-6692*a^3*c*g^3*p*r*x^2-13344*a^3*c*g^3*p*x^3-\ 5056*a^3*c*g^3*q*r*x^2-13344*a^3*c*g^3*q*x^3-6920*a^3*c*g^3*r^2*x^2-23304*a^3*c *g^3*r*x^3-8116*a^3*c*g^2*p^2*r*x^2-14176*a^3*c*g^2*p^2*x^3-12352*a^3*c*g^2*p*q *r*x^2-27712*a^3*c*g^2*p*q*x^3-14424*a^3*c*g^2*p*r^2*x^2-39072*a^3*c*g^2*p*r*x^ 3-4396*a^3*c*g^2*q^2*r*x^2-13536*a^3*c*g^2*q^2*x^3-11112*a^3*c*g^2*q*r^2*x^2-\ 38472*a^3*c*g^2*q*r*x^3-5528*a^3*c*g^2*r^3*x^2-15528*a^3*c*g^2*r^2*x^3-3116*a^3 *c*g*p^3*r*x^2-4800*a^3*c*g*p^3*x^3-6716*a^3*c*g*p^2*q*r*x^2-13312*a^3*c*g*p^2* q*x^3-7620*a^3*c*g*p^2*r^2*x^2-16748*a^3*c*g*p^2*r*x^3-4580*a^3*c*g*p*q^2*r*x^2 -12288*a^3*c*g*p*q^2*x^3-10744*a^3*c*g*p*q*r^2*x^2-31008*a^3*c*g*p*q*r*x^3-5360 *a^3*c*g*p*r^3*x^2-9696*a^3*c*g*p*r^2*x^3-964*a^3*c*g*q^3*r*x^2-3776*a^3*c*g*q^ 3*x^3-3672*a^3*c*g*q^2*r^2*x^2-14320*a^3*c*g*q^2*r*x^3-3604*a^3*c*g*q*r^3*x^2-\ 9468*a^3*c*g*q*r^2*x^3-1048*a^3*c*g*r^4*x^2+512*a^3*c*g*r^3*x^3-216*a^3*c*p^4*r *x^2-288*a^3*c*p^4*x^3-488*a^3*c*p^3*q*r*x^2-896*a^3*c*p^3*q*x^3-680*a^3*c*p^3* r^2*x^2-1252*a^3*c*p^3*r*x^3-344*a^3*c*p^2*q^2*r*x^2-992*a^3*c*p^2*q^2*x^3-1052 *a^3*c*p^2*q*r^2*x^2-2812*a^3*c*p^2*q*r*x^3-708*a^3*c*p^2*r^3*x^2-972*a^3*c*p^2 *r^2*x^3-72*a^3*c*p*q^3*r*x^2-448*a^3*c*p*q^3*x^3-432*a^3*c*p*q^2*r^2*x^2-1928* a^3*c*p*q^2*r*x^3-648*a^3*c*p*q*r^3*x^2-1476*a^3*c*p*q*r^2*x^3-288*a^3*c*p*r^4* x^2+96*a^3*c*p*r^3*x^3-64*a^3*c*q^4*x^3-40*a^3*c*q^3*r^2*x^2-368*a^3*c*q^3*r*x^ 3-120*a^3*c*q^2*r^3*x^2-480*a^3*c*q^2*r^2*x^3-120*a^3*c*q*r^4*x^2-96*a^3*c*q*r^ 3*x^3-40*a^3*c*r^5*x^2+80*a^3*c*r^4*x^3-728*a^3*g^4*p*r*x^2-1408*a^3*g^4*p*x^3-\ 552*a^3*g^4*q*r*x^2-1408*a^3*g^4*q*x^3-928*a^3*g^4*r^2*x^2-3344*a^3*g^4*r*x^3-\ 1612*a^3*g^3*p^2*r*x^2-2736*a^3*g^3*p^2*x^3-2556*a^3*g^3*p*q*r*x^2-5472*a^3*g^3 *p*q*x^3-3152*a^3*g^3*p*r^2*x^2-8802*a^3*g^3*p*r*x^3-944*a^3*g^3*q^2*r*x^2-2736 *a^3*g^3*q^2*x^3-2554*a^3*g^3*q*r^2*x^2-8802*a^3*g^3*q*r*x^3-1326*a^3*g^3*r^3*x ^2-4194*a^3*g^3*r^2*x^3-1200*a^3*g^2*p^3*r*x^2-1792*a^3*g^2*p^3*x^3-2792*a^3*g^ 2*p^2*q*r*x^2-5216*a^3*g^2*p^2*q*x^3-3112*a^3*g^2*p^2*r^2*x^2-6852*a^3*g^2*p^2* r*x^3-2064*a^3*g^2*p*q^2*r*x^2-5056*a^3*g^2*p*q^2*x^3-4816*a^3*g^2*p*q*r^2*x^2-\ 13404*a^3*g^2*p*q*r*x^3-2320*a^3*g^2*p*r^3*x^2-4602*a^3*g^2*p*r^2*x^3-472*a^3*g ^2*q^3*r*x^2-1632*a^3*g^2*q^3*x^3-1804*a^3*g^2*q^2*r^2*x^2-6552*a^3*g^2*q^2*r*x ^3-1740*a^3*g^2*q*r^3*x^2-4722*a^3*g^2*q*r^2*x^3-472*a^3*g^2*r^4*x^2+64*a^3*g^2 *r^3*x^3-300*a^3*g*p^4*r*x^2-400*a^3*g*p^4*x^3-884*a^3*g*p^3*q*r*x^2-1472*a^3*g *p^3*q*x^3-968*a^3*g*p^3*r^2*x^2-1756*a^3*g*p^3*r*x^3-940*a^3*g*p^2*q^2*r*x^2-\ 2032*a^3*g*p^2*q^2*x^3-2080*a^3*g*p^2*q*r^2*x^2-4796*a^3*g*p^2*q*r*x^3-1008*a^3 *g*p^2*r^3*x^2-1350*a^3*g*p^2*r^2*x^3-420*a^3*g*p*q^3*r*x^2-1248*a^3*g*p*q^3*x^ 3-1440*a^3*g*p*q^2*r^2*x^2-4354*a^3*g*p*q^2*r*x^3-1344*a^3*g*p*q*r^3*x^2-2466*a ^3*g*p*q*r^2*x^3-384*a^3*g*p*r^4*x^2+264*a^3*g*p*r^3*x^3-64*a^3*g*q^4*r*x^2-288 *a^3*g*q^4*x^3-318*a^3*g*q^3*r^2*x^2-1314*a^3*g*q^3*r*x^3-426*a^3*g*q^2*r^3*x^2 -1104*a^3*g*q^2*r^2*x^3-216*a^3*g*q*r^4*x^2+168*a^3*g*q*r^3*x^3-40*a^3*g*r^5*x^ 2+220*a^3*g*r^4*x^3-576*a^2*b^5*c*r*x^2-2560*a^2*b^5*c*x^3-320*a^2*b^5*p*r*x^2-\ 1280*a^2*b^5*p*x^3-160*a^2*b^5*q*r*x^2-1280*a^2*b^5*q*x^3-384*a^2*b^5*r^2*x^2-\ 3040*a^2*b^5*r*x^3-5504*a^2*b^4*c^2*r*x^2-18432*a^2*b^4*c^2*x^3-3872*a^2*b^4*c* g*r*x^2-13056*a^2*b^4*c*g*x^3-5152*a^2*b^4*c*p*r*x^2-15360*a^2*b^4*c*p*x^3-3232 *a^2*b^4*c*q*r*x^2-15360*a^2*b^4*c*q*x^3-4992*a^2*b^4*c*r^2*x^2-27392*a^2*b^4*c *r*x^3-2192*a^2*b^4*g*p*r*x^2-6528*a^2*b^4*g*p*x^3-1376*a^2*b^4*g*q*r*x^2-6528* a^2*b^4*g*q*x^3-2768*a^2*b^4*g*r^2*x^2-15504*a^2*b^4*g*r*x^3-1152*a^2*b^4*p^2*r *x^2-3072*a^2*b^4*p^2*x^3-1536*a^2*b^4*p*q*r*x^2-6144*a^2*b^4*p*q*x^3-2048*a^2* b^4*p*r^2*x^2-10048*a^2*b^4*p*r*x^3-384*a^2*b^4*q^2*r*x^2-3072*a^2*b^4*q^2*x^3-\ 1344*a^2*b^4*q*r^2*x^2-10048*a^2*b^4*q*r*x^3-672*a^2*b^4*r^3*x^2-4992*a^2*b^4*r ^2*x^3-17408*a^2*b^3*c^3*r*x^2-49664*a^2*b^3*c^3*x^3-25184*a^2*b^3*c^2*g*r*x^2-\ 72448*a^2*b^3*c^2*g*x^3-23008*a^2*b^3*c^2*p*r*x^2-58112*a^2*b^3*c^2*p*x^3-16256 *a^2*b^3*c^2*q*r*x^2-58112*a^2*b^3*c^2*q*x^3-20992*a^2*b^3*c^2*r^2*x^2-89568*a^ 2*b^3*c^2*r*x^3-8656*a^2*b^3*c*g^2*r*x^2-25088*a^2*b^3*c*g^2*x^3-24016*a^2*b^3* c*g*p*r*x^2-60544*a^2*b^3*c*g*p*x^3-16704*a^2*b^3*c*g*q*r*x^2-60544*a^2*b^3*c*g *q*x^3-24480*a^2*b^3*c*g*r^2*x^2-108208*a^2*b^3*c*g*r*x^3-9792*a^2*b^3*c*p^2*r* x^2-22016*a^2*b^3*c*p^2*x^3-14336*a^2*b^3*c*p*q*r*x^2-44032*a^2*b^3*c*p*q*x^3-\ 16768*a^2*b^3*c*p*r^2*x^2-63120*a^2*b^3*c*p*r*x^3-4544*a^2*b^3*c*q^2*r*x^2-\ 22016*a^2*b^3*c*q^2*x^3-12272*a^2*b^3*c*q*r^2*x^2-63120*a^2*b^3*c*q*r*x^3-5664* a^2*b^3*c*r^3*x^2-27264*a^2*b^3*c*r^2*x^3-4976*a^2*b^3*g^2*p*r*x^2-12544*a^2*b^ 3*g^2*p*x^3-3408*a^2*b^3*g^2*q*r*x^2-12544*a^2*b^3*g^2*q*x^3-6384*a^2*b^3*g^2*r ^2*x^2-29792*a^2*b^3*g^2*r*x^3-5424*a^2*b^3*g*p^2*r*x^2-12160*a^2*b^3*g*p^2*x^3 -7936*a^2*b^3*g*p*q*r*x^2-24320*a^2*b^3*g*p*q*x^3-10224*a^2*b^3*g*p*r^2*x^2-\ 39968*a^2*b^3*g*p*r*x^3-2512*a^2*b^3*g*q^2*r*x^2-12160*a^2*b^3*g*q^2*x^3-7648*a ^2*b^3*g*q*r^2*x^2-39968*a^2*b^3*g*q*r*x^3-3872*a^2*b^3*g*r^3*x^2-20088*a^2*b^3 *g*r^2*x^3-1344*a^2*b^3*p^3*r*x^2-2688*a^2*b^3*p^3*x^3-3024*a^2*b^3*p^2*q*r*x^2 -8064*a^2*b^3*p^2*q*x^3-3264*a^2*b^3*p^2*r^2*x^2-10536*a^2*b^3*p^2*r*x^3-2016*a ^2*b^3*p*q^2*r*x^2-8064*a^2*b^3*p*q^2*x^3-4752*a^2*b^3*p*q*r^2*x^2-21072*a^2*b^ 3*p*q*r*x^3-2016*a^2*b^3*p*r^3*x^2-7416*a^2*b^3*p*r^2*x^3-336*a^2*b^3*q^3*r*x^2 -2688*a^2*b^3*q^3*x^3-1488*a^2*b^3*q^2*r^2*x^2-10536*a^2*b^3*q^2*r*x^3-1224*a^2 *b^3*q*r^3*x^2-7416*a^2*b^3*q*r^2*x^3-192*a^2*b^3*r^4*x^2-22272*a^2*b^2*c^4*r*x ^2-59392*a^2*b^2*c^4*x^3-51648*a^2*b^2*c^3*g*r*x^2-137728*a^2*b^2*c^3*g*x^3-\ 38208*a^2*b^2*c^3*p*r*x^2-89600*a^2*b^2*c^3*p*x^3-28992*a^2*b^2*c^3*q*r*x^2-\ 89600*a^2*b^2*c^3*q*x^3-33984*a^2*b^2*c^3*r^2*x^2-126464*a^2*b^2*c^3*r*x^3-\ 37440*a^2*b^2*c^2*g^2*r*x^2-99840*a^2*b^2*c^2*g^2*x^3-69616*a^2*b^2*c^2*g*p*r*x ^2-161792*a^2*b^2*c^2*g*p*x^3-51728*a^2*b^2*c^2*g*q*r*x^2-161792*a^2*b^2*c^2*g* q*x^3-65520*a^2*b^2*c^2*g*r^2*x^2-250272*a^2*b^2*c^2*g*r*x^3-23808*a^2*b^2*c^2* p^2*r*x^2-49408*a^2*b^2*c^2*p^2*x^3-37056*a^2*b^2*c^2*p*q*r*x^2-98816*a^2*b^2*c ^2*p*q*x^3-40032*a^2*b^2*c^2*p*r^2*x^2-130272*a^2*b^2*c^2*p*r*x^3-13248*a^2*b^2 *c^2*q^2*r*x^2-49408*a^2*b^2*c^2*q^2*x^3-31680*a^2*b^2*c^2*q*r^2*x^2-130272*a^2 *b^2*c^2*q*r*x^3-13824*a^2*b^2*c^2*r^3*x^2-50592*a^2*b^2*c^2*r^2*x^3-8592*a^2*b ^2*c*g^3*r*x^2-22912*a^2*b^2*c*g^3*x^3-36288*a^2*b^2*c*g^2*p*r*x^2-83712*a^2*b^ 2*c*g^2*p*x^3-26496*a^2*b^2*c*g^2*q*r*x^2-83712*a^2*b^2*c*g^2*q*x^3-37800*a^2*b ^2*c*g^2*r^2*x^2-150000*a^2*b^2*c*g^2*r*x^3-30000*a^2*b^2*c*g*p^2*r*x^2-61568*a ^2*b^2*c*g*p^2*x^3-46176*a^2*b^2*c*g*p*q*r*x^2-123136*a^2*b^2*c*g*p*q*x^3-53216 *a^2*b^2*c*g*p*r^2*x^2-177600*a^2*b^2*c*g*p*r*x^3-16176*a^2*b^2*c*g*q^2*r*x^2-\ 61568*a^2*b^2*c*g*q^2*x^3-41824*a^2*b^2*c*g*q*r^2*x^2-177600*a^2*b^2*c*g*q*r*x^ 3-19584*a^2*b^2*c*g*r^3*x^2-78000*a^2*b^2*c*g*r^2*x^3-6424*a^2*b^2*c*p^3*r*x^2-\ 11776*a^2*b^2*c*p^3*x^3-15256*a^2*b^2*c*p^2*q*r*x^2-35328*a^2*b^2*c*p^2*q*x^3-\ 15472*a^2*b^2*c*p^2*r^2*x^2-42864*a^2*b^2*c*p^2*r*x^3-11240*a^2*b^2*c*p*q^2*r*x ^2-35328*a^2*b^2*c*p*q^2*x^3-24336*a^2*b^2*c*p*q*r^2*x^2-85728*a^2*b^2*c*p*q*r* x^3-10032*a^2*b^2*c*p*r^3*x^2-27696*a^2*b^2*c*p*r^2*x^3-2408*a^2*b^2*c*q^3*r*x^ 2-11776*a^2*b^2*c*q^3*x^3-8864*a^2*b^2*c*q^2*r^2*x^2-42864*a^2*b^2*c*q^2*r*x^3-\ 7248*a^2*b^2*c*q*r^3*x^2-27696*a^2*b^2*c*q*r^2*x^3-1440*a^2*b^2*c*r^4*x^2-5012* a^2*b^2*g^3*p*r*x^2-11456*a^2*b^2*g^3*p*x^3-3580*a^2*b^2*g^3*q*r*x^2-11456*a^2* b^2*g^3*q*x^3-6444*a^2*b^2*g^3*r^2*x^2-27208*a^2*b^2*g^3*r*x^3-8280*a^2*b^2*g^2 *p^2*r*x^2-16896*a^2*b^2*g^2*p^2*x^3-12672*a^2*b^2*g^2*p*q*r*x^2-33792*a^2*b^2* g^2*p*q*x^3-16024*a^2*b^2*g^2*p*r^2*x^2-55848*a^2*b^2*g^2*p*r*x^3-4392*a^2*b^2* g^2*q^2*r*x^2-16896*a^2*b^2*g^2*q^2*x^3-12704*a^2*b^2*g^2*q*r^2*x^2-55848*a^2*b ^2*g^2*q*r*x^3-6480*a^2*b^2*g^2*r^3*x^2-28440*a^2*b^2*g^2*r^2*x^3-4148*a^2*b^2* g*p^3*r*x^2-7552*a^2*b^2*g*p^3*x^3-9812*a^2*b^2*g*p^2*q*r*x^2-22656*a^2*b^2*g*p ^2*q*x^3-10472*a^2*b^2*g*p^2*r^2*x^2-29880*a^2*b^2*g*p^2*r*x^3-7180*a^2*b^2*g*p *q^2*r*x^2-22656*a^2*b^2*g*p*q^2*x^3-16488*a^2*b^2*g*p*q*r^2*x^2-59760*a^2*b^2* g*p*q*r*x^3-7156*a^2*b^2*g*p*r^3*x^2-21696*a^2*b^2*g*p*r^2*x^3-1516*a^2*b^2*g*q ^3*r*x^2-7552*a^2*b^2*g*q^3*x^3-6016*a^2*b^2*g*q^2*r^2*x^2-29880*a^2*b^2*g*q^2* r*x^3-5228*a^2*b^2*g*q*r^3*x^2-21696*a^2*b^2*g*q*r^2*x^3-1080*a^2*b^2*g*r^4*x^2 -576*a^2*b^2*g*r^3*x^3-640*a^2*b^2*p^4*r*x^2-1024*a^2*b^2*p^4*x^3-2048*a^2*b^2* p^3*q*r*x^2-4096*a^2*b^2*p^3*q*x^3-1992*a^2*b^2*p^3*r^2*x^2-4520*a^2*b^2*p^3*r* x^3-2304*a^2*b^2*p^2*q^2*r*x^2-6144*a^2*b^2*p^2*q^2*x^3-4656*a^2*b^2*p^2*q*r^2* x^2-13560*a^2*b^2*p^2*q*r*x^3-1872*a^2*b^2*p^2*r^3*x^2-3456*a^2*b^2*p^2*r^2*x^3 -1024*a^2*b^2*p*q^3*r*x^2-4096*a^2*b^2*p*q^3*x^3-3336*a^2*b^2*p*q^2*r^2*x^2-\ 13560*a^2*b^2*p*q^2*r*x^3-2592*a^2*b^2*p*q*r^3*x^2-6912*a^2*b^2*p*q*r^2*x^3-528 *a^2*b^2*p*r^4*x^2+864*a^2*b^2*p*r^3*x^3-128*a^2*b^2*q^4*r*x^2-1024*a^2*b^2*q^4 *x^3-672*a^2*b^2*q^3*r^2*x^2-4520*a^2*b^2*q^3*r*x^3-720*a^2*b^2*q^2*r^3*x^2-\ 3456*a^2*b^2*q^2*r^2*x^3-192*a^2*b^2*q*r^4*x^2+864*a^2*b^2*q*r^3*x^3+720*a^2*b^ 2*r^4*x^3-10496*a^2*b*c^5*r*x^2-29184*a^2*b*c^5*x^3-37760*a^2*b*c^4*g*r*x^2-\ 101376*a^2*b*c^4*g*x^3-22976*a^2*b*c^4*p*r*x^2-54784*a^2*b*c^4*p*x^3-17280*a^2* b*c^4*q*r*x^2-52736*a^2*b*c^4*q*x^3-19520*a^2*b*c^4*r^2*x^2-71072*a^2*b*c^4*r*x ^3-45520*a^2*b*c^3*g^2*r*x^2-119424*a^2*b*c^3*g^2*x^3-67200*a^2*b*c^3*g*p*r*x^2 -154752*a^2*b*c^3*g*p*x^3-50768*a^2*b*c^3*g*q*r*x^2-152448*a^2*b*c^3*g*q*x^3-\ 59712*a^2*b*c^3*g*r^2*x^2-216368*a^2*b*c^3*g*r*x^3-19392*a^2*b*c^3*p^2*r*x^2-\ 40064*a^2*b*c^3*p^2*x^3-29568*a^2*b*c^3*p*q*r*x^2-76800*a^2*b*c^3*p*q*x^3-31360 *a^2*b*c^3*p*r^2*x^2-97520*a^2*b*c^3*p*r*x^3-10912*a^2*b*c^3*q^2*r*x^2-37120*a^ 2*b*c^3*q^2*x^3-24848*a^2*b*c^3*q*r^2*x^2-93744*a^2*b*c^3*q*r*x^3-10800*a^2*b*c ^3*r^3*x^2-33648*a^2*b*c^3*r^2*x^3-22448*a^2*b*c^2*g^3*r*x^2-57984*a^2*b*c^2*g^ 3*x^3-62992*a^2*b*c^2*g^2*p*r*x^2-141440*a^2*b*c^2*g^2*p*x^3-47440*a^2*b*c^2*g^ 2*q*r*x^2-140800*a^2*b*c^2*g^2*q*x^3-59576*a^2*b*c^2*g^2*r^2*x^2-217824*a^2*b*c ^2*g^2*r*x^3-43080*a^2*b*c^2*g*p^2*r*x^2-86336*a^2*b*c^2*g*p^2*x^3-66736*a^2*b* c^2*g*p*q*r*x^2-169728*a^2*b*c^2*g*p*q*x^3-72832*a^2*b*c^2*g*p*r^2*x^2-226152*a ^2*b*c^2*g*p*r*x^3-24344*a^2*b*c^2*g*q^2*r*x^2-83584*a^2*b*c^2*g*q^2*x^3-58072* a^2*b*c^2*g*q*r^2*x^2-223064*a^2*b*c^2*g*q*r*x^3-26136*a^2*b*c^2*g*r^3*x^2-\ 87576*a^2*b*c^2*g*r^2*x^3-7880*a^2*b*c^2*p^3*r*x^2-14144*a^2*b*c^2*p^3*x^3-\ 18240*a^2*b*c^2*p^2*q*r*x^2-40640*a^2*b*c^2*p^2*q*x^3-18464*a^2*b*c^2*p^2*r^2*x ^2-48048*a^2*b*c^2*p^2*r*x^3-13704*a^2*b*c^2*p*q^2*r*x^2-39232*a^2*b*c^2*p*q^2* x^3-28800*a^2*b*c^2*p*q*r^2*x^2-92080*a^2*b*c^2*p*q*r*x^3-12096*a^2*b*c^2*p*r^3 *x^2-27864*a^2*b*c^2*p*r^2*x^3-3248*a^2*b*c^2*q^3*r*x^2-12736*a^2*b*c^2*q^3*x^3 -11104*a^2*b*c^2*q^2*r^2*x^2-44392*a^2*b*c^2*q^2*r*x^3-9120*a^2*b*c^2*q*r^3*x^2 -26928*a^2*b*c^2*q*r^2*x^3-2016*a^2*b*c^2*r^4*x^2+672*a^2*b*c^2*r^3*x^3-3908*a^ 2*b*c*g^4*r*x^2-9984*a^2*b*c*g^4*x^3-22192*a^2*b*c*g^3*p*r*x^2-48864*a^2*b*c*g^ 3*p*x^3-16564*a^2*b*c*g^3*q*r*x^2-48864*a^2*b*c*g^3*q*x^3-23220*a^2*b*c*g^3*r^2 *x^2-87416*a^2*b*c*g^3*r*x^3-27732*a^2*b*c*g^2*p^2*r*x^2-54368*a^2*b*c*g^2*p^2* x^3-43232*a^2*b*c*g^2*p*q*r*x^2-108096*a^2*b*c*g^2*p*q*x^3-49672*a^2*b*c*g^2*p* r^2*x^2-156528*a^2*b*c*g^2*p*r*x^3-15660*a^2*b*c*g^2*q^2*r*x^2-53728*a^2*b*c*g^ 2*q^2*x^3-39880*a^2*b*c*g^2*q*r^2*x^2-155928*a^2*b*c*g^2*q*r*x^3-18964*a^2*b*c* g^2*r^3*x^2-68832*a^2*b*c*g^2*r^2*x^3-11828*a^2*b*c*g*p^3*r*x^2-20768*a^2*b*c*g *p^3*x^3-27944*a^2*b*c*g*p^2*q*r*x^2-61088*a^2*b*c*g*p^2*q*x^3-28816*a^2*b*c*g* p^2*r^2*x^2-75432*a^2*b*c*g*p^2*r*x^3-20996*a^2*b*c*g*p*q^2*r*x^2-60064*a^2*b*c *g*p*q^2*x^3-45688*a^2*b*c*g*p*q*r^2*x^2-148256*a^2*b*c*g*p*q*r*x^3-19592*a^2*b *c*g*p*r^3*x^2-49020*a^2*b*c*g*p*r^2*x^3-4832*a^2*b*c*g*q^3*r*x^2-19744*a^2*b*c *g*q^3*x^3-17456*a^2*b*c*g*q^2*r^2*x^2-73004*a^2*b*c*g*q^2*r*x^3-14916*a^2*b*c* g*q*r^3*x^2-48792*a^2*b*c*g*q*r^2*x^3-3344*a^2*b*c*g*r^4*x^2-528*a^2*b*c*g*r^3* x^3-1524*a^2*b*c*p^4*r*x^2-2368*a^2*b*c*p^4*x^3-4808*a^2*b*c*p^3*q*r*x^2-9152*a ^2*b*c*p^3*q*x^3-4672*a^2*b*c*p^3*r^2*x^2-9912*a^2*b*c*p^3*r*x^3-5528*a^2*b*c*p ^2*q^2*r*x^2-13344*a^2*b*c*p^2*q^2*x^3-10928*a^2*b*c*p^2*q*r^2*x^2-28672*a^2*b* c*p^2*q*r*x^3-4476*a^2*b*c*p^2*r^3*x^2-6912*a^2*b*c*p^2*r^2*x^3-2680*a^2*b*c*p* q^3*r*x^2-8704*a^2*b*c*p*q^3*x^3-8304*a^2*b*c*p*q^2*r^2*x^2-27788*a^2*b*c*p*q^2 *r*x^3-6528*a^2*b*c*p*q*r^3*x^2-13404*a^2*b*c*p*q*r^2*x^3-1440*a^2*b*c*p*r^4*x^ 2+2064*a^2*b*c*p*r^3*x^3-436*a^2*b*c*q^4*r*x^2-2144*a^2*b*c*q^4*x^3-1988*a^2*b* c*q^3*r^2*x^2-9028*a^2*b*c*q^3*r*x^3-2232*a^2*b*c*q^2*r^3*x^2-6420*a^2*b*c*q^2* r^2*x^3-816*a^2*b*c*q*r^4*x^2+1872*a^2*b*c*q*r^3*x^3-80*a^2*b*c*r^5*x^2+1440*a^ 2*b*c*r^4*x^3-2312*a^2*b*g^4*p*r*x^2-4992*a^2*b*g^4*p*x^3-1688*a^2*b*g^4*q*r*x^ 2-4992*a^2*b*g^4*q*x^3-2960*a^2*b*g^4*r^2*x^2-11856*a^2*b*g^4*r*x^3-5148*a^2*b* g^3*p^2*r*x^2-9936*a^2*b*g^3*p^2*x^3-8052*a^2*b*g^3*p*q*r*x^2-19872*a^2*b*g^3*p *q*x^3-10056*a^2*b*g^3*p*r^2*x^2-32878*a^2*b*g^3*p*r*x^3-2904*a^2*b*g^3*q^2*r*x ^2-9936*a^2*b*g^3*q^2*x^3-8174*a^2*b*g^3*q*r^2*x^2-32878*a^2*b*g^3*q*r*x^3-4194 *a^2*b*g^3*r^3*x^2-16782*a^2*b*g^3*r^2*x^3-3904*a^2*b*g^2*p^3*r*x^2-6752*a^2*b* g^2*p^3*x^3-9328*a^2*b*g^2*p^2*q*r*x^2-20096*a^2*b*g^2*p^2*q*x^3-9996*a^2*b*g^2 *p^2*r^2*x^2-26772*a^2*b*g^2*p^2*r*x^3-7024*a^2*b*g^2*p*q^2*r*x^2-19936*a^2*b*g ^2*p*q^2*x^3-16076*a^2*b*g^2*p*q*r^2*x^2-53244*a^2*b*g^2*p*q*r*x^3-7164*a^2*b*g ^2*p*r^3*x^2-19722*a^2*b*g^2*p*r^2*x^3-1600*a^2*b*g^2*q^3*r*x^2-6592*a^2*b*g^2* q^3*x^3-6180*a^2*b*g^2*q^2*r^2*x^2-26472*a^2*b*g^2*q^2*r*x^3-5564*a^2*b*g^2*q*r ^3*x^2-19842*a^2*b*g^2*q*r^2*x^3-1284*a^2*b*g^2*r^4*x^2-864*a^2*b*g^2*r^3*x^3-\ 1176*a^2*b*g*p^4*r*x^2-1808*a^2*b*g*p^4*x^3-3748*a^2*b*g*p^3*q*r*x^2-7072*a^2*b *g*p^3*q*x^3-3708*a^2*b*g*p^3*r^2*x^2-7996*a^2*b*g*p^3*r*x^3-4312*a^2*b*g*p^2*q ^2*r*x^2-10416*a^2*b*g*p^2*q^2*x^3-8764*a^2*b*g*p^2*q*r^2*x^2-23456*a^2*b*g*p^2 *q*r*x^3-3648*a^2*b*g*p^2*r^3*x^2-6210*a^2*b*g*p^2*r^2*x^3-2060*a^2*b*g*p*q^3*r *x^2-6848*a^2*b*g*p*q^3*x^3-6636*a^2*b*g*p*q^2*r^2*x^2-23014*a^2*b*g*p*q^2*r*x^ 3-5360*a^2*b*g*p*q*r^3*x^2-12210*a^2*b*g*p*q*r^2*x^3-1192*a^2*b*g*p*r^4*x^2+ 1392*a^2*b*g*p*r^3*x^3-320*a^2*b*g*q^4*r*x^2-1696*a^2*b*g*q^4*x^3-1550*a^2*b*g* q^3*r^2*x^2-7554*a^2*b*g*q^3*r*x^3-1802*a^2*b*g*q^2*r^3*x^2-5964*a^2*b*g*q^2*r^ 2*x^3-660*a^2*b*g*q*r^4*x^2+1296*a^2*b*g*q*r^3*x^3-60*a^2*b*g*r^5*x^2+1260*a^2* b*g*r^4*x^3-108*a^2*b*p^5*r*x^2-144*a^2*b*p^5*x^3-450*a^2*b*p^4*q*r*x^2-720*a^2 *b*p^4*q*x^3-412*a^2*b*p^4*r^2*x^2-692*a^2*b*p^4*r*x^3-720*a^2*b*p^3*q^2*r*x^2-\ 1440*a^2*b*p^3*q^2*x^3-1344*a^2*b*p^3*q*r^2*x^2-2768*a^2*b*p^3*q*r*x^3-528*a^2* b*p^3*r^3*x^2-498*a^2*b*p^3*r^2*x^3-540*a^2*b*p^2*q^3*r*x^2-1440*a^2*b*p^2*q^3* x^3-1560*a^2*b*p^2*q^2*r^2*x^2-4152*a^2*b*p^2*q^2*r*x^3-1194*a^2*b*p^2*q*r^3*x^ 2-1494*a^2*b*p^2*q*r^2*x^3-264*a^2*b*p^2*r^4*x^2+432*a^2*b*p^2*r^3*x^3-180*a^2* b*p*q^4*r*x^2-720*a^2*b*p*q^4*x^3-736*a^2*b*p*q^3*r^2*x^2-2768*a^2*b*p*q^3*r*x^ 3-804*a^2*b*p*q^2*r^3*x^2-1494*a^2*b*p*q^2*r^2*x^3-312*a^2*b*p*q*r^4*x^2+864*a^ 2*b*p*q*r^3*x^3-40*a^2*b*p*r^5*x^2+360*a^2*b*p*r^4*x^3-18*a^2*b*q^5*r*x^2-144*a ^2*b*q^5*x^3-108*a^2*b*q^4*r^2*x^2-692*a^2*b*q^4*r*x^3-138*a^2*b*q^3*r^3*x^2-\ 498*a^2*b*q^3*r^2*x^3-48*a^2*b*q^2*r^4*x^2+432*a^2*b*q^2*r^3*x^3+360*a^2*b*q*r^ 4*x^3-704*a^2*c^6*r*x^2-3584*a^2*c^6*x^3-6784*a^2*c^5*g*r*x^2-22016*a^2*c^5*g*x ^3-2752*a^2*c^5*p*r*x^2-8960*a^2*c^5*p*x^3-992*a^2*c^5*q*r*x^2-6400*a^2*c^5*q*x ^3-1664*a^2*c^5*r^2*x^2-9472*a^2*c^5*r*x^3-14432*a^2*c^4*g^2*r*x^2-40960*a^2*c^ 4*g^2*x^3-16784*a^2*c^4*g*p*r*x^2-43136*a^2*c^4*g*p*x^3-10720*a^2*c^4*g*q*r*x^2 -38528*a^2*c^4*g*q*x^3-13056*a^2*c^4*g*r^2*x^2-53040*a^2*c^4*g*r*x^3-3744*a^2*c ^4*p^2*r*x^2-8960*a^2*c^4*p^2*x^3-3264*a^2*c^4*p*q*r*x^2-12800*a^2*c^4*p*q*x^3-\ 5024*a^2*c^4*p*r^2*x^2-18944*a^2*c^4*p*r*x^3-464*a^2*c^4*q^2*r*x^2-4224*a^2*c^4 *q^2*x^3-1952*a^2*c^4*q*r^2*x^2-12320*a^2*c^4*q*r*x^3-1488*a^2*c^4*r^3*x^2-4944 *a^2*c^4*r^2*x^3-12352*a^2*c^3*g^3*r*x^2-32896*a^2*c^3*g^3*x^3-27424*a^2*c^3*g^ 2*p*r*x^2-64064*a^2*c^3*g^2*p*x^3-19576*a^2*c^3*g^2*q*r*x^2-61376*a^2*c^3*g^2*q *x^3-23504*a^2*c^3*g^2*r^2*x^2-86888*a^2*c^3*g^2*r*x^3-15672*a^2*c^3*g*p^2*r*x^ 2-32960*a^2*c^3*g*p^2*x^3-20496*a^2*c^3*g*p*q*r*x^2-58240*a^2*c^3*g*p*q*x^3-\ 24112*a^2*c^3*g*p*r^2*x^2-77384*a^2*c^3*g*p*r*x^3-6384*a^2*c^3*g*q^2*r*x^2-\ 25792*a^2*c^3*g*q^2*x^3-15960*a^2*c^3*g*q*r^2*x^2-67864*a^2*c^3*g*q*r*x^3-8008* a^2*c^3*g*r^3*x^2-24768*a^2*c^3*g*r^2*x^3-2368*a^2*c^3*p^3*r*x^2-4480*a^2*c^3*p ^3*x^3-3408*a^2*c^3*p^2*q*r*x^2-9600*a^2*c^3*p^2*q*x^3-5040*a^2*c^3*p^2*r^2*x^2 -14208*a^2*c^3*p^2*r*x^3-1232*a^2*c^3*p*q^2*r*x^2-6336*a^2*c^3*p*q^2*x^3-4352*a ^2*c^3*p*q*r^2*x^2-18480*a^2*c^3*p*q*r*x^3-3120*a^2*c^3*p*r^3*x^2-7416*a^2*c^3* p*r^2*x^3-72*a^2*c^3*q^3*r*x^2-1216*a^2*c^3*q^3*x^3-720*a^2*c^3*q^2*r^2*x^2-\ 5120*a^2*c^3*q^2*r*x^3-1224*a^2*c^3*q*r^3*x^2-3960*a^2*c^3*q*r^2*x^3-576*a^2*c^ 3*r^4*x^2+96*a^2*c^3*r^3*x^3-4700*a^2*c^2*g^4*r*x^2-12064*a^2*c^2*g^4*x^3-17804 *a^2*c^2*g^3*p*r*x^2-39520*a^2*c^2*g^3*p*x^3-13208*a^2*c^2*g^3*q*r*x^2-39008*a^ 2*c^2*g^3*q*x^3-16568*a^2*c^2*g^3*r^2*x^2-59748*a^2*c^2*g^3*r*x^3-18660*a^2*c^2 *g^2*p^2*r*x^2-36768*a^2*c^2*g^2*p^2*x^3-27320*a^2*c^2*g^2*p*q*r*x^2-69952*a^2* c^2*g^2*p*q*x^3-30952*a^2*c^2*g^2*p*r^2*x^2-94020*a^2*c^2*g^2*p*r*x^3-9460*a^2* c^2*g^2*q^2*r*x^2-33344*a^2*c^2*g^2*q^2*x^3-23164*a^2*c^2*g^2*q*r^2*x^2-89956*a ^2*c^2*g^2*q*r*x^3-11060*a^2*c^2*g^2*r^3*x^2-34704*a^2*c^2*g^2*r^2*x^3-6880*a^2 *c^2*g*p^3*r*x^2-12128*a^2*c^2*g*p^3*x^3-13716*a^2*c^2*g*p^2*q*r*x^2-31840*a^2* c^2*g*p^2*q*x^3-15824*a^2*c^2*g*p^2*r^2*x^2-40704*a^2*c^2*g*p^2*r*x^3-8736*a^2* c^2*g*p*q^2*r*x^2-27904*a^2*c^2*g*p*q^2*x^3-20640*a^2*c^2*g*p*q*r^2*x^2-70112*a ^2*c^2*g*p*q*r*x^3-10404*a^2*c^2*g*p*r^3*x^2-23112*a^2*c^2*g*p*r^2*x^3-1760*a^2 *c^2*g*q^3*r*x^2-8192*a^2*c^2*g*q^3*x^3-6696*a^2*c^2*g*q^2*r^2*x^2-30132*a^2*c^ 2*g*q^2*r*x^3-6440*a^2*c^2*g*q*r^3*x^2-19812*a^2*c^2*g*q*r^2*x^3-1880*a^2*c^2*g *r^4*x^2+448*a^2*c^2*g*r^3*x^3-716*a^2*c^2*p^4*r*x^2-1120*a^2*c^2*p^4*x^3-1456* a^2*c^2*p^3*q*r*x^2-3200*a^2*c^2*p^3*q*x^3-2104*a^2*c^2*p^3*r^2*x^2-4736*a^2*c^ 2*p^3*r*x^3-884*a^2*c^2*p^2*q^2*r*x^2-3168*a^2*c^2*p^2*q^2*x^3-2888*a^2*c^2*p^2 *q*r^2*x^2-9240*a^2*c^2*p^2*q*r*x^3-2004*a^2*c^2*p^2*r^3*x^2-3708*a^2*c^2*p^2*r ^2*x^3-144*a^2*c^2*p*q^3*r*x^2-1216*a^2*c^2*p*q^3*x^3-1008*a^2*c^2*p*q^2*r^2*x^ 2-5120*a^2*c^2*p*q^2*r*x^3-1584*a^2*c^2*p*q*r^3*x^2-3960*a^2*c^2*p*q*r^2*x^3-\ 720*a^2*c^2*p*r^4*x^2+96*a^2*c^2*p*r^3*x^3-128*a^2*c^2*q^4*x^3-80*a^2*c^2*q^3*r ^2*x^2-616*a^2*c^2*q^3*r*x^3-240*a^2*c^2*q^2*r^3*x^2-528*a^2*c^2*q^2*r^2*x^3-\ 240*a^2*c^2*q*r^4*x^2+240*a^2*c^2*q*r^3*x^3-80*a^2*c^2*r^5*x^2+280*a^2*c^2*r^4* x^3-664*a^2*c*g^5*r*x^2-1664*a^2*c*g^5*x^3-4768*a^2*c*g^4*p*r*x^2-10240*a^2*c*g ^4*p*x^3-3576*a^2*c*g^4*q*r*x^2-10240*a^2*c*g^4*q*x^3-4948*a^2*c*g^4*r^2*x^2-\ 18142*a^2*c*g^4*r*x^3-8148*a^2*c*g^3*p^2*r*x^2-15472*a^2*c*g^3*p^2*x^3-12516*a^ 2*c*g^3*p*q*r*x^2-30432*a^2*c*g^3*p*q*x^3-14500*a^2*c*g^3*p*r^2*x^2-43842*a^2*c *g^3*p*r*x^3-4496*a^2*c*g^3*q^2*r*x^2-14960*a^2*c*g^3*q^2*x^3-11442*a^2*c*g^3*q *r^2*x^2-43362*a^2*c*g^3*q*r*x^3-5576*a^2*c*g^3*r^3*x^2-18690*a^2*c*g^3*r^2*x^3 -5408*a^2*c*g^2*p^3*r*x^2-9136*a^2*c*g^2*p^3*x^3-12030*a^2*c*g^2*p^2*q*r*x^2-\ 25840*a^2*c*g^2*p^2*q*x^3-13140*a^2*c*g^2*p^2*r^2*x^2-32772*a^2*c*g^2*p^2*r*x^3 -8556*a^2*c*g^2*p*q^2*r*x^2-24432*a^2*c*g^2*p*q^2*x^3-19452*a^2*c*g^2*p*q*r^2*x ^2-61900*a^2*c*g^2*p*q*r*x^3-9112*a^2*c*g^2*p*r^3*x^2-20736*a^2*c*g^2*p*r^2*x^3 -1894*a^2*c*g^2*q^3*r*x^2-7728*a^2*c*g^2*q^3*x^3-7060*a^2*c*g^2*q^2*r^2*x^2-\ 29278*a^2*c*g^2*q^2*r*x^3-6502*a^2*c*g^2*q*r^3*x^2-20142*a^2*c*g^2*q*r^2*x^3-\ 1700*a^2*c*g^2*r^4*x^2-40*a^2*c*g^2*r^3*x^3-1388*a^2*c*g*p^4*r*x^2-2096*a^2*c*g *p^4*x^3-3756*a^2*c*g*p^3*q*r*x^2-7296*a^2*c*g*p^3*q*x^3-4252*a^2*c*g*p^3*r^2*x ^2-8920*a^2*c*g*p^3*r*x^3-3666*a^2*c*g*p^2*q^2*r*x^2-9536*a^2*c*g*p^2*q^2*x^3-\ 8300*a^2*c*g*p^2*q*r^2*x^2-22664*a^2*c*g*p^2*q*r*x^3-4172*a^2*c*g*p^2*r^3*x^2-\ 6678*a^2*c*g*p^2*r^2*x^3-1516*a^2*c*g*p*q^3*r*x^2-5568*a^2*c*g*p*q^3*x^3-5264*a ^2*c*g*p*q^2*r^2*x^2-19142*a^2*c*g*p*q^2*r*x^3-4960*a^2*c*g*p*q*r^3*x^2-10866*a ^2*c*g*p*q*r^2*x^3-1480*a^2*c*g*p*r^4*x^2+1112*a^2*c*g*p*r^3*x^3-218*a^2*c*g*q^ 4*r*x^2-1232*a^2*c*g*q^4*x^3-1094*a^2*c*g*q^3*r^2*x^2-5398*a^2*c*g*q^3*r*x^3-\ 1416*a^2*c*g*q^2*r^3*x^2-4266*a^2*c*g*q^2*r^2*x^3-708*a^2*c*g*q*r^4*x^2+864*a^2 *c*g*q*r^3*x^3-140*a^2*c*g*r^5*x^2+980*a^2*c*g*r^4*x^3-84*a^2*c*p^5*r*x^2-112*a ^2*c*p^5*x^3-222*a^2*c*p^4*q*r*x^2-400*a^2*c*p^4*q*x^3-316*a^2*c*p^4*r^2*x^2-\ 592*a^2*c*p^4*r*x^3-192*a^2*c*p^3*q^2*r*x^2-528*a^2*c*p^3*q^2*x^3-600*a^2*c*p^3 *q*r^2*x^2-1540*a^2*c*p^3*q*r*x^3-408*a^2*c*p^3*r^3*x^2-618*a^2*c*p^3*r^2*x^3-\ 54*a^2*c*p^2*q^3*r*x^2-304*a^2*c*p^2*q^3*x^3-324*a^2*c*p^2*q^2*r^2*x^2-1280*a^2 *c*p^2*q^2*r*x^3-486*a^2*c*p^2*q*r^3*x^2-990*a^2*c*p^2*q*r^2*x^3-216*a^2*c*p^2* r^4*x^2+24*a^2*c*p^2*r^3*x^3-64*a^2*c*p*q^4*x^3-40*a^2*c*p*q^3*r^2*x^2-308*a^2* c*p*q^3*r*x^3-120*a^2*c*p*q^2*r^3*x^2-264*a^2*c*p*q^2*r^2*x^3-120*a^2*c*p*q*r^4 *x^2+120*a^2*c*p*q*r^3*x^3-40*a^2*c*p*r^5*x^2+140*a^2*c*p*r^4*x^3+24*a^2*c*q^4* r*x^3+108*a^2*c*q^3*r^2*x^3+144*a^2*c*q^2*r^3*x^3+60*a^2*c*q*r^4*x^3-398*a^2*g^ 5*p*r*x^2-832*a^2*g^5*p*x^3-294*a^2*g^5*q*r*x^2-832*a^2*g^5*q*x^3-506*a^2*g^5*r ^2*x^2-1976*a^2*g^5*r*x^3-1134*a^2*g^4*p^2*r*x^2-2104*a^2*g^4*p^2*x^3-1786*a^2* g^4*p*q*r*x^2-4208*a^2*g^4*p*q*x^3-2212*a^2*g^4*p*r^2*x^2-6905*a^2*g^4*p*r*x^3-\ 652*a^2*g^4*q^2*r*x^2-2104*a^2*g^4*q^2*x^3-1803*a^2*g^4*q*r^2*x^2-6905*a^2*g^4* q*r*x^3-931*a^2*g^4*r^3*x^2-3456*a^2*g^4*r^2*x^3-1194*a^2*g^3*p^3*r*x^2-1968*a^ 2*g^3*p^3*x^3-2802*a^2*g^3*p^2*q*r*x^2-5776*a^2*g^3*p^2*q*x^3-3070*a^2*g^3*p^2* r^2*x^2-7725*a^2*g^3*p^2*r*x^3-2086*a^2*g^3*p*q^2*r*x^2-5648*a^2*g^3*p*q^2*x^3-\ 4840*a^2*g^3*p*q*r^2*x^2-15210*a^2*g^3*p*q*r*x^3-2258*a^2*g^3*p*r^3*x^2-5571*a^ 2*g^3*p*r^2*x^3-478*a^2*g^3*q^3*r*x^2-1840*a^2*g^3*q^3*x^3-1850*a^2*g^3*q^2*r^2 *x^2-7485*a^2*g^3*q^2*r*x^3-1739*a^2*g^3*q*r^3*x^2-5667*a^2*g^3*q*r^2*x^3-444*a ^2*g^3*r^4*x^2-192*a^2*g^3*r^3*x^3-562*a^2*g^2*p^4*r*x^2-824*a^2*g^2*p^4*x^3-\ 1674*a^2*g^2*p^3*q*r*x^2-3072*a^2*g^2*p^3*q*x^3-1788*a^2*g^2*p^3*r^2*x^2-3666*a ^2*g^2*p^3*r*x^3-1810*a^2*g^2*p^2*q^2*r*x^2-4312*a^2*g^2*p^2*q^2*x^3-3914*a^2*g ^2*p^2*q*r^2*x^2-10192*a^2*g^2*p^2*q*r*x^3-1822*a^2*g^2*p^2*r^3*x^2-2925*a^2*g^ 2*p^2*r^2*x^3-826*a^2*g^2*p*q^3*r*x^2-2704*a^2*g^2*p*q^3*x^3-2788*a^2*g^2*p*q^2 *r^2*x^2-9461*a^2*g^2*p*q^2*r*x^3-2484*a^2*g^2*p*q*r^3*x^2-5469*a^2*g^2*p*q*r^2 *x^3-664*a^2*g^2*p*r^4*x^2+496*a^2*g^2*p*r^3*x^3-128*a^2*g^2*q^4*r*x^2-640*a^2* g^2*q^4*x^3-637*a^2*g^2*q^3*r^2*x^2-2935*a^2*g^2*q^3*r*x^3-811*a^2*g^2*q^2*r^3* x^2-2514*a^2*g^2*q^2*r^2*x^3-372*a^2*g^2*q*r^4*x^2+336*a^2*g^2*q*r^3*x^3-60*a^2 *g^2*r^5*x^2+510*a^2*g^2*r^4*x^3-96*a^2*g*p^5*r*x^2-128*a^2*g*p^5*x^3-336*a^2*g *p^4*q*r*x^2-560*a^2*g*p^4*q*x^3-364*a^2*g*p^4*r^2*x^2-642*a^2*g*p^4*r*x^3-456* a^2*g*p^3*q^2*r*x^2-984*a^2*g*p^3*q^2*x^3-972*a^2*g*p^3*q*r^2*x^2-2154*a^2*g*p^ 3*q*r*x^3-468*a^2*g*p^3*r^3*x^2-558*a^2*g*p^3*r^2*x^3-297*a^2*g*p^2*q^3*r*x^2-\ 872*a^2*g*p^2*q^3*x^3-942*a^2*g*p^2*q^2*r^2*x^2-2716*a^2*g*p^2*q^2*r*x^3-840*a^ 2*g*p^2*q*r^3*x^2-1242*a^2*g*p^2*q*r^2*x^3-240*a^2*g*p^2*r^4*x^2+228*a^2*g*p^2* r^3*x^3-90*a^2*g*p*q^4*r*x^2-392*a^2*g*p*q^4*x^3-388*a^2*g*p*q^3*r^2*x^2-1538*a ^2*g*p*q^3*r*x^3-462*a^2*g*p*q^2*r^3*x^2-879*a^2*g*p*q^2*r^2*x^3-216*a^2*g*p*q* r^4*x^2+492*a^2*g*p*q*r^3*x^3-40*a^2*g*p*r^5*x^2+250*a^2*g*p*r^4*x^3-9*a^2*g*q^ 5*r*x^2-72*a^2*g*q^5*x^3-54*a^2*g*q^4*r^2*x^2-334*a^2*g*q^4*r*x^3-69*a^2*g*q^3* r^3*x^2-195*a^2*g*q^3*r^2*x^3-24*a^2*g*q^2*r^4*x^2+288*a^2*g*q^2*r^3*x^3+210*a^ 2*g*q*r^4*x^3-64*a*b^6*c*r*x^2-512*a*b^6*c*x^3-32*a*b^6*p*r*x^2-256*a*b^6*p*x^3 -256*a*b^6*q*x^3-32*a*b^6*r^2*x^2-608*a*b^6*r*x^3-1024*a*b^5*c^2*r*x^2-4608*a*b ^5*c^2*x^3-832*a*b^5*c*g*r*x^2-3840*a*b^5*c*g*x^3-896*a*b^5*c*p*r*x^2-3840*a*b^ 5*c*p*x^3-416*a*b^5*c*q*r*x^2-3840*a*b^5*c*q*x^3-768*a*b^5*c*r^2*x^2-6848*a*b^5 *c*r*x^3-448*a*b^5*g*p*r*x^2-1920*a*b^5*g*p*x^3-208*a*b^5*g*q*r*x^2-1920*a*b^5* g*q*x^3-544*a*b^5*g*r^2*x^2-4560*a*b^5*g*r*x^3-192*a*b^5*p^2*r*x^2-768*a*b^5*p^ 2*x^3-192*a*b^5*p*q*r*x^2-1536*a*b^5*p*q*x^3-288*a*b^5*p*r^2*x^2-2512*a*b^5*p*r *x^3-768*a*b^5*q^2*x^3-112*a*b^5*q*r^2*x^2-2512*a*b^5*q*r*x^3-48*a*b^5*r^3*x^2-\ 1248*a*b^5*r^2*x^3-5376*a*b^4*c^3*r*x^2-17408*a*b^4*c^3*x^3-8352*a*b^4*c^2*g*r* x^2-28416*a*b^4*c^2*g*x^3-6656*a*b^4*c^2*p*r*x^2-20224*a*b^4*c^2*p*x^3-4192*a*b ^4*c^2*q*r*x^2-20224*a*b^4*c^2*q*x^3-5568*a*b^4*c^2*r^2*x^2-30656*a*b^4*c^2*r*x ^3-2976*a*b^4*c*g^2*r*x^2-10496*a*b^4*c*g^2*x^3-7664*a*b^4*c*g*p*r*x^2-23808*a* b^4*c*g*p*x^3-4720*a*b^4*c*g*q*r*x^2-23808*a*b^4*c*g*q*x^3-7360*a*b^4*c*g*r^2*x ^2-42176*a*b^4*c*g*r*x^3-2656*a*b^4*c*p^2*r*x^2-7552*a*b^4*c*p^2*x^3-3456*a*b^4 *c*p*q*r*x^2-15104*a*b^4*c*p*q*x^3-4128*a*b^4*c*p*r^2*x^2-21440*a*b^4*c*p*r*x^3 -800*a*b^4*c*q^2*r*x^2-7552*a*b^4*c*q^2*x^3-2496*a*b^4*c*q*r^2*x^2-21440*a*b^4* c*q*r*x^3-1008*a*b^4*c*r^3*x^2-8928*a*b^4*c*r^2*x^3-1648*a*b^4*g^2*p*r*x^2-5248 *a*b^4*g^2*p*x^3-992*a*b^4*g^2*q*r*x^2-5248*a*b^4*g^2*q*x^3-2096*a*b^4*g^2*r^2* x^2-12464*a*b^4*g^2*r*x^3-1696*a*b^4*g*p^2*r*x^2-4800*a*b^4*g*p^2*x^3-2208*a*b^ 4*g*p*q*r*x^2-9600*a*b^4*g*p*q*x^3-2960*a*b^4*g*p*r^2*x^2-15616*a*b^4*g*p*r*x^3 -512*a*b^4*g*q^2*r*x^2-4800*a*b^4*g*q^2*x^3-1888*a*b^4*g*q*r^2*x^2-15616*a*b^4* g*q*r*x^3-896*a*b^4*g*r^3*x^2-7656*a*b^4*g*r^2*x^3-336*a*b^4*p^3*r*x^2-896*a*b^ 4*p^3*x^3-672*a*b^4*p^2*q*r*x^2-2688*a*b^4*p^2*q*x^3-728*a*b^4*p^2*r^2*x^2-3512 *a*b^4*p^2*r*x^3-336*a*b^4*p*q^2*r*x^2-2688*a*b^4*p*q^2*x^3-864*a*b^4*p*q*r^2*x ^2-7024*a*b^4*p*q*r*x^3-312*a*b^4*p*r^3*x^2-2472*a*b^4*p*r^2*x^3-896*a*b^4*q^3* x^3-136*a*b^4*q^2*r^2*x^2-3512*a*b^4*q^2*r*x^3-48*a*b^4*q*r^3*x^2-2472*a*b^4*q* r^2*x^3+48*a*b^4*r^4*x^2-11776*a*b^3*c^4*r*x^2-32256*a*b^3*c^4*x^3-27872*a*b^3* c^3*g*r*x^2-79872*a*b^3*c^3*g*x^3-18784*a*b^3*c^3*p*r*x^2-47872*a*b^3*c^3*p*x^3 -13888*a*b^3*c^3*q*r*x^2-48896*a*b^3*c^3*q*x^3-16064*a*b^3*c^3*r^2*x^2-67392*a* b^3*c^3*r*x^3-20272*a*b^3*c^2*g^2*r*x^2-60032*a*b^3*c^2*g^2*x^3-35904*a*b^3*c^2 *g*p*r*x^2-93568*a*b^3*c^2*g*p*x^3-25328*a*b^3*c^2*g*q*r*x^2-94080*a*b^3*c^2*g* q*x^3-32448*a*b^3*c^2*g*r^2*x^2-143504*a*b^3*c^2*g*r*x^3-10912*a*b^3*c^2*p^2*r* x^2-25856*a*b^3*c^2*p^2*x^3-16512*a*b^3*c^2*p*q*r*x^2-52736*a*b^3*c^2*p*q*x^3-\ 17600*a*b^3*c^2*p*r^2*x^2-68576*a*b^3*c^2*p*r*x^3-5344*a*b^3*c^2*q^2*r*x^2-\ 26880*a*b^3*c^2*q^2*x^3-12960*a*b^3*c^2*q*r^2*x^2-69536*a*b^3*c^2*q*r*x^3-5088* a*b^3*c^2*r^3*x^2-26064*a*b^3*c^2*r^2*x^3-4640*a*b^3*c*g^3*r*x^2-14080*a*b^3*c* g^3*x^3-19008*a*b^3*c*g^2*p*r*x^2-50432*a*b^3*c*g^2*p*x^3-12992*a*b^3*c*g^2*q*r *x^2-50432*a*b^3*c*g^2*q*x^3-19232*a*b^3*c*g^2*r^2*x^2-89720*a*b^3*c*g^2*r*x^3-\ 14896*a*b^3*c*g*p^2*r*x^2-35392*a*b^3*c*g*p^2*x^3-21808*a*b^3*c*g*p*q*r*x^2-\ 71296*a*b^3*c*g*p*q*x^3-25264*a*b^3*c*g*p*r^2*x^2-101720*a*b^3*c*g*p*r*x^3-6784 *a*b^3*c*g*q^2*r*x^2-35904*a*b^3*c*g*q^2*x^3-18360*a*b^3*c*g*q*r^2*x^2-102200*a *b^3*c*g*q*r*x^3-8056*a*b^3*c*g*r^3*x^2-43656*a*b^3*c*g*r^2*x^3-2744*a*b^3*c*p^ 3*r*x^2-6016*a*b^3*c*p^3*x^3-6280*a*b^3*c*p^2*q*r*x^2-18304*a*b^3*c*p^2*q*x^3-\ 6256*a*b^3*c*p^2*r^2*x^2-22112*a*b^3*c*p^2*r*x^3-4200*a*b^3*c*p*q^2*r*x^2-18560 *a*b^3*c*p*q^2*x^3-9136*a*b^3*c*p*q*r^2*x^2-44704*a*b^3*c*p*q*r*x^3-3384*a*b^3* c*p*r^3*x^2-14376*a*b^3*c*p*r^2*x^3-664*a*b^3*c*q^3*r*x^2-6272*a*b^3*c*q^3*x^3-\ 2720*a*b^3*c*q^2*r^2*x^2-22592*a*b^3*c*q^2*r*x^3-1776*a*b^3*c*q*r^3*x^2-14184*a *b^3*c*q*r^2*x^3-96*a*b^3*c*r^4*x^2+192*a*b^3*c*r^3*x^3-2620*a*b^3*g^3*p*r*x^2-\ 7040*a*b^3*g^3*p*x^3-1740*a*b^3*g^3*q*r*x^2-7040*a*b^3*g^3*q*x^3-3380*a*b^3*g^3 *r^2*x^2-16720*a*b^3*g^3*r*x^3-4256*a*b^3*g^2*p^2*r*x^2-10208*a*b^3*g^2*p^2*x^3 -6104*a*b^3*g^2*p*q*r*x^2-20416*a*b^3*g^2*p*q*x^3-7912*a*b^3*g^2*p*r^2*x^2-\ 33460*a*b^3*g^2*p*r*x^3-1848*a*b^3*g^2*q^2*r*x^2-10208*a*b^3*g^2*q^2*x^3-5812*a *b^3*g^2*q*r^2*x^2-33460*a*b^3*g^2*q*r*x^3-2860*a*b^3*g^2*r^3*x^2-16704*a*b^3*g ^2*r^2*x^3-1980*a*b^3*g*p^3*r*x^2-4288*a*b^3*g*p^3*x^3-4484*a*b^3*g*p^2*q*r*x^2 -12992*a*b^3*g*p^2*q*x^3-4752*a*b^3*g*p^2*r^2*x^2-17036*a*b^3*g*p^2*r*x^3-2964* a*b^3*g*p*q^2*r*x^2-13120*a*b^3*g*p*q^2*x^3-6944*a*b^3*g*p*q*r^2*x^2-34312*a*b^ 3*g*p*q*r*x^3-2788*a*b^3*g*p*r^3*x^2-12348*a*b^3*g*p*r^2*x^3-460*a*b^3*g*q^3*r* x^2-4416*a*b^3*g*q^3*x^3-2112*a*b^3*g*q^2*r^2*x^2-17276*a*b^3*g*q^2*r*x^3-1584* a*b^3*g*q*r^3*x^2-12252*a*b^3*g*q*r^2*x^3-152*a*b^3*g*r^4*x^2-192*a*b^3*g*r^3*x ^3-256*a*b^3*p^4*r*x^2-512*a*b^3*p^4*x^3-768*a*b^3*p^3*q*r*x^2-2048*a*b^3*p^3*q *x^3-736*a*b^3*p^3*r^2*x^2-2260*a*b^3*p^3*r*x^3-768*a*b^3*p^2*q^2*r*x^2-3072*a* b^3*p^2*q^2*x^3-1548*a*b^3*p^2*q*r^2*x^2-6780*a*b^3*p^2*q*r*x^3-564*a*b^3*p^2*r ^3*x^2-1728*a*b^3*p^2*r^2*x^3-256*a*b^3*p*q^3*r*x^2-2048*a*b^3*p*q^3*x^3-888*a* b^3*p*q^2*r^2*x^2-6780*a*b^3*p*q^2*r*x^3-552*a*b^3*p*q*r^3*x^2-3456*a*b^3*p*q*r ^2*x^3-48*a*b^3*p*r^4*x^2+432*a*b^3*p*r^3*x^3-512*a*b^3*q^4*x^3-76*a*b^3*q^3*r^ 2*x^2-2260*a*b^3*q^3*r*x^3+12*a*b^3*q^2*r^3*x^2-1728*a*b^3*q^2*r^2*x^3+120*a*b^ 3*q*r^4*x^2+432*a*b^3*q*r^3*x^3+40*a*b^3*r^5*x^2+360*a*b^3*r^4*x^3-11392*a*b^2* c^5*r*x^2-29184*a*b^2*c^5*x^3-38272*a*b^2*c^4*g*r*x^2-101376*a*b^2*c^4*g*x^3-\ 22272*a*b^2*c^4*p*r*x^2-52736*a*b^2*c^4*p*x^3-18112*a*b^2*c^4*q*r*x^2-54784*a*b ^2*c^4*q*x^3-19360*a*b^2*c^4*r^2*x^2-71072*a*b^2*c^4*r*x^3-44048*a*b^2*c^3*g^2* r*x^2-119424*a*b^2*c^3*g^2*x^3-63568*a*b^2*c^3*g*p*r*x^2-152448*a*b^2*c^3*g*p*x ^3-48864*a*b^2*c^3*g*q*r*x^2-154752*a*b^2*c^3*g*q*x^3-56496*a*b^2*c^3*g*r^2*x^2 -216368*a*b^2*c^3*g*r*x^3-16928*a*b^2*c^3*p^2*r*x^2-37120*a*b^2*c^3*p^2*x^3-\ 28032*a*b^2*c^3*p*q*r*x^2-76800*a*b^2*c^3*p*q*x^3-27712*a*b^2*c^3*p*r^2*x^2-\ 93744*a*b^2*c^3*p*r*x^3-10656*a*b^2*c^3*q^2*r*x^2-40064*a*b^2*c^3*q^2*x^3-23216 *a*b^2*c^3*q*r^2*x^2-97520*a*b^2*c^3*q*r*x^3-8784*a*b^2*c^3*r^3*x^2-33648*a*b^2 *c^3*r^2*x^3-21040*a*b^2*c^2*g^3*r*x^2-57984*a*b^2*c^2*g^3*x^3-58160*a*b^2*c^2* g^2*p*r*x^2-140800*a*b^2*c^2*g^2*p*x^3-43088*a*b^2*c^2*g^2*q*r*x^2-141440*a*b^2 *c^2*g^2*q*x^3-54472*a*b^2*c^2*g^2*r^2*x^2-217824*a*b^2*c^2*g^2*r*x^3-38344*a*b ^2*c^2*g*p^2*r*x^2-83584*a*b^2*c^2*g*p^2*x^3-60560*a*b^2*c^2*g*p*q*r*x^2-169728 *a*b^2*c^2*g*p*q*x^3-64400*a*b^2*c^2*g*p*r^2*x^2-223064*a*b^2*c^2*g*p*r*x^3-\ 21672*a*b^2*c^2*g*q^2*r*x^2-86336*a*b^2*c^2*g*q^2*x^3-51368*a*b^2*c^2*g*q*r^2*x ^2-226152*a*b^2*c^2*g*q*r*x^3-21384*a*b^2*c^2*g*r^3*x^2-87576*a*b^2*c^2*g*r^2*x ^3-6304*a*b^2*c^2*p^3*r*x^2-12736*a*b^2*c^2*p^3*x^3-15720*a*b^2*c^2*p^2*q*r*x^2 -39232*a*b^2*c^2*p^2*q*x^3-14600*a*b^2*c^2*p^2*r^2*x^2-44392*a*b^2*c^2*p^2*r*x^ 3-12240*a*b^2*c^2*p*q^2*r*x^2-40640*a*b^2*c^2*p*q^2*x^3-24336*a*b^2*c^2*p*q*r^2 *x^2-92080*a*b^2*c^2*p*q*r*x^3-8736*a*b^2*c^2*p*r^3*x^2-26928*a*b^2*c^2*p*r^2*x ^3-2728*a*b^2*c^2*q^3*r*x^2-14144*a*b^2*c^2*q^3*x^3-9184*a*b^2*c^2*q^2*r^2*x^2-\ 48048*a*b^2*c^2*q^2*r*x^3-6336*a*b^2*c^2*q*r^3*x^2-27864*a*b^2*c^2*q*r^2*x^3-\ 864*a*b^2*c^2*r^4*x^2+672*a*b^2*c^2*r^3*x^3-3580*a*b^2*c*g^4*r*x^2-9984*a*b^2*c *g^4*x^3-20084*a*b^2*c*g^3*p*r*x^2-48864*a*b^2*c*g^3*p*x^3-14456*a*b^2*c*g^3*q* r*x^2-48864*a*b^2*c*g^3*q*x^3-20844*a*b^2*c*g^3*r^2*x^2-87416*a*b^2*c*g^3*r*x^3 -24636*a*b^2*c*g^2*p^2*r*x^2-53728*a*b^2*c*g^2*p^2*x^3-37840*a*b^2*c*g^2*p*q*r* x^2-108096*a*b^2*c*g^2*p*q*x^3-43424*a*b^2*c*g^2*p*r^2*x^2-155928*a*b^2*c*g^2*p *r*x^3-13044*a*b^2*c*g^2*q^2*r*x^2-54368*a*b^2*c*g^2*q^2*x^3-33992*a*b^2*c*g^2* q*r^2*x^2-156528*a*b^2*c*g^2*q*r*x^3-15452*a*b^2*c*g^2*r^3*x^2-68832*a*b^2*c*g^ 2*r^2*x^3-9976*a*b^2*c*g*p^3*r*x^2-19744*a*b^2*c*g*p^3*x^3-24052*a*b^2*c*g*p^2* q*r*x^2-60064*a*b^2*c*g*p^2*q*x^3-23836*a*b^2*c*g*p^2*r^2*x^2-73004*a*b^2*c*g*p ^2*r*x^3-17872*a*b^2*c*g*p*q^2*r*x^2-61088*a*b^2*c*g*p*q^2*x^3-38120*a*b^2*c*g* p*q*r^2*x^2-148256*a*b^2*c*g*p*q*r*x^3-14892*a*b^2*c*g*p*r^3*x^2-48792*a*b^2*c* g*p*r^2*x^3-3748*a*b^2*c*g*q^3*r*x^2-20768*a*b^2*c*g*q^3*x^3-13808*a*b^2*c*g*q^ 2*r^2*x^2-75432*a*b^2*c*g*q^2*r*x^3-10504*a*b^2*c*g*q*r^3*x^2-49020*a*b^2*c*g*q *r^2*x^3-1696*a*b^2*c*g*r^4*x^2-528*a*b^2*c*g*r^3*x^3-1172*a*b^2*c*p^4*r*x^2-\ 2144*a*b^2*c*p^4*x^3-3848*a*b^2*c*p^3*q*r*x^2-8704*a*b^2*c*p^3*q*x^3-3448*a*b^2 *c*p^3*r^2*x^2-9028*a*b^2*c*p^3*r*x^3-4480*a*b^2*c*p^2*q^2*r*x^2-13344*a*b^2*c* p^2*q^2*x^3-8364*a*b^2*c*p^2*q*r^2*x^2-27788*a*b^2*c*p^2*q*r*x^3-2952*a*b^2*c*p ^2*r^3*x^2-6420*a*b^2*c*p^2*r^2*x^3-2056*a*b^2*c*p*q^3*r*x^2-9152*a*b^2*c*p*q^3 *x^3-6208*a*b^2*c*p*q^2*r^2*x^2-28672*a*b^2*c*p*q^2*r*x^3-4128*a*b^2*c*p*q*r^3* x^2-13404*a*b^2*c*p*q*r^2*x^3-624*a*b^2*c*p*r^4*x^2+1872*a*b^2*c*p*r^3*x^3-252* a*b^2*c*q^4*r*x^2-2368*a*b^2*c*q^4*x^3-1232*a*b^2*c*q^3*r^2*x^2-9912*a*b^2*c*q^ 3*r*x^3-996*a*b^2*c*q^2*r^3*x^2-6912*a*b^2*c*q^2*r^2*x^3+2064*a*b^2*c*q*r^3*x^3 +80*a*b^2*c*r^5*x^2+1440*a*b^2*c*r^4*x^3-2056*a*b^2*g^4*p*r*x^2-4992*a*b^2*g^4* p*x^3-1432*a*b^2*g^4*q*r*x^2-4992*a*b^2*g^4*q*x^3-2656*a*b^2*g^4*r^2*x^2-11856* a*b^2*g^4*r*x^3-4548*a*b^2*g^3*p^2*r*x^2-9936*a*b^2*g^3*p^2*x^3-6852*a*b^2*g^3* p*q*r*x^2-19872*a*b^2*g^3*p*q*x^3-8728*a*b^2*g^3*p*r^2*x^2-32878*a*b^2*g^3*p*r* x^3-2304*a*b^2*g^3*q^2*r*x^2-9936*a*b^2*g^3*q^2*x^3-6846*a*b^2*g^3*q*r^2*x^2-\ 32878*a*b^2*g^3*q*r*x^3-3438*a*b^2*g^3*r^3*x^2-16782*a*b^2*g^3*r^2*x^3-3344*a*b ^2*g^2*p^3*r*x^2-6592*a*b^2*g^2*p^3*x^3-7928*a*b^2*g^2*p^2*q*r*x^2-19936*a*b^2* g^2*p^2*q*x^3-8364*a*b^2*g^2*p^2*r^2*x^2-26472*a*b^2*g^2*p^2*r*x^3-5744*a*b^2*g ^2*p*q^2*r*x^2-20096*a*b^2*g^2*p*q^2*x^3-13192*a*b^2*g^2*p*q*r^2*x^2-53244*a*b^ 2*g^2*p*q*r*x^3-5524*a*b^2*g^2*p*r^3*x^2-19842*a*b^2*g^2*p*r^2*x^3-1160*a*b^2*g ^2*q^3*r*x^2-6752*a*b^2*g^2*q^3*x^3-4728*a*b^2*g^2*q^2*r^2*x^2-26772*a*b^2*g^2* q^2*r*x^3-3924*a*b^2*g^2*q*r^3*x^2-19722*a*b^2*g^2*q*r^2*x^3-696*a*b^2*g^2*r^4* x^2-864*a*b^2*g^2*r^3*x^3-952*a*b^2*g*p^4*r*x^2-1696*a*b^2*g*p^4*x^3-3076*a*b^2 *g*p^3*q*r*x^2-6848*a*b^2*g*p^3*q*x^3-2896*a*b^2*g*p^3*r^2*x^2-7554*a*b^2*g*p^3 *r*x^3-3500*a*b^2*g*p^2*q^2*r*x^2-10416*a*b^2*g*p^2*q^2*x^3-6882*a*b^2*g*p^2*q* r^2*x^2-23014*a*b^2*g*p^2*q*r*x^3-2590*a*b^2*g*p^2*r^3*x^2-5964*a*b^2*g*p^2*r^2 *x^3-1556*a*b^2*g*p*q^3*r*x^2-7072*a*b^2*g*p*q^3*x^3-4988*a*b^2*g*p*q^2*r^2*x^2 -23456*a*b^2*g*p*q^2*r*x^3-3568*a*b^2*g*p*q*r^3*x^2-12210*a*b^2*g*p*q*r^2*x^3-\ 600*a*b^2*g*p*r^4*x^2+1296*a*b^2*g*p*r^3*x^3-180*a*b^2*g*q^4*r*x^2-1808*a*b^2*g *q^4*x^3-972*a*b^2*g*q^3*r^2*x^2-7996*a*b^2*g*q^3*r*x^3-888*a*b^2*g*q^2*r^3*x^2 -6210*a*b^2*g*q^2*r^2*x^3-68*a*b^2*g*q*r^4*x^2+1392*a*b^2*g*q*r^3*x^3+60*a*b^2* g*r^5*x^2+1260*a*b^2*g*r^4*x^3-90*a*b^2*p^5*r*x^2-144*a*b^2*p^5*x^3-360*a*b^2*p ^4*q*r*x^2-720*a*b^2*p^4*q*x^3-324*a*b^2*p^4*r^2*x^2-692*a*b^2*p^4*r*x^3-540*a* b^2*p^3*q^2*r*x^2-1440*a*b^2*p^3*q^2*x^3-992*a*b^2*p^3*q*r^2*x^2-2768*a*b^2*p^3 *q*r*x^3-366*a*b^2*p^3*r^3*x^2-498*a*b^2*p^3*r^2*x^3-360*a*b^2*p^2*q^3*r*x^2-\ 1440*a*b^2*p^2*q^3*x^3-1032*a*b^2*p^2*q^2*r^2*x^2-4152*a*b^2*p^2*q^2*r*x^3-708* a*b^2*p^2*q*r^3*x^2-1494*a*b^2*p^2*q*r^2*x^3-132*a*b^2*p^2*r^4*x^2+432*a*b^2*p^ 2*r^3*x^3-90*a*b^2*p*q^4*r*x^2-720*a*b^2*p*q^4*x^3-384*a*b^2*p*q^3*r^2*x^2-2768 *a*b^2*p*q^3*r*x^3-318*a*b^2*p*q^2*r^3*x^2-1494*a*b^2*p*q^2*r^2*x^3-48*a*b^2*p* q*r^4*x^2+864*a*b^2*p*q*r^3*x^3+360*a*b^2*p*r^4*x^3-144*a*b^2*q^5*x^3-20*a*b^2* q^4*r^2*x^2-692*a*b^2*q^4*r*x^3+24*a*b^2*q^3*r^3*x^2-498*a*b^2*q^3*r^2*x^3+84*a *b^2*q^2*r^4*x^2+432*a*b^2*q^2*r^3*x^3+40*a*b^2*q*r^5*x^2+360*a*b^2*q*r^4*x^3-\ 4224*a*b*c^6*r*x^2-11264*a*b*c^6*x^3-20736*a*b*c^5*g*r*x^2-55296*a*b*c^5*g*x^3-\ 10144*a*b*c^5*p*r*x^2-24576*a*b*c^5*p*x^3-8288*a*b*c^5*q*r*x^2-24576*a*b*c^5*q* x^3-8640*a*b*c^5*r^2*x^2-31232*a*b*c^5*r*x^3-35520*a*b*c^4*g^2*r*x^2-94720*a*b* c^4*g^2*x^3-43056*a*b*c^4*g*p*r*x^2-102656*a*b*c^4*g*p*x^3-33936*a*b*c^4*g*q*r* x^2-102656*a*b*c^4*g*q*x^3-37296*a*b*c^4*g*r^2*x^2-136736*a*b*c^4*g*r*x^3-9920* a*b*c^4*p^2*r*x^2-21888*a*b*c^4*p^2*x^3-16128*a*b*c^4*p*q*r*x^2-43008*a*b*c^4*p *q*x^3-15808*a*b*c^4*p*r^2*x^2-51808*a*b*c^4*p*r*x^3-6496*a*b*c^4*q^2*r*x^2-\ 21888*a*b*c^4*q^2*x^3-13568*a*b*c^4*q*r^2*x^2-51808*a*b*c^4*q*r*x^3-5184*a*b*c^ 4*r^3*x^2-16992*a*b*c^4*r^2*x^3-27456*a*b*c^3*g^3*r*x^2-73216*a*b*c^3*g^3*x^3-\ 61336*a*b*c^3*g^2*p*r*x^2-144640*a*b*c^3*g^2*p*x^3-47144*a*b*c^3*g^2*q*r*x^2-\ 144640*a*b*c^3*g^2*q*x^3-54936*a*b*c^3*g^2*r^2*x^2-205040*a*b*c^3*g^2*r*x^3-\ 34696*a*b*c^3*g*p^2*r*x^2-74368*a*b*c^3*g*p^2*x^3-55392*a*b*c^3*g*p*q*r*x^2-\ 147712*a*b*c^3*g*p*q*x^3-56768*a*b*c^3*g*p*r^2*x^2-185760*a*b*c^3*g*p*r*x^3-\ 21080*a*b*c^3*g*q^2*r*x^2-74368*a*b*c^3*g*q^2*x^3-46912*a*b*c^3*g*q*r^2*x^2-\ 185760*a*b*c^3*g*q*r*x^3-19104*a*b*c^3*g*r^3*x^2-66624*a*b*c^3*g*r^2*x^3-5096*a *b*c^3*p^3*r*x^2-10176*a*b*c^3*p^3*x^3-12176*a*b*c^3*p^2*q*r*x^2-29376*a*b*c^3* p^2*q*x^3-11504*a*b*c^3*p^2*r^2*x^2-33312*a*b*c^3*p^2*r*x^3-9856*a*b*c^3*p*q^2* r*x^2-29376*a*b*c^3*p*q^2*x^3-19008*a*b*c^3*p*q*r^2*x^2-64928*a*b*c^3*p*q*r*x^3 -7080*a*b*c^3*p*r^3*x^2-18096*a*b*c^3*p*r^2*x^3-2536*a*b*c^3*q^3*r*x^2-10176*a* b*c^3*q^3*x^3-7936*a*b*c^3*q^2*r^2*x^2-33312*a*b*c^3*q^2*r*x^3-5592*a*b*c^3*q*r ^3*x^2-18096*a*b*c^3*q*r^2*x^3-960*a*b*c^3*r^4*x^2+960*a*b*c^3*r^3*x^3-9864*a*b *c^2*g^4*r*x^2-26304*a*b*c^2*g^4*x^3-37252*a*b*c^2*g^3*p*r*x^2-87104*a*b*c^2*g^ 3*p*x^3-28076*a*b*c^2*g^3*q*r*x^2-87104*a*b*c^2*g^3*q*x^3-35316*a*b*c^2*g^3*r^2 *x^2-135128*a*b*c^2*g^3*r*x^3-38356*a*b*c^2*g^2*p^2*r*x^2-80736*a*b*c^2*g^2*p^2 *x^3-60432*a*b*c^2*g^2*p*q*r*x^2-161152*a*b*c^2*g^2*p*q*x^3-65072*a*b*c^2*g^2*p *r^2*x^2-215240*a*b*c^2*g^2*p*r*x^3-22196*a*b*c^2*g^2*q^2*r*x^2-80736*a*b*c^2*g ^2*q^2*x^3-52720*a*b*c^2*g^2*q*r^2*x^2-215240*a*b*c^2*g^2*q*r*x^3-22896*a*b*c^2 *g^2*r^3*x^2-85584*a*b*c^2*g^2*r^2*x^3-13608*a*b*c^2*g*p^3*r*x^2-26208*a*b*c^2* g*p^3*x^3-32668*a*b*c^2*g*p^2*q*r*x^2-77408*a*b*c^2*g*p^2*q*x^3-31772*a*b*c^2*g *p^2*r^2*x^2-90788*a*b*c^2*g*p^2*r*x^3-25388*a*b*c^2*g*p*q^2*r*x^2-77408*a*b*c^ 2*g*p*q^2*x^3-51768*a*b*c^2*g*p*q*r^2*x^2-180128*a*b*c^2*g*p*q*r*x^3-20220*a*b* c^2*g*p*r^3*x^2-54972*a*b*c^2*g*p*r^2*x^3-6048*a*b*c^2*g*q^3*r*x^2-26208*a*b*c^ 2*g*q^3*x^3-20392*a*b*c^2*g*q^2*r^2*x^2-90788*a*b*c^2*g*q^2*r*x^3-15492*a*b*c^2 *g*q*r^3*x^2-54972*a*b*c^2*g*q*r^2*x^3-2880*a*b*c^2*g*r^4*x^2+672*a*b*c^2*g*r^3 *x^3-1456*a*b*c^2*p^4*r*x^2-2592*a*b*c^2*p^4*x^3-4520*a*b*c^2*p^3*q*r*x^2-9792* a*b*c^2*p^3*q*x^3-4216*a*b*c^2*p^3*r^2*x^2-10400*a*b*c^2*p^3*r*x^3-5400*a*b*c^2 *p^2*q^2*r*x^2-14400*a*b*c^2*p^2*q^2*x^3-9904*a*b*c^2*p^2*q*r^2*x^2-29504*a*b*c ^2*p^2*q*r*x^3-3720*a*b*c^2*p^2*r^3*x^2-6660*a*b*c^2*p^2*r^2*x^3-2824*a*b*c^2*p *q^3*r*x^2-9792*a*b*c^2*p*q^3*x^3-8024*a*b*c^2*p*q^2*r^2*x^2-29504*a*b*c^2*p*q^ 2*r*x^3-5472*a*b*c^2*p*q*r^3*x^2-12768*a*b*c^2*p*q*r^2*x^3-1008*a*b*c^2*p*r^4*x ^2+2352*a*b*c^2*p*r^3*x^3-488*a*b*c^2*q^4*r*x^2-2592*a*b*c^2*q^4*x^3-2048*a*b*c ^2*q^3*r^2*x^2-10400*a*b*c^2*q^3*r*x^3-1896*a*b*c^2*q^2*r^3*x^2-6660*a*b*c^2*q^ 2*r^2*x^3-432*a*b*c^2*q*r^4*x^2+2352*a*b*c^2*q*r^3*x^3+1440*a*b*c^2*r^4*x^3-\ 1344*a*b*c*g^5*r*x^2-3584*a*b*c*g^5*x^3-9608*a*b*c*g^4*p*r*x^2-22272*a*b*c*g^4* p*x^3-7096*a*b*c*g^4*q*r*x^2-22272*a*b*c*g^4*q*x^3-10062*a*b*c*g^4*r^2*x^2-\ 39956*a*b*c*g^4*r*x^3-16168*a*b*c*g^3*p^2*r*x^2-33632*a*b*c*g^3*p^2*x^3-25224*a *b*c*g^3*p*q*r*x^2-67264*a*b*c*g^3*p*q*x^3-28936*a*b*c*g^3*p*r^2*x^2-98036*a*b* c*g^3*p*r*x^3-9056*a*b*c*g^3*q^2*r*x^2-33632*a*b*c*g^3*q^2*x^3-23300*a*b*c*g^3* q*r^2*x^2-98036*a*b*c*g^3*q*r*x^3-10872*a*b*c*g^3*r^3*x^2-44004*a*b*c*g^3*r^2*x ^3-10314*a*b*c*g^2*p^3*r*x^2-19456*a*b*c*g^2*p^3*x^3-24746*a*b*c*g^2*p^2*q*r*x^ 2-58048*a*b*c*g^2*p^2*q*x^3-24998*a*b*c*g^2*p^2*r^2*x^2-72002*a*b*c*g^2*p^2*r*x ^3-18790*a*b*c*g^2*p*q^2*r*x^2-58048*a*b*c*g^2*p*q^2*x^3-40428*a*b*c*g^2*p*q*r^ 2*x^2-143704*a*b*c*g^2*p*q*r*x^3-16594*a*b*c*g^2*p*r^3*x^2-48774*a*b*c*g^2*p*r^ 2*x^3-4278*a*b*c*g^2*q^3*r*x^2-19456*a*b*c*g^2*q^3*x^3-15520*a*b*c*g^2*q^2*r^2* x^2-72002*a*b*c*g^2*q^2*r*x^3-12638*a*b*c*g^2*q*r^3*x^2-48774*a*b*c*g^2*q*r^2*x ^3-2520*a*b*c*g^2*r^4*x^2-1344*a*b*c*g^2*r^3*x^3-2608*a*b*c*g*p^4*r*x^2-4480*a* b*c*g*p^4*x^3-8308*a*b*c*g*p^3*q*r*x^2-17472*a*b*c*g*p^3*q*x^3-7816*a*b*c*g*p^3 *r^2*x^2-18902*a*b*c*g*p^3*r*x^3-9744*a*b*c*g*p^2*q^2*r*x^2-25984*a*b*c*g*p^2*q ^2*x^3-18638*a*b*c*g*p^2*q*r^2*x^2-55558*a*b*c*g*p^2*q*r*x^3-7154*a*b*c*g*p^2*r ^3*x^2-13560*a*b*c*g*p^2*r^2*x^3-4796*a*b*c*g*p*q^3*r*x^2-17472*a*b*c*g*p*q^3*x ^3-14500*a*b*c*g*p*q^2*r^2*x^2-55558*a*b*c*g*p*q^2*r*x^3-10512*a*b*c*g*p*q*r^3* x^2-26964*a*b*c*g*p*q*r^2*x^3-2008*a*b*c*g*p*r^4*x^2+3672*a*b*c*g*p*r^3*x^3-752 *a*b*c*g*q^4*r*x^2-4480*a*b*c*g*q^4*x^3-3434*a*b*c*g*q^3*r^2*x^2-18902*a*b*c*g* q^3*r*x^3-3430*a*b*c*g*q^2*r^3*x^2-13560*a*b*c*g*q^2*r^2*x^3-872*a*b*c*g*q*r^4* x^2+3672*a*b*c*g*q*r^3*x^3+2880*a*b*c*g*r^4*x^3-216*a*b*c*p^5*r*x^2-336*a*b*c*p ^5*x^3-834*a*b*c*p^4*q*r*x^2-1584*a*b*c*p^4*q*x^3-772*a*b*c*p^4*r^2*x^2-1560*a* b*c*p^4*r*x^3-1302*a*b*c*p^3*q^2*r*x^2-3072*a*b*c*p^3*q^2*x^3-2336*a*b*c*p^3*q* r^2*x^2-5816*a*b*c*p^3*q*r*x^3-900*a*b*c*p^3*r^3*x^2-1026*a*b*c*p^3*r^2*x^3-\ 1002*a*b*c*p^2*q^3*r*x^2-3072*a*b*c*p^2*q^3*x^3-2700*a*b*c*p^2*q^2*r^2*x^2-8512 *a*b*c*p^2*q^2*r*x^3-1866*a*b*c*p^2*q*r^3*x^2-2802*a*b*c*p^2*q*r^2*x^3-384*a*b* c*p^2*r^4*x^2+984*a*b*c*p^2*r^3*x^3-354*a*b*c*p*q^4*r*x^2-1584*a*b*c*p*q^4*x^3-\ 1336*a*b*c*p*q^3*r^2*x^2-5816*a*b*c*p*q^3*r*x^3-1230*a*b*c*p*q^2*r^3*x^2-2802*a *b*c*p*q^2*r^2*x^3-360*a*b*c*p*q*r^4*x^2+1872*a*b*c*p*q*r^3*x^3-40*a*b*c*p*r^5* x^2+720*a*b*c*p*r^4*x^3-36*a*b*c*q^5*r*x^2-336*a*b*c*q^5*x^3-200*a*b*c*q^4*r^2* x^2-1560*a*b*c*q^4*r*x^3-180*a*b*c*q^3*r^3*x^2-1026*a*b*c*q^3*r^2*x^3+24*a*b*c* q^2*r^4*x^2+984*a*b*c*q^2*r^3*x^3+40*a*b*c*q*r^5*x^2+720*a*b*c*q*r^4*x^3-784*a* b*g^5*p*r*x^2-1792*a*b*g^5*p*x^3-560*a*b*g^5*q*r*x^2-1792*a*b*g^5*q*x^3-1008*a* b*g^5*r^2*x^2-4256*a*b*g^5*r*x^3-2212*a*b*g^4*p^2*r*x^2-4560*a*b*g^4*p^2*x^3-\ 3420*a*b*g^4*p*q*r*x^2-9120*a*b*g^4*p*q*x^3-4308*a*b*g^4*p*r^2*x^2-15190*a*b*g^ 4*p*r*x^3-1208*a*b*g^4*q^2*r*x^2-4560*a*b*g^4*q^2*x^3-3486*a*b*g^4*q*r^2*x^2-\ 15190*a*b*g^4*q*r*x^3-1776*a*b*g^4*r^3*x^2-7872*a*b*g^4*r^2*x^3-2248*a*b*g^3*p^ 3*r*x^2-4192*a*b*g^3*p^3*x^3-5392*a*b*g^3*p^2*q*r*x^2-12576*a*b*g^3*p^2*q*x^3-\ 5727*a*b*g^3*p^2*r^2*x^2-16946*a*b*g^3*p^2*r*x^3-4040*a*b*g^3*p*q^2*r*x^2-12576 *a*b*g^3*p*q^2*x^3-9270*a*b*g^3*p*q*r^2*x^2-33892*a*b*g^3*p*q*r*x^3-4023*a*b*g^ 3*p*r^3*x^2-13014*a*b*g^3*p*r^2*x^3-896*a*b*g^3*q^3*r*x^2-4192*a*b*g^3*q^3*x^3-\ 3543*a*b*g^3*q^2*r^2*x^2-16946*a*b*g^3*q^2*r*x^3-3105*a*b*g^3*q*r^3*x^2-13014*a *b*g^3*q*r^2*x^3-660*a*b*g^3*r^4*x^2-864*a*b*g^3*r^3*x^3-1010*a*b*g^2*p^4*r*x^2 -1704*a*b*g^2*p^4*x^3-3248*a*b*g^2*p^3*q*r*x^2-6736*a*b*g^2*p^3*q*x^3-3130*a*b* g^2*p^3*r^2*x^2-7631*a*b*g^2*p^3*r*x^3-3774*a*b*g^2*p^2*q^2*r*x^2-10064*a*b*g^2 *p^2*q^2*x^3-7515*a*b*g^2*p^2*q*r^2*x^2-22743*a*b*g^2*p^2*q*r*x^3-2973*a*b*g^2* p^2*r^3*x^2-6141*a*b*g^2*p^2*r^2*x^3-1804*a*b*g^2*p*q^3*r*x^2-6736*a*b*g^2*p*q^ 3*x^3-5760*a*b*g^2*p*q^2*r^2*x^2-22743*a*b*g^2*p*q^2*r*x^3-4392*a*b*g^2*p*q*r^3 *x^2-12342*a*b*g^2*p*q*r^2*x^3-868*a*b*g^2*p*r^4*x^2+1176*a*b*g^2*p*r^3*x^3-268 *a*b*g^2*q^4*r*x^2-1704*a*b*g^2*q^4*x^3-1325*a*b*g^2*q^3*r^2*x^2-7631*a*b*g^2*q ^3*r*x^3-1419*a*b*g^2*q^2*r^3*x^2-6141*a*b*g^2*q^2*r^2*x^3-392*a*b*g^2*q*r^4*x^ 2+1176*a*b*g^2*q*r^3*x^3+1260*a*b*g^2*r^4*x^3-196*a*b*g*p^5*r*x^2-296*a*b*g*p^5 *x^3-777*a*b*g*p^4*q*r*x^2-1432*a*b*g*p^4*q*x^3-720*a*b*g*p^4*r^2*x^2-1428*a*b* g*p^4*r*x^3-1211*a*b*g*p^3*q^2*r*x^2-2816*a*b*g*p^3*q^2*x^3-2232*a*b*g*p^3*q*r^ 2*x^2-5500*a*b*g*p^3*q*r*x^3-866*a*b*g*p^3*r^3*x^2-1047*a*b*g*p^3*r^2*x^3-901*a *b*g*p^2*q^3*r*x^2-2816*a*b*g*p^2*q^3*x^3-2538*a*b*g*p^2*q^2*r^2*x^2-8144*a*b*g *p^2*q^2*r*x^3-1829*a*b*g*p^2*q*r^3*x^2-3003*a*b*g*p^2*q*r^2*x^3-382*a*b*g*p^2* r^4*x^2+852*a*b*g*p^2*r^3*x^3-297*a*b*g*p*q^4*r*x^2-1432*a*b*g*p*q^4*x^3-1188*a *b*g*p*q^3*r^2*x^2-5500*a*b*g*p*q^3*r*x^3-1159*a*b*g*p*q^2*r^3*x^2-3003*a*b*g*p *q^2*r^2*x^3-360*a*b*g*p*q*r^4*x^2+1656*a*b*g*p*q*r^3*x^3-40*a*b*g*p*r^5*x^2+ 720*a*b*g*p*r^4*x^3-26*a*b*g*q^5*r*x^2-296*a*b*g*q^5*x^3-162*a*b*g*q^4*r^2*x^2-\ 1428*a*b*g*q^4*r*x^3-154*a*b*g*q^3*r^3*x^2-1047*a*b*g*q^3*r^2*x^3+22*a*b*g*q^2* r^4*x^2+852*a*b*g*q^2*r^3*x^3+40*a*b*g*q*r^5*x^2+720*a*b*g*q*r^4*x^3-12*a*b*p^6 *r*x^2-16*a*b*p^6*x^3-60*a*b*p^5*q*r*x^2-96*a*b*p^5*q*x^3-52*a*b*p^5*r^2*x^2-82 *a*b*p^5*r*x^3-120*a*b*p^4*q^2*r*x^2-240*a*b*p^4*q^2*x^3-210*a*b*p^4*q*r^2*x^2-\ 410*a*b*p^4*q*r*x^3-78*a*b*p^4*r^3*x^2-48*a*b*p^4*r^2*x^3-120*a*b*p^3*q^3*r*x^2 -320*a*b*p^3*q^3*x^3-320*a*b*p^3*q^2*r^2*x^2-820*a*b*p^3*q^2*r*x^3-228*a*b*p^3* q*r^3*x^2-192*a*b*p^3*q*r^2*x^3-48*a*b*p^3*r^4*x^2+108*a*b*p^3*r^3*x^3-60*a*b*p ^2*q^4*r*x^2-240*a*b*p^2*q^4*x^3-220*a*b*p^2*q^3*r^2*x^2-820*a*b*p^2*q^3*r*x^3-\ 216*a*b*p^2*q^2*r^3*x^2-288*a*b*p^2*q^2*r^2*x^3-78*a*b*p^2*q*r^4*x^2+324*a*b*p^ 2*q*r^3*x^3-10*a*b*p^2*r^5*x^2+90*a*b*p^2*r^4*x^3-12*a*b*p*q^5*r*x^2-96*a*b*p*q ^5*x^3-60*a*b*p*q^4*r^2*x^2-410*a*b*p*q^4*r*x^3-60*a*b*p*q^3*r^3*x^2-192*a*b*p* q^3*r^2*x^3-12*a*b*p*q^2*r^4*x^2+324*a*b*p*q^2*r^3*x^3+180*a*b*p*q*r^4*x^3-16*a *b*q^6*x^3-2*a*b*q^5*r^2*x^2-82*a*b*q^5*r*x^3+6*a*b*q^4*r^3*x^2-48*a*b*q^4*r^2* x^3+18*a*b*q^3*r^4*x^2+108*a*b*q^3*r^3*x^3+10*a*b*q^2*r^5*x^2+90*a*b*q^2*r^4*x^ 3-192*a*c^7*r*x^2-1024*a*c^7*x^3-2816*a*c^6*g*r*x^2-9216*a*c^6*g*x^3-864*a*c^6* p*r*x^2-3072*a*c^6*p*x^3-288*a*c^6*q*r*x^2-2048*a*c^6*q*x^3-512*a*c^6*r^2*x^2-\ 3136*a*c^6*r*x^3-8288*a*c^5*g^2*r*x^2-24064*a*c^5*g^2*x^3-7888*a*c^5*g*p*r*x^2-\ 21504*a*c^5*g*p*x^3-5168*a*c^5*g*q*r*x^2-18944*a*c^5*g*q*x^3-6048*a*c^5*g*r^2*x ^2-25696*a*c^5*g*r*x^3-1440*a*c^5*p^2*r*x^2-3840*a*c^5*p^2*x^3-1152*a*c^5*p*q*r *x^2-5120*a*c^5*p*q*x^3-1856*a*c^5*p*r^2*x^2-7840*a*c^5*p*r*x^3-144*a*c^5*q^2*r *x^2-1536*a*c^5*q^2*x^3-672*a*c^5*q*r^2*x^2-4512*a*c^5*q*r*x^3-528*a*c^5*r^3*x^ 2-1920*a*c^5*r^2*x^3-10016*a*c^4*g^3*r*x^2-27648*a*c^4*g^3*x^3-18696*a*c^4*g^2* p*r*x^2-46336*a*c^4*g^2*p*x^3-13528*a*c^4*g^2*q*r*x^2-44032*a*c^4*g^2*q*x^3-\ 15544*a*c^4*g^2*r^2*x^2-60112*a*c^4*g^2*r*x^3-8928*a*c^4*g*p^2*r*x^2-20544*a*c^ 4*g*p^2*x^3-11552*a*c^4*g*p*q*r*x^2-35328*a*c^4*g*p*q*x^3-13296*a*c^4*g*p*r^2*x ^2-46848*a*c^4*g*p*r*x^3-3744*a*c^4*g*q^2*r*x^2-15552*a*c^4*g*q^2*x^3-8896*a*c^ 4*g*q*r^2*x^2-39616*a*c^4*g*q*r*x^3-4208*a*c^4*g*r^3*x^2-14304*a*c^4*g*r^2*x^3-\ 1200*a*c^4*p^3*r*x^2-2560*a*c^4*p^3*x^3-1584*a*c^4*p^2*q*r*x^2-5120*a*c^4*p^2*q *x^3-2432*a*c^4*p^2*r^2*x^2-7840*a*c^4*p^2*r*x^3-504*a*c^4*p*q^2*r*x^2-3072*a*c ^4*p*q^2*x^3-1920*a*c^4*p*q*r^2*x^2-9024*a*c^4*p*q*r*x^3-1416*a*c^4*p*r^3*x^2-\ 3840*a*c^4*p*r^2*x^3-24*a*c^4*q^3*r*x^2-512*a*c^4*q^3*x^3-288*a*c^4*q^2*r^2*x^2 -2064*a*c^4*q^2*r*x^3-504*a*c^4*q*r^3*x^2-1488*a*c^4*q*r^2*x^3-240*a*c^4*r^4*x^ 2+96*a*c^4*r^3*x^3-5932*a*c^3*g^4*r*x^2-15936*a*c^3*g^4*x^3-18220*a*c^3*g^3*p*r *x^2-43136*a*c^3*g^3*p*x^3-13572*a*c^3*g^3*q*r*x^2-42240*a*c^3*g^3*q*x^3-16068* a*c^3*g^3*r^2*x^2-60408*a*c^3*g^3*r*x^3-16360*a*c^3*g^2*p^2*r*x^2-35008*a*c^3*g ^2*p^2*x^3-23824*a*c^3*g^2*p*q*r*x^2-65664*a*c^3*g^2*p*q*x^3-26104*a*c^3*g^2*p* r^2*x^2-85840*a*c^3*g^2*p*r*x^3-8388*a*c^3*g^2*q^2*r*x^2-31232*a*c^3*g^2*q^2*x^ 3-19624*a*c^3*g^2*q*r^2*x^2-80624*a*c^3*g^2*q*r*x^3-8816*a*c^3*g^2*r^3*x^2-\ 29880*a*c^3*g^2*r^2*x^3-5204*a*c^3*g*p^3*r*x^2-10208*a*c^3*g*p^3*x^3-9928*a*c^3 *g*p^2*q*r*x^2-25696*a*c^3*g*p^2*q*x^3-11456*a*c^3*g*p^2*r^2*x^2-33344*a*c^3*g* p^2*r*x^3-6320*a*c^3*g*p*q^2*r*x^2-21984*a*c^3*g*p*q^2*x^3-14464*a*c^3*g*p*q*r^ 2*x^2-54160*a*c^3*g*p*q*r*x^3-7108*a*c^3*g*p*r^3*x^2-18240*a*c^3*g*p*r^2*x^3-\ 1348*a*c^3*g*q^3*r*x^2-6496*a*c^3*g*q^3*x^3-4792*a*c^3*g*q^2*r^2*x^2-22664*a*c^ 3*g*q^2*r*x^3-4204*a*c^3*g*q*r^3*x^2-13848*a*c^3*g*q*r^2*x^3-1144*a*c^3*g*r^4*x ^2+464*a*c^3*g*r^3*x^3-540*a*c^3*p^4*r*x^2-960*a*c^3*p^4*x^3-1008*a*c^3*p^3*q*r *x^2-2560*a*c^3*p^3*q*x^3-1504*a*c^3*p^3*r^2*x^2-3920*a*c^3*p^3*r*x^3-540*a*c^3 *p^2*q^2*r*x^2-2304*a*c^3*p^2*q^2*x^3-1872*a*c^3*p^2*q*r^2*x^2-6768*a*c^3*p^2*q *r*x^3-1332*a*c^3*p^2*r^3*x^2-2880*a*c^3*p^2*r^2*x^3-72*a*c^3*p*q^3*r*x^2-768*a *c^3*p*q^3*x^3-576*a*c^3*p*q^2*r^2*x^2-3096*a*c^3*p*q^2*r*x^3-936*a*c^3*p*q*r^3 *x^2-2232*a*c^3*p*q*r^2*x^3-432*a*c^3*p*r^4*x^2+144*a*c^3*p*r^3*x^3-64*a*c^3*q^ 4*x^3-40*a*c^3*q^3*r^2*x^2-248*a*c^3*q^3*r*x^3-120*a*c^3*q^2*r^3*x^2-48*a*c^3*q ^2*r^2*x^3-120*a*c^3*q*r^4*x^2+336*a*c^3*q*r^3*x^3-40*a*c^3*r^5*x^2+200*a*c^3*r ^4*x^3-1720*a*c^2*g^5*r*x^2-4544*a*c^2*g^5*x^3-8336*a*c^2*g^4*p*r*x^2-19200*a*c ^2*g^4*p*x^3-6256*a*c^2*g^4*q*r*x^2-19072*a*c^2*g^4*q*x^3-7866*a*c^2*g^4*r^2*x^ 2-29624*a*c^2*g^4*r*x^3-12000*a*c^2*g^3*p^2*r*x^2-24720*a*c^2*g^3*p^2*x^3-18264 *a*c^2*g^3*p*q*r*x^2-48128*a*c^2*g^3*p*q*x^3-20220*a*c^2*g^3*p*r^2*x^2-65296*a* c^2*g^3*p*r*x^3-6564*a*c^2*g^3*q^2*r*x^2-23536*a*c^2*g^3*q^2*x^3-15872*a*c^2*g^ 3*q*r^2*x^2-63840*a*c^2*g^3*q*r*x^3-7256*a*c^2*g^3*r^3*x^2-25656*a*c^2*g^3*r^2* x^3-6950*a*c^2*g^2*p^3*r*x^2-12928*a*c^2*g^2*p^3*x^3-15122*a*c^2*g^2*p^2*q*r*x^ 2-35808*a*c^2*g^2*p^2*q*x^3-16146*a*c^2*g^2*p^2*r^2*x^2-44622*a*c^2*g^2*p^2*r*x ^3-10758*a*c^2*g^2*p*q^2*r*x^2-33568*a*c^2*g^2*p*q^2*x^3-23548*a*c^2*g^2*p*q*r^ 2*x^2-82032*a*c^2*g^2*p*q*r*x^3-10550*a*c^2*g^2*p*r^3*x^2-26946*a*c^2*g^2*p*r^2 *x^3-2422*a*c^2*g^2*q^3*r*x^2-10688*a*c^2*g^2*q^3*x^3-8592*a*c^2*g^2*q^2*r^2*x^ 2-38354*a*c^2*g^2*q^2*r*x^3-7306*a*c^2*g^2*q*r^3*x^2-24702*a*c^2*g^2*q*r^2*x^3-\ 1756*a*c^2*g^2*r^4*x^2+56*a*c^2*g^2*r^3*x^3-1620*a*c^2*g*p^4*r*x^2-2736*a*c^2*g *p^4*x^3-4068*a*c^2*g*p^3*q*r*x^2-8992*a*c^2*g*p^3*q*x^3-4736*a*c^2*g*p^3*r^2*x ^2-11416*a*c^2*g*p^3*r*x^3-3792*a*c^2*g*p^2*q^2*r*x^2-11232*a*c^2*g*p^2*q^2*x^3 -8556*a*c^2*g*p^2*q*r^2*x^2-26728*a*c^2*g*p^2*q*r*x^3-4372*a*c^2*g*p^2*r^3*x^2-\ 8406*a*c^2*g*p^2*r^2*x^3-1588*a*c^2*g*p*q^3*r*x^2-6432*a*c^2*g*p*q^3*x^3-5268*a *c^2*g*p*q^2*r^2*x^2-21276*a*c^2*g*p*q^2*r*x^3-4720*a*c^2*g*p*q*r^3*x^2-11556*a *c^2*g*p*q*r^2*x^3-1408*a*c^2*g*p*r^4*x^2+1184*a*c^2*g*p*r^3*x^3-244*a*c^2*g*q^ 4*r*x^2-1456*a*c^2*g*q^4*x^3-1124*a*c^2*g*q^3*r^2*x^2-5964*a*c^2*g*q^3*r*x^3-\ 1248*a*c^2*g*q^2*r^3*x^2-3954*a*c^2*g*q^2*r^2*x^3-516*a*c^2*g*q*r^4*x^2+1536*a* c^2*g*q*r^3*x^3-100*a*c^2*g*r^5*x^2+1100*a*c^2*g*r^4*x^3-126*a*c^2*p^5*r*x^2-\ 192*a*c^2*p^5*x^3-306*a*c^2*p^4*q*r*x^2-640*a*c^2*p^4*q*x^3-448*a*c^2*p^4*r^2*x ^2-980*a*c^2*p^4*r*x^3-234*a*c^2*p^3*q^2*r*x^2-768*a*c^2*p^3*q^2*x^3-768*a*c^2* p^3*q*r^2*x^2-2256*a*c^2*p^3*q*r*x^3-534*a*c^2*p^3*r^3*x^2-960*a*c^2*p^3*r^2*x^ 3-54*a*c^2*p^2*q^3*r*x^2-384*a*c^2*p^2*q^3*x^3-360*a*c^2*p^2*q^2*r^2*x^2-1548*a *c^2*p^2*q^2*r*x^3-558*a*c^2*p^2*q*r^3*x^2-1116*a*c^2*p^2*q*r^2*x^3-252*a*c^2*p ^2*r^4*x^2+72*a*c^2*p^2*r^3*x^3-64*a*c^2*p*q^4*x^3-40*a*c^2*p*q^3*r^2*x^2-248*a *c^2*p*q^3*r*x^3-120*a*c^2*p*q^2*r^3*x^2-48*a*c^2*p*q^2*r^2*x^3-120*a*c^2*p*q*r ^4*x^2+336*a*c^2*p*q*r^3*x^3-40*a*c^2*p*r^5*x^2+200*a*c^2*p*r^4*x^3+24*a*c^2*q^ 4*r*x^3+108*a*c^2*q^3*r^2*x^3+144*a*c^2*q^2*r^3*x^3+60*a*c^2*q*r^4*x^3-196*a*c* g^6*r*x^2-512*a*c*g^6*x^3-1716*a*c*g^5*p*r*x^2-3872*a*c*g^5*p*x^3-1280*a*c*g^5* q*r*x^2-3872*a*c*g^5*q*x^3-1793*a*c*g^5*r^2*x^2-6932*a*c*g^5*r*x^3-3744*a*c*g^4 *p^2*r*x^2-7536*a*c*g^4*p^2*x^3-5812*a*c*g^4*p*q*r*x^2-14944*a*c*g^4*p*q*x^3-\ 6710*a*c*g^4*p*r^2*x^2-21890*a*c*g^4*p*r*x^3-2100*a*c*g^4*q^2*r*x^2-7408*a*c*g^ 4*q^2*x^3-5392*a*c*g^4*q*r^2*x^2-21770*a*c*g^4*q*r*x^3-2583*a*c*g^4*r^3*x^2-\ 9798*a*c*g^4*r^2*x^3-3404*a*c*g^3*p^3*r*x^2-6152*a*c*g^3*p^3*x^3-7845*a*c*g^3*p ^2*q*r*x^2-17816*a*c*g^3*p^2*q*x^3-8289*a*c*g^3*p^2*r^2*x^2-22717*a*c*g^3*p^2*r *x^3-5790*a*c*g^3*p*q^2*r*x^2-17304*a*c*g^3*p*q^2*x^3-12866*a*c*g^3*p*q*r^2*x^2 -44008*a*c*g^3*p*q*r*x^3-5699*a*c*g^3*p*r^3*x^2-15375*a*c*g^3*p*r^2*x^3-1317*a* c*g^3*q^3*r*x^2-5640*a*c*g^3*q^3*x^3-4866*a*c*g^3*q^2*r^2*x^2-21411*a*c*g^3*q^2 *r*x^3-4255*a*c*g^3*q*r^3*x^2-15105*a*c*g^3*q*r^2*x^3-1002*a*c*g^3*r^4*x^2-508* a*c*g^3*r^3*x^3-1428*a*c*g^2*p^4*r*x^2-2320*a*c*g^2*p^4*x^3-4102*a*c*g^2*p^3*q* r*x^2-8416*a*c*g^2*p^3*q*x^3-4338*a*c*g^2*p^3*r^2*x^2-9979*a*c*g^2*p^3*r*x^3-\ 4365*a*c*g^2*p^2*q^2*r*x^2-11632*a*c*g^2*p^2*q^2*x^3-9165*a*c*g^2*p^2*q*r^2*x^2 -26727*a*c*g^2*p^2*q*r*x^3-4163*a*c*g^2*p^2*r^3*x^2-7632*a*c*g^2*p^2*r^2*x^3-\ 2004*a*c*g^2*p*q^3*r*x^2-7296*a*c*g^2*p*q^3*x^3-6466*a*c*g^2*p*q^2*r^2*x^2-\ 24341*a*c*g^2*p*q^2*r*x^3-5400*a*c*g^2*p*q*r^3*x^2-13236*a*c*g^2*p*q*r^2*x^3-\ 1376*a*c*g^2*p*r^4*x^2+1296*a*c*g^2*p*r^3*x^3-313*a*c*g^2*q^4*r*x^2-1760*a*c*g^ 2*q^4*x^3-1479*a*c*g^2*q^3*r^2*x^2-7593*a*c*g^2*q^3*r*x^3-1676*a*c*g^2*q^2*r^3* x^2-5784*a*c*g^2*q^2*r^2*x^3-646*a*c*g^2*q*r^4*x^2+1296*a*c*g^2*q*r^3*x^3-90*a* c*g^2*r^5*x^2+1280*a*c*g^2*r^4*x^3-244*a*c*g*p^5*r*x^2-360*a*c*g*p^5*x^3-769*a* c*g*p^4*q*r*x^2-1464*a*c*g*p^4*q*x^3-892*a*c*g*p^4*r^2*x^2-1802*a*c*g*p^4*r*x^3 -947*a*c*g*p^3*q^2*r*x^2-2400*a*c*g*p^3*q^2*x^3-2108*a*c*g*p^3*q*r^2*x^2-5468*a *c*g*p^3*q*r*x^3-1094*a*c*g*p^3*r^3*x^2-1599*a*c*g*p^3*r^2*x^3-581*a*c*g*p^2*q^ 3*r*x^2-2016*a*c*g*p^2*q^3*x^3-1844*a*c*g*p^2*q^2*r^2*x^2-6274*a*c*g*p^2*q^2*r* x^3-1681*a*c*g*p^2*q*r^3*x^2-2973*a*c*g*p^2*q*r^2*x^3-526*a*c*g*p^2*r^4*x^2+512 *a*c*g*p^2*r^3*x^3-177*a*c*g*p*q^4*r*x^2-888*a*c*g*p*q^4*x^3-728*a*c*g*p*q^3*r^ 2*x^2-3352*a*c*g*p*q^3*r*x^3-795*a*c*g*p*q^2*r^3*x^2-1725*a*c*g*p*q^2*r^2*x^3-\ 360*a*c*g*p*q*r^4*x^2+1200*a*c*g*p*q*r^3*x^3-80*a*c*g*p*r^5*x^2+600*a*c*g*p*r^4 *x^3-18*a*c*g*q^5*r*x^2-168*a*c*g*q^5*x^3-100*a*c*g*q^4*r^2*x^2-744*a*c*g*q^4*r *x^3-90*a*c*g*q^3*r^3*x^2-351*a*c*g*q^3*r^2*x^3+12*a*c*g*q^2*r^4*x^2+708*a*c*g* q^2*r^3*x^3+20*a*c*g*q*r^5*x^2+450*a*c*g*q*r^4*x^3-12*a*c*p^6*r*x^2-16*a*c*p^6* x^3-36*a*c*p^5*q*r*x^2-64*a*c*p^5*q*x^3-52*a*c*p^5*r^2*x^2-98*a*c*p^5*r*x^3-36* a*c*p^4*q^2*r*x^2-96*a*c*p^4*q^2*x^3-114*a*c*p^4*q*r^2*x^2-282*a*c*p^4*q*r*x^3-\ 78*a*c*p^4*r^3*x^2-120*a*c*p^4*r^2*x^3-12*a*c*p^3*q^3*r*x^2-64*a*c*p^3*q^3*x^3-\ 72*a*c*p^3*q^2*r^2*x^2-258*a*c*p^3*q^2*r*x^3-108*a*c*p^3*q*r^3*x^2-186*a*c*p^3* q*r^2*x^3-48*a*c*p^3*r^4*x^2+12*a*c*p^3*r^3*x^3-16*a*c*p^2*q^4*x^3-10*a*c*p^2*q ^3*r^2*x^2-62*a*c*p^2*q^3*r*x^3-30*a*c*p^2*q^2*r^3*x^2-12*a*c*p^2*q^2*r^2*x^3-\ 30*a*c*p^2*q*r^4*x^2+84*a*c*p^2*q*r^3*x^3-10*a*c*p^2*r^5*x^2+50*a*c*p^2*r^4*x^3 +12*a*c*p*q^4*r*x^3+54*a*c*p*q^3*r^2*x^3+72*a*c*p*q^2*r^3*x^3+30*a*c*p*q*r^4*x^ 3-116*a*g^6*p*r*x^2-256*a*g^6*p*x^3-84*a*g^6*q*r*x^2-256*a*g^6*q*x^3-148*a*g^6* r^2*x^2-608*a*g^6*r*x^3-404*a*g^5*p^2*r*x^2-800*a*g^5*p^2*x^3-632*a*g^5*p*q*r*x ^2-1600*a*g^5*p*q*x^3-790*a*g^5*p*r^2*x^2-2668*a*g^5*p*r*x^3-228*a*g^5*q^2*r*x^ 2-800*a*g^5*q^2*x^3-646*a*g^5*q*r^2*x^2-2668*a*g^5*q*r*x^3-333*a*g^5*r^3*x^2-\ 1386*a*g^5*r^2*x^3-540*a*g^4*p^3*r*x^2-960*a*g^4*p^3*x^3-1284*a*g^4*p^2*q*r*x^2 -2848*a*g^4*p^2*q*x^3-1388*a*g^4*p^2*r^2*x^2-3881*a*g^4*p^2*r*x^3-964*a*g^4*p*q ^2*r*x^2-2816*a*g^4*p*q^2*x^3-2234*a*g^4*p*q*r^2*x^2-7702*a*g^4*p*q*r*x^3-1012* a*g^4*p*r^3*x^2-2991*a*g^4*p*r^2*x^3-220*a*g^4*q^3*r*x^2-928*a*g^4*q^3*x^3-866* a*g^4*q^2*r^2*x^2-3821*a*g^4*q^2*r*x^3-795*a*g^4*q*r^3*x^2-3015*a*g^4*q*r^2*x^3 -190*a*g^4*r^4*x^2-216*a*g^4*r^3*x^3-352*a*g^3*p^4*r*x^2-560*a*g^3*p^4*x^3-1080 *a*g^3*p^3*q*r*x^2-2136*a*g^3*p^3*q*x^3-1110*a*g^3*p^3*r^2*x^2-2538*a*g^3*p^3*r *x^3-1209*a*g^3*p^2*q^2*r*x^2-3080*a*g^3*p^2*q^2*x^3-2532*a*g^3*p^2*q*r^2*x^2-\ 7265*a*g^3*p^2*q*r*x^3-1110*a*g^3*p^2*r^3*x^2-2115*a*g^3*p^2*r^2*x^3-570*a*g^3* p*q^3*r*x^2-1992*a*g^3*p*q^3*x^3-1886*a*g^3*p*q^2*r^2*x^2-6976*a*g^3*p*q^2*r*x^ 3-1582*a*g^3*p*q*r^3*x^2-4089*a*g^3*p*q*r^2*x^3-382*a*g^3*p*r^4*x^2+298*a*g^3*p *r^3*x^3-89*a*g^3*q^4*r*x^2-488*a*g^3*q^4*x^3-444*a*g^3*q^3*r^2*x^2-2249*a*g^3* q^3*r*x^3-531*a*g^3*q^2*r^3*x^2-1950*a*g^3*q^2*r^2*x^3-209*a*g^3*q*r^4*x^2+234* a*g^3*q*r^3*x^3-25*a*g^3*r^5*x^2+390*a*g^3*r^4*x^3-112*a*g^2*p^5*r*x^2-160*a*g^ 2*p^5*x^3-398*a*g^2*p^4*q*r*x^2-712*a*g^2*p^4*q*x^3-420*a*g^2*p^4*r^2*x^2-807*a *g^2*p^4*r*x^3-560*a*g^2*p^3*q^2*r*x^2-1288*a*g^2*p^3*q^2*x^3-1146*a*g^2*p^3*q* r^2*x^2-2774*a*g^2*p^3*q*r*x^3-530*a*g^2*p^3*r^3*x^2-702*a*g^2*p^3*r^2*x^3-387* a*g^2*p^2*q^3*r*x^2-1192*a*g^2*p^2*q^3*x^3-1168*a*g^2*p^2*q^2*r^2*x^2-3656*a*g^ 2*p^2*q^2*r*x^3-972*a*g^2*p^2*q*r^3*x^2-1635*a*g^2*p^2*q*r^2*x^3-262*a*g^2*p^2* r^4*x^2+310*a*g^2*p^2*r^3*x^3-126*a*g^2*p*q^4*r*x^2-568*a*g^2*p*q^4*x^3-518*a*g ^2*p*q^3*r^2*x^2-2218*a*g^2*p*q^3*r*x^3-560*a*g^2*p*q^2*r^3*x^2-1278*a*g^2*p*q^ 2*r^2*x^3-228*a*g^2*p*q*r^4*x^2+660*a*g^2*p*q*r^3*x^3-40*a*g^2*p*r^5*x^2+340*a* g^2*p*r^4*x^3-13*a*g^2*q^5*r*x^2-112*a*g^2*q^5*x^3-76*a*g^2*q^4*r^2*x^2-529*a*g ^2*q^4*r*x^3-83*a*g^2*q^3*r^3*x^2-345*a*g^2*q^3*r^2*x^3-10*a*g^2*q^2*r^4*x^2+ 390*a*g^2*q^2*r^3*x^3+10*a*g^2*q*r^5*x^2+300*a*g^2*q*r^4*x^3-12*a*g*p^6*r*x^2-\ 16*a*g*p^6*x^3-48*a*g*p^5*q*r*x^2-80*a*g*p^5*q*x^3-52*a*g*p^5*r^2*x^2-90*a*g*p^ 5*r*x^3-78*a*g*p^4*q^2*r*x^2-168*a*g*p^4*q^2*x^3-162*a*g*p^4*q*r^2*x^2-346*a*g* p^4*q*r*x^3-78*a*g*p^4*r^3*x^2-84*a*g*p^4*r^2*x^3-66*a*g*p^3*q^3*r*x^2-192*a*g* p^3*q^3*x^3-196*a*g*p^3*q^2*r^2*x^2-539*a*g*p^3*q^2*r*x^3-168*a*g*p^3*q*r^3*x^2 -189*a*g*p^3*q*r^2*x^3-48*a*g*p^3*r^4*x^2+60*a*g*p^3*r^3*x^3-30*a*g*p^2*q^4*r*x ^2-128*a*g*p^2*q^4*x^3-115*a*g*p^2*q^3*r^2*x^2-441*a*g*p^2*q^3*r*x^3-123*a*g*p^ 2*q^2*r^3*x^2-150*a*g*p^2*q^2*r^2*x^3-54*a*g*p^2*q*r^4*x^2+204*a*g*p^2*q*r^3*x^ 3-10*a*g*p^2*r^5*x^2+70*a*g*p^2*r^4*x^3-6*a*g*p*q^5*r*x^2-48*a*g*p*q^5*x^3-30*a *g*p*q^4*r^2*x^2-199*a*g*p*q^4*r*x^3-30*a*g*p*q^3*r^3*x^2-69*a*g*p*q^3*r^2*x^3-\ 6*a*g*p*q^2*r^4*x^2+198*a*g*p*q^2*r^3*x^3+105*a*g*p*q*r^4*x^3-8*a*g*q^6*x^3-a*g *q^5*r^2*x^2-41*a*g*q^5*r*x^3+3*a*g*q^4*r^3*x^2-24*a*g*q^4*r^2*x^3+9*a*g*q^3*r^ 4*x^2+54*a*g*q^3*r^3*x^3+5*a*g*q^2*r^5*x^2+45*a*g*q^2*r^4*x^3-32*b^6*c*g*r*x^2-\ 256*b^6*c*g*x^3-16*b^6*g*p*r*x^2-128*b^6*g*p*x^3-128*b^6*g*q*x^3-16*b^6*g*r^2*x ^2-304*b^6*g*r*x^3-256*b^5*c^3*r*x^2-512*b^5*c^3*x^3-640*b^5*c^2*g*r*x^2-2560*b ^5*c^2*g*x^3-256*b^5*c^2*p*r*x^2-512*b^5*c^2*p*x^3-128*b^5*c^2*q*r*x^2-512*b^5* c^2*q*x^3-128*b^5*c^2*r^2*x^2-480*b^5*c^2*r*x^3-272*b^5*c*g^2*r*x^2-1280*b^5*c* g^2*x^3-576*b^5*c*g*p*r*x^2-2176*b^5*c*g*p*x^3-272*b^5*c*g*q*r*x^2-2176*b^5*c*g *q*x^3-448*b^5*c*g*r^2*x^2-3664*b^5*c*g*r*x^3-64*b^5*c*p^2*r*x^2-128*b^5*c*p^2* x^3-64*b^5*c*p*q*r*x^2-256*b^5*c*p*q*x^3-64*b^5*c*p*r^2*x^2-240*b^5*c*p*r*x^3-\ 128*b^5*c*q^2*x^3+16*b^5*c*q*r^2*x^2-240*b^5*c*q*r*x^3+48*b^5*c*r^3*x^2+96*b^5* c*r^2*x^3-144*b^5*g^2*p*r*x^2-640*b^5*g^2*p*x^3-64*b^5*g^2*q*r*x^2-640*b^5*g^2* q*x^3-176*b^5*g^2*r^2*x^2-1520*b^5*g^2*r*x^3-128*b^5*g*p^2*r*x^2-448*b^5*g*p^2* x^3-128*b^5*g*p*q*r*x^2-896*b^5*g*p*q*x^3-176*b^5*g*p*r^2*x^2-1376*b^5*g*p*r*x^ 3-448*b^5*g*q^2*x^3-48*b^5*g*q*r^2*x^2-1376*b^5*g*q*r*x^3-576*b^5*g*r^2*x^3-\ 1344*b^4*c^4*r*x^2-2560*b^4*c^4*x^3-3872*b^4*c^3*g*r*x^2-11008*b^4*c^3*g*x^3-\ 1824*b^4*c^3*p*r*x^2-3328*b^4*c^3*p*x^3-1344*b^4*c^3*q*r*x^2-3840*b^4*c^3*q*x^3 -1344*b^4*c^3*r^2*x^2-4160*b^4*c^3*r*x^3-3056*b^4*c^2*g^2*r*x^2-10112*b^4*c^2*g ^2*x^3-4752*b^4*c^2*g*p*r*x^2-12800*b^4*c^2*g*p*x^3-3024*b^4*c^2*g*q*r*x^2-\ 13056*b^4*c^2*g*q*x^3-3712*b^4*c^2*g*r^2*x^2-18368*b^4*c^2*g*r*x^3-816*b^4*c^2* p^2*r*x^2-1408*b^4*c^2*p^2*x^3-1280*b^4*c^2*p*q*r*x^2-3328*b^4*c^2*p*q*x^3-1248 *b^4*c^2*p*r^2*x^2-3680*b^4*c^2*p*r*x^3-336*b^4*c^2*q^2*r*x^2-1920*b^4*c^2*q^2* x^3-640*b^4*c^2*q*r^2*x^2-4160*b^4*c^2*q*r*x^3-48*b^4*c^2*r^3*x^2-768*b^4*c^2*r ^2*x^3-728*b^4*c*g^3*r*x^2-2624*b^4*c*g^3*x^3-2800*b^4*c*g^2*p*r*x^2-8576*b^4*c *g^2*p*x^3-1680*b^4*c*g^2*q*r*x^2-8576*b^4*c*g^2*q*x^3-2560*b^4*c*g^2*r^2*x^2-\ 14720*b^4*c*g^2*r*x^3-1864*b^4*c*g*p^2*r*x^2-4736*b^4*c*g*p^2*x^3-2496*b^4*c*g* p*q*r*x^2-9728*b^4*c*g*p*q*x^3-2816*b^4*c*g*p*r^2*x^2-13040*b^4*c*g*p*r*x^3-568 *b^4*c*g*q^2*r*x^2-4992*b^4*c*g*q^2*x^3-1536*b^4*c*g*q*r^2*x^2-13280*b^4*c*g*q* r*x^3-432*b^4*c*g*r^3*x^2-4656*b^4*c*g*r^2*x^3-120*b^4*c*p^3*r*x^2-192*b^4*c*p^ 3*x^3-304*b^4*c*p^2*q*r*x^2-704*b^4*c*p^2*q*x^3-288*b^4*c*p^2*r^2*x^2-800*b^4*c *p^2*r*x^3-184*b^4*c*p*q^2*r*x^2-832*b^4*c*p*q^2*x^3-352*b^4*c*p*q*r^2*x^2-1840 *b^4*c*p*q*r*x^3-72*b^4*c*p*r^3*x^2-480*b^4*c*p*r^2*x^3-320*b^4*c*q^3*x^3+16*b^ 4*c*q^2*r^2*x^2-1040*b^4*c*q^2*r*x^3+144*b^4*c*q*r^3*x^2-384*b^4*c*q*r^2*x^3+96 *b^4*c*r^4*x^2+192*b^4*c*r^3*x^3-396*b^4*g^3*p*r*x^2-1312*b^4*g^3*p*x^3-232*b^4 *g^3*q*r*x^2-1312*b^4*g^3*q*x^3-508*b^4*g^3*r^2*x^2-3116*b^4*g^3*r*x^3-624*b^4* g^2*p^2*r*x^2-1760*b^4*g^2*p^2*x^3-784*b^4*g^2*p*q*r*x^2-3520*b^4*g^2*p*q*x^3-\ 1032*b^4*g^2*p*r^2*x^2-5536*b^4*g^2*p*r*x^3-160*b^4*g^2*q^2*r*x^2-1760*b^4*g^2* q^2*x^3-592*b^4*g^2*q*r^2*x^2-5536*b^4*g^2*q*r*x^3-232*b^4*g^2*r^3*x^2-2484*b^4 *g^2*r^2*x^3-228*b^4*g*p^3*r*x^2-544*b^4*g*p^3*x^3-488*b^4*g*p^2*q*r*x^2-1696*b ^4*g*p^2*q*x^3-508*b^4*g*p^2*r^2*x^2-2156*b^4*g*p^2*r*x^3-260*b^4*g*p*q^2*r*x^2 -1760*b^4*g*p*q^2*x^3-608*b^4*g*p*q*r^2*x^2-4432*b^4*g*p*q*r*x^3-192*b^4*g*p*r^ 3*x^2-1476*b^4*g*p*r^2*x^3-608*b^4*g*q^3*x^3-60*b^4*g*q^2*r^2*x^2-2276*b^4*g*q^ 2*r*x^3+48*b^4*g*q*r^3*x^2-1428*b^4*g*q*r^2*x^3+72*b^4*g*r^4*x^2+96*b^4*g*r^3*x ^3-2496*b^3*c^5*r*x^2-4608*b^3*c^5*x^3-9280*b^3*c^4*g*r*x^2-22528*b^3*c^4*g*x^3 -4128*b^3*c^4*p*r*x^2-7168*b^3*c^4*p*x^3-3744*b^3*c^4*q*r*x^2-9216*b^3*c^4*q*x^ 3-3520*b^3*c^4*r^2*x^2-10016*b^3*c^4*r*x^3-11040*b^3*c^3*g^2*r*x^2-30336*b^3*c^ 3*g^2*x^3-14384*b^3*c^3*g*p*r*x^2-32896*b^3*c^3*g*p*x^3-10944*b^3*c^3*g*q*r*x^2 -35200*b^3*c^3*g*q*x^3-11968*b^3*c^3*g*r^2*x^2-45488*b^3*c^3*g*r*x^3-2448*b^3*c ^3*p^2*r*x^2-3968*b^3*c^3*p^2*x^3-4864*b^3*c^3*p*q*r*x^2-10752*b^3*c^3*p*q*x^3-\ 4224*b^3*c^3*p*r^2*x^2-11248*b^3*c^3*p*r*x^3-1872*b^3*c^3*q^2*r*x^2-6912*b^3*c^ 3*q^2*x^3-3536*b^3*c^3*q*r^2*x^2-15024*b^3*c^3*q*r*x^3-864*b^3*c^3*r^3*x^2-3888 *b^3*c^3*r^2*x^3-5328*b^3*c^2*g^3*r*x^2-15744*b^3*c^2*g^3*x^3-14048*b^3*c^2*g^2 *p*r*x^2-35712*b^3*c^2*g^2*p*x^3-9856*b^3*c^2*g^2*q*r*x^2-36352*b^3*c^2*g^2*q*x ^3-12256*b^3*c^2*g^2*r^2*x^2-53472*b^3*c^2*g^2*r*x^3-8000*b^3*c^2*g*p^2*r*x^2-\ 17216*b^3*c^2*g*p^2*x^3-12720*b^3*c^2*g*p*q*r*x^2-37120*b^3*c^2*g*p*q*x^3-12944 *b^3*c^2*g*p*r^2*x^2-45976*b^3*c^2*g*p*r*x^3-4128*b^3*c^2*g*q^2*r*x^2-19968*b^3 *c^2*g*q^2*x^3-9272*b^3*c^2*g*q*r^2*x^2-49064*b^3*c^2*g*q*r*x^3-3064*b^3*c^2*g* r^3*x^2-16296*b^3*c^2*g*r^2*x^3-600*b^3*c^2*p^3*r*x^2-896*b^3*c^2*p^3*x^3-2024* b^3*c^2*p^2*q*r*x^2-3968*b^3*c^2*p^2*q*x^3-1584*b^3*c^2*p^2*r^2*x^2-3856*b^3*c^ 2*p^2*r*x^3-1768*b^3*c^2*p*q^2*r*x^2-5376*b^3*c^2*p*q^2*x^3-3104*b^3*c^2*p*q*r^ 2*x^2-11248*b^3*c^2*p*q*r*x^3-792*b^3*c^2*p*r^3*x^2-2952*b^3*c^2*p*r^2*x^3-312* b^3*c^2*q^3*r*x^2-2304*b^3*c^2*q^3*x^3-896*b^3*c^2*q^2*r^2*x^2-7512*b^3*c^2*q^2 *r*x^3-168*b^3*c^2*q*r^3*x^2-3888*b^3*c^2*q*r^2*x^3+192*b^3*c^2*r^4*x^2+192*b^3 *c^2*r^3*x^3-908*b^3*c*g^4*r*x^2-2816*b^3*c*g^4*x^3-4952*b^3*c*g^3*p*r*x^2-\ 13344*b^3*c*g^3*p*x^3-3316*b^3*c*g^3*q*r*x^2-13344*b^3*c*g^3*q*x^3-4888*b^3*c*g ^3*r^2*x^2-23304*b^3*c*g^3*r*x^3-5756*b^3*c*g^2*p^2*r*x^2-13536*b^3*c*g^2*p^2*x ^3-8432*b^3*c*g^2*p*q*r*x^2-27712*b^3*c*g^2*p*q*x^3-9552*b^3*c*g^2*p*r^2*x^2-\ 38472*b^3*c*g^2*p*r*x^3-2516*b^3*c*g^2*q^2*r*x^2-14176*b^3*c*g^2*q^2*x^3-6600*b ^3*c*g^2*q*r^2*x^2-39072*b^3*c*g^2*q*r*x^3-2584*b^3*c*g^2*r^3*x^2-15528*b^3*c*g ^2*r^2*x^3-1868*b^3*c*g*p^3*r*x^2-3776*b^3*c*g*p^3*x^3-4636*b^3*c*g*p^2*q*r*x^2 -12288*b^3*c*g*p^2*q*x^3-4392*b^3*c*g*p^2*r^2*x^2-14320*b^3*c*g*p^2*r*x^3-3268* b^3*c*g*p*q^2*r*x^2-13312*b^3*c*g*p*q^2*x^3-6680*b^3*c*g*p*q*r^2*x^2-31008*b^3* c*g*p*q*r*x^3-2204*b^3*c*g*p*r^3*x^2-9468*b^3*c*g*p*r^2*x^3-484*b^3*c*g*q^3*r*x ^2-4800*b^3*c*g*q^3*x^3-1776*b^3*c*g*q^2*r^2*x^2-16748*b^3*c*g*q^2*r*x^3-736*b^ 3*c*g*q*r^3*x^2-9696*b^3*c*g*q*r^2*x^3+208*b^3*c*g*r^4*x^2+512*b^3*c*g*r^3*x^3-\ 48*b^3*c*p^4*r*x^2-64*b^3*c*p^4*x^3-264*b^3*c*p^3*q*r*x^2-448*b^3*c*p^3*q*x^3-\ 176*b^3*c*p^3*r^2*x^2-368*b^3*c*p^3*r*x^3-400*b^3*c*p^2*q^2*r*x^2-992*b^3*c*p^2 *q^2*x^3-648*b^3*c*p^2*q*r^2*x^2-1928*b^3*c*p^2*q*r*x^3-168*b^3*c*p^2*r^3*x^2-\ 480*b^3*c*p^2*r^2*x^3-184*b^3*c*p*q^3*r*x^2-896*b^3*c*p*q^3*x^3-496*b^3*c*p*q^2 *r^2*x^2-2812*b^3*c*p*q^2*r*x^3-216*b^3*c*p*q*r^3*x^2-1476*b^3*c*p*q*r^2*x^3-96 *b^3*c*p*r^3*x^3-288*b^3*c*q^4*x^3-4*b^3*c*q^3*r^2*x^2-1252*b^3*c*q^3*r*x^3+132 *b^3*c*q^2*r^3*x^2-972*b^3*c*q^2*r^2*x^3+168*b^3*c*q*r^4*x^2+96*b^3*c*q*r^3*x^3 +40*b^3*c*r^5*x^2+80*b^3*c*r^4*x^3-504*b^3*g^4*p*r*x^2-1408*b^3*g^4*p*x^3-328*b ^3*g^4*q*r*x^2-1408*b^3*g^4*q*x^3-656*b^3*g^4*r^2*x^2-3344*b^3*g^4*r*x^3-1108*b ^3*g^3*p^2*r*x^2-2736*b^3*g^3*p^2*x^3-1548*b^3*g^3*p*q*r*x^2-5472*b^3*g^3*p*q*x ^3-2000*b^3*g^3*p*r^2*x^2-8802*b^3*g^3*p*r*x^3-440*b^3*g^3*q^2*r*x^2-2736*b^3*g ^3*q^2*x^3-1402*b^3*g^3*q*r^2*x^2-8802*b^3*g^3*q*r*x^3-642*b^3*g^3*r^3*x^2-4194 *b^3*g^3*r^2*x^3-752*b^3*g^2*p^3*r*x^2-1632*b^3*g^2*p^3*x^3-1728*b^3*g^2*p^2*q* r*x^2-5056*b^3*g^2*p^2*q*x^3-1796*b^3*g^2*p^2*r^2*x^2-6552*b^3*g^2*p^2*r*x^3-\ 1120*b^3*g^2*p*q^2*r*x^2-5216*b^3*g^2*p*q^2*x^3-2564*b^3*g^2*p*q*r^2*x^2-13404* b^3*g^2*p*q*r*x^3-948*b^3*g^2*p*r^3*x^2-4722*b^3*g^2*p*r^2*x^3-144*b^3*g^2*q^3* r*x^2-1792*b^3*g^2*q^3*x^3-668*b^3*g^2*q^2*r^2*x^2-6852*b^3*g^2*q^2*r*x^3-368*b ^3*g^2*q*r^3*x^2-4602*b^3*g^2*q*r^2*x^3+52*b^3*g^2*r^4*x^2+64*b^3*g^2*r^3*x^3-\ 152*b^3*g*p^4*r*x^2-288*b^3*g*p^4*x^3-516*b^3*g*p^3*q*r*x^2-1248*b^3*g*p^3*q*x^ 3-456*b^3*g*p^3*r^2*x^2-1314*b^3*g*p^3*r*x^3-584*b^3*g*p^2*q^2*r*x^2-2032*b^3*g *p^2*q^2*x^3-1098*b^3*g*p^2*q*r^2*x^2-4354*b^3*g*p^2*q*r*x^3-366*b^3*g*p^2*r^3* x^2-1104*b^3*g*p^2*r^2*x^3-220*b^3*g*p*q^3*r*x^2-1472*b^3*g*p*q^3*x^3-692*b^3*g *p*q^2*r^2*x^2-4796*b^3*g*p*q^2*r*x^3-384*b^3*g*p*q*r^3*x^2-2466*b^3*g*p*q*r^2* x^3-24*b^3*g*p*r^4*x^2+168*b^3*g*p*r^3*x^3-400*b^3*g*q^4*x^3-40*b^3*g*q^3*r^2*x ^2-1756*b^3*g*q^3*r*x^3+72*b^3*g*q^2*r^3*x^2-1350*b^3*g*q^2*r^2*x^3+144*b^3*g*q *r^4*x^2+264*b^3*g*q*r^3*x^3+40*b^3*g*r^5*x^2+220*b^3*g*r^4*x^3-1984*b^2*c^6*r* x^2-3584*b^2*c^6*x^3-9728*b^2*c^5*g*r*x^2-22016*b^2*c^5*g*x^3-3808*b^2*c^5*p*r* x^2-6400*b^2*c^5*p*x^3-3968*b^2*c^5*q*r*x^2-8960*b^2*c^5*q*x^3-3520*b^2*c^5*r^2 *x^2-9472*b^2*c^5*r*x^3-16288*b^2*c^4*g^2*r*x^2-40960*b^2*c^4*g^2*x^3-18176*b^2 *c^4*g*p*r*x^2-38528*b^2*c^4*g*p*x^3-15568*b^2*c^4*g*q*r*x^2-43136*b^2*c^4*g*q* x^3-15888*b^2*c^4*g*r^2*x^2-53040*b^2*c^4*g*r*x^3-2704*b^2*c^4*p^2*r*x^2-4224*b ^2*c^4*p^2*x^3-6336*b^2*c^4*p*q*r*x^2-12800*b^2*c^4*p*q*x^3-4960*b^2*c^4*p*r^2* x^2-12320*b^2*c^4*p*r*x^3-2976*b^2*c^4*q^2*r*x^2-8960*b^2*c^4*q^2*x^3-5344*b^2* c^4*q*r^2*x^2-18944*b^2*c^4*q*r*x^3-1392*b^2*c^4*r^3*x^2-4944*b^2*c^4*r^2*x^3-\ 12320*b^2*c^3*g^3*r*x^2-32896*b^2*c^3*g^3*x^3-26456*b^2*c^3*g^2*p*r*x^2-61376*b ^2*c^3*g^2*p*x^3-20624*b^2*c^3*g^2*q*r*x^2-64064*b^2*c^3*g^2*q*x^3-23224*b^2*c^ 3*g^2*r^2*x^2-86888*b^2*c^3*g^2*r*x^3-12960*b^2*c^3*g*p^2*r*x^2-25792*b^2*c^3*g *p^2*x^3-23184*b^2*c^3*g*p*q*r*x^2-58240*b^2*c^3*g*p*q*x^3-21840*b^2*c^3*g*p*r^ 2*x^2-67864*b^2*c^3*g*p*r*x^3-9048*b^2*c^3*g*q^2*r*x^2-32960*b^2*c^3*g*q^2*x^3-\ 18728*b^2*c^3*g*q*r^2*x^2-77384*b^2*c^3*g*q*r*x^3-6296*b^2*c^3*g*r^3*x^2-24768* b^2*c^3*g*r^2*x^3-840*b^2*c^3*p^3*r*x^2-1216*b^2*c^3*p^3*x^3-3520*b^2*c^3*p^2*q *r*x^2-6336*b^2*c^3*p^2*q*x^3-2304*b^2*c^3*p^2*r^2*x^2-5120*b^2*c^3*p^2*r*x^3-\ 3792*b^2*c^3*p*q^2*r*x^2-9600*b^2*c^3*p*q^2*x^3-6016*b^2*c^3*p*q*r^2*x^2-18480* b^2*c^3*p*q*r*x^3-1368*b^2*c^3*p*r^3*x^2-3960*b^2*c^3*p*r^2*x^3-992*b^2*c^3*q^3 *r*x^2-4480*b^2*c^3*q^3*x^3-2736*b^2*c^3*q^2*r^2*x^2-14208*b^2*c^3*q^2*r*x^3-\ 1200*b^2*c^3*q*r^3*x^2-7416*b^2*c^3*q*r^2*x^3+96*b^2*c^3*r^4*x^2+96*b^2*c^3*r^3 *x^3-4348*b^2*c^2*g^4*r*x^2-12064*b^2*c^2*g^4*x^3-16048*b^2*c^2*g^3*p*r*x^2-\ 39008*b^2*c^2*g^3*p*x^3-11836*b^2*c^2*g^3*q*r*x^2-39520*b^2*c^2*g^3*q*x^3-14788 *b^2*c^2*g^3*r^2*x^2-59748*b^2*c^2*g^3*r*x^3-15548*b^2*c^2*g^2*p^2*r*x^2-33344* b^2*c^2*g^2*p^2*x^3-25144*b^2*c^2*g^2*p*q*r*x^2-69952*b^2*c^2*g^2*p*q*x^3-26120 *b^2*c^2*g^2*p*r^2*x^2-89956*b^2*c^2*g^2*p*r*x^3-8916*b^2*c^2*g^2*q^2*r*x^2-\ 36768*b^2*c^2*g^2*q^2*x^3-20564*b^2*c^2*g^2*q*r^2*x^2-94020*b^2*c^2*g^2*q*r*x^3 -7900*b^2*c^2*g^2*r^3*x^2-34704*b^2*c^2*g^2*r^2*x^3-4384*b^2*c^2*g*p^3*r*x^2-\ 8192*b^2*c^2*g*p^3*x^3-12192*b^2*c^2*g*p^2*q*r*x^2-27904*b^2*c^2*g*p^2*q*x^3-\ 10620*b^2*c^2*g*p^2*r^2*x^2-30132*b^2*c^2*g*p^2*r*x^3-10164*b^2*c^2*g*p*q^2*r*x ^2-31840*b^2*c^2*g*p*q^2*x^3-19176*b^2*c^2*g*p*q*r^2*x^2-70112*b^2*c^2*g*p*q*r* x^3-6184*b^2*c^2*g*p*r^3*x^2-19812*b^2*c^2*g*p*r^2*x^3-2216*b^2*c^2*g*q^3*r*x^2 -12128*b^2*c^2*g*q^3*x^3-7072*b^2*c^2*g*q^2*r^2*x^2-40704*b^2*c^2*g*q^2*r*x^3-\ 4044*b^2*c^2*g*q*r^3*x^2-23112*b^2*c^2*g*q*r^2*x^3-160*b^2*c^2*g*r^4*x^2+448*b^ 2*c^2*g*r^3*x^3-96*b^2*c^2*p^4*r*x^2-128*b^2*c^2*p^4*x^3-768*b^2*c^2*p^3*q*r*x^ 2-1216*b^2*c^2*p^3*q*x^3-352*b^2*c^2*p^3*r^2*x^2-616*b^2*c^2*p^3*r*x^3-1492*b^2 *c^2*p^2*q^2*r*x^2-3168*b^2*c^2*p^2*q^2*x^3-2016*b^2*c^2*p^2*q*r^2*x^2-5120*b^2 *c^2*p^2*q*r*x^3-336*b^2*c^2*p^2*r^3*x^2-528*b^2*c^2*p^2*r^2*x^3-944*b^2*c^2*p* q^3*r*x^2-3200*b^2*c^2*p*q^3*x^3-2296*b^2*c^2*p*q^2*r^2*x^2-9240*b^2*c^2*p*q^2* r*x^3-1008*b^2*c^2*p*q*r^3*x^2-3960*b^2*c^2*p*q*r^2*x^3+240*b^2*c^2*p*r^3*x^3-\ 124*b^2*c^2*q^4*r*x^2-1120*b^2*c^2*q^4*x^3-488*b^2*c^2*q^3*r^2*x^2-4736*b^2*c^2 *q^3*r*x^3-156*b^2*c^2*q^2*r^3*x^2-3708*b^2*c^2*q^2*r^2*x^3+240*b^2*c^2*q*r^4*x ^2+96*b^2*c^2*q*r^3*x^3+80*b^2*c^2*r^5*x^2+280*b^2*c^2*r^4*x^3-584*b^2*c*g^5*r* x^2-1664*b^2*c*g^5*x^3-4104*b^2*c*g^4*p*r*x^2-10240*b^2*c*g^4*p*x^3-2912*b^2*c* g^4*q*r*x^2-10240*b^2*c*g^4*q*x^3-4214*b^2*c*g^4*r^2*x^2-18142*b^2*c*g^4*r*x^3-\ 6724*b^2*c*g^3*p^2*r*x^2-14960*b^2*c*g^3*p^2*x^3-10308*b^2*c*g^3*p*q*r*x^2-\ 30432*b^2*c*g^3*p*q*x^3-11724*b^2*c*g^3*p*r^2*x^2-43362*b^2*c*g^3*p*r*x^3-3456* b^2*c*g^3*q^2*r*x^2-15472*b^2*c*g^3*q^2*x^3-8954*b^2*c*g^3*q*r^2*x^2-43842*b^2* c*g^3*q*r*x^3-3856*b^2*c*g^3*r^3*x^2-18690*b^2*c*g^3*r^2*x^3-3902*b^2*c*g^2*p^3 *r*x^2-7728*b^2*c*g^2*p^3*x^3-9768*b^2*c*g^2*p^2*q*r*x^2-24432*b^2*c*g^2*p^2*q* x^3-9410*b^2*c*g^2*p^2*r^2*x^2-29278*b^2*c*g^2*p^2*r*x^3-7350*b^2*c*g^2*p*q^2*r *x^2-25840*b^2*c*g^2*p*q^2*x^3-15288*b^2*c*g^2*p*q*r^2*x^2-61900*b^2*c*g^2*p*q* r*x^3-5570*b^2*c*g^2*p*r^3*x^2-20142*b^2*c*g^2*p*r^2*x^3-1444*b^2*c*g^2*q^3*r*x ^2-9136*b^2*c*g^2*q^3*x^3-5220*b^2*c*g^2*q^2*r^2*x^2-32772*b^2*c*g^2*q^2*r*x^3-\ 3440*b^2*c*g^2*q*r^3*x^2-20736*b^2*c*g^2*q*r^2*x^3-280*b^2*c*g^2*r^4*x^2-40*b^2 *c*g^2*r^3*x^3-706*b^2*c*g*p^4*r*x^2-1232*b^2*c*g*p^4*x^3-2660*b^2*c*g*p^3*q*r* x^2-5568*b^2*c*g*p^3*q*x^3-2164*b^2*c*g*p^3*r^2*x^2-5398*b^2*c*g*p^3*r*x^3-3486 *b^2*c*g*p^2*q^2*r*x^2-9536*b^2*c*g*p^2*q^2*x^3-6058*b^2*c*g*p^2*q*r^2*x^2-\ 19142*b^2*c*g*p^2*q*r*x^3-1896*b^2*c*g*p^2*r^3*x^2-4266*b^2*c*g*p^2*r^2*x^3-\ 1716*b^2*c*g*p*q^3*r*x^2-7296*b^2*c*g*p*q^3*x^3-4876*b^2*c*g*p*q^2*r^2*x^2-\ 22664*b^2*c*g*p*q^2*r*x^3-2864*b^2*c*g*p*q*r^3*x^2-10866*b^2*c*g*p*q*r^2*x^3-\ 312*b^2*c*g*p*r^4*x^2+864*b^2*c*g*p*r^3*x^3-184*b^2*c*g*q^4*r*x^2-2096*b^2*c*g* q^4*x^3-860*b^2*c*g*q^3*r^2*x^2-8920*b^2*c*g*q^3*r*x^3-412*b^2*c*g*q^2*r^3*x^2-\ 6678*b^2*c*g*q^2*r^2*x^3+340*b^2*c*g*q*r^4*x^2+1112*b^2*c*g*q*r^3*x^3+140*b^2*c *g*r^5*x^2+980*b^2*c*g*r^4*x^3-48*b^2*c*p^4*q*r*x^2-64*b^2*c*p^4*q*x^3+24*b^2*c *p^4*r*x^3-174*b^2*c*p^3*q^2*r*x^2-304*b^2*c*p^3*q^2*x^3-176*b^2*c*p^3*q*r^2*x^ 2-308*b^2*c*p^3*q*r*x^3+108*b^2*c*p^3*r^2*x^3-204*b^2*c*p^2*q^3*r*x^2-528*b^2*c *p^2*q^3*x^3-432*b^2*c*p^2*q^2*r^2*x^2-1280*b^2*c*p^2*q^2*r*x^3-168*b^2*c*p^2*q *r^3*x^2-264*b^2*c*p^2*q*r^2*x^3+144*b^2*c*p^2*r^3*x^3-78*b^2*c*p*q^4*r*x^2-400 *b^2*c*p*q^4*x^3-264*b^2*c*p*q^3*r^2*x^2-1540*b^2*c*p*q^3*r*x^3-162*b^2*c*p*q^2 *r^3*x^2-990*b^2*c*p*q^2*r^2*x^3+120*b^2*c*p*q*r^3*x^3+60*b^2*c*p*r^4*x^3-112*b ^2*c*q^5*x^3-8*b^2*c*q^4*r^2*x^2-592*b^2*c*q^4*r*x^3+48*b^2*c*q^3*r^3*x^2-618*b ^2*c*q^3*r^2*x^3+96*b^2*c*q^2*r^4*x^2+24*b^2*c*q^2*r^3*x^3+40*b^2*c*q*r^5*x^2+ 140*b^2*c*q*r^4*x^3-330*b^2*g^5*p*r*x^2-832*b^2*g^5*p*x^3-226*b^2*g^5*q*r*x^2-\ 832*b^2*g^5*q*x^3-430*b^2*g^5*r^2*x^2-1976*b^2*g^5*r*x^3-926*b^2*g^4*p^2*r*x^2-\ 2104*b^2*g^4*p^2*x^3-1370*b^2*g^4*p*q*r*x^2-4208*b^2*g^4*p*q*x^3-1752*b^2*g^4*p *r^2*x^2-6905*b^2*g^4*p*r*x^3-444*b^2*g^4*q^2*r*x^2-2104*b^2*g^4*q^2*x^3-1343*b ^2*g^4*q*r^2*x^2-6905*b^2*g^4*q*r*x^3-653*b^2*g^4*r^3*x^2-3456*b^2*g^4*r^2*x^3-\ 902*b^2*g^3*p^3*r*x^2-1840*b^2*g^3*p^3*x^3-2150*b^2*g^3*p^2*q*r*x^2-5648*b^2*g^ 3*p^2*q*x^3-2245*b^2*g^3*p^2*r^2*x^2-7485*b^2*g^3*p^2*r*x^3-1530*b^2*g^3*p*q^2* r*x^2-5776*b^2*g^3*p*q^2*x^3-3494*b^2*g^3*p*q*r^2*x^2-15210*b^2*g^3*p*q*r*x^3-\ 1393*b^2*g^3*p*r^3*x^2-5667*b^2*g^3*p*r^2*x^3-282*b^2*g^3*q^3*r*x^2-1968*b^2*g^ 3*q^3*x^3-1169*b^2*g^3*q^2*r^2*x^2-7725*b^2*g^3*q^2*r*x^3-874*b^2*g^3*q*r^3*x^2 -5571*b^2*g^3*q*r^2*x^3-96*b^2*g^3*r^4*x^2-192*b^2*g^3*r^3*x^3-352*b^2*g^2*p^4* r*x^2-640*b^2*g^2*p^4*x^3-1202*b^2*g^2*p^3*q*r*x^2-2704*b^2*g^2*p^3*q*x^3-1082* b^2*g^2*p^3*r^2*x^2-2935*b^2*g^2*p^3*r*x^3-1424*b^2*g^2*p^2*q^2*r*x^2-4312*b^2* g^2*p^2*q^2*x^3-2711*b^2*g^2*p^2*q*r^2*x^2-9461*b^2*g^2*p^2*q*r*x^3-953*b^2*g^2 *p^2*r^3*x^2-2514*b^2*g^2*p^2*r^2*x^3-630*b^2*g^2*p*q^3*r*x^2-3072*b^2*g^2*p*q^ 3*x^3-1972*b^2*g^2*p*q^2*r^2*x^2-10192*b^2*g^2*p*q^2*r*x^3-1284*b^2*g^2*p*q*r^3 *x^2-5469*b^2*g^2*p*q*r^2*x^3-168*b^2*g^2*p*r^4*x^2+336*b^2*g^2*p*r^3*x^3-56*b^ 2*g^2*q^4*r*x^2-824*b^2*g^2*q^4*x^3-318*b^2*g^2*q^3*r^2*x^2-3666*b^2*g^2*q^3*r* x^3-182*b^2*g^2*q^2*r^3*x^2-2925*b^2*g^2*q^2*r^2*x^3+124*b^2*g^2*q*r^4*x^2+496* b^2*g^2*q*r^3*x^3+60*b^2*g^2*r^5*x^2+510*b^2*g^2*r^4*x^3-45*b^2*g*p^5*r*x^2-72* b^2*g*p^5*x^3-204*b^2*g*p^4*q*r*x^2-392*b^2*g*p^4*q*x^3-162*b^2*g*p^4*r^2*x^2-\ 334*b^2*g*p^4*r*x^3-357*b^2*g*p^3*q^2*r*x^2-872*b^2*g*p^3*q^2*x^3-584*b^2*g*p^3 *q*r^2*x^2-1538*b^2*g*p^3*q*r*x^3-183*b^2*g*p^3*r^3*x^2-195*b^2*g*p^3*r^2*x^3-\ 282*b^2*g*p^2*q^3*r*x^2-984*b^2*g*p^2*q^3*x^3-732*b^2*g*p^2*q^2*r^2*x^2-2716*b^ 2*g*p^2*q^2*r*x^3-438*b^2*g*p^2*q*r^3*x^2-879*b^2*g*p^2*q*r^2*x^3-66*b^2*g*p^2* r^4*x^2+288*b^2*g*p^2*r^3*x^3-84*b^2*g*p*q^4*r*x^2-560*b^2*g*p*q^4*x^3-324*b^2* g*p*q^3*r^2*x^2-2154*b^2*g*p*q^3*r*x^3-240*b^2*g*p*q^2*r^3*x^2-1242*b^2*g*p*q^2 *r^2*x^3-24*b^2*g*p*q*r^4*x^2+492*b^2*g*p*q*r^3*x^3+210*b^2*g*p*r^4*x^3-128*b^2 *g*q^5*x^3-14*b^2*g*q^4*r^2*x^2-642*b^2*g*q^4*r*x^3+36*b^2*g*q^3*r^3*x^2-558*b^ 2*g*q^3*r^2*x^3+90*b^2*g*q^2*r^4*x^2+228*b^2*g*q^2*r^3*x^3+40*b^2*g*q*r^5*x^2+ 250*b^2*g*q*r^4*x^3-576*b*c^7*r*x^2-1024*b*c^7*x^3-4096*b*c^6*g*r*x^2-9216*b*c^ 6*g*x^3-1248*b*c^6*p*r*x^2-2048*b*c^6*p*x^3-1440*b*c^6*q*r*x^2-3072*b*c^6*q*x^3 -1216*b*c^6*r^2*x^2-3136*b*c^6*r*x^3-9760*b*c^5*g^2*r*x^2-24064*b*c^5*g^2*x^3-\ 9040*b*c^5*g*p*r*x^2-18944*b*c^5*g*p*x^3-8240*b*c^5*g*q*r*x^2-21504*b*c^5*g*q*x ^3-8064*b*c^5*g*r^2*x^2-25696*b*c^5*g*r*x^3-1008*b*c^5*p^2*r*x^2-1536*b*c^5*p^2 *x^3-2688*b*c^5*p*q*r*x^2-5120*b*c^5*p*q*x^3-1920*b*c^5*p*r^2*x^2-4512*b*c^5*p* r*x^3-1440*b*c^5*q^2*r*x^2-3840*b*c^5*q^2*x^3-2464*b*c^5*q*r^2*x^2-7840*b*c^5*q *r*x^3-624*b*c^5*r^3*x^2-1920*b*c^5*r^2*x^3-10720*b*c^4*g^3*r*x^2-27648*b*c^4*g ^3*x^3-19496*b*c^4*g^2*p*r*x^2-44032*b*c^4*g^2*p*x^3-16056*b*c^4*g^2*q*r*x^2-\ 46336*b*c^4*g^2*q*x^3-17144*b*c^4*g^2*r^2*x^2-60112*b*c^4*g^2*r*x^3-7920*b*c^4* g*p^2*r*x^2-15552*b*c^4*g*p^2*x^3-14944*b*c^4*g*p*q*r*x^2-35328*b*c^4*g*p*q*x^3 -13424*b*c^4*g*p*r^2*x^2-39616*b*c^4*g*p*r*x^3-6480*b*c^4*g*q^2*r*x^2-20544*b*c ^4*g*q^2*x^3-12768*b*c^4*g*q*r^2*x^2-46848*b*c^4*g*q*r*x^3-4240*b*c^4*g*r^3*x^2 -14304*b*c^4*g*r^2*x^3-360*b*c^4*p^3*r*x^2-512*b*c^4*p^3*x^3-1800*b*c^4*p^2*q*r *x^2-3072*b*c^4*p^2*q*x^3-1008*b*c^4*p^2*r^2*x^2-2064*b*c^4*p^2*r*x^3-2256*b*c^ 4*p*q^2*r*x^2-5120*b*c^4*p*q^2*x^3-3264*b*c^4*p*q*r^2*x^2-9024*b*c^4*p*q*r*x^3-\ 648*b*c^4*p*r^3*x^2-1488*b*c^4*p*r^2*x^3-720*b*c^4*q^3*r*x^2-2560*b*c^4*q^3*x^3 -1888*b*c^4*q^2*r^2*x^2-7840*b*c^4*q^2*r*x^3-888*b*c^4*q*r^3*x^2-3840*b*c^4*q*r ^2*x^3+96*b*c^4*r^3*x^3-6020*b*c^3*g^4*r*x^2-15936*b*c^3*g^4*x^3-18108*b*c^3*g^ 3*p*r*x^2-42240*b*c^3*g^3*p*x^3-14132*b*c^3*g^3*q*r*x^2-43136*b*c^3*g^3*q*x^3-\ 16260*b*c^3*g^3*r^2*x^2-60408*b*c^3*g^3*r*x^3-15036*b*c^3*g^2*p^2*r*x^2-31232*b *c^3*g^2*p^2*x^3-25424*b*c^3*g^2*p*q*r*x^2-65664*b*c^3*g^2*p*q*x^3-25160*b*c^3* g^2*p*r^2*x^2-80624*b*c^3*g^2*p*r*x^3-9896*b*c^3*g^2*q^2*r*x^2-35008*b*c^3*g^2* q^2*x^3-21416*b*c^3*g^2*q*r^2*x^2-85840*b*c^3*g^2*q*r*x^3-8080*b*c^3*g^2*r^3*x^ 2-29880*b*c^3*g^2*r^2*x^3-3524*b*c^3*g*p^3*r*x^2-6496*b*c^3*g*p^3*x^3-10168*b*c ^3*g*p^2*q*r*x^2-21984*b*c^3*g*p^2*q*x^3-8456*b*c^3*g*p^2*r^2*x^2-22664*b*c^3*g *p^2*r*x^3-9344*b*c^3*g*p*q^2*r*x^2-25696*b*c^3*g*p*q^2*x^3-16640*b*c^3*g*p*q*r ^2*x^2-54160*b*c^3*g*p*q*r*x^3-5204*b*c^3*g*p*r^3*x^2-13848*b*c^3*g*p*r^2*x^3-\ 2452*b*c^3*g*q^3*r*x^2-10208*b*c^3*g*q^3*x^3-7336*b*c^3*g*q^2*r^2*x^2-33344*b*c ^3*g*q^2*r*x^3-4412*b*c^3*g*q*r^3*x^2-18240*b*c^3*g*q*r^2*x^3-416*b*c^3*g*r^4*x ^2+464*b*c^3*g*r^3*x^3-48*b*c^3*p^4*r*x^2-64*b*c^3*p^4*x^3-504*b*c^3*p^3*q*r*x^ 2-768*b*c^3*p^3*q*x^3-176*b*c^3*p^3*r^2*x^2-248*b*c^3*p^3*r*x^3-1188*b*c^3*p^2* q^2*r*x^2-2304*b*c^3*p^2*q^2*x^3-1368*b*c^3*p^2*q*r^2*x^2-3096*b*c^3*p^2*q*r*x^ 3-168*b*c^3*p^2*r^3*x^2-48*b*c^3*p^2*r^2*x^3-912*b*c^3*p*q^3*r*x^2-2560*b*c^3*p *q^3*x^3-2016*b*c^3*p*q^2*r^2*x^2-6768*b*c^3*p*q^2*r*x^3-792*b*c^3*p*q*r^3*x^2-\ 2232*b*c^3*p*q*r^2*x^3+336*b*c^3*p*r^3*x^3-180*b*c^3*q^4*r*x^2-960*b*c^3*q^4*x^ 3-656*b*c^3*q^3*r^2*x^2-3920*b*c^3*q^3*r*x^3-396*b*c^3*q^2*r^3*x^2-2880*b*c^3*q ^2*r^2*x^3+72*b*c^3*q*r^4*x^2+144*b*c^3*q*r^3*x^3+40*b*c^3*r^5*x^2+200*b*c^3*r^ 4*x^3-1688*b*c^2*g^5*r*x^2-4544*b*c^2*g^5*x^3-8048*b*c^2*g^4*p*r*x^2-19072*b*c^ 2*g^4*p*x^3-6064*b*c^2*g^4*q*r*x^2-19200*b*c^2*g^4*q*x^3-7614*b*c^2*g^4*r^2*x^2 -29624*b*c^2*g^4*r*x^3-11088*b*c^2*g^3*p^2*r*x^2-23536*b*c^2*g^3*p^2*x^3-17832* b*c^2*g^3*p*q*r*x^2-48128*b*c^2*g^3*p*q*x^3-18940*b*c^2*g^3*p*r^2*x^2-63840*b*c ^2*g^3*p*r*x^3-6540*b*c^2*g^3*q^2*r*x^2-24720*b*c^2*g^3*q^2*x^3-15384*b*c^2*g^3 *q*r^2*x^2-65296*b*c^2*g^3*q*r*x^3-6376*b*c^2*g^3*r^3*x^2-25656*b*c^2*g^3*r^2*x ^3-5594*b*c^2*g^2*p^3*r*x^2-10688*b*c^2*g^2*p^3*x^3-14418*b*c^2*g^2*p^2*q*r*x^2 -33568*b*c^2*g^2*p^2*q*x^3-13350*b*c^2*g^2*p^2*r^2*x^2-38354*b*c^2*g^2*p^2*r*x^ 3-11734*b*c^2*g^2*p*q^2*r*x^2-35808*b*c^2*g^2*p*q^2*x^3-23108*b*c^2*g^2*p*q*r^2 *x^2-82032*b*c^2*g^2*p*q*r*x^3-8294*b*c^2*g^2*p*r^3*x^2-24702*b*c^2*g^2*p*r^2*x ^3-2746*b*c^2*g^2*q^3*r*x^2-12928*b*c^2*g^2*q^3*x^3-9072*b*c^2*g^2*q^2*r^2*x^2-\ 44622*b*c^2*g^2*q^2*r*x^3-6202*b*c^2*g^2*q*r^3*x^2-26946*b*c^2*g^2*q*r^2*x^3-\ 824*b*c^2*g^2*r^4*x^2+56*b*c^2*g^2*r^3*x^3-848*b*c^2*g*p^4*r*x^2-1456*b*c^2*g*p ^4*x^3-3236*b*c^2*g*p^3*q*r*x^2-6432*b*c^2*g*p^3*q*x^3-2548*b*c^2*g*p^3*r^2*x^2 -5964*b*c^2*g*p^3*r*x^3-4632*b*c^2*g*p^2*q^2*r*x^2-11232*b*c^2*g*p^2*q^2*x^3-\ 7548*b*c^2*g*p^2*q*r^2*x^2-21276*b*c^2*g*p^2*q*r*x^3-2280*b*c^2*g*p^2*r^3*x^2-\ 3954*b*c^2*g*p^2*r^2*x^3-2676*b*c^2*g*p*q^3*r*x^2-8992*b*c^2*g*p*q^3*x^3-7104*b *c^2*g*p*q^2*r^2*x^2-26728*b*c^2*g*p*q^2*r*x^3-4112*b*c^2*g*p*q*r^3*x^2-11556*b *c^2*g*p*q*r^2*x^3-504*b*c^2*g*p*r^4*x^2+1536*b*c^2*g*p*r^3*x^3-432*b*c^2*g*q^4 *r*x^2-2736*b*c^2*g*q^4*x^3-1780*b*c^2*g*q^3*r^2*x^2-11416*b*c^2*g*q^3*r*x^3-\ 1316*b*c^2*g*q^2*r^3*x^2-8406*b*c^2*g*q^2*r^2*x^3+28*b*c^2*g*q*r^4*x^2+1184*b*c ^2*g*q*r^3*x^3+100*b*c^2*g*r^5*x^2+1100*b*c^2*g*r^4*x^3-48*b*c^2*p^4*q*r*x^2-64 *b*c^2*p^4*q*x^3+24*b*c^2*p^4*r*x^3-234*b*c^2*p^3*q^2*r*x^2-384*b*c^2*p^3*q^2*x ^3-176*b*c^2*p^3*q*r^2*x^2-248*b*c^2*p^3*q*r*x^3+108*b*c^2*p^3*r^2*x^3-342*b*c^ 2*p^2*q^3*r*x^2-768*b*c^2*p^2*q^3*x^3-612*b*c^2*p^2*q^2*r^2*x^2-1548*b*c^2*p^2* q^2*r*x^3-168*b*c^2*p^2*q*r^3*x^2-48*b*c^2*p^2*q*r^2*x^3+144*b*c^2*p^2*r^3*x^3-\ 174*b*c^2*p*q^4*r*x^2-640*b*c^2*p*q^4*x^3-528*b*c^2*p*q^3*r^2*x^2-2256*b*c^2*p* q^3*r*x^3-306*b*c^2*p*q^2*r^3*x^2-1116*b*c^2*p*q^2*r^2*x^3+336*b*c^2*p*q*r^3*x^ 3+60*b*c^2*p*r^4*x^3-18*b*c^2*q^5*r*x^2-192*b*c^2*q^5*x^3-92*b*c^2*q^4*r^2*x^2-\ 980*b*c^2*q^4*r*x^3-42*b*c^2*q^3*r^3*x^2-960*b*c^2*q^3*r^2*x^3+72*b*c^2*q^2*r^4 *x^2+72*b*c^2*q^2*r^3*x^3+40*b*c^2*q*r^5*x^2+200*b*c^2*q*r^4*x^3-188*b*c*g^6*r* x^2-512*b*c*g^6*x^3-1624*b*c*g^5*p*r*x^2-3872*b*c*g^5*p*x^3-1188*b*c*g^5*q*r*x^ 2-3872*b*c*g^5*q*x^3-1699*b*c*g^5*r^2*x^2-6932*b*c*g^5*r*x^3-3456*b*c*g^4*p^2*r *x^2-7408*b*c*g^4*p^2*x^3-5396*b*c*g^4*p*q*r*x^2-14944*b*c*g^4*p*q*x^3-6182*b*c *g^4*p*r^2*x^2-21770*b*c*g^4*p*r*x^3-1908*b*c*g^4*q^2*r*x^2-7536*b*c*g^4*q^2*x^ 3-4936*b*c*g^4*q*r^2*x^2-21890*b*c*g^4*q*r*x^3-2241*b*c*g^4*r^3*x^2-9798*b*c*g^ 4*r^2*x^3-2913*b*c*g^3*p^3*r*x^2-5640*b*c*g^3*p^3*x^3-7188*b*c*g^3*p^2*q*r*x^2-\ 17304*b*c*g^3*p^2*q*x^3-7113*b*c*g^3*p^2*r^2*x^2-21411*b*c*g^3*p^2*r*x^3-5517*b *c*g^3*p*q^2*r*x^2-17816*b*c*g^3*p*q^2*x^3-11722*b*c*g^3*p*q*r^2*x^2-44008*b*c* g^3*p*q*r*x^3-4577*b*c*g^3*p*r^3*x^2-15105*b*c*g^3*p*r^2*x^3-1210*b*c*g^3*q^3*r *x^2-6152*b*c*g^3*q^3*x^3-4392*b*c*g^3*q^2*r^2*x^2-22717*b*c*g^3*q^2*r*x^3-3325 *b*c*g^3*q*r^3*x^2-15375*b*c*g^3*q*r^2*x^3-528*b*c*g^3*r^4*x^2-508*b*c*g^3*r^3* x^3-1007*b*c*g^2*p^4*r*x^2-1760*b*c*g^2*p^4*x^3-3468*b*c*g^2*p^3*q*r*x^2-7296*b *c*g^2*p^3*q*x^3-3048*b*c*g^2*p^3*r^2*x^2-7593*b*c*g^2*p^3*r*x^3-4359*b*c*g^2*p ^2*q^2*r*x^2-11632*b*c*g^2*p^2*q^2*x^3-7925*b*c*g^2*p^2*q*r^2*x^2-24341*b*c*g^2 *p^2*q*r*x^3-2752*b*c*g^2*p^2*r^3*x^2-5784*b*c*g^2*p^2*r^2*x^3-2210*b*c*g^2*p*q ^3*r*x^2-8416*b*c*g^2*p*q^3*x^3-6468*b*c*g^2*p*q^2*r^2*x^2-26727*b*c*g^2*p*q^2* r*x^3-4248*b*c*g^2*p*q*r^3*x^2-13236*b*c*g^2*p*q*r^2*x^3-644*b*c*g^2*p*r^4*x^2+ 1296*b*c*g^2*p*r^3*x^3-312*b*c*g^2*q^4*r*x^2-2320*b*c*g^2*q^4*x^3-1431*b*c*g^2* q^3*r^2*x^2-9979*b*c*g^2*q^3*r*x^3-1177*b*c*g^2*q^2*r^3*x^2-7632*b*c*g^2*q^2*r^ 2*x^3-34*b*c*g^2*q*r^4*x^2+1296*b*c*g^2*q*r^3*x^3+90*b*c*g^2*r^5*x^2+1280*b*c*g ^2*r^4*x^3-108*b*c*g*p^5*r*x^2-168*b*c*g*p^5*x^3-489*b*c*g*p^4*q*r*x^2-888*b*c* g*p^4*q*x^3-386*b*c*g*p^4*r^2*x^2-744*b*c*g*p^4*r*x^3-931*b*c*g*p^3*q^2*r*x^2-\ 2016*b*c*g*p^3*q^2*x^3-1432*b*c*g*p^3*q*r^2*x^2-3352*b*c*g*p^3*q*r*x^3-450*b*c* g*p^3*r^3*x^2-351*b*c*g*p^3*r^2*x^3-853*b*c*g*p^2*q^3*r*x^2-2400*b*c*g*p^2*q^3* x^3-2062*b*c*g*p^2*q^2*r^2*x^2-6274*b*c*g*p^2*q^2*r*x^3-1185*b*c*g*p^2*q*r^3*x^ 2-1725*b*c*g*p^2*q*r^2*x^3-192*b*c*g*p^2*r^4*x^2+708*b*c*g*p^2*r^3*x^3-329*b*c* g*p*q^4*r*x^2-1464*b*c*g*p*q^4*x^3-1168*b*c*g*p*q^3*r^2*x^2-5468*b*c*g*p*q^3*r* x^3-923*b*c*g*p*q^2*r^3*x^2-2973*b*c*g*p*q^2*r^2*x^3-180*b*c*g*p*q*r^4*x^2+1200 *b*c*g*p*q*r^3*x^3-20*b*c*g*p*r^5*x^2+450*b*c*g*p*r^4*x^3-26*b*c*g*q^5*r*x^2-\ 360*b*c*g*q^5*x^3-152*b*c*g*q^4*r^2*x^2-1802*b*c*g*q^4*r*x^3-70*b*c*g*q^3*r^3*x ^2-1599*b*c*g*q^3*r^2*x^3+136*b*c*g*q^2*r^4*x^2+512*b*c*g*q^2*r^3*x^3+80*b*c*g* q*r^5*x^2+600*b*c*g*q*r^4*x^3-12*b*c*p^4*q^2*r*x^2-16*b*c*p^4*q^2*x^3+12*b*c*p^ 4*q*r*x^3-36*b*c*p^3*q^3*r*x^2-64*b*c*p^3*q^3*x^3-44*b*c*p^3*q^2*r^2*x^2-62*b*c *p^3*q^2*r*x^3+54*b*c*p^3*q*r^2*x^3-36*b*c*p^2*q^4*r*x^2-96*b*c*p^2*q^4*x^3-90* b*c*p^2*q^3*r^2*x^2-258*b*c*p^2*q^3*r*x^3-42*b*c*p^2*q^2*r^3*x^2-12*b*c*p^2*q^2 *r^2*x^3+72*b*c*p^2*q*r^3*x^3-12*b*c*p*q^5*r*x^2-64*b*c*p*q^5*x^3-48*b*c*p*q^4* r^2*x^2-282*b*c*p*q^4*r*x^3-36*b*c*p*q^3*r^3*x^2-186*b*c*p*q^3*r^2*x^3+84*b*c*p *q^2*r^3*x^3+30*b*c*p*q*r^4*x^3-16*b*c*q^6*x^3-2*b*c*q^5*r^2*x^2-98*b*c*q^5*r*x ^3+6*b*c*q^4*r^3*x^2-120*b*c*q^4*r^2*x^3+18*b*c*q^3*r^4*x^2+12*b*c*q^3*r^3*x^3+ 10*b*c*q^2*r^5*x^2+50*b*c*q^2*r^4*x^3-108*b*g^6*p*r*x^2-256*b*g^6*p*x^3-76*b*g^ 6*q*r*x^2-256*b*g^6*q*x^3-140*b*g^6*r^2*x^2-608*b*g^6*r*x^3-372*b*g^5*p^2*r*x^2 -800*b*g^5*p^2*x^3-568*b*g^5*p*q*r*x^2-1600*b*g^5*p*q*x^3-722*b*g^5*p*r^2*x^2-\ 2668*b*g^5*p*r*x^3-196*b*g^5*q^2*r*x^2-800*b*g^5*q^2*x^3-578*b*g^5*q*r^2*x^2-\ 2668*b*g^5*q*r*x^3-291*b*g^5*r^3*x^2-1386*b*g^5*r^2*x^3-476*b*g^4*p^3*r*x^2-928 *b*g^4*p^3*x^3-1148*b*g^4*p^2*q*r*x^2-2816*b*g^4*p^2*q*x^3-1213*b*g^4*p^2*r^2*x ^2-3821*b*g^4*p^2*r*x^3-852*b*g^4*p*q^2*r*x^2-2848*b*g^4*p*q^2*x^3-1960*b*g^4*p *q*r^2*x^2-7702*b*g^4*p*q*r*x^3-825*b*g^4*p*r^3*x^2-3015*b*g^4*p*r^2*x^3-180*b* g^4*q^3*r*x^2-960*b*g^4*q^3*x^3-727*b*g^4*q^2*r^2*x^2-3881*b*g^4*q^2*r*x^3-608* b*g^4*q*r^3*x^2-2991*b*g^4*q*r^2*x^3-110*b*g^4*r^4*x^2-216*b*g^4*r^3*x^3-277*b* g^3*p^4*r*x^2-488*b*g^3*p^4*x^3-924*b*g^3*p^3*q*r*x^2-1992*b*g^3*p^3*q*x^3-861* b*g^3*p^3*r^2*x^2-2249*b*g^3*p^3*r*x^3-1101*b*g^3*p^2*q^2*r*x^2-3080*b*g^3*p^2* q^2*x^3-2146*b*g^3*p^2*q*r^2*x^2-6976*b*g^3*p^2*q*r*x^3-801*b*g^3*p^2*r^3*x^2-\ 1950*b*g^3*p^2*r^2*x^3-522*b*g^3*p*q^3*r*x^2-2136*b*g^3*p*q^3*x^3-1653*b*g^3*p* q^2*r^2*x^2-7265*b*g^3*p*q^2*r*x^3-1178*b*g^3*p*q*r^3*x^2-4089*b*g^3*p*q*r^2*x^ 3-196*b*g^3*p*r^4*x^2+234*b*g^3*p*r^3*x^3-68*b*g^3*q^4*r*x^2-560*b*g^3*q^4*x^3-\ 348*b*g^3*q^3*r^2*x^2-2538*b*g^3*q^3*r*x^3-318*b*g^3*q^2*r^3*x^2-2115*b*g^3*q^2 *r^2*x^3-23*b*g^3*q*r^4*x^2+298*b*g^3*q*r^3*x^3+25*b*g^3*r^5*x^2+390*b*g^3*r^4* x^3-71*b*g^2*p^5*r*x^2-112*b*g^2*p^5*x^3-300*b*g^2*p^4*q*r*x^2-568*b*g^2*p^4*q* x^3-257*b*g^2*p^4*r^2*x^2-529*b*g^2*p^4*r*x^3-507*b*g^2*p^3*q^2*r*x^2-1192*b*g^ 2*p^3*q^2*x^3-868*b*g^2*p^3*q*r^2*x^2-2218*b*g^2*p^3*q*r*x^3-301*b*g^2*p^3*r^3* x^2-345*b*g^2*p^3*r^2*x^3-406*b*g^2*p^2*q^3*r*x^2-1288*b*g^2*p^2*q^3*x^3-1082*b *g^2*p^2*q^2*r^2*x^2-3656*b*g^2*p^2*q^2*r*x^3-700*b*g^2*p^2*q*r^3*x^2-1278*b*g^ 2*p^2*q*r^2*x^3-125*b*g^2*p^2*r^4*x^2+390*b*g^2*p^2*r^3*x^3-136*b*g^2*p*q^4*r*x ^2-712*b*g^2*p*q^4*x^3-528*b*g^2*p*q^3*r^2*x^2-2774*b*g^2*p*q^3*r*x^3-456*b*g^2 *p*q^2*r^3*x^2-1635*b*g^2*p*q^2*r^2*x^3-102*b*g^2*p*q*r^4*x^2+660*b*g^2*p*q*r^3 *x^3-10*b*g^2*p*r^5*x^2+300*b*g^2*p*r^4*x^3-8*b*g^2*q^5*r*x^2-160*b*g^2*q^5*x^3 -57*b*g^2*q^4*r^2*x^2-807*b*g^2*q^4*r*x^3-22*b*g^2*q^3*r^3*x^2-702*b*g^2*q^3*r^ 2*x^3+67*b*g^2*q^2*r^4*x^2+310*b*g^2*q^2*r^3*x^3+40*b*g^2*q*r^5*x^2+340*b*g^2*q *r^4*x^3-6*b*g*p^6*r*x^2-8*b*g*p^6*x^3-30*b*g*p^5*q*r*x^2-48*b*g*p^5*q*x^3-26*b *g*p^5*r^2*x^2-41*b*g*p^5*r*x^3-66*b*g*p^4*q^2*r*x^2-128*b*g*p^4*q^2*x^3-105*b* g*p^4*q*r^2*x^2-199*b*g*p^4*q*r*x^3-39*b*g*p^4*r^3*x^2-24*b*g*p^4*r^2*x^3-78*b* g*p^3*q^3*r*x^2-192*b*g*p^3*q^3*x^3-182*b*g*p^3*q^2*r^2*x^2-441*b*g*p^3*q^2*r*x ^3-114*b*g*p^3*q*r^3*x^2-69*b*g*p^3*q*r^2*x^3-24*b*g*p^3*r^4*x^2+54*b*g*p^3*r^3 *x^3-48*b*g*p^2*q^4*r*x^2-168*b*g*p^2*q^4*x^3-155*b*g*p^2*q^3*r^2*x^2-539*b*g*p ^2*q^3*r*x^3-129*b*g*p^2*q^2*r^3*x^2-150*b*g*p^2*q^2*r^2*x^3-39*b*g*p^2*q*r^4*x ^2+198*b*g*p^2*q*r^3*x^3-5*b*g*p^2*r^5*x^2+45*b*g*p^2*r^4*x^3-12*b*g*p*q^5*r*x^ 2-80*b*g*p*q^5*x^3-54*b*g*p*q^4*r^2*x^2-346*b*g*p*q^4*r*x^3-48*b*g*p*q^3*r^3*x^ 2-189*b*g*p*q^3*r^2*x^3-6*b*g*p*q^2*r^4*x^2+204*b*g*p*q^2*r^3*x^3+105*b*g*p*q*r ^4*x^3-16*b*g*q^6*x^3-2*b*g*q^5*r^2*x^2-90*b*g*q^5*r*x^3+6*b*g*q^4*r^3*x^2-84*b *g*q^4*r^2*x^3+18*b*g*q^3*r^4*x^2+60*b*g*q^3*r^3*x^3+10*b*g*q^2*r^5*x^2+70*b*g* q^2*r^4*x^3-384*c^7*g*r*x^2-1024*c^7*g*x^3-1728*c^6*g^2*r*x^2-4608*c^6*g^2*x^3-\ 1056*c^6*g*p*r*x^2-2560*c^6*g*p*x^3-864*c^6*g*q*r*x^2-2560*c^6*g*q*x^3-864*c^6* g*r^2*x^2-3136*c^6*g*r*x^3-2880*c^5*g^3*r*x^2-7680*c^5*g^3*x^3-4288*c^5*g^2*p*r *x^2-10240*c^5*g^2*p*x^3-3392*c^5*g^2*q*r*x^2-10240*c^5*g^2*q*x^3-3600*c^5*g^2* r^2*x^2-13152*c^5*g^2*r*x^3-1224*c^5*g*p^2*r*x^2-2688*c^5*g*p^2*x^3-1920*c^5*g* p*q*r*x^2-5120*c^5*g*p*q*x^3-1888*c^5*g*p*r^2*x^2-6176*c^5*g*p*r*x^3-792*c^5*g* q^2*r*x^2-2688*c^5*g*q^2*x^3-1568*c^5*g*q*r^2*x^2-6176*c^5*g*q*r*x^3-576*c^5*g* r^3*x^2-1920*c^5*g*r^2*x^3-2400*c^4*g^4*r*x^2-6400*c^4*g^4*x^3-6160*c^4*g^3*p*r *x^2-14592*c^4*g^3*p*x^3-4784*c^4*g^3*q*r*x^2-14592*c^4*g^3*q*x^3-5328*c^4*g^3* r^2*x^2-19680*c^4*g^3*r*x^3-4332*c^4*g^2*p^2*r*x^2-9280*c^4*g^2*p^2*x^3-6816*c^ 4*g^2*p*q*r*x^2-18176*c^4*g^2*p*q*x^3-6912*c^4*g^2*p*r^2*x^2-22464*c^4*g^2*p*r* x^3-2628*c^4*g^2*q^2*r*x^2-9280*c^4*g^2*q^2*x^3-5616*c^4*g^2*q*r^2*x^2-22464*c^ 4*g^2*q*r*x^3-2208*c^4*g^2*r^3*x^2-7584*c^4*g^2*r^2*x^3-780*c^4*g*p^3*r*x^2-\ 1536*c^4*g*p^3*x^3-1692*c^4*g*p^2*q*r*x^2-4096*c^4*g*p^2*q*x^3-1720*c^4*g*p^2*r ^2*x^2-4952*c^4*g*p^2*r*x^3-1380*c^4*g*p*q^2*r*x^2-4096*c^4*g*p*q^2*x^3-2592*c^ 4*g*p*q*r^2*x^2-9024*c^4*g*p*q*r*x^3-1032*c^4*g*p*r^3*x^2-2664*c^4*g*p*r^2*x^3-\ 372*c^4*g*q^3*r*x^2-1536*c^4*g*q^3*x^3-1088*c^4*g*q^2*r^2*x^2-4952*c^4*g*q^2*r* x^3-696*c^4*g*q*r^3*x^2-2664*c^4*g*q*r^2*x^3-120*c^4*g*r^4*x^2+96*c^4*g*r^3*x^3 -1080*c^3*g^5*r*x^2-2880*c^3*g^5*x^3-4240*c^3*g^4*p*r*x^2-9984*c^3*g^4*p*x^3-\ 3248*c^3*g^4*q*r*x^2-9984*c^3*g^4*q*x^3-3816*c^3*g^4*r^2*x^2-14320*c^3*g^4*r*x^ 3-5126*c^3*g^3*p^2*r*x^2-10848*c^3*g^3*p^2*x^3-8064*c^3*g^3*p*q*r*x^2-21504*c^3 *g^3*p*q*x^3-8448*c^3*g^3*p*r^2*x^2-27672*c^3*g^3*p*r*x^3-3010*c^3*g^3*q^2*r*x^ 2-10848*c^3*g^3*q^2*x^3-6816*c^3*g^3*q*r^2*x^2-27672*c^3*g^3*q*r*x^3-2832*c^3*g ^3*r^3*x^2-10224*c^3*g^3*r^2*x^3-2288*c^3*g^2*p^3*r*x^2-4384*c^3*g^2*p^3*x^3-\ 5272*c^3*g^2*p^2*q*r*x^2-12512*c^3*g^2*p^2*q*x^3-5244*c^3*g^2*p^2*r^2*x^2-14844 *c^3*g^2*p^2*r*x^3-4112*c^3*g^2*p*q^2*r*x^2-12512*c^3*g^2*p*q^2*x^3-8208*c^3*g^ 2*p*q*r^2*x^2-28688*c^3*g^2*p*q*r*x^3-3264*c^3*g^2*p*r^3*x^2-8676*c^3*g^2*p*r^2 *x^3-1000*c^3*g^2*q^3*r*x^2-4384*c^3*g^2*q^3*x^3-3216*c^3*g^2*q^2*r^2*x^2-14844 *c^3*g^2*q^2*r*x^3-2304*c^3*g^2*q*r^3*x^2-8676*c^3*g^2*q*r^2*x^3-420*c^3*g^2*r^ 4*x^2+176*c^3*g^2*r^3*x^3-294*c^3*g*p^4*r*x^2-512*c^3*g*p^4*x^3-756*c^3*g*p^3*q *r*x^2-1664*c^3*g*p^3*q*x^3-840*c^3*g*p^3*r^2*x^2-2084*c^3*g*p^3*r*x^3-864*c^3* g*p^2*q^2*r*x^2-2304*c^3*g*p^2*q^2*x^3-1620*c^3*g*p^2*q*r^2*x^2-4932*c^3*g*p^2* q*r*x^3-750*c^3*g*p^2*r^3*x^2-1464*c^3*g*p^2*r^2*x^3-492*c^3*g*p*q^3*r*x^2-1664 *c^3*g*p*q^3*x^3-1296*c^3*g*p*q^2*r^2*x^2-4932*c^3*g*p*q^2*r*x^3-864*c^3*g*p*q* r^3*x^2-2232*c^3*g*p*q*r^2*x^3-216*c^3*g*p*r^4*x^2+240*c^3*g*p*r^3*x^3-90*c^3*g *q^4*r*x^2-512*c^3*g*q^4*x^3-348*c^3*g*q^3*r^2*x^2-2084*c^3*g*q^3*r*x^3-258*c^3 *g*q^2*r^3*x^2-1464*c^3*g*q^2*r^2*x^3-24*c^3*g*q*r^4*x^2+240*c^3*g*q*r^3*x^3+ 200*c^3*g*r^4*x^3-252*c^2*g^6*r*x^2-672*c^2*g^6*x^3-1490*c^2*g^5*p*r*x^2-3488*c ^2*g^5*p*x^3-1126*c^2*g^5*q*r*x^2-3488*c^2*g^5*q*x^3-1422*c^2*g^5*r^2*x^2-5460* c^2*g^5*r*x^3-2721*c^2*g^4*p^2*r*x^2-5712*c^2*g^4*p^2*x^3-4272*c^2*g^4*p*q*r*x^ 2-11392*c^2*g^4*p*q*x^3-4664*c^2*g^4*p*r^2*x^2-15532*c^2*g^4*p*r*x^3-1563*c^2*g ^4*q^2*r*x^2-5712*c^2*g^4*q^2*x^3-3760*c^2*g^4*q*r^2*x^2-15532*c^2*g^4*q*r*x^3-\ 1656*c^2*g^4*r^3*x^2-6360*c^2*g^4*r^2*x^3-2079*c^2*g^3*p^3*r*x^2-3936*c^2*g^3*p ^3*x^3-4907*c^2*g^3*p^2*q*r*x^2-11552*c^2*g^3*p^2*q*x^3-4926*c^2*g^3*p^2*r^2*x^ 2-14058*c^2*g^3*p^2*r*x^3-3757*c^2*g^3*p*q^2*r*x^2-11552*c^2*g^3*p*q^2*x^3-7848 *c^2*g^3*p*q*r^2*x^2-27776*c^2*g^3*p*q*r*x^3-3190*c^2*g^3*p*r^3*x^2-9054*c^2*g^ 3*p*r^2*x^3-873*c^2*g^3*q^3*r*x^2-3936*c^2*g^3*q^3*x^3-3012*c^2*g^3*q^2*r^2*x^2 -14058*c^2*g^3*q^2*r*x^3-2330*c^2*g^3*q*r^3*x^2-9054*c^2*g^3*q*r^2*x^3-450*c^2* g^3*r^4*x^2-120*c^2*g^3*r^3*x^3-667*c^2*g^2*p^4*r*x^2-1136*c^2*g^2*p^4*x^3-1966 *c^2*g^2*p^3*q*r*x^2-4160*c^2*g^2*p^3*q*x^3-1974*c^2*g^2*p^3*r^2*x^2-4752*c^2*g ^2*p^3*r*x^3-2268*c^2*g^2*p^2*q^2*r*x^2-6048*c^2*g^2*p^2*q^2*x^3-4350*c^2*g^2*p ^2*q*r^2*x^2-13036*c^2*g^2*p^2*q*r*x^3-1811*c^2*g^2*p^2*r^3*x^2-3456*c^2*g^2*p^ 2*r^2*x^3-1154*c^2*g^2*p*q^3*r*x^2-4160*c^2*g^2*p*q^3*x^3-3354*c^2*g^2*p*q^2*r^ 2*x^2-13036*c^2*g^2*p*q^2*r*x^3-2400*c^2*g^2*p*q*r^3*x^2-6384*c^2*g^2*p*q*r^2*x ^3-524*c^2*g^2*p*r^4*x^2+688*c^2*g^2*p*r^3*x^3-185*c^2*g^2*q^4*r*x^2-1136*c^2*g ^2*q^4*x^3-798*c^2*g^2*q^3*r^2*x^2-4752*c^2*g^2*q^3*r*x^3-709*c^2*g^2*q^2*r^3*x ^2-3456*c^2*g^2*q^2*r^2*x^3-136*c^2*g^2*q*r^4*x^2+688*c^2*g^2*q*r^3*x^3+600*c^2 *g^2*r^4*x^3-63*c^2*g*p^5*r*x^2-96*c^2*g*p^5*x^3-177*c^2*g*p^4*q*r*x^2-352*c^2* g*p^4*q*x^3-224*c^2*g*p^4*r^2*x^2-478*c^2*g*p^4*r*x^3-234*c^2*g*p^3*q^2*r*x^2-\ 576*c^2*g*p^3*q^2*x^3-472*c^2*g*p^3*q*r^2*x^2-1252*c^2*g*p^3*q*r*x^3-267*c^2*g* p^3*r^3*x^2-426*c^2*g*p^3*r^2*x^3-198*c^2*g*p^2*q^3*r*x^2-576*c^2*g*p^2*q^3*x^3 -486*c^2*g*p^2*q^2*r^2*x^2-1548*c^2*g*p^2*q^2*r*x^3-363*c^2*g*p^2*q*r^3*x^2-582 *c^2*g*p^2*q*r^2*x^3-126*c^2*g*p^2*r^4*x^2+108*c^2*g*p^2*r^3*x^3-87*c^2*g*p*q^4 *r*x^2-352*c^2*g*p*q^4*x^3-284*c^2*g*p*q^3*r^2*x^2-1252*c^2*g*p*q^3*r*x^3-213*c ^2*g*p*q^2*r^3*x^2-582*c^2*g*p*q^2*r^2*x^3-60*c^2*g*p*q*r^4*x^2+336*c^2*g*p*q*r ^3*x^3-20*c^2*g*p*r^5*x^2+130*c^2*g*p*r^4*x^3-9*c^2*g*q^5*r*x^2-96*c^2*g*q^5*x^ 3-46*c^2*g*q^4*r^2*x^2-478*c^2*g*q^4*r*x^3-21*c^2*g*q^3*r^3*x^2-426*c^2*g*q^3*r ^2*x^3+36*c^2*g*q^2*r^4*x^2+108*c^2*g*q^2*r^3*x^3+20*c^2*g*q*r^5*x^2+130*c^2*g* q*r^4*x^3-24*c*g^7*r*x^2-64*c*g^7*x^3-248*c*g^6*p*r*x^2-576*c*g^6*p*x^3-184*c*g ^6*q*r*x^2-576*c*g^6*q*x^3-261*c*g^6*r^2*x^2-1038*c*g^6*r*x^3-660*c*g^5*p^2*r*x ^2-1376*c*g^5*p^2*x^3-1032*c*g^5*p*q*r*x^2-2752*c*g^5*p*q*x^3-1194*c*g^5*p*r^2* x^2-4080*c*g^5*p*r*x^3-372*c*g^5*q^2*r*x^2-1376*c*g^5*q^2*x^3-966*c*g^5*q*r^2*x ^2-4080*c*g^5*q*r*x^3-456*c*g^5*r^3*x^2-1884*c*g^5*r^2*x^3-753*c*g^4*p^3*r*x^2-\ 1416*c*g^4*p^3*x^3-1799*c*g^4*p^2*q*r*x^2-4216*c*g^4*p^2*q*x^3-1853*c*g^4*p^2*r ^2*x^2-5401*c*g^4*p^2*r*x^3-1363*c*g^4*p*q^2*r*x^2-4216*c*g^4*p*q^2*x^3-2988*c* g^4*p*q*r^2*x^2-10772*c*g^4*p*q*r*x^3-1258*c*g^4*p*r^3*x^2-3879*c*g^4*p*r^2*x^3 -309*c*g^4*q^3*r*x^2-1416*c*g^4*q^3*x^3-1144*c*g^4*q^2*r^2*x^2-5401*c*g^4*q^2*r *x^3-950*c*g^4*q*r^3*x^2-3879*c*g^4*q*r^2*x^3-195*c*g^4*r^4*x^2-204*c*g^4*r^3*x ^3-412*c*g^3*p^4*r*x^2-696*c*g^3*p^4*x^3-1280*c*g^3*p^3*q*r*x^2-2672*c*g^3*p^3* q*x^3-1257*c*g^3*p^3*r^2*x^2-3051*c*g^3*p^3*r*x^3-1482*c*g^3*p^2*q^2*r*x^2-3952 *c*g^3*p^2*q^2*x^3-2920*c*g^3*p^2*q*r^2*x^2-8843*c*g^3*p^2*q*r*x^3-1190*c*g^3*p ^2*r^3*x^2-2430*c*g^3*p^2*r^2*x^3-724*c*g^3*p*q^3*r*x^2-2672*c*g^3*p*q^3*x^3-\ 2237*c*g^3*p*q^2*r^2*x^2-8843*c*g^3*p*q^2*r*x^3-1680*c*g^3*p*q*r^3*x^2-4782*c*g ^3*p*q*r^2*x^3-354*c*g^3*p*r^4*x^2+376*c*g^3*p*r^3*x^3-110*c*g^3*q^4*r*x^2-696* c*g^3*q^4*x^3-516*c*g^3*q^3*r^2*x^2-3051*c*g^3*q^3*r*x^3-514*c*g^3*q^2*r^3*x^2-\ 2430*c*g^3*q^2*r^2*x^3-126*c*g^3*q*r^4*x^2+376*c*g^3*q*r^3*x^3+450*c*g^3*r^4*x^ 3-101*c*g^2*p^5*r*x^2-152*c*g^2*p^5*x^3-353*c*g^2*p^4*q*r*x^2-664*c*g^2*p^4*q*x ^3-367*c*g^2*p^4*r^2*x^2-741*c*g^2*p^4*r*x^3-522*c*g^2*p^3*q^2*r*x^2-1232*c*g^2 *p^3*q^2*x^3-992*c*g^2*p^3*q*r^2*x^2-2494*c*g^2*p^3*q*r*x^3-445*c*g^2*p^3*r^3*x ^2-591*c*g^2*p^3*r^2*x^3-402*c*g^2*p^2*q^3*r*x^2-1232*c*g^2*p^2*q^3*x^3-1089*c* g^2*p^2*q^2*r^2*x^2-3506*c*g^2*p^2*q^2*r*x^3-803*c*g^2*p^2*q*r^3*x^2-1335*c*g^2 *p^2*q*r^2*x^3-209*c*g^2*p^2*r^4*x^2+322*c*g^2*p^2*r^3*x^3-145*c*g^2*p*q^4*r*x^ 2-664*c*g^2*p*q^4*x^3-538*c*g^2*p*q^3*r^2*x^2-2494*c*g^2*p*q^3*r*x^3-481*c*g^2* p*q^2*r^3*x^2-1335*c*g^2*p*q^2*r^2*x^3-150*c*g^2*p*q*r^4*x^2+672*c*g^2*p*q*r^3* x^3-30*c*g^2*p*r^5*x^2+295*c*g^2*p*r^4*x^3-13*c*g^2*q^5*r*x^2-152*c*g^2*q^5*x^3 -74*c*g^2*q^4*r^2*x^2-741*c*g^2*q^4*r*x^3-47*c*g^2*q^3*r^3*x^2-591*c*g^2*q^3*r^ 2*x^3+44*c*g^2*q^2*r^4*x^2+322*c*g^2*q^2*r^3*x^3+30*c*g^2*q*r^5*x^2+295*c*g^2*q *r^4*x^3-6*c*g*p^6*r*x^2-8*c*g*p^6*x^3-18*c*g*p^5*q*r*x^2-32*c*g*p^5*q*x^3-26*c *g*p^5*r^2*x^2-49*c*g*p^5*r*x^3-24*c*g*p^4*q^2*r*x^2-56*c*g*p^4*q^2*x^3-57*c*g* p^4*q*r^2*x^2-135*c*g*p^4*q*r*x^3-39*c*g*p^4*r^3*x^2-60*c*g*p^4*r^2*x^3-24*c*g* p^3*q^3*r*x^2-64*c*g*p^3*q^3*x^3-58*c*g*p^3*q^2*r^2*x^2-160*c*g*p^3*q^2*r*x^3-\ 54*c*g*p^3*q*r^3*x^2-66*c*g*p^3*q*r^2*x^3-24*c*g*p^3*r^4*x^2+6*c*g*p^3*r^3*x^3-\ 18*c*g*p^2*q^4*r*x^2-56*c*g*p^2*q^4*x^3-50*c*g*p^2*q^3*r^2*x^2-160*c*g*p^2*q^3* r*x^3-36*c*g*p^2*q^2*r^3*x^2-12*c*g*p^2*q^2*r^2*x^3-15*c*g*p^2*q*r^4*x^2+78*c*g *p^2*q*r^3*x^3-5*c*g*p^2*r^5*x^2+25*c*g*p^2*r^4*x^3-6*c*g*p*q^5*r*x^2-32*c*g*p* q^5*x^3-24*c*g*p*q^4*r^2*x^2-135*c*g*p*q^4*r*x^3-18*c*g*p*q^3*r^3*x^2-66*c*g*p* q^3*r^2*x^3+78*c*g*p*q^2*r^3*x^3+30*c*g*p*q*r^4*x^3-8*c*g*q^6*x^3-c*g*q^5*r^2*x ^2-49*c*g*q^5*r*x^3+3*c*g*q^4*r^3*x^2-60*c*g*q^4*r^2*x^3+9*c*g*q^3*r^4*x^2+6*c* g*q^3*r^3*x^3+5*c*g*q^2*r^5*x^2+25*c*g*q^2*r^4*x^3-14*g^7*p*r*x^2-32*g^7*p*x^3-\ 10*g^7*q*r*x^2-32*g^7*q*x^3-18*g^7*r^2*x^2-76*g^7*r*x^3-58*g^6*p^2*r*x^2-120*g^ 6*p^2*x^3-90*g^6*p*q*r*x^2-240*g^6*p*q*x^3-114*g^6*p*r^2*x^2-405*g^6*p*r*x^3-32 *g^6*q^2*r*x^2-120*g^6*q^2*x^3-93*g^6*q*r^2*x^2-405*g^6*q*r*x^3-48*g^6*r^3*x^2-\ 216*g^6*r^2*x^3-94*g^5*p^3*r*x^2-176*g^5*p^3*x^3-226*g^5*p^2*q*r*x^2-528*g^5*p^ 2*q*x^3-243*g^5*p^2*r^2*x^2-732*g^5*p^2*r*x^3-170*g^5*p*q^2*r*x^2-528*g^5*p*q^2 *x^3-396*g^5*p*q*r^2*x^2-1464*g^5*p*q*r*x^3-175*g^5*p*r^3*x^2-594*g^5*p*r^2*x^3 -38*g^5*q^3*r*x^2-176*g^5*q^3*x^3-153*g^5*q^2*r^2*x^2-732*g^5*q^2*r*x^3-137*g^5 *q*r^3*x^2-594*g^5*q*r^2*x^3-30*g^5*r^4*x^2-56*g^5*r^3*x^3-76*g^4*p^4*r*x^2-128 *g^4*p^4*x^3-243*g^4*p^3*q*r*x^2-504*g^4*p^3*q*x^3-240*g^4*p^3*r^2*x^2-598*g^4* p^3*r*x^3-282*g^4*p^2*q^2*r*x^2-752*g^4*p^2*q^2*x^3-575*g^4*p^2*q*r^2*x^2-1779* g^4*p^2*q*r*x^3-236*g^4*p^2*r^3*x^2-534*g^4*p^2*r^2*x^3-135*g^4*p*q^3*r*x^2-504 *g^4*p*q^3*x^3-442*g^4*p*q^2*r^2*x^2-1779*g^4*p*q^2*r*x^3-348*g^4*p*q*r^3*x^2-\ 1074*g^4*p*q*r^2*x^3-73*g^4*p*r^4*x^2+46*g^4*p*r^3*x^3-20*g^4*q^4*r*x^2-128*g^4 *q^4*x^3-102*g^4*q^3*r^2*x^2-598*g^4*q^3*r*x^3-112*g^4*q^2*r^3*x^2-534*g^4*q^2* r^2*x^3-32*g^4*q*r^4*x^2+46*g^4*q*r^3*x^3+100*g^4*r^4*x^3-32*g^3*p^5*r*x^2-48*g ^3*p^5*x^3-121*g^3*p^4*q*r*x^2-224*g^3*p^4*q*x^3-119*g^3*p^4*r^2*x^2-240*g^3*p^ 4*r*x^3-185*g^3*p^3*q^2*r*x^2-432*g^3*p^3*q^2*x^3-352*g^3*p^3*q*r^2*x^2-890*g^3 *p^3*q*r*x^3-148*g^3*p^3*r^3*x^2-198*g^3*p^3*r^2*x^3-139*g^3*p^2*q^3*r*x^2-432* g^3*p^2*q^3*x^3-396*g^3*p^2*q^2*r^2*x^2-1300*g^3*p^2*q^2*r*x^3-297*g^3*p^2*q*r^ 3*x^2-549*g^3*p^2*q*r^2*x^3-71*g^3*p^2*r^4*x^2+116*g^3*p^2*r^3*x^3-47*g^3*p*q^4 *r*x^2-224*g^3*p*q^4*x^3-188*g^3*p*q^3*r^2*x^2-890*g^3*p*q^3*r*x^3-183*g^3*p*q^ 2*r^3*x^2-549*g^3*p*q^2*r^2*x^3-60*g^3*p*q*r^4*x^2+216*g^3*p*q*r^3*x^3-10*g^3*p *r^5*x^2+115*g^3*p*r^4*x^3-4*g^3*q^5*r*x^2-48*g^3*q^5*x^3-25*g^3*q^4*r^2*x^2-\ 240*g^3*q^4*r*x^3-20*g^3*q^3*r^3*x^2-198*g^3*q^3*r^2*x^3+11*g^3*q^2*r^4*x^2+116 *g^3*q^2*r^3*x^3+10*g^3*q*r^5*x^2+115*g^3*q*r^4*x^3-6*g^2*p^6*r*x^2-8*g^2*p^6*x ^3-24*g^2*p^5*q*r*x^2-40*g^2*p^5*q*x^3-26*g^2*p^5*r^2*x^2-45*g^2*p^5*r*x^3-42*g ^2*p^4*q^2*r*x^2-88*g^2*p^4*q^2*x^3-81*g^2*p^4*q*r^2*x^2-170*g^2*p^4*q*r*x^3-39 *g^2*p^4*r^3*x^2-42*g^2*p^4*r^2*x^3-42*g^2*p^3*q^3*r*x^2-112*g^2*p^3*q^3*x^3-\ 109*g^2*p^3*q^2*r^2*x^2-285*g^2*p^3*q^2*r*x^3-84*g^2*p^3*q*r^3*x^2-81*g^2*p^3*q *r^2*x^3-24*g^2*p^3*r^4*x^2+30*g^2*p^3*r^3*x^3-24*g^2*p^2*q^4*r*x^2-88*g^2*p^2* q^4*x^3-80*g^2*p^2*q^3*r^2*x^2-285*g^2*p^2*q^3*r*x^3-72*g^2*p^2*q^2*r^3*x^2-78* g^2*p^2*q^2*r^2*x^3-27*g^2*p^2*q*r^4*x^2+120*g^2*p^2*q*r^3*x^3-5*g^2*p^2*r^5*x^ 2+35*g^2*p^2*r^4*x^3-6*g^2*p*q^5*r*x^2-40*g^2*p*q^5*x^3-27*g^2*p*q^4*r^2*x^2-\ 170*g^2*p*q^4*r*x^3-24*g^2*p*q^3*r^3*x^2-81*g^2*p*q^3*r^2*x^3-3*g^2*p*q^2*r^4*x ^2+120*g^2*p*q^2*r^3*x^3+60*g^2*p*q*r^4*x^3-8*g^2*q^6*x^3-g^2*q^5*r^2*x^2-45*g^ 2*q^5*r*x^3+3*g^2*q^4*r^3*x^2-42*g^2*q^4*r^2*x^3+9*g^2*q^3*r^4*x^2+30*g^2*q^3*r ^3*x^3+5*g^2*q^2*r^5*x^2+35*g^2*q^2*r^4*x^3+256*a^6*b*c*r*x+1152*a^6*b*c*x^2+ 192*a^6*b*p*r*x+768*a^6*b*p*x^2+128*a^6*b*q*r*x+576*a^6*b*q*x^2+224*a^6*b*r^2*x +1504*a^6*b*r*x^2+896*a^6*b*x^3+128*a^6*c*g*r*x+576*a^6*c*g*x^2+96*a^6*g*p*r*x+ 384*a^6*g*p*x^2+64*a^6*g*q*r*x+288*a^6*g*q*x^2+112*a^6*g*r^2*x+752*a^6*g*r*x^2+ 448*a^6*g*x^3+896*a^5*b^2*c*r*x+4992*a^5*b^2*c*x^2+640*a^5*b^2*p*r*x+3264*a^5*b ^2*p*x^2+384*a^5*b^2*q*r*x+2304*a^5*b^2*q*x^2+736*a^5*b^2*r^2*x+6336*a^5*b^2*r* x^2+4480*a^5*b^2*x^3+1664*a^5*b*c^2*r*x+9216*a^5*b*c^2*x^2+1408*a^5*b*c*g*r*x+ 7680*a^5*b*c*g*x^2+2048*a^5*b*c*p*r*x+9792*a^5*b*c*p*x^2+1280*a^5*b*c*q*r*x+ 7296*a^5*b*c*q*x^2+2016*a^5*b*c*r^2*x+14880*a^5*b*c*r*x^2+8960*a^5*b*c*x^3+1024 *a^5*b*g*p*r*x+5088*a^5*b*g*p*x^2+640*a^5*b*g*q*r*x+3648*a^5*b*g*q*x^2+1168*a^5 *b*g*r^2*x+9824*a^5*b*g*r*x^2+6720*a^5*b*g*x^3+576*a^5*b*p^2*r*x+2304*a^5*b*p^2 *x^2+768*a^5*b*p*q*r*x+3648*a^5*b*p*q*x^2+1072*a^5*b*p*r^2*x+6208*a^5*b*p*r*x^2 +3136*a^5*b*p*x^3+224*a^5*b*q^2*r*x+1344*a^5*b*q^2*x^2+736*a^5*b*q*r^2*x+5136*a ^5*b*q*r*x^2+3136*a^5*b*q*x^3+464*a^5*b*r^3*x+2832*a^5*b*r^2*x^2+1952*a^5*b*r*x ^3+768*a^5*c^3*x^2+832*a^5*c^2*g*r*x+4992*a^5*c^2*g*x^2+128*a^5*c^2*p*r*x+1152* a^5*c^2*p*x^2+768*a^5*c^2*q*x^2+64*a^5*c^2*r^2*x+992*a^5*c^2*r*x^2+384*a^5*c^2* x^3+480*a^5*c*g^2*r*x+2592*a^5*c*g^2*x^2+1088*a^5*c*g*p*r*x+5472*a^5*c*g*p*x^2+ 640*a^5*c*g*q*r*x+4032*a^5*c*g*q*x^2+1040*a^5*c*g*r^2*x+7936*a^5*c*g*r*x^2+4672 *a^5*c*g*x^3+96*a^5*c*p^2*r*x+384*a^5*c*p^2*x^2+64*a^5*c*p*q*r*x+576*a^5*c*p*q* x^2+176*a^5*c*p*r^2*x+736*a^5*c*p*r*x^2+192*a^5*c*p*x^3+192*a^5*c*q^2*x^2+32*a^ 5*c*q*r^2*x+496*a^5*c*q*r*x^2+192*a^5*c*q*x^3+80*a^5*c*r^3*x+80*a^5*c*r^2*x^2-\ 608*a^5*c*r*x^3+352*a^5*g^2*p*r*x+1728*a^5*g^2*p*x^2+224*a^5*g^2*q*r*x+1248*a^5 *g^2*q*x^2+400*a^5*g^2*r^2*x+3328*a^5*g^2*r*x^2+2240*a^5*g^2*x^3+336*a^5*g*p^2* r*x+1344*a^5*g*p^2*x^2+416*a^5*g*p*q*r*x+2112*a^5*g*p*q*x^2+624*a^5*g*p*r^2*x+ 3472*a^5*g*p*r*x^2+1664*a^5*g*p*x^3+112*a^5*g*q^2*r*x+768*a^5*g*q^2*x^2+384*a^5 *g*q*r^2*x+2816*a^5*g*q*r*x^2+1664*a^5*g*q*x^3+272*a^5*g*r^3*x+1456*a^5*g*r^2*x ^2+672*a^5*g*r*x^3+1152*a^4*b^3*c*r*x+8448*a^4*b^3*c*x^2+768*a^4*b^3*p*r*x+5376 *a^4*b^3*p*x^2+384*a^4*b^3*q*r*x+3456*a^4*b^3*q*x^2+864*a^4*b^3*r^2*x+10304*a^4 *b^3*r*x^2+8960*a^4*b^3*x^3+4864*a^4*b^2*c^2*r*x+32256*a^4*b^2*c^2*x^2+3456*a^4 *b^2*c*g*r*x+22848*a^4*b^2*c*g*x^2+5696*a^4*b^2*c*p*r*x+33600*a^4*b^2*c*p*x^2+ 3200*a^4*b^2*c*q*r*x+23616*a^4*b^2*c*q*x^2+5440*a^4*b^2*c*r^2*x+50304*a^4*b^2*c *r*x^2+35840*a^4*b^2*c*x^3+2400*a^4*b^2*g*p*r*x+14784*a^4*b^2*g*p*x^2+1344*a^4* b^2*g*q*r*x+9888*a^4*b^2*g*q*x^2+2736*a^4*b^2*g*r^2*x+28336*a^4*b^2*g*r*x^2+ 22848*a^4*b^2*g*x^3+1536*a^4*b^2*p^2*r*x+7872*a^4*b^2*p^2*x^2+1856*a^4*b^2*p*q* r*x+11904*a^4*b^2*p*q*x^2+2720*a^4*b^2*p*r^2*x+21024*a^4*b^2*p*r*x^2+12544*a^4* b^2*p*x^3+448*a^4*b^2*q^2*r*x+4032*a^4*b^2*q^2*x^2+1696*a^4*b^2*q*r^2*x+16736*a ^4*b^2*q*r*x^2+12544*a^4*b^2*q*x^3+1088*a^4*b^2*r^3*x+9408*a^4*b^2*r^2*x^2+7808 *a^4*b^2*r*x^3+4480*a^4*b*c^3*r*x+30720*a^4*b*c^3*x^2+7744*a^4*b*c^2*g*r*x+ 50880*a^4*b*c^2*g*x^2+7680*a^4*b*c^2*p*r*x+44736*a^4*b*c^2*p*x^2+4608*a^4*b*c^2 *q*r*x+32640*a^4*b*c^2*q*x^2+6848*a^4*b*c^2*r^2*x+57984*a^4*b*c^2*r*x^2+36608*a ^4*b*c^2*x^3+2976*a^4*b*c*g^2*r*x+19008*a^4*b*c*g^2*x^2+9312*a^4*b*c*g*p*r*x+ 53856*a^4*b*c*g*p*x^2+5504*a^4*b*c*g*q*r*x+38496*a^4*b*c*g*q*x^2+8944*a^4*b*c*g *r^2*x+80144*a^4*b*c*g*r*x^2+55040*a^4*b*c*g*x^3+4064*a^4*b*c*p^2*r*x+19776*a^4 *b*c*p^2*x^2+5184*a^4*b*c*p*q*r*x+30720*a^4*b*c*p*q*x^2+6912*a^4*b*c*p*r^2*x+ 46752*a^4*b*c*p*r*x^2+24320*a^4*b*c*p*x^3+1440*a^4*b*c*q^2*r*x+10944*a^4*b*c*q^ 2*x^2+4544*a^4*b*c*q*r^2*x+37968*a^4*b*c*q*r*x^2+24320*a^4*b*c*q*x^3+2720*a^4*b *c*r^3*x+18224*a^4*b*c*r^2*x^2+9184*a^4*b*c*r*x^3+2112*a^4*b*g^2*p*r*x+12480*a^ 4*b*g^2*p*x^2+1248*a^4*b*g^2*q*r*x+8544*a^4*b*g^2*q*x^2+2392*a^4*b*g^2*r^2*x+ 23824*a^4*b*g^2*r*x^2+18368*a^4*b*g^2*x^3+2576*a^4*b*g*p^2*r*x+12768*a^4*b*g*p^ 2*x^2+3264*a^4*b*g*p*q*r*x+19584*a^4*b*g*p*q*x^2+4624*a^4*b*g*p*r^2*x+33888*a^4 *b*g*p*r*x^2+19456*a^4*b*g*p*x^3+880*a^4*b*g*q^2*r*x+6816*a^4*b*g*q^2*x^2+3056* a^4*b*g*q*r^2*x+27336*a^4*b*g*q*r*x^2+19456*a^4*b*g*q*x^3+1920*a^4*b*g*r^3*x+ 15184*a^4*b*g*r^2*x^2+11784*a^4*b*g*r*x^3+672*a^4*b*p^3*r*x+2688*a^4*b*p^3*x^2+ 1344*a^4*b*p^2*q*r*x+6528*a^4*b*p^2*q*x^2+1672*a^4*b*p^2*r^2*x+8688*a^4*b*p^2*r *x^2+3680*a^4*b*p^2*x^3+800*a^4*b*p*q^2*r*x+4992*a^4*b*p*q^2*x^2+2224*a^4*b*p*q *r^2*x+14496*a^4*b*p*q*r*x^2+7360*a^4*b*p*q*x^3+1280*a^4*b*p*r^3*x+5840*a^4*b*p *r^2*x^2+904*a^4*b*p*r*x^3+128*a^4*b*q^3*r*x+1152*a^4*b*q^3*x^2+672*a^4*b*q^2*r ^2*x+5808*a^4*b*q^2*r*x^2+3680*a^4*b*q^2*x^3+816*a^4*b*q*r^3*x+4840*a^4*b*q*r^2 *x^2+904*a^4*b*q*r*x^3+288*a^4*b*r^4*x+296*a^4*b*r^3*x^2-3560*a^4*b*r^2*x^3+ 3456*a^4*c^4*x^2+2240*a^4*c^3*g*r*x+18624*a^4*c^3*g*x^2+576*a^4*c^3*p*r*x+7296* a^4*c^3*p*x^2+4032*a^4*c^3*q*x^2+288*a^4*c^3*r^2*x+6528*a^4*c^3*r*x^2+4352*a^4* c^3*x^3+2656*a^4*c^2*g^2*r*x+18144*a^4*c^2*g^2*x^2+4384*a^4*c^2*g*p*r*x+28320*a ^4*c^2*g*p*x^2+2304*a^4*c^2*g*q*r*x+19872*a^4*c^2*g*q*x^2+3696*a^4*c^2*g*r^2*x+ 34240*a^4*c^2*g*r*x^2+21248*a^4*c^2*g*x^3+768*a^4*c^2*p^2*r*x+4704*a^4*c^2*p^2* x^2+384*a^4*c^2*p*q*r*x+5760*a^4*c^2*p*q*x^2+1184*a^4*c^2*p*r^2*x+9040*a^4*c^2* p*r*x^2+4352*a^4*c^2*p*x^3+1440*a^4*c^2*q^2*x^2+192*a^4*c^2*q*r^2*x+5280*a^4*c^ 2*q*r*x^2+3968*a^4*c^2*q*x^3+480*a^4*c^2*r^3*x+2640*a^4*c^2*r^2*x^2-1024*a^4*c^ 2*r*x^3+768*a^4*c*g^3*r*x+4848*a^4*c*g^3*x^2+3360*a^4*c*g^2*p*r*x+19680*a^4*c*g ^2*p*x^2+1952*a^4*c*g^2*q*r*x+14112*a^4*c*g^2*q*x^2+3176*a^4*c*g^2*r^2*x+28488* a^4*c*g^2*r*x^2+18944*a^4*c*g^2*x^3+2608*a^4*c*g*p^2*r*x+13008*a^4*c*g*p^2*x^2+ 2912*a^4*c*g*p*q*r*x+19392*a^4*c*g*p*q*x^2+4400*a^4*c*g*p*r^2*x+29368*a^4*c*g*p *r*x^2+14720*a^4*c*g*p*x^3+720*a^4*c*g*q^2*r*x+6576*a^4*c*g*q^2*x^2+2432*a^4*c* g*q*r^2*x+22616*a^4*c*g*q*r*x^2+14528*a^4*c*g*q*x^3+1760*a^4*c*g*r^3*x+10592*a^ 4*c*g*r^2*x^2+2864*a^4*c*g*r*x^3+240*a^4*c*p^3*r*x+960*a^4*c*p^3*x^2+256*a^4*c* p^2*q*r*x+1872*a^4*c*p^2*q*x^2+608*a^4*c*p^2*r^2*x+2888*a^4*c*p^2*r*x^2+1088*a^ 4*c*p^2*x^3+48*a^4*c*p*q^2*r*x+1056*a^4*c*p*q^2*x^2+368*a^4*c*p*q*r^2*x+3656*a^ 4*c*p*q*r*x^2+1984*a^4*c*p*q*x^3+512*a^4*c*p*r^3*x+1936*a^4*c*p*r^2*x^2-512*a^4 *c*p*r*x^3+144*a^4*c*q^3*x^2+24*a^4*c*q^2*r^2*x+1008*a^4*c*q^2*r*x^2+896*a^4*c* q^2*x^3+144*a^4*c*q*r^3*x+1272*a^4*c*q*r^2*x^2+96*a^4*c*q*r*x^3+144*a^4*c*r^4*x +264*a^4*c*r^3*x^2-1536*a^4*c*r^2*x^3+552*a^4*g^3*p*r*x+3216*a^4*g^3*p*x^2+336* a^4*g^3*q*r*x+2232*a^4*g^3*q*x^2+620*a^4*g^3*r^2*x+6116*a^4*g^3*r*x^2+4592*a^4* g^3*x^3+1000*a^4*g^2*p^2*r*x+4800*a^4*g^2*p^2*x^2+1232*a^4*g^2*p*q*r*x+7392*a^4 *g^2*p*q*x^2+1808*a^4*g^2*p*r^2*x+12424*a^4*g^2*p*r*x^2+6784*a^4*g^2*p*x^3+328* a^4*g^2*q^2*r*x+2592*a^4*g^2*q^2*x^2+1136*a^4*g^2*q*r^2*x+9980*a^4*g^2*q*r*x^2+ 6784*a^4*g^2*q*x^3+768*a^4*g^2*r^3*x+5320*a^4*g^2*r^2*x^2+3332*a^4*g^2*r*x^3+ 456*a^4*g*p^3*r*x+1824*a^4*g*p^3*x^2+800*a^4*g*p^2*q*r*x+4200*a^4*g*p^2*q*x^2+ 1140*a^4*g*p^2*r^2*x+5788*a^4*g*p^2*r*x^2+2384*a^4*g*p^2*x^3+424*a^4*g*p*q^2*r* x+3024*a^4*g*p*q^2*x^2+1296*a^4*g*p*q*r^2*x+9076*a^4*g*p*q*r*x^2+4672*a^4*g*p*q *x^3+896*a^4*g*p*r^3*x+3888*a^4*g*p*r^2*x^2+196*a^4*g*p*r*x^3+64*a^4*g*q^3*r*x+ 648*a^4*g*q^3*x^2+348*a^4*g*q^2*r^2*x+3408*a^4*g*q^2*r*x^2+2288*a^4*g*q^2*x^3+ 480*a^4*g*q*r^3*x+3056*a^4*g*q*r^2*x^2+500*a^4*g*q*r*x^3+216*a^4*g*r^4*x+280*a^ 4*g*r^3*x^2-2548*a^4*g*r^2*x^3+640*a^3*b^4*c*r*x+6912*a^3*b^4*c*x^2+384*a^3*b^4 *p*r*x+4224*a^3*b^4*p*x^2+128*a^3*b^4*q*r*x+2304*a^3*b^4*q*x^2+416*a^3*b^4*r^2* x+7936*a^3*b^4*r*x^2+8960*a^3*b^4*x^3+4992*a^3*b^3*c^2*r*x+41472*a^3*b^3*c^2*x^ 2+3392*a^3*b^3*c*g*r*x+28416*a^3*b^3*c*g*x^2+5440*a^3*b^3*c*p*r*x+42048*a^3*b^3 *c*p*x^2+2560*a^3*b^3*c*q*r*x+27072*a^3*b^3*c*q*x^2+4928*a^3*b^3*c*r^2*x+61632* a^3*b^3*c*r*x^2+53760*a^3*b^3*c*x^3+2208*a^3*b^3*g*p*r*x+17760*a^3*b^3*g*p*x^2+ 1024*a^3*b^3*g*q*r*x+10656*a^3*b^3*g*q*x^2+2512*a^3*b^3*g*r^2*x+33744*a^3*b^3*g *r*x^2+33152*a^3*b^3*g*x^3+1376*a^3*b^3*p^2*r*x+9792*a^3*b^3*p^2*x^2+1408*a^3*b ^3*p*q*r*x+13824*a^3*b^3*p*q*x^2+2240*a^3*b^3*p*r^2*x+25824*a^3*b^3*p*r*x^2+ 18816*a^3*b^3*p*x^3+224*a^3*b^3*q^2*r*x+4032*a^3*b^3*q^2*x^2+1184*a^3*b^3*q*r^2 *x+19392*a^3*b^3*q*r*x^2+18816*a^3*b^3*q*x^3+768*a^3*b^3*r^3*x+11232*a^3*b^3*r^ 2*x^2+11712*a^3*b^3*r*x^3+10496*a^3*b^2*c^3*r*x+79104*a^3*b^2*c^3*x^2+15424*a^3 *b^2*c^2*g*r*x+115776*a^3*b^2*c^2*g*x^2+16576*a^3*b^2*c^2*p*r*x+112512*a^3*b^2* c^2*p*x^2+9216*a^3*b^2*c^2*q*r*x+78144*a^3*b^2*c^2*q*x^2+14368*a^3*b^2*c^2*r^2* x+146080*a^3*b^2*c^2*r*x^2+107904*a^3*b^2*c^2*x^3+5376*a^3*b^2*c*g^2*r*x+40224* a^3*b^2*c*g^2*x^2+17440*a^3*b^2*c*g*p*r*x+119232*a^3*b^2*c*g*p*x^2+9408*a^3*b^2 *c*g*q*r*x+80352*a^3*b^2*c*g*q*x^2+16528*a^3*b^2*c*g*r^2*x+176752*a^3*b^2*c*g*r *x^2+141760*a^3*b^2*c*g*x^3+8256*a^3*b^2*c*p^2*r*x+49728*a^3*b^2*c*p^2*x^2+9728 *a^3*b^2*c*p*q*r*x+73920*a^3*b^2*c*p*q*x^2+13232*a^3*b^2*c*p*r^2*x+117200*a^3*b ^2*c*p*r*x^2+72000*a^3*b^2*c*p*x^3+2272*a^3*b^2*c*q^2*r*x+24192*a^3*b^2*c*q^2*x ^2+8064*a^3*b^2*c*q*r^2*x+92048*a^3*b^2*c*q*r*x^2+72000*a^3*b^2*c*q*x^3+4656*a^ 3*b^2*c*r^3*x+45504*a^3*b^2*c*r^2*x^2+30592*a^3*b^2*c*r*x^3+3648*a^3*b^2*g^2*p* r*x+25632*a^3*b^2*g^2*p*x^2+1920*a^3*b^2*g^2*q*r*x+16224*a^3*b^2*g^2*q*x^2+4200 *a^3*b^2*g^2*r^2*x+48768*a^3*b^2*g^2*r*x^2+43904*a^3*b^2*g^2*x^3+4528*a^3*b^2*g *p^2*r*x+27936*a^3*b^2*g*p^2*x^2+5312*a^3*b^2*g*p*q*r*x+40896*a^3*b^2*g*p*q*x^2 +7792*a^3*b^2*g*p*r^2*x+74248*a^3*b^2*g*p*r*x^2+50048*a^3*b^2*g*p*x^3+1200*a^3* b^2*g*q^2*r*x+12960*a^3*b^2*g*q^2*x^2+4832*a^3*b^2*g*q*r^2*x+57872*a^3*b^2*g*q* r*x^2+50048*a^3*b^2*g*q*x^3+2976*a^3*b^2*g*r^3*x+33240*a^3*b^2*g*r^2*x^2+31992* a^3*b^2*g*r*x^3+1344*a^3*b^2*p^3*r*x+6912*a^3*b^2*p^3*x^2+2432*a^3*b^2*p^2*q*r* x+16128*a^3*b^2*p^2*q*x^2+3104*a^3*b^2*p^2*r^2*x+22104*a^3*b^2*p^2*r*x^2+11040* a^3*b^2*p^2*x^3+1216*a^3*b^2*p*q^2*r*x+11520*a^3*b^2*p*q^2*x^2+3664*a^3*b^2*p*q *r^2*x+35568*a^3*b^2*p*q*r*x^2+22080*a^3*b^2*p*q*x^3+2096*a^3*b^2*p*r^3*x+14256 *a^3*b^2*p*r^2*x^2+2712*a^3*b^2*p*r*x^3+128*a^3*b^2*q^3*r*x+2304*a^3*b^2*q^3*x^ 2+920*a^3*b^2*q^2*r^2*x+13464*a^3*b^2*q^2*r*x^2+11040*a^3*b^2*q^2*x^3+1104*a^3* b^2*q*r^3*x+11256*a^3*b^2*q*r^2*x^2+2712*a^3*b^2*q*r*x^3+360*a^3*b^2*r^4*x+296* a^3*b^2*r^3*x^2-10680*a^3*b^2*r^2*x^3+6400*a^3*b*c^4*r*x+51456*a^3*b*c^4*x^2+ 17088*a^3*b*c^3*g*r*x+129984*a^3*b*c^3*g*x^2+13760*a^3*b*c^3*p*r*x+95616*a^3*b* c^3*p*x^2+8192*a^3*b*c^3*q*r*x+67392*a^3*b*c^3*q*x^2+11552*a^3*b*c^3*r^2*x+ 112512*a^3*b*c^3*r*x^2+76032*a^3*b*c^3*x^3+13504*a^3*b*c^2*g^2*r*x+99168*a^3*b* c^2*g^2*x^2+28096*a^3*b*c^2*g*p*r*x+188448*a^3*b*c^2*g*p*x^2+16384*a^3*b*c^2*g* q*r*x+132672*a^3*b*c^2*g*q*x^2+24704*a^3*b*c^2*g*r^2*x+242912*a^3*b*c^2*g*r*x^2 +172352*a^3*b*c^2*g*x^3+10464*a^3*b*c^2*p^2*r*x+61824*a^3*b*c^2*p^2*x^2+12928*a ^3*b*c^2*p*q*r*x+92544*a^3*b*c^2*p*q*x^2+16576*a^3*b*c^2*p*r^2*x+133248*a^3*b*c ^2*p*r*x^2+73856*a^3*b*c^2*p*x^3+3552*a^3*b*c^2*q^2*r*x+31488*a^3*b*c^2*q^2*x^2 +10688*a^3*b*c^2*q*r^2*x+105952*a^3*b*c^2*q*r*x^2+73088*a^3*b*c^2*q*x^3+6016*a^ 3*b*c^2*r^3*x+47024*a^3*b*c^2*r^2*x^2+17808*a^3*b*c^2*r*x^3+3280*a^3*b*c*g^3*r* x+23520*a^3*b*c*g^3*x^2+15744*a^3*b*c*g^2*p*r*x+103968*a^3*b*c*g^2*p*x^2+9024*a ^3*b*c*g^2*q*r*x+71808*a^3*b*c*g^2*q*x^2+15080*a^3*b*c*g^2*r^2*x+153696*a^3*b*c *g^2*r*x^2+117344*a^3*b*c*g^2*x^3+14464*a^3*b*c*g*p^2*r*x+84288*a^3*b*c*g*p^2*x ^2+17824*a^3*b*c*g*p*q*r*x+126528*a^3*b*c*g*p*q*x^2+23752*a^3*b*c*g*p*r^2*x+ 197720*a^3*b*c*g*p*r*x^2+116576*a^3*b*c*g*p*x^3+4688*a^3*b*c*g*q^2*r*x+42624*a^ 3*b*c*g*q^2*x^2+15344*a^3*b*c*g*q*r^2*x+157184*a^3*b*c*g*q*r*x^2+116192*a^3*b*c *g*q*x^3+8888*a^3*b*c*g*r^3*x+77632*a^3*b*c*g*r^2*x^2+48616*a^3*b*c*g*r*x^3+ 3376*a^3*b*c*p^3*r*x+16560*a^3*b*c*p^3*x^2+6432*a^3*b*c*p^2*q*r*x+38928*a^3*b*c *p^2*q*x^2+7832*a^3*b*c*p^2*r^2*x+49208*a^3*b*c*p^2*r*x^2+22016*a^3*b*c*p^2*x^3 +3696*a^3*b*c*p*q^2*r*x+28560*a^3*b*c*p*q^2*x^2+9920*a^3*b*c*p*q*r^2*x+80016*a^ 3*b*c*p*q*r*x^2+43648*a^3*b*c*p*q*x^3+5568*a^3*b*c*p*r^3*x+29648*a^3*b*c*p*r^2* x^2-856*a^3*b*c*p*r*x^3+576*a^3*b*c*q^3*r*x+6192*a^3*b*c*q^3*x^2+2928*a^3*b*c*q ^2*r^2*x+31288*a^3*b*c*q^2*r*x^2+21632*a^3*b*c*q^2*x^3+3328*a^3*b*c*q*r^3*x+ 24400*a^3*b*c*q*r^2*x^2+360*a^3*b*c*q*r*x^3+1152*a^3*b*c*r^4*x+952*a^3*b*c*r^3* x^2-21504*a^3*b*c*r^2*x^3+2280*a^3*b*g^3*p*r*x+15240*a^3*b*g^3*p*x^2+1280*a^3*b *g^3*q*r*x+9960*a^3*b*g^3*q*x^2+2612*a^3*b*g^3*r^2*x+28900*a^3*b*g^3*r*x^2+ 24640*a^3*b*g^3*x^3+4216*a^3*b*g^2*p^2*r*x+24672*a^3*b*g^2*p^2*x^2+5232*a^3*b*g ^2*p*q*r*x+36864*a^3*b*g^2*p*q*x^2+7396*a^3*b*g^2*p*r^2*x+65364*a^3*b*g^2*p*r*x ^2+41872*a^3*b*g^2*p*x^3+1344*a^3*b*g^2*q^2*r*x+12192*a^3*b*g^2*q^2*x^2+4888*a^ 3*b*g^2*q*r^2*x+51888*a^3*b*g^2*q*r*x^2+41872*a^3*b*g^2*q*x^3+2964*a^3*b*g^2*r^ 3*x+29472*a^3*b*g^2*r^2*x^2+26432*a^3*b*g^2*r*x^3+2392*a^3*b*g*p^3*r*x+11784*a^ 3*b*g*p^3*x^2+4528*a^3*b*g*p^2*q*r*x+27624*a^3*b*g*p^2*q*x^2+5692*a^3*b*g*p^2*r ^2*x+37648*a^3*b*g*p^2*r*x^2+18224*a^3*b*g*p^2*x^3+2536*a^3*b*g*p*q^2*r*x+20088 *a^3*b*g*p*q^2*x^2+7192*a^3*b*g*p*q*r^2*x+61128*a^3*b*g*p*q*r*x^2+36256*a^3*b*g *p*q*x^3+4128*a^3*b*g*p*r^3*x+25028*a^3*b*g*p*r^2*x^2+5324*a^3*b*g*p*r*x^3+368* a^3*b*g*q^3*r*x+4248*a^3*b*g*q^3*x^2+2088*a^3*b*g*q^2*r^2*x+23720*a^3*b*g*q^2*r *x^2+18032*a^3*b*g*q^2*x^3+2472*a^3*b*g*q*r^3*x+20488*a^3*b*g*q*r^2*x^2+5932*a^ 3*b*g*q*r*x^3+856*a^3*b*g*r^4*x+1284*a^3*b*g*r^3*x^2-16216*a^3*b*g*r^2*x^3+384* a^3*b*p^4*r*x+1536*a^3*b*p^4*x^2+1024*a^3*b*p^3*q*r*x+5040*a^3*b*p^3*q*x^2+1180 *a^3*b*p^3*r^2*x+5600*a^3*b*p^3*r*x^2+1936*a^3*b*p^3*x^3+920*a^3*b*p^2*q^2*r*x+ 5904*a^3*b*p^2*q^2*x^2+2296*a^3*b*p^2*q*r^2*x+14076*a^3*b*p^2*q*r*x^2+5808*a^3* b*p^2*q*x^3+1244*a^3*b*p^2*r^3*x+4284*a^3*b*p^2*r^2*x^2-2048*a^3*b*p^2*r*x^3+ 304*a^3*b*p*q^3*r*x+2832*a^3*b*p*q^3*x^2+1332*a^3*b*p*q^2*r^2*x+11352*a^3*b*p*q ^2*r*x^2+5808*a^3*b*p*q^2*x^3+1488*a^3*b*p*q*r^3*x+6948*a^3*b*p*q*r^2*x^2-4096* a^3*b*p*q*r*x^3+504*a^3*b*p*r^4*x-372*a^3*b*p*r^3*x^2-7872*a^3*b*p*r^2*x^3+24*a ^3*b*q^4*r*x+432*a^3*b*q^4*x^2+216*a^3*b*q^3*r^2*x+2876*a^3*b*q^3*r*x^2+1936*a^ 3*b*q^3*x^3+372*a^3*b*q^2*r^3*x+2664*a^3*b*q^2*r^2*x^2-2048*a^3*b*q^2*r*x^3+240 *a^3*b*q*r^4*x-560*a^3*b*q*r^3*x^2-7872*a^3*b*q*r^2*x^3+56*a^3*b*r^5*x-624*a^3* b*r^4*x^2-2640*a^3*b*r^3*x^3+5760*a^3*c^5*x^2+3200*a^3*c^4*g*r*x+34176*a^3*c^4* g*x^2+960*a^3*c^4*p*r*x+15552*a^3*c^4*p*x^2+7488*a^3*c^4*q*x^2+480*a^3*c^4*r^2* x+13856*a^3*c^4*r*x^2+10880*a^3*c^4*x^3+5920*a^3*c^3*g^2*r*x+49152*a^3*c^3*g^2* x^2+8288*a^3*c^3*g*p*r*x+67392*a^3*c^3*g*p*x^2+4096*a^3*c^3*g*q*r*x+44064*a^3*c ^3*g*q*x^2+6480*a^3*c^3*g*r^2*x+73952*a^3*c^3*g*r*x^2+50624*a^3*c^3*g*x^3+1824* a^3*c^3*p^2*r*x+14688*a^3*c^3*p^2*x^2+768*a^3*c^3*p*q*r*x+15552*a^3*c^3*p*q*x^2 +2576*a^3*c^3*p*r^2*x+27232*a^3*c^3*p*r*x^2+16320*a^3*c^3*p*x^3+3168*a^3*c^3*q^ 2*x^2+384*a^3*c^3*q*r^2*x+13888*a^3*c^3*q*r*x^2+11968*a^3*c^3*q*x^3+976*a^3*c^3 *r^3*x+8496*a^3*c^3*r^2*x^2+1072*a^3*c^3*r*x^3+3520*a^3*c^2*g^3*r*x+26400*a^3*c ^2*g^3*x^2+10560*a^3*c^2*g^2*p*r*x+73728*a^3*c^2*g^2*p*x^2+5888*a^3*c^2*g^2*q*r *x+51264*a^3*c^2*g^2*q*x^2+9088*a^3*c^2*g^2*r^2*x+91808*a^3*c^2*g^2*r*x^2+63360 *a^3*c^2*g^2*x^3+7392*a^3*c^2*g*p^2*r*x+45888*a^3*c^2*g*p^2*x^2+7488*a^3*c^2*g* p*q*r*x+63552*a^3*c^2*g*p*q*x^2+11512*a^3*c^2*g*p*r^2*x+95168*a^3*c^2*g*p*r*x^2 +52256*a^3*c^2*g*p*x^3+1776*a^3*c^2*g*q^2*r*x+19776*a^3*c^2*g*q^2*x^2+5856*a^3* c^2*g*q*r^2*x+68816*a^3*c^2*g*q*r*x^2+49120*a^3*c^2*g*q*x^3+4280*a^3*c^2*g*r^3* x+32240*a^3*c^2*g*r^2*x^2+7976*a^3*c^2*g*r*x^3+1104*a^3*c^2*p^3*r*x+5904*a^3*c^ 2*p^3*x^2+992*a^3*c^2*p^2*q*r*x+9936*a^3*c^2*p^2*q*x^2+2520*a^3*c^2*p^2*r^2*x+ 16840*a^3*c^2*p^2*r*x^2+8160*a^3*c^2*p^2*x^3+144*a^3*c^2*p*q^2*r*x+4560*a^3*c^2 *p*q^2*x^2+1328*a^3*c^2*p*q*r^2*x+17968*a^3*c^2*p*q*r*x^2+11968*a^3*c^2*p*q*x^3 +1936*a^3*c^2*p*r^3*x+10864*a^3*c^2*p*r^2*x^2+1072*a^3*c^2*p*r*x^3+432*a^3*c^2* q^3*x^2+72*a^3*c^2*q^2*r^2*x+4000*a^3*c^2*q^2*r*x^2+3904*a^3*c^2*q^2*x^3+496*a^ 3*c^2*q*r^3*x+5696*a^3*c^2*q*r^2*x^2+1128*a^3*c^2*q*r*x^3+504*a^3*c^2*r^4*x+ 1552*a^3*c^2*r^3*x^2-4808*a^3*c^2*r^2*x^3+680*a^3*c*g^4*r*x+4824*a^3*c*g^4*x^2+ 4288*a^3*c*g^3*p*r*x+28296*a^3*c*g^3*p*x^2+2480*a^3*c*g^3*q*r*x+19776*a^3*c*g^3 *q*x^2+4072*a^3*c*g^3*r^2*x+41108*a^3*c*g^3*r*x^2+30240*a^3*c*g^3*x^3+5936*a^3* c*g^2*p^2*r*x+34104*a^3*c*g^2*p^2*x^2+6896*a^3*c*g^2*p*q*r*x+50400*a^3*c*g^2*p* q*x^2+9800*a^3*c*g^2*p*r^2*x+78128*a^3*c*g^2*p*r*x^2+44160*a^3*c*g^2*p*x^3+1776 *a^3*c*g^2*q^2*r*x+16776*a^3*c*g^2*q^2*x^2+5864*a^3*c*g^2*q*r^2*x+60772*a^3*c*g ^2*q*r*x^2+43680*a^3*c*g^2*q*x^3+3792*a^3*c*g^2*r^3*x+29800*a^3*c*g^2*r^2*x^2+ 15016*a^3*c*g^2*r*x^3+2632*a^3*c*g*p^3*r*x+12792*a^3*c*g*p^3*x^2+4144*a^3*c*g*p ^2*q*r*x+27528*a^3*c*g*p^2*q*x^2+6180*a^3*c*g*p^2*r^2*x+37796*a^3*c*g*p^2*r*x^2 +16880*a^3*c*g*p^2*x^3+2008*a^3*c*g*p*q^2*r*x+18360*a^3*c*g*p*q^2*x^2+6256*a^3* c*g*p*q*r^2*x+55160*a^3*c*g*p*q*r*x^2+31104*a^3*c*g*p*q*x^3+4608*a^3*c*g*p*r^3* x+23524*a^3*c*g*p*r^2*x^2-624*a^3*c*g*p*r*x^3+288*a^3*c*g*q^3*r*x+3576*a^3*c*g* q^3*x^2+1544*a^3*c*g*q^2*r^2*x+19400*a^3*c*g*q^2*r*x^2+14272*a^3*c*g*q^2*x^3+ 2160*a^3*c*g*q*r^3*x+17216*a^3*c*g*q*r^2*x^2+924*a^3*c*g*q*r*x^3+1072*a^3*c*g*r ^4*x+1688*a^3*c*g*r^3*x^2-15724*a^3*c*g*r^2*x^3+216*a^3*c*p^4*r*x+864*a^3*c*p^4 *x^2+304*a^3*c*p^3*q*r*x+2016*a^3*c*p^3*q*x^2+676*a^3*c*p^3*r^2*x+3344*a^3*c*p^ 3*r*x^2+1360*a^3*c*p^3*x^3+96*a^3*c*p^2*q^2*r*x+1488*a^3*c*p^2*q^2*x^2+632*a^3* c*p^2*q*r^2*x+5512*a^3*c*p^2*q*r*x^2+2992*a^3*c*p^2*q*x^3+764*a^3*c*p^2*r^3*x+ 3308*a^3*c*p^2*r^2*x^2+268*a^3*c*p^2*r*x^3+336*a^3*c*p*q^3*x^2+112*a^3*c*p*q^2* r^2*x+2488*a^3*c*p*q^2*r*x^2+1952*a^3*c*p*q^2*x^3+432*a^3*c*p*q*r^3*x+3356*a^3* c*p*q*r^2*x^2+564*a^3*c*p*q*r*x^3+360*a^3*c*p*r^4*x+916*a^3*c*p*r^3*x^2-2404*a^ 3*c*p*r^2*x^3+260*a^3*c*q^3*r*x^2+320*a^3*c*q^3*x^3+40*a^3*c*q^2*r^3*x+712*a^3* c*q^2*r^2*x^2+144*a^3*c*q^2*r*x^3+96*a^3*c*q*r^4*x+500*a^3*c*q*r^3*x^2-796*a^3* c*q*r^2*x^3+56*a^3*c*r^5*x+48*a^3*c*r^4*x^2-576*a^3*c*r^3*x^3+480*a^3*g^4*p*r*x +3168*a^3*g^4*p*x^2+280*a^3*g^4*q*r*x+2112*a^3*g^4*q*x^2+544*a^3*g^4*r^2*x+5980 *a^3*g^4*r*x^2+4928*a^3*g^4*x^3+1220*a^3*g^3*p^2*r*x+6864*a^3*g^3*p^2*x^2+1512* a^3*g^3*p*q*r*x+10368*a^3*g^3*p*q*x^2+2162*a^3*g^3*p*r^2*x+17900*a^3*g^3*p*r*x^ 2+10920*a^3*g^3*p*x^3+400*a^3*g^3*q^2*r*x+3504*a^3*g^3*q^2*x^2+1408*a^3*g^3*q*r ^2*x+14272*a^3*g^3*q*r*x^2+10920*a^3*g^3*q*x^3+894*a^3*g^3*r^3*x+7890*a^3*g^3*r ^2*x^2+6226*a^3*g^3*r*x^3+1056*a^3*g^2*p^3*r*x+4944*a^3*g^2*p^3*x^2+1872*a^3*g^ 2*p^2*q*r*x+11328*a^3*g^2*p^2*q*x^2+2572*a^3*g^2*p^2*r^2*x+15684*a^3*g^2*p^2*r* x^2+7248*a^3*g^2*p^2*x^3+1008*a^3*g^2*p*q^2*r*x+8064*a^3*g^2*p*q^2*x^2+2996*a^3 *g^2*p*q*r^2*x+24756*a^3*g^2*p*q*r*x^2+14256*a^3*g^2*p*q*x^3+1968*a^3*g^2*p*r^3 *x+10584*a^3*g^2*p*r^2*x^2+1618*a^3*g^2*p*r*x^3+152*a^3*g^2*q^3*r*x+1680*a^3*g^ 2*q^3*x^2+836*a^3*g^2*q^2*r^2*x+9372*a^3*g^2*q^2*r*x^2+7008*a^3*g^2*q^2*x^3+ 1084*a^3*g^2*q*r^3*x+8514*a^3*g^2*q*r^2*x^2+2378*a^3*g^2*q*r*x^3+460*a^3*g^2*r^ 4*x+786*a^3*g^2*r^3*x^2-6722*a^3*g^2*r^2*x^3+300*a^3*g*p^4*r*x+1200*a^3*g*p^4*x ^2+664*a^3*g*p^3*q*r*x+3528*a^3*g*p^3*q*x^2+928*a^3*g*p^3*r^2*x+4472*a^3*g*p^3* r*x^2+1648*a^3*g*p^3*x^3+508*a^3*g*p^2*q^2*r*x+3696*a^3*g*p^2*q^2*x^2+1464*a^3* g*p^2*q*r^2*x+9794*a^3*g*p^2*q*r*x^2+4400*a^3*g*p^2*q*x^3+1004*a^3*g*p^2*r^3*x+ 3796*a^3*g*p^2*r^2*x^2-890*a^3*g*p^2*r*x^3+152*a^3*g*p*q^3*r*x+1584*a^3*g*p*q^3 *x^2+722*a^3*g*p*q^2*r^2*x+6920*a^3*g*p*q^2*r*x^2+3880*a^3*g*p*q^2*x^3+960*a^3* g*p*q*r^3*x+5152*a^3*g*p*q*r^2*x^2-1766*a^3*g*p*q*r*x^3+432*a^3*g*p*r^4*x+272*a ^3*g*p*r^3*x^2-5138*a^3*g*p*r^2*x^3+12*a^3*g*q^4*r*x+216*a^3*g*q^4*x^2+108*a^3* g*q^3*r^2*x+1568*a^3*g*q^3*r*x^2+1128*a^3*g*q^3*x^3+206*a^3*g*q^2*r^3*x+1688*a^ 3*g*q^2*r^2*x^2-952*a^3*g*q^2*r*x^3+168*a^3*g*q*r^4*x-30*a^3*g*q*r^3*x^2-4334*a ^3*g*q*r^2*x^3+56*a^3*g*r^5*x-288*a^3*g*r^4*x^2-1608*a^3*g*r^3*x^3+128*a^2*b^5* c*r*x+2688*a^2*b^5*c*x^2+64*a^2*b^5*p*r*x+1536*a^2*b^5*p*x^2+576*a^2*b^5*q*x^2+ 64*a^2*b^5*r^2*x+2784*a^2*b^5*r*x^2+4480*a^2*b^5*x^3+2048*a^2*b^4*c^2*r*x+23040 *a^2*b^4*c^2*x^2+1408*a^2*b^4*c*g*r*x+16320*a^2*b^4*c*g*x^2+1984*a^2*b^4*c*p*r* x+22464*a^2*b^4*c*p*x^2+640*a^2*b^4*c*q*r*x+12480*a^2*b^4*c*q*x^2+1600*a^2*b^4* c*r^2*x+31872*a^2*b^4*c*r*x^2+35840*a^2*b^4*c*x^3+832*a^2*b^4*g*p*r*x+9696*a^2* b^4*g*p*x^2+256*a^2*b^4*g*q*r*x+4800*a^2*b^4*g*q*x^2+928*a^2*b^4*g*r^2*x+18176* a^2*b^4*g*r*x^2+22848*a^2*b^4*g*x^3+448*a^2*b^4*p^2*r*x+5184*a^2*b^4*p^2*x^2+ 320*a^2*b^4*p*q*r*x+6528*a^2*b^4*p*q*x^2+608*a^2*b^4*p*r^2*x+13408*a^2*b^4*p*r* x^2+12544*a^2*b^4*p*x^3+1344*a^2*b^4*q^2*x^2+224*a^2*b^4*q*r^2*x+9120*a^2*b^4*q *r*x^2+12544*a^2*b^4*q*x^3+128*a^2*b^4*r^3*x+5568*a^2*b^4*r^2*x^2+7808*a^2*b^4* r*x^3+8064*a^2*b^3*c^3*r*x+69888*a^2*b^3*c^3*x^2+11456*a^2*b^3*c^2*g*r*x+101568 *a^2*b^3*c^2*g*x^2+11648*a^2*b^3*c^2*p*r*x+96192*a^2*b^3*c^2*p*x^2+5504*a^2*b^3 *c^2*q*r*x+61824*a^2*b^3*c^2*q*x^2+9408*a^2*b^3*c^2*r^2*x+122624*a^2*b^3*c^2*r* x^2+107904*a^2*b^3*c^2*x^3+3872*a^2*b^3*c*g^2*r*x+35040*a^2*b^3*c*g^2*x^2+12032 *a^2*b^3*c*g*p*r*x+101280*a^2*b^3*c*g*p*x^2+5440*a^2*b^3*c*g*q*r*x+62400*a^2*b^ 3*c*g*q*x^2+10912*a^2*b^3*c*g*r^2*x+147872*a^2*b^3*c*g*r*x^2+141760*a^2*b^3*c*g *x^3+5344*a^2*b^3*c*p^2*r*x+41856*a^2*b^3*c*p^2*x^2+5376*a^2*b^3*c*p*q*r*x+ 58176*a^2*b^3*c*p*q*x^2+7760*a^2*b^3*c*p*r^2*x+97312*a^2*b^3*c*p*r*x^2+72000*a^ 2*b^3*c*p*x^3+832*a^2*b^3*c*q^2*r*x+16320*a^2*b^3*c*q^2*x^2+3936*a^2*b^3*c*q*r^ 2*x+72160*a^2*b^3*c*q*r*x^2+72000*a^2*b^3*c*q*x^3+2160*a^2*b^3*c*r^3*x+36288*a^ 2*b^3*c*r^2*x^2+30592*a^2*b^3*c*r*x^3+2464*a^2*b^3*g^2*p*r*x+21408*a^2*b^3*g^2* p*x^2+1056*a^2*b^3*g^2*q*r*x+12000*a^2*b^3*g^2*q*x^2+2856*a^2*b^3*g^2*r^2*x+ 40608*a^2*b^3*g^2*r*x^2+43904*a^2*b^3*g^2*x^3+2928*a^2*b^3*g*p^2*r*x+23520*a^2* b^3*g*p^2*x^2+2944*a^2*b^3*g*p*q*r*x+32064*a^2*b^3*g*p*q*x^2+4688*a^2*b^3*g*p*r ^2*x+62032*a^2*b^3*g*p*r*x^2+50048*a^2*b^3*g*p*x^3+432*a^2*b^3*g*q^2*r*x+8544*a ^2*b^3*g*q^2*x^2+2496*a^2*b^3*g*q*r^2*x+45656*a^2*b^3*g*q*r*x^2+50048*a^2*b^3*g *q*x^3+1504*a^2*b^3*g*r^3*x+27024*a^2*b^3*g*r^2*x^2+31992*a^2*b^3*g*r*x^3+800*a ^2*b^3*p^3*r*x+5760*a^2*b^3*p^3*x^2+1216*a^2*b^3*p^2*q*r*x+12672*a^2*b^3*p^2*q* x^2+1616*a^2*b^3*p^2*r^2*x+18144*a^2*b^3*p^2*r*x^2+11040*a^2*b^3*p^2*x^3+416*a^ 2*b^3*p*q^2*r*x+8064*a^2*b^3*p*q^2*x^2+1504*a^2*b^3*p*q*r^2*x+27648*a^2*b^3*p*q *r*x^2+22080*a^2*b^3*p*q*x^3+816*a^2*b^3*p*r^3*x+10992*a^2*b^3*p*r^2*x^2+2712*a ^2*b^3*p*r*x^3+1152*a^2*b^3*q^3*x^2+248*a^2*b^3*q^2*r^2*x+9504*a^2*b^3*q^2*r*x^ 2+11040*a^2*b^3*q^2*x^3+224*a^2*b^3*q*r^3*x+7992*a^2*b^3*q*r^2*x^2+2712*a^2*b^3 *q*r*x^3+24*a^2*b^3*r^4*x-296*a^2*b^3*r^3*x^2-10680*a^2*b^3*r^2*x^3+11264*a^2*b ^2*c^4*r*x+89088*a^2*b^2*c^4*x^2+25920*a^2*b^2*c^3*g*r*x+206592*a^2*b^2*c^3*g*x ^2+21504*a^2*b^2*c^3*p*r*x+158592*a^2*b^2*c^3*p*x^2+12288*a^2*b^2*c^3*q*r*x+ 110208*a^2*b^2*c^3*q*x^2+17600*a^2*b^2*c^3*r^2*x+189696*a^2*b^2*c^3*r*x^2+ 143360*a^2*b^2*c^3*x^3+18656*a^2*b^2*c^2*g^2*r*x+149760*a^2*b^2*c^2*g^2*x^2+ 39200*a^2*b^2*c^2*g*p*r*x+289632*a^2*b^2*c^2*g*p*x^2+21312*a^2*b^2*c^2*g*q*r*x+ 195744*a^2*b^2*c^2*g*q*x^2+33776*a^2*b^2*c^2*g*r^2*x+375408*a^2*b^2*c^2*g*r*x^2 +302208*a^2*b^2*c^2*g*x^3+14720*a^2*b^2*c^2*p^2*r*x+100416*a^2*b^2*c^2*p^2*x^2+ 17728*a^2*b^2*c^2*p*q*r*x+148224*a^2*b^2*c^2*p*q*x^2+22080*a^2*b^2*c^2*p*r^2*x+ 218224*a^2*b^2*c^2*p*r*x^2+138624*a^2*b^2*c^2*p*x^3+4160*a^2*b^2*c^2*q^2*r*x+ 47808*a^2*b^2*c^2*q^2*x^2+13728*a^2*b^2*c^2*q*r^2*x+172592*a^2*b^2*c^2*q*r*x^2+ 138624*a^2*b^2*c^2*q*x^3+6912*a^2*b^2*c^2*r^3*x+75888*a^2*b^2*c^2*r^2*x^2+37664 *a^2*b^2*c^2*r*x^3+4256*a^2*b^2*c*g^3*r*x+34368*a^2*b^2*c*g^3*x^2+20416*a^2*b^2 *c*g^2*p*r*x+152160*a^2*b^2*c*g^2*p*x^2+10624*a^2*b^2*c*g^2*q*r*x+98976*a^2*b^2 *c*g^2*q*x^2+19416*a^2*b^2*c*g^2*r^2*x+225000*a^2*b^2*c*g^2*r*x^2+196800*a^2*b^ 2*c*g^2*x^3+18640*a^2*b^2*c*g*p^2*r*x+127200*a^2*b^2*c*g*p^2*x^2+21760*a^2*b^2* c*g*p*q*r*x+184704*a^2*b^2*c*g*p*q*x^2+29248*a^2*b^2*c*g*p*r^2*x+299824*a^2*b^2 *c*g*p*r*x^2+203520*a^2*b^2*c*g*p*x^3+4816*a^2*b^2*c*g*q^2*r*x+57504*a^2*b^2*c* g*q^2*x^2+17856*a^2*b^2*c*g*q*r^2*x+232976*a^2*b^2*c*g*q*r*x^2+203520*a^2*b^2*c *g*q*x^3+9712*a^2*b^2*c*g*r^3*x+117000*a^2*b^2*c*g*r^2*x^2+91504*a^2*b^2*c*g*r* x^3+4432*a^2*b^2*c*p^3*r*x+27024*a^2*b^2*c*p^3*x^2+8096*a^2*b^2*c*p^2*q*r*x+ 62352*a^2*b^2*c*p^2*q*x^2+9456*a^2*b^2*c*p^2*r^2*x+79976*a^2*b^2*c*p^2*r*x^2+ 41664*a^2*b^2*c*p^2*x^3+4080*a^2*b^2*c*p*q^2*r*x+43632*a^2*b^2*c*p*q^2*x^2+ 11312*a^2*b^2*c*p*q*r^2*x+128592*a^2*b^2*c*p*q*r*x^2+83328*a^2*b^2*c*p*q*x^3+ 5680*a^2*b^2*c*p*r^3*x+46272*a^2*b^2*c*p*r^2*x^2-80*a^2*b^2*c*p*r*x^3+416*a^2*b ^2*c*q^3*r*x+8304*a^2*b^2*c*q^3*x^2+2848*a^2*b^2*c*q^2*r^2*x+48616*a^2*b^2*c*q^ 2*r*x^2+41664*a^2*b^2*c*q^2*x^3+2896*a^2*b^2*c*q*r^3*x+36816*a^2*b^2*c*q*r^2*x^ 2-80*a^2*b^2*c*q*r*x^3+768*a^2*b^2*c*r^4*x-39936*a^2*b^2*c*r^2*x^3+2824*a^2*b^2 *g^3*p*r*x+21480*a^2*b^2*g^3*p*x^2+1392*a^2*b^2*g^3*q*r*x+12888*a^2*b^2*g^3*q*x ^2+3316*a^2*b^2*g^3*r^2*x+40812*a^2*b^2*g^3*r*x^2+40096*a^2*b^2*g^3*x^3+5128*a^ 2*b^2*g^2*p^2*r*x+35616*a^2*b^2*g^2*p^2*x^2+5904*a^2*b^2*g^2*p*q*r*x+50688*a^2* b^2*g^2*p*q*x^2+8704*a^2*b^2*g^2*p*r^2*x+94804*a^2*b^2*g^2*p*r*x^2+70176*a^2*b^ 2*g^2*p*x^3+1240*a^2*b^2*g^2*q^2*r*x+15072*a^2*b^2*g^2*q^2*x^2+5384*a^2*b^2*g^2 *q*r^2*x+72740*a^2*b^2*g^2*q*r*x^2+70176*a^2*b^2*g^2*q*x^3+3168*a^2*b^2*g^2*r^3 *x+42660*a^2*b^2*g^2*r^2*x^2+46200*a^2*b^2*g^2*r*x^3+2872*a^2*b^2*g*p^3*r*x+ 17592*a^2*b^2*g*p^3*x^2+5168*a^2*b^2*g*p^2*q*r*x+40248*a^2*b^2*g*p^2*q*x^2+6372 *a^2*b^2*g*p^2*r^2*x+56188*a^2*b^2*g*p^2*r*x^2+31584*a^2*b^2*g*p^2*x^3+2536*a^2 *b^2*g*p*q^2*r*x+27720*a^2*b^2*g*p*q^2*x^2+7576*a^2*b^2*g*p*q*r^2*x+89640*a^2*b ^2*g*p*q*r*x^2+63168*a^2*b^2*g*p*q*x^3+4016*a^2*b^2*g*p*r^3*x+36324*a^2*b^2*g*p *r^2*x^2+10560*a^2*b^2*g*p*r*x^3+240*a^2*b^2*g*q^3*r*x+5064*a^2*b^2*g*q^3*x^2+ 1916*a^2*b^2*g*q^2*r^2*x+33452*a^2*b^2*g*q^2*r*x^2+31584*a^2*b^2*g*q^2*x^3+2088 *a^2*b^2*g*q*r^3*x+28764*a^2*b^2*g*q*r^2*x^2+10560*a^2*b^2*g*q*r*x^3+576*a^2*b^ 2*g*r^4*x+864*a^2*b^2*g*r^3*x^2-27336*a^2*b^2*g*r^2*x^3+512*a^2*b^2*p^4*r*x+ 2640*a^2*b^2*p^4*x^2+1232*a^2*b^2*p^3*q*r*x+8352*a^2*b^2*p^3*q*x^2+1432*a^2*b^2 *p^3*r^2*x+9504*a^2*b^2*p^3*r*x^2+3872*a^2*b^2*p^3*x^3+928*a^2*b^2*p^2*q^2*r*x+ 9216*a^2*b^2*p^2*q^2*x^2+2416*a^2*b^2*p^2*q*r^2*x+23064*a^2*b^2*p^2*q*r*x^2+ 11616*a^2*b^2*p^2*q*x^3+1280*a^2*b^2*p^2*r^3*x+6804*a^2*b^2*p^2*r^2*x^2-4096*a^ 2*b^2*p^2*r*x^3+208*a^2*b^2*p*q^3*r*x+3936*a^2*b^2*p*q^3*x^2+1096*a^2*b^2*p*q^2 *r^2*x+17616*a^2*b^2*p*q^2*r*x^2+11616*a^2*b^2*p*q^2*x^3+1152*a^2*b^2*p*q*r^3*x +10368*a^2*b^2*p*q*r^2*x^2-8192*a^2*b^2*p*q*r*x^3+360*a^2*b^2*p*r^4*x-1108*a^2* b^2*p*r^3*x^2-15744*a^2*b^2*p*r^2*x^3+432*a^2*b^2*q^4*x^2+112*a^2*b^2*q^3*r^2*x +4056*a^2*b^2*q^3*r*x^2+3872*a^2*b^2*q^3*x^3+128*a^2*b^2*q^2*r^3*x+3564*a^2*b^2 *q^2*r^2*x^2-4096*a^2*b^2*q^2*r*x^3+24*a^2*b^2*q*r^4*x-1484*a^2*b^2*q*r^3*x^2-\ 15744*a^2*b^2*q*r^2*x^3-1080*a^2*b^2*r^4*x^2-5280*a^2*b^2*r^3*x^3+5120*a^2*b*c^ 5*r*x+43776*a^2*b*c^5*x^2+18944*a^2*b*c^4*g*r*x+154752*a^2*b*c^4*g*x^2+12672*a^ 2*b*c^4*p*r*x+97920*a^2*b*c^4*p*x^2+7808*a^2*b*c^4*q*r*x+67968*a^2*b*c^4*q*x^2+ 10304*a^2*b*c^4*r^2*x+109120*a^2*b*c^4*r*x^2+76928*a^2*b*c^4*x^3+23232*a^2*b*c^ 3*g^2*r*x+184608*a^2*b*c^3*g^2*x^2+38240*a^2*b*c^3*g*p*r*x+283200*a^2*b*c^3*g*p *x^2+22720*a^2*b*c^3*g*q*r*x+197280*a^2*b*c^3*g*q*x^2+31984*a^2*b*c^3*g*r^2*x+ 336464*a^2*b*c^3*g*r*x^2+245696*a^2*b*c^3*g*x^3+12032*a^2*b*c^3*p^2*r*x+82752*a ^2*b*c^3*p^2*x^2+15104*a^2*b*c^3*p*q*r*x+120384*a^2*b*c^3*p*q*x^2+18128*a^2*b*c ^3*p*r^2*x+167872*a^2*b*c^3*p*r*x^2+99008*a^2*b*c^3*p*x^3+4256*a^2*b*c^3*q^2*r* x+40320*a^2*b*c^3*q^2*x^2+12032*a^2*b*c^3*q*r^2*x+132512*a^2*b*c^3*q*r*x^2+ 94656*a^2*b*c^3*q*x^3+6096*a^2*b*c^3*r^3*x+54832*a^2*b*c^3*r^2*x^2+13680*a^2*b* c^3*r*x^3+11584*a^2*b*c^2*g^3*r*x+90432*a^2*b*c^2*g^3*x^2+36608*a^2*b*c^2*g^2*p *r*x+264576*a^2*b*c^2*g^2*p*x^2+21088*a^2*b*c^2*g^2*q*r*x+182400*a^2*b*c^2*g^2* q*x^2+32256*a^2*b*c^2*g^2*r^2*x+342568*a^2*b*c^2*g^2*r*x^2+263040*a^2*b*c^2*g^2 *x^3+27552*a^2*b*c^2*g*p^2*r*x+182928*a^2*b*c^2*g*p^2*x^2+34176*a^2*b*c^2*g*p*q *r*x+269760*a^2*b*c^2*g*p*q*x^2+42632*a^2*b*c^2*g*p*r^2*x+396160*a^2*b*c^2*g*p* r*x^2+242208*a^2*b*c^2*g*p*x^3+9040*a^2*b*c^2*g*q^2*r*x+89136*a^2*b*c^2*g*q^2*x ^2+27840*a^2*b*c^2*g*q*r^2*x+314064*a^2*b*c^2*g*q*r*x^2+239072*a^2*b*c^2*g*q*x^ 3+14600*a^2*b*c^2*g*r^3*x+141288*a^2*b*c^2*g*r^2*x^2+68696*a^2*b*c^2*g*r*x^3+ 5600*a^2*b*c^2*p^3*r*x+33168*a^2*b*c^2*p^3*x^2+10464*a^2*b*c^2*p^2*q*r*x+74880* a^2*b*c^2*p^2*q*x^2+12176*a^2*b*c^2*p^2*r^2*x+92536*a^2*b*c^2*p^2*r*x^2+44736*a ^2*b*c^2*p^2*x^3+6144*a^2*b*c^2*p*q^2*r*x+53328*a^2*b*c^2*p*q^2*x^2+15328*a^2*b *c^2*p*q*r^2*x+146456*a^2*b*c^2*p*q*r*x^2+84928*a^2*b*c^2*p*q*x^3+7984*a^2*b*c^ 2*p*r^3*x+50928*a^2*b*c^2*p*r^2*x^2-9640*a^2*b*c^2*p*r*x^3+960*a^2*b*c^2*q^3*r* x+11328*a^2*b*c^2*q^3*x^2+4656*a^2*b*c^2*q^2*r^2*x+57152*a^2*b*c^2*q^2*r*x^2+ 40480*a^2*b*c^2*q^2*x^3+4672*a^2*b*c^2*q*r^3*x+41144*a^2*b*c^2*q*r^2*x^2-9584*a ^2*b*c^2*q*r*x^3+1464*a^2*b*c^2*r^4*x+504*a^2*b*c^2*r^3*x^2-43416*a^2*b*c^2*r^2 *x^3+2032*a^2*b*c*g^4*r*x+15672*a^2*b*c*g^4*x^2+13096*a^2*b*c*g^3*p*r*x+93696*a ^2*b*c*g^3*p*x^2+7312*a^2*b*c*g^3*q*r*x+62856*a^2*b*c*g^3*q*x^2+12668*a^2*b*c*g ^3*r^2*x+138624*a^2*b*c*g^3*r*x^2+114656*a^2*b*c*g^3*x^3+18088*a^2*b*c*g^2*p^2* r*x+118104*a^2*b*c*g^2*p^2*x^2+22240*a^2*b*c*g^2*p*q*r*x+174144*a^2*b*c*g^2*p*q *x^2+29240*a^2*b*c*g^2*p*r^2*x+278348*a^2*b*c*g^2*p*r*x^2+179904*a^2*b*c*g^2*p* x^3+5624*a^2*b*c*g^2*q^2*r*x+56520*a^2*b*c*g^2*q^2*x^2+19072*a^2*b*c*g^2*q*r^2* x+219848*a^2*b*c*g^2*q*r*x^2+179424*a^2*b*c*g^2*q*x^3+10480*a^2*b*c*g^2*r^3*x+ 110924*a^2*b*c*g^2*r^2*x^2+82304*a^2*b*c*g^2*r*x^3+8608*a^2*b*c*g*p^3*r*x+49800 *a^2*b*c*g*p^3*x^2+16176*a^2*b*c*g*p^2*q*r*x+114384*a^2*b*c*g*p^2*q*x^2+19148*a ^2*b*c*g*p^2*r^2*x+147580*a^2*b*c*g*p^2*r*x^2+74400*a^2*b*c*g*p^2*x^3+9104*a^2* b*c*g*p*q^2*r*x+81384*a^2*b*c*g*p*q^2*x^2+24144*a^2*b*c*g*p*q*r^2*x+236996*a^2* b*c*g*p*q*r*x^2+146048*a^2*b*c*g*p*q*x^3+12752*a^2*b*c*g*p*r^3*x+88856*a^2*b*c* g*p*r^2*x^2+4652*a^2*b*c*g*p*r*x^3+1296*a^2*b*c*g*q^3*r*x+16656*a^2*b*c*g*q^3*x ^2+7048*a^2*b*c*g*q^2*r^2*x+91632*a^2*b*c*g*q^2*r*x^2+71792*a^2*b*c*g*q^2*x^3+ 7456*a^2*b*c*g*q*r^3*x+72544*a^2*b*c*g*q*r^2*x^2+6200*a^2*b*c*g*q*r*x^3+2336*a^ 2*b*c*g*r^4*x+2844*a^2*b*c*g*r^3*x^2-65988*a^2*b*c*g*r^2*x^3+1272*a^2*b*c*p^4*r *x+6264*a^2*b*c*p^4*x^2+3184*a^2*b*c*p^3*q*r*x+19536*a^2*b*c*p^3*q*x^2+3656*a^2 *b*c*p^3*r^2*x+21524*a^2*b*c*p^3*r*x^2+8160*a^2*b*c*p^3*x^3+2808*a^2*b*c*p^2*q^ 2*r*x+21888*a^2*b*c*p^2*q^2*x^2+6664*a^2*b*c*p^2*q*r^2*x+51624*a^2*b*c*p^2*q*r* x^2+23296*a^2*b*c*p^2*q*x^3+3568*a^2*b*c*p^2*r^3*x+14852*a^2*b*c*p^2*r^2*x^2-\ 10720*a^2*b*c*p^2*r*x^3+944*a^2*b*c*p*q^3*r*x+10080*a^2*b*c*p*q^3*x^2+3844*a^2* b*c*p*q^2*r^2*x+40532*a^2*b*c*p*q^2*r*x^2+22256*a^2*b*c*p*q^2*x^3+3904*a^2*b*c* p*q*r^3*x+23008*a^2*b*c*p*q*r^2*x^2-21108*a^2*b*c*p*q*r*x^3+1296*a^2*b*c*p*r^4* x-2228*a^2*b*c*p*r^3*x^2-33156*a^2*b*c*p*r^2*x^3+72*a^2*b*c*q^4*r*x+1464*a^2*b* c*q^4*x^2+640*a^2*b*c*q^3*r^2*x+10252*a^2*b*c*q^3*r*x^2+7120*a^2*b*c*q^3*x^3+ 932*a^2*b*c*q^2*r^3*x+8748*a^2*b*c*q^2*r^2*x^2-10844*a^2*b*c*q^2*r*x^3+504*a^2* b*c*q*r^4*x-2532*a^2*b*c*q*r^3*x^2-31548*a^2*b*c*q*r^2*x^3+112*a^2*b*c*r^5*x-\ 2256*a^2*b*c*r^4*x^2-10272*a^2*b*c*r^3*x^3+1384*a^2*b*g^4*p*r*x+9984*a^2*b*g^4* p*x^2+736*a^2*b*g^4*q*r*x+6240*a^2*b*g^4*q*x^2+1624*a^2*b*g^4*r^2*x+18908*a^2*b *g^4*r*x^2+17472*a^2*b*g^4*x^3+3396*a^2*b*g^3*p^2*r*x+22224*a^2*b*g^3*p^2*x^2+ 4168*a^2*b*g^3*p*q*r*x+32448*a^2*b*g^3*p*q*x^2+5902*a^2*b*g^3*p*r^2*x+59174*a^2 *b*g^3*p*r*x^2+41368*a^2*b*g^3*p*x^3+1016*a^2*b*g^3*q^2*r*x+10224*a^2*b*g^3*q^2 *x^2+3920*a^2*b*g^3*q*r^2*x+46418*a^2*b*g^3*q*r*x^2+41368*a^2*b*g^3*q*x^3+2282* a^2*b*g^3*r^3*x+27036*a^2*b*g^3*r^2*x^2+27422*a^2*b*g^3*r*x^3+2880*a^2*b*g^2*p^ 3*r*x+16560*a^2*b*g^2*p^3*x^2+5440*a^2*b*g^2*p^2*q*r*x+38256*a^2*b*g^2*p^2*q*x^ 2+6642*a^2*b*g^2*p^2*r^2*x+53044*a^2*b*g^2*p^2*r*x^2+28560*a^2*b*g^2*p^2*x^3+ 3000*a^2*b*g^2*p*q^2*r*x+27072*a^2*b*g^2*p*q^2*x^2+8468*a^2*b*g^2*p*q*r^2*x+ 85688*a^2*b*g^2*p*q*r*x^2+56880*a^2*b*g^2*p*q*x^3+4592*a^2*b*g^2*p*r^3*x+35620* a^2*b*g^2*p*r^2*x^2+11330*a^2*b*g^2*p*r*x^3+400*a^2*b*g^2*q^3*r*x+5376*a^2*b*g^ 2*q^3*x^2+2458*a^2*b*g^2*q^2*r^2*x+32944*a^2*b*g^2*q^2*r*x^2+28320*a^2*b*g^2*q^ 2*x^3+2748*a^2*b*g^2*q*r^3*x+29286*a^2*b*g^2*q*r^2*x^2+12090*a^2*b*g^2*q*r*x^3+ 870*a^2*b*g^2*r^4*x+2058*a^2*b*g^2*r^3*x^2-22326*a^2*b*g^2*r^2*x^3+996*a^2*b*g* p^4*r*x+4848*a^2*b*g*p^4*x^2+2496*a^2*b*g*p^3*q*r*x+15240*a^2*b*g*p^3*q*x^2+ 2908*a^2*b*g*p^3*r^2*x+17522*a^2*b*g*p^3*r*x^2+7024*a^2*b*g*p^3*x^3+2140*a^2*b* g*p^2*q^2*r*x+17064*a^2*b*g*p^2*q^2*x^2+5300*a^2*b*g*p^2*q*r^2*x+42408*a^2*b*g* p^2*q*r*x^2+20480*a^2*b*g*p^2*q*x^3+2864*a^2*b*g*p^2*r^3*x+13162*a^2*b*g*p^2*r^ 2*x^2-6222*a^2*b*g*p^2*r*x^3+672*a^2*b*g*p*q^3*r*x+7728*a^2*b*g*p*q^3*x^2+2958* a^2*b*g*p*q^2*r^2*x+33178*a^2*b*g*p*q^2*r*x^2+19960*a^2*b*g*p*q^2*x^3+3120*a^2* b*g*p*q*r^3*x+20600*a^2*b*g*p*q*r^2*x^2-12278*a^2*b*g*p*q*r*x^3+1036*a^2*b*g*p* r^4*x-1324*a^2*b*g*p*r^3*x^2-26886*a^2*b*g*p*r^2*x^3+44*a^2*b*g*q^4*r*x+1056*a^ 2*b*g*q^4*x^2+468*a^2*b*g*q^3*r^2*x+8202*a^2*b*g*q^3*r*x^2+6504*a^2*b*g*q^3*x^3 +710*a^2*b*g*q^2*r^3*x+7734*a^2*b*g*q^2*r^2*x^2-6284*a^2*b*g*q^2*r*x^3+384*a^2* b*g*q*r^4*x-1838*a^2*b*g*q*r^3*x^2-26082*a^2*b*g*q*r^2*x^3+84*a^2*b*g*r^5*x-\ 1932*a^2*b*g*r^4*x^2-9512*a^2*b*g*r^3*x^3+108*a^2*b*p^5*r*x+432*a^2*b*p^5*x^2+ 360*a^2*b*p^4*q*r*x+1788*a^2*b*p^4*q*x^2+392*a^2*b*p^4*r^2*x+1718*a^2*b*p^4*r*x ^2+464*a^2*b*p^4*x^3+432*a^2*b*p^3*q^2*r*x+2832*a^2*b*p^3*q^2*x^2+996*a^2*b*p^3 *q*r^2*x+5772*a^2*b*p^3*q*r*x^2+1856*a^2*b*p^3*q*x^3+516*a^2*b*p^3*r^3*x+1320*a ^2*b*p^3*r^2*x^2-1750*a^2*b*p^3*r*x^3+216*a^2*b*p^2*q^3*r*x+2088*a^2*b*p^2*q^3* x^2+834*a^2*b*p^2*q^2*r^2*x+7008*a^2*b*p^2*q^2*r*x^2+2784*a^2*b*p^2*q^2*x^3+876 *a^2*b*p^2*q*r^3*x+3120*a^2*b*p^2*q*r^2*x^2-5250*a^2*b*p^2*q*r*x^3+288*a^2*b*p^ 2*r^4*x-612*a^2*b*p^2*r^3*x^2-5046*a^2*b*p^2*r^2*x^3+36*a^2*b*p*q^4*r*x+672*a^2 *b*p*q^4*x^2+248*a^2*b*p*q^3*r^2*x+3572*a^2*b*p*q^3*r*x^2+1856*a^2*b*p*q^3*x^3+ 384*a^2*b*p*q^2*r^3*x+2280*a^2*b*p*q^2*r^2*x^2-5250*a^2*b*p*q^2*r*x^3+240*a^2*b *p*q*r^4*x-1298*a^2*b*p*q*r^3*x^2-10092*a^2*b*p*q*r^2*x^3+56*a^2*b*p*r^5*x-696* a^2*b*p*r^4*x^2-2016*a^2*b*p*r^3*x^3+60*a^2*b*q^5*x^2+18*a^2*b*q^4*r^2*x+618*a^ 2*b*q^4*r*x^2+464*a^2*b*q^4*x^3+24*a^2*b*q^3*r^3*x+480*a^2*b*q^3*r^2*x^2-1750*a ^2*b*q^3*r*x^3+6*a^2*b*q^2*r^4*x-686*a^2*b*q^2*r^3*x^2-5046*a^2*b*q^2*r^2*x^3-\ 612*a^2*b*q*r^4*x^2-2016*a^2*b*q*r^3*x^3-60*a^2*b*r^5*x^2+520*a^2*b*r^4*x^3+ 4224*a^2*c^6*x^2+2560*a^2*c^5*g*r*x+31104*a^2*c^5*g*x^2+704*a^2*c^5*p*r*x+13824 *a^2*c^5*p*x^2+5952*a^2*c^5*q*x^2+352*a^2*c^5*r^2*x+12096*a^2*c^5*r*x^2+10240*a ^2*c^5*x^3+6656*a^2*c^4*g^2*r*x+61824*a^2*c^4*g^2*x^2+7872*a^2*c^4*g*p*r*x+ 75168*a^2*c^4*g*p*x^2+3904*a^2*c^4*g*q*r*x+46464*a^2*c^4*g*q*x^2+5920*a^2*c^4*g *r^2*x+78352*a^2*c^4*g*r*x^2+57792*a^2*c^4*g*x^3+1728*a^2*c^4*p^2*r*x+17088*a^2 *c^4*p^2*x^2+640*a^2*c^4*p*q*r*x+16128*a^2*c^4*p*q*x^2+2304*a^2*c^4*p*r^2*x+ 30512*a^2*c^4*p*r*x^2+20480*a^2*c^4*p*x^3+2784*a^2*c^4*q^2*x^2+320*a^2*c^4*q*r^ 2*x+13920*a^2*c^4*q*r*x^2+12416*a^2*c^4*q*x^3+832*a^2*c^4*r^3*x+9344*a^2*c^4*r^ 2*x^2+1936*a^2*c^4*r*x^3+6144*a^2*c^3*g^3*r*x+51360*a^2*c^3*g^3*x^2+14864*a^2*c ^3*g^2*p*r*x+118368*a^2*c^3*g^2*p*x^2+8288*a^2*c^3*g^2*q*r*x+79728*a^2*c^3*g^2* q*x^2+12152*a^2*c^3*g^2*r^2*x+136040*a^2*c^3*g^2*r*x^2+98336*a^2*c^3*g^2*x^3+ 9152*a^2*c^3*g*p^2*r*x+68208*a^2*c^3*g*p^2*x^2+8864*a^2*c^3*g*p*q*r*x+88128*a^2 *c^3*g*p*q*x^2+13464*a^2*c^3*g*p*r^2*x+134208*a^2*c^3*g*p*r*x^2+81056*a^2*c^3*g *p*x^3+2128*a^2*c^3*g*q^2*r*x+25728*a^2*c^3*g*q^2*x^2+6672*a^2*c^3*g*q*r^2*x+ 91536*a^2*c^3*g*q*r*x^2+69856*a^2*c^3*g*q*x^3+4696*a^2*c^3*g*r^3*x+43520*a^2*c^ 3*g*r^2*x^2+11008*a^2*c^3*g*r*x^3+1536*a^2*c^3*p^3*r*x+10176*a^2*c^3*p^3*x^2+ 1216*a^2*c^3*p^2*q*r*x+15264*a^2*c^3*p^2*q*x^2+3272*a^2*c^3*p^2*r^2*x+27624*a^2 *c^3*p^2*r*x^2+15360*a^2*c^3*p^2*x^3+144*a^2*c^3*p*q^2*r*x+5952*a^2*c^3*p*q^2*x ^2+1552*a^2*c^3*p*q*r^2*x+25872*a^2*c^3*p*q*r*x^2+18624*a^2*c^3*p*q*x^3+2352*a^ 2*c^3*p*r^3*x+16736*a^2*c^3*p*r^2*x^2+2904*a^2*c^3*p*r*x^3+432*a^2*c^3*q^3*x^2+ 72*a^2*c^3*q^2*r^2*x+4976*a^2*c^3*q^2*r*x^2+4352*a^2*c^3*q^2*x^3+560*a^2*c^3*q* r^3*x+7360*a^2*c^3*q*r^2*x^2-1064*a^2*c^3*q*r*x^3+576*a^2*c^3*r^4*x+2096*a^2*c^ 3*r^3*x^2-7192*a^2*c^3*r^2*x^3+2432*a^2*c^2*g^4*r*x+19224*a^2*c^2*g^4*x^2+10288 *a^2*c^2*g^3*p*r*x+75864*a^2*c^2*g^3*p*x^2+5904*a^2*c^2*g^3*q*r*x+52320*a^2*c^2 *g^3*q*x^2+9024*a^2*c^2*g^3*r^2*x+96436*a^2*c^2*g^3*r*x^2+71760*a^2*c^2*g^3*x^3 +11952*a^2*c^2*g^2*p^2*r*x+79896*a^2*c^2*g^2*p^2*x^2+13536*a^2*c^2*g^2*p*q*r*x+ 113376*a^2*c^2*g^2*p*q*x^2+18548*a^2*c^2*g^2*p*r^2*x+169864*a^2*c^2*g^2*p*r*x^2 +101328*a^2*c^2*g^2*p*x^3+3480*a^2*c^2*g^2*q^2*r*x+36216*a^2*c^2*g^2*q^2*x^2+ 10928*a^2*c^2*g^2*q*r^2*x+128468*a^2*c^2*g^2*q*r*x^2+96976*a^2*c^2*g^2*q*x^3+ 6644*a^2*c^2*g^2*r^3*x+60148*a^2*c^2*g^2*r^2*x^2+25872*a^2*c^2*g^2*r*x^3+4952*a ^2*c^2*g*p^3*r*x+29040*a^2*c^2*g*p^3*x^2+7136*a^2*c^2*g*p^2*q*r*x+57816*a^2*c^2 *g*p^2*q*x^2+10936*a^2*c^2*g*p^2*r^2*x+81788*a^2*c^2*g*p^2*r*x^2+40704*a^2*c^2* g*p^2*x^3+3344*a^2*c^2*g*p*q^2*r*x+35712*a^2*c^2*g*p*q^2*x^2+10208*a^2*c^2*g*p* q*r^2*x+110124*a^2*c^2*g*p*q*r*x^2+68096*a^2*c^2*g*p*q*x^3+7680*a^2*c^2*g*p*r^3 *x+48612*a^2*c^2*g*p*r^2*x^2-168*a^2*c^2*g*p*r*x^3+480*a^2*c^2*g*q^3*r*x+6480*a ^2*c^2*g*q^3*x^2+2464*a^2*c^2*g*q^2*r^2*x+36580*a^2*c^2*g*q^2*r*x^2+28176*a^2*c ^2*g*q^2*x^3+3280*a^2*c^2*g*q*r^3*x+32248*a^2*c^2*g*q*r^2*x^2-2140*a^2*c^2*g*q* r*x^3+1688*a^2*c^2*g*r^4*x+3612*a^2*c^2*g*r^3*x^2-30884*a^2*c^2*g*r^2*x^3+592*a ^2*c^2*p^4*r*x+2952*a^2*c^2*p^4*x^2+736*a^2*c^2*p^3*q*r*x+6144*a^2*c^2*p^3*q*x^ 2+1720*a^2*c^2*p^3*r^2*x+10788*a^2*c^2*p^3*r*x^2+5120*a^2*c^2*p^3*x^3+192*a^2*c ^2*p^2*q^2*r*x+3864*a^2*c^2*p^2*q^2*x^2+1440*a^2*c^2*p^2*q*r^2*x+15432*a^2*c^2* p^2*q*r*x^2+9312*a^2*c^2*p^2*q*x^3+1808*a^2*c^2*p^2*r^3*x+9728*a^2*c^2*p^2*r^2* x^2+1452*a^2*c^2*p^2*r*x^3+672*a^2*c^2*p*q^3*x^2+224*a^2*c^2*p*q^2*r^2*x+5784*a ^2*c^2*p*q^2*r*x^2+4352*a^2*c^2*p*q^2*x^3+928*a^2*c^2*p*q*r^3*x+7920*a^2*c^2*p* q*r^2*x^2-1064*a^2*c^2*p*q*r*x^3+792*a^2*c^2*p*r^4*x+2088*a^2*c^2*p*r^3*x^2-\ 7192*a^2*c^2*p*r^2*x^3+520*a^2*c^2*q^3*r*x^2+160*a^2*c^2*q^3*x^3+80*a^2*c^2*q^2 *r^3*x+1208*a^2*c^2*q^2*r^2*x^2-2288*a^2*c^2*q^2*r*x^3+192*a^2*c^2*q*r^4*x+568* a^2*c^2*q*r^3*x^2-4700*a^2*c^2*q*r^2*x^3+112*a^2*c^2*r^5*x-120*a^2*c^2*r^4*x^2-\ 2064*a^2*c^2*r^3*x^3+352*a^2*c*g^5*r*x+2688*a^2*c*g^5*x^2+2856*a^2*c*g^4*p*r*x+ 20352*a^2*c*g^4*p*x^2+1640*a^2*c*g^4*q*r*x+13896*a^2*c*g^4*q*x^2+2760*a^2*c*g^4 *r^2*x+29802*a^2*c*g^4*r*x^2+23704*a^2*c*g^4*x^3+5460*a^2*c*g^3*p^2*r*x+34872*a ^2*c*g^3*p^2*x^2+6576*a^2*c*g^3*p*q*r*x+51264*a^2*c*g^3*p*q*x^2+8930*a^2*c*g^3* p*r^2*x+81166*a^2*c*g^3*p*r*x^2+50280*a^2*c*g^3*p*x^3+1712*a^2*c*g^3*q^2*r*x+ 16776*a^2*c*g^3*q^2*x^2+5676*a^2*c*g^3*q*r^2*x+63660*a^2*c*g^3*q*r*x^2+49896*a^ 2*c*g^3*q*x^3+3350*a^2*c*g^3*r^3*x+32168*a^2*c*g^3*r^2*x^2+21466*a^2*c*g^3*r*x^ 3+4116*a^2*c*g^2*p^3*r*x+22728*a^2*c*g^2*p^3*x^2+6976*a^2*c*g^2*p^2*q*r*x+49812 *a^2*c*g^2*p^2*q*x^2+9410*a^2*c*g^2*p^2*r^2*x+67476*a^2*c*g^2*p^2*r*x^2+33168*a ^2*c*g^2*p^2*x^3+3692*a^2*c*g^2*p*q^2*r*x+33936*a^2*c*g^2*p*q^2*x^2+10524*a^2*c *g^2*p*q*r^2*x+102098*a^2*c*g^2*p*q*r*x^2+62320*a^2*c*g^2*p*q*x^3+6728*a^2*c*g^ 2*p*r^3*x+42248*a^2*c*g^2*p*r^2*x^2+3616*a^2*c*g^2*p*r*x^3+544*a^2*c*g^2*q^3*r* x+6732*a^2*c*g^2*q^3*x^2+2892*a^2*c*g^2*q^2*r^2*x+37542*a^2*c*g^2*q^2*r*x^2+ 29272*a^2*c*g^2*q^2*x^3+3492*a^2*c*g^2*q*r^3*x+32410*a^2*c*g^2*q*r^2*x^2+4838*a ^2*c*g^2*q*r*x^3+1460*a^2*c*g^2*r^4*x+2836*a^2*c*g^2*r^3*x^2-27348*a^2*c*g^2*r^ 2*x^3+1204*a^2*c*g*p^4*r*x+5688*a^2*c*g*p^4*x^2+2360*a^2*c*g*p^3*q*r*x+15432*a^ 2*c*g*p^3*q*x^2+3556*a^2*c*g*p^3*r^2*x+20474*a^2*c*g*p^3*r*x^2+8416*a^2*c*g*p^3 *x^3+1636*a^2*c*g*p^2*q^2*r*x+14868*a^2*c*g*p^2*q^2*x^2+4908*a^2*c*g*p^2*q*r^2* x+40928*a^2*c*g*p^2*q*r*x^2+20384*a^2*c*g*p^2*q*x^3+3696*a^2*c*g*p^2*r^3*x+ 16822*a^2*c*g*p^2*r^2*x^2-3834*a^2*c*g*p^2*r*x^3+472*a^2*c*g*p*q^3*r*x+5856*a^2 *c*g*p*q^3*x^2+2198*a^2*c*g*p*q^2*r^2*x+26696*a^2*c*g*p*q^2*r*x^2+16184*a^2*c*g *p*q^2*x^3+3024*a^2*c*g*p*q*r^3*x+20356*a^2*c*g*p*q*r^2*x^2-9494*a^2*c*g*p*q*r* x^3+1540*a^2*c*g*p*r^4*x+1380*a^2*c*g*p*r^3*x^2-22964*a^2*c*g*p*r^2*x^3+36*a^2* c*g*q^4*r*x+732*a^2*c*g*q^4*x^2+320*a^2*c*g*q^3*r^2*x+5782*a^2*c*g*q^3*r*x^2+ 4216*a^2*c*g*q^3*x^3+566*a^2*c*g*q^2*r^3*x+6106*a^2*c*g*q^2*r^2*x^2-5926*a^2*c* g*q^2*r*x^3+492*a^2*c*g*q*r^4*x-130*a^2*c*g*q*r^3*x^2-19042*a^2*c*g*q*r^2*x^3+ 196*a^2*c*g*r^5*x-1068*a^2*c*g*r^4*x^2-7128*a^2*c*g*r^3*x^3+84*a^2*c*p^5*r*x+ 336*a^2*c*p^5*x^2+144*a^2*c*p^4*q*r*x+900*a^2*c*p^4*q*x^2+308*a^2*c*p^4*r^2*x+ 1546*a^2*c*p^4*r*x^2+640*a^2*c*p^4*x^3+60*a^2*c*p^3*q^2*r*x+792*a^2*c*p^3*q^2*x ^2+372*a^2*c*p^3*q*r^2*x+2988*a^2*c*p^3*q*r*x^2+1552*a^2*c*p^3*q*x^3+420*a^2*c* p^3*r^3*x+1848*a^2*c*p^3*r^2*x^2+242*a^2*c*p^3*r*x^3+228*a^2*c*p^2*q^3*x^2+94*a ^2*c*p^2*q^2*r^2*x+1648*a^2*c*p^2*q^2*r*x^2+1088*a^2*c*p^2*q^2*x^3+324*a^2*c*p^ 2*q*r^3*x+2120*a^2*c*p^2*q*r^2*x^2-266*a^2*c*p^2*q*r*x^3+252*a^2*c*p^2*r^4*x+ 520*a^2*c*p^2*r^3*x^2-1798*a^2*c*p^2*r^2*x^3+206*a^2*c*p*q^3*r*x^2+80*a^2*c*p*q ^3*x^3+40*a^2*c*p*q^2*r^3*x+388*a^2*c*p*q^2*r^2*x^2-1144*a^2*c*p*q^2*r*x^3+96*a ^2*c*p*q*r^4*x+14*a^2*c*p*q*r^3*x^2-2350*a^2*c*p*q*r^2*x^3+56*a^2*c*p*r^5*x-168 *a^2*c*p*r^4*x^2-1032*a^2*c*p*r^3*x^3-96*a^2*c*q^4*x^3-60*a^2*c*q^3*r^2*x^2-636 *a^2*c*q^3*r*x^3-180*a^2*c*q^2*r^3*x^2-972*a^2*c*q^2*r^2*x^3-180*a^2*c*q*r^4*x^ 2-312*a^2*c*q*r^3*x^3-60*a^2*c*r^5*x^2+120*a^2*c*r^4*x^3+244*a^2*g^5*p*r*x+1740 *a^2*g^5*p*x^2+136*a^2*g^5*q*r*x+1116*a^2*g^5*q*x^2+284*a^2*g^5*r^2*x+3278*a^2* g^5*r*x^2+2912*a^2*g^5*x^3+778*a^2*g^4*p^2*r*x+4920*a^2*g^4*p^2*x^2+972*a^2*g^4 *p*q*r*x+7296*a^2*g^4*p*q*x^2+1367*a^2*g^4*p*r^2*x+12986*a^2*g^4*p*r*x^2+8660*a ^2*g^4*p*x^3+252*a^2*g^4*q^2*r*x+2376*a^2*g^4*q^2*x^2+920*a^2*g^4*q*r^2*x+10285 *a^2*g^4*q*r*x^2+8660*a^2*g^4*q*x^3+549*a^2*g^4*r^3*x+5903*a^2*g^4*r^2*x^2+5520 *a^2*g^4*r*x^3+936*a^2*g^3*p^3*r*x+5052*a^2*g^3*p^3*x^2+1712*a^2*g^3*p^2*q*r*x+ 11568*a^2*g^3*p^2*q*x^2+2227*a^2*g^3*p^2*r^2*x+16156*a^2*g^3*p^2*r*x^2+8292*a^2 *g^3*p^2*x^3+948*a^2*g^3*p*q^2*r*x+8172*a^2*g^3*p*q^2*x^2+2726*a^2*g^3*p*q*r^2* x+25774*a^2*g^3*p*q*r*x^2+16392*a^2*g^3*p*q*x^3+1652*a^2*g^3*p*r^3*x+11102*a^2* g^3*p*r^2*x^2+3199*a^2*g^3*p*r*x^3+140*a^2*g^3*q^3*r*x+1656*a^2*g^3*q^3*x^2+796 *a^2*g^3*q^2*r^2*x+9858*a^2*g^3*q^2*r*x^2+8100*a^2*g^3*q^2*x^3+958*a^2*g^3*q*r^ 3*x+9123*a^2*g^3*q*r^2*x^2+3807*a^2*g^3*q*r*x^3+369*a^2*g^3*r^4*x+905*a^2*g^3*r ^3*x^2-6438*a^2*g^3*r^2*x^3+506*a^2*g^2*p^4*r*x+2304*a^2*g^2*p^4*x^2+1140*a^2*g ^2*p^3*q*r*x+6828*a^2*g^2*p^3*q*x^2+1530*a^2*g^2*p^3*r^2*x+8544*a^2*g^2*p^3*r*x ^2+3432*a^2*g^2*p^3*x^3+906*a^2*g^2*p^2*q^2*r*x+7224*a^2*g^2*p^2*q^2*x^2+2474*a ^2*g^2*p^2*q*r^2*x+19138*a^2*g^2*p^2*q*r*x^2+9376*a^2*g^2*p^2*q*x^3+1616*a^2*g^ 2*p^2*r^3*x+7146*a^2*g^2*p^2*r^2*x^2-1687*a^2*g^2*p^2*r*x^3+284*a^2*g^2*p*q^3*r *x+3120*a^2*g^2*p*q^3*x^2+1287*a^2*g^2*p*q^2*r^2*x+13954*a^2*g^2*p*q^2*r*x^2+ 8516*a^2*g^2*p*q^2*x^3+1576*a^2*g^2*p*q*r^3*x+10154*a^2*g^2*p*q*r^2*x^2-3295*a^ 2*g^2*p*q*r*x^3+676*a^2*g^2*p*r^4*x+340*a^2*g^2*p*r^3*x^2-10902*a^2*g^2*p*r^2*x ^3+22*a^2*g^2*q^4*r*x+420*a^2*g^2*q^4*x^2+206*a^2*g^2*q^3*r^2*x+3285*a^2*g^2*q^ 3*r*x^2+2572*a^2*g^2*q^3*x^3+353*a^2*g^2*q^2*r^3*x+3540*a^2*g^2*q^2*r^2*x^2-\ 1798*a^2*g^2*q^2*r*x^3+258*a^2*g^2*q*r^4*x-122*a^2*g^2*q*r^3*x^2-9564*a^2*g^2*q *r^2*x^3+84*a^2*g^2*r^5*x-636*a^2*g^2*r^4*x^2-3916*a^2*g^2*r^3*x^3+96*a^2*g*p^5 *r*x+384*a^2*g*p^5*x^2+252*a^2*g*p^4*q*r*x+1344*a^2*g*p^4*q*x^2+350*a^2*g*p^4*r ^2*x+1632*a^2*g*p^4*r*x^2+552*a^2*g*p^4*x^3+246*a^2*g*p^3*q^2*r*x+1812*a^2*g*p^ 3*q^2*x^2+684*a^2*g*p^3*q*r^2*x+4380*a^2*g*p^3*q*r*x^2+1704*a^2*g*p^3*q*x^3+468 *a^2*g*p^3*r^3*x+1584*a^2*g*p^3*r^2*x^2-754*a^2*g*p^3*r*x^3+108*a^2*g*p^2*q^3*r *x+1158*a^2*g*p^2*q^3*x^2+464*a^2*g*p^2*q^2*r^2*x+4328*a^2*g*p^2*q^2*r*x^2+1936 *a^2*g*p^2*q^2*x^3+600*a^2*g*p^2*q*r^3*x+2620*a^2*g*p^2*q*r^2*x^2-2758*a^2*g*p^ 2*q*r*x^3+270*a^2*g*p^2*r^4*x-46*a^2*g*p^2*r^3*x^2-3422*a^2*g*p^2*r^2*x^3+18*a^ 2*g*p*q^4*r*x+336*a^2*g*p*q^4*x^2+124*a^2*g*p*q^3*r^2*x+1889*a^2*g*p*q^3*r*x^2+ 968*a^2*g*p*q^3*x^3+212*a^2*g*p*q^2*r^3*x+1334*a^2*g*p*q^2*r^2*x^2-3197*a^2*g*p *q^2*r*x^3+168*a^2*g*p*q*r^4*x-642*a^2*g*p*q*r^3*x^2-6221*a^2*g*p*q*r^2*x^3+56* a^2*g*p*r^5*x-432*a^2*g*p*r^4*x^2-1524*a^2*g*p*r^3*x^3+30*a^2*g*q^5*x^2+9*a^2*g *q^4*r^2*x+309*a^2*g*q^4*r*x^2+184*a^2*g*q^4*x^3+12*a^2*g*q^3*r^3*x+210*a^2*g*q ^3*r^2*x^2-1193*a^2*g*q^3*r*x^3+3*a^2*g*q^2*r^4*x-433*a^2*g*q^2*r^3*x^2-3009*a^ 2*g*q^2*r^2*x^3-396*a^2*g*q*r^4*x^2-1164*a^2*g*q*r^3*x^3-60*a^2*g*r^5*x^2+320*a ^2*g*r^4*x^3+384*a*b^6*c*x^2+192*a*b^6*p*x^2+320*a*b^6*r*x^2+896*a*b^6*x^3+256* a*b^5*c^2*r*x+4608*a*b^5*c^2*x^2+192*a*b^5*c*g*r*x+3840*a*b^5*c*g*x^2+192*a*b^5 *c*p*r*x+4224*a*b^5*c*p*x^2+1728*a*b^5*c*q*x^2+96*a*b^5*c*r^2*x+5664*a*b^5*c*r* x^2+8960*a*b^5*c*x^3+96*a*b^5*g*p*r*x+2112*a*b^5*g*p*x^2+672*a*b^5*g*q*x^2+96*a *b^5*g*r^2*x+3856*a*b^5*g*r*x^2+6720*a*b^5*g*x^3+32*a*b^5*p^2*r*x+960*a*b^5*p^2 *x^2+960*a*b^5*p*q*x^2+16*a*b^5*p*r^2*x+2400*a*b^5*p*r*x^2+3136*a*b^5*p*x^3+ 1328*a*b^5*q*r*x^2+3136*a*b^5*q*x^3-16*a*b^5*r^3*x+912*a*b^5*r^2*x^2+1952*a*b^5 *r*x^3+2176*a*b^4*c^3*r*x+21504*a*b^4*c^3*x^2+3136*a*b^4*c^2*g*r*x+34368*a*b^4* c^2*g*x^2+2752*a*b^4*c^2*p*r*x+28032*a*b^4*c^2*p*x^2+896*a*b^4*c^2*q*r*x+15936* a*b^4*c^2*q*x^2+1856*a*b^4*c^2*r^2*x+33984*a*b^4*c^2*r*x^2+36608*a*b^4*c^2*x^3+ 1056*a*b^4*c*g^2*r*x+12480*a*b^4*c*g^2*x^2+2976*a*b^4*c*g*p*r*x+32928*a*b^4*c*g *p*x^2+896*a*b^4*c*g*q*r*x+17568*a*b^4*c*g*q*x^2+2352*a*b^4*c*g*r^2*x+46384*a*b ^4*c*g*r*x^2+55040*a*b^4*c*g*x^3+1088*a*b^4*c*p^2*r*x+11712*a*b^4*c*p^2*x^2+768 *a*b^4*c*p*q*r*x+14592*a*b^4*c*p*q*x^2+1280*a*b^4*c*p*r^2*x+26352*a*b^4*c*p*r*x ^2+24320*a*b^4*c*p*x^3+2880*a*b^4*c*q^2*x^2+384*a*b^4*c*q*r^2*x+17568*a*b^4*c*q *r*x^2+24320*a*b^4*c*q*x^3+128*a*b^4*c*r^3*x+8560*a*b^4*c*r^2*x^2+9184*a*b^4*c* r*x^3+608*a*b^4*g^2*p*r*x+7200*a*b^4*g^2*p*x^2+160*a*b^4*g^2*q*r*x+3264*a*b^4*g ^2*q*x^2+680*a*b^4*g^2*r^2*x+13568*a*b^4*g^2*r*x^2+18368*a*b^4*g^2*x^3+672*a*b^ 4*g*p^2*r*x+7584*a*b^4*g*p^2*x^2+480*a*b^4*g*p*q*r*x+9216*a*b^4*g*p*q*x^2+912*a *b^4*g*p*r^2*x+19512*a*b^4*g*p*r*x^2+19456*a*b^4*g*p*x^3+1632*a*b^4*g*q^2*x^2+ 336*a*b^4*g*q*r^2*x+12960*a*b^4*g*q*r*x^2+19456*a*b^4*g*q*x^3+160*a*b^4*g*r^3*x +7784*a*b^4*g*r^2*x^2+11784*a*b^4*g*r*x^3+128*a*b^4*p^3*r*x+1536*a*b^4*p^3*x^2+ 128*a*b^4*p^2*q*r*x+3072*a*b^4*p^2*q*x^2+184*a*b^4*p^2*r^2*x+4728*a*b^4*p^2*r*x ^2+3680*a*b^4*p^2*x^3+1536*a*b^4*p*q^2*x^2+64*a*b^4*p*q*r^2*x+6576*a*b^4*p*q*r* x^2+7360*a*b^4*p*q*x^3+2576*a*b^4*p*r^2*x^2+904*a*b^4*p*r*x^3+1848*a*b^4*q^2*r* x^2+3680*a*b^4*q^2*x^3-64*a*b^4*q*r^3*x+1576*a*b^4*q*r^2*x^2+904*a*b^4*q*r*x^3-\ 48*a*b^4*r^4*x-296*a*b^4*r^3*x^2-3560*a*b^4*r^2*x^3+5760*a*b^3*c^4*r*x+45312*a* b^3*c^4*x^2+12928*a*b^3*c^3*g*r*x+109632*a*b^3*c^3*g*x^2+9856*a*b^3*c^3*p*r*x+ 76224*a*b^3*c^3*p*x^2+4864*a*b^3*c^3*q*r*x+51072*a*b^3*c^3*q*x^2+7392*a*b^3*c^3 *r^2*x+89664*a*b^3*c^3*r*x^2+76032*a*b^3*c^3*x^3+9024*a*b^3*c^2*g^2*r*x+80928*a *b^3*c^2*g^2*x^2+18016*a*b^3*c^2*g*p*r*x+148032*a*b^3*c^2*g*p*x^2+8192*a*b^3*c^ 2*g*q*r*x+93792*a*b^3*c^2*g*q*x^2+14288*a*b^3*c^2*g*r^2*x+187600*a*b^3*c^2*g*r* x^2+172352*a*b^3*c^2*g*x^3+5984*a*b^3*c^2*p^2*r*x+46080*a*b^3*c^2*p^2*x^2+6400* a*b^3*c^2*p*q*r*x+65664*a*b^3*c^2*p*q*x^2+8160*a*b^3*c^2*p*r^2*x+99776*a*b^3*c^ 2*p*r*x^2+73088*a*b^3*c^2*p*x^3+992*a*b^3*c^2*q^2*r*x+18816*a*b^3*c^2*q^2*x^2+ 4192*a*b^3*c^2*q*r^2*x+75360*a*b^3*c^2*q*r*x^2+73856*a*b^3*c^2*q*x^3+1792*a*b^3 *c^2*r^3*x+31168*a*b^3*c^2*r^2*x^2+17808*a*b^3*c^2*r*x^3+2000*a*b^3*c*g^3*r*x+ 18720*a*b^3*c*g^3*x^2+9216*a*b^3*c*g^2*p*r*x+79488*a*b^3*c*g^2*p*x^2+3904*a*b^3 *c*g^2*q*r*x+47328*a*b^3*c*g^2*q*x^2+8256*a*b^3*c*g^2*r^2*x+115464*a*b^3*c*g^2* r*x^2+117344*a*b^3*c*g^2*x^3+7936*a*b^3*c*g*p^2*r*x+63552*a*b^3*c*g*p^2*x^2+ 7968*a*b^3*c*g*p*q*r*x+87360*a*b^3*c*g*p*q*x^2+11368*a*b^3*c*g*p*r^2*x+147976*a *b^3*c*g*p*r*x^2+116192*a*b^3*c*g*p*x^3+1104*a*b^3*c*g*q^2*r*x+23424*a*b^3*c*g* q^2*x^2+5680*a*b^3*c*g*q*r^2*x+108880*a*b^3*c*g*q*r*x^2+116576*a*b^3*c*g*q*x^3+ 2824*a*b^3*c*g*r^3*x+53336*a*b^3*c*g*r^2*x^2+48616*a*b^3*c*g*r*x^3+1552*a*b^3*c *p^3*r*x+11856*a*b^3*c*p^3*x^2+2528*a*b^3*c*p^2*q*r*x+26352*a*b^3*c*p^2*q*x^2+ 2912*a*b^3*c*p^2*r^2*x+35048*a*b^3*c*p^2*r*x^2+21632*a*b^3*c*p^2*x^3+912*a*b^3* c*p*q^2*r*x+16752*a*b^3*c*p*q^2*x^2+2848*a*b^3*c*p*q*r^2*x+54096*a*b^3*c*p*q*r* x^2+43648*a*b^3*c*p*q*x^3+1168*a*b^3*c*p*r^3*x+18728*a*b^3*c*p*r^2*x^2+360*a*b^ 3*c*p*r*x^3+2256*a*b^3*c*q^3*x^2+456*a*b^3*c*q^2*r^2*x+18568*a*b^3*c*q^2*r*x^2+ 22016*a*b^3*c*q^2*x^3+192*a*b^3*c*q*r^3*x+12904*a*b^3*c*q*r^2*x^2-856*a*b^3*c*q *r*x^3-96*a*b^3*c*r^4*x-1528*a*b^3*c*r^3*x^2-21504*a*b^3*c*r^2*x^3+1240*a*b^3*g ^3*p*r*x+11160*a*b^3*g^3*p*x^2+480*a*b^3*g^3*q*r*x+5880*a*b^3*g^3*q*x^2+1452*a* b^3*g^3*r^2*x+21260*a*b^3*g^3*r*x^2+24640*a*b^3*g^3*x^3+2200*a*b^3*g^2*p^2*r*x+ 18432*a*b^3*g^2*p^2*x^2+2128*a*b^3*g^2*p*q*r*x+24384*a*b^3*g^2*p*q*x^2+3468*a*b ^3*g^2*p*r^2*x+48492*a*b^3*g^2*p*r*x^2+41872*a*b^3*g^2*p*x^3+256*a*b^3*g^2*q^2* r*x+5952*a*b^3*g^2*q^2*x^2+1776*a*b^3*g^2*q*r^2*x+35016*a*b^3*g^2*q*r*x^2+41872 *a*b^3*g^2*q*x^3+1004*a*b^3*g^2*r^3*x+20640*a*b^3*g^2*r^2*x^2+26432*a*b^3*g^2*r *x^3+1112*a*b^3*g*p^3*r*x+8616*a*b^3*g*p^3*x^2+1760*a*b^3*g*p^2*q*r*x+18888*a*b ^3*g*p^2*q*x^2+2196*a*b^3*g*p^2*r^2*x+27388*a*b^3*g*p^2*r*x^2+18032*a*b^3*g*p^2 *x^3+616*a*b^3*g*p*q^2*r*x+11736*a*b^3*g*p*q^2*x^2+2144*a*b^3*g*p*q*r^2*x+41808 *a*b^3*g*p*q*r*x^2+36256*a*b^3*g*p*q*x^3+992*a*b^3*g*p*r^3*x+16556*a*b^3*g*p*r^ 2*x^2+5932*a*b^3*g*p*r*x^3+1464*a*b^3*g*q^3*x^2+376*a*b^3*g*q^2*r^2*x+14180*a*b ^3*g*q^2*r*x^2+18224*a*b^3*g*q^2*x^3+240*a*b^3*g*q*r^3*x+11728*a*b^3*g*q*r^2*x^ 2+5324*a*b^3*g*q*r*x^3-40*a*b^3*g*r^4*x-708*a*b^3*g*r^3*x^2-16216*a*b^3*g*r^2*x ^3+152*a*b^3*p^4*r*x+1104*a*b^3*p^4*x^2+304*a*b^3*p^3*q*r*x+3312*a*b^3*p^3*q*x^ 2+356*a*b^3*p^3*r^2*x+3904*a*b^3*p^3*r*x^2+1936*a*b^3*p^3*x^3+152*a*b^3*p^2*q^2 *r*x+3312*a*b^3*p^2*q^2*x^2+432*a*b^3*p^2*q*r^2*x+8988*a*b^3*p^2*q*r*x^2+5808*a *b^3*p^2*q*x^3+204*a*b^3*p^2*r^3*x+2520*a*b^3*p^2*r^2*x^2-2048*a*b^3*p^2*r*x^3+ 1104*a*b^3*p*q^3*x^2+76*a*b^3*p*q^2*r^2*x+6264*a*b^3*p*q^2*r*x^2+5808*a*b^3*p*q ^2*x^3+3420*a*b^3*p*q*r^2*x^2-4096*a*b^3*p*q*r*x^3-24*a*b^3*p*r^4*x-736*a*b^3*p *r^3*x^2-7872*a*b^3*p*r^2*x^3+1180*a*b^3*q^3*r*x^2+1936*a*b^3*q^3*x^3-76*a*b^3* q^2*r^3*x+900*a*b^3*q^2*r^2*x^2-2048*a*b^3*q^2*r*x^3-96*a*b^3*q*r^4*x-924*a*b^3 *q*r^3*x^2-7872*a*b^3*q*r^2*x^3-24*a*b^3*r^5*x-456*a*b^3*r^4*x^2-2640*a*b^3*r^3 *x^3+6016*a*b^2*c^5*r*x+43776*a*b^2*c^5*x^2+19456*a*b^2*c^4*g*r*x+149376*a*b^2* c^4*g*x^2+12800*a*b^2*c^4*p*r*x+90240*a*b^2*c^4*p*x^2+7808*a*b^2*c^4*q*r*x+ 66432*a*b^2*c^4*q*x^2+10144*a*b^2*c^4*r^2*x+104096*a*b^2*c^4*r*x^2+76928*a*b^2* c^4*x^3+21760*a*b^2*c^3*g^2*r*x+173664*a*b^2*c^3*g^2*x^2+35520*a*b^2*c^3*g*p*r* x+260064*a*b^2*c^3*g*p*x^2+19904*a*b^2*c^3*g*q*r*x+181056*a*b^2*c^3*g*q*x^2+ 28768*a*b^2*c^3*g*r^2*x+312640*a*b^2*c^3*g*r*x^2+245696*a*b^2*c^3*g*x^3+10272*a *b^2*c^3*p^2*r*x+71040*a*b^2*c^3*p^2*x^2+13568*a*b^2*c^3*p*q*r*x+110016*a*b^2*c ^3*p*q*x^2+14896*a*b^2*c^3*p*r^2*x+148720*a*b^2*c^3*p*r*x^2+94656*a*b^2*c^3*p*x ^3+3296*a*b^2*c^3*q^2*r*x+37440*a*b^2*c^3*q^2*x^2+9984*a*b^2*c^3*q*r^2*x+124688 *a*b^2*c^3*q*r*x^2+99008*a*b^2*c^3*q*x^3+4080*a*b^2*c^3*r^3*x+46112*a*b^2*c^3*r ^2*x^2+13680*a*b^2*c^3*r*x^3+10176*a*b^2*c^2*g^3*r*x+83520*a*b^2*c^2*g^3*x^2+ 31808*a*b^2*c^2*g^2*p*r*x+240000*a*b^2*c^2*g^2*p*x^2+16704*a*b^2*c^2*g^2*q*r*x+ 159744*a*b^2*c^2*g^2*q*x^2+27152*a*b^2*c^2*g^2*r^2*x+310904*a*b^2*c^2*g^2*r*x^2 +263040*a*b^2*c^2*g^2*x^3+23040*a*b^2*c^2*g*p^2*r*x+161616*a*b^2*c^2*g*p^2*x^2+ 28000*a*b^2*c^2*g*p*q*r*x+239424*a*b^2*c^2*g*p*q*x^2+34168*a*b^2*c^2*g*p*r^2*x+ 355128*a*b^2*c^2*g*p*r*x^2+239072*a*b^2*c^2*g*p*x^3+6144*a*b^2*c^2*g*q^2*r*x+ 76080*a*b^2*c^2*g*q^2*x^2+21168*a*b^2*c^2*g*q*r^2*x+282296*a*b^2*c^2*g*q*r*x^2+ 242208*a*b^2*c^2*g*q*x^3+9848*a*b^2*c^2*g*r^3*x+121440*a*b^2*c^2*g*r^2*x^2+ 68696*a*b^2*c^2*g*r*x^3+4016*a*b^2*c^2*p^3*r*x+26880*a*b^2*c^2*p^3*x^2+8160*a*b ^2*c^2*p^2*q*r*x+64368*a*b^2*c^2*p^2*q*x^2+8152*a*b^2*c^2*p^2*r^2*x+76024*a*b^2 *c^2*p^2*r*x^2+40480*a*b^2*c^2*p^2*x^3+4464*a*b^2*c^2*p*q^2*r*x+47040*a*b^2*c^2 *p*q^2*x^2+10864*a*b^2*c^2*p*q*r^2*x+129784*a*b^2*c^2*p*q*r*x^2+84928*a*b^2*c^2 *p*q*x^3+4288*a*b^2*c^2*p*r^3*x+39640*a*b^2*c^2*p*r^2*x^2-9584*a*b^2*c^2*p*r*x^ 3+448*a*b^2*c^2*q^3*r*x+9264*a*b^2*c^2*q^3*x^2+2896*a*b^2*c^2*q^2*r^2*x+51608*a *b^2*c^2*q^2*r*x^2+44736*a*b^2*c^2*q^2*x^3+2224*a*b^2*c^2*q*r^3*x+32664*a*b^2*c ^2*q*r^2*x^2-9640*a*b^2*c^2*q*r*x^3+312*a*b^2*c^2*r^4*x-2520*a*b^2*c^2*r^3*x^2-\ 43416*a*b^2*c^2*r^2*x^3+1704*a*b^2*c*g^4*r*x+14280*a*b^2*c*g^4*x^2+10832*a*b^2* c*g^3*p*r*x+83736*a*b^2*c*g^3*p*x^2+5360*a*b^2*c*g^3*q*r*x+52896*a*b^2*c*g^3*q* x^2+10292*a*b^2*c*g^3*r^2*x+123624*a*b^2*c*g^3*r*x^2+114656*a*b^2*c*g^3*x^3+ 14600*a*b^2*c*g^2*p^2*r*x+104664*a*b^2*c*g^2*p^2*x^2+16848*a*b^2*c*g^2*p*q*r*x+ 150144*a*b^2*c*g^2*p*q*x^2+22616*a*b^2*c*g^2*p*r^2*x+247936*a*b^2*c*g^2*p*r*x^2 +179424*a*b^2*c*g^2*p*x^3+3400*a*b^2*c*g^2*q^2*r*x+45000*a*b^2*c*g^2*q^2*x^2+ 13560*a*b^2*c*g^2*q*r^2*x+191236*a*b^2*c*g^2*q*r*x^2+179904*a*b^2*c*g^2*q*x^3+ 6968*a*b^2*c*g^2*r^3*x+95572*a*b^2*c*g^2*r^2*x^2+82304*a*b^2*c*g^2*r*x^3+6440*a *b^2*c*g*p^3*r*x+42576*a*b^2*c*g*p^3*x^2+12160*a*b^2*c*g*p^2*q*r*x+98808*a*b^2* c*g*p^2*q*x^2+13428*a*b^2*c*g*p^2*r^2*x+127380*a*b^2*c*g*p^2*r*x^2+71792*a*b^2* c*g*p^2*x^3+6104*a*b^2*c*g*p*q^2*r*x+68880*a*b^2*c*g*p*q^2*x^2+16576*a*b^2*c*g* p*q*r^2*x+207772*a*b^2*c*g*p*q*r*x^2+146048*a*b^2*c*g*p*q*x^3+7432*a*b^2*c*g*p* r^3*x+73832*a*b^2*c*g*p*r^2*x^2+6200*a*b^2*c*g*p*r*x^3+528*a*b^2*c*g*q^3*r*x+ 12504*a*b^2*c*g*q^3*x^2+4140*a*b^2*c*g*q^2*r^2*x+78716*a*b^2*c*g*q^2*r*x^2+ 74400*a*b^2*c*g*q^2*x^3+3664*a*b^2*c*g*q*r^3*x+58204*a*b^2*c*g*q*r^2*x^2+4652*a *b^2*c*g*q*r*x^3+688*a*b^2*c*g*r^4*x-1260*a*b^2*c*g*r^3*x^2-65988*a*b^2*c*g*r^2 *x^3+808*a*b^2*c*p^4*r*x+4968*a*b^2*c*p^4*x^2+2112*a*b^2*c*p^3*q*r*x+16032*a*b^ 2*c*p^3*q*x^2+2100*a*b^2*c*p^3*r^2*x+16832*a*b^2*c*p^3*r*x^2+7120*a*b^2*c*p^3*x ^3+1760*a*b^2*c*p^2*q^2*r*x+18144*a*b^2*c*p^2*q^2*x^2+3904*a*b^2*c*p^2*q*r^2*x+ 42832*a*b^2*c*p^2*q*r*x^2+22256*a*b^2*c*p^2*q*x^3+1652*a*b^2*c*p^2*r^3*x+10512* a*b^2*c*p^2*r^2*x^2-10844*a*b^2*c*p^2*r*x^3+432*a*b^2*c*p*q^3*r*x+7920*a*b^2*c* p*q^3*x^2+1944*a*b^2*c*p*q^2*r^2*x+34392*a*b^2*c*p*q^2*r*x^2+23296*a*b^2*c*p*q^ 2*x^3+1504*a*b^2*c*p*q*r^3*x+17204*a*b^2*c*p*q*r^2*x^2-21108*a*b^2*c*p*q*r*x^3+ 312*a*b^2*c*p*r^4*x-3084*a*b^2*c*p*r^3*x^2-31548*a*b^2*c*p*r^2*x^3+840*a*b^2*c* q^4*x^2+216*a*b^2*c*q^3*r^2*x+8212*a*b^2*c*q^3*r*x^2+8160*a*b^2*c*q^3*x^3+88*a* b^2*c*q^2*r^3*x+5884*a*b^2*c*q^2*r^2*x^2-10720*a*b^2*c*q^2*r*x^3-144*a*b^2*c*q* r^4*x-3964*a*b^2*c*q*r^3*x^2-33156*a*b^2*c*q*r^2*x^3-48*a*b^2*c*r^5*x-2064*a*b^ 2*c*r^4*x^2-10272*a*b^2*c*r^3*x^3+1104*a*b^2*g^4*p*r*x+8736*a*b^2*g^4*p*x^2+504 *a*b^2*g^4*q*r*x+4992*a*b^2*g^4*q*x^2+1320*a*b^2*g^4*r^2*x+16660*a*b^2*g^4*r*x^ 2+17472*a*b^2*g^4*x^3+2660*a*b^2*g^3*p^2*r*x+19584*a*b^2*g^3*p^2*x^2+2968*a*b^2 *g^3*p*q*r*x+27168*a*b^2*g^3*p*q*x^2+4474*a*b^2*g^3*p*r^2*x+52216*a*b^2*g^3*p*r *x^2+41368*a*b^2*g^3*p*x^3+552*a*b^2*g^3*q^2*r*x+7584*a*b^2*g^3*q^2*x^2+2692*a* b^2*g^3*q*r^2*x+39460*a*b^2*g^3*q*r*x^2+41368*a*b^2*g^3*q*x^3+1526*a*b^2*g^3*r^ 3*x+23310*a*b^2*g^3*r^2*x^2+27422*a*b^2*g^3*r*x^3+2144*a*b^2*g^2*p^3*r*x+14400* a*b^2*g^2*p^3*x^2+3904*a*b^2*g^2*p^2*q*r*x+32736*a*b^2*g^2*p^2*q*x^2+4642*a*b^2 *g^2*p^2*r^2*x+46472*a*b^2*g^2*p^2*r*x^2+28320*a*b^2*g^2*p^2*x^3+1856*a*b^2*g^2 *p*q^2*r*x+22032*a*b^2*g^2*p*q^2*x^2+5584*a*b^2*g^2*p*q*r^2*x+74044*a*b^2*g^2*p *q*r*x^2+56880*a*b^2*g^2*p*q*x^3+2708*a*b^2*g^2*p*r^3*x+30240*a*b^2*g^2*p*r^2*x ^2+12090*a*b^2*g^2*p*r*x^3+136*a*b^2*g^2*q^3*r*x+3696*a*b^2*g^2*q^3*x^2+1374*a* b^2*g^2*q^2*r^2*x+27272*a*b^2*g^2*q^2*r*x^2+28560*a*b^2*g^2*q^2*x^3+1352*a*b^2* g^2*q*r^3*x+23546*a*b^2*g^2*q*r^2*x^2+11330*a*b^2*g^2*q*r*x^3+282*a*b^2*g^2*r^4 *x+534*a*b^2*g^2*r^3*x^2-22326*a*b^2*g^2*r^2*x^3+676*a*b^2*g*p^4*r*x+4032*a*b^2 *g*p^4*x^2+1688*a*b^2*g*p^3*q*r*x+12816*a*b^2*g*p^3*q*x^2+1814*a*b^2*g*p^3*r^2* x+14460*a*b^2*g*p^3*r*x^2+6504*a*b^2*g*p^3*x^3+1328*a*b^2*g*p^2*q^2*r*x+14184*a *b^2*g*p^2*q^2*x^2+3204*a*b^2*g*p^2*q*r^2*x+35864*a*b^2*g*p^2*q*r*x^2+19960*a*b ^2*g*p^2*q*x^3+1498*a*b^2*g*p^2*r^3*x+10158*a*b^2*g*p^2*r^2*x^2-6284*a*b^2*g*p^ 2*r*x^3+304*a*b^2*g*p*q^3*r*x+5976*a*b^2*g*p*q^3*x^2+1524*a*b^2*g*p*q^2*r^2*x+ 27960*a*b^2*g*p*q^2*r*x^2+20480*a*b^2*g*p*q^2*x^3+1328*a*b^2*g*p*q*r^3*x+16030* a*b^2*g*p*q*r^2*x^2-12278*a*b^2*g*p*q*r*x^3+324*a*b^2*g*p*r^4*x-2050*a*b^2*g*p* r^3*x^2-26082*a*b^2*g*p*r^2*x^3+576*a*b^2*g*q^4*x^2+172*a*b^2*g*q^3*r^2*x+6466* a*b^2*g*q^3*r*x^2+7024*a*b^2*g*q^3*x^3+104*a*b^2*g*q^2*r^3*x+5468*a*b^2*g*q^2*r ^2*x^2-6222*a*b^2*g*q^2*r*x^3-88*a*b^2*g*q*r^4*x-2852*a*b^2*g*q*r^3*x^2-26886*a *b^2*g*q*r^2*x^3-36*a*b^2*g*r^5*x-1848*a*b^2*g*r^4*x^2-9512*a*b^2*g*r^3*x^3+72* a*b^2*p^5*r*x+372*a*b^2*p^5*x^2+216*a*b^2*p^4*q*r*x+1488*a*b^2*p^4*q*x^2+234*a* b^2*p^4*r^2*x+1458*a*b^2*p^4*r*x^2+464*a*b^2*p^4*x^3+216*a*b^2*p^3*q^2*r*x+2232 *a*b^2*p^3*q^2*x^2+504*a*b^2*p^3*q*r^2*x+4732*a*b^2*p^3*q*r*x^2+1856*a*b^2*p^3* q*x^3+252*a*b^2*p^3*r^3*x+1014*a*b^2*p^3*r^2*x^2-1750*a*b^2*p^3*r*x^3+72*a*b^2* p^2*q^3*r*x+1488*a*b^2*p^2*q^3*x^2+306*a*b^2*p^2*q^2*r^2*x+5448*a*b^2*p^2*q^2*r *x^2+2784*a*b^2*p^2*q^2*x^3+288*a*b^2*p^2*q*r^3*x+2202*a*b^2*p^2*q*r^2*x^2-5250 *a*b^2*p^2*q*r*x^3+90*a*b^2*p^2*r^4*x-610*a*b^2*p^2*r^3*x^2-5046*a*b^2*p^2*r^2* x^3+372*a*b^2*p*q^4*x^2+36*a*b^2*p*q^3*r^2*x+2532*a*b^2*p*q^3*r*x^2+1856*a*b^2* p*q^3*x^3+1362*a*b^2*p*q^2*r^2*x^2-5250*a*b^2*p*q^2*r*x^3-24*a*b^2*p*q*r^4*x-\ 1294*a*b^2*p*q*r^3*x^2-10092*a*b^2*p*q*r^2*x^3-468*a*b^2*p*r^4*x^2-2016*a*b^2*p *r^3*x^3+358*a*b^2*q^4*r*x^2+464*a*b^2*q^4*x^3-36*a*b^2*q^3*r^3*x+174*a*b^2*q^3 *r^2*x^2-1750*a*b^2*q^3*r*x^3-60*a*b^2*q^2*r^4*x-684*a*b^2*q^2*r^3*x^2-5046*a*b ^2*q^2*r^2*x^3-24*a*b^2*q*r^5*x-384*a*b^2*q*r^4*x^2-2016*a*b^2*q*r^3*x^3+60*a*b ^2*r^5*x^2+520*a*b^2*r^4*x^3+2176*a*b*c^6*r*x+16896*a*b*c^6*x^2+10560*a*b*c^5*g *r*x+82944*a*b*c^5*g*x^2+5696*a*b*c^5*p*r*x+42432*a*b*c^5*p*x^2+3840*a*b*c^5*q* r*x+31296*a*b*c^5*q*x^2+4608*a*b*c^5*r^2*x+46848*a*b*c^5*r*x^2+32768*a*b*c^5*x^ 3+17952*a*b*c^4*g^2*r*x+142080*a*b*c^4*g^2*x^2+24224*a*b*c^4*g*p*r*x+179424*a*b *c^4*g*p*x^2+15104*a*b*c^4*g*q*r*x+128544*a*b*c^4*g*q*x^2+19728*a*b*c^4*g*r^2*x +205104*a*b*c^4*g*r*x^2+149120*a*b*c^4*g*x^3+5920*a*b*c^4*p^2*r*x+42432*a*b*c^4 *p^2*x^2+8320*a*b*c^4*p*q*r*x+64512*a*b*c^4*p*q*x^2+8736*a*b*c^4*p*r^2*x+84096* a*b*c^4*p*r*x^2+50560*a*b*c^4*p*x^3+2496*a*b*c^4*q^2*r*x+23232*a*b*c^4*q^2*x^2+ 6496*a*b*c^4*q*r^2*x+71328*a*b*c^4*q*r*x^2+50560*a*b*c^4*q*x^3+2688*a*b*c^4*r^3 *x+25488*a*b*c^4*r^2*x^2+2400*a*b*c^4*r*x^3+13808*a*b*c^3*g^3*r*x+109824*a*b*c^ 3*g^3*x^2+34544*a*b*c^3*g^2*p*r*x+255408*a*b*c^3*g^2*p*x^2+20352*a*b*c^3*g^2*q* r*x+178512*a*b*c^3*g^2*q*x^2+28904*a*b*c^3*g^2*r^2*x+307560*a*b*c^3*g^2*r*x^2+ 234176*a*b*c^3*g^2*x^3+21152*a*b*c^3*g*p^2*r*x+147600*a*b*c^3*g*p^2*x^2+27840*a *b*c^3*g*p*q*r*x+221568*a*b*c^3*g*p*q*x^2+31648*a*b*c^3*g*p*r^2*x+306280*a*b*c^ 3*g*p*r*x^2+190080*a*b*c^3*g*p*x^3+7536*a*b*c^3*g*q^2*r*x+75504*a*b*c^3*g*q^2*x ^2+21792*a*b*c^3*g*q*r^2*x+251000*a*b*c^3*g*q*r*x^2+190080*a*b*c^3*g*q*x^3+9888 *a*b*c^3*g*r^3*x+99936*a*b*c^3*g*r^2*x^2+32704*a*b*c^3*g*r*x^3+3264*a*b*c^3*p^3 *r*x+21840*a*b*c^3*p^3*x^2+6720*a*b*c^3*p^2*q*r*x+50208*a*b*c^3*p^2*q*x^2+6784* a*b*c^3*p^2*r^2*x+58472*a*b*c^3*p^2*r*x^2+29568*a*b*c^3*p^2*x^3+4400*a*b*c^3*p* q^2*r*x+37920*a*b*c^3*p*q^2*x^2+9568*a*b*c^3*p*q*r^2*x+97392*a*b*c^3*p*q*r*x^2+ 56960*a*b*c^3*p*q*x^3+4048*a*b*c^3*p*r^3*x+29224*a*b*c^3*p*r^2*x^2-12688*a*b*c^ 3*p*r*x^3+704*a*b*c^3*q^3*r*x+8688*a*b*c^3*q^3*x^2+3216*a*b*c^3*q^2*r^2*x+41464 *a*b*c^3*q^2*r*x^2+29568*a*b*c^3*q^2*x^3+2560*a*b*c^3*q*r^3*x+25064*a*b*c^3*q*r ^2*x^2-12688*a*b*c^3*q*r*x^3+576*a*b*c^3*r^4*x-1440*a*b*c^3*r^3*x^2-32080*a*b*c ^3*r^2*x^3+4944*a*b*c^2*g^4*r*x+39456*a*b*c^2*g^4*x^2+21016*a*b*c^2*g^3*p*r*x+ 155496*a*b*c^2*g^3*p*x^2+11840*a*b*c^2*g^3*q*r*x+105816*a*b*c^2*g^3*q*x^2+18572 *a*b*c^2*g^3*r^2*x+202692*a*b*c^2*g^3*r*x^2+163808*a*b*c^2*g^3*x^3+23640*a*b*c^ 2*g^2*p^2*r*x+163128*a*b*c^2*g^2*p^2*x^2+29792*a*b*c^2*g^2*p*q*r*x+241728*a*b*c ^2*g^2*p*q*x^2+36304*a*b*c^2*g^2*p*r^2*x+358676*a*b*c^2*g^2*p*r*x^2+232736*a*b* c^2*g^2*p*x^3+7480*a*b*c^2*g^2*q^2*r*x+79080*a*b*c^2*g^2*q^2*x^2+23952*a*b*c^2* g^2*q*r^2*x+287044*a*b*c^2*g^2*q*r*x^2+232736*a*b*c^2*g^2*q*x^3+11712*a*b*c^2*g ^2*r^3*x+128376*a*b*c^2*g^2*r^2*x^2+73648*a*b*c^2*g^2*r*x^3+9048*a*b*c^2*g*p^3* r*x+58032*a*b*c^2*g*p^3*x^2+17968*a*b*c^2*g*p^2*q*r*x+134376*a*b*c^2*g*p^2*q*x^ 2+19204*a*b*c^2*g*p^2*r^2*x+163748*a*b*c^2*g*p^2*r*x^2+84944*a*b*c^2*g*p^2*x^3+ 10688*a*b*c^2*g*p*q^2*r*x+97848*a*b*c^2*g*p*q^2*x^2+25720*a*b*c^2*g*p*q*r^2*x+ 270192*a*b*c^2*g*p*q*r*x^2+168320*a*b*c^2*g*p*q*x^3+11696*a*b*c^2*g*p*r^3*x+ 89928*a*b*c^2*g*p*r^2*x^2-12628*a*b*c^2*g*p*r*x^3+1488*a*b*c^2*g*q^3*r*x+20592* a*b*c^2*g*q^3*x^2+7824*a*b*c^2*g*q^2*r^2*x+108616*a*b*c^2*g*q^2*r*x^2+84944*a*b *c^2*g*q^2*x^3+6968*a*b*c^2*g*q*r^3*x+74988*a*b*c^2*g*q*r^2*x^2-12628*a*b*c^2*g *q*r*x^3+1728*a*b*c^2*g*r^4*x-1008*a*b*c^2*g*r^3*x^2-82200*a*b*c^2*g*r^2*x^3+ 1040*a*b*c^2*p^4*r*x+6144*a*b*c^2*p^4*x^2+2672*a*b*c^2*p^3*q*r*x+18768*a*b*c^2* p^3*q*x^2+2800*a*b*c^2*p^3*r^2*x+20000*a*b*c^2*p^3*r*x^2+8192*a*b*c^2*p^3*x^3+ 2632*a*b*c^2*p^2*q^2*r*x+21600*a*b*c^2*p^2*q^2*x^2+5344*a*b*c^2*p^2*q*r^2*x+ 48036*a*b*c^2*p^2*q*r*x^2+22400*a*b*c^2*p^2*q*x^3+2496*a*b*c^2*p^2*r^3*x+12124* a*b*c^2*p^2*r^2*x^2-13404*a*b*c^2*p^2*r*x^3+976*a*b*c^2*p*q^3*r*x+10608*a*b*c^2 *p*q^3*x^2+3464*a*b*c^2*p*q^2*r^2*x+40476*a*b*c^2*p*q^2*r*x^2+22400*a*b*c^2*p*q ^2*x^3+2768*a*b*c^2*p*q*r^3*x+19152*a*b*c^2*p*q*r^2*x^2-27264*a*b*c^2*p*q*r*x^3 +768*a*b*c^2*p*r^4*x-3204*a*b*c^2*p*r^3*x^2-34452*a*b*c^2*p*r^2*x^3+72*a*b*c^2* q^4*r*x+1632*a*b*c^2*q^4*x^2+632*a*b*c^2*q^3*r^2*x+11200*a*b*c^2*q^3*r*x^2+8192 *a*b*c^2*q^3*x^3+672*a*b*c^2*q^2*r^3*x+7856*a*b*c^2*q^2*r^2*x^2-13404*a*b*c^2*q ^2*r*x^3+192*a*b*c^2*q*r^4*x-3852*a*b*c^2*q*r^3*x^2-34452*a*b*c^2*q*r^2*x^3+32* a*b*c^2*r^5*x-2160*a*b*c^2*r^4*x^2-9792*a*b*c^2*r^3*x^3+672*a*b*c*g^5*r*x+5376* a*b*c*g^5*x^2+5440*a*b*c*g^4*p*r*x+40392*a*b*c*g^4*p*x^2+2928*a*b*c*g^4*q*r*x+ 26424*a*b*c*g^4*q*x^2+5318*a*b*c*g^4*r^2*x+59934*a*b*c*g^4*r*x^2+52496*a*b*c*g^ 4*x^3+10024*a*b*c*g^3*p^2*r*x+69120*a*b*c*g^3*p^2*x^2+12288*a*b*c*g^3*p*q*r*x+ 100896*a*b*c*g^3*p*q*x^2+16108*a*b*c*g^3*p*r^2*x+164624*a*b*c*g^3*p*r*x^2+ 113552*a*b*c*g^3*p*x^3+2912*a*b*c*g^3*q^2*r*x+31776*a*b*c*g^3*q^2*x^2+10472*a*b *c*g^3*q*r^2*x+129484*a*b*c*g^3*q*r*x^2+113552*a*b*c*g^3*q*x^3+5488*a*b*c*g^3*r ^3*x+66006*a*b*c*g^3*r^2*x^2+55252*a*b*c*g^3*r*x^3+6980*a*b*c*g^2*p^3*r*x+44052 *a*b*c*g^2*p^3*x^2+13520*a*b*c*g^2*p^2*q*r*x+101820*a*b*c*g^2*p^2*q*x^2+15192*a *b*c*g^2*p^2*r^2*x+132108*a*b*c*g^2*p^2*r*x^2+71912*a*b*c*g^2*p^2*x^3+7564*a*b* c*g^2*p*q^2*r*x+72324*a*b*c*g^2*p*q^2*x^2+19788*a*b*c*g^2*p*q*r^2*x+215556*a*b* c*g^2*p*q*r*x^2+143584*a*b*c*g^2*p*q*x^3+9512*a*b*c*g^2*p*r^3*x+80360*a*b*c*g^2 *p*r^2*x^2+11694*a*b*c*g^2*p*r*x^3+944*a*b*c*g^2*q^3*r*x+14316*a*b*c*g^2*q^3*x^ 2+5714*a*b*c*g^2*q^2*r^2*x+83898*a*b*c*g^2*q^2*r*x^2+71912*a*b*c*g^2*q^2*x^3+ 5556*a*b*c*g^2*q*r^3*x+65962*a*b*c*g^2*q*r^2*x^2+11694*a*b*c*g^2*q*r*x^3+1464*a *b*c*g^2*r^4*x+2016*a*b*c*g^2*r^3*x^2-59880*a*b*c*g^2*r^2*x^3+1944*a*b*c*g*p^4* r*x+10968*a*b*c*g*p^4*x^2+5016*a*b*c*g*p^3*q*r*x+34368*a*b*c*g*p^3*q*x^2+5362*a *b*c*g*p^3*r^2*x+37476*a*b*c*g*p^3*r*x^2+15608*a*b*c*g*p^3*x^3+4576*a*b*c*g*p^2 *q^2*r*x+38976*a*b*c*g*p^2*q^2*x^2+10140*a*b*c*g*p^2*q*r^2*x+92000*a*b*c*g*p^2* q*r*x^2+45496*a*b*c*g*p^2*q*x^3+4882*a*b*c*g*p^2*r^3*x+25104*a*b*c*g*p^2*r^2*x^ 2-19600*a*b*c*g*p^2*r*x^3+1504*a*b*c*g*p*q^3*r*x+18048*a*b*c*g*p*q^3*x^2+6002*a *b*c*g*p*q^2*r^2*x+74674*a*b*c*g*p*q^2*r*x^2+45496*a*b*c*g*p*q^2*x^3+5320*a*b*c *g*p*q*r^3*x+40446*a*b*c*g*p*q*r^2*x^2-38668*a*b*c*g*p*q*r*x^3+1528*a*b*c*g*p*r ^4*x-4928*a*b*c*g*p*r^3*x^2-63246*a*b*c*g*p*r^2*x^3+88*a*b*c*g*q^4*r*x+2472*a*b *c*g*q^4*x^2+980*a*b*c*g*q^3*r^2*x+19230*a*b*c*g*q^3*r*x^2+15608*a*b*c*g*q^3*x^ 3+1158*a*b*c*g*q^2*r^3*x+15576*a*b*c*g*q^2*r^2*x^2-19600*a*b*c*g*q^2*r*x^3+392* a*b*c*g*q*r^4*x-6088*a*b*c*g*q*r^3*x^2-63246*a*b*c*g*q*r^2*x^3+64*a*b*c*g*r^5*x -4320*a*b*c*g*r^4*x^2-20992*a*b*c*g*r^3*x^3+180*a*b*c*p^5*r*x+888*a*b*c*p^5*x^2 +552*a*b*c*p^4*q*r*x+3420*a*b*c*p^4*q*x^2+608*a*b*c*p^4*r^2*x+3374*a*b*c*p^4*r* x^2+1056*a*b*c*p^4*x^3+684*a*b*c*p^3*q^2*r*x+5268*a*b*c*p^3*q^2*x^2+1420*a*b*c* p^3*q*r^2*x+10482*a*b*c*p^3*q*r*x^2+3680*a*b*c*p^3*q*x^3+732*a*b*c*p^3*r^3*x+ 2292*a*b*c*p^3*r^2*x^2-3974*a*b*c*p^3*r*x^3+384*a*b*c*p^2*q^3*r*x+3948*a*b*c*p^ 2*q^3*x^2+1256*a*b*c*p^2*q^2*r^2*x+12768*a*b*c*p^2*q^2*r*x^2+5248*a*b*c*p^2*q^2 *x^3+1108*a*b*c*p^2*q*r^3*x+4780*a*b*c*p^2*q*r^2*x^2-12150*a*b*c*p^2*q*r*x^3+ 360*a*b*c*p^2*r^4*x-1352*a*b*c*p^2*r^3*x^2-10782*a*b*c*p^2*r^2*x^3+72*a*b*c*p*q ^4*r*x+1332*a*b*c*p*q^4*x^2+420*a*b*c*p*q^3*r^2*x+6966*a*b*c*p*q^3*r*x^2+3680*a *b*c*p*q^3*x^3+472*a*b*c*p*q^2*r^3*x+3626*a*b*c*p*q^2*r^2*x^2-12150*a*b*c*p*q^2 *r*x^3+216*a*b*c*p*q*r^4*x-2808*a*b*c*p*q*r^3*x^2-20724*a*b*c*p*q*r^2*x^3+56*a* b*c*p*r^5*x-1128*a*b*c*p*r^4*x^2-3792*a*b*c*p*r^3*x^3+120*a*b*c*q^5*x^2+36*a*b* c*q^4*r^2*x+1306*a*b*c*q^4*r*x^2+1056*a*b*c*q^4*x^3+12*a*b*c*q^3*r^3*x+786*a*b* c*q^3*r^2*x^2-3974*a*b*c*q^3*r*x^3-48*a*b*c*q^2*r^4*x-1600*a*b*c*q^2*r^3*x^2-\ 10782*a*b*c*q^2*r^2*x^3-24*a*b*c*q*r^5*x-1032*a*b*c*q*r^4*x^2-3792*a*b*c*q*r^3* x^3+1040*a*b*c*r^4*x^3+448*a*b*g^5*p*r*x+3360*a*b*g^5*p*x^2+224*a*b*g^5*q*r*x+ 2016*a*b*g^5*q*x^2+540*a*b*g^5*r^2*x+6384*a*b*g^5*r*x^2+6272*a*b*g^5*x^3+1376*a *b*g^4*p^2*r*x+9576*a*b*g^4*p^2*x^2+1656*a*b*g^4*p*q*r*x+13680*a*b*g^4*p*q*x^2+ 2388*a*b*g^4*p*r^2*x+25672*a*b*g^4*p*r*x^2+19192*a*b*g^4*p*x^3+372*a*b*g^4*q^2* r*x+4104*a*b*g^4*q^2*x^2+1566*a*b*g^4*q*r^2*x+19898*a*b*g^4*q*r*x^2+19192*a*b*g ^4*q*x^3+884*a*b*g^4*r^3*x+11808*a*b*g^4*r^2*x^2+13152*a*b*g^4*r*x^3+1532*a*b*g ^3*p^3*r*x+9684*a*b*g^3*p^3*x^2+2932*a*b*g^3*p^2*q*r*x+22260*a*b*g^3*p^2*q*x^2+ 3464*a*b*g^3*p^2*r^2*x+31445*a*b*g^3*p^2*r*x^2+18344*a*b*g^3*p^2*x^3+1580*a*b*g ^3*p*q^2*r*x+15468*a*b*g^3*p*q^2*x^2+4494*a*b*g^3*p*q*r^2*x+50838*a*b*g^3*p*q*r *x^2+36688*a*b*g^3*p*q*x^3+2268*a*b*g^3*p*r^3*x+21492*a*b*g^3*p*r^2*x^2+9390*a* b*g^3*p*r*x^3+180*a*b*g^3*q^3*r*x+2892*a*b*g^3*q^3*x^2+1280*a*b*g^3*q^2*r^2*x+ 19393*a*b*g^3*q^2*r*x^2+18344*a*b*g^3*q^2*x^3+1350*a*b*g^3*q*r^3*x+17550*a*b*g^ 3*q*r^2*x^2+9390*a*b*g^3*q*r*x^3+372*a*b*g^3*r^4*x+1296*a*b*g^3*r^3*x^2-12572*a *b*g^3*r^2*x^3+766*a*b*g^2*p^4*r*x+4260*a*b*g^2*p^4*x^2+1968*a*b*g^2*p^3*q*r*x+ 13452*a*b*g^2*p^3*q*x^2+2161*a*b*g^2*p^3*r^2*x+15388*a*b*g^2*p^3*r*x^2+6764*a*b *g^2*p^3*x^3+1722*a*b*g^2*p^2*q^2*r*x+15096*a*b*g^2*p^2*q^2*x^2+4058*a*b*g^2*p^ 2*q*r^2*x+37981*a*b*g^2*p^2*q*r*x^2+20172*a*b*g^2*p^2*q*x^3+2011*a*b*g^2*p^2*r^ 3*x+11438*a*b*g^2*p^2*r^2*x^2-5263*a*b*g^2*p^2*r*x^3+524*a*b*g^2*p*q^3*r*x+6756 *a*b*g^2*p*q^3*x^2+2303*a*b*g^2*p*q^2*r^2*x+30248*a*b*g^2*p*q^2*r*x^2+20172*a*b *g^2*p*q^2*x^3+2180*a*b*g^2*p*q*r^3*x+18513*a*b*g^2*p*q*r^2*x^2-10146*a*b*g^2*p *q*r*x^3+640*a*b*g^2*p*r^4*x-1468*a*b*g^2*p*r^3*x^2-25446*a*b*g^2*p*r^2*x^3+24* a*b*g^2*q^4*r*x+852*a*b*g^2*q^4*x^2+356*a*b*g^2*q^3*r^2*x+7505*a*b*g^2*q^3*r*x^ 2+6764*a*b*g^2*q^3*x^3+457*a*b*g^2*q^2*r^3*x+6985*a*b*g^2*q^2*r^2*x^2-5263*a*b* g^2*q^2*r*x^3+164*a*b*g^2*q*r^4*x-2060*a*b*g^2*q*r^3*x^2-25446*a*b*g^2*q*r^2*x^ 3+24*a*b*g^2*r^5*x-1890*a*b*g^2*r^4*x^2-9784*a*b*g^2*r^3*x^3+170*a*b*g*p^5*r*x+ 804*a*b*g*p^5*x^2+532*a*b*g*p^4*q*r*x+3174*a*b*g*p^4*q*x^2+586*a*b*g*p^4*r^2*x+ 3175*a*b*g*p^4*r*x^2+1008*a*b*g*p^4*x^3+630*a*b*g*p^3*q^2*r*x+4890*a*b*g*p^3*q^ 2*x^2+1390*a*b*g*p^3*q*r^2*x+10161*a*b*g*p^3*q*r*x^2+3760*a*b*g*p^3*q*x^3+718*a *b*g*p^3*r^3*x+2364*a*b*g*p^3*r^2*x^2-3329*a*b*g*p^3*r*x^3+320*a*b*g*p^2*q^3*r* x+3558*a*b*g*p^2*q^3*x^2+1152*a*b*g*p^2*q^2*r^2*x+12216*a*b*g*p^2*q^2*r*x^2+ 5504*a*b*g*p^2*q^2*x^3+1098*a*b*g*p^2*q*r^3*x+5210*a*b*g*p^2*q*r^2*x^2-10101*a* b*g*p^2*q*r*x^3+358*a*b*g*p^2*r^4*x-1150*a*b*g*p^2*r^3*x^2-10101*a*b*g*p^2*r^2* x^3+52*a*b*g*p*q^4*r*x+1122*a*b*g*p*q^4*x^2+346*a*b*g*p*q^3*r^2*x+6339*a*b*g*p* q^3*r*x^2+3760*a*b*g*p*q^3*x^3+428*a*b*g*p*q^2*r^3*x+3799*a*b*g*p*q^2*r^2*x^2-\ 10101*a*b*g*p*q^2*r*x^3+216*a*b*g*p*q*r^4*x-2484*a*b*g*p*q*r^3*x^2-19782*a*b*g* p*q*r^2*x^3+56*a*b*g*p*r^5*x-1122*a*b*g*p*r^4*x^2-4120*a*b*g*p*r^3*x^3+84*a*b*g *q^5*x^2+28*a*b*g*q^4*r^2*x+1109*a*b*g*q^4*r*x^2+1008*a*b*g*q^4*x^3+6*a*b*g*q^3 *r^3*x+777*a*b*g*q^3*r^2*x^2-3329*a*b*g*q^3*r*x^3-46*a*b*g*q^2*r^4*x-1406*a*b*g *q^2*r^3*x^2-10101*a*b*g*q^2*r^2*x^3-24*a*b*g*q*r^5*x-1038*a*b*g*q*r^4*x^2-4120 *a*b*g*q*r^3*x^3+1040*a*b*g*r^4*x^3+12*a*b*p^6*r*x+48*a*b*p^6*x^2+48*a*b*p^5*q* r*x+240*a*b*p^5*q*x^2+50*a*b*p^5*r^2*x+204*a*b*p^5*r*x^2+40*a*b*p^5*x^3+72*a*b* p^4*q^2*r*x+480*a*b*p^4*q^2*x^2+156*a*b*p^4*q*r^2*x+858*a*b*p^4*q*r*x^2+200*a*b *p^4*q*x^3+78*a*b*p^4*r^3*x+142*a*b*p^4*r^2*x^2-372*a*b*p^4*r*x^3+48*a*b*p^3*q^ 3*r*x+480*a*b*p^3*q^3*x^2+168*a*b*p^3*q^2*r^2*x+1392*a*b*p^3*q^2*r*x^2+400*a*b* p^3*q^2*x^3+168*a*b*p^3*q*r^3*x+428*a*b*p^3*q*r^2*x^2-1488*a*b*p^3*q*r*x^3+54*a *b*p^3*r^4*x-176*a*b*p^3*r^3*x^2-1000*a*b*p^3*r^2*x^3+12*a*b*p^2*q^4*r*x+240*a* b*p^2*q^4*x^2+68*a*b*p^2*q^3*r^2*x+1068*a*b*p^2*q^3*r*x^2+400*a*b*p^2*q^3*x^3+ 96*a*b*p^2*q^2*r^3*x+432*a*b*p^2*q^2*r^2*x^2-2232*a*b*p^2*q^2*r*x^3+60*a*b*p^2* q*r^4*x-500*a*b*p^2*q*r^3*x^2-3000*a*b*p^2*q*r^2*x^3+14*a*b*p^2*r^5*x-192*a*b*p ^2*r^4*x^2-348*a*b*p^2*r^3*x^3+48*a*b*p*q^5*x^2+6*a*b*p*q^4*r^2*x+372*a*b*p*q^4 *r*x^2+200*a*b*p*q^4*x^3+148*a*b*p*q^3*r^2*x^2-1488*a*b*p*q^3*r*x^3-6*a*b*p*q^2 *r^4*x-472*a*b*p*q^2*r^3*x^2-3000*a*b*p*q^2*r^2*x^3-270*a*b*p*q*r^4*x^2-696*a*b *p*q*r^3*x^3-30*a*b*p*r^5*x^2+260*a*b*p*r^4*x^3+42*a*b*q^5*r*x^2+40*a*b*q^5*x^3 -6*a*b*q^4*r^3*x+2*a*b*q^4*r^2*x^2-372*a*b*q^4*r*x^3-12*a*b*q^3*r^4*x-148*a*b*q ^3*r^3*x^2-1000*a*b*q^3*r^2*x^3-6*a*b*q^2*r^5*x-78*a*b*q^2*r^4*x^2-348*a*b*q^2* r^3*x^3+30*a*b*q*r^5*x^2+260*a*b*q*r^4*x^3+1152*a*c^7*x^2+1088*a*c^6*g*r*x+ 12672*a*c^6*g*x^2+192*a*c^6*p*r*x+4416*a*c^6*p*x^2+1728*a*c^6*q*x^2+96*a*c^6*r^ 2*x+3776*a*c^6*r*x^2+3328*a*c^6*x^3+3776*a*c^5*g^2*r*x+35136*a*c^5*g^2*x^2+3552 *a*c^5*g*p*r*x+35424*a*c^5*g*p*x^2+1920*a*c^5*g*q*r*x+21792*a*c^5*g*q*x^2+2656* a*c^5*g*r^2*x+36160*a*c^5*g*r*x^2+27520*a*c^5*g*x^3+576*a*c^5*p^2*r*x+6720*a*c^ 5*p^2*x^2+192*a*c^5*p*q*r*x+5760*a*c^5*p*q*x^2+736*a*c^5*p*r^2*x+11584*a*c^5*p* r*x^2+8320*a*c^5*p*x^3+864*a*c^5*q^2*x^2+96*a*c^5*q*r^2*x+4816*a*c^5*q*r*x^2+ 4224*a*c^5*q*x^3+256*a*c^5*r^3*x+3408*a*c^5*r^2*x^2+448*a*c^5*r*x^3+4832*a*c^4* g^3*r*x+41472*a*c^4*g^3*x^2+9680*a*c^4*g^2*p*r*x+80784*a*c^4*g^2*p*x^2+5600*a*c ^4*g^2*q*r*x+54192*a*c^4*g^2*q*x^2+7712*a*c^4*g^2*r^2*x+89304*a*c^4*g^2*r*x^2+ 66112*a*c^4*g^2*x^3+4752*a*c^4*g*p^2*r*x+39456*a*c^4*g*p^2*x^2+4832*a*c^4*g*p*q *r*x+49536*a*c^4*g*p*q*x^2+6768*a*c^4*g*p*r^2*x+75328*a*c^4*g*p*r*x^2+48384*a*c ^4*g*p*x^3+1248*a*c^4*g*q^2*r*x+14592*a*c^4*g*q^2*x^2+3584*a*c^4*g*q*r^2*x+ 50896*a*c^4*g*q*r*x^2+39424*a*c^4*g*q*x^3+2208*a*c^4*g*r^3*x+23240*a*c^4*g*r^2* x^2+4640*a*c^4*g*r*x^3+672*a*c^4*p^3*r*x+5280*a*c^4*p^3*x^2+480*a*c^4*p^2*q*r*x +7200*a*c^4*p^2*q*x^2+1360*a*c^4*p^2*r^2*x+13728*a*c^4*p^2*r*x^2+8320*a*c^4*p^2 *x^3+48*a*c^4*p*q^2*r*x+2448*a*c^4*p*q^2*x^2+592*a*c^4*p*q*r^2*x+11560*a*c^4*p* q*r*x^2+8448*a*c^4*p*q*x^3+928*a*c^4*p*r^3*x+7784*a*c^4*p*r^2*x^2+896*a*c^4*p*r *x^3+144*a*c^4*q^3*x^2+24*a*c^4*q^2*r^2*x+1984*a*c^4*q^2*r*x^2+1344*a*c^4*q^2*x ^3+208*a*c^4*q*r^3*x+2936*a*c^4*q*r^2*x^2-2064*a*c^4*q*r*x^3+216*a*c^4*r^4*x+ 808*a*c^4*r^3*x^2-3872*a*c^4*r^2*x^3+2944*a*c^3*g^4*r*x+24264*a*c^3*g^4*x^2+ 9976*a*c^3*g^3*p*r*x+77592*a*c^3*g^3*p*x^2+5808*a*c^3*g^3*q*r*x+53256*a*c^3*g^3 *q*x^2+8360*a*c^3*g^3*r^2*x+92052*a*c^3*g^3*r*x^2+69216*a*c^3*g^3*x^3+9664*a*c^ 3*g^2*p^2*r*x+70752*a*c^3*g^2*p^2*x^2+11232*a*c^3*g^2*p*q*r*x+98688*a*c^3*g^2*p *q*x^2+14432*a*c^3*g^2*p*r^2*x+144296*a*c^3*g^2*p*r*x^2+89920*a*c^3*g^2*p*x^3+ 2944*a*c^3*g^2*q^2*r*x+31464*a*c^3*g^2*q^2*x^2+8752*a*c^3*g^2*q*r^2*x+108644*a* c^3*g^2*q*r*x^2+83648*a*c^3*g^2*q*x^3+4792*a*c^3*g^2*r^3*x+47896*a*c^3*g^2*r^2* x^2+16936*a*c^3*g^2*r*x^3+3312*a*c^3*g*p^3*r*x+22440*a*c^3*g*p^3*x^2+4704*a*c^3 *g*p^2*q*r*x+42384*a*c^3*g*p^2*q*x^2+6984*a*c^3*g*p^2*r^2*x+61060*a*c^3*g*p^2*r *x^2+33152*a*c^3*g*p^2*x^3+2360*a*c^3*g*p*q^2*r*x+25680*a*c^3*g*p*q^2*x^2+6512* a*c^3*g*p*q*r^2*x+78536*a*c^3*g*p*q*r*x^2+50752*a*c^3*g*p*q*x^3+4616*a*c^3*g*p* r^3*x+34412*a*c^3*g*p*r^2*x^2-1072*a*c^3*g*p*r*x^3+352*a*c^3*g*q^3*r*x+4824*a*c ^3*g*q^3*x^2+1688*a*c^3*g*q^2*r^2*x+26476*a*c^3*g*q^2*r*x^2+20000*a*c^3*g*q^2*x ^3+1904*a*c^3*g*q*r^3*x+21188*a*c^3*g*q*r^2*x^2-7000*a*c^3*g*q*r*x^3+928*a*c^3* g*r^4*x+1856*a*c^3*g*r^3*x^2-24112*a*c^3*g*r^2*x^3+384*a*c^3*p^4*r*x+2280*a*c^3 *p^4*x^2+432*a*c^3*p^3*q*r*x+4320*a*c^3*p^3*q*x^2+1056*a*c^3*p^3*r^2*x+7936*a*c ^3*p^3*r*x^2+4160*a*c^3*p^3*x^3+96*a*c^3*p^2*q^2*r*x+2376*a*c^3*p^2*q^2*x^2+808 *a*c^3*p^2*q*r^2*x+10116*a*c^3*p^2*q*r*x^2+6336*a*c^3*p^2*q*x^3+1048*a*c^3*p^2* r^3*x+6564*a*c^3*p^2*r^2*x^2+672*a*c^3*p^2*r*x^3+336*a*c^3*p*q^3*x^2+112*a*c^3* p*q^2*r^2*x+3296*a*c^3*p*q^2*r*x^2+2016*a*c^3*p*q^2*x^3+496*a*c^3*p*q*r^3*x+ 4456*a*c^3*p*q*r^2*x^2-3096*a*c^3*p*q*r*x^3+432*a*c^3*p*r^4*x+1064*a*c^3*p*r^3* x^2-5808*a*c^3*p*r^2*x^3+260*a*c^3*q^3*r*x^2-160*a*c^3*q^3*x^3+40*a*c^3*q^2*r^3 *x+496*a*c^3*q^2*r^2*x^2-2368*a*c^3*q^2*r*x^3+96*a*c^3*q*r^4*x+68*a*c^3*q*r^3*x ^2-3736*a*c^3*q*r^2*x^3+56*a*c^3*r^5*x-168*a*c^3*r^4*x^2-1392*a*c^3*r^3*x^3+868 *a*c^2*g^5*r*x+6984*a*c^2*g^5*x^2+4704*a*c^2*g^4*p*r*x+35352*a*c^2*g^4*p*x^2+ 2712*a*c^2*g^4*q*r*x+24216*a*c^2*g^4*q*x^2+4202*a*c^2*g^4*r^2*x+45782*a*c^2*g^4 *r*x^2+35936*a*c^2*g^4*x^3+7428*a*c^2*g^3*p^2*r*x+51576*a*c^2*g^3*p^2*x^2+9000* a*c^2*g^3*p*q*r*x+74688*a*c^2*g^3*p*q*x^2+11556*a*c^2*g^3*p*r^2*x+112480*a*c^2* g^3*p*r*x^2+71296*a*c^2*g^3*p*x^3+2328*a*c^2*g^3*q^2*r*x+24168*a*c^2*g^3*q^2*x^ 2+7360*a*c^2*g^3*q*r^2*x+87712*a*c^2*g^3*q*r*x^2+69696*a*c^2*g^3*q*x^3+3976*a*c ^2*g^3*r^3*x+40974*a*c^2*g^3*r^2*x^2+23000*a*c^2*g^3*r*x^3+4748*a*c^2*g^2*p^3*r *x+29676*a*c^2*g^2*p^3*x^2+8048*a*c^2*g^2*p^2*q*r*x+63228*a*c^2*g^2*p^2*q*x^2+ 10342*a*c^2*g^2*p^2*r^2*x+84426*a*c^2*g^2*p^2*r*x^2+43992*a*c^2*g^2*p^2*x^3+ 4388*a*c^2*g^2*p*q^2*r*x+42564*a*c^2*g^2*p*q^2*x^2+11632*a*c^2*g^2*p*q*r^2*x+ 125164*a*c^2*g^2*p*q*r*x^2+79296*a*c^2*g^2*p*q*x^3+6900*a*c^2*g^2*p*r^3*x+49640 *a*c^2*g^2*p*r^2*x^2+890*a*c^2*g^2*p*r*x^3+632*a*c^2*g^2*q^3*r*x+8460*a*c^2*g^2 *q^3*x^2+3268*a*c^2*g^2*q^2*r^2*x+46298*a*c^2*g^2*q^2*r*x^2+36392*a*c^2*g^2*q^2 *x^3+3480*a*c^2*g^2*q*r^3*x+36646*a*c^2*g^2*q*r^2*x^2-1378*a*c^2*g^2*q*r*x^3+ 1342*a*c^2*g^2*r^4*x+2360*a*c^2*g^2*r^3*x^2-35288*a*c^2*g^2*r^2*x^3+1232*a*c^2* g*p^4*r*x+6792*a*c^2*g*p^4*x^2+2224*a*c^2*g*p^3*q*r*x+17064*a*c^2*g*p^3*q*x^2+ 3468*a*c^2*g*p^3*r^2*x+23736*a*c^2*g*p^3*r*x^2+10912*a*c^2*g*p^3*x^3+1548*a*c^2 *g*p^2*q^2*r*x+15576*a*c^2*g*p^2*q^2*x^2+4420*a*c^2*g*p^2*q*r^2*x+43518*a*c^2*g *p^2*q*r*x^2+23392*a*c^2*g*p^2*q*x^3+3428*a*c^2*g*p^2*r^3*x+18658*a*c^2*g*p^2*r ^2*x^2-3954*a*c^2*g*p^2*r*x^3+488*a*c^2*g*p*q^3*r*x+6120*a*c^2*g*p*q^3*x^2+2008 *a*c^2*g*p*q^2*r^2*x+27494*a*c^2*g*p*q^2*r*x^2+16752*a*c^2*g*p*q^2*x^3+2520*a*c ^2*g*p*q*r^3*x+19684*a*c^2*g*p*q*r^2*x^2-14804*a*c^2*g*p*q*r*x^3+1348*a*c^2*g*p *r^4*x+1178*a*c^2*g*p*r^3*x^2-26266*a*c^2*g*p*r^2*x^3+36*a*c^2*g*q^4*r*x+816*a* c^2*g*q^4*x^2+316*a*c^2*g*q^3*r^2*x+6256*a*c^2*g*q^3*r*x^2+4272*a*c^2*g*q^3*x^3 +436*a*c^2*g*q^2*r^3*x+5444*a*c^2*g*q^2*r^2*x^2-9790*a*c^2*g*q^2*r*x^3+336*a*c^ 2*g*q*r^4*x-1222*a*c^2*g*q*r^3*x^2-23602*a*c^2*g*q*r^2*x^3+156*a*c^2*g*r^5*x-\ 1236*a*c^2*g*r^4*x^2-7784*a*c^2*g*r^3*x^3+108*a*c^2*p^5*r*x+516*a*c^2*p^5*x^2+ 168*a*c^2*p^4*q*r*x+1260*a*c^2*p^4*q*x^2+374*a*c^2*p^4*r^2*x+2252*a*c^2*p^4*r*x ^2+1040*a*c^2*p^4*x^3+60*a*c^2*p^3*q^2*r*x+972*a*c^2*p^3*q^2*x^2+412*a*c^2*p^3* q*r^2*x+3854*a*c^2*p^3*q*r*x^2+2112*a*c^2*p^3*q*x^3+480*a*c^2*p^3*r^3*x+2430*a* c^2*p^3*r^2*x^2+224*a*c^2*p^3*r*x^3+228*a*c^2*p^2*q^3*x^2+94*a*c^2*p^2*q^2*r^2* x+1808*a*c^2*p^2*q^2*r*x^2+1008*a*c^2*p^2*q^2*x^3+340*a*c^2*p^2*q*r^3*x+2254*a* c^2*p^2*q*r^2*x^2-1548*a*c^2*p^2*q*r*x^3+270*a*c^2*p^2*r^4*x+458*a*c^2*p^2*r^3* x^2-2904*a*c^2*p^2*r^2*x^3+206*a*c^2*p*q^3*r*x^2-160*a*c^2*p*q^3*x^3+40*a*c^2*p *q^2*r^3*x+280*a*c^2*p*q^2*r^2*x^2-2368*a*c^2*p*q^2*r*x^3+96*a*c^2*p*q*r^4*x-\ 202*a*c^2*p*q*r^3*x^2-3736*a*c^2*p*q*r^2*x^3+56*a*c^2*p*r^5*x-276*a*c^2*p*r^4*x ^2-1392*a*c^2*p*r^3*x^3-96*a*c^2*q^4*x^3-60*a*c^2*q^3*r^2*x^2-596*a*c^2*q^3*r*x ^3-180*a*c^2*q^2*r^3*x^2-828*a*c^2*q^2*r^2*x^3-180*a*c^2*q*r^4*x^2-168*a*c^2*q* r^3*x^3-60*a*c^2*r^5*x^2+160*a*c^2*r^4*x^3+100*a*c*g^6*r*x+792*a*c*g^6*x^2+988* a*c*g^5*p*r*x+7308*a*c*g^5*p*x^2+556*a*c*g^5*q*r*x+4884*a*c*g^5*q*x^2+976*a*c*g ^5*r^2*x+10803*a*c*g^5*r*x^2+9104*a*c*g^5*x^3+2376*a*c*g^4*p^2*r*x+16140*a*c*g^ 4*p^2*x^2+2932*a*c*g^4*p*q*r*x+23640*a*c*g^4*p*q*x^2+3886*a*c*g^4*p*r^2*x+38302 *a*c*g^4*p*r*x^2+25448*a*c*g^4*p*x^3+744*a*c*g^4*q^2*r*x+7596*a*c*g^4*q^2*x^2+ 2558*a*c*g^4*q*r^2*x+30172*a*c*g^4*q*r*x^2+25352*a*c*g^4*q*x^3+1406*a*c*g^4*r^3 *x+15607*a*c*g^4*r^2*x^2+12478*a*c*g^4*r*x^3+2406*a*c*g^3*p^3*r*x+14544*a*c*g^3 *p^3*x^2+4380*a*c*g^3*p^2*q*r*x+32598*a*c*g^3*p^2*q*x^2+5409*a*c*g^3*p^2*r^2*x+ 43820*a*c*g^3*p^2*r*x^2+23236*a*c*g^3*p^2*x^3+2434*a*c*g^3*p*q^2*r*x+22656*a*c* g^3*p*q^2*x^2+6598*a*c*g^3*p*q*r^2*x+68809*a*c*g^3*p*q*r*x^2+44896*a*c*g^3*p*q* x^3+3704*a*c*g^3*p*r^3*x+27894*a*c*g^3*p*r^2*x^2+5503*a*c*g^3*p*r*x^3+340*a*c*g ^3*q^3*r*x+4506*a*c*g^3*q^3*x^2+1911*a*c*g^3*q^2*r^2*x+26158*a*c*g^3*q^2*r*x^2+ 21756*a*c*g^3*q^2*x^3+2074*a*c*g^3*q*r^3*x+22259*a*c*g^3*q*r^2*x^2+5785*a*c*g^3 *q*r*x^3+732*a*c*g^3*r^4*x+1769*a*c*g^3*r^3*x^2-17508*a*c*g^3*r^2*x^3+1140*a*c* g^2*p^4*r*x+5964*a*c*g^2*p^4*x^2+2488*a*c*g^2*p^3*q*r*x+17016*a*c*g^2*p^3*q*x^2 +3287*a*c*g^2*p^3*r^2*x+21224*a*c*g^2*p^3*r*x^2+9148*a*c*g^2*p^3*x^3+2004*a*c*g ^2*p^2*q^2*r*x+17622*a*c*g^2*p^2*q^2*x^2+5148*a*c*g^2*p^2*q*r^2*x+45779*a*c*g^2 *p^2*q*r*x^2+23532*a*c*g^2*p^2*q*x^3+3291*a*c*g^2*p^2*r^3*x+16632*a*c*g^2*p^2*r ^2*x^2-5284*a*c*g^2*p^2*r*x^3+644*a*c*g^2*p*q^3*r*x+7596*a*c*g^2*p*q^3*x^2+2705 *a*c*g^2*p*q^2*r^2*x+33215*a*c*g^2*p*q^2*r*x^2+20612*a*c*g^2*p*q^2*x^3+3012*a*c *g^2*p*q*r^3*x+22237*a*c*g^2*p*q*r^2*x^2-12700*a*c*g^2*p*q*r*x^3+1286*a*c*g^2*p *r^4*x+194*a*c*g^2*p*r^3*x^2-27791*a*c*g^2*p*r^2*x^3+44*a*c*g^2*q^4*r*x+1026*a* c*g^2*q^4*x^2+436*a*c*g^2*q^3*r^2*x+8026*a*c*g^2*q^3*r*x^2+6228*a*c*g^2*q^3*x^3 +627*a*c*g^2*q^2*r^3*x+7545*a*c*g^2*q^2*r^2*x^2-7540*a*c*g^2*q^2*r*x^3+400*a*c* g^2*q*r^4*x-1241*a*c*g^2*q*r^3*x^2-25909*a*c*g^2*q*r^2*x^3+142*a*c*g^2*r^5*x-\ 1596*a*c*g^2*r^4*x^2-9552*a*c*g^2*r^3*x^3+218*a*c*g*p^5*r*x+996*a*c*g*p^5*x^2+ 492*a*c*g*p^4*q*r*x+3150*a*c*g*p^4*q*x^2+768*a*c*g*p^4*r^2*x+4215*a*c*g*p^4*r*x ^2+1640*a*c*g*p^4*x^3+430*a*c*g*p^3*q^2*r*x+3858*a*c*g*p^3*q^2*x^2+1266*a*c*g*p ^3*q*r^2*x+9977*a*c*g*p^3*q*r*x^2+4400*a*c*g*p^3*q*x^3+994*a*c*g*p^3*r^3*x+4140 *a*c*g*p^3*r^2*x^2-1473*a*c*g*p^3*r*x^3+192*a*c*g*p^2*q^3*r*x+2310*a*c*g*p^2*q^ 3*x^2+768*a*c*g*p^2*q^2*r^2*x+8904*a*c*g*p^2*q^2*r*x^2+4264*a*c*g*p^2*q^2*x^3+ 1038*a*c*g*p^2*q*r^3*x+5660*a*c*g*p^2*q*r^2*x^2-6755*a*c*g*p^2*q*r*x^3+556*a*c* g*p^2*r^4*x+134*a*c*g*p^2*r^3*x^2-8377*a*c*g*p^2*r^2*x^3+36*a*c*g*p*q^4*r*x+666 *a*c*g*p*q^4*x^2+210*a*c*g*p*q^3*r^2*x+3795*a*c*g*p*q^3*r*x^2+1888*a*c*g*p*q^3* x^3+296*a*c*g*p*q^2*r^3*x+2371*a*c*g*p*q^2*r^2*x^2-8211*a*c*g*p*q^2*r*x^3+252*a *c*g*p*q*r^4*x-1440*a*c*g*p*q*r^3*x^2-14484*a*c*g*p*q*r^2*x^3+112*a*c*g*p*r^5*x -846*a*c*g*p*r^4*x^2-3688*a*c*g*p*r^3*x^3+60*a*c*g*q^5*x^2+18*a*c*g*q^4*r^2*x+ 653*a*c*g*q^4*r*x^2+384*a*c*g*q^4*x^3+6*a*c*g*q^3*r^3*x+303*a*c*g*q^3*r^2*x^2-\ 2929*a*c*g*q^3*r*x^3-24*a*c*g*q^2*r^4*x-1070*a*c*g*q^2*r^3*x^2-6801*a*c*g*q^2*r ^2*x^3-12*a*c*g*q*r^5*x-786*a*c*g*q*r^4*x^2-2308*a*c*g*q*r^3*x^3-90*a*c*g*r^5*x ^2+720*a*c*g*r^4*x^3+12*a*c*p^6*r*x+48*a*c*p^6*x^2+24*a*c*p^5*q*r*x+144*a*c*p^5 *q*x^2+50*a*c*p^5*r^2*x+252*a*c*p^5*r*x^2+104*a*c*p^5*x^3+12*a*c*p^4*q^2*r*x+ 144*a*c*p^4*q^2*x^2+72*a*c*p^4*q*r^2*x+542*a*c*p^4*q*r*x^2+264*a*c*p^4*q*x^3+78 *a*c*p^4*r^3*x+334*a*c*p^4*r^2*x^2+28*a*c*p^4*r*x^3+48*a*c*p^3*q^3*x^2+22*a*c*p ^3*q^2*r^2*x+328*a*c*p^3*q^2*r*x^2+168*a*c*p^3*q^2*x^3+72*a*c*p^3*q*r^3*x+380*a *c*p^3*q*r^2*x^2-258*a*c*p^3*q*r*x^3+54*a*c*p^3*r^4*x+64*a*c*p^3*r^3*x^2-484*a* c*p^3*r^2*x^3+38*a*c*p^2*q^3*r*x^2-40*a*c*p^2*q^3*x^3+10*a*c*p^2*q^2*r^3*x+16*a *c*p^2*q^2*r^2*x^2-592*a*c*p^2*q^2*r*x^3+24*a*c*p^2*q*r^4*x-118*a*c*p^2*q*r^3*x ^2-934*a*c*p^2*q*r^2*x^3+14*a*c*p^2*r^5*x-96*a*c*p^2*r^4*x^2-348*a*c*p^2*r^3*x^ 3-48*a*c*p*q^4*x^3-30*a*c*p*q^3*r^2*x^2-298*a*c*p*q^3*r*x^3-90*a*c*p*q^2*r^3*x^ 2-414*a*c*p*q^2*r^2*x^3-90*a*c*p*q*r^4*x^2-84*a*c*p*q*r^3*x^3-30*a*c*p*r^5*x^2+ 80*a*c*p*r^4*x^3+8*a*c*q^4*r*x^3+36*a*c*q^3*r^2*x^3+48*a*c*q^2*r^3*x^3+20*a*c*q *r^4*x^3+68*a*g^6*p*r*x+504*a*g^6*p*x^2+36*a*g^6*q*r*x+312*a*g^6*q*x^2+82*a*g^6 *r^2*x+952*a*g^6*r*x^2+896*a*g^6*x^3+260*a*g^5*p^2*r*x+1764*a*g^5*p^2*x^2+324*a *g^5*p*q*r*x+2568*a*g^5*p*q*x^2+458*a*g^5*p*r^2*x+4722*a*g^5*p*r*x^2+3376*a*g^5 *p*x^3+80*a*g^5*q^2*r*x+804*a*g^5*q^2*x^2+312*a*g^5*q*r^2*x+3708*a*g^5*q*r*x^2+ 3376*a*g^5*q*x^3+178*a*g^5*r^3*x+2201*a*g^5*r^2*x^2+2330*a*g^5*r*x^3+388*a*g^4* p^3*r*x+2328*a*g^4*p^3*x^2+736*a*g^4*p^2*q*r*x+5340*a*g^4*p^2*q*x^2+907*a*g^4*p ^2*r^2*x+7578*a*g^4*p^2*r*x^2+4244*a*g^4*p^2*x^3+412*a*g^4*p*q^2*r*x+3744*a*g^4 *p*q^2*x^2+1168*a*g^4*p*q*r^2*x+12208*a*g^4*p*q*r*x^2+8440*a*g^4*p*q*x^3+646*a* g^4*p*r^3*x+5352*a*g^4*p*r^2*x^2+2339*a*g^4*p*r*x^3+56*a*g^4*q^3*r*x+732*a*g^4* q^3*x^2+348*a*g^4*q^2*r^2*x+4690*a*g^4*q^2*r*x^2+4196*a*g^4*q^2*x^3+392*a*g^4*q *r^3*x+4433*a*g^4*q*r^2*x^2+2491*a*g^4*q*r*x^3+133*a*g^4*r^4*x+476*a*g^4*r^3*x^ 2-2704*a*g^4*r^2*x^3+288*a*g^3*p^4*r*x+1476*a*g^3*p^4*x^2+686*a*g^3*p^3*q*r*x+ 4476*a*g^3*p^3*q*x^2+852*a*g^3*p^3*r^2*x+5472*a*g^3*p^3*r*x^2+2376*a*g^3*p^3*x^ 3+580*a*g^3*p^2*q^2*r*x+4854*a*g^3*p^2*q^2*x^2+1473*a*g^3*p^2*q*r^2*x+12781*a*g ^3*p^2*q*r*x^2+6740*a*g^3*p^2*q*x^3+874*a*g^3*p^2*r^3*x+4520*a*g^3*p^2*r^2*x^2-\ 1017*a*g^3*p^2*r*x^3+186*a*g^3*p*q^3*r*x+2136*a*g^3*p*q^3*x^2+820*a*g^3*p*q^2*r ^2*x+9753*a*g^3*p*q^2*r*x^2+6400*a*g^3*p*q^2*x^3+900*a*g^3*p*q*r^3*x+6864*a*g^3 *p*q*r^2*x^2-1931*a*g^3*p*q*r*x^3+349*a*g^3*p*r^4*x+68*a*g^3*p*r^3*x^2-7680*a*g ^3*p*r^2*x^3+12*a*g^3*q^4*r*x+282*a*g^3*q^4*x^2+135*a*g^3*q^3*r^2*x+2384*a*g^3* q^3*r*x^2+2036*a*g^3*q^3*x^3+208*a*g^3*q^2*r^3*x+2535*a*g^3*q^2*r^2*x^2-1066*a* g^3*q^2*r*x^3+128*a*g^3*q*r^4*x-194*a*g^3*q*r^3*x^2-7146*a*g^3*q*r^2*x^3+39*a*g ^3*r^5*x-498*a*g^3*r^4*x^2-3108*a*g^3*r^3*x^3+104*a*g^2*p^5*r*x+456*a*g^2*p^5*x ^2+278*a*g^2*p^4*q*r*x+1620*a*g^2*p^4*q*x^2+373*a*g^2*p^4*r^2*x+1924*a*g^2*p^4* r*x^2+684*a*g^2*p^4*x^3+290*a*g^2*p^3*q^2*r*x+2256*a*g^2*p^3*q^2*x^2+744*a*g^2* p^3*q*r^2*x+5302*a*g^2*p^3*q*r*x^2+2168*a*g^2*p^3*q*x^3+490*a*g^2*p^3*r^3*x+ 1818*a*g^2*p^3*r^2*x^2-1026*a*g^2*p^3*r*x^3+142*a*g^2*p^2*q^3*r*x+1518*a*g^2*p^ 2*q^3*x^2+546*a*g^2*p^2*q^2*r^2*x+5554*a*g^2*p^2*q^2*r*x^2+2624*a*g^2*p^2*q^2*x ^3+634*a*g^2*p^2*q*r^3*x+3126*a*g^2*p^2*q*r^2*x^2-3691*a*g^2*p^2*q*r*x^3+277*a* g^2*p^2*r^4*x-132*a*g^2*p^2*r^3*x^2-4556*a*g^2*p^2*r^2*x^3+26*a*g^2*p*q^4*r*x+ 468*a*g^2*p*q^4*x^2+164*a*g^2*p*q^3*r^2*x+2641*a*g^2*p*q^3*r*x^2+1480*a*g^2*p*q ^3*x^3+234*a*g^2*p*q^2*r^3*x+1768*a*g^2*p*q^2*r^2*x^2-4214*a*g^2*p*q^2*r*x^3+ 162*a*g^2*p*q*r^4*x-886*a*g^2*p*q*r^3*x^2-8495*a*g^2*p*q*r^2*x^3+56*a*g^2*p*r^5 *x-516*a*g^2*p*r^4*x^2-2104*a*g^2*p*r^3*x^3+42*a*g^2*q^5*x^2+14*a*g^2*q^4*r^2*x +465*a*g^2*q^4*r*x^2+340*a*g^2*q^4*x^3+12*a*g^2*q^3*r^3*x+315*a*g^2*q^3*r^2*x^2 -1549*a*g^2*q^3*r*x^3-8*a*g^2*q^2*r^4*x-622*a*g^2*q^2*r^3*x^2-4287*a*g^2*q^2*r^ 2*x^3-6*a*g^2*q*r^5*x-513*a*g^2*q*r^4*x^2-1720*a*g^2*q*r^3*x^3-45*a*g^2*r^5*x^2 +450*a*g^2*r^4*x^3+12*a*g*p^6*r*x+48*a*g*p^6*x^2+36*a*g*p^5*q*r*x+192*a*g*p^5*q *x^2+50*a*g*p^5*r^2*x+228*a*g*p^5*r*x^2+72*a*g*p^5*x^3+42*a*g*p^4*q^2*r*x+312*a *g*p^4*q^2*x^2+114*a*g*p^4*q*r^2*x+700*a*g*p^4*q*r*x^2+232*a*g*p^4*q*x^3+78*a*g *p^4*r^3*x+238*a*g*p^4*r^2*x^2-172*a*g*p^4*r*x^3+24*a*g*p^3*q^3*r*x+264*a*g*p^3 *q^3*x^2+95*a*g*p^3*q^2*r^2*x+860*a*g*p^3*q^2*r*x^2+284*a*g*p^3*q^2*x^3+120*a*g *p^3*q*r^3*x+404*a*g*p^3*q*r^2*x^2-873*a*g*p^3*q*r*x^3+54*a*g*p^3*r^4*x-56*a*g* p^3*r^3*x^2-742*a*g*p^3*r^2*x^3+6*a*g*p^2*q^4*r*x+120*a*g*p^2*q^4*x^2+34*a*g*p^ 2*q^3*r^2*x+553*a*g*p^2*q^3*r*x^2+180*a*g*p^2*q^3*x^3+53*a*g*p^2*q^2*r^3*x+224* a*g*p^2*q^2*r^2*x^2-1412*a*g*p^2*q^2*r*x^3+42*a*g*p^2*q*r^4*x-309*a*g*p^2*q*r^3 *x^2-1967*a*g*p^2*q*r^2*x^3+14*a*g*p^2*r^5*x-144*a*g*p^2*r^4*x^2-348*a*g*p^2*r^ 3*x^3+24*a*g*p*q^5*x^2+3*a*g*p*q^4*r^2*x+186*a*g*p*q^4*r*x^2+76*a*g*p*q^4*x^3+ 59*a*g*p*q^3*r^2*x^2-893*a*g*p*q^3*r*x^3-3*a*g*p*q^2*r^4*x-281*a*g*p*q^2*r^3*x^ 2-1707*a*g*p*q^2*r^2*x^3-180*a*g*p*q*r^4*x^2-390*a*g*p*q*r^3*x^3-30*a*g*p*r^5*x ^2+170*a*g*p*r^4*x^3+21*a*g*q^5*r*x^2+20*a*g*q^5*x^3-3*a*g*q^4*r^3*x+a*g*q^4*r^ 2*x^2-182*a*g*q^4*r*x^3-6*a*g*q^3*r^4*x-74*a*g*q^3*r^3*x^2-482*a*g*q^3*r^2*x^3-\ 3*a*g*q^2*r^5*x-39*a*g*q^2*r^4*x^2-150*a*g*q^2*r^3*x^3+15*a*g*q*r^5*x^2+140*a*g *q*r^4*x^3+192*b^6*c*g*x^2+96*b^6*g*p*x^2+160*b^6*g*r*x^2+448*b^6*g*x^3+128*b^5 *c^3*r*x+768*b^5*c^3*x^2+192*b^5*c^2*g*r*x+2688*b^5*c^2*g*x^2+128*b^5*c^2*p*r*x +768*b^5*c^2*p*x^2+384*b^5*c^2*q*x^2+32*b^5*c^2*r^2*x+448*b^5*c^2*r*x^2+384*b^5 *c^2*x^3+64*b^5*c*g^2*r*x+1248*b^5*c*g^2*x^2+160*b^5*c*g*p*r*x+2496*b^5*c*g*p*x ^2+1056*b^5*c*g*q*x^2+64*b^5*c*g*r^2*x+3056*b^5*c*g*r*x^2+4672*b^5*c*g*x^3+32*b ^5*c*p^2*r*x+192*b^5*c*p^2*x^2+192*b^5*c*p*q*x^2+16*b^5*c*p*r^2*x+224*b^5*c*p*r *x^2+192*b^5*c*p*x^3-16*b^5*c*q*r*x^2+192*b^5*c*q*x^3-16*b^5*c*r^3*x-368*b^5*c* r^2*x^2-608*b^5*c*r*x^3+32*b^5*g^2*p*r*x+672*b^5*g^2*p*x^2+192*b^5*g^2*q*x^2+32 *b^5*g^2*r^2*x+1232*b^5*g^2*r*x^2+2240*b^5*g^2*x^3+32*b^5*g*p^2*r*x+576*b^5*g*p ^2*x^2+576*b^5*g*p*q*x^2+16*b^5*g*p*r^2*x+1312*b^5*g*p*r*x^2+1664*b^5*g*p*x^3+ 656*b^5*g*q*r*x^2+1664*b^5*g*q*x^3-16*b^5*g*r^3*x+272*b^5*g*r^2*x^2+672*b^5*g*r *x^3+768*b^4*c^4*r*x+4224*b^4*c^4*x^2+1728*b^4*c^3*g*r*x+14400*b^4*c^3*g*x^2+ 1152*b^4*c^3*p*r*x+5952*b^4*c^3*p*x^2+384*b^4*c^3*q*r*x+4224*b^4*c^3*q*x^2+672* b^4*c^3*r^2*x+5952*b^4*c^3*r*x^2+4352*b^4*c^3*x^3+1184*b^4*c^2*g^2*r*x+12192*b^ 4*c^2*g^2*x^2+2208*b^4*c^2*g*p*r*x+18528*b^4*c^2*g*p*x^2+640*b^4*c^2*g*q*r*x+ 10848*b^4*c^2*g*q*x^2+1328*b^4*c^2*g*r^2*x+20864*b^4*c^2*g*r*x^2+21248*b^4*c^2* g*x^3+576*b^4*c^2*p^2*r*x+2784*b^4*c^2*p^2*x^2+448*b^4*c^2*p*q*r*x+4224*b^4*c^2 *p*q*x^2+672*b^4*c^2*p*r^2*x+5760*b^4*c^2*p*r*x^2+3968*b^4*c^2*p*x^3+1056*b^4*c ^2*q^2*x^2+160*b^4*c^2*q*r^2*x+3440*b^4*c^2*q*r*x^2+4352*b^4*c^2*q*x^3-336*b^4* c^2*r^2*x^2-1024*b^4*c^2*r*x^3+256*b^4*c*g^3*r*x+3024*b^4*c*g^3*x^2+1120*b^4*c* g^2*p*r*x+11616*b^4*c*g^2*p*x^2+288*b^4*c*g^2*q*r*x+6048*b^4*c*g^2*q*x^2+808*b^ 4*c*g^2*r^2*x+15672*b^4*c*g^2*r*x^2+18944*b^4*c*g^2*x^3+896*b^4*c*g*p^2*r*x+ 7632*b^4*c*g*p^2*x^2+608*b^4*c*g*p*q*r*x+9792*b^4*c*g*p*q*x^2+1008*b^4*c*g*p*r^ 2*x+16504*b^4*c*g*p*r*x^2+14528*b^4*c*g*p*x^3+1968*b^4*c*g*q^2*x^2+272*b^4*c*g* q*r^2*x+10472*b^4*c*g*q*r*x^2+14720*b^4*c*g*q*x^3+32*b^4*c*g*r^3*x+3376*b^4*c*g *r^2*x^2+2864*b^4*c*g*r*x^3+96*b^4*c*p^3*r*x+432*b^4*c*p^3*x^2+128*b^4*c*p^2*q* r*x+1056*b^4*c*p^2*q*x^2+168*b^4*c*p^2*r^2*x+1392*b^4*c*p^2*r*x^2+896*b^4*c*p^2 *x^3+624*b^4*c*p*q^2*x^2+64*b^4*c*p*q*r^2*x+1864*b^4*c*p*q*r*x^2+1984*b^4*c*p*q *x^3+168*b^4*c*p*r^2*x^2+96*b^4*c*p*r*x^3+232*b^4*c*q^2*r*x^2+1088*b^4*c*q^2*x^ 3-64*b^4*c*q*r^3*x-784*b^4*c*q*r^2*x^2-512*b^4*c*q*r*x^3-48*b^4*c*r^4*x-840*b^4 *c*r^3*x^2-1536*b^4*c*r^2*x^3+144*b^4*g^3*p*r*x+1704*b^4*g^3*p*x^2+32*b^4*g^3*q *r*x+720*b^4*g^3*q*x^2+160*b^4*g^3*r^2*x+3232*b^4*g^3*r*x^2+4592*b^4*g^3*x^3+ 256*b^4*g^2*p^2*r*x+2688*b^4*g^2*p^2*x^2+160*b^4*g^2*p*q*r*x+3168*b^4*g^2*p*q*x ^2+320*b^4*g^2*p*r^2*x+6628*b^4*g^2*p*r*x^2+6784*b^4*g^2*p*x^3+480*b^4*g^2*q^2* x^2+112*b^4*g^2*q*r^2*x+4184*b^4*g^2*q*r*x^2+6784*b^4*g^2*q*x^3+32*b^4*g^2*r^3* x+2132*b^4*g^2*r^2*x^2+3332*b^4*g^2*r*x^3+112*b^4*g*p^3*r*x+984*b^4*g*p^3*x^2+ 128*b^4*g*p^2*q*r*x+2064*b^4*g*p^2*q*x^2+176*b^4*g*p^2*r^2*x+3060*b^4*g*p^2*r*x ^2+2288*b^4*g*p^2*x^3+1080*b^4*g*p*q^2*x^2+64*b^4*g*p*q*r^2*x+4220*b^4*g*p*q*r* x^2+4672*b^4*g*p*q*x^3+1372*b^4*g*p*r^2*x^2+500*b^4*g*p*r*x^3+1040*b^4*g*q^2*r* x^2+2384*b^4*g*q^2*x^3-64*b^4*g*q*r^3*x+396*b^4*g*q*r^2*x^2+196*b^4*g*q*r*x^3-\ 48*b^4*g*r^4*x-568*b^4*g*r^3*x^2-2548*b^4*g*r^2*x^3+1536*b^3*c^5*r*x+8064*b^3*c ^5*x^2+4864*b^3*c^4*g*r*x+33408*b^3*c^4*g*x^2+2880*b^3*c^4*p*r*x+14016*b^3*c^4* p*x^2+1536*b^3*c^4*q*r*x+12096*b^3*c^4*q*x^2+2048*b^3*c^4*r^2*x+16192*b^3*c^4*r *x^2+10880*b^3*c^4*x^3+5248*b^3*c^3*g^2*r*x+41856*b^3*c^3*g^2*x^2+8192*b^3*c^3* g*p*r*x+54624*b^3*c^3*g*p*x^2+3776*b^3*c^3*g*q*r*x+38208*b^3*c^3*g*q*x^2+5792*b ^3*c^3*g*r^2*x+62512*b^3*c^3*g*r*x^2+50624*b^3*c^3*g*x^3+1920*b^3*c^3*p^2*r*x+ 8736*b^3*c^3*p^2*x^2+2432*b^3*c^3*p*q*r*x+16704*b^3*c^3*p*q*x^2+2640*b^3*c^3*p* r^2*x+19856*b^3*c^3*p*r*x^2+11968*b^3*c^3*p*x^3+384*b^3*c^3*q^2*r*x+6048*b^3*c^ 3*q^2*x^2+1440*b^3*c^3*q*r^2*x+17840*b^3*c^3*q*r*x^2+16320*b^3*c^3*q*x^3+400*b^ 3*c^3*r^3*x+3168*b^3*c^3*r^2*x^2+1072*b^3*c^3*r*x^3+2368*b^3*c^2*g^3*r*x+20832* b^3*c^2*g^3*x^2+7200*b^3*c^2*g^2*p*r*x+55872*b^3*c^2*g^2*p*x^2+3008*b^3*c^2*g^2 *q*r*x+35328*b^3*c^2*g^2*q*x^2+5376*b^3*c^2*g^2*r^2*x+68608*b^3*c^2*g^2*r*x^2+ 63360*b^3*c^2*g^2*x^3+4864*b^3*c^2*g*p^2*r*x+31872*b^3*c^2*g*p^2*x^2+5088*b^3*c ^2*g*p*q*r*x+47808*b^3*c^2*g*p*q*x^2+6472*b^3*c^2*g*p*r^2*x+69112*b^3*c^2*g*p*r *x^2+49120*b^3*c^2*g*p*x^3+672*b^3*c^2*g*q^2*r*x+14016*b^3*c^2*g*q^2*x^2+3056*b ^3*c^2*g*q*r^2*x+52024*b^3*c^2*g*q*r*x^2+52256*b^3*c^2*g*q*x^3+1096*b^3*c^2*g*r ^3*x+16648*b^3*c^2*g*r^2*x^2+7976*b^3*c^2*g*r*x^3+528*b^3*c^2*p^3*r*x+2256*b^3* c^2*p^3*x^2+1216*b^3*c^2*p^2*q*r*x+7344*b^3*c^2*p^2*q*x^2+1080*b^3*c^2*p^2*r^2* x+7568*b^3*c^2*p^2*r*x^2+3904*b^3*c^2*p^2*x^3+496*b^3*c^2*p*q^2*r*x+6192*b^3*c^ 2*p*q^2*x^2+1344*b^3*c^2*p*q*r^2*x+15776*b^3*c^2*p*q*r*x^2+11968*b^3*c^2*p*q*x^ 3+352*b^3*c^2*p*r^3*x+3160*b^3*c^2*p*r^2*x^2+1128*b^3*c^2*p*r*x^3+1008*b^3*c^2* q^3*x^2+208*b^3*c^2*q^2*r^2*x+5696*b^3*c^2*q^2*r*x^2+8160*b^3*c^2*q^2*x^3-32*b^ 3*c^2*q*r^3*x+800*b^3*c^2*q*r^2*x^2+1072*b^3*c^2*q*r*x^3-120*b^3*c^2*r^4*x-2128 *b^3*c^2*r^3*x^2-4808*b^3*c^2*r^2*x^3+384*b^3*c*g^4*r*x+3624*b^3*c*g^4*x^2+2376 *b^3*c*g^3*p*r*x+20256*b^3*c*g^3*p*x^2+912*b^3*c*g^3*q*r*x+11736*b^3*c*g^3*q*x^ 2+2040*b^3*c*g^3*r^2*x+28804*b^3*c*g^3*r*x^2+30240*b^3*c*g^3*x^3+3136*b^3*c*g^2 *p^2*r*x+23832*b^3*c*g^2*p^2*x^2+2976*b^3*c*g^2*p*q*r*x+32736*b^3*c*g^2*p*q*x^2 +4304*b^3*c*g^2*p*r^2*x+54644*b^3*c*g^2*p*r*x^2+43680*b^3*c*g^2*p*x^3+336*b^3*c *g^2*q^2*r*x+8424*b^3*c*g^2*q^2*x^2+1976*b^3*c*g^2*q*r^2*x+39088*b^3*c*g^2*q*r* x^2+44160*b^3*c*g^2*q*x^3+848*b^3*c*g^2*r^3*x+16784*b^3*c*g^2*r^2*x^2+15016*b^3 *c*g^2*r*x^3+1192*b^3*c*g*p^3*r*x+7752*b^3*c*g*p^3*x^2+2064*b^3*c*g*p^2*q*r*x+ 18504*b^3*c*g*p^2*q*x^2+2264*b^3*c*g*p^2*r^2*x+23560*b^3*c*g*p^2*r*x^2+14272*b^ 3*c*g*p^2*x^3+696*b^3*c*g*p*q^2*r*x+12408*b^3*c*g*p*q^2*x^2+2192*b^3*c*g*p*q*r^ 2*x+37864*b^3*c*g*p*q*r*x^2+31104*b^3*c*g*p*q*x^3+760*b^3*c*g*p*r^3*x+11188*b^3 *c*g*p*r^2*x^2+924*b^3*c*g*p*r*x^3+1608*b^3*c*g*q^3*x^2+336*b^3*c*g*q^2*r^2*x+ 12448*b^3*c*g*q^2*r*x^2+16880*b^3*c*g*q^2*x^3-16*b^3*c*g*q*r^3*x+5564*b^3*c*g*q *r^2*x^2-624*b^3*c*g*q*r*x^3-184*b^3*c*g*r^4*x-3224*b^3*c*g*r^3*x^2-15724*b^3*c *g*r^2*x^3+48*b^3*c*p^4*r*x+192*b^3*c*p^4*x^2+192*b^3*c*p^3*q*r*x+1008*b^3*c*p^ 3*q*x^2+136*b^3*c*p^3*r^2*x+844*b^3*c*p^3*r*x^2+320*b^3*c*p^3*x^3+152*b^3*c*p^2 *q^2*r*x+1488*b^3*c*p^2*q^2*x^2+328*b^3*c*p^2*q*r^2*x+3296*b^3*c*p^2*q*r*x^2+ 1952*b^3*c*p^2*q*x^3+88*b^3*c*p^2*r^3*x+728*b^3*c*p^2*r^2*x^2+144*b^3*c*p^2*r*x ^3+672*b^3*c*p*q^3*x^2+76*b^3*c*p*q^2*r^2*x+2924*b^3*c*p*q^2*r*x^2+2992*b^3*c*p *q^2*x^3+1072*b^3*c*p*q*r^2*x^2+564*b^3*c*p*q*r*x^3-24*b^3*c*p*r^4*x-212*b^3*c* p*r^3*x^2-796*b^3*c*p*r^2*x^3+412*b^3*c*q^3*r*x^2+1360*b^3*c*q^3*x^3-76*b^3*c*q ^2*r^3*x-392*b^3*c*q^2*r^2*x^2+268*b^3*c*q^2*r*x^3-96*b^3*c*q*r^4*x-1204*b^3*c* q*r^3*x^2-2404*b^3*c*q*r^2*x^3-24*b^3*c*r^5*x-288*b^3*c*r^4*x^2-576*b^3*c*r^3*x ^3+232*b^3*g^4*p*r*x+2112*b^3*g^4*p*x^2+80*b^3*g^4*q*r*x+1056*b^3*g^4*q*x^2+272 *b^3*g^4*r^2*x+4052*b^3*g^4*r*x^2+4928*b^3*g^4*x^3+564*b^3*g^3*p^2*r*x+4704*b^3 *g^3*p^2*x^2+504*b^3*g^3*p*q*r*x+6048*b^3*g^3*p*q*x^2+854*b^3*g^3*p*r^2*x+12134 *b^3*g^3*p*r*x^2+10920*b^3*g^3*p*x^3+48*b^3*g^3*q^2*r*x+1344*b^3*g^3*q^2*x^2+ 412*b^3*g^3*q*r^2*x+8506*b^3*g^3*q*r*x^2+10920*b^3*g^3*q*x^3+210*b^3*g^3*r^3*x+ 4692*b^3*g^3*r^2*x^2+6226*b^3*g^3*r*x^3+432*b^3*g^2*p^3*r*x+3216*b^3*g^2*p^3*x^ 2+672*b^3*g^2*p^2*q*r*x+7104*b^3*g^2*p^2*q*x^2+828*b^3*g^2*p^2*r^2*x+10284*b^3* g^2*p^2*r*x^2+7008*b^3*g^2*p^2*x^3+200*b^3*g^2*p*q^2*r*x+4320*b^3*g^2*p*q^2*x^2 +744*b^3*g^2*p*q*r^2*x+15456*b^3*g^2*p*q*r*x^2+14256*b^3*g^2*p*q*x^3+292*b^3*g^ 2*p*r^3*x+5652*b^3*g^2*p*r^2*x^2+2378*b^3*g^2*p*r*x^3+432*b^3*g^2*q^3*x^2+128*b ^3*g^2*q^2*r^2*x+4872*b^3*g^2*q^2*r*x^2+7248*b^3*g^2*q^2*x^3+16*b^3*g^2*q*r^3*x +3222*b^3*g^2*q*r^2*x^2+1618*b^3*g^2*q*r*x^3-64*b^3*g^2*r^4*x-978*b^3*g^2*r^3*x ^2-6722*b^3*g^2*r^2*x^3+100*b^3*g*p^4*r*x+648*b^3*g*p^4*x^2+248*b^3*g*p^3*q*r*x +2160*b^3*g*p^3*q*x^2+246*b^3*g*p^3*r^2*x+2374*b^3*g*p^3*r*x^2+1128*b^3*g*p^3*x ^3+152*b^3*g*p^2*q^2*r*x+2400*b^3*g*p^2*q^2*x^2+380*b^3*g*p^2*q*r^2*x+6142*b^3* g*p^2*q*r*x^2+3880*b^3*g*p^2*q*x^3+146*b^3*g*p^2*r^3*x+1624*b^3*g*p^2*r^2*x^2-\ 952*b^3*g*p^2*r*x^3+888*b^3*g*p*q^3*x^2+76*b^3*g*p*q^2*r^2*x+4594*b^3*g*p*q^2*r *x^2+4400*b^3*g*p*q^2*x^3+2246*b^3*g*p*q*r^2*x^2-1766*b^3*g*p*q*r*x^3-24*b^3*g* p*r^4*x-474*b^3*g*p*r^3*x^2-4334*b^3*g*p*r^2*x^3+796*b^3*g*q^3*r*x^2+1648*b^3*g *q^3*x^3-76*b^3*g*q^2*r^3*x+254*b^3*g*q^2*r^2*x^2-890*b^3*g*q^2*r*x^3-96*b^3*g* q*r^4*x-1064*b^3*g*q*r^3*x^2-5138*b^3*g*q*r^2*x^3-24*b^3*g*r^5*x-372*b^3*g*r^4* x^2-1608*b^3*g*r^3*x^3+1280*b^2*c^6*r*x+6528*b^2*c^6*x^2+5504*b^2*c^5*g*r*x+ 34944*b^2*c^5*g*x^2+2816*b^2*c^5*p*r*x+13248*b^2*c^5*p*x^2+1920*b^2*c^5*q*r*x+ 13056*b^2*c^5*q*x^2+2208*b^2*c^5*r^2*x+16320*b^2*c^5*r*x^2+10240*b^2*c^5*x^3+ 8512*b^2*c^4*g^2*r*x+61056*b^2*c^4*g^2*x^2+11360*b^2*c^4*g*p*r*x+69120*b^2*c^4* g*p*x^2+6656*b^2*c^4*g*q*r*x+54240*b^2*c^4*g*q*x^2+8752*b^2*c^4*g*r^2*x+80768*b ^2*c^4*g*r*x^2+57792*b^2*c^4*g*x^3+2240*b^2*c^4*p^2*r*x+9888*b^2*c^4*p^2*x^2+ 3712*b^2*c^4*p*q*r*x+22272*b^2*c^4*p*q*x^2+3328*b^2*c^4*p*r^2*x+23040*b^2*c^4*p *r*x^2+12416*b^2*c^4*p*x^3+960*b^2*c^4*q^2*r*x+9792*b^2*c^4*q^2*x^2+2624*b^2*c^ 4*q*r^2*x+26320*b^2*c^4*q*r*x^2+20480*b^2*c^4*q*x^3+736*b^2*c^4*r^3*x+5488*b^2* c^4*r^2*x^2+1936*b^2*c^4*r*x^3+6112*b^2*c^3*g^3*r*x+47328*b^2*c^3*g^3*x^2+15168 *b^2*c^3*g^2*p*r*x+104400*b^2*c^3*g^2*p*x^2+8064*b^2*c^3*g^2*q*r*x+73824*b^2*c^ 3*g^2*q*x^2+11872*b^2*c^3*g^2*r^2*x+124624*b^2*c^3*g^2*r*x^2+98336*b^2*c^3*g^2* x^3+8704*b^2*c^3*g*p^2*r*x+51648*b^2*c^3*g*p^2*x^2+11552*b^2*c^3*g*p*q*r*x+ 86592*b^2*c^3*g*p*q*x^2+12552*b^2*c^3*g*p*r^2*x+112056*b^2*c^3*g*p*r*x^2+69856* b^2*c^3*g*p*x^3+2528*b^2*c^3*g*q^2*r*x+30672*b^2*c^3*g*q^2*x^2+8080*b^2*c^3*g*q *r^2*x+97944*b^2*c^3*g*q*r*x^2+81056*b^2*c^3*g*q*x^3+2984*b^2*c^3*g*r^3*x+30784 *b^2*c^3*g*r^2*x^2+11008*b^2*c^3*g*r*x^3+768*b^2*c^3*p^3*r*x+3216*b^2*c^3*p^3*x ^2+2432*b^2*c^3*p^2*q*r*x+13056*b^2*c^3*p^2*q*x^2+1656*b^2*c^3*p^2*r^2*x+10384* b^2*c^3*p^2*r*x^2+4352*b^2*c^3*p^2*x^3+1600*b^2*c^3*p*q^2*r*x+13536*b^2*c^3*p*q ^2*x^2+3216*b^2*c^3*p*q*r^2*x+29568*b^2*c^3*p*q*r*x^2+18624*b^2*c^3*p*q*x^3+704 *b^2*c^3*p*r^3*x+4520*b^2*c^3*p*r^2*x^2-1064*b^2*c^3*p*r*x^3+160*b^2*c^3*q^3*r* x+3264*b^2*c^3*q^3*x^2+968*b^2*c^3*q^2*r^2*x+15000*b^2*c^3*q^2*r*x^2+15360*b^2* c^3*q^2*x^3+432*b^2*c^3*q*r^3*x+5512*b^2*c^3*q*r^2*x^2+2904*b^2*c^3*q*r*x^3-96* b^2*c^3*r^4*x-2384*b^2*c^3*r^3*x^2-7192*b^2*c^3*r^2*x^3+2080*b^2*c^2*g^4*r*x+ 16968*b^2*c^2*g^4*x^2+8744*b^2*c^2*g^3*p*r*x+64704*b^2*c^2*g^3*p*x^2+4320*b^2*c ^2*g^3*q*r*x+42696*b^2*c^2*g^3*q*x^2+7244*b^2*c^2*g^3*r^2*x+82808*b^2*c^2*g^3*r *x^2+71760*b^2*c^2*g^3*x^3+9568*b^2*c^2*g^2*p^2*r*x+63816*b^2*c^2*g^2*p^2*x^2+ 11360*b^2*c^2*g^2*p*q*r*x+96480*b^2*c^2*g^2*p*q*x^2+13884*b^2*c^2*g^2*p*r^2*x+ 141400*b^2*c^2*g^2*p*r*x^2+96976*b^2*c^2*g^2*p*x^3+2208*b^2*c^2*g^2*q^2*r*x+ 30408*b^2*c^2*g^2*q^2*x^2+8160*b^2*c^2*g^2*q*r^2*x+112196*b^2*c^2*g^2*q*r*x^2+ 101328*b^2*c^2*g^2*q*x^3+3484*b^2*c^2*g^2*r^3*x+43964*b^2*c^2*g^2*r^2*x^2+25872 *b^2*c^2*g^2*r*x^3+3104*b^2*c^2*g*p^3*r*x+18096*b^2*c^2*g*p^3*x^2+6800*b^2*c^2* g*p^2*q*r*x+48000*b^2*c^2*g*p^2*q*x^2+6388*b^2*c^2*g*p^2*r^2*x+53816*b^2*c^2*g* p^2*r*x^2+28176*b^2*c^2*g*p^2*x^3+3584*b^2*c^2*g*p*q^2*r*x+37704*b^2*c^2*g*p*q^ 2*x^2+8744*b^2*c^2*g*p*q*r^2*x+100212*b^2*c^2*g*p*q*r*x^2+68096*b^2*c^2*g*p*q*x ^3+3024*b^2*c^2*g*p*r^3*x+27188*b^2*c^2*g*p*r^2*x^2-2140*b^2*c^2*g*p*r*x^3+288* b^2*c^2*g*q^3*r*x+7344*b^2*c^2*g*q^3*x^2+2184*b^2*c^2*g*q^2*r^2*x+40324*b^2*c^2 *g*q^2*r*x^2+40704*b^2*c^2*g*q^2*x^3+1320*b^2*c^2*g*q*r^3*x+20724*b^2*c^2*g*q*r ^2*x^2-168*b^2*c^2*g*q*r*x^3-32*b^2*c^2*g*r^4*x-4956*b^2*c^2*g*r^3*x^2-30884*b^ 2*c^2*g*r^2*x^3+96*b^2*c^2*p^4*r*x+384*b^2*c^2*p^4*x^2+624*b^2*c^2*p^3*q*r*x+ 2976*b^2*c^2*p^3*q*x^2+272*b^2*c^2*p^3*r^2*x+1328*b^2*c^2*p^3*r*x^2+160*b^2*c^2 *p^3*x^3+800*b^2*c^2*p^2*q^2*r*x+5640*b^2*c^2*p^2*q^2*x^2+1232*b^2*c^2*p^2*q*r^ 2*x+9576*b^2*c^2*p^2*q*r*x^2+4352*b^2*c^2*p^2*q*x^3+176*b^2*c^2*p^2*r^3*x+376*b ^2*c^2*p^2*r^2*x^2-2288*b^2*c^2*p^2*r*x^3+224*b^2*c^2*p*q^3*r*x+3456*b^2*c^2*p* q^3*x^2+848*b^2*c^2*p*q^2*r^2*x+12288*b^2*c^2*p*q^2*r*x^2+9312*b^2*c^2*p*q^2*x^ 3+352*b^2*c^2*p*q*r^3*x+3960*b^2*c^2*p*q*r^2*x^2-1064*b^2*c^2*p*q*r*x^3-48*b^2* c^2*p*r^4*x-1288*b^2*c^2*p*r^3*x^2-4700*b^2*c^2*p*r^2*x^3+408*b^2*c^2*q^4*x^2+ 104*b^2*c^2*q^3*r^2*x+3420*b^2*c^2*q^3*r*x^2+5120*b^2*c^2*q^3*x^3-40*b^2*c^2*q^ 2*r^3*x+1396*b^2*c^2*q^2*r^2*x^2+1452*b^2*c^2*q^2*r*x^3-168*b^2*c^2*q*r^4*x-\ 2376*b^2*c^2*q*r^3*x^2-7192*b^2*c^2*q*r^2*x^3-48*b^2*c^2*r^5*x-720*b^2*c^2*r^4* x^2-2064*b^2*c^2*r^3*x^3+272*b^2*c*g^5*r*x+2304*b^2*c*g^5*x^2+2168*b^2*c*g^4*p* r*x+16824*b^2*c*g^4*p*x^2+1000*b^2*c*g^4*q*r*x+10368*b^2*c*g^4*q*x^2+2026*b^2*c *g^4*r^2*x+24624*b^2*c*g^4*r*x^2+23704*b^2*c*g^4*x^3+3940*b^2*c*g^3*p^2*r*x+ 28104*b^2*c*g^3*p^2*x^2+4368*b^2*c*g^3*p*q*r*x+40032*b^2*c*g^3*p*q*x^2+5958*b^2 *c*g^3*p*r^2*x+66426*b^2*c*g^3*p*r*x^2+49896*b^2*c*g^3*p*x^3+768*b^2*c*g^3*q^2* r*x+11544*b^2*c*g^3*q^2*x^2+3384*b^2*c*g^3*q*r^2*x+50360*b^2*c*g^3*q*r*x^2+ 50280*b^2*c*g^3*q*x^3+1630*b^2*c*g^3*r^3*x+23902*b^2*c*g^3*r^2*x^2+21466*b^2*c* g^3*r*x^3+2552*b^2*c*g^2*p^3*r*x+16452*b^2*c*g^2*p^3*x^2+4904*b^2*c*g^2*p^2*q*r *x+39360*b^2*c*g^2*p^2*q*x^2+5242*b^2*c*g^2*p^2*r^2*x+50292*b^2*c*g^2*p^2*r*x^2 +29272*b^2*c*g^2*p^2*x^3+2296*b^2*c*g^2*p*q^2*r*x+27708*b^2*c*g^2*p*q^2*x^2+ 6360*b^2*c*g^2*p*q*r^2*x+83602*b^2*c*g^2*p*q*r*x^2+62320*b^2*c*g^2*p*q*x^3+2560 *b^2*c*g^2*p*r^3*x+28016*b^2*c*g^2*p*r^2*x^2+4838*b^2*c*g^2*p*r*x^3+152*b^2*c*g ^2*q^3*r*x+4680*b^2*c*g^2*q^3*x^2+1490*b^2*c*g^2*q^2*r^2*x+30840*b^2*c*g^2*q^2* r*x^2+33168*b^2*c*g^2*q^2*x^3+1056*b^2*c*g^2*q*r^3*x+19960*b^2*c*g^2*q*r^2*x^2+ 3616*b^2*c*g^2*q*r*x^3+40*b^2*c*g^2*r^4*x-2716*b^2*c*g^2*r^3*x^2-27348*b^2*c*g^ 2*r^2*x^3+524*b^2*c*g*p^4*r*x+2964*b^2*c*g*p^4*x^2+1616*b^2*c*g*p^3*q*r*x+10848 *b^2*c*g*p^3*q*x^2+1390*b^2*c*g*p^3*r^2*x+10412*b^2*c*g*p^3*r*x^2+4216*b^2*c*g* p^3*x^3+1456*b^2*c*g*p^2*q^2*r*x+13740*b^2*c*g*p^2*q^2*x^2+2992*b^2*c*g*p^2*q*r ^2*x+30730*b^2*c*g*p^2*q*r*x^2+16184*b^2*c*g*p^2*q*x^3+1046*b^2*c*g*p^2*r^3*x+ 6692*b^2*c*g*p^2*r^2*x^2-5926*b^2*c*g*p^2*r*x^3+320*b^2*c*g*p*q^3*r*x+6456*b^2* c*g*p*q^3*x^2+1484*b^2*c*g*p*q^2*r^2*x+27064*b^2*c*g*p*q^2*r*x^2+20384*b^2*c*g* p*q^2*x^3+928*b^2*c*g*p*q*r^3*x+12242*b^2*c*g*p*q*r^2*x^2-9494*b^2*c*g*p*q*r*x^ 3+96*b^2*c*g*p*r^4*x-2462*b^2*c*g*p*r^3*x^2-19042*b^2*c*g*p*r^2*x^3+600*b^2*c*g *q^4*x^2+164*b^2*c*g*q^3*r^2*x+6286*b^2*c*g*q^3*r*x^2+8416*b^2*c*g*q^3*x^3-64*b ^2*c*g*q^2*r^3*x+3212*b^2*c*g*q^2*r^2*x^2-3834*b^2*c*g*q^2*r*x^3-280*b^2*c*g*q* r^4*x-4716*b^2*c*g*q*r^3*x^2-22964*b^2*c*g*q*r^2*x^3-84*b^2*c*g*r^5*x-1872*b^2* c*g*r^4*x^2-7128*b^2*c*g*r^3*x^3+48*b^2*c*p^4*q*r*x+192*b^2*c*p^4*q*x^2-72*b^2* c*p^4*r*x^2-96*b^2*c*p^4*x^3+120*b^2*c*p^3*q^2*r*x+684*b^2*c*p^3*q^2*x^2+136*b^ 2*c*p^3*q*r^2*x+718*b^2*c*p^3*q*r*x^2+80*b^2*c*p^3*q*x^3-264*b^2*c*p^3*r^2*x^2-\ 636*b^2*c*p^3*r*x^3+72*b^2*c*p^2*q^3*r*x+792*b^2*c*p^2*q^3*x^2+202*b^2*c*p^2*q^ 2*r^2*x+2192*b^2*c*p^2*q^2*r*x^2+1088*b^2*c*p^2*q^2*x^3+88*b^2*c*p^2*q*r^3*x+ 404*b^2*c*p^2*q*r^2*x^2-1144*b^2*c*p^2*q*r*x^3-252*b^2*c*p^2*r^3*x^2-972*b^2*c* p^2*r^2*x^3+300*b^2*c*p*q^4*x^2+36*b^2*c*p*q^3*r^2*x+1632*b^2*c*p*q^3*r*x^2+ 1552*b^2*c*p*q^3*x^3+850*b^2*c*p*q^2*r^2*x^2-266*b^2*c*p*q^2*r*x^3-24*b^2*c*p*q *r^4*x-374*b^2*c*p*q*r^3*x^2-2350*b^2*c*p*q*r^2*x^3-312*b^2*c*p*r^3*x^3+230*b^2 *c*q^4*r*x^2+640*b^2*c*q^4*x^3-36*b^2*c*q^3*r^3*x+6*b^2*c*q^3*r^2*x^2+242*b^2*c *q^3*r*x^3-60*b^2*c*q^2*r^4*x-592*b^2*c*q^2*r^3*x^2-1798*b^2*c*q^2*r^2*x^3-24*b ^2*c*q*r^5*x-252*b^2*c*q*r^4*x^2-1032*b^2*c*q*r^3*x^3+60*b^2*c*r^5*x^2+120*b^2* c*r^4*x^3+172*b^2*g^5*p*r*x+1380*b^2*g^5*p*x^2+72*b^2*g^5*q*r*x+756*b^2*g^5*q*x ^2+208*b^2*g^5*r^2*x+2650*b^2*g^5*r*x^2+2912*b^2*g^5*x^3+526*b^2*g^4*p^2*r*x+ 3936*b^2*g^4*p^2*x^2+556*b^2*g^4*p*q*r*x+5328*b^2*g^4*p*q*x^2+869*b^2*g^4*p*r^2 *x+10430*b^2*g^4*p*r*x^2+8660*b^2*g^4*p*x^3+88*b^2*g^4*q^2*r*x+1392*b^2*g^4*q^2 *x^2+498*b^2*g^4*q*r^2*x+7729*b^2*g^4*q*r*x^2+8660*b^2*g^4*q*x^3+271*b^2*g^4*r^ 3*x+4465*b^2*g^4*r^2*x^2+5520*b^2*g^4*r*x^3+564*b^2*g^3*p^3*r*x+3864*b^2*g^3*p^ 3*x^2+1012*b^2*g^3*p^2*q*r*x+8772*b^2*g^3*p^2*q*x^2+1191*b^2*g^3*p^2*r^2*x+ 12597*b^2*g^3*p^2*r*x^2+8100*b^2*g^3*p^2*x^3+440*b^2*g^3*p*q^2*r*x+5760*b^2*g^3 *p*q^2*x^2+1380*b^2*g^3*p*q*r^2*x+19856*b^2*g^3*p*q*r*x^2+16392*b^2*g^3*p*q*x^3 +612*b^2*g^3*p*r^3*x+7878*b^2*g^3*p*r^2*x^2+3807*b^2*g^3*p*r*x^3+24*b^2*g^3*q^3 *r*x+852*b^2*g^3*q^3*x^2+326*b^2*g^3*q^2*r^2*x+7019*b^2*g^3*q^2*r*x^2+8292*b^2* g^3*q^2*x^3+268*b^2*g^3*q*r^3*x+5611*b^2*g^3*q*r^2*x^2+3199*b^2*g^3*q*r*x^3+21* b^2*g^3*r^4*x-329*b^2*g^3*r^3*x^2-6438*b^2*g^3*r^2*x^3+246*b^2*g^2*p^4*r*x+1500 *b^2*g^2*p^4*x^2+660*b^2*g^2*p^3*q*r*x+4992*b^2*g^2*p^3*q*x^2+651*b^2*g^2*p^3*r ^2*x+5520*b^2*g^2*p^3*r*x^2+2572*b^2*g^2*p^3*x^3+520*b^2*g^2*p^2*q^2*r*x+5712*b ^2*g^2*p^2*q^2*x^2+1210*b^2*g^2*p^2*q*r^2*x+14429*b^2*g^2*p^2*q*r*x^2+8516*b^2* g^2*p^2*q*x^3+495*b^2*g^2*p^2*r^3*x+4002*b^2*g^2*p^2*r^2*x^2-1798*b^2*g^2*p^2*r *x^3+96*b^2*g^2*p*q^3*r*x+2388*b^2*g^2*p*q^3*x^2+532*b^2*g^2*p*q^2*r^2*x+11438* b^2*g^2*p*q^2*r*x^2+9376*b^2*g^2*p*q^2*x^3+376*b^2*g^2*p*q*r^3*x+6253*b^2*g^2*p *q*r^2*x^2-3295*b^2*g^2*p*q*r*x^3+54*b^2*g^2*p*r^4*x-886*b^2*g^2*p*r^3*x^2-9564 *b^2*g^2*p*r^2*x^3+168*b^2*g^2*q^4*x^2+60*b^2*g^2*q^3*r^2*x+2454*b^2*g^2*q^3*r* x^2+3432*b^2*g^2*q^3*x^3-24*b^2*g^2*q^2*r^3*x+1629*b^2*g^2*q^2*r^2*x^2-1687*b^2 *g^2*q^2*r*x^3-112*b^2*g^2*q*r^4*x-1828*b^2*g^2*q*r^3*x^2-10902*b^2*g^2*q*r^2*x ^3-36*b^2*g^2*r^5*x-894*b^2*g^2*r^4*x^2-3916*b^2*g^2*r^3*x^3+36*b^2*g*p^5*r*x+ 186*b^2*g*p^5*x^2+132*b^2*g*p^4*q*r*x+840*b^2*g*p^4*q*x^2+117*b^2*g*p^4*r^2*x+ 693*b^2*g*p^4*r*x^2+184*b^2*g*p^4*x^3+168*b^2*g*p^3*q^2*r*x+1458*b^2*g*p^3*q^2* x^2+320*b^2*g*p^3*q*r^2*x+2725*b^2*g*p^3*q*r*x^2+968*b^2*g*p^3*q*x^3+126*b^2*g* p^3*r^3*x+375*b^2*g*p^3*r^2*x^2-1193*b^2*g*p^3*r*x^3+72*b^2*g*p^2*q^3*r*x+1140* b^2*g*p^2*q^3*x^2+254*b^2*g*p^2*q^2*r^2*x+3820*b^2*g*p^2*q^2*r*x^2+1936*b^2*g*p ^2*q^2*x^3+188*b^2*g*p^2*q*r^3*x+1303*b^2*g*p^2*q*r^2*x^2-3197*b^2*g*p^2*q*r*x^ 3+45*b^2*g*p^2*r^4*x-431*b^2*g*p^2*r^3*x^2-3009*b^2*g*p^2*r^2*x^3+336*b^2*g*p*q ^4*x^2+36*b^2*g*p*q^3*r^2*x+2082*b^2*g*p*q^3*r*x^2+1704*b^2*g*p*q^3*x^3+1106*b^ 2*g*p*q^2*r^2*x^2-2758*b^2*g*p*q^2*r*x^3-24*b^2*g*p*q*r^4*x-834*b^2*g*p*q*r^3*x ^2-6221*b^2*g*p*q*r^2*x^3-234*b^2*g*p*r^4*x^2-1164*b^2*g*p*r^3*x^3+294*b^2*g*q^ 4*r*x^2+552*b^2*g*q^4*x^3-36*b^2*g*q^3*r^3*x+90*b^2*g*q^3*r^2*x^2-754*b^2*g*q^3 *r*x^3-60*b^2*g*q^2*r^4*x-638*b^2*g*q^2*r^3*x^2-3422*b^2*g*q^2*r^2*x^3-24*b^2*g *q*r^5*x-318*b^2*g*q*r^4*x^2-1524*b^2*g*q*r^3*x^3+60*b^2*g*r^5*x^2+320*b^2*g*r^ 4*x^3+384*b*c^7*r*x+1920*b*c^7*x^2+2368*b*c^6*g*r*x+14976*b*c^6*g*x^2+960*b*c^6 *p*r*x+4416*b*c^6*p*x^2+768*b*c^6*q*r*x+4800*b*c^6*q*x^2+800*b*c^6*r^2*x+5632*b *c^6*r*x^2+3328*b*c^6*x^3+5248*b*c^5*g^2*r*x+37056*b*c^5*g^2*x^2+5792*b*c^5*g*p *r*x+35040*b*c^5*g*p*x^2+3904*b*c^5*g*q*r*x+29088*b*c^5*g*q*x^2+4672*b*c^5*g*r^ 2*x+40928*b*c^5*g*r*x^2+27520*b*c^5*g*x^3+864*b*c^5*p^2*r*x+3744*b*c^5*p^2*x^2+ 1728*b*c^5*p*q*r*x+9600*b*c^5*p*q*x^2+1344*b*c^5*p*r^2*x+8720*b*c^5*p*r*x^2+ 4224*b*c^5*p*x^3+576*b*c^5*q^2*r*x+4800*b*c^5*q^2*x^2+1344*b*c^5*q*r^2*x+11936* b*c^5*q*r*x^2+8320*b*c^5*q*x^3+352*b*c^5*r^3*x+2352*b*c^5*r^2*x^2+448*b*c^5*r*x ^3+5536*b*c^4*g^3*r*x+41472*b*c^4*g^3*x^2+11568*b*c^4*g^2*p*r*x+77904*b*c^4*g^2 *p*x^2+7040*b*c^4*g^2*q*r*x+58224*b*c^4*g^2*q*x^2+9312*b*c^4*g^2*r^2*x+91032*b* c^4*g^2*r*x^2+66112*b*c^4*g^2*x^3+5424*b*c^4*g*p^2*r*x+32064*b*c^4*g*p^2*x^2+ 8224*b*c^4*g*p*q*r*x+56448*b*c^4*g*p*q*x^2+8112*b*c^4*g*p*r^2*x+67952*b*c^4*g*p *r*x^2+39424*b*c^4*g*p*x^3+2304*b*c^4*g*q^2*r*x+22176*b*c^4*g*q^2*x^2+6240*b*c^ 4*g*q*r^2*x+65216*b*c^4*g*q*r*x^2+48384*b*c^4*g*q*x^3+2240*b*c^4*g*r^3*x+19672* b*c^4*g*r^2*x^2+4640*b*c^4*g*r*x^3+336*b*c^4*p^3*r*x+1392*b*c^4*p^3*x^2+1344*b* c^4*p^2*q*r*x+6768*b*c^4*p^2*q*x^2+744*b*c^4*p^2*r^2*x+4208*b*c^4*p^2*r*x^2+ 1344*b*c^4*p^2*x^3+1152*b*c^4*p*q^2*r*x+8160*b*c^4*p*q^2*x^2+1936*b*c^4*p*q*r^2 *x+15512*b*c^4*p*q*r*x^2+8448*b*c^4*p*q*x^3+352*b*c^4*p*r^3*x+1528*b*c^4*p*r^2* x^2-2064*b*c^4*p*r*x^3+192*b*c^4*q^3*r*x+2400*b*c^4*q^3*x^2+816*b*c^4*q^2*r^2*x +9792*b*c^4*q^2*r*x^2+8320*b*c^4*q^2*x^3+400*b*c^4*q*r^3*x+3736*b*c^4*q*r^2*x^2 +896*b*c^4*q*r*x^3-24*b*c^4*r^4*x-1096*b*c^4*r^3*x^2-3872*b*c^4*r^2*x^3+3032*b* c^3*g^4*r*x+23544*b*c^3*g^4*x^2+10344*b*c^3*g^3*p*r*x+73464*b*c^3*g^3*p*x^2+ 5888*b*c^3*g^3*q*r*x+51816*b*c^3*g^3*q*x^2+8552*b*c^3*g^3*r^2*x+89172*b*c^3*g^3 *r*x^2+69216*b*c^3*g^3*x^3+9592*b*c^3*g^2*p^2*r*x+62232*b*c^3*g^2*p^2*x^2+12832 *b*c^3*g^2*p*q*r*x+98304*b*c^3*g^2*p*q*x^2+14288*b*c^3*g^2*p*r^2*x+133228*b*c^3 *g^2*p*r*x^2+83648*b*c^3*g^2*p*x^3+3200*b*c^3*g^2*q^2*r*x+34272*b*c^3*g^2*q^2*x ^2+9744*b*c^3*g^2*q*r^2*x+113224*b*c^3*g^2*q*r*x^2+89920*b*c^3*g^2*q*x^3+4056*b *c^3*g^2*r^3*x+41744*b*c^3*g^2*r^2*x^2+16936*b*c^3*g^2*r*x^3+2528*b*c^3*g*p^3*r *x+14664*b*c^3*g*p^3*x^2+6208*b*c^3*g*p^2*q*r*x+40272*b*c^3*g*p^2*q*x^2+5352*b* c^3*g*p^2*r^2*x+41516*b*c^3*g*p^2*r*x^2+20000*b*c^3*g*p^2*x^3+4120*b*c^3*g*p*q^ 2*r*x+34704*b*c^3*g*p*q^2*x^2+8688*b*c^3*g*p*q*r^2*x+83944*b*c^3*g*p*q*r*x^2+ 50752*b*c^3*g*p*q*x^3+2904*b*c^3*g*p*r^3*x+20356*b*c^3*g*p*r^2*x^2-7000*b*c^3*g *p*r*x^3+560*b*c^3*g*q^3*r*x+8184*b*c^3*g*q^3*x^2+2864*b*c^3*g*q^2*r^2*x+38972* b*c^3*g*q^2*r*x^2+33152*b*c^3*g*q^2*x^3+1920*b*c^3*g*q*r^3*x+20308*b*c^3*g*q*r^ 2*x^2-1072*b*c^3*g*q*r*x^3+200*b*c^3*g*r^4*x-3248*b*c^3*g*r^3*x^2-24112*b*c^3*g *r^2*x^3+48*b*c^3*p^4*r*x+192*b*c^3*p^4*x^2+432*b*c^3*p^3*q*r*x+1968*b*c^3*p^3* q*x^2+136*b*c^3*p^3*r^2*x+484*b*c^3*p^3*r*x^2-160*b*c^3*p^3*x^3+744*b*c^3*p^2*q ^2*r*x+4536*b*c^3*p^2*q^2*x^2+904*b*c^3*p^2*q*r^2*x+5992*b*c^3*p^2*q*r*x^2+2016 *b*c^3*p^2*q*x^3+88*b*c^3*p^2*r^3*x-352*b*c^3*p^2*r^2*x^2-2368*b*c^3*p^2*r*x^3+ 336*b*c^3*p*q^3*r*x+3360*b*c^3*p*q^3*x^2+952*b*c^3*p*q^2*r^2*x+10188*b*c^3*p*q^ 2*r*x^2+6336*b*c^3*p*q^2*x^3+352*b*c^3*p*q*r^3*x+2240*b*c^3*p*q*r^2*x^2-3096*b* c^3*p*q*r*x^3-24*b*c^3*p*r^4*x-1076*b*c^3*p*r^3*x^2-3736*b*c^3*p*r^2*x^3+24*b*c ^3*q^4*r*x+600*b*c^3*q^4*x^2+208*b*c^3*q^3*r^2*x+3824*b*c^3*q^3*r*x^2+4160*b*c^ 3*q^3*x^3+112*b*c^3*q^2*r^3*x+2076*b*c^3*q^2*r^2*x^2+672*b*c^3*q^2*r*x^3-72*b*c ^3*q*r^4*x-1496*b*c^3*q*r^3*x^2-5808*b*c^3*q*r^2*x^3-24*b*c^3*r^5*x-432*b*c^3*r ^4*x^2-1392*b*c^3*r^3*x^3+836*b*c^2*g^5*r*x+6648*b*c^2*g^5*x^2+4504*b*c^2*g^4*p *r*x+33000*b*c^2*g^4*p*x^2+2432*b*c^2*g^4*q*r*x+22248*b*c^2*g^4*q*x^2+3950*b*c^ 2*g^4*r^2*x+43090*b*c^2*g^4*r*x^2+35936*b*c^2*g^4*x^3+6852*b*c^2*g^3*p^2*r*x+ 46440*b*c^2*g^3*p^2*x^2+8568*b*c^2*g^3*p*q*r*x+69696*b*c^2*g^3*p*q*x^2+10428*b* c^2*g^3*p*r^2*x+103808*b*c^2*g^3*p*r*x^2+69696*b*c^2*g^3*p*x^3+1968*b*c^2*g^3*q ^2*r*x+22584*b*c^2*g^3*q^2*x^2+6720*b*c^2*g^3*q*r^2*x+83408*b*c^2*g^3*q*r*x^2+ 71296*b*c^2*g^3*q*x^3+3096*b*c^2*g^3*r^3*x+35994*b*c^2*g^3*r^2*x^2+23000*b*c^2* g^3*r*x^3+3804*b*c^2*g^2*p^3*r*x+23604*b*c^2*g^2*p^3*x^2+8048*b*c^2*g^2*p^2*q*r *x+58140*b*c^2*g^2*p^2*q*x^2+8026*b*c^2*g^2*p^2*r^2*x+68764*b*c^2*g^2*p^2*r*x^2 +36392*b*c^2*g^2*p^2*x^3+4660*b*c^2*g^2*p*q^2*r*x+44196*b*c^2*g^2*p*q^2*x^2+ 11192*b*c^2*g^2*p*q*r^2*x+120932*b*c^2*g^2*p*q*r*x^2+79296*b*c^2*g^2*p*q*x^3+ 4468*b*c^2*g^2*p*r^3*x+37460*b*c^2*g^2*p*r^2*x^2-1378*b*c^2*g^2*p*r*x^3+544*b*c ^2*g^2*q^3*r*x+9108*b*c^2*g^2*q^3*x^2+3268*b*c^2*g^2*q^2*r^2*x+49440*b*c^2*g^2* q^2*r*x^2+43992*b*c^2*g^2*q^2*x^3+2552*b*c^2*g^2*q*r^3*x+31198*b*c^2*g^2*q*r^2* x^2+890*b*c^2*g^2*q*r*x^3+410*b*c^2*g^2*r^4*x-2528*b*c^2*g^2*r^3*x^2-35288*b*c^ 2*g^2*r^2*x^3+640*b*c^2*g*p^4*r*x+3552*b*c^2*g*p^4*x^2+2136*b*c^2*g*p^3*q*r*x+ 13176*b*c^2*g*p^3*q*x^2+1740*b*c^2*g*p^3*r^2*x+11636*b*c^2*g*p^3*r*x^2+4272*b*c ^2*g*p^3*x^3+2388*b*c^2*g*p^2*q^2*r*x+18120*b*c^2*g*p^2*q^2*x^2+4288*b*c^2*g*p^ 2*q*r^2*x+36334*b*c^2*g*p^2*q*r*x^2+16752*b*c^2*g*p^2*q*x^3+1468*b*c^2*g*p^2*r^ 3*x+6418*b*c^2*g*p^2*r^2*x^2-9790*b*c^2*g*p^2*r*x^3+832*b*c^2*g*p*q^3*r*x+9912* b*c^2*g*p*q^3*x^2+2968*b*c^2*g*p*q^2*r^2*x+36666*b*c^2*g*p*q^2*r*x^2+23392*b*c^ 2*g*p*q^2*x^3+1912*b*c^2*g*p*q*r^3*x+14984*b*c^2*g*p*q*r^2*x^2-14804*b*c^2*g*p* q*r*x^3+324*b*c^2*g*p*r^4*x-3386*b*c^2*g*p*r^3*x^2-23602*b*c^2*g*p*r^2*x^3+44*b *c^2*g*q^4*r*x+1416*b*c^2*g*q^4*x^2+512*b*c^2*g*q^3*r^2*x+10512*b*c^2*g*q^3*r*x ^2+10912*b*c^2*g*q^3*x^3+372*b*c^2*g*q^2*r^3*x+6560*b*c^2*g*q^2*r^2*x^2-3954*b* c^2*g*q^2*r*x^3-88*b*c^2*g*q*r^4*x-4730*b*c^2*g*q*r^3*x^2-26266*b*c^2*g*q*r^2*x ^3-44*b*c^2*g*r^5*x-2064*b*c^2*g*r^4*x^2-7784*b*c^2*g*r^3*x^3+48*b*c^2*p^4*q*r* x+192*b*c^2*p^4*q*x^2-72*b*c^2*p^4*r*x^2-96*b*c^2*p^4*x^3+180*b*c^2*p^3*q^2*r*x +924*b*c^2*p^3*q^2*x^2+136*b*c^2*p^3*q*r^2*x+538*b*c^2*p^3*q*r*x^2-160*b*c^2*p^ 3*q*x^3-264*b*c^2*p^3*r^2*x^2-596*b*c^2*p^3*r*x^3+168*b*c^2*p^2*q^3*r*x+1332*b* c^2*p^2*q^3*x^2+346*b*c^2*p^2*q^2*r^2*x+2836*b*c^2*p^2*q^2*r*x^2+1008*b*c^2*p^2 *q^2*x^3+88*b*c^2*p^2*q*r^3*x-136*b*c^2*p^2*q*r^2*x^2-2368*b*c^2*p^2*q*r*x^3-\ 252*b*c^2*p^2*r^3*x^2-828*b*c^2*p^2*r^2*x^3+36*b*c^2*p*q^4*r*x+660*b*c^2*p*q^4* x^2+172*b*c^2*p*q^3*r^2*x+2914*b*c^2*p*q^3*r*x^2+2112*b*c^2*p*q^3*x^3+88*b*c^2* p*q^2*r^3*x+1094*b*c^2*p*q^2*r^2*x^2-1548*b*c^2*p*q^2*r*x^3-24*b*c^2*p*q*r^4*x-\ 806*b*c^2*p*q*r^3*x^2-3736*b*c^2*p*q*r^2*x^3-168*b*c^2*p*r^3*x^3+60*b*c^2*q^5*x ^2+18*b*c^2*q^4*r^2*x+688*b*c^2*q^4*r*x^2+1040*b*c^2*q^4*x^3-12*b*c^2*q^3*r^3*x +450*b*c^2*q^3*r^2*x^2+224*b*c^2*q^3*r*x^3-54*b*c^2*q^2*r^4*x-674*b*c^2*q^2*r^3 *x^2-2904*b*c^2*q^2*r^2*x^3-24*b*c^2*q*r^5*x-324*b*c^2*q*r^4*x^2-1392*b*c^2*q*r ^3*x^3+60*b*c^2*r^5*x^2+160*b*c^2*r^4*x^3+92*b*c*g^6*r*x+744*b*c*g^6*x^2+900*b* c*g^5*p*r*x+6732*b*c*g^5*p*x^2+460*b*c*g^5*q*r*x+4308*b*c*g^5*q*x^2+882*b*c*g^5 *r^2*x+9993*b*c*g^5*r*x^2+9104*b*c*g^5*x^3+2100*b*c*g^4*p^2*r*x+14628*b*c*g^4*p ^2*x^2+2516*b*c*g^4*p*q*r*x+21192*b*c*g^4*p*q*x^2+3348*b*c*g^4*p*r^2*x+35138*b* c*g^4*p*r*x^2+25352*b*c*g^4*p*x^3+540*b*c*g^4*q^2*r*x+6468*b*c*g^4*q^2*x^2+2112 *b*c*g^4*q*r^2*x+27368*b*c*g^4*q*r*x^2+25448*b*c*g^4*q*x^3+1064*b*c*g^4*r^3*x+ 13787*b*c*g^4*r^2*x^2+12478*b*c*g^4*r*x^3+1936*b*c*g^3*p^3*r*x+12414*b*c*g^3*p^ 3*x^2+3832*b*c*g^3*p^2*q*r*x+29256*b*c*g^3*p^2*q*x^2+4158*b*c*g^3*p^2*r^2*x+ 38075*b*c*g^3*p^2*r*x^2+21756*b*c*g^3*p^2*x^3+2052*b*c*g^3*p*q^2*r*x+20850*b*c* g^3*p*q^2*x^2+5454*b*c*g^3*p*q*r^2*x+63215*b*c*g^3*p*q*r*x^2+44896*b*c*g^3*p*q* x^3+2396*b*c*g^3*p*r^3*x+23056*b*c*g^3*p*r^2*x^2+5785*b*c*g^3*p*r*x^3+212*b*c*g ^3*q^3*r*x+3912*b*c*g^3*q^3*x^2+1512*b*c*g^3*q^2*r^2*x+24331*b*c*g^3*q^2*r*x^2+ 23236*b*c*g^3*q^2*x^3+1330*b*c*g^3*q*r^3*x+18231*b*c*g^3*q*r^2*x^2+5503*b*c*g^3 *q*r*x^3+258*b*c*g^3*r^4*x-245*b*c*g^3*r^3*x^2-17508*b*c*g^3*r^2*x^3+738*b*c*g^ 2*p^4*r*x+4254*b*c*g^2*p^4*x^2+2108*b*c*g^2*p^3*q*r*x+14292*b*c*g^2*p^3*q*x^2+ 2005*b*c*g^2*p^3*r^2*x+14753*b*c*g^2*p^3*r*x^2+6228*b*c*g^2*p^3*x^3+1998*b*c*g^ 2*p^2*q^2*r*x+17274*b*c*g^2*p^2*q^2*x^2+4164*b*c*g^2*p^2*q*r^2*x+39808*b*c*g^2* p^2*q*r*x^2+20612*b*c*g^2*p^2*q*x^3+1703*b*c*g^2*p^2*r^3*x+9807*b*c*g^2*p^2*r^2 *x^2-7540*b*c*g^2*p^2*r*x^3+596*b*c*g^2*p*q^3*r*x+8232*b*c*g^2*p*q^3*x^2+2451*b *c*g^2*p*q^2*r^2*x+34402*b*c*g^2*p*q^2*r*x^2+23532*b*c*g^2*p*q^2*x^3+1860*b*c*g ^2*p*q*r^3*x+17471*b*c*g^2*p*q*r^2*x^2-12700*b*c*g^2*p*q*r*x^3+398*b*c*g^2*p*r^ 4*x-2647*b*c*g^2*p*r^3*x^2-25909*b*c*g^2*p*r^2*x^3+24*b*c*g^2*q^4*r*x+996*b*c*g ^2*q^4*x^2+380*b*c*g^2*q^3*r^2*x+8713*b*c*g^2*q^3*r*x^2+9148*b*c*g^2*q^3*x^3+ 305*b*c*g^2*q^2*r^3*x+6264*b*c*g^2*q^2*r^2*x^2-5284*b*c*g^2*q^2*r*x^3-56*b*c*g^ 2*q*r^4*x-4082*b*c*g^2*q*r^3*x^2-27791*b*c*g^2*q*r^2*x^3-38*b*c*g^2*r^5*x-2244* b*c*g^2*r^4*x^2-9552*b*c*g^2*r^3*x^3+90*b*c*g*p^5*r*x+444*b*c*g*p^5*x^2+348*b*c *g*p^4*q*r*x+1998*b*c*g*p^4*q*x^2+304*b*c*g*p^4*r^2*x+1579*b*c*g*p^4*r*x^2+384* b*c*g*p^4*x^3+542*b*c*g*p^3*q^2*r*x+3738*b*c*g*p^3*q^2*x^2+914*b*c*g*p^3*q*r^2* x+6261*b*c*g*p^3*q*r*x^2+1888*b*c*g*p^3*q*x^3+366*b*c*g*p^3*r^3*x+750*b*c*g*p^3 *r^2*x^2-2929*b*c*g*p^3*r*x^3+336*b*c*g*p^2*q^3*r*x+3342*b*c*g*p^2*q^3*x^2+986* b*c*g*p^2*q^2*r^2*x+9918*b*c*g*p^2*q^2*r*x^2+4264*b*c*g*p^2*q^2*x^3+686*b*c*g*p ^2*q*r^3*x+2804*b*c*g*p^2*q*r^2*x^2-8211*b*c*g*p^2*q*r*x^3+180*b*c*g*p^2*r^4*x-\ 1054*b*c*g*p^2*r^3*x^2-6801*b*c*g*p^2*r^2*x^3+52*b*c*g*p*q^4*r*x+1242*b*c*g*p*q ^4*x^2+326*b*c*g*p*q^3*r^2*x+6427*b*c*g*p*q^3*r*x^2+4400*b*c*g*p*q^3*x^3+280*b* c*g*p*q^2*r^3*x+3259*b*c*g*p*q^2*r^2*x^2-6755*b*c*g*p*q^2*r*x^3+72*b*c*g*p*q*r^ 4*x-2160*b*c*g*p*q*r^3*x^2-14484*b*c*g*p*q*r^2*x^3+28*b*c*g*p*r^5*x-564*b*c*g*p *r^4*x^2-2308*b*c*g*p*r^3*x^3+84*b*c*g*q^5*x^2+28*b*c*g*q^4*r^2*x+1191*b*c*g*q^ 4*r*x^2+1640*b*c*g*q^4*x^3-30*b*c*g*q^3*r^3*x+657*b*c*g*q^3*r^2*x^2-1473*b*c*g* q^3*r*x^3-106*b*c*g*q^2*r^4*x-1670*b*c*g*q^2*r^3*x^2-8377*b*c*g*q^2*r^2*x^3-48* b*c*g*q*r^5*x-954*b*c*g*q*r^4*x^2-3688*b*c*g*q*r^3*x^3+90*b*c*g*r^5*x^2+720*b*c *g*r^4*x^3+12*b*c*p^4*q^2*r*x+48*b*c*p^4*q^2*x^2-36*b*c*p^4*q*r*x^2-48*b*c*p^4* q*x^3+8*b*c*p^4*r*x^3+24*b*c*p^3*q^3*r*x+144*b*c*p^3*q^3*x^2+34*b*c*p^3*q^2*r^2 *x+148*b*c*p^3*q^2*r*x^2-40*b*c*p^3*q^2*x^3-132*b*c*p^3*q*r^2*x^2-298*b*c*p^3*q *r*x^3+36*b*c*p^3*r^2*x^3+12*b*c*p^2*q^4*r*x+144*b*c*p^2*q^4*x^2+40*b*c*p^2*q^3 *r^2*x+446*b*c*p^2*q^3*r*x^2+168*b*c*p^2*q^3*x^3+22*b*c*p^2*q^2*r^3*x+20*b*c*p^ 2*q^2*r^2*x^2-592*b*c*p^2*q^2*r*x^3-126*b*c*p^2*q*r^3*x^2-414*b*c*p^2*q*r^2*x^3 +48*b*c*p^2*r^3*x^3+48*b*c*p*q^5*x^2+6*b*c*p*q^4*r^2*x+304*b*c*p*q^4*r*x^2+264* b*c*p*q^4*x^3+178*b*c*p*q^3*r^2*x^2-258*b*c*p*q^3*r*x^3-6*b*c*p*q^2*r^4*x-134*b *c*p*q^2*r^3*x^2-934*b*c*p*q^2*r^2*x^3-84*b*c*p*q*r^3*x^3+20*b*c*p*r^4*x^3+42*b *c*q^5*r*x^2+104*b*c*q^5*x^3-6*b*c*q^4*r^3*x+26*b*c*q^4*r^2*x^2+28*b*c*q^4*r*x^ 3-12*b*c*q^3*r^4*x-100*b*c*q^3*r^3*x^2-484*b*c*q^3*r^2*x^3-6*b*c*q^2*r^5*x-54*b *c*q^2*r^4*x^2-348*b*c*q^2*r^3*x^3+30*b*c*q*r^5*x^2+80*b*c*q*r^4*x^3+60*b*g^6*p *r*x+456*b*g^6*p*x^2+28*b*g^6*q*r*x+264*b*g^6*q*x^2+74*b*g^6*r^2*x+872*b*g^6*r* x^2+896*b*g^6*x^3+224*b*g^5*p^2*r*x+1596*b*g^5*p^2*x^2+260*b*g^5*p*q*r*x+2232*b *g^5*p*q*x^2+388*b*g^5*p*r^2*x+4296*b*g^5*p*r*x^2+3376*b*g^5*p*x^3+52*b*g^5*q^2 *r*x+636*b*g^5*q^2*x^2+246*b*g^5*q*r^2*x+3282*b*g^5*q*r*x^2+3376*b*g^5*q*x^3+ 136*b*g^5*r^3*x+1957*b*g^5*r^2*x^2+2330*b*g^5*r*x^3+312*b*g^4*p^3*r*x+2052*b*g^ 4*p^3*x^2+596*b*g^4*p^2*q*r*x+4704*b*g^4*p^2*q*x^2+695*b*g^4*p^2*r^2*x+6773*b*g ^4*p^2*r*x^2+4196*b*g^4*p^2*x^3+304*b*g^4*p*q^2*r*x+3204*b*g^4*p*q^2*x^2+894*b* g^4*p*q*r^2*x+10898*b*g^4*p*q*r*x^2+8440*b*g^4*p*q*x^3+422*b*g^4*p*r^3*x+4612*b *g^4*p*r^2*x^2+2491*b*g^4*p*r*x^3+28*b*g^4*q^3*r*x+552*b*g^4*q^3*x^2+246*b*g^4* q^2*r^2*x+4065*b*g^4*q^2*r*x^2+4244*b*g^4*q^2*x^3+242*b*g^4*q*r^3*x+3621*b*g^4* q*r^2*x^2+2339*b*g^4*q*r*x^3+53*b*g^4*r^4*x+172*b*g^4*r^3*x^2-2704*b*g^4*r^2*x^ 3+200*b*g^3*p^4*r*x+1182*b*g^3*p^4*x^2+540*b*g^3*p^3*q*r*x+3840*b*g^3*p^3*q*x^2 +552*b*g^3*p^3*r^2*x+4363*b*g^3*p^3*r*x^2+2036*b*g^3*p^3*x^3+472*b*g^3*p^2*q^2* r*x+4386*b*g^3*p^2*q^2*x^2+1080*b*g^3*p^2*q*r^2*x+11175*b*g^3*p^2*q*r*x^2+6400* b*g^3*p^2*q*x^3+478*b*g^3*p^2*r^3*x+3315*b*g^3*p^2*r^2*x^2-1066*b*g^3*p^2*r*x^3 +128*b*g^3*p*q^3*r*x+1932*b*g^3*p*q^3*x^2+594*b*g^3*p*q^2*r^2*x+9014*b*g^3*p*q^ 2*r*x^2+6740*b*g^3*p*q^2*x^3+496*b*g^3*p*q*r^3*x+5403*b*g^3*p*q*r^2*x^2-1931*b* g^3*p*q*r*x^3+115*b*g^3*p*r^4*x-508*b*g^3*p*r^3*x^2-7146*b*g^3*p*r^2*x^3+4*b*g^ 3*q^4*r*x+204*b*g^3*q^4*x^2+90*b*g^3*q^3*r^2*x+2142*b*g^3*q^3*r*x^2+2376*b*g^3* q^3*x^3+82*b*g^3*q^2*r^3*x+1825*b*g^3*q^2*r^2*x^2-1017*b*g^3*q^2*r*x^3-10*b*g^3 *q*r^4*x-962*b*g^3*q*r^3*x^2-7680*b*g^3*q*r^2*x^3-11*b*g^3*r^5*x-672*b*g^3*r^4* x^2-3108*b*g^3*r^3*x^3+58*b*g^2*p^5*r*x+294*b*g^2*p^5*x^2+200*b*g^2*p^4*q*r*x+ 1236*b*g^2*p^4*q*x^2+195*b*g^2*p^4*r^2*x+1122*b*g^2*p^4*r*x^2+340*b*g^2*p^4*x^3 +262*b*g^2*p^3*q^2*r*x+2058*b*g^2*p^3*q^2*x^2+514*b*g^2*p^3*q*r^2*x+4013*b*g^2* p^3*q*r*x^2+1480*b*g^2*p^3*q*x^3+230*b*g^2*p^3*r^3*x+720*b*g^2*p^3*r^2*x^2-1549 *b*g^2*p^3*r*x^3+136*b*g^2*p^2*q^3*r*x+1608*b*g^2*p^2*q^3*x^2+460*b*g^2*p^2*q^2 *r^2*x+5414*b*g^2*p^2*q^2*r*x^2+2624*b*g^2*p^2*q^2*x^3+374*b*g^2*p^2*q*r^3*x+ 2066*b*g^2*p^2*q*r^2*x^2-4214*b*g^2*p^2*q*r*x^3+107*b*g^2*p^2*r^4*x-548*b*g^2*p ^2*r^3*x^2-4287*b*g^2*p^2*r^2*x^3+16*b*g^2*p*q^4*r*x+516*b*g^2*p*q^4*x^2+126*b* g^2*p*q^3*r^2*x+3020*b*g^2*p*q^3*r*x^2+2168*b*g^2*p*q^3*x^3+118*b*g^2*p*q^2*r^3 *x+1779*b*g^2*p*q^2*r^2*x^2-3691*b*g^2*p*q^2*r*x^3+36*b*g^2*p*q*r^4*x-1094*b*g^ 2*p*q*r^3*x^2-8495*b*g^2*p*q*r^2*x^3+14*b*g^2*p*r^5*x-387*b*g^2*p*r^4*x^2-1720* b*g^2*p*r^3*x^3+24*b*g^2*q^5*x^2+10*b*g^2*q^4*r^2*x+497*b*g^2*q^4*r*x^2+684*b*g ^2*q^4*x^3-18*b*g^2*q^3*r^3*x+288*b*g^2*q^3*r^2*x^2-1026*b*g^2*q^3*r*x^3-52*b*g ^2*q^2*r^4*x-798*b*g^2*q^2*r^3*x^2-4556*b*g^2*q^2*r^2*x^3-24*b*g^2*q*r^5*x-504* b*g^2*q*r^4*x^2-2104*b*g^2*q*r^3*x^3+45*b*g^2*r^5*x^2+450*b*g^2*r^4*x^3+6*b*g*p ^6*r*x+24*b*g*p^6*x^2+24*b*g*p^5*q*r*x+120*b*g*p^5*q*x^2+25*b*g*p^5*r^2*x+102*b *g*p^5*r*x^2+20*b*g*p^5*x^3+42*b*g*p^4*q^2*r*x+264*b*g*p^4*q^2*x^2+78*b*g*p^4*q *r^2*x+411*b*g*p^4*q*r*x^2+76*b*g*p^4*q*x^3+39*b*g*p^4*r^3*x+71*b*g*p^4*r^2*x^2 -182*b*g*p^4*r*x^3+36*b*g*p^3*q^3*r*x+312*b*g*p^3*q^3*x^2+101*b*g*p^3*q^2*r^2*x +770*b*g*p^3*q^2*r*x^2+180*b*g*p^3*q^2*x^3+84*b*g*p^3*q*r^3*x+148*b*g*p^3*q*r^2 *x^2-893*b*g*p^3*q*r*x^3+27*b*g*p^3*r^4*x-88*b*g*p^3*r^3*x^2-482*b*g*p^3*r^2*x^ 3+12*b*g*p^2*q^4*r*x+192*b*g*p^2*q^4*x^2+54*b*g*p^2*q^3*r^2*x+757*b*g*p^2*q^3*r *x^2+284*b*g*p^2*q^3*x^3+59*b*g*p^2*q^2*r^3*x+226*b*g*p^2*q^2*r^2*x^2-1412*b*g* p^2*q^2*r*x^3+30*b*g*p^2*q*r^4*x-313*b*g*p^2*q*r^3*x^2-1707*b*g*p^2*q*r^2*x^3+7 *b*g*p^2*r^5*x-96*b*g*p^2*r^4*x^2-150*b*g*p^2*r^3*x^3+48*b*g*p*q^5*x^2+6*b*g*p* q^4*r^2*x+338*b*g*p*q^4*r*x^2+232*b*g*p*q^4*x^3+163*b*g*p*q^3*r^2*x^2-873*b*g*p *q^3*r*x^3-6*b*g*p*q^2*r^4*x-303*b*g*p*q^2*r^3*x^2-1967*b*g*p*q^2*r^2*x^3-135*b *g*p*q*r^4*x^2-390*b*g*p*q*r^3*x^3-15*b*g*p*r^5*x^2+140*b*g*p*r^4*x^3+42*b*g*q^ 5*r*x^2+72*b*g*q^5*x^3-6*b*g*q^4*r^3*x+14*b*g*q^4*r^2*x^2-172*b*g*q^4*r*x^3-12* b*g*q^3*r^4*x-124*b*g*q^3*r^3*x^2-742*b*g*q^3*r^2*x^3-6*b*g*q^2*r^5*x-66*b*g*q^ 2*r^4*x^2-348*b*g*q^2*r^3*x^3+30*b*g*q*r^5*x^2+170*b*g*q*r^4*x^3+192*c^7*g*r*x+ 1536*c^7*g*x^2+864*c^6*g^2*r*x+6912*c^6*g^2*x^2+576*c^6*g*p*r*x+4416*c^6*g*p*x^ 2+384*c^6*g*q*r*x+3264*c^6*g*q*x^2+448*c^6*g*r^2*x+4704*c^6*g*r*x^2+3328*c^6*g* x^3+1440*c^5*g^3*r*x+11520*c^5*g^3*x^2+2368*c^5*g^2*p*r*x+17856*c^5*g^2*p*x^2+ 1472*c^5*g^2*q*r*x+12864*c^5*g^2*q*x^2+1872*c^5*g^2*r^2*x+19728*c^5*g^2*r*x^2+ 14208*c^5*g^2*x^3+720*c^5*g*p^2*r*x+5232*c^5*g*p^2*x^2+960*c^5*g*p*q*r*x+7680*c ^5*g*p*q*x^2+1040*c^5*g*p*r^2*x+10152*c^5*g*p*r*x^2+6272*c^5*g*p*x^3+288*c^5*g* q^2*r*x+2832*c^5*g*q^2*x^2+720*c^5*g*q*r^2*x+8376*c^5*g*q*r*x^2+6272*c^5*g*q*x^ 3+304*c^5*g*r^3*x+2880*c^5*g*r^2*x^2+448*c^5*g*r*x^3+1200*c^4*g^4*r*x+9600*c^4* g^4*x^2+3424*c^4*g^3*p*r*x+25632*c^4*g^3*p*x^2+2048*c^4*g^3*q*r*x+18144*c^4*g^3 *q*x^2+2784*c^4*g^3*r^2*x+29520*c^4*g^3*r*x^2+21888*c^4*g^3*x^3+2616*c^4*g^2*p^ 2*r*x+18408*c^4*g^2*p^2*x^2+3360*c^4*g^2*p*q*r*x+27264*c^4*g^2*p*q*x^2+3848*c^4 *g^2*p*r^2*x+37228*c^4*g^2*p*r*x^2+23040*c^4*g^2*p*x^3+912*c^4*g^2*q^2*r*x+9432 *c^4*g^2*q^2*x^2+2552*c^4*g^2*q*r^2*x+30164*c^4*g^2*q*r*x^2+23040*c^4*g^2*q*x^3 +1160*c^4*g^2*r^3*x+11376*c^4*g^2*r^2*x^2+3072*c^4*g^2*r*x^3+504*c^4*g*p^3*r*x+ 3336*c^4*g*p^3*x^2+912*c^4*g*p^2*q*r*x+6984*c^4*g*p^2*q*x^2+1052*c^4*g*p^2*r^2* x+8968*c^4*g*p^2*r*x^2+4832*c^4*g*p^2*x^3+600*c^4*g*p*q^2*r*x+5304*c^4*g*p*q^2* x^2+1264*c^4*g*p*q*r^2*x+13536*c^4*g*p*q*r*x^2+8448*c^4*g*p*q*x^3+640*c^4*g*p*r ^3*x+4656*c^4*g*p*r^2*x^2-584*c^4*g*p*r*x^3+96*c^4*g*q^3*r*x+1272*c^4*g*q^3*x^2 +420*c^4*g*q^2*r^2*x+5888*c^4*g*q^2*r*x^2+4832*c^4*g*q^2*x^3+304*c^4*g*q*r^3*x+ 3336*c^4*g*q*r^2*x^2-584*c^4*g*q*r*x^3+96*c^4*g*r^4*x-144*c^4*g*r^3*x^2-3872*c^ 4*g*r^2*x^3+540*c^3*g^5*r*x+4320*c^3*g^5*x^2+2368*c^3*g^4*p*r*x+17664*c^3*g^4*p *x^2+1376*c^3*g^4*q*r*x+12288*c^3*g^4*q*x^2+2008*c^3*g^4*r^2*x+21480*c^3*g^4*r* x^2+16576*c^3*g^4*x^3+3132*c^3*g^3*p^2*r*x+21780*c^3*g^3*p^2*x^2+3952*c^3*g^3*p *q*r*x+32256*c^3*g^3*p*q*x^2+4724*c^3*g^3*p*r^2*x+46086*c^3*g^3*p*r*x^2+29280*c ^3*g^3*p*x^3+1016*c^3*g^3*q^2*r*x+10764*c^3*g^3*q^2*x^2+3092*c^3*g^3*q*r^2*x+ 36930*c^3*g^3*q*r*x^2+29280*c^3*g^3*q*x^3+1476*c^3*g^3*r^3*x+15336*c^3*g^3*r^2* x^2+6944*c^3*g^3*r*x^3+1528*c^3*g^2*p^3*r*x+9744*c^3*g^2*p^3*x^2+2864*c^3*g^2*p ^2*q*r*x+21696*c^3*g^2*p^2*q*x^2+3240*c^3*g^2*p^2*r^2*x+27168*c^3*g^2*p^2*r*x^2 +14256*c^3*g^2*p^2*x^3+1704*c^3*g^2*p*q^2*r*x+15840*c^3*g^2*p*q^2*x^2+4016*c^3* g^2*p*q*r^2*x+43032*c^3*g^2*p*q*r*x^2+27200*c^3*g^2*p*q*x^3+1984*c^3*g^2*p*r^3* x+14764*c^3*g^2*p*r^2*x^2-1324*c^3*g^2*p*r*x^3+240*c^3*g^2*q^3*r*x+3408*c^3*g^2 *q^3*x^2+1212*c^3*g^2*q^2*r^2*x+17364*c^3*g^2*q^2*r*x^2+14256*c^3*g^2*q^2*x^3+ 1024*c^3*g^2*q*r^3*x+11264*c^3*g^2*q*r^2*x^2-1324*c^3*g^2*q*r*x^3+300*c^3*g^2*r ^4*x-264*c^3*g^2*r^3*x^2-12496*c^3*g^2*r^2*x^3+216*c^3*g*p^4*r*x+1236*c^3*g*p^4 *x^2+432*c^3*g*p^3*q*r*x+3144*c^3*g*p^3*q*x^2+596*c^3*g*p^3*r^2*x+4210*c^3*g*p^ 3*r*x^2+2000*c^3*g*p^3*x^3+420*c^3*g*p^2*q^2*r*x+3456*c^3*g*p^2*q^2*x^2+856*c^3 *g*p^2*q*r^2*x+8054*c^3*g*p^2*q*r*x^2+4176*c^3*g*p^2*q*x^3+568*c^3*g*p^2*r^3*x+ 3106*c^3*g*p^2*r^2*x^2-848*c^3*g*p^2*r*x^3+168*c^3*g*p*q^3*r*x+1848*c^3*g*p*q^3 *x^2+532*c^3*g*p*q^2*r^2*x+6742*c^3*g*p*q^2*r*x^2+4176*c^3*g*p*q^2*x^3+424*c^3* g*p*q*r^3*x+3348*c^3*g*p*q*r^2*x^2-3096*c^3*g*p*q*r*x^3+204*c^3*g*p*r^4*x-6*c^3 *g*p*r^3*x^2-4772*c^3*g*p*r^2*x^3+12*c^3*g*q^4*r*x+300*c^3*g*q^4*x^2+104*c^3*g* q^3*r^2*x+2042*c^3*g*q^3*r*x^2+2000*c^3*g*q^3*x^3+76*c^3*g*q^2*r^3*x+1286*c^3*g *q^2*r^2*x^2-848*c^3*g*q^2*r*x^3+12*c^3*g*q*r^4*x-714*c^3*g*q*r^3*x^2-4772*c^3* g*q*r^2*x^3+16*c^3*g*r^5*x-300*c^3*g*r^4*x^2-1392*c^3*g*r^3*x^3+126*c^2*g^6*r*x +1008*c^2*g^6*x^2+836*c^2*g^5*p*r*x+6228*c^2*g^5*p*x^2+472*c^2*g^5*q*r*x+4236*c ^2*g^5*q*x^2+756*c^2*g^5*r^2*x+8190*c^2*g^5*r*x^2+6672*c^2*g^5*x^3+1674*c^2*g^4 *p^2*r*x+11598*c^2*g^4*p^2*x^2+2088*c^2*g^4*p*q*r*x+17088*c^2*g^4*p*q*x^2+2614* c^2*g^4*p*r^2*x+25977*c^2*g^4*p*r*x^2+17200*c^2*g^4*p*x^3+516*c^2*g^4*q^2*r*x+ 5538*c^2*g^4*q^2*x^2+1710*c^2*g^4*q*r^2*x+20619*c^2*g^4*q*r*x^2+17200*c^2*g^4*q *x^3+854*c^2*g^4*r^3*x+9540*c^2*g^4*r^2*x^2+6368*c^2*g^4*r*x^3+1406*c^2*g^3*p^3 *r*x+8874*c^2*g^3*p^3*x^2+2676*c^2*g^3*p^2*q*r*x+20202*c^2*g^3*p^2*q*x^2+3043*c ^2*g^3*p^2*r^2*x+25878*c^2*g^3*p^2*r*x^2+13896*c^2*g^3*p^2*x^3+1526*c^2*g^3*p*q ^2*r*x+14454*c^2*g^3*p*q^2*x^2+3852*c^2*g^3*p*q*r^2*x+41664*c^2*g^3*p*q*r*x^2+ 27392*c^2*g^3*p*q*x^3+1904*c^2*g^3*p*r^3*x+15192*c^2*g^3*p*r^2*x^2+1362*c^2*g^3 *p*r*x^3+200*c^2*g^3*q^3*r*x+2934*c^2*g^3*q^3*x^2+1129*c^2*g^3*q^2*r^2*x+16296* c^2*g^3*q^2*r*x^2+13896*c^2*g^3*q^2*x^3+1044*c^2*g^3*q*r^3*x+11970*c^2*g^3*q*r^ 2*x^2+1362*c^2*g^3*q*r*x^3+300*c^2*g^3*r^4*x+180*c^2*g^3*r^3*x^2-11352*c^2*g^3* r^2*x^3+504*c^2*g^2*p^4*r*x+2802*c^2*g^2*p^4*x^2+1172*c^2*g^2*p^3*q*r*x+8148*c^ 2*g^2*p^3*q*x^2+1406*c^2*g^2*p^3*r^2*x+9657*c^2*g^2*p^3*r*x^2+4224*c^2*g^2*p^3* x^3+1062*c^2*g^2*p^2*q^2*r*x+9072*c^2*g^2*p^2*q^2*x^2+2350*c^2*g^2*p^2*q*r^2*x+ 21665*c^2*g^2*p^2*q*r*x^2+11056*c^2*g^2*p^2*q*x^3+1328*c^2*g^2*p^2*r^3*x+6981*c ^2*g^2*p^2*r^2*x^2-3312*c^2*g^2*p^2*r*x^3+360*c^2*g^2*p*q^3*r*x+4332*c^2*g^2*p* q^3*x^2+1354*c^2*g^2*p*q^2*r^2*x+17443*c^2*g^2*p*q^2*r*x^2+11056*c^2*g^2*p*q^2* x^3+1204*c^2*g^2*p*q*r^3*x+9576*c^2*g^2*p*q*r^2*x^2-7456*c^2*g^2*p*q*r*x^3+458* c^2*g^2*p*r^4*x-503*c^2*g^2*p*r^3*x^2-13348*c^2*g^2*p*r^2*x^3+22*c^2*g^2*q^4*r* x+606*c^2*g^2*q^4*x^2+230*c^2*g^2*q^3*r^2*x+4599*c^2*g^2*q^3*r*x^2+4224*c^2*g^2 *q^3*x^3+226*c^2*g^2*q^2*r^3*x+3387*c^2*g^2*q^2*r^2*x^2-3312*c^2*g^2*q^2*r*x^3+ 70*c^2*g^2*q*r^4*x-1561*c^2*g^2*q*r^3*x^2-13348*c^2*g^2*q*r^2*x^3+32*c^2*g^2*r^ 5*x-900*c^2*g^2*r^4*x^2-4304*c^2*g^2*r^3*x^3+54*c^2*g*p^5*r*x+258*c^2*g*p^5*x^2 +108*c^2*g*p^4*q*r*x+726*c^2*g*p^4*q*x^2+187*c^2*g*p^4*r^2*x+1090*c^2*g*p^4*r*x ^2+472*c^2*g*p^4*x^3+120*c^2*g*p^3*q^2*r*x+948*c^2*g*p^3*q^2*x^2+274*c^2*g*p^3* q*r^2*x+2196*c^2*g*p^3*q*r*x^2+976*c^2*g*p^3*q*x^3+240*c^2*g*p^3*r^3*x+1083*c^2 *g*p^3*r^2*x^2-186*c^2*g*p^3*r*x^3+84*c^2*g*p^2*q^3*r*x+780*c^2*g*p^2*q^3*x^2+ 220*c^2*g*p^2*q^2*r^2*x+2322*c^2*g*p^2*q^2*r*x^2+1008*c^2*g*p^2*q^2*x^3+214*c^2 *g*p^2*q*r^3*x+1059*c^2*g*p^2*q*r^2*x^2-1958*c^2*g*p^2*q*r*x^3+135*c^2*g*p^2*r^ 4*x+103*c^2*g*p^2*r^3*x^2-1866*c^2*g*p^2*r^2*x^3+18*c^2*g*p*q^4*r*x+330*c^2*g*p *q^4*x^2+86*c^2*g*p*q^3*r^2*x+1560*c^2*g*p*q^3*r*x^2+976*c^2*g*p*q^3*x^3+64*c^2 *g*p*q^2*r^3*x+687*c^2*g*p*q^2*r^2*x^2-1958*c^2*g*p*q^2*r*x^3+36*c^2*g*p*q*r^4* x-504*c^2*g*p*q*r^3*x^2-3736*c^2*g*p*q*r^2*x^3+28*c^2*g*p*r^5*x-138*c^2*g*p*r^4 *x^2-780*c^2*g*p*r^3*x^3+30*c^2*g*q^5*x^2+9*c^2*g*q^4*r^2*x+344*c^2*g*q^4*r*x^2 +472*c^2*g*q^4*x^3-6*c^2*g*q^3*r^3*x+195*c^2*g*q^3*r^2*x^2-186*c^2*g*q^3*r*x^3-\ 27*c^2*g*q^2*r^4*x-427*c^2*g*q^2*r^3*x^2-1866*c^2*g*q^2*r^2*x^3-12*c^2*g*q*r^5* x-252*c^2*g*q*r^4*x^2-780*c^2*g*q*r^3*x^3+160*c^2*g*r^4*x^3+12*c*g^7*r*x+96*c*g ^7*x^2+140*c*g^6*p*r*x+1044*c*g^6*p*x^2+76*c*g^6*q*r*x+684*c*g^6*q*x^2+141*c*g^ 6*r^2*x+1557*c*g^6*r*x^2+1368*c*g^6*x^3+408*c*g^5*p^2*r*x+2832*c*g^5*p^2*x^2+ 504*c*g^5*p*q*r*x+4128*c*g^5*p*q*x^2+670*c*g^5*p*r^2*x+6854*c*g^5*p*r*x^2+4800* c*g^5*p*x^3+120*c*g^5*q^2*r*x+1296*c*g^5*q^2*x^2+442*c*g^5*q*r^2*x+5386*c*g^5*q *r*x^2+4800*c*g^5*q*x^3+232*c*g^5*r^3*x+2826*c*g^5*r^2*x^2+2556*c*g^5*r*x^3+512 *c*g^4*p^3*r*x+3234*c*g^4*p^3*x^2+984*c*g^4*p^2*q*r*x+7422*c*g^4*p^2*q*x^2+1139 *c*g^4*p^2*r^2*x+9986*c*g^4*p^2*r*x^2+5620*c*g^4*p^2*x^3+548*c*g^4*p*q^2*r*x+ 5226*c*g^4*p*q^2*x^2+1472*c*g^4*p*q*r^2*x+16158*c*g^4*p*q*r*x^2+11216*c*g^4*p*q *x^3+736*c*g^4*p*r^3*x+6447*c*g^4*p*r^2*x^2+2063*c*g^4*p*r*x^3+68*c*g^4*q^3*r*x +1014*c*g^4*q^3*x^2+430*c*g^4*q^2*r^2*x+6217*c*g^4*q^2*r*x^2+5620*c*g^4*q^2*x^3 +428*c*g^4*q*r^3*x+5190*c*g^4*q*r^2*x^2+2063*c*g^4*q*r*x^3+123*c*g^4*r^4*x+306* c*g^4*r^3*x^2-3916*c*g^4*r^2*x^3+314*c*g^3*p^4*r*x+1740*c*g^3*p^4*x^2+774*c*g^3 *p^3*q*r*x+5316*c*g^3*p^3*q*x^2+890*c*g^3*p^3*r^2*x+6216*c*g^3*p^3*r*x^2+2748*c *g^3*p^3*x^3+686*c*g^3*p^2*q^2*r*x+5928*c*g^3*p^2*q^2*x^2+1587*c*g^3*p^2*q*r^2* x+14787*c*g^3*p^2*q*r*x^2+7868*c*g^3*p^2*q*x^3+850*c*g^3*p^2*r^3*x+4740*c*g^3*p ^2*r^2*x^2-1716*c*g^3*p^2*r*x^3+218*c*g^3*p*q^3*r*x+2700*c*g^3*p*q^3*x^2+904*c* g^3*p*q^2*r^2*x+11742*c*g^3*p*q^2*r*x^2+7868*c*g^3*p*q^2*x^3+848*c*g^3*p*q*r^3* x+7173*c*g^3*p*q*r^2*x^2-3422*c*g^3*p*q*r*x^3+294*c*g^3*p*r^4*x-300*c*g^3*p*r^3 *x^2-9025*c*g^3*p*r^2*x^3+12*c*g^3*q^4*r*x+348*c*g^3*q^4*x^2+149*c*g^3*q^3*r^2* x+2937*c*g^3*q^3*r*x^2+2748*c*g^3*q^3*x^3+174*c*g^3*q^2*r^3*x+2550*c*g^3*q^2*r^ 2*x^2-1716*c*g^3*q^2*r*x^3+66*c*g^3*q*r^4*x-828*c*g^3*q*r^3*x^2-9025*c*g^3*q*r^ 2*x^3+20*c*g^3*r^5*x-675*c*g^3*r^4*x^2-3452*c*g^3*r^3*x^3+88*c*g^2*p^5*r*x+414* c*g^2*p^5*x^2+234*c*g^2*p^4*q*r*x+1446*c*g^2*p^4*q*x^2+307*c*g^2*p^4*r^2*x+1685 *c*g^2*p^4*r*x^2+612*c*g^2*p^4*x^3+270*c*g^2*p^3*q^2*r*x+2112*c*g^2*p^3*q^2*x^2 +608*c*g^2*p^3*q*r^2*x+4572*c*g^2*p^3*q*r*x^2+1816*c*g^2*p^3*q*x^3+392*c*g^2*p^ 3*r^3*x+1476*c*g^2*p^3*r^2*x^2-1109*c*g^2*p^3*r*x^3+150*c*g^2*p^2*q^3*r*x+1584* c*g^2*p^2*q^3*x^2+489*c*g^2*p^2*q^2*r^2*x+5259*c*g^2*p^2*q^2*r*x^2+2408*c*g^2*p ^2*q^2*x^3+482*c*g^2*p^2*q*r^3*x+2406*c*g^2*p^2*q*r^2*x^2-4093*c*g^2*p^2*q*r*x^ 3+215*c*g^2*p^2*r^4*x-189*c*g^2*p^2*r^3*x^2-4201*c*g^2*p^2*r^2*x^3+26*c*g^2*p*q ^4*r*x+546*c*g^2*p*q^4*x^2+154*c*g^2*p*q^3*r^2*x+2910*c*g^2*p*q^3*r*x^2+1816*c* g^2*p*q^3*x^3+160*c*g^2*p*q^2*r^3*x+1599*c*g^2*p*q^2*r^2*x^2-4093*c*g^2*p*q^2*r *x^3+90*c*g^2*p*q*r^4*x-1008*c*g^2*p*q*r^3*x^2-8128*c*g^2*p*q*r^2*x^3+42*c*g^2* p*r^5*x-381*c*g^2*p*r^4*x^2-1714*c*g^2*p*r^3*x^3+42*c*g^2*q^5*x^2+14*c*g^2*q^4* r^2*x+538*c*g^2*q^4*r*x^2+612*c*g^2*q^4*x^3-6*c*g^2*q^3*r^3*x+297*c*g^2*q^3*r^2 *x^2-1109*c*g^2*q^3*r*x^3-38*c*g^2*q^2*r^4*x-777*c*g^2*q^2*r^3*x^2-4201*c*g^2*q ^2*r^2*x^3-18*c*g^2*q*r^5*x-504*c*g^2*q*r^4*x^2-1714*c*g^2*q*r^3*x^3+400*c*g^2* r^4*x^3+6*c*g*p^6*r*x+24*c*g*p^6*x^2+12*c*g*p^5*q*r*x+72*c*g*p^5*q*x^2+25*c*g*p ^5*r^2*x+126*c*g*p^5*r*x^2+52*c*g*p^5*x^3+12*c*g*p^4*q^2*r*x+96*c*g*p^4*q^2*x^2 +36*c*g*p^4*q*r^2*x+253*c*g*p^4*q*r*x^2+108*c*g*p^4*q*x^3+39*c*g*p^4*r^3*x+167* c*g*p^4*r^2*x^2+18*c*g*p^4*r*x^3+12*c*g*p^3*q^3*r*x+96*c*g*p^3*q^3*x^2+28*c*g*p ^3*q^2*r^2*x+238*c*g*p^3*q^2*r*x^2+64*c*g*p^3*q^2*x^3+36*c*g*p^3*q*r^3*x+124*c* g*p^3*q*r^2*x^2-278*c*g*p^3*q*r*x^3+27*c*g*p^3*r^4*x+32*c*g*p^3*r^3*x^2-224*c*g *p^3*r^2*x^3+6*c*g*p^2*q^4*r*x+72*c*g*p^2*q^4*x^2+20*c*g*p^2*q^3*r^2*x+242*c*g* p^2*q^3*r*x^2+64*c*g*p^2*q^3*x^3+16*c*g*p^2*q^2*r^3*x+18*c*g*p^2*q^2*r^2*x^2-\ 592*c*g*p^2*q^2*r*x^3+12*c*g*p^2*q*r^4*x-122*c*g*p^2*q*r^3*x^2-674*c*g*p^2*q*r^ 2*x^3+7*c*g*p^2*r^5*x-48*c*g*p^2*r^4*x^2-150*c*g*p^2*r^3*x^3+24*c*g*p*q^5*x^2+3 *c*g*p*q^4*r^2*x+152*c*g*p*q^4*r*x^2+108*c*g*p*q^4*x^3+74*c*g*p*q^3*r^2*x^2-278 *c*g*p*q^3*r*x^3-3*c*g*p*q^2*r^4*x-112*c*g*p*q^2*r^3*x^2-674*c*g*p*q^2*r^2*x^3-\ 45*c*g*p*q*r^4*x^2-84*c*g*p*q*r^3*x^3-15*c*g*p*r^5*x^2+50*c*g*p*r^4*x^3+21*c*g* q^5*r*x^2+52*c*g*q^5*x^3-3*c*g*q^4*r^3*x+13*c*g*q^4*r^2*x^2+18*c*g*q^4*r*x^3-6* c*g*q^3*r^4*x-50*c*g*q^3*r^3*x^2-224*c*g*q^3*r^2*x^3-3*c*g*q^2*r^5*x-27*c*g*q^2 *r^4*x^2-150*c*g*q^2*r^3*x^3+15*c*g*q*r^5*x^2+50*c*g*q*r^4*x^3+8*g^7*p*r*x+60*g ^7*p*x^2+4*g^7*q*r*x+36*g^7*q*x^2+10*g^7*r^2*x+114*g^7*r*x^2+112*g^7*x^3+36*g^6 *p^2*r*x+252*g^6*p^2*x^2+44*g^6*p*q*r*x+360*g^6*p*q*x^2+64*g^6*p*r^2*x+684*g^6* p*r*x^2+516*g^6*p*x^3+10*g^6*q^2*r*x+108*g^6*q^2*x^2+43*g^6*q*r^2*x+531*g^6*q*r *x^2+516*g^6*q*x^3+24*g^6*r^3*x+324*g^6*r^2*x^2+376*g^6*r*x^3+64*g^5*p^3*r*x+ 408*g^5*p^3*x^2+124*g^5*p^2*q*r*x+936*g^5*p^2*q*x^2+148*g^5*p^2*r^2*x+1359*g^5* p^2*r*x^2+816*g^5*p^2*x^3+68*g^5*p*q^2*r*x+648*g^5*p*q^2*x^2+196*g^5*p*q*r^2*x+ 2196*g^5*p*q*r*x^2+1632*g^5*p*q*x^3+100*g^5*p*r^3*x+980*g^5*p*r^2*x^2+562*g^5*p *r*x^3+8*g^5*q^3*r*x+120*g^5*q^3*x^2+58*g^5*q^2*r^2*x+837*g^5*q^2*r*x^2+816*g^5 *q^2*x^3+62*g^5*q*r^3*x+802*g^5*q*r^2*x^2+562*g^5*q*r*x^3+18*g^5*r^4*x+84*g^5*r ^3*x^2-440*g^5*r^2*x^3+58*g^4*p^4*r*x+324*g^4*p^4*x^2+148*g^4*p^3*q*r*x+1014*g^ 4*p^3*q*x^2+168*g^4*p^3*r^2*x+1220*g^4*p^3*r*x^2+568*g^4*p^3*x^3+130*g^4*p^2*q^ 2*r*x+1128*g^4*p^2*q^2*x^2+313*g^4*p^2*q*r^2*x+2984*g^4*p^2*q*r*x^2+1692*g^4*p^ 2*q*x^3+164*g^4*p^2*r^3*x+1013*g^4*p^2*r^2*x^2-136*g^4*p^2*r*x^3+40*g^4*p*q^3*r *x+498*g^4*p*q^3*x^2+180*g^4*p*q^2*r^2*x+2353*g^4*p*q^2*r*x^2+1692*g^4*p*q^2*x^ 3+176*g^4*p*q*r^3*x+1611*g^4*p*q*r^2*x^2-234*g^4*p*q*r*x^3+58*g^4*p*r^4*x-25*g^ 4*p*r^3*x^2-1772*g^4*p*r^2*x^3+2*g^4*q^4*r*x+60*g^4*q^4*x^2+30*g^4*q^3*r^2*x+ 574*g^4*q^3*r*x^2+568*g^4*q^3*x^3+40*g^4*q^2*r^3*x+589*g^4*q^2*r^2*x^2-136*g^4* q^2*r*x^3+17*g^4*q*r^4*x-113*g^4*q*r^3*x^2-1772*g^4*q*r^2*x^3+4*g^4*r^5*x-150*g ^4*r^4*x^2-824*g^4*r^3*x^3+28*g^3*p^5*r*x+132*g^3*p^5*x^2+82*g^3*p^4*q*r*x+498* g^3*p^4*q*x^2+99*g^3*p^4*r^2*x+545*g^3*p^4*r*x^2+192*g^3*p^4*x^3+96*g^3*p^3*q^2 *r*x+750*g^3*p^3*q^2*x^2+218*g^3*p^3*q*r^2*x+1654*g^3*p^3*q*r*x^2+680*g^3*p^3*q *x^3+128*g^3*p^3*r^3*x+480*g^3*p^3*r^2*x^2-406*g^3*p^3*r*x^3+50*g^3*p^2*q^3*r*x +546*g^3*p^2*q^3*x^2+178*g^3*p^2*q^2*r^2*x+1950*g^3*p^2*q^2*r*x^2+976*g^3*p^2*q ^2*x^3+178*g^3*p^2*q*r^3*x+978*g^3*p^2*q*r^2*x^2-1251*g^3*p^2*q*r*x^3+71*g^3*p^ 2*r^4*x-86*g^3*p^2*r^3*x^2-1550*g^3*p^2*r^2*x^3+8*g^3*p*q^4*r*x+174*g^3*p*q^4*x ^2+54*g^3*p*q^3*r^2*x+1016*g^3*p*q^3*r*x^2+680*g^3*p*q^3*x^3+64*g^3*p*q^2*r^3*x +669*g^3*p*q^2*r^2*x^2-1251*g^3*p*q^2*r*x^3+36*g^3*p*q*r^4*x-324*g^3*p*q*r^3*x^ 2-2962*g^3*p*q*r^2*x^3+14*g^3*p*r^5*x-150*g^3*p*r^4*x^2-714*g^3*p*r^3*x^3+12*g^ 3*q^5*x^2+5*g^3*q^4*r^2*x+175*g^3*q^4*r*x^2+192*g^3*q^4*x^3+114*g^3*q^3*r^2*x^2 -406*g^3*q^3*r*x^3-11*g^3*q^2*r^4*x-262*g^3*q^2*r^3*x^2-1550*g^3*q^2*r^2*x^3-6* g^3*q*r^5*x-195*g^3*q*r^4*x^2-714*g^3*q*r^3*x^3+160*g^3*r^4*x^3+6*g^2*p^6*r*x+ 24*g^2*p^6*x^2+18*g^2*p^5*q*r*x+96*g^2*p^5*q*x^2+25*g^2*p^5*r^2*x+114*g^2*p^5*r *x^2+36*g^2*p^5*x^3+24*g^2*p^4*q^2*r*x+168*g^2*p^4*q^2*x^2+57*g^2*p^4*q*r^2*x+ 341*g^2*p^4*q*r*x^2+104*g^2*p^4*q*x^3+39*g^2*p^4*r^3*x+119*g^2*p^4*r^2*x^2-84*g ^2*p^4*r*x^3+18*g^2*p^3*q^3*r*x+168*g^2*p^3*q^3*x^2+56*g^2*p^3*q^2*r^2*x+467*g^ 2*p^3*q^2*r*x^2+132*g^2*p^3*q^2*x^3+60*g^2*p^3*q*r^3*x+169*g^2*p^3*q*r^2*x^2-\ 511*g^2*p^3*q*r*x^3+27*g^2*p^3*r^4*x-28*g^2*p^3*r^3*x^2-362*g^2*p^3*r^2*x^3+6*g ^2*p^2*q^4*r*x+96*g^2*p^2*q^4*x^2+27*g^2*p^2*q^3*r^2*x+388*g^2*p^2*q^3*r*x^2+ 132*g^2*p^2*q^3*x^3+32*g^2*p^2*q^2*r^3*x+117*g^2*p^2*q^2*r^2*x^2-854*g^2*p^2*q^ 2*r*x^3+21*g^2*p^2*q*r^4*x-186*g^2*p^2*q*r^3*x^2-1087*g^2*p^2*q*r^2*x^3+7*g^2*p ^2*r^5*x-72*g^2*p^2*r^4*x^2-162*g^2*p^2*r^3*x^3+24*g^2*p*q^5*x^2+3*g^2*p*q^4*r^ 2*x+169*g^2*p*q^4*r*x^2+104*g^2*p*q^4*x^3+74*g^2*p*q^3*r^2*x^2-511*g^2*p*q^3*r* x^3-3*g^2*p*q^2*r^4*x-174*g^2*p*q^2*r^3*x^2-1087*g^2*p*q^2*r^2*x^3-90*g^2*p*q*r ^4*x^2-216*g^2*p*q*r^3*x^3-15*g^2*p*r^5*x^2+90*g^2*p*r^4*x^3+21*g^2*q^5*r*x^2+ 36*g^2*q^5*x^3-3*g^2*q^4*r^3*x+7*g^2*q^4*r^2*x^2-84*g^2*q^4*r*x^3-6*g^2*q^3*r^4 *x-62*g^2*q^3*r^3*x^2-362*g^2*q^3*r^2*x^3-3*g^2*q^2*r^5*x-33*g^2*q^2*r^4*x^2-\ 162*g^2*q^2*r^3*x^3+15*g^2*q*r^5*x^2+90*g^2*q*r^4*x^3-64*a^6*b*c*r-768*a^6*b*c* x-64*a^6*b*p*r-768*a^6*b*p*x-32*a^6*b*q*r-384*a^6*b*q*x-64*a^6*b*r^2-1184*a^6*b *r*x-2112*a^6*b*x^2-32*a^6*c*g*r-384*a^6*c*g*x-32*a^6*g*p*r-384*a^6*g*p*x-16*a^ 6*g*q*r-192*a^6*g*q*x-32*a^6*g*r^2-592*a^6*g*r*x-1056*a^6*g*x^2-192*a^5*b^2*c*r -2816*a^5*b^2*c*x-160*a^5*b^2*p*r-2688*a^5*b^2*p*x-64*a^5*b^2*q*r-1152*a^5*b^2* q*x-160*a^5*b^2*r^2-4064*a^5*b^2*r*x-9024*a^5*b^2*x^2-384*a^5*b*c^2*r-5376*a^5* b*c^2*x-320*a^5*b*c*g*r-4480*a^5*b*c*g*x-544*a^5*b*c*p*r-8064*a^5*b*c*p*x-256*a ^5*b*c*q*r-3968*a^5*b*c*q*x-480*a^5*b*c*r^2-10016*a^5*b*c*r*x-18432*a^5*b*c*x^2 -272*a^5*b*g*p*r-4416*a^5*b*g*p*x-128*a^5*b*g*q*r-1984*a^5*b*g*q*x-272*a^5*b*g* r^2-6608*a^5*b*g*r*x-14112*a^5*b*g*x^2-192*a^5*b*p^2*r-2304*a^5*b*p^2*x-192*a^5 *b*p*q*r-2688*a^5*b*p*q*x-320*a^5*b*p*r^2-4880*a^5*b*p*r*x-6624*a^5*b*p*x^2-32* a^5*b*q^2*r-640*a^5*b*q^2*x-160*a^5*b*q*r^2-3136*a^5*b*q*r*x-5664*a^5*b*q*x^2-\ 128*a^5*b*r^3-1968*a^5*b*r^2*x-3072*a^5*b*r*x^2-128*a^5*b*x^3-256*a^5*c^3*x-192 *a^5*c^2*g*r-2816*a^5*c^2*g*x-768*a^5*c^2*p*x-256*a^5*c^2*q*x-576*a^5*c^2*r*x-\ 960*a^5*c^2*x^2-112*a^5*c*g^2*r-1536*a^5*c*g^2*x-272*a^5*c*g*p*r-4416*a^5*c*g*p *x-128*a^5*c*g*q*r-2112*a^5*c*g*q*x-240*a^5*c*g*r^2-5296*a^5*c*g*r*x-9696*a^5*c *g*x^2-32*a^5*c*p^2*r-384*a^5*c*p^2*x-384*a^5*c*p*q*x-64*a^5*c*p*r^2-752*a^5*c* p*r*x-480*a^5*c*p*x^2-64*a^5*c*q^2*x-288*a^5*c*q*r*x-480*a^5*c*q*x^2-32*a^5*c*r ^3-304*a^5*c*r^2*x+832*a^5*c*r*x^2+896*a^5*c*x^3-96*a^5*g^2*p*r-1536*a^5*g^2*p* x-48*a^5*g^2*q*r-704*a^5*g^2*q*x-96*a^5*g^2*r^2-2288*a^5*g^2*r*x-4800*a^5*g^2*x ^2-112*a^5*g*p^2*r-1344*a^5*g*p^2*x-96*a^5*g*p*q*r-1536*a^5*g*p*q*x-192*a^5*g*p *r^2-2816*a^5*g*p*r*x-3552*a^5*g*p*x^2-16*a^5*g*q^2*r-352*a^5*g*q^2*x-80*a^5*g* q*r^2-1712*a^5*g*q*r*x-3072*a^5*g*q*x^2-80*a^5*g*r^3-1136*a^5*g*r^2*x-1120*a^5* g*r*x^2+384*a^5*g*x^3-192*a^4*b^3*c*r-3840*a^4*b^3*c*x-128*a^4*b^3*p*r-3456*a^4 *b^3*p*x-32*a^4*b^3*q*r-1152*a^4*b^3*q*x-128*a^4*b^3*r^2-5088*a^4*b^3*r*x-14976 *a^4*b^3*x^2-960*a^4*b^2*c^2*r-16128*a^4*b^2*c^2*x-672*a^4*b^2*c*g*r-11392*a^4* b^2*c*g*x-1248*a^4*b^2*c*p*r-23040*a^4*b^2*c*p*x-448*a^4*b^2*c*q*r-9856*a^4*b^2 *c*q*x-1056*a^4*b^2*c*r^2-28032*a^4*b^2*c*r*x-63744*a^4*b^2*c*x^2-512*a^4*b^2*g *p*r-10624*a^4*b^2*g*p*x-176*a^4*b^2*g*q*r-4032*a^4*b^2*g*q*x-512*a^4*b^2*g*r^2 -15760*a^4*b^2*g*r*x-41184*a^4*b^2*g*x^2-384*a^4*b^2*p^2*r-6528*a^4*b^2*p^2*x-\ 320*a^4*b^2*p*q*r-6784*a^4*b^2*p*q*x-608*a^4*b^2*p*r^2-13600*a^4*b^2*p*r*x-\ 23616*a^4*b^2*p*x^2-32*a^4*b^2*q^2*r-1280*a^4*b^2*q^2*x-256*a^4*b^2*q*r^2-7968* a^4*b^2*q*r*x-19776*a^4*b^2*q*x^2-224*a^4*b^2*r^3-5328*a^4*b^2*r^2*x-12000*a^4* b^2*r*x^2-512*a^4*b^2*x^3-960*a^4*b*c^3*r-15616*a^4*b*c^3*x-1632*a^4*b*c^2*g*r-\ 26240*a^4*b*c^2*g*x-1760*a^4*b*c^2*p*r-31232*a^4*b*c^2*p*x-800*a^4*b*c^2*q*r-\ 14848*a^4*b*c^2*q*x-1440*a^4*b*c^2*r^2-33728*a^4*b*c^2*r*x-66624*a^4*b*c^2*x^2-\ 624*a^4*b*c*g^2*r-9920*a^4*b*c*g^2*x-2128*a^4*b*c*g*p*r-38720*a^4*b*c*g*p*x-912 *a^4*b*c*g*q*r-17408*a^4*b*c*g*q*x-1840*a^4*b*c*g*r^2-46832*a^4*b*c*g*r*x-\ 101856*a^4*b*c*g*x^2-1088*a^4*b*c*p^2*r-16896*a^4*b*c*p^2*x-1088*a^4*b*c*p*q*r-\ 18944*a^4*b*c*p*q*x-1728*a^4*b*c*p*r^2-31872*a^4*b*c*p*r*x-45888*a^4*b*c*p*x^2-\ 176*a^4*b*c*q^2*r-4224*a^4*b*c*q^2*x-864*a^4*b*c*q*r^2-19936*a^4*b*c*q*r*x-\ 40224*a^4*b*c*q*x^2-656*a^4*b*c*r^3-11200*a^4*b*c*r^2*x-12960*a^4*b*c*r*x^2+ 7808*a^4*b*c*x^3-480*a^4*b*g^2*p*r-9568*a^4*b*g^2*p*x-200*a^4*b*g^2*q*r-3872*a^ 4*b*g^2*q*x-480*a^4*b*g^2*r^2-14072*a^4*b*g^2*r*x-34848*a^4*b*g^2*x^2-688*a^4*b *g*p^2*r-11136*a^4*b*g*p^2*x-672*a^4*b*g*p*q*r-12096*a^4*b*g*p*q*x-1136*a^4*b*g *p*r^2-23088*a^4*b*g*p*r*x-37824*a^4*b*g*p*x^2-96*a^4*b*g*q^2*r-2528*a^4*b*g*q^ 2*x-560*a^4*b*g*q*r^2-14112*a^4*b*g*q*r*x-32016*a^4*b*g*q*x^2-448*a^4*b*g*r^3-\ 9168*a^4*b*g*r^2*x-18600*a^4*b*g*r*x^2-416*a^4*b*g*x^3-224*a^4*b*p^3*r-2688*a^4 *b*p^3*x-336*a^4*b*p^2*q*r-4992*a^4*b*p^2*q*x-512*a^4*b*p^2*r^2-6840*a^4*b*p^2* r*x-6864*a^4*b*p^2*x^2-128*a^4*b*p*q^2*r-2656*a^4*b*p*q^2*x-496*a^4*b*p*q*r^2-\ 9008*a^4*b*p*q*r*x-12480*a^4*b*p*q*x^2-368*a^4*b*p*r^3-4136*a^4*b*p*r^2*x+976*a ^4*b*p*r*x^2+5216*a^4*b*p*x^3-8*a^4*b*q^3*r-352*a^4*b*q^3*x-96*a^4*b*q^2*r^2-\ 2704*a^4*b*q^2*r*x-5616*a^4*b*q^2*x^2-168*a^4*b*q*r^3-2720*a^4*b*q*r^2*x-456*a^ 4*b*q*r*x^2+5216*a^4*b*q*x^3-80*a^4*b*r^4-256*a^4*b*r^3*x+7240*a^4*b*r^2*x^2+ 11480*a^4*b*r*x^3-1024*a^4*c^4*x-480*a^4*c^3*g*r-8832*a^4*c^3*g*x-3968*a^4*c^3* p*x-1024*a^4*c^3*q*x-2912*a^4*c^3*r*x-7488*a^4*c^3*x^2-576*a^4*c^2*g^2*r-9344*a ^4*c^2*g^2*x-880*a^4*c^2*g*p*r-19136*a^4*c^2*g*p*x-400*a^4*c^2*g*q*r-8448*a^4*c ^2*g*q*x-720*a^4*c^2*g*r^2-19472*a^4*c^2*g*r*x-38976*a^4*c^2*g*x^2-144*a^4*c^2* p^2*r-3648*a^4*c^2*p^2*x-2688*a^4*c^2*p*q*x-288*a^4*c^2*p*r^2-6336*a^4*c^2*p*r* x-8544*a^4*c^2*p*x^2-256*a^4*c^2*q^2*x-1984*a^4*c^2*q*r*x-6336*a^4*c^2*q*x^2-\ 144*a^4*c^2*r^3-2448*a^4*c^2*r^2*x-144*a^4*c^2*r*x^2+4096*a^4*c^2*x^3-168*a^4*c *g^3*r-2592*a^4*c*g^3*x-752*a^4*c*g^2*p*r-14368*a^4*c*g^2*p*x-344*a^4*c*g^2*q*r -6496*a^4*c*g^2*q*x-656*a^4*c*g^2*r^2-16984*a^4*c*g^2*r*x-35952*a^4*c*g^2*x^2-\ 680*a^4*c*g*p^2*r-11040*a^4*c*g*p^2*x-544*a^4*c*g*p*q*r-11584*a^4*c*g*p*q*x-\ 1136*a^4*c*g*p*r^2-20608*a^4*c*g*p*r*x-28176*a^4*c*g*p*x^2-88*a^4*c*g*q^2*r-\ 2368*a^4*c*g*q^2*x-432*a^4*c*g*q*r^2-11536*a^4*c*g*q*r*x-24240*a^4*c*g*q*x^2-\ 464*a^4*c*g*r^3-7432*a^4*c*g*r^2*x-4888*a^4*c*g*r*x^2+7744*a^4*c*g*x^3-80*a^4*c *p^3*r-960*a^4*c*p^3*x-24*a^4*c*p^2*q*r-1248*a^4*c*p^2*q*x-208*a^4*c*p^2*r^2-\ 2656*a^4*c*p^2*r*x-2400*a^4*c*p^2*x^2-352*a^4*c*p*q^2*x-48*a^4*c*p*q*r^2-2112*a ^4*c*p*q*r*x-3696*a^4*c*p*q*x^2-176*a^4*c*p*r^3-2208*a^4*c*p*r^2*x-200*a^4*c*p* r*x^2+2048*a^4*c*p*x^3-264*a^4*c*q^2*r*x-1296*a^4*c*q^2*x^2-24*a^4*c*q*r^3-840* a^4*c*q*r^2*x-1224*a^4*c*q*r*x^2+1152*a^4*c*q*x^3-48*a^4*c*r^4-576*a^4*c*r^3*x+ 1464*a^4*c*r^2*x^2+3776*a^4*c*r*x^3-128*a^4*g^3*p*r-2560*a^4*g^3*p*x-60*a^4*g^3 *q*r-1072*a^4*g^3*q*x-128*a^4*g^3*r^2-3732*a^4*g^3*r*x-9000*a^4*g^3*x^2-280*a^4 *g^2*p^2*r-4320*a^4*g^2*p^2*x-256*a^4*g^2*p*q*r-4736*a^4*g^2*p*q*x-480*a^4*g^2* p*r^2-8896*a^4*g^2*p*r*x-13488*a^4*g^2*p*x^2-40*a^4*g^2*q^2*r-1008*a^4*g^2*q^2* x-216*a^4*g^2*q*r^2-5352*a^4*g^2*q*r*x-11544*a^4*g^2*q*x^2-200*a^4*g^2*r^3-3556 *a^4*g^2*r^2*x-5468*a^4*g^2*r*x^2+816*a^4*g^2*x^3-152*a^4*g*p^3*r-1824*a^4*g*p^ 3*x-180*a^4*g*p^2*q*r-3120*a^4*g*p^2*q*x-360*a^4*g*p^2*r^2-4748*a^4*g*p^2*r*x-\ 4632*a^4*g*p^2*x^2-64*a^4*g*p*q^2*r-1504*a^4*g*p*q^2*x-272*a^4*g*p*q*r^2-5560*a ^4*g*p*q*r*x-8088*a^4*g*p*q*x^2-272*a^4*g*p*r^3-3172*a^4*g*p*r^2*x+388*a^4*g*p* r*x^2+3632*a^4*g*p*x^3-4*a^4*g*q^3*r-176*a^4*g*q^3*x-48*a^4*g*q^2*r^2-1484*a^4* g*q^2*r*x-3456*a^4*g*q^2*x^2-96*a^4*g*q*r^3-1780*a^4*g*q*r^2*x-840*a^4*g*q*r*x^ 2+3184*a^4*g*q*x^3-64*a^4*g*r^4-416*a^4*g*r^3*x+4352*a^4*g*r^2*x^2+7628*a^4*g*r *x^3-64*a^3*b^4*c*r-2304*a^3*b^4*c*x-32*a^3*b^4*p*r-1920*a^3*b^4*p*x-384*a^3*b^ 4*q*x-32*a^3*b^4*r^2-2720*a^3*b^4*r*x-11904*a^3*b^4*x^2-768*a^3*b^3*c^2*r-16896 *a^3*b^3*c^2*x-512*a^3*b^3*c*g*r-11520*a^3*b^3*c*g*x-928*a^3*b^3*c*p*r-22784*a^ 3*b^3*c*p*x-192*a^3*b^3*c*q*r-7808*a^3*b^3*c*q*x-736*a^3*b^3*c*r^2-26816*a^3*b^ 3*c*r*x-80640*a^3*b^3*c*x^2-368*a^3*b^3*g*p*r-9984*a^3*b^3*g*p*x-64*a^3*b^3*g*q *r-2880*a^3*b^3*g*q*x-368*a^3*b^3*g*r^2-14704*a^3*b^3*g*r*x-49728*a^3*b^3*g*x^2 -224*a^3*b^3*p^2*r-6400*a^3*b^3*p^2*x-128*a^3*b^3*p*q*r-5504*a^3*b^3*p*q*x-320* a^3*b^3*p*r^2-12960*a^3*b^3*p*r*x-31104*a^3*b^3*p*x^2-640*a^3*b^3*q^2*x-96*a^3* b^3*q*r^2-6528*a^3*b^3*q*r*x-25344*a^3*b^3*q*x^2-96*a^3*b^3*r^3-4800*a^3*b^3*r^ 2*x-17568*a^3*b^3*r*x^2-768*a^3*b^3*x^3-1920*a^3*b^2*c^3*r-35584*a^3*b^2*c^3*x-\ 2784*a^3*b^2*c^2*g*r-52096*a^3*b^2*c^2*g*x-3392*a^3*b^2*c^2*p*r-66944*a^3*b^2*c ^2*p*x-1152*a^3*b^2*c^2*q*r-28416*a^3*b^2*c^2*q*x-2624*a^3*b^2*c^2*r^2-71840*a^ 3*b^2*c^2*r*x-173184*a^3*b^2*c^2*x^2-960*a^3*b^2*c*g^2*r-18112*a^3*b^2*c*g^2*x-\ 3552*a^3*b^2*c*g*p*r-72384*a^3*b^2*c*g*p*x-1088*a^3*b^2*c*g*q*r-28416*a^3*b^2*c *g*q*x-2976*a^3*b^2*c*g*r^2-87088*a^3*b^2*c*g*r*x-229248*a^3*b^2*c*g*x^2-1792*a ^3*b^2*c*p^2*r-35712*a^3*b^2*c*p^2*x-1536*a^3*b^2*c*p*q*r-35968*a^3*b^2*c*p*q*x -2592*a^3*b^2*c*p*r^2-66384*a^3*b^2*c*p*r*x-122880*a^3*b^2*c*p*x^2-144*a^3*b^2* c*q^2*r-6464*a^3*b^2*c*q^2*x-1152*a^3*b^2*c*q*r^2-38304*a^3*b^2*c*q*r*x-105888* a^3*b^2*c*q*x^2-848*a^3*b^2*c*r^3-22256*a^3*b^2*c*r^2*x-44992*a^3*b^2*c*r*x^2+ 18944*a^3*b^2*c*x^3-744*a^3*b^2*g^2*p*r-16288*a^3*b^2*g^2*p*x-192*a^3*b^2*g^2*q *r-5472*a^3*b^2*g^2*q*x-744*a^3*b^2*g^2*r^2-24136*a^3*b^2*g^2*r*x-71712*a^3*b^2 *g^2*x^2-960*a^3*b^2*g*p^2*r-20480*a^3*b^2*g*p^2*x-816*a^3*b^2*g*p*q*r-19840*a^ 3*b^2*g*p*q*x-1488*a^3*b^2*g*p*r^2-42144*a^3*b^2*g*p*r*x-87504*a^3*b^2*g*p*x^2-\ 64*a^3*b^2*g*q^2*r-3264*a^3*b^2*g*q^2*x-672*a^3*b^2*g*q*r^2-23792*a^3*b^2*g*q*r *x-72480*a^3*b^2*g*q*x^2-528*a^3*b^2*g*r^3-16264*a^3*b^2*g*r^2*x-48800*a^3*b^2* g*r*x^2-3168*a^3*b^2*g*x^3-336*a^3*b^2*p^3*r-5760*a^3*b^2*p^3*x-416*a^3*b^2*p^2 *q*r-9664*a^3*b^2*p^2*q*x-704*a^3*b^2*p^2*r^2-14384*a^3*b^2*p^2*r*x-19152*a^3*b ^2*p^2*x^2-104*a^3*b^2*p*q^2*r-4256*a^3*b^2*p*q^2*x-544*a^3*b^2*p*q*r^2-17264*a ^3*b^2*p*q*r*x-34560*a^3*b^2*p*q*x^2-440*a^3*b^2*p*r^3-8160*a^3*b^2*p*r^2*x-304 *a^3*b^2*p*r*x^2+15648*a^3*b^2*p*x^3-352*a^3*b^2*q^3*x-72*a^3*b^2*q^2*r^2-4488* a^3*b^2*q^2*r*x-15408*a^3*b^2*q^2*x^2-144*a^3*b^2*q*r^3-4744*a^3*b^2*q*r^2*x-\ 4600*a^3*b^2*q*r*x^2+15648*a^3*b^2*q*x^3-72*a^3*b^2*r^4-176*a^3*b^2*r^3*x+17920 *a^3*b^2*r^2*x^2+34440*a^3*b^2*r*x^3-1280*a^3*b*c^4*r-23296*a^3*b*c^4*x-3360*a^ 3*b*c^3*g*r-60160*a^3*b*c^3*g*x-2880*a^3*b*c^3*p*r-57984*a^3*b*c^3*p*x-1280*a^3 *b*c^3*q*r-26624*a^3*b*c^3*q*x-2240*a^3*b*c^3*r^2-57376*a^3*b*c^3*r*x-124992*a^ 3*b*c^3*x^2-2640*a^3*b*c^2*g^2*r-46656*a^3*b*c^2*g^2*x-5936*a^3*b*c^2*g*p*r-\ 117376*a^3*b*c^2*g*p*x-2416*a^3*b*c^2*g*q*r-52096*a^3*b*c^2*g*q*x-4752*a^3*b*c^ 2*g*r^2-125408*a^3*b*c^2*g*r*x-287712*a^3*b*c^2*g*x^2-2368*a^3*b*c^2*p^2*r-\ 45632*a^3*b*c^2*p^2*x-2432*a^3*b*c^2*p*q*r-48768*a^3*b*c^2*p*q*x-3584*a^3*b*c^2 *p*r^2-79136*a^3*b*c^2*p*r*x-125952*a^3*b*c^2*p*x^2-384*a^3*b*c^2*q^2*r-10368*a ^3*b*c^2*q^2*x-1856*a^3*b*c^2*q*r^2-48352*a^3*b*c^2*q*r*x-112128*a^3*b*c^2*q*x^ 2-1280*a^3*b*c^2*r^3-25088*a^3*b*c^2*r^2*x-24320*a^3*b*c^2*r*x^2+38592*a^3*b*c^ 2*x^3-640*a^3*b*c*g^3*r-11200*a^3*b*c*g^3*x-3360*a^3*b*c*g^2*p*r-67040*a^3*b*c* g^2*p*x-1256*a^3*b*c*g^2*q*r-28000*a^3*b*c*g^2*q*x-2880*a^3*b*c*g^2*r^2-80424*a ^3*b*c*g^2*r*x-199392*a^3*b*c*g^2*x^2-3296*a^3*b*c*g*p^2*r-63712*a^3*b*c*g*p^2* x-3280*a^3*b*c*g*p*q*r-66944*a^3*b*c*g*p*q*x-5072*a^3*b*c*g*p*r^2-118504*a^3*b* c*g*p*r*x-205152*a^3*b*c*g*p*x^2-448*a^3*b*c*g*q^2*r-13408*a^3*b*c*g*q^2*x-2592 *a^3*b*c*g*q*r^2-71264*a^3*b*c*g*q*r*x-177792*a^3*b*c*g*q*x^2-1840*a^3*b*c*g*r^ 3-41112*a^3*b*c*g*r^2*x-72864*a^3*b*c*g*r*x^2+30944*a^3*b*c*g*x^3-904*a^3*b*c*p ^3*r-14304*a^3*b*c*p^3*x-1352*a^3*b*c*p^2*q*r-25280*a^3*b*c*p^2*q*x-2008*a^3*b* c*p^2*r^2-33672*a^3*b*c*p^2*r*x-37104*a^3*b*c*p^2*x^2-536*a^3*b*c*p*q^2*r-12672 *a^3*b*c*p*q^2*x-1904*a^3*b*c*p*q*r^2-42736*a^3*b*c*p*q*r*x-68736*a^3*b*c*p*q*x ^2-1392*a^3*b*c*p*r^3-18496*a^3*b*c*p*r^2*x+13080*a^3*b*c*p*r*x^2+39904*a^3*b*c *p*x^3-32*a^3*b*c*q^3*r-1568*a^3*b*c*q^3*x-392*a^3*b*c*q^2*r^2-12480*a^3*b*c*q^ 2*r*x-31632*a^3*b*c*q^2*x^2-600*a^3*b*c*q*r^3-11712*a^3*b*c*q*r^2*x+640*a^3*b*c *q*r*x^2+38112*a^3*b*c*q*x^3-288*a^3*b*c*r^4-856*a^3*b*c*r^3*x+38392*a^3*b*c*r^ 2*x^2+63392*a^3*b*c*r*x^3-492*a^3*b*g^3*p*r-10432*a^3*b*g^3*p*x-160*a^3*b*g^3*q *r-3792*a^3*b*g^3*q*x-492*a^3*b*g^3*r^2-15324*a^3*b*g^3*r*x-42720*a^3*b*g^3*x^2 -960*a^3*b*g^2*p^2*r-19296*a^3*b*g^2*p^2*x-960*a^3*b*g^2*p*q*r-19776*a^3*b*g^2* p*q*x-1560*a^3*b*g^2*p*r^2-39660*a^3*b*g^2*p*r*x-76224*a^3*b*g^2*p*x^2-112*a^3* b*g^2*q^2*r-3696*a^3*b*g^2*q^2*x-816*a^3*b*g^2*q*r^2-23528*a^3*b*g^2*q*r*x-\ 63888*a^3*b*g^2*q*x^2-600*a^3*b*g^2*r^3-15612*a^3*b*g^2*r^2*x-41404*a^3*b*g^2*r *x^2-2304*a^3*b*g^2*x^3-644*a^3*b*g*p^3*r-10320*a^3*b*g*p^3*x-932*a^3*b*g*p^2*q *r-17952*a^3*b*g*p^2*q*x-1444*a^3*b*g*p^2*r^2-25852*a^3*b*g*p^2*r*x-32208*a^3*b *g*p^2*x^2-340*a^3*b*g*p*q^2*r-8672*a^3*b*g*p*q^2*x-1336*a^3*b*g*p*q*r^2-32352* a^3*b*g*p*q*r*x-58032*a^3*b*g*p*q*x^2-1008*a^3*b*g*p*r^3-15444*a^3*b*g*p*r^2*x-\ 1080*a^3*b*g*p*r*x^2+24208*a^3*b*g*p*x^3-16*a^3*b*g*q^3*r-976*a^3*b*g*q^3*x-260 *a^3*b*g*q^2*r^2-9184*a^3*b*g*q^2*r*x-25824*a^3*b*g*q^2*x^2-428*a^3*b*g*q*r^3-\ 9696*a^3*b*g*q*r^2*x-8536*a^3*b*g*q*r*x^2+23312*a^3*b*g*q*x^3-208*a^3*b*g*r^4-\ 976*a^3*b*g*r^3*x+28696*a^3*b*g*r^2*x^2+53320*a^3*b*g*r*x^3-128*a^3*b*p^4*r-\ 1536*a^3*b*p^4*x-256*a^3*b*p^3*q*r-3936*a^3*b*p^3*q*x-368*a^3*b*p^3*r^2-4420*a^ 3*b*p^3*r*x-3000*a^3*b*p^3*x^2-152*a^3*b*p^2*q^2*r-3328*a^3*b*p^2*q^2*x-520*a^3 *b*p^2*q*r^2-8848*a^3*b*p^2*q*r*x-8856*a^3*b*p^2*q*x^2-368*a^3*b*p^2*r^3-3084*a ^3*b*p^2*r^2*x+7152*a^3*b*p^2*r*x^2+8192*a^3*b*p^2*x^3-24*a^3*b*p*q^3*r-992*a^3 *b*p*q^3*x-192*a^3*b*p*q^2*r^2-5380*a^3*b*p*q^2*r*x-8712*a^3*b*p*q^2*x^2-312*a^ 3*b*p*q*r^3-3924*a^3*b*p*q*r^2*x+9812*a^3*b*p*q*r*x^2+16384*a^3*b*p*q*x^3-144*a ^3*b*p*r^4+180*a^3*b*p*r^3*x+15964*a^3*b*p*r^2*x^2+19640*a^3*b*p*r*x^3-64*a^3*b *q^4*x-16*a^3*b*q^3*r^2-952*a^3*b*q^3*r*x-2856*a^3*b*q^3*x^2-48*a^3*b*q^2*r^3-\ 1100*a^3*b*q^2*r^2*x+2660*a^3*b*q^2*r*x^2+8192*a^3*b*q^2*x^3-48*a^3*b*q*r^4+340 *a^3*b*q*r^3*x+13004*a^3*b*q*r^2*x^2+19640*a^3*b*q*r*x^3-16*a^3*b*r^5+416*a^3*b *r^4*x+4824*a^3*b*r^3*x^2+4560*a^3*b*r^2*x^3-1536*a^3*c^5*x-640*a^3*c^4*g*r-\ 14080*a^3*c^4*g*x-7296*a^3*c^4*p*x-1536*a^3*c^4*q*x-5280*a^3*c^4*r*x-16704*a^3* c^4*x^2-1200*a^3*c^3*g^2*r-22400*a^3*c^3*g^2*x-1440*a^3*c^3*g*p*r-39104*a^3*c^3 *g*p*x-640*a^3*c^3*g*q*r-15744*a^3*c^3*g*q*x-1120*a^3*c^3*g*r^2-36112*a^3*c^3*g *r*x-83424*a^3*c^3*g*x^2-240*a^3*c^3*p^2*r-9600*a^3*c^3*p^2*x-5760*a^3*c^3*p*q* x-480*a^3*c^3*p*r^2-15568*a^3*c^3*p*r*x-28128*a^3*c^3*p*x^2-384*a^3*c^3*q^2*x-\ 4224*a^3*c^3*q*r*x-17088*a^3*c^3*q*x^2-240*a^3*c^3*r^3-5744*a^3*c^3*r^2*x-6064* a^3*c^3*r*x^2+8768*a^3*c^3*x^3-720*a^3*c^2*g^3*r-12608*a^3*c^2*g^3*x-2120*a^3*c ^2*g^2*p*r-46336*a^3*c^2*g^2*p*x-920*a^3*c^2*g^2*q*r-20160*a^3*c^2*g^2*q*x-1720 *a^3*c^2*g^2*r^2-48000*a^3*c^2*g^2*r*x-108288*a^3*c^2*g^2*x^2-1536*a^3*c^2*g*p^ 2*r-33600*a^3*c^2*g*p^2*x-1216*a^3*c^2*g*p*q*r-31744*a^3*c^2*g*p*q*x-2496*a^3*c ^2*g*p*r^2-57880*a^3*c^2*g*p*r*x-91440*a^3*c^2*g*p*x^2-192*a^3*c^2*g*q^2*r-5792 *a^3*c^2*g*q^2*x-928*a^3*c^2*g*q*r^2-29648*a^3*c^2*g*q*r*x-75456*a^3*c^2*g*q*x^ 2-992*a^3*c^2*g*r^3-19520*a^3*c^2*g*r^2*x-15968*a^3*c^2*g*r*x^2+30176*a^3*c^2*g *x^3-264*a^3*c^2*p^3*r-4896*a^3*c^2*p^3*x-72*a^3*c^2*p^2*q*r-5184*a^3*c^2*p^2*q *x-680*a^3*c^2*p^2*r^2-12328*a^3*c^2*p^2*r*x-15600*a^3*c^2*p^2*x^2-1056*a^3*c^2 *p*q^2*x-144*a^3*c^2*p*q*r^2-8160*a^3*c^2*p*q*r*x-18816*a^3*c^2*p*q*x^2-568*a^3 *c^2*p*r^3-9152*a^3*c^2*p*r^2*x-5712*a^3*c^2*p*r*x^2+8768*a^3*c^2*p*x^3-792*a^3 *c^2*q^2*r*x-4992*a^3*c^2*q^2*x^2-72*a^3*c^2*q*r^3-3016*a^3*c^2*q*r^2*x-5288*a^ 3*c^2*q*r*x^2+5856*a^3*c^2*q*x^3-152*a^3*c^2*r^4-2088*a^3*c^2*r^3*x+4584*a^3*c^ 2*r^2*x^2+13304*a^3*c^2*r*x^3-140*a^3*c*g^4*r-2368*a^3*c*g^4*x-908*a^3*c*g^3*p* r-18848*a^3*c*g^3*p*x-380*a^3*c*g^3*q*r-8064*a^3*c*g^3*q*x-788*a^3*c*g^3*r^2-\ 22224*a^3*c*g^3*r*x-53184*a^3*c*g^3*x^2-1364*a^3*c*g^2*p^2*r-26496*a^3*c*g^2*p^ 2*x-1256*a^3*c*g^2*p*q*r-27296*a^3*c*g^2*p*q*x-2216*a^3*c*g^2*p*r^2-49048*a^3*c *g^2*p*r*x-79776*a^3*c*g^2*p*x^2-188*a^3*c*g^2*q^2*r-5392*a^3*c*g^2*q^2*x-1008* a^3*c*g^2*q*r^2-28168*a^3*c*g^2*q*r*x-68568*a^3*c*g^2*q*x^2-872*a^3*c*g^2*r^3-\ 17500*a^3*c*g^2*r^2*x-24324*a^3*c*g^2*r*x^2+15328*a^3*c*g^2*x^3-716*a^3*c*g*p^3 *r-11184*a^3*c*g*p^3*x-756*a^3*c*g*p^2*q*r-17344*a^3*c*g*p^2*q*x-1692*a^3*c*g*p ^2*r^2-27452*a^3*c*g*p^2*r*x-30408*a^3*c*g*p^2*x^2-268*a^3*c*g*p*q^2*r-7488*a^3 *c*g*p*q^2*x-1112*a^3*c*g*p*q*r^2-29112*a^3*c*g*p*q*r*x-50112*a^3*c*g*p*q*x^2-\ 1280*a^3*c*g*p*r^3-17592*a^3*c*g*p*r^2*x+3116*a^3*c*g*p*r*x^2+27584*a^3*c*g*p*x ^3-16*a^3*c*g*q^3*r-784*a^3*c*g*q^3*x-196*a^3*c*g*q^2*r^2-7120*a^3*c*g*q^2*r*x-\ 20592*a^3*c*g*q^2*x^2-380*a^3*c*g*q*r^3-8840*a^3*c*g*q*r^2*x-4440*a^3*c*g*q*r*x ^2+23888*a^3*c*g*q*x^3-304*a^3*c*g*r^4-2468*a^3*c*g*r^3*x+24036*a^3*c*g*r^2*x^2 +44692*a^3*c*g*r*x^3-72*a^3*c*p^4*r-864*a^3*c*p^4*x-40*a^3*c*p^3*q*r-1344*a^3*c *p^3*q*x-224*a^3*c*p^3*r^2-2932*a^3*c*p^3*r*x-2856*a^3*c*p^3*x^2-496*a^3*c*p^2* q^2*x-96*a^3*c*p^2*q*r^2-3144*a^3*c*p^2*q*r*x-5136*a^3*c*p^2*q*x^2-248*a^3*c*p^ 2*r^3-3160*a^3*c*p^2*r^2*x-1340*a^3*c*p^2*r*x^2+2192*a^3*c*p^2*x^3-696*a^3*c*p* q^2*r*x-2592*a^3*c*p*q^2*x^2-72*a^3*c*p*q*r^3-2032*a^3*c*p*q*r^2*x-2160*a^3*c*p *q*r*x^2+2928*a^3*c*p*q*x^3-112*a^3*c*p*r^4-1196*a^3*c*p*r^3*x+2876*a^3*c*p*r^2 *x^2+6652*a^3*c*p*r*x^3-312*a^3*c*q^3*x^2-228*a^3*c*q^2*r^2*x-600*a^3*c*q^2*r*x ^2+960*a^3*c*q^2*x^3-16*a^3*c*q*r^4-352*a^3*c*q*r^3*x+608*a^3*c*q*r^2*x^2+2420* a^3*c*q*r*x^3-16*a^3*c*r^5-88*a^3*c*r^4*x+872*a^3*c*r^3*x^2+904*a^3*c*r^2*x^3-\ 104*a^3*g^4*p*r-2272*a^3*g^4*p*x-40*a^3*g^4*q*r-864*a^3*g^4*q*x-104*a^3*g^4*r^2 -3296*a^3*g^4*r*x-8904*a^3*g^4*x^2-292*a^3*g^3*p^2*r-5616*a^3*g^3*p^2*x-292*a^3 *g^3*p*q*r-5904*a^3*g^3*p*q*x-496*a^3*g^3*p*r^2-11478*a^3*g^3*p*r*x-20484*a^3*g ^3*p*x^2-40*a^3*g^3*q^2*r-1160*a^3*g^3*q^2*x-252*a^3*g^3*q*r^2-6848*a^3*g^3*q*r *x-17352*a^3*g^3*q*x^2-204*a^3*g^3*r^3-4568*a^3*g^3*r^2*x-10074*a^3*g^3*r*x^2+ 216*a^3*g^3*x^3-304*a^3*g^2*p^3*r-4512*a^3*g^2*p^3*x-384*a^3*g^2*p^2*q*r-7616*a ^3*g^2*p^2*q*x-720*a^3*g^2*p^2*r^2-11556*a^3*g^2*p^2*r*x-13344*a^3*g^2*p^2*x^2-\ 144*a^3*g^2*p*q^2*r-3584*a^3*g^2*p*q^2*x-576*a^3*g^2*p*q*r^2-13692*a^3*g^2*p*q* r*x-23544*a^3*g^2*p*q*x^2-544*a^3*g^2*p*r^3-7566*a^3*g^2*p*r^2*x-748*a^3*g^2*p* r*x^2+9816*a^3*g^2*p*x^3-8*a^3*g^2*q^3*r-400*a^3*g^2*q^3*x-112*a^3*g^2*q^2*r^2-\ 3712*a^3*g^2*q^2*r*x-10200*a^3*g^2*q^2*x^2-200*a^3*g^2*q*r^3-4400*a^3*g^2*q*r^2 *x-4176*a^3*g^2*q*r*x^2+8696*a^3*g^2*q*x^3-128*a^3*g^2*r^4-942*a^3*g^2*r^3*x+ 11142*a^3*g^2*r^2*x^2+21222*a^3*g^2*r*x^3-100*a^3*g*p^4*r-1200*a^3*g*p^4*x-148* a^3*g*p^3*q*r-2640*a^3*g*p^3*q*x-296*a^3*g*p^3*r^2-3676*a^3*g*p^3*r*x-2928*a^3* g*p^3*x^2-76*a^3*g*p^2*q^2*r-1912*a^3*g*p^2*q^2*x-308*a^3*g*p^2*q*r^2-5996*a^3* g*p^2*q*r*x-6996*a^3*g*p^2*q*x^2-308*a^3*g*p^2*r^3-3122*a^3*g*p^2*r^2*x+2906*a^ 3*g*p^2*r*x^2+5192*a^3*g*p^2*x^3-12*a^3*g*p*q^3*r-496*a^3*g*p*q^3*x-96*a^3*g*p* q^2*r^2-3038*a^3*g*p*q^2*r*x-5652*a^3*g*p*q^2*x^2-192*a^3*g*p*q*r^3-2978*a^3*g* p*q*r^2*x+3826*a^3*g*p*q*r*x^2+9656*a^3*g*p*q*x^3-128*a^3*g*p*r^4-508*a^3*g*p*r ^3*x+9420*a^3*g*p*r^2*x^2+13146*a^3*g*p*r*x^3-32*a^3*g*q^4*x-8*a^3*g*q^3*r^2-\ 476*a^3*g*q^3*r*x-1584*a^3*g*q^3*x^2-24*a^3*g*q^2*r^3-664*a^3*g*q^2*r^2*x+1030* a^3*g*q^2*r*x^2+4576*a^3*g*q^2*x^3-32*a^3*g*q*r^4-6*a^3*g*q*r^3*x+6806*a^3*g*q* r^2*x^2+11030*a^3*g*q*r*x^3-16*a^3*g*r^5+164*a^3*g*r^4*x+2848*a^3*g*r^3*x^2+ 2732*a^3*g*r^2*x^3-512*a^2*b^5*c*x-384*a^2*b^5*p*x-512*a^2*b^5*r*x-4416*a^2*b^5 *x^2-192*a^2*b^4*c^2*r-6912*a^2*b^4*c^2*x-128*a^2*b^4*c*g*r-4864*a^2*b^4*c*g*x-\ 224*a^2*b^4*c*p*r-8704*a^2*b^4*c*p*x-1920*a^2*b^4*c*q*x-160*a^2*b^4*c*r^2-9600* a^2*b^4*c*r*x-43776*a^2*b^4*c*x^2-96*a^2*b^4*g*p*r-3840*a^2*b^4*g*p*x-640*a^2*b ^4*g*q*x-96*a^2*b^4*g*r^2-5600*a^2*b^4*g*r*x-27360*a^2*b^4*g*x^2-32*a^2*b^4*p^2 *r-2432*a^2*b^4*p^2*x-1408*a^2*b^4*p*q*x-32*a^2*b^4*p*r^2-4640*a^2*b^4*p*r*x-\ 17856*a^2*b^4*p*x^2-1696*a^2*b^4*q*r*x-14016*a^2*b^4*q*x^2-1488*a^2*b^4*r^2*x-\ 11424*a^2*b^4*r*x^2-512*a^2*b^4*x^3-1152*a^2*b^3*c^3*r-26368*a^2*b^3*c^3*x-1600 *a^2*b^3*c^2*g*r-37888*a^2*b^3*c^2*g*x-2016*a^2*b^3*c^2*p*r-46464*a^2*b^3*c^2*p *x-384*a^2*b^3*c^2*q*r-16256*a^2*b^3*c^2*q*x-1440*a^2*b^3*c^2*r^2-48384*a^2*b^3 *c^2*r*x-150528*a^2*b^3*c^2*x^2-528*a^2*b^3*c*g^2*r-12928*a^2*b^3*c*g^2*x-2064* a^2*b^3*c*g*p*r-49344*a^2*b^3*c*g*p*x-320*a^2*b^3*c*g*q*r-15552*a^2*b^3*c*g*q*x -1648*a^2*b^3*c*g*r^2-58208*a^2*b^3*c*g*r*x-196032*a^2*b^3*c*g*x^2-912*a^2*b^3* c*p^2*r-24128*a^2*b^3*c*p^2*x-512*a^2*b^3*c*p*q*r-20224*a^2*b^3*c*p*q*x-1120*a^ 2*b^3*c*p*r^2-43568*a^2*b^3*c*p*r*x-110112*a^2*b^3*c*p*x^2-2304*a^2*b^3*c*q^2*x -352*a^2*b^3*c*q*r^2-21344*a^2*b^3*c*q*r*x-93120*a^2*b^3*c*q*x^2-256*a^2*b^3*c* r^3-13040*a^2*b^3*c*r^2*x-46784*a^2*b^3*c*r*x^2+18944*a^2*b^3*c*x^3-432*a^2*b^3 *g^2*p*r-10656*a^2*b^3*g^2*p*x-40*a^2*b^3*g^2*q*r-2656*a^2*b^3*g^2*q*x-432*a^2* b^3*g^2*r^2-15976*a^2*b^3*g^2*r*x-60000*a^2*b^3*g^2*x^2-480*a^2*b^3*g*p^2*r-\ 13824*a^2*b^3*g*p^2*x-272*a^2*b^3*g*p*q*r-11008*a^2*b^3*g*p*q*x-656*a^2*b^3*g*p *r^2-27952*a^2*b^3*g*p*r*x-77664*a^2*b^3*g*p*x^2-1088*a^2*b^3*g*q^2*x-224*a^2*b ^3*g*q*r^2-13552*a^2*b^3*g*q*r*x-62640*a^2*b^3*g*q*x^2-176*a^2*b^3*g*r^3-10048* a^2*b^3*g*r^2*x-47176*a^2*b^3*g*r*x^2-3168*a^2*b^3*g*x^3-128*a^2*b^3*p^3*r-3808 *a^2*b^3*p^3*x-104*a^2*b^3*p^2*q*r-5408*a^2*b^3*p^2*q*x-224*a^2*b^3*p^2*r^2-\ 9168*a^2*b^3*p^2*r*x-17712*a^2*b^3*p^2*x^2-1600*a^2*b^3*p*q^2*x-96*a^2*b^3*p*q* r^2-9344*a^2*b^3*p*q*r*x-31680*a^2*b^3*p*q*x^2-96*a^2*b^3*p*r^3-4480*a^2*b^3*p* r^2*x-3536*a^2*b^3*p*r*x^2+15648*a^2*b^3*p*x^3-1784*a^2*b^3*q^2*r*x-13968*a^2*b ^3*q^2*x^2-1896*a^2*b^3*q*r^2*x-7832*a^2*b^3*q*r*x^2+15648*a^2*b^3*q*x^3+416*a^ 2*b^3*r^3*x+14120*a^2*b^3*r^2*x^2+34440*a^2*b^3*r*x^3-1920*a^2*b^2*c^4*r-37376* a^2*b^2*c^4*x-4352*a^2*b^2*c^3*g*r-86272*a^2*b^2*c^3*g*x-4288*a^2*b^2*c^3*p*r-\ 85248*a^2*b^2*c^3*p*x-1408*a^2*b^2*c^3*q*r-36864*a^2*b^2*c^3*q*x-3136*a^2*b^2*c ^3*r^2-85248*a^2*b^2*c^3*r*x-215040*a^2*b^2*c^3*x^2-3088*a^2*b^2*c^2*g^2*r-\ 62272*a^2*b^2*c^2*g^2*x-7792*a^2*b^2*c^2*g*p*r-157056*a^2*b^2*c^2*g*p*x-2240*a^ 2*b^2*c^2*g*q*r-63168*a^2*b^2*c^2*g*q*x-5968*a^2*b^2*c^2*g*r^2-168528*a^2*b^2*c ^2*g*r*x-453312*a^2*b^2*c^2*g*x^2-3024*a^2*b^2*c^2*p^2*r-64192*a^2*b^2*c^2*p^2* x-2688*a^2*b^2*c^2*p*q*r-64512*a^2*b^2*c^2*p*q*x-4032*a^2*b^2*c^2*p*r^2-110624* a^2*b^2*c^2*p*r*x-218976*a^2*b^2*c^2*p*x^2-240*a^2*b^2*c^2*q^2*r-11584*a^2*b^2* c^2*q^2*x-1920*a^2*b^2*c^2*q*r^2-64992*a^2*b^2*c^2*q*r*x-196896*a^2*b^2*c^2*q*x ^2-1152*a^2*b^2*c^2*r^3-32048*a^2*b^2*c^2*r^2*x-56496*a^2*b^2*c^2*r*x^2+68992*a ^2*b^2*c^2*x^3-696*a^2*b^2*c*g^3*r-14240*a^2*b^2*c*g^3*x-4080*a^2*b^2*c*g^2*p*r -83648*a^2*b^2*c*g^2*p*x-976*a^2*b^2*c*g^2*q*r-30464*a^2*b^2*c*g^2*q*x-3408*a^2 *b^2*c*g^2*r^2-100920*a^2*b^2*c*g^2*r*x-295200*a^2*b^2*c*g^2*x^2-3808*a^2*b^2*c *g*p^2*r-82688*a^2*b^2*c*g*p^2*x-3184*a^2*b^2*c*g*p*q*r-79360*a^2*b^2*c*g*p*q*x -5280*a^2*b^2*c*g*p*r^2-153264*a^2*b^2*c*g*p*r*x-328416*a^2*b^2*c*g*p*x^2-224*a ^2*b^2*c*g*q^2*r-12992*a^2*b^2*c*g*q^2*x-2432*a^2*b^2*c*g*q*r^2-86416*a^2*b^2*c *g*q*r*x-282144*a^2*b^2*c*g*q*x^2-1592*a^2*b^2*c*g*r^3-50200*a^2*b^2*c*g*r^2*x-\ 137256*a^2*b^2*c*g*r*x^2+46400*a^2*b^2*c*g*x^3-952*a^2*b^2*c*p^3*r-19840*a^2*b^ 2*c*p^3*x-1328*a^2*b^2*c*p^2*q*r-32800*a^2*b^2*c*p^2*q*x-1864*a^2*b^2*c*p^2*r^2 -45616*a^2*b^2*c*p^2*r*x-66576*a^2*b^2*c*p^2*x^2-344*a^2*b^2*c*p*q^2*r-14080*a^ 2*b^2*c*p*q^2*x-1600*a^2*b^2*c*p*q*r^2-55136*a^2*b^2*c*p*q*r*x-124992*a^2*b^2*c *p*q*x^2-1056*a^2*b^2*c*p*r^3-22240*a^2*b^2*c*p*r^2*x+10624*a^2*b^2*c*p*r*x^2+ 74816*a^2*b^2*c*p*x^3-1120*a^2*b^2*c*q^3*x-232*a^2*b^2*c*q^2*r^2-14256*a^2*b^2* c*q^2*r*x-58416*a^2*b^2*c*q^2*x^2-352*a^2*b^2*c*q*r^3-12784*a^2*b^2*c*q*r^2*x-\ 10384*a^2*b^2*c*q*r*x^2+74816*a^2*b^2*c*q*x^3-144*a^2*b^2*c*r^4+624*a^2*b^2*c*r ^3*x+59904*a^2*b^2*c*r^2*x^2+119232*a^2*b^2*c*r*x^3-584*a^2*b^2*g^3*p*r-12192*a ^2*b^2*g^3*p*x-92*a^2*b^2*g^3*q*r-3600*a^2*b^2*g^3*q*x-584*a^2*b^2*g^3*r^2-\ 18332*a^2*b^2*g^3*r*x-60144*a^2*b^2*g^3*x^2-1032*a^2*b^2*g^2*p^2*r-23648*a^2*b^ 2*g^2*p^2*x-840*a^2*b^2*g^2*p*q*r-21504*a^2*b^2*g^2*p*q*x-1536*a^2*b^2*g^2*p*r^ 2-48736*a^2*b^2*g^2*p*r*x-115656*a^2*b^2*g^2*p*x^2-40*a^2*b^2*g^2*q^2*r-3104*a^ 2*b^2*g^2*q^2*x-720*a^2*b^2*g^2*q*r^2-26672*a^2*b^2*g^2*q*r*x-94872*a^2*b^2*g^2 *q*x^2-504*a^2*b^2*g^2*r^3-18516*a^2*b^2*g^2*r^2*x-69300*a^2*b^2*g^2*r*x^2-6240 *a^2*b^2*g^2*x^3-612*a^2*b^2*g*p^3*r-13136*a^2*b^2*g*p^3*x-820*a^2*b^2*g*p^2*q* r-21184*a^2*b^2*g*p^2*q*x-1244*a^2*b^2*g*p^2*r^2-32380*a^2*b^2*g*p^2*r*x-52440* a^2*b^2*g*p^2*x^2-200*a^2*b^2*g*p*q^2*r-8656*a^2*b^2*g*p*q^2*x-1040*a^2*b^2*g*p *q*r^2-38240*a^2*b^2*g*p*q*r*x-94752*a^2*b^2*g*p*q*x^2-740*a^2*b^2*g*p*r^3-\ 17740*a^2*b^2*g*p*r^2*x-10068*a^2*b^2*g*p*r*x^2+40704*a^2*b^2*g*p*x^3-608*a^2*b ^2*g*q^3*x-152*a^2*b^2*g*q^2*r^2-9644*a^2*b^2*g*q^2*r*x-42312*a^2*b^2*g*q^2*x^2 -248*a^2*b^2*g*q*r^3-10180*a^2*b^2*g*q*r^2*x-21612*a^2*b^2*g*q*r*x^2+40704*a^2* b^2*g*q*x^3-108*a^2*b^2*g*r^4-24*a^2*b^2*g*r^3*x+41004*a^2*b^2*g*r^2*x^2+91384* a^2*b^2*g*r*x^3-128*a^2*b^2*p^4*r-2208*a^2*b^2*p^4*x-208*a^2*b^2*p^3*q*r-5152*a ^2*b^2*p^3*q*x-328*a^2*b^2*p^3*r^2-6216*a^2*b^2*p^3*r*x-5952*a^2*b^2*p^3*x^2-80 *a^2*b^2*p^2*q^2*r-3680*a^2*b^2*p^2*q^2*x-352*a^2*b^2*p^2*q*r^2-11312*a^2*b^2*p ^2*q*r*x-17568*a^2*b^2*p^2*q*x^2-272*a^2*b^2*p^2*r^3-3936*a^2*b^2*p^2*r^2*x+ 10636*a^2*b^2*p^2*r*x^2+16384*a^2*b^2*p^2*x^3-736*a^2*b^2*p*q^3*x-72*a^2*b^2*p* q^2*r^2-5864*a^2*b^2*p*q^2*r*x-17280*a^2*b^2*p*q^2*x^2-144*a^2*b^2*p*q*r^3-4112 *a^2*b^2*p*q*r^2*x+12288*a^2*b^2*p*q*r*x^2+32768*a^2*b^2*p*q*x^3-72*a^2*b^2*p*r ^4+592*a^2*b^2*p*r^3*x+26576*a^2*b^2*p*r^2*x^2+39280*a^2*b^2*p*r*x^3-768*a^2*b^ 2*q^3*r*x-5664*a^2*b^2*q^3*x^2-696*a^2*b^2*q^2*r^2*x+1652*a^2*b^2*q^2*r*x^2+ 16384*a^2*b^2*q^2*x^3+968*a^2*b^2*q*r^3*x+20656*a^2*b^2*q*r^2*x^2+39280*a^2*b^2 *q*r*x^3+576*a^2*b^2*r^4*x+7920*a^2*b^2*r^3*x^2+9120*a^2*b^2*r^2*x^3-960*a^2*b* c^5*r-18432*a^2*b*c^5*x-3488*a^2*b*c^4*g*r-66432*a^2*b*c^4*g*x-2560*a^2*b*c^4*p *r-53632*a^2*b*c^4*p*x-1120*a^2*b*c^4*q*r-24704*a^2*b*c^4*q*x-1920*a^2*b*c^4*r^ 2-50752*a^2*b*c^4*r*x-118464*a^2*b*c^4*x^2-4240*a^2*b*c^3*g^2*r-80320*a^2*b*c^3 *g^2*x-7808*a^2*b*c^3*g*p*r-158848*a^2*b*c^3*g*p*x-3056*a^2*b*c^3*g*q*r-70720*a ^2*b*c^3*g*q*x-5952*a^2*b*c^3*g*r^2-158352*a^2*b*c^3*g*r*x-381792*a^2*b*c^3*g*x ^2-2480*a^2*b*c^3*p^2*r-54208*a^2*b*c^3*p^2*x-2688*a^2*b*c^3*p*q*r-56832*a^2*b* c^3*p*q*x-3552*a^2*b*c^3*p*r^2-88784*a^2*b*c^3*p*r*x-156192*a^2*b*c^3*p*x^2-416 *a^2*b*c^3*q^2*r-12160*a^2*b*c^3*q^2*x-1984*a^2*b*c^3*q*r^2-54944*a^2*b*c^3*q*r *x-140544*a^2*b*c^3*q*x^2-1168*a^2*b*c^3*r^3-25536*a^2*b*c^3*r^2*x-20128*a^2*b* c^3*r*x^2+65856*a^2*b*c^3*x^3-2104*a^2*b*c^2*g^3*r-39712*a^2*b*c^2*g^3*x-7568*a ^2*b*c^2*g^2*p*r-151776*a^2*b*c^2*g^2*p*x-2648*a^2*b*c^2*g^2*q*r-64352*a^2*b*c^ 2*g^2*q*x-6000*a^2*b*c^2*g^2*r^2-162992*a^2*b*c^2*g^2*r*x-412992*a^2*b*c^2*g^2* x^2-5800*a^2*b*c^2*g*p^2*r-123168*a^2*b*c^2*g*p^2*x-5920*a^2*b*c^2*g*p*q*r-\ 127424*a^2*b*c^2*g*p*q*x-8352*a^2*b*c^2*g*p*r^2-213144*a^2*b*c^2*g*p*r*x-393552 *a^2*b*c^2*g*p*x^2-768*a^2*b*c^2*g*q^2*r-25376*a^2*b*c^2*g*q^2*x-4480*a^2*b*c^2 *g*q*r^2-129136*a^2*b*c^2*g*q*r*x-350112*a^2*b*c^2*g*q*x^2-2752*a^2*b*c^2*g*r^3 -65944*a^2*b*c^2*g*r^2*x-102088*a^2*b*c^2*g*r*x^2+112672*a^2*b*c^2*g*x^3-1256*a ^2*b*c^2*p^3*r-25088*a^2*b*c^2*p^3*x-2008*a^2*b*c^2*p^2*q*r-42560*a^2*b*c^2*p^2 *q*x-2680*a^2*b*c^2*p^2*r^2-55376*a^2*b*c^2*p^2*r*x-69408*a^2*b*c^2*p^2*x^2-840 *a^2*b*c^2*p*q^2*r-21024*a^2*b*c^2*p*q^2*x-2672*a^2*b*c^2*p*q*r^2-69056*a^2*b*c ^2*p*q*r*x-127728*a^2*b*c^2*p*q*x^2-1760*a^2*b*c^2*p*r^3-27320*a^2*b*c^2*p*r^2* x+31464*a^2*b*c^2*p*r*x^2+91168*a^2*b*c^2*p*x^3-48*a^2*b*c^2*q^3*r-2592*a^2*b*c ^2*q^3*x-600*a^2*b*c^2*q^2*r^2-20544*a^2*b*c^2*q^2*r*x-60384*a^2*b*c^2*q^2*x^2-\ 760*a^2*b*c^2*q*r^3-16976*a^2*b*c^2*q*r^2*x+6552*a^2*b*c^2*q*r*x^2+88256*a^2*b* c^2*q*x^3-336*a^2*b*c^2*r^4-360*a^2*b*c^2*r^3*x+69008*a^2*b*c^2*r^2*x^2+119992* a^2*b*c^2*r*x^3-368*a^2*b*c*g^4*r-6928*a^2*b*c*g^4*x-2760*a^2*b*c*g^3*p*r-55168 *a^2*b*c*g^3*p*x-828*a^2*b*c*g^3*q*r-21552*a^2*b*c*g^3*q*x-2360*a^2*b*c*g^3*r^2 -66556*a^2*b*c*g^3*r*x-181872*a^2*b*c*g^3*x^2-3848*a^2*b*c*g^2*p^2*r-81728*a^2* b*c*g^2*p^2*x-3792*a^2*b*c*g^2*p*q*r-82528*a^2*b*c*g^2*p*q*x-5696*a^2*b*c*g^2*p *r^2-152168*a^2*b*c*g^2*p*r*x-301128*a^2*b*c*g^2*p*x^2-404*a^2*b*c*g^2*q^2*r-\ 15280*a^2*b*c*g^2*q^2*x-3024*a^2*b*c*g^2*q*r^2-90152*a^2*b*c*g^2*q*r*x-259920*a ^2*b*c*g^2*q*x^2-1936*a^2*b*c*g^2*r^3-52244*a^2*b*c*g^2*r^2*x-124732*a^2*b*c*g^ 2*r*x^2+37888*a^2*b*c*g^2*x^3-1972*a^2*b*c*g*p^3*r-38640*a^2*b*c*g*p^3*x-3064*a ^2*b*c*g*p^2*q*r-65584*a^2*b*c*g*p^2*q*x-4220*a^2*b*c*g*p^2*r^2-89772*a^2*b*c*g *p^2*r*x-120960*a^2*b*c*g*p^2*x^2-1148*a^2*b*c*g*p*q^2*r-30992*a^2*b*c*g*p*q^2* x-4120*a^2*b*c*g*p*q*r^2-111728*a^2*b*c*g*p*q*r*x-222456*a^2*b*c*g*p*q*x^2-2776 *a^2*b*c*g*p*r^3-47632*a^2*b*c*g*p*r^2*x+17016*a^2*b*c*g*p*r*x^2+123664*a^2*b*c *g*p*x^3-48*a^2*b*c*g*q^3*r-3408*a^2*b*c*g*q^3*x-852*a^2*b*c*g*q^2*r^2-31808*a^ 2*b*c*g*q^2*r*x-102528*a^2*b*c*g*q^2*x^2-1180*a^2*b*c*g*q*r^3-29656*a^2*b*c*g*q *r^2*x-19304*a^2*b*c*g*q*r*x^2+119968*a^2*b*c*g*q*x^3-528*a^2*b*c*g*r^4-1428*a^ 2*b*c*g*r^3*x+105760*a^2*b*c*g*r^2*x^2+200548*a^2*b*c*g*r*x^3-340*a^2*b*c*p^4*r -5424*a^2*b*c*p^4*x-664*a^2*b*c*p^3*q*r-13056*a^2*b*c*p^3*q*x-952*a^2*b*c*p^3*r ^2-14728*a^2*b*c*p^3*r*x-11688*a^2*b*c*p^3*x^2-436*a^2*b*c*p^2*q^2*r-10560*a^2* b*c*p^2*q^2*x-1288*a^2*b*c*p^2*q*r^2-27840*a^2*b*c*p^2*q*r*x-33744*a^2*b*c*p^2* q*x^2-916*a^2*b*c*p^2*r^3-9388*a^2*b*c*p^2*r^2*x+28804*a^2*b*c*p^2*r*x^2+36736* a^2*b*c*p^2*x^3-72*a^2*b*c*p*q^3*r-3072*a^2*b*c*p*q^3*x-520*a^2*b*c*p*q^2*r^2-\ 16708*a^2*b*c*p*q^2*r*x-33456*a^2*b*c*p*q^2*x^2-720*a^2*b*c*p*q*r^3-10900*a^2*b *c*p*q*r^2*x+37452*a^2*b*c*p*q*r*x^2+71568*a^2*b*c*p*q*x^3-336*a^2*b*c*p*r^4+ 992*a^2*b*c*p*r^3*x+59236*a^2*b*c*p*r^2*x^2+78676*a^2*b*c*p*r*x^3-192*a^2*b*c*q ^4*x-48*a^2*b*c*q^3*r^2-2992*a^2*b*c*q^3*r*x-11400*a^2*b*c*q^3*x^2-112*a^2*b*c* q^2*r^3-2964*a^2*b*c*q^2*r^2*x+9324*a^2*b*c*q^2*r*x^2+35504*a^2*b*c*q^2*x^3-96* a^2*b*c*q*r^4+1492*a^2*b*c*q*r^3*x+45680*a^2*b*c*q*r^2*x^2+74444*a^2*b*c*q*r*x^ 3-32*a^2*b*c*r^5+1300*a^2*b*c*r^4*x+16872*a^2*b*c*r^3*x^2+16440*a^2*b*c*r^2*x^3 -304*a^2*b*g^4*p*r-6144*a^2*b*g^4*p*x-64*a^2*b*g^4*q*r-1984*a^2*b*g^4*q*x-304*a ^2*b*g^4*r^2-9152*a^2*b*g^4*r*x-28008*a^2*b*g^4*x^2-724*a^2*b*g^3*p^2*r-15888*a ^2*b*g^3*p^2*x-708*a^2*b*g^3*p*q*r-15440*a^2*b*g^3*p*q*x-1136*a^2*b*g^3*p*r^2-\ 32814*a^2*b*g^3*p*r*x-71376*a^2*b*g^3*p*x^2-56*a^2*b*g^3*q^2*r-2584*a^2*b*g^3*q ^2*x-620*a^2*b*g^3*q*r^2-19008*a^2*b*g^3*q*r*x-59244*a^2*b*g^3*q*x^2-412*a^2*b* g^3*r^3-12846*a^2*b*g^3*r^2*x-42240*a^2*b*g^3*r*x^2-3992*a^2*b*g^3*x^3-664*a^2* b*g^2*p^3*r-13176*a^2*b*g^2*p^3*x-1022*a^2*b*g^2*p^2*q*r-22184*a^2*b*g^2*p^2*q* x-1456*a^2*b*g^2*p^2*r^2-32738*a^2*b*g^2*p^2*r*x-48600*a^2*b*g^2*p^2*x^2-356*a^ 2*b*g^2*p*q^2*r-10088*a^2*b*g^2*p*q^2*x-1420*a^2*b*g^2*p*q*r^2-40524*a^2*b*g^2* p*q*r*x-87576*a^2*b*g^2*p*q*x^2-984*a^2*b*g^2*p*r^3-19200*a^2*b*g^2*p*r^2*x-\ 10142*a^2*b*g^2*p*r*x^2+33688*a^2*b*g^2*p*x^3-10*a^2*b*g^2*q^3*r-1000*a^2*b*g^2 *q^3*x-284*a^2*b*g^2*q^2*r^2-11254*a^2*b*g^2*q^2*r*x-38976*a^2*b*g^2*q^2*x^2-\ 422*a^2*b*g^2*q*r^3-12058*a^2*b*g^2*q*r^2*x-20706*a^2*b*g^2*q*r*x^2+32568*a^2*b *g^2*q*x^3-192*a^2*b*g^2*r^4-1062*a^2*b*g^2*r^3*x+36084*a^2*b*g^2*r^2*x^2+76882 *a^2*b*g^2*r*x^3-272*a^2*b*g*p^4*r-4272*a^2*b*g*p^4*x-516*a^2*b*g*p^3*q*r-10256 *a^2*b*g*p^3*q*x-760*a^2*b*g*p^3*r^2-12140*a^2*b*g*p^3*r*x-10812*a^2*b*g*p^3*x^ 2-308*a^2*b*g*p^2*q^2*r-8072*a^2*b*g*p^2*q^2*x-1004*a^2*b*g*p^2*q*r^2-22904*a^2 *b*g*p^2*q*r*x-30840*a^2*b*g*p^2*q*x^2-728*a^2*b*g*p^2*r^3-8312*a^2*b*g*p^2*r^2 *x+18778*a^2*b*g*p^2*r*x^2+27480*a^2*b*g*p^2*x^3-44*a^2*b*g*p*q^3*r-2176*a^2*b* g*p*q^3*x-372*a^2*b*g*p*q^2*r^2-13318*a^2*b*g*p*q^2*r*x-29760*a^2*b*g*p*q^2*x^2 -560*a^2*b*g*p*q*r^3-9690*a^2*b*g*p*q*r^2*x+22478*a^2*b*g*p*q*r*x^2+54008*a^2*b *g*p*q*x^3-264*a^2*b*g*p*r^4+520*a^2*b*g*p*r^3*x+48058*a^2*b*g*p*r^2*x^2+68354* a^2*b*g*p*r*x^3-112*a^2*b*g*q^4*x-32*a^2*b*g*q^3*r^2-2252*a^2*b*g*q^3*r*x-9732* a^2*b*g*q^3*x^2-80*a^2*b*g*q^2*r^3-2518*a^2*b*g*q^2*r^2*x+4038*a^2*b*g*q^2*r*x^ 2+26864*a^2*b*g*q^2*x^3-72*a^2*b*g*q*r^4+1154*a^2*b*g*q*r^3*x+37332*a^2*b*g*q*r ^2*x^2+66238*a^2*b*g*q*r*x^3-24*a^2*b*g*r^5+1080*a^2*b*g*r^4*x+15264*a^2*b*g*r^ 3*x^2+18372*a^2*b*g*r^2*x^3-36*a^2*b*p^5*r-432*a^2*b*p^5*x-90*a^2*b*p^4*q*r-\ 1416*a^2*b*p^4*q*x-124*a^2*b*p^4*r^2-1360*a^2*b*p^4*r*x-504*a^2*b*p^4*x^2-72*a^ 2*b*p^3*q^2*r-1656*a^2*b*p^3*q^2*x-228*a^2*b*p^3*q*r^2-3660*a^2*b*p^3*q*r*x-\ 2328*a^2*b*p^3*q*x^2-156*a^2*b*p^3*r^3-966*a^2*b*p^3*r^2*x+4884*a^2*b*p^3*r*x^2 +4216*a^2*b*p^3*x^3-18*a^2*b*p^2*q^3*r-792*a^2*b*p^2*q^3*x-120*a^2*b*p^2*q^2*r^ 2-3358*a^2*b*p^2*q^2*r*x-3960*a^2*b*p^2*q^2*x^2-186*a^2*b*p^2*q*r^3-1770*a^2*b* p^2*q*r^2*x+11124*a^2*b*p^2*q*r*x^2+12648*a^2*b*p^2*q*x^3-84*a^2*b*p^2*r^4+402* a^2*b*p^2*r^3*x+10284*a^2*b*p^2*r^2*x^2+10138*a^2*b*p^2*r*x^3-120*a^2*b*p*q^4*x -16*a^2*b*p*q^3*r^2-1176*a^2*b*p*q^3*r*x-2952*a^2*b*p*q^3*x^2-48*a^2*b*p*q^2*r^ 3-864*a^2*b*p*q^2*r^2*x+7596*a^2*b*p*q^2*r*x^2+12648*a^2*b*p*q^2*x^3-48*a^2*b*p *q*r^4+772*a^2*b*p*q*r^3*x+16936*a^2*b*p*q*r^2*x^2+20276*a^2*b*p*q*r*x^3-16*a^2 *b*p*r^5+524*a^2*b*p*r^4*x+4044*a^2*b*p*r^3*x^2-324*a^2*b*p*r^2*x^3-118*a^2*b*q ^4*r*x-816*a^2*b*q^4*x^2-60*a^2*b*q^3*r^2*x+1356*a^2*b*q^3*r*x^2+4216*a^2*b*q^3 *x^3+398*a^2*b*q^2*r^3*x+6652*a^2*b*q^2*r^2*x^2+10138*a^2*b*q^2*r*x^3+378*a^2*b *q*r^4*x+3336*a^2*b*q*r^3*x^2-324*a^2*b*q*r^2*x^3+84*a^2*b*r^5*x-528*a^2*b*r^4* x^2-5040*a^2*b*r^3*x^3-1024*a^2*c^6*x-480*a^2*c^5*g*r-11648*a^2*c^5*g*x-5760*a^ 2*c^5*p*x-1024*a^2*c^5*q*x-4128*a^2*c^5*r*x-14784*a^2*c^5*x^2-1264*a^2*c^4*g^2* r-25792*a^2*c^4*g^2*x-1280*a^2*c^4*g*p*r-38848*a^2*c^4*g*p*x-560*a^2*c^4*g*q*r-\ 14784*a^2*c^4*g*q*x-960*a^2*c^4*g*r^2-34144*a^2*c^4*g*r*x-88608*a^2*c^4*g*x^2-\ 176*a^2*c^4*p^2*r-9792*a^2*c^4*p^2*x-4992*a^2*c^4*p*q*x-352*a^2*c^4*p*r^2-15136 *a^2*c^4*p*r*x-32544*a^2*c^4*p*x^2-256*a^2*c^4*q^2*x-3648*a^2*c^4*q*r*x-17088*a ^2*c^4*q*x^2-176*a^2*c^4*r^3-5360*a^2*c^4*r^2*x-7920*a^2*c^4*r*x^2+9920*a^2*c^4 *x^3-1176*a^2*c^3*g^3*r-22496*a^2*c^3*g^3*x-2832*a^2*c^3*g^2*p*r-66432*a^2*c^3* g^2*p*x-1176*a^2*c^3*g^2*q*r-28064*a^2*c^3*g^2*q*x-2192*a^2*c^3*g^2*r^2-64024*a ^2*c^3*g^2*r*x-155760*a^2*c^3*g^2*x^2-1624*a^2*c^3*g*p^2*r-44128*a^2*c^3*g*p^2* x-1344*a^2*c^3*g*p*q*r-38336*a^2*c^3*g*p*q*x-2544*a^2*c^3*g*p*r^2-72024*a^2*c^3 *g*p*r*x-131664*a^2*c^3*g*p*x^2-208*a^2*c^3*g*q^2*r-6688*a^2*c^3*g*q^2*x-992*a^ 2*c^3*g*q*r^2-34848*a^2*c^3*g*q*r*x-101952*a^2*c^3*g*q*x^2-968*a^2*c^3*g*r^3-\ 22960*a^2*c^3*g*r^2*x-24160*a^2*c^3*g*r*x^2+47104*a^2*c^3*g*x^3-288*a^2*c^3*p^3 *r-7328*a^2*c^3*p^3*x-72*a^2*c^3*p^2*q*r-6624*a^2*c^3*p^2*q*x-736*a^2*c^3*p^2*r ^2-17304*a^2*c^3*p^2*r*x-26640*a^2*c^3*p^2*x^2-1056*a^2*c^3*p*q^2*x-144*a^2*c^3 *p*q*r^2-9984*a^2*c^3*p*q*r*x-27072*a^2*c^3*p*q*x^2-608*a^2*c^3*p*r^3-11856*a^2 *c^3*p*r^2*x-9984*a^2*c^3*p*r*x^2+14880*a^2*c^3*p*x^3-792*a^2*c^3*q^2*r*x-6096* a^2*c^3*q^2*x^2-72*a^2*c^3*q*r^3-3512*a^2*c^3*q*r^2*x-5088*a^2*c^3*q*r*x^2+ 12320*a^2*c^3*q*x^3-160*a^2*c^3*r^4-2424*a^2*c^3*r^3*x+6920*a^2*c^3*r^2*x^2+ 20184*a^2*c^3*r*x^3-468*a^2*c^2*g^4*r-8656*a^2*c^2*g^4*x-2088*a^2*c^2*g^3*p*r-\ 44688*a^2*c^2*g^3*p*x-812*a^2*c^2*g^3*q*r-19024*a^2*c^2*g^3*q*x-1688*a^2*c^2*g^ 3*r^2-47104*a^2*c^2*g^3*r*x-116280*a^2*c^2*g^3*x^2-2424*a^2*c^2*g^2*p^2*r-55104 *a^2*c^2*g^2*p^2*x-2288*a^2*c^2*g^2*p*q*r-53984*a^2*c^2*g^2*p*q*x-3728*a^2*c^2* g^2*p*r^2-95236*a^2*c^2*g^2*p*r*x-169464*a^2*c^2*g^2*p*x^2-324*a^2*c^2*g^2*q^2* r-10272*a^2*c^2*g^2*q^2*x-1760*a^2*c^2*g^2*q*r^2-53160*a^2*c^2*g^2*q*r*x-144168 *a^2*c^2*g^2*q*x^2-1368*a^2*c^2*g^2*r^3-31200*a^2*c^2*g^2*r^2*x-42936*a^2*c^2*g ^2*r*x^2+47296*a^2*c^2*g^2*x^3-1104*a^2*c^2*g*p^3*r-22432*a^2*c^2*g*p^3*x-1140* a^2*c^2*g*p^2*q*r-31376*a^2*c^2*g*p^2*q*x-2576*a^2*c^2*g*p^2*r^2-52384*a^2*c^2* g*p^2*r*x-68832*a^2*c^2*g*p^2*x^2-420*a^2*c^2*g*p*q^2*r-12464*a^2*c^2*g*p*q^2*x -1608*a^2*c^2*g*p*q*r^2-50512*a^2*c^2*g*p*q*r*x-103272*a^2*c^2*g*p*q*x^2-1924*a ^2*c^2*g*p*r^3-31864*a^2*c^2*g*p*r^2*x+416*a^2*c^2*g*p*r*x^2+62240*a^2*c^2*g*p* x^3-24*a^2*c^2*g*q^3*r-1296*a^2*c^2*g*q^3*x-300*a^2*c^2*g*q^2*r^2-11768*a^2*c^2 *g*q^2*r*x-40320*a^2*c^2*g*q^2*x^2-516*a^2*c^2*g*q*r^3-14384*a^2*c^2*g*q*r^2*x-\ 8028*a^2*c^2*g*q*r*x^2+56240*a^2*c^2*g*q*x^3-452*a^2*c^2*g*r^4-4296*a^2*c^2*g*r ^3*x+42920*a^2*c^2*g*r^2*x^2+86716*a^2*c^2*g*r*x^3-156*a^2*c^2*p^4*r-2544*a^2*c ^2*p^4*x-80*a^2*c^2*p^3*q*r-3392*a^2*c^2*p^3*q*x-480*a^2*c^2*p^3*r^2-8016*a^2*c ^2*p^3*r*x-9624*a^2*c^2*p^3*x^2-992*a^2*c^2*p^2*q^2*x-192*a^2*c^2*p^2*q*r^2-\ 7440*a^2*c^2*p^2*q*r*x-14256*a^2*c^2*p^2*q*x^2-524*a^2*c^2*p^2*r^3-7816*a^2*c^2 *p^2*r^2*x-4044*a^2*c^2*p^2*r*x^2+7440*a^2*c^2*p^2*x^3-1392*a^2*c^2*p*q^2*r*x-\ 5712*a^2*c^2*p*q^2*x^2-144*a^2*c^2*p*q*r^3-4368*a^2*c^2*p*q*r^2*x-2068*a^2*c^2* p*q*r*x^2+12320*a^2*c^2*p*q*x^3-232*a^2*c^2*p*r^4-2512*a^2*c^2*p*r^3*x+9540*a^2 *c^2*p*r^2*x^2+20184*a^2*c^2*p*r*x^3-624*a^2*c^2*q^3*x^2-456*a^2*c^2*q^2*r^2*x+ 460*a^2*c^2*q^2*r*x^2+5312*a^2*c^2*q^2*x^3-32*a^2*c^2*q*r^4-608*a^2*c^2*q*r^3*x +4820*a^2*c^2*q*r^2*x^2+11100*a^2*c^2*q*r*x^3-32*a^2*c^2*r^5-68*a^2*c^2*r^4*x+ 3472*a^2*c^2*r^3*x^2+3704*a^2*c^2*r^2*x^3-68*a^2*c*g^5*r-1232*a^2*c*g^5*x-604*a ^2*c*g^4*p*r-12488*a^2*c*g^4*p*x-210*a^2*c*g^4*q*r-5048*a^2*c*g^4*q*x-524*a^2*c *g^4*r^2-14868*a^2*c*g^4*r*x-39144*a^2*c*g^4*x^2-1168*a^2*c*g^3*p^2*r-25152*a^2 *c*g^3*p^2*x-1164*a^2*c*g^3*p*q*r-25488*a^2*c*g^3*p*q*x-1832*a^2*c*g^3*p*r^2-\ 46734*a^2*c*g^3*p*r*x-86856*a^2*c*g^3*p*x^2-146*a^2*c*g^3*q^2*r-4832*a^2*c*g^3* q^2*x-948*a^2*c*g^3*q*r^2-27316*a^2*c*g^3*q*r*x-74688*a^2*c*g^3*q*x^2-684*a^2*c *g^3*r^3-16596*a^2*c*g^3*r^2*x-33958*a^2*c*g^3*r*x^2+11960*a^2*c*g^3*x^3-992*a^ 2*c*g^2*p^3*r-18408*a^2*c*g^2*p^3*x-1280*a^2*c*g^2*p^2*q*r-29280*a^2*c*g^2*p^2* q*x-2288*a^2*c*g^2*p^2*r^2-44198*a^2*c*g^2*p^2*r*x-56724*a^2*c*g^2*p^2*x^2-488* a^2*c*g^2*p*q^2*r-13096*a^2*c*g^2*p*q^2*x-1820*a^2*c*g^2*p*q*r^2-49904*a^2*c*g^ 2*p*q*r*x-96876*a^2*c*g^2*p*q*x^2-1680*a^2*c*g^2*p*r^3-26734*a^2*c*g^2*p*r^2*x+ 138*a^2*c*g^2*p*r*x^2+49536*a^2*c*g^2*p*x^3-24*a^2*c*g^2*q^3*r-1424*a^2*c*g^2*q ^3*x-368*a^2*c*g^2*q^2*r^2-13220*a^2*c*g^2*q^2*r*x-41676*a^2*c*g^2*q^2*x^2-582* a^2*c*g^2*q*r^3-14656*a^2*c*g^2*q*r^2*x-12774*a^2*c*g^2*q*r*x^2+45384*a^2*c*g^2 *q*x^3-384*a^2*c*g^2*r^4-2952*a^2*c*g^2*r^3*x+42008*a^2*c*g^2*r^2*x^2+82632*a^2 *c*g^2*r*x^3-340*a^2*c*g*p^4*r-5088*a^2*c*g*p^4*x-428*a^2*c*g*p^3*q*r-10000*a^2 *c*g*p^3*q*x-1008*a^2*c*g*p^3*r^2-15216*a^2*c*g*p^3*r*x-14484*a^2*c*g*p^3*x^2-\ 218*a^2*c*g*p^2*q^2*r-6464*a^2*c*g*p^2*q^2*x-876*a^2*c*g*p^2*q*r^2-21952*a^2*c* g*p^2*q*r*x-31152*a^2*c*g*p^2*q*x^2-1052*a^2*c*g*p^2*r^3-12928*a^2*c*g*p^2*r^2* x+9752*a^2*c*g*p^2*r*x^2+24392*a^2*c*g*p^2*x^3-36*a^2*c*g*p*q^3*r-1536*a^2*c*g* p*q^3*x-260*a^2*c*g*p*q^2*r^2-10062*a^2*c*g*p*q^2*r*x-23412*a^2*c*g*p*q^2*x^2-\ 536*a^2*c*g*p*q*r^3-10598*a^2*c*g*p*q*r^2*x+13514*a^2*c*g*p*q*r*x^2+44920*a^2*c *g*p*q*x^3-440*a^2*c*g*p*r^4-2560*a^2*c*g*p*r^3*x+37366*a^2*c*g*p*r^2*x^2+57744 *a^2*c*g*p*r*x^3-96*a^2*c*g*q^4*x-24*a^2*c*g*q^3*r^2-1496*a^2*c*g*q^3*r*x-6516* a^2*c*g*q^3*x^2-56*a^2*c*g*q^2*r^3-2058*a^2*c*g*q^2*r^2*x+3574*a^2*c*g*q^2*r*x^ 2+21304*a^2*c*g*q^2*x^3-88*a^2*c*g*q*r^4-146*a^2*c*g*q*r^3*x+25528*a^2*c*g*q*r^ 2*x^2+46174*a^2*c*g*q*r*x^3-56*a^2*c*g*r^5+418*a^2*c*g*r^4*x+11300*a^2*c*g*r^3* x^2+12268*a^2*c*g*r^2*x^3-28*a^2*c*p^5*r-336*a^2*c*p^5*x-22*a^2*c*p^4*q*r-600*a ^2*c*p^4*q*x-100*a^2*c*p^4*r^2-1316*a^2*c*p^4*r*x-1296*a^2*c*p^4*x^2-264*a^2*c* p^3*q^2*x-60*a^2*c*p^3*q*r^2-1680*a^2*c*p^3*q*r*x-2496*a^2*c*p^3*q*x^2-132*a^2* c*p^3*r^3-1614*a^2*c*p^3*r^2*x-516*a^2*c*p^3*r*x^2+1240*a^2*c*p^3*x^3-462*a^2*c *p^2*q^2*r*x-1332*a^2*c*p^2*q^2*x^2-54*a^2*c*p^2*q*r^3-1210*a^2*c*p^2*q*r^2*x+ 238*a^2*c*p^2*q*r*x^2+3080*a^2*c*p^2*q*x^3-76*a^2*c*p^2*r^4-590*a^2*c*p^2*r^3*x +3040*a^2*c*p^2*r^2*x^2+5046*a^2*c*p^2*r*x^3-132*a^2*c*p*q^3*x^2-114*a^2*c*p*q^ 2*r^2*x+1144*a^2*c*p*q^2*r*x^2+2656*a^2*c*p*q^2*x^3-16*a^2*c*p*q*r^4-28*a^2*c*p *q*r^3*x+3648*a^2*c*p*q*r^2*x^2+5550*a^2*c*p*q*r*x^3-16*a^2*c*p*r^5+128*a^2*c*p *r^4*x+2240*a^2*c*p*r^3*x^2+1852*a^2*c*p*r^2*x^3+432*a^2*c*q^3*r*x^2+816*a^2*c* q^3*x^3+60*a^2*c*q^2*r^3*x+1320*a^2*c*q^2*r^2*x^2+1676*a^2*c*q^2*r*x^3+144*a^2* c*q*r^4*x+1128*a^2*c*q*r^3*x^2-264*a^2*c*q*r^2*x^3+84*a^2*c*r^5*x+240*a^2*c*r^4 *x^2-1200*a^2*c*r^3*x^3-54*a^2*g^5*p*r-1128*a^2*g^5*p*x-14*a^2*g^5*q*r-384*a^2* g^5*q*x-54*a^2*g^5*r^2-1656*a^2*g^5*r*x-4896*a^2*g^5*x^2-170*a^2*g^4*p^2*r-3704 *a^2*g^4*p^2*x-178*a^2*g^4*p*q*r-3728*a^2*g^4*p*q*x-280*a^2*g^4*p*r^2-7615*a^2* g^4*p*r*x-15486*a^2*g^4*p*x^2-18*a^2*g^4*q^2*r-668*a^2*g^4*q^2*x-158*a^2*g^4*q* r^2-4496*a^2*g^4*q*r*x-12978*a^2*g^4*q*x^2-110*a^2*g^4*r^3-3033*a^2*g^4*r^2*x-\ 8770*a^2*g^4*r*x^2-576*a^2*g^4*x^3-234*a^2*g^3*p^3*r-4248*a^2*g^3*p^3*x-334*a^2 *g^3*p^2*q*r-7120*a^2*g^3*p^2*q*x-550*a^2*g^3*p^2*r^2-10767*a^2*g^3*p^2*r*x-\ 14646*a^2*g^3*p^2*x^2-128*a^2*g^3*p*q^2*r-3284*a^2*g^3*p*q^2*x-492*a^2*g^3*p*q* r^2-13034*a^2*g^3*p*q*r*x-26040*a^2*g^3*p*q*x^2-412*a^2*g^3*p*r^3-6895*a^2*g^3* p*r^2*x-3272*a^2*g^3*p*r*x^2+9524*a^2*g^3*p*x^3-5*a^2*g^3*q^3*r-348*a^2*g^3*q^3 *x-104*a^2*g^3*q^2*r^2-3604*a^2*g^3*q^2*r*x-11394*a^2*g^3*q^2*x^2-164*a^2*g^3*q *r^3-4198*a^2*g^3*q*r^2*x-6598*a^2*g^3*q*r*x^2+8628*a^2*g^3*q*x^3-96*a^2*g^3*r^ 4-788*a^2*g^3*r^3*x+10369*a^2*g^3*r^2*x^2+21826*a^2*g^3*r*x^3-150*a^2*g^2*p^4*r -2136*a^2*g^2*p^4*x-234*a^2*g^2*p^3*q*r-4728*a^2*g^2*p^3*q*x-444*a^2*g^2*p^3*r^ 2-6438*a^2*g^2*p^3*r*x-5832*a^2*g^2*p^3*x^2-134*a^2*g^2*p^2*q^2*r-3460*a^2*g^2* p^2*q^2*x-482*a^2*g^2*p^2*q*r^2-10780*a^2*g^2*p^2*q*r*x-14604*a^2*g^2*p^2*q*x^2 -462*a^2*g^2*p^2*r^3-5335*a^2*g^2*p^2*r^2*x+5416*a^2*g^2*p^2*r*x^2+10796*a^2*g^ 2*p^2*x^3-22*a^2*g^2*p*q^3*r-904*a^2*g^2*p*q^3*x-168*a^2*g^2*p*q^2*r^2-5699*a^2 *g^2*p*q^2*r*x-12474*a^2*g^2*p*q^2*x^2-296*a^2*g^2*p*q*r^3-5299*a^2*g^2*p*q*r^2 *x+6078*a^2*g^2*p*q*r*x^2+20300*a^2*g^2*p*q*x^3-192*a^2*g^2*p*r^4-788*a^2*g^2*p *r^3*x+18874*a^2*g^2*p*r^2*x^2+28514*a^2*g^2*p*r*x^3-56*a^2*g^2*q^4*x-16*a^2*g^ 2*q^3*r^2-934*a^2*g^2*q^3*r*x-3702*a^2*g^2*q^3*x^2-40*a^2*g^2*q^2*r^3-1259*a^2* g^2*q^2*r^2*x+947*a^2*g^2*q^2*r*x^2+9784*a^2*g^2*q^2*x^3-48*a^2*g^2*q*r^4+41*a^ 2*g^2*q*r^3*x+13641*a^2*g^2*q*r^2*x^2+25000*a^2*g^2*q*r*x^3-24*a^2*g^2*r^5+297* a^2*g^2*r^4*x+6216*a^2*g^2*r^3*x^2+8004*a^2*g^2*r^2*x^3-32*a^2*g*p^5*r-384*a^2* g*p^5*x-56*a^2*g*p^4*q*r-1008*a^2*g*p^4*q*x-112*a^2*g*p^4*r^2-1338*a^2*g*p^4*r* x-900*a^2*g*p^4*x^2-36*a^2*g*p^3*q^2*r-960*a^2*g*p^3*q^2*x-144*a^2*g*p^3*q*r^2-\ 2670*a^2*g*p^3*q*r*x-2412*a^2*g*p^3*q*x^2-144*a^2*g*p^3*r^3-1290*a^2*g*p^3*r^2* x+2184*a^2*g*p^3*r*x^2+2728*a^2*g*p^3*x^3-9*a^2*g*p^2*q^3*r-396*a^2*g*p^2*q^3*x -60*a^2*g*p^2*q^2*r^2-1910*a^2*g*p^2*q^2*r*x-2646*a^2*g*p^2*q^2*x^2-120*a^2*g*p ^2*q*r^3-1490*a^2*g*p^2*q*r^2*x+5681*a^2*g*p^2*q*r*x^2+7864*a^2*g*p^2*q*x^3-80* a^2*g*p^2*r^4-94*a^2*g*p^2*r^3*x+6662*a^2*g*p^2*r^2*x^2+7592*a^2*g*p^2*r*x^3-60 *a^2*g*p*q^4*x-8*a^2*g*p*q^3*r^2-588*a^2*g*p*q^3*r*x-1542*a^2*g*p*q^3*x^2-24*a^ 2*g*p*q^2*r^3-489*a^2*g*p*q^2*r^2*x+4370*a^2*g*p*q^2*r*x^2+7652*a^2*g*p*q^2*x^3 -32*a^2*g*p*q*r^4+372*a^2*g*p*q*r^3*x+10292*a^2*g*p*q*r^2*x^2+12913*a^2*g*p*q*r *x^3-16*a^2*g*p*r^5+326*a^2*g*p*r^4*x+3142*a^2*g*p*r^3*x^2+764*a^2*g*p*r^2*x^3-\ 59*a^2*g*q^4*r*x-408*a^2*g*q^4*x^2-30*a^2*g*q^3*r^2*x+894*a^2*g*q^3*r*x^2+2516* a^2*g*q^3*x^3+229*a^2*g*q^2*r^3*x+3986*a^2*g*q^2*r^2*x^2+5907*a^2*g*q^2*r*x^3+ 261*a^2*g*q*r^4*x+2232*a^2*g*q*r^3*x^2-294*a^2*g*q*r^2*x^3+84*a^2*g*r^5*x-144*a ^2*g*r^4*x^2-3120*a^2*g*r^3*x^3-576*a*b^6*x^2-768*a*b^5*c^2*x-640*a*b^5*c*g*x-\ 896*a*b^5*c*p*x-800*a*b^5*c*r*x-8448*a*b^5*c*x^2-448*a*b^5*g*p*x-640*a*b^5*g*r* x-6048*a*b^5*g*x^2-256*a*b^5*p^2*x-400*a*b^5*p*r*x-3744*a*b^5*p*x^2-2784*a*b^5* q*x^2-48*a*b^5*r^2*x-2784*a*b^5*r*x^2-128*a*b^5*x^3-192*a*b^4*c^3*r-6400*a*b^4* c^3*x-256*a*b^4*c^2*g*r-9728*a*b^4*c^2*g*x-352*a*b^4*c^2*p*r-10240*a*b^4*c^2*p* x-2432*a*b^4*c^2*q*x-224*a*b^4*c^2*r^2-9728*a*b^4*c^2*r*x-43200*a*b^4*c^2*x^2-\ 80*a*b^4*c*g^2*r-3392*a*b^4*c*g^2*x-352*a*b^4*c*g*p*r-11840*a*b^4*c*g*p*x-2432* a*b^4*c*g*q*x-256*a*b^4*c*g*r^2-13072*a*b^4*c*g*r*x-63264*a*b^4*c*g*x^2-144*a*b ^4*c*p^2*r-4992*a*b^4*c*p^2*x-2816*a*b^4*c*p*q*x-128*a*b^4*c*p*r^2-8320*a*b^4*c *p*r*x-32736*a*b^4*c*p*x^2-2688*a*b^4*c*q*r*x-27072*a*b^4*c*q*x^2-1536*a*b^4*c* r^2*x-14592*a*b^4*c*r*x^2+7808*a*b^4*c*x^3-72*a*b^4*g^2*p*r-2528*a*b^4*g^2*p*x-\ 352*a*b^4*g^2*q*x-72*a*b^4*g^2*r^2-3816*a*b^4*g^2*r*x-20256*a*b^4*g^2*x^2-80*a* b^4*g*p^2*r-3296*a*b^4*g*p^2*x-1728*a*b^4*g*p*q*x-80*a*b^4*g*p*r^2-6288*a*b^4*g *p*r*x-26352*a*b^4*g*p*x^2-2160*a*b^4*g*q*r*x-20544*a*b^4*g*q*x^2-1768*a*b^4*g* r^2*x-16752*a*b^4*g*r*x^2-416*a*b^4*g*x^3-8*a*b^4*p^3*r-736*a*b^4*p^3*x-736*a*b ^4*p^2*q*x-8*a*b^4*p^2*r^2-1624*a*b^4*p^2*r*x-5424*a*b^4*p^2*x^2-1088*a*b^4*p*q *r*x-9600*a*b^4*p*q*x^2-456*a*b^4*p*r^2*x-2256*a*b^4*p*r*x^2+5216*a*b^4*p*x^3-\ 4176*a*b^4*q^2*x^2+128*a*b^4*q*r^2*x-3688*a*b^4*q*r*x^2+5216*a*b^4*q*x^3+336*a* b^4*r^3*x+3440*a*b^4*r^2*x^2+11480*a*b^4*r*x^3-768*a*b^3*c^4*r-17152*a*b^3*c^4* x-1664*a*b^3*c^3*g*r-39808*a*b^3*c^3*g*x-1760*a*b^3*c^3*p*r-35456*a*b^3*c^3*p*x -320*a*b^3*c^3*q*r-13440*a*b^3*c^3*q*x-1184*a*b^3*c^3*r^2-34528*a*b^3*c^3*r*x-\ 103104*a*b^3*c^3*x^2-1120*a*b^3*c^2*g^2*r-28416*a*b^3*c^2*g^2*x-3088*a*b^3*c^2* g*p*r-67456*a*b^3*c^2*g*p*x-448*a*b^3*c^2*g*q*r-22720*a*b^3*c^2*g*q*x-2192*a*b^ 3*c^2*g*r^2-70096*a*b^3*c^2*g*r*x-229344*a*b^3*c^2*g*x^2-1152*a*b^3*c^2*p^2*r-\ 24960*a*b^3*c^2*p^2*x-640*a*b^3*c^2*p*q*r-21888*a*b^3*c^2*p*q*x-1280*a*b^3*c^2* p*r^2-42176*a*b^3*c^2*p*r*x-107136*a*b^3*c^2*p*x^2-2624*a*b^3*c^2*q^2*x-416*a*b ^3*c^2*q*r^2-21248*a*b^3*c^2*q*r*x-95616*a*b^3*c^2*q*x^2-224*a*b^3*c^2*r^3-9232 *a*b^3*c^2*r^2*x-29104*a*b^3*c^2*r*x^2+38592*a*b^3*c^2*x^3-240*a*b^3*c*g^3*r-\ 6400*a*b^3*c*g^3*x-1560*a*b^3*c*g^2*p*r-35680*a*b^3*c*g^2*p*x-160*a*b^3*c*g^2*q *r-10400*a*b^3*c*g^2*q*x-1240*a*b^3*c*g^2*r^2-42192*a*b^3*c*g^2*r*x-152640*a*b^ 3*c*g^2*x^2-1440*a*b^3*c*g*p^2*r-34336*a*b^3*c*g*p^2*x-704*a*b^3*c*g*p*q*r-\ 27776*a*b^3*c*g*p*q*x-1680*a*b^3*c*g*p*r^2-62056*a*b^3*c*g*p*r*x-170784*a*b^3*c *g*p*x^2-2848*a*b^3*c*g*q^2*x-512*a*b^3*c*g*q*r^2-29664*a*b^3*c*g*q*r*x-144576* a*b^3*c*g*q*x^2-320*a*b^3*c*g*r^3-16816*a*b^3*c*g*r^2*x-72984*a*b^3*c*g*r*x^2+ 30944*a*b^3*c*g*x^3-280*a*b^3*c*p^3*r-7232*a*b^3*c*p^3*x-288*a*b^3*c*p^2*q*r-\ 10464*a*b^3*c*p^2*q*x-440*a*b^3*c*p^2*r^2-16240*a*b^3*c*p^2*r*x-33264*a*b^3*c*p ^2*x^2-3104*a*b^3*c*p*q^2*x-256*a*b^3*c*p*q*r^2-16816*a*b^3*c*p*q*r*x-62208*a*b ^3*c*p*q*x^2-160*a*b^3*c*p*r^3-6040*a*b^3*c*p*r^2*x-1720*a*b^3*c*p*r*x^2+38112* a*b^3*c*p*x^3-3032*a*b^3*c*q^2*r*x-28944*a*b^3*c*q^2*x^2-1752*a*b^3*c*q*r^2*x-\ 10512*a*b^3*c*q*r*x^2+39904*a*b^3*c*q*x^3+1624*a*b^3*c*r^3*x+26120*a*b^3*c*r^2* x^2+63392*a*b^3*c*r*x^3-220*a*b^3*g^3*p*r-4992*a*b^3*g^3*p*x-8*a*b^3*g^3*q*r-\ 1072*a*b^3*g^3*q*x-220*a*b^3*g^3*r^2-7684*a*b^3*g^3*r*x-31200*a*b^3*g^3*x^2-384 *a*b^3*g^2*p^2*r-9936*a*b^3*g^2*p^2*x-168*a*b^3*g^2*p*q*r-7296*a*b^3*g^2*p*q*x-\ 488*a*b^3*g^2*p*r^2-20132*a*b^3*g^2*p*r*x-61728*a*b^3*g^2*p*x^2-576*a*b^3*g^2*q ^2*x-152*a*b^3*g^2*q*r^2-9312*a*b^3*g^2*q*r*x-49392*a*b^3*g^2*q*x^2-104*a*b^3*g ^2*r^3-6780*a*b^3*g^2*r^2*x-37892*a*b^3*g^2*r*x^2-2304*a*b^3*g^2*x^3-188*a*b^3* g*p^3*r-5344*a*b^3*g*p^3*x-184*a*b^3*g*p^2*q*r-7472*a*b^3*g*p^2*q*x-316*a*b^3*g *p^2*r^2-12852*a*b^3*g*p^2*r*x-28272*a*b^3*g*p^2*x^2-2064*a*b^3*g*p*q^2*x-176*a *b^3*g*p*q*r^2-13032*a*b^3*g*p*q*r*x-50736*a*b^3*g*p*q*x^2-128*a*b^3*g*p*r^3-\ 5764*a*b^3*g*p*r^2*x-9260*a*b^3*g*p*r*x^2+23312*a*b^3*g*p*x^3-2384*a*b^3*g*q^2* r*x-22464*a*b^3*g*q^2*x^2-2144*a*b^3*g*q*r^2*x-14892*a*b^3*g*q*r*x^2+24208*a*b^ 3*g*q*x^3+1016*a*b^3*g*r^3*x+19952*a*b^3*g*r^2*x^2+53320*a*b^3*g*r*x^3-24*a*b^3 *p^4*r-736*a*b^3*p^4*x-24*a*b^3*p^3*q*r-1472*a*b^3*p^3*q*x-48*a*b^3*p^3*r^2-\ 1980*a*b^3*p^3*r*x-2952*a*b^3*p^3*x^2-736*a*b^3*p^2*q^2*x-24*a*b^3*p^2*q*r^2-\ 3016*a*b^3*p^2*q*r*x-8712*a*b^3*p^2*q*x^2-24*a*b^3*p^2*r^3-956*a*b^3*p^2*r^2*x+ 3484*a*b^3*p^2*r*x^2+8192*a*b^3*p^2*x^3-1036*a*b^3*p*q^2*r*x-8568*a*b^3*p*q^2*x ^2-396*a*b^3*p*q*r^2*x+2476*a*b^3*p*q*r*x^2+16384*a*b^3*p*q*x^3+516*a*b^3*p*r^3 *x+10612*a*b^3*p*r^2*x^2+19640*a*b^3*p*r*x^3-2808*a*b^3*q^3*x^2+300*a*b^3*q^2*r ^2*x-1008*a*b^3*q^2*r*x^2+8192*a*b^3*q^2*x^3+732*a*b^3*q*r^3*x+7652*a*b^3*q*r^2 *x^2+19640*a*b^3*q*r*x^3+248*a*b^3*r^4*x+3096*a*b^3*r^3*x^2+4560*a*b^3*r^2*x^3-\ 960*a*b^2*c^5*r-18432*a*b^2*c^5*x-3040*a*b^2*c^4*g*r-61056*a*b^2*c^4*g*x-2592*a *b^2*c^4*p*r-46976*a*b^2*c^4*p*x-832*a*b^2*c^4*q*r-22144*a*b^2*c^4*q*x-1824*a*b ^2*c^4*r^2-45728*a*b^2*c^4*r*x-112320*a*b^2*c^4*x^2-3328*a*b^2*c^3*g^2*r-69376* a*b^2*c^3*g^2*x-7008*a*b^2*c^3*g*p*r-133504*a*b^2*c^3*g*p*x-1920*a*b^2*c^3*g*q* r-56704*a*b^2*c^3*g*q*x-5056*a*b^2*c^3*g*r^2-134528*a*b^2*c^3*g*r*x-355296*a*b^ 2*c^3*g*x^2-2208*a*b^2*c^3*p^2*r-42880*a*b^2*c^3*p^2*x-2048*a*b^2*c^3*p*q*r-\ 46464*a*b^2*c^3*p*q*x-2720*a*b^2*c^3*p*r^2-71152*a*b^2*c^3*p*r*x-143424*a*b^2*c ^3*p*x^2-176*a*b^2*c^3*q^2*r-8896*a*b^2*c^3*q^2*x-1408*a*b^2*c^3*q*r^2-45600*a* b^2*c^3*q*r*x-140832*a*b^2*c^3*q*x^2-656*a*b^2*c^3*r^3-16816*a*b^2*c^3*r^2*x-\ 20912*a*b^2*c^3*r*x^2+65856*a*b^2*c^3*x^3-1528*a*b^2*c^2*g^3*r-32800*a*b^2*c^2* g^3*x-6200*a*b^2*c^2*g^2*p*r-121952*a*b^2*c^2*g^2*p*x-1408*a*b^2*c^2*g^2*q*r-\ 46944*a*b^2*c^2*g^2*q*x-4696*a*b^2*c^2*g^2*r^2-131328*a*b^2*c^2*g^2*r*x-376128* a*b^2*c^2*g^2*x^2-4824*a*b^2*c^2*g*p^2*r-97856*a*b^2*c^2*g*p^2*x-3952*a*b^2*c^2 *g*p*q*r-97088*a*b^2*c^2*g*p*q*x-6112*a*b^2*c^2*g*p*r^2-170200*a*b^2*c^2*g*p*r* x-367104*a*b^2*c^2*g*p*x^2-256*a*b^2*c^2*g*q^2*r-16320*a*b^2*c^2*g*q^2*x-2848*a *b^2*c^2*g*q*r^2-99280*a*b^2*c^2*g*q*r*x-333072*a*b^2*c^2*g*q*x^2-1552*a*b^2*c^ 2*g*r^3-46096*a*b^2*c^2*g*r^2*x-104000*a*b^2*c^2*g*r*x^2+112672*a*b^2*c^2*g*x^3 -848*a*b^2*c^2*p^3*r-18144*a*b^2*c^2*p^3*x-1408*a*b^2*c^2*p^2*q*r-32064*a*b^2*c ^2*p^2*q*x-1520*a*b^2*c^2*p^2*r^2-39416*a*b^2*c^2*p^2*r*x-61056*a*b^2*c^2*p^2*x ^2-376*a*b^2*c^2*p*q^2*r-14720*a*b^2*c^2*p*q^2*x-1568*a*b^2*c^2*p*q*r^2-52384*a *b^2*c^2*p*q*r*x-127056*a*b^2*c^2*p*q*x^2-744*a*b^2*c^2*p*r^3-15472*a*b^2*c^2*p *r^2*x+22200*a*b^2*c^2*p*r*x^2+88256*a*b^2*c^2*p*x^3-1184*a*b^2*c^2*q^3*x-248*a *b^2*c^2*q^2*r^2-14448*a*b^2*c^2*q^2*r*x-64800*a*b^2*c^2*q^2*x^2-272*a*b^2*c^2* q*r^3-9056*a*b^2*c^2*q*r^2*x-2544*a*b^2*c^2*q*r*x^2+91168*a*b^2*c^2*q*x^3-72*a* b^2*c^2*r^4+2664*a*b^2*c^2*r^3*x+61240*a*b^2*c^2*r^2*x^2+119992*a*b^2*c^2*r*x^3 -252*a*b^2*c*g^4*r-5536*a*b^2*c*g^4*x-2136*a*b^2*c*g^3*p*r-42432*a*b^2*c*g^3*p* x-360*a*b^2*c*g^3*q*r-14368*a*b^2*c*g^3*q*x-1776*a*b^2*c*g^3*r^2-51556*a*b^2*c* g^3*r*x-162096*a*b^2*c*g^3*x^2-2992*a*b^2*c*g^2*p^2*r-63424*a*b^2*c*g^2*p^2*x-\ 2240*a*b^2*c*g^2*p*q*r-58528*a*b^2*c*g^2*p*q*x-3936*a*b^2*c*g^2*p*r^2-118240*a* b^2*c*g^2*p*r*x-278352*a*b^2*c*g^2*p*x^2-100*a*b^2*c*g^2*q^2*r-8624*a*b^2*c*g^2 *q^2*x-1760*a*b^2*c*g^2*q*r^2-65056*a*b^2*c*g^2*q*r*x-238584*a*b^2*c*g^2*q*x^2-\ 1052*a*b^2*c*g^2*r^3-36892*a*b^2*c*g^2*r^2*x-122180*a*b^2*c*g^2*r*x^2+37888*a*b ^2*c*g^2*x^3-1352*a*b^2*c*g*p^3*r-29328*a*b^2*c*g*p^3*x-1976*a*b^2*c*g*p^2*q*r-\ 48416*a*b^2*c*g*p^2*q*x-2504*a*b^2*c*g*p^2*r^2-67556*a*b^2*c*g*p^2*r*x-112848*a *b^2*c*g*p^2*x^2-440*a*b^2*c*g*p*q^2*r-20080*a*b^2*c*g*p*q^2*x-2272*a*b^2*c*g*p *q*r^2-82504*a*b^2*c*g*p*q*r*x-215688*a*b^2*c*g*p*q*x^2-1296*a*b^2*c*g*p*r^3-\ 30944*a*b^2*c*g*p*r^2*x+704*a*b^2*c*g*p*r*x^2+119968*a*b^2*c*g*p*x^3-1344*a*b^2 *c*g*q^3*x-320*a*b^2*c*g*q^2*r^2-20908*a*b^2*c*g*q^2*r*x-102240*a*b^2*c*g*q^2*x ^2-416*a*b^2*c*g*q*r^3-16980*a*b^2*c*g*q*r^2*x-30972*a*b^2*c*g*q*r*x^2+123664*a *b^2*c*g*q*x^3-144*a*b^2*c*g*r^4+2676*a*b^2*c*g*r^3*x+92204*a*b^2*c*g*r^2*x^2+ 200548*a*b^2*c*g*r*x^3-172*a*b^2*c*p^4*r-3696*a*b^2*c*p^4*x-368*a*b^2*c*p^3*q*r -9024*a*b^2*c*p^3*q*x-416*a*b^2*c*p^3*r^2-9572*a*b^2*c*p^3*r*x-9960*a*b^2*c*p^3 *x^2-180*a*b^2*c*p^2*q^2*r-6816*a*b^2*c*p^2*q^2*x-576*a*b^2*c*p^2*q*r^2-19008*a *b^2*c*p^2*q*r*x-33312*a*b^2*c*p^2*q*x^2-316*a*b^2*c*p^2*r^3-4728*a*b^2*c*p^2*r ^2*x+23208*a*b^2*c*p^2*r*x^2+35504*a*b^2*c*p^2*x^3-1440*a*b^2*c*p*q^3*x-160*a*b ^2*c*p*q^2*r^2-10608*a*b^2*c*p*q^2*r*x-36144*a*b^2*c*p*q^2*x^2-208*a*b^2*c*p*q* r^3-5096*a*b^2*c*p*q*r^2*x+25872*a*b^2*c*p*q*r*x^2+71568*a*b^2*c*p*q*x^3-72*a*b ^2*c*p*r^4+2044*a*b^2*c*p*r^3*x+48964*a*b^2*c*p*r^2*x^2+74444*a*b^2*c*p*r*x^3-\ 1416*a*b^2*c*q^3*r*x-12792*a*b^2*c*q^3*x^2-420*a*b^2*c*q^2*r^2*x+3356*a*b^2*c*q ^2*r*x^2+36736*a*b^2*c*q^2*x^3+2728*a*b^2*c*q*r^3*x+40232*a*b^2*c*q*r^2*x^2+ 78676*a*b^2*c*q*r*x^3+1108*a*b^2*c*r^4*x+13944*a*b^2*c*r^3*x^2+16440*a*b^2*c*r^ 2*x^3-232*a*b^2*g^4*p*r-4480*a*b^2*g^4*p*x-16*a*b^2*g^4*q*r-1152*a*b^2*g^4*q*x-\ 232*a*b^2*g^4*r^2-6904*a*b^2*g^4*r*x-24408*a*b^2*g^4*x^2-540*a*b^2*g^3*p^2*r-\ 11944*a*b^2*g^3*p^2*x-376*a*b^2*g^3*p*q*r-10160*a*b^2*g^3*p*q*x-760*a*b^2*g^3*p *r^2-24806*a*b^2*g^3*p*r*x-64860*a*b^2*g^3*p*x^2-8*a*b^2*g^3*q^2*r-1248*a*b^2*g ^3*q^2*x-344*a*b^2*g^3*q*r^2-13100*a*b^2*g^3*q*r*x-52728*a*b^2*g^3*q*x^2-220*a* b^2*g^3*r^3-9120*a*b^2*g^3*r^2*x-40026*a*b^2*g^3*r*x^2-3992*a*b^2*g^3*x^3-438*a *b^2*g^2*p^3*r-10024*a*b^2*g^2*p^3*x-604*a*b^2*g^2*p^2*q*r-15752*a*b^2*g^2*p^2* q*x-842*a*b^2*g^2*p^2*r^2-24782*a*b^2*g^2*p^2*r*x-45984*a*b^2*g^2*p^2*x^2-114*a *b^2*g^2*p*q^2*r-5960*a*b^2*g^2*p*q^2*x-728*a*b^2*g^2*p*q*r^2-28880*a*b^2*g^2*p *q*r*x-83064*a*b^2*g^2*p*q*x^2-458*a*b^2*g^2*p*r^3-13012*a*b^2*g^2*p*r^2*x-\ 15564*a*b^2*g^2*p*r*x^2+32568*a*b^2*g^2*p*x^3-312*a*b^2*g^2*q^3*x-98*a*b^2*g^2* q^2*r^2-6966*a*b^2*g^2*q^2*r*x-37080*a*b^2*g^2*q^2*x^2-140*a*b^2*g^2*q*r^3-7126 *a*b^2*g^2*q*r^2*x-23848*a*b^2*g^2*q*r*x^2+33688*a*b^2*g^2*q*x^3-54*a*b^2*g^2*r ^4+462*a*b^2*g^2*r^3*x+30894*a*b^2*g^2*r^2*x^2+76882*a*b^2*g^2*r*x^3-148*a*b^2* g*p^4*r-3088*a*b^2*g*p^4*x-280*a*b^2*g*p^3*q*r-7264*a*b^2*g*p^3*q*x-368*a*b^2*g *p^3*r^2-8510*a*b^2*g*p^3*r*x-9780*a*b^2*g*p^3*x^2-124*a*b^2*g*p^2*q^2*r-5192*a *b^2*g*p^2*q^2*x-456*a*b^2*g*p^2*q*r^2-16004*a*b^2*g*p^2*q*r*x-30120*a*b^2*g*p^ 2*q*x^2-292*a*b^2*g*p^2*r^3-4942*a*b^2*g*p^2*r^2*x+14814*a*b^2*g*p^2*r*x^2+ 26864*a*b^2*g*p^2*x^3-992*a*b^2*g*p*q^3*x-116*a*b^2*g*p*q^2*r^2-8456*a*b^2*g*p* q^2*r*x-30600*a*b^2*g*p*q^2*x^2-176*a*b^2*g*p*q*r^3-5120*a*b^2*g*p*q*r^2*x+ 14356*a*b^2*g*p*q*r*x^2+54008*a*b^2*g*p*q*x^3-72*a*b^2*g*p*r^4+1366*a*b^2*g*p*r ^3*x+40914*a*b^2*g*p*r^2*x^2+66238*a*b^2*g*p*r*x^3-1084*a*b^2*g*q^3*r*x-10260*a *b^2*g*q^3*x^2-618*a*b^2*g*q^2*r^2*x-112*a*b^2*g*q^2*r*x^2+27480*a*b^2*g*q^2*x^ 3+2048*a*b^2*g*q*r^3*x+32600*a*b^2*g*q*r^2*x^2+68354*a*b^2*g*q*r*x^3+996*a*b^2* g*r^4*x+13272*a*b^2*g*r^3*x^2+18372*a*b^2*g*r^2*x^3-18*a*b^2*p^5*r-312*a*b^2*p^ 5*x-36*a*b^2*p^4*q*r-936*a*b^2*p^4*q*x-54*a*b^2*p^4*r^2-958*a*b^2*p^4*r*x-576*a *b^2*p^4*x^2-18*a*b^2*p^3*q^2*r-936*a*b^2*p^3*q^2*x-72*a*b^2*p^3*q*r^2-2336*a*b ^2*p^3*q*r*x-2616*a*b^2*p^3*q*x^2-54*a*b^2*p^3*r^3-594*a*b^2*p^3*r^2*x+3894*a*b ^2*p^3*r*x^2+4216*a*b^2*p^3*x^3-312*a*b^2*p^2*q^3*x-18*a*b^2*p^2*q^2*r^2-1798*a *b^2*p^2*q^2*r*x-4392*a*b^2*p^2*q^2*x^2-36*a*b^2*p^2*q*r^3-786*a*b^2*p^2*q*r^2* x+8154*a*b^2*p^2*q*r*x^2+12648*a*b^2*p^2*q*x^3-18*a*b^2*p^2*r^4+322*a*b^2*p^2*r ^3*x+8486*a*b^2*p^2*r^2*x^2+10138*a*b^2*p^2*r*x^3-420*a*b^2*p*q^3*r*x-3240*a*b^ 2*p*q^3*x^2-12*a*b^2*p*q^2*r^2*x+4626*a*b^2*p*q^2*r*x^2+12648*a*b^2*p*q^2*x^3+ 768*a*b^2*p*q*r^3*x+13340*a*b^2*p*q*r^2*x^2+20276*a*b^2*p*q*r*x^3+234*a*b^2*p*r ^4*x+2712*a*b^2*p*r^3*x^2-324*a*b^2*p*r^2*x^3-888*a*b^2*q^4*x^2+180*a*b^2*q^3*r ^2*x+366*a*b^2*q^3*r*x^2+4216*a*b^2*q^3*x^3+474*a*b^2*q^2*r^3*x+4854*a*b^2*q^2* r^2*x^2+10138*a*b^2*q^2*r*x^3+212*a*b^2*q*r^4*x+2004*a*b^2*q*r^3*x^2-324*a*b^2* q*r^2*x^3-36*a*b^2*r^5*x-1032*a*b^2*r^4*x^2-5040*a*b^2*r^3*x^3-384*a*b*c^6*r-\ 7168*a*b*c^6*x-1824*a*b*c^5*g*r-34944*a*b*c^5*g*x-1184*a*b*c^5*p*r-22528*a*b*c^ 5*p*x-512*a*b*c^5*q*r-11392*a*b*c^5*q*x-864*a*b*c^5*r^2-21312*a*b*c^5*r*x-49152 *a*b*c^5*x^2-3056*a*b*c^4*g^2*r-59584*a*b*c^4*g^2*x-4960*a*b*c^4*g*p*r-95744*a* b*c^4*g*p*x-1872*a*b*c^4*g*q*r-44864*a*b*c^4*g*q*x-3648*a*b*c^4*g*r^2-92848*a*b *c^4*g*r*x-223680*a*b*c^4*g*x^2-1248*a*b*c^4*p^2*r-26112*a*b*c^4*p^2*x-1472*a*b *c^4*p*q*r-29696*a*b*c^4*p*q*x-1664*a*b*c^4*p*r^2-41664*a*b*c^4*p*r*x-76224*a*b *c^4*p*x^2-224*a*b*c^4*q^2*r-6912*a*b*c^4*q^2*x-1056*a*b*c^4*q*r^2-28896*a*b*c^ 4*q*r*x-75456*a*b*c^4*q*x^2-480*a*b*c^4*r^3-10384*a*b*c^4*r^2*x-3600*a*b*c^4*r* x^2+41088*a*b*c^4*x^3-2328*a*b*c^3*g^3*r-45920*a*b*c^3*g^3*x-7040*a*b*c^3*g^2*p *r-136896*a*b*c^3*g^2*p*x-2328*a*b*c^3*g^2*q*r-60000*a*b*c^3*g^2*q*x-5296*a*b*c ^3*g^2*r^2-138600*a*b*c^3*g^2*r*x-351264*a*b*c^3*g^2*x^2-4472*a*b*c^3*g*p^2*r-\ 92736*a*b*c^3*g*p^2*x-4688*a*b*c^3*g*p*q*r-99584*a*b*c^3*g*p*q*x-6016*a*b*c^3*g *p*r^2-154176*a*b*c^3*g*p*r*x-293904*a*b*c^3*g*p*x^2-576*a*b*c^3*g*q^2*r-20640* a*b*c^3*g*q^2*x-3424*a*b*c^3*g*q*r^2-98896*a*b*c^3*g*q*r*x-276336*a*b*c^3*g*q*x ^2-1760*a*b*c^3*g*r^3-41760*a*b*c^3*g*r^2*x-49056*a*b*c^3*g*r*x^2+120064*a*b*c^ 3*g*x^3-680*a*b*c^3*p^3*r-15040*a*b*c^3*p^3*x-1304*a*b*c^3*p^2*q*r-26944*a*b*c^ 3*p^2*q*x-1352*a*b*c^3*p^2*r^2-31472*a*b*c^3*p^2*r*x-42816*a*b*c^3*p^2*x^2-584* a*b*c^3*p*q^2*r-14656*a*b*c^3*p*q^2*x-1616*a*b*c^3*p*q*r^2-43216*a*b*c^3*p*q*r* x-85440*a*b*c^3*p*q*x^2-800*a*b*c^3*p*r^3-13008*a*b*c^3*p*r^2*x+28456*a*b*c^3*p *r*x^2+69952*a*b*c^3*p*x^3-32*a*b*c^3*q^3*r-1888*a*b*c^3*q^3*x-408*a*b*c^3*q^2* r^2-14464*a*b*c^3*q^2*r*x-45888*a*b*c^3*q^2*x^2-392*a*b*c^3*q*r^3-8848*a*b*c^3* q*r^2*x+9608*a*b*c^3*q*r*x^2+69952*a*b*c^3*q*x^3-128*a*b*c^3*r^4+1232*a*b*c^3*r ^3*x+48120*a*b*c^3*r^2*x^2+83856*a*b*c^3*r*x^3-828*a*b*c^2*g^4*r-16464*a*b*c^2* g^4*x-4320*a*b*c^2*g^3*p*r-83840*a*b*c^2*g^3*p*x-1220*a*b*c^2*g^3*q*r-34160*a*b *c^2*g^3*q*x-3400*a*b*c^2*g^3*r^2-91060*a*b*c^2*g^3*r*x-245712*a*b*c^2*g^3*x^2-\ 4996*a*b*c^2*g^2*p^2*r-104048*a*b*c^2*g^2*p^2*x-4824*a*b*c^2*g^2*p*q*r-106496*a *b*c^2*g^2*p*q*x-6832*a*b*c^2*g^2*p*r^2-182280*a*b*c^2*g^2*p*r*x-367800*a*b*c^2 *g^2*p*x^2-472*a*b*c^2*g^2*q^2*r-20000*a*b*c^2*g^2*q^2*x-3664*a*b*c^2*g^2*q*r^2 -110648*a*b*c^2*g^2*q*r*x-330408*a*b*c^2*g^2*q*x^2-2040*a*b*c^2*g^2*r^3-54464*a *b*c^2*g^2*r^2*x-110472*a*b*c^2*g^2*r*x^2+97856*a*b*c^2*g^2*x^3-1944*a*b*c^2*g* p^3*r-41328*a*b*c^2*g*p^3*x-3376*a*b*c^2*g*p^2*q*r-72000*a*b*c^2*g*p^2*q*x-3896 *a*b*c^2*g*p^2*r^2-90916*a*b*c^2*g*p^2*r*x-129648*a*b*c^2*g*p^2*x^2-1276*a*b*c^ 2*g*p*q^2*r-35472*a*b*c^2*g*p*q^2*x-4232*a*b*c^2*g*p*q*r^2-119208*a*b*c^2*g*p*q *r*x-252480*a*b*c^2*g*p*q*x^2-2336*a*b*c^2*g*p*r^3-41692*a*b*c^2*g*p*r^2*x+ 42744*a*b*c^2*g*p*r*x^2+168208*a*b*c^2*g*p*x^3-48*a*b*c^2*g*q^3*r-3888*a*b*c^2* g*q^3*x-924*a*b*c^2*g*q^2*r^2-35784*a*b*c^2*g*q^2*r*x-125184*a*b*c^2*g*q^2*x^2-\ 1044*a*b*c^2*g*q*r^3-26752*a*b*c^2*g*q*r^2*x-4860*a*b*c^2*g*q*r*x^2+168208*a*b* c^2*g*q*x^3-384*a*b*c^2*g*r^4+1896*a*b*c^2*g*r^3*x+123300*a*b*c^2*g*r^2*x^2+ 231800*a*b*c^2*g*r*x^3-232*a*b*c^2*p^4*r-4704*a*b*c^2*p^4*x-528*a*b*c^2*p^3*q*r -11328*a*b*c^2*p^3*q*x-624*a*b*c^2*p^3*r^2-11928*a*b*c^2*p^3*r*x-10752*a*b*c^2* p^3*x^2-416*a*b*c^2*p^2*q^2*r-9888*a*b*c^2*p^2*q^2*x-952*a*b*c^2*p^2*q*r^2-\ 23256*a*b*c^2*p^2*q*r*x-31608*a*b*c^2*p^2*q*x^2-568*a*b*c^2*p^2*r^3-6332*a*b*c^ 2*p^2*r^2*x+30344*a*b*c^2*p^2*r*x^2+40368*a*b*c^2*p^2*x^3-72*a*b*c^2*p*q^3*r-\ 3168*a*b*c^2*p*q^3*x-464*a*b*c^2*p*q^2*r^2-15696*a*b*c^2*p*q^2*r*x-35592*a*b*c^ 2*p*q^2*x^2-472*a*b*c^2*p*q*r^3-7264*a*b*c^2*p*q*r^2*x+40896*a*b*c^2*p*q*r*x^2+ 79872*a*b*c^2*p*q*x^3-192*a*b*c^2*p*r^4+1760*a*b*c^2*p*r^3*x+56344*a*b*c^2*p*r^ 2*x^2+77924*a*b*c^2*p*r*x^3-192*a*b*c^2*q^4*x-48*a*b*c^2*q^3*r^2-3128*a*b*c^2*q ^3*r*x-13824*a*b*c^2*q^3*x^2-80*a*b*c^2*q^2*r^3-2064*a*b*c^2*q^2*r^2*x+9868*a*b *c^2*q^2*r*x^2+40368*a*b*c^2*q^2*x^3-48*a*b*c^2*q*r^4+2408*a*b*c^2*q*r^3*x+ 47012*a*b*c^2*q*r^2*x^2+77924*a*b*c^2*q*r*x^3-16*a*b*c^2*r^5+1168*a*b*c^2*r^4*x +14688*a*b*c^2*r^3*x^2+12672*a*b*c^2*r^2*x^3-112*a*b*c*g^5*r-2240*a*b*c*g^5*x-\ 1150*a*b*c*g^4*p*r-22000*a*b*c*g^4*p*x-250*a*b*c*g^4*q*r-8032*a*b*c*g^4*q*x-982 *a*b*c*g^4*r^2-26874*a*b*c*g^4*r*x-78744*a*b*c*g^4*x^2-2124*a*b*c*g^3*p^2*r-\ 44752*a*b*c*g^3*p^2*x-1940*a*b*c*g^3*p*q*r-43680*a*b*c*g^3*p*q*x-3000*a*b*c*g^3 *p*r^2-84284*a*b*c*g^3*p*r*x-183168*a*b*c*g^3*p*x^2-140*a*b*c*g^3*q^2*r-7408*a* b*c*g^3*q^2*x-1584*a*b*c*g^3*q*r^2-49144*a*b*c*g^3*q*r*x-157488*a*b*c*g^3*q*x^2 -932*a*b*c*g^3*r^3-28330*a*b*c*g^3*r^2*x-82878*a*b*c*g^3*r*x^2+19184*a*b*c*g^3* x^3-1510*a*b*c*g^2*p^3*r-32096*a*b*c*g^2*p^3*x-2468*a*b*c*g^2*p^2*q*r-54344*a*b *c*g^2*p^2*q*x-3066*a*b*c*g^2*p^2*r^2-74708*a*b*c*g^2*p^2*r*x-114912*a*b*c*g^2* p^2*x^2-818*a*b*c*g^2*p*q^2*r-24848*a*b*c*g^2*p*q^2*x-3156*a*b*c*g^2*p*q*r^2-\ 94376*a*b*c*g^2*p*q*r*x-215376*a*b*c*g^2*p*q*x^2-1868*a*b*c*g^2*p*r^3-38128*a*b *c*g^2*p*r^2*x-1818*a*b*c*g^2*p*r*x^2+109992*a*b*c*g^2*p*x^3-20*a*b*c*g^2*q^3*r -2360*a*b*c*g^2*q^3*x-634*a*b*c*g^2*q^2*r^2-26498*a*b*c*g^2*q^2*r*x-100824*a*b* c*g^2*q^2*x^2-794*a*b*c*g^2*q*r^3-23730*a*b*c*g^2*q*r^2*x-33264*a*b*c*g^2*q*r*x ^2+109992*a*b*c*g^2*q*x^3-312*a*b*c*g^2*r^4+96*a*b*c*g^2*r^3*x+89820*a*b*c*g^2* r^2*x^2+187352*a*b*c*g^2*r*x^3-456*a*b*c*g*p^4*r-8720*a*b*c*g*p^4*x-988*a*b*c*g *p^3*q*r-21136*a*b*c*g*p^3*q*x-1232*a*b*c*g*p^3*r^2-23154*a*b*c*g*p^3*r*x-21996 *a*b*c*g*p^3*x^2-664*a*b*c*g*p^2*q^2*r-17232*a*b*c*g*p^2*q^2*x-1800*a*b*c*g*p^2 *q*r^2-45268*a*b*c*g*p^2*q*r*x-66600*a*b*c*g*p^2*q*x^2-1128*a*b*c*g*p^2*r^3-\ 13538*a*b*c*g*p^2*r^2*x+48252*a*b*c*g*p^2*r*x^2+69568*a*b*c*g*p^2*x^3-88*a*b*c* g*p*q^3*r-4816*a*b*c*g*p*q^3*x-748*a*b*c*g*p*q^2*r^2-27942*a*b*c*g*p*q^2*r*x-\ 69888*a*b*c*g*p*q^2*x^2-908*a*b*c*g*p*q*r^3-16018*a*b*c*g*p*q*r^2*x+58002*a*b*c *g*p*q*r*x^2+137584*a*b*c*g*p*q*x^3-384*a*b*c*g*p*r^4+2790*a*b*c*g*p*r^3*x+ 105226*a*b*c*g*p*r^2*x^2+152262*a*b*c*g*p*r*x^3-224*a*b*c*g*q^4*x-64*a*b*c*g*q^ 3*r^2-4908*a*b*c*g*q^3*r*x-24828*a*b*c*g*q^3*x^2-128*a*b*c*g*q^2*r^3-4010*a*b*c *g*q^2*r^2*x+10548*a*b*c*g*q^2*r*x^2+69568*a*b*c*g*q^2*x^3-96*a*b*c*g*q*r^4+ 3950*a*b*c*g*q*r^3*x+84512*a*b*c*g*q*r^2*x^2+152262*a*b*c*g*q*r*x^3-32*a*b*c*g* r^5+2336*a*b*c*g*r^4*x+31488*a*b*c*g*r^3*x^2+36672*a*b*c*g*r^2*x^3-48*a*b*c*p^5 *r-768*a*b*c*p^5*x-114*a*b*c*p^4*q*r-2328*a*b*c*p^4*q*x-160*a*b*c*p^4*r^2-2304* a*b*c*p^4*r*x-1152*a*b*c*p^4*x^2-114*a*b*c*p^3*q^2*r-2736*a*b*c*p^3*q^2*x-276*a *b*c*p^3*q*r^2-5656*a*b*c*p^3*q*r*x-4428*a*b*c*p^3*q*x^2-192*a*b*c*p^3*r^3-1470 *a*b*c*p^3*r^2*x+9444*a*b*c*p^3*r*x^2+9272*a*b*c*p^3*x^3-36*a*b*c*p^2*q^3*r-\ 1416*a*b*c*p^2*q^3*x-178*a*b*c*p^2*q^2*r^2-5452*a*b*c*p^2*q^2*r*x-7872*a*b*c*p^ 2*q^2*x^2-210*a*b*c*p^2*q*r^3-2108*a*b*c*p^2*q*r^2*x+21750*a*b*c*p^2*q*r*x^2+ 27384*a*b*c*p^2*q*x^3-96*a*b*c*p^2*r^4+722*a*b*c*p^2*r^3*x+19184*a*b*c*p^2*r^2* x^2+20942*a*b*c*p^2*r*x^3-240*a*b*c*p*q^4*x-32*a*b*c*p*q^3*r^2-2140*a*b*c*p*q^3 *r*x-6612*a*b*c*p*q^3*x^2-64*a*b*c*p*q^2*r^3-954*a*b*c*p*q^2*r^2*x+14700*a*b*c* p*q^2*r*x^2+27384*a*b*c*p*q^2*x^3-48*a*b*c*p*q*r^4+1636*a*b*c*p*q*r^3*x+31086*a *b*c*p*q*r^2*x^2+39540*a*b*c*p*q*r*x^3-16*a*b*c*p*r^5+704*a*b*c*p*r^4*x+6192*a* b*c*p*r^3*x^2-2460*a*b*c*p*r^2*x^3-236*a*b*c*q^4*r*x-2016*a*b*c*q^4*x^2+36*a*b* c*q^3*r^2*x+2478*a*b*c*q^3*r*x^2+9272*a*b*c*q^3*x^3+970*a*b*c*q^2*r^3*x+13162*a *b*c*q^2*r^2*x^2+20942*a*b*c*q^2*r*x^3+608*a*b*c*q*r^4*x+5184*a*b*c*q*r^3*x^2-\ 2460*a*b*c*q*r^2*x^3+48*a*b*c*r^5*x-1560*a*b*c*r^4*x^2-9888*a*b*c*r^3*x^3-102*a *b*g^5*p*r-1872*a*b*g^5*p*x-10*a*b*g^5*q*r-528*a*b*g^5*q*x-102*a*b*g^5*r^2-2860 *a*b*g^5*r*x-9408*a*b*g^5*x^2-294*a*b*g^4*p^2*r-6324*a*b*g^4*p^2*x-258*a*b*g^4* p*q*r-5808*a*b*g^4*p*q*x-440*a*b*g^4*p*r^2-13240*a*b*g^4*p*r*x-31608*a*b*g^4*p* x^2-10*a*b*g^4*q^2*r-852*a*b*g^4*q^2*x-238*a*b*g^4*q*r^2-7466*a*b*g^4*q*r*x-\ 25968*a*b*g^4*q*x^2-146*a*b*g^4*r^3-5120*a*b*g^4*r^2*x-19728*a*b*g^4*r*x^2-2432 *a*b*g^4*x^3-330*a*b*g^3*p^3*r-7204*a*b*g^3*p^3*x-527*a*b*g^3*p^2*q*r-11852*a*b *g^3*p^2*q*x-690*a*b*g^3*p^2*r^2-18008*a*b*g^3*p^2*r*x-30576*a*b*g^3*p^2*x^2-\ 157*a*b*g^3*p*q^2*r-5060*a*b*g^3*p*q^2*x-702*a*b*g^3*p*q*r^2-22130*a*b*g^3*p*q* r*x-55032*a*b*g^3*p*q*x^2-436*a*b*g^3*p*r^3-10342*a*b*g^3*p*r^2*x-11403*a*b*g^3 *p*r*x^2+18600*a*b*g^3*p*x^3-2*a*b*g^3*q^3*r-412*a*b*g^3*q^3*x-137*a*b*g^3*q^2* r^2-5956*a*b*g^3*q^2*r*x-24456*a*b*g^3*q^2*x^2-185*a*b*g^3*q*r^3-6400*a*b*g^3*q *r^2*x-16767*a*b*g^3*q*r*x^2+18600*a*b*g^3*q*x^3-76*a*b*g^3*r^4-386*a*b*g^3*r^3 *x+18858*a*b*g^3*r^2*x^2+45540*a*b*g^3*r*x^3-182*a*b*g^2*p^4*r-3464*a*b*g^2*p^4 *x-380*a*b*g^2*p^3*q*r-8336*a*b*g^2*p^3*q*x-496*a*b*g^2*p^3*r^2-9691*a*b*g^2*p^ 3*r*x-10218*a*b*g^2*p^3*x^2-232*a*b*g^2*p^2*q^2*r-6496*a*b*g^2*p^2*q^2*x-702*a* b*g^2*p^2*q*r^2-18768*a*b*g^2*p^2*q*r*x-30330*a*b*g^2*p^2*q*x^2-458*a*b*g^2*p^2 *r^3-6290*a*b*g^2*p^2*r^2*x+15015*a*b*g^2*p^2*r*x^2+25612*a*b*g^2*p^2*x^3-24*a* b*g^2*p*q^3*r-1640*a*b*g^2*p*q^3*x-266*a*b*g^2*p*q^2*r^2-11035*a*b*g^2*p*q^2*r* x-30186*a*b*g^2*p*q^2*x^2-358*a*b*g^2*p*q*r^3-7491*a*b*g^2*p*q*r^2*x+15219*a*b* g^2*p*q*r*x^2+50664*a*b*g^2*p*q*x^3-156*a*b*g^2*p*r^4+817*a*b*g^2*p*r^3*x+42675 *a*b*g^2*p*r^2*x^2+66026*a*b*g^2*p*r*x^3-56*a*b*g^2*q^4*x-20*a*b*g^2*q^3*r^2-\ 1808*a*b*g^2*q^3*r*x-10074*a*b*g^2*q^3*x^2-44*a*b*g^2*q^2*r^3-1837*a*b*g^2*q^2* r^2*x+774*a*b*g^2*q^2*r*x^2+25612*a*b*g^2*q^2*x^3-36*a*b*g^2*q*r^4+1409*a*b*g^2 *q*r^3*x+33663*a*b*g^2*q*r^2*x^2+66026*a*b*g^2*q*r*x^3-12*a*b*g^2*r^5+1002*a*b* g^2*r^4*x+14676*a*b*g^2*r^3*x^2+20760*a*b*g^2*r^2*x^3-48*a*b*g*p^5*r-720*a*b*g* p^5*x-113*a*b*g*p^4*q*r-2220*a*b*g*p^4*q*x-160*a*b*g*p^4*r^2-2242*a*b*g*p^4*r*x -1212*a*b*g*p^4*x^2-97*a*b*g*p^3*q^2*r-2520*a*b*g*p^3*q^2*x-274*a*b*g*p^3*q*r^2 -5640*a*b*g*p^3*q*r*x-4926*a*b*g*p^3*q*x^2-192*a*b*g*p^3*r^3-1547*a*b*g*p^3*r^2 *x+8268*a*b*g*p^3*r*x^2+8308*a*b*g*p^3*x^3-26*a*b*g*p^2*q^3*r-1188*a*b*g*p^2*q^ 3*x-153*a*b*g*p^2*q^2*r^2-5138*a*b*g*p^2*q^2*r*x-8256*a*b*g*p^2*q^2*x^2-209*a*b *g*p^2*q*r^3-2416*a*b*g*p^2*q*r^2*x+18447*a*b*g*p^2*q*r*x^2+24708*a*b*g*p^2*q*x ^3-96*a*b*g*p^2*r^4+625*a*b*g*p^2*r^3*x+18332*a*b*g*p^2*r^2*x^2+20721*a*b*g*p^2 *r*x^3-168*a*b*g*p*q^4*x-24*a*b*g*p*q^3*r^2-1818*a*b*g*p*q^3*r*x-6354*a*b*g*p*q ^3*x^2-56*a*b*g*p*q^2*r^3-1005*a*b*g*p*q^2*r^2*x+11856*a*b*g*p*q^2*r*x^2+24708* a*b*g*p*q^2*x^3-48*a*b*g*p*q*r^4+1474*a*b*g*p*q*r^3*x+29673*a*b*g*p*q*r^2*x^2+ 40270*a*b*g*p*q*r*x^3-16*a*b*g*p*r^5+698*a*b*g*p*r^4*x+6702*a*b*g*p*r^3*x^2+30* a*b*g*p*r^2*x^3-176*a*b*g*q^4*r*x-1812*a*b*g*q^4*x^2+40*a*b*g*q^3*r^2*x+1719*a* b*g*q^3*r*x^2+8308*a*b*g*q^3*x^3+881*a*b*g*q^2*r^3*x+11971*a*b*g*q^2*r^2*x^2+ 20721*a*b*g*q^2*r*x^3+614*a*b*g*q*r^4*x+5658*a*b*g*q*r^3*x^2+30*a*b*g*q*r^2*x^3 +48*a*b*g*r^5*x-1560*a*b*g*r^4*x^2-10176*a*b*g*r^3*x^3-4*a*b*p^6*r-48*a*b*p^6*x -12*a*b*p^5*q*r-192*a*b*p^5*q*x-16*a*b*p^5*r^2-162*a*b*p^5*r*x-12*a*b*p^5*x^2-\ 12*a*b*p^4*q^2*r-288*a*b*p^4*q^2*x-36*a*b*p^4*q*r^2-548*a*b*p^4*q*r*x-156*a*b*p ^4*q*x^2-24*a*b*p^4*r^3-106*a*b*p^4*r^2*x+968*a*b*p^4*r*x^2+720*a*b*p^4*x^3-4*a *b*p^3*q^3*r-192*a*b*p^3*q^3*x-24*a*b*p^3*q^2*r^2-672*a*b*p^3*q^2*r*x-504*a*b*p ^3*q^2*x^2-36*a*b*p^3*q*r^3-244*a*b*p^3*q*r^2*x+3052*a*b*p^3*q*r*x^2+2880*a*b*p ^3*q*x^3-16*a*b*p^3*r^4+124*a*b*p^3*r^3*x+2056*a*b*p^3*r^2*x^2+1594*a*b*p^3*r*x ^3-48*a*b*p^2*q^4*x-4*a*b*p^2*q^3*r^2-348*a*b*p^2*q^3*r*x-696*a*b*p^2*q^3*x^2-\ 12*a*b*p^2*q^2*r^3-136*a*b*p^2*q^2*r^2*x+3348*a*b*p^2*q^2*r*x^2+4320*a*b*p^2*q^ 2*x^3-12*a*b*p^2*q*r^4+292*a*b*p^2*q*r^3*x+5056*a*b*p^2*q*r^2*x^2+4782*a*b*p^2* q*r*x^3-4*a*b*p^2*r^5+158*a*b*p^2*r^4*x+816*a*b*p^2*r^3*x^2-1230*a*b*p^2*r^2*x^ 3-62*a*b*p*q^4*r*x-444*a*b*p*q^4*x^2+36*a*b*p*q^3*r^2*x+1412*a*b*p*q^3*r*x^2+ 2880*a*b*p*q^3*x^3+264*a*b*p*q^2*r^3*x+3944*a*b*p*q^2*r^2*x^2+4782*a*b*p*q^2*r* x^3+162*a*b*p*q*r^4*x+1044*a*b*p*q*r^3*x^2-2460*a*b*p*q*r^2*x^3+42*a*b*p*r^5*x-\ 264*a*b*p*r^4*x^2-2232*a*b*p*r^3*x^3-108*a*b*q^5*x^2+34*a*b*q^4*r^2*x+148*a*b*q ^4*r*x^2+720*a*b*q^4*x^3+96*a*b*q^3*r^3*x+944*a*b*q^3*r^2*x^2+1594*a*b*q^3*r*x^ 3+44*a*b*q^2*r^4*x+228*a*b*q^2*r^3*x^2-1230*a*b*q^2*r^2*x^3-18*a*b*q*r^5*x-516* a*b*q*r^4*x^2-2232*a*b*q*r^3*x^3+240*a*b*r^4*x^3-256*a*c^7*x-192*a*c^6*g*r-4608 *a*c^6*g*x-1664*a*c^6*p*x-256*a*c^6*q*x-1184*a*c^6*r*x-4608*a*c^6*x^2-672*a*c^5 *g^2*r-14080*a*c^5*g^2*x-592*a*c^5*g*p*r-17152*a*c^5*g*p*x-256*a*c^5*g*q*r-6720 *a*c^5*g*q*x-432*a*c^5*g*r^2-14912*a*c^5*g*r*x-40512*a*c^5*g*x^2-48*a*c^5*p^2*r -3456*a*c^5*p^2*x-1536*a*c^5*p*q*x-96*a*c^5*p*r^2-5152*a*c^5*p*r*x-12480*a*c^5* p*x^2-64*a*c^5*q^2*x-1120*a*c^5*q*r*x-5856*a*c^5*q*x^2-48*a*c^5*r^3-1760*a*c^5* r^2*x-2832*a*c^5*r*x^2+4352*a*c^5*x^3-864*a*c^4*g^3*r-17280*a*c^4*g^3*x-1832*a* c^4*g^2*p*r-42336*a*c^4*g^2*p*x-728*a*c^4*g^2*q*r-18112*a*c^4*g^2*q*x-1368*a*c^ 4*g^2*r^2-39568*a*c^4*g^2*r*x-100032*a*c^4*g^2*x^2-800*a*c^4*g*p^2*r-23424*a*c^ 4*g*p^2*x-736*a*c^4*g*p*q*r-20096*a*c^4*g*p*q*x-1184*a*c^4*g*p*r^2-37024*a*c^4* g*p*r*x-74592*a*c^4*g*p*x^2-112*a*c^4*g*q^2*r-3712*a*c^4*g*q^2*x-528*a*c^4*g*q* r^2-18336*a*c^4*g*q*r*x-56832*a*c^4*g*q*x^2-416*a*c^4*g*r^3-10968*a*c^4*g*r^2*x -12088*a*c^4*g*r*x^2+30080*a*c^4*g*x^3-104*a*c^4*p^3*r-3392*a*c^4*p^3*x-24*a*c^ 4*p^2*q*r-2688*a*c^4*p^2*q*x-264*a*c^4*p^2*r^2-7632*a*c^4*p^2*r*x-13440*a*c^4*p ^2*x^2-352*a*c^4*p*q^2*x-48*a*c^4*p*q*r^2-3936*a*c^4*p*q*r*x-11952*a*c^4*p*q*x^ 2-216*a*c^4*p*r^3-4912*a*c^4*p*r^2*x-4248*a*c^4*p*r*x^2+8704*a*c^4*p*x^3-264*a* c^4*q^2*r*x-2400*a*c^4*q^2*x^2-24*a*c^4*q*r^3-1336*a*c^4*q*r^2*x-1024*a*c^4*q*r *x^2+7488*a*c^4*q*x^3-56*a*c^4*r^4-912*a*c^4*r^3*x+3784*a*c^4*r^2*x^2+10352*a*c ^4*r*x^3-528*a*c^3*g^4*r-10320*a*c^3*g^4*x-1988*a*c^3*g^3*p*r-42224*a*c^3*g^3*p *x-724*a*c^3*g^3*q*r-18112*a*c^3*g^3*q*x-1532*a*c^3*g^3*r^2-42032*a*c^3*g^3*r*x -106368*a*c^3*g^3*x^2-1876*a*c^3*g^2*p^2*r-44896*a*c^3*g^2*p^2*x-1832*a*c^3*g^2 *p*q*r-43520*a*c^3*g^2*p*q*x-2712*a*c^3*g^2*p*r^2-74496*a*c^3*g^2*p*r*x-142416* a*c^3*g^2*p*x^2-244*a*c^3*g^2*q^2*r-8400*a*c^3*g^2*q^2*x-1360*a*c^3*g^2*q*r^2-\ 42096*a*c^3*g^2*q*r*x-121368*a*c^3*g^2*q*x^2-908*a*c^3*g^2*r^3-22328*a*c^3*g^2* r^2*x-29324*a*c^3*g^2*r*x^2+49888*a*c^3*g^2*x^3-644*a*c^3*g*p^3*r-15712*a*c^3*g *p^3*x-732*a*c^3*g*p^2*q*r-20832*a*c^3*g*p^2*q*x-1460*a*c^3*g*p^2*r^2-35248*a*c ^3*g*p^2*r*x-53040*a*c^3*g*p^2*x^2-292*a*c^3*g*p*q^2*r-8480*a*c^3*g*p*q^2*x-968 *a*c^3*g*p*q*r^2-32872*a*c^3*g*p*q*r*x-74688*a*c^3*g*p*q*x^2-1056*a*c^3*g*p*r^3 -20024*a*c^3*g*p*r^2*x-68*a*c^3*g*p*r*x^2+50368*a*c^3*g*p*x^3-16*a*c^3*g*q^3*r-\ 944*a*c^3*g*q^3*x-204*a*c^3*g*q^2*r^2-8112*a*c^3*g*q^2*r*x-30144*a*c^3*g*q^2*x^ 2-276*a*c^3*g*q*r^3-8424*a*c^3*g*q*r^2*x-1932*a*c^3*g*q*r*x^2+48864*a*c^3*g*q*x ^3-240*a*c^3*g*r^4-2192*a*c^3*g*r^3*x+31388*a*c^3*g*r^2*x^2+65624*a*c^3*g*r*x^3 -84*a*c^3*p^4*r-1744*a*c^3*p^4*x-40*a*c^3*p^3*q*r-2048*a*c^3*p^3*q*x-256*a*c^3* p^3*r^2-5200*a*c^3*p^3*r*x-7200*a*c^3*p^3*x^2-496*a*c^3*p^2*q^2*x-96*a*c^3*p^2* q*r^2-4296*a*c^3*p^2*q*r*x-9144*a*c^3*p^2*q*x^2-276*a*c^3*p^2*r^3-4688*a*c^3*p^ 2*r^2*x-2124*a*c^3*p^2*r*x^2+6528*a*c^3*p^2*x^3-696*a*c^3*p*q^2*r*x-3120*a*c^3* p*q^2*x^2-72*a*c^3*p*q*r^3-2336*a*c^3*p*q*r^2*x+960*a*c^3*p*q*r*x^2+11232*a*c^3 *p*q*x^3-120*a*c^3*p*r^4-1304*a*c^3*p*r^3*x+7656*a*c^3*p*r^2*x^2+15528*a*c^3*p* r*x^3-312*a*c^3*q^3*x^2-228*a*c^3*q^2*r^2*x+1060*a*c^3*q^2*r*x^2+4096*a*c^3*q^2 *x^3-16*a*c^3*q*r^4-256*a*c^3*q*r^3*x+4140*a*c^3*q*r^2*x^2+7616*a*c^3*q*r*x^3-\ 16*a*c^3*r^5+20*a*c^3*r^4*x+2528*a*c^3*r^3*x^2+2008*a*c^3*r^2*x^3-156*a*c^2*g^5 *r-3008*a*c^2*g^5*x-974*a*c^2*g^4*p*r-19712*a*c^2*g^4*p*x-314*a*c^2*g^4*q*r-\ 8160*a*c^2*g^4*q*x-786*a*c^2*g^4*r^2-21226*a*c^2*g^4*r*x-55824*a*c^2*g^4*x^2-\ 1524*a*c^2*g^3*p^2*r-33984*a*c^2*g^3*p^2*x-1504*a*c^2*g^3*p*q*r-33936*a*c^2*g^3 *p*q*x-2224*a*c^2*g^3*p*r^2-59616*a*c^2*g^3*p*r*x-115872*a*c^2*g^3*p*x^2-172*a* c^2*g^3*q^2*r-6400*a*c^2*g^3*q^2*x-1172*a*c^2*g^3*q*r^2-34888*a*c^2*g^3*q*r*x-\ 100848*a*c^2*g^3*q*x^2-748*a*c^2*g^3*r^3-19094*a*c^2*g^3*r^2*x-36106*a*c^2*g^3* r*x^2+27680*a*c^2*g^3*x^3-1020*a*c^2*g^2*p^3*r-21928*a*c^2*g^2*p^3*x-1416*a*c^2 *g^2*p^2*q*r-33888*a*c^2*g^2*p^2*q*x-2252*a*c^2*g^2*p^2*r^2-50250*a*c^2*g^2*p^2 *r*x-71124*a*c^2*g^2*p^2*x^2-544*a*c^2*g^2*p*q^2*r-15176*a*c^2*g^2*p*q^2*x-1884 *a*c^2*g^2*p*q*r^2-56028*a*c^2*g^2*p*q*r*x-119232*a*c^2*g^2*p*q*x^2-1570*a*c^2* g^2*p*r^3-27922*a*c^2*g^2*p*r^2*x+3696*a*c^2*g^2*p*r*x^2+70200*a*c^2*g^2*p*x^3-\ 24*a*c^2*g^2*q^3*r-1648*a*c^2*g^2*q^3*x-400*a*c^2*g^2*q^2*r^2-15160*a*c^2*g^2*q ^2*r*x-52728*a*c^2*g^2*q^2*x^2-534*a*c^2*g^2*q*r^3-14656*a*c^2*g^2*q*r^2*x-9700 *a*c^2*g^2*q*r*x^2+67944*a*c^2*g^2*q*x^3-338*a*c^2*g^2*r^4-2232*a*c^2*g^2*r^3*x +50576*a*c^2*g^2*r^2*x^2+101812*a*c^2*g^2*r*x^3-296*a*c^2*g*p^4*r-5488*a*c^2*g* p^4*x-360*a*c^2*g*p^3*q*r-9792*a*c^2*g*p^3*q*x-872*a*c^2*g*p^3*r^2-15880*a*c^2* g*p^3*r*x-18024*a*c^2*g*p^3*x^2-208*a*c^2*g*p^2*q^2*r-6128*a*c^2*g*p^2*q^2*x-\ 708*a*c^2*g*p^2*q*r^2-20792*a*c^2*g*p^2*q*r*x-34236*a*c^2*g*p^2*q*x^2-904*a*c^2 *g*p^2*r^3-12918*a*c^2*g*p^2*r^2*x+8592*a*c^2*g*p^2*r*x^2+28968*a*c^2*g*p^2*x^3 -36*a*c^2*g*p*q^3*r-1584*a*c^2*g*p*q^3*x-232*a*c^2*g*p*q^2*r^2-9556*a*c^2*g*p*q ^2*r*x-25116*a*c^2*g*p*q^2*x^2-412*a*c^2*g*p*q*r^3-9096*a*c^2*g*p*q*r^2*x+17248 *a*c^2*g*p*q*r*x^2+55696*a*c^2*g*p*q*x^3-376*a*c^2*g*p*r^4-2332*a*c^2*g*p*r^3*x +39748*a*c^2*g*p*r^2*x^2+65246*a*c^2*g*p*r*x^3-96*a*c^2*g*q^4*x-24*a*c^2*g*q^3* r^2-1564*a*c^2*g*q^3*r*x-7728*a*c^2*g*q^3*x^2-40*a*c^2*g*q^2*r^3-1608*a*c^2*g*q ^2*r^2*x+5518*a*c^2*g*q^2*r*x^2+27160*a*c^2*g*q^2*x^3-64*a*c^2*g*q*r^4+408*a*c^ 2*g*q*r^3*x+29830*a*c^2*g*q*r^2*x^2+54158*a*c^2*g*q*r*x^3-48*a*c^2*g*r^5+460*a* c^2*g*r^4*x+11956*a*c^2*g*r^3*x^2+12100*a*c^2*g*r^2*x^3-30*a*c^2*p^5*r-456*a*c^ 2*p^5*x-22*a*c^2*p^4*q*r-720*a*c^2*p^4*q*x-106*a*c^2*p^4*r^2-1682*a*c^2*p^4*r*x -1920*a*c^2*p^4*x^2-264*a*c^2*p^3*q^2*x-60*a*c^2*p^3*q*r^2-1904*a*c^2*p^3*q*r*x -3108*a*c^2*p^3*q*x^2-138*a*c^2*p^3*r^3-1884*a*c^2*p^3*r^2*x-354*a*c^2*p^3*r*x^ 2+2176*a*c^2*p^3*x^3-462*a*c^2*p^2*q^2*r*x-1320*a*c^2*p^2*q^2*x^2-54*a*c^2*p^2* q*r^3-1238*a*c^2*p^2*q*r^2*x+1728*a*c^2*p^2*q*r*x^2+5616*a*c^2*p^2*q*x^3-78*a*c ^2*p^2*r^4-560*a*c^2*p^2*r^3*x+4818*a*c^2*p^2*r^2*x^2+7764*a*c^2*p^2*r*x^3-132* a*c^2*p*q^3*x^2-114*a*c^2*p*q^2*r^2*x+1918*a*c^2*p*q^2*r*x^2+4096*a*c^2*p*q^2*x ^3-16*a*c^2*p*q*r^4+20*a*c^2*p*q*r^3*x+5226*a*c^2*p*q*r^2*x^2+7616*a*c^2*p*q*r* x^3-16*a*c^2*p*r^5+182*a*c^2*p*r^4*x+2936*a*c^2*p*r^3*x^2+2008*a*c^2*p*r^2*x^3+ 432*a*c^2*q^3*r*x^2+656*a*c^2*q^3*x^3+60*a*c^2*q^2*r^3*x+1248*a*c^2*q^2*r^2*x^2 +780*a*c^2*q^2*r*x^3+144*a*c^2*q*r^4*x+984*a*c^2*q*r^3*x^2-1380*a*c^2*q*r^2*x^3 +84*a*c^2*r^5*x+168*a*c^2*r^4*x^2-1536*a*c^2*r^3*x^3-18*a*c*g^6*r-344*a*c*g^6*x -214*a*c*g^5*p*r-4164*a*c*g^5*p*x-55*a*c*g^5*q*r-1580*a*c*g^5*q*x-186*a*c*g^5*r ^2-5048*a*c*g^5*r*x-14268*a*c*g^5*x^2-502*a*c*g^4*p^2*r-10944*a*c*g^4*p^2*x-498 *a*c*g^4*p*q*r-10864*a*c*g^4*p*q*x-752*a*c*g^4*p*r^2-20646*a*c*g^4*p*r*x-42456* a*c*g^4*p*x^2-45*a*c*g^4*q^2*r-1936*a*c*g^4*q^2*x-416*a*c*g^4*q*r^2-12134*a*c*g ^4*q*r*x-36408*a*c*g^4*q*x^2-260*a*c*g^4*r^3-7282*a*c*g^4*r^2*x-19272*a*c*g^4*r *x^2+3944*a*c*g^4*x^3-538*a*c*g^3*p^3*r-11124*a*c*g^3*p^3*x-808*a*c*g^3*p^2*q*r -18160*a*c*g^3*p^2*q*x-1194*a*c*g^3*p^2*r^2-26577*a*c*g^3*p^2*r*x-38598*a*c*g^3 *p^2*x^2-299*a*c*g^3*p*q^2*r-8224*a*c*g^3*p*q^2*x-1106*a*c*g^3*p*q*r^2-31736*a* c*g^3*p*q*r*x-68478*a*c*g^3*p*q*x^2-836*a*c*g^3*p*r^3-15407*a*c*g^3*p*r^2*x-\ 4546*a*c*g^3*p*r*x^2+31476*a*c*g^3*p*x^3-10*a*c*g^3*q^3*r-844*a*c*g^3*q^3*x-237 *a*c*g^3*q^2*r^2-8753*a*c*g^3*q^2*r*x-30552*a*c*g^3*q^2*x^2-325*a*c*g^3*q*r^3-\ 9045*a*c*g^3*q*r^2*x-12963*a*c*g^3*q*r*x^2+30124*a*c*g^3*q*x^3-180*a*c*g^3*r^4-\ 1258*a*c*g^3*r^3*x+26330*a*c*g^3*r^2*x^2+55770*a*c*g^3*r*x^3-292*a*c*g^2*p^4*r-\ 5024*a*c*g^2*p^4*x-466*a*c*g^2*p^3*q*r-10632*a*c*g^2*p^3*q*x-852*a*c*g^2*p^3*r^ 2-14487*a*c*g^2*p^3*r*x-14718*a*c*g^2*p^3*x^2-287*a*c*g^2*p^2*q^2*r-7696*a*c*g^ 2*p^2*q^2*x-912*a*c*g^2*p^2*q*r^2-23344*a*c*g^2*p^2*q*r*x-35202*a*c*g^2*p^2*q*x ^2-872*a*c*g^2*p^2*r^3-11247*a*c*g^2*p^2*r^2*x+13942*a*c*g^2*p^2*r*x^2+29328*a* c*g^2*p^2*x^3-44*a*c*g^2*p*q^3*r-2048*a*c*g^2*p*q^3*x-334*a*c*g^2*p*q^2*r^2-\ 12489*a*c*g^2*p*q^2*r*x-30672*a*c*g^2*p*q^2*x^2-522*a*c*g^2*p*q*r^3-10323*a*c*g ^2*p*q*r^2*x+18135*a*c*g^2*p*q*r*x^2+56752*a*c*g^2*p*q*x^3-356*a*c*g^2*p*r^4-\ 1299*a*c*g^2*p*r^3*x+45067*a*c*g^2*p*r^2*x^2+70105*a*c*g^2*p*r*x^3-112*a*c*g^2* q^4*x-32*a*c*g^2*q^3*r^2-2100*a*c*g^2*q^3*r*x-9816*a*c*g^2*q^3*x^2-64*a*c*g^2*q ^2*r^3-2308*a*c*g^2*q^2*r^2*x+3594*a*c*g^2*q^2*r*x^2+28240*a*c*g^2*q^2*x^3-76*a *c*g^2*q*r^4+635*a*c*g^2*q*r^3*x+34147*a*c*g^2*q*r^2*x^2+63743*a*c*g^2*q*r*x^3-\ 44*a*c*g^2*r^5+692*a*c*g^2*r^4*x+14406*a*c*g^2*r^3*x^2+18124*a*c*g^2*r^2*x^3-64 *a*c*g*p^5*r-912*a*c*g*p^5*x-89*a*c*g*p^4*q*r-2076*a*c*g*p^4*q*x-224*a*c*g*p^4* r^2-3200*a*c*g*p^4*r*x-2760*a*c*g*p^4*x^2-57*a*c*g*p^3*q^2*r-1752*a*c*g*p^3*q^2 *x-226*a*c*g*p^3*q*r^2-5380*a*c*g*p^3*q*r*x-6222*a*c*g*p^3*q*x^2-288*a*c*g*p^3* r^3-3227*a*c*g*p^3*r^2*x+3720*a*c*g*p^3*r*x^2+6644*a*c*g*p^3*x^3-18*a*c*g*p^2*q ^3*r-708*a*c*g*p^2*q^3*x-89*a*c*g*p^2*q^2*r^2-3414*a*c*g*p^2*q^2*r*x-5976*a*c*g *p^2*q^2*x^2-185*a*c*g*p^2*q*r^3-2892*a*c*g*p^2*q*r^2*x+11455*a*c*g*p^2*q*r*x^2 +19036*a*c*g*p^2*q*x^3-160*a*c*g*p^2*r^4-551*a*c*g*p^2*r^3*x+14516*a*c*g*p^2*r^ 2*x^2+18983*a*c*g*p^2*r*x^3-120*a*c*g*p*q^4*x-16*a*c*g*p*q^3*r^2-1070*a*c*g*p*q ^3*r*x-3522*a*c*g*p*q^3*x^2-32*a*c*g*p*q^2*r^3-651*a*c*g*p*q^2*r^2*x+9266*a*c*g *p*q^2*r*x^2+18204*a*c*g*p*q^2*x^3-48*a*c*g*p*q*r^4+770*a*c*g*p*q*r^3*x+21565*a *c*g*p*q*r^2*x^2+29272*a*c*g*p*q*r*x^3-32*a*c*g*p*r^5+538*a*c*g*p*r^4*x+6770*a* c*g*p*r^3*x^2+2154*a*c*g*p*r^2*x^3-118*a*c*g*q^4*r*x-1008*a*c*g*q^4*x^2+18*a*c* g*q^3*r^2*x+1889*a*c*g*q^3*r*x^2+5812*a*c*g*q^3*x^3+575*a*c*g*q^2*r^3*x+8545*a* c*g*q^2*r^2*x^2+12681*a*c*g*q^2*r*x^3+520*a*c*g*q*r^4*x+4246*a*c*g*q*r^3*x^2-\ 2088*a*c*g*q*r^2*x^3+150*a*c*g*r^5*x-440*a*c*g*r^4*x^2-6944*a*c*g*r^3*x^3-4*a*c *p^6*r-48*a*c*p^6*x-4*a*c*p^5*q*r-96*a*c*p^5*q*x-16*a*c*p^5*r^2-210*a*c*p^5*r*x -204*a*c*p^5*x^2-48*a*c*p^4*q^2*x-12*a*c*p^4*q*r^2-300*a*c*p^4*q*r*x-396*a*c*p^ 4*q*x^2-24*a*c*p^4*r^3-274*a*c*p^4*r^2*x+272*a*c*p^4*x^3-90*a*c*p^3*q^2*r*x-180 *a*c*p^3*q^2*x^2-12*a*c*p^3*q*r^3-202*a*c*p^3*q*r^2*x+496*a*c*p^3*q*r*x^2+936*a *c*p^3*q*x^3-16*a*c*p^3*r^4-68*a*c*p^3*r^3*x+968*a*c*p^3*r^2*x^2+1294*a*c*p^3*r *x^3+12*a*c*p^2*q^3*x^2+694*a*c*p^2*q^2*r*x^2+1024*a*c*p^2*q^2*x^3-4*a*c*p^2*q* r^4+74*a*c*p^2*q*r^3*x+1578*a*c*p^2*q*r^2*x^2+1904*a*c*p^2*q*r*x^3-4*a*c*p^2*r^ 5+86*a*c*p^2*r^4*x+836*a*c*p^2*r^3*x^2+502*a*c*p^2*r^2*x^3+198*a*c*p*q^3*r*x^2+ 328*a*c*p*q^3*x^3+30*a*c*p*q^2*r^3*x+552*a*c*p*q^2*r^2*x^2+390*a*c*p*q^2*r*x^3+ 72*a*c*p*q*r^4*x+402*a*c*p*q*r^3*x^2-690*a*c*p*q*r^2*x^3+42*a*c*p*r^5*x+48*a*c* p*r^4*x^2-768*a*c*p*r^3*x^3-32*a*c*q^4*x^3-20*a*c*q^3*r^2*x^2-220*a*c*q^3*r*x^3 -60*a*c*q^2*r^3*x^2-348*a*c*q^2*r^2*x^3-60*a*c*q*r^4*x^2-120*a*c*q*r^3*x^3-20*a *c*r^5*x^2+40*a*c*r^4*x^3-16*a*g^6*p*r-296*a*g^6*p*x-2*a*g^6*q*r-88*a*g^6*q*x-\ 16*a*g^6*r^2-446*a*g^6*r*x-1416*a*g^6*x^2-56*a*g^5*p^2*r-1232*a*g^5*p^2*x-56*a* g^5*p*q*r-1180*a*g^5*p*q*x-88*a*g^5*p*r^2-2578*a*g^5*p*r*x-5790*a*g^5*p*x^2-3*a *g^5*q^2*r-188*a*g^5*q^2*x-52*a*g^5*q*r^2-1496*a*g^5*q*r*x-4794*a*g^5*q*x^2-32* a*g^5*r^3-1028*a*g^5*r^2*x-3608*a*g^5*r*x^2-456*a*g^5*x^3-88*a*g^4*p^3*r-1832*a *g^4*p^3*x-140*a*g^4*p^2*q*r-3044*a*g^4*p^2*q*x-200*a*g^4*p^2*r^2-4655*a*g^4*p^ 2*r*x-7308*a*g^4*p^2*x^2-50*a*g^4*p*q^2*r-1356*a*g^4*p*q^2*x-200*a*g^4*p*q*r^2-\ 5724*a*g^4*p*q*r*x-13020*a*g^4*p*q*x^2-144*a*g^4*p*r^3-2919*a*g^4*p*r^2*x-2940* a*g^4*p*r*x^2+3940*a*g^4*p*x^3-a*g^4*q^3*r-128*a*g^4*q^3*x-44*a*g^4*q^2*r^2-\ 1584*a*g^4*q^2*r*x-5712*a*g^4*q^2*x^2-62*a*g^4*q*r^3-1828*a*g^4*q*r^2*x-4234*a* g^4*q*r*x^2+3716*a*g^4*q*x^3-32*a*g^4*r^4-288*a*g^4*r^3*x+4208*a*g^4*r^2*x^2+ 9988*a*g^4*r*x^3-76*a*g^3*p^4*r-1280*a*g^3*p^4*x-136*a*g^3*p^3*q*r-2920*a*g^3*p ^3*q*x-224*a*g^3*p^3*r^2-3788*a*g^3*p^3*r*x-3876*a*g^3*p^3*x^2-85*a*g^3*p^2*q^2 *r-2200*a*g^3*p^2*q^2*x-272*a*g^3*p^2*q*r^2-6737*a*g^3*p^2*q*r*x-10374*a*g^3*p^ 2*q*x^2-232*a*g^3*p^2*r^3-3007*a*g^3*p^2*r^2*x+3428*a*g^3*p^2*r*x^2+7444*a*g^3* p^2*x^3-12*a*g^3*p*q^3*r-572*a*g^3*p*q^3*x-104*a*g^3*p*q^2*r^2-3778*a*g^3*p*q^2 *r*x-9456*a*g^3*p*q^2*x^2-160*a*g^3*p*q*r^3-3235*a*g^3*p*q*r^2*x+3051*a*g^3*p*q *r*x^2+14268*a*g^3*p*q*x^3-96*a*g^3*p*r^4-320*a*g^3*p*r^3*x+12846*a*g^3*p*r^2*x ^2+20571*a*g^3*p*r*x^3-28*a*g^3*q^4*x-10*a*g^3*q^3*r^2-633*a*g^3*q^3*r*x-2958*a *g^3*q^3*x^2-22*a*g^3*q^2*r^3-815*a*g^3*q^2*r^2*x-145*a*g^3*q^2*r*x^2+7048*a*g^ 3*q^2*x^3-24*a*g^3*q*r^4+122*a*g^3*q*r^3*x+9549*a*g^3*q*r^2*x^2+19173*a*g^3*q*r *x^3-12*a*g^3*r^5+217*a*g^3*r^4*x+4644*a*g^3*r^3*x^2+7116*a*g^3*r^2*x^3-32*a*g^ 2*p^5*r-432*a*g^2*p^5*x-58*a*g^2*p^4*q*r-1152*a*g^2*p^4*q*x-112*a*g^2*p^4*r^2-\ 1485*a*g^2*p^4*r*x-1074*a*g^2*p^4*x^2-44*a*g^2*p^3*q^2*r-1152*a*g^2*p^3*q^2*x-\ 148*a*g^2*p^3*q*r^2-3036*a*g^2*p^3*q*r*x-3036*a*g^2*p^3*q*x^2-144*a*g^2*p^3*r^3 -1400*a*g^2*p^3*r^2*x+2748*a*g^2*p^3*r*x^2+3560*a*g^2*p^3*x^3-13*a*g^2*p^2*q^3* r-516*a*g^2*p^2*q^3*x-72*a*g^2*p^2*q^2*r^2-2348*a*g^2*p^2*q^2*r*x-3720*a*g^2*p^ 2*q^2*x^2-122*a*g^2*p^2*q*r^3-1621*a*g^2*p^2*q*r^2*x+7043*a*g^2*p^2*q*r*x^2+ 10460*a*g^2*p^2*q*x^3-80*a*g^2*p^2*r^4-84*a*g^2*p^2*r^3*x+8302*a*g^2*p^2*r^2*x^ 2+10141*a*g^2*p^2*r*x^3-84*a*g^2*p*q^4*x-12*a*g^2*p*q^3*r^2-804*a*g^2*p*q^3*r*x -2442*a*g^2*p*q^3*x^2-28*a*g^2*p*q^2*r^3-558*a*g^2*p*q^2*r^2*x+5250*a*g^2*p*q^2 *r*x^2+10424*a*g^2*p*q^2*x^3-32*a*g^2*p*q*r^4+516*a*g^2*p*q*r^3*x+13206*a*g^2*p *q*r^2*x^2+17913*a*g^2*p*q*r*x^3-16*a*g^2*p*r^5+338*a*g^2*p*r^4*x+3776*a*g^2*p* r^3*x^2+1286*a*g^2*p*r^2*x^3-88*a*g^2*q^4*r*x-684*a*g^2*q^4*x^2-25*a*g^2*q^3*r^ 2*x+985*a*g^2*q^3*r*x^2+3524*a*g^2*q^3*x^3+352*a*g^2*q^2*r^3*x+5442*a*g^2*q^2*r ^2*x^2+8736*a*g^2*q^2*r*x^3+326*a*g^2*q*r^4*x+2909*a*g^2*q*r^3*x^2+12*a*g^2*q*r ^2*x^3+75*a*g^2*r^5*x-394*a*g^2*r^4*x^2-4444*a*g^2*r^3*x^3-4*a*g*p^6*r-48*a*g*p ^6*x-8*a*g*p^5*q*r-144*a*g*p^5*q*x-16*a*g*p^5*r^2-186*a*g*p^5*r*x-108*a*g*p^5*x ^2-6*a*g*p^4*q^2*r-168*a*g*p^4*q^2*x-24*a*g*p^4*q*r^2-424*a*g*p^4*q*r*x-276*a*g *p^4*q*x^2-24*a*g*p^4*r^3-190*a*g*p^4*r^2*x+484*a*g*p^4*r*x^2+496*a*g*p^4*x^3-2 *a*g*p^3*q^3*r-96*a*g*p^3*q^3*x-12*a*g*p^3*q^2*r^2-381*a*g*p^3*q^2*r*x-342*a*g* p^3*q^2*x^2-24*a*g*p^3*q*r^3-223*a*g*p^3*q*r^2*x+1774*a*g*p^3*q*r*x^2+1908*a*g* p^3*q*x^3-16*a*g*p^3*r^4+28*a*g*p^3*r^3*x+1512*a*g*p^3*r^2*x^2+1444*a*g*p^3*r*x ^3-24*a*g*p^2*q^4*x-2*a*g*p^2*q^3*r^2-174*a*g*p^2*q^3*r*x-342*a*g*p^2*q^3*x^2-6 *a*g*p^2*q^2*r^3-68*a*g*p^2*q^2*r^2*x+2021*a*g*p^2*q^2*r*x^2+2672*a*g*p^2*q^2*x ^3-8*a*g*p^2*q*r^4+183*a*g*p^2*q*r^3*x+3317*a*g*p^2*q*r^2*x^2+3343*a*g*p^2*q*r* x^3-4*a*g*p^2*r^5+122*a*g*p^2*r^4*x+826*a*g*p^2*r^3*x^2-364*a*g*p^2*r^2*x^3-31* a*g*p*q^4*r*x-222*a*g*p*q^4*x^2+18*a*g*p*q^3*r^2*x+805*a*g*p*q^3*r*x^2+1604*a*g *p*q^3*x^3+147*a*g*p*q^2*r^3*x+2248*a*g*p*q^2*r^2*x^2+2586*a*g*p*q^2*r*x^3+117* a*g*p*q*r^4*x+723*a*g*p*q*r^3*x^2-1575*a*g*p*q*r^2*x^3+42*a*g*p*r^5*x-108*a*g*p *r^4*x^2-1500*a*g*p*r^3*x^3-54*a*g*q^5*x^2+17*a*g*q^4*r^2*x+74*a*g*q^4*r*x^2+ 344*a*g*q^4*x^3+48*a*g*q^3*r^3*x+462*a*g*q^3*r^2*x^2+687*a*g*q^3*r*x^3+22*a*g*q ^2*r^4*x+84*a*g*q^2*r^3*x^2-789*a*g*q^2*r^2*x^3-9*a*g*q*r^5*x-288*a*g*q*r^4*x^2 -1176*a*g*q*r^3*x^3-10*a*g*r^5*x^2+140*a*g*r^4*x^3-288*b^6*g*x^2-256*b^5*c^3*x-\ 512*b^5*c^2*g*x-256*b^5*c^2*p*x-32*b^5*c^2*r*x-192*b^5*c^2*x^2-192*b^5*c*g^2*x-\ 576*b^5*c*g*p*x-416*b^5*c*g*r*x-4320*b^5*c*g*x^2-64*b^5*c*p^2*x-16*b^5*c*p*r*x-\ 96*b^5*c*p*x^2-96*b^5*c*q*x^2+144*b^5*c*r^2*x+992*b^5*c*r*x^2+896*b^5*c*x^3-128 *b^5*g^2*p*x-192*b^5*g^2*r*x-1920*b^5*g^2*x^2-160*b^5*g*p^2*x-208*b^5*g*p*r*x-\ 1920*b^5*g*p*x^2-1440*b^5*g*q*x^2+48*b^5*g*r^2*x-896*b^5*g*r*x^2+384*b^5*g*x^3-\ 64*b^4*c^4*r-1792*b^4*c^4*x-128*b^4*c^3*g*r-4608*b^4*c^3*g*x-160*b^4*c^3*p*r-\ 2944*b^4*c^3*p*x-896*b^4*c^3*q*x-96*b^4*c^3*r^2-2336*b^4*c^3*r*x-5568*b^4*c^3*x ^2-80*b^4*c^2*g^2*r-3392*b^4*c^2*g^2*x-256*b^4*c^2*g*p*r-7104*b^4*c^2*g*p*x-\ 1664*b^4*c^2*g*q*x-160*b^4*c^2*g*r^2-6096*b^4*c^2*g*r*x-24768*b^4*c^2*g*x^2-112 *b^4*c^2*p^2*r-1600*b^4*c^2*p^2*x-1152*b^4*c^2*p*q*x-96*b^4*c^2*p*r^2-2464*b^4* c^2*p*r*x-5568*b^4*c^2*p*x^2-736*b^4*c^2*q*r*x-4512*b^4*c^2*q*x^2+528*b^4*c^2*r ^2*x+3216*b^4*c^2*r*x^2+4096*b^4*c^2*x^3-16*b^4*c*g^3*r-768*b^4*c*g^3*x-120*b^4 *c*g^2*p*r-4000*b^4*c*g^2*p*x-736*b^4*c*g^2*q*x-88*b^4*c*g^2*r^2-4168*b^4*c*g^2 *r*x-20880*b^4*c*g^2*x^2-128*b^4*c*g*p^2*r-3424*b^4*c*g*p^2*x-1984*b^4*c*g*p*q* x-112*b^4*c*g*p*r^2-5424*b^4*c*g*p*r*x-19344*b^4*c*g*p*x^2-1712*b^4*c*g*q*r*x-\ 15984*b^4*c*g*q*x^2-216*b^4*c*g*r^2*x-3704*b^4*c*g*r*x^2+7744*b^4*c*g*x^3-24*b^ 4*c*p^3*r-288*b^4*c*p^3*x-352*b^4*c*p^2*q*x-24*b^4*c*p^2*r^2-648*b^4*c*p^2*r*x-\ 1392*b^4*c*p^2*x^2-320*b^4*c*p*q*r*x-2256*b^4*c*p*q*x^2+264*b^4*c*p*r^2*x+936*b ^4*c*p*r*x^2+1152*b^4*c*p*x^3-864*b^4*c*q^2*x^2+512*b^4*c*q*r^2*x+1736*b^4*c*q* r*x^2+2048*b^4*c*q*x^3+528*b^4*c*r^3*x+3144*b^4*c*r^2*x^2+3776*b^4*c*r*x^3-16*b ^4*g^3*p*r-544*b^4*g^3*p*x-64*b^4*g^3*q*x-16*b^4*g^3*r^2-848*b^4*g^3*r*x-4776*b ^4*g^3*x^2-32*b^4*g^2*p^2*r-1104*b^4*g^2*p^2*x-512*b^4*g^2*p*q*x-32*b^4*g^2*p*r ^2-2000*b^4*g^2*p*r*x-8808*b^4*g^2*p*x^2-656*b^4*g^2*q*r*x-6864*b^4*g^2*q*x^2-\ 368*b^4*g^2*r^2*x-4528*b^4*g^2*r*x^2+816*b^4*g^2*x^3-16*b^4*g*p^3*r-512*b^4*g*p ^3*x-544*b^4*g*p^2*q*x-16*b^4*g*p^2*r^2-1136*b^4*g*p^2*r*x-3408*b^4*g*p^2*x^2-\ 704*b^4*g*p*q*r*x-5928*b^4*g*p*q*x^2-96*b^4*g*p*r^2*x-660*b^4*g*p*r*x^2+3184*b^ 4*g*p*x^3-2520*b^4*g*q^2*x^2+320*b^4*g*q*r^2*x-976*b^4*g*q*r*x^2+3632*b^4*g*q*x ^3+432*b^4*g*r^3*x+3292*b^4*g*r^2*x^2+7628*b^4*g*r*x^3-192*b^3*c^5*r-3840*b^3*c ^5*x-576*b^3*c^4*g*r-13312*b^3*c^4*g*x-544*b^3*c^4*p*r-8064*b^3*c^4*p*x-96*b^3* c^4*q*r-3840*b^3*c^4*q*x-352*b^3*c^4*r^2-7616*b^3*c^4*r*x-15936*b^3*c^4*x^2-592 *b^3*c^3*g^2*r-15104*b^3*c^3*g^2*x-1392*b^3*c^3*g*p*r-26304*b^3*c^3*g*p*x-192*b ^3*c^3*g*q*r-9920*b^3*c^3*g*q*x-912*b^3*c^3*g*r^2-24672*b^3*c^3*g*r*x-68448*b^3 *c^3*g*x^2-464*b^3*c^3*p^2*r-5952*b^3*c^3*p^2*x-256*b^3*c^3*p*q*r-6912*b^3*c^3* p*q*x-480*b^3*c^3*p*r^2-10192*b^3*c^3*p*r*x-18816*b^3*c^3*p*x^2-960*b^3*c^3*q^2 *x-160*b^3*c^3*q*r^2-6176*b^3*c^3*q*r*x-20832*b^3*c^3*q*x^2-64*b^3*c^3*r^3-416* b^3*c^3*r^2*x+2848*b^3*c^3*r*x^2+8768*b^3*c^3*x^3-256*b^3*c^2*g^3*r-7040*b^3*c^ 2*g^3*x-1160*b^3*c^2*g^2*p*r-24768*b^3*c^2*g^2*p*x-120*b^3*c^2*g^2*q*r-7936*b^3 *c^2*g^2*q*x-808*b^3*c^2*g^2*r^2-24800*b^3*c^2*g^2*r*x-81792*b^3*c^2*g^2*x^2-\ 976*b^3*c^2*g*p^2*r-17888*b^3*c^2*g*p^2*x-432*b^3*c^2*g*p*q*r-16000*b^3*c^2*g*p *q*x-1024*b^3*c^2*g*p*r^2-29944*b^3*c^2*g*p*r*x-71904*b^3*c^2*g*p*x^2-1728*b^3* c^2*g*q^2*x-288*b^3*c^2*g*q*r^2-14736*b^3*c^2*g*q*r*x-65328*b^3*c^2*g*q*x^2-144 *b^3*c^2*g*r^3-3928*b^3*c^2*g*r^2*x-7960*b^3*c^2*g*r*x^2+30176*b^3*c^2*g*x^3-\ 152*b^3*c^2*p^3*r-1824*b^3*c^2*p^3*x-184*b^3*c^2*p^2*q*r-3840*b^3*c^2*p^2*q*x-\ 216*b^3*c^2*p^2*r^2-4360*b^3*c^2*p^2*r*x-6720*b^3*c^2*p^2*x^2-1440*b^3*c^2*p*q^ 2*x-160*b^3*c^2*p*q*r^2-5968*b^3*c^2*p*q*r*x-17088*b^3*c^2*p*q*x^2-64*b^3*c^2*p *r^3-480*b^3*c^2*p*r^2*x+1904*b^3*c^2*p*r*x^2+5856*b^3*c^2*p*x^3-1184*b^3*c^2*q ^2*r*x-8880*b^3*c^2*q^2*x^2+912*b^3*c^2*q*r^2*x+2496*b^3*c^2*q*r*x^2+8768*b^3*c ^2*q*x^3+1592*b^3*c^2*r^3*x+9840*b^3*c^2*r^2*x^2+13304*b^3*c^2*r*x^3-40*b^3*c*g ^4*r-1168*b^3*c*g^4*x-380*b^3*c*g^3*p*r-8544*b^3*c*g^3*p*x-24*b^3*c*g^3*q*r-\ 2288*b^3*c*g^3*q*x-300*b^3*c*g^3*r^2-9920*b^3*c*g^3*r*x-37536*b^3*c*g^3*x^2-576 *b^3*c*g^2*p^2*r-12448*b^3*c*g^2*p^2*x-216*b^3*c*g^2*p*q*r-9632*b^3*c*g^2*p*q*x -632*b^3*c*g^2*p*r^2-22040*b^3*c*g^2*p*r*x-62472*b^3*c*g^2*p*x^2-816*b^3*c*g^2* q^2*x-168*b^3*c*g^2*q*r^2-10008*b^3*c*g^2*q*r*x-52704*b^3*c*g^2*q*x^2-96*b^3*c* g^2*r^3-4484*b^3*c*g^2*r^2*x-20724*b^3*c*g^2*r*x^2+15328*b^3*c*g^2*x^3-252*b^3* c*g*p^3*r-4960*b^3*c*g*p^3*x-232*b^3*c*g*p^2*q*r-7632*b^3*c*g*p^2*q*x-364*b^3*c *g*p^2*r^2-11280*b^3*c*g*p^2*r*x-22224*b^3*c*g*p^2*x^2-2224*b^3*c*g*p*q^2*x-208 *b^3*c*g*p*q*r^2-11816*b^3*c*g*p*q*r*x-43200*b^3*c*g*p*q*x^2-112*b^3*c*g*p*r^3-\ 2812*b^3*c*g*p*r^2*x+1668*b^3*c*g*p*r*x^2+23888*b^3*c*g*p*x^3-2104*b^3*c*g*q^2* r*x-20232*b^3*c*g*q^2*x^2+368*b^3*c*g*q*r^2*x-1244*b^3*c*g*q*r*x^2+27584*b^3*c* g*q*x^3+2444*b^3*c*g*r^3*x+23136*b^3*c*g*r^2*x^2+44692*b^3*c*g*r*x^3-16*b^3*c*p ^4*r-192*b^3*c*p^4*x-40*b^3*c*p^3*q*r-672*b^3*c*p^3*q*x-32*b^3*c*p^3*r^2-584*b^ 3*c*p^3*r*x-648*b^3*c*p^3*x^2-496*b^3*c*p^2*q^2*x-40*b^3*c*p^2*q*r^2-1504*b^3*c *p^2*q*r*x-3264*b^3*c*p^2*q*x^2-16*b^3*c*p^2*r^3-244*b^3*c*p^2*r^2*x+168*b^3*c* p^2*r*x^2+960*b^3*c*p^2*x^3-556*b^3*c*p*q^2*r*x-3840*b^3*c*p*q^2*x^2+252*b^3*c* p*q*r^2*x+468*b^3*c*p*q*r*x^2+2928*b^3*c*p*q*x^3+360*b^3*c*p*r^3*x+1780*b^3*c*p *r^2*x^2+2420*b^3*c*p*r*x^3-1224*b^3*c*q^3*x^2+540*b^3*c*q^2*r^2*x+536*b^3*c*q^ 2*r*x^2+2192*b^3*c*q^2*x^3+924*b^3*c*q*r^3*x+4336*b^3*c*q*r^2*x^2+6652*b^3*c*q* r*x^3+248*b^3*c*r^4*x+856*b^3*c*r^3*x^2+904*b^3*c*r^2*x^3-40*b^3*g^4*p*r-864*b^ 3*g^4*p*x-160*b^3*g^4*q*x-40*b^3*g^4*r^2-1368*b^3*g^4*r*x-5880*b^3*g^4*x^2-100* b^3*g^3*p^2*r-2360*b^3*g^3*p^2*x-32*b^3*g^3*p*q*r-1584*b^3*g^3*p*q*x-120*b^3*g^ 3*p*r^2-4710*b^3*g^3*p*r*x-15408*b^3*g^3*p*x^2-96*b^3*g^3*q^2*x-32*b^3*g^3*q*r^ 2-2084*b^3*g^3*q*r*x-12276*b^3*g^3*q*x^2-20*b^3*g^3*r^3-1370*b^3*g^3*r^2*x-8604 *b^3*g^3*r*x^2+216*b^3*g^3*x^3-80*b^3*g^2*p^3*r-1936*b^3*g^2*p^3*x-64*b^3*g^2*p ^2*q*r-2624*b^3*g^2*p^2*q*x-120*b^3*g^2*p^2*r^2-4624*b^3*g^2*p^2*r*x-10824*b^3* g^2*p^2*x^2-608*b^3*g^2*p*q^2*x-64*b^3*g^2*p*q*r^2-4392*b^3*g^2*p*q*r*x-19224*b ^3*g^2*p*q*x^2-40*b^3*g^2*p*r^3-1538*b^3*g^2*p*r^2*x-2958*b^3*g^2*p*r*x^2+8696* b^3*g^2*p*x^3-744*b^3*g^2*q^2*r*x-8400*b^3*g^2*q^2*x^2-204*b^3*g^2*q*r^2*x-4106 *b^3*g^2*q*r*x^2+9816*b^3*g^2*q*x^3+822*b^3*g^2*r^3*x+9024*b^3*g^2*r^2*x^2+ 21222*b^3*g^2*r*x^3-20*b^3*g*p^4*r-464*b^3*g*p^4*x-32*b^3*g*p^3*q*r-1072*b^3*g* p^3*q*x-40*b^3*g*p^3*r^2-1282*b^3*g*p^3*r*x-1800*b^3*g*p^3*x^2-616*b^3*g*p^2*q^ 2*x-32*b^3*g*p^2*q*r^2-2260*b^3*g*p^2*q*r*x-5988*b^3*g*p^2*q*x^2-20*b^3*g*p^2*r ^3-600*b^3*g*p^2*r^2*x+1826*b^3*g*p^2*r*x^2+4576*b^3*g*p^2*x^3-796*b^3*g*p*q^2* r*x-6204*b^3*g*p*q^2*x^2-72*b^3*g*p*q*r^2*x+1472*b^3*g*p*q*r*x^2+9656*b^3*g*p*q *x^3+438*b^3*g*p*r^3*x+6196*b^3*g*p*r^2*x^2+11030*b^3*g*p*r*x^3-2016*b^3*g*q^3* x^2+420*b^3*g*q^2*r^2*x-236*b^3*g*q^2*r*x^2+5192*b^3*g*q^2*x^3+828*b^3*g*q*r^3* x+5994*b^3*g*q*r^2*x^2+13146*b^3*g*q*r*x^3+248*b^3*g*r^4*x+1976*b^3*g*r^3*x^2+ 2732*b^3*g*r^2*x^3-192*b^2*c^6*r-3328*b^2*c^6*x-800*b^2*c^5*g*r-15488*b^2*c^5*g *x-608*b^2*c^5*p*r-8320*b^2*c^5*p*x-192*b^2*c^5*q*r-4992*b^2*c^5*q*x-416*b^2*c^ 5*r^2-8352*b^2*c^5*r*x-15936*b^2*c^5*x^2-1200*b^2*c^4*g^2*r-25024*b^2*c^4*g^2*x -2256*b^2*c^4*g*p*r-37440*b^2*c^4*g*p*x-592*b^2*c^4*g*q*r-17920*b^2*c^4*g*q*x-\ 1552*b^2*c^4*g*r^2-36560*b^2*c^4*g*r*x-84768*b^2*c^4*g*x^2-592*b^2*c^4*p^2*r-\ 7360*b^2*c^4*p^2*x-576*b^2*c^4*p*q*r-11136*b^2*c^4*p*q*x-672*b^2*c^4*p*r^2-\ 12768*b^2*c^4*p*r*x-20160*b^2*c^4*p*x^2-48*b^2*c^4*q^2*r-2496*b^2*c^4*q^2*x-384 *b^2*c^4*q*r^2-10944*b^2*c^4*q*r*x-28896*b^2*c^4*q*x^2-128*b^2*c^4*r^3-1504*b^2 *c^4*r^2*x+2112*b^2*c^4*r*x^2+9920*b^2*c^4*x^3-840*b^2*c^3*g^3*r-18464*b^2*c^3* g^3*x-2880*b^2*c^3*g^2*p*r-52736*b^2*c^3*g^2*p*x-624*b^2*c^3*g^2*q*r-21888*b^2* c^3*g^2*q*x-2032*b^2*c^3*g^2*r^2-52608*b^2*c^3*g^2*r*x-139248*b^2*c^3*g^2*x^2-\ 1984*b^2*c^3*g*p^2*r-32608*b^2*c^3*g*p^2*x-1584*b^2*c^3*g*p*q*r-36800*b^2*c^3*g *p*q*x-2320*b^2*c^3*g*p*r^2-55368*b^2*c^3*g*p*r*x-107616*b^2*c^3*g*p*x^2-96*b^2 *c^3*g*q^2*r-6592*b^2*c^3*g*q^2*x-1088*b^2*c^3*g*q*r^2-35760*b^2*c^3*g*q*r*x-\ 111504*b^2*c^3*g*q*x^2-488*b^2*c^3*g*r^3-10224*b^2*c^3*g*r^2*x-8864*b^2*c^3*g*r *x^2+47104*b^2*c^3*g*x^3-232*b^2*c^3*p^3*r-2784*b^2*c^3*p^3*x-496*b^2*c^3*p^2*q *r-8160*b^2*c^3*p^2*q*x-360*b^2*c^3*p^2*r^2-6200*b^2*c^3*p^2*r*x-6960*b^2*c^3*p ^2*x^2-136*b^2*c^3*p*q^2*r-4896*b^2*c^3*p*q^2*x-512*b^2*c^3*p*q*r^2-13680*b^2*c ^3*p*q*r*x-28800*b^2*c^3*p*q*x^2-128*b^2*c^3*p*r^3-672*b^2*c^3*p*r^2*x+8280*b^2 *c^3*p*r*x^2+12320*b^2*c^3*p*x^3-416*b^2*c^3*q^3*x-88*b^2*c^3*q^2*r^2-4680*b^2* c^3*q^2*r*x-19440*b^2*c^3*q^2*x^2-64*b^2*c^3*q*r^3-632*b^2*c^3*q*r^2*x+1272*b^2 *c^3*q*r*x^2+14880*b^2*c^3*q*x^3+2056*b^2*c^3*r^3*x+14656*b^2*c^3*r^2*x^2+20184 *b^2*c^3*r*x^3-280*b^2*c^2*g^4*r-6400*b^2*c^2*g^4*x-1636*b^2*c^2*g^3*p*r-31408* b^2*c^2*g^3*p*x-276*b^2*c^2*g^3*q*r-11520*b^2*c^2*g^3*q*x-1220*b^2*c^2*g^3*r^2-\ 33476*b^2*c^2*g^3*r*x-99000*b^2*c^2*g^3*x^2-2032*b^2*c^2*g^2*p^2*r-37872*b^2*c^ 2*g^2*p^2*x-1416*b^2*c^2*g^2*p*q*r-37088*b^2*c^2*g^2*p*q*x-2432*b^2*c^2*g^2*p*r ^2-66092*b^2*c^2*g^2*p*r*x-146760*b^2*c^2*g^2*p*x^2-60*b^2*c^2*g^2*q^2*r-5616*b ^2*c^2*g^2*q^2*x-1040*b^2*c^2*g^2*q*r^2-37568*b^2*c^2*g^2*q*r*x-134520*b^2*c^2* g^2*q*x^2-536*b^2*c^2*g^2*r^3-15016*b^2*c^2*g^2*r^2*x-34680*b^2*c^2*g^2*r*x^2+ 47296*b^2*c^2*g^2*x^3-744*b^2*c^2*g*p^3*r-12912*b^2*c^2*g*p^3*x-1164*b^2*c^2*g* p^2*q*r-24752*b^2*c^2*g*p^2*q*x-1240*b^2*c^2*g*p^2*r^2-29004*b^2*c^2*g*p^2*r*x-\ 44208*b^2*c^2*g*p^2*x^2-240*b^2*c^2*g*p*q^2*r-11264*b^2*c^2*g*p*q^2*x-1232*b^2* c^2*g*p*q*r^2-40600*b^2*c^2*g*p*q*r*x-101016*b^2*c^2*g*p*q*x^2-532*b^2*c^2*g*p* r^3-9324*b^2*c^2*g*p*r^2*x+14448*b^2*c^2*g*p*r*x^2+56240*b^2*c^2*g*p*x^3-736*b^ 2*c^2*g*q^3*x-168*b^2*c^2*g*q^2*r^2-10920*b^2*c^2*g*q^2*r*x-53280*b^2*c^2*g*q^2 *x^2-168*b^2*c^2*g*q*r^3-3976*b^2*c^2*g*q*r^2*x+88*b^2*c^2*g*q*r*x^2+62240*b^2* c^2*g*q*x^3-36*b^2*c^2*g*r^4+4272*b^2*c^2*g*r^3*x+49732*b^2*c^2*g*r^2*x^2+86716 *b^2*c^2*g*r*x^3-32*b^2*c^2*p^4*r-384*b^2*c^2*p^4*x-160*b^2*c^2*p^3*q*r-2304*b^ 2*c^2*p^3*q*x-64*b^2*c^2*p^3*r^2-808*b^2*c^2*p^3*r*x+144*b^2*c^2*p^3*x^2-100*b^ 2*c^2*p^2*q^2*r-2768*b^2*c^2*p^2*q^2*x-224*b^2*c^2*p^2*q*r^2-5184*b^2*c^2*p^2*q *r*x-7344*b^2*c^2*p^2*q*x^2-32*b^2*c^2*p^2*r^3+376*b^2*c^2*p^2*r^2*x+6404*b^2*c ^2*p^2*r*x^2+5312*b^2*c^2*p^2*x^3-704*b^2*c^2*p*q^3*x-88*b^2*c^2*p*q^2*r^2-4296 *b^2*c^2*p*q^2*r*x-13680*b^2*c^2*p*q^2*x^2-64*b^2*c^2*p*q*r^3-408*b^2*c^2*p*q*r ^2*x+5260*b^2*c^2*p*q*r*x^2+12320*b^2*c^2*p*q*x^3+1248*b^2*c^2*p*r^3*x+9280*b^2 *c^2*p*r^2*x^2+11100*b^2*c^2*p*r*x^3-648*b^2*c^2*q^3*r*x-5736*b^2*c^2*q^3*x^2+ 516*b^2*c^2*q^2*r^2*x-312*b^2*c^2*q^2*r*x^2+7440*b^2*c^2*q^2*x^3+1952*b^2*c^2*q *r^3*x+12036*b^2*c^2*q*r^2*x^2+20184*b^2*c^2*q*r*x^3+532*b^2*c^2*r^4*x+2720*b^2 *c^2*r^3*x^2+3704*b^2*c^2*r^2*x^3-36*b^2*c*g^5*r-848*b^2*c*g^5*x-414*b^2*c*g^4* p*r-7976*b^2*c*g^4*p*x-44*b^2*c*g^4*q*r-2504*b^2*c*g^4*q*x-342*b^2*c*g^4*r^2-\ 9690*b^2*c*g^4*r*x-31968*b^2*c*g^4*x^2-810*b^2*c*g^3*p^2*r-16160*b^2*c*g^3*p^2* x-504*b^2*c*g^3*p*q*r-14256*b^2*c*g^3*p*q*x-1008*b^2*c*g^3*p*r^2-30082*b^2*c*g^ 3*p*r*x-75000*b^2*c*g^3*p*x^2-12*b^2*c*g^3*q^2*r-1824*b^2*c*g^3*q^2*x-416*b^2*c *g^3*q*r^2-15928*b^2*c*g^3*q*r*x-63984*b^2*c*g^3*q*x^2-234*b^2*c*g^3*r^3-8330*b ^2*c*g^3*r^2*x-30440*b^2*c*g^3*r*x^2+11960*b^2*c*g^3*x^3-558*b^2*c*g^2*p^3*r-\ 11144*b^2*c*g^2*p^3*x-756*b^2*c*g^2*p^2*q*r-18520*b^2*c*g^2*p^2*q*x-954*b^2*c*g ^2*p^2*r^2-25970*b^2*c*g^2*p^2*r*x-46140*b^2*c*g^2*p^2*x^2-126*b^2*c*g^2*p*q^2* r-7176*b^2*c*g^2*p*q^2*x-832*b^2*c*g^2*p*q*r^2-31408*b^2*c*g^2*p*q*r*x-90084*b^ 2*c*g^2*p*q*x^2-432*b^2*c*g^2*p*r^3-10262*b^2*c*g^2*p*r^2*x-1740*b^2*c*g^2*p*r* x^2+45384*b^2*c*g^2*p*x^3-360*b^2*c*g^2*q^3*x-102*b^2*c*g^2*q^2*r^2-7562*b^2*c* g^2*q^2*r*x-42780*b^2*c*g^2*q^2*x^2-120*b^2*c*g^2*q*r^3-4446*b^2*c*g^2*q*r^2*x-\ 10986*b^2*c*g^2*q*r*x^2+49536*b^2*c*g^2*q*x^3-36*b^2*c*g^2*r^4+2600*b^2*c*g^2*r ^3*x+40036*b^2*c*g^2*r^2*x^2+82632*b^2*c*g^2*r*x^3-126*b^2*c*g*p^4*r-2328*b^2*c *g*p^4*x-312*b^2*c*g*p^3*q*r-6528*b^2*c*g*p^3*q*x-288*b^2*c*g*p^3*r^2-6126*b^2* c*g*p^3*r*x-6132*b^2*c*g*p^3*x^2-136*b^2*c*g*p^2*q^2*r-5336*b^2*c*g*p^2*q^2*x-\ 448*b^2*c*g*p^2*q*r^2-14096*b^2*c*g*p^2*q*r*x-25140*b^2*c*g*p^2*q*x^2-198*b^2*c *g*p^2*r^3-2644*b^2*c*g*p^2*r^2*x+14204*b^2*c*g*p^2*r*x^2+21304*b^2*c*g*p^2*x^3 -1024*b^2*c*g*p*q^3*x-124*b^2*c*g*p*q^2*r^2-8088*b^2*c*g*p*q^2*r*x-30000*b^2*c* g*p*q^2*x^2-136*b^2*c*g*p*q*r^3-2484*b^2*c*g*p*q*r^2*x+14968*b^2*c*g*p*q*r*x^2+ 44920*b^2*c*g*p*q*x^3-36*b^2*c*g*p*r^4+2186*b^2*c*g*p*r^3*x+31598*b^2*c*g*p*r^2 *x^2+46174*b^2*c*g*p*r*x^3-1028*b^2*c*g*q^3*r*x-10764*b^2*c*g*q^3*x^2+682*b^2*c *g*q^2*r^2*x+1750*b^2*c*g*q^2*r*x^2+24392*b^2*c*g*q^2*x^3+3536*b^2*c*g*q*r^3*x+ 31526*b^2*c*g*q*r^2*x^2+57744*b^2*c*g*q*r*x^3+1222*b^2*c*g*r^4*x+10084*b^2*c*g* r^3*x^2+12268*b^2*c*g*r^2*x^3-16*b^2*c*p^4*q*r-192*b^2*c*p^4*q*x+72*b^2*c*p^4*r *x+288*b^2*c*p^4*x^2-22*b^2*c*p^3*q^2*r-456*b^2*c*p^3*q^2*x-32*b^2*c*p^3*q*r^2-\ 512*b^2*c*p^3*q*r*x-108*b^2*c*p^3*q*x^2+204*b^2*c*p^3*r^2*x+1476*b^2*c*p^3*r*x^ 2+816*b^2*c*p^3*x^3-264*b^2*c*p^2*q^3*x-22*b^2*c*p^2*q^2*r^2-1006*b^2*c*p^2*q^2 *r*x-1932*b^2*c*p^2*q^2*x^2-16*b^2*c*p^2*q*r^3-130*b^2*c*p^2*q*r^2*x+2288*b^2*c *p^2*q*r*x^2+2656*b^2*c*p^2*q*x^3+132*b^2*c*p^2*r^3*x+1596*b^2*c*p^2*r^2*x^2+ 1676*b^2*c*p^2*r*x^3-324*b^2*c*p*q^3*r*x-2160*b^2*c*p*q^3*x^2+60*b^2*c*p*q^2*r^ 2*x+560*b^2*c*p*q^2*r*x^2+3080*b^2*c*p*q^2*x^3+360*b^2*c*p*q*r^3*x+3402*b^2*c*p *q*r^2*x^2+5550*b^2*c*p*q*r*x^3-36*b^2*c*p*r^4*x-192*b^2*c*p*r^3*x^2-264*b^2*c* p*r^2*x^3-624*b^2*c*q^4*x^2+228*b^2*c*q^3*r^2*x-210*b^2*c*q^3*r*x^2+1240*b^2*c* q^3*x^3+522*b^2*c*q^2*r^3*x+2354*b^2*c*q^2*r^2*x^2+5046*b^2*c*q^2*r*x^3+212*b^2 *c*q*r^4*x+856*b^2*c*q*r^3*x^2+1852*b^2*c*q*r^2*x^3-36*b^2*c*r^5*x-600*b^2*c*r^ 4*x^2-1200*b^2*c*r^3*x^3-36*b^2*g^5*p*r-648*b^2*g^5*p*x-144*b^2*g^5*q*x-36*b^2* g^5*r^2-1028*b^2*g^5*r*x-3840*b^2*g^5*x^2-108*b^2*g^4*p^2*r-2228*b^2*g^4*p^2*x-\ 60*b^2*g^4*p*q*r-1760*b^2*g^4*p*q*x-144*b^2*g^4*p*r^2-4641*b^2*g^4*p*r*x-13002* b^2*g^4*p*x^2-176*b^2*g^4*q^2*x-60*b^2*g^4*q*r^2-2358*b^2*g^4*q*r*x-10494*b^2*g ^4*q*x^2-36*b^2*g^4*r^3-1595*b^2*g^4*r^2*x-7790*b^2*g^4*r*x^2-576*b^2*g^4*x^3-\ 117*b^2*g^3*p^3*r-2556*b^2*g^3*p^3*x-146*b^2*g^3*p^2*q*r-3884*b^2*g^3*p^2*q*x-\ 207*b^2*g^3*p^2*r^2-6343*b^2*g^3*p^2*r*x-12906*b^2*g^3*p^2*x^2-20*b^2*g^3*p*q^2 *r-1312*b^2*g^3*p*q^2*x-172*b^2*g^3*p*q*r^2-7116*b^2*g^3*p*q*r*x-23136*b^2*g^3* p*q*x^2-99*b^2*g^3*p*r^3-2953*b^2*g^3*p*r^2*x-4823*b^2*g^3*p*r*x^2+8628*b^2*g^3 *p*x^3-48*b^2*g^3*q^3*x-20*b^2*g^3*q^2*r^2-1630*b^2*g^3*q^2*r*x-10230*b^2*g^3*q ^2*x^2-26*b^2*g^3*q*r^3-1404*b^2*g^3*q*r^2*x-6325*b^2*g^3*q*r*x^2+9524*b^2*g^3* q*x^3-9*b^2*g^3*r^4+446*b^2*g^3*r^3*x+8945*b^2*g^3*r^2*x^2+21826*b^2*g^3*r*x^3-\ 54*b^2*g^2*p^4*r-1136*b^2*g^2*p^4*x-112*b^2*g^2*p^3*q*r-2776*b^2*g^2*p^3*q*x-\ 126*b^2*g^2*p^3*r^2-3169*b^2*g^2*p^3*r*x-4014*b^2*g^2*p^3*x^2-40*b^2*g^2*p^2*q^ 2*r-1948*b^2*g^2*p^2*q^2*x-164*b^2*g^2*p^2*q*r^2-6174*b^2*g^2*p^2*q*r*x-13074*b ^2*g^2*p^2*q*x^2-90*b^2*g^2*p^2*r^3-1721*b^2*g^2*p^2*r^2*x+4447*b^2*g^2*p^2*r*x ^2+9784*b^2*g^2*p^2*x^3-288*b^2*g^2*p*q^3*x-40*b^2*g^2*p*q^2*r^2-3080*b^2*g^2*p *q^2*r*x-13524*b^2*g^2*p*q^2*x^2-52*b^2*g^2*p*q*r^3-1398*b^2*g^2*p*q*r^2*x+3807 *b^2*g^2*p*q*r*x^2+20300*b^2*g^2*p*q*x^3-18*b^2*g^2*p*r^4+805*b^2*g^2*p*r^3*x+ 15051*b^2*g^2*p*r^2*x^2+25000*b^2*g^2*p*r*x^3-348*b^2*g^2*q^3*r*x-4464*b^2*g^2* q^3*x^2+182*b^2*g^2*q^2*r^2*x-355*b^2*g^2*q^2*r*x^2+10796*b^2*g^2*q^2*x^3+1380* b^2*g^2*q*r^3*x+13832*b^2*g^2*q*r^2*x^2+28514*b^2*g^2*q*r*x^3+555*b^2*g^2*r^4*x +5532*b^2*g^2*r^3*x^2+8004*b^2*g^2*r^2*x^3-9*b^2*g*p^5*r-156*b^2*g*p^5*x-26*b^2 *g*p^4*q*r-564*b^2*g*p^4*q*x-27*b^2*g*p^4*r^2-443*b^2*g*p^4*r*x-144*b^2*g*p^4*x ^2-20*b^2*g*p^3*q^2*r-696*b^2*g*p^3*q^2*x-52*b^2*g*p^3*q*r^2-1424*b^2*g*p^3*q*r *x-1362*b^2*g*p^3*q*x^2-27*b^2*g*p^3*r^3-195*b^2*g*p^3*r^2*x+2685*b^2*g*p^3*r*x ^2+2516*b^2*g*p^3*x^3-288*b^2*g*p^2*q^3*x-20*b^2*g*p^2*q^2*r^2-1402*b^2*g*p^2*q ^2*r*x-3162*b^2*g*p^2*q^2*x^2-26*b^2*g*p^2*q*r^3-458*b^2*g*p^2*q*r^2*x+5221*b^2 *g*p^2*q*r*x^2+7652*b^2*g*p^2*q*x^3-9*b^2*g*p^2*r^4+227*b^2*g*p^2*r^3*x+5041*b^ 2*g*p^2*r^2*x^2+5907*b^2*g*p^2*r*x^3-372*b^2*g*p*q^3*r*x-2700*b^2*g*p*q^3*x^2+ 24*b^2*g*p*q^2*r^2*x+2593*b^2*g*p*q^2*r*x^2+7864*b^2*g*p*q^2*x^3+564*b^2*g*p*q* r^3*x+8371*b^2*g*p*q*r^2*x^2+12913*b^2*g*p*q*r*x^3+99*b^2*g*p*r^4*x+1260*b^2*g* p*r^3*x^2-294*b^2*g*p*r^2*x^3-756*b^2*g*q^4*x^2+204*b^2*g*q^3*r^2*x+78*b^2*g*q^ 3*r*x^2+2728*b^2*g*q^3*x^3+498*b^2*g*q^2*r^3*x+3604*b^2*g*q^2*r^2*x^2+7592*b^2* g*q^2*r*x^3+212*b^2*g*q*r^4*x+1430*b^2*g*q*r^3*x^2+764*b^2*g*q*r^2*x^3-36*b^2*g *r^5*x-816*b^2*g*r^4*x^2-3120*b^2*g*r^3*x^3-64*b*c^7*r-1024*b*c^7*x-384*b*c^6*g *r-6912*b*c^6*g*x-224*b*c^6*p*r-2944*b*c^6*p*x-96*b*c^6*q*r-2048*b*c^6*q*x-160* b*c^6*r^2-3040*b*c^6*r*x-5376*b*c^6*x^2-832*b*c^5*g^2*r-16000*b*c^5*g^2*x-1232* b*c^5*g*p*r-19968*b*c^5*g*p*x-448*b*c^5*g*q*r-10816*b*c^5*g*q*x-880*b*c^5*g*r^2 -19680*b*c^5*g*r*x-42048*b*c^5*g*x^2-240*b*c^5*p^2*r-2944*b*c^5*p^2*x-320*b*c^5 *p*q*r-5376*b*c^5*p*q*x-288*b*c^5*p*r^2-5024*b*c^5*p*r*x-6816*b*c^5*p*x^2-48*b* c^5*q^2*r-1536*b*c^5*q^2*x-224*b*c^5*q*r^2-5504*b*c^5*q*r*x-12480*b*c^5*q*x^2-\ 64*b*c^5*r^3-704*b*c^5*r^2*x+1488*b*c^5*r*x^2+4352*b*c^5*x^3-864*b*c^4*g^3*r-\ 17280*b*c^4*g^3*x-2352*b*c^4*g^2*p*r-41824*b*c^4*g^2*p*x-736*b*c^4*g^2*q*r-\ 19776*b*c^4*g^2*q*x-1696*b*c^4*g^2*r^2-41296*b*c^4*g^2*r*x-98304*b*c^4*g^2*x^2-\ 1280*b*c^4*g*p^2*r-21184*b*c^4*g*p^2*x-1376*b*c^4*g*p*q*r-27008*b*c^4*g*p*q*x-\ 1600*b*c^4*g*p*r^2-35392*b*c^4*g*p*r*x-61440*b*c^4*g*p*x^2-160*b*c^4*g*q^2*r-\ 6144*b*c^4*g*q^2*x-976*b*c^4*g*q*r^2-26912*b*c^4*g*q*r*x-70560*b*c^4*g*q*x^2-\ 400*b*c^4*g*r^3-7400*b*c^4*g*r^2*x-1832*b*c^4*g*r*x^2+30080*b*c^4*g*x^3-104*b*c ^4*p^3*r-1248*b*c^4*p^3*x-312*b*c^4*p^2*q*r-4672*b*c^4*p^2*q*x-168*b*c^4*p^2*r^ 2-2488*b*c^4*p^2*r*x-1632*b*c^4*p^2*x^2-152*b*c^4*p*q^2*r-3648*b*c^4*p*q^2*x-\ 352*b*c^4*p*q*r^2-7888*b*c^4*p*q*r*x-13392*b*c^4*p*q*x^2-64*b*c^4*p*r^3+72*b*c^ 4*p*r^2*x+7216*b*c^4*p*r*x^2+7488*b*c^4*p*x^3-8*b*c^4*q^3*r-512*b*c^4*q^3*x-104 *b*c^4*q^2*r^2-3696*b*c^4*q^2*r*x-11520*b*c^4*q^2*x^2-64*b*c^4*q*r^3-864*b*c^4* q*r^2*x+1560*b*c^4*q*r*x^2+8704*b*c^4*q*x^3+992*b*c^4*r^3*x+7832*b*c^4*r^2*x^2+ 10352*b*c^4*r*x^3-468*b*c^3*g^4*r-9600*b*c^3*g^4*x-2072*b*c^3*g^3*p*r-38320*b*c ^3*g^3*p*x-552*b*c^3*g^3*q*r-16448*b*c^3*g^3*q*x-1536*b*c^3*g^3*r^2-39152*b*c^3 *g^3*r*x-101280*b*c^3*g^3*x^2-2120*b*c^3*g^2*p^2*r-39168*b*c^3*g^2*p^2*x-1992*b *c^3*g^2*p*q*r-43136*b*c^3*g^2*p*q*x-2696*b*c^3*g^2*p*r^2-66680*b*c^3*g^2*p*r*x -129576*b*c^3*g^2*p*x^2-180*b*c^3*g^2*q^2*r-8416*b*c^3*g^2*q^2*x-1456*b*c^3*g^2 *q*r^2-43424*b*c^3*g^2*q*r*x-127344*b*c^3*g^2*q*x^2-700*b*c^3*g^2*r^3-16176*b*c ^3*g^2*r^2*x-21484*b*c^3*g^2*r*x^2+49888*b*c^3*g^2*x^3-612*b*c^3*g*p^3*r-10784* b*c^3*g*p^3*x-1244*b*c^3*g*p^2*q*r-23072*b*c^3*g*p^2*q*x-1108*b*c^3*g*p^2*r^2-\ 23152*b*c^3*g*p^2*r*x-29856*b*c^3*g*p^2*x^2-468*b*c^3*g*p*q^2*r-13152*b*c^3*g*p *q^2*x-1448*b*c^3*g*p*q*r^2-38280*b*c^3*g*p*q*r*x-77568*b*c^3*g*p*q*x^2-560*b*c ^3*g*p*r^3-7592*b*c^3*g*p*r^2*x+22932*b*c^3*g*p*r*x^2+48864*b*c^3*g*p*x^3-16*b* c^3*g*q^3*r-1456*b*c^3*g*q^3*x-332*b*c^3*g*q^2*r^2-13160*b*c^3*g*q^2*r*x-46416* b*c^3*g*q^2*x^2-292*b*c^3*g*q*r^3-5920*b*c^3*g*q*r^2*x+3284*b*c^3*g*q*r*x^2+ 50368*b*c^3*g*q*x^3-64*b*c^3*g*r^4+2912*b*c^3*g*r^3*x+40948*b*c^3*g*r^2*x^2+ 65624*b*c^3*g*r*x^3-16*b*c^3*p^4*r-192*b*c^3*p^4*x-120*b*c^3*p^3*q*r-1632*b*c^3 *p^3*q*x-32*b*c^3*p^3*r^2-224*b*c^3*p^3*r*x+792*b*c^3*p^3*x^2-132*b*c^3*p^2*q^2 *r-2656*b*c^3*p^2*q^2*x-184*b*c^3*p^2*q*r^2-3392*b*c^3*p^2*q*r*x-2928*b*c^3*p^2 *q*x^2-16*b*c^3*p^2*r^3+620*b*c^3*p^2*r^2*x+6044*b*c^3*p^2*r*x^2+4096*b*c^3*p^2 *x^3-24*b*c^3*p*q^3*r-1088*b*c^3*p*q^3*x-136*b*c^3*p*q^2*r^2-4368*b*c^3*p*q^2*r *x-9864*b*c^3*p*q^2*x^2-64*b*c^3*p*q*r^3-120*b*c^3*p*q*r^2*x+8328*b*c^3*p*q*r*x ^2+11232*b*c^3*p*q*x^3+888*b*c^3*p*r^3*x+7068*b*c^3*p*r^2*x^2+7616*b*c^3*p*r*x^ 3-64*b*c^3*q^4*x-16*b*c^3*q^3*r^2-1088*b*c^3*q^3*r*x-5280*b*c^3*q^3*x^2-16*b*c^ 3*q^2*r^3-200*b*c^3*q^2*r^2*x+108*b*c^3*q^2*r*x^2+6528*b*c^3*q^2*x^3+1256*b*c^3 *q*r^3*x+9768*b*c^3*q*r^2*x^2+15528*b*c^3*q*r*x^3+284*b*c^3*r^4*x+1648*b*c^3*r^ 3*x^2+2008*b*c^3*r^2*x^3-128*b*c^2*g^5*r-2672*b*c^2*g^5*x-910*b*c^2*g^4*p*r-\ 16944*b*c^2*g^4*p*x-194*b*c^2*g^4*q*r-6608*b*c^2*g^4*q*x-710*b*c^2*g^4*r^2-\ 18534*b*c^2*g^4*r*x-51984*b*c^2*g^4*x^2-1476*b*c^2*g^3*p^2*r-28672*b*c^2*g^3*p^ 2*x-1264*b*c^2*g^3*p*q*r-28944*b*c^2*g^3*p*q*x-1920*b*c^2*g^3*p*r^2-50984*b*c^2 *g^3*p*r*x-108240*b*c^2*g^3*p*x^2-84*b*c^2*g^3*q^2*r-4992*b*c^2*g^3*q^2*x-980*b *c^2*g^3*q*r^2-30544*b*c^2*g^3*q*r*x-98016*b*c^2*g^3*q*x^2-516*b*c^2*g^3*r^3-\ 14114*b*c^2*g^3*r^2*x-32894*b*c^2*g^3*r*x^2+27680*b*c^2*g^3*x^3-858*b*c^2*g^2*p ^3*r-16792*b*c^2*g^2*p^3*x-1478*b*c^2*g^2*p^2*q*r-30752*b*c^2*g^2*p^2*q*x-1590* b*c^2*g^2*p^2*r^2-37626*b*c^2*g^2*p^2*r*x-56448*b*c^2*g^2*p^2*x^2-462*b*c^2*g^2 *p*q^2*r-14856*b*c^2*g^2*p*q^2*x-1752*b*c^2*g^2*p*q*r^2-51796*b*c^2*g^2*p*q*r*x -118656*b*c^2*g^2*p*q*x^2-840*b*c^2*g^2*p*r^3-15470*b*c^2*g^2*p*r^2*x+13834*b*c ^2*g^2*p*r*x^2+67944*b*c^2*g^2*p*x^3-10*b*c^2*g^2*q^3*r-1360*b*c^2*g^2*q^3*x-\ 350*b*c^2*g^2*q^2*r^2-15264*b*c^2*g^2*q^2*r*x-60852*b*c^2*g^2*q^2*x^2-364*b*c^2 *g^2*q*r^3-9480*b*c^2*g^2*q*r^2*x-6366*b*c^2*g^2*q*r*x^2+70200*b*c^2*g^2*q*x^3-\ 108*b*c^2*g^2*r^4+2656*b*c^2*g^2*r^3*x+55288*b*c^2*g^2*r^2*x^2+101812*b*c^2*g^2 *r*x^3-156*b*c^2*g*p^4*r-2832*b*c^2*g*p^4*x-472*b*c^2*g*p^3*q*r-8640*b*c^2*g*p^ 3*q*x-392*b*c^2*g*p^3*r^2-6944*b*c^2*g*p^3*r*x-5088*b*c^2*g*p^3*x^2-356*b*c^2*g *p^2*q^2*r-8672*b*c^2*g*p^2*q^2*x-780*b*c^2*g*p^2*q*r^2-18396*b*c^2*g*p^2*q*r*x -25140*b*c^2*g*p^2*q*x^2-324*b*c^2*g*p^2*r^3-2582*b*c^2*g*p^2*r^2*x+23852*b*c^2 *g*p^2*r*x^2+27160*b*c^2*g*p^2*x^3-44*b*c^2*g*p*q^3*r-2640*b*c^2*g*p*q^3*x-376* b*c^2*g*p*q^2*r^2-13940*b*c^2*g*p*q^2*r*x-35940*b*c^2*g*p*q^2*x^2-332*b*c^2*g*p *q*r^3-4396*b*c^2*g*p*q*r^2*x+27164*b*c^2*g*p*q*r*x^2+55696*b*c^2*g*p*q*x^3-96* b*c^2*g*p*r^4+2572*b*c^2*g*p*r^3*x+40976*b*c^2*g*p*r^2*x^2+54158*b*c^2*g*p*r*x^ 3-112*b*c^2*g*q^4*x-32*b*c^2*g*q^3*r^2-2656*b*c^2*g*q^3*r*x-14712*b*c^2*g*q^3*x ^2-48*b*c^2*g*q^2*r^3-820*b*c^2*g*q^2*r^2*x+3270*b*c^2*g*q^2*r*x^2+28968*b*c^2* g*q^2*x^3-24*b*c^2*g*q*r^4+3576*b*c^2*g*q*r^3*x+39050*b*c^2*g*q*r^2*x^2+65246*b *c^2*g*q*r*x^3-8*b*c^2*g*r^5+1288*b*c^2*g*r^4*x+11396*b*c^2*g*r^3*x^2+12100*b*c ^2*g*r^2*x^3-16*b*c^2*p^4*q*r-192*b*c^2*p^4*q*x+72*b*c^2*p^4*r*x+288*b*c^2*p^4* x^2-42*b*c^2*p^3*q^2*r-696*b*c^2*p^3*q^2*x-32*b*c^2*p^3*q*r^2-332*b*c^2*p^3*q*r *x+612*b*c^2*p^3*q*x^2+204*b*c^2*p^3*r^2*x+1356*b*c^2*p^3*r*x^2+656*b*c^2*p^3*x ^3-18*b*c^2*p^2*q^3*r-624*b*c^2*p^2*q^3*x-58*b*c^2*p^2*q^2*r^2-1490*b*c^2*p^2*q ^2*r*x-1704*b*c^2*p^2*q^2*x^2-16*b*c^2*p^2*q*r^3+302*b*c^2*p^2*q*r^2*x+5186*b*c ^2*p^2*q*r*x^2+4096*b*c^2*p^2*q*x^3+132*b*c^2*p^2*r^3*x+1236*b*c^2*p^2*r^2*x^2+ 780*b*c^2*p^2*r*x^3-120*b*c^2*p*q^4*x-16*b*c^2*p*q^3*r^2-964*b*c^2*p*q^3*r*x-\ 3228*b*c^2*p*q^3*x^2-16*b*c^2*p*q^2*r^3-78*b*c^2*p*q^2*r^2*x+2916*b*c^2*p*q^2*r *x^2+5616*b*c^2*p*q^2*x^3+624*b*c^2*p*q*r^3*x+5982*b*c^2*p*q*r^2*x^2+7616*b*c^2 *p*q*r*x^3-36*b*c^2*p*r^4*x-480*b*c^2*p*r^3*x^2-1380*b*c^2*p*r^2*x^3-118*b*c^2* q^4*r*x-1200*b*c^2*q^4*x^2+96*b*c^2*q^3*r^2*x-318*b*c^2*q^3*r*x^2+2176*b*c^2*q^ 3*x^3+572*b*c^2*q^2*r^3*x+3894*b*c^2*q^2*r^2*x^2+7764*b*c^2*q^2*r*x^3+230*b*c^2 *q*r^4*x+1240*b*c^2*q*r^3*x^2+2008*b*c^2*q*r^2*x^3-36*b*c^2*r^5*x-648*b*c^2*r^4 *x^2-1536*b*c^2*r^3*x^3-14*b*c*g^6*r-296*b*c*g^6*x-189*b*c*g^5*p*r-3428*b*c*g^5 *p*x-26*b*c*g^5*q*r-1164*b*c*g^5*q*x-161*b*c*g^5*r^2-4238*b*c*g^5*r*x-13044*b*c *g^5*x^2-451*b*c*g^4*p^2*r-8968*b*c*g^4*p^2*x-358*b*c*g^4*p*q*r-8416*b*c*g^4*p* q*x-608*b*c*g^4*p*r^2-17100*b*c*g^4*p*r*x-39648*b*c*g^4*p*x^2-14*b*c*g^4*q^2*r-\ 1272*b*c*g^4*q^2*x-306*b*c*g^4*q*r^2-9712*b*c*g^4*q*r*x-33888*b*c*g^4*q*x^2-171 *b*c*g^4*r^3-5462*b*c*g^4*r^2*x-18162*b*c*g^4*r*x^2+3944*b*c*g^4*x^3-423*b*c*g^ 3*p^3*r-8752*b*c*g^3*p^3*x-671*b*c*g^3*p^2*q*r-14824*b*c*g^3*p^2*q*x-801*b*c*g^ 3*p^2*r^2-20670*b*c*g^3*p^2*r*x-34716*b*c*g^3*p^2*x^2-181*b*c*g^3*p*q^2*r-6412* b*c*g^3*p*q^2*x-822*b*c*g^3*p*q*r^2-26142*b*c*g^3*p*q*r*x-66210*b*c*g^3*p*q*x^2 -438*b*c*g^3*p*r^3-9842*b*c*g^3*p*r^2*x-4392*b*c*g^3*p*r*x^2+30124*b*c*g^3*p*x^ 3-2*b*c*g^3*q^3*r-492*b*c*g^3*q^3*x-153*b*c*g^3*q^2*r^2-7088*b*c*g^3*q^2*r*x-\ 31110*b*c*g^3*q^2*x^2-177*b*c*g^3*q*r^3-5744*b*c*g^3*q*r^2*x-11963*b*c*g^3*q*r* x^2+31476*b*c*g^3*q*x^3-60*b*c*g^3*r^4+756*b*c*g^3*r^3*x+26194*b*c*g^3*r^2*x^2+ 55770*b*c*g^3*r*x^3-171*b*c*g^2*p^4*r-3340*b*c*g^2*p^4*x-420*b*c*g^2*p^3*q*r-\ 8744*b*c*g^2*p^3*q*x-434*b*c*g^2*p^3*r^2-8827*b*c*g^2*p^3*r*x-8868*b*c*g^2*p^3* x^2-260*b*c*g^2*p^2*q^2*r-7348*b*c*g^2*p^2*q^2*x-702*b*c*g^2*p^2*q*r^2-19082*b* c*g^2*p^2*q*r*x-31164*b*c*g^2*p^2*q*x^2-363*b*c*g^2*p^2*r^3-4570*b*c*g^2*p^2*r^ 2*x+19026*b*c*g^2*p^2*r*x^2+28240*b*c*g^2*p^2*x^3-24*b*c*g^2*p*q^3*r-1848*b*c*g ^2*p*q^3*x-282*b*c*g^2*p*q^2*r^2-11967*b*c*g^2*p*q^2*r*x-35394*b*c*g^2*p*q^2*x^ 2-306*b*c*g^2*p*q*r^3-5557*b*c*g^2*p*q*r^2*x+19965*b*c*g^2*p*q*r*x^2+56752*b*c* g^2*p*q*x^3-108*b*c*g^2*p*r^4+2041*b*c*g^2*p*r^3*x+43580*b*c*g^2*p*r^2*x^2+ 63743*b*c*g^2*p*r*x^3-56*b*c*g^2*q^4*x-20*b*c*g^2*q^3*r^2-1976*b*c*g^2*q^3*r*x-\ 12726*b*c*g^2*q^3*x^2-36*b*c*g^2*q^2*r^3-879*b*c*g^2*q^2*r^2*x+1910*b*c*g^2*q^2 *r*x^2+29328*b*c*g^2*q^2*x^3-24*b*c*g^2*q*r^4+2977*b*c*g^2*q*r^3*x+38306*b*c*g^ 2*q*r^2*x^2+70105*b*c*g^2*q*r*x^3-8*b*c*g^2*r^5+1340*b*c*g^2*r^4*x+14250*b*c*g^ 2*r^3*x^2+18124*b*c*g^2*r^2*x^3-24*b*c*g*p^5*r-384*b*c*g*p^5*x-81*b*c*g*p^4*q*r -1452*b*c*g*p^4*q*x-80*b*c*g*p^4*r^2-1044*b*c*g*p^4*r*x-144*b*c*g*p^4*x^2-97*b* c*g*p^3*q^2*r-2136*b*c*g*p^3*q^2*x-186*b*c*g*p^3*q*r^2-3536*b*c*g*p^3*q*r*x-\ 2142*b*c*g*p^3*q*x^2-96*b*c*g*p^3*r^3-429*b*c*g*p^3*r^2*x+6898*b*c*g*p^3*r*x^2+ 5812*b*c*g*p^3*x^3-26*b*c*g*p^2*q^3*r-1236*b*c*g*p^2*q^3*x-137*b*c*g*p^2*q^2*r^ 2-4428*b*c*g*p^2*q^2*r*x-6816*b*c*g*p^2*q^2*x^2-129*b*c*g*p^2*q*r^3-1084*b*c*g* p^2*q*r^2*x+15367*b*c*g*p^2*q*r*x^2+18204*b*c*g*p^2*q*x^3-48*b*c*g*p^2*r^4+559* b*c*g*p^2*r^3*x+11858*b*c*g*p^2*r^2*x^2+12681*b*c*g*p^2*r*x^3-168*b*c*g*p*q^4*x -24*b*c*g*p*q^3*r^2-1830*b*c*g*p*q^3*r*x-6978*b*c*g*p*q^3*x^2-40*b*c*g*p*q^2*r^ 3-491*b*c*g*p*q^2*r^2*x+8810*b*c*g*p*q^2*r*x^2+19036*b*c*g*p*q^2*x^3-24*b*c*g*p *q*r^4+1490*b*c*g*p*q*r^3*x+21887*b*c*g*p*q*r^2*x^2+29272*b*c*g*p*q*r*x^3-8*b*c *g*p*r^5+298*b*c*g*p*r^4*x+2678*b*c*g*p*r^3*x^2-2088*b*c*g*p*r^2*x^3-176*b*c*g* q^4*r*x-2160*b*c*g*q^4*x^2+256*b*c*g*q^3*r^2*x+699*b*c*g*q^3*r*x^2+6644*b*c*g*q ^3*x^3+1253*b*c*g*q^2*r^3*x+10615*b*c*g*q^2*r^2*x^2+18983*b*c*g*q^2*r*x^3+646*b *c*g*q*r^4*x+4294*b*c*g*q*r^3*x^2+2154*b*c*g*q*r^2*x^3-30*b*c*g*r^5*x-1720*b*c* g*r^4*x^2-6944*b*c*g*r^3*x^3-4*b*c*p^4*q^2*r-48*b*c*p^4*q^2*x+36*b*c*p^4*q*r*x+ 144*b*c*p^4*q*x^2-24*b*c*p^4*r*x^2-32*b*c*p^4*x^3-4*b*c*p^3*q^3*r-96*b*c*p^3*q^ 3*x-8*b*c*p^3*q^2*r^2-110*b*c*p^3*q^2*r*x+108*b*c*p^3*q^2*x^2+102*b*c*p^3*q*r^2 *x+696*b*c*p^3*q*r*x^2+328*b*c*p^3*q*x^3-88*b*c*p^3*r^2*x^2-220*b*c*p^3*r*x^3-\ 48*b*c*p^2*q^4*x-4*b*c*p^2*q^3*r^2-208*b*c*p^2*q^3*r*x-324*b*c*p^2*q^3*x^2-4*b* c*p^2*q^2*r^3-4*b*c*p^2*q^2*r^2*x+1082*b*c*p^2*q^2*r*x^2+1024*b*c*p^2*q^2*x^3+ 66*b*c*p^2*q*r^3*x+690*b*c*p^2*q*r^2*x^2+390*b*c*p^2*q*r*x^3-84*b*c*p^2*r^3*x^2 -348*b*c*p^2*r^2*x^3-62*b*c*p*q^4*r*x-396*b*c*p*q^4*x^2+278*b*c*p*q^3*r*x^2+936 *b*c*p*q^3*x^3+90*b*c*p*q^2*r^3*x+1224*b*c*p*q^2*r^2*x^2+1904*b*c*p*q^2*r*x^3-\ 18*b*c*p*q*r^4*x-150*b*c*p*q*r^3*x^2-690*b*c*p*q*r^2*x^3-120*b*c*p*r^3*x^3-108* b*c*q^5*x^2+34*b*c*q^4*r^2*x-84*b*c*q^4*r*x^2+272*b*c*q^4*x^3+96*b*c*q^3*r^3*x+ 484*b*c*q^3*r^2*x^2+1294*b*c*q^3*r*x^3+44*b*c*q^2*r^4*x+208*b*c*q^2*r^3*x^2+502 *b*c*q^2*r^2*x^3-18*b*c*q*r^5*x-288*b*c*q*r^4*x^2-768*b*c*q*r^3*x^3+20*b*c*r^5* x^2+40*b*c*r^4*x^3-14*b*g^6*p*r-232*b*g^6*p*x-56*b*g^6*q*x-14*b*g^6*r^2-366*b*g ^6*r*x-1272*b*g^6*x^2-49*b*g^5*p^2*r-980*b*g^5*p^2*x-36*b*g^5*p*q*r-844*b*g^5*p *q*x-70*b*g^5*p*r^2-2084*b*g^5*p*r*x-5334*b*g^5*p*x^2-104*b*g^5*q^2*x-36*b*g^5* q*r^2-1138*b*g^5*q*r*x-4338*b*g^5*q*x^2-21*b*g^5*r^3-784*b*g^5*r^2*x-3382*b*g^5 *r*x^2-456*b*g^5*x^3-67*b*g^4*p^3*r-1448*b*g^4*p^3*x-102*b*g^4*p^2*q*r-2316*b*g ^4*p^2*q*x-131*b*g^4*p^2*r^2-3667*b*g^4*p^2*r*x-6876*b*g^4*p^2*x^2-24*b*g^4*p*q ^2*r-908*b*g^4*p*q^2*x-132*b*g^4*p*q*r^2-4414*b*g^4*p*q*r*x-12300*b*g^4*p*q*x^2 -75*b*g^4*p*r^3-2007*b*g^4*p*r^2*x-3239*b*g^4*p*r*x^2+3716*b*g^4*p*x^3-56*b*g^4 *q^3*x-24*b*g^4*q^2*r^2-1142*b*g^4*q^2*r*x-5424*b*g^4*q^2*x^2-30*b*g^4*q*r^3-\ 1188*b*g^4*q*r^2*x-4077*b*g^4*q*r*x^2+3940*b*g^4*q*x^3-11*b*g^4*r^4+16*b*g^4*r^ 3*x+3904*b*g^4*r^2*x^2+9988*b*g^4*r*x^3-45*b*g^3*p^4*r-928*b*g^3*p^4*x-102*b*g^ 3*p^3*q*r-2276*b*g^3*p^3*q*x-116*b*g^3*p^3*r^2-2612*b*g^3*p^3*r*x-3150*b*g^3*p^ 3*x^2-56*b*g^3*p^2*q^2*r-1732*b*g^3*p^2*q^2*x-174*b*g^3*p^2*q*r^2-5200*b*g^3*p^ 2*q*r*x-9744*b*g^3*p^2*q*x^2-99*b*g^3*p^2*r^3-1595*b*g^3*p^2*r^2*x+3343*b*g^3*p ^2*r*x^2+7048*b*g^3*p^2*x^3-4*b*g^3*p*q^3*r-376*b*g^3*p*q^3*x-64*b*g^3*p*q^2*r^ 2-2970*b*g^3*p*q^2*r*x-9846*b*g^3*p*q^2*x^2-78*b*g^3*p*q*r^3-1774*b*g^3*p*q*r^2 *x+2742*b*g^3*p*q*r*x^2+14268*b*g^3*p*q*x^3-30*b*g^3*p*r^4+436*b*g^3*p*r^3*x+ 11889*b*g^3*p*r^2*x^2+19173*b*g^3*p*r*x^3-8*b*g^3*q^4*x-4*b*g^3*q^3*r^2-458*b*g ^3*q^3*r*x-3252*b*g^3*q^3*x^2-8*b*g^3*q^2*r^3-312*b*g^3*q^2*r^2*x-377*b*g^3*q^2 *r*x^2+7444*b*g^3*q^2*x^3-6*b*g^3*q*r^4+710*b*g^3*q*r^3*x+10194*b*g^3*q*r^2*x^2 +20571*b*g^3*q*r*x^3-2*b*g^3*r^5+391*b*g^3*r^4*x+4680*b*g^3*r^3*x^2+7116*b*g^3* r^2*x^3-15*b*g^2*p^5*r-252*b*g^2*p^5*x-42*b*g^2*p^4*q*r-852*b*g^2*p^4*q*x-49*b* g^2*p^4*r^2-745*b*g^2*p^4*r*x-336*b*g^2*p^4*x^2-40*b*g^2*p^3*q^2*r-1056*b*g^2*p ^3*q^2*x-96*b*g^2*p^3*q*r^2-2176*b*g^2*p^3*q*r*x-1998*b*g^2*p^3*q*x^2-57*b*g^2* p^3*r^3-430*b*g^2*p^3*r^2*x+3662*b*g^2*p^3*r*x^2+3524*b*g^2*p^3*x^3-8*b*g^2*p^2 *q^3*r-504*b*g^2*p^2*q^3*x-56*b*g^2*p^2*q^2*r^2-2208*b*g^2*p^2*q^2*r*x-4152*b*g ^2*p^2*q^2*x^2-66*b*g^2*p^2*q*r^3-856*b*g^2*p^2*q*r^2*x+7392*b*g^2*p^2*q*r*x^2+ 10424*b*g^2*p^2*q*x^3-27*b*g^2*p^2*r^4+278*b*g^2*p^2*r^3*x+7419*b*g^2*p^2*r^2*x ^2+8736*b*g^2*p^2*r*x^3-48*b*g^2*p*q^4*x-8*b*g^2*p*q^3*r^2-754*b*g^2*p*q^3*r*x-\ 3468*b*g^2*p*q^3*x^2-16*b*g^2*p*q^2*r^3-274*b*g^2*p*q^2*r^2*x+4030*b*g^2*p*q^2* r*x^2+10460*b*g^2*p*q^2*x^3-12*b*g^2*p*q*r^4+724*b*g^2*p*q*r^3*x+12279*b*g^2*p* q*r^2*x^2+17913*b*g^2*p*q*r*x^3-4*b*g^2*p*r^5+200*b*g^2*p*r^4*x+2251*b*g^2*p*r^ 3*x^2+12*b*g^2*p*r^2*x^3-58*b*g^2*q^4*r*x-978*b*g^2*q^4*x^2+130*b*g^2*q^3*r^2*x +330*b*g^2*q^3*r*x^2+3560*b*g^2*q^3*x^3+582*b*g^2*q^2*r^3*x+5366*b*g^2*q^2*r^2* x^2+10141*b*g^2*q^2*r*x^3+326*b*g^2*q*r^4*x+2536*b*g^2*q*r^3*x^2+1286*b*g^2*q*r ^2*x^3-15*b*g^2*r^5*x-956*b*g^2*r^4*x^2-4444*b*g^2*r^3*x^3-2*b*g*p^6*r-24*b*g*p ^6*x-6*b*g*p^5*q*r-96*b*g*p^5*q*x-8*b*g*p^5*r^2-81*b*g*p^5*r*x-6*b*g*p^5*x^2-8* b*g*p^4*q^2*r-168*b*g*p^4*q^2*x-18*b*g*p^4*q*r^2-256*b*g*p^4*q*r*x-6*b*g*p^4*q* x^2-12*b*g*p^4*r^3-53*b*g*p^4*r^2*x+472*b*g*p^4*r*x^2+344*b*g*p^4*x^3-4*b*g*p^3 *q^3*r-144*b*g*p^3*q^3*x-16*b*g*p^3*q^2*r^2-391*b*g*p^3*q^2*r*x-198*b*g*p^3*q^2 *x^2-18*b*g*p^3*q*r^3-71*b*g*p^3*q*r^2*x+1874*b*g*p^3*q*r*x^2+1604*b*g*p^3*q*x^ 3-8*b*g*p^3*r^4+62*b*g*p^3*r^3*x+984*b*g*p^3*r^2*x^2+687*b*g*p^3*r*x^3-48*b*g*p ^2*q^4*x-4*b*g*p^2*q^3*r^2-278*b*g*p^2*q^3*r*x-510*b*g*p^2*q^3*x^2-8*b*g*p^2*q^ 2*r^3-70*b*g*p^2*q^2*r^2*x+2215*b*g*p^2*q^2*r*x^2+2672*b*g*p^2*q^2*x^3-6*b*g*p^ 2*q*r^4+179*b*g*p^2*q*r^3*x+2873*b*g*p^2*q*r^2*x^2+2586*b*g*p^2*q*r*x^3-2*b*g*p ^2*r^5+79*b*g*p^2*r^4*x+366*b*g*p^2*r^3*x^2-789*b*g*p^2*r^2*x^3-62*b*g*p*q^4*r* x-420*b*g*p*q^4*x^2+18*b*g*p*q^3*r^2*x+845*b*g*p*q^3*r*x^2+1908*b*g*p*q^3*x^3+ 177*b*g*p*q^2*r^3*x+2584*b*g*p*q^2*r^2*x^2+3343*b*g*p*q^2*r*x^3+72*b*g*p*q*r^4* x+447*b*g*p*q*r^3*x^2-1575*b*g*p*q*r^2*x^3+21*b*g*p*r^5*x-132*b*g*p*r^4*x^2-\ 1176*b*g*p*r^3*x^3-108*b*g*q^5*x^2+34*b*g*q^4*r^2*x+32*b*g*q^4*r*x^2+496*b*g*q^ 4*x^3+96*b*g*q^3*r^3*x+714*b*g*q^3*r^2*x^2+1444*b*g*q^3*r*x^3+44*b*g*q^2*r^4*x+ 218*b*g*q^2*r^3*x^2-364*b*g*q^2*r^2*x^3-18*b*g*q*r^5*x-402*b*g*q*r^4*x^2-1500*b *g*q*r^3*x^3+10*b*g*r^5*x^2+140*b*g*r^4*x^3-32*c^7*g*r-640*c^7*g*x-144*c^6*g^2* r-2880*c^6*g^2*x-112*c^6*g*p*r-2304*c^6*g*p*x-48*c^6*g*q*r-1152*c^6*g*q*x-80*c^ 6*g*r^2-2112*c^6*g*r*x-4992*c^6*g*x^2-240*c^5*g^3*r-4800*c^5*g^3*x-464*c^5*g^2* p*r-9408*c^5*g^2*p*x-176*c^5*g^2*q*r-4416*c^5*g^2*q*x-336*c^5*g^2*r^2-8848*c^5* g^2*r*x-21312*c^5*g^2*x^2-144*c^5*g*p^2*r-3200*c^5*g*p^2*x-160*c^5*g*p*q*r-3456 *c^5*g*p*q*x-192*c^5*g*p*r^2-5088*c^5*g*p*r*x-9648*c^5*g*p*x^2-24*c^5*g*q^2*r-\ 800*c^5*g*q^2*x-112*c^5*g*q*r^2-3312*c^5*g*q*r*x-9168*c^5*g*q*x^2-56*c^5*g*r^3-\ 1232*c^5*g*r^2*x-672*c^5*g*r*x^2+4352*c^5*g*x^3-200*c^4*g^4*r-4000*c^4*g^4*x-\ 680*c^4*g^3*p*r-13568*c^4*g^3*p*x-232*c^4*g^3*q*r-6080*c^4*g^3*q*x-504*c^4*g^3* r^2-13216*c^4*g^3*r*x-32832*c^4*g^3*x^2-536*c^4*g^2*p^2*r-11488*c^4*g^2*p^2*x-\ 544*c^4*g^2*p*q*r-12096*c^4*g^2*p*q*x-720*c^4*g^2*p*r^2-18816*c^4*g^2*p*r*x-\ 35784*c^4*g^2*p*x^2-68*c^4*g^2*q^2*r-2512*c^4*g^2*q^2*x-392*c^4*g^2*q*r^2-11752 *c^4*g^2*q*r*x-33336*c^4*g^2*q*x^2-212*c^4*g^2*r^3-4872*c^4*g^2*r^2*x-4608*c^4* g^2*r*x^2+14848*c^4*g^2*x^3-104*c^4*g*p^3*r-2320*c^4*g*p^3*x-168*c^4*g*p^2*q*r-\ 3680*c^4*g*p^2*q*x-216*c^4*g*p^2*r^2-5060*c^4*g*p^2*r*x-7536*c^4*g*p^2*x^2-76*c ^4*g*p*q^2*r-2000*c^4*g*p*q^2*x-200*c^4*g*p*q*r^2-5912*c^4*g*p*q*r*x-12672*c^4* g*p*q*x^2-140*c^4*g*p*r^3-2420*c^4*g*p*r^2*x+1484*c^4*g*p*r*x^2+8096*c^4*g*p*x^ 3-4*c^4*g*q^3*r-256*c^4*g*q^3*x-52*c^4*g*q^2*r^2-1980*c^4*g*q^2*r*x-6960*c^4*g* q^2*x^2-44*c^4*g*q*r^3-1100*c^4*g*q*r^2*x+268*c^4*g*q*r*x^2+8096*c^4*g*q*x^3-28 *c^4*g*r^4+40*c^4*g*r^3*x+5808*c^4*g*r^2*x^2+10352*c^4*g*r*x^3-90*c^3*g^5*r-\ 1800*c^3*g^5*x-480*c^3*g^4*p*r-9376*c^3*g^4*p*x-144*c^3*g^4*q*r-4000*c^3*g^4*q* x-368*c^3*g^4*r^2-9592*c^3*g^4*r*x-24864*c^3*g^4*x^2-652*c^3*g^3*p^2*r-13744*c^ 3*g^3*p^2*x-632*c^3*g^3*p*q*r-14144*c^3*g^3*p*q*x-888*c^3*g^3*p*r^2-23408*c^3*g ^3*p*r*x-46020*c^3*g^3*p*x^2-66*c^3*g^3*q^2*r-2728*c^3*g^3*q^2*x-476*c^3*g^3*q* r^2-14252*c^3*g^3*q*r*x-41820*c^3*g^3*q*x^2-266*c^3*g^3*r^3-6580*c^3*g^3*r^2*x-\ 10416*c^3*g^3*r*x^2+14976*c^3*g^3*x^3-328*c^3*g^2*p^3*r-6960*c^3*g^2*p^3*x-520* c^3*g^2*p^2*q*r-11520*c^3*g^2*p^2*q*x-672*c^3*g^2*p^2*r^2-15456*c^3*g^2*p^2*r*x -22344*c^3*g^2*p^2*x^2-200*c^3*g^2*p*q^2*r-5664*c^3*g^2*p*q^2*x-640*c^3*g^2*p*q *r^2-18856*c^3*g^2*p*q*r*x-40800*c^3*g^2*p*q*x^2-424*c^3*g^2*p*r^3-7424*c^3*g^2 *p*r^2*x+4744*c^3*g^2*p*r*x^2+25328*c^3*g^2*p*x^3-8*c^3*g^2*q^3*r-624*c^3*g^2*q ^3*x-144*c^3*g^2*q^2*r^2-5652*c^3*g^2*q^2*r*x-20424*c^3*g^2*q^2*x^2-152*c^3*g^2 *q*r^3-3924*c^3*g^2*q*r^2*x-772*c^3*g^2*q*r*x^2+25328*c^3*g^2*q*x^3-80*c^3*g^2* r^4+144*c^3*g^2*r^3*x+18744*c^3*g^2*r^2*x^2+34568*c^3*g^2*r*x^3-50*c^3*g*p^4*r-\ 968*c^3*g*p^4*x-80*c^3*g*p^3*q*r-1840*c^3*g*p^3*q*x-144*c^3*g*p^3*r^2-2712*c^3* g*p^3*r*x-3204*c^3*g*p^3*x^2-66*c^3*g*p^2*q^2*r-1576*c^3*g*p^2*q^2*x-140*c^3*g* p^2*q*r^2-3844*c^3*g*p^2*q*r*x-6036*c^3*g*p^2*q*x^2-146*c^3*g*p^2*r^3-2034*c^3* g*p^2*r^2*x+1960*c^3*g*p^2*r*x^2+5312*c^3*g*p^2*x^3-12*c^3*g*p*q^3*r-544*c^3*g* p*q^3*x-68*c^3*g*p*q^2*r^2-2532*c^3*g*p*q^2*r*x-6492*c^3*g*p*q^2*x^2-68*c^3*g*p *q*r^3-1228*c^3*g*p*q*r^2*x+4644*c^3*g*p*q*r*x^2+11232*c^3*g*p*q*x^3-60*c^3*g*p *r^4-208*c^3*g*p*r^3*x+7362*c^3*g*p*r^2*x^2+11572*c^3*g*p*r*x^3-32*c^3*g*q^4*x-\ 8*c^3*g*q^3*r^2-544*c^3*g*q^3*r*x-2796*c^3*g*q^3*x^2-8*c^3*g*q^2*r^3-214*c^3*g* q^2*r^2*x+584*c^3*g*q^2*r*x^2+5312*c^3*g*q^2*x^3-8*c^3*g*q*r^4+500*c^3*g*q*r^3* x+6954*c^3*g*q*r^2*x^2+11572*c^3*g*q*r*x^3-8*c^3*g*r^5+152*c^3*g*r^4*x+2088*c^3 *g*r^3*x^2+2008*c^3*g*r^2*x^3-21*c^2*g^6*r-420*c^2*g^6*x-175*c^2*g^5*p*r-3312*c ^2*g^5*p*x-43*c^2*g^5*q*r-1320*c^2*g^5*q*x-141*c^2*g^5*r^2-3644*c^2*g^5*r*x-\ 10008*c^2*g^5*x^2-354*c^2*g^4*p^2*r-7384*c^2*g^4*p^2*x-332*c^2*g^4*p*q*r-7392*c ^2*g^4*p*q*x-492*c^2*g^4*p*r^2-13248*c^2*g^4*p*r*x-27414*c^2*g^4*p*x^2-27*c^2*g ^4*q^2*r-1324*c^2*g^4*q^2*x-266*c^2*g^4*q*r^2-7890*c^2*g^4*q*r*x-24186*c^2*g^4* q*x^2-151*c^2*g^4*r^3-4102*c^2*g^4*r^2*x-9552*c^2*g^4*r*x^2+5632*c^2*g^4*x^3-\ 306*c^2*g^3*p^3*r-6436*c^2*g^3*p^3*x-486*c^2*g^3*p^2*q*r-10744*c^2*g^3*p^2*q*x-\ 630*c^2*g^3*p^2*r^2-14797*c^2*g^3*p^2*r*x-22212*c^2*g^3*p^2*x^2-171*c^2*g^3*p*q ^2*r-4996*c^2*g^3*p*q^2*x-618*c^2*g^3*p*q*r^2-18278*c^2*g^3*p*q*r*x-41088*c^2*g ^3*p*q*x^2-399*c^2*g^3*p*r^3-7529*c^2*g^3*p*r^2*x+595*c^2*g^3*p*r*x^2+21656*c^2 *g^3*p*x^3-5*c^2*g^3*q^3*r-496*c^2*g^3*q^3*x-133*c^2*g^3*q^2*r^2-5215*c^2*g^3*q ^2*r*x-19476*c^2*g^3*q^2*x^2-155*c^2*g^3*q*r^3-4307*c^2*g^3*q*r^2*x-4681*c^2*g^ 3*q*r*x^2+21656*c^2*g^3*q*x^3-75*c^2*g^3*r^4-30*c^2*g^3*r^3*x+17028*c^2*g^3*r^2 *x^2+33828*c^2*g^3*r*x^3-121*c^2*g^2*p^4*r-2252*c^2*g^2*p^4*x-224*c^2*g^2*p^3*q *r-4960*c^2*g^2*p^3*q*x-340*c^2*g^2*p^3*r^2-6224*c^2*g^2*p^3*r*x-6498*c^2*g^2*p ^3*x^2-153*c^2*g^2*p^2*q^2*r-3988*c^2*g^2*p^2*q^2*x-402*c^2*g^2*p^2*q*r^2-10624 *c^2*g^2*p^2*q*r*x-16386*c^2*g^2*p^2*q*x^2-333*c^2*g^2*p^2*r^3-4307*c^2*g^2*p^2 *r^2*x+8046*c^2*g^2*p^2*r*x^2+14784*c^2*g^2*p^2*x^3-22*c^2*g^2*p*q^3*r-1144*c^2 *g^2*p*q^3*x-166*c^2*g^2*p*q^2*r^2-6402*c^2*g^2*p*q^2*r*x-16782*c^2*g^2*p*q^2*x ^2-202*c^2*g^2*p*q*r^3-3736*c^2*g^2*p*q*r^2*x+11184*c^2*g^2*p*q*r*x^2+29568*c^2 *g^2*p*q*x^3-130*c^2*g^2*p*r^4-4*c^2*g^2*p*r^3*x+21571*c^2*g^2*p*r^2*x^2+32400* c^2*g^2*p*r*x^3-56*c^2*g^2*q^4*x-16*c^2*g^2*q^3*r^2-1166*c^2*g^2*q^3*r*x-6174*c ^2*g^2*q^3*x^2-24*c^2*g^2*q^2*r^3-713*c^2*g^2*q^2*r^2*x+1890*c^2*g^2*q^2*r*x^2+ 14784*c^2*g^2*q^2*x^3-24*c^2*g^2*q*r^4+1054*c^2*g^2*q*r^3*x+18473*c^2*g^2*q*r^2 *x^2+32400*c^2*g^2*q*r*x^3-16*c^2*g^2*r^5+466*c^2*g^2*r^4*x+6456*c^2*g^2*r^3*x^ 2+7080*c^2*g^2*r^2*x^3-15*c^2*g*p^5*r-228*c^2*g*p^5*x-19*c^2*g*p^4*q*r-456*c^2* g*p^4*q*x-53*c^2*g*p^4*r^2-805*c^2*g*p^4*r*x-816*c^2*g*p^4*x^2-21*c^2*g*p^3*q^2 *r-480*c^2*g*p^3*q^2*x-46*c^2*g*p^3*q*r^2-1118*c^2*g*p^3*q*r*x-1248*c^2*g*p^3*q *x^2-69*c^2*g*p^3*r^3-840*c^2*g*p^3*r^2*x+501*c^2*g*p^3*r*x^2+1416*c^2*g*p^3*x^ 3-9*c^2*g*p^2*q^3*r-312*c^2*g*p^2*q^3*x-29*c^2*g*p^2*q^2*r^2-976*c^2*g*p^2*q^2* r*x-1512*c^2*g*p^2*q^2*x^2-35*c^2*g*p^2*q*r^3-468*c^2*g*p^2*q*r^2*x+3457*c^2*g* p^2*q*r*x^2+4856*c^2*g*p^2*q*x^3-39*c^2*g*p^2*r^4-214*c^2*g*p^2*r^3*x+3027*c^2* g*p^2*r^2*x^2+4272*c^2*g*p^2*r*x^3-60*c^2*g*p*q^4*x-8*c^2*g*p*q^3*r^2-482*c^2*g *p*q^3*r*x-1680*c^2*g*p*q^3*x^2-8*c^2*g*p*q^2*r^3-96*c^2*g*p*q^2*r^2*x+2417*c^2 *g*p*q^2*r*x^2+4856*c^2*g*p*q^2*x^3-8*c^2*g*p*q*r^4+322*c^2*g*p*q*r^3*x+5604*c^ 2*g*p*q*r^2*x^2+7616*c^2*g*p*q*r*x^3-8*c^2*g*p*r^5+73*c^2*g*p*r^4*x+1228*c^2*g* p*r^3*x^2+314*c^2*g*p*r^2*x^3-59*c^2*g*q^4*r*x-600*c^2*g*q^4*x^2+48*c^2*g*q^3*r ^2*x+57*c^2*g*q^3*r*x^2+1416*c^2*g*q^3*x^3+316*c^2*g*q^2*r^3*x+2571*c^2*g*q^2*r ^2*x^2+4272*c^2*g*q^2*r*x^3+187*c^2*g*q*r^4*x+1112*c^2*g*q*r^3*x^2+314*c^2*g*q* r^2*x^3+24*c^2*g*r^5*x-240*c^2*g*r^4*x^2-1536*c^2*g*r^3*x^3-2*c*g^7*r-40*c*g^7* x-31*c*g^6*p*r-556*c*g^6*p*x-5*c*g^6*q*r-196*c*g^6*q*x-27*c*g^6*r^2-689*c*g^6*r *x-2052*c*g^6*x^2-88*c*g^5*p^2*r-1820*c*g^5*p^2*x-80*c*g^5*p*q*r-1752*c*g^5*p*q *x-126*c*g^5*p*r^2-3510*c*g^5*p*r*x-7776*c*g^5*p*x^2-4*c*g^5*q^2*r-284*c*g^5*q^ 2*x-70*c*g^5*q*r^2-2042*c*g^5*q*r*x-6624*c*g^5*q*x^2-40*c*g^5*r^3-1218*c*g^5*r^ 2*x-3834*c*g^5*r*x^2+464*c*g^5*x^3-112*c*g^4*p^3*r-2376*c*g^4*p^3*x-180*c*g^4*p ^2*q*r-3944*c*g^4*p^2*q*x-234*c*g^4*p^2*r^2-5735*c*g^4*p^2*r*x-9222*c*g^4*p^2*x ^2-59*c*g^4*p*q^2*r-1748*c*g^4*p*q^2*x-238*c*g^4*p*q*r^2-7092*c*g^4*p*q*r*x-\ 16824*c*g^4*p*q*x^2-151*c*g^4*p*r^3-3171*c*g^4*p*r^2*x-2221*c*g^4*p*r*x^2+6708* c*g^4*p*x^3-c*g^4*q^3*r-156*c*g^4*q^3*x-51*c*g^4*q^2*r^2-1966*c*g^4*q^2*r*x-\ 7638*c*g^4*q^2*x^2-63*c*g^4*q*r^3-1914*c*g^4*q*r^2*x-3968*c*g^4*q*r*x^2+6708*c* g^4*q*x^3-29*c*g^4*r^4-118*c*g^4*r^3*x+5874*c*g^4*r^2*x^2+13078*c*g^4*r*x^3-76* c*g^3*p^4*r-1420*c*g^3*p^4*x-150*c*g^3*p^3*q*r-3284*c*g^3*p^3*q*x-214*c*g^3*p^3 *r^2-4010*c*g^3*p^3*r*x-4284*c*g^3*p^3*x^2-96*c*g^3*p^2*q^2*r-2560*c*g^3*p^2*q^ 2*x-276*c*g^3*p^2*q*r^2-7321*c*g^3*p^2*q*r*x-11892*c*g^3*p^2*q*x^2-210*c*g^3*p^ 2*r^3-2821*c*g^3*p^2*r^2*x+4787*c*g^3*p^2*r*x^2+9392*c*g^3*p^2*x^3-12*c*g^3*p*q ^3*r-668*c*g^3*p*q^3*x-110*c*g^3*p*q^2*r^2-4276*c*g^3*p*q^2*r*x-11712*c*g^3*p*q ^2*x^2-144*c*g^3*p*q*r^3-2887*c*g^3*p*q*r^2*x+5133*c*g^3*p*q*r*x^2+18520*c*g^3* p*q*x^3-82*c*g^3*p*r^4+42*c*g^3*p*r^3*x+14883*c*g^3*p*r^2*x^2+23153*c*g^3*p*r*x ^3-28*c*g^3*q^4*x-10*c*g^3*q^3*r^2-731*c*g^3*q^3*r*x-3960*c*g^3*q^3*x^2-18*c*g^ 3*q^2*r^3-631*c*g^3*q^2*r^2*x+361*c*g^3*q^2*r*x^2+9392*c*g^3*q^2*x^3-18*c*g^3*q *r^4+570*c*g^3*q*r^3*x+12192*c*g^3*q*r^2*x^2+23153*c*g^3*q*r*x^3-10*c*g^3*r^5+ 343*c*g^3*r^4*x+5178*c*g^3*r^3*x^2+7158*c*g^3*r^2*x^3-25*c*g^2*p^5*r-372*c*g^2* p^5*x-47*c*g^2*p^4*q*r-984*c*g^2*p^4*q*x-87*c*g^2*p^4*r^2-1235*c*g^2*p^4*r*x-\ 912*c*g^2*p^4*x^2-43*c*g^2*p^3*q^2*r-1080*c*g^2*p^3*q^2*x-114*c*g^2*p^3*q*r^2-\ 2496*c*g^2*p^3*q*r*x-2424*c*g^2*p^3*q*x^2-111*c*g^2*p^3*r^3-1108*c*g^2*p^3*r^2* x+2708*c*g^2*p^3*r*x^2+3396*c*g^2*p^3*x^3-13*c*g^2*p^2*q^3*r-552*c*g^2*p^2*q^3* x-63*c*g^2*p^2*q^2*r^2-2191*c*g^2*p^2*q^2*r*x-3612*c*g^2*p^2*q^2*x^2-87*c*g^2*p ^2*q*r^3-1126*c*g^2*p^2*q*r^2*x+7342*c*g^2*p^2*q*r*x^2+10340*c*g^2*p^2*q*x^3-61 *c*g^2*p^2*r^4-62*c*g^2*p^2*r^3*x+7232*c*g^2*p^2*r^2*x^2+8916*c*g^2*p^2*r*x^3-\ 84*c*g^2*p*q^4*x-12*c*g^2*p*q^3*r^2-834*c*g^2*p*q^3*r*x-3024*c*g^2*p*q^3*x^2-20 *c*g^2*p*q^2*r^3-319*c*g^2*p*q^2*r^2*x+4937*c*g^2*p*q^2*r*x^2+10340*c*g^2*p*q^2 *x^3-20*c*g^2*p*q*r^4+638*c*g^2*p*q*r^3*x+12192*c*g^2*p*q*r^2*x^2+16612*c*g^2*p *q*r*x^3-12*c*g^2*p*r^5+219*c*g^2*p*r^4*x+2664*c*g^2*p*r^3*x^2+251*c*g^2*p*r^2* x^3-88*c*g^2*q^4*r*x-924*c*g^2*q^4*x^2+71*c*g^2*q^3*r^2*x+619*c*g^2*q^3*r*x^2+ 3396*c*g^2*q^3*x^3+526*c*g^2*q^2*r^3*x+5371*c*g^2*q^2*r^2*x^2+8916*c*g^2*q^2*r* x^3+342*c*g^2*q*r^4*x+2478*c*g^2*q*r^3*x^2+251*c*g^2*q*r^2*x^3+36*c*g^2*r^5*x-\ 600*c*g^2*r^4*x^2-3872*c*g^2*r^3*x^3-2*c*g*p^6*r-24*c*g*p^6*x-2*c*g*p^5*q*r-48* c*g*p^5*q*x-8*c*g*p^5*r^2-105*c*g*p^5*r*x-102*c*g*p^5*x^2-2*c*g*p^4*q^2*r-48*c* g*p^4*q^2*x-6*c*g*p^4*q*r^2-132*c*g*p^4*q*r*x-126*c*g*p^4*q*x^2-12*c*g*p^4*r^3-\ 137*c*g*p^4*r^2*x-12*c*g*p^4*r*x^2+120*c*g*p^4*x^3-2*c*g*p^3*q^3*r-48*c*g*p^3*q ^3*x-4*c*g*p^3*q^2*r^2-100*c*g*p^3*q^2*r*x-36*c*g*p^3*q^2*x^2-6*c*g*p^3*q*r^3-\ 50*c*g*p^3*q*r^2*x+596*c*g*p^3*q*r*x^2+632*c*g*p^3*q*x^3-8*c*g*p^3*r^4-34*c*g*p ^3*r^3*x+440*c*g*p^3*r^2*x^2+537*c*g*p^3*r*x^3-24*c*g*p^2*q^4*x-2*c*g*p^2*q^3*r ^2-104*c*g*p^2*q^3*r*x-156*c*g*p^2*q^3*x^2-2*c*g*p^2*q^2*r^3-2*c*g*p^2*q^2*r^2* x+888*c*g*p^2*q^2*r*x^2+1024*c*g*p^2*q^2*x^3-2*c*g*p^2*q*r^4+70*c*g*p^2*q*r^3*x +1134*c*g*p^2*q*r^2*x^2+1147*c*g*p^2*q*r*x^3-2*c*g*p^2*r^5+43*c*g*p^2*r^4*x+376 *c*g*p^2*r^3*x^2+77*c*g*p^2*r^2*x^3-31*c*g*p*q^4*r*x-198*c*g*p*q^4*x^2+238*c*g* p*q^3*r*x^2+632*c*g*p*q^3*x^3+60*c*g*p*q^2*r^3*x+888*c*g*p*q^2*r^2*x^2+1147*c*g *p*q^2*r*x^3+27*c*g*p*q*r^4*x+126*c*g*p*q*r^3*x^2-690*c*g*p*q*r^2*x^3+21*c*g*p* r^5*x+24*c*g*p*r^4*x^2-444*c*g*p*r^3*x^3-54*c*g*q^5*x^2+17*c*g*q^4*r^2*x-42*c*g *q^4*r*x^2+120*c*g*q^4*x^3+48*c*g*q^3*r^3*x+232*c*g*q^3*r^2*x^2+537*c*g*q^3*r*x ^3+22*c*g*q^2*r^4*x+74*c*g*q^2*r^3*x^2+77*c*g*q^2*r^2*x^3-9*c*g*q*r^5*x-174*c*g *q*r^4*x^2-444*c*g*q*r^3*x^3+40*c*g*r^4*x^3-2*g^7*p*r-32*g^7*p*x-8*g^7*q*x-2*g^ 7*r^2-50*g^7*r*x-168*g^7*x^2-8*g^6*p^2*r-164*g^6*p^2*x-7*g^6*p*q*r-148*g^6*p*q* x-12*g^6*p*r^2-352*g^6*p*r*x-852*g^6*p*x^2-20*g^6*q^2*x-7*g^6*q*r^2-199*g^6*q*r *x-696*g^6*q*x^2-4*g^6*r^3-140*g^6*r^2*x-564*g^6*r*x^2-96*g^6*x^3-14*g^5*p^3*r-\ 304*g^5*p^3*x-23*g^5*p^2*q*r-496*g^5*p^2*q*x-30*g^5*p^2*r^2-784*g^5*p^2*r*x-\ 1380*g^5*p^2*x^2-7*g^5*p*q^2*r-208*g^5*p*q^2*x-32*g^5*p*q*r^2-964*g^5*p*q*r*x-\ 2448*g^5*p*q*x^2-20*g^5*p*r^3-480*g^5*p*r^2*x-759*g^5*p*r*x^2+600*g^5*p*x^3-16* g^5*q^3*x-7*g^5*q^2*r^2-262*g^5*q^2*r*x-1068*g^5*q^2*x^2-9*g^5*q*r^3-302*g^5*q* r^2*x-927*g^5*q*r*x^2+600*g^5*q*x^3-4*g^5*r^4-36*g^5*r^3*x+660*g^5*r^2*x^2+1756 *g^5*r*x^3-14*g^4*p^4*r-268*g^4*p^4*x-29*g^4*p^3*q*r-632*g^4*p^3*q*x-40*g^4*p^3 *r^2-788*g^4*p^3*r*x-918*g^4*p^3*x^2-18*g^4*p^2*q^2*r-480*g^4*p^2*q^2*x-55*g^4* p^2*q*r^2-1485*g^4*p^2*q*r*x-2604*g^4*p^2*q*x^2-40*g^4*p^2*r^3-588*g^4*p^2*r^2* x+627*g^4*p^2*r*x^2+1664*g^4*p^2*x^3-2*g^4*p*q^3*r-116*g^4*p*q^3*x-22*g^4*p*q^2 *r^2-854*g^4*p*q^2*r*x-2472*g^4*p*q^2*x^2-30*g^4*p*q*r^3-663*g^4*p*q*r^2*x+351* g^4*p*q*r*x^2+3272*g^4*p*q*x^3-16*g^4*p*r^4-4*g^4*p*r^3*x+2969*g^4*p*r^2*x^2+ 4923*g^4*p*r*x^3-4*g^4*q^4*x-2*g^4*q^3*r^2-142*g^4*q^3*r*x-786*g^4*q^3*x^2-4*g^ 4*q^2*r^3-164*g^4*q^2*r^2*x-219*g^4*q^2*r*x^2+1664*g^4*q^2*x^3-4*g^4*q*r^4+84*g ^4*q*r^3*x+2347*g^4*q*r^2*x^2+4923*g^4*q*r*x^3-2*g^4*r^5+74*g^4*r^4*x+1236*g^4* r^3*x^2+2060*g^4*r^2*x^3-8*g^3*p^5*r-120*g^3*p^5*x-17*g^3*p^4*q*r-348*g^3*p^4*q *x-28*g^3*p^4*r^2-399*g^3*p^4*r*x-276*g^3*p^4*x^2-15*g^3*p^3*q^2*r-384*g^3*p^3* q^2*x-42*g^3*p^3*q*r^2-922*g^3*p^3*q*r*x-960*g^3*p^3*q*x^2-36*g^3*p^3*r^3-352*g ^3*p^3*r^2*x+1018*g^3*p^3*r*x^2+1208*g^3*p^3*x^3-4*g^3*p^2*q^3*r-180*g^3*p^2*q^ 3*x-23*g^3*p^2*q^2*r^2-810*g^3*p^2*q^2*r*x-1464*g^3*p^2*q^2*x^2-33*g^3*p^2*q*r^ 3-467*g^3*p^2*q*r^2*x+2290*g^3*p^2*q*r*x^2+3548*g^3*p^2*q*x^3-20*g^3*p^2*r^4-2* g^3*p^2*r^3*x+2698*g^3*p^2*r^2*x^2+3418*g^3*p^2*r*x^3-24*g^3*p*q^4*x-4*g^3*p*q^ 3*r^2-284*g^3*p*q^3*r*x-1080*g^3*p*q^3*x^2-8*g^3*p*q^2*r^3-158*g^3*p*q^2*r^2*x+ 1463*g^3*p*q^2*r*x^2+3548*g^3*p*q^2*x^3-8*g^3*p*q*r^4+210*g^3*p*q*r^3*x+4443*g^ 3*p*q*r^2*x^2+6458*g^3*p*q*r*x^3-4*g^3*p*r^5+83*g^3*p*r^4*x+1082*g^3*p*r^3*x^2+ 443*g^3*p*r^2*x^3-29*g^3*q^4*r*x-300*g^3*q^4*x^2+14*g^3*q^3*r^2*x+200*g^3*q^3*r *x^2+1208*g^3*q^3*x^3+174*g^3*q^2*r^3*x+1952*g^3*q^2*r^2*x^2+3418*g^3*q^2*r*x^3 +128*g^3*q*r^4*x+1060*g^3*q*r^3*x^2+443*g^3*q*r^2*x^3+12*g^3*r^5*x-240*g^3*r^4* x^2-1600*g^3*r^3*x^3-2*g^2*p^6*r-24*g^2*p^6*x-4*g^2*p^5*q*r-72*g^2*p^5*q*x-8*g^ 2*p^5*r^2-93*g^2*p^5*r*x-54*g^2*p^5*x^2-4*g^2*p^4*q^2*r-96*g^2*p^4*q^2*x-12*g^2 *p^4*q*r^2-203*g^2*p^4*q*r*x-102*g^2*p^4*q*x^2-12*g^2*p^4*r^3-95*g^2*p^4*r^2*x+ 236*g^2*p^4*r*x^2+240*g^2*p^4*x^3-2*g^2*p^3*q^3*r-72*g^2*p^3*q^3*x-8*g^2*p^3*q^ 2*r^2-218*g^2*p^3*q^2*r*x-144*g^2*p^3*q^2*x^2-12*g^2*p^3*q*r^3-86*g^2*p^3*q*r^2 *x+1061*g^2*p^3*q*r*x^2+1036*g^2*p^3*q*x^3-8*g^2*p^3*r^4+14*g^2*p^3*r^3*x+734*g ^2*p^3*r^2*x^2+667*g^2*p^3*r*x^3-24*g^2*p^2*q^4*x-2*g^2*p^2*q^3*r^2-139*g^2*p^2 *q^3*r*x-252*g^2*p^2*q^3*x^2-4*g^2*p^2*q^2*r^3-35*g^2*p^2*q^2*r^2*x+1281*g^2*p^ 2*q^2*r*x^2+1592*g^2*p^2*q^2*x^3-4*g^2*p^2*q*r^4+108*g^2*p^2*q*r^3*x+1831*g^2*p ^2*q*r^2*x^2+1769*g^2*p^2*q*r*x^3-2*g^2*p^2*r^5+61*g^2*p^2*r^4*x+392*g^2*p^2*r^ 3*x^2-269*g^2*p^2*r^2*x^3-31*g^2*p*q^4*r*x-210*g^2*p*q^4*x^2+9*g^2*p*q^3*r^2*x+ 472*g^2*p*q^3*r*x^2+1036*g^2*p*q^3*x^3+96*g^2*p*q^2*r^3*x+1430*g^2*p*q^2*r^2*x^ 2+1769*g^2*p*q^2*r*x^3+54*g^2*p*q*r^4*x+324*g^2*p*q*r^3*x^2-960*g^2*p*q*r^2*x^3 +21*g^2*p*r^5*x-54*g^2*p*r^4*x^2-780*g^2*p*r^3*x^3-54*g^2*q^5*x^2+17*g^2*q^4*r^ 2*x+16*g^2*q^4*r*x^2+240*g^2*q^4*x^3+48*g^2*q^3*r^3*x+352*g^2*q^3*r^2*x^2+667*g ^2*q^3*r*x^3+22*g^2*q^2*r^4*x+94*g^2*q^2*r^3*x^2-269*g^2*q^2*r^2*x^3-9*g^2*q*r^ 5*x-216*g^2*q*r^4*x^2-780*g^2*q*r^3*x^3+80*g^2*r^4*x^3+128*a^6*b*c+256*a^6*b*p+ 64*a^6*b*q+288*a^6*b*r+1536*a^6*b*x+64*a^6*c*g+128*a^6*g*p+32*a^6*g*q+144*a^6*g *r+768*a^6*g*x+384*a^5*b^2*c+704*a^5*b^2*p+128*a^5*b^2*q+768*a^5*b^2*r+5440*a^5 *b^2*x+768*a^5*b*c^2+640*a^5*b*c*g+2112*a^5*b*c*p+512*a^5*b*c*q+1984*a^5*b*c*r+ 11520*a^5*b*c*x+1248*a^5*b*g*p+256*a^5*b*g*q+1344*a^5*b*g*r+8992*a^5*b*g*x+768* a^5*b*p^2+576*a^5*b*p*q+1184*a^5*b*p*r+3840*a^5*b*p*x+64*a^5*b*q^2+512*a^5*b*q* r+2912*a^5*b*q*x+384*a^5*b*r^2+992*a^5*b*r*x-1536*a^5*b*x^2+384*a^5*c^2*g+128*a ^5*c^2*p+64*a^5*c^2*r+704*a^5*c^2*x+224*a^5*c*g^2+1120*a^5*c*g*p+256*a^5*c*g*q+ 1024*a^5*c*g*r+6112*a^5*c*g*x+128*a^5*c*p^2+64*a^5*c*p*q+256*a^5*c*p*r+384*a^5* c*p*x+32*a^5*c*q*r+352*a^5*c*q*x+128*a^5*c*r^2-160*a^5*c*r*x-1728*a^5*c*x^2+448 *a^5*g^2*p+96*a^5*g^2*q+480*a^5*g^2*r+3136*a^5*g^2*x+448*a^5*g*p^2+320*a^5*g*p* q+720*a^5*g*p*r+2112*a^5*g*p*x+32*a^5*g*q^2+272*a^5*g*q*r+1632*a^5*g*q*x+256*a^ 5*g*r^2+416*a^5*g*r*x-1632*a^5*g*x^2+384*a^4*b^3*c+640*a^4*b^3*p+64*a^4*b^3*q+ 672*a^4*b^3*r+7104*a^4*b^3*x+1920*a^4*b^2*c^2+1344*a^4*b^2*c*g+4800*a^4*b^2*c*p +896*a^4*b^2*c*q+4448*a^4*b^2*c*r+33280*a^4*b^2*c*x+2368*a^4*b^2*g*p+352*a^4*b^ 2*g*q+2544*a^4*b^2*g*r+21760*a^4*b^2*g*x+1728*a^4*b^2*p^2+1024*a^4*b^2*p*q+2624 *a^4*b^2*p*r+12352*a^4*b^2*p*x+64*a^4*b^2*q^2+944*a^4*b^2*q*r+8576*a^4*b^2*q*x+ 832*a^4*b^2*r^2+4688*a^4*b^2*r*x-2688*a^4*b^2*x^2+1920*a^4*b*c^3+3264*a^4*b*c^2 *g+6720*a^4*b*c^2*p+1600*a^4*b*c^2*q+5632*a^4*b*c^2*r+36160*a^4*b*c^2*x+1248*a^ 4*b*c*g^2+8672*a^4*b*c*g*p+1824*a^4*b*c*g*q+7952*a^4*b*c*g*r+56160*a^4*b*c*g*x+ 4672*a^4*b*c*p^2+3328*a^4*b*c*p*q+6560*a^4*b*c*p*r+23296*a^4*b*c*p*x+352*a^4*b* c*q^2+2816*a^4*b*c*q*r+18688*a^4*b*c*q*x+1904*a^4*b*c*r^2+2848*a^4*b*c*r*x-\ 21984*a^4*b*c*x^2+2336*a^4*b*g^2*p+400*a^4*b*g^2*q+2472*a^4*b*g^2*r+19696*a^4*b *g^2*x+3168*a^4*b*g*p^2+2112*a^4*b*g*p*q+4816*a^4*b*g*p*r+20384*a^4*b*g*p*x+192 *a^4*b*g*q^2+1936*a^4*b*g*q*r+14688*a^4*b*g*q*x+1568*a^4*b*g*r^2+7136*a^4*b*g*r *x-5808*a^4*b*g*x^2+896*a^4*b*p^3+1152*a^4*b*p^2*q+1664*a^4*b*p^2*r+2688*a^4*b* p^2*x+352*a^4*b*p*q^2+1536*a^4*b*p*q*r+5440*a^4*b*p*q*x+768*a^4*b*p*r^2-3608*a^ 4*b*p*r*x-14544*a^4*b*p*x^2+16*a^4*b*q^3+304*a^4*b*q^2*r+2336*a^4*b*q^2*x+376*a ^4*b*q*r^2-736*a^4*b*q*r*x-10176*a^4*b*q*x^2+8*a^4*b*r^3-4840*a^4*b*r^2*x-21336 *a^4*b*r*x^2-9440*a^4*b*x^3+960*a^4*c^3*g+512*a^4*c^3*p+256*a^4*c^3*r+3840*a^4* c^3*x+1152*a^4*c^2*g^2+3872*a^4*c^2*g*p+800*a^4*c^2*g*q+3072*a^4*c^2*g*r+21408* a^4*c^2*g*x+864*a^4*c^2*p^2+256*a^4*c^2*p*q+1456*a^4*c^2*p*r+4992*a^4*c^2*p*x+ 128*a^4*c^2*q*r+2752*a^4*c^2*q*x+656*a^4*c^2*r^2+1424*a^4*c^2*r*x-6912*a^4*c^2* x^2+336*a^4*c*g^3+3264*a^4*c*g^2*p+688*a^4*c*g^2*q+2928*a^4*c*g^2*r+20464*a^4*c *g^2*x+3024*a^4*c*g*p^2+1920*a^4*c*g*p*q+4520*a^4*c*g*p*r+14912*a^4*c*g*p*x+176 *a^4*c*g*q^2+1536*a^4*c*g*q*r+11424*a^4*c*g*q*x+1536*a^4*c*g*r^2+1816*a^4*c*g*r *x-17904*a^4*c*g*x^2+320*a^4*c*p^3+208*a^4*c*p^2*q+808*a^4*c*p^2*r+1536*a^4*c*p ^2*x+296*a^4*c*p*q*r+1952*a^4*c*p*q*x+656*a^4*c*p*r^2+944*a^4*c*p*r*x-4032*a^4* c*p*x^2+416*a^4*c*q^2*x+120*a^4*c*q*r^2+1064*a^4*c*q*r*x-1152*a^4*c*q*x^2+168*a ^4*c*r^3-96*a^4*c*r^2*x-5376*a^4*c*r*x^2-2816*a^4*c*x^3+656*a^4*g^3*p+120*a^4*g ^3*q+684*a^4*g^3*r+5296*a^4*g^3*x+1280*a^4*g^2*p^2+864*a^4*g^2*p*q+2008*a^4*g^2 *p*r+7488*a^4*g^2*p*x+80*a^4*g^2*q^2+764*a^4*g^2*q*r+5552*a^4*g^2*q*x+704*a^4*g ^2*r^2+2236*a^4*g^2*r*x-3960*a^4*g^2*x^2+608*a^4*g*p^3+680*a^4*g*p^2*q+1236*a^4 *g*p^2*r+2112*a^4*g*p^2*x+176*a^4*g*p*q^2+916*a^4*g*p*q*r+3696*a^4*g*p*q*x+712* a^4*g*p*r^2-1332*a^4*g*p*r*x-9288*a^4*g*p*x^2+8*a^4*g*q^3+152*a^4*g*q^2*r+1376* a^4*g*q^2*x+248*a^4*g*q*r^2+164*a^4*g*q*r*x-5664*a^4*g*q*x^2+88*a^4*g*r^3-2468* a^4*g*r^2*x-13356*a^4*g*r*x^2-6128*a^4*g*x^3+128*a^3*b^4*c+192*a^3*b^4*p+192*a^ 3*b^4*r+4032*a^3*b^4*x+1536*a^3*b^3*c^2+1024*a^3*b^3*c*g+3392*a^3*b^3*c*p+384*a ^3*b^3*c*q+3136*a^3*b^3*c*r+33536*a^3*b^3*c*x+1568*a^3*b^3*g*p+128*a^3*b^3*g*q+ 1728*a^3*b^3*g*r+20544*a^3*b^3*g*x+1216*a^3*b^3*p^2+448*a^3*b^3*p*q+1776*a^3*b^ 3*p*r+14176*a^3*b^3*p*x+432*a^3*b^3*q*r+8416*a^3*b^3*q*x+528*a^3*b^3*r^2+7104*a ^3*b^3*r*x+1152*a^3*b^3*x^2+3840*a^3*b^2*c^3+5568*a^3*b^2*c^2*g+11776*a^3*b^2*c ^2*p+2304*a^3*b^2*c^2*q+10016*a^3*b^2*c^2*r+79680*a^3*b^2*c^2*x+1920*a^3*b^2*c* g^2+13056*a^3*b^2*c*g*p+2176*a^3*b^2*c*g*q+12256*a^3*b^2*c*g*r+106080*a^3*b^2*c *g*x+8000*a^3*b^2*c*p^2+4608*a^3*b^2*c*p*q+10912*a^3*b^2*c*p*r+57376*a^3*b^2*c* p*x+288*a^3*b^2*c*q^2+4112*a^3*b^2*c*q*r+41472*a^3*b^2*c*q*x+2896*a^3*b^2*c*r^2 +15552*a^3*b^2*c*r*x-38304*a^3*b^2*c*x^2+3120*a^3*b^2*g^2*p+384*a^3*b^2*g^2*q+ 3456*a^3*b^2*g^2*r+33424*a^3*b^2*g^2*x+4704*a^3*b^2*g*p^2+2496*a^3*b^2*g*p*q+ 7024*a^3*b^2*g*p*r+42544*a^3*b^2*g*p*x+128*a^3*b^2*g*q^2+2472*a^3*b^2*g*q*r+ 27632*a^3*b^2*g*q*x+2176*a^3*b^2*g*r^2+19464*a^3*b^2*g*r*x-624*a^3*b^2*g*x^2+ 1536*a^3*b^2*p^3+1600*a^3*b^2*p^2*q+2816*a^3*b^2*p^2*r+8048*a^3*b^2*p^2*x+304*a ^3*b^2*p*q^2+2136*a^3*b^2*p*q*r+14496*a^3*b^2*p*q*x+1240*a^3*b^2*p*r^2-4000*a^3 *b^2*p*r*x-34560*a^3*b^2*p*x^2+288*a^3*b^2*q^2*r+5200*a^3*b^2*q^2*x+472*a^3*b^2 *q*r^2+1736*a^3*b^2*q*r*x-21456*a^3*b^2*q*x^2-24*a^3*b^2*r^3-9384*a^3*b^2*r^2*x -55776*a^3*b^2*r*x^2-28320*a^3*b^2*x^3+2560*a^3*b*c^4+6720*a^3*b*c^3*g+10624*a^ 3*b*c^3*p+2560*a^3*b*c^3*q+8352*a^3*b*c^3*r+59776*a^3*b*c^3*x+5280*a^3*b*c^2*g^ 2+22112*a^3*b*c^2*g*p+4832*a^3*b*c^2*g*q+18576*a^3*b*c^2*g*r+139584*a^3*b*c^2*g *x+10688*a^3*b*c^2*p^2+7360*a^3*b*c^2*p*q+13936*a^3*b*c^2*p*r+57056*a^3*b*c^2*p *x+768*a^3*b*c^2*q^2+6096*a^3*b*c^2*q*r+47008*a^3*b*c^2*q*x+3600*a^3*b*c^2*r^2+ 3808*a^3*b*c^2*r*x-76224*a^3*b*c^2*x^2+1280*a^3*b*c*g^3+13184*a^3*b*c*g^2*p+ 2512*a^3*b*c*g^2*q+12200*a^3*b*c*g^2*r+98464*a^3*b*c*g^2*x+15328*a^3*b*c*g*p^2+ 9920*a^3*b*c*g*p*q+21160*a^3*b*c*g*p*r+98400*a^3*b*c*g*p*x+896*a^3*b*c*g*q^2+ 8784*a^3*b*c*g*q*r+73936*a^3*b*c*g*q*x+5976*a^3*b*c*g*r^2+24208*a^3*b*c*g*r*x-\ 70752*a^3*b*c*g*x^2+4016*a^3*b*c*p^3+4912*a^3*b*c*p^2*q+7056*a^3*b*c*p^2*r+ 12960*a^3*b*c*p^2*x+1456*a^3*b*c*p*q^2+6240*a^3*b*c*p*q*r+28000*a^3*b*c*p*q*x+ 3032*a^3*b*c*p*r^2-19392*a^3*b*c*p*r*x-89280*a^3*b*c*p*x^2+64*a^3*b*c*q^3+1272* a^3*b*c*q^2*r+11904*a^3*b*c*q^2*x+1344*a^3*b*c*q*r^2-3152*a^3*b*c*q*r*x-60576*a ^3*b*c*q*x^2-22096*a^3*b*c*r^2*x-108032*a^3*b*c*r*x^2-44672*a^3*b*c*x^3+2216*a^ 3*b*g^3*p+320*a^3*b*g^3*q+2400*a^3*b*g^3*r+21520*a^3*b*g^3*x+4832*a^3*b*g^2*p^2 +2928*a^3*b*g^2*p*q+7252*a^3*b*g^2*p*r+38640*a^3*b*g^2*p*x+224*a^3*b*g^2*q^2+ 2868*a^3*b*g^2*q*r+26360*a^3*b*g^2*q*x+2324*a^3*b*g^2*r^2+16656*a^3*b*g^2*r*x-\ 3696*a^3*b*g^2*x^2+2952*a^3*b*g*p^3+3448*a^3*b*g*p^2*q+5480*a^3*b*g*p^2*r+13192 *a^3*b*g*p^2*x+920*a^3*b*g*p*q^2+4640*a^3*b*g*p*q*r+24528*a^3*b*g*p*q*x+2580*a^ 3*b*g*p*r^2-8380*a^3*b*g*p*r*x-58224*a^3*b*g*p*x^2+32*a^3*b*g*q^3+864*a^3*b*g*q ^2*r+9368*a^3*b*g*q^2*x+1120*a^3*b*g*q*r^2+1968*a^3*b*g*q*r*x-36480*a^3*b*g*q*x ^2+68*a^3*b*g*r^3-16372*a^3*b*g*r^2*x-90924*a^3*b*g*r*x^2-43936*a^3*b*g*x^3+512 *a^3*b*p^4+944*a^3*b*p^3*q+1080*a^3*b*p^3*r+192*a^3*b*p^3*x+496*a^3*b*p^2*q^2+ 1552*a^3*b*p^2*q*r+2632*a^3*b*p^2*q*x+528*a^3*b*p^2*r^2-7712*a^3*b*p^2*r*x-\ 19536*a^3*b*p^2*x^2+64*a^3*b*p*q^3+624*a^3*b*p*q^2*r+3440*a^3*b*p*q^2*x+504*a^3 *b*p*q*r^2-7436*a^3*b*p*q*r*x-30528*a^3*b*p*q*x^2-144*a^3*b*p*r^3-10580*a^3*b*p *r^2*x-34872*a^3*b*p*r*x^2-10976*a^3*b*p*x^3+60*a^3*b*q^3*r+1000*a^3*b*q^3*x+ 104*a^3*b*q^2*r^2-1056*a^3*b*q^2*r*x-10992*a^3*b*q^2*x^2-92*a^3*b*q*r^3-6580*a^ 3*b*q*r^2*x-30108*a^3*b*q*r*x^2-10976*a^3*b*q*x^3-104*a^3*b*r^4-2796*a^3*b*r^3* x-6264*a^3*b*r^2*x^2+3160*a^3*b*r*x^3+1280*a^3*c^4*g+768*a^3*c^4*p+384*a^3*c^4* r+7296*a^3*c^4*x+2400*a^3*c^3*g^2+6528*a^3*c^3*g*p+1280*a^3*c^3*g*q+4784*a^3*c^ 3*g*r+39968*a^3*c^3*g*x+1824*a^3*c^3*p^2+384*a^3*c^3*p*q+2832*a^3*c^3*p*r+14048 *a^3*c^3*p*x+192*a^3*c^3*q*r+6144*a^3*c^3*q*x+1200*a^3*c^3*r^2+5408*a^3*c^3*r*x -12864*a^3*c^3*x^2+1440*a^3*c^2*g^3+8720*a^3*c^2*g^2*p+1840*a^3*c^2*g^2*q+7088* a^3*c^2*g^2*r+54144*a^3*c^2*g^2*x+7680*a^3*c^2*g*p^2+4288*a^3*c^2*g*p*q+10792*a ^3*c^2*g*p*r+44112*a^3*c^2*g*p*x+384*a^3*c^2*g*q^2+3352*a^3*c^2*g*q*r+31360*a^3 *c^2*g*q*x+3480*a^3*c^2*g*r^2+7336*a^3*c^2*g*r*x-55440*a^3*c^2*g*x^2+1296*a^3*c ^2*p^3+624*a^3*c^2*p^2*q+3000*a^3*c^2*p^2*r+8464*a^3*c^2*p^2*x+888*a^3*c^2*p*q* r+8000*a^3*c^2*p*q*x+2256*a^3*c^2*p*r^2+5296*a^3*c^2*p*r*x-16080*a^3*c^2*p*x^2+ 1248*a^3*c^2*q^2*x+360*a^3*c^2*q*r^2+3784*a^3*c^2*q*r*x-6192*a^3*c^2*q*x^2+536* a^3*c^2*r^3-440*a^3*c^2*r^2*x-19808*a^3*c^2*r*x^2-9056*a^3*c^2*x^3+280*a^3*c*g^ 4+3848*a^3*c*g^3*p+760*a^3*c*g^3*q+3476*a^3*c*g^3*r+27432*a^3*c*g^3*x+6568*a^3* c*g^2*p^2+4112*a^3*c*g^2*p*q+9440*a^3*c*g^2*p*r+39712*a^3*c*g^2*p*x+376*a^3*c*g ^2*q^2+3516*a^3*c*g^2*q*r+29520*a^3*c*g^2*q*x+2996*a^3*c*g^2*r^2+9340*a^3*c*g^2 *r*x-33840*a^3*c*g^2*x^2+3192*a^3*c*g*p^3+3128*a^3*c*g*p^2*q+6404*a^3*c*g*p^2*r +13384*a^3*c*g*p^2*x+728*a^3*c*g*p*q^2+4096*a^3*c*g*p*q*r+21456*a^3*c*g*p*q*x+ 3788*a^3*c*g*p*r^2-5248*a^3*c*g*p*r*x-59184*a^3*c*g*p*x^2+32*a^3*c*g*q^3+636*a^ 3*c*g*q^2*r+7360*a^3*c*g*q^2*x+1072*a^3*c*g*q*r^2+2240*a^3*c*g*q*r*x-35376*a^3* c*g*q*x^2+572*a^3*c*g*r^3-11420*a^3*c*g*r^2*x-73344*a^3*c*g*r*x^2-31632*a^3*c*g *x^3+288*a^3*c*p^4+224*a^3*c*p^3*q+840*a^3*c*p^3*r+1632*a^3*c*p^3*x+444*a^3*c*p ^2*q*r+2360*a^3*c*p^2*q*x+824*a^3*c*p^2*r^2+1044*a^3*c*p^2*r*x-4824*a^3*c*p^2*x ^2+752*a^3*c*p*q^2*x+272*a^3*c*p*q*r^2+1416*a^3*c*p*q*r*x-4128*a^3*c*p*q*x^2+ 280*a^3*c*p*r^3-1192*a^3*c*p*r^2*x-10884*a^3*c*p*r*x^2-4528*a^3*c*p*x^3+276*a^3 *c*q^2*r*x-888*a^3*c*q^2*x^2+44*a^3*c*q*r^3-140*a^3*c*q*r^2*x-3360*a^3*c*q*r*x^ 2-1040*a^3*c*q*x^3+8*a^3*c*r^4-644*a^3*c*r^3*x-1784*a^3*c*r^2*x^2+1064*a^3*c*r* x^3+512*a^3*g^4*p+80*a^3*g^4*q+540*a^3*g^4*r+4720*a^3*g^4*x+1488*a^3*g^3*p^2+ 944*a^3*g^3*p*q+2284*a^3*g^3*p*r+10744*a^3*g^3*p*x+80*a^3*g^3*q^2+894*a^3*g^3*q *r+7588*a^3*g^3*q*x+780*a^3*g^3*r^2+4230*a^3*g^3*r*x-2844*a^3*g^3*x^2+1360*a^3* g^2*p^3+1504*a^3*g^2*p^2*q+2724*a^3*g^2*p^2*r+5920*a^3*g^2*p^2*x+384*a^3*g^2*p* q^2+2052*a^3*g^2*p*q*r+10368*a^3*g^2*p*q*x+1552*a^3*g^2*p*r^2-2290*a^3*g^2*p*r* x-23724*a^3*g^2*p*x^2+16*a^3*g^2*q^3+360*a^3*g^2*q^2*r+3776*a^3*g^2*q^2*x+552*a ^3*g^2*q*r^2+1512*a^3*g^2*q*r*x-13872*a^3*g^2*q*x^2+192*a^3*g^2*r^3-5916*a^3*g^ 2*r^2*x-36230*a^3*g^2*r*x^2-17272*a^3*g^2*x^3+400*a^3*g*p^4+584*a^3*g*p^3*q+960 *a^3*g*p^3*r+912*a^3*g*p^3*x+248*a^3*g*p^2*q^2+998*a^3*g*p^2*q*r+2496*a^3*g*p^2 *q*x+676*a^3*g*p^2*r^2-3334*a^3*g*p^2*r*x-12180*a^3*g*p^2*x^2+32*a^3*g*p*q^3+ 312*a^3*g*p*q^2*r+2096*a^3*g*p*q^2*x+388*a^3*g*p*q*r^2-3010*a^3*g*p*q*r*x-17328 *a^3*g*p*q*x^2+68*a^3*g*p*r^3-5886*a^3*g*p*r^2*x-22878*a^3*g*p*r*x^2-7752*a^3*g *p*x^3+30*a^3*g*q^3*r+500*a^3*g*q^3*x+52*a^3*g*q^2*r^2-390*a^3*g*q^2*r*x-5940*a ^3*g*q^2*x^2-24*a^3*g*q*r^3-3360*a^3*g*q*r^2*x-16734*a^3*g*q*r*x^2-6008*a^3*g*q *x^3-48*a^3*g*r^4-1720*a^3*g*r^3*x-4024*a^3*g*r^2*x^2+2112*a^3*g*r*x^3+832*a^2* b^5*x+384*a^2*b^4*c^2+256*a^2*b^4*c*g+704*a^2*b^4*c*p+672*a^2*b^4*c*r+13312*a^2 *b^4*c*x+320*a^2*b^4*g*p+384*a^2*b^4*g*r+7936*a^2*b^4*g*x+256*a^2*b^4*p^2+336*a ^2*b^4*p*r+6656*a^2*b^4*p*x+2752*a^2*b^4*q*x+80*a^2*b^4*r^2+4112*a^2*b^4*r*x+ 4224*a^2*b^4*x^2+2304*a^2*b^3*c^3+3200*a^2*b^3*c^2*g+6080*a^2*b^3*c^2*p+768*a^2 *b^3*c^2*q+5312*a^2*b^3*c^2*r+57024*a^2*b^3*c^2*x+1056*a^2*b^3*c*g^2+6432*a^2*b ^3*c*g*p+640*a^2*b^3*c*g*q+6288*a^2*b^3*c*g*r+72864*a^2*b^3*c*g*x+4000*a^2*b^3* c*p^2+1472*a^2*b^3*c*p*q+5264*a^2*b^3*c*p*r+45696*a^2*b^3*c*p*x+1392*a^2*b^3*c* q*r+27616*a^2*b^3*c*q*x+1120*a^2*b^3*c*r^2+17344*a^2*b^3*c*r*x-18528*a^2*b^3*c* x^2+1408*a^2*b^3*g^2*p+80*a^2*b^3*g^2*q+1704*a^2*b^3*g^2*r+21712*a^2*b^3*g^2*x+ 2336*a^2*b^3*g*p^2+768*a^2*b^3*g*p*q+3416*a^2*b^3*g*p*r+32816*a^2*b^3*g*p*x+840 *a^2*b^3*g*q*r+17680*a^2*b^3*g*q*x+936*a^2*b^3*g*r^2+17840*a^2*b^3*g*r*x+10128* a^2*b^3*g*x^2+736*a^2*b^3*p^3+496*a^2*b^3*p^2*q+1272*a^2*b^3*p^2*r+7504*a^2*b^3 *p^2*x+632*a^2*b^3*p*q*r+11616*a^2*b^3*p*q*x+432*a^2*b^3*p*r^2+672*a^2*b^3*p*r* x-25488*a^2*b^3*p*x^2+2864*a^2*b^3*q^2*x+80*a^2*b^3*q*r^2+3528*a^2*b^3*q*r*x-\ 12384*a^2*b^3*q*x^2-96*a^2*b^3*r^3-5584*a^2*b^3*r^2*x-47544*a^2*b^3*r*x^2-28320 *a^2*b^3*x^3+3840*a^2*b^2*c^4+8704*a^2*b^2*c^3*g+13440*a^2*b^2*c^3*p+2816*a^2*b ^2*c^3*q+11008*a^2*b^2*c^3*r+90624*a^2*b^2*c^3*x+6176*a^2*b^2*c^2*g^2+24736*a^2 *b^2*c^2*g*p+4480*a^2*b^2*c^2*g*q+21696*a^2*b^2*c^2*g*r+190144*a^2*b^2*c^2*g*x+ 12704*a^2*b^2*c^2*p^2+7552*a^2*b^2*c^2*p*q+16032*a^2*b^2*c^2*p*r+93120*a^2*b^2* c^2*p*x+480*a^2*b^2*c^2*q^2+6640*a^2*b^2*c^2*q*r+71040*a^2*b^2*c^2*q*x+3376*a^2 *b^2*c^2*r^2+16496*a^2*b^2*c^2*r*x-103488*a^2*b^2*c^2*x^2+1392*a^2*b^2*c*g^3+ 13248*a^2*b^2*c*g^2*p+1952*a^2*b^2*c*g^2*q+12960*a^2*b^2*c*g^2*r+122976*a^2*b^2 *c*g^2*x+16608*a^2*b^2*c*g*p^2+8896*a^2*b^2*c*g*p*q+22552*a^2*b^2*c*g*p*r+ 144880*a^2*b^2*c*g*p*x+448*a^2*b^2*c*g*q^2+8488*a^2*b^2*c*g*q*r+98608*a^2*b^2*c *g*q*x+5600*a^2*b^2*c*g*r^2+49320*a^2*b^2*c*g*r*x-69600*a^2*b^2*c*g*x^2+4592*a^ 2*b^2*c*p^3+4832*a^2*b^2*c*p^2*q+7616*a^2*b^2*c*p^2*r+25472*a^2*b^2*c*p^2*x+944 *a^2*b^2*c*p*q^2+6136*a^2*b^2*c*p*q*r+49056*a^2*b^2*c*p*q*x+2664*a^2*b^2*c*p*r^ 2-16576*a^2*b^2*c*p*r*x-136704*a^2*b^2*c*p*x^2+888*a^2*b^2*c*q^2*r+17312*a^2*b^ 2*c*q^2*x+1000*a^2*b^2*c*q*r^2+4432*a^2*b^2*c*q*r*x-87744*a^2*b^2*c*q*x^2-312*a ^2*b^2*c*r^3-28096*a^2*b^2*c*r^2*x-178848*a^2*b^2*c*r*x^2-83712*a^2*b^2*c*x^3+ 1984*a^2*b^2*g^3*p+184*a^2*b^2*g^3*q+2364*a^2*b^2*g^3*r+24832*a^2*b^2*g^3*x+ 4848*a^2*b^2*g^2*p^2+2304*a^2*b^2*g^2*p*q+7260*a^2*b^2*g^2*p*r+52776*a^2*b^2*g^ 2*p*x+80*a^2*b^2*g^2*q^2+2520*a^2*b^2*g^2*q*r+31992*a^2*b^2*g^2*q*x+2148*a^2*b^ 2*g^2*r^2+26988*a^2*b^2*g^2*r*x+9360*a^2*b^2*g^2*x^2+3096*a^2*b^2*g*p^3+3064*a^ 2*b^2*g*p^2*q+5520*a^2*b^2*g*p^2*r+21968*a^2*b^2*g*p^2*x+528*a^2*b^2*g*p*q^2+ 4180*a^2*b^2*g*p*q*r+37328*a^2*b^2*g*p*q*x+2264*a^2*b^2*g*p*r^2-2940*a^2*b^2*g* p*r*x-78504*a^2*b^2*g*p*x^2+552*a^2*b^2*g*q^2*r+11840*a^2*b^2*g*q^2*x+848*a^2*b ^2*g*q*r^2+8604*a^2*b^2*g*q*r*x-43608*a^2*b^2*g*q*x^2-132*a^2*b^2*g*r^3-19316*a ^2*b^2*g*r^2*x-137076*a^2*b^2*g*r*x^2-75616*a^2*b^2*g*x^3+592*a^2*b^2*p^4+896*a ^2*b^2*p^3*q+1232*a^2*b^2*p^3*r+1504*a^2*b^2*p^3*x+304*a^2*b^2*p^2*q^2+1428*a^2 *b^2*p^2*q*r+6720*a^2*b^2*p^2*q*x+568*a^2*b^2*p^2*r^2-8736*a^2*b^2*p^2*r*x-\ 33120*a^2*b^2*p^2*x^2+380*a^2*b^2*p*q^2*r+6432*a^2*b^2*p*q^2*x+328*a^2*b^2*p*q* r^2-5824*a^2*b^2*p*q*r*x-49152*a^2*b^2*p*q*x^2-180*a^2*b^2*p*r^3-13800*a^2*b^2* p*r^2*x-63684*a^2*b^2*p*r*x^2-21952*a^2*b^2*p*x^3+1216*a^2*b^2*q^3*x+20*a^2*b^2 *q^2*r^2+248*a^2*b^2*q^2*r*x-16032*a^2*b^2*q^2*x^2-168*a^2*b^2*q*r^3-7880*a^2*b ^2*q*r^2*x-54156*a^2*b^2*q*r*x^2-21952*a^2*b^2*q*x^3-108*a^2*b^2*r^4-3496*a^2*b ^2*r^3*x-13680*a^2*b^2*r^2*x^2+6320*a^2*b^2*r*x^3+1920*a^2*b*c^5+6976*a^2*b*c^4 *g+8832*a^2*b*c^4*p+2240*a^2*b*c^4*q+6784*a^2*b*c^4*r+51968*a^2*b*c^4*x+8480*a^ 2*b*c^3*g^2+26560*a^2*b*c^3*g*p+6112*a^2*b*c^3*g*q+21440*a^2*b*c^3*g*r+168576*a ^2*b*c^3*g*x+11168*a^2*b*c^3*p^2+7872*a^2*b*c^3*p*q+13712*a^2*b*c^3*p*r+64512*a ^2*b*c^3*p*x+832*a^2*b*c^3*q^2+6512*a^2*b*c^3*q*r+54816*a^2*b*c^3*q*x+3024*a^2* b*c^3*r^2+1296*a^2*b*c^3*r*x-108288*a^2*b*c^3*x^2+4208*a^2*b*c^2*g^3+25824*a^2* b*c^2*g^2*p+5296*a^2*b*c^2*g^2*q+22336*a^2*b*c^2*g^2*r+183664*a^2*b*c^2*g^2*x+ 26064*a^2*b*c^2*g*p^2+17088*a^2*b*c^2*g*p*q+33560*a^2*b*c^2*g*p*r+171344*a^2*b* c^2*g*p*x+1536*a^2*b*c^2*g*q^2+14920*a^2*b*c^2*g*q*r+134656*a^2*b*c^2*g*q*x+ 8048*a^2*b*c^2*g*r^2+28400*a^2*b*c^2*g*r*x-190896*a^2*b*c^2*g*x^2+6064*a^2*b*c^ 2*p^3+7344*a^2*b*c^2*p^2*q+9976*a^2*b*c^2*p^2*r+22448*a^2*b*c^2*p^2*x+2256*a^2* b*c^2*p*q^2+8976*a^2*b*c^2*p*q*r+49024*a^2*b*c^2*p*q*x+3736*a^2*b*c^2*p*r^2-\ 33320*a^2*b*c^2*p*r*x-174768*a^2*b*c^2*p*x^2+96*a^2*b*c^2*q^3+1992*a^2*b*c^2*q^ 2*r+20880*a^2*b*c^2*q^2*x+1584*a^2*b*c^2*q*r^2-5248*a^2*b*c^2*q*r*x-120336*a^2* b*c^2*q*x^2-192*a^2*b*c^2*r^3-34976*a^2*b*c^2*r^2*x-188976*a^2*b*c^2*r*x^2-\ 74080*a^2*b*c^2*x^3+736*a^2*b*c*g^4+9616*a^2*b*c*g^3*p+1656*a^2*b*c*g^3*q+9248* a^2*b*c*g^3*r+81368*a^2*b*c*g^3*x+17792*a^2*b*c*g^2*p^2+10784*a^2*b*c*g^2*p*q+ 24464*a^2*b*c*g^2*p*r+137920*a^2*b*c*g^2*p*x+808*a^2*b*c*g^2*q^2+10212*a^2*b*c* g^2*q*r+98704*a^2*b*c*g^2*q*x+6600*a^2*b*c*g^2*r^2+45004*a^2*b*c*g^2*r*x-71376* a^2*b*c*g^2*x^2+9608*a^2*b*c*g*p^3+11168*a^2*b*c*g*p^2*q+16484*a^2*b*c*g*p^2*r+ 44712*a^2*b*c*g*p^2*x+3032*a^2*b*c*g*p*q^2+14380*a^2*b*c*g*p*q*r+88112*a^2*b*c* g*p*q*x+6692*a^2*b*c*g*p*r^2-36448*a^2*b*c*g*p*r*x-247056*a^2*b*c*g*p*x^2+96*a^ 2*b*c*g*q^3+2852*a^2*b*c*g*q^2*r+33896*a^2*b*c*g*q^2*x+2864*a^2*b*c*g*q*r^2+ 4144*a^2*b*c*g*q*r*x-159792*a^2*b*c*g*q*x^2-160*a^2*b*c*g*r^3-54352*a^2*b*c*g*r ^2*x-317920*a^2*b*c*g*r*x^2-142672*a^2*b*c*g*x^3+1528*a^2*b*c*p^4+2672*a^2*b*c* p^3*q+3116*a^2*b*c*p^3*r+1104*a^2*b*c*p^3*x+1416*a^2*b*c*p^2*q^2+4148*a^2*b*c*p ^2*q*r+10320*a^2*b*c*p^2*q*x+1448*a^2*b*c*p^2*r^2-25284*a^2*b*c*p^2*r*x-76800*a ^2*b*c*p^2*x^2+192*a^2*b*c*p*q^3+1752*a^2*b*c*p*q^2*r+12656*a^2*b*c*p*q^2*x+ 1104*a^2*b*c*p*q*r^2-22668*a^2*b*c*p*q*r*x-116256*a^2*b*c*p*q*x^2-420*a^2*b*c*p *r^3-33632*a^2*b*c*p*r^2*x-129732*a^2*b*c*p*r*x^2-39184*a^2*b*c*p*x^3+180*a^2*b *c*q^3*r+3416*a^2*b*c*q^3*x+220*a^2*b*c*q^2*r^2-2584*a^2*b*c*q^2*r*x-41712*a^2* b*c*q^2*x^2-328*a^2*b*c*q*r^3-19924*a^2*b*c*q*r^2*x-107920*a^2*b*c*q*r*x^2-\ 35696*a^2*b*c*q*x^3-280*a^2*b*c*r^4-8444*a^2*b*c*r^3*x-23720*a^2*b*c*r^2*x^2+ 14728*a^2*b*c*r*x^3+1120*a^2*b*g^4*p+128*a^2*b*g^4*q+1296*a^2*b*g^4*r+12592*a^2 *b*g^4*x+3584*a^2*b*g^3*p^2+1968*a^2*b*g^3*p*q+5398*a^2*b*g^3*p*r+34336*a^2*b*g ^3*p*x+112*a^2*b*g^3*q^2+2122*a^2*b*g^3*q*r+22140*a^2*b*g^3*q*x+1678*a^2*b*g^3* r^2+17012*a^2*b*g^3*r*x+3324*a^2*b*g^3*x^2+3368*a^2*b*g^2*p^3+3756*a^2*b*g^2*p^ 2*q+6142*a^2*b*g^2*p^2*r+20156*a^2*b*g^2*p^2*x+912*a^2*b*g^2*p*q^2+5186*a^2*b*g ^2*p*q*r+35576*a^2*b*g^2*p*q*x+2800*a^2*b*g^2*p*r^2-4828*a^2*b*g^2*p*r*x-73056* a^2*b*g^2*p*x^2+20*a^2*b*g^2*q^3+948*a^2*b*g^2*q^2*r+12428*a^2*b*g^2*q^2*x+1202 *a^2*b*g^2*q*r^2+7218*a^2*b*g^2*q*r*x-41772*a^2*b*g^2*q*x^2+42*a^2*b*g^2*r^3-\ 18776*a^2*b*g^2*r^2*x-122832*a^2*b*g^2*r*x^2-63976*a^2*b*g^2*x^3+1232*a^2*b*g*p ^4+2088*a^2*b*g*p^3*q+2614*a^2*b*g*p^3*r+2136*a^2*b*g*p^3*x+1008*a^2*b*g*p^2*q^ 2+3398*a^2*b*g*p^2*q*r+10696*a^2*b*g*p^2*q*x+1326*a^2*b*g*p^2*r^2-17900*a^2*b*g *p^2*r*x-59232*a^2*b*g*p^2*x^2+112*a^2*b*g*p*q^3+1310*a^2*b*g*p*q^2*r+11248*a^2 *b*g*p*q^2*x+1016*a^2*b*g*p*q*r^2-14310*a^2*b*g*p*q*r*x-88056*a^2*b*g*p*q*x^2-\ 284*a^2*b*g*p*r^3-27328*a^2*b*g*p*r^2*x-114336*a^2*b*g*p*r*x^2-39848*a^2*b*g*p* x^3+114*a^2*b*g*q^3*r+2676*a^2*b*g*q^3*x+190*a^2*b*g*q^2*r^2-708*a^2*b*g*q^2*r* x-29952*a^2*b*g*q^2*x^2-252*a^2*b*g*q*r^3-16126*a^2*b*g*q*r^2*x-94984*a^2*b*g*q *r*x^2-38104*a^2*b*g*q*x^3-228*a^2*b*g*r^4-7500*a^2*b*g*r^3*x-26776*a^2*b*g*r^2 *x^2+4216*a^2*b*g*r*x^3+144*a^2*b*p^5+348*a^2*b*p^4*q+334*a^2*b*p^4*r-384*a^2*b *p^4*x+264*a^2*b*p^3*q^2+656*a^2*b*p^3*q*r+8*a^2*b*p^3*q*x+144*a^2*b*p^3*r^2-\ 4510*a^2*b*p^3*r*x-9396*a^2*b*p^3*x^2+60*a^2*b*p^2*q^3+396*a^2*b*p^2*q^2*r+1352 *a^2*b*p^2*q^2*x+198*a^2*b*p^2*q*r^2-7494*a^2*b*p^2*q*r*x-23184*a^2*b*p^2*q*x^2 -162*a^2*b*p^2*r^3-6840*a^2*b*p^2*r^2*x-17030*a^2*b*p^2*r*x^2-2824*a^2*b*p^2*x^ 3+74*a^2*b*p*q^3*r+1144*a^2*b*p*q^3*x+56*a^2*b*p*q^2*r^2-3228*a^2*b*p*q^2*r*x-\ 18180*a^2*b*p*q^2*x^2-182*a^2*b*p*q*r^3-8636*a^2*b*p*q*r^2*x-31326*a^2*b*p*q*r* x^2-5648*a^2*b*p*q*x^3-140*a^2*b*p*r^4-2542*a^2*b*p*r^3*x+2008*a^2*b*p*r^2*x^2+ 14556*a^2*b*p*r*x^3+184*a^2*b*q^4*x-244*a^2*b*q^3*r*x-4392*a^2*b*q^3*x^2-60*a^2 *b*q^2*r^3-2502*a^2*b*q^2*r^2*x-14296*a^2*b*q^2*r*x^2-2824*a^2*b*q^2*x^3-72*a^2 *b*q*r^4-1566*a^2*b*q*r^3*x-508*a^2*b*q*r^2*x^2+14556*a^2*b*q*r*x^3-24*a^2*b*r^ 5+132*a^2*b*r^4*x+7380*a^2*b*r^3*x^2+16904*a^2*b*r^2*x^3+960*a^2*c^5*g+512*a^2* c^5*p+256*a^2*c^5*r+5888*a^2*c^5*x+2528*a^2*c^4*g^2+5632*a^2*c^4*g*p+1120*a^2*c ^4*g*q+4000*a^2*c^4*g*r+38432*a^2*c^4*g*x+1568*a^2*c^4*p^2+256*a^2*c^4*p*q+2320 *a^2*c^4*p*r+14656*a^2*c^4*p*x+128*a^2*c^4*q*r+5440*a^2*c^4*q*x+944*a^2*c^4*r^2 +5904*a^2*c^4*r*x-12576*a^2*c^4*x^2+2352*a^2*c^3*g^3+10880*a^2*c^3*g^2*p+2352*a ^2*c^3*g^2*q+8448*a^2*c^3*g^2*r+70272*a^2*c^3*g^2*x+8688*a^2*c^3*g*p^2+4544*a^2 *c^3*g*p*q+11640*a^2*c^3*g*p*r+58384*a^2*c^3*g*p*x+416*a^2*c^3*g*q^2+3560*a^2*c ^3*g*q*r+38432*a^2*c^3*g*q*x+3512*a^2*c^3*g*r^2+11496*a^2*c^3*g*r*x-74352*a^2*c ^3*g*x^2+1632*a^2*c^3*p^3+624*a^2*c^3*p^2*q+3576*a^2*c^3*p^2*r+12928*a^2*c^3*p^ 2*x+888*a^2*c^3*p*q*r+10144*a^2*c^3*p*q*x+2544*a^2*c^3*p*r^2+7584*a^2*c^3*p*r*x -24432*a^2*c^3*p*x^2+1248*a^2*c^3*q^2*x+360*a^2*c^3*q*r^2+4376*a^2*c^3*q*r*x-\ 12048*a^2*c^3*q*x^2+568*a^2*c^3*r^3-984*a^2*c^3*r^2*x-29168*a^2*c^3*r*x^2-12768 *a^2*c^3*x^3+936*a^2*c^2*g^4+7792*a^2*c^2*g^3*p+1624*a^2*c^2*g^3*q+6560*a^2*c^2 *g^3*r+53720*a^2*c^2*g^3*x+11856*a^2*c^2*g^2*p^2+7136*a^2*c^2*g^2*p*q+16012*a^2 *c^2*g^2*p*r+77144*a^2*c^2*g^2*p*x+648*a^2*c^2*g^2*q^2+6040*a^2*c^2*g^2*q*r+ 56768*a^2*c^2*g^2*q*x+4580*a^2*c^2*g^2*r^2+15980*a^2*c^2*g^2*r*x-82512*a^2*c^2* g^2*x^2+5520*a^2*c^2*g*p^3+4808*a^2*c^2*g*p^2*q+10712*a^2*c^2*g*p^2*r+29240*a^2 *c^2*g*p^2*x+1128*a^2*c^2*g*p*q^2+6144*a^2*c^2*g*p*q*r+40688*a^2*c^2*g*p*q*x+ 6172*a^2*c^2*g*p*r^2-4472*a^2*c^2*g*p*r*x-117384*a^2*c^2*g*p*x^2+48*a^2*c^2*g*q ^3+996*a^2*c^2*g*q^2*r+12840*a^2*c^2*g*q^2*x+1472*a^2*c^2*g*q*r^2+5096*a^2*c^2* g*q*r*x-72528*a^2*c^2*g*q*x^2+940*a^2*c^2*g*r^3-18000*a^2*c^2*g*r^2*x-134120*a^ 2*c^2*g*r*x^2-55472*a^2*c^2*g*x^3+712*a^2*c^2*p^4+448*a^2*c^2*p^3*q+1964*a^2*c^ 2*p^3*r+4880*a^2*c^2*p^3*x+888*a^2*c^2*p^2*q*r+5712*a^2*c^2*p^2*q*x+1816*a^2*c^ 2*p^2*r^2+2432*a^2*c^2*p^2*r*x-15000*a^2*c^2*p^2*x^2+1504*a^2*c^2*p*q^2*x+544*a ^2*c^2*p*q*r^2+2336*a^2*c^2*p*q*r*x-16008*a^2*c^2*p*q*x^2+568*a^2*c^2*p*r^3-\ 4172*a^2*c^2*p*r^2*x-32980*a^2*c^2*p*r*x^2-12768*a^2*c^2*p*x^3+552*a^2*c^2*q^2* r*x-4608*a^2*c^2*q^2*x^2+88*a^2*c^2*q*r^3-1136*a^2*c^2*q*r^2*x-15152*a^2*c^2*q* r*x^2-5040*a^2*c^2*q*x^3+4*a^2*c^2*r^4-2108*a^2*c^2*r^3*x-7640*a^2*c^2*r^2*x^2+ 1728*a^2*c^2*r*x^3+136*a^2*c*g^5+2288*a^2*c*g^4*p+420*a^2*c*g^4*q+2144*a^2*c*g^ 4*r+18392*a^2*c*g^4*x+5728*a^2*c*g^3*p^2+3504*a^2*c*g^3*p*q+8094*a^2*c*g^3*p*r+ 41320*a^2*c*g^3*p*x+292*a^2*c*g^3*q^2+3234*a^2*c*g^3*q*r+29852*a^2*c*g^3*q*x+ 2422*a^2*c*g^3*r^2+13238*a^2*c*g^3*r*x-24456*a^2*c*g^3*x^2+4816*a^2*c*g^2*p^3+ 5016*a^2*c*g^2*p^2*q+9158*a^2*c*g^2*p^2*r+23468*a^2*c*g^2*p^2*x+1280*a^2*c*g^2* p*q^2+6616*a^2*c*g^2*p*q*r+39600*a^2*c*g^2*p*q*x+4928*a^2*c*g^2*p*r^2-8598*a^2* c*g^2*p*r*x-101952*a^2*c*g^2*p*x^2+48*a^2*c*g^2*q^3+1204*a^2*c*g^2*q^2*r+14060* a^2*c*g^2*q^2*x+1582*a^2*c*g^2*q*r^2+5020*a^2*c*g^2*q*r*x-62388*a^2*c*g^2*q*x^2 +578*a^2*c*g^2*r^3-20246*a^2*c*g^2*r^2*x-132844*a^2*c*g^2*r*x^2-59360*a^2*c*g^2 *x^3+1496*a^2*c*g*p^4+1864*a^2*c*g*p^3*q+3662*a^2*c*g*p^3*r+5256*a^2*c*g*p^3*x+ 708*a^2*c*g*p^2*q^2+3142*a^2*c*g*p^2*q*r+11384*a^2*c*g*p^2*q*x+2778*a^2*c*g*p^2 *r^2-9480*a^2*c*g*p^2*r*x-51312*a^2*c*g*p^2*x^2+96*a^2*c*g*p*q^3+876*a^2*c*g*p* q^2*r+8208*a^2*c*g*p*q^2*x+1224*a^2*c*g*p*q*r^2-7674*a^2*c*g*p*q*r*x-70464*a^2* c*g*p*q*x^2+504*a^2*c*g*p*r^3-19866*a^2*c*g*p*r^2*x-95026*a^2*c*g*p*r*x^2-32000 *a^2*c*g*p*x^3+90*a^2*c*g*q^3*r+1708*a^2*c*g*q^3*x+110*a^2*c*g*q^2*r^2-536*a^2* c*g*q^2*r*x-23856*a^2*c*g*q^2*x^2-48*a^2*c*g*q*r^3-10406*a^2*c*g*q*r^2*x-65644* a^2*c*g*q*r*x^2-22360*a^2*c*g*q*x^3-108*a^2*c*g*r^4-5938*a^2*c*g*r^3*x-18856*a^ 2*c*g*r^2*x^2+7480*a^2*c*g*r*x^3+112*a^2*c*p^5+100*a^2*c*p^4*q+362*a^2*c*p^4*r+ 672*a^2*c*p^4*x+232*a^2*c*p^3*q*r+1000*a^2*c*p^3*q*x+384*a^2*c*p^3*r^2+58*a^2*c *p^3*r*x-2964*a^2*c*p^3*x^2+344*a^2*c*p^2*q^2*x+146*a^2*c*p^2*q*r^2-218*a^2*c*p ^2*q*r*x-4992*a^2*c*p^2*q*x^2+106*a^2*c*p^2*r^3-2024*a^2*c*p^2*r^2*x-9198*a^2*c *p^2*r*x^2-3192*a^2*c*p^2*x^3-258*a^2*c*p*q^2*r*x-3036*a^2*c*p*q^2*x^2-10*a^2*c *p*q*r^3-1830*a^2*c*p*q*r^2*x-8748*a^2*c*p*q*r*x^2-2520*a^2*c*p*q*x^3-52*a^2*c* p*r^4-1758*a^2*c*p*r^3*x-4172*a^2*c*p*r^2*x^2+864*a^2*c*p*r*x^3-720*a^2*c*q^3*x ^2-384*a^2*c*q^2*r^2*x-2724*a^2*c*q^2*r*x^2-368*a^2*c*q^2*x^3-24*a^2*c*q*r^4-\ 780*a^2*c*q*r^3*x-1464*a^2*c*q*r^2*x^2+3012*a^2*c*q*r*x^3-24*a^2*c*r^5-384*a^2* c*r^4*x+756*a^2*c*r^3*x^2+4224*a^2*c*r^2*x^3+220*a^2*g^5*p+28*a^2*g^5*q+246*a^2 *g^5*r+2332*a^2*g^5*x+888*a^2*g^4*p^2+520*a^2*g^4*p*q+1354*a^2*g^4*p*r+7756*a^2 *g^4*p*x+36*a^2*g^4*q^2+544*a^2*g^4*q*r+5198*a^2*g^4*q*x+446*a^2*g^4*r^2+3692*a ^2*g^4*r*x-108*a^2*g^4*x^2+1164*a^2*g^3*p^3+1288*a^2*g^3*p^2*q+2276*a^2*g^3*p^2 *r+6376*a^2*g^3*p^2*x+324*a^2*g^3*p*q^2+1804*a^2*g^3*p*q*r+11036*a^2*g^3*p*q*x+ 1254*a^2*g^3*p*r^2-953*a^2*g^3*p*r*x-21942*a^2*g^3*p*x^2+10*a^2*g^3*q^3+336*a^2 *g^3*q^2*r+3888*a^2*g^3*q^2*x+474*a^2*g^3*q*r^2+2544*a^2*g^3*q*r*x-12162*a^2*g^ 3*q*x^2+144*a^2*g^3*r^3-5299*a^2*g^3*r^2*x-36126*a^2*g^3*r*x^2-18088*a^2*g^3*x^ 3+656*a^2*g^2*p^4+972*a^2*g^2*p^3*q+1560*a^2*g^2*p^3*r+1824*a^2*g^2*p^3*x+428*a ^2*g^2*p^2*q^2+1654*a^2*g^2*p^2*q*r+5352*a^2*g^2*p^2*q*x+1094*a^2*g^2*p^2*r^2-\ 5793*a^2*g^2*p^2*r*x-24042*a^2*g^2*p^2*x^2+56*a^2*g^2*p*q^3+560*a^2*g^2*p*q^2*r +4580*a^2*g^2*p*q^2*x+626*a^2*g^2*p*q*r^2-4453*a^2*g^2*p*q*r*x-33906*a^2*g^2*p* q*x^2+118*a^2*g^2*p*r^3-10696*a^2*g^2*p*r^2*x-48082*a^2*g^2*p*r*x^2-17448*a^2*g ^2*p*x^3+57*a^2*g^2*q^3*r+1034*a^2*g^2*q^3*x+90*a^2*g^2*q^2*r^2-176*a^2*g^2*q^2 *r*x-11316*a^2*g^2*q^2*x^2-48*a^2*g^2*q*r^3-6031*a^2*g^2*q*r^2*x-36007*a^2*g^2* q*r*x^2-14560*a^2*g^2*q*x^3-72*a^2*g^2*r^4-3207*a^2*g^2*r^3*x-11556*a^2*g^2*r^2 *x^2+154*a^2*g^2*r*x^3+128*a^2*g*p^5+224*a^2*g*p^4*q+348*a^2*g*p^4*r+144*a^2*g* p^4*x+132*a^2*g*p^3*q^2+444*a^2*g*p^3*q*r+504*a^2*g*p^3*q*x+264*a^2*g*p^3*r^2-\ 2226*a^2*g*p^3*r*x-6180*a^2*g*p^3*x^2+30*a^2*g*p^2*q^3+198*a^2*g*p^2*q^2*r+848* a^2*g*p^2*q^2*x+172*a^2*g*p^2*q*r^2-3856*a^2*g*p^2*q*r*x-14088*a^2*g*p^2*q*x^2-\ 28*a^2*g*p^2*r^3-4432*a^2*g*p^2*r^2*x-13114*a^2*g*p^2*r*x^2-3008*a^2*g*p^2*x^3+ 37*a^2*g*p*q^3*r+572*a^2*g*p*q^3*x+28*a^2*g*p*q^2*r^2-1743*a^2*g*p*q^2*r*x-\ 10608*a^2*g*p*q^2*x^2-96*a^2*g*p*q*r^3-5233*a^2*g*p*q*r^2*x-20037*a^2*g*p*q*r*x ^2-4084*a^2*g*p*q*x^3-96*a^2*g*p*r^4-2150*a^2*g*p*r^3*x-1082*a^2*g*p*r^2*x^2+ 7710*a^2*g*p*r*x^3+92*a^2*g*q^4*x-122*a^2*g*q^3*r*x-2556*a^2*g*q^3*x^2-30*a^2*g *q^2*r^3-1443*a^2*g*q^2*r^2*x-8510*a^2*g*q^2*r*x^2-1596*a^2*g*q^2*x^3-48*a^2*g* q*r^4-1173*a^2*g*q*r^3*x-986*a^2*g*q*r^2*x^2+8784*a^2*g*q*r*x^3-24*a^2*g*r^5-\ 126*a^2*g*r^4*x+4068*a^2*g*r^3*x^2+10564*a^2*g*r^2*x^3+1536*a*b^5*c*x+928*a*b^5 *g*x+992*a*b^5*p*x+704*a*b^5*r*x+1920*a*b^5*x^2+384*a*b^4*c^3+512*a*b^4*c^2*g+ 832*a*b^4*c^2*p+768*a*b^4*c^2*r+12736*a*b^4*c^2*x+160*a*b^4*c*g^2+896*a*b^4*c*g *p+912*a*b^4*c*g*r+17568*a*b^4*c*g*x+480*a*b^4*c*p^2+592*a*b^4*c*p*r+11200*a*b^ 4*c*p*x+4480*a*b^4*c*q*x+4480*a*b^4*c*r*x-1440*a*b^4*c*x^2+176*a*b^4*g^2*p+240* a*b^4*g^2*r+5104*a*b^4*g^2*x+320*a*b^4*g*p^2+456*a*b^4*g*p*r+9024*a*b^4*g*p*x+ 3104*a*b^4*g*q*x+72*a*b^4*g*r^2+5288*a*b^4*g*r*x+7056*a*b^4*g*x^2+80*a*b^4*p^3+ 104*a*b^4*p^2*r+2144*a*b^4*p^2*x+2560*a*b^4*p*q*x-24*a*b^4*p*r^2+1064*a*b^4*p*r *x-5472*a*b^4*p*x^2+1056*a*b^4*q*r*x-1104*a*b^4*q*x^2-48*a*b^4*r^3-1040*a*b^4*r ^2*x-13104*a*b^4*r*x^2-9440*a*b^4*x^3+1536*a*b^3*c^4+3328*a*b^3*c^3*g+4544*a*b^ 3*c^3*p+640*a*b^3*c^3*q+3904*a*b^3*c^3*r+37888*a*b^3*c^3*x+2240*a*b^3*c^2*g^2+ 8160*a*b^3*c^2*g*p+896*a*b^3*c^2*g*q+7424*a*b^3*c^2*g*r+81216*a*b^3*c^2*g*x+ 3968*a*b^3*c^2*p^2+1600*a*b^3*c^2*p*q+4880*a*b^3*c^2*p*r+42016*a*b^3*c^2*p*x+ 1488*a*b^3*c^2*q*r+26720*a*b^3*c^2*q*x+528*a*b^3*c^2*r^2+8592*a*b^3*c^2*r*x-\ 39552*a*b^3*c^2*x^2+480*a*b^3*c*g^3+4112*a*b^3*c*g^2*p+320*a*b^3*c*g^2*q+4248*a *b^3*c*g^2*r+51712*a*b^3*c*g^2*x+5280*a*b^3*c*g*p^2+1792*a*b^3*c*g*p*q+7016*a*b ^3*c*g*p*r+66928*a*b^3*c*g*p*x+1824*a*b^3*c*g*q*r+37824*a*b^3*c*g*q*x+1160*a*b^ 3*c*g*r^2+24328*a*b^3*c*g*r*x-22080*a*b^3*c*g*x^2+1328*a*b^3*c*p^3+960*a*b^3*c* p^2*q+2032*a*b^3*c*p^2*r+13536*a*b^3*c*p^2*x+1184*a*b^3*c*p*q*r+21472*a*b^3*c*p *q*x+344*a*b^3*c*p*r^2-792*a*b^3*c*p*r*x-53760*a*b^3*c*p*x^2+4800*a*b^3*c*q^2*x +4200*a*b^3*c*q*r*x-30432*a*b^3*c*q*x^2-288*a*b^3*c*r^3-9824*a*b^3*c*r^2*x-\ 82144*a*b^3*c*r*x^2-44672*a*b^3*c*x^3+552*a*b^3*g^3*p+16*a*b^3*g^3*q+744*a*b^3* g^3*r+10000*a*b^3*g^3*x+1488*a*b^3*g^2*p^2+400*a*b^3*g^2*p*q+2232*a*b^3*g^2*p*r +24200*a*b^3*g^2*p*x+504*a*b^3*g^2*q*r+11808*a*b^3*g^2*q*x+520*a*b^3*g^2*r^2+ 13144*a*b^3*g^2*r*x+10608*a*b^3*g^2*x^2+984*a*b^3*g*p^3+656*a*b^3*g*p^2*q+1636* a*b^3*g*p^2*r+11816*a*b^3*g*p^2*x+896*a*b^3*g*p*q*r+17232*a*b^3*g*p*q*x+436*a*b ^3*g*p*r^2+2692*a*b^3*g*p*r*x-33456*a*b^3*g*p*x^2+3448*a*b^3*g*q^2*x+88*a*b^3*g *q*r^2+5432*a*b^3*g*q*r*x-14400*a*b^3*g*q*x^2-184*a*b^3*g*r^3-7628*a*b^3*g*r^2* x-69036*a*b^3*g*r*x^2-43936*a*b^3*g*x^3+144*a*b^3*p^4+144*a*b^3*p^3*q+276*a*b^3 *p^3*r+1096*a*b^3*p^3*x+184*a*b^3*p^2*q*r+3440*a*b^3*p^2*q*x+60*a*b^3*p^2*r^2-\ 1880*a*b^3*p^2*r*x-13584*a*b^3*p^2*x^2+2344*a*b^3*p*q^2*x-72*a*b^3*p*q*r^2-100* a*b^3*p*q*r*x-18624*a*b^3*p*q*x^2-120*a*b^3*p*r^3-4188*a*b^3*p*r^2*x-28812*a*b^ 3*p*r*x^2-10976*a*b^3*p*x^3+448*a*b^3*q^2*r*x-5040*a*b^3*q^2*x^2-96*a*b^3*q*r^3 -2268*a*b^3*q*r^2*x-24048*a*b^3*q*r*x^2-10976*a*b^3*q*x^3-48*a*b^3*r^4-1068*a*b ^3*r^3*x-7416*a*b^3*r^2*x^2+3160*a*b^3*r*x^3+1920*a*b^2*c^5+6080*a*b^2*c^4*g+ 7232*a*b^2*c^4*p+1664*a*b^2*c^4*q+5920*a*b^2*c^4*r+45824*a*b^2*c^4*x+6656*a*b^2 *c^3*g^2+19776*a*b^2*c^3*g*p+3840*a*b^2*c^3*g*q+16816*a*b^2*c^3*g*r+142080*a*b^ 2*c^3*g*x+8128*a*b^2*c^3*p^2+5376*a*b^2*c^3*p*q+9664*a*b^2*c^3*p*r+57696*a*b^2* c^3*p*x+352*a*b^2*c^3*q^2+4720*a*b^2*c^3*q*r+49152*a*b^2*c^3*q*x+1328*a*b^2*c^3 *r^2+2080*a*b^2*c^3*r*x-89280*a*b^2*c^3*x^2+3056*a*b^2*c^2*g^3+17456*a*b^2*c^2* g^2*p+2816*a*b^2*c^2*g^2*q+15912*a*b^2*c^2*g^2*r+146800*a*b^2*c^2*g^2*x+18288*a *b^2*c^2*g*p^2+10304*a*b^2*c^2*g*p*q+23216*a*b^2*c^2*g*p*r+151648*a*b^2*c^2*g*p *x+512*a*b^2*c^2*g*q^2+9576*a*b^2*c^2*g*q*r+110864*a*b^2*c^2*g*q*x+4184*a*b^2*c ^2*g*r^2+30312*a*b^2*c^2*g*r*x-147120*a*b^2*c^2*g*x^2+3904*a*b^2*c^2*p^3+4672*a *b^2*c^2*p^2*q+5792*a*b^2*c^2*p^2*r+21552*a*b^2*c^2*p^2*x+976*a*b^2*c^2*p*q^2+ 5704*a*b^2*c^2*p*q*r+48352*a*b^2*c^2*p*q*x+1176*a*b^2*c^2*p*r^2-20896*a*b^2*c^2 *p*r*x-144432*a*b^2*c^2*p*x^2+912*a*b^2*c^2*q^2*r+17840*a*b^2*c^2*q^2*x+520*a*b ^2*c^2*q*r^2+688*a*b^2*c^2*q*r*x-98736*a*b^2*c^2*q*x^2-624*a*b^2*c^2*r^3-27208* a*b^2*c^2*r^2*x-171000*a*b^2*c^2*r*x^2-74080*a*b^2*c^2*x^3+504*a*b^2*c*g^4+5904 *a*b^2*c*g^3*p+720*a*b^2*c*g^3*q+6100*a*b^2*c*g^3*r+61592*a*b^2*c*g^3*x+11680*a *b^2*c*g^2*p^2+5696*a*b^2*c*g^2*p*q+16020*a*b^2*c*g^2*p*r+117136*a*b^2*c*g^2*p* x+200*a*b^2*c*g^2*q^2+5884*a*b^2*c*g^2*q*r+75376*a*b^2*c*g^2*q*x+3552*a*b^2*c*g ^2*r^2+42452*a*b^2*c*g^2*r*x-42288*a*b^2*c*g^2*x^2+6400*a*b^2*c*g*p^3+6640*a*b^ 2*c*g*p^2*q+10328*a*b^2*c*g*p^2*r+44216*a*b^2*c*g*p^2*x+1120*a*b^2*c*g*p*q^2+ 8608*a*b^2*c*g*p*q*r+81344*a*b^2*c*g*p*q*x+3040*a*b^2*c*g*p*r^2-15864*a*b^2*c*g *p*r*x-200112*a*b^2*c*g*p*x^2+1140*a*b^2*c*g*q^2*r+25992*a*b^2*c*g*q^2*x+1104*a *b^2*c*g*q*r^2+11540*a*b^2*c*g*q*r*x-123936*a*b^2*c*g*q*x^2-728*a*b^2*c*g*r^3-\ 40796*a*b^2*c*g*r^2*x-283724*a*b^2*c*g*r*x^2-142672*a*b^2*c*g*x^3+872*a*b^2*c*p ^4+1504*a*b^2*c*p^3*q+1588*a*b^2*c*p^3*r+1976*a*b^2*c*p^3*x+600*a*b^2*c*p^2*q^2 +2212*a*b^2*c*p^2*q*r+12512*a*b^2*c*p^2*q*x+416*a*b^2*c*p^2*r^2-16468*a*b^2*c*p ^2*r*x-64800*a*b^2*c*p^2*x^2+740*a*b^2*c*p*q^2*r+12720*a*b^2*c*p*q^2*x+192*a*b^ 2*c*p*q*r^2-11088*a*b^2*c*p*q*r*x-98448*a*b^2*c*p*q*x^2-504*a*b^2*c*p*r^3-23208 *a*b^2*c*p*r^2*x-115412*a*b^2*c*p*r*x^2-35696*a*b^2*c*p*x^3+2208*a*b^2*c*q^3*x+ 164*a*b^2*c*q^2*r*x-33408*a*b^2*c*q^2*x^2-408*a*b^2*c*q*r^3-14628*a*b^2*c*q*r^2 *x-106296*a*b^2*c*q*r*x^2-39184*a*b^2*c*q*x^3-204*a*b^2*c*r^4-5516*a*b^2*c*r^3* x-25600*a*b^2*c*r^2*x^2+14728*a*b^2*c*r*x^3+608*a*b^2*g^4*p+32*a*b^2*g^4*q+804* a*b^2*g^4*r+8992*a*b^2*g^4*x+2184*a*b^2*g^3*p^2+896*a*b^2*g^3*p*q+3346*a*b^2*g^ 3*p*r+27756*a*b^2*g^3*p*x+16*a*b^2*g^3*q^2+1120*a*b^2*g^3*q*r+15688*a*b^2*g^3*q *x+914*a*b^2*g^3*r^2+14798*a*b^2*g^3*r*x+8652*a*b^2*g^3*x^2+2196*a*b^2*g^2*p^3+ 2040*a*b^2*g^2*p^2*q+3834*a*b^2*g^2*p^2*r+19436*a*b^2*g^2*p^2*x+268*a*b^2*g^2*p *q^2+2894*a*b^2*g^2*p*q*r+31064*a*b^2*g^2*p*q*x+1412*a*b^2*g^2*p*r^2+2076*a*b^2 *g^2*p*r*x-55932*a*b^2*g^2*p*x^2+324*a*b^2*g^2*q^2*r+8636*a*b^2*g^2*q^2*x+502*a *b^2*g^2*q*r^2+8878*a*b^2*g^2*q*r*x-28008*a*b^2*g^2*q*x^2-174*a*b^2*g^2*r^3-\ 13586*a*b^2*g^2*r^2*x-107814*a*b^2*g^2*r*x^2-63976*a*b^2*g^2*x^3+752*a*b^2*g*p^ 4+1184*a*b^2*g*p^3*q+1490*a*b^2*g*p^3*r+2724*a*b^2*g*p^3*x+416*a*b^2*g*p^2*q^2+ 1844*a*b^2*g*p^2*q*r+11608*a*b^2*g*p^2*q*x+558*a*b^2*g*p^2*r^2-11484*a*b^2*g*p^ 2*r*x-50640*a*b^2*g*p^2*x^2+554*a*b^2*g*p*q^2*r+10456*a*b^2*g*p*q^2*x+284*a*b^2 *g*p*q*r^2-6188*a*b^2*g*p*q*r*x-73968*a*b^2*g*p*q*x^2-360*a*b^2*g*p*r^3-19708*a *b^2*g*p*r^2*x-103730*a*b^2*g*p*r*x^2-38104*a*b^2*g*p*x^3+1584*a*b^2*g*q^3*x+34 *a*b^2*g*q^2*r^2+990*a*b^2*g*q^2*r*x-23208*a*b^2*g*q^2*x^2-304*a*b^2*g*q*r^3-\ 11870*a*b^2*g*q*r^2*x-90726*a*b^2*g*q*r*x^2-39848*a*b^2*g*q*x^3-180*a*b^2*g*r^4 -5508*a*b^2*g*r^3*x-28340*a*b^2*g*r^2*x^2+4216*a*b^2*g*r*x^3+84*a*b^2*p^5+168*a *b^2*p^4*q+192*a*b^2*p^4*r-56*a*b^2*p^4*x+84*a*b^2*p^3*q^2+298*a*b^2*p^3*q*r+ 808*a*b^2*p^3*q*x+78*a*b^2*p^3*r^2-2782*a*b^2*p^3*r*x-8256*a*b^2*p^3*x^2+106*a* b^2*p^2*q^2*r+1784*a*b^2*p^2*q^2*x+22*a*b^2*p^2*q*r^2-3786*a*b^2*p^2*q*r*x-\ 19764*a*b^2*p^2*q*x^2-84*a*b^2*p^2*r^3-4336*a*b^2*p^2*r^2*x-16118*a*b^2*p^2*r*x ^2-2824*a*b^2*p^2*x^3+920*a*b^2*p*q^3*x-54*a*b^2*p*q^2*r^2-996*a*b^2*p*q^2*r*x-\ 14760*a*b^2*p*q^2*x^2-156*a*b^2*p*q*r^3-5040*a*b^2*p*q*r^2*x-29502*a*b^2*p*q*r* x^2-5648*a*b^2*p*q*x^3-54*a*b^2*p*r^4-942*a*b^2*p*r^3*x+1480*a*b^2*p*r^2*x^2+ 14556*a*b^2*p*r*x^3+8*a*b^2*q^3*r*x-3252*a*b^2*q^3*x^2-60*a*b^2*q^2*r^3-1410*a* b^2*q^2*r^2*x-13384*a*b^2*q^2*r*x^2-2824*a*b^2*q^2*x^3-48*a*b^2*q*r^4-502*a*b^2 *q*r^3*x-1036*a*b^2*q*r^2*x^2+14556*a*b^2*q*r*x^3+636*a*b^2*r^4*x+7740*a*b^2*r^ 3*x^2+16904*a*b^2*r^2*x^3+768*a*b*c^6+3648*a*b*c^5*g+3648*a*b*c^5*p+1024*a*b*c^ 5*q+2848*a*b*c^5*r+20864*a*b*c^5*x+6112*a*b*c^4*g^2+15232*a*b*c^4*g*p+3744*a*b* c^4*g*q+12240*a*b*c^4*g*r+94336*a*b*c^4*g*x+5120*a*b*c^4*p^2+4096*a*b*c^4*p*q+ 5936*a*b*c^4*p*r+29568*a*b*c^4*p*x+448*a*b*c^4*q^2+3440*a*b*c^4*q*r+28800*a*b*c ^4*q*x+944*a*b*c^4*r^2-2896*a*b*c^4*r*x-61632*a*b*c^4*x^2+4656*a*b*c^3*g^3+ 21472*a*b*c^3*g^2*p+4656*a*b*c^3*g^2*q+18040*a*b*c^3*g^2*r+146880*a*b*c^3*g^2*x +18352*a*b*c^3*g*p^2+12864*a*b*c^3*g*p*q+22424*a*b*c^3*g*p*r+119952*a*b*c^3*g*p *x+1152*a*b*c^3*g*q^2+11232*a*b*c^3*g*q*r+102384*a*b*c^3*g*q*x+4224*a*b*c^3*g*r ^2+7248*a*b*c^3*g*r*x-180096*a*b*c^3*g*x^2+3312*a*b*c^3*p^3+4560*a*b*c^3*p^2*q+ 4928*a*b*c^3*p^2*r+12320*a*b*c^3*p^2*x+1552*a*b*c^3*p*q^2+5376*a*b*c^3*p*q*r+ 32000*a*b*c^3*p*q*x+1240*a*b*c^3*p*r^2-24256*a*b*c^3*p*r*x-121536*a*b*c^3*p*x^2 +64*a*b*c^3*q^3+1384*a*b*c^3*q^2*r+15392*a*b*c^3*q^2*x+640*a*b*c^3*q*r^2-5408*a *b*c^3*q*r*x-88320*a*b*c^3*q*x^2-376*a*b*c^3*r^3-22744*a*b*c^3*r^2*x-125784*a*b *c^3*r*x^2-47424*a*b*c^3*x^3+1656*a*b*c^2*g^4+13008*a*b*c^2*g^3*p+2440*a*b*c^2* g^3*q+11748*a*b*c^2*g^3*r+101696*a*b*c^2*g^3*x+20712*a*b*c^2*g^2*p^2+12960*a*b* c^2*g^2*p*q+26792*a*b*c^2*g^2*p*r+156360*a*b*c^2*g^2*p*x+944*a*b*c^2*g^2*q^2+ 12052*a*b*c^2*g^2*q*r+118968*a*b*c^2*g^2*q*x+5836*a*b*c^2*g^2*r^2+33544*a*b*c^2 *g^2*r*x-146784*a*b*c^2*g^2*x^2+9408*a*b*c^2*g*p^3+11728*a*b*c^2*g*p^2*q+14844* a*b*c^2*g*p^2*r+43760*a*b*c^2*g*p^2*x+3304*a*b*c^2*g*p*q^2+14572*a*b*c^2*g*p*q* r+96752*a*b*c^2*g*p*q*x+4592*a*b*c^2*g*p*r^2-48884*a*b*c^2*g*p*r*x-300216*a*b*c ^2*g*p*x^2+96*a*b*c^2*g*q^3+3112*a*b*c^2*g*q^2*r+39296*a*b*c^2*g*q^2*x+2144*a*b *c^2*g*q*r^2-1280*a*b*c^2*g*q*r*x-204408*a*b*c^2*g*q*x^2-780*a*b*c^2*g*r^3-\ 59028*a*b*c^2*g*r^2*x-347700*a*b*c^2*g*r*x^2-146528*a*b*c^2*g*x^3+1152*a*b*c^2* p^4+2160*a*b*c^2*p^3*q+2148*a*b*c^2*p^3*r+760*a*b*c^2*p^3*x+1344*a*b*c^2*p^2*q^ 2+3092*a*b*c^2*p^2*q*r+9304*a*b*c^2*p^2*q*x+740*a*b*c^2*p^2*r^2-22980*a*b*c^2*p ^2*r*x-76248*a*b*c^2*p^2*x^2+192*a*b*c^2*p*q^3+1632*a*b*c^2*p*q^2*r+13288*a*b*c ^2*p*q^2*x+440*a*b*c^2*p*q*r^2-22040*a*b*c^2*p*q*r*x-119808*a*b*c^2*p*q*x^2-480 *a*b*c^2*p*r^3-28572*a*b*c^2*p*r^2*x-121744*a*b*c^2*p*r*x^2-33872*a*b*c^2*p*x^3 +180*a*b*c^2*q^3*r+3832*a*b*c^2*q^3*x+128*a*b*c^2*q^2*r^2-2504*a*b*c^2*q^2*r*x-\ 44856*a*b*c^2*q^2*x^2-428*a*b*c^2*q*r^3-19240*a*b*c^2*q*r^2*x-112028*a*b*c^2*q* r*x^2-33872*a*b*c^2*q*x^3-224*a*b*c^2*r^4-6440*a*b*c^2*r^3*x-19008*a*b*c^2*r^2* x^2+23584*a*b*c^2*r*x^3+224*a*b*c*g^5+3380*a*b*c*g^4*p+500*a*b*c*g^4*q+3448*a*b *c*g^4*r+32184*a*b*c*g^4*x+8984*a*b*c*g^3*p^2+5024*a*b*c*g^3*p*q+12508*a*b*c*g^ 3*p*r+80732*a*b*c*g^3*p*x+280*a*b*c*g^3*q^2+5188*a*b*c*g^3*q*r+55052*a*b*c*g^3* q*x+3164*a*b*c*g^3*r^2+30070*a*b*c*g^3*r*x-28776*a*b*c*g^3*x^2+7460*a*b*c*g^2*p ^3+8528*a*b*c*g^2*p^2*q+12494*a*b*c*g^2*p^2*r+43968*a*b*c*g^2*p^2*x+2044*a*b*c* g^2*p*q^2+11262*a*b*c*g^2*p*q*r+83656*a*b*c*g^2*p*q*x+4562*a*b*c*g^2*p*r^2-\ 20512*a*b*c*g^2*p*r*x-203196*a*b*c*g^2*p*x^2+40*a*b*c*g^2*q^3+2108*a*b*c*g^2*q^ 2*r+29880*a*b*c*g^2*q^2*x+1980*a*b*c*g^2*q*r^2+10934*a*b*c*g^2*q*r*x-126780*a*b *c*g^2*q*x^2-384*a*b*c*g^2*r^3-43360*a*b*c*g^2*r^2*x-281028*a*b*c*g^2*r*x^2-\ 135392*a*b*c*g^2*x^3+2232*a*b*c*g*p^4+4016*a*b*c*g*p^3*q+4352*a*b*c*g*p^3*r+ 3272*a*b*c*g*p^3*x+2120*a*b*c*g*p^2*q^2+6128*a*b*c*g*p^2*q*r+22436*a*b*c*g*p^2* q*x+1732*a*b*c*g*p^2*r^2-39364*a*b*c*g*p^2*r*x-136224*a*b*c*g*p^2*x^2+224*a*b*c *g*p*q^3+2698*a*b*c*g*p*q^2*r+25724*a*b*c*g*p*q^2*x+1268*a*b*c*g*p*q*r^2-31858* a*b*c*g*p*q*r*x-206376*a*b*c*g*p*q*x^2-836*a*b*c*g*p*r^3-54716*a*b*c*g*p*r^2*x-\ 243236*a*b*c*g*p*r*x^2-77880*a*b*c*g*p*x^3+228*a*b*c*g*q^3*r+6104*a*b*c*g*q^3*x +262*a*b*c*g*q^2*r^2-1660*a*b*c*g*q^2*r*x-72480*a*b*c*g*q^2*x^2-698*a*b*c*g*q*r ^3-34002*a*b*c*g*q*r^2*x-213550*a*b*c*g*q*r*x^2-77880*a*b*c*g*q*x^3-448*a*b*c*g *r^4-14068*a*b*c*g*r^3*x-55008*a*b*c*g*r^2*x^2+19456*a*b*c*g*r*x^3+216*a*b*c*p^ 5+492*a*b*c*p^4*q+490*a*b*c*p^4*r-496*a*b*c*p^4*x+420*a*b*c*p^3*q^2+842*a*b*c*p ^3*q*r+208*a*b*c*p^3*q*x+204*a*b*c*p^3*r^2-7374*a*b*c*p^3*r*x-18564*a*b*c*p^3*x ^2+120*a*b*c*p^2*q^3+598*a*b*c*p^2*q^2*r+2760*a*b*c*p^2*q^2*x+120*a*b*c*p^2*q*r ^2-12620*a*b*c*p^2*q*r*x-45444*a*b*c*p^2*q*x^2-222*a*b*c*p^2*r^3-10772*a*b*c*p^ 2*r^2*x-32602*a*b*c*p^2*r*x^2-4952*a*b*c*p^2*x^3+148*a*b*c*p*q^3*r+2392*a*b*c*p *q^3*x+10*a*b*c*p*q^2*r^2-5570*a*b*c*p*q^2*r*x-36708*a*b*c*p*q^2*x^2-350*a*b*c* p*q*r^3-14002*a*b*c*p*q*r^2*x-59310*a*b*c*p*q*r*x^2-7824*a*b*c*p*q*x^3-176*a*b* c*p*r^4-3062*a*b*c*p*r^3*x+6396*a*b*c*p*r^2*x^2+33084*a*b*c*p*r*x^3+368*a*b*c*q ^4*x-408*a*b*c*q^3*r*x-9252*a*b*c*q^3*x^2-132*a*b*c*q^2*r^3-4750*a*b*c*q^2*r^2* x-30224*a*b*c*q^2*r*x^2-4952*a*b*c*q^2*x^3-120*a*b*c*q*r^4-2054*a*b*c*q*r^3*x+ 984*a*b*c*q*r^2*x^2+33084*a*b*c*q*r*x^3-24*a*b*c*r^5+744*a*b*c*r^4*x+14832*a*b* c*r^3*x^2+32128*a*b*c*r^2*x^3+284*a*b*g^5*p+20*a*b*g^5*q+366*a*b*g^5*r+3784*a*b *g^5*x+1288*a*b*g^4*p^2+624*a*b*g^4*p*q+1988*a*b*g^4*p*r+14422*a*b*g^4*p*x+20*a *b*g^4*q^2+770*a*b*g^4*q*r+8782*a*b*g^4*q*x+592*a*b*g^4*r^2+7736*a*b*g^4*r*x+ 3648*a*b*g^4*x^2+1708*a*b*g^3*p^3+1802*a*b*g^3*p^2*q+3069*a*b*g^3*p^2*r+12948*a *b*g^3*p^2*x+366*a*b*g^3*p*q^2+2592*a*b*g^3*p*q*r+21576*a*b*g^3*p*q*x+1312*a*b* g^3*p*r^2+686*a*b*g^3*p*r*x-36768*a*b*g^3*p*x^2+4*a*b*g^3*q^3+440*a*b*g^3*q^2*r +6828*a*b*g^3*q^2*x+552*a*b*g^3*q*r^2+6050*a*b*g^3*q*r*x-19032*a*b*g^3*q*x^2-23 *a*b*g^3*r^3-9212*a*b*g^3*r^2*x-68310*a*b*g^3*r*x^2-38352*a*b*g^3*x^3+908*a*b*g ^2*p^4+1564*a*b*g^2*p^3*q+1868*a*b*g^2*p^3*r+2408*a*b*g^2*p^3*x+732*a*b*g^2*p^2 *q^2+2531*a*b*g^2*p^2*q*r+11138*a*b*g^2*p^2*q*x+868*a*b*g^2*p^2*r^2-13609*a*b*g ^2*p^2*r*x-52026*a*b*g^2*p^2*x^2+56*a*b*g^2*p*q^3+999*a*b*g^2*p*q^2*r+10994*a*b *g^2*p*q^2*x+660*a*b*g^2*p*q*r^2-8889*a*b*g^2*p*q*r*x-75996*a*b*g^2*p*q*x^2-278 *a*b*g^2*p*r^3-22381*a*b*g^2*p*r^2*x-107087*a*b*g^2*p*r*x^2-39752*a*b*g^2*p*x^3 +66*a*b*g^2*q^3*r+2264*a*b*g^2*q^3*x+125*a*b*g^2*q^2*r^2+632*a*b*g^2*q^2*r*x-\ 24810*a*b*g^2*q^2*x^2-247*a*b*g^2*q*r^3-13369*a*b*g^2*q*r^2*x-90991*a*b*g^2*q*r *x^2-39752*a*b*g^2*q*x^3-186*a*b*g^2*r^4-6598*a*b*g^2*r^3*x-31140*a*b*g^2*r^2*x ^2-2476*a*b*g^2*r*x^3+212*a*b*g*p^5+478*a*b*g*p^4*q+495*a*b*g*p^4*r-340*a*b*g*p ^4*x+362*a*b*g*p^3*q^2+869*a*b*g*p^3*q*r+752*a*b*g*p^3*q*x+226*a*b*g*p^3*r^2-\ 6771*a*b*g*p^3*r*x-17190*a*b*g*p^3*x^2+84*a*b*g*p^2*q^3+533*a*b*g*p^2*q^2*r+ 3028*a*b*g*p^2*q^2*x+188*a*b*g*p^2*q*r^2-10884*a*b*g*p^2*q*r*x-41646*a*b*g*p^2* q*x^2-209*a*b*g*p^2*r^3-10582*a*b*g*p^2*r^2*x-33383*a*b*g*p^2*r*x^2-6516*a*b*g* p^2*x^3+110*a*b*g*p*q^3*r+2180*a*b*g*p*q^3*x+21*a*b*g*p*q^2*r^2-4293*a*b*g*p*q^ 2*r*x-32478*a*b*g*p*q^2*x^2-323*a*b*g*p*q*r^3-13415*a*b*g*p*q*r^2*x-60405*a*b*g *p*q*r*x^2-11992*a*b*g*p*q*x^3-176*a*b*g*p*r^4-3343*a*b*g*p*r^3*x+2602*a*b*g*p* r^2*x^2+27610*a*b*g*p*r*x^3+260*a*b*g*q^4*x+4*a*b*g*q^3*r^2-222*a*b*g*q^3*r*x-\ 7734*a*b*g*q^3*x^2-118*a*b*g*q^2*r^3-4221*a*b*g*q^2*r^2*x-28780*a*b*g*q^2*r*x^2 -6516*a*b*g*q^2*x^3-120*a*b*g*q*r^4-2299*a*b*g*q*r^3*x-2692*a*b*g*q*r^2*x^2+ 27610*a*b*g*q*r*x^3-24*a*b*g*r^5+744*a*b*g*r^4*x+15264*a*b*g*r^3*x^2+34696*a*b* g*r^2*x^3+16*a*b*p^6+48*a*b*p^5*q+40*a*b*p^5*r-96*a*b*p^5*x+48*a*b*p^4*q^2+100* a*b*p^4*q*r-156*a*b*p^4*q*x+12*a*b*p^4*r^2-840*a*b*p^4*r*x-1536*a*b*p^4*x^2+16* a*b*p^3*q^3+80*a*b*p^3*q^2*r+108*a*b*p^3*q^2*x+20*a*b*p^3*q*r^2-1980*a*b*p^3*q* r*x-5232*a*b*p^3*q*x^2-44*a*b*p^3*r^3-1380*a*b*p^3*r^2*x-2464*a*b*p^3*r*x^2+152 *a*b*p^3*x^3+20*a*b*p^2*q^3*r+300*a*b*p^2*q^3*x-4*a*b*p^2*q^2*r^2-1460*a*b*p^2* q^2*r*x-6480*a*b*p^2*q^2*x^2-68*a*b*p^2*q*r^3-2564*a*b*p^2*q*r^2*x-7246*a*b*p^2 *q*r*x^2+456*a*b*p^2*q*x^3-44*a*b*p^2*r^4-568*a*b*p^2*r^3*x+2438*a*b*p^2*r^2*x^ 2+6032*a*b*p^2*r*x^3+132*a*b*p*q^4*x-12*a*b*p*q^3*r^2-340*a*b*p*q^3*r*x-3408*a* b*p*q^3*x^2-48*a*b*p*q^2*r^3-1452*a*b*p*q^2*r^2*x-7100*a*b*p*q^2*r*x^2+456*a*b* p*q^2*x^3-36*a*b*p*q*r^4-372*a*b*p*q*r^3*x+3690*a*b*p*q*r^2*x^2+12064*a*b*p*q*r *x^3-12*a*b*p*r^5+84*a*b*p*r^4*x+3222*a*b*p*r^3*x^2+5932*a*b*p*r^2*x^3-20*a*b*q ^4*r*x-624*a*b*q^4*x^2-12*a*b*q^3*r^3-268*a*b*q^3*r^2*x-2318*a*b*q^3*r*x^2+152* a*b*q^3*x^3-12*a*b*q^2*r^4+20*a*b*q^2*r^3*x+1252*a*b*q^2*r^2*x^2+6032*a*b*q^2*r *x^3+336*a*b*q*r^4*x+3474*a*b*q*r^3*x^2+5932*a*b*q*r^2*x^3+16*a*b*r^5*x-360*a*b *r^4*x^2-2592*a*b*r^3*x^3+384*a*c^6*g+128*a*c^6*p+64*a*c^6*r+1728*a*c^6*x+1344* a*c^5*g^2+2336*a*c^5*g*p+512*a*c^5*g*q+1680*a*c^5*g*r+16640*a*c^5*g*x+480*a*c^5 *p^2+64*a*c^5*p*q+688*a*c^5*p*r+5216*a*c^5*p*x+32*a*c^5*q*r+1696*a*c^5*q*x+272* a*c^5*r^2+2080*a*c^5*r*x-4896*a*c^5*x^2+1728*a*c^4*g^3+6416*a*c^4*g^2*p+1456*a* c^4*g^2*q+4944*a*c^4*g^2*r+42416*a*c^4*g^2*x+4192*a*c^4*g*p^2+2304*a*c^4*g*p*q+ 5384*a*c^4*g*p*r+31008*a*c^4*g*p*x+224*a*c^4*g*q^2+1848*a*c^4*g*q*r+20320*a*c^4 *g*q*x+1448*a*c^4*g*r^2+5480*a*c^4*g*r*x-42624*a*c^4*g*x^2+656*a*c^4*p^3+208*a* c^4*p^2*q+1384*a*c^4*p^2*r+6000*a*c^4*p^2*x+296*a*c^4*p*q*r+4096*a*c^4*p*q*x+ 944*a*c^4*p*r^2+3232*a*c^4*p*r*x-12720*a*c^4*p*x^2+416*a*c^4*q^2*x+120*a*c^4*q* r^2+1656*a*c^4*q*r*x-7008*a*c^4*q*x^2+200*a*c^4*r^3-640*a*c^4*r^2*x-14576*a*c^4 *r*x^2-6080*a*c^4*x^3+1056*a*c^3*g^4+6664*a*c^3*g^3*p+1448*a*c^3*g^3*q+5456*a*c ^3*g^3*r+45656*a*c^3*g^3*x+8792*a*c^3*g^2*p^2+5392*a*c^3*g^2*p*q+11332*a*c^3*g^ 2*p*r+60624*a*c^3*g^2*p*x+488*a*c^3*g^2*q^2+4588*a*c^3*g^2*q*r+45136*a*c^3*g^2* q*x+2828*a*c^3*g^2*r^2+9888*a*c^3*g^2*r*x-76680*a*c^3*g^2*x^2+3448*a*c^3*g*p^3+ 2952*a*c^3*g*p^2*q+6408*a*c^3*g*p^2*r+21392*a*c^3*g*p^2*x+776*a*c^3*g*p*q^2+ 3664*a*c^3*g*p*q*r+27744*a*c^3*g*p*q*x+3452*a*c^3*g*p*r^2-2272*a*c^3*g*p*r*x-\ 85968*a*c^3*g*p*x^2+32*a*c^3*g*q^3+692*a*c^3*g*q^2*r+9104*a*c^3*g*q^2*x+720*a*c ^3*g*q*r^2+2560*a*c^3*g*q*r*x-57216*a*c^3*g*q*x^2+460*a*c^3*g*r^3-12084*a*c^3*g *r^2*x-96460*a*c^3*g*r*x^2-39520*a*c^3*g*x^3+424*a*c^3*p^4+224*a*c^3*p^3*q+1124 *a*c^3*p^3*r+3336*a*c^3*p^3*x+444*a*c^3*p^2*q*r+3352*a*c^3*p^2*q*x+992*a*c^3*p^ 2*r^2+1256*a*c^3*p^2*r*x-11736*a*c^3*p^2*x^2+752*a*c^3*p*q^2*x+272*a*c^3*p*q*r^ 2+920*a*c^3*p*q*r*x-13296*a*c^3*p*q*x^2+288*a*c^3*p*r^3-3160*a*c^3*p*r^2*x-\ 24400*a*c^3*p*r*x^2-9120*a*c^3*p*x^3+276*a*c^3*q^2*r*x-3720*a*c^3*q^2*x^2+44*a* c^3*q*r^3-996*a*c^3*q*r^2*x-11160*a*c^3*q*r*x^2-2432*a*c^3*q*x^3-4*a*c^3*r^4-\ 1456*a*c^3*r^3*x-5088*a*c^3*r^2*x^2+2704*a*c^3*r*x^3+312*a*c^2*g^5+3172*a*c^2*g ^4*p+628*a*c^2*g^4*q+2808*a*c^2*g^4*r+24040*a*c^2*g^4*x+6960*a*c^2*g^3*p^2+4256 *a*c^2*g^3*p*q+9302*a*c^2*g^3*p*r+51080*a*c^2*g^3*p*x+344*a*c^2*g^3*q^2+3894*a* c^2*g^3*q*r+37792*a*c^2*g^3*q*x+2406*a*c^2*g^3*r^2+12810*a*c^2*g^3*r*x-44952*a* c^2*g^3*x^2+5160*a*c^2*g^2*p^3+5336*a*c^2*g^2*p^2*q+9286*a*c^2*g^2*p^2*r+27812* a*c^2*g^2*p^2*x+1408*a*c^2*g^2*p*q^2+6820*a*c^2*g^2*p*q*r+46240*a*c^2*g^2*p*q*x +4522*a*c^2*g^2*p*r^2-10674*a*c^2*g^2*p*r*x-129144*a*c^2*g^2*p*x^2+48*a*c^2*g^2 *q^3+1328*a*c^2*g^2*q^2*r+16628*a*c^2*g^2*q^2*x+1342*a*c^2*g^2*q*r^2+4100*a*c^2 *g^2*q*r*x-83988*a*c^2*g^2*q*x^2+390*a*c^2*g^2*r^3-22598*a*c^2*g^2*r^2*x-154432 *a*c^2*g^2*r*x^2-66384*a*c^2*g^2*x^3+1432*a*c^2*g*p^4+1608*a*c^2*g*p^3*q+3446*a *c^2*g*p^3*r+6740*a*c^2*g*p^3*x+672*a*c^2*g*p^2*q^2+2614*a*c^2*g*p^2*q*r+11916* a*c^2*g*p^2*q*x+2594*a*c^2*g*p^2*r^2-7670*a*c^2*g*p^2*r*x-55812*a*c^2*g*p^2*x^2 +96*a*c^2*g*p*q^3+816*a*c^2*g*p*q^2*r+8524*a*c^2*g*p*q^2*x+892*a*c^2*g*p*q*r^2-\ 7740*a*c^2*g*p*q*r*x-79824*a*c^2*g*p*q*x^2+488*a*c^2*g*p*r^3-18994*a*c^2*g*p*r^ 2*x-103140*a*c^2*g*p*r*x^2-34264*a*c^2*g*p*x^3+90*a*c^2*g*q^3*r+1916*a*c^2*g*q^ 3*x+64*a*c^2*g*q^2*r^2-496*a*c^2*g*q^2*r*x-28332*a*c^2*g*q^2*x^2-98*a*c^2*g*q*r ^3-10928*a*c^2*g*q*r^2*x-76322*a*c^2*g*q*r*x^2-24344*a*c^2*g*q*x^3-92*a*c^2*g*r ^4-5780*a*c^2*g*r^3*x-20588*a*c^2*g*r^2*x^2+12184*a*c^2*g*r*x^3+132*a*c^2*p^5+ 100*a*c^2*p^4*q+410*a*c^2*p^4*r+904*a*c^2*p^4*x+232*a*c^2*p^3*q*r+1128*a*c^2*p^ 3*q*x+414*a*c^2*p^3*r^2-128*a*c^2*p^3*r*x-4644*a*c^2*p^3*x^2+344*a*c^2*p^2*q^2* x+146*a*c^2*p^2*q*r^2-598*a*c^2*p^2*q*r*x-8040*a*c^2*p^2*q*x^2+102*a*c^2*p^2*r^ 3-2844*a*c^2*p^2*r^2*x-13468*a*c^2*p^2*r*x^2-4560*a*c^2*p^2*x^3-258*a*c^2*p*q^2 *r*x-4260*a*c^2*p*q^2*x^2-10*a*c^2*p*q*r^3-2194*a*c^2*p*q*r^2*x-11600*a*c^2*p*q *r*x^2-2432*a*c^2*p*q*x^3-58*a*c^2*p*r^4-2088*a*c^2*p*r^3*x-4892*a*c^2*p*r^2*x^ 2+2704*a*c^2*p*r*x^3-720*a*c^2*q^3*x^2-384*a*c^2*q^2*r^2*x-2152*a*c^2*q^2*r*x^2 +912*a*c^2*q^2*x^3-24*a*c^2*q*r^4-748*a*c^2*q*r^3*x-188*a*c^2*q*r^2*x^2+5584*a* c^2*q*r*x^3-24*a*c^2*r^5-348*a*c^2*r^4*x+1388*a*c^2*r^3*x^2+5072*a*c^2*r^2*x^3+ 36*a*c*g^6+676*a*c*g^5*p+110*a*c*g^5*q+675*a*c*g^5*r+6130*a*c*g^5*x+2312*a*c*g^ 4*p^2+1344*a*c*g^4*p*q+3280*a*c*g^4*p*r+19486*a*c*g^4*p*x+90*a*c*g^4*q^2+1367*a *c*g^4*q*r+13570*a*c*g^4*q*x+924*a*c*g^4*r^2+7484*a*c*g^4*r*x-7224*a*c*g^4*x^2+ 2728*a*c*g^3*p^3+2964*a*c*g^3*p^2*q+4986*a*c*g^3*p^2*r+15692*a*c*g^3*p^2*x+742* a*c*g^3*p*q^2+4003*a*c*g^3*p*q*r+27368*a*c*g^3*p*q*x+2436*a*c*g^3*p*r^2-3771*a* c*g^3*p*r*x-61998*a*c*g^3*p*x^2+20*a*c*g^3*q^3+769*a*c*g^3*q^2*r+9634*a*c*g^3*q ^2*x+874*a*c*g^3*q*r^2+4833*a*c*g^3*q*r*x-37398*a*c*g^3*q*x^2+189*a*c*g^3*r^3-\ 12572*a*c*g^3*r^2*x-86639*a*c*g^3*r*x^2-41000*a*c*g^3*x^3+1380*a*c*g^2*p^4+1976 *a*c*g^2*p^3*q+3176*a*c*g^2*p^3*r+4528*a*c*g^2*p^3*x+910*a*c*g^2*p^2*q^2+3225*a *c*g^2*p^2*q*r+12482*a*c*g^2*p^2*q*x+2154*a*c*g^2*p^2*r^2-12806*a*c*g^2*p^2*r*x -59616*a*c*g^2*p^2*x^2+112*a*c*g^2*p*q^3+1164*a*c*g^2*p*q^2*r+10998*a*c*g^2*p*q ^2*x+1050*a*c*g^2*p*q*r^2-10317*a*c*g^2*p*q*r*x-86448*a*c*g^2*p*q*x^2+220*a*c*g ^2*p*r^3-23190*a*c*g^2*p*r^2*x-113306*a*c*g^2*p*r*x^2-39028*a*c*g^2*p*x^3+114*a *c*g^2*q^3*r+2500*a*c*g^2*q^3*x+131*a*c*g^2*q^2*r^2-289*a*c*g^2*q^2*r*x-29940*a *c*g^2*q^2*x^2-161*a*c*g^2*q*r^3-13520*a*c*g^2*q*r^2*x-89153*a*c*g^2*q*r*x^2-\ 33452*a*c*g^2*q*x^3-138*a*c*g^2*r^4-6750*a*c*g^2*r^3*x-27212*a*c*g^2*r^2*x^2+ 4020*a*c*g^2*r*x^3+276*a*c*g*p^5+390*a*c*g*p^4*q+787*a*c*g*p^4*r+860*a*c*g*p^4* x+210*a*c*g*p^3*q^2+761*a*c*g*p^3*q*r+1672*a*c*g*p^3*q*x+682*a*c*g*p^3*r^2-3479 *a*c*g*p^3*r*x-13974*a*c*g*p^3*x^2+60*a*c*g*p^2*q^3+299*a*c*g*p^2*q^2*r+1908*a* c*g*p^2*q^2*x+280*a*c*g*p^2*q*r^2-6608*a*c*g*p^2*q*r*x-30990*a*c*g*p^2*q*x^2+59 *a*c*g*p^2*r^3-8470*a*c*g*p^2*r^2*x-31499*a*c*g*p^2*r*x^2-7948*a*c*g*p^2*x^3+74 *a*c*g*p*q^3*r+1196*a*c*g*p*q^3*x+5*a*c*g*p*q^2*r^2-3143*a*c*g*p*q^2*r*x-23286* a*c*g*p*q^2*x^2-187*a*c*g*p*q*r^3-9801*a*c*g*p*q*r^2*x-44171*a*c*g*p*q*r*x^2-\ 8224*a*c*g*p*q*x^3-160*a*c*g*p*r^4-4235*a*c*g*p*r^3*x-4002*a*c*g*p*r^2*x^2+ 17414*a*c*g*p*r*x^3+184*a*c*g*q^4*x-204*a*c*g*q^3*r*x-5718*a*c*g*q^3*x^2-66*a*c *g*q^2*r^3-2953*a*c*g*q^2*r^2*x-19054*a*c*g*q^2*r*x^2-2580*a*c*g*q^2*x^3-96*a*c *g*q*r^4-2201*a*c*g*q*r^3*x-1284*a*c*g*q*r^2*x^2+22250*a*c*g*q*r*x^3-48*a*c*g*r ^5-208*a*c*g*r^4*x+8802*a*c*g*r^3*x^2+23112*a*c*g*r^2*x^3+16*a*c*p^6+16*a*c*p^5 *q+56*a*c*p^5*r+96*a*c*p^5*x+40*a*c*p^4*q*r+132*a*c*p^4*q*x+60*a*c*p^4*r^2-104* a*c*p^4*r*x-672*a*c*p^4*x^2+36*a*c*p^3*q^2*x+20*a*c*p^3*q*r^2-322*a*c*p^3*q*r*x -1572*a*c*p^3*q*x^2+4*a*c*p^3*r^3-712*a*c*p^3*r^2*x-2456*a*c*p^3*r*x^2-760*a*c* p^3*x^3-186*a*c*p^2*q^2*r*x-1200*a*c*p^2*q^2*x^2-16*a*c*p^2*q*r^3-816*a*c*p^2*q *r^2*x-3010*a*c*p^2*q*r*x^2-608*a*c*p^2*q*x^3-28*a*c*p^2*r^4-660*a*c*p^2*r^3*x-\ 1174*a*c*p^2*r^2*x^2+676*a*c*p^2*r*x^3-300*a*c*p*q^3*x^2-154*a*c*p*q^2*r^2*x-\ 754*a*c*p*q^2*r*x^2+456*a*c*p*q^2*x^3-12*a*c*p*q*r^4-282*a*c*p*q*r^3*x+364*a*c* p*q*r^2*x^2+2792*a*c*p*q*r*x^3-12*a*c*p*r^5-120*a*c*p*r^4*x+890*a*c*p*r^3*x^2+ 2536*a*c*p*r^2*x^3+148*a*c*q^3*r*x^2+304*a*c*q^3*x^3+20*a*c*q^2*r^3*x+464*a*c*q ^2*r^2*x^2+700*a*c*q^2*r*x^3+48*a*c*q*r^4*x+412*a*c*q*r^3*x^2+4*a*c*q*r^2*x^3+ 28*a*c*r^5*x+96*a*c*r^4*x^2-432*a*c*r^3*x^3+48*a*g^6*p+4*a*g^6*q+60*a*g^6*r+604 *a*g^6*x+268*a*g^5*p^2+140*a*g^5*p*q+416*a*g^5*p*r+2776*a*g^5*p*x+6*a*g^5*q^2+ 169*a*g^5*q*r+1762*a*g^5*q*x+132*a*g^5*r^2+1498*a*g^5*r*x+552*a*g^5*x^2+464*a*g ^4*p^3+504*a*g^4*p^2*q+886*a*g^4*p^2*r+3192*a*g^4*p^2*x+116*a*g^4*p*q^2+736*a*g ^4*p*q*r+5336*a*g^4*p*q*x+460*a*g^4*p*r^2+297*a*g^4*p*r*x-8664*a*g^4*p*x^2+2*a* g^4*q^3+139*a*g^4*q^2*r+1772*a*g^4*q^2*x+184*a*g^4*q*r^2+1608*a*g^4*q*r*x-4416* a*g^4*q*x^2+42*a*g^4*r^3-2107*a*g^4*r^2*x-15858*a*g^4*r*x^2-8464*a*g^4*x^3+364* a*g^3*p^4+572*a*g^3*p^3*q+842*a*g^3*p^3*r+1180*a*g^3*p^3*x+262*a*g^3*p^2*q^2+ 973*a*g^3*p^2*q*r+3896*a*g^3*p^2*q*x+566*a*g^3*p^2*r^2-3587*a*g^3*p^2*r*x-15948 *a*g^3*p^2*x^2+28*a*g^3*p*q^3+361*a*g^3*p*q^2*r+3458*a*g^3*p*q^2*x+348*a*g^3*p* q*r^2-2195*a*g^3*p*q*r*x-22452*a*g^3*p*q*x^2+46*a*g^3*p*r^3-6822*a*g^3*p*r^2*x-\ 33966*a*g^3*p*r*x^2-13036*a*g^3*p*x^3+33*a*g^3*q^3*r+736*a*g^3*q^3*x+54*a*g^3*q ^2*r^2+261*a*g^3*q^2*r*x-7248*a*g^3*q^2*x^2-40*a*g^3*q*r^3-3886*a*g^3*q*r^2*x-\ 26614*a*g^3*q*r*x^2-11892*a*g^3*q*x^3-42*a*g^3*r^4-2145*a*g^3*r^3*x-10331*a*g^3 *r^2*x^2-2670*a*g^3*r*x^3+136*a*g^2*p^5+244*a*g^2*p^4*q+368*a*g^2*p^4*r+172*a*g ^2*p^4*x+160*a*g^2*p^3*q^2+472*a*g^2*p^3*q*r+676*a*g^2*p^3*q*x+280*a*g^2*p^3*r^ 2-2554*a*g^2*p^3*r*x-7716*a*g^2*p^3*x^2+42*a*g^2*p^2*q^3+240*a*g^2*p^2*q^2*r+ 1246*a*g^2*p^2*q^2*x+162*a*g^2*p^2*q*r^2-4495*a*g^2*p^2*q*r*x-18006*a*g^2*p^2*q *x^2-24*a*g^2*p^2*r^3-5038*a*g^2*p^2*r^2*x-16894*a*g^2*p^2*r*x^2-4148*a*g^2*p^2 *x^3+55*a*g^2*p*q^3*r+860*a*g^2*p*q^3*x+24*a*g^2*p*q^2*r^2-2012*a*g^2*p*q^2*r*x -13950*a*g^2*p*q^2*x^2-126*a*g^2*p*q*r^3-6299*a*g^2*p*q*r^2*x-27185*a*g^2*p*q*r *x^2-6132*a*g^2*p*q*x^3-96*a*g^2*p*r^4-2266*a*g^2*p*r^3*x-1446*a*g^2*p*r^2*x^2+ 9926*a*g^2*p*r*x^3+130*a*g^2*q^4*x+2*a*g^2*q^3*r^2-113*a*g^2*q^3*r*x-3420*a*g^2 *q^3*x^2-44*a*g^2*q^2*r^3-1951*a*g^2*q^2*r^2*x-12477*a*g^2*q^2*r*x^2-2832*a*g^2 *q^2*x^3-60*a*g^2*q*r^4-1424*a*g^2*q*r^3*x-1928*a*g^2*q*r^2*x^2+11624*a*g^2*q*r *x^3-24*a*g^2*r^5+10*a*g^2*r^4*x+6043*a*g^2*r^3*x^2+15378*a*g^2*r^2*x^3+16*a*g* p^6+32*a*g*p^5*q+48*a*g*p^5*r+24*a*g*p^4*q^2+70*a*g*p^4*q*r-12*a*g*p^4*q*x+36*a *g*p^4*r^2-472*a*g*p^4*r*x-1104*a*g*p^4*x^2+8*a*g*p^3*q^3+40*a*g*p^3*q^2*r+72*a *g*p^3*q^2*x+20*a*g*p^3*q*r^2-1151*a*g*p^3*q*r*x-3402*a*g*p^3*q*x^2-20*a*g*p^3* r^3-1046*a*g*p^3*r^2*x-2460*a*g*p^3*r*x^2-304*a*g*p^3*x^3+10*a*g*p^2*q^3*r+150* a*g*p^2*q^3*x-2*a*g*p^2*q^2*r^2-823*a*g*p^2*q^2*r*x-3840*a*g*p^2*q^2*x^2-42*a*g *p^2*q*r^3-1690*a*g*p^2*q*r^2*x-5128*a*g*p^2*q*r*x^2-76*a*g*p^2*q*x^3-36*a*g*p^ 2*r^4-614*a*g*p^2*r^3*x+632*a*g*p^2*r^2*x^2+3354*a*g*p^2*r*x^3+66*a*g*p*q^4*x-6 *a*g*p*q^3*r^2-170*a*g*p*q^3*r*x-1854*a*g*p*q^3*x^2-24*a*g*p*q^2*r^3-803*a*g*p* q^2*r^2*x-3927*a*g*p*q^2*r*x^2+456*a*g*p*q^2*x^3-24*a*g*p*q*r^4-327*a*g*p*q*r^3 *x+2027*a*g*p*q*r^2*x^2+7428*a*g*p*q*r*x^3-12*a*g*p*r^5-18*a*g*p*r^4*x+2056*a*g *p*r^3*x^2+4234*a*g*p*r^2*x^3-10*a*g*q^4*r*x-312*a*g*q^4*x^2-6*a*g*q^3*r^3-134* a*g*q^3*r^2*x-1085*a*g*q^3*r*x^2+228*a*g*q^3*x^3-6*a*g*q^2*r^4+20*a*g*q^2*r^3*x +858*a*g*q^2*r^2*x^2+3366*a*g*q^2*r*x^3+192*a*g*q*r^4*x+1943*a*g*q*r^3*x^2+2968 *a*g*q*r^2*x^3+22*a*g*r^5*x-132*a*g*r^4*x^2-1512*a*g*r^3*x^3-64*b^5*c^2*x+736*b ^5*c*g*x-32*b^5*c*p*x-320*b^5*c*r*x-960*b^5*c*x^2+256*b^5*g^2*x+480*b^5*g*p*x+ 192*b^5*g*r*x+480*b^5*g*x^2+128*b^4*c^4+256*b^4*c^3*g+320*b^4*c^3*p+288*b^4*c^3 *r+1920*b^4*c^3*x+160*b^4*c^2*g^2+576*b^4*c^2*g*p+528*b^4*c^2*g*r+7200*b^4*c^2* g*x+224*b^4*c^2*p^2+256*b^4*c^2*p*r+1984*b^4*c^2*p*x+960*b^4*c^2*q*x-80*b^4*c^2 *r^2-1936*b^4*c^2*r*x-5376*b^4*c^2*x^2+32*b^4*c*g^3+272*b^4*c*g^2*p+288*b^4*c*g ^2*r+5392*b^4*c*g^2*x+352*b^4*c*g*p^2+424*b^4*c*g*p*r+6528*b^4*c*g*p*x+2720*b^4 *c*g*q*x-40*b^4*c*g*r^2+632*b^4*c*g*r*x-5328*b^4*c*g*x^2+48*b^4*c*p^3+56*b^4*c* p^2*r+512*b^4*c*p^2*x+512*b^4*c*p*q*x-72*b^4*c*p*r^2-1096*b^4*c*p*r*x-2304*b^4* c*p*x^2-992*b^4*c*q*r*x-2112*b^4*c*q*x^2-48*b^4*c*r^3-1776*b^4*c*r^2*x-5952*b^4 *c*r*x^2-2816*b^4*c*x^3+32*b^4*g^3*p+48*b^4*g^3*r+1072*b^4*g^3*x+96*b^4*g^2*p^2 +144*b^4*g^2*p*r+2816*b^4*g^2*p*x+864*b^4*g^2*q*x+16*b^4*g^2*r^2+1296*b^4*g^2*r *x+1512*b^4*g^2*x^2+64*b^4*g*p^3+80*b^4*g*p^2*r+1328*b^4*g*p^2*x+1536*b^4*g*p*q *x-48*b^4*g*p*r^2-16*b^4*g*p*r*x-3888*b^4*g*p*x^2+32*b^4*g*q*r*x-1608*b^4*g*q*x ^2-48*b^4*g*r^3-1408*b^4*g*r^2*x-9528*b^4*g*r*x^2-6128*b^4*g*x^3+384*b^3*c^5+ 1152*b^3*c^4*g+1216*b^3*c^4*p+192*b^3*c^4*q+1056*b^3*c^4*r+6528*b^3*c^4*x+1184* b^3*c^3*g^2+3296*b^3*c^3*g*p+384*b^3*c^3*g*q+2864*b^3*c^3*g*r+24992*b^3*c^3*g*x +1184*b^3*c^3*p^2+576*b^3*c^3*p*q+1392*b^3*c^3*p*r+7872*b^3*c^3*p*x+528*b^3*c^3 *q*r+6752*b^3*c^3*q*x-64*b^3*c^3*r^2-3504*b^3*c^3*r*x-13440*b^3*c^3*x^2+512*b^3 *c^2*g^3+2768*b^3*c^2*g^2*p+240*b^3*c^2*g^2*q+2576*b^3*c^2*g^2*r+27648*b^3*c^2* g^2*x+2848*b^3*c^2*g*p^2+1024*b^3*c^2*g*p*q+3456*b^3*c^2*g*p*r+27808*b^3*c^2*g* p*x+984*b^3*c^2*g*q*r+18000*b^3*c^2*g*q*x+96*b^3*c^2*g*r^2-672*b^3*c^2*g*r*x-\ 35088*b^3*c^2*g*x^2+464*b^3*c^2*p^3+464*b^3*c^2*p^2*q+648*b^3*c^2*p^2*r+2976*b^ 3*c^2*p^2*x+552*b^3*c^2*p*q*r+6272*b^3*c^2*p*q*x-88*b^3*c^2*p*r^2-3408*b^3*c^2* p*r*x-11376*b^3*c^2*p*x^2+1744*b^3*c^2*q^2*x-80*b^3*c^2*q*r^2-2912*b^3*c^2*q*r* x-10224*b^3*c^2*q*x^2-192*b^3*c^2*r^3-5696*b^3*c^2*r^2*x-20104*b^3*c^2*r*x^2-\ 9056*b^3*c^2*x^3+80*b^3*c*g^4+872*b^3*c*g^3*p+48*b^3*c*g^3*q+944*b^3*c*g^3*r+ 11784*b^3*c*g^3*x+1776*b^3*c*g^2*p^2+496*b^3*c*g^2*p*q+2352*b^3*c*g^2*p*r+23424 *b^3*c*g^2*p*x+552*b^3*c*g^2*q*r+12640*b^3*c*g^2*q*x+232*b^3*c*g^2*r^2+5740*b^3 *c*g^2*r*x-12144*b^3*c*g^2*x^2+952*b^3*c*g*p^3+688*b^3*c*g*p^2*q+1404*b^3*c*g*p ^2*r+8992*b^3*c*g*p^2*x+864*b^3*c*g*p*q*r+14544*b^3*c*g*p*q*x+20*b^3*c*g*p*r^2-\ 3868*b^3*c*g*p*r*x-36288*b^3*c*g*p*x^2+3208*b^3*c*g*q^2*x-24*b^3*c*g*q*r^2-888* b^3*c*g*q*r*x-23568*b^3*c*g*q*x^2-304*b^3*c*g*r^3-10520*b^3*c*g*r^2*x-60732*b^3 *c*g*r*x^2-31632*b^3*c*g*x^3+64*b^3*c*p^4+112*b^3*c*p^3*q+108*b^3*c*p^3*r+336*b ^3*c*p^3*x+136*b^3*c*p^2*q*r+1424*b^3*c*p^2*q*x-4*b^3*c*p^2*r^2-492*b^3*c*p^2*r *x-1992*b^3*c*p^2*x^2+1064*b^3*c*p*q^2*x-120*b^3*c*p*q*r^2-1212*b^3*c*p*q*r*x-\ 4656*b^3*c*p*q*x^2-96*b^3*c*p*r^3-1312*b^3*c*p*r^2*x-3900*b^3*c*p*r*x^2-1040*b^ 3*c*p*x^3-832*b^3*c*q^2*r*x-1752*b^3*c*q^2*x^2-96*b^3*c*q*r^3-2652*b^3*c*q*r^2* x-9072*b^3*c*q*r*x^2-4528*b^3*c*q*x^3-48*b^3*c*r^4-628*b^3*c*r^3*x-928*b^3*c*r^ 2*x^2+1064*b^3*c*r*x^3+80*b^3*g^4*p+120*b^3*g^4*r+1696*b^3*g^4*x+312*b^3*g^3*p^ 2+64*b^3*g^3*p*q+484*b^3*g^3*p*r+5644*b^3*g^3*p*x+96*b^3*g^3*q*r+2536*b^3*g^3*q *x+92*b^3*g^3*r^2+2760*b^3*g^3*r*x+2196*b^3*g^3*x^2+336*b^3*g^2*p^3+192*b^3*g^2 *p^2*q+532*b^3*g^2*p^2*r+4400*b^3*g^2*p^2*x+288*b^3*g^2*p*q*r+6048*b^3*g^2*p*q* x+56*b^3*g^2*p*r^2+294*b^3*g^2*p*r*x-12216*b^3*g^2*p*x^2+976*b^3*g^2*q^2*x+32*b ^3*g^2*q*r^2+1068*b^3*g^2*q*r*x-5724*b^3*g^2*q*x^2-100*b^3*g^2*r^3-3798*b^3*g^2 *r^2*x-27436*b^3*g^2*r*x^2-17272*b^3*g^2*x^3+104*b^3*g*p^4+128*b^3*g*p^3*q+192* b^3*g*p^3*r+716*b^3*g*p^3*x+160*b^3*g*p^2*q*r+2432*b^3*g*p^2*q*x+28*b^3*g*p^2*r ^2-1186*b^3*g*p^2*r*x-7788*b^3*g*p^2*x^2+1704*b^3*g*p*q^2*x-96*b^3*g*p*q*r^2-\ 656*b^3*g*p*q*r*x-11640*b^3*g*p*q*x^2-108*b^3*g*p*r^3-2750*b^3*g*p*r^2*x-16356* b^3*g*p*r*x^2-6008*b^3*g*p*x^3-192*b^3*g*q^2*r*x-3396*b^3*g*q^2*x^2-96*b^3*g*q* r^3-2460*b^3*g*q*r^2*x-16560*b^3*g*q*r*x^2-7752*b^3*g*q*x^3-48*b^3*g*r^4-848*b^ 3*g*r^3*x-4172*b^3*g*r^2*x^2+2112*b^3*g*r*x^3+384*b^2*c^6+1600*b^2*c^5*g+1472*b ^2*c^5*p+384*b^2*c^5*q+1248*b^2*c^5*r+7040*b^2*c^5*x+2400*b^2*c^4*g^2+5728*b^2* c^4*g*p+1184*b^2*c^4*g*q+4832*b^2*c^4*g*r+34592*b^2*c^4*g*x+1696*b^2*c^4*p^2+ 1408*b^2*c^4*p*q+1920*b^2*c^4*p*r+8512*b^2*c^4*p*x+96*b^2*c^4*q^2+1248*b^2*c^4* q*r+11008*b^2*c^4*q*x+16*b^2*c^4*r^2-4128*b^2*c^4*r*x-17184*b^2*c^4*x^2+1680*b^ 2*c^3*g^3+7360*b^2*c^3*g^2*p+1248*b^2*c^3*g^2*q+6424*b^2*c^3*g^2*r+53760*b^2*c^ 3*g^2*x+6336*b^2*c^3*g*p^2+3904*b^2*c^3*g*p*q+7616*b^2*c^3*g*p*r+44096*b^2*c^3* g*p*x+192*b^2*c^3*g*q^2+3560*b^2*c^3*g*q*r+38224*b^2*c^3*g*q*x+696*b^2*c^3*g*r^ 2-3800*b^2*c^3*g*r*x-66960*b^2*c^3*g*x^2+784*b^2*c^3*p^3+1440*b^2*c^3*p^2*q+936 *b^2*c^3*p^2*r+2112*b^2*c^3*p^2*x+336*b^2*c^3*p*q^2+1704*b^2*c^3*p*q*r+11872*b^ 2*c^3*p*q*x-248*b^2*c^3*p*r^2-8992*b^2*c^3*p*r*x-24912*b^2*c^3*p*x^2+312*b^2*c^ 3*q^2*r+5728*b^2*c^3*q^2*x-8*b^2*c^3*q*r^2-3672*b^2*c^3*q*r*x-20208*b^2*c^3*q*x ^2-336*b^2*c^3*r^3-8720*b^2*c^3*r^2*x-31384*b^2*c^3*r*x^2-12768*b^2*c^3*x^3+560 *b^2*c^2*g^4+4088*b^2*c^2*g^3*p+552*b^2*c^2*g^3*q+3856*b^2*c^2*g^3*r+36440*b^2* c^2*g^3*x+6752*b^2*c^2*g^2*p^2+3424*b^2*c^2*g^2*p*q+8608*b^2*c^2*g^2*p*r+59360* b^2*c^2*g^2*p*x+120*b^2*c^2*g^2*q^2+3380*b^2*c^2*g^2*q*r+42200*b^2*c^2*g^2*q*x+ 1176*b^2*c^2*g^2*r^2+7724*b^2*c^2*g^2*r*x-59376*b^2*c^2*g^2*x^2+2960*b^2*c^2*g* p^3+3528*b^2*c^2*g*p^2*q+4324*b^2*c^2*g*p^2*r+16728*b^2*c^2*g*p^2*x+592*b^2*c^2 *g*p*q^2+4356*b^2*c^2*g*p*q*r+38432*b^2*c^2*g*p*q*x+476*b^2*c^2*g*p*r^2-17380*b ^2*c^2*g*p*r*x-96192*b^2*c^2*g*p*x^2+588*b^2*c^2*g*q^2*r+13688*b^2*c^2*g*q^2*x+ 192*b^2*c^2*g*q*r^2-4144*b^2*c^2*g*q*r*x-69336*b^2*c^2*g*q*x^2-704*b^2*c^2*g*r^ 3-24812*b^2*c^2*g*r^2*x-126028*b^2*c^2*g*r*x^2-55472*b^2*c^2*g*x^3+128*b^2*c^2* p^4+544*b^2*c^2*p^3*q+96*b^2*c^2*p^3*r-768*b^2*c^2*p^3*x+296*b^2*c^2*p^2*q^2+ 728*b^2*c^2*p^2*q*r+3136*b^2*c^2*p^2*q*x-224*b^2*c^2*p^2*r^2-5392*b^2*c^2*p^2*r *x-11328*b^2*c^2*p^2*x^2+360*b^2*c^2*p*q^2*r+5136*b^2*c^2*p*q^2*x-136*b^2*c^2*p *q*r^2-4992*b^2*c^2*p*q*r*x-20952*b^2*c^2*p*q*x^2-288*b^2*c^2*p*r^3-5596*b^2*c^ 2*p*r^2*x-18148*b^2*c^2*p*r*x^2-5040*b^2*c^2*p*x^3+992*b^2*c^2*q^3*x-20*b^2*c^2 *q^2*r^2-1300*b^2*c^2*q^2*r*x-7320*b^2*c^2*q^2*x^2-240*b^2*c^2*q*r^3-6668*b^2*c ^2*q*r^2*x-27572*b^2*c^2*q*r*x^2-12768*b^2*c^2*q*x^3-96*b^2*c^2*r^4-1356*b^2*c^ 2*r^3*x-3472*b^2*c^2*r^2*x^2+1728*b^2*c^2*r*x^3+72*b^2*c*g^5+972*b^2*c*g^4*p+88 *b^2*c*g^4*q+1064*b^2*c*g^4*r+11216*b^2*c*g^4*x+2724*b^2*c*g^3*p^2+1152*b^2*c*g ^3*p*q+3784*b^2*c*g^3*p*r+30164*b^2*c*g^3*p*x+24*b^2*c*g^3*q^2+1316*b^2*c*g^3*q *r+18448*b^2*c*g^3*q*x+696*b^2*c*g^3*r^2+9720*b^2*c*g^3*r*x-11424*b^2*c*g^3*x^2 +2372*b^2*c*g^2*p^3+2312*b^2*c*g^2*p^2*q+3752*b^2*c*g^2*p^2*r+18524*b^2*c*g^2*p ^2*x+292*b^2*c*g^2*p*q^2+3090*b^2*c*g^2*p*q*r+32808*b^2*c*g^2*p*q*x+806*b^2*c*g ^2*p*r^2-6014*b^2*c*g^2*p*r*x-73764*b^2*c*g^2*p*x^2+336*b^2*c*g^2*q^2*r+9524*b^ 2*c*g^2*q^2*x+294*b^2*c*g^2*q*r^2+2526*b^2*c*g^2*q*r*x-46656*b^2*c*g^2*q*x^2-\ 422*b^2*c*g^2*r^3-18274*b^2*c*g^2*r^2*x-115052*b^2*c*g^2*r*x^2-59360*b^2*c*g^2* x^3+596*b^2*c*g*p^4+1152*b^2*c*g*p^3*q+1022*b^2*c*g*p^3*r+1324*b^2*c*g*p^3*x+ 424*b^2*c*g*p^2*q^2+1632*b^2*c*g*p^2*q*r+9936*b^2*c*g*p^2*q*x+108*b^2*c*g*p^2*r ^2-11166*b^2*c*g*p^2*r*x-40056*b^2*c*g*p^2*x^2+546*b^2*c*g*p*q^2*r+10232*b^2*c* g*p*q^2*x-116*b^2*c*g*p*q*r^2-9128*b^2*c*g*p*q*r*x-64296*b^2*c*g*p*q*x^2-540*b^ 2*c*g*p*r^3-16476*b^2*c*g*p*r^2*x-72878*b^2*c*g*p*r*x^2-22360*b^2*c*g*p*x^3+ 1536*b^2*c*g*q^3*x+6*b^2*c*g*q^2*r^2-1478*b^2*c*g*q^2*r*x-21864*b^2*c*g*q^2*x^2 -436*b^2*c*g*q*r^3-14026*b^2*c*g*q*r^2*x-78206*b^2*c*g*q*r*x^2-32000*b^2*c*g*q* x^3-222*b^2*c*g*r^4-4722*b^2*c*g*r^3*x-17948*b^2*c*g*r^2*x^2+7480*b^2*c*g*r*x^3 +64*b^2*c*p^4*q-24*b^2*c*p^4*r-288*b^2*c*p^4*x+76*b^2*c*p^3*q^2+102*b^2*c*p^3*q *r-24*b^2*c*p^3*q*x-48*b^2*c*p^3*r^2-1044*b^2*c*p^3*r*x-1728*b^2*c*p^3*x^2+94*b ^2*c*p^2*q^2*r+944*b^2*c*p^2*q^2*x-10*b^2*c*p^2*q*r^2-1402*b^2*c*p^2*q*r*x-4932 *b^2*c*p^2*q*x^2-24*b^2*c*p^2*r^3-660*b^2*c*p^2*r^2*x-2304*b^2*c*p^2*r*x^2-368* b^2*c*p^2*x^3+664*b^2*c*p*q^3*x-66*b^2*c*p*q^2*r^2-540*b^2*c*p*q^2*r*x-4248*b^2 *c*p*q^2*x^2-96*b^2*c*p*q*r^3-1584*b^2*c*p*q*r^2*x-7902*b^2*c*p*q*r*x^2-2520*b^ 2*c*p*q*x^3+540*b^2*c*p*r^3*x+2256*b^2*c*p*r^2*x^2+3012*b^2*c*p*r*x^3-248*b^2*c *q^3*r*x-756*b^2*c*q^3*x^2-60*b^2*c*q^2*r^3-1338*b^2*c*q^2*r^2*x-5940*b^2*c*q^2 *r*x^2-3192*b^2*c*q^2*x^3-48*b^2*c*q*r^4-374*b^2*c*q*r^3*x-1384*b^2*c*q*r^2*x^2 +864*b^2*c*q*r*x^3+456*b^2*c*r^4*x+2844*b^2*c*r^3*x^2+4224*b^2*c*r^2*x^3+72*b^2 *g^5*p+108*b^2*g^5*r+1276*b^2*g^5*x+360*b^2*g^4*p^2+120*b^2*g^4*p*q+572*b^2*g^4 *p*r+5222*b^2*g^4*p*x+180*b^2*g^4*q*r+2764*b^2*g^4*q*x+140*b^2*g^4*r^2+2712*b^2 *g^4*r*x+1836*b^2*g^4*x^2+522*b^2*g^3*p^3+436*b^2*g^3*p^2*q+895*b^2*g^3*p^2*r+ 5400*b^2*g^3*p^2*x+40*b^2*g^3*p*q^2+666*b^2*g^3*p*q*r+8132*b^2*g^3*p*q*x+268*b^ 2*g^3*p*r^2+769*b^2*g^3*p*r*x-13722*b^2*g^3*p*x^2+60*b^2*g^3*q^2*r+1960*b^2*g^3 *q^2*x+110*b^2*g^3*q*r^2+2100*b^2*g^3*q*r*x-6630*b^2*g^3*q*x^2-69*b^2*g^3*r^3-\ 3875*b^2*g^3*r^2*x-29352*b^2*g^3*r*x^2-18088*b^2*g^3*x^3+276*b^2*g^2*p^4+432*b^ 2*g^2*p^3*q+527*b^2*g^2*p^3*r+1346*b^2*g^2*p^3*x+120*b^2*g^2*p^2*q^2+646*b^2*g^ 2*p^2*q*r+5180*b^2*g^2*p^2*q*x+143*b^2*g^2*p^2*r^2-3676*b^2*g^2*p^2*r*x-18036*b ^2*g^2*p^2*x^2+180*b^2*g^2*p*q^2*r+4272*b^2*g^2*p*q^2*x-12*b^2*g^2*p*q*r^2-2182 *b^2*g^2*p*q*r*x-26994*b^2*g^2*p*q*x^2-207*b^2*g^2*p*r^3-7441*b^2*g^2*p*r^2*x-\ 38993*b^2*g^2*p*r*x^2-14560*b^2*g^2*p*x^3+456*b^2*g^2*q^3*x+20*b^2*g^2*q^2*r^2-\ 22*b^2*g^2*q^2*r*x-8346*b^2*g^2*q^2*x^2-166*b^2*g^2*q*r^3-5654*b^2*g^2*q*r^2*x-\ 37460*b^2*g^2*q*r*x^2-17448*b^2*g^2*q*x^3-99*b^2*g^2*r^4-2523*b^2*g^2*r^3*x-\ 12456*b^2*g^2*r^2*x^2+154*b^2*g^2*r*x^3+42*b^2*g*p^5+116*b^2*g*p^4*q+84*b^2*g*p ^4*r-172*b^2*g*p^4*x+80*b^2*g*p^3*q^2+200*b^2*g*p^3*q*r+392*b^2*g*p^3*q*x+15*b^ 2*g*p^3*r^2-1913*b^2*g*p^3*r*x-4992*b^2*g*p^3*x^2+100*b^2*g*p^2*q^2*r+1364*b^2* g*p^2*q^2*x+6*b^2*g*p^2*q*r^2-2594*b^2*g*p^2*q*r*x-12348*b^2*g*p^2*q*x^2-54*b^2 *g*p^2*r^3-2498*b^2*g*p^2*r^2*x-9211*b^2*g*p^2*r*x^2-1596*b^2*g*p^2*x^3+792*b^2 *g*p*q^3*x-60*b^2*g*p*q^2*r^2-768*b^2*g*p*q^2*r*x-9504*b^2*g*p*q^2*x^2-126*b^2* g*p*q*r^3-3312*b^2*g*p*q*r^2*x-18702*b^2*g*p*q*r*x^2-4084*b^2*g*p*q*x^3-27*b^2* g*p*r^4-201*b^2*g*p*r^3*x+1868*b^2*g*p*r^2*x^2+8784*b^2*g*p*r*x^3-120*b^2*g*q^3 *r*x-2004*b^2*g*q^3*x^2-60*b^2*g*q^2*r^3-1374*b^2*g*q^2*r^2*x-9662*b^2*g*q^2*r* x^2-3008*b^2*g*q^2*x^3-48*b^2*g*q*r^4-438*b^2*g*q*r^3*x-1210*b^2*g*q*r^2*x^2+ 7710*b^2*g*q*r*x^3+546*b^2*g*r^4*x+5292*b^2*g*r^3*x^2+10564*b^2*g*r^2*x^3+128*b *c^7+768*b*c^6*g+576*b*c^6*p+192*b*c^6*q+480*b*c^6*r+2496*b*c^6*x+1664*b*c^5*g^ 2+3360*b*c^5*g*p+896*b*c^5*g*q+2768*b*c^5*g*r+18176*b*c^5*g*x+736*b*c^5*p^2+832 *b*c^5*p*q+784*b*c^5*p*r+2656*b*c^5*p*x+96*b*c^5*q^2+720*b*c^5*q*r+5216*b*c^5*q *x-2240*b*c^5*r*x-8160*b*c^5*x^2+1728*b*c^4*g^3+6496*b*c^4*g^2*p+1472*b*c^4*g^2 *q+5432*b*c^4*g^2*r+40688*b*c^4*g^2*x+4448*b*c^4*g*p^2+3584*b*c^4*g*p*q+5208*b* c^4*g*p*r+24928*b*c^4*g*p*x+320*b*c^4*g*q^2+3160*b*c^4*g*q*r+26976*b*c^4*g*q*x+ 584*b*c^4*g*r^2-4776*b*c^4*g*r*x-47616*b*c^4*g*x^2+368*b*c^4*p^3+976*b*c^4*p^2* q+344*b*c^4*p^2*r-352*b*c^4*p^2*x+400*b*c^4*p*q^2+1104*b*c^4*p*q*r+5536*b*c^4*p *q*x-232*b*c^4*p*r^2-6584*b*c^4*p*r*x-15456*b*c^4*p*x^2+16*b*c^4*q^3+360*b*c^4* q^2*r+4080*b*c^4*q^2*x+24*b*c^4*q*r^2-2576*b*c^4*q*r*x-13392*b*c^4*q*x^2-192*b* c^4*r^3-4688*b*c^4*r^2*x-16480*b*c^4*r*x^2-6080*b*c^4*x^3+936*b*c^3*g^4+5648*b* c^3*g^3*p+1104*b*c^3*g^3*q+4932*b*c^3*g^3*r+40568*b*c^3*g^3*x+7680*b*c^3*g^2*p^ 2+5104*b*c^3*g^2*p*q+9488*b*c^3*g^2*p*r+53344*b*c^3*g^2*p*x+360*b*c^3*g^2*q^2+ 4708*b*c^3*g^2*q*r+45552*b*c^3*g^2*q*x+1484*b*c^3*g^2*r^2+2048*b*c^3*g^2*r*x-\ 72984*b*c^3*g^2*x^2+2584*b*c^3*g*p^3+4008*b*c^3*g*p^2*q+3608*b*c^3*g*p^2*r+8816 *b*c^3*g*p^2*x+1192*b*c^3*g*p*q^2+4832*b*c^3*g*p*q*r+30624*b*c^3*g*p*q*x+364*b* c^3*g*p*r^2-22304*b*c^3*g*p*r*x-89376*b*c^3*g*p*x^2+32*b*c^3*g*q^3+1124*b*c^3*g *q^2*r+14768*b*c^3*g*q^2*x+400*b*c^3*g*q*r^2-5624*b*c^3*g*q*r*x-65136*b*c^3*g*q *x^2-588*b*c^3*g*r^3-21644*b*c^3*g*r^2*x-100412*b*c^3*g*r*x^2-39520*b*c^3*g*x^3 +64*b*c^3*p^4+432*b*c^3*p^3*q-12*b*c^3*p^3*r-1104*b*c^3*p^3*x+424*b*c^3*p^2*q^2 +496*b*c^3*p^2*q*r+560*b*c^3*p^2*q*x-220*b*c^3*p^2*r^2-4708*b*c^3*p^2*r*x-8568* b*c^3*p^2*x^2+64*b*c^3*p*q^3+504*b*c^3*p*q^2*r+4072*b*c^3*p*q^2*x-160*b*c^3*p*q *r^2-6448*b*c^3*p*q*r*x-20400*b*c^3*p*q*x^2-192*b*c^3*p*r^3-3924*b*c^3*p*r^2*x-\ 11688*b*c^3*p*r*x^2-2432*b*c^3*p*x^3+60*b*c^3*q^3*r+1416*b*c^3*q^3*x+12*b*c^3*q ^2*r^2-976*b*c^3*q^2*r*x-7848*b*c^3*q^2*x^2-192*b*c^3*q*r^3-5272*b*c^3*q*r^2*x-\ 22184*b*c^3*q*r*x^2-9120*b*c^3*q*x^3-48*b*c^3*r^4-576*b*c^3*r^3*x-936*b*c^3*r^2 *x^2+2704*b*c^3*r*x^3+256*b*c^2*g^5+2388*b*c^2*g^4*p+388*b*c^2*g^4*q+2260*b*c^2 *g^4*r+20200*b*c^2*g^4*x+5424*b*c^2*g^3*p^2+3120*b*c^2*g^3*p*q+7122*b*c^2*g^3*p *r+45184*b*c^2*g^3*p*x+168*b*c^2*g^3*q^2+3130*b*c^2*g^3*q*r+33224*b*c^2*g^3*q*x +1370*b*c^2*g^3*r^2+9598*b*c^2*g^3*r*x-38088*b*c^2*g^3*x^2+3828*b*c^2*g^2*p^3+ 4772*b*c^2*g^2*p^2*q+5888*b*c^2*g^2*p^2*r+20348*b*c^2*g^2*p^2*x+1132*b*c^2*g^2* p*q^2+6076*b*c^2*g^2*p*q*r+45664*b*c^2*g^2*p*q*x+1370*b*c^2*g^2*p*r^2-19434*b*c ^2*g^2*p*r*x-119844*b*c^2*g^2*p*x^2+20*b*c^2*g^2*q^3+1160*b*c^2*g^2*q^2*r+17540 *b*c^2*g^2*q^2*x+706*b*c^2*g^2*q*r^2-612*b*c^2*g^2*q*r*x-81456*b*c^2*g^2*q*x^2-\ 574*b*c^2*g^2*r^3-27310*b*c^2*g^2*r^2*x-151004*b*c^2*g^2*r*x^2-66384*b*c^2*g^2* x^3+736*b*c^2*g*p^4+1800*b*c^2*g*p^3*q+1182*b*c^2*g*p^3*r-724*b*c^2*g*p^3*x+ 1112*b*c^2*g*p^2*q^2+2522*b*c^2*g*p^2*q*r+8548*b*c^2*g*p^2*q*x+54*b*c^2*g*p^2*r ^2-18830*b*c^2*g*p^2*r*x-53148*b*c^2*g*p^2*x^2+112*b*c^2*g*p*q^3+1388*b*c^2*g*p *q^2*r+13620*b*c^2*g*p*q^2*x+76*b*c^2*g*p*q*r^2-17656*b*c^2*g*p*q*r*x-87264*b*c ^2*g*p*q*x^2-624*b*c^2*g*p*r^3-22074*b*c^2*g*p*r^2*x-86152*b*c^2*g*p*r*x^2-\ 24344*b*c^2*g*p*x^3+114*b*c^2*g*q^3*r+3428*b*c^2*g*q^3*x+72*b*c^2*g*q^2*r^2-\ 2348*b*c^2*g*q^2*r*x-31092*b*c^2*g*q^2*x^2-518*b*c^2*g*q*r^3-18296*b*c^2*g*q*r^ 2*x-92598*b*c^2*g*q*r*x^2-34264*b*c^2*g*q*x^3-232*b*c^2*g*r^4-5220*b*c^2*g*r^3* x-15712*b*c^2*g*r^2*x^2+12184*b*c^2*g*r*x^3+64*b*c^2*p^4*q-24*b*c^2*p^4*r-288*b *c^2*p^4*x+156*b*c^2*p^3*q^2+42*b*c^2*p^3*q*r-744*b*c^2*p^3*q*x-48*b*c^2*p^3*r^ 2-924*b*c^2*p^3*r*x-1248*b*c^2*p^3*x^2+60*b*c^2*p^2*q^3+202*b*c^2*p^2*q^2*r+728 *b*c^2*p^2*q^2*x-118*b*c^2*p^2*q*r^2-3526*b*c^2*p^2*q*r*x-8028*b*c^2*p^2*q*x^2-\ 24*b*c^2*p^2*r^3-372*b*c^2*p^2*r^2*x-188*b*c^2*p^2*r*x^2+912*b*c^2*p^2*x^3+74*b *c^2*p*q^3*r+1248*b*c^2*p*q^3*x-46*b*c^2*p*q^2*r^2-1786*b*c^2*p*q^2*r*x-8808*b* c^2*p*q^2*x^2-144*b*c^2*p*q*r^3-2950*b*c^2*p*q*r^2*x-11248*b*c^2*p*q*r*x^2-2432 *b*c^2*p*q*x^3+716*b*c^2*p*r^3*x+4328*b*c^2*p*r^2*x^2+5584*b*c^2*p*r*x^3+184*b* c^2*q^4*x-164*b*c^2*q^3*r*x-1884*b*c^2*q^3*x^2-72*b*c^2*q^2*r^3-1920*b*c^2*q^2* r^2*x-9824*b*c^2*q^2*r*x^2-4560*b*c^2*q^2*x^3-48*b*c^2*q*r^4-392*b*c^2*q*r^3*x-\ 1132*b*c^2*q*r^2*x^2+2704*b*c^2*q*r*x^3+468*b*c^2*r^4*x+3220*b*c^2*r^3*x^2+5072 *b*c^2*r^2*x^3+28*b*c*g^6+458*b*c*g^5*p+52*b*c*g^5*q+502*b*c*g^5*r+4906*b*c*g^5 *x+1658*b*c*g^4*p^2+824*b*c*g^4*p*q+2365*b*c*g^4*p*r+16810*b*c*g^4*p*x+28*b*c*g ^4*q^2+954*b*c*g^4*q*r+10918*b*c*g^4*q*x+549*b*c*g^4*r^2+6374*b*c*g^4*r*x-4608* b*c*g^4*x^2+1958*b*c*g^3*p^3+2130*b*c*g^3*p^2*q+3237*b*c*g^3*p^2*r+13798*b*c*g^ 3*p^2*x+414*b*c*g^3*p*q^2+2932*b*c*g^3*p*q*r+25100*b*c*g^3*p*q*x+1017*b*c*g^3*p *r^2-3738*b*c*g^3*p*r*x-52974*b*c*g^3*p*x^2+4*b*c*g^3*q^3+488*b*c*g^3*q^2*r+ 8204*b*c*g^3*q^2*x+452*b*c*g^3*q*r^2+3646*b*c*g^3*q*r*x-32430*b*c*g^3*q*x^2-192 *b*c*g^3*r^3-12436*b*c*g^3*r^2*x-80671*b*c*g^3*r*x^2-41000*b*c*g^3*x^3+846*b*c* g^2*p^4+1636*b*c*g^2*p^3*q+1553*b*c*g^2*p^3*r+1552*b*c*g^2*p^3*x+796*b*c*g^2*p^ 2*q^2+2451*b*c*g^2*p^2*q*r+11490*b*c*g^2*p^2*q*x+416*b*c*g^2*p^2*r^2-15721*b*c* g^2*p^2*r*x-54780*b*c*g^2*p^2*x^2+56*b*c*g^2*p*q^3+1067*b*c*g^2*p*q^2*r+12674*b *c*g^2*p*q^2*x+272*b*c*g^2*p*q*r^2-12147*b*c*g^2*p*q*r*x-83808*b*c*g^2*p*q*x^2-\ 529*b*c*g^2*p*r^3-22953*b*c*g^2*p*r^2*x-102076*b*c*g^2*p*r*x^2-33452*b*c*g^2*p* x^3+66*b*c*g^2*q^3*r+2536*b*c*g^2*q^3*x+93*b*c*g^2*q^2*r^2-774*b*c*g^2*q^2*r*x-\ 28368*b*c*g^2*q^2*x^2-411*b*c*g^2*q*r^3-16429*b*c*g^2*q*r^2*x-97009*b*c*g^2*q*r *x^2-39028*b*c*g^2*q*x^3-238*b*c*g^2*r^4-6594*b*c*g^2*r^3*x-27160*b*c*g^2*r^2*x ^2+4020*b*c*g^2*r*x^3+108*b*c*g*p^5+342*b*c*g*p^4*q+209*b*c*g*p^4*r-680*b*c*g*p ^4*x+354*b*c*g*p^3*q^2+553*b*c*g*p^3*q*r-184*b*c*g*p^3*q*x+30*b*c*g*p^3*r^2-\ 5213*b*c*g*p^3*r*x-11718*b*c*g*p^3*x^2+84*b*c*g*p^2*q^3+485*b*c*g*p^2*q^2*r+ 2748*b*c*g*p^2*q^2*x-9244*b*c*g*p^2*q*r*x-31326*b*c*g*p^2*q*x^2-147*b*c*g*p^2*r ^3-6266*b*c*g*p^2*r^2*x-18989*b*c*g*p^2*r*x^2-2580*b*c*g*p^2*x^3+110*b*c*g*p*q^ 3*r+2428*b*c*g*p*q^3*x-75*b*c*g*p*q^2*r^2-3963*b*c*g*p*q^2*r*x-26118*b*c*g*p*q^ 2*x^2-343*b*c*g*p*q*r^3-10123*b*c*g*p*q*r^2*x-43645*b*c*g*p*q*r*x^2-8224*b*c*g* p*q*x^3-88*b*c*g*p*r^4-633*b*c*g*p*r^3*x+7548*b*c*g*p*r^2*x^2+22250*b*c*g*p*r*x ^3+260*b*c*g*q^4*x+4*b*c*g*q^3*r^2-458*b*c*g*q^3*r*x-5958*b*c*g*q^3*x^2-154*b*c *g*q^2*r^3-4569*b*c*g*q^2*r^2*x-25450*b*c*g*q^2*r*x^2-7948*b*c*g*q^2*x^3-132*b* c*g*q*r^4-1759*b*c*g*q*r^3*x-2460*b*c*g*q*r^2*x^2+17414*b*c*g*q*r*x^3-12*b*c*g* r^5+1072*b*c*g*r^4*x+12030*b*c*g*r^3*x^2+23112*b*c*g*r^2*x^3+16*b*c*p^4*q^2-12* b*c*p^4*q*r-144*b*c*p^4*q*x+24*b*c*p^4*r*x+96*b*c*p^4*x^2+16*b*c*p^3*q^3+24*b*c *p^3*q^2*r-96*b*c*p^3*q^2*x-24*b*c*p^3*q*r^2-498*b*c*p^3*q*r*x-684*b*c*p^3*q*x^ 2+68*b*c*p^3*r^2*x+512*b*c*p^3*r*x^2+304*b*c*p^3*x^3+20*b*c*p^2*q^3*r+180*b*c*p ^2*q^3*x-4*b*c*p^2*q^2*r^2-574*b*c*p^2*q^2*r*x-1872*b*c*p^2*q^2*x^2-12*b*c*p^2* q*r^3-292*b*c*p^2*q*r^2*x-416*b*c*p^2*q*r*x^2+456*b*c*p^2*q*x^3+44*b*c*p^2*r^3* x+580*b*c*p^2*r^2*x^2+700*b*c*p^2*r*x^3+132*b*c*p*q^4*x-12*b*c*p*q^3*r^2-104*b* c*p*q^3*r*x-1236*b*c*p*q^3*x^2-24*b*c*p*q^2*r^3-462*b*c*p*q^2*r^2*x-2702*b*c*p* q^2*r*x^2-608*b*c*p*q^2*x^3+270*b*c*p*q*r^3*x+1706*b*c*p*q*r^2*x^2+2792*b*c*p*q *r*x^3-12*b*c*p*r^4*x-52*b*c*p*r^3*x^2+4*b*c*p*r^2*x^3-20*b*c*q^4*r*x-144*b*c*q ^4*x^2-12*b*c*q^3*r^3-228*b*c*q^3*r^2*x-1426*b*c*q^3*r*x^2-760*b*c*q^3*x^3-12*b *c*q^2*r^4-32*b*c*q^2*r^3*x-332*b*c*q^2*r^2*x^2+676*b*c*q^2*r*x^3+216*b*c*q*r^4 *x+1414*b*c*q*r^3*x^2+2536*b*c*q*r^2*x^3-12*b*c*r^5*x-216*b*c*r^4*x^2-432*b*c*r ^3*x^3+28*b*g^6*p+42*b*g^6*r+460*b*g^6*x+178*b*g^5*p^2+72*b*g^5*p*q+287*b*g^5*p *r+2302*b*g^5*p*x+108*b*g^5*q*r+1324*b*g^5*q*x+81*b*g^5*r^2+1272*b*g^5*r*x+816* b*g^5*x^2+322*b*g^4*p^3+312*b*g^4*p^2*q+576*b*g^4*p^2*r+2936*b*g^4*p^2*x+48*b*g ^4*p*q^2+482*b*g^4*p*q*r+4616*b*g^4*p*q*x+226*b*g^4*p*r^2+613*b*g^4*p*r*x-6732* b*g^4*p*x^2+72*b*g^4*q^2*r+1308*b*g^4*q^2*x+98*b*g^4*q*r^2+1434*b*g^4*q*r*x-\ 3156*b*g^4*q*x^2-14*b*g^4*r^3-1803*b*g^4*r^2*x-14106*b*g^4*r*x^2-8464*b*g^4*x^3 +234*b*g^3*p^4+400*b*g^3*p^3*q+465*b*g^3*p^3*r+928*b*g^3*p^3*x+164*b*g^3*p^2*q^ 2+640*b*g^3*p^2*q*r+3746*b*g^3*p^2*q*x+176*b*g^3*p^2*r^2-3227*b*g^3*p^2*r*x-\ 13896*b*g^3*p^2*x^2+8*b*g^3*p*q^3+248*b*g^3*p*q^2*r+3368*b*g^3*p*q^2*x+112*b*g^ 3*p*q*r^2-1886*b*g^3*p*q*r*x-20352*b*g^3*p*q*x^2-122*b*g^3*p*r^3-6226*b*g^3*p*r ^2*x-30905*b*g^3*p*r*x^2-11892*b*g^3*p*x^3+12*b*g^3*q^3*r+556*b*g^3*q^3*x+36*b* g^3*q^2*r^2+218*b*g^3*q^2*r*x-6384*b*g^3*q^2*x^2-92*b*g^3*q*r^3-4170*b*g^3*q*r^ 2*x-27747*b*g^3*q*r*x^2-13036*b*g^3*q*x^3-67*b*g^3*r^4-2181*b*g^3*r^3*x-11017*b *g^3*r^2*x^2-2670*b*g^3*r*x^3+70*b*g^2*p^5+184*b*g^2*p^4*q+152*b*g^2*p^4*r-218* b*g^2*p^4*x+148*b*g^2*p^3*q^2+326*b*g^2*p^3*q*r+416*b*g^2*p^3*q*x+53*b*g^2*p^3* r^2-2790*b*g^2*p^3*r*x-7152*b*g^2*p^3*x^2+24*b*g^2*p^2*q^3+210*b*g^2*p^2*q^2*r+ 1678*b*g^2*p^2*q^2*x+44*b*g^2*p^2*q*r^2-4154*b*g^2*p^2*q*r*x-17322*b*g^2*p^2*q* x^2-76*b*g^2*p^2*r^3-3928*b*g^2*p^2*r^2*x-13731*b*g^2*p^2*r*x^2-2832*b*g^2*p^2* x^3+36*b*g^2*p*q^3*r+1108*b*g^2*p*q^3*x-32*b*g^2*p*q^2*r^2-1482*b*g^2*p*q^2*r*x -13374*b*g^2*p*q^2*x^2-164*b*g^2*p*q*r^3-5372*b*g^2*p*q*r^2*x-26554*b*g^2*p*q*r *x^2-6132*b*g^2*p*q*x^3-53*b*g^2*p*r^4-766*b*g^2*p*r^3*x+1892*b*g^2*p*r^2*x^2+ 11624*b*g^2*p*r*x^3+76*b*g^2*q^4*x+4*b*g^2*q^3*r^2-136*b*g^2*q^3*r*x-2964*b*g^2 *q^3*x^2-70*b*g^2*q^2*r^3-2102*b*g^2*q^2*r^2*x-13529*b*g^2*q^2*r*x^2-4148*b*g^2 *q^2*x^3-66*b*g^2*q*r^4-1026*b*g^2*q*r^3*x-2412*b*g^2*q*r^2*x^2+9926*b*g^2*q*r* x^3-6*b*g^2*r^5+572*b*g^2*r^4*x+7289*b*g^2*r^3*x^2+15378*b*g^2*r^2*x^3+8*b*g*p^ 6+24*b*g*p^5*q+20*b*g*p^5*r-48*b*g*p^5*x+32*b*g*p^4*q^2+44*b*g*p^4*q*r-150*b*g* p^4*q*x+6*b*g*p^4*r^2-408*b*g*p^4*r*x-720*b*g*p^4*x^2+16*b*g*p^3*q^3+52*b*g*p^3 *q^2*r+6*b*g*p^3*q^2*x-2*b*g*p^3*q*r^2-1239*b*g*p^3*q*r*x-2958*b*g*p^3*q*x^2-22 *b*g*p^3*r^3-656*b*g*p^3*r^2*x-976*b*g*p^3*r*x^2+228*b*g*p^3*x^3+20*b*g*p^2*q^3 *r+240*b*g*p^2*q^3*x-4*b*g*p^2*q^2*r^2-1017*b*g*p^2*q^2*r*x-4176*b*g*p^2*q^2*x^ 2-40*b*g*p^2*q*r^3-1428*b*g*p^2*q*r^2*x-3831*b*g*p^2*q*r*x^2+456*b*g*p^2*q*x^3-\ 22*b*g*p^2*r^4-262*b*g*p^2*r^3*x+1509*b*g*p^2*r^2*x^2+3366*b*g*p^2*r*x^3+132*b* g*p*q^4*x-12*b*g*p*q^3*r^2-222*b*g*p*q^3*r*x-2322*b*g*p*q^3*x^2-36*b*g*p*q^2*r^ 3-957*b*g*p*q^2*r^2*x-4901*b*g*p*q^2*r*x^2-76*b*g*p*q^2*x^3-18*b*g*p*q*r^4-51*b *g*p*q*r^3*x+2698*b*g*p*q*r^2*x^2+7428*b*g*p*q*r*x^3-6*b*g*p*r^5+36*b*g*p*r^4*x +1585*b*g*p*r^3*x^2+2968*b*g*p*r^2*x^3-20*b*g*q^4*r*x-384*b*g*q^4*x^2-12*b*g*q^ 3*r^3-248*b*g*q^3*r^2*x-1872*b*g*q^3*r*x^2-304*b*g*q^3*x^3-12*b*g*q^2*r^4-6*b*g *q^2*r^3*x+460*b*g*q^2*r^2*x^2+3354*b*g*q^2*r*x^3+276*b*g*q*r^4*x+2444*b*g*q*r^ 3*x^2+4234*b*g*q*r^2*x^3+2*b*g*r^5*x-288*b*g*r^4*x^2-1512*b*g*r^3*x^3+64*c^7*g+ 288*c^6*g^2+352*c^6*g*p+96*c^6*g*q+272*c^6*g*r+2112*c^6*g*x+480*c^5*g^3+1440*c^ 5*g^2*p+352*c^5*g^2*q+1136*c^5*g^2*r+8960*c^5*g^2*x+608*c^5*g*p^2+448*c^5*g*p*q +736*c^5*g*p*r+3936*c^5*g*p*x+48*c^5*g*q^2+376*c^5*g*q*r+3456*c^5*g*q*x+136*c^5 *g*r^2-80*c^5*g*r*x-6528*c^5*g*x^2+400*c^4*g^4+2064*c^4*g^3*p+464*c^4*g^3*q+ 1688*c^4*g^3*r+13664*c^4*g^3*x+2224*c^4*g^2*p^2+1504*c^4*g^2*p*q+2752*c^4*g^2*p *r+14784*c^4*g^2*p*x+136*c^4*g^2*q^2+1300*c^4*g^2*q*r+12336*c^4*g^2*q*x+540*c^4 *g^2*r^2+632*c^4*g^2*r*x-22272*c^4*g^2*x^2+512*c^4*g*p^3+592*c^4*g*p^2*q+864*c^ 4*g*p^2*r+2824*c^4*g*p^2*x+200*c^4*g*p*q^2+700*c^4*g*p*q*r+4816*c^4*g*p*q*x+356 *c^4*g*p*r^2-1676*c^4*g*p*r*x-14088*c^4*g*p*x^2+8*c^4*g*q^3+180*c^4*g*q^2*r+ 2248*c^4*g*q^2*x+72*c^4*g*q*r^2-460*c^4*g*q*r*x-10200*c^4*g*q*x^2+4*c^4*g*r^3-\ 2664*c^4*g*r^2*x-15528*c^4*g*r*x^2-6080*c^4*g*x^3+180*c^3*g^5+1408*c^3*g^4*p+ 288*c^3*g^4*q+1216*c^3*g^4*r+10208*c^3*g^4*x+2680*c^3*g^3*p^2+1696*c^3*g^3*p*q+ 3440*c^3*g^3*p*r+19392*c^3*g^3*p*x+132*c^3*g^3*q^2+1554*c^3*g^3*q*r+15192*c^3*g ^3*q*x+734*c^3*g^3*r^2+2892*c^3*g^3*r*x-22464*c^3*g^3*x^2+1584*c^3*g^2*p^3+1824 *c^3*g^2*p^2*q+2648*c^3*g^2*p^2*r+8264*c^3*g^2*p^2*x+512*c^3*g^2*p*q^2+2256*c^3 *g^2*p*q*r+15680*c^3*g^2*p*q*x+1024*c^3*g^2*p*r^2-5872*c^3*g^2*p*r*x-44952*c^3* g^2*p*x^2+16*c^3*g^2*q^3+484*c^3*g^2*q^2*r+6344*c^3*g^2*q^2*x+312*c^3*g^2*q*r^2 -356*c^3*g^2*q*r*x-31032*c^3*g^2*q*x^2-28*c^3*g^2*r^3-8752*c^3*g^2*r^2*x-51852* c^3*g^2*r*x^2-21280*c^3*g^2*x^3+244*c^3*g*p^4+328*c^3*g*p^3*q+556*c^3*g*p^3*r+ 1116*c^3*g*p^3*x+212*c^3*g*p^2*q^2+470*c^3*g*p^2*q*r+1956*c^3*g*p^2*q*x+386*c^3 *g*p^2*r^2-1726*c^3*g*p^2*r*x-10152*c^3*g*p^2*x^2+32*c^3*g*p*q^3+252*c^3*g*p*q^ 2*r+2412*c^3*g*p*q^2*x+56*c^3*g*p*q*r^2-2764*c^3*g*p*q*r*x-16848*c^3*g*p*q*x^2+ 48*c^3*g*p*r^3-3542*c^3*g*p*r^2*x-18044*c^3*g*p*r*x^2-5776*c^3*g*p*x^3+30*c^3*g *q^3*r+708*c^3*g*q^3*x+6*c^3*g*q^2*r^2-350*c^3*g*q^2*r*x-5784*c^3*g*q^2*x^2-74* c^3*g*q*r^3-3134*c^3*g*q*r^2*x-16672*c^3*g*q*r*x^2-5776*c^3*g*q*x^3-26*c^3*g*r^ 4-1016*c^3*g*r^3*x-3012*c^3*g*r^2*x^2+2704*c^3*g*r*x^3+42*c^2*g^6+486*c^2*g^5*p +86*c^2*g^5*q+457*c^2*g^5*r+4036*c^2*g^5*x+1444*c^2*g^4*p^2+848*c^2*g^4*p*q+ 1952*c^2*g^4*p*r+11832*c^2*g^4*p*x+54*c^2*g^4*q^2+851*c^2*g^4*q*r+8604*c^2*g^4* q*x+461*c^2*g^4*r^2+3290*c^2*g^4*r*x-8448*c^2*g^4*x^2+1488*c^2*g^3*p^3+1676*c^2 *g^3*p^2*q+2544*c^2*g^3*p^2*r+8578*c^2*g^3*p^2*x+418*c^2*g^3*p*q^2+2195*c^2*g^3 *p*q*r+15940*c^2*g^3*p*q*x+1021*c^2*g^3*p*r^2-3911*c^2*g^3*p*r*x-39378*c^2*g^3* p*x^2+10*c^2*g^3*q^3+433*c^2*g^3*q^2*r+5842*c^2*g^3*q^2*x+370*c^2*g^3*q*r^2+ 1365*c^2*g^3*q*r*x-25590*c^2*g^3*q*x^2-15*c^2*g^3*r^3-8034*c^2*g^3*r^2*x-50742* c^2*g^3*r*x^2-22800*c^2*g^3*x^3+586*c^2*g^2*p^4+916*c^2*g^2*p^3*q+1262*c^2*g^2* p^3*r+1790*c^2*g^2*p^3*x+482*c^2*g^2*p^2*q^2+1391*c^2*g^2*p^2*q*r+5694*c^2*g^2* p^2*q*x+741*c^2*g^2*p^2*r^2-6765*c^2*g^2*p^2*r*x-28836*c^2*g^2*p^2*x^2+56*c^2*g ^2*p*q^3+604*c^2*g^2*p*q^2*r+6090*c^2*g^2*p*q^2*x+272*c^2*g^2*p*q*r^2-6524*c^2* g^2*p*q*r*x-44352*c^2*g^2*p*q*x^2-18*c^2*g^2*p*r^3-10949*c^2*g^2*p*r^2*x-51428* c^2*g^2*p*r*x^2-16384*c^2*g^2*p*x^3+57*c^2*g^2*q^3*r+1466*c^2*g^2*q^3*x+41*c^2* g^2*q^2*r^2-609*c^2*g^2*q^2*r*x-15516*c^2*g^2*q^2*x^2-163*c^2*g^2*q*r^3-7851*c^ 2*g^2*q*r^2*x-45772*c^2*g^2*q*r*x^2-16384*c^2*g^2*q*x^3-83*c^2*g^2*r^4-3024*c^2 *g^2*r^3*x-10620*c^2*g^2*r^2*x^2+5424*c^2*g^2*r*x^3+66*c^2*g*p^5+82*c^2*g*p^4*q +193*c^2*g*p^4*r+308*c^2*g*p^4*x+78*c^2*g*p^3*q^2+137*c^2*g*p^3*q*r+192*c^2*g*p ^3*q*x+183*c^2*g*p^3*r^2-526*c^2*g*p^3*r*x-2946*c^2*g*p^3*x^2+30*c^2*g*p^2*q^3+ 101*c^2*g*p^2*q^2*r+536*c^2*g*p^2*q^2*x+14*c^2*g*p^2*q*r^2-2062*c^2*g*p^2*q*r*x -8034*c^2*g*p^2*q*x^2+39*c^2*g*p^2*r^3-1608*c^2*g*p^2*r^2*x-6828*c^2*g*p^2*r*x^ 2-1824*c^2*g*p^2*x^3+37*c^2*g*p*q^3*r+624*c^2*g*p*q^3*x-23*c^2*g*p*q^2*r^2-1022 *c^2*g*p*q^2*r*x-6534*c^2*g*p*q^2*x^2-77*c^2*g*p*q*r^3-2572*c^2*g*p*q*r^2*x-\ 11424*c^2*g*p*q*r*x^2-2432*c^2*g*p*q*x^3-29*c^2*g*p*r^4-686*c^2*g*p*r^3*x-282*c ^2*g*p*r^2*x^2+4144*c^2*g*p*r*x^3+92*c^2*g*q^4*x-82*c^2*g*q^3*r*x-1302*c^2*g*q^ 3*x^2-36*c^2*g*q^2*r^3-1152*c^2*g*q^2*r^2*x-5988*c^2*g*q^2*r*x^2-1824*c^2*g*q^2 *x^3-36*c^2*g*q*r^4-570*c^2*g*q*r^3*x-660*c^2*g*q*r^2*x^2+4144*c^2*g*q*r*x^3-12 *c^2*g*r^5+60*c^2*g*r^4*x+2304*c^2*g*r^3*x^2+5072*c^2*g*r^2*x^3+4*c*g^7+78*c*g^ 6*p+10*c*g^6*q+85*c*g^6*r+808*c*g^6*x+356*c*g^5*p^2+188*c*g^5*p*q+518*c*g^5*p*r +3450*c*g^5*p*x+8*c*g^5*q^2+218*c*g^5*q*r+2298*c*g^5*q*x+138*c*g^5*r^2+1462*c*g ^5*r*x-696*c*g^5*x^2+556*c*g^4*p^3+604*c*g^4*p^2*q+990*c*g^4*p^2*r+3792*c*g^4*p ^2*x+134*c*g^4*p*q^2+853*c*g^4*p*q*r+6588*c*g^4*p*q*x+431*c*g^4*p*r^2-345*c*g^4 *p*r*x-12708*c*g^4*p*x^2+2*c*g^4*q^3+160*c*g^4*q^2*r+2208*c*g^4*q^2*x+172*c*g^4 *q*r^2+1402*c*g^4*q*r*x-7416*c*g^4*q*x^2+8*c*g^4*r^3-2802*c*g^4*r^2*x-19617*c*g ^4*r*x^2-9880*c*g^4*x^3+376*c*g^3*p^4+612*c*g^3*p^3*q+812*c*g^3*p^3*r+1208*c*g^ 3*p^3*x+292*c*g^3*p^2*q^2+980*c*g^3*p^2*q*r+4374*c*g^3*p^2*q*x+466*c*g^3*p^2*r^ 2-4411*c*g^3*p^2*r*x-18852*c*g^3*p^2*x^2+28*c*g^3*p*q^3+397*c*g^3*p*q^2*r+4194* c*g^3*p*q^2*x+248*c*g^3*p*q*r^2-3261*c*g^3*p*q*r*x-27780*c*g^3*p*q*x^2-29*c*g^3 *p*r^3-7725*c*g^3*p*r^2*x-37397*c*g^3*p*r*x^2-13236*c*g^3*p*x^3+33*c*g^3*q^3*r+ 884*c*g^3*q^3*x+45*c*g^3*q^2*r^2+15*c*g^3*q^2*r*x-9324*c*g^3*q^2*x^2-89*c*g^3*q *r^3-5034*c*g^3*q*r^2*x-32062*c*g^3*q*r*x^2-13236*c*g^3*q*x^3-59*c*g^3*r^4-2394 *c*g^3*r^3*x-10737*c*g^3*r^2*x^2-636*c*g^3*r*x^3+110*c*g^2*p^5+202*c*g^2*p^4*q+ 291*c*g^2*p^4*r+118*c*g^2*p^4*x+158*c*g^2*p^3*q^2+363*c*g^2*p^3*q*r+448*c*g^2*p ^3*q*x+221*c*g^2*p^3*r^2-2256*c*g^2*p^3*r*x-7032*c*g^2*p^3*x^2+42*c*g^2*p^2*q^3 +219*c*g^2*p^2*q^2*r+1316*c*g^2*p^2*q^2*x+76*c*g^2*p^2*q*r^2-4366*c*g^2*p^2*q*r *x-17316*c*g^2*p^2*q*x^2-9*c*g^2*p^2*r^3-4004*c*g^2*p^2*r^2*x-14218*c*g^2*p^2*r *x^2-3136*c*g^2*p^2*x^3+55*c*g^2*p*q^3*r+1048*c*g^2*p*q^3*x-21*c*g^2*p*q^2*r^2-\ 1961*c*g^2*p*q^2*r*x-13704*c*g^2*p*q^2*x^2-151*c*g^2*p*q*r^3-5608*c*g^2*p*q*r^2 *x-24918*c*g^2*p*q*r*x^2-5008*c*g^2*p*q*x^3-67*c*g^2*p*r^4-1364*c*g^2*p*r^3*x+ 653*c*g^2*p*r^2*x^2+10592*c*g^2*p*r*x^3+130*c*g^2*q^4*x+2*c*g^2*q^3*r^2-167*c*g ^2*q^3*r*x-3156*c*g^2*q^3*x^2-62*c*g^2*q^2*r^3-2143*c*g^2*q^2*r^2*x-12530*c*g^2 *q^2*r*x^2-3136*c*g^2*q^2*x^3-66*c*g^2*q*r^4-1178*c*g^2*q*r^3*x-1406*c*g^2*q*r^ 2*x^2+10592*c*g^2*q*r*x^3-18*c*g^2*r^5+228*c*g^2*r^4*x+5808*c*g^2*r^3*x^2+12968 *c*g^2*r^2*x^3+8*c*g*p^6+8*c*g*p^5*q+28*c*g*p^5*r+48*c*g*p^5*x+8*c*g*p^4*q^2+14 *c*g*p^4*q*r-6*c*g*p^4*q*x+30*c*g*p^4*r^2-40*c*g*p^4*r*x-288*c*g*p^4*x^2+8*c*g* p^3*q^3+12*c*g*p^3*q^2*r-30*c*g*p^3*q^2*x-2*c*g*p^3*q*r^2-410*c*g*p^3*q*r*x-\ 1128*c*g*p^3*q*x^2+2*c*g*p^3*r^3-322*c*g*p^3*r^2*x-972*c*g*p^3*r*x^2-228*c*g*p^ 3*x^3+10*c*g*p^2*q^3*r+90*c*g*p^2*q^3*x-2*c*g*p^2*q^2*r^2-380*c*g*p^2*q^2*r*x-\ 1536*c*g*p^2*q^2*x^2-14*c*g*p^2*q*r^3-554*c*g*p^2*q*r^2*x-1713*c*g*p^2*q*r*x^2-\ 76*c*g*p^2*q*x^3-14*c*g*p^2*r^4-308*c*g*p^2*r^3*x-297*c*g*p^2*r^2*x^2+688*c*g*p ^2*r*x^3+66*c*g*p*q^4*x-6*c*g*p*q^3*r^2-52*c*g*p*q^3*r*x-768*c*g*p*q^3*x^2-12*c *g*p*q^2*r^3-308*c*g*p*q^2*r^2*x-1728*c*g*p*q^2*r*x^2-76*c*g*p*q^2*x^3-6*c*g*p* q*r^4-6*c*g*p*q*r^3*x+1035*c*g*p*q*r^2*x^2+2792*c*g*p*q*r*x^3-6*c*g*p*r^5-66*c* g*p*r^4*x+419*c*g*p*r^3*x^2+1270*c*g*p*r^2*x^3-10*c*g*q^4*r*x-72*c*g*q^4*x^2-6* c*g*q^3*r^3-114*c*g*q^3*r^2*x-639*c*g*q^3*r*x^2-228*c*g*q^3*x^3-6*c*g*q^2*r^4-6 *c*g*q^2*r^3*x+66*c*g*q^2*r^2*x^2+688*c*g*q^2*r*x^3+132*c*g*q*r^4*x+913*c*g*q*r ^3*x^2+1270*c*g*q*r^2*x^3+8*c*g*r^5*x-60*c*g*r^4*x^2-432*c*g*r^3*x^3+4*g^7*p+6* g^7*r+64*g^7*x+32*g^6*p^2+14*g^6*p*q+52*g^6*p*r+390*g^6*p*x+21*g^6*q*r+234*g^6* q*x+16*g^6*r^2+228*g^6*r*x+144*g^6*x^2+72*g^5*p^3+74*g^5*p^2*q+136*g^5*p^2*r+ 608*g^5*p^2*x+14*g^5*p*q^2+116*g^5*p*q*r+968*g^5*p*q*x+66*g^5*p*r^2+176*g^5*p*r *x-1248*g^5*p*x^2+21*g^5*q^2*r+296*g^5*q^2*x+28*g^5*q*r^2+344*g^5*q*r*x-552*g^5 *q*x^2+4*g^5*r^3-320*g^5*r^2*x-2634*g^5*r*x^2-1520*g^5*x^3+72*g^4*p^4+118*g^4*p ^3*q+160*g^4*p^3*r+296*g^4*p^3*x+52*g^4*p^2*q^2+201*g^4*p^2*q*r+1008*g^4*p^2*q* x+96*g^4*p^2*r^2-730*g^4*p^2*r*x-3486*g^4*p^2*x^2+4*g^4*p*q^3+79*g^4*p*q^2*r+ 876*g^4*p*q^2*x+63*g^4*p*q*r^2-345*g^4*p*q*r*x-4908*g^4*p*q*x^2-4*g^4*p*r^3-\ 1568*g^4*p*r^2*x-8097*g^4*p*r*x^2-3244*g^4*p*x^3+6*g^4*q^3*r+164*g^4*q^3*x+13*g ^4*q^2*r^2+116*g^4*q^2*r*x-1506*g^4*q^2*x^2-13*g^4*q*r^3-946*g^4*q*r^2*x-6672*g ^4*q*r*x^2-3244*g^4*q*x^3-12*g^4*r^4-568*g^4*r^3*x-3090*g^4*r^2*x^2-1336*g^4*r* x^3+36*g^3*p^5+74*g^3*p^4*q+94*g^3*p^4*r+14*g^3*p^4*x+54*g^3*p^3*q^2+140*g^3*p^ 3*q*r+236*g^3*p^3*q*x+68*g^3*p^3*r^2-856*g^3*p^3*r*x-2550*g^3*p^3*x^2+12*g^3*p^ 2*q^3+80*g^3*p^2*q^2*r+544*g^3*p^2*q^2*x+39*g^3*p^2*q*r^2-1401*g^3*p^2*q*r*x-\ 6012*g^3*p^2*q*x^2-8*g^3*p^2*r^3-1502*g^3*p^2*r^2*x-5529*g^3*p^2*r*x^2-1416*g^3 *p^2*x^3+18*g^3*p*q^3*r+356*g^3*p*q^3*x-g^3*p*q^2*r^2-574*g^3*p*q^2*r*x-4632*g^ 3*p*q^2*x^2-51*g^3*p*q*r^3-2055*g^3*p*q*r^2*x-9687*g^3*p*q*r*x^2-2504*g^3*p*q*x ^3-24*g^3*p*r^4-528*g^3*p*r^3*x-188*g^3*p*r^2*x^2+3388*g^3*p*r*x^3+38*g^3*q^4*x +2*g^3*q^3*r^2-38*g^3*q^3*r*x-1074*g^3*q^3*x^2-20*g^3*q^2*r^3-756*g^3*q^2*r^2*x -4725*g^3*q^2*r*x^2-1416*g^3*q^2*x^3-24*g^3*q*r^4-506*g^3*q*r^3*x-1141*g^3*q*r^ 2*x^2+3388*g^3*q*r*x^3-6*g^3*r^5+96*g^3*r^4*x+2400*g^3*r^3*x^2+5648*g^3*r^2*x^3 +8*g^2*p^6+16*g^2*p^5*q+24*g^2*p^5*r+16*g^2*p^4*q^2+32*g^2*p^4*q*r-42*g^2*p^4*q *x+18*g^2*p^4*r^2-230*g^2*p^4*r*x-528*g^2*p^4*x^2+8*g^2*p^3*q^3+26*g^2*p^3*q^2* r+12*g^2*p^3*q^2*x+4*g^2*p^3*q*r^2-700*g^2*p^3*q*r*x-1872*g^2*p^3*q*x^2-10*g^2* p^3*r^3-506*g^2*p^3*r^2*x-1102*g^2*p^3*r*x^2-76*g^2*p^3*x^3+10*g^2*p^2*q^3*r+ 120*g^2*p^2*q^3*x-2*g^2*p^2*q^2*r^2-555*g^2*p^2*q^2*r*x-2388*g^2*p^2*q^2*x^2-24 *g^2*p^2*q*r^3-918*g^2*p^2*q*r^2*x-2668*g^2*p^2*q*r*x^2+76*g^2*p^2*q*x^3-18*g^2 *p^2*r^4-296*g^2*p^2*r^3*x+461*g^2*p^2*r^2*x^2+1852*g^2*p^2*r*x^3+66*g^2*p*q^4* x-6*g^2*p*q^3*r^2-111*g^2*p*q^3*r*x-1236*g^2*p*q^3*x^2-18*g^2*p*q^2*r^3-517*g^2 *p*q^2*r^2*x-2639*g^2*p*q^2*r*x^2+76*g^2*p*q^2*x^3-12*g^2*p*q*r^4-96*g^2*p*q*r^ 3*x+1440*g^2*p*q*r^2*x^2+4412*g^2*p*q*r*x^3-6*g^2*p*r^5-12*g^2*p*r^4*x+1015*g^2 *p*r^3*x^2+2118*g^2*p*r^2*x^3-10*g^2*q^4*r*x-192*g^2*q^4*x^2-6*g^2*q^3*r^3-124* g^2*q^3*r^2*x-899*g^2*q^3*r*x^2-76*g^2*q^3*x^3-6*g^2*q^2*r^4+2*g^2*q^2*r^3*x+ 346*g^2*q^2*r^2*x^2+1852*g^2*q^2*r*x^3+150*g^2*q*r^4*x+1325*g^2*q*r^3*x^2+2118* g^2*q*r^2*x^3+8*g^2*r^5*x-120*g^2*r^4*x^2-864*g^2*r^3*x^3-320*a^6*b-160*a^6*g-\ 896*a^5*b^2-2048*a^5*b*c-1600*a^5*b*g-352*a^5*b*p-384*a^5*b*q+128*a^5*b*r+2432* a^5*b*x-128*a^5*c^2-1088*a^5*c*g-96*a^5*c*p-64*a^5*c*q-64*a^5*c*r+960*a^5*c*x-\ 576*a^5*g^2-224*a^5*g*p-224*a^5*g*q+32*a^5*g*r+1696*a^5*g*x-832*a^4*b^3-4672*a^ 4*b^2*c-3040*a^4*b^2*g-1280*a^4*b^2*p-864*a^4*b^2*q-208*a^4*b^2*r+4064*a^4*b^2* x-5504*a^4*b*c^2-8544*a^4*b*c*g-1728*a^4*b*c*p-2176*a^4*b*c*q+960*a^4*b*c*r+ 18400*a^4*b*c*x-3024*a^4*b*g^2-2016*a^4*b*g*p-1632*a^4*b*g*q-80*a^4*b*g*r+8560* a^4*b*g*x+496*a^4*b*p^2-320*a^4*b*p*q+1728*a^4*b*p*r+11424*a^4*b*p*x-224*a^4*b* q^2+320*a^4*b*q*r+5664*a^4*b*q*x+1016*a^4*b*r^2+11448*a^4*b*r*x+15024*a^4*b*x^2 -512*a^4*c^3-3264*a^4*c^2*g-800*a^4*c^2*p-256*a^4*c^2*q-512*a^4*c^2*r+3456*a^4* c^2*x-3232*a^4*c*g^2-1456*a^4*c*g*p-1344*a^4*c*g*q+96*a^4*c*g*r+12848*a^4*c*g*x -224*a^4*c*p^2-240*a^4*c*p*q-232*a^4*c*p*r+2336*a^4*c*p*x-160*a^4*c*q*r+128*a^4 *c*q*x-40*a^4*c*r^2+2128*a^4*c*r*x+4032*a^4*c*x^2-856*a^4*g^3-784*a^4*g^2*p-664 *a^4*g^2*q-52*a^4*g^2*r+4224*a^4*g^2*x+136*a^4*g*p^2-280*a^4*g*p*q+748*a^4*g*p* r+6880*a^4*g*p*x-112*a^4*g*q^2+80*a^4*g*q*r+2896*a^4*g*q*x+488*a^4*g*r^2+6788*a ^4*g*r*x+9528*a^4*g*x^2-256*a^3*b^4-3328*a^3*b^3*c-1984*a^3*b^3*g-1408*a^3*b^3* p-480*a^3*b^3*q-624*a^3*b^3*r-192*a^3*b^3*x-9536*a^3*b^2*c^2-12608*a^3*b^2*c*g-\ 5120*a^3*b^2*c*p-3616*a^3*b^2*c*q-160*a^3*b^2*c*r+24288*a^3*b^2*c*x-3936*a^3*b^ 2*g^2-4304*a^3*b^2*g*p-2256*a^3*b^2*g*q-1320*a^3*b^2*g*r+5296*a^3*b^2*g*x+64*a^ 3*b^2*p^2-1232*a^3*b^2*p*q+1896*a^3*b^2*p*r+22016*a^3*b^2*p*x-288*a^3*b^2*q^2-\ 104*a^3*b^2*q*r+7520*a^3*b^2*q*x+1480*a^3*b^2*r^2+25872*a^3*b^2*r*x+43344*a^3*b ^2*x^2-7744*a^3*b*c^3-18144*a^3*b*c^2*g-3648*a^3*b*c^2*p-4768*a^3*b*c^2*q+2336* a^3*b*c^2*r+47520*a^3*b*c^2*x-12880*a^3*b*c*g^2-8224*a^3*b*c*g*p-7200*a^3*b*c*g *q+816*a^3*b*c*g*r+51152*a^3*b*c*g*x+2128*a^3*b*c*p^2-1696*a^3*b*c*p*q+7232*a^3 *b*c*p*r+58400*a^3*b*c*p*x-976*a^3*b*c*q^2+1280*a^3*b*c*q*r+27216*a^3*b*c*q*x+ 3992*a^3*b*c*r^2+52664*a^3*b*c*r*x+68352*a^3*b*c*x^2-2832*a^3*b*g^3-3888*a^3*b* g^2*p-2472*a^3*b*g^2*q-900*a^3*b*g^2*r+8376*a^3*b*g^2*x+792*a^3*b*g*p^2-1824*a^ 3*b*g*p*q+4440*a^3*b*g*p*r+40520*a^3*b*g*p*x-688*a^3*b*g*q^2+336*a^3*b*g*q*r+ 15896*a^3*b*g*q*x+2960*a^3*b*g*r^2+44676*a^3*b*g*r*x+69120*a^3*b*g*x^2+872*a^3* b*p^3+416*a^3*b*p^2*q+2608*a^3*b*p^2*r+13056*a^3*b*p^2*x-264*a^3*b*p*q^2+1656*a ^3*b*p*q*r+15992*a^3*b*p*q*x+2168*a^3*b*p*r^2+17080*a^3*b*p*r*x+13584*a^3*b*p*x ^2-56*a^3*b*q^3+104*a^3*b*q^2*r+3720*a^3*b*q^2*x+932*a^3*b*q*r^2+12864*a^3*b*q* r*x+15120*a^3*b*q*x^2+460*a^3*b*r^3+1876*a^3*b*r^2*x-10112*a^3*b*r*x^2-8800*a^3 *b*x^3-768*a^3*c^4-5088*a^3*c^3*g-1824*a^3*c^3*p-384*a^3*c^3*q-1152*a^3*c^3*r+ 5376*a^3*c^3*x-7296*a^3*c^2*g^2-4112*a^3*c^2*g*p-2992*a^3*c^2*g*q-304*a^3*c^2*g *r+31792*a^3*c^2*g*x-1024*a^3*c^2*p^2-720*a^3*c^2*p*q-896*a^3*c^2*p*r+8704*a^3* c^2*p*x-480*a^3*c^2*q*r+1024*a^3*c^2*q*x-80*a^3*c^2*r^2+8376*a^3*c^2*r*x+13680* a^3*c^2*x^2-3800*a^3*c*g^3-3664*a^3*c*g^2*p-3000*a^3*c*g^2*q-96*a^3*c*g^2*r+ 23616*a^3*c*g^2*x+144*a^3*c*g*p^2-1648*a^3*c*g*p*q+2708*a^3*c*g*p*r+37368*a^3*c *g*p*x-488*a^3*c*g*q^2+96*a^3*c*g*q*r+14312*a^3*c*g*q*x+1856*a^3*c*g*r^2+34368* a^3*c*g*r*x+48264*a^3*c*g*x^2-136*a^3*c*p^3-216*a^3*c*p^2*q+28*a^3*c*p^2*r+3152 *a^3*c*p^2*x-140*a^3*c*p*q*r+1496*a^3*c*p*q*x+336*a^3*c*p*r^2+5524*a^3*c*p*r*x+ 6648*a^3*c*p*x^2+128*a^3*c*q^2*x+20*a^3*c*q*r^2+1396*a^3*c*q*r*x+1512*a^3*c*q*x ^2+180*a^3*c*r^3+1332*a^3*c*r^2*x-1808*a^3*c*r*x^2-2336*a^3*c*x^3-664*a^3*g^4-\ 1116*a^3*g^3*p-780*a^3*g^3*q-246*a^3*g^3*r+3560*a^3*g^3*x+176*a^3*g^2*p^2-824*a ^3*g^2*p*q+1516*a^3*g^2*p*r+16664*a^3*g^2*p*x-272*a^3*g^2*q^2+42*a^3*g^2*q*r+ 6164*a^3*g^2*q*x+1060*a^3*g^2*r^2+17794*a^3*g^2*r*x+27348*a^3*g^2*x^2+368*a^3*g *p^3+100*a^3*g*p^2*q+1318*a^3*g*p^2*r+8104*a^3*g*p^2*x-132*a^3*g*p*q^2+758*a^3* g*p*q*r+8744*a^3*g*p*q*x+1252*a^3*g*p*r^2+11302*a^3*g*p*r*x+10116*a^3*g*p*x^2-\ 28*a^3*g*q^3+52*a^3*g*q^2*r+1924*a^3*g*q^2*x+476*a^3*g*q*r^2+7130*a^3*g*q*r*x+ 8316*a^3*g*q*x^2+320*a^3*g*r^3+1604*a^3*g*r^2*x-5960*a^3*g*r*x^2-5568*a^3*g*x^3 -704*a^2*b^4*c-384*a^2*b^4*g-480*a^2*b^4*p-288*a^2*b^4*r-2848*a^2*b^4*x-4864*a^ 2*b^3*c^2-5984*a^2*b^3*c*g-3968*a^2*b^3*c*p-1376*a^2*b^3*c*q-992*a^2*b^3*c*r+ 4512*a^2*b^3*c*x-1680*a^2*b^3*g^2-2944*a^2*b^3*g*p-784*a^2*b^3*g*q-1336*a^2*b^3 *g*r-5456*a^2*b^3*g*x-544*a^2*b^3*p^2-784*a^2*b^3*p*q+256*a^2*b^3*p*r+11552*a^2 *b^3*p*x-304*a^2*b^3*q*r-160*a^2*b^3*q*x+664*a^2*b^3*r^2+17640*a^2*b^3*r*x+ 41616*a^2*b^3*x^2-9472*a^2*b^2*c^3-19520*a^2*b^2*c^2*g-7168*a^2*b^2*c^2*p-5600* a^2*b^2*c^2*q+1168*a^2*b^2*c^2*r+47744*a^2*b^2*c^2*x-12288*a^2*b^2*c*g^2-12736* a^2*b^2*c*g*p-7248*a^2*b^2*c*g*q-1784*a^2*b^2*c*g*r+35392*a^2*b^2*c*g*x+288*a^2 *b^2*c*p^2-3696*a^2*b^2*c*p*q+5888*a^2*b^2*c*p*r+72848*a^2*b^2*c*p*x-848*a^2*b^ 2*c*q^2+144*a^2*b^2*c*q*r+23888*a^2*b^2*c*q*x+4064*a^2*b^2*c*r^2+74896*a^2*b^2* c*r*x+125568*a^2*b^2*c*x^2-2392*a^2*b^2*g^3-5136*a^2*b^2*g^2*p-2160*a^2*b^2*g^2 *q-1944*a^2*b^2*g^2*r-1776*a^2*b^2*g^2*x-616*a^2*b^2*g*p^2-2872*a^2*b^2*g*p*q+ 2964*a^2*b^2*g*p*r+44272*a^2*b^2*g*p*x-496*a^2*b^2*g*q^2-516*a^2*b^2*g*q*r+9376 *a^2*b^2*g*q*x+2824*a^2*b^2*g*r^2+57668*a^2*b^2*g*r*x+113424*a^2*b^2*g*x^2+576* a^2*b^2*p^3-344*a^2*b^2*p^2*q+2284*a^2*b^2*p^2*r+19120*a^2*b^2*p^2*x-424*a^2*b^ 2*p*q^2+864*a^2*b^2*p*q*r+19584*a^2*b^2*p*q*x+2116*a^2*b^2*p*r^2+28944*a^2*b^2* p*r*x+31392*a^2*b^2*p*x^2-88*a^2*b^2*q^2*r+2032*a^2*b^2*q^2*x+852*a^2*b^2*q*r^2 +19416*a^2*b^2*q*r*x+34464*a^2*b^2*q*x^2+428*a^2*b^2*r^3+5136*a^2*b^2*r^2*x-\ 9480*a^2*b^2*r*x^2-17600*a^2*b^2*x^3-5888*a^2*b*c^4-19072*a^2*b*c^3*g-3520*a^2* b*c^3*p-5088*a^2*b*c^3*q+2928*a^2*b*c^3*r+55552*a^2*b*c^3*x-20672*a^2*b*c^2*g^2 -12240*a^2*b*c^2*g*p-11920*a^2*b*c^2*g*q+3384*a^2*b*c^2*g*r+102704*a^2*b*c^2*g* x+3056*a^2*b*c^2*p^2-2784*a^2*b*c^2*p*q+10656*a^2*b*c^2*p*r+98624*a^2*b*c^2*p*x -1584*a^2*b*c^2*q^2+2152*a^2*b*c^2*q*r+44592*a^2*b*c^2*q*x+5600*a^2*b*c^2*r^2+ 83504*a^2*b*c^2*r*x+110448*a^2*b*c^2*x^2-9056*a^2*b*c*g^3-11968*a^2*b*c*g^2*p-\ 8328*a^2*b*c*g^2*q-1008*a^2*b*c*g^2*r+45040*a^2*b*c*g^2*x+2848*a^2*b*c*g*p^2-\ 5992*a^2*b*c*g*p*q+14640*a^2*b*c*g*p*r+145720*a^2*b*c*g*p*x-2296*a^2*b*c*g*q^2+ 1684*a^2*b*c*g*q*r+56576*a^2*b*c*g*q*x+8872*a^2*b*c*g*r^2+142860*a^2*b*c*g*r*x+ 217320*a^2*b*c*g*x^2+2424*a^2*b*c*p^3+888*a^2*b*c*p^2*q+7240*a^2*b*c*p^2*r+ 45368*a^2*b*c*p^2*x-856*a^2*b*c*p*q^2+4504*a^2*b*c*p*q*r+52544*a^2*b*c*p*q*x+ 5848*a^2*b*c*p*r^2+58512*a^2*b*c*p*r*x+49416*a^2*b*c*p*x^2-168*a^2*b*c*q^3+320* a^2*b*c*q^2*r+10848*a^2*b*c*q^2*x+2508*a^2*b*c*q*r^2+41672*a^2*b*c*q*r*x+53304* a^2*b*c*q*x^2+1176*a^2*b*c*r^3+7712*a^2*b*c*r^2*x-31160*a^2*b*c*r*x^2-33184*a^2 *b*c*x^3-1376*a^2*b*g^4-3464*a^2*b*g^3*p-1764*a^2*b*g^3*q-1190*a^2*b*g^3*r+1592 *a^2*b*g^3*x+140*a^2*b*g^2*p^2-2716*a^2*b*g^2*p*q+4108*a^2*b*g^2*p*r+46540*a^2* b*g^2*p*x-760*a^2*b*g^2*q^2-120*a^2*b*g^2*q*r+13744*a^2*b*g^2*q*x+3124*a^2*b*g^ 2*r^2+56096*a^2*b*g^2*r*x+98844*a^2*b*g^2*x^2+1652*a^2*b*g*p^3+220*a^2*b*g*p^2* q+5468*a^2*b*g*p^2*r+36288*a^2*b*g*p^2*x-776*a^2*b*g*p*q^2+2984*a^2*b*g*p*q*r+ 39680*a^2*b*g*p*q*x+4798*a^2*b*g*p*r^2+53148*a^2*b*g*p*r*x+55140*a^2*b*g*p*x^2-\ 100*a^2*b*g*q^3+72*a^2*b*g*q^2*r+6724*a^2*b*g*q^2*x+2006*a^2*b*g*q*r^2+36412*a^ 2*b*g*q*r*x+56412*a^2*b*g*q*x^2+1048*a^2*b*g*r^3+9640*a^2*b*g*r^2*x-13592*a^2*b *g*r*x^2-24608*a^2*b*g*x^3+424*a^2*b*p^4+464*a^2*b*p^3*q+1376*a^2*b*p^3*r+5704* a^2*b*p^3*x-36*a^2*b*p^2*q^2+1532*a^2*b*p^2*q*r+11820*a^2*b*p^2*q*x+1390*a^2*b* p^2*r^2+7298*a^2*b*p^2*r*x+132*a^2*b*p^2*x^2-76*a^2*b*p*q^3+368*a^2*b*p*q^2*r+ 6816*a^2*b*p*q^2*x+1222*a^2*b*p*q*r^2+13208*a^2*b*p*q*r*x+6072*a^2*b*p*q*x^2+ 422*a^2*b*p*r^3-2486*a^2*b*p*r^2*x-29256*a^2*b*p*r*x^2-16176*a^2*b*p*x^3-4*a^2* b*q^3*r+700*a^2*b*q^3*x+260*a^2*b*q^2*r^2+5094*a^2*b*q^2*r*x+5940*a^2*b*q^2*x^2 +192*a^2*b*q*r^3+200*a^2*b*q*r^2*x-19100*a^2*b*q*r*x^2-16176*a^2*b*q*x^3-16*a^2 *b*r^4-3340*a^2*b*r^3*x-24960*a^2*b*r^2*x^2-22752*a^2*b*r*x^3-512*a^2*c^5-4160* a^2*c^4*g-1632*a^2*c^4*p-256*a^2*c^4*q-1024*a^2*c^4*r+4224*a^2*c^4*x-8128*a^2*c ^3*g^2-5008*a^2*c^3*g*p-3152*a^2*c^3*g*q-616*a^2*c^3*g*r+35744*a^2*c^3*g*x-1376 *a^2*c^3*p^2-720*a^2*c^3*p*q-1096*a^2*c^3*p*r+11600*a^2*c^3*p*x-480*a^2*c^3*q*r +1664*a^2*c^3*q*x-40*a^2*c^3*r^2+11696*a^2*c^3*r*x+19344*a^2*c^3*x^2-6368*a^2*c ^2*g^3-6408*a^2*c^2*g^2*p-5040*a^2*c^2*g^2*q+40*a^2*c^2*g^2*r+45176*a^2*c^2*g^2 *x-608*a^2*c^2*g*p^2-2752*a^2*c^2*g*p*q+3368*a^2*c^2*g*p*r+65176*a^2*c^2*g*p*x-\ 792*a^2*c^2*g*q^2+148*a^2*c^2*g*q*r+24024*a^2*c^2*g*q*x+2560*a^2*c^2*g*r^2+ 58304*a^2*c^2*g*r*x+83448*a^2*c^2*g*x^2-376*a^2*c^2*p^3-432*a^2*c^2*p^2*q+112*a ^2*c^2*p^2*r+8888*a^2*c^2*p^2*x-280*a^2*c^2*p*q*r+4944*a^2*c^2*p*q*x+876*a^2*c^ 2*p*r^2+16140*a^2*c^2*p*r*x+19296*a^2*c^2*p*x^2+256*a^2*c^2*q^2*x+40*a^2*c^2*q* r^2+5136*a^2*c^2*q*r*x+8088*a^2*c^2*q*x^2+436*a^2*c^2*r^3+4712*a^2*c^2*r^2*x-\ 1200*a^2*c^2*r*x^2-5760*a^2*c^2*x^3-2192*a^2*c*g^4-3776*a^2*c*g^3*p-2676*a^2*c* g^3*q-502*a^2*c*g^3*r+16132*a^2*c*g^3*x+352*a^2*c*g^2*p^2-2872*a^2*c*g^2*p*q+ 4800*a^2*c*g^2*p*r+61900*a^2*c*g^2*p*x-936*a^2*c*g^2*q^2+246*a^2*c*g^2*q*r+ 22860*a^2*c*g^2*q*x+3220*a^2*c*g^2*r^2+60638*a^2*c*g^2*r*x+91368*a^2*c*g^2*x^2+ 812*a^2*c*g*p^3-92*a^2*c*g*p^2*q+3598*a^2*c*g*p^2*r+30856*a^2*c*g*p^2*x-428*a^2 *c*g*p*q^2+1864*a^2*c*g*p*q*r+30312*a^2*c*g*p*q*x+3682*a^2*c*g*p*r^2+44234*a^2* c*g*p*r*x+43488*a^2*c*g*p*x^2-84*a^2*c*g*q^3+160*a^2*c*g*q^2*r+5616*a^2*c*g*q^2 *x+1274*a^2*c*g*q*r^2+24940*a^2*c*g*q*r*x+33012*a^2*c*g*q*x^2+1000*a^2*c*g*r^3+ 8004*a^2*c*g*r^2*x-16172*a^2*c*g*r*x^2-20896*a^2*c*g*x^3-16*a^2*c*p^4-56*a^2*c* p^3*q+216*a^2*c*p^3*r+2072*a^2*c*p^3*x+94*a^2*c*p^2*q*r+2180*a^2*c*p^2*q*x+554* a^2*c*p^2*r^2+5206*a^2*c*p^2*r*x+4812*a^2*c*p^2*x^2+712*a^2*c*p*q^2*x+242*a^2*c *p*q*r^2+3934*a^2*c*p*q*r*x+3780*a^2*c*p*q*x^2+418*a^2*c*p*r^3+2890*a^2*c*p*r^2 *x-1396*a^2*c*p*r*x^2-2880*a^2*c*p*x^3+876*a^2*c*q^2*r*x+1296*a^2*c*q^2*x^2+108 *a^2*c*q*r^3+1320*a^2*c*q*r^2*x-1968*a^2*c*q*r*x^2-3216*a^2*c*q*x^3+96*a^2*c*r^ 4+192*a^2*c*r^3*x-5088*a^2*c*r^2*x^2-6152*a^2*c*r*x^3-276*a^2*g^5-810*a^2*g^4*p -456*a^2*g^4*q-274*a^2*g^4*r+976*a^2*g^4*x+18*a^2*g^3*p^2-888*a^2*g^3*p*q+1174* a^2*g^3*p*r+14756*a^2*g^3*p*x-256*a^2*g^3*q^2-77*a^2*g^3*q*r+4556*a^2*g^3*q*x+ 894*a^2*g^3*r^2+17126*a^2*g^3*r*x+28680*a^2*g^3*x^2+576*a^2*g^2*p^3+36*a^2*g^2* p^2*q+2124*a^2*g^2*p^2*r+15228*a^2*g^2*p^2*x-282*a^2*g^2*p*q^2+1152*a^2*g^2*p*q *r+15728*a^2*g^2*p*q*x+2030*a^2*g^2*p*r^2+22792*a^2*g^2*p*r*x+24288*a^2*g^2*p*x ^2-50*a^2*g^2*q^3+58*a^2*g^2*q^2*r+2886*a^2*g^2*q^2*x+790*a^2*g^2*q*r^2+14120*a ^2*g^2*q*r*x+20748*a^2*g^2*q*x^2+514*a^2*g^2*r^3+4432*a^2*g^2*r^2*x-4422*a^2*g^ 2*r*x^2-8616*a^2*g^2*x^3+204*a^2*g*p^4+204*a^2*g*p^3*q+796*a^2*g*p^3*r+3888*a^2 *g*p^3*x-18*a^2*g*p^2*q^2+813*a^2*g*p^2*q*r+7000*a^2*g*p^2*q*x+972*a^2*g*p^2*r^ 2+6252*a^2*g*p^2*r*x+2472*a^2*g*p^2*x^2-38*a^2*g*p*q^3+184*a^2*g*p*q^2*r+3764*a ^2*g*p*q^2*x+732*a^2*g*p*q*r^2+8571*a^2*g*p*q*r*x+4926*a^2*g*p*q*x^2+420*a^2*g* p*r^3+202*a^2*g*p*r^2*x-15326*a^2*g*p*r*x^2-9528*a^2*g*p*x^3-2*a^2*g*q^3*r+350* a^2*g*q^3*x+130*a^2*g*q^2*r^2+2985*a^2*g*q^2*r*x+3618*a^2*g*q^2*x^2+150*a^2*g*q *r^3+760*a^2*g*q*r^2*x-10534*a^2*g*q*r*x^2-9696*a^2*g*q*x^3+40*a^2*g*r^4-1574*a ^2*g*r^3*x-15024*a^2*g*r^2*x^2-14452*a^2*g*r*x^3-1024*a*b^5*x-640*a*b^4*c^2-800 *a*b^4*c*g-608*a*b^4*c*p-32*a*b^4*c*r-2144*a*b^4*c*x-192*a*b^4*g^2-496*a*b^4*g* p-240*a*b^4*g*r-4304*a*b^4*g*x-176*a*b^4*p^2-32*a*b^4*p*r+960*a*b^4*p*x-2016*a* b^4*q*x+144*a*b^4*r^2+3216*a*b^4*r*x+13296*a*b^4*x^2-3072*a*b^3*c^3-6080*a*b^3* c^2*g-3200*a*b^3*c^2*p-1312*a*b^3*c^2*q+368*a*b^3*c^2*r+10848*a*b^3*c^2*x-3536* a*b^3*c*g^2-5136*a*b^3*c*g*p-1600*a*b^3*c*g*q-776*a*b^3*c*g*r+2480*a*b^3*c*g*x-\ 928*a*b^3*c*p^2-1216*a*b^3*c*p*q+872*a*b^3*c*p*r+20400*a*b^3*c*p*x-64*a*b^3*c*q *r-448*a*b^3*c*q*x+1216*a*b^3*c*r^2+26776*a*b^3*c*r*x+65664*a*b^3*c*x^2-608*a*b ^3*g^3-1872*a*b^3*g^2*p-400*a*b^3*g^2*q-784*a*b^3*g^2*r-5928*a*b^3*g^2*x-888*a* b^3*g*p^2-928*a*b^3*g*p*q+300*a*b^3*g*p*r+12872*a*b^3*g*p*x-304*a*b^3*g*q*r-\ 3304*a*b^3*g*q*x+932*a*b^3*g*r^2+22788*a*b^3*g*r*x+62688*a*b^3*g*x^2-24*a*b^3*p ^3-272*a*b^3*p^2*q+340*a*b^3*p^2*r+6312*a*b^3*p^2*x+64*a*b^3*p*q*r+4088*a*b^3*p *q*x+516*a*b^3*p*r^2+11568*a*b^3*p*r*x+17808*a*b^3*p*x^2-1440*a*b^3*q^2*x+320*a *b^3*q*r^2+6256*a*b^3*q*r*x+19344*a*b^3*q*x^2+152*a*b^3*r^3+3028*a*b^3*r^2*x+ 632*a*b^3*r*x^2-8800*a*b^3*x^3-4544*a*b^2*c^4-13408*a*b^2*c^3*g-3840*a*b^2*c^3* p-3808*a*b^2*c^3*q+2224*a*b^2*c^3*r+36544*a*b^2*c^3*x-13040*a*b^2*c^2*g^2-11696 *a*b^2*c^2*g*p-7760*a*b^2*c^2*g*q+1608*a*b^2*c^2*g*r+58928*a*b^2*c^2*g*x+608*a* b^2*c^2*p^2-3440*a*b^2*c^2*p*q+6128*a*b^2*c^2*p*r+68688*a*b^2*c^2*p*x-832*a*b^2 *c^2*q^2+840*a*b^2*c^2*q*r+22592*a*b^2*c^2*q*x+3784*a*b^2*c^2*r^2+65528*a*b^2*c ^2*r*x+111792*a*b^2*c^2*x^2-5096*a*b^2*c*g^3-9880*a*b^2*c*g^2*p-4728*a*b^2*c*g^ 2*q-1568*a*b^2*c*g^2*r+15952*a*b^2*c*g^2*x-864*a*b^2*c*g*p^2-5712*a*b^2*c*g*p*q +7276*a*b^2*c*g*p*r+96896*a*b^2*c*g*p*x-1000*a*b^2*c*g*q^2+140*a*b^2*c*g*q*r+ 22600*a*b^2*c*g*q*x+5708*a*b^2*c*g*r^2+108664*a*b^2*c*g*r*x+210696*a*b^2*c*g*x^ 2+1032*a*b^2*c*p^3-600*a*b^2*c*p^2*q+3784*a*b^2*c*p^2*r+33936*a*b^2*c*p^2*x-760 *a*b^2*c*p*q^2+1820*a*b^2*c*p*q*r+34736*a*b^2*c*p*q*x+3284*a*b^2*c*p*r^2+49164* a*b^2*c*p*r*x+53784*a*b^2*c*p*x^2-40*a*b^2*c*q^2*r+1976*a*b^2*c*q^2*x+1704*a*b^ 2*c*q*r^2+35076*a*b^2*c*q*r*x+68136*a*b^2*c*q*x^2+668*a*b^2*c*r^3+9592*a*b^2*c* r^2*x-13024*a*b^2*c*r*x^2-33184*a*b^2*c*x^3-680*a*b^2*g^4-2500*a*b^2*g^3*p-864* a*b^2*g^3*q-1004*a*b^2*g^3*r-3736*a*b^2*g^3*x-1012*a*b^2*g^2*p^2-2164*a*b^2*g^2 *p*q+1518*a*b^2*g^2*p*r+27904*a*b^2*g^2*p*x-256*a*b^2*g^2*q^2-468*a*b^2*g^2*q*r +1492*a*b^2*g^2*q*x+1894*a*b^2*g^2*r^2+41078*a*b^2*g^2*r*x+93084*a*b^2*g^2*x^2+ 652*a*b^2*g*p^3-672*a*b^2*g*p^2*q+2882*a*b^2*g*p^2*r+27412*a*b^2*g*p^2*x-556*a* b^2*g*p*q^2+1126*a*b^2*g*p*q*r+25592*a*b^2*g*p*q*x+2870*a*b^2*g*p*r^2+45158*a*b ^2*g*p*r*x+57900*a*b^2*g*p*x^2-124*a*b^2*g*q^2*r+264*a*b^2*g*q^2*x+1358*a*b^2*g *q*r^2+29538*a*b^2*g*q*r*x+64404*a*b^2*g*q*x^2+700*a*b^2*g*r^3+11204*a*b^2*g*r^ 2*x+944*a*b^2*g*r*x^2-24608*a*b^2*g*x^3+168*a*b^2*p^4+28*a*b^2*p^3*q+642*a*b^2* p^3*r+4564*a*b^2*p^3*x-140*a*b^2*p^2*q^2+514*a*b^2*p^2*q*r+8400*a*b^2*p^2*q*x+ 636*a*b^2*p^2*r^2+6916*a*b^2*p^2*r*x+2532*a*b^2*p^2*x^2+88*a*b^2*p*q^2*r+3396*a *b^2*p*q^2*x+570*a*b^2*p*q*r^2+11384*a*b^2*p*q*r*x+10872*a*b^2*p*q*x^2+54*a*b^2 *p*r^3-1788*a*b^2*p*r^2*x-24568*a*b^2*p*r*x^2-16176*a*b^2*p*x^3-440*a*b^2*q^3*x +212*a*b^2*q^2*r^2+3652*a*b^2*q^2*r*x+8340*a*b^2*q^2*x^2+92*a*b^2*q*r^3+558*a*b ^2*q*r^2*x-14412*a*b^2*q*r*x^2-16176*a*b^2*q*x^3-108*a*b^2*r^4-3700*a*b^2*r^3*x -25752*a*b^2*r^2*x^2-22752*a*b^2*r*x^3-2240*a*b*c^5-9888*a*b*c^4*g-1248*a*b*c^4 *p-2656*a*b*c^4*q+2048*a*b*c^4*r+28608*a*b*c^4*x-14896*a*b*c^3*g^2-7360*a*b*c^3 *g*p-8768*a*b*c^3*g*q+4552*a*b*c^3*g*r+83872*a*b*c^3*g*x+2064*a*b*c^3*p^2-1760* a*b*c^3*p*q+6744*a*b*c^3*p*r+62160*a*b*c^3*p*x-1136*a*b*c^3*q^2+1744*a*b*c^3*q* r+28944*a*b*c^3*q*x+3352*a*b*c^3*r^2+51384*a*b*c^3*r*x+71136*a*b*c^3*x^2-9896*a *b*c^2*g^3-11848*a*b*c^2*g^2*p-9448*a*b*c^2*g^2*q+1640*a*b*c^2*g^2*r+69536*a*b* c^2*g^2*x+3472*a*b*c^2*g*p^2-6296*a*b*c^2*g*p*q+15996*a*b*c^2*g*p*r+158080*a*b* c^2*g*p*x-2528*a*b*c^2*g*q^2+2772*a*b*c^2*g*q*r+62272*a*b*c^2*g*q*x+8964*a*b*c^ 2*g*r^2+144036*a*b*c^2*g*r*x+219792*a*b*c^2*g*x^2+1968*a*b*c^2*p^3+824*a*b*c^2* p^2*q+5712*a*b*c^2*p^2*r+40776*a*b*c^2*p^2*x-920*a*b*c^2*p*q^2+4204*a*b*c^2*p*q *r+49440*a*b*c^2*p*q*x+4332*a*b*c^2*p*r^2+50868*a*b*c^2*p*r*x+43704*a*b*c^2*p*x ^2-168*a*b*c^2*q^3+328*a*b*c^2*q^2*r+9384*a*b*c^2*q^2*x+2348*a*b*c^2*q*r^2+ 41152*a*b*c^2*q*r*x+57912*a*b*c^2*q*x^2+772*a*b*c^2*r^3+5832*a*b*c^2*r^2*x-\ 35376*a*b*c^2*r*x^2-39040*a*b*c^2*x^3-2968*a*b*c*g^4-7076*a*b*c*g^3*p-4040*a*b* c*g^3*q-1222*a*b*c*g^3*r+15104*a*b*c*g^3*x+712*a*b*c*g^2*p^2-5932*a*b*c*g^2*p*q +9978*a*b*c*g^2*p*r+110960*a*b*c*g^2*p*x-1680*a*b*c*g^2*q^2+658*a*b*c*g^2*q*r+ 34544*a*b*c*g^2*q*x+6710*a*b*c*g^2*r^2+117688*a*b*c*g^2*r*x+203088*a*b*c*g^2*x^ 2+3316*a*b*c*g*p^3+392*a*b*c*g*p^2*q+10456*a*b*c*g*p^2*r+76104*a*b*c*g*p^2*x-\ 1724*a*b*c*g*p*q^2+6262*a*b*c*g*p*q*r+84128*a*b*c*g*p*q*x+8636*a*b*c*g*p*r^2+ 106234*a*b*c*g*p*r*x+108660*a*b*c*g*p*x^2-200*a*b*c*g*q^3+256*a*b*c*g*q^2*r+ 12360*a*b*c*g*q^2*x+4100*a*b*c*g*q*r^2+76548*a*b*c*g*q*r*x+124980*a*b*c*g*q*x^2 +1786*a*b*c*g*r^3+19652*a*b*c*g*r^2*x-29184*a*b*c*g*r*x^2-58368*a*b*c*g*x^3+592 *a*b*c*p^4+692*a*b*c*p^3*q+1912*a*b*c*p^3*r+10144*a*b*c*p^3*x-68*a*b*c*p^2*q^2+ 2328*a*b*c*p^2*q*r+20956*a*b*c*p^2*q*x+1822*a*b*c*p^2*r^2+12750*a*b*c*p^2*r*x+ 564*a*b*c*p^2*x^2-152*a*b*c*p*q^3+692*a*b*c*p*q^2*r+12220*a*b*c*p*q^2*x+1820*a* b*c*p*q*r^2+23578*a*b*c*p*q*r*x+11736*a*b*c*p*q*x^2+390*a*b*c*p*r^3-5630*a*b*c* p*r^2*x-59008*a*b*c*p*r*x^2-34608*a*b*c*p*x^3-8*a*b*c*q^3*r+832*a*b*c*q^3*x+548 *a*b*c*q^2*r^2+10372*a*b*c*q^2*r*x+14292*a*b*c*q^2*x^2+272*a*b*c*q*r^3-218*a*b* c*q*r^2*x-40244*a*b*c*q*r*x^2-34608*a*b*c*q*x^3-112*a*b*c*r^4-6776*a*b*c*r^3*x-\ 48192*a*b*c*r^2*x^2-40816*a*b*c*r*x^3-324*a*b*g^5-1418*a*b*g^4*p-588*a*b*g^4*q-\ 580*a*b*g^4*r-1136*a*b*g^4*x-384*a*b*g^3*p^2-1616*a*b*g^3*p*q+1569*a*b*g^3*p*r+ 21496*a*b*g^3*p*x-332*a*b*g^3*q^2-242*a*b*g^3*q*r+3760*a*b*g^3*q*x+1463*a*b*g^3 *r^2+28874*a*b*g^3*r*x+57528*a*b*g^3*x^2+1098*a*b*g^2*p^3-258*a*b*g^2*p^2*q+ 3911*a*b*g^2*p^2*r+30260*a*b*g^2*p^2*x-722*a*b*g^2*p*q^2+1908*a*b*g^2*p*q*r+ 30604*a*b*g^2*p*q*x+3586*a*b*g^2*p*r^2+48236*a*b*g^2*p*r*x+58428*a*b*g^2*p*x^2-\ 52*a*b*g^2*q^3-54*a*b*g^2*q^2*r+3044*a*b*g^2*q^2*x+1566*a*b*g^2*q*r^2+32140*a*b *g^2*q*r*x+60828*a*b*g^2*q*x^2+853*a*b*g^2*r^3+11954*a*b*g^2*r^2*x+3714*a*b*g^2 *r*x^2-18640*a*b*g^2*x^3+544*a*b*g*p^4+522*a*b*g*p^3*q+1848*a*b*g*p^3*r+9828*a* b*g*p^3*x-138*a*b*g*p^2*q^2+2026*a*b*g*p^2*q*r+19474*a*b*g*p^2*q*x+1861*a*b*g*p ^2*r^2+14001*a*b*g*p^2*r*x+4146*a*b*g*p^2*x^2-108*a*b*g*p*q^3+512*a*b*g*p*q^2*r +10306*a*b*g*p*q^2*x+1762*a*b*g*p*q*r^2+24347*a*b*g*p*q*r*x+17988*a*b*g*p*q*x^2 +445*a*b*g*p*r^3-3885*a*b*g*p*r^2*x-51448*a*b*g*p*r*x^2-31560*a*b*g*p*x^3-16*a* b*g*q^3*r+372*a*b*g*q^3*x+490*a*b*g*q^2*r^2+9398*a*b*g*q^2*r*x+15402*a*b*g*q^2* x^2+316*a*b*g*q*r^3+1409*a*b*g*q*r^2*x-31382*a*b*g*q*r*x^2-31560*a*b*g*q*x^3-\ 112*a*b*g*r^4-7028*a*b*g*r^3*x-52044*a*b*g*r^2*x^2-48152*a*b*g*r*x^3+68*a*b*p^5 +112*a*b*p^4*q+244*a*b*p^4*r+864*a*b*p^4*x+20*a*b*p^3*q^2+392*a*b*p^3*q*r+2620* a*b*p^3*q*x+280*a*b*p^3*r^2+810*a*b*p^3*r*x-1452*a*b*p^3*x^2-24*a*b*p^2*q^3+172 *a*b*p^2*q^2*r+2600*a*b*p^2*q^2*x+352*a*b*p^2*q*r^2+2844*a*b*p^2*q*r*x-1908*a*b *p^2*q*x^2+92*a*b*p^2*r^3-1640*a*b*p^2*r^2*x-11176*a*b*p^2*r*x^2-5216*a*b*p^2*x ^3+24*a*b*p*q^3*r+796*a*b*p*q^3*x+156*a*b*p*q^2*r^2+2698*a*b*p*q^2*r*x+540*a*b* p*q^2*x^2+12*a*b*p*q*r^3-1982*a*b*p*q*r^2*x-18096*a*b*p*q*r*x^2-10432*a*b*p*q*x ^3-20*a*b*p*r^4-1450*a*b*p*r^3*x-8208*a*b*p*r^2*x^2-4344*a*b*p*r*x^3-48*a*b*q^4 *x+44*a*b*q^3*r^2+664*a*b*q^3*r*x+996*a*b*q^3*x^2+8*a*b*q^2*r^3-454*a*b*q^2*r^2 *x-6920*a*b*q^2*r*x^2-5216*a*b*q^2*x^3-60*a*b*q*r^4-1702*a*b*q*r^3*x-9588*a*b*q *r^2*x^2-4344*a*b*q*r*x^3-8*a*b*r^5+152*a*b*r^4*x+3888*a*b*r^3*x^2+10128*a*b*r^ 2*x^3-128*a*c^6-1632*a*c^5*g-512*a*c^5*p-64*a*c^5*q-320*a*c^5*r+1344*a*c^5*x-\ 4416*a*c^4*g^2-2384*a*c^4*g*p-1584*a*c^4*g*q-96*a*c^4*g*r+18080*a*c^4*g*x-576*a *c^4*p^2-240*a*c^4*p*q-432*a*c^4*p*r+5232*a*c^4*p*x-160*a*c^4*q*r+768*a*c^4*q*x +5448*a*c^4*r*x+9408*a*c^4*x^2-4784*a*c^3*g^3-4536*a*c^3*g^2*p-3736*a*c^3*g^2*q +536*a*c^3*g^2*r+36176*a*c^3*g^2*x-584*a*c^3*g*p^2-1680*a*c^3*g*p*q+1988*a*c^3* g*p*r+42968*a*c^3*g*p*x-568*a*c^3*g*q^2+328*a*c^3*g*q*r+15944*a*c^3*g*q*x+1556* a*c^3*g*r^2+38748*a*c^3*g*r*x+59232*a*c^3*g*x^2-240*a*c^3*p^3-216*a*c^3*p^2*q+ 84*a*c^3*p^2*r+6144*a*c^3*p^2*x-140*a*c^3*p*q*r+3448*a*c^3*p*q*x+540*a*c^3*p*r^ 2+11152*a*c^3*p*r*x+13872*a*c^3*p*x^2+128*a*c^3*q^2*x+20*a*c^3*q*r^2+3740*a*c^3 *q*r*x+5376*a*c^3*q*x^2+256*a*c^3*r^3+3244*a*c^3*r^2*x-1744*a*c^3*r*x^2-5056*a* c^3*x^3-2472*a*c^2*g^4-4164*a*c^2*g^3*p-3100*a*c^2*g^3*q-48*a*c^2*g^3*r+22856*a *c^2*g^3*x+240*a*c^2*g^2*p^2-3088*a*c^2*g^2*p*q+5142*a*c^2*g^2*p*r+70040*a*c^2* g^2*p*x-1056*a*c^2*g^2*q^2+616*a*c^2*g^2*q*r+26160*a*c^2*g^2*q*x+3316*a*c^2*g^2 *r^2+65224*a*c^2*g^2*r*x+99720*a*c^2*g^2*x^2+472*a*c^2*g*p^3-124*a*c^2*g*p^2*q+ 2848*a*c^2*g*p^2*r+30820*a*c^2*g*p^2*x-460*a*c^2*g*p*q^2+1714*a*c^2*g*p*q*r+ 30520*a*c^2*g*p*q*x+3106*a*c^2*g*p*r^2+45590*a*c^2*g*p*r*x+48132*a*c^2*g*p*x^2-\ 84*a*c^2*g*q^3+164*a*c^2*g*q^2*r+4884*a*c^2*g*q^2*x+1194*a*c^2*g*q*r^2+27112*a* c^2*g*q*r*x+40620*a*c^2*g*q*x^2+878*a*c^2*g*r^3+9236*a*c^2*g*r^2*x-16288*a*c^2* g*r*x^2-25760*a*c^2*g*x^3-24*a*c^2*p^4-56*a*c^2*p^3*q+262*a*c^2*p^3*r+2892*a*c^ 2*p^3*x+94*a*c^2*p^2*q*r+2948*a*c^2*p^2*q*x+642*a*c^2*p^2*r^2+7042*a*c^2*p^2*r* x+6816*a*c^2*p^2*x^2+712*a*c^2*p*q^2*x+242*a*c^2*p*q*r^2+4722*a*c^2*p*q*r*x+ 4320*a*c^2*p*q*x^2+448*a*c^2*p*r^3+3310*a*c^2*p*r^2*x-3448*a*c^2*p*r*x^2-5056*a *c^2*p*x^3+876*a*c^2*q^2*r*x+240*a*c^2*q^2*x^2+108*a*c^2*q*r^3+1024*a*c^2*q*r^2 *x-5360*a*c^2*q*r*x^2-4864*a*c^2*q*x^3+92*a*c^2*r^4-108*a*c^2*r^3*x-6872*a*c^2* r^2*x^2-6640*a*c^2*r*x^3-606*a*c*g^5-1794*a*c*g^4*p-1070*a*c*g^4*q-398*a*c*g^4* r+4344*a*c*g^4*x+34*a*c*g^3*p^2-2010*a*c*g^3*p*q+2796*a*c*g^3*p*r+36100*a*c*g^3 *p*x-590*a*c*g^3*q^2+54*a*c*g^3*q*r+11646*a*c*g^3*q*x+1965*a*c*g^3*r^2+37994*a* c*g^3*r*x+62628*a*c*g^3*x^2+1094*a*c*g^2*p^3-26*a*c*g^2*p^2*q+4158*a*c*g^2*p^2* r+34612*a*c*g^2*p^2*x-672*a*c*g^2*p*q^2+2374*a*c*g^2*p*q*r+35864*a*c*g^2*p*q*x+ 3900*a*c*g^2*p*r^2+50881*a*c*g^2*p*r*x+54702*a*c*g^2*p*x^2-100*a*c*g^2*q^3+138* a*c*g^2*q^2*r+5718*a*c*g^2*q^2*x+1614*a*c*g^2*q*r^2+32327*a*c*g^2*q*r*x+51126*a *c*g^2*q*x^2+967*a*c*g^2*r^3+10570*a*c*g^2*r^2*x-8836*a*c*g^2*r*x^2-22416*a*c*g ^2*x^3+260*a*c*g*p^4+258*a*c*g*p^3*q+1248*a*c*g*p^3*r+8268*a*c*g*p^3*x-34*a*c*g *p^2*q^2+1284*a*c*g*p^2*q*r+13858*a*c*g*p^2*q*x+1709*a*c*g*p^2*r^2+14699*a*c*g* p^2*r*x+8622*a*c*g*p^2*x^2-76*a*c*g*p*q^3+346*a*c*g*p*q^2*r+7130*a*c*g*p*q^2*x+ 1262*a*c*g*p*q*r^2+18001*a*c*g*p*q*r*x+12396*a*c*g*p*q*x^2+813*a*c*g*p*r^3+1903 *a*c*g*p*r^2*x-30760*a*c*g*p*r*x^2-21688*a*c*g*p*x^3-4*a*c*g*q^3*r+416*a*c*g*q^ 3*x+274*a*c*g*q^2*r^2+6522*a*c*g*q^2*r*x+8790*a*c*g*q^2*x^2+300*a*c*g*q*r^3+ 1837*a*c*g*q*r^2*x-24418*a*c*g*q*r*x^2-23080*a*c*g*q*x^3+92*a*c*g*r^4-3142*a*c* g*r^3*x-32780*a*c*g*r^2*x^2-30712*a*c*g*r*x^3+4*a*c*p^5+76*a*c*p^4*r+480*a*c*p^ 4*x+60*a*c*p^3*q*r+708*a*c*p^3*q*x+184*a*c*p^3*r^2+1414*a*c*p^3*r*x+1116*a*c*p^ 3*x^2+292*a*c*p^2*q^2*x+104*a*c*p^2*q*r^2+1318*a*c*p^2*q*r*x+816*a*c*p^2*q*x^2+ 148*a*c*p^2*r^3+768*a*c*p^2*r^2*x-1288*a*c*p^2*r*x^2-1264*a*c*p^2*x^3+252*a*c*p *q^2*r*x-180*a*c*p*q^2*x^2+36*a*c*p*q*r^3+46*a*c*p*q*r^2*x-3256*a*c*p*q*r*x^2-\ 2432*a*c*p*q*x^3+28*a*c*p*r^4-334*a*c*p*r^3*x-3676*a*c*p*r^2*x^2-3320*a*c*p*r*x ^3-264*a*c*q^3*x^2-132*a*c*q^2*r^2*x-1084*a*c*q^2*r*x^2-304*a*c*q^2*x^3-8*a*c*q *r^4-284*a*c*q*r^3*x-720*a*c*q*r^2*x^2+928*a*c*q*r*x^3-8*a*c*r^5-152*a*c*r^4*x+ 196*a*c*r^3*x^2+1688*a*c*r^2*x^3-56*a*g^6-290*a*g^5*p-130*a*g^5*q-124*a*g^5*r-\ 108*a*g^5*x-80*a*g^4*p^2-428*a*g^4*p*q+388*a*g^4*p*r+5584*a*g^4*p*x-102*a*g^4*q ^2-76*a*g^4*q*r+1228*a*g^4*q*x+348*a*g^4*r^2+7194*a*g^4*r*x+13200*a*g^4*x^2+328 *a*g^3*p^3-74*a*g^3*p^2*q+1228*a*g^3*p^2*r+9748*a*g^3*p^2*x-222*a*g^3*p*q^2+609 *a*g^3*p*q*r+9638*a*g^3*p*q*x+1174*a*g^3*p*r^2+15657*a*g^3*p*r*x+19038*a*g^3*p* x^2-26*a*g^3*q^3+4*a*g^3*q^2*r+1260*a*g^3*q^2*x+476*a*g^3*q*r^2+9712*a*g^3*q*r* x+17322*a*g^3*q*x^2+300*a*g^3*r^3+3951*a*g^3*r^2*x+2382*a*g^3*r*x^2-4104*a*g^3* x^3+218*a*g^2*p^4+224*a*g^2*p^3*q+844*a*g^2*p^3*r+4648*a*g^2*p^3*x-34*a*g^2*p^2 *q^2+921*a*g^2*p^2*q*r+8590*a*g^2*p^2*q*x+1010*a*g^2*p^2*r^2+7673*a*g^2*p^2*r*x +3906*a*g^2*p^2*x^2-54*a*g^2*p*q^3+234*a*g^2*p*q^2*r+4636*a*g^2*p*q^2*x+854*a*g ^2*p*q*r^2+11253*a*g^2*p*q*r*x+8460*a*g^2*p*q*x^2+406*a*g^2*p*r^3+36*a*g^2*p*r^ 2*x-19348*a*g^2*p*r*x^2-12664*a*g^2*p*x^3-8*a*g^2*q^3*r+296*a*g^2*q^3*x+192*a*g ^2*q^2*r^2+4235*a*g^2*q^2*r*x+6378*a*g^2*q^2*x^2+190*a*g^2*q*r^3+1282*a*g^2*q*r ^2*x-12896*a*g^2*q*r*x^2-13408*a*g^2*q*x^3+22*a*g^2*r^4-2439*a*g^2*r^3*x-22208* a*g^2*r^2*x^2-21880*a*g^2*r*x^3+36*a*g*p^5+56*a*g*p^4*q+160*a*g*p^4*r+672*a*g*p ^4*x+10*a*g*p^3*q^2+226*a*g*p^3*q*r+1664*a*g*p^3*q*x+232*a*g*p^3*r^2+1112*a*g*p ^3*r*x-168*a*g*p^3*x^2-12*a*g*p^2*q^3+86*a*g*p^2*q^2*r+1446*a*g*p^2*q^2*x+228*a *g*p^2*q*r^2+2081*a*g*p^2*q*r*x-546*a*g*p^2*q*x^2+120*a*g*p^2*r^3-436*a*g*p^2*r ^2*x-6232*a*g*p^2*r*x^2-3240*a*g*p^2*x^3+12*a*g*p*q^3*r+398*a*g*p*q^3*x+78*a*g* p*q^2*r^2+1475*a*g*p*q^2*r*x+180*a*g*p*q^2*x^2+24*a*g*p*q*r^3-968*a*g*p*q*r^2*x -10676*a*g*p*q*r*x^2-6432*a*g*p*q*x^3+4*a*g*p*r^4-892*a*g*p*r^3*x-5942*a*g*p*r^ 2*x^2-3832*a*g*p*r*x^3-24*a*g*q^4*x+22*a*g*q^3*r^2+332*a*g*q^3*r*x+366*a*g*q^3* x^2+4*a*g*q^2*r^3-293*a*g*q^2*r^2*x-4002*a*g*q^2*r*x^2-2760*a*g*q^2*x^3-34*a*g* q*r^4-993*a*g*q*r^3*x-5154*a*g*q*r^2*x^2-1708*a*g*q*r*x^3-8*a*g*r^5+2042*a*g*r^ 3*x^2+5908*a*g*r^2*x^3+192*b^5*c*x-416*b^5*g*x-192*b^4*c^3-416*b^4*c^2*g-128*b^ 4*c^2*p+256*b^4*c^2*r+1920*b^4*c^2*x-224*b^4*c*g^2-368*b^4*c*g*p+112*b^4*c*g*r+ 272*b^4*c*g*x-16*b^4*c*p^2+224*b^4*c*p*r+1280*b^4*c*p*x+416*b^4*c*q*x+208*b^4*c *r^2+2704*b^4*c*r*x+4416*b^4*c*x^2-32*b^4*g^3-128*b^4*g^2*p-48*b^4*g^2*r-1248*b ^4*g^2*x-96*b^4*g*p^2+96*b^4*g*p*r+1120*b^4*g*p*x-800*b^4*g*q*x+176*b^4*g*r^2+ 2960*b^4*g*r*x+8856*b^4*g*x^2-704*b^3*c^4-2080*b^3*c^3*g-640*b^3*c^3*p-416*b^3* c^3*q+736*b^3*c^3*r+5952*b^3*c^3*x-1920*b^3*c^2*g^2-2032*b^3*c^2*g*p-816*b^3*c^ 2*g*q+960*b^3*c^2*g*r+11440*b^3*c^2*g*x-160*b^3*c^2*p^2-432*b^3*c^2*p*q+856*b^3 *c^2*p*r+6208*b^3*c^2*p*x+240*b^3*c^2*q*r+2848*b^3*c^2*q*x+744*b^3*c^2*r^2+8672 *b^3*c^2*r*x+13488*b^3*c^2*x^2-688*b^3*c*g^3-1632*b^3*c*g^2*p-432*b^3*c*g^2*q+ 64*b^3*c*g^2*r+1920*b^3*c*g^2*x-552*b^3*c*g*p^2-800*b^3*c*g*p*q+1180*b^3*c*g*p* r+15224*b^3*c*g*p*x+48*b^3*c*g*q*r+1752*b^3*c*g*q*x+1252*b^3*c*g*r^2+21756*b^3* c*g*r*x+46632*b^3*c*g*x^2-8*b^3*c*p^3-112*b^3*c*p^2*q+180*b^3*c*p^2*r+1232*b^3* c*p^2*x+320*b^3*c*p*q*r+2024*b^3*c*p*q*x+308*b^3*c*p*r^2+1936*b^3*c*p*r*x+1608* b^3*c*p*x^2+80*b^3*c*q^2*x+384*b^3*c*q*r^2+3712*b^3*c*q*r*x+6936*b^3*c*q*x^2+ 168*b^3*c*r^3+476*b^3*c*r^2*x-1384*b^3*c*r*x^2-2336*b^3*c*x^3-80*b^3*g^4-376*b^ 3*g^3*p-64*b^3*g^3*q-136*b^3*g^3*r-1480*b^3*g^3*x-312*b^3*g^2*p^2-256*b^3*g^2*p *q+244*b^3*g^2*p*r+4508*b^3*g^2*p*x-96*b^3*g^2*q*r-1336*b^3*g^2*q*x+436*b^3*g^2 *r^2+9000*b^3*g^2*r*x+24468*b^3*g^2*x^2-16*b^3*g*p^3-192*b^3*g*p^2*q+260*b^3*g* p^2*r+3772*b^3*g*p^2*x+192*b^3*g*p*q*r+3056*b^3*g*p*q*x+412*b^3*g*p*r^2+6752*b^ 3*g*p*r*x+9708*b^3*g*p*x^2-680*b^3*g*q^2*x+352*b^3*g*q*r^2+4984*b^3*g*q*r*x+ 13140*b^3*g*q*x^2+160*b^3*g*r^3+1752*b^3*g*r^2*x-376*b^3*g*r*x^2-5568*b^3*g*x^3 -832*b^2*c^5-3456*b^2*c^4*g-512*b^2*c^4*p-960*b^2*c^4*q+1104*b^2*c^4*r+8832*b^2 *c^4*x-4720*b^2*c^3*g^2-3184*b^2*c^3*g*p-2768*b^2*c^3*g*q+2272*b^2*c^3*g*r+ 28352*b^2*c^3*g*x+496*b^2*c^3*p^2-976*b^2*c^3*p*q+2256*b^2*c^3*p*r+14528*b^2*c^ 3*p*x-272*b^2*c^3*q^2+592*b^2*c^3*q*r+7376*b^2*c^3*q*x+1296*b^2*c^3*r^2+13912*b ^2*c^3*r*x+18960*b^2*c^3*x^2-2832*b^2*c^2*g^3-4536*b^2*c^2*g^2*p-2600*b^2*c^2*g ^2*q+1044*b^2*c^2*g^2*r+22040*b^2*c^2*g^2*x+96*b^2*c^2*g*p^2-2760*b^2*c^2*g*p*q +4924*b^2*c^2*g*p*r+47688*b^2*c^2*g*p*x-504*b^2*c^2*g*q^2+856*b^2*c^2*g*q*r+ 17128*b^2*c^2*g*q*x+3404*b^2*c^2*g*r^2+50212*b^2*c^2*g*r*x+82968*b^2*c^2*g*x^2+ 464*b^2*c^2*p^3-144*b^2*c^2*p^2*q+1276*b^2*c^2*p^2*r+6976*b^2*c^2*p^2*x-336*b^2 *c^2*p*q^2+1076*b^2*c^2*p*q*r+9888*b^2*c^2*p*q*x+976*b^2*c^2*p*r^2+8132*b^2*c^2 *p*r*x+7032*b^2*c^2*p*x^2+48*b^2*c^2*q^2*r+1208*b^2*c^2*q^2*x+948*b^2*c^2*q*r^2 +10732*b^2*c^2*q*r*x+19008*b^2*c^2*q*x^2+264*b^2*c^2*r^3+544*b^2*c^2*r^2*x-3984 *b^2*c^2*r*x^2-5760*b^2*c^2*x^3-760*b^2*c*g^4-2384*b^2*c*g^3*p-968*b^2*c*g^3*q-\ 244*b^2*c*g^3*r+3100*b^2*c*g^3*x-720*b^2*c*g^2*p^2-2172*b^2*c*g^2*p*q+2670*b^2* c*g^2*p*r+34236*b^2*c*g^2*p*x-264*b^2*c*g^2*q^2+44*b^2*c*g^2*q*r+6604*b^2*c*g^2 *q*x+2366*b^2*c*g^2*r^2+42846*b^2*c*g^2*r*x+86712*b^2*c*g^2*x^2+676*b^2*c*g*p^3 -552*b^2*c*g*p^2*q+2728*b^2*c*g*p^2*r+21816*b^2*c*g*p^2*x-524*b^2*c*g*p*q^2+ 1790*b^2*c*g*p*q*r+24144*b^2*c*g*p*q*x+2646*b^2*c*g*p*r^2+32174*b^2*c*g*p*r*x+ 34068*b^2*c*g*p*x^2-36*b^2*c*g*q^2*r+1408*b^2*c*g*q^2*x+1782*b^2*c*g*q*r^2+ 27414*b^2*c*g*q*r*x+52512*b^2*c*g*q*x^2+766*b^2*c*g*r^3+7096*b^2*c*g*r^2*x-6268 *b^2*c*g*r*x^2-20896*b^2*c*g*x^3+96*b^2*c*p^4+52*b^2*c*p^3*q+204*b^2*c*p^3*r+ 1008*b^2*c*p^3*x-100*b^2*c*p^2*q^2+258*b^2*c*p^2*q*r+2608*b^2*c*p^2*q*x+36*b^2* c*p^2*r^2+456*b^2*c*p^2*r*x-192*b^2*c*p^2*x^2+152*b^2*c*p*q^2*r+1436*b^2*c*p*q^ 2*x+290*b^2*c*p*q*r^2+3088*b^2*c*p*q*r*x+3780*b^2*c*p*q*x^2-144*b^2*c*p*r^3-\ 2400*b^2*c*p*r^2*x-7068*b^2*c*p*r*x^2-3216*b^2*c*p*x^3-136*b^2*c*q^3*x+228*b^2* c*q^2*r^2+1948*b^2*c*q^2*r*x+4764*b^2*c*q^2*x^2+132*b^2*c*q*r^3+102*b^2*c*q*r^2 *x-1196*b^2*c*q*r*x^2-2880*b^2*c*q*x^3-72*b^2*c*r^4-1896*b^2*c*r^3*x-7584*b^2*c *r^2*x^2-6152*b^2*c*r*x^3-72*b^2*g^5-424*b^2*g^4*p-120*b^2*g^4*q-168*b^2*g^4*r-\ 968*b^2*g^4*x-338*b^2*g^3*p^2-500*b^2*g^3*p*q+324*b^2*g^3*p*r+6116*b^2*g^3*p*x-\ 40*b^2*g^3*q^2-148*b^2*g^3*q*r-556*b^2*g^3*q*x+474*b^2*g^3*r^2+10352*b^2*g^3*r* x+25584*b^2*g^3*x^2+146*b^2*g^2*p^3-340*b^2*g^2*p^2*q+969*b^2*g^2*p^2*r+9606*b^ 2*g^2*p^2*x-160*b^2*g^2*p*q^2+518*b^2*g^2*p*q*r+8816*b^2*g^2*p*q*x+1164*b^2*g^2 *p*r^2+17106*b^2*g^2*p*r*x+22932*b^2*g^2*p*x^2-60*b^2*g^2*q^2*r-468*b^2*g^2*q^2 *x+694*b^2*g^2*q*r^2+12170*b^2*g^2*q*r*x+28056*b^2*g^2*q*x^2+393*b^2*g^2*r^3+ 5332*b^2*g^2*r^2*x+3960*b^2*g^2*r*x^2-8616*b^2*g^2*x^3+132*b^2*g*p^4+40*b^2*g*p ^3*q+423*b^2*g*p^3*r+2786*b^2*g*p^3*x-120*b^2*g*p^2*q^2+386*b^2*g*p^2*q*r+5504* b^2*g*p^2*q*x+336*b^2*g*p^2*r^2+3686*b^2*g*p^2*r*x+1170*b^2*g*p^2*x^2+120*b^2*g *p*q^2*r+2416*b^2*g*p*q^2*x+430*b^2*g*p*q*r^2+7236*b^2*g*p*q*r*x+7326*b^2*g*p*q *x^2-45*b^2*g*p*r^3-2094*b^2*g*p*r^2*x-15818*b^2*g*p*r*x^2-9696*b^2*g*p*x^3-288 *b^2*g*q^3*x+220*b^2*g*q^2*r^2+2800*b^2*g*q^2*r*x+6552*b^2*g*q^2*x^2+112*b^2*g* q*r^3+330*b^2*g*q*r^2*x-7804*b^2*g*q*r*x^2-9528*b^2*g*q*x^3-90*b^2*g*r^4-2798*b ^2*g*r^3*x-16668*b^2*g*r^2*x^2-14452*b^2*g*r*x^3-320*b*c^6-2016*b*c^5*g-544*b*c ^5*q+624*b*c^5*r+4608*b*c^5*x-4080*b*c^4*g^2-1328*b*c^4*g*p-2416*b*c^4*g*q+2064 *b*c^4*g*r+23072*b*c^4*g*x+640*b*c^4*p^2-352*b*c^4*p*q+1592*b*c^4*p*r+9216*b*c^ 4*p*x-304*b*c^4*q^2+552*b*c^4*q*r+5904*b*c^4*q*x+728*b*c^4*r^2+7352*b*c^4*r*x+ 8832*b*c^4*x^2-3720*b*c^3*g^3-3680*b*c^3*g^2*p-3592*b*c^3*g^2*q+1964*b*c^3*g^2* r+32480*b*c^3*g^2*x+1608*b*c^3*g*p^2-2128*b*c^3*g*p*q+6044*b*c^3*g*p*r+48104*b* c^3*g*p*x-920*b*c^3*g*q^2+1424*b*c^3*g*q*r+22136*b*c^3*g*q*x+3252*b*c^3*g*r^2+ 42700*b*c^3*g*r*x+59328*b*c^3*g*x^2+472*b*c^3*p^3+352*b*c^3*p^2*q+1032*b*c^3*p^ 2*r+4976*b*c^3*p^2*x-328*b*c^3*p*q^2+1356*b*c^3*p*q*r+10552*b*c^3*p*q*x+572*b*c ^3*p*r^2+4268*b*c^3*p*r*x+1920*b*c^3*p*x^2-56*b*c^3*q^3+112*b*c^3*q^2*r+2256*b* c^3*q^2*x+772*b*c^3*q*r^2+8936*b*c^3*q*r*x+13488*b*c^3*q*x^2+64*b*c^3*r^3-908*b *c^3*r^2*x-6368*b*c^3*r*x^2-5056*b*c^3*x^3-1680*b*c^2*g^4-3540*b*c^2*g^3*p-2340 *b*c^2*g^3*q+344*b*c^2*g^3*r+15992*b*c^2*g^3*x+764*b*c^2*g^2*p^2-3216*b*c^2*g^2 *p*q+6362*b*c^2*g^2*p*r+62016*b*c^2*g^2*p*x-920*b*c^2*g^2*q^2+946*b*c^2*g^2*q*r +22352*b*c^2*g^2*q*x+3994*b*c^2*g^2*r^2+61796*b*c^2*g^2*r*x+99432*b*c^2*g^2*x^2 +1624*b*c^2*g*p^3+300*b*c^2*g*p^2*q+4604*b*c^2*g*p^2*r+29700*b*c^2*g*p^2*x-948* b*c^2*g*p*q^2+3582*b*c^2*g*p*q*r+37960*b*c^2*g*p*q*x+3506*b*c^2*g*p*r^2+36942*b *c^2*g*p*r*x+32412*b*c^2*g*p*x^2-100*b*c^2*g*q^3+184*b*c^2*g*q^2*r+6100*b*c^2*g *q^2*x+2406*b*c^2*g*q*r^2+35048*b*c^2*g*q*r*x+54660*b*c^2*g*q*x^2+730*b*c^2*g*r ^3+4360*b*c^2*g*r^2*x-20264*b*c^2*g*r*x^2-25760*b*c^2*g*x^3+96*b*c^2*p^4+292*b* c^2*p^3*q+164*b*c^2*p^3*r+528*b*c^2*p^3*x-32*b*c^2*p^2*q^2+708*b*c^2*p^2*q*r+ 4480*b*c^2*p^2*q*x-36*b*c^2*p^2*r^2-1088*b*c^2*p^2*r*x-2976*b*c^2*p^2*x^2-76*b* c^2*p*q^3+324*b*c^2*p*q^2*r+3716*b*c^2*p*q^2*x+462*b*c^2*p*q*r^2+4370*b*c^2*p*q *r*x+2976*b*c^2*p*q*x^2-176*b*c^2*p*r^3-3492*b*c^2*p*r^2*x-11392*b*c^2*p*r*x^2-\ 4864*b*c^2*p*x^3-4*b*c^2*q^3*r+132*b*c^2*q^3*x+288*b*c^2*q^2*r^2+3398*b*c^2*q^2 *r*x+6864*b*c^2*q^2*x^2+96*b*c^2*q*r^3-450*b*c^2*q*r^2*x-4664*b*c^2*q*r*x^2-\ 5056*b*c^2*q*x^3-72*b*c^2*r^4-1940*b*c^2*r^3*x-8344*b*c^2*r^2*x^2-6640*b*c^2*r* x^3-360*b*c*g^5-1444*b*c*g^4*p-684*b*c*g^4*q-292*b*c*g^4*r+1728*b*c*g^4*x-248*b *c*g^3*p^2-1776*b*c*g^3*p*q+2291*b*c*g^3*p*r+27222*b*c*g^3*p*x-364*b*c*g^3*q^2+ 18*b*c*g^3*q*r+6532*b*c*g^3*q*x+1785*b*c*g^3*r^2+32026*b*c*g^3*r*x+60372*b*c*g^ 3*x^2+1188*b*c*g^2*p^3-266*b*c*g^2*p^2*q+4097*b*c*g^2*p^2*r+30558*b*c*g^2*p^2*x -786*b*c*g^2*p*q^2+2508*b*c*g^2*p*q*r+33224*b*c*g^2*p*q*x+3668*b*c*g^2*p*r^2+ 45250*b*c*g^2*p*r*x+49230*b*c*g^2*p*x^2-52*b*c*g^2*q^3-10*b*c*g^2*q^2*r+3364*b* c*g^2*q^2*x+2014*b*c*g^2*q*r^2+34584*b*c*g^2*q*r*x+62382*b*c*g^2*q*x^2+929*b*c* g^2*r^3+10518*b*c*g^2*r^2*x-3224*b*c*g^2*r*x^2-22416*b*c*g^2*x^3+440*b*c*g*p^4+ 514*b*c*g*p^3*q+1248*b*c*g*p^3*r+6416*b*c*g*p^3*x-162*b*c*g*p^2*q^2+1742*b*c*g* p^2*q*r+15170*b*c*g*p^2*q*x+935*b*c*g*p^2*r^2+6457*b*c*g*p^2*r*x-1050*b*c*g*p^2 *x^2-108*b*c*g*p*q^3+624*b*c*g*p*q^2*r+8986*b*c*g*p*q^2*x+1458*b*c*g*p*q*r^2+ 17475*b*c*g*p*q*r*x+12276*b*c*g*p*q*x^2-37*b*c*g*p*r^3-6995*b*c*g*p*r^2*x-42332 *b*c*g*p*r*x^2-23080*b*c*g*p*x^3-16*b*c*g*q^3*r+252*b*c*g*q^3*x+622*b*c*g*q^2*r ^2+8650*b*c*g*q^2*r*x+15222*b*c*g*q^2*x^2+340*b*c*g*q*r^3+361*b*c*g*q*r^2*x-\ 21482*b*c*g*q*r*x^2-21688*b*c*g*q*x^3-164*b*c*g*r^4-6370*b*c*g*r^3*x-36556*b*c* g*r^2*x^2-30712*b*c*g*r*x^3+48*b*c*p^4*q-8*b*c*p^4*r-96*b*c*p^4*x+28*b*c*p^3*q^ 2+100*b*c*p^3*q*r+384*b*c*p^3*q*x-16*b*c*p^3*r^2-364*b*c*p^3*r*x-648*b*c*p^3*x^ 2-24*b*c*p^2*q^3+84*b*c*p^2*q^2*r+964*b*c*p^2*q^2*x+16*b*c*p^2*q*r^2-86*b*c*p^2 *q*r*x-1188*b*c*p^2*q*x^2-8*b*c*p^2*r^3-248*b*c*p^2*r^2*x-1016*b*c*p^2*r*x^2-\ 304*b*c*p^2*x^3+24*b*c*p*q^3*r+372*b*c*p*q^3*x+68*b*c*p*q^2*r^2+1010*b*c*p*q^2* r*x+1008*b*c*p*q^2*x^2-72*b*c*p*q*r^3-1296*b*c*p*q*r^2*x-5120*b*c*p*q*r*x^2-\ 2432*b*c*p*q*x^3+180*b*c*p*r^3*x+708*b*c*p*r^2*x^2+928*b*c*p*r*x^3-48*b*c*q^4*x +44*b*c*q^3*r^2+384*b*c*q^3*r*x+1164*b*c*q^3*x^2+24*b*c*q^2*r^3-74*b*c*q^2*r^2* x-740*b*c*q^2*r*x^2-1264*b*c*q^2*x^3-36*b*c*q*r^4-858*b*c*q*r^3*x-3932*b*c*q*r^ 2*x^2-3320*b*c*q*r*x^3+160*b*c*r^4*x+1100*b*c*r^3*x^2+1688*b*c*r^2*x^3-28*b*g^6 -214*b*g^5*p-72*b*g^5*q-96*b*g^5*r-372*b*g^5*x-154*b*g^4*p^2-328*b*g^4*p*q+211* b*g^4*p*r+3544*b*g^4*p*x-48*b*g^4*q^2-84*b*g^4*q*r+76*b*g^4*q*x+255*b*g^4*r^2+ 5442*b*g^4*r*x+12192*b*g^4*x^2+212*b*g^3*p^3-180*b*g^3*p^2*q+946*b*g^3*p^2*r+ 7908*b*g^3*p^2*x-188*b*g^3*p*q^2+466*b*g^3*p*q*r+7538*b*g^3*p*q*x+1007*b*g^3*p* r^2+14003*b*g^3*p*r*x+18354*b*g^3*p*x^2-8*b*g^3*q^3-52*b*g^3*q^2*r+184*b*g^3*q^ 2*x+482*b*g^3*q*r^2+9438*b*g^3*q*r*x+20070*b*g^3*q*x^2+309*b*g^3*r^3+4637*b*g^3 *r^2*x+5628*b*g^3*r*x^2-4104*b*g^3*x^3+214*b*g^2*p^4+156*b*g^2*p^3*q+685*b*g^2* p^3*r+4028*b*g^2*p^3*x-116*b*g^2*p^2*q^2+742*b*g^2*p^2*q*r+8008*b*g^2*p^2*q*x+ 604*b*g^2*p^2*r^2+5489*b*g^2*p^2*r*x+2118*b*g^2*p^2*x^2-32*b*g^2*p*q^3+222*b*g^ 2*p*q^2*r+3958*b*g^2*p*q^2*x+734*b*g^2*p*q*r^2+10622*b*g^2*p*q*r*x+9936*b*g^2*p *q*x^2+45*b*g^2*p*r^3-2538*b*g^2*p*r^2*x-21976*b*g^2*p*r*x^2-13408*b*g^2*p*x^3-\ 12*b*g^2*q^3*r-104*b*g^2*q^3*x+282*b*g^2*q^2*r^2+4308*b*g^2*q^2*r*x+8538*b*g^2* q^2*x^2+188*b*g^2*q*r^3+1002*b*g^2*q*r^2*x-10430*b*g^2*q*r*x^2-12664*b*g^2*q*x^ 3-88*b*g^2*r^4-3685*b*g^2*r^3*x-23926*b*g^2*r^2*x^2-21880*b*g^2*r*x^3+34*b*g*p^ 5+80*b*g*p^4*q+118*b*g*p^4*r+384*b*g*p^4*x+24*b*g*p^3*q^2+246*b*g*p^3*q*r+1502* b*g*p^3*q*x+132*b*g*p^3*r^2+223*b*g*p^3*r*x-1050*b*g*p^3*x^2-24*b*g*p^2*q^3+128 *b*g*p^2*q^2*r+1782*b*g*p^2*q^2*x+184*b*g*p^2*q*r^2+1379*b*g*p^2*q*r*x-1548*b*g *p^2*q*x^2+42*b*g*p^2*r^3-944*b*g*p^2*r^2*x-6096*b*g*p^2*r*x^2-2760*b*g*p^2*x^3 +24*b*g*p*q^3*r+584*b*g*p*q^3*x+112*b*g*p*q^2*r^2+1854*b*g*p*q^2*r*x+774*b*g*p* q^2*x^2-30*b*g*p*q*r^3-1639*b*g*p*q*r^2*x-11608*b*g*p*q*r*x^2-6432*b*g*p*q*x^3-\ 10*b*g*p*r^4-635*b*g*p*r^3*x-3750*b*g*p*r^2*x^2-1708*b*g*p*r*x^3-48*b*g*q^4*x+ 44*b*g*q^3*r^2+524*b*g*q^3*r*x+1080*b*g*q^3*x^2+16*b*g*q^2*r^3-264*b*g*q^2*r^2* x-3830*b*g*q^2*r*x^2-3240*b*g*q^2*x^3-48*b*g*q*r^4-1280*b*g*q*r^3*x-6760*b*g*q* r^2*x^2-3832*b*g*q*r*x^3-4*b*g*r^5+156*b*g*r^4*x+2494*b*g*r^3*x^2+5908*b*g*r^2* x^3-224*c^6*g-928*c^5*g^2-256*c^5*g*p-304*c^5*g*q+152*c^5*g*r+2976*c^5*g*x-1360 *c^4*g^3-1008*c^4*g^2*p-1032*c^4*g^2*q+452*c^4*g^2*r+10160*c^4*g^2*x+32*c^4*g*p ^2-296*c^4*g*p*q+580*c^4*g*p*r+7224*c^4*g*p*x-152*c^4*g*q^2+196*c^4*g*q*r+3336* c^4*g*q*x+364*c^4*g*r^2+6400*c^4*g*r*x+9120*c^4*g*x^2-960*c^3*g^4-1448*c^3*g^3* p-1204*c^3*g^3*q+290*c^3*g^3*r+10264*c^3*g^3*x+216*c^3*g^2*p^2-1040*c^3*g^2*p*q +2040*c^3*g^2*p*r+23464*c^3*g^2*p*x-392*c^3*g^2*q^2+412*c^3*g^2*q*r+9544*c^3*g^ 2*q*x+1252*c^3*g^2*r^2+21476*c^3*g^2*r*x+31920*c^3*g^2*x^2+116*c^3*g*p^3+68*c^3 *g*p^2*q+558*c^3*g*p^2*r+5560*c^3*g*p^2*x-164*c^3*g*p*q^2+608*c^3*g*p*q*r+7000* c^3*g*p*q*x+556*c^3*g*p*r^2+7710*c^3*g*p*r*x+7896*c^3*g*p*x^2-28*c^3*g*q^3+56*c ^3*g*q^2*r+1192*c^3*g*q^2*x+396*c^3*g*q*r^2+6338*c^3*g*q*r*x+9432*c^3*g*q*x^2+ 160*c^3*g*r^3+1168*c^3*g*r^2*x-4056*c^3*g*r*x^2-5056*c^3*g*x^3-350*c^2*g^5-980* c^2*g^4*p-638*c^2*g^4*q-53*c^2*g^4*r+3876*c^2*g^4*x+72*c^2*g^3*p^2-1122*c^2*g^3 *p*q+1773*c^2*g^3*p*r+21070*c^2*g^3*p*x-334*c^2*g^3*q^2+181*c^2*g^3*q*r+7282*c^ 2*g^3*q*x+1179*c^2*g^3*r^2+21132*c^2*g^3*r*x+34200*c^2*g^3*x^2+534*c^2*g^2*p^3+ 26*c^2*g^2*p^2*q+1951*c^2*g^2*p^2*r+16100*c^2*g^2*p^2*x-390*c^2*g^2*p*q^2+1398* c^2*g^2*p*q*r+18172*c^2*g^2*p*q*x+1760*c^2*g^2*p*r^2+22481*c^2*g^2*p*r*x+22764* c^2*g^2*p*x^2-50*c^2*g^2*q^3+80*c^2*g^2*q^2*r+2780*c^2*g^2*q^2*x+966*c^2*g^2*q* r^2+16825*c^2*g^2*q*r*x+26388*c^2*g^2*q*x^2+436*c^2*g^2*r^3+4026*c^2*g^2*r^2*x-\ 8136*c^2*g^2*r*x^2-13120*c^2*g^2*x^3+36*c^2*g*p^4+118*c^2*g*p^3*q+213*c^2*g*p^3 *r+1710*c^2*g*p^3*x-16*c^2*g*p^2*q^2+401*c^2*g*p^2*q*r+3714*c^2*g*p^2*q*x+303*c ^2*g*p^2*r^2+2977*c^2*g*p^2*r*x+1920*c^2*g*p^2*x^2-38*c^2*g*p*q^3+162*c^2*g*p*q ^2*r+2214*c^2*g*p*q^2*x+352*c^2*g*p*q*r^2+4546*c^2*g*p*q*r*x+3648*c^2*g*p*q*x^2 +136*c^2*g*p*r^3-91*c^2*g*p*r^2*x-7420*c^2*g*p*r*x^2-4960*c^2*g*p*x^3-2*c^2*g*q ^3*r+66*c^2*g*q^3*x+144*c^2*g*q^2*r^2+2137*c^2*g*q^2*r*x+3552*c^2*g*q^2*x^2+102 *c^2*g*q*r^3+287*c^2*g*q*r^2*x-5012*c^2*g*q*r*x^2-4960*c^2*g*q*x^3+10*c^2*g*r^4 -1024*c^2*g*r^3*x-7608*c^2*g*r^2*x^2-6640*c^2*g*r*x^3-62*c*g^6-318*c*g^5*p-156* c*g^5*q-92*c*g^5*r+328*c*g^5*x-74*c*g^4*p^2-490*c*g^4*p*q+533*c*g^4*p*r+7084*c* g^4*p*x-116*c*g^4*q^2-30*c*g^4*q*r+1792*c*g^4*q*x+422*c*g^4*r^2+8225*c*g^4*r*x+ 14820*c*g^4*x^2+354*c*g^3*p^3-88*c*g^3*p^2*q+1336*c*g^3*p^2*r+10852*c*g^3*p^2*x -262*c*g^3*p*q^2+775*c*g^3*p*q*r+11248*c*g^3*p*q*x+1265*c*g^3*p*r^2+16797*c*g^3 *p*r*x+19344*c*g^3*p*x^2-26*c*g^3*q^3+4*c*g^3*q^2*r+1324*c*g^3*q^2*x+602*c*g^3* q*r^2+11462*c*g^3*q*r*x+20364*c*g^3*q*x^2+334*c*g^3*r^3+4245*c*g^3*r^2*x+954*c* g^3*r*x^2-6256*c*g^3*x^3+182*c*g^2*p^4+214*c*g^2*p^3*q+665*c*g^2*p^3*r+4036*c*g ^2*p^3*x-56*c*g^2*p^2*q^2+843*c*g^2*p^2*q*r+8078*c*g^2*p^2*q*x+719*c*g^2*p^2*r^ 2+5975*c*g^2*p^2*r*x+2490*c*g^2*p^2*x^2-54*c*g^2*p*q^3+274*c*g^2*p*q^2*r+4466*c *g^2*p*q^2*x+772*c*g^2*p*q*r^2+10088*c*g^2*p*q*r*x+7512*c*g^2*p*q*x^2+222*c*g^2 *p*r^3-1261*c*g^2*p*r^2*x-19678*c*g^2*p*r*x^2-12208*c*g^2*p*x^3-8*c*g^2*q^3*r+ 160*c*g^2*q^3*x+254*c*g^2*q^2*r^2+4287*c*g^2*q^2*r*x+6918*c*g^2*q^2*x^2+192*c*g ^2*q*r^3+798*c*g^2*q*r^2*x-12098*c*g^2*q*r*x^2-12208*c*g^2*q*x^3-14*c*g^2*r^4-\ 2636*c*g^2*r^3*x-19452*c*g^2*r^2*x^2-17432*c*g^2*r*x^3+2*c*g*p^5+24*c*g*p^4*q+ 34*c*g*p^4*r+192*c*g*p^4*x+14*c*g*p^3*q^2+80*c*g*p^3*q*r+546*c*g*p^3*q*x+84*c*g *p^3*r^2+525*c*g*p^3*r*x+234*c*g*p^3*x^2-12*c*g*p^2*q^3+42*c*g*p^2*q^2*r+628*c* g*p^2*q^2*x+60*c*g*p^2*q*r^2+616*c*g*p^2*q*r*x-186*c*g*p^2*q*x^2+70*c*g*p^2*r^3 +260*c*g*p^2*r^2*x-1152*c*g*p^2*r*x^2-784*c*g*p^2*x^3+12*c*g*p*q^3*r+186*c*g*p* q^3*x+34*c*g*p*q^2*r^2+631*c*g*p*q^2*r*x+414*c*g*p*q^2*x^2-18*c*g*p*q*r^3-625*c *g*p*q*r^2*x-4188*c*g*p*q*r*x^2-2432*c*g*p*q*x^3+14*c*g*p*r^4-77*c*g*p*r^3*x-\ 1484*c*g*p*r^2*x^2-1196*c*g*p*r*x^3-24*c*g*q^4*x+22*c*g*q^3*r^2+192*c*g*q^3*r*x +450*c*g*q^3*x^2+12*c*g*q^2*r^3-103*c*g*q^2*r^2*x-912*c*g*q^2*r*x^2-784*c*g*q^2 *x^3-22*c*g*q*r^4-571*c*g*q*r^3*x-2326*c*g*q*r^2*x^2-1196*c*g*q*r*x^3-4*c*g*r^5 +4*c*g*r^4*x+648*c*g*r^3*x^2+1688*c*g*r^2*x^3-4*g^7-40*g^6*p-14*g^6*q-20*g^6*r-\ 64*g^6*x-30*g^5*p^2-76*g^5*p*q+42*g^5*p*r+756*g^5*p*x-14*g^5*q^2-21*g^5*q*r+60* g^5*q*x+50*g^5*r^2+1114*g^5*r*x+2280*g^5*x^2+58*g^4*p^3-42*g^4*p^2*q+250*g^4*p^ 2*r+2096*g^4*p^2*x-54*g^4*p*q^2+114*g^4*p*q*r+1956*g^4*p*q*x+262*g^4*p*r^2+3742 *g^4*p*r*x+4968*g^4*p*x^2-4*g^4*q^3-11*g^4*q^2*r+116*g^4*q^2*x+109*g^4*q*r^2+ 2317*g^4*q*r*x+4764*g^4*q*x^2+78*g^4*r^3+1262*g^4*r^2*x+2004*g^4*r*x^2-480*g^4* x^3+70*g^3*p^4+60*g^3*p^3*q+250*g^3*p^3*r+1496*g^3*p^3*x-28*g^3*p^2*q^2+281*g^3 *p^2*q*r+2832*g^3*p^2*q*x+268*g^3*p^2*r^2+2373*g^3*p^2*r*x+1398*g^3*p^2*x^2-16* g^3*p*q^3+81*g^3*p*q^2*r+1452*g^3*p*q^2*x+287*g^3*p*q*r^2+3973*g^3*p*q*r*x+3756 *g^3*p*q*x^2+80*g^3*p*r^3-341*g^3*p*r^2*x-6742*g^3*p*r*x^2-4384*g^3*p*x^3-6*g^3 *q^3*r+20*g^3*q^3*x+86*g^3*q^2*r^2+1569*g^3*q^2*r*x+2850*g^3*q^2*x^2+80*g^3*q*r ^3+612*g^3*q*r^2*x-3422*g^3*q*r*x^2-4384*g^3*q*x^3-8*g^3*r^4-1092*g^3*r^3*x-\ 8472*g^3*r^2*x^2-8304*g^3*r*x^3+18*g^2*p^5+40*g^2*p^4*q+78*g^2*p^4*r+312*g^2*p^ 4*x+12*g^2*p^3*q^2+138*g^2*p^3*q*r+928*g^2*p^3*q*x+112*g^2*p^3*r^2+465*g^2*p^3* r*x-246*g^2*p^3*x^2-12*g^2*p^2*q^3+64*g^2*p^2*q^2*r+964*g^2*p^2*q^2*x+118*g^2*p ^2*q*r^2+1019*g^2*p^2*q*r*x-570*g^2*p^2*q*x^2+58*g^2*p^2*r^3-280*g^2*p^2*r^2*x-\ 3370*g^2*p^2*r*x^2-1696*g^2*p^2*x^3+12*g^2*p*q^3*r+292*g^2*p*q^3*x+56*g^2*p*q^2 *r^2+990*g^2*p*q^2*r*x+342*g^2*p*q^2*x^2-6*g^2*p*q*r^3-808*g^2*p*q*r^2*x-6618*g ^2*p*q*r*x^2-3824*g^2*p*q*x^3+2*g^2*p*r^4-401*g^2*p*r^3*x-2794*g^2*p*r^2*x^2-\ 1684*g^2*p*r*x^3-24*g^2*q^4*x+22*g^2*q^3*r^2+262*g^2*q^3*r*x+474*g^2*q^3*x^2+8* g^2*q^2*r^3-165*g^2*q^2*r^2*x-2186*g^2*q^2*r*x^2-1696*g^2*q^2*x^3-26*g^2*q*r^4-\ 711*g^2*q*r^3*x-3560*g^2*q*r^2*x^2-1684*g^2*q*r*x^3-4*g^2*r^5+40*g^2*r^4*x+1296 *g^2*r^3*x^2+3376*g^2*r^2*x^3-768*a^5*b-128*a^5*c-448*a^5*g-1120*a^4*b^2-4288*a ^4*b*c-2528*a^4*b*g-2096*a^4*b*p-800*a^4*b*q-1496*a^4*b*r-5728*a^4*b*x-448*a^4* c^2-2624*a^4*c*g-352*a^4*c*p+32*a^4*c*q-240*a^4*c*r-1408*a^4*c*x-1112*a^4*g^2-\ 1224*a^4*g*p-384*a^4*g*q-868*a^4*g*r-3568*a^4*g*x-96*a^3*b^3-4480*a^3*b^2*c-\ 1840*a^3*b^2*g-3392*a^3*b^2*p-528*a^3*b^2*q-3000*a^3*b^2*r-17632*a^3*b^2*x-8832 *a^3*b*c^2-10816*a^3*b*c*g-9152*a^3*b*c*p-3136*a^3*b*c*q-6184*a^3*b*c*r-25808*a ^3*b*c*x-2696*a^3*b*g^2-6760*a^3*b*g*p-1728*a^3*b*g*q-5432*a^3*b*g*r-28016*a^3* b*g*x-1712*a^3*b*p^2-1912*a^3*b*p*q-1560*a^3*b*p*r-1808*a^3*b*p*x-240*a^3*b*q^2 -1308*a^3*b*q*r-5416*a^3*b*q*x+108*a^3*b*r^2+7968*a^3*b*r*x+17328*a^3*b*x^2-576 *a^3*c^3-5376*a^3*c^2*g-1232*a^3*c^2*p+96*a^3*c^2*q-960*a^3*c^2*r-5392*a^3*c^2* x-4816*a^3*c*g^2-5768*a^3*c*g*p-1440*a^3*c*g*q-3996*a^3*c*g*r-18352*a^3*c*g*x-\ 520*a^3*c*p^2-104*a^3*c*p*q-812*a^3*c*p*r-2464*a^3*c*p*x-136*a^3*c*q*r-712*a^3* c*q*x-284*a^3*c*r^2+752*a^3*c*r*x+4080*a^3*c*x^2-996*a^3*g^3-2820*a^3*g^2*p-692 *a^3*g^2*q-2178*a^3*g^2*r-10976*a^3*g^2*x-1116*a^3*g*p^2-1008*a^3*g*p*q-1186*a^ 3*g*p*r-2136*a^3*g*p*x-120*a^3*g*q^2-722*a^3*g*q*r-3064*a^3*g*q*x-88*a^3*g*r^2+ 4360*a^3*g*r*x+10704*a^3*g*x^2+256*a^2*b^4-448*a^2*b^3*c+336*a^2*b^3*g-1184*a^2 *b^3*p+288*a^2*b^3*q-1536*a^2*b^3*r-15904*a^2*b^3*x-6624*a^2*b^2*c^2-6096*a^2*b ^2*c*g-9488*a^2*b^2*c*p-1472*a^2*b^2*c*q-7640*a^2*b^2*c*r-49504*a^2*b^2*c*x-672 *a^2*b^2*g^2-6096*a^2*b^2*g*p-376*a^2*b^2*g*q-5988*a^2*b^2*g*r-44736*a^2*b^2*g* x-2480*a^2*b^2*p^2-1600*a^2*b^2*p*q-2972*a^2*b^2*p*r-11096*a^2*b^2*p*x+96*a^2*b ^2*q^2-1568*a^2*b^2*q*r-14168*a^2*b^2*q*x-288*a^2*b^2*r^2+4808*a^2*b^2*r*x+ 26400*a^2*b^2*x^2-8608*a^2*b*c^3-16944*a^2*b*c^2*g-13440*a^2*b*c^2*p-4560*a^2*b *c^2*q-8672*a^2*b*c^2*r-40928*a^2*b*c^2*x-8896*a^2*b*c*g^2-20960*a^2*b*c*g*p-\ 5384*a^2*b*c*g*q-15600*a^2*b*c*g*r-85160*a^2*b*c*g*x-5384*a^2*b*c*p^2-5384*a^2* b*c*p*q-4968*a^2*b*c*p*r-9992*a^2*b*c*p*x-624*a^2*b*c*q^2-3612*a^2*b*c*q*r-\ 20496*a^2*b*c*q*x+112*a^2*b*c*r^2+20392*a^2*b*c*r*x+56400*a^2*b*c*x^2-1036*a^2* b*g^3-7220*a^2*b*g^2*p-1192*a^2*b*g^2*q-6378*a^2*b*g^2*r-40080*a^2*b*g^2*x-4648 *a^2*b*g*p^2-3980*a^2*b*g*p*q-5090*a^2*b*g*p*r-16152*a^2*b*g*p*x-264*a^2*b*g*q^ 2-3194*a^2*b*g*q*r-21744*a^2*b*g*q*x-348*a^2*b*g*r^2+11544*a^2*b*g*r*x+42864*a^ 2*b*g*x^2-524*a^2*b*p^3-1276*a^2*b*p^2*q-190*a^2*b*p^2*r+3760*a^2*b*p^2*x-504*a ^2*b*p*q^2-1174*a^2*b*p*q*r-1108*a^2*b*p*q*x+822*a^2*b*p*r^2+17024*a^2*b*p*r*x+ 28392*a^2*b*p*x^2+8*a^2*b*q^3-400*a^2*b*q^2*r-3012*a^2*b*q^2*x+80*a^2*b*q*r^2+ 6868*a^2*b*q*r*x+21816*a^2*b*q*x^2+460*a^2*b*r^3+10364*a^2*b*r^2*x+31848*a^2*b* r*x^2+9984*a^2*b*x^3-320*a^2*c^4-5072*a^2*c^3*g-1408*a^2*c^3*p+96*a^2*c^3*q-\ 1200*a^2*c^3*r-7680*a^2*c^3*x-7456*a^2*c^2*g^2-8896*a^2*c^2*g*p-2056*a^2*c^2*g* q-6160*a^2*c^2*g*r-31840*a^2*c^2*g*x-1312*a^2*c^2*p^2-208*a^2*c^2*p*q-2120*a^2* c^2*p*r-7712*a^2*c^2*p*x-272*a^2*c^2*q*r-3296*a^2*c^2*q*x-760*a^2*c^2*r^2-200*a ^2*c^2*r*x+8736*a^2*c^2*x^2-3212*a^2*c*g^3-9180*a^2*c*g^2*p-2164*a^2*c*g^2*q-\ 6778*a^2*c*g^2*r-35988*a^2*c*g^2*x-3984*a^2*c*g*p^2-2892*a^2*c*g*p*q-4548*a^2*c *g*p*r-12352*a^2*c*g*p*x-312*a^2*c*g*q^2-2094*a^2*c*g*q*r-12752*a^2*c*g*q*x-668 *a^2*c*g*r^2+10472*a^2*c*g*r*x+35952*a^2*c*g*x^2-348*a^2*c*p^3-196*a^2*c*p^2*q-\ 790*a^2*c*p^2*r-1840*a^2*c*p^2*x-392*a^2*c*p*q*r-1660*a^2*c*p*q*x-510*a^2*c*p*r ^2+628*a^2*c*p*r*x+5088*a^2*c*p*x^2-656*a^2*c*q^2*x-180*a^2*c*q*r^2-308*a^2*c*q *r*x+3384*a^2*c*q*x^2-84*a^2*c*r^3+1596*a^2*c*r^2*x+8256*a^2*c*r*x^2+3104*a^2*c *x^3-356*a^2*g^4-2402*a^2*g^3*p-430*a^2*g^3*q-2022*a^2*g^3*r-11852*a^2*g^3*x-\ 2022*a^2*g^2*p^2-1638*a^2*g^2*p*q-2304*a^2*g^2*p*r-7052*a^2*g^2*p*x-156*a^2*g^2 *q^2-1281*a^2*g^2*q*r-7758*a^2*g^2*q*x-274*a^2*g^2*r^2+4758*a^2*g^2*r*x+16524*a ^2*g^2*x^2-436*a^2*g*p^3-736*a^2*g*p^2*q-490*a^2*g*p^2*r+960*a^2*g*p^2*x-252*a^ 2*g*p*q^2-783*a^2*g*p*q*r-1384*a^2*g*p*q*x+156*a^2*g*p*r^2+8826*a^2*g*p*r*x+ 16740*a^2*g*p*x^2+4*a^2*g*q^3-200*a^2*g*q^2*r-1834*a^2*g*q^2*x-50*a^2*g*q*r^2+ 3280*a^2*g*q*r*x+12600*a^2*g*q*x^2+188*a^2*g*r^3+5980*a^2*g*r^2*x+20052*a^2*g*r *x^2+6544*a^2*g*x^3+64*a*b^4*c+192*a*b^4*g+96*a*b^4*p-96*a*b^4*r-4000*a*b^4*x-\ 1056*a*b^3*c^2-528*a*b^3*c*g-1616*a*b^3*c*p+128*a*b^3*c*q-1840*a*b^3*c*r-23120* a*b^3*c*x+320*a*b^3*g^2-1000*a*b^3*g*p+256*a*b^3*g*q-1640*a*b^3*g*r-21584*a*b^3 *g*x-680*a*b^3*p^2+64*a*b^3*p*q-1088*a*b^3*p*r-8104*a*b^3*p*x-288*a*b^3*q*r-\ 7568*a*b^3*q*x-280*a*b^3*r^2-2776*a*b^3*r*x+9072*a*b^3*x^2-4512*a*b^2*c^3-7536* a*b^2*c^2*g-7952*a*b^2*c^2*p-1584*a*b^2*c^2*q-5848*a*b^2*c^2*r-42272*a*b^2*c^2* x-2656*a*b^2*c*g^2-11368*a*b^2*c*g*p-1368*a*b^2*c*g*q-9888*a*b^2*c*g*r-78536*a* b^2*c*g*x-4016*a*b^2*c*p^2-2472*a*b^2*c*p*q-4584*a*b^2*c*p*r-20976*a*b^2*c*p*x+ 80*a*b^2*c*q^2-2488*a*b^2*c*q*r-28712*a*b^2*c*q*x-544*a*b^2*c*r^2+2256*a*b^2*c* r*x+43152*a*b^2*c*x^2+112*a*b^2*g^3-3348*a*b^2*g^2*p+48*a*b^2*g^2*q-3768*a*b^2* g^2*r-34320*a*b^2*g^2*x-3372*a*b^2*g*p^2-1652*a*b^2*g*p*q-4472*a*b^2*g*p*r-\ 23232*a*b^2*g*p*x+112*a*b^2*g*q^2-2076*a*b^2*g*q*r-25416*a*b^2*g*q*x-888*a*b^2* g*r^2-2992*a*b^2*g*r*x+30960*a*b^2*g*x^2-532*a*b^2*p^3-780*a*b^2*p^2*q-536*a*b^ 2*p^2*r+396*a*b^2*p^2*x-8*a*b^2*p*q^2-984*a*b^2*p*q*r-5908*a*b^2*p*q*x+552*a*b^ 2*p*r^2+12336*a*b^2*p*r*x+26712*a*b^2*p*x^2-216*a*b^2*q^2*r-4448*a*b^2*q^2*x-20 *a*b^2*q*r^2+2180*a*b^2*q*r*x+20136*a*b^2*q*x^2+540*a*b^2*r^3+11156*a*b^2*r^2*x +36408*a*b^2*r*x^2+9984*a*b^2*x^3-4032*a*b*c^4-11920*a*b*c^3*g-7664*a*b*c^3*p-\ 2912*a*b*c^3*q-4728*a*b*c^3*r-25920*a*b*c^3*x-10304*a*b*c^2*g^2-20304*a*b*c^2*g *p-5768*a*b*c^2*g*q-14068*a*b*c^2*g*r-82592*a*b*c^2*g*x-4368*a*b*c^2*p^2-4752*a *b*c^2*p*q-3772*a*b*c^2*p*r-10248*a*b*c^2*p*x-528*a*b*c^2*q^2-3276*a*b*c^2*q*r-\ 24456*a*b*c^2*q*x+252*a*b*c^2*r^2+16944*a*b*c^2*r*x+58560*a*b*c^2*x^2-2756*a*b* c*g^3-14872*a*b*c*g^2*p-2884*a*b*c*g^2*q-12006*a*b*c*g^2*r-78168*a*b*c*g^2*x-\ 8912*a*b*c*g*p^2-7668*a*b*c*g*p*q-9248*a*b*c*g*p*r-33748*a*b*c*g*p*x-536*a*b*c* g*q^2-6012*a*b*c*g*q*r-50068*a*b*c*g*q*x-658*a*b*c*g*r^2+16304*a*b*c*g*r*x+ 87552*a*b*c*g*x^2-868*a*b*c*p^3-2064*a*b*c*p^2*q-306*a*b*c*p^2*r+5608*a*b*c*p^2 *x-832*a*b*c*p*q^2-1904*a*b*c*p*q*r-4456*a*b*c*p*q*x+1510*a*b*c*p*r^2+30836*a*b *c*p*r*x+57192*a*b*c*p*x^2+16*a*b*c*q^3-784*a*b*c*q^2*r-8120*a*b*c*q^2*x+184*a* b*c*q*r^2+12072*a*b*c*q*r*x+46632*a*b*c*q*x^2+916*a*b*c*r^3+20152*a*b*c*r^2*x+ 61224*a*b*c*r*x^2+15808*a*b*c*x^3-40*a*b*g^4-3084*a*b*g^3*p-244*a*b*g^3*q-3052* a*b*g^3*r-22480*a*b*g^3*x-3806*a*b*g^2*p^2-2636*a*b*g^2*p*q-4669*a*b*g^2*p*r-\ 21010*a*b*g^2*p*x-40*a*b*g^2*q^2-2506*a*b*g^2*q*r-23410*a*b*g^2*q*x-787*a*b*g^2 *r^2+30*a*b*g^2*r*x+27960*a*b*g^2*x^2-962*a*b*g*p^3-1952*a*b*g*p^2*q-663*a*b*g* p^2*r+3388*a*b*g*p^2*x-584*a*b*g*p*q^2-2106*a*b*g*p*q*r-7356*a*b*g*p*q*x+1297*a *b*g*p*r^2+28158*a*b*g*p*r*x+53988*a*b*g*p*x^2+16*a*b*g*q^3-676*a*b*g*q^2*r-\ 7868*a*b*g*q^2*x-44*a*b*g*q*r^2+8092*a*b*g*q*r*x+40692*a*b*g*q*x^2+970*a*b*g*r^ 3+22024*a*b*g*r^2*x+72228*a*b*g*r*x^2+22496*a*b*g*x^3-48*a*b*p^4-260*a*b*p^3*q+ 108*a*b*p^3*r+1616*a*b*p^3*x-220*a*b*p^2*q^2-160*a*b*p^2*q*r+1568*a*b*p^2*q*x+ 372*a*b*p^2*r^2+5940*a*b*p^2*r*x+8424*a*b*p^2*x^2-8*a*b*p*q^3-220*a*b*p*q^2*r-\ 880*a*b*p*q^2*x+376*a*b*p*q*r^2+7816*a*b*p*q*r*x+15648*a*b*p*q*x^2+200*a*b*p*r^ 3+2956*a*b*p*r^2*x+3840*a*b*p*r*x^2-1248*a*b*p*x^3-48*a*b*q^3*r-832*a*b*q^3*x+ 60*a*b*q^2*r^2+1684*a*b*q^2*r*x+7224*a*b*q^2*x^2+260*a*b*q*r^3+4336*a*b*q*r^2*x +9192*a*b*q*r*x^2-1248*a*b*q*x^3-16*a*b*r^4-1792*a*b*r^3*x-15192*a*b*r^2*x^2-\ 16992*a*b*r*x^3-64*a*c^5-2272*a*c^4*g-528*a*c^4*p+32*a*c^4*q-480*a*c^4*r-3696*a *c^4*x-5120*a*c^3*g^2-5256*a*c^3*g*p-1328*a*c^3*g*q-3644*a*c^3*g*r-22192*a*c^3* g*x-792*a*c^3*p^2-104*a*c^3*p*q-1308*a*c^3*p*r-5600*a*c^3*p*x-136*a*c^3*q*r-\ 2584*a*c^3*q*x-476*a*c^3*r^2-408*a*c^3*r*x+6816*a*c^3*x^2-3544*a*c^2*g^3-9292*a *c^2*g^2*p-2328*a*c^2*g^2*q-6596*a*c^2*g^2*r-37912*a*c^2*g^2*x-3704*a*c^2*g*p^2 -2576*a*c^2*g*p*q-4430*a*c^2*g*p*r-15676*a*c^2*g*p*x-264*a*c^2*g*q^2-1926*a*c^2 *g*q*r-16796*a*c^2*g*q*x-810*a*c^2*g*r^2+6920*a*c^2*g*r*x+38496*a*c^2*g*x^2-432 *a*c^2*p^3-196*a*c^2*p^2*q-954*a*c^2*p^2*r-2644*a*c^2*p^2*x-392*a*c^2*p*q*r-\ 2052*a*c^2*p*q*x-546*a*c^2*p*r^2+1204*a*c^2*p*r*x+7920*a*c^2*p*x^2-656*a*c^2*q^ 2*x-180*a*c^2*q*r^2+612*a*c^2*q*r*x+6000*a*c^2*q*x^2-56*a*c^2*r^3+2500*a*c^2*r^ 2*x+9888*a*c^2*r*x^2+2752*a*c^2*x^3-820*a*c*g^4-5150*a*c*g^3*p-1004*a*c*g^3*q-\ 4091*a*c*g^3*r-24742*a*c*g^3*x-4260*a*c*g^2*p^2-3308*a*c*g^2*p*q-4818*a*c*g^2*p *r-17158*a*c*g^2*p*x-288*a*c*g^2*q^2-2544*a*c*g^2*q*r-19816*a*c*g^2*q*x-673*a*c *g^2*r^2+6726*a*c*g^2*r*x+36216*a*c*g^2*x^2-954*a*c*g*p^3-1304*a*c*g*p^2*q-1363 *a*c*g*p^2*r-476*a*c*g*p^2*x-416*a*c*g*p*q^2-1532*a*c*g*p*q*r-5044*a*c*g*p*q*x-\ 47*a*c*g*p*r^2+15886*a*c*g*p*r*x+36228*a*c*g*p*x^2+8*a*c*g*q^3-392*a*c*g*q^2*r-\ 5092*a*c*g*q^2*x-188*a*c*g*q*r^2+5824*a*c*g*q*r*x+29676*a*c*g*q*x^2+318*a*c*g*r ^3+12828*a*c*g*r^2*x+44788*a*c*g*r*x^2+13152*a*c*g*x^3-80*a*c*p^4-64*a*c*p^3*q-\ 204*a*c*p^3*r-384*a*c*p^3*x-120*a*c*p^2*q*r-312*a*c*p^2*q*x-108*a*c*p^2*r^2+768 *a*c*p^2*r*x+2256*a*c*p^2*x^2-96*a*c*p*q^2*x-8*a*c*p*q*r^2+964*a*c*p*q*r*x+3048 *a*c*p*q*x^2+56*a*c*p*r^3+1628*a*c*p*r^2*x+4760*a*c*p*r*x^2+1376*a*c*p*x^3+336* a*c*q^2*r*x+696*a*c*q^2*x^2+40*a*c*q*r^3+588*a*c*q*r^2*x-328*a*c*q*r*x^2-1216*a *c*q*x^3+40*a*c*r^4+180*a*c*r^3*x-1920*a*c*r^2*x^2-2832*a*c*r*x^3-24*a*g^5-876* a*g^4*p-88*a*g^4*q-822*a*g^4*r-5436*a*g^4*x-1268*a*g^3*p^2-906*a*g^3*p*q-1550*a *g^3*p*r-6536*a*g^3*p*x-48*a*g^3*q^2-795*a*g^3*q*r-6458*a*g^3*q*x-272*a*g^3*r^2 +322*a*g^3*r*x+7536*a*g^3*x^2-500*a*g^2*p^3-868*a*g^2*p^2*q-564*a*g^2*p^2*r+616 *a*g^2*p^2*x-290*a*g^2*p*q^2-999*a*g^2*p*q*r-3096*a*g^2*p*q*x+246*a*g^2*p*r^2+ 10928*a*g^2*p*r*x+22152*a*g^2*p*x^2+8*a*g^2*q^3-284*a*g^2*q^2*r-3174*a*g^2*q^2* x-112*a*g^2*q*r^2+3242*a*g^2*q*r*x+16992*a*g^2*q*x^2+294*a*g^2*r^3+8974*a*g^2*r ^2*x+31628*a*g^2*r*x^2+10688*a*g^2*x^3-64*a*g*p^4-162*a*g*p^3*q-48*a*g*p^3*r+ 616*a*g*p^3*x-110*a*g*p^2*q^2-140*a*g*p^2*q*r+628*a*g*p^2*q*x+132*a*g*p^2*r^2+ 3354*a*g*p^2*r*x+5340*a*g*p^2*x^2-4*a*g*p*q^3-110*a*g*p*q^2*r-488*a*g*p*q^2*x+ 184*a*g*p*q*r^2+4390*a*g*p*q*r*x+9348*a*g*p*q*x^2+128*a*g*p*r^3+2292*a*g*p*r^2* x+4300*a*g*p*r*x^2+64*a*g*p*x^3-24*a*g*q^3*r-416*a*g*q^3*x+30*a*g*q^2*r^2+1010* a*g*q^2*r*x+3960*a*g*q^2*x^2+150*a*g*q*r^3+2462*a*g*q*r^2*x+4432*a*g*q*r*x^2-\ 1232*a*g*q*x^3+12*a*g*r^4-806*a*g*r^3*x-8556*a*g*r^2*x^2-9912*a*g*r*x^3-192*b^4 *c^2-64*b^4*c*g-160*b^4*c*p-288*b^4*c*r-1792*b^4*c*x+32*b^4*g^2-32*b^4*g*p-192* b^4*g*r-2896*b^4*g*x-704*b^3*c^3-1152*b^3*c^2*g-784*b^3*c^2*p-160*b^3*c^2*q-912 *b^3*c^2*r-5200*b^3*c^2*x-288*b^3*c*g^2-1384*b^3*c*g*p-1720*b^3*c*g*r-16720*b^3 *c*g*x-200*b^3*c*p^2-192*b^3*c*p*q-320*b^3*c*p*r-808*b^3*c*p*x-480*b^3*c*q*r-\ 2752*b^3*c*q*x-168*b^3*c*r^2+328*b^3*c*r*x+2928*b^3*c*x^2+64*b^3*g^3-296*b^3*g^ 2*p+64*b^3*g^2*q-608*b^3*g^2*r-8096*b^3*g^2*x-440*b^3*g*p^2-64*b^3*g*p*q-704*b^ 3*g*p*r-4456*b^3*g*p*x-384*b^3*g*q*r-5160*b^3*g*q*x-224*b^3*g*r^2-1224*b^3*g*r* x+6000*b^3*g*x^2-1248*b^2*c^4-3424*b^2*c^3*g-2032*b^2*c^3*p-640*b^2*c^3*q-1512* b^2*c^3*r-7296*b^2*c^3*x-2504*b^2*c^2*g^2-5680*b^2*c^2*g*p-1136*b^2*c^2*g*q-\ 4740*b^2*c^2*g*r-31360*b^2*c^2*g*x-960*b^2*c^2*p^2-1048*b^2*c^2*p*q-812*b^2*c^2 *p*r-2240*b^2*c^2*p*x-16*b^2*c^2*q^2-1224*b^2*c^2*q*r-7424*b^2*c^2*q*x-16*b^2*c ^2*r^2+2584*b^2*c^2*r*x+8544*b^2*c^2*x^2-424*b^2*c*g^3-3692*b^2*c*g^2*p-304*b^2 *c*g^2*q-3648*b^2*c*g^2*r-31332*b^2*c*g^2*x-2752*b^2*c*g*p^2-1876*b^2*c*g*p*q-\ 3376*b^2*c*g*p*r-13808*b^2*c*g*p*x+48*b^2*c*g*q^2-2404*b^2*c*g*q*r-21376*b^2*c* g*q*x-748*b^2*c*g*r^2+568*b^2*c*g*r*x+26736*b^2*c*g*x^2-96*b^2*c*p^3-332*b^2*c* p^2*q+172*b^2*c*p^2*r+832*b^2*c*p^2*x-72*b^2*c*p*q^2-344*b^2*c*p*q*r-1660*b^2*c *p*q*x+588*b^2*c*p*r^2+4792*b^2*c*p*r*x+6264*b^2*c*p*x^2-264*b^2*c*q^2*r-1792*b ^2*c*q^2*x-60*b^2*c*q*r^2+428*b^2*c*q*r*x+3552*b^2*c*q*x^2+336*b^2*c*r^3+4092*b ^2*c*r^2*x+10200*b^2*c*r*x^2+3104*b^2*c*x^3+64*b^2*g^4-592*b^2*g^3*p+64*b^2*g^3 *q-804*b^2*g^3*r-8756*b^2*g^3*x-1198*b^2*g^2*p^2-484*b^2*g^2*p*q-1832*b^2*g^2*p *r-9942*b^2*g^2*p*x+40*b^2*g^2*q^2-920*b^2*g^2*q*r-10820*b^2*g^2*q*x-606*b^2*g^ 2*r^2-3624*b^2*g^2*r*x+9324*b^2*g^2*x^2-314*b^2*g*p^3-556*b^2*g*p^2*q-182*b^2*g *p^2*r+614*b^2*g*p^2*x-40*b^2*g*p*q^2-664*b^2*g*p*q*r-3784*b^2*g*p*q*x+570*b^2* g*p*r^2+8564*b^2*g*p*r*x+16488*b^2*g*p*x^2-240*b^2*g*q^2*r-3120*b^2*g*q^2*x-40* b^2*g*q*r^2+1304*b^2*g*q*r*x+11844*b^2*g*q*x^2+438*b^2*g*r^3+7624*b^2*g*r^2*x+ 23304*b^2*g*r*x^2+6544*b^2*g*x^3-736*b*c^5-3264*b*c^4*g-1280*b*c^4*p-688*b*c^4* q-744*b*c^4*r-3120*b*c^4*x-4264*b*c^3*g^2-6264*b*c^3*g*p-2112*b*c^3*g*q-4268*b* c^3*g*r-22288*b*c^3*g*x-504*b*c^3*p^2-1280*b*c^3*p*q-60*b*c^3*p*r+872*b*c^3*p*x -144*b*c^3*q^2-972*b*c^3*q*r-5216*b*c^3*q*x+312*b*c^3*r^2+4216*b*c^3*r*x+8352*b *c^3*x^2-2040*b*c^2*g^3-7788*b*c^2*g^2*p-1804*b*c^2*g^2*q-6008*b*c^2*g^2*r-\ 37624*b*c^2*g^2*x-3448*b*c^2*g*p^2-3816*b*c^2*g*p*q-3022*b*c^2*g*p*r-8588*b*c^2 *g*p*x-272*b*c^2*g*q^2-3266*b*c^2*g*q*r-22204*b*c^2*g*q*x+62*b*c^2*g*r^2+10896* b*c^2*g*r*x+38784*b*c^2*g*x^2+64*b*c^2*p^3-548*b*c^2*p^2*q+496*b*c^2*p^2*r+2560 *b*c^2*p^2*x-328*b*c^2*p*q^2-346*b*c^2*p*q*r-708*b*c^2*p*q*x+724*b*c^2*p*r^2+ 6644*b*c^2*p*r*x+8592*b*c^2*p*x^2+8*b*c^2*q^3-384*b*c^2*q^2*r-2692*b*c^2*q^2*x+ 120*b*c^2*q*r^2+2420*b*c^2*q*r*x+7248*b*c^2*q*x^2+312*b*c^2*r^3+3972*b*c^2*r^2* x+10032*b*c^2*r*x^2+2752*b*c^2*x^3-244*b*c*g^4-3368*b*c*g^3*p-428*b*c*g^3*q-\ 3034*b*c*g^3*r-22486*b*c*g^3*x-3730*b*c*g^2*p^2-2860*b*c*g^2*p*q-4373*b*c*g^2*p *r-17920*b*c*g^2*p*x-64*b*c*g^2*q^2-2862*b*c*g^2*q*r-24838*b*c*g^2*q*x-809*b*c* g^2*r^2+1114*b*c*g^2*r*x+31032*b*c*g^2*x^2-518*b*c*g*p^3-1632*b*c*g*p^2*q+243*b *c*g*p^2*r+4748*b*c*g*p^2*x-600*b*c*g*p*q^2-1570*b*c*g*p*q*r-4924*b*c*g*p*q*x+ 1723*b*c*g*p*r^2+23738*b*c*g*p*r*x+39564*b*c*g*p*x^2+16*b*c*g*q^3-820*b*c*g*q^2 *r-7076*b*c*g*q^2*x-8*b*c*g*q*r^2+6608*b*c*g*q*r*x+28836*b*c*g*q*x^2+966*b*c*g* r^3+16604*b*c*g*r^2*x+47348*b*c*g*r*x^2+13152*b*c*g*x^3+32*b*c*p^4-28*b*c*p^3*q +72*b*c*p^3*r+384*b*c*p^3*x-116*b*c*p^2*q^2+112*b*c*p^2*q*r+912*b*c*p^2*q*x+16* b*c*p^2*r^2+268*b*c*p^2*r*x+216*b*c*p^2*x^2-8*b*c*p*q^3-92*b*c*p*q^2*r-504*b*c* p*q^2*x+288*b*c*p*q*r^2+2828*b*c*p*q*r*x+4248*b*c*p*q*x^2-48*b*c*p*r^3-840*b*c* p*r^2*x-2456*b*c*p*r*x^2-1216*b*c*p*x^3-48*b*c*q^3*r-432*b*c*q^3*x+12*b*c*q^2*r ^2+220*b*c*q^2*r*x+1536*b*c*q^2*x^2+156*b*c*q*r^3+1884*b*c*q*r^2*x+5200*b*c*q*r *x^2+1376*b*c*q*x^3-24*b*c*r^4-724*b*c*r^3*x-3144*b*c*r^2*x^2-2832*b*c*r*x^3+36 *b*g^5-440*b*g^4*p+16*b*g^4*q-502*b*g^4*r-4428*b*g^4*x-1012*b*g^3*p^2-548*b*g^3 *p*q-1476*b*g^3*p*r-7490*b*g^3*p*x+24*b*g^3*q^2-712*b*g^3*q*r-7568*b*g^3*q*x-\ 464*b*g^3*r^2-2924*b*g^3*r*x+4776*b*g^3*x^2-408*b*g^2*p^3-820*b*g^2*p^2*q-210*b *g^2*p^2*r+1086*b*g^2*p^2*x-176*b*g^2*p*q^2-982*b*g^2*p*q*r-4572*b*g^2*p*q*x+ 746*b*g^2*p*r^2+12322*b*g^2*p*r*x+23232*b*g^2*p*x^2+8*b*g^2*q^3-356*b*g^2*q^2*r -4016*b*g^2*q^2*x-122*b*g^2*q*r^2+2010*b*g^2*q*r*x+15840*b*g^2*q*x^2+546*b*g^2* r^3+10692*b*g^2*r^2*x+34012*b*g^2*r*x^2+10688*b*g^2*x^3-8*b*g*p^4-144*b*g*p^3*q +90*b*g*p^3*r+1000*b*g*p^3*x-168*b*g*p^2*q^2-24*b*g*p^2*q*r+1240*b*g*p^2*q*x+ 194*b*g*p^2*r^2+3104*b*g*p^2*r*x+4320*b*g*p^2*x^2-8*b*g*p*q^3-156*b*g*p*q^2*r-\ 692*b*g*p*q^2*x+332*b*g*p*q*r^2+5322*b*g*p*q*r*x+9948*b*g*p*q*x^2+76*b*g*p*r^3+ 1058*b*g*p*r^2*x+692*b*g*p*r*x^2-1232*b*g*p*x^3-48*b*g*q^3*r-632*b*g*q^3*x+36*b *g*q^2*r^2+952*b*g*q^2*r*x+4380*b*g*q^2*x^2+208*b*g*q*r^3+3110*b*g*q*r^2*x+7196 *b*g*q*r*x^2+64*b*g*q*x^3-20*b*g*r^4-1258*b*g*r^3*x-9168*b*g*r^2*x^2-9912*b*g*r *x^3-400*c^5*g-1368*c^4*g^2-904*c^4*g*p-328*c^4*g*q-612*c^4*g*r-3408*c^4*g*x-\ 1388*c^3*g^3-2984*c^3*g^2*p-856*c^3*g^2*q-2096*c^3*g^2*r-12016*c^3*g^2*x-648*c^ 3*g*p^2-692*c^3*g*p*q-684*c^3*g*p*r-2364*c^3*g*p*x-72*c^3*g*q^2-554*c^3*g*q*r-\ 3900*c^3*g*q*x-82*c^3*g*r^2+1904*c^3*g*r*x+7584*c^3*g*x^2-530*c^2*g^4-2746*c^2* g^3*p-602*c^2*g^3*q-2109*c^2*g^3*r-13044*c^2*g^3*x-1916*c^2*g^2*p^2-1694*c^2*g^ 2*p*q-2050*c^2*g^2*p*r-7082*c^2*g^2*p*x-132*c^2*g^2*q^2-1403*c^2*g^2*q*r-10706* c^2*g^2*q*x-243*c^2*g^2*r^2+4076*c^2*g^2*r*x+19680*c^2*g^2*x^2-184*c^2*g*p^3-\ 372*c^2*g*p^2*q-229*c^2*g*p^2*r-42*c^2*g*p^2*x-164*c^2*g*p*q^2-369*c^2*g*p*q*r-\ 1380*c^2*g*p*q*x+89*c^2*g*p*r^2+3924*c^2*g*p*r*x+8256*c^2*g*p*x^2+4*c^2*g*q^3-\ 192*c^2*g*q^2*r-1674*c^2*g*q^2*x-30*c^2*g*q*r^2+1516*c^2*g*q*r*x+6624*c^2*g*q*x ^2+128*c^2*g*r^3+3236*c^2*g*r^2*x+9960*c^2*g*r*x^2+2752*c^2*g*x^3-48*c*g^5-960* c*g^4*p-124*c*g^4*q-843*c*g^4*r-5736*c*g^4*x-1348*c*g^3*p^2-994*c*g^3*p*q-1638* c*g^3*p*r-6842*c*g^3*p*x-44*c*g^3*q^2-915*c*g^3*q*r-7862*c*g^3*q*x-333*c*g^3*r^ 2+50*c*g^3*r*x+9384*c*g^3*x^2-408*c*g^2*p^3-820*c*g^2*p^2*q-329*c*g^2*p^2*r+986 *c*g^2*p^2*x-282*c*g^2*p*q^2-891*c*g^2*p*q*r-3040*c*g^2*p*q*x+441*c*g^2*p*r^2+ 10748*c*g^2*p*r*x+20760*c*g^2*p*x^2+8*c*g^2*q^3-344*c*g^2*q^2*r-3442*c*g^2*q^2* x-84*c*g^2*q*r^2+3168*c*g^2*q*r*x+15864*c*g^2*q*x^2+350*c*g^2*r^3+8256*c*g^2*r^ 2*x+26148*c*g^2*r*x^2+7648*c*g^2*x^3-24*c*g*p^4-46*c*g*p^3*q-66*c*g*p^3*r-58*c* g*p^2*q^2-4*c*g*p^2*q*r+300*c*g*p^2*q*x-46*c*g*p^2*r^2+518*c*g*p^2*r*x+1236*c*g *p^2*x^2-4*c*g*p*q^3-46*c*g*p*q^2*r-300*c*g*p*q^2*x+140*c*g*p*q*r^2+1896*c*g*p* q*r*x+3648*c*g*p*q*x^2+4*c*g*p*r^3+394*c*g*p*r^2*x+1152*c*g*p*r*x^2+80*c*g*p*x^ 3-24*c*g*q^3*r-216*c*g*q^3*x+6*c*g*q^2*r^2+278*c*g*q^2*r*x+1116*c*g*q^2*x^2+98* c*g*q*r^3+1236*c*g*q*r^2*x+2436*c*g*q*r*x^2+80*c*g*q*x^3+8*c*g*r^4-272*c*g*r^3* x-2532*c*g*r^2*x^2-2832*c*g*r*x^3+8*g^6-110*g^5*p+2*g^5*q-118*g^5*r-896*g^5*x-\ 276*g^4*p^2-160*g^4*p*q-392*g^4*p*r-1946*g^4*p*x+2*g^4*q^2-176*g^4*q*r-1742*g^4 *q*x-116*g^4*r^2-756*g^4*r*x+720*g^4*x^2-158*g^3*p^3-290*g^3*p^2*q-144*g^3*p^2* r+130*g^3*p^2*x-78*g^3*p*q^2-372*g^3*p*q*r-1580*g^3*p*q*x+162*g^3*p*r^2+3908*g^ 3*p*r*x+7776*g^3*p*x^2+4*g^3*q^3-118*g^3*q^2*r-1322*g^3*q^2*x-76*g^3*q*r^2+588* g^3*q*r*x+5376*g^3*q*x^2+146*g^3*r^3+3616*g^3*r^2*x+12456*g^3*r*x^2+4288*g^3*x^ 3-24*g^2*p^4-88*g^2*p^3*q-6*g^2*p^3*r+404*g^2*p^3*x-84*g^2*p^2*q^2-42*g^2*p^2*q *r+542*g^2*p^2*q*x+70*g^2*p^2*r^2+1744*g^2*p^2*r*x+2724*g^2*p^2*x^2-4*g^2*p*q^3 -78*g^2*p*q^2*r-370*g^2*p*q^2*x+164*g^2*p*q*r^2+2902*g^2*p*q*r*x+5736*g^2*p*q*x ^2+52*g^2*p*r^3+936*g^2*p*r^2*x+1536*g^2*p*r*x^2-272*g^2*p*x^3-24*g^2*q^3*r-316 *g^2*q^3*x+18*g^2*q^2*r^2+560*g^2*q^2*r*x+2364*g^2*q^2*x^2+114*g^2*q*r^3+1702*g ^2*q*r^2*x+3516*g^2*q*r*x^2-272*g^2*q*x^3-584*g^2*r^3*x-5064*g^2*r^2*x^2-5664*g ^2*r*x^3+144*a^4*b+64*a^4*c+104*a^4*g+1424*a^3*b^2+1008*a^3*b*c+1808*a^3*b*g-\ 864*a^3*b*p+392*a^3*b*q-1512*a^3*b*r-9296*a^3*b*x+384*a^3*c^2+856*a^3*c*g+152*a ^3*c*p+96*a^3*c*q-56*a^3*c*r-1936*a^3*c*x+628*a^3*g^2-356*a^3*g*p+244*a^3*g*q-\ 784*a^3*g*r-5616*a^3*g*x+1184*a^2*b^3+3824*a^2*b^2*c+3464*a^2*b^2*g+584*a^2*b^2 *p+1072*a^2*b^2*q-824*a^2*b^2*r-11008*a^2*b^2*x+1856*a^2*b*c^2+5440*a^2*b*c*g-\ 1664*a^2*b*c*p+1352*a^2*b*c*q-3640*a^2*b*c*r-26880*a^2*b*c*x+2996*a^2*b*g^2-292 *a^2*b*g*p+1532*a^2*b*g*q-2440*a^2*b*g*r-20848*a^2*b*g*x-1132*a^2*b*p^2-60*a^2* b*p*q-2460*a^2*b*p*r-13368*a^2*b*p*x+240*a^2*b*q^2-636*a^2*b*q*r-7632*a^2*b*q*x -1044*a^2*b*r^2-11480*a^2*b*r*x-12672*a^2*b*x^2+576*a^2*c^3+1792*a^2*c^2*g+608* a^2*c^2*p+192*a^2*c^2*q+96*a^2*c^2*r-3632*a^2*c^2*x+2196*a^2*c*g^2-304*a^2*c*g* p+884*a^2*c*g*q-1828*a^2*c*g*r-17224*a^2*c*g*x+124*a^2*c*p^2+184*a^2*c*p*q-72*a ^2*c*p*r-2472*a^2*c*p*x+136*a^2*c*q*r-632*a^2*c*q*x-116*a^2*c*r^2-2896*a^2*c*r* x-4176*a^2*c*x^2+852*a^2*g^3-180*a^2*g^2*p+554*a^2*g^2*q-1042*a^2*g^2*r-8656*a^ 2*g^2*x-504*a^2*g*p^2+62*a^2*g*p*q-1266*a^2*g*p*r-7920*a^2*g*p*x+120*a^2*g*q^2-\ 250*a^2*g*q*r-4132*a^2*g*q*x-580*a^2*g*r^2-7188*a^2*g*r*x-8424*a^2*g*x^2+1120*a *b^3*c+1024*a*b^3*g+880*a*b^3*p+64*a*b^3*q+496*a*b^3*r-1040*a*b^3*x+2704*a*b^2* c^2+5072*a*b^2*c*g+1536*a*b^2*c*p+1424*a*b^2*c*q-320*a*b^2*c*r-13632*a*b^2*c*x+ 2216*a*b^2*g^2+1904*a*b^2*g*p+1152*a*b^2*g*q+272*a*b^2*g*r-8944*a*b^2*g*x-344*a *b^2*p^2+744*a*b^2*p*q-1688*a*b^2*p*r-12528*a*b^2*p*x+64*a*b^2*q^2+136*a*b^2*q* r-5112*a*b^2*q*x-1264*a*b^2*r^2-16040*a*b^2*r*x-17280*a*b^2*x^2+1104*a*b*c^3+ 4664*a*b*c^2*g-936*a*b*c^2*p+1352*a*b*c^2*q-2576*a*b*c^2*r-23648*a*b*c^2*x+5236 *a*b*c*g^2+224*a*b*c*g*p+2744*a*b*c*g*q-3288*a*b*c*g*r-35408*a*b*c*g*x-1652*a*b *c*p^2+272*a*b*c*p*q-4080*a*b*c*p*r-25776*a*b*c*p*x+432*a*b*c*q^2-832*a*b*c*q*r -15216*a*b*c*q*x-2044*a*b*c*r^2-24360*a*b*c*r*x-23712*a*b*c*x^2+1652*a*b*g^3+ 1034*a*b*g^2*p+1300*a*b*g^2*q-634*a*b*g^2*r-11224*a*b*g^2*x-1354*a*b*g*p^2+680* a*b*g*p*q-3952*a*b*g*p*r-25400*a*b*g*p*x+336*a*b*g*q^2-368*a*b*g*q*r-12104*a*b* g*q*x-2338*a*b*g*r^2-29204*a*b*g*r*x-33744*a*b*g*x^2-332*a*b*p^3-268*a*b*p^2*q-\ 740*a*b*p^2*r-3424*a*b*p^2*x+152*a*b*p*q^2-892*a*b*p*q*r-6560*a*b*p*q*x-168*a*b *p*r^2+304*a*b*p*r*x+4320*a*b*p*x^2+16*a*b*q^3-56*a*b*q^2*r-2224*a*b*q^2*x-512* a*b*q*r^2-5048*a*b*q*r*x-576*a*b*q*x^2+248*a*b*r^3+6568*a*b*r^2*x+25488*a*b*r*x ^2+10368*a*b*x^3+256*a*c^4+1224*a*c^3*g+456*a*c^3*p+96*a*c^3*q+152*a*c^3*r-2304 *a*c^3*x+2216*a*c^2*g^2+372*a*c^2*g*p+884*a*c^2*g*q-1048*a*c^2*g*r-15472*a*c^2* g*x+196*a*c^2*p^2+184*a*c^2*p*q-104*a*c^2*p*r-3424*a*c^2*p*x+136*a*c^2*q*r-1544 *a*c^2*q*x-204*a*c^2*r^2-3952*a*c^2*r*x-4224*a*c^2*x^2+1690*a*c*g^3+144*a*c*g^2 *p+1136*a*c*g^2*q-1496*a*c*g^2*r-16060*a*c*g^2*x-582*a*c*g*p^2+416*a*c*g*p*q-\ 2076*a*c*g*p*r-16528*a*c*g*p*x+216*a*c*g*q^2-192*a*c*g*q*r-8912*a*c*g*q*x-1202* a*c*g*r^2-17316*a*c*g*r*x-19200*a*c*g*x^2+12*a*c*p^3+32*a*c*p^2*q-132*a*c*p^2*r -1120*a*c*p^2*x-56*a*c*p*q*r-936*a*c*p*q*x-216*a*c*p*r^2-1888*a*c*p*r*x-1776*a* c*p*x^2-304*a*c*q^2*x-80*a*c*q*r^2-352*a*c*q*r*x+1200*a*c*q*x^2-64*a*c*r^3+472* a*c*r^2*x+3856*a*c*r*x^2+1728*a*c*x^3+428*a*g^4+206*a*g^3*p+390*a*g^3*q-330*a*g ^3*r-3764*a*g^3*x-518*a*g^2*p^2+248*a*g^2*p*q-1546*a*g^2*p*r-10532*a*g^2*p*x+ 152*a*g^2*q^2-140*a*g^2*q*r-5040*a*g^2*q*x-892*a*g^2*r^2-12172*a*g^2*r*x-15168* a*g^2*x^2-160*a*g*p^3-118*a*g*p^2*q-436*a*g*p^2*r-2272*a*g*p^2*x+76*a*g*p*q^2-\ 474*a*g*p*q*r-3748*a*g*p*q*x-192*a*g*p*r^2-792*a*g*p*r*x+1272*a*g*p*x^2+8*a*g*q ^3-28*a*g*q^2*r-1264*a*g*q^2*x-296*a*g*q*r^2-2700*a*g*q*r*x+312*a*g*q*x^2+92*a* g*r^3+3520*a*g*r^2*x+14672*a*g*r*x^2+6048*a*g*x^3+128*b^4*c+64*b^4*g+384*b^3*c^ 2+864*b^3*c*g+144*b^3*c*p+192*b^3*c*q+48*b^3*c*r-784*b^3*c*x+272*b^3*g^2+512*b^ 3*g*p+128*b^3*g*q+272*b^3*g*r-912*b^3*g*x+528*b^2*c^3+2072*b^2*c^2*g+56*b^2*c^2 *p+576*b^2*c^2*q-424*b^2*c^2*r-3440*b^2*c^2*x+1784*b^2*c*g^2+1216*b^2*c*g*p+ 1168*b^2*c*g*q+48*b^2*c*g*r-8008*b^2*c*g*x-272*b^2*c*p^2+216*b^2*c*p*q-872*b^2* c*p*r-3512*b^2*c*p*x+96*b^2*c*q^2-24*b^2*c*q*r-936*b^2*c*q*x-616*b^2*c*r^2-4840 *b^2*c*r*x-5136*b^2*c*x^2+408*b^2*g^3+1016*b^2*g^2*p+392*b^2*g^2*q+552*b^2*g^2* r-1456*b^2*g^2*x-308*b^2*g*p^2+480*b^2*g*p*q-1280*b^2*g*p*r-8020*b^2*g*p*x+80*b ^2*g*q^2+56*b^2*g*q*r-3024*b^2*g*q*x-940*b^2*g*r^2-10440*b^2*g*r*x-11208*b^2*g* x^2+112*b*c^4+1256*b*c^3*g-456*b*c^3*p+392*b*c^3*q-704*b*c^3*r-3840*b*c^3*x+ 2360*b*c^2*g^2-364*b*c^2*g*p+1436*b*c^2*g*q-1768*b*c^2*g*r-15760*b*c^2*g*x-496* b*c^2*p^2-20*b*c^2*p*q-972*b*c^2*p*r-4136*b*c^2*p*x+192*b*c^2*q^2-356*b*c^2*q*r -2752*b*c^2*q*x-496*b*c^2*r^2-4096*b*c^2*r*x-4032*b*c^2*x^2+1424*b*c*g^3+1006*b *c*g^2*p+1340*b*c*g^2*q-414*b*c*g^2*r-10876*b*c*g^2*x-1334*b*c*g*p^2+456*b*c*g* p*q-3464*b*c*g*p*r-18800*b*c*g*p*x+384*b*c*g*q^2-464*b*c*g*q*r-9136*b*c*g*q*x-\ 1958*b*c*g*r^2-19876*b*c*g*r*x-20256*b*c*g*x^2-40*b*c*p^3-180*b*c*p^2*q+48*b*c* p^2*r+176*b*c*p^2*x+72*b*c*p*q^2-444*b*c*p*q*r-2136*b*c*p*q*x+208*b*c*p*r^2+ 1776*b*c*p*r*x+2448*b*c*p*x^2+16*b*c*q^3-24*b*c*q^2*r-400*b*c*q^2*x-272*b*c*q*r ^2-2328*b*c*q*r*x-2352*b*c*q*x^2+120*b*c*r^3+1696*b*c*r^2*x+4640*b*c*r*x^2+1728 *b*c*x^3+272*b*g^4+638*b*g^3*p+328*b*g^3*q+296*b*g^3*r-1004*b*g^3*x-524*b*g^2*p ^2+520*b*g^2*p*q-1830*b*g^2*p*r-11280*b*g^2*p*x+144*b*g^2*q^2+40*b*g^2*q*r-4220 *b*g^2*q*x-1252*b*g^2*r^2-14556*b*g^2*r*x-16896*b*g^2*x^2-186*b*g*p^3-224*b*g*p ^2*q-346*b*g*p^2*r-1624*b*g*p^2*x+112*b*g*p*q^2-668*b*g*p*q*r-4348*b*g*p*q*x+20 *b*g*p*r^2+1040*b*g*p*r*x+3384*b*g*p*x^2+16*b*g*q^3-40*b*g*q^2*r-1312*b*g*q^2*x -392*b*g*q*r^2-3688*b*g*q*r*x-1464*b*g*q*x^2+184*b*g*r^3+4132*b*g*r^2*x+15064*b *g*r*x^2+6048*b*g*x^3+184*c^4*g+688*c^3*g^2+244*c^3*g*q-276*c^3*g*r-3072*c^3*g* x+822*c^2*g^3+72*c^2*g^2*p+630*c^2*g^2*q-682*c^2*g^2*r-7936*c^2*g^2*x-150*c^2*g *p^2+82*c^2*g*p*q-538*c^2*g*p*r-3780*c^2*g*p*x+96*c^2*g*q^2-110*c^2*g*q*r-2148* c^2*g*q*x-350*c^2*g*r^2-4024*c^2*g*r*x-4128*c^2*g*x^2+398*c*g^4+312*c*g^3*p+422 *c*g^3*q-184*c*g^3*r-3712*c*g^3*x-508*c*g^2*p^2+268*c*g^2*p*q-1514*c*g^2*p*r-\ 9724*c*g^2*p*x+168*c*g^2*q^2-148*c*g^2*q*r-4828*c*g^2*q*x-886*c*g^2*r^2-10572*c *g^2*r*x-11472*c*g^2*x^2-14*c*g*p^3-74*c*g*p^2*q-42*c*g*p^2*r-472*c*g*p^2*x+36* c*g*p*q^2-250*c*g*p*q*r-1536*c*g*p*q*x-4*c*g*p*r^2-56*c*g*p*r*x+336*c*g*p*x^2+8 *c*g*q^3-12*c*g*q^2*r-352*c*g*q^2*x-176*c*g*q*r^2-1340*c*g*q*r*x-576*c*g*q*x^2+ 28*c*g*r^3+1084*c*g*r^2*x+4248*c*g*r*x^2+1728*c*g*x^3+68*g^5+138*g^4*p+84*g^4*q +44*g^4*r-256*g^4*x-164*g^3*p^2+164*g^3*p*q-582*g^3*p*r-3808*g^3*p*x+52*g^3*q^2 +28*g^3*q*r-1408*g^3*q*x-396*g^3*r^2-5096*g^3*r*x-6432*g^3*x^2-90*g^2*p^3-104*g ^2*p^2*q-206*g^2*p^2*r-1092*g^2*p^2*x+56*g^2*p*q^2-348*g^2*p*q*r-2408*g^2*p*q*x -44*g^2*p*r^2+48*g^2*p*r*x+1248*g^2*p*x^2+8*g^2*q^3-20*g^2*q^2*r-732*g^2*q^2*x-\ 216*g^2*q*r^2-1932*g^2*q*r*x-432*g^2*q*x^2+76*g^2*r^3+2184*g^2*r^2*x+8496*g^2*r *x^2+3456*g^2*x^3+1088*a^3*b+192*a^3*c+640*a^3*g+1104*a^2*b^2+2928*a^2*b*c+2304 *a^2*b*g+1312*a^2*b*p+568*a^2*b*q+752*a^2*b*r+3472*a^2*b*x+320*a^2*c^2+1848*a^2 *c*g+264*a^2*c*p-32*a^2*c*q+216*a^2*c*r+1360*a^2*c*x+988*a^2*g^2+788*a^2*g*p+ 268*a^2*g*q+484*a^2*g*r+2416*a^2*g*x-320*a*b^3+736*a*b^2*c+288*a*b^2*g+1424*a*b ^2*p-160*a*b^2*q+1632*a*b^2*r+8080*a*b^2*x+2064*a*b*c^2+3112*a*b*c*g+2520*a*b*c *p+672*a*b*c*q+1976*a*b*c*r+8992*a*b*c*x+952*a*b*g^2+2668*a*b*g*p+304*a*b*g*q+ 2564*a*b*g*r+13200*a*b*g*x+216*a*b*p^2+672*a*b*p*q-416*a*b*p*r-3328*a*b*p*x+616 *a*b*q*r+1568*a*b*q*x-752*a*b*r^2-10512*a*b*r*x-15552*a*b*x^2+128*a*c^3+1320*a* c^2*g+328*a*c^2*p-32*a*c^2*q+344*a*c^2*r+1680*a*c^2*x+1564*a*c*g^2+1636*a*c*g*p +272*a*c*g*q+1380*a*c*g*r+7088*a*c*g*x+128*a*c*p^2+48*a*c*p*q+184*a*c*p*r+528*a *c*p*x+80*a*c*q*r-144*a*c*q*x-1360*a*c*r*x-2496*a*c*x^2+404*a*g^3+1084*a*g^2*p+ 168*a*g^2*q+984*a*g^2*r+5456*a*g^2*x+172*a*g*p^2+360*a*g*p*q-116*a*g*p*r-1400*a *g*p*x+348*a*g*q*r+712*a*g*q*x-376*a*g*r^2-5936*a*g*r*x-9024*a*g*x^2-160*b^3*g+ 336*b^2*c^2+320*b^2*c*g+496*b^2*c*p+576*b^2*c*r+2320*b^2*c*x-240*b^2*g^2+960*b^ 2*g*p-80*b^2*g*q+1104*b^2*g*r+5200*b^2*g*x+416*b*c^3+1416*b*c^2*g+440*b*c^2*p+ 232*b*c^2*q+360*b*c^2*r+1488*b*c^2*x+696*b*c*g^2+2044*b*c*g*p+352*b*c*g*q+1860* b*c*g*r+8144*b*c*g*x-88*b*c*p^2+272*b*c*p*q-328*b*c*p*r-1392*b*c*p*x+264*b*c*q* r+1104*b*c*q*x-240*b*c*r^2-2144*b*c*r*x-2688*b*c*x^2-72*b*g^3+1288*b*g^2*p-40*b *g^2*q+1440*b*g^2*r+7184*b*g^2*x+64*b*g*p^2+472*b*g*p*q-372*b*g*p*r-2360*b*g*p* x+440*b*g*q*r+1336*b*g*q*x-496*b*g*r^2-6328*b*g*r*x-9120*b*g*x^2+272*c^3*g+688* c^2*g^2+384*c^2*g*p+100*c^2*g*q+352*c^2*g*r+1584*c^2*g*x+292*c*g^3+1020*c*g^2*p +152*c*g^2*q+928*c*g^2*r+4448*c*g^2*x+20*c*g*p^2+160*c*g*p*q-72*c*g*p*r-432*c*g *p*x+172*c*g*q*r+480*c*g*q*x-120*c*g*r^2-1752*c*g*r*x-2592*c*g*x^2+8*g^4+424*g^ 3*p-8*g^3*q+472*g^3*r+2560*g^3*x+64*g^2*p^2+248*g^2*p*q-140*g^2*p*r-1048*g^2*p* x+240*g^2*q*r+632*g^2*q*x-248*g^2*r^2-3504*g^2*r*x-5184*g^2*x^2+16*a^2*b-64*a^2 *c-24*a^2*g-800*a*b^2-544*a*b*c-976*a*b*g+560*a*b*p-304*a*b*q+1008*a*b*r+6144*a *b*x-128*a*c^2-432*a*c*g-16*a*c*p-32*a*c*q+96*a*c*r+928*a*c*x-336*a*g^2+272*a*g *p-168*a*g*q+552*a*g*r+3536*a*g*x-224*b^2*c-512*b^2*g-80*b*c^2-608*b*c*g+192*b* c*p-112*b*c*q+240*b*c*r+1120*b*c*x-640*b*g^2+376*b*g*p-208*b*g*q+624*b*g*r+3632 *b*g*x-104*c^2*g-312*c*g^2+88*c*g*p-72*c*g*q+168*c*g*r+1024*c*g*x-208*g^3+184*g ^2*p-112*g^2*q+336*g^2*r+2048*g^2*x-480*a*b-64*a*c-272*a*g-96*b*c-288*b*g-80*c* g-160*g^2)*dx+48*g^7*x^2-48*g^7*x-20*c*g^7-8*g^5*q^3-2*g^4*q^4-16*g^7*p-4*g^7*q -10*g^6*q^2-x^2*(x-1)^2*(48*a^5*b*x^2+24*a^5*g*x^2+192*a^4*b^2*x^2+384*a^4*b*c* x^2+296*a^4*b*g*x^2+120*a^4*b*p*x^2+120*a^4*b*q*x^2+80*a^4*b*r*x^2+48*a^4*c^2*x ^2+216*a^4*c*g*x^2+24*a^4*c*p*x^2+24*a^4*c*q*x^2+100*a^4*g^2*x^2+72*a^4*g*p*x^2 +72*a^4*g*q*x^2+40*a^4*g*r*x^2+288*a^3*b^3*x^2+1152*a^3*b^2*c*x^2+768*a^3*b^2*g *x^2+360*a^3*b^2*p*x^2+360*a^3*b^2*q*x^2+240*a^3*b^2*r*x^2+1200*a^3*b*c^2*x^2+ 1848*a^3*b*c*g*x^2+744*a^3*b*c*p*x^2+744*a^3*b*c*q*x^2+480*a^3*b*c*r*x^2+640*a^ 3*b*g^2*x^2+588*a^3*b*g*p*x^2+588*a^3*b*g*q*x^2+400*a^3*b*g*r*x^2+108*a^3*b*p^2 *x^2+216*a^3*b*p*q*x^2+120*a^3*b*p*r*x^2+108*a^3*b*q^2*x^2+120*a^3*b*q*r*x^2+ 192*a^3*c^3*x^2+776*a^3*c^2*g*x^2+192*a^3*c^2*p*x^2+144*a^3*c^2*q*x^2+80*a^3*c^ 2*r*x^2+676*a^3*c*g^2*x^2+508*a^3*c*g*p*x^2+484*a^3*c*g*q*x^2+280*a^3*c*g*r*x^2 +48*a^3*c*p^2*x^2+72*a^3*c*p*q*x^2+40*a^3*c*p*r*x^2+24*a^3*c*q^2*x^2+40*a^3*c*q *r*x^2+164*a^3*g^3*x^2+224*a^3*g^2*p*x^2+224*a^3*g^2*q*x^2+140*a^3*g^2*r*x^2+78 *a^3*g*p^2*x^2+144*a^3*g*p*q*x^2+80*a^3*g*p*r*x^2+66*a^3*g*q^2*x^2+80*a^3*g*q*r *x^2+192*a^2*b^4*x^2+1152*a^2*b^3*c*x^2+768*a^2*b^3*g*x^2+360*a^2*b^3*p*x^2+360 *a^2*b^3*q*x^2+240*a^2*b^3*r*x^2+2304*a^2*b^2*c^2*x^2+3264*a^2*b^2*c*g*x^2+1440 *a^2*b^2*c*p*x^2+1440*a^2*b^2*c*q*x^2+960*a^2*b^2*c*r*x^2+1080*a^2*b^2*g^2*x^2+ 1032*a^2*b^2*g*p*x^2+1032*a^2*b^2*g*q*x^2+720*a^2*b^2*g*r*x^2+216*a^2*b^2*p^2*x ^2+432*a^2*b^2*p*q*x^2+240*a^2*b^2*p*r*x^2+216*a^2*b^2*q^2*x^2+240*a^2*b^2*q*r* x^2+1632*a^2*b*c^3*x^2+3960*a^2*b*c^2*g*x^2+1536*a^2*b*c^2*p*x^2+1488*a^2*b*c^2 *q*x^2+960*a^2*b*c^2*r*x^2+2868*a^2*b*c*g^2*x^2+2508*a^2*b*c*g*p*x^2+2484*a^2*b *c*g*q*x^2+1680*a^2*b*c*g*r*x^2+456*a^2*b*c*p^2*x^2+888*a^2*b*c*p*q*x^2+480*a^2 *b*c*p*r*x^2+432*a^2*b*c*q^2*x^2+480*a^2*b*c*q*r*x^2+636*a^2*b*g^3*x^2+924*a^2* b*g^2*p*x^2+924*a^2*b*g^2*q*x^2+660*a^2*b*g^2*r*x^2+378*a^2*b*g*p^2*x^2+744*a^2 *b*g*p*q*x^2+420*a^2*b*g*p*r*x^2+366*a^2*b*g*q^2*x^2+420*a^2*b*g*q*r*x^2+42*a^2 *b*p^3*x^2+126*a^2*b*p^2*q*x^2+60*a^2*b*p^2*r*x^2+126*a^2*b*p*q^2*x^2+120*a^2*b *p*q*r*x^2+42*a^2*b*q^3*x^2+60*a^2*b*q^2*r*x^2+240*a^2*c^4*x^2+1192*a^2*c^3*g*x ^2+360*a^2*c^3*p*x^2+216*a^2*c^3*q*x^2+160*a^2*c^3*r*x^2+1580*a^2*c^2*g^2*x^2+ 1204*a^2*c^2*g*p*x^2+1052*a^2*c^2*g*q*x^2+680*a^2*c^2*g*r*x^2+180*a^2*c^2*p^2*x ^2+216*a^2*c^2*p*q*x^2+160*a^2*c^2*p*r*x^2+48*a^2*c^2*q^2*x^2+80*a^2*c^2*q*r*x^ 2+786*a^2*c*g^3*x^2+1046*a^2*c*g^2*p*x^2+1006*a^2*c*g^2*q*x^2+660*a^2*c*g^2*r*x ^2+382*a^2*c*g*p^2*x^2+652*a^2*c*g*p*q*x^2+380*a^2*c*g*p*r*x^2+276*a^2*c*g*q^2* x^2+340*a^2*c*g*q*r*x^2+30*a^2*c*p^3*x^2+54*a^2*c*p^2*q*x^2+40*a^2*c*p^2*r*x^2+ 24*a^2*c*p*q^2*x^2+40*a^2*c*p*q*r*x^2+132*a^2*g^4*x^2+261*a^2*g^3*p*x^2+261*a^2 *g^3*q*x^2+180*a^2*g^3*r*x^2+167*a^2*g^2*p^2*x^2+314*a^2*g^2*p*q*x^2+180*a^2*g^ 2*p*r*x^2+147*a^2*g^2*q^2*x^2+180*a^2*g^2*q*r*x^2+36*a^2*g*p^3*x^2+90*a^2*g*p^2 *q*x^2+50*a^2*g*p^2*r*x^2+75*a^2*g*p*q^2*x^2+80*a^2*g*p*q*r*x^2+21*a^2*g*q^3*x^ 2+30*a^2*g*q^2*r*x^2+48*a*b^5*x^2+384*a*b^4*c*x^2+296*a*b^4*g*x^2+120*a*b^4*p*x ^2+120*a*b^4*q*x^2+80*a*b^4*r*x^2+1200*a*b^3*c^2*x^2+1848*a*b^3*c*g*x^2+744*a*b ^3*c*p*x^2+744*a*b^3*c*q*x^2+480*a*b^3*c*r*x^2+640*a*b^3*g^2*x^2+588*a*b^3*g*p* x^2+588*a*b^3*g*q*x^2+400*a*b^3*g*r*x^2+108*a*b^3*p^2*x^2+216*a*b^3*p*q*x^2+120 *a*b^3*p*r*x^2+108*a*b^3*q^2*x^2+120*a*b^3*q*r*x^2+1632*a*b^2*c^3*x^2+3960*a*b^ 2*c^2*g*x^2+1488*a*b^2*c^2*p*x^2+1536*a*b^2*c^2*q*x^2+960*a*b^2*c^2*r*x^2+2868* a*b^2*c*g^2*x^2+2484*a*b^2*c*g*p*x^2+2508*a*b^2*c*g*q*x^2+1680*a*b^2*c*g*r*x^2+ 432*a*b^2*c*p^2*x^2+888*a*b^2*c*p*q*x^2+480*a*b^2*c*p*r*x^2+456*a*b^2*c*q^2*x^2 +480*a*b^2*c*q*r*x^2+636*a*b^2*g^3*x^2+924*a*b^2*g^2*p*x^2+924*a*b^2*g^2*q*x^2+ 660*a*b^2*g^2*r*x^2+366*a*b^2*g*p^2*x^2+744*a*b^2*g*p*q*x^2+420*a*b^2*g*p*r*x^2 +378*a*b^2*g*q^2*x^2+420*a*b^2*g*q*r*x^2+42*a*b^2*p^3*x^2+126*a*b^2*p^2*q*x^2+ 60*a*b^2*p^2*r*x^2+126*a*b^2*p*q^2*x^2+120*a*b^2*p*q*r*x^2+42*a*b^2*q^3*x^2+60* a*b^2*q^2*r*x^2+864*a*b*c^4*x^2+3184*a*b*c^3*g*x^2+1056*a*b*c^3*p*x^2+1056*a*b* c^3*q*x^2+640*a*b*c^3*r*x^2+3816*a*b*c^2*g^2*x^2+2976*a*b*c^2*g*p*x^2+2976*a*b* c^2*g*q*x^2+1920*a*b*c^2*g*r*x^2+468*a*b*c^2*p^2*x^2+912*a*b*c^2*p*q*x^2+480*a* b*c^2*p*r*x^2+468*a*b*c^2*q^2*x^2+480*a*b*c^2*q*r*x^2+1812*a*b*c*g^3*x^2+2436*a *b*c*g^2*p*x^2+2436*a*b*c*g^2*q*x^2+1680*a*b*c*g^2*r*x^2+882*a*b*c*g*p^2*x^2+ 1752*a*b*c*g*p*q*x^2+960*a*b*c*g*p*r*x^2+882*a*b*c*g*q^2*x^2+960*a*b*c*g*q*r*x^ 2+90*a*b*c*p^3*x^2+258*a*b*c*p^2*q*x^2+120*a*b*c*p^2*r*x^2+258*a*b*c*p*q^2*x^2+ 240*a*b*c*p*q*r*x^2+90*a*b*c*q^3*x^2+120*a*b*c*q^2*r*x^2+296*a*b*g^4*x^2+594*a* b*g^3*p*x^2+594*a*b*g^3*q*x^2+440*a*b*g^3*r*x^2+366*a*b*g^2*p^2*x^2+732*a*b*g^2 *p*q*x^2+420*a*b*g^2*p*r*x^2+366*a*b*g^2*q^2*x^2+420*a*b*g^2*q*r*x^2+85*a*b*g*p ^3*x^2+249*a*b*g*p^2*q*x^2+120*a*b*g*p^2*r*x^2+249*a*b*g*p*q^2*x^2+240*a*b*g*p* q*r*x^2+85*a*b*g*q^3*x^2+120*a*b*g*q^2*r*x^2+6*a*b*p^4*x^2+24*a*b*p^3*q*x^2+10* a*b*p^3*r*x^2+36*a*b*p^2*q^2*x^2+30*a*b*p^2*q*r*x^2+24*a*b*p*q^3*x^2+30*a*b*p*q ^2*r*x^2+6*a*b*q^4*x^2+10*a*b*q^3*r*x^2+96*a*c^5*x^2+704*a*c^4*g*x^2+192*a*c^4* p*x^2+96*a*c^4*q*x^2+80*a*c^4*r*x^2+1408*a*c^3*g^2*x^2+960*a*c^3*g*p*x^2+784*a* c^3*g*q*x^2+520*a*c^3*g*r*x^2+144*a*c^3*p^2*x^2+144*a*c^3*p*q*x^2+120*a*c^3*p*r *x^2+24*a*c^3*q^2*x^2+40*a*c^3*q*r*x^2+1136*a*c^2*g^3*x^2+1396*a*c^2*g^2*p*x^2+ 1300*a*c^2*g^2*q*x^2+860*a*c^2*g^2*r*x^2+474*a*c^2*g*p^2*x^2+736*a*c^2*g*p*q*x^ 2+460*a*c^2*g*p*r*x^2+294*a*c^2*g*q^2*x^2+340*a*c^2*g*q*r*x^2+48*a*c^2*p^3*x^2+ 72*a*c^2*p^2*q*x^2+60*a*c^2*p^2*r*x^2+24*a*c^2*p*q^2*x^2+40*a*c^2*p*q*r*x^2+402 *a*c*g^4*x^2+752*a*c*g^3*p*x^2+736*a*c*g^3*q*x^2+510*a*c*g^3*r*x^2+445*a*c*g^2* p^2*x^2+804*a*c*g^2*p*q*x^2+470*a*c*g^2*p*r*x^2+369*a*c*g^2*q^2*x^2+430*a*c*g^2 *q*r*x^2+97*a*c*g*p^3*x^2+217*a*c*g*p^2*q*x^2+130*a*c*g*p^2*r*x^2+165*a*c*g*p*q ^2*x^2+180*a*c*g*p*q*r*x^2+45*a*c*g*q^3*x^2+60*a*c*g*q^2*r*x^2+6*a*c*p^4*x^2+12 *a*c*p^3*q*x^2+10*a*c*p^3*r*x^2+6*a*c*p^2*q^2*x^2+10*a*c*p^2*q*r*x^2+52*a*g^5*x ^2+135*a*g^4*p*x^2+135*a*g^4*q*x^2+100*a*g^4*r*x^2+119*a*g^3*p^2*x^2+230*a*g^3* p*q*x^2+135*a*g^3*p*r*x^2+111*a*g^3*q^2*x^2+135*a*g^3*q*r*x^2+46*a*g^2*p^3*x^2+ 119*a*g^2*p^2*q*x^2+65*a*g^2*p^2*r*x^2+105*a*g^2*p*q^2*x^2+110*a*g^2*p*q*r*x^2+ 32*a*g^2*q^3*x^2+45*a*g^2*q^2*r*x^2+6*a*g*p^4*x^2+18*a*g*p^3*q*x^2+10*a*g*p^3*r *x^2+21*a*g*p^2*q^2*x^2+20*a*g*p^2*q*r*x^2+12*a*g*p*q^3*x^2+15*a*g*p*q^2*r*x^2+ 3*a*g*q^4*x^2+5*a*g*q^3*r*x^2+24*b^5*g*x^2+48*b^4*c^2*x^2+216*b^4*c*g*x^2+24*b^ 4*c*p*x^2+24*b^4*c*q*x^2+100*b^4*g^2*x^2+72*b^4*g*p*x^2+72*b^4*g*q*x^2+40*b^4*g *r*x^2+192*b^3*c^3*x^2+776*b^3*c^2*g*x^2+144*b^3*c^2*p*x^2+192*b^3*c^2*q*x^2+80 *b^3*c^2*r*x^2+676*b^3*c*g^2*x^2+484*b^3*c*g*p*x^2+508*b^3*c*g*q*x^2+280*b^3*c* g*r*x^2+24*b^3*c*p^2*x^2+72*b^3*c*p*q*x^2+40*b^3*c*p*r*x^2+48*b^3*c*q^2*x^2+40* b^3*c*q*r*x^2+164*b^3*g^3*x^2+224*b^3*g^2*p*x^2+224*b^3*g^2*q*x^2+140*b^3*g^2*r *x^2+66*b^3*g*p^2*x^2+144*b^3*g*p*q*x^2+80*b^3*g*p*r*x^2+78*b^3*g*q^2*x^2+80*b^ 3*g*q*r*x^2+240*b^2*c^4*x^2+1192*b^2*c^3*g*x^2+216*b^2*c^3*p*x^2+360*b^2*c^3*q* x^2+160*b^2*c^3*r*x^2+1580*b^2*c^2*g^2*x^2+1052*b^2*c^2*g*p*x^2+1204*b^2*c^2*g* q*x^2+680*b^2*c^2*g*r*x^2+48*b^2*c^2*p^2*x^2+216*b^2*c^2*p*q*x^2+80*b^2*c^2*p*r *x^2+180*b^2*c^2*q^2*x^2+160*b^2*c^2*q*r*x^2+786*b^2*c*g^3*x^2+1006*b^2*c*g^2*p *x^2+1046*b^2*c*g^2*q*x^2+660*b^2*c*g^2*r*x^2+276*b^2*c*g*p^2*x^2+652*b^2*c*g*p *q*x^2+340*b^2*c*g*p*r*x^2+382*b^2*c*g*q^2*x^2+380*b^2*c*g*q*r*x^2+24*b^2*c*p^2 *q*x^2+54*b^2*c*p*q^2*x^2+40*b^2*c*p*q*r*x^2+30*b^2*c*q^3*x^2+40*b^2*c*q^2*r*x^ 2+132*b^2*g^4*x^2+261*b^2*g^3*p*x^2+261*b^2*g^3*q*x^2+180*b^2*g^3*r*x^2+147*b^2 *g^2*p^2*x^2+314*b^2*g^2*p*q*x^2+180*b^2*g^2*p*r*x^2+167*b^2*g^2*q^2*x^2+180*b^ 2*g^2*q*r*x^2+21*b^2*g*p^3*x^2+75*b^2*g*p^2*q*x^2+30*b^2*g*p^2*r*x^2+90*b^2*g*p *q^2*x^2+80*b^2*g*p*q*r*x^2+36*b^2*g*q^3*x^2+50*b^2*g*q^2*r*x^2+96*b*c^5*x^2+ 704*b*c^4*g*x^2+96*b*c^4*p*x^2+192*b*c^4*q*x^2+80*b*c^4*r*x^2+1408*b*c^3*g^2*x^ 2+784*b*c^3*g*p*x^2+960*b*c^3*g*q*x^2+520*b*c^3*g*r*x^2+24*b*c^3*p^2*x^2+144*b* c^3*p*q*x^2+40*b*c^3*p*r*x^2+144*b*c^3*q^2*x^2+120*b*c^3*q*r*x^2+1136*b*c^2*g^3 *x^2+1300*b*c^2*g^2*p*x^2+1396*b*c^2*g^2*q*x^2+860*b*c^2*g^2*r*x^2+294*b*c^2*g* p^2*x^2+736*b*c^2*g*p*q*x^2+340*b*c^2*g*p*r*x^2+474*b*c^2*g*q^2*x^2+460*b*c^2*g *q*r*x^2+24*b*c^2*p^2*q*x^2+72*b*c^2*p*q^2*x^2+40*b*c^2*p*q*r*x^2+48*b*c^2*q^3* x^2+60*b*c^2*q^2*r*x^2+402*b*c*g^4*x^2+736*b*c*g^3*p*x^2+752*b*c*g^3*q*x^2+510* b*c*g^3*r*x^2+369*b*c*g^2*p^2*x^2+804*b*c*g^2*p*q*x^2+430*b*c*g^2*p*r*x^2+445*b *c*g^2*q^2*x^2+470*b*c*g^2*q*r*x^2+45*b*c*g*p^3*x^2+165*b*c*g*p^2*q*x^2+60*b*c* g*p^2*r*x^2+217*b*c*g*p*q^2*x^2+180*b*c*g*p*q*r*x^2+97*b*c*g*q^3*x^2+130*b*c*g* q^2*r*x^2+6*b*c*p^2*q^2*x^2+12*b*c*p*q^3*x^2+10*b*c*p*q^2*r*x^2+6*b*c*q^4*x^2+ 10*b*c*q^3*r*x^2+52*b*g^5*x^2+135*b*g^4*p*x^2+135*b*g^4*q*x^2+100*b*g^4*r*x^2+ 111*b*g^3*p^2*x^2+230*b*g^3*p*q*x^2+135*b*g^3*p*r*x^2+119*b*g^3*q^2*x^2+135*b*g ^3*q*r*x^2+32*b*g^2*p^3*x^2+105*b*g^2*p^2*q*x^2+45*b*g^2*p^2*r*x^2+119*b*g^2*p* q^2*x^2+110*b*g^2*p*q*r*x^2+46*b*g^2*q^3*x^2+65*b*g^2*q^2*r*x^2+3*b*g*p^4*x^2+ 12*b*g*p^3*q*x^2+5*b*g*p^3*r*x^2+21*b*g*p^2*q^2*x^2+15*b*g*p^2*q*r*x^2+18*b*g*p *q^3*x^2+20*b*g*p*q^2*r*x^2+6*b*g*q^4*x^2+10*b*g*q^3*r*x^2+96*c^5*g*x^2+368*c^4 *g^2*x^2+144*c^4*g*p*x^2+144*c^4*g*q*x^2+80*c^4*g*r*x^2+472*c^3*g^3*x^2+464*c^3 *g^2*p*x^2+464*c^3*g^2*q*x^2+280*c^3*g^2*r*x^2+84*c^3*g*p^2*x^2+144*c^3*g*p*q*x ^2+80*c^3*g*p*r*x^2+84*c^3*g*q^2*x^2+80*c^3*g*q*r*x^2+276*c^2*g^4*x^2+460*c^2*g ^3*p*x^2+460*c^2*g^3*q*x^2+300*c^2*g^3*r*x^2+210*c^2*g^2*p^2*x^2+400*c^2*g^2*p* q*x^2+220*c^2*g^2*p*r*x^2+210*c^2*g^2*q^2*x^2+220*c^2*g^2*q*r*x^2+24*c^2*g*p^3* x^2+48*c^2*g*p^2*q*x^2+30*c^2*g*p^2*r*x^2+48*c^2*g*p*q^2*x^2+40*c^2*g*p*q*r*x^2 +24*c^2*g*q^3*x^2+30*c^2*g*q^2*r*x^2+76*c*g^5*x^2+184*c*g^4*p*x^2+184*c*g^4*q*x ^2+130*c*g^4*r*x^2+142*c*g^3*p^2*x^2+280*c*g^3*p*q*x^2+160*c*g^3*p*r*x^2+142*c* g^3*q^2*x^2+160*c*g^3*q*r*x^2+41*c*g^2*p^3*x^2+107*c*g^2*p^2*q*x^2+55*c*g^2*p^2 *r*x^2+107*c*g^2*p*q^2*x^2+100*c*g^2*p*q*r*x^2+41*c*g^2*q^3*x^2+55*c*g^2*q^2*r* x^2+3*c*g*p^4*x^2+6*c*g*p^3*q*x^2+5*c*g*p^3*r*x^2+6*c*g*p^2*q^2*x^2+5*c*g*p^2*q *r*x^2+6*c*g*p*q^3*x^2+5*c*g*p*q^2*r*x^2+3*c*g*q^4*x^2+5*c*g*q^3*r*x^2+8*g^6*x^ 2+26*g^5*p*x^2+26*g^5*q*x^2+20*g^5*r*x^2+29*g^4*p^2*x^2+58*g^4*p*q*x^2+35*g^4*p *r*x^2+29*g^4*q^2*x^2+35*g^4*q*r*x^2+14*g^3*p^3*x^2+40*g^3*p^2*q*x^2+20*g^3*p^2 *r*x^2+40*g^3*p*q^2*x^2+40*g^3*p*q*r*x^2+14*g^3*q^3*x^2+20*g^3*q^2*r*x^2+3*g^2* p^4*x^2+9*g^2*p^3*q*x^2+5*g^2*p^3*r*x^2+12*g^2*p^2*q^2*x^2+10*g^2*p^2*q*r*x^2+9 *g^2*p*q^3*x^2+10*g^2*p*q^2*r*x^2+3*g^2*q^4*x^2+5*g^2*q^3*r*x^2-96*a^5*b*x-48*a ^5*g*x-288*a^4*b^2*x-624*a^4*b*c*x-480*a^4*b*g*x-240*a^4*b*p*x-168*a^4*b*q*x-\ 152*a^4*b*r*x-120*a^4*b*x^2-48*a^4*c^2*x-336*a^4*c*g*x-48*a^4*c*p*x-24*a^4*c*q* x-24*a^4*c*r*x+48*a^4*c*x^2-168*a^4*g^2*x-144*a^4*g*p*x-96*a^4*g*q*x-88*a^4*g*r *x-36*a^4*g*x^2-288*a^3*b^3*x-1392*a^3*b^2*c*x-928*a^3*b^2*g*x-552*a^3*b^2*p*x-\ 336*a^3*b^2*q*x-312*a^3*b^2*r*x-360*a^3*b^2*x^2-1536*a^3*b*c^2*x-2432*a^3*b*c*g *x-1200*a^3*b*c*p*x-792*a^3*b*c*q*x-696*a^3*b*c*r*x-672*a^3*b*c*x^2-864*a^3*b*g ^2*x-960*a^3*b*g*p*x-620*a^3*b*g*q*x-572*a^3*b*g*r*x-648*a^3*b*g*x^2-216*a^3*b* p^2*x-312*a^3*b*p*q*x-240*a^3*b*p*r*x-72*a^3*b*p*x^2-96*a^3*b*q^2*x-168*a^3*b*q *r*x-72*a^3*b*q*x^2-40*a^3*b*r^2*x+360*a^3*b*r*x^2-144*a^3*c^3*x-928*a^3*c^2*g* x-264*a^3*c^2*p*x-72*a^3*c^2*q*x-128*a^3*c^2*r*x-72*a^3*c^2*x^2-912*a^3*c*g^2*x -816*a^3*c*g*p*x-476*a^3*c*g*q*x-452*a^3*c*g*r*x-292*a^3*c*g*x^2-96*a^3*c*p^2*x -72*a^3*c*p*q*x-112*a^3*c*p*r*x-36*a^3*c*p*x^2-40*a^3*c*q*r*x-84*a^3*c*q*x^2-40 *a^3*c*r^2*x+80*a^3*c*r*x^2-236*a^3*g^3*x-384*a^3*g^2*p*x-248*a^3*g^2*q*x-228*a ^3*g^2*r*x-194*a^3*g^2*x^2-156*a^3*g*p^2*x-192*a^3*g*p*q*x-176*a^3*g*p*r*x-54*a ^3*g*p*x^2-48*a^3*g*q^2*x-104*a^3*g*q*r*x-78*a^3*g*q*x^2-40*a^3*g*r^2*x+220*a^3 *g*r*x^2-96*a^2*b^4*x-912*a^2*b^3*c*x-608*a^2*b^3*g*x-384*a^2*b^3*p*x-168*a^2*b ^3*q*x-168*a^2*b^3*r*x-360*a^2*b^3*x^2-2304*a^2*b^2*c^2*x-3264*a^2*b^2*c*g*x-\ 1824*a^2*b^2*c*p*x-1056*a^2*b^2*c*q*x-960*a^2*b^2*c*r*x-1440*a^2*b^2*c*x^2-1080 *a^2*b^2*g^2*x-1324*a^2*b^2*g*p*x-740*a^2*b^2*g*q*x-720*a^2*b^2*g*r*x-1224*a^2* b^2*g*x^2-336*a^2*b^2*p^2*x-432*a^2*b^2*p*q*x-312*a^2*b^2*p*r*x-144*a^2*b^2*p*x ^2-96*a^2*b^2*q^2*x-168*a^2*b^2*q*r*x-144*a^2*b^2*q*x^2+720*a^2*b^2*r*x^2-1728* a^2*b*c^3*x-4320*a^2*b*c^2*g*x-2016*a^2*b*c^2*p*x-1296*a^2*b*c^2*q*x-1104*a^2*b *c^2*r*x-1272*a^2*b*c^2*x^2-3220*a^2*b*c*g^2*x-3416*a^2*b*c*g*p*x-2124*a^2*b*c* g*q*x-1916*a^2*b*c*g*r*x-2652*a^2*b*c*g*x^2-732*a^2*b*c*p^2*x-1008*a^2*b*c*p*q* x-720*a^2*b*c*p*r*x-204*a^2*b*c*p*x^2-300*a^2*b*c*q^2*x-504*a^2*b*c*q*r*x-252*a ^2*b*c*q*x^2-80*a^2*b*c*r^2*x+1440*a^2*b*c*r*x^2-732*a^2*b*g^3*x-1296*a^2*b*g^2 *p*x-788*a^2*b*g^2*q*x-756*a^2*b*g^2*r*x-1206*a^2*b*g^2*x^2-624*a^2*b*g*p^2*x-\ 848*a^2*b*g*p*q*x-628*a^2*b*g*p*r*x-282*a^2*b*g*p*x^2-236*a^2*b*g*q^2*x-420*a^2 *b*g*q*r*x-306*a^2*b*g*q*x^2-60*a^2*b*g*r^2*x+1260*a^2*b*g*r*x^2-84*a^2*b*p^3*x -186*a^2*b*p^2*q*x-126*a^2*b*p^2*r*x+18*a^2*b*p^2*x^2-120*a^2*b*p*q^2*x-168*a^2 *b*p*q*r*x+36*a^2*b*p*q*x^2-40*a^2*b*p*r^2*x+360*a^2*b*p*r*x^2-18*a^2*b*q^3*x-\ 42*a^2*b*q^2*r*x+18*a^2*b*q^2*x^2+360*a^2*b*q*r*x^2-144*a^2*c^4*x-1136*a^2*c^3* g*x-384*a^2*c^3*p*x-72*a^2*c^3*q*x-184*a^2*c^3*r*x-216*a^2*c^3*x^2-1744*a^2*c^2 *g^2*x-1564*a^2*c^2*g*p*x-784*a^2*c^2*g*q*x-820*a^2*c^2*g*r*x-908*a^2*c^2*g*x^2 -276*a^2*c^2*p^2*x-144*a^2*c^2*p*q*x-280*a^2*c^2*p*r*x-216*a^2*c^2*p*x^2-80*a^2 *c^2*q*r*x-60*a^2*c^2*q*x^2-80*a^2*c^2*r^2*x+280*a^2*c^2*r*x^2-938*a^2*c*g^3*x-\ 1488*a^2*c*g^2*p*x-878*a^2*c*g^2*q*x-830*a^2*c*g^2*r*x-1000*a^2*c*g^2*x^2-636*a ^2*c*g*p^2*x-680*a^2*c*g*p*q*x-660*a^2*c*g*p*r*x-292*a^2*c*g*p*x^2-150*a^2*c*g* q^2*x-352*a^2*c*g*q*r*x-294*a^2*c*g*q*x^2-140*a^2*c*g*r^2*x+980*a^2*c*g*r*x^2-\ 60*a^2*c*p^3*x-54*a^2*c*p^2*q*x-94*a^2*c*p^2*r*x-54*a^2*c*p^2*x^2-40*a^2*c*p*q* r*x-30*a^2*c*p*q*x^2-40*a^2*c*p*r^2*x+140*a^2*c*p*r*x^2+36*a^2*c*q^2*x^2+60*a^2 *c*q*r*x^2-166*a^2*g^4*x-392*a^2*g^3*p*x-245*a^2*g^3*q*x-231*a^2*g^3*r*x-318*a^ 2*g^3*x^2-294*a^2*g^2*p^2*x-368*a^2*g^2*p*q*x-316*a^2*g^2*p*r*x-146*a^2*g^2*p*x ^2-94*a^2*g^2*q^2*x-198*a^2*g^2*q*r*x-186*a^2*g^2*q*x^2-60*a^2*g^2*r^2*x+510*a^ 2*g^2*r*x^2-72*a^2*g*p^3*x-120*a^2*g*p^2*q*x-110*a^2*g*p^2*r*x-18*a^2*g*p^2*x^2 -60*a^2*g*p*q^2*x-104*a^2*g*p*q*r*x+3*a^2*g*p*q*x^2-40*a^2*g*p*r^2*x+250*a^2*g* p*r*x^2-9*a^2*g*q^3*x-21*a^2*g*q^2*r*x+27*a^2*g*q^2*x^2+210*a^2*g*q*r*x^2-144*a *b^4*c*x-112*a*b^4*g*x-72*a*b^4*p*x-8*a*b^4*r*x-120*a*b^4*x^2-864*a*b^3*c^2*x-\ 1264*a*b^3*c*g*x-696*a*b^3*c*p*x-288*a*b^3*c*q*x-264*a*b^3*c*r*x-672*a*b^3*c*x^ 2-416*a*b^3*g^2*x-556*a*b^3*g*p*x-216*a*b^3*g*q*x-228*a*b^3*g*r*x-648*a*b^3*g*x ^2-120*a*b^3*p^2*x-120*a*b^3*p*q*x-72*a*b^3*p*r*x-72*a*b^3*p*x^2-72*a*b^3*q*x^2 +40*a*b^3*r^2*x+360*a*b^3*r*x^2-1536*a*b^2*c^3*x-3600*a*b^2*c^2*g*x-1680*a*b^2* c^2*p*x-1056*a*b^2*c^2*q*x-816*a*b^2*c^2*r*x-1272*a*b^2*c^2*x^2-2516*a*b^2*c*g^ 2*x-2844*a*b^2*c*g*p*x-1600*a*b^2*c*g*q*x-1444*a*b^2*c*g*r*x-2652*a*b^2*c*g*x^2 -564*a*b^2*c*p^2*x-768*a*b^2*c*p*q*x-456*a*b^2*c*p*r*x-252*a*b^2*c*p*x^2-180*a* b^2*c*q^2*x-240*a*b^2*c*q*r*x-204*a*b^2*c*q*x^2+80*a*b^2*c*r^2*x+1440*a*b^2*c*r *x^2-540*a*b^2*g^3*x-1060*a*b^2*g^2*p*x-552*a*b^2*g^2*q*x-564*a*b^2*g^2*r*x-\ 1206*a*b^2*g^2*x^2-496*a*b^2*g*p^2*x-640*a*b^2*g*p*q*x-420*a*b^2*g*p*r*x-306*a* b^2*g*p*x^2-132*a*b^2*g*q^2*x-212*a*b^2*g*q*r*x-282*a*b^2*g*q*x^2+60*a*b^2*g*r^ 2*x+1260*a*b^2*g*r*x^2-66*a*b^2*p^3*x-132*a*b^2*p^2*q*x-78*a*b^2*p^2*r*x+18*a*b ^2*p^2*x^2-66*a*b^2*p*q^2*x-72*a*b^2*p*q*r*x+36*a*b^2*p*q*x^2+360*a*b^2*p*r*x^2 +6*a*b^2*q^2*r*x+18*a*b^2*q^2*x^2+40*a*b^2*q*r^2*x+360*a*b^2*q*r*x^2-864*a*b*c^ 4*x-3184*a*b*c^3*g*x-1224*a*b*c^3*p*x-888*a*b*c^3*q*x-640*a*b*c^3*r*x-720*a*b*c ^3*x^2-3816*a*b*c^2*g^2*x-3588*a*b*c^2*g*p*x-2364*a*b*c^2*g*q*x-1920*a*b*c^2*g* r*x-2712*a*b*c^2*g*x^2-624*a*b*c^2*p^2*x-912*a*b*c^2*p*q*x-552*a*b*c^2*p*r*x-\ 132*a*b*c^2*p*x^2-312*a*b*c^2*q^2*x-408*a*b*c^2*q*r*x-132*a*b*c^2*q*x^2+1440*a* b*c^2*r*x^2-1812*a*b*c*g^3*x-3022*a*b*c*g^2*p*x-1850*a*b*c*g^2*q*x-1680*a*b*c*g ^2*r*x-2856*a*b*c*g^2*x^2-1244*a*b*c*g*p^2*x-1752*a*b*c*g*p*q*x-1132*a*b*c*g*p* r*x-522*a*b*c*g*p*x^2-520*a*b*c*g*q^2*x-788*a*b*c*g*q*r*x-522*a*b*c*g*q*x^2+ 2880*a*b*c*g*r*x^2-144*a*b*c*p^3*x-306*a*b*c*p^2*q*x-186*a*b*c*p^2*r*x+66*a*b*c *p^2*x^2-210*a*b*c*p*q^2*x-240*a*b*c*p*q*r*x+108*a*b*c*p*q*x^2-40*a*b*c*p*r^2*x +720*a*b*c*p*r*x^2-36*a*b*c*q^3*x-54*a*b*c*q^2*r*x+66*a*b*c*q^2*x^2+40*a*b*c*q* r^2*x+720*a*b*c*q*r*x^2-296*a*b*g^4*x-753*a*b*g^3*p*x-435*a*b*g^3*q*x-440*a*b*g ^3*r*x-876*a*b*g^3*x^2-534*a*b*g^2*p^2*x-732*a*b*g^2*p*q*x-502*a*b*g^2*p*r*x-\ 336*a*b*g^2*p*x^2-198*a*b*g^2*q^2*x-338*a*b*g^2*q*r*x-336*a*b*g^2*q*x^2+1260*a* b*g^2*r*x^2-144*a*b*g*p^3*x-305*a*b*g*p^2*q*x-193*a*b*g*p^2*r*x+33*a*b*g*p^2*x^ 2-193*a*b*g*p*q^2*x-240*a*b*g*p*q*r*x+54*a*b*g*p*q*x^2-40*a*b*g*p*r^2*x+720*a*b *g*p*r*x^2-26*a*b*g*q^3*x-47*a*b*g*q^2*r*x+33*a*b*g*q^2*x^2+40*a*b*g*q*r^2*x+ 720*a*b*g*q*r*x^2-12*a*b*p^4*x-36*a*b*p^3*q*x-22*a*b*p^3*r*x+12*a*b*p^3*x^2-36* a*b*p^2*q^2*x-42*a*b*p^2*q*r*x+36*a*b*p^2*q*x^2-10*a*b*p^2*r^2*x+90*a*b*p^2*r*x ^2-12*a*b*p*q^3*x-18*a*b*p*q^2*r*x+36*a*b*p*q^2*x^2+180*a*b*p*q*r*x^2+2*a*b*q^3 *r*x+12*a*b*q^3*x^2+10*a*b*q^2*r^2*x+90*a*b*q^2*r*x^2-48*a*c^5*x-592*a*c^4*g*x-\ 168*a*c^4*p*x-24*a*c^4*q*x-80*a*c^4*r*x-96*a*c^4*x^2-1368*a*c^3*g^2*x-1060*a*c^ 3*g*p*x-524*a*c^3*g*q*x-536*a*c^3*g*r*x-664*a*c^3*g*x^2-180*a*c^3*p^2*x-72*a*c^ 3*p*q*x-168*a*c^3*p*r*x-144*a*c^3*p*x^2-40*a*c^3*q*r*x+24*a*c^3*q*x^2-40*a*c^3* r^2*x+200*a*c^3*r*x^2-1180*a*c^2*g^3*x-1722*a*c^2*g^2*p*x-998*a*c^2*g^2*q*x-924 *a*c^2*g^2*r*x-1276*a*c^2*g^2*x^2-664*a*c^2*g*p^2*x-632*a*c^2*g*p*q*x-632*a*c^2 *g*p*r*x-394*a*c^2*g*p*x^2-156*a*c^2*g*q^2*x-304*a*c^2*g*q*r*x-126*a*c^2*g*q*x^ 2-100*a*c^2*g*r^2*x+1100*a*c^2*g*r*x^2-78*a*c^2*p^3*x-54*a*c^2*p^2*q*x-108*a*c^ 2*p^2*r*x-72*a*c^2*p^2*x^2-40*a*c^2*p*q*r*x+24*a*c^2*p*q*x^2-40*a*c^2*p*r^2*x+ 200*a*c^2*p*r*x^2+36*a*c^2*q^2*x^2+60*a*c^2*q*r*x^2-435*a*c*g^4*x-985*a*c*g^3*p *x-593*a*c*g^3*q*x-558*a*c*g^3*r*x-892*a*c*g^3*x^2-672*a*c*g^2*p^2*x-804*a*c*g^ 2*p*q*x-664*a*c*g^2*p*r*x-381*a*c*g^2*p*x^2-215*a*c*g^2*q^2*x-404*a*c*g^2*q*r*x -321*a*c*g^2*q*x^2-90*a*c*g^2*r^2*x+1280*a*c*g^2*r*x^2-168*a*c*g*p^3*x-233*a*c* g*p^2*q*x-239*a*c*g*p^2*r*x-67*a*c*g*p^2*x^2-105*a*c*g*p*q^2*x-180*a*c*g*p*q*r* x+30*a*c*g*p*q*x^2-80*a*c*g*p*r^2*x+600*a*c*g*p*r*x^2-18*a*c*g*q^3*x-27*a*c*g*q ^2*r*x+87*a*c*g*q^2*x^2+20*a*c*g*q*r^2*x+450*a*c*g*q*r*x^2-12*a*c*p^4*x-12*a*c* p^3*q*x-22*a*c*p^3*r*x-12*a*c*p^3*x^2-10*a*c*p^2*q*r*x+6*a*c*p^2*q*x^2-10*a*c*p ^2*r^2*x+50*a*c*p^2*r*x^2+18*a*c*p*q^2*x^2+30*a*c*p*q*r*x^2-58*a*g^5*x-184*a*g^ 4*p*x-111*a*g^4*q*x-110*a*g^4*r*x-204*a*g^4*x^2-188*a*g^3*p^2*x-246*a*g^3*p*q*x -193*a*g^3*p*r*x-128*a*g^3*p*x^2-66*a*g^3*q^2*x-131*a*g^3*q*r*x-144*a*g^3*q*x^2 -25*a*g^3*r^2*x+390*a*g^3*r*x^2-84*a*g^2*p^3*x-146*a*g^2*p^2*q*x-123*a*g^2*p^2* r*x-20*a*g^2*p^2*x^2-80*a*g^2*p*q^2*x-122*a*g^2*p*q*r*x-40*a*g^2*p*r^2*x+340*a* g^2*p*r*x^2-13*a*g^2*q^3*x-25*a*g^2*q^2*r*x+30*a*g^2*q^2*x^2+10*a*g^2*q*r^2*x+ 300*a*g^2*q*r*x^2-12*a*g*p^4*x-24*a*g*p^3*q*x-22*a*g*p^3*r*x-18*a*g*p^2*q^2*x-\ 26*a*g*p^2*q*r*x+21*a*g*p^2*q*x^2-10*a*g*p^2*r^2*x+70*a*g*p^2*r*x^2-6*a*g*p*q^3 *x-9*a*g*p*q^2*r*x+27*a*g*p*q^2*x^2+105*a*g*p*q*r*x^2+a*g*q^3*r*x+6*a*g*q^3*x^2 +5*a*g*q^2*r^2*x+45*a*g*q^2*r*x^2-48*b^4*c^2*x-96*b^4*c*g*x-24*b^4*c*p*x+24*b^4 *c*r*x+48*b^4*c*x^2-32*b^4*g^2*x-48*b^4*g*p*x+8*b^4*g*r*x-36*b^4*g*x^2-240*b^3* c^3*x-624*b^3*c^2*g*x-216*b^3*c^2*p*x-120*b^3*c^2*q*x-32*b^3*c^2*r*x-72*b^3*c^2 *x^2-440*b^3*c*g^2*x-492*b^3*c*g*p*x-200*b^3*c*g*q*x-108*b^3*c*g*r*x-292*b^3*c* g*x^2-48*b^3*c*p^2*x-72*b^3*c*p*q*x-40*b^3*c*p*r*x-84*b^3*c*p*x^2+32*b^3*c*q*r* x-36*b^3*c*q*x^2+40*b^3*c*r^2*x+80*b^3*c*r*x^2-92*b^3*g^3*x-200*b^3*g^2*p*x-64* b^3*g^2*q*x-52*b^3*g^2*r*x-194*b^3*g^2*x^2-84*b^3*g*p^2*x-96*b^3*g*p*q*x-56*b^3 *g*p*r*x-78*b^3*g*p*x^2+16*b^3*g*q*r*x-54*b^3*g*q*x^2+40*b^3*g*r^2*x+220*b^3*g* r*x^2-336*b^2*c^4*x-1248*b^2*c^3*g*x-360*b^2*c^3*p*x-336*b^2*c^3*q*x-136*b^2*c^ 3*r*x-216*b^2*c^3*x^2-1416*b^2*c^2*g^2*x-1320*b^2*c^2*g*p*x-844*b^2*c^2*g*q*x-\ 540*b^2*c^2*g*r*x-908*b^2*c^2*g*x^2-96*b^2*c^2*p^2*x-288*b^2*c^2*p*q*x-80*b^2*c ^2*p*r*x-60*b^2*c^2*p*x^2-84*b^2*c^2*q^2*x-40*b^2*c^2*q*r*x-216*b^2*c^2*q*x^2+ 80*b^2*c^2*r^2*x+280*b^2*c^2*r*x^2-634*b^2*c*g^3*x-1134*b^2*c*g^2*p*x-604*b^2*c *g^2*q*x-490*b^2*c*g^2*r*x-1000*b^2*c*g^2*x^2-402*b^2*c*g*p^2*x-624*b^2*c*g*p*q *x-328*b^2*c*g*p*r*x-294*b^2*c*g*p*x^2-128*b^2*c*g*q^2*x-100*b^2*c*g*q*r*x-292* b^2*c*g*q*x^2+140*b^2*c*g*r^2*x+980*b^2*c*g*r*x^2-48*b^2*c*p^2*q*x+36*b^2*c*p^2 *x^2-54*b^2*c*p*q^2*x-40*b^2*c*p*q*r*x-30*b^2*c*p*q*x^2+60*b^2*c*p*r*x^2+14*b^2 *c*q^2*r*x-54*b^2*c*q^2*x^2+40*b^2*c*q*r^2*x+140*b^2*c*q*r*x^2-98*b^2*g^4*x-277 *b^2*g^3*p*x-130*b^2*g^3*q*x-129*b^2*g^3*r*x-318*b^2*g^3*x^2-200*b^2*g^2*p^2*x-\ 260*b^2*g^2*p*q*x-162*b^2*g^2*p*r*x-186*b^2*g^2*p*x^2-40*b^2*g^2*q^2*x-44*b^2*g ^2*q*r*x-146*b^2*g^2*q*x^2+60*b^2*g^2*r^2*x+510*b^2*g^2*r*x^2-33*b^2*g*p^3*x-90 *b^2*g*p^2*q*x-39*b^2*g*p^2*r*x+27*b^2*g*p^2*x^2-60*b^2*g*p*q^2*x-56*b^2*g*p*q* r*x+3*b^2*g*p*q*x^2+210*b^2*g*p*r*x^2+10*b^2*g*q^2*r*x-18*b^2*g*q^2*x^2+40*b^2* g*q*r^2*x+250*b^2*g*q*r*x^2-144*b*c^5*x-816*b*c^4*g*x-168*b*c^4*p*x-216*b*c^4*q *x-80*b*c^4*r*x-96*b*c^4*x^2-1448*b*c^3*g^2*x-1044*b*c^3*g*p*x-860*b*c^3*g*q*x-\ 504*b*c^3*g*r*x-664*b*c^3*g*x^2-48*b*c^3*p^2*x-216*b*c^3*p*q*x-40*b*c^3*p*r*x+ 24*b*c^3*p*x^2-108*b*c^3*q^2*x-72*b*c^3*q*r*x-144*b*c^3*q*x^2+40*b*c^3*r^2*x+ 200*b*c^3*r*x^2-1092*b*c^2*g^3*x-1602*b*c^2*g^2*p*x-1070*b*c^2*g^2*q*x-796*b*c^ 2*g^2*r*x-1276*b*c^2*g^2*x^2-432*b*c^2*g*p^2*x-840*b*c^2*g*p*q*x-376*b*c^2*g*p* r*x-126*b*c^2*g*p*x^2-284*b*c^2*g*q^2*x-288*b*c^2*g*q*r*x-394*b*c^2*g*q*x^2+100 *b*c^2*g*r^2*x+1100*b*c^2*g*r*x^2-48*b*c^2*p^2*q*x+36*b*c^2*p^2*x^2-90*b*c^2*p* q^2*x-40*b*c^2*p*q*r*x+24*b*c^2*p*q*x^2+60*b*c^2*p*r*x^2-18*b*c^2*q^3*x-12*b*c^ 2*q^2*r*x-72*b*c^2*q^2*x^2+40*b*c^2*q*r^2*x+200*b*c^2*q*r*x^2-369*b*c*g^4*x-879 *b*c*g^3*p*x-519*b*c*g^3*q*x-462*b*c*g^3*r*x-892*b*c*g^3*x^2-523*b*c*g^2*p^2*x-\ 804*b*c*g^2*p*q*x-456*b*c*g^2*p*r*x-321*b*c*g^2*p*x^2-218*b*c*g^2*q^2*x-276*b*c *g^2*q*r*x-381*b*c*g^2*q*x^2+90*b*c*g^2*r^2*x+1280*b*c*g^2*r*x^2-72*b*c*g*p^3*x -225*b*c*g*p^2*q*x-93*b*c*g*p^2*r*x+87*b*c*g*p^2*x^2-201*b*c*g*p*q^2*x-180*b*c* g*p*q*r*x+30*b*c*g*p*q*x^2-20*b*c*g*p*r^2*x+450*b*c*g*p*r*x^2-26*b*c*g*q^3*x-21 *b*c*g*q^2*r*x-67*b*c*g*q^2*x^2+80*b*c*g*q*r^2*x+600*b*c*g*q*r*x^2-12*b*c*p^2*q ^2*x+18*b*c*p^2*q*x^2-12*b*c*p*q^3*x-10*b*c*p*q^2*r*x+6*b*c*p*q^2*x^2+30*b*c*p* q*r*x^2+2*b*c*q^3*r*x-12*b*c*q^3*x^2+10*b*c*q^2*r^2*x+50*b*c*q^2*r*x^2-46*b*g^5 *x-159*b*g^4*p*x-86*b*g^4*q*x-90*b*g^4*r*x-204*b*g^4*x^2-156*b*g^3*p^2*x-214*b* g^3*p*q*x-139*b*g^3*p*r*x-144*b*g^3*p*x^2-50*b*g^3*q^2*x-77*b*g^3*q*r*x-128*b*g ^3*q*x^2+25*b*g^3*r^2*x+390*b*g^3*r*x^2-51*b*g^2*p^3*x-130*b*g^2*p^2*q*x-65*b*g ^2*p^2*r*x+30*b*g^2*p^2*x^2-92*b*g^2*p*q^2*x-98*b*g^2*p*q*r*x-10*b*g^2*p*r^2*x+ 300*b*g^2*p*r*x^2-8*b*g^2*q^3*x-7*b*g^2*q^2*r*x-20*b*g^2*q^2*x^2+40*b*g^2*q*r^2 *x+340*b*g^2*q*r*x^2-6*b*g*p^4*x-18*b*g*p^3*q*x-11*b*g*p^3*r*x+6*b*g*p^3*x^2-24 *b*g*p^2*q^2*x-21*b*g*p^2*q*r*x+27*b*g*p^2*q*x^2-5*b*g*p^2*r^2*x+45*b*g*p^2*r*x ^2-12*b*g*p*q^3*x-14*b*g*p*q^2*r*x+21*b*g*p*q^2*x^2+105*b*g*p*q*r*x^2+2*b*g*q^3 *r*x+10*b*g*q^2*r^2*x+70*b*g*q^2*r*x^2-96*c^5*g*x-368*c^4*g^2*x-168*c^4*g*p*x-\ 120*c^4*g*q*x-80*c^4*g*r*x-96*c^4*g*x^2-472*c^3*g^3*x-560*c^3*g^2*p*x-368*c^3*g ^2*q*x-280*c^3*g^2*r*x-376*c^3*g^2*x^2-114*c^3*g*p^2*x-144*c^3*g*p*q*x-104*c^3* g*p*r*x-60*c^3*g*p*x^2-54*c^3*g*q^2*x-56*c^3*g*q*r*x-60*c^3*g*q*x^2+200*c^3*g*r *x^2-276*c^2*g^4*x-566*c^2*g^3*p*x-354*c^2*g^3*q*x-300*c^2*g^3*r*x-480*c^2*g^3* x^2-299*c^2*g^2*p^2*x-400*c^2*g^2*p*q*x-276*c^2*g^2*p*r*x-158*c^2*g^2*p*x^2-121 *c^2*g^2*q^2*x-164*c^2*g^2*q*r*x-158*c^2*g^2*q*x^2+600*c^2*g^2*r*x^2-39*c^2*g*p ^3*x-51*c^2*g*p^2*q*x-54*c^2*g*p^2*r*x-18*c^2*g*p^2*x^2-45*c^2*g*p*q^2*x-40*c^2 *g*p*q*r*x+24*c^2*g*p*q*x^2-20*c^2*g*p*r^2*x+130*c^2*g*p*r*x^2-9*c^2*g*q^3*x-6* c^2*g*q^2*r*x-18*c^2*g*q^2*x^2+20*c^2*g*q*r^2*x+130*c^2*g*q*r*x^2-76*c*g^5*x-\ 230*c*g^4*p*x-138*c*g^4*q*x-130*c*g^4*r*x-246*c*g^4*x^2-207*c*g^3*p^2*x-280*c*g ^3*p*q*x-196*c*g^3*p*r*x-146*c*g^3*p*x^2-77*c*g^3*q^2*x-124*c*g^3*q*r*x-146*c*g ^3*q*x^2+450*c*g^3*r*x^2-69*c*g^2*p^3*x-127*c*g^2*p^2*q*x-96*c*g^2*p^2*r*x-2*c* g^2*p^2*x^2-87*c*g^2*p*q^2*x-100*c*g^2*p*q*r*x+18*c*g^2*p*q*x^2-30*c*g^2*p*r^2* x+295*c*g^2*p*r*x^2-13*c*g^2*q^3*x-14*c*g^2*q^2*r*x-2*c*g^2*q^2*x^2+30*c*g^2*q* r^2*x+295*c*g^2*q*r*x^2-6*c*g*p^4*x-6*c*g*p^3*q*x-11*c*g*p^3*r*x-6*c*g*p^3*x^2-\ 6*c*g*p^2*q^2*x-5*c*g*p^2*q*r*x+12*c*g*p^2*q*x^2-5*c*g*p^2*r^2*x+25*c*g*p^2*r*x ^2-6*c*g*p*q^3*x-5*c*g*p*q^2*r*x+12*c*g*p*q^2*x^2+30*c*g*p*q*r*x^2+c*g*q^3*r*x-\ 6*c*g*q^3*x^2+5*c*g*q^2*r^2*x+25*c*g*q^2*r*x^2-8*g^6*x-33*g^5*p*x-19*g^5*q*x-20 *g^5*r*x-44*g^5*x^2-43*g^4*p^2*x-58*g^4*p*q*x-42*g^4*p*r*x-41*g^4*p*x^2-15*g^4* q^2*x-28*g^4*q*r*x-41*g^4*q*x^2+100*g^4*r*x^2-24*g^3*p^3*x-49*g^3*p^2*q*x-34*g^ 3*p^2*r*x-g^3*p^2*x^2-31*g^3*p*q^2*x-40*g^3*p*q*r*x-6*g^3*p*q*x^2-10*g^3*p*r^2* x+115*g^3*p*r*x^2-4*g^3*q^3*x-6*g^3*q^2*r*x-g^3*q^2*x^2+10*g^3*q*r^2*x+115*g^3* q*r*x^2-6*g^2*p^4*x-12*g^2*p^3*q*x-11*g^2*p^3*r*x-12*g^2*p^2*q^2*x-13*g^2*p^2*q *r*x+15*g^2*p^2*q*x^2-5*g^2*p^2*r^2*x+35*g^2*p^2*r*x^2-6*g^2*p*q^3*x-7*g^2*p*q^ 2*r*x+15*g^2*p*q^2*x^2+60*g^2*p*q*r*x^2+g^2*q^3*r*x+5*g^2*q^2*r^2*x+35*g^2*q^2* r*x^2+48*a^5*b+24*a^5*g+96*a^4*b^2+240*a^4*b*c+184*a^4*b*g+120*a^4*b*p+48*a^4*b *q+72*a^4*b*r+80*a^4*b*x+120*a^4*c*g+24*a^4*c*p+24*a^4*c*r-48*a^4*c*x+68*a^4*g^ 2+72*a^4*g*p+24*a^4*g*q+48*a^4*g*r+16*a^4*g*x+48*a^3*b^3+384*a^3*b^2*c+248*a^3* b^2*g+192*a^3*b^2*p+48*a^3*b^2*q+96*a^3*b^2*r+320*a^3*b^2*x+480*a^3*b*c^2+760*a ^3*b*c*g+456*a^3*b*c*p+192*a^3*b*c*q+264*a^3*b*c*r+376*a^3*b*c*x+272*a^3*b*g^2+ 372*a^3*b*g*p+136*a^3*b*g*q+212*a^3*b*g*r+480*a^3*b*g*x+108*a^3*b*p^2+96*a^3*b* p*q+120*a^3*b*p*r-72*a^3*b*p*x+12*a^3*b*q^2+48*a^3*b*q*r+76*a^3*b*q*x+24*a^3*b* r^2-396*a^3*b*r*x-1200*a^3*b*x^2+240*a^3*c^2*g+72*a^3*c^2*p+72*a^3*c^2*r-8*a^3* c^2*x+284*a^3*c*g^2+308*a^3*c*g*p+96*a^3*c*g*q+212*a^3*c*g*r+96*a^3*c*g*x+48*a^ 3*c*p^2+72*a^3*c*p*r+64*a^3*c*p*x+68*a^3*c*q*x+24*a^3*c*r^2+52*a^3*c*r*x-264*a^ 3*c*x^2+80*a^3*g^3+160*a^3*g^2*p+56*a^3*g^2*q+104*a^3*g^2*r+116*a^3*g^2*x+78*a^ 3*g*p^2+48*a^3*g*p*q+96*a^3*g*p*r-4*a^3*g*p*x+6*a^3*g*q^2+24*a^3*g*q*r+72*a^3*g *q*x+24*a^3*g*r^2-172*a^3*g*r*x-732*a^3*g*x^2+144*a^2*b^3*c+88*a^2*b^3*g+72*a^2 *b^3*p+24*a^2*b^3*r+400*a^2*b^3*x+576*a^2*b^2*c^2+792*a^2*b^2*c*g+528*a^2*b^2*c *p+144*a^2*b^2*c*q+240*a^2*b^2*c*r+1440*a^2*b^2*c*x+252*a^2*b^2*g^2+380*a^2*b^2 *g*p+88*a^2*b^2*g*q+180*a^2*b^2*g*r+1224*a^2*b^2*g*x+120*a^2*b^2*p^2+72*a^2*b^2 *p*q+96*a^2*b^2*p*r-4*a^2*b^2*p*x+24*a^2*b^2*q*r+292*a^2*b^2*q*x-720*a^2*b^2*r* x-2400*a^2*b^2*x^2+480*a^2*b*c^3+1200*a^2*b*c^2*g+624*a^2*b*c^2*p+288*a^2*b*c^2 *q+336*a^2*b*c^2*r+912*a^2*b*c^2*x+896*a^2*b*c*g^2+1084*a^2*b*c*g*p+432*a^2*b*c *g*q+580*a^2*b*c*g*r+2124*a^2*b*c*g*x+276*a^2*b*c*p^2+264*a^2*b*c*p*q+288*a^2*b *c*p*r-332*a^2*b*c*p*x+36*a^2*b*c*q^2+120*a^2*b*c*q*r+480*a^2*b*c*q*x+48*a^2*b* c*r^2-1404*a^2*b*c*r*x-4728*a^2*b*c*x^2+204*a^2*b*g^3+420*a^2*b*g^2*p+148*a^2*b *g^2*q+228*a^2*b*g^2*r+1032*a^2*b*g^2*x+246*a^2*b*g*p^2+208*a^2*b*g*p*q+248*a^2 *b*g*p*r-112*a^2*b*g*p*x+22*a^2*b*g*q^2+96*a^2*b*g*q*r+496*a^2*b*g*q*x+36*a^2*b *g*r^2-1248*a^2*b*g*r*x-4268*a^2*b*g*x^2+42*a^2*b*p^3+60*a^2*b*p^2*q+66*a^2*b*p ^2*r-132*a^2*b*p^2*x+18*a^2*b*p*q^2+48*a^2*b*p*q*r-86*a^2*b*p*q*x+24*a^2*b*p*r^ 2-414*a^2*b*p*r*x-1044*a^2*b*p*x^2+6*a^2*b*q^2*r+46*a^2*b*q^2*x-378*a^2*b*q*r*x -1044*a^2*b*q*x^2-60*a^2*b*r^2*x+520*a^2*b*r*x^2+240*a^2*c^3*g+72*a^2*c^3*p+72* a^2*c^3*r+128*a^2*c^3*x+456*a^2*c^2*g^2+448*a^2*c^2*g*p+144*a^2*c^2*g*q+304*a^2 *c^2*g*r+536*a^2*c^2*g*x+96*a^2*c^2*p^2+144*a^2*c^2*p*r+192*a^2*c^2*p*x+136*a^2 *c^2*q*x+48*a^2*c^2*r^2+20*a^2*c^2*r*x-936*a^2*c^2*x^2+268*a^2*c*g^3+490*a^2*c* g^2*p+180*a^2*c*g^2*q+310*a^2*c*g^2*r+650*a^2*c*g^2*x+254*a^2*c*g*p^2+132*a^2*c *g*p*q+320*a^2*c*g*p*r+52*a^2*c*g*p*x+18*a^2*c*g*q^2+60*a^2*c*g*q*r+416*a^2*c*g *q*x+84*a^2*c*g*r^2-602*a^2*c*g*r*x-3252*a^2*c*g*x^2+30*a^2*c*p^3+54*a^2*c*p^2* r+64*a^2*c*p^2*x+14*a^2*c*p*q*x+24*a^2*c*p*r^2-62*a^2*c*p*r*x-468*a^2*c*p*x^2-\ 60*a^2*c*q*r*x-168*a^2*c*q*x^2-60*a^2*c*r^2*x+120*a^2*c*r*x^2+50*a^2*g^4+139*a^ 2*g^3*p+52*a^2*g^3*q+87*a^2*g^3*r+230*a^2*g^3*x+127*a^2*g^2*p^2+86*a^2*g^2*p*q+ 152*a^2*g^2*p*r+6*a^2*g^2*p*x+11*a^2*g^2*q^2+42*a^2*g^2*q*r+229*a^2*g^2*q*x+36* a^2*g^2*r^2-399*a^2*g^2*r*x-1744*a^2*g^2*x^2+36*a^2*g*p^3+30*a^2*g*p^2*q+60*a^2 *g*p^2*r-34*a^2*g*p^2*x+9*a^2*g*p*q^2+24*a^2*g*p*q*r-36*a^2*g*p*q*x+24*a^2*g*p* r^2-238*a^2*g*p*r*x-756*a^2*g*p*x^2+3*a^2*g*q^2*r+23*a^2*g*q^2*x-219*a^2*g*q*r* x-606*a^2*g*q*x^2-60*a^2*g*r^2*x+320*a^2*g*r*x^2+160*a*b^4*x+144*a*b^3*c^2+176* a*b^3*c*g+144*a*b^3*c*p+48*a*b^3*c*r+968*a*b^3*c*x+48*a*b^3*g^2+104*a*b^3*g*p+ 40*a*b^3*g*r+816*a*b^3*g*x+24*a*b^3*p^2+68*a*b^3*p*x+216*a*b^3*q*x-16*a*b^3*r^2 -324*a*b^3*r*x-1200*a*b^3*x^2+384*a*b^2*c^3+840*a*b^2*c^2*g+480*a*b^2*c^2*p+144 *a*b^2*c^2*q+192*a*b^2*c^2*r+1632*a*b^2*c^2*x+544*a*b^2*c*g^2+792*a*b^2*c*g*p+ 176*a*b^2*c*g*q+344*a*b^2*c*g*r+3180*a*b^2*c*g*x+168*a*b^2*c*p^2+144*a*b^2*c*p* q+96*a*b^2*c*p*r+24*a*b^2*c*p*x+48*a*b^2*c*q*r+740*a*b^2*c*q*x-32*a*b^2*c*r^2-\ 1476*a*b^2*c*r*x-4728*a*b^2*c*x^2+108*a*b^2*g^3+284*a*b^2*g^2*p+48*a*b^2*g^2*q+ 132*a*b^2*g^2*r+1380*a*b^2*g^2*x+152*a*b^2*g*p^2+104*a*b^2*g*p*q+96*a*b^2*g*p*r +116*a*b^2*g*p*x+40*a*b^2*g*q*r+676*a*b^2*g*q*x-24*a*b^2*g*r^2-1272*a*b^2*g*r*x -4268*a*b^2*g*x^2+24*a*b^2*p^3+24*a*b^2*p^2*q+24*a*b^2*p^2*r-82*a*b^2*p^2*x+14* a*b^2*p*q*x-342*a*b^2*p*r*x-1044*a*b^2*p*x^2+96*a*b^2*q^2*x-16*a*b^2*q*r^2-306* a*b^2*q*r*x-1044*a*b^2*q*x^2+60*a*b^2*r^2*x+520*a*b^2*r*x^2+240*a*b*c^4+856*a*b *c^3*g+360*a*b*c^3*p+192*a*b*c^3*q+168*a*b*c^3*r+720*a*b*c^3*x+996*a*b*c^2*g^2+ 1068*a*b*c^2*g*p+456*a*b*c^2*g*q+516*a*b*c^2*g*r+2712*a*b*c^2*g*x+192*a*b*c^2*p ^2+240*a*b*c^2*p*q+168*a*b*c^2*p*r-300*a*b*c^2*p*x+36*a*b*c^2*q^2+96*a*b*c^2*q* r+564*a*b*c^2*q*x+8*a*b*c^2*r^2-1440*a*b*c^2*r*x-4608*a*b*c^2*x^2+462*a*b*c*g^3 +902*a*b*c*g^2*p+316*a*b*c*g^2*q+450*a*b*c*g^2*r+2856*a*b*c*g^2*x+406*a*b*c*g*p ^2+432*a*b*c*g*p*q+356*a*b*c*g*p*r-302*a*b*c*g*p*x+44*a*b*c*g*q^2+184*a*b*c*g*q *r+1346*a*b*c*g*q*x+16*a*b*c*g*r^2-2880*a*b*c*g*r*x-9568*a*b*c*g*x^2+54*a*b*c*p ^3+84*a*b*c*p^2*q+78*a*b*c*p^2*r-260*a*b*c*p^2*x+36*a*b*c*p*q^2+48*a*b*c*p*q*r-\ 108*a*b*c*p*q*x+24*a*b*c*p*r^2-702*a*b*c*p*r*x-2028*a*b*c*p*x^2+12*a*b*c*q^2*r+ 128*a*b*c*q^2*x-16*a*b*c*q*r^2-738*a*b*c*q*r*x-2028*a*b*c*q*x^2+1040*a*b*c*r*x^ 2+74*a*b*g^4+225*a*b*g^3*p+66*a*b*g^3*q+117*a*b*g^3*r+876*a*b*g^3*x+180*a*b*g^2 *p^2+168*a*b*g^2*p*q+158*a*b*g^2*p*r+5*a*b*g^2*p*x+12*a*b*g^2*q^2+76*a*b*g^2*q* r+667*a*b*g^2*q*x+6*a*b*g^2*r^2-1260*a*b*g^2*r*x-4336*a*b*g^2*x^2+59*a*b*g*p^3+ 82*a*b*g*p^2*q+83*a*b*g*p^2*r-214*a*b*g*p^2*x+26*a*b*g*p*q^2+48*a*b*g*p*q*r-54* a*b*g*p*q*x+24*a*b*g*p*r^2-723*a*b*g*p*r*x-2110*a*b*g*p*x^2+10*a*b*g*q^2*r+148* a*b*g*q^2*x-16*a*b*g*q*r^2-717*a*b*g*q*r*x-2110*a*b*g*q*x^2+1040*a*b*g*r*x^2+6* a*b*p^4+12*a*b*p^3*q+12*a*b*p^3*r-38*a*b*p^3*x+6*a*b*p^2*q^2+12*a*b*p^2*q*r-62* a*b*p^2*q*x+6*a*b*p^2*r^2-108*a*b*p^2*r*x-222*a*b*p^2*x^2-10*a*b*p*q^2*x-180*a* b*p*q*r*x-444*a*b*p*q*x^2-30*a*b*p*r^2*x+260*a*b*p*r*x^2+14*a*b*q^3*x-4*a*b*q^2 *r^2-72*a*b*q^2*r*x-222*a*b*q^2*x^2+30*a*b*q*r^2*x+260*a*b*q*r*x^2+120*a*c^4*g+ 24*a*c^4*p+24*a*c^4*r+88*a*c^4*x+332*a*c^3*g^2+260*a*c^3*g*p+96*a*c^3*g*q+164*a *c^3*g*r+552*a*c^3*g*x+48*a*c^3*p^2+72*a*c^3*p*r+128*a*c^3*p*x+68*a*c^3*q*x+24* a*c^3*r^2-32*a*c^3*r*x-648*a*c^3*x^2+306*a*c^2*g^3+494*a*c^2*g^2*p+192*a*c^2*g^ 2*q+290*a*c^2*g^2*r+1044*a*c^2*g^2*x+212*a*c^2*g*p^2+120*a*c^2*g*p*q+260*a*c^2* g*p*r+138*a*c^2*g*p*x+18*a*c^2*g*q^2+48*a*c^2*g*q*r+458*a*c^2*g*q*x+64*a*c^2*g* r^2-704*a*c^2*g*r*x-3596*a*c^2*g*x^2+30*a*c^2*p^3+54*a*c^2*p^2*r+62*a*c^2*p^2*x +14*a*c^2*p*q*x+24*a*c^2*p*r^2-104*a*c^2*p*r*x-648*a*c^2*p*x^2-60*a*c^2*q*r*x-\ 132*a*c^2*q*x^2-60*a*c^2*r^2*x+160*a*c^2*r*x^2+117*a*c*g^4+303*a*c*g^3*p+114*a* c*g^3*q+177*a*c*g^3*r+747*a*c*g^3*x+239*a*c*g^2*p^2+180*a*c*g^2*p*q+274*a*c*g^2 *p*r+29*a*c*g^2*p*x+22*a*c*g^2*q^2+80*a*c*g^2*q*r+616*a*c*g^2*q*x+58*a*c*g^2*r^ 2-1004*a*c*g^2*r*x-4308*a*c*g^2*x^2+71*a*c*g*p^3+42*a*c*g*p^2*q+119*a*c*g*p^2*r -24*a*c*g*p^2*x+18*a*c*g*p*q^2+24*a*c*g*p*q*r-30*a*c*g*p*q*x+48*a*c*g*p*r^2-459 *a*c*g*p*r*x-1822*a*c*g*p*x^2+6*a*c*g*q^2*r+64*a*c*g*q^2*x-8*a*c*g*q*r^2-459*a* c*g*q*r*x-1252*a*c*g*q*x^2-90*a*c*g*r^2*x+720*a*c*g*r*x^2+6*a*c*p^4+12*a*c*p^3* r+10*a*c*p^3*x-10*a*c*p^2*q*x+6*a*c*p^2*r^2-44*a*c*p^2*r*x-162*a*c*p^2*x^2-30*a *c*p*q*r*x-66*a*c*p*q*x^2-30*a*c*p*r^2*x+80*a*c*p*r*x^2+12*a*c*q^2*x^2+20*a*c*q *r*x^2+16*a*g^5+59*a*g^4*p+21*a*g^4*q+35*a*g^4*r+176*a*g^4*x+71*a*g^3*p^2+58*a* g^3*p*q+80*a*g^3*p*r+19*a*g^3*p*x+6*a*g^3*q^2+28*a*g^3*q*r+220*a*g^3*q*x+16*a*g ^3*r^2-327*a*g^3*r*x-1362*a*g^3*x^2+38*a*g^2*p^3+35*a*g^2*p^2*q+62*a*g^2*p^2*r-\ 49*a*g^2*p^2*x+13*a*g^2*p*q^2+24*a*g^2*p*q*r-22*a*g^2*p*q*x+24*a*g^2*p*r^2-304* a*g^2*p*r*x-1036*a*g^2*p*x^2+5*a*g^2*q^2*r+50*a*g^2*q^2*x-4*a*g^2*q*r^2-312*a*g ^2*q*r*x-880*a*g^2*q*x^2-45*a*g^2*r^2*x+450*a*g^2*r*x^2+6*a*g*p^4+6*a*g*p^3*q+ 12*a*g*p^3*r-14*a*g*p^3*x+3*a*g*p^2*q^2+6*a*g*p^2*q*r-36*a*g*p^2*q*x+6*a*g*p^2* r^2-76*a*g*p^2*r*x-192*a*g*p^2*x^2-5*a*g*p*q^2*x-105*a*g*p*q*r*x-255*a*g*p*q*x^ 2-30*a*g*p*r^2*x+170*a*g*p*r*x^2+7*a*g*q^3*x-2*a*g*q^2*r^2-36*a*g*q^2*r*x-105*a *g*q^2*x^2+15*a*g*q*r^2*x+140*a*g*q*r*x^2-48*b^4*c*x+56*b^4*g*x+48*b^3*c^3+88*b ^3*c^2*g+72*b^3*c^2*p+24*b^3*c^2*r+152*b^3*c^2*x+48*b^3*c*g^2+104*b^3*c*g*p+40* b^3*c*g*r+488*b^3*c*g*x+24*b^3*c*p^2+100*b^3*c*p*x+8*b^3*c*q*x-16*b^3*c*r^2-212 *b^3*c*r*x-264*b^3*c*x^2+8*b^3*g^3+32*b^3*g^2*p+16*b^3*g^2*r+272*b^3*g^2*x+24*b ^3*g*p^2+84*b^3*g*p*x+112*b^3*g*q*x-16*b^3*g*r^2-268*b^3*g*r*x-732*b^3*g*x^2+96 *b^2*c^4+296*b^2*c^3*g+144*b^2*c^3*p+48*b^2*c^3*q+48*b^2*c^3*r+304*b^2*c^3*x+ 292*b^2*c^2*g^2+412*b^2*c^2*g*p+88*b^2*c^2*g*q+164*b^2*c^2*g*r+1280*b^2*c^2*g*x +48*b^2*c^2*p^2+72*b^2*c^2*p*q-16*b^2*c^2*p*x+24*b^2*c^2*q*r+240*b^2*c^2*q*x-32 *b^2*c^2*r^2-580*b^2*c^2*r*x-936*b^2*c^2*x^2+116*b^2*c*g^3+308*b^2*c*g^2*p+48*b ^2*c*g^2*q+140*b^2*c*g^2*r+1350*b^2*c*g^2*x+144*b^2*c*g*p^2+104*b^2*c*g*p*q+48* b^2*c*g*p*r+172*b^2*c*g*p*x+40*b^2*c*g*q*r+532*b^2*c*g*q*x-56*b^2*c*g*r^2-1358* b^2*c*g*r*x-3252*b^2*c*g*x^2+24*b^2*c*p^2*q-72*b^2*c*p^2*x+46*b^2*c*p*q*x-60*b^ 2*c*p*r*x-168*b^2*c*p*x^2+44*b^2*c*q^2*x-16*b^2*c*q*r^2-218*b^2*c*q*r*x-468*b^2 *c*q*x^2+60*b^2*c*r^2*x+120*b^2*c*r*x^2+16*b^2*g^4+68*b^2*g^3*p+8*b^2*g^3*q+36* b^2*g^3*r+406*b^2*g^3*x+64*b^2*g^2*p^2+32*b^2*g^2*p*q+24*b^2*g^2*p*r+143*b^2*g^ 2*p*x+16*b^2*g^2*q*r+286*b^2*g^2*q*x-24*b^2*g^2*r^2-621*b^2*g^2*r*x-1744*b^2*g^ 2*x^2+12*b^2*g*p^3+24*b^2*g*p^2*q+12*b^2*g*p^2*r-77*b^2*g*p^2*x+30*b^2*g*p*q*x-\ 201*b^2*g*p*r*x-606*b^2*g*p*x^2+70*b^2*g*q^2*x-16*b^2*g*q*r^2-262*b^2*g*q*r*x-\ 756*b^2*g*q*x^2+60*b^2*g*r^2*x+320*b^2*g*r*x^2+48*b*c^5+232*b*c^4*g+72*b*c^4*p+ 48*b*c^4*q+24*b*c^4*r+104*b*c^4*x+372*b*c^3*g^2+356*b*c^3*g*p+160*b*c^3*g*q+148 *b*c^3*g*r+776*b*c^3*g*x+24*b*c^3*p^2+72*b*c^3*p*q-116*b*c^3*p*x+12*b*c^3*q^2+ 24*b*c^3*q*r+160*b*c^3*q*x-16*b*c^3*r^2-368*b*c^3*r*x-648*b*c^3*x^2+262*b*c^2*g ^3+494*b*c^2*g^2*p+168*b*c^2*g^2*q+226*b*c^2*g^2*r+1508*b*c^2*g^2*x+156*b*c^2*g *p^2+224*b*c^2*g*p*q+84*b*c^2*g*p*r-206*b*c^2*g*p*x+22*b*c^2*g*q^2+88*b*c^2*g*q *r+650*b*c^2*g*q*x-36*b*c^2*g*r^2-1496*b*c^2*g*r*x-3596*b*c^2*g*x^2+24*b*c^2*p^ 2*q-72*b*c^2*p^2*x+18*b*c^2*p*q^2-62*b*c^2*p*q*x-60*b*c^2*p*r*x-132*b*c^2*p*x^2 +6*b*c^2*q^2*r+82*b*c^2*q^2*x-16*b*c^2*q*r^2-296*b*c^2*q*r*x-648*b*c^2*q*x^2+60 *b*c^2*r^2*x+160*b*c^2*r*x^2+84*b*c*g^4+257*b*c*g^3*p+70*b*c*g^3*q+129*b*c*g^3* r+1037*b*c*g^3*x+176*b*c*g^2*p^2+180*b*c*g^2*p*q+106*b*c*g^2*p*r+26*b*c*g^2*p*x +12*b*c*g^2*q^2+80*b*c*g^2*q*r+733*b*c*g^2*q*x-32*b*c*g^2*r^2-1556*b*c*g^2*r*x-\ 4308*b*c*g^2*x^2+27*b*c*g*p^3+78*b*c*g*p^2*q+39*b*c*g*p^2*r-238*b*c*g*p^2*x+26* b*c*g*p*q^2+24*b*c*g*p*q*r-30*b*c*g*p*q*x+12*b*c*g*p*r^2-441*b*c*g*p*r*x-1252*b *c*g*p*x^2+10*b*c*g*q^2*r+158*b*c*g*q^2*x-32*b*c*g*q*r^2-741*b*c*g*q*r*x-1822*b *c*g*q*x^2+90*b*c*g*r^2*x+720*b*c*g*r*x^2+6*b*c*p^2*q^2-36*b*c*p^2*q*x+12*b*c*p ^2*x^2-2*b*c*p*q^2*x-30*b*c*p*q*r*x-66*b*c*p*q*x^2+20*b*c*p*r*x^2+14*b*c*q^3*x-\ 4*b*c*q^2*r^2-56*b*c*q^2*r*x-162*b*c*q^2*x^2+30*b*c*q*r^2*x+80*b*c*q*r*x^2+10*b *g^5+45*b*g^4*p+10*b*g^4*q+25*b*g^4*r+232*b*g^4*x+51*b*g^3*p^2+42*b*g^3*p*q+32* b*g^3*p*r+68*b*g^3*p*x+2*b*g^3*q^2+22*b*g^3*q*r+237*b*g^3*q*x-9*b*g^3*r^2-453*b *g^3*r*x-1362*b*g^3*x^2+19*b*g^2*p^3+38*b*g^2*p^2*q+25*b*g^2*p^2*r-110*b*g^2*p^ 2*x+8*b*g^2*p*q^2+12*b*g^2*p*q*r+22*b*g^2*p*q*x+6*b*g^2*p*r^2-288*b*g^2*p*r*x-\ 880*b*g^2*p*x^2+4*b*g^2*q^2*r+89*b*g^2*q^2*x-16*b*g^2*q*r^2-376*b*g^2*q*r*x-\ 1036*b*g^2*q*x^2+45*b*g^2*r^2*x+450*b*g^2*r*x^2+3*b*g*p^4+6*b*g*p^3*q+6*b*g*p^3 *r-19*b*g*p^3*x+6*b*g*p^2*q^2+6*b*g*p^2*q*r-49*b*g*p^2*q*x+3*b*g*p^2*r^2-54*b*g *p^2*r*x-105*b*g*p^2*x^2-6*b*g*p*q^2*x-105*b*g*p*q*r*x-255*b*g*p*q*x^2-15*b*g*p *r^2*x+140*b*g*p*r*x^2+14*b*g*q^3*x-4*b*g*q^2*r^2-64*b*g*q^2*r*x-192*b*g*q^2*x^ 2+30*b*g*q*r^2*x+170*b*g*q*r*x^2+24*c^5*g+92*c^4*g^2+48*c^4*g*p+24*c^4*g*q+24*c ^4*g*r+96*c^4*g*x+118*c^3*g^3+164*c^3*g^2*p+68*c^3*g^2*q+84*c^3*g^2*r+376*c^3*g ^2*x+36*c^3*g*p^2+36*c^3*g*p*q+36*c^3*g*p*r+6*c^3*g*p*x+6*c^3*g*q^2+12*c^3*g*q* r+114*c^3*g*q*x+4*c^3*g*r^2-200*c^3*g*r*x-648*c^3*g*x^2+69*c^2*g^4+168*c^2*g^3* p+62*c^2*g^3*q+90*c^2*g^3*r+480*c^2*g^3*x+100*c^2*g^2*p^2+94*c^2*g^2*p*q+94*c^2 *g^2*p*r-3*c^2*g^2*p*x+11*c^2*g^2*q^2+38*c^2*g^2*q*r+319*c^2*g^2*q*x+8*c^2*g^2* r^2-600*c^2*g^2*r*x-1976*c^2*g^2*x^2+15*c^2*g*p^3+12*c^2*g*p^2*q+27*c^2*g*p^2*r -5*c^2*g*p^2*x+9*c^2*g*p*q^2-24*c^2*g*p*q*x+12*c^2*g*p*r^2-82*c^2*g*p*r*x-390*c ^2*g*p*x^2+3*c^2*g*q^2*r+41*c^2*g*q^2*x-8*c^2*g*q*r^2-178*c^2*g*q*r*x-390*c^2*g *q*x^2+160*c^2*g*r*x^2+19*c*g^5+69*c*g^4*p+23*c*g^4*q+39*c*g^4*r+246*c*g^4*x+71 *c*g^3*p^2+64*c*g^3*p*q+66*c*g^3*p*r+29*c*g^3*p*x+6*c*g^3*q^2+30*c*g^3*q*r+263* c*g^3*q*x+5*c*g^3*r^2-450*c*g^3*r*x-1538*c*g^3*x^2+28*c*g^2*p^3+33*c*g^2*p^2*q+ 46*c*g^2*p^2*r-64*c*g^2*p^2*x+13*c*g^2*p*q^2+12*c*g^2*p*q*r-18*c*g^2*p*q*x+18*c *g^2*p*r^2-244*c*g^2*p*r*x-871*c*g^2*p*x^2+5*c*g^2*q^2*r+68*c*g^2*q^2*x-12*c*g^ 2*q*r^2-346*c*g^2*q*r*x-871*c*g^2*q*x^2+400*c*g^2*r*x^2+3*c*g*p^4+6*c*g*p^3*r+5 *c*g*p^3*x+3*c*g*p^2*q^2-23*c*g*p^2*q*x+3*c*g*p^2*r^2-22*c*g*p^2*r*x-75*c*g*p^2 *x^2-c*g*p*q^2*x-30*c*g*p*q*r*x-66*c*g*p*q*x^2-15*c*g*p*r^2*x+50*c*g*p*r*x^2+7* c*g*q^3*x-2*c*g*q^2*r^2-28*c*g*q^2*r*x-75*c*g*q^2*x^2+15*c*g*q*r^2*x+50*c*g*q*r *x^2+2*g^6+10*g^5*p+3*g^5*q+6*g^5*r+44*g^5*x+15*g^4*p^2+13*g^4*p*q+14*g^4*p*r+ 16*g^4*p*x+g^4*q^2+7*g^4*q*r+66*g^4*q*x+g^4*r^2-100*g^4*r*x-356*g^4*x^2+10*g^3* p^3+13*g^3*p^2*q+16*g^3*p^2*r-25*g^3*p^2*x+4*g^3*p*q^2+6*g^3*p*q*r+6*g^3*p*q*x+ 6*g^3*p*r^2-100*g^3*p*r*x-351*g^3*p*x^2+2*g^3*q^2*r+27*g^3*q^2*x-4*g^3*q*r^2-\ 130*g^3*q*r*x-351*g^3*q*x^2+160*g^3*r*x^2+3*g^2*p^4+3*g^2*p^3*q+6*g^2*p^3*r-7*g ^2*p^3*x+3*g^2*p^2*q^2+3*g^2*p^2*q*r-27*g^2*p^2*q*x+3*g^2*p^2*r^2-38*g^2*p^2*r* x-93*g^2*p^2*x^2-3*g^2*p*q^2*x-60*g^2*p*q*r*x-144*g^2*p*q*x^2-15*g^2*p*r^2*x+90 *g^2*p*r*x^2+7*g^2*q^3*x-2*g^2*q^2*r^2-32*g^2*q^2*r*x-93*g^2*q^2*x^2+15*g^2*q*r ^2*x+90*g^2*q*r*x^2+40*a^4*b+20*a^4*g-40*a^3*b^2+136*a^3*b*c+40*a^3*b*g+144*a^3 *b*p-20*a^3*b*q+140*a^3*b*r+1328*a^3*b*x+68*a^3*c*g-28*a^3*c*p-28*a^3*c*r+136*a ^3*c*x+30*a^3*g^2+58*a^3*g*p-10*a^3*g*q+56*a^3*g*r+732*a^3*g*x-80*a^2*b^3-168*a ^2*b^2*c-180*a^2*b^2*g+68*a^2*b^2*p-80*a^2*b^2*q+180*a^2*b^2*r+2400*a^2*b^2*x+ 144*a^2*b*c^2+48*a^2*b*c*g+376*a^2*b*c*p-84*a^2*b*c*q+388*a^2*b*c*r+4672*a^2*b* c*x-54*a^2*b*g^2+266*a^2*b*g*p-110*a^2*b*g*q+348*a^2*b*g*r+4316*a^2*b*g*x+114*a ^2*b*p^2+34*a^2*b*p*q+158*a^2*b*p*r+1076*a^2*b*p*x-20*a^2*b*q^2+90*a^2*b*q*r+ 1104*a^2*b*q*x+36*a^2*b*r^2-412*a^2*b*r*x-2040*a^2*b*x^2+72*a^2*c^2*g-56*a^2*c^ 2*p-56*a^2*c^2*r+560*a^2*c^2*x+66*a^2*c*g^2+112*a^2*c*g*p-42*a^2*c*g*q+118*a^2* c*g*r+2832*a^2*c*g*x-10*a^2*c*p^2+26*a^2*c*p*r+424*a^2*c*p*x+144*a^2*c*q*x+36*a ^2*c*r^2+120*a^2*c*r*x-480*a^2*c*x^2+8*a^2*g^3+92*a^2*g^2*p-35*a^2*g^2*q+105*a^ 2*g^2*r+1666*a^2*g^2*x+52*a^2*g*p^2+17*a^2*g*p*q+92*a^2*g*p*r+750*a^2*g*p*x-10* a^2*g*q^2+45*a^2*g*q*r+624*a^2*g*q*x+36*a^2*g*r^2-146*a^2*g*r*x-1260*a^2*g*x^2-\ 160*a*b^3*c-128*a*b^3*g-16*a*b^3*p+104*a*b^3*r+1072*a*b^3*x-216*a*b^2*c^2-480*a *b^2*c*g+144*a*b^2*c*p-160*a*b^2*c*q+424*a*b^2*c*r+4784*a*b^2*c*x-228*a*b^2*g^2 +80*a*b^2*g*p-128*a*b^2*g*q+360*a*b^2*g*r+4220*a*b^2*g*x+44*a*b^2*p^2-16*a*b^2* p*q+72*a*b^2*p*r+984*a*b^2*p*x+104*a*b^2*q*r+1012*a*b^2*q*x-24*a*b^2*r^2-628*a* b^2*r*x-2040*a*b^2*x^2+40*a*b*c^3-84*a*b*c^2*g+324*a*b*c^2*p-108*a*b*c^2*q+388* a*b*c^2*r+4608*a*b*c^2*x-246*a*b*c*g^2+544*a*b*c*g*p-280*a*b*c*g*q+794*a*b*c*g* r+9568*a*b*c*g*x+154*a*b*c*p^2+72*a*b*c*p*q+194*a*b*c*p*r+1832*a*b*c*p*x-40*a*b *c*q^2+212*a*b*c*q*r+2224*a*b*c*q*x+12*a*b*c*r^2-1040*a*b*c*r*x-4032*a*b*c*x^2-\ 106*a*b*g^3+185*a*b*g^2*p-146*a*b*g^2*q+345*a*b*g^2*r+4336*a*b*g^2*x+149*a*b*g* p^2+36*a*b*g*p*q+209*a*b*g*p*r+2004*a*b*g*p*x-32*a*b*g*q^2+206*a*b*g*q*r+2216*a *b*g*q*x+12*a*b*g*r^2-1040*a*b*g*r*x-4104*a*b*g*x^2+26*a*b*p^3+22*a*b*p^2*q+44* a*b*p^2*r+206*a*b*p^2*x-4*a*b*p*q^2+36*a*b*p*q*r+444*a*b*p*q*x+18*a*b*p*r^2-206 *a*b*p*r*x-948*a*b*p*x^2+26*a*b*q^2*r+238*a*b*q^2*x-12*a*b*q*r^2-314*a*b*q*r*x-\ 948*a*b*q*x^2+240*a*b*r*x^2+20*a*c^3*g-28*a*c^3*p-28*a*c^3*r+424*a*c^3*x+12*a*c ^2*g^2+86*a*c^2*g*p-54*a*c^2*g*q+118*a*c^2*g*r+3092*a*c^2*g*x-10*a*c^2*p^2+26*a *c^2*p*r+544*a*c^2*p*x+144*a*c^2*q*x+36*a*c^2*r^2+92*a*c^2*r*x-624*a*c^2*x^2-23 *a*c*g^3+178*a*c*g^2*p-100*a*c*g^2*q+233*a*c*g^2*r+3990*a*c*g^2*x+59*a*c*g*p^2+ 36*a*c*g*p*q+133*a*c*g*p*r+1624*a*c*g*p*x-20*a*c*g*q^2+106*a*c*g*q*r+1330*a*c*g *q*x+60*a*c*g*r^2-350*a*c*g*r*x-2816*a*c*g*x^2+2*a*c*p^3+20*a*c*p^2*r+166*a*c*p ^2*x+54*a*c*p*q*x+18*a*c*p*r^2+22*a*c*p*r*x-312*a*c*p*x^2-20*a*c*q*r*x-60*a*c*q *x^2-20*a*c*r^2*x+40*a*c*r*x^2-12*a*g^4+57*a*g^3*p-41*a*g^3*q+82*a*g^3*r+1304*a *g^3*x+57*a*g^2*p^2+22*a*g^2*p*q+98*a*g^2*p*r+974*a*g^2*p*x-16*a*g^2*q^2+77*a*g ^2*q*r+928*a*g^2*q*x+30*a*g^2*r^2-301*a*g^2*r*x-1786*a*g^2*x^2+14*a*g*p^3+11*a* g*p^2*q+32*a*g*p^2*r+186*a*g*p^2*x-2*a*g*p*q^2+18*a*g*p*q*r+249*a*g*p*q*x+18*a* g*p*r^2-92*a*g*p*r*x-630*a*g*p*x^2+13*a*g*q^2*r+119*a*g*q^2*x-6*a*g*q*r^2-167*a *g*q*r*x-504*a*g*q*x^2-10*a*g*r^2*x+140*a*g*r*x^2-80*b^3*c^2-128*b^3*c*g-16*b^3 *c*p+104*b^3*c*r+392*b^3*c*x-48*b^3*g^2-16*b^3*g*p+104*b^3*g*r+732*b^3*g*x-88*b ^2*c^3-300*b^2*c^2*g+76*b^2*c^2*p-80*b^2*c^2*q+244*b^2*c^2*r+1312*b^2*c^2*x-284 *b^2*c*g^2+80*b^2*c*g*p-128*b^2*c*g*q+496*b^2*c*g*r+3672*b^2*c*g*x+36*b^2*c*p^2 -16*b^2*c*p*q+192*b^2*c*p*x+104*b^2*c*q*r+512*b^2*c*q*x-24*b^2*c*r^2-360*b^2*c* r*x-480*b^2*c*x^2-80*b^2*g^3+8*b^2*g^2*p-48*b^2*g^2*q+216*b^2*g^2*r+1822*b^2*g^ 2*x+40*b^2*g*p^2-16*b^2*g*p*q+36*b^2*g*p*r+588*b^2*g*p*x+104*b^2*g*q*r+762*b^2* g*q*x-24*b^2*g*r^2-494*b^2*g*r*x-1260*b^2*g*x^2-8*b*c^4-92*b*c^3*g+92*b*c^3*p-\ 44*b*c^3*q+140*b*c^3*r+872*b*c^3*x-220*b*c^2*g^2+278*b*c^2*g*p-170*b*c^2*g*q+ 514*b*c^2*g*r+4100*b*c^2*g*x+36*b*c^2*p^2+38*b*c^2*p*q+120*b*c^2*p*x-20*b*c^2*q ^2+122*b*c^2*q*r+752*b*c^2*q*x-24*b*c^2*r^2-412*b*c^2*r*x-624*b*c^2*x^2-168*b*c *g^3+195*b*c*g^2*p-174*b*c*g^2*q+509*b*c*g^2*r+4626*b*c*g^2*x+131*b*c*g*p^2+36* b*c*g*p*q+97*b*c*g*p*r+1174*b*c*g*p*x-32*b*c*g*q^2+274*b*c*g*q*r+2020*b*c*g*q*x -30*b*c*g*r^2-1090*b*c*g*r*x-2816*b*c*g*x^2+18*b*c*p^2*q-24*b*c*p^2*x-4*b*c*p*q ^2+78*b*c*p*q*x-20*b*c*p*r*x-60*b*c*p*x^2+26*b*c*q^2*r+158*b*c*q^2*x-12*b*c*q*r ^2-182*b*c*q*r*x-312*b*c*q*x^2+20*b*c*r^2*x+40*b*c*r*x^2-40*b*g^4+35*b*g^3*p-52 *b*g^3*q+145*b*g^3*r+1420*b*g^3*x+64*b*g^2*p^2+65*b*g^2*p*r+832*b*g^2*p*x-12*b* g^2*q^2+134*b*g^2*q*r+1098*b*g^2*q*x-15*b*g^2*r^2-599*b*g^2*r*x-1786*b*g^2*x^2+ 13*b*g*p^3+20*b*g*p^2*q+22*b*g*p^2*r+91*b*g*p^2*x-4*b*g*p*q^2+18*b*g*p*q*r+261* b*g*p*q*x+9*b*g*p*r^2-113*b*g*p*r*x-504*b*g*p*x^2+26*b*g*q^2*r+198*b*g*q^2*x-12 *b*g*q*r^2-248*b*g*q*r*x-630*b*g*q*x^2+10*b*g*r^2*x+140*b*g*r*x^2-4*c^4*g-24*c^ 3*g^2+32*c^3*g*p-22*c^3*g*q+56*c^3*g*r+648*c^3*g*x-45*c^2*g^3+96*c^2*g^2*p-65*c ^2*g^2*q+172*c^2*g^2*r+1976*c^2*g^2*x+13*c^2*g*p^2+19*c^2*g*p*q+13*c^2*g*p*r+ 332*c^2*g*p*x-10*c^2*g*q^2+61*c^2*g*q*r+448*c^2*g*q*x+6*c^2*g*r^2-160*c^2*g*r*x -624*c^2*g*x^2-29*c*g^4+62*c*g^3*p-55*c*g^3*q+130*c*g^3*r+1538*c*g^3*x+50*c*g^2 *p^2+22*c*g^2*p*q+60*c*g^2*p*r+787*c*g^2*p*x-16*c*g^2*q^2+111*c*g^2*q*r+955*c*g ^2*q*x+9*c*g^2*r^2-400*c*g^2*r*x-1568*c*g^2*x^2+c*g*p^3+9*c*g*p^2*q+10*c*g*p^2* r+71*c*g*p^2*x-2*c*g*p*q^2+66*c*g*p*q*x+9*c*g*p*r^2+c*g*p*r*x-186*c*g*p*x^2+13* c*g*q^2*r+79*c*g*q^2*x-6*c*g*q*r^2-101*c*g*q*r*x-186*c*g*q*x^2+40*c*g*r*x^2-6*g ^5+11*g^4*p-14*g^4*q+29*g^4*r+356*g^4*x+20*g^3*p^2+4*g^3*p*q+26*g^3*p*r+325*g^3 *p*x-6*g^3*q^2+41*g^3*q*r+377*g^3*q*x+3*g^3*r^2-160*g^3*r*x-640*g^3*x^2+7*g^2*p ^3+10*g^2*p^2*q+16*g^2*p^2*r+87*g^2*p^2*x-2*g^2*p*q^2+9*g^2*p*q*r+144*g^2*p*q*x +9*g^2*p*r^2-51*g^2*p*r*x-330*g^2*p*x^2+13*g^2*q^2*r+99*g^2*q^2*x-6*g^2*q*r^2-\ 129*g^2*q*r*x-330*g^2*q*x^2+80*g^2*r*x^2-256*a^3*b-128*a^3*g-456*a^2*b^2-776*a^ 2*b*c-776*a^2*b*g-160*a^2*b*p-228*a^2*b*q+96*a^2*b*r+2160*a^2*b*x-388*a^2*c*g-\ 84*a^2*c*p-84*a^2*c*r+288*a^2*c*x-274*a^2*g^2-122*a^2*g*p-114*a^2*g*q+6*a^2*g*r +1224*a^2*g*x-128*a*b^3-832*a*b^2*c-728*a*b^2*g-168*a*b^2*p-128*a*b^2*q+204*a*b ^2*r+1920*a*b^2*x-744*a*b*c^2-1612*a*b*c*g-220*a*b*c*p-416*a*b*c*q+288*a*b*c*r+ 4032*a*b*c*x-760*a*b*g^2-290*a*b*g*p-396*a*b*g*q+294*a*b*g*r+4104*a*b*g*x-16*a* b*p^2-84*a*b*p*q+48*a*b*p*r+972*a*b*p*x-32*a*b*q^2+102*a*b*q*r+924*a*b*q*x+4*a* b*r^2-240*a*b*r*x-1008*a*b*x^2-372*a*c^2*g-84*a*c^2*p-84*a*c^2*r+392*a*c^2*x-\ 598*a*c*g^2-238*a*c*g*p-208*a*c*g*q+16*a*c*g*r+2504*a*c*g*x-36*a*c*p^2-24*a*c*p *r+248*a*c*p*x+52*a*c*q*x+12*a*c*r^2+44*a*c*r*x-168*a*c*x^2-214*a*g^3-146*a*g^2 *p-166*a*g^2*q+53*a*g^2*r+1718*a*g^2*x-26*a*g*p^2-42*a*g*p*q+12*a*g*p*r+610*a*g *p*x-16*a*g*q^2+51*a*g*q*r+488*a*g*q*x+8*a*g*r^2-98*a*g*r*x-588*a*g*x^2-128*b^3 *c-128*b^3*g-376*b^2*c^2-808*b^2*c*g-24*b^2*c*p-128*b^2*c*q+156*b^2*c*r+672*b^2 *c*x-352*b^2*g^2-96*b^2*g*p-128*b^2*g*q+180*b^2*g*r+1296*b^2*g*x-224*b*c^3-876* b*c^2*g+12*b*c^2*p-188*b*c^2*q+168*b*c^2*r+856*b*c^2*x-916*b*c*g^2-130*b*c*g*p-\ 436*b*c*g*q+386*b*c*g*r+3128*b*c*g*x+12*b*c*p^2-12*b*c*p*q+68*b*c*p*x-32*b*c*q^ 2+78*b*c*q*r+376*b*c*q*x-8*b*c*r^2-124*b*c*r*x-168*b*c*x^2-272*b*g^3-118*b*g^2* p-208*b*g^2*q+202*b*g^2*r+1854*b*g^2*x-2*b*g*p^2-48*b*g*p*q+24*b*g*p*r+520*b*g* p*x-32*b*g*q^2+90*b*g*q*r+650*b*g*q*x-2*b*g*r^2-182*b*g*r*x-588*b*g*x^2-112*c^3 *g-344*c^2*g^2-36*c^2*g*p-94*c^2*g*q+42*c^2*g*r+624*c^2*g*x-272*c*g^3-102*c*g^2 *p-186*c*g^2*q+111*c*g^2*r+1568*c*g^2*x-12*c*g*p^2-6*c*g*p*q-12*c*g*p*r+158*c*g *p*x-16*c*g*q^2+39*c*g*q*r+214*c*g*q*x+2*c*g*r^2-40*c*g*r*x-168*c*g*x^2-64*g^4-\ 46*g^3*p-72*g^3*q+45*g^3*r+640*g^3*x-10*g^2*p^2-24*g^2*p*q+6*g^2*p*r+322*g^2*p* x-16*g^2*q^2+45*g^2*q*r+338*g^2*q*x+2*g^2*r^2-80*g^2*r*x-336*g^2*x^2-440*a^2*b-\ 220*a^2*g-320*a*b^2-736*a*b*c-760*a*b*g-184*a*b*p-160*a*b*q+68*a*b*r+1008*a*b*x -368*a*c*g-32*a*c*p-32*a*c*r+104*a*c*x-300*a*g^2-108*a*g*p-80*a*g*q+18*a*g*r+ 556*a*g*x-192*b^2*c-256*b^2*g-232*b*c^2-680*b*c*g-8*b*c*p-96*b*c*q+52*b*c*r+232 *b*c*x-368*b*g^2-96*b*g*p-128*b*g*q+60*b*g*r+620*b*g*x-116*c^2*g-292*c*g^2-20*c *g*p-48*c*g*q+10*c*g*r+168*c*g*x-120*g^3-56*g^2*p-64*g^2*q+22*g^2*r+336*g^2*x-\ 192*a*b-96*a*g-64*b*c-128*b*g-32*c*g-64*g^2)*dx^4+x*(x-1)*(32*a^6*b*x^3+16*a^6* g*x^3+160*a^5*b^2*x^3+384*a^5*b*c*x^3+240*a^5*b*g*x^3+144*a^5*b*p*x^3+144*a^5*b *q*x^3+192*a^5*b*r*x^3+32*a^5*c^2*x^3+208*a^5*c*g*x^3+16*a^5*c*p*x^3+16*a^5*c*q *x^3+80*a^5*g^2*x^3+80*a^5*g*p*x^3+80*a^5*g*q*x^3+96*a^5*g*r*x^3+320*a^4*b^3*x^ 3+1536*a^4*b^2*c*x^3+816*a^4*b^2*g*x^3+576*a^4*b^2*p*x^3+576*a^4*b^2*q*x^3+768* a^4*b^2*r*x^3+1792*a^4*b*c^2*x^3+2368*a^4*b*c*g*x^3+1280*a^4*b*c*p*x^3+1280*a^4 *b*c*q*x^3+1536*a^4*b*c*r*x^3+656*a^4*b*g^2*x^3+896*a^4*b*g*p*x^3+896*a^4*b*g*q *x^3+1184*a^4*b*g*r*x^3+216*a^4*b*p^2*x^3+432*a^4*b*p*q*x^3+480*a^4*b*p*r*x^3+ 216*a^4*b*q^2*x^3+480*a^4*b*q*r*x^3+160*a^4*b*r^2*x^3+256*a^4*c^3*x^3+1088*a^4* c^2*g*x^3+256*a^4*c^2*p*x^3+224*a^4*c^2*q*x^3+192*a^4*c^2*r*x^3+832*a^4*c*g^2*x ^3+800*a^4*c*g*p*x^3+784*a^4*c*g*q*x^3+864*a^4*c*g*r*x^3+64*a^4*c*p^2*x^3+112*a ^4*c*p*q*x^3+96*a^4*c*p*r*x^3+48*a^4*c*q^2*x^3+96*a^4*c*q*r*x^3+164*a^4*g^3*x^3 +320*a^4*g^2*p*x^3+320*a^4*g^2*q*x^3+400*a^4*g^2*r*x^3+140*a^4*g*p^2*x^3+272*a^ 4*g*p*q*x^3+288*a^4*g*p*r*x^3+132*a^4*g*q^2*x^3+288*a^4*g*q*r*x^3+80*a^4*g*r^2* x^3+320*a^3*b^4*x^3+2304*a^3*b^3*c*x^3+1184*a^3*b^3*g*x^3+864*a^3*b^3*p*x^3+864 *a^3*b^3*q*x^3+1152*a^3*b^3*r*x^3+5216*a^3*b^2*c^2*x^3+6064*a^3*b^2*c*g*x^3+ 3760*a^3*b^2*c*p*x^3+3760*a^3*b^2*c*q*x^3+4608*a^3*b^2*c*r*x^3+1568*a^3*b^2*g^2 *x^3+2288*a^3*b^2*g*p*x^3+2288*a^3*b^2*g*q*x^3+3072*a^3*b^2*g*r*x^3+648*a^3*b^2 *p^2*x^3+1296*a^3*b^2*p*q*x^3+1440*a^3*b^2*p*r*x^3+648*a^3*b^2*q^2*x^3+1440*a^3 *b^2*q*r*x^3+480*a^3*b^2*r^2*x^3+4032*a^3*b*c^3*x^3+8368*a^3*b*c^2*g*x^3+4256*a ^3*b*c^2*p*x^3+4192*a^3*b*c^2*q*x^3+4800*a^3*b*c^2*r*x^3+5032*a^3*b*c*g^2*x^3+ 6088*a^3*b*c*g*p*x^3+6056*a^3*b*c*g*q*x^3+7392*a^3*b*c*g*r*x^3+1424*a^3*b*c*p^2 *x^3+2816*a^3*b*c*p*q*x^3+2976*a^3*b*c*p*r*x^3+1392*a^3*b*c*q^2*x^3+2976*a^3*b* c*q*r*x^3+960*a^3*b*c*r^2*x^3+880*a^3*b*g^3*x^3+1916*a^3*b*g^2*p*x^3+1916*a^3*b *g^2*q*x^3+2560*a^3*b*g^2*r*x^3+1060*a^3*b*g*p^2*x^3+2104*a^3*b*g*p*q*x^3+2352* a^3*b*g*p*r*x^3+1044*a^3*b*g*q^2*x^3+2352*a^3*b*g*q*r*x^3+800*a^3*b*g*r^2*x^3+ 148*a^3*b*p^3*x^3+444*a^3*b*p^2*q*x^3+432*a^3*b*p^2*r*x^3+444*a^3*b*p*q^2*x^3+ 864*a^3*b*p*q*r*x^3+240*a^3*b*p*r^2*x^3+148*a^3*b*q^3*x^3+432*a^3*b*q^2*r*x^3+ 240*a^3*b*q*r^2*x^3+608*a^3*c^4*x^3+2736*a^3*c^3*g*x^3+912*a^3*c^3*p*x^3+688*a^ 3*c^3*q*x^3+768*a^3*c^3*r*x^3+3136*a^3*c^2*g^2*x^3+3000*a^3*c^2*g*p*x^3+2808*a^ 3*c^2*g*q*x^3+3104*a^3*c^2*g*r*x^3+456*a^3*c^2*p^2*x^3+688*a^3*c^2*p*q*x^3+768* a^3*c^2*p*r*x^3+240*a^3*c^2*q^2*x^3+576*a^3*c^2*q*r*x^3+160*a^3*c^2*r^2*x^3+ 1312*a^3*c*g^3*x^3+2336*a^3*c*g^2*p*x^3+2296*a^3*c*g^2*q*x^3+2704*a^3*c*g^2*r*x ^3+1044*a^3*c*g*p^2*x^3+1936*a^3*c*g*p*q*x^3+2032*a^3*c*g*p*r*x^3+896*a^3*c*g*q ^2*x^3+1936*a^3*c*g*q*r*x^3+560*a^3*c*g*r^2*x^3+76*a^3*c*p^3*x^3+172*a^3*c*p^2* q*x^3+192*a^3*c*p^2*r*x^3+120*a^3*c*p*q^2*x^3+288*a^3*c*p*q*r*x^3+80*a^3*c*p*r^ 2*x^3+24*a^3*c*q^3*x^3+96*a^3*c*q^2*r*x^3+80*a^3*c*q*r^2*x^3+176*a^3*g^4*x^3+ 506*a^3*g^3*p*x^3+506*a^3*g^3*q*x^3+656*a^3*g^3*r*x^3+420*a^3*g^2*p^2*x^3+820*a ^3*g^2*p*q*x^3+896*a^3*g^2*p*r*x^3+400*a^3*g^2*q^2*x^3+896*a^3*g^2*q*r*x^3+280* a^3*g^2*r^2*x^3+112*a^3*g*p^3*x^3+308*a^3*g*p^2*q*x^3+312*a^3*g*p^2*r*x^3+282*a ^3*g*p*q^2*x^3+576*a^3*g*p*q*r*x^3+160*a^3*g*p*r^2*x^3+86*a^3*g*q^3*x^3+264*a^3 *g*q^2*r*x^3+160*a^3*g*q*r^2*x^3+160*a^2*b^5*x^3+1536*a^2*b^4*c*x^3+816*a^2*b^4 *g*x^3+576*a^2*b^4*p*x^3+576*a^2*b^4*q*x^3+768*a^2*b^4*r*x^3+5216*a^2*b^3*c^2*x ^3+6064*a^2*b^3*c*g*x^3+3760*a^2*b^3*c*p*x^3+3760*a^2*b^3*c*q*x^3+4608*a^2*b^3* c*r*x^3+1568*a^2*b^3*g^2*x^3+2288*a^2*b^3*g*p*x^3+2288*a^2*b^3*g*q*x^3+3072*a^2 *b^3*g*r*x^3+648*a^2*b^3*p^2*x^3+1296*a^2*b^3*p*q*x^3+1440*a^2*b^3*p*r*x^3+648* a^2*b^3*q^2*x^3+1440*a^2*b^3*q*r*x^3+480*a^2*b^3*r^2*x^3+7552*a^2*b^2*c^3*x^3+ 14560*a^2*b^2*c^2*g*x^3+7968*a^2*b^2*c^2*p*x^3+7968*a^2*b^2*c^2*q*x^3+9216*a^2* b^2*c^2*r*x^3+8400*a^2*b^2*c*g^2*x^3+10560*a^2*b^2*c*g*p*x^3+10560*a^2*b^2*c*g* q*x^3+13056*a^2*b^2*c*g*r*x^3+2704*a^2*b^2*c*p^2*x^3+5408*a^2*b^2*c*p*q*x^3+ 5760*a^2*b^2*c*p*r*x^3+2704*a^2*b^2*c*q^2*x^3+5760*a^2*b^2*c*q*r*x^3+1920*a^2*b ^2*c*r^2*x^3+1432*a^2*b^2*g^3*x^3+3192*a^2*b^2*g^2*p*x^3+3192*a^2*b^2*g^2*q*x^3 +4320*a^2*b^2*g^2*r*x^3+1832*a^2*b^2*g*p^2*x^3+3664*a^2*b^2*g*p*q*x^3+4128*a^2* b^2*g*p*r*x^3+1832*a^2*b^2*g*q^2*x^3+4128*a^2*b^2*g*q*r*x^3+1440*a^2*b^2*g*r^2* x^3+296*a^2*b^2*p^3*x^3+888*a^2*b^2*p^2*q*x^3+864*a^2*b^2*p^2*r*x^3+888*a^2*b^2 *p*q^2*x^3+1728*a^2*b^2*p*q*r*x^3+480*a^2*b^2*p*r^2*x^3+296*a^2*b^2*q^3*x^3+864 *a^2*b^2*q^2*r*x^3+480*a^2*b^2*q*r^2*x^3+4320*a^2*b*c^4*x^3+12912*a^2*b*c^3*g*x ^3+6064*a^2*b*c^3*p*x^3+5840*a^2*b*c^3*q*x^3+6528*a^2*b*c^3*r*x^3+12672*a^2*b*c ^2*g^2*x^3+13800*a^2*b*c^2*g*p*x^3+13608*a^2*b*c^2*g*q*x^3+15840*a^2*b*c^2*g*r* x^3+3072*a^2*b*c^2*p^2*x^3+5904*a^2*b*c^2*p*q*x^3+6144*a^2*b*c^2*p*r*x^3+2856*a ^2*b*c^2*q^2*x^3+5952*a^2*b*c^2*q*r*x^3+1920*a^2*b*c^2*r^2*x^3+4896*a^2*b*c*g^3 *x^3+9296*a^2*b*c*g^2*p*x^3+9256*a^2*b*c*g^2*q*x^3+11472*a^2*b*c*g^2*r*x^3+4736 *a^2*b*c*g*p^2*x^3+9312*a^2*b*c*g*p*q*x^3+10032*a^2*b*c*g*p*r*x^3+4588*a^2*b*c* g*q^2*x^3+9936*a^2*b*c*g*q*r*x^3+3360*a^2*b*c*g*r^2*x^3+656*a^2*b*c*p^3*x^3+ 1904*a^2*b*c*p^2*q*x^3+1824*a^2*b*c*p^2*r*x^3+1852*a^2*b*c*p*q^2*x^3+3552*a^2*b *c*p*q*r*x^3+960*a^2*b*c*p*r^2*x^3+604*a^2*b*c*q^3*x^3+1728*a^2*b*c*q^2*r*x^3+ 960*a^2*b*c*q*r^2*x^3+624*a^2*b*g^4*x^3+1878*a^2*b*g^3*p*x^3+1878*a^2*b*g^3*q*x ^3+2544*a^2*b*g^3*r*x^3+1636*a^2*b*g^2*p^2*x^3+3252*a^2*b*g^2*p*q*x^3+3696*a^2* b*g^2*p*r*x^3+1616*a^2*b*g^2*q^2*x^3+3696*a^2*b*g^2*q*r*x^3+1320*a^2*b*g^2*r^2* x^3+520*a^2*b*g*p^3*x^3+1528*a^2*b*g*p^2*q*x^3+1512*a^2*b*g*p^2*r*x^3+1502*a^2* b*g*p*q^2*x^3+2976*a^2*b*g*p*q*r*x^3+840*a^2*b*g*p*r^2*x^3+494*a^2*b*g*q^3*x^3+ 1464*a^2*b*g*q^2*r*x^3+840*a^2*b*g*q*r^2*x^3+48*a^2*b*p^4*x^3+192*a^2*b*p^3*q*x ^3+168*a^2*b*p^3*r*x^3+288*a^2*b*p^2*q^2*x^3+504*a^2*b*p^2*q*r*x^3+120*a^2*b*p^ 2*r^2*x^3+192*a^2*b*p*q^3*x^3+504*a^2*b*p*q^2*r*x^3+240*a^2*b*p*q*r^2*x^3+48*a^ 2*b*q^4*x^3+168*a^2*b*q^3*r*x^3+120*a^2*b*q^2*r^2*x^3+576*a^2*c^5*x^3+3216*a^2* c^4*g*x^3+1152*a^2*c^4*p*x^3+768*a^2*c^4*q*x^3+960*a^2*c^4*r*x^3+5192*a^2*c^3*g ^2*x^3+4760*a^2*c^3*g*p*x^3+4200*a^2*c^3*g*q*x^3+4768*a^2*c^3*g*r*x^3+864*a^2*c ^3*p^2*x^3+1152*a^2*c^3*p*q*x^3+1440*a^2*c^3*p*r*x^3+336*a^2*c^3*q^2*x^3+864*a^ 2*c^3*q*r*x^3+320*a^2*c^3*r^2*x^3+3484*a^2*c^2*g^3*x^3+5724*a^2*c^2*g^2*p*x^3+ 5476*a^2*c^2*g^2*q*x^3+6320*a^2*c^2*g^2*r*x^3+2544*a^2*c^2*g*p^2*x^3+4424*a^2*c ^2*g*p*q*x^3+4816*a^2*c^2*g*p*r*x^3+1924*a^2*c^2*g*q^2*x^3+4208*a^2*c^2*g*q*r*x ^3+1360*a^2*c^2*g*r^2*x^3+288*a^2*c^2*p^3*x^3+576*a^2*c^2*p^2*q*x^3+720*a^2*c^2 *p^2*r*x^3+336*a^2*c^2*p*q^2*x^3+864*a^2*c^2*p*q*r*x^3+320*a^2*c^2*p*r^2*x^3+48 *a^2*c^2*q^3*x^3+192*a^2*c^2*q^2*r*x^3+160*a^2*c^2*q*r^2*x^3+1018*a^2*c*g^4*x^3 +2606*a^2*c*g^3*p*x^3+2574*a^2*c*g^3*q*x^3+3144*a^2*c*g^3*r*x^3+2040*a^2*c*g^2* p^2*x^3+3860*a^2*c*g^2*p*q*x^3+4184*a^2*c*g^2*p*r*x^3+1830*a^2*c*g^2*q^2*x^3+ 4024*a^2*c*g^2*q*r*x^3+1320*a^2*c*g^2*r^2*x^3+568*a^2*c*g*p^3*x^3+1464*a^2*c*g* p^2*q*x^3+1528*a^2*c*g*p^2*r*x^3+1258*a^2*c*g*p*q^2*x^3+2608*a^2*c*g*p*q*r*x^3+ 760*a^2*c*g*p*r^2*x^3+362*a^2*c*g*q^3*x^3+1104*a^2*c*g*q^2*r*x^3+680*a^2*c*g*q* r^2*x^3+36*a^2*c*p^4*x^3+96*a^2*c*p^3*q*x^3+120*a^2*c*p^3*r*x^3+84*a^2*c*p^2*q^ 2*x^3+216*a^2*c*p^2*q*r*x^3+80*a^2*c*p^2*r^2*x^3+24*a^2*c*p*q^3*x^3+96*a^2*c*p* q^2*r*x^3+80*a^2*c*p*q*r^2*x^3+104*a^2*g^5*x^3+395*a^2*g^4*p*x^3+395*a^2*g^4*q* x^3+528*a^2*g^4*r*x^3+471*a^2*g^3*p^2*x^3+926*a^2*g^3*p*q*x^3+1044*a^2*g^3*p*r* x^3+455*a^2*g^3*q^2*x^3+1044*a^2*g^3*q*r*x^3+360*a^2*g^3*r^2*x^3+234*a^2*g^2*p^ 3*x^3+654*a^2*g^2*p^2*q*x^3+668*a^2*g^2*p^2*r*x^3+611*a^2*g^2*p*q^2*x^3+1256*a^ 2*g^2*p*q*r*x^3+360*a^2*g^2*p*r^2*x^3+191*a^2*g^2*q^3*x^3+588*a^2*g^2*q^2*r*x^3 +360*a^2*g^2*q*r^2*x^3+42*a^2*g*p^4*x^3+144*a^2*g*p^3*q*x^3+144*a^2*g*p^3*r*x^3 +186*a^2*g*p^2*q^2*x^3+360*a^2*g*p^2*q*r*x^3+100*a^2*g*p^2*r^2*x^3+108*a^2*g*p* q^3*x^3+300*a^2*g*p*q^2*r*x^3+160*a^2*g*p*q*r^2*x^3+24*a^2*g*q^4*x^3+84*a^2*g*q ^3*r*x^3+60*a^2*g*q^2*r^2*x^3+32*a*b^6*x^3+384*a*b^5*c*x^3+240*a*b^5*g*x^3+144* a*b^5*p*x^3+144*a*b^5*q*x^3+192*a*b^5*r*x^3+1792*a*b^4*c^2*x^3+2368*a*b^4*c*g*x ^3+1280*a*b^4*c*p*x^3+1280*a*b^4*c*q*x^3+1536*a*b^4*c*r*x^3+656*a*b^4*g^2*x^3+ 896*a*b^4*g*p*x^3+896*a*b^4*g*q*x^3+1184*a*b^4*g*r*x^3+216*a*b^4*p^2*x^3+432*a* b^4*p*q*x^3+480*a*b^4*p*r*x^3+216*a*b^4*q^2*x^3+480*a*b^4*q*r*x^3+160*a*b^4*r^2 *x^3+4032*a*b^3*c^3*x^3+8368*a*b^3*c^2*g*x^3+4192*a*b^3*c^2*p*x^3+4256*a*b^3*c^ 2*q*x^3+4800*a*b^3*c^2*r*x^3+5032*a*b^3*c*g^2*x^3+6056*a*b^3*c*g*p*x^3+6088*a*b ^3*c*g*q*x^3+7392*a*b^3*c*g*r*x^3+1392*a*b^3*c*p^2*x^3+2816*a*b^3*c*p*q*x^3+ 2976*a*b^3*c*p*r*x^3+1424*a*b^3*c*q^2*x^3+2976*a*b^3*c*q*r*x^3+960*a*b^3*c*r^2* x^3+880*a*b^3*g^3*x^3+1916*a*b^3*g^2*p*x^3+1916*a*b^3*g^2*q*x^3+2560*a*b^3*g^2* r*x^3+1044*a*b^3*g*p^2*x^3+2104*a*b^3*g*p*q*x^3+2352*a*b^3*g*p*r*x^3+1060*a*b^3 *g*q^2*x^3+2352*a*b^3*g*q*r*x^3+800*a*b^3*g*r^2*x^3+148*a*b^3*p^3*x^3+444*a*b^3 *p^2*q*x^3+432*a*b^3*p^2*r*x^3+444*a*b^3*p*q^2*x^3+864*a*b^3*p*q*r*x^3+240*a*b^ 3*p*r^2*x^3+148*a*b^3*q^3*x^3+432*a*b^3*q^2*r*x^3+240*a*b^3*q*r^2*x^3+4320*a*b^ 2*c^4*x^3+12912*a*b^2*c^3*g*x^3+5840*a*b^2*c^3*p*x^3+6064*a*b^2*c^3*q*x^3+6528* a*b^2*c^3*r*x^3+12672*a*b^2*c^2*g^2*x^3+13608*a*b^2*c^2*g*p*x^3+13800*a*b^2*c^2 *g*q*x^3+15840*a*b^2*c^2*g*r*x^3+2856*a*b^2*c^2*p^2*x^3+5904*a*b^2*c^2*p*q*x^3+ 5952*a*b^2*c^2*p*r*x^3+3072*a*b^2*c^2*q^2*x^3+6144*a*b^2*c^2*q*r*x^3+1920*a*b^2 *c^2*r^2*x^3+4896*a*b^2*c*g^3*x^3+9256*a*b^2*c*g^2*p*x^3+9296*a*b^2*c*g^2*q*x^3 +11472*a*b^2*c*g^2*r*x^3+4588*a*b^2*c*g*p^2*x^3+9312*a*b^2*c*g*p*q*x^3+9936*a*b ^2*c*g*p*r*x^3+4736*a*b^2*c*g*q^2*x^3+10032*a*b^2*c*g*q*r*x^3+3360*a*b^2*c*g*r^ 2*x^3+604*a*b^2*c*p^3*x^3+1852*a*b^2*c*p^2*q*x^3+1728*a*b^2*c*p^2*r*x^3+1904*a* b^2*c*p*q^2*x^3+3552*a*b^2*c*p*q*r*x^3+960*a*b^2*c*p*r^2*x^3+656*a*b^2*c*q^3*x^ 3+1824*a*b^2*c*q^2*r*x^3+960*a*b^2*c*q*r^2*x^3+624*a*b^2*g^4*x^3+1878*a*b^2*g^3 *p*x^3+1878*a*b^2*g^3*q*x^3+2544*a*b^2*g^3*r*x^3+1616*a*b^2*g^2*p^2*x^3+3252*a* b^2*g^2*p*q*x^3+3696*a*b^2*g^2*p*r*x^3+1636*a*b^2*g^2*q^2*x^3+3696*a*b^2*g^2*q* r*x^3+1320*a*b^2*g^2*r^2*x^3+494*a*b^2*g*p^3*x^3+1502*a*b^2*g*p^2*q*x^3+1464*a* b^2*g*p^2*r*x^3+1528*a*b^2*g*p*q^2*x^3+2976*a*b^2*g*p*q*r*x^3+840*a*b^2*g*p*r^2 *x^3+520*a*b^2*g*q^3*x^3+1512*a*b^2*g*q^2*r*x^3+840*a*b^2*g*q*r^2*x^3+48*a*b^2* p^4*x^3+192*a*b^2*p^3*q*x^3+168*a*b^2*p^3*r*x^3+288*a*b^2*p^2*q^2*x^3+504*a*b^2 *p^2*q*r*x^3+120*a*b^2*p^2*r^2*x^3+192*a*b^2*p*q^3*x^3+504*a*b^2*p*q^2*r*x^3+ 240*a*b^2*p*q*r^2*x^3+48*a*b^2*q^4*x^3+168*a*b^2*q^3*r*x^3+120*a*b^2*q^2*r^2*x^ 3+1920*a*b*c^5*x^3+8288*a*b*c^4*g*x^3+3264*a*b*c^4*p*x^3+3264*a*b*c^4*q*x^3+ 3456*a*b*c^4*r*x^3+12208*a*b*c^3*g^2*x^3+11520*a*b*c^3*g*p*x^3+11520*a*b*c^3*g* q*x^3+12736*a*b*c^3*g*r*x^3+2160*a*b*c^3*p^2*x^3+4224*a*b*c^3*p*q*x^3+4224*a*b* c^3*p*r*x^3+2160*a*b*c^3*q^2*x^3+4224*a*b*c^3*q*r*x^3+1280*a*b*c^3*r^2*x^3+7848 *a*b*c^2*g^3*x^3+13088*a*b*c^2*g^2*p*x^3+13088*a*b*c^2*g^2*q*x^3+15264*a*b*c^2* g^2*r*x^3+5796*a*b*c^2*g*p^2*x^3+11504*a*b*c^2*g*p*q*x^3+11904*a*b*c^2*g*p*r*x^ 3+5796*a*b*c^2*g*q^2*x^3+11904*a*b*c^2*g*q*r*x^3+3840*a*b*c^2*g*r^2*x^3+696*a*b *c^2*p^3*x^3+1992*a*b*c^2*p^2*q*x^3+1872*a*b*c^2*p^2*r*x^3+1992*a*b*c^2*p*q^2*x ^3+3648*a*b*c^2*p*q*r*x^3+960*a*b*c^2*p*r^2*x^3+696*a*b*c^2*q^3*x^3+1872*a*b*c^ 2*q^2*r*x^3+960*a*b*c^2*q*r^2*x^3+2236*a*b*c*g^4*x^3+5804*a*b*c*g^3*p*x^3+5804* a*b*c*g^3*q*x^3+7248*a*b*c*g^3*r*x^3+4502*a*b*c*g^2*p^2*x^3+8984*a*b*c*g^2*p*q* x^3+9744*a*b*c*g^2*p*r*x^3+4502*a*b*c*g^2*q^2*x^3+9744*a*b*c*g^2*q*r*x^3+3360*a *b*c*g^2*r^2*x^3+1250*a*b*c*g*p^3*x^3+3682*a*b*c*g*p^2*q*x^3+3528*a*b*c*g*p^2*r *x^3+3682*a*b*c*g*p*q^2*x^3+7008*a*b*c*g*p*q*r*x^3+1920*a*b*c*g*p*r^2*x^3+1250* a*b*c*g*q^3*x^3+3528*a*b*c*g*q^2*r*x^3+1920*a*b*c*g*q*r^2*x^3+108*a*b*c*p^4*x^3 +408*a*b*c*p^3*q*x^3+360*a*b*c*p^3*r*x^3+600*a*b*c*p^2*q^2*x^3+1032*a*b*c*p^2*q *r*x^3+240*a*b*c*p^2*r^2*x^3+408*a*b*c*p*q^3*x^3+1032*a*b*c*p*q^2*r*x^3+480*a*b *c*p*q*r^2*x^3+108*a*b*c*q^4*x^3+360*a*b*c*q^3*r*x^3+240*a*b*c*q^2*r^2*x^3+224* a*b*g^5*x^3+866*a*b*g^4*p*x^3+866*a*b*g^4*q*x^3+1184*a*b*g^4*r*x^3+1030*a*b*g^3 *p^2*x^3+2060*a*b*g^3*p*q*x^3+2376*a*b*g^3*p*r*x^3+1030*a*b*g^3*q^2*x^3+2376*a* b*g^3*q*r*x^3+880*a*b*g^3*r^2*x^3+495*a*b*g^2*p^3*x^3+1475*a*b*g^2*p^2*q*x^3+ 1464*a*b*g^2*p^2*r*x^3+1475*a*b*g^2*p*q^2*x^3+2928*a*b*g^2*p*q*r*x^3+840*a*b*g^ 2*p*r^2*x^3+495*a*b*g^2*q^3*x^3+1464*a*b*g^2*q^2*r*x^3+840*a*b*g^2*q*r^2*x^3+98 *a*b*g*p^4*x^3+380*a*b*g*p^3*q*x^3+340*a*b*g*p^3*r*x^3+564*a*b*g*p^2*q^2*x^3+ 996*a*b*g*p^2*q*r*x^3+240*a*b*g*p^2*r^2*x^3+380*a*b*g*p*q^3*x^3+996*a*b*g*p*q^2 *r*x^3+480*a*b*g*p*q*r^2*x^3+98*a*b*g*q^4*x^3+340*a*b*g*q^3*r*x^3+240*a*b*g*q^2 *r^2*x^3+6*a*b*p^5*x^3+30*a*b*p^4*q*x^3+24*a*b*p^4*r*x^3+60*a*b*p^3*q^2*x^3+96* a*b*p^3*q*r*x^3+20*a*b*p^3*r^2*x^3+60*a*b*p^2*q^3*x^3+144*a*b*p^2*q^2*r*x^3+60* a*b*p^2*q*r^2*x^3+30*a*b*p*q^4*x^3+96*a*b*p*q^3*r*x^3+60*a*b*p*q^2*r^2*x^3+6*a* b*q^5*x^3+24*a*b*q^4*r*x^3+20*a*b*q^3*r^2*x^3+192*a*c^6*x^3+1568*a*c^5*g*x^3+ 480*a*c^5*p*x^3+288*a*c^5*q*x^3+384*a*c^5*r*x^3+3632*a*c^4*g^2*x^3+2896*a*c^4*g *p*x^3+2480*a*c^4*g*q*x^3+2816*a*c^4*g*r*x^3+480*a*c^4*p^2*x^3+576*a*c^4*p*q*x^ 3+768*a*c^4*p*r*x^3+144*a*c^4*q^2*x^3+384*a*c^4*q*r*x^3+160*a*c^4*r^2*x^3+3592* a*c^3*g^3*x^3+5280*a*c^3*g^2*p*x^3+4976*a*c^3*g^2*q*x^3+5632*a*c^3*g^2*r*x^3+ 2088*a*c^3*g*p^2*x^3+3456*a*c^3*g*p*q*x^3+3840*a*c^3*g*p*r*x^3+1472*a*c^3*g*q^2 *x^3+3136*a*c^3*g*q*r*x^3+1040*a*c^3*g*r^2*x^3+240*a*c^3*p^3*x^3+432*a*c^3*p^2* q*x^3+576*a*c^3*p^2*r*x^3+216*a*c^3*p*q^2*x^3+576*a*c^3*p*q*r*x^3+240*a*c^3*p*r ^2*x^3+24*a*c^3*q^3*x^3+96*a*c^3*q^2*r*x^3+80*a*c^3*q*r^2*x^3+1720*a*c^2*g^4*x^ 3+3956*a*c^2*g^3*p*x^3+3868*a*c^2*g^3*q*x^3+4544*a*c^2*g^3*r*x^3+2802*a*c^2*g^2 *p^2*x^3+5184*a*c^2*g^2*p*q*x^3+5584*a*c^2*g^2*p*r*x^3+2438*a*c^2*g^2*q^2*x^3+ 5200*a*c^2*g^2*q*r*x^3+1720*a*c^2*g^2*r^2*x^3+724*a*c^2*g*p^3*x^3+1740*a*c^2*g* p^2*q*x^3+1896*a*c^2*g*p^2*r*x^3+1424*a*c^2*g*p*q^2*x^3+2944*a*c^2*g*p*q*r*x^3+ 920*a*c^2*g*p*r^2*x^3+408*a*c^2*g*q^3*x^3+1176*a*c^2*g*q^2*r*x^3+680*a*c^2*g*q* r^2*x^3+60*a*c^2*p^4*x^3+144*a*c^2*p^3*q*x^3+192*a*c^2*p^3*r*x^3+108*a*c^2*p^2* q^2*x^3+288*a*c^2*p^2*q*r*x^3+120*a*c^2*p^2*r^2*x^3+24*a*c^2*p*q^3*x^3+96*a*c^2 *p*q^2*r*x^3+80*a*c^2*p*q*r^2*x^3+388*a*c*g^5*x^3+1294*a*c*g^4*p*x^3+1286*a*c*g ^4*q*x^3+1608*a*c*g^4*r*x^3+1409*a*c*g^3*p^2*x^3+2732*a*c*g^3*p*q*x^3+3008*a*c* g^3*p*r*x^3+1331*a*c*g^3*q^2*x^3+2944*a*c*g^3*q*r*x^3+1020*a*c*g^3*r^2*x^3+641* a*c*g^2*p^3*x^3+1737*a*c*g^2*p^2*q*x^3+1780*a*c*g^2*p^2*r*x^3+1599*a*c*g^2*p*q^ 2*x^3+3216*a*c*g^2*p*q*r*x^3+940*a*c*g^2*p*r^2*x^3+503*a*c*g^2*q^3*x^3+1476*a*c *g^2*q^2*r*x^3+860*a*c*g^2*q*r^2*x^3+116*a*c*g*p^4*x^3+364*a*c*g*p^3*q*x^3+388* a*c*g*p^3*r*x^3+434*a*c*g*p^2*q^2*x^3+868*a*c*g*p^2*q*r*x^3+260*a*c*g*p^2*r^2*x ^3+240*a*c*g*p*q^3*x^3+660*a*c*g*p*q^2*r*x^3+360*a*c*g*p*q*r^2*x^3+54*a*c*g*q^4 *x^3+180*a*c*g*q^3*r*x^3+120*a*c*g*q^2*r^2*x^3+6*a*c*p^5*x^3+18*a*c*p^4*q*x^3+ 24*a*c*p^4*r*x^3+18*a*c*p^3*q^2*x^3+48*a*c*p^3*q*r*x^3+20*a*c*p^3*r^2*x^3+6*a*c *p^2*q^3*x^3+24*a*c*p^2*q^2*r*x^3+20*a*c*p^2*q*r^2*x^3+32*a*g^6*x^3+152*a*g^5*p *x^3+152*a*g^5*q*x^3+208*a*g^5*r*x^3+235*a*g^4*p^2*x^3+466*a*g^4*p*q*x^3+540*a* g^4*p*r*x^3+231*a*g^4*q^2*x^3+540*a*g^4*q*r*x^3+200*a*g^4*r^2*x^3+162*a*g^3*p^3 *x^3+465*a*g^3*p^2*q*x^3+476*a*g^3*p^2*r*x^3+448*a*g^3*p*q^2*x^3+920*a*g^3*p*q* r*x^3+270*a*g^3*p*r^2*x^3+145*a*g^3*q^3*x^3+444*a*g^3*q^2*r*x^3+270*a*g^3*q*r^2 *x^3+53*a*g^2*p^4*x^3+186*a*g^2*p^3*q*x^3+184*a*g^2*p^3*r*x^3+250*a*g^2*p^2*q^2 *x^3+476*a*g^2*p^2*q*r*x^3+130*a*g^2*p^2*r^2*x^3+154*a*g^2*p*q^3*x^3+420*a*g^2* p*q^2*r*x^3+220*a*g^2*p*q*r^2*x^3+37*a*g^2*q^4*x^3+128*a*g^2*q^3*r*x^3+90*a*g^2 *q^2*r^2*x^3+6*a*g*p^5*x^3+24*a*g*p^4*q*x^3+24*a*g*p^4*r*x^3+39*a*g*p^3*q^2*x^3 +72*a*g*p^3*q*r*x^3+20*a*g*p^3*r^2*x^3+33*a*g*p^2*q^3*x^3+84*a*g*p^2*q^2*r*x^3+ 40*a*g*p^2*q*r^2*x^3+15*a*g*p*q^4*x^3+48*a*g*p*q^3*r*x^3+30*a*g*p*q^2*r^2*x^3+3 *a*g*q^5*x^3+12*a*g*q^4*r*x^3+10*a*g*q^3*r^2*x^3+16*b^6*g*x^3+32*b^5*c^2*x^3+ 208*b^5*c*g*x^3+16*b^5*c*p*x^3+16*b^5*c*q*x^3+80*b^5*g^2*x^3+80*b^5*g*p*x^3+80* b^5*g*q*x^3+96*b^5*g*r*x^3+256*b^4*c^3*x^3+1088*b^4*c^2*g*x^3+224*b^4*c^2*p*x^3 +256*b^4*c^2*q*x^3+192*b^4*c^2*r*x^3+832*b^4*c*g^2*x^3+784*b^4*c*g*p*x^3+800*b^ 4*c*g*q*x^3+864*b^4*c*g*r*x^3+48*b^4*c*p^2*x^3+112*b^4*c*p*q*x^3+96*b^4*c*p*r*x ^3+64*b^4*c*q^2*x^3+96*b^4*c*q*r*x^3+164*b^4*g^3*x^3+320*b^4*g^2*p*x^3+320*b^4* g^2*q*x^3+400*b^4*g^2*r*x^3+132*b^4*g*p^2*x^3+272*b^4*g*p*q*x^3+288*b^4*g*p*r*x ^3+140*b^4*g*q^2*x^3+288*b^4*g*q*r*x^3+80*b^4*g*r^2*x^3+608*b^3*c^4*x^3+2736*b^ 3*c^3*g*x^3+688*b^3*c^3*p*x^3+912*b^3*c^3*q*x^3+768*b^3*c^3*r*x^3+3136*b^3*c^2* g^2*x^3+2808*b^3*c^2*g*p*x^3+3000*b^3*c^2*g*q*x^3+3104*b^3*c^2*g*r*x^3+240*b^3* c^2*p^2*x^3+688*b^3*c^2*p*q*x^3+576*b^3*c^2*p*r*x^3+456*b^3*c^2*q^2*x^3+768*b^3 *c^2*q*r*x^3+160*b^3*c^2*r^2*x^3+1312*b^3*c*g^3*x^3+2296*b^3*c*g^2*p*x^3+2336*b ^3*c*g^2*q*x^3+2704*b^3*c*g^2*r*x^3+896*b^3*c*g*p^2*x^3+1936*b^3*c*g*p*q*x^3+ 1936*b^3*c*g*p*r*x^3+1044*b^3*c*g*q^2*x^3+2032*b^3*c*g*q*r*x^3+560*b^3*c*g*r^2* x^3+24*b^3*c*p^3*x^3+120*b^3*c*p^2*q*x^3+96*b^3*c*p^2*r*x^3+172*b^3*c*p*q^2*x^3 +288*b^3*c*p*q*r*x^3+80*b^3*c*p*r^2*x^3+76*b^3*c*q^3*x^3+192*b^3*c*q^2*r*x^3+80 *b^3*c*q*r^2*x^3+176*b^3*g^4*x^3+506*b^3*g^3*p*x^3+506*b^3*g^3*q*x^3+656*b^3*g^ 3*r*x^3+400*b^3*g^2*p^2*x^3+820*b^3*g^2*p*q*x^3+896*b^3*g^2*p*r*x^3+420*b^3*g^2 *q^2*x^3+896*b^3*g^2*q*r*x^3+280*b^3*g^2*r^2*x^3+86*b^3*g*p^3*x^3+282*b^3*g*p^2 *q*x^3+264*b^3*g*p^2*r*x^3+308*b^3*g*p*q^2*x^3+576*b^3*g*p*q*r*x^3+160*b^3*g*p* r^2*x^3+112*b^3*g*q^3*x^3+312*b^3*g*q^2*r*x^3+160*b^3*g*q*r^2*x^3+576*b^2*c^5*x ^3+3216*b^2*c^4*g*x^3+768*b^2*c^4*p*x^3+1152*b^2*c^4*q*x^3+960*b^2*c^4*r*x^3+ 5192*b^2*c^3*g^2*x^3+4200*b^2*c^3*g*p*x^3+4760*b^2*c^3*g*q*x^3+4768*b^2*c^3*g*r *x^3+336*b^2*c^3*p^2*x^3+1152*b^2*c^3*p*q*x^3+864*b^2*c^3*p*r*x^3+864*b^2*c^3*q ^2*x^3+1440*b^2*c^3*q*r*x^3+320*b^2*c^3*r^2*x^3+3484*b^2*c^2*g^3*x^3+5476*b^2*c ^2*g^2*p*x^3+5724*b^2*c^2*g^2*q*x^3+6320*b^2*c^2*g^2*r*x^3+1924*b^2*c^2*g*p^2*x ^3+4424*b^2*c^2*g*p*q*x^3+4208*b^2*c^2*g*p*r*x^3+2544*b^2*c^2*g*q^2*x^3+4816*b^ 2*c^2*g*q*r*x^3+1360*b^2*c^2*g*r^2*x^3+48*b^2*c^2*p^3*x^3+336*b^2*c^2*p^2*q*x^3 +192*b^2*c^2*p^2*r*x^3+576*b^2*c^2*p*q^2*x^3+864*b^2*c^2*p*q*r*x^3+160*b^2*c^2* p*r^2*x^3+288*b^2*c^2*q^3*x^3+720*b^2*c^2*q^2*r*x^3+320*b^2*c^2*q*r^2*x^3+1018* b^2*c*g^4*x^3+2574*b^2*c*g^3*p*x^3+2606*b^2*c*g^3*q*x^3+3144*b^2*c*g^3*r*x^3+ 1830*b^2*c*g^2*p^2*x^3+3860*b^2*c*g^2*p*q*x^3+4024*b^2*c*g^2*p*r*x^3+2040*b^2*c *g^2*q^2*x^3+4184*b^2*c*g^2*q*r*x^3+1320*b^2*c*g^2*r^2*x^3+362*b^2*c*g*p^3*x^3+ 1258*b^2*c*g*p^2*q*x^3+1104*b^2*c*g*p^2*r*x^3+1464*b^2*c*g*p*q^2*x^3+2608*b^2*c *g*p*q*r*x^3+680*b^2*c*g*p*r^2*x^3+568*b^2*c*g*q^3*x^3+1528*b^2*c*g*q^2*r*x^3+ 760*b^2*c*g*q*r^2*x^3+24*b^2*c*p^3*q*x^3+84*b^2*c*p^2*q^2*x^3+96*b^2*c*p^2*q*r* x^3+96*b^2*c*p*q^3*x^3+216*b^2*c*p*q^2*r*x^3+80*b^2*c*p*q*r^2*x^3+36*b^2*c*q^4* x^3+120*b^2*c*q^3*r*x^3+80*b^2*c*q^2*r^2*x^3+104*b^2*g^5*x^3+395*b^2*g^4*p*x^3+ 395*b^2*g^4*q*x^3+528*b^2*g^4*r*x^3+455*b^2*g^3*p^2*x^3+926*b^2*g^3*p*q*x^3+ 1044*b^2*g^3*p*r*x^3+471*b^2*g^3*q^2*x^3+1044*b^2*g^3*q*r*x^3+360*b^2*g^3*r^2*x ^3+191*b^2*g^2*p^3*x^3+611*b^2*g^2*p^2*q*x^3+588*b^2*g^2*p^2*r*x^3+654*b^2*g^2* p*q^2*x^3+1256*b^2*g^2*p*q*r*x^3+360*b^2*g^2*p*r^2*x^3+234*b^2*g^2*q^3*x^3+668* b^2*g^2*q^2*r*x^3+360*b^2*g^2*q*r^2*x^3+24*b^2*g*p^4*x^3+108*b^2*g*p^3*q*x^3+84 *b^2*g*p^3*r*x^3+186*b^2*g*p^2*q^2*x^3+300*b^2*g*p^2*q*r*x^3+60*b^2*g*p^2*r^2*x ^3+144*b^2*g*p*q^3*x^3+360*b^2*g*p*q^2*r*x^3+160*b^2*g*p*q*r^2*x^3+42*b^2*g*q^4 *x^3+144*b^2*g*q^3*r*x^3+100*b^2*g*q^2*r^2*x^3+192*b*c^6*x^3+1568*b*c^5*g*x^3+ 288*b*c^5*p*x^3+480*b*c^5*q*x^3+384*b*c^5*r*x^3+3632*b*c^4*g^2*x^3+2480*b*c^4*g *p*x^3+2896*b*c^4*g*q*x^3+2816*b*c^4*g*r*x^3+144*b*c^4*p^2*x^3+576*b*c^4*p*q*x^ 3+384*b*c^4*p*r*x^3+480*b*c^4*q^2*x^3+768*b*c^4*q*r*x^3+160*b*c^4*r^2*x^3+3592* b*c^3*g^3*x^3+4976*b*c^3*g^2*p*x^3+5280*b*c^3*g^2*q*x^3+5632*b*c^3*g^2*r*x^3+ 1472*b*c^3*g*p^2*x^3+3456*b*c^3*g*p*q*x^3+3136*b*c^3*g*p*r*x^3+2088*b*c^3*g*q^2 *x^3+3840*b*c^3*g*q*r*x^3+1040*b*c^3*g*r^2*x^3+24*b*c^3*p^3*x^3+216*b*c^3*p^2*q *x^3+96*b*c^3*p^2*r*x^3+432*b*c^3*p*q^2*x^3+576*b*c^3*p*q*r*x^3+80*b*c^3*p*r^2* x^3+240*b*c^3*q^3*x^3+576*b*c^3*q^2*r*x^3+240*b*c^3*q*r^2*x^3+1720*b*c^2*g^4*x^ 3+3868*b*c^2*g^3*p*x^3+3956*b*c^2*g^3*q*x^3+4544*b*c^2*g^3*r*x^3+2438*b*c^2*g^2 *p^2*x^3+5184*b*c^2*g^2*p*q*x^3+5200*b*c^2*g^2*p*r*x^3+2802*b*c^2*g^2*q^2*x^3+ 5584*b*c^2*g^2*q*r*x^3+1720*b*c^2*g^2*r^2*x^3+408*b*c^2*g*p^3*x^3+1424*b*c^2*g* p^2*q*x^3+1176*b*c^2*g*p^2*r*x^3+1740*b*c^2*g*p*q^2*x^3+2944*b*c^2*g*p*q*r*x^3+ 680*b*c^2*g*p*r^2*x^3+724*b*c^2*g*q^3*x^3+1896*b*c^2*g*q^2*r*x^3+920*b*c^2*g*q* r^2*x^3+24*b*c^2*p^3*q*x^3+108*b*c^2*p^2*q^2*x^3+96*b*c^2*p^2*q*r*x^3+144*b*c^2 *p*q^3*x^3+288*b*c^2*p*q^2*r*x^3+80*b*c^2*p*q*r^2*x^3+60*b*c^2*q^4*x^3+192*b*c^ 2*q^3*r*x^3+120*b*c^2*q^2*r^2*x^3+388*b*c*g^5*x^3+1286*b*c*g^4*p*x^3+1294*b*c*g ^4*q*x^3+1608*b*c*g^4*r*x^3+1331*b*c*g^3*p^2*x^3+2732*b*c*g^3*p*q*x^3+2944*b*c* g^3*p*r*x^3+1409*b*c*g^3*q^2*x^3+3008*b*c*g^3*q*r*x^3+1020*b*c*g^3*r^2*x^3+503* b*c*g^2*p^3*x^3+1599*b*c*g^2*p^2*q*x^3+1476*b*c*g^2*p^2*r*x^3+1737*b*c*g^2*p*q^ 2*x^3+3216*b*c*g^2*p*q*r*x^3+860*b*c*g^2*p*r^2*x^3+641*b*c*g^2*q^3*x^3+1780*b*c *g^2*q^2*r*x^3+940*b*c*g^2*q*r^2*x^3+54*b*c*g*p^4*x^3+240*b*c*g*p^3*q*x^3+180*b *c*g*p^3*r*x^3+434*b*c*g*p^2*q^2*x^3+660*b*c*g*p^2*q*r*x^3+120*b*c*g*p^2*r^2*x^ 3+364*b*c*g*p*q^3*x^3+868*b*c*g*p*q^2*r*x^3+360*b*c*g*p*q*r^2*x^3+116*b*c*g*q^4 *x^3+388*b*c*g*q^3*r*x^3+260*b*c*g*q^2*r^2*x^3+6*b*c*p^3*q^2*x^3+18*b*c*p^2*q^3 *x^3+24*b*c*p^2*q^2*r*x^3+18*b*c*p*q^4*x^3+48*b*c*p*q^3*r*x^3+20*b*c*p*q^2*r^2* x^3+6*b*c*q^5*x^3+24*b*c*q^4*r*x^3+20*b*c*q^3*r^2*x^3+32*b*g^6*x^3+152*b*g^5*p* x^3+152*b*g^5*q*x^3+208*b*g^5*r*x^3+231*b*g^4*p^2*x^3+466*b*g^4*p*q*x^3+540*b*g ^4*p*r*x^3+235*b*g^4*q^2*x^3+540*b*g^4*q*r*x^3+200*b*g^4*r^2*x^3+145*b*g^3*p^3* x^3+448*b*g^3*p^2*q*x^3+444*b*g^3*p^2*r*x^3+465*b*g^3*p*q^2*x^3+920*b*g^3*p*q*r *x^3+270*b*g^3*p*r^2*x^3+162*b*g^3*q^3*x^3+476*b*g^3*q^2*r*x^3+270*b*g^3*q*r^2* x^3+37*b*g^2*p^4*x^3+154*b*g^2*p^3*q*x^3+128*b*g^2*p^3*r*x^3+250*b*g^2*p^2*q^2* x^3+420*b*g^2*p^2*q*r*x^3+90*b*g^2*p^2*r^2*x^3+186*b*g^2*p*q^3*x^3+476*b*g^2*p* q^2*r*x^3+220*b*g^2*p*q*r^2*x^3+53*b*g^2*q^4*x^3+184*b*g^2*q^3*r*x^3+130*b*g^2* q^2*r^2*x^3+3*b*g*p^5*x^3+15*b*g*p^4*q*x^3+12*b*g*p^4*r*x^3+33*b*g*p^3*q^2*x^3+ 48*b*g*p^3*q*r*x^3+10*b*g*p^3*r^2*x^3+39*b*g*p^2*q^3*x^3+84*b*g*p^2*q^2*r*x^3+ 30*b*g*p^2*q*r^2*x^3+24*b*g*p*q^4*x^3+72*b*g*p*q^3*r*x^3+40*b*g*p*q^2*r^2*x^3+6 *b*g*q^5*x^3+24*b*g*q^4*r*x^3+20*b*g*q^3*r^2*x^3+192*c^6*g*x^3+800*c^5*g^2*x^3+ 384*c^5*g*p*x^3+384*c^5*g*q*x^3+384*c^5*g*r*x^3+1184*c^4*g^3*x^3+1392*c^4*g^2*p *x^3+1392*c^4*g^2*q*x^3+1472*c^4*g^2*r*x^3+312*c^4*g*p^2*x^3+576*c^4*g*p*q*x^3+ 576*c^4*g*p*r*x^3+312*c^4*g*q^2*x^3+576*c^4*g*q*r*x^3+160*c^4*g*r^2*x^3+848*c^3 *g^4*x^3+1696*c^3*g^3*p*x^3+1696*c^3*g^3*q*x^3+1888*c^3*g^3*r*x^3+940*c^3*g^2*p ^2*x^3+1824*c^3*g^2*p*q*x^3+1856*c^3*g^2*p*r*x^3+940*c^3*g^2*q^2*x^3+1856*c^3*g ^2*q*r*x^3+560*c^3*g^2*r^2*x^3+132*c^3*g*p^3*x^3+324*c^3*g*p^2*q*x^3+336*c^3*g* p^2*r*x^3+324*c^3*g*p*q^2*x^3+576*c^3*g*p*q*r*x^3+160*c^3*g*p*r^2*x^3+132*c^3*g *q^3*x^3+336*c^3*g*q^2*r*x^3+160*c^3*g*q*r^2*x^3+316*c^2*g^5*x^3+936*c^2*g^4*p* x^3+936*c^2*g^4*q*x^3+1104*c^2*g^4*r*x^3+882*c^2*g^3*p^2*x^3+1744*c^2*g^3*p*q*x ^3+1840*c^2*g^3*p*r*x^3+882*c^2*g^3*q^2*x^3+1840*c^2*g^3*q*r*x^3+600*c^2*g^3*r^ 2*x^3+308*c^2*g^2*p^3*x^3+856*c^2*g^2*p^2*q*x^3+840*c^2*g^2*p^2*r*x^3+856*c^2*g ^2*p*q^2*x^3+1600*c^2*g^2*p*q*r*x^3+440*c^2*g^2*p*r^2*x^3+308*c^2*g^2*q^3*x^3+ 840*c^2*g^2*q^2*r*x^3+440*c^2*g^2*q*r^2*x^3+30*c^2*g*p^4*x^3+84*c^2*g*p^3*q*x^3 +96*c^2*g*p^3*r*x^3+108*c^2*g*p^2*q^2*x^3+192*c^2*g*p^2*q*r*x^3+60*c^2*g*p^2*r^ 2*x^3+84*c^2*g*p*q^3*x^3+192*c^2*g*p*q^2*r*x^3+80*c^2*g*p*q*r^2*x^3+30*c^2*g*q^ 4*x^3+96*c^2*g*q^3*r*x^3+60*c^2*g*q^2*r^2*x^3+58*c*g^6*x^3+240*c*g^5*p*x^3+240* c*g^5*q*x^3+304*c*g^5*r*x^3+333*c*g^4*p^2*x^3+664*c*g^4*p*q*x^3+736*c*g^4*p*r*x ^3+333*c*g^4*q^2*x^3+736*c*g^4*q*r*x^3+260*c*g^4*r^2*x^3+197*c*g^3*p^3*x^3+573* c*g^3*p^2*q*x^3+568*c*g^3*p^2*r*x^3+573*c*g^3*p*q^2*x^3+1120*c*g^3*p*q*r*x^3+ 320*c*g^3*p*r^2*x^3+197*c*g^3*q^3*x^3+568*c*g^3*q^2*r*x^3+320*c*g^3*q*r^2*x^3+ 49*c*g^2*p^4*x^3+170*c*g^2*p^3*q*x^3+164*c*g^2*p^3*r*x^3+242*c*g^2*p^2*q^2*x^3+ 428*c*g^2*p^2*q*r*x^3+110*c*g^2*p^2*r^2*x^3+170*c*g^2*p*q^3*x^3+428*c*g^2*p*q^2 *r*x^3+200*c*g^2*p*q*r^2*x^3+49*c*g^2*q^4*x^3+164*c*g^2*q^3*r*x^3+110*c*g^2*q^2 *r^2*x^3+3*c*g*p^5*x^3+9*c*g*p^4*q*x^3+12*c*g*p^4*r*x^3+12*c*g*p^3*q^2*x^3+24*c *g*p^3*q*r*x^3+10*c*g*p^3*r^2*x^3+12*c*g*p^2*q^3*x^3+24*c*g*p^2*q^2*r*x^3+10*c* g*p^2*q*r^2*x^3+9*c*g*p*q^4*x^3+24*c*g*p*q^3*r*x^3+10*c*g*p*q^2*r^2*x^3+3*c*g*q ^5*x^3+12*c*g*q^4*r*x^3+10*c*g*q^3*r^2*x^3+4*g^7*x^3+23*g^6*p*x^3+23*g^6*q*x^3+ 32*g^6*r*x^3+44*g^5*p^2*x^3+88*g^5*p*q*x^3+104*g^5*p*r*x^3+44*g^5*q^2*x^3+104*g ^5*q*r*x^3+40*g^5*r^2*x^3+38*g^4*p^3*x^3+113*g^4*p^2*q*x^3+116*g^4*p^2*r*x^3+ 113*g^4*p*q^2*x^3+232*g^4*p*q*r*x^3+70*g^4*p*r^2*x^3+38*g^4*q^3*x^3+116*g^4*q^2 *r*x^3+70*g^4*q*r^2*x^3+16*g^3*p^4*x^3+60*g^3*p^3*q*x^3+56*g^3*p^3*r*x^3+88*g^3 *p^2*q^2*x^3+160*g^3*p^2*q*r*x^3+40*g^3*p^2*r^2*x^3+60*g^3*p*q^3*x^3+160*g^3*p* q^2*r*x^3+80*g^3*p*q*r^2*x^3+16*g^3*q^4*x^3+56*g^3*q^3*r*x^3+40*g^3*q^2*r^2*x^3 +3*g^2*p^5*x^3+12*g^2*p^4*q*x^3+12*g^2*p^4*r*x^3+21*g^2*p^3*q^2*x^3+36*g^2*p^3* q*r*x^3+10*g^2*p^3*r^2*x^3+21*g^2*p^2*q^3*x^3+48*g^2*p^2*q^2*r*x^3+20*g^2*p^2*q *r^2*x^3+12*g^2*p*q^4*x^3+36*g^2*p*q^3*r*x^3+20*g^2*p*q^2*r^2*x^3+3*g^2*q^5*x^3 +12*g^2*q^4*r*x^3+10*g^2*q^3*r^2*x^3-96*a^6*b*x^2-48*a^6*g*x^2-384*a^5*b^2*x^2-\ 960*a^5*b*c*x^2-608*a^5*b*g*x^2-432*a^5*b*p*x^2-320*a^5*b*q*x^2-496*a^5*b*r*x^2 -608*a^5*b*x^3-64*a^5*c^2*x^2-512*a^5*c*g*x^2-48*a^5*c*p*x^2-32*a^5*c*q*x^2-16* a^5*c*r*x^2+32*a^5*c*x^3-208*a^5*g^2*x^2-240*a^5*g*p*x^2-176*a^5*g*q*x^2-256*a^ 5*g*r*x^2-288*a^5*g*x^3-576*a^4*b^3*x^2-3072*a^4*b^2*c*x^2-1648*a^4*b^2*g*x^2-\ 1408*a^4*b^2*p*x^2-960*a^4*b^2*q*x^2-1568*a^4*b^2*r*x^2-2432*a^4*b^2*x^3-3712*a ^4*b*c^2*x^2-4992*a^4*b*c*g*x^2-3264*a^4*b*c*p*x^2-2336*a^4*b*c*q*x^2-3376*a^4* b*c*r*x^2-4512*a^4*b*c*x^3-1424*a^4*b*g^2*x^2-2304*a^4*b*g*p*x^2-1616*a^4*b*g*q *x^2-2560*a^4*b*g*r*x^2-3736*a^4*b*g*x^3-648*a^4*b*p^2*x^2-992*a^4*b*p*q*x^2-\ 1264*a^4*b*p*r*x^2-1304*a^4*b*p*x^3-344*a^4*b*q^2*x^2-984*a^4*b*q*r*x^2-1304*a^ 4*b*q*x^3-448*a^4*b*r^2*x^2-320*a^4*b*r*x^3-384*a^4*c^3*x^2-2176*a^4*c^2*g*x^2-\ 576*a^4*c^2*p*x^2-288*a^4*c^2*q*x^2-368*a^4*c^2*r*x^2-448*a^4*c^2*x^3-1792*a^4* c*g^2*x^2-2016*a^4*c*g*p*x^2-1376*a^4*c*g*q*x^2-1904*a^4*c*g*r*x^2-2416*a^4*c*g *x^3-192*a^4*c*p^2*x^2-224*a^4*c*p*q*x^2-304*a^4*c*p*r*x^2-224*a^4*c*p*x^3-48*a ^4*c*q^2*x^2-168*a^4*c*q*r*x^2-256*a^4*c*q*x^3-96*a^4*c*r^2*x^2+192*a^4*c*r*x^3 -372*a^4*g^3*x^2-848*a^4*g^2*p*x^2-600*a^4*g^2*q*x^2-904*a^4*g^2*r*x^2-1228*a^4 *g^2*x^3-420*a^4*g*p^2*x^2-608*a^4*g*p*q*x^2-784*a^4*g*p*r*x^2-764*a^4*g*p*x^3-\ 196*a^4*g*q^2*x^2-576*a^4*g*q*r*x^2-780*a^4*g*q*x^3-272*a^4*g*r^2*x^2-64*a^4*g* r*x^3-384*a^3*b^4*x^2-3456*a^3*b^3*c*x^2-1776*a^3*b^3*g*x^2-1632*a^3*b^3*p*x^2-\ 960*a^3*b^3*q*x^2-1728*a^3*b^3*r*x^2-3648*a^3*b^3*x^3-8832*a^3*b^2*c^2*x^2-\ 10336*a^3*b^2*c*g*x^2-7856*a^3*b^2*c*p*x^2-5152*a^3*b^2*c*q*x^2-7968*a^3*b^2*c* r*x^2-13696*a^3*b^2*c*x^3-2704*a^3*b^2*g^2*x^2-4832*a^3*b^2*g*p*x^2-3088*a^3*b^ 2*g*q*x^2-5280*a^3*b^2*g*r*x^2-9768*a^3*b^2*g*x^3-1600*a^3*b^2*p^2*x^2-2288*a^3 *b^2*p*q*x^2-2984*a^3*b^2*p*r*x^2-3912*a^3*b^2*p*x^3-688*a^3*b^2*q^2*x^2-2144*a ^3*b^2*q*r*x^2-3912*a^3*b^2*q*x^3-928*a^3*b^2*r^2*x^2-960*a^3*b^2*r*x^3-7040*a^ 3*b*c^3*x^2-14976*a^3*b*c^2*g*x^2-9184*a^3*b*c^2*p*x^2-6272*a^3*b*c^2*q*x^2-\ 8800*a^3*b*c^2*r*x^2-13488*a^3*b*c^2*x^3-9232*a^3*b*c*g^2*x^2-13432*a^3*b*c*g*p *x^2-9088*a^3*b*c*g*q*x^2-13656*a^3*b*c*g*r*x^2-21944*a^3*b*c*g*x^3-3648*a^3*b* c*p^2*x^2-5360*a^3*b*c*p*q*x^2-6576*a^3*b*c*p*r*x^2-7704*a^3*b*c*p*x^3-1744*a^3 *b*c*q^2*x^2-4952*a^3*b*c*q*r*x^2-7768*a^3*b*c*q*x^3-2144*a^3*b*c*r^2*x^2-1728* a^3*b*c*r*x^3-1660*a^3*b*g^3*x^2-4340*a^3*b*g^2*p*x^2-2896*a^3*b*g^2*q*x^2-4764 *a^3*b*g^2*r*x^2-8128*a^3*b*g^2*x^3-2744*a^3*b*g*p^2*x^2-4000*a^3*b*g*p*q*x^2-\ 5168*a^3*b*g*p*r*x^2-6436*a^3*b*g*p*x^3-1272*a^3*b*g*q^2*x^2-3860*a^3*b*g*q*r*x ^2-6468*a^3*b*g*q*x^3-1728*a^3*b*g*r^2*x^2-1792*a^3*b*g*r*x^3-444*a^3*b*p^3*x^2 -1040*a^3*b*p^2*q*x^2-1156*a^3*b*p^2*r*x^2-1008*a^3*b*p^2*x^3-748*a^3*b*p*q^2*x ^2-1800*a^3*b*p*q*r*x^2-2016*a^3*b*p*q*x^3-720*a^3*b*p*r^2*x^2-48*a^3*b*p*r*x^3 -152*a^3*b*q^3*x^2-644*a^3*b*q^2*r*x^2-1008*a^3*b*q^2*x^3-512*a^3*b*q*r^2*x^2-\ 48*a^3*b*q*r*x^3-80*a^3*b*r^3*x^2+720*a^3*b*r^2*x^3-768*a^3*c^4*x^2-4544*a^3*c^ 3*g*x^2-1680*a^3*c^3*p*x^2-672*a^3*c^3*q*x^2-1120*a^3*c^3*r*x^2-2064*a^3*c^3*x^ 3-5696*a^3*c^2*g^2*x^2-6392*a^3*c^2*g*p*x^2-3968*a^3*c^2*g*q*x^2-5592*a^3*c^2*g *r*x^2-8536*a^3*c^2*g*x^3-1104*a^3*c^2*p^2*x^2-1024*a^3*c^2*p*q*x^2-1672*a^3*c^ 2*p*r*x^2-2064*a^3*c^2*p*x^3-144*a^3*c^2*q^2*x^2-696*a^3*c^2*q*r*x^2-1560*a^3*c ^2*q*x^3-512*a^3*c^2*r^2*x^2-128*a^3*c^2*r*x^3-2512*a^3*c*g^3*x^2-5304*a^3*c*g^ 2*p*x^2-3552*a^3*c*g^2*q*x^2-5176*a^3*c*g^2*r*x^2-7880*a^3*c*g^2*x^3-2696*a^3*c *g*p^2*x^2-3576*a^3*c*g*p*q*x^2-4640*a^3*c*g*p*r*x^2-5264*a^3*c*g*p*x^3-1032*a^ 3*c*g*q^2*x^2-3116*a^3*c*g*q*r*x^2-5092*a^3*c*g*q*x^3-1488*a^3*c*g*r^2*x^2-608* a^3*c*g*r*x^3-228*a^3*c*p^3*x^2-344*a^3*c*p^2*q*x^2-556*a^3*c*p^2*r*x^2-516*a^3 *c*p^2*x^3-120*a^3*c*p*q^2*x^2-504*a^3*c*p*q*r*x^2-780*a^3*c*p*q*x^3-368*a^3*c* p*r^2*x^2-64*a^3*c*p*r*x^3-72*a^3*c*q^2*r*x^2-256*a^3*c*q^2*x^3-160*a^3*c*q*r^2 *x^2-256*a^3*c*q*r*x^3-80*a^3*c*r^3*x^2+160*a^3*c*r^2*x^3-352*a^3*g^4*x^2-1202* a^3*g^3*p*x^2-820*a^3*g^3*q*x^2-1290*a^3*g^3*r*x^2-2054*a^3*g^3*x^3-1132*a^3*g^ 2*p^2*x^2-1620*a^3*g^2*p*q*x^2-2096*a^3*g^2*p*r*x^2-2430*a^3*g^2*p*x^3-508*a^3* g^2*q^2*x^2-1540*a^3*g^2*q*r*x^2-2470*a^3*g^2*q*x^3-712*a^3*g^2*r^2*x^2-496*a^3 *g^2*r*x^3-336*a^3*g*p^3*x^2-692*a^3*g*p^2*q*x^2-856*a^3*g*p^2*r*x^2-762*a^3*g* p^2*x^3-434*a^3*g*p*q^2*x^2-1152*a^3*g*p*q*r*x^2-1398*a^3*g*p*q*x^3-544*a^3*g*p *r^2*x^2-56*a^3*g*p*r*x^3-76*a^3*g*q^3*x^2-358*a^3*g*q^2*r*x^2-632*a^3*g*q^2*x^ 3-336*a^3*g*q*r^2*x^2-152*a^3*g*q*r*x^3-80*a^3*g*r^3*x^2+440*a^3*g*r^2*x^3-96*a ^2*b^5*x^2-1536*a^2*b^4*c*x^2-800*a^2*b^4*g*x^2-768*a^2*b^4*p*x^2-320*a^2*b^4*q *x^2-736*a^2*b^4*r*x^2-2432*a^2*b^4*x^3-6816*a^2*b^3*c^2*x^2-7856*a^2*b^3*c*g*x ^2-6128*a^2*b^3*c*p*x^2-3424*a^2*b^3*c*q*x^2-5856*a^2*b^3*c*r*x^2-13696*a^2*b^3 *c*x^3-2000*a^2*b^3*g^2*x^2-3776*a^2*b^3*g*p*x^2-2032*a^2*b^3*g*q*x^2-3936*a^2* b^3*g*r*x^2-9768*a^2*b^3*g*x^3-1256*a^2*b^3*p^2*x^2-1600*a^2*b^3*p*q*x^2-2176*a ^2*b^3*p*r*x^2-3912*a^2*b^3*p*x^3-344*a^2*b^3*q^2*x^2-1336*a^2*b^3*q*r*x^2-3912 *a^2*b^3*q*x^3-512*a^2*b^3*r^2*x^2-960*a^2*b^3*r*x^3-11328*a^2*b^2*c^3*x^2-\ 21840*a^2*b^2*c^2*g*x^2-14528*a^2*b^2*c^2*p*x^2-9376*a^2*b^2*c^2*q*x^2-13824*a^ 2*b^2*c^2*r*x^2-26080*a^2*b^2*c^2*x^3-12600*a^2*b^2*c*g^2*x^2-19520*a^2*b^2*c*g *p*x^2-12160*a^2*b^2*c*g*q*x^2-19584*a^2*b^2*c*g*r*x^2-39056*a^2*b^2*c*g*x^3-\ 5792*a^2*b^2*c*p^2*x^2-8112*a^2*b^2*c*p*q*x^2-10128*a^2*b^2*c*p*r*x^2-14992*a^2 *b^2*c*p*x^3-2320*a^2*b^2*c*q^2*x^2-7152*a^2*b^2*c*q*r*x^2-14992*a^2*b^2*c*q*x^ 3-2880*a^2*b^2*c*r^2*x^2-3840*a^2*b^2*c*r*x^3-2148*a^2*b^2*g^3*x^2-5984*a^2*b^2 *g^2*p*x^2-3592*a^2*b^2*g^2*q*x^2-6480*a^2*b^2*g^2*r*x^2-13800*a^2*b^2*g^2*x^3-\ 3984*a^2*b^2*g*p^2*x^2-5496*a^2*b^2*g*p*q*x^2-7292*a^2*b^2*g*p*r*x^2-11360*a^2* b^2*g*p*x^3-1512*a^2*b^2*g*q^2*x^2-5092*a^2*b^2*g*q*r*x^2-11360*a^2*b^2*g*q*x^3 -2160*a^2*b^2*g*r^2*x^2-3456*a^2*b^2*g*r*x^3-736*a^2*b^2*p^3*x^2-1624*a^2*b^2*p ^2*q*x^2-1808*a^2*b^2*p^2*r*x^2-2016*a^2*b^2*p^2*x^3-1040*a^2*b^2*p*q^2*x^2-\ 2592*a^2*b^2*p*q*r*x^2-4032*a^2*b^2*p*q*x^3-928*a^2*b^2*p*r^2*x^2-96*a^2*b^2*p* r*x^3-152*a^2*b^2*q^3*x^2-784*a^2*b^2*q^2*r*x^2-2016*a^2*b^2*q^2*x^3-512*a^2*b^ 2*q*r^2*x^2-96*a^2*b^2*q*r*x^3+1440*a^2*b^2*r^2*x^3-6688*a^2*b*c^4*x^2-20432*a^ 2*b*c^3*g*x^2-11376*a^2*b*c^3*p*x^2-7584*a^2*b*c^3*q*x^2-10384*a^2*b*c^3*r*x^2-\ 17744*a^2*b*c^3*x^3-20440*a^2*b*c^2*g^2*x^2-26664*a^2*b*c^2*g*p*x^2-17632*a^2*b *c^2*g*q*x^2-25512*a^2*b*c^2*g*r*x^2-45032*a^2*b*c^2*g*x^3-6768*a^2*b*c^2*p^2*x ^2-9552*a^2*b*c^2*p*q*x^2-11456*a^2*b*c^2*p*r*x^2-15432*a^2*b*c^2*p*x^3-3032*a^ 2*b*c^2*q^2*x^2-8480*a^2*b*c^2*q*r*x^2-14928*a^2*b*c^2*q*x^3-3456*a^2*b*c^2*r^2 *x^2-3168*a^2*b*c^2*r*x^3-8028*a^2*b*c*g^3*x^2-18456*a^2*b*c*g^2*p*x^2-12016*a^ 2*b*c*g^2*q*x^2-18732*a^2*b*c*g^2*r*x^2-34416*a^2*b*c*g^2*x^3-10728*a^2*b*c*g*p ^2*x^2-15240*a^2*b*c*g*p*q*x^2-18984*a^2*b*c*g*p*r*x^2-26372*a^2*b*c*g*p*x^3-\ 4676*a^2*b*c*g*q^2*x^2-13948*a^2*b*c*g*q*r*x^2-26200*a^2*b*c*g*q*x^3-5904*a^2*b *c*g*r^2*x^2-7248*a^2*b*c*g*r*x^3-1680*a^2*b*c*p^3*x^2-3728*a^2*b*c*p^2*q*x^2-\ 4052*a^2*b*c*p^2*r*x^2-4128*a^2*b*c*p^2*x^3-2556*a^2*b*c*p*q^2*x^2-6048*a^2*b*c *p*q*r*x^2-8020*a^2*b*c*p*q*x^3-2240*a^2*b*c*p*r^2*x^2+144*a^2*b*c*p*r*x^3-496* a^2*b*c*q^3*x^2-2120*a^2*b*c*q^2*r*x^2-3868*a^2*b*c*q^2*x^3-1536*a^2*b*c*q*r^2* x^2-48*a^2*b*c*q*r*x^3-160*a^2*b*c*r^3*x^2+2880*a^2*b*c*r^2*x^3-1040*a^2*b*g^4* x^2-3830*a^2*b*g^3*p*x^2-2436*a^2*b*g^3*q*x^2-4198*a^2*b*g^3*r*x^2-8138*a^2*b*g ^3*x^3-3800*a^2*b*g^2*p^2*x^2-5392*a^2*b*g^2*p*q*x^2-7076*a^2*b*g^2*p*r*x^2-\ 10270*a^2*b*g^2*p*x^3-1612*a^2*b*g^2*q^2*x^2-5188*a^2*b*g^2*q*r*x^2-10310*a^2*b *g^2*q*x^3-2304*a^2*b*g^2*r^2*x^2-3504*a^2*b*g^2*r*x^3-1356*a^2*b*g*p^3*x^2-\ 3020*a^2*b*g*p^2*q*x^2-3384*a^2*b*g*p^2*r*x^2-3582*a^2*b*g*p^2*x^3-2042*a^2*b*g *p*q^2*x^2-5040*a^2*b*g*p*q*r*x^2-7046*a^2*b*g*p*q*x^3-1912*a^2*b*g*p*r^2*x^2-\ 288*a^2*b*g*p*r*x^3-372*a^2*b*g*q^3*x^2-1718*a^2*b*g*q^2*r*x^2-3452*a^2*b*g*q^2 *x^3-1280*a^2*b*g*q*r^2*x^2-384*a^2*b*g*q*r*x^3-120*a^2*b*g*r^3*x^2+2520*a^2*b* g*r^2*x^3-144*a^2*b*p^4*x^2-456*a^2*b*p^3*q*x^2-456*a^2*b*p^3*r*x^2-334*a^2*b*p ^3*x^3-504*a^2*b*p^2*q^2*x^2-1062*a^2*b*p^2*q*r*x^2-1002*a^2*b*p^2*q*x^3-384*a^ 2*b*p^2*r^2*x^2+192*a^2*b*p^2*r*x^3-216*a^2*b*p*q^3*x^2-756*a^2*b*p*q^2*r*x^2-\ 1002*a^2*b*p*q^2*x^3-512*a^2*b*p*q*r^2*x^2+384*a^2*b*p*q*r*x^3-80*a^2*b*p*r^3*x ^2+720*a^2*b*p*r^2*x^3-24*a^2*b*q^4*x^2-150*a^2*b*q^3*r*x^2-334*a^2*b*q^3*x^3-\ 128*a^2*b*q^2*r^2*x^2+192*a^2*b*q^2*r*x^3+720*a^2*b*q*r^2*x^3-640*a^2*c^5*x^2-\ 4656*a^2*c^4*g*x^2-1824*a^2*c^4*p*x^2-608*a^2*c^4*q*x^2-1200*a^2*c^4*r*x^2-2608 *a^2*c^4*x^3-8264*a^2*c^3*g^2*x^2-8776*a^2*c^3*g*p*x^2-4992*a^2*c^3*g*q*x^2-\ 7288*a^2*c^3*g*r*x^2-13024*a^2*c^3*g*x^3-1776*a^2*c^3*p^2*x^2-1376*a^2*c^3*p*q* x^2-2544*a^2*c^3*p*r*x^2-3912*a^2*c^3*p*x^3-144*a^2*c^3*q^2*x^2-888*a^2*c^3*q*r *x^2-2184*a^2*c^3*q*x^3-736*a^2*c^3*r^2*x^2-544*a^2*c^3*r*x^3-5836*a^2*c^2*g^3* x^2-11364*a^2*c^2*g^2*p*x^2-7232*a^2*c^2*g^2*q*x^2-10444*a^2*c^2*g^2*r*x^2-\ 17888*a^2*c^2*g^2*x^3-5704*a^2*c^2*g*p^2*x^2-6840*a^2*c^2*g*p*q*x^2-9244*a^2*c^ 2*g*p*r*x^2-12520*a^2*c^2*g*p*x^3-1788*a^2*c^2*g*q^2*x^2-5640*a^2*c^2*g*q*r*x^2 -10812*a^2*c^2*g*q*x^3-2800*a^2*c^2*g*r^2*x^2-2272*a^2*c^2*g*r*x^3-728*a^2*c^2* p^3*x^2-920*a^2*c^2*p^2*q*x^2-1644*a^2*c^2*p^2*r*x^2-1956*a^2*c^2*p^2*x^3-240*a ^2*c^2*p*q^2*x^2-1200*a^2*c^2*p*q*r*x^2-2184*a^2*c^2*p*q*x^3-960*a^2*c^2*p*r^2* x^2-544*a^2*c^2*p*r*x^3-144*a^2*c^2*q^2*r*x^2-368*a^2*c^2*q^2*x^3-320*a^2*c^2*q *r^2*x^2-80*a^2*c^2*q*r*x^3-160*a^2*c^2*r^3*x^2+560*a^2*c^2*r^2*x^3-1766*a^2*c* g^4*x^2-5426*a^2*c*g^3*p*x^2-3568*a^2*c*g^3*q*x^2-5408*a^2*c*g^3*r*x^2-9374*a^2 *c*g^3*x^3-4824*a^2*c*g^2*p^2*x^2-6520*a^2*c*g^2*p*q*x^2-8400*a^2*c*g^2*p*r*x^2 -11096*a^2*c*g^2*p*x^3-1918*a^2*c*g^2*q^2*x^2-5850*a^2*c*g^2*q*r*x^2-10738*a^2* c*g^2*q*x^3-2680*a^2*c*g^2*r^2*x^2-2680*a^2*c*g^2*r*x^3-1500*a^2*c*g*p^3*x^2-\ 2788*a^2*c*g*p^2*q*x^2-3596*a^2*c*g*p^2*r*x^2-3754*a^2*c*g*p^2*x^3-1570*a^2*c*g *p*q^2*x^2-4336*a^2*c*g*p*q*r*x^2-6230*a^2*c*g*p*q*x^3-2120*a^2*c*g*p*r^2*x^2-\ 408*a^2*c*g*p*r*x^3-248*a^2*c*g*q^3*x^2-1240*a^2*c*g*q^2*r*x^2-2526*a^2*c*g*q^2 *x^3-1168*a^2*c*g*q*r^2*x^2-496*a^2*c*g*q*r*x^3-280*a^2*c*g*r^3*x^2+1960*a^2*c* g*r^2*x^3-108*a^2*c*p^4*x^2-192*a^2*c*p^3*q*x^2-336*a^2*c*p^3*r*x^2-326*a^2*c*p ^3*x^3-84*a^2*c*p^2*q^2*x^2-378*a^2*c*p^2*q*r*x^2-546*a^2*c*p^2*q*x^3-296*a^2*c *p^2*r^2*x^2-136*a^2*c*p^2*r*x^3-72*a^2*c*p*q^2*r*x^2-184*a^2*c*p*q^2*x^3-160*a ^2*c*p*q*r^2*x^2-40*a^2*c*p*q*r*x^3-80*a^2*c*p*r^3*x^2+280*a^2*c*p*r^2*x^3+36*a ^2*c*q^3*x^3+144*a^2*c*q^2*r*x^3+120*a^2*c*q*r^2*x^3-186*a^2*g^5*x^2-855*a^2*g^ 4*p*x^2-562*a^2*g^4*q*x^2-929*a^2*g^4*r*x^2-1680*a^2*g^4*x^3-1157*a^2*g^3*p^2*x ^2-1642*a^2*g^3*p*q*x^2-2146*a^2*g^3*p*r*x^2-2901*a^2*g^3*p*x^3-501*a^2*g^3*q^2 *x^2-1581*a^2*g^3*q*r*x^2-2933*a^2*g^3*q*x^3-724*a^2*g^3*r^2*x^2-912*a^2*g^3*r* x^3-642*a^2*g^2*p^3*x^2-1336*a^2*g^2*p^2*q*x^2-1614*a^2*g^2*p^2*r*x^2-1643*a^2* g^2*p^2*x^3-847*a^2*g^2*p*q^2*x^2-2228*a^2*g^2*p*q*r*x^2-3079*a^2*g^2*p*q*x^3-\ 984*a^2*g^2*p*r^2*x^2-224*a^2*g^2*p*r*x^3-148*a^2*g^2*q^3*x^2-717*a^2*g^2*q^2*r *x^2-1426*a^2*g^2*q^2*x^3-632*a^2*g^2*q*r^2*x^2-384*a^2*g^2*q*r*x^3-120*a^2*g^2 *r^3*x^2+1020*a^2*g^2*r^2*x^3-126*a^2*g*p^4*x^2-324*a^2*g*p^3*q*x^2-396*a^2*g*p ^3*r*x^2-330*a^2*g*p^3*x^3-294*a^2*g*p^2*q^2*x^2-720*a^2*g*p^2*q*r*x^2-774*a^2* g*p^2*q*x^3-340*a^2*g*p^2*r^2*x^2+28*a^2*g*p^2*r*x^3-108*a^2*g*p*q^3*x^2-414*a^ 2*g*p*q^2*r*x^2-593*a^2*g*p*q^2*x^3-336*a^2*g*p*q*r^2*x^2+172*a^2*g*p*q*r*x^3-\ 80*a^2*g*p*r^3*x^2+500*a^2*g*p*r^2*x^3-12*a^2*g*q^4*x^2-75*a^2*g*q^3*r*x^2-149* a^2*g*q^3*x^3-64*a^2*g*q^2*r^2*x^2+168*a^2*g*q^2*r*x^3+420*a^2*g*q*r^2*x^3-192* a*b^5*c*x^2-112*a*b^5*g*x^2-112*a*b^5*p*x^2-80*a*b^5*r*x^2-608*a*b^5*x^3-1664*a *b^4*c^2*x^2-2112*a*b^4*c*g*x^2-1504*a*b^4*c*p*x^2-576*a*b^4*c*q*x^2-1232*a*b^4 *c*r*x^2-4512*a*b^4*c*x^3-544*a*b^4*g^2*x^2-1072*a*b^4*g*p*x^2-384*a*b^4*g*q*x^ 2-992*a*b^4*g*r*x^2-3736*a*b^4*g*x^3-304*a*b^4*p^2*x^2-304*a*b^4*p*q*x^2-456*a* b^4*p*r*x^2-1304*a*b^4*p*x^3-176*a*b^4*q*r*x^2-1304*a*b^4*q*x^3-32*a*b^4*r^2*x^ 2-320*a*b^4*r*x^3-5056*a*b^3*c^3*x^2-10128*a*b^3*c^2*g*x^2-6304*a*b^3*c^2*p*x^2 -3584*a*b^3*c^2*q*x^2-5600*a*b^3*c^2*r*x^2-13488*a*b^3*c^2*x^3-5864*a*b^3*c*g^2 *x^2-9080*a*b^3*c*g*p*x^2-4832*a*b^3*c*g*q*x^2-8520*a*b^3*c*g*r*x^2-21944*a*b^3 *c*g*x^3-2432*a*b^3*c*p^2*x^2-3088*a*b^3*c*p*q*x^2-3976*a*b^3*c*p*r*x^2-7768*a* b^3*c*p*x^3-624*a*b^3*c*q^2*x^2-2352*a*b^3*c*q*r*x^2-7704*a*b^3*c*q*x^3-736*a*b ^3*c*r^2*x^2-1728*a*b^3*c*r*x^3-980*a*b^3*g^3*x^2-2852*a*b^3*g^2*p*x^2-1408*a*b ^3*g^2*q*x^2-2916*a*b^3*g^2*r*x^2-8128*a*b^3*g^2*x^3-1860*a*b^3*g*p^2*x^2-2312* a*b^3*g*p*q*x^2-3196*a*b^3*g*p*r*x^2-6468*a*b^3*g*p*x^3-436*a*b^3*g*q^2*x^2-\ 1888*a*b^3*g*q*r*x^2-6436*a*b^3*g*q*x^3-672*a*b^3*g*r^2*x^2-1792*a*b^3*g*r*x^3-\ 292*a*b^3*p^3*x^2-584*a*b^3*p^2*q*x^2-652*a*b^3*p^2*r*x^2-1008*a*b^3*p^2*x^3-\ 292*a*b^3*p*q^2*x^2-792*a*b^3*p*q*r*x^2-2016*a*b^3*p*q*x^3-208*a*b^3*p*r^2*x^2-\ 48*a*b^3*p*r*x^3-140*a*b^3*q^2*r*x^2-1008*a*b^3*q^2*x^3-48*a*b^3*q*r*x^3+80*a*b ^3*r^3*x^2+720*a*b^3*r^2*x^3-6272*a*b^2*c^4*x^2-18304*a*b^2*c^3*g*x^2-9936*a*b^ 2*c^3*p*x^2-6816*a*b^2*c^3*q*x^2-9200*a*b^2*c^3*r*x^2-17744*a*b^2*c^3*x^3-17576 *a*b^2*c^2*g^2*x^2-23192*a*b^2*c^2*g*p*x^2-14736*a*b^2*c^2*g*q*x^2-22008*a*b^2* c^2*g*r*x^2-45032*a*b^2*c^2*g*x^3-5536*a*b^2*c^2*p^2*x^2-8160*a*b^2*c^2*p*q*x^2 -9376*a*b^2*c^2*p*r*x^2-14928*a*b^2*c^2*p*x^3-2448*a*b^2*c^2*q^2*x^2-6976*a*b^2 *c^2*q*r*x^2-15432*a*b^2*c^2*q*x^3-2304*a*b^2*c^2*r^2*x^2-3168*a*b^2*c^2*r*x^3-\ 6660*a*b^2*c*g^3*x^2-15752*a*b^2*c*g^2*p*x^2-9432*a*b^2*c*g^2*q*x^2-15684*a*b^2 *c*g^2*r*x^2-34416*a*b^2*c*g^2*x^3-9088*a*b^2*c*g*p^2*x^2-12696*a*b^2*c*g*p*q*x ^2-15860*a*b^2*c*g*p*r*x^2-26200*a*b^2*c*g*p*x^3-3480*a*b^2*c*g*q^2*x^2-11112*a *b^2*c*g*q*r*x^2-26372*a*b^2*c*g*q*x^3-4176*a*b^2*c*g*r^2*x^2-7248*a*b^2*c*g*r* x^3-1316*a*b^2*c*p^3*x^2-3000*a*b^2*c*p^2*q*x^2-3064*a*b^2*c*p^2*r*x^2-3868*a*b ^2*c*p^2*x^3-1984*a*b^2*c*p*q^2*x^2-4608*a*b^2*c*p*q*r*x^2-8020*a*b^2*c*p*q*x^3 -1344*a*b^2*c*p*r^2*x^2-48*a*b^2*c*p*r*x^3-288*a*b^2*c*q^3*x^2-1420*a*b^2*c*q^2 *r*x^2-4128*a*b^2*c*q^2*x^3-640*a*b^2*c*q*r^2*x^2+144*a*b^2*c*q*r*x^3+160*a*b^2 *c*r^3*x^2+2880*a*b^2*c*r^2*x^3-832*a*b^2*g^4*x^2-3198*a*b^2*g^3*p*x^2-1804*a*b ^2*g^3*q*x^2-3434*a*b^2*g^3*r*x^2-8138*a*b^2*g^3*x^3-3236*a*b^2*g^2*p^2*x^2-\ 4364*a*b^2*g^2*p*q*x^2-5900*a*b^2*g^2*p*r*x^2-10310*a*b^2*g^2*p*x^3-1108*a*b^2* g^2*q^2*x^2-4012*a*b^2*g^2*q*r*x^2-10270*a*b^2*g^2*q*x^3-1656*a*b^2*g^2*r^2*x^2 -3504*a*b^2*g^2*r*x^3-1110*a*b^2*g*p^3*x^2-2464*a*b^2*g*p^2*q*x^2-2674*a*b^2*g* p^2*r*x^2-3452*a*b^2*g*p^2*x^3-1564*a*b^2*g*p*q^2*x^2-3888*a*b^2*g*p*q*r*x^2-\ 7046*a*b^2*g*p*q*x^3-1240*a*b^2*g*p*r^2*x^2-384*a*b^2*g*p*r*x^3-204*a*b^2*g*q^3 *x^2-1152*a*b^2*g*q^2*r*x^2-3582*a*b^2*g*q^2*x^3-608*a*b^2*g*q*r^2*x^2-288*a*b^ 2*g*q*r*x^3+120*a*b^2*g*r^3*x^2+2520*a*b^2*g*r^2*x^3-120*a*b^2*p^4*x^2-360*a*b^ 2*p^3*q*x^2-354*a*b^2*p^3*r*x^2-334*a*b^2*p^3*x^3-360*a*b^2*p^2*q^2*x^2-756*a*b ^2*p^2*q*r*x^2-1002*a*b^2*p^2*q*x^3-232*a*b^2*p^2*r^2*x^2+192*a*b^2*p^2*r*x^3-\ 120*a*b^2*p*q^3*x^2-450*a*b^2*p*q^2*r*x^2-1002*a*b^2*p*q^2*x^3-208*a*b^2*p*q*r^ 2*x^2+384*a*b^2*p*q*r*x^3+720*a*b^2*p*r^2*x^3-48*a*b^2*q^3*r*x^2-334*a*b^2*q^3* x^3+24*a*b^2*q^2*r^2*x^2+192*a*b^2*q^2*r*x^3+80*a*b^2*q*r^3*x^2+720*a*b^2*q*r^2 *x^3-2880*a*b*c^5*x^2-12432*a*b*c^4*g*x^2-5696*a*b*c^4*p*x^2-4096*a*b*c^4*q*x^2 -5184*a*b*c^4*r*x^2-9120*a*b*c^4*x^3-18312*a*b*c^3*g^2*x^2-20544*a*b*c^3*g*p*x^ 2-14016*a*b*c^3*g*q*x^2-19104*a*b*c^3*g*r*x^2-34944*a*b*c^3*g*x^3-4272*a*b*c^3* p^2*x^2-6336*a*b*c^3*p*q*x^2-7032*a*b*c^3*p*r*x^2-10256*a*b*c^3*p*x^3-2208*a*b* c^3*q^2*x^2-5640*a*b*c^3*q*r*x^2-10256*a*b*c^3*q*x^3-1920*a*b*c^3*r^2*x^2-1600* a*b*c^3*r*x^3-11772*a*b*c^2*g^3*x^2-23728*a*b*c^2*g^2*p*x^2-15536*a*b*c^2*g^2*q *x^2-22896*a*b*c^2*g^2*r*x^2-43792*a*b*c^2*g^2*x^3-11896*a*b*c^2*g*p^2*x^2-\ 17256*a*b*c^2*g*p*q*x^2-20276*a*b*c^2*g*p*r*x^2-30228*a*b*c^2*g*p*x^3-5492*a*b* c^2*g*q^2*x^2-15436*a*b*c^2*g*q*r*x^2-30228*a*b*c^2*g*q*x^3-5760*a*b*c^2*g*r^2* x^2-7008*a*b*c^2*g*r*x^3-1552*a*b*c^2*p^3*x^2-3448*a*b*c^2*p^2*q*x^2-3528*a*b*c ^2*p^2*r*x^2-4092*a*b*c^2*p^2*x^3-2528*a*b*c^2*p*q^2*x^2-5472*a*b*c^2*p*q*r*x^2 -7904*a*b*c^2*p*q*x^3-1728*a*b*c^2*p*r^2*x^2+432*a*b*c^2*p*r*x^3-536*a*b*c^2*q^ 3*x^2-2088*a*b*c^2*q^2*r*x^2-4092*a*b*c^2*q^2*x^3-1152*a*b*c^2*q*r^2*x^2+432*a* b*c^2*q*r*x^3+2880*a*b*c^2*r^2*x^3-3354*a*b*c*g^4*x^2-10676*a*b*c*g^3*p*x^2-\ 6736*a*b*c*g^3*q*x^2-10872*a*b*c*g^3*r*x^2-21916*a*b*c*g^3*x^3-9484*a*b*c*g^2*p ^2*x^2-13476*a*b*c*g^2*p*q*x^2-16838*a*b*c*g^2*p*r*x^2-26002*a*b*c*g^2*p*x^3-\ 4022*a*b*c*g^2*q^2*x^2-12394*a*b*c*g^2*q*r*x^2-26002*a*b*c*g^2*q*x^3-5040*a*b*c *g^2*r^2*x^2-8064*a*b*c*g^2*r*x^3-2906*a*b*c*g*p^3*x^2-6520*a*b*c*g*p^2*q*x^2-\ 6878*a*b*c*g*p^2*r*x^2-8048*a*b*c*g*p^2*x^3-4526*a*b*c*g*p*q^2*x^2-10512*a*b*c* g*p*q*r*x^2-15996*a*b*c*g*p*q*x^3-3488*a*b*c*g*p*r^2*x^2-168*a*b*c*g*p*r*x^3-\ 844*a*b*c*g*q^3*x^2-3706*a*b*c*g*q^2*r*x^2-8048*a*b*c*g*q^2*x^3-2272*a*b*c*g*q* r^2*x^2-168*a*b*c*g*q*r*x^3+5760*a*b*c*g*r^2*x^3-276*a*b*c*p^4*x^2-816*a*b*c*p^ 3*q*x^2-804*a*b*c*p^3*r*x^2-702*a*b*c*p^3*x^3-900*a*b*c*p^2*q^2*x^2-1782*a*b*c* p^2*q*r*x^2-1966*a*b*c*p^2*q*x^3-584*a*b*c*p^2*r^2*x^2+504*a*b*c*p^2*r*x^3-408* a*b*c*p*q^3*x^2-1314*a*b*c*p*q^2*r*x^2-1966*a*b*c*p*q^2*x^3-720*a*b*c*p*q*r^2*x ^2+912*a*b*c*p*q*r*x^3-80*a*b*c*p*r^3*x^2+1440*a*b*c*p*r^2*x^3-48*a*b*c*q^4*x^2 -276*a*b*c*q^3*r*x^2-702*a*b*c*q^3*x^3-136*a*b*c*q^2*r^2*x^2+504*a*b*c*q^2*r*x^ 3+80*a*b*c*q*r^3*x^2+1440*a*b*c*q*r^2*x^3-336*a*b*g^5*x^2-1618*a*b*g^4*p*x^2-\ 980*a*b*g^4*q*x^2-1776*a*b*g^4*r*x^2-3808*a*b*g^4*x^3-2217*a*b*g^3*p^2*x^2-3090 *a*b*g^3*p*q*x^2-4141*a*b*g^3*p*r*x^2-6714*a*b*g^3*p*x^3-873*a*b*g^3*q^2*x^2-\ 2987*a*b*g^3*q*r*x^2-6714*a*b*g^3*q*x^3-1320*a*b*g^3*r^2*x^2-2624*a*b*g^3*r*x^3 -1181*a*b*g^2*p^3*x^2-2646*a*b*g^2*p^2*q*x^2-2903*a*b*g^2*p^2*r*x^2-3511*a*b*g^ 2*p^2*x^3-1779*a*b*g^2*p*q^2*x^2-4392*a*b*g^2*p*q*r*x^2-7042*a*b*g^2*p*q*x^3-\ 1528*a*b*g^2*p*r^2*x^2-504*a*b*g^2*p*r*x^3-304*a*b*g^2*q^3*x^2-1489*a*b*g^2*q^2 *r*x^2-3511*a*b*g^2*q^2*x^3-992*a*b*g^2*q*r^2*x^2-504*a*b*g^2*q*r*x^3+2520*a*b* g^2*r^2*x^3-260*a*b*g*p^4*x^2-784*a*b*g*p^3*q*x^2-786*a*b*g*p^3*r*x^2-689*a*b*g *p^3*x^3-846*a*b*g*p^2*q^2*x^2-1755*a*b*g*p^2*q*r*x^2-1997*a*b*g*p^2*q*x^3-592* a*b*g*p^2*r^2*x^2+372*a*b*g*p^2*r*x^3-356*a*b*g*p*q^3*x^2-1233*a*b*g*p*q^2*r*x^ 2-1997*a*b*g*p*q^2*x^3-720*a*b*g*p*q*r^2*x^2+696*a*b*g*p*q*r*x^3-80*a*b*g*p*r^3 *x^2+1440*a*b*g*p*r^2*x^3-34*a*b*g*q^4*x^2-234*a*b*g*q^3*r*x^2-689*a*b*g*q^3*x^ 3-128*a*b*g*q^2*r^2*x^2+372*a*b*g*q^2*r*x^3+80*a*b*g*q*r^3*x^2+1440*a*b*g*q*r^2 *x^3-18*a*b*p^5*x^2-72*a*b*p^4*q*x^2-66*a*b*p^4*r*x^2-40*a*b*p^4*x^3-108*a*b*p^ 3*q^2*x^2-204*a*b*p^3*q*r*x^2-160*a*b*p^3*q*x^3-68*a*b*p^3*r^2*x^2+68*a*b*p^3*r *x^3-72*a*b*p^2*q^3*x^2-216*a*b*p^2*q^2*r*x^2-240*a*b*p^2*q^2*x^3-128*a*b*p^2*q *r^2*x^2+204*a*b*p^2*q*r*x^3-20*a*b*p^2*r^3*x^2+180*a*b*p^2*r^2*x^3-18*a*b*p*q^ 4*x^2-84*a*b*p*q^3*r*x^2-160*a*b*p*q^3*x^3-52*a*b*p*q^2*r^2*x^2+204*a*b*p*q^2*r *x^3+360*a*b*p*q*r^2*x^3-6*a*b*q^4*r*x^2-40*a*b*q^4*x^3+8*a*b*q^3*r^2*x^2+68*a* b*q^3*r*x^3+20*a*b*q^2*r^3*x^2+180*a*b*q^2*r^2*x^3-192*a*c^6*x^2-2112*a*c^5*g*x ^2-672*a*c^5*p*x^2-192*a*c^5*q*x^2-432*a*c^5*r*x^2-1024*a*c^5*x^3-5352*a*c^4*g^ 2*x^2-4832*a*c^4*g*p*x^2-2704*a*c^4*g*q*x^2-3920*a*c^4*g*r*x^2-7584*a*c^4*g*x^3 -864*a*c^4*p^2*x^2-576*a*c^4*p*q*x^2-1176*a*c^4*p*r*x^2-2048*a*c^4*p*x^3-48*a*c ^4*q^2*x^2-360*a*c^4*q*r*x^2-880*a*c^4*q*x^3-320*a*c^4*r^2*x^2-224*a*c^4*r*x^3-\ 5516*a*c^3*g^3*x^2-9528*a*c^3*g^2*p*x^2-5976*a*c^3*g^2*q*x^2-8464*a*c^3*g^2*r*x ^2-15592*a*c^3*g^2*x^3-4176*a*c^3*g*p^2*x^2-4736*a*c^3*g*p*q*x^2-6476*a*c^3*g*p *r*x^2-9920*a*c^3*g*p*x^3-1264*a*c^3*g*q^2*x^2-3844*a*c^3*g*q*r*x^2-7752*a*c^3* g*q*x^3-1824*a*c^3*g*r^2*x^2-1616*a*c^3*g*r*x^3-528*a*c^3*p^3*x^2-576*a*c^3*p^2 *q*x^2-1116*a*c^3*p^2*r*x^2-1536*a*c^3*p^2*x^3-120*a*c^3*p*q^2*x^2-696*a*c^3*p* q*r*x^2-1320*a*c^3*p*q*x^3-592*a*c^3*p*r^2*x^2-336*a*c^3*p*r*x^3-72*a*c^3*q^2*r *x^2-112*a*c^3*q^2*x^3-160*a*c^3*q*r^2*x^2+176*a*c^3*q*r*x^3-80*a*c^3*r^3*x^2+ 400*a*c^3*r^2*x^3-2706*a*c^2*g^4*x^2-7456*a*c^2*g^3*p*x^2-4812*a*c^2*g^3*q*x^2-\ 7080*a*c^2*g^3*r*x^2-13096*a*c^2*g^3*x^3-5972*a*c^2*g^2*p^2*x^2-7836*a*c^2*g^2* p*q*x^2-9970*a*c^2*g^2*p*r*x^2-14566*a*c^2*g^2*p*x^3-2294*a*c^2*g^2*q^2*x^2-\ 6830*a*c^2*g^2*q*r*x^2-13434*a*c^2*g^2*q*x^3-2976*a*c^2*g^2*r^2*x^2-3384*a*c^2* g^2*r*x^3-1700*a*c^2*g*p^3*x^2-2872*a*c^2*g*p^2*q*x^2-3860*a*c^2*g*p^2*r*x^2-\ 4698*a*c^2*g*p^2*x^3-1556*a*c^2*g*p*q^2*x^2-4240*a*c^2*g*p*q*r*x^2-6796*a*c^2*g *p*q*x^3-2088*a*c^2*g*p*r^2*x^2-656*a*c^2*g*p*r*x^3-268*a*c^2*g*q^3*x^2-1224*a* c^2*g*q^2*r*x^2-2494*a*c^2*g*q^2*x^3-976*a*c^2*g*q*r^2*x^2+176*a*c^2*g*q*r*x^3-\ 200*a*c^2*g*r^3*x^2+2200*a*c^2*g*r^2*x^3-156*a*c^2*p^4*x^2-240*a*c^2*p^3*q*x^2-\ 450*a*c^2*p^3*r*x^2-512*a*c^2*p^3*x^3-84*a*c^2*p^2*q^2*x^2-426*a*c^2*p^2*q*r*x^ 2-660*a*c^2*p^2*q*x^3-352*a*c^2*p^2*r^2*x^2-168*a*c^2*p^2*r*x^3-72*a*c^2*p*q^2* r*x^2-112*a*c^2*p*q^2*x^3-160*a*c^2*p*q*r^2*x^2+176*a*c^2*p*q*r*x^3-80*a*c^2*p* r^3*x^2+400*a*c^2*p*r^2*x^3+36*a*c^2*q^3*x^3+144*a*c^2*q^2*r*x^3+120*a*c^2*q*r^ 2*x^3-621*a*c*g^5*x^2-2516*a*c*g^4*p*x^2-1622*a*c*g^4*q*x^2-2557*a*c*g^4*r*x^2-\ 4874*a*c*g^4*x^3-3124*a*c*g^3*p^2*x^2-4318*a*c*g^3*p*q*x^2-5529*a*c*g^3*p*r*x^2 -8133*a*c*g^3*p*x^3-1283*a*c*g^3*q^2*x^2-3981*a*c*g^3*q*r*x^2-7979*a*c*g^3*q*x^ 3-1752*a*c*g^3*r^2*x^2-2548*a*c*g^3*r*x^3-1579*a*c*g^2*p^3*x^2-3146*a*c*g^2*p^2 *q*x^2-3773*a*c*g^2*p^2*r*x^2-4324*a*c*g^2*p^2*x^3-1965*a*c*g^2*p*q^2*x^2-5016* a*c*g^2*p*q*r*x^2-7628*a*c*g^2*p*q*x^3-2116*a*c*g^2*p*r^2*x^2-584*a*c*g^2*p*r*x ^3-350*a*c*g^2*q^3*x^2-1624*a*c*g^2*q^2*r*x^2-3404*a*c*g^2*q^2*x^3-1256*a*c*g^2 *q*r^2*x^2-424*a*c*g^2*q*r*x^3-180*a*c*g^2*r^3*x^2+2560*a*c*g^2*r^2*x^3-314*a*c *g*p^4*x^2-708*a*c*g*p^3*q*x^2-942*a*c*g*p^3*r*x^2-921*a*c*g*p^3*x^3-574*a*c*g* p^2*q^2*x^2-1471*a*c*g*p^2*q*r*x^2-1859*a*c*g*p^2*q*x^3-756*a*c*g*p^2*r^2*x^2-8 *a*c*g*p^2*r*x^3-204*a*c*g*p*q^3*x^2-765*a*c*g*p*q^2*r*x^2-1235*a*c*g*p*q^2*x^3 -600*a*c*g*p*q*r^2*x^2+480*a*c*g*p*q*r*x^3-160*a*c*g*p*r^3*x^2+1200*a*c*g*p*r^2 *x^3-24*a*c*g*q^4*x^2-138*a*c*g*q^3*r*x^2-297*a*c*g*q^3*x^3-68*a*c*g*q^2*r^2*x^ 2+468*a*c*g*q^2*r*x^3+40*a*c*g*q*r^3*x^2+900*a*c*g*q*r^2*x^3-18*a*c*p^5*x^2-36* a*c*p^4*q*x^2-66*a*c*p^4*r*x^2-64*a*c*p^4*x^3-18*a*c*p^3*q^2*x^2-84*a*c*p^3*q*r *x^2-110*a*c*p^3*q*x^3-68*a*c*p^3*r^2*x^2-28*a*c*p^3*r*x^3-18*a*c*p^2*q^2*r*x^2 -28*a*c*p^2*q^2*x^3-40*a*c*p^2*q*r^2*x^2+44*a*c*p^2*q*r*x^3-20*a*c*p^2*r^3*x^2+ 100*a*c*p^2*r^2*x^3+18*a*c*p*q^3*x^3+72*a*c*p*q^2*r*x^3+60*a*c*p*q*r^2*x^3-52*a *g^6*x^2-304*a*g^5*p*x^2-192*a*g^5*q*x^2-335*a*g^5*r*x^2-670*a*g^5*x^3-537*a*g^ 4*p^2*x^2-756*a*g^4*p*q*x^2-1008*a*g^4*p*r*x^2-1537*a*g^4*p*x^3-223*a*g^4*q^2*x ^2-741*a*g^4*q*r*x^2-1545*a*g^4*q*x^3-340*a*g^4*r^2*x^2-616*a*g^4*r*x^3-412*a*g ^3*p^3*x^2-883*a*g^3*p^2*q*x^2-1030*a*g^3*p^2*r*x^2-1181*a*g^3*p^2*x^3-576*a*g^ 3*p*q^2*x^2-1490*a*g^3*p*q*r*x^2-2283*a*g^3*p*q*x^3-602*a*g^3*p*r^2*x^2-242*a*g ^3*p*r*x^3-101*a*g^3*q^3*x^2-501*a*g^3*q^2*r*x^2-1094*a*g^3*q^2*x^3-404*a*g^3*q *r^2*x^2-306*a*g^3*q*r*x^3-50*a*g^3*r^3*x^2+780*a*g^3*r^2*x^3-149*a*g^2*p^4*x^2 -392*a*g^2*p^3*q*x^2-462*a*g^2*p^3*r*x^2-418*a*g^2*p^3*x^3-374*a*g^2*p^2*q^2*x^ 2-872*a*g^2*p^2*q*r*x^2-1021*a*g^2*p^2*q*x^3-382*a*g^2*p^2*r^2*x^2+50*a*g^2*p^2 *r*x^3-148*a*g^2*p*q^3*x^2-540*a*g^2*p*q^2*r*x^2-846*a*g^2*p*q^2*x^3-388*a*g^2* p*q*r^2*x^2+220*a*g^2*p*q*r*x^3-80*a*g^2*p*r^3*x^2+680*a*g^2*p*r^2*x^3-17*a*g^2 *q^4*x^2-105*a*g^2*q^3*r*x^2-243*a*g^2*q^3*x^3-70*a*g^2*q^2*r^2*x^2+210*a*g^2*q ^2*r*x^3+20*a*g^2*q*r^3*x^2+600*a*g^2*q*r^2*x^3-18*a*g*p^5*x^2-54*a*g*p^4*q*x^2 -66*a*g*p^4*r*x^2-52*a*g*p^4*x^3-63*a*g*p^3*q^2*x^2-144*a*g*p^3*q*r*x^2-135*a*g *p^3*q*x^3-68*a*g*p^3*r^2*x^2+20*a*g*p^3*r*x^3-36*a*g*p^2*q^3*x^2-117*a*g*p^2*q ^2*r*x^2-134*a*g*p^2*q^2*x^3-84*a*g*p^2*q*r^2*x^2+124*a*g*p^2*q*r*x^3-20*a*g*p^ 2*r^3*x^2+140*a*g*p^2*r^2*x^3-9*a*g*p*q^4*x^2-42*a*g*p*q^3*r*x^2-71*a*g*p*q^3*x ^3-26*a*g*p*q^2*r^2*x^2+138*a*g*p*q^2*r*x^3+210*a*g*p*q*r^2*x^3-3*a*g*q^4*r*x^2 -20*a*g*q^4*x^3+4*a*g*q^3*r^2*x^2+34*a*g*q^3*r*x^3+10*a*g*q^2*r^3*x^2+90*a*g*q^ 2*r^2*x^3-32*b^5*c^2*x^2-112*b^5*c*g*x^2-16*b^5*c*p*x^2+16*b^5*c*r*x^2+32*b^5*c *x^3-32*b^5*g^2*x^2-64*b^5*g*p*x^2-32*b^5*g*r*x^2-288*b^5*g*x^3-384*b^4*c^3*x^2 -1088*b^4*c^2*g*x^2-384*b^4*c^2*p*x^2-192*b^4*c^2*q*x^2-208*b^4*c^2*r*x^2-448*b ^4*c^2*x^3-704*b^4*c*g^2*x^2-976*b^4*c*g*p*x^2-384*b^4*c*g*q*x^2-688*b^4*c*g*r* x^2-2416*b^4*c*g*x^3-96*b^4*c*p^2*x^2-112*b^4*c*p*q*x^2-120*b^4*c*p*r*x^2-256*b ^4*c*p*x^3+16*b^4*c*q*r*x^2-224*b^4*c*q*x^3+96*b^4*c*r^2*x^2+192*b^4*c*r*x^3-\ 120*b^4*g^3*x^2-360*b^4*g^2*p*x^2-112*b^4*g^2*q*x^2-296*b^4*g^2*r*x^2-1228*b^4* g^2*x^3-200*b^4*g*p^2*x^2-208*b^4*g*p*q*x^2-288*b^4*g*p*r*x^2-780*b^4*g*p*x^3-\ 80*b^4*g*q*r*x^2-764*b^4*g*q*x^3+32*b^4*g*r^2*x^2-64*b^4*g*r*x^3-1056*b^3*c^4*x ^2-3664*b^3*c^3*g*x^2-1392*b^3*c^3*p*x^2-1056*b^3*c^3*q*x^2-1184*b^3*c^3*r*x^2-\ 2064*b^3*c^3*x^3-3712*b^3*c^2*g^2*x^2-4456*b^3*c^2*g*p*x^2-2608*b^3*c^2*g*q*x^2 -3720*b^3*c^2*g*r*x^2-8536*b^3*c^2*g*x^3-576*b^3*c^2*p^2*x^2-1040*b^3*c^2*p*q*x ^2-1032*b^3*c^2*p*r*x^2-1560*b^3*c^2*p*x^3-264*b^3*c^2*q^2*x^2-632*b^3*c^2*q*r* x^2-2064*b^3*c^2*q*x^3+32*b^3*c^2*r^2*x^2-128*b^3*c^2*r*x^3-1424*b^3*c*g^3*x^2-\ 3336*b^3*c*g^2*p*x^2-1704*b^3*c*g^2*q*x^2-2936*b^3*c*g^2*r*x^2-7880*b^3*c*g^2*x ^3-1656*b^3*c*g*p^2*x^2-2232*b^3*c*g*p*q*x^2-2692*b^3*c*g*p*r*x^2-5092*b^3*c*g* p*x^3-436*b^3*c*g*q^2*x^2-1456*b^3*c*g*q*r*x^2-5264*b^3*c*g*q*x^3-192*b^3*c*g*r ^2*x^2-608*b^3*c*g*r*x^3-72*b^3*c*p^3*x^2-240*b^3*c*p^2*q*x^2-216*b^3*c*p^2*r*x ^2-256*b^3*c*p^2*x^3-172*b^3*c*p*q^2*x^2-360*b^3*c*p*q*r*x^2-780*b^3*c*p*q*x^3-\ 80*b^3*c*p*r^2*x^2-256*b^3*c*p*r*x^3-20*b^3*c*q^2*r*x^2-516*b^3*c*q^2*x^3+128*b ^3*c*q*r^2*x^2-64*b^3*c*q*r*x^3+80*b^3*c*r^3*x^2+160*b^3*c*r^2*x^3-176*b^3*g^4* x^2-698*b^3*g^3*p*x^2-316*b^3*g^3*q*x^2-678*b^3*g^3*r*x^2-2054*b^3*g^3*x^3-692* b^3*g^2*p^2*x^2-840*b^3*g^2*p*q*x^2-1148*b^3*g^2*p*r*x^2-2470*b^3*g^2*p*x^3-128 *b^3*g^2*q^2*x^2-592*b^3*g^2*q*r*x^2-2430*b^3*g^2*q*x^3-128*b^3*g^2*r^2*x^2-496 *b^3*g^2*r*x^3-182*b^3*g*p^3*x^2-412*b^3*g*p^2*q*x^2-434*b^3*g*p^2*r*x^2-632*b^ 3*g*p^2*x^3-232*b^3*g*p*q^2*x^2-576*b^3*g*p*q*r*x^2-1398*b^3*g*p*q*x^3-144*b^3* g*p*r^2*x^2-152*b^3*g*p*r*x^3-80*b^3*g*q^2*r*x^2-762*b^3*g*q^2*x^3+64*b^3*g*q*r ^2*x^2-56*b^3*g*q*r*x^3+80*b^3*g*r^3*x^2+440*b^3*g*r^2*x^3-1088*b^2*c^5*x^2-\ 4992*b^2*c^4*g*x^2-1696*b^2*c^4*p*x^2-1632*b^2*c^4*q*x^2-1680*b^2*c^4*r*x^2-\ 2608*b^2*c^4*x^3-7312*b^2*c^3*g^2*x^2-7608*b^2*c^3*g*p*x^2-5504*b^2*c^3*g*q*x^2 -7016*b^2*c^3*g*r*x^2-13024*b^2*c^3*g*x^3-864*b^2*c^3*p^2*x^2-2080*b^2*c^3*p*q* x^2-1704*b^2*c^3*p*r*x^2-2184*b^2*c^3*p*x^3-816*b^2*c^3*q^2*x^2-1776*b^2*c^3*q* r*x^2-3912*b^2*c^3*q*x^3-224*b^2*c^3*r^2*x^2-544*b^2*c^3*r*x^3-4616*b^2*c^2*g^3 *x^2-9196*b^2*c^2*g^2*p*x^2-5808*b^2*c^2*g^2*q*x^2-8516*b^2*c^2*g^2*r*x^2-17888 *b^2*c^2*g^2*x^3-3984*b^2*c^2*g*p^2*x^2-6432*b^2*c^2*g*p*q*x^2-6984*b^2*c^2*g*p *r*x^2-10812*b^2*c^2*g*p*x^3-1928*b^2*c^2*g*q^2*x^2-5204*b^2*c^2*g*q*r*x^2-\ 12520*b^2*c^2*g*q*x^3-1280*b^2*c^2*g*r^2*x^2-2272*b^2*c^2*g*r*x^3-144*b^2*c^2*p ^3*x^2-768*b^2*c^2*p^2*q*x^2-432*b^2*c^2*p^2*r*x^2-368*b^2*c^2*p^2*x^3-808*b^2* c^2*p*q^2*x^2-1392*b^2*c^2*p*q*r*x^2-2184*b^2*c^2*p*q*x^3-160*b^2*c^2*p*r^2*x^2 -80*b^2*c^2*p*r*x^3-136*b^2*c^2*q^3*x^2-516*b^2*c^2*q^2*r*x^2-1956*b^2*c^2*q^2* x^3-544*b^2*c^2*q*r*x^3+160*b^2*c^2*r^3*x^2+560*b^2*c^2*r^2*x^3-1288*b^2*c*g^4* x^2-4154*b^2*c*g^3*p*x^2-2392*b^2*c*g^3*q*x^2-4024*b^2*c*g^3*r*x^2-9374*b^2*c*g ^3*x^3-3572*b^2*c*g^2*p^2*x^2-5060*b^2*c*g^2*p*q*x^2-6222*b^2*c*g^2*p*r*x^2-\ 10738*b^2*c*g^2*p*x^3-1296*b^2*c*g^2*q^2*x^2-4152*b^2*c*g^2*q*r*x^2-11096*b^2*c *g^2*q*x^3-1280*b^2*c*g^2*r^2*x^2-2680*b^2*c*g^2*r*x^3-838*b^2*c*g*p^3*x^2-2204 *b^2*c*g*p^2*q*x^2-2072*b^2*c*g*p^2*r*x^2-2526*b^2*c*g*p^2*x^3-1604*b^2*c*g*p*q ^2*x^2-3488*b^2*c*g*p*q*r*x^2-6230*b^2*c*g*p*q*x^3-872*b^2*c*g*p*r^2*x^2-496*b^ 2*c*g*p*r*x^3-204*b^2*c*g*q^3*x^2-988*b^2*c*g*q^2*r*x^2-3754*b^2*c*g*q^2*x^3-\ 160*b^2*c*g*q*r^2*x^2-408*b^2*c*g*q*r*x^3+280*b^2*c*g*r^3*x^2+1960*b^2*c*g*r^2* x^3-72*b^2*c*p^3*q*x^2+36*b^2*c*p^3*x^3-168*b^2*c*p^2*q^2*x^2-216*b^2*c*p^2*q*r *x^2-184*b^2*c*p^2*q*x^3+144*b^2*c*p^2*r*x^3-96*b^2*c*p*q^3*x^2-270*b^2*c*p*q^2 *r*x^2-546*b^2*c*p*q^2*x^3-80*b^2*c*p*q*r^2*x^2-40*b^2*c*p*q*r*x^3+120*b^2*c*p* r^2*x^3-24*b^2*c*q^3*r*x^2-326*b^2*c*q^3*x^3+56*b^2*c*q^2*r^2*x^2-136*b^2*c*q^2 *r*x^3+80*b^2*c*q*r^3*x^2+280*b^2*c*q*r^2*x^3-126*b^2*g^5*x^2-623*b^2*g^4*p*x^2 -330*b^2*g^4*q*x^2-655*b^2*g^4*r*x^2-1680*b^2*g^4*x^3-864*b^2*g^3*p^2*x^2-1136* b^2*g^3*p*q*x^2-1551*b^2*g^3*p*r*x^2-2933*b^2*g^3*p*x^3-256*b^2*g^3*q^2*x^2-986 *b^2*g^3*q*r*x^2-2901*b^2*g^3*q*x^3-356*b^2*g^3*r^2*x^2-912*b^2*g^3*r*x^3-425*b ^2*g^2*p^3*x^2-986*b^2*g^2*p^2*q*x^2-1047*b^2*g^2*p^2*r*x^2-1426*b^2*g^2*p^2*x^ 3-626*b^2*g^2*p*q^2*x^2-1540*b^2*g^2*p*q*r*x^2-3079*b^2*g^2*p*q*x^3-448*b^2*g^2 *p*r^2*x^2-384*b^2*g^2*p*r*x^3-60*b^2*g^2*q^3*x^2-390*b^2*g^2*q^2*r*x^2-1643*b^ 2*g^2*q^2*x^3-96*b^2*g^2*q*r^2*x^2-224*b^2*g^2*q*r*x^3+120*b^2*g^2*r^3*x^2+1020 *b^2*g^2*r^2*x^3-60*b^2*g*p^4*x^2-216*b^2*g*p^3*q*x^2-177*b^2*g*p^3*r*x^2-149*b ^2*g*p^3*x^3-264*b^2*g*p^2*q^2*x^2-486*b^2*g*p^2*q*r*x^2-593*b^2*g*p^2*q*x^3-\ 116*b^2*g*p^2*r^2*x^2+168*b^2*g*p^2*r*x^3-108*b^2*g*p*q^3*x^2-360*b^2*g*p*q^2*r *x^2-774*b^2*g*p*q^2*x^3-144*b^2*g*p*q*r^2*x^2+172*b^2*g*p*q*r*x^3+420*b^2*g*p* r^2*x^3-36*b^2*g*q^3*r*x^2-330*b^2*g*q^3*x^3+40*b^2*g*q^2*r^2*x^2+28*b^2*g*q^2* r*x^3+80*b^2*g*q*r^3*x^2+500*b^2*g*q*r^2*x^3-384*b*c^6*x^2-2592*b*c^5*g*x^2-672 *b*c^5*p*x^2-768*b*c^5*q*x^2-720*b*c^5*r*x^2-1024*b*c^5*x^3-5544*b*c^4*g^2*x^2-\ 4736*b*c^4*g*p*x^2-3856*b*c^4*g*q*x^2-4528*b*c^4*g*r*x^2-7584*b*c^4*g*x^3-384*b *c^4*p^2*x^2-1152*b*c^4*p*q*x^2-792*b*c^4*p*r*x^2-880*b*c^4*p*x^3-576*b*c^4*q^2 *x^2-1128*b*c^4*q*r*x^2-2048*b*c^4*q*x^3-160*b*c^4*r^2*x^2-224*b*c^4*r*x^3-5260 *b*c^3*g^3*x^2-8952*b*c^3*g^2*p*x^2-6312*b*c^3*g^2*q*x^2-8432*b*c^3*g^2*r*x^2-\ 15592*b*c^3*g^2*x^3-3152*b*c^3*g*p^2*x^2-5632*b*c^3*g*p*q*x^2-5564*b*c^3*g*p*r* x^2-7752*b*c^3*g*p*x^3-2088*b*c^3*g*q^2*x^2-5044*b*c^3*g*q*r*x^2-9920*b*c^3*g*q *x^3-1296*b*c^3*g*r^2*x^2-1616*b*c^3*g*r*x^3-72*b*c^3*p^3*x^2-528*b*c^3*p^2*q*x ^2-216*b*c^3*p^2*r*x^2-112*b*c^3*p^2*x^3-720*b*c^3*p*q^2*x^2-1032*b*c^3*p*q*r*x ^2-1320*b*c^3*p*q*x^3-80*b*c^3*p*r^2*x^2+176*b*c^3*p*r*x^3-192*b*c^3*q^3*x^2-\ 612*b*c^3*q^2*r*x^2-1536*b*c^3*q^2*x^3-128*b*c^3*q*r^2*x^2-336*b*c^3*q*r*x^3+80 *b*c^3*r^3*x^2+400*b*c^3*r^2*x^3-2454*b*c^2*g^4*x^2-6792*b*c^2*g^3*p*x^2-4412*b *c^2*g^3*q*x^2-6552*b*c^2*g^3*r*x^2-13096*b*c^2*g^3*x^3-5020*b*c^2*g^2*p^2*x^2-\ 7716*b*c^2*g^2*p*q*x^2-8770*b*c^2*g^2*p*r*x^2-13434*b*c^2*g^2*p*x^3-2434*b*c^2* g^2*q^2*x^2-6782*b*c^2*g^2*q*r*x^2-14566*b*c^2*g^2*q*x^3-2184*b*c^2*g^2*r^2*x^2 -3384*b*c^2*g^2*r*x^3-956*b*c^2*g*p^3*x^2-2716*b*c^2*g*p^2*q*x^2-2304*b*c^2*g*p ^2*r*x^2-2494*b*c^2*g*p^2*x^3-2348*b*c^2*g*p*q^2*x^2-4592*b*c^2*g*p*q*r*x^2-\ 6796*b*c^2*g*p*q*x^3-1064*b*c^2*g*p*r^2*x^2+176*b*c^2*g*p*r*x^3-472*b*c^2*g*q^3 *x^2-1828*b*c^2*g*q^2*r*x^2-4698*b*c^2*g*q^2*x^3-672*b*c^2*g*q*r^2*x^2-656*b*c^ 2*g*q*r*x^3+200*b*c^2*g*r^3*x^2+2200*b*c^2*g*r^2*x^3-72*b*c^2*p^3*q*x^2+36*b*c^ 2*p^3*x^3-240*b*c^2*p^2*q^2*x^2-216*b*c^2*p^2*q*r*x^2-112*b*c^2*p^2*q*x^3+144*b *c^2*p^2*r*x^3-192*b*c^2*p*q^3*x^2-438*b*c^2*p*q^2*r*x^2-660*b*c^2*p*q^2*x^3-80 *b*c^2*p*q*r^2*x^2+176*b*c^2*p*q*r*x^3+120*b*c^2*p*r^2*x^3-24*b*c^2*q^4*x^2-126 *b*c^2*q^3*r*x^2-512*b*c^2*q^3*x^3-8*b*c^2*q^2*r^2*x^2-168*b*c^2*q^2*r*x^3+80*b *c^2*q*r^3*x^2+400*b*c^2*q*r^2*x^3-543*b*c*g^5*x^2-2236*b*c*g^4*p*x^2-1366*b*c* g^4*q*x^2-2267*b*c*g^4*r*x^2-4874*b*c*g^4*x^3-2710*b*c*g^3*p^2*x^2-3878*b*c*g^3 *p*q*x^2-4851*b*c*g^3*p*r*x^2-7979*b*c*g^3*p*x^3-1103*b*c*g^3*q^2*x^2-3495*b*c* g^3*q*r*x^2-8133*b*c*g^3*q*x^3-1308*b*c*g^3*r^2*x^2-2548*b*c*g^3*r*x^3-1159*b*c *g^2*p^3*x^2-2832*b*c*g^2*p^2*q*x^2-2804*b*c*g^2*p^2*r*x^2-3404*b*c*g^2*p^2*x^3 -2065*b*c*g^2*p*q^2*x^2-4632*b*c*g^2*p*q*r*x^2-7628*b*c*g^2*p*q*x^3-1324*b*c*g^ 2*p*r^2*x^2-424*b*c*g^2*p*r*x^3-344*b*c*g^2*q^3*x^2-1567*b*c*g^2*q^2*r*x^2-4324 *b*c*g^2*q^2*x^3-704*b*c*g^2*q*r^2*x^2-584*b*c*g^2*q*r*x^3+180*b*c*g^2*r^3*x^2+ 2560*b*c*g^2*r^2*x^3-138*b*c*g*p^4*x^2-516*b*c*g*p^3*q*x^2-402*b*c*g*p^3*r*x^2-\ 297*b*c*g*p^3*x^3-728*b*c*g*p^2*q^2*x^2-1215*b*c*g*p^2*q*r*x^2-1235*b*c*g*p^2*q *x^3-292*b*c*g*p^2*r^2*x^2+468*b*c*g*p^2*r*x^3-384*b*c*g*p*q^3*x^2-1133*b*c*g*p *q^2*r*x^2-1859*b*c*g*p*q^2*x^3-480*b*c*g*p*q*r^2*x^2+480*b*c*g*p*q*r*x^3-40*b* c*g*p*r^3*x^2+900*b*c*g*p*r^2*x^3-34*b*c*g*q^4*x^2-222*b*c*g*q^3*r*x^2-921*b*c* g*q^3*x^3-24*b*c*g*q^2*r^2*x^2-8*b*c*g*q^2*r*x^3+160*b*c*g*q*r^3*x^2+1200*b*c*g *q*r^2*x^3-18*b*c*p^3*q^2*x^2+18*b*c*p^3*q*x^3-36*b*c*p^2*q^3*x^2-54*b*c*p^2*q^ 2*r*x^2-28*b*c*p^2*q^2*x^3+72*b*c*p^2*q*r*x^3-18*b*c*p*q^4*x^2-60*b*c*p*q^3*r*x ^2-110*b*c*p*q^3*x^3-20*b*c*p*q^2*r^2*x^2+44*b*c*p*q^2*r*x^3+60*b*c*p*q*r^2*x^3 -6*b*c*q^4*r*x^2-64*b*c*q^4*x^3+8*b*c*q^3*r^2*x^2-28*b*c*q^3*r*x^3+20*b*c*q^2*r ^3*x^2+100*b*c*q^2*r^2*x^3-44*b*g^6*x^2-264*b*g^5*p*x^2-152*b*g^5*q*x^2-289*b*g ^5*r*x^2-670*b*g^5*x^3-470*b*g^4*p^2*x^2-642*b*g^4*p*q*x^2-879*b*g^4*p*r*x^2-\ 1545*b*g^4*p*x^3-168*b*g^4*q^2*x^2-612*b*g^4*q*r*x^2-1537*b*g^4*q*x^3-260*b*g^4 *r^2*x^2-616*b*g^4*r*x^3-334*b*g^3*p^3*x^2-768*b*g^3*p^2*q*x^2-831*b*g^3*p^2*r* x^2-1094*b*g^3*p^2*x^3-512*b*g^3*p*q^2*x^2-1270*b*g^3*p*q*r*x^2-2283*b*g^3*p*q* x^3-406*b*g^3*p*r^2*x^2-306*b*g^3*p*r*x^3-74*b*g^3*q^3*x^2-398*b*g^3*q^2*r*x^2-\ 1181*b*g^3*q^2*x^3-208*b*g^3*q*r^2*x^2-242*b*g^3*q*r*x^3+50*b*g^3*r^3*x^2+780*b *g^3*r^2*x^3-94*b*g^2*p^4*x^2-314*b*g^2*p^3*q*x^2-279*b*g^2*p^3*r*x^2-243*b*g^2 *p^3*x^3-376*b*g^2*p^2*q^2*x^2-720*b*g^2*p^2*q*r*x^2-846*b*g^2*p^2*q*x^3-200*b* g^2*p^2*r^2*x^2+210*b*g^2*p^2*r*x^3-166*b*g^2*p*q^3*x^2-556*b*g^2*p*q^2*r*x^2-\ 1021*b*g^2*p*q^2*x^3-272*b*g^2*p*q*r^2*x^2+220*b*g^2*p*q*r*x^3-20*b*g^2*p*r^3*x ^2+600*b*g^2*p*r^2*x^3-10*b*g^2*q^4*x^2-90*b*g^2*q^3*r*x^2-418*b*g^2*q^3*x^3-8* b*g^2*q^2*r^2*x^2+50*b*g^2*q^2*r*x^3+80*b*g^2*q*r^3*x^2+680*b*g^2*q*r^2*x^3-9*b *g*p^5*x^2-36*b*g*p^4*q*x^2-33*b*g*p^4*r*x^2-20*b*g*p^4*x^3-63*b*g*p^3*q^2*x^2-\ 102*b*g*p^3*q*r*x^2-71*b*g*p^3*q*x^3-34*b*g*p^3*r^2*x^2+34*b*g*p^3*r*x^3-54*b*g *p^2*q^3*x^2-135*b*g*p^2*q^2*r*x^2-134*b*g*p^2*q^2*x^3-64*b*g*p^2*q*r^2*x^2+138 *b*g*p^2*q*r*x^3-10*b*g*p^2*r^3*x^2+90*b*g*p^2*r^2*x^3-18*b*g*p*q^4*x^2-72*b*g* p*q^3*r*x^2-135*b*g*p*q^3*x^3-36*b*g*p*q^2*r^2*x^2+124*b*g*p*q^2*r*x^3+210*b*g* p*q*r^2*x^3-6*b*g*q^4*r*x^2-52*b*g*q^4*x^3+8*b*g*q^3*r^2*x^2+20*b*g*q^3*r*x^3+ 20*b*g*q^2*r^3*x^2+140*b*g*q^2*r^2*x^3-288*c^6*g*x^2-1200*c^5*g^2*x^2-672*c^5*g *p*x^2-480*c^5*g*q*x^2-576*c^5*g*r*x^2-1024*c^5*g*x^3-1776*c^4*g^3*x^2-2480*c^4 *g^2*p*x^2-1696*c^4*g^2*q*x^2-2208*c^4*g^2*r*x^2-4000*c^4*g^2*x^3-624*c^4*g*p^2 *x^2-864*c^4*g*p*q*x^2-984*c^4*g*p*r*x^2-1464*c^4*g*p*x^3-312*c^4*g*q^2*x^2-744 *c^4*g*q*r*x^2-1464*c^4*g*q*x^3-240*c^4*g*r^2*x^2-224*c^4*g*r*x^3-1272*c^3*g^4* x^2-3056*c^3*g^3*p*x^2-2032*c^3*g^3*q*x^2-2832*c^3*g^3*r*x^2-5296*c^3*g^3*x^3-\ 1936*c^3*g^2*p^2*x^2-2736*c^3*g^2*p*q*x^2-3200*c^3*g^2*p*r*x^2-4748*c^3*g^2*p*x ^3-884*c^3*g^2*q^2*x^2-2368*c^3*g^2*q*r*x^2-4748*c^3*g^2*q*x^3-840*c^3*g^2*r^2* x^2-944*c^3*g^2*r*x^3-300*c^3*g*p^3*x^2-552*c^3*g*p^2*q*x^2-666*c^3*g*p^2*r*x^2 -824*c^3*g*p^2*x^3-420*c^3*g*p*q^2*x^2-864*c^3*g*p*q*r*x^2-1320*c^3*g*p*q*x^3-\ 336*c^3*g*p*r^2*x^2-80*c^3*g*p*r*x^3-96*c^3*g*q^3*x^2-342*c^3*g*q^2*r*x^2-824*c ^3*g*q^2*x^3-144*c^3*g*q*r^2*x^2-80*c^3*g*q*r*x^3+400*c^3*g*r^2*x^3-474*c^2*g^5 *x^2-1704*c^2*g^4*p*x^2-1104*c^2*g^4*q*x^2-1656*c^2*g^4*r*x^2-3224*c^2*g^4*x^3-\ 1848*c^2*g^3*p^2*x^2-2616*c^2*g^3*p*q*x^2-3186*c^2*g^3*p*r*x^2-4858*c^2*g^3*p*x ^3-798*c^2*g^3*q^2*x^2-2334*c^2*g^3*q*r*x^2-4858*c^2*g^3*q*x^3-900*c^2*g^3*r^2* x^2-1320*c^2*g^3*r*x^3-722*c^2*g^2*p^3*x^2-1510*c^2*g^2*p^2*q*x^2-1681*c^2*g^2* p^2*r*x^2-1992*c^2*g^2*p^2*x^3-1058*c^2*g^2*p*q^2*x^2-2400*c^2*g^2*p*q*r*x^2-\ 3728*c^2*g^2*p*q*x^3-864*c^2*g^2*p*r^2*x^2-192*c^2*g^2*p*r*x^3-202*c^2*g^2*q^3* x^2-839*c^2*g^2*q^2*r*x^2-1992*c^2*g^2*q^2*x^3-456*c^2*g^2*q*r^2*x^2-192*c^2*g^ 2*q*r*x^3+1200*c^2*g^2*r^2*x^3-78*c^2*g*p^4*x^2-156*c^2*g*p^3*q*x^2-225*c^2*g*p ^3*r*x^2-238*c^2*g*p^3*x^3-162*c^2*g*p^2*q^2*x^2-321*c^2*g*p^2*q*r*x^2-386*c^2* g*p^2*q*x^3-176*c^2*g*p^2*r^2*x^2-12*c^2*g*p^2*r*x^3-96*c^2*g*p*q^3*x^2-255*c^2 *g*p*q^2*r*x^2-386*c^2*g*p*q^2*x^3-120*c^2*g*p*q*r^2*x^2+176*c^2*g*p*q*r*x^3-40 *c^2*g*p*r^3*x^2+260*c^2*g*p*r^2*x^3-12*c^2*g*q^4*x^2-63*c^2*g*q^3*r*x^2-238*c^ 2*g*q^3*x^3-4*c^2*g*q^2*r^2*x^2-12*c^2*g*q^2*r*x^3+40*c^2*g*q*r^3*x^2+260*c^2*g *q*r^2*x^3-87*c*g^6*x^2-442*c*g^5*p*x^2-278*c*g^5*q*x^2-456*c*g^5*r*x^2-932*c*g ^5*x^3-708*c*g^4*p^2*x^2-996*c*g^4*p*q*x^2-1278*c*g^4*p*r*x^2-2029*c*g^4*p*x^3-\ 291*c*g^4*q^2*x^2-930*c*g^4*q*r*x^2-2029*c*g^4*q*x^3-390*c*g^4*r^2*x^2-724*c*g^ 4*r*x^3-470*c*g^3*p^3*x^2-1025*c*g^3*p^2*q*x^2-1138*c*g^3*p^2*r*x^2-1378*c*g^3* p^2*x^3-694*c*g^3*p*q^2*x^2-1680*c*g^3*p*q*r*x^2-2714*c*g^3*p*q*x^3-604*c*g^3*p *r^2*x^2-264*c*g^3*p*r*x^3-121*c*g^3*q^3*x^2-566*c*g^3*q^2*r*x^2-1378*c*g^3*q^2 *x^3-356*c*g^3*q*r^2*x^2-264*c*g^3*q*r*x^3+900*c*g^3*r^2*x^3-130*c*g^2*p^4*x^2-\ 342*c*g^2*p^3*q*x^2-387*c*g^2*p^3*r*x^2-361*c*g^2*p^3*x^3-363*c*g^2*p^2*q^2*x^2 -749*c*g^2*p^2*q*r*x^2-873*c*g^2*p^2*q*x^3-304*c*g^2*p^2*r^2*x^2+102*c*g^2*p^2* r*x^3-168*c*g^2*p*q^3*x^2-535*c*g^2*p*q^2*r*x^2-873*c*g^2*p*q^2*x^3-300*c*g^2*p *q*r^2*x^2+272*c*g^2*p*q*r*x^3-60*c*g^2*p*r^3*x^2+590*c*g^2*p*r^2*x^3-17*c*g^2* q^4*x^2-105*c*g^2*q^3*r*x^2-361*c*g^2*q^3*x^3-26*c*g^2*q^2*r^2*x^2+102*c*g^2*q^ 2*r*x^3+60*c*g^2*q*r^3*x^2+590*c*g^2*q*r^2*x^3-9*c*g*p^5*x^2-18*c*g*p^4*q*x^2-\ 33*c*g*p^4*r*x^2-32*c*g*p^4*x^3-18*c*g*p^3*q^2*x^2-42*c*g*p^3*q*r*x^2-46*c*g*p^ 3*q*x^3-34*c*g*p^3*r^2*x^2-14*c*g*p^3*r*x^3-18*c*g*p^2*q^3*x^2-36*c*g*p^2*q^2*r *x^2-28*c*g*p^2*q^2*x^3-20*c*g*p^2*q*r^2*x^2+58*c*g*p^2*q*r*x^3-10*c*g*p^2*r^3* x^2+50*c*g*p^2*r^2*x^3-9*c*g*p*q^4*x^2-30*c*g*p*q^3*r*x^2-46*c*g*p*q^3*x^3-10*c *g*p*q^2*r^2*x^2+58*c*g*p*q^2*r*x^3+60*c*g*p*q*r^2*x^3-3*c*g*q^4*r*x^2-32*c*g*q ^4*x^3+4*c*g*q^3*r^2*x^2-14*c*g*q^3*r*x^3+10*c*g*q^2*r^3*x^2+50*c*g*q^2*r^2*x^3 -6*g^7*x^2-43*g^6*p*x^2-26*g^6*q*x^2-48*g^6*r*x^2-104*g^6*x^3-95*g^5*p^2*x^2-\ 132*g^5*p*q*x^2-181*g^5*p*r*x^2-302*g^5*p*x^3-37*g^5*q^2*x^2-131*g^5*q*r*x^2-\ 302*g^5*q*x^3-60*g^5*r^2*x^2-136*g^5*r*x^3-92*g^4*p^3*x^2-204*g^4*p^2*q*x^2-232 *g^4*p^2*r*x^2-294*g^4*p^2*x^3-135*g^4*p*q^2*x^2-348*g^4*p*q*r*x^2-590*g^4*p*q* x^3-128*g^4*p*r^2*x^2-94*g^4*p*r*x^3-22*g^4*q^3*x^2-116*g^4*q^2*r*x^2-294*g^4*q ^2*x^3-82*g^4*q*r^2*x^2-94*g^4*q*r*x^3+200*g^4*r^2*x^3-43*g^3*p^4*x^2-124*g^3*p ^3*q*x^2-132*g^3*p^3*r*x^2-122*g^3*p^3*x^3-132*g^3*p^2*q^2*x^2-283*g^3*p^2*q*r* x^2-343*g^3*p^2*q*x^3-106*g^3*p^2*r^2*x^2+36*g^3*p^2*r*x^3-56*g^3*p*q^3*x^2-197 *g^3*p*q^2*r*x^2-343*g^3*p*q^2*x^3-120*g^3*p*q*r^2*x^2+56*g^3*p*q*r*x^3-20*g^3* p*r^3*x^2+230*g^3*p*r^2*x^3-5*g^3*q^4*x^2-36*g^3*q^3*r*x^2-122*g^3*q^3*x^3-14*g ^3*q^2*r^2*x^2+36*g^3*q^2*r*x^3+20*g^3*q*r^3*x^2+230*g^3*q*r^2*x^3-9*g^2*p^5*x^ 2-27*g^2*p^4*q*x^2-33*g^2*p^4*r*x^2-26*g^2*p^4*x^3-36*g^2*p^3*q^2*x^2-72*g^2*p^ 3*q*r*x^2-63*g^2*p^3*q*x^3-34*g^2*p^3*r^2*x^2+10*g^2*p^3*r*x^3-27*g^2*p^2*q^3*x ^2-72*g^2*p^2*q^2*r*x^2-74*g^2*p^2*q^2*x^3-42*g^2*p^2*q*r^2*x^2+80*g^2*p^2*q*r* x^3-10*g^2*p^2*r^3*x^2+70*g^2*p^2*r^2*x^3-9*g^2*p*q^4*x^2-36*g^2*p*q^3*r*x^2-63 *g^2*p*q^3*x^3-18*g^2*p*q^2*r^2*x^2+80*g^2*p*q^2*r*x^3+120*g^2*p*q*r^2*x^3-3*g^ 2*q^4*r*x^2-26*g^2*q^4*x^3+4*g^2*q^3*r^2*x^2+10*g^2*q^3*r*x^3+10*g^2*q^2*r^3*x^ 2+70*g^2*q^2*r^2*x^3+96*a^6*b*x+48*a^6*g*x+288*a^5*b^2*x+768*a^5*b*c*x+496*a^5* b*g*x+432*a^5*b*p*x+208*a^5*b*q*x+416*a^5*b*r*x+1312*a^5*b*x^2+32*a^5*c^2*x+400 *a^5*c*g*x+48*a^5*c*p*x+16*a^5*c*q*x+32*a^5*c*r*x-64*a^5*c*x^2+176*a^5*g^2*x+ 240*a^5*g*p*x+112*a^5*g*q*x+224*a^5*g*r*x+624*a^5*g*x^2+288*a^4*b^3*x+1856*a^4* b^2*c*x+1008*a^4*b^2*g*x+1088*a^4*b^2*p*x+416*a^4*b^2*q*x+992*a^4*b^2*r*x+4448* a^4*b^2*x^2+2400*a^4*b*c^2*x+3280*a^4*b*c*g*x+2688*a^4*b*c*p*x+1216*a^4*b*c*q*x +2384*a^4*b*c*r*x+8608*a^4*b*c*x^2+968*a^4*b*g^2*x+1920*a^4*b*g*p*x+816*a^4*b*g *q*x+1776*a^4*b*g*r*x+7160*a^4*b*g*x^2+648*a^4*b*p^2*x+688*a^4*b*p*q*x+1088*a^4 *b*p*r*x+2680*a^4*b*p*x^2+136*a^4*b*q^2*x+600*a^4*b*q*r*x+2264*a^4*b*q*x^2+384* a^4*b*r^2*x+600*a^4*b*r*x^2-1000*a^4*b*x^3+128*a^4*c^3*x+1328*a^4*c^2*g*x+384*a ^4*c^2*p*x+64*a^4*c^2*q*x+240*a^4*c^2*r*x+672*a^4*c^2*x^2+1208*a^4*c*g^2*x+1632 *a^4*c*g*p*x+672*a^4*c*g*q*x+1376*a^4*c*g*r*x+4512*a^4*c*g*x^2+192*a^4*c*p^2*x+ 112*a^4*c*p*q*x+320*a^4*c*p*r*x+528*a^4*c*p*x^2+72*a^4*c*q*r*x+432*a^4*c*q*x^2+ 144*a^4*c*r^2*x-8*a^4*c*r*x^2-704*a^4*c*x^3+268*a^4*g^3*x+736*a^4*g^2*p*x+320*a ^4*g^2*q*x+672*a^4*g^2*r*x+2404*a^4*g^2*x^2+420*a^4*g*p^2*x+400*a^4*g*p*q*x+704 *a^4*g*p*r*x+1604*a^4*g*p*x^2+68*a^4*g*q^2*x+336*a^4*g*q*r*x+1348*a^4*g*q*x^2+ 264*a^4*g*r^2*x+296*a^4*g*r*x^2-852*a^4*g*x^3+96*a^3*b^4*x+1408*a^3*b^3*c*x+720 *a^3*b^3*g*x+880*a^3*b^3*p*x+208*a^3*b^3*q*x+736*a^3*b^3*r*x+5472*a^3*b^3*x^2+ 4448*a^3*b^2*c^2*x+5200*a^3*b^2*c*g*x+5088*a^3*b^2*c*p*x+1856*a^3*b^2*c*q*x+ 4336*a^3*b^2*c*r*x+22400*a^3*b^2*c*x^2+1368*a^3*b^2*g^2*x+3160*a^3*b^2*g*p*x+ 1064*a^3*b^2*g*q*x+2832*a^3*b^2*g*r*x+16016*a^3*b^2*g*x^2+1256*a^3*b^2*p^2*x+ 1104*a^3*b^2*p*q*x+1928*a^3*b^2*p*r*x+7008*a^3*b^2*p*x^2+136*a^3*b^2*q^2*x+880* a^3*b^2*q*r*x+5760*a^3*b^2*q*x^2+552*a^3*b^2*r^2*x+1560*a^3*b^2*r*x^2-3000*a^3* b^2*x^3+3776*a^3*b*c^3*x+8160*a^3*b*c^2*g*x+6288*a^3*b*c^2*p*x+2736*a^3*b*c^2*q *x+5280*a^3*b*c^2*r*x+22528*a^3*b*c^2*x^2+5136*a^3*b*c*g^2*x+9400*a^3*b*c*g*p*x +3832*a^3*b*c*g*q*x+8160*a^3*b*c*g*r*x+37488*a^3*b*c*g*x^2+3024*a^3*b*c*p^2*x+ 3040*a^3*b*c*p*q*x+4704*a^3*b*c*p*r*x+13880*a^3*b*c*p*x^2+576*a^3*b*c*q^2*x+ 2536*a^3*b*c*q*r*x+11904*a^3*b*c*q*x^2+1536*a^3*b*c*r^2*x+2760*a^3*b*c*r*x^2-\ 6240*a^3*b*c*x^3+948*a^3*b*g^3*x+3124*a^3*b*g^2*p*x+1196*a^3*b*g^2*q*x+2848*a^3 *b*g^2*r*x+14140*a^3*b*g^2*x^2+2308*a^3*b*g*p^2*x+2232*a^3*b*g*p*q*x+3672*a^3*b *g*p*r*x+11848*a^3*b*g*p*x^2+380*a^3*b*g*q^2*x+1908*a^3*b*g*q*r*x+9920*a^3*b*g* q*x^2+1200*a^3*b*g*r^2*x+2940*a^3*b*g*r*x^2-4280*a^3*b*g*x^3+444*a^3*b*p^3*x+ 748*a^3*b*p^2*q*x+1016*a^3*b*p^2*r*x+1952*a^3*b*p^2*x^2+332*a^3*b*p*q^2*x+1128* a^3*b*p*q*r*x+3436*a^3*b*p*q*x^2+648*a^3*b*p*r^2*x+20*a^3*b*p*r*x^2-2776*a^3*b* p*x^3+28*a^3*b*q^3*x+256*a^3*b*q^2*r*x+1484*a^3*b*q^2*x^2+312*a^3*b*q*r^2*x+224 *a^3*b*q*r*x^2-2776*a^3*b*q*x^3+96*a^3*b*r^3*x-1104*a^3*b*r^2*x^2-4080*a^3*b*r* x^3+192*a^3*c^4*x+2192*a^3*c^3*g*x+864*a^3*c^3*p*x+96*a^3*c^3*q*x+528*a^3*c^3*r *x+2752*a^3*c^3*x^2+3120*a^3*c^2*g^2*x+4224*a^3*c^2*g*p*x+1520*a^3*c^2*g*q*x+ 3312*a^3*c^2*g*r*x+13872*a^3*c^2*g*x^2+840*a^3*c^2*p^2*x+336*a^3*c^2*p*q*x+1240 *a^3*c^2*p*r*x+3688*a^3*c^2*p*x^2+216*a^3*c^2*q*r*x+1872*a^3*c^2*q*x^2+504*a^3* c^2*r^2*x+944*a^3*c^2*r*x^2-1608*a^3*c^2*x^3+1468*a^3*c*g^3*x+3824*a^3*c*g^2*p* x+1528*a^3*c*g^2*q*x+3248*a^3*c*g^2*r*x+13664*a^3*c*g^2*x^2+2260*a^3*c*g*p^2*x+ 1888*a^3*c*g*p*q*x+3528*a^3*c*g*p*r*x+9716*a^3*c*g*p*x^2+288*a^3*c*g*q^2*x+1508 *a^3*c*g*q*r*x+7648*a^3*c*g*q*x^2+1272*a^3*c*g*r^2*x+1816*a^3*c*g*r*x^2-5100*a^ 3*c*g*x^3+228*a^3*c*p^3*x+172*a^3*c*p^2*q*x+536*a^3*c*p^2*r*x+1156*a^3*c*p^2*x^ 2+216*a^3*c*p*q*r*x+1200*a^3*c*p*q*x^2+408*a^3*c*p*r^2*x+732*a^3*c*p*r*x^2-804* a^3*c*p*x^3+200*a^3*c*q^2*x^2+72*a^3*c*q*r^2*x+540*a^3*c*q*r*x^2-76*a^3*c*q*x^3 +96*a^3*c*r^3*x+128*a^3*c*r^2*x^2-896*a^3*c*r*x^3+216*a^3*g^4*x+918*a^3*g^3*p*x +370*a^3*g^3*q*x+832*a^3*g^3*r*x+3702*a^3*g^3*x^2+1004*a^3*g^2*p^2*x+940*a^3*g^ 2*p*q*x+1632*a^3*g^2*p*r*x+4638*a^3*g^2*p*x^2+156*a^3*g^2*q^2*x+800*a^3*g^2*q*r *x+3900*a^3*g^2*q*x^2+588*a^3*g^2*r^2*x+1062*a^3*g^2*r*x^2-1978*a^3*g^2*x^3+336 *a^3*g*p^3*x+460*a^3*g*p^2*q*x+776*a^3*g*p^2*r*x+1554*a^3*g*p^2*x^2+166*a^3*g*p *q^2*x+672*a^3*g*p*q*r*x+2318*a^3*g*p*q*x^2+528*a^3*g*p*r^2*x+376*a^3*g*p*r*x^2 -1790*a^3*g*p*x^3+14*a^3*g*q^3*x+128*a^3*g*q^2*r*x+842*a^3*g*q^2*x^2+192*a^3*g* q*r^2*x+382*a^3*g*q*r*x^2-1426*a^3*g*q*x^3+96*a^3*g*r^3*x-488*a^3*g*r^2*x^2-\ 2488*a^3*g*r*x^3+320*a^2*b^4*c*x+160*a^2*b^4*g*x+224*a^2*b^4*p*x+160*a^2*b^4*r* x+2848*a^2*b^4*x^2+2432*a^2*b^3*c^2*x+2720*a^2*b^3*c*g*x+2832*a^2*b^3*c*p*x+656 *a^2*b^3*c*q*x+2224*a^2*b^3*c*r*x+18688*a^2*b^3*c*x^2+664*a^2*b^3*g^2*x+1752*a^ 2*b^3*g*p*x+360*a^2*b^3*g*q*x+1488*a^2*b^3*g*r*x+13288*a^2*b^3*g*x^2+704*a^2*b^ 3*p^2*x+416*a^2*b^3*p*q*x+912*a^2*b^3*p*r*x+5976*a^2*b^3*p*x^2+280*a^2*b^3*q*r* x+4728*a^2*b^3*q*x^2+136*a^2*b^3*r^2*x+1320*a^2*b^3*r*x^2-3000*a^2*b^3*x^3+5056 *a^2*b^2*c^3*x+9584*a^2*b^2*c^2*g*x+8192*a^2*b^2*c^2*p*x+3040*a^2*b^2*c^2*q*x+ 6720*a^2*b^2*c^2*r*x+39120*a^2*b^2*c^2*x^2+5416*a^2*b^2*c*g^2*x+11080*a^2*b^2*c *g*p*x+3720*a^2*b^2*c*g*q*x+9456*a^2*b^2*c*g*r*x+58584*a^2*b^2*c*g*x^2+3888*a^2 *b^2*c*p^2*x+3376*a^2*b^2*c*p*q*x+5568*a^2*b^2*c*p*r*x+24416*a^2*b^2*c*p*x^2+ 416*a^2*b^2*c*q^2*x+2592*a^2*b^2*c*q*r*x+20560*a^2*b^2*c*q*x^2+1376*a^2*b^2*c*r ^2*x+5760*a^2*b^2*c*r*x^2-11072*a^2*b^2*c*x^3+900*a^2*b^2*g^3*x+3420*a^2*b^2*g^ 2*p*x+1028*a^2*b^2*g^2*q*x+3096*a^2*b^2*g^2*r*x+20700*a^2*b^2*g^2*x^2+2712*a^2* b^2*g*p^2*x+2232*a^2*b^2*g*p*q*x+4004*a^2*b^2*g*p*r*x+18736*a^2*b^2*g*p*x^2+240 *a^2*b^2*g*q^2*x+1804*a^2*b^2*g*q*r*x+15344*a^2*b^2*g*q*x^2+1032*a^2*b^2*g*r^2* x+5184*a^2*b^2*g*r*x^2-6856*a^2*b^2*g*x^3+584*a^2*b^2*p^3*x+832*a^2*b^2*p^2*q*x +1184*a^2*b^2*p^2*r*x+3492*a^2*b^2*p^2*x^2+248*a^2*b^2*p*q^2*x+1056*a^2*b^2*p*q *r*x+6048*a^2*b^2*p*q*x^2+552*a^2*b^2*p*r^2*x-60*a^2*b^2*p*r*x^2-5552*a^2*b^2*p *x^3+160*a^2*b^2*q^2*r*x+2556*a^2*b^2*q^2*x^2+136*a^2*b^2*q*r^2*x+348*a^2*b^2*q *r*x^2-5552*a^2*b^2*q*x^3-2160*a^2*b^2*r^2*x^2-8160*a^2*b^2*r*x^3+3168*a^2*b*c^ 4*x+9744*a^2*b*c^3*g*x+6736*a^2*b*c^3*p*x+2992*a^2*b*c^3*q*x+5504*a^2*b*c^3*r*x +27056*a^2*b*c^3*x^2+9792*a^2*b*c^2*g^2*x+16192*a^2*b*c^2*g*p*x+6656*a^2*b*c^2* g*q*x+13584*a^2*b*c^2*g*r*x+69960*a^2*b*c^2*g*x^2+4744*a^2*b*c^2*p^2*x+4704*a^2 *b*c^2*p*q*x+6944*a^2*b*c^2*p*r*x+24872*a^2*b*c^2*p*x^2+912*a^2*b*c^2*q^2*x+ 3824*a^2*b*c^2*q*r*x+21592*a^2*b*c^2*q*x^2+2056*a^2*b*c^2*r^2*x+4872*a^2*b*c^2* r*x^2-12904*a^2*b*c^2*x^3+3848*a^2*b*c*g^3*x+11488*a^2*b*c*g^2*p*x+4368*a^2*b*c *g^2*q*x+10028*a^2*b*c*g^2*r*x+54432*a^2*b*c*g^2*x^2+7748*a^2*b*c*g*p^2*x+7376* a^2*b*c*g*p*q*x+11584*a^2*b*c*g*p*r*x+43964*a^2*b*c*g*p*x^2+1264*a^2*b*c*g*q^2* x+6116*a^2*b*c*g*q*r*x+37388*a^2*b*c*g*q*x^2+3440*a^2*b*c*g*r^2*x+10932*a^2*b*c *g*r*x^2-17548*a^2*b*c*g*x^3+1392*a^2*b*c*p^3*x+2224*a^2*b*c*p^2*q*x+2932*a^2*b *c*p^2*r*x+6960*a^2*b*c*p^2*x^2+980*a^2*b*c*p*q^2*x+3168*a^2*b*c*p*q*r*x+12356* a^2*b*c*p*q*x^2+1680*a^2*b*c*p*r^2*x-716*a^2*b*c*p*r*x^2-11996*a^2*b*c*p*x^3+84 *a^2*b*c*q^3*x+740*a^2*b*c*q^2*r*x+5528*a^2*b*c*q^2*x^2+760*a^2*b*c*q*r^2*x+868 *a^2*b*c*q*r*x^2-11268*a^2*b*c*q*x^3+192*a^2*b*c*r^3*x-4176*a^2*b*c*r^2*x^2-\ 16032*a^2*b*c*r*x^3+496*a^2*b*g^4*x+2446*a^2*b*g^3*p*x+850*a^2*b*g^3*q*x+2256*a ^2*b*g^3*r*x+13072*a^2*b*g^3*x^2+2818*a^2*b*g^2*p^2*x+2588*a^2*b*g^2*p*q*x+4344 *a^2*b*g^2*p*r*x+17566*a^2*b*g^2*p*x^2+398*a^2*b*g^2*q^2*x+2236*a^2*b*g^2*q*r*x +14624*a^2*b*g^2*q*x^2+1326*a^2*b*g^2*r^2*x+5310*a^2*b*g^2*r*x^2-5038*a^2*b*g^2 *x^3+1152*a^2*b*g*p^3*x+1796*a^2*b*g*p^2*q*x+2468*a^2*b*g*p^2*r*x+6284*a^2*b*g* p^2*x^2+726*a^2*b*g*p*q^2*x+2576*a^2*b*g*p*q*r*x+10966*a^2*b*g*p*q*x^2+1404*a^2 *b*g*p*r^2*x+108*a^2*b*g*p*r*x^2-9374*a^2*b*g*p*x^3+50*a^2*b*g*q^3*x+560*a^2*b* g*q^2*r*x+4748*a^2*b*g*q^2*x^2+604*a^2*b*g*q*r^2*x+1158*a^2*b*g*q*r*x^2-9010*a^ 2*b*g*q*x^3+144*a^2*b*g*r^3*x-3672*a^2*b*g*r^2*x^2-14552*a^2*b*g*r*x^3+144*a^2* b*p^4*x+336*a^2*b*p^3*q*x+408*a^2*b*p^3*r*x+598*a^2*b*p^3*x^2+240*a^2*b*p^2*q^2 *x+678*a^2*b*p^2*q*r*x+1648*a^2*b*p^2*q*x^2+360*a^2*b*p^2*r^2*x-436*a^2*b*p^2*r *x^2-1974*a^2*b*p^2*x^3+48*a^2*b*p*q^3*x+300*a^2*b*p*q^2*r*x+1502*a^2*b*p*q^2*x ^2+312*a^2*b*p*q*r^2*x-598*a^2*b*p*q*r*x^2-3948*a^2*b*p*q*x^3+96*a^2*b*p*r^3*x-\ 1176*a^2*b*p*r^2*x^2-3456*a^2*b*p*r*x^3+30*a^2*b*q^3*r*x+452*a^2*b*q^3*x^2+34*a ^2*b*q^2*r^2*x-162*a^2*b*q^2*r*x^2-1974*a^2*b*q^2*x^3-1152*a^2*b*q*r^2*x^2-3456 *a^2*b*q*r*x^3-120*a^2*b*r^3*x^2+1040*a^2*b*r^2*x^3+128*a^2*c^5*x+1888*a^2*c^4* g*x+768*a^2*c^4*p*x+64*a^2*c^4*q*x+464*a^2*c^4*r*x+3232*a^2*c^4*x^2+3848*a^2*c^ 3*g^2*x+4880*a^2*c^3*g*p*x+1648*a^2*c^3*g*q*x+3680*a^2*c^3*g*r*x+19000*a^2*c^3* g*x^2+1104*a^2*c^3*p^2*x+336*a^2*c^3*p*q*x+1520*a^2*c^3*p*r*x+6072*a^2*c^3*p*x^ 2+216*a^2*c^3*q*r*x+2448*a^2*c^3*q*x^2+576*a^2*c^3*r^2*x+1744*a^2*c^3*r*x^2-\ 2120*a^2*c^3*x^3+2880*a^2*c^2*g^3*x+7008*a^2*c^2*g^2*p*x+2688*a^2*c^2*g^2*q*x+ 5712*a^2*c^2*g^2*r*x+27968*a^2*c^2*g^2*x^2+4036*a^2*c^2*g*p^2*x+2976*a^2*c^2*g* p*q*x+5900*a^2*c^2*g*p*r*x+20656*a^2*c^2*g*p*x^2+456*a^2*c^2*g*q^2*x+2320*a^2*c ^2*g*q*r*x+14668*a^2*c^2*g*q*x^2+2000*a^2*c^2*g*r^2*x+4804*a^2*c^2*g*r*x^2-9156 *a^2*c^2*g*x^3+592*a^2*c^2*p^3*x+344*a^2*c^2*p^2*q*x+1268*a^2*c^2*p^2*r*x+3648* a^2*c^2*p^2*x^2+432*a^2*c^2*p*q*r*x+2808*a^2*c^2*p*q*x^2+888*a^2*c^2*p*r^2*x+ 1976*a^2*c^2*p*r*x^2-2120*a^2*c^2*p*x^3+400*a^2*c^2*q^2*x^2+144*a^2*c^2*q*r^2*x +792*a^2*c^2*q*r*x^2-1620*a^2*c^2*q*x^3+192*a^2*c^2*r^3*x-80*a^2*c^2*r^2*x^2-\ 3184*a^2*c^2*r*x^3+898*a^2*c*g^4*x+3550*a^2*c*g^3*p*x+1374*a^2*c*g^3*q*x+3070*a ^2*c*g^3*r*x+15294*a^2*c*g^3*x^2+3662*a^2*c*g^2*p^2*x+3204*a^2*c*g^2*p*q*x+5588 *a^2*c*g^2*p*r*x+19076*a^2*c*g^2*p*x^2+528*a^2*c*g^2*q^2*x+2650*a^2*c*g^2*q*r*x +15370*a^2*c*g^2*q*x^2+1880*a^2*c*g^2*r^2*x+4732*a^2*c*g^2*r*x^2-7536*a^2*c*g^2 *x^3+1296*a^2*c*g*p^3*x+1524*a^2*c*g*p^2*q*x+2832*a^2*c*g*p^2*r*x+6932*a^2*c*g* p^2*x^2+490*a^2*c*g*p*q^2*x+2112*a^2*c*g*p*q*r*x+9338*a^2*c*g*p*q*x^2+1860*a^2* c*g*p*r^2*x+1828*a^2*c*g*p*r*x^2-7880*a^2*c*g*p*x^3+42*a^2*c*g*q^3*x+370*a^2*c* g*q^2*r*x+3276*a^2*c*g*q^2*x^2+560*a^2*c*g*q*r^2*x+1706*a^2*c*g*q*r*x^2-6418*a^ 2*c*g*q*x^3+336*a^2*c*g*r^3*x-1888*a^2*c*g*r^2*x^2-11048*a^2*c*g*r*x^3+108*a^2* c*p^4*x+96*a^2*c*p^3*q*x+312*a^2*c*p^3*r*x+710*a^2*c*p^3*x^2+162*a^2*c*p^2*q*r* x+792*a^2*c*p^2*q*x^2+300*a^2*c*p^2*r^2*x+552*a^2*c*p^2*r*x^2-530*a^2*c*p^2*x^3 +128*a^2*c*p*q^2*x^2+72*a^2*c*p*q*r^2*x+162*a^2*c*p*q*r*x^2-810*a^2*c*p*q*x^3+ 96*a^2*c*p*r^3*x-208*a^2*c*p*r^2*x^2-1592*a^2*c*p*r*x^3-108*a^2*c*q^2*r*x^2-468 *a^2*c*q^2*x^3-240*a^2*c*q*r^2*x^2-552*a^2*c*q*r*x^3-120*a^2*c*r^3*x^2+240*a^2* c*r^2*x^3+96*a^2*g^5*x+585*a^2*g^4*p*x+217*a^2*g^4*q*x+538*a^2*g^4*r*x+2828*a^2 *g^4*x^2+921*a^2*g^3*p^2*x+854*a^2*g^3*p*q*x+1462*a^2*g^3*p*r*x+5149*a^2*g^3*p* x^2+139*a^2*g^3*q^2*x+747*a^2*g^3*q*r*x+4313*a^2*g^3*q*x^2+503*a^2*g^3*r^2*x+ 1503*a^2*g^3*r*x^2-1534*a^2*g^3*x^3+582*a^2*g^2*p^3*x+810*a^2*g^2*p^2*q*x+1304* a^2*g^2*p^2*r*x+3083*a^2*g^2*p^2*x^2+301*a^2*g^2*p*q^2*x+1180*a^2*g^2*p*q*r*x+ 4849*a^2*g^2*p*q*x^2+852*a^2*g^2*p*r^2*x+668*a^2*g^2*p*r*x^2-3710*a^2*g^2*p*x^3 +25*a^2*g^2*q^3*x+240*a^2*g^2*q^2*r*x+1891*a^2*g^2*q^2*x^2+322*a^2*g^2*q*r^2*x+ 930*a^2*g^2*q*r*x^2-3104*a^2*g^2*q*x^3+144*a^2*g^2*r^3*x-1176*a^2*g^2*r^2*x^2-\ 5956*a^2*g^2*r*x^3+126*a^2*g*p^4*x+216*a^2*g*p^3*q*x+360*a^2*g*p^3*r*x+654*a^2* g*p^3*x^2+120*a^2*g*p^2*q^2*x+420*a^2*g*p^2*q*r*x+1220*a^2*g*p^2*q*x^2+330*a^2* g*p^2*r^2*x+58*a^2*g*p^2*r*x^2-1252*a^2*g*p^2*x^3+24*a^2*g*p*q^3*x+150*a^2*g*p* q^2*r*x+815*a^2*g*p*q^2*x^2+192*a^2*g*p*q*r^2*x-218*a^2*g*p*q*r*x^2-2379*a^2*g* p*q*x^3+96*a^2*g*p*r^3*x-692*a^2*g*p*r^2*x^2-2524*a^2*g*p*r*x^3+15*a^2*g*q^3*r* x+226*a^2*g*q^3*x^2+17*a^2*g*q^2*r^2*x-135*a^2*g*q^2*r*x^2-1221*a^2*g*q^2*x^3-\ 696*a^2*g*q*r^2*x^2-2004*a^2*g*q*r*x^3-120*a^2*g*r^3*x^2+640*a^2*g*r^2*x^3+512* a*b^5*x^2+352*a*b^4*c^2*x+400*a*b^4*c*g*x+384*a*b^4*c*p*x+240*a*b^4*c*r*x+4928* a*b^4*c*x^2+88*a*b^4*g^2*x+272*a*b^4*g*p*x+208*a*b^4*g*r*x+4048*a*b^4*g*x^2+96* a*b^4*p^2*x+72*a*b^4*p*r*x+1648*a*b^4*p*x^2+1232*a*b^4*q*x^2-32*a*b^4*r^2*x+360 *a*b^4*r*x^2-1000*a*b^4*x^3+1792*a*b^3*c^3*x+3312*a*b^3*c^2*g*x+2768*a*b^3*c^2* p*x+688*a*b^3*c^2*q*x+2080*a*b^3*c^2*r*x+17936*a*b^3*c^2*x^2+1768*a*b^3*c*g^2*x +3824*a*b^3*c*g*p*x+800*a*b^3*c*g*q*x+3024*a*b^3*c*g*r*x+28344*a*b^3*c*g*x^2+ 1264*a*b^3*c*p^2*x+768*a*b^3*c*p*q*x+1560*a*b^3*c*p*r*x+11400*a*b^3*c*p*x^2+480 *a*b^3*c*q*r*x+9232*a*b^3*c*q*x^2+128*a*b^3*c*r^2*x+2424*a*b^3*c*r*x^2-6240*a*b ^3*c*x^3+268*a*b^3*g^3*x+1152*a*b^3*g^2*p*x+192*a*b^3*g^2*q*x+1000*a*b^3*g^2*r* x+10244*a*b^3*g^2*x^2+968*a*b^3*g*p^2*x+544*a*b^3*g*p*q*x+1244*a*b^3*g*p*r*x+ 9484*a*b^3*g*p*x^2+392*a*b^3*g*q*r*x+7460*a*b^3*g*q*x^2+144*a*b^3*g*r^2*x+2436* a*b^3*g*r*x^2-4280*a*b^3*g*x^3+168*a*b^3*p^3*x+168*a*b^3*p^2*q*x+264*a*b^3*p^2* r*x+1540*a*b^3*p^2*x^2+120*a*b^3*p*q*r*x+2612*a*b^3*p*q*x^2+8*a*b^3*p*r^2*x-80* a*b^3*p*r*x^2-2776*a*b^3*p*x^3+1072*a*b^3*q^2*x^2-72*a*b^3*q*r^2*x+124*a*b^3*q* r*x^2-2776*a*b^3*q*x^3-64*a*b^3*r^3*x-1056*a*b^3*r^2*x^2-4080*a*b^3*r*x^3+2752* a*b^2*c^4*x+7616*a*b^2*c^3*g*x+5344*a*b^2*c^3*p*x+2176*a*b^2*c^3*q*x+4320*a*b^2 *c^3*r*x+26176*a*b^2*c^3*x^2+6928*a*b^2*c^2*g^2*x+12216*a*b^2*c^2*g*p*x+4264*a* b^2*c^2*g*q*x+10080*a*b^2*c^2*g*r*x+65136*a*b^2*c^2*g*x^2+3416*a*b^2*c^2*p^2*x+ 3312*a*b^2*c^2*p*q*x+4720*a*b^2*c^2*p*r*x+23192*a*b^2*c^2*p*x^2+424*a*b^2*c^2*q ^2*x+2464*a*b^2*c^2*q*r*x+21424*a*b^2*c^2*q*x^2+904*a*b^2*c^2*r^2*x+4632*a*b^2* c^2*r*x^2-12904*a*b^2*c^2*x^3+2480*a*b^2*c*g^3*x+8104*a*b^2*c*g^2*p*x+2464*a*b^ 2*c*g^2*q*x+6980*a*b^2*c*g^2*r*x+48816*a*b^2*c*g^2*x^2+5676*a*b^2*c*g*p^2*x+ 4832*a*b^2*c*g*p*q*x+8028*a*b^2*c*g*p*r*x+41212*a*b^2*c*g*p*x^2+500*a*b^2*c*g*q ^2*x+3712*a*b^2*c*g*q*r*x+35152*a*b^2*c*g*q*x^2+1712*a*b^2*c*g*r^2*x+10812*a*b^ 2*c*g*r*x^2-17548*a*b^2*c*g*x^3+904*a*b^2*c*p^3*x+1424*a*b^2*c*p^2*q*x+1684*a*b ^2*c*p^2*r*x+6076*a*b^2*c*p^2*x^2+480*a*b^2*c*p*q^2*x+1728*a*b^2*c*p*q*r*x+ 11704*a*b^2*c*p*q*x^2+568*a*b^2*c*p*r^2*x-724*a*b^2*c*p*r*x^2-11268*a*b^2*c*p*x ^3+300*a*b^2*c*q^2*r*x+5424*a*b^2*c*q^2*x^2+80*a*b^2*c*q*r^2*x+284*a*b^2*c*q*r* x^2-11996*a*b^2*c*q*x^3-128*a*b^2*c*r^3*x-4464*a*b^2*c*r^2*x^2-16032*a*b^2*c*r* x^3+288*a*b^2*g^4*x+1612*a*b^2*g^3*p*x+420*a*b^2*g^3*q*x+1492*a*b^2*g^3*r*x+ 11342*a*b^2*g^3*x^2+2022*a*b^2*g^2*p^2*x+1560*a*b^2*g^2*p*q*x+2948*a*b^2*g^2*p* r*x+16306*a*b^2*g^2*p*x^2+126*a*b^2*g^2*q^2*x+1280*a*b^2*g^2*q*r*x+13244*a*b^2* g^2*q*x^2+678*a*b^2*g^2*r^2*x+5202*a*b^2*g^2*r*x^2-5038*a*b^2*g^2*x^3+788*a*b^2 *g*p^3*x+1148*a*b^2*g*p^2*q*x+1516*a*b^2*g*p^2*r*x+5608*a*b^2*g*p^2*x^2+340*a*b ^2*g*p*q^2*x+1424*a*b^2*g*p*q*r*x+10172*a*b^2*g*p*q*x^2+564*a*b^2*g*p*r^2*x-6*a *b^2*g*p*r*x^2-9010*a*b^2*g*p*x^3+236*a*b^2*g*q^2*r*x+4462*a*b^2*g*q^2*x^2+100* a*b^2*g*q*r^2*x+756*a*b^2*g*q*r*x^2-9374*a*b^2*g*q*x^3-96*a*b^2*g*r^3*x-3888*a* b^2*g*r^2*x^2-14552*a*b^2*g*r*x^3+96*a*b^2*p^4*x+192*a*b^2*p^3*q*x+234*a*b^2*p^ 3*r*x+550*a*b^2*p^3*x^2+96*a*b^2*p^2*q^2*x+300*a*b^2*p^2*q*r*x+1504*a*b^2*p^2*q *x^2+138*a*b^2*p^2*r^2*x-414*a*b^2*p^2*r*x^2-1974*a*b^2*p^2*x^3+66*a*b^2*p*q^2* r*x+1358*a*b^2*p*q^2*x^2+8*a*b^2*p*q*r^2*x-554*a*b^2*p*q*r*x^2-3948*a*b^2*p*q*x ^3-1008*a*b^2*p*r^2*x^2-3456*a*b^2*p*r*x^3+404*a*b^2*q^3*x^2-48*a*b^2*q^2*r^2*x -140*a*b^2*q^2*r*x^2-1974*a*b^2*q^2*x^3-64*a*b^2*q*r^3*x-984*a*b^2*q*r^2*x^2-\ 3456*a*b^2*q*r*x^3+120*a*b^2*r^3*x^2+1040*a*b^2*r^2*x^3+1344*a*b*c^5*x+5648*a*b *c^4*g*x+3200*a*b*c^4*p*x+1600*a*b*c^4*q*x+2624*a*b*c^4*r*x+13680*a*b*c^4*x^2+ 8104*a*b*c^3*g^2*x+11608*a*b*c^3*g*p*x+5080*a*b*c^3*g*q*x+9616*a*b*c^3*g*r*x+ 52416*a*b*c^3*g*x^2+2704*a*b*c^3*p^2*x+3040*a*b*c^3*p*q*x+3832*a*b*c^3*p*r*x+ 15584*a*b*c^3*p*x^2+640*a*b*c^3*q^2*x+2440*a*b*c^3*q*r*x+15184*a*b*c^3*q*x^2+ 960*a*b*c^3*r^2*x+2400*a*b*c^3*r*x^2-10160*a*b*c^3*x^3+5068*a*b*c^2*g^3*x+13444 *a*b*c^2*g^2*p*x+5252*a*b*c^2*g^2*q*x+11432*a*b*c^2*g^2*r*x+65688*a*b*c^2*g^2*x ^2+7792*a*b*c^2*g*p^2*x+7928*a*b*c^2*g*p*q*x+11244*a*b*c^2*g*p*r*x+47464*a*b*c^ 2*g*p*x^2+1388*a*b*c^2*g*q^2*x+6404*a*b*c^2*g*q*r*x+43220*a*b*c^2*g*q*x^2+2912* a*b*c^2*g*r^2*x+10512*a*b*c^2*g*r*x^2-23592*a*b*c^2*g*x^3+1100*a*b*c^2*p^3*x+ 1884*a*b*c^2*p^2*q*x+2152*a*b*c^2*p^2*r*x+6168*a*b*c^2*p^2*x^2+964*a*b*c^2*p*q^ 2*x+2592*a*b*c^2*p*q*r*x+11856*a*b*c^2*p*q*x^2+1040*a*b*c^2*p*r^2*x-1404*a*b*c^ 2*p*r*x^2-12716*a*b*c^2*p*x^3+84*a*b*c^2*q^3*x+712*a*b*c^2*q^2*r*x+6108*a*b*c^2 *q^2*x^2+464*a*b*c^2*q*r^2*x+108*a*b*c^2*q*r*x^2-12716*a*b*c^2*q*x^3+32*a*b*c^2 *r^3*x-4320*a*b*c^2*r^2*x^2-15552*a*b*c^2*r*x^3+1394*a*b*c*g^4*x+6070*a*b*c*g^3 *p*x+2130*a*b*c*g^3*q*x+5396*a*b*c*g^3*r*x+32874*a*b*c*g^3*x^2+6352*a*b*c*g^2*p ^2*x+5948*a*b*c*g^2*p*q*x+9386*a*b*c*g^2*p*r*x+41896*a*b*c*g^2*p*x^2+890*a*b*c* g^2*q^2*x+4942*a*b*c*g^2*q*r*x+36110*a*b*c*g^2*q*x^2+2528*a*b*c*g^2*r^2*x+12096 *a*b*c*g^2*r*x^2-14696*a*b*c*g^2*x^3+2162*a*b*c*g*p^3*x+3550*a*b*c*g*p^2*q*x+ 4332*a*b*c*g*p^2*r*x+12794*a*b*c*g*p^2*x^2+1556*a*b*c*g*p*q^2*x+4912*a*b*c*g*p* q*r*x+23994*a*b*c*g*p*q*x^2+2128*a*b*c*g*p*r^2*x-1224*a*b*c*g*p*r*x^2-22514*a*b *c*g*p*x^3+100*a*b*c*g*q^3*x+1160*a*b*c*g*q^2*r*x+11350*a*b*c*g*q^2*x^2+912*a*b *c*g*q*r^2*x+1728*a*b*c*g*q*r*x^2-22514*a*b*c*g*q*x^3+64*a*b*c*g*r^3*x-8640*a*b *c*g*r^2*x^2-32512*a*b*c*g*r*x^3+228*a*b*c*p^4*x+504*a*b*c*p^3*q*x+588*a*b*c*p^ 3*r*x+1086*a*b*c*p^3*x^2+396*a*b*c*p^2*q^2*x+942*a*b*c*p^2*q*r*x+2936*a*b*c*p^2 *q*x^2+456*a*b*c*p^2*r^2*x-1048*a*b*c*p^2*r*x^2-4298*a*b*c*p^2*x^3+96*a*b*c*p*q ^3*x+474*a*b*c*p*q^2*r*x+2962*a*b*c*p*q^2*x^2+320*a*b*c*p*q*r^2*x-1368*a*b*c*p* q*r*x^2-8220*a*b*c*p*q*x^3+96*a*b*c*p*r^3*x-2088*a*b*c*p*r^2*x^2-6672*a*b*c*p*r *x^3+60*a*b*c*q^3*r*x+1020*a*b*c*q^3*x^2+8*a*b*c*q^2*r^2*x-464*a*b*c*q^2*r*x^2-\ 4298*a*b*c*q^2*x^3-64*a*b*c*q*r^3*x-2232*a*b*c*q*r^2*x^2-6672*a*b*c*q*r*x^3+ 2080*a*b*c*r^2*x^3+132*a*b*g^5*x+925*a*b*g^4*p*x+287*a*b*g^4*q*x+878*a*b*g^4*r* x+5712*a*b*g^4*x^2+1513*a*b*g^3*p^2*x+1318*a*b*g^3*p*q*x+2311*a*b*g^3*p*r*x+ 11039*a*b*g^3*p*x^2+169*a*b*g^3*q^2*x+1157*a*b*g^3*q*r*x+9103*a*b*g^3*q*x^2+656 *a*b*g^3*r^2*x+3936*a*b*g^3*r*x^2-2300*a*b*g^3*x^3+903*a*b*g^2*p^3*x+1427*a*b*g ^2*p^2*q*x+1850*a*b*g^2*p^2*r*x+5796*a*b*g^2*p^2*x^2+560*a*b*g^2*p*q^2*x+2008*a *b*g^2*p*q*r*x+10563*a*b*g^2*p*q*x^2+924*a*b*g^2*p*r^2*x+180*a*b*g^2*p*r*x^2-\ 8678*a*b*g^2*p*x^3+26*a*b*g^2*q^3*x+436*a*b*g^2*q^2*r*x+4737*a*b*g^2*q^2*x^2+ 388*a*b*g^2*q*r^2*x+1332*a*b*g^2*q*r*x^2-8678*a*b*g^2*q*x^3+24*a*b*g^2*r^3*x-\ 3780*a*b*g^2*r^2*x^2-14824*a*b*g^2*r*x^3+226*a*b*g*p^4*x+496*a*b*g*p^3*q*x+598* a*b*g*p^3*r*x+1139*a*b*g*p^3*x^2+350*a*b*g*p^2*q^2*x+935*a*b*g*p^2*q*r*x+3078*a *b*g*p^2*q*x^2+468*a*b*g*p^2*r^2*x-826*a*b*g*p^2*r*x^2-3939*a*b*g*p^2*x^3+68*a* b*g*p*q^3*x+413*a*b*g*p*q^2*r*x+2913*a*b*g*p*q^2*x^2+320*a*b*g*p*q*r^2*x-1044*a *b*g*p*q*r*x^2-7690*a*b*g*p*q*x^3+96*a*b*g*p*r^3*x-2112*a*b*g*p*r^2*x^2-7000*a* b*g*p*r*x^3+46*a*b*g*q^3*r*x+928*a*b*g*q^3*x^2+4*a*b*g*q^2*r^2*x-290*a*b*g*q^2* r*x^2-3939*a*b*g*q^2*x^3-64*a*b*g*q*r^3*x-2208*a*b*g*q*r^2*x^2-7000*a*b*g*q*r*x ^3+2080*a*b*g*r^2*x^3+18*a*b*p^5*x+54*a*b*p^4*q*x+60*a*b*p^4*r*x+64*a*b*p^4*x^2 +54*a*b*p^3*q^2*x+132*a*b*p^3*q*r*x+248*a*b*p^3*q*x^2+66*a*b*p^3*r^2*x-148*a*b* p^3*r*x^2-418*a*b*p^3*x^3+18*a*b*p^2*q^3*x+84*a*b*p^2*q^2*r*x+360*a*b*p^2*q^2*x ^2+78*a*b*p^2*q*r^2*x-352*a*b*p^2*q*r*x^2-1254*a*b*p^2*q*x^3+24*a*b*p^2*r^3*x-\ 312*a*b*p^2*r^2*x^2-708*a*b*p^2*r*x^3+12*a*b*p*q^3*r*x+232*a*b*p*q^3*x^2+2*a*b* p*q^2*r^2*x-260*a*b*p*q^2*r*x^2-1254*a*b*p*q^2*x^3-540*a*b*p*q*r^2*x^2-1416*a*b *p*q*r*x^3-60*a*b*p*r^3*x^2+520*a*b*p*r^2*x^3+56*a*b*q^4*x^2-10*a*b*q^3*r^2*x-\ 56*a*b*q^3*r*x^2-418*a*b*q^3*x^3-16*a*b*q^2*r^3*x-228*a*b*q^2*r^2*x^2-708*a*b*q ^2*r*x^3+60*a*b*q*r^3*x^2+520*a*b*q*r^2*x^3+32*a*c^6*x+800*a*c^5*g*x+240*a*c^5* p*x+16*a*c^5*q*x+144*a*c^5*r*x+1216*a*c^5*x^2+2288*a*c^4*g^2*x+2416*a*c^4*g*p*x +864*a*c^4*g*q*x+1808*a*c^4*g*r*x+10552*a*c^4*g*x^2+456*a*c^4*p^2*x+112*a*c^4*p *q*x+600*a*c^4*p*r*x+2912*a*c^4*p*x^2+72*a*c^4*q*r*x+1008*a*c^4*q*x^2+216*a*c^4 *r^2*x+792*a*c^4*r*x^2-1200*a*c^4*x^3+2448*a*c^3*g^3*x+5296*a*c^3*g^2*p*x+2072* a*c^3*g^2*q*x+4240*a*c^3*g^2*r*x+23008*a*c^3*g^2*x^2+2592*a*c^3*g*p^2*x+1888*a* c^3*g*p*q*x+3628*a*c^3*g*p*r*x+15120*a*c^3*g*p*x^2+320*a*c^3*g*q^2*x+1460*a*c^3 *g*q*r*x+10488*a*c^3*g*q*x^2+1128*a*c^3*g*r^2*x+3440*a*c^3*g*r*x^2-7288*a*c^3*g *x^3+364*a*c^3*p^3*x+172*a*c^3*p^2*q*x+732*a*c^3*p^2*r*x+2544*a*c^3*p^2*x^2+216 *a*c^3*p*q*r*x+1608*a*c^3*p*q*x^2+480*a*c^3*p*r^2*x+1160*a*c^3*p*r*x^2-1800*a*c ^3*p*x^3+200*a*c^3*q^2*x^2+72*a*c^3*q*r^2*x+252*a*c^3*q*r*x^2-1488*a*c^3*q*x^3+ 96*a*c^3*r^3*x-208*a*c^3*r^2*x^2-2192*a*c^3*r*x^3+1210*a*c^2*g^4*x+4356*a*c^2*g ^3*p*x+1684*a*c^2*g^3*q*x+3672*a*c^2*g^3*r*x+19950*a*c^2*g^3*x^2+4030*a*c^2*g^2 *p^2*x+3496*a*c^2*g^2*p*q*x+5886*a*c^2*g^2*p*r*x+23288*a*c^2*g^2*p*x^2+588*a*c^ 2*g^2*q^2*x+2826*a*c^2*g^2*q*r*x+18694*a*c^2*g^2*q*x^2+1806*a*c^2*g^2*r^2*x+ 5808*a*c^2*g^2*r*x^2-9812*a*c^2*g^2*x^3+1278*a*c^2*g*p^3*x+1354*a*c^2*g*p^2*q*x +2632*a*c^2*g*p^2*r*x+7900*a*c^2*g*p^2*x^2+482*a*c^2*g*p*q^2*x+1824*a*c^2*g*p*q *r*x+9520*a*c^2*g*p*q*x^2+1612*a*c^2*g*p*r^2*x+2014*a*c^2*g*p*r*x^2-8866*a*c^2* g*p*x^3+42*a*c^2*g*q^3*x+356*a*c^2*g*q^2*r*x+3566*a*c^2*g*q^2*x^2+412*a*c^2*g*q *r^2*x+1038*a*c^2*g*q*r*x^2-8610*a*c^2*g*q*x^3+256*a*c^2*g*r^3*x-2296*a*c^2*g*r ^2*x^2-12184*a*c^2*g*r*x^3+132*a*c^2*p^4*x+96*a*c^2*p^3*q*x+354*a*c^2*p^3*r*x+ 968*a*c^2*p^3*x^2+162*a*c^2*p^2*q*r*x+852*a*c^2*p^2*q*x^2+318*a*c^2*p^2*r^2*x+ 566*a*c^2*p^2*r*x^2-900*a*c^2*p^2*x^3+128*a*c^2*p*q^2*x^2+72*a*c^2*p*q*r^2*x+18 *a*c^2*p*q*r*x^2-1488*a*c^2*p*q*x^3+96*a*c^2*p*r^3*x-376*a*c^2*p*r^2*x^2-2192*a *c^2*p*r*x^3-108*a*c^2*q^2*r*x^2-420*a*c^2*q^2*x^3-240*a*c^2*q*r^2*x^2-408*a*c^ 2*q*r*x^3-120*a*c^2*r^3*x^2+320*a*c^2*r^2*x^3+274*a*c*g^5*x+1517*a*c*g^4*p*x+ 557*a*c*g^4*q*x+1351*a*c*g^4*r*x+7590*a*c*g^4*x^2+2210*a*c*g^3*p^2*x+2002*a*c*g ^3*p*q*x+3347*a*c*g^3*p*r*x+13450*a*c*g^3*p*x^2+320*a*c*g^3*q^2*x+1699*a*c*g^3* q*r*x+11181*a*c*g^3*q*x^2+1050*a*c*g^3*r^2*x+4023*a*c*g^3*r*x^2-4138*a*c*g^3*x^ 3+1261*a*c*g^2*p^3*x+1693*a*c*g^2*p^2*q*x+2670*a*c*g^2*p^2*r*x+7411*a*c*g^2*p^2 *x^2+658*a*c*g^2*p*q^2*x+2384*a*c*g^2*p*q*r*x+11321*a*c*g^2*p*q*x^2+1618*a*c*g^ 2*p*r^2*x+1286*a*c*g^2*p*r*x^2-9463*a*c*g^2*p*x^3+50*a*c*g^2*q^3*x+505*a*c*g^2* q^2*r*x+4687*a*c*g^2*q^2*x^2+562*a*c*g^2*q*r^2*x+1693*a*c*g^2*q*r*x^2-8929*a*c* g^2*q*x^3+232*a*c*g^2*r^3*x-3076*a*c*g^2*r^2*x^2-14672*a*c*g^2*r*x^3+280*a*c*g* p^4*x+392*a*c*g*p^3*q*x+766*a*c*g*p^3*r*x+1719*a*c*g*p^3*x^2+198*a*c*g*p^2*q^2* x+711*a*c*g*p^2*q*r*x+2690*a*c*g*p^2*q*x^2+678*a*c*g*p^2*r^2*x+366*a*c*g*p^2*r* x^2-3001*a*c*g*p^2*x^3+48*a*c*g*p*q^3*x+237*a*c*g*p*q^2*r*x+1679*a*c*g*p*q^2*x^ 2+268*a*c*g*p*q*r^2*x-480*a*c*g*p*q*r*x^2-5608*a*c*g*p*q*x^3+192*a*c*g*p*r^3*x-\ 1416*a*c*g*p*r^2*x^2-6088*a*c*g*p*r*x^3+30*a*c*g*q^3*r*x+510*a*c*g*q^3*x^2+4*a* c*g*q^2*r^2*x-394*a*c*g*q^2*r*x^2-2835*a*c*g*q^2*x^3-32*a*c*g*q*r^3*x-1476*a*c* g*q*r^2*x^2-4108*a*c*g*q*r*x^3-180*a*c*g*r^3*x^2+1440*a*c*g*r^2*x^3+18*a*c*p^5* x+18*a*c*p^4*q*x+60*a*c*p^4*r*x+136*a*c*p^4*x^2+36*a*c*p^3*q*r*x+150*a*c*p^3*q* x^2+66*a*c*p^3*r^2*x+92*a*c*p^3*r*x^2-150*a*c*p^3*x^3+14*a*c*p^2*q^2*x^2+18*a*c *p^2*q*r^2*x-54*a*c*p^2*q*r*x^2-372*a*c*p^2*q*x^3+24*a*c*p^2*r^3*x-136*a*c*p^2* r^2*x^2-548*a*c*p^2*r*x^3-54*a*c*p*q^2*r*x^2-210*a*c*p*q^2*x^3-120*a*c*p*q*r^2* x^2-204*a*c*p*q*r*x^3-60*a*c*p*r^3*x^2+160*a*c*p*r^2*x^3+12*a*c*q^3*x^3+48*a*c* q^2*r*x^3+40*a*c*q*r^2*x^3+22*a*g^6*x+188*a*g^5*p*x+63*a*g^5*q*x+179*a*g^5*r*x+ 1062*a*g^5*x^2+393*a*g^4*p^2*x+356*a*g^4*p*q*x+618*a*g^4*p*r*x+2611*a*g^4*p*x^2 +53*a*g^4*q^2*x+321*a*g^4*q*r*x+2165*a*g^4*q*x^2+201*a*g^4*r^2*x+940*a*g^4*r*x^ 2-452*a*g^4*x^3+342*a*g^3*p^3*x+503*a*g^3*p^2*q*x+744*a*g^3*p^2*r*x+2069*a*g^3* p^2*x^2+195*a*g^3*p*q^2*x+738*a*g^3*p*q*r*x+3493*a*g^3*p*q*x^2+457*a*g^3*p*r^2* x+406*a*g^3*p*r*x^2-2543*a*g^3*p*x^3+13*a*g^3*q^3*x+159*a*g^3*q^2*r*x+1468*a*g^ 3*q^2*x^2+187*a*g^3*q*r^2*x+728*a*g^3*q*r*x^2-2301*a*g^3*q*x^3+64*a*g^3*r^3*x-\ 978*a*g^3*r^2*x^2-4668*a*g^3*r*x^3+139*a*g^2*p^4*x+246*a*g^2*p^3*q*x+388*a*g^2* p^3*r*x+778*a*g^2*p^3*x^2+151*a*g^2*p^2*q^2*x+472*a*g^2*p^2*q*r*x+1561*a*g^2*p^ 2*q*x^2+345*a*g^2*p^2*r^2*x-6*a*g^2*p^2*r*x^2-1677*a*g^2*p^2*x^3+34*a*g^2*p*q^3 *x+190*a*g^2*p*q^2*r*x+1184*a*g^2*p*q^2*x^2+194*a*g^2*p*q*r^2*x-286*a*g^2*p*q*r *x^2-3235*a*g^2*p*q*x^3+96*a*g^2*p*r^3*x-896*a*g^2*p*r^2*x^2-3464*a*g^2*p*r*x^3 +23*a*g^2*q^3*r*x+363*a*g^2*q^3*x^2+14*a*g^2*q^2*r^2*x-164*a*g^2*q^2*r*x^2-1714 *a*g^2*q^2*x^3-16*a*g^2*q*r^3*x-978*a*g^2*q*r^2*x^2-2920*a*g^2*q*r*x^3-90*a*g^2 *r^3*x^2+900*a*g^2*r^2*x^3+18*a*g*p^5*x+36*a*g*p^4*q*x+60*a*g*p^4*r*x+100*a*g*p ^4*x^2+27*a*g*p^3*q^2*x+84*a*g*p^3*q*r*x+199*a*g*p^3*q*x^2+66*a*g*p^3*r^2*x-28* a*g*p^3*r*x^2-284*a*g*p^3*x^3+9*a*g*p^2*q^3*x+42*a*g*p^2*q^2*r*x+187*a*g*p^2*q^ 2*x^2+48*a*g*p^2*q*r^2*x-203*a*g*p^2*q*r*x^2-813*a*g*p^2*q*x^3+24*a*g*p^2*r^3*x -224*a*g*p^2*r^2*x^2-628*a*g*p^2*r*x^3+6*a*g*p*q^3*r*x+116*a*g*p*q^3*x^2+a*g*p* q^2*r^2*x-157*a*g*p*q^2*r*x^2-732*a*g*p*q^2*x^3-330*a*g*p*q*r^2*x^2-810*a*g*p*q *r*x^3-60*a*g*p*r^3*x^2+340*a*g*p*r^2*x^3+28*a*g*q^4*x^2-5*a*g*q^3*r^2*x-28*a*g *q^3*r*x^2-203*a*g*q^3*x^3-8*a*g*q^2*r^3*x-114*a*g*q^2*r^2*x^2-330*a*g*q^2*r*x^ 3+30*a*g*q*r^3*x^2+280*a*g*q*r^2*x^3-32*b^5*c*x^2+240*b^5*g*x^2+128*b^4*c^3*x+ 240*b^4*c^2*g*x+160*b^4*c^2*p*x+80*b^4*c^2*r*x+672*b^4*c^2*x^2+120*b^4*c*g^2*x+ 272*b^4*c*g*p*x+160*b^4*c*g*r*x+2736*b^4*c*g*x^2+48*b^4*c*p^2*x+24*b^4*c*p*r*x+ 336*b^4*c*p*x^2+144*b^4*c*q*x^2-48*b^4*c*r^2*x-568*b^4*c*r*x^2-704*b^4*c*x^3+16 *b^4*g^3*x+80*b^4*g^2*p*x+64*b^4*g^2*r*x+1280*b^4*g^2*x^2+72*b^4*g*p^2*x+48*b^4 *g*p*r*x+992*b^4*g*p*x^2+688*b^4*g*q*x^2-40*b^4*g*r^2*x-104*b^4*g*r*x^2-852*b^4 *g*x^3+480*b^3*c^4*x+1312*b^3*c^3*g*x+816*b^3*c^3*p*x+240*b^3*c^3*q*x+592*b^3*c ^3*r*x+3440*b^3*c^3*x^2+1136*b^3*c^2*g^2*x+2008*b^3*c^2*g*p*x+440*b^3*c^2*g*q*x +1440*b^3*c^2*g*r*x+11736*b^3*c^2*g*x^2+432*b^3*c^2*p^2*x+352*b^3*c^2*p*q*x+552 *b^3*c^2*p*r*x+2808*b^3*c^2*p*x^2+200*b^3*c^2*q*r*x+2504*b^3*c^2*q*x^2-40*b^3*c ^2*r^2*x-560*b^3*c^2*r*x^2-1608*b^3*c^2*x^3+380*b^3*c*g^3*x+1312*b^3*c*g^2*p*x+ 224*b^3*c*g^2*q*x+1008*b^3*c*g^2*r*x+9976*b^3*c*g^2*x^2+912*b^3*c*g*p^2*x+544*b ^3*c*g*p*q*x+1084*b^3*c*g*p*r*x+7628*b^3*c*g*p*x^2+344*b^3*c*g*q*r*x+6076*b^3*c *g*q*x^2-24*b^3*c*g*r^2*x+8*b^3*c*g*r*x^2-5100*b^3*c*g*x^3+72*b^3*c*p^3*x+120*b ^3*c*p^2*q*x+144*b^3*c*p^2*r*x+568*b^3*c*p^2*x^2+72*b^3*c*p*q*r*x+1140*b^3*c*p* q*x^2-8*b^3*c*p*r^2*x+228*b^3*c*p*r*x^2-76*b^3*c*p*x^3+392*b^3*c*q^2*x^2-88*b^3 *c*q*r^2*x-540*b^3*c*q*r*x^2-804*b^3*c*q*x^3-64*b^3*c*r^3*x-608*b^3*c*r^2*x^2-\ 896*b^3*c*r*x^3+40*b^3*g^4*x+248*b^3*g^3*p*x+32*b^3*g^3*q*x+220*b^3*g^3*r*x+ 2460*b^3*g^3*x^2+340*b^3*g^2*p^2*x+160*b^3*g^2*p*q*x+408*b^3*g^2*p*r*x+3510*b^3 *g^2*p*x^2+128*b^3*g^2*q*r*x+2652*b^3*g^2*q*x^2+4*b^3*g^2*r^2*x+426*b^3*g^2*r*x ^2-1978*b^3*g^2*x^3+120*b^3*g*p^3*x+144*b^3*g*p^2*q*x+204*b^3*g*p^2*r*x+1054*b^ 3*g*p^2*x^2+96*b^3*g*p*q*r*x+1876*b^3*g*p*q*x^2+74*b^3*g*p*r*x^2-1426*b^3*g*p*x ^3+732*b^3*g*q^2*x^2-80*b^3*g*q*r^2*x-208*b^3*g*q*r*x^2-1790*b^3*g*q*x^3-64*b^3 *g*r^3*x-832*b^3*g*r^2*x^2-2488*b^3*g*r*x^3+576*b^2*c^5*x+2224*b^2*c^4*g*x+1152 *b^2*c^4*p*x+576*b^2*c^4*q*x+944*b^2*c^4*r*x+4592*b^2*c^4*x^2+2896*b^2*c^3*g^2* x+4264*b^2*c^3*g*p*x+1608*b^2*c^3*g*q*x+3408*b^2*c^3*g*r*x+20072*b^2*c^3*g*x^2+ 720*b^2*c^3*p^2*x+1040*b^2*c^3*p*q*x+1032*b^2*c^3*p*r*x+4104*b^2*c^3*p*x^2+144* b^2*c^3*q^2*x+752*b^2*c^3*q*r*x+5664*b^2*c^3*q*x^2+64*b^2*c^3*r^2*x-112*b^2*c^3 *r*x^2-2120*b^2*c^3*x^3+1660*b^2*c^2*g^3*x+4652*b^2*c^2*g^2*p*x+1452*b^2*c^2*g^ 2*q*x+3784*b^2*c^2*g^2*r*x+25696*b^2*c^2*g^2*x^2+2652*b^2*c^2*g*p^2*x+2568*b^2* c^2*g*p*q*x+3664*b^2*c^2*g*p*r*x+17768*b^2*c^2*g*p*x^2+260*b^2*c^2*g*q^2*x+1860 *b^2*c^2*g*q*r*x+16904*b^2*c^2*g*q*x^2+480*b^2*c^2*g*r^2*x+2012*b^2*c^2*g*r*x^2 -9156*b^2*c^2*g*x^3+144*b^2*c^2*p^3*x+528*b^2*c^2*p^2*q*x+288*b^2*c^2*p^2*r*x+ 704*b^2*c^2*p^2*x^2+232*b^2*c^2*p*q^2*x+624*b^2*c^2*p*q*r*x+3744*b^2*c^2*p*q*x^ 2-16*b^2*c^2*p*r^2*x-552*b^2*c^2*p*r*x^2-1620*b^2*c^2*p*x^3+140*b^2*c^2*q^2*r*x +2220*b^2*c^2*q^2*x^2-72*b^2*c^2*q*r^2*x-344*b^2*c^2*q*r*x^2-2120*b^2*c^2*q*x^3 -128*b^2*c^2*r^3*x-1600*b^2*c^2*r^2*x^2-3184*b^2*c^2*r*x^3+420*b^2*c*g^4*x+1960 *b^2*c*g^3*p*x+516*b^2*c*g^3*q*x+1686*b^2*c*g^3*r*x+12828*b^2*c*g^3*x^2+2182*b^ 2*c*g^2*p^2*x+1744*b^2*c*g^2*p*q*x+3022*b^2*c*g^2*p*r*x+16844*b^2*c*g^2*p*x^2+ 134*b^2*c*g^2*q^2*x+1340*b^2*c*g^2*q*r*x+14212*b^2*c*g^2*q*x^2+480*b^2*c*g^2*r^ 2*x+3308*b^2*c*g^2*r*x^2-7536*b^2*c*g^2*x^3+632*b^2*c*g*p^3*x+1124*b^2*c*g*p^2* q*x+1202*b^2*c*g*p^2*r*x+4302*b^2*c*g*p^2*x^2+340*b^2*c*g*p*q^2*x+1264*b^2*c*g* p*q*r*x+9352*b^2*c*g*p*q*x^2+264*b^2*c*g*p*r^2*x-218*b^2*c*g*p*r*x^2-6418*b^2*c *g*p*x^3+224*b^2*c*g*q^2*r*x+4330*b^2*c*g*q^2*x^2-100*b^2*c*g*q*r^2*x-604*b^2*c *g*q*r*x^2-7880*b^2*c*g*q*x^3-224*b^2*c*g*r^3*x-3992*b^2*c*g*r^2*x^2-11048*b^2* c*g*r*x^3+72*b^2*c*p^3*q*x-108*b^2*c*p^3*x^2+84*b^2*c*p^2*q^2*x+144*b^2*c*p^2*q *r*x+424*b^2*c*p^2*q*x^2-324*b^2*c*p^2*r*x^2-468*b^2*c*p^2*x^3+54*b^2*c*p*q^2*r *x+846*b^2*c*p*q^2*x^2-8*b^2*c*p*q*r^2*x-42*b^2*c*p*q*r*x^2-810*b^2*c*p*q*x^3-\ 120*b^2*c*p*r^2*x^2-552*b^2*c*p*r*x^3+268*b^2*c*q^3*x^2-52*b^2*c*q^2*r^2*x-144* b^2*c*q^2*r*x^2-530*b^2*c*q^2*x^3-64*b^2*c*q*r^3*x-632*b^2*c*q*r^2*x^2-1592*b^2 *c*q*r*x^3+120*b^2*c*r^3*x^2+240*b^2*c*r^2*x^3+36*b^2*g^5*x+278*b^2*g^4*p*x+60* b^2*g^4*q*x+264*b^2*g^4*r*x+2212*b^2*g^4*x^2+502*b^2*g^3*p^2*x+348*b^2*g^3*p*q* x+717*b^2*g^3*p*r*x+4486*b^2*g^3*p*x^2+20*b^2*g^3*q^2*x+302*b^2*g^3*q*r*x+3554* b^2*g^3*q*x^2+135*b^2*g^3*r^2*x+1233*b^2*g^3*r*x^2-1534*b^2*g^3*x^3+302*b^2*g^2 *p^3*x+440*b^2*g^2*p^2*q*x+570*b^2*g^2*p^2*r*x+2387*b^2*g^2*p^2*x^2+100*b^2*g^2 *p*q^2*x+492*b^2*g^2*p*q*r*x+4388*b^2*g^2*p*q*x^2+138*b^2*g^2*p*r^2*x+222*b^2*g ^2*p*r*x^2-3104*b^2*g^2*p*x^3+80*b^2*g^2*q^2*r*x+1846*b^2*g^2*q^2*x^2-36*b^2*g^ 2*q*r^2*x+4*b^2*g^2*q*r*x^2-3710*b^2*g^2*q*x^3-96*b^2*g^2*r^3*x-1884*b^2*g^2*r^ 2*x^2-5956*b^2*g^2*r*x^3+48*b^2*g*p^4*x+132*b^2*g*p^3*q*x+117*b^2*g*p^3*r*x+221 *b^2*g*p^3*x^2+90*b^2*g*p^2*q^2*x+222*b^2*g*p^2*q*r*x+964*b^2*g*p^2*q*x^2+69*b^ 2*g*p^2*r^2*x-369*b^2*g*p^2*r*x^2-1221*b^2*g*p^2*x^3+60*b^2*g*p*q^2*r*x+1102*b^ 2*g*p*q^2*x^2-298*b^2*g*p*q*r*x^2-2379*b^2*g*p*q*x^3-564*b^2*g*p*r^2*x^2-2004*b ^2*g*p*r*x^3+336*b^2*g*q^3*x^2-50*b^2*g*q^2*r^2*x-142*b^2*g*q^2*r*x^2-1252*b^2* g*q^2*x^3-64*b^2*g*q*r^3*x-808*b^2*g*q*r^2*x^2-2524*b^2*g*q*r*x^3+120*b^2*g*r^3 *x^2+640*b^2*g*r^2*x^3+224*b*c^6*x+1280*b*c^5*g*x+496*b*c^5*p*x+336*b*c^5*q*x+ 432*b*c^5*r*x+1856*b*c^5*x^2+2480*b*c^4*g^2*x+2896*b*c^4*g*p*x+1440*b*c^4*g*q*x +2416*b*c^4*g*r*x+12200*b*c^4*g*x^2+336*b*c^4*p^2*x+688*b*c^4*p*q*x+504*b*c^4*p *r*x+1632*b*c^4*p*x^2+168*b*c^4*q^2*x+552*b*c^4*q*r*x+3232*b*c^4*q*x^2+56*b*c^4 *r^2*x-120*b*c^4*r*x^2-1200*b*c^4*x^3+2192*b*c^3*g^3*x+5048*b*c^3*g^2*p*x+2080* b*c^3*g^2*q*x+4208*b*c^3*g^2*r*x+23768*b*c^3*g^2*x^2+2208*b*c^3*g*p^2*x+2784*b* c^3*g*p*q*x+3180*b*c^3*g*p*r*x+12768*b*c^3*g*p*x^2+504*b*c^3*g*q^2*x+2196*b*c^3 *g*q*r*x+14640*b*c^3*g*q*x^2+600*b*c^3*g*r^2*x+1408*b*c^3*g*r*x^2-7288*b*c^3*g* x^3+72*b*c^3*p^3*x+408*b*c^3*p^2*q*x+144*b*c^3*p^2*r*x+136*b*c^3*p^2*x^2+316*b* c^3*p*q^2*x+552*b*c^3*p*q*r*x+2352*b*c^3*p*q*x^2-8*b*c^3*p*r^2*x-780*b*c^3*p*r* x^2-1488*b*c^3*p*x^3+28*b*c^3*q^3*x+228*b*c^3*q^2*r*x+2064*b*c^3*q^2*x^2+16*b*c ^3*q*r^2*x-152*b*c^3*q*r*x^2-1800*b*c^3*q*x^3-64*b*c^3*r^3*x-992*b*c^3*r^2*x^2-\ 2192*b*c^3*r*x^3+958*b*c^2*g^4*x+3664*b*c^2*g^3*p*x+1312*b*c^2*g^3*q*x+3144*b*c ^2*g^3*r*x+19338*b*c^2*g^3*x^2+3314*b*c^2*g^2*p^2*x+3376*b*c^2*g^2*p*q*x+4766*b *c^2*g^2*p*r*x+21608*b*c^2*g^2*p*x^2+492*b*c^2*g^2*q^2*x+2698*b*c^2*g^2*q*r*x+ 20410*b*c^2*g^2*q*x^2+1014*b*c^2*g^2*r^2*x+4344*b*c^2*g^2*r*x^2-9812*b*c^2*g^2* x^3+730*b*c^2*g*p^3*x+1642*b*c^2*g*p^2*q*x+1436*b*c^2*g*p^2*r*x+3916*b*c^2*g*p^ 2*x^2+830*b*c^2*g*p*q^2*x+2176*b*c^2*g*p*q*r*x+10868*b*c^2*g*p*q*x^2+500*b*c^2* g*p*r^2*x-1566*b*c^2*g*p*r*x^2-8610*b*c^2*g*p*x^3+50*b*c^2*g*q^3*x+600*b*c^2*g* q^2*r*x+6194*b*c^2*g*q^2*x^2+196*b*c^2*g*q*r^2*x-46*b*c^2*g*q*r*x^2-8866*b*c^2* g*q*x^3-144*b*c^2*g*r^3*x-4304*b*c^2*g*r^2*x^2-12184*b*c^2*g*r*x^3+72*b*c^2*p^3 *q*x-108*b*c^2*p^3*x^2+156*b*c^2*p^2*q^2*x+144*b*c^2*p^2*q*r*x+208*b*c^2*p^2*q* x^2-324*b*c^2*p^2*r*x^2-420*b*c^2*p^2*x^3+48*b*c^2*p*q^3*x+174*b*c^2*p*q^2*r*x+ 1128*b*c^2*p*q^2*x^2-8*b*c^2*p*q*r^2*x-546*b*c^2*p*q*r*x^2-1488*b*c^2*p*q*x^3-\ 120*b*c^2*p*r^2*x^2-408*b*c^2*p*r*x^3+30*b*c^2*q^3*r*x+568*b*c^2*q^3*x^2-26*b*c ^2*q^2*r^2*x-62*b*c^2*q^2*r*x^2-900*b*c^2*q^2*x^3-64*b*c^2*q*r^3*x-824*b*c^2*q* r^2*x^2-2192*b*c^2*q*r*x^3+120*b*c^2*r^3*x^2+320*b*c^2*r^2*x^3+196*b*c*g^5*x+ 1171*b*c*g^4*p*x+367*b*c*g^4*q*x+1061*b*c*g^4*r*x+7032*b*c*g^4*x^2+1747*b*c*g^3 *p^2*x+1562*b*c*g^3*p*q*x+2569*b*c*g^3*p*r*x+12756*b*c*g^3*p*x^2+189*b*c*g^3*q^ 2*x+1313*b*c*g^3*q*r*x+10949*b*c*g^3*q*x^2+606*b*c*g^3*r^2*x+3621*b*c*g^3*r*x^2 -4138*b*c*g^3*x^3+859*b*c*g^2*p^3*x+1525*b*c*g^2*p^2*q*x+1685*b*c*g^2*p^2*r*x+ 5525*b*c*g^2*p^2*x^2+612*b*c*g^2*p*q^2*x+2000*b*c*g^2*p*q*r*x+11563*b*c*g^2*p*q *x^2+630*b*c*g^2*p*r^2*x-421*b*c*g^2*p*r*x^2-8929*b*c*g^2*p*x^3+26*b*c*g^2*q^3* x+464*b*c*g^2*q^2*r*x+5561*b*c*g^2*q^2*x^2+206*b*c*g^2*q*r^2*x+466*b*c*g^2*q*r* x^2-9463*b*c*g^2*q*x^3-128*b*c*g^2*r^3*x-4604*b*c*g^2*r^2*x^2-14672*b*c*g^2*r*x ^3+114*b*c*g*p^4*x+360*b*c*g*p^3*q*x+294*b*c*g*p^3*r*x+381*b*c*g*p^3*x^2+352*b* c*g*p^2*q^2*x+687*b*c*g*p^2*q*r*x+2026*b*c*g*p^2*q*x^2+228*b*c*g*p^2*r^2*x-1010 *b*c*g*p^2*r*x^2-2835*b*c*g*p^2*x^3+68*b*c*g*p*q^3*x+373*b*c*g*p*q^2*r*x+2887*b *c*g*p*q^2*x^2+148*b*c*g*p*q*r^2*x-960*b*c*g*p*q*r*x^2-5608*b*c*g*p*q*x^3+48*b* c*g*p*r^3*x-1224*b*c*g*p*r^2*x^2-4108*b*c*g*p*r*x^3+46*b*c*g*q^3*r*x+1044*b*c*g *q^3*x^2-54*b*c*g*q^2*r^2*x-342*b*c*g*q^2*r*x^2-3001*b*c*g*q^2*x^3-128*b*c*g*q* r^3*x-2184*b*c*g*q*r^2*x^2-6088*b*c*g*q*r*x^3+180*b*c*g*r^3*x^2+1440*b*c*g*r^2* x^3+18*b*c*p^3*q^2*x-54*b*c*p^3*q*x^2+12*b*c*p^3*x^3+18*b*c*p^2*q^3*x+36*b*c*p^ 2*q^2*r*x+70*b*c*p^2*q^2*x^2-162*b*c*p^2*q*r*x^2-210*b*c*p^2*q*x^3+48*b*c*p^2*r *x^3+12*b*c*p*q^3*r*x+180*b*c*p*q^3*x^2-2*b*c*p*q^2*r^2*x-78*b*c*p*q^2*r*x^2-\ 372*b*c*p*q^2*x^3-60*b*c*p*q*r^2*x^2-204*b*c*p*q*r*x^3+40*b*c*p*r^2*x^3+56*b*c* q^4*x^2-10*b*c*q^3*r^2*x-8*b*c*q^3*r*x^2-150*b*c*q^3*x^3-16*b*c*q^2*r^3*x-164*b *c*q^2*r^2*x^2-548*b*c*q^2*r*x^3+60*b*c*q*r^3*x^2+160*b*c*q*r^2*x^3+14*b*g^6*x+ 135*b*g^5*p*x+36*b*g^5*q*x+133*b*g^5*r*x+948*b*g^5*x^2+300*b*g^4*p^2*x+242*b*g^ 4*p*q*x+459*b*g^4*p*r*x+2470*b*g^4*p*x^2+24*b*g^4*q^2*x+222*b*g^4*q*r*x+2000*b* g^4*q*x^2+121*b*g^4*r^2*x+908*b*g^4*r*x^2-452*b*g^4*x^3+246*b*g^3*p^3*x+387*b*g ^3*p^2*q*x+489*b*g^3*p^2*r*x+1814*b*g^3*p^2*x^2+132*b*g^3*p*q^2*x+518*b*g^3*p*q *r*x+3356*b*g^3*p*q*x^2+189*b*g^3*p*r^2*x+190*b*g^3*p*r*x^2-2301*b*g^3*p*x^3+4* b*g^3*q^3*x+112*b*g^3*q^2*r*x+1474*b*g^3*q^2*x^2+63*b*g^3*q*r^2*x+320*b*g^3*q*r *x^2-2543*b*g^3*q*x^3-36*b*g^3*r^3*x-1362*b*g^3*r^2*x^2-4668*b*g^3*r*x^3+77*b*g ^2*p^4*x+200*b*g^2*p^3*q*x+197*b*g^2*p^3*r*x+366*b*g^2*p^3*x^2+153*b*g^2*p^2*q^ 2*x+370*b*g^2*p^2*q*r*x+1354*b*g^2*p^2*q*x^2+144*b*g^2*p^2*r^2*x-466*b*g^2*p^2* r*x^2-1714*b*g^2*p^2*x^3+20*b*g^2*p*q^3*x+156*b*g^2*p*q^2*r*x+1502*b*g^2*p*q^2* x^2+78*b*g^2*p*q*r^2*x-374*b*g^2*p*q*r*x^2-3235*b*g^2*p*q*x^3+24*b*g^2*p*r^3*x-\ 822*b*g^2*p*r^2*x^2-2920*b*g^2*p*r*x^3+16*b*g^2*q^3*r*x+476*b*g^2*q^3*x^2-29*b* g^2*q^2*r^2*x-144*b*g^2*q^2*r*x^2-1677*b*g^2*q^2*x^3-64*b*g^2*q*r^3*x-1144*b*g^ 2*q*r^2*x^2-3464*b*g^2*q*r*x^3+90*b*g^2*r^3*x^2+900*b*g^2*r^2*x^3+9*b*g*p^5*x+ 27*b*g*p^4*q*x+30*b*g*p^4*r*x+32*b*g*p^4*x^2+36*b*g*p^3*q^2*x+66*b*g*p^3*q*r*x+ 97*b*g*p^3*q*x^2+33*b*g*p^3*r^2*x-74*b*g*p^3*r*x^2-203*b*g*p^3*x^3+18*b*g*p^2*q ^3*x+60*b*g*p^2*q^2*r*x+215*b*g*p^2*q^2*x^2+39*b*g*p^2*q*r^2*x-257*b*g*p^2*q*r* x^2-732*b*g*p^2*q*x^3+12*b*g*p^2*r^3*x-156*b*g*p^2*r^2*x^2-330*b*g*p^2*r*x^3+12 *b*g*p*q^3*r*x+206*b*g*p*q^3*x^2-169*b*g*p*q^2*r*x^2-813*b*g*p*q^2*x^3-300*b*g* p*q*r^2*x^2-810*b*g*p*q*r*x^3-30*b*g*p*r^3*x^2+280*b*g*p*r^2*x^3+56*b*g*q^4*x^2 -10*b*g*q^3*r^2*x-32*b*g*q^3*r*x^2-284*b*g*q^3*x^3-16*b*g*q^2*r^3*x-196*b*g*q^2 *r^2*x^2-628*b*g*q^2*r*x^3+60*b*g*q*r^3*x^2+340*b*g*q*r^2*x^3+128*c^6*g*x+528*c ^5*g^2*x+368*c^5*g*p*x+176*c^5*g*q*x+288*c^5*g*r*x+1536*c^5*g*x^2+768*c^4*g^3*x +1376*c^4*g^2*p*x+592*c^4*g^2*q*x+1104*c^4*g^2*r*x+6000*c^4*g^2*x^2+396*c^4*g*p ^2*x+400*c^4*g*p*q*x+552*c^4*g*p*r*x+2272*c^4*g*p*x^2+84*c^4*g*q^2*x+312*c^4*g* q*r*x+2120*c^4*g*q*x^2+136*c^4*g*r^2*x+336*c^4*g*r*x^2-1200*c^4*g*x^3+536*c^3*g ^4*x+1704*c^3*g^3*p*x+680*c^3*g^3*q*x+1416*c^3*g^3*r*x+7944*c^3*g^3*x^2+1268*c^ 3*g^2*p^2*x+1232*c^3*g^2*p*q*x+1808*c^3*g^2*p*r*x+7504*c^3*g^2*p*x^2+216*c^3*g^ 2*q^2*x+976*c^3*g^2*q*r*x+6740*c^3*g^2*q*x^2+464*c^3*g^2*r^2*x+1416*c^3*g^2*r*x ^2-3688*c^3*g^2*x^3+218*c^3*g*p^3*x+290*c^3*g*p^2*q*x+438*c^3*g*p^2*r*x+1340*c^ 3*g*p^2*x^2+158*c^3*g*p*q^2*x+384*c^3*g*p*q*r*x+1980*c^3*g*p*q*x^2+236*c^3*g*p* r^2*x+190*c^3*g*p*r*x^2-1644*c^3*g*p*x^3+14*c^3*g*q^3*x+114*c^3*g*q^2*r*x+1132* c^3*g*q^2*x^2+44*c^3*g*q*r^2*x+50*c^3*g*q*r*x^2-1644*c^3*g*q*x^3+16*c^3*g*r^3*x -600*c^3*g*r^2*x^2-2192*c^3*g*r*x^3+192*c^2*g^5*x+952*c^2*g^4*p*x+352*c^2*g^4*q *x+828*c^2*g^4*r*x+4836*c^2*g^4*x^2+1231*c^2*g^3*p^2*x+1156*c^2*g^3*p*q*x+1806* c^2*g^3*p*r*x+7796*c^2*g^3*p*x^2+181*c^2*g^3*q^2*x+954*c^2*g^3*q*r*x+6778*c^2*g ^3*q*x^2+490*c^2*g^3*r^2*x+1980*c^2*g^3*r*x^2-2964*c^2*g^3*x^3+545*c^2*g^2*p^3* x+809*c^2*g^2*p^2*q*x+1107*c^2*g^2*p^2*r*x+3278*c^2*g^2*p^2*x^2+357*c^2*g^2*p*q ^2*x+1088*c^2*g^2*p*q*r*x+5592*c^2*g^2*p*q*x^2+578*c^2*g^2*p*r^2*x+219*c^2*g^2* p*r*x^2-4624*c^2*g^2*p*x^3+25*c^2*g^2*q^3*x+265*c^2*g^2*q^2*r*x+2698*c^2*g^2*q^ 2*x^2+170*c^2*g^2*q*r^2*x+357*c^2*g^2*q*r*x^2-4624*c^2*g^2*q*x^3+32*c^2*g^2*r^3 *x-1800*c^2*g^2*r^2*x^2-6704*c^2*g^2*r*x^3+66*c^2*g*p^4*x+84*c^2*g*p^3*q*x+177* c^2*g*p^3*r*x+430*c^2*g*p^3*x^2+78*c^2*g*p^2*q^2*x+153*c^2*g*p^2*q*r*x+530*c^2* g*p^2*q*x^2+159*c^2*g*p^2*r^2*x+121*c^2*g*p^2*r*x^2-660*c^2*g*p^2*x^3+24*c^2*g* p*q^3*x+87*c^2*g*p*q^2*r*x+628*c^2*g*p*q^2*x^2+32*c^2*g*p*q*r^2*x-264*c^2*g*p*q *r*x^2-1488*c^2*g*p*q*x^3+48*c^2*g*p*r^3*x-248*c^2*g*p*r^2*x^2-1300*c^2*g*p*r*x ^3+15*c^2*g*q^3*r*x+284*c^2*g*q^3*x^2-13*c^2*g*q^2*r^2*x-85*c^2*g*q^2*r*x^2-660 *c^2*g*q^2*x^3-32*c^2*g*q*r^3*x-532*c^2*g*q*r^2*x^2-1300*c^2*g*q*r*x^3+320*c^2* g*r^2*x^3+33*c*g^6*x+247*c*g^5*p*x+83*c*g^5*q*x+228*c*g^5*r*x+1398*c*g^5*x^2+ 478*c*g^4*p^2*x+432*c*g^4*p*q*x+726*c*g^4*p*r*x+3304*c*g^4*p*x^2+61*c*g^4*q^2*x +378*c*g^4*q*r*x+2783*c*g^4*q*x^2+210*c*g^4*r^2*x+1086*c*g^4*r*x^2-798*c*g^4*x^ 3+362*c*g^3*p^3*x+552*c*g^3*p^2*q*x+748*c*g^3*p^2*r*x+2306*c*g^3*p^2*x^2+221*c* g^3*p*q^2*x+768*c*g^3*p*q*r*x+4071*c*g^3*p*q*x^2+392*c*g^3*p*r^2*x+276*c*g^3*p* r*x^2-3011*c*g^3*p*x^3+13*c*g^3*q^3*x+176*c*g^3*q^2*r*x+1828*c*g^3*q^2*x^2+144* c*g^3*q*r^2*x+516*c*g^3*q*r*x^2-3011*c*g^3*q*x^3+20*c*g^3*r^3*x-1350*c*g^3*r^2* x^2-5252*c*g^3*r*x^3+113*c*g^2*p^4*x+208*c*g^2*p^3*q*x+305*c*g^2*p^3*r*x+628*c* g^2*p^3*x^2+155*c*g^2*p^2*q^2*x+387*c*g^2*p^2*q*r*x+1320*c*g^2*p^2*q*x^2+264*c* g^2*p^2*r^2*x-117*c*g^2*p^2*r*x^2-1594*c*g^2*p^2*x^3+34*c*g^2*p*q^3*x+173*c*g^2 *p*q^2*r*x+1299*c*g^2*p*q^2*x^2+112*c*g^2*p*q*r^2*x-408*c*g^2*p*q*r*x^2-3148*c* g^2*p*q*x^3+72*c*g^2*p*r^3*x-716*c*g^2*p*r^2*x^2-2894*c*g^2*p*r*x^3+23*c*g^2*q^ 3*r*x+455*c*g^2*q^3*x^2-14*c*g^2*q^2*r^2*x-189*c*g^2*q^2*r*x^2-1594*c*g^2*q^2*x ^3-48*c*g^2*q*r^3*x-1054*c*g^2*q*r^2*x^2-2894*c*g^2*q*r*x^3+800*c*g^2*r^2*x^3+9 *c*g*p^5*x+9*c*g*p^4*q*x+30*c*g*p^4*r*x+68*c*g*p^4*x^2+9*c*g*p^3*q^2*x+18*c*g*p ^3*q*r*x+48*c*g*p^3*q*x^2+33*c*g*p^3*r^2*x+46*c*g*p^3*r*x^2-69*c*g*p^3*x^3+9*c* g*p^2*q^3*x+18*c*g*p^2*q^2*r*x+42*c*g*p^2*q^2*x^2+9*c*g*p^2*q*r^2*x-108*c*g*p^2 *q*r*x^2-291*c*g*p^2*q*x^3+12*c*g*p^2*r^3*x-68*c*g*p^2*r^2*x^2-250*c*g*p^2*r*x^ 3+6*c*g*p*q^3*r*x+90*c*g*p*q^3*x^2-c*g*p*q^2*r^2*x-66*c*g*p*q^2*r*x^2-291*c*g*p *q^2*x^3-90*c*g*p*q*r^2*x^2-204*c*g*p*q*r*x^3-30*c*g*p*r^3*x^2+100*c*g*p*r^2*x^ 3+28*c*g*q^4*x^2-5*c*g*q^3*r^2*x-4*c*g*q^3*r*x^2-69*c*g*q^3*x^3-8*c*g*q^2*r^3*x -82*c*g*q^2*r^2*x^2-250*c*g*q^2*r*x^3+30*c*g*q*r^3*x^2+100*c*g*q*r^2*x^3+2*g^7* x+24*g^6*p*x+7*g^6*q*x+24*g^6*r*x+156*g^6*x^2+65*g^5*p^2*x+56*g^5*p*q*x+103*g^5 *p*r*x+499*g^5*p*x^2+7*g^5*q^2*x+53*g^5*q*r*x+407*g^5*q*x^2+32*g^5*r^2*x+204*g^ 5*r*x^2-44*g^5*x^3+72*g^4*p^3*x+110*g^4*p^2*q*x+152*g^4*p^2*r*x+501*g^4*p^2*x^2 +41*g^4*p*q^2*x+160*g^4*p*q*r*x+885*g^4*p*q*x^2+81*g^4*p*r^2*x+107*g^4*p*r*x^2-\ 555*g^4*p*x^3+2*g^4*q^3*x+36*g^4*q^2*r*x+381*g^4*q^2*x^2+35*g^4*q*r^2*x+175*g^4 *q*r*x^2-555*g^4*q*x^3+4*g^4*r^3*x-300*g^4*r^2*x^2-1224*g^4*r*x^3+38*g^3*p^4*x+ 78*g^3*p^3*q*x+104*g^3*p^3*r*x+212*g^3*p^3*x^2+54*g^3*p^2*q^2*x+149*g^3*p^2*q*r *x+536*g^3*p^2*q*x^2+90*g^3*p^2*r^2*x-58*g^3*p^2*r*x^2-586*g^3*p^2*x^3+10*g^3*p *q^3*x+63*g^3*p*q^2*r*x+493*g^3*p*q^2*x^2+48*g^3*p*q*r^2*x-84*g^3*p*q*r*x^2-\ 1110*g^3*p*q*x^3+24*g^3*p*r^3*x-290*g^3*p*r^2*x^2-1174*g^3*p*r*x^3+8*g^3*q^3*r* x+154*g^3*q^3*x^2-2*g^3*q^2*r^2*x-50*g^3*q^2*r*x^2-586*g^3*q^2*x^3-16*g^3*q*r^3 *x-400*g^3*q*r^2*x^2-1174*g^3*q*r*x^3+320*g^3*r^2*x^3+9*g^2*p^5*x+18*g^2*p^4*q* x+30*g^2*p^4*r*x+50*g^2*p^4*x^2+18*g^2*p^3*q^2*x+42*g^2*p^3*q*r*x+86*g^2*p^3*q* x^2+33*g^2*p^3*r^2*x-14*g^2*p^3*r*x^2-139*g^2*p^3*x^3+9*g^2*p^2*q^3*x+30*g^2*p^ 2*q^2*r*x+111*g^2*p^2*q^2*x^2+24*g^2*p^2*q*r^2*x-142*g^2*p^2*q*r*x^2-459*g^2*p^ 2*q*x^3+12*g^2*p^2*r^3*x-112*g^2*p^2*r^2*x^2-302*g^2*p^2*r*x^3+6*g^2*p*q^3*r*x+ 103*g^2*p*q^3*x^2-98*g^2*p*q^2*r*x^2-459*g^2*p*q^2*x^3-180*g^2*p*q*r^2*x^2-456* g^2*p*q*r*x^3-30*g^2*p*r^3*x^2+180*g^2*p*r^2*x^3+28*g^2*q^4*x^2-5*g^2*q^3*r^2*x -16*g^2*q^3*r*x^2-139*g^2*q^3*x^3-8*g^2*q^2*r^3*x-98*g^2*q^2*r^2*x^2-302*g^2*q^ 2*r*x^3+30*g^2*q*r^3*x^2+180*g^2*q*r^2*x^3-32*a^6*b-16*a^6*g-64*a^5*b^2-192*a^5 *b*c-128*a^5*b*g-144*a^5*b*p-32*a^5*b*q-112*a^5*b*r-800*a^5*b*x-96*a^5*c*g-16*a ^5*c*p-16*a^5*c*r+32*a^5*c*x-48*a^5*g^2-80*a^5*g*p-16*a^5*g*q-64*a^5*g*r-384*a^ 5*g*x-32*a^4*b^3-320*a^4*b^2*c-176*a^4*b^2*g-256*a^4*b^2*p-32*a^4*b^2*q-192*a^4 *b^2*r-2288*a^4*b^2*x-480*a^4*b*c^2-656*a^4*b*c*g-704*a^4*b*c*p-160*a^4*b*c*q-\ 544*a^4*b*c*r-4592*a^4*b*c*x-200*a^4*b*g^2-512*a^4*b*g*p-96*a^4*b*g*q-400*a^4*b *g*r-3872*a^4*b*g*x-216*a^4*b*p^2-128*a^4*b*p*q-304*a^4*b*p*r-1448*a^4*b*p*x-8* a^4*b*q^2-96*a^4*b*q*r-1096*a^4*b*q*x-96*a^4*b*r^2-232*a^4*b*r*x+2760*a^4*b*x^2 -240*a^4*c^2*g-64*a^4*c^2*p-64*a^4*c^2*r-224*a^4*c^2*x-248*a^4*c*g^2-416*a^4*c* g*p-80*a^4*c*g*q-336*a^4*c*g*r-2344*a^4*c*g*x-64*a^4*c*p^2-112*a^4*c*p*r-384*a^ 4*c*p*x-176*a^4*c*q*x-48*a^4*c*r^2-264*a^4*c*r*x+1056*a^4*c*x^2-60*a^4*g^3-208* a^4*g^2*p-40*a^4*g^2*q-168*a^4*g^2*r-1332*a^4*g^2*x-140*a^4*g*p^2-64*a^4*g*p*q-\ 208*a^4*g*p*r-916*a^4*g*p*x-4*a^4*g*q^2-48*a^4*g*q*r-636*a^4*g*q*x-72*a^4*g*r^2 -248*a^4*g*r*x+1908*a^4*g*x^2-128*a^3*b^3*c-64*a^3*b^3*g-112*a^3*b^3*p-80*a^3*b ^3*r-2176*a^3*b^3*x-640*a^3*b^2*c^2-736*a^3*b^2*c*g-992*a^3*b^2*c*p-128*a^3*b^2 *c*q-736*a^3*b^2*c*r-10352*a^3*b^2*c*x-192*a^3*b^2*g^2-616*a^3*b^2*g*p-64*a^3*b ^2*g*q-472*a^3*b^2*g*r-7352*a^3*b^2*g*x-304*a^3*b^2*p^2-112*a^3*b^2*p*q-384*a^3 *b^2*p*r-3424*a^3*b^2*p*x-80*a^3*b^2*q*r-2240*a^3*b^2*q*x-96*a^3*b^2*r^2-624*a^ 3*b^2*r*x+5760*a^3*b^2*x^2-640*a^3*b*c^3-1360*a^3*b*c^2*g-1360*a^3*b*c^2*p-320* a^3*b*c^2*q-1040*a^3*b*c^2*r-10608*a^3*b*c^2*x-856*a^3*b*c*g^2-2056*a^3*b*c*g*p -400*a^3*b*c*g*q-1592*a^3*b*c*g*r-18104*a^3*b*c*g*x-800*a^3*b*c*p^2-496*a^3*b*c *p*q-1104*a^3*b*c*p*r-6472*a^3*b*c*p*x-32*a^3*b*c*q^2-368*a^3*b*c*q*r-5128*a^3* b*c*q*x-336*a^3*b*c*r^2-864*a^3*b*c*r*x+14128*a^3*b*c*x^2-160*a^3*b*g^3-700*a^3 *b*g^2*p-112*a^3*b*g^2*q-556*a^3*b*g^2*r-6960*a^3*b*g^2*x-624*a^3*b*g*p^2-336*a ^3*b*g*p*q-856*a^3*b*g*p*r-5812*a^3*b*g*p*x-16*a^3*b*g*q^2-256*a^3*b*g*q*r-4204 *a^3*b*g*q*x-256*a^3*b*g*r^2-1132*a^3*b*g*r*x+9964*a^3*b*g*x^2-148*a^3*b*p^3-\ 152*a^3*b*p^2*q-292*a^3*b*p^2*r-880*a^3*b*p^2*x-28*a^3*b*p*q^2-192*a^3*b*p*q*r-\ 1584*a^3*b*p*q*x-168*a^3*b*p*r^2+264*a^3*b*p*r*x+6624*a^3*b*p*x^2-20*a^3*b*q^2* r-576*a^3*b*q^2*x-48*a^3*b*q*r^2-100*a^3*b*q*r*x+4412*a^3*b*q*x^2-24*a^3*b*r^3+ 624*a^3*b*r^2*x+6640*a^3*b*r*x^2+5000*a^3*b*x^3-320*a^3*c^3*g-96*a^3*c^3*p-96*a ^3*c^3*r-864*a^3*c^3*x-520*a^3*c^2*g^2-832*a^3*c^2*g*p-160*a^3*c^2*g*q-672*a^3* c^2*g*r-6184*a^3*c^2*g*x-192*a^3*c^2*p^2-336*a^3*c^2*p*r-1864*a^3*c^2*p*x-528*a ^3*c^2*q*x-144*a^3*c^2*r^2-1072*a^3*c^2*r*x+2528*a^3*c^2*x^2-260*a^3*c*g^3-856* a^3*c*g^2*p-168*a^3*c*g^2*q-688*a^3*c*g^2*r-6640*a^3*c*g^2*x-608*a^3*c*g*p^2-\ 248*a^3*c*g*p*q-920*a^3*c*g*p*r-4872*a^3*c*g*p*x-16*a^3*c*g*q^2-184*a^3*c*g*q*r -3156*a^3*c*g*q*x-328*a^3*c*g*r^2-1436*a^3*c*g*r*x+10200*a^3*c*g*x^2-76*a^3*c*p ^3-172*a^3*c*p^2*r-764*a^3*c*p^2*x-420*a^3*c*p*q*x-120*a^3*c*p*r^2-824*a^3*c*p* r*x+1308*a^3*c*p*x^2-204*a^3*c*q*r*x-96*a^3*c*q*x^2-24*a^3*c*r^3-216*a^3*c*r^2* x+784*a^3*c*r*x^2+1064*a^3*c*x^3-40*a^3*g^4-222*a^3*g^3*p-40*a^3*g^3*q-182*a^3* g^3*r-1890*a^3*g^3*x-292*a^3*g^2*p^2-140*a^3*g^2*p*q-432*a^3*g^2*p*r-2402*a^3*g ^2*p*x-8*a^3*g^2*q^2-108*a^3*g^2*q*r-1706*a^3*g^2*q*x-148*a^3*g^2*r^2-644*a^3*g ^2*r*x+4478*a^3*g^2*x^2-112*a^3*g*p^3-76*a^3*g*p^2*q-232*a^3*g*p^2*r-822*a^3*g* p^2*x-14*a^3*g*p*q^2-96*a^3*g*p*q*r-1002*a^3*g*p*q*x-144*a^3*g*p*r^2-280*a^3*g* p*r*x+3966*a^3*g*p*x^2-10*a^3*g*q^2*r-288*a^3*g*q^2*x-24*a^3*g*q*r^2-152*a^3*g* q*r*x+2158*a^3*g*q*x^2-24*a^3*g*r^3+204*a^3*g*r^2*x+3712*a^3*g*r*x^2+3032*a^3*g *x^3-688*a^2*b^4*x-192*a^2*b^3*c^2-192*a^2*b^3*c*g-336*a^2*b^3*c*p-240*a^2*b^3* c*r-6640*a^2*b^3*c*x-40*a^2*b^3*g^2-200*a^2*b^3*g*p-152*a^2*b^3*g*r-4624*a^2*b^ 3*g*x-96*a^2*b^3*p^2-96*a^2*b^3*p*r-2456*a^2*b^3*p*x-1144*a^2*b^3*q*x-8*a^2*b^3 *r^2-384*a^2*b^3*r*x+3240*a^2*b^3*x^2-640*a^2*b^2*c^3-1152*a^2*b^2*c^2*g-1440*a ^2*b^2*c^2*p-192*a^2*b^2*c^2*q-1056*a^2*b^2*c^2*r-16496*a^2*b^2*c^2*x-608*a^2*b ^2*c*g^2-1928*a^2*b^2*c*g*p-192*a^2*b^2*c*g*q-1464*a^2*b^2*c*g*r-24600*a^2*b^2* c*g*x-800*a^2*b^2*c*p^2-336*a^2*b^2*c*p*q-960*a^2*b^2*c*p*r-10872*a^2*b^2*c*p*x -240*a^2*b^2*c*q*r-7016*a^2*b^2*c*q*x-208*a^2*b^2*c*r^2-1776*a^2*b^2*c*r*x+ 16608*a^2*b^2*c*x^2-92*a^2*b^2*g^3-588*a^2*b^2*g^2*p-40*a^2*b^2*g^2*q-468*a^2*b ^2*g^2*r-8628*a^2*b^2*g^2*x-560*a^2*b^2*g*p^2-200*a^2*b^2*g*p*q-688*a^2*b^2*g*p *r-8464*a^2*b^2*g*p*x-152*a^2*b^2*g*q*r-5072*a^2*b^2*g*q*x-156*a^2*b^2*g*r^2-\ 1800*a^2*b^2*g*r*x+10284*a^2*b^2*g*x^2-144*a^2*b^2*p^3-96*a^2*b^2*p^2*q-240*a^2 *b^2*p^2*r-1564*a^2*b^2*p^2*x-96*a^2*b^2*p*q*r-2448*a^2*b^2*p*q*x-96*a^2*b^2*p* r^2+300*a^2*b^2*p*r*x+10540*a^2*b^2*p*x^2-628*a^2*b^2*q^2*x-8*a^2*b^2*q*r^2-108 *a^2*b^2*q*r*x+6116*a^2*b^2*q*x^2+1032*a^2*b^2*r^2*x+12240*a^2*b^2*r*x^2+10000* a^2*b^2*x^3-480*a^2*b*c^4-1424*a^2*b*c^3*g-1296*a^2*b*c^3*p-320*a^2*b*c^3*q-976 *a^2*b*c^3*r-11600*a^2*b*c^3*x-1384*a^2*b*c^2*g^2-3136*a^2*b*c^2*g*p-624*a^2*b* c^2*g*q-2400*a^2*b*c^2*g*r-30800*a^2*b*c^2*g*x-1048*a^2*b*c^2*p^2-720*a^2*b*c^2 *p*q-1392*a^2*b*c^2*p*r-10392*a^2*b*c^2*p*x-48*a^2*b*c^2*q^2-528*a^2*b*c^2*q*r-\ 8384*a^2*b*c^2*q*x-392*a^2*b*c^2*r^2-1176*a^2*b*c^2*r*x+23136*a^2*b*c^2*x^2-524 *a^2*b*c*g^3-2248*a^2*b*c*g^2*p-352*a^2*b*c*g^2*q-1768*a^2*b*c*g^2*r-24504*a^2* b*c*g^2*x-1756*a^2*b*c*g*p^2-1048*a^2*b*c*g*p*q-2328*a^2*b*c*g*p*r-19416*a^2*b* c*g*p*x-48*a^2*b*c*g*q^2-792*a^2*b*c*g*q*r-14260*a^2*b*c*g*q*x-648*a^2*b*c*g*r^ 2-3328*a^2*b*c*g*r*x+32896*a^2*b*c*g*x^2-368*a^2*b*c*p^3-400*a^2*b*c*p^2*q-704* a^2*b*c*p^2*r-2676*a^2*b*c*p^2*x-84*a^2*b*c*p*q^2-480*a^2*b*c*p*q*r-5228*a^2*b* c*p*q*x-384*a^2*b*c*p*r^2+1164*a^2*b*c*p*r*x+24468*a^2*b*c*p*x^2-60*a^2*b*c*q^2 *r-1848*a^2*b*c*q^2*x-104*a^2*b*c*q*r^2-320*a^2*b*c*q*r*x+14536*a^2*b*c*q*x^2-\ 48*a^2*b*c*r^3+2028*a^2*b*c*r^2*x+24216*a^2*b*c*r*x^2+19112*a^2*b*c*x^3-64*a^2* b*g^4-486*a^2*b*g^3*p-56*a^2*b*g^3*q-398*a^2*b*g^3*r-5988*a^2*b*g^3*x-654*a^2*b *g^2*p^2-344*a^2*b*g^2*p*q-876*a^2*b*g^2*p*r-8080*a^2*b*g^2*p*x-10*a^2*b*g^2*q^ 2-272*a^2*b*g^2*q*r-5516*a^2*b*g^2*q*x-246*a^2*b*g^2*r^2-1866*a^2*b*g^2*r*x+ 10164*a^2*b*g^2*x^2-316*a^2*b*g*p^3-304*a^2*b*g*p^2*q-596*a^2*b*g*p^2*r-2676*a^ 2*b*g*p^2*x-50*a^2*b*g*p*q^2-368*a^2*b*g*p*q*r-4674*a^2*b*g*p*q*x-316*a^2*b*g*p *r^2+580*a^2*b*g*p*r*x+19592*a^2*b*g*p*x^2-38*a^2*b*g*q^2*r-1494*a^2*b*g*q^2*x-\ 80*a^2*b*g*q*r^2-468*a^2*b*g*q*r*x+11304*a^2*b*g*q*x^2-36*a^2*b*g*r^3+1788*a^2* b*g*r^2*x+22100*a^2*b*g*r*x^2+18576*a^2*b*g*x^3-48*a^2*b*p^4-72*a^2*b*p^3*q-120 *a^2*b*p^3*r-194*a^2*b*p^3*x-24*a^2*b*p^2*q^2-120*a^2*b*p^2*q*r-690*a^2*b*p^2*q *x-96*a^2*b*p^2*r^2+450*a^2*b*p^2*r*x+4418*a^2*b*p^2*x^2-24*a^2*b*p*q^2*r-610*a ^2*b*p*q^2*x-48*a^2*b*p*q*r^2+374*a^2*b*p*q*r*x+6634*a^2*b*p*q*x^2-24*a^2*b*p*r ^3+732*a^2*b*p*r^2*x+5572*a^2*b*p*r*x^2+2748*a^2*b*p*x^3-114*a^2*b*q^3*x-2*a^2* b*q^2*r^2+42*a^2*b*q^2*r*x+2216*a^2*b*q^2*x^2+570*a^2*b*q*r^2*x+5520*a^2*b*q*r* x^2+2748*a^2*b*q*x^3+144*a^2*b*r^3*x-1128*a^2*b*r^2*x^2-7120*a^2*b*r*x^3-240*a^ 2*c^4*g-64*a^2*c^4*p-64*a^2*c^4*r-928*a^2*c^4*x-552*a^2*c^3*g^2-800*a^2*c^3*g*p -160*a^2*c^3*g*q-640*a^2*c^3*g*r-7512*a^2*c^3*g*x-192*a^2*c^3*p^2-336*a^2*c^3*p *r-2576*a^2*c^3*p*x-528*a^2*c^3*q*x-144*a^2*c^3*r^2-1352*a^2*c^3*r*x+2640*a^2*c ^3*x^2-428*a^2*c^2*g^3-1328*a^2*c^2*g^2*p-264*a^2*c^2*g^2*q-1056*a^2*c^2*g^2*r-\ 12236*a^2*c^2*g^2*x-876*a^2*c^2*g*p^2-360*a^2*c^2*g*p*q-1320*a^2*c^2*g*p*r-9140 *a^2*c^2*g*p*x-24*a^2*c^2*g*q^2-264*a^2*c^2*g*q*r-5200*a^2*c^2*g*q*x-468*a^2*c^ 2*g*r^2-2788*a^2*c^2*g*r*x+15832*a^2*c^2*g*x^2-152*a^2*c^2*p^3-344*a^2*c^2*p^2* r-1940*a^2*c^2*p^2*x-840*a^2*c^2*p*q*x-240*a^2*c^2*p*r^2-1760*a^2*c^2*p*r*x+ 3492*a^2*c^2*p*x^2-408*a^2*c^2*q*r*x+952*a^2*c^2*q*x^2-48*a^2*c^2*r^3-324*a^2*c ^2*r^2*x+3552*a^2*c^2*r*x^2+3952*a^2*c^2*x^3-134*a^2*c*g^4-722*a^2*c*g^3*p-128* a^2*c*g^3*q-586*a^2*c*g^3*r-7084*a^2*c*g^3*x-878*a^2*c*g^2*p^2-440*a^2*c*g^2*p* q-1284*a^2*c*g^2*p*r-8798*a^2*c*g^2*p*x-24*a^2*c*g^2*q^2-336*a^2*c*g^2*q*r-5976 *a^2*c*g^2*q*x-432*a^2*c*g^2*r^2-2288*a^2*c*g^2*r*x+14992*a^2*c*g^2*x^2-364*a^2 *c*g*p^3-200*a^2*c*g*p^2*q-764*a^2*c*g*p^2*r-3408*a^2*c*g*p^2*x-42*a^2*c*g*p*q^ 2-240*a^2*c*g*p*q*r-3658*a^2*c*g*p*q*x-484*a^2*c*g*p*r^2-1564*a^2*c*g*p*r*x+ 15402*a^2*c*g*p*x^2-30*a^2*c*g*q^2*r-924*a^2*c*g*q^2*x-52*a^2*c*g*q*r^2-688*a^2 *c*g*q*r*x+7416*a^2*c*g*q*x^2-84*a^2*c*g*r^3+474*a^2*c*g*r^2*x+15016*a^2*c*g*r* x^2+13504*a^2*c*g*x^3-36*a^2*c*p^4-96*a^2*c*p^3*r-442*a^2*c*p^3*x-246*a^2*c*p^2 *q*x-84*a^2*c*p^2*r^2-470*a^2*c*p^2*r*x+1086*a^2*c*p^2*x^2-42*a^2*c*p*q*r*x+ 1012*a^2*c*p*q*x^2-24*a^2*c*p*r^3+72*a^2*c*p*r^2*x+2376*a^2*c*p*r*x^2+1976*a^2* c*p*x^3+384*a^2*c*q^2*x^2+108*a^2*c*q*r^2*x+1104*a^2*c*q*r*x^2+364*a^2*c*q*x^3+ 144*a^2*c*r^3*x+360*a^2*c*r^2*x^2-1680*a^2*c*r*x^3-14*a^2*g^5-125*a^2*g^4*p-18* a^2*g^4*q-105*a^2*g^4*r-1364*a^2*g^4*x-235*a^2*g^3*p^2-122*a^2*g^3*p*q-344*a^2* g^3*p*r-2471*a^2*g^3*p*x-5*a^2*g^3*q^2-98*a^2*g^3*q*r-1747*a^2*g^3*q*x-115*a^2* g^3*r^2-684*a^2*g^3*r*x+3528*a^2*g^3*x^2-174*a^2*g^2*p^3-128*a^2*g^2*p^2*q-358* a^2*g^2*p^2*r-1497*a^2*g^2*p^2*x-25*a^2*g^2*p*q^2-160*a^2*g^2*p*q*r-2037*a^2*g^ 2*p*q*x-220*a^2*g^2*p*r^2-418*a^2*g^2*p*r*x+7872*a^2*g^2*p*x^2-19*a^2*g^2*q^2*r -590*a^2*g^2*q^2*x-38*a^2*g^2*q*r^2-369*a^2*g^2*q*r*x+3959*a^2*g^2*q*x^2-36*a^2 *g^2*r^3+447*a^2*g^2*r^2*x+8556*a^2*g^2*r*x^2+7774*a^2*g^2*x^3-42*a^2*g*p^4-36* a^2*g*p^3*q-108*a^2*g*p^3*r-318*a^2*g*p^3*x-12*a^2*g*p^2*q^2-60*a^2*g*p^2*q*r-\ 468*a^2*g*p^2*q*x-90*a^2*g*p^2*r^2-10*a^2*g*p^2*r*x+2752*a^2*g*p^2*x^2-12*a^2*g *p*q^2*r-305*a^2*g*p*q^2*x-24*a^2*g*p*q*r^2+166*a^2*g*p*q*r*x+3823*a^2*g*p*q*x^ 2-24*a^2*g*p*r^3+402*a^2*g*p*r^2*x+3974*a^2*g*p*r*x^2+2362*a^2*g*p*x^3-57*a^2*g *q^3*x-a^2*g*q^2*r^2+21*a^2*g*q^2*r*x+1300*a^2*g*q^2*x^2+339*a^2*g*q*r^2*x+3312 *a^2*g*q*r*x^2+1556*a^2*g*q*x^3+144*a^2*g*r^3*x-384*a^2*g*r^2*x^2-4400*a^2*g*r* x^3-912*a*b^4*c*x-760*a*b^4*g*x-480*a*b^4*p*x+8*a*b^4*r*x+240*a*b^4*x^2-128*a*b ^3*c^3-192*a*b^3*c^2*g-336*a*b^3*c^2*p-240*a*b^3*c^2*r-6016*a*b^3*c^2*x-80*a*b^ 3*c*g^2-400*a*b^3*c*g*p-304*a*b^3*c*g*r-8960*a*b^3*c*g*x-192*a*b^3*c*p^2-192*a* b^3*c*p*r-4624*a*b^3*c*p*x-1824*a*b^3*c*q*x-16*a*b^3*c*r^2-528*a*b^3*c*r*x+4592 *a*b^3*c*x^2-8*a*b^3*g^3-104*a*b^3*g^2*p-88*a*b^3*g^2*r-3064*a*b^3*g^2*x-136*a* b^3*g*p^2-144*a*b^3*g*p*r-3768*a*b^3*g*p*x-1424*a*b^3*g*q*x-16*a*b^3*g*r^2-628* a*b^3*g*r*x+2876*a*b^3*g*x^2-24*a*b^3*p^3-24*a*b^3*p^2*r-632*a*b^3*p^2*x-760*a* b^3*p*q*x+8*a*b^3*p*r^2+204*a*b^3*p*r*x+3916*a*b^3*p*x^2+160*a*b^3*q*r*x+1704*a *b^3*q*x^2+8*a*b^3*r^3+576*a*b^3*r^2*x+5600*a*b^3*r*x^2+5000*a*b^3*x^3-320*a*b^ 2*c^4-800*a*b^2*c^3*g-928*a*b^2*c^3*p-128*a*b^2*c^3*q-672*a*b^2*c^3*r-10720*a*b ^2*c^3*x-640*a*b^2*c^2*g^2-2008*a*b^2*c^2*g*p-192*a*b^2*c^2*g*q-1512*a*b^2*c^2* g*r-25976*a*b^2*c^2*g*x-688*a*b^2*c^2*p^2-336*a*b^2*c^2*p*q-768*a*b^2*c^2*p*r-\ 9984*a*b^2*c^2*p*x-240*a*b^2*c^2*q*r-6944*a*b^2*c^2*q*x-128*a*b^2*c^2*r^2-936*a *b^2*c^2*r*x+15576*a*b^2*c^2*x^2-192*a*b^2*c*g^3-1256*a*b^2*c*g^2*p-80*a*b^2*c* g^2*q-1000*a*b^2*c*g^2*r-18888*a*b^2*c*g^2*x-1128*a*b^2*c*g*p^2-400*a*b^2*c*g*p *q-1312*a*b^2*c*g*p*r-18084*a*b^2*c*g*p*x-304*a*b^2*c*g*q*r-10604*a*b^2*c*g*q*x -248*a*b^2*c*g*r^2-3208*a*b^2*c*g*r*x+19748*a*b^2*c*g*x^2-192*a*b^2*c*p^3-192*a *b^2*c*p^2*q-288*a*b^2*c*p^2*r-2396*a*b^2*c*p^2*x-192*a*b^2*c*p*q*r-4576*a*b^2* c*p*q*x-80*a*b^2*c*p*r^2+1272*a*b^2*c*p*r*x+19268*a*b^2*c*p*x^2-1140*a*b^2*c*q^ 2*x-16*a*b^2*c*q*r^2+164*a*b^2*c*q*r*x+11520*a*b^2*c*q*x^2+16*a*b^2*c*r^3+2316* a*b^2*c*r^2*x+23880*a*b^2*c*r*x^2+19112*a*b^2*c*x^3-16*a*b^2*g^4-236*a*b^2*g^3* p-8*a*b^2*g^3*q-204*a*b^2*g^3*r-4258*a*b^2*g^3*x-392*a*b^2*g^2*p^2-104*a*b^2*g^ 2*p*q-472*a*b^2*g^2*p*r-7198*a*b^2*g^2*p*x-88*a*b^2*g^2*q*r-3758*a*b^2*g^2*q*x-\ 96*a*b^2*g^2*r^2-1758*a*b^2*g^2*r*x+4950*a*b^2*g^2*x^2-172*a*b^2*g*p^3-136*a*b^ 2*g*p^2*q-268*a*b^2*g*p^2*r-2354*a*b^2*g*p^2*x-144*a*b^2*g*p*q*r-3880*a*b^2*g*p *q*x-84*a*b^2*g*p*r^2+696*a*b^2*g*p*r*x+15726*a*b^2*g*p*x^2-854*a*b^2*g*q^2*x-\ 16*a*b^2*g*q*r^2-68*a*b^2*g*q*r*x+8530*a*b^2*g*q*x^2+12*a*b^2*g*r^3+2004*a*b^2* g*r^2*x+21556*a*b^2*g*r*x^2+18576*a*b^2*g*x^3-24*a*b^2*p^4-24*a*b^2*p^3*q-48*a* b^2*p^3*r-212*a*b^2*p^3*x-24*a*b^2*p^2*q*r-612*a*b^2*p^2*q*x-24*a*b^2*p^2*r^2+ 294*a*b^2*p^2*r*x+3706*a*b^2*p^2*x^2-400*a*b^2*p*q^2*x+8*a*b^2*p*q*r^2+330*a*b^ 2*p*q*r*x+5210*a*b^2*p*q*x^2+426*a*b^2*p*r^2*x+4848*a*b^2*p*r*x^2+2748*a*b^2*p* x^3+154*a*b^2*q^2*r*x+1504*a*b^2*q^2*x^2+8*a*b^2*q*r^3+540*a*b^2*q*r^2*x+4796*a *b^2*q*r*x^2+2748*a*b^2*q*x^3-96*a*b^2*r^3*x-1992*a*b^2*r^2*x^2-7120*a*b^2*r*x^ 3-192*a*b*c^5-752*a*b*c^4*g-608*a*b*c^4*p-160*a*b*c^4*q-448*a*b*c^4*r-5744*a*b* c^4*x-1000*a*b*c^3*g^2-2152*a*b*c^3*g*p-432*a*b*c^3*g*q-1624*a*b*c^3*g*r-22144* a*b*c^3*g*x-560*a*b*c^3*p^2-464*a*b*c^3*p*q-688*a*b*c^3*p*r-6168*a*b*c^3*p*x-32 *a*b*c^3*q^2-336*a*b*c^3*q*r-5768*a*b*c^3*q*x-160*a*b*c^3*r^2-176*a*b*c^3*r*x+ 15240*a*b*c^3*x^2-572*a*b*c^2*g^3-2436*a*b*c^2*g^2*p-368*a*b*c^2*g^2*q-1900*a*b *c^2*g^2*r-27872*a*b*c^2*g^2*x-1644*a*b*c^2*g*p^2-1088*a*b*c^2*g*p*q-2056*a*b*c ^2*g*p*r-19952*a*b*c^2*g*p*x-48*a*b*c^2*g*q^2-816*a*b*c^2*g*q*r-15708*a*b*c^2*g *q*x-496*a*b*c^2*g*r^2-2416*a*b*c^2*g*r*x+35388*a*b*c^2*g*x^2-244*a*b*c^2*p^3-\ 344*a*b*c^2*p^2*q-436*a*b*c^2*p^2*r-2028*a*b*c^2*p^2*x-84*a*b*c^2*p*q^2-384*a*b *c^2*p*q*r-4808*a*b*c^2*p*q*x-208*a*b*c^2*p*r^2+1668*a*b*c^2*p*r*x+23064*a*b*c^ 2*p*x^2-60*a*b*c^2*q^2*r-1968*a*b*c^2*q^2*x-64*a*b*c^2*q*r^2+156*a*b*c^2*q*r*x+ 15084*a*b*c^2*q*x^2-16*a*b*c^2*r^3+2112*a*b*c^2*r^2*x+23328*a*b*c^2*r*x^2+17376 *a*b*c^2*x^3-138*a*b*c*g^4-1082*a*b*c*g^3*p-116*a*b*c*g^3*q-886*a*b*c*g^3*r-\ 13990*a*b*c*g^3*x-1350*a*b*c*g^2*p^2-728*a*b*c*g^2*p*q-1716*a*b*c*g^2*p*r-18396 *a*b*c*g^2*p*x-20*a*b*c*g^2*q^2-576*a*b*c*g^2*q*r-12610*a*b*c*g^2*q*x-424*a*b*c *g^2*r^2-3704*a*b*c*g^2*r*x+22044*a*b*c*g^2*x^2-506*a*b*c*g*p^3-612*a*b*c*g*p^2 *q-906*a*b*c*g*p^2*r-4734*a*b*c*g*p^2*x-100*a*b*c*g*p*q^2-704*a*b*c*g*p*q*r-\ 9886*a*b*c*g*p*q*x-432*a*b*c*g*p*r^2+2470*a*b*c*g*p*r*x+42528*a*b*c*g*p*x^2-76* a*b*c*g*q^2*r-3290*a*b*c*g*q^2*x-128*a*b*c*g*q*r^2-482*a*b*c*g*q*r*x+25014*a*b* c*g*q*x^2-32*a*b*c*g*r^3+4272*a*b*c*g*r^2*x+48768*a*b*c*g*r*x^2+39936*a*b*c*g*x ^3-60*a*b*c*p^4-96*a*b*c*p^3*q-144*a*b*c*p^3*r-294*a*b*c*p^3*x-48*a*b*c*p^2*q^2 -144*a*b*c*p^2*q*r-1106*a*b*c*p^2*q*x-108*a*b*c*p^2*r^2+798*a*b*c*p^2*r*x+8350* a*b*c*p^2*x^2-48*a*b*c*p*q^2*r-1132*a*b*c*p*q^2*x-40*a*b*c*p*q*r^2+920*a*b*c*p* q*r*x+12330*a*b*c*p*q*x^2-24*a*b*c*p*r^3+1032*a*b*c*p*r^2*x+9568*a*b*c*p*r*x^2+ 4652*a*b*c*p*x^3-228*a*b*c*q^3*x-4*a*b*c*q^2*r^2+214*a*b*c*q^2*r*x+4544*a*b*c*q ^2*x^2+8*a*b*c*q*r^3+1176*a*b*c*q*r^2*x+10448*a*b*c*q*r*x^2+4652*a*b*c*q*x^3+48 *a*b*c*r^3*x-3120*a*b*c*r^2*x^2-14048*a*b*c*r*x^3-10*a*b*g^5-163*a*b*g^4*p-10*a *b*g^4*q-143*a*b*g^4*r-2436*a*b*g^4*x-324*a*b*g^3*p^2-144*a*b*g^3*p*q-422*a*b*g ^3*p*r-5003*a*b*g^3*p*x-2*a*b*g^3*q^2-124*a*b*g^3*q*r-3067*a*b*g^3*q*x-108*a*b* g^3*r^2-1372*a*b*g^3*r*x+3450*a*b*g^3*x^2-217*a*b*g^2*p^3-230*a*b*g^2*p^2*q-389 *a*b*g^2*p^2*r-2338*a*b*g^2*p^2*x-26*a*b*g^2*p*q^2-272*a*b*g^2*p*q*r-4369*a*b*g ^2*p*q*x-184*a*b*g^2*p*r^2+655*a*b*g^2*p*r*x+16953*a*b*g^2*p*x^2-22*a*b*g^2*q^2 *r-1279*a*b*g^2*q^2*x-52*a*b*g^2*q*r^2-497*a*b*g^2*q*r*x+9081*a*b*g^2*q*x^2-12* a*b*g^2*r^3+1860*a*b*g^2*r^2*x+22236*a*b*g^2*r*x^2+19644*a*b*g^2*x^3-64*a*b*g*p ^4-92*a*b*g*p^3*q-152*a*b*g*p^3*r-377*a*b*g*p^3*x-34*a*b*g*p^2*q^2-140*a*b*g*p^ 2*q*r-1233*a*b*g*p^2*q*x-112*a*b*g*p^2*r^2+697*a*b*g*p^2*r*x+7965*a*b*g*p^2*x^2 -36*a*b*g*p*q^2*r-1068*a*b*g*p*q^2*x-40*a*b*g*p*q*r^2+716*a*b*g*p*q*r*x+11535*a *b*g*p*q*x^2-24*a*b*g*p*r^3+1068*a*b*g*p*r^2*x+10270*a*b*g*p*r*x^2+5810*a*b*g*p *x^3-166*a*b*g*q^3*x-4*a*b*g*q^2*r^2+161*a*b*g*q^2*r*x+3852*a*b*g*q^2*x^2+8*a*b *g*q*r^3+1164*a*b*g*q*r^2*x+10730*a*b*g*q*r*x^2+5810*a*b*g*q*x^3+48*a*b*g*r^3*x -3120*a*b*g*r^2*x^2-14336*a*b*g*r*x^3-6*a*b*p^5-12*a*b*p^4*q-18*a*b*p^4*r-8*a*b *p^4*x-6*a*b*p^3*q^2-24*a*b*p^3*q*r-86*a*b*p^3*q*x-18*a*b*p^3*r^2+130*a*b*p^3*r *x+898*a*b*p^3*x^2-6*a*b*p^2*q^2*r-148*a*b*p^2*q^2*x-12*a*b*p^2*q*r^2+206*a*b*p ^2*q*r*x+2152*a*b*p^2*q*x^2-6*a*b*p^2*r^3+210*a*b*p^2*r^2*x+1126*a*b*p^2*r*x^2+ 148*a*b*p^2*x^3-70*a*b*p*q^3*x+2*a*b*p*q^2*r^2+114*a*b*p*q^2*r*x+1610*a*b*p*q^2 *x^2+240*a*b*p*q*r^2*x+2124*a*b*p*q*r*x^2+296*a*b*p*q*x^3+72*a*b*p*r^3*x-564*a* b*p*r^2*x^2-3272*a*b*p*r*x^3+38*a*b*q^3*r*x+356*a*b*q^3*x^2+2*a*b*q^2*r^3+126*a *b*q^2*r^2*x+998*a*b*q^2*r*x^2+148*a*b*q^2*x^3-48*a*b*q*r^3*x-996*a*b*q*r^2*x^2 -3272*a*b*q*r*x^3+480*a*b*r^2*x^3-96*a*c^5*g-16*a*c^5*p-16*a*c^5*r-320*a*c^5*x-\ 296*a*c^4*g^2-368*a*c^4*g*p-80*a*c^4*g*q-288*a*c^4*g*r-3928*a*c^4*g*x-64*a*c^4* p^2-112*a*c^4*p*r-1096*a*c^4*p*x-176*a*c^4*q*x-48*a*c^4*r^2-544*a*c^4*r*x+1168* a*c^4*x^2-316*a*c^3*g^3-920*a*c^3*g^2*p-184*a*c^3*g^2*q-720*a*c^3*g^2*r-9440*a* c^3*g^2*x-488*a*c^3*g*p^2-232*a*c^3*g*p*q-712*a*c^3*g*p*r-6132*a*c^3*g*p*x-16*a *c^3*g*q^2-168*a*c^3*g*q*r-3476*a*c^3*g*q*x-240*a*c^3*g*r^2-1688*a*c^3*g*r*x+ 10252*a*c^3*g*x^2-76*a*c^3*p^3-172*a*c^3*p^2*r-1176*a*c^3*p^2*x-420*a*c^3*p*q*x -120*a*c^3*p*r^2-936*a*c^3*p*r*x+2536*a*c^3*p*x^2-204*a*c^3*q*r*x+1048*a*c^3*q* x^2-24*a*c^3*r^3-108*a*c^3*r^2*x+2712*a*c^3*r*x^2+2528*a*c^3*x^3-150*a*c^2*g^4-\ 796*a*c^2*g^3*p-136*a*c^2*g^3*q-640*a*c^2*g^3*r-8606*a*c^2*g^3*x-850*a*c^2*g^2* p^2-460*a*c^2*g^2*p*q-1196*a*c^2*g^2*p*r-9988*a*c^2*g^2*p*x-24*a*c^2*g^2*q^2-\ 348*a*c^2*g^2*q*r-6718*a*c^2*g^2*q*x-376*a*c^2*g^2*r^2-2358*a*c^2*g^2*r*x+15872 *a*c^2*g^2*x^2-302*a*c^2*g*p^3-172*a*c^2*g*p^2*q-630*a*c^2*g*p^2*r-3502*a*c^2*g *p^2*x-42*a*c^2*g*p*q^2-192*a*c^2*g*p*q*r-3448*a*c^2*g*p*q*x-396*a*c^2*g*p*r^2-\ 1442*a*c^2*g*p*r*x+15604*a*c^2*g*p*x^2-30*a*c^2*g*q^2*r-984*a*c^2*g*q^2*x-32*a* c^2*g*q*r^2-450*a*c^2*g*q*r*x+8850*a*c^2*g*q*x^2-68*a*c^2*g*r^3+624*a*c^2*g*r^2 *x+16568*a*c^2*g*r*x^2+14384*a*c^2*g*x^3-36*a*c^2*p^4-96*a*c^2*p^3*r-514*a*c^2* p^3*x-246*a*c^2*p^2*q*x-84*a*c^2*p^2*r^2-456*a*c^2*p^2*r*x+1660*a*c^2*p^2*x^2-\ 42*a*c^2*p*q*r*x+1528*a*c^2*p*q*x^2-24*a*c^2*p*r^3+126*a*c^2*p*r^2*x+3216*a*c^2 *p*r*x^2+2528*a*c^2*p*x^3+384*a*c^2*q^2*x^2+108*a*c^2*q*r^2*x+1008*a*c^2*q*r*x^ 2-152*a*c^2*q*x^3+144*a*c^2*r^3*x+248*a*c^2*r^2*x^2-2176*a*c^2*r*x^3-31*a*c*g^5 -285*a*c*g^4*p-38*a*c*g^4*q-239*a*c*g^4*r-3390*a*c*g^4*x-493*a*c*g^3*p^2-264*a* c*g^3*p*q-694*a*c*g^3*p*r-6028*a*c*g^3*p*x-10*a*c*g^3*q^2-212*a*c*g^3*q*r-4126* a*c*g^3*q*x-216*a*c*g^3*r^2-1563*a*c*g^3*r*x+7531*a*c*g^3*x^2-323*a*c*g^2*p^3-\ 258*a*c*g^2*p^2*q-655*a*c*g^2*p^2*r-3245*a*c*g^2*p^2*x-50*a*c*g^2*p*q^2-304*a*c *g^2*p*q*r-4525*a*c*g^2*p*q*x-394*a*c*g^2*p*r^2-635*a*c*g^2*p*r*x+18290*a*c*g^2 *p*x^2-38*a*c*g^2*q^2*r-1360*a*c*g^2*q^2*x-60*a*c*g^2*q*r^2-666*a*c*g^2*q*r*x+ 9763*a*c*g^2*q*x^2-62*a*c*g^2*r^3+1152*a*c*g^2*r^2*x+20732*a*c*g^2*r*x^2+18580* a*c*g^2*x^3-82*a*c*g*p^4-48*a*c*g*p^3*q-212*a*c*g*p^3*r-841*a*c*g*p^3*x-24*a*c* g*p^2*q^2-72*a*c*g*p^2*q*r-925*a*c*g*p^2*q*x-178*a*c*g*p^2*r^2-329*a*c*g*p^2*r* x+5895*a*c*g*p^2*x^2-24*a*c*g*p*q^2*r-566*a*c*g*p*q^2*x-20*a*c*g*p*q*r^2+388*a* c*g*p*q*r*x+7869*a*c*g*p*q*x^2-48*a*c*g*p*r^3+624*a*c*g*p*r^2*x+8786*a*c*g*p*r* x^2+5806*a*c*g*p*x^3-114*a*c*g*q^3*x-2*a*c*g*q^2*r^2+107*a*c*g*q^2*r*x+2852*a*c *g*q^2*x^2+4*a*c*g*q*r^3+750*a*c*g*q*r^2*x+6854*a*c*g*q*r*x^2+2662*a*c*g*q*x^3+ 240*a*c*g*r^3*x-1060*a*c*g*r^2*x^2-9824*a*c*g*r*x^3-6*a*c*p^5-18*a*c*p^4*r-80*a *c*p^4*x-40*a*c*p^3*q*x-18*a*c*p^3*r^2-62*a*c*p^3*r*x+342*a*c*p^3*x^2+30*a*c*p^ 2*q*r*x+502*a*c*p^2*q*x^2-6*a*c*p^2*r^3+90*a*c*p^2*r^2*x+930*a*c*p^2*r*x^2+632* a*c*p^2*x^3+168*a*c*p*q^2*x^2+54*a*c*p*q*r^2*x+426*a*c*p*q*r*x^2-76*a*c*p*q*x^3 +72*a*c*p*r^3*x+68*a*c*p*r^2*x^2-1088*a*c*p*r*x^3-36*a*c*q^2*r*x^2-164*a*c*q^2* x^3-80*a*c*q*r^2*x^2-200*a*c*q*r*x^3-40*a*c*r^3*x^2+80*a*c*r^2*x^3-2*a*g^6-36*a *g^5*p-3*a*g^5*q-32*a*g^5*r-488*a*g^5*x-91*a*g^4*p^2-46*a*g^4*p*q-130*a*g^4*p*r -1215*a*g^4*p*x-a*g^4*q^2-40*a*g^4*q*r-807*a*g^4*q*x-41*a*g^4*r^2-369*a*g^4*r*x +1006*a*g^4*x^2-92*a*g^3*p^3-81*a*g^3*p^2*q-186*a*g^3*p^2*r-923*a*g^3*p^2*x-13* a*g^3*p*q^2-100*a*g^3*p*q*r-1464*a*g^3*p*q*x-111*a*g^3*p*r^2-145*a*g^3*p*r*x+ 5255*a*g^3*p*x^2-11*a*g^3*q^2*r-426*a*g^3*q^2*x-22*a*g^3*q*r^2-297*a*g^3*q*r*x+ 2493*a*g^3*q*x^2-17*a*g^3*r^3+393*a*g^3*r^2*x+6701*a*g^3*r*x^2+6390*a*g^3*x^3-\ 43*a*g^2*p^4-40*a*g^2*p^3*q-110*a*g^2*p^3*r-354*a*g^2*p^3*x-17*a*g^2*p^2*q^2-64 *a*g^2*p^2*q*r-588*a*g^2*p^2*q*x-91*a*g^2*p^2*r^2+25*a*g^2*p^2*r*x+3501*a*g^2*p ^2*x^2-18*a*g^2*p*q^2*r-434*a*g^2*p*q^2*x-22*a*g^2*p*q*r^2+250*a*g^2*p*q*r*x+ 4935*a*g^2*p*q*x^2-24*a*g^2*p*r^3+450*a*g^2*p*r^2*x+5120*a*g^2*p*r*x^2+3326*a*g ^2*p*x^3-83*a*g^2*q^3*x-2*a*g^2*q^2*r^2+42*a*g^2*q^2*r*x+1744*a*g^2*q^2*x^2+2*a *g^2*q*r^3+501*a*g^2*q*r^2*x+4729*a*g^2*q*r*x^2+2424*a*g^2*q*x^3+120*a*g^2*r^3* x-874*a*g^2*r^2*x^2-6244*a*g^2*r*x^3-6*a*g*p^5-6*a*g*p^4*q-18*a*g*p^4*r-44*a*g* p^4*x-3*a*g*p^3*q^2-12*a*g*p^3*q*r-63*a*g*p^3*q*x-18*a*g*p^3*r^2+34*a*g*p^3*r*x +620*a*g*p^3*x^2-3*a*g*p^2*q^2*r-74*a*g*p^2*q^2*x-6*a*g*p^2*q*r^2+118*a*g*p^2*q *r*x+1327*a*g*p^2*q*x^2-6*a*g*p^2*r^3+150*a*g*p^2*r^2*x+1028*a*g*p^2*r*x^2+390* a*g*p^2*x^3-35*a*g*p*q^3*x+a*g*p*q^2*r^2+57*a*g*p*q^2*r*x+889*a*g*p*q^2*x^2+147 *a*g*p*q*r^2*x+1275*a*g*p*q*r*x^2+110*a*g*p*q*x^3+72*a*g*p*r^3*x-248*a*g*p*r^2* x^2-2180*a*g*p*r*x^3+19*a*g*q^3*r*x+178*a*g*q^3*x^2+a*g*q^2*r^3+63*a*g*q^2*r^2* x+481*a*g*q^2*r*x^2-8*a*g*q^2*x^3-24*a*g*q*r^3*x-538*a*g*q*r^2*x^2-1736*a*g*q*r *x^3-20*a*g*r^3*x^2+280*a*g*r^2*x^3-224*b^4*c^2*x-568*b^4*c*g*x-80*b^4*c*p*x+ 296*b^4*c*r*x+1056*b^4*c*x^2-208*b^4*g^2*x-280*b^4*g*p*x+152*b^4*g*r*x+648*b^4* g*x^2-32*b^3*c^4-64*b^3*c^3*g-112*b^3*c^3*p-80*b^3*c^3*r-1552*b^3*c^3*x-40*b^3* c^2*g^2-200*b^3*c^2*g*p-152*b^3*c^2*g*r-4048*b^3*c^2*g*x-96*b^3*c^2*p^2-96*b^3* c^2*p*r-1464*b^3*c^2*p*x-680*b^3*c^2*q*x-8*b^3*c^2*r^2+432*b^3*c^2*r*x+2296*b^3 *c^2*x^2-8*b^3*c*g^3-104*b^3*c*g^2*p-88*b^3*c*g^2*r-2952*b^3*c*g^2*x-136*b^3*c* g*p^2-144*b^3*c*g*p*r-3136*b^3*c*g*p*x-1232*b^3*c*g*q*x-16*b^3*c*g*r^2+372*b^3* c*g*r*x+5100*b^3*c*g*x^2-24*b^3*c*p^3-24*b^3*c*p^2*r-368*b^3*c*p^2*x-360*b^3*c* p*q*x+8*b^3*c*p*r^2+108*b^3*c*p*r*x+324*b^3*c*p*x^2+448*b^3*c*q*r*x+1104*b^3*c* q*x^2+8*b^3*c*r^3+520*b^3*c*r^2*x+1904*b^3*c*r*x^2+1064*b^3*c*x^3-16*b^3*g^3*p-\ 16*b^3*g^3*r-648*b^3*g^3*x-40*b^3*g^2*p^2-48*b^3*g^2*p*r-1316*b^3*g^2*p*x-416*b ^3*g^2*q*x-8*b^3*g^2*r^2-8*b^3*g^2*r*x+1456*b^3*g^2*x^2-24*b^3*g*p^3-24*b^3*g*p ^2*r-500*b^3*g*p^2*x-560*b^3*g*p*q*x+8*b^3*g*p*r^2+156*b^3*g*p*r*x+2120*b^3*g*p *x^2+304*b^3*g*q*r*x+1404*b^3*g*q*x^2+8*b^3*g*r^3+548*b^3*g*r^2*x+3752*b^3*g*r* x^2+3032*b^3*g*x^3-64*b^2*c^5-208*b^2*c^4*g-224*b^2*c^4*p-32*b^2*c^4*q-160*b^2* c^4*r-2288*b^2*c^4*x-224*b^2*c^3*g^2-696*b^2*c^3*g*p-64*b^2*c^3*g*q-520*b^2*c^3 *g*r-8584*b^2*c^3*g*x-192*b^2*c^3*p^2-112*b^2*c^3*p*q-192*b^2*c^3*p*r-2184*b^2* c^3*p*x-80*b^2*c^3*q*r-2168*b^2*c^3*q*x-16*b^2*c^3*r^2+504*b^2*c^3*r*x+3720*b^2 *c^3*x^2-100*b^2*c^2*g^3-668*b^2*c^2*g^2*p-40*b^2*c^2*g^2*q-532*b^2*c^2*g^2*r-\ 9964*b^2*c^2*g^2*x-568*b^2*c^2*g*p^2-200*b^2*c^2*g*p*q-624*b^2*c^2*g*p*r-8300*b ^2*c^2*g*p*x-152*b^2*c^2*g*q*r-5388*b^2*c^2*g*q*x-92*b^2*c^2*g*r^2+4*b^2*c^2*g* r*x+11636*b^2*c^2*g*x^2-48*b^2*c^2*p^3-96*b^2*c^2*p^2*q-48*b^2*c^2*p^2*r-304*b^ 2*c^2*p^2*x-96*b^2*c^2*p*q*r-1776*b^2*c^2*p*q*x+16*b^2*c^2*p*r^2+936*b^2*c^2*p* r*x+3908*b^2*c^2*p*x^2-512*b^2*c^2*q^2*x-8*b^2*c^2*q*r^2+560*b^2*c^2*q*r*x+2868 *b^2*c^2*q*x^2+16*b^2*c^2*r^3+1196*b^2*c^2*r^2*x+6000*b^2*c^2*r*x^2+3952*b^2*c^ 2*x^3-16*b^2*c*g^4-252*b^2*c*g^3*p-8*b^2*c*g^3*q-220*b^2*c*g^3*r-4618*b^2*c*g^3 *x-416*b^2*c*g^2*p^2-104*b^2*c*g^2*p*q-488*b^2*c*g^2*p*r-7450*b^2*c*g^2*p*x-88* b^2*c*g^2*q*r-3934*b^2*c*g^2*q*x-88*b^2*c*g^2*r^2-864*b^2*c*g^2*r*x+7616*b^2*c* g^2*x^2-156*b^2*c*g*p^3-136*b^2*c*g*p^2*q-204*b^2*c*g*p^2*r-1950*b^2*c*g*p^2*x-\ 144*b^2*c*g*p*q*r-3672*b^2*c*g*p*q*x-20*b^2*c*g*p*r^2+1236*b^2*c*g*p*r*x+11838* b^2*c*g*p*x^2-806*b^2*c*g*q^2*x-16*b^2*c*g*q*r^2+868*b^2*c*g*q*r*x+8238*b^2*c*g *q*x^2+28*b^2*c*g*r^3+2578*b^2*c*g*r^2*x+18128*b^2*c*g*r*x^2+13504*b^2*c*g*x^3-\ 24*b^2*c*p^3*q+108*b^2*c*p^3*x-24*b^2*c*p^2*q*r-296*b^2*c*p^2*q*x+216*b^2*c*p^2 *r*x+1020*b^2*c*p^2*x^2-300*b^2*c*p*q^2*x+8*b^2*c*p*q*r^2+162*b^2*c*p*q*r*x+ 1418*b^2*c*p*q*x^2-12*b^2*c*p*r^2*x+552*b^2*c*p*r*x^2+364*b^2*c*p*x^3+226*b^2*c *q^2*r*x+504*b^2*c*q^2*x^2+8*b^2*c*q*r^3+496*b^2*c*q*r^2*x+2400*b^2*c*q*r*x^2+ 1976*b^2*c*q*x^3-96*b^2*c*r^3*x-1080*b^2*c*r^2*x^2-1680*b^2*c*r*x^3-32*b^2*g^4* p-32*b^2*g^4*r-748*b^2*g^4*x-88*b^2*g^3*p^2-16*b^2*g^3*p*q-112*b^2*g^3*p*r-1920 *b^2*g^3*p*x-16*b^2*g^3*q*r-876*b^2*g^3*q*x-24*b^2*g^3*r^2-414*b^2*g^3*r*x+1074 *b^2*g^3*x^2-68*b^2*g^2*p^3-40*b^2*g^2*p^2*q-92*b^2*g^2*p^2*r-1086*b^2*g^2*p^2* x-48*b^2*g^2*p*q*r-1576*b^2*g^2*p*q*x-12*b^2*g^2*p*r^2+339*b^2*g^2*p*r*x+5353*b ^2*g^2*p*x^2-260*b^2*g^2*q^2*x-8*b^2*g^2*q*r^2+246*b^2*g^2*q*r*x+3258*b^2*g^2*q *x^2+12*b^2*g^2*r^3+1155*b^2*g^2*r^2*x+9312*b^2*g^2*r*x^2+7774*b^2*g^2*x^3-12*b ^2*g*p^4-24*b^2*g*p^3*q-24*b^2*g*p^3*r-52*b^2*g*p^3*x-24*b^2*g*p^2*q*r-454*b^2* g*p^2*q*x-12*b^2*g*p^2*r^2+255*b^2*g*p^2*r*x+2363*b^2*g*p^2*x^2-350*b^2*g*p*q^2 *x+8*b^2*g*p*q*r^2+246*b^2*g*p*q*r*x+3314*b^2*g*p*q*x^2+207*b^2*g*p*r^2*x+2700* b^2*g*p*r*x^2+1556*b^2*g*p*x^3+190*b^2*g*q^2*r*x+1004*b^2*g*q^2*x^2+8*b^2*g*q*r ^3+518*b^2*g*q*r^2*x+3598*b^2*g*q*r*x^2+2362*b^2*g*q*x^3-96*b^2*g*r^3*x-1536*b^ 2*g*r^2*x^2-4400*b^2*g*r*x^3-32*b*c^6-160*b*c^5*g-112*b*c^5*p-32*b*c^5*q-80*b*c ^5*r-960*b*c^5*x-272*b*c^4*g^2-560*b*c^4*g*p-112*b*c^4*g*q-416*b*c^4*g*r-5576*b *c^4*g*x-96*b*c^4*p^2-112*b*c^4*p*q-96*b*c^4*p*r-800*b*c^4*p*x-8*b*c^4*q^2-80*b *c^4*q*r-1416*b*c^4*q*x-8*b*c^4*r^2+368*b*c^4*r*x+2432*b*c^4*x^2-208*b*c^3*g^3-\ 888*b*c^3*g^2*p-128*b*c^3*g^2*q-688*b*c^3*g^2*r-10200*b*c^3*g^2*x-512*b*c^3*g*p ^2-376*b*c^3*g*p*q-584*b*c^3*g*p*r-5756*b*c^3*g*p*x-16*b*c^3*g*q^2-280*b*c^3*g* q*r-5652*b*c^3*g*q*x-104*b*c^3*g*r^2+344*b*c^3*g*r*x+11612*b*c^3*g*x^2-24*b*c^3 *p^3-96*b*c^3*p^2*q-24*b*c^3*p^2*r+64*b*c^3*p^2*x-28*b*c^3*p*q^2-96*b*c^3*p*q*r -1164*b*c^3*p*q*x+8*b*c^3*p*r^2+828*b*c^3*p*r*x+3416*b*c^3*p*x^2-20*b*c^3*q^2*r -696*b*c^3*q^2*x-8*b*c^3*q*r^2+376*b*c^3*q*r*x+2864*b*c^3*q*x^2+8*b*c^3*r^3+676 *b*c^3*r^2*x+3864*b*c^3*r*x^2+2528*b*c^3*x^3-74*b*c^2*g^4-604*b*c^2*g^3*p-60*b* c^2*g^3*q-496*b*c^2*g^3*r-7994*b*c^2*g^3*x-708*b*c^2*g^2*p^2-384*b*c^2*g^2*p*q-\ 848*b*c^2*g^2*p*r-9632*b*c^2*g^2*p*x-10*b*c^2*g^2*q^2-304*b*c^2*g^2*q*r-7110*b* c^2*g^2*q*x-174*b*c^2*g^2*r^2-894*b*c^2*g^2*r*x+13564*b*c^2*g^2*x^2-182*b*c^2*g *p^3-308*b*c^2*g*p^2*q-278*b*c^2*g*p^2*r-1334*b*c^2*g*p^2*x-50*b*c^2*g*p*q^2-\ 336*b*c^2*g*p*q*r-4796*b*c^2*g*p*q*x-84*b*c^2*g*p*r^2+2154*b*c^2*g*p*r*x+16980* b*c^2*g*p*x^2-38*b*c^2*g*q^2*r-1796*b*c^2*g*q^2*x-48*b*c^2*g*q*r^2+618*b*c^2*g* q*r*x+10994*b*c^2*g*q*x^2+12*b*c^2*g*r^3+2632*b*c^2*g*r^2*x+19984*b*c^2*g*r*x^2 +14384*b*c^2*g*x^3-24*b*c^2*p^3*q+108*b*c^2*p^3*x-24*b*c^2*p^2*q^2-24*b*c^2*p^2 *q*r-80*b*c^2*p^2*q*x+216*b*c^2*p^2*r*x+876*b*c^2*p^2*x^2-24*b*c^2*p*q^2*r-522* b*c^2*p*q^2*x+8*b*c^2*p*q*r^2+522*b*c^2*p*q*r*x+2936*b*c^2*p*q*x^2-12*b*c^2*p*r ^2*x+216*b*c^2*p*r*x^2-152*b*c^2*p*x^3-114*b*c^2*q^3*x-2*b*c^2*q^2*r^2+172*b*c^ 2*q^2*r*x+1040*b*c^2*q^2*x^2+8*b*c^2*q*r^3+574*b*c^2*q*r^2*x+3360*b*c^2*q*r*x^2 +2528*b*c^2*q*x^3-96*b*c^2*r^3*x-1208*b*c^2*r^2*x^2-2176*b*c^2*r*x^3-10*b*c*g^5 -183*b*c*g^4*p-10*b*c*g^4*q-163*b*c*g^4*r-2832*b*c*g^4*x-358*b*c*g^3*p^2-152*b* c*g^3*p*q-450*b*c*g^3*p*r-5701*b*c*g^3*p*x-2*b*c*g^3*q^2-132*b*c*g^3*q*r-3527*b *c*g^3*q*x-102*b*c*g^3*r^2-1161*b*c*g^3*r*x+4883*b*c*g^3*x^2-203*b*c*g^2*p^3-\ 242*b*c*g^2*p^2*q-319*b*c*g^2*p^2*r-2198*b*c*g^2*p^2*x-26*b*c*g^2*p*q^2-280*b*c *g^2*p*q*r-4767*b*c*g^2*p*q*x-106*b*c*g^2*p*r^2+1448*b*c*g^2*p*r*x+17024*b*c*g^ 2*p*x^2-22*b*c*g^2*q^2*r-1395*b*c*g^2*q^2*x-48*b*c*g^2*q*r^2+185*b*c*g^2*q*r*x+ 10099*b*c*g^2*q*x^2+10*b*c*g^2*r^3+2680*b*c*g^2*r^2*x+23284*b*c*g^2*r*x^2+18580 *b*c*g^2*x^3-30*b*c*g*p^4-84*b*c*g*p^3*q-72*b*c*g*p^3*r+15*b*c*g*p^3*x-34*b*c*g *p^2*q^2-108*b*c*g*p^2*q*r-913*b*c*g*p^2*q*x-54*b*c*g*p^2*r^2+723*b*c*g*p^2*r*x +5653*b*c*g*p^2*x^2-36*b*c*g*p*q^2*r-1122*b*c*g*p*q^2*x-8*b*c*g*p*q*r^2+868*b*c *g*p*q*r*x+8955*b*c*g*p*q*x^2-12*b*c*g*p*r^3+498*b*c*g*p*r^2*x+5470*b*c*g*p*r*x ^2+2662*b*c*g*p*x^3-166*b*c*g*q^3*x-4*b*c*g*q^2*r^2+379*b*c*g*q^2*r*x+3108*b*c* g*q^2*x^2+16*b*c*g*q*r^3+1392*b*c*g*q*r^2*x+9478*b*c*g*q*r*x^2+5806*b*c*g*q*x^3 -120*b*c*g*r^3*x-3260*b*c*g*r^2*x^2-9824*b*c*g*r*x^3-6*b*c*p^3*q^2+54*b*c*p^3*q *x-36*b*c*p^3*x^2-6*b*c*p^2*q^2*r-56*b*c*p^2*q^2*x+108*b*c*p^2*q*r*x+462*b*c*p^ 2*q*x^2-108*b*c*p^2*r*x^2-164*b*c*p^2*x^3-70*b*c*p*q^3*x+2*b*c*p*q^2*r^2+54*b*c *p*q^2*r*x+614*b*c*p*q^2*x^2-6*b*c*p*q*r^2*x+186*b*c*p*q*r*x^2-76*b*c*p*q*x^3-\ 40*b*c*p*r^2*x^2-200*b*c*p*r*x^3+38*b*c*q^3*r*x+108*b*c*q^3*x^2+2*b*c*q^2*r^3+ 118*b*c*q^2*r^2*x+714*b*c*q^2*r*x^2+632*b*c*q^2*x^3-48*b*c*q*r^3*x-548*b*c*q*r^ 2*x^2-1088*b*c*q*r*x^3+40*b*c*r^3*x^2+80*b*c*r^2*x^3-20*b*g^5*p-20*b*g^5*r-374* b*g^5*x-60*b*g^4*p^2-20*b*g^4*p*q-80*b*g^4*p*r-1112*b*g^4*p*x-20*b*g^4*q*r-604* b*g^4*q*x-20*b*g^4*r^2-337*b*g^4*r*x+350*b*g^4*x^2-57*b*g^3*p^3-54*b*g^3*p^2*q-\ 91*b*g^3*p^2*r-772*b*g^3*p^2*x-4*b*g^3*p*q^2-68*b*g^3*p*q*r-1327*b*g^3*p*q*x-31 *b*g^3*p*r^2+241*b*g^3*p*r*x+4410*b*g^3*p*x^2-4*b*g^3*q^2*r-328*b*g^3*q^2*x-14* b*g^3*q*r^2-59*b*g^3*q*r*x+2374*b*g^3*q*x^2+3*b*g^3*r^3+777*b*g^3*r^2*x+7303*b* g^3*r*x^2+6390*b*g^3*x^3-20*b*g^2*p^4-40*b*g^2*p^3*q-46*b*g^2*p^3*r-86*b*g^2*p^ 3*x-10*b*g^2*p^2*q^2-52*b*g^2*p^2*q*r-604*b*g^2*p^2*q*x-32*b*g^2*p^2*r^2+344*b* g^2*p^2*r*x+3398*b*g^2*p^2*x^2-12*b*g^2*p*q^2*r-529*b*g^2*p*q^2*x-4*b*g^2*p*q*r ^2+338*b*g^2*p*q*r*x+4770*b*g^2*p*q*x^2-6*b*g^2*p*r^3+345*b*g^2*p*r^2*x+4031*b* g^2*p*r*x^2+2424*b*g^2*p*x^3-52*b*g^2*q^3*x-2*b*g^2*q^2*r^2+163*b*g^2*q^2*r*x+ 1530*b*g^2*q^2*x^2+8*b*g^2*q*r^3+698*b*g^2*q*r^2*x+5272*b*g^2*q*r*x^2+3326*b*g^ 2*q*x^3-60*b*g^2*r^3*x-1826*b*g^2*r^2*x^2-6244*b*g^2*r*x^3-3*b*g*p^5-6*b*g*p^4* q-9*b*g*p^4*r-4*b*g*p^4*x-6*b*g*p^3*q^2-12*b*g*p^3*q*r-16*b*g*p^3*q*x-9*b*g*p^3 *r^2+65*b*g*p^3*r*x+431*b*g*p^3*x^2-6*b*g*p^2*q^2*r-102*b*g*p^2*q^2*x-6*b*g*p^2 *q*r^2+157*b*g*p^2*q*r*x+1307*b*g*p^2*q*x^2-3*b*g*p^2*r^3+105*b*g*p^2*r^2*x+509 *b*g*p^2*r*x^2-8*b*g*p^2*x^3-70*b*g*p*q^3*x+2*b*g*p*q^2*r^2+84*b*g*p*q^2*r*x+ 1112*b*g*p*q^2*x^2+117*b*g*p*q*r^2*x+1155*b*g*p*q*r*x^2+110*b*g*p*q*x^3+36*b*g* p*r^3*x-302*b*g*p*r^2*x^2-1736*b*g*p*r*x^3+38*b*g*q^3*r*x+232*b*g*q^3*x^2+2*b*g *q^2*r^3+122*b*g*q^2*r^2*x+856*b*g*q^2*r*x^2+390*b*g*q^2*x^3-48*b*g*q*r^3*x-772 *b*g*q*r^2*x^2-2180*b*g*q*r*x^3+20*b*g*r^3*x^2+280*b*g*r^2*x^3-16*c^6*g-64*c^5* g^2-64*c^5*g*p-16*c^5*g*q-48*c^5*g*r-640*c^5*g*x-88*c^4*g^3-240*c^4*g^2*p-48*c^ 4*g^2*q-184*c^4*g^2*r-2512*c^4*g^2*x-80*c^4*g*p^2-56*c^4*g*p*q-104*c^4*g*p*r-\ 948*c^4*g*p*x-4*c^4*g*q^2-40*c^4*g*q*r-796*c^4*g*q*x-28*c^4*g*r^2-88*c^4*g*r*x+ 1800*c^4*g*x^2-56*c^3*g^4-296*c^3*g^3*p-48*c^3*g^3*q-236*c^3*g^3*r-3352*c^3*g^3 *x-264*c^3*g^2*p^2-160*c^3*g^2*p*q-344*c^3*g^2*p*r-3212*c^3*g^2*p*x-8*c^3*g^2*q ^2-120*c^3*g^2*q*r-2448*c^3*g^2*q*x-92*c^3*g^2*r^2-416*c^3*g^2*r*x+5532*c^3*g^2 *x^2-50*c^3*g*p^3-48*c^3*g*p^2*q-98*c^3*g*p^2*r-556*c^3*g*p^2*x-14*c^3*g*p*q^2-\ 48*c^3*g*p*q*r-792*c^3*g*p*q*x-56*c^3*g*p*r^2-54*c^3*g*p*r*x+2976*c^3*g*p*x^2-\ 10*c^3*g*q^2*r-348*c^3*g*q^2*x-4*c^3*g*q*r^2+86*c^3*g*q*r*x+1956*c^3*g*q*x^2-8* c^3*g*r^3+284*c^3*g*r^2*x+3288*c^3*g*r*x^2+2528*c^3*g*x^3-17*c^2*g^5-164*c^2*g^ 4*p-20*c^2*g^4*q-138*c^2*g^4*r-2060*c^2*g^4*x-260*c^2*g^3*p^2-142*c^2*g^3*p*q-\ 346*c^2*g^3*p*r-3425*c^2*g^3*p*x-5*c^2*g^3*q^2-114*c^2*g^3*q*r-2407*c^2*g^3*q*x -95*c^2*g^3*r^2-670*c^2*g^3*r*x+4446*c^2*g^3*x^2-131*c^2*g^2*p^3-130*c^2*g^2*p^ 2*q-247*c^2*g^2*p^2*r-1350*c^2*g^2*p^2*x-25*c^2*g^2*p*q^2-144*c^2*g^2*p*q*r-\ 2266*c^2*g^2*p*q*x-132*c^2*g^2*p*r^2+145*c^2*g^2*p*r*x+8676*c^2*g^2*p*x^2-19*c^ 2*g^2*q^2*r-770*c^2*g^2*q^2*x-22*c^2*g^2*q*r^2+7*c^2*g^2*q*r*x+5196*c^2*g^2*q*x ^2-16*c^2*g^2*r^3+882*c^2*g^2*r^2*x+10056*c^2*g^2*r*x^2+8064*c^2*g^2*x^3-18*c^2 *g*p^4-12*c^2*g*p^3*q-48*c^2*g*p^3*r-203*c^2*g*p^3*x-12*c^2*g*p^2*q^2-12*c^2*g* p^2*q*r-163*c^2*g*p^2*q*x-42*c^2*g*p^2*r^2-120*c^2*g*p^2*r*x+1268*c^2*g*p^2*x^2 -12*c^2*g*p*q^2*r-261*c^2*g*p*q^2*x+4*c^2*g*p*q*r^2+240*c^2*g*p*q*r*x+2232*c^2* g*p*q*x^2-12*c^2*g*p*r^3+57*c^2*g*p*r^2*x+1716*c^2*g*p*r*x^2+1188*c^2*g*p*x^3-\ 57*c^2*g*q^3*x-c^2*g*q^2*r^2+86*c^2*g*q^2*r*x+712*c^2*g*q^2*x^2+4*c^2*g*q*r^3+ 341*c^2*g*q*r^2*x+2184*c^2*g*q*r*x^2+1188*c^2*g*q*x^3+24*c^2*g*r^3*x-480*c^2*g* r^2*x^2-2176*c^2*g*r*x^3-2*c*g^6-42*c*g^5*p-3*c*g^5*q-38*c*g^5*r-602*c*g^5*x-\ 102*c*g^4*p^2-50*c*g^4*p*q-140*c*g^4*p*r-1490*c*g^4*p*x-c*g^4*q^2-44*c*g^4*q*r-\ 969*c*g^4*q*x-40*c*g^4*r^2-402*c*g^4*r*x+1197*c*g^4*x^2-89*c*g^3*p^3-87*c*g^3*p ^2*q-167*c*g^3*p^2*r-974*c*g^3*p^2*x-13*c*g^3*p*q^2-104*c*g^3*p*q*r-1665*c*g^3* p*q*x-88*c*g^3*p*r^2+86*c*g^3*p*r*x+5886*c*g^3*p*x^2-11*c*g^3*q^2*r-496*c*g^3*q ^2*x-20*c*g^3*q*r^2-154*c*g^3*q*r*x+3147*c*g^3*q*x^2-10*c*g^3*r^3+666*c*g^3*r^2 *x+7878*c*g^3*r*x^2+6888*c*g^3*x^3-32*c*g^2*p^4-36*c*g^2*p^3*q-82*c*g^2*p^3*r-\ 256*c*g^2*p^3*x-17*c*g^2*p^2*q^2-48*c*g^2*p^2*q*r-507*c*g^2*p^2*q*x-68*c*g^2*p^ 2*r^2+61*c*g^2*p^2*r*x+3160*c*g^2*p^2*x^2-18*c*g^2*p*q^2*r-486*c*g^2*p*q^2*x-6* c*g^2*p*q*r^2+368*c*g^2*p*q*r*x+4722*c*g^2*p*q*x^2-18*c*g^2*p*r^3+288*c*g^2*p*r ^2*x+4004*c*g^2*p*r*x^2+2486*c*g^2*p*x^3-83*c*g^2*q^3*x-2*c*g^2*q^2*r^2+133*c*g ^2*q^2*r*x+1622*c*g^2*q^2*x^2+6*c*g^2*q*r^3+626*c*g^2*q*r^2*x+4678*c*g^2*q*r*x^ 2+2486*c*g^2*q*x^3+36*c*g^2*r^3*x-1200*c*g^2*r^2*x^2-5472*c*g^2*r*x^3-3*c*g*p^5 -9*c*g*p^4*r-40*c*g*p^4*x-3*c*g*p^3*q^2+7*c*g*p^3*q*x-9*c*g*p^3*r^2-31*c*g*p^3* r*x+153*c*g*p^3*x^2-3*c*g*p^2*q^2*r-28*c*g*p^2*q^2*x+69*c*g*p^2*q*r*x+482*c*g*p ^2*q*x^2-3*c*g*p^2*r^3+45*c*g*p^2*r^2*x+411*c*g*p^2*r*x^2+234*c*g*p^2*x^3-35*c* g*p*q^3*x+c*g*p*q^2*r^2+27*c*g*p*q^2*r*x+391*c*g*p*q^2*x^2+24*c*g*p*q*r^2*x+306 *c*g*p*q*r*x^2-76*c*g*p*q*x^3+36*c*g*p*r^3*x+14*c*g*p*r^2*x^2-644*c*g*p*r*x^3+ 19*c*g*q^3*r*x+54*c*g*q^3*x^2+c*g*q^2*r^3+59*c*g*q^2*r^2*x+339*c*g*q^2*r*x^2+ 234*c*g*q^2*x^3-24*c*g*q*r^3*x-314*c*g*q*r^2*x^2-644*c*g*q*r*x^3+80*c*g*r^2*x^3 -4*g^6*p-4*g^6*r-68*g^6*x-14*g^5*p^2-6*g^5*p*q-20*g^5*p*r-231*g^5*p*x-6*g^5*q*r -139*g^5*q*x-6*g^5*r^2-80*g^5*r*x+66*g^5*x^2-18*g^4*p^3-17*g^4*p^2*q-34*g^4*p^2 *r-219*g^4*p^2*x-2*g^4*p*q^2-22*g^4*p*q*r-365*g^4*p*q*x-18*g^4*p*r^2+1146*g^4*p *x^2-2*g^4*q^2*r-99*g^4*q^2*x-5*g^4*q*r^2-68*g^4*q*r*x+519*g^4*q*x^2-2*g^4*r^3+ 148*g^4*r^2*x+1836*g^4*r*x^2+1744*g^4*x^3-11*g^3*p^4-14*g^3*p^3*q-28*g^3*p^3*r-\ 84*g^3*p^3*x-5*g^3*p^2*q^2-20*g^3*p^2*q*r-220*g^3*p^2*q*x-23*g^3*p^2*r^2+42*g^3 *p^2*r*x+1195*g^3*p^2*x^2-6*g^3*p*q^2*r-177*g^3*p*q^2*x-4*g^3*p*q*r^2+100*g^3*p *q*r*x+1665*g^3*p*q*x^2-6*g^3*p*r^3+123*g^3*p*r^2*x+1642*g^3*p*r*x^2+1130*g^3*p *x^3-26*g^3*q^3*x-g^3*q^2*r^2+34*g^3*q^2*r*x+563*g^3*q^2*x^2+2*g^3*q*r^3+233*g^ 3*q*r^2*x+1880*g^3*q*r*x^2+1130*g^3*q*x^3+12*g^3*r^3*x-480*g^3*r^2*x^2-2240*g^3 *r*x^3-3*g^2*p^5-3*g^2*p^4*q-9*g^2*p^4*r-22*g^2*p^4*x-3*g^2*p^3*q^2-6*g^2*p^3*q *r-18*g^2*p^3*q*x-9*g^2*p^3*r^2+17*g^2*p^3*r*x+301*g^2*p^3*x^2-3*g^2*p^2*q^2*r-\ 51*g^2*p^2*q^2*x-3*g^2*p^2*q*r^2+86*g^2*p^2*q*r*x+779*g^2*p^2*q*x^2-3*g^2*p^2*r ^3+75*g^2*p^2*r^2*x+487*g^2*p^2*r*x^2+154*g^2*p^2*x^3-35*g^2*p*q^3*x+g^2*p*q^2* r^2+42*g^2*p*q^2*r*x+598*g^2*p*q^2*x^2+72*g^2*p*q*r^2*x+684*g^2*p*q*r*x^2+36*g^ 2*p*q*x^3+36*g^2*p*r^3*x-134*g^2*p*r^2*x^2-1140*g^2*p*r*x^3+19*g^2*q^3*r*x+116* g^2*q^3*x^2+g^2*q^2*r^3+61*g^2*q^2*r^2*x+419*g^2*q^2*r*x^2+154*g^2*q^2*x^3-24*g ^2*q*r^3*x-406*g^2*q*r^2*x^2-1140*g^2*q*r*x^3+160*g^2*r^2*x^3+96*a^5*b+48*a^5*g +272*a^4*b^2+496*a^4*b*c+448*a^4*b*g+72*a^4*b*p+136*a^4*b*q-48*a^4*b*r-2136*a^4 *b*x+248*a^4*c*g+80*a^4*c*p+80*a^4*c*r-352*a^4*c*x+156*a^4*g^2+76*a^4*g*p+68*a^ 4*g*q+16*a^4*g*r-1244*a^4*g*x+176*a^3*b^3+1120*a^3*b^2*c+776*a^3*b^2*g+328*a^3* b^2*p+176*a^3*b^2*q+8*a^3*b^2*r-3152*a^3*b^2*x+1040*a^3*b*c^2+1904*a^3*b*c*g+ 296*a^3*b*c*p+560*a^3*b*c*q-200*a^3*b*c*r-9304*a^3*b*c*x+764*a^3*b*g^2+400*a^3* b*g*p+432*a^3*b*g*q-72*a^3*b*g*r-6660*a^3*b*g*x-64*a^3*b*p^2+164*a^3*b*p*q-236* a^3*b*p*r-4520*a^3*b*p*x+44*a^3*b*q^2+4*a^3*b*q*r-1936*a^3*b*q*x-136*a^3*b*r^2-\ 3236*a^3*b*r*x-6640*a^3*b*x^2+520*a^3*c^2*g+240*a^3*c^2*p+240*a^3*c^2*r-904*a^3 *c^2*x+672*a^3*c*g^2+420*a^3*c*g*p+280*a^3*c*g*q+172*a^3*c*g*r-5760*a^3*c*g*x+ 124*a^3*c*p^2+156*a^3*c*p*r-540*a^3*c*p*x+76*a^3*c*q*x+32*a^3*c*r^2-212*a^3*c*r *x-992*a^3*c*x^2+210*a^3*g^3+194*a^3*g^2*p+172*a^3*g^2*q+38*a^3*g^2*r-2870*a^3* g^2*x+30*a^3*g*p^2+82*a^3*g*p*q-40*a^3*g*p*r-2530*a^3*g*p*x+22*a^3*g*q^2+2*a^3* g*q*r-930*a^3*g*q*x-52*a^3*g*r^2-1724*a^3*g*r*x-3816*a^3*g*x^2+528*a^2*b^3*c+ 328*a^2*b^3*g+216*a^2*b^3*p+16*a^2*b^3*r-632*a^2*b^3*x+1728*a^2*b^2*c^2+2536*a^ 2*b^2*c*g+920*a^2*b^2*c*p+528*a^2*b^2*c*q-72*a^2*b^2*c*r-7632*a^2*b^2*c*x+864*a ^2*b^2*g^2+760*a^2*b^2*g*p+328*a^2*b^2*g*q+36*a^2*b^2*g*r-4588*a^2*b^2*g*x+88*a ^2*b^2*p^2+216*a^2*b^2*p*q-160*a^2*b^2*p*r-5688*a^2*b^2*p*x+16*a^2*b^2*q*r-1264 *a^2*b^2*q*x-156*a^2*b^2*r^2-5184*a^2*b^2*r*x-15000*a^2*b^2*x^2+1104*a^2*b*c^3+ 3128*a^2*b*c^2*g+424*a^2*b*c^2*p+864*a^2*b*c^2*q-360*a^2*b*c^2*r-13104*a^2*b*c^ 2*x+2600*a^2*b*c*g^2+1168*a^2*b*c*g*p+1400*a^2*b*c*g*q-364*a^2*b*c*g*r-19364*a^ 2*b*c*g*x-156*a^2*b*c*p^2+460*a^2*b*c*p*q-624*a^2*b*c*p*r-14248*a^2*b*c*p*x+132 *a^2*b*c*q^2-36*a^2*b*c*q*r-5024*a^2*b*c*q*x-356*a^2*b*c*r^2-10360*a^2*b*c*r*x-\ 26104*a^2*b*c*x^2+654*a^2*b*g^3+600*a^2*b*g^2*p+514*a^2*b*g^2*q-36*a^2*b*g^2*r-\ 6316*a^2*b*g^2*x-26*a^2*b*g*p^2+434*a^2*b*g*p*q-456*a^2*b*g*p*r-11708*a^2*b*g*p *x+82*a^2*b*g*q^2+22*a^2*b*g*q*r-3552*a^2*b*g*q*x-312*a^2*b*g*r^2-9624*a^2*b*g* r*x-26248*a^2*b*g*x^2-70*a^2*b*p^3+44*a^2*b*p^2*q-206*a^2*b*p^2*r-2802*a^2*b*p^ 2*x+54*a^2*b*p*q^2-80*a^2*b*p*q*r-3140*a^2*b*p*q*x-172*a^2*b*p*r^2-2678*a^2*b*p *r*x-2256*a^2*b*p*x^2+4*a^2*b*q^2*r-474*a^2*b*q^2*x-78*a^2*b*q*r^2-2436*a^2*b*q *r*x-4900*a^2*b*q*x^2-36*a^2*b*r^3+332*a^2*b*r^2*x+10488*a^2*b*r*x^2+11888*a^2* b*x^3+552*a^2*c^3*g+240*a^2*c^3*p+240*a^2*c^3*r-752*a^2*c^3*x+1132*a^2*c^2*g^2+ 676*a^2*c^2*g*p+432*a^2*c^2*g*q+284*a^2*c^2*g*r-8088*a^2*c^2*g*x+248*a^2*c^2*p^ 2+312*a^2*c^2*p*r-1428*a^2*c^2*p*x+152*a^2*c^2*q*x+64*a^2*c^2*r^2-1040*a^2*c^2* r*x-4688*a^2*c^2*x^2+732*a^2*c*g^3+634*a^2*c*g^2*p+568*a^2*c*g^2*q+116*a^2*c*g^ 2*r-8810*a^2*c*g^2*x+230*a^2*c*g*p^2+230*a^2*c*g*p*q+88*a^2*c*g*p*r-8426*a^2*c* g*p*x+66*a^2*c*g*q^2-18*a^2*c*g*q*r-2272*a^2*c*g*q*x-86*a^2*c*g*r^2-5900*a^2*c* g*r*x-17300*a^2*c*g*x^2+58*a^2*c*p^3+54*a^2*c*p^2*r-654*a^2*c*p^2*x-298*a^2*c*p *q*x-40*a^2*c*p*r^2-1302*a^2*c*p*r*x-2644*a^2*c*p*x^2-432*a^2*c*q*r*x-960*a^2*c *q*x^2-36*a^2*c*r^3-576*a^2*c*r^2*x+1160*a^2*c*r*x^2+2888*a^2*c*x^3+152*a^2*g^4 +191*a^2*g^3*p+175*a^2*g^3*q+29*a^2*g^3*r-2318*a^2*g^3*x+57*a^2*g^2*p^2+163*a^2 *g^2*p*q-66*a^2*g^2*p*r-4726*a^2*g^2*p*x+41*a^2*g^2*q^2+7*a^2*g^2*q*r-1378*a^2* g^2*q*x-87*a^2*g^2*r^2-3616*a^2*g^2*r*x-10326*a^2*g^2*x^2-6*a^2*g*p^3+22*a^2*g* p^2*q-76*a^2*g*p^2*r-1728*a^2*g*p^2*x+27*a^2*g*p*q^2-40*a^2*g*p*q*r-1719*a^2*g* p*q*x-106*a^2*g*p*r^2-1990*a^2*g*p*r*x-2450*a^2*g*p*x^2+2*a^2*g*q^2*r-237*a^2*g *q^2*x-39*a^2*g*q*r^2-1434*a^2*g*q*r*x-2930*a^2*g*q*x^2-36*a^2*g*r^3-122*a^2*g* r^2*x+5824*a^2*g*r*x^2+7388*a^2*g*x^3+384*a*b^4*x+528*a*b^3*c^2+656*a*b^3*c*g+ 432*a*b^3*c*p+32*a*b^3*c*r+232*a*b^3*c*x+184*a*b^3*g^2+320*a*b^3*g*p+56*a*b^3*g *r+428*a*b^3*g*x+56*a*b^3*p^2-80*a*b^3*p*r-1440*a*b^3*p*x+400*a*b^3*q*x-104*a*b ^3*r^2-2196*a*b^3*r*x-8360*a*b^3*x^2+1184*a*b^2*c^3+2744*a*b^2*c^2*g+856*a*b^2* c^2*p+528*a*b^2*c^2*q-168*a*b^2*c^2*r-5544*a*b^2*c^2*x+1888*a*b^2*c*g^2+1672*a* b^2*c*g*p+656*a*b^2*c*g*q+8*a*b^2*c*g*r-6216*a*b^2*c*g*x+56*a*b^2*c*p^2+432*a*b ^2*c*p*q-464*a*b^2*c*p*r-9756*a*b^2*c*p*x+32*a*b^2*c*q*r-1300*a*b^2*c*q*x-376*a *b^2*c*r^2-10024*a*b^2*c*r*x-31232*a*b^2*c*x^2+400*a*b^2*g^3+688*a*b^2*g^2*p+ 184*a*b^2*g^2*q+96*a*b^2*g^2*r-1102*a*b^2*g^2*x+116*a*b^2*g*p^2+320*a*b^2*g*p*q -328*a*b^2*g*p*r-7974*a*b^2*g*p*x+56*a*b^2*g*q*r-646*a*b^2*g*q*x-324*a*b^2*g*r^ 2-9080*a*b^2*g*r*x-29480*a*b^2*g*x^2-4*a*b^2*p^3+56*a*b^2*p^2*q-76*a*b^2*p^2*r-\ 1964*a*b^2*p^2*x-80*a*b^2*p*q*r-1716*a*b^2*p*q*x-60*a*b^2*p*r^2-1764*a*b^2*p*r* x-3344*a*b^2*p*x^2+112*a*b^2*q^2*x-104*a*b^2*q*r^2-1902*a*b^2*q*r*x-5988*a*b^2* q*x^2+12*a*b^2*r^3+1196*a*b^2*r^2*x+10872*a*b^2*r*x^2+11888*a*b^2*x^3+592*a*b*c ^4+2336*a*b*c^3*g+248*a*b*c^3*p+592*a*b*c^3*q-312*a*b*c^3*r-7400*a*b*c^3*x+2988 *a*b*c^2*g^2+1212*a*b*c^2*g*p+1504*a*b*c^2*g*q-544*a*b*c^2*g*r-17484*a*b*c^2*g* x-180*a*b*c^2*p^2+428*a*b*c^2*p*q-612*a*b*c^2*p*r-12284*a*b*c^2*p*x+132*a*b*c^2 *q^2-84*a*b*c^2*q*r-4304*a*b*c^2*q*x-336*a*b*c^2*r^2-9592*a*b*c^2*r*x-26064*a*b *c^2*x^2+1516*a*b*c*g^3+1394*a*b*c*g^2*p+1108*a*b*c*g^2*q-164*a*b*c*g^2*r-11192 *a*b*c*g^2*x-176*a*b*c*g*p^2+944*a*b*c*g*p*q-1090*a*b*c*g*p*r-23490*a*b*c*g*p*x +164*a*b*c*g*q^2+12*a*b*c*g*q*r-5976*a*b*c*g*q*x-696*a*b*c*g*r^2-20476*a*b*c*g* r*x-59904*a*b*c*g*x^2-90*a*b*c*p^3+28*a*b*c*p^2*q-262*a*b*c*p^2*r-4514*a*b*c*p^ 2*x+108*a*b*c*p*q^2-232*a*b*c*p*q*r-5342*a*b*c*p*q*x-196*a*b*c*p*r^2-3686*a*b*c *p*r*x-3816*a*b*c*p*x^2+8*a*b*c*q^2*r-708*a*b*c*q^2*x-188*a*b*c*q*r^2-4566*a*b* c*q*r*x-10140*a*b*c*q*x^2-24*a*b*c*r^3+1488*a*b*c*r^2*x+21072*a*b*c*r*x^2+23024 *a*b*c*x^3+266*a*b*g^4+432*a*b*g^3*p+246*a*b*g^3*q+30*a*b*g^3*r-1870*a*b*g^3*x+ 7*a*b*g^2*p^2+424*a*b*g^2*p*q-393*a*b*g^2*p*r-9602*a*b*g^2*p*x+46*a*b*g^2*q^2+ 62*a*b*g^2*q*r-1730*a*b*g^2*q*x-300*a*b*g^2*r^2-9442*a*b*g^2*r*x-29466*a*b*g^2* x^2-73*a*b*g*p^3+72*a*b*g*p^2*q-257*a*b*g*p^2*r-4539*a*b*g*p^2*x+80*a*b*g*p*q^2 -184*a*b*g*p*q*r-4865*a*b*g*p*q*x-208*a*b*g*p*r^2-4181*a*b*g*p*r*x-5836*a*b*g*p *x^2+14*a*b*g*q^2*r-426*a*b*g*q^2*x-188*a*b*g*q*r^2-4641*a*b*g*q*r*x-11594*a*b* g*q*x^2-24*a*b*g*r^3+1504*a*b*g*r^2*x+21504*a*b*g*r*x^2+24168*a*b*g*x^3-16*a*b* p^4-2*a*b*p^3*q-50*a*b*p^3*r-538*a*b*p^3*x+14*a*b*p^2*q^2-38*a*b*p^2*q*r-1040*a *b*p^2*q*x-52*a*b*p^2*r^2-530*a*b*p^2*r*x+472*a*b*p^2*x^2-20*a*b*p*q^2*r-498*a* b*p*q^2*x-30*a*b*p*q*r^2-804*a*b*p*q*r*x-444*a*b*p*q*x^2-18*a*b*p*r^3+172*a*b*p *r^2*x+4704*a*b*p*r*x^2+4816*a*b*p*x^3+4*a*b*q^3*x-26*a*b*q^2*r^2-402*a*b*q^2*r *x-916*a*b*q^2*x^2+6*a*b*q*r^3+604*a*b*q*r^2*x+5112*a*b*q*r*x^2+4816*a*b*q*x^3+ 16*a*b*r^3*x-720*a*b*r^2*x^2-3552*a*b*r*x^3+296*a*c^4*g+80*a*c^4*p+80*a*c^4*r-\ 200*a*c^4*x+872*a*c^3*g^2+396*a*c^3*g*p+296*a*c^3*g*q+116*a*c^3*g*r-4404*a*c^3* g*x+124*a*c^3*p^2+156*a*c^3*p*r-888*a*c^3*p*x+76*a*c^3*q*x+32*a*c^3*r^2-828*a*c ^3*r*x-3424*a*c^3*x^2+874*a*c^2*g^3+672*a*c^2*g^2*p+620*a*c^2*g^2*q+50*a*c^2*g^ 2*r-8140*a*c^2*g^2*x+218*a*c^2*g*p^2+214*a*c^2*g*p*q+94*a*c^2*g*p*r-7754*a*c^2* g*p*x+66*a*c^2*g*q^2-42*a*c^2*g*q*r-1912*a*c^2*g*q*x-76*a*c^2*g*r^2-6144*a*c^2* g*r*x-19976*a*c^2*g*x^2+58*a*c^2*p^3+54*a*c^2*p^2*r-854*a*c^2*p^2*x-298*a*c^2*p *q*x-40*a*c^2*p*r^2-1554*a*c^2*p*r*x-3448*a*c^2*p*x^2-432*a*c^2*q*r*x-552*a*c^2 *q*x^2-36*a*c^2*r^3-540*a*c^2*r^2*x+1872*a*c^2*r*x^2+3600*a*c^2*x^3+368*a*c*g^4 +449*a*c*g^3*p+390*a*c*g^3*q+36*a*c*g^3*r-4394*a*c*g^3*x+112*a*c*g^2*p^2+364*a* c*g^2*p*q-141*a*c*g^2*p*r-10073*a*c*g^2*p*x+82*a*c*g^2*q^2-2*a*c*g^2*q*r-2455*a *c*g^2*q*x-180*a*c*g^2*r^2-8240*a*c*g^2*r*x-25920*a*c*g^2*x^2+43*a*c*g*p^3+14*a *c*g*p^2*q-43*a*c*g*p^2*r-3249*a*c*g*p^2*x+54*a*c*g*p*q^2-116*a*c*g*p*q*r-3099* a*c*g*p*q*x-152*a*c*g*p*r^2-3893*a*c*g*p*r*x-6588*a*c*g*p*x^2+4*a*c*g*q^2*r-354 *a*c*g*q^2*x-94*a*c*g*q*r^2-2937*a*c*g*q*r*x-6370*a*c*g*q*x^2-66*a*c*g*r^3-120* a*c*g*r^2*x+12616*a*c*g*r*x^2+16328*a*c*g*x^3+8*a*c*p^4-2*a*c*p^3*r-230*a*c*p^3 *x-154*a*c*p^2*q*x-28*a*c*p^2*r^2-546*a*c*p^2*r*x-868*a*c*p^2*x^2-162*a*c*p*q*r *x-84*a*c*p*q*x^2-18*a*c*p*r^3-192*a*c*p*r^2*x+1156*a*c*p*r*x^2+1800*a*c*p*x^3+ 136*a*c*q^2*x^2+36*a*c*q*r^2*x+396*a*c*q*r*x^2+168*a*c*q*x^3+48*a*c*r^3*x+136*a *c*r^2*x^2-592*a*c*r*x^3+56*a*g^5+101*a*g^4*p+77*a*g^4*q+15*a*g^4*r-700*a*g^4*x +27*a*g^3*p^2+132*a*g^3*p*q-61*a*g^3*p*r-3079*a*g^3*p*x+23*a*g^3*q^2+17*a*g^3*q *r-600*a*g^3*q*x-64*a*g^3*r^2-2746*a*g^3*r*x-8988*a*g^3*x^2-6*a*g^2*p^3+22*a*g^ 2*p^2*q-79*a*g^2*p^2*r-2061*a*g^2*p^2*x+40*a*g^2*p*q^2-72*a*g^2*p*q*r-2143*a*g^ 2*p*q*x-106*a*g^2*p*r^2-2286*a*g^2*p*r*x-3560*a*g^2*p*x^2+7*a*g^2*q^2*r-241*a*g ^2*q^2*x-68*a*g^2*q*r^2-2064*a*g^2*q*r*x-4812*a*g^2*q*x^2-33*a*g^2*r^3+156*a*g^ 2*r^2*x+8606*a*g^2*r*x^2+10620*a*g^2*x^3-4*a*g*p^4-a*g*p^3*q-26*a*g*p^3*r-384*a *g*p^3*x+7*a*g*p^2*q^2-19*a*g*p^2*q*r-597*a*g*p^2*q*x-40*a*g*p^2*r^2-538*a*g*p^ 2*r*x-198*a*g*p^2*x^2-10*a*g*p*q^2*r-249*a*g*p*q^2*x-15*a*g*p*q*r^2-483*a*g*p*q *r*x-264*a*g*p*q*x^2-18*a*g*p*r^3-10*a*g*p*r^2*x+2930*a*g*p*r*x^2+3308*a*g*p*x^ 3+2*a*g*q^3*x-13*a*g*q^2*r^2-201*a*g*q^2*r*x-390*a*g*q^2*x^2+3*a*g*q*r^3+320*a* g*q*r^2*x+2754*a*g*q*r*x^2+2492*a*g*q*x^3+32*a*g*r^3*x-292*a*g*r^2*x^2-2072*a*g *r*x^3-352*b^4*c*x+16*b^4*g*x+176*b^3*c^3+328*b^3*c^2*g+216*b^3*c^2*p+16*b^3*c^ 2*r-672*b^3*c^2*x+184*b^3*c*g^2+320*b^3*c*g*p+56*b^3*c*g*r-660*b^3*c*g*x+56*b^3 *c*p^2-80*b^3*c*p*r-344*b^3*c*p*x-336*b^3*c*q*x-104*b^3*c*r^2-1332*b^3*c*r*x-\ 2200*b^3*c*x^2+32*b^3*g^3+104*b^3*g^2*p+40*b^3*g^2*r+152*b^3*g^2*x+56*b^3*g*p^2 -80*b^3*g*p*r-892*b^3*g*p*x+32*b^3*g*q*x-104*b^3*g*r^2-1764*b^3*g*r*x-5280*b^3* g*x^2+304*b^2*c^4+984*b^2*c^3*g+264*b^2*c^3*p+176*b^2*c^3*q-88*b^2*c^3*r-1832*b ^2*c^3*x+1024*b^2*c^2*g^2+912*b^2*c^2*g*p+328*b^2*c^2*g*q-28*b^2*c^2*g*r-3892*b ^2*c^2*g*x-32*b^2*c^2*p^2+216*b^2*c^2*p*q-304*b^2*c^2*p*r-2804*b^2*c^2*p*x+16*b ^2*c^2*q*r-804*b^2*c^2*q*x-220*b^2*c^2*r^2-3488*b^2*c^2*r*x-7168*b^2*c^2*x^2+ 432*b^2*c*g^3+776*b^2*c*g^2*p+184*b^2*c*g^2*q+120*b^2*c*g^2*r-1434*b^2*c*g^2*x+ 108*b^2*c*g*p^2+320*b^2*c*g*p*q-504*b^2*c*g*p*r-6694*b^2*c*g*p*x+56*b^2*c*g*q*r -1262*b^2*c*g*q*x-460*b^2*c*g*r^2-9012*b^2*c*g*r*x-23212*b^2*c*g*x^2-36*b^2*c*p ^3+56*b^2*c*p^2*q-36*b^2*c*p^2*r-636*b^2*c*p^2*x-80*b^2*c*p*q*r-704*b^2*c*p*q*x +12*b^2*c*p*r^2+120*b^2*c*p*r*x-132*b^2*c*p*x^2-72*b^2*c*q^2*x-104*b^2*c*q*r^2-\ 1326*b^2*c*q*r*x-3284*b^2*c*q*x^2+12*b^2*c*r^3+864*b^2*c*r^2*x+3880*b^2*c*r*x^2 +2888*b^2*c*x^3+64*b^2*g^4+192*b^2*g^3*p+32*b^2*g^3*q+64*b^2*g^3*r+136*b^2*g^3* x+84*b^2*g^2*p^2+104*b^2*g^2*p*q-184*b^2*g^2*p*r-2772*b^2*g^2*p*x+40*b^2*g^2*q* r-112*b^2*g^2*q*x-204*b^2*g^2*r^2-4372*b^2*g^2*r*x-12996*b^2*g^2*x^2-20*b^2*g*p ^3+56*b^2*g*p^2*q-56*b^2*g*p^2*r-1300*b^2*g*p^2*x-80*b^2*g*p*q*r-1210*b^2*g*p*q *x-24*b^2*g*p*r^2-822*b^2*g*p*r*x-1738*b^2*g*p*x^2+20*b^2*g*q^2*x-104*b^2*g*q*r ^2-1614*b^2*g*q*r*x-4636*b^2*g*q*x^2+12*b^2*g*r^3+1030*b^2*g*r^2*x+7376*b^2*g*r *x^2+7388*b^2*g*x^3+128*b*c^5+664*b*c^4*g+48*b*c^4*p+152*b*c^4*q-104*b*c^4*r-\ 1464*b*c^4*x+1152*b*c^3*g^2+444*b*c^3*g*p+536*b*c^3*g*q-252*b*c^3*g*r-5764*b*c^ 3*g*x-88*b*c^3*p^2+132*b*c^3*p*q-224*b*c^3*p*r-2292*b*c^3*p*x+44*b*c^3*q^2-44*b *c^3*q*r-1216*b*c^3*q*x-116*b*c^3*r^2-1980*b*c^3*r*x-4160*b*c^3*x^2+878*b*c^2*g ^3+838*b*c^2*g^2*p+594*b*c^2*g^2*q-116*b*c^2*g^2*r-5832*b*c^2*g^2*x-154*b*c^2*g *p^2+510*b*c^2*g*p*q-722*b*c^2*g*p*r-10042*b*c^2*g*p*x+82*b*c^2*g*q^2-10*b*c^2* g*q*r-3144*b*c^2*g*q*x-452*b*c^2*g*r^2-9560*b*c^2*g*r*x-23176*b*c^2*g*x^2-36*b* c^2*p^3-16*b*c^2*p^2*q-36*b*c^2*p^2*r-492*b*c^2*p^2*x+54*b*c^2*p*q^2-152*b*c^2* p*q*r-1706*b*c^2*p*q*x+12*b*c^2*p*r^2+360*b*c^2*p*r*x+1008*b*c^2*p*x^2+4*b*c^2* q^2*r-234*b*c^2*q^2*x-110*b*c^2*q*r^2-1698*b*c^2*q*r*x-4136*b*c^2*q*x^2+12*b*c^ 2*r^3+916*b*c^2*r^2*x+4656*b*c^2*r*x^2+3600*b*c^2*x^3+306*b*c*g^4+534*b*c*g^3*p +262*b*c*g^3*q+52*b*c*g^3*r-1746*b*c*g^3*x-5*b*c*g^2*p^2+468*b*c*g^2*p*q-601*b* c*g^2*p*r-9716*b*c*g^2*p*x+46*b*c*g^2*q^2+74*b*c*g^2*q*r-1882*b*c*g^2*q*x-456*b *c*g^2*r^2-10792*b*c*g^2*r*x-29820*b*c*g^2*x^2-99*b*c*g*p^3+68*b*c*g*p^2*q-185* b*c*g*p^2*r-3155*b*c*g*p^2*x+80*b*c*g*p*q^2-272*b*c*g*p*q*r-4185*b*c*g*p*q*x-80 *b*c*g*p*r^2-1553*b*c*g*p*r*x-1616*b*c*g*p*x^2+14*b*c*g*q^2*r-462*b*c*g*q^2*x-\ 256*b*c*g*q*r^2-4585*b*c*g*q*r*x-10830*b*c*g*q*x^2+6*b*c*g*r^3+2080*b*c*g*r^2*x +16856*b*c*g*r*x^2+16328*b*c*g*x^3-18*b*c*p^3*q+36*b*c*p^3*x+14*b*c*p^2*q^2-18* b*c*p^2*q*r-294*b*c*p^2*q*x+72*b*c*p^2*r*x+356*b*c*p^2*x^2-20*b*c*p*q^2*r-266*b *c*p*q^2*x+6*b*c*p*q*r^2+78*b*c*p*q*r*x+312*b*c*p*q*x^2-4*b*c*p*r^2*x+204*b*c*p *r*x^2+168*b*c*p*x^3+4*b*c*q^3*x-26*b*c*q^2*r^2-330*b*c*q^2*r*x-1028*b*c*q^2*x^ 2+6*b*c*q*r^3+424*b*c*q*r^2*x+2108*b*c*q*r*x^2+1800*b*c*q*x^3-32*b*c*r^3*x-376* b*c*r^2*x^2-592*b*c*r*x^3+40*b*g^5+110*b*g^4*p+40*b*g^4*q+30*b*g^4*r-44*b*g^4*x +29*b*g^3*p^2+122*b*g^3*p*q-142*b*g^3*p*r-2517*b*g^3*p*x+8*b*g^3*q^2+42*b*g^3*q *r-198*b*g^3*q*x-131*b*g^3*r^2-3348*b*g^3*r*x-10182*b*g^3*x^2-37*b*g^2*p^3+56*b *g^2*p^2*q-95*b*g^2*p^2*r-1895*b*g^2*p^2*x+26*b*g^2*p*q^2-112*b*g^2*p*q*r-1978* b*g^2*p*q*x-55*b*g^2*p*r^2-1366*b*g^2*p*r*x-2460*b*g^2*p*x^2+10*b*g^2*q^2*r-90* b*g^2*q^2*x-128*b*g^2*q*r^2-2438*b*g^2*q*r*x-6418*b*g^2*q*x^2+3*b*g^2*r^3+1108* b*g^2*r^2*x+10126*b*g^2*r*x^2+10620*b*g^2*x^3-8*b*g*p^4-10*b*g*p^3*q-25*b*g*p^3 *r-251*b*g*p^3*x+14*b*g*p^2*q^2-28*b*g*p^2*q*r-667*b*g*p^2*q*x-26*b*g*p^2*r^2-\ 229*b*g*p^2*r*x+414*b*g*p^2*x^2-20*b*g*p*q^2*r-382*b*g*p*q^2*x-12*b*g*p*q*r^2-\ 363*b*g*p*q*r*x-66*b*g*p*q*x^2-9*b*g*p*r^3+84*b*g*p*r^2*x+2454*b*g*p*r*x^2+2492 *b*g*p*x^3+4*b*g*q^3*x-26*b*g*q^2*r^2-366*b*g*q^2*r*x-972*b*g*q^2*x^2+6*b*g*q*r ^3+514*b*g*q*r^2*x+3610*b*g*q*r*x^2+3308*b*g*q*x^3-8*b*g*r^3*x-548*b*g*r^2*x^2-\ 2072*b*g*r*x^3+64*c^5*g+256*c^4*g^2+64*c^4*g*p+76*c^4*g*q-12*c^4*g*r-832*c^4*g* x+352*c^3*g^3+232*c^3*g^2*p+224*c^3*g^2*q-28*c^3*g^2*r-2588*c^3*g^2*x+18*c^3*g* p^2+66*c^3*g*p*q-34*c^3*g*p*r-1590*c^3*g*p*x+22*c^3*g*q^2-22*c^3*g*q*r-570*c^3* g*q*x-42*c^3*g*r^2-1404*c^3*g*r*x-3792*c^3*g*x^2+224*c^2*g^4+272*c^2*g^3*p+215* c^2*g^3*q+5*c^2*g^3*r-2148*c^2*g^3*x+23*c^2*g^2*p^2+201*c^2*g^2*p*q-163*c^2*g^2 *p*r-4769*c^2*g^2*p*x+41*c^2*g^2*q^2-9*c^2*g^2*q*r-1289*c^2*g^2*q*x-141*c^2*g^2 *r^2-4322*c^2*g^2*r*x-12096*c^2*g^2*x^2+11*c^2*g*p^3-8*c^2*g*p^2*q+9*c^2*g*p^2* r-673*c^2*g*p^2*x+27*c^2*g*p*q^2-76*c^2*g*p*q*r-1002*c^2*g*p*q*x-14*c^2*g*p*r^2 -597*c^2*g*p*r*x-1220*c^2*g*p*x^2+2*c^2*g*q^2*r-117*c^2*g*q^2*x-55*c^2*g*q*r^2-\ 1065*c^2*g*q*r*x-2344*c^2*g*q*x^2-12*c^2*g*r^3+188*c^2*g*r^2*x+3264*c^2*g*r*x^2 +3600*c^2*g*x^3+68*c*g^5+130*c*g^4*p+85*c*g^4*q+20*c*g^4*r-623*c*g^4*x+23*c*g^3 *p^2+154*c*g^3*p*q-121*c*g^3*p*r-3353*c*g^3*p*x+23*c*g^3*q^2+23*c*g^3*q*r-614*c *g^3*q*x-108*c*g^3*r^2-3410*c*g^3*r*x-10332*c*g^3*x^2-11*c*g^2*p^3+20*c*g^2*p^2 *q-53*c*g^2*p^2*r-1751*c*g^2*p^2*x+40*c*g^2*p*q^2-116*c*g^2*p*q*r-2056*c*g^2*p* q*x-60*c*g^2*p*r^2-1506*c*g^2*p*r*x-2454*c*g^2*p*x^2+7*c*g^2*q^2*r-213*c*g^2*q^ 2*x-102*c*g^2*q*r^2-2180*c*g^2*q*r*x-5004*c*g^2*q*x^2-18*c*g^2*r^3+536*c*g^2*r^ 2*x+8208*c*g^2*r*x^2+9128*c*g^2*x^3+4*c*g*p^4-9*c*g*p^3*q-c*g*p^3*r-97*c*g*p^3* x+7*c*g*p^2*q^2-9*c*g*p^2*q*r-224*c*g*p^2*q*x-14*c*g*p^2*r^2-237*c*g*p^2*r*x-\ 256*c*g*p^2*x^2-10*c*g*p*q^2*r-133*c*g*p*q^2*x+3*c*g*p*q*r^2-42*c*g*p*q*r*x+114 *c*g*p*q*x^2-9*c*g*p*r^3-98*c*g*p*r^2*x+680*c*g*p*r*x^2+984*c*g*p*x^3+2*c*g*q^3 *x-13*c*g*q^2*r^2-165*c*g*q^2*r*x-446*c*g*q^2*x^2+3*c*g*q*r^3+230*c*g*q*r^2*x+ 1252*c*g*q*r*x^2+984*c*g*q*x^3+8*c*g*r^3*x-120*c*g*r^2*x^2-592*c*g*r*x^3+8*g^6+ 22*g^5*p+12*g^5*q+6*g^5*r-46*g^5*x+8*g^4*p^2+35*g^4*p*q-24*g^4*p*r-683*g^4*p*x+ 4*g^4*q^2+11*g^4*q*r-56*g^4*q*x-24*g^4*r^2-800*g^4*r*x-2616*g^4*x^2-6*g^3*p^3+ 14*g^3*p^2*q-25*g^3*p^2*r-682*g^3*p^2*x+13*g^3*p*q^2-36*g^3*p*q*r-719*g^3*p*q*x -25*g^3*p*r^2-633*g^3*p*r*x-1204*g^3*p*x^2+5*g^3*q^2*r-50*g^3*q^2*x-38*g^3*q*r^ 2-871*g^3*q*r*x-2186*g^3*q*x^2-6*g^3*r^3+220*g^3*r^2*x+3360*g^3*r*x^2+3856*g^3* x^3-2*g^2*p^4-5*g^2*p^3*q-13*g^2*p^3*r-183*g^2*p^3*x+7*g^2*p^2*q^2-14*g^2*p^2*q *r-372*g^2*p^2*q*x-20*g^2*p^2*r^2-251*g^2*p^2*r*x-10*g^2*p^2*x^2-10*g^2*p*q^2*r -191*g^2*p*q^2*x-6*g^2*p*q*r^2-222*g^2*p*q*r*x-54*g^2*p*q*x^2-9*g^2*p*r^3-6*g^2 *p*r^2*x+1516*g^2*p*r*x^2+1696*g^2*p*x^3+2*g^2*q^3*x-13*g^2*q^2*r^2-183*g^2*q^2 *r*x-452*g^2*q^2*x^2+3*g^2*q*r^3+266*g^2*q*r^2*x+1904*g^2*q*r*x^2+1696*g^2*q*x^ 3+8*g^2*r^3*x-240*g^2*r^2*x^2-1184*g^2*r*x^3+376*a^4*b+188*a^4*g+408*a^3*b^2+ 1448*a^3*b*c+1040*a^3*b*g+672*a^3*b*p+204*a^3*b*q+388*a^3*b*r+1864*a^3*b*x+724* a^3*c*g+36*a^3*c*p+36*a^3*c*r+152*a^3*c*x+418*a^3*g^2+354*a^3*g*p+102*a^3*g*q+ 212*a^3*g*r+1008*a^3*g*x-16*a^2*b^3+1048*a^2*b^2*c+580*a^2*b^2*g+716*a^2*b^2*p-\ 16*a^2*b^2*q+552*a^2*b^2*r+5976*a^2*b^2*x+2000*a^2*b*c^2+3024*a^2*b*c*g+1808*a^ 2*b*c*p+524*a^2*b*c*q+1024*a^2*b*c*r+8120*a^2*b*c*x+1006*a^2*b*g^2+1554*a^2*b*g *p+286*a^2*b*g*q+1016*a^2*b*g*r+9072*a^2*b*g*x+358*a^2*b*p^2+358*a^2*b*p*q+274* a^2*b*p*r-588*a^2*b*p*x-4*a^2*b*q^2+276*a^2*b*q*r+2380*a^2*b*q*x-40*a^2*b*r^2-\ 4532*a^2*b*r*x-17784*a^2*b*x^2+1000*a^2*c^2*g+72*a^2*c^2*p+72*a^2*c^2*r+1208*a^ 2*c^2*x+1250*a^2*c*g^2+968*a^2*c*g*p+262*a^2*c*g*q+576*a^2*c*g*r+4992*a^2*c*g*x +98*a^2*c*p^2+230*a^2*c*p*r+1008*a^2*c*p*x+452*a^2*c*q*x+132*a^2*c*r^2+204*a^2* c*r*x-3456*a^2*c*x^2+356*a^2*g^3+612*a^2*g^2*p+147*a^2*g^2*q+384*a^2*g^2*r+3206 *a^2*g^2*x+228*a^2*g*p^2+179*a^2*g*p*q+252*a^2*g*p*r+210*a^2*g*p*x-2*a^2*g*q^2+ 138*a^2*g*q*r+1416*a^2*g*q*x+46*a^2*g*r^2-2164*a^2*g*r*x-10620*a^2*g*x^2-32*a*b ^3*c-64*a*b^3*g+96*a*b^3*p+288*a*b^3*r+3584*a*b^3*x+872*a*b^2*c^2+992*a*b^2*c*g +1232*a*b^2*c*p-32*a*b^2*c*q+1152*a*b^2*c*r+13248*a*b^2*c*x+184*a*b^2*g^2+972*a *b^2*g*p-64*a*b^2*g*q+1060*a*b^2*g*r+12304*a*b^2*g*x+236*a*b^2*p^2+96*a*b^2*p*q +96*a*b^2*p*r+824*a*b^2*p*x+288*a*b^2*q*r+3144*a*b^2*q*x-204*a*b^2*r^2-4916*a*b ^2*r*x-17880*a*b^2*x^2+1160*a*b*c^3+2844*a*b*c^2*g+1500*a*b*c^2*p+436*a*b*c^2*q +908*a*b*c^2*r+9344*a*b*c^2*x+1922*a*b*c*g^2+2988*a*b*c*g*p+488*a*b*c*g*q+2110* a*b*c*g*r+22296*a*b*c*g*x+470*a*b*c*p^2+616*a*b*c*p*q+214*a*b*c*p*r-864*a*b*c*p *x-8*a*b*c*q^2+576*a*b*c*q*r+5460*a*b*c*q*x-224*a*b*c*r^2-9160*a*b*c*r*x-34536* a*b*c*x^2+360*a*b*g^3+1251*a*b*g^2*p+76*a*b*g^2*q+1015*a*b*g^2*r+11302*a*b*g^2* x+529*a*b*g*p^2+510*a*b*g*p*q+309*a*b*g*p*r+184*a*b*g*p*x-16*a*b*g*q^2+602*a*b* g*q*r+5942*a*b*g*q*x-232*a*b*g*r^2-9444*a*b*g*r*x-36252*a*b*g*x^2+58*a*b*p^3+ 118*a*b*p^2*q+40*a*b*p^2*r-712*a*b*p^2*x+24*a*b*p*q^2+48*a*b*p*q*r+132*a*b*p*q* x-26*a*b*p*r^2-1948*a*b*p*r*x-6744*a*b*p*x^2+72*a*b*q^2*r+676*a*b*q^2*x-102*a*b *q*r^2-2356*a*b*q*r*x-7704*a*b*q*x^2-8*a*b*r^3+336*a*b*r^2*x+5328*a*b*r*x^2+ 6528*a*b*x^3+580*a*c^3*g+36*a*c^3*p+36*a*c^3*r+1056*a*c^3*x+1204*a*c^2*g^2+814* a*c^2*g*p+218*a*c^2*g*q+518*a*c^2*g*r+6544*a*c^2*g*x+98*a*c^2*p^2+230*a*c^2*p*r +1272*a*c^2*p*x+452*a*c^2*q*x+132*a*c^2*r^2-20*a*c^2*r*x-4528*a*c^2*x^2+709*a*c *g^3+1210*a*c*g^2*p+252*a*c*g^2*q+791*a*c*g^2*r+8722*a*c*g^2*x+371*a*c*g*p^2+ 308*a*c*g*p*q+445*a*c*g*p*r+1324*a*c*g*p*x-4*a*c*g*q^2+288*a*c*g*q*r+3426*a*c*g *q*x+90*a*c*g*r^2-4344*a*c*g*r*x-23132*a*c*g*x^2+38*a*c*p^3+92*a*c*p^2*r+324*a* c*p^2*x+88*a*c*p*q*x+42*a*c*p*r^2-304*a*c*p*r*x-2400*a*c*p*x^2-156*a*c*q*r*x-\ 400*a*c*q*x^2-12*a*c*r^3-216*a*c*r^2*x+384*a*c*r*x^2+1088*a*c*x^3+126*a*g^4+395 *a*g^3*p+54*a*g^3*q+279*a*g^3*r+3130*a*g^3*x+249*a*g^2*p^2+231*a*g^2*p*q+242*a* g^2*p*r+446*a*g^2*p*x-8*a*g^2*q^2+229*a*g^2*q*r+2420*a*g^2*q*x+3*a*g^2*r^2-3370 *a*g^2*r*x-15456*a*g^2*x^2+48*a*g*p^3+59*a*g*p^2*q+66*a*g*p^2*r-194*a*g*p^2*x+ 12*a*g*p*q^2+24*a*g*p*q*r+110*a*g*p*q*x+8*a*g*p*r^2-1126*a*g*p*r*x-4572*a*g*p*x ^2+36*a*g*q^2*r+338*a*g*q^2*x-51*a*g*q*r^2-1256*a*g*q*r*x-4052*a*g*q*x^2-10*a*g *r^3+60*a*g*r^2*x+2856*a*g*r*x^2+3808*a*g*x^3-16*b^3*c^2-64*b^3*c*g+96*b^3*c*p+ 288*b^3*c*r+1360*b^3*c*x-48*b^3*g^2+96*b^3*g*p+288*b^3*g*r+2472*b^3*g*x+232*b^2 *c^3+412*b^2*c^2*g+516*b^2*c^2*p-16*b^2*c^2*q+600*b^2*c^2*r+3688*b^2*c^2*x+104* b^2*c*g^2+1012*b^2*c*g*p-64*b^2*c*g*q+1356*b^2*c*g*r+10904*b^2*c*g*x+84*b^2*c*p ^2+96*b^2*c*p*q-120*b^2*c*p*r-376*b^2*c*p*x+288*b^2*c*q*r+1648*b^2*c*q*x-156*b^ 2*c*r^2-2516*b^2*c*r*x-5208*b^2*c*x^2-32*b^2*g^3+376*b^2*g^2*p-48*b^2*g^2*q+632 *b^2*g^2*r+5876*b^2*g^2*x+160*b^2*g*p^2+96*b^2*g*p*q-12*b^2*g*p*r+224*b^2*g*p*x +288*b^2*g*q*r+2396*b^2*g*q*x-180*b^2*g*r^2-3716*b^2*g*r*x-11544*b^2*g*x^2+232* b*c^4+860*b*c^3*g+364*b*c^3*p+116*b*c^3*q+272*b*c^3*r+1792*b*c^3*x+876*b*c^2*g^ 2+1454*b*c^2*g*p+202*b*c^2*g*q+1242*b*c^2*g*r+9744*b*c^2*g*x+36*b*c^2*p^2+258*b *c^2*p*q-168*b*c^2*p*r-1108*b*c^2*p*x-4*b*c^2*q^2+300*b*c^2*q*r+1960*b*c^2*q*x-\ 160*b*c^2*r^2-2804*b*c^2*r*x-6272*b*c^2*x^2+292*b*c*g^3+1369*b*c*g^2*p+36*b*c*g ^2*q+1389*b*c*g^2*r+12622*b*c*g^2*x+341*b*c*g*p^2+530*b*c*g*p*q-97*b*c*g*p*r-\ 1328*b*c*g*p*x-16*b*c*g*q^2+750*b*c*g*q*r+5566*b*c*g*q*x-350*b*c*g*r^2-8584*b*c *g*r*x-25852*b*c*g*x^2-12*b*c*p^3+42*b*c*p^2*q-12*b*c*p^2*r-220*b*c*p^2*x+24*b* c*p*q^2-60*b*c*p*q*r-308*b*c*p*q*x+4*b*c*p*r^2+36*b*c*p*r*x-104*b*c*p*x^2+72*b* c*q^2*r+484*b*c*q^2*x-78*b*c*q*r^2-1256*b*c*q*r*x-3000*b*c*q*x^2+4*b*c*r^3+296* b*c*r^2*x+1392*b*c*r*x^2+1088*b*c*x^3+20*b*g^4+354*b*g^3*p-28*b*g^3*q+434*b*g^3 *r+4324*b*g^3*x+219*b*g^2*p^2+212*b*g^2*p*q+26*b*g^2*p*r+68*b*g^2*p*x-12*b*g^2* q^2+388*b*g^2*q*r+3304*b*g^2*q*x-185*b*g^2*r^2-4890*b*g^2*r*x-16404*b*g^2*x^2+ 23*b*g*p^3+80*b*g*p^2*q+14*b*g*p^2*r-466*b*g*p^2*x+24*b*g*p*q^2-6*b*g*p*q*r-88* b*g*p*q*x-11*b*g*p*r^2-956*b*g*p*r*x-3424*b*g*p*x^2+72*b*g*q^2*r+580*b*g*q^2*x-\ 90*b*g*q*r^2-1806*b*g*q*r*x-5352*b*g*q*x^2-2*b*g*r^3+316*b*g*r^2*x+3360*b*g*r*x ^2+3808*b*g*x^3+116*c^4*g+372*c^3*g^2+200*c^3*g*p+58*c^3*g*q+154*c^3*g*r+1424*c ^3*g*x+333*c^2*g^3+612*c^2*g^2*p+105*c^2*g^2*q+485*c^2*g^2*r+4584*c^2*g^2*x+67* c^2*g*p^2+129*c^2*g*p*q+31*c^2*g*p*r+82*c^2*g*p*x-2*c^2*g*q^2+150*c^2*g*q*r+ 1206*c^2*g*q*x-14*c^2*g*r^2-1412*c^2*g*r*x-5400*c^2*g*x^2+112*c*g^4+444*c*g^3*p +34*c*g^3*q+392*c*g^3*r+3984*c*g^3*x+193*c*g^2*p^2+241*c*g^2*p*q+93*c*g^2*p*r+ 56*c*g^2*p*x-8*c*g^2*q^2+303*c*g^2*q*r+2606*c*g^2*q*x-68*c*g^2*r^2-3596*c*g^2*r *x-13692*c*g^2*x^2+13*c*g*p^3+21*c*g*p^2*q+40*c*g*p^2*r+52*c*g*p^2*x+12*c*g*p*q ^2-30*c*g*p*q*r-110*c*g*p*q*x+23*c*g*p*r^2-134*c*g*p*r*x-1252*c*g*p*x^2+36*c*g* q^2*r+242*c*g*q^2*x-39*c*g*q*r^2-706*c*g*q*r*x-1700*c*g*q*x^2-4*c*g*r^3+40*c*g* r^2*x+888*c*g*r*x^2+1088*c*g*x^3+12*g^5+94*g^4*p-2*g^4*q+94*g^4*r+1024*g^4*x+79 *g^3*p^2+82*g^3*p*q+43*g^3*p*r+132*g^3*p*x-6*g^3*q^2+122*g^3*q*r+1114*g^3*q*x-\ 30*g^3*r^2-1480*g^3*r*x-5784*g^3*x^2+21*g^2*p^3+40*g^2*p^2*q+30*g^2*p^2*r-152*g ^2*p^2*x+12*g^2*p*q^2-3*g^2*p*q*r-22*g^2*p*q*x+5*g^2*p*r^2-554*g^2*p*r*x-2312*g ^2*p*x^2+36*g^2*q^2*r+290*g^2*q^2*x-45*g^2*q*r^2-942*g^2*q*r*x-2776*g^2*q*x^2-4 *g^2*r^3+104*g^2*r^2*x+1776*g^2*r*x^2+2176*g^2*x^3-488*a^2*b^2-168*a^2*b*c-464* a^2*b*g+320*a^2*b*p-244*a^2*b*q+524*a^2*b*r+7040*a^2*b*x-84*a^2*c*g-116*a^2*c*p -116*a^2*c*r+904*a^2*c*x-110*a^2*g^2+102*a^2*g*p-122*a^2*g*q+204*a^2*g*r+3972*a ^2*g*x-224*a*b^3-960*a*b^2*c-936*a*b^2*g+16*a*b^2*p-224*a*b^2*q+640*a*b^2*r+ 7136*a*b^2*x-328*a*b*c^2-1164*a*b*c*g+508*a*b*c*p-480*a*b*c*q+1068*a*b*c*r+ 13592*a*b*c*x-740*a*b*g^2+366*a*b*g*p-524*a*b*g*q+1138*a*b*g*r+14388*a*b*g*x+ 148*a*b*p^2+8*a*b*p*q+196*a*b*p*r+2344*a*b*p*x-56*a*b*q^2+320*a*b*q*r+3304*a*b* q*x-48*a*b*r^2-2368*a*b*r*x-9792*a*b*x^2-164*a*c^2*g-116*a*c^2*p-116*a*c^2*r+ 1272*a*c^2*x-342*a*c*g^2+70*a*c*g*p-240*a*c*g*q+350*a*c*g*r+8372*a*c*g*x-32*a*c *p^2+20*a*c*p*r+824*a*c*p*x+184*a*c*q*x+52*a*c*r^2+120*a*c*r*x-1344*a*c*x^2-164 *a*g^3+116*a*g^2*p-206*a*g^2*q+346*a*g^2*r+5880*a*g^2*x+58*a*g*p^2+4*a*g*p*q+ 108*a*g*p*r+1584*a*g*p*x-28*a*g*q^2+160*a*g*q*r+1744*a*g*q*x+2*a*g*r^2-1124*a*g *r*x-5568*a*g*x^2-224*b^3*c-224*b^3*g-472*b^2*c^2-1112*b^2*c*g+144*b^2*c*p-224* b^2*c*q+432*b^2*c*r+2656*b^2*c*x-544*b^2*g^2+80*b^2*g*p-224*b^2*g*q+536*b^2*g*r +4896*b^2*g*x-160*b*c^3-788*b*c^2*g+252*b*c^2*p-236*b*c^2*q+440*b*c^2*r+3016*b* c^2*x-1040*b*c*g^2+522*b*c*g*p-612*b*c*g*q+1202*b*c*g*r+11092*b*c*g*x+28*b*c*p^ 2+72*b*c*p*q-40*b*c*p*r-112*b*c*p*x-56*b*c*q^2+216*b*c*q*r+1424*b*c*q*x-52*b*c* r^2-888*b*c*r*x-1920*b*c*x^2-368*b*g^3+174*b*g^2*p-328*b*g^2*q+662*b*g^2*r+6828 *b*g^2*x+88*b*g*p^2+40*b*g*p*q+78*b*g*p*r+1116*b*g*p*x-56*b*g*q^2+268*b*g*q*r+ 2364*b*g*q*x-50*b*g*r^2-1628*b*g*r*x-5856*b*g*x^2-80*c^3*g-276*c^2*g^2+68*c^2*g *p-118*c^2*g*q+162*c^2*g*r+2144*c^2*g*x-270*c*g^3+162*c*g^2*p-250*c*g^2*q+430*c *g^2*r+5444*c*g^2*x-2*c*g*p^2+36*c*g*p*q-10*c*g*p*r+356*c*g*p*x-28*c*g*q^2+108* c*g*q*r+804*c*g*q*x-384*c*g*r*x-1632*c*g*x^2-76*g^4+50*g^3*p-108*g^3*q+180*g^3* r+2312*g^3*x+36*g^2*p^2+20*g^2*p*q+44*g^2*p*r+764*g^2*p*x-28*g^2*q^2+134*g^2*q* r+1228*g^2*q*x-12*g^2*r^2-784*g^2*r*x-3264*g^2*x^2-584*a^2*b-292*a^2*g-560*a*b^ 2-1040*a*b*c-1152*a*b*g-136*a*b*p-280*a*b*q+296*a*b*r+3936*a*b*x-520*a*c*g-56*a *c*p-56*a*c*r+368*a*c*x-436*a*g^2-96*a*g*p-140*a*g*q+120*a*g*r+2152*a*g*x-336*b ^2*c-448*b^2*g-344*b*c^2-1048*b*c*g+48*b*c*p-168*b*c*q+144*b*c*r+944*b*c*x-608* b*g^2-44*b*g*p-224*b*g*q+220*b*g*r+2440*b*g*x-172*c^2*g-440*c*g^2-4*c*g*p-84*c* g*q+44*c*g*r+656*c*g*x-192*g^3-36*g^2*p-112*g^2*q+96*g^2*r+1312*g^2*x-336*a*b-\ 168*a*g-112*b*c-224*b*g-56*c*g-112*g^2)*dx^3-32*b^4*g^3*q+8*g^7-28*b*g^4*q^3-52 *b*g^5*q^2-4*b*g^3*q^4-28*b*g^6*q-48*b^3*g^3*q^2-80*b^3*g^4*q+96*c*g^7*x-48*g^7 *q*x^2+36*g^7*q*x-96*c*g^7*x^2-48*g^7*p*x^2+60*g^7*p*x+6*b*g^3*q^4*r+90*b*g^6*p *r+54*b*g^6*q*r+82*b*g^5*q^2*r+42*b*g^4*q^3*r+192*b*c*g^6*r+258*b^2*g^5*p*r+134 *b^2*g^5*q*r+137*b^2*g^4*q^2*r+36*b^2*g^3*q^3*r+546*b^2*c*g^5*r+740*b^3*c*g^4*r +348*b^3*g^4*p*r+144*b^3*g^4*q*r+74*b^3*g^3*q^2*r+216*b^4*g^3*p*r+56*b^4*g^3*q* r+48*b^5*g^2*p*r+472*b^4*c*g^3*r+112*b^5*c*g^2*r+216*a*b^3*g^4*r+162*a*b^2*g^5* r+58*a*b*g^6*r+32*a*b^5*g^2*r+136*a*b^4*g^3*r+392*a^2*b^2*g^4*r+162*a^2*b*g^5*r +32*a^2*b^5*g*r+208*a^2*b^4*g^2*r+432*a^2*b^3*g^3*r+432*a^3*b^2*g^3*r+216*a^3*b *g^4*r+96*a^3*b^4*g*r+352*a^3*b^3*g^2*r+96*a^4*b^3*g*r+208*a^4*b^2*g^2*r+136*a^ 4*b*g^3*r+32*a^5*b^2*g*r+32*a^5*b*g^2*r-32*g^7*p*r*x-24*g^7*q*r*x-56*c*g^7*r*x-\ 30*b*g^6*p*r^2-26*b*g^6*q*r^2-30*b*g^5*q^2*r^2-37*b*g^5*q*r^3-14*b*g^4*q^3*r^2-\ 29*b*g^4*q^2*r^3-2*b*g^3*q^4*r^2-6*b*g^3*q^3*r^3-100*b*c*g^6*r^2-49*b^2*g^4*q^2 *r^2-64*b^2*g^4*q*r^3-12*b^2*g^3*q^3*r^2-26*b^2*g^3*q^2*r^3-86*b^2*g^5*p*r^2-62 *b^2*g^5*q*r^2-274*b^2*c*g^5*r^2-116*b^3*g^4*p*r^2-64*b^3*g^4*q*r^2-26*b^3*g^3* q^2*r^2-36*b^3*g^3*q*r^3-356*b^3*c*g^4*r^2-216*b^4*c*g^3*r^2-72*b^4*g^3*p*r^2-\ 24*b^4*g^3*q*r^2-48*b^5*c*g^2*r^2-16*b^5*g^2*p*r^2-32*a*b^5*g*p*r^2-128*a*b^5*c *g*r^2-58*a*b*g^6*r^2-216*a*b^3*g^4*r^2-162*a*b^2*g^5*r^2-32*a*b^5*g^2*r^2-136* a*b^4*g^3*r^2-162*a^2*b*g^5*r^2-392*a^2*b^2*g^4*r^2-208*a^2*b^4*g^2*r^2-432*a^2 *b^3*g^3*r^2-64*a^2*b^5*c*r^2-32*a^2*b^5*g*r^2-432*a^3*b^2*g^3*r^2-216*a^3*b*g^ 4*r^2-96*a^3*b^4*g*r^2-352*a^3*b^3*g^2*r^2-136*a^4*b*g^3*r^2-96*a^4*b^3*g*r^2-\ 208*a^4*b^2*g^2*r^2-32*a^5*b^2*g*r^2-32*a^5*b*g^2*r^2+18*g^5*q^3*r^2*x+10*g^4*q ^4*r^2*x+2*g^3*q^5*r^2*x+4*g^7*p*r^2*x+28*g^7*p*r*x^2+4*g^7*q*r^2*x+28*g^7*q*r* x^2+14*g^6*q^2*r^2*x+8*c*g^7*r^2*x+56*c*g^7*r*x^2+4*b*g^2*q^5*r^2*x+32*b*g^6*p* r^2*x+32*b*g^6*q*r^2*x+90*b*g^5*q^2*r^2*x+88*b*g^4*q^3*r^2*x+34*b*g^3*q^4*r^2*x +64*b*c*g^6*r^2*x+32*b*g^6*r^3*x+28*b^2*g^2*q^4*r^2*x+100*b^2*g^5*p*r^2*x+100*b ^2*g^5*q*r^2*x+212*b^2*g^4*q^2*r^2*x+140*b^2*g^3*q^3*r^2*x+200*b^2*c*g^5*r^2*x+ 72*b^3*g^2*q^3*r^2*x+152*b^3*g^4*p*r^2*x+152*b^3*g^4*q*r^2*x+216*b^3*g^3*q^2*r^ 2*x+304*b^3*c*g^4*r^2*x+112*b^4*g^3*p*r^2*x+112*b^4*g^3*q*r^2*x+80*b^4*g^2*q^2* r^2*x+100*b^2*g^5*r^3*x+152*b^3*g^4*r^3*x+112*b^4*g^3*r^3*x+32*b^5*g^2*r^3*x+ 224*b^4*c*g^3*r^2*x+32*b^5*g^2*p*r^2*x+32*b^5*g^2*q*r^2*x+64*b^5*c*g^2*r^2*x-4* g^7*p*r^2*x^2-4*g^7*q*r^2*x^2-8*c*g^7*r^2*x^2+12*a^2*g^2*r^6*x+8*a^3*g*r^6*x-9* b*g^2*r^6*x-64*b^5*c*g*p*r^2+5*a*g^3*r^6*x-128*a*b^5*c^2*r^2+290*b^3*g^2*r^4*x+ 9*a*g^2*r^6*x-64*a*b^5*c*p*r^2-154*b^3*g^2*q^2*r-8*b^5*g*p^2*r^2-96*b^5*c^2*g*r ^2-64*b^5*c^2*p*r^2-16*b^5*c*p^2*r^2+18*a*c*g^2*r^6*x-18*b*c*g^2*r^6*x+80*b^4*g ^2*q*r^3*x-16*b^5*g*r^4*x+47*b*g^5*r^4*x+10*b*g^4*r^5*x-5*b*g^3*r^6*x-24*b^4*g* r^5*x+74*b^3*g^3*r^4*x-36*b^3*g^2*r^5*x-8*b^3*g*r^6*x-8*g^6*r^4*x^2-4*g^5*r^5*x ^2-12*a^2*g^2*r^6-6*a*g^3*r^6-8*a^3*g*r^6+8*g^6*r^4*x+4*g^5*r^5*x-5*c*g^3*r^6-b *g^3*r^6-64*b^5*c^3*r^2-5*b^2*g^3*r^5-11*b*g^5*r^4-6*b*g^4*r^5-12*b^3*g^3*r^4-\ 20*b^2*g^4*r^4+97*b^2*g^4*r^4*x-7*b^2*g^3*r^5*x-12*b^2*g^2*r^6*x-6*b*g*q^4*r^3-\ 12*b*g*q^3*r^4-6*b*g*q^2*r^5-36*b^2*g*q^3*r^3-60*b^2*g*q^2*r^4-24*b^2*g*q*r^5-\ 76*b^3*g*q^2*r^3-96*b^3*g*q*r^4-6*g^5*q*r^4-4*g^4*q^2*r^4-3*g^4*q*r^5-2*g^3*p*r ^6-g^2*p^2*r^6-256*b^4*g^2*p*q-800*b*c^6*g*r^2-1856*b*c^5*g^2*r^2-720*b*c^5*g*r ^3-2160*b*c^4*g^3*r^2-1424*b*c^4*g^2*r^3-216*b*c^4*g*r^4-272*b^4*g*p^2*q-1952*b ^2*c^5*g*r^2-3248*b^2*c^4*g^2*r^2-1344*b^2*c^4*g*r^3-2704*b^2*c^3*g^3*r^2-1808* b^2*c^3*g^2*r^3-264*b^2*c^3*g*r^4-1204*b^2*c^2*g^4*r^2-1120*b^2*c^2*g^3*r^3-296 *b^2*c^2*g^2*r^4-20*b^2*c^2*g*r^5-326*b^2*c*g^4*r^3-130*b^2*c*g^3*r^4-20*b^2*c* g^2*r^5+97*c*g^4*q^3*r+17*c*g^3*q^4*r+10*g^3*p*q^4*r-206*a*b*g^3*q^3-28*a*b*g^2 *q^4-24*a*b*p^2*q^4-264*a*b*g^5*q-426*a*b*g^4*q^2-96*a*b*c^2*q^4+240*a*b^2*c*q^ 3+88*g^5*p*q^2*r+51*g^4*p*q^3*r+59*g^6*p*q*r-6*b*c*g*r^6+32*b*c^3*q^4*r+52*a^3* g*r^5*x-368*b^4*c*g^2*q-176*b^4*c*p^2*q-576*b^4*c^2*p*q-832*b^4*c^2*g*q+192*a^2 *b^5*c*r+64*a^2*b^5*p*r-96*a^2*b^4*g*r^3-32*a^2*b^4*p^2*r^2-32*a^2*b^4*p*r^3-\ 288*b^5*c*g*p-102*a^2*b*g^2*r^5-12*a^2*b*g*r^6-800*a^2*c^5*g*r^2-2256*a^2*c^4*g ^2*r^2-720*a^2*c^4*g*r^3-56*a^2*g*p*r^5-2384*a^2*c^3*g^3*r^2-2880*a^2*b^3*c^3*r ^2-1248*a^2*b^3*c^2*r^3-160*a^2*b^3*c*r^4-392*a^2*b^3*g^2*r^3-112*a^2*b^3*g*r^4 -3712*a^2*b^2*c^4*r^2-2496*a^2*b^2*c^3*r^3-672*a^2*b^2*c^2*r^4-80*a^2*b^2*c*r^5 -492*a^2*b^2*g^3*r^3-288*a^2*b^2*g^2*r^4-60*a^2*b^2*g*r^5-1600*a^2*b*c^5*r^2-\ 1440*a^2*b*c^4*r^3-672*a^2*b*c^3*r^4-184*a^2*b*c^2*r^5-16*a^2*b*c*r^6-240*a^2*b *g^4*r^3-832*a^2*b^4*c^2*r^2-160*a^2*b^4*c*r^3-282*a^2*c*g^5*r^2-390*a^2*c*g^4* r^3-366*a^2*c*g^3*r^4-198*a^2*c*g^2*r^5-28*a^2*c*g*r^6-6*a*c*p*r^6-90*a^2*g^5*q *r^2-1640*a^2*c^3*g^2*r^3-568*a^2*c^3*g*r^4-1192*a^2*c^2*g^4*r^2-1260*a^2*c^2*g ^3*r^3-768*a^2*c^2*g^2*r^4-240*a^2*c^2*g*r^5-218*a^2*b*g^3*r^4-92*a*b*g^5*r^3-\ 77*a*b*g^4*r^4-41*a*b*g^3*r^5-352*a*c^6*g*r^2-896*a*b^4*c^3*r^2-224*a*b^4*c^2*r ^3-72*a*b^4*g^2*r^3-8*a*b^4*p^3*r^2-8*a*b^4*p^2*r^3-2112*a*b^3*c^4*r^2-1056*a*b ^3*c^3*r^3-128*a*b^3*c^2*r^4-212*a*b^3*g^3*r^3-64*a*b^3*g^2*r^4-2048*a*b^2*c^5* r^2-1504*a*b^2*c^4*r^3-368*a*b^2*c^3*r^4-56*a*g^2*p*r^5-20*a*g*p^2*r^5-6*a*g*p* r^6-180*a*c^2*g^2*r^5-24*a*c^2*g*r^6-100*a*c*g^6*r^2-155*a*c*g^5*r^3-138*a*c*g^ 4*r^4-93*a*c*g^3*r^5-1280*a*c^5*g^2*r^2-336*a*c^5*g*r^3-1808*a*c^4*g^3*r^2-1072 *a*c^4*g^2*r^3-248*a*c^4*g*r^4-1296*a*c^3*g^4*r^2-1216*a*c^3*g^3*r^3-520*a*c^3* g^2*r^4-132*a*c^3*g*r^5-40*a*b^2*c^2*r^5-216*a*b^2*g^4*r^3-124*a*b^2*g^3*r^4-30 *a*b^2*g^2*r^5-704*a*b*c^6*r^2-672*a*b*c^5*r^3-272*a*b*c^4*r^4-72*a*b*c^3*r^5+ 744*b^2*g^4*p*q*r+564*b^2*g^3*p*q^2*r+120*b^2*g^2*p*q^3*r+84*b^2*g*p^2*q^3*r+ 152*b^4*g*p^2*q*r+392*b^2*c^2*g*q^3*r+280*b^2*c^2*p*q^3*r+1550*b^2*c*g^4*q*r+ 1106*b^2*c*g^3*q^2*r+214*b^2*c*g^2*q^3*r+86*b^2*c*p^2*q^3*r-5600*a^3*b*c^3*g*r^ 2-5248*a^3*b*c^2*g^2*r^2-3392*a^3*b*c^2*g*r^3-1896*a^3*b*c*g^3*r^2-2024*a^3*b*c *g^2*r^3-1008*a^3*b*c*g*r^4-1344*a^4*b^2*c*g*r^2-2432*a^4*b*c^2*g*r^2-1216*a^4* b*c*g^2*r^2-1184*a^4*b*c*g*r^3+168*b^4*c*p^2*q*r+208*b^4*g^2*p*q*r+256*a*b^5*c* p*r+128*a*b^5*g*p*r+1248*a*b^4*c^2*q*r+264*a*b^4*g^2*q*r+136*a*b^4*p^2*q*r+1344 *a*b^3*c^2*q^2*r+812*a*b^3*g^3*q*r+376*a*b^3*g^2*q^2*r+168*a*b^3*p^2*q^2*r-50*b ^2*g*q*r^5*x^2+320*a*b^5*c*g*r+400*a*b*g^5*q*r+14*a*b*p^2*q^4*r-1408*a*b^4*c*p* q-1216*a*b^4*c*g*q-48*a^3*c*p^2*r^4*x^2-8*a^3*c*p*r^5*x^2-24*a^3*c*q^2*r^4*x^2-\ 8*a^3*c*q*r^5*x^2-192*a^3*c^2*p*r^4*x^2-144*a^3*c^2*q*r^4*x^2+44*b*c^2*p*q^4*r-\ 108*a^3*b*p^2*r^4*x^2-24*a^3*b*p*r^5*x^2-108*a^3*b*q^2*r^4*x^2-24*a^3*b*q*r^5*x ^2+60*b*c^2*g*q^4*r-24*a^4*c*p*r^4*x^2-24*a^4*c*q*r^4*x^2+18*a*b*q^5*r*x-360*a^ 2*c^3*p*r^4*x^2-216*a^2*c^3*q*r^4*x^2-42*a^2*b*p^3*r^4*x^2-12*a^2*b*p^2*r^5*x^2 -42*a^2*b*q^3*r^4*x^2-12*a^2*b*q^2*r^5*x^2-216*a^2*b^2*p^2*r^4*x^2-48*a^2*b^2*p *r^5*x^2-216*a^2*b^2*q^2*r^4*x^2-48*a^2*b^2*q*r^5*x^2-78*a^3*g*p^2*r^4*x^2-16*a ^3*g*p*r^5*x^2-66*a^3*g*q^2*r^4*x^2-16*a^3*g*q*r^5*x^2-416*a^5*b*c*g*r^2-30*a^2 *c*p^3*r^4*x^2-8*a^2*c*p^2*r^5*x^2-180*a^2*c^2*p^2*r^4*x^2-32*a^2*c^2*p*r^5*x^2 -48*a^2*c^2*q^2*r^4*x^2-16*a^2*c^2*q*r^5*x^2-3*a*g*q^4*r^4*x^2-a*g*q^3*r^5*x^2-\ 119*a*g^3*p^2*r^4*x^2-27*a*g^3*p*r^5*x^2-111*a*g^3*q^2*r^4*x^2-27*a*g^3*q*r^5*x ^2-46*a*g^2*p^3*r^4*x^2-13*a*g^2*p^2*r^5*x^2-32*a*g^2*q^3*r^4*x^2-9*a*g^2*q^2*r ^5*x^2-6*a*g*p^4*r^4*x^2-120*p*c*b*a*q^4-6*a*c*p^4*r^4*x^2-2*a*c*p^3*r^5*x^2+12 *a^2*c*r^6*x+144*a^2*b^2*r^5*x+12*a^2*b*r^6*x-502*a*c^2*g^5*r^2-636*a*c^2*g^4*r ^3-414*a*c^2*g^3*r^4-1472*a^4*b^2*c^2*r^2-736*a^4*b^2*c*r^3-336*a^4*b^2*g*r^3-\ 1280*a^4*b*c^3*r^2-960*a^4*b*c^2*r^3-352*a^4*b*c*r^4-280*a^4*b*g^2*r^3-232*a^4* b*g*r^4-384*a^4*b^3*c*r^2-224*a^5*c^2*g*r^2-144*a^5*c*g^2*r^2-144*a^5*c*g*r^3-\ 64*a^5*g^2*q*r^2-256*a^5*b^2*c*r^2-448*a^5*b*c^2*r^2-288*a^5*b*c*r^3-144*a^5*b* g*r^3-64*a^6*b*c*r^2-32*a^6*b*q*r^2-32*a^6*c*g*r^2-16*a^6*g*q*r^2-468*a^3*c*g^2 *r^4-156*a^3*c*g*r^5-140*a^3*g^4*q*r^2-960*a^3*c^4*g*r^2-1968*a^3*c^3*g^2*r^2-\ 800*a^3*c^3*g*r^3-496*a^3*b^2*c*r^4-552*a^3*b^2*g^2*r^3-304*a^3*b^2*g*r^4-1920* a^3*b*c^4*r^2-1600*a^3*b*c^3*r^3-720*a^3*b*c^2*r^4-152*a^3*b*c*r^5-332*a^3*b*g^ 3*r^3-316*a^3*b*g^2*r^4-108*a^3*b*g*r^5-256*a^3*b^4*c*r^2-32*a^3*b^4*p*r^2-1728 *a^3*b^3*c^2*r^2-608*a^3*b^3*c*r^3-304*a^3*b^3*g*r^3-3328*a^3*b^2*c^3*r^2-1984* a^3*b^2*c^2*r^3-408*a^4*c*g^2*r^3-248*a^4*c*g*r^4-124*a^4*g^3*q*r^2-640*a^4*c^3 *g*r^2-848*a^4*c^2*g^2*r^2-480*a^4*c^2*g*r^3-320*a^4*c*g^3*r^2+14*g^2*p^2*r^5*x -18*g^2*p*r^5*x^2-18*g^2*q*r^5*x^2-1400*a^3*c^2*g^3*r^2-1200*a^3*c^2*g^2*r^3-\ 560*a^3*c^2*g*r^4-404*a^3*c*g^4*r^2-528*a^3*c*g^3*r^3-180*a^2*b^2*q^3*r-22*a^2* b*q^4*r-504*a^2*b^3*q^2*r-560*a^2*b^4*q*r-192*b^2*g*q^5*x^2-24*b*c*q^6*x^2-136* b^4*g^2*q*r+32*b^5*c*g*r+96*b^5*c*p*r-24*b^5*g*p*r+208*b^4*c^2*q*r-168*b^2*c*q^ 5*x^2-24*b*g*q^6*x^2-312*a*b^2*q^4*x-1056*a*b^5*q*x-1584*a*b^4*q^2*x-1032*a*b^3 *q^3*x-36*a*b*q^5*x-384*b*c^3*g^2*r^4-36*b*c^3*g*r^5-514*b*c^2*g^5*r^2-636*b*c^ 2*g^4*r^3-282*b*c^2*g^3*r^4-60*b*c^2*g^2*r^5-4*b*c^2*g*r^6-151*b*c*g^5*r^3-92*b *c*g^4*r^4-33*b*c*g^3*r^5-1400*b*c^3*g^4*r^2-1328*b*c^3*g^3*r^3-272*b^4*g^3*p-\ 30*b^2*c*q^3*r^4*x^2-8*b^2*c*q^2*r^5*x^2-48*b^2*c^2*p^2*r^4*x^2-16*b^2*c^2*p*r^ 5*x^2-180*b^2*c^2*q^2*r^4*x^2-32*b^2*c^2*q*r^5*x^2-216*b^2*c^3*p*r^4*x^2-360*b^ 2*c^3*q*r^4*x^2-66*b^3*g*p^2*r^4*x^2-16*b^3*g*p*r^5*x^2-78*b^3*g*q^2*r^4*x^2-16 *b^3*g*q*r^5*x^2-24*b^3*c*p^2*r^4*x^2-8*b^3*c*p*r^5*x^2-48*b^3*c*q^2*r^4*x^2-8* b^3*c*q*r^5*x^2-144*b^3*c^2*p*r^4*x^2-192*b^3*c^2*q*r^4*x^2-24*b^4*c*p*r^4*x^2-\ 24*b^4*c*q*r^4*x^2-112*c*g*b*a*q^4-84*b*g*p*a*q^4-167*a^2*g^2*p^2*r^4*x^2-36*a^ 2*g^2*p*r^5*x^2-8*b*c^3*p*r^5*x^2-144*b*c^3*q^2*r^4*x^2-24*b*c^3*q*r^5*x^2+182* a*b^2*q^4*r*x-6*b*c*q^4*r^4*x^2-2*b*c*q^3*r^5*x^2-48*b*c^2*q^3*r^4*x^2-12*b*c^2 *q^2*r^5*x^2-27*b*g^3*p*r^5*x^2-119*b*g^3*q^2*r^4*x^2-27*b*g^3*q*r^5*x^2-32*b*g ^2*p^3*r^4*x^2-9*b*g^2*p^2*r^5*x^2-46*b*g^2*q^3*r^4*x^2-13*b*g^2*q^2*r^5*x^2-3* b*g*p^4*r^4*x^2-b*g*p^3*r^5*x^2-6*b*g*q^4*r^4*x^2-111*b*g^3*p^2*r^4*x^2-1564*a^ 2*b*c*g^4*r^2-1836*a^2*b*c*g^3*r^3-1064*a^2*b*c*g^2*r^4-284*a^2*b*c*g*r^5-8832* a^2*b*c^3*g^2*r^2-4528*a^2*b*c^3*g*r^3-5504*a^2*b*c^2*g^3*r^2-4616*a^2*b*c^2*g^ 2*r^3-1552*a^2*b*c^2*g*r^4+400*a*b^4*g*q-362*b^3*g^3*q*r-24*b^3*c^2*q^2*r+368*a *b^4*p*q-368*a^2*b^2*p*q^3-72*b^2*g^5*q-88*b^2*g^4*q^2-24*b^2*g^3*q^3-432*a^2*b *c*q^2*r^4*x^2-96*a^2*b*c*q*r^5*x^2-1536*a^2*b*c^2*p*r^4*x^2-1488*a^2*b*c^2*q*r ^4*x^2-432*a^2*b^2*p*q*r^4*x^2-144*a^3*g*p*q*r^4*x^2-1440*a^2*b^2*c*p*r^4*x^2-\ 1440*a^2*b^2*c*q*r^4*x^2-2*a*c*p^2*q*r^5*x^2-752*a*c*g^3*p*r^4*x^2-736*a*c*g^3* q*r^4*x^2-445*a*c*g^2*p^2*r^4*x^2-94*a*c*g^2*p*r^5*x^2-369*a*c*g^2*q^2*r^4*x^2-\ 276*a^2*c*g*q^2*r^4*x^2-68*a^2*c*g*q*r^5*x^2-54*a^2*c*p^2*q*r^4*x^2-24*a^2*c*p* q^2*r^4*x^2-8*a^2*c*p*q*r^5*x^2-1046*a^2*c*g^2*p*r^4*x^2-1006*a^2*c*g^2*q*r^4*x ^2-382*a^2*c*g*p^2*r^4*x^2-76*a^2*c*g*p*r^5*x^2-1204*a^2*c^2*g*p*r^4*x^2-1052*a ^2*c^2*g*q*r^4*x^2-216*a^2*c^2*p*q*r^4*x^2-378*a^2*b*g*p^2*r^4*x^2-84*a^2*b*g*p *r^5*x^2-366*a^2*b*g*q^2*r^4*x^2-84*a^2*b*g*q*r^5*x^2-126*a^2*b*p^2*q*r^4*x^2-\ 126*a^2*b*p*q^2*r^4*x^2-24*a^2*b*p*q*r^5*x^2-456*a^2*b*c*p^2*r^4*x^2-96*a^2*b*c *p*r^5*x^2-1006*b^2*c*g^2*p*r^4*x^2-1046*b^2*c*g^2*q*r^4*x^2-276*b^2*c*g*p^2*r^ 4*x^2-68*b^2*c*g*p*r^5*x^2-382*b^2*c*g*q^2*r^4*x^2-76*b^2*c*g*q*r^5*x^2-24*b^2* c*p^2*q*r^4*x^2-54*b^2*c*p*q^2*r^4*x^2-8*b^2*c*p*q*r^5*x^2-1052*b^2*c^2*g*p*r^4 *x^2-1204*b^2*c^2*g*q*r^4*x^2-216*b^2*c^2*p*q*r^4*x^2-144*b^3*g*p*q*r^4*x^2-484 *b^3*c*g*p*r^4*x^2-508*b^3*c*g*q*r^4*x^2-72*b^3*c*p*q*r^4*x^2-22*a*g^2*p*q*r^5* x^2-18*a*g*p^3*q*r^4*x^2-21*a*g*p^2*q^2*r^4*x^2-4*a*g*p^2*q*r^5*x^2-12*a*g*p*q^ 3*r^4*x^2-3*a*g*p*q^2*r^5*x^2-230*a*g^3*p*q*r^4*x^2-119*a*g^2*p^2*q*r^4*x^2-105 *a*g^2*p*q^2*r^4*x^2-86*a*c*g^2*q*r^5*x^2-97*a*c*g*p^3*r^4*x^2-26*a*c*g*p^2*r^5 *x^2-45*a*c*g*q^3*r^4*x^2-12*a*c*g*q^2*r^5*x^2-12*a*c*p^3*q*r^4*x^2-6*a*c*p^2*q ^2*r^4*x^2-314*b^2*g^2*p*q*r^4*x^2-75*b^2*g*p^2*q*r^4*x^2-90*b^2*g*p*q^2*r^4*x^ 2-16*b^2*g*p*q*r^5*x^2-1300*a*c^2*g^2*q*r^4*x^2-474*a*c^2*g*p^2*r^4*x^2-92*a*c^ 2*g*p*r^5*x^2-294*a*c^2*g*q^2*r^4*x^2-68*a*c^2*g*q*r^5*x^2-72*a*c^2*p^2*q*r^4*x ^2-24*a*c^2*p*q^2*r^4*x^2-8*a*c^2*p*q*r^5*x^2-1396*a*c^2*g^2*p*r^4*x^2-960*a*c^ 3*g*p*r^4*x^2-784*a*c^3*g*q*r^4*x^2-144*a*c^3*p*q*r^4*x^2-85*a*b*g*q^3*r^4*x^2-\ 24*a*b*g*q^2*r^5*x^2-24*a*b*p^3*q*r^4*x^2-36*a*b*p^2*q^2*r^4*x^2-6*a*b*p^2*q*r^ 5*x^2-24*a*b*p*q^3*r^4*x^2-6*a*b*p*q^2*r^5*x^2-84*b^2*c^2*q^3*r-22*b*c^2*q^4*r-\ 171*b*g^5*q*r-72*b^2*g^2*q^3*r-369*b^2*g^4*q*r-271*b^2*g^3*q^2*r-304*b^2*a^2*g* q^3-164*b*g^4*q^2*r-78*b*g^3*q^3*r-12*b*g^2*q^4*r-232*a*b^4*g^2*p*r^2-104*a*b^4 *g*p^2*r^2-1504*a*b^4*c^2*g*r^2-800*a*b^4*c^2*p*r^2-45*b*c*g*p^3*r^4*x^2-12*b*c *g*p^2*r^5*x^2-97*b*c*g*q^3*r^4*x^2-26*b*c*g*q^2*r^5*x^2-6*b*c*p^2*q^2*r^4*x^2-\ 12*b*c*p*q^3*r^4*x^2-736*b*c*g^3*p*r^4*x^2-752*b*c*g^3*q*r^4*x^2-369*b*c*g^2*p^ 2*r^4*x^2-24*b*c^2*p^2*q*r^4*x^2-72*b*c^2*p*q^2*r^4*x^2-8*b*c^2*p*q*r^5*x^2-\ 1300*b*c^2*g^2*p*r^4*x^2-1396*b*c^2*g^2*q*r^4*x^2-294*b*c^2*g*p^2*r^4*x^2-68*b* c^2*g*p*r^5*x^2-474*b*c^2*g*q^2*r^4*x^2-92*b*c^2*g*q*r^5*x^2-784*b*c^3*g*p*r^4* x^2-960*b*c^3*g*q*r^4*x^2-144*b*c^3*p*q*r^4*x^2-400*c^2*g^2*p*q*r^4*x^2-48*c^2* g*p^2*q*r^4*x^2-48*c^2*g*p*q^2*r^4*x^2-8*c^2*g*p*q*r^5*x^2-144*c^3*g*p*q*r^4*x^ 2-230*b*g^3*p*q*r^4*x^2-105*b*g^2*p^2*q*r^4*x^2-119*b*g^2*p*q^2*r^4*x^2-22*b*g^ 2*p*q*r^5*x^2-12*b*g*p^3*q*r^4*x^2-21*b*g*p^2*q^2*r^4*x^2-3*b*g*p^2*q*r^5*x^2-\ 18*b*g*p*q^3*r^4*x^2-4*b*g*p*q^2*r^5*x^2-2*b*c*p*q^2*r^5*x^2-86*b*c*g^2*p*r^5*x ^2-445*b*c*g^2*q^2*r^4*x^2-94*b*c*g^2*q*r^5*x^2+576*a^2*b^5*q*x+1344*a^2*b^4*q^ 2*x+384*a*b^6*c*x+192*a*b^6*p*x+1152*a^2*b^3*q^3*x+432*a^2*b^2*q^4*x+60*a^2*b*q ^5*x+192*b^6*c*g*x+96*b^6*g*p*x+384*b^5*c^2*q*x+192*b^5*g^2*q*x+1056*b^4*c^2*q^ 2*x+720*b^4*g^3*q*x+480*b^4*g^2*q^2*x+1008*b^3*c^2*q^3*x+1056*b^3*g^4*q*x+1344* b^3*g^3*q^2*x+432*b^3*g^2*q^3*x+512*a*b^4*c*q-128*a*b^5*c*r-176*a*b^5*g*r-144*a *b^5*p*r-4*b*c*r^6*x-560*a^2*b^2*c*q^3-800*a^2*b^3*p*q^2-544*a^2*b^3*g*q^2-96*b ^4*c^2*p*r^3-88*b^4*c*g^2*r^3-24*b^4*c*p^3*r^2-24*b^4*c*p^2*r^3-3*c*g*p*r^6-736 *b^4*c^3*g*r^2-5216*a*b^3*c^3*g*r^2-80*a*b^4*g*p*r^3-800*a*b^4*c*g^2*r^2-256*a* b^4*c*g*r^3-192*a*b^4*c*p^2*r^2-128*a*b^4*c*p*r^3+356*b^3*g*q^3*r*x+44*a^2*b*p* q^4*r+60*a^2*b*g*q^4*r+96*a^2*b*c*q^4*r-832*b^4*c^2*q^2*r*x-1696*a^3*b^3*c*g*r^ 2-12*g^2*p*q*r^5*x^2-59*c*g^2*p*r^5*x^2-1656*a*b^3*c*g^3*r^2-1160*a*b^3*c*g^2*r ^3-192*a*b^3*c*g*r^4-4528*a*b^3*c^2*g^2*r^2-2000*a*b^3*c^2*g*r^3-59*c*g^2*q*r^5 *x^2+328*a^2*b^2*g*q^3*r+552*a^2*b^2*c*q^3*r+600*a^2*b^3*g*q^2*r+480*a^2*b^3*p* q^2*r+1104*a^2*b^3*c*q^2*r+864*a^2*b^4*c*q*r+384*a^2*b^4*g*q*r+352*a^2*b^4*p*q* r-72*a^2*b*q*r^5*x^2+248*a^2*b^2*p*q^3*r-50*a^2*g*p*r^5*x^2-60*b*g^2*p*r^5*x^2-\ 68*b*g^2*q*r^5*x^2-14*b*g*q^2*r^5*x^2-1856*b^3*c^4*g*r^2-2240*b^3*c^3*g^2*r^2-\ 848*b^3*c^3*g*r^3-60*b^4*g^2*p^2*r^2-32*b^4*g^2*p*r^3-16*b^4*g*p^3*r^2-16*b^4*g *p^2*r^3-416*b^4*c^3*p*r^2-160*b^4*c^3*q*r^2-608*b^4*c^2*g^2*r^2-160*b^4*c^2*g* r^3-176*b^4*c^2*p^2*r^2-136*b^4*c*g*r^3-72*b^4*c*p*r^3+528*b^3*c^3*q^2*r-280*b^ 3*c*g*r^4-372*r^2*q*b^3*g+288*b^5*c^2*g*r+192*b^5*c^2*p*r-32*b^5*c*g*r^2+48*b^5 *c*p^2*r-32*b^5*c*p*r^2+40*b^5*g*p^2*r-8*b^5*g*p*r^2+544*b^4*c^3*q*r+17*a*g^3*q ^4*r-24*a*c*g*r^6+66*a*g^6*q*r+121*a*g^5*q^2*r+80*a*g^4*q^3*r+416*b^3*a*g*q^2+ 216*b^2*c^3*q^3*r-114*b^2*c*g*r^5+296*b^3*p*a*q^2+408*b^2*c^2*q^4*x+756*b^2*g^5 *q*x+1392*b^2*g^4*q^2*x+852*b^2*g^3*q^3*x+60*b*c^2*q^5*x-14*a*g*p^2*r^5*x^2-68* a*g^2*p*r^5*x^2+82*a*b^2*p^2*q^3*r+876*a*b^2*g^4*q*r+818*a*b^2*g^3*q^2*r+194*a* b^2*g^2*q^3*r+600*a*b^2*c^2*q^3*r-60*a*g^2*q*r^5*x^2-108*a*b^3*p^2*r^4*x^2-24*a *b^3*p*r^5*x^2-108*a*b^3*q^2*r^4*x^2-24*a*b^3*q*r^5*x^2-147*a^2*g^2*q^2*r^4*x^2 -36*a^2*g^2*q*r^5*x^2-36*a^2*g*p^3*r^4*x^2-10*a^2*g*p^2*r^5*x^2-21*a^2*g*q^3*r^ 4*x^2-6*a^2*g*q^2*r^5*x^2+96*a*b*c^2*q^4*r-48*a*c^2*p^3*r^4*x^2-12*a*c^2*p^2*r^ 5*x^2-144*a*c^3*p^2*r^4*x^2-24*a*c^3*p*r^5*x^2-24*a*c^3*q^2*r^4*x^2-8*a*c^3*q*r ^5*x^2-192*a*c^4*p*r^4*x^2-96*a*c^4*q*r^4*x^2-6*a*b*p^4*r^4*x^2-2*a*b*p^3*r^5*x ^2-6*a*b*q^4*r^4*x^2-2*a*b*q^3*r^5*x^2-42*a*b^2*p^3*r^4*x^2-12*a*b^2*p^2*r^5*x^ 2-42*a*b^2*q^3*r^4*x^2-12*a*b^2*q^2*r^5*x^2-1032*b^3*a*g*p*q^2-1552*b^3*c*a*p*q ^2-1424*b^3*c*a*g*q^2+976*a*b^5*q*r*x+692*a*b^3*q^3*r*x+1224*a*b^4*q^2*r*x-16*c ^3*g*q*r^5*x^2-144*c^4*g*p*r^4*x^2-144*c^4*g*q*r^4*x^2-464*c^3*g^2*p*r^4*x^2-\ 464*c^3*g^2*q*r^4*x^2-84*c^3*g*p^2*r^4*x^2-16*c^3*g*p*r^5*x^2-84*c^3*g*q^2*r^4* x^2-460*c^2*g^3*p*r^4*x^2-460*c^2*g^3*q*r^4*x^2-210*c^2*g^2*p^2*r^4*x^2-44*c^2* g^2*p*r^5*x^2-210*c^2*g^2*q^2*r^4*x^2-44*c^2*g^2*q*r^5*x^2-24*c^2*g*p^3*r^4*x^2 -6*c^2*g*p^2*r^5*x^2-24*c^2*g*q^3*r^4*x^2-6*c^2*g*q^2*r^5*x^2-96*b^3*a*q^2-256* b^5*c^2*g+512*b^4*g*r-8*g^5*p^3*r^2-16*g^5*p^2*r^3-10*g^5*p*r^4-7*g^4*p^4*r^2-\ 20*g^4*p^3*r^3-20*g^4*p^2*r^4-4*g^3*p^5*r^2-14*g^3*p^4*r^3-18*g^3*p^3*r^4-10*g^ 3*p^2*r^5-4*g^2*p^5*r^3-6*g^2*p^4*r^4-10*g^2*p^2*r^5+12*g^7*p*r+8*g^7*q*r+76*g^ 7*r*x+16*g^6*q^2*r+12*g^5*q^3*r+3*g^4*q^4*r+8*b*g^7*r+25*b*g^6*r^2+26*c*g^7*r+ 264*b*g^6*q*x+636*b*g^5*q^2*x+552*b*g^4*q^3*x+204*b*g^3*q^4*x+24*b*g^2*q^5*x+ 168*b^2*g^2*q^4*x+96*b^5*c*q*x-480*b^5*g*q*x-96*b^4*c*q^2*x-840*b^4*g*q^2*x-96* a^2*c*b*q^4-312*b^3*c*q^3*x-672*b^3*g*q^3*x-1152*a^2*b^3*c*q^2-4*g^3*q^2*r^5*x^ 2-3*g^2*p^4*r^4*x^2-3*g^2*q^4*r^4*x^2-29*g^4*p^2*r^4*x^2-29*g^4*q^2*r^4*x^2-\ 1288*b^3*c^2*g^3*r^2-768*b^3*c^2*g^2*r^3-80*b^3*c^2*g*r^4-292*b^3*c*g^3*r^3-56* b^3*c*g^2*r^4-14*g^3*p^3*r^4*x^2-4*g^3*p^2*r^5*x^2-14*g^3*q^3*r^4*x^2+32*a*b^5* p^2*r+16*a*b^5*p*r^2-36*b*g*q^5*x-64*a*b^4*c*r^3+40*a*b^4*g*r^3-192*b^2*c*q^4*x -252*b^2*g*q^4*x-108*a*b^2*c*r^5-96*a*b^2*g*r^5-36*b*c*q^5*x+384*a*b^5*c^2*r-24 *a*b^4*p*r^3-240*a*b^3*c*r^4-160*a*b^3*g*r^4-23*g^3*p*r^5*x^2-23*g^3*q*r^5*x^2-\ 7*g^2*p^2*r^5*x^2-7*g^2*q^2*r^5*x^2+123*c*g^6*q*r+177*c*g^5*q^2*r-320*a*b^5*c*g -448*a*b^5*c*p+528*b^3*c*a*q^2-11*c*g^2*p^2*r^5*x^2-41*c*g^2*q^3*r^4*x^2-11*c*g ^2*q^2*r^5*x^2-3*c*g*p^4*r^4*x^2-c*g*p^3*r^5*x^2-3*c*g*q^4*r^4*x^2-c*g*q^3*r^5* x^2-184*c*g^4*p*r^4*x^2-184*c*g^4*q*r^4*x^2-142*c*g^3*p^2*r^4*x^2-32*c*g^3*p*r^ 5*x^2-142*c*g^3*q^2*r^4*x^2-32*c*g^3*q*r^5*x^2-41*c*g^2*p^3*r^4*x^2-2740*a*b*c^ 2*g^4*r^2-2828*a*b*c^2*g^3*r^3-1136*a*b*c^2*g^2*r^4-212*a*b*c^2*g*r^5-3584*a*b* c^5*g*r^2-6624*a*b*c^4*g^2*r^2-2896*a*b*c^4*g*r^3-5376*a*b^2*c^2*g^3*r^2-4056*a *b^2*c^2*g^2*r^3-880*a*b^2*c^2*g*r^4-1516*a*b^2*c*g^4*r^2-1584*a*b^2*c*g^3*r^3-\ 596*a*b^2*c*g^2*r^4-80*a*b^2*c*g*r^5-7072*a*b^2*c^4*g*r^2-9008*a*b^2*c^3*g^2*r^ 2-4256*a*b^2*c^3*g*r^3-864*a^2*b^4*c*g*r^2-416*a^2*b^4*c*p*r^2-192*a^2*b^4*g*p* r^2-96*b*c^4*p*r^4*x^2-147*b^2*g^2*p^2*r^4*x^2-36*b^2*g^2*p*r^5*x^2-167*b^2*g^2 *q^2*r^4*x^2-36*b^2*g^2*q*r^5*x^2-21*b^2*g*p^3*r^4*x^2-6*b^2*g*p^2*r^5*x^2-36*b ^2*g*q^3*r^4*x^2-10*b^2*g*q^2*r^5*x^2-6368*a^2*b*c^4*g*r^2-3112*a^2*b^2*c*g^3*r ^2-2800*a^2*b^2*c*g^2*r^3-920*a^2*b^2*c*g*r^4-9568*a^2*b^2*c^3*g*r^2-8512*a^2*b ^2*c^2*g^2*r^2-4816*a^2*b^2*c^2*g*r^3-4960*a^2*b^3*c^2*g*r^2-2640*a^2*b^3*c*g^2 *r^2-1456*a^2*b^3*c*g*r^3-2*g^2*p^2*q*r^5*x^2-9*g^2*p*q^3*r^4*x^2-2*g^2*p*q^2*r ^5*x^2-58*g^4*p*q*r^4*x^2-40*g^3*p^2*q*r^4*x^2-40*g^3*p*q^2*r^4*x^2-8*g^3*p*q*r ^5*x^2-9*g^2*p^3*q*r^4*x^2-12*g^2*p^2*q^2*r^4*x^2-5904*a*b*c^3*g^3*r^2-4296*a*b *c^3*g^2*r^3-992*a*b*c^3*g*r^4-72*a*b^2*p*r^5*x^2-192*b*c^4*q*r^4*x^2-24*b*c^3* p^2*r^4*x^2+34*a*b*g^2*q^4*r+557*a*b*g^4*q^2*r+257*a*b*g^3*q^3*r+6*a*c*p*r^6*x+ 82*a^2*g*p*r^5*x+920*b^3*c^2*g*q^2*r+88*a*g^2*p*r^5*x+28*a*g*p^2*r^5*x+6*a*g*p* r^6*x-636*a*b*c*g^5*r^2-844*a*b*c*g^4*r^3-508*a*b*c*g^3*r^4-170*a*b*c*g^2*r^5-\ 5760*a^3*b^2*c^2*g*r^2-2960*a^3*b^2*c*g^2*r^2-2240*a^3*b^2*c*g*r^3+178*b^3*g*p^ 2*q^2*r+668*b^3*g^3*p*q*r+252*b^3*g^2*p*q^2*r+188*b^3*c*p^2*q^2*r+640*b^3*c^2*p *q^2*r+1380*b^3*c*g^3*q*r+476*b^3*c*g^2*q^2*r-864*a*b^4*g*p*q+25*a^2*g^6*r+8*a* g^7*r+8*b^5*g^3*r+8*b^5*g^2*r^2+28*b^4*g^4*r+56*b^4*g^3*r^2+38*b^3*g^5*r+102*b^ 3*g^4*r^2+25*b^2*g^6*r+76*b^2*g^5*r^2-3*g^2*q^2*r^5-6*g^2*q^3*r^4+8*a^5*g^3*r+ 28*g^5*q^2*r^2+18*g^5*q*r^3+14*g^4*q^3*r^2+3*g^4*q^2*r^3-14*g^4*q*r^4-14*g^3*p* r^5+2*g^3*q^4*r^2-9*g^3*q^3*r^3-23*g^3*q^2*r^4-15*g^3*q*r^5-3*g^2*q^4*r^3+28*a^ 4*g^4*r+38*a^3*g^5*r-4*g^7*p*r^2-4*g^7*q*r^2-32*g^7*r^2*x-76*g^7*r*x^2-6*g^6*q^ 2*r^2-7*g^6*q*r^3-4*g^5*q^3*r^2-8*g^5*q^2*r^3-g^4*q^4*r^2-3*g^4*q^3*r^3-14*c*g^ 7*r^2-38*b^3*g^5*r^2-40*b^3*g^4*r^3-384*b^4*c*g^3-25*b^2*g^6*r^2-36*b^2*g^5*r^3 -448*b^4*c^3*q-8*b*g^7*r^2-14*b*g^6*r^3-25*a^2*g^6*r^2-8*a*g^7*r^2-64*b^5*g^2*p -96*b^5*c*g^2-128*b^5*c^2*p-32*b^5*c*p^2-8*b^5*g^3*r^2-80*b^5*g*p^2-116*b*g^6*p -28*b^4*g^4*r^2-16*b^4*g^3*r^3-216*a^3*b*p*q*r^4*x^2-744*a^3*b*c*p*r^4*x^2-744* a^3*b*c*q*r^4*x^2-36*a*b*p*q*r^5*x^2-96*a*b*c^2*q*r^5*x^2-1056*a*b*c^3*p*r^4*x^ 2-1056*a*b*c^3*q*r^4*x^2-378*a*b^2*g*q^2*r^4*x^2-84*a*b^2*g*q*r^5*x^2-126*a*b^2 *p^2*q*r^4*x^2-126*a*b^2*p*q^2*r^4*x^2-24*a*b^2*p*q*r^5*x^2-366*a*b^2*g*p^2*r^4 *x^2-84*a*b^2*g*p*r^5*x^2-432*a*b^2*c*p^2*r^4*x^2-96*a*b^2*c*p*r^5*x^2-456*a*b^ 2*c*q^2*r^4*x^2-96*a*b^2*c*q*r^5*x^2-1488*a*b^2*c^2*p*r^4*x^2-1536*a*b^2*c^2*q* r^4*x^2-744*a*b^3*c*p*r^4*x^2-744*a*b^3*c*q*r^4*x^2-216*a*b^3*p*q*r^4*x^2-314*a ^2*g^2*p*q*r^4*x^2-90*a^2*g*p^2*q*r^4*x^2-75*a^2*g*p*q^2*r^4*x^2-16*a^2*g*p*q*r ^5*x^2-366*a*b*g^2*p^2*r^4*x^2-84*a*b*g^2*p*r^5*x^2-366*a*b*g^2*q^2*r^4*x^2-84* a*b*g^2*q*r^5*x^2-85*a*b*g*p^3*r^4*x^2-24*a*b*g*p^2*r^5*x^2-90*a*b*c*q^3*r^4*x^ 2-24*a*b*c*q^2*r^5*x^2-90*a*b*c*p^3*r^4*x^2-24*a*b*c*p^2*r^5*x^2-468*a*b*c^2*p^ 2*r^4*x^2-96*a*b*c^2*p*r^5*x^2-468*a*b*c^2*q^2*r^4*x^2-107*c*g^2*p^2*q*r^4*x^2-\ 107*c*g^2*p*q^2*r^4*x^2-20*c*g^2*p*q*r^5*x^2-6*c*g*p^3*q*r^4*x^2-6*c*g*p^2*q^2* r^4*x^2-c*g*p^2*q*r^5*x^2-6*c*g*p*q^3*r^4*x^2-c*g*p*q^2*r^5*x^2-280*c*g^3*p*q*r ^4*x^2-484*a^3*c*g*q*r^4*x^2-72*a^3*c*p*q*r^4*x^2-6*c*g*p*q*r^5*x^2-508*a^3*c*g *p*r^4*x^2+160*a^3*b^4*q*r+288*a^3*b^3*q^2*r+168*a^3*b^2*q^3*r+32*a^3*b*q^4*r-\ 56*a^2*g*b*q^4-60*p*a^2*b*q^4-744*a^2*b*g*p*q*r^4*x^2-2508*a^2*b*c*g*p*r^4*x^2-\ 2484*a^2*b*c*g*q*r^4*x^2-888*a^2*b*c*p*q*r^4*x^2-258*a*b*c*p^2*q*r^4*x^2-258*a* b*c*p*q^2*r^4*x^2-48*a*b*c*p*q*r^5*x^2-2436*a*b*c*g^2*p*r^4*x^2-2436*a*b*c*g^2* q*r^4*x^2-882*a*b*c*g*p^2*r^4*x^2-192*a*b*c*g*p*r^5*x^2-882*a*b*c*g*q^2*r^4*x^2 -192*a*b*c*g*q*r^5*x^2-2484*a*b^2*c*g*p*r^4*x^2-2508*a*b^2*c*g*q*r^4*x^2-888*a* b^2*c*p*q*r^4*x^2-652*a^2*c*g*p*q*r^4*x^2-36*b*c*g*p*q*r^5*x^2-736*b*c^2*g*p*q* r^4*x^2-652*b^2*c*g*p*q*r^4*x^2-804*a*c*g^2*p*q*r^4*x^2-217*a*c*g*p^2*q*r^4*x^2 -165*a*c*g*p*q^2*r^4*x^2-36*a*c*g*p*q*r^5*x^2-736*a*c^2*g*p*q*r^4*x^2-2976*a*b* c^2*g*p*r^4*x^2-2976*a*b*c^2*g*q*r^4*x^2-912*a*b*c^2*p*q*r^4*x^2-744*a*b^2*g*p* q*r^4*x^2-804*b*c*g^2*p*q*r^4*x^2-165*b*c*g*p^2*q*r^4*x^2-217*b*c*g*p*q^2*r^4*x ^2-732*a*b*g^2*p*q*r^4*x^2-249*a*b*g*p^2*q*r^4*x^2-249*a*b*g*p*q^2*r^4*x^2-48*a *b*g*p*q*r^5*x^2-3040*a^3*b^2*g*p*q*r^2*x^2-7568*a^3*b^2*c*g*p*r^2*x^2-7568*a^3 *b^2*c*g*q*r^2*x^2-5504*a^3*b^2*c*p*q*r^2*x^2-1216*a^4*c*g*p*q*r^2*x^2-1200*a^4 *b*g*p*q*r^2*x^2-1888*a^4*b*c*p*q*r^2*x^2-2976*a^4*b*c*g*p*r^2*x^2-2976*a^4*b*c *g*q*r^2*x^2-4416*a^2*b^2*c*p*q^2*r^2*x^2-5408*a^2*b^2*c*p*q*r^3*x^2-10464*a^2* b^2*c*g^2*p*r^2*x^2-10464*a^2*b^2*c*g^2*q*r^2*x^2-7696*a^2*b^2*c*g*p^2*r^2*x^2-\ 10560*a^2*b^2*c*g*p*r^3*x^2-20224*a^2*b^2*c^2*g*q*r^2*x^2-12352*a^2*b^2*c^2*p*q *r^2*x^2-20224*a^2*b^2*c^2*g*p*r^2*x^2-3040*a^2*b^3*g*p*q*r^2*x^2-5504*a^2*b^3* c*p*q*r^2*x^2-7568*a^2*b^3*c*g*p*r^2*x^2-7568*a^2*b^3*c*g*q*r^2*x^2-3464*a^3*c* g^2*p*q*r^2*x^2-1664*a^3*c*g*p^2*q*r^2*x^2-1536*a^3*c*g*p*q^2*r^2*x^2-1936*a^3* c*g*p*q*r^3*x^2-4640*a^3*c^2*g*p*q*r^2*x^2-2552*a^3*b*g^2*p*q*r^2*x^2-1640*a^3* b*g*p^2*q*r^2*x^2-1624*a^3*b*g*p*q^2*r^2*x^2-2104*a^3*b*g*p*q*r^3*x^2-4488*a^3* b*c*g*p^2*r^2*x^2-6088*a^3*b*c*g*p*r^3*x^2-4424*a^3*b*c*g*q^2*r^2*x^2-6056*a^3* b*c*g*q*r^3*x^2-2320*a^3*b*c*p^2*q*r^2*x^2-2288*a^3*b*c*p*q^2*r^2*x^2-2816*a^3* b*c*p*q*r^3*x^2-6304*a^3*b*c*g^2*p*r^2*x^2-6304*a^3*b*c*g^2*q*r^2*x^2-11696*a^3 *b*c^2*g*q*r^2*x^2-6592*a^3*b*c^2*p*q*r^2*x^2-11760*a^3*b*c^2*g*p*r^2*x^2-432*a ^4*b*p*q*r^3*x^2-656*a^4*b*g^2*p*r^2*x^2-656*a^4*b*g^2*q*r^2*x^2-600*a^4*b*g*p^ 2*r^2*x^2-896*a^4*b*g*p*r^3*x^2-600*a^4*b*g*q^2*r^2*x^2-896*a^4*b*g*q*r^3*x^2-\ 336*a^4*b*p^2*q*r^2*x^2-944*a^4*b*c*p^2*r^2*x^2-1280*a^4*b*c*p*r^3*x^2-944*a^4* b*c*q^2*r^2*x^2-1280*a^4*b*c*q*r^3*x^2-768*a^4*b^2*p*q*r^2*x^2-2528*a^4*b*c^2*p *r^2*x^2-2528*a^4*b*c^2*q*r^2*x^2-816*a^4*b^2*g*p*r^2*x^2-816*a^4*b^2*g*q*r^2*x ^2-1920*a^4*b^2*c*p*r^2*x^2-1920*a^4*b^2*c*q*r^2*x^2-112*a^5*g*p*q*r^2*x^2-272* a^5*c*g*p*r^2*x^2-272*a^5*c*g*q*r^2*x^2-32*a^5*c*p*q*r^2*x^2-240*a^5*b*g*p*r^2* x^2-240*a^5*b*g*q*r^2*x^2-192*a^5*b*p*q*r^2*x^2-480*a^5*b*c*p*r^2*x^2-480*a^5*b *c*q*r^2*x^2-6112*a^3*b*c^3*p*r^2*x^2-5984*a^3*b*c^3*q*r^2*x^2-1520*a^3*b^2*g*p ^2*r^2*x^2-2288*a^3*b^2*g*p*r^3*x^2-1520*a^3*b^2*g*q^2*r^2*x^2-2288*a^3*b^2*g*q *r^3*x^2-1008*a^3*b^2*p^2*q*r^2*x^2-1008*a^3*b^2*p*q^2*r^2*x^2-1296*a^3*b^2*p*q *r^3*x^2-1568*a^3*b^2*g^2*p*r^2*x^2-1568*a^3*b^2*g^2*q*r^2*x^2-2752*a^3*b^2*c*p ^2*r^2*x^2-3760*a^3*b^2*c*p*r^3*x^2-2752*a^3*b^2*c*q^2*r^2*x^2-3760*a^3*b^2*c*q *r^3*x^2-7264*a^3*b^2*c^2*p*r^2*x^2-7264*a^3*b^2*c^2*q*r^2*x^2-1184*a^3*b^3*g*p *r^2*x^2-1184*a^3*b^3*g*q*r^2*x^2-1152*a^3*b^3*p*q*r^2*x^2-2880*a^3*b^3*c*p*r^2 *x^2-2880*a^3*b^3*c*q*r^2*x^2-440*a^4*g^2*p*q*r^2*x^2-220*a^4*g*p^2*q*r^2*x^2-\ 212*a^4*g*p*q^2*r^2*x^2-272*a^4*g*p*q*r^3*x^2-592*a^4*c*g*q^2*r^2*x^2-784*a^4*c *g*q*r^3*x^2-104*a^4*c*p^2*q*r^2*x^2-88*a^4*c*p*q^2*r^2*x^2-112*a^4*c*p*q*r^3*x ^2-1072*a^4*c*g^2*p*r^2*x^2-1072*a^4*c*g^2*q*r^2*x^2-624*a^4*c*g*p^2*r^2*x^2-\ 800*a^4*c*g*p*r^3*x^2-1632*a^4*c^2*g*p*r^2*x^2-1600*a^4*c^2*g*q*r^2*x^2-416*a^4 *c^2*p*q*r^2*x^2-336*a^4*b*p*q^2*r^2*x^2-1668*a^3*c*g^3*p*r^2*x^2-1668*a^3*c*g^ 3*q*r^2*x^2-3000*a^3*c^2*g*p*r^3*x^2-2152*a^3*c^2*g*q^2*r^2*x^2-2808*a^3*c^2*g* q*r^3*x^2-672*a^3*c^2*p^2*q*r^2*x^2-496*a^3*c^2*p*q^2*r^2*x^2-688*a^3*c^2*p*q*r ^3*x^2-4544*a^3*c^2*g^2*p*r^2*x^2-4464*a^3*c^2*g^2*q*r^2*x^2-2496*a^3*c^2*g*p^2 *r^2*x^2-4400*a^3*c^3*g*p*r^2*x^2-4112*a^3*c^3*g*q*r^2*x^2-1344*a^3*c^3*p*q*r^2 *x^2-444*a^3*b*p*q^2*r^3*x^2-552*a^3*b*g*p^3*r^2*x^2-1060*a^3*b*g*p^2*r^3*x^2-\ 588*a^3*b*g*p*r^4*x^2-536*a^3*b*g*q^3*r^2*x^2-1044*a^3*b*g*q^2*r^3*x^2-588*a^3* b*g*q*r^4*x^2-256*a^3*b*p^3*q*r^2*x^2-384*a^3*b*p^2*q^2*r^2*x^2-444*a^3*b*p^2*q *r^3*x^2-256*a^3*b*p*q^3*r^2*x^2-880*a^3*b*g^3*p*r^2*x^2-880*a^3*b*g^3*q*r^2*x^ 2-1276*a^3*b*g^2*p^2*r^2*x^2-1916*a^3*b*g^2*p*r^3*x^2-1276*a^3*b*g^2*q^2*r^2*x^ 2-1916*a^3*b*g^2*q*r^3*x^2-752*a^3*b*c*q^3*r^2*x^2-1392*a^3*b*c*q^2*r^3*x^2-784 *a^3*b*c*p^3*r^2*x^2-1424*a^3*b*c*p^2*r^3*x^2-3360*a^3*b*c^2*p^2*r^2*x^2-4256*a ^3*b*c^2*p*r^3*x^2-3232*a^3*b*c^2*q^2*r^2*x^2-4192*a^3*b*c^2*q*r^3*x^2-2288*a^2 *b^3*g*q*r^3*x^2-1008*a^2*b^3*p^2*q*r^2*x^2-1008*a^2*b^3*p*q^2*r^2*x^2-1296*a^2 *b^3*p*q*r^3*x^2-1568*a^2*b^3*g^2*p*r^2*x^2-1568*a^2*b^3*g^2*q*r^2*x^2-2752*a^2 *b^3*c*p^2*r^2*x^2-3760*a^2*b^3*c*p*r^3*x^2-2752*a^2*b^3*c*q^2*r^2*x^2-3760*a^2 *b^3*c*q*r^3*x^2-7264*a^2*b^3*c^2*p*r^2*x^2-7264*a^2*b^3*c^2*q*r^2*x^2-1920*a^2 *b^4*c*q*r^2*x^2-816*a^2*b^4*g*p*r^2*x^2-816*a^2*b^4*g*q*r^2*x^2-768*a^2*b^4*p* q*r^2*x^2-652*a^3*g^2*p^2*q*r^2*x^2-632*a^3*g^2*p*q^2*r^2*x^2-820*a^3*g^2*p*q*r ^3*x^2-184*a^3*g*p^3*q*r^2*x^2-254*a^3*g*p^2*q^2*r^2*x^2-308*a^3*g*p^2*q*r^3*x^ 2-156*a^3*g*p*q^3*r^2*x^2-282*a^3*g*p*q^2*r^3*x^2-1920*a^2*b^4*c*p*r^2*x^2-684* a^3*g^3*p*q*r^2*x^2-112*a^3*c*p^3*q*r^2*x^2-124*a^3*c*p^2*q^2*r^2*x^2-172*a^3*c *p^2*q*r^3*x^2-56*a^3*c*p*q^3*r^2*x^2-120*a^3*c*p*q^2*r^3*x^2-1772*a^3*c*g^2*p^ 2*r^2*x^2-2336*a^3*c*g^2*p*r^3*x^2-1692*a^3*c*g^2*q^2*r^2*x^2-2296*a^3*c*g^2*q* r^3*x^2-600*a^3*c*g*p^3*r^2*x^2-1044*a^3*c*g*p^2*r^3*x^2-472*a^3*c*g*q^3*r^2*x^ 2-896*a^3*c*g*q^2*r^3*x^2-3072*a^2*b*c^2*p^2*r^3*x^2-1592*a^2*b*c^2*q^3*r^2*x^2 -2856*a^2*b*c^2*q^2*r^3*x^2-6064*a^2*b*c^3*p*r^3*x^2-4640*a^2*b*c^3*q^2*r^2*x^2 -5840*a^2*b*c^3*q*r^3*x^2-6848*a^2*b*c^4*p*r^2*x^2-6592*a^2*b*c^4*q*r^2*x^2-\ 5008*a^2*b*c^3*p^2*r^2*x^2-888*a^2*b^2*p^2*q*r^3*x^2-512*a^2*b^2*p*q^3*r^2*x^2-\ 888*a^2*b^2*p*q^2*r^3*x^2-944*a^2*b^2*g*p^3*r^2*x^2-1832*a^2*b^2*g*p^2*r^3*x^2-\ 1032*a^2*b^2*g*p*r^4*x^2-944*a^2*b^2*g*q^3*r^2*x^2-1832*a^2*b^2*g*q^2*r^3*x^2-\ 1032*a^2*b^2*g*q*r^4*x^2-512*a^2*b^2*p^3*q*r^2*x^2-768*a^2*b^2*p^2*q^2*r^2*x^2-\ 1432*a^2*b^2*g^3*p*r^2*x^2-1432*a^2*b^2*g^3*q*r^2*x^2-2112*a^2*b^2*g^2*p^2*r^2* x^2-3192*a^2*b^2*g^2*p*r^3*x^2-2112*a^2*b^2*g^2*q^2*r^2*x^2-3192*a^2*b^2*g^2*q* r^3*x^2-1472*a^2*b^2*c*p^3*r^2*x^2-2704*a^2*b^2*c*p^2*r^3*x^2-1472*a^2*b^2*c*q^ 3*r^2*x^2-2704*a^2*b^2*c*q^2*r^3*x^2-6176*a^2*b^2*c^2*p^2*r^2*x^2-7968*a^2*b^2* c^2*p*r^3*x^2-6176*a^2*b^2*c^2*q^2*r^2*x^2-7968*a^2*b^2*c^2*q*r^3*x^2-11200*a^2 *b^2*c^3*p*r^2*x^2-11200*a^2*b^2*c^3*q*r^2*x^2-1520*a^2*b^3*g*p^2*r^2*x^2-2288* a^2*b^3*g*p*r^3*x^2-1520*a^2*b^3*g*q^2*r^2*x^2-1152*a^2*c^3*p*q*r^3*x^2-8008*a^ 2*c^3*g^2*p*r^2*x^2-7672*a^2*c^3*g^2*q*r^2*x^2-4120*a^2*c^3*g*p^2*r^2*x^2-4760* a^2*c^3*g*p*r^3*x^2-3224*a^2*c^3*g*q^2*r^2*x^2-4200*a^2*c^3*g*q*r^3*x^2-1200*a^ 2*c^3*p^2*q*r^2*x^2-5392*a^2*c^4*g*p*r^2*x^2-4816*a^2*c^4*g*q*r^2*x^2-1600*a^2* c^4*p*q*r^2*x^2-90*a^2*b*p^4*q*r^2*x^2-180*a^2*b*p^3*q^2*r^2*x^2-192*a^2*b*p^3* q*r^3*x^2-180*a^2*b*p^2*q^3*r^2*x^2-288*a^2*b*p^2*q^2*r^3*x^2-90*a^2*b*p*q^4*r^ 2*x^2-192*a^2*b*p*q^3*r^3*x^2-824*a^2*b*g^2*q^3*r^2*x^2-1616*a^2*b*g^2*q^2*r^3* x^2-924*a^2*b*g^2*q*r^4*x^2-226*a^2*b*g*p^4*r^2*x^2-520*a^2*b*g*p^3*r^3*x^2-212 *a^2*b*g*q^4*r^2*x^2-494*a^2*b*g*q^3*r^3*x^2-624*a^2*b*g^4*q*r^2*x^2-1242*a^2*b *g^3*p^2*r^2*x^2-1878*a^2*b*g^3*p*r^3*x^2-1242*a^2*b*g^3*q^2*r^2*x^2-1878*a^2*b *g^3*q*r^3*x^2-844*a^2*b*g^2*p^3*r^2*x^2-1636*a^2*b*g^2*p^2*r^3*x^2-924*a^2*b*g ^2*p*r^4*x^2-624*a^2*b*g^4*p*r^2*x^2-296*a^2*b*c*p^4*r^2*x^2-656*a^2*b*c*p^3*r^ 3*x^2-268*a^2*b*c*q^4*r^2*x^2-604*a^2*b*c*q^3*r^3*x^2-1768*a^2*b*c^2*p^3*r^2*x^ 2+20*b^3*c*q^3*r*x+520*b^4*g*q^2*r*x-816*a^2*b^3*q^3*r*x-928*a^2*b^4*q^2*r*x-\ 384*a^2*b^5*q*r*x+3*c*g*p*r^6*x+424*b^4*c*g^2*q*r+224*b^5*c*g*p*r+896*b^4*c^2*g *q*r+608*b^4*c^2*p*q*r-736*b^4*c^2*g*p*r^2-408*b^4*c*g^2*p*r^2-216*b^4*c*g*p^2* r^2-112*b^4*c*g*p*r^3-512*b^2*p*c*g*q^3-992*b^4*c*g*p*q-84*b*p*c*g*q^4-16*a^5*c *q*r^3*x^2-96*a^5*b*q^2*r^2*x^2-144*a^5*b*q*r^3*x^2-64*a^5*c^2*p*r^2*x^2-64*a^5 *c^2*q*r^2*x^2-160*a^5*b^2*p*r^2*x^2-160*a^5*b^2*q*r^2*x^2-96*a^5*b*p^2*r^2*x^2 -144*a^5*b*p*r^3*x^2-16*a^6*g*p*r^2*x^2-32*a^6*b*p*r^2*x^2-496*a*g*b^2*p*q^3-\ 1112*b^3*g*c*p*q^2-320*a^3*b^4*p*r^2*x^2-320*a^3*b^4*q*r^2*x^2-164*a^4*g^3*p*r^ 2*x^2-220*a^4*g^2*p^2*r^2*x^2-320*a^4*g^2*p*r^3*x^2-220*a^4*g^2*q^2*r^2*x^2-320 *a^4*g^2*q*r^3*x^2-76*a^4*g*p^3*r^2*x^2-140*a^4*g*p^2*r^3*x^2-72*a^4*g*p*r^4*x^ 2-40*a^4*c*p^3*r^2*x^2-64*a^4*c*p^2*r^3*x^2-24*a^4*c*q^3*r^2*x^2-48*a^4*c*q^2*r ^3*x^2-176*a^4*c^2*q^2*r^2*x^2-224*a^4*c^2*q*r^3*x^2-480*a^4*c^3*p*r^2*x^2-416* a^4*c^3*q*r^2*x^2-240*a^4*c^2*p^2*r^2*x^2-256*a^4*c^2*p*r^3*x^2-216*a^4*b*p^2*r ^3*x^2-120*a^4*b*p*r^4*x^2-112*a^4*b*q^3*r^2*x^2-216*a^4*b*q^2*r^3*x^2-120*a^4* b*q*r^4*x^2-112*a^4*b*p^3*r^2*x^2-384*a^4*b^2*p^2*r^2*x^2-576*a^4*b^2*p*r^3*x^2 -384*a^4*b^2*q^2*r^2*x^2-576*a^4*b^2*q*r^3*x^2-56*a^5*g*q^2*r^2*x^2-80*a^5*g*q* r^3*x^2-320*a^4*b^3*p*r^2*x^2-320*a^4*b^3*q*r^2*x^2-80*a^5*g^2*p*r^2*x^2-56*a^5 *g*p^2*r^2*x^2-80*a^5*g*p*r^3*x^2-16*a^5*c*p^2*r^2*x^2-16*a^5*c*p*r^3*x^2-16*a^ 5*c*q^2*r^2*x^2-400*a^3*g^2*q^2*r^3*x^2-224*a^3*g^2*q*r^4*x^2-50*a^3*g*p^4*r^2* x^2-112*a^3*g*p^3*r^3*x^2-36*a^3*g*q^4*r^2*x^2-86*a^3*g*q^3*r^3*x^2-176*a^3*g^4 *p*r^2*x^2-342*a^3*g^3*p^2*r^2*x^2-506*a^3*g^3*p*r^3*x^2-342*a^3*g^3*q^2*r^2*x^ 2-506*a^3*g^3*q*r^3*x^2-224*a^3*g^2*p^3*r^2*x^2-420*a^3*g^2*p^2*r^3*x^2-8*a^3*c *q^4*r^2*x^2-24*a^3*c*q^3*r^3*x^2-36*a^3*c*p^4*r^2*x^2-76*a^3*c*p^3*r^3*x^2-288 *a^3*c^2*p^3*r^2*x^2-456*a^3*c^2*p^2*r^3*x^2-112*a^3*c^2*q^3*r^2*x^2-240*a^3*c^ 2*q^2*r^3*x^2-912*a^3*c^3*p*r^3*x^2-496*a^3*c^3*q^2*r^2*x^2-688*a^3*c^3*q*r^3*x ^2-1152*a^3*c^4*p*r^2*x^2-896*a^3*c^4*q*r^2*x^2-864*a^3*c^3*p^2*r^2*x^2-148*a^3 *b*p^3*r^3*x^2-64*a^3*b*q^4*r^2*x^2-148*a^3*b*q^3*r^3*x^2-64*a^3*b*p^4*r^2*x^2-\ 336*a^3*b^2*q^3*r^2*x^2-648*a^3*b^2*q^2*r^3*x^2-360*a^3*b^2*q*r^4*x^2-336*a^3*b ^2*p^3*r^2*x^2-648*a^3*b^2*p^2*r^3*x^2-360*a^3*b^2*p*r^4*x^2-576*a^3*b^3*p^2*r^ 2*x^2-864*a^3*b^3*p*r^3*x^2-576*a^3*b^3*q^2*r^2*x^2-864*a^3*b^3*q*r^3*x^2-68*a^ 4*g*q^3*r^2*x^2-132*a^4*g*q^2*r^3*x^2-72*a^4*g*q*r^4*x^2-36*a^2*c*p^4*r^3*x^2-\ 16*a^2*c^2*q^4*r^2*x^2-48*a^2*c^2*q^3*r^3*x^2-140*a^2*c^2*p^4*r^2*x^2-288*a^2*c ^2*p^3*r^3*x^2-560*a^2*c^3*p^3*r^2*x^2-864*a^2*c^3*p^2*r^3*x^2-152*a^2*c^3*q^3* r^2*x^2-336*a^2*c^3*q^2*r^3*x^2-528*a^2*c^4*q^2*r^2*x^2-768*a^2*c^4*q*r^3*x^2-\ 1120*a^2*c^5*p*r^2*x^2-800*a^2*c^5*q*r^2*x^2-1120*a^2*c^4*p^2*r^2*x^2-1152*a^2* c^4*p*r^3*x^2-18*a^2*b*q^5*r^2*x^2-48*a^2*b*q^4*r^3*x^2-18*a^2*b*p^5*r^2*x^2-48 *a^2*b*p^4*r^3*x^2-128*a^2*b^2*p^4*r^2*x^2-296*a^2*b^2*p^3*r^3*x^2-128*a^2*b^2* q^4*r^2*x^2-296*a^2*b^2*q^3*r^3*x^2-336*a^2*b^3*p^3*r^2*x^2-648*a^2*b^3*p^2*r^3 *x^2-360*a^2*b^3*p*r^4*x^2-336*a^2*b^3*q^3*r^2*x^2-648*a^2*b^3*q^2*r^3*x^2-360* a^2*b^3*q*r^4*x^2-384*a^2*b^4*q^2*r^2*x^2-576*a^2*b^4*q*r^3*x^2-160*a^2*b^5*p*r ^2*x^2-160*a^2*b^5*q*r^2*x^2-384*a^2*b^4*p^2*r^2*x^2-576*a^2*b^4*p*r^3*x^2-224* a^3*g^2*p*r^4*x^2-204*a^3*g^2*q^3*r^2*x^2-18*a*b^2*p^5*r^2*x^2-48*a*b^2*p^4*r^3 *x^2-64*a*b^3*p^4*r^2*x^2-148*a*b^3*p^3*r^3*x^2-64*a*b^3*q^4*r^2*x^2-148*a*b^3* q^3*r^3*x^2-32*a*b^6*q*r^2*x^2-96*a*b^5*p^2*r^2*x^2-144*a*b^5*p*r^3*x^2-96*a*b^ 5*q^2*r^2*x^2-144*a*b^5*q*r^3*x^2-112*a*b^4*p^3*r^2*x^2-216*a*b^4*p^2*r^3*x^2-\ 120*a*b^4*p*r^4*x^2-112*a*b^4*q^3*r^2*x^2-216*a*b^4*q^2*r^3*x^2-120*a*b^4*q*r^4 *x^2-9*a^2*g*q^5*r^2*x^2-24*a^2*g*q^4*r^3*x^2-234*a^2*g^2*p^3*r^3*x^2-80*a^2*g^ 2*q^4*r^2*x^2-191*a^2*g^2*q^3*r^3*x^2-16*a^2*g*p^5*r^2*x^2-42*a^2*g*p^4*r^3*x^2 -263*a^2*g^4*q^2*r^2*x^2-395*a^2*g^4*q*r^3*x^2-246*a^2*g^3*p^3*r^2*x^2-471*a^2* g^3*p^2*r^3*x^2-261*a^2*g^3*p*r^4*x^2-230*a^2*g^3*q^3*r^2*x^2-455*a^2*g^3*q^2*r ^3*x^2-261*a^2*g^3*q*r^4*x^2-103*a^2*g^2*p^4*r^2*x^2-104*a^2*g^5*p*r^2*x^2-263* a^2*g^4*p^2*r^2*x^2-395*a^2*g^4*p*r^3*x^2-14*a^2*c*p^5*r^2*x^2-20*a*g^2*p^5*r^2 *x^2-53*a*g^2*p^4*r^3*x^2-14*a*g^2*q^5*r^2*x^2-37*a*g^2*q^4*r^3*x^2-135*a*g^4*p *r^4*x^2-116*a*g^4*q^3*r^2*x^2-231*a*g^4*q^2*r^3*x^2-135*a*g^4*q*r^4*x^2-70*a*g ^3*p^4*r^2*x^2-162*a*g^3*p^3*r^3*x^2-61*a*g^3*q^4*r^2*x^2-145*a*g^3*q^3*r^3*x^2 -100*a*g^5*p^2*r^2*x^2-152*a*g^5*p*r^3*x^2-100*a*g^5*q^2*r^2*x^2-152*a*g^5*q*r^ 3*x^2-120*a*g^4*p^3*r^2*x^2-235*a*g^4*p^2*r^3*x^2-2*a*c*p^6*r^2*x^2-6*a*c*p^5*r ^3*x^2-24*a*c^2*p^5*r^2*x^2-60*a*c^2*p^4*r^3*x^2-120*a*c^3*p^4*r^2*x^2-240*a*c^ 3*p^3*r^3*x^2-8*a*c^3*q^4*r^2*x^2-24*a*c^3*q^3*r^3*x^2-64*a*c^4*q^3*r^2*x^2-144 *a*c^4*q^2*r^3*x^2-320*a*c^4*p^3*r^2*x^2-480*a*c^4*p^2*r^3*x^2-480*a*c^5*p^2*r^ 2*x^2-480*a*c^5*p*r^3*x^2-192*a*c^5*q^2*r^2*x^2-288*a*c^5*q*r^3*x^2-384*a*c^6*p *r^2*x^2-256*a*c^6*q*r^2*x^2-2*a*b*p^6*r^2*x^2-6*a*b*p^5*r^3*x^2-2*a*b*q^6*r^2* x^2-6*a*b*q^5*r^3*x^2-18*a*b^2*q^5*r^2*x^2-48*a*b^2*q^4*r^3*x^2-72*b^4*g*p*r^4* x^2-76*b^4*g*q^3*r^2*x^2-140*b^4*g*q^2*r^3*x^2-72*b^4*g*q*r^4*x^2-48*b^4*c*p^2* r^3*x^2-40*b^4*c*q^3*r^2*x^2-64*b^4*c*q^2*r^3*x^2-164*b^4*g^3*q*r^2*x^2-416*b^4 *c^3*p*r^2*x^2-480*b^4*c^3*q*r^2*x^2-176*b^4*c^2*p^2*r^2*x^2-224*b^4*c^2*p*r^3* x^2-240*b^4*c^2*q^2*r^2*x^2-256*b^4*c^2*q*r^3*x^2-24*b^4*c*p^3*r^2*x^2-64*b^5*c ^2*q*r^2*x^2-16*b^5*c*p^2*r^2*x^2-16*b^5*c*p*r^3*x^2-16*b^5*c*q^2*r^2*x^2-16*b^ 5*c*q*r^3*x^2-80*b^5*g^2*q*r^2*x^2-56*b^5*g*p^2*r^2*x^2-80*b^5*g*p*r^3*x^2-56*b ^5*g*q^2*r^2*x^2-80*b^5*g*q*r^3*x^2-16*b^6*g*q*r^2*x^2-64*b^5*c^2*p*r^2*x^2-6*a *g*p^5*r^3*x^2-a*g*q^6*r^2*x^2-3*a*g*q^5*r^3*x^2-112*b^3*g*q^3*r^3*x^2-204*b^3* g^2*p^3*r^2*x^2-400*b^3*g^2*p^2*r^3*x^2-224*b^3*g^2*p*r^4*x^2-224*b^3*g^2*q^3*r ^2*x^2-420*b^3*g^2*q^2*r^3*x^2-224*b^3*g^2*q*r^4*x^2-36*b^3*g*p^4*r^2*x^2-86*b^ 3*g*p^3*r^3*x^2-176*b^3*g^4*q*r^2*x^2-342*b^3*g^3*p^2*r^2*x^2-506*b^3*g^3*p*r^3 *x^2-342*b^3*g^3*q^2*r^2*x^2-506*b^3*g^3*q*r^3*x^2-8*b^3*c*p^4*r^2*x^2-24*b^3*c *p^3*r^3*x^2-36*b^3*c*q^4*r^2*x^2-76*b^3*c*q^3*r^3*x^2-112*b^3*c^2*p^3*r^2*x^2-\ 240*b^3*c^2*p^2*r^3*x^2-288*b^3*c^2*q^3*r^2*x^2-456*b^3*c^2*q^2*r^3*x^2-496*b^3 *c^3*p^2*r^2*x^2-688*b^3*c^3*p*r^3*x^2-864*b^3*c^3*q^2*r^2*x^2-912*b^3*c^3*q*r^ 3*x^2-896*b^3*c^4*p*r^2*x^2-1152*b^3*c^4*q*r^2*x^2-220*b^4*g^2*p^2*r^2*x^2-320* b^4*g^2*p*r^3*x^2-220*b^4*g^2*q^2*r^2*x^2-320*b^4*g^2*q*r^3*x^2-68*b^4*g*p^3*r^ 2*x^2-132*b^4*g*p^2*r^3*x^2-384*b*c^6*q*r^2*x^2-16*b^2*g*q^5*r^2*x^2-42*b^2*g*q ^4*r^3*x^2-80*b^2*g^2*p^4*r^2*x^2-191*b^2*g^2*p^3*r^3*x^2-103*b^2*g^2*q^4*r^2*x ^2-234*b^2*g^2*q^3*r^3*x^2-9*b^2*g*p^5*r^2*x^2-24*b^2*g*p^4*r^3*x^2-104*b^2*g^5 *q*r^2*x^2-263*b^2*g^4*p^2*r^2*x^2-395*b^2*g^4*p*r^3*x^2-263*b^2*g^4*q^2*r^2*x^ 2-395*b^2*g^4*q*r^3*x^2-230*b^2*g^3*p^3*r^2*x^2-455*b^2*g^3*p^2*r^3*x^2-261*b^2 *g^3*p*r^4*x^2-246*b^2*g^3*q^3*r^2*x^2-471*b^2*g^3*q^2*r^3*x^2-261*b^2*g^3*q*r^ 4*x^2-14*b^2*c*q^5*r^2*x^2-36*b^2*c*q^4*r^3*x^2-16*b^2*c^2*p^4*r^2*x^2-48*b^2*c ^2*p^3*r^3*x^2-140*b^2*c^2*q^4*r^2*x^2-288*b^2*c^2*q^3*r^3*x^2-152*b^2*c^3*p^3* r^2*x^2-336*b^2*c^3*p^2*r^3*x^2-560*b^2*c^3*q^3*r^2*x^2-864*b^2*c^3*q^2*r^3*x^2 -768*b^2*c^4*p*r^3*x^2-1120*b^2*c^4*q^2*r^2*x^2-1152*b^2*c^4*q*r^3*x^2-800*b^2* c^5*p*r^2*x^2-1120*b^2*c^5*q*r^2*x^2-528*b^2*c^4*p^2*r^2*x^2-50*b^3*g*q^4*r^2*x ^2-123*a^2*g*p^3*q^2*r^2*x^2-144*a^2*g*p^3*q*r^3*x^2-50*a^2*c*p^4*q*r^2*x^2-66* a^2*c*p^3*q^2*r^2*x^2-96*a^2*c*p^3*q*r^3*x^2-38*a^2*c*p^2*q^3*r^2*x^2-84*a^2*c* p^2*q^2*r^3*x^2-8*a^2*c*p*q^4*r^2*x^2-24*a^2*c*p*q^3*r^3*x^2-966*a^2*c*g^2*q^3* r^2*x^2-1830*a^2*c*g^2*q^2*r^3*x^2-262*a^2*c*g*p^4*r^2*x^2-568*a^2*c*g*p^3*r^3* x^2-154*a^2*c*g*q^4*r^2*x^2-362*a^2*c*g*q^3*r^3*x^2-1280*a^2*c*g^4*q*r^2*x^2-\ 1934*a^2*c*g^3*p^2*r^2*x^2-2606*a^2*c*g^3*p*r^3*x^2-1870*a^2*c*g^3*q^2*r^2*x^2-\ 2574*a^2*c*g^3*q*r^3*x^2-1142*a^2*c*g^2*p^3*r^2*x^2-2040*a^2*c*g^2*p^2*r^3*x^2-\ 1280*a^2*c*g^4*p*r^2*x^2-152*a^2*c^2*p*q^3*r^2*x^2-336*a^2*c^2*p*q^2*r^3*x^2-\ 4168*a^2*c^2*g^2*q^2*r^2*x^2-5476*a^2*c^2*g^2*q*r^3*x^2-1516*a^2*c^2*g*p^3*r^2* x^2-2544*a^2*c^2*g*p^2*r^3*x^2-1024*a^2*c^2*g*q^3*r^2*x^2-1924*a^2*c^2*g*q^2*r^ 3*x^2-400*a^2*c^2*p^3*q*r^2*x^2-396*a^2*c^2*p^2*q^2*r^2*x^2-576*a^2*c^2*p^2*q*r ^3*x^2-4940*a^2*c^2*g^3*p*r^2*x^2-4876*a^2*c^2*g^3*q*r^2*x^2-4596*a^2*c^2*g^2*p ^2*r^2*x^2-5724*a^2*c^2*g^2*p*r^3*x^2-792*a^2*c^3*p*q^2*r^2*x^2-6112*a*b^3*c^3* q*r^2*x^2-3232*a*b^3*c^2*p^2*r^2*x^2-4192*a*b^3*c^2*p*r^3*x^2-3360*a*b^3*c^2*q^ 2*r^2*x^2-4256*a*b^3*c^2*q*r^3*x^2-600*a*b^4*g*q^2*r^2*x^2-896*a*b^4*g*q*r^3*x^ 2-336*a*b^4*p^2*q*r^2*x^2-336*a*b^4*p*q^2*r^2*x^2-432*a*b^4*p*q*r^3*x^2-656*a*b ^4*g^2*p*r^2*x^2-656*a*b^4*g^2*q*r^2*x^2-600*a*b^4*g*p^2*r^2*x^2-896*a*b^4*g*p* r^3*x^2-2528*a*b^4*c^2*p*r^2*x^2-2528*a*b^4*c^2*q*r^2*x^2-944*a*b^4*c*p^2*r^2*x ^2-1280*a*b^4*c*p*r^3*x^2-944*a*b^4*c*q^2*r^2*x^2-1280*a*b^4*c*q*r^3*x^2-109*a^ 2*g*p^2*q^3*r^2*x^2-186*a^2*g*p^2*q^2*r^3*x^2-49*a^2*g*p*q^4*r^2*x^2-108*a^2*g* p*q^3*r^3*x^2-480*a*b^5*c*p*r^2*x^2-480*a*b^5*c*q*r^2*x^2-240*a*b^5*g*p*r^2*x^2 -240*a*b^5*g*q*r^2*x^2-192*a*b^5*p*q*r^2*x^2-526*a^2*g^4*p*q*r^2*x^2-722*a^2*g^ 3*p^2*q*r^2*x^2-706*a^2*g^3*p*q^2*r^2*x^2-926*a^2*g^3*p*q*r^3*x^2-384*a^2*g^2*p ^3*q*r^2*x^2-539*a^2*g^2*p^2*q^2*r^2*x^2-654*a^2*g^2*p^2*q*r^3*x^2-338*a^2*g^2* p*q^3*r^2*x^2-611*a^2*g^2*p*q^2*r^3*x^2-70*a^2*g*p^4*q*r^2*x^2-1878*a*b^2*g^3*q *r^3*x^2-824*a*b^2*g^2*p^3*r^2*x^2-1616*a*b^2*g^2*p^2*r^3*x^2-268*a*b^2*c*p^4*r ^2*x^2-604*a*b^2*c*p^3*r^3*x^2-296*a*b^2*c*q^4*r^2*x^2-656*a*b^2*c*q^3*r^3*x^2-\ 1592*a*b^2*c^2*p^3*r^2*x^2-2856*a*b^2*c^2*p^2*r^3*x^2-1768*a*b^2*c^2*q^3*r^2*x^ 2-3072*a*b^2*c^2*q^2*r^3*x^2-4640*a*b^2*c^3*p^2*r^2*x^2-5840*a*b^2*c^3*p*r^3*x^ 2-5008*a*b^2*c^3*q^2*r^2*x^2-6064*a*b^2*c^3*q*r^3*x^2-6592*a*b^2*c^4*p*r^2*x^2-\ 6848*a*b^2*c^4*q*r^2*x^2-552*a*b^3*g*q^3*r^2*x^2-1060*a*b^3*g*q^2*r^3*x^2-588*a *b^3*g*q*r^4*x^2-256*a*b^3*p^3*q*r^2*x^2-384*a*b^3*p^2*q^2*r^2*x^2-444*a*b^3*p^ 2*q*r^3*x^2-256*a*b^3*p*q^3*r^2*x^2-444*a*b^3*p*q^2*r^3*x^2-880*a*b^3*g^3*q*r^2 *x^2-1276*a*b^3*g^2*p^2*r^2*x^2-1916*a*b^3*g^2*p*r^3*x^2-1276*a*b^3*g^2*q^2*r^2 *x^2-1916*a*b^3*g^2*q*r^3*x^2-536*a*b^3*g*p^3*r^2*x^2-1044*a*b^3*g*p^2*r^3*x^2-\ 588*a*b^3*g*p*r^4*x^2-880*a*b^3*g^3*p*r^2*x^2-784*a*b^3*c*q^3*r^2*x^2-1424*a*b^ 3*c*q^2*r^3*x^2-752*a*b^3*c*p^3*r^2*x^2-1392*a*b^3*c*p^2*r^3*x^2-5984*a*b^3*c^3 *p*r^2*x^2-1030*a*b*g^3*p^2*r^3*x^2-42*a*b*c*p^5*r^2*x^2-108*a*b*c*p^4*r^3*x^2-\ 42*a*b*c*q^5*r^2*x^2-108*a*b*c*q^4*r^3*x^2-324*a*b*c^2*q^4*r^2*x^2-696*a*b*c^2* q^3*r^3*x^2-324*a*b*c^2*p^4*r^2*x^2-696*a*b*c^2*p^3*r^3*x^2-1272*a*b*c^3*q^3*r^ 2*x^2-2160*a*b*c^3*q^2*r^3*x^2-1272*a*b*c^3*p^3*r^2*x^2-2160*a*b*c^3*p^2*r^3*x^ 2-2736*a*b*c^4*p^2*r^2*x^2-3264*a*b*c^4*p*r^3*x^2-2736*a*b*c^4*q^2*r^2*x^2-3264 *a*b*c^4*q*r^3*x^2-3072*a*b*c^5*p*r^2*x^2-3072*a*b*c^5*q*r^2*x^2-226*a*b^2*g*q^ 4*r^2*x^2-520*a*b^2*g*q^3*r^3*x^2-90*a*b^2*p^4*q*r^2*x^2-180*a*b^2*p^3*q^2*r^2* x^2-192*a*b^2*p^3*q*r^3*x^2-180*a*b^2*p^2*q^3*r^2*x^2-288*a*b^2*p^2*q^2*r^3*x^2 -90*a*b^2*p*q^4*r^2*x^2-192*a*b^2*p*q^3*r^3*x^2-924*a*b^2*g^2*p*r^4*x^2-844*a*b ^2*g^2*q^3*r^2*x^2-1636*a*b^2*g^2*q^2*r^3*x^2-924*a*b^2*g^2*q*r^4*x^2-212*a*b^2 *g*p^4*r^2*x^2-494*a*b^2*g*p^3*r^3*x^2-624*a*b^2*g^4*p*r^2*x^2-624*a*b^2*g^4*q* r^2*x^2-1242*a*b^2*g^3*p^2*r^2*x^2-1878*a*b^2*g^3*p*r^3*x^2-1242*a*b^2*g^3*q^2* r^2*x^2-1944*a*c^4*g*q^2*r^2*x^2-2480*a*c^4*g*q*r^3*x^2-640*a*c^4*p^2*q*r^2*x^2 -384*a*c^4*p*q^2*r^2*x^2-576*a*c^4*p*q*r^3*x^2-5792*a*c^4*g^2*p*r^2*x^2-5504*a* c^4*g^2*q*r^2*x^2-2568*a*c^4*g*p^2*r^2*x^2-2688*a*c^5*g*p*r^2*x^2-2368*a*c^5*g* q*r^2*x^2-640*a*c^5*p*q*r^2*x^2-37*a*b*g*q^5*r^2*x^2-98*a*b*g*q^4*r^3*x^2-12*a* b*p^5*q*r^2*x^2-30*a*b*p^4*q^2*r^2*x^2-30*a*b*p^4*q*r^3*x^2-40*a*b*p^3*q^3*r^2* x^2-60*a*b*p^3*q^2*r^3*x^2-30*a*b*p^2*q^4*r^2*x^2-60*a*b*p^2*q^3*r^3*x^2-12*a*b *p*q^5*r^2*x^2-30*a*b*p*q^4*r^3*x^2-213*a*b*g^2*q^4*r^2*x^2-495*a*b*g^2*q^3*r^3 *x^2-37*a*b*g*p^5*r^2*x^2-98*a*b*g*p^4*r^3*x^2-594*a*b*g^3*p*r^4*x^2-524*a*b*g^ 3*q^3*r^2*x^2-1030*a*b*g^3*q^2*r^3*x^2-594*a*b*g^3*q*r^4*x^2-213*a*b*g^2*p^4*r^ 2*x^2-495*a*b*g^2*p^3*r^3*x^2-224*a*b*g^5*p*r^2*x^2-224*a*b*g^5*q*r^2*x^2-570*a *b*g^4*p^2*r^2*x^2-866*a*b*g^4*p*r^3*x^2-570*a*b*g^4*q^2*r^2*x^2-866*a*b*g^4*q* r^3*x^2-524*a*b*g^3*p^3*r^2*x^2-1286*a*c*g^4*q*r^3*x^2-769*a*c*g^3*p^3*r^2*x^2-\ 182*a*c^2*g*q^4*r^2*x^2-408*a*c^2*g*q^3*r^3*x^2-80*a*c^2*p^4*q*r^2*x^2-96*a*c^2 *p^3*q^2*r^2*x^2-144*a*c^2*p^3*q*r^3*x^2-48*a*c^2*p^2*q^3*r^2*x^2-108*a*c^2*p^2 *q^2*r^3*x^2-8*a*c^2*p*q^4*r^2*x^2-24*a*c^2*p*q^3*r^3*x^2-1616*a*c^2*g^2*p^3*r^ 2*x^2-2802*a*c^2*g^2*p^2*r^3*x^2-1336*a*c^2*g^2*q^3*r^2*x^2-2438*a*c^2*g^2*q^2* r^3*x^2-342*a*c^2*g*p^4*r^2*x^2-724*a*c^2*g*p^3*r^3*x^2-2400*a*c^2*g^4*p*r^2*x^ 2-2384*a*c^2*g^4*q*r^2*x^2-3090*a*c^2*g^3*p^2*r^2*x^2-3956*a*c^2*g^3*p*r^3*x^2-\ 2942*a*c^2*g^3*q^2*r^2*x^2-3868*a*c^2*g^3*q*r^3*x^2-812*a*c^3*g*q^3*r^2*x^2-\ 1472*a*c^3*g*q^2*r^3*x^2-320*a*c^3*p^3*q*r^2*x^2-288*a*c^3*p^2*q^2*r^2*x^2-432* a*c^3*p^2*q*r^3*x^2-96*a*c^3*p*q^3*r^2*x^2-216*a*c^3*p*q^2*r^3*x^2-5280*a*c^3*g ^3*q*r^2*x^2-4376*a*c^3*g^2*p^2*r^2*x^2-5280*a*c^3*g^2*p*r^3*x^2-3904*a*c^3*g^2 *q^2*r^2*x^2-4976*a*c^3*g^2*q*r^3*x^2-1276*a*c^3*g*p^3*r^2*x^2-2088*a*c^3*g*p^2 *r^3*x^2-5392*a*c^3*g^3*p*r^2*x^2-2896*a*c^4*g*p*r^3*x^2-33*a*g*p^2*q^3*r^3*x^2 -356*a*g^4*p^2*q*r^2*x^2-352*a*g^4*p*q^2*r^2*x^2-466*a*g^4*p*q*r^3*x^2-267*a*g^ 3*p^3*q*r^2*x^2-385*a*g^3*p^2*q^2*r^2*x^2-465*a*g^3*p^2*q*r^3*x^2-249*a*g^3*p*q ^3*r^2*x^2-448*a*g^3*p*q^2*r^3*x^2-89*a*g^2*p^4*q*r^2*x^2-161*a*g^2*p^3*q^2*r^2 *x^2-186*a*g^2*p^3*q*r^3*x^2-149*a*g^2*p^2*q^3*r^2*x^2-200*a*g^5*p*q*r^2*x^2-54 *a*c*g*q^4*r^3*x^2-8*a*c*p^5*q*r^2*x^2-12*a*c*p^4*q^2*r^2*x^2-18*a*c*p^4*q*r^3* x^2-8*a*c*p^3*q^3*r^2*x^2-18*a*c*p^3*q^2*r^3*x^2-2*a*c*p^2*q^4*r^2*x^2-6*a*c*p^ 2*q^3*r^3*x^2-220*a*c*g^2*q^4*r^2*x^2-503*a*c*g^2*q^3*r^3*x^2-45*a*c*g*p^5*r^2* x^2-116*a*c*g*p^4*r^3*x^2-21*a*c*g*q^5*r^2*x^2-1409*a*c*g^3*p^2*r^3*x^2-705*a*c *g^3*q^3*r^2*x^2-1331*a*c*g^3*q^2*r^3*x^2-290*a*c*g^2*p^4*r^2*x^2-641*a*c*g^2*p ^3*r^3*x^2-484*a*c*g^5*p*r^2*x^2-484*a*c*g^5*q*r^2*x^2-942*a*c*g^4*p^2*r^2*x^2-\ 1294*a*c*g^4*p*r^3*x^2-926*a*c*g^4*q^2*r^2*x^2-672*b^3*c^2*p*q^2*r^2*x^2-688*b^ 3*c^2*p*q*r^3*x^2-4464*b^3*c^2*g^2*p*r^2*x^2-4544*b^3*c^2*g^2*q*r^2*x^2-2152*b^ 3*c^2*g*p^2*r^2*x^2-4112*b^3*c^3*g*p*r^2*x^2-4400*b^3*c^3*g*q*r^2*x^2-1344*b^3* c^3*p*q*r^2*x^2-212*b^4*g*p^2*q*r^2*x^2-220*b^4*g*p*q^2*r^2*x^2-272*b^4*g*p*q*r ^3*x^2-440*b^4*g^2*p*q*r^2*x^2-104*b^4*c*p*q^2*r^2*x^2-112*b^4*c*p*q*r^3*x^2-\ 1072*b^4*c*g^2*p*r^2*x^2-1072*b^4*c*g^2*q*r^2*x^2-592*b^4*c*g*p^2*r^2*x^2-784*b ^4*c*g*p*r^3*x^2-624*b^4*c*g*q^2*r^2*x^2-800*b^4*c*g*q*r^3*x^2-88*b^4*c*p^2*q*r ^2*x^2-1600*b^4*c^2*g*p*r^2*x^2-1632*b^4*c^2*g*q*r^2*x^2-416*b^4*c^2*p*q*r^2*x^ 2-112*b^5*g*p*q*r^2*x^2-6*a*g*p*q^5*r^2*x^2-15*a*g*p*q^4*r^3*x^2-272*b^5*c*g*p* r^2*x^2-272*b^5*c*g*q*r^2*x^2-32*b^5*c*p*q*r^2*x^2-250*a*g^2*p^2*q^2*r^3*x^2-71 *a*g^2*p*q^4*r^2*x^2-154*a*g^2*p*q^3*r^3*x^2-10*a*g*p^5*q*r^2*x^2-21*a*g*p^4*q^ 2*r^2*x^2-24*a*g*p^4*q*r^3*x^2-24*a*g*p^3*q^3*r^2*x^2-39*a*g*p^3*q^2*r^3*x^2-16 *a*g*p^2*q^4*r^2*x^2-4200*b^2*c^3*g*p*r^3*x^2-4120*b^2*c^3*g*q^2*r^2*x^2-4760*b ^2*c^3*g*q*r^3*x^2-792*b^2*c^3*p^2*q*r^2*x^2-1200*b^2*c^3*p*q^2*r^2*x^2-1152*b^ 2*c^3*p*q*r^3*x^2-7672*b^2*c^3*g^2*p*r^2*x^2-8008*b^2*c^3*g^2*q*r^2*x^2-4816*b^ 2*c^4*g*p*r^2*x^2-5392*b^2*c^4*g*q*r^2*x^2-1600*b^2*c^4*p*q*r^2*x^2-652*b^3*g^2 *p*q^2*r^2*x^2-820*b^3*g^2*p*q*r^3*x^2-156*b^3*g*p^3*q*r^2*x^2-254*b^3*g*p^2*q^ 2*r^2*x^2-282*b^3*g*p^2*q*r^3*x^2-184*b^3*g*p*q^3*r^2*x^2-308*b^3*g*p*q^2*r^3*x ^2-684*b^3*g^3*p*q*r^2*x^2-632*b^3*g^2*p^2*q*r^2*x^2-896*b^3*c*g*p^2*r^3*x^2-\ 600*b^3*c*g*q^3*r^2*x^2-1044*b^3*c*g*q^2*r^3*x^2-56*b^3*c*p^3*q*r^2*x^2-124*b^3 *c*p^2*q^2*r^2*x^2-120*b^3*c*p^2*q*r^3*x^2-112*b^3*c*p*q^3*r^2*x^2-172*b^3*c*p* q^2*r^3*x^2-1668*b^3*c*g^3*p*r^2*x^2-1668*b^3*c*g^3*q*r^2*x^2-1692*b^3*c*g^2*p^ 2*r^2*x^2-2296*b^3*c*g^2*p*r^3*x^2-1772*b^3*c*g^2*q^2*r^2*x^2-2336*b^3*c*g^2*q* r^3*x^2-472*b^3*c*g*p^3*r^2*x^2-2808*b^3*c^2*g*p*r^3*x^2-2496*b^3*c^2*g*q^2*r^2 *x^2-3000*b^3*c^2*g*q*r^3*x^2-496*b^3*c^2*p^2*q*r^2*x^2-109*b^2*g*p^3*q^2*r^2*x ^2-108*b^2*g*p^3*q*r^3*x^2-262*b^2*c*g*q^4*r^2*x^2-568*b^2*c*g*q^3*r^3*x^2-8*b^ 2*c*p^4*q*r^2*x^2-38*b^2*c*p^3*q^2*r^2*x^2-24*b^2*c*p^3*q*r^3*x^2-66*b^2*c*p^2* q^3*r^2*x^2-84*b^2*c*p^2*q^2*r^3*x^2-50*b^2*c*p*q^4*r^2*x^2-96*b^2*c*p*q^3*r^3* x^2-966*b^2*c*g^2*p^3*r^2*x^2-1830*b^2*c*g^2*p^2*r^3*x^2-1142*b^2*c*g^2*q^3*r^2 *x^2-2040*b^2*c*g^2*q^2*r^3*x^2-154*b^2*c*g*p^4*r^2*x^2-362*b^2*c*g*p^3*r^3*x^2 -1280*b^2*c*g^4*p*r^2*x^2-1280*b^2*c*g^4*q*r^2*x^2-1870*b^2*c*g^3*p^2*r^2*x^2-\ 2574*b^2*c*g^3*p*r^3*x^2-1934*b^2*c*g^3*q^2*r^2*x^2-2606*b^2*c*g^3*q*r^3*x^2-\ 1024*b^2*c^2*g*p^3*r^2*x^2-1924*b^2*c^2*g*p^2*r^3*x^2-1516*b^2*c^2*g*q^3*r^2*x^ 2-2544*b^2*c^2*g*q^2*r^3*x^2-152*b^2*c^2*p^3*q*r^2*x^2-396*b^2*c^2*p^2*q^2*r^2* x^2-336*b^2*c^2*p^2*q*r^3*x^2-400*b^2*c^2*p*q^3*r^2*x^2-576*b^2*c^2*p*q^2*r^3*x ^2-4876*b^2*c^2*g^3*p*r^2*x^2-4940*b^2*c^2*g^3*q*r^2*x^2-4168*b^2*c^2*g^2*p^2*r ^2*x^2-5476*b^2*c^2*g^2*p*r^3*x^2-4596*b^2*c^2*g^2*q^2*r^2*x^2-5724*b^2*c^2*g^2 *q*r^3*x^2-3224*b^2*c^3*g*p^2*r^2*x^2-96*b*c^3*p^3*q*r^2*x^2-288*b*c^3*p^2*q^2* r^2*x^2-216*b*c^3*p^2*q*r^3*x^2-320*b*c^3*p*q^3*r^2*x^2-432*b*c^3*p*q^2*r^3*x^2 -5280*b*c^3*g^3*p*r^2*x^2-5392*b*c^3*g^3*q*r^2*x^2-3904*b*c^3*g^2*p^2*r^2*x^2-\ 4976*b*c^3*g^2*p*r^3*x^2-4376*b*c^3*g^2*q^2*r^2*x^2-5280*b*c^3*g^2*q*r^3*x^2-\ 812*b*c^3*g*p^3*r^2*x^2-1472*b*c^3*g*p^2*r^3*x^2-5792*b*c^4*g^2*q*r^2*x^2-1944* b*c^4*g*p^2*r^2*x^2-2480*b*c^4*g*p*r^3*x^2-2568*b*c^4*g*q^2*r^2*x^2-2896*b*c^4* g*q*r^3*x^2-384*b*c^4*p^2*q*r^2*x^2-640*b*c^4*p*q^2*r^2*x^2-576*b*c^4*p*q*r^3*x ^2-5504*b*c^4*g^2*p*r^2*x^2-2368*b*c^5*g*p*r^2*x^2-2688*b*c^5*g*q*r^2*x^2-640*b *c^5*p*q*r^2*x^2-123*b^2*g*p^2*q^3*r^2*x^2-186*b^2*g*p^2*q^2*r^3*x^2-70*b^2*g*p *q^4*r^2*x^2-144*b^2*g*p*q^3*r^3*x^2-526*b^2*g^4*p*q*r^2*x^2-706*b^2*g^3*p^2*q* r^2*x^2-722*b^2*g^3*p*q^2*r^2*x^2-926*b^2*g^3*p*q*r^3*x^2-338*b^2*g^2*p^3*q*r^2 *x^2-539*b^2*g^2*p^2*q^2*r^2*x^2-611*b^2*g^2*p^2*q*r^3*x^2-384*b^2*g^2*p*q^3*r^ 2*x^2-654*b^2*g^2*p*q^2*r^3*x^2-49*b^2*g*p^4*q*r^2*x^2-220*b*c*g^2*p^4*r^2*x^2-\ 503*b*c*g^2*p^3*r^3*x^2-290*b*c*g^2*q^4*r^2*x^2-641*b*c*g^2*q^3*r^3*x^2-21*b*c* g*p^5*r^2*x^2-926*b*c*g^4*p^2*r^2*x^2-1286*b*c*g^4*p*r^3*x^2-942*b*c*g^4*q^2*r^ 2*x^2-1294*b*c*g^4*q*r^3*x^2-705*b*c*g^3*p^3*r^2*x^2-1331*b*c*g^3*p^2*r^3*x^2-\ 769*b*c*g^3*q^3*r^2*x^2-1409*b*c*g^3*q^2*r^3*x^2-484*b*c*g^5*p*r^2*x^2-484*b*c* g^5*q*r^2*x^2-8*b*c^2*p^4*q*r^2*x^2-48*b*c^2*p^3*q^2*r^2*x^2-24*b*c^2*p^3*q*r^3 *x^2-96*b*c^2*p^2*q^3*r^2*x^2-108*b*c^2*p^2*q^2*r^3*x^2-80*b*c^2*p*q^4*r^2*x^2-\ 144*b*c^2*p*q^3*r^3*x^2-1616*b*c^2*g^2*q^3*r^2*x^2-2802*b*c^2*g^2*q^2*r^3*x^2-\ 182*b*c^2*g*p^4*r^2*x^2-408*b*c^2*g*p^3*r^3*x^2-342*b*c^2*g*q^4*r^2*x^2-724*b*c ^2*g*q^3*r^3*x^2-2400*b*c^2*g^4*q*r^2*x^2-2942*b*c^2*g^3*p^2*r^2*x^2-3868*b*c^2 *g^3*p*r^3*x^2-3090*b*c^2*g^3*q^2*r^2*x^2-3956*b*c^2*g^3*q*r^3*x^2-1336*b*c^2*g ^2*p^3*r^2*x^2-2438*b*c^2*g^2*p^2*r^3*x^2-2384*b*c^2*g^4*p*r^2*x^2-1276*b*c^3*g *q^3*r^2*x^2-2088*b*c^3*g*q^2*r^3*x^2-512*c^4*g*p*q^2*r^2*x^2-576*c^4*g*p*q*r^3 *x^2-640*c^5*g*p*q*r^2*x^2-89*b*g^2*p*q^4*r^2*x^2-186*b*g^2*p*q^3*r^3*x^2-6*b*g *p^5*q*r^2*x^2-16*b*g*p^4*q^2*r^2*x^2-15*b*g*p^4*q*r^3*x^2-24*b*g*p^3*q^3*r^2*x ^2-33*b*g*p^3*q^2*r^3*x^2-21*b*g*p^2*q^4*r^2*x^2-39*b*g*p^2*q^3*r^3*x^2-10*b*g* p*q^5*r^2*x^2-24*b*g*p*q^4*r^3*x^2-466*b*g^4*p*q*r^3*x^2-249*b*g^3*p^3*q*r^2*x^ 2-385*b*g^3*p^2*q^2*r^2*x^2-448*b*g^3*p^2*q*r^3*x^2-267*b*g^3*p*q^3*r^2*x^2-465 *b*g^3*p*q^2*r^3*x^2-71*b*g^2*p^4*q*r^2*x^2-149*b*g^2*p^3*q^2*r^2*x^2-154*b*g^2 *p^3*q*r^3*x^2-161*b*g^2*p^2*q^3*r^2*x^2-250*b*g^2*p^2*q^2*r^3*x^2-200*b*g^5*p* q*r^2*x^2-352*b*g^4*p^2*q*r^2*x^2-356*b*g^4*p*q^2*r^2*x^2-8*b*c*p^3*q^3*r^2*x^2 -6*b*c*p^3*q^2*r^3*x^2-12*b*c*p^2*q^4*r^2*x^2-18*b*c*p^2*q^3*r^3*x^2-8*b*c*p*q^ 5*r^2*x^2-18*b*c*p*q^4*r^3*x^2-54*b*c*g*p^4*r^3*x^2-45*b*c*g*q^5*r^2*x^2-116*b* c*g*q^4*r^3*x^2-2*b*c*p^4*q^2*r^2*x^2-83*c*g^2*p^4*q*r^2*x^2-154*c*g^2*p^3*q^2* r^2*x^2-170*c*g^2*p^3*q*r^3*x^2-154*c*g^2*p^2*q^3*r^2*x^2-242*c*g^2*p^2*q^2*r^3 *x^2-83*c*g^2*p*q^4*r^2*x^2-170*c*g^2*p*q^3*r^3*x^2-344*c*g^5*p*q*r^2*x^2-527*c *g^4*p^2*q*r^2*x^2-527*c*g^4*p*q^2*r^2*x^2-664*c*g^4*p*q*r^3*x^2-334*c*g^3*p^3* q*r^2*x^2-856*c^2*g^2*p*q^2*r^3*x^2-44*c^2*g*p^4*q*r^2*x^2-72*c^2*g*p^3*q^2*r^2 *x^2-84*c^2*g*p^3*q*r^3*x^2-72*c^2*g*p^2*q^3*r^2*x^2-108*c^2*g*p^2*q^2*r^3*x^2-\ 44*c^2*g*p*q^4*r^2*x^2-84*c^2*g*p*q^3*r^3*x^2-1424*c^2*g^4*p*q*r^2*x^2-1444*c^2 *g^3*p^2*q*r^2*x^2-1444*c^2*g^3*p*q^2*r^2*x^2-1744*c^2*g^3*p*q*r^3*x^2-520*c^2* g^2*p^3*q*r^2*x^2-756*c^2*g^2*p^2*q^2*r^2*x^2-856*c^2*g^2*p^2*q*r^3*x^2-520*c^2 *g^2*p*q^3*r^2*x^2-2688*c^3*g^3*p*q*r^2*x^2-1564*c^3*g^2*p^2*q*r^2*x^2-1564*c^3 *g^2*p*q^2*r^2*x^2-1824*c^3*g^2*p*q*r^3*x^2-208*c^3*g*p^3*q*r^2*x^2-288*c^3*g*p ^2*q^2*r^2*x^2-324*c^3*g*p^2*q*r^3*x^2-208*c^3*g*p*q^3*r^2*x^2-324*c^3*g*p*q^2* r^3*x^2-2272*c^4*g^2*p*q*r^2*x^2-512*c^4*g*p^2*q*r^2*x^2+592*a^4*b*p^2*q*r^2*x+ 512*a^4*b*p*q^2*r^2*x+800*a^4*b*p*q*r^3*x+3520*a^4*b*c^2*p*r^2*x+3072*a^4*b*c^2 *q*r^2*x+1568*a^4*b*c*p^2*r^2*x+2240*a^4*b*c*p*r^3*x+1184*a^4*b*c*q^2*r^2*x+ 1888*a^4*b*c*q*r^3*x+2688*a^4*b^2*c*p*r^2*x+2432*a^4*b^2*c*q*r^2*x+1056*a^4*b^2 *g*p*r^2*x+1056*a^4*b^2*g*q*r^2*x+1088*a^4*b^2*p*q*r^2*x+448*a^5*c*g*p*r^2*x+ 384*a^5*c*g*q*r^2*x+32*a^5*c*p*q*r^2*x+192*a^5*g*p*q*r^2*x+832*a^5*b*c*p*r^2*x+ 768*a^5*b*c*q*r^2*x+384*a^5*b*g*p*r^2*x+384*a^5*b*g*q*r^2*x+352*a^5*b*p*q*r^2*x -4*c*g*p^5*q*r^2*x^2-7*c*g*p^4*q^2*r^2*x^2-9*c*g*p^4*q*r^3*x^2-8*c*g*p^3*q^3*r^ 2*x^2-12*c*g*p^3*q^2*r^3*x^2-7*c*g*p^2*q^4*r^2*x^2-12*c*g*p^2*q^3*r^3*x^2-4*c*g *p*q^5*r^2*x^2-9*c*g*p*q^4*r^3*x^2-494*c*g^3*p^2*q^2*r^2*x^2-573*c*g^3*p^2*q*r^ 3*x^2-334*c*g^3*p*q^3*r^2*x^2-573*c*g^3*p*q^2*r^3*x^2+3680*a^3*b^2*c*p^2*r^2*x+ 4976*a^3*b^2*c*p*r^3*x+2688*a^3*b^2*c*q^2*r^2*x+4080*a^3*b^2*c*q*r^3*x+480*a^4* g*p*q*r^3*x+3072*a^3*b^3*c*p*r^2*x+2688*a^3*b^3*c*q*r^2*x+1184*a^3*b^3*g*p*r^2* x+1184*a^3*b^3*g*q*r^2*x+1152*a^3*b^3*p*q*r^2*x+624*a^4*g^2*p*q*r^2*x+360*a^4*g *p^2*q*r^2*x+280*a^4*g*p*q^2*r^2*x+1472*a^4*c*g^2*p*r^2*x+1280*a^4*c*g^2*q*r^2* x+1008*a^4*c*g*p^2*r^2*x+1424*a^4*c*g*p*r^3*x+592*a^4*c*g*q^2*r^2*x+1040*a^4*c* g*q*r^3*x+128*a^4*c*p^2*q*r^2*x+48*a^4*c*p*q^2*r^2*x+160*a^4*c*p*q*r^3*x+2048*a ^4*c^2*g*p*r^2*x+1536*a^4*c^2*g*q*r^2*x+256*a^4*c^2*p*q*r^2*x+864*a^4*b*g^2*p*r ^2*x+864*a^4*b*g^2*q*r^2*x+960*a^4*b*g*p^2*r^2*x+1488*a^4*b*g*p*r^3*x+768*a^4*b *g*q^2*r^2*x+1296*a^4*b*g*q*r^3*x-1904*a^2*b*c*p^2*q*r^3*x^2-1088*a^2*b*c*p*q^3 *r^2*x^2-1852*a^2*b*c*p*q^2*r^3*x^2-9256*a^2*b*c*g^2*q*r^3*x^2-2596*a^2*b*c*g*p ^3*r^2*x^2-4736*a^2*b*c*g*p^2*r^3*x^2-2468*a^2*b*c*g*q^3*r^2*x^2-4588*a^2*b*c*g *q^2*r^3*x^2-1144*a^2*b*c*p^3*q*r^2*x^2-1668*a^2*b*c*p^2*q^2*r^2*x^2-6108*a^2*b *c*g^3*p*r^2*x^2-6108*a^2*b*c*g^3*q*r^2*x^2-6796*a^2*b*c*g^2*p^2*r^2*x^2-9296*a ^2*b*c*g^2*p*r^3*x^2-6716*a^2*b*c*g^2*q^2*r^2*x^2-10792*a^2*b*c^2*g*p^2*r^2*x^2 -13800*a^2*b*c^2*g*p*r^3*x^2-10448*a^2*b*c^2*g*q^2*r^2*x^2-13608*a^2*b*c^2*g*q* r^3*x^2-5080*a^2*b*c^2*p^2*q*r^2*x^2-4904*a^2*b*c^2*p*q^2*r^2*x^2-5904*a^2*b*c^ 2*p*q*r^3*x^2-17680*a^2*b*c^2*g^2*p*r^2*x^2-17600*a^2*b*c^2*g^2*q*r^2*x^2-9600* a^2*b*c^3*p*q*r^2*x^2-19344*a^2*b*c^3*g*p*r^2*x^2-19056*a^2*b*c^3*g*q*r^2*x^2-\ 4224*a^2*b^2*g^2*p*q*r^2*x^2-2832*a^2*b^2*g*p^2*q*r^2*x^2-2832*a^2*b^2*g*p*q^2* r^2*x^2-3664*a^2*b^2*g*p*q*r^3*x^2-7696*a^2*b^2*c*g*q^2*r^2*x^2-10560*a^2*b^2*c *g*q*r^3*x^2-4416*a^2*b^2*c*p^2*q*r^2*x^2-2320*a*b^3*c*p*q^2*r^2*x^2-2816*a*b^3 *c*p*q*r^3*x^2-6304*a*b^3*c*g^2*p*r^2*x^2-6304*a*b^3*c*g^2*q*r^2*x^2-11760*a*b^ 3*c^2*g*q*r^2*x^2-6592*a*b^3*c^2*p*q*r^2*x^2-11696*a*b^3*c^2*g*p*r^2*x^2-1200*a *b^4*g*p*q*r^2*x^2-2976*a*b^4*c*g*p*r^2*x^2-2976*a*b^4*c*g*q*r^2*x^2-1888*a*b^4 *c*p*q*r^2*x^2-3804*a^2*c*g^3*p*q*r^2*x^2-3230*a^2*c*g^2*p^2*q*r^2*x^2-3054*a^2 *c*g^2*p*q^2*r^2*x^2-3860*a^2*c*g^2*p*q*r^3*x^2-912*a^2*c*g*p^3*q*r^2*x^2-1192* a^2*c*g*p^2*q^2*r^2*x^2-1464*a^2*c*g*p^2*q*r^3*x^2-696*a^2*c*g*p*q^3*r^2*x^2-\ 1258*a^2*c*g*p*q^2*r^3*x^2-4424*a^2*c^2*g*p*q*r^3*x^2-8744*a^2*c^2*g^2*p*q*r^2* x^2-3980*a^2*c^2*g*p^2*q*r^2*x^2-3488*a^2*c^2*g*p*q^2*r^2*x^2-7280*a^2*c^3*g*p* q*r^2*x^2-884*a^2*b*g*p^3*q*r^2*x^2-1302*a^2*b*g*p^2*q^2*r^2*x^2-1528*a^2*b*g*p ^2*q*r^3*x^2-856*a^2*b*g*p*q^3*r^2*x^2-1502*a^2*b*g*p*q^2*r^3*x^2-2484*a^2*b*g^ 3*p*q*r^2*x^2-2512*a^2*b*g^2*p^2*q*r^2*x^2-2492*a^2*b*g^2*p*q^2*r^2*x^2-3252*a^ 2*b*g^2*p*q*r^3*x^2-4588*a*b^2*c*g*p^2*r^3*x^2-2596*a*b^2*c*g*q^3*r^2*x^2-4736* a*b^2*c*g*q^2*r^3*x^2-1088*a*b^2*c*p^3*q*r^2*x^2-1668*a*b^2*c*p^2*q^2*r^2*x^2-\ 1852*a*b^2*c*p^2*q*r^3*x^2-1144*a*b^2*c*p*q^3*r^2*x^2-6108*a*b^2*c*g^3*p*r^2*x^ 2-6108*a*b^2*c*g^3*q*r^2*x^2-6716*a*b^2*c*g^2*p^2*r^2*x^2-9256*a*b^2*c*g^2*p*r^ 3*x^2-6796*a*b^2*c*g^2*q^2*r^2*x^2-9296*a*b^2*c*g^2*q*r^3*x^2-5080*a*b^2*c^2*p* q^2*r^2*x^2-5904*a*b^2*c^2*p*q*r^3*x^2-17600*a*b^2*c^2*g^2*p*r^2*x^2-17680*a*b^ 2*c^2*g^2*q*r^2*x^2-10448*a*b^2*c^2*g*p^2*r^2*x^2-13608*a*b^2*c^2*g*p*r^3*x^2-\ 10792*a*b^2*c^2*g*q^2*r^2*x^2-13800*a*b^2*c^2*g*q*r^3*x^2-4904*a*b^2*c^2*p^2*q* r^2*x^2-19056*a*b^2*c^3*g*p*r^2*x^2-19344*a*b^2*c^3*g*q*r^2*x^2-9600*a*b^2*c^3* p*q*r^2*x^2-1624*a*b^3*g*p^2*q*r^2*x^2-1640*a*b^3*g*p*q^2*r^2*x^2-2104*a*b^3*g* p*q*r^3*x^2-2552*a*b^3*g^2*p*q*r^2*x^2-4424*a*b^3*c*g*p^2*r^2*x^2-6056*a*b^3*c* g*p*r^3*x^2-4488*a*b^3*c*g*q^2*r^2*x^2-6088*a*b^3*c*g*q*r^3*x^2-2288*a*b^3*c*p^ 2*q*r^2*x^2-1992*a*b*c^2*p*q^2*r^3*x^2-13088*a*b*c^2*g^2*p*r^3*x^2-10092*a*b*c^ 2*g^2*q^2*r^2*x^2-13088*a*b*c^2*g^2*q*r^3*x^2-3276*a*b*c^2*g*p^3*r^2*x^2-5796*a *b*c^2*g*p^2*r^3*x^2-3276*a*b*c^2*g*q^3*r^2*x^2-5796*a*b*c^2*g*q^2*r^3*x^2-\ 10888*a*b*c^2*g^3*p*r^2*x^2-10888*a*b*c^2*g^3*q*r^2*x^2-10092*a*b*c^2*g^2*p^2*r ^2*x^2-18080*a*b*c^3*g^2*q*r^2*x^2-9296*a*b*c^3*g*p^2*r^2*x^2-11520*a*b*c^3*g*p *r^3*x^2-9296*a*b*c^3*g*q^2*r^2*x^2-11520*a*b*c^3*g*q*r^3*x^2-3672*a*b*c^3*p^2* q*r^2*x^2-3672*a*b*c^3*p*q^2*r^2*x^2-4224*a*b*c^3*p*q*r^3*x^2-18080*a*b*c^3*g^2 *p*r^2*x^2-12832*a*b*c^4*g*p*r^2*x^2-12832*a*b*c^4*g*q*r^2*x^2-5376*a*b*c^4*p*q *r^2*x^2-2492*a*b^2*g^2*p^2*q*r^2*x^2-2512*a*b^2*g^2*p*q^2*r^2*x^2-3252*a*b^2*g ^2*p*q*r^3*x^2-856*a*b^2*g*p^3*q*r^2*x^2-1302*a*b^2*g*p^2*q^2*r^2*x^2-1502*a*b^ 2*g*p^2*q*r^3*x^2-884*a*b^2*g*p*q^3*r^2*x^2-1528*a*b^2*g*p*q^2*r^3*x^2-2484*a*b ^2*g^3*p*q*r^2*x^2-1904*a*b^2*c*p*q^2*r^3*x^2-2468*a*b^2*c*g*p^3*r^2*x^2-1258*a *b*g^2*p^2*q^2*r^2*x^2-1475*a*b*g^2*p^2*q*r^3*x^2-842*a*b*g^2*p*q^3*r^2*x^2-\ 1475*a*b*g^2*p*q^2*r^3*x^2-179*a*b*g*p^4*q*r^2*x^2-352*a*b*g*p^3*q^2*r^2*x^2-\ 380*a*b*g*p^3*q*r^3*x^2-1140*a*b*g^4*p*q*r^2*x^2-1572*a*b*g^3*p^2*q*r^2*x^2-384 *a*b*c*p^2*q^3*r^2*x^2-600*a*b*c*p^2*q^2*r^3*x^2-198*a*b*c*p*q^4*r^2*x^2-408*a* b*c*p*q^3*r^3*x^2-1250*a*b*c*g*p^3*r^3*x^2-560*a*b*c*g*q^4*r^2*x^2-1250*a*b*c*g *q^3*r^3*x^2-198*a*b*c*p^4*q*r^2*x^2-384*a*b*c*p^3*q^2*r^2*x^2-408*a*b*c*p^3*q* r^3*x^2-4204*a*b*c*g^3*q^2*r^2*x^2-5804*a*b*c*g^3*q*r^3*x^2-2432*a*b*c*g^2*p^3* r^2*x^2-4502*a*b*c*g^2*p^2*r^3*x^2-2432*a*b*c*g^2*q^3*r^2*x^2-4502*a*b*c*g^2*q^ 2*r^3*x^2-560*a*b*c*g*p^4*r^2*x^2-2784*a*b*c*g^4*p*r^2*x^2-2784*a*b*c*g^4*q*r^2 *x^2-4204*a*b*c*g^3*p^2*r^2*x^2-5804*a*b*c*g^3*p*r^3*x^2-1224*a*b*c^2*p^3*q*r^2 *x^2-1800*a*b*c^2*p^2*q^2*r^2*x^2-1992*a*b*c^2*p^2*q*r^3*x^2-1224*a*b*c^2*p*q^3 *r^2*x^2-1454*a*c*g^2*p^2*q^2*r^2*x^2-1737*a*c*g^2*p^2*q*r^3*x^2-912*a*c*g^2*p* q^3*r^2*x^2-1599*a*c*g^2*p*q^2*r^3*x^2-183*a*c*g*p^4*q*r^2*x^2-300*a*c*g*p^3*q^ 2*r^2*x^2-364*a*c*g*p^3*q*r^3*x^2-252*a*c*g*p^2*q^3*r^2*x^2-434*a*c*g*p^2*q^2*r ^3*x^2-1868*a*c*g^4*p*q*r^2*x^2-2227*a*c*g^3*p^2*q*r^2*x^2-2163*a*c*g^3*p*q^2*r ^2*x^2-2732*a*c*g^3*p*q*r^3*x^2-6016*a*c^2*g^3*p*q*r^2*x^2-4476*a*c^2*g^2*p^2*q *r^2*x^2-4196*a*c^2*g^2*p*q^2*r^2*x^2-5184*a*c^2*g^2*p*q*r^3*x^2-1124*a*c^2*g*p ^3*q*r^2*x^2-1404*a*c^2*g*p^2*q^2*r^2*x^2-1740*a*c^2*g*p^2*q*r^3*x^2-804*a*c^2* g*p*q^3*r^2*x^2-1424*a*c^2*g*p*q^2*r^3*x^2-8208*a*c^3*g^2*p*q*r^2*x^2-3212*a*c^ 3*g*p^2*q*r^2*x^2-2748*a*c^3*g*p*q^2*r^2*x^2-3456*a*c^3*g*p*q*r^3*x^2-4416*a*c^ 4*g*p*q*r^2*x^2-352*a*b*g*p^2*q^3*r^2*x^2-564*a*b*g*p^2*q^2*r^3*x^2-179*a*b*g*p *q^4*r^2*x^2-380*a*b*g*p*q^3*r^3*x^2-1572*a*b*g^3*p*q^2*r^2*x^2-2060*a*b*g^3*p* q*r^3*x^2-842*a*b*g^2*p^3*q*r^2*x^2-5184*b*c^2*g^2*p*q*r^3*x^2-804*b*c^2*g*p^3* q*r^2*x^2-1404*b*c^2*g*p^2*q^2*r^2*x^2-1424*b*c^2*g*p^2*q*r^3*x^2-1124*b*c^2*g* p*q^3*r^2*x^2-1740*b*c^2*g*p*q^2*r^3*x^2-8208*b*c^3*g^2*p*q*r^2*x^2-2748*b*c^3* g*p^2*q*r^2*x^2-3212*b*c^3*g*p*q^2*r^2*x^2-3456*b*c^3*g*p*q*r^3*x^2-4416*b*c^4* g*p*q*r^2*x^2-1192*b^2*c*g*p^2*q^2*r^2*x^2-1258*b^2*c*g*p^2*q*r^3*x^2-912*b^2*c *g*p*q^3*r^2*x^2-1464*b^2*c*g*p*q^2*r^3*x^2-3804*b^2*c*g^3*p*q*r^2*x^2-3054*b^2 *c*g^2*p^2*q*r^2*x^2-3230*b^2*c*g^2*p*q^2*r^2*x^2-3860*b^2*c*g^2*p*q*r^3*x^2-\ 696*b^2*c*g*p^3*q*r^2*x^2-8744*b^2*c^2*g^2*p*q*r^2*x^2-3488*b^2*c^2*g*p^2*q*r^2 *x^2-3980*b^2*c^2*g*p*q^2*r^2*x^2-4424*b^2*c^2*g*p*q*r^3*x^2-7280*b^2*c^3*g*p*q *r^2*x^2-3464*b^3*c*g^2*p*q*r^2*x^2-1536*b^3*c*g*p^2*q*r^2*x^2-1664*b^3*c*g*p*q ^2*r^2*x^2-1936*b^3*c*g*p*q*r^3*x^2-4640*b^3*c^2*g*p*q*r^2*x^2-1216*b^4*c*g*p*q *r^2*x^2-111*a*c*g*p*q^4*r^2*x^2-240*a*c*g*p*q^3*r^3*x^2-1052*a*c*g^2*p^3*q*r^2 *x^2+2688*a^3*b*c*p*q^2*r^2*x+4016*a^3*b*c*p*q*r^3*x+12160*a^3*b*c^2*g*q*r^2*x+ 7616*a^3*b*c^2*p*q*r^2*x+3488*a^3*b^2*g*p*q*r^2*x+13824*a^3*b*c^2*g*p*r^2*x+ 8832*a^3*b^2*c*g*p*r^2*x+8000*a^3*b^2*c*g*q*r^2*x+6368*a^3*b^2*c*p*q*r^2*x+1568 *a^4*c*g*p*q*r^2*x+4160*a^4*b*c*g*p*r^2*x+3776*a^4*b*c*g*q*r^2*x+2752*a^4*b*c*p *q*r^2*x+1728*a^4*b*g*p*q*r^2*x-111*b*c*g*p^4*q*r^2*x^2-252*b*c*g*p^3*q^2*r^2*x ^2-240*b*c*g*p^3*q*r^3*x^2-300*b*c*g*p^2*q^3*r^2*x^2-434*b*c*g*p^2*q^2*r^3*x^2-\ 183*b*c*g*p*q^4*r^2*x^2-364*b*c*g*p*q^3*r^3*x^2-1868*b*c*g^4*p*q*r^2*x^2-2163*b *c*g^3*p^2*q*r^2*x^2-2227*b*c*g^3*p*q^2*r^2*x^2-2732*b*c*g^3*p*q*r^3*x^2-912*b* c*g^2*p^3*q*r^2*x^2-1454*b*c*g^2*p^2*q^2*r^2*x^2-1599*b*c*g^2*p^2*q*r^3*x^2-\ 1052*b*c*g^2*p*q^3*r^2*x^2-1737*b*c*g^2*p*q^2*r^3*x^2-6016*b*c^2*g^3*p*q*r^2*x^ 2-4196*b*c^2*g^2*p^2*q*r^2*x^2-4476*b*c^2*g^2*p*q^2*r^2*x^2+6592*a^2*b^2*c*g*q^ 2*r^2*x+9552*a^2*b^2*c*g*q*r^3*x+4864*a^2*b^2*c*p^2*q*r^2*x+3968*a^2*b^2*c*p*q^ 2*r^2*x+5408*a^2*b^2*c*p*q*r^3*x+21344*a^2*b^2*c^2*g*p*r^2*x+19104*a^2*b^2*c^2* g*q*r^2*x+12352*a^2*b^2*c^2*p*q*r^2*x+2592*a^2*b^3*g*p*q*r^2*x+7136*a^2*b^3*c*g *p*r^2*x+6304*a^2*b^3*c*g*q*r^2*x+4640*a^2*b^3*c*p*q*r^2*x+3952*a^3*c*g^2*p*q*r ^2*x+2128*a^3*c*g*p^2*q*r^2*x+1520*a^3*c*g*p*q^2*r^2*x+2616*a^3*c*g*p*q*r^3*x+ 4528*a^3*c^2*g*p*q*r^2*x+3064*a^3*b*g^2*p*q*r^2*x+2272*a^3*b*g*p^2*q*r^2*x+1912 *a^3*b*g*p*q^2*r^2*x+2944*a^3*b*g*p*q*r^3*x+7504*a^3*b*c*g^2*p*r^2*x+6848*a^3*b *c*g^2*q*r^2*x+6096*a^3*b*c*g*p^2*r^2*x+8456*a^3*b*c*g*p*r^3*x+4544*a^3*b*c*g*q ^2*r^2*x+7048*a^3*b*c*g*q*r^3*x+3232*a^3*b*c*p^2*q*r^2*x+9304*a^2*b*c*g^2*q*r^3 *x+3528*a^2*b*c*g*p^3*r^2*x+6676*a^2*b*c*g*p^2*r^3*x+3720*a^2*b*c*g*p*r^4*x+ 2056*a^2*b*c*g*q^3*r^2*x+4096*a^2*b*c*g*q^2*r^3*x+5760*a^2*b*c^2*p^2*q*r^2*x+ 4816*a^2*b*c^2*p*q^2*r^2*x+6672*a^2*b*c^2*p*q*r^3*x+18896*a^2*b*c^2*g^2*p*r^2*x +17040*a^2*b*c^2*g^2*q*r^2*x+12592*a^2*b*c^2*g*p^2*r^2*x+16184*a^2*b*c^2*g*p*r^ 3*x+9488*a^2*b*c^2*g*q^2*r^2*x+13416*a^2*b*c^2*g*q*r^3*x+20000*a^2*b*c^3*g*p*r^ 2*x+17888*a^2*b*c^3*g*q*r^2*x+9504*a^2*b*c^3*p*q*r^2*x+4224*a^2*b^2*g^2*p*q*r^2 *x+3104*a^2*b^2*g*p^2*q*r^2*x+2560*a^2*b^2*g*p*q^2*r^2*x+3664*a^2*b^2*g*p*q*r^3 *x+10928*a^2*b^2*c*g^2*p*r^2*x+10000*a^2*b^2*c*g^2*q*r^2*x+8800*a^2*b^2*c*g*p^2 *r^2*x+11568*a^2*b^2*c*g*p*r^3*x+8424*a^2*c^2*g^2*p*q*r^2*x+4080*a^2*c^2*g*p^2* q*r^2*x+2784*a^2*c^2*g*p*q^2*r^2*x+4688*a^2*c^2*g*p*q*r^3*x+5808*a^2*c^3*g*p*q* r^2*x+2512*a^2*b*g^2*p*q^2*r^2*x+3716*a^2*b*g^2*p*q*r^3*x+1208*a^2*b*g*p^3*q*r^ 2*x+1468*a^2*b*g*p^2*q^2*r^2*x+2108*a^2*b*g*p^2*q*r^3*x+772*a^2*b*g*p*q^3*r^2*x +1546*a^2*b*g*p*q^2*r^3*x+1008*a^2*b*g*p*q*r^4*x+2644*a^2*b*g^3*p*q*r^2*x+2952* a^2*b*g^2*p^2*q*r^2*x+2608*a^2*b*c*g*q*r^4*x+1552*a^2*b*c*p^3*q*r^2*x+1880*a^2* b*c*p^2*q^2*r^2*x+2648*a^2*b*c*p^2*q*r^3*x+1000*a^2*b*c*p*q^3*r^2*x+1948*a^2*b* c*p*q^2*r^3*x+1248*a^2*b*c*p*q*r^4*x+6576*a^2*b*c*g^3*p*r^2*x+6088*a^2*b*c*g^3* q*r^2*x+8048*a^2*b*c*g^2*p^2*r^2*x+10960*a^2*b*c*g^2*p*r^3*x+6240*a^2*b*c*g^2*q ^2*r^2*x+9696*a*b^2*c^3*p*q*r^2*x+2040*a*b^3*g^2*p*q*r^2*x+5760*a*b^3*c*g^2*p*r ^2*x+5104*a*b^3*c*g^2*q*r^2*x+4304*a*b^3*c*g*p^2*r^2*x+5064*a*b^3*c*g*p*r^3*x+ 2880*a*b^3*c*g*q^2*r^2*x+3720*a*b^3*c*g*q*r^3*x+1888*a*b^3*c*p^2*q*r^2*x+1408*a *b^3*c*p*q^2*r^2*x+1616*a*b^3*c*p*q*r^3*x+11232*a*b^3*c^2*g*p*r^2*x+9696*a*b^3* c^2*g*q*r^2*x+5568*a*b^3*c^2*p*q*r^2*x+672*a*b^4*g*p*q*r^2*x+2176*a*b^4*c*g*p*r ^2*x+1792*a*b^4*c*g*q*r^2*x+1024*a*b^4*c*p*q*r^2*x+3972*a^2*c*g^3*p*q*r^2*x+ 3728*a^2*c*g^2*p^2*q*r^2*x+2900*a^2*c*g^2*p*q^2*r^2*x+4536*a^2*c*g^2*p*q*r^3*x+ 1184*a^2*c*g*p^3*q*r^2*x+1188*a^2*c*g*p^2*q^2*r^2*x+2024*a^2*c*g*p^2*q*r^3*x+ 540*a^2*c*g*p*q^3*r^2*x+1218*a^2*c*g*p*q^2*r^3*x+992*a^2*c*g*p*q*r^4*x+1456*a*b ^2*c*p^2*q^2*r^2*x+1756*a*b^2*c*p^2*q*r^3*x+736*a*b^2*c*p*q^3*r^2*x+1160*a*b^2* c*p*q^2*r^3*x+528*a*b^2*c*p*q*r^4*x+6128*a*b^2*c*g^3*p*r^2*x+5640*a*b^2*c*g^3*q *r^2*x+7192*a*b^2*c*g^2*p^2*r^2*x+9208*a*b^2*c*g^2*p*r^3*x+5544*a*b^2*c*g^2*q^2 *r^2*x+7632*a*b^2*c*g^2*q*r^3*x+2880*a*b^2*c*g*p^3*r^2*x+18160*a*b^2*c^2*g^2*p* r^2*x+16464*a*b^2*c^2*g^2*q*r^2*x+11408*a*b^2*c^2*g*p^2*r^2*x+13800*a*b^2*c^2*g *p*r^3*x+8992*a*b^2*c^2*g*q^2*r^2*x+11416*a*b^2*c^2*g*q*r^3*x+4992*a*b^2*c^2*p^ 2*q*r^2*x+4400*a*b^2*c^2*p*q^2*r^2*x+5136*a*b^2*c^2*p*q*r^3*x+1336*a*b^3*g*p^2* q*r^2*x+1008*a*b^3*g*p*q^2*r^2*x+1264*a*b^3*g*p*q*r^3*x+20224*a*b^2*c^3*g*p*r^2 *x+18688*a*b^2*c^3*g*q*r^2*x+3808*a*b*c^3*p^2*q*r^2*x+3536*a*b*c^3*p*q^2*r^2*x+ 4224*a*b*c^3*p*q*r^3*x+18768*a*b*c^3*g^2*p*r^2*x+17392*a*b*c^3*g^2*q*r^2*x+ 10096*a*b*c^3*g*p^2*r^2*x+12352*a*b*c^3*g*p*r^3*x+13152*a*b*c^4*g*p*r^2*x+12512 *a*b*c^4*g*q*r^2*x+5376*a*b*c^4*p*q*r^2*x+2324*a*b^2*g^3*p*q*r^2*x+2472*a*b^2*g ^2*p^2*q*r^2*x+2072*a*b^2*g^2*p*q^2*r^2*x+2788*a*b^2*g^2*p*q*r^3*x+940*a*b^2*g* p^3*q*r^2*x+1136*a*b^2*g*p^2*q^2*r^2*x+1458*a*b^2*g*p^2*q*r^3*x+560*a*b^2*g*p*q ^3*r^2*x+948*a*b^2*g*p*q^2*r^3*x+480*a*b^2*g*p*q*r^4*x+5080*a*b^2*c*g*p^2*r^3*x +2360*a*b^2*c*g*p*r^4*x+1664*a*b^2*c*g*q^3*r^2*x+2796*a*b^2*c*g*q^2*r^3*x+1296* a*b^2*c*g*q*r^4*x+1176*a*b^2*c*p^3*q*r^2*x+2692*a*b*c*g^4*q*r^2*x+4648*a*b*c*g^ 3*p^2*r^2*x+6228*a*b*c*g^3*p*r^3*x+3760*a*b*c*g^3*q^2*r^2*x+5380*a*b*c*g^3*q*r^ 3*x+2972*a*b*c*g^2*p^3*r^2*x+2616*a*b*c^2*g*q^3*r^2*x+4552*a*b*c^2*g*q^2*r^3*x+ 2392*a*b*c^2*g*q*r^4*x+1392*a*b*c^2*p^3*q*r^2*x+1800*a*b*c^2*p^2*q^2*r^2*x+2232 *a*b*c^2*p^2*q*r^3*x+1056*a*b*c^2*p*q^3*r^2*x+1752*a*b*c^2*p*q^2*r^3*x+912*a*b* c^2*p*q*r^4*x+11336*a*b*c^2*g^3*p*r^2*x+10440*a*b*c^2*g^3*q*r^2*x+11168*a*b*c^2 *g^2*p^2*r^2*x+14128*a*b*c^2*g^2*p*r^3*x+9016*a*b*c^2*g^2*q^2*r^2*x+12048*a*b*c ^2*g^2*q*r^3*x+3936*a*b*c^2*g*p^3*r^2*x+7040*a*b*c^2*g*p^2*r^3*x+3560*a*b*c^2*g *p*r^4*x+8496*a*b*c^3*g*q^2*r^2*x+10688*a*b*c^3*g*q*r^3*x+1140*a*b*g^4*p*q*r^2* x+1682*a*b*g^3*p^2*q*r^2*x+1462*a*b*g^3*p*q^2*r^2*x+344*a*b*c*p^2*q^3*r^2*x+600 *a*b*c*p^2*q^2*r^3*x+348*a*b*c*p^2*q*r^4*x+132*a*b*c*p*q^4*r^2*x+260*a*b*c*p*q^ 3*r^3*x+168*a*b*c*p*q^2*r^4*x+48*a*b*c*p*q*r^5*x+5506*a*b*c*g^2*p^2*r^3*x+2900* a*b*c*g^2*p*r^4*x+1892*a*b*c*g^2*q^3*r^2*x+3498*a*b*c*g^2*q^2*r^3*x+1972*a*b*c* g^2*q*r^4*x+780*a*b*c*g*p^4*r^2*x+1830*a*b*c*g*p^3*r^3*x+1382*a*b*c*g*p^2*r^4*x +332*a*b*c*g*p*r^5*x+340*a*b*c*g*q^4*r^2*x+670*a*b*c*g*q^3*r^3*x+382*a*b*c*g*q^ 2*r^4*x+52*a*b*c*g*q*r^5*x+264*a*b*c*p^4*q*r^2*x+424*a*b*c*p^3*q^2*r^2*x+556*a* b*c*p^3*q*r^3*x+2876*a*b*c*g^4*p*r^2*x+1368*a^3*b*g^2*q^2*r^2*x+2260*a^3*b*g^2* q*r^3*x+888*a^3*b*g*p^3*r^2*x+1812*a^3*b*g*p^2*r^3*x+1112*a^3*b*g*p*r^4*x+1280* a^3*b*c*p^3*r^2*x+2512*a^3*b*c*p^2*r^3*x+1488*a^3*b*c*p*r^4*x+736*a^3*b*c*q^3*r ^2*x+1568*a^3*b*c*q^2*r^3*x+1088*a^3*b*c*q*r^4*x+4512*a^3*b*c^2*p^2*r^2*x+5952* a^3*b*c^2*p*r^3*x+3232*a^3*b*c^2*q^2*r^2*x+4832*a^3*b*c^2*q*r^3*x+1728*a^3*b^2* g^2*p*r^2*x+1728*a^3*b^2*g^2*q*r^2*x+1952*a^3*b^2*g*p^2*r^2*x+2912*a^3*b^2*g*p* r^3*x+1536*a^3*b^2*g*q^2*r^2*x+2496*a^3*b^2*g*q*r^3*x+1344*a^3*b^2*p^2*q*r^2*x+ 1104*a^3*b^2*p*q^2*r^2*x+1664*a^3*b^2*p*q*r^3*x+6848*a^3*b*c^3*p*r^2*x+5888*a^3 *b*c^3*q*r^2*x+8576*a^3*b^2*c^2*p*r^2*x+7552*a^3*b^2*c^2*q*r^2*x+2632*a^3*c*g^2 *q*r^3*x+984*a^3*c*g*p^3*r^2*x+1940*a^3*c*g*p^2*r^3*x+1176*a^3*c*g*p*r^4*x+368* a^3*c*g*q^3*r^2*x+5120*a^3*c^2*g^2*p*r^2*x+4192*a^3*c^2*g^2*q*r^2*x+3200*a^3*c^ 2*g*p^2*r^2*x+4168*a^3*c^2*g*p*r^3*x+1616*a^3*c^2*g*q^2*r^2*x+2776*a^3*c^2*g*q* r^3*x+608*a^3*c^2*p^2*q*r^2*x+192*a^3*c^2*p*q^2*r^2*x+688*a^3*c^2*p*q*r^3*x+ 4224*a^3*c^3*g*p*r^2*x+2944*a^3*c^3*g*q*r^2*x+608*a^3*c^3*p*q*r^2*x+528*a^3*b*g *q^3*r^2*x+1164*a^3*b*g*q^2*r^3*x+824*a^3*b*g*q*r^4*x+440*a^3*b*p^3*q*r^2*x+552 *a^3*b*p^2*q^2*r^2*x+812*a^3*b*p^2*q*r^3*x+296*a^3*b*p*q^3*r^2*x+628*a^3*b*p*q^ 2*r^3*x+432*a^3*b*p*q*r^4*x+1000*a^3*b*g^3*p*r^2*x+1000*a^3*b*g^3*q*r^2*x+1696* a^3*b*g^2*p^2*r^2*x+2588*a^3*b*g^2*p*r^3*x+1152*a^2*b^4*c*q*r^2*x+576*a^2*b^4*g *p*r^2*x+576*a^2*b^4*g*q*r^2*x+448*a^2*b^4*p*q*r^2*x+6976*a^2*b^3*c^2*p*r^2*x+ 5952*a^2*b^3*c^2*q*r^2*x+2816*a^2*b^3*c*p^2*r^2*x+828*a^3*g^3*p*q*r^2*x+904*a^3 *g^2*p^2*q*r^2*x+720*a^3*g^2*p*q^2*r^2*x+1188*a^3*g^2*p*q*r^3*x+296*a^3*g*p^3*q *r^2*x+324*a^3*g*p^2*q^2*r^2*x+540*a^3*g*p^2*q*r^3*x+156*a^3*g*p*q^3*r^2*x+362* a^3*g*p*q^2*r^3*x+288*a^3*g*p*q*r^4*x+1408*a^2*b^4*c*p*r^2*x+872*a^3*c*g*q^2*r^ 3*x+720*a^3*c*g*q*r^4*x+152*a^3*c*p^3*q*r^2*x+96*a^3*c*p^2*q^2*r^2*x+268*a^3*c* p^2*q*r^3*x+16*a^3*c*p*q^3*r^2*x+96*a^3*c*p*q^2*r^3*x+144*a^3*c*p*q*r^4*x+1976* a^3*c*g^3*p*r^2*x+1760*a^3*c*g^3*q*r^2*x+2432*a^3*c*g^2*p^2*r^2*x+3392*a^3*c*g^ 2*p*r^3*x+1600*a^3*c*g^2*q^2*r^2*x+808*a^2*b^2*g*q*r^4*x+656*a^2*b^2*p^3*q*r^2* x+768*a^2*b^2*p^2*q^2*r^2*x+1072*a^2*b^2*p^2*q*r^3*x+368*a^2*b^2*p*q^3*r^2*x+ 1920*a^2*b^2*c*p^3*r^2*x+3488*a^2*b^2*c*p^2*r^3*x+1776*a^2*b^2*c*p*r^4*x+1024*a ^2*b^2*c*q^3*r^2*x+1920*a^2*b^2*c*q^2*r^3*x+1104*a^2*b^2*c*q*r^4*x+7072*a^2*b^2 *c^2*p^2*r^2*x+8768*a^2*b^2*c^2*p*r^3*x+5280*a^2*b^2*c^2*q^2*r^2*x+7168*a^2*b^2 *c^2*q*r^3*x+1408*a^2*b^3*g^2*p*r^2*x+1408*a^2*b^3*g^2*q*r^2*x+1504*a^2*b^3*g*p ^2*r^2*x+2080*a^2*b^3*g*p*r^3*x+1088*a^2*b^3*g*q^2*r^2*x+1664*a^2*b^3*g*q*r^3*x +912*a^2*b^3*p^2*q*r^2*x+672*a^2*b^3*p*q^2*r^2*x+928*a^2*b^3*p*q*r^3*x+11776*a^ 2*b^2*c^3*p*r^2*x+10624*a^2*b^2*c^3*q*r^2*x+3440*a^2*b^3*c*p*r^3*x+1824*a^2*b^3 *c*q^2*r^2*x+2544*a^2*b^3*c*q*r^3*x+444*a^2*b*c*q^3*r^3*x+356*a^2*b*c*q^2*r^4*x +120*a^2*b*c*q*r^5*x+2336*a^2*b*c^2*p*r^4*x+1360*a^2*b*c^2*q^3*r^2*x+2608*a^2*b *c^2*q^2*r^3*x+1616*a^2*b*c^2*q*r^4*x+4192*a^2*b*c^3*q^2*r^2*x+5712*a^2*b*c^3*q *r^3*x+2352*a^2*b*c^2*p^3*r^2*x+4312*a^2*b*c^2*p^2*r^3*x+704*a^2*b^2*p*q^2*r^3* x+432*a^2*b^2*p*q*r^4*x+6656*a^2*b*c^4*p*r^2*x+5952*a^2*b*c^4*q*r^2*x+5600*a^2* b*c^3*p^2*r^2*x+6960*a^2*b*c^3*p*r^3*x+1432*a^2*b^2*g^3*p*r^2*x+1432*a^2*b^2*g^ 3*q*r^2*x+2344*a^2*b^2*g^2*p^2*r^2*x+3424*a^2*b^2*g^2*p*r^3*x+1880*a^2*b^2*g^2* q^2*r^2*x+2960*a^2*b^2*g^2*q*r^3*x+1216*a^2*b^2*g*p^3*r^2*x+2328*a^2*b^2*g*p^2* r^3*x+1256*a^2*b^2*g*p*r^4*x+672*a^2*b^2*g*q^3*r^2*x+1336*a^2*b^2*g*q^2*r^3*x+ 704*a^2*b*g^2*q^3*r^2*x+1476*a^2*b*g^2*q^2*r^3*x+976*a^2*b*g^2*q*r^4*x+368*a^2* b*g*p^4*r^2*x+916*a^2*b*g*p^3*r^3*x+756*a^2*b*g*p^2*r^4*x+220*a^2*b*g*p*r^5*x+ 144*a^2*b*g*q^4*r^2*x+342*a^2*b*g*q^3*r^3*x+278*a^2*b*g*q^2*r^4*x+92*a^2*b*g*q* r^5*x+152*a^2*b*p^4*q*r^2*x+248*a^2*b*p^3*q^2*r^2*x+348*a^2*b*p^3*q*r^3*x+192*a ^2*b*p^2*q^3*r^2*x+384*a^2*b*p^2*q^2*r^3*x+648*a^2*b*g^4*p*r^2*x+648*a^2*b*g^4* q*r^2*x+1444*a^2*b*g^3*p^2*r^2*x+2174*a^2*b*g^3*p*r^3*x+1200*a^2*b*g^3*q^2*r^2* x+1930*a^2*b*g^3*q*r^3*x+1144*a^2*b*g^2*p^3*r^2*x+2280*a^2*b*g^2*p^2*r^3*x+480* a^2*b*c*p^4*r^2*x+1168*a^2*b*c*p^3*r^3*x+944*a^2*b*c*p^2*r^4*x+272*a^2*b*c*p*r^ 5*x+192*a^2*b*c*q^4*r^2*x+3424*a^2*c^2*g^2*q^2*r^2*x+5228*a^2*c^2*g^2*q*r^3*x+ 2040*a^2*c^2*g*p^3*r^2*x+3788*a^2*c^2*g*p^2*r^3*x+2144*a^2*c^2*g*p*r^4*x+680*a^ 2*c^2*g*q^3*r^2*x+1492*a^2*c^2*g*q^2*r^3*x+1184*a^2*c^2*g*q*r^4*x+432*a^2*c^2*p ^3*q*r^2*x+240*a^2*c^2*p^2*q^2*r^2*x+696*a^2*c^2*p^2*q*r^3*x+6288*a^2*c^3*g^2*q *r^2*x+4304*a^2*c^3*g*p^2*r^2*x+5288*a^2*c^3*g*p*r^3*x+2096*a^2*c^3*g*q^2*r^2*x +3384*a^2*c^3*g*q*r^3*x+864*a^2*c^3*p^2*q*r^2*x+240*a^2*c^3*p*q^2*r^2*x+912*a^2 *c^3*p*q*r^3*x+7696*a^2*c^3*g^2*p*r^2*x+252*a^2*b*p^2*q*r^4*x+68*a^2*b*p*q^4*r^ 2*x+164*a^2*b*p*q^3*r^3*x+144*a^2*b*p*q^2*r^4*x+56*a^2*b*p*q*r^5*x+4256*a^2*c^4 *g*p*r^2*x+2976*a^2*c^4*g*q*r^2*x+576*a^2*c^4*p*q*r^2*x+1340*a^2*b*g^2*p*r^4*x+ 156*a^2*c*p^3*q*r^3*x+16*a^2*c*p^2*q^3*r^2*x+78*a^2*c*p^2*q^2*r^3*x+108*a^2*c*p ^2*q*r^4*x+8*a^2*c*p*q^3*r^3*x+24*a^2*c*p*q^2*r^4*x+24*a^2*c*p*q*r^5*x+1376*a^2 *c*g^4*p*r^2*x+1260*a^2*c*g^4*q*r^2*x+2336*a^2*c*g^3*p^2*r^2*x+3234*a^2*c*g^3*p *r^3*x+1700*a^2*c*g^3*q^2*r^2*x+2650*a^2*c*g^3*q*r^3*x+1620*a^2*c*g^2*p^3*r^2*x +3138*a^2*c*g^2*p^2*r^3*x+1844*a^2*c*g^2*p*r^4*x+772*a^2*c*g^2*q^3*r^2*x+1656*a ^2*c*g^2*q^2*r^3*x+1204*a^2*c*g^2*q*r^4*x+440*a^2*c*g*p^4*r^2*x+1092*a^2*c*g*p^ 3*r^3*x+924*a^2*c*g*p^2*r^4*x+32*a^2*c^2*p*q^3*r^2*x+216*a^2*c^2*p*q^2*r^3*x+ 336*a^2*c^2*p*q*r^4*x+5160*a^2*c^2*g^3*p*r^2*x+4488*a^2*c^2*g^3*q*r^2*x+5344*a^ 2*c^2*g^2*p^2*r^2*x+6932*a^2*c^2*g^2*p*r^3*x+672*a*b^4*c*p*r^3*x+320*a*b^4*c*q^ 2*r^2*x+320*a*b^4*c*q*r^3*x+570*a^2*g^4*p*q*r^2*x+874*a^2*g^3*p^2*q*r^2*x+724*a ^2*g^3*p*q^2*r^2*x+1136*a^2*g^3*p*q*r^3*x+536*a^2*g^2*p^3*q*r^2*x+606*a^2*g^2*p ^2*q^2*r^2*x+962*a^2*g^2*p^2*q*r^3*x+306*a^2*g^2*p*q^3*r^2*x+665*a^2*g^2*p*q^2* r^3*x+496*a^2*g^2*p*q*r^4*x+112*a^2*g*p^4*q*r^2*x+154*a^2*g*p^3*q^2*r^2*x+252*a ^2*g*p^3*q*r^3*x+104*a^2*g*p^2*q^3*r^2*x+231*a^2*g*p^2*q^2*r^3*x+180*a^2*g*p^2* q*r^4*x+34*a^2*g*p*q^4*r^2*x+86*a^2*g*p*q^3*r^3*x+84*a^2*g*p*q^2*r^4*x+40*a^2*g *p*q*r^5*x+300*a^2*c*g*p*r^5*x+96*a^2*c*g*q^4*r^2*x+242*a^2*c*g*q^3*r^3*x+238*a ^2*c*g*q^2*r^4*x+120*a^2*c*g*q*r^5*x+72*a^2*c*p^4*q*r^2*x+60*a^2*c*p^3*q^2*r^2* x+352*a*b^3*g*p*r^4*x+216*a*b^3*g*q^3*r^2*x+308*a*b^3*g*q^2*r^3*x+400*a*b^3*c*p *r^4*x+288*a*b^3*c*q^3*r^2*x+336*a*b^3*c*q^2*r^3*x+3232*a*b^3*c^2*p^2*r^2*x+ 3552*a*b^3*c^2*p*r^3*x+2208*a*b^3*c^2*q^2*r^2*x+2560*a*b^3*c^2*q*r^3*x+768*a*b^ 3*c*p^3*r^2*x+1216*a*b^3*c*p^2*r^3*x+448*a*b^4*g^2*p*r^2*x+448*a*b^4*g^2*q*r^2* x+432*a*b^4*g*p^2*r^2*x+496*a*b^4*g*p*r^3*x+240*a*b^4*g*q^2*r^2*x+304*a*b^4*g*q *r^3*x+160*a*b^4*p^2*q*r^2*x+80*a*b^4*p*q^2*r^2*x+64*a*b^4*p*q*r^3*x+6080*a*b^3 *c^3*p*r^2*x+5376*a*b^3*c^3*q*r^2*x+128*a*b^5*c*q*r^2*x+96*a*b^5*g*q*r^2*x+32*a *b^5*p*q*r^2*x+1984*a*b^4*c^2*p*r^2*x+1536*a*b^4*c^2*q*r^2*x+704*a*b^4*c*p^2*r^ 2*x-32*a*b^2*c*q^2*r^4*x-80*a*b^2*c*q*r^5*x+3104*a*b^2*c^2*p^2*r^3*x+1360*a*b^2 *c^2*p*r^4*x+1184*a*b^2*c^2*q^3*r^2*x+1832*a*b^2*c^2*q^2*r^3*x+736*a*b^2*c^2*q* r^4*x+5088*a*b^2*c^3*p^2*r^2*x+5968*a*b^2*c^3*p*r^3*x+4416*a*b^2*c^3*q^2*r^2*x+ 5168*a*b^2*c^3*q*r^3*x+1824*a*b^2*c^2*p^3*r^2*x+64*a*b^3*g*q*r^4*x+216*a*b^3*p^ 3*q*r^2*x+216*a*b^3*p^2*q^2*r^2*x+260*a*b^3*p^2*q*r^3*x+72*a*b^3*p*q^3*r^2*x+76 *a*b^3*p*q^2*r^3*x+7232*a*b^2*c^4*p*r^2*x+7040*a*b^2*c^4*q*r^2*x+760*a*b^3*g^3* p*r^2*x+760*a*b^3*g^3*q*r^2*x+1184*a*b^3*g^2*p^2*r^2*x+1572*a*b^3*g^2*p*r^3*x+ 856*a*b^3*g^2*q^2*r^2*x+1244*a*b^3*g^2*q*r^3*x+544*a*b^3*g*p^3*r^2*x+924*a*b^3* g*p^2*r^3*x+112*a*b^2*p^2*q^3*r^2*x+192*a*b^2*p^2*q^2*r^3*x+108*a*b^2*p^2*q*r^4 *x+28*a*b^2*p*q^4*r^2*x+36*a*b^2*p*q^3*r^3*x+3072*a*b*c^5*p*r^2*x+3072*a*b*c^5* q*r^2*x+600*a*b^2*g^4*p*r^2*x+600*a*b^2*g^4*q*r^2*x+1284*a*b^2*g^3*p^2*r^2*x+ 1826*a*b^2*g^3*p*r^3*x+1040*a*b^2*g^3*q^2*r^2*x+1582*a*b^2*g^3*q*r^3*x+944*a*b^ 2*g^2*p^3*r^2*x+1756*a*b^2*g^2*p^2*r^3*x+872*a*b^2*g^2*p*r^4*x+544*a*b^2*g^2*q^ 3*r^2*x+992*a*b^2*g^2*q^2*r^3*x+508*a*b^2*g^2*q*r^4*x+280*a*b^2*g*p^4*r^2*x+646 *a*b^2*g*p^3*r^3*x+344*a*b^2*c*p^4*r^2*x+764*a*b^2*c*p^3*r^3*x+508*a*b^2*c*p^2* r^4*x+72*a*b^2*c*p*r^5*x+112*a*b^2*c*q^4*r^2*x+144*a*b^2*c*q^3*r^3*x+68*a*b*c*p ^5*r^2*x+194*a*b*c*p^4*r^3*x+192*a*b*c*p^3*r^4*x+720*a*b*c^2*p^2*r^4*x+168*a*b* c^2*p*r^5*x+216*a*b*c^2*q^4*r^2*x+408*a*b*c^2*q^3*r^3*x+216*a*b*c^2*q^2*r^4*x+ 24*a*b*c^2*q*r^5*x+432*a*b*c^2*p^4*r^2*x+984*a*b*c^2*p^3*r^3*x+1456*a*b*c^3*p^3 *r^2*x+2536*a*b*c^3*p^2*r^3*x+1248*a*b*c^3*p*r^4*x+1088*a*b*c^3*q^3*r^2*x+1784* a*b*c^3*q^2*r^3*x+864*a*b*c^3*q*r^4*x+2848*a*b*c^4*p^2*r^2*x+3424*a*b*c^4*p*r^3 *x+2624*a*b*c^4*q^2*r^2*x+3104*a*b*c^4*q*r^3*x+454*a*b^2*g*p^2*r^4*x+76*a*b^2*g *p*r^5*x+84*a*b^2*g*q^4*r^2*x+124*a*b^2*g*q^3*r^3*x-52*a*b^2*g*q*r^5*x+112*a*b^ 2*p^4*q*r^2*x+168*a*b^2*p^3*q^2*r^2*x+220*a*b^2*p^3*q*r^3*x+126*a*b*g^2*q^4*r^2 *x+263*a*b*g^2*q^3*r^3*x+163*a*b*g^2*q^2*r^4*x+26*a*b*g^2*q*r^5*x+62*a*b*g*p^5* r^2*x+181*a*b*g*p^4*r^3*x+184*a*b*g*p^3*r^4*x+73*a*b*g*p^2*r^5*x+8*a*b*g*p*r^6* x+12*a*b*g*q^5*r^2*x+224*a*b*g^5*p*r^2*x+224*a*b*g^5*q*r^2*x+616*a*b*g^4*p^2*r^ 2*x+912*a*b*g^4*p*r^3*x+524*a*b*g^4*q^2*r^2*x+820*a*b*g^4*q*r^3*x+634*a*b*g^3*p ^3*r^2*x+1240*a*b*g^3*p^2*r^3*x+694*a*b*g^3*p*r^4*x+414*a*b*g^3*q^3*r^2*x+820*a *b*g^3*q^2*r^3*x+494*a*b*g^3*q*r^4*x+300*a*b*g^2*p^4*r^2*x+74*a*b*c*p^2*r^5*x+8 *a*b*c*p*r^6*x+16*a*b*c*q^5*r^2*x+22*a*b*c*q^4*r^3*x-12*a*b*c*q^3*r^4*x-26*a*b* c*q^2*r^5*x-8*a*b*c*q*r^6*x+2352*a*c^4*g*p^2*r^2*x+2784*a*c^4*g*p*r^3*x+1312*a* c^4*g*q^2*r^2*x+1856*a*c^4*g*q*r^3*x+384*a*c^4*p^2*q*r^2*x+96*a*c^4*p*q^2*r^2*x +384*a*c^4*p*q*r^3*x+1984*a*c^5*g*p*r^2*x+1536*a*c^5*g*q*r^2*x+192*a*c^5*p*q*r^ 2*x+15*a*b*g*q^4*r^3*x-14*a*b*g*q^3*r^4*x-25*a*b*g*q^2*r^5*x-8*a*b*g*q*r^6*x+20 *a*b*p^5*q*r^2*x+40*a*b*p^4*q^2*r^2*x+54*a*b*p^4*q*r^3*x+40*a*b*p^3*q^3*r^2*x+ 76*a*b*p^3*q^2*r^3*x+48*a*b*p^3*q*r^4*x+20*a*b*p^2*q^4*r^2*x+44*a*b*p^2*q^3*r^3 *x+36*a*b*p^2*q^2*r^4*x+14*a*b*p^2*q*r^5*x+4*a*b*p*q^5*r^2*x+6*a*b*p*q^4*r^3*x+ 727*a*b*g^2*p^3*r^3*x+569*a*b*g^2*p^2*r^4*x+142*a*b*g^2*p*r^5*x+24*a*c^2*p*q^2* r^4*x+2444*a*c^2*g^4*p*r^2*x+2220*a*c^2*g^4*q*r^2*x+3404*a*c^2*g^3*p^2*r^2*x+ 4404*a*c^2*g^3*p*r^3*x+2536*a*c^2*g^3*q^2*r^2*x+3596*a*c^2*g^3*q*r^3*x+2004*a*c ^2*g^2*p^3*r^2*x+3686*a*c^2*g^2*p^2*r^3*x+1464*a*c^3*g*p^3*r^2*x+2596*a*c^3*g*p ^2*r^3*x+1376*a*c^3*g*p*r^4*x+544*a*c^3*g*q^3*r^2*x+1028*a*c^3*g*q^2*r^3*x+704* a*c^3*g*q*r^4*x+288*a*c^3*p^3*q*r^2*x+144*a*c^3*p^2*q^2*r^2*x+432*a*c^3*p^2*q*r ^3*x+16*a*c^3*p*q^3*r^2*x+120*a*c^3*p*q^2*r^3*x+192*a*c^3*p*q*r^4*x+5288*a*c^3* g^3*p*r^2*x+4696*a*c^3*g^3*q*r^2*x+4568*a*c^3*g^2*p^2*r^2*x+5648*a*c^3*g^2*p*r^ 3*x+3144*a*c^3*g^2*q^2*r^2*x+4336*a*c^3*g^2*q*r^3*x+5232*a*c^4*g^2*p*r^2*x+4496 *a*c^4*g^2*q*r^2*x-53*b*g^2*q^4*r^3*x^2-b*g*p^6*r^2*x^2-3*b*g*p^5*r^3*x^2-6*b*g *q^5*r^3*x^2-70*b*g^3*q^4*r^2*x^2-162*b*g^3*q^3*r^3*x^2-14*b*g^2*p^5*r^2*x^2-37 *b*g^2*p^4*r^3*x^2-20*b*g^2*q^5*r^2*x^2-116*b*g^4*p^3*r^2*x^2-231*b*g^4*p^2*r^3 *x^2-135*b*g^4*p*r^4*x^2-120*b*g^4*q^3*r^2*x^2-235*b*g^4*q^2*r^3*x^2-135*b*g^4* q*r^4*x^2-61*b*g^3*p^4*r^2*x^2-145*b*g^3*p^3*r^3*x^2-100*b*g^5*p^2*r^2*x^2-152* b*g^5*p*r^3*x^2-100*b*g^5*q^2*r^2*x^2-152*b*g^5*q*r^3*x^2-2*b*c*q^6*r^2*x^2-6*b *c*q^5*r^3*x^2-60*b*c^2*q^4*r^3*x^2-24*b*c^2*q^5*r^2*x^2-8*b*c^3*p^4*r^2*x^2-24 *b*c^3*p^3*r^3*x^2-120*b*c^3*q^4*r^2*x^2-240*b*c^3*q^3*r^3*x^2-320*b*c^4*q^3*r^ 2*x^2-480*b*c^4*q^2*r^3*x^2-64*b*c^4*p^3*r^2*x^2-144*b*c^4*p^2*r^3*x^2-192*b*c^ 5*p^2*r^2*x^2-288*b*c^5*p*r^3*x^2-480*b*c^5*q^2*r^2*x^2-480*b*c^5*q*r^3*x^2-256 *b*c^6*p*r^2*x^2-1248*c^3*g^4*p*r^2*x^2-1248*c^3*g^4*q*r^2*x^2-1356*c^3*g^3*p^2 *r^2*x^2-1696*c^3*g^3*p*r^3*x^2-1356*c^3*g^3*q^2*r^2*x^2-1696*c^3*g^3*q*r^3*x^2 -548*c^3*g^2*p^3*r^2*x^2-940*c^3*g^2*p^2*r^3*x^2-548*c^3*g^2*q^3*r^2*x^2-1392*c ^4*g^2*q*r^3*x^2-192*c^4*g*p^3*r^2*x^2-312*c^4*g*p^2*r^3*x^2-192*c^4*g*q^3*r^2* x^2-312*c^4*g*q^2*r^3*x^2-1824*c^4*g^3*p*r^2*x^2-1824*c^4*g^3*q*r^2*x^2-1160*c^ 4*g^2*p^2*r^2*x^2-1392*c^4*g^2*p*r^3*x^2-1160*c^4*g^2*q^2*r^2*x^2-336*c^5*g*p^2 *r^2*x^2-384*c^5*g*p*r^3*x^2-336*c^5*g*q^2*r^2*x^2-384*c^5*g*q*r^3*x^2-1280*c^5 *g^2*p*r^2*x^2-1280*c^5*g^2*q*r^2*x^2-320*c^6*g*p*r^2*x^2-320*c^6*g*q*r^2*x^2-\ 240*c*g^5*q*r^3*x^2-177*c*g^4*p^3*r^2*x^2-333*c*g^4*p^2*r^3*x^2-177*c*g^4*q^3*r ^2*x^2-333*c*g^4*q^2*r^3*x^2-87*c*g^3*p^4*r^2*x^2-72*c*g^6*p*r^2*x^2-72*c*g^6*q *r^2*x^2-142*c^2*g^2*q^4*r^2*x^2-308*c^2*g^2*q^3*r^3*x^2-12*c^2*g*p^5*r^2*x^2-\ 30*c^2*g*p^4*r^3*x^2-12*c^2*g*q^5*r^2*x^2-30*c^2*g*q^4*r^3*x^2-492*c^2*g^3*p^3* r^2*x^2-882*c^2*g^3*p^2*r^3*x^2-492*c^2*g^3*q^3*r^2*x^2-882*c^2*g^3*q^2*r^3*x^2 -142*c^2*g^2*p^4*r^2*x^2-308*c^2*g^2*p^3*r^3*x^2-436*c^2*g^5*p*r^2*x^2-436*c^2* g^5*q*r^2*x^2-714*c^2*g^4*p^2*r^2*x^2-936*c^2*g^4*p*r^3*x^2-714*c^2*g^4*q^2*r^2 *x^2-936*c^2*g^4*q*r^3*x^2-940*c^3*g^2*q^2*r^3*x^2-64*c^3*g*p^4*r^2*x^2-132*c^3 *g*p^3*r^3*x^2-64*c^3*g*q^4*r^2*x^2-132*c^3*g*q^3*r^3*x^2-63*g^4*p^3*q*r^2*x^2-\ 94*g^4*p^2*q^2*r^2*x^2-113*g^4*p^2*q*r^3*x^2-63*g^4*p*q^3*r^2*x^2-113*g^4*p*q^2 *r^3*x^2-28*g^3*p^4*q*r^2*x^2-54*g^3*p^3*q^2*r^2*x^2-60*g^3*p^3*q*r^3*x^2-54*g^ 3*p^2*q^3*r^2*x^2-88*g^3*p^2*q^2*r^3*x^2-28*g^3*p*q^4*r^2*x^2-60*g^3*p*q^3*r^3* x^2-5*g^2*p^5*q*r^2*x^2-30*g^6*p*q*r^2*x^2-66*g^5*p^2*q*r^2*x^2-66*g^5*p*q^2*r^ 2*x^2-88*g^5*p*q*r^3*x^2-c*g*q^6*r^2*x^2-3*c*g*q^5*r^3*x^2-19*c*g^2*q^5*r^2*x^2 -49*c*g^2*q^4*r^3*x^2-c*g*p^6*r^2*x^2-3*c*g*p^5*r^3*x^2-197*c*g^3*p^3*r^3*x^2-\ 87*c*g^3*q^4*r^2*x^2-197*c*g^3*q^3*r^3*x^2-19*c*g^2*p^5*r^2*x^2-49*c*g^2*p^4*r^ 3*x^2-172*c*g^5*p^2*r^2*x^2-240*c*g^5*p*r^3*x^2-172*c*g^5*q^2*r^2*x^2+384*a^4*b ^3*p*r^2*x+384*a^4*b^3*q*r^2*x+608*a^4*b^2*p^2*r^2*x+928*a^4*b^2*p*r^3*x+480*a^ 4*b^2*q^2*r^2*x+128*a^5*g^2*p*r^2*x+112*a^5*g*p^2*r^2*x+304*a^5*b*p*r^3*x+160*a ^5*b*q^2*r^2*x+272*a^5*b*q*r^3*x+64*a^5*c^2*p*r^2*x+32*a^5*c*p^2*r^2*x+48*a^5*c *p*r^3*x+16*a^5*c*q*r^3*x+32*a^6*g*p*r^2*x+256*a^5*b^2*p*r^2*x+256*a^5*b^2*q*r^ 2*x+192*a^5*b*p^2*r^2*x+64*a^6*b*p*r^2*x-11*g^2*p^4*q^2*r^2*x^2-12*g^2*p^4*q*r^ 3*x^2-14*g^2*p^3*q^3*r^2*x^2-21*g^2*p^3*q^2*r^3*x^2-11*g^2*p^2*q^4*r^2*x^2-21*g ^2*p^2*q^3*r^3*x^2-5*g^2*p*q^5*r^2*x^2-12*g^2*p*q^4*r^3*x^2+480*a^3*b^3*q^2*r^2 *x+768*a^3*b^3*q*r^3*x+216*a^4*g^3*p*r^2*x+360*a^4*g^2*p^2*r^2*x+560*a^4*g^2*p* r^3*x+264*a^4*g^2*q^2*r^2*x+464*a^4*g^2*q*r^3*x+152*a^4*g*p^3*r^2*x+320*a^4*g*p ^2*r^3*x+112*a^4*c*p*r^4*x+24*a^4*c*q^2*r^3*x+48*a^4*c*q*r^4*x+320*a^4*c^2*p^2* r^2*x+416*a^4*c^2*p*r^3*x+128*a^4*c^2*q*r^3*x+80*a^4*c*p^3*r^2*x+168*a^4*c*p^2* r^3*x+472*a^4*b*p^2*r^3*x+304*a^4*b*p*r^4*x+144*a^4*b*q^3*r^2*x+328*a^4*b*q^2*r ^3*x+240*a^4*b*q*r^4*x+320*a^4*c^3*p*r^2*x+800*a^4*b^2*q*r^3*x+224*a^4*b*p^3*r^ 2*x+176*a^5*g*p*r^3*x+80*a^5*g*q^2*r^2*x+144*a^5*g*q*r^3*x+1040*a^3*c^3*p*r^3*x +304*a^3*c^3*q*r^3*x+128*a^3*b*p^4*r^2*x+332*a^3*b*p^3*r^3*x+292*a^3*b*p^2*r^4* x+96*a^3*b*p*r^5*x+56*a^3*b*q^4*r^2*x+148*a^3*b*q^3*r^3*x+140*a^3*b*q^2*r^4*x+ 56*a^3*b*q*r^5*x+288*a^3*b^2*q^3*r^2*x+616*a^3*b^2*q^2*r^3*x+416*a^3*b^2*q*r^4* x+528*a^3*b^2*p^3*r^2*x+1048*a^3*b^2*p^2*r^3*x+608*a^3*b^2*p*r^4*x+208*a^4*g*p* r^4*x+72*a^4*g*q^3*r^2*x+176*a^4*g*q^2*r^3*x+144*a^4*g*q*r^4*x+256*a^3*b^4*p*r^ 2*x+256*a^3*b^4*q*r^2*x+672*a^3*b^3*p^2*r^2*x+960*a^3*b^3*p*r^3*x+40*a^3*g*q*r^ 5*x+64*a^2*b^5*q*r^2*x+200*a^3*g^4*p*r^2*x+468*a^3*g^3*p^2*r^2*x+722*a^3*g^3*p* r^3*x+360*a^3*g^3*q^2*r^2*x+614*a^3*g^3*q*r^3*x+376*a^3*g^2*p^3*r^2*x+780*a^3*g ^2*p^2*r^3*x+64*a^3*c*p*r^5*x+8*a^3*c*q^3*r^3*x+24*a^3*c*q^2*r^4*x+24*a^3*c*q*r ^5*x+72*a^3*c*p^4*r^2*x+188*a^3*c*p^3*r^3*x+172*a^3*c*p^2*r^4*x+432*a^3*c^2*p^3 *r^2*x+824*a^3*c^2*p^2*r^3*x+496*a^3*c^2*p*r^4*x+96*a^3*c^2*q^2*r^3*x+192*a^3*c ^2*q*r^4*x+576*a^3*c^4*p*r^2*x+864*a^3*c^3*p^2*r^2*x+110*a^2*b*p^4*r^3*x+120*a^ 2*b*p^3*r^4*x+54*a^2*b*p^2*r^5*x+200*a^2*b^2*p^4*r^2*x+480*a^2*b^2*p^3*r^3*x+ 368*a^2*b^2*p^2*r^4*x+88*a^2*b^2*p*r^5*x+56*a^2*b^2*q^4*r^2*x+112*a^2*b^2*q^3*r ^3*x+64*a^2*b^2*q^2*r^4*x+8*a^2*b^2*q*r^5*x+304*a^2*b^3*p*r^4*x+144*a^2*b^3*q^3 *r^2*x+248*a^2*b^3*q^2*r^3*x+112*a^2*b^3*q*r^4*x+288*a^2*b^4*p^2*r^2*x+352*a^2* b^4*p*r^3*x+160*a^2*b^4*q^2*r^2*x+224*a^2*b^4*q*r^3*x+384*a^2*b^3*p^3*r^2*x+680 *a^2*b^3*p^2*r^3*x+496*a^3*g^2*p*r^4*x+192*a^3*g^2*q^3*r^2*x+448*a^3*g^2*q^2*r^ 3*x+348*a^3*g^2*q*r^4*x+100*a^3*g*p^4*r^2*x+260*a^3*g*p^3*r^3*x+232*a^3*g*p^2*r ^4*x+80*a^3*g*p*r^5*x+28*a^3*g*q^4*r^2*x+78*a^3*g*q^3*r^3*x+82*a^3*g*q^2*r^4*x+ 423*a^2*g^4*q*r^3*x+46*a^2*c*p^2*r^5*x+8*a^2*c*p*r^6*x+28*a^2*c*p^5*r^2*x+86*a^ 2*c*p^4*r^3*x+96*a^2*c*p^3*r^4*x+224*a^2*c^2*p^4*r^2*x+544*a^2*c^2*p^3*r^3*x+ 456*a^2*c^2*p^2*r^4*x+152*a^2*c^2*p*r^5*x+16*a^2*c^2*q^3*r^3*x+48*a^2*c^2*q^2*r ^4*x+48*a^2*c^2*q*r^5*x+120*a^2*c^3*q^2*r^3*x+240*a^2*c^3*q*r^4*x+288*a^2*c^4*q *r^3*x+672*a^2*c^3*p^3*r^2*x+1200*a^2*c^3*p^2*r^3*x+672*a^2*c^3*p*r^4*x+8*a^2*b *p*r^6*x+8*a^2*b*q^5*r^2*x+18*a^2*b*q^4*r^3*x+12*a^2*b*q^3*r^4*x+2*a^2*b*q^2*r^ 5*x+448*a^2*c^5*p*r^2*x+896*a^2*c^4*p^2*r^2*x+1024*a^2*c^4*p*r^3*x+36*a^2*b*p^5 *r^2*x-16*a*b^5*q*r^3*x+352*a^2*g^3*p^3*r^2*x+721*a^2*g^3*p^2*r^3*x+448*a^2*g^3 *p*r^4*x+202*a^2*g^3*q^3*r^2*x+447*a^2*g^3*q^2*r^3*x+324*a^2*g^3*q*r^4*x+178*a^ 2*g^2*p^4*r^2*x+456*a^2*g^2*p^3*r^3*x+398*a^2*g^2*p^2*r^4*x+132*a^2*g^2*p*r^5*x +58*a^2*g^2*q^4*r^2*x+149*a^2*g^2*q^3*r^3*x+141*a^2*g^2*q^2*r^4*x+62*a^2*g^2*q* r^5*x+32*a^2*g*p^5*r^2*x+98*a^2*g*p^4*r^3*x+108*a^2*g^5*p*r^2*x+314*a^2*g^4*p^2 *r^2*x+481*a^2*g^4*p*r^3*x+256*a^2*g^4*q^2*r^2*x+2*a*b*p^2*r^6*x-2*a*b*q^5*r^3* x-6*a*b*q^4*r^4*x-6*a*b*q^3*r^5*x-2*a*b*q^2*r^6*x+28*a*b^2*p^5*r^2*x+78*a*b^2*p ^4*r^3*x+72*a*b^2*p^3*r^4*x+22*a*b^2*p^2*r^5*x-14*a*b^2*q^4*r^3*x-36*a*b^2*q^3* r^4*x-30*a*b^2*q^2*r^5*x-8*a*b^2*q*r^6*x+72*a*b^3*p^4*r^2*x+148*a*b^3*p^3*r^3*x +76*a*b^3*p^2*r^4*x-36*a*b^3*q^3*r^3*x-76*a*b^3*q^2*r^4*x-48*a*b^3*q*r^5*x+80*a *b^4*p^3*r^2*x+104*a*b^4*p^2*r^3*x-40*a*b^4*q^2*r^3*x-64*a*b^4*q*r^4*x+108*a^2* g*p^3*r^4*x+50*a^2*g*p^2*r^5*x+4*a^2*g*q^5*r^2*x+9*a^2*g*q^4*r^3*x+6*a^2*g*q^3* r^4*x+a^2*g*q^2*r^5*x+4*a*c*p^6*r^2*x+14*a*c*p^5*r^3*x+8*a*c^2*p*r^6*x+40*a*c^2 *p^5*r^2*x+116*a*c^2*p^4*r^3*x+120*a*c^2*p^3*r^4*x+52*a*c^2*p^2*r^5*x+288*a*c^3 *p^2*r^4*x+88*a*c^3*p*r^5*x+8*a*c^3*q^3*r^3*x+24*a*c^3*q^2*r^4*x+24*a*c^3*q*r^5 *x+160*a*c^3*p^4*r^2*x+368*a*c^3*p^3*r^3*x+320*a*c^4*p^3*r^2*x+544*a*c^4*p^2*r^ 3*x+288*a*c^4*p*r^4*x+48*a*c^4*q^2*r^3*x+96*a*c^4*q*r^4*x+128*a*c^6*p*r^2*x+320 *a*c^5*p^2*r^2*x+352*a*c^5*p*r^3*x+96*a*c^5*q*r^3*x+4*a*b*p^6*r^2*x+14*a*b*p^5* r^3*x+18*a*b*p^4*r^4*x+10*a*b*p^3*r^5*x+81*a*g^3*q^2*r^4*x+29*a*g^3*q*r^5*x+36* a*g^2*p^5*r^2*x+109*a*g^2*p^4*r^3*x+118*a*g^2*p^3*r^4*x+53*a*g^2*p^2*r^5*x+6*a* g^2*q^5*r^2*x+11*a*g^2*q^4*r^3*x+2*a*g^2*q^3*r^4*x-5*a*g^2*q^2*r^5*x+4*a*g*p^6* r^2*x+14*a*g*p^5*r^3*x+18*a*g*p^4*r^4*x+32*a*g^6*p*r^2*x+110*a*g^5*p^2*r^2*x+ 167*a*g^5*p*r^3*x+94*a*g^5*q^2*r^2*x+151*a*g^5*q*r^3*x+152*a*g^4*p^3*r^2*x+308* a*g^4*p^2*r^3*x+186*a*g^4*p*r^4*x+98*a*g^4*q^3*r^2*x+206*a*g^4*q^2*r^3*x+138*a* g^4*q*r^4*x+106*a*g^3*p^4*r^2*x+268*a*g^3*p^3*r^3*x+228*a*g^3*p^2*r^4*x+18*a*c* p^4*r^4*x+10*a*c*p^3*r^5*x+2*a*c*p^2*r^6*x+832*b^4*c^3*p*r^2*x+640*b^4*c^3*q*r^ 2*x+352*b^4*c^2*p^2*r^2*x+320*b^4*c^2*p*r^3*x+160*b^4*c^2*q^2*r^2*x+96*b^4*c^2* q*r^3*x+10*a*g*p^3*r^5*x-a*g*q^5*r^3*x-3*a*g*q^4*r^4*x-3*a*g*q^3*r^5*x-a*g*q^2* r^6*x+71*a*g^3*p*r^5*x+42*a*g^3*q^4*r^2*x+99*a*g^3*q^3*r^3*x+992*b^3*c^3*p^2*r^ 2*x+1072*b^3*c^3*p*r^3*x+864*b^3*c^3*q^2*r^2*x+784*b^3*c^3*q*r^3*x+224*b^3*c^2* p^3*r^2*x+384*b^3*c^2*p^2*r^3*x+96*b^3*c^2*p*r^4*x+144*b^3*c^2*q^3*r^2*x+88*b^3 *c^2*q^2*r^3*x-112*b^3*c^2*q*r^4*x+64*b^4*g*p^3*r^2*x+88*b^4*g*p^2*r^3*x+1792*b ^3*c^4*p*r^2*x+1728*b^3*c^4*q*r^2*x+48*b^4*c*p^3*r^2*x+72*b^4*c*p^2*r^3*x-40*b^ 4*c*q^2*r^3*x-64*b^4*c*q*r^4*x+176*b^4*g^2*p^2*r^2*x+176*b^4*g^2*p*r^3*x+64*b^5 *c^2*q*r^2*x-16*b^5*c*q*r^3*x+1242*a*c*g^4*q*r^3*x+980*a*c*g^3*p^3*r^2*x+1878*a *c*g^3*p^2*r^3*x+1070*a*c*g^3*p*r^4*x+566*a*c*g^3*q^3*r^2*x+1126*a*c*g^3*q^2*r^ 3*x+730*a*c*g^3*q*r^4*x+434*a*c*g^2*p^4*r^2*x+1059*a*c*g^2*p^3*r^3*x+24*a*c^2*p *q*r^5*x+2012*a*c^2*g^2*p*r^4*x+1012*a*c^2*g^2*q^3*r^2*x+1930*a*c^2*g^2*q^2*r^3 *x+1236*a*c^2*g^2*q*r^4*x+488*a*c^2*g*p^4*r^2*x+1156*a*c^2*g*p^3*r^3*x+920*a*c^ 2*g*p^2*r^4*x+272*a*c^2*g*p*r^5*x+108*a*c^2*g*q^4*r^2*x+224*a*c^2*g*q^3*r^3*x+ 168*a*c^2*g*q^2*r^4*x+72*a*c^2*g*q*r^5*x+96*a*c^2*p^4*q*r^2*x+72*a*c^2*p^3*q^2* r^2*x+192*a*c^2*p^3*q*r^3*x+16*a*c^2*p^2*q^3*r^2*x+84*a*c^2*p^2*q^2*r^3*x+120*a *c^2*p^2*q*r^4*x+8*a*c^2*p*q^3*r^3*x+18*a*c*p^3*q^2*r^3*x+24*a*c*p^3*q*r^4*x+2* a*c*p^2*q^3*r^3*x+6*a*c*p^2*q^2*r^4*x+6*a*c*p^2*q*r^5*x+867*a*c*g^2*p^2*r^4*x+ 260*a*c*g^2*p*r^5*x+142*a*c*g^2*q^4*r^2*x+313*a*c*g^2*q^3*r^3*x+241*a*c*g^2*q^2 *r^4*x+88*a*c*g^2*q*r^5*x+78*a*c*g*p^5*r^2*x+231*a*c*g*p^4*r^3*x+244*a*c*g*p^3* r^4*x+107*a*c*g*p^2*r^5*x+16*a*c*g*p*r^6*x+8*a*c*g*q^5*r^2*x+11*a*c*g*q^4*r^3*x -6*a*c*g*q^3*r^4*x-13*a*c*g*q^2*r^5*x-4*a*c*g*q*r^6*x+498*a*c*g^5*p*r^2*x+466*a *c*g^5*q*r^2*x+1054*a*c*g^4*p^2*r^2*x+1450*a*c*g^4*p*r^3*x+834*a*c*g^4*q^2*r^2* x+36*a*g*p^3*q*r^4*x+10*a*g*p^2*q^4*r^2*x+23*a*g*p^2*q^3*r^3*x+21*a*g*p^2*q^2*r ^4*x+10*a*g*p^2*q*r^5*x+2*a*g*p*q^5*r^2*x+3*a*g*p*q^4*r^3*x-a*g*p*q^2*r^5*x+96* b^5*c*g*q*r^2*x+32*b^5*c*p*q*r^2*x+32*b^5*g*p*q*r^2*x+204*a*g^5*p*q*r^2*x+394*a *g^4*p^2*q*r^2*x+340*a*g^4*p*q^2*r^2*x+506*a*g^4*p*q*r^3*x+334*a*g^3*p^3*q*r^2* x+400*a*g^3*p^2*q^2*r^2*x+592*a*g^3*p^2*q*r^3*x+214*a*g^3*p*q^3*r^2*x+431*a*g^3 *p*q^2*r^3*x+292*a*g^3*p*q*r^4*x+128*a*g^2*p^4*q*r^2*x+184*a*g^2*p^3*q^2*r^2*x+ 284*a*g^2*p^3*q*r^3*x+134*a*g^2*p^2*q^3*r^2*x+12*a*c*p^5*q*r^2*x+12*a*c*p^4*q^2 *r^2*x+30*a*c*p^4*q*r^3*x+4*a*c*p^3*q^3*r^2*x+1792*b^3*c^2*g*q^2*r^2*x+1832*b^3 *c^2*g*q*r^3*x+256*b^4*g^2*p*q*r^2*x+144*b^4*g*p^2*q*r^2*x+80*b^4*g*p*q^2*r^2*x +64*b^4*g*p*q*r^3*x+5280*b^3*c^3*g*p*r^2*x+4576*b^3*c^3*g*q*r^2*x+2080*b^3*c^3* p*q*r^2*x+528*b^4*c*g*p*r^3*x+240*b^4*c*g*q^2*r^2*x+176*b^4*c*g*q*r^3*x+128*b^4 *c*p^2*q*r^2*x+80*b^4*c*p*q^2*r^2*x+64*b^4*c*p*q*r^3*x+1664*b^4*c^2*g*p*r^2*x+ 1216*b^4*c^2*g*q*r^2*x+576*b^4*c^2*p*q*r^2*x+864*b^4*c*g^2*p*r^2*x+672*b^4*c*g^ 2*q*r^2*x+592*b^4*c*g*p^2*r^2*x+272*a*g^2*p^2*q^2*r^3*x+196*a*g^2*p^2*q*r^4*x+ 48*a*g^2*p*q^4*r^2*x+108*a*g^2*p*q^3*r^3*x+90*a*g^2*p*q^2*r^4*x+38*a*g^2*p*q*r^ 5*x+16*a*g*p^5*q*r^2*x+26*a*g*p^4*q^2*r^2*x+42*a*g*p^4*q*r^3*x+22*a*g*p^3*q^3*r ^2*x+47*a*g*p^3*q^2*r^3*x+72*b^3*g*p*q^3*r^2*x+76*b^3*g*p*q^2*r^3*x+144*b^3*c*p ^2*q*r^3*x+72*b^3*c*p*q^3*r^2*x+76*b^3*c*p*q^2*r^3*x+1576*b^3*c*g^3*p*r^2*x+ 1360*b^3*c*g^3*q*r^2*x+1784*b^3*c*g^2*p^2*r^2*x+1960*b^3*c*g^2*p*r^3*x+1112*b^3 *c*g^2*q^2*r^2*x+1280*b^3*c*g^2*q*r^3*x+576*b^3*c*g*p^3*r^2*x+920*b^3*c*g*p^2*r ^3*x+248*b^3*c*g*p*r^4*x+216*b^3*c*g*q^3*r^2*x+148*b^3*c*g*q^2*r^3*x-160*b^3*c* g*q*r^4*x+96*b^3*c*p^3*q*r^2*x+152*b^3*c*p^2*q^2*r^2*x+800*b^3*c^2*p^2*q*r^2*x+ 736*b^3*c^2*p*q^2*r^2*x+688*b^3*c^2*p*q*r^3*x+4736*b^3*c^2*g^2*p*r^2*x+3968*b^3 *c^2*g^2*q*r^2*x+2688*b^3*c^2*g*p^2*r^2*x+2840*b^3*c^2*g*p*r^3*x+368*b^2*c^2*p* q^3*r^2*x+456*b^2*c^2*p*q^2*r^3*x+96*b^2*c^2*p*q*r^4*x+5264*b^2*c^2*g^3*p*r^2*x +4720*b^2*c^2*g^3*q*r^2*x+4912*b^2*c^2*g^2*p^2*r^2*x+5724*b^2*c^2*g^2*p*r^3*x+ 3848*b^2*c^2*g^2*q^2*r^2*x+4516*b^2*c^2*g^2*q*r^3*x+1368*b^2*c^2*g*p^3*r^2*x+ 2356*b^2*c^2*g*p^2*r^3*x+9056*b^2*c^3*g^2*p*r^2*x+8320*b^2*c^3*g^2*q*r^2*x+4352 *b^2*c^3*g*p^2*r^2*x+5016*b^2*c^3*g*p*r^3*x+3936*b^2*c^3*g*q^2*r^2*x+4232*b^2*c ^3*g*q*r^3*x+1344*b^2*c^3*p^2*q*r^2*x+1536*b^2*c^3*p*q^2*r^2*x+1392*b^2*c^3*p*q *r^3*x+6656*b^2*c^4*g*p*r^2*x+6528*b^2*c^4*g*q*r^2*x+2624*b^2*c^4*p*q*r^2*x+540 *b^3*g^3*p*q*r^2*x+544*b^3*g^2*p^2*q*r^2*x+400*b^3*g^2*p*q^2*r^2*x+452*b^3*g^2* p*q*r^3*x+156*b^3*g*p^3*q*r^2*x+184*b^3*g*p^2*q^2*r^2*x+202*b^3*g*p^2*q*r^3*x+ 808*b^2*c*g^2*p*r^4*x+664*b^2*c*g^2*q^3*r^2*x+942*b^2*c*g^2*q^2*r^3*x+248*b^2*c *g^2*q*r^4*x+212*b^2*c*g*p^4*r^2*x+482*b^2*c*g*p^3*r^3*x+314*b^2*c*g*p^2*r^4*x+ 16*b^2*c*g*p*r^5*x+84*b^2*c*g*q^4*r^2*x+44*b^2*c*g*q^3*r^3*x-160*b^2*c*g*q^2*r^ 4*x-148*b^2*c*g*q*r^5*x+16*b^2*c*p^4*q*r^2*x+60*b^2*c*p^3*q^2*r^2*x+40*b^2*c*p^ 3*q*r^3*x+72*b^2*c*p^2*q^3*r^2*x+90*b^2*c*p^2*q^2*r^3*x+1300*b^2*c*g^4*p*r^2*x+ 1184*b^2*c*g^4*q*r^2*x+2040*b^2*c*g^3*p^2*r^2*x+2498*b^2*c*g^3*p*r^3*x+1532*b^2 *c*g^3*q^2*r^2*x+1978*b^2*c*g^3*q*r^3*x+1160*b^2*c*g^2*p^3*r^2*x+920*b^2*c^2*g* p*r^4*x+992*b^2*c^2*g*q^3*r^2*x+1300*b^2*c^2*g*q^2*r^3*x+264*b^2*c^2*g*q*r^4*x+ 272*b^2*c^2*p^3*q*r^2*x+552*b^2*c^2*p^2*q^2*r^2*x+456*b^2*c^2*p^2*q*r^3*x+672*b *c^4*p^2*q*r^2*x+3200*b*c^5*g*p*r^2*x+3392*b*c^5*g*q*r^2*x+1088*b*c^5*p*q*r^2*x +482*b^2*g^4*p*q*r^2*x+688*b^2*g^3*p^2*q*r^2*x+570*b^2*g^3*p*q^2*r^2*x+716*b^2* g^3*p*q*r^3*x+370*b^2*g^2*p^3*q*r^2*x+472*b^2*g^2*p^2*q^2*r^2*x+557*b^2*g^2*p^2 *q*r^3*x+232*b^2*g^2*p*q^3*r^2*x+346*b^2*g^2*p*q^2*r^3*x+132*b^2*g^2*p*q*r^4*x+ 64*b^2*g*p^4*q*r^2*x+114*b^2*g*p^3*q^2*r^2*x+130*b^2*g*p^3*q*r^3*x+92*b^2*g*p^2 *q^3*r^2*x+141*b^2*g*p^2*q^2*r^3*x+66*b^2*g*p^2*q*r^4*x+28*b^2*g*p*q^4*r^2*x+36 *b^2*g*p*q^3*r^3*x-8*b^2*g*p*q*r^5*x+24*b^2*c*p^2*q*r^4*x+28*b^2*c*p*q^4*r^2*x+ 36*b^2*c*p*q^3*r^3*x-8*b^2*c*p*q*r^5*x+2004*b^2*c*g^2*p^2*r^3*x+2776*b*c^2*g^3* q^2*r^2*x+3508*b*c^2*g^3*q*r^3*x+1660*b*c^2*g^2*p^3*r^2*x+5496*b*c^3*g^3*q*r^2* x+4664*b*c^3*g^2*p^2*r^2*x+5616*b*c^3*g^2*p*r^3*x+4184*b*c^3*g^2*q^2*r^2*x+4912 *b*c^3*g^2*q*r^3*x+1080*b*c^3*g*p^3*r^2*x+1916*b*c^3*g*p^2*r^3*x+864*b*c^3*g*p* r^4*x+1088*b*c^3*g*q^3*r^2*x+1580*b*c^3*g*q^2*r^3*x+544*b*c^3*g*q*r^4*x+176*b*c ^3*p^3*q*r^2*x+432*b*c^3*p^2*q^2*r^2*x+312*b*c^3*p^2*q*r^3*x+352*b*c^3*p*q^3*r^ 2*x+432*b*c^3*p*q^2*r^3*x+96*b*c^3*p*q*r^4*x+5864*b*c^3*g^3*p*r^2*x+896*b*c^4*p *q^2*r^2*x+768*b*c^4*p*q*r^3*x+6512*b*c^4*g^2*p*r^2*x+6352*b*c^4*g^2*q*r^2*x+ 2576*b*c^4*g*p^2*r^2*x+3104*b*c^4*g*p*r^3*x+2784*b*c^4*g*q^2*r^2*x+3008*b*c^4*g *q*r^3*x+23*b*c*g^2*q^2*r^4*x+502*b*c*g^5*p*r^2*x+470*b*c*g^5*q*r^2*x+1018*b*c* g^4*p^2*r^2*x+96*b*c^2*p*q^3*r^3*x+24*b*c^2*p*q^2*r^4*x-8*b*c^2*p*q*r^5*x+2946* b*c^2*g^2*p^2*r^3*x+1364*b*c^2*g^2*p*r^4*x+1228*b*c^2*g^2*q^3*r^2*x+1918*b*c^2* g^2*q^2*r^3*x+780*b*c^2*g^2*q*r^4*x+256*b*c^2*g*p^4*r^2*x+592*b*c^2*g*p^3*r^3*x +420*b*c^2*g*p^2*r^4*x+64*b*c^2*g*p*r^5*x+196*b*c^2*g*q^4*r^2*x+292*b*c^2*g*q^3 *r^3*x+28*b*c^2*g*q^2*r^4*x-88*b*c^2*g*q*r^5*x+16*b*c^2*p^4*q*r^2*x+80*b*c^2*p^ 3*q^2*r^2*x+40*b*c^2*p^3*q*r^3*x+120*b*c^2*p^2*q^3*r^2*x+132*b*c^2*p^2*q^2*r^3* x+24*b*c^2*p^2*q*r^4*x+64*b*c^2*p*q^4*r^2*x+2548*b*c^2*g^4*p*r^2*x+2356*b*c^2*g ^4*q*r^2*x+3348*b*c^2*g^3*p^2*r^2*x+4140*b*c^2*g^3*p*r^3*x+37*b*c*g*p^2*r^5*x+4 *b*c*g*p*r^6*x+12*b*c*g*q^5*r^2*x+b*c*g*q^4*r^3*x-50*b*c*g*q^3*r^4*x-55*b*c*g*q ^2*r^5*x-16*b*c*g*q*r^6*x+4*b*c*p^4*q^2*r^2*x+12*b*c*p^3*q^3*r^2*x+10*b*c*p^3*q ^2*r^3*x+12*b*c*p^2*q^4*r^2*x+18*b*c*p^2*q^3*r^3*x+1330*b*c*g^4*p*r^3*x+830*b*c *g^4*q^2*r^2*x+1138*b*c*g^4*q*r^3*x+844*b*c*g^3*p^3*r^2*x+1536*b*c*g^3*p^2*r^3* x+742*b*c*g^3*p*r^4*x+558*b*c*g^3*q^3*r^2*x+940*b*c*g^3*q^2*r^3*x+434*b*c*g^3*q *r^4*x+298*b*c*g^2*p^4*r^2*x+693*b*c*g^2*p^3*r^3*x+497*b*c*g^2*p^2*r^4*x+84*b*c *g^2*p*r^5*x+146*b*c*g^2*q^4*r^2*x+223*b*c*g^2*q^3*r^3*x+26*b*g*p^3*q^3*r^2*x+ 43*b*g*p^3*q^2*r^3*x+24*b*g*p^3*q*r^4*x+16*b*g*p^2*q^4*r^2*x+31*b*g*p^2*q^3*r^3 *x+21*b*g*p^2*q^2*r^4*x+7*b*g*p^2*q*r^5*x+4*b*g*p*q^5*r^2*x+6*b*g*p*q^4*r^3*x-2 *b*g*p*q^2*r^5*x+196*b*g^5*p*q*r^2*x+364*b*g^4*p^2*q*r^2*x+318*b*g^4*p*q^2*r^2* x+426*b*g^4*p*q*r^3*x+284*b*g^3*p^3*q*r^2*x+370*b*g^3*p^2*q^2*r^2*x+465*b*g^3*p ^2*q*r^3*x+200*b*g^3*p*q^3*r^2*x+338*b*g^3*p*q^2*r^3*x+6*b*c*p^2*q^2*r^4*x+4*b* c*p*q^5*r^2*x+6*b*c*p*q^4*r^3*x-2*b*c*p*q^2*r^5*x-72*b*c*g^2*q*r^5*x+34*b*c*g*p ^5*r^2*x+97*b*c*g*p^4*r^3*x+96*b*c*g*p^3*r^4*x+8*c^2*g*p*q*r^5*x+1656*c^3*g^2*p ^2*q*r^2*x+1472*c^3*g^2*p*q^2*r^2*x+1824*c^3*g^2*p*q*r^3*x+232*c^3*g*p^3*q*r^2* x+288*c^3*g*p^2*q^2*r^2*x+372*c^3*g*p^2*q*r^3*x+184*c^3*g*p*q^3*r^2*x+276*c^3*g *p*q^2*r^3*x+144*c^3*g*p*q*r^4*x+2688*c^3*g^3*p*q*r^2*x+2272*c^4*g^2*p*q*r^2*x+ 528*c^4*g*p^2*q*r^2*x+496*c^4*g*p*q^2*r^2*x+576*c^4*g*p*q*r^3*x+640*c^5*g*p*q*r ^2*x+168*b*g^3*p*q*r^4*x+94*b*g^2*p^4*q*r^2*x+164*b*g^2*p^3*q^2*r^2*x+200*b*g^2 *p^3*q*r^3*x+138*b*g^2*p^2*q^3*r^2*x+228*b*g^2*p^2*q^2*r^3*x+120*b*g^2*p^2*q*r^ 4*x+50*b*g^2*p*q^4*r^2*x+88*b*g^2*p*q^3*r^3*x+42*b*g^2*p*q^2*r^4*x+6*b*g^2*p*q* r^5*x+10*b*g*p^5*q*r^2*x+22*b*g*p^4*q^2*r^2*x+27*b*g*p^4*q*r^3*x-c*g*p*q^2*r^5* x+344*c*g^5*p*q*r^2*x+562*c*g^4*p^2*q*r^2*x+492*c*g^4*p*q^2*r^2*x+664*c*g^4*p*q *r^3*x+394*c*g^3*p^3*q*r^2*x+494*c*g^3*p^2*q^2*r^2*x+661*c*g^3*p^2*q*r^3*x+274* c*g^3*p*q^3*r^2*x+485*c*g^3*p*q^2*r^3*x+1424*c^2*g^4*p*q*r^2*x+1540*c^2*g^3*p^2 *q*r^2*x+1348*c^2*g^3*p*q^2*r^2*x+1744*c^2*g^3*p*q*r^3*x+608*c^2*g^2*p^3*q*r^2* x+756*c^2*g^2*p^2*q^2*r^2*x+992*c^2*g^2*p^2*q*r^3*x+432*c^2*g^2*p*q^3*r^2*x+720 *c^2*g^2*p*q^2*r^3*x+400*c^2*g^2*p*q*r^4*x+56*c^2*g*p^4*q*r^2*x+76*c^2*g*p^3*q^ 2*r^2*x+116*c^2*g*p^3*q*r^3*x+68*c^2*g*p^2*q^3*r^2*x+108*c^2*g*p^2*q^2*r^3*x+72 *c^2*g*p^2*q*r^4*x+32*c^2*g*p*q^4*r^2*x+52*c^2*g*p*q^3*r^3*x+24*c^2*g*p*q^2*r^4 *x-1568*a^4*b*c*g*p*r^2-1696*a^4*b*c*g*q*r^2-1056*a^4*b*c*p*q*r^2-640*a^4*b*g*p *q*r^2+280*c*g^3*p*q*r^4*x+112*c*g^2*p^4*q*r^2*x+170*c*g^2*p^3*q^2*r^2*x+240*c* g^2*p^3*q*r^3*x+138*c*g^2*p^2*q^3*r^2*x+242*c*g^2*p^2*q^2*r^3*x+154*c*g^2*p^2*q *r^4*x+54*c*g^2*p*q^4*r^2*x+100*c*g^2*p*q^3*r^3*x+60*c*g^2*p*q^2*r^4*x+20*c*g^2 *p*q*r^5*x+6*c*g*p^5*q*r^2*x+8*c*g*p^4*q^2*r^2*x+15*c*g*p^4*q*r^3*x+8*c*g*p^3*q ^3*r^2*x+14*c*g*p^3*q^2*r^3*x+12*c*g*p^3*q*r^4*x+6*c*g*p^2*q^4*r^2*x+10*c*g*p^2 *q^3*r^3*x+6*c*g*p^2*q^2*r^4*x+3*c*g*p^2*q*r^5*x+2*c*g*p*q^5*r^2*x+3*c*g*p*q^4* r^3*x-1048*a^3*b*g*p*q*r^3-5248*a^3*b*c^2*g*p*r^2-5344*a^3*b*c^2*g*q*r^2-2656*a ^3*b*c^2*p*q*r^2-3016*a^3*b*c*g^2*p*r^2-3336*a^3*b*c*g^2*q*r^2-2024*a^3*b*c*g*p ^2*r^2-2944*a^3*b*c*g*p*r^3-1536*a^3*b*c*g*q^2*r^2-2320*a^3*b*c*g*q*r^3-1120*a^ 3*b*c*p^2*q*r^2-840*a^3*b*c*p*q^2*r^2-1488*a^3*b*c*p*q*r^3-3424*a^3*b^2*c*g*p*r ^2-3296*a^3*b^2*c*g*q*r^2-1984*a^3*b^2*c*p*q*r^2-1072*a^3*b^2*g*p*q*r^2-528*a^4 *c*g*p*q*r^2+99*a^2*g^2*r^5*x+12*a^2*g*r^6*x-384*a*b^6*q*x^2-1152*a*b^5*q^2*x^2 -768*a*b^3*q^4*x^2-216*a*b^2*q^5*x^2-24*a*b*q^6*x^2-192*b^6*g*q*x^2-704*a^2*b^4 *p*q-192*b^5*c*q^2*x^2-672*b^5*g*q^2*x^2-480*b^4*c*q^3*x^2-912*b^4*g*q^3*x^2-\ 432*b^3*c*q^4*x^2-600*b^3*g*q^4*x^2-1344*a*b^4*q^3*x^2-960*a^2*b^4*c*q-320*a^2* b^4*g*q-3*g^2*p^5*r^3*x^2-3*g^2*q^5*r^3*x^2-16*g^4*q^4*r^2*x^2-38*g^4*q^3*r^3*x ^2-6*g^3*p^5*r^2*x^2-16*g^3*p^4*r^3*x^2-6*g^3*q^5*r^2*x^2-16*g^3*q^4*r^3*x^2-22 *g^5*p^3*r^2*x^2-44*g^5*p^2*r^3*x^2-26*g^5*p*r^4*x^2-22*g^5*q^3*r^2*x^2-44*g^5* q^2*r^3*x^2-26*g^5*q*r^4*x^2-16*g^4*p^4*r^2*x^2-38*g^4*p^3*r^3*x^2+12*g^4*p*r^5 *x+10*g^3*p^5*r^2*x+30*g^3*p^4*r^3*x+32*g^3*p^3*r^4*x+14*g^3*p^2*r^5*x+16*g^6*p ^2*r^2*x+24*g^6*p*r^3*x+26*g^5*p^3*r^2*x+52*g^5*p^2*r^3*x-32*a^5*g*q^2*r^2-64*a ^5*g*q*r^3-96*a^4*b^3*p*r^2-96*a^4*b^3*q*r^2-224*a^4*b^2*p^2*r^2-352*a^4*b^2*p* r^3-128*a^4*b^2*q^2*r^2-256*a^4*b^2*q*r^3-112*a^4*b*p^3*r^2+2*g^2*p^6*r^2*x+7*g ^2*p^5*r^3*x+9*g^2*p^4*r^4*x+5*g^2*p^3*r^5*x+30*g^5*p*r^4*x+22*g^4*p^4*r^2*x+55 *g^4*p^3*r^3*x+45*g^4*p^2*r^4*x-80*a^4*c^2*p^2*r^2-160*a^4*c^2*p*r^3-40*a^4*c*p ^3*r^2-104*a^4*c*p^2*r^3-88*a^4*c*p*r^4-24*a^4*c*q*r^4-76*a^4*g^3*p*r^2-140*a^4 *g^2*p^2*r^2-240*a^4*g^2*p*r^3-104*a^4*g^2*q^2*r^2-176*a^4*g^2*q*r^3-76*a^4*g*p ^3*r^2-180*a^4*g*p^2*r^3-136*a^4*g*p*r^4-20*a^4*g*q^3*r^2-60*a^4*g*q^2*r^3-72*a ^4*g*q*r^4-32*a^3*b^4*q*r^2-160*a^3*b^3*p^2*r^2-224*a^3*b^3*p*r^3-64*a^3*b^3*q^ 2*r^2-128*a^3*b^3*q*r^3-32*a^6*b*p*r^2-16*a^6*g*p*r^2-96*a^5*b^2*p*r^2-96*a^5*b ^2*q*r^2-96*a^5*b*p^2*r^2-160*a^5*b*p*r^3-64*a^5*b*q^2*r^2-128*a^5*b*q*r^3-16*a ^5*c*p^2*r^2-32*a^5*c*p*r^3-48*a^5*g^2*p*r^2-56*a^5*g*p^2*r^2-96*a^5*g*p*r^3-\ 152*a^2*b^2*p^2*r^4-40*a^2*b^2*p*r^5-18*a^2*b*p^5*r^2-62*a^2*b*p^4*r^3-78*a^2*b *p^3*r^4-42*a^2*b*p^2*r^5-8*a^2*b*p*r^6-192*a^3*b^2*p^3*r^2-400*a^3*b^2*p^2*r^3 -248*a^3*b^2*p*r^4-40*a^3*b^2*q^3*r^2-120*a^3*b^2*q^2*r^3-120*a^3*b^2*q*r^4-64* a^3*b*p^4*r^2-184*a^3*b*p^3*r^3-184*a^3*b*p^2*r^4-72*a^3*b*p*r^5-8*a^3*b*q^4*r^ 2-32*a^3*b*q^3*r^3-48*a^3*b*q^2*r^4-32*a^3*b*q*r^5-144*a^3*c^3*p^2*r^2-288*a^3* c^3*p*r^3-144*a^3*c^2*p^3*r^2-368*a^3*c^2*p^2*r^3-304*a^3*c^2*p*r^4-80*a^3*c^2* q*r^4-36*a^3*c*p^4*r^2-112*a^3*c*p^3*r^3-124*a^3*c*p^2*r^4-56*a^3*c*p*r^5-8*a^3 *c*q^2*r^4-16*a^3*c*q*r^5-88*a^3*g^4*p*r^2-152*a^3*g^3*p^2*r^2-252*a^3*g^3*p*r^ 3-148*a^3*g^3*q^2*r^2-212*a^3*g^3*q*r^3-152*a^3*g^2*p^3*r^2-256*a^4*b*p^2*r^3-\ 184*a^4*b*p*r^4-40*a^4*b*q^3*r^2-120*a^4*b*q^2*r^3-120*a^4*b*q*r^4-16*a^2*c^2*q ^2*r^4-32*a^2*c^2*q*r^5-14*a^2*c*p^5*r^2-50*a^2*c*p^4*r^3-66*a^2*c*p^3*r^4-38*a ^2*c*p^2*r^5-8*a^2*c*p*r^6-66*a^2*g^5*p*r^2-100*a^2*g^4*p^2*r^2-150*a^2*g^4*p*r ^3-110*a^2*g^4*q^2*r^2-140*a^2*g^4*q*r^3-118*a^2*g^3*p^3*r^2-276*a^2*g^3*p^2*r^ 3-206*a^2*g^3*p*r^4-53*a^2*g^3*q^3*r^2-123*a^2*g^3*q^2*r^3-118*a^2*g^3*q*r^4-\ 360*a^3*g^2*p^2*r^3-272*a^3*g^2*p*r^4-52*a^3*g^2*q^3*r^2-136*a^3*g^2*q^2*r^3-\ 148*a^3*g^2*q*r^4-50*a^3*g*p^4*r^2-148*a^3*g*p^3*r^3-154*a^3*g*p^2*r^4-64*a^3*g *p*r^5-4*a^3*g*q^4*r^2-16*a^3*g*q^3*r^3-28*a^3*g*q^2*r^4-24*a^3*g*q*r^5-88*a^2* b^3*p^3*r^2-152*a^2*b^3*p^2*r^3-64*a^2*b^3*p*r^4-72*a^2*b^2*p^4*r^2-184*a^2*b^2 *p^3*r^3+1344*b^2*c^4*q^2*r^2*x+1280*b^2*c^4*q*r^3*x+304*b^2*c^3*p^3*r^2*x+552* b^2*c^3*p^2*r^3*x-8*b^3*g*p*r^5*x+1600*b^2*c^5*p*r^2*x+1792*b^2*c^5*q*r^2*x+324 *b^3*g^3*p^2*r^2*x+398*b^3*g^3*p*r^3*x+216*b^3*g^2*p^3*r^2*x+352*b^3*g^2*p^2*r^ 3*x+100*b^3*g^2*p*r^4*x+44*b^3*g*p^4*r^2*x+94*b^3*g*p^3*r^3*x+50*b^3*g*p^2*r^4* x+16*b^3*c*p^4*r^2*x+40*b^3*c*p^3*r^3*x+24*b^3*c*p^2*r^4*x-8*b^3*c*p*r^5*x-36*b ^3*c*q^3*r^3*x-76*b^3*c*q^2*r^4*x-48*b^3*c*q*r^5*x+11*b^2*g*p^2*r^5*x+270*b^2*g ^4*p^2*r^2*x+367*b^2*g^4*p*r^3*x+258*b^2*g^3*p^3*r^2*x+463*b^2*g^3*p^2*r^3*x+ 198*b^2*g^3*p*r^4*x+102*b^2*g^2*p^4*r^2*x-14*b^2*c*q^4*r^3*x-36*b^2*c*q^3*r^4*x -30*b^2*c*q^2*r^5*x-8*b^2*c*q*r^6*x+80*b^2*c^2*p^3*r^3*x+48*b^2*c^2*p^2*r^4*x-\ 16*b^2*c^2*p*r^5*x+56*b^2*c^2*q^4*r^2*x+32*b^2*c^2*q^3*r^3*x-96*b^2*c^2*q^2*r^4 *x-88*b^2*c^2*q*r^5*x+192*b^2*c^3*p*r^4*x+448*b^2*c^3*q^3*r^2*x+528*b^2*c^3*q^2 *r^3*x+48*b^2*c^3*q*r^4*x+32*b^2*c^2*p^4*r^2*x+1056*b^2*c^4*p^2*r^2*x+1248*b^2* c^4*p*r^3*x+24*b*c^3*p^2*r^4*x-8*b*c^3*p*r^5*x+80*b*c^3*q^4*r^2*x+112*b*c^3*q^3 *r^3*x-40*b*c^3*q*r^5*x+96*b*c^4*p*r^4*x+320*b*c^4*q^3*r^2*x+416*b*c^4*q^2*r^3* x+96*b*c^4*q*r^4*x+384*b*c^5*p^2*r^2*x+480*b*c^5*p*r^3*x+640*b*c^5*q^2*r^2*x+ 608*b*c^5*q*r^3*x+128*b*c^4*p^3*r^2*x+240*b*c^4*p^2*r^3*x+512*b*c^6*p*r^2*x+640 *b*c^6*q*r^2*x+233*b^2*g^2*p^3*r^3*x+153*b^2*g^2*p^2*r^4*x+10*b^2*g^2*p*r^5*x+ 14*b^2*g*p^5*r^2*x+39*b^2*g*p^4*r^3*x+36*b^2*g*p^3*r^4*x+22*b*g^2*p^5*r^2*x+63* b*g^2*p^4*r^3*x+62*b*g^2*p^3*r^4*x+23*b*g^2*p^2*r^5*x+2*b*g*p^6*r^2*x+106*b*g^5 *p^2*r^2*x+153*b*g^5*p*r^3*x+134*b*g^4*p^3*r^2*x+256*b*g^4*p^2*r^3*x+132*b*g^4* p*r^4*x+80*b*g^3*p^4*r^2*x+191*b*g^3*p^3*r^3*x-2*b*c*q^5*r^3*x-6*b*c*q^4*r^4*x-\ 6*b*c*q^3*r^5*x-2*b*c*q^2*r^6*x+8*b*c^2*q^5*r^2*x+4*b*c^2*q^4*r^3*x-24*b*c^2*q^ 3*r^4*x-28*b*c^2*q^2*r^5*x-8*b*c^2*q*r^6*x+16*b*c^3*p^4*r^2*x+40*b*c^3*p^3*r^3* x+1312*c^5*g^2*p*r^2*x+1248*c^5*g^2*q*r^2*x+352*c^5*g*p^2*r^2*x+416*c^5*g*p*r^3 *x+320*c^5*g*q^2*r^2*x+352*c^5*g*q*r^3*x+320*c^6*g*p*r^2*x+320*c^6*g*q*r^2*x+7* b*g*p^5*r^3*x+9*b*g*p^4*r^4*x+5*b*g*p^3*r^5*x+b*g*p^2*r^6*x+141*b*g^3*p^2*r^4*x +25*b*g^3*p*r^5*x+592*c^3*g^2*p*r^4*x+432*c^3*g^2*q^3*r^2*x+696*c^3*g^2*q^2*r^3 *x+336*c^3*g^2*q*r^4*x+88*c^3*g*p^4*r^2*x+204*c^3*g*p^3*r^3*x+156*c^3*g*p^2*r^4 *x+40*c^3*g*p*r^5*x+40*c^3*g*q^4*r^2*x+60*c^3*g*q^3*r^3*x+12*c^3*g*q^2*r^4*x-8* c^3*g*q*r^5*x+1296*c^3*g^4*p*r^2*x+1200*c^3*g^4*q*r^2*x+392*c^4*g*p^2*r^3*x+192 *c^4*g*p*r^4*x+160*c^4*g*q^3*r^2*x+232*c^4*g*q^2*r^3*x+96*c^4*g*q*r^4*x+1888*c^ 4*g^3*p*r^2*x+1760*c^4*g^3*q*r^2*x+1264*c^4*g^2*p^2*r^2*x+1520*c^4*g^2*p*r^3*x+ 1056*c^4*g^2*q^2*r^2*x+1264*c^4*g^2*q*r^3*x+224*c^4*g*p^3*r^2*x+568*c^2*g^3*p*r ^4*x+384*c^2*g^3*q^3*r^2*x+666*c^2*g^3*q^2*r^3*x+352*c^2*g^3*q*r^4*x+200*c^2*g^ 2*p^4*r^2*x+472*c^2*g^2*p^3*r^3*x+364*c^2*g^2*p^2*r^4*x+92*c^2*g^2*p*r^5*x+84*c ^2*g^2*q^4*r^2*x+144*c^2*g^2*q^3*r^3*x+56*c^2*g^2*q^2*r^4*x-4*c^2*g^2*q*r^5*x+ 20*c^2*g*p^5*r^2*x+58*c^2*g*p^4*r^3*x+60*c^2*g*p^3*r^4*x+452*c^2*g^5*p*r^2*x+ 420*c^2*g^5*q*r^2*x+788*c^2*g^4*p^2*r^2*x+1012*c^2*g^4*p*r^3*x+640*c^2*g^4*q^2* r^2*x+860*c^2*g^4*q*r^3*x+600*c^2*g^3*p^3*r^2*x+1496*c^3*g^3*p^2*r^2*x+1848*c^3 *g^3*p*r^3*x+1216*c^3*g^3*q^2*r^2*x+1544*c^3*g^3*q*r^3*x+664*c^3*g^2*p^3*r^2*x+ 1184*c^3*g^2*p^2*r^3*x+70*c*g^6*q*r^2*x+188*c*g^5*p^2*r^2*x+256*c*g^5*p*r^3*x+ 156*c*g^5*q^2*r^2*x+224*c*g^5*q*r^3*x+214*c*g^4*p^3*r^2*x+406*c*g^4*p^2*r^3*x+ 220*c*g^4*p*r^4*x+140*c*g^4*q^3*r^2*x+260*c*g^4*q^2*r^3*x+148*c*g^4*q*r^4*x+122 *c*g^3*p^4*r^2*x+295*c*g^3*p^3*r^3*x+233*c*g^3*p^2*r^4*x+26*c^2*g*p^2*r^5*x+4*c ^2*g*p*r^6*x+4*c^2*g*q^5*r^2*x+2*c^2*g*q^4*r^3*x-12*c^2*g*q^3*r^4*x-14*c^2*g*q^ 2*r^5*x-4*c^2*g*q*r^6*x+1098*c^2*g^3*p^2*r^3*x-c*g*q^5*r^3*x-3*c*g*q^4*r^4*x-3* c*g*q^3*r^5*x-c*g*q^2*r^6*x+60*c*g^3*p*r^5*x+52*c*g^3*q^4*r^2*x+99*c*g^3*q^3*r^ 3*x+51*c*g^3*q^2*r^4*x+4*c*g^3*q*r^5*x+32*c*g^2*p^5*r^2*x+94*c*g^2*p^4*r^3*x+98 *c*g^2*p^3*r^4*x+42*c*g^2*p^2*r^5*x+6*c*g^2*q^5*r^2*x+4*c*g^2*q^4*r^3*x-16*c*g^ 2*q^3*r^4*x-20*c*g^2*q^2*r^5*x+2*c*g*p^6*r^2*x+7*c*g*p^5*r^3*x+74*c*g^6*p*r^2*x +129*g^4*p^2*q*r^3*x+52*g^4*p*q^3*r^2*x+97*g^4*p*q^2*r^3*x+58*g^4*p*q*r^4*x+38* g^3*p^4*q*r^2*x+60*g^3*p^3*q^2*r^2*x+84*g^3*p^3*q*r^3*x+48*g^3*p^2*q^3*r^2*x+88 *g^3*p^2*q^2*r^3*x+56*g^3*p^2*q*r^4*x+18*g^3*p*q^4*r^2*x+36*g^3*p*q^3*r^3*x+24* g^3*p*q^2*r^4*x+8*g^3*p*q*r^5*x+8*g^2*p^5*q*r^2*x+14*g^2*p^4*q^2*r^2*x+21*g^2*p ^4*q*r^3*x+14*g^2*p^3*q^3*r^2*x+26*g^2*p^3*q^2*r^3*x+18*g^2*p^3*q*r^4*x+8*g^2*p ^2*q^4*r^2*x+16*g^2*p^2*q^3*r^3*x+12*g^2*p^2*q^2*r^4*x+5*g^2*p^2*q*r^5*x+2*g^2* p*q^5*r^2*x+3*g^2*p*q^4*r^3*x-g^2*p*q^2*r^5*x+9*c*g*p^4*r^4*x+5*c*g*p^3*r^5*x+c *g*p^2*r^6*x-1344*a^4*b*c^2*p*r^2-1344*a^4*b*c^2*q*r^2-624*a^4*b*c*p^2*r^2-960* a^4*b*c*p*r^3-432*a^4*b*c*q^2*r^2-736*a^4*b*c*q*r^3-352*a^5*b*c*p*r^2-352*a^5*b *c*q*r^2-144*a^5*b*g*p*r^2-176*a^5*b*g*q*r^2-160*a^5*b*p*q*r^2+30*g^6*p*q*r^2*x +70*g^5*p^2*q*r^2*x+62*g^5*p*q^2*r^2*x+88*g^5*p*q*r^3*x+74*g^4*p^3*q*r^2*x+94*g ^4*p^2*q^2*r^2*x-536*a^4*c*g^2*p*r^2-616*a^4*c*g^2*q*r^2-384*a^4*c*g*p^2*r^2-\ 624*a^4*c*g*p*r^3-216*a^4*c*g*q^2*r^2-368*a^4*c*g*q*r^3-24*a^4*c*p^2*q*r^2-48*a ^4*c*p*q*r^3-312*a^4*b*g^2*p*r^2-440*a^4*b*g^2*q*r^2-360*a^4*b*g*p^2*r^2-592*a^ 4*b*g*p*r^3-272*a^4*b*g*q^2*r^2-480*a^4*b*g*q*r^3-256*a^4*b*p^2*q*r^2-184*a^4*b *p*q^2*r^2-368*a^4*b*p*q*r^3-672*a^4*c^2*g*p*r^2-672*a^4*c^2*g*q*r^2-176*a^5*c* g*p*r^2-176*a^5*c*g*q*r^2-80*a^5*g*p*q*r^2-992*a^4*b^2*c*p*r^2-928*a^4*b^2*c*q* r^2-368*a^4*b^2*g*p*r^2-432*a^4*b^2*g*q*r^2-352*a^4*b^2*p*q*r^2-2496*a^3*b*c^3* q*r^2-1504*a^3*b*c^2*p^2*r^2-2144*a^3*b*c^2*p*r^3-1104*a^3*b*c^2*q^2*r^2-1632*a ^3*b*c^2*q*r^3-496*a^3*b*c*p^3*r^2-1088*a^3*b*c*p^2*r^3-744*a^3*b*c*p*r^4-184*a ^3*b*c*q^3*r^2-472*a^3*b*c*q^2*r^3-440*a^3*b*c*q*r^4-452*a^3*b*g^3*p*r^2-612*a^ 3*b*g^3*q*r^2-540*a^3*b*g^2*p^2*r^2-848*a^3*b*g^2*p*r^3-484*a^3*b*g^2*q^2*r^2-\ 736*a^3*b*g^2*q*r^3-336*a^3*b*g*p^3*r^2-232*a^4*g^2*p*q*r^2-140*a^4*g*p^2*q*r^2 -92*a^4*g*p*q^2*r^2-208*a^4*g*p*q*r^3-992*a^3*b^3*c*p*r^2-800*a^3*b^3*c*q*r^2-\ 400*a^3*b^3*g*p*r^2-400*a^3*b^3*g*q*r^2-224*a^3*b^3*p*q*r^2-3200*a^3*b^2*c^2*p* r^2-2880*a^3*b^2*c^2*q*r^2-1200*a^3*b^2*c*p^2*r^2-1632*a^3*b^2*c*p*r^3-704*a^3* b^2*c*q^2*r^2-1152*a^3*b^2*c*q*r^3-744*a^3*b^2*g^2*p*r^2-752*a^3*b*g*p^2*r^3-\ 524*a^3*b*g*p*r^4-124*a^3*b*g*q^3*r^2-332*a^3*b*g*q^2*r^3-316*a^3*b*g*q*r^4-184 *a^3*b*p^3*q*r^2-184*a^3*b*p^2*q^2*r^2-368*a^3*b*p^2*q*r^3-72*a^3*b*p*q^3*r^2-\ 216*a^3*b*p*q^2*r^3-216*a^3*b*p*q*r^4-1248*a^3*c^3*g*p*r^2-1248*a^3*c^3*g*q*r^2 -1824*a^3*c^2*g^2*p*r^2-1952*a^3*c^2*g^2*q*r^2-952*a^3*c^2*g*p^2*r^2-1472*a^3*c ^2*g*p*r^3-552*a^3*c^2*g*q^2*r^2-816*a^3*c^2*g*q*r^3-80*a^3*c^2*p^2*q*r^2-856*a ^3*b^2*g^2*q*r^2-600*a^3*b^2*g*p^2*r^2-896*a^3*b^2*g*p*r^3-408*a^3*b^2*g*q^2*r^ 2-688*a^3*b^2*g*q*r^3-400*a^3*b^2*p^2*q*r^2-248*a^3*b^2*p*q^2*r^2-496*a^3*b^2*p *q*r^3-2496*a^3*b*c^3*p*r^2-96*a^3*g*p^2*q^2*r^2-232*a^3*g*p^2*q*r^3-36*a^3*g*p *q^3*r^2-116*a^3*g*p*q^2*r^3-144*a^3*g*p*q*r^4-224*a^2*b^4*c*q*r^2-128*a^2*b^4* g*q*r^2-32*a^2*b^4*p*q*r^2-2592*a^2*b^3*c^2*p*r^2-1888*a^2*b^3*c^2*q*r^2-768*a^ 2*b^3*c*p^2*r^2-832*a^2*b^3*c*p*r^3-272*a^2*b^3*c*q^2*r^2-416*a^2*b^3*c*q*r^3-\ 160*a^3*c^2*p*q*r^3-776*a^3*c*g^3*p*r^2-944*a^3*c*g^3*q*r^2-800*a^3*c*g^2*p^2*r ^2-1240*a^3*c*g^2*p*r^3-592*a^3*c*g^2*q^2*r^2-872*a^3*c*g^2*q*r^3-384*a^3*c*g*p ^3*r^2-896*a^3*c*g*p^2*r^3-668*a^3*c*g*p*r^4-92*a^3*c*g*q^3*r^2-236*a^3*c*g*q^2 *r^3-300*a^3*c*g*q*r^4-40*a^3*c*p^3*q*r^2-8*a^3*c*p^2*q^2*r^2-96*a^3*c*p^2*q*r^ 3-16*a^3*c*p*q^2*r^3-72*a^3*c*p*q*r^4-392*a^2*b^3*g*p^2*r^2-480*a^2*b^3*g*p*r^3 -168*a^2*b^3*g*q^2*r^2-272*a^2*b^3*g*q*r^3-152*a^2*b^3*p^2*q*r^2-64*a^2*b^3*p*q ^2*r^2-128*a^2*b^3*p*q*r^3-4608*a^2*b^2*c^3*p*r^2-4032*a^2*b^2*c^3*q*r^2-2256*a ^2*b^2*c^2*p^2*r^2-2688*a^2*b^2*c^2*p*r^3-1360*a^2*b^2*c^2*q^2*r^2-1888*a^2*b^2 *c^2*q*r^3-584*a^2*b^2*c*p^3*r^2-1112*a^2*b^2*c*p^2*r^3-608*a^2*b^2*c*p*r^4-136 *a^2*b^2*c*q^3*r^2-328*a^2*b^2*c*q^2*r^3-272*a^2*b^2*c*q*r^4-828*a^2*b^2*g^3*p* r^2-828*a^2*b^2*g^3*q*r^2-740*a^2*b^2*g^2*p^2*r^2-984*a^2*b^2*g^2*p*r^3-508*a^2 *b^2*g^2*q^2*r^2-752*a^2*b^2*g^2*q*r^3-360*a^2*b^2*g*p^3*r^2-720*a^2*b^2*g*p^2* r^3-308*a^3*g^3*p*q*r^2-304*a^3*g^2*p^2*q*r^2-224*a^3*g^2*p*q^2*r^2-440*a^3*g^2 *p*q*r^3-112*a^3*g*p^3*q*r^2-126*a^2*b*p^2*q^2*r^3-126*a^2*b*p^2*q*r^4-8*a^2*b* p*q^4*r^2-32*a^2*b*p*q^3*r^3-48*a^2*b*p*q^2*r^4-32*a^2*b*p*q*r^5+90*a^2*b*q*r^5 *x-420*a^2*b^2*g*p*r^4-88*a^2*b^2*g*q^3*r^2-224*a^2*b^2*g*q^2*r^3-196*a^2*b^2*g *q*r^4-184*a^2*b^2*p^3*q*r^2-152*a^2*b^2*p^2*q^2*r^2-304*a^2*b^2*p^2*q*r^3-40*a ^2*b^2*p*q^3*r^2-120*a^2*b^2*p*q^2*r^3-120*a^2*b^2*p*q*r^4-2464*a^2*b*c^4*p*r^2 -2464*a^2*b*c^4*q*r^2-1712*a^2*b*c^3*p^2*r^2-2240*a^2*b*c^3*p*r^3-1360*a^2*b*c^ 3*q^2*r^2-1760*a^2*b*c^3*q*r^3-736*a^2*b*c^2*p^3*r^2-1536*a^2*b*c^2*p^2*r^3-984 *a^2*b*c^2*p*r^4-312*a^2*b*c^2*q^3*r^2-680*a^2*b*c^2*q^2*r^3-552*a^2*b*c^2*q*r^ 4-184*a^2*b*c*p^4*r^2-512*a^2*b*c*p^3*r^3-488*a^2*b*c*p^2*r^4-176*a^2*b*c*p*r^5 -24*a^2*b*c*q^4*r^2-80*a^2*b*c*q^3*r^3-104*a^2*b*c*q^2*r^4-64*a^2*b*c*q*r^5-696 *a^2*b^3*g^2*p*r^2-584*a^2*b^3*g^2*q*r^2-2760*a^2*c^3*g^2*p*r^2-2808*a^2*c^3*g^ 2*q*r^2-1088*a^2*c^3*g*p^2*r^2-1584*a^2*c^3*g*p*r^3-680*a^2*c^3*g*q^2*r^2-880*a ^2*c^3*g*q*r^3-88*a^2*c^3*p^2*q*r^2-176*a^2*c^3*p*q*r^3-2100*a^2*c^2*g^3*p*r^2-\ 2244*a^2*c^2*g^3*q*r^2-1596*a^2*c^2*g^2*p^2*r^2-2256*a^2*c^2*g^2*p*r^3-1184*a^2 *c^2*g^2*q^2*r^2-1568*a^2*c^2*g^2*q*r^3-396*a^2*b*g^4*p*r^2-464*a^2*b*g^4*q*r^2 -468*a^2*b*g^3*p^2*r^2-660*a^2*b*g^3*p*r^3-432*a^2*b*g^3*q^2*r^2-588*a^2*b*g^3* q*r^3-358*a^2*b*g^2*p^3*r^2-778*a^2*b*g^2*p^2*r^3-522*a^2*b*g^2*p*r^4-150*a^2*b *g^2*q^3*r^2-358*a^2*b*g^2*q^2*r^3-310*a^2*b*g^2*q*r^4-142*a^2*b*g*p^4*r^2-396* a^2*b*g*p^3*r^3-378*a^2*b*g*p^2*r^4-136*a^2*b*g*p*r^5-16*a^2*b*g*q^4*r^2-56*a^2 *b*g*q^3*r^3-76*a^2*b*g*q^2*r^4-48*a^2*b*g*q*r^5-62*a^2*b*p^4*q*r^2-78*a^2*b*p^ 3*q^2*r^2-156*a^2*b*p^3*q*r^3-42*a^2*b*p^2*q^3*r^2-8*a^2*c*p^3*q^2*r^2-60*a^2*c *p^3*q*r^3-16*a^2*c*p^2*q^2*r^3-54*a^2*c*p^2*q*r^4-8*a^2*c*p*q^2*r^4-16*a^2*c*p *q*r^5-628*a^2*c^2*g*p^3*r^2-1436*a^2*c^2*g*p^2*r^3-1048*a^2*c^2*g*p*r^4-156*a^ 2*c^2*g*q^3*r^2-340*a^2*c^2*g*q^2*r^3-424*a^2*c^2*g*q*r^4-88*a^2*c^2*p^3*q*r^2-\ 16*a^2*c^2*p^2*q^2*r^2-208*a^2*c^2*p^2*q*r^3-32*a^2*c^2*p*q^2*r^3-152*a^2*c^2*p *q*r^4-646*a^2*c*g^4*p*r^2-754*a^2*c*g^4*q*r^2-740*a^2*c*g^3*p^2*r^2-1060*a^2*c *g^3*p*r^3-642*a^2*c*g^3*q^2*r^2-844*a^2*c*g^3*q*r^3-540*a^2*c*g^2*p^3*r^2-1224 *a^2*c*g^2*p^2*r^3-882*a^2*c*g^2*p*r^4-188*a^2*c*g^2*q^3*r^2-428*a^2*c*g^2*q^2* r^3-438*a^2*c*g^2*q*r^4-178*a^2*c*g*p^4*r^2-524*a^2*c*g*p^3*r^3-1232*a^2*c^4*g* p*r^2-1232*a^2*c^4*g*q*r^2-200*a*b^3*c*p^3*r^2-296*a*b^3*c*p^2*r^3-96*a*b^3*c*p *r^4-492*a*b^3*g^3*p*r^2-332*a*b^3*g^3*q*r^2-392*a*b^3*g^2*p^2*r^2-232*a^2*g^4* p*q*r^2-276*a^2*g^3*p^2*q*r^2-227*a^2*g^3*p*q^2*r^2-376*a^2*g^3*p*q*r^3-176*a^2 *g^2*p^3*q*r^2-168*a^2*g^2*p^2*q^2*r^2-360*a^2*g^2*p^2*q*r^3-70*a^2*g^2*p*q^3*r ^2-194*a^2*g^2*p*q^2*r^3-220*a^2*g^2*p*q*r^4-42*a^2*g*p^4*q*r^2-43*a^2*g*p^3*q^ 2*r^2-108*a^2*g*p^3*q*r^3-21*a^2*g*p^2*q^3*r^2-71*a^2*g*p^2*q^2*r^3-90*a^2*g*p^ 2*q*r^4-4*a^2*g*p*q^4*r^2-16*a^2*g*p*q^3*r^3-28*a^2*g*p*q^2*r^4-24*a^2*g*p*q*r^ 5-542*a^2*c*g*p^2*r^4-224*a^2*c*g*p*r^5-12*a^2*c*g*q^4*r^2-40*a^2*c*g*q^3*r^3-\ 72*a^2*c*g*q^2*r^4-72*a^2*c*g*q*r^5-22*a^2*c*p^4*q*r^2-32*a*b^3*p^2*q*r^3+140*a *b^3*p*r^4*x-8*a*b^3*q^3*r^2*x-3104*a*b^2*c^4*p*r^2-2656*a*b^2*c^4*q*r^2-1808*a *b^2*c^3*p^2*r^2-1888*a*b^2*c^3*p*r^3-1120*a*b^2*c^3*q^2*r^2-1344*a*b^2*c^3*q*r ^3-544*a*b^2*c^2*p^3*r^2-928*a*b^2*c^2*p^2*r^3-424*a*b^2*c^2*p*r^4-152*a*b^2*c^ 2*q^3*r^2-296*a*b^2*c^2*q^2*r^3-184*a*b^2*c^2*q*r^4-100*a*b^2*c*p^4*r^2-240*a*b ^2*c*p^3*r^3-180*a*b^2*c*p^2*r^4-40*a*b^2*c*p*r^5-160*a*b^5*q*r^2*x-352*a*b^4*c ^2*q*r^2-104*a*b^4*g^2*q*r^2-8*a*b^4*p^2*q*r^2-112*a*b^4*q^2*r^2*x-2592*a*b^3*c ^3*p*r^2-1760*a*b^3*c^3*q*r^2-1104*a*b^3*c^2*p^2*r^2-992*a*b^3*c^2*p*r^3-352*a* b^3*c^2*q^2*r^2-448*a*b^3*c^2*q*r^3-102*a*b*c*p^3*r^4-50*a*b*c*p^2*r^5-8*a*b*c* p*r^6-176*a*b*g^5*p*r^2-176*a*b*g^5*q*r^2-440*a*b^2*g^4*p*r^2-372*a*b^2*g^4*q*r ^2-474*a*b^2*g^3*p^2*r^2-536*a*b^2*g^3*p*r^3-266*a*b^2*g^3*q^2*r^2-364*a*b^2*g^ 3*q*r^3-270*a*b^2*g^2*p^3*r^2-498*a*b^2*g^2*p^2*r^3-258*a*b^2*g^2*p*r^4-58*a*b^ 2*g^2*q^3*r^2-134*a*b^2*g^2*q^2*r^3-106*a*b^2*g^2*q*r^4-84*a*b^2*g*p^4*r^2-208* a*b^2*g*p^3*r^3-164*a*b^2*g*p^2*r^4-40*a*b^2*g*p*r^5-30*a*b^2*p^4*q*r^2-30*a*b^ 2*p^3*q^2*r^2-60*a*b^2*p^3*q*r^3-10*a*b^2*p^2*q^3*r^2-30*a*b^2*p^2*q^2*r^3-30*a *b^2*p^2*q*r^4+54*a*b^2*p*r^5*x+16*a*b^2*q^4*r^2*x-1248*a*b*c^5*p*r^2-1248*a*b* c^5*q*r^2-928*a*b*c^4*p^2*r^2-1088*a*b*c^4*p*r^3-392*a*b^3*g^2*p*r^3-120*a*b^3* g^2*q^2*r^2-176*a*b^3*g^2*q*r^3-132*a*b^3*g*p^3*r^2-212*a*b^3*g*p^2*r^3-80*a*b^ 3*g*p*r^4-32*a*b^3*p^3*q*r^2-16*a*b^3*p^2*q^2*r^2-133*a*b*g^3*q*r^4-97*a*b*g^2* p^4*r^2-264*a*b*g^2*p^3*r^3-243*a*b*g^2*p^2*r^4-82*a*b*g^2*p*r^5-10*a*b*g^2*q^4 *r^2-32*a*b*g^2*q^3*r^3-40*a*b*g^2*q^2*r^4-24*a*b*g^2*q*r^5-25*a*b*g*p^5*r^2-83 *a*b*g*p^4*r^3-99*a*b*g*p^3*r^4-49*a*b*g*p^2*r^5-8*a*b*g*p*r^6-8*a*b*p^5*q*r^2-\ 12*a*b*p^4*q^2*r^2-24*a*b*p^4*q*r^3-8*a*b*p^3*q^3*r^2-24*a*b*p^3*q^2*r^3-24*a*b *p^3*q*r^4-2*a*b*p^2*q^4*r^2-8*a*b*p^2*q^3*r^3-12*a*b*p^2*q^2*r^4-8*a*b*p^2*q*r ^5+6*a*b*p*r^6*x+4*a*b*q^5*r^2*x-816*a*b*c^4*q^2*r^2-928*a*b*c^4*q*r^3-416*a*b* c^3*p^3*r^2-800*a*b*c^3*p^2*r^3-456*a*b*c^3*p*r^4-232*a*b*c^3*q^3*r^2-424*a*b*c ^3*q^2*r^3-264*a*b*c^3*q*r^4-132*a*b*c^2*p^4*r^2-352*a*b*c^2*p^3*r^3-316*a*b*c^ 2*p^2*r^4-104*a*b*c^2*p*r^5-24*a*b*c^2*q^4*r^2-64*a*b*c^2*q^3*r^3-64*a*b*c^2*q^ 2*r^4-32*a*b*c^2*q*r^5-26*a*b*c*p^5*r^2-86*a*b*c*p^4*r^3-596*a*c^3*g*p*r^4-116* a*c^3*g*q^3*r^2-212*a*c^3*g*q^2*r^3-228*a*c^3*g*q*r^4-48*a*c^3*p^3*q*r^2-8*a*c^ 3*p^2*q^2*r^2-112*a*c^3*p^2*q*r^3-16*a*c^3*p*q^2*r^3-80*a*c^3*p*q*r^4-1152*a*c^ 2*g^4*p*r^2-1164*a*c^2*g^4*q*r^2-1096*a*c^2*g^3*p^2*r^2-6*a*b*q*r^6*x-624*a*c^5 *g*p*r^2-624*a*c^5*g*q*r^2-1952*a*c^4*g^2*p*r^2-1904*a*c^4*g^2*q*r^2-576*a*c^4* g*p^2*r^2-768*a*c^4*g*p*r^3-408*a*c^4*g*q^2*r^2-464*a*c^4*g*q*r^3-32*a*c^4*p^2* q*r^2-64*a*c^4*p*q*r^3-231*a*b*g^4*p^2*r^2-282*a*b*g^4*p*r^3-185*a*b*g^4*q^2*r^ 2-236*a*b*g^4*q*r^3-187*a*b*g^3*p^3*r^2-379*a*b*g^3*p^2*r^3-233*a*b*g^3*p*r^4-\ 77*a*b*g^3*q^3*r^2-169*a*b*g^3*q^2*r^3-2*a*c*p^2*q^2*r^4-4*a*c*p^2*q*r^5-1400*a *c^2*g^3*p*r^3-866*a*c^2*g^3*q^2*r^2-1072*a*c^2*g^3*q*r^3-592*a*c^2*g^2*p^3*r^2 -1268*a*c^2*g^2*p^2*r^3-856*a*c^2*g^2*p*r^4-220*a*c^2*g^2*q^3*r^2-440*a*c^2*g^2 *q^2*r^3-400*a*c^2*g^2*q*r^4-162*a*c^2*g*p^4*r^2-472*a*c^2*g*p^3*r^3-482*a*c^2* g*p^2*r^4-196*a*c^2*g*p*r^5-12*a*c^2*g*q^4*r^2-32*a*c^2*g*q^3*r^3-52*a*c^2*g*q^ 2*r^4-56*a*c^2*g*q*r^5-24*a*c^2*p^4*q*r^2-8*a*c^2*p^3*q^2*r^2-64*a*c^2*p^3*q*r^ 3-16*a*c^2*p^2*q^2*r^3-56*a*c^2*p^2*q*r^4-8*a*c^2*p*q^2*r^4-16*a*c^2*p*q*r^5-\ 2200*a*c^3*g^3*p*r^2-2160*a*c^3*g^3*q*r^2-1352*a*c^3*g^2*p^2*r^2-1736*a*c^3*g^2 *p*r^3-1008*a*c^3*g^2*q^2*r^2-1224*a*c^3*g^2*q*r^3-384*a*c^3*g*p^3*r^2-848*a*c^ 3*g*p^2*r^3-101*a*g^3*p^3*q*r^2-283*a*c*g^5*p*r^2-301*a*c*g^5*q*r^2-360*a*c*g^4 *p^2*r^2-462*a*c*g^4*p*r^3-314*a*c*g^4*q^2*r^2-386*a*c*g^4*q*r^3-300*a*c*g^3*p^ 3*r^2-646*a*c*g^3*p^2*r^3-439*a*c*g^3*p*r^4-129*a*c*g^3*q^3*r^2-269*a*c*g^3*q^2 *r^3-233*a*c*g^3*q*r^4-154*a*c*g^2*p^4*r^2-446*a*c*g^2*p^3*r^3-452*a*c*g^2*p^2* r^4-182*a*c*g^2*p*r^5-16*a*c*g^2*q^4*r^2-48*a*c*g^2*q^3*r^3-70*a*c*g^2*q^2*r^4-\ 60*a*c*g^2*q*r^5-33*a*c*g*p^5*r^2-115*a*c*g*p^4*r^3-147*a*c*g*p^3*r^4-81*a*c*g* p^2*r^5-16*a*c*g*p*r^6-4*a*c*p^5*q*r^2-2*a*c*p^4*q^2*r^2-12*a*c*p^4*q*r^3-4*a*c *p^3*q^2*r^3-12*a*c*p^3*q*r^4-110*a*g^2*p^3*q*r^3-28*a*g^2*p^2*q^3*r^2-79*a*g^2 *p^2*q^2*r^3-91*a*g^2*p^2*q*r^4-6*a*g^2*p*q^4*r^2-20*a*g^2*p*q^3*r^3-30*a*g^2*p *q^2*r^4-24*a*g^2*p*q*r^5-6*a*g*p^5*q*r^2-7*a*g*p^4*q^2*r^2-18*a*g*p^4*q*r^3-4* a*g*p^3*q^3*r^2-14*a*g*p^3*q^2*r^3-18*a*g*p^3*q*r^4-a*g*p^2*q^4*r^2-4*a*g*p^2*q ^3*r^3-7*a*g*p^2*q^2*r^4-6*a*g*p^2*q*r^5+10*a*g*q^4*r^3*x-3*a*g*q*r^6*x-93*a*g^ 5*p*q*r^2-127*a*g^4*p^2*q*r^2-109*a*g^4*p*q^2*r^2-156*a*g^4*p*q*r^3-304*b^3*c^2 *g*q*r^3-304*b^3*c^2*p^2*q*r^2-144*b^3*c^2*p*q^2*r^2-160*b^3*c^2*p*q*r^3+96*b^5 *c*q*r^2*x-32*b^5*g*q*r^2*x-256*b^4*c^2*g*q*r^2-160*b^4*c^2*p*q*r^2-136*b^4*c*g ^2*q*r^2-40*b^4*c*p^2*q*r^2+192*b^4*c*q^2*r^2*x-48*b^4*g^2*p*q*r^2-800*b^4*g^2* q*r^2*x-24*b^4*g*p^2*q*r^2-110*a*g^3*p^2*q^2*r^2-199*a*g^3*p^2*q*r^3-48*a*g^3*p *q^3*r^2-116*a*g^3*p*q^2*r^3-116*a*g^3*p*q*r^4-43*a*g^2*p^4*q*r^2-49*a*g^2*p^3* q^2*r^2+90*b^3*g^2*q*r^3*x-36*b^3*g*p^3*q*r^2-26*b^3*g*p^2*q^2*r^2-36*b^3*g*p^2 *q*r^3+64*b^3*g*q^3*r^2*x+272*b^3*g*q^2*r^3*x-852*b^3*c*g^3*p*r^2-468*b^3*c*g^3 *q*r^2-684*b^3*c*g^2*p^2*r^2-536*b^3*c*g^2*p*r^3-140*b^3*c*g^2*q^2*r^2-184*b^3* c*g^2*q*r^3-196*b^3*c*g*p^3*r^2-260*b^3*c*g*p^2*r^3-64*b^3*c*g*p*r^4-40*b^3*c*p ^3*q*r^2-36*b^3*c*p^2*q^2*r^2-40*b^3*c*p^2*q*r^3+136*b^3*c*q^3*r^2*x+40*b^4*g*q ^2*r^2*x+216*b^4*g*q*r^3*x-2416*b^3*c^3*g*p*r^2-1424*b^3*c^3*g*q*r^2-736*b^3*c^ 3*p*q*r^2-2224*b^3*c^2*g^2*p*r^2-1248*b^3*c^2*g^2*q*r^2-1088*b^3*c^2*g*p^2*r^2-\ 848*b^3*c^2*g*p*r^3-248*b^3*c^2*g*q^2*r^2-152*b^2*c^2*p^2*q*r^3-56*b^2*c^2*p*q^ 3*r^2-88*b^2*c^2*p*q^2*r^3-32*b^2*c^2*p*q*r^4-774*b^2*c*g^4*p*r^2-550*b^2*c*g^4 *q*r^2-812*b^2*c*g^3*p^2*r^2-768*b^2*c*g^3*p*r^3-338*b^2*c*g^3*q^2*r^2+236*b^3* g*q*r^4*x-3072*b^2*c^4*g*p*r^2-2368*b^2*c^4*g*q*r^2-1024*b^2*c^4*p*q*r^2-4192*b ^2*c^3*g^2*p*r^2-3072*b^2*c^3*g^2*q*r^2-1808*b^2*c^3*g*p^2*r^2-1696*b^2*c^3*g*p *r^3-904*b^2*c^3*g*q^2*r^2-1056*b^2*c^3*g*q*r^3-552*b^2*c^3*p^2*q*r^2-424*b^2*c ^3*p*q^2*r^2-416*b^2*c^3*p*q*r^3-164*b^3*g^3*p*q*r^2-2060*b^3*g^3*q*r^2*x-136*b ^3*g^2*p^2*q*r^2-52*b^3*g^2*p*q^2*r^2-72*b^3*g^2*p*q*r^3-672*b^3*g^2*q^2*r^2*x-\ 52*b^2*g^2*p*q^2*r^3-38*b^2*g^2*p*q*r^4-228*b^2*g^2*q^3*r^2*x+273*b^2*g^2*q^2*r ^3*x+450*b^2*g^2*q*r^4*x-19*b^2*g*p^4*q*r^2-432*b^2*c*g^3*q*r^3-382*b^2*c*g^2*p ^3*r^2-602*b^2*c*g^2*p^2*r^3-240*b^2*c*g^2*p*r^4-62*b^2*c*g^2*q^3*r^2-126*b^2*c *g^2*q^2*r^3-84*b^2*c*g^2*q*r^4-70*b^2*c*g*p^4*r^2-160*b^2*c*g*p^3*r^3-110*b^2* c*g*p^2*r^4-20*b^2*c*g*p*r^5-8*b^2*c*p^4*q*r^2-22*b^2*c*p^3*q^2*r^2-16*b^2*c*p^ 3*q*r^3-14*b^2*c*p^2*q^3*r^2-22*b^2*c*p^2*q^2*r^3-8*b^2*c*p^2*q*r^4+40*b^2*c*q^ 4*r^2*x-2632*b^2*c^2*g^3*p*r^2-1880*b^2*c^2*g^3*q*r^2-1928*b^2*c^2*g^2*p^2*r^2-\ 1816*b^2*c^2*g^2*p*r^3-848*b^2*c^2*g^2*q^2*r^2-1048*b^2*c^2*g^2*q*r^3-500*b^2*c ^2*g*p^3*r^2-772*b^2*c^2*g*p^2*r^3-292*b^2*c^2*g*p*r^4-104*b^2*c^2*g*q^3*r^2-\ 192*b^2*c^2*g*q^2*r^3-108*b^2*c^2*g*q*r^4-120*b^2*c^2*p^3*q*r^2-172*b^2*c^2*p^2 *q^2*r^2-112*b*c^3*p*q^2*r^3-32*b*c^3*p*q*r^4-26*b^2*g*p^3*q^2*r^2-38*b^2*g*p^3 *q*r^3-12*b^2*g*p^2*q^3*r^2-26*b^2*g*p^2*q^2*r^3-19*b^2*g*p^2*q*r^4+28*b^2*g*q^ 4*r^2*x+126*b^2*g*q^3*r^3*x+128*b^2*g*q^2*r^4*x+18*b^2*g*q*r^5*x-1456*b*c^5*g*p *r^2-1328*b*c^5*g*q*r^2-448*b*c^5*p*q*r^2-188*b^2*g^4*p*q*r^2-2046*b^2*g^4*q*r^ 2*x-209*b^2*g^3*p^2*q*r^2-124*b^2*g^3*p*q^2*r^2-166*b^2*g^3*p*q*r^3-1458*b^2*g^ 3*q^2*r^2*x-445*b^2*g^3*q*r^3*x-102*b^2*g^2*p^3*q*r^2-101*b^2*g^2*p^2*q^2*r^2-\ 140*b^2*g^2*p^2*q*r^3-24*b^2*g^2*p*q^3*r^2-8784*a^2*b^2*c^2*g*p*r^2-7664*a^2*b^ 2*c^2*g*q*r^2-3936*a^2*b^2*c^2*p*q*r^2-4976*a^2*b^2*c*g^2*p*r^2-4512*a^2*b^2*c* g^2*q*r^2-2864*a^2*b^3*c*g*p*r^2-2160*a^2*b^3*c*g*q*r^2-1120*a^2*b^3*c*p*q*r^2-\ 1352*a^3*c*g^2*p*q*r^2-640*a^3*c*g*p^2*q*r^2-420*a^3*c*g*p*q^2*r^2-904*a^3*c*g* p*q*r^3-1328*a^3*c^2*g*p*q*r^2-1096*a^3*b*g^2*p*q*r^2-768*a^3*b*g*p^2*q*r^2-572 *a^3*b*g*p*q^2*r^2-3472*a^2*b*c*g^2*p*r^3-2068*a^2*b*c*g^2*q^2*r^2-2816*a^2*b*c *g^2*q*r^3-1124*a^2*b*c*g*p^3*r^2-2356*a^2*b*c*g*p^2*r^3-1516*a^2*b*c*g*p*r^4-\ 444*a^2*b*c*g*q^3*r^2-1020*a^2*b*c*g*q^2*r^3-860*a^2*b*c*g*q*r^4-1416*a^2*b^2*g ^2*p*q*r^2-840*a^2*b^2*g*p^2*q*r^2-568*a^2*b^2*g*p*q^2*r^2-952*a^2*b^2*g*p*q*r^ 3-7824*a^2*b*c^3*g*p*r^2-7632*a^2*b*c^3*g*q*r^2-3232*a^2*b*c^3*p*q*r^2-2808*a^2 *b^2*c*g*p^2*r^2-3472*a^2*b^2*c*g*p*r^3-1704*a^2*b^2*c*g*q^2*r^2-2464*a^2*b^2*c *g*q*r^3-1352*a^2*b^2*c*p^2*q*r^2-904*a^2*b^2*c*p*q^2*r^2-1440*a^2*b^2*c*p*q*r^ 3-624*a^2*b^3*g*p*q*r^2-1616*a^2*c^3*g*p*q*r^2-1020*a^2*b*g^3*p*q*r^2-910*a^2*b *g^2*p^2*q*r^2-722*a^2*b*g^2*p*q^2*r^2-1148*a^2*b*g^2*p*q*r^3-504*a^2*b*c*p^3*q *r^2-532*a^2*b*c*p^2*q^2*r^2-952*a^2*b*c*p^2*q*r^3-224*a^2*b*c*p*q^3*r^2-560*a^ 2*b*c*p*q^2*r^3-512*a^2*b*c*p*q*r^4-7944*a^2*b*c^2*g^2*p*r^2-7848*a^2*b*c^2*g^2 *q*r^2-4000*a^2*b*c^2*g*p^2*r^2-5216*a^2*b*c^2*g*p*r^3-3048*a^2*b*c^2*g*q^2*r^2 -4080*a^2*b*c^2*g*q*r^3-1760*a^2*b*c^2*p^2*q*r^2-1416*a^2*b*c^2*p*q^2*r^2-2128* a^2*b*c^2*p*q*r^3-3116*a^2*b*c*g^3*p*r^2-3252*a^2*b*c*g^3*q*r^2-2604*a^2*b*c*g^ 2*p^2*r^2-1104*a^2*c*g^2*p^2*q*r^2-840*a^2*c*g^2*p*q^2*r^2-1452*a^2*c*g^2*p*q*r ^3-348*a^2*c*g*p^3*q*r^2-286*a^2*c*g*p^2*q^2*r^2-708*a^2*c*g*p^2*q*r^3-112*a^2* c*g*p*q^3*r^2-1028*a^2*c^2*g*p^2*q*r^2-708*a^2*c^2*g*p*q^2*r^2-1360*a^2*c^2*g*p *q*r^3-2784*a^2*c^2*g^2*p*q*r^2-392*a^2*b*g*p^3*q*r^2-400*a^2*b*g*p^2*q^2*r^2-\ 744*a^2*b*g*p^2*q*r^3-160*a^2*b*g*p*q^3*r^2-424*a^2*b*g*p*q^2*r^3-400*a^2*b*g*p *q*r^4-112*a*b^4*g*p*q*r^2-4880*a*b^3*c^2*g*p*r^2-3184*a*b^3*c^2*g*q*r^2-1632*a *b^3*c^2*p*q*r^2-2792*a*b^3*c*g^2*p*r^2-1816*a*b^3*c*g^2*q*r^2-1416*a*b^3*c*g*p ^2*r^2-1328*a*b^3*c*g*p*r^3-416*a*b^3*c*g*q^2*r^2-576*a*b^3*c*g*q*r^3-440*a*b^3 *c*p^2*q*r^2-208*a*b^3*c*p*q^2*r^2-288*a*b^3*c*p*q*r^3-384*a*b^4*c*g*q*r^2-192* a*b^4*c*p*q*r^2-320*a^2*c*g*p*q^2*r^3-432*a^2*c*g*p*q*r^4-1452*a^2*c*g^3*p*q*r^ 2-464*a*b^2*c*p^2*q*r^3-96*a*b^2*c*p*q^3*r^2-208*a*b^2*c*p*q^2*r^3-152*a*b^2*c* p*q*r^4-8800*a*b^2*c^3*g*p*r^2-7168*a*b^2*c^3*g*q*r^2-3328*a*b^2*c^3*p*q*r^2-\ 8408*a*b^2*c^2*g^2*p*r^2-6728*a*b^2*c^2*g^2*q*r^2-4008*a*b^2*c^2*g*p^2*r^2-4272 *a*b^2*c^2*g*p*r^3-2200*a*b^2*c^2*g*q^2*r^2-2832*a*b^2*c^2*g*q*r^3-1504*a*b^2*c ^2*p^2*q*r^2-1080*a*b^2*c^2*p*q^2*r^2-1360*a*b^2*c^2*p*q*r^3-584*a*b^3*g^2*p*q* r^2-284*a*b^3*g*p^2*q*r^2-136*a*b^3*g*p*q^2*r^2-208*a*b^3*g*p*q*r^3-470*a*b^2*g ^2*p*q^2*r^2-684*a*b^2*g^2*p*q*r^3-244*a*b^2*g*p^3*q*r^2-234*a*b^2*g*p^2*q^2*r^ 2-380*a*b^2*g*p^2*q*r^3-68*a*b^2*g*p*q^3*r^2-164*a*b^2*g*p*q^2*r^3-136*a*b^2*g* p*q*r^4-3272*a*b^2*c*g^3*p*r^2-2648*a*b^2*c*g^3*q*r^2-2544*a*b^2*c*g^2*p^2*r^2-\ 2768*a*b^2*c*g^2*p*r^3-1352*a*b^2*c*g^2*q^2*r^2-1808*a*b^2*c*g^2*q*r^3-856*a*b^ 2*c*g*p^3*r^2-1512*a*b^2*c*g*p^2*r^3-736*a*b^2*c*g*p*r^4-192*a*b^2*c*g*q^3*r^2-\ 416*a*b^2*c*g*q^2*r^3-304*a*b^2*c*g*q*r^4-312*a*b^2*c*p^3*q*r^2-320*a*b^2*c*p^2 *q^2*r^2-3448*a*b*c^2*g^2*q*r^3-1176*a*b*c^2*g*p^3*r^2-2272*a*b*c^2*g*p^2*r^3-\ 1308*a*b*c^2*g*p*r^4-516*a*b*c^2*g*q^3*r^2-1028*a*b*c^2*g*q^2*r^3-724*a*b*c^2*g *q*r^4-400*a*b*c^2*p^3*q*r^2-500*a*b*c^2*p^2*q^2*r^2-696*a*b*c^2*p^2*q*r^3-232* a*b*c^2*p*q^3*r^2-456*a*b*c^2*p*q^2*r^3-328*a*b*c^2*p*q*r^4+236*a*b^2*p*q*r^4*x -5456*a*b*c^4*g*p*r^2-5136*a*b*c^4*g*q*r^2-1920*a*b*c^4*p*q*r^2-8152*a*b*c^3*g^ 2*p*r^2-7464*a*b*c^3*g^2*q*r^2-3376*a*b*c^3*g*p^2*r^2-3952*a*b*c^3*g*p*r^3-2576 *a*b*c^3*g*q^2*r^2-3120*a*b*c^3*g*q*r^3-1184*a*b*c^3*p^2*q*r^2-1048*a*b*c^3*p*q ^2*r^2-1264*a*b*c^3*p*q*r^3-860*a*b^2*g^3*p*q*r^2-702*a*b^2*g^2*p^2*q*r^2-1612* a*b*c*g^4*p*r^2-1520*a*b*c*g^4*q*r^2-1644*a*b*c*g^3*p^2*r^2-1956*a*b*c*g^3*p*r^ 3-1200*a*b*c*g^3*q^2*r^2-1532*a*b*c*g^3*q*r^3-894*a*b*c*g^2*p^3*r^2-1750*a*b*c* g^2*p^2*r^3-1026*a*b*c*g^2*p*r^4-354*a*b*c*g^2*q^3*r^2-746*a*b*c*g^2*q^2*r^3-\ 562*a*b*c*g^2*q*r^4-252*a*b*c*g*p^4*r^2-676*a*b*c*g*p^3*r^3-612*a*b*c*g*p^2*r^4 -204*a*b*c*g*p*r^5-32*a*b*c*g*q^4*r^2-96*a*b*c*g*q^3*r^3-112*a*b*c*g*q^2*r^4-64 *a*b*c*g*q*r^5-82*a*b*c*p^4*q*r^2-114*a*b*c*p^3*q^2*r^2-196*a*b*c*p^3*q*r^3-74* a*b*c*p^2*q^3*r^2-170*a*b*c*p^2*q^2*r^3-146*a*b*c*p^2*q*r^4-16*a*b*c*p*q^4*r^2-\ 48*a*b*c*p*q^3*r^3-56*a*b*c*p*q^2*r^4-32*a*b*c*p*q*r^5-5388*a*b*c^2*g^3*p*r^2-\ 4940*a*b*c^2*g^3*q*r^2-3820*a*b*c^2*g^2*p^2*r^2-4488*a*b*c^2*g^2*p*r^3-2744*a*b *c^2*g^2*q^2*r^2+86*a*b*p*q^2*r^4*x+36*a*b*p*q*r^5*x-960*a*c^4*g*p*q*r^2-484*a* b*g^4*p*q*r^2-529*a*b*g^3*p^2*q*r^2-419*a*b*g^3*p*q^2*r^2-590*a*b*g^3*p*q*r^3-\ 294*a*b*g^2*p^3*q*r^2-327*a*b*g^2*p^2*q^2*r^2-524*a*b*g^2*p^2*q*r^3-130*a*b*g^2 *p*q^3*r^2-302*a*b*g^2*p*q^2*r^3-254*a*b*g^2*p*q*r^4-81*a*b*g*p^4*q*r^2-105*a*b *g*p^3*q^2*r^2-194*a*b*g*p^3*q*r^3-61*a*b*g*p^2*q^3*r^2-2100*a*c^2*g^3*p*q*r^2-\ 1304*a*c^2*g^2*p^2*q*r^2-1028*a*c^2*g^2*p*q^2*r^2-1536*a*c^2*g^2*p*q*r^3-304*a* c^2*g*p^3*q*r^2-270*a*c^2*g*p^2*q^2*r^2-596*a*c^2*g*p^2*q*r^3-116*a*c^2*g*p*q^3 *r^2-688*a*c^3*g*p^2*q*r^2-524*a*c^3*g*p*q^2*r^2-824*a*c^3*g*p*q*r^3-2448*a*c^3 *g^2*p*q*r^2-157*a*b*g*p^2*q^2*r^3-145*a*b*g*p^2*q*r^4-12*a*b*g*p*q^4*r^2-40*a* b*g*p*q^3*r^3-52*a*b*g*p*q^2*r^4-32*a*b*g*p*q*r^5-40*a*c*g*p*q^2*r^4-40*a*c*g*p *q*r^5-744*a*c*g^4*p*q*r^2-738*a*c*g^3*p^2*q*r^2-601*a*c*g^3*p*q^2*r^2-882*a*c* g^3*p*q*r^3-364*a*c*g^2*p^3*q*r^2-370*a*c*g^2*p^2*q^2*r^2-702*a*c*g^2*p^2*q*r^3 -158*a*c*g^2*p*q^3*r^2-374*a*c*g^2*p*q^2*r^3-398*a*c*g^2*p*q*r^4-73*a*c*g*p^4*q *r^2-69*a*c*g*p^3*q^2*r^2-186*a*c*g*p^3*q*r^3-37*a*c*g*p^2*q^3*r^2-109*a*c*g*p^ 2*q^2*r^3-268*a*c^2*g*p*q^2*r^3-348*a*c^2*g*p*q*r^4-864*b^3*c*g^2*p*q*r^2-436*b ^3*c*g*p^2*q*r^2-176*b^3*c*g*p*q^2*r^2-224*b^3*c*g*p*q*r^3-1440*b^3*c^2*g*p*q*r ^2-176*b^4*c*g*p*q*r^2-153*a*c*g*p^2*q*r^4-8*a*c*g*p*q^4*r^2-24*a*c*g*p*q^3*r^3 -994*b^2*c*g^2*p^2*q*r^2-606*b^2*c*g^2*p*q^2*r^2-776*b^2*c*g^2*p*q*r^3-268*b^2* c*g*p^3*q*r^2-290*b^2*c*g*p^2*q^2*r^2-360*b^2*c*g*p^2*q*r^3-76*b^2*c*g*p*q^3*r^ 2-148*b^2*c*g*p*q^2*r^3-92*b^2*c*g*p*q*r^4-3104*b^2*c^2*g^2*p*q*r^2-1412*b^2*c^ 2*g*p^2*q*r^2-928*b^2*c^2*g*p*q^2*r^2-1096*b^2*c^2*g*p*q*r^3-3088*b^2*c^3*g*p*q *r^2-352*b*c^2*g*p^3*q*r^2-478*b*c^2*g*p^2*q^2*r^2-548*b*c^2*g*p^2*q*r^3-204*b* c^2*g*p*q^3*r^2-364*b*c^2*g*p*q^2*r^3-212*b*c^2*g*p*q*r^4-3280*b*c^3*g^2*p*q*r^ 2-1232*b*c^3*g*p^2*q*r^2-1036*b*c^3*g*p*q^2*r^2-1144*b*c^3*g*p*q*r^3-2080*b*c^4 *g*p*q*r^2-1284*b^2*c*g^3*p*q*r^2-750*b*c*g^3*p^2*q*r^2-553*b*c*g^3*p*q^2*r^2-\ 706*b*c*g^3*p*q*r^3-332*b*c*g^2*p^3*q*r^2-396*b*c*g^2*p^2*q^2*r^2-522*b*c*g^2*p ^2*q*r^3-150*b*c*g^2*p*q^3*r^2-298*b*c*g^2*p*q^2*r^3-206*b*c*g^2*p*q*r^4-53*b*c *g*p^4*q*r^2-93*b*c*g*p^3*q^2*r^2-122*b*c*g*p^3*q*r^3-65*b*c*g*p^2*q^3*r^2-125* b*c*g*p^2*q^2*r^3-85*b*c*g*p^2*q*r^4-12*b*c*g*p*q^4*r^2-32*b*c*g*p*q^3*r^3-32*b *c*g*p*q^2*r^4-16*b*c*g*p*q*r^5-2300*b*c^2*g^3*p*q*r^2-1560*b*c^2*g^2*p^2*q*r^2 -1196*b*c^2*g^2*p*q^2*r^2-1456*b*c^2*g^2*p*q*r^3-216*b*c^2*g*p^3*r^3-178*b*c^2* g*p^2*r^4-52*b*c^2*g*p*r^5-16*b*c^2*g*q^4*r^2-40*b*c^2*g*q^3*r^3-36*b*c^2*g*q^2 *r^4-16*b*c^2*g*q*r^5-8*b*c^2*p^4*q*r^2-32*b*c^2*p^3*q^2*r^2-16*b*c^2*p^3*q*r^3 -32*b*c^2*p^2*q^3*r^2-40*b*c^2*p^2*q^2*r^3-8*b*c^2*p^2*q*r^4-8*b*c^2*p*q^4*r^2-\ 16*b*c^2*p*q^3*r^3-8*b*c^2*p*q^2*r^4-2912*b*c^4*g^2*p*r^2-2512*b*c^4*g^2*q*r^2-\ 1040*b*c^4*g*p^2*r^2-1088*b*c^4*g*p*r^3-792*b*c^4*g*q^2*r^2-880*b*c^4*g*q*r^3-\ 288*b*c^4*p^2*q*r^2-288*b*c^4*p*q^2*r^2-256*b*c^4*p*q*r^3-2744*b*c^3*g^3*p*r^2-\ 2304*b*c^3*g^3*q*r^2-1768*b*c^3*g^2*p^2*r^2-1864*b*c^3*g^2*p*r^3-1160*b*c^3*g^2 *q^2*r^2-1368*b*c^3*g^2*q*r^3-384*b*c^3*g*p^3*r^2-656*b*c^3*g*p^2*r^3-308*b*c^3 *g*p*r^4-196*b*c^3*g*q^3*r^2-340*b*c^3*g*q^2*r^3-180*b*c^3*g*q*r^4-80*b*c^3*p^3 *q*r^2-152*b*c^3*p^2*q^2*r^2-112*b*c^3*p^2*q*r^3-80*b*c^3*p*q^3*r^2-6*b*c*q*r^6 *x-319*b*c*g^5*p*r^2-269*b*c*g^5*q*r^2-406*b*c*g^4*p^2*r^2-430*b*c*g^4*p*r^3-\ 248*b*c*g^4*q^2*r^2-306*b*c*g^4*q*r^3-268*b*c*g^3*p^3*r^2-474*b*c*g^3*p^2*r^3-\ 239*b*c*g^3*p*r^4-89*b*c*g^3*q^3*r^2-177*b*c*g^3*q^2*r^3-121*b*c*g^3*q*r^4-94*b *c*g^2*p^4*r^2-238*b*c*g^2*p^3*r^3-198*b*c*g^2*p^2*r^4-58*b*c*g^2*p*r^5-10*b*c* g^2*q^4*r^2-28*b*c*g^2*q^3*r^3-30*b*c*g^2*q^2*r^4-16*b*c*g^2*q*r^5-13*b*c*g*p^5 *r^2-43*b*c*g*p^4*r^3-51*b*c*g*p^3*r^4-1328*b*c^2*g^4*p*r^2-1108*b*c^2*g^4*q*r^ 2-1272*b*c^2*g^3*p^2*r^2-1344*b*c^2*g^3*p*r^3-782*b*c^2*g^3*q^2*r^2-952*b*c^2*g ^3*q*r^3-544*b*c^2*g^2*p^3*r^2-948*b*c^2*g^2*p^2*r^3-464*b*c^2*g^2*p*r^4-204*b* c^2*g^2*q^3*r^2-384*b*c^2*g^2*q^2*r^3-240*b*c^2*g^2*q*r^4-86*b*c^2*g*p^4*r^2-89 *b*g^5*p*q*r^2-902*b*g^5*q*r^2*x-121*b*g^4*p^2*q*r^2-89*b*g^4*p*q^2*r^2-116*b*g ^4*p*q*r^3-984*b*g^4*q^2*r^2*x-450*b*g^4*q*r^3*x-83*b*g^3*p^3*q*r^2-95*b*g^3*p^ 2*q^2*r^2-133*b*g^3*p^2*q*r^3-34*b*g^3*p*q^3*r^2-72*b*g^3*p*q^2*r^3-54*b*g^3*p* q*r^4-364*b*g^3*q^3*r^2*x-2*b*g^3*q^2*r^3*x+269*b*g^3*q*r^4*x-29*b*g^2*p^4*q*r^ 2-43*b*g^2*p^3*q^2*r^2-66*b*g^2*p^3*q*r^3-26*b*g^2*p^2*q^3*r^2-57*b*g^2*p^2*q^2 *r^3-25*b*c*g*p^2*r^5-4*b*c*g*p*r^6-2*b*c*p^4*q^2*r^2-4*b*c*p^3*q^3*r^2-4*b*c*p ^3*q^2*r^3-2*b*c*p^2*q^4*r^2-4*b*c*p^2*q^3*r^3-2*b*c*p^2*q^2*r^4+4*b*c*q^5*r^2* x-224*c^5*g*p*q*r^2-45*b*g^2*p^2*q*r^4-4*b*g^2*p*q^4*r^2-12*b*g^2*p*q^3*r^3-14* b*g^2*p*q^2*r^4-8*b*g^2*p*q*r^5-22*b*g^2*q^4*r^2*x+114*b*g^2*q^3*r^3*x+173*b*g^ 2*q^2*r^4*x+48*b*g^2*q*r^5*x-4*b*g*p^5*q*r^2-7*b*g*p^4*q^2*r^2-12*b*g*p^4*q*r^3 -6*b*g*p^3*q^3*r^2-14*b*g*p^3*q^2*r^3-12*b*g*p^3*q*r^4-2*b*g*p^2*q^4*r^2-6*b*g* p^2*q^3*r^3-7*b*g*p^2*q^2*r^4-4*b*g*p^2*q*r^5+3*b*g*p*r^6*x+4*b*g*q^5*r^2*x+20* b*g*q^4*r^3*x+22*b*g*q^3*r^4*x-6*b*g*q*r^6*x-40*c^2*g*p^3*q*r^3-16*c^2*g*p^2*q^ 3*r^2-28*c^2*g*p^2*q^2*r^3-32*c^2*g*p^2*q*r^4-4*c^2*g*p*q^4*r^2-8*c^2*g*p*q^3*r ^3-8*c^2*g*p*q^2*r^4-8*c^2*g*p*q*r^5-544*c^2*g^4*p*q*r^2-64*c^3*g*p*q^2*r^3-56* c^3*g*p*q*r^4-960*c^3*g^3*p*q*r^2-504*c^3*g^2*p^2*q*r^2-412*c^3*g^2*p*q^2*r^2-\ 520*c^3*g^2*p*q*r^3-64*c^3*g*p^3*q*r^2-80*c^3*g*p^2*q^2*r^2-112*c^3*g*p^2*q*r^3 -40*c^3*g*p*q^3*r^2-784*c^4*g^2*p*q*r^2-160*c^4*g*p^2*q*r^2-144*c^4*g*p*q^2*r^2 -160*c^4*g*p*q*r^3-182*c*g^4*p^2*q*r^2-147*c*g^4*p*q^2*r^2-194*c*g^4*p*q*r^3-\ 116*c*g^3*p^3*q*r^2-133*c*g^3*p^2*q^2*r^2-206*c*g^3*p^2*q*r^3-56*c*g^3*p*q^3*r^ 2-118*c*g^3*p*q^2*r^3-104*c*g^3*p*q*r^4-35*c*g^2*p^4*q*r^2-45*c*g^2*p^3*q^2*r^2 -86*c*g^2*p^3*q*r^3-29*c*g^2*p^2*q^3*r^2-65*c*g^2*p^2*q^2*r^3-67*c*g^2*p^2*q*r^ 4-6*c*g^2*p*q^4*r^2-480*c^2*g^3*p^2*q*r^2-384*c^2*g^3*p*q^2*r^2-504*c^2*g^3*p*q *r^3-176*c^2*g^2*p^3*q*r^2-202*c^2*g^2*p^2*q^2*r^2-308*c^2*g^2*p^2*q*r^3-88*c^2 *g^2*p*q^3*r^2-172*c^2*g^2*p*q^2*r^3-152*c^2*g^2*p*q*r^4-16*c^2*g*p^4*q*r^2-20* c^2*g*p^3*q^2*r^2-16*c*g^2*p*q^3*r^3-20*c*g^2*p*q^2*r^4-16*c*g^2*p*q*r^5-2*c*g* p^5*q*r^2-2*c*g*p^4*q^2*r^2-6*c*g*p^4*q*r^3-2*c*g*p^3*q^3*r^2-4*c*g*p^3*q^2*r^3 -6*c*g*p^3*q*r^4-c*g*p^2*q^4*r^2-2*c*g*p^2*q^3*r^3-2*c*g*p^2*q^2*r^4-2*c*g*p^2* q*r^5+10*c*g*q^4*r^3*x-3*c*g*q*r^6*x-146*c*g^5*p*q*r^2+96*a*b^4*c*q*r^2+168*a*b ^4*g*q*r^2+40*a*b^4*p*q*r^2+144*a*b^3*c*q^2*r^2-240*a*b^3*c*q*r^3+172*a*b^3*g*q ^2*r^2-72*a*b^3*g*q*r^3+28*a*b^3*p*q^2*r^2-96*a*b^3*p*q*r^3+72*a*b^2*c*q^3*r^2-\ 224*a*b^2*c*q^2*r^3-372*a*b^2*c*q*r^4+70*a*b^2*g*q^3*r^2-142*a*b^2*g*q^2*r^3-\ 292*a*b^2*g*q*r^4+6*a*b^2*p*q^3*r^2-90*a*b^2*p*q^2*r^3-114*a*b^2*p*q*r^4+12*a*b *c*q^4*r^2-60*a*b*c*q^3*r^3-132*a*b*c*q^2*r^4-72*a*b*c*q*r^5+10*a*b*g*q^4*r^2-\ 54*a*b*g*q^3*r^3-124*a*b*g*q^2*r^4-72*a*b*g*q*r^5-24*a*b*p*q^3*r^3-42*a*b*p*q^2 *r^4-24*a*b*p*q*r^5+8*b^4*c*g*q*r^2-56*b^4*c*p*q*r^2-8*b^4*g*p*q*r^2-2*b^3*g*p* q^2*r^2-108*b^3*g*p*q*r^3+72*b^3*c*g*q^2*r^2-352*b^3*c*g*q*r^3-32*b^3*c*p*q^2*r ^2-120*b^3*c*p*q*r^3+50*b^2*c*g*q^3*r^2-286*b^2*c*g*q^2*r^3-418*b^2*c*g*q*r^4-6 *b^2*c*p*q^3*r^2-66*b^2*c*p*q^2*r^3-48*b^2*c*p*q*r^4-28*a^2*g^2*q^3*r^3-44*a^2* g^2*q^2*r^4-36*a^2*g^2*q*r^5-16*a^2*g*p^5*r^2-56*a^2*g*p^4*r^3-72*a^2*g*p^3*r^4 -40*a^2*g*p^2*r^5-16*a*b^3*p^4*r^2-32*a*b^3*p^3*r^3-16*a*b^3*p^2*r^4-10*a*b^2*p ^5*r^2-30*a*b^2*p^4*r^3-30*a*b^2*p^3*r^4-10*a*b^2*p^2*r^5-112*a^2*c^4*p^2*r^2-\ 224*a^2*c^4*p*r^3-168*a^2*c^3*p^3*r^2-424*a^2*c^3*p^2*r^3-344*a^2*c^3*p*r^4-88* a^2*c^3*q*r^4-84*a^2*c^2*p^4*r^2-256*a^2*c^2*p^3*r^3-276*a^2*c^2*p^2*r^4-120*a^ 2*c^2*p*r^5-23*a*g^3*q^2*r^4-18*a*g^3*q*r^5-16*a*g^2*p^5*r^2-56*a*g^2*p^4*r^3-\ 72*a*g^2*p^3*r^4-40*a*g^2*p^2*r^5-8*a*g*p^5*r^3-12*a*g*p^4*r^4-2*a*b*p^6*r^2-8* a*b*p^5*r^3-12*a*b*p^4*r^4-8*a*b*p^3*r^5-2*a*b*p^2*r^6-32*a*c^5*p^2*r^2-64*a*c^ 5*p*r^3-64*a*c^4*p^3*r^2-160*a*c^4*p^2*r^3-128*a*c^4*p*r^4-32*a*c^4*q*r^4-48*a* c^3*p^4*r^2-144*a*c^3*p^3*r^3-152*a*c^3*p^2*r^4-64*a*c^3*p*r^5-8*a*c^3*q^2*r^4-\ 16*a*c^3*q*r^5-16*a*c^2*p^5*r^2-56*a*c^2*p^4*r^3-72*a*c^2*p^3*r^4-40*a*c^2*p^2* r^5-8*a*c^2*p*r^6-2*a*c*p^6*r^2-8*a*c*p^5*r^3-12*a*c*p^4*r^4-8*a*c*p^3*r^5-2*a* c*p^2*r^6-75*a^2*g^2*p^4*r^2-222*a^2*g^2*p^3*r^3-231*a^2*g^2*p^2*r^4-96*a^2*g^2 *p*r^5-8*a^2*g^2*q^4*r^2-12*b^3*g*p^4*r^2-24*b^3*g*p^3*r^3-12*b^3*g*p^2*r^4-896 *b^3*c^4*p*r^2-40*a*g^5*p^2*r^2-52*a*g^5*p*r^3-41*a*g^5*q^2*r^2-49*a*g^5*q*r^3-\ 46*a*g^4*p^3*r^2-102*a*g^4*p^2*r^3-72*a*g^4*p*r^4-24*a*g^4*q^3*r^2-51*a*g^4*q^2 *r^3-43*a*g^4*q*r^4-38*a*g^3*p^4*r^2-112*a*g^3*p^3*r^3-116*a*g^3*p^2*r^4-48*a*g ^3*p*r^5-5*a*g^3*q^4*r^2-16*a*g^3*q^3*r^3-192*b*c^5*p*r^3-192*b*c^5*q^2*r^2-192 *b*c^5*q*r^3-64*b*c^4*p^3*r^2-96*b*c^4*p^2*r^3-32*b*c^4*p*r^4-64*b*c^4*q^3*r^2-\ 96*b*c^4*q^2*r^3-32*b*c^4*q*r^4-8*b*c^3*p^4*r^2-16*b*c^3*p^3*r^3-8*b*c^3*p^2*r^ 4-800*b^2*c^5*p*r^2-672*b^2*c^5*q*r^2-528*b^2*c^4*p^2*r^2-480*b^2*c^4*p*r^3-336 *b^2*c^4*q^2*r^2-352*b^2*c^4*q*r^3-152*b^2*c^3*p^3*r^2-216*b^2*c^3*p^2*r^3-64*b ^2*c^3*p*r^4-56*b^2*c^3*q^3*r^2-88*b^2*c^3*q^2*r^3-32*b^2*c^3*q*r^4-16*b^2*c^2* p^4*r^2-32*b^2*c^2*p^3*r^3-16*b^2*c^2*p^2*r^4-117*b^2*g^4*p^2*r^2-112*b^2*g^4*p *r^3-81*b^2*g^3*p^3*r^2-131*b^2*g^3*p^2*r^3-55*b^2*g^3*p*r^4-576*b^3*c^4*q*r^2-\ 496*b^3*c^3*p^2*r^2-384*b^3*c^3*p*r^3-144*b^3*c^3*q^2*r^2-160*b^3*c^3*q*r^3-112 *b^3*c^2*p^3*r^2-144*b^3*c^2*p^2*r^3-32*b^3*c^2*p*r^4-8*b^3*c*p^4*r^2-16*b^3*c* p^3*r^3-8*b^3*c*p^2*r^4-130*b^3*g^3*p^2*r^2-104*b^3*g^3*p*r^3-64*b^3*g^2*p^3*r^ 2-88*b^3*g^2*p^2*r^3-24*b^3*g^2*p*r^4-8*b*c^3*q^4*r^2-16*b*c^3*q^3*r^3-8*b*c^3* q^2*r^4-47*b*g^5*p^2*r^2-50*b*g^5*p*r^3-42*b*g^4*p^3*r^2-76*b*g^4*p^2*r^3-40*b* g^4*p*r^4-30*b^2*g^2*p^4*r^2-70*b^2*g^2*p^3*r^3-50*b^2*g^2*p^2*r^4-10*b^2*g^2*p *r^5-5*b^2*g*p^5*r^2-15*b^2*g*p^4*r^3-15*b^2*g*p^3*r^4-5*b^2*g*p^2*r^5-256*b*c^ 6*p*r^2-256*b*c^6*q*r^2-192*b*c^5*p^2*r^2-200*c^3*g^2*p^3*r^2-392*c^3*g^2*p^2*r ^3-236*c^3*g^2*p*r^4-84*c^3*g^2*q^3*r^2-148*c^3*g^2*q^2*r^3-108*c^3*g^2*q*r^4-\ 28*c^3*g*p^4*r^2-80*c^3*g*p^3*r^3-80*c^3*g*p^2*r^4-32*c^3*g*p*r^5-4*c^3*g*q^4*r ^2-8*c^3*g*q^3*r^3-8*c^3*g*q^2*r^4-8*c^3*g*q*r^5-128*c^6*g*p*r^2-128*c^6*g*q*r^ 2-528*c^5*g^2*p*r^2-496*c^5*g^2*q*r^2-112*c^5*g*p^2*r^2-128*c^5*g*p*r^3-96*c^5* g*q^2*r^2-96*c^5*g*q*r^3-800*c^4*g^3*p*r^2-736*c^4*g^3*q*r^2-416*c^4*g^2*p^2*r^ 2-480*c^4*g^2*p*r^3-312*c^4*g^2*q^2*r^2-24*b*g^3*p^4*r^2-62*b*g^3*p^3*r^3-53*b* g^3*p^2*r^4-16*b*g^3*p*r^5-8*b*g^2*p^5*r^2-26*b*g^2*p^4*r^3-30*b*g^2*p^3*r^4-14 *b*g^2*p^2*r^5-b*g*p^6*r^2-4*b*g*p^5*r^3-6*b*g*p^4*r^4-4*b*g*p^3*r^5-b*g*p^2*r^ 6-240*c^2*g^5*p*r^2-224*c^2*g^5*q*r^2-284*c^2*g^4*p^2*r^2-328*c^2*g^4*p*r^3-210 *c^2*g^4*q^2*r^2-252*c^2*g^4*q*r^3-184*c^2*g^3*p^3*r^2-360*c^2*g^3*p^2*r^3-216* c^2*g^3*p*r^4-76*c^2*g^3*q^3*r^2-144*c^2*g^3*q^2*r^3-108*c^2*g^3*q*r^4-66*c^2*g ^2*p^4*r^2-184*c^2*g^2*p^3*r^3-178*c^2*g^2*p^2*r^4-68*c^2*g^2*p*r^5-8*c^2*g^2*q ^4*r^2-20*c^2*g^2*q^3*r^3-24*c^2*g^2*q^2*r^4-20*c^2*g^2*q*r^5-8*c^2*g*p^5*r^2-\ 28*c^2*g*p^4*r^3-36*c^2*g*p^3*r^4-20*c^2*g*p^2*r^5-4*c^2*g*p*r^6-352*c^4*g^2*q* r^3-64*c^4*g*p^3*r^2-128*c^4*g*p^2*r^3-80*c^4*g*p*r^4-32*c^4*g*q^3*r^2-48*c^4*g *q^2*r^3-32*c^4*g*q*r^4-600*c^3*g^4*p*r^2-552*c^3*g^4*q*r^2-512*c^3*g^3*p^2*r^2 -592*c^3*g^3*p*r^3-372*c^3*g^3*q^2*r^2-440*c^3*g^3*q*r^3-49*c*g^6*p*r^2-73*c*g^ 5*p^2*r^2-84*c*g^5*p*r^3-57*c*g^5*q^2*r^2-68*c*g^5*q*r^3-66*c*g^4*p^3*r^2-130*c *g^4*p^2*r^3-79*c*g^4*p*r^4-29*c*g^4*q^3*r^2-57*c*g^4*q^2*r^3-43*c*g^4*q*r^4-40 *c*g^3*p^4*r^2-24*g^3*p^2*q*r^4-2*g^3*p*q^4*r^2-6*g^3*p*q^3*r^3-8*g^3*p*q^2*r^4 -6*g^3*p*q*r^5+22*g^3*p*r^5*x-18*g^3*q^4*r^2*x+27*g^3*q^3*r^3*x+59*g^3*q^2*r^4* x+24*g^3*q*r^5*x-3*g^2*p^5*q*r^2-4*g^2*p^4*q^2*r^2-9*g^2*p^4*q*r^3-3*g^2*p^3*q^ 3*r^2-8*g^2*p^3*q^2*r^3-9*g^2*p^3*q*r^4-g^2*p^2*q^4*r^2-3*g^2*p^2*q^3*r^3-4*g^2 *p^2*q^2*r^4-3*g^2*p^2*q*r^5+2*g^2*q^5*r^2*x+10*g^2*q^4*r^3*x+11*g^2*q^3*r^4*x-\ 148*g^6*q*r^2*x-24*g^5*p^2*q*r^2-112*c*g^3*p^3*r^3-109*c*g^3*p^2*r^4-42*c*g^3*p *r^5-5*c*g^3*q^4*r^2-14*c*g^3*q^3*r^3-18*c*g^3*q^2*r^4-14*c*g^3*q*r^5-13*c*g^2* p^5*r^2-45*c*g^2*p^4*r^3-57*c*g^2*p^3*r^4-31*c*g^2*p^2*r^5-c*g*p^6*r^2-4*c*g*p^ 5*r^3-6*c*g*p^4*r^4-4*c*g*p^3*r^5-c*g*p^2*r^6-20*g^5*p*q^2*r^2-26*g^5*p*q*r^3-\ 218*g^5*q^2*r^2*x-120*g^5*q*r^3*x-22*g^4*p^3*q*r^2-26*g^4*p^2*q^2*r^2-40*g^4*p^ 2*q*r^3-11*g^4*p*q^3*r^2-24*g^4*p*q^2*r^3-21*g^4*p*q*r^4-122*g^4*q^3*r^2*x-47*g ^4*q^2*r^3*x+43*g^4*q*r^4*x-12*g^3*p^4*q*r^2-16*g^3*p^3*q^2*r^2-30*g^3*p^3*q*r^ 3-10*g^3*p^2*q^3*r^2-24*g^3*p^2*q^2*r^3-36*a*b^2*q^3*r^3-60*a*b^2*q^2*r^4-24*a* b^2*q*r^5-6*a*b*p*r^6-6*a*b*q^4*r^3-12*a*b*q^3*r^4-6*a*b*q^2*r^5+176*a^2*b^4*q* r^2+152*a^2*b^3*q^2*r^2+32*a^2*b^3*q*r^3+52*a^2*b^2*q^3*r^2-52*a^2*b^2*q^2*r^3-\ 156*a^2*b^2*q*r^4+6*a^2*b*q^4*r^2-24*a^2*b*q^3*r^3-66*a^2*b*q^2*r^4-48*a^2*b*q* r^5-3*a*g*q^4*r^3-6*a*g*q^3*r^4-3*a*g*q^2*r^5-64*a*b^4*q*r^3-72*a*b^3*p*r^4-76* a*b^3*q^2*r^3-96*a*b^3*q*r^4-30*a*b^2*p*r^5-80*b^4*c^2*q*r^2-64*b^4*c*q*r^3+40* b^4*g^2*q*r^2-8*b^3*c^2*q^2*r^2-272*b^3*c^2*q*r^3-48*b^3*c*p*r^4-76*b^3*c*q^2*r ^3-96*b^3*c*q*r^4+174*b^3*g^3*q*r^2+50*b^3*g^2*q^2*r^2-92*b^3*g^2*q*r^3-60*b^3* g*p*r^4-6*b*c*q^4*r^3-12*b*c*q^3*r^4-6*b*c*q^2*r^5+110*b*g^5*q*r^2+115*b*g^4*q^ 2*r^2+49*b*g^4*q*r^3+40*b*g^3*q^3*r^2-31*b*g^3*q^2*r^3-96*b*g^3*q*r^4+20*b^2*c^ 2*q^3*r^2-172*b^2*c^2*q^2*r^3-216*b^2*c^2*q*r^4-36*b^2*c*q^3*r^3-60*b^2*c*q^2*r ^4-24*b^2*c*q*r^5+221*b^2*g^4*q*r^2+145*b^2*g^3*q^2*r^2+4*b^2*g^3*q*r^3+24*b^2* g^2*q^3*r^2-102*b^2*g^2*q^2*r^3-169*b^2*g^2*q*r^4-15*b^2*g*p*r^5-73*b*g^2*q^2*r ^4-36*b*g^2*q*r^5-3*b*g*p*r^6-36*b*c^2*q^3*r^3-66*b*c^2*q^2*r^4-24*b*c^2*q*r^5-\ 12*b*c*p*q^2*r^4-78*b^2*g*p*q^2*r^3-81*b^2*g*p*q*r^4-18*b*g*p*q^3*r^3-27*b*g*p* q^2*r^4-12*b*g*p*q*r^5+10*b*c*g*q^4*r^2-78*b*c*g*q^3*r^3-154*b*c*g*q^2*r^4-72*b *c*g*q*r^5-12*b*c*p*q^3*r^3+960*a*b^5*p*q*x+2256*a*b^3*c*q^3*x+2880*a*b^4*c*q^2 *x+1632*a*b^4*g*q^2*x+1536*a*b^4*p*q^2*x+1728*a*b^5*c*q*x+672*a*b^5*g*q*x+372*a *b^2*p*q^4*x+840*a*b^2*c*q^4*x+576*a*b^2*g*q^4*x+1464*a*b^3*g*q^3*x+1104*a*b^3* p*q^3*x+84*a*b*g*q^5*x+120*a*b*c*q^5*x+48*a*b*p*q^5*x+192*b^5*c*p*q*x+576*b^5*g *p*q*x+1968*b^4*c*g*q^2*x+624*b^4*c*p*q^2*x+1080*b^4*g*p*q^2*x+1056*b^5*c*g*q*x +888*b^3*g*p*q^3*x+1608*b^3*c*g*q^3*x+672*b^3*c*p*q^3*x+336*b^2*g*p*q^4*x+600*b ^2*c*g*q^4*x+300*b^2*c*p*q^4*x+48*b*c*p*q^5*x+84*b*c*g*q^5*x+48*b*g*p*q^5*x-740 *b*c*g^4*p*q*r^2-160*a^5*c*g^2*r^2*x^2-208*a^5*c*g*r^3*x^2+18*a*c*g*r^6*x-904*b ^4*g^3*p*r*x-576*b^4*g^3*q*r*x-400*b^4*g^2*q^2*r*x-1680*b^4*c*g^3*r*x-320*a^5*c ^2*g*r^2*x^2-240*a^5*b*g*r^3*x^2-384*a^5*b*c*r^3*x^2-576*a^5*b*c^2*r^2*x^2-320* a^5*b^2*c*r^2*x^2-16*a^6*g*q*r^2*x^2-32*a^6*c*g*r^2*x^2-32*a^6*b*q*r^2*x^2-64*a ^6*b*c*r^2*x^2-672*a*g*b^2*c*q^3-720*p*a*b^2*c*q^3+70*b^2*c*q^4*r*x-2120*b^3*c* g^4*r*x-768*b^3*c^2*q^3*r*x-1152*a^3*b^2*c*r^4*x^2-6208*a^3*b^2*c^3*r^2*x^2-\ 1184*a^3*b^3*g*r^3*x^2-2304*a^3*b^3*c*r^3*x^2-3456*a^3*b^3*c^2*r^2*x^2-640*a^3* b^4*c*r^2*x^2-164*a^4*g^3*q*r^2*x^2-328*a^4*c*g^3*r^2*x^2-832*a^4*c*g^2*r^3*x^2 -216*a^4*c*g*r^4*x^2-1264*a^4*c^2*g^2*r^2*x^2-1088*a^4*c^2*g*r^3*x^2-1376*a^4*c ^3*g*r^2*x^2-656*a^4*b*g^2*r^3*x^2-296*a^4*b*g*r^4*x^2-384*a^4*b*c*r^4*x^2-2176 *a^4*b*c^3*r^2*x^2-1792*a^4*b*c^2*r^3*x^2-816*a^4*b^2*g*r^3*x^2-2304*a^4*b^2*c^ 2*r^2*x^2-1536*a^4*b^2*c*r^3*x^2-640*a^4*b^3*c*r^2*x^2-80*a^5*g^2*q*r^2*x^2+126 *b^2*g*q^4*r*x-3216*a^2*c^4*g*r^3*x^2-2752*a^2*c^5*g*r^2*x^2-636*a^2*b*g^3*r^4* x^2-132*a^2*b*g^2*r^5*x^2-624*a^2*b*g^4*r^3*x^2-1632*a^2*b*c^3*r^4*x^2-192*a^2* b*c^2*r^5*x^2-4320*a^2*b*c^4*r^3*x^2-3648*a^2*b*c^5*r^2*x^2-1432*a^2*b^2*g^3*r^ 3*x^2-1080*a^2*b^2*g^2*r^4*x^2-144*a^2*b^2*g*r^5*x^2-192*a^2*b^2*c*r^5*x^2-7552 *a^2*b^2*c^3*r^3*x^2-2304*a^2*b^2*c^2*r^4*x^2-7424*a^2*b^2*c^4*r^2*x^2-1568*a^2 *b^3*g^2*r^3*x^2-768*a^2*b^3*g*r^4*x^2-1152*a^2*b^3*c*r^4*x^2-6208*a^2*b^3*c^3* r^2*x^2-5216*a^2*b^3*c^2*r^3*x^2-816*a^2*b^4*g*r^3*x^2-2304*a^2*b^4*c^2*r^2*x^2 -1536*a^2*b^4*c*r^3*x^2-320*a^2*b^5*c*r^2*x^2-176*a^3*g^4*q*r^2*x^2-352*a^3*c*g ^4*r^2*x^2-1312*a^3*c*g^3*r^3*x^2-676*a^3*c*g^2*r^4*x^2-56*a^3*c*g*r^5*x^2-1968 *a^3*c^2*g^3*r^2*x^2-3136*a^3*c^2*g^2*r^3*x^2-776*a^3*c^2*g*r^4*x^2-3792*a^3*c^ 3*g^2*r^2*x^2-2736*a^3*c^3*g*r^3*x^2-2816*a^3*c^4*g*r^2*x^2-880*a^3*b*g^3*r^3*x ^2-640*a^3*b*g^2*r^4*x^2-80*a^3*b*g*r^5*x^2-96*a^3*b*c*r^5*x^2-1200*a^3*b*c^2*r ^4*x^2-4032*a^3*b*c^4*r^2*x^2-4032*a^3*b*c^3*r^3*x^2-768*a^3*b^2*g*r^4*x^2-1568 *a^3*b^2*g^2*r^3*x^2-5216*a^3*b^2*c^2*r^3*x^2-1568*a*c^5*g*r^3*x^2-1152*a*c^6*g *r^2*x^2-224*a*b*g^5*r^3*x^2-296*a*b*g^4*r^4*x^2-88*a*b*g^3*r^5*x^2-128*a*b*c^3 *r^5*x^2-864*a*b*c^4*r^4*x^2-1408*a*b*c^6*r^2*x^2-1920*a*b*c^5*r^3*x^2-624*a*b^ 2*g^4*r^3*x^2-636*a*b^2*g^3*r^4*x^2-132*a*b^2*g^2*r^5*x^2-1632*a*b^2*c^3*r^4*x^ 2-192*a*b^2*c^2*r^5*x^2-4320*a*b^2*c^4*r^3*x^2-3648*a*b^2*c^5*r^2*x^2-880*a*b^3 *g^3*r^3*x^2-640*a*b^3*g^2*r^4*x^2-80*a*b^3*g*r^5*x^2-1200*a*b^3*c^2*r^4*x^2-96 *a*b^3*c*r^5*x^2-4032*a*b^3*c^3*r^3*x^2-4032*a*b^3*c^4*r^2*x^2-656*a*b^4*g^2*r^ 3*x^2-296*a*b^4*g*r^4*x^2-1792*a*b^4*c^2*r^3*x^2-384*a*b^4*c*r^4*x^2-2176*a*b^4 *c^3*r^2*x^2-240*a*b^5*g*r^3*x^2-384*a*b^5*c*r^3*x^2-576*a*b^5*c^2*r^2*x^2-32*a *b^6*p*r^2*x^2-64*a*b^6*c*r^2*x^2-104*a^2*g^5*q*r^2*x^2-208*a^2*c*g^5*r^2*x^2-\ 1018*a^2*c*g^4*r^3*x^2-786*a^2*c*g^3*r^4*x^2-132*a^2*c*g^2*r^5*x^2-1508*a^2*c^2 *g^4*r^2*x^2-3484*a^2*c^2*g^3*r^3*x^2-1580*a^2*c^2*g^2*r^4*x^2-136*a^2*c^2*g*r^ 5*x^2-4112*a^2*c^3*g^3*r^2*x^2-5192*a^2*c^3*g^2*r^3*x^2-1192*a^2*c^3*g*r^4*x^2-\ 5120*a^2*c^4*g^2*r^2*x^2-5192*b^2*c^3*g^2*r^3*x^2-1192*b^2*c^3*g*r^4*x^2-5120*b ^2*c^4*g^2*r^2*x^2-3216*b^2*c^4*g*r^3*x^2-2752*b^2*c^5*g*r^2*x^2-176*b^3*g^4*p* r^2*x^2-56*b^3*c*g*r^5*x^2-352*b^3*c*g^4*r^2*x^2-1312*b^3*c*g^3*r^3*x^2-676*b^3 *c*g^2*r^4*x^2-776*b^3*c^2*g*r^4*x^2-1968*b^3*c^2*g^3*r^2*x^2-3136*b^3*c^2*g^2* r^3*x^2-3792*b^3*c^3*g^2*r^2*x^2-2736*b^3*c^3*g*r^3*x^2-2816*b^3*c^4*g*r^2*x^2-\ 164*b^4*g^3*p*r^2*x^2-216*b^4*c*g*r^4*x^2-328*b^4*c*g^3*r^2*x^2-832*b^4*c*g^2*r ^3*x^2-1264*b^4*c^2*g^2*r^2*x^2-1088*b^4*c^2*g*r^3*x^2-1376*b^4*c^3*g*r^2*x^2-\ 80*b^5*g^2*p*r^2*x^2-160*b^5*c*g^2*r^2*x^2-208*b^5*c*g*r^3*x^2-320*b^5*c^2*g*r^ 2*x^2-16*b^6*g*p*r^2*x^2-32*b^6*c*g*r^2*x^2-388*a*c*g^5*r^3*x^2-402*a*c*g^4*r^4 *x^2-102*a*c*g^3*r^5*x^2-64*a*c*g^6*r^2*x^2-568*a*c^2*g^5*r^2*x^2-1720*a*c^2*g^ 4*r^3*x^2-1136*a*c^2*g^3*r^4*x^2-172*a*c^2*g^2*r^5*x^2-1992*a*c^3*g^4*r^2*x^2-\ 3592*a*c^3*g^3*r^3*x^2-1408*a*c^3*g^2*r^4*x^2-104*a*c^3*g*r^5*x^2-3632*a*c^4*g^ 2*r^3*x^2-704*a*c^4*g*r^4*x^2-3456*a*c^4*g^3*r^2*x^2-3008*a*c^5*g^2*r^2*x^2+512 *a^5*b^2*c*r^2*x+32*a^6*g*q*r^2*x+64*a^6*c*g*r^2*x+64*a^6*b*q*r^2*x+128*a^6*b*c *r^2*x-402*b*c*g^4*r^4*x^2-102*b*c*g^3*r^5*x^2-64*b*c*g^6*r^2*x^2-388*b*c*g^5*r ^3*x^2-568*b*c^2*g^5*r^2*x^2-1720*b*c^2*g^4*r^3*x^2-1136*b*c^2*g^3*r^4*x^2-172* b*c^2*g^2*r^5*x^2-1992*b*c^3*g^4*r^2*x^2-3592*b*c^3*g^3*r^3*x^2-1408*b*c^3*g^2* r^4*x^2-104*b*c^3*g*r^5*x^2-3456*b*c^4*g^3*r^2*x^2-3632*b*c^4*g^2*r^3*x^2-704*b *c^4*g*r^4*x^2-3008*b*c^5*g^2*r^2*x^2-1568*b*c^5*g*r^3*x^2-1152*b*c^6*g*r^2*x^2 -104*b^2*g^5*p*r^2*x^2-208*b^2*c*g^5*r^2*x^2-1018*b^2*c*g^4*r^3*x^2-786*b^2*c*g ^3*r^4*x^2-132*b^2*c*g^2*r^5*x^2-1508*b^2*c^2*g^4*r^2*x^2-3484*b^2*c^2*g^3*r^3* x^2-1580*b^2*c^2*g^2*r^4*x^2-136*b^2*c^2*g*r^5*x^2-4112*b^2*c^3*g^3*r^2*x^2+736 *a^4*b*c*r^4*x+2560*a^4*b*c^3*r^2*x+2528*a^4*b*c^2*r^3*x+1056*a^4*b^2*g*r^3*x+ 2112*a^4*b^2*c*r^3*x+2944*a^4*b^2*c^2*r^2*x+768*a^4*b^3*c*r^2*x+128*a^5*g^2*q*r ^2*x+256*a^5*c*g^2*r^2*x+352*a^5*c*g*r^3*x+448*a^5*c^2*g*r^2*x+384*a^5*b*g*r^3* x+896*a^5*b*c^2*r^2*x+672*a^5*b*c*r^3*x+5952*a^3*b^2*c^2*r^3*x+1184*a^3*b^3*g*r ^3*x+2304*a^3*b^3*c*r^3*x+3456*a^3*b^3*c^2*r^2*x+512*a^3*b^4*c*r^2*x+216*a^4*g^ 3*q*r^2*x+464*a^4*c*g*r^4*x+432*a^4*c*g^3*r^2*x+1152*a^4*c*g^2*r^3*x+1504*a^4*c ^2*g^2*r^2*x+1408*a^4*c^2*g*r^3*x+1280*a^4*c^3*g*r^2*x+864*a^4*b*g^2*r^3*x+528* a^4*b*g*r^4*x+212*a^3*c*g*r^5*x+2080*a^3*c^2*g^3*r^2*x+3568*a^3*c^2*g^2*r^3*x+ 1256*a^3*c^2*g*r^4*x+3520*a^3*c^3*g^2*r^2*x+2688*a^3*c^3*g*r^3*x+1920*a^3*c^4*g *r^2*x+188*a^3*b*g*r^5*x+1000*a^3*b*g^3*r^3*x+892*a^3*b*g^2*r^4*x+248*a^3*b*c*r ^5*x+1792*a^3*b*c^2*r^4*x+3840*a^3*b*c^4*r^2*x+4576*a^3*b*c^3*r^3*x+1728*a^3*b^ 2*g^2*r^3*x+960*a^3*b^2*g*r^4*x+1488*a^3*b^2*c*r^4*x+6656*a^3*b^2*c^3*r^2*x+ 1408*a^2*b^3*g^2*r^3*x+576*a^2*b^3*g*r^4*x+816*a^2*b^3*c*r^4*x+5760*a^2*b^3*c^3 *r^2*x+4480*a^2*b^3*c^2*r^3*x+576*a^2*b^4*g*r^3*x+960*a^2*b^4*c*r^3*x+1664*a^2* b^4*c^2*r^2*x+128*a^2*b^5*c*r^2*x+64*a^2*b^5*p*r^2*x+200*a^3*g^4*q*r^2*x+400*a^ 3*c*g^4*r^2*x+1548*a^3*c*g^3*r^3*x+1088*a^3*c*g^2*r^4*x-480*a^5*b*c*g*r^2*x^2-\ 512*b^3*g*p*q^3*r*x-1312*a^4*b*c*g^2*r^2*x^2-2368*a^4*b*c*g*r^3*x^2-3552*a^4*b* c^2*g*r^2*x^2-1632*a^4*b^2*c*g*r^2*x^2-5032*a*b^3*c*g^2*r^3*x^2-1848*a*b^3*c*g* r^4*x^2-8368*a*b^3*c^2*g*r^3*x^2-7504*a*b^3*c^2*g^2*r^2*x^2-9984*a*b^3*c^3*g*r^ 2*x^2-1312*a*b^4*c*g^2*r^2*x^2-2368*a*b^4*c*g*r^3*x^2-3552*a*b^4*c^2*g*r^2*x^2-\ 480*a*b^5*c*g*r^2*x^2-336*a^2*b*c*g*r^5*x^2-1248*a^2*b*c*g^4*r^2*x^2-4896*a^2*b *c*g^3*r^3*x^2-2868*a^2*b*c*g^2*r^4*x^2-7248*a^2*b*c^2*g^3*r^2*x^2-12672*a^2*b* c^2*g^2*r^3*x^2-3960*a^2*b*c^2*g*r^4*x^2-14928*a^2*b*c^3*g^2*r^2*x^2-12912*a^2* b*c^3*g*r^3*x^2-12672*a^2*b*c^4*g*r^2*x^2-2864*a^2*b^2*c*g^3*r^2*x^2-8400*a^2*b ^2*c*g^2*r^3*x^2-3264*a^2*b^2*c*g*r^4*x^2-12480*a^2*b^2*c^2*g^2*r^2*x^2-14560*a ^2*b^2*c^2*g*r^3*x^2-17216*a^2*b^2*c^3*g*r^2*x^2-3136*a^2*b^3*c*g^2*r^2*x^2-\ 6064*a^2*b^3*c*g*r^3*x^2-9056*a^2*b^3*c^2*g*r^2*x^2-1632*a^2*b^4*c*g*r^2*x^2-\ 1760*a^3*b*c*g^3*r^2*x^2-5032*a^3*b*c*g^2*r^3*x^2-1848*a^3*b*c*g*r^4*x^2-7504*a ^3*b*c^2*g^2*r^2*x^2-8368*a^3*b*c^2*g*r^3*x^2-9984*a^3*b*c^3*g*r^2*x^2-3136*a^3 *b^2*c*g^2*r^2*x^2-6064*a^3*b^2*c*g*r^3*x^2-9056*a^3*b^2*c^2*g*r^2*x^2-2368*a^3 *b^3*c*g*r^2*x^2+768*a^5*b*c*g*r^2*x-1812*a*b*c*g^3*r^4*x^2-336*a*b*c*g^2*r^5*x ^2-448*a*b*c*g^5*r^2*x^2-2236*a*b*c*g^4*r^3*x^2-7848*a*b*c^2*g^3*r^3*x^2-3816*a *b*c^2*g^2*r^4*x^2-384*a*b*c^2*g*r^5*x^2-3288*a*b*c^2*g^4*r^2*x^2-12208*a*b*c^3 *g^2*r^3*x^2-3184*a*b*c^3*g*r^4*x^2-9152*a*b*c^3*g^3*r^2*x^2-11840*a*b*c^4*g^2* r^2*x^2-8288*a*b*c^4*g*r^3*x^2-6912*a*b*c^5*g*r^2*x^2-2868*a*b^2*c*g^2*r^4*x^2-\ 336*a*b^2*c*g*r^5*x^2-1248*a*b^2*c*g^4*r^2*x^2-4896*a*b^2*c*g^3*r^3*x^2-12672*a *b^2*c^2*g^2*r^3*x^2-3960*a*b^2*c^2*g*r^4*x^2-7248*a*b^2*c^2*g^3*r^2*x^2-12912* a*b^2*c^3*g*r^3*x^2-14928*a*b^2*c^3*g^2*r^2*x^2-12672*a*b^2*c^4*g*r^2*x^2-1760* a*b^3*c*g^3*r^2*x^2+2368*a^3*b^3*c*g*r^2*x+1728*a^4*b*c*g^2*r^2*x+3296*a^4*b*c* g*r^3*x+4480*a^4*b*c^2*g*r^2*x+2112*a^4*b^2*c*g*r^2*x+2000*a^3*b*c*g^3*r^2*x+ 5896*a^3*b*c*g^2*r^3*x+2664*a^3*b*c*g*r^4*x+8224*a^3*b*c^2*g^2*r^2*x+9760*a^3*b *c^2*g*r^3*x+10368*a^3*b*c^3*g*r^2*x+3456*a^3*b^2*c*g^2*r^2*x+6848*a^3*b^2*c*g* r^3*x+9856*a^3*b^2*c^2*g*r^2*x+8256*a^2*b^3*c^2*g*r^2*x+1152*a^2*b^4*c*g*r^2*x+ 2864*a^2*b^2*c*g^3*r^2*x+8400*a^2*b^2*c*g^2*r^3*x+3264*a^2*b^2*c*g*r^4*x+12480* a^2*b^2*c^2*g^2*r^2*x+14560*a^2*b^2*c^2*g*r^3*x+17216*a^2*b^2*c^3*g*r^2*x+2816* a^2*b^3*c*g^2*r^2*x+5280*a^2*b^3*c*g*r^3*x+1296*a^2*b*c*g^4*r^2*x+5148*a^2*b*c* g^3*r^3*x+3336*a^2*b*c*g^2*r^4*x+540*a^2*b*c*g*r^5*x+7376*a^2*b*c^2*g^3*r^2*x+ 13232*a^2*b*c^2*g^2*r^3*x+4632*a^2*b*c^2*g*r^4*x+14752*a^2*b*c^3*g^2*r^2*x+ 13184*a^2*b*c^3*g*r^3*x+11968*a^2*b*c^4*g*r^2*x+6784*a*b^3*c^2*g^2*r^2*x+6976*a *b^3*c^2*g*r^3*x+9600*a*b^3*c^3*g*r^2*x+1440*a*b^4*c*g*r^3*x+896*a*b^4*c*g^2*r^ 2*x+2624*a*b^4*c^2*g*r^2*x+96*a*b^5*g*p*r^2*x+192*a*b^5*c*g*r^2*x+192*a*b^5*c*p *r^2*x-3*c*g*q^4*r^3-6*c*g*q^3*r^4-3*c*g*q^2*r^5+4*b*g^2*q^4*r^2-36*b*g^2*q^3*r ^3+96*a*b^4*q*r^2+180*a*b^3*q^2*r^2+100*a*b^2*q^3*r^2+18*a*b*q^4*r^2-34*a*b*q*r ^5+224*b^4*c*q*r^2+160*b^4*g*q*r^2+260*b^3*c*q^2*r^2+220*b^3*g*q^2*r^2+276*b^3* g*q*r^3+116*b^2*c*q^3*r^2+108*b^2*g*q^3*r^2+146*b^2*g*q^2*r^3-18*b^2*g*q*r^4+18 *b*c*q^4*r^2-18*b*c*q*r^5+18*b*g*q^4*r^2+24*b*g*q^3*r^3-18*b*g*q^2*r^4-26*b*g*q *r^5-368*c^2*g*b^2*q^3-352*p*c^2*b^2*q^3-912*b^2*c*g^3*q^2-1252*b^2*c*g^4*q-592 *b^2*c^2*a*q^3-176*a*b^4*g^2*q-368*a*b^4*p^2*q+100*a*b^2*p*q^3+180*b^2*g*a*q^3-\ 224*a*b^5*g*p-1216*a*b^4*c^2*q-536*b^3*a*g^3*q-368*b^3*a*p^2*q^2-288*b^3*a*g^2* q^2-1312*b^3*a*c^2*q^2-36*a^2*g^3*r^5*x^2-32*a^2*c^3*r^5*x^2-240*a^2*c^4*r^4*x^ 2-448*a^2*c^6*r^2*x^2-576*a^2*c^5*r^3*x^2-192*a^2*b^4*r^4*x^2-48*a^2*b^3*r^5*x^ 2-160*a^2*b^5*r^3*x^2-176*a^3*g^4*r^3*x^2-164*a^3*g^3*r^4*x^2-28*a^3*g^2*r^5*x^ 2-192*a^3*c^3*r^4*x^2-16*a^3*c^2*r^5*x^2-576*a^3*c^5*r^2*x^2-608*a^3*c^4*r^3*x^ 2-48*a^3*b^2*r^5*x^2-320*a^3*b^4*r^3*x^2-288*a^3*b^3*r^4*x^2-164*a^4*g^3*r^3*x^ 2-100*a^4*g^2*r^4*x^2-8*a^4*g*r^5*x^2-256*a^4*c^3*r^3*x^2-48*a^4*c^2*r^4*x^2-\ 320*a^4*c^4*r^2*x^2-192*a^4*b^2*r^4*x^2-16*a^4*b*r^5*x^2-320*a^4*b^3*r^3*x^2-80 *a^5*g^2*r^3*x^2-24*a^5*g*r^4*x^2-64*a^5*c^3*r^2*x^2-32*a^5*c^2*r^3*x^2-48*a^5* b*r^4*x^2-160*a^5*b^2*r^3*x^2-16*a^6*g*r^3*x^2-32*a^6*b*r^3*x^2-800*c^4*g^4*r^2 *x^2-1184*c^4*g^3*r^3*x^2-368*c^4*g^2*r^4*x^2-16*c^4*g*r^5*x^2-960*c^5*g^3*r^2* x^2-800*c^5*g^2*r^3*x^2-96*c^5*g*r^4*x^2-576*c^6*g^2*r^2*x^2-192*c^6*g*r^3*x^2-\ 128*c^7*g*r^2*x^2-52*b*g^5*r^4*x^2-16*b*c^4*r^5*x^2-192*b*c^6*r^3*x^2-96*b*c^5* r^4*x^2-128*b*c^7*r^2*x^2-104*b^2*g^5*r^3*x^2-132*b^2*g^4*r^4*x^2-36*b^2*g^3*r^ 5*x^2-240*b^2*c^4*r^4*x^2-32*b^2*c^3*r^5*x^2-448*b^2*c^6*r^2*x^2-576*b^2*c^5*r^ 3*x^2-176*b^3*g^4*r^3*x^2-164*b^3*g^3*r^4*x^2-28*b^3*g^2*r^5*x^2-192*b^3*c^3*r^ 4*x^2-16*b^3*c^2*r^5*x^2-576*b^3*c^5*r^2*x^2-608*b^3*c^4*r^3*x^2-100*b^4*g^2*r^ 4*x^2-8*b^4*g*r^5*x^2-164*b^4*g^3*r^3*x^2-256*b^4*c^3*r^3*x^2-48*b^4*c^2*r^4*x^ 2-320*b^4*c^4*r^2*x^2-80*b^5*g^2*r^3*x^2-24*b^5*g*r^4*x^2-32*b^5*c^2*r^3*x^2-64 *b^5*c^3*r^2*x^2-16*b^6*g*r^3*x^2-52*a*g^5*r^4*x^2-16*a*c^4*r^5*x^2-192*a*c^6*r ^3*x^2-96*a*c^5*r^4*x^2-128*a*c^7*r^2*x^2-48*a*b^5*r^4*x^2-16*a*b^4*r^5*x^2-32* a*b^6*r^3*x^2-104*a^2*g^5*r^3*x^2-132*a^2*g^4*r^4*x^2+40*a^4*g*r^5*x+24*a^4*c*r ^5*x+160*a^4*c^3*r^3*x+128*a^4*c^2*r^4*x+56*a^4*b*r^5*x+384*a^4*b^3*r^3*x+320*a ^4*b^2*r^4*x+64*a^5*g*r^4*x+128*a^5*g^2*r^3*x+16*a^5*c*r^4*x+112*a^5*b*r^4*x+32 *a^5*c^2*r^3*x+256*a^5*b^2*r^3*x+32*a^6*g*r^3*x+64*a^6*b*r^3*x-58*c*g^6*r^3*x^2 -76*c*g^5*r^4*x^2-26*c*g^4*r^5*x^2-84*c^2*g^6*r^2*x^2-316*c^2*g^5*r^3*x^2-276*c ^2*g^4*r^4*x^2-60*c^2*g^3*r^5*x^2-848*c^3*g^4*r^3*x^2-472*c^3*g^3*r^4*x^2-56*c^ 3*g^2*r^5*x^2-360*c^3*g^5*r^2*x^2-16*a*b^5*r^4*x+108*a^2*g^5*r^3*x+167*a^2*g^4* r^4*x+79*a^2*g^3*r^5*x-102*a^2*g^2*r^5*x^2+16*a^2*c^2*r^6*x+120*a^2*c^3*r^5*x+ 224*a^2*c^5*r^3*x+288*a^2*c^4*r^4*x+8*a^2*b^3*r^5*x-144*a^2*b^2*r^5*x^2+64*a^2* b^4*r^4*x+64*a^2*b^5*r^3*x+200*a^3*g^4*r^3*x+254*a^3*g^3*r^4*x+92*a^3*g^2*r^5*x -44*a^3*g*r^5*x^2+8*a^3*c*r^6*x+304*a^3*c^3*r^4*x+96*a^3*c^2*r^5*x+288*a^3*c^4* r^3*x+88*a^3*b^2*r^5*x+8*a^3*b*r^6*x+288*a^3*b^3*r^4*x+256*a^3*b^4*r^3*x+216*a^ 4*g^3*r^3*x+200*a^4*g^2*r^4*x+128*b^5*c^3*r^2*x+32*b^5*c^2*r^3*x-16*b^5*c*r^4*x +57*a*g^5*r^4*x+30*a*g^4*r^5*x-78*a*g^3*r^5*x^2+32*a*g^6*r^3*x+8*a*c^3*r^6*x+42 *b*g*r^5*x+48*a*c^4*r^5*x+64*a*c^6*r^3*x+96*a*c^5*r^4*x-8*a*b^3*r^6*x-24*a*b^4* r^5*x+640*b^4*c^4*r^2*x+352*b^4*c^3*r^3*x+568*a*c^2*g*p*q^3*r^2*x+1144*a*c^2*g* p*q^2*r^3*x+872*a*c^2*g*p*q*r^4*x+7376*a*c^3*g^2*p*q*r^2*x+2864*a*c^3*g*p^2*q*r ^2*x+2040*a*c^3*g*p*q^2*r^2*x+3136*a*c^3*g*p*q*r^3*x+3296*a*c^4*g*p*q*r^2*x+ 2060*a*b*g^3*p*q*r^3*x+1006*a*b*g^2*p^3*q*r^2*x+1258*a*b*g^2*p^2*q^2*r^2*x+1697 *a*b*g^2*p^2*q*r^3*x+678*a*b*g^2*p*q^3*r^2*x+1253*a*b*g^2*p*q^2*r^3*x+732*a*b*g ^2*p*q*r^4*x+248*a*b*g*p^4*q*r^2*x+396*a*b*g*p^3*q^2*r^2*x+534*a*b*g*p^3*q*r^3* x+308*a*b*g*p^2*q^3*r^2*x+564*a*b*g*p^2*q^2*r^3*x+342*a*b*g*p^2*q*r^4*x+110*a*b *g*p*q^4*r^2*x+226*a*b*g*p*q^3*r^3*x+156*a*b*g*p*q^2*r^4*x+48*a*b*g*p*q*r^5*x+ 1872*a*c*g^4*p*q*r^2*x+2412*a*c*g^3*p^2*q*r^2*x+2014*a*c*g^3*p*q^2*r^2*x+2908*a *c*g^3*p*q*r^3*x+1266*a*c*g^2*p^3*q*r^2*x+1428*a*c*g^2*p^2*q^2*r^2*x+2141*a*c*g ^2*p^2*q*r^3*x+738*a*c*g^2*p*q^3*r^2*x+1451*a*c*g^2*p*q^2*r^3*x+996*a*c*g^2*p*q *r^4*x+244*a*c*g*p^4*q*r^2*x+304*a*c*g*p^3*q^2*r^2*x+518*a*c*g*p^3*q*r^3*x+196* a*c*g*p^2*q^3*r^2*x+418*a*c*g*p^2*q^2*r^3*x+338*a*c*g*p^2*q*r^4*x+66*a*c*g*p*q^ 4*r^2*x+142*a*c*g*p*q^3*r^3*x+120*a*c*g*p*q^2*r^4*x+60*a*c*g*p*q*r^5*x+5816*a*c ^2*g^3*p*q*r^2*x+4584*a*c^2*g^2*p^2*q*r^2*x+3664*a*c^2*g^2*p*q^2*r^2*x+5264*a*c ^2*g^2*p*q*r^3*x+1224*a*c^2*g*p^3*q*r^2*x+1196*a*c^2*g*p^2*q^2*r^2*x+1972*a*c^2 *g*p^2*q*r^3*x+600*b*c^2*g*p*q*r^4*x+9040*b*c^3*g^2*p*q*r^2*x+3456*b*c^3*g*p^2* q*r^2*x+3560*b*c^3*g*p*q^2*r^2*x+3776*b*c^3*g*p*q*r^3*x+5536*b*c^4*g*p*q*r^2*x+ 3636*b^2*c*g^3*p*q*r^2*x+3208*b^2*c*g^2*p^2*q*r^2*x+2732*b^2*c*g^2*p*q^2*r^2*x+ 3184*b^2*c*g^2*p*q*r^3*x+852*b^2*c*g*p^3*q*r^2*x+1196*b^2*c*g*p^2*q^2*r^2*x+ 1298*b^2*c*g*p^2*q*r^3*x+640*b^2*c*g*p*q^3*r^2*x+904*b^2*c*g*p*q^2*r^3*x+312*b^ 2*c*g*p*q*r^4*x+9064*b^2*c^2*g^2*p*q*r^2*x+4192*b^2*c^2*g*p^2*q*r^2*x+3880*b^2* c^2*g*p*q^2*r^2*x+4160*b^2*c^2*g*p*q*r^3*x+8752*b^2*c^3*g*p*q*r^2*x+2976*b^3*c* g^2*p*q*r^2*x+1552*b^3*c*g*p^2*q*r^2*x+1200*b^3*c*g*p*q^2*r^2*x+1256*b^3*c*g*p* q*r^3*x+864*b^4*c*g*p*q*r^2*x+4752*b^3*c^2*g*p*q*r^2*x+96*b*c*g*p*q^2*r^4*x+12* b*c*g*p*q*r^5*x+1864*b*c*g^4*p*q*r^2*x+2312*b*c*g^3*p^2*q*r^2*x+2042*b*c*g^3*p* q^2*r^2*x+2556*b*c*g^3*p*q*r^3*x+1086*b*c*g^2*p^3*q*r^2*x+1480*b*c*g^2*p^2*q^2* r^2*x+1747*b*c*g^2*p^2*q*r^3*x+838*b*c*g^2*p*q^3*r^2*x+1333*b*c*g^2*p*q^2*r^3*x +612*b*c*g^2*p*q*r^4*x+156*b*c*g*p^4*q*r^2*x+308*b*c*g*p^3*q^2*r^2*x+338*b*c*g* p^3*q*r^3*x+296*b*c*g*p^2*q^3*r^2*x+450*b*c*g*p^2*q^2*r^3*x+6216*b*c^2*g^3*p*q* r^2*x+4728*b*c^2*g^2*p^2*q*r^2*x+4368*b*c^2*g^2*p*q^2*r^2*x+5104*b*c^2*g^2*p*q* r^3*x+1040*b*c^2*g*p^3*q*r^2*x+1612*b*c^2*g*p^2*q^2*r^2*x+1704*b*c^2*g*p^2*q*r^ 3*x+1024*b*c^2*g*p*q^3*r^2*x+1508*b*c^2*g*p*q^2*r^3*x-3320*a^2*b*c*g*p*q*r^3-\ 5104*a^2*b*c*g^2*p*q*r^2-2732*a^2*b*c*g*p^2*q*r^2-2132*a^2*b*c*g*p*q^2*r^2-7536 *a^2*b*c^2*g*p*q*r^2-4960*a^2*b^2*c*g*p*q*r^2-3696*a^3*b*c*g*p*q*r^2+210*b*c*g* p^2*q*r^4*x+122*b*c*g*p*q^4*r^2*x+210*b*c*g*p*q^3*r^3*x-3416*a*b*c^2*g*p*q*r^3-\ 6560*a*b*c^3*g*p*q*r^2-2208*a*b^2*c*g*p^2*q*r^2-1488*a*b^2*c*g*p*q^2*r^2-2064*a *b^2*c*g*p*q*r^3-4408*a*b^2*c*g^2*p*q*r^2-6976*a*b^2*c^2*g*p*q*r^2-2032*a*b^3*c *g*p*q*r^2-3208*a*b*c*g^3*p*q*r^2-2414*a*b*c*g^2*p^2*q*r^2-1894*a*b*c*g^2*p*q^2 *r^2-2612*a*b*c*g^2*p*q*r^3-760*a*b*c*g*p^3*q*r^2-872*a*b*c*g*p^2*q^2*r^2-1332* a*b*c*g*p^2*q*r^3-364*a*b*c*g*p*q^3*r^2-796*a*b*c*g*p*q^2*r^3-636*a*b*c*g*p*q*r ^4-7280*a*b*c^2*g^2*p*q*r^2-3192*a*b*c^2*g*p^2*q*r^2-2596*a*b*c^2*g*p*q^2*r^2+ 2400*a*b^2*c*g^2*r^4*x+132*a*b^2*c*g*r^5*x+7120*a*b^2*c^2*g^3*r^2*x+12112*a*b^2 *c^2*g^2*r^3*x+3288*a*b^2*c^2*g*r^4*x+12640*a*b^2*c^3*g*r^3*x+15104*a*b^2*c^3*g ^2*r^2*x+13376*a*b^2*c^4*g*r^2*x+1520*a*b^3*c*g^3*r^2*x+4168*a*b^3*c*g^2*r^3*x+ 1032*a*b^3*c*g*r^4*x+9152*a*b*c^3*g^3*r^2*x+12208*a*b*c^3*g^2*r^3*x+3184*a*b*c^ 3*g*r^4*x+11840*a*b*c^4*g^2*r^2*x+8288*a*b*c^4*g*r^3*x+6912*a*b*c^5*g*r^2*x+ 1200*a*b^2*c*g^4*r^2*x+4644*a*b^2*c*g^3*r^3*x+3288*a*b*c^2*g^4*r^2*x+7848*a*b*c ^2*g^3*r^3*x+3816*a*b*c^2*g^2*r^4*x+384*a*b*c^2*g*r^5*x+448*a*b*c*g^5*r^2*x+ 2236*a*b*c*g^4*r^3*x+1812*a*b*c*g^3*r^4*x+336*a*b*c*g^2*r^5*x-576*a*b*c*g*r^5*x ^2-1376*b^4*c*g*q^2*r*x-448*b^4*c*p*q^2*r*x-640*b^5*c*g*q*r*x-160*b^5*c*p*q*r*x -288*b^5*g*p*q*r*x-444*a*b^2*g*q^4*r*x-208*a*b^2*p*q^4*r*x-616*a*b^2*c*q^4*r*x-\ 88*a*b*c*q^5*r*x-64*a*b*g*q^5*r*x-28*a*b*p*q^5*r*x+160*b^5*c*g*p*r^2*x+4128*a^2 *c^4*g^2*r^2*x+2592*a^2*c^4*g*r^3*x+1600*a^2*c^5*g*r^2*x+648*a^2*b*g^4*r^3*x+ 730*a^2*b*g^3*r^4*x+204*a^2*b*g^2*r^5*x+12*a^2*b*g*r^6*x+16*a^2*b*c*r^6*x+1936* a^2*b*c^3*r^4*x+336*a^2*b*c^2*r^5*x+3200*a^2*b*c^5*r^2*x+4256*a^2*b*c^4*r^3*x+ 1432*a^2*b^2*g^3*r^3*x+1080*a^2*b^2*g^2*r^4*x+144*a^2*b^2*g*r^5*x+192*a^2*b^2*c *r^5*x+2304*a^2*b^2*c^2*r^4*x+7424*a^2*b^2*c^4*r^2*x+7552*a^2*b^2*c^3*r^3*x+108 *a^2*g^5*q*r^2*x+216*a^2*c*g^5*r^2*x+1082*a^2*c*g^4*r^3*x+1022*a^2*c*g^3*r^4*x+ 310*a^2*c*g^2*r^5*x+28*a^2*c*g*r^6*x+1496*a^2*c^2*g^4*r^2*x+3624*a^2*c^2*g^3*r^ 3*x+2052*a^2*c^2*g^2*r^4*x+356*a^2*c^2*g*r^5*x+3792*a^2*c^3*g^3*r^2*x+5024*a^2* c^3*g^2*r^3*x+1496*a^2*c^3*g*r^4*x+4384*a*b^2*c^4*r^3*x+1328*a*b^2*c^3*r^4*x+ 388*a*b^3*g^2*r^4*x-28*a*b^3*g*r^5*x+448*a*b^3*q^4*r*x^2+4096*a*b^2*c^5*r^2*x+ 760*a*b^3*g^3*r^3*x-56*a*b^3*c*r^5*x+608*a*b^3*c^2*r^4*x+4224*a*b^3*c^4*r^2*x+ 3488*a*b^3*c^3*r^3*x+448*a*b^4*g^2*r^3*x+64*a*b^4*g*r^4*x+784*a*b^4*q^3*r*x^2+ 32*a*b^4*c*r^4*x+1792*a*b^4*c^3*r^2*x+1056*a*b^4*c^2*r^3*x+96*a*b^5*g*r^3*x+32* a*b^5*p^2*r^2*x+16*a*b^5*p*r^3*x+672*a*b^5*q^2*r*x^2+96*a*b^5*c*r^3*x+224*a*b^6 *q*r*x^2+256*a*b^5*c^2*r^2*x+704*a*c^6*g*r^2*x+224*a*b*g^5*r^3*x+296*a*b*g^4*r^ 4*x+88*a*b*g^3*r^5*x-252*a*b*g^2*r^5*x^2+14*a*b*q^6*r*x^2-288*a*b*c^2*r^5*x^2+ 864*a*b*c^4*r^4*x+128*a*b*c^3*r^5*x+1408*a*b*c^6*r^2*x+1920*a*b*c^5*r^3*x+542*a *b^2*g^3*r^4*x+60*a*b^2*g^2*r^5*x-12*a*b^2*g*r^6*x+126*a*b^2*q^5*r*x^2+600*a*b^ 2*g^4*r^3*x-16*a*b^2*c*r^6*x+48*a*b^2*c^2*r^5*x-128*a*b^6*c*r*x-64*a*b^6*p*r*x+ 18*b*c*q^5*r*x+18*b*g*q^5*r*x-208*a*b*g*r^5*x^2-16*a*b*c*g*r^6-208*a*b*c*r^5*x^ 2+2432*a*c^5*g^2*r^2*x+1184*a*c^5*g*r^3*x-608*b^5*c*g^2*r*x-64*b^6*c*g*r*x-32*b ^6*g*p*r*x-320*b^5*c^2*q*r*x-256*a*c*g^2*r^5*x^2+556*a*c^2*g^5*r^2*x+1720*a*c^2 *g^4*r^3*x+1268*a*c^2*g^3*r^4*x+292*a*c^2*g^2*r^5*x+20*a*c^2*g*r^6*x+1888*a*c^3 *g^4*r^2*x+3480*a*c^3*g^3*r^3*x+1544*a*c^3*g^2*r^4*x+200*a*c^3*g*r^5*x+3104*a*c ^4*g^3*r^2*x+3280*a*c^4*g^2*r^3*x+736*a*c^4*g*r^4*x-320*b^5*g^2*p*r*x-160*b^5*g ^2*q*r*x+64*a*c*g^6*r^2*x+392*a*c*g^5*r^3*x+448*a*c*g^4*r^4*x+162*a*c*g^3*r^5*x -1160*b^3*g^4*p*r*x-808*b^3*g^4*q*r*x-1096*b^3*g^3*q^2*r*x-360*b^3*g^2*q^3*r*x+ 3808*b*c^4*g^3*r^2*x+3984*b*c^4*g^2*r^3*x+672*b*c^4*g*r^4*x+1952*b*c^5*g*r^3*x+ 3584*b*c^5*g^2*r^2*x+1600*b*c^6*g*r^2*x-1100*b^2*g^4*q^2*r*x-704*b^2*g^3*q^3*r* x-1368*b^2*c*g^5*r*x-304*b^2*c^2*q^4*r*x-752*a*b^4*p*q^2*r*x-1920*a*b^4*c*q^2*r *x-512*a*b^5*g*q*r*x-416*a*b^5*p*q*r*x-960*a*b^5*c*q*r*x-1616*a*b^3*c*q^3*r*x-\ 1264*a*b^4*g*q^2*r*x-452*b^2*c*g*q^4*r*x-184*b^2*c*p*q^4*r*x-196*b^2*g*p*q^4*r* x-64*b*c*g*q^5*r*x-28*b*c*p*q^5*r*x-28*b*g*p*q^5*r*x-140*b^2*g^2*q^4*r*x-760*b^ 2*g^5*p*r*x-552*b^2*g^5*q*r*x-312*a^2*b^2*q^4*r*x-18*b*c*g*r^6*x-440*b*c*g^6*r* x-44*b*c^2*q^5*r*x-44*a^2*b*q^5*r*x+384*b*c*g^5*r^3*x+356*b*c*g^4*r^4*x+42*b*c* g^3*r^5*x-256*b*c*g^2*r^5*x^2+14*b*c*q^6*r*x^2+580*b*c^2*g^5*r^2*x+1720*b*c^2*g ^4*r^3*x+1004*b*c^2*g^3*r^4*x+52*b*c^2*g^2*r^5*x-20*b*c^2*g*r^6*x+2096*b*c^3*g^ 4*r^2*x+3704*b*c^3*g^3*r^3*x+1272*b*c^3*g^2*r^4*x+8*b*c^3*g*r^5*x-448*b*g^4*q^3 *r*x-170*b*g^3*q^4*r*x+14*b*g*q^6*r*x^2-20*b*g^2*q^5*r*x-30*b*g*q^5*r*x^2-248*b *g^6*p*r*x-184*b*g^6*q*r*x-482*b*g^5*q^2*r*x+76*g^4*p^2*r^3-8*a^5*g^3*r^2-28*a^ 4*g^4*r^2-38*a^3*g^5*r^2-480*b^3*c^3*q^2+4*g^7*r^3*x+32*g^7*r^2*x^2-192*a*b^4*q -584*b^3*c*g^4-48*b^4*g*r^4-24*b^3*g*r^5+20*a^2*b*q^4-16*b^5*g*r^3-324*b^2*g^5* p-12*g^2*q^6*x^2-16*a*b^2*q^3+108*g^6*q^2*x+120*g^5*q^3*x+60*g^4*q^4*x+12*g^3*q ^5*x+4*g^5*r^4*x^2-432*b^3*g^4*p-192*a*b^6*x-424*b^2*c*g^5-96*b^6*g*x+64*a^2*b^ 5*r^2-4*g^5*r^4*x+20*g^4*r^5*x-32*g^3*r^5*x^2-56*g^6*r^3*x-4*c^3*g*r^6-20*g^4*r ^5*x^2+56*g^6*r^3*x^2-4*g^7*r^3*x^2-2*c*g*r^6-4*a*b*r^6+32*g^3*r^5*x-16*g^2*r^5 *x^2-6*c^2*g*r^6-9*c*g^2*r^6-896*a*b^4*c*g*p*r^2+592*a*b^4*g*p*q*r+1280*a*b^4*c *g*q*r+960*a*b^4*c*p*q*r+372*a*b^2*g*p*q^3*r+720*a*b^2*c*g*q^3*r+528*a*b^2*c*p* q^3*r+752*a*b^3*g*p*q^2*r+1520*a*b^3*c*g*q^2*r+1120*a*b^3*c*p*q^2*r+64*a*b*g*p* q^4*r+88*a*b*c*p*q^4*r+120*a*b*c*g*q^4*r+396*b^2*c*g*p*q^3*r+872*b^3*c*g*p*q^2* r+784*b^4*c*g*p*q*r+64*b*c*g*p*q^4*r+4*a*c*r^6*x-2*b*g*r^6*x+69*a*g^3*r^5*x-90* a*g^2*r^5*x^2+12*a*c^2*r^6*x-12*a*b^2*r^6*x-8*a*b*c^2*r^6-64*a*b^6*r^2*x-8*c*g* r^5*x^2+128*c^7*g*r^2*x-78*b*g^3*r^5*x^2-8*b*c^3*r^6*x+96*b*c^5*r^4*x-16*b*c^4* r^5*x+256*b*c^7*r^2*x+320*b*c^6*r^3*x-160*b^4*g^2*r^3*x+136*b^4*g*r^4*x-904*b^4 *g^3*r^2*x-320*b^5*g^2*r^2*x+32*b^5*g*r^3*x-32*b^6*g*r^2*x-684*b^2*g^4*r^3*x+ 195*b^2*g^3*r^4*x+105*b^2*g^2*r^5*x-12*b^2*g*r^6*x-12*b^2*c*r^6*x-1160*b^3*g^4* r^2*x-608*b^3*g^3*r^3*x+36*b^3*g*r^5*x+16*c^4*g*r^5*x+800*c^4*g^4*r^2*x+1184*c^ 4*g^3*r^3*x+368*c^4*g^2*r^4*x+960*c^5*g^3*r^2*x+800*c^5*g^2*r^3*x+96*c^5*g*r^4* x+576*c^6*g^2*r^2*x+192*c^6*g*r^3*x-324*b*g^5*r^3*x+36*b*g^4*r^4*x+87*b*g^3*r^5 *x-90*b*g^2*r^5*x^2-248*b*g^6*r^2*x-12*b*c^2*r^6*x-760*b^2*g^5*r^2*x-78*g^6*q^2 *r*x-94*g^5*q^3*r*x-50*g^4*q^4*r*x-10*g^3*q^5*r*x+90*c*g^3*r^5*x-80*c*g^2*r^5*x ^2-32*c^2*g*r^5*x^2+7*g^2*q^6*r*x^2+58*c*g^6*r^3*x+76*c*g^5*r^4*x+26*c*g^4*r^5* x-90*c*g^3*r^5*x^2+84*c^2*g^6*r^2*x+316*c^2*g^5*r^3*x+276*c^2*g^4*r^4*x+60*c^2* g^3*r^5*x-120*c^2*g^2*r^5*x^2+360*c^3*g^5*r^2*x+848*c^3*g^4*r^3*x+472*c^3*g^3*r ^4*x+56*c^3*g^2*r^5*x-40*c^3*g*r^5*x^2-12*a*b*g*r^6-48*a*b*r^5*x^2-12*a*b*c*r^6 +256*a*b^6*r*x+48*a*b^5*g*r^2+192*b^2*c^4*r^4*x+896*b^2*c^6*r^2*x+928*b^2*c^5*r ^3*x-44*b^3*g*r^5*x^2-64*b^3*c^2*r^5*x-8*b^3*c*r^6*x+928*b^3*c^4*r^3*x+80*b^3*c ^3*r^4*x+1152*b^3*c^5*r^2*x-32*b^4*c^2*r^4*x-24*b^4*c*r^5*x-48*b^4*c*r^4*x^2-56 *b^2*c^3*r^5*x-16*b^2*c^2*r^6*x-792*b^3*g^3*p*q+1472*b^4*c^3*g*r^2*x+32*b^5*g*p ^2*r^2*x+16*b^5*g*p*r^3*x+392*b^5*g*q^2*r*x^2+32*b^5*c*p^2*r^2*x+16*b^5*c*p*r^3 *x+112*b^5*c*q^2*r*x^2+64*b^5*c*g*r^3*x+192*b^5*c^2*g*r^2*x+128*b^5*c^2*p*r^2*x +112*b^6*g*q*r*x^2+32*a*g^6*q*r^2*x+4064*b^3*c^3*g^2*r^2*x+2784*b^3*c^3*g*r^3*x +3712*b^3*c^4*g*r^2*x+532*b^4*g*q^3*r*x^2-32*b^4*c*g*r^4*x+280*b^4*c*q^3*r*x^2+ 512*b^4*c*g^2*r^3*x+1024*b^4*c^2*g^2*r^2*x+768*b^4*c^2*g*r^3*x+14*b*g*p^2*q^4*r +20*b*g^2*p*q^4*r+393*b*g^4*p*q^2*r+162*b*g^3*p*q^3*r+349*b*g^5*p*q*r+14*b*c*p^ 2*q^4*r+729*b*c*g^5*q*r+788*b*c*g^4*q^2*r+301*b*c*g^3*q^3*r+34*b*c*g^2*q^4*r-\ 556*a*b^3*g*q^2*r-480*a*b^4*c*q*r-552*a*b^4*g*q*r-328*a*b^4*p*q*r-78*a*b^2*p*q^ 3*r-264*a*b^2*c*q^3*r-230*a*b^2*g*q^3*r-252*a*b^3*p*q^2*r-560*a*b^3*c*q^2*r-34* a*b*g*q^4*r-8*a*b*p*q^4*r-44*a*b*c*q^4*r-178*b^2*c*g*q^3*r-18*b^2*c*p*q^3*r-102 *b^3*g*p*q^2*r-296*b^3*c*g*q^2*r+48*b^3*c*p*q^2*r-136*b^4*c*g*q*r+152*b^4*c*p*q *r-88*b^4*g*p*q*r-8*b*g*p*q^4*r-8*b*c*p*q^4*r-34*b*c*g*q^4*r-48*b^2*g*p*q^3*r+2 *g^5*r^4-7*g^3*r^5+56*b*g^6+128*a^2*b^5+200*b^3*g^4-128*a*b^5-128*b^5*c^3-128*b ^5*c^2-88*a^2*c^3*r^5-16*a^2*c^2*r^6-40*a^2*g^5*r^3-55*a^2*g^4*r^4-48*a^2*g^3*r ^5-32*a*c^5*r^4-32*a*c^4*r^5-8*a*c^3*r^6-16*a*g^5*r^4-320*b^4*c^4*r^2-96*b^4*c^ 3*r^3-576*b^3*c^5*r^2-320*b^3*c^4*r^3-32*b^3*c^3*r^4-448*b^2*c^6*r^2-352*b^2*c^ 5*r^3-64*b^2*c^4*r^4-128*b*c^7*r^2-32*a^6*b*r^3-16*a^6*g*r^3-96*a^5*b^2*r^3-64* a^5*b*r^4-16*a^5*c*r^4-48*a^5*g^2*r^3-40*a^5*g*r^4-96*a^4*b^3*r^3-128*a^4*b^2*r ^4-40*a^4*b*r^5-80*a^4*c^2*r^4-24*a^4*c*r^5-68*a^4*g^3*r^3-100*a^4*g^2*r^4-32*a ^4*g*r^5-32*a^3*b^4*r^3-64*a^3*b^3*r^4-40*a^3*b^2*r^5-8*a^3*b*r^6-144*a^3*c^3*r ^4-80*a^3*c^2*r^5-8*a^3*c*r^6-64*a^3*g^4*r^3-102*a^3*g^3*r^4-64*a^3*g^2*r^5-32* a^3*g*r^5+80*a^2*b^4*r^3-72*a^2*b^3*r^4-60*a^2*b^2*r^5-12*a^2*b*r^6-12*a^2*c*r^ 6-48*a^2*g^2*r^5-12*a^2*g*r^6-16*a*b^5*r^3-48*a*b^4*r^4-24*a*b^3*r^5-12*a*c^2*r ^6-82*c^2*g^6*r^2-124*c^2*g^5*r^3-82*c^2*g^4*r^4-40*c^2*g^3*r^5-21*c*g^5*r^4-\ 128*b*c^6*r^3-32*b*c^5*r^4-64*c^7*g*r^2-288*c^6*g^2*r^2-64*c^6*g*r^3-512*c^5*g^ 3*r^2-272*c^5*g^2*r^3-32*c^5*g*r^4-480*c^4*g^4*r^2-416*c^4*g^3*r^3-120*c^4*g^2* r^4-16*c^4*g*r^5-260*c^3*g^5*r^2-312*c^3*g^4*r^3-148*c^3*g^3*r^4-44*c^3*g^2*r^5 -112*a^2*c^4*r^4+42*b*g^5*r^3-14*b*g^4*r^4-36*b*g^3*r^5-27*a*g^3*r^5+192*b^5*c^ 3*r-64*b^5*c^2*r^2-16*b^5*c*r^3-144*b^4*c^2*r^3-48*b^4*c*r^4-16*b^4*g^2*r^3-168 *b^3*c^2*r^4-24*b^3*c*r^5+42*b^3*g^3*r^3-100*b^3*g^2*r^4-48*b^2*c^2*r^5+75*b^2* g^4*r^3-69*b^2*g^3*r^4-51*b^2*g^2*r^5-192*a^2*b^5*r-36*c*g^3*r^5-36*b^2*c*r^5-\ 46*b^2*g*r^5-2*b*g*r^6-16*a*b^5*r^2-56*a*b^2*r^5-4*a*c*r^6-4*a*g*r^6-128*a*b^5* p^2+192*b^5*c^2*r+160*a*b^5*p+48*b^5*c*r^2+160*b^4*g*r^3+32*b^3*g*r^4-32*b^5*c* r+64*b^5*g*r+160*a*b^5*r-36*g^5*q^2*r-21*g^4*q^3*r+192*a*b^5*c-6*g^3*q^4*r-262* b^3*g^4*r-192*b^2*g^5*r-67*b*g^6*r-40*b^5*g^2*r+16*b^5*g*r^2-168*b^4*g^3*r-384* a*b^5*c^2+96*b^4*g^2*q+80*b^3*c^2*q^2+64*b^3*c*q^2+224*b^3*g^3*q-16*b^3*g*q^2+ 104*b^3*g^2*q^2+88*b^2*c^2*q^3+16*b^2*c*q^3+212*b^2*g^4*q+152*b^2*g^3*q^2+48*b^ 2*g^2*q^3-208*b^2*c^3*q^3+128*a*b^5*g-44*a*g^6*q-94*a*g^5*q^2-64*a*g^4*q^3-14*g ^3*a*q^4+48*b^5*g*p+32*b^5*c*g-64*b^5*c*p-96*b^4*c^2*q+64*b^4*c*q-64*b^4*g*q-32 *b*c^3*q^4-256*a^2*b^5*c-192*a^2*b^5*p+416*a^2*b^4*q+400*a^2*b^3*q^2+152*b^2*a^ 2*q^3-148*c*b*g^6-192*a^3*b^4*q-320*a^3*b^3*q^2-176*a^3*b^2*q^3-32*a^3*b*q^4-\ 308*b^3*g*p^2*q^2-304*b^3*g^2*p*q^2-8*a*b^3*q^2*r-48*a*b^2*q^3*r-12*a*b*q^4*r+ 160*a*b^4*q*r-12*b*c*q^4*r-72*b^2*g*q^3*r-1144*b^3*c*g^3*q-248*b^3*c*p^2*q^2-\ 408*b^3*c*g^2*q^2-96*b^2*c*q^3*r-248*b^3*c*q^2*r-128*b^3*g*q^2*r-224*b^4*c*q*r-\ 32*b^4*g*q*r-720*b^3*c^2*p*q^2-12*b*g*q^4*r-864*b^3*c^2*g*q^2-180*g^2*b^2*c*q^3 -132*b^2*p^2*c*q^3+72*g*b^2*p*q^3-880*b^2*g^4*p*q-656*b^2*g^3*p*q^2-144*g^2*b^2 *p*q^3-144*b^2*p^2*g*q^3+208*b^4*c*g*q-80*b^4*c*p*q+144*b^4*g*p*q+16*b^3*c*p*q^ 2+296*b^3*g*c*q^2+156*b^3*g*p*q^2+156*g*b^2*c*q^3+44*p*b^2*c*q^3-102*b^2*g^2*r^ 5*x^2+40*a*b*c*q^4+28*a*b*g*q^4+12*a*b*p*q^4+2*a*g*r^6*x+128*b^6*g*r*x-422*b*g^ 5*p*q-454*b*g^4*p*q^2-24*p^2*g*b*q^4-188*b*g^3*p*q^3-24*b*p*g^2*q^4-56*c^2*g*b* q^4-60*p*b*c^2*q^4+28*b*c*g*q^4+12*b*c*p*q^4-582*c*b*g^5*q-636*c*b*g^4*q^2-246* c*g^3*b*q^3-24*b*p^2*c*q^4-28*b*g^2*c*q^4+12*b*g*p*q^4-74*g^6*p*q-104*g^5*p*q^2 -58*g^4*p*q^3-12*p*g^3*q^4-14*g^3*c*q^4-98*c*g^6*q-142*c*g^5*q^2-78*g^4*c*q^3+8 *b*g^2*q^4+20*b*c^2*q^4+44*g^3*b*q^3+98*b*g^5*q+78*b*g^4*q^2-156*a*b^2*g^2*q^3-\ 624*a*b^2*g^3*q^2-576*a*b^2*g^4*q-156*p^2*a*b^2*q^3+264*b^3*c*g^2*r^4*x-100*b^3 *c*g*r^5*x+252*b^3*c*q^4*r*x^2+1856*b^3*c^2*g^3*r^2*x+2704*b^3*c^2*g^2*r^3*x+ 296*b^3*c^2*g*r^4*x-28*b^2*c*g*r^6*x+1520*b^2*c^2*g^4*r^2*x+3344*b^2*c^2*g^3*r^ 3*x+1108*b^2*c^2*g^2*r^4*x-84*b^2*c^2*g*r^5*x+4432*b^2*c^3*g^3*r^2*x+5360*b^2*c ^3*g^2*r^3*x+888*b^2*c^3*g*r^4*x+6112*b^2*c^4*g^2*r^2*x+3840*b^2*c^4*g*r^3*x+ 3904*b^2*c^5*g*r^2*x+350*b^3*g*q^4*r*x^2+1076*b^3*c*g^3*r^3*x+112*b^2*g*q^5*r*x ^2+98*b^2*c*q^5*r*x^2+954*b^2*c*g^4*r^3*x+550*b^2*c*g^3*r^4*x-46*b^2*c*g^2*r^5* x-184*b^4*c*q^2*r*x-176*b^5*c*q*r*x+400*b^5*g*q*r*x+158*g^4*p^2*r^2-600*b^4*g*p *q^2*r*x-1136*a*b^3*g*q^3*r*x-584*a*b^3*p*q^3*r*x-1184*b^3*c*g*q^3*r*x-440*b^3* c*p*q^3*r*x+x^3*(x-1)^3*(16*a^4*b*x+8*a^4*g*x+48*a^3*b^2*x+96*a^3*b*c*x+80*a^3* b*g*x+24*a^3*b*p*x+24*a^3*b*q*x+16*a^3*c^2*x+56*a^3*c*g*x+8*a^3*c*p*x+8*a^3*c*q *x+28*a^3*g^2*x+16*a^3*g*p*x+16*a^3*g*q*x+48*a^2*b^3*x+192*a^2*b^2*c*x+144*a^2* b^2*g*x+48*a^2*b^2*p*x+48*a^2*b^2*q*x+192*a^2*b*c^2*x+336*a^2*b*c*g*x+96*a^2*b* c*p*x+96*a^2*b*c*q*x+132*a^2*b*g^2*x+84*a^2*b*g*p*x+84*a^2*b*g*q*x+12*a^2*b*p^2 *x+24*a^2*b*p*q*x+12*a^2*b*q^2*x+32*a^2*c^3*x+136*a^2*c^2*g*x+32*a^2*c^2*p*x+16 *a^2*c^2*q*x+132*a^2*c*g^2*x+76*a^2*c*g*p*x+68*a^2*c*g*q*x+8*a^2*c*p^2*x+8*a^2* c*p*q*x+36*a^2*g^3*x+36*a^2*g^2*p*x+36*a^2*g^2*q*x+10*a^2*g*p^2*x+16*a^2*g*p*q* x+6*a^2*g*q^2*x+16*a*b^4*x+96*a*b^3*c*x+80*a*b^3*g*x+24*a*b^3*p*x+24*a*b^3*q*x+ 192*a*b^2*c^2*x+336*a*b^2*c*g*x+96*a*b^2*c*p*x+96*a*b^2*c*q*x+132*a*b^2*g^2*x+ 84*a*b^2*g*p*x+84*a*b^2*g*q*x+12*a*b^2*p^2*x+24*a*b^2*p*q*x+12*a*b^2*q^2*x+128* a*b*c^3*x+384*a*b*c^2*g*x+96*a*b*c^2*p*x+96*a*b*c^2*q*x+336*a*b*c*g^2*x+192*a*b *c*g*p*x+192*a*b*c*g*q*x+24*a*b*c*p^2*x+48*a*b*c*p*q*x+24*a*b*c*q^2*x+88*a*b*g^ 3*x+84*a*b*g^2*p*x+84*a*b*g^2*q*x+24*a*b*g*p^2*x+48*a*b*g*p*q*x+24*a*b*g*q^2*x+ 2*a*b*p^3*x+6*a*b*p^2*q*x+6*a*b*p*q^2*x+2*a*b*q^3*x+16*a*c^4*x+104*a*c^3*g*x+24 *a*c^3*p*x+8*a*c^3*q*x+172*a*c^2*g^2*x+92*a*c^2*g*p*x+68*a*c^2*g*q*x+12*a*c^2*p ^2*x+8*a*c^2*p*q*x+102*a*c*g^3*x+94*a*c*g^2*p*x+86*a*c*g^2*q*x+26*a*c*g*p^2*x+ 36*a*c*g*p*q*x+12*a*c*g*q^2*x+2*a*c*p^3*x+2*a*c*p^2*q*x+20*a*g^4*x+27*a*g^3*p*x +27*a*g^3*q*x+13*a*g^2*p^2*x+22*a*g^2*p*q*x+9*a*g^2*q^2*x+2*a*g*p^3*x+4*a*g*p^2 *q*x+3*a*g*p*q^2*x+a*g*q^3*x+8*b^4*g*x+16*b^3*c^2*x+56*b^3*c*g*x+8*b^3*c*p*x+8* b^3*c*q*x+28*b^3*g^2*x+16*b^3*g*p*x+16*b^3*g*q*x+32*b^2*c^3*x+136*b^2*c^2*g*x+ 16*b^2*c^2*p*x+32*b^2*c^2*q*x+132*b^2*c*g^2*x+68*b^2*c*g*p*x+76*b^2*c*g*q*x+8*b ^2*c*p*q*x+8*b^2*c*q^2*x+36*b^2*g^3*x+36*b^2*g^2*p*x+36*b^2*g^2*q*x+6*b^2*g*p^2 *x+16*b^2*g*p*q*x+10*b^2*g*q^2*x+16*b*c^4*x+104*b*c^3*g*x+8*b*c^3*p*x+24*b*c^3* q*x+172*b*c^2*g^2*x+68*b*c^2*g*p*x+92*b*c^2*g*q*x+8*b*c^2*p*q*x+12*b*c^2*q^2*x+ 102*b*c*g^3*x+86*b*c*g^2*p*x+94*b*c*g^2*q*x+12*b*c*g*p^2*x+36*b*c*g*p*q*x+26*b* c*g*q^2*x+2*b*c*p*q^2*x+2*b*c*q^3*x+20*b*g^4*x+27*b*g^3*p*x+27*b*g^3*q*x+9*b*g^ 2*p^2*x+22*b*g^2*p*q*x+13*b*g^2*q^2*x+b*g*p^3*x+3*b*g*p^2*q*x+4*b*g*p*q^2*x+2*b *g*q^3*x+16*c^4*g*x+56*c^3*g^2*x+16*c^3*g*p*x+16*c^3*g*q*x+60*c^2*g^3*x+44*c^2* g^2*p*x+44*c^2*g^2*q*x+6*c^2*g*p^2*x+8*c^2*g*p*q*x+6*c^2*g*q^2*x+26*c*g^4*x+32* c*g^3*p*x+32*c*g^3*q*x+11*c*g^2*p^2*x+20*c*g^2*p*q*x+11*c*g^2*q^2*x+c*g*p^3*x+c *g*p^2*q*x+c*g*p*q^2*x+c*g*q^3*x+4*g^5*x+7*g^4*p*x+7*g^4*q*x+4*g^3*p^2*x+8*g^3* p*q*x+4*g^3*q^2*x+g^2*p^3*x+2*g^2*p^2*q*x+2*g^2*p*q^2*x+g^2*q^3*x-16*a^4*b-8*a^ 4*g-32*a^3*b^2-64*a^3*b*c-56*a^3*b*g-24*a^3*b*p-16*a^3*b*q-8*a^3*b*r+72*a^3*b*x -32*a^3*c*g-8*a^3*c*p-8*a^3*c*r+16*a^3*c*x-20*a^3*g^2-16*a^3*g*p-8*a^3*g*q-8*a^ 3*g*r+44*a^3*g*x-16*a^2*b^3-96*a^2*b^2*c-72*a^2*b^2*g-32*a^2*b^2*p-16*a^2*b^2*q +144*a^2*b^2*x-96*a^2*b*c^2-176*a^2*b*c*g-64*a^2*b*c*p-48*a^2*b*c*q-16*a^2*b*c* r+288*a^2*b*c*x-72*a^2*b*g^2-60*a^2*b*g*p-40*a^2*b*g*q-12*a^2*b*g*r+252*a^2*b*g *x-12*a^2*b*p^2-16*a^2*b*p*q-8*a^2*b*p*r+72*a^2*b*p*x-4*a^2*b*q^2+72*a^2*b*q*x-\ 48*a^2*c^2*g-16*a^2*c^2*p-16*a^2*c^2*r+56*a^2*c^2*x-64*a^2*c*g^2-52*a^2*c*g*p-\ 24*a^2*c*g*q-28*a^2*c*g*r+196*a^2*c*g*x-8*a^2*c*p^2-8*a^2*c*p*r+28*a^2*c*p*x+12 *a^2*c*q*x-20*a^2*g^3-28*a^2*g^2*p-16*a^2*g^2*q-12*a^2*g^2*r+102*a^2*g^2*x-10*a ^2*g*p^2-8*a^2*g*p*q-8*a^2*g*p*r+50*a^2*g*p*x-2*a^2*g*q^2+42*a^2*g*q*x-32*a*b^3 *c-24*a*b^3*g-8*a*b^3*p+8*a*b^3*r+72*a*b^3*x-96*a*b^2*c^2-160*a*b^2*c*g-48*a*b^ 2*c*p-32*a*b^2*c*q+16*a*b^2*c*r+288*a*b^2*c*x-60*a*b^2*g^2-44*a*b^2*g*p-24*a*b^ 2*g*q+12*a*b^2*g*r+252*a*b^2*g*x-8*a*b^2*p^2-8*a*b^2*p*q+72*a*b^2*p*x+8*a*b^2*q *r+72*a*b^2*q*x-64*a*b*c^3-192*a*b*c^2*g-48*a*b*c^2*p-48*a*b*c^2*q+288*a*b*c^2* x-168*a*b*c*g^2-104*a*b*c*g*p-88*a*b*c*g*q+576*a*b*c*g*x-16*a*b*c*p^2-24*a*b*c* p*q-8*a*b*c*p*r+144*a*b*c*p*x-8*a*b*c*q^2+8*a*b*c*q*r+144*a*b*c*q*x-44*a*b*g^3-\ 48*a*b*g^2*p-36*a*b*g^2*q+252*a*b*g^2*x-18*a*b*g*p^2-24*a*b*g*p*q-8*a*b*g*p*r+ 144*a*b*g*p*x-6*a*b*g*q^2+8*a*b*g*q*r+144*a*b*g*q*x-2*a*b*p^3-4*a*b*p^2*q-2*a*b *p^2*r+18*a*b*p^2*x-2*a*b*p*q^2+36*a*b*p*q*x+2*a*b*q^2*r+18*a*b*q^2*x-32*a*c^3* g-8*a*c^3*p-8*a*c^3*r+40*a*c^3*x-72*a*c^2*g^2-44*a*c^2*g*p-24*a*c^2*g*q-20*a*c^ 2*g*r+220*a*c^2*g*x-8*a*c^2*p^2-8*a*c^2*p*r+40*a*c^2*p*x+12*a*c^2*q*x-48*a*c*g^ 3-54*a*c*g^2*p-36*a*c*g^2*q-18*a*c*g^2*r+256*a*c*g^2*x-20*a*c*g*p^2-12*a*c*g*p* q-16*a*c*g*p*r+120*a*c*g*p*x-4*a*c*g*q^2+4*a*c*g*q*r+90*a*c*g*q*x-2*a*c*p^3-2*a *c*p^2*r+10*a*c*p^2*x+6*a*c*p*q*x-10*a*g^4-17*a*g^3*p-12*a*g^3*q-5*a*g^3*r+78*a *g^3*x-11*a*g^2*p^2-10*a*g^2*p*q-8*a*g^2*p*r+68*a*g^2*p*x-3*a*g^2*q^2+2*a*g^2*q *r+60*a*g^2*q*x-2*a*g*p^3-2*a*g*p^2*q-2*a*g*p^2*r+14*a*g*p^2*x-a*g*p*q^2+21*a*g *p*q*x+a*g*q^2*r+9*a*g*q^2*x-16*b^3*c^2-24*b^3*c*g-8*b^3*c*p+8*b^3*c*r+16*b^3*c *x-8*b^3*g^2-8*b^3*g*p+8*b^3*g*r+44*b^3*g*x-32*b^2*c^3-88*b^2*c^2*g-16*b^2*c^2* p-16*b^2*c^2*q+16*b^2*c^2*r+56*b^2*c^2*x-68*b^2*c*g^2-44*b^2*c*g*p-24*b^2*c*g*q +28*b^2*c*g*r+196*b^2*c*g*x-8*b^2*c*p*q+12*b^2*c*p*x+8*b^2*c*q*r+28*b^2*c*q*x-\ 16*b^2*g^3-20*b^2*g^2*p-8*b^2*g^2*q+12*b^2*g^2*r+102*b^2*g^2*x-4*b^2*g*p^2-8*b^ 2*g*p*q+42*b^2*g*p*x+8*b^2*g*q*r+50*b^2*g*q*x-16*b*c^4-72*b*c^3*g-8*b*c^3*p-16* b*c^3*q+8*b*c^3*r+40*b*c^3*x-100*b*c^2*g^2-44*b*c^2*g*p-48*b*c^2*g*q+20*b*c^2*g *r+220*b*c^2*g*x-8*b*c^2*p*q+12*b*c^2*p*x-4*b*c^2*q^2+8*b*c^2*q*r+40*b*c^2*q*x-\ 54*b*c*g^3-50*b*c*g^2*p-40*b*c*g^2*q+18*b*c*g^2*r+256*b*c*g^2*x-8*b*c*g*p^2-24* b*c*g*p*q-4*b*c*g*p*r+90*b*c*g*p*x-6*b*c*g*q^2+16*b*c*g*q*r+120*b*c*g*q*x-2*b*c *p*q^2+6*b*c*p*q*x+2*b*c*q^2*r+10*b*c*q^2*x-10*b*g^4-15*b*g^3*p-10*b*g^3*q+5*b* g^3*r+78*b*g^3*x-6*b*g^2*p^2-12*b*g^2*p*q-2*b*g^2*p*r+60*b*g^2*p*x-2*b*g^2*q^2+ 8*b*g^2*q*r+68*b*g^2*q*x-b*g*p^3-2*b*g*p^2*q-b*g*p^2*r+9*b*g*p^2*x-2*b*g*p*q^2+ 21*b*g*p*q*x+2*b*g*q^2*r+14*b*g*q^2*x-8*c^4*g-28*c^3*g^2-8*c^3*g*p-8*c^3*g*q+40 *c^3*g*x-30*c^2*g^3-24*c^2*g^2*p-20*c^2*g^2*q+120*c^2*g^2*x-4*c^2*g*p^2-4*c^2*g *p*q-4*c^2*g*p*r+26*c^2*g*p*x-2*c^2*g*q^2+4*c^2*g*q*r+26*c^2*g*q*x-13*c*g^4-18* c*g^3*p-14*c*g^3*q+90*c*g^3*x-8*c*g^2*p^2-10*c*g^2*p*q-6*c*g^2*p*r+59*c*g^2*p*x -3*c*g^2*q^2+6*c*g^2*q*r+59*c*g^2*q*x-c*g*p^3-c*g*p^2*r+5*c*g*p^2*x-c*g*p*q^2+6 *c*g*p*q*x+c*g*q^2*r+5*c*g*q^2*x-2*g^5-4*g^4*p-3*g^4*q+20*g^4*x-3*g^3*p^2-4*g^3 *p*q-2*g^3*p*r+23*g^3*p*x-g^3*q^2+2*g^3*q*r+23*g^3*q*x-g^2*p^3-g^2*p^2*q-g^2*p^ 2*r+7*g^2*p^2*x-g^2*p*q^2+12*g^2*p*q*x+g^2*q^2*r+7*g^2*q^2*x-56*a^3*b-28*a^3*g-\ 72*a^2*b^2-160*a^2*b*c-144*a^2*b*g-56*a^2*b*p-36*a^2*b*q-12*a^2*b*r+104*a^2*b*x -80*a^2*c*g-12*a^2*c*p-12*a^2*c*r+24*a^2*c*x-54*a^2*g^2-34*a^2*g*p-18*a^2*g*q-\ 12*a^2*g*r+64*a^2*g*x-16*a*b^3-128*a*b^2*c-108*a*b^2*g-36*a*b^2*p-16*a*b^2*q+12 *a*b^2*r+104*a*b^2*x-144*a*b*c^2-288*a*b*c*g-80*a*b*c*p-64*a*b*c*q+208*a*b*c*x-\ 126*a*b*g^2-86*a*b*g*p-58*a*b*g*q+208*a*b*g*x-14*a*b*p^2-18*a*b*p*q-6*a*b*p*r+ 52*a*b*p*x-4*a*b*q^2+6*a*b*q*r+52*a*b*q*x-72*a*c^2*g-12*a*c^2*p-12*a*c^2*r+32*a *c^2*x-112*a*c*g^2-58*a*c*g*p-32*a*c*g*q-18*a*c*g*r+144*a*c*g*x-6*a*c*p^2-6*a*c *p*r+16*a*c*p*x+4*a*c*q*x-38*a*g^3-40*a*g^2*p-25*a*g^2*q-9*a*g^2*r+90*a*g^2*x-\ 10*a*g*p^2-9*a*g*p*q-6*a*g*p*r+34*a*g*p*x-2*a*g*q^2+3*a*g*q*r+28*a*g*q*x-16*b^3 *c-16*b^3*g-56*b^2*c^2-116*b^2*c*g-12*b^2*c*p-16*b^2*c*q+12*b^2*c*r+24*b^2*c*x-\ 48*b^2*g^2-24*b^2*g*p-16*b^2*g*q+12*b^2*g*r+64*b^2*g*x-40*b*c^3-148*b*c^2*g-12* b*c^2*p-28*b*c^2*q+12*b*c^2*r+32*b*c^2*x-144*b*c*g^2-58*b*c*g*p-62*b*c*g*q+18*b *c*g*r+144*b*c*g*x-6*b*c*p*q+4*b*c*p*x-4*b*c*q^2+6*b*c*q*r+16*b*c*q*x-40*b*g^3-\ 35*b*g^2*p-28*b*g^2*q+9*b*g^2*r+90*b*g^2*x-7*b*g*p^2-12*b*g*p*q-3*b*g*p*r+28*b* g*p*x-4*b*g*q^2+6*b*g*q*r+34*b*g*q*x-20*c^3*g-60*c^2*g^2-12*c^2*g*p-14*c^2*g*q+ 32*c^2*g*x-45*c*g^3-32*c*g^2*p-27*c*g^2*q+80*c*g^2*x-3*c*g*p^2-3*c*g*p*q-3*c*g* p*r+10*c*g*p*x-2*c*g*q^2+3*c*g*q*r+10*c*g*q*x-10*g^4-13*g^3*p-10*g^3*q+32*g^3*x -5*g^2*p^2-6*g^2*p*q-3*g^2*p*r+18*g^2*p*x-2*g^2*q^2+3*g^2*q*r+18*g^2*q*x-64*a^2 *b-32*a^2*g-40*a*b^2-104*a*b*c-104*a*b*g-32*a*b*p-20*a*b*q+48*a*b*x-52*a*c*g-4* a*c*p-4*a*c*r+8*a*c*x-42*a*g^2-18*a*g*p-10*a*g*q-2*a*g*r+28*a*g*x-24*b^2*c-32*b ^2*g-32*b*c^2-92*b*c*g-4*b*c*p-12*b*c*q+4*b*c*r+8*b*c*x-48*b*g^2-18*b*g*p-16*b* g*q+2*b*g*r+28*b*g*x-16*c^2*g-40*c*g^2-4*c*g*p-6*c*g*q+8*c*g*x-16*g^3-10*g^2*p-\ 8*g^2*q+16*g^2*x-24*a*b-12*a*g-8*b*c-16*b*g-4*c*g-8*g^2)*dx^5-8*a*b^3*p*r^5*x+8 *a^2*g*p*r^6*x+8*a*g^2*p*r^6*x-2*a*g^2*q*r^6*x-16*b^5*g*q*r^3*x+2*a*g*p^2*r^6*x -40*b^4*g*q^2*r^3*x-64*b^4*g*q*r^4*x-36*b^3*g*q^3*r^3*x-76*b^3*g*q^2*r^4*x-48*b ^3*g*q*r^5*x+290*b^3*g^3*q*r^3*x+60*b^3*g^2*q^2*r^3*x-48*b^3*g^2*q*r^4*x-30*b^2 *g*q^2*r^5*x-8*b^2*g*q*r^6*x+309*b^2*g^4*q*r^3*x+221*b^2*g^3*q^2*r^3*x+74*b^2*g ^3*q*r^4*x+12*b^2*g^2*q^3*r^3*x-64*b^2*g^2*q^2*r^4*x-60*b^2*g^2*q*r^5*x-14*b^2* g*q^4*r^3*x-36*b^2*g*q^3*r^4*x-8*a*b^2*p*q*r^5*x-2*a*b*p*q^2*r^5*x-412*c*g^5*r^ 2*x^2+22*g^6*q*r^3*x+1184*g^2*r*x-144*b^2*c*q-168*b^2*c*r-456*b^2*g*q-400*b^2*g *r-56*b*c*q^2+152*b*c*r^2-152*b*g*q^2+488*b*g*r^2+140*c*g*r^2-56*b*c*q*r+20*b*g *q*r+592*c*g*r*x-1036*g^2*p*r*x-492*g^2*q*r*x+96*a*b*q*r+3552*a*b*r*x-2392*b*g* r^2*x-2072*b*g*r*x^2+272*c^2*g*r*x+1080*c*g^2*r*x-58*c*g*p*r^2+76*c*g*q^2*r+60* c*g*q*r^2-680*c*g*r^2*x-592*c*g*r*x^2+472*b^2*g*p*q+1324*b^2*g*p*r+684*b^2*g*q* r+516*b*c^2*q*r-148*b*c*g*q^2+1016*b*c*g*r^2+84*b*c*p*q^2-236*b*c*p*r^2+88*b*c* q^2*r+96*b*c*q*r^2-704*b*c*r^2*x-592*b*c*r*x^2+950*b*g^2*q*r+2556*b*g^2*r*x+200 *b*g*p*q^2-344*b*g*p*r^2+232*b*g*q^2*r+140*b*g*q*r^2+1036*a*c*g*r^2+120*a*c*p*r ^2+64*a*c*q^2*r+24*a*c*q*r^2-656*a*c*r^2*x-592*a*c*r*x^2+1682*a*g^2*p*r+2036*a* g^2*r*x+236*a*g*p^2*r-166*a*g*p*r^2+220*a*g*q^2*r+104*a*g*q*r^2-2368*a*g*r^2*x-\ 2072*a*g*r*x^2-572*b^2*c*g*q+2280*b^2*c*g*r+208*b^2*c*p*q+488*b^2*c*p*r+268*b^2 *c*q*r+3552*a*b^2*c*r-1212*a*b^2*g*q+2904*a*b^2*g*r+736*a*b^2*p*q+2160*a*b^2*p* r+1100*a*b^2*q*r-64*a*b*c*q^2+1200*a*b*c*r^2-220*a*b*g*q^2+1736*a*b*g*r^2+316*a *b*p*q^2-452*a*b*p*r^2+376*a*b*q^2*r+184*a*b*q*r^2-4080*a*b*r^2*x-3552*a*b*r*x^ 2+1348*a^2*b*q*r+1190*a^2*g*p*r-760*a*b^2*c*q-125*g^3*p*q*r-2930*g^3*p*r*x-2310 *g^3*q*r*x-350*g^2*p^2*q*r-766*g^2*p^2*r*x-70*g^2*p*q^2*r-359*g^2*p*q*r^2+240*g ^2*p*r^2*x+764*g^2*p*r*x^2-866*g^2*q^2*r*x-196*g^2*q*r^2*x+764*g^2*q*r*x^2-609* c^2*g*p*r^2+115*c^2*g*q^2*r-355*c^2*g*q*r^2-1168*c^2*g*r^2*x-272*c^2*g*r*x^2+ 1136*c*g^3*p*q-266*c*g^3*p*r+729*c*g^3*q*r-5396*c*g^3*r*x+64*c*g^2*p^2*q-1299*c *g^2*p^2*r+532*c*g^2*p*q^2-1584*c*g^2*p*r^2+250*c*g^2*q^2*r-700*c*g^2*q*r^2-\ 3200*c*g^2*r^2*x-1080*c*g^2*r*x^2-36*c*g*p^3*q-70*c*g*p^3*r+20*c*g*p^2*q^2-104* c*g*p^2*r^2+36*c*g*p*q^3-24*c*g*p*r^3+10*c*g*q^3*r-67*c*g*q^2*r^2-71*c*g*q*r^3+ 360*c*g*r^3*x+680*c*g*r^2*x^2+112*b*g*p*q^3+6*b*g*p*r^3+36*b*g*q^3*r-312*b*g*q^ 3*x-154*b*g*q^2*r^2-132*b*g*q*r^3+1294*b*g*r^3*x+2380*b*g*r^2*x^2+584*c^3*g*p*q -310*c^3*g*p*r+270*c^3*g*q*r-3376*c^3*g*r*x+1604*c^2*g^2*p*q-1019*c^2*g^2*p*r+ 777*c^2*g^2*q*r-9248*c^2*g^2*r*x+48*c^2*g*p^2*q-403*c^2*g*p^2*r+246*c^2*g*p*q^2 -944*b*c^2*r^2*x-272*b*c^2*r*x^2+2958*b*c*g^3*p+2054*b*c*g^3*q+2786*b*c*g^3*r+ 264*b*c*g^2*p^2+1118*b*c*g^2*q^2-1814*b*c*g^2*r^2-878*b*c*g*p^3+180*b*c*g*q^3-\ 970*b*c*g*r^3-132*b*c*p^3*q-76*b*c*p^3*r-4*b*c*p^2*q^2+32*b*c*p^2*r^2+72*b*c*p* q^3+116*b*c*p*r^3+20*b*c*q^3*r-12*b*c*q^3*x-86*b*c*q^2*r^2-82*b*c*q*r^3+428*b*c *r^3*x+680*b*c*r^2*x^2+1018*b*g^3*p*q+318*b*g^3*p*r+879*b*g^3*q*r+186*b*g^3*q*x -3856*b*g^3*r*x+206*b*g^2*p^2*q-1306*b*g^2*p^2*r+608*b*g^2*p*q^2-1710*b*g^2*p*r ^2+324*b*g^2*q^2*r-1146*b*g^2*q^2*x-619*b*g^2*q*r^2-4558*b*g^2*r^2*x-2296*b*g^2 *r*x^2-206*b*g*p^3*q-424*b*g*p^3*r+42*b*g*p^2*q^2-384*b*g*p^2*r^2+1276*b^2*g^2* q*r+360*b^2*g^2*q*x-6172*b^2*g^2*r*x+310*b^2*g*p^2*q-830*b^2*g*p^2*r+524*b^2*g* p*q^2-1138*b^2*g*p*r^2+256*b^2*g*q^2*r-840*b^2*g*q^2*x-408*b^2*g*q*r^2-3036*b^2 *g*r^2*x-1068*b^2*g*r*x^2+2152*b*c^3*g*p+3784*b*c^3*g*q+852*b*c^3*g*r+272*b*c^3 *p*q-1260*b*c^3*p*r+4776*b*c^2*g^2*p+4840*b*c^2*g^2*q+3268*b*c^2*g^2*r-936*b*c^ 2*g*p^2+1484*b*c^2*g*q^2-2688*b*c^2*g*r^2-352*b*c^2*p^2*q-812*b*c^2*p^2*r+328*b *c^2*p*q^2-632*b*c^2*p*r^2+98*b*c^2*q^2*r-522*b*c^2*q*r^2+2176*b^3*c*g*p+1008*b ^3*c*g*q+2292*b^3*c*g*r+328*b^3*c*p*q-168*b^3*c*p*r+248*b^3*c*q*r+360*b^3*c*q*x +772*b^3*g*p*q+332*b^3*g*p*r+624*b^3*g*q*r+252*b^3*g*q*x-3400*b^3*g*r*x+3552*b^ 2*c^2*g*p+3920*b^2*c^2*g*q+2580*b^2*c^2*g*r+768*b^2*c^2*p*q-900*b^2*c^2*p*r+332 *b^2*c^2*q*r+4032*b^2*c*g^2*p+2492*b^2*c*g^2*q+3958*b^2*c*g^2*r+288*b^2*c*g*p^2 +800*b^2*c*g*q^2-1404*b^2*c*g*r^2+8*b^2*c*p^2*q-440*b^2*c*p^2*r+268*b^2*c*p*q^2 -552*b^2*c*p*r^2+92*b^2*c*q^2*r+36*b^2*c*q^2*x-286*b^2*c*q*r^2-1288*b^2*c*r^2*x -728*b^2*c*r*x^2+1516*b^2*g^2*p*q+536*b^2*g^2*p*r+970*a*g^3*p*q-143*a*g^3*p*r+ 628*a*g^3*q*r-4676*a*g^3*r*x+38*a*g^2*p^2*q-1432*a*g^2*p^2*r+500*a*g^2*p*q^2-\ 1753*a*g^2*p*r^2+244*a*g^2*q^2*r-701*a*g^2*q*r^2-4166*a*g^2*r^2*x-2296*a*g^2*r* x^2-110*a*g*p^3*q-418*a*g*p^3*r+66*a*g*p^2*q^2-520*a*g*p^2*r^2+76*a*g*p*q^3-134 *a*g*p*r^3+26*a*g*q^3*r-135*a*g*q^2*r^2-121*a*g*q*r^3+1226*a*g*r^3*x+2380*a*g*r ^2*x^2+896*a*c^3*p*q+640*a*c^3*p*r+540*a*c^3*q*r+6832*a*c^2*g^2*p+5604*a*c^2*g^ 2*q+3600*a*c^2*g^2*r+1280*a*c^2*g*p^2+1116*a*c^2*g*q^2-2080*a*c^2*g*r^2+448*a*c ^2*p^2*q+6*a*c^2*p^2*r+164*a*c^2*p*q^2-586*a*c^2*p*r^2+132*a*c^2*q^2*r-188*a*c^ 2*q*r^2-1392*a*c^2*r^2*x-272*a*c^2*r*x^2+3884*a*c*g^3*p+2880*a*c*g^3*q+2886*a*c *g^3*r+602*a*c*g^2*p^2+1296*a*c*g^2*q^2-2364*a*c*g^2*r^2-282*a*c*g*p^3+136*a*c* g*q^3-904*a*c*g*r^3+60*a*c*p^3*q-64*a*c*p^3*r+44*a*c*p^2*q^2-240*a*c*p^2*r^2-\ 164*a*c*p*r^3-48*a*c*q^2*r^2-60*a*c*q*r^3+292*a*c*r^3*x+680*a*c*r^2*x^2+420*a*b ^2*q^2*r-1716*a*b^2*q^2*x-530*a*b^2*q*r^2-4784*a*b^2*r^2*x-1408*a*b^2*r*x^2+ 15824*a*b*c^3*g+3600*a*b*c^3*p+4752*a*b*c^3*q+1064*a*b*c^3*r+16792*a*b*c^2*g^2-\ 816*a*b*c^2*p^2+1848*a*b*c^2*q^2-3520*a*b*c^2*r^2+6592*a*b*c*g^3-1156*a*b*c*p^3 +272*a*b*c*q^3-1192*a*b*c*r^3+3074*a*b*g^3*p+1670*a*b*g^3*q+3310*a*b*g^3*r+796* a*b*g^2*p^2+994*a*b*g^2*q^2-1670*a*b*g^2*r^2-906*a*b*g*p^3+180*a*b*g*q^3-1370*a *b*g*r^3-280*a*b*p^3*q-772*a*b*p^3*r+88*a*b*p^2*q^2-800*a*b*p^2*r^2+152*a*b*p*q ^3-104*a*b*p*r^3+52*a*b*q^3*r-612*a*b*q^3*x-222*a*b*q^2*r^2-182*a*b*q*r^3+2160* a*b*r^3*x+4080*a*b*r^2*x^2+5080*a*c^3*g*p+3592*a*c^3*g*q+2372*a*c^3*g*r+91*a^2* g*q^2*r-618*a^2*g*q*r^2-2412*a^2*g*r^2*x-1068*a^2*g*r*x^2+3904*a*b^3*c*g+3552*a *b^3*c*p+1264*a*b^3*c*q+3352*a*b^3*c*r+2896*a*b^3*g*p+520*a*b^3*g*q+3588*a*b^3* g*r+1216*a*b^3*p*q+832*a*b^3*p*r+1000*a*b^3*q*r+144*a*b^3*q*x+14800*a*b^2*c^2*g +6000*a*b^2*c^2*p+5392*a*b^2*c^2*q+3720*a*b^2*c^2*r+8432*a*b^2*c*g^2+912*a*b^2* c*p^2+1096*a*b^2*c*q^2-1872*a*b^2*c*r^2+4592*a*b^2*g^2*p+1928*a*b^2*g^2*q+5282* a*b^2*g^2*r+1352*a*b^2*g*p^2+672*a*b^2*g*q^2-1240*a*b^2*g*r^2+612*a*b^2*p^2*q-\ 1220*a*b^2*p^2*r+780*a*b^2*p*q^2-1724*a*b^2*p*r^2-3116*a^2*b*g*r^2-468*a^2*b*p^ 2*q-2654*a^2*b*p^2*r+528*a^2*b*p*q^2-2522*a^2*b*p*r^2+50*a^2*b*q^2*r-1164*a^2*b *q*r^2-3584*a^2*b*r^2*x-1408*a^2*b*r*x^2+7256*a^2*c^2*g*p+5280*a^2*c^2*g*q+3088 *a^2*c^2*g*r+1320*a^2*c^2*p*q+812*a^2*c^2*p*r+720*a^2*c^2*q*r+6284*a^2*c*g^2*p+ 4860*a^2*c*g^2*q+3682*a^2*c*g^2*r+656*a^2*c*g*p^2+1152*a^2*c*g*q^2-2492*a^2*c*g *r^2+316*a^2*c*p^2*q-30*a^2*c*p^2*r+164*a^2*c*p*q^2-422*a^2*c*p*r^2+132*a^2*c*q ^2*r-72*a^2*c*q*r^2-1240*a^2*c*r^2*x-728*a^2*c*r*x^2+1258*a^2*g^2*p*q-946*a^2*g ^2*p*r+496*a^2*g^2*q*r-8272*a^2*g^2*r*x-76*a^2*g*p^2*q-1342*a^2*g*p^2*r+346*a^2 *g*p*q^2-1472*a^2*g*p*r^2-2024*a^3*b*p*r-144*a^3*b*q*r+3696*a^3*c*g*p+2800*a^3* c*g*q+1584*a^3*c*g*r+424*a^3*c*p*q+220*a^3*c*p*r+180*a^3*c*q*r+508*a^3*g*p*q-\ 902*a^3*g*p*r+18*a^3*g*q*r-4728*a^3*g*r*x+13232*a^2*b^2*c*g+7504*a^2*b^2*c*p+ 5968*a^2*b^2*c*q+5200*a^2*b^2*c*r+6296*a^2*b^2*g*p+3536*a^2*b^2*g*q+6372*a^2*b^ 2*g*r+2448*a^2*b^2*p*q-696*a^2*b^2*p*r+1352*a^2*b^2*q*r-12944*a^2*b^2*r*x+22432 *a^2*b*c^2*g+6496*a^2*b*c^2*p+7392*a^2*b*c^2*q+1840*a^2*b*c^2*r+14432*a^2*b*c*g ^2-1112*a^2*b*c*p^2+1920*a^2*b*c*q^2-4216*a^2*b*c*r^2+5744*a^2*b*g^2*p+3740*a^2 *b*g^2*q+5348*a^2*b*g^2*r+96*a^2*b*g*p^2+1448*a^2*b*g*q^2+13024*a^3*b*c*g+3856* a^3*b*c*p+4224*a^3*b*c*q+1272*a^3*b*c*r+4120*a^3*b*g*p+3184*a^3*b*g*q+3156*a^3* b*g*r+592*a^3*b*p*q-620*g^4*p*q*r-1728*g^4*p*q*x-958*g^4*p*r*x-1200*g^4*q*r*x-\ 831*g^3*p^2*q*r-1080*g^3*p^2*q*x+581*g^3*p^2*r*x-395*g^3*p*q^2*r-1344*g^3*p*q^2 *x-322*g^3*p*q*r^2+2123*g^3*p*r^2*x+2620*g^3*p*r*x^2-513*g^3*q^2*r*x+1351*g^3*q *r^2*x+2620*g^3*q*r*x^2-285*g^2*p^3*q*r-60*g^2*p^3*q*x+443*g^2*p^3*r*x-232*g^2* p^2*q^2*r-288*g^2*p^2*q^2*x-46*g^2*p^2*q*r^2+914*g^2*p^2*r^2*x+816*g^2*p^2*r*x^ 2-66*g^2*p*q^3*r-348*g^2*p*q^3*x-26*g^2*p*q^2*r^2+137*g^2*p*q*r^3+303*g^2*p*r^3 *x-22*g^2*p*r^2*x^2-49*g^2*q^3*r*x+588*g^2*q^2*r^2*x+816*g^2*q^2*r*x^2+389*g^2* q*r^3*x-22*g^2*q*r^2*x^2+2520*c*g^2*r^3*x+3200*c*g^2*r^2*x^2-84*c*g*p^4*q-95*c* g*p^4*r-48*c*g*p^4*x-96*c*g*p^3*q^2-89*c*g*p^3*r^2-36*c*g*p^2*q^3-9*c*g*p^2*r^3 +6*c*g*p*q^4+17*c*g*p*r^4-6*c*g*q^4*r-72*c*g*q^4*x-6*c*g*q^3*r^2+44*c*g*q^2*r^3 +48*c*g*q*r^4-88*c*g*r^4*x-360*c*g*r^3*x^2-990*c*g^4*p*q-2348*c*g^4*p*r-4944*c* g^4*p*x-779*c*g^4*q*r-4440*c*g^4*q*x-3998*c*g^4*r*x-2544*c*g^3*p^2*q-3494*c*g^3 *p^2*r-4140*c*g^3*p^2*x-648*c*g^3*p*q^2-1796*c*g^3*p*r^2-634*c*g^3*q^2*r-4476*c *g^3*q^2*x-1097*c*g^3*q*r^2+2398*c*g^3*r^2*x+5396*c*g^3*r*x^2-1426*c*g^2*p^3*q-\ 1431*c*g^2*p^3*r-780*c*g^2*p^3*x-896*c*g^2*p^2*q^2-651*c*g^2*p^2*r^2-82*c*g^2*p *q^3+327*c*g^2*p*r^3-161*c*g^2*q^3*r-1548*c*g^2*q^3*x-296*c*g^2*q^2*r^2+198*c*g ^2*q*r^3+582*b*g*p*q*r+2800*a*b*c*q*r+720*a*b*c*r*x+2400*a*b*g*q*r+4168*a*b*g*r *x+916*a*b*p*q*r+1832*b*c*g*q*r+248*b*c*p*q*r-6766*b*g^2*q*r*x-670*b*g*p^2*q*r-\ 136*b*g*p*q^2*r-620*b*g*p*q*r^2+784*b*g*p*r^2*x+1596*b*g*p*r*x^2-1622*b*g*q^2*r *x-480*b*g*q*r^2*x+1152*b*g*q*r*x^2-264*c^2*g*p*q*r-637*c*g^2*p*q*r-7402*c*g^2* p*r*x-6358*c*g^2*q*r*x-184*c*g*p^2*q*r-36*c*g*p*q^2*r-235*c*g*p*q*r^2+44*c*g*p* r^2*x+308*c*g*p*r*x^2-192*c*g*q*r^2*x+308*c*g*q*r*x^2-1780*g^2*p*q*r*x-5048*b^2 *g*q*r*x+2612*b*c^2*g*p*q-3326*b*c^2*g*p*r+1096*b*c^2*g*q*r-718*b*c^2*p*q*r+ 3394*b*c*g^2*p*q-1226*b*c*g^2*p*r+2154*b*c*g^2*q*r-16672*b*c*g^2*r*x-230*b*c*g* p^2*q-2883*b*c*g*p^2*r+1040*b*c*g*p*q^2-3061*b*c*g*p*r^2+404*b*c*g*q^2*r-1451*b *c*g*q*r^2-5516*b*c*g*r^2*x-1624*b*c*g*r*x^2-308*b*c*p^2*q*r-64*b*c*p*q^2*r-274 *b*c*p*q*r^2+696*b*c*p*r^2*x+752*b*c*p*r*x^2-560*b*c*q*r^2*x-136*b*c*q*r*x^2-\ 364*b*g^2*p*q*r-8410*b*g^2*p*r*x-5556*a*c*g*r^2*x-1624*a*c*g*r*x^2-60*a*c*p^2*q *r-8*a*c*p*q^2*r-196*a*c*p*q*r^2-608*a*c*p*r^2*x-136*a*c*p*r*x^2+176*a*c*q*r^2* x+752*a*c*q*r*x^2-708*a*g^2*p*q*r-8230*a*g^2*p*r*x-6798*a*g^2*q*r*x-546*a*g*p^2 *q*r-1630*a*g*p^2*r*x-108*a*g*p*q^2*r-581*a*g*p*q*r^2+132*a*g*p*r^2*x+1152*a*g* p*r*x^2-112*a*g*q*r^2*x+1596*a*g*q*r*x^2+3048*b^2*c*g*p*q-822*b^2*c*g*p*r+1914* b^2*c*g*q*r-176*b^2*c*p*q*r-92*b^2*g*p*q*r-4067*a*b*g*p*r^2+556*a*b*g*q^2*r-\ 1633*a*b*g*q*r^2-9272*a*b*g*r^2*x-4168*a*b*g*r*x^2-1032*a*b*p^2*q*r-208*a*b*p*q ^2*r-966*a*b*p*q*r^2+872*a*b*p*r^2*x+2440*a*b*p*r*x^2-400*a*b*q*r^2*x+2440*a*b* q*r*x^2+3284*a*c^2*g*p*q-994*a*c^2*g*p*r+1532*a*c^2*g*q*r+190*a*c^2*p*q*r+3262* a*c*g^2*p*q-1725*a*c*g^2*p*r+1539*a*c*g^2*q*r-18184*a*c*g^2*r*x+374*a*c*g*p^2*q -2009*a*c*g*p^2*r+868*a*c*g*p*q^2-2725*a*c*g*p*r^2+446*a*c*g*q^2*r-1131*a*c*g*q *r^2-8*a*b^2*p*q*r-9776*a*b^2*p*r*x+12008*a*b*c^2*g*p+12080*a*b*c^2*g*q+6276*a* b*c^2*g*r+3288*a*b*c^2*p*q-4476*a*b*c^2*p*r+1096*a*b*c^2*q*r-25184*a*b*c^2*r*x+ 11188*a*b*c*g^2*p+8584*a*b*c*g^2*q+8788*a*b*c*g^2*r+12*a*b*c*g*p^2+2916*a*b*c*g *q^2-5352*a*b*c*g*r^2-292*a*b*c*p^2*q-4118*a*b*c*p^2*r+1256*a*b*c*p*q^2-4262*a* b*c*p*r^2+476*a*b*c*q^2*r-2006*a*b*c*q*r^2-6816*a*b*c*r^2*x-720*a*b*c*r*x^2+ 3362*a*b*g^2*p*q-358*a*b*g^2*p*r+2360*a*b*g^2*q*r-16460*a*b*g^2*r*x+86*a*b*g*p^ 2*q-3521*a*b*g*p^2*r+1232*a*b*g*p*q^2+2992*a^2*b*c*p*q-5592*a^2*b*c*p*r+288*a^2 *b*c*q*r+3208*a^2*b*g*p*q-2592*a^2*b*g*p*r+1444*a^2*b*g*q*r-1812*a^2*b*p*q*r-\ 8152*a^2*b*q*r*x+2688*a^2*c*g*p*q-2038*a^2*c*g*p*r+728*a^2*c*g*q*r+166*a^2*c*p* q*r-823*a^2*g*p*q*r-6060*a^2*g*p*r*x+11200*a*b^2*c*g*p+7352*a*b^2*c*g*q+9472*a* b^2*c*g*r+4576*a*b^2*c*p*q-900*a*b^2*c*p*r+2812*a*b^2*c*q*r+3880*a*b^2*g*p*q+ 646*a*b^2*g*p*r+2886*a*b^2*g*q*r+382*c*g*p^2*r^2*x+428*c*g*p^2*r*x^2-40*c*g*p*q ^3*r-240*c*g*p*q^3*x-11*c*g*p*q^2*r^2+94*c*g*p*q*r^3+171*c*g*p*r^3*x+74*c*g*p*r ^2*x^2-77*c*g*q^3*r*x+308*c*g*q^2*r^2*x+428*c*g*q^2*r*x^2+265*c*g*q*r^3*x+74*c* g*q*r^2*x^2+230*g^3*p*q*r*x+1059*g^2*p^2*q*r*x+499*g^2*p*q^2*r*x+1672*g^2*p*q*r ^2*x+1780*g^2*p*q*r*x^2+12824*a^2*b*c*g*p+11296*a^2*b*c*g*q+7884*a^2*b*c*g*r-\ 4608*c^3*g*p*q*x-208*c^3*g*p*r*x-1368*c^3*g*q*r*x-5172*c^2*g^2*p*q*r-12192*c^2* g^2*p*q*x-620*c^2*g^2*p*r*x-4212*c^2*g^2*q*r*x-1036*c^2*g*p^2*q*r-1386*c^2*g*p^ 2*q*x+518*c^2*g*p^2*r*x-538*c^2*g*p*q^2*r-1782*c^2*g*p*q^2*x-354*c^2*g*p*q*r^2+ 2288*c^2*g*p*r^2*x+2840*c^2*g*p*r*x^2-518*c^2*g*q^2*r*x+1780*c^2*g*q*r^2*x+2840 *c^2*g*q*r*x^2-3351*c*g^3*p*q*r-8400*c*g^3*p*q*x-2174*c*g^3*p*r*x-4164*c*g^3*q* r*x-2317*c*g^2*p^2*q*r-2712*c*g^2*p^2*q*x+2169*c*g^2*p^2*r*x-1147*c*g^2*p*q^2*r -3648*c*g^2*p*q^2*x-751*c*g^2*p*q*r^2+5877*c*g^2*p*r^2*x+6880*c*g^2*p*r*x^2-929 *c*g^2*q^2*r*x+4109*c*g^2*q*r^2*x+6880*c*g^2*q*r*x^2-172*c*g*p^3*q*r-96*c*g*p^3 *q*x+83*c*g*p^3*r*x-139*c*g*p^2*q^2*r-216*c*g*p^2*q^2*x-44*c*g*p^2*q*r^2-768*a* b^2*q-632*a*b^2*r-248*a*b*q^2+824*a*b*r^2+128*a*c*r^2+476*a*g*r^2+1032*c*g^3*r+ 598*c*g^2*r^2-12*c*g*q^3-82*c*g*r^3+634*g^3*p*r+324*g^3*q*r+1072*g^3*r*x+82*g^2 *p^2*r-142*g^2*p*r^2+132*g^2*q^2*r+76*g^2*q*r^2-1360*g^2*r^2*x-1184*g^2*r*x^2-\ 20*b*c^2*q^2+108*b*c^2*r^2-24*b*c*q^3-116*b*c*r^3-352*b*g^3*q+608*b*g^3*r-208*b *g^2*q^2+934*b*g^2*r^2-40*b*g*q^3-292*b*g*r^3+220*c^2*g*r^2+738*a*g^2*r^2-28*a* g*q^3-258*a*g*r^3-776*b^3*c*g+160*b^3*c*p-128*b^3*c*q+264*b^3*c*r+136*b^3*g*p-\ 432*b^3*g*q+440*b^3*g*r+8*b^2*c^2*q+776*b^2*c^2*r-80*b^2*c*q^2+268*b^2*c*r^2-\ 676*b^2*g^2*q+856*b^2*g^2*r-216*b^2*g*q^2+664*b^2*g*r^2+180*a^2*b*q^2+460*a^2*b *r^2+244*a^2*c*r^2+1906*a^2*g^2*r+352*a^2*g*r^2-1168*a*b^3*c-1816*a*b^3*g+112*a *b^3*p-736*a*b^3*q+616*a*b^3*r-352*a*b^2*q^2+1060*a*b^2*r^2-56*a*b*q^3-468*a*b* r^3+332*a*c^2*r^2-48*a*c*r^3+1018*a*g^3*r+1104*a^3*g*r-112*a^2*b^2*q+2616*a^2*b ^2*r-531*c*g^2*r^3-12*c*g*p^4+22*c*g*r^4+240*g^4*p*q+83*g^4*p*r+204*g^4*q*r+36* g^4*q*x-808*g^4*r*x+60*g^3*p^2*q-430*g^3*p^2*r+192*g^3*p*q^2-593*g^3*p*r^2+117* g^3*q^2*r-378*g^3*q^2*x-207*g^3*q*r^2-1728*g^3*r^2*x-1072*g^3*r*x^2-88*g^2*p^3* q-228*g^2*p^3*r+32*g^2*p^2*q^2-252*g^2*p^2*r^2+56*g^2*p*q^3-38*g^2*p*r^3+18*g^2 *q^3*r-186*g^2*q^3*x-89*g^2*q^2*r^2-81*g^2*q*r^3+720*g^2*r^3*x+1360*g^2*r^2*x^2 +600*c^4*g*p+624*c^4*g*q+256*c^4*g*r+1928*c^3*g^2*p+1904*c^3*g^2*q+948*c^3*g^2* r+116*c^3*g*p^2+284*c^3*g*q^2-472*c^3*g*r^2+1958*c^2*g^3*p+1676*c^2*g^3*q+1320* c^2*g^3*r+142*c^2*g^2*p^2+682*c^2*g^2*q^2-1220*c^2*g^2*r^2-54*c^2*g*p^3+48*c^2* g*q^3-222*c^2*g*r^3+812*c*g^4*p+560*c*g^4*q+737*c*g^4*r+218*c*g^3*p^2+386*c*g^3 *q^2-592*c*g^3*r^2-298*c*g^2*p^3+86*c*g^2*q^3+1412*b^2*g^3*r+3168*b^2*g^3*x+558 *b^2*g^2*p^2+156*b^2*g^2*q^2-284*b^2*g^2*r^2-164*b^2*g*p^3-448*b^2*g*r^3+3232*b *c^4*g-192*b*c^4*p+768*b*c^4*q-232*b*c^4*r+5920*b*c^3*g^2-752*b*c^3*p^2+480*b*c ^3*q^2-716*b*c^3*r^2+4024*b*c^2*g^3-384*b*c^2*p^3+96*b*c^2*q^3-172*b*c^2*r^3+ 1080*b*c*g^4-48*b*c*p^4+56*b*c*r^4+566*b*g^4*p+242*b*g^4*q+697*b*g^4*r+1368*b*g ^4*x+336*b*g^3*p^2+194*b*g^3*q^2-203*b*g^3*r^2-302*b*g^2*p^3+44*b*g^2*q^3-668*b *g^2*r^3-132*b*g*p^4+98*b*g*r^4+256*b^4*c*g+160*b^4*c*p+288*b^4*c*r+576*b^4*c*x +344*b^4*g*p+1416*b^4*g*x+2384*b^3*c^2*g+368*b^3*c^2*p+608*b^3*c^2*q+416*b^3*c^ 2*r+1248*b^3*c*g^2-32*b^3*c*p^2-236*b^3*c*r^2+988*b^3*g^2*p+88*b^3*g^2*q+1364*b ^3*g^2*r+3420*b^3*g^2*x+356*b^3*g*p^2-152*b^3*g*r^2+4528*b^2*c^3*g+208*b^2*c^3* p+1264*b^2*c^3*q+72*b^2*c^3*r+5104*b^2*c^2*g^2-400*b^2*c^2*p^2+448*b^2*c^2*q^2-\ 768*b^2*c^2*r^2+1808*b^2*c*g^3-144*b^2*c*p^3-240*b^2*c*r^3+1084*b^2*g^3*p+316*b ^2*g^3*q-418*a^2*g*r^3+320*a*b^4*c-208*a*b^4*g+528*a*b^4*p+736*a*b^4*r+2256*a*b ^4*x+3552*a*b^3*c^2+480*a*b^3*g^2+744*a*b^3*p^2-68*a*b^3*r^2+6848*a*b^2*c^3+ 1156*a*b^2*g^3-184*a*b^2*p^3-656*a*b^2*r^3+4608*a*b*c^4+788*a*b*g^4-216*a*b*p^4 +140*a*b*r^4+4288*a*c^4*g+1392*a*c^4*p+480*a*c^4*q+744*a*c^4*r+8008*a*c^3*g^2+ 984*a*c^3*p^2+88*a*c^3*q^2-228*a*c^3*r^2+5848*a*c^2*g^3+276*a*c^2*p^3-272*a*c^2 *r^3+1776*a*c*g^4+24*a*c*p^4-12*a*c*r^4+782*a*g^4*p+458*a*g^4*q+793*a*g^4*r+266 *a*g^3*p^2+336*a*g^3*q^2-560*a*g^3*r^2-328*a*g^2*p^3+94*a*g^2*q^3-607*a*g^2*r^3 -96*a*g*p^4+64*a*g*r^4+7136*a^3*c^2*g+2000*a^3*c^2*p+800*a^3*c^2*q+1000*a^3*c^2 *r+5904*a^3*c*g^2+424*a^3*c*p^2+88*a^3*c*q^2-196*a^3*c*r^2+1804*a^3*g^2*p+1276* a^3*g^2*q+1254*a^3*g^2*r-52*a^3*g*p^2+320*a^3*g*q^2-872*a^3*g*r^2+3360*a^2*b^3* c+1280*a^2*b^3*g+2272*a^2*b^3*p+832*a^2*b^3*q+2536*a^2*b^3*r+11008*a^2*b^2*c^2+ 3288*a^2*b^2*g^2+536*a^2*b^2*p^2+776*a^2*b^2*q^2-1512*a^2*b^2*r^2+10112*a^2*b*c ^3+2680*a^2*b*g^3-820*a^2*b*p^3+176*a^2*b*q^3-644*a^2*b*r^3+8512*a^2*c^3*g+2944 *a^2*c^3*p+1120*a^2*c^3*q+1520*a^2*c^3*r+10624*a^2*c^2*g^2+1336*a^2*c^2*p^2+176 *a^2*c^2*q^2-368*a^2*c^2*r^2+4880*a^2*c*g^3+172*a^2*c*p^3-192*a^2*c*r^3+1822*a^ 2*g^3*p+1186*a^2*g^3*q+1566*a^2*g^3*r+186*a^2*g^2*p^2+582*a^2*g^2*q^2-1280*a^2* g^2*r^2-324*a^2*g*p^3+88*a^2*g*q^3+3872*a^4*b*c+2816*a^4*b*g+816*a^4*b*p+816*a^ 4*b*q+392*a^4*b*r+2800*a^4*c*g+448*a^4*c*p+160*a^4*c*q+224*a^4*c*r+632*a^4*g*p+ 488*a^4*g*q+308*a^4*g*r+6720*a^3*b^2*c+3824*a^3*b^2*g+2560*a^3*b^2*p+1840*a^3*b ^2*q+2192*a^3*b^2*r+9120*a^3*b*c^2+4128*a^3*b*g^2-528*a^3*b*p^2+552*a^3*b*q^2-\ 1548*a^3*b*r^2+156*g^4*r^2*x+808*g^4*r*x^2-488*g^3*p^3*q-514*g^3*p^3*r-318*g^3* p^3*x-286*g^3*p^2*q^2-251*g^3*p^2*r^2-20*g^3*p*q^3+114*g^3*p*r^3-51*g^3*q^3*r-\ 546*g^3*q^3*x-119*g^3*q^2*r^2+45*g^3*q*r^3+1136*g^3*r^3*x+1728*g^3*r^2*x^2-156* g^2*p^4*q-127*g^2*p^4*r-156*g^2*p^3*q^2-49*g^2*p^3*r^2-48*g^2*p^2*q^3+67*g^2*p^ 2*r^3+6*g^2*p*q^4+41*g^2*p*r^4-6*g^2*q^4*r-120*g^2*q^4*x-4*g^2*q^3*r^2+54*g^2*q ^2*r^3+52*g^2*q*r^4-176*g^2*r^4*x-720*g^2*r^3*x^2-342*c*g^5*p+66*c*g^5*q-226*c* g^5*r-1296*c*g^5*x-1662*c*g^4*p^2+48*c*g^4*q^2-943*c*g^4*r^2-1892*c*g^3*p^3+40* c*g^3*q^3-112*c*g^3*r^3-670*c*g^2*p^4+14*c*g^2*q^4+211*c*g^2*r^4-30*c*g*p^5+2*c *g*r^5-80*g^5*p*q-274*g^5*p*r-660*g^5*p*x-68*g^5*q*r-540*g^5*q*x-716*g^5*r*x-\ 438*g^4*p^2*q-680*g^4*p^2*r-906*g^4*p^2*x-90*g^4*p*q^2-415*g^4*p*r^2-100*g^4*q^ 2*r-846*g^4*q^2*x-241*g^4*q*r^2-4176*c^4*g^2*p-696*c^4*g^2*q-2984*c^4*g^2*r-\ 9792*c^4*g^2*x-1648*c^4*g*p^2-64*c^4*g*q^2-696*c^4*g*r^2-4584*c^3*g^3*p-540*c^3 *g^3*q-3260*c^3*g^3*r-11424*c^3*g^3*x-5480*c^3*g^2*p^2-128*c^3*g^2*q^2-2276*c^3 *g^2*r^2-996*c^3*g*p^3+24*c^3*g*q^3-4*c^3*g*r^3-2052*c^2*g^4*p-66*c^2*g^4*q-\ 1434*c^2*g^4*r-5808*c^2*g^4*x-4948*c^2*g^3*p^2-16*c^2*g^3*q^2-2302*c^2*g^3*r^2-\ 2906*c^2*g^2*p^3+52*c^2*g^2*q^3+2*c^2*g^2*r^3-278*c^2*g*p^4+10*c^2*g*q^4+90*c^2 *g*r^4-906*c^3*g*p*r^2-450*c^3*g*q^2*r-2616*c^3*g*q^2*x-586*c^3*g*q*r^2+2008*c^ 3*g*r^2*x+3376*c^3*g*r*x^2-3346*c^2*g^3*p*q-6643*c^2*g^3*p*r-12906*c^2*g^3*p*x-\ 2547*c^2*g^3*q*r-12342*c^2*g^3*q*x-7788*c^2*g^3*r*x-4110*c^2*g^2*p^2*q-5197*c^2 *g^2*p^2*r-5796*c^2*g^2*p^2*x-1200*c^2*g^2*p*q^2-2385*c^2*g^2*p*r^2-1093*c^2*g^ 2*q^2*r-6876*c^2*g^2*q^2*x-1523*c^2*g^2*q*r^2+5176*c^2*g^2*r^2*x+9248*c^2*g^2*r *x^2-624*c^2*g*p^3*q-678*c^2*g*p^3*r-522*c^2*g*p^3*x-452*c^2*g*p^2*q^2-426*c^2* g*p^2*r^2-48*c^2*g*p*q^3+68*c^2*g*p*r^3-88*c^2*g*q^3*r-726*c^2*g*q^3*x-156*c^2* g*q^2*r^2+104*c^2*g*q*r^3+976*c^2*g*r^3*x+1168*c^2*g*r^2*x^2-1384*c^4*g*p*q-\ 2156*c^4*g*p*r-4200*c^4*g*p*x-988*c^4*g*q*r-4248*c^4*g*q*x-1552*c^4*g*r*x-4064* c^3*g^2*p*q-7164*c^3*g^2*p*r-13416*c^3*g^2*p*x-3016*c^3*g^2*q*r-13368*c^3*g^2*q *x-6088*c^3*g^2*r*x-1548*c^3*g*p^2*q-1858*c^3*g*p^2*r-2280*c^3*g*p^2*x-528*c^3* g*p*q^2-344*b*g^4*p*q-1275*b*g^4*p*r-3432*b*g^4*p*x-320*b*g^4*q*r-2880*b*g^4*q* x-3828*b*g^4*r*x-1592*b*g^3*p^2*q-2420*b*g^3*p^2*r-3432*b*g^3*p^2*x-248*b*g^3*p *q^2-1388*b*g^3*p*r^2-386*b*g^3*q^2*r-3684*b*g^3*q^2*x-899*b*g^3*q*r^2+1089*b*g ^3*r^2*x+4266*b*g^3*r*x^2-1334*b*g^2*p^3*q-1244*b*g^2*p^3*r-660*b*g^2*p^3*x-748 *b*g^2*p^2*q^2-411*b*g^2*p^2*r^2-4*b*g^2*p*q^3+490*b*g^2*p*r^3-138*b*g^2*q^3*r-\ 1692*b*g^2*q^3*x-267*b*g^2*q^2*r^2+238*b*g^2*q*r^3+3115*b*g^2*r^3*x+4362*b*g^2* r^2*x^2-264*b*g*p^4*q-145*b*g*p^4*r+96*b*g*p^4*x-294*b*g*p^3*q^2+17*b*g*p^3*r^2 -96*b*g*p^2*q^3+149*b*g*p^2*r^3+53*b*g*p*r^4-240*b*g*q^4*x-8*b*g*q^3*r^2+98*b*g *q^2*r^3+86*b*g*q*r^4-342*b*g*r^4*x-1260*b*g*r^3*x^2-5948*b*c^2*g^2*r^2-5420*b* c^2*g*p^3+148*b*c^2*g*q^3+614*b*c^2*g*r^3-804*b*c^2*p^3*q-28*b*c^2*p^3*r+480*b* c^2*p^3*x-824*b*c^2*p^2*q^2+372*b*c^2*p^2*r^2-96*b*c^2*p*q^3+396*b*c^2*p*r^3-\ 176*b*c^2*q^3*r-1164*b*c^2*q^3*x-180*b*c^2*q^2*r^2+284*b*c^2*q*r^3+876*b*c^2*r^ 3*x+1168*b*c^2*r^2*x^2-1816*b*c*g^4*p+260*b*c*g^4*q-1156*b*c*g^4*r-6720*b*c*g^4 *x-6472*b*c*g^3*p^2+226*b*c*g^3*q^2-3411*b*c*g^3*r^2-5278*b*c*g^2*p^3+158*b*c*g ^2*q^3+45*b*c*g^2*r^3-1096*b*c*g*p^4+478*b*c*g*r^4-72*b*c*p^4*q+28*b*c*p^4*r+96 *b*c*p^4*x-156*b*c*p^3*q^2+52*b*c*p^3*r^2-72*b*c*p^2*q^3+12*b*c*p^2*r^3-24*b*c* p*r^4-144*b*c*q^4*x-12*b*c*q^3*r^2+68*b*c*q^2*r^3+60*b*c*q*r^4-156*b*c*r^4*x-\ 360*b*c*r^3*x^2-10432*b*c^4*g*p-2400*b*c^4*g*q-6480*b*c^4*g*r-18144*b*c^4*g*x-\ 2752*b*c^4*p*q-2008*b*c^4*p*r-2400*b*c^4*p*x-1664*b*c^4*q*r-4752*b*c^4*q*x-576* b*c^4*r*x-15328*b*c^3*g^2*p-2400*b*c^3*g^2*q-10016*b*c^3*g^2*r-33624*b*c^3*g^2* x-11672*b*c^3*g*p^2-392*b*c^3*g*q^2-3588*b*c^3*g*r^2-2528*b*c^3*p^2*q-900*b*c^3 *p^2*r-24*b*c^3*p^2*x-1072*b*c^3*p*q^2+236*b*c^3*p*r^2-848*b*c^3*q^2*r-3528*b*c ^3*q^2*x-488*b*c^3*q*r^2+2496*b*c^3*r^2*x+3376*b*c^3*r*x^2-8776*b*c^2*g^3*p-560 *b*c^2*g^3*q-5788*b*c^2*g^3*r-23616*b*c^2*g^3*x-14828*b*c^2*g^2*p^2-8*b*c^2*g^2 *q^2-3748*b^2*c*g*p^3+252*b^2*c*g*r^3-444*b^2*c*p^3*q-168*b^2*c*p^3*r-284*b^2*c *p^2*q^2+140*b^2*c*p^2*r^2+312*b^2*c*p*r^3-684*b^2*c*q^3*x-118*b^2*c*q^2*r^2+ 182*b^2*c*q*r^3+896*b^2*c*r^3*x+1264*b^2*c*r^2*x^2-386*b^2*g^3*p*q-2166*b^2*g^3 *p*r-6870*b^2*g^3*p*x-509*b^2*g^3*q*r-5850*b^2*g^3*q*x-8100*b^2*g^3*r*x-1688*b^ 2*g^2*p^2*q-2819*b^2*g^2*p^2*r-4512*b^2*g^2*p^2*x-42*b^2*g^2*p*q^2-1525*b^2*g^2 *p*r^2-434*b^2*g^2*q^2*r-5334*b^2*g^2*q^2*x-1059*b^2*g^2*q*r^2+2104*b^2*g^2*r^2 *x+7222*b^2*g^2*r*x^2-848*b^2*g*p^3*q-804*b^2*g*p^3*r-432*b^2*g*p^3*x-380*b^2*g *p^2*q^2-226*b^2*g*p^2*r^2+370*b^2*g*p*r^3-1356*b^2*g*q^3*x-126*b^2*g*q^2*r^2+ 222*b^2*g*q*r^3+2098*b^2*g*r^3*x+2724*b^2*g*r^2*x^2-1050*b^3*g*p^2*r-2100*b^3*g *p^2*x-526*b^3*g*p*r^2-2604*b^3*g*q^2*x+1300*b^3*g*r^2*x+4064*b^3*g*r*x^2-13568 *b^2*c^3*g*p-2224*b^2*c^3*g*q-8408*b^2*c^3*g*r-28272*b^2*c^3*g*x-3424*b^2*c^3*p *q-3376*b^2*c^3*p*r-5328*b^2*c^3*p*x-2424*b^2*c^3*q*r-8400*b^2*c^3*q*x-2432*b^2 *c^3*r*x-11864*b^2*c^2*g^2*p-680*b^2*c^2*g^2*q-7656*b^2*c^2*g^2*r-33264*b^2*c^2 *g^2*x-11544*b^2*c^2*g*p^2+280*b^2*c^2*g*q^2-4348*b^2*c^2*g*r^2-2320*b^2*c^2*p^ 2*q-1412*b^2*c^2*p^2*r-1152*b^2*c^2*p^2*x-552*b^2*c^2*p*q^2-88*b^2*c^2*p*r^2-\ 824*b^2*c^2*q^2*r-4152*b^2*c^2*q^2*x-720*b^2*c^2*q*r^2+2600*b^2*c^2*r^2*x+4288* b^2*c^2*r*x^2-3260*b^2*c*g^3*p+500*b^2*c*g^3*q-2050*b^2*c*g^3*r-13128*b^2*c*g^3 *x-8000*b^2*c*g^2*p^2+472*b^2*c*g^2*q^2-4280*b^2*c*g^2*r^2-480*b^4*c*g*p-248*b^ 4*c*g*r-3792*b^4*c*g*x-320*b^4*c*p*r-768*b^4*c*p*x-768*b^4*c*q*x-1248*b^4*c*r*x -356*b^4*g*p*r-2112*b^4*g*p*x-1752*b^4*g*q*x-2944*b^4*g*r*x-5488*b^3*c^2*g*p-\ 144*b^3*c^2*g*q-3592*b^3*c^2*g*r-17232*b^3*c^2*g*x-1040*b^3*c^2*p*q-1576*b^3*c^ 2*p*r-3312*b^3*c^2*p*x-1168*b^3*c^2*q*r-4560*b^3*c^2*q*x-2624*b^3*c^2*r*x-2232* b^3*c*g^2*p+536*b^3*c*g^2*q-1376*b^3*c*g^2*r-11376*b^3*c*g^2*x-3208*b^3*c*g*p^2 -2092*b^3*c*g*r^2-368*b^3*c*p^2*q-288*b^3*c*p^2*r-360*b^3*c*p^2*x-20*b^3*c*p*r^ 2-1128*b^3*c*q^2*x-340*b^3*c*q*r^2+880*b^3*c*r^2*x+1656*b^3*c*r*x^2+24*b^3*g^2* p*q-1542*b^3*g^2*p*r-6216*b^3*g^2*p*x-294*b^3*g^2*q*r-5268*b^3*g^2*q*x-7896*b^3 *g^2*r*x-452*b^3*g*p^2*q+132*a*g^2*q*r^3+2993*a*g^2*r^3*x+4362*a*g^2*r^2*x^2-\ 276*a*g*p^4*q-268*a*g*p^4*r-48*a*g*p^4*x-234*a*g*p^3*q^2-124*a*g*p^3*r^2-60*a*g *p^2*q^3+128*a*g*p^2*r^3+6*a*g*p*q^4+94*a*g*p*r^4-6*a*g*q^4*r-168*a*g*q^4*x-2*a *g*q^3*r^2+74*a*g*q^2*r^3+74*a*g*q*r^4-274*a*g*r^4*x-1260*a*g*r^3*x^2-327*a*c*g ^2*r^3-1352*a*c*g*p^4+20*a*c*g*q^4+284*a*c*g*r^4-96*a*c*p^4*q-218*a*c*p^4*r-192 *a*c*p^4*x-36*a*c*p^3*q^2-230*a*c*p^3*r^2-30*a*c*p^2*r^3+58*a*c*p*r^4+20*a*c*q^ 2*r^3+36*a*c*q*r^4-20*a*c*r^4*x-360*a*c*r^3*x^2-668*a*g^4*p*q-1925*a*g^4*p*r-\ 3960*a*g^4*p*x-594*a*g^4*q*r-3216*a*g^4*q*x-4020*a*g^4*r*x-2210*a*g^3*p^2*q-\ 3287*a*g^3*p^2*r-3828*a*g^3*p^2*x-584*a*g^3*p*q^2-1830*a*g^3*p*r^2-533*a*g^3*q^ 2*r-3432*a*g^3*q^2*x-1008*a*g^3*q*r^2+1803*a*g^3*r^2*x+4266*a*g^3*r*x^2-1576*a* g^2*p^3*q-1730*a*g^2*p^3*r-948*a*g^2*p^3*x-952*a*g^2*p^2*q^2-912*a*g^2*p^2*r^2-\ 116*a*g^2*p*q^3+250*a*g^2*p*r^3-149*a*g^2*q^3*r-1452*a*g^2*q^3*x-313*a*g^2*q^2* r^2-9608*a*c^3*g*p^2-200*a*c^3*g*q^2-4964*a*c^3*g*r^2-568*a*c^3*p^2*q-2816*a*c^ 3*p^2*r-4536*a*c^3*p^2*x+16*a*c^3*p*q^2-2048*a*c^3*p*r^2-52*a*c^3*q^2*r-1704*a* c^3*q^2*x-684*a*c^3*q*r^2+1520*a*c^3*r^2*x+3376*a*c^3*r*x^2-9896*a*c^2*g^3*p-\ 592*a*c^2*g^3*q-7788*a*c^2*g^3*r-27264*a*c^2*g^3*x-16100*a*c^2*g^2*p^2-332*a*c^ 2*g^2*q^2-7620*a*c^2*g^2*r^2-5564*a*c^2*g*p^3+28*a*c^2*g*q^3-486*a*c^2*g*r^3-\ 444*a*c^2*p^3*q-1328*a*c^2*p^3*r-1524*a*c^2*p^3*x-80*a*c^2*p^2*q^2-1224*a*c^2*p ^2*r^2-260*a*c^2*p*r^3-288*a*c^2*q^3*x-132*a*c^2*q^2*r^2-76*a*c^2*q*r^3+1076*a* c^2*r^3*x+1168*a*c^2*r^2*x^2-2356*a*c*g^4*p+248*a*c*g^4*q-1940*a*c*g^4*r-8112*a *c*g^4*x-8156*a*c*g^3*p^2+8*a*c*g^3*q^2-4453*a*c*g^3*r^2-6256*a*c*g^2*p^3+50*a* c*g^2*q^3+328*a*b*c^2*g^3-7576*a*b*c^2*p^3+56*a*b*c^2*q^3+476*a*b*c^2*r^3+1848* a*b*c*g^4-1760*a*b*c*p^4+516*a*b*c*r^4-418*a*b*g^4*p+590*a*b*g^4*q-450*a*b*g^4* r-4032*a*b*g^4*x-4716*a*b*g^3*p^2+288*a*b*g^3*q^2-3395*a*b*g^3*r^2-5048*a*b*g^2 *p^3+142*a*b*g^2*q^3-247*a*b*g^2*r^3-1628*a*b*g*p^4+536*a*b*g*r^4-456*a*b*p^4*q -318*a*b*p^4*r+96*a*b*p^4*x-432*a*b*p^3*q^2-18*a*b*p^3*r^2-120*a*b*p^2*q^3+286* a*b*p^2*r^3+130*a*b*p*r^4-336*a*b*q^4*x-4*a*b*q^3*r^2+128*a*b*q^2*r^3+112*a*b*q *r^4-528*a*b*r^4*x-2160*a*b*r^3*x^2-6240*a*c^4*g*p-544*a*c^4*g*q-5392*a*c^4*g*r -20256*a*c^4*g*x-16*a*c^4*p*q-2304*a*c^4*p*r-6000*a*c^4*p*x-312*a*c^4*q*r-3744* a*c^4*q*x-2528*a*c^4*r*x-14160*a*c^3*g^2*p-1576*a*c^3*g^2*q-11192*a*c^3*g^2*r-\ 37800*a*c^3*g^2*x-4080*a*b^3*q^2*x-404*a*b^3*q*r^2+1720*a*b^3*r^2*x+6472*a*b^3* r*x^2-6720*a*b^2*c^3*g-16992*a*b^2*c^3*p-2400*a*b^2*c^3*q-11168*a*b^2*c^3*r-\ 40320*a*b^2*c^3*x-112*a*b^2*c^2*g^2-16080*a*b^2*c^2*p^2+304*a*b^2*c^2*q^2-5912* a*b^2*c^2*r^2+3376*a*b^2*c*g^3-5672*a*b^2*c*p^3+200*a*b^2*c*r^3-552*a*b^2*g^3*p +1172*a*b^2*g^3*q-610*a*b^2*g^3*r-7668*a*b^2*g^3*x-6056*a*b^2*g^2*p^2+616*a*b^2 *g^2*q^2-4676*a*b^2*g^2*r^2-4332*a*b^2*g*p^3-104*a*b^2*g*r^3-1252*a*b^2*p^3*q-\ 1440*a*b^2*p^3*r-864*a*b^2*p^3*x-476*a*b^2*p^2*q^2-592*a*b^2*p^2*r^2+428*a*b^2* p*r^3-2028*a*b^2*q^3*x-134*a*b^2*q^2*r^2+262*a*b^2*q*r^3+3300*a*b^2*r^3*x+4184* a*b^2*r^2*x^2-7072*a*b*c^4*g-11904*a*b*c^4*p-2688*a*b*c^4*q-8064*a*b*c^4*r-\ 24192*a*b*c^4*x-5808*a*b*c^3*g^2-14768*a*b*c^3*p^2-848*a*b*c^3*q^2-4840*a*b*c^3 *r^2+1248*a*b^4*c*g-64*a*b^4*c*p+80*a*b^4*c*r-5280*a*b^4*c*x+480*a*b^4*g*p+448* a*b^4*g*r-1872*a*b^4*g*x-392*a*b^4*p*r-3456*a*b^4*p*x-2736*a*b^4*q*x-4640*a*b^4 *r*x+288*a*b^3*c^2*g-6208*a*b^3*c^2*p+544*a*b^3*c^2*q-4208*a*b^3*c^2*r-24960*a* b^3*c^2*x+2960*a*b^3*c*g^2-4320*a*b^3*c*p^2-2560*a*b^3*c*r^2+88*a*b^3*g^2*p+ 1104*a*b^3*g^2*q+12*a*b^3*g^2*r-6336*a*b^3*g^2*x-2576*a*b^3*g*p^2-2488*a*b^3*g* r^2-536*a*b^3*p^2*q-1812*a*b^3*p^2*r-3840*a*b^3*p^2*x-1032*a*b^3*p*r^2-16*a^2*c *g*q^3-366*a^2*c*g*r^3-364*a^2*c*p^3*q-1000*a^2*c*p^3*r-996*a^2*c*p^3*x-80*a^2* c*p^2*q^2-956*a^2*c*p^2*r^2-248*a^2*c*p*r^3-288*a^2*c*q^3*x-132*a^2*c*q^2*r^2-\ 108*a^2*c*q*r^3+800*a^2*c*r^3*x+1264*a^2*c*r^2*x^2-1970*a^2*g^3*p*q-4983*a^2*g^ 3*p*r-8862*a^2*g^3*p*x-1774*a^2*g^3*q*r-7074*a^2*g^3*q*x-8408*a^2*g^3*r*x-3762* a^2*g^2*p^2*q-5400*a^2*g^2*p^2*r-5394*a^2*g^2*p^2*x-1154*a^2*g^2*p*q^2-2823*a^2 *g^2*p*r^2-979*a^2*g^2*q^2*r-4560*a^2*g^2*q^2*x-1502*a^2*g^2*q*r^2+4096*a^2*g^2 *r^2*x+7222*a^2*g^2*r*x^2-1368*a^2*g*p^3*q-1512*a^2*g*p^3*r-708*a^2*g*p^3*x-818 *a^2*g*p^2*q^2-772*a^2*g*p^2*r^2-110*a^2*g*p*q^3+212*a^2*g*p*r^3-120*a^2*g*q^3* r-936*a^2*g*q^3*x-223*a^2*g*q^2*r^2+115*a^2*g*q*r^3+2038*a^2*g*r^3*x+2724*a^2*g *r^2*x^2-2024*a^2*b*p^3*r-420*a^2*b*p^3*x-1556*a^2*b*p^2*q^2-588*a^2*b*p^2*r^2-\ 220*a^2*b*p*q^3+672*a^2*b*p*r^3-240*a^2*b*q^3*r-1584*a^2*b*q^3*x-314*a^2*b*q^2* r^2+338*a^2*b*q*r^3+3276*a^2*b*r^3*x+4184*a^2*b*r^2*x^2-11776*a^2*c^3*g*p-704*a ^2*c^3*g*q-10936*a^2*c^3*g*r-36240*a^2*c^3*g*x-64*a^2*c^3*p*q-5144*a^2*c^3*p*r-\ 11760*a^2*c^3*p*x-728*a^2*c^3*q*r-7152*a^2*c^3*q*x-5328*a^2*c^3*r*x-16544*a^2*c ^2*g^2*p-1376*a^2*c^2*g^2*q-14536*a^2*c^2*g^2*r-44304*a^2*c^2*g^2*x-14600*a^2*c ^2*g*p^2-312*a^2*c^2*g*q^2-7668*a^2*c^2*g*r^2-936*a^2*c^2*p^2*q-4216*a^2*c^2*p^ 2*r-5928*a^2*c^2*p^2*x+32*a^2*c^2*p*q^2-3120*a^2*c^2*p*r^2-104*a^2*c^2*q^2*r-\ 2304*a^2*c^2*q^2*x-1052*a^2*c^2*q*r^2+1800*a^2*c^2*r^2*x+4288*a^2*c^2*r*x^2-\ 6268*a^2*c*g^3*p+100*a^2*c*g^3*q-5930*a^2*c*g^3*r-19272*a^2*c*g^3*x-13724*a^2*c *g^2*p^2-308*a^2*c*g^2*q^2-7378*a^2*c*g^2*r^2-5760*a^2*c*g*p^3-2922*b*g^2*p^2*q *x+2370*b*g^2*p^2*r*x-1037*b*g^2*p*q^2*r-4050*b*g^2*p*q^2*x-665*b*g^2*p*q*r^2+ 6397*b*g^2*p*r^2*x+7604*b*g^2*p*r*x^2-1595*b*g^2*q^2*r*x+3946*b*g^2*q*r^2*x+ 7498*b*g^2*q*r*x^2-427*b*g*p^3*q*r+66*b*g*p^3*q*x+941*b*g*p^3*r*x-416*b*g*p^2*q ^2*r-444*b*g*p^2*q^2*x+2*b*g*p^2*q*r^2+1500*b*g*p^2*r^2*x+1210*b*g*p^2*r*x^2-\ 132*b*g*p*q^3*r-654*b*g*p*q^3*x-40*b*g*p*q^2*r^2+255*b*g*p*q*r^3+321*b*g*p*r^3* x-336*b*g*p*r^2*x^2-160*b*g*q^3*r*x+1042*b*g*q^2*r^2*x+1626*b*g*q^2*r*x^2+716*b *g*q*r^3*x+174*b*g*q*r^2*x^2-1900*c^3*g*p*q*r-1910*b*c*g*p^3*r-414*b*c*g*p^3*x-\ 1866*b*c*g*p^2*q^2-212*b*c*g*p^2*r^2-142*b*c*g*p*q^3+1094*b*c*g*p*r^3-370*b*c*g *q^3*r-3138*b*c*g*q^3*x-517*b*c*g*q^2*r^2+599*b*c*g*q*r^3+4538*b*c*g*r^3*x+5536 *b*c*g*r^2*x^2-58*b*c*p^3*q*r+180*b*c*p^3*q*x+276*b*c*p^3*r*x-182*b*c*p^2*q^2*r -168*b*c*p^2*q^2*x+100*b*c*p^2*q*r^2+108*b*c*p^2*r^2*x+12*b*c*p^2*r*x^2-80*b*c* p*q^3*r-396*b*c*p*q^3*x+2*b*c*p*q^2*r^2+150*b*c*p*q*r^3-228*b*c*p*r^3*x-436*b*c *p*r^2*x^2-278*b*c*q^3*r*x+348*b*c*q^2*r^2*x+844*b*c*q^2*r*x^2+406*b*c*q*r^3*x+ 584*b*c*q*r^2*x^2-2277*b*g^3*p*q*r-7140*b*g^3*p*q*x-3191*b*g^3*p*r*x-5057*b*g^3 *q*r*x-2157*b*g^2*p^2*q*r-7866*b*c^2*g^2*q*r-37728*b*c^2*g^2*q*x-21056*b*c^2*g^ 2*r*x-8800*b*c^2*g*p^2*q-8172*b*c^2*g*p^2*r-7668*b*c^2*g*p^2*x-2724*b*c^2*g*p*q ^2-2534*b*c^2*g*p*r^2-2550*b*c^2*g*q^2*r-13956*b*c^2*g*q^2*x-2636*b*c^2*g*q*r^2 +10804*b*c^2*g*r^2*x+17688*b*c^2*g*r*x^2-846*b*c^2*p^2*q*r-348*b*c^2*p^2*q*x+ 2108*b*c^2*p^2*r*x-826*b*c^2*p*q^2*r-2184*b*c^2*p*q^2*x+66*b*c^2*p*q*r^2+2504*b *c^2*p*r^2*x+2304*b*c^2*p*r*x^2-1256*b*c^2*q^2*r*x+1944*b*c^2*q*r^2*x+3376*b*c^ 2*q*r*x^2-3770*b*c*g^3*p*q-8701*b*c*g^3*p*r-19674*b*c*g^3*p*x-3059*b*c*g^3*q*r-\ 18654*b*c*g^3*q*x-15950*b*c*g^3*r*x-7326*b*c*g^2*p^2*q-9003*b*c*g^2*p^2*r-10608 *b*c*g^2*p^2*x-1694*b*c*g^2*p*q^2-3992*b*c*g^2*p*r^2-1923*b*c*g^2*q^2*r-14028*b *c*g^2*q^2*x-2935*b*c*g^2*q*r^2+8134*b*c*g^2*r^2*x+17428*b*c*g^2*r*x^2-2720*b*c *g*p^3*q+15144*b^2*c*g*r*x^2-516*b^2*c*p^2*q*r-708*b^2*c*p^2*q*x+880*b^2*c*p^2* r*x-346*b^2*c*p*q^2*r-1512*b^2*c*p*q^2*x-10*b^2*c*p*q*r^2+1776*b^2*c*p*r^2*x+ 1756*b^2*c*p*r*x^2-1092*b^2*c*q^2*r*x+964*b^2*c*q*r^2*x+2144*b^2*c*q*r*x^2-2592 *b^2*g^2*p*q*r-10038*b^2*g^2*p*q*x-3700*b^2*g^2*p*r*x-7236*b^2*g^2*q*r*x-1389*b ^2*g*p^2*q*r-2232*b^2*g*p^2*q*x+1776*b^2*g*p^2*r*x-608*b^2*g*p*q^2*r-3216*b^2*g *p*q^2*x-375*b^2*g*p*q*r^2+4474*b^2*g*p*r^2*x+5360*b^2*g*p*r*x^2-1382*b^2*g*q^2 *r*x+2792*b^2*g*q*r^2*x+5554*b^2*g*q*r*x^2-9936*b*c^3*g*p*q-13108*b*c^3*g*p*r-\ 22176*b*c^3*g*p*x-6888*b*c^3*g*q*r-26256*b*c^3*g*q*x-9224*b*c^3*g*r*x-2336*b*c^ 3*p*q*r-3984*b*c^3*p*q*x+2552*b*c^3*p*r*x-1688*b*c^3*q*r*x-10444*b*c^2*g^2*p*q-\ 18354*b*c^2*g^2*p*r-36108*b*c^2*g^2*p*x-1056*b^3*c*g*p*q-4452*b^3*c*g*p*r-13728 *b^3*c*g*p*x-1596*b^3*c*g*q*r-13728*b^3*c*g*q*x-12624*b^3*c*g*r*x-532*b^3*c*p*q *r-1776*b^3*c*p*q*x+384*b^3*c*p*r*x-1632*b^3*c*q*r*x-866*b^3*g*p*q*r-4848*b^3*g *p*q*x-1532*b^3*g*p*r*x-3564*b^3*g*q*r*x-7784*b^2*c^2*g*p*q-13448*b^2*c^2*g*p*r -28272*b^2*c^2*g*p*x-6380*b^2*c^2*g*q*r-32184*b^2*c^2*g*q*x-16776*b^2*c^2*g*r*x -2348*b^2*c^2*p*q*r-5688*b^2*c^2*p*q*x+1344*b^2*c^2*p*r*x-3400*b^2*c^2*q*r*x-\ 4008*b^2*c*g^2*p*q-10600*b^2*c*g^2*p*r-27228*b^2*c*g^2*p*x-3774*b^2*c*g^2*q*r-\ 26832*b^2*c*g^2*q*x-22900*b^2*c*g^2*r*x-5016*b^2*c*g*p^2*q-6042*b^2*c*g*p^2*r-\ 7512*b^2*c*g*p^2*x-716*b^2*c*g*p*q^2-2358*b^2*c*g*p*r^2-1452*b^2*c*g*q^2*r-\ 11832*b^2*c*g*q^2*x-2158*b^2*c*g*q*r^2+7004*b^2*c*g*r^2*x-3059*a*g^3*p*q*r-7044 *a*g^3*p*q*x-3013*a*g^3*p*r*x-3811*a*g^3*q*r*x-2689*a*g^2*p^2*q*r-2910*a*g^2*p^ 2*q*x+1917*a*g^2*p^2*r*x-1256*a*g^2*p*q^2*r-3510*a*g^2*p*q^2*x-995*a*g^2*p*q*r^ 2+6214*a*g^2*p*r^2*x+7498*a*g^2*p*r*x^2-730*a*g^2*q^2*r*x+4379*a*g^2*q*r^2*x+ 7604*a*g^2*q*r*x^2-541*a*g*p^3*q*r-210*a*g*p^3*q*x+748*a*g*p^3*r*x-373*a*g*p^2* q^2*r-492*a*g*p^2*q^2*x-142*a*g*p^2*q*r^2+1774*a*g*p^2*r^2*x+1626*a*g*p^2*r*x^2 -92*a*g*p*q^3*r-498*a*g*p*q^3*x-53*a*g*p*q^2*r^2+199*a*g*p*q*r^3+720*a*g*p*r^3* x+174*a*g*p*r^2*x^2+41*a*g*q^3*r*x+1002*a*g*q^2*r^2*x+1210*a*g*q^2*r*x^2+575*a* g*q*r^3*x-336*a*g*q*r^2*x^2-3220*a*c*g^2*q*r^2+9234*a*c*g^2*r^2*x+17428*a*c*g^2 *r*x^2-2464*a*c*g*p^3*q-3240*a*c*g*p^3*r-2214*a*c*g*p^3*x-1362*a*c*g*p^2*q^2-\ 2014*a*c*g*p^2*r^2-158*a*c*g*p*q^3+164*a*c*g*p*r^3-208*a*c*g*q^3*r-2442*a*c*g*q ^3*x-495*a*c*g*q^2*r^2+169*a*c*g*q*r^3+4406*a*c*g*r^3*x+5536*a*c*g*r^2*x^2-286* a*c*p^3*q*r-372*a*c*p^3*q*x-110*a*c*p^3*r*x-96*a*c*p^2*q^2*r-264*a*c*p^2*q^2*x-\ 188*a*c*p^2*q*r^2+656*a*c*p^2*r^2*x+844*a*c*p^2*r*x^2-84*a*c*p*q^3*x-24*a*c*p*q ^2*r^2+38*a*c*p*q*r^3+570*a*c*p*r^3*x+584*a*c*p*r^2*x^2+124*a*c*q^3*r*x+268*a*c *q^2*r^2*x+12*a*c*q^2*r*x^2+124*a*c*q*r^3*x-436*a*c*q*r^2*x^2-2968*a*c^3*p*r*x-\ 1048*a*c^3*q*r*x-10876*a*c^2*g^2*p*q-22810*a*c^2*g^2*p*r-41712*a*c^2*g^2*p*x-\ 8418*a*c^2*g^2*q*r-37764*a*c^2*g^2*q*x-21720*a*c^2*g^2*r*x-6720*a*c^2*g*p^2*q-\ 11284*a*c^2*g*p^2*r-13548*a*c^2*g*p^2*x-1852*a*c^2*g*p*q^2-6138*a*c^2*g*p*r^2-\ 1602*a*c^2*g*q^2*r-11772*a*c^2*g*q^2*x-2896*a*c^2*g*q*r^2+9588*a*c^2*g*r^2*x+ 17688*a*c^2*g*r*x^2-1226*a*c^2*p^2*q*r-2424*a*c^2*p^2*q*x-1072*a*c^2*p^2*r*x-\ 250*a*c^2*p*q^2*r-1380*a*c^2*p*q^2*x-774*a*c^2*p*q*r^2+2072*a*c^2*p*r^2*x+3376* a*c^2*p*r*x^2+220*a*c^2*q^2*r*x+1616*a*c^2*q*r^2*x+2304*a*c^2*q*r*x^2-5276*a*c* g^3*p*q-11922*a*c*g^3*p*r-22314*a*c*g^3*p*x-4214*a*c*g^3*q*r-19518*a*c*g^3*q*x-\ 16150*a*c*g^3*r*x-8276*a*c*g^2*p^2*q-11900*a*c*g^2*p^2*r-12996*a*c*g^2*p^2*x-\ 2370*a*c*g^2*p*q^2-6049*a*c*g^2*p*r^2-2012*a*c*g^2*q^2*r-12672*a*c*g^2*q^2*x-\ 1234*a*b*g*p^2*r^2-182*a*b*g*p*q^3+992*a*b*g*p*r^3-322*a*b*g*q^3*r-3618*a*b*g*q ^3*x-559*a*b*g*q^2*r^2+523*a*b*g*q*r^3+6824*a*b*g*r^3*x+9272*a*b*g*r^2*x^2-796* a*b*p^3*q*r-48*a*b*p^3*q*x+1606*a*b*p^3*r*x-650*a*b*p^2*q^2*r-720*a*b*p^2*q^2*x -96*a*b*p^2*q*r^2+2892*a*b*p^2*r^2*x+2408*a*b*p^2*r*x^2-184*a*b*p*q^3*r-912*a*b *p*q^3*x-82*a*b*p*q^2*r^2+360*a*b*p*q*r^3+870*a*b*p*r^3*x-236*a*b*p*r^2*x^2-42* a*b*q^3*r*x+1736*a*b*q^2*r^2*x+2408*a*b*q^2*r*x^2+1026*a*b*q*r^3*x-236*a*b*q*r^ 2*x^2-6000*a*c^3*g*p*q-14484*a*c^3*g*p*r-28848*a*c^3*g*p*x-4888*a*c^3*g*q*r-\ 25056*a*c^3*g*q*x-12264*a*c^3*g*r*x-1464*a*c^3*p*q*r-5232*a*c^3*p*q*x-12738*a*b *c*g^2*r^2-13568*a*b*c*g*p^3+220*a*b*c*g*q^3+214*a*b*c*g*r^3-3856*a*b*c*p^3*q-\ 3408*a*b*c*p^3*r-1140*a*b*c*p^3*x-2508*a*b*c*p^2*q^2-1032*a*b*c*p^2*r^2-316*a*b *c*p*q^3+1144*a*b*c*p*r^3-416*a*b*c*q^3*r-3996*a*b*c*q^3*x-590*a*b*c*q^2*r^2+ 670*a*b*c*q*r^3+6112*a*b*c*r^3*x+6816*a*b*c*r^2*x^2-2436*a*b*g^3*p*q-7429*a*b*g ^3*p*r-16884*a*b*g^3*p*x-2275*a*b*g^3*q*r-14076*a*b*g^3*q*x-17692*a*b*g^3*r*x-\ 6650*a*b*g^2*p^2*q-9559*a*b*g^2*p^2*r-11790*a*b*g^2*p^2*x-1520*a*b*g^2*p*q^2-\ 4988*a*b*g^2*p*r^2-1597*a*b*g^2*q^2*r-12186*a*b*g^2*q^2*x-3003*a*b*g^2*q*r^2+ 6696*a*b*g^2*r^2*x+16460*a*b*g^2*r*x^2-3464*a*b*g*p^3*q-3308*a*b*g*p^3*r-1446*a *b*g*p^3*x-2074*a*b*g*p^2*q^2+2672*a*b^2*p^2*r*x-870*a*b^2*p*q^2*r-4920*a*b^2*p *q^2*x-740*a*b^2*p*q*r^2+7172*a*b^2*p*r^2*x+8964*a*b^2*p*r*x^2-1672*a*b^2*q^2*r *x+4620*a*b^2*q*r^2*x+8964*a*b^2*q*r*x^2-36480*a*b*c^3*g*p-6096*a*b*c^3*g*q-\ 25616*a*b*c^3*g*r-82176*a*b*c^3*g*x-12128*a*b*c^3*p*q-18008*a*b*c^3*p*r-31296*a *b*c^3*p*x-8336*a*b*c^3*q*r-33600*a*b*c^3*q*x-10864*a*b*c^3*r*x-33336*a*b*c^2*g ^2*p-2880*a*b*c^2*g^2*q-24280*a*b*c^2*g^2*r-86784*a*b*c^2*g^2*x-37184*a*b*c^2*g *p^2-992*a*b*c^2*g*q^2-14488*a*b*c^2*g*r^2-11344*a*b*c^2*p^2*q-12496*a*b*c^2*p^ 2*r-12168*a*b*c^2*p^2*x-3832*a*b*c^2*p*q^2-4596*a*b*c^2*p*r^2-3004*a*b*c^2*q^2* r-17496*a*b*c^2*q^2*x-3200*a*b*c^2*q*r^2+15680*a*b*c^2*r^2*x+25184*a*b*c^2*r*x^ 2-9872*a*b*c*g^3*p+928*a*b*c*g^3*q-7644*a*b*c*g^3*r-33936*a*b*c*g^3*x-25524*a*b *c*g^2*p^2+204*a*b*c*g^2*q^2-10240*a*b^2*c^2*p*q-20024*a*b^2*c^2*p*r-43152*a*b^ 2*c^2*p*x-7888*a*b^2*c^2*q*r-45648*a*b^2*c^2*q*x-23232*a*b^2*c^2*r*x-13000*a*b^ 2*c*g^2*p+2000*a*b^2*c*g^2*q-9788*a*b^2*c*g^2*r-50832*a*b^2*c*g^2*x-22184*a*b^2 *c*g*p^2+1056*a*b^2*c*g*q^2-11080*a*b^2*c*g*r^2-7016*a*b^2*c*p^2*q-9916*a*b^2*c *p^2*r-12768*a*b^2*c*p^2*x-1032*a*b^2*c*p*q^2-4212*a*b^2*c*p*r^2-1532*a*b^2*c*q ^2*r-16992*a*b^2*c*q^2*x-2664*a*b^2*c*q*r^2+10672*a*b^2*c*r^2*x+23128*a*b^2*c*r *x^2-2240*a*b^2*g^2*p*q-9744*a*b^2*g^2*p*r-26364*a*b^2*g^2*p*x-2604*a*b^2*g^2*q *r-22176*a*b^2*g^2*q*x-29212*a*b^2*g^2*r*x-5032*a*b^2*g*p^2*q-8326*a*b^2*g*p^2* r-12000*a*b^2*g*p^2*x-484*a*b^2*g*p*q^2-4322*a*b^2*g*p*r^2-1084*a*b^2*g*q^2*r-\ 13176*a*b^2*g*q^2*x-2516*a*b^2*g*q*r^2+7040*a*b^2*g*r^2*x+19480*a*b^2*g*r*x^2-\ 2262*a*b^2*p^2*q*r-3756*a*b^2*p^2*q*x+816*a^2*c*q*r^2*x+1756*a^2*c*q*r*x^2-5134 *a^2*g^2*p*q*r-9522*a^2*g^2*p*q*x-2792*a^2*g^2*p*r*x-3620*a^2*g^2*q*r*x-2307*a^ 2*g*p^2*q*r-2016*a^2*g*p^2*q*x+1814*a^2*g*p^2*r*x-1044*a^2*g*p*q^2*r-2304*a^2*g *p*q^2*x-800*a^2*g*p*q*r^2+4920*a^2*g*p*r^2*x+5554*a^2*g*p*r*x^2-66*a^2*g*q^2*r *x+3434*a^2*g*q*r^2*x+5360*a^2*g*q*r*x^2-5248*a*b^3*c*g*p+2016*a*b^3*c*g*q-3816 *a*b^3*c*g*r-30336*a*b^3*c*g*x-832*a*b^3*c*p*q-6376*a*b^3*c*p*r-21696*a*b^3*c*p *x-1360*a*b^3*c*q*r-20544*a*b^3*c*q*x-18656*a*b^3*c*r*x+48*a*b^3*g*p*q-4580*a*b ^3*g*p*r-17040*a*b^3*g*p*x-704*a*b^3*g*q*r-14112*a*b^3*g*q*x-20424*a*b^3*g*r*x-\ 1200*a*b^3*p*q*r-7920*a*b^3*p*q*x-3448*a*b^3*p*r*x-5496*a*b^3*q*r*x-30400*a*b^2 *c^2*g*p-1568*a*b^2*c^2*g*q-21312*a*b^2*c^2*g*r-86736*a*b^2*c^2*g*x-3588*a^2*b* p*q^2*x-916*a^2*b*p*q*r^2+8604*a^2*b*p*r^2*x+8964*a^2*b*p*r*x^2+132*a^2*b*q^2*r *x+6052*a^2*b*q*r^2*x+8964*a^2*b*q*r*x^2-9104*a^2*c^2*g*p*q-22480*a^2*c^2*g*p*r -38856*a^2*c^2*g*p*x-7640*a^2*c^2*g*q*r-31728*a^2*c^2*g*q*x-17792*a^2*c^2*g*r*x -2316*a^2*c^2*p*q*r-6792*a^2*c^2*p*q*x-4360*a^2*c^2*p*r*x-1896*a^2*c^2*q*r*x-\ 9372*a^2*c*g^2*p*q-20704*a^2*c*g^2*p*r-34416*a^2*c*g^2*p*x-7690*a^2*c*g^2*q*r-\ 28884*a^2*c*g^2*q*x-22348*a^2*c*g^2*r*x-7244*a^2*c*g*p^2*q-11436*a^2*c*g*p^2*r-\ 11544*a^2*c*g*p^2*x-2076*a^2*c*g*p*q^2-5978*a^2*c*g*p*r^2-1752*a^2*c*g*q^2*r-\ 9240*a^2*c*g*q^2*x-2794*a^2*c*g*q*r^2+9180*a^2*c*g*r^2*x+15144*a^2*c*g*r*x^2-\ 992*a^2*c*p^2*q*r-1608*a^2*c*p^2*q*x-848*a^2*c*p^2*r*x-250*a^2*c*p*q^2*r-1020*a ^2*c*p*q^2*x-684*a^2*c*p*q*r^2+1236*a^2*c*p*r^2*x+2144*a^2*c*p*r*x^2-264*a^2*c* q^2*r*x-47856*a^2*b*c^2*p*x-13408*a^2*b*c^2*q*r-45936*a^2*b*c^2*q*x-19472*a^2*b *c^2*r*x-20872*a^2*b*c*g^2*p+200*a^2*b*c*g^2*q-18568*a^2*b*c*g^2*r-62832*a^2*b* c*g^2*x-33072*a^2*b*c*g*p^2-872*a^2*b*c*g*q^2-15796*a^2*b*c*g*r^2-12696*a^2*b*c *p^2*q-14944*a^2*b*c*p^2*r-12576*a^2*b*c*p^2*x-4280*a^2*b*c*p*q^2-5988*a^2*b*c* p*r^2-3304*a^2*b*c*q^2*r-14784*a^2*b*c*q^2*x-3644*a^2*b*c*q*r^2+15360*a^2*b*c*r ^2*x+23128*a^2*b*c*r*x^2-6152*a^2*b*g^2*p*q-15660*a^2*b*g^2*p*r-29808*a^2*b*g^2 *p*x-5728*a^2*b*g^2*q*r-24660*a^2*b*g^2*q*x-29344*a^2*b*g^2*r*x-9100*a^2*b*g*p^ 2*q-12010*a^2*b*g*p^2*r-12024*a^2*b*g*p^2*x-2680*a^2*b*g*p*q^2-5702*a^2*b*g*p*r ^2-2400*a^2*b*g*q^2*r-12192*a^2*b*g*q^2*x-3422*a^2*b*g*q*r^2+10792*a^2*b*g*r^2* x+19480*a^2*b*g*r*x^2-3622*a^2*b*p^2*q*r-2424*a^2*b*p^2*q*x+4476*a^2*b*p^2*r*x-\ 1838*a^2*b*p*q^2*r-19560*a^3*b*g*r*x-5024*a^3*b*p*q*r-6672*a^3*b*p*q*x+552*a^3* b*p*r*x-1496*a^3*b*q*r*x-5664*a^3*c*g*p*q-12764*a^3*c*g*p*r-19104*a^3*c*g*p*x-\ 4756*a^3*c*g*q*r-14976*a^3*c*g*q*x-11208*a^3*c*g*r*x-852*a^3*c*p*q*r-1968*a^3*c *p*q*x-1576*a^3*c*p*r*x-312*a^3*c*q*r*x-2938*a^3*g*p*q*r-4320*a^3*g*p*q*x-512*a ^3*g*p*r*x-904*a^3*g*q*r*x-19360*a^2*b^2*c*g*p+1664*a^2*b^2*c*g*q-17072*a^2*b^2 *c*g*r-66240*a^2*b^2*c*g*x-9936*a^2*b^2*c*p*q-23296*a^2*b^2*c*p*r-45120*a^2*b^2 *c*p*x-8768*a^2*b^2*c*q*r-42048*a^2*b^2*c*q*x-30784*a^2*b^2*c*r*x-4520*a^2*b^2* g*p*q-15004*a^2*b^2*g*p*r-33096*a^2*b^2*g*p*x-4988*a^2*b^2*g*q*r-27576*a^2*b^2* g*q*x-34504*a^2*b^2*g*r*x-5872*a^2*b^2*p*q*r-14592*a^2*b^2*p*q*x-2896*a^2*b^2*p *r*x-6992*a^2*b^2*q*r*x-42896*a^2*b*c^2*g*p-5536*a^2*b*c^2*g*q-34248*a^2*b*c^2* g*r-102000*a^2*b*c^2*g*x-18256*a^2*b*c^2*p*q-30888*a^2*b*c^2*p*r-1728*a^2*b^2*c ^2*q-16816*a^2*b^2*c^2*r-56448*a^2*b^2*c^2*x+7440*a^2*b^2*c*g^2-16304*a^2*b^2*c *p^2+448*a^2*b^2*c*q^2-7880*a^2*b^2*c*r^2-1824*a^2*b^2*g^2*p+2136*a^2*b^2*g^2*q -2740*a^2*b^2*g^2*r-15840*a^2*b^2*g^2*x-9104*a^2*b^2*g*p^2+664*a^2*b^2*g*q^2-\ 6600*a^2*b^2*g*r^2-4008*a^2*b^2*p^2*q-6132*a^2*b^2*p^2*r-7056*a^2*b^2*p^2*x-648 *a^2*b^2*p*q^2-2960*a^2*b^2*p*r^2-980*a^2*b^2*q^2*r-7536*a^2*b^2*q^2*x-1728*a^2 *b^2*q*r^2+6400*a^2*b^2*r^2*x+12944*a^2*b^2*r*x^2-6240*a^2*b*c^3*g-22080*a^2*b* c^3*p-4320*a^2*b*c^3*q-16816*a^2*b*c^3*r-46848*a^2*b*c^3*x+1136*a^2*b*c^2*g^2-\ 23312*a^2*b*c^2*p^2-1392*a^2*b*c^2*q^2-8888*a^2*b*c^2*r^2+5056*a^2*b*c*g^3-8664 *a^2*b*c*p^3-32*a^2*b*c*q^3+348*a^2*b*c*r^3-1660*a^2*b*g^3*p+1212*a^2*b*g^3*q-\ 2264*a^2*b*g^3*r-10716*a^2*b*g^3*x-9776*a^2*b*g^2*p^2+184*a^2*b*g^2*q^2-6596*a^ 2*b*g^2*r^2-6456*a^2*b*g*p^3+72*a^2*b*g*q^3+28*a^2*b*g*r^3-2372*a^2*b*p^3*q+16* a^3*c*p*q^2-1132*a^3*c*p*r^2-52*a^3*c*q^2*r-600*a^3*c*q^2*x-368*a^3*c*q*r^2+800 *a^3*c*r^2*x+1656*a^3*c*r*x^2-2496*a^3*g^2*p*q-5642*a^3*g^2*p*r-8700*a^3*g^2*p* x-2226*a^3*g^2*q*r-6792*a^3*g^2*q*x-7676*a^3*g^2*r*x-2208*a^3*g*p^2*q-3002*a^3* g*p^2*r-2532*a^3*g*p^2*x-752*a^3*g*p*q^2-1458*a^3*g*p*r^2-600*a^3*g*q^2*r-2028* a^3*g*q^2*x-774*a^3*g*q*r^2+2740*a^3*g*r^2*x+4064*a^3*g*r*x^2+4704*a^2*b^3*c*g-\ 4032*a^2*b^3*c*p+1568*a^2*b^3*c*q-3712*a^2*b^3*c*r-21216*a^2*b^3*c*x-176*a^2*b^ 3*g*p+1664*a^2*b^3*g*q-808*a^2*b^3*g*r-9264*a^2*b^3*g*x-240*a^2*b^3*p*q-3944*a^ 2*b^3*p*r-11664*a^2*b^3*p*x-896*a^2*b^3*q*r-9504*a^2*b^3*q*x-13232*a^2*b^3*r*x+ 800*a^2*b^2*c^2*g-21600*a^2*b^2*c^2*p-7424*a^3*b^2*p*r-12960*a^3*b^2*p*x-2984*a ^3*b^2*q*r-10800*a^3*b^2*q*x-12544*a^3*b^2*r*x+384*a^3*b*c^2*g-17888*a^3*b*c^2* p-3520*a^3*b*c^2*q-15184*a^3*b*c^2*r-36096*a^3*b*c^2*x+6128*a^3*b*c*g^2-13536*a ^3*b*c*p^2-1008*a^3*b*c*q^2-5904*a^3*b*c*r^2-3072*a^3*b*g^2*p+904*a^3*b*g^2*q-\ 4300*a^3*b*g^2*r-13632*a^3*b*g^2*x-8560*a^3*b*g*p^2-272*a^3*b*g*q^2-5300*a^3*b* g*r^2-4048*a^3*b*p^2*q-4496*a^3*b*p^2*r-3216*a^3*b*p^2*x-1520*a^3*b*p*q^2-1784* a^3*b*p*r^2-1148*a^3*b*q^2*r-3456*a^3*b*q^2*x-1180*a^3*b*q*r^2+4680*a^3*b*r^2*x +6472*a^3*b*r*x^2-9792*a^3*c^2*g*p-784*a^3*c^2*g*q-9712*a^3*c^2*g*r-26736*a^3*c ^2*g*x-80*a^3*c^2*p*q-3696*a^3*c^2*p*r-7344*a^3*c^2*p*x-520*a^3*c^2*q*r-4176*a^ 3*c^2*q*x-3792*a^3*c^2*r*x-7528*a^3*c*g^2*p-480*a^3*c*g^2*q-7788*a^3*c*g^2*r-\ 20688*a^3*c*g^2*x-8176*a^3*c*g*p^2-280*a^3*c*g*q^2-4424*a^3*c*g*r^2-368*a^3*c*p ^2*q-1508*a^3*c*p^2*r-1848*a^3*c*p^2*x+3264*a^4*b*c*g-6208*a^4*b*c*p-1312*a^4*b *c*q-6144*a^4*b*c*r-12384*a^4*b*c*x-2480*a^4*b*g*p+48*a^4*b*g*q-3368*a^4*b*g*r-\ 7920*a^4*b*g*x-2320*a^4*b*p*q-3872*a^4*b*p*r-4752*a^4*b*p*x-1928*a^4*b*q*r-4032 *a^4*b*q*x-3952*a^4*b*r*x-3488*a^4*c*g*p-432*a^4*c*g*q-3880*a^4*c*g*r-8880*a^4* c*g*x-32*a^4*c*p*q-856*a^4*c*p*r-1536*a^4*c*p*x-104*a^4*c*q*r-768*a^4*c*q*x-\ 1120*a^4*c*r*x-1176*a^4*g*p*q-2364*a^4*g*p*r-3144*a^4*g*p*x-1016*a^4*g*q*r-2400 *a^4*g*q*x-2536*a^4*g*r*x+6432*a^3*b^2*c*g-10144*a^3*b^2*c*p-288*a^3*b^2*c*q-\ 9776*a^3*b^2*c*r-27936*a^3*b^2*c*x-2704*a^3*b^2*g*p+1360*a^3*b^2*g*q-4032*a^3*b ^2*g*r-14352*a^3*b^2*g*x-2928*a^3*b^2*p*q+831*g^3*q^2*r^2*x-34*g^3*q^2*r*x^2-\ 102*g^3*q*r^3*x-1737*g^3*q*r^2*x^2+8*g^2*p^4*q*r+366*g^2*p^4*q*x+312*g^2*p^4*r* x+15*g^2*p^3*q^2*r+540*g^2*p^3*q^2*x+146*g^2*p^3*q*r^2+204*g^2*p^3*q*x^2+205*g^ 2*p^3*r^2*x-197*g^2*p^3*r*x^2-3*g^2*p^2*q^3*r+324*g^2*p^2*q^3*x+111*g^2*p^2*q^2 *r^2+288*g^2*p^2*q^2*x^2+114*g^2*p^2*q*r^3-172*g^2*p^2*r^3*x-751*g^2*p^2*r^2*x^ 2-4*g^2*p*q^4*r+42*g^2*p*q^4*x+33*g^2*p*q^3*r^2+204*g^2*p*q^3*x^2+41*g^2*p*q^2* r^3-3*g^2*p*q*r^4-139*g^2*p*r^4*x-346*g^2*p*r^3*x^2+70*g^2*q^4*r*x+115*g^2*q^3* r^2*x-197*g^2*q^3*r*x^2-146*g^2*q^2*r^3*x-751*g^2*q^2*r^2*x^2-161*g^2*q*r^4*x-\ 346*g^2*q*r^3*x^2-148*g^5*p*q*r+192*g^5*p*q*x+988*g^5*p*r*x+576*g^5*q*r*x-179*g ^4*p^2*q*r+1200*g^4*p^2*q*x+2087*g^4*p^2*r*x-91*g^4*p*q^2*r+504*g^4*p*q^2*x+181 *g^4*p*q*r^2+1728*g^4*p*q*x^2+1761*g^4*p*r^2*x+1079*g^4*p*r*x^2+927*g^4*q^2*r*x +1413*g^4*q*r^2*x+1079*g^4*q*r*x^2-54*g^3*p^3*q*r+1248*g^3*p^3*q*x+1435*g^3*p^3 *r*x-40*g^3*p^2*q^2*r+1176*g^3*p^2*q^2*x+317*g^3*p^2*q*r^2+1212*g^3*p^2*q*x^2+ 1095*g^3*p^2*r^2*x-34*g^3*p^2*r*x^2-21*g^3*p*q^3*r+312*g^3*p*q^3*x+181*g^3*p*q^ 2*r^2+1212*g^3*p*q^2*x^2+234*g^3*p*q*r^3-240*g^3*p*r^3*x-1737*g^3*p*r^2*x^2+509 *g^3*q^3*r*x+64*c*g^2*q*r^4-768*c*g^2*r^4*x-2520*c*g^2*r^3*x^2-24*c*g*p^5*q-20* c*g*p^5*r+42*c*g*p^5*x-24*c*g*p^4*q^2+22*c*g*p^4*r^2+60*c*g*p^4*x^2-24*c*g*p^3* q^3+64*c*g*p^3*r^3-12*c*g*p^2*q^4+40*c*g*p^2*r^4+4*c*g*p*r^5-18*c*g*q^5*x+9*c*g *q^4*r^2+60*c*g*q^4*x^2+14*c*g*q^3*r^3-6*c*g*q^2*r^4-13*c*g*q*r^5+8*c*g*r^5*x+ 88*c*g*r^4*x^2-876*c*g^5*p*q-629*c*g^5*p*r+408*c*g^5*p*x-273*c*g^5*q*r-408*c*g^ 5*q*x+1428*c*g^5*r*x-1972*c*g^4*p^2*q-921*c*g^4*p^2*r+3270*c*g^4*p^2*x-874*c*g^ 4*p*q^2+367*c*g^4*p*r^2+4692*c*g^4*p*x^2-237*c*g^4*q^2*r-150*c*g^4*q^2*x+145*c* g^4*q*r^2+4692*c*g^4*q*x^2+4530*c*g^4*r^2*x+3998*c*g^4*r*x^2-1642*c*g^3*p^3*q-\ 496*c*g^3*p^3*r+3720*c*g^3*p^3*x-1280*c*g^3*p^2*q^2+923*c*g^3*p^2*r^2+4308*c*g^ 3*p^2*x^2-334*c*g^3*p*q^3+918*c*g^3*p*r^3-96*c*g^3*q^3*r-144*c*g^3*q^3*x+299*c* g^3*q^2*r^2+4308*c*g^3*q^2*x^2+575*c*g^3*q*r^3+810*c*g^3*r^3*x-2398*c*g^3*r^2*x ^2-492*c*g^2*p^4*q-125*c*g^2*p^4*r+1236*c*g^2*p^4*x-540*c*g^2*p^3*q^2+474*c*g^2 *p^3*r^2+1164*c*g^2*p^3*x^2-276*c*g^2*p^2*q^3+580*c*g^2*p^2*r^3-42*c*g^2*p*q^4+ 150*c*g^2*p*r^4-17*c*g^2*q^4*r-132*c*g^2*q^4*x+119*c*g^2*q^3*r^2+1164*c*g^2*q^3 *x^2+230*c*g^2*q^2*r^3-5176*c^2*g^2*r^2*x^2-228*c^2*g*p^4*q-149*c^2*g*p^4*r+480 *c^2*g*p^4*x-240*c^2*g*p^3*q^2+138*c^2*g*p^3*r^2+624*c^2*g*p^3*x^2-156*c^2*g*p^ 2*q^3+272*c^2*g*p^2*r^3-30*c^2*g*p*q^4+97*c^2*g*p*r^4-11*c^2*g*q^4*r-96*c^2*g*q ^4*x+68*c^2*g*q^3*r^2+624*c^2*g*q^3*x^2+130*c^2*g*q^2*r^3+39*c^2*g*q*r^4-304*c^ 2*g*r^4*x-976*c^2*g*r^3*x^2-3696*c^2*g^4*p*q-2108*c^2*g^4*p*r+4266*c^2*g^4*p*x-\ 952*c^2*g^4*q*r+294*c^2*g^4*q*x+7756*c^2*g^4*r*x-5372*c^2*g^3*p^2*q-2133*c^2*g^ 3*p^2*r+10548*c^2*g^3*p^2*x-2498*c^2*g^3*p*q^2+1375*c^2*g^3*p*r^2+12624*c^2*g^3 *p*x^2-555*c^2*g^3*q^2*r+684*c^2*g^3*q^2*x+713*c^2*g^3*q*r^2+12624*c^2*g^3*q*x^ 2+11208*c^2*g^3*r^2*x+7788*c^2*g^3*r*x^2-2480*c^2*g^2*p^3*q-790*c^2*g^2*p^3*r+ 5862*c^2*g^2*p^3*x-1994*c^2*g^2*p^2*q^2+1389*c^2*g^2*p^2*r^2+6336*c^2*g^2*p^2*x ^2-572*c^2*g^2*p*q^3+1336*c^2*g^2*p*r^3-138*c^2*g^2*q^3*r-54*c^2*g^2*q^3*x+6336 *c^2*g^2*q^2*x^2+876*c^2*g^2*q*r^3+408*c^2*g^2*r^3*x+4224*c^4*g*p*x^2-156*c^4*g *q^2*r+528*c^4*g*q^2*x+340*c^4*g*q*r^2+4224*c^4*g*q*x^2+3264*c^4*g*r^2*x+1552*c ^4*g*r*x^2-7072*c^3*g^3*p*q-3392*c^3*g^3*p*r+11004*c^3*g^3*p*x-1560*c^3*g^3*q*r +2916*c^3*g^3*q*x+16744*c^3*g^3*r*x-5760*c^3*g^2*p^2*q-2152*c^3*g^2*p^2*r+12168 *c^3*g^2*p^2*x-2832*c^3*g^2*p*q^2+1608*c^3*g^2*p*r^2+13392*c^3*g^2*p*x^2-528*c^ 3*g^2*q^2*r+1464*c^3*g^2*q^2*x+984*c^3*g^2*q*r^2+13392*c^3*g^2*q*x^2+11080*c^3* g^2*r^2*x+6088*c^3*g^2*r*x^2-920*c^3*g*p^3*q-476*c^3*g*p^3*r+1980*c^3*g*p^3*x-\ 788*c^3*g*p^2*q^2+350*c^3*g*p^2*r^2+2448*c^3*g*p^2*x^2-272*c^3*g*p*q^3+456*c^3* g*p*r^3-60*c^3*g*q^3*r-60*c^3*g*q^3*x+234*c^3*g*q^2*r^2+2448*c^3*g*q^2*x^2+348* c^3*g*q*r^3+40*c^3*g*r^3*x-2008*c^3*g*r^2*x^2-1728*c^5*g*p*q-688*c^5*g*p*r+3024 *c^5*g*p*x-272*c^5*g*q*r+1200*c^5*g*q*x+4256*c^5*g*r*x-6048*c^4*g^2*p*q-2560*c^ 4*g^2*p*r+10680*c^4*g^2*p*x-1152*c^4*g^2*q*r+3720*c^4*g^2*q*x+15120*c^4*g^2*r*x -1840*c^4*g*p^2*q-804*c^4*g*p^2*r+3696*c^4*g*p^2*x-1000*c^4*g*p*q^2+396*c^4*g*p *r^2-866*b*g^3*p^2*q^2+703*b*g^3*p^2*r^2+3432*b*g^3*p^2*x^2+674*b*g^3*p*r^3-420 *b*g^3*q^3*x+230*b*g^3*q^2*r^2+3756*b*g^3*q^2*x^2+472*b*g^3*q*r^3+941*b*g^3*r^3 *x-1446*b*g^3*r^2*x^2-426*b*g^2*p^4*q+12*b*g^2*p^4*r+1236*b*g^2*p^4*x-528*b*g^2 *p^3*q^2+514*b*g^2*p^3*r^2+1056*b*g^2*p^3*x^2-252*b*g^2*p^2*q^3+464*b*g^2*p^2*r ^3+40*b*g^2*p*r^4-222*b*g^2*q^4*x+130*b*g^2*q^3*r^2+1320*b*g^2*q^3*x^2+224*b*g^ 2*q^2*r^3+23*b*g^2*q*r^4-953*b*g^2*r^4*x-3054*b*g^2*r^3*x^2-48*b*g*p^5*q+8*b*g* p^5*r+138*b*g*p^5*x-84*b*g*p^4*q^2+88*b*g*p^4*r^2+36*b*g*p^4*x^2-72*b*g*p^3*q^3 +100*b*g*p^3*r^3+26*b*g*p^2*r^4-8*b*g*p*r^5+144*b*g*q^4*x^2+308*b*g*r^4*x^2+136 *b*c^2*q^3*r^2+1344*b*c^2*q^3*x^2+200*b*c^2*q^2*r^3-14*b*c^2*q*r^4-388*b*c^2*r^ 4*x-976*b*c^2*r^3*x^2-1714*b*c*g^5*p-636*b*c*g^5*r-1872*b*c*g^5*x-4484*b*c*g^4* p^2-170*b*c*g^4*r^2+7416*b*c*g^4*x^2-4376*b*c*g^3*p^3+1374*b*c*g^3*r^3-1670*b*c *g^2*p^4+404*b*c*g^2*r^4-192*b*c*g*p^5-90*b*c*g*r^5-24*b*c*p^4*q^2-4*b*c*p^4*r^ 2-48*b*c*p^4*x^2-48*b*c*p^3*q^3-8*b*c*p^3*r^3-4*b*c*p^2*r^4+168*b*c*q^4*x^2+28* b*c*q^3*r^3-8*b*c*q^2*r^4+36*b*c*r^5*x+88*b*c*r^4*x^2-403*b*g^5*p*r-342*b*g^5*p *x-690*b*g^5*q*x+392*b*g^5*r*x-1158*b*g^4*p^2*q-609*b*g^4*p^2*r+1536*b*g^4*p^2* x+177*b*g^4*p*r^2+3324*b*g^4*p*x^2-588*b*g^4*q^2*x+50*b*g^4*q*r^2+3420*b*g^4*q* x^2+3356*b*g^4*r^2*x+3924*b*g^4*r*x^2-1138*b*g^3*p^3*q-270*b*g^3*p^3*r+2598*b*g ^3*p^3*x+1552*b*c^4*r*x^2-19160*b*c^3*g^3*p-8224*b*c^3*g^3*q-4112*b*c^3*g^3*r+ 4944*b*c^3*g^3*x-19584*b*c^3*g^2*p^2-4208*b*c^3*g^2*q^2+3208*b*c^3*g^2*r^2+ 35712*b*c^3*g^2*x^2-5392*b*c^3*g*p^3-728*b*c^3*g*q^3+2240*b*c^3*g*r^3-816*b*c^3 *p^3*q+448*b*c^3*p^3*r+1944*b*c^3*p^3*x-1328*b*c^3*p^2*q^2+796*b*c^3*p^2*r^2+ 864*b*c^3*p^2*x^2-544*b*c^3*p*q^3+280*b*c^3*p*r^3-120*b*c^3*q^3*r-96*b*c^3*q^3* x+528*b*c^3*q^2*r^2+4032*b*c^3*q^2*x^2+504*b*c^3*q*r^3-656*b*c^3*r^3*x-2008*b*c ^3*r^2*x^2-8472*b*c^2*g^4*p-3304*b*c^2*g^4*q-2338*b*c^2*g^4*r-1896*b*c^2*g^4*x-\ 14336*b*c^2*g^3*p^2-2496*b*c^2*g^3*q^2+1050*b*c^2*g^3*r^2+25440*b*c^2*g^3*x^2-\ 8396*b*c^2*g^2*p^3-680*b*c^2*g^2*q^3+2928*b*c^2*g^2*r^3-1416*b*c^2*g*p^4+284*b* c^2*g*r^4-96*b*c^2*p^4*q+84*b*c^2*p^4*r+288*b*c^2*p^4*x-348*b*c^2*p^3*q^2+124*b *c^2*p^3*r^2-96*b*c^2*p^3*x^2-312*b*c^2*p^2*q^3-12*b*c^2*p^2*r^3-88*b*c^2*p*r^4 -192*b*c^2*q^4*x+1802*g^3*p*q*r^2*x-230*g^3*p*q*r*x^2+986*g^2*p^3*q*r*x+1152*g^ 2*p^2*q^2*r*x+391*g^2*p^2*q*r^2*x-779*g^2*p^2*q*r*x^2+548*g^2*p*q^3*r*x+351*g^2 *p*q^2*r^2*x-779*g^2*p*q^2*r*x^2-408*g^2*p*q*r^3*x-1672*g^2*p*q*r^2*x^2-19296*a ^3*b*c*g*p-1792*a^3*b*c*g*q-18568*a^3*b*c*g*r-48576*a^3*b*c*g*x-11200*a^3*b*c*p *q-19024*a^3*b*c*p*r-25728*a^3*b*c*p*x-8664*a^3*b*c*q*r-23040*a^3*b*c*q*x-14496 *a^3*b*c*r*x-6432*a^3*b*g*p*q-13592*a^3*b*g*p*r-21312*a^3*b*g*p*x-5780*a^3*b*g* q*r-17616*a^3*b*g*q*x+74*c*g*p^2*q*r^3+12*c*g*p^2*r^3*x-345*c*g*p^2*r^2*x^2-4*c *g*p*q^4*r+18*c*g*p*q^4*x+20*c*g*p*q^3*r^2+168*c*g*p*q^3*x^2+22*c*g*p*q^2*r^3-3 *c*g*p*q*r^4-55*c*g*p*r^4*x-218*c*g*p*r^3*x^2+30*c*g*q^4*r*x+75*c*g*q^3*r^2*x-3 *c*g*q^3*r*x^2-94*c*g*q^2*r^3*x-345*c*g*q^2*r^2*x^2-117*c*g*q*r^4*x-218*c*g*q*r ^3*x^2+2976*g^4*p*q*r*x+3267*g^3*p^2*q*r*x+2395*g^3*p*q^2*r*x-366*c*g^3*p*q^2*r +3492*c*g^3*p*q^2*x+1115*c*g^3*p*q*r^2+8400*c*g^3*p*q*x^2+7857*c*g^3*p*r^2*x+ 3169*c*g^3*p*r*x^2+5269*c*g^3*q^2*r*x+6459*c*g^3*q*r^2*x+3169*c*g^3*q*r*x^2-101 *c*g^2*p^3*q*r+3720*c*g^2*p^3*q*x+4013*c*g^2*p^3*r*x-50*c*g^2*p^2*q^2*r+3648*c* g^2*p^2*q^2*x+937*c*g^2*p^2*q*r^2+3180*c*g^2*p^2*q*x^2+2793*c*g^2*p^2*r^2*x-620 *c*g^2*p^2*r*x^2-51*c*g^2*p*q^3*r+1032*c*g^2*p*q^3*x+540*c*g^2*p*q^2*r^2+3180*c *g^2*p*q^2*x^2+633*c*g^2*p*q*r^3-804*c*g^2*p*r^3*x-4993*c*g^2*p*r^2*x^2+1473*c* g^2*q^3*r*x+2083*c*g^2*q^2*r^2*x-620*c*g^2*q^2*r*x^2-546*c*g^2*q*r^3*x-4993*c*g ^2*q*r^2*x^2-4*c*g*p^4*q*r+198*c*g*p^4*q*x+208*c*g*p^4*r*x+18*c*g*p^3*q^2*r+324 *c*g*p^3*q^2*x+84*c*g*p^3*q*r^2+168*c*g*p^3*q*x^2+241*c*g*p^3*r^2*x-3*c*g*p^3*r *x^2-2*c*g*p^2*q^3*r+204*c*g*p^2*q^3*x+67*c*g*p^2*q^2*r^2+216*c*g*p^2*q^2*x^2+ 10560*c^2*g^2*p*r^2*x+2416*c^2*g^2*p*r*x^2+8448*c^2*g^2*q^2*r*x+8836*c^2*g^2*q* r^2*x+2416*c^2*g^2*q*r*x^2-62*c^2*g*p^3*q*r+1632*c^2*g*p^3*q*x+1842*c^2*g*p^3*r *x+12*c^2*g*p^2*q^2*r+1728*c^2*g*p^2*q^2*x+408*c^2*g*p^2*q*r^2+1584*c^2*g*p^2*q *x^2+1500*c^2*g*p^2*r^2*x-26*c^2*g*p*q^3*r+480*c^2*g*p*q^3*x+262*c^2*g*p*q^2*r^ 2+1584*c^2*g*p*q^2*x^2+294*c^2*g*p*q*r^3-206*c^2*g*p*r^3*x-2034*c^2*g*p*r^2*x^2 +662*c^2*g*q^3*r*x+960*c^2*g*q^2*r^2*x-278*c^2*g*q*r^3*x-2034*c^2*g*q*r^2*x^2-\ 931*c*g^4*p*q*r+3096*c*g^4*p*q*x+8662*c*g^4*p*r*x+5524*c*g^4*q*r*x-718*c*g^3*p^ 2*q*r+7284*c*g^3*p^2*q*x+10989*c*g^3*p^2*r*x-488*c^4*g*p*q*r+4608*c^4*g*p*q*x+ 8528*c^4*g*p*r*x+6192*c^4*g*q*r*x-1844*c^3*g^2*p*q*r+13920*c^3*g^2*p*q*x+27368* c^3*g^2*p*r*x+19072*c^3*g^2*q*r*x-288*c^3*g*p^2*q*r+4476*c^3*g*p^2*q*x+6052*c^3 *g*p^2*r*x-112*c^3*g*p*q^2*r+2436*c^3*g*p*q^2*x+684*c^3*g*p*q*r^2+4608*c^3*g*p* q*x^2+3780*c^3*g*p*r^2*x+788*c^3*g*p*r*x^2+3236*c^3*g*q^2*r*x+3140*c^3*g*q*r^2* x+788*c^3*g*q*r*x^2-2070*c^2*g^3*p*q*r+11232*c^2*g^3*p*q*x+24924*c^2*g^3*p*r*x+ 16732*c^2*g^3*q*r*x-864*c^2*g^2*p^2*q*r+12006*c^2*g^2*p^2*q*x+16656*c^2*g^2*p^2 *r*x-424*c^2*g^2*p*q^2*r+6186*c^2*g^2*p*q^2*x+1848*c^2*g^2*p*q*r^2+12192*c^2*g^ 2*p*q*x^2+41*b*g*p^4*q*r+606*b*g*p^4*q*x+388*b*g*p^4*r*x+35*b*g*p^3*q^2*r+954*b *g*p^3*q^2*x+243*b*g*p^3*q*r^2+216*b*g*p^3*q*x^2+97*b*g*p^3*r^2*x-491*b*g*p^3*r *x^2-6*b*g*p^2*q^3*r+606*b*g*p^2*q^3*x+200*b*g*p^2*q^2*r^2+468*b*g*p^2*q^2*x^2+ 159*b*g*p^2*q*r^3-398*b*g*p^2*r^3*x-1251*b*g*p^2*r^2*x^2+84*b*g*p*q^4*x+66*b*g* p*q^3*r^2+432*b*g*p*q^3*x^2+71*b*g*p*q^2*r^3-21*b*g*p*q*r^4-203*b*g*p*r^4*x-448 *b*g*p*r^3*x^2+140*b*g*q^4*r*x+250*b*g*q^3*r^2*x-294*b*g*q^3*r*x^2-242*b*g*q^2* r^3*x-1408*b*g*q^2*r^2*x^2-282*b*g*q*r^4*x-718*b*g*q*r^3*x^2+194*b*c*q^3*r*x^2-\ 88*b*c*q^2*r^3*x-502*b*c*q^2*r^2*x^2-154*b*c*q*r^4*x-488*b*c*q*r^3*x^2-608*b*g^ 4*p*q*r+996*b*g^4*p*q*x+5140*b*g^4*p*r*x+3006*b*g^4*q*r*x-494*b*g^3*p^2*q*r+ 4848*b*g^3*p^2*q*x+8077*b*g^3*p^2*r*x-288*b*g^3*p*q^2*r+1878*b*g^3*p*q^2*x+826* b*g^3*p*q*r^2+7092*b*g^3*p*q*x^2+6452*b*g^3*p*r^2*x+3501*b*g^3*p*r*x^2+3682*b*g ^3*q^2*r*x+5589*b*g^3*q*r^2*x+4035*b*g^3*q*r*x^2-20*b*g^2*p^3*q*r+3618*b*g^2*p^ 3*q*x+3787*b*g^2*p^3*r*x-100*b*g^2*p^2*q^2*r+3360*b*g^2*p^2*q^2*x+884*b*g^2*p^2 *q*r^2+3216*b*g^2*p^2*q*x^2+2420*b*g^2*p^2*r^2*x-820*b*g^2*p^2*r*x^2-66*b*g^2*p *q^3*r+756*b*g^2*p*q^3*x+492*b*g^2*p*q^2*r^2+3480*b*g^2*p*q^2*x^2+528*b*g^2*p*q *r^3-1114*b*g^2*p*r^3*x-5388*b*g^2*p*r^2*x^2+1338*b*g^2*q^3*r*x+2225*b*g^2*q^2* r^2*x-161*b*g^2*q^2*r*x^2-498*b*g^2*q*r^3*x-5080*b*g^2*q*r^2*x^2+2160*b*c*g*p^4 *x-1068*b*c*g*p^3*q^2+945*b*c*g*p^3*r^2+1428*b*c*g*p^3*x^2-618*b*c*g*p^2*q^3+ 739*b*c*g*p^2*r^3+12*b*c*g*p*r^4-360*b*c*g*q^4*x+296*b*c*g*q^3*r^2+2676*b*c*g*q ^3*x^2+483*b*c*g*q^2*r^3+32*b*c*g*q*r^4-1570*b*c*g*r^4*x-4472*b*c*g*r^3*x^2+42* b*c*p^4*q*r+144*b*c*p^4*q*x-56*b*c*p^4*r*x+46*b*c*p^3*q^2*r+396*b*c*p^3*q^2*x+ 70*b*c*p^3*q*r^2-48*b*c*p^3*q*x^2-144*b*c*p^3*r^2*x-200*b*c*p^3*r*x^2-4*b*c*p^2 *q^3*r+324*b*c*p^2*q^3*x+90*b*c*p^2*q^2*r^2+216*b*c*p^2*q^2*x^2+10*b*c*p^2*q*r^ 3-84*b*c*p^2*r^3*x-188*b*c*p^2*r^2*x^2+36*b*c*p*q^4*x+40*b*c*p*q^3*r^2+384*b*c* p*q^3*x^2+22*b*c*p*q^2*r^3-36*b*c*p*q*r^4+40*b*c*p*r^4*x+52*b*c*p*r^3*x^2+60*b* c*q^4*r*x+190*b*c*q^3*r^2*x-2060*b*c^2*p*r^2*x^2+976*b*c^2*q^3*r*x+1404*b*c^2*q ^2*r^2*x+1164*b*c^2*q^2*r*x^2-504*b*c^2*q*r^3*x-2008*b*c^2*q*r^2*x^2-4208*b*c*g ^4*p*q-2692*b*c*g^4*p*r+2616*b*c*g^4*p*x-1196*b*c*g^4*q*r-1968*b*c*g^4*q*x+7766 *b*c*g^4*r*x-7412*b*c*g^3*p^2*q-2620*b*c*g^3*p^2*r+13776*b*c*g^3*p^2*x-3206*b*c *g^3*p*q^2+2156*b*c*g^3*p*r^2+19596*b*c*g^3*p*x^2-831*b*c*g^3*q^2*r-966*b*c*g^3 *q^2*x+1055*b*c*g^3*q*r^2+20484*b*c*g^3*q*x^2+17962*b*c*g^3*r^2*x+16050*b*c*g^3 *r*x^2-4372*b*c*g^2*p^3*q-451*b*c*g^2*p^3*r+11076*b*c*g^2*p^3*x-3674*b*c*g^2*p^ 2*q^2+3194*b*c*g^2*p^2*r^2+11640*b*c*g^2*p^2*x^2-924*b*c*g^2*p*q^3+2467*b*c*g^2 *p*r^3-281*b*c*g^2*q^3*r-906*b*c*g^2*q^3*x+1131*b*c*g^2*q^2*r^2+13512*b*c*g^2*q ^2*x^2+1784*b*c*g^2*q*r^3+1320*b*c*g^2*r^3*x-8684*b*c*g^2*r^2*x^2-726*b*c*g*p^4 *q+116*b*c*g*p^4*r-15376*b*c^2*g^2*p^2*q-3150*b*c^2*g^2*p^2*r+33048*b*c^2*g^2*p ^2*x-7428*b*c^2*g^2*p*q^2+6046*b*c^2*g^2*p*r^2+36936*b*c^2*g^2*p*x^2-1438*b*c^2 *g^2*q^2*r+1980*b*c^2*g^2*q^2*x+3378*b*c^2*g^2*q*r^2+39720*b*c^2*g^2*q*x^2+ 31604*b*c^2*g^2*r^2*x+21388*b*c^2*g^2*r*x^2-4320*b*c^2*g*p^3*q+284*b*c^2*g*p^3* r+11280*b*c^2*g*p^3*x-4336*b*c^2*g*p^2*q^2+3602*b*c^2*g*p^2*r^2+9720*b*c^2*g*p^ 2*x^2-1320*b*c^2*g*p*q^3+2292*b*c^2*g*p*r^3-318*b*c^2*g*q^3*r-360*b*c^2*g*q^3*x +1504*b*c^2*g*q^2*r^2+13752*b*c^2*g*q^2*x^2+1926*b*c^2*g*q*r^3-592*b*c^2*g*r^3* x-10196*b*c^2*g*r^2*x^2+316*b*c^2*p^3*q*r+1764*b*c^2*p^3*q*x+404*b*c^2*p^3*r*x+ 142*b*c^2*p^2*q^2*r+2472*b*c^2*p^2*q^2*x+586*b*c^2*p^2*q*r^2+864*b*c^2*p^2*q*x^ 2-492*b*c^2*p^2*r^2*x-1164*b*c^2*p^2*r*x^2-52*b*c^2*p*q^3*r+804*b*c^2*p*q^3*x+ 458*b*c^2*p*q^2*r^2+2304*b*c^2*p*q^2*x^2+200*b*c^2*p*q*r^3-996*b*c^2*p*r^3*x-\ 13504*b*c^4*g*p*q-1328*b*c^4*g*p*r+25152*b*c^4*g*p*x-1352*b*c^4*g*q*r+10464*b*c ^4*g*q*x+31104*b*c^4*g*r*x+496*b*c^4*p*q*r+7344*b*c^4*p*q*x+7904*b*c^4*p*r*x+ 7872*b*c^4*q*r*x-21568*b*c^3*g^2*p*q-6080*b*c^3*g^2*p*r+37560*b*c^3*g^2*p*x-\ 3376*b*c^3*g^2*q*r+11760*b*c^3*g^2*q*x+52200*b*c^3*g^2*r*x-11536*b*c^3*g*p^2*q-\ 280*b*c^3*g*p^2*r+25632*b*c^3*g*p^2*x-6576*b*c^3*g*p*q^2+5616*b*c^3*g*p*r^2+ 23616*b*c^3*g*p*x^2-960*b*c^3*g*q^2*r+3696*b*c^3*g*q^2*x+3464*b*c^3*g*q*r^2+ 27552*b*c^3*g*q*x^2+19496*b*c^3*g*r^2*x+10744*b*c^3*g*r*x^2+712*b*c^3*p^2*q*r+ 6000*b*c^3*p^2*q*x+3752*b*c^3*p^2*r*x+32*b*c^3*p*q^2*r+3960*b*c^3*p*q^2*x+1488* b*c^3*p*q*r^2+4608*b*c^3*p*q*x^2+1104*b*c^3*p*r^2*x-752*b*c^3*p*r*x^2+4416*b*c^ 3*q^2*r*x+3336*b*c^3*q*r^2*x+2328*b*c^3*q*r*x^2-14472*b*c^2*g^3*p*q-6408*b*c^2* g^3*p*r+19680*b*c^2*g^3*p*x-3062*b*c^2*g^3*q*r+2400*b*c^2*g^3*q*x+32904*b*c^2*g ^3*r*x+9979*b^2*g^3*p*r*x+5721*b^2*g^3*q*r*x-596*b^2*g^2*p^2*q*r+6090*b^2*g^2*p ^2*q*x+10306*b^2*g^2*p^2*r*x-323*b^2*g^2*p*q^2*r+1836*b^2*g^2*p*q^2*x+1036*b^2* g^2*p*q*r^2+9780*b^2*g^2*p*q*x^2+7825*b^2*g^2*p*r^2*x+3660*b^2*g^2*p*r*x^2+4499 *b^2*g^2*q^2*r*x+7166*b^2*g^2*q*r^2*x+5014*b^2*g^2*q*r*x^2-16*b^2*g*p^3*q*r+ 2526*b^2*g*p^3*q*x+2571*b^2*g*p^3*r*x-100*b^2*g*p^2*q^2*r+2238*b^2*g*p^2*q^2*x+ 534*b^2*g*p^2*q*r^2+2268*b^2*g*p^2*q*x^2+1524*b^2*g*p^2*r^2*x-855*b^2*g*p^2*r*x ^2+324*b^2*g*p*q^3*x+2616*b^2*g*p*q^2*x^2+272*b^2*g*p*q*r^3-865*b^2*g*p*r^3*x-\ 3954*b^2*g*p*r^2*x^2+818*b^2*g*q^3*r*x+1496*b^2*g*q^2*r^2*x-216*b^2*g*q^2*r*x^2 -434*b^2*g*q*r^3*x-3856*b^2*g*q*r^2*x^2-2748*b^2*c*g^2*q^2*x+1880*b^2*c*g^2*q*r ^2+30624*b^2*c*g^2*q*x^2+24534*b^2*c*g^2*r^2*x+22624*b^2*c*g^2*r*x^2-3264*b^2*c *g*p^3*q-92*b^2*c*g*p^3*r+8268*b^2*c*g*p^3*x-2668*b^2*c*g*p^2*q^2+2376*b^2*c*g* p^2*r^2+8376*b^2*c*g*p^2*x^2+1628*b^2*c*g*p*r^3-1500*b^2*c*g*q^3*x+1094*b^2*c*g *q^2*r^2+11688*b^2*c*g*q^2*x^2+1498*b^2*c*g*q*r^3+234*b^2*c*g*r^3*x-8092*b^2*c* g*r^2*x^2+106*b^2*c*p^3*q*r+1044*b^2*c*p^3*q*x+684*b^2*c*p^3*r*x-14*b^2*c*p^2*q ^2*r+1092*b^2*c*p^2*q^2*x+274*b^2*c*p^2*q*r^2+864*b^2*c*p^2*q*x^2+116*b^2*c*p^2 *r^2*x-308*b^2*c*p^2*r*x^2+144*b^2*c*p*q^3*x+220*b^2*c*p*q^2*r^2+1560*b^2*c*p*q ^2*x^2+106*b^2*c*p*q*r^3-644*b^2*c*p*r^3*x-1296*b^2*c*p*r^2*x^2+354*b^2*c*q^3*r *x+792*b^2*c*q^2*r^2*x+970*b^2*c*q^2*r*x^2-282*b^2*c*q*r^3*x-1100*b^2*c*q*r^2*x ^2-941*b^2*g^3*p*q*r+1608*b^2*g^3*p*q*x+9984*b^2*c^3*p*q*x+13776*b^2*c^3*p*r*x+ 12376*b^2*c^3*q*r*x-18544*b^2*c^2*g^2*p*q-6348*b^2*c^2*g^2*p*r+29304*b^2*c^2*g^ 2*p*x-3104*b^2*c^2*g^2*q*r+3864*b^2*c^2*g^2*q*x+47568*b^2*c^2*g^2*r*x-12376*b^2 *c^2*g*p^2*q-1152*b^2*c^2*g*p^2*r+26688*b^2*c^2*g*p^2*x-5632*b^2*c^2*g*p*q^2+ 5704*b^2*c^2*g*p*r^2+30000*b^2*c^2*g*p*x^2-968*b^2*c^2*g*q^2*r+384*b^2*c^2*g*q^ 2*x+3576*b^2*c^2*g*q*r^2+35520*b^2*c^2*g*q*x^2+24708*b^2*c^2*g*r^2*x+17284*b^2* c^2*g*r*x^2+392*b^2*c^2*p^2*q*r+5904*b^2*c^2*p^2*q*x+5388*b^2*c^2*p^2*r*x-64*b^ 2*c^2*p*q^2*r+2928*b^2*c^2*p*q^2*x+1492*b^2*c^2*p*q*r^2+6240*b^2*c^2*p*q*x^2+ 2296*b^2*c^2*p*r^2*x+276*b^2*c^2*p*r*x^2+4156*b^2*c^2*q^2*r*x+4120*b^2*c^2*q*r^ 2*x+3880*b^2*c^2*q*r*x^2-7128*b^2*c*g^3*p*q-4176*b^2*c*g^3*p*r+5736*b^2*c*g^3*p *x-1868*b^2*c*g^3*q*r-4008*b^2*c*g^3*q*x+15698*b^2*c*g^3*r*x-9260*b^2*c*g^2*p^2 *q-2742*b^2*c*g^2*p^2*r+18684*b^2*c*g^2*p^2*x-3588*b^2*c*g^2*p*q^2+3322*b^2*c*g ^2*p*r^2+28056*b^2*c*g^2*p*x^2-952*b^2*c*g^2*q^2*r-968*b^3*c*g*p^2*r+8400*b^3*c *g*p^2*x+1784*b^3*c*g*p*r^2+14352*b^3*c*g*p*x^2-2472*b^3*c*g*q^2*x+1228*b^3*c*g *q*r^2+16416*b^3*c*g*q*x^2+12280*b^3*c*g*r^2*x+11916*b^3*c*g*r*x^2+16*b^3*c*p^2 *q*r+1056*b^3*c*p^2*q*x+1188*b^3*c*p^2*r*x+288*b^3*c*p*q^2*x+412*b^3*c*p*q*r^2+ 1872*b^3*c*p*q*x^2+440*b^3*c*p*r^2*x-36*b^3*c*p*r*x^2+904*b^3*c*q^2*r*x+1356*b^ 3*c*q*r^2*x+1604*b^3*c*q*r*x^2-584*b^3*g^2*p*q*r+696*b^3*g^2*p*q*x+8414*b^3*g^2 *p*r*x+4510*b^3*g^2*q*r*x-270*b^3*g*p^2*q*r+2340*b^3*g*p^2*q*x+4366*b^3*g*p^2*r *x+276*b^3*g*p*q^2*x+390*b^3*g*p*q*r^2+4584*b^3*g*p*q*x^2+3142*b^3*g*p*r^2*x+ 1218*b^3*g*p*r*x^2+1648*b^3*g*q^2*r*x+2984*b^3*g*q*r^2*x+2038*b^3*g*q*r*x^2-\ 18400*b^2*c^3*g*p*q-2272*b^2*c^3*g*p*r+34080*b^2*c^3*g*p*x-1680*b^2*c^3*g*q*r+ 11664*b^2*c^3*g*q*x+45952*b^2*c^3*g*r*x+448*b^2*c^3*p*q*r-400*b^4*c*g*p*r+1776* b^4*c*g*p*x-1776*b^4*c*g*q*x+4768*b^4*c*g*r*x+432*b^4*c*p*q*x+1336*b^4*c*p*r*x+ 1096*b^4*c*q*r*x-168*b^4*g*p*q*x+2528*b^4*g*p*r*x+1160*b^4*g*q*r*x-8000*b^3*c^2 *g*p*q-1616*b^3*c^2*g*p*r+15264*b^3*c^2*g*p*x-688*b^3*c^2*g*q*r+1968*b^3*c^2*g* q*x+25328*b^3*c^2*g*r*x+272*b^3*c^2*p*q*r+3648*b^3*c^2*p*q*x+6984*b^3*c^2*p*r*x +6128*b^3*c^2*q*r*x-4816*b^3*c*g^2*p*q-2644*b^3*c*g^2*p*r+5112*b^3*c*g^2*p*x-\ 1116*b^3*c*g^2*q*r-4224*b^3*c*g^2*q*x+13836*b^3*c*g^2*r*x-3816*b^3*c*g*p^2*q+ 1940*c*g^2*p*q*r*x+533*c*g*p^2*q*r*x+237*c*g*p*q^2*r*x+1030*c*g*p*q*r^2*x+1152* c*g*p*q*r*x^2+7192*a*b*c*g*p*q-5198*a*b*c*g*p*r+3592*a*b*c*g*q*r-42624*a*b*c*g* r*x-2478*a*b*c*p*q*r-1639*a*b*g*p*q*r-4816*a*b*p*q*r*x-925*a*c*g*p*q*r-1593*b*c *g*p*q*r-1152*c*g*p*q*r*x+2790*a*g*p*q*r^2*x+2984*a*g*p*q*r*x^2-6498*b^2*c*g*p* q*r-19920*b^2*c*g*p*q*x-908*b^2*c*g*p*r*x-10920*b^2*c*g*q*r*x+204*b^2*c*p*q*r*x +602*b^2*g*p*q*r*x-9928*b*c^2*g*p*q*r-21792*b*c^2*g*p*q*x+3648*b*c^2*g*p*r*x-\ 8124*b*c^2*g*q*r*x+1660*b*c^2*p*q*r*x-9304*b*c*g^2*p*q*r-24660*b*c*g^2*p*q*x-\ 3148*b*c*g^2*p*r*x-12502*b*c*g^2*q*r*x-3880*b*c*g*p^2*q*r-3858*b*c*g*p^2*q*x+ 5954*b*c*g*p^2*r*x-2228*b*c*g*p*q^2*r-6870*b*c*g*p*q^2*x-787*b*c*g*p*q*r^2+ 11434*b*c*g*p*r^2*x+12318*b*c*g*p*r*x^2-2270*b*c*g*q^2*r*x+7588*b*c*g*q*r^2*x+ 12642*b*c*g*q*r*x^2+882*b*c*p^2*q*r*x+192*b*c*p*q^2*r*x+1108*b*c*p*q*r^2*x+1152 *b*c*p*q*r*x^2+1061*b*g^2*p*q*r*x+2026*b*g*p^2*q*r*x+857*b*g*p*q^2*r*x+2868*b*g *p*q*r^2*x+2984*b*g*p*q*r*x^2+752*c^2*g*p*q*r*x-1685*a*b*g*p*q*r^2+15224*a*b*g* p*r^2*x+17774*a*b*g*p*r*x^2-1920*a*b*g*q^2*r*x+10356*a*b*g*q*r^2*x+17774*a*b*g* q*r*x^2+3170*a*b*p^2*q*r*x+1522*a*b*p*q^2*r*x+4628*a*b*p*q*r^2*x+4816*a*b*p*q*r *x^2-9444*a*c^2*g*p*q*r-23136*a*c^2*g*p*q*x-3944*a*c^2*g*p*r*x-6068*a*c^2*g*q*r *x-156*a*c^2*p*q*r*x-11000*a*c*g^2*p*q*r-24396*a*c*g^2*p*q*x-4744*a*c*g^2*p*r*x -8678*a*c*g^2*q*r*x-4454*a*c*g*p^2*q*r-5538*a*c*g*p^2*q*x+2556*a*c*g*p^2*r*x-\ 1894*a*c*g*p*q^2*r-6054*a*c*g*p*q^2*x-1779*a*c*g*p*q*r^2+10136*a*c*g*p*r^2*x+ 12642*a*c*g*p*r*x^2-704*a*c*g*q^2*r*x+7574*a*c*g*q*r^2*x+12318*a*c*g*q*r*x^2+ 184*a*c*p^2*q*r*x+282*a*c*p*q^2*r*x+952*a*c*p*q*r^2*x+1152*a*c*p*q*r*x^2+1749*a *g^2*p*q*r*x+1677*a*g*p^2*q*r*x+902*a*g*p*q^2*r*x-16444*a*b*c*g^2*p*q-35480*a*b *c*g^2*p*r-70692*a*b*c*g^2*p*x-13060*a*b*c*g^2*q*r-65484*a*b*c*g^2*q*x-51752*a* b*c*g^2*r*x-18992*a*b*c*g*p^2*q-23680*a*b*c*g*p^2*r-25368*a*b*c*g*p^2*x-5384*a* b*c*g*p*q^2-10238*a*b*c*g*p*r^2-4698*a*b*c*g*q^2*r-31176*a*b*c*g*q^2*x-6478*a*b *c*g*q*r^2+22816*a*b*c*g*r^2*x+42624*a*b*c*g*r*x^2-5892*a*b*c*p^2*q*r-5628*a*b* c*p^2*q*x+8312*a*b*c*p^2*r*x-3060*a*b*c*p*q^2*r-8724*a*b*c*p*q^2*x-1434*a*b*c*p *q*r^2+16620*a*b*c*p*r^2*x+18500*a*b*c*p*r*x^2-876*a*b*c*q^2*r*x+12108*a*b*c*q* r^2*x+18500*a*b*c*q*r*x^2-9202*a*b*g^2*p*q*r-23736*a*b*g^2*p*q*x-8276*a*b*g^2*p *r*x-13712*a*b*g^2*q*r*x-5614*a*b*g*p^2*q*r-6186*a*b*g*p^2*q*x+6234*a*b*g*p^2*r *x-2708*a*b*g*p*q^2*r-8478*a*b*g*p*q^2*x-26688*a^2*b*c*p*q*x+3016*a^2*b*c*p*r*x -4936*a^2*b*c*q*r*x-12182*a^2*b*g*p*q*r-23880*a^2*b*g*p*q*x-4688*a^2*b*g*p*r*x-\ 10144*a^2*b*g*q*r*x+4608*a^2*b*p*q*r*x-9966*a^2*c*g*p*q*r-19200*a^2*c*g*p*q*x-\ 3016*a^2*c*g*p*r*x-4008*a^2*c*g*q*r*x-480*a^2*c*p*q*r*x+2064*a^2*g*p*q*r*x-\ 11912*a*b^2*c*g*p*q-30632*a*b^2*c*g*p*r-71616*a*b^2*c*g*p*x-10384*a*b^2*c*g*q*r -68304*a*b^2*c*g*q*x-55040*a*b^2*c*g*r*x-9476*a*b^2*c*p*q*r-29856*a*b^2*c*p*q*x -2560*a*b^2*c*p*r*x-13792*a*b^2*c*q*r*x-7534*a*b^2*g*p*q*r-25224*a*b^2*g*p*q*x-\ 8548*a*b^2*g*p*r*x-15644*a*b^2*g*q*r*x+1000*a*b^2*p*q*r*x-27176*a*b*c^2*g*p*q-\ 47920*a*b*c^2*g*p*r-87720*a*b*c^2*g*p*x-19852*a*b*c^2*g*q*r-87864*a*b*c^2*g*q*x -44392*a*b*c^2*g*r*x-13392*a*b*c^2*p*q*r-28608*a*b*c^2*p*q*x+4904*a*b*c^2*p*r*x -6240*a*b*c^2*q*r*x-1405*b*g^2*p*q*r*x^2+1481*b*g*p^3*q*r*x+1984*b*g*p^2*q^2*r* x+434*b*g*p^2*q*r^2*x-1464*b*g*p^2*q*r*x^2+1031*b*g*p*q^3*r*x+637*b*g*p*q^2*r^2 *x-1267*b*g*p*q^2*r*x^2-741*b*g*p*q*r^3*x-2829*b*g*p*q*r^2*x^2+9312*c^3*g*p*q*r *x+24776*c^2*g^2*p*q*r*x+4278*c^2*g*p^2*q*r*x+3282*c^2*g*p*q^2*r*x+2024*c^2*g*p *q*r^2*x-752*c^2*g*p*q*r*x^2+16012*c*g^3*p*q*r*x+9241*c*g^2*p^2*q*r*x+6901*c*g^ 2*p*q^2*r*x+4410*c*g^2*p*q*r^2*x-1940*c*g^2*p*q*r*x^2+614*c*g*p^3*q*r*x+726*c*g *p^2*q^2*r*x+289*c*g*p^2*q*r^2*x-385*c*g*p^2*q*r*x^2+350*c*g*p*q^3*r*x+223*c*g* p*q^2*r^2*x-385*c*g*p*q^2*r*x^2-262*c*g*p*q*r^3*x-1030*c*g*p*q*r^2*x^2-23792*a^ 2*b*c*g*p*q-46948*a^2*b*c*g*p*r-79248*a^2*b*c*g*p*x-19012*a^2*b*c*g*q*r-71808*a ^2*b*c*g*q*x-51864*a^2*b*c*g*r*x-15572*a^2*b*c*p*q*r+8623*b*c*g^2*q*r*x^2+263*b *c*g*p^3*q*r+6930*b*c*g*p^3*q*x+5991*b*c*g*p^3*r*x+12*b*c*g*p^2*q^2*r+7128*b*c* g*p^2*q^2*x+1862*b*c*g*p^2*q*r^2+4956*b*c*g*p^2*q*x^2+2834*b*c*g*p^2*r^2*x-2625 *b*c*g*p^2*r*x^2-111*b*c*g*p*q^3*r+1998*b*c*g*p*q^3*x+1127*b*c*g*p*q^2*r^2+6204 *b*c*g*p*q^2*x^2+973*b*c*g*p*q*r^3-2625*b*c*g*p*r^3*x-9504*b*c*g*p*r^2*x^2+2771 *b*c*g*q^3*r*x+3934*b*c*g*q^2*r^2*x-143*b*c*g*q^2*r*x^2-1361*b*c*g*q*r^3*x-8862 *b*c*g*q*r^2*x^2+246*b*c*p^3*q*r*x+812*b*c*p^2*q^2*r*x-118*b*c*p^2*q*r^2*x-582* b*c*p^2*q*r*x^2+570*b*c*p*q^3*r*x+316*b*c*p*q^2*r^2*x-188*b*c*p*q^2*r*x^2-374*b *c*p*q*r^3*x-1030*b*c*p*q*r^2*x^2+11839*b*g^3*p*q*r*x+9005*b*g^2*p^2*q*r*x+6690 *b*g^2*p*q^2*r*x+4544*b*g^2*p*q*r^2*x+31488*b*c^3*g*p*q*x+51276*b*c^3*g*p*r*x+ 39196*b*c^3*g*q*r*x+10184*b*c^3*p*q*r*x-3764*b*c^2*g^2*p*q*r+36144*b*c^2*g^2*p* q*x+73074*b*c^2*g^2*p*r*x+51210*b*c^2*g^2*q*r*x+138*b*c^2*g*p^2*q*r+24540*b*c^2 *g*p^2*q*x+28176*b*c^2*g*p^2*r*x-504*b*c^2*g*p*q^2*r+13116*b*c^2*g*p*q^2*x+4748 *b*c^2*g*p*q*r^2+22464*b*c^2*g*p*q*x^2+15300*b*c^2*g*p*r^2*x+1210*b*c^2*g*p*r*x ^2+16856*b*c^2*g*q^2*r*x+16284*b*c^2*g*q*r^2*x+6034*b*c^2*g*q*r*x^2+3500*b*c^2* p^2*q*r*x+4256*b*c^2*p*q^2*r*x+1184*b*c^2*p*q*r^2*x-752*b*c^2*p*q*r*x^2-2761*b* c*g^3*p*q*r+13110*b*c*g^3*p*q*x+34986*b*c*g^3*p*r*x+22802*b*c*g^3*q*r*x-1024*b* c*g^2*p^2*q*r+22008*b*c*g^2*p^2*q*x+30497*b*c*g^2*p^2*r*x-818*b*c*g^2*p*q^2*r+ 10230*b*c*g^2*p*q^2*x+3834*b*c*g^2*p*q*r^2+24528*b*c*g^2*p*q*x^2+20013*b*c*g^2* p*r^2*x+5913*b*c*g^2*p*r*x^2+15437*b*c*g^2*q^2*r*x+18367*b*c*g^2*q*r^2*x-2829*a *g*p*q*r^2*x^2-820*b^3*c*g*p*q*r+6816*b^3*c*g*p*q*x+22468*b^3*c*g*p*r*x+14488*b ^3*c*g*q*r*x+2644*b^3*c*p*q*r*x+6290*b^3*g*p*q*r*x-1820*b^2*c^2*g*p*q*r+29256*b ^2*c^2*g*p*q*x+57676*b^2*c^2*g*p*r*x+42204*b^2*c^2*g*q*r*x+11160*b^2*c^2*p*q*r* x-2880*b^2*c*g^2*p*q*r+16956*b^2*c*g^2*p*q*x+47356*b^2*c*g^2*p*r*x+30958*b^2*c* g^2*q*r*x-572*b^2*c*g*p^2*q*r+16404*b^2*c*g*p^2*q*x+21920*b^2*c*g*p^2*r*x-516*b ^2*c*g*p*q^2*r+6816*b^2*c*g*p*q^2*x+2994*b^2*c*g*p*q*r^2+19560*b^2*c*g*p*q*x^2+ 13346*b^2*c*g*p*r^2*x+2458*b^2*c*g*p*r*x^2+11378*b^2*c*g*q^2*r*x+13848*b^2*c*g* q*r^2*x+6968*b^2*c*g*q*r*x^2+2306*b^2*c*p^2*q*r*x+2136*b^2*c*p*q^2*r*x+956*b^2* c*p*q*r^2*x+138*b^2*c*p*q*r*x^2+15199*b^2*g^2*p*q*r*x+6252*b^2*g*p^2*q*r*x+4579 *b^2*g*p*q^2*r*x+3044*b^2*g*p*q*r^2*x-1333*b^2*g*p*q*r*x^2-1100*b*c^3*g*p*q*r-\ 143*a*c*g*p^2*r*x^2-63*a*c*g*p*q^3*r+1806*a*c*g*p*q^3*x+805*a*c*g*p*q^2*r^2+ 4956*a*c*g*p*q^2*x^2+1269*a*c*g*p*q*r^3-491*a*c*g*p*r^3*x-8862*a*c*g*p*r^2*x^2+ 2587*a*c*g*q^3*r*x+3400*a*c*g*q^2*r^2*x-2625*a*c*g*q^2*r*x^2-775*a*c*g*q*r^3*x-\ 9504*a*c*g*q*r^2*x^2+982*a*c*p^3*q*r*x+640*a*c*p^2*q^2*r*x+696*a*c*p^2*q*r^2*x-\ 188*a*c*p^2*q*r*x^2+130*a*c*p*q^3*r*x+130*a*c*p*q^2*r^2*x-582*a*c*p*q^2*r*x^2-\ 150*a*c*p*q*r^3*x-1030*a*c*p*q*r^2*x^2+13403*a*g^3*p*q*r*x+9994*a*g^2*p^2*q*r*x +7203*a*g^2*p*q^2*r*x+5204*a*g^2*p*q*r^2*x-1405*a*g^2*p*q*r*x^2+1849*a*g*p^3*q* r*x+1898*a*g*p^2*q^2*r*x+841*a*g*p^2*q*r^2*x-1267*a*g*p^2*q*r*x^2+811*a*g*p*q^3 *r*x+544*a*g*p*q^2*r^2*x-1464*a*g*p*q^2*r*x^2-629*a*g*p*q*r^3*x+21108*a*c^2*g*p ^2*q*x+34324*a*c^2*g*p^2*r*x-984*a*c^2*g*p*q^2*r+10644*a*c^2*g*p*q^2*x+2280*a*c ^2*g*p*q*r^2+22464*a*c^2*g*p*q*x^2+23288*a*c^2*g*p*r^2*x+6034*a*c^2*g*p*r*x^2+ 15036*a*c^2*g*q^2*r*x+16024*a*c^2*g*q*r^2*x+1210*a*c^2*g*q*r*x^2+5056*a*c^2*p^2 *q*r*x+2308*a*c^2*p*q^2*r*x+2864*a*c^2*p*q*r^2*x-752*a*c^2*p*q*r*x^2-4671*a*c*g ^3*p*q*r+16122*a*c*g^3*p*q*x+40528*a*c*g^3*p*r*x+26012*a*c*g^3*q*r*x-2782*a*c*g ^2*p^2*q*r+23394*a*c*g^2*p^2*q*x+35391*a*c*g^2*p^2*r*x-1188*a*c*g^2*p*q^2*r+ 12096*a*c*g^2*p*q^2*x+3250*a*c*g^2*p*q*r^2+24528*a*c*g^2*p*q*x^2+24595*a*c*g^2* p*r^2*x+8623*a*c*g^2*p*r*x^2+16515*a*c*g^2*q^2*r*x+18469*a*c*g^2*q*r^2*x+5913*a *c*g^2*q*r*x^2-573*a*c*g*p^3*q*r+6642*a*c*g*p^3*q*x+8511*a*c*g*p^3*r*x-192*a*c* g*p^2*q^2*r+6120*a*c*g*p^2*q^2*x+1556*a*c*g*p^2*q*r^2+6204*a*c*g*p^2*q*x^2+6928 *a*c*g*p^2*r^2*x+2396*a*b*g*p^2*q*r^2+7332*a*b*g*p^2*q*x^2+6198*a*b*g*p^2*r^2*x -2157*a*b*g*p^2*r*x^2-147*a*b*g*p*q^3*r+2478*a*b*g*p*q^3*x+1231*a*b*g*p*q^2*r^2 +7332*a*b*g*p*q^2*x^2+1473*a*b*g*p*q*r^3-2279*a*b*g*p*r^3*x-12790*a*b*g*p*r^2*x ^2+3483*a*b*g*q^3*r*x+4848*a*b*g*q^2*r^2*x-2157*a*b*g*q^2*r*x^2-1341*a*b*g*q*r^ 3*x-12790*a*b*g*q*r^2*x^2+2716*a*b*p^3*q*r*x+3156*a*b*p^2*q^2*r*x+986*a*b*p^2*q *r^2*x-2346*a*b*p^2*q*r*x^2+1492*a*b*p*q^3*r*x+958*a*b*p*q^2*r^2*x-2346*a*b*p*q ^2*r*x^2-1108*a*b*p*q*r^3*x-4628*a*b*p*q*r^2*x^2-5580*a*c^3*g*p*q*r+23616*a*c^3 *g*p*q*x+54388*a*c^3*g*p*r*x+34836*a*c^3*g*q*r*x+8440*a*c^3*p*q*r*x-7964*a*c^2* g^2*p*q*r+37008*a*c^2*g^2*p*q*x+81098*a*c^2*g^2*p*r*x+53202*a*c^2*g^2*q*r*x-\ 3162*a*c^2*g*p^2*q*r+7176*a*b*c*p^2*q*x^2+5768*a*b*c*p^2*r^2*x-3718*a*b*c*p^2*r *x^2-126*a*b*c*p*q^3*r+3180*a*b*c*p*q^3*x+1418*a*b*c*p*q^2*r^2+7176*a*b*c*p*q^2 *x^2+1498*a*b*c*p*q*r^3-2950*a*b*c*p*r^3*x-14364*a*b*c*p*r^2*x^2+4122*a*b*c*q^3 *r*x+4884*a*b*c*q^2*r^2*x-3718*a*b*c*q^2*r*x^2-2002*a*b*c*q*r^3*x-14364*a*b*c*q *r^2*x^2-3374*a*b*g^3*p*q*r+6768*a*b*g^3*p*q*x+26280*a*b*g^3*p*r*x+15972*a*b*g^ 3*q*r*x-1824*a*b*g^2*p^2*q*r+19122*a*b*g^2*p^2*q*x+29919*a*b*g^2*p^2*r*x-1137*a *b*g^2*p*q^2*r+8862*a*b*g^2*p*q^2*x+3118*a*b*g^2*p*q*r^2+23736*a*b*g^2*p*q*x^2+ 22569*a*b*g^2*p*r^2*x+10994*a*b*g^2*p*r*x^2+13995*a*b*g^2*q^2*r*x+18599*a*b*g^2 *q*r^2*x+10994*a*b*g^2*q*r*x^2-85*a*b*g*p^3*q*r+9042*a*b*g*p^3*q*x+9455*a*b*g*p ^3*r*x-176*a*b*g*p^2*q^2*r+8664*a*b*g*p^2*q^2*x-7132*a*b*c*g^3*q*r-7008*a*b*c*g ^3*q*x+39476*a*b*c*g^3*r*x-27172*a*b*c*g^2*p^2*q-10426*a*b*c*g^2*p^2*r+52920*a* b*c*g^2*p^2*x-12424*a*b*c*g^2*p*q^2+7960*a*b*c*g^2*p*r^2+68088*a*b*c*g^2*p*x^2-\ 3222*a*b*c*g^2*q^2*r+1464*a*b*c*g^2*q^2*x+3608*a*b*c*g^2*q*r^2+68088*a*b*c*g^2* q*x^2+63400*a*b*c*g^2*r^2*x+51752*a*b*c*g^2*r*x^2-10568*a*b*c*g*p^3*q-1682*a*b* c*g*p^3*r+27876*a*b*c*g*p^3*x-8616*a*b*c*g*p^2*q^2+7966*a*b*c*g*p^2*r^2+28272*a *b*c*g*p^2*x^2-2408*a*b*c*g*p*q^3+6386*a*b*c*g*p*r^3-626*a*b*c*g*q^3*r+300*a*b* c*g*q^3*x+2258*a*b*c*g*q^2*r^2+28272*a*b*c*g*q^2*x^2+3720*a*b*c*g*q*r^3+2688*a* b*c*g*r^3*x-22816*a*b*c*g*r^2*x^2+70*a*b*c*p^3*q*r+10260*a*b*c*p^3*q*x+10106*a* b*c*p^3*r*x-28*a*b*c*p^2*q^2*r+10128*a*b*c*p^2*q^2*x+2648*a*b*c*p^2*q*r^2+30096 *a*b*c^3*g*q*x+125312*a*b*c^3*g*r*x-2712*a*b*c^3*p*q*r+41280*a*b*c^3*p*q*x+ 70264*a*b*c^3*p*r*x+50920*a*b*c^3*q*r*x-53248*a*b*c^2*g^2*p*q-27468*a*b*c^2*g^2 *p*r+73992*a*b*c^2*g^2*p*x-13440*a*b*c^2*g^2*q*r+13080*a*b*c^2*g^2*q*x+120416*a *b*c^2*g^2*r*x-36000*a*b*c^2*g*p^2*q-10068*a*b*c^2*g*p^2*r+82656*a*b*c^2*g*p^2* x-17736*a*b*c^2*g*p*q^2+13316*a*b*c^2*g*p*r^2+87792*a*b*c^2*g*p*x^2-3508*a*b*c^ 2*g*q^2*r+10272*a*b*c^2*g*q^2*x+6844*a*b*c^2*g*q*r^2+87792*a*b*c^2*g*q*x^2+ 74968*a*b*c^2*g*r^2*x+44392*a*b*c^2*g*r*x^2-756*a*b*c^2*p^2*q*r+33672*a*b*c^2*p ^2*q*x+42048*a*b*c^2*p^2*r*x-704*a*b*c^2*p*q^2*r+18648*a*b*c^2*p*q^2*x+5480*a*b *c^2*p*q*r^2+28608*a*b*c^2*p*q*x^2+23720*a*b*c^2*p*r^2*x+668*a*b*c^2*p*r*x^2+ 23064*a*b*c^2*q^2*r*x+20928*a*b*c^2*q*r^2*x+668*a*b*c^2*q*r*x^2-21840*a*b*c*g^3 *p*q-15184*a*b*c*g^3*p*r+14592*a*b*c*g^3*p*x-5080*a*g^2*p*r^2*x^2+1597*a*g^2*q^ 3*r*x+2224*a*g^2*q^2*r^2*x-820*a*g^2*q^2*r*x^2-398*a*g^2*q*r^3*x-5388*a*g^2*q*r ^2*x^2-5*a*g*p^4*q*r+660*a*g*p^4*q*x+652*a*g*p^4*r*x+7*a*g*p^3*q^2*r+882*a*g*p^ 3*q^2*x+257*a*g*p^3*q*r^2+432*a*g*p^3*q*x^2+482*a*g*p^3*r^2*x-294*a*g*p^3*r*x^2 -4*a*g*p^2*q^3*r+486*a*g*p^2*q^3*x+177*a*g*p^2*q^2*r^2+468*a*g*p^2*q^2*x^2+223* a*g*p^2*q*r^3-302*a*g*p^2*r^3*x-1408*a*g*p^2*r^2*x^2-4*a*g*p*q^4*r+66*a*g*p*q^4 *x+46*a*g*p*q^3*r^2+216*a*g*p*q^3*x^2+71*a*g*p*q^2*r^3+12*a*g*p*q*r^4-298*a*g*p *r^4*x-718*a*g*p*r^3*x^2+110*a*g*q^4*r*x+135*a*g*q^3*r^2*x-491*a*g*q^3*r*x^2-\ 248*a*g*q^2*r^3*x-1251*a*g*q^2*r^2*x^2-245*a*g*q*r^4*x-448*a*g*q*r^3*x^2+30*a*c *p*q*r^4-150*a*c*p*r^4*x-488*a*c*p*r^3*x^2-40*a*c*q^3*r^2*x-200*a*c*q^3*r*x^2-\ 100*a*c*q^2*r^3*x-188*a*c*q^2*r^2*x^2-80*a*c*q*r^4*x+52*a*c*q*r^3*x^2-950*a*g^4 *p*q*r+1644*a*g^4*p*q*x+6216*a*g^4*p*r*x+3778*a*g^4*q*r*x-846*a*g^3*p^2*q*r+ 5802*a*g^3*p^2*q*x+9484*a*g^3*p^2*r*x-413*a*g^3*p*q^2*r+2832*a*g^3*p*q^2*x+864* a*g^3*p*q*r^2+7092*a*g^3*p*q*x^2+7451*a*g^3*p*r^2*x+4035*a*g^3*p*r*x^2+4303*a*g ^3*q^2*r*x+5692*a*g^3*q*r^2*x+3501*a*g^3*q*r*x^2-202*a*g^2*p^3*q*r+3900*a*g^2*p ^3*q*x+4522*a*g^2*p^3*r*x-101*a*g^2*p^2*q^2*r+3768*a*g^2*p^2*q^2*x+1058*a*g^2*p ^2*q*r^2+3480*a*g^2*p^2*q*x^2+3515*a*g^2*p^2*r^2*x-161*a*g^2*p^2*r*x^2-54*a*g^2 *p*q^3*r+1182*a*g^2*p*q^3*x+557*a*g^2*p*q^2*r^2+3216*a*g^2*p*q^2*x^2+790*a*g^2* p*q*r^3-522*a*g^2*p*r^3*x-8684*a*c*g^2*r^2*x^2-1038*a*c*g*p^4*q-480*a*c*g*p^4*r +2400*a*c*g*p^4*x-876*a*c*g*p^3*q^2+863*a*c*g*p^3*r^2+2676*a*c*g*p^3*x^2-354*a* c*g*p^2*q^3+1373*a*c*g*p^2*r^3-60*a*c*g*p*q^4+506*a*c*g*p*r^4-22*a*c*g*q^4*r-72 *a*c*g*q^4*x+130*a*c*g*q^3*r^2+1428*a*c*g*q^3*x^2+313*a*c*g*q^2*r^3+166*a*c*g*q *r^4-1182*a*c*g*r^4*x-4472*a*c*g*r^3*x^2-50*a*c*p^4*q*r+252*a*c*p^4*q*x+472*a*c *p^4*r*x-10*a*c*p^3*q^2*r+252*a*c*p^3*q^2*x+98*a*c*p^3*q*r^2+384*a*c*p^3*q*x^2+ 626*a*c*p^3*r^2*x+194*a*c*p^3*r*x^2+84*a*c*p^2*q^3*x+44*a*c*p^2*q^2*r^2+216*a*c *p^2*q^2*x^2+138*a*c*p^2*q*r^3+108*a*c*p^2*r^3*x-502*a*c*p^2*r^2*x^2-48*a*c*p*q ^3*x^2+22*a*c*p*q^2*r^3+864*a*c^2*p*q^2*x^2+388*a*c^2*p*q*r^3+584*a*c^2*p*r^3*x -2008*a*c^2*p*r^2*x^2+348*a*c^2*q^3*r*x+516*a*c^2*q^2*r^2*x-1164*a*c^2*q^2*r*x^ 2-52*a*c^2*q*r^3*x-2060*a*c^2*q*r^2*x^2-5432*a*c*g^4*p*q-4086*a*c*g^4*p*r+3264* a*c*g^4*p*x-1874*a*c*g^4*q*r-1512*a*c*g^4*q*x+9334*a*c*g^4*r*x-9080*a*c*g^3*p^2 *q-4613*a*c*g^3*p^2*r+15798*a*c*g^3*p^2*x-4112*a*c*g^3*p*q^2+1679*a*c*g^3*p*r^2 +20484*a*c*g^3*p*x^2-1108*a*c*g^3*q^2*r+816*a*c*g^3*q^2*x+648*a*c*g^3*q*r^2+ 19596*a*c*g^3*q*x^2+20046*a*c*g^3*r^2*x+16050*a*c*g^3*r*x^2-5316*a*c*g^2*p^3*q-\ 2133*a*c*g^2*p^3*r+11922*a*c*g^2*p^3*x-3848*a*c*g^2*p^2*q^2+2801*a*c*g^2*p^2*r^ 2+13512*a*c*g^2*p^2*x^2-1024*a*c*g^2*p*q^3+3093*a*c*g^2*p*r^3-247*a*c*g^2*q^3*r +420*a*c*g^2*q^3*x+782*a*c*g^2*q^2*r^2+11640*a*c*g^2*q^2*x^2+1624*a*c*g^2*q*r^3 +2064*a*c*g^2*r^3*x+21072*a*c^2*g^3*p*x-4954*a*c^2*g^3*q*r+3312*a*c^2*g^3*q*x+ 36904*a*c^2*g^3*r*x-16944*a*c^2*g^2*p^2*q-8842*a*c^2*g^2*p^2*r+34164*a*c^2*g^2* p^2*x-7588*a*c^2*g^2*p*q^2+3314*a*c^2*g^2*p*r^2+39720*a*c^2*g^2*p*x^2-1754*a*c^ 2*g^2*q^2*r+4056*a*c^2*g^2*q^2*x+1562*a*c^2*g^2*q*r^2+36936*a*c^2*g^2*q*x^2+ 34948*a*c^2*g^2*r^2*x+21388*a*c^2*g^2*r*x^2-4896*a*c^2*g*p^3*q-3028*a*c^2*g*p^3 *r+11064*a*c^2*g*p^3*x-3064*a*c^2*g*p^2*q^2+1810*a*c^2*g*p^2*r^2+13752*a*c^2*g* p^2*x^2-792*a*c^2*g*p*q^3+2740*a*c^2*g*p*r^3-170*a*c^2*g*q^3*r+384*a*c^2*g*q^3* x+572*a*c^2*g*q^2*r^2+9720*a*c^2*g*q^2*x^2+1326*a*c^2*g*q*r^3+1608*a*c^2*g*r^3* x-10196*a*c^2*g*r^2*x^2-440*a*c^2*p^3*q*r+1500*a*c^2*p^3*q*x+3280*a*c^2*p^3*r*x -118*a*c^2*p^2*q^2*r+984*a*c^2*p^2*q^2*x+230*a*c^2*p^2*q*r^2+2304*a*c^2*p^2*q*x ^2+3492*a*c^2*p^2*r^2*x+1164*a*c^2*p^2*r*x^2+156*a*c^2*p*q^3*x+66*a*c^2*p*q^2*r ^2-410*a*b*q*r^4*x-948*a*b*q*r^3*x^2-10048*a*c^4*g*p*q-8256*a*c^4*g*p*r+18144*a *c^4*g*p*x-2920*a*c^4*g*q*r+5376*a*c^4*g*q*x+28928*a*c^4*g*r*x-1472*a*c^4*p*q*r +1872*a*c^4*p*q*x+9152*a*c^4*p*r*x+4512*a*c^4*q*r*x-21760*a*c^3*g^2*p*q-13760*a *c^3*g^2*p*r+35280*a*c^3*g^2*p*x-5840*a*c^3*g^2*q*r+10056*a*c^3*g^2*q*x+54552*a *c^3*g^2*r*x-10416*a*c^3*g*p^2*q-7608*a*c^3*g*p^2*r+22128*a*c^3*g*p^2*x-4240*a* c^3*g*p*q^2+800*a*c^3*g*p*r^2+27552*a*c^3*g*p*x^2-960*a*c^3*g*q^2*r+2688*a*c^3* g*q^2*x+472*a*c^3*g*q*r^2+23616*a*c^3*g*q*x^2+22248*a*c^3*g*r^2*x+10744*a*c^3*g *r*x^2-1288*a*c^3*p^2*q*r+2952*a*c^3*p^2*q*x+8352*a*c^3*p^2*r*x-256*a*c^3*p*q^2 *r+912*a*c^3*p*q^2*x-120*a*c^3*p*q*r^2+4608*a*c^3*p*q*x^2+6456*a*c^3*p*r^2*x+ 2328*a*c^3*p*r*x^2+2056*a*c^3*q^2*r*x+2944*a*c^3*q*r^2*x-752*a*c^3*q*r*x^2-\ 16968*a*c^2*g^3*p*q-10888*a*c^2*g^3*p*r+2532*a*b*g*p^3*x^2-594*a*b*g*p^2*q^3+ 1405*a*b*g*p^2*r^3+276*a*b*g*p*r^4-228*a*b*g*q^4*x+224*a*b*g*q^3*r^2+2532*a*b*g *q^3*x^2+415*a*b*g*q^2*r^3+66*a*b*g*q*r^4-2024*a*b*g*r^4*x-6824*a*b*g*r^3*x^2+ 40*a*b*p^4*q*r+1068*a*b*p^4*q*x+832*a*b*p^4*r*x+24*a*b*p^3*q^2*r+1512*a*b*p^3*q ^2*x+416*a*b*p^3*q*r^2+480*a*b*p^3*q*x^2+338*a*b*p^3*r^2*x-782*a*b*p^3*r*x^2-8* a*b*p^2*q^3*r+888*a*b*p^2*q^3*x+310*a*b*p^2*q^2*r^2+720*a*b*p^2*q^2*x^2+308*a*b *p^2*q*r^3-712*a*b*p^2*r^3*x-2314*a*b*p^2*r^2*x^2+132*a*b*p*q^4*x+92*a*b*p*q^3* r^2+480*a*b*p*q^3*x^2+120*a*b*p*q^2*r^3-6*a*b*p*q*r^4-446*a*b*p*r^4*x-948*a*b*p *r^3*x^2+220*a*b*q^4*r*x+310*a*b*q^3*r^2*x-782*a*b*q^3*r*x^2-396*a*b*q^2*r^3*x-\ 2314*a*b*q^2*r^2*x^2+40*a*b*c*q*r^4-1952*a*b*c*r^4*x-6112*a*b*c*r^3*x^2-2904*a* b*g^4*p*q-2881*a*b*g^4*p*r-1800*a*b*g^4*p*x-1303*a*b*g^4*q*r-3816*a*b*g^4*q*x+ 2832*a*b*g^4*r*x-5926*a*b*g^3*p^2*q-3160*a*b*g^3*p^2*r+8388*a*b*g^3*p^2*x-2530* a*b*g^3*p*q^2+1025*a*b*g^3*p*r^2+15480*a*b*g^3*p*x^2-880*a*b*g^3*q^2*r-1620*a*b *g^3*q^2*x+333*a*b*g^3*q*r^2+15480*a*b*g^3*q*x^2+16268*a*b*g^3*r^2*x+17692*a*b* g^3*r*x^2-4168*a*b*g^2*p^3*q-978*a*b*g^2*p^3*r+9894*a*b*g^2*p^3*x-3248*a*b*g^2* p^2*q^2+2842*a*b*g^2*p^2*r^2+11988*a*b*g^2*p^2*x^2-820*a*b*g^2*p*q^3+2608*a*b*g ^2*p*r^3-281*a*b*g^2*q^3*r-486*a*b*g^2*q^3*x+727*a*b*g^2*q^2*r^2+11988*a*b*g^2* q^2*x^2+1520*a*b*g^2*q*r^3+2448*a*b*g^2*r^3*x-6696*a*b*g^2*r^2*x^2-1110*a*b*g*p ^4*q-40*a*b*g*p^4*r+3084*a*b*g*p^4*x-1260*a*b*g*p^3*q^2+1379*a*b*g*p^3*r^2-5664 *a*b*c^2*p^3*q-688*a*b*c^2*p^3*r+16224*a*b*c^2*p^3*x-4944*a*b*c^2*p^2*q^2+4460* a*b*c^2*p^2*r^2+14832*a*b*c^2*p^2*x^2-1584*a*b*c^2*p*q^3+3296*a*b*c^2*p*r^3-340 *a*b*c^2*q^3*r+960*a*b*c^2*q^3*x+1456*a*b*c^2*q^2*r^2+14832*a*b*c^2*q^2*x^2+ 2004*a*b*c^2*q*r^3-192*a*b*c^2*r^3*x-15680*a*b*c^2*r^2*x^2-11000*a*b*c*g^4*p-\ 4016*a*b*c*g^4*q-4936*a*b*c*g^4*r-11664*a*b*c*g^4*x-22376*a*b*c*g^3*p^2-3704*a* b*c*g^3*q^2-948*a*b*c*g^3*r^2+33936*a*b*c*g^3*x^2-16048*a*b*c*g^2*p^3-1180*a*b* c*g^2*q^3+4922*a*b*c*g^2*r^3-4360*a*b*c*g*p^4+972*a*b*c*g*r^4-1164*a*b*c*p^4*q-\ 20*a*b*c*p^4*r+3456*a*b*c*p^4*x-1368*a*b*c*p^3*q^2+1470*a*b*c*p^3*r^2+2568*a*b* c*p^3*x^2-708*a*b*c*p^2*q^3+1434*a*b*c*p^2*r^3+256*a*b*c*p*r^4-144*a*b*c*q^4*x+ 260*a*b*c*q^3*r^2+2568*a*b*c*q^3*x^2+446*a*b*c*q^2*r^3-1402*a*b^2*q^2*r*x^2-586 *a*b^2*q*r^3*x-6612*a*b^2*q*r^2*x^2-47872*a*b*c^4*g*p-22432*a*b*c^4*g*q-11120*a *b*c^4*g*r+24960*a*b*c^4*g*x-14848*a*b*c^4*p*q-4256*a*b*c^4*p*r+31296*a*b*c^4*p *x-2288*a*b*c^4*q*r+12864*a*b*c^4*q*x+39456*a*b*c^4*r*x-68448*a*b*c^3*g^2*p-\ 30000*a*b*c^3*g^2*q-19056*a*b*c^3*g^2*r+14976*a*b*c^3*g^2*x-46368*a*b*c^3*g*p^2 -10320*a*b*c^3*g*q^2+5536*a*b*c^3*g*r^2+82176*a*b*c^3*g*x^2-13472*a*b*c^3*p^2*q -2768*a*b*c^3*p^2*r+34368*a*b*c^3*p^2*x-7328*a*b*c^3*p*q^2+5616*a*b*c^3*p*r^2+ 32448*a*b*c^3*p*x^2-1120*a*b*c^3*q^2*r+6528*a*b*c^3*q^2*x+3248*a*b*c^3*q*r^2+ 32448*a*b*c^3*q*x^2+26128*a*b*c^3*r^2*x+10864*a*b*c^3*r*x^2-41920*a*b*c^2*g^3*p -17080*a*b*c^2*g^3*q-14348*a*b*c^2*g^3*r-10272*a*b*c^2*g^3*x-52024*a*b*c^2*g^2* p^2-10000*a*b*c^2*g^2*q^2+2776*a*b*c^2*g^2*r^2+86784*a*b*c^2*g^2*x^2-20664*a*b* c^2*g*p^3-1944*a*b*c^2*g*q^3+6512*a*b*c^2*g*r^3-4290*a*b^2*g^2*p^2*r+12240*a*b^ 2*g^2*p^2*x-2980*a*b^2*g^2*p*q^2+1580*a*b^2*g^2*p*r^2+25512*a*b^2*g^2*p*x^2-\ 1216*a*b^2*g^2*q^2*r-4152*a*b^2*g^2*q^2*x+588*a*b^2*g^2*q*r^2+25992*a*b^2*g^2*q *x^2+25142*a*b^2*g^2*r^2*x+29278*a*b^2*g^2*r*x^2-3632*a*b^2*g*p^3*q-856*a*b^2*g *p^3*r+9468*a*b^2*g*p^3*x-2596*a*b^2*g*p^2*q^2+2438*a*b^2*g*p^2*r^2+12096*a*b^2 *g*p^2*x^2+2100*a*b^2*g*p*r^3-1572*a*b^2*g*q^3*x+654*a*b^2*g*q^2*r^2+12600*a*b^ 2*g*q^2*x^2+1262*a*b^2*g*q*r^3+1920*a*b^2*g*r^3*x-8916*a*b^2*g*r^2*x^2-138*a*b^ 2*p^3*q*r+4008*a*b^2*p^3*q*x+4458*a*b^2*p^3*r*x-186*a*b^2*p^2*q^2*r+3384*a*b^2* p^2*q^2*x+794*a*b^2*p^2*q*r^2+3672*a*b^2*p^2*q*x^2+2932*a*b^2*p^2*r^2*x-1402*a* b^2*p^2*r*x^2+504*a*b^2*p*q^3*x+360*a*b^2*p*q^2*r^2+3672*a*b^2*p*q^2*x^2+438*a* b^2*p*q*r^3-1086*a*b^2*p*r^3*x-6612*a*b^2*p*r^2*x^2+1282*a*b^2*q^3*r*x+2200*a*b ^2*q^2*r^2*x-16032*a*b^2*c^2*p^2*q-3464*a*b^2*c^2*p^2*r+39648*a*b^2*c^2*p^2*x-\ 7360*a*b^2*c^2*p*q^2+6384*a*b^2*c^2*p*r^2+44544*a*b^2*c^2*p*x^2-1600*a*b^2*c^2* q^2*r+1440*a*b^2*c^2*q^2*x+3264*a*b^2*c^2*q*r^2+46752*a*b^2*c^2*q*x^2+35480*a*b ^2*c^2*r^2*x+21352*a*b^2*c^2*r*x^2-21216*a*b^2*c*g^3*p-7184*a*b^2*c*g^3*q-9260* a*b^2*c*g^3*r-23424*a*b^2*c*g^3*x-31712*a*b^2*c*g^2*p^2-4312*a*b^2*c*g^2*q^2-\ 492*a*b^2*c*g^2*r^2+56832*a*b^2*c*g^2*x^2-14664*a*b^2*c*g*p^3+4512*a*b^2*c*g*r^ 3-4512*a*b^2*c*p^3*q-600*a*b^2*c*p^3*r+13080*a*b^2*c*p^3*x-3408*a*b^2*c*p^2*q^2 +3296*a*b^2*c*p^2*r^2+13776*a*b^2*c*p^2*x^2+2360*a*b^2*c*p*r^3-1464*a*b^2*c*q^3 *x+932*a*b^2*c*q^2*r^2+14784*a*b^2*c*q^2*x^2+1448*a*b^2*c*q*r^3+972*a*b^2*c*r^3 *x-13016*a*b^2*c*r^2*x^2-5080*a*b^2*g^3*p*q-5302*a*b^2*g^3*p*r-3948*a*b^2*g^3*p *x-2392*a*b^2*g^3*q*r-8544*a*b^2*g^3*q*x+5268*a*b^2*g^3*r*x-7876*a*b^2*g^2*p^2* q+16576*a*b^3*c*r*x^2-3648*a*b^3*g^2*p*q-4452*a*b^3*g^2*p*r-4512*a*b^3*g^2*p*x-\ 1912*a*b^3*g^2*q*r-9504*a*b^3*g^2*q*x+3816*a*b^3*g^2*r*x-3736*a*b^3*g*p^2*q-\ 2468*a*b^3*g*p^2*r+6576*a*b^3*g*p^2*x+704*a*b^3*g*p*r^2+17328*a*b^3*g*p*x^2-\ 4512*a*b^3*g*q^2*x+344*a*b^3*g*q*r^2+17712*a*b^3*g*q*x^2+15692*a*b^3*g*r^2*x+ 19992*a*b^3*g*r*x^2-556*a*b^3*p^2*q*r+3624*a*b^3*p^2*q*x+7544*a*b^3*p^2*r*x+264 *a*b^3*p*q^2*x+368*a*b^3*p*q*r^2+7296*a*b^3*p*q*x^2+5844*a*b^3*p*r^2*x+2472*a*b ^3*p*r*x^2+2392*a*b^3*q^2*r*x+4612*a*b^3*q*r^2*x+2472*a*b^3*q*r*x^2-66752*a*b^2 *c^3*g*p-28352*a*b^2*c^3*g*q-15792*a*b^2*c^3*g*r+19296*a*b^2*c^3*g*x-23232*a*b^ 2*c^3*p*q-6688*a*b^2*c^3*p*r+45888*a*b^2*c^3*p*x-3872*a*b^2*c^3*q*r+13728*a*b^2 *c^3*q*x+61440*a*b^2*c^3*r*x-60976*a*b^2*c^2*g^2*p-23472*a*b^2*c^2*g^2*q-19216* a*b^2*c^2*g^2*r-13152*a*b^2*c^2*g^2*x-48928*a*b^2*c^2*g*p^2-8160*a*b^2*c^2*g*q^ 2+4216*a*b^2*c^2*g*r^2+94368*a*b^2*c^2*g*x^2-5920*a*b^4*c*g*p-2320*a*b^4*c*g*r-\ 9504*a*b^4*c*g*x-1568*a*b^4*c*p*r+672*a*b^4*c*p*x-4800*a*b^4*c*q*x+4688*a*b^4*c *r*x-1568*a*b^4*g*p*r-2736*a*b^4*g*p*x-5184*a*b^4*g*q*x+384*a*b^4*g*r*x-768*a*b ^4*p*q*x+3720*a*b^4*p*r*x+1224*a*b^4*q*r*x-33728*a*b^3*c^2*g*p-11360*a*b^3*c^2* g*q-9504*a*b^3*c^2*g*r-7392*a*b^3*c^2*g*x-10944*a*b^3*c^2*p*q-5360*a*b^3*c^2*p* r+18816*a*b^3*c^2*p*x-2368*a*b^3*c^2*q*r-1536*a*b^3*c^2*q*x+32176*a*b^3*c^2*r*x -17840*a*b^3*c*g^2*p-5200*a*b^3*c*g^2*q-7520*a*b^3*c*g^2*r-21888*a*b^3*c*g^2*x-\ 17168*a*b^3*c*g*p^2-136*a*b^3*c*g*r^2+39456*a*b^3*c*g*x^2-5232*a*b^3*c*p^2*q-\ 2440*a*b^3*c*p^2*r+12624*a*b^3*c*p^2*x+1536*a*b^3*c*p*r^2+22368*a*b^3*c*p*x^2-\ 4368*a*b^3*c*q^2*x+800*a*b^3*c*q*r^2+23136*a*b^3*c*q*x^2+17648*a*b^3*c*r^2*x-\ 1296*a^2*c*q*r^2*x^2-2249*a^2*g^3*p*q*r+4776*a^2*g^3*p*q*x+14669*a^2*g^3*p*r*x+ 9195*a^2*g^3*q*r*x-1342*a^2*g^2*p^2*q*r+9276*a^2*g^2*p^2*q*x+14431*a^2*g^2*p^2* r*x-606*a^2*g^2*p*q^2*r+5022*a^2*g^2*p*q^2*x+1546*a^2*g^2*p*q*r^2+9780*a^2*g^2* p*q*x^2+10694*a^2*g^2*p*r^2*x+5014*a^2*g^2*p*r*x^2+6626*a^2*g^2*q^2*r*x+7779*a^ 2*g^2*q*r^2*x+3660*a^2*g^2*q*r*x^2-171*a^2*g*p^3*q*r+3204*a^2*g*p^3*q*x+3698*a^ 2*g*p^3*r*x-80*a^2*g*p^2*q^2*r+3114*a^2*g*p^2*q^2*x+956*a^2*g*p^2*q*r^2+2616*a^ 2*g*p^2*q*x^2+2788*a^2*g*p^2*r^2*x-216*a^2*g*p^2*r*x^2-37*a^2*g*p*q^3*r+1050*a^ 2*g*p*q^3*x+469*a^2*g*p*q^2*r^2+2268*a^2*g*p*q^2*x^2+715*a^2*g*p*q*r^3-414*a^2* g*p*r^3*x-3856*a^2*g*p*r^2*x^2+1203*a^2*g*q^3*r*x+1518*a^2*g*q^2*r^2*x-855*a^2* g*q^2*r*x^2-355*a^2*g*q*r^3*x-3954*a^2*g*q*r^2*x^2-1790*a^2*c*g^2*q^2*r+3300*a^ 2*c*g^2*q^2*x+1108*a^2*c*g^2*q*r^2+28056*a^2*c*g^2*q*x^2+30730*a^2*c*g^2*r^2*x+ 22624*a^2*c*g^2*r*x^2-5000*a^2*c*g*p^3*q-2550*a^2*c*g*p^3*r+10332*a^2*c*g*p^3*x -3232*a^2*c*g*p^2*q^2+2356*a^2*c*g*p^2*r^2+11688*a^2*c*g*p^2*x^2-768*a^2*c*g*p* q^3+3066*a^2*c*g*p*r^3-160*a^2*c*g*q^3*r+804*a^2*c*g*q^3*x+574*a^2*c*g*q^2*r^2+ 8376*a^2*c*g*q^2*x^2+1418*a^2*c*g*q*r^3+1470*a^2*c*g*r^3*x-8092*a^2*c*g*r^2*x^2 -392*a^2*c*p^3*q*r+960*a^2*c*p^3*q*x+2162*a^2*c*p^3*r*x-118*a^2*c*p^2*q^2*r+684 *a^2*c*p^2*q^2*x+166*a^2*c*p^2*q*r^2+1560*a^2*c*p^2*q*x^2+2468*a^2*c*p^2*r^2*x+ 970*a^2*c*p^2*r*x^2+156*a^2*c*p*q^3*x+66*a^2*c*p*q^2*r^2+864*a^2*c*p*q^2*x^2+ 348*a^2*c*p*q*r^3+578*a^2*c*p*r^3*x-1100*a^2*c*p*r^2*x^2+348*a^2*c*q^3*r*x+660* a^2*c*q^2*r^2*x-308*a^2*c*q^2*r*x^2+196*a^2*c*q*r^3*x-9984*b*c^5*g*p-5408*b*c^5 *g*q-896*b*c^5*g*r+7872*b*c^5*g*x-2688*b*c^5*p*q+576*b*c^5*p*r+4704*b*c^5*p*x-\ 32*b*c^5*q*r+2496*b*c^5*q*x+4928*b*c^5*r*x-20912*b*c^4*g^2*p-9888*b*c^4*g^2*q-\ 3360*b*c^4*g^2*r+11808*b*c^4*g^2*x-10592*b*c^4*g*p^2-3072*b*c^4*g*q^2+2872*b*c^ 4*g*r^2+19200*b*c^4*g*x^2-2336*b*c^4*p^2*q+824*b*c^4*p^2*r+4704*b*c^4*p^2*x-\ 1824*b*c^4*p*q^2+1464*b*c^4*p*r^2+3072*b*c^4*p*x^2-192*b*c^4*q^2*r+1152*b*c^4*q ^2*x+1056*b*c^4*q*r^2+5376*b*c^4*q*x^2+2576*b*c^4*r^2*x+840*b^2*c*q^3*x^2+166*b ^2*c*q^2*r^3+4*b^2*c*q*r^4-364*b^2*c*r^4*x-848*b^2*c*r^3*x^2-848*b^2*g^4*p*r-\ 786*b^2*g^4*p*x-1794*b^2*g^4*q*x+1016*b^2*g^4*r*x-1942*b^2*g^3*p^2*q-979*b^2*g^ 3*p^2*r+2922*b^2*g^3*p^2*x+448*b^2*g^3*p*r^2+6972*b^2*g^3*p*x^2-1506*b^2*g^3*q^ 2*x+208*b^2*g^3*q*r^2+7356*b^2*g^3*q*x^2+6725*b^2*g^3*r^2*x+8254*b^2*g^3*r*x^2-\ 1388*b^2*g^2*p^3*q-300*b^2*g^2*p^3*r+3378*b^2*g^2*p^3*x-974*b^2*g^2*p^2*q^2+847 *b^2*g^2*p^2*r^2+4536*b^2*g^2*p^2*x^2+750*b^2*g^2*p*r^3-936*b^2*g^2*q^3*x+380*b ^2*g^2*q^2*r^2+5364*b^2*g^2*q^2*x^2+628*b^2*g^2*q*r^3+823*b^2*g^2*r^3*x-3100*b^ 2*g^2*r^2*x^2-282*b^2*g*p^4*q+27*b^2*g*p^4*r+864*b^2*g*p^4*x-348*b^2*g*p^3*q^2+ 339*b^2*g*p^3*r^2+684*b^2*g*p^3*x^2+259*b^2*g*p^2*r^3-21*b^2*g*p*r^4+1032*b^2*g *q^3*x^2-664*b^2*g*r^4*x-2068*b^2*g*r^3*x^2-2448*b^2*c^3*p*q^2+2392*b^2*c^3*p*r ^2+6240*b^2*c^3*p*x^2-248*b^2*c^3*q^2*r+720*b^2*c^3*q^2*x+1680*b^2*c^3*q*r^2+ 10080*b^2*c^3*q*x^2+5072*b^2*c^3*r^2*x+3880*b^2*c^3*r*x^2-15704*b^2*c^2*g^3*p-\ 5760*b^2*c^2*g^3*q-3552*b^2*c^2*g^3*r-1800*b^2*c^2*g^3*x-18936*b^2*c^2*g^2*p^2-\ 2808*b^2*c^2*g^2*q^2+2596*b^2*c^2*g^2*r^2+38784*b^2*c^2*g^2*x^2-6456*b^2*c^2*g* p^3+2584*b^2*c^2*g*r^3-1152*b^2*c^2*p^3*q+476*b^2*c^2*p^3*r+2448*b^2*c^2*p^3*x-\ 1384*b^2*c^2*p^2*q^2+1016*b^2*c^2*p^2*r^2+1728*b^2*c^2*p^2*x^2+452*b^2*c^2*p*r^ 3-648*b^2*c^2*q^3*x+644*b^2*c^2*q^2*r^2+5040*b^2*c^2*q^2*x^2+708*b^2*c^2*q*r^3-\ 596*b^2*c^2*r^3*x-2200*b^2*c^2*r^2*x^2-3988*b^2*c*g^4*p-1370*b^2*c*g^4*r-4296*b ^2*c*g^4*x-8080*b^2*c*g^3*p^2+124*b^2*c*g^3*r^2+16200*b^2*c*g^3*x^2-5572*b^2*c* g^2*p^3+1980*b^2*c*g^2*r^3-1164*b^2*c*g*p^4+234*b^2*c*g*r^4-96*b^2*c*p^4*q+84*b ^2*c*p^4*r+288*b^2*c*p^4*x-228*b^2*c*p^3*q^2+144*b^2*c*p^3*r^2+144*b^2*c*p^3*x^ 2+24*b^2*c*p^2*r^3-72*b^2*c*p*r^4+298*b^3*g^2*q*r^2+6984*b^3*g^2*q*x^2+6026*b^3 *g^2*r^2*x+7786*b^3*g^2*r*x^2-536*b^3*g*p^3*q-138*b^3*g*p^3*r+1416*b^3*g*p^3*x+ 292*b^3*g*p^2*r^2+2064*b^3*g*p^2*x^2+246*b^3*g*p*r^3+2568*b^3*g*q^2*x^2+132*b^3 *g*r^3*x-2020*b^3*g*r^2*x^2-18720*b^2*c^4*g*p-8960*b^2*c^4*g*q-1152*b^2*c^4*g*r +13728*b^2*c^4*g*x-5568*b^2*c^4*p*q+1008*b^2*c^4*p*r+9408*b^2*c^4*p*x+16*b^2*c^ 4*q*r+4512*b^2*c^4*q*x+10960*b^2*c^4*r*x-26368*b^2*c^3*g^2*p-10944*b^2*c^3*g^2* q-3824*b^2*c^3*g^2*r+10800*b^2*c^3*g^2*x-16304*b^2*c^3*g*p^2-3296*b^2*c^3*g*q^2 +4128*b^2*c^3*g*r^2+32256*b^2*c^3*g*x^2-4080*b^2*c^3*p^2*q+1032*b^2*c^3*p^2*r+ 7440*b^2*c^3*p^2*x+8352*b^3*c^3*g*x-3456*b^3*c^3*p*q+720*b^3*c^3*p*r+6144*b^3*c ^3*p*x+256*b^3*c^3*q*r+2784*b^3*c^3*q*x+8640*b^3*c^3*r*x-12384*b^3*c^2*g^2*p-\ 3968*b^3*c^2*g^2*q-1848*b^3*c^2*g^2*r+384*b^3*c^2*g^2*x-8944*b^3*c^2*g*p^2+2008 *b^3*c^2*g*r^2+21984*b^3*c^2*g*x^2-1920*b^3*c^2*p^2*q+264*b^3*c^2*p^2*r+3072*b^ 3*c^2*p^2*x+1176*b^3*c^2*p*r^2+3744*b^3*c^2*p*x^2-240*b^3*c^2*q^2*x+976*b^3*c^2 *q*r^2+5952*b^3*c^2*q*x^2+3368*b^3*c^2*r^2*x+3208*b^3*c^2*r*x^2-4272*b^3*c*g^3* p-1276*b^3*c*g^3*r-4704*b^3*c*g^3*x-6224*b^3*c*g^2*p^2+456*b^3*c*g^2*r^2+16032* b^3*c*g^2*x^2-2480*b^3*c*g*p^3+1112*b^3*c*g*r^3-336*b^3*c*p^3*q+28*b^3*c*p^3*r+ 504*b^3*c*p^3*x+188*b^3*c*p^2*r^2+480*b^3*c*p^2*x^2+124*b^3*c*p*r^3+1488*b^3*c* q^2*x^2+316*b^3*c*q*r^3-244*b^3*c*r^3*x-840*b^3*c*r^2*x^2-832*b^3*g^3*p*r-960*b ^3*g^3*p*x-2412*b^3*g^3*q*x+1160*b^3*g^3*r*x-1312*b^3*g^2*p^2*q-708*b^3*g^2*p^2 *r+2280*b^3*g^2*p^2*x+434*b^3*g^2*p*r^2+6504*b^3*g^2*p*x^2-1824*b^3*g^2*q^2*x-\ 480*b^5*c*g*x+288*b^5*c*p*x+448*b^5*c*r*x-192*b^5*g*p*x+32*b^5*g*r*x-3552*b^4*c ^2*g*p+128*b^4*c^2*g*r+1344*b^4*c^2*g*x+384*b^4*c^2*p*r+1728*b^4*c^2*p*x+864*b^ 4*c^2*q*x+3056*b^4*c^2*r*x-2000*b^4*c*g^2*p-400*b^4*c*g^2*r-2448*b^4*c*g^2*x-\ 1712*b^4*c*g*p^2+304*b^4*c*g*r^2+6336*b^4*c*g*x^2+56*b^4*c*p^2*r+336*b^4*c*p^2* x+264*b^4*c*p*r^2+768*b^4*c*p*x^2+1152*b^4*c*q*x^2+1096*b^4*c*r^2*x+1184*b^4*c* r*x^2-340*b^4*g^2*p*r-648*b^4*g^2*p*x-1680*b^4*g^2*q*x+512*b^4*g^2*r*x-188*b^4* g*p^2*r+576*b^4*g*p^2*x+148*b^4*g*p*r^2+2256*b^4*g*p*x^2+2448*b^4*g*q*x^2+2000* b^4*g*r^2*x+2740*b^4*g*r*x^2-13152*b^3*c^3*g*p-4960*b^3*c^3*g*q-384*b^3*c^3*g*r +172*a*g*p^3*r^3-12*a*g*p^2*q^4+70*a*g*p^2*r^4-4*a*g*p*r^5-18*a*g*q^5*x+9*a*g*q ^4*r^2+36*a*g*q^4*x^2+10*a*g*q^3*r^3-16*a*g*q^2*r^4-21*a*g*q*r^5+14*a*g*r^5*x+ 308*a*g*r^4*x^2-895*a*g^4*p^2*r+1956*a*g^4*p^2*x-678*a*g^4*p*q^2+153*a*g^4*p*r^ 2+3420*a*g^4*p*x^2-228*a*g^4*q^2*r-264*a*g^4*q^2*x+16*a*g^4*q*r^2+3324*a*g^4*q* x^2+3820*a*g^4*r^2*x+3924*a*g^4*r*x^2-1460*a*g^3*p^3*q-538*a*g^3*p^3*r+3012*a*g ^3*p^3*x-1100*a*g^3*p^2*q^2+775*a*g^3*p^2*r^2+3756*a*g^3*p^2*x^2-286*a*g^3*p*q^ 3+876*a*g^3*p*r^3-83*a*g^3*q^3*r-6*a*g^3*q^3*x+197*a*g^3*q^2*r^2+3432*a*g^3*q^2 *x^2+480*a*g^3*q*r^3+955*a*g^3*r^3*x-1446*a*g^3*r^2*x^2-576*a*g^2*p^4*q-152*a*g ^2*p^4*r+1350*a*g^2*p^4*x-576*a*g^2*p^3*q^2+582*a*g^2*p^3*r^2+1320*a*g^2*p^3*x^ 2-258*a*g^2*p^2*q^3+768*a*g^2*p^2*r^3-42*a*g^2*p*q^4+249*a*g^2*p*r^4-17*a*g^2*q ^4*r-36*a*g^2*q^4*x+87*a*g^2*q^3*r^2+1056*a*g^2*q^3*x^2+206*a*g^2*q^2*r^3+93*a* g^2*q*r^4-819*a*g^2*r^4*x-3054*a*g^2*r^3*x^2-72*a*g*p^5*q-12*a*g*p^5*r+180*a*g* p^5*x-84*a*g*p^4*q^2+114*a*g*p^4*r^2+144*a*g*p^4*x^2-48*a*g*p^3*q^3-96*a*c^2*q^ 3*x^2+60*a*c^2*q^2*r^3+92*a*c^2*q*r^4-220*a*c^2*r^4*x-976*a*c^2*r^3*x^2-2082*a* c*g^5*p-790*a*c*g^5*q-960*a*c*g^5*r-2160*a*c*g^5*x-5472*a*c*g^4*p^2-968*a*c*g^4 *q^2-460*a*c*g^4*r^2+7416*a*c*g^4*x^2-5562*a*c*g^3*p^3-422*a*c*g^3*q^3+1454*a*c *g^3*r^3-2512*a*c*g^2*p^4-56*a*c*g^2*q^4+628*a*c*g^2*r^4-456*a*c*g*p^5+20*a*c*g *r^5-48*a*c*p^5*q-40*a*c*p^5*r+84*a*c*p^5*x-24*a*c*p^4*q^2+48*a*c*p^4*r^2+168*a *c*p^4*x^2+136*a*c*p^3*r^3+84*a*c*p^2*r^4+8*a*c*p*r^5-48*a*c*q^4*x^2-4*a*c*q^2* r^4-8*a*c*q*r^5-20*a*c*r^5*x+88*a*c*r^4*x^2-590*a*g^5*p*q-586*a*g^5*p*r-318*a*g ^5*p*x-262*a*g^5*q*r-666*a*g^5*q*x+564*a*g^5*r*x-1522*a*g^4*p^2*q-21112*a*c^3*g ^3*p-9056*a*c^3*g^3*q-6920*a*c^3*g^3*r+2928*a*c^3*g^3*x-22448*a*c^3*g^2*p^2-\ 4200*a*c^3*g^2*q^2+200*a*c^3*g^2*r^2+35712*a*c^3*g^2*x^2-7856*a*c^3*g*p^3-472*a *c^3*g*q^3+1424*a*c^3*g*r^3-1024*a*c^3*p^3*q-1400*a*c^3*p^3*r+2016*a*c^3*p^3*x-\ 248*a*c^3*p^2*q^2-96*a*c^3*p^2*r^2+4032*a*c^3*p^2*x^2+632*a*c^3*p*r^3-24*a*c^3* q^3*x-60*a*c^3*q^2*r^2+864*a*c^3*q^2*x^2+192*a*c^3*q*r^3+736*a*c^3*r^3*x-2008*a *c^3*r^2*x^2-9856*a*c^2*g^4*p-4080*a*c^2*g^4*q-3662*a*c^2*g^4*r-2712*a*c^2*g^4* x-16992*a*c^2*g^3*p^2-3200*a*c^2*g^3*q^2-178*a*c^2*g^3*r^2+25440*a*c^2*g^3*x^2-\ 10964*a*c^2*g^2*p^3-824*a*c^2*g^2*q^3+2620*a*c^2*g^2*r^3-2744*a*c^2*g*p^4-48*a* c^2*g*q^4+624*a*c^2*g*r^4-360*a*c^2*p^4*q-382*a*c^2*p^4*r+672*a*c^2*p^4*x-132*a *c^2*p^3*q^2+152*a*c^2*p^3*r^2+1344*a*c^2*p^3*x^2+556*a*c^2*p^2*r^3+282*a*c^2*p *r^4+4032*a*b*g^4*x^2-3602*a*b*g^3*p^3+1079*a*b*g^3*r^3-1732*a*b*g^2*p^4+466*a* b*g^2*r^4-360*a*b*g*p^5-70*a*b*g*r^5-96*a*b*p^5*q+16*a*b*p^5*r+276*a*b*p^5*x-\ 144*a*b*p^4*q^2+180*a*b*p^4*r^2+120*a*b*p^4*x^2-96*a*b*p^3*q^3+208*a*b*p^3*r^3+ 56*a*b*p^2*r^4-16*a*b*p*r^5+120*a*b*q^4*x^2+20*a*b*q^3*r^3-28*a*b*q^2*r^4+48*a* b*r^5*x+528*a*b*r^4*x^2-8576*a*c^5*g*p-3360*a*c^5*g*q-3040*a*c^5*g*r+3648*a*c^5 *g*x-768*a*c^5*p*q-1952*a*c^5*p*r+1344*a*c^5*p*x-512*a*c^5*q*r-96*a*c^5*q*x+ 3584*a*c^5*r*x-21168*a*c^4*g^2*p-9056*a*c^4*g^2*q-6672*a*c^4*g^2*r+7776*a*c^4*g ^2*x-11712*a*c^4*g*p^2-1856*a*c^4*g*q^2-584*a*c^4*g*r^2+19200*a*c^4*g*x^2-1344* a*c^4*p^2*q-2432*a*c^4*p^2*r+2688*a*c^4*p^2*x-176*a*c^4*p*q^2-672*a*c^4*p*r^2+ 5376*a*c^4*p*x^2-120*a*c^4*q^2*r-96*a*c^4*q^2*x-376*a*c^4*q*r^2+3072*a*c^4*q*x^ 2+3952*a*c^4*r^2*x+1552*a*c^4*r*x^2-2768*a*b^2*c*g^4-1848*a*b^2*c*p^4+244*a*b^2 *c*r^4-2240*a*b^2*g^4*p-1554*a*b^2*g^4*r-6936*a*b^2*g^4*x-5972*a*b^2*g^3*p^2-\ 1010*a*b^2*g^3*r^2+9192*a*b^2*g^3*x^2-5012*a*b^2*g^2*p^3+1590*a*b^2*g^2*r^3-\ 1544*a*b^2*g*p^4+296*a*b^2*g*r^4-468*a*b^2*p^4*q-30*a*b^2*p^4*r+1440*a*b^2*p^4* x-468*a*b^2*p^3*q^2+534*a*b^2*p^3*r^2+1224*a*b^2*p^3*x^2+494*a*b^2*p^2*r^3+30*a *b^2*p*r^4+1224*a*b^2*q^3*x^2+126*a*b^2*q^2*r^3-40*a*b^2*q*r^4-964*a*b^2*r^4*x-\ 3288*a*b^2*r^3*x^2-17472*a*b*c^5*g-11264*a*b*c^5*p-5696*a*b*c^5*q-2176*a*b*c^5* r+8448*a*b*c^5*x-29792*a*b*c^4*g^2-13056*a*b*c^4*p^2-3456*a*b*c^4*q^2+2224*a*b* c^4*r^2+24192*a*b*c^4*x^2-22960*a*b*c^3*g^3-7520*a*b*c^3*p^3-944*a*b*c^3*q^3+ 2416*a*b*c^3*r^3-8232*a*b*c^2*g^4-2352*a*b*c^2*p^4+432*a*b*c^2*r^4-1120*a*b*c*g ^5-384*a*b*c*p^5-72*a*b*c*r^5-936*a*b*g^5*p-636*a*b*g^5*r-2688*a*b*g^5*x-3162*a *b*g^4*p^2-615*a*b*g^4*r^2-432*a*b^4*p^2*r+816*a*b^4*p^2*x+32*a*b^4*p*r^2+3744* a*b^4*p*x^2+3744*a*b^4*q*x^2+2904*a*b^4*r^2*x+4296*a*b^4*r*x^2-19904*a*b^3*c^3* g-17728*a*b^3*c^3*p-6720*a*b^3*c^3*q-3232*a*b^3*c^3*r+5952*a*b^3*c^3*x-14208*a* b^3*c^2*g^2-12480*a*b^3*c^2*p^2+1168*a*b^3*c^2*r^2+30528*a*b^3*c^2*x^2-3200*a*b ^3*c*g^3-3616*a*b^3*c*p^3+1032*a*b^3*c*r^3-2496*a*b^3*g^3*p-1780*a*b^3*g^3*r-\ 8880*a*b^3*g^3*x-4968*a*b^3*g^2*p^2-800*a*b^3*g^2*r^2+9984*a*b^3*g^2*x^2-2672*a *b^3*g*p^3+876*a*b^3*g*r^3-736*a*b^3*p^3*q-304*a*b^3*p^3*r+2328*a*b^3*p^3*x+396 *a*b^3*p^2*r^2+3648*a*b^3*p^2*x^2+368*a*b^3*p*r^3+3648*a*b^3*q^2*x^2+236*a*b^3* q*r^3+508*a*b^3*r^3*x-3200*a*b^3*r^2*x^2-30528*a*b^2*c^4*g-23488*a*b^2*c^4*p-\ 11072*a*b^2*c^4*q-3936*a*b^2*c^4*r+14784*a*b^2*c^4*x-34688*a*b^2*c^3*g^2-21440* a*b^2*c^3*p^2-4448*a*b^2*c^3*q^2+3584*a*b^2*c^3*r^2+43584*a*b^2*c^3*x^2-16400*a *b^2*c^2*g^3-9072*a*b^2*c^2*p^3+2808*a*b^2*c^2*r^3-1536*a*b^5*c*x-1824*a*b^5*g* x-672*a*b^5*p*x-384*a*b^5*r*x-4864*a*b^4*c^2*g-5120*a*b^4*c^2*p-1056*a*b^4*c^2* r-1728*a*b^4*c^2*x-1696*a*b^4*c*g^2-2496*a*b^4*c*p^2-48*a*b^4*c*r^2+8832*a*b^4* c*x^2-1264*a*b^4*g^2*p-936*a*b^4*g^2*r-5856*a*b^4*g^2*x-1648*a*b^4*g*p^2-280*a* b^4*g*r^2+4896*a*b^4*g*x^2-1864*a^2*g^4*p*q-1819*a^2*g^4*p*r-486*a^2*g^4*p*x-\ 876*a^2*g^4*q*r-1494*a^2*g^4*q*x+2200*a^2*g^4*r*x-3560*a^2*g^3*p^2*q-2049*a^2*g ^3*p^2*r+4890*a^2*g^3*p^2*x-1642*a^2*g^3*p*q^2+545*a^2*g^3*p*r^2+7356*a^2*g^3*p *x^2-541*a^2*g^3*q^2*r+78*a^2*g^3*q^2*x+165*a^2*g^3*q*r^2+6972*a^2*g^3*q*x^2+ 8567*a^2*g^3*r^2*x+8254*a^2*g^3*r*x^2-2364*a^2*g^2*p^3*q-900*a^2*g^2*p^3*r+4680 *a^2*g^2*p^3*x-1730*a^2*g^2*p^2*q^2+1369*a^2*g^2*p^2*r^2+5364*a^2*g^2*p^2*x^2-\ 452*a^2*g^2*p*q^3+1546*a^2*g^2*p*r^3-109*a^2*g^2*q^3*r+366*a^2*g^2*q^3*x+363*a^ 2*g^2*q^2*r^2+4536*a^2*g^2*q^2*x^2+808*a^2*g^2*q*r^3+937*a^2*g^2*r^3*x-3100*a^2 *g^2*r^2*x^2-504*a^2*g*p^4*q-126*a^2*g*p^4*r+1116*a^2*g*p^4*x-480*a^2*g*p^3*q^2 +552*a^2*g*p^3*r^2+1032*a^2*g*p^3*x^2-198*a^2*g*p^2*q^3+728*a^2*g*p^2*r^3-30*a^ 2*g*p*q^4+250*a^2*g*p*r^4-11*a^2*g*q^4*r+24*a^2*g*q^4*x+62*a^2*g*q^3*r^2+684*a^ 2*g*q^3*x^2+157*a^2*g*q^2*r^3+87*a^2*g*q*r^4-576*a^2*g*r^4*x-2068*a^2*g*r^3*x^2 +2328*a^2*c^2*g*r^3-1696*a^2*c^2*p^3*q-2116*a^2*c^2*p^3*r+2568*a^2*c^2*p^3*x-\ 496*a^2*c^2*p^2*q^2-208*a^2*c^2*p^2*r^2+5040*a^2*c^2*p^2*x^2+972*a^2*c^2*p*r^3-\ 48*a^2*c^2*q^3*x-120*a^2*c^2*q^2*r^2+1728*a^2*c^2*q^2*x^2+288*a^2*c^2*q*r^3+ 1188*a^2*c^2*r^3*x-2200*a^2*c^2*r^2*x^2-6244*a^2*c*g^4*p-2524*a^2*c*g^4*q-3230* a^2*c*g^4*r-5736*a^2*c*g^4*x-12576*a^2*c*g^3*p^2-2416*a^2*c*g^3*q^2-772*a^2*c*g ^3*r^2+16200*a^2*c*g^3*x^2-9204*a^2*c*g^2*p^3-712*a^2*c*g^2*q^3+2522*a^2*c*g^2* r^3-2544*a^2*c*g*p^4-48*a^2*c*g*q^4+686*a^2*c*g*r^4-300*a^2*c*p^4*q-292*a^2*c*p ^4*r+432*a^2*c*p^4*x-132*a^2*c*p^3*q^2+106*a^2*c*p^3*r^2+840*a^2*c*p^3*x^2+446* a^2*c*p^2*r^3+252*a^2*c*p*r^4+144*a^2*c*q^3*x^2+60*a^2*c*q^2*r^3+96*a^2*c*q*r^4 -116*a^2*c*r^4*x-848*a^2*c*r^3*x^2-828*a^2*b*p^3*q^2+998*a^2*b*p^3*r^2+1224*a^2 *b*p^3*x^2-396*a^2*b*p^2*q^3+1010*a^2*b*p^2*r^3+248*a^2*b*p*r^4+48*a^2*b*q^4*x+ 124*a^2*b*q^3*r^2+1224*a^2*b*q^3*x^2+254*a^2*b*q^2*r^3+78*a^2*b*q*r^4-1036*a^2* b*r^4*x-3288*a^2*b*r^3*x^2-19424*a^2*c^4*g*p-7392*a^2*c^4*g*q-7888*a^2*c^4*g*r+ 5856*a^2*c^4*g*x-2496*a^2*c^4*p*q-5680*a^2*c^4*p*r+3168*a^2*c^4*p*x-1664*a^2*c^ 4*q*r-576*a^2*c^4*q*x+9168*a^2*c^4*r*x-33216*a^2*c^3*g^2*p-14032*a^2*c^3*g^2*q-\ 12544*a^2*c^3*g^2*r+5712*a^2*c^3*g^2*x-22064*a^2*c^3*g*p^2-3344*a^2*c^3*g*q^2-\ 1472*a^2*c^3*g*r^2+32256*a^2*c^3*g*x^2-3312*a^2*c^3*p^2*q-5432*a^2*c^3*p^2*r+ 5040*a^2*c^3*p^2*x-528*a^2*c^3*p*q^2-1608*a^2*c^3*p*r^2+10080*a^2*c^3*p*x^2-360 *a^2*c^3*q^2*r-336*a^2*c^3*q^2*x-992*a^2*c^3*q*r^2+6240*a^2*c^3*q*x^2+7968*a^2* c^3*r^2*x+3880*a^2*c^3*r*x^2-22344*a^2*c^2*g^3*p-9512*a^2*c^2*g^3*q-9284*a^2*c^ 2*g^3*r-4440*a^2*c^2*g^3*x-27552*a^2*c^2*g^2*p^2-5136*a^2*c^2*g^2*q^2-524*a^2*c ^2*g^2*r^2+38784*a^2*c^2*g^2*x^2-11216*a^2*c^2*g*p^3-648*a^2*c^2*g*q^3-1760*a^2 *b^2*g^2*r^2+15840*a^2*b^2*g^2*x^2-6568*a^2*b^2*g*p^3+2328*a^2*b^2*g*r^3-2576*a ^2*b^2*p^3*q-572*a^2*b^2*p^3*r+6432*a^2*b^2*p^3*x-1840*a^2*b^2*p^2*q^2+1928*a^2 *b^2*p^2*r^2+7296*a^2*b^2*p^2*x^2+1644*a^2*b^2*p*r^3-288*a^2*b^2*q^3*x+400*a^2* b^2*q^2*r^2+7296*a^2*b^2*q^2*x^2+852*a^2*b^2*q*r^3+640*a^2*b^2*r^3*x-6400*a^2*b ^2*r^2*x^2-33216*a^2*b*c^4*g-26816*a^2*b*c^4*p-12352*a^2*b*c^4*q-7776*a^2*b*c^4 *r+13632*a^2*b*c^4*x-40160*a^2*b*c^3*g^2-27104*a^2*b*c^3*p^2-6080*a^2*b*c^3*q^2 +2896*a^2*b*c^3*r^2+43584*a^2*b*c^3*x^2-19856*a^2*b*c^2*g^3-12544*a^2*b*c^2*p^3 -1296*a^2*b*c^2*q^3+4192*a^2*b*c^2*r^3-3464*a^2*b*c*g^4-2712*a^2*b*c*p^4+716*a^ 2*b*c*r^4-3072*a^2*b*g^4*p-992*a^2*b*g^4*q-2362*a^2*b*g^4*r-8040*a^2*b*g^4*x-\ 7944*a^2*b*g^3*p^2-1292*a^2*b*g^3*q^2-1288*a^2*b*g^3*r^2+9192*a^2*b*g^3*x^2-\ 6588*a^2*b*g^2*p^3-500*a^2*b*g^2*q^3+2292*a^2*b*g^2*r^3-2136*a^2*b*g*p^4+616*a^ 2*b*g*r^4-708*a^2*b*p^4*q+40*a^2*b*p^4*r+1800*a^2*b*p^4*x-4352*a^2*b^4*c*p-2272 *a^2*b^4*c*r-6912*a^2*b^4*c*x-1920*a^2*b^4*g*p-1664*a^2*b^4*g*r-7968*a^2*b^4*g* x-1392*a^2*b^4*p*r-1728*a^2*b^4*p*x-3264*a^2*b^4*q*x+512*a^2*b^4*r*x-18944*a^2* b^3*c^2*g-23232*a^2*b^3*c^2*p-8128*a^2*b^3*c^2*q-8608*a^2*b^3*c^2*r-6144*a^2*b^ 3*c^2*x-6464*a^2*b^3*c*g^2-12064*a^2*b^3*c*p^2-288*a^2*b^3*c*r^2+24576*a^2*b^3* c*x^2-5328*a^2*b^3*g^2*p-1328*a^2*b^3*g^2*q-4336*a^2*b^3*g^2*r-17184*a^2*b^3*g^ 2*x-6912*a^2*b^3*g*p^2-1112*a^2*b^3*g*r^2+11808*a^2*b^3*g*x^2-2704*a^2*b^3*p^2* q-1864*a^2*b^3*p^2*r+5136*a^2*b^3*p^2*x+528*a^2*b^3*p*r^2+11232*a^2*b^3*p*x^2-\ 2064*a^2*b^3*q^2*x+176*a^2*b^3*q*r^2+11232*a^2*b^3*q*x^2+10824*a^2*b^3*r^2*x+ 12888*a^2*b^3*r*x^2-43136*a^2*b^2*c^3*g-42624*a^2*b^2*c^3*p-18432*a^2*b^2*c^3*q -12704*a^2*b^2*c^3*r+11520*a^2*b^2*c^3*x-31136*a^2*b^2*c^2*g^2-32096*a^2*b^2*c^ 2*p^2-5792*a^2*b^2*c^2*q^2+2784*a^2*b^2*c^2*r^2+56448*a^2*b^2*c^2*x^2-7120*a^2* b^2*c*g^3-9920*a^2*b^2*c*p^3+3264*a^2*b^2*c*r^3-6096*a^2*b^2*g^3*p-1800*a^2*b^2 *g^3*q-4788*a^2*b^2*g^3*r-17184*a^2*b^2*g^3*x-11824*a^2*b^2*g^2*p^2-1552*a^2*b^ 2*g^2*q^2+4100*a^3*g^3*r*x-3808*a^3*g^2*p^2*q-2102*a^3*g^2*p^2*r+5280*a^3*g^2*p ^2*x-1792*a^3*g^2*p*q^2+810*a^3*g^2*p*r^2+6984*a^3*g^2*p*x^2-564*a^3*g^2*q^2*r+ 696*a^3*g^2*q^2*x+342*a^3*g^2*q*r^2+6504*a^3*g^2*q*x^2+8506*a^3*g^2*r^2*x+7786* a^3*g^2*r*x^2-1320*a^3*g*p^3*q-470*a^3*g*p^3*r+2448*a^3*g*p^3*x-956*a^3*g*p^2*q ^2+870*a^3*g*p^2*r^2+2568*a^3*g*p^2*x^2-248*a^3*g*p*q^3+946*a^3*g*p*r^3-50*a^3* g*q^3*r+360*a^3*g*q^3*x+236*a^3*g*q^2*r^2+2064*a^3*g*q^2*x^2+488*a^3*g*q*r^3+ 228*a^3*g*r^3*x-2020*a^3*g*r^2*x^2-2432*a^2*b^4*c*g+8672*a^3*c^3*r*x-23168*a^3* c^2*g^2*p-10080*a^3*c^2*g^2*q-10408*a^3*c^2*g^2*r-2304*a^3*c^2*g^2*x-16800*a^3* c^2*g*p^2-2896*a^3*c^2*g*q^2-776*a^3*c^2*g*r^2+21984*a^3*c^2*g*x^2-2592*a^3*c^2 *p^2*q-3784*a^3*c^2*p^2*r+3120*a^3*c^2*p^2*x-528*a^3*c^2*p*q^2-1216*a^3*c^2*p*r ^2+5952*a^3*c^2*p*x^2-360*a^3*c^2*q^2*r-384*a^3*c^2*q^2*x-856*a^3*c^2*q*r^2+ 3744*a^3*c^2*q*x^2+5224*a^3*c^2*r^2*x+3208*a^3*c^2*r*x^2-9424*a^3*c*g^3*p-4032* a^3*c*g^3*q-5260*a^3*c*g^3*r-7296*a^3*c*g^3*x-13248*a^3*c*g^2*p^2-2696*a^3*c*g^ 2*q^2-420*a^3*c*g^2*r^2+16032*a^3*c*g^2*x^2-5592*a^3*c*g*p^3-392*a^3*c*g*q^3+ 1560*a^3*c*g*r^3-672*a^3*c*p^3*q-752*a^3*c*p^3*r+792*a^3*c*p^3*x-248*a^3*c*p^2* q^2-104*a^3*c*p^2*r^2+1488*a^3*c*p^2*x^2+352*a^3*c*p*r^3-24*a^3*c*q^3*x-60*a^3* c*q^2*r^2+480*a^3*c*q^2*x^2+96*a^3*c*q*r^3+324*a^3*c*r^3*x-840*a^3*c*r^2*x^2-\ 2952*a^3*g^3*p*q-2760*a^3*g^3*p*r+12*a^3*g^3*p*x-1422*a^3*g^3*q*r-1440*a^3*g^3* q*x+12936*a^3*b^2*r^2*x+12888*a^3*b^2*r*x^2-30080*a^3*b*c^3*g-28992*a^3*b*c^3*p -13312*a^3*b*c^3*q-10304*a^3*b*c^3*r+7872*a^3*b*c^3*x-23328*a^3*b*c^2*g^2-22816 *a^3*b*c^2*p^2-5184*a^3*b*c^2*q^2+2240*a^3*b*c^2*r^2+30528*a^3*b*c^2*x^2-5600*a ^3*b*c*g^3-7152*a^3*b*c*p^3-784*a^3*b*c*q^3+2912*a^3*b*c*r^3-5216*a^3*b*g^3*p-\ 1896*a^3*b*g^3*q-4380*a^3*b*g^3*r-12240*a^3*b*g^3*x-9648*a^3*b*g^2*p^2-1848*a^3 *b*g^2*q^2-1076*a^3*b*g^2*r^2+9984*a^3*b*g^2*x^2-5160*a^3*b*g*p^3-488*a^3*b*g*q ^3+2152*a^3*b*g*r^3-1968*a^3*b*p^3*q-188*a^3*b*p^3*r+4104*a^3*b*p^3*x-1664*a^3* b*p^2*q^2+1844*a^3*b*p^2*r^2+3648*a^3*b*p^2*x^2-496*a^3*b*p*q^3+1540*a^3*b*p*r^ 3-100*a^3*b*q^3*r+744*a^3*b*q^3*x+532*a^3*b*q^2*r^2+3648*a^3*b*q^2*x^2+880*a^3* b*q*r^3+132*a^3*b*r^3*x-3200*a^3*b*r^2*x^2-19552*a^3*c^3*g*p-7872*a^3*c^3*g*q-\ 8512*a^3*c^3*g*r+3936*a^3*c^3*g*x-2880*a^3*c^3*p*q-5760*a^3*c^3*p*r+2976*a^3*c^ 3*p*x-1920*a^3*c^3*q*r-768*a^3*c^3*q*x+2740*a^4*g*r*x^2-5760*a^3*b^3*c*g-11392* a^3*b^3*c*p-3904*a^3*b^3*c*q-6528*a^3*b^3*c*r-11520*a^3*b^3*c*x-4992*a^3*b^3*g* p-1440*a^3*b^3*g*q-4464*a^3*b^3*g*r-14208*a^3*b^3*g*x-2752*a^3*b^3*p*q-3328*a^3 *b^3*p*r-1152*a^3*b^3*p*x-1696*a^3*b^3*q*r-3456*a^3*b^3*q*x+3840*a^3*b^3*r*x-\ 26048*a^3*b^2*c^2*g-33472*a^3*b^2*c^2*p-14208*a^3*b^2*c^2*q-13920*a^3*b^2*c^2*r -4608*a^3*b^2*c^2*x-9056*a^3*b^2*c*g^2-17856*a^3*b^2*c*p^2-3232*a^3*b^2*c*q^2+ 688*a^3*b^2*c*r^2+24576*a^3*b^2*c*x^2-8144*a^3*b^2*g^2*p-2736*a^3*b^2*g^2*q-\ 6992*a^3*b^2*g^2*r-20448*a^3*b^2*g^2*x-10240*a^3*b^2*g*p^2-1632*a^3*b^2*g*q^2-\ 1064*a^3*b^2*g*r^2+11808*a^3*b^2*g*x^2-4832*a^3*b^2*p^2*q-2240*a^3*b^2*p^2*r+ 7824*a^3*b^2*p^2*x-2128*a^3*b^2*p*q^2+1656*a^3*b^2*p*r^2+11232*a^3*b^2*p*x^2-\ 816*a^3*b^2*q^2*r+624*a^3*b^2*q^2*x+760*a^3*b^2*q*r^2+11232*a^3*b^2*q*x^2-1328* a^4*b*p*q^2+1160*a^4*b*p*r^2+3744*a^4*b*p*x^2-312*a^4*b*q^2*r+1104*a^4*b*q^2*x+ 680*a^4*b*q*r^2+3744*a^4*b*q*x^2+5016*a^4*b*r^2*x+4296*a^4*b*r*x^2-9568*a^4*c^2 *g*p-4224*a^4*c^2*g*q-4576*a^4*c^2*g*r+192*a^4*c^2*g*x-1344*a^4*c^2*p*q-2288*a^ 4*c^2*p*r+1440*a^4*c^2*p*x-896*a^4*c^2*q*r-192*a^4*c^2*q*x+3856*a^4*c^2*r*x-\ 7184*a^4*c*g^2*p-3248*a^4*c*g^2*q-4192*a^4*c*g^2*r-4464*a^4*c*g^2*x-5520*a^4*c* g*p^2-1184*a^4*c*g*q^2-40*a^4*c*g*r^2+6336*a^4*c*g*x^2-624*a^4*c*p^2*q-784*a^4* c*p^2*r+672*a^4*c*p^2*x-176*a^4*c*p*q^2-280*a^4*c*p*r^2+1152*a^4*c*p*x^2-120*a^ 4*c*q^2*r-144*a^4*c*q^2*x-240*a^4*c*q*r^2+768*a^4*c*q*x^2+1240*a^4*c*r^2*x+1184 *a^4*c*r*x^2-2368*a^4*g^2*p*q-2072*a^4*g^2*p*r+528*a^4*g^2*p*x-1132*a^4*g^2*q*r -504*a^4*g^2*q*x+3624*a^4*g^2*r*x-1560*a^4*g*p^2*q-796*a^4*g*p^2*r+2088*a^4*g*p ^2*x-752*a^4*g*p*q^2+440*a^4*g*p*r^2+2448*a^4*g*p*x^2-216*a^4*g*q^2*r+480*a^4*g *q^2*x+220*a^4*g*q*r^2+2256*a^4*g*q*x^2+3128*a^4*g*r^2*x-2208*a^5*c*g*p-1056*a^ 5*c*g*q-1312*a^5*c*g*r-1056*a^5*c*g*x-192*a^5*c*p*q-256*a^5*c*p*r+288*a^5*c*p*x -128*a^5*c*q*r+96*a^5*c*q*x+768*a^5*c*r*x-768*a^5*g*p*q-616*a^5*g*p*r+288*a^5*g *p*x-352*a^5*g*q*r+1216*a^5*g*r*x-5696*a^4*b^2*c*g-11520*a^4*b^2*c*p-4928*a^4*b ^2*c*q-6752*a^4*b^2*c*r-8448*a^4*b^2*c*x-5312*a^4*b^2*g*p-2016*a^4*b^2*g*q-4816 *a^4*b^2*g*r-11616*a^4*b^2*g*x-3392*a^4*b^2*p*q-3056*a^4*b^2*p*r+192*a^4*b^2*p* x-1712*a^4*b^2*q*r-1344*a^4*b^2*q*x+4608*a^4*b^2*r*x-13120*a^4*b*c^2*g-15616*a^ 4*b*c^2*p-7424*a^4*b*c^2*q-6816*a^4*b*c^2*r-576*a^4*b*c^2*x-4960*a^4*b*c*g^2-\ 8448*a^4*b*c*p^2-2112*a^4*b*c*q^2+816*a^4*b*c*r^2+8832*a^4*b*c*x^2-4784*a^4*b*g ^2*p-1936*a^4*b*g^2*q-4248*a^4*b*g^2*r-9888*a^4*b*g^2*x-5568*a^4*b*g*p^2-1264*a ^4*b*g*q^2-256*a^4*b*g*r^2+4896*a^4*b*g*x^2-2496*a^4*b*p^2*q-808*a^4*b*p^2*r+ 3504*a^4*b*p^2*x-2240*a^5*b*c*g-4032*a^5*b*c*p-1984*a^5*b*c*q-2368*a^5*b*c*r-\ 2304*a^5*b*c*x-2208*a^5*b*g*p-992*a^5*b*g*q-2016*a^5*b*g*r-3936*a^5*b*g*x-1344* a^5*b*p*q-976*a^5*b*p*r+288*a^5*b*p*x-576*a^5*b*q*r-96*a^5*b*q*x+1664*a^5*b*r*x -329*g^3*q^2*r^3*x-963*g^3*q^2*r^2*x^2-97*g^3*q*r^4*x+171*g^3*q*r^3*x^2+21*g^2* p^5*q*r+96*g^2*p^5*q*x+21*g^2*p^5*r*x+28*g^2*p^4*q^2*r+168*g^2*p^4*q^2*x+41*g^2 *p^4*q*r^2-204*g^2*p^4*q*x^2-107*g^2*p^4*r^2*x-191*g^2*p^4*r*x^2+21*g^2*p^3*q^3 *r+168*g^2*p^3*q^3*x+35*g^2*p^3*q^2*r^2-432*g^2*p^3*q^2*x^2+10*g^2*p^3*q*r^3-\ 176*g^2*p^3*r^3*x-160*g^2*p^3*r^2*x^2+7*g^2*p^2*q^4*r+96*g^2*p^2*q^4*x+14*g^2*p ^2*q^3*r^2-432*g^2*p^2*q^3*x^2-5*g^2*p^2*q^2*r^3-19*g^2*p^2*q*r^4-67*g^2*p^2*r^ 4*x+159*g^2*p^2*r^3*x^2+24*g^2*p*q^5*x-204*g^2*p*q^4*x^2-9*g^2*p*q^3*r^3-15*g^2 *p*q^2*r^4-9*g^2*p*q*r^5+5*g^2*p*r^5*x+150*g^2*p*r^4*x^2+9*g^2*q^5*r*x-13*g^2*q ^4*r^2*x-191*g^2*q^4*r*x^2-32*g^2*q^3*r^3*x-160*g^2*q^3*r^2*x^2+21*g^2*q^2*r^4* x+159*g^2*q^2*r^3*x^2+31*g^2*q*r^5*x+150*g^2*q*r^4*x^2+362*g^5*q^2*r*x+30*g^5*q *r^2*x-782*g^5*q*r*x^2+170*g^4*p^3*q*r+1014*g^4*p^3*q*x+377*g^4*p^3*r*x+156*g^4 *p^2*q^2*r+1128*g^4*p^2*q^2*x+221*g^4*p^2*q*r^2-852*g^4*p^2*q*x^2-421*g^4*p^2*r ^2*x-1507*g^4*p^2*r*x^2+498*g^4*p*q^3*x+105*g^4*p*q^2*r^2-852*g^4*p*q^2*x^2+50* g^4*p*q*r^3-626*g^4*p*r^3*x-1587*g^4*p*r^2*x^2+199*g^4*q^3*r*x-191*g^4*q^2*r^2* x-1507*g^4*q^2*r*x^2-486*g^4*q*r^3*x-1587*g^4*q*r^2*x^2+94*g^3*p^4*q*r+498*g^3* p^4*q*x+108*g^3*p^4*r*x+112*g^3*p^3*q^2*r+750*g^3*p^3*q^2*x+160*g^3*p^3*q*r^2-\ 780*g^3*p^3*q*x^2-422*g^3*p^3*r^2*x-972*g^3*p^3*r*x^2+60*g^3*p^2*q^3*r+546*g^3* p^2*q^3*x+112*g^3*p^2*q^2*r^2-1176*g^3*p^2*q^2*x^2+46*g^3*p^2*q*r^3-575*g^3*p^2 *r^3*x-963*g^3*p^2*r^2*x^2+174*g^3*p*q^4*x+25*g^3*p*q^3*r^2-780*g^3*p*q^3*x^2-\ 10*g^3*p*q^2*r^3-35*g^3*p*q*r^4-145*g^3*p*r^4*x+171*g^3*p*r^3*x^2+52*g^3*q^4*r* x-154*g^3*q^3*r^2*x-972*g^3*q^3*r*x^2+360*g^6*p*q*x+368*g^6*p*r*x+282*g^6*q*r*x +148*g^5*p^2*q*r+936*g^5*p^2*q*x+582*g^5*p^2*r*x+648*g^5*p*q^2*x+122*g^5*p*q*r^ 2-192*g^5*p*q*x^2-10*g^5*p*r^2*x-782*g^5*p*r*x^2+354*c*g^3*p^4*r+1740*c*g^3*p^4 *x+708*c*g^3*p^3*r^2-1788*c*g^3*p^3*x^2+380*c*g^3*p^2*r^3-10*c*g^3*p*r^4+348*c* g^3*q^4*x+66*c*g^3*q^3*r^2-1788*c*g^3*q^3*x^2-9*c*g^3*q^2*r^3-85*c*g^3*q*r^4-\ 638*c*g^3*r^4*x-810*c*g^3*r^3*x^2+101*c*g^2*p^5*r+414*c*g^2*p^5*x+252*c*g^2*p^4 *r^2-552*c*g^2*p^4*x^2+178*c*g^2*p^3*r^3-5*c*g^2*p^2*r^4-41*c*g^2*p*r^5+42*c*g^ 2*q^5*x+5*c*g^2*q^4*r^2-552*c*g^2*q^4*x^2-30*c*g^2*q^3*r^3-68*c*g^2*q^2*r^4-42* c*g^2*q*r^5+80*c*g^2*r^5*x+768*c*g^2*r^4*x^2+7*c*g*p^6*r+24*c*g*p^6*x+22*c*g*p^ 5*r^2-12*c*g*p^5*x^2+21*c*g*p^4*r^3+c*g*p^3*r^4-8*c*g*p^2*r^5-12*c*g*q^5*x^2+ 189*c*g^6*p*r+1044*c*g^6*p*x+684*c*g^6*q*x+878*c*g^6*r*x+481*c*g^5*p^2*r+2832*c *g^5*p^2*x+423*c*g^5*p*r^2+1296*c*g^5*q^2*x+211*c*g^5*q*r^2+412*c*g^5*r^2*x-\ 1428*c*g^5*r*x^2+578*c*g^4*p^3*r+3234*c*g^4*p^3*x+845*c*g^4*p^2*r^2-1560*c*g^4* p^2*x^2+302*c*g^4*p*r^3+1014*c*g^4*q^3*x+208*c*g^4*q^2*r^2-1560*c*g^4*q^2*x^2+ 103*c*g^4*q*r^3-1364*c*g^4*r^3*x-4530*c*g^4*r^2*x^2-3720*a^2*c^3*p*q*r+3264*a^2 *c^3*p*q*x+17816*a^2*c^3*p*r*x+8480*a^2*c^3*q*r*x-26992*a^2*c^2*g^2*p*q-19416*a ^2*c^2*g^2*p*r+35592*a^2*c^2*g^2*p*x-8800*a^2*c^2*g^2*q*r+8328*a^2*c^2*g^2*q*x+ 61328*a^2*c^2*g^2*r*x-15688*a^2*c^2*g*p^2*q-11068*a^2*c^2*g*p^2*r+30144*a^2*c^2 *g*p^2*x-6232*a^2*c^2*g*p*q^2+1540*a^2*c^2*g*p*r^2+35520*a^2*c^2*g*p*x^2-1668*a ^2*c^2*g*q^2*r+4224*a^2*c^2*g*q^2*x+444*a^2*c^2*g*q*r^2+30000*a^2*c^2*g*q*x^2+ 31348*a^2*c^2*g*r^2*x+17284*a^2*c^2*g*r*x^2-2228*a^2*c^2*p^2*q*r+3696*a^2*c^2*p ^2*q*x+10940*a^2*c^2*p^2*r*x-512*a^2*c^2*p*q^2*r+1200*a^2*c^2*p*q^2*x-308*a^2*c ^2*p*q*r^2+6240*a^2*c^2*p*q*x^2+8920*a^2*c^2*p*r^2*x+3880*a^2*c^2*p*r*x^2+2772* a^2*c^2*q^2*r*x+4224*a^2*c^2*q*r^2*x+276*a^2*c^2*q*r*x^2-12744*a^2*c*g^3*p*q-\ 9812*a^2*c*g^3*p*r+9528*a^2*c*g^3*p*x-4708*a^2*c*g^3*q*r-984*a^2*c*g^3*q*x+ 23458*a^2*c*g^3*r*x-14640*a^2*c*g^2*p^2*q-8052*a^2*c*g^2*p^2*r+25644*a^2*c*g^2* p^2*x-6548*a^2*c*g^2*p*q^2+2818*a^2*c*g^2*p*r^2+30624*a^2*c*g^2*p*x^2+11700*a^2 *b*g*p^3*x-4036*a^2*b*g*p^2*q^2+3952*a^2*b*g*p^2*r^2+12600*a^2*b*g*p^2*x^2-1088 *a^2*b*g*p*q^3+3548*a^2*b*g*p*r^3-308*a^2*b*g*q^3*r+660*a^2*b*g*q^3*x+1022*a^2* b*g*q^2*r^2+12096*a^2*b*g*q^2*x^2+1958*a^2*b*g*q*r^3+1656*a^2*b*g*r^3*x-8916*a^ 2*b*g*r^2*x^2+50*a^2*b*p^3*q*r+5448*a^2*b*p^3*q*x+5234*a^2*b*p^3*r*x-42*a^2*b*p ^2*q^2*r+5544*a^2*b*p^2*q^2*x+1746*a^2*b*p^2*q*r^2+3672*a^2*b*p^2*q*x^2+3108*a^ 2*b*p^2*r^2*x-1402*a^2*b*p^2*r*x^2-74*a^2*b*p*q^3*r+1944*a^2*b*p*q^3*x+872*a^2* b*p*q^2*r^2+3672*a^2*b*p*q^2*x^2+1082*a^2*b*p*q*r^3-1406*a^2*b*p*r^3*x-6612*a^2 *b*p*r^2*x^2+2058*a^2*b*q^3*r*x+2376*a^2*b*q^2*r^2*x-1402*a^2*b*q^2*r*x^2-906*a ^2*b*q*r^3*x-6612*a^2*b*q*r^2*x^2-19168*a^2*c^3*g*p*q-16976*a^2*c^3*g*p*r+30768 *a^2*c^3*g*p*x-6608*a^2*c^3*g*q*r+8352*a^2*c^3*g*q*x+51008*a^2*c^3*g*r*x-40864* a^2*b*c*g^2*p^2-7640*a^2*b*c*g^2*q^2-800*a^2*b*c*g^2*r^2+56832*a^2*b*c*g^2*x^2-\ 19320*a^2*b*c*g*p^3-1704*a^2*b*c*g*q^3+6560*a^2*b*c*g*r^3-6528*a^2*b*c*p^3*q-\ 956*a^2*b*c*p^3*r+16344*a^2*b*c*p^3*x-5280*a^2*b*c*p^2*q^2+5420*a^2*b*c*p^2*r^2 +14784*a^2*b*c*p^2*x^2-1536*a^2*b*c*p*q^3+4428*a^2*b*c*p*r^3-320*a^2*b*c*q^3*r+ 1800*a^2*b*c*q^3*x+1460*a^2*b*c*q^2*r^2+13776*a^2*b*c*q^2*x^2+2380*a^2*b*c*q*r^ 3+676*a^2*b*c*r^3*x-13016*a^2*b*c*r^2*x^2-7720*a^2*b*g^3*p*q-7610*a^2*b*g^3*p*r -2880*a^2*b*g^3*p*x-3688*a^2*b*g^3*q*r-7476*a^2*b*g^3*q*x+8576*a^2*b*g^3*r*x-\ 11092*a^2*b*g^2*p^2*q-5612*a^2*b*g^2*p^2*r+16632*a^2*b*g^2*p^2*x-5044*a^2*b*g^2 *p*q^2+2644*a^2*b*g^2*p*r^2+25992*a^2*b*g^2*p*x^2-1690*a^2*b*g^2*q^2*r-240*a^2* b*g^2*q^2*x+1104*a^2*b*g^2*q*r^2+25512*a^2*b*g^2*q*x^2+28982*a^2*b*g^2*r^2*x+ 29278*a^2*b*g^2*r*x^2-5128*a^2*b*g*p^3*q-1072*a^2*b*g*p^3*r-1220*a^2*b^2*p^2*q* r+12576*a^2*b^2*p^2*q*x+18912*a^2*b^2*p^2*r*x-828*a^2*b^2*p*q^2*r+5856*a^2*b^2* p*q^2*x+1912*a^2*b^2*p*q*r^2+14592*a^2*b^2*p*q*x^2+13216*a^2*b^2*p*r^2*x+4944*a ^2*b^2*p*r*x^2+8608*a^2*b^2*q^2*r*x+10752*a^2*b^2*q*r^2*x+4944*a^2*b^2*q*r*x^2-\ 79424*a^2*b*c^3*g*p-35360*a^2*b*c^3*g*q-25840*a^2*b*c^3*g*r+18336*a^2*b*c^3*g*x -28416*a^2*b*c^3*p*q-13296*a^2*b*c^3*p*r+53088*a^2*b*c^3*p*x-6496*a^2*b*c^3*q*r +20544*a^2*b*c^3*q*x+72736*a^2*b*c^3*r*x-75888*a^2*b*c^2*g^2*p-32176*a^2*b*c^2* g^2*q-29712*a^2*b*c^2*g^2*r-15648*a^2*b*c^2*g^2*x-61584*a^2*b*c^2*g*p^2-12688*a ^2*b*c^2*g*q^2+3864*a^2*b*c^2*g*r^2+94368*a^2*b*c^2*g*x^2-21280*a^2*b*c^2*p^2*q -6688*a^2*b*c^2*p^2*r+48672*a^2*b*c^2*p^2*x-10512*a^2*b*c^2*p*q^2+8336*a^2*b*c^ 2*p*r^2+46752*a^2*b*c^2*p*x^2-1976*a^2*b*c^2*q^2*r+10272*a^2*b*c^2*q^2*x+4288*a ^2*b*c^2*q*r^2+44544*a^2*b*c^2*q*x^2+41432*a^2*b*c^2*r^2*x+21352*a^2*b*c^2*r*x^ 2-27584*a^2*b*c*g^3*p-10776*a^2*b*c*g^3*q-14092*a^2*b*c*g^3*r-26784*a^2*b*c*g^3 *x-29648*a^2*b^2*c^2*g*r-16512*a^2*b^2*c^2*g*x-32256*a^2*b^2*c^2*p*q-16992*a^2* b^2*c^2*p*r+50976*a^2*b^2*c^2*p*x-8928*a^2*b^2*c^2*q*r+11232*a^2*b^2*c^2*q*x+ 79392*a^2*b^2*c^2*r*x-41824*a^2*b^2*c*g^2*p-15232*a^2*b^2*c*g^2*q-21264*a^2*b^2 *c*g^2*r-43200*a^2*b^2*c*g^2*x-41344*a^2*b^2*c*g*p^2-6496*a^2*b^2*c*g*q^2-152*a ^2*b^2*c*g*r^2+66240*a^2*b^2*c*g*x^2-16400*a^2*b^2*c*p^2*q-6136*a^2*b^2*c*p^2*r +35376*a^2*b^2*c*p^2*x-7040*a^2*b^2*c*p*q^2+5816*a^2*b^2*c*p*r^2+43584*a^2*b^2* c*p*x^2-2168*a^2*b^2*c*q^2*r+1872*a^2*b^2*c*q^2*x+2536*a^2*b^2*c*q*r^2+43584*a^ 2*b^2*c*q*x^2+39648*a^2*b^2*c*r^2*x+30784*a^2*b^2*c*r*x^2-10752*a^2*b^2*g^2*p*q -11328*a^2*b^2*g^2*p*r-5544*a^2*b^2*g^2*p*x-5472*a^2*b^2*g^2*q*r-13464*a^2*b^2* g^2*q*x+12120*a^2*b^2*g^2*r*x-10592*a^2*b^2*g*p^2*q-5592*a^2*b^2*g*p^2*r+17352* a^2*b^2*g*p^2*x-4328*a^2*b^2*g*p*q^2+2688*a^2*b^2*g*p*r^2+30336*a^2*b^2*g*p*x^2 -1768*a^2*b^2*g*q^2*r-2184*a^2*b^2*g*q^2*x+1072*a^2*b^2*g*q*r^2+30336*a^2*b^2*g *q*x^2+31880*a^2*b^2*g*r^2*x+34504*a^2*b^2*g*r*x^2+1604*a^3*c*p*r*x^2+716*a^3*c *q^2*r*x+1136*a^3*c*q*r^2*x-36*a^3*c*q*r*x^2-2348*a^3*g^2*p*q*r+5736*a^3*g^2*p* q*x+15206*a^3*g^2*p*r*x+9782*a^3*g^2*q*r*x-682*a^3*g*p^2*q*r+5004*a^3*g*p^2*q*x +7396*a^3*g*p^2*r*x-296*a^3*g*p*q^2*r+2940*a^3*g*p*q^2*x+990*a^3*g*p*q*r^2+4584 *a^3*g*p*q*x^2+5156*a^3*g*p*r^2*x+2038*a^3*g*p*r*x^2+3466*a^3*g*q^2*r*x+3638*a^ 3*g*q*r^2*x+1218*a^3*g*q*r*x^2-24672*a^2*b^3*c*g*p-7776*a^2*b^3*c*g*q-12624*a^2 *b^3*c*g*r-28992*a^2*b^3*c*g*x-10112*a^2*b^3*c*p*q-8864*a^2*b^3*c*p*r+8544*a^2* b^3*c*p*x-4192*a^2*b^3*c*q*r-6912*a^2*b^3*c*q*x+23632*a^2*b^3*c*r*x-5504*a^2*b^ 3*g*p*q-6952*a^2*b^3*g*p*r-4896*a^2*b^3*g*p*x-3224*a^2*b^3*g*q*r-10800*a^2*b^3* g*q*x+6256*a^2*b^3*g*r*x-2056*a^2*b^3*p*q*r+3072*a^2*b^3*p*q*x+16728*a^2*b^3*p* r*x+9240*a^2*b^3*q*r*x-78528*a^2*b^2*c^2*g*p-31584*a^2*b^2*c^2*g*q+11368*a^3*b* p^2*r*x-336*a^3*b*p*q^2*r+5592*a^3*b*p*q^2*x+2168*a^3*b*p*q*r^2+7296*a^3*b*p*q* x^2+7372*a^3*b*p*r^2*x+2472*a^3*b*p*r*x^2+6216*a^3*b*q^2*r*x+6140*a^3*b*q*r^2*x +2472*a^3*b*q*r*x^2-15872*a^3*c^2*g*p*q-13264*a^3*c^2*g*p*r+21264*a^3*c^2*g*p*x -5896*a^3*c^2*g*q*r+5856*a^3*c^2*g*q*x+37568*a^3*c^2*g*r*x-3024*a^3*c^2*p*q*r+ 1728*a^3*c^2*p*q*x+11184*a^3*c^2*p*r*x+4872*a^3*c^2*q*r*x-13648*a^3*c*g^2*p*q-\ 10548*a^3*c*g^2*p*r+11904*a^3*c*g^2*p*x-5244*a^3*c*g^2*q*r+1608*a^3*c*g^2*q*x+ 26660*a^3*c*g^2*r*x-8672*a^3*c*g*p^2*q-5248*a^3*c*g*p^2*r+14472*a^3*c*g*p^2*x-\ 3744*a^3*c*g*p*q^2+1544*a^3*c*g*p*r^2+16416*a^3*c*g*p*x^2-1080*a^3*c*g*q^2*r+ 2544*a^3*c*g*q^2*x+532*a^3*c*g*q*r^2+14352*a^3*c*g*q*x^2+16944*a^3*c*g*r^2*x+ 11916*a^3*c*g*r*x^2-940*a^3*c*p^2*q*r+1056*a^3*c*p^2*q*x+3424*a^3*c*p^2*r*x-256 *a^3*c*p*q^2*r+288*a^3*c*p*q^2*x-188*a^3*c*p*q*r^2+1872*a^3*c*p*q*x^2+2940*a^3* c*p*r^2*x-24384*a^3*b*c^2*p*q-13120*a^3*b*c^2*p*r+35328*a^3*b*c^2*p*x-6832*a^3* b*c^2*q*r+13440*a^3*b*c^2*q*x+54128*a^3*b*c^2*r*x-33520*a^3*b*c*g^2*p-14000*a^3 *b*c*g^2*q-18608*a^3*b*c*g^2*r-28224*a^3*b*c*g^2*x-31856*a^3*b*c*g*p^2-6704*a^3 *b*c*g*q^2+792*a^3*b*c*g*r^2+39456*a^3*b*c*g*x^2-12640*a^3*b*c*p^2*q-4056*a^3*b *c*p^2*r+23760*a^3*b*c*p^2*x-6336*a^3*b*c*p*q^2+5320*a^3*b*c*p*r^2+23136*a^3*b* c*p*x^2-1360*a^3*b*c*q^2*r+6000*a^3*b*c*q^2*x+2776*a^3*b*c*q*r^2+22368*a^3*b*c* q*x^2+24336*a^3*b*c*r^2*x+16576*a^3*b*c*r*x^2-9888*a^3*b*g^2*p*q-9280*a^3*b*g^2 *p*r-1152*a^3*b*g^2*p*x-4820*a^3*b*g^2*q*r-6144*a^3*b*g^2*q*x+12440*a^3*b*g^2*r *x-8976*a^3*b*g*p^2*q-3996*a^3*b*g*p^2*r+13440*a^3*b*g*p^2*x-4336*a^3*b*g*p*q^2 +2956*a^3*b*g*p*r^2+17712*a^3*b*g*p*x^2-1316*a^3*b*g*q^2*r+1968*a^3*b*g*q^2*x+ 1492*a^3*b*g*q*r^2+17328*a^3*b*g*q*x^2+21316*a^3*b*g*r^2*x+19992*a^3*b*g*r*x^2-\ 424*a^3*b*p^2*q*r+8952*a^3*b*p^2*q*x-2864*a^4*b*g*q*r-1872*a^4*b*g*q*x+8016*a^4 *b*g*r*x-1016*a^4*b*p*q*r+4608*a^4*b*p*q*x+9288*a^4*b*p*r*x+6792*a^4*b*q*r*x-\ 5792*a^4*c*g*p*q-4472*a^4*c*g*p*r+5616*a^4*c*g*p*x-2288*a^4*c*g*q*r+1680*a^4*c* g*q*x+12032*a^4*c*g*r*x-776*a^4*c*p*q*r+336*a^4*c*p*q*x+2360*a^4*c*p*r*x+904*a^ 4*c*q*r*x-896*a^4*g*p*q*r+2472*a^4*g*p*q*x+5824*a^4*g*p*r*x+3848*a^4*g*q*r*x-\ 36192*a^3*b^2*c*g*p-14208*a^3*b^2*c*g*q-20208*a^3*b^2*c*g*r-32448*a^3*b^2*c*g*x -17984*a^3*b^2*c*p*q-12576*a^3*b^2*c*p*r+16512*a^3*b^2*c*p*x-6752*a^3*b^2*c*q*r +1056*a^3*b^2*c*q*x+35760*a^3*b^2*c*r*x-9920*a^3*b^2*g*p*q-9952*a^3*b^2*g*p*r-\ 2064*a^3*b^2*g*p*x-5184*a^3*b^2*g*q*r-7968*a^3*b^2*g*q*x+12704*a^3*b^2*g*r*x-\ 2744*a^3*b^2*p*q*r+8448*a^3*b^2*p*q*x+22296*a^3*b^2*p*r*x+14808*a^3*b^2*q*r*x-\ 58688*a^3*b*c^2*g*p-26048*a^3*b*c^2*g*q-24848*a^3*b*c^2*g*r-7584*a^3*b*c^2*g*x+ 408*g^2*p*q*r^3*x^2-19360*a^4*b*c*g*p-8704*a^4*b*c*g*q-11248*a^4*b*c*g*r-13536* a^4*b*c*g*x-9472*a^4*b*c*p*q-5632*a^4*b*c*p*r+8640*a^4*b*c*p*x-3168*a^4*b*c*q*r +3168*a^4*b*c*q*x+17136*a^4*b*c*r*x-6048*a^4*b*g*p*q-5160*a^4*b*g*p*r+576*a^4*b *g*p*x+944*g^5*p*q*r*x+947*g^4*p^2*q*r*x+771*g^4*p*q^2*r*x-596*g^4*p*q*r^2*x-\ 2976*g^4*p*q*r*x^2+298*g^3*p^3*q*r*x+370*g^3*p^2*q^2*r*x-996*g^3*p^2*q*r^2*x-\ 2831*g^3*p^2*q*r*x^2+232*g^3*p*q^3*r*x-724*g^3*p*q^2*r^2*x-2831*g^3*p*q^2*r*x^2 -866*g^3*p*q*r^3*x-1802*g^3*p*q*r^2*x^2+13*g^2*p^4*q*r*x-18*g^2*p^3*q^2*r*x-400 *g^2*p^3*q*r^2*x-767*g^2*p^3*q*r*x^2+18*g^2*p^2*q^3*r*x-454*g^2*p^2*q^2*r^2*x-\ 1152*g^2*p^2*q^2*r*x^2-372*g^2*p^2*q*r^3*x-371*g^2*p^2*q*r^2*x^2+37*g^2*p*q^4*r *x-174*g^2*p*q^3*r^2*x-767*g^2*p*q^3*r*x^2-226*g^2*p*q^2*r^3*x-371*g^2*p*q^2*r^ 2*x^2-24*g^2*p*q*r^4*x-264*c*g*p^2*q^3*x^2-4*c*g*p^2*q^2*r^3-12*c*g*p^2*q*r^4-\ 71*c*g*p^2*r^4*x+41*c*g*p^2*r^3*x^2+24*c*g*p*q^5*x-108*c*g*p*q^4*x^2-6*c*g*p*q^ 3*r^3-9*c*g*p*q^2*r^4-6*c*g*p*q*r^5-7*c*g*p*r^5*x+86*c*g*p*r^4*x^2+9*c*g*q^5*r* x-5*c*g*q^4*r^2*x-119*c*g*q^4*r*x^2-20*c*g*q^3*r^3*x-158*c*g*q^3*r^2*x^2+21*c*g *q^2*r^4*x+41*c*g*q^2*r^3*x^2+27*c*g*q*r^5*x+86*c*g*q*r^4*x^2-3648*c*g^2*p^2*q^ 2*x^2+113*c*g^2*p^2*q*r^3-1571*c*g^2*p^2*r^3*x-2438*c*g^2*p^2*r^2*x^2+32*c*g^2* p*q^4*r+546*c*g^2*p*q^4*x+67*c*g^2*p*q^3*r^2-2376*c*g^2*p*q^3*x^2-43*c*g^2*p*q^ 2*r^3-103*c*g^2*p*q*r^4-367*c*g^2*p*r^4*x+675*c*g^2*p*r^3*x^2+158*c*g^2*q^4*r*x -454*c*g^2*q^3*r^2*x-2743*c*g^2*q^3*r*x^2-871*c*g^2*q^2*r^3*x-2438*c*g^2*q^2*r^ 2*x^2-195*c*g^2*q*r^4*x+675*c*g^2*q*r^3*x^2+14*c*g*p^5*q*r+72*c*g*p^5*q*x+49*c* g*p^5*r*x+14*c*g*p^4*q^2*r+96*c*g*p^4*q^2*x+28*c*g*p^4*q*r^2-108*c*g*p^4*q*x^2-\ 31*c*g*p^4*r^2*x-119*c*g*p^4*r*x^2+14*c*g*p^3*q^3*r+96*c*g*p^3*q^3*x+16*c*g*p^3 *q^2*r^2-264*c*g*p^3*q^2*x^2+8*c*g*p^3*q*r^3-120*c*g*p^3*r^3*x-158*c*g*p^3*r^2* x^2+7*c*g*p^2*q^4*r+72*c*g*p^2*q^4*x+10*c*g*p^2*q^3*r^2+3770*c*g^4*p^2*r*x+695* c*g^4*p*q^2*r+5226*c*g^4*p*q^2*x+917*c*g^4*p*q*r^2-3096*c*g^4*p*q*x^2-946*c*g^4 *p*r^2*x-7093*c*g^4*p*r*x^2+2402*c*g^4*q^2*r*x-502*c*g^4*q*r^2*x-7093*c*g^4*q*r *x^2+890*c*g^3*p^3*q*r+5316*c*g^3*p^3*q*x+1721*c*g^3*p^3*r*x+819*c*g^3*p^2*q^2* r+5928*c*g^3*p^2*q^2*x+1106*c*g^3*p^2*q*r^2-5388*c*g^3*p^2*q*x^2-2555*c*g^3*p^2 *r^2*x-8129*c*g^3*p^2*r*x^2+274*c*g^3*p*q^3*r+2700*c*g^3*p*q^3*x+514*c*g^3*p*q^ 2*r^2-5388*c*g^3*p*q^2*x^2+206*c*g^3*p*q*r^3-3110*c*g^3*p*r^3*x-7158*c*g^3*p*r^ 2*x^2+921*c*g^3*q^3*r*x-1307*c*g^3*q^2*r^2*x-8129*c*g^3*q^2*r*x^2-2424*c*g^3*q* r^3*x-7158*c*g^3*q*r^2*x^2+269*c*g^2*p^4*q*r+1446*c*g^2*p^4*q*x+374*c*g^2*p^4*r *x+315*c*g^2*p^3*q^2*r+2112*c*g^2*p^3*q^2*x+443*c*g^2*p^3*q*r^2-2376*c*g^2*p^3* q*x^2-1164*c*g^2*p^3*r^2*x-2743*c*g^2*p^3*r*x^2+179*c*g^2*p^2*q^3*r+1584*c*g^2* p^2*q^3*x+297*c*g^2*p^2*q^2*r^2-1230*c^2*g*p^2*r^2*x^2+22*c^2*g*p*q^4*r+330*c^2 *g*p*q^4*x+34*c^2*g*p*q^3*r^2-1056*c^2*g*p*q^3*x^2-28*c^2*g*p*q^2*r^3-48*c^2*g* p*q*r^4-188*c^2*g*p*r^4*x+242*c^2*g*p*r^3*x^2+110*c^2*g*q^4*r*x-212*c^2*g*q^3*r ^2*x-1252*c^2*g*q^3*r*x^2-416*c^2*g*q^2*r^3*x-1230*c^2*g*q^2*r^2*x^2-72*c^2*g*q *r^4*x+242*c^2*g*q*r^3*x^2+650*c*g^5*p*q*r+4128*c*g^5*p*q*x+3236*c*g^5*p*r*x+ 2524*c*g^5*q*r*x+1166*c*g^4*p^2*q*r+7422*c*g^4*p^2*q*x-11232*c^2*g^3*p*q*x^2-\ 4048*c^2*g^3*p*r^2*x-20828*c^2*g^3*p*r*x^2+5730*c^2*g^3*q^2*r*x-2724*c^2*g^3*q* r^2*x-20828*c^2*g^3*q*r*x^2+1348*c^2*g^2*p^3*q*r+8148*c^2*g^2*p^3*q*x+2654*c^2* g^2*p^3*r*x+1264*c^2*g^2*p^2*q^2*r+9072*c^2*g^2*p^2*q^2*x+1620*c^2*g^2*p^2*q*r^ 2-9096*c^2*g^2*p^2*q*x^2-4020*c^2*g^2*p^2*r^2*x-12552*c^2*g^2*p^2*r*x^2+448*c^2 *g^2*p*q^3*r+4332*c^2*g^2*p*q^3*x+742*c^2*g^2*p*q^2*r^2-9096*c^2*g^2*p*q^2*x^2+ 256*c^2*g^2*p*q*r^3-4492*c^2*g^2*p*r^3*x-9698*c^2*g^2*p*r^2*x^2+1350*c^2*g^2*q^ 3*r*x-2328*c^2*g^2*q^2*r^2*x-12552*c^2*g^2*q^2*r*x^2-3572*c^2*g^2*q*r^3*x-9698* c^2*g^2*q*r^2*x^2+124*c^2*g*p^4*q*r+726*c^2*g*p^4*q*x+386*c^2*g*p^4*r*x+140*c^2 *g*p^3*q^2*r+948*c^2*g*p^3*q^2*x+206*c^2*g*p^3*q*r^2-1056*c^2*g*p^3*q*x^2-352*c ^2*g*p^3*r^2*x-1252*c^2*g*p^3*r*x^2+100*c^2*g*p^2*q^3*r+780*c^2*g*p^2*q^3*x+124 *c^2*g*p^2*q^2*r^2-1728*c^2*g*p^2*q^2*x^2+58*c^2*g*p^2*q*r^3-700*c^2*g*p^2*r^3* x-3912*c^3*g^2*q*r^2*x-23220*c^3*g^2*q*r*x^2+496*c^3*g*p^3*q*r+3144*c^3*g*p^3*q *x+1440*c^3*g*p^3*r*x+500*c^3*g*p^2*q^2*r+3456*c^3*g*p^2*q^2*x+584*c^3*g*p^2*q* r^2-3456*c^3*g*p^2*q*x^2-1188*c^3*g*p^2*r^2*x-4644*c^3*g*p^2*r*x^2+208*c^3*g*p* q^3*r+1848*c^3*g*p*q^3*x+268*c^3*g*p*q^2*r^2-3456*c^3*g*p*q^2*x^2+88*c^3*g*p*q* r^3-1552*c^3*g*p*r^3*x-3460*c^3*g*p*r^2*x^2+608*c^3*g*q^3*r*x-956*c^3*g*q^2*r^2 *x-4644*c^3*g*q^2*r*x^2-1336*c^3*g*q*r^3*x-3460*c^3*g*q*r^2*x^2+2632*c^2*g^4*p* q*r+17088*c^2*g^4*p*q*x+11058*c^2*g^4*p*r*x+8746*c^2*g^4*q*r*x+3156*c^2*g^3*p^2 *q*r+20202*c^2*g^3*p^2*q*x+8886*c^2*g^3*p^2*r*x+1910*c^2*g^3*p*q^2*r+14454*c^2* g^3*p*q^2*x+2388*c^2*g^3*p*q*r^2+1184*c^5*g*p*q*r+7680*c^5*g*p*q*x+3792*c^5*g*p *r*x+2960*c^5*g*q*r*x+4144*c^4*g^2*p*q*r+27264*c^4*g^2*p*q*x+13912*c^4*g^2*p*r* x+11096*c^4*g^2*q*r*x+1072*c^4*g*p^2*q*r+6984*c^4*g*p^2*q*x+3160*c^4*g*p^2*r*x+ 744*c^4*g*p*q^2*r+5304*c^4*g*p*q^2*x+736*c^4*g*p*q*r^2-4608*c^4*g*p*q*x^2-1536* c^4*g*p*r^2*x-7360*c^4*g*p*r*x^2+1864*c^4*g*q^2*r*x-1424*c^4*g*q*r^2*x-7360*c^4 *g*q*r*x^2+4912*c^3*g^3*p*q*r+32256*c^3*g^3*p*q*x+18124*c^3*g^3*p*r*x+14460*c^3 *g^3*q*r*x+3368*c^3*g^2*p^2*q*r+21696*c^3*g^2*p^2*q*x+8928*c^3*g^2*p^2*r*x+2116 *c^3*g^2*p*q^2*r+15840*c^3*g^2*p*q^2*x+2452*c^3*g^2*p*q*r^2-13920*c^3*g^2*p*q*x ^2-5160*c^3*g^2*p*r^2*x-23220*c^3*g^2*p*r*x^2+5680*c^3*g^2*q^2*r*x-744*b*g*p^2* q^3*x^2-9*b*g*p^2*q^2*r^3-29*b*g*p^2*q*r^4-57*b*g*p^2*r^4*x+323*b*g*p^2*r^3*x^2 -372*b*g*p*q^4*x^2+15*b*g*p*r^5*x+224*b*g*p*r^4*x^2-26*b*g*q^4*r^2*x-396*b*g*q^ 4*r*x^2-66*b*g*q^3*r^3*x-366*b*g*q^3*r^2*x^2+36*b*g*q^2*r^4*x+272*b*g*q^2*r^3*x ^2+56*b*g*q*r^5*x+290*b*g*q*r^4*x^2+1608*b*g^2*p^2*q^3*x+273*b*g^2*p^2*q^2*r^2-\ 3564*b*g^2*p^2*q^2*x^2+46*b*g^2*p^2*q*r^3-1477*b*g^2*p^2*r^3*x-2322*b*g^2*p^2*r ^2*x^2+516*b*g^2*p*q^4*x+50*b*g^2*p*q^3*r^2-2328*b*g^2*p*q^3*x^2-63*b*g^2*p*q^2 *r^3-109*b*g^2*p*q*r^4-227*b*g^2*p*r^4*x+756*b*g^2*p*r^3*x^2+167*b*g^2*q^4*r*x-\ 366*b*g^2*q^3*r^2*x-2930*b*g^2*q^3*r*x^2-798*b*g^2*q^2*r^3*x-2870*b*g^2*q^2*r^2 *x^2-130*b*g^2*q*r^4*x+510*b*g^2*q*r^3*x^2+28*b*g*p^5*q*r+120*b*g*p^5*q*x-7*b*g *p^5*r*x+49*b*g*p^4*q^2*r+264*b*g*p^4*q^2*x+51*b*g*p^4*q*r^2-336*b*g*p^4*q*x^2-\ 179*b*g*p^4*r^2*x-249*b*g*p^4*r*x^2+42*b*g*p^3*q^3*r+312*b*g*p^3*q^3*x+61*b*g*p ^3*q^2*r^2-720*b*g*p^3*q^2*x^2+6*b*g*p^3*q*r^3-222*b*g*p^3*r^3*x-116*b*g*p^3*r^ 2*x^2+192*b*g*p^2*q^4*x+28*b*g*p^2*q^3*r^2+2259*b*g^5*p*r*x+1703*b*g^5*q*r*x+ 717*b*g^4*p^2*q*r+4704*b*g^4*p^2*q*x+2782*b*g^4*p^2*r*x+3204*b*g^4*p*q^2*x+528* b*g^4*p*q*r^2-1320*b*g^4*p*q*x^2-288*b*g^4*p*r^2*x-4459*b*g^4*p*r*x^2+1690*b*g^ 4*q^2*r*x-88*b*g^4*q*r^2*x-4611*b*g^4*q*r*x^2+623*b*g^3*p^3*q*r+3840*b*g^3*p^3* q*x+1171*b*g^3*p^3*r*x+567*b*g^3*p^2*q^2*r+4386*b*g^3*p^2*q^2*x+711*b*g^3*p^2*q *r^2-3840*b*g^3*p^2*q*x^2-1903*b*g^3*p^2*r^2*x-6190*b*g^3*p^2*r*x^2+1932*b*g^3* p*q^3*x+316*b*g^3*p*q^2*r^2-3840*b*g^3*p*q^2*x^2+53*b*g^3*p*q*r^3-2414*b*g^3*p* r^3*x-6072*b*g^3*p*r^2*x^2+728*b*g^3*q^3*r*x-902*b*g^3*q^2*r^2*x-6583*b*g^3*q^2 *r*x^2-1962*b*g^3*q*r^3*x-6520*b*g^3*q*r^2*x^2+229*b*g^2*p^4*q*r+1236*b*g^2*p^4 *q*x+65*b*g^2*p^4*r*x+305*b*g^2*p^3*q^2*r+2058*b*g^2*p^3*q^2*x+348*b*g^2*p^3*q* r^2-2400*b*g^2*p^3*q*x^2-1342*b*g^2*p^3*r^2*x-2692*b*g^2*p^3*r*x^2+162*b*g^2*p^ 2*q^3*r+1376*b*c*g*r^4*x^2+14*b*c*p^4*q^2*r+48*b*c*p^4*q^2*x-6*b*c*p^4*q*r^2-72 *b*c*p^4*q*x^2+8*b*c*p^4*r^2*x+28*b*c*p^4*r*x^2+28*b*c*p^3*q^3*r+144*b*c*p^3*q^ 3*x+14*b*c*p^3*q^2*r^2-240*b*c*p^3*q^2*x^2-12*b*c*p^3*q*r^3+20*b*c*p^3*r^3*x+92 *b*c*p^3*r^2*x^2+144*b*c*p^2*q^4*x+20*b*c*p^2*q^3*r^2-288*b*c*p^2*q^3*x^2-6*b*c *p^2*q^2*r^3-6*b*c*p^2*q*r^4+12*b*c*p^2*r^4*x+92*b*c*p^2*r^3*x^2-144*b*c*p*q^4* x^2-4*b*c*p*r^5*x+20*b*c*p*r^4*x^2-10*b*c*q^4*r^2*x-266*b*c*q^4*r*x^2-44*b*c*q^ 3*r^3*x-408*b*c*q^3*r^2*x^2+30*b*c*q^2*r^4*x-10*b*c*q^2*r^3*x^2+42*b*c*q*r^5*x+ 152*b*c*q*r^4*x^2+2232*b*g^5*p*q*x+6468*b*c*g^4*q^2*x+980*b*c*g^4*q*r^2-648*b*c *g^4*q*x^2+1452*b*c*g^4*r^2*x-8550*b*c*g^4*r*x^2+2204*b*c*g^3*p^3*r+12414*b*c*g ^3*p^3*x+2864*b*c*g^3*p^2*r^2-7296*b*c*g^3*p^2*x^2+682*b*c*g^3*p*r^3+3912*b*c*g ^3*q^3*x+686*b*c*g^3*q^2*r^2-7416*b*c*g^3*q^2*x^2+135*b*c*g^3*q*r^3-5840*b*c*g^ 3*r^3*x-19004*b*c*g^3*r^2*x^2+832*b*c*g^2*p^4*r+4254*b*c*g^2*p^4*x+1437*b*c*g^2 *p^3*r^2-5748*b*c*g^2*p^3*x^2+463*b*c*g^2*p^2*r^3-271*b*c*g^2*p*r^4+996*b*c*g^2 *q^4*x+157*b*c*g^2*q^3*r^2-5508*b*c*g^2*q^3*x^2-172*b*c*g^2*q^2*r^3-391*b*c*g^2 *q*r^4-1524*b*c*g^2*r^4*x-1692*b*c*g^2*r^3*x^2+103*b*c*g*p^5*r+444*b*c*g*p^5*x+ 213*b*c*g*p^4*r^2-1044*b*c*g*p^4*x^2+78*b*c*g*p^3*r^3-77*b*c*g*p^2*r^4-51*b*c*g *p*r^5-1020*b*c*g*q^4*x^2+254*b*c*g*r^5*x-508*b*c^2*g*r^3*x^2+56*b*c^2*p^4*q*r+ 192*b*c^2*p^4*q*x-168*b*c^2*p^4*r*x+212*b*c^2*p^3*q^2*r+924*b*c^2*p^3*q^2*x+32* b*c^2*p^3*q*r^2-960*b*c^2*p^3*q*x^2-368*b*c^2*p^3*r^2*x-376*b*c^2*p^3*r*x^2+200 *b*c^2*p^2*q^3*r+1332*b*c^2*p^2*q^3*x+158*b*c^2*p^2*q^2*r^2-1728*b*c^2*p^2*q^2* x^2-72*b*c^2*p^2*q*r^3-132*b*c^2*p^2*r^3*x-12*b*c^2*p^2*r^2*x^2+660*b*c^2*p*q^4 *x+68*b*c^2*p*q^3*r^2-1152*b*c^2*p*q^3*x^2-72*b*c^2*p*q^2*r^3-72*b*c^2*p*q*r^4+ 168*b*c^2*p*r^4*x+524*b*c^2*p*r^3*x^2+220*b*c^2*q^4*r*x-304*b*c^2*q^3*r^2*x-\ 2128*b*c^2*q^3*r*x^2-556*b*c^2*q^2*r^3*x-2448*b*c^2*q^2*r^2*x^2+48*b*c^2*q*r^4* x-40*b*c^2*q*r^3*x^2+1219*b*c*g^5*p*r+6732*b*c*g^5*p*x+4308*b*c*g^5*q*x+5508*b* c*g^5*r*x+2506*b*c*g^4*p^2*r+14628*b*c*g^4*p^2*x+2020*b*c*g^4*p*r^2-552*b*c*g^4 *p*x^2-4896*b*c^3*q*r^2*x^2+5832*b*c^2*g^4*p*r+33000*b*c^2*g^4*p*x+3540*b*c^2*g ^4*q*r+22248*b*c^2*g^4*q*x+20660*b*c^2*g^4*r*x+8124*b*c^2*g^3*p^2*r+46440*b*c^2 *g^3*p^2*x+6276*b*c^2*g^3*p*r^2-11496*b*c^2*g^3*p*x^2+2750*b*c^2*g^3*q^2*r+ 22584*b*c^2*g^3*q^2*x+3174*b*c^2*g^3*q*r^2-11736*b*c^2*g^3*q*x^2-1420*b*c^2*g^3 *r^2*x-34904*b*c^2*g^3*r*x^2+4348*b*c^2*g^2*p^3*r+23604*b*c^2*g^2*p^3*x+5322*b* c^2*g^2*p^2*r^2-18552*b*c^2*g^2*p^2*x^2+940*b*c^2*g^2*p*r^3+748*b*c^2*g^2*q^3*r +9108*b*c^2*g^2*q^3*x+1446*b*c^2*g^2*q^2*r^2-18072*b*c^2*g^2*q^2*x^2+12*b*c^2*g ^2*q*r^3-11756*b*c^2*g^2*r^3*x-33276*b*c^2*g^2*r^2*x^2+726*b*c^2*g*p^4*r+3552*b *c^2*g*p^4*x+1148*b*c^2*g*p^3*r^2-5832*b*c^2*g*p^3*x^2+228*b*c^2*g*p^2*r^3-320* b*c^2*g*p*r^4+1416*b*c^2*g*q^4*x+202*b*c^2*g*q^3*r^2-5352*b*c^2*g*q^3*x^2-234*b *c^2*g*q^2*r^3-450*b*c^2*g*q*r^4-1056*b*c^2*g*r^4*x+62232*b*c^3*g^2*p^2*x+8400* b*c^3*g^2*p*r^2-23808*b*c^3*g^2*p*x^2+4360*b*c^3*g^2*q^2*r+34272*b*c^3*g^2*q^2* x+4600*b*c^3*g^2*q*r^2-23520*b*c^3*g^2*q*x^2-8072*b*c^3*g^2*r^2*x-53376*b*c^3*g ^2*r*x^2+2912*b*c^3*g*p^3*r+14664*b*c^3*g*p^3*x+3248*b*c^3*g*p^2*r^2-14160*b*c^ 3*g*p^2*x^2+240*b*c^3*g*p*r^3+756*b*c^3*g*q^3*r+8184*b*c^3*g*q^3*x+1236*b*c^3*g *q^2*r^2-12912*b*c^3*g*q^2*x^2-196*b*c^3*g*q*r^3-8448*b*c^3*g*r^3*x-20872*b*c^3 *g*r^2*x^2+512*b*c^3*p^3*q*r+1968*b*c^3*p^3*q*x-720*b*c^3*p^3*r*x+896*b*c^3*p^2 *q^2*r+4536*b*c^3*p^2*q^2*x+368*b*c^3*p^2*q*r^2-3456*b*c^3*p^2*q*x^2-2040*b*c^3 *p^2*r^2*x-2904*b*c^3*p^2*r*x^2+416*b*c^3*p*q^3*r+3360*b*c^3*p*q^3*x+416*b*c^3* p*q^2*r^2-3456*b*c^3*p*q^2*x^2-192*b*c^3*p*q*r^3-1152*b*c^3*p*r^3*x-2024*b*c^3* p*r^2*x^2+1040*b*c^3*q^3*r*x-1584*b*c^3*q^2*r^2*x-6384*b*c^3*q^2*r*x^2-1696*b*c ^3*q*r^3*x+7248*b*c^5*g*p*r+35040*b*c^5*g*p*x+5232*b*c^5*g*q*r+29088*b*c^5*g*q* x+13312*b*c^5*g*r*x+2176*b*c^5*p*q*r+9600*b*c^5*p*q*x+1024*b*c^5*p*r*x+2720*b*c ^5*q*r*x+14480*b*c^4*g^2*p*r+77904*b*c^4*g^2*p*x+9552*b*c^4*g^2*q*r+58224*b*c^4 *g^2*q*x+34560*b*c^4*g^2*r*x+6464*b*c^4*g*p^2*r+32064*b*c^4*g*p^2*x+4448*b*c^4* g*p*r^2-15264*b*c^4*g*p*x^2+3096*b*c^4*g*q^2*r+22176*b*c^4*g*q^2*x+2872*b*c^4*g *q*r^2-14304*b*c^4*g*q*x^2-7584*b*c^4*g*r^2*x-30016*b*c^4*g*r*x^2+1632*b*c^4*p^ 2*q*r+6768*b*c^4*p^2*q*x-560*b*c^4*p^2*r*x+1440*b*c^4*p*q^2*r+8160*b*c^4*p*q^2* x+848*b*c^4*p*q*r^2-4608*b*c^4*p*q*x^2-3520*b*c^4*p*r^2*x-6208*b*c^4*p*r*x^2+ 2400*b*c^4*q^2*r*x-3008*b*c^4*q*r^2*x-8512*b*c^4*q*r*x^2+13088*b*c^3*g^3*p*r+ 73464*b*c^3*g^3*p*x+8192*b*c^3*g^3*q*r+51816*b*c^3*g^3*q*x+38000*b*c^3*g^3*r*x+ 11360*b*c^3*g^2*p^2*r-8930*b^2*g^2*q*r^2*x^2+151*b^2*g*p^4*q*r+840*b^2*g*p^4*q* x-9*b^2*g*p^4*r*x+194*b^2*g*p^3*q^2*r+1458*b^2*g*p^3*q^2*x+210*b^2*g*p^3*q*r^2-\ 1788*b^2*g*p^3*q*x^2-950*b^2*g*p^3*r^2*x-1887*b^2*g*p^3*r*x^2+1140*b^2*g*p^2*q^ 3*x+142*b^2*g*p^2*q^2*r^2-2676*b^2*g*p^2*q^2*x^2+2*b^2*g*p^2*q*r^3-951*b^2*g*p^ 2*r^3*x-1521*b^2*g*p^2*r^2*x^2-1764*b^2*g*p*q^3*x^2-78*b^2*g*p*r^4*x+610*b^2*g* p*r^3*x^2-176*b^2*g*q^3*r^2*x-2258*b^2*g*q^3*r*x^2-428*b^2*g*q^2*r^3*x-2142*b^2 *g*q^2*r^2*x^2+12*b^2*g*q*r^4*x+424*b^2*g*q*r^3*x^2+120*b^2*c*p*r^4*x+224*b^2*c *p*r^3*x^2-168*b^2*c*q^3*r^2*x-1258*b^2*c*q^3*r*x^2-294*b^2*c*q^2*r^3*x-1630*b^ 2*c*q^2*r^2*x^2+60*b^2*c*q*r^4*x-148*b^2*c*q*r^3*x^2+5328*b^2*g^4*p*q*x+5377*b^ 2*g^4*p*r*x+3955*b^2*g^4*q*r*x+1221*b^2*g^3*p^2*q*r+8772*b^2*g^3*p^2*q*x+5023*b ^2*g^3*p^2*r*x+5760*b^2*g^3*p*q^2*x+767*b^2*g^3*p*q*r^2-3192*b^2*g^3*p*q*x^2-\ 952*b^2*g^3*p*r^2*x-9587*b^2*g^3*p*r*x^2+2887*b^2*g^3*q^2*r*x-588*b^2*g^3*q*r^2 *x-10195*b^2*g^3*q*r*x^2+762*b^2*g^2*p^3*q*r+4992*b^2*g^2*p^3*q*x+1391*b^2*g^2* p^3*r*x+621*b^2*g^2*p^2*q^2*r+5712*b^2*g^2*p^2*q^2*x+764*b^2*g^2*p^2*q*r^2-5556 *b^2*g^2*p^2*q*x^2-2493*b^2*g^2*p^2*r^2*x-8466*b^2*g^2*p^2*r*x^2+2388*b^2*g^2*p *q^3*x+239*b^2*g^2*p*q^2*r^2-5556*b^2*g^2*p*q^2*x^2-74*b^2*g^2*p*q*r^3-2902*b^2 *g^2*p*r^3*x-7802*b^2*g^2*p*r^2*x^2+888*b^2*g^2*q^3*r*x-1150*b^2*g^2*q^2*r^2*x-\ 9465*b^2*g^2*q^2*r*x^2-2408*b^2*g^2*q*r^3*x-19578*b^2*c*g^3*r*x^2+2934*b^2*c*g^ 2*p^3*r+16452*b^2*c*g^2*p^3*x+3404*b^2*c*g^2*p^2*r^2-10992*b^2*c*g^2*p^2*x^2+ 398*b^2*c*g^2*p*r^3+4680*b^2*c*g^2*q^3*x+594*b^2*c*g^2*q^2*r^2-11448*b^2*c*g^2* q^2*x^2-202*b^2*c*g^2*q*r^3-8374*b^2*c*g^2*r^3*x-27632*b^2*c*g^2*r^2*x^2+594*b^ 2*c*g*p^4*r+2964*b^2*c*g*p^4*x+916*b^2*c*g*p^3*r^2-4536*b^2*c*g*p^3*x^2+148*b^2 *c*g*p^2*r^3-288*b^2*c*g*p*r^4-4416*b^2*c*g*q^3*x^2-840*b^2*c*g*r^4*x-852*b^2*c *g*r^3*x^2+56*b^2*c*p^4*q*r+192*b^2*c*p^4*q*x-168*b^2*c*p^4*r*x+142*b^2*c*p^3*q ^2*r+684*b^2*c*p^3*q^2*x+62*b^2*c*p^3*q*r^2-600*b^2*c*p^3*q*x^2-408*b^2*c*p^3*r ^2*x-516*b^2*c*p^3*r*x^2+792*b^2*c*p^2*q^3*x+96*b^2*c*p^2*q^2*r^2-888*b^2*c*p^2 *q^2*x^2-18*b^2*c*p^2*q*r^3-216*b^2*c*p^2*r^3*x-388*b^2*c*p^2*r^2*x^2-552*b^2*c *p*q^3*x^2-15456*b^2*c^2*g*p^2*x^2+76*b^2*c^2*g*p*r^3+7344*b^2*c^2*g*q^3*x+784* b^2*c^2*g*q^2*r^2-15264*b^2*c^2*g*q^2*x^2-520*b^2*c^2*g*q*r^3-10100*b^2*c^2*g*r ^3*x-28028*b^2*c^2*g*r^2*x^2+744*b^2*c^2*p^3*q*r+2976*b^2*c^2*p^3*q*x-600*b^2*c ^2*p^3*r*x+972*b^2*c^2*p^2*q^2*r+5640*b^2*c^2*p^2*q^2*x+560*b^2*c^2*p^2*q*r^2-\ 3552*b^2*c^2*p^2*q*x^2-2496*b^2*c^2*p^2*r^2*x-4080*b^2*c^2*p^2*r*x^2+3456*b^2*c ^2*p*q^3*x+304*b^2*c^2*p*q^2*r^2-3312*b^2*c^2*p*q^2*x^2-240*b^2*c^2*p*q*r^3-\ 1584*b^2*c^2*p*r^3*x-3260*b^2*c^2*p*r^2*x^2+864*b^2*c^2*q^3*r*x-1800*b^2*c^2*q^ 2*r^2*x-7548*b^2*c^2*q^2*r*x^2-2032*b^2*c^2*q*r^3*x-6520*b^2*c^2*q*r^2*x^2+2942 *b^2*c*g^4*p*r+16824*b^2*c*g^4*p*x+10368*b^2*c*g^4*q*x+13282*b^2*c*g^4*r*x+4752 *b^2*c*g^3*p^2*r+28104*b^2*c*g^3*p^2*x+3428*b^2*c*g^3*p*r^2-2376*b^2*c*g^3*p*x^ 2+11544*b^2*c*g^3*q^2*x+1476*b^2*c*g^3*q*r^2-2760*b^2*c*g^3*q*x^2+1278*b^2*c*g^ 3*r^2*x+5888*b^2*c^4*q*r*x+19360*b^2*c^3*g^2*p*r+104400*b^2*c^3*g^2*p*x+11136*b ^2*c^3*g^2*q*r+73824*b^2*c^3*g^2*q*x+48768*b^2*c^3*g^2*r*x+10512*b^2*c^3*g*p^2* r+51648*b^2*c^3*g*p^2*x+6608*b^2*c^3*g*p*r^2-21216*b^2*c^3*g*p*x^2+3432*b^2*c^3 *g*q^2*r+30672*b^2*c^3*g*q^2*x+3328*b^2*c^3*g*q*r^2-21216*b^2*c^3*g*q*x^2-11288 *b^2*c^3*g*r^2*x-48480*b^2*c^3*g*r*x^2+2984*b^2*c^3*p^2*q*r+13056*b^2*c^3*p^2*q *x+568*b^2*c^3*p^2*r*x+2024*b^2*c^3*p*q^2*r+13536*b^2*c^3*p*q^2*x+1344*b^2*c^3* p*q*r^2-6624*b^2*c^3*p*q*x^2-5680*b^2*c^3*p*r^2*x-11128*b^2*c^3*p*r*x^2+3504*b^ 2*c^3*q^2*r*x-5184*b^2*c^3*q*r^2*x-15096*b^2*c^3*q*r*x^2+11376*b^2*c^2*g^3*p*r+ 64704*b^2*c^2*g^3*p*x+6200*b^2*c^2*g^3*q*r+42696*b^2*c^2*g^3*q*x+37896*b^2*c^2* g^3*r*x+11496*b^2*c^2*g^2*p^2*r+63816*b^2*c^2*g^2*p^2*x+7788*b^2*c^2*g^2*p*r^2-\ 18816*b^2*c^2*g^2*p*x^2+3056*b^2*c^2*g^2*q^2*r+30408*b^2*c^2*g^2*q^2*x+3488*b^2 *c^2*g^2*q*r^2-19728*b^2*c^2*g^2*q*x^2-5956*b^2*c^2*g^2*r^2*x-54448*b^2*c^2*g^2 *r*x^2+3604*b^2*c^2*g*p^3*r+18096*b^2*c^2*g*p^3*x+3812*b^2*c^2*g*p^2*r^2-11208* c^2*g^3*r^2*x^2+570*c^2*g^2*p^4*r+2802*c^2*g^2*p^4*x+1134*c^2*g^2*p^3*r^2-2904* c^2*g^2*p^3*x^2+612*c^2*g^2*p^2*r^3-6*c^2*g^2*p*r^4+606*c^2*g^2*q^4*x+96*c^2*g^ 2*q^3*r^2-2904*c^2*g^2*q^3*x^2-44*c^2*g^2*q^2*r^3-144*c^2*g^2*q*r^4-776*c^2*g^2 *r^4*x-408*c^2*g^2*r^3*x^2+62*c^2*g*p^5*r+258*c^2*g*p^5*x+165*c^2*g*p^4*r^2-192 *c^2*g*p^4*x^2+136*c^2*g*p^3*r^3+19*c^2*g*p^2*r^4-20*c^2*g*p*r^5+30*c^2*g*q^5*x +3*c^2*g*q^4*r^2-192*c^2*g*q^4*x^2-18*c^2*g*q^3*r^3-39*c^2*g*q^2*r^4-24*c^2*g*q *r^5+32*c^2*g*r^5*x+304*c^2*g*r^4*x^2+1076*c^2*g^5*p*r+6228*c^2*g^5*p*x+696*c^2 *g^5*q*r+4236*c^2*g^5*q*x+4100*c^2*g^5*r*x+1958*c^2*g^4*p^2*r+11598*c^2*g^4*p^2 *x+1686*c^2*g^4*p*r^2-2280*c^2*g^4*p*x^2+726*c^2*g^4*q^2*r+5538*c^2*g^4*q^2*x+ 852*c^2*g^4*q*r^2-2280*c^2*g^4*q*x^2+280*c^2*g^4*r^2*x-7756*c^2*g^4*r*x^2+1590* c^2*g^3*p^3*r+8874*c^2*g^3*p^3*x+2263*c^2*g^3*p^2*r^2-5616*c^2*g^3*p^2*x^2+752* c^2*g^3*p*r^3+276*c^2*g^3*q^3*r+2934*c^2*g^3*q^3*x+541*c^2*g^3*q^2*r^2-5616*c^2 *g^3*q^2*x^2+204*c^2*g^3*q*r^3-3744*c^2*g^3*r^3*x+2968*c^3*g^4*p*r+17664*c^3*g^ 4*p*x+1928*c^3*g^4*q*r+12288*c^3*g^4*q*x+9840*c^3*g^4*r*x+3644*c^3*g^3*p^2*r+ 21780*c^3*g^3*p^2*x+3084*c^3*g^3*p*r^2-6960*c^3*g^3*p*x^2+1388*c^3*g^3*q^2*r+ 10764*c^3*g^3*q^2*x+1568*c^3*g^3*q*r^2-6960*c^3*g^3*q*x^2-1168*c^3*g^3*r^2*x-\ 16744*c^3*g^3*r*x^2+1728*c^3*g^2*p^3*r+9744*c^3*g^2*p^3*x+2432*c^3*g^2*p^2*r^2-\ 6816*c^3*g^2*p^2*x^2+792*c^3*g^2*p*r^3+324*c^3*g^2*q^3*r+3408*c^3*g^2*q^3*x+564 *c^3*g^2*q^2*r^2-6816*c^3*g^2*q^2*x^2+156*c^3*g^2*q*r^3-3984*c^3*g^2*r^3*x-\ 11080*c^3*g^2*r^2*x^2+244*c^3*g*p^4*r+1236*c^3*g*p^4*x+508*c^3*g*p^3*r^2-960*c^ 3*g*p^3*x^2+312*c^3*g*p^2*r^3+28*c^3*g*p*r^4+16*c^3*g*q^4*r+300*c^3*g*q^4*x+40* c^3*g*q^3*r^2-960*c^3*g*q^3*x^2-28*c^3*g*q^2*r^3-60*c^3*g*q*r^4-248*c^3*g*r^4*x -40*c^3*g*r^3*x^2+4224*c^4*g^3*p*r+25632*c^4*g^3*p*x+2784*c^4*g^3*q*r+18144*c^4 *g^3*q*x+12640*c^4*g^3*r*x+3032*c^4*g^2*p^2*r+18408*c^4*g^2*p^2*x+2520*c^4*g^2* p*r^2-7200*c^4*g^2*p*x^2+1224*c^4*g^2*q^2*r+9432*c^4*g^2*q^2*x+1280*c^4*g^2*q*r ^2-7200*c^4*g^2*q*x^2-1888*c^4*g^2*r^2*x-15120*c^4*g^2*r*x^2+568*c^4*g*p^3*r+ 3336*c^4*g*p^3*x+812*c^4*g*p^2*r^2-2112*c^4*g*p^2*x^2+288*c^4*g*p*r^3+128*c^4*g *q^3*r+1272*c^4*g*q^3*x+180*c^4*g*q^2*r^2-2112*c^4*g*q^2*x^2+32*c^4*g*q*r^3-\ 1216*c^4*g*r^3*x-3264*c^4*g*r^2*x^2+704*c^6*g*p*r+4416*c^6*g*p*x+512*c^6*g*q*r+ 3264*c^6*g*q*x+1856*c^6*g*r*x+2896*c^5*g^2*p*r+17856*c^5*g^2*p*x+1968*c^5*g^2*q *r+12864*c^5*g^2*q*x+8032*c^5*g^2*r*x+832*c^5*g*p^2*r+5232*c^5*g*p^2*x+672*c^5* g*p*r^2-2112*c^5*g*p*x^2+384*c^5*g*q^2*r+2832*c^5*g*q^2*x+336*c^5*g*q*r^2-2112* c^5*g*q*x^2-640*c^5*g*r^2*x-4256*c^5*g*r*x^2-1296*b*g^3*q^3*x^2-536*b*g^3*r^4*x -948*b*g^3*r^3*x^2+66*b*g^2*p^5*r+294*b*g^2*p^5*x+144*b*g^2*p^4*r^2-600*b*g^2*p ^4*x^2+66*b*g^2*p^3*r^3-39*b*g^2*p^2*r^4-30*b*g^2*p*r^5-564*b*g^2*q^4*x^2+137*b *g^2*r^5*x+886*b*g^2*r^4*x^2+7*b*g*p^6*r+24*b*g*p^6*x+18*b*g*p^5*r^2-60*b*g*p^5 *x^2+9*b*g*p^4*r^3-11*b*g*p^3*r^4-12*b*g*p^2*r^5-72*b*g*q^5*x^2-28*b*g*r^5*x^2-\ 144*b*c^2*p^4*x^2-24*b*c^2*p^3*r^3-12*b*c^2*p^2*r^4-240*b*c^2*q^4*x^2+100*b*c^2 *r^5*x+304*b*c^2*r^4*x^2+744*b*c*g^6*x+371*b*c*g^5*r^2+2016*b*c*g^5*x^2+266*b*c *g^4*r^3-148*b*c*g^3*r^4-129*b*c*g^2*r^5-24*b*c*q^5*x^2-8*b*c*r^5*x^2+456*b*g^6 *p*x+576*b*g^6*r*x+271*b*g^5*p^2*r+1596*b*g^5*p^2*x+231*b*g^5*p*r^2+504*b*g^5*p *x^2+504*b*g^5*q*x^2+485*b*g^5*r^2*x-478*b*g^5*r*x^2+354*b*g^4*p^3*r+2052*b*g^4 *p^3*x+491*b*g^4*p^2*r^2-636*b*g^4*p^2*x^2+148*b*g^4*p*r^3-684*b*g^4*q^2*x^2-\ 942*b*g^4*r^3*x-3588*b*g^4*r^2*x^2+224*b*g^3*p^4*r+1182*b*g^3*p^4*x+412*b*g^3*p ^3*r^2-1296*b*g^3*p^3*x^2+164*b*g^3*p^2*r^3-60*b*g^3*p*r^4-4256*b*c^5*r*x^2+ 7696*b*c^4*g^3*r+41472*b*c^4*g^3*x+4624*b*c^4*g^2*r^2-9792*b*c^4*g^2*x^2+48*b*c ^4*g*r^3+400*b*c^4*p^3*r+1392*b*c^4*p^3*x+264*b*c^4*p^2*r^2-2304*b*c^4*p^2*x^2-\ 192*b*c^4*p*r^3+256*b*c^4*q^3*r+2400*b*c^4*q^3*x+336*b*c^4*q^2*r^2-1920*b*c^4*q ^2*x^2-144*b*c^4*q*r^3-1520*b*c^4*r^3*x-3264*b*c^4*r^2*x^2+4432*b*c^3*g^4*r+ 23544*b*c^3*g^4*x+4192*b*c^3*g^3*r^2-3936*b*c^3*g^3*x^2+512*b*c^3*g^2*r^3-388*b *c^3*g*r^4+56*b*c^3*p^4*r+192*b*c^3*p^4*x+8*b*c^3*p^3*r^2-960*b*c^3*p^3*x^2-120 *b*c^3*p^2*r^3-96*b*c^3*p*r^4+600*b*c^3*q^4*x+80*b*c^3*q^3*r^2-960*b*c^3*q^3*x^ 2-96*b*c^3*q^2*r^3-144*b*c^3*q*r^4-24*b*c^3*r^4*x-40*b*c^3*r^3*x^2+1350*b*c^2*g ^5*r+6648*b*c^2*g^5*x+1842*b*c^2*g^4*r^2+2304*b*c^2*g^4*x^2+596*b*c^2*g^3*r^3-\ 404*b*c^2*g^2*r^4-126*b*c^2*g*r^5-12*b*c^2*p^4*r^2+3168*b*c^6*g*r+14976*b*c^6*g *x+1216*b*c^6*p*r+4416*b*c^6*p*x+1024*b*c^6*q*r+4800*b*c^6*q*x+1216*b*c^6*r*x+ 7104*b*c^5*g^2*r+37056*b*c^5*g^2*x+2256*b*c^5*g*r^2-5760*b*c^5*g*x^2+1056*b*c^5 *p^2*r+3744*b*c^5*p^2*x+576*b*c^5*p*r^2-2304*b*c^5*p*x^2+768*b*c^5*q^2*r+4800*b *c^5*q^2*x+576*b*c^5*q*r^2-1920*b*c^5*q*x^2-1952*b*c^5*r^2*x-12*b^2*c*p^4*r^2-\ 144*b^2*c*p^4*x^2-24*b^2*c*p^3*r^3-12*b^2*c*p^2*r^4-120*b^2*c*q^4*x^2+96*b^2*c* r^5*x+240*b^2*c*r^4*x^2+1380*b^2*g^5*p*x+1740*b^2*g^5*r*x+643*b^2*g^4*p^2*r+ 3936*b^2*g^4*p^2*x+504*b^2*g^4*p*r^2+1140*b^2*g^4*p*x^2+1140*b^2*g^4*q*x^2+999* b^2*g^4*r^2*x-1608*b^2*g^4*r*x^2+645*b^2*g^3*p^3*r+3864*b^2*g^3*p^3*x+810*b^2*g ^3*p^2*r^2-1500*b^2*g^3*p^2*x^2+153*b^2*g^3*p*r^3-1692*b^2*g^3*q^2*x^2-1981*b^2 *g^3*r^3*x-7646*b^2*g^3*r^2*x^2+276*b^2*g^2*p^4*r+1500*b^2*g^2*p^4*x+468*b^2*g^ 2*p^3*r^2-1872*b^2*g^2*p^3*x^2+132*b^2*g^2*p^2*r^3-111*b^2*g^2*p*r^4-1872*b^2*g ^2*q^3*x^2-532*b^2*g^2*r^4*x-880*b^2*g^2*r^3*x^2+41*b^2*g*p^5*r+186*b^2*g*p^5*x +82*b^2*g*p^4*r^2-444*b^2*g*p^4*x^2+26*b^2*g*p^3*r^3-30*b^2*g*p^2*r^4-432*b^2*g *q^4*x^2+118*b^2*g*r^5*x+620*b^2*g*r^4*x^2+2768*b^2*c^4*p^2*r+9888*b^2*c^4*p^2* x+1424*b^2*c^4*p*r^2-4416*b^2*c^4*p*x^2+1296*b^2*c^4*q^2*r+9792*b^2*c^4*q^2*x+ 976*b^2*c^4*q*r^2-3840*b^2*c^4*q*x^2-4512*b^2*c^4*r^2*x-10064*b^2*c^4*r*x^2+ 8816*b^2*c^3*g^3*r+47328*b^2*c^3*g^3*x+5440*b^2*c^3*g^2*r^2-8256*b^2*c^3*g^2*x^ 2-192*b^2*c^3*g*r^3+920*b^2*c^3*p^3*r+3216*b^2*c^3*p^3*x+688*b^2*c^3*p^2*r^2-\ 3552*b^2*c^3*p^2*x^2-312*b^2*c^3*p*r^3+3264*b^2*c^3*q^3*x+304*b^2*c^3*q^2*r^2-\ 2880*b^2*c^3*q^2*x^2-328*b^2*c^3*q*r^3-2888*b^2*c^3*r^3*x-6520*b^2*c^3*r^2*x^2+ 3284*b^2*c^2*g^4*r+16968*b^2*c^2*g^4*x+3240*b^2*c^2*g^3*r^2+3120*b^2*c^2*g^3*x^ 2+220*b^2*c^2*g^2*r^3-548*b^2*c^2*g*r^4+112*b^2*c^2*p^4*r+384*b^2*c^2*p^4*x+76* b^2*c^2*p^3*r^2-1200*b^2*c^2*p^3*x^2-132*b^2*c^2*p^2*r^3-144*b^2*c^2*p*r^4-960* b^2*c^2*q^3*x^2-72*b^2*c^2*r^4*x-296*b^2*c^2*r^3*x^2+2304*b^2*c*g^5*x+848*b^2*c *g^4*r^2+5016*b^2*c*g^4*x^2+276*b^2*c*g^3*r^3-362*b^2*c*g^2*r^4+544*b^3*g^2*p^2 *r^2-1488*b^3*g^2*p^2*x^2+4*b^3*g^2*p*r^3-1728*b^3*g^2*q^2*x^2-1804*b^3*g^2*r^3 *x-7266*b^3*g^2*r^2*x^2+112*b^3*g*p^4*r+648*b^3*g*p^4*x+174*b^3*g*p^3*r^2-888*b ^3*g*p^3*x^2+26*b^3*g*p^2*r^3-888*b^3*g*q^3*x^2-124*b^3*g*r^4*x-180*b^3*g*r^3*x ^2+7456*b^2*c^5*g*r+34944*b^2*c^5*g*x+3616*b^2*c^5*p*r+13248*b^2*c^5*p*x+2592*b ^2*c^5*q*r+13056*b^2*c^5*q*x+3552*b^2*c^5*r*x+11760*b^2*c^4*g^2*r+61056*b^2*c^4 *g^2*x+3936*b^2*c^4*g*r^2-9792*b^2*c^4*g*x^2+41856*b^3*c^3*g^2*x+2192*b^3*c^3*g *r^2-6144*b^3*c^3*g*x^2+2416*b^3*c^3*p^2*r+8736*b^3*c^3*p^2*x+1040*b^3*c^3*p*r^ 2-2688*b^3*c^3*p*x^2+6048*b^3*c^3*q^2*x+320*b^3*c^3*q*r^2-2880*b^3*c^3*q*x^2-\ 4144*b^3*c^3*r^2*x-8656*b^3*c^3*r*x^2+3656*b^3*c^2*g^3*r+20832*b^3*c^2*g^3*x+ 2104*b^3*c^2*g^2*r^2+960*b^3*c^2*g^2*x^2-336*b^3*c^2*g*r^3+640*b^3*c^2*p^3*r+ 2256*b^3*c^2*p^3*x+488*b^3*c^2*p^2*r^2-1344*b^3*c^2*p^2*x^2-192*b^3*c^2*p*r^3-\ 1440*b^3*c^2*q^2*x^2-1920*b^3*c^2*r^3*x-4296*b^3*c^2*r^2*x^2+3624*b^3*c*g^4*x+ 792*b^3*c*g^3*r^2+6000*b^3*c*g^3*x^2-32*b^3*c*g^2*r^3+56*b^3*c*p^4*r+192*b^3*c* p^4*x+68*b^3*c*p^3*r^2-240*b^3*c*p^3*x^2-12*b^3*c*p^2*r^3-240*b^3*c*q^3*x^2-8*b ^3*c*r^4*x-40*b^3*c*r^3*x^2+2112*b^3*g^4*p*x+2664*b^3*g^4*r*x+694*b^3*g^3*p^2*r +4704*b^3*g^3*p^2*x+472*b^3*g^3*p*r^2+1200*b^3*g^3*p*x^2+1200*b^3*g^3*q*x^2+946 *b^3*g^3*r^2*x-2630*b^3*g^3*r*x^2+496*b^3*g^2*p^3*r+3216*b^3*g^2*p^3*x-3456*b^4 *c^2*r*x^2+3024*b^4*c*g^3*x+216*b^4*c*g^2*r^2+3456*b^4*c*g^2*x^2+120*b^4*c*p^3* r+432*b^4*c*p^3*x+64*b^4*c*p^2*r^2-96*b^4*c*p^2*x^2-288*b^4*c*q^2*x^2-584*b^4*c *r^3*x-1168*b^4*c*r^2*x^2+1704*b^4*g^3*p*x+2160*b^4*g^3*r*x+316*b^4*g^2*p^2*r+ 2688*b^4*g^2*p^2*x+148*b^4*g^2*p*r^2+576*b^4*g^2*p*x^2+576*b^4*g^2*q*x^2+392*b^ 4*g^2*r^2*x-2068*b^4*g^2*r*x^2+128*b^4*g*p^3*r+984*b^4*g*p^3*x+108*b^4*g*p^2*r^ 2-528*b^4*g*p^2*x^2-624*b^4*g*q^2*x^2-584*b^4*g*r^3*x-2564*b^4*g*r^2*x^2+6720*b ^3*c^4*g*r+33408*b^3*c^4*g*x+3776*b^3*c^4*p*r+14016*b^3*c^4*p*x+2112*b^3*c^4*q* r+12096*b^3*c^4*q*x+3168*b^3*c^4*r*x+7488*b^3*c^3*g^2*r+2688*b^5*c^2*g*x+768*b^ 5*c^2*p*x-288*b^5*c^2*r*x+1248*b^5*c*g^2*x+768*b^5*c*g*x^2+192*b^5*c*p^2*x-192* b^5*c*p*x^2-192*b^5*c*q*x^2-368*b^5*c*r^2*x-608*b^5*c*r*x^2+672*b^5*g^2*p*x+864 *b^5*g^2*r*x+576*b^5*g*p^2*x+96*b^5*g*p*x^2+96*b^5*g*q*x^2+48*b^5*g*r^2*x-624*b ^5*g*r*x^2+2464*b^4*c^3*g*r+14400*b^4*c^3*g*x+1568*b^4*c^3*p*r+5952*b^4*c^3*p*x +4224*b^4*c^3*q*x+544*b^4*c^3*r*x+1792*b^4*c^2*g^2*r+12192*b^4*c^2*g^2*x+256*b^ 4*c^2*g*r^2-768*b^4*c^2*g*x^2+752*b^4*c^2*p^2*r+2784*b^4*c^2*p^2*x+160*b^4*c^2* p*r^2-768*b^4*c^2*p*x^2-1152*b^4*c^2*q*x^2-1952*b^4*c^2*r^2*x+5*a*g^2*q^4*r^2-\ 600*a*g^2*q^4*x^2-18*a*g^2*q^3*r^3-53*a*g^2*q^2*r^4-42*a*g^2*q*r^5+43*a*g^2*r^5 *x+886*a*g^2*r^4*x^2+14*a*g*p^6*r+48*a*g*p^6*x+40*a*g*p^5*r^2-72*a*g*p^5*x^2+30 *a*g*p^4*r^3-10*a*g*p^3*r^4-60*a*g*q^5*x^2-28*a*g*r^5*x^2+73776*a*b^2*c*g*q*x^2 +62432*a*b^2*c*g*r^2*x+53452*a*b^2*c*g*r*x^2-1468*a*b^2*c*p^2*q*r+24912*a*b^2*c *p^2*q*x+35624*a*b^2*c*p^2*r*x-1080*a*b^2*c*p*q^2*r+10512*a*b^2*c*p*q^2*x+3484* a*b^2*c*p*q*r^2+28272*a*b^2*c*p*q*x^2+22484*a*b^2*c*p*r^2*x+3748*a*b^2*c*p*r*x^ 2+16812*a*b^2*c*q^2*r*x+19952*a*b^2*c*q*r^2*x+5388*a*b^2*c*q*r*x^2-4572*a*b^2*g ^2*p*q*r+8328*a*b^2*g^2*p*q*x+39322*a*b^2*g^2*p*r*x+23010*a*b^2*g^2*q*r*x-1768* a*b^2*g*p^2*q*r+17472*a*b^2*g*p^2*q*x+28654*a*b^2*g*p^2*r*x-1116*a*b^2*g*p*q^2* r+6504*a*b^2*g*p*q^2*x+2522*a*b^2*g*p*q*r^2+24552*a*b^2*g*p*q*x^2+21302*a*b^2*g *p*r^2*x+9346*a*b^2*g*p*r*x^2+12408*a*b^2*g*q^2*r*x+17896*a*b^2*g*q*r^2*x+10166 *a*b^2*g*q*r*x^2+10198*a*b^2*p^2*q*r*x+7022*a*b^2*p*q^2*r*x+5132*a*b^2*p*q*r^2* x-2804*a*b^2*p*q*r*x^2-49792*a*b*c^3*g*p*q-19376*a*b*c^3*g*p*r+90864*a*b*c^3*g* p*x-9920*a*b*c^3*g*q*r-10712*a*b^3*c*g*p*r+10848*a*b^3*c*g*p*x-4696*a*b^3*c*g*q *r-13536*a*b^3*c*g*q*x+33224*a*b^3*c*g*r*x-2440*a*b^3*c*p*q*r+8640*a*b^3*c*p*q* x+33608*a*b^3*c*p*r*x+19448*a*b^3*c*q*r*x-2460*a*b^3*g*p*q*r+2256*a*b^3*g*p*q*x +23020*a*b^3*g*p*r*x+11940*a*b^3*g*q*r*x+9936*a*b^3*p*q*r*x-48544*a*b^2*c^2*g*p *q-22720*a*b^2*c^2*g*p*r+74496*a*b^2*c^2*g*p*x-11400*a*b^2*c^2*g*q*r+9360*a*b^2 *c^2*g*q*x+119488*a*b^2*c^2*g*r*x-4472*a*b^2*c^2*p*q*r+41712*a*b^2*c^2*p*q*x+ 85592*a*b^2*c^2*p*r*x+58704*a*b^2*c^2*q*r*x-29264*a*b^2*c*g^2*p*q-20212*a*b^2*c *g^2*p*r+21744*a*b^2*c*g^2*p*x-9516*a*b^2*c*g^2*q*r-13848*a*b^2*c*g^2*q*x+58788 *a*b^2*c*g^2*r*x-24208*a*b^2*c*g*p^2*q-8808*a*b^2*c*g*p^2*r+51264*a*b^2*c*g*p^2 *x-10040*a*b^2*c*g*p*q^2+7744*a*b^2*c*g*p*r^2+71712*a*b^2*c*g*p*x^2-2932*a*b^2* c*g*q^2*r-3648*a*b^2*c*g*q^2*x+3576*a*b^2*c*g*q*r^2+10166*a^2*b*g*p*r*x^2+16802 *a^2*b*g*q^2*r*x+19502*a^2*b*g*q*r^2*x+9346*a^2*b*g*q*r*x^2+12526*a^2*b*p^2*q*r *x+9350*a^2*b*p*q^2*r*x+5484*a^2*b*p*q*r^2*x-2804*a^2*b*p*q*r*x^2-9456*a^2*c^2* g*p*q*r+31896*a^2*c^2*g*p*q*x+74404*a^2*c^2*g*p*r*x+46060*a^2*c^2*g*q*r*x+11096 *a^2*c^2*p*q*r*x-8076*a^2*c*g^2*p*q*r+27684*a^2*c*g^2*p*q*x+64818*a^2*c*g^2*p*r *x+41536*a^2*c*g^2*q*r*x-3248*a^2*c*g*p^2*q*r+19872*a^2*c*g*p^2*q*x+31346*a^2*c *g*p^2*r*x-1168*a^2*c*g*p*q^2*r+10524*a^2*c*g*p*q^2*x+2558*a^2*c*g*p*q*r^2+ 19560*a^2*c*g*p*q*x^2+21488*a^2*c*g*p*r^2*x+6968*a^2*c*g*p*r*x^2+13340*a^2*c*g* q^2*r*x+14218*a^2*c*g*q*r^2*x+2458*a^2*c*g*q*r*x^2+3428*a^2*c*p^2*q*r*x+1774*a^ 2*c*p*q^2*r*x+2304*a^2*c*p*q*r^2*x+138*a^2*c*p*q*r*x^2+20283*a^2*g^2*p*q*r*x+ 7977*a^2*g*p^2*q*r*x+5562*a^2*g*p*q^2*r*x+3894*a^2*g*p*q*r^2*x-1333*a^2*g*p*q*r *x^2-13888*a*b^3*c*g*p*q-14532*a^2*b*c*g^2*q*r-4656*a^2*b*c*g^2*q*x+76348*a^2*b *c*g^2*r*x-32792*a^2*b*c*g*p^2*q-12532*a^2*b*c*g*p^2*r+64608*a^2*b*c*g*p^2*x-\ 15496*a^2*b*c*g*p*q^2+11052*a^2*b*c*g*p*r^2+73776*a^2*b*c*g*p*x^2-3864*a^2*b*c* g*q^2*r+8640*a^2*b*c*g*q^2*x+5252*a^2*b*c*g*q*r^2+71712*a^2*b*c*g*q*x^2+71864*a ^2*b*c*g*r^2*x+53452*a^2*b*c*g*r*x^2-1632*a^2*b*c*p^2*q*r+33840*a^2*b*c*p^2*q*x +43636*a^2*b*c*p^2*r*x-1072*a^2*b*c*p*q^2*r+19440*a^2*b*c*p*q^2*x+6148*a^2*b*c* p*q*r^2+28272*a^2*b*c*p*q*x^2+26600*a^2*b*c*p*r^2*x+5388*a^2*b*c*p*r*x^2+22400* a^2*b*c*q^2*r*x+21348*a^2*b*c*q*r^2*x+3748*a^2*b*c*q*r*x^2-6328*a^2*b*g^2*p*q*r +16152*a^2*b*g^2*p*q*x+49122*a^2*b*g^2*p*r*x+31290*a^2*b*g^2*q*r*x-1976*a^2*b*g *p^2*q*r+23736*a^2*b*g*p^2*q*x+34260*a^2*b*g*p^2*r*x-1250*a^2*b*g*p*q^2*r+12768 *a^2*b*g*p*q^2*x+4410*a^2*b*g*p*q*r^2+24552*a^2*b*g*p*q*x^2+24268*a^2*b*g*p*r^2 *x-4716*a^3*b*g*p*q*r+15216*a^3*b*g*p*q*x+37716*a^3*b*g*p*r*x+25420*a^3*b*g*q*r *x+17584*a^3*b*p*q*r*x-5260*a^3*c*g*p*q*r+16032*a^3*c*g*p*q*x+36824*a^3*c*g*p*r *x+23076*a^3*c*g*q*r*x+3284*a^3*c*p*q*r*x+10434*a^3*g*p*q*r*x-39680*a^2*b^2*c*g *p*q-28856*a^2*b^2*c*g*p*r+32544*a^2*b^2*c*g*p*x-14456*a^2*b^2*c*g*q*r-9504*a^2 *b^2*c*g*q*x+79152*a^2*b^2*c*g*r*x-7344*a^2*b^2*c*p*q*r+37248*a^2*b^2*c*p*q*x+ 84688*a^2*b^2*c*p*r*x+55632*a^2*b^2*c*q*r*x-6416*a^2*b^2*g*p*q*r+15168*a^2*b^2* g*p*q*x+52384*a^2*b^2*g*p*r*x+32352*a^2*b^2*g*q*r*x+27520*a^2*b^2*p*q*r*x-63712 *a^2*b*c^2*g*p*q-35232*a^2*b*c^2*g*p*r+92016*a^2*b*c^2*g*p*x-17664*a^2*b*c^2*g* q*r+24768*a^2*b*c^2*g*q*x+145360*a^2*b*c^2*g*r*x-6984*a^2*b*c^2*p*q*r+57744*a^2 *b*c^2*p*q*x+104704*a^2*b*c^2*p*r*x+72360*a^2*b*c^2*q*r*x-41264*a^2*b*c*g^2*p*q -29276*a^2*b*c*g^2*p*r+31896*a^2*b*c*g^2*p*x+704*c*g^2*p^3*q*r*x+776*c*g^2*p^2* q^2*r*x-3004*c*g^2*p^2*q*r^2*x-8071*c*g^2*p^2*q*r*x^2+604*c*g^2*p*q^3*r*x-2210* c*g^2*p*q^2*r^2*x-8071*c*g^2*p*q^2*r*x^2-2340*c*g^2*p*q*r^3*x-4410*c*g^2*p*q*r^ 2*x^2+45*c*g*p^4*q*r*x-30*c*g*p^3*q^2*r*x-230*c*g*p^3*q*r^2*x-482*c*g*p^3*q*r*x ^2+10*c*g*p^2*q^3*r*x-296*c*g*p^2*q^2*r^2*x-726*c*g*p^2*q^2*r*x^2-236*c*g*p^2*q *r^3*x-256*c*g*p^2*q*r^2*x^2+45*c*g*p*q^4*r*x-102*c*g*p*q^3*r^2*x-482*c*g*p*q^3 *r*x^2-132*c*g*p*q^2*r^3*x-256*c*g*p*q^2*r^2*x^2-6*c*g*p*q*r^4*x+262*c*g*p*q*r^ 3*x^2-33472*a^3*b*c*g*p*q-22792*a^3*b*c*g*p*r+29088*a^3*b*c*g*p*x-11960*a^3*b*c *g*q*r+3936*a^3*b*c*g*q*x+62728*a^3*b*c*g*r*x-4792*a^3*b*c*p*q*r+29376*a^3*b*c* p*q*x+54776*a^3*b*c*p*r*x+38184*a^3*b*c*q*r*x-1941*b*g*p^2*q^2*r*x^2-553*b*g*p^ 2*q*r^3*x-489*b*g*p^2*q*r^2*x^2+74*b*g*p*q^4*r*x-322*b*g*p*q^3*r^2*x-1440*b*g*p *q^3*r*x^2-395*b*g*p*q^2*r^3*x-739*b*g*p*q^2*r^2*x^2-12*b*g*p*q*r^4*x+685*b*g*p *q*r^3*x^2+4224*c^4*g*p*q*r*x+13768*c^3*g^2*p*q*r*x+2048*c^3*g*p^2*q*r*x+1696*c ^3*g*p*q^2*r*x-2520*c^3*g*p*q*r^2*x-9312*c^3*g*p*q*r*x^2+14376*c^2*g^3*p*q*r*x+ 5406*c^2*g^2*p^2*q*r*x+4526*c^2*g^2*p*q^2*r*x-6520*c^2*g^2*p*q*r^2*x-24776*c^2* g^2*p*q*r*x^2+428*c^2*g*p^3*q*r*x+288*c^2*g*p^2*q^2*r*x-1368*c^2*g*p^2*q*r^2*x-\ 3780*c^2*g*p^2*q*r*x^2+356*c^2*g*p*q^3*r*x-1076*c^2*g*p*q^2*r^2*x-3780*c^2*g*p* q^2*r*x^2-1064*c^2*g*p*q*r^3*x-2024*c^2*g*p*q*r^2*x^2+6162*c*g^4*p*q*r*x+4085*c *g^3*p^2*q*r*x+3381*c*g^3*p*q^2*r*x-3822*c*g^3*p*q*r^2*x-16012*c*g^3*p*q*r*x^2-\ 114*b*c*p^3*q^2*r*x-192*b*c*p^3*q*r^2*x-188*b*c*p^3*q*r*x^2+42*b*c*p^2*q^3*r*x-\ 342*b*c*p^2*q^2*r^2*x-726*b*c*p^2*q^2*r*x^2-90*b*c*p^2*q*r^3*x-6*b*c*p^2*q*r^2* x^2+90*b*c*p*q^4*r*x-152*b*c*p*q^3*r^2*x-776*b*c*p*q^3*r*x^2-150*b*c*p*q^2*r^3* x-506*b*c*p*q^2*r^2*x^2+60*b*c*p*q*r^4*x+262*b*c*p*q*r^3*x^2+4480*b*g^4*p*q*r*x +3217*b*g^3*p^2*q*r*x+2782*b*g^3*p*q^2*r*x-2742*b*g^3*p*q*r^2*x-12621*b*g^3*p*q *r*x^2+414*b*g^2*p^3*q*r*x+920*b*g^2*p^2*q^2*r*x-2968*b*g^2*p^2*q*r^2*x-8104*b* g^2*p^2*q*r*x^2+738*b*g^2*p*q^3*r*x-1978*b*g^2*p*q^2*r^2*x-8342*b*g^2*p*q^2*r*x ^2-2203*b*g^2*p*q*r^3*x-4874*b*g^2*p*q*r^2*x^2-61*b*g*p^4*q*r*x-63*b*g*p^3*q^2* r*x-666*b*g*p^3*q*r^2*x-1146*b*g*p^3*q*r*x^2+47*b*g*p^2*q^3*r*x-783*b*g*p^2*q^2 *r^2*x-21481*b*c*g^2*q*r^2*x^2+401*b*c*g*p^4*q*r+1998*b*c*g*p^4*q*x-99*b*c*g*p^ 4*r*x+635*b*c*g*p^3*q^2*r+3738*b*c*g*p^3*q^2*x+573*b*c*g*p^3*q*r^2-4368*b*c*g*p ^3*q*x^2-2410*b*c*g*p^3*r^2*x-4289*b*c*g*p^3*r*x^2+401*b*c*g*p^2*q^3*r+3342*b*c *g*p^2*q^3*x+553*b*c*g*p^2*q^2*r^2-6624*b*c*g*p^2*q^2*x^2+29*b*c*g*p^2*q*r^3-\ 2319*b*c*g*p^2*r^3*x-3117*b*c*g*p^2*r^2*x^2+1242*b*c*g*p*q^4*x+131*b*c*g*p*q^3* r^2-4320*b*c*g*p*q^3*x^2-135*b*c*g*p*q^2*r^3-215*b*c*g*p*q*r^4-198*b*c*g*p*r^4* x+1700*b*c*g*p*r^3*x^2+351*b*c*g*q^4*r*x-872*b*c*g*q^3*r^2*x-5641*b*c*g*q^3*r*x ^2-1603*b*c*g*q^2*r^3*x-5431*b*c*g*q^2*r^2*x^2-148*b*c*g*q*r^4*x+926*b*c*g*q*r^ 3*x^2-84*b*c*p^4*q*r*x+3256*b*c*g^4*p*q*r+21192*b*c*g^4*p*q*x+15928*b*c*g^4*p*r *x+12260*b*c*g^4*q*r*x+4582*b*c*g^3*p^2*q*r+29256*b*c*g^3*p^2*q*x+13228*b*c*g^3 *p^2*r*x+2605*b*c*g^3*p*q^2*r+20850*b*c*g^3*p*q^2*x+3155*b*c*g^3*p*q*r^2-14616* b*c*g^3*p*q*x^2-5432*b*c*g^3*p*r^2*x-30499*b*c*g^3*p*r*x^2+8800*b*c*g^3*q^2*r*x -3560*b*c*g^3*q*r^2*x-31665*b*c*g^3*q*r*x^2+2440*b*c*g^2*p^3*q*r+14292*b*c*g^2* p^3*q*x+2887*b*c*g^2*p^3*r*x+2394*b*c*g^2*p^2*q^2*r+17274*b*c*g^2*p^2*q^2*x+ 2626*b*c*g^2*p^2*q*r^2-17052*b*c*g^2*p^2*q*x^2-8705*b*c*g^2*p^2*r^2*x-23506*b*c *g^2*p^2*r*x^2+746*b*c*g^2*p*q^3*r+8232*b*c*g^2*p*q^3*x+1260*b*c*g^2*p*q^2*r^2-\ 16812*b*c*g^2*p*q^2*x^2+62*b*c*g^2*p*q*r^3-8688*b*c*g^2*p*r^3*x-19241*b*c*g^2*p *r^2*x^2+2627*b*c*g^2*q^3*r*x-4343*b*c*g^2*q^2*r^2*x-25414*b*c*g^2*q^2*r*x^2-\ 7150*b*c*g^2*q*r^3*x-36576*b*c^2*g^2*p*q*x^2-16224*b*c^2*g^2*p*r^2*x-63138*b*c^ 2*g^2*p*r*x^2+15678*b*c^2*g^2*q^2*r*x-11696*b*c^2*g^2*q*r^2*x-66154*b*c^2*g^2*q *r*x^2+2488*b*c^2*g*p^3*q*r+13176*b*c^2*g*p^3*q*x+1040*b*c^2*g*p^3*r*x+2866*b*c ^2*g*p^2*q^2*r+18120*b*c^2*g*p^2*q^2*x+2498*b*c^2*g*p^2*q*r^2-17592*b*c^2*g*p^2 *q*x^2-9608*b*c^2*g*p^2*r^2*x-21606*b*c^2*g*p^2*r*x^2+1036*b*c^2*g*p*q^3*r+9912 *b*c^2*g*p*q^3*x+1460*b*c^2*g*p*q^2*r^2-17112*b*c^2*g*p*q^2*x^2-124*b*c^2*g*p*q *r^3-7952*b*c^2*g*p*r^3*x-15662*b*c^2*g*p*r^2*x^2+2856*b*c^2*g*q^3*r*x-5400*b*c ^2*g*q^2*r^2*x-25590*b*c^2*g*q^2*r*x^2-7196*b*c^2*g*q*r^3*x-19786*b*c^2*g*q*r^2 *x^2-588*b*c^2*p^3*q*r*x+28*b*c^2*p^2*q^2*r*x-1704*b*c^2*p^2*q*r^2*x-2904*b*c^2 *p^2*q*r*x^2+668*b*c^2*p*q^3*r*x-1488*b*c^2*p*q^2*r^2*x-4656*b*c^2*p*q^2*r*x^2-\ 876*b*c^2*p*q*r^3*x-2024*b*c^2*p*q*r^2*x^2-6278*b^2*g*p*q^2*r*x^2-1358*b^2*g*p* q*r^3*x-3469*b^2*g*p*q*r^2*x^2+10304*b*c^4*g*p*q*r+56448*b*c^4*g*p*q*x+19264*b* c^4*g*p*r*x+19504*b*c^4*g*q*r*x+2256*b*c^4*p*q*r*x+16112*b*c^3*g^2*p*q*r+98304* b*c^3*g^2*p*q*x+46064*b*c^3*g^2*p*r*x+39256*b*c^3*g^2*q*r*x+7440*b*c^3*g*p^2*q* r+40272*b*c^3*g*p^2*q*x+8724*b*c^3*g*p^2*r*x+5156*b*c^3*g*p*q^2*r+34704*b*c^3*g *p*q^2*x+4572*b*c^3*g*p*q*r^2-27552*b*c^3*g*p*q*x^2-14784*b*c^3*g*p*r^2*x-43056 *b*c^3*g*p*r*x^2+10876*b*c^3*g*q^2*r*x-11360*b*c^3*g*q*r^2*x-46792*b*c^3*g*q*r* x^2-392*b*c^3*p^2*q*r*x+1848*b*c^3*p*q^2*r*x-4128*b*c^3*p*q*r^2*x-9312*b*c^3*p* q*r*x^2+10868*b*c^2*g^3*p*q*r+69696*b*c^2*g^3*p*q*x+41164*b*c^2*g^3*p*r*x+32800 *b*c^2*g^3*q*r*x+9608*b*c^2*g^2*p^2*q*r+58140*b*c^2*g^2*p^2*q*x+19830*b*c^2*g^2 *p^2*r*x+5856*b*c^2*g^2*p*q^2*r+44196*b*c^2*g^2*p*q^2*x+6272*b*c^2*g^2*p*q*r^2+ 1748*b^2*c*g*p^2*q*r^2-13464*b^2*c*g*p^2*q*x^2-6622*b^2*c*g*p^2*r^2*x-17630*b^2 *c*g*p^2*r*x^2+6456*b^2*c*g*p*q^3*x+620*b^2*c*g*p*q^2*r^2-13344*b^2*c*g*p*q^2*x ^2-280*b^2*c*g*p*q*r^3-6012*b^2*c*g*p*r^3*x-13782*b^2*c*g*p*r^2*x^2+1868*b^2*c* g*q^3*r*x-3612*b^2*c*g*q^2*r^2*x-21362*b^2*c*g*q^2*r*x^2-5404*b^2*c*g*q*r^3*x-\ 17668*b^2*c*g*q*r^2*x^2-168*b^2*c*p^3*q*r*x+386*b^2*c*p^2*q^2*r*x-888*b^2*c*p^2 *q*r^2*x-2040*b^2*c*p^2*q*r*x^2+456*b^2*c*p*q^3*r*x-628*b^2*c*p*q^2*r^2*x-2782* b^2*c*p*q^2*r*x^2-468*b^2*c*p*q*r^3*x-1630*b^2*c*p*q*r^2*x^2+7942*b^2*g^3*p*q*r *x+4081*b^2*g^2*p^2*q*r*x+3588*b^2*g^2*p*q^2*r*x-3558*b^2*g^2*p*q*r^2*x-17741*b ^2*g^2*p*q*r*x^2+232*b^2*g*p^3*q*r*x+691*b^2*g*p^2*q^2*r*x-2028*b^2*g*p^2*q*r^2 *x-5907*b^2*g*p^2*q*r*x^2+576*b^2*g*p*q^3*r*x-1244*b^2*g*p*q^2*r^2*x+52284*b^2* c^2*g^2*p*r*x+40868*b^2*c^2*g^2*q*r*x+8212*b^2*c^2*g*p^2*q*r+48000*b^2*c^2*g*p^ 2*q*x+13556*b^2*c^2*g*p^2*r*x+4512*b^2*c^2*g*p*q^2*r+37704*b^2*c^2*g*p*q^2*x+ 4356*b^2*c^2*g*p*q*r^2-30576*b^2*c^2*g*p*q*x^2-15184*b^2*c^2*g*p*r^2*x-51868*b^ 2*c^2*g*p*r*x^2+11524*b^2*c^2*g*q^2*r*x-12472*b^2*c^2*g*q*r^2*x-58304*b^2*c^2*g *q*r*x^2+1056*b^2*c^2*p^2*q*r*x+2816*b^2*c^2*p*q^2*r*x-4096*b^2*c^2*p*q*r^2*x-\ 11128*b^2*c^2*p*q*r*x^2+5652*b^2*c*g^3*p*q*r+40032*b^2*c*g^3*p*q*x+28970*b^2*c* g^3*p*r*x+21718*b^2*c*g^3*q*r*x+5898*b^2*c*g^2*p^2*q*r+39360*b^2*c*g^2*p^2*q*x+ 16500*b^2*c*g^2*p^2*r*x+2902*b^2*c*g^2*p*q^2*r+27708*b^2*c*g^2*p*q^2*x+3384*b^2 *c*g^2*p*q*r^2-22320*b^2*c*g^2*p*q*x^2-8860*b^2*c*g^2*p*r^2*x-44446*b^2*c*g^2*p *r*x^2+10702*b^2*c*g^2*q^2*r*x-6576*b^2*c*g^2*q*r^2*x-47888*b^2*c*g^2*q*r*x^2+ 1884*b^2*c*g*p^3*q*r+10848*b^2*c*g*p^3*q*x+1630*b^2*c*g*p^3*r*x+1746*b^2*c*g*p^ 2*q^2*r+13740*b^2*c*g*p^2*q^2*x+4144*b^4*c*g*q*r*x+192*b^4*c*p*q*r*x+1784*b^4*g *p*q*r*x+6528*b^3*c^2*g*p*q*r+47808*b^3*c^2*g*p*q*x+23256*b^3*c^2*g*p*r*x+16648 *b^3*c^2*g*q*r*x+3392*b^3*c^2*p*q*r*x+3840*b^3*c*g^2*p*q*r+32736*b^3*c*g^2*p*q* x+22992*b^3*c*g^2*p*r*x+16360*b^3*c*g^2*q*r*x+2500*b^3*c*g*p^2*q*r+18504*b^3*c* g*p^2*q*x+7448*b^3*c*g*p^2*r*x+12408*b^3*c*g*p*q^2*x+908*b^3*c*g*p*q*r^2-11424* b^3*c*g*p*q*x^2-5040*b^3*c*g*p*r^2*x-22772*b^3*c*g*p*r*x^2+4076*b^3*c*g*q^2*r*x -4336*b^3*c*g*q*r^2*x-25656*b^3*c*g*q*r*x^2+776*b^3*c*p^2*q*r*x+684*b^3*c*p*q^2 *r*x-984*b^3*c*p*q*r^2*x-2964*b^3*c*p*q*r*x^2+6200*b^3*g^2*p*q*r*x+1818*b^3*g*p ^2*q*r*x+1576*b^3*g*p*q^2*r*x-1372*b^3*g*p*q*r^2*x-8362*b^3*g*p*q*r*x^2+14640*b ^2*c^3*g*p*q*r+86592*b^2*c^3*g*p*q*x+33688*b^2*c^3*g*p*r*x+29448*b^2*c^3*g*q*r* x+5792*b^2*c^3*p*q*r*x+14464*b^2*c^2*g^2*p*q*r+96480*b^2*c^2*g^2*p*q*x-72*a*c*p *q*r^4*x+262*a*c*p*q*r^3*x^2+5164*a*g^4*p*q*r*x+3898*a*g^3*p^2*q*r*x+3055*a*g^3 *p*q^2*r*x-2818*a*g^3*p*q*r^2*x-12621*a*g^3*p*q*r*x^2+1010*a*g^2*p^3*q*r*x+922* a*g^2*p^2*q^2*r*x-3110*a*g^2*p^2*q*r^2*x-8342*a*g^2*p^2*q*r*x^2+482*a*g^2*p*q^3 *r*x-2314*a*g^2*p*q^2*r^2*x-8104*a*g^2*p*q^2*r*x^2-2727*a*g^2*p*q*r^3*x-4874*a* g^2*p*q*r^2*x^2+68*a*g*p^4*q*r*x+21*a*g*p^3*q^2*r*x-704*a*g*p^3*q*r^2*x-1440*a* g*p^3*q*r*x^2+15*a*g*p^2*q^3*r*x-737*a*g*p^2*q^2*r^2*x-1941*a*g*p^2*q^2*r*x^2-\ 699*a*g*p^2*q*r^3*x-739*a*g*p^2*q*r^2*x^2+29*a*g*p*q^4*r*x-272*a*g*p*q^3*r^2*x-\ 1146*a*g*p*q^3*r*x^2-377*a*g*p*q^2*r^3*x-489*a*g*p*q^2*r^2*x^2-78*a*g*p*q*r^4*x +685*a*g*p*q*r^3*x^2+9792*b^4*c*g*p*q*x+6512*b^4*c*g*p*r*x+808*b^3*g^2*p^2*q*r+ 7104*b^3*g^2*p^2*q*x+4076*b^3*g^2*p^2*r*x+4320*b^3*g^2*p*q^2*x+352*b^3*g^2*p*q* r^2-3216*b^3*g^2*p*q*x^2-1040*b^3*g^2*p*r^2*x-9098*b^3*g^2*p*r*x^2+2084*b^3*g^2 *q^2*r*x-756*b^3*g^2*q*r^2*x-9858*b^3*g^2*q*r*x^2+284*b^3*g*p^3*q*r+2160*b^3*g* p^3*q*x+602*b^3*g*p^3*r*x+2400*b^3*g*p^2*q^2*x+226*b^3*g*p^2*q*r^2-2640*b^3*g*p ^2*q*x^2-1018*b^3*g*p^2*r^2*x-3916*b^3*g*p^2*r*x^2-2640*b^3*g*p*q^2*x^2-1092*b^ 3*g*p*r^3*x-3390*b^3*g*p*r^2*x^2-392*b^3*g*q^2*r^2*x-4522*b^3*g*q^2*r*x^2-884*b ^3*g*q*r^3*x-4070*b^3*g*q*r^2*x^2+14432*b^2*c^4*g*p*r+69120*b^2*c^4*g*p*x+9024* b^2*c^4*g*q*r+54240*b^2*c^4*g*q*x+26144*b^2*c^4*g*r*x+4736*b^2*c^4*p*q*r+22272* b^2*c^4*p*q*x+3968*b^2*c^4*p*r*x-8656*b^3*c^2*q*r*x^2+3228*b^3*c*g^3*p*r+20256* b^3*c*g^3*p*x+11736*b^3*c*g^3*q*x+15260*b^3*c*g^3*r*x+3820*b^3*c*g^2*p^2*r+ 23832*b^3*c*g^2*p^2*x+2276*b^3*c*g^2*p*r^2-3360*b^3*c*g^2*p*x^2+8424*b^3*c*g^2* q^2*x+708*b^3*c*g^2*q*r^2-3840*b^3*c*g^2*q*x^2-456*b^3*c*g^2*r^2*x-20248*b^3*c* g^2*r*x^2+1388*b^3*c*g*p^3*r+7752*b^3*c*g*p^3*x+1356*b^3*c*g*p^2*r^2-5472*b^3*c *g*p^2*x^2-124*b^3*c*g*p*r^3-6000*b^3*c*g*q^2*x^2-4444*b^3*c*g*r^3*x-14612*b^3* c*g*r^2*x^2+232*b^3*c*p^3*q*r+1008*b^3*c*p^3*q*x+120*b^3*c*p^3*r*x+1488*b^3*c*p ^2*q^2*x+144*b^3*c*p^2*q*r^2-672*b^3*c*p^2*q*x^2-392*b^3*c*p^2*r^2*x-952*b^3*c* p^2*r*x^2-672*b^3*c*p*q^2*x^2-328*b^3*c*p*r^3*x-788*b^3*c*p*r^2*x^2-668*b^3*c*q ^2*r^2*x-2164*b^3*c*q^2*r*x^2-704*b^3*c*q*r^3*x-2148*b^3*c*q*r^2*x^2+6048*b^3*g ^3*p*q*x+6182*b^3*g^3*p*r*x+4374*b^3*g^3*q*r*x+3168*b^4*g^2*p*q*x+3384*b^4*g^2* p*r*x+2240*b^4*g^2*q*r*x+2064*b^4*g*p^2*q*x+1248*b^4*g*p^2*r*x-1152*b^4*g*p*q*x ^2-344*b^4*g*p*r^2*x-3188*b^4*g*p*r*x^2-264*b^4*g*q*r^2*x-3492*b^4*g*q*r*x^2+ 10608*b^3*c^3*g*p*r+54624*b^3*c^3*g*p*x+5200*b^3*c^3*g*q*r+38208*b^3*c^3*g*q*x+ 21120*b^3*c^3*g*r*x+3168*b^3*c^3*p*q*r+16704*b^3*c^3*p*q*x+4048*b^3*c^3*p*r*x+ 3248*b^3*c^3*q*r*x+9424*b^3*c^2*g^2*p*r+55872*b^3*c^2*g^2*p*x+4256*b^3*c^2*g^2* q*r+35328*b^3*c^2*g^2*q*x+29632*b^3*c^2*g^2*r*x+5952*b^3*c^2*g*p^2*r+31872*b^3* c^2*g*p^2*x+3168*b^3*c^2*g*p*r^2-10560*b^3*c^2*g*p*x^2+14016*b^3*c^2*g*q^2*x+ 912*b^3*c^2*g*q*r^2-11616*b^3*c^2*g*q*x^2-6168*b^3*c^2*g*r^2*x-31448*b^3*c^2*g* r*x^2+1520*b^3*c^2*p^2*q*r+7344*b^3*c^2*p^2*q*x+1472*b^3*c^2*p^2*r*x+6192*b^3*c ^2*p*q^2*x+416*b^3*c^2*p*q*r^2-2688*b^3*c^2*p*q*x^2-2800*b^3*c^2*p*r^2*x-5928*b ^3*c^2*p*r*x^2+872*b^3*c^2*q^2*r*x-3408*b^3*c^2*q*r^2*x+2496*b^5*c*g*p*x+1600*b ^5*c*g*r*x-144*b^5*c*p*r*x+688*b^5*g*p*r*x+2944*b^4*c^2*g*p*r+18528*b^4*c^2*g*p *x+10848*b^4*c^2*g*q*x+7904*b^4*c^2*g*r*x+4224*b^4*c^2*p*q*x+960*b^4*c^2*p*r*x-\ 96*b^4*c^2*q*r*x+1528*b^4*c*g^2*p*r+11616*b^4*c*g^2*p*x+6048*b^4*c*g^2*q*x+8208 *b^4*c*g^2*r*x+1112*b^4*c*g*p^2*r+7632*b^4*c*g*p^2*x+384*b^4*c*g*p*r^2-1728*b^4 *c*g*p*x^2-1920*b^4*c*g*q*x^2-1024*b^4*c*g*r^2*x-8400*b^4*c*g*r*x^2+1056*b^4*c* p^2*q*x+344*b^4*c*p^2*r*x-384*b^4*c*p*q*x^2-672*b^4*c*p*r^2*x-1120*b^4*c*p*r*x^ 2-928*b^4*c*q*r^2*x-1728*b^4*c*q*r*x^2+7*a*g*p^2*q^4*r+120*a*g*p^2*q^4*x+18*a*g *p^2*q^3*r^2-720*a*g*p^2*q^3*x^2-7*a*g*p^2*q^2*r^3-35*a*g*p^2*q*r^4-140*a*g*p^2 *r^4*x+272*a*g*p^2*r^3*x^2+24*a*g*p*q^5*x-336*a*g*p*q^4*x^2-12*a*g*p*q^3*r^3-24 *a*g*p*q^2*r^4-18*a*g*p*q*r^5+12*a*g*p*r^5*x+290*a*g*p*r^4*x^2+9*a*g*q^5*r*x-21 *a*g*q^4*r^2*x-249*a*g*q^4*r*x^2-42*a*g*q^3*r^3*x-116*a*g*q^3*r^2*x^2+27*a*g*q^ 2*r^4*x+323*a*g*q^2*r^3*x^2+41*a*g*q*r^5*x+224*a*g*q*r^4*x^2+170*a*g^2*p^2*q^3* r+1518*a*g^2*p^2*q^3*x+362*a*g^2*p^2*q^2*r^2-3564*a*g^2*p^2*q^2*x^2+184*a*g^2*p ^2*q*r^3-1886*a*g^2*p^2*r^3*x-2870*a*g^2*p^2*r^2*x^2+32*a*g^2*p*q^4*r+468*a*g^2 *p*q^4*x+86*a*g^2*p*q^3*r^2-2400*a*g^2*p*q^3*x^2-a*g^2*p*q^2*r^3-101*a*g^2*p*q* r^4-582*a*g^2*p*r^4*x+510*a*g^2*p*r^3*x^2+123*a*g^2*q^4*r*x-488*a*g^2*q^3*r^2*x -2692*a*g^2*q^3*r*x^2-961*a*g^2*q^2*r^3*x-2322*a*g^2*q^2*r^2*x^2-333*a*g^2*q*r^ 4*x+756*a*g^2*q*r^3*x^2+42*a*g*p^5*q*r+192*a*g*p^5*q*x+42*a*g*p^5*r*x+49*a*g*p^ 4*q^2*r+312*a*g*p^4*q^2*x+85*a*g*p^4*q*r^2-372*a*g*p^4*q*x^2-218*a*g*p^4*r^2*x-\ 396*a*g*p^4*r*x^2+28*a*g*p^3*q^3*r+264*a*g*p^3*q^3*x+63*a*g*p^3*q^2*r^2-744*a*g *p^3*q^2*x^2+26*a*g*p^3*q*r^3-362*a*g*p^3*r^3*x-366*a*g*p^3*r^2*x^2+1977*a*g^5* q*r*x+863*a*g^4*p^2*q*r+5340*a*g^4*p^2*q*x+3152*a*g^4*p^2*r*x+521*a*g^4*p*q^2*r +3744*a*g^4*p*q^2*x+798*a*g^4*p*q*r^2-1320*a*g^4*p*q*x^2-294*a*g^4*p*r^2*x-4611 *a*g^4*p*r*x^2+2020*a*g^4*q^2*r*x+34*a*g^4*q*r^2*x-4459*a*g^4*q*r*x^2+787*a*g^3 *p^3*q*r+4476*a*g^3*p^3*q*x+1648*a*g^3*p^3*r*x+690*a*g^3*p^2*q^2*r+4854*a*g^3*p ^2*q^2*x+1101*a*g^3*p^2*q*r^2-3840*a*g^3*p^2*q*x^2-1992*a*g^3*p^2*r^2*x-6583*a* g^3*p^2*r*x^2+234*a*g^3*p*q^3*r+2136*a*g^3*p*q^3*x+521*a*g^3*p*q^2*r^2-3840*a*g ^3*p*q^2*x^2+315*a*g^3*p*q*r^3-2770*a*g^3*p*r^3*x-6520*a*g^3*p*r^2*x^2+797*a*g^ 3*q^3*r*x-891*a*g^3*q^2*r^2*x-6190*a*g^3*q^2*r*x^2-2026*a*g^3*q*r^3*x-6072*a*g^ 3*q*r^2*x^2+321*a*g^2*p^4*q*r+1620*a*g^2*p^4*q*x+447*a*g^2*p^4*r*x+339*a*g^2*p^ 3*q^2*r+2256*a*g^2*p^3*q^2*x+564*a*g^2*p^3*q*r^2-2328*a*g^2*p^3*q*x^2-1270*a*g^ 2*p^3*r^2*x-2930*a*g^2*p^3*r*x^2-70*a*c*p^4*r^2*x-266*a*c*p^4*r*x^2+48*a*c*p^3* q^3*x+18*a*c*p^3*q^2*r^2-288*a*c*p^3*q^2*x^2+28*a*c*p^3*q*r^3-260*a*c*p^3*r^3*x -408*a*c*p^3*r^2*x^2-240*a*c*p^2*q^3*x^2-2*a*c*p^2*q^2*r^3-18*a*c*p^2*q*r^4-154 *a*c*p^2*r^4*x-10*a*c*p^2*r^3*x^2-72*a*c*p*q^4*x^2-6*a*c*p*q^2*r^4-12*a*c*p*q*r ^5-10*a*c*p*r^5*x+152*a*c*p*r^4*x^2+28*a*c*q^4*r*x^2+4*a*c*q^3*r^3*x+92*a*c*q^3 *r^2*x^2+12*a*c*q^2*r^4*x+92*a*c*q^2*r^3*x^2+12*a*c*q*r^5*x+20*a*c*q*r^4*x^2+ 417*a*g^5*p*q*r+2568*a*g^5*p*q*x+2533*a*g^5*p*r*x-6000*a*c*g^3*r^3*x-19004*a*c* g^3*r^2*x^2+1294*a*c*g^2*p^4*r+5964*a*c*g^2*p^4*x+2741*a*c*g^2*p^3*r^2-5508*a*c *g^2*p^3*x^2+1665*a*c*g^2*p^2*r^3+121*a*c*g^2*p*r^4+60*a*c*g^2*q^4*r+1026*a*c*g ^2*q^4*x+207*a*c*g^2*q^3*r^2-5748*a*c*g^2*q^3*x^2+68*a*c*g^2*q^2*r^3-153*a*c*g^ 2*q*r^4-1972*a*c*g^2*r^4*x-1692*a*c*g^2*r^3*x^2+251*a*c*g*p^5*r+996*a*c*g*p^5*x +657*a*c*g*p^4*r^2-1020*a*c*g*p^4*x^2+510*a*c*g*p^3*r^3+29*a*c*g*p^2*r^4-99*a*c *g*p*r^5+60*a*c*g*q^5*x+6*a*c*g*q^4*r^2-1044*a*c*g*q^4*x^2-30*a*c*g*q^3*r^3-84* a*c*g*q^2*r^4-72*a*c*g*q*r^5+34*a*c*g*r^5*x+1376*a*c*g*r^4*x^2+28*a*c*p^5*q*r+ 144*a*c*p^5*q*x+98*a*c*p^5*r*x+14*a*c*p^4*q^2*r+144*a*c*p^4*q^2*x+62*a*c*p^4*q* r^2-144*a*c*p^4*q*x^2-960*a*c^2*p*q^3*x^2+16*a*c^2*p*q^2*r^3-24*a*c^2*p*q*r^4-\ 544*a*c^2*p*r^4*x-40*a*c^2*p*r^3*x^2-120*a*c^2*q^3*r^2*x-376*a*c^2*q^3*r*x^2-\ 276*a*c^2*q^2*r^3*x-12*a*c^2*q^2*r^2*x^2-192*a*c^2*q*r^4*x+524*a*c^2*q*r^3*x^2+ 1271*a*c*g^5*p*r+7308*a*c*g^5*p*x+857*a*c*g^5*q*r+4884*a*c*g^5*q*x+6156*a*c*g^5 *r*x+2736*a*c*g^4*p^2*r+16140*a*c*g^4*p^2*x+2702*a*c*g^4*p*r^2-648*a*c*g^4*p*x^ 2+1058*a*c*g^4*q^2*r+7596*a*c*g^4*q^2*x+1386*a*c*g^4*q*r^2-552*a*c*g^4*q*x^2+ 2032*a*c*g^4*r^2*x-8550*a*c*g^4*r*x^2+2706*a*c*g^3*p^3*r+14544*a*c*g^3*p^3*x+ 4285*a*c*g^3*p^2*r^2-7416*a*c*g^3*p^2*x^2+1798*a*c*g^3*p*r^3+469*a*c*g^3*q^3*r+ 4506*a*c*g^3*q^3*x+1025*a*c*g^3*q^2*r^2-7296*a*c*g^3*q^2*x^2+671*a*c*g^3*q*r^3-\ 18072*a*c^2*g^2*p^2*x^2+3468*a*c^2*g^2*p*r^3+852*a*c^2*g^2*q^3*r+8460*a*c^2*g^2 *q^3*x+1722*a*c^2*g^2*q^2*r^2-18552*a*c^2*g^2*q^2*x^2+1108*a*c^2*g^2*q*r^3-\ 11140*a*c^2*g^2*r^3*x-33276*a*c^2*g^2*r^2*x^2+1394*a*c^2*g*p^4*r+6792*a*c^2*g*p ^4*x+3036*a*c^2*g*p^3*r^2-5352*a*c^2*g*p^3*x^2+1980*a*c^2*g*p^2*r^3+256*a*c^2*g *p*r^4+48*a*c^2*g*q^4*r+816*a*c^2*g*q^4*x+142*a*c^2*g*q^3*r^2-5832*a*c^2*g*q^3* x^2+54*a*c^2*g*q^2*r^3-98*a*c^2*g*q*r^4-1736*a*c^2*g*r^4*x-508*a*c^2*g*r^3*x^2+ 192*a*c^2*p^4*q*r+1260*a*c^2*p^4*q*x+940*a*c^2*p^4*r*x+68*a*c^2*p^3*q^2*r+972*a *c^2*p^3*q^2*x+380*a*c^2*p^3*q*r^2-1152*a*c^2*p^3*q*x^2-336*a*c^2*p^3*r^2*x-\ 2128*a*c^2*p^3*r*x^2+228*a*c^2*p^2*q^3*x+90*a*c^2*p^2*q^2*r^2-1728*a*c^2*p^2*q^ 2*x^2+188*a*c^2*p^2*q*r^3-1268*a*c^2*p^2*r^3*x-2448*a*c^2*p^2*r^2*x^2-6816*a*c^ 3*g*r^3*x-20872*a*c^3*g*r^2*x^2+480*a*c^3*p^3*q*r+4320*a*c^3*p^3*q*x+3600*a*c^3 *p^3*r*x+104*a*c^3*p^2*q^2*r+2376*a*c^3*p^2*q^2*x+800*a*c^3*p^2*q*r^2-3456*a*c^ 3*p^2*q*x^2-336*a*c^3*p^2*r^2*x-6384*a*c^3*p^2*r*x^2+336*a*c^3*p*q^3*x+120*a*c^ 3*p*q^2*r^2-3456*a*c^3*p*q^2*x^2+368*a*c^3*p*q*r^3-1952*a*c^3*p*r^3*x-4896*a*c^ 3*p*r^2*x^2+176*a*c^3*q^3*r*x-328*a*c^3*q^2*r^2*x-2904*a*c^3*q^2*r*x^2-976*a*c^ 3*q*r^3*x-2024*a*c^3*q*r^2*x^2+5856*a*c^2*g^4*p*r+35352*a*c^2*g^4*p*x+3876*a*c^ 2*g^4*q*r+24216*a*c^2*g^4*q*x+23308*a*c^2*g^4*r*x+8524*a*c^2*g^3*p^2*r+51576*a* c^2*g^3*p^2*x+8164*a*c^2*g^3*p*r^2-11736*a*c^2*g^3*p*x^2+3194*a*c^2*g^3*q^2*r+ 24168*a*c^2*g^3*q^2*x+4066*a*c^2*g^3*q*r^2-11496*a*c^2*g^3*q*x^2+1036*a*c^2*g^3 *r^2*x-34904*a*c^2*g^3*r*x^2+5340*a*c^2*g^2*p^3*r+29676*a*c^2*g^2*p^3*x+8354*a* c^2*g^2*p^2*r^2+5264*a*c^4*g*p*r^2-14304*a*c^4*g*p*x^2+1656*a*c^4*g*q^2*r+14592 *a*c^4*g*q^2*x+2008*a*c^4*g*q*r^2-15264*a*c^4*g*q*x^2-672*a*c^4*g*r^2*x-30016*a *c^4*g*r*x^2+512*a*c^4*p^2*q*r+7200*a*c^4*p^2*q*x+6880*a*c^4*p^2*r*x+48*a*c^4*p *q^2*r+2448*a*c^4*p*q^2*x+624*a*c^4*p*q*r^2-4608*a*c^4*p*q*x^2+448*a*c^4*p*r^2* x-8512*a*c^4*p*r*x^2+1328*a*c^4*q^2*r*x+160*a*c^4*q*r^2*x-6208*a*c^4*q*r*x^2+ 12176*a*c^3*g^3*p*r+77592*a*c^3*g^3*p*x+7968*a*c^3*g^3*q*r+53256*a*c^3*g^3*q*x+ 43616*a*c^3*g^3*r*x+11016*a*c^3*g^2*p^2*r+70752*a*c^3*g^2*p^2*x+10472*a*c^3*g^2 *p*r^2-23520*a*c^3*g^2*p*x^2+3952*a*c^3*g^2*q^2*r+31464*a*c^3*g^2*q^2*x+4872*a* c^3*g^2*q*r^2-23808*a*c^3*g^2*q*x^2-2056*a*c^3*g^2*r^2*x-53376*a*c^3*g^2*r*x^2+ 3696*a*c^3*g*p^3*r+22440*a*c^3*g*p^3*x+6000*a*c^3*g*p^2*r^2-12912*a*c^3*g*p^2*x ^2+2736*a*c^3*g*p*r^3+468*a*c^3*g*q^3*r+4824*a*c^3*g*q^3*x+868*a*c^3*g*q^2*r^2-\ 14160*a*c^3*g*q^2*x^2+748*a*c^3*g*q*r^3+24*a*b*p^3*q*r^3-464*a*b*p^3*r^3*x-324* a*b*p^3*r^2*x^2+240*a*b*p^2*q^4*x+36*a*b*p^2*q^3*r^2-1200*a*b*p^2*q^3*x^2-12*a* b*p^2*q^2*r^3-52*a*b*p^2*q*r^4-126*a*b*p^2*r^4*x+554*a*b*p^2*r^3*x^2-600*a*b*p* q^4*x^2+34*a*b*p*r^5*x+428*a*b*p*r^4*x^2-42*a*b*q^4*r^2*x-526*a*b*q^4*r*x^2-88* a*b*q^3*r^3*x-324*a*b*q^3*r^2*x^2+42*a*b*q^2*r^4*x+554*a*b*q^2*r^3*x^2+70*a*b*q *r^5*x+428*a*b*q*r^4*x^2+4176*a*c^5*g*p*r+35424*a*c^5*g*p*x+2544*a*c^5*g*q*r+ 21792*a*c^5*g*q*x+17600*a*c^5*g*r*x+192*a*c^5*p*q*r+5760*a*c^5*p*q*x+6560*a*c^5 *p*r*x+3200*a*c^5*q*r*x+11632*a*c^4*g^2*p*r+80784*a*c^4*g^2*p*x+7504*a*c^4*g^2* q*r+54192*a*c^4*g^2*q*x+41184*a*c^4*g^2*r*x+5328*a*c^4*g*p^2*r+39456*a*c^4*g*p^ 2*x-4476*a*b*g^3*r^3*x-16268*a*b*g^3*r^2*x^2+863*a*b*g^2*p^4*r+4260*a*b*g^2*p^4 *x+1674*a*b*g^2*p^3*r^2-4704*a*b*g^2*p^3*x^2+780*a*b*g^2*p^2*r^3-136*a*b*g^2*p* r^4+852*a*b*g^2*q^4*x+169*a*b*g^2*q^3*r^2-4704*a*b*g^2*q^3*x^2-16*a*b*g^2*q^2*r ^3-241*a*b*g^2*q*r^4-1816*a*b*g^2*r^4*x-2448*a*b*g^2*r^3*x^2+195*a*b*g*p^5*r+ 804*a*b*g*p^5*x+445*a*b*g*p^4*r^2-1428*a*b*g*p^4*x^2+230*a*b*g*p^3*r^3-107*a*b* g*p^2*r^4-99*a*b*g*p*r^5-1428*a*b*g*q^4*x^2+208*a*b*g*r^5*x+2024*a*b*g*r^4*x^2+ 56*a*b*p^5*q*r+240*a*b*p^5*q*x-14*a*b*p^5*r*x+84*a*b*p^4*q^2*r+480*a*b*p^4*q^2* x+108*a*b*p^4*q*r^2-600*a*b*p^4*q*x^2-366*a*b*p^4*r^2*x-526*a*b*p^4*r*x^2+56*a* b*p^3*q^3*r+480*a*b*p^3*q^3*x+108*a*b*p^3*q^2*r^2-1200*a*b*p^3*q^2*x^2+192*a*b* c^2*r^3*x^2+1308*a*b*c*g^5*r+5376*a*b*c*g^5*x+2668*a*b*c*g^4*r^2+11664*a*b*c*g^ 4*x^2+1884*a*b*c*g^3*r^3-226*a*b*c*g^2*r^4-258*a*b*c*g*r^5+206*a*b*c*p^5*r+888* a*b*c*p^5*x+462*a*b*c*p^4*r^2-1656*a*b*c*p^4*x^2+228*a*b*c*p^3*r^3-118*a*b*c*p^ 2*r^4-102*a*b*c*p*r^5-1656*a*b*c*q^4*x^2+208*a*b*c*r^5*x+1952*a*b*c*r^4*x^2+624 *a*b*g^5*p*r+3360*a*b*g^5*p*x+2016*a*b*g^5*q*x+4256*a*b*g^5*r*x+1607*a*b*g^4*p^ 2*r+9576*a*b*g^4*p^2*x+1609*a*b*g^4*p*r^2+2808*a*b*g^4*p*x^2+4104*a*b*g^4*q^2*x +833*a*b*g^4*q*r^2+2808*a*b*g^4*q*x^2+2936*a*b*g^4*r^2*x-2832*a*b*g^4*r*x^2+ 1719*a*b*g^3*p^3*r+9684*a*b*g^3*p^3*x+2625*a*b*g^3*p^2*r^2-3384*a*b*g^3*p^2*x^2 +971*a*b*g^3*p*r^3+2892*a*b*g^3*q^3*x+679*a*b*g^3*q^2*r^2-3384*a*b*g^3*q^2*x^2+ 381*a*b*g^3*q*r^3-3383*a*c*g*p^2*r^3*x-5431*a*c*g*p^2*r^2*x^2+44*a*c*g*p*q^4*r+ 666*a*c*g*p*q^4*x+103*a*c*g*p*q^3*r^2-4368*a*c*g*p*q^3*x^2-15*a*c*g*p*q^2*r^3-\ 155*a*c*g*p*q*r^4-1096*a*c*g*p*r^4*x+926*a*c*g*p*r^3*x^2+177*a*c*g*q^4*r*x-780* a*c*g*q^3*r^2*x-4289*a*c*g*q^3*r*x^2-1467*a*c*g*q^2*r^3*x-3117*a*c*g*q^2*r^2*x^ 2-506*a*c*g*q*r^4*x+1700*a*c*g*q*r^3*x^2+174*a*c*p^4*q*r*x+54*a*c*p^3*q^2*r*x-\ 268*a*c*p^3*q*r^2*x-776*a*c*p^3*q*r*x^2-22*a*c*p^2*q^3*r*x-250*a*c*p^2*q^2*r^2* x-726*a*c*p^2*q^2*r*x^2-382*a*c*p^2*q*r^3*x-506*a*c*p^2*q*r^2*x^2-52*a*c*p*q^3* r^2*x-188*a*c*p*q^3*r*x^2-114*a*c*p*q^2*r^3*x-6*a*c*p*q^2*r^2*x^2-30499*a*c*g^3 *q*r*x^2+2852*a*c*g^2*p^3*q*r+17016*a*c*g^2*p^3*q*x+6331*a*c*g^2*p^3*r*x+2374*a *c*g^2*p^2*q^2*r+17622*a*c*g^2*p^2*q^2*x+3858*a*c*g^2*p^2*q*r^2-16812*a*c*g^2*p ^2*q*x^2-7683*a*c*g^2*p^2*r^2*x-25414*a*c*g^2*p^2*r*x^2+802*a*c*g^2*p*q^3*r+ 7596*a*c*g^2*p*q^3*x+1686*a*c*g^2*p*q^2*r^2-17052*a*c*g^2*p*q^2*x^2+1026*a*c*g^ 2*p*q*r^3-9768*a*c*g^2*p*r^3*x-21481*a*c*g^2*p*r^2*x^2+2479*a*c*g^2*q^3*r*x-\ 3881*a*c*g^2*q^2*r^2*x-23506*a*c*g^2*q^2*r*x^2-7002*a*c*g^2*q*r^3*x-19241*a*c*g ^2*q*r^2*x^2+565*a*c*g*p^4*q*r+3150*a*c*g*p^4*q*x+1243*a*c*g*p^4*r*x+499*a*c*g* p^3*q^2*r+3858*a*c*g*p^3*q^2*x+1005*a*c*g*p^3*q*r^2-4320*a*c*g*p^3*q*x^2-2006*a *c*g*p^3*r^2*x-5641*a*c*g*p^3*r*x^2+229*a*c*g*p^2*q^3*r+2310*a*c*g*p^2*q^3*x+ 517*a*c*g*p^2*q^2*r^2-6624*a*c*g*p^2*q^2*x^2+357*a*c*g*p^2*q*r^3+6120*a*c^2*g*p *q^3*x+1260*a*c^2*g*p*q^2*r^2-17592*a*c^2*g*p*q^2*x^2+1028*a*c^2*g*p*q*r^3-8824 *a*c^2*g*p*r^3*x-19786*a*c^2*g*p*r^2*x^2+1948*a*c^2*g*q^3*r*x-3548*a*c^2*g*q^2* r^2*x-21606*a*c^2*g*q^2*r*x^2-6020*a*c^2*g*q*r^3*x-15662*a*c^2*g*q*r^2*x^2+1444 *a*c^2*p^3*q*r*x+548*a*c^2*p^2*q^2*r*x-1032*a*c^2*p^2*q*r^2*x-4656*a*c^2*p^2*q* r*x^2+44*a*c^2*p*q^3*r*x-664*a*c^2*p*q^2*r^2*x-2904*a*c^2*p*q^2*r*x^2-1252*a*c^ 2*p*q*r^3*x-2024*a*c^2*p*q*r^2*x^2+3676*a*c*g^4*p*q*r+23640*a*c*g^4*p*q*x+18040 *a*c*g^4*p*r*x+14292*a*c*g^4*q*r*x+5118*a*c*g^3*p^2*q*r+32598*a*c*g^3*p^2*q*x+ 16364*a*c*g^3*p^2*r*x+3035*a*c*g^3*p*q^2*r+22656*a*c*g^3*p*q^2*x+4487*a*c*g^3*p *q*r^2-14616*a*c*g^3*p*q*x^2-4808*a*c*g^3*p*r^2*x-31665*a*c*g^3*p*r*x^2+10204*a *c*g^3*q^2*r*x-2416*a*c*g^3*q*r^2*x+2884*a*c^3*g*p*q^2*r+25680*a*c^3*g*p*q^2*x+ 4668*a*c^3*g*p*q*r^2-27552*a*c^3*g*p*q*x^2-6032*a*c^3*g*p*r^2*x-46792*a*c^3*g*p *r*x^2+10084*a*c^3*g*q^2*r*x-4496*a*c^3*g*q*r^2*x-43056*a*c^3*g*q*r*x^2+4488*a* c^3*p^2*q*r*x+1544*a*c^3*p*q^2*r*x-912*a*c^3*p*q*r^2*x-9312*a*c^3*p*q*r*x^2+ 11100*a*c^2*g^3*p*q*r+74688*a*c^2*g^3*p*q*x+48452*a*c^2*g^3*p*r*x+38256*a*c^2*g ^3*q*r*x+9352*a*c^2*g^2*p^2*q*r+63228*a*c^2*g^2*p^2*q*x+30486*a*c^2*g^2*p^2*r*x +5416*a*c^2*g^2*p*q^2*r+42564*a*c^2*g^2*p*q^2*x+7960*a*c^2*g^2*p*q*r^2-36576*a* c^2*g^2*p*q*x^2-11568*a*c^2*g^2*p*r^2*x-66154*a*c^2*g^2*p*r*x^2+17038*a*c^2*g^2 *q^2*r*x-7256*a*c^2*g^2*q*r^2*x-63138*a*c^2*g^2*q*r*x^2+2528*a*c^2*g*p^3*q*r+ 17064*a*c^2*g*p^3*q*x+8276*a*c^2*g*p^3*r*x+1818*a*c^2*g*p^2*q^2*r+15576*a*c^2*g *p^2*q^2*x+3486*a*c^2*g*p^2*q*r^2-17112*a*c^2*g*p^2*q*x^2-6012*a*c^2*g*p^2*r^2* x-25590*a*c^2*g*p^2*r*x^2+604*a*c^2*g*p*q^3*r-948*a*b*g*q^3*r^2*x-6469*a*b*g*q^ 3*r*x^2-1911*a*b*g*q^2*r^3*x-5523*a*b*g*q^2*r^2*x^2-460*a*b*g*q*r^4*x+1810*a*b* g*q*r^3*x^2-38*a*b*p^4*q*r*x-12*a*b*p^3*q^2*r*x-1140*a*b*p^3*q*r^2*x-2104*a*b*p ^3*q*r*x^2+52*a*b*p^2*q^3*r*x-1224*a*b*p^2*q^2*r^2*x-3156*a*b*p^2*q^2*r*x^2-\ 1016*a*b*p^2*q*r^3*x-972*a*b*p^2*q*r^2*x^2+58*a*b*p*q^4*r*x-492*a*b*p*q^3*r^2*x -2104*a*b*p*q^3*r*x^2-640*a*b*p*q^2*r^3*x-972*a*b*p*q^2*r^2*x^2-84*a*b*p*q*r^4* x+1108*a*b*p*q*r^3*x^2+5792*a*c^4*g*p*q*r+49536*a*c^4*g*p*q*x+33312*a*c^4*g*p*r *x+22448*a*c^4*g*q*r*x+6192*a*c^4*p*q*r*x+13680*a*c^3*g^2*p*q*r+98688*a*c^3*g^2 *p*q*x+60024*a*c^3*g^2*p*r*x+45584*a*c^3*g^2*q*r*x+5392*a*c^3*g*p^2*q*r+42384*a *c^3*g*p^2*q*x+24172*a*c^3*g*p^2*r*x+492*a*b*g^2*p*q*r^3-8842*a*b*g^2*p*r^3*x-\ 20584*a*b*g^2*p*r^2*x^2+2499*a*b*g^2*q^3*r*x-3221*a*b*g^2*q^2*r^2*x-21957*a*b*g ^2*q^2*r*x^2-6666*a*b*g^2*q*r^3*x-20584*a*b*g^2*q*r^2*x^2+613*a*b*g*p^4*q*r+ 3174*a*b*g*p^4*q*x+349*a*b*g*p^4*r*x+735*a*b*g*p^3*q^2*r+4890*a*b*g*p^3*q^2*x+ 981*a*b*g*p^3*q*r^2-5760*a*b*g*p^3*q*x^2-3258*a*b*g*p^3*r^2*x-6469*a*b*g*p^3*r* x^2+381*a*b*g*p^2*q^3*r+3558*a*b*g*p^2*q^3*x+729*a*b*g*p^2*q^2*r^2-8664*a*b*g*p ^2*q^2*x^2+193*a*b*g*p^2*q*r^3-3891*a*b*g*p^2*r^3*x-5523*a*b*g*p^2*r^2*x^2+1122 *a*b*g*p*q^4*x+175*a*b*g*p*q^3*r^2-5760*a*b*g*p*q^3*x^2-63*a*b*g*p*q^2*r^3-247* a*b*g*p*q*r^4-880*a*b*g*p*r^4*x+1810*a*b*g*p*r^3*x^2+337*a*b*g*q^4*r*x+354*a*b* c*q^4*r*x-1200*a*b*c*q^3*r^2*x-7114*a*b*c*q^3*r*x^2-2074*a*b*c*q^2*r^3*x-5326*a *b*c*q^2*r^2*x^2-372*a*b*c*q*r^4*x+2476*a*b*c*q*r^3*x^2+2140*a*b*g^4*p*q*r+ 13680*a*b*g^4*p*q*x+13608*a*b*g^4*p*r*x+10452*a*b*g^4*q*r*x+3461*a*b*g^3*p^2*q* r+22260*a*b*g^3*p^2*q*x+12666*a*b*g^3*p^2*r*x+1999*a*b*g^3*p*q^2*r+15468*a*b*g^ 3*p*q^2*x+2952*a*b*g^3*p*q*r^2-6768*a*b*g^3*p*q*x^2-1910*a*b*g^3*p*r^2*x-21126* a*b*g^3*p*r*x^2+8106*a*b*g^3*q^2*r*x-526*a*b*g^3*q*r^2*x-21126*a*b*g^3*q*r*x^2+ 2262*a*b*g^2*p^3*q*r+13452*a*b*g^2*p^3*q*x+3893*a*b*g^2*p^3*r*x+2049*a*b*g^2*p^ 2*q^2*r+15096*a*b*g^2*p^2*q^2*x+2852*a*b*g^2*p^2*q*r^2-13992*a*b*g^2*p^2*q*x^2-\ 7451*a*b*g^2*p^2*r^2*x-21957*a*b*g^2*p^2*r*x^2+654*a*b*g^2*p*q^3*r+6756*a*b*g^2 *p*q^3*x+1387*a*b*g^2*p*q^2*r^2-13992*a*b*g^2*p*q^2*x^2-14088*a*b*c*g*p^3*x^2+ 1698*a*b*c*g*p^2*r^3-438*a*b*c*g*p*r^4+2472*a*b*c*g*q^4*x+450*a*b*c*g*q^3*r^2-\ 14088*a*b*c*g*q^3*x^2-116*a*b*c*g*q^2*r^3-642*a*b*c*g*q*r^4-3808*a*b*c*g*r^4*x-\ 2688*a*b*c*g*r^3*x^2+634*a*b*c*p^4*q*r+3420*a*b*c*p^4*q*x+306*a*b*c*p^4*r*x+798 *a*b*c*p^3*q^2*r+5268*a*b*c*p^3*q^2*x+978*a*b*c*p^3*q*r^2-6720*a*b*c*p^3*q*x^2-\ 3620*a*b*c*p^3*r^2*x-7114*a*b*c*p^3*r*x^2+458*a*b*c*p^2*q^3*r+3948*a*b*c*p^2*q^ 3*x+766*a*b*c*p^2*q^2*r^2-10128*a*b*c*p^2*q^2*x^2+154*a*b*c*p^2*q*r^3-4050*a*b* c*p^2*r^3*x-5326*a*b*c*p^2*r^2*x^2+1332*a*b*c*p*q^4*x+206*a*b*c*p*q^3*r^2-6720* a*b*c*p*q^3*x^2-78*a*b*c*p*q^2*r^3-262*a*b*c*p*q*r^4-804*a*b*c*p*r^4*x+2476*a*b *c*p*r^3*x^2+2992*a*b*c^2*q^3*r*x-6560*a*b*c^2*q^2*r^2*x-32556*a*b*c^2*q^2*r*x^ 2-8856*a*b*c^2*q*r^3*x-22324*a*b*c^2*q*r^2*x^2+7052*a*b*c*g^4*p*r+40392*a*b*c*g ^4*p*x+4448*a*b*c*g^4*q*r+26424*a*b*c*g^4*q*x+33636*a*b*c*g^4*r*x+11668*a*b*c*g ^3*p^2*r+69120*a*b*c*g^3*p^2*x+10760*a*b*c*g^3*p*r^2-3792*a*b*c*g^3*p*x^2+4112* a*b*c*g^3*q^2*r+31776*a*b*c*g^3*q^2*x+5604*a*b*c*g^3*q*r^2-3792*a*b*c*g^3*q*x^2 +7436*a*b*c*g^3*r^2*x-39476*a*b*c*g^3*r*x^2+7874*a*b*c*g^2*p^3*r+44052*a*b*c*g^ 2*p^3*x+11216*a*b*c*g^2*p^2*r^2-27192*a*b*c*g^2*p^2*x^2+3526*a*b*c*g^2*p*r^3+ 1298*a*b*c*g^2*q^3*r+14316*a*b*c*g^2*q^3*x+2944*a*b*c*g^2*q^2*r^2-27192*a*b*c*g ^2*q^2*x^2+1190*a*b*c*g^2*q*r^3-20072*a*b*c*g^2*r^3*x-63400*a*b*c*g^2*r^2*x^2+ 2196*a*b*c*g*p^4*r+10968*a*b*c*g*p^4*x+4074*a*b*c*g*p^3*r^2+10224*a*b*c^2*g^2*q ^2*r+79080*a*b*c^2*g^2*q^2*x+12776*a*b*c^2*g^2*q*r^2-43536*a*b*c^2*g^2*q*x^2-\ 2152*a*b*c^2*g^2*r^2*x-120416*a*b*c^2*g^2*r*x^2+10224*a*b*c^2*g*p^3*r+58032*a*b *c^2*g*p^3*x+13868*a*b*c^2*g*p^2*r^2-46464*a*b*c^2*g*p^2*x^2+3792*a*b*c^2*g*p*r ^3+2004*a*b*c^2*g*q^3*r+20592*a*b*c^2*g*q^3*x+3928*a*b*c^2*g*q^2*r^2-46464*a*b* c^2*g*q^2*x^2+1076*a*b*c^2*g*q*r^3-26424*a*b*c^2*g*r^3*x-74968*a*b*c^2*g*r^2*x^ 2+3072*a*b*c^2*p^3*q*r+18768*a*b*c^2*p^3*q*x+3688*a*b*c^2*p^3*r*x+3132*a*b*c^2* p^2*q^2*r+21600*a*b*c^2*p^2*q^2*x+3500*a*b*c^2*p^2*q*r^2-26160*a*b*c^2*p^2*q*x^ 2-12568*a*b*c^2*p^2*r^2*x-32556*a*b*c^2*p^2*r*x^2+1208*a*b*c^2*p*q^3*r+10608*a* b*c^2*p*q^3*x+1928*a*b*c^2*p*q^2*r^2-26160*a*b*c^2*p*q^2*x^2+328*a*b*c^2*p*q*r^ 3-11440*a*b*c^2*p*r^3*x-22324*a*b*c^2*p*r^2*x^2+64512*a*b*c^4*p*q*x+28256*a*b*c ^4*p*r*x+24320*a*b*c^4*q*r*x+42696*a*b*c^3*g^2*p*r+255408*a*b*c^3*g^2*p*x+27816 *a*b*c^3*g^2*q*r+178512*a*b*c^3*g^2*q*x+137760*a*b*c^3*g^2*r*x+24528*a*b*c^3*g* p^2*r+147600*a*b*c^3*g*p^2*x+20496*a*b*c^3*g*p*r^2-60480*a*b*c^3*g*p*x^2+10112* a*b*c^3*g*q^2*r+75504*a*b*c^3*g*q^2*x+11472*a*b*c^3*g*q*r^2-60480*a*b*c^3*g*q*x ^2-13776*a*b*c^3*g*r^2*x-125312*a*b*c^3*g*r*x^2+7904*a*b*c^3*p^2*q*r+50208*a*b* c^3*p^2*q*x+15640*a*b*c^3*p^2*r*x+5448*a*b*c^3*p*q^2*r+37920*a*b*c^3*p*q^2*x+ 5688*a*b*c^3*p*q*r^2-41280*a*b*c^3*p*q*x^2-16704*a*b*c^3*p*r^2*x-60592*a*b*c^3* p*r*x^2+12344*a*b*c^3*q^2*r*x-11968*a*b*c^3*q*r^2*x-60592*a*b*c^3*q*r*x^2+26404 *a*b*c^2*g^3*p*r+155496*a*b*c^2*g^3*p*x+16780*a*b*c^2*g^3*q*r+105816*a*b*c^2*g^ 3*q*x+100168*a*b*c^2*g^3*r*x+27460*a*b*c^2*g^2*p^2*r+163128*a*b*c^2*g^2*p^2*x+ 23956*a*b*c^2*g^2*p*r^2-43536*a*b*c^2*g^2*p*x^2+1932*a*b^2*g*p^3*q*r+12816*a*b^ 2*g*p^3*q*x+3522*a*b^2*g*p^3*r*x+1562*a*b^2*g*p^2*q^2*r+14184*a*b^2*g*p^2*q^2*x +2220*a*b^2*g*p^2*q*r^2-15120*a*b^2*g*p^2*q*x^2-7174*a*b^2*g*p^2*r^2*x-22728*a* b^2*g*p^2*r*x^2+5976*a*b^2*g*p*q^3*x+876*a*b^2*g*p*q^2*r^2-15120*a*b^2*g*p*q^2* x^2+136*a*b^2*g*p*q*r^3-8048*a*b^2*g*p*r^3*x-20402*a*b^2*g*p*r^2*x^2+2444*a*b^2 *g*q^3*r*x-2540*a*b^2*g*q^2*r^2*x-23334*a*b^2*g*q^2*r*x^2-5840*a*b^2*g*q*r^3*x-\ 21082*a*b^2*g*q*r^2*x^2+632*a*b^2*p^3*q*r*x+996*a*b^2*p^2*q^2*r*x-3168*a*b^2*p^ 2*q*r^2*x-9774*a*b^2*p^2*q*r*x^2+696*a*b^2*p*q^3*r*x-1860*a*b^2*p*q^2*r^2*x-\ 9774*a*b^2*p*q^2*r*x^2-2248*a*b^2*p*q*r^3*x-5308*a*b^2*p*q*r^2*x^2+29680*a*b*c^ 4*g*p*r+179424*a*b*c^4*g*p*x+20240*a*b*c^4*g*q*r+128544*a*b*c^4*g*q*x+84896*a*b *c^4*g*r*x+10240*a*b*c^4*p*q*r+2424*a*b^2*c*p^3*q*r+16032*a*b^2*c*p^3*q*x+3188* a*b^2*c*p^3*r*x+2080*a*b^2*c*p^2*q^2*r+18144*a*b^2*c*p^2*q^2*x+2556*a*b^2*c*p^2 *q*r^2-22176*a*b^2*c*p^2*q*x^2-10036*a*b^2*c*p^2*r^2*x-29012*a*b^2*c*p^2*r*x^2+ 7920*a*b^2*c*p*q^3*x+1024*a*b^2*c*p*q^2*r^2-22176*a*b^2*c*p*q^2*x^2-8*a*b^2*c*p *q*r^3-9400*a*b^2*c*p*r^3*x-21916*a*b^2*c*p*r^2*x^2+2840*a*b^2*c*q^3*r*x-3872*a *b^2*c*q^2*r^2*x-30224*a*b^2*c*q^2*r*x^2-6880*a*b^2*c*q*r^3*x-23276*a*b^2*c*q*r ^2*x^2+3828*a*b^2*g^3*p*q*r+27168*a*b^2*g^3*p*q*x+27482*a*b^2*g^3*p*r*x+20650*a *b^2*g^3*q*r*x+4606*a*b^2*g^2*p^2*q*r+32736*a*b^2*g^2*p^2*q*x+18492*a*b^2*g^2*p ^2*r*x+2326*a*b^2*g^2*p*q^2*r+22032*a*b^2*g^2*p*q^2*x+3608*a*b^2*g^2*p*q*r^2-\ 12240*a*b^2*g^2*p*q*x^2-3428*a*b^2*g^2*p*r^2*x-35306*a*b^2*g^2*p*r*x^2+11596*a* b^2*g^2*q^2*r*x-1216*a*b^2*g^2*q*r^2*x-36066*a*b^2*g^2*q*r*x^2+21200*a*b^2*c^2* p^2*r*x+5544*a*b^2*c^2*p*q^2*r+47040*a*b^2*c^2*p*q^2*x+6264*a*b^2*c^2*p*q*r^2-\ 49728*a*b^2*c^2*p*q*x^2-18864*a*b^2*c^2*p*r^2*x-78976*a*b^2*c^2*p*r*x^2+17160*a *b^2*c^2*q^2*r*x-12144*a*b^2*c^2*q*r^2*x-81704*a*b^2*c^2*q*r*x^2+14104*a*b^2*c* g^3*p*r+83736*a*b^2*c*g^3*p*x+8008*a*b^2*c*g^3*q*r+52896*a*b^2*c*g^3*q*x+68564* a*b^2*c*g^3*r*x+17144*a*b^2*c*g^2*p^2*r+104664*a*b^2*c*g^2*p^2*x+14764*a*b^2*c* g^2*p*r^2-8544*a*b^2*c*g^2*p*x^2+4752*a*b^2*c*g^2*q^2*r+45000*a*b^2*c*g^2*q^2*x +7124*a*b^2*c*g^2*q*r^2-9024*a*b^2*c*g^2*q*x^2+9296*a*b^2*c*g^2*r^2*x-67568*a*b ^2*c*g^2*r*x^2+7296*a*b^2*c*g*p^3*r+42576*a*b^2*c*g*p^3*x+9552*a*b^2*c*g*p^2*r^ 2-29952*a*b^2*c*g*p^2*x^2+2184*a*b^2*c*g*p*r^3+12504*a*b^2*c*g*q^3*x+1988*a*b^2 *c*g*q^2*r^2-30480*a*b^2*c*g*q^2*x^2+328*a*b^2*c*g*q*r^3-19652*a*b^2*c*g*r^3*x-\ 67148*a*b^2*c*g*r^2*x^2+11188*a*b^3*g*p^2*r*x+11736*a*b^3*g*p*q^2*x+1364*a*b^3* g*p*q*r^2-8736*a*b^3*g*p*q*x^2-1832*a*b^3*g*p*r^2*x-24220*a*b^3*g*p*r*x^2+6676* a*b^3*g*q^2*r*x-264*a*b^3*g*q*r^2*x-24828*a*b^3*g*q*r*x^2+2860*a*b^3*p^2*q*r*x+ 2468*a*b^3*p*q^2*r*x-1760*a*b^3*p*q*r^2*x-13760*a*b^3*p*q*r*x^2+44320*a*b^2*c^3 *g*p*r+260064*a*b^2*c^3*g*p*x+27072*a*b^2*c^3*g*q*r+181056*a*b^2*c^3*g*q*x+ 133920*a*b^2*c^3*g*r*x+16896*a*b^2*c^3*p*q*r+110016*a*b^2*c^3*p*q*x+50896*a*b^2 *c^3*p*r*x+43856*a*b^2*c^3*q*r*x+40216*a*b^2*c^2*g^2*p*r+240000*a*b^2*c^2*g^2*p *x+23432*a*b^2*c^2*g^2*q*r+159744*a*b^2*c^2*g^2*q*x+149968*a*b^2*c^2*g^2*r*x+ 27048*a*b^2*c^2*g*p^2*r+161616*a*b^2*c^2*g*p^2*x+21568*a*b^2*c^2*g*p*r^2-49632* a*b^2*c^2*g*p*x^2+8344*a*b^2*c^2*g*q^2*r+76080*a*b^2*c^2*g*q^2*x+10792*a*b^2*c^ 2*g*q*r^2-50688*a*b^2*c^2*g*q*x^2-5832*a*b^2*c^2*g*r^2*x-132424*a*b^2*c^2*g*r*x ^2+9664*a*b^2*c^2*p^2*q*r+64368*a*b^2*c^2*p^2*q*x+148032*a*b^3*c^2*g*p*x+11376* a*b^3*c^2*g*q*r+93792*a*b^3*c^2*g*q*x+89440*a*b^3*c^2*g*r*x+8032*a*b^3*c^2*p*q* r+65664*a*b^3*c^2*p*q*x+39424*a*b^3*c^2*p*r*x+30464*a*b^3*c^2*q*r*x+12008*a*b^3 *c*g^2*p*r+79488*a*b^3*c*g^2*p*x+5720*a*b^3*c*g^2*q*r+47328*a*b^3*c*g^2*q*x+ 63912*a*b^3*c*g^2*r*x+9352*a*b^3*c*g*p^2*r+63552*a*b^3*c*g*p^2*x+7240*a*b^3*c*g *p*r^2-7392*a*b^3*c*g*p*x^2+23424*a*b^3*c*g*q^2*x+2760*a*b^3*c*g*q*r^2-7776*a*b ^3*c*g*q*x^2+5256*a*b^3*c*g*r^2*x-47976*a*b^3*c*g*r*x^2+2968*a*b^3*c*p^2*q*r+ 26352*a*b^3*c*p^2*q*x+12352*a*b^3*c*p^2*r*x+16752*a*b^3*c*p*q^2*x+1592*a*b^3*c* p*q*r^2-19008*a*b^3*c*p*q*x^2-5024*a*b^3*c*p*r^2*x-35896*a*b^3*c*p*r*x^2+7936*a *b^3*c*q^2*r*x-2256*a*b^3*c*q*r^2*x-37112*a*b^3*c*q*r*x^2+2712*a*b^3*g^2*p*q*r+ 24384*a*b^3*g^2*p*q*x+25732*a*b^3*g^2*p*r*x+18732*a*b^3*g^2*q*r*x+2044*a*b^3*g* p^2*q*r+18888*a*b^3*g*p^2*q*x+3344*a*b*c^4*q*r^2-22080*a*b*c^4*q*x^2-6432*a*b*c ^4*r^2*x-39456*a*b*c^4*r*x^2+19712*a*b*c^3*g^3*r+109824*a*b*c^3*g^3*x+15704*a*b *c^3*g^2*r^2-14976*a*b*c^3*g^2*x^2+2464*a*b*c^3*g*r^3+3680*a*b*c^3*p^3*r+21840* a*b*c^3*p^3*x+4800*a*b*c^3*p^2*r^2-20448*a*b*c^3*p^2*x^2+1152*a*b*c^3*p*r^3+936 *a*b*c^3*q^3*r+8688*a*b*c^3*q^3*x+1576*a*b*c^3*q^2*r^2-20448*a*b*c^3*q^2*x^2+ 248*a*b*c^3*q*r^3-10000*a*b*c^3*r^3*x-26128*a*b*c^3*r^2*x^2+7684*a*b*c^2*g^4*r+ 39456*a*b*c^2*g^4*x+9856*a*b*c^2*g^3*r^2+10272*a*b*c^2*g^3*x^2+3448*a*b*c^2*g^2 *r^3-464*a*b*c^2*g*r^4+1172*a*b*c^2*p^4*r+6144*a*b*c^2*p^4*x+2112*a*b*c^2*p^3*r ^2-8592*a*b*c^2*p^3*x^2+816*a*b*c^2*p^2*r^3-256*a*b*c^2*p*r^4+1632*a*b*c^2*q^4* x+284*a*b*c^2*q^3*r^2-8592*a*b*c^2*q^3*x^2-92*a*b*c^2*q^2*r^3-364*a*b*c^2*q*r^4 -1728*a*b*c^2*r^4*x+1488*a*b^2*p^4*q*x+150*a*b^2*p^4*r*x+246*a*b^2*p^3*q^2*r+ 2232*a*b^2*p^3*q^2*x+358*a*b^2*p^3*q*r^2-2976*a*b^2*p^3*q*x^2-1492*a*b^2*p^3*r^ 2*x-3258*a*b^2*p^3*r*x^2+1488*a*b^2*p^2*q^3*x+188*a*b^2*p^2*q^2*r^2-4464*a*b^2* p^2*q^2*x^2+22*a*b^2*p^2*q*r^3-1686*a*b^2*p^2*r^3*x-2654*a*b^2*p^2*r^2*x^2-2976 *a*b^2*p*q^3*x^2-276*a*b^2*p*r^4*x+996*a*b^2*p*r^3*x^2-184*a*b^2*q^3*r^2*x-3258 *a*b^2*q^3*r*x^2-562*a*b^2*q^2*r^3*x-2654*a*b^2*q^2*r^2*x^2-36*a*b^2*q*r^4*x+ 996*a*b^2*q*r^3*x^2+14144*a*b*c^5*g*r+82944*a*b*c^5*g*x+6944*a*b*c^5*p*r+42432* a*b*c^5*p*x+5088*a*b*c^5*q*r+31296*a*b*c^5*q*x+18112*a*b*c^5*r*x+24576*a*b*c^4* g^2*r+142080*a*b*c^4*g^2*x+10720*a*b*c^4*g*r^2-24960*a*b*c^4*g*x^2+6848*a*b*c^4 *p^2*r+42432*a*b*c^4*p^2*x+5504*a*b*c^4*p*r^2-22080*a*b*c^4*p*x^2+3312*a*b*c^4* q^2*r+23232*a*b*c^4*q^2*x-288*a*b^2*c*p*r^4-7440*a*b^2*c*q^3*x^2-1376*a*b^2*c*r ^4*x-824*a*b^2*c*r^3*x^2+1544*a*b^2*g^4*p*r+8736*a*b^2*g^4*p*x+4992*a*b^2*g^4*q *x+11048*a*b^2*g^4*r*x+3134*a*b^2*g^3*p^2*r+19584*a*b^2*g^3*p^2*x+3002*a*b^2*g^ 3*p*r^2+5712*a*b^2*g^3*p*x^2+7584*a*b^2*g^3*q^2*x+1452*a*b^2*g^3*q*r^2+5712*a*b ^2*g^3*q*x^2+5678*a*b^2*g^3*r^2*x-6922*a*b^2*g^3*r*x^2+2414*a*b^2*g^2*p^3*r+ 14400*a*b^2*g^2*p^3*x+3452*a*b^2*g^2*p^2*r^2-6000*a*b^2*g^2*p^2*x^2+1022*a*b^2* g^2*p*r^3+3696*a*b^2*g^2*q^3*x+706*a*b^2*g^2*q^2*r^2-6240*a*b^2*g^2*q^2*x^2+270 *a*b^2*g^2*q*r^3-6952*a*b^2*g^2*r^3*x-27062*a*b^2*g^2*r^2*x^2+760*a*b^2*g*p^4*r +4032*a*b^2*g*p^4*x+1376*a*b^2*g*p^3*r^2-5064*a*b^2*g*p^3*x^2+508*a*b^2*g*p^2*r ^3-204*a*b^2*g*p*r^4-5064*a*b^2*g*q^3*x^2-1428*a*b^2*g*r^4*x-1788*a*b^2*g*r^3*x ^2+246*a*b^2*p^4*q*r+173664*a*b^2*c^3*g^2*x+15152*a*b^2*c^3*g*r^2-18816*a*b^2*c ^3*g*x^2+12080*a*b^2*c^3*p^2*r+71040*a*b^2*c^3*p^2*x+8896*a*b^2*c^3*p*r^2-33216 *a*b^2*c^3*p*x^2+4416*a*b^2*c^3*q^2*r+37440*a*b^2*c^3*q^2*x+4864*a*b^2*c^3*q*r^ 2-33408*a*b^2*c^3*q*x^2-9040*a*b^2*c^3*r^2*x-67088*a*b^2*c^3*r*x^2+15552*a*b^2* c^2*g^3*r+83520*a*b^2*c^2*g^3*x+14296*a*b^2*c^2*g^2*r^2+14400*a*b^2*c^2*g^2*x^2 +2152*a*b^2*c^2*g*r^3+4560*a*b^2*c^2*p^3*r+26880*a*b^2*c^2*p^3*x+5480*a*b^2*c^2 *p^2*r^2-24960*a*b^2*c^2*p^2*x^2+848*a*b^2*c^2*p*r^3+9264*a*b^2*c^2*q^3*x+1288* a*b^2*c^2*q^2*r^2-25056*a*b^2*c^2*q^2*x^2-72*a*b^2*c^2*q*r^3-12432*a*b^2*c^2*r^ 3*x-38456*a*b^2*c^2*r^2*x^2+3220*a*b^2*c*g^4*r+14280*a*b^2*c*g^4*x+5276*a*b^2*c *g^3*r^2+25104*a*b^2*c*g^3*x^2+2092*a*b^2*c*g^2*r^3-536*a*b^2*c*g*r^4+908*a*b^2 *c*p^4*r+4968*a*b^2*c*p^4*x+1528*a*b^2*c*p^3*r^2-7440*a*b^2*c*p^3*x^2+440*a*b^2 *c*p^2*r^3+2592*a*b^3*g^2*p^2*r+18432*a*b^3*g^2*p^2*x+2340*a*b^3*g^2*p*r^2+5328 *a*b^3*g^2*p*x^2+5952*a*b^3*g^2*q^2*x+952*a*b^3*g^2*q*r^2+5328*a*b^3*g^2*q*x^2+ 5228*a*b^3*g^2*r^2*x-8128*a*b^3*g^2*r*x^2+1244*a*b^3*g*p^3*r+8616*a*b^3*g*p^3*x +1648*a*b^3*g*p^2*r^2-4272*a*b^3*g*p^2*x^2+316*a*b^3*g*p*r^3-4464*a*b^3*g*q^2*x ^2-4092*a*b^3*g*r^3*x-18504*a*b^3*g*r^2*x^2+336*a*b^3*p^3*q*r+3312*a*b^3*p^3*q* x+1084*a*b^3*p^3*r*x+3312*a*b^3*p^2*q^2*x+308*a*b^3*p^2*q*r^2-4608*a*b^3*p^2*q* x^2-1644*a*b^3*p^2*r^2*x-6880*a*b^3*p^2*r*x^2-4608*a*b^3*p*q^2*x^2-1856*a*b^3*p *r^3*x-5992*a*b^3*p*r^2*x^2-116*a*b^3*q^2*r^2*x-6880*a*b^3*q^2*r*x^2-1064*a*b^3 *q*r^3*x-5992*a*b^3*q*r^2*x^2+26528*a*b^2*c^4*g*r+149376*a*b^2*c^4*g*x+15904*a* b^2*c^4*p*r+90240*a*b^2*c^4*p*x+10464*a*b^2*c^4*q*r+66432*a*b^2*c^4*q*x+39712*a *b^2*c^4*r*x+30768*a*b^2*c^3*g^2*r-1920*a*b^4*p*q*x^2-16*a*b^4*p*r^2*x-5256*a*b ^4*p*r*x^2+400*a*b^4*q*r^2*x-5256*a*b^4*q*r*x^2+18144*a*b^3*c^3*g*r+109632*a*b^ 3*c^3*g*x+12448*a*b^3*c^3*p*r+76224*a*b^3*c^3*p*x+6624*a*b^3*c^3*q*r+51072*a*b^ 3*c^3*q*x+37280*a*b^3*c^3*r*x+13552*a*b^3*c^2*g^2*r+80928*a*b^3*c^2*g^2*x+7152* a*b^3*c^2*g*r^2+7488*a*b^3*c^2*g*x^2+7088*a*b^3*c^2*p^2*r+46080*a*b^3*c^2*p^2*x +4816*a*b^3*c^2*p*r^2-16128*a*b^3*c^2*p*x^2+18816*a*b^3*c^2*q^2*x+1792*a*b^3*c^ 2*q*r^2-16896*a*b^3*c^2*q*x^2-1856*a*b^3*c^2*r^2*x-43152*a*b^3*c^2*r*x^2+3656*a *b^3*c*g^3*r+18720*a*b^3*c*g^3*x+4200*a*b^3*c*g^2*r^2+25056*a*b^3*c*g^2*x^2+640 *a*b^3*c*g*r^3+1752*a*b^3*c*p^3*r+11856*a*b^3*c*p^3*x+2032*a*b^3*c*p^2*r^2-9312 *a*b^3*c*p^2*x^2+184*a*b^3*c*p*r^3-9696*a*b^3*c*q^2*x^2-5032*a*b^3*c*r^3*x-\ 20992*a*b^3*c*r^2*x^2+1732*a*b^3*g^3*p*r+11160*a*b^3*g^3*p*x+5880*a*b^3*g^3*q*x +14120*a*b^3*g^3*r*x+3840*a*b^5*c*g*x+4224*a*b^5*c*p*x+3488*a*b^5*c*r*x+2112*a* b^5*g*p*x+2720*a*b^5*g*r*x+1520*a*b^5*p*r*x+4640*a*b^4*c^2*g*r+34368*a*b^4*c^2* g*x+3552*a*b^4*c^2*p*r+28032*a*b^4*c^2*p*x+15936*a*b^4*c^2*q*x+16416*a*b^4*c^2* r*x+1856*a*b^4*c*g^2*r+12480*a*b^4*c*g^2*x+1072*a*b^4*c*g*r^2+11520*a*b^4*c*g*x ^2+1280*a*b^4*c*p^2*r+11712*a*b^4*c*p^2*x+736*a*b^4*c*p*r^2-1920*a*b^4*c*p*x^2-\ 1920*a*b^4*c*q*x^2+1376*a*b^4*c*r^2*x-10912*a*b^4*c*r*x^2+840*a*b^4*g^2*p*r+ 7200*a*b^4*g^2*p*x+3264*a*b^4*g^2*q*x+9152*a*b^4*g^2*r*x+776*a*b^4*g*p^2*r+7584 *a*b^4*g*p^2*x+624*a*b^4*g*p*r^2+2304*a*b^4*g*p*x^2+2304*a*b^4*g*q*x^2+2384*a*b ^4*g*r^2*x-4200*a*b^4*g*r*x^2+3072*a*b^4*p^2*q*x+2152*a*b^4*p^2*r*x+294*a^2*g*p ^4*q*r+1344*a^2*g*p^4*q*x+378*a^2*g*p^4*r*x+289*a^2*g*p^3*q^2*r+1812*a^2*g*p^3* q^2*x+525*a^2*g*p^3*q*r^2-1764*a^2*g*p^3*q*x^2-1064*a^2*g*p^3*r^2*x-2258*a^2*g* p^3*r*x^2+129*a^2*g*p^2*q^3*r+1158*a^2*g*p^2*q^3*x+319*a^2*g*p^2*q^2*r^2-2676*a ^2*g*p^2*q^2*x^2+181*a^2*g*p^2*q*r^3-1592*a^2*g*p^2*r^3*x-2142*a^2*g*p^2*r^2*x^ 2+22*a^2*g*p*q^4*r+336*a^2*g*p*q^4*x+69*a^2*g*p*q^3*r^2-1788*a^2*g*p*q^3*x^2+11 *a^2*g*p*q^2*r^3-86*a^2*g*p*q*r^4-524*a^2*g*p*r^4*x+424*a^2*g*p*r^3*x^2+67*a^2* g*q^4*r*x-396*a^2*g*q^3*r^2*x-1887*a^2*g*q^3*r*x^2-747*a^2*g*q^2*r^3*x-1521*a^2 *g*q^2*r^2*x^2-294*a^2*g*q*r^4*x+610*a^2*g*q*r^3*x^2-288*a^2*c*q^2*r^3*x-388*a^ 2*c*q^2*r^2*x^2-216*a^2*c*q*r^4*x+224*a^2*c*q*r^3*x^2+1204*a^2*g^4*p*q*r+7296*a ^2*g^4*p*q*x+6855*a^2*g^4*p*r*x+5433*a^2*g^4*q*r*x+1988*a^2*g^3*p^2*q*r+11568*a ^2*g^3*p^2*q*x+6443*a^2*g^3*p^2*r*x+1175*a^2*g^3*p*q^2*r+8172*a^2*g^3*p*q^2*x+ 2009*a^2*g^3*p*q*r^2-3192*a^2*g^3*p*q*x^2-1262*a^2*g^3*p*r^2*x-10195*a^2*g^3*p* r*x^2+4147*a^2*g^3*q^2*r*x-386*a^2*g^3*q*r^2*x-9587*a^2*g^3*q*r*x^2+1316*a^2*g^ 2*p^3*q*r+6828*a^2*g^2*p^3*q*x+2544*a^2*g^2*p^3*r*x+1074*a^2*g^2*p^2*q^2*r+7224 *a^2*g^2*p^2*q^2*x+1916*a^2*g^2*p^2*q*r^2-5556*a^2*g^2*p^2*q*x^2-3128*a^2*g^2*p ^2*r^2*x-9465*a^2*g^2*p^2*r*x^2+354*a^2*g^2*p*q^3*r+3120*a^2*g^2*p*q^3*x+870*a^ 2*g^2*p*q^2*r^2-5556*a^2*g^2*p*q^2*x^2+594*a^2*g^2*p*q*r^3-4244*a^2*g^2*p*r^3*x -8930*a^2*g^2*p*r^2*x^2+1009*a^2*g^2*q^3*r*x-1525*a^2*g^2*q^2*r^2*x-8466*a^2*g^ 2*q^2*r*x^2-3018*a^2*g^2*q*r^3*x-7802*a^2*g^2*q*r^2*x^2+3070*a^2*c*g*p^3*r^2-\ 4416*a^2*c*g*p^3*x^2+2034*a^2*c*g*p^2*r^3+258*a^2*c*g*p*r^4+48*a^2*c*g*q^4*r+ 732*a^2*c*g*q^4*x+164*a^2*c*g*q^3*r^2-4536*a^2*c*g*q^3*x^2+126*a^2*c*g*q^2*r^3-\ 64*a^2*c*g*q*r^4-1744*a^2*c*g*r^4*x-852*a^2*c*g*r^3*x^2+166*a^2*c*p^4*q*r+900*a ^2*c*p^4*q*x+654*a^2*c*p^4*r*x+68*a^2*c*p^3*q^2*r+792*a^2*c*p^3*q^2*x+344*a^2*c *p^3*q*r^2-552*a^2*c*p^3*q*x^2-148*a^2*c*p^3*r^2*x-1258*a^2*c*p^3*r*x^2+228*a^2 *c*p^2*q^3*x+90*a^2*c*p^2*q^2*r^2-888*a^2*c*p^2*q^2*x^2+184*a^2*c*p^2*q*r^3-854 *a^2*c*p^2*r^3*x-1630*a^2*c*p^2*r^2*x^2-600*a^2*c*p*q^3*x^2+16*a^2*c*p*q^2*r^3-\ 18*a^2*c*p*q*r^4-436*a^2*c*p*r^4*x-148*a^2*c*p*r^3*x^2-120*a^2*c*q^3*r^2*x-516* a^2*c*q^3*r*x^2+672*a^2*c^2*p*q^3*x+240*a^2*c^2*p*q^2*r^2-3552*a^2*c^2*p*q^2*x^ 2+696*a^2*c^2*p*q*r^3-2560*a^2*c^2*p*r^3*x-6520*a^2*c^2*p*r^2*x^2+352*a^2*c^2*q ^3*r*x-224*a^2*c^2*q^2*r^2*x-4080*a^2*c^2*q^2*r*x^2-1256*a^2*c^2*q*r^3*x-3260*a ^2*c^2*q*r^2*x^2+3502*a^2*c*g^4*p*r+20352*a^2*c*g^4*p*x+2394*a^2*c*g^4*q*r+ 13896*a^2*c*g^4*q*x+17002*a^2*c*g^4*r*x+6200*a^2*c*g^3*p^2*r+34872*a^2*c*g^3*p^ 2*x+6760*a^2*c*g^3*p*r^2-2760*a^2*c*g^3*p*x^2+2354*a^2*c*g^3*q^2*r+16776*a^2*c* g^3*q^2*x+3460*a^2*c*g^3*q*r^2-2376*a^2*c*g^3*q*x^2+3070*a^2*c*g^3*r^2*x-19578* a^2*c*g^3*r*x^2+4656*a^2*c*g^2*p^3*r+22728*a^2*c*g^2*p^3*x+7832*a^2*c*g^2*p^2*r ^2-11448*a^2*c*g^2*p^2*x^2+3620*a^2*c*g^2*p*r^3+732*a^2*c*g^2*q^3*r+6732*a^2*c* g^2*q^3*x+1710*a^2*c*g^2*q^2*r^2-10992*a^2*c*g^2*q^2*x^2+1376*a^2*c*g^2*q*r^3-\ 9458*a^2*c*g^2*r^3*x-27632*a^2*c*g^2*r^2*x^2+1382*a^2*c*g*p^4*r+5688*a^2*c*g*p^ 4*x-6624*a^2*c^3*p*q*x^2+1392*a^2*c^3*p*r^2*x-15096*a^2*c^3*p*r*x^2+3352*a^2*c^ 3*q^2*r*x+1088*a^2*c^3*q*r^2*x-11128*a^2*c^3*q*r*x^2+12388*a^2*c^2*g^3*p*r+ 75864*a^2*c^2*g^3*p*x+8148*a^2*c^2*g^3*q*r+52320*a^2*c^2*g^3*q*x+49360*a^2*c^2* g^3*r*x+13548*a^2*c^2*g^2*p^2*r+79896*a^2*c^2*g^2*p^2*x+14312*a^2*c^2*g^2*p*r^2 -19728*a^2*c^2*g^2*p*x^2+4664*a^2*c^2*g^2*q^2*r+36216*a^2*c^2*g^2*q^2*x+6696*a^ 2*c^2*g^2*q*r^2-18816*a^2*c^2*g^2*q*x^2+284*a^2*c^2*g^2*r^2*x-54448*a^2*c^2*g^2 *r*x^2+5580*a^2*c^2*g*p^3*r+29040*a^2*c^2*g*p^3*x+9536*a^2*c^2*g*p^2*r^2-15264* a^2*c^2*g*p^2*x^2+4644*a^2*c^2*g*p*r^3+636*a^2*c^2*g*q^3*r+6480*a^2*c^2*g*q^3*x +1440*a^2*c^2*g*q^2*r^2-15456*a^2*c^2*g*q^2*x^2+1516*a^2*c^2*g*q*r^3-9588*a^2*c ^2*g*r^3*x-28028*a^2*c^2*g*r^2*x^2+824*a^2*c^2*p^3*q*r+6144*a^2*c^2*p^3*q*x+ 4928*a^2*c^2*p^3*r*x+208*a^2*c^2*p^2*q^2*r+3864*a^2*c^2*p^2*q^2*x+1428*a^2*c^2* p^2*q*r^2-3312*a^2*c^2*p^2*q*x^2-96*a^2*c^2*p^2*r^2*x-7548*a^2*c^2*p^2*r*x^2-\ 2976*a^2*b*p*q^3*x^2+6*a^2*b*p*q^2*r^3-154*a^2*b*p*q*r^4-612*a^2*b*p*r^4*x+996* a^2*b*p*r^3*x^2+134*a^2*b*q^4*r*x-672*a^2*b*q^3*r^2*x-3258*a^2*b*q^3*r*x^2-1206 *a^2*b*q^2*r^3*x-2654*a^2*b*q^2*r^2*x^2-372*a^2*b*q*r^4*x+996*a^2*b*q*r^3*x^2+ 9104*a^2*c^4*g*p*r+75168*a^2*c^4*g*p*x+5136*a^2*c^4*g*q*r+46464*a^2*c^4*g*q*x+ 39616*a^2*c^4*g*r*x+640*a^2*c^4*p*q*r+16128*a^2*c^4*p*q*x+17280*a^2*c^4*p*r*x+ 9312*a^2*c^4*q*r*x+17624*a^2*c^3*g^2*p*r+118368*a^2*c^3*g^2*p*x+11096*a^2*c^3*g ^2*q*r+79728*a^2*c^3*g^2*q*x+66208*a^2*c^3*g^2*r*x+10240*a^2*c^3*g*p^2*r+68208* a^2*c^3*g*p^2*x+11072*a^2*c^3*g*p*r^2-21216*a^2*c^3*g*p*x^2+2808*a^2*c^3*g*q^2* r+25728*a^2*c^3*g*q^2*x+4176*a^2*c^3*g*q*r^2-21216*a^2*c^3*g*q*x^2-88*a^2*c^3*g *r^2*x-48480*a^2*c^3*g*r*x^2+1304*a^2*c^3*p^2*q*r+15264*a^2*c^3*p^2*q*x+13872*a ^2*c^3*p^2*r*x+144*a^2*c^3*p*q^2*r+5952*a^2*c^3*p*q^2*x+1640*a^2*c^3*p*q*r^2+ 550*a^2*b*g^2*q^3*r+5376*a^2*b*g^2*q^3*x+1472*a^2*b*g^2*q^2*r^2-6000*a^2*b*g^2* q^2*x^2+922*a^2*b*g^2*q*r^3-8356*a^2*b*g^2*r^3*x-27062*a^2*b*g^2*r^2*x^2+1138*a ^2*b*g*p^4*r+4848*a^2*b*g*p^4*x+2276*a^2*b*g*p^3*r^2-5064*a^2*b*g*p^3*x^2+1128* a^2*b*g*p^2*r^3-142*a^2*b*g*p*r^4+1056*a^2*b*g*q^4*x+248*a^2*b*g*q^3*r^2-5064*a ^2*b*g*q^3*x^2+54*a^2*b*g*q^2*r^3-252*a^2*b*g*q*r^4-2068*a^2*b*g*r^4*x-1788*a^2 *b*g*r^3*x^2+422*a^2*b*p^4*q*r+1788*a^2*b*p^4*q*x+102*a^2*b*p^4*r*x+510*a^2*b*p ^3*q^2*r+2832*a^2*b*p^3*q^2*x+706*a^2*b*p^3*q*r^2-2976*a^2*b*p^3*q*x^2-1980*a^2 *b*p^3*r^2*x-3258*a^2*b*p^3*r*x^2+258*a^2*b*p^2*q^3*r+2088*a^2*b*p^2*q^3*x+548* a^2*b*p^2*q^2*r^2-4464*a^2*b*p^2*q^2*x^2+178*a^2*b*p^2*q*r^3-2330*a^2*b*p^2*r^3 *x-2654*a^2*b*p^2*r^2*x^2+672*a^2*b*p*q^4*x+138*a^2*b*p*q^3*r^2-15200*a^2*b*c^2 *r^3*x-38456*a^2*b*c^2*r^2*x^2+3596*a^2*b*c*g^4*r+15672*a^2*b*c*g^4*x+7456*a^2* b*c*g^3*r^2+25104*a^2*b*c*g^3*x^2+4352*a^2*b*c*g^2*r^3-68*a^2*b*c*g*r^4+1456*a^ 2*b*c*p^4*r+6264*a^2*b*c*p^4*x+2828*a^2*b*c*p^3*r^2-7440*a^2*b*c*p^3*x^2+1316*a ^2*b*c*p^2*r^3-224*a^2*b*c*p*r^4+1464*a^2*b*c*q^4*x+328*a^2*b*c*q^3*r^2-7440*a^ 2*b*c*q^3*x^2+52*a^2*b*c*q^2*r^3-320*a^2*b*c*q*r^4-2320*a^2*b*c*r^4*x-824*a^2*b *c*r^3*x^2+1780*a^2*b*g^4*p*r+9984*a^2*b*g^4*p*x+1200*a^2*b*g^4*q*r+6240*a^2*b* g^4*q*x+12664*a^2*b*g^4*r*x+3864*a^2*b*g^3*p^2*r+22224*a^2*b*g^3*p^2*x+4394*a^2 *b*g^3*p*r^2+5712*a^2*b*g^3*p*x^2+1448*a^2*b*g^3*q^2*r+10224*a^2*b*g^3*q^2*x+ 2424*a^2*b*g^3*q*r^2+5712*a^2*b*g^3*q*x^2+6234*a^2*b*g^3*r^2*x-6922*a^2*b*g^3*r *x^2+3238*a^2*b*g^2*p^3*r+16560*a^2*b*g^2*p^3*x+5258*a^2*b*g^2*p^2*r^2-6240*a^2 *b*g^2*p^2*x^2+2142*a^2*b*g^2*p*r^3+1368*a^2*b^2*q^3*r*x-2032*a^2*b^2*q^2*r^2*x -13760*a^2*b^2*q^2*r*x^2-3944*a^2*b^2*q*r^3*x-11984*a^2*b^2*q*r^2*x^2+25312*a^2 *b*c^4*g*r+154752*a^2*b*c^4*g*x+15136*a^2*b*c^4*p*r+97920*a^2*b*c^4*p*x+10272*a ^2*b*c^4*q*r+67968*a^2*b*c^4*q*x+47392*a^2*b*c^4*r*x+32064*a^2*b*c^3*g^2*r+ 184608*a^2*b*c^3*g^2*x+19264*a^2*b*c^3*g*r^2-18816*a^2*b*c^3*g*x^2+13744*a^2*b* c^3*p^2*r+82752*a^2*b*c^3*p^2*x+12880*a^2*b*c^3*p*r^2-33408*a^2*b*c^3*p*x^2+ 5616*a^2*b*c^3*q^2*r+40320*a^2*b*c^3*q^2*x+7040*a^2*b*c^3*q*r^2-33216*a^2*b*c^3 *q*x^2-7664*a^2*b*c^3*r^2*x-67088*a^2*b*c^3*r*x^2+17088*a^2*b*c^2*g^3*r+90432*a ^2*b*c^2*g^3*x+19336*a^2*b*c^2*g^2*r^2+14400*a^2*b*c^2*g^2*x^2+5440*a^2*b*c^2*g *r^3+6336*a^2*b*c^2*p^3*r+33168*a^2*b*c^2*p^3*x+9328*a^2*b*c^2*p^2*r^2-25056*a^ 2*b*c^2*p^2*x^2+3152*a^2*b*c^2*p*r^3+1272*a^2*b*c^2*q^3*r+11328*a^2*b*c^2*q^3*x +2608*a^2*b*c^2*q^2*r^2-24960*a^2*b*c^2*q^2*x^2+1144*a^2*b*c^2*q*r^3+2*a*c*p^3* r^4-16*a*c*p^2*r^5-8*a*c*r^5*x^2+504*a*g^6*p*x+312*a*g^6*q*x+640*a*g^6*r*x+300* a*g^5*p^2*r+1764*a*g^5*p^2*x+314*a*g^5*p*r^2+504*a*g^5*p*x^2+804*a*g^5*q^2*x+ 163*a*g^5*q*r^2+504*a*g^5*q*x^2+563*a*g^5*r^2*x-478*a*g^5*r*x^2+434*a*g^4*p^3*r +2328*a*g^4*p^3*x+719*a*g^4*p^2*r^2-684*a*g^4*p^2*x^2+326*a*g^4*p*r^3+732*a*g^4 *q^3*x+189*a*g^4*q^2*r^2-636*a*g^4*q^2*x^2+139*a*g^4*q*r^3-1010*a*g^4*r^3*x-\ 3588*a*g^4*r^2*x^2+326*a*g^3*p^4*r+1476*a*g^3*p^4*x+702*a*g^3*p^3*r^2-1296*a*g^ 3*p^3*x^2+434*a*g^3*p^2*r^3+31*a*g^3*p*r^4+282*a*g^3*q^4*x+67*a*g^3*q^3*r^2-\ 1296*a*g^3*q^3*x^2+33*a*g^3*q^2*r^3-40*a*g^3*q*r^4-628*a*g^3*r^4*x-948*a*g^3*r^ 3*x^2+120*a*g^2*p^5*r+456*a*g^2*p^5*x+306*a*g^2*p^4*r^2-564*a*g^2*p^4*x^2+220*a *g^2*p^3*r^3-10*a*g^2*p^2*r^4+42*a*g^2*q^5*x+432*a*c^3*p^4*r+2280*a*c^3*p^4*x+ 1008*a*c^3*p^3*r^2-960*a*c^3*p^3*x^2+744*a*c^3*p^2*r^3+152*a*c^3*p*r^4-960*a*c^ 3*q^3*x^2+40*a*c^3*q^2*r^3+24*a*c^3*q*r^4-472*a*c^3*r^4*x-40*a*c^3*r^3*x^2+1370 *a*c^2*g^5*r+6984*a*c^2*g^5*x+2238*a*c^2*g^4*r^2+2304*a*c^2*g^4*x^2+1556*a*c^2* g^3*r^3+220*a*c^2*g^2*r^4-82*a*c^2*g*r^5+124*a*c^2*p^5*r+516*a*c^2*p^5*x+342*a* c^2*p^4*r^2-240*a*c^2*p^4*x^2+296*a*c^2*p^3*r^3+50*a*c^2*p^2*r^4-40*a*c^2*p*r^5 -144*a*c^2*q^4*x^2-12*a*c^2*q^2*r^4-24*a*c^2*q*r^5-36*a*c^2*r^5*x+304*a*c^2*r^4 *x^2+792*a*c*g^6*x+475*a*c*g^5*r^2+2016*a*c*g^5*x^2+562*a*c*g^4*r^3+110*a*c*g^3 *r^4-97*a*c*g^2*r^5+14*a*c*p^6*r+48*a*c*p^6*x+44*a*c*p^5*r^2-24*a*c*p^5*x^2+42* a*c*p^4*r^3+18*a*b*p^4*r^3-22*a*b*p^3*r^4-24*a*b*p^2*r^5-120*a*b*q^5*x^2+1440*a *c^6*g*r+12672*a*c^6*g*x+192*a*c^6*p*r+4416*a*c^6*p*x+1728*a*c^6*q*x+2496*a*c^6 *r*x+5056*a*c^5*g^2*r+35136*a*c^5*g^2*x+1584*a*c^5*g*r^2-5760*a*c^5*g*x^2+608*a *c^5*p^2*r+6720*a*c^5*p^2*x+768*a*c^5*p*r^2-1920*a*c^5*p*x^2+864*a*c^5*q^2*x+96 *a*c^5*q*r^2-2304*a*c^5*q*x^2+672*a*c^5*r^2*x-4256*a*c^5*r*x^2+6640*a*c^4*g^3*r +41472*a*c^4*g^3*x+4448*a*c^4*g^2*r^2-9792*a*c^4*g^2*x^2+1136*a*c^4*g*r^3+736*a *c^4*p^3*r+5280*a*c^4*p^3*x+1360*a*c^4*p^2*r^2-1920*a*c^4*p^2*x^2+768*a*c^4*p*r ^3+144*a*c^4*q^3*x+24*a*c^4*q^2*r^2-2304*a*c^4*q^2*x^2+208*a*c^4*q*r^3-912*a*c^ 4*r^3*x-3264*a*c^4*r^2*x^2+4240*a*c^3*g^4*r+24264*a*c^3*g^4*x+4680*a*c^3*g^3*r^ 2-3936*a*c^3*g^3*x^2+1976*a*c^3*g^2*r^3+268*a*c^3*g*r^4+10560*a*b^3*g^3*x^2+372 *a*b^3*g^2*r^3+168*a*b^3*p^4*r+1104*a*b^3*p^4*x+280*a*b^3*p^3*r^2-1536*a*b^3*p^ 3*x^2+64*a*b^3*p^2*r^3-1536*a*b^3*q^3*x^2-240*a*b^3*r^4*x-320*a*b^3*r^3*x^2+ 8064*a*b^2*c^5*r+43776*a*b^2*c^5*x+5184*a*b^2*c^4*r^2-14208*a*b^2*c^4*x^2+496*a *b^2*c^3*r^3-432*a*b^2*c^2*r^4+634*a*b^2*g^4*r^2+7488*a*b^2*g^4*x^2+588*a*b^2*g ^3*r^3-138*a*b^2*g^2*r^4+82*a*b^2*p^5*r+372*a*b^2*p^5*x+176*a*b^2*p^4*r^2-744*a *b^2*p^4*x^2+76*a*b^2*p^3*r^3-48*a*b^2*p^2*r^4-744*a*b^2*q^4*x^2+140*a*b^2*r^5* x+1000*a*b^2*r^4*x^2+2880*a*b*c^6*r+16896*a*b*c^6*x+2464*a*b*c^5*r^2-8448*a*b*c ^5*x^2+544*a*b*c^4*r^3-216*a*b*c^3*r^4-132*a*b*c^2*r^5+240*a*b*g^5*r^2+2688*a*b *g^5*x^2+354*a*b*g^4*r^3-9*a*b*g^3*r^4-105*a*b*g^2*r^5+14*a*b*p^6*r+48*a*b*p^6* x+36*a*b*p^5*r^2-120*a*b*p^5*x^2+4608*a*b^5*c^2*x+1920*a*b^5*c*x^2+2880*a*b^5*g *x^2+960*a*b^5*p^2*x+384*a*b^5*p*x^2+384*a*b^5*q*x^2+464*a*b^5*r^2*x-640*a*b^5* r*x^2+3072*a*b^4*c^3*r+21504*a*b^4*c^3*x+704*a*b^4*c^2*r^2+1152*a*b^4*c^2*x^2+ 352*a*b^4*g^2*r^2+7872*a*b^4*g^2*x^2+136*a*b^4*p^3*r+1536*a*b^4*p^3*x+152*a*b^4 *p^2*r^2-960*a*b^4*p^2*x^2-960*a*b^4*q^2*x^2-584*a*b^4*r^3*x-3960*a*b^4*r^2*x^2 +7872*a*b^3*c^4*r+45312*a*b^3*c^4*x+3520*a*b^3*c^3*r^2-6912*a*b^3*c^3*x^2+96*a* b^3*c^2*r^3+736*a*b^3*g^3*r^2+812*a^2*g^2*p^2*r^3+67*a^2*g^2*p*r^4+420*a^2*g^2* q^4*x+111*a^2*g^2*q^3*r^2-1872*a^2*g^2*q^3*x^2+70*a^2*g^2*q^2*r^3-54*a^2*g^2*q* r^4-916*a^2*g^2*r^4*x-880*a^2*g^2*r^3*x^2+112*a^2*g*p^5*r+384*a^2*g*p^5*x+286*a ^2*g*p^4*r^2-432*a^2*g*p^4*x^2+204*a^2*g*p^3*r^3-14*a^2*g*p^2*r^4+30*a^2*g*q^5* x+3*a^2*g*q^4*r^2-444*a^2*g*q^4*x^2-12*a^2*g*q^3*r^3-39*a^2*g*q^2*r^4-36*a^2*g* q*r^5+10*a^2*g*r^5*x+620*a^2*g*r^4*x^2+5016*a^2*c*g^4*x^2+1600*a^2*c*g^3*r^3+ 320*a^2*c*g^2*r^4-88*a^2*c*g*r^5+98*a^2*c*p^5*r+336*a^2*c*p^5*x+282*a^2*c*p^4*r ^2-120*a^2*c*p^4*x^2+260*a^2*c*p^3*r^3+54*a^2*c*p^2*r^4-34*a^2*c*p*r^5-144*a^2* c*q^4*x^2-12*a^2*c*q^2*r^4-24*a^2*c*q*r^5-48*a^2*c*r^5*x+240*a^2*c*r^4*x^2+310* a^2*g^5*p*r+1740*a^2*g^5*p*x+1116*a^2*g^5*q*x+2212*a^2*g^5*r*x+878*a^2*g^4*p^2* r+4920*a^2*g^4*p^2*x+1035*a^2*g^4*p*r^2+1140*a^2*g^4*p*x^2+362*a^2*g^4*q^2*r+ 2376*a^2*g^4*q^2*x+558*a^2*g^4*q*r^2+1140*a^2*g^4*q*x^2+1329*a^2*g^4*r^2*x-1608 *a^2*g^4*r*x^2+1054*a^2*g^3*p^3*r+5052*a^2*g^3*p^3*x+1843*a^2*g^3*p^2*r^2-1692* a^2*g^3*p^2*x^2+894*a^2*g^3*p*r^3+193*a^2*g^3*q^3*r+1656*a^2*g^3*q^3*x+482*a^2* g^3*q^2*r^2-1500*a^2*g^3*q^2*x^2+389*a^2*g^3*q*r^3-2383*a^2*g^3*r^3*x-7646*a^2* g^3*r^2*x^2+581*a^2*g^2*p^4*r+2304*a^2*g^2*p^4*x+1278*a^2*g^2*p^3*r^2-1872*a^2* g^2*p^3*x^2+2416*a^2*c^4*p*r^2-3840*a^2*c^4*p*x^2+2784*a^2*c^4*q^2*x+320*a^2*c^ 4*q*r^2-4416*a^2*c^4*q*x^2+1984*a^2*c^4*r^2*x-10064*a^2*c^4*r*x^2+8528*a^2*c^3* g^3*r+51360*a^2*c^3*g^3*x+7560*a^2*c^3*g^2*r^2-8256*a^2*c^3*g^2*x^2+2720*a^2*c^ 3*g*r^3+1704*a^2*c^3*p^3*r+10176*a^2*c^3*p^3*x+3280*a^2*c^3*p^2*r^2-2880*a^2*c^ 3*p^2*x^2+1944*a^2*c^3*p*r^3+432*a^2*c^3*q^3*x+72*a^2*c^3*q^2*r^2-3552*a^2*c^3* q^2*x^2+560*a^2*c^3*q*r^3-1704*a^2*c^3*r^3*x-6520*a^2*c^3*r^2*x^2+3624*a^2*c^2* g^4*r+19224*a^2*c^2*g^4*x+5424*a^2*c^2*g^3*r^2+3120*a^2*c^2*g^3*x^2+3236*a^2*c^ 2*g^2*r^3+524*a^2*c^2*g*r^4+676*a^2*c^2*p^4*r+2952*a^2*c^2*p^4*x+1644*a^2*c^2*p ^3*r^2-960*a^2*c^2*p^3*x^2+1284*a^2*c^2*p^2*r^3+296*a^2*c^2*p*r^4-1200*a^2*c^2* q^3*x^2+80*a^2*c^2*q^2*r^3+60*a^2*c^2*q*r^4-680*a^2*c^2*r^4*x-296*a^2*c^2*r^3*x ^2+634*a^2*c*g^5*r+2688*a^2*c*g^5*x+1580*a^2*c*g^4*r^2+17184*a^2*b^2*g^3*x^2+ 1500*a^2*b^2*g^2*r^3-96*a^2*b^2*g*r^4+584*a^2*b^2*p^4*r+2640*a^2*b^2*p^4*x+1108 *a^2*b^2*p^3*r^2-3072*a^2*b^2*p^3*x^2+476*a^2*b^2*p^2*r^3-108*a^2*b^2*p*r^4-\ 3072*a^2*b^2*q^3*x^2-960*a^2*b^2*r^4*x-640*a^2*b^2*r^3*x^2+6720*a^2*b*c^5*r+ 43776*a^2*b*c^5*x+6208*a^2*b*c^4*r^2-14208*a^2*b*c^4*x^2+2144*a^2*b*c^3*r^3-96* a^2*b*c^2*r^4-168*a^2*b*c*r^5+914*a^2*b*g^4*r^2+7488*a^2*b*g^4*x^2+1090*a^2*b*g ^3*r^3+42*a^2*b*g^2*r^4-132*a^2*b*g*r^5+126*a^2*b*p^5*r+432*a^2*b*p^5*x+290*a^2 *b*p^4*r^2-744*a^2*b*p^4*x^2+148*a^2*b*p^3*r^3-82*a^2*b*p^2*r^4-78*a^2*b*p*r^5-\ 744*a^2*b*q^4*x^2+68*a^2*b*r^5*x+1000*a^2*b*r^4*x^2+3360*a^2*c^5*g*r+31104*a^2* c^5*g*x+704*a^2*c^5*p*r+13824*a^2*c^5*p*x+5952*a^2*c^5*q*x+8032*a^2*c^5*r*x+ 8912*a^2*c^4*g^2*r+61824*a^2*c^4*g^2*x+3872*a^2*c^4*g*r^2-9792*a^2*c^4*g*x^2+ 1840*a^2*c^4*p^2*r+17088*a^2*c^4*p^2*x+2688*a^2*b^5*c*x+1536*a^2*b^5*p*x+1984*a ^2*b^5*r*x+2880*a^2*b^4*c^2*r+23040*a^2*b^4*c^2*x+1024*a^2*b^4*c*r^2+7680*a^2*b ^4*c*x^2+672*a^2*b^4*g*r^2+9792*a^2*b^4*g*x^2+480*a^2*b^4*p^2*r+5184*a^2*b^4*p^ 2*x+528*a^2*b^4*p*r^2+1536*a^2*b^4*p*x^2+1536*a^2*b^4*q*x^2+1728*a^2*b^4*r^2*x-\ 2560*a^2*b^4*r*x^2+10944*a^2*b^3*c^3*r+69888*a^2*b^3*c^3*x+5696*a^2*b^3*c^2*r^2 +5376*a^2*b^3*c^2*x^2+832*a^2*b^3*c*r^3+1864*a^2*b^3*g^2*r^2+18816*a^2*b^3*g^2* x^2+752*a^2*b^3*g*r^3+888*a^2*b^3*p^3*r+5760*a^2*b^3*p^3*x+1312*a^2*b^3*p^2*r^2 -2880*a^2*b^3*p^2*x^2+376*a^2*b^3*p*r^3-2880*a^2*b^3*q^2*x^2-2904*a^2*b^3*r^3*x -11880*a^2*b^3*r^2*x^2+14976*a^2*b^2*c^4*r+89088*a^2*b^2*c^4*x+10528*a^2*b^2*c^ 3*r^2-11520*a^2*b^2*c^3*x^2+2224*a^2*b^2*c^2*r^3-216*a^2*b^2*c*r^4+2008*a^2*b^2 *g^3*r^2+2174*a^3*g^2*p^2*r^2-1728*a^3*g^2*p^2*x^2+1084*a^3*g^2*p*r^3+204*a^3*g ^2*q^3*r+1680*a^3*g^2*q^3*x+552*a^3*g^2*q^2*r^2-1488*a^3*g^2*q^2*x^2+472*a^3*g^ 2*q*r^3-2520*a^3*g^2*r^3*x-7266*a^3*g^2*r^2*x^2+350*a^3*g*p^4*r+1200*a^3*g*p^4* x+774*a^3*g*p^3*r^2-888*a^3*g*p^3*x^2+490*a^3*g*p^2*r^3+34*a^3*g*p*r^4+16*a^3*g *q^4*r+216*a^3*g*q^4*x+62*a^3*g*q^3*r^2-888*a^3*g*q^3*x^2+44*a^3*g*q^2*r^3-32*a ^3*g*q*r^4-460*a^3*g*r^4*x-180*a^3*g*r^3*x^2+1248*a^3*c^2*p^3*r+5904*a^3*c^2*p^ 3*x+2536*a^3*c^2*p^2*r^2-1440*a^3*c^2*p^2*x^2+1600*a^3*c^2*p*r^3+432*a^3*c^2*q^ 3*x+72*a^3*c^2*q^2*r^2-1344*a^3*c^2*q^2*x^2+496*a^3*c^2*q*r^3-1040*a^3*c^2*r^3* x-4296*a^3*c^2*r^2*x^2+1084*a^3*c*g^4*r+4824*a^3*c*g^4*x+2684*a^3*c*g^3*r^2+ 6000*a^3*c*g^3*x^2+2036*a^3*c*g^2*r^3+300*a^3*c*g*r^4+252*a^3*c*p^4*r+864*a^3*c *p^4*x+648*a^3*c*p^3*r^2-240*a^3*c*p^3*x^2+544*a^3*c*p^2*r^3+144*a^3*c*p*r^4-\ 240*a^3*c*q^3*x^2+40*a^3*c*q^2*r^3+36*a^3*c*q*r^4-200*a^3*c*r^4*x-40*a^3*c*r^3* x^2+568*a^3*g^4*p*r+3168*a^3*g^4*p*x+420*a^3*g^4*q*r+2112*a^3*g^4*q*x+4024*a^3* g^4*r*x+1372*a^3*g^3*p^2*r+6864*a^3*g^3*p^2*x+1756*a^3*g^3*p*r^2+1200*a^3*g^3*p *x^2+548*a^3*g^3*q^2*r+3504*a^3*g^3*q^2*x+966*a^3*g^3*q*r^2+1200*a^3*g^3*q*x^2+ 1414*a^3*g^3*r^2*x-2630*a^3*g^3*r*x^2+1208*a^3*g^2*p^3*r+4944*a^3*g^2*p^3*x+ 8320*a^3*b*c^4*r+51456*a^3*b*c^4*x+7616*a^3*b*c^3*r^2-6912*a^3*b*c^3*x^2+2528*a ^3*b*c^2*r^3+1776*a^3*b*g^3*r^2+10560*a^3*b*g^3*x^2+1564*a^3*b*g^2*r^3+44*a^3*b *g*r^4+448*a^3*b*p^4*r+1536*a^3*b*p^4*x+900*a^3*b*p^3*r^2-1536*a^3*b*p^3*x^2+ 436*a^3*b*p^2*r^3-76*a^3*b*p*r^4+432*a^3*b*q^4*x+124*a^3*b*q^3*r^2-1536*a^3*b*q ^3*x^2+48*a^3*b*q^2*r^3-100*a^3*b*q*r^4-720*a^3*b*r^4*x-320*a^3*b*r^3*x^2+4160* a^3*c^4*g*r+34176*a^3*c^4*g*x+960*a^3*c^4*p*r+15552*a^3*c^4*p*x+7488*a^3*c^4*q* x+9184*a^3*c^4*r*x+7888*a^3*c^3*g^2*r+49152*a^3*c^3*g^2*x+4512*a^3*c^3*g*r^2-\ 6144*a^3*c^3*g*x^2+1968*a^3*c^3*p^2*r+14688*a^3*c^3*p^2*x+2720*a^3*c^3*p*r^2-\ 2880*a^3*c^3*p*x^2+3168*a^3*c^3*q^2*x+384*a^3*c^3*q*r^2-2688*a^3*c^3*q*x^2+1712 *a^3*c^3*r^2*x-8656*a^3*c^3*r*x^2+4920*a^3*c^2*g^3*r+26400*a^3*c^2*g^3*x+6104*a ^3*c^2*g^2*r^2+960*a^3*c^2*g^2*x^2+2536*a^3*c^2*g*r^3+896*a^3*b^4*c*r+6912*a^3* b^4*c*x+416*a^3*b^4*p*r+4224*a^3*b^4*p*x+2304*a^3*b^4*q*x+5376*a^3*b^4*r*x+6720 *a^3*b^3*c^2*r+41472*a^3*b^3*c^2*x+3616*a^3*b^3*c*r^2+11520*a^3*b^3*c*x^2+1984* a^3*b^3*g*r^2+14208*a^3*b^3*g*x^2+1536*a^3*b^3*p^2*r+9792*a^3*b^3*p^2*x+1888*a^ 3*b^3*p*r^2+2304*a^3*b^3*p*x^2+4032*a^3*b^3*q^2*x+928*a^3*b^3*q*r^2+2304*a^3*b^ 3*q*x^2+2400*a^3*b^3*r^2*x-3840*a^3*b^3*r*x^2+13824*a^3*b^2*c^3*r+79104*a^3*b^2 *c^3*x+9760*a^3*b^2*c^2*r^2+5376*a^3*b^2*c^2*x^2+2064*a^3*b^2*c*r^3+3048*a^3*b^ 2*g^2*r^2+18816*a^3*b^2*g^2*x^2+1576*a^3*b^2*g*r^3+1536*a^3*b^2*p^3*r+6912*a^3* b^2*p^3*x+2480*a^3*b^2*p^2*r^2-2880*a^3*b^2*p^2*x^2+944*a^3*b^2*p*r^3+2304*a^3* b^2*q^3*x+616*a^3*b^2*q^2*r^2-2880*a^3*b^2*q^2*x^2+376*a^3*b^2*q*r^3-4056*a^3*b ^2*r^3*x-11880*a^3*b^2*r^2*x^2+960*a^4*c*p^3*x+616*a^4*c*p^2*r^2-288*a^4*c*p^2* x^2+424*a^4*c*p*r^3+144*a^4*c*q^3*x+24*a^4*c*q^2*r^2-96*a^4*c*q^2*x^2+144*a^4*c *q*r^3-248*a^4*c*r^3*x-1168*a^4*c*r^2*x^2+628*a^4*g^3*p*r+3216*a^4*g^3*p*x+460* a^4*g^3*q*r+2232*a^4*g^3*q*x+4072*a^4*g^3*r*x+1140*a^4*g^2*p^2*r+4800*a^4*g^2*p ^2*x+1528*a^4*g^2*p*r^2+576*a^4*g^2*p*x^2+432*a^4*g^2*q^2*r+2592*a^4*g^2*q^2*x+ 852*a^4*g^2*q*r^2+576*a^4*g^2*q*x^2+656*a^4*g^2*r^2*x-2068*a^4*g^2*r*x^2+532*a^ 4*g*p^3*r+1824*a^4*g*p^3*x+968*a^4*g*p^2*r^2-624*a^4*g*p^2*x^2+484*a^4*g*p*r^3+ 84*a^4*g*q^3*r+648*a^4*g*q^3*x+244*a^4*g*q^2*r^2-528*a^4*g*q^2*x^2+212*a^4*g*q* r^3-992*a^4*g*r^3*x-2564*a^4*g*r^2*x^2+1536*a^4*b^2*q*x^2+1472*a^4*b^2*r^2*x-\ 2560*a^4*b^2*r*x^2+5760*a^4*b*c^3*r+30720*a^4*b*c^3*x+4896*a^4*b*c^2*r^2+1152*a ^4*b*c^2*x^2+1264*a^4*b*c*r^3+1856*a^4*b*g^2*r^2+7872*a^4*b*g^2*x^2+1040*a^4*b* g*r^3+784*a^4*b*p^3*r+2688*a^4*b*p^3*x+1320*a^4*b*p^2*r^2-960*a^4*b*p^2*x^2+544 *a^4*b*p*r^3+168*a^4*b*q^3*r+1152*a^4*b*q^3*x+464*a^4*b*q^2*r^2-960*a^4*b*q^2*x ^2+280*a^4*b*q*r^3-1736*a^4*b*r^3*x-3960*a^4*b*r^2*x^2+2880*a^4*c^3*g*r+18624*a ^4*c^3*g*x+576*a^4*c^3*p*r+7296*a^4*c^3*p*x+4032*a^4*c^3*q*x+4256*a^4*c^3*r*x+ 3504*a^4*c^2*g^2*r+18144*a^4*c^2*g^2*x+2720*a^4*c^2*g*r^2-768*a^4*c^2*g*x^2+848 *a^4*c^2*p^2*r+4704*a^4*c^2*p^2*x+1264*a^4*c^2*p*r^2-1152*a^4*c^2*p*x^2+1440*a^ 4*c^2*q^2*x+192*a^4*c^2*q*r^2-768*a^4*c^2*q*x^2+256*a^4*c^2*r^2*x-3456*a^4*c^2* r*x^2+1088*a^4*c*g^3*r+4848*a^4*c*g^3*x+2328*a^4*c*g^2*r^2+3456*a^4*c*g^2*x^2+ 1032*a^4*c*g*r^3+280*a^4*c*p^3*r+3652*a^2*b^2*g^3*p*r+21480*a^2*b^2*g^3*p*x+ 2220*a^2*b^2*g^3*q*r+12888*a^2*b^2*g^3*q*x+27208*a^2*b^2*g^3*r*x+5868*a^2*b^2*g ^2*p^2*r+35616*a^2*b^2*g^2*p^2*x+6528*a^2*b^2*g^2*p*r^2+9504*a^2*b^2*g^2*p*x^2+ 1748*a^2*b^2*g^2*q^2*r+15072*a^2*b^2*g^2*q^2*x+3440*a^2*b^2*g^2*q*r^2+9504*a^2* b^2*g^2*q*x^2+9960*a^2*b^2*g^2*r^2*x-12120*a^2*b^2*g^2*r*x^2+3232*a^2*b^2*g*p^3 *r+17592*a^2*b^2*g*p^3*x+5000*a^2*b^2*g*p^2*r^2-7584*a^2*b^2*g*p^2*x^2+1760*a^2 *b^2*g*p*r^3+5064*a^2*b^2*g*q^3*x+1152*a^2*b^2*g*q^2*r^2-7584*a^2*b^2*g*q^2*x^2 +616*a^2*b^2*g*q*r^3-9160*a^2*b^2*g*r^3*x-31880*a^2*b^2*g*r^2*x^2+1416*a^2*b^2* p^3*q*r+8352*a^2*b^2*p^3*q*x+2152*a^2*b^2*p^3*r*x+1080*a^2*b^2*p^2*q^2*r+9216*a ^2*b^2*p^2*q^2*x+1764*a^2*b^2*p^2*q*r^2-9216*a^2*b^2*p^2*q*x^2-5088*a^2*b^2*p^2 *r^2*x-13760*a^2*b^2*p^2*r*x^2+3936*a^2*b^2*p*q^3*x+708*a^2*b^2*p*q^2*r^2-9216* a^2*b^2*p*q^2*x^2+256*a^2*b^2*p*q*r^3-5528*a^2*b^2*p*r^3*x-11984*a^2*b^2*p*r^2* x^2-5760*a^2*b^3*p*q*x^2-1760*a^2*b^3*p*r^2*x-15768*a^2*b^3*p*r*x^2+4360*a^2*b^ 3*q^2*r*x-512*a^2*b^3*q*r^2*x-15768*a^2*b^3*q*r*x^2+35488*a^2*b^2*c^3*g*r+ 206592*a^2*b^2*c^3*g*x+26112*a^2*b^2*c^3*p*r+158592*a^2*b^2*c^3*p*x+16320*a^2*b ^2*c^3*q*r+110208*a^2*b^2*c^3*q*x+83904*a^2*b^2*c^3*r*x+27168*a^2*b^2*c^2*g^2*r +149760*a^2*b^2*c^2*g^2*x+20480*a^2*b^2*c^2*g*r^2+16512*a^2*b^2*c^2*g*x^2+16976 *a^2*b^2*c^2*p^2*r+100416*a^2*b^2*c^2*p^2*x+15360*a^2*b^2*c^2*p*r^2-31104*a^2*b ^2*c^2*p*x^2+5520*a^2*b^2*c^2*q^2*r+47808*a^2*b^2*c^2*q^2*x+8064*a^2*b^2*c^2*q* r^2-31104*a^2*b^2*c^2*q*x^2-4160*a^2*b^2*c^2*r^2*x-79392*a^2*b^2*c^2*r*x^2+7368 *a^2*b^2*c*g^3*r+34368*a^2*b^2*c*g^3*x+11824*a^2*b^2*c*g^2*r^2+43200*a^2*b^2*c* g^2*x^2+3792*a^2*b^2*c*g*r^3+5016*a^2*b^2*c*p^3*r+27024*a^2*b^2*c*p^3*x+7136*a^ 2*b^2*c*p^2*r^2-18624*a^2*b^2*c*p^2*x^2+2104*a^2*b^2*c*p*r^3+8304*a^2*b^2*c*q^3 *x+1600*a^2*b^2*c*q^2*r^2-18624*a^2*b^2*c*q^2*x^2+632*a^2*b^2*c*q*r^3-12992*a^2 *b^2*c*r^3*x-39648*a^2*b^2*c*r^2*x^2+1024*a^2*b^4*g*p*r+9696*a^2*b^4*g*p*x+4800 *a^2*b^4*g*q*x+12352*a^2*b^4*g*r*x+6528*a^2*b^4*p*q*x+7488*a^2*b^4*p*r*x+5312*a ^2*b^4*q*r*x+16416*a^2*b^3*c^2*g*r+101568*a^2*b^3*c^2*g*x+14240*a^2*b^3*c^2*p*r +96192*a^2*b^3*c^2*p*x+7392*a^2*b^3*c^2*q*r+61824*a^2*b^3*c^2*q*x+60416*a^2*b^3 *c^2*r*x+6512*a^2*b^3*c*g^2*r+35040*a^2*b^3*c*g^2*x+6848*a^2*b^3*c*g*r^2+30720* a^2*b^3*c*g*x^2+6112*a^2*b^3*c*p^2*r+41856*a^2*b^3*c*p^2*x+5664*a^2*b^3*c*p*r^2 -4800*a^2*b^3*c*p*x^2+16320*a^2*b^3*c*q^2*x+2400*a^2*b^3*c*q*r^2-4800*a^2*b^3*c *q*x^2+3792*a^2*b^3*c*r^2*x-29696*a^2*b^3*c*r*x^2+3160*a^2*b^3*g^2*p*r+21408*a^ 2*b^3*g^2*p*x+1640*a^2*b^3*g^2*q*r+12000*a^2*b^3*g^2*q*x+27136*a^2*b^3*g^2*r*x+ 3320*a^2*b^3*g*p^2*r+23520*a^2*b^3*g*p^2*x+3640*a^2*b^3*g*p*r^2+6432*a^2*b^3*g* p*x^2+8544*a^2*b^3*g*q^2*x+1672*a^2*b^3*g*q*r^2+6432*a^2*b^3*g*q*x^2+6768*a^2*b ^3*g*r^2*x-9480*a^2*b^3*g*r*x^2+1368*a^2*b^3*p^2*q*r+12672*a^2*b^3*p^2*q*x+7144 *a^2*b^3*p^2*r*x+8064*a^2*b^3*p*q^2*x+1128*a^2*b^3*p*q*r^2-3216*a^3*g^2*p*q*x^2 -1780*a^3*g^2*p*r^2*x-9858*a^3*g^2*p*r*x^2+3788*a^3*g^2*q^2*r*x-856*a^3*g^2*q*r ^2*x-9098*a^3*g^2*q*r*x^2+776*a^3*g*p^3*q*r+3528*a^3*g*p^3*q*x+1296*a^3*g*p^3*r *x+604*a^3*g*p^2*q^2*r+3696*a^3*g*p^2*q^2*x+1150*a^3*g*p^2*q*r^2-2640*a^3*g*p^2 *q*x^2-1692*a^3*g*p^2*r^2*x-4522*a^3*g*p^2*r*x^2+188*a^3*g*p*q^3*r+1584*a^3*g*p *q^3*x+508*a^3*g*p*q^2*r^2-2640*a^3*g*p*q^2*x^2+364*a^3*g*p*q*r^3-2224*a^3*g*p* r^3*x-4070*a^3*g*p*r^2*x^2+426*a^3*g*q^3*r*x-906*a^3*g*q^2*r^2*x-3916*a^3*g*q^2 *r*x^2-1576*a^3*g*q*r^3*x-3390*a^3*g*q*r^2*x^2+2272*a^2*b^4*c*g*r+16320*a^2*b^4 *c*g*x+2400*a^2*b^4*c*p*r+22464*a^2*b^4*c*p*x+12480*a^2*b^4*c*q*x+18432*a^2*b^4 *c*r*x-6000*a^3*c*g*p^2*x^2+2688*a^3*c*g*p*r^3+380*a^3*c*g*q^3*r+3576*a^3*c*g*q ^3*x+996*a^3*c*g*q^2*r^2-5472*a^3*c*g*q^2*x^2+1012*a^3*c*g*q*r^3-5340*a^3*c*g*r ^3*x-14612*a^3*c*g*r^2*x^2+344*a^3*c*p^3*q*r+2016*a^3*c*p^3*q*x+1524*a^3*c*p^3* r*x+104*a^3*c*p^2*q^2*r+1488*a^3*c*p^2*q^2*x+628*a^3*c*p^2*q*r^2-672*a^3*c*p^2* q*x^2+60*a^3*c*p^2*r^2*x-2164*a^3*c*p^2*r*x^2+336*a^3*c*p*q^3*x+120*a^3*c*p*q^2 *r^2-672*a^3*c*p*q^2*x^2+328*a^3*c*p*q*r^3-776*a^3*c*p*r^3*x-2148*a^3*c*p*r^2*x ^2+176*a^3*c*q^3*r*x+104*a^3*c*q^2*r^2*x-952*a^3*c*q^2*r*x^2-272*a^3*c*q*r^3*x-\ 788*a^3*c*q*r^2*x^2+1820*a^3*g^3*p*q*r+10368*a^3*g^3*p*q*x+9170*a^3*g^3*p*r*x+ 7362*a^3*g^3*q*r*x+2176*a^3*g^2*p^2*q*r+11328*a^3*g^2*p^2*q*x+5980*a^3*g^2*p^2* r*x+1232*a^3*g^2*p*q^2*r+8064*a^3*g^2*p*q^2*x+2324*a^3*g^2*p*q*r^2+9328*a^3*c^3 *q*r*x+12384*a^3*c^2*g^2*p*r+73728*a^3*c^2*g^2*p*x+7840*a^3*c^2*g^2*q*r+51264*a ^3*c^2*g^2*q*x+46752*a^3*c^2*g^2*r*x+8344*a^3*c^2*g*p^2*r+45888*a^3*c^2*g*p^2*x +9680*a^3*c^2*g*p*r^2-11616*a^3*c^2*g*p*x^2+2328*a^3*c^2*g*q^2*r+19776*a^3*c^2* g*q^2*x+3976*a^3*c^2*g*q*r^2-10560*a^3*c^2*g*q*x^2-600*a^3*c^2*g*r^2*x-31448*a^ 3*c^2*g*r*x^2+1072*a^3*c^2*p^2*q*r+9936*a^3*c^2*p^2*q*x+8392*a^3*c^2*p^2*r*x+ 144*a^3*c^2*p*q^2*r+4560*a^3*c^2*p*q^2*x+1408*a^3*c^2*p*q*r^2-2688*a^3*c^2*p*q* x^2+976*a^3*c^2*p*r^2*x-8656*a^3*c^2*p*r*x^2+2720*a^3*c^2*q^2*r*x+1264*a^3*c^2* q*r^2*x-5928*a^3*c^2*q*r*x^2+5064*a^3*c*g^3*p*r+28296*a^3*c*g^3*p*x+3424*a^3*c* g^3*q*r+19776*a^3*c*g^3*q*x+23228*a^3*c*g^3*r*x+6736*a^3*c*g^2*p^2*r+34104*a^3* c*g^2*p^2*x+7916*a^3*c*g^2*p*r^2-3840*a^3*c*g^2*p*x^2+2368*a^3*c*g^2*q^2*r+ 16776*a^3*c*g^2*q^2*x+3956*a^3*c*g^2*q*r^2-3360*a^3*c*g^2*q*x^2+1296*a^3*c*g^2* r^2*x-20248*a^3*c*g^2*r*x^2+3016*a^3*c*g*p^3*r+12792*a^3*c*g*p^3*x+5352*a^3*c*g *p^2*r^2+11784*a^3*b*g*p^3*x+4572*a^3*b*g*p^2*r^2-4464*a^3*b*g*p^2*x^2+1928*a^3 *b*g*p*r^3+492*a^3*b*g*q^3*r+4248*a^3*b*g*q^3*x+1368*a^3*b*g*q^2*r^2-4272*a^3*b *g*q^2*x^2+884*a^3*b*g*q*r^3-6644*a^3*b*g*r^3*x-18504*a^3*b*g*r^2*x^2+1208*a^3* b*p^3*q*r+5040*a^3*b*p^3*q*x+1068*a^3*b*p^3*r*x+1104*a^3*b*p^2*q^2*r+5904*a^3*b *p^2*q^2*x+1672*a^3*b*p^2*q*r^2-4608*a^3*b*p^2*q*x^2-3444*a^3*b*p^2*r^2*x-6880* a^3*b*p^2*r*x^2+376*a^3*b*p*q^3*r+2832*a^3*b*p*q^3*x+896*a^3*b*p*q^2*r^2-4608*a ^3*b*p*q^2*x^2+400*a^3*b*p*q*r^3-3672*a^3*b*p*r^3*x-5992*a^3*b*p*r^2*x^2+676*a^ 3*b*q^3*r*x-1916*a^3*b*q^2*r^2*x-6880*a^3*b*q^2*r*x^2-2880*a^3*b*q*r^3*x-5992*a ^3*b*q*r^2*x^2+9536*a^3*c^3*g*p*r+67392*a^3*c^3*g*p*x+5344*a^3*c^3*g*q*r+44064* a^3*c^3*g*q*x+37376*a^3*c^3*g*r*x+768*a^3*c^3*p*q*r+15552*a^3*c^3*p*q*x+15280*a ^3*c^3*p*r*x+61824*a^3*b*c^2*p^2*x+12512*a^3*b*c^2*p*r^2-16896*a^3*b*c^2*p*x^2+ 4656*a^3*b*c^2*q^2*r+31488*a^3*b*c^2*q^2*x+6928*a^3*b*c^2*q*r^2-16128*a^3*b*c^2 *q*x^2-4000*a^3*b*c^2*r^2*x-43152*a^3*b*c^2*r*x^2+5176*a^3*b*c*g^3*r+23520*a^3* b*c*g^3*x+10136*a^3*b*c*g^2*r^2+25056*a^3*b*c*g^2*x^2+4080*a^3*b*c*g*r^3+3872*a ^3*b*c*p^3*r+16560*a^3*b*c*p^3*x+6136*a^3*b*c*p^2*r^2-9696*a^3*b*c*p^2*x^2+2352 *a^3*b*c*p*r^3+760*a^3*b*c*q^3*r+6192*a^3*b*c*q^3*x+1832*a^3*b*c*q^2*r^2-9312*a ^3*b*c*q^2*x^2+1032*a^3*b*c*q*r^3-8792*a^3*b*c*r^3*x-20992*a^3*b*c*r^2*x^2+2732 *a^3*b*g^3*p*r+15240*a^3*b*g^3*p*x+1892*a^3*b*g^3*q*r+9960*a^3*b*g^3*q*x+19320* a^3*b*g^3*r*x+4756*a^3*b*g^2*p^2*r+24672*a^3*b*g^2*p^2*x+5888*a^3*b*g^2*p*r^2+ 5328*a^3*b*g^2*p*x^2+1828*a^3*b*g^2*q^2*r+12192*a^3*b*g^2*q^2*x+3404*a^3*b*g^2* q*r^2+5328*a^3*b*g^2*q*x^2+5780*a^3*b*g^2*r^2*x-8128*a^3*b*g^2*r*x^2+2728*a^3*b *g*p^3*r-4800*a^3*b^2*c*p*x^2+2976*a^3*b^2*c*q^2*r+24192*a^3*b^2*c*q^2*x+5504*a ^3*b^2*c*q*r^2-4800*a^3*b^2*c*q*x^2+1840*a^3*b^2*c*r^2*x-29696*a^3*b^2*c*r*x^2+ 4392*a^3*b^2*g^2*p*r+25632*a^3*b^2*g^2*p*x+2776*a^3*b^2*g^2*q*r+16224*a^3*b^2*g ^2*q*x+32448*a^3*b^2*g^2*r*x+5128*a^3*b^2*g*p^2*r+27936*a^3*b^2*g*p^2*x+6272*a^ 3*b^2*g*p*r^2+6432*a^3*b^2*g*p*x^2+1608*a^3*b^2*g*q^2*r+12960*a^3*b^2*g*q^2*x+ 3504*a^3*b^2*g*q*r^2+6432*a^3*b^2*g*q*x^2+6672*a^3*b^2*g*r^2*x-9480*a^3*b^2*g*r *x^2+2832*a^3*b^2*p^2*q*r+16128*a^3*b^2*p^2*q*x+7832*a^3*b^2*p^2*r*x+1464*a^3*b ^2*p*q^2*r+11520*a^3*b^2*p*q^2*x+2760*a^3*b^2*p*q*r^2-5760*a^3*b^2*p*q*x^2-3472 *a^3*b^2*p*r^2*x-15768*a^3*b^2*p*r*x^2+5048*a^3*b^2*q^2*r*x-2224*a^3*b^2*q*r^2* x-15768*a^3*b^2*q*r*x^2+22688*a^3*b*c^3*g*r+129984*a^3*b*c^3*g*x+16256*a^3*b*c^ 3*p*r+95616*a^3*b*c^3*p*x+10688*a^3*b*c^3*q*r+67392*a^3*b*c^3*q*x+51424*a^3*b*c ^3*r*x+18752*a^3*b*c^2*g^2*r+99168*a^3*b*c^2*g^2*x+16432*a^3*b*c^2*g*r^2+7488*a ^3*b*c^2*g*x^2+11968*a^3*b*c^2*p^2*r+940*a^4*g*p^2*q*r+4200*a^4*g*p^2*q*x+2112* a^4*g*p^2*r*x+516*a^4*g*p*q^2*r+3024*a^4*g*p*q^2*x+1032*a^4*g*p*q*r^2-1152*a^4* g*p*q*x^2-824*a^4*g*p*r^2*x-3492*a^4*g*p*r*x^2+1304*a^4*g*q^2*r*x-488*a^4*g*q*r ^2*x-3188*a^4*g*q*r*x^2+5088*a^3*b^3*c*g*r+28416*a^3*b^3*c*g*x+6432*a^3*b^3*c*p *r+42048*a^3*b^3*c*p*x+3360*a^3*b^3*c*q*r+27072*a^3*b^3*c*q*x+34368*a^3*b^3*c*r *x+2608*a^3*b^3*g*p*r+17760*a^3*b^3*g*p*x+1424*a^3*b^3*g*q*r+10656*a^3*b^3*g*q* x+22496*a^3*b^3*g*r*x+1632*a^3*b^3*p*q*r+13824*a^3*b^3*p*q*x+13344*a^3*b^3*p*r* x+10080*a^3*b^3*q*r*x+21184*a^3*b^2*c^2*g*r+115776*a^3*b^2*c^2*g*x+19776*a^3*b^ 2*c^2*p*r+112512*a^3*b^2*c^2*p*x+12096*a^3*b^2*c^2*q*r+78144*a^3*b^2*c^2*q*x+ 71040*a^3*b^2*c^2*r*x+8336*a^3*b^2*c*g^2*r+40224*a^3*b^2*c*g^2*x+11536*a^3*b^2* c*g*r^2+30720*a^3*b^2*c*g*x^2+9456*a^3*b^2*c*p^2*r+49728*a^3*b^2*c*p^2*x+10144* a^3*b^2*c*p*r^2-1920*a^4*b*p*q*x^2-1728*a^4*b*p*r^2*x-5256*a^4*b*p*r*x^2+1912*a ^4*b*q^2*r*x-1312*a^4*b*q*r^2*x-5256*a^4*b*q*r*x^2+5056*a^4*c^2*g*p*r+28320*a^4 *c^2*g*p*x+2976*a^4*c^2*g*q*r+19872*a^4*c^2*g*q*x+17312*a^4*c^2*g*r*x+384*a^4*c ^2*p*q*r+5760*a^4*c^2*p*q*x+4896*a^4*c^2*p*r*x+3520*a^4*c^2*q*r*x+3896*a^4*c*g^ 2*p*r+19680*a^4*c*g^2*p*x+2568*a^4*c*g^2*q*r+14112*a^4*c*g^2*q*x+15792*a^4*c*g^ 2*r*x+2992*a^4*c*g*p^2*r+13008*a^4*c*g*p^2*x+3736*a^4*c*g*p*r^2-1920*a^4*c*g*p* x^2+936*a^4*c*g*q^2*r+6576*a^4*c*g*q^2*x+1776*a^4*c*g*q*r^2-1728*a^4*c*g*q*x^2-\ 336*a^4*c*g*r^2*x-8400*a^4*c*g*r*x^2+280*a^4*c*p^2*q*r+1872*a^4*c*p^2*q*x+1384* a^4*c*p^2*r*x+48*a^4*c*p*q^2*r+1056*a^4*c*p*q^2*x+392*a^4*c*p*q*r^2-384*a^4*c*p *q*x^2+80*a^4*c*p*r^2*x-1728*a^4*c*p*r*x^2+696*a^4*c*q^2*r*x+336*a^4*c*q*r^2*x-\ 1120*a^4*c*q*r*x^2+1464*a^4*g^2*p*q*r+7392*a^4*g^2*p*q*x+6112*a^4*g^2*p*r*x+ 4968*a^4*g^2*q*r*x+2208*a^4*b^2*p*q*r+11904*a^4*b^2*p*q*x+10304*a^4*b^2*p*r*x+ 8128*a^4*b^2*q*r*x+10176*a^4*b*c^2*g*r+50880*a^4*b*c^2*g*x+9024*a^4*b*c^2*p*r+ 44736*a^4*b*c^2*p*x+5952*a^4*b*c^2*q*r+32640*a^4*b*c^2*q*x+27936*a^4*b*c^2*r*x+ 4192*a^4*b*c*g^2*r+19008*a^4*b*c*g^2*x+6608*a^4*b*c*g*r^2+11520*a^4*b*c*g*x^2+ 4688*a^4*b*c*p^2*r+19776*a^4*b*c*p^2*x+5440*a^4*b*c*p*r^2-1920*a^4*b*c*p*x^2+ 1872*a^4*b*c*q^2*r+10944*a^4*b*c*q^2*x+3232*a^4*b*c*q*r^2-1920*a^4*b*c*q*x^2-\ 352*a^4*b*c*r^2*x-10912*a^4*b*c*r*x^2+2424*a^4*b*g^2*p*r+12480*a^4*b*g^2*p*x+ 1688*a^4*b*g^2*q*r+8544*a^4*b*g^2*q*x+15776*a^4*b*g^2*r*x+2936*a^4*b*g*p^2*r+ 12768*a^4*b*g*p^2*x+3800*a^4*b*g*p*r^2+2304*a^4*b*g*p*x^2+1152*a^4*b*g*q^2*r+ 6816*a^4*b*g*q^2*x+2304*a^4*b*g*q*r^2+2304*a^4*b*g*q*x^2+2336*a^4*b*g*r^2*x-\ 4200*a^4*b*g*r*x^2+1600*a^4*b*p^2*q*r+6528*a^4*b*p^2*q*x+2840*a^4*b*p^2*r*x+984 *a^4*b*p*q^2*r+4992*a^4*b*p*q^2*x+1672*a^4*b*p*q*r^2+1824*a^5*b*c*g*r+7680*a^5* b*c*g*x+2400*a^5*b*c*p*r+9792*a^5*b*c*p*x+1632*a^5*b*c*q*r+7296*a^5*b*c*q*x+ 7968*a^5*b*c*r*x+1168*a^5*b*g*p*r+5088*a^5*b*g*p*x+816*a^5*b*g*q*r+3648*a^5*b*g *q*x+6400*a^5*b*g*r*x+928*a^5*b*p*q*r+3648*a^5*b*p*q*x+2928*a^5*b*p*r*x+2384*a^ 5*b*q*r*x+1264*a^5*c*g*p*r+5472*a^5*c*g*p*x+816*a^5*c*g*q*r+4032*a^5*c*g*q*x+ 4288*a^5*c*g*r*x+64*a^5*c*p*q*r+576*a^5*c*p*q*x+336*a^5*c*p*r*x+304*a^5*c*q*r*x +496*a^5*g*p*q*r+2112*a^5*g*p*q*x+1632*a^5*g*p*r*x+1344*a^5*g*q*r*x+4800*a^4*b^ 2*c*g*r+22848*a^4*b^2*c*g*x+6688*a^4*b^2*c*p*r+33600*a^4*b^2*c*p*x+4128*a^4*b^2 *c*q*r+23616*a^4*b^2*c*q*x+27392*a^4*b^2*c*r*x+2768*a^4*b^2*g*p*r+14784*a^4*b^2 *g*p*x+1776*a^4*b^2*g*q*r+9888*a^4*b^2*g*q*x+18656*a^4*b^2*g*r*x+287*g^2*p*q^3* r^2*x^2+31*g^2*p*q^2*r^4*x+299*g^2*p*q^2*r^3*x^2+12*g^2*p*q*r^5*x+24*g^2*p*q*r^ 4*x^2-859*g^4*p*q^2*r*x^2-242*g^4*p*q*r^3*x+596*g^4*p*q*r^2*x^2-280*g^3*p^4*q*r *x-430*g^3*p^3*q^2*r*x-490*g^3*p^3*q*r^2*x-265*g^3*p^3*q*r*x^2-326*g^3*p^2*q^3* r*x-518*g^3*p^2*q^2*r^2*x-370*g^3*p^2*q^2*r*x^2-159*g^3*p^2*q*r^3*x+860*g^3*p^2 *q*r^2*x^2-112*g^3*p*q^4*r*x-220*g^3*p*q^3*r^2*x-265*g^3*p*q^3*r*x^2-47*g^3*p*q ^2*r^3*x+860*g^3*p*q^2*r^2*x^2+74*g^3*p*q*r^4*x+866*g^3*p*q*r^3*x^2-56*g^2*p^5* q*r*x-98*g^2*p^4*q^2*r*x-108*g^2*p^4*q*r^2*x-25*g^2*p^4*q*r*x^2-98*g^2*p^3*q^3* r*x-132*g^2*p^3*q^2*r^2*x-28*g^2*p^3*q*r^3*x+287*g^2*p^3*q*r^2*x^2-56*g^2*p^2*q ^4*r*x-90*g^2*p^2*q^3*r^2*x-2*g^2*p^2*q^2*r^3*x+454*g^2*p^2*q^2*r^2*x^2+39*g^2* p^2*q*r^4*x+299*g^2*p^2*q*r^3*x^2-14*g^2*p*q^5*r*x-26*g^2*p*q^4*r^2*x-25*g^2*p* q^4*r*x^2+10*g^2*p*q^3*r^3*x-210*g^6*p*q*r*x-522*g^5*p^2*q*r*x-402*g^5*p*q^2*r* x-600*g^5*p*q*r^2*x-944*g^5*p*q*r*x^2-560*g^4*p^3*q*r*x-658*g^4*p^2*q^2*r*x-836 *g^4*p^2*q*r^2*x-859*g^4*p^2*q*r*x^2-322*g^4*p*q^3*r*x-604*g^4*p*q^2*r^2*x-\ 13782*a^2*c*g*q*r^2*x^2+1204*a^2*c*p^3*q*r*x+594*a^2*c*p^2*q^2*r*x-520*a^2*c*p^ 2*q*r^2*x-2782*a^2*c*p^2*q*r*x^2+44*a^2*c*p*q^3*r*x-472*a^2*c*p*q^2*r^2*x-2040* a^2*c*p*q^2*r*x^2-952*a^2*c*p*q*r^3*x-1630*a^2*c*p*q*r^2*x^2+10558*a^2*g^3*p*q* r*x+5626*a^2*g^2*p^2*q*r*x+4101*a^2*g^2*p*q^2*r*x-4578*a^2*g^2*p*q*r^2*x-17741* a^2*g^2*p*q*r*x^2+822*a^2*g*p^3*q*r*x+651*a^2*g*p^2*q^2*r*x-2576*a^2*g*p^2*q*r^ 2*x-6278*a^2*g*p^2*q*r*x^2+274*a^2*g*p*q^3*r*x-1898*a^2*g*p*q^2*r^2*x-5907*a^2* g*p*q^2*r*x^2-2244*a^2*g*p*q*r^3*x-3469*a^2*g*p*q*r^2*x^2+3872*a*b^4*c*g*p*r+ 32928*a*b^4*c*g*p*x+17568*a*b^4*c*g*q*x+26208*a*b^4*c*g*r*x+14592*a*b^4*c*p*q*x +12640*a*b^4*c*p*r*x+9088*a*b^4*c*q*r*x+9216*a*b^4*g*p*q*x+10800*a*b^4*g*p*r*x+ 7488*a*b^4*g*q*r*x+3376*a*b^4*p*q*r*x+22896*a*b^3*c^2*g*p*r-11128*a^2*c^2*p*q*r *x^2+8028*a^2*c*g^3*p*q*r+51264*a^2*c*g^3*p*q*x+37606*a^2*c*g^3*p*r*x+30034*a^2 *c*g^3*q*r*x+8080*a^2*c*g^2*p^2*q*r+49812*a^2*c*g^2*p^2*q*x+24902*a^2*c*g^2*p^2 *r*x+4532*a^2*c*g^2*p*q^2*r+33936*a^2*c*g^2*p*q^2*x+7740*a^2*c*g^2*p*q*r^2-\ 22320*a^2*c*g^2*p*q*x^2-8452*a^2*c*g^2*p*r^2*x-47888*a^2*c*g^2*p*r*x^2+14596*a^ 2*c*g^2*q^2*r*x-4432*a^2*c*g^2*q*r^2*x-44446*a^2*c*g^2*q*r*x^2+2708*a^2*c*g*p^3 *q*r+15432*a^2*c*g*p^3*q*x+6612*a^2*c*g*p^3*r*x+1922*a^2*c*g*p^2*q^2*r+14868*a^ 2*c*g*p^2*q^2*x+3936*a^2*c*g*p^2*q*r^2-13344*a^2*c*g*p^2*q*x^2-6136*a^2*c*g*p^2 *r^2*x-21362*a^2*c*g*p^2*r*x^2+584*a^2*c*g*p*q^3*r+5856*a^2*c*g*p*q^3*x+1500*a^ 2*c*g*p*q^2*r^2-13464*a^2*c*g*p*q^2*x^2+1284*a^2*c*g*p*q*r^3-8540*a^2*c*g*p*r^3 *x-17668*a^2*c*g*p*r^2*x^2+1766*a^2*c*g*q^3*r*x-3018*a^2*c*g*q^2*r^2*x-17630*a^ 2*c*g*q^2*r*x^2-5592*a^2*c*g*q*r^3*x-4342*a^2*b*g*q^2*r^2*x-22728*a^2*b*g*q^2*r *x^2-7764*a^2*b*g*q*r^3*x-20402*a^2*b*g*q*r^2*x^2+440*a^2*b*p^3*q*r*x+708*a^2*b *p^2*q^2*r*x-4632*a^2*b*p^2*q*r^2*x-9774*a^2*b*p^2*q*r*x^2+504*a^2*b*p*q^3*r*x-\ 3324*a^2*b*p*q^2*r^2*x-9774*a^2*b*p*q^2*r*x^2-3536*a^2*b*p*q*r^3*x-5308*a^2*b*p *q*r^2*x^2+10480*a^2*c^3*g*p*q*r+88128*a^2*c^3*g*p*q*x+60040*a^2*c^3*g*p*r*x+ 42360*a^2*c^3*g*q*r*x+14128*a^2*c^3*p*q*r*x+16320*a^2*c^2*g^2*p*q*r+113376*a^2* c^2*g^2*p*q*x+73492*a^2*c^2*g^2*p*r*x+57188*a^2*c^2*g^2*q*r*x+8164*a^2*c^2*g*p^ 2*q*r+57816*a^2*c^2*g*p^2*q*x+31724*a^2*c^2*g*p^2*r*x+4052*a^2*c^2*g*p*q^2*r+ 35712*a^2*c^2*g*p*q^2*x+7840*a^2*c^2*g*p*q*r^2-30576*a^2*c^2*g*p*q*x^2-8400*a^2 *c^2*g*p*r^2*x-58304*a^2*c^2*g*p*r*x^2+14588*a^2*c^2*g*q^2*r*x-4664*a^2*c^2*g*q *r^2*x-51868*a^2*c^2*g*q*r*x^2+7144*a^2*c^2*p^2*q*r*x+2864*a^2*c^2*p*q^2*r*x-\ 496*a^2*c^2*p*q*r^2*x-29012*a^2*b*c*q^2*r*x^2-9440*a^2*b*c*q*r^3*x-21916*a^2*b* c*q*r^2*x^2+5188*a^2*b*g^3*p*q*r+32448*a^2*b*g^3*p*q*x+31086*a^2*b*g^3*p*r*x+ 24254*a^2*b*g^3*q*r*x+6350*a^2*b*g^2*p^2*q*r+38256*a^2*b*g^2*p^2*q*x+20388*a^2* b*g^2*p^2*r*x+3722*a^2*b*g^2*p*q^2*r+27072*a^2*b*g^2*p*q^2*x+6020*a^2*b*g^2*p*q *r^2-12240*a^2*b*g^2*p*q*x^2-5328*a^2*b*g^2*p*r^2*x-36066*a^2*b*g^2*p*r*x^2+ 13292*a^2*b*g^2*q^2*r*x-2476*a^2*b*g^2*q*r^2*x-35306*a^2*b*g^2*q*r*x^2+2888*a^2 *b*g*p^3*q*r+15240*a^2*b*g*p^3*q*x+4128*a^2*b*g*p^3*r*x+2540*a^2*b*g*p^2*q^2*r+ 17064*a^2*b*g*p^2*q^2*x+3860*a^2*b*g*p^2*q*r^2-15120*a^2*b*g*p^2*q*x^2-9136*a^2 *b*g*p^2*r^2*x-23334*a^2*b*g*p^2*r*x^2+832*a^2*b*g*p*q^3*r+7728*a^2*b*g*p*q^3*x +1918*a^2*b*g*p*q^2*r^2-15120*a^2*b*g*p*q^2*x^2+840*a^2*b*g*p*q*r^3-10412*a^2*b *g*p*r^3*x-21082*a^2*b*g*p*r^2*x^2+2426*a^2*b*g*q^3*r*x+11548*a^2*b*c*g^2*q*r^2 -8544*a^2*b*c*g^2*q*x^2+9912*a^2*b*c*g^2*r^2*x-67568*a^2*b*c*g^2*r*x^2+9732*a^2 *b*c*g*p^3*r+49800*a^2*b*c*g*p^3*x+14800*a^2*b*c*g*p^2*r^2-30480*a^2*b*c*g*p^2* x^2+5332*a^2*b*c*g*p*r^3+1740*a^2*b*c*g*q^3*r+16656*a^2*b*c*g*q^3*x+4060*a^2*b* c*g*q^2*r^2-29952*a^2*b*c*g*q^2*x^2+2092*a^2*b*c*g*q*r^3-23748*a^2*b*c*g*r^3*x-\ 67148*a^2*b*c*g*r^2*x^2+3688*a^2*b*c*p^3*q*r+19536*a^2*b*c*p^3*q*x+4224*a^2*b*c *p^3*r*x+3340*a^2*b*c*p^2*q^2*r+21888*a^2*b*c*p^2*q^2*x+4736*a^2*b*c*p^2*q*r^2-\ 22176*a^2*b*c*p^2*q*x^2-12848*a^2*b*c*p^2*r^2*x-30224*a^2*b*c*p^2*r*x^2+1168*a^ 2*b*c*p*q^3*r+10080*a^2*b*c*p*q^3*x+2408*a^2*b*c*p*q^2*r^2-22176*a^2*b*c*p*q^2* x^2+920*a^2*b*c*p*q*r^3-12840*a^2*b*c*p*r^3*x-23276*a^2*b*c*p*r^2*x^2+2628*a^2* b*c*q^3*r*x-6364*a^2*b*c*q^2*r^2*x+50512*a^2*b*c^3*q*r*x+44552*a^2*b*c^2*g^2*p* r+264576*a^2*b*c^2*g^2*p*x+28936*a^2*b*c^2*g^2*q*r+182400*a^2*b*c^2*g^2*q*x+ 170960*a^2*b*c^2*g^2*r*x+31552*a^2*b*c^2*g*p^2*r+182928*a^2*b*c^2*g*p^2*x+30480 *a^2*b*c^2*g*p*r^2-50688*a^2*b*c^2*g*p*x^2+12088*a^2*b*c^2*g*q^2*r+89136*a^2*b* c^2*g*q^2*x+16544*a^2*b*c^2*g*q*r^2-49632*a^2*b*c^2*g*q*x^2-5128*a^2*b*c^2*g*r^ 2*x-132424*a^2*b*c^2*g*r*x^2+12224*a^2*b*c^2*p^2*q*r+74880*a^2*b*c^2*p^2*q*x+ 27336*a^2*b*c^2*p^2*r*x+7560*a^2*b*c^2*p*q^2*r+53328*a^2*b*c^2*p*q^2*x+10296*a^ 2*b*c^2*p*q*r^2-49728*a^2*b*c^2*p*q*x^2-22288*a^2*b*c^2*p*r^2*x-81704*a^2*b*c^2 *p*r*x^2+18224*a^2*b*c^2*q^2*r*x-14672*a^2*b*c^2*q*r^2*x-78976*a^2*b*c^2*q*r*x^ 2+16212*a^2*b*c*g^3*p*r+93696*a^2*b*c*g^3*p*x+10564*a^2*b*c*g^3*q*r+62856*a^2*b *c*g^3*q*x+78228*a^2*b*c*g^3*r*x+20692*a^2*b*c*g^2*p^2*r+118104*a^2*b*c*g^2*p^2 *x+21244*a^2*b*c*g^2*p*r^2-9024*a^2*b*c*g^2*p*x^2+7692*a^2*b*c*g^2*q^2*r+56520* a^2*b*c*g^2*q^2*x+62352*a^2*b^2*c*p^2*q*x+25552*a^2*b^2*c*p^2*r*x+4984*a^2*b^2* c*p*q^2*r+43632*a^2*b^2*c*p*q^2*x+7680*a^2*b^2*c*p*q*r^2-37248*a^2*b^2*c*p*q*x^ 2-15728*a^2*b^2*c*p*r^2*x-70160*a^2*b^2*c*p*r*x^2+17616*a^2*b^2*c*q^2*r*x-9168* a^2*b^2*c*q*r^2*x-70160*a^2*b^2*c*q*r*x^2+7320*a^2*b^2*g^2*p*q*r+50688*a^2*b^2* g^2*p*q*x+49704*a^2*b^2*g^2*p*r*x+37992*a^2*b^2*g^2*q*r*x+6008*a^2*b^2*g*p^2*q* r+40248*a^2*b^2*g*p^2*q*x+21384*a^2*b^2*g*p^2*r*x+3104*a^2*b^2*g*p*q^2*r+27720* a^2*b^2*g*p*q^2*x+5408*a^2*b^2*g*p*q*r^2-15168*a^2*b^2*g*p*q*x^2-6152*a^2*b^2*g *p*r^2*x-42368*a^2*b^2*g*p*r*x^2+13736*a^2*b^2*g*q^2*r*x-2920*a^2*b^2*g*q*r^2*x -42368*a^2*b^2*g*q*r*x^2+5672*a^2*b^2*p^2*q*r*x+4888*a^2*b^2*p*q^2*r*x-7120*a^2 *b^2*p*q*r^2*x-27520*a^2*b^2*p*q*r*x^2+46064*a^2*b*c^3*g*p*r+283200*a^2*b*c^3*g *p*x+30352*a^2*b*c^3*g*q*r+197280*a^2*b*c^3*g*q*x+154016*a^2*b*c^3*g*r*x+18336* a^2*b*c^3*p*q*r+120384*a^2*b*c^3*p*q*x+62704*a^2*b*c^3*p*r*x+14896*a^2*b^3*c*g* p*r+101280*a^2*b^3*c*g*p*x+7600*a^2*b^3*c*g*q*r+62400*a^2*b^3*c*g*q*x+83104*a^2 *b^3*c*g*r*x+6496*a^2*b^3*c*p*q*r+58176*a^2*b^3*c*p*q*x+44432*a^2*b^3*c*p*r*x+ 33936*a^2*b^3*c*q*r*x+3568*a^2*b^3*g*p*q*r+32064*a^2*b^3*g*p*q*x+32976*a^2*b^3* g*p*r*x+24480*a^2*b^3*g*q*r*x+11504*a^2*b^3*p*q*r*x+47984*a^2*b^2*c^2*g*p*r+ 289632*a^2*b^2*c^2*g*p*x+28976*a^2*b^2*c^2*g*q*r+195744*a^2*b^2*c^2*g*q*x+ 184352*a^2*b^2*c^2*g*r*x+21664*a^2*b^2*c^2*p*q*r+148224*a^2*b^2*c^2*p*q*x+85536 *a^2*b^2*c^2*p*r*x+69408*a^2*b^2*c^2*q*r*x+25392*a^2*b^2*c*g^2*p*r+152160*a^2*b ^2*c*g^2*p*x+15136*a^2*b^2*c*g^2*q*r+98976*a^2*b^2*c*g^2*q*x+126000*a^2*b^2*c*g ^2*r*x+21448*a^2*b^2*c*g*p^2*r+127200*a^2*b^2*c*g*p^2*x+21064*a^2*b^2*c*g*p*r^2 -11520*a^2*b^2*c*g*p*x^2+6520*a^2*b^2*c*g*q^2*r+57504*a^2*b^2*c*g*q^2*x+10904*a ^2*b^2*c*g*q*r^2-11520*a^2*b^2*c*g*q*x^2+10016*a^2*b^2*c*g*r^2*x-79152*a^2*b^2* c*g*r*x^2+9448*a^2*b^2*c*p^2*q*r-5488*a^3*b*g*p*r^2*x-24828*a^3*b*g*p*r*x^2+ 8884*a^3*b*g*q^2*r*x-3408*a^3*b*g*q*r^2*x-24220*a^3*b*g*q*r*x^2+2812*a^3*b*p^2* q*r*x+2420*a^3*b*p*q^2*r*x-5360*a^3*b*p*q*r^2*x-13760*a^3*b*p*q*r*x^2+8816*a^3* c^2*g*p*q*r+63552*a^3*c^2*g*p*q*x+41800*a^3*c^2*g*p*r*x+31816*a^3*c^2*g*q*r*x+ 9984*a^3*c^2*p*q*r*x+8248*a^3*c*g^2*p*q*r+50400*a^3*c*g^2*p*q*x+35224*a^3*c*g^2 *p*r*x+28192*a^3*c*g^2*q*r*x+4784*a^3*c*g*p^2*q*r+27528*a^3*c*g*p^2*q*x+13980*a ^3*c*g*p^2*r*x+2428*a^3*c*g*p*q^2*r+18360*a^3*c*g*p*q^2*x+4940*a^3*c*g*p*q*r^2-\ 11424*a^3*c*g*p*q*x^2-4968*a^3*c*g*p*r^2*x-25656*a^3*c*g*p*r*x^2+7672*a^3*c*g*q ^2*r*x-2536*a^3*c*g*q*r^2*x-22772*a^3*c*g*q*r*x^2+2660*a^3*c*p^2*q*r*x+1320*a^3 *c*p*q^2*r*x+216*a^3*c*p*q*r^2*x-2964*a^3*c*p*q*r*x^2+9728*a^3*g^2*p*q*r*x+2736 *a^3*g*p^2*q*r*x+1870*a^3*g*p*q^2*r*x-2572*a^3*g*p*q*r^2*x-8362*a^3*g*p*q*r*x^2 +42368*a^3*b*c^2*q*r*x+18760*a^3*b*c*g^2*p*r+103968*a^3*b*c*g^2*p*x+12360*a^3*b *c*g^2*q*r+71808*a^3*b*c*g^2*q*x+86088*a^3*b*c*g^2*r*x+16488*a^3*b*c*g*p^2*r+ 84288*a^3*b*c*g*p^2*x+18264*a^3*b*c*g*p*r^2-7776*a^3*b*c*g*p*x^2+6224*a^3*b*c*g *q^2*r+42624*a^3*b*c*g*q^2*x+10248*a^3*b*c*g*q*r^2-7392*a^3*b*c*g*q*x^2+3400*a^ 3*b*c*g*r^2*x-47976*a^3*b*c*g*r*x^2+7552*a^3*b*c*p^2*q*r+38928*a^3*b*c*p^2*q*x+ 14928*a^3*b*c*p^2*r*x+4536*a^3*b*c*p*q^2*r+28560*a^3*b*c*p*q^2*x+7128*a^3*b*c*p *q*r^2-19008*a^3*b*c*p*q*x^2-11296*a^3*b*c*p*r^2*x-37112*a^3*b*c*p*r*x^2+10192* a^3*b*c*q^2*r*x-7504*a^3*b*c*q*r^2*x-35896*a^3*b*c*q*r*x^2+6328*a^3*b*g^2*p*q*r +36864*a^3*b*g^2*p*q*x+33468*a^3*b*g^2*p*r*x+26468*a^3*b*g^2*q*r*x+5296*a^3*b*g *p^2*q*r+27624*a^3*b*g*p^2*q*x+13556*a^3*b*g*p^2*r*x+3108*a^3*b*g*p*q^2*r+20088 *a^3*b*g*p*q^2*x+5356*a^3*b*g*p*q*r^2-8736*a^3*b*g*p*q*x^2+38496*a^4*b*c*g*q*x+ 44064*a^4*b*c*g*r*x+6240*a^4*b*c*p*q*r+30720*a^4*b*c*p*q*x+19392*a^4*b*c*p*r*x+ 15840*a^4*b*c*q*r*x+3904*a^4*b*g*p*q*r+19584*a^4*b*g*p*q*x+16704*a^4*b*g*p*r*x+ 13392*a^4*b*g*q*r*x+4752*a^4*b*p*q*r*x+3440*a^4*c*g*p*q*r+19392*a^4*c*g*p*q*x+ 12816*a^4*c*g*p*r*x+10288*a^4*c*g*q*r*x+2048*a^4*c*p*q*r*x+3400*a^4*g*p*q*r*x+ 20864*a^3*b^2*c*g*p*r+119232*a^3*b^2*c*g*p*x+12704*a^3*b^2*c*g*q*r+80352*a^3*b^ 2*c*g*q*x+98272*a^3*b^2*c*g*r*x+11712*a^3*b^2*c*p*q*r+73920*a^3*b^2*c*p*q*x+ 50704*a^3*b^2*c*p*r*x+40208*a^3*b^2*c*q*r*x+6384*a^3*b^2*g*p*q*r+40896*a^3*b^2* g*p*q*x+37936*a^3*b^2*g*p*r*x+29440*a^3*b^2*g*q*r*x+12880*a^3*b^2*p*q*r*x+33344 *a^3*b*c^2*g*p*r+188448*a^3*b*c^2*g*p*x+21728*a^3*b*c^2*g*q*r+132672*a^3*b*c^2* g*q*x+120128*a^3*b*c^2*g*r*x+15584*a^3*b*c^2*p*q*r+92544*a^3*b*c^2*p*q*x+51968* a^3*b*c^2*p*r*x+2607*c*g^2*p*q^2*r^2*x^2+218*c*g^2*p*q*r^4*x+2340*c*g^2*p*q*r^3 *x^2-42*c*g*p^5*q*r*x-56*c*g*p^4*q^2*r*x-82*c*g*p^4*q*r^2*x-45*c*g*p^4*q*r*x^2-\ 56*c*g*p^3*q^3*r*x-68*c*g*p^3*q^2*r^2*x+10*c*g*p^3*q^2*r*x^2-24*c*g*p^3*q*r^3*x +166*c*g*p^3*q*r^2*x^2-42*c*g*p^2*q^4*r*x-56*c*g*p^2*q^3*r^2*x+10*c*g*p^2*q^3*r *x^2+8*c*g*p^2*q^2*r^3*x+296*c*g*p^2*q^2*r^2*x^2+25*c*g*p^2*q*r^4*x+184*c*g*p^2 *q*r^3*x^2-14*c*g*p*q^5*r*x-26*c*g*p*q^4*r^2*x-45*c*g*p*q^4*r*x^2+4*c*g*p*q^3*r ^3*x+166*c*g*p*q^3*r^2*x^2+19*c*g*p*q^2*r^4*x+184*c*g*p*q^2*r^3*x^2+6*c*g*p*q*r ^5*x+6*c*g*p*q*r^4*x^2+10880*a^4*b*c*g*p*r+53856*a^4*b*c*g*p*x+7200*a^4*b*c*g*q *r-206*c^2*g*p*q^4*r*x-328*c^2*g*p*q^3*r^2*x-392*c^2*g*p*q^3*r*x^2-12*c^2*g*p*q ^2*r^3*x+1222*c^2*g*p*q^2*r^2*x^2+104*c^2*g*p*q*r^4*x+1064*c^2*g*p*q*r^3*x^2-\ 2408*c*g^5*p*q*r*x-4160*c*g^4*p^2*q*r*x-3218*c*g^4*p*q^2*r*x-4390*c*g^4*p*q*r^2 *x-6162*c*g^4*p*q*r*x^2-2954*c*g^3*p^3*q*r*x-3458*c*g^3*p^2*q^2*r*x-4154*c*g^3* p^2*q*r^2*x-3733*c*g^3*p^2*q*r*x^2-1722*c*g^3*p*q^3*r*x-2970*c*g^3*p*q^2*r^2*x-\ 3733*c*g^3*p*q^2*r*x^2-1034*c*g^3*p*q*r^3*x+3822*c*g^3*p*q*r^2*x^2-818*c*g^2*p^ 4*q*r*x-1214*c*g^2*p^3*q^2*r*x-1368*c*g^2*p^3*q*r^2*x-654*c*g^2*p^3*q*r*x^2-942 *c*g^2*p^2*q^3*r*x-1390*c*g^2*p^2*q^2*r^2*x-776*c*g^2*p^2*q^2*r*x^2-387*c*g^2*p ^2*q*r^3*x+2607*c*g^2*p^2*q*r^2*x^2-344*c*g^2*p*q^4*r*x-616*c*g^2*p*q^3*r^2*x-\ 654*c*g^2*p*q^3*r*x^2-75*c*g^2*p*q^2*r^3*x-18816*c^3*g^3*p*q*r*x-12200*c^3*g^2* p^2*q*r*x-9696*c^3*g^2*p*q^2*r*x-11608*c^3*g^2*p*q*r^2*x-13768*c^3*g^2*p*q*r*x^ 2-1744*c^3*g*p^3*q*r*x-2016*c^3*g*p^2*q^2*r*x-2296*c^3*g*p^2*q*r^2*x-1872*c^3*g *p^2*q*r*x^2-1168*c^3*g*p*q^3*r*x-1664*c^3*g*p*q^2*r^2*x-1872*c^3*g*p*q^2*r*x^2 -456*c^3*g*p*q*r^3*x+2520*c^3*g*p*q*r^2*x^2-9968*c^2*g^4*p*q*r*x-11354*c^2*g^3* p^2*q*r*x-8862*c^2*g^3*p*q^2*r*x-11272*c^2*g^3*p*q*r^2*x-14376*c^2*g^3*p*q*r*x^ 2-4540*c^2*g^2*p^3*q*r*x-5292*c^2*g^2*p^2*q^2*r*x-6112*c^2*g^2*p^2*q*r^2*x-4966 *c^2*g^2*p^2*q*r*x^2-2740*c^2*g^2*p*q^3*r*x-4356*c^2*g^2*p*q^2*r^2*x-4966*c^2*g ^2*p*q^2*r*x^2-1328*c^2*g^2*p*q*r^3*x+6520*c^2*g^2*p*q*r^2*x^2-410*c^2*g*p^4*q* r*x-544*c^2*g*p^3*q^2*r*x-672*c^2*g*p^3*q*r^2*x-392*c^2*g*p^3*q*r*x^2-464*c^2*g *p^2*q^3*r*x-612*c^2*g*p^2*q^2*r^2*x-288*c^2*g*p^2*q^2*r*x^2-184*c^2*g*p^2*q*r^ 3*x+1222*c^2*g*p^2*q*r^2*x^2+228*b*g^2*p*q*r^4*x+2465*b*g^2*p*q*r^3*x^2-70*b*g* p^5*q*r*x-154*b*g*p^4*q^2*r*x-128*b*g*p^4*q*r^2*x+16*b*g*p^4*q*r*x^2-182*b*g*p^ 3*q^3*r*x-214*b*g*p^3*q^2*r^2*x+24*b*g*p^3*q^2*r*x^2-17*b*g*p^3*q*r^3*x+469*b*g *p^3*q*r^2*x^2-112*b*g*p^2*q^4*r*x-176*b*g*p^2*q^3*r^2*x-34*b*g*p^2*q^3*r*x^2-6 *b*g*p^2*q^2*r^3*x+760*b*g*p^2*q^2*r^2*x^2+62*b*g*p^2*q*r^4*x+465*b*g*p^2*q*r^3 *x^2-52*b*g*p*q^4*r^2*x-71*b*g*p*q^4*r*x^2+17*b*g*p*q^3*r^3*x+513*b*g*p*q^3*r^2 *x^2+53*b*g*p*q^2*r^4*x+547*b*g*p*q^2*r^3*x^2+15*b*g*p*q*r^5*x+45*b*g*p*q*r^4*x ^2-4480*c^5*g*p*q*r*x-15904*c^4*g^2*p*q*r*x-3912*c^4*g*p^2*q*r*x-3256*c^4*g*p*q ^2*r*x-3648*c^4*g*p*q*r^2*x-4224*c^4*g*p*q*r*x^2+210*b*c*p*q^3*r^2*x^2+20*b*c*p *q^2*r^4*x+266*b*c*p*q^2*r^3*x^2-6*b*c*p*q*r^5*x+6*b*c*p*q*r^4*x^2-1332*b*g^5*p *q*r*x-2660*b*g^4*p^2*q*r*x-2022*b*g^4*p*q^2*r*x-2882*b*g^4*p*q*r^2*x-4822*b*g^ 4*p*q*r*x^2-2132*b*g^3*p^3*q*r*x-2572*b*g^3*p^2*q^2*r*x-3006*b*g^3*p^2*q*r^2*x-\ 3136*b*g^3*p^2*q*r*x^2-1244*b*g^3*p*q^3*r*x-2150*b*g^3*p*q^2*r^2*x-3340*b*g^3*p *q^2*r*x^2-641*b*g^3*p*q*r^3*x+2780*b*g^3*p*q*r^2*x^2-694*b*g^2*p^4*q*r*x-1178* b*g^2*p^3*q^2*r*x-1140*b*g^2*p^3*q*r^2*x-448*b*g^2*p^3*q*r*x^2-950*b*g^2*p^2*q^ 3*r*x-1364*b*g^2*p^2*q^2*r^2*x-921*b*g^2*p^2*q^2*r*x^2-263*b*g^2*p^2*q*r^3*x+ 2641*b*g^2*p^2*q*r^2*x^2-322*b*g^2*p*q^4*r*x-594*b*g^2*p*q^3*r^2*x-874*b*g^2*p* q^3*r*x^2-60*b*g^2*p*q^2*r^3*x+2544*b*g^2*p*q^2*r^2*x^2+60*c*g^2*q*r^5*x+281*c* g^2*q*r^4*x^2-14*c*g*p^6*r*x-48*c*g*p^5*q*x^2-42*c*g*p^5*r^2*x-29*c*g*p^5*r*x^2 -84*c*g*p^4*q^2*x^2-38*c*g*p^4*r^3*x+18*c*g*p^4*r^2*x^2-96*c*g*p^3*q^3*x^2-3*c* g*p^3*r^4*x+70*c*g*p^3*r^3*x^2-84*c*g*p^2*q^4*x^2+10*c*g*p^2*r^5*x+25*c*g*p^2*r ^4*x^2-48*c*g*p*q^5*x^2-10*c*g*p*r^5*x^2+2*c*g*q^5*r^2*x-29*c*g*q^5*r*x^2+18*c* g*q^4*r^2*x^2+11*c*g*q^3*r^4*x+70*c*g*q^3*r^3*x^2+25*c*g*q^2*r^4*x^2-10*c*g*q*r ^5*x^2-915*c*g^3*p^2*r^3*x+1931*c*g^3*p^2*r^2*x^2-4008*c*g^3*p*q^3*x^2+99*c*g^3 *p*r^4*x+2767*c*g^3*p*r^3*x^2-272*c*g^3*q^4*r*x-588*c*g^3*q^3*r^2*x-1321*c*g^3* q^3*r*x^2-137*c*g^3*q^2*r^3*x+1931*c*g^3*q^2*r^2*x^2+249*c*g^3*q*r^4*x+2767*c*g ^3*q*r^3*x^2-234*c*g^2*p^5*r*x-996*c*g^2*p^4*q*x^2-544*c*g^2*p^4*r^2*x-266*c*g^ 2*p^4*r*x^2-1848*c*g^2*p^3*q^2*x^2-323*c*g^2*p^3*r^3*x+809*c*g^2*p^3*r^2*x^2-\ 1848*c*g^2*p^2*q^3*x^2+45*c*g^2*p^2*r^4*x+1221*c*g^2*p^2*r^3*x^2-996*c*g^2*p*q^ 4*x^2+58*c*g^2*p*r^5*x+281*c*g^2*p*r^4*x^2-32*c*g^2*q^5*r*x-50*c*g^2*q^4*r^2*x-\ 266*c*g^2*q^4*r*x^2+93*c*g^2*q^3*r^3*x+809*c*g^2*q^3*r^2*x^2+171*c*g^2*q^2*r^4* x+1221*c*g^2*q^2*r^3*x^2-570*c*g^6*p*r*x-438*c*g^6*q*r*x-1508*c*g^5*p^2*r*x-\ 4128*c*g^5*p*q*x^2-1892*c*g^5*p*r^2*x-2880*c*g^5*p*r*x^2-900*c*g^5*q^2*r*x-1468 *c*g^5*q*r^2*x-2880*c*g^5*q*r*x^2-1720*c*g^4*p^3*r*x-6324*c*g^4*p^2*q*x^2-2838* c*g^4*p^2*r^2*x-3086*c*g^4*p^2*r*x^2-6324*c*g^4*p*q^2*x^2-1124*c*g^4*p*r^3*x+ 724*c*g^4*p*r^2*x^2-758*c*g^4*q^3*r*x-1564*c*g^4*q^2*r^2*x-3086*c*g^4*q^2*r*x^2 -726*c*g^4*q*r^3*x+724*c*g^4*q*r^2*x^2-946*c*g^3*p^4*r*x-4008*c*g^3*p^3*q*x^2-\ 1872*c*g^3*p^3*r^2*x-1321*c*g^3*p^3*r*x^2-5928*c*g^3*p^2*q^2*x^2-146*c^2*g*p^5* r*x-528*c^2*g*p^4*q*x^2-356*c^2*g*p^4*r^2*x-248*c^2*g*p^4*r*x^2-864*c^2*g*p^3*q ^2*x^2-248*c^2*g*p^3*r^3*x+282*c^2*g*p^3*r^2*x^2-864*c^2*g*p^2*q^3*x^2-16*c^2*g *p^2*r^4*x+558*c^2*g*p^2*r^3*x^2-528*c^2*g*p*q^4*x^2+22*c^2*g*p*r^5*x+130*c^2*g *p*r^4*x^2-22*c^2*g*q^5*r*x-32*c^2*g*q^4*r^2*x-248*c^2*g*q^4*r*x^2+60*c^2*g*q^3 *r^3*x+282*c^2*g*q^3*r^2*x^2+100*c^2*g*q^2*r^4*x+558*c^2*g*q^2*r^3*x^2+30*c^2*g *q*r^5*x+130*c^2*g*q*r^4*x^2-3432*c^2*g^5*p*r*x-2672*c^2*g^5*q*r*x-6230*c^2*g^4 *p^2*r*x-17088*c^2*g^4*p*q*x^2-7196*c^2*g^4*p*r^2*x-9902*c^2*g^4*p*r*x^2-3766*c ^2*g^4*q^2*r*x-5528*c^2*g^4*q*r^2*x-9902*c^2*g^4*q*r*x^2-4758*c^2*g^3*p^3*r*x-\ 17328*c^2*g^3*p^2*q*x^2-7428*c^2*g^3*p^2*r^2*x-7308*c^2*g^3*p^2*r*x^2-17328*c^2 *g^3*p*q^2*x^2-2646*c^2*g^3*p*r^3*x+3386*c^2*g^3*p*r^2*x^2-2130*c^2*g^3*q^3*r*x -3984*c^2*g^3*q^2*r^2*x-7308*c^2*g^3*q^2*r*x^2-1550*c^2*g^3*q*r^3*x+3386*c^2*g^ 3*q*r^2*x^2-1534*c^2*g^2*p^4*r*x-6240*c^2*g^2*p^3*q*x^2-2952*c^2*g^2*p^3*r^2*x-\ 2002*c^2*g^2*p^3*r*x^2-9072*c^2*g^2*p^2*q^2*x^2-1388*c^2*g^2*p^2*r^3*x+3174*c^2 *g^2*p^2*r^2*x^2-6240*c^2*g^2*p*q^3*x^2+144*c^2*g^2*p*r^4*x+4032*c^2*g^2*p*r^3* x^2-454*c^2*g^2*q^4*r*x-876*c^2*g^2*q^3*r^2*x-2002*c^2*g^2*q^3*r*x^2-76*c^2*g^2 *q^2*r^3*x+3174*c^2*g^2*q^2*r^2*x^2+420*c^2*g^2*q*r^4*x+4032*c^2*g^2*q*r^3*x^2-\ 7304*c^3*g^2*q^2*r*x^2-1328*c^3*g^2*q*r^3*x+4536*c^3*g^2*q*r^2*x^2-676*c^3*g*p^ 4*r*x-2496*c^3*g*p^3*q*x^2-1312*c^3*g*p^3*r^2*x-1024*c^3*g*p^3*r*x^2-3456*c^3*g *p^2*q^2*x^2-660*c^3*g*p^2*r^3*x+1072*c^3*g*p^2*r^2*x^2-2496*c^3*g*p*q^3*x^2+12 *c^3*g*p*r^4*x+1444*c^3*g*p*r^3*x^2-220*c^3*g*q^4*r*x-376*c^3*g*q^3*r^2*x-1024* c^3*g*q^3*r*x^2+20*c^3*g*q^2*r^3*x+1072*c^3*g*q^2*r^2*x^2+188*c^3*g*q*r^4*x+ 1444*c^3*g*q*r^3*x^2-12504*c^4*g^2*q*r*x^2-1784*c^4*g*p^3*r*x-6144*c^4*g*p^2*q* x^2-2640*c^4*g*p^2*r^2*x-2512*c^4*g*p^2*r*x^2-6144*c^4*g*p*q^2*x^2-856*c^4*g*p* r^3*x+1480*c^4*g*p*r^2*x^2-904*c^4*g*q^3*r*x-1376*c^4*g*q^2*r^2*x-2512*c^4*g*q^ 2*r*x^2-344*c^4*g*q*r^3*x+1480*c^4*g*q*r^2*x^2-9776*c^3*g^4*p*r*x-7696*c^3*g^4* q*r*x-11748*c^3*g^3*p^2*r*x-32256*c^3*g^3*p*q*x^2-12808*c^3*g^3*p*r^2*x-16292*c ^3*g^3*p*r*x^2-7236*c^3*g^3*q^2*r*x-9776*c^3*g^3*q*r^2*x-16292*c^3*g^3*q*r*x^2-\ 5240*c^3*g^2*p^3*r*x-18768*c^3*g^2*p^2*q*x^2-7880*c^3*g^2*p^2*r^2*x-7304*c^3*g^ 2*p^2*r*x^2-18768*c^3*g^2*p*q^2*x^2-2600*c^3*g^2*p*r^3*x+4536*c^3*g^2*p*r^2*x^2 -2432*c^3*g^2*q^3*r*x-4144*c^3*g^2*q^2*r^2*x-2432*c^6*g*p*r*x-2048*c^6*g*q*r*x-\ 9888*c^5*g^2*p*r*x-8032*c^5*g^2*q*r*x-2800*c^5*g*p^2*r*x-7680*c^5*g*p*q*x^2-\ 2848*c^5*g*p*r^2*x-3376*c^5*g*p*r*x^2-1904*c^5*g*q^2*r*x-2176*c^5*g*q*r^2*x-\ 3376*c^5*g*q*r*x^2-14208*c^4*g^3*p*r*x-11328*c^4*g^3*q*r*x-9928*c^4*g^2*p^2*r*x -27264*c^4*g^2*p*q*x^2-10384*c^4*g^2*p*r^2*x-12504*c^4*g^2*p*r*x^2-6312*c^4*g^2 *q^2*r*x-7904*c^4*g^2*q*r^2*x-b*g*p^5*r*x^2-192*b*g*p^4*q^2*x^2-14*b*g*p^4*r^3* x+100*b*g*p^4*r^2*x^2-288*b*g*p^3*q^3*x^2+21*b*g*p^3*r^4*x+132*b*g*p^3*r^3*x^2-\ 252*b*g*p^2*q^4*x^2+18*b*g*p^2*r^5*x+15*b*g*p^2*r^4*x^2-120*b*g*p*q^5*x^2-28*b* g*p*r^5*x^2+122*b*g*q^4*r^2*x^2+214*b*g*q^3*r^3*x^2+52*b*g*q^2*r^4*x^2-34*b*g*q *r^5*x^2-1252*b*g^3*p^3*r^2*x-984*b*g^3*p^3*r*x^2-4620*b*g^3*p^2*q^2*x^2-559*b* g^3*p^2*r^3*x+1397*b*g^3*p^2*r^2*x^2-3204*b*g^3*p*q^3*x^2+146*b*g^3*p*r^4*x+ 2220*b*g^3*p*r^3*x^2-1188*b*g^3*q^3*r*x^2+1447*b*g^3*q^2*r^2*x^2+2366*b*g^3*q*r ^3*x^2-164*b*g^2*p^5*r*x-852*b*g^2*p^4*q*x^2-348*b*g^2*p^4*r^2*x-94*b*g^2*p^4*r *x^2-1788*b*g^2*p^3*q^2*x^2-135*b*g^2*p^3*r^3*x+915*b*g^2*p^3*r^2*x^2-1932*b*g^ 2*p^2*q^3*x^2+106*b*g^2*p^2*r^4*x+1219*b*g^2*p^2*r^3*x^2-1068*b*g^2*p*q^4*x^2+ 48*b*g^2*p*r^5*x+280*b*g^2*p*r^4*x^2-307*b*g^2*q^4*r*x^2+818*b*g^2*q^3*r^2*x^2+ 1342*b*g^2*q^2*r^3*x^2+356*b*g^2*q*r^4*x^2-14*b*g*p^6*r*x-72*b*g*p^5*q*x^2-34*b *g*p^5*r^2*x-96*b*c*p^3*q^3*x^2-12*b*c*p^3*r^3*x^2-144*b*c*p^2*q^4*x^2-12*b*c*p ^2*r^4*x^2-96*b*c*p*q^5*x^2-4*b*c*p*r^5*x^2-58*b*c*q^5*r*x^2+20*b*c*q^4*r^3*x+ 40*b*c*q^4*r^2*x^2+22*b*c*q^3*r^4*x+152*b*c*q^3*r^3*x^2+62*b*c*q^2*r^4*x^2-16*b *c*q*r^5*x^2-850*b*g^5*p^2*r*x-2400*b*g^5*p*q*x^2-1174*b*g^5*p*r^2*x-2118*b*g^5 *p*r*x^2-2118*b*g^5*q*r*x^2-1086*b*g^4*p^3*r*x-4224*b*g^4*p^2*q*x^2-1866*b*g^4* p^2*r^2*x-2401*b*g^4*p^2*r*x^2-4272*b*g^4*p*q^2*x^2-744*b*g^4*p*r^3*x+127*b*g^4 *p*r^2*x^2-2421*b*g^4*q^2*r*x^2+191*b*g^4*q*r^2*x^2-634*b*g^3*p^4*r*x-2988*b*g^ 3*p^3*q*x^2+164*b*c^2*q^2*r^4*x+912*b*c^2*q^2*r^3*x^2+24*b*c^2*q*r^5*x+248*b*c^ 2*q*r^4*x^2-5808*b*c*g^5*p*x^2-5808*b*c*g^5*q*x^2-2780*b*c*g^5*r^2*x-5832*b*c*g ^5*r*x^2-11112*b*c*g^4*p^2*x^2-11304*b*c*g^4*q^2*x^2-2166*b*c*g^4*r^3*x-1742*b* c*g^4*r^2*x^2-8460*b*c*g^3*p^3*x^2-9228*b*c*g^3*q^3*x^2+386*b*c*g^3*r^4*x+5920* b*c*g^3*r^3*x^2-2640*b*c*g^2*p^4*x^2-3480*b*c*g^2*q^4*x^2+288*b*c*g^2*r^5*x+ 1748*b*c*g^2*r^4*x^2-252*b*c*g*p^5*x^2-540*b*c*g*q^5*x^2-144*b*c*g*r^5*x^2-24*b *c*p^4*q^2*x^2-4*b*c*p^4*r^2*x^2-11836*b*c^2*g^4*r^2*x-21984*b*c^2*g^4*r*x^2-\ 35304*b*c^2*g^3*p^2*x^2-37080*b*c^2*g^3*q^2*x^2-5320*b*c^2*g^3*r^3*x+192*b*c^2* g^3*r^2*x^2-16032*b*c^2*g^2*p^3*x^2-19392*b*c^2*g^2*q^3*x^2+1068*b*c^2*g^2*r^4* x+11448*b*c^2*g^2*r^3*x^2-2184*b*c^2*g*p^4*x^2-4104*b*c^2*g*q^4*x^2+264*b*c^2*g *r^5*x+1396*b*c^2*g*r^4*x^2-96*b*c^2*p^4*q*x^2+24*b*c^2*p^4*r^2*x+84*b*c^2*p^4* r*x^2-576*b*c^2*p^3*q^2*x^2+60*b*c^2*p^3*r^3*x+244*b*c^2*p^3*r^2*x^2-1152*b*c^2 *p^2*q^3*x^2+36*b*c^2*p^2*r^4*x+204*b*c^2*p^2*r^3*x^2-960*b*c^2*p*q^4*x^2-12*b* c^2*p*r^5*x+12*b*c^2*p*r^4*x^2-64*b*c^2*q^4*r^2*x-580*b*c^2*q^4*r*x^2+108*b*c^2 *q^3*r^3*x+320*b*c^2*q^3*r^2*x^2-14136*b*c^3*g^4*r*x-63360*b*c^3*g^3*p*x^2-\ 64704*b*c^3*g^3*q*x^2-24328*b*c^3*g^3*r^2*x-40808*b*c^3*g^3*r*x^2-46848*b*c^3*g ^2*p^2*x^2-52512*b*c^3*g^2*q^2*x^2-5680*b*c^3*g^2*r^3*x+5064*b*c^3*g^2*r^2*x^2-\ 9744*b*c^3*g*p^3*x^2-15312*b*c^3*g*q^3*x^2+1032*b*c^3*g*r^4*x+7632*b*c^3*g*r^3* x^2-112*b*c^3*p^4*r*x-1152*b*c^3*p^3*q*x^2-96*b*c^3*p^3*r^2*x+272*b*c^3*p^3*r*x ^2-3456*b*c^3*p^2*q^2*x^2+192*b*c^3*p^2*r^3*x+1184*b*c^3*p^2*r^2*x^2-3840*b*c^3 *p*q^3*x^2+224*b*c^3*p*r^4*x+1064*b*c^3*p*r^3*x^2-440*b*c^3*q^4*r*x-672*b*c^3*q ^3*r^2*x-2320*b*c^3*q^3*r*x^2+168*b*c^3*q^2*r^3*x+960*b*c^3*q^2*r^2*x^2+392*b*c ^3*q*r^4*x+1824*b*c^3*q*r^3*x^2-3956*b*c^2*g^5*r*x-28608*b*c^2*g^4*p*x^2-28800* b*c^2*g^4*q*x^2-9792*b*c^6*g*r*x-3008*b*c^6*p*r*x-3520*b*c^6*q*r*x-23104*b*c^5* g^2*r*x-28416*b*c^5*g*p*x^2-32256*b*c^5*g*q*x^2-11168*b*c^5*g*r^2*x-15456*b*c^5 *g*r*x^2-2400*b*c^5*p^2*r*x-7680*b*c^5*p*q*x^2-2304*b*c^5*p*r^2*x-2112*b*c^5*p* r*x^2-3520*b*c^5*q^2*r*x-3008*b*c^5*q*r^2*x-4640*b*c^5*q*r*x^2-25248*b*c^4*g^3* r*x-66048*b*c^4*g^2*p*x^2-69504*b*c^4*g^2*q*x^2-24784*b*c^4*g^2*r^2*x-37872*b*c ^4*g^2*r*x^2-23328*b*c^4*g*p^2*x^2-30816*b*c^4*g*q^2*x^2-2272*b*c^4*g*r^3*x+ 4128*b*c^4*g*r^2*x^2-848*b*c^4*p^3*r*x-4608*b*c^4*p^2*q*x^2-1056*b*c^4*p^2*r^2* x-384*b*c^4*p^2*r*x^2-7680*b*c^4*p*q^2*x^2+96*b*c^4*p*r^3*x+1680*b*c^4*p*r^2*x^ 2-1760*b*c^4*q^3*r*x-2176*b*c^4*q^2*r^2*x-4640*b*c^4*q^2*r*x^2+16*b*c^4*q*r^3*x +1280*b*c^4*q*r^2*x^2-210*b^2*g*p^4*r^2*x-29*b^2*g*p^4*r*x^2-1308*b^2*g*p^3*q^2 *x^2-61*b^2*g*p^3*r^3*x+673*b^2*g*p^3*r^2*x^2-1476*b^2*g*p^2*q^3*x^2+78*b^2*g*p ^2*r^4*x+849*b^2*g*p^2*r^3*x^2-840*b^2*g*p*q^4*x^2+21*b^2*g*p*r^5*x+186*b^2*g*p *r^4*x^2-252*b^2*g*q^4*r*x^2+620*b^2*g*q^3*r^2*x^2+1010*b^2*g*q^2*r^3*x^2+256*b ^2*g*q*r^4*x^2+384*a^5*c*p^2*x+192*a^5*c*p*r^2-192*a^5*c*p*x^2+192*a^5*c*q^2*x+ 32*a^5*c*q*r^2-192*a^5*c*q*x^2-144*a^5*c*r^2*x-608*a^5*c*r*x^2+400*a^5*g^2*p*r+ 1728*a^5*g^2*p*x+288*a^5*g^2*q*r+1248*a^5*g^2*q*x+2176*a^5*g^2*r*x+392*a^5*g*p^ 2*r+1344*a^5*g*p^2*x+536*a^5*g*p*r^2+96*a^5*g*p*x^2+144*a^5*g*q^2*r+768*a^5*g*q ^2*x+304*a^5*g*q*r^2+96*a^5*g*q*x^2+96*a^5*g*r^2*x-624*a^5*g*r*x^2+1536*a^4*b^3 *c*r+8448*a^4*b^3*c*x+864*a^4*b^3*p*r+5376*a^4*b^3*p*x+480*a^4*b^3*q*r+3456*a^4 *b^3*q*x+6784*a^4*b^3*r*x+6336*a^4*b^2*c^2*r+32256*a^4*b^2*c^2*x+4160*a^4*b^2*c *r^2+7680*a^4*b^2*c*x^2+2240*a^4*b^2*g*r^2+9792*a^4*b^2*g*x^2+1760*a^4*b^2*p^2* r+7872*a^4*b^2*p^2*x+2256*a^4*b^2*p*r^2+1536*a^4*b^2*p*x^2+576*a^4*b^2*q^2*r+ 4032*a^4*b^2*q^2*x+1328*a^4*b^2*q*r^2+224*a^6*b*p*r+768*a^6*b*p*x+160*a^6*b*q*r +576*a^6*b*q*x+960*a^6*b*r*x+160*a^6*c*g*r+576*a^6*c*g*x+112*a^6*g*p*r+384*a^6* g*p*x+80*a^6*g*q*r+288*a^6*g*q*x+480*a^6*g*r*x+1152*a^5*b^2*c*r+4992*a^5*b^2*c* x+736*a^5*b^2*p*r+3264*a^5*b^2*p*x+480*a^5*b^2*q*r+2304*a^5*b^2*q*x+4096*a^5*b^ 2*r*x+2112*a^5*b*c^2*r+9216*a^5*b*c^2*x+1568*a^5*b*c*r^2+1920*a^5*b*c*x^2+976*a ^5*b*g*r^2+2880*a^5*b*g*x^2+672*a^5*b*p^2*r+2304*a^5*b*p^2*x+880*a^5*b*p*r^2+ 384*a^5*b*p*x^2+288*a^5*b*q^2*r+1344*a^5*b*q^2*x+576*a^5*b*q*r^2+384*a^5*b*q*x^ 2+336*a^5*b*r^2*x-640*a^5*b*r*x^2+1056*a^5*c^2*g*r+4992*a^5*c^2*g*x+128*a^5*c^2 *p*r+1152*a^5*c^2*p*x+768*a^5*c^2*q*x+608*a^5*c^2*r*x+624*a^5*c*g^2*r+2592*a^5* c*g^2*x+816*a^5*c*g*r^2+768*a^5*c*g*x^2+112*a^5*c*p^2*r+320*a^6*b*c*r+1152*a^6* b*c*x-38*g^2*p^5*r^2*x-15*g^2*p^5*r*x^2-132*g^2*p^4*q^2*x^2-26*g^2*p^4*r^3*x+60 *g^2*p^4*r^2*x^2-168*g^2*p^3*q^3*x^2+9*g^2*p^3*r^4*x+104*g^2*p^3*r^3*x^2-132*g^ 2*p^2*q^4*x^2+23*g^2*p^2*r^4*x^2-60*g^2*p*q^5*x^2-15*g^2*q^5*r*x^2+60*g^2*q^4*r ^2*x^2+104*g^2*q^3*r^3*x^2+23*g^2*q^2*r^4*x^2-792*g^5*p^2*q*x^2-382*g^5*p^2*r^2 *x-472*g^5*p^2*r*x^2-792*g^5*p*q^2*x^2-172*g^5*p*r^3*x-10*g^5*p*r^2*x^2-472*g^5 *q^2*r*x^2-174*g^4*p^4*r*x-756*g^4*p^3*q*x^2-362*g^4*p^3*r^2*x-288*g^4*p^3*r*x^ 2-1128*g^4*p^2*q^2*x^2-193*g^4*p^2*r^3*x+306*g^4*p^2*r^2*x^2-756*g^4*p*q^3*x^2+ 15*g^4*p*r^4*x+556*g^4*p*r^3*x^2-288*g^4*q^3*r*x^2+306*g^4*q^2*r^2*x^2+556*g^4* q*r^3*x^2-74*g^3*p^5*r*x-336*g^3*p^4*q*x^2-174*g^3*p^4*r^2*x-80*g^3*p^4*r*x^2-\ 648*g^3*p^3*q^2*x^2-103*g^3*p^3*r^3*x+288*g^3*p^3*r^2*x^2-648*g^3*p^2*q^3*x^2+ 19*g^3*p^2*r^4*x+452*g^3*p^2*r^3*x^2-336*g^3*p*q^4*x^2+121*g^3*p*r^4*x^2-80*g^3 *q^4*r*x^2+288*g^3*q^3*r^2*x^2+452*g^3*q^2*r^3*x^2+121*g^3*q*r^4*x^2-14*g^2*p^6 *r*x-60*g^2*p^5*q*x^2-1044*c*g^3*q^4*x^2+638*c*g^3*r^4*x^2-228*c*g^2*p^5*x^2-\ 228*c*g^2*q^5*x^2-12*c*g*p^6*x^2-12*c*g*q^6*x^2-132*g^6*p^2*r*x-360*g^6*p*q*x^2 -188*g^6*p*r^2*x-325*g^6*p*r*x^2-325*g^6*q*r*x^2-214*g^5*p^3*r*x-864*c*g^6*p*x^ 2-864*c*g^6*q*x^2-432*c*g^6*r^2*x-878*c*g^6*r*x^2-2064*c*g^5*p^2*x^2-2064*c*g^5 *q^2*x^2-476*c*g^5*r^3*x-2124*c*g^4*p^3*x^2-2124*c*g^4*q^3*x^2+14*c*g^4*r^4*x+ 1364*c*g^4*r^3*x^2-1044*c*g^3*p^4*x^2-588*c^2*g^6*r*x-5232*c^2*g^5*p*x^2-5232*c ^2*g^5*q*x^2-2256*c^2*g^5*r^2*x-4100*c^2*g^5*r*x^2-8568*c^2*g^4*p^2*x^2-8568*c^ 2*g^4*q^2*x^2-1568*c^2*g^4*r^3*x-280*c^2*g^4*r^2*x^2-5904*c^2*g^3*p^3*x^2-5904* c^2*g^3*q^3*x^2+120*c^2*g^3*r^4*x+3744*c^2*g^3*r^3*x^2-1704*c^2*g^2*p^4*x^2-\ 1704*c^2*g^2*q^4*x^2+120*c^2*g^2*r^5*x+776*c^2*g^2*r^4*x^2-144*c^2*g*p^5*x^2-\ 144*c^2*g*q^5*x^2+1216*c^4*g*r^3*x^2-2520*c^3*g^5*r*x-14976*c^3*g^4*p*x^2-14976 *c^3*g^4*q*x^2-5888*c^3*g^4*r^2*x-9840*c^3*g^4*r*x^2-16272*c^3*g^3*p^2*x^2-\ 16272*c^3*g^3*q^2*x^2-2464*c^3*g^3*r^3*x+1168*c^3*g^3*r^2*x^2-6576*c^3*g^2*p^3* x^2-6576*c^3*g^2*q^3*x^2+184*c^3*g^2*r^4*x+3984*c^3*g^2*r^3*x^2-768*c^3*g*p^4*x ^2-768*c^3*g*q^4*x^2+40*c^3*g*r^5*x+248*c^3*g*r^4*x^2-4032*c^6*g^2*r*x-3840*c^6 *g*p*x^2-3840*c^6*g*q*x^2-1280*c^6*g*r^2*x-1856*c^6*g*r*x^2-6720*c^5*g^3*r*x-\ 15360*c^5*g^2*p*x^2-15360*c^5*g^2*q*x^2-5376*c^5*g^2*r^2*x-8032*c^5*g^2*r*x^2-\ 4032*c^5*g*p^2*x^2-4032*c^5*g*q^2*x^2-448*c^5*g*r^3*x+640*c^5*g*r^2*x^2-5600*c^ 4*g^4*r*x-21888*c^4*g^3*p*x^2-21888*c^4*g^3*q*x^2-8064*c^4*g^3*r^2*x-12640*c^4* g^3*r*x^2-13920*c^4*g^2*p^2*x^2-13920*c^4*g^2*q^2*x^2-1792*c^4*g^2*r^3*x+1888*c ^4*g^2*r^2*x^2-2304*c^4*g*p^3*x^2-2304*c^4*g*q^3*x^2+64*c^4*g*r^4*x-1392*b*g^4* p^3*x^2-1440*b*g^4*q^3*x^2+976*b*g^4*r^3*x^2-732*b*g^3*p^4*x^2-840*b*g^3*q^4*x^ 2+582*b*g^3*r^4*x^2-168*b*g^2*p^5*x^2-240*b*g^2*q^5*x^2-12*b*g*p^6*x^2-896*c^7* g*r*x-1408*b*c^7*r*x-13824*b*c^6*g*x^2-3072*b*c^6*p*x^2-4608*b*c^6*q*x^2-1536*b *c^6*r^2*x-1856*b*c^6*r*x^2-36096*b*c^5*g^2*x^2-2304*b*c^5*p^2*x^2-5760*b*c^5*q ^2*x^2-96*b*c^5*r^3*x+640*b*c^5*r^2*x^2-41472*b*c^4*g^3*x^2-768*b*c^4*p^3*x^2-\ 3840*b*c^4*q^3*x^2+304*b*c^4*r^4*x+1216*b*c^4*r^3*x^2-23904*b*c^3*g^4*x^2-96*b* c^3*p^4*x^2-1440*b*c^3*q^4*x^2+48*b*c^3*r^5*x+248*b*c^3*r^4*x^2-6816*b*c^2*g^5* x^2-288*b*c^2*q^5*x^2-32*b*c^2*r^5*x^2-768*b*c*g^6*x^2-384*b*g^6*p*x^2-384*b*g^ 6*q*x^2-608*b*g^6*r*x^2-1200*b*g^5*p^2*x^2-1200*b*g^5*q^2*x^2-524*b*g^5*r^2*x^2 -24*b^2*c*r^5*x^2-1248*b^2*g^5*p*x^2-1248*b^2*g^5*q*x^2-1976*b^2*g^5*r*x^2-3156 *b^2*g^4*p^2*x^2-3156*b^2*g^4*q^2*x^2-1164*b^2*g^4*r^2*x^2-2760*b^2*g^3*p^3*x^2 -2952*b^2*g^3*q^3*x^2+2182*b^2*g^3*r^3*x^2-960*b^2*g^2*p^4*x^2-1236*b^2*g^2*q^4 *x^2+724*b^2*g^2*r^4*x^2-108*b^2*g*p^5*x^2-64*b^2*g*r^5*x^2-4864*b^2*c^6*r*x-\ 33024*b^2*c^5*g*x^2-9600*b^2*c^5*p*x^2-13440*b^2*c^5*q*x^2-4416*b^2*c^5*r^2*x-\ 5792*b^2*c^5*r*x^2-61440*b^2*c^4*g^2*x^2-6336*b^2*c^4*p^2*x^2-13440*b^2*c^4*q^2 *x^2-80*b^2*c^4*r^3*x+1264*b^2*c^4*r^2*x^2-49344*b^2*c^3*g^3*x^2-1824*b^2*c^3*p ^3*x^2-6720*b^2*c^3*q^3*x^2+672*b^2*c^3*r^4*x+2296*b^2*c^3*r^3*x^2-18096*b^2*c^ 2*g^4*x^2-192*b^2*c^2*p^4*x^2-1680*b^2*c^2*q^4*x^2+84*b^2*c^2*r^5*x+376*b^2*c^2 *r^4*x^2-2496*b^2*c*g^5*x^2-33792*b^3*c^4*g*x^2-10752*b^3*c^4*p*x^2-13824*b^3*c ^4*q*x^2-4288*b^3*c^4*r^2*x-6176*b^3*c^4*r*x^2-45504*b^3*c^3*g^2*x^2-5952*b^3*c ^3*p^2*x^2-10368*b^3*c^3*q^2*x^2+352*b^3*c^3*r^3*x+1216*b^3*c^3*r^2*x^2-23616*b ^3*c^2*g^3*x^2-1344*b^3*c^2*p^3*x^2-3456*b^3*c^2*q^3*x^2+552*b^3*c^2*r^4*x+1480 *b^3*c^2*r^3*x^2-4224*b^3*c*g^4*x^2-96*b^3*c*p^4*x^2+36*b^3*c*r^5*x+104*b^3*c*r ^4*x^2-2112*b^3*g^4*p*x^2-2112*b^3*g^4*q*x^2-3344*b^3*g^4*r*x^2-4104*b^3*g^3*p^ 2*x^2-4104*b^3*g^3*q^2*x^2-1180*b^3*g^3*r^2*x^2-2448*b^3*g^2*p^3*x^2-2688*b^3*g ^2*q^3*x^2+2162*b^3*g^2*r^3*x^2-432*b^3*g*p^4*x^2+292*b^3*g*r^4*x^2-3328*b^4*c^ 4*r*x-16512*b^4*c^3*g*x^2-4992*b^4*c^3*p*x^2-5760*b^4*c^3*q*x^2-1472*b^4*c^3*r^ 2*x-2400*b^4*c^3*r*x^2-15168*b^4*c^2*g^2*x^2-2112*b^4*c^2*p^2*x^2-2880*b^4*c^2* q^2*x^2+464*b^4*c^2*r^3*x+848*b^4*c^2*r^2*x^2-3936*b^4*c*g^3*x^2-288*b^4*c*p^3* x^2+184*b^4*c*r^4*x+416*b^4*c*r^3*x^2-1968*b^4*g^3*p*x^2-1968*b^4*g^3*q*x^2-\ 3116*b^4*g^3*r*x^2-2640*b^4*g^2*p^2*x^2-2640*b^4*g^2*q^2*x^2-524*b^4*g^2*r^2*x^ 2-816*b^4*g*p^3*x^2+788*b^4*g*r^3*x^2-6144*b^3*c^5*r*x-2196*b*c*g*p*q^4*x^2+69* b*c*g*p*r^5*x+352*b*c*g*p*r^4*x^2-80*b*c*g*q^4*r^2*x-797*b*c*g*q^4*r*x^2+249*b* c*g*q^3*r^3*x+1439*b*c*g*q^3*r^2*x^2+376*b*c*g*q^2*r^4*x+2493*b*c*g*q^2*r^3*x^2 +93*b*c*g*q*r^5*x+622*b*c*g*q*r^4*x^2-28*b*c*p^4*q^2*r*x+12*b*c*p^4*q*r^2*x+42* b*c*p^4*q*r*x^2-84*b*c*p^3*q^3*r*x-36*b*c*p^3*q^2*r^2*x+68*b*c*p^3*q^2*r*x^2+30 *b*c*p^3*q*r^3*x+122*b*c*p^3*q*r^2*x^2-84*b*c*p^2*q^4*r*x-104*b*c*p^2*q^3*r^2*x -48*b*c*p^2*q^3*r*x^2+12*b*c*p^2*q^2*r^3*x+296*b*c*p^2*q^2*r^2*x^2+18*b*c*p^2*q *r^4*x+102*b*c*p^2*q*r^3*x^2-52*b*c*p*q^4*r^2*x-132*b*c*p*q^4*r*x^2+2*b*c*p*q^3 *r^3*x-1958*b*c*g^3*q*r^3*x+4184*b*c*g^3*q*r^2*x^2-2312*b*c*g^2*p^4*r*x-10944*b *c*g^2*p^3*q*x^2-4272*b*c*g^2*p^3*r^2*x-2683*b*c*g^2*p^3*r*x^2-17448*b*c*g^2*p^ 2*q^2*x^2-1585*b*c*g^2*p^2*r^3*x+6293*b*c*g^2*p^2*r^2*x^2-12624*b*c*g^2*p*q^3*x ^2+657*b*c*g^2*p*r^4*x+7845*b*c*g^2*p*r^3*x^2-770*b*c*g^2*q^4*r*x-1444*b*c*g^2* q^3*r^2*x-4479*b*c*g^2*q^3*r*x^2+183*b*c*g^2*q^2*r^3*x+6013*b*c*g^2*q^2*r^2*x^2 +1071*b*c*g^2*q*r^4*x+8459*b*c*g^2*q*r^3*x^2-250*b*c*g*p^5*r*x-1332*b*c*g*p^4*q *x^2-498*b*c*g*p^4*r^2*x-39*b*c*g*p^4*r*x^2-3024*b*c*g*p^3*q^2*x^2-135*b*c*g*p^ 3*r^3*x+1595*b*c*g*p^3*r^2*x^2-3600*b*c*g*p^2*q^3*x^2+200*b*c*g*p^2*r^4*x+1893* b*c*g*p^2*r^3*x^2-548*b*c^2*p^3*q^2*r*x-120*b*c^2*p^3*q*r^2*x+272*b*c^2*p^3*q*r *x^2-804*b*c^2*p^2*q^3*r*x-680*b*c^2*p^2*q^2*r^2*x-288*b*c^2*p^2*q^2*r*x^2+120* b*c^2*p^2*q*r^3*x+1184*b*c^2*p^2*q*r^2*x^2-412*b*c^2*p*q^4*r*x-600*b*c^2*p*q^3* r^2*x-1056*b*c^2*p*q^3*r*x^2+32*b*c^2*p*q^2*r^3*x+1260*b*c^2*p*q^2*r^2*x^2+152* b*c^2*p*q*r^4*x+1064*b*c^2*p*q*r^3*x^2-3750*b*c*g^5*p*r*x-2846*b*c*g^5*q*r*x-\ 7930*b*c*g^4*p^2*r*x-22416*b*c*g^4*p*q*x^2-9590*b*c*g^4*p*r^2*x-15110*b*c*g^4*p *r*x^2-4646*b*c*g^4*q^2*r*x-7282*b*c*g^4*q*r^2*x-15150*b*c*g^4*q*r*x^2-6670*b*c *g^3*p^3*r*x-25956*b*c*g^3*p^2*q*x^2-10548*b*c*g^3*p^2*r^2*x-11716*b*c*g^3*p^2* r*x^2-26724*b*c*g^3*p*q^2*x^2-3574*b*c*g^3*p*r^3*x+3924*b*c*g^3*p*r^2*x^2-2978* b*c*g^3*q^3*r*x-5646*b*c*g^3*q^2*r^2*x-12582*b*c*g^3*q^2*r*x^2-12848*b*c^2*g^2* p^3*r*x-50352*b*c^2*g^2*p^2*q*x^2-19120*b*c^2*g^2*p^2*r^2*x-18434*b*c^2*g^2*p^2 *r*x^2-53712*b*c^2*g^2*p*q^2*x^2-5466*b*c^2*g^2*p*r^3*x+11740*b*c^2*g^2*p*r^2*x ^2-6720*b*c^2*g^2*q^3*r*x-11200*b*c^2*g^2*q^2*r^2*x-23082*b*c^2*g^2*q^2*r*x^2-\ 2734*b*c^2*g^2*q*r^3*x+11632*b*c^2*g^2*q*r^2*x^2-1952*b*c^2*g*p^4*r*x-9648*b*c^ 2*g*p^3*q*x^2-3376*b*c^2*g*p^3*r^2*x-1494*b*c^2*g*p^3*r*x^2-16848*b*c^2*g*p^2*q ^2*x^2-904*b*c^2*g*p^2*r^3*x+6578*b*c^2*g*p^2*r^2*x^2-13488*b*c^2*g*p*q^3*x^2+ 776*b*c^2*g*p*r^4*x+6986*b*c^2*g*p*r^3*x^2-1060*b*c^2*g*q^4*r*x-1788*b*c^2*g*q^ 3*r^2*x-5566*b*c^2*g*q^3*r*x^2+360*b*c^2*g*q^2*r^3*x+5706*b*c^2*g*q^2*r^2*x^2+ 1232*b*c^2*g*q*r^4*x+8010*b*c^2*g*q*r^3*x^2-112*b*c^2*p^4*q*r*x-36376*b*c^3*g^2 *p*r^2*x-45824*b*c^3*g^2*p*r*x^2-23976*b*c^3*g^2*q^2*r*x-29128*b*c^3*g^2*q*r^2* x-49640*b*c^3*g^2*q*r*x^2-8128*b*c^3*g*p^3*r*x-32976*b*c^3*g*p^2*q*x^2-11504*b* c^3*g*p^2*r^2*x-9404*b*c^3*g*p^2*r*x^2-38544*b*c^3*g*p*q^2*x^2-2540*b*c^3*g*p*r ^3*x+9640*b*c^3*g*p*r^2*x^2-5992*b*c^3*g*q^3*r*x-8776*b*c^3*g*q^2*r^2*x-17524*b *c^3*g*q^2*r*x^2-1228*b*c^3*g*q*r^3*x+8696*b*c^3*g*q*r^2*x^2-1184*b*c^3*p^3*q*r *x-2808*b*c^3*p^2*q^2*r*x-1472*b*c^3*p^2*q*r^2*x-576*b*c^3*p^2*q*r*x^2-2176*b*c ^3*p*q^3*r*x-2352*b*c^3*p*q^2*r^2*x-3168*b*c^3*p*q^2*r*x^2+104*b*c^3*p*q*r^3*x+ 2520*b*c^3*p*q*r^2*x^2-18644*b*c^2*g^4*p*r*x-14484*b*c^2*g^4*q*r*x-25524*b*c^2* g^3*p^2*r*x-72192*b*c^2*g^3*p*q*x^2-28328*b*c^2*g^3*p*r^2*x-39710*b*c^2*g^3*p*r *x^2-15856*b*c^2*g^3*q^2*r*x-21724*b*c^2*g^3*q*r^2*x-40626*b*c^2*g^3*q*r*x^2-\ 472*b^2*g*p^4*q*r*x-828*b^2*g*p^3*q^2*r*x-748*b^2*g*p^3*q*r^2*x-253*b^2*g*p^3*q *r*x^2-656*b^2*g*p^2*q^3*r*x-902*b^2*g*p^2*q^2*r^2*x-671*b^2*g*p^2*q^2*r*x^2-\ 134*b^2*g*p^2*q*r^3*x+1963*b^2*g*p^2*q*r^2*x^2-336*b^2*g*p*q^3*r^2*x-699*b^2*g* p*q^3*r*x^2+25*b^2*g*p*q^2*r^3*x+1910*b^2*g*p*q^2*r^2*x^2+158*b^2*g*p*q*r^4*x+ 1801*b^2*g*p*q*r^3*x^2-21280*b*c^5*g*p*r*x-19872*b*c^5*g*q*r*x-6464*b*c^5*p*q*r *x-45504*b*c^4*g^2*p*r*x-38464*b*c^4*g^2*q*r*x-18416*b*c^4*g*p^2*r*x-52992*b*c^ 4*g*p*q*x^2-18528*b*c^4*g*p*r^2*x-20856*b*c^4*g*p*r*x^2-15744*b*c^4*g*q^2*r*x-\ 16688*b*c^4*g*q*r^2*x-26408*b*c^4*g*q*r*x^2-4272*b*c^4*p^2*q*r*x-5408*b*c^4*p*q ^2*r*x-3872*b*c^4*p*q*r^2*x-4224*b*c^4*p*q*r*x^2-42080*b*c^3*g^3*p*r*x-33760*b* c^3*g^3*q*r*x-34736*b*c^3*g^2*p^2*r*x-98496*b*c^3*g^2*p*q*x^2-4240*b^2*c*g*q^3* r*x^2+858*b^2*c*g*q^2*r^3*x+4874*b^2*c*g*q^2*r^2*x^2+1144*b^2*c*g*q*r^4*x+6972* b^2*c*g*q*r^3*x^2-112*b^2*c*p^4*q*r*x-408*b^2*c*p^3*q^2*r*x-180*b^2*c*p^3*q*r^2 *x+62*b^2*c*p^3*q*r*x^2-480*b^2*c*p^2*q^3*r*x-520*b^2*c*p^2*q^2*r^2*x-490*b^2*c *p^2*q^2*r*x^2-6*b^2*c*p^2*q*r^3*x+680*b^2*c*p^2*q*r^2*x^2-276*b^2*c*p*q^3*r^2* x-830*b^2*c*p*q^3*r*x^2+28*b^2*c*p*q^2*r^3*x+574*b^2*c*p*q^2*r^2*x^2+80*b^2*c*p *q*r^4*x+710*b^2*c*p*q*r^3*x^2-3222*b^2*g^4*p*q*r*x-4988*b^2*g^3*p^2*q*r*x-3630 *b^2*g^3*p*q^2*r*x-4974*b^2*g^3*p*q*r^2*x-9250*b^2*g^3*p*q*r*x^2-2774*b^2*g^2*p ^3*q*r*x-3320*b^2*g^2*p^2*q^2*r*x-3708*b^2*g^2*p^2*q*r^2*x-4091*b^2*g^2*p^2*q*r *x^2-1492*b^2*g^2*p*q^3*r*x-2438*b^2*g^2*p*q^2*r^2*x-4607*b^2*g^2*p*q^2*r*x^2-\ 527*b^2*g^2*p*q*r^3*x+4068*b^2*g^2*p*q*r^2*x^2-9508*b^2*c*g^4*p*r*x-7008*b^2*c* g^4*q*r*x-15488*b^2*c*g^3*p^2*r*x-45648*b^2*c*g^3*p*q*x^2-17788*b^2*c*g^3*p*r^2 *x-29502*b^2*c*g^3*p*r*x^2-8444*b^2*c*g^3*q^2*r*x-12728*b^2*c*g^3*q*r^2*x-29662 *b^2*c*g^3*q*r*x^2-8964*b^2*c*g^2*p^3*r*x-36648*b^2*c*g^2*p^2*q*x^2-13588*b^2*c *g^2*p^2*r^2*x-15548*b^2*c*g^2*p^2*r*x^2-38760*b^2*c*g^2*p*q^2*x^2-3724*b^2*c*g ^2*p*r^3*x+6646*b^2*c*g^2*p*r^2*x^2-3552*b^2*c*g^2*q^3*r*x-6088*b^2*c*g^2*q^2*r ^2*x-17802*b^2*c*g^2*q^2*r*x^2-998*b^2*c*g^2*q*r^3*x+7514*b^2*c*g^2*q*r^2*x^2-\ 1624*b^2*c*g*p^4*r*x-8352*b^2*c*g*p^3*q*x^2-2908*b^2*c*g*p^3*r^2*x-1698*b^2*c*g *p^3*r*x^2-14304*b^2*c*g*p^2*q^2*x^2-892*b^2*c*g*p^2*r^3*x+4820*b^2*c*g*p^2*r^2 *x^2-10944*b^2*c*g*p*q^3*x^2+610*b^2*c*g*p*r^4*x+5802*b^2*c*g*p*r^3*x^2-588*b^2 *c*g*q^3*r^2*x-44744*b^2*c^3*g*q*r*x^2-8384*b^2*c^3*p^2*q*r*x-9120*b^2*c^3*p*q^ 2*r*x-7216*b^2*c^3*p*q*r^2*x-9960*b^2*c^3*p*q*r*x^2-37360*b^2*c^2*g^3*p*r*x-\ 28392*b^2*c^2*g^3*q*r*x-36008*b^2*c^2*g^2*p^2*r*x-104928*b^2*c^2*g^2*p*q*x^2-\ 37856*b^2*c^2*g^2*p*r^2*x-54736*b^2*c^2*g^2*p*r*x^2-21680*b^2*c^2*g^2*q^2*r*x-\ 27600*b^2*c^2*g^2*q*r^2*x-57180*b^2*c^2*g^2*q*r*x^2-10136*b^2*c^2*g*p^3*r*x-\ 41856*b^2*c^2*g*p^2*q*x^2-14552*b^2*c^2*g*p^2*r^2*x-14072*b^2*c^2*g*p^2*r*x^2-\ 47760*b^2*c^2*g*p*q^2*x^2-3060*b^2*c^2*g*p*r^3*x+9924*b^2*c^2*g*p*r^2*x^2-5424* b^2*c^2*g*q^3*r*x-7784*b^2*c^2*g*q^2*r^2*x-21624*b^2*c^2*g*q^2*r*x^2-132*b^2*c^ 2*g*q*r^3*x+10436*b^2*c^2*g*q*r^2*x^2-1808*b^2*c^2*p^3*q*r*x-3536*b^2*c^2*p^2*q ^2*r*x-2376*b^2*c^2*p^2*q*r^2*x-1960*b^2*c^2*p^2*q*r*x^2-2256*b^2*c^2*p*q^3*r*x -2632*b^2*c^2*p*q^2*r^2*x-4980*b^2*c^2*p*q^2*r*x^2+48*b^2*c^2*p*q*r^3*x+2296*b^ 2*c^2*p*q*r^2*x^2-1528*b^3*c*g*q^2*r^2*x-9028*b^3*c*g*q^2*r*x^2+824*b^3*c*g*q*r ^3*x+4652*b^3*c*g*q*r^2*x^2-624*b^3*c*p^3*q*r*x-952*b^3*c*p^2*q^2*r*x-808*b^3*c *p^2*q*r^2*x-1048*b^3*c*p^2*q*r*x^2-488*b^3*c*p*q^2*r^2*x-1672*b^3*c*p*q^2*r*x^ 2+100*b^3*c*p*q*r^3*x+384*b^3*c*p*q*r^2*x^2-3636*b^3*g^3*p*q*r*x-4000*b^3*g^2*p ^2*q*r*x-2640*b^3*g^2*p*q^2*r*x-3500*b^3*g^2*p*q*r^2*x-7964*b^3*g^2*p*q*r*x^2-\ 1188*b^3*g*p^3*q*r*x-1352*b^3*g*p^2*q^2*r*x-1472*b^3*g*p^2*q*r^2*x-1844*b^3*g*p ^2*q*r*x^2-784*b^3*g*p*q^2*r^2*x-2156*b^3*g*p*q^2*r*x^2-62*b^3*g*p*q*r^3*x+1972 *b^3*g*p*q*r^2*x^2-43008*b^2*c^4*g*p*r*x-37664*b^2*c^4*g*q*r*x-15296*b^2*c^4*p* q*r*x-61968*b^2*c^3*g^2*p*r*x-49568*b^2*c^3*g^2*q*r*x-30272*b^2*c^3*g*p^2*r*x-\ 87360*b^2*c^3*g*p*q*x^2-30064*b^2*c^3*g*p*r^2*x-38024*b^2*c^3*g*p*r*x^2-22032*b ^2*c^3*g*q^2*r*x-23808*b^2*c^3*g*q*r^2*x-1120*b^4*c*p*q*r*x^2-1824*b^4*g^2*p*q* r*x-1120*b^4*g*p^2*q*r*x-768*b^4*g*p*q*r^2*x-2592*b^4*g*p*q*r*x^2-34048*b^3*c^3 *g*p*r*x-26464*b^3*c^3*g*q*r*x-11808*b^3*c^3*p*q*r*x-32832*b^3*c^2*g^2*p*r*x-\ 23680*b^3*c^2*g^2*q*r*x-18688*b^3*c^2*g*p^2*r*x-55680*b^3*c^2*g*p*q*x^2-17968*b ^3*c^2*g*p*r^2*x-27536*b^3*c^2*g*p*r*x^2-10048*b^3*c^2*g*q^2*r*x-11264*b^3*c^2* g*q*r^2*x-29224*b^3*c^2*g*q*r*x^2-4848*b^3*c^2*p^2*q*r*x-4272*b^3*c^2*p*q^2*r*x -3600*b^3*c^2*p*q*r^2*x-6688*b^3*c^2*p*q*r*x^2-11480*b^3*c*g^3*p*r*x-7992*b^3*c *g^3*q*r*x-13296*b^3*c*g^2*p^2*r*x-41568*b^3*c*g^2*p*q*x^2-14112*b^3*c*g^2*p*r^ 2*x-25592*b^3*c*g^2*p*r*x^2-6144*b^3*c*g^2*q^2*r*x-8824*b^3*c*g^2*q*r^2*x-25792 *b^3*c*g^2*q*r*x^2-4312*b^3*c*g*p^3*r*x-18432*b^3*c*g*p^2*q*x^2-6176*b^3*c*g*p^ 2*r^2*x-7560*b^3*c*g*p^2*r*x^2-19968*b^3*c*g*p*q^2*x^2-1052*b^3*c*g*p*r^3*x+ 3788*b^3*c*g*p*r^2*x^2-34*a*g*p^3*q^2*r*x^2-71*a*g*p^3*q*r^3*x+513*a*g*p^3*q*r^ 2*x^2-70*a*g*p^2*q^4*r*x-128*a*g*p^2*q^3*r^2*x+24*a*g*p^2*q^3*r*x^2-10*a*g*p^2* q^2*r^3*x+760*a*g*p^2*q^2*r^2*x^2+69*a*g*p^2*q*r^4*x+547*a*g*p^2*q*r^3*x^2-14*a *g*p*q^5*r*x-26*a*g*p*q^4*r^2*x+16*a*g*p*q^4*r*x^2+19*a*g*p*q^3*r^3*x+469*a*g*p *q^3*r^2*x^2+52*a*g*p*q^2*r^4*x+465*a*g*p*q^2*r^3*x^2+27*a*g*p*q*r^5*x+45*a*g*p *q*r^4*x^2-1312*b^5*c*g*p*r*x-11168*b^4*c^2*g*p*r*x-7264*b^4*c^2*g*q*r*x-3136*b ^4*c^2*p*q*r*x-6464*b^4*c*g^2*p*r*x-4032*b^4*c*g^2*q*r*x-4320*b^4*c*g*p^2*r*x-\ 14592*b^4*c*g*p*q*x^2-3952*b^4*c*g*p*r^2*x-8400*b^4*c*g*p*r*x^2-1712*b^4*c*g*q* r^2*x-8480*b^4*c*g*q*r*x^2-736*b^4*c*p^2*q*r*x-304*b^4*c*p*q*r^2*x-2962*a*g^4*p ^2*q*r*x-2268*a*g^4*p*q^2*r*x-3422*a*g^4*p*q*r^2*x-4822*a*g^4*p*q*r*x^2-2494*a* g^3*p^3*q*r*x-2818*a*g^3*p^2*q^2*r*x-3720*a*g^3*p^2*q*r^2*x-3340*a*g^3*p^2*q*r* x^2-1354*a*g^3*p*q^3*r*x-2626*a*g^3*p*q^2*r^2*x-3136*a*g^3*p*q^2*r*x^2-1165*a*g ^3*p*q*r^3*x+2780*a*g^3*p*q*r^2*x^2-924*a*g^2*p^4*q*r*x-1304*a*g^2*p^3*q^2*r*x-\ 1622*a*g^2*p^3*q*r^2*x-874*a*g^2*p^3*q*r*x^2-908*a*g^2*p^2*q^3*r*x-1542*a*g^2*p ^2*q^2*r^2*x-921*a*g^2*p^2*q^2*r*x^2-554*a*g^2*p^2*q*r^3*x+2544*a*g^2*p^2*q*r^2 *x^2-300*a*g^2*p*q^4*r*x-616*a*g^2*p*q^3*r^2*x-448*a*g^2*p*q^3*r*x^2-169*a*g^2* p*q^2*r^3*x+2641*a*g^2*p*q^2*r^2*x^2+212*a*g^2*p*q*r^4*x+2465*a*g^2*p*q*r^3*x^2 -112*a*g*p^5*q*r*x-182*a*g*p^4*q^2*r*x-222*a*g*p^4*q*r^2*x-71*a*g*p^4*q*r*x^2-\ 154*a*g*p^3*q^3*r*x-246*a*g*p^3*q^2*r^2*x+214*a*c*g*q^2*r^4*x+1893*a*c*g*q^2*r^ 3*x^2+111*a*c*g*q*r^5*x+352*a*c*g*q*r^4*x^2-84*a*c*p^5*q*r*x-84*a*c*p^4*q^2*r*x -176*a*c*p^4*q*r^2*x-132*a*c*p^4*q*r*x^2-28*a*c*p^3*q^3*r*x-100*a*c*p^3*q^2*r^2 *x-48*a*c*p^3*q^2*r*x^2-78*a*c*p^3*q*r^3*x+210*a*c*p^3*q*r^2*x^2-8*a*c*p^2*q^3* r^2*x+68*a*c*p^2*q^3*r*x^2+4*a*c*p^2*q^2*r^3*x+296*a*c*p^2*q^2*r^2*x^2+32*a*c*p ^2*q*r^4*x+266*a*c*p^2*q*r^3*x^2+42*a*c*p*q^4*r*x^2+6*a*c*p*q^3*r^3*x+122*a*c*p *q^3*r^2*x^2+18*a*c*p*q^2*r^4*x+102*a*c*p*q^2*r^3*x^2+18*a*c*p*q*r^5*x+6*a*c*p* q*r^4*x^2-1468*a*g^5*p*q*r*x-10944*a*c*g^2*p*q^3*x^2+47*a*c*g^2*p*r^4*x+8459*a* c*g^2*p*r^3*x^2-768*a*c*g^2*q^4*r*x-1812*a*c*g^2*q^3*r^2*x-2683*a*c*g^2*q^3*r*x ^2-795*a*c*g^2*q^2*r^3*x+6293*a*c*g^2*q^2*r^2*x^2+421*a*c*g^2*q*r^4*x+7845*a*c* g^2*q*r^3*x^2-566*a*c*g*p^5*r*x-2196*a*c*g*p^4*q*x^2-1374*a*c*g*p^4*r^2*x-797*a *c*g*p^4*r*x^2-3600*a*c*g*p^3*q^2*x^2-927*a*c*g*p^3*r^3*x+1439*a*c*g*p^3*r^2*x^ 2-3024*a*c*g*p^2*q^3*x^2+10*a*c*g*p^2*r^4*x+2493*a*c*g*p^2*r^3*x^2-1332*a*c*g*p *q^4*x^2+147*a*c*g*p*r^5*x+622*a*c*g*p*r^4*x^2-44*a*c*g*q^5*r*x-84*a*c*g*q^4*r^ 2*x-39*a*c*g*q^4*r*x^2+81*a*c*g*q^3*r^3*x+1595*a*c*g*q^3*r^2*x^2+272*a*c^2*p*q^ 3*r*x^2-56*a*c^2*p*q^2*r^3*x+1184*a*c^2*p*q^2*r^2*x^2+56*a*c^2*p*q*r^4*x+1064*a *c^2*p*q*r^3*x^2-3930*a*c*g^5*p*r*x-3026*a*c*g^5*q*r*x-8542*a*c*g^4*p^2*r*x-\ 22416*a*c*g^4*p*q*x^2-10726*a*c*g^4*p*r^2*x-15150*a*c*g^4*p*r*x^2-5034*a*c*g^4* q^2*r*x-8322*a*c*g^4*q*r^2*x-15110*a*c*g^4*q*r*x^2-7788*a*c*g^3*p^3*r*x-26724*a *c*g^3*p^2*q*x^2-12844*a*c*g^3*p^2*r^2*x-12582*a*c*g^3*p^2*r*x^2-25956*a*c*g^3* p*q^2*x^2-5284*a*c*g^3*p*r^3*x+4184*a*c*g^3*p*r^2*x^2-3200*a*c*g^3*q^3*r*x-6870 *a*c*g^3*q^2*r^2*x-11716*a*c*g^3*q^2*r*x^2-3552*a*c*g^3*q*r^3*x+3924*a*c*g^3*q* r^2*x^2-3290*a*c*g^2*p^4*r*x-12624*a*c*g^2*p^3*q*x^2-6612*a*c*g^2*p^3*r^2*x-\ 4479*a*c*g^2*p^3*r*x^2-17448*a*c*g^2*p^2*q^2*x^2-3491*a*c*g^2*p^2*r^3*x+6013*a* c*g^2*p^2*r^2*x^2+12322*a*b*c*g*p*r*x^2+38526*a*b*c*g*q^2*r*x+41666*a*b*c*g*q*r ^2*x+12322*a*b*c*g*q*r*x^2+23674*a*b*c*p^2*q*r*x+18010*a*b*c*p*q^2*r*x+9876*a*b *c*p*q*r^2*x-8484*a*b*c*p*q*r*x^2+43534*a*b*g^2*p*q*r*x+22063*a*b*g*p^2*q*r*x+ 16251*a*b*g*p*q^2*r*x+10658*a*b*g*p*q*r^2*x-4838*a*b*g*p*q*r*x^2+45884*a*c^2*g* p*q*r*x+49892*a*c*g^2*p*q*r*x+17389*a*c*g*p^2*q*r*x+11825*a*c*g*p*q^2*r*x+8686* a*c*g*p*q*r^2*x-3992*a*c*g*p*q*r*x^2+34894*b^2*c*g*p*q*r*x+46852*b*c^2*g*p*q*r* x+46500*b*c*g^2*p*q*r*x+15797*b*c*g*p^2*q*r*x+12937*b*c*g*p*q^2*r*x+6702*b*c*g* p*q*r^2*x-3992*b*c*g*p*q*r*x^2-23956*a*b*c*g*p*q*r-55536*a*b*c*g*p*q*x-3532*a*b *c*g*p*r*x-21112*a*b*c*g*q*r*x+8484*a*b*c*p*q*r*x+4838*a*b*g*p*q*r*x+3324*a*c*g *p*q*r*x+4660*b*c*g*p*q*r*x-15163*b*c*g*p*q^2*r*x^2-3872*b*c*g*p*q*r^3*x-7694*b *c*g*p*q*r^2*x^2-13992*a^2*b*c*g*p*q*r+72168*a^2*b*c*g*p*q*x+154384*a^2*b*c*g*p *r*x+103316*a^2*b*c*g*q*r*x+64876*a^2*b*c*p*q*r*x+50482*a^2*b*g*p*q*r*x+41830*a ^2*c*g*p*q*r*x-9960*a*b^2*c*g*p*q*r+48408*a*b^2*c*g*p*q*x+126556*a*b^2*c*g*p*r* x+81256*a*b^2*c*g*q*r*x+52684*a*b^2*c*p*q*r*x+41186*a*b^2*g*p*q*r*x-11004*a*b*c ^2*g*p*q*r+92640*a*b*c^2*g*p*q*x+180800*a*b*c^2*g*p*r*x+124664*a*b*c^2*g*q*r*x+ 64112*a*b*c^2*p*q*r*x-11400*a*b*c*g^2*p*q*r+54144*a*b*c*g^2*p*q*x+130130*a*b*c* g^2*p*r*x+85290*a*b*c*g^2*q*r*x-2932*a*b*c*g*p^2*q*r+55824*a*b*c*g*p^2*q*x+ 76490*a*b*c*g*p^2*r*x-2044*a*b*c*g*p*q^2*r+28608*a*b*c*g*p*q^2*x+9084*a*b*c*g*p *q*r^2+55536*a*b*c*g*p*q*x^2+49186*a*b*c*g*p*r^2*x+2310*a*c*g*p^3*q*r*x+1548*a* c*g*p^2*q^2*r*x-5076*a*c*g*p^2*q*r^2*x-15163*a*c*g*p^2*q*r*x^2+658*a*c*g*p*q^3* r*x-3746*a*c*g*p*q^2*r^2*x-13811*a*c*g*p*q^2*r*x^2-4464*a*c*g*p*q*r^3*x-7694*a* c*g*p*q*r^2*x^2+12128*b^3*c*g*p*q*r*x+27616*b^2*c^2*g*p*q*r*x+28104*b^2*c*g^2*p *q*r*x+6646*b^2*c*g*p^2*q*r*x+7052*b^2*c*g*p*q^2*r*x-9964*b^2*c*g*p*q*r^2*x-\ 38362*b^2*c*g*p*q*r*x^2+20920*b*c^3*g*p*q*r*x+36672*b*c^2*g^2*p*q*r*x+5704*b*c^ 2*g*p^2*q*r*x+8240*b*c^2*g*p*q^2*r*x-14912*b*c^2*g*p*q*r^2*x-46368*b*c^2*g*p*q* r*x^2+22348*b*c*g^3*p*q*r*x+9077*b*c*g^2*p^2*q*r*x+9073*b*c*g^2*p*q^2*r*x-12748 *b*c*g^2*p*q*r^2*x-48196*b*c*g^2*p*q*r*x^2+6*b*c*g*p^3*q*r*x+1140*b*c*g*p^2*q^2 *r*x-5860*b*c*g*p^2*q*r^2*x-13811*b*c*g*p^2*q*r*x^2+1386*b*c*g*p*q^3*r*x-4218*b *c*g*p*q^2*r^2*x-8448*a*b*c*p^2*q*r^2*x-20842*a*b*c*p^2*q*r*x^2+1172*a*b*c*p*q^ 3*r*x-5988*a*b*c*p*q^2*r^2*x-20842*a*b*c*p*q^2*r*x^2-5892*a*b*c*p*q*r^3*x-9876* a*b*c*p*q*r^2*x^2+20772*a*b*g^3*p*q*r*x+10225*a*b*g^2*p^2*q*r*x+8851*a*b*g^2*p* q^2*r*x-10512*a*b*g^2*p*q*r^2*x-43534*a*b*g^2*p*q*r*x^2+1138*a*b*g*p^3*q*r*x+ 1714*a*b*g*p^2*q^2*r*x-7468*a*b*g*p^2*q*r^2*x-19157*a*b*g*p^2*q*r*x^2+1262*a*b* g*p*q^3*r*x-5138*a*b*g*p*q^2*r^2*x-19157*a*b*g*p*q^2*r*x^2-5686*a*b*g*p*q*r^3*x -10658*a*b*g*p*q*r^2*x^2+29880*a*c^3*g*p*q*r*x+45072*a*c^2*g^2*p*q*r*x+13556*a* c^2*g*p^2*q*r*x+7948*a*c^2*g*p*q^2*r*x-9976*a*c^2*g*p*q*r^2*x-46368*a*c^2*g*p*q *r*x^2+26168*a*c*g^3*p*q*r*x+13001*a*c*g^2*p^2*q*r*x+9405*a*c*g^2*p*q^2*r*x-\ 11580*a*c*g^2*p*q*r^2*x-48196*a*c*g^2*p*q*r*x^2+72324*a*b*c*g^2*p*q^2*x+12624*a *b*c*g^2*p*q*r^2-54144*a*b*c*g^2*p*q*x^2-20456*a*b*c*g^2*p*r^2*x-107710*a*b*c*g ^2*p*r*x^2+30958*a*b*c*g^2*q^2*r*x-11752*a*b*c*g^2*q*r^2*x-107710*a*b*c*g^2*q*r *x^2+5776*a*b*c*g*p^3*q*r+34368*a*b*c*g*p^3*q*x+7838*a*b*c*g*p^3*r*x+5448*a*b*c *g*p^2*q^2*r+38976*a*b*c*g*p^2*q^2*x+6892*a*b*c*g*p^2*q*r^2-42216*a*b*c*g*p^2*q *x^2-21406*a*b*c*g*p^2*r^2*x-57508*a*b*c*g*p^2*r*x^2+1868*a*b*c*g*p*q^3*r+18048 *a*b*c*g*p*q^3*x+3476*a*b*c*g*p*q^2*r^2-42216*a*b*c*g*p*q^2*x^2+908*a*b*c*g*p*q *r^3-21592*a*b*c*g*p*r^3*x-45426*a*b*c*g*p*r^2*x^2+5726*a*b*c*g*q^3*r*x-9990*a* b*c*g*q^2*r^2*x-57508*a*b*c*g*q^2*r*x^2-16260*a*b*c*g*q*r^3*x-45426*a*b*c*g*q*r ^2*x^2+780*a*b*c*p^3*q*r*x+1292*a*b*c*p^2*q^2*r*x-45834*a*b^2*g*p*q*r*x^2+34400 *a*b*c^3*g*p*q*r+221568*a*b*c^3*g*p*q*x+112416*a*b*c^3*g*p*r*x+93504*a*b*c^3*g* q*r*x+26608*a*b*c^3*p*q*r*x+37072*a*b*c^2*g^2*p*q*r+241728*a*b*c^2*g^2*p*q*x+ 145688*a*b*c^2*g^2*p*r*x+117632*a*b*c^2*g^2*q*r*x+21160*a*b*c^2*g*p^2*q*r+ 134376*a*b*c^2*g*p^2*q*x+49008*a*b*c^2*g*p^2*r*x+13284*a*b*c^2*g*p*q^2*r+97848* a*b*c^2*g*p*q^2*x+15908*a*b*c^2*g*p*q*r^2-92640*a*b*c^2*g*p*q*x^2-37296*a*b*c^2 *g*p*r^2*x-152732*a*b*c^2*g*p*r*x^2+35888*a*b*c^2*g*q^2*r*x-24352*a*b*c^2*g*q*r ^2*x-152732*a*b*c^2*g*q*r*x^2+8696*a*b*c^2*p^2*q*r*x+8592*a*b*c^2*p*q^2*r*x-\ 19104*a*b*c^2*p*q*r^2*x-64112*a*b*c^2*p*q*r*x^2+15496*a*b*c*g^3*p*q*r+100896*a* b*c*g^3*p*q*x+75488*a*b*c*g^3*p*r*x+59384*a*b*c*g^3*q*r*x+15934*a*b*c*g^2*p^2*q *r+101820*a*b*c*g^2*p^2*q*x+45366*a*b*c*g^2*p^2*r*x+9458*a*b*c*g^2*p*q^2*r+ 87360*a*b^3*c*g*p*q*x+67112*a*b^3*c*g*p*r*x+50424*a*b^3*c*g*q*r*x+20352*a*b^3*c *p*q*r*x+17896*a*b^3*g*p*q*r*x+34976*a*b^2*c^2*g*p*q*r+239424*a*b^2*c^2*g*p*q*x +139400*a*b^2*c^2*g*p*r*x+112200*a*b^2*c^2*g*q*r*x+39328*a*b^2*c^2*p*q*r*x+ 21256*a*b^2*c*g^2*p*q*r+150144*a*b^2*c*g^2*p*q*x+111768*a*b^2*c*g^2*p*r*x+86528 *a*b^2*c*g^2*q*r*x+14368*a*b^2*c*g*p^2*q*r+98808*a*b^2*c*g*p^2*q*x+42528*a*b^2* c*g*p^2*r*x+7592*a*b^2*c*g*p*q^2*r+68880*a*b^2*c*g*p*q^2*x+10176*a*b^2*c*g*p*q* r^2-60288*a*b^2*c*g*p*q*x^2-21304*a*b^2*c*g*p*r^2*x-114936*a*b^2*c*g*p*r*x^2+ 29452*a*b^2*c*g*q^2*r*x-12200*a*b^2*c*g*q*r^2*x-117820*a*b^2*c*g*q*r*x^2+9684*a *b^2*c*p^2*q*r*x+9360*a*b^2*c*p*q^2*r*x-13704*a*b^2*c*p*q*r^2*x-58780*a*b^2*c*p *q*r*x^2+30128*a*b^2*g^2*p*q*r*x+9722*a*b^2*g*p^2*q*r*x+8656*a*b^2*g*p*q^2*r*x-\ 9612*a*b^2*g*p*q*r^2*x+129288*a^2*b*c^2*g*q*r*x+44352*a^2*b*c^2*p*q*r*x+27344*a ^2*b*c*g^2*p*q*r+174144*a^2*b*c*g^2*p*q*x+126048*a^2*b*c*g^2*p*r*x+100408*a^2*b *c*g^2*q*r*x+18908*a^2*b*c*g*p^2*q*r+114384*a^2*b*c*g*p^2*q*x+48652*a^2*b*c*g*p ^2*r*x+11236*a^2*b*c*g*p*q^2*r+81384*a^2*b*c*g*p*q^2*x+16608*a^2*b*c*g*p*q*r^2-\ 60288*a^2*b*c*g*p*q*x^2-27152*a^2*b*c*g*p*r^2*x-117820*a^2*b*c*g*p*r*x^2+32640* a^2*b*c*g*q^2*r*x-16320*a^2*b*c*g*q*r^2*x-114936*a^2*b*c*g*q*r*x^2+10464*a^2*b* c*p^2*q*r*x+8892*a^2*b*c*p*q^2*r*x-19032*a^2*b*c*p*q*r^2*x-58780*a^2*b*c*p*q*r* x^2+33640*a^2*b*g^2*p*q*r*x+10376*a^2*b*g*p^2*q*r*x+8686*a^2*b*g*p*q^2*r*x-\ 13388*a^2*b*g*p*q*r^2*x-45834*a^2*b*g*p*q*r*x^2+42888*a^2*c^2*g*p*q*r*x+38496*a ^2*c*g^2*p*q*r*x+12516*a^2*c*g*p^2*q*r*x+7838*a^2*c*g*p*q^2*r*x-9092*a^2*c*g*p* q*r^2*x-38362*a^2*c*g*p*q*r*x^2+10000*a*b^3*c*g*p*q*r-2170*b*c*g*p^3*q^2*r*x-\ 1786*b*c*g*p^3*q*r^2*x-332*b*c*g*p^3*q*r*x^2-2002*b*c*g*p^2*q^3*r*x-2522*b*c*g* p^2*q^2*r^2*x-1344*b*c*g*p^2*q^2*r*x^2-289*b*c*g*p^2*q*r^3*x+4803*b*c*g*p^2*q*r ^2*x^2-780*b*c*g*p*q^4*r*x-1314*b*c*g*p*q^3*r^2*x-1848*b*c*g*p*q^3*r*x^2-65*b*c *g*p*q^2*r^3*x+4647*b*c*g*p*q^2*r^2*x^2+450*b*c*g*p*q*r^4*x+4168*b*c*g*p*q*r^3* x^2+21520*a^3*b*c*g*p*q*r+126528*a^3*b*c*g*p*q*x+86616*a^3*b*c*g*p*r*x+69608*a^ 3*b*c*g*q*r*x+25056*a^3*b*c*p*q*r*x+22408*a^3*b*g*p*q*r*x+21008*a^3*c*g*p*q*r*x +26720*a^2*b^2*c*g*p*q*r+184704*a^2*b^2*c*g*p*q*x+134400*a^2*b^2*c*g*p*r*x+ 105600*a^2*b^2*c*g*q*r*x+43168*a^2*b^2*c*p*q*r*x+35120*a^2*b^2*g*p*q*r*x+41712* a^2*b*c^2*g*p*q*r+269760*a^2*b*c^2*g*p*q*x+159864*a^2*b*c^2*g*p*r*x-22248*b*c^3 *g*p*q^2*r*x-21800*b*c^3*g*p*q*r^2*x-25400*b*c^3*g*p*q*r*x^2-41880*b*c^2*g^3*p* q*r*x-33564*b*c^2*g^2*p^2*q*r*x-27836*b*c^2*g^2*p*q^2*r*x-31552*b*c^2*g^2*p*q*r ^2*x-40872*b*c^2*g^2*p*q*r*x^2-7512*b*c^2*g*p^3*q*r*x-10876*b*c^2*g*p^2*q^2*r*x -9740*b*c^2*g*p^2*q*r^2*x-6826*b*c^2*g*p^2*q*r*x^2-6376*b*c^2*g*p*q^3*r*x-8728* b*c^2*g*p*q^2*r^2*x-10898*b*c^2*g*p*q^2*r*x^2-1228*b*c^2*g*p*q*r^3*x+12444*b*c^ 2*g*p*q*r^2*x^2-12656*b*c*g^4*p*q*r*x-16688*b*c*g^3*p^2*q*r*x-13076*b*c*g^3*p*q ^2*r*x-16574*b*c*g^3*p*q*r^2*x-24258*b*c*g^3*p*q*r*x^2-8022*b*c*g^2*p^3*q*r*x-\ 10198*b*c*g^2*p^2*q^2*r*x-10712*b*c*g^2*p^2*q*r^2*x-9241*b*c*g^2*p^2*q*r*x^2-\ 5258*b*c*g^2*p*q^3*r*x-8160*b*c*g^2*p*q^2*r^2*x-11037*b*c*g^2*p*q^2*r*x^2-1840* b*c*g^2*p*q*r^3*x+12164*b*c*g^2*p*q*r^2*x^2-1134*b*c*g*p^4*q*r*x+330*a*c*g*p*q* r^4*x+4168*a*c*g*p*q*r^3*x^2-5856*b^4*c*g*p*q*r*x-30192*b^3*c^2*g*p*q*r*x-19840 *b^3*c*g^2*p*q*r*x-10824*b^3*c*g*p^2*q*r*x-7736*b^3*c*g*p*q^2*r*x-8568*b^3*c*g* p*q*r^2*x-16568*b^3*c*g*p*q*r*x^2-55120*b^2*c^3*g*p*q*r*x-59352*b^2*c^2*g^2*p*q *r*x-28576*b^2*c^2*g*p^2*q*r*x-24208*b^2*c^2*g*p*q^2*r*x-24936*b^2*c^2*g*p*q*r^ 2*x-35252*b^2*c^2*g*p*q*r*x^2-24252*b^2*c*g^3*p*q*r*x-22744*b^2*c*g^2*p^2*q*r*x -17432*b^2*c*g^2*p*q^2*r*x-20804*b^2*c*g^2*p*q*r^2*x-33300*b^2*c*g^2*p*q*r*x^2-\ 6172*b^2*c*g*p^3*q*r*x-8168*b^2*c*g*p^2*q^2*r*x-7932*b^2*c*g*p^2*q*r^2*x-7242*b ^2*c*g*p^2*q*r*x^2-4072*b^2*c*g*p*q^3*r*x-5820*b^2*c*g*p*q^2*r^2*x-9784*b^2*c*g *p*q^2*r*x^2-754*b^2*c*g*p*q*r^3*x+9528*b^2*c*g*p*q*r^2*x^2-35424*b*c^4*g*p*q*r *x-59888*b*c^3*g^2*p*q*r*x-23792*b*c^3*g*p^2*q*r*x-3532*a*c^2*g*p*q*r^3*x+12444 *a*c^2*g*p*q*r^2*x^2-13496*a*c*g^4*p*q*r*x-18102*a*c*g^3*p^2*q*r*x-13594*a*c*g^ 3*p*q^2*r*x-19238*a*c*g^3*p*q*r^2*x-24258*a*c*g^3*p*q*r*x^2-9470*a*c*g^2*p^3*q* r*x-10158*a*c*g^2*p^2*q^2*r*x-13356*a*c*g^2*p^2*q*r^2*x-11037*a*c*g^2*p^2*q*r*x ^2-4746*a*c*g^2*p*q^3*r*x-8832*a*c*g^2*p*q^2*r^2*x-9241*a*c*g^2*p*q^2*r*x^2-\ 3768*a*c*g^2*p*q*r^3*x+12164*a*c*g^2*p*q*r^2*x^2-1782*a*c*g*p^4*q*r*x-2198*a*c* g*p^3*q^2*r*x-3062*a*c*g*p^3*q*r^2*x-1848*a*c*g*p^3*q*r*x^2-1358*a*c*g*p^2*q^3* r*x-2450*a*c*g*p^2*q^2*r^2*x-1344*a*c*g*p^2*q^2*r*x^2-1049*a*c*g*p^2*q*r^3*x+ 4647*a*c*g*p^2*q*r^2*x^2-420*a*c*g*p*q^4*r*x-846*a*c*g*p*q^3*r^2*x-332*a*c*g*p* q^3*r*x^2-201*a*c*g*p*q^2*r^3*x+4803*a*c*g*p*q^2*r^2*x^2+158*b^2*c*q^3*r^2*x^2+ 140*b^2*c*q^2*r^4*x+574*b^2*c*q^2*r^3*x^2+18*b^2*c*q*r^5*x+188*b^2*c*q*r^4*x^2-\ 2122*b^2*g^4*p^2*r*x-6312*b^2*g^4*p*q*x^2-2806*b^2*g^4*p*r^2*x-5405*b^2*g^4*p*r *x^2-5405*b^2*g^4*q*r*x^2-2062*b^2*g^3*p^3*r*x-8472*b^2*g^3*p^2*q*x^2-3388*b^2* g^3*p^2*r^2*x-4585*b^2*g^3*p^2*r*x^2-8664*b^2*g^3*p*q^2*x^2-1131*b^2*g^3*p*r^3* x+669*b^2*g^3*p*r^2*x^2-4665*b^2*g^3*q^2*r*x^2+925*b^2*g^3*q*r^2*x^2-806*b^2*g^ 2*p^4*r*x-4056*b^2*g^2*p^3*q*x^2-1538*b^2*g^2*p^3*r^2*x-1200*b^2*g^2*p^3*r*x^2-\ 6468*b^2*g^2*p^2*q^2*x^2-606*b^2*g^2*p^2*r^3*x+2009*b^2*g^2*p^2*r^2*x^2-4608*b^ 2*g^2*p*q^3*x^2+231*b^2*g^2*p*r^4*x+2960*b^2*g^2*p*r^3*x^2-1716*b^2*g^2*q^3*r*x ^2+2139*b^2*g^2*q^2*r^2*x^2+3326*b^2*g^2*q*r^3*x^2-104*b^2*g*p^5*r*x-588*b^2*g* p^4*q*x^2-15360*b^2*c*g^4*p*x^2-15360*b^2*c*g^4*q*x^2-6812*b^2*c*g^4*r^2*x-\ 15142*b^2*c*g^4*r*x^2-22440*b^2*c*g^3*p^2*x^2-23208*b^2*c*g^3*q^2*x^2-3334*b^2* c*g^3*r^3*x-2174*b^2*c*g^3*r^2*x^2-11592*b^2*c*g^2*p^3*x^2-13704*b^2*c*g^2*q^3* x^2+1002*b^2*c*g^2*r^4*x+8916*b^2*c*g^2*r^3*x^2-1848*b^2*c*g*p^4*x^2-3144*b^2*c *g*q^4*x^2+222*b^2*c*g*r^5*x+1292*b^2*c*g*r^4*x^2-96*b^2*c*p^4*q*x^2+24*b^2*c*p ^4*r^2*x+84*b^2*c*p^4*r*x^2-456*b^2*c*p^3*q^2*x^2+60*b^2*c*p^3*r^3*x+264*b^2*c* p^3*r^2*x^2-792*b^2*c*p^2*q^3*x^2+36*b^2*c*p^2*r^4*x+252*b^2*c*p^2*r^3*x^2-600* b^2*c*p*q^4*x^2-12*b^2*c*p*r^5*x+48*b^2*c*p*r^4*x^2-362*b^2*c*q^4*r*x^2+150*b^2 *c*q^3*r^3*x-2832*b^2*c^3*q^2*r^2*x-8688*b^2*c^3*q^2*r*x^2+520*b^2*c^3*q*r^3*x+ 1896*b^2*c^3*q*r^2*x^2-10216*b^2*c^2*g^4*r*x-58512*b^2*c^2*g^3*p*x^2-59280*b^2* c^2*g^3*q*x^2-22464*b^2*c^2*g^3*r^2*x-43628*b^2*c^2*g^3*r*x^2-50016*b^2*c^2*g^2 *p^2*x^2-55152*b^2*c^2*g^2*q^2*x^2-5392*b^2*c^2*g^2*r^3*x+2836*b^2*c^2*g^2*r^2* x^2-12288*b^2*c^2*g*p^3*x^2-18192*b^2*c^2*g*q^3*x^2+1524*b^2*c^2*g*r^4*x+9844*b ^2*c^2*g*r^3*x^2-224*b^2*c^2*p^4*r*x-1824*b^2*c^2*p^3*q*x^2-312*b^2*c^2*p^3*r^2 *x+124*b^2*c^2*p^3*r*x^2-4752*b^2*c^2*p^2*q^2*x^2+132*b^2*c^2*p^2*r^3*x+1360*b^ 2*c^2*p^2*r^2*x^2-4800*b^2*c^2*p*q^3*x^2+304*b^2*c^2*p*r^4*x+1420*b^2*c^2*p*r^3 *x^2-312*b^2*c^2*q^3*r^2*x-2896*b^2*c^2*q^3*r*x^2+580*b^2*c^2*q^2*r^3*x+948*b^2 *c^2*q^2*r^2*x^2+616*b^2*c^2*q*r^4*x+2296*b^2*c^2*q*r^3*x^2-23360*b^2*c^5*g*r*x -9216*b^2*c^5*p*r*x-9728*b^2*c^5*q*r*x-38688*b^2*c^4*g^2*r*x-57792*b^2*c^4*g*p* x^2-64704*b^2*c^4*g*q*x^2-21760*b^2*c^4*g*r^2*x-32880*b^2*c^4*g*r*x^2-6464*b^2* c^4*p^2*r*x-19200*b^2*c^4*p*q*x^2-6112*b^2*c^4*p*r^2*x-6640*b^2*c^4*p*r*x^2-\ 7296*b^2*c^4*q^2*r*x-6304*b^2*c^4*q*r^2*x-11584*b^2*c^4*q*r*x^2-29072*b^2*c^3*g ^3*r*x-92064*b^2*c^3*g^2*p*x^2-96096*b^2*c^3*g^2*q*x^2-33536*b^2*c^3*g^2*r^2*x-\ 57488*b^2*c^3*g^2*r*x^2-38688*b^2*c^3*g*p^2*x^2-49440*b^2*c^3*g*q^2*x^2-2960*b^ 2*c^3*g*r^3*x+5688*b^2*c^3*g*r^2*x^2-1984*b^2*c^3*p^3*r*x-9504*b^2*c^3*p^2*q*x^ 2-2672*b^2*c^3*p^2*r^2*x-1960*b^2*c^3*p^2*r*x^2-14400*b^2*c^3*p*q^2*x^2-16*b^2* c^3*p*r^3*x+2296*b^2*c^3*p*r^2*x^2-2432*b^2*c^3*q^3*r*x+284*b^3*c*q*r^4*x+740*b ^3*c*q*r^3*x^2-2540*b^3*g^3*p^2*r*x-8208*b^3*g^3*p*q*x^2-3148*b^3*g^3*p*r^2*x-\ 6772*b^3*g^3*p*r*x^2-6772*b^3*g^3*q*r*x^2-1720*b^3*g^2*p^3*r*x-7584*b^3*g^2*p^2 *q*x^2-2668*b^3*g^2*p^2*r^2*x-3932*b^3*g^2*p^2*r*x^2-7824*b^3*g^2*p*q^2*x^2-658 *b^3*g^2*p*r^3*x+948*b^3*g^2*p*r^2*x^2-4032*b^3*g^2*q^2*r*x^2+1268*b^3*g^2*q*r^ 2*x^2-348*b^3*g*p^4*r*x-1872*b^3*g*p^3*q*x^2-640*b^3*g*p^3*r^2*x-514*b^3*g*p^3* r*x^2-3048*b^3*g*p^2*q^2*x^2-218*b^3*g*p^2*r^3*x+962*b^3*g*p^2*r^2*x^2-2208*b^3 *g*p*q^3*x^2+110*b^3*g*p*r^4*x+1334*b^3*g*p*r^3*x^2-826*b^3*g*q^3*r*x^2+1042*b^ 3*g*q^2*r^2*x^2+1554*b^3*g*q*r^3*x^2-2096*b^3*c^2*p^2*r*x^2-8064*b^3*c^2*p*q^2* x^2-8*b^3*c^2*p*r^3*x+768*b^3*c^2*p*r^2*x^2-528*b^3*c^2*q^2*r^2*x-4632*b^3*c^2* q^2*r*x^2+960*b^3*c^2*q*r^3*x+1216*b^3*c^2*q*r^2*x^2-20016*b^3*c*g^3*p*x^2-\ 20016*b^3*c*g^3*q*x^2-7792*b^3*c*g^3*r^2*x-19244*b^3*c*g^3*r*x^2-20304*b^3*c*g^ 2*p^2*x^2-21264*b^3*c*g^2*q^2*x^2-1756*b^3*c*g^2*r^3*x-420*b^3*c*g^2*r^2*x^2-\ 5664*b^3*c*g*p^3*x^2-7200*b^3*c*g*q^3*x^2+848*b^3*c*g*r^4*x+4892*b^3*c*g*r^3*x^ 2-112*b^3*c*p^4*r*x-672*b^3*c*p^3*q*x^2-216*b^3*c*p^3*r^2*x-148*b^3*c*p^3*r*x^2 -1488*b^3*c*p^2*q^2*x^2-60*b^3*c*p^2*r^3*x+144*b^3*c*p^2*r^2*x^2-1344*b^3*c*p*q ^3*x^2+80*b^3*c*p*r^4*x+300*b^3*c*p*r^3*x^2-772*b^3*c*q^3*r*x^2+392*b^3*c*q^2*r ^3*x+304*b^3*c*q^2*r^2*x^2-1276*b^4*g*p^2*r*x^2-2640*b^4*g*p*q^2*x^2-88*b^4*g*p *r^3*x+416*b^4*g*p*r^2*x^2-1316*b^4*g*q^2*r*x^2+544*b^4*g*q*r^2*x^2-22272*b^3*c ^4*g*r*x-10048*b^3*c^4*p*r*x-9216*b^3*c^4*q*r*x-26144*b^3*c^3*g^2*r*x-49344*b^3 *c^3*g*p*x^2-52800*b^3*c^3*g*q*x^2-16320*b^3*c^3*g*r^2*x-29248*b^3*c^3*g*r*x^2-\ 5888*b^3*c^3*p^2*r*x-16128*b^3*c^3*p*q*x^2-5248*b^3*c^3*p*r^2*x-6688*b^3*c^3*p* r*x^2-4608*b^3*c^3*q^2*r*x-3744*b^3*c^3*q*r^2*x-9264*b^3*c^3*q*r*x^2-12512*b^3* c^2*g^3*r*x-53568*b^3*c^2*g^2*p*x^2-54528*b^3*c^2*g^2*q*x^2-18032*b^3*c^2*g^2*r ^2*x-38192*b^3*c^2*g^2*r*x^2-25824*b^3*c^2*g*p^2*x^2-29952*b^3*c^2*g*q^2*x^2-\ 1008*b^3*c^2*g*r^3*x+3384*b^3*c^2*g*r^2*x^2-1424*b^3*c^2*p^3*r*x-5952*b^3*c^2*p ^2*q*x^2-1984*b^3*c^2*p^2*r^2*x-9216*b^4*c^3*g*r*x-4480*b^4*c^3*p*r*x-3328*b^4* c^3*q*r*x-7136*b^4*c^2*g^2*r*x-19200*b^4*c^2*g*p*x^2-19584*b^4*c^2*g*q*x^2-5088 *b^4*c^2*g*r^2*x-12608*b^4*c^2*g*r*x^2-1984*b^4*c^2*p^2*r*x-4992*b^4*c^2*p*q*x^ 2-1472*b^4*c^2*p*r^2*x-2240*b^4*c^2*p*r*x^2-352*b^4*c^2*q*r^2*x-2400*b^4*c^2*q* r*x^2-12864*b^4*c*g^2*p*x^2-12864*b^4*c*g^2*q*x^2-4000*b^4*c*g^2*r^2*x-12000*b^ 4*c*g^2*r*x^2-7104*b^4*c*g*p^2*x^2-7488*b^4*c*g*q^2*x^2+48*b^4*c*g*r^3*x+680*b^ 4*c*g*r^2*x^2-288*b^4*c*p^3*r*x-1056*b^4*c*p^2*q*x^2-368*b^4*c*p^2*r^2*x-520*b^ 4*c*p^2*r*x^2-1248*b^4*c*p*q^2*x^2+104*b^4*c*p*r^3*x+168*b^4*c*p*r^2*x^2-600*b^ 4*c*q^2*r*x^2+408*b^4*c*q*r^3*x+424*b^4*c*q*r^2*x^2-1424*b^4*g^2*p^2*r*x-5280*b ^4*g^2*p*q*x^2-1584*b^4*g^2*p*r^2*x-4176*b^4*g^2*p*r*x^2-4176*b^4*g^2*q*r*x^2-\ 520*b^4*g*p^3*r*x-2544*b^4*g*p^2*q*x^2-744*b^4*g*p^2*r^2*x-1472*b^5*c^2*g*r*x-\ 640*b^5*c^2*p*r*x-3264*b^5*c*g*p*x^2-3264*b^5*c*g*q*x^2-672*b^5*c*g*r^2*x-2944* b^5*c*g*r*x^2-160*b^5*c*p^2*r*x-384*b^5*c*p*q*x^2-32*b^5*c*p*r^2*x-80*b^5*c*p*r *x^2-80*b^5*c*q*r*x^2-288*b^5*g*p^2*r*x-1344*b^5*g*p*q*x^2-256*b^5*g*p*r^2*x-\ 1016*b^5*g*p*r*x^2-1016*b^5*g*q*r*x^2-120*a*g*p^5*q*x^2-76*a*g*p^5*r^2*x-30*a*g *p^5*r*x^2-252*a*g*p^4*q^2*x^2-52*a*g*p^4*r^3*x+122*a*g*p^4*r^2*x^2-288*a*g*p^3 *q^3*x^2+18*a*g*p^3*r^4*x+214*a*g*p^3*r^3*x^2-192*a*g*p^2*q^4*x^2+52*a*g*p^2*r^ 4*x^2-72*a*g*p*q^5*x^2-34*a*g*p*r^5*x^2+2*a*g*q^5*r^2*x-a*g*q^5*r*x^2+100*a*g*q ^4*r^2*x^2+11*a*g*q^3*r^4*x+132*a*g*q^3*r^3*x^2+15*a*g*q^2*r^4*x^2-28*a*g*q*r^5 *x^2-2988*a*g^3*p*q^3*x^2+15*a*g^3*p*r^4*x+2366*a*g^3*p*r^3*x^2-220*a*g^3*q^4*r *x-562*a*g^3*q^3*r^2*x-984*a*g^3*q^3*r*x^2-297*a*g^3*q^2*r^3*x+1397*a*g^3*q^2*r ^2*x^2+106*a*g^3*q*r^4*x+2220*a*g^3*q*r^3*x^2-260*a*g^2*p^5*r*x-1068*a*g^2*p^4* q*x^2-626*a*g^2*p^4*r^2*x-307*a*g^2*p^4*r*x^2-1932*a*g^2*p^3*q^2*x^2-398*a*g^2* p^3*r^3*x+818*a*g^2*p^3*r^2*x^2-1788*a*g^2*p^2*q^3*x^2+47*a*g^2*p^2*r^4*x+1342* a*g^2*p^2*r^3*x^2-852*a*g^2*p*q^4*x^2+356*a*g^2*p*r^4*x^2-32*a*g^2*q^5*r*x-70*a *g^2*q^4*r^2*x-94*a*g^2*q^4*r*x^2+33*a*g^2*q^3*r^3*x+915*a*g^2*q^3*r^2*x^2+134* a*g^2*q^2*r^4*x+1219*a*g^2*q^2*r^3*x^2+72*a*g^2*q*r^5*x+280*a*g^2*q*r^4*x^2-28* a*g*p^6*r*x-4*a*c*q^4*r^2*x^2-12*a*c*q^3*r^3*x^2-12*a*c*q^2*r^4*x^2-4*a*c*q*r^5 *x^2-264*a*g^6*p*r*x-200*a*g^6*q*r*x-918*a*g^5*p^2*r*x-2400*a*g^5*p*q*x^2-1310* a*g^5*p*r^2*x-2118*a*g^5*p*r*x^2-550*a*g^5*q^2*r*x-1038*a*g^5*q*r^2*x-2118*a*g^ 5*q*r*x^2-1232*a*g^4*p^3*r*x-4272*a*g^4*p^2*q*x^2-2192*a*g^4*p^2*r^2*x-2421*a*g ^4*p^2*r*x^2-4224*a*g^4*p*q^2*x^2-1004*a*g^4*p*r^3*x+191*a*g^4*p*r^2*x^2-538*a* g^4*q^3*r*x-1262*a*g^4*q^2*r^2*x-2401*a*g^4*q^2*r*x^2-726*a*g^4*q*r^3*x+127*a*g ^4*q*r^2*x^2-810*a*g^3*p^4*r*x-3204*a*g^3*p^3*q*x^2-1688*a*g^3*p^3*r^2*x-1188*a *g^3*p^3*r*x^2-4620*a*g^3*p^2*q^2*x^2-932*a*g^3*p^2*r^3*x+1447*a*g^3*p^2*r^2*x^ 2-2758*a*c*g^4*r^3*x-1742*a*c*g^4*r^2*x^2-9228*a*c*g^3*p^3*x^2-8460*a*c*g^3*q^3 *x^2-130*a*c*g^3*r^4*x+5920*a*c*g^3*r^3*x^2-3480*a*c*g^2*p^4*x^2-2640*a*c*g^2*q ^4*x^2+224*a*c*g^2*r^5*x+1748*a*c*g^2*r^4*x^2-540*a*c*g*p^5*x^2-252*a*c*g*q^5*x ^2-144*a*c*g*r^5*x^2-28*a*c*p^6*r*x-96*a*c*p^5*q*x^2-84*a*c*p^5*r^2*x-58*a*c*p^ 5*r*x^2-144*a*c*p^4*q^2*x^2-76*a*c*p^4*r^3*x+40*a*c*p^4*r^2*x^2-96*a*c*p^3*q^3* x^2-6*a*c*p^3*r^4*x+152*a*c*p^3*r^3*x^2-24*a*c*p^2*q^4*x^2+20*a*c*p^2*r^5*x+62* a*c*p^2*r^4*x^2-16*a*c*p*r^5*x^2-4104*a*c^2*g*p^4*x^2-2184*a*c^2*g*q^4*x^2+176* a*c^2*g*r^5*x+1396*a*c^2*g*r^4*x^2-292*a*c^2*p^5*r*x-960*a*c^2*p^4*q*x^2-736*a* c^2*p^4*r^2*x-580*a*c^2*p^4*r*x^2-1152*a*c^2*p^3*q^2*x^2-556*a*c^2*p^3*r^3*x+ 320*a*c^2*p^3*r^2*x^2-576*a*c^2*p^2*q^3*x^2-68*a*c^2*p^2*r^4*x+912*a*c^2*p^2*r^ 3*x^2-96*a*c^2*p*q^4*x^2+56*a*c^2*p*r^5*x+248*a*c^2*p*r^4*x^2+84*a*c^2*q^4*r*x^ 2+12*a*c^2*q^3*r^3*x+244*a*c^2*q^3*r^2*x^2+36*a*c^2*q^2*r^4*x+204*a*c^2*q^2*r^3 *x^2+36*a*c^2*q*r^5*x+12*a*c^2*q*r^4*x^2-456*a*c*g^6*r*x-5808*a*c*g^5*p*x^2-\ 5808*a*c*g^5*q*x^2-2988*a*c*g^5*r^2*x-5832*a*c*g^5*r*x^2-11304*a*c*g^4*p^2*x^2-\ 11112*a*c*g^4*q^2*x^2-280*a*c^3*g*r^4*x+7632*a*c^3*g*r^3*x^2-1240*a*c^3*p^4*r*x -3840*a*c^3*p^3*q*x^2-2528*a*c^3*p^3*r^2*x-2320*a*c^3*p^3*r*x^2-3456*a*c^3*p^2* q^2*x^2-1512*a*c^3*p^2*r^3*x+960*a*c^3*p^2*r^2*x^2-1152*a*c^3*p*q^3*x^2-200*a*c ^3*p*r^4*x+1824*a*c^3*p*r^3*x^2-80*a*c^3*q^3*r^2*x+272*a*c^3*q^3*r*x^2-128*a*c^ 3*q^2*r^3*x+1184*a*c^3*q^2*r^2*x^2-16*a*c^3*q*r^4*x+1064*a*c^3*q*r^3*x^2-3996*a *c^2*g^5*r*x-28800*a*c^2*g^4*p*x^2-28608*a*c^2*g^4*q*x^2-12628*a*c^2*g^4*r^2*x-\ 21984*a*c^2*g^4*r*x^2-37080*a*c^2*g^3*p^2*x^2-35304*a*c^2*g^3*q^2*x^2-7240*a*c^ 2*g^3*r^3*x+192*a*c^2*g^3*r^2*x^2-19392*a*c^2*g^2*p^3*x^2-16032*a*c^2*g^2*q^3*x ^2-180*a*c^2*g^2*r^4*x+11448*a*c^2*g^2*r^3*x^2-4640*a*c^5*p*r*x^2-288*a*c^5*q^2 *r*x-1344*a*c^5*q*r^2*x-2112*a*c^5*q*r*x^2-23136*a*c^4*g^3*r*x-69504*a*c^4*g^2* p*x^2-66048*a*c^4*g^2*q*x^2-24432*a*c^4*g^2*r^2*x-37872*a*c^4*g^2*r*x^2-30816*a *c^4*g*p^2*x^2-23328*a*c^4*g*q^2*x^2-4448*a*c^4*g*r^3*x+4128*a*c^4*g*r^2*x^2-\ 2720*a*c^4*p^3*r*x-7680*a*c^4*p^2*q*x^2-4224*a*c^4*p^2*r^2*x-4640*a*c^4*p^2*r*x ^2-4608*a*c^4*p*q^2*x^2-1808*a*c^4*p*r^3*x+1280*a*c^4*p*r^2*x^2-48*a*c^4*q^3*r* x-576*a*c^4*q^2*r^2*x-384*a*c^4*q^2*r*x^2-704*a*c^4*q*r^3*x+1680*a*c^4*q*r^2*x^ 2-13752*a*c^3*g^4*r*x-64704*a*c^3*g^3*p*x^2-63360*a*c^3*g^3*q*x^2-25304*a*c^3*g ^3*r^2*x-40808*a*c^3*g^3*r*x^2-52512*a*c^3*g^2*p^2*x^2-46848*a*c^3*g^2*q^2*x^2-\ 8608*a*c^3*g^2*r^3*x+5064*a*c^3*g^2*r^2*x^2-15312*a*c^3*g*p^3*x^2-9744*a*c^3*g* q^3*x^2-18434*a*c^2*g^2*q^2*r*x^2-5802*a*c^2*g^2*q*r^3*x+11740*a*c^2*g^2*q*r^2* x^2-3728*a*c^2*g*p^4*r*x-13488*a*c^2*g*p^3*q*x^2-7456*a*c^2*g*p^3*r^2*x-5566*a* c^2*g*p^3*r*x^2-16848*a*c^2*g*p^2*q^2*x^2-4068*a*c^2*g*p^2*r^3*x+5706*a*c^2*g*p ^2*r^2*x^2-9648*a*c^2*g*p*q^3*x^2-180*a*c^2*g*p*r^4*x+8010*a*c^2*g*p*r^3*x^2-\ 596*a*c^2*g*q^4*r*x-1364*a*c^2*g*q^3*r^2*x-1494*a*c^2*g*q^3*r*x^2-556*a*c^2*g*q ^2*r^3*x+6578*a*c^2*g*q^2*r^2*x^2+332*a*c^2*g*q*r^4*x+6986*a*c^2*g*q*r^3*x^2-\ 708*a*c^2*p^4*q*r*x-540*a*c^2*p^3*q^2*r*x-1224*a*c^2*p^3*q*r^2*x-1056*a*c^2*p^3 *q*r*x^2-124*a*c^2*p^2*q^3*r*x-544*a*c^2*p^2*q^2*r^2*x-288*a*c^2*p^2*q^2*r*x^2-\ 488*a*c^2*p^2*q*r^3*x+1260*a*c^2*p^2*q*r^2*x^2-56*a*c^2*p*q^3*r^2*x-7092*a*c^3* g*p*r^3*x+8696*a*c^3*g*p*r^2*x^2-3240*a*c^3*g*q^3*r*x-6744*a*c^3*g*q^2*r^2*x-\ 9404*a*c^3*g*q^2*r*x^2-3556*a*c^3*g*q*r^3*x+9640*a*c^3*g*q*r^2*x^2-2304*a*c^3*p ^3*q*r*x-1224*a*c^3*p^2*q^2*r*x-3120*a*c^3*p^2*q*r^2*x-3168*a*c^3*p^2*q*r*x^2-\ 160*a*c^3*p*q^3*r*x-976*a*c^3*p*q^2*r^2*x-576*a*c^3*p*q^2*r*x^2-1016*a*c^3*p*q* r^3*x+2520*a*c^3*p*q*r^2*x^2-19116*a*c^2*g^4*p*r*x-14732*a*c^2*g^4*q*r*x-27404* a*c^2*g^3*p^2*r*x-72192*a*c^2*g^3*p*q*x^2-31704*a*c^2*g^3*p*r^2*x-40626*a*c^2*g ^3*p*r*x^2-15664*a*c^2*g^3*q^2*r*x-23908*a*c^2*g^3*q*r^2*x-39710*a*c^2*g^3*q*r* x^2-15904*a*c^2*g^2*p^3*r*x-53712*a*c^2*g^2*p^2*q*x^2-25016*a*c^2*g^2*p^2*r^2*x -23082*a*c^2*g^2*p^2*r*x^2-50352*a*c^2*g^2*p*q^2*x^2-9646*a*c^2*g^2*p*r^3*x+ 11632*a*c^2*g^2*p*r^2*x^2-5856*a*c^2*g^2*q^3*r*x-11920*a*c^2*g^2*q^2*r^2*x-10*a *b*p*q^4*r*x^2+32*a*b*p*q^3*r^3*x+816*a*b*p*q^3*r^2*x^2+828*a*b*p*q^2*r^3*x^2+ 84*a*b*p*q*r^4*x^2-17760*a*c^5*g*p*r*x-11872*a*c^5*g*q*r*x-2496*a*c^5*p*q*r*x-\ 42624*a*c^4*g^2*p*r*x-31552*a*c^4*g^2*q*r*x-20208*a*c^4*g*p^2*r*x-52992*a*c^4*g *p*q*x^2-21472*a*c^4*g*p*r^2*x-26408*a*c^4*g*p*r*x^2-8800*a*c^4*g*q^2*r*x-13648 *a*c^4*g*q*r^2*x-20856*a*c^4*g*q*r*x^2-3552*a*c^4*p^2*q*r*x-1104*a*c^4*p*q^2*r* x-3424*a*c^4*p*q*r^2*x-4224*a*c^4*p*q*r*x^2-41728*a*c^3*g^3*p*r*x-31840*a*c^3*g ^3*q*r*x-37288*a*c^3*g^2*p^2*r*x-98496*a*c^3*g^2*p*q*x^2-40872*a*c^3*g^2*p*r^2* x-49640*a*c^3*g^2*p*r*x^2-19920*a*c^3*g^2*q^2*r*x-29320*a*c^3*g^2*q*r^2*x-45824 *a*c^3*g^2*q*r*x^2-11872*a*c^3*g*p^3*r*x-38544*a*c^3*g*p^2*q*x^2-18304*a*c^3*g* p^2*r^2*x-17524*a*c^3*g*p^2*r*x^2-32976*a*c^3*g*p*q^2*x^2+256*a*b*g*p^2*r^4*x+ 2901*a*b*g*p^2*r^3*x^2-2148*a*b*g*p*q^4*x^2+171*a*b*g*p*r^5*x+670*a*b*g*p*r^4*x ^2-132*a*b*g*q^4*r^2*x-343*a*b*g*q^4*r*x^2+105*a*b*g*q^3*r^3*x+2103*a*b*g*q^3*r ^2*x^2+290*a*b*g*q^2*r^4*x+2901*a*b*g*q^2*r^3*x^2+117*a*b*g*q*r^5*x+670*a*b*g*q *r^4*x^2-140*a*b*p^5*q*r*x-280*a*b*p^4*q^2*r*x-268*a*b*p^4*q*r^2*x-10*a*b*p^4*q *r*x^2-280*a*b*p^3*q^3*r*x-392*a*b*p^3*q^2*r^2*x-20*a*b*p^3*q^2*r*x^2-64*a*b*p^ 3*q*r^3*x+816*a*b*p^3*q*r^2*x^2-140*a*b*p^2*q^4*r*x-248*a*b*p^2*q^3*r^2*x-20*a* b*p^2*q^3*r*x^2-24*a*b*p^2*q^2*r^3*x+1224*a*b*p^2*q^2*r^2*x^2+106*a*b*p^2*q*r^4 *x+828*a*b*p^2*q*r^3*x^2-52*a*b*p*q^4*r^2*x-4982*a*b*g^3*q^2*r^2*x-10386*a*b*g^ 3*q^2*r*x^2-2560*a*b*g^3*q*r^3*x+1218*a*b*g^3*q*r^2*x^2-2320*a*b*g^2*p^4*r*x-\ 10104*a*b*g^2*p^3*q*x^2-4578*a*b*g^2*p^3*r^2*x-3196*a*b*g^2*p^3*r*x^2-15096*a*b *g^2*p^2*q^2*x^2-2111*a*b*g^2*p^2*r^3*x+5336*a*b*g^2*p^2*r^2*x^2-10104*a*b*g^2* p*q^3*x^2+399*a*b*g^2*p*r^4*x+7754*a*b*g^2*p*r^3*x^2-662*a*b*g^2*q^4*r*x-1568*a *b*g^2*q^3*r^2*x-3196*a*b*g^2*q^3*r*x^2-519*a*b*g^2*q^2*r^3*x+5336*a*b*g^2*q^2* r^2*x^2+609*a*b*g^2*q*r^4*x+7754*a*b*g^2*q*r^3*x^2-454*a*b*g*p^5*r*x-2148*a*b*g *p^4*q*x^2-1002*a*b*g*p^4*r^2*x-343*a*b*g*p^4*r*x^2-4224*a*b*g*p^3*q^2*x^2-463* a*b*g*p^3*r^3*x+2103*a*b*g*p^3*r^2*x^2-4224*a*b*g*p^2*q^3*x^2+292*a*b*c*p^2*r^4 *x+3062*a*b*c*p^2*r^3*x^2-2376*a*b*c*p*q^4*x^2+174*a*b*c*p*r^5*x+588*a*b*c*p*r^ 4*x^2-168*a*b*c*q^4*r^2*x-330*a*b*c*q^4*r*x^2+126*a*b*c*q^3*r^3*x+2410*a*b*c*q^ 3*r^2*x^2+320*a*b*c*q^2*r^4*x+3062*a*b*c*q^2*r^3*x^2+114*a*b*c*q*r^5*x+588*a*b* c*q*r^4*x^2-1792*a*b*g^5*p*r*x-1344*a*b*g^5*q*r*x-5040*a*b*g^4*p^2*r*x-13680*a* b*g^4*p*q*x^2-7072*a*b*g^4*p*r^2*x-12030*a*b*g^4*p*r*x^2-2940*a*b*g^4*q^2*r*x-\ 5520*a*b*g^4*q*r^2*x-12030*a*b*g^4*q*r*x^2-5130*a*b*g^3*p^3*r*x-18864*a*b*g^3*p ^2*q*x^2-8874*a*b*g^3*p^2*r^2*x-10386*a*b*g^3*p^2*r*x^2-18864*a*b*g^3*p*q^2*x^2 -3740*a*b*g^3*p*r^3*x+1218*a*b*g^3*p*r^2*x^2-2206*a*b*g^3*q^3*r*x+936*a*b*c^2*q *r^4*x+10148*a*b*c^2*q*r^3*x^2-3136*a*b*c*g^5*r*x-33408*a*b*c*g^4*p*x^2-33408*a *b*c*g^4*q*x^2-16624*a*b*c*g^4*r^2*x-33636*a*b*c*g^4*r*x^2-50448*a*b*c*g^3*p^2* x^2-50448*a*b*c*g^3*q^2*x^2-11044*a*b*c*g^3*r^3*x-7436*a*b*c*g^3*r^2*x^2-29184* a*b*c*g^2*p^3*x^2-29184*a*b*c*g^2*q^3*x^2+504*a*b*c*g^2*r^4*x+20072*a*b*c*g^2*r ^3*x^2-6720*a*b*c*g*p^4*x^2-6720*a*b*c*g*q^4*x^2+576*a*b*c*g*r^5*x+3808*a*b*c*g *r^4*x^2-500*a*b*c*p^5*r*x-2376*a*b*c*p^4*q*x^2-1068*a*b*c*p^4*r^2*x-330*a*b*c* p^4*r*x^2-4608*a*b*c*p^3*q^2*x^2-450*a*b*c*p^3*r^3*x+2410*a*b*c*p^3*r^2*x^2-\ 4608*a*b*c*p^2*q^3*x^2-23016*a*b*c^2*g^4*r*x-130656*a*b*c^2*g^3*p*x^2-130656*a* b*c^2*g^3*q*x^2-55792*a*b*c^2*g^3*r^2*x-100168*a*b*c^2*g^3*r*x^2-121104*a*b*c^2 *g^2*p^2*x^2-121104*a*b*c^2*g^2*q^2*x^2-20896*a*b*c^2*g^2*r^3*x+2152*a*b*c^2*g^ 2*r^2*x^2-39312*a*b*c^2*g*p^3*x^2-39312*a*b*c^2*g*q^3*x^2+1128*a*b*c^2*g*r^4*x+ 26424*a*b*c^2*g*r^3*x^2-3344*a*b*c^2*p^4*r*x-14688*a*b*c^2*p^3*q*x^2-5984*a*b*c ^2*p^3*r^2*x-3340*a*b*c^2*p^3*r*x^2-21600*a*b*c^2*p^2*q^2*x^2-2192*a*b*c^2*p^2* r^3*x+9564*a*b*c^2*p^2*r^2*x^2-14688*a*b*c^2*p*q^3*x^2+720*a*b*c^2*p*r^4*x+ 10148*a*b*c^2*p*r^3*x^2-1192*a*b*c^2*q^4*r*x-2328*a*b*c^2*q^3*r^2*x-3340*a*b*c^ 2*q^3*r*x^2-376*a*b*c^2*q^2*r^3*x+9564*a*b*c^2*q^2*r^2*x^2-82880*a*b*c^4*g^2*r* x-153984*a*b*c^4*g*p*x^2-153984*a*b*c^4*g*q*x^2-55936*a*b*c^4*g*r^2*x-84896*a*b *c^4*g*r*x^2-22688*a*b*c^4*p^2*r*x-64512*a*b*c^4*p*q*x^2-23168*a*b*c^4*p*r^2*x-\ 26288*a*b*c^4*p*r*x^2-15616*a*b*c^4*q^2*r*x-18848*a*b*c^4*q*r^2*x-26288*a*b*c^4 *q*r*x^2-64064*a*b*c^3*g^3*r*x-216960*a*b*c^3*g^2*p*x^2-216960*a*b*c^3*g^2*q*x^ 2-84208*a*b*c^3*g^2*r^2*x-137760*a*b*c^3*g^2*r*x^2-111552*a*b*c^3*g*p^2*x^2-\ 111552*a*b*c^3*g*q^2*x^2-15840*a*b*c^3*g*r^3*x+13776*a*b*c^3*g*r^2*x^2-11648*a* b*c^3*p^3*r*x-44064*a*b*c^3*p^2*q*x^2-16640*a*b*c^3*p^2*r^2*x-13992*a*b*c^3*p^2 *r*x^2-44064*a*b*c^3*p*q^2*x^2-4824*a*b*c^3*p*r^3*x+14336*a*b*c^3*p*r^2*x^2-\ 6160*a*b*c^3*q^3*r*x-10192*a*b*c^3*q^2*r^2*x-13992*a*b*c^3*q^2*r*x^2-3016*a*b*c ^3*q*r^3*x+14336*a*b*c^3*q*r^2*x^2-2974*a*b^2*g*p^3*r*x^2-15624*a*b^2*g*p^2*q^2 *x^2-1710*a*b^2*g*p^2*r^3*x+5758*a*b^2*g*p^2*r^2*x^2-10608*a*b^2*g*p*q^3*x^2+ 486*a*b^2*g*p*r^4*x+7906*a*b^2*g*p*r^3*x^2-1012*a*b^2*g*q^3*r^2*x-3286*a*b^2*g* q^3*r*x^2-44*a*b^2*g*q^2*r^3*x+5838*a*b^2*g*q^2*r^2*x^2+708*a*b^2*g*q*r^4*x+ 8126*a*b^2*g*q*r^3*x^2-832*a*b^2*p^4*q*r*x-1248*a*b^2*p^3*q^2*r*x-1316*a*b^2*p^ 3*q*r^2*x-568*a*b^2*p^3*q*r*x^2-832*a*b^2*p^2*q^3*r*x-1284*a*b^2*p^2*q^2*r^2*x-\ 852*a*b^2*p^2*q^2*r*x^2-262*a*b^2*p^2*q*r^3*x+3246*a*b^2*p^2*q*r^2*x^2-396*a*b^ 2*p*q^3*r^2*x-568*a*b^2*p*q^3*r*x^2+22*a*b^2*p*q^2*r^3*x+3246*a*b^2*p*q^2*r^2*x ^2+2892*a*b^2*p*q*r^3*x^2-48384*a*b*c^5*g*r*x-23360*a*b*c^5*p*r*x-19648*a*b*c^5 *q*r*x+676*a*b^2*c*p*r^4*x+9420*a*b^2*c*p*r^3*x^2-1216*a*b^2*c*q^3*r^2*x-3532*a *b^2*c*q^3*r*x^2+148*a*b^2*c*q^2*r^3*x+8360*a*b^2*c*q^2*r^2*x^2+904*a*b^2*c*q*r ^4*x+9860*a*b^2*c*q*r^3*x^2-4712*a*b^2*g^4*p*r*x-3464*a*b^2*g^4*q*r*x-10380*a*b ^2*g^3*p^2*r*x-29808*a*b^2*g^3*p*q*x^2-14200*a*b^2*g^3*p*r^2*x-25868*a*b^2*g^3* p*r*x^2-5648*a*b^2*g^3*q^2*r*x-10680*a*b^2*g^3*q*r^2*x-25868*a*b^2*g^3*q*r*x^2-\ 7632*a*b^2*g^2*p^3*r*x-29904*a*b^2*g^2*p^2*q*x^2-12792*a*b^2*g^2*p^2*r^2*x-\ 15892*a*b^2*g^2*p^2*r*x^2-30144*a*b^2*g^2*p*q^2*x^2-4866*a*b^2*g^2*p*r^3*x+2952 *a*b^2*g^2*p*r^2*x^2-2864*a*b^2*g^2*q^3*r*x-6380*a*b^2*g^2*q^2*r^2*x-15992*a*b^ 2*g^2*q^2*r*x^2-2854*a*b^2*g^2*q*r^3*x+3272*a*b^2*g^2*q*r^2*x^2-2184*a*b^2*g*p^ 4*r*x-10272*a*b^2*g*p^3*q*x^2-4164*a*b^2*g*p^3*r^2*x-5704*a*b^2*c^2*p*r^3*x+ 16768*a*b^2*c^2*p*r^2*x^2-6640*a*b^2*c^2*q^3*r*x-11376*a*b^2*c^2*q^2*r^2*x-\ 22248*a*b^2*c^2*q^2*r*x^2-2992*a*b^2*c^2*q*r^3*x+17216*a*b^2*c^2*q*r^2*x^2-8360 *a*b^2*c*g^4*r*x-73296*a*b^2*c*g^3*p*x^2-73296*a*b^2*c*g^3*q*x^2-34184*a*b^2*c* g^3*r^2*x-73396*a*b^2*c*g^3*r*x^2-80592*a*b^2*c*g^2*p^2*x^2-81552*a*b^2*c*g^2*q ^2*x^2-14948*a*b^2*c*g^2*r^3*x-9604*a*b^2*c*g^2*r^2*x^2-29616*a*b^2*c*g*p^3*x^2 -31152*a*b^2*c*g*q^3*x^2+1176*a*b^2*c*g*r^4*x+21700*a*b^2*c*g*r^3*x^2-2688*a*b^ 2*c*p^4*r*x-13056*a*b^2*c*p^3*q*x^2-4808*a*b^2*c*p^3*r^2*x-2908*a*b^2*c*p^3*r*x ^2-20016*a*b^2*c*p^2*q^2*x^2-1664*a*b^2*c*p^2*r^3*x+8200*a*b^2*c*p^2*r^2*x^2-\ 13728*a*b^2*c*p*q^3*x^2-2136*a*b^3*p^2*q*r^2*x-2640*a*b^3*p^2*q*r*x^2-1080*a*b^ 3*p*q^2*r^2*x-2640*a*b^3*p*q^2*r*x^2-224*a*b^3*p*q*r^3*x+3560*a*b^3*p*q*r^2*x^2 -89920*a*b^2*c^4*g*r*x-51776*a*b^2*c^4*p*r*x-43264*a*b^2*c^4*q*r*x-103200*a*b^2 *c^3*g^2*r*x-228672*a*b^2*c^3*g*p*x^2-232128*a*b^2*c^3*g*q*x^2-84704*a*b^2*c^3* g*r^2*x-143968*a*b^2*c^3*g*r*x^2-38944*a*b^2*c^3*p^2*r*x-115200*a*b^2*c^3*p*q*x ^2-39968*a*b^2*c^3*p*r^2*x-50704*a*b^2*c^3*p*r*x^2-25728*a*b^2*c^3*q^2*r*x-\ 31648*a*b^2*c^3*q*r^2*x-53280*a*b^2*c^3*q*r*x^2-49200*a*b^2*c^2*g^3*r*x-211200* a*b^2*c^2*g^2*p*x^2-212160*a*b^2*c^2*g^2*q*x^2-84864*a*b^2*c^2*g^2*r^2*x-160464 *a*b^2*c^2*g^2*r*x^2-125376*a*b^2*c^2*g*p^2*x^2-129504*a*b^2*c^2*g*q^2*x^2-\ 17984*a*b^2*c^2*g*r^3*x+5480*a*b^2*c^2*g*r^2*x^2-14432*a*b^2*c^2*p^3*r*x-58848* a*b^2*c^2*p^2*q*x^2-20784*a*b^2*c^2*p^2*r^2*x-19712*a*b^2*c^2*p^2*r*x^2-60960*a *b^2*c^2*p*q^2*x^2-6256*a*b^3*c*p^3*r*x-27456*a*b^3*c*p^2*q*x^2-9168*a*b^3*c*p^ 2*r^2*x-11272*a*b^3*c*p^2*r*x^2-27840*a*b^3*c*p*q^2*x^2-2456*a*b^3*c*p*r^3*x+ 6264*a*b^3*c*p*r^2*x^2-3168*a*b^3*c*q^2*r^2*x-11432*a*b^3*c*q^2*r*x^2-648*a*b^3 *c*q*r^3*x+6776*a*b^3*c*q*r^2*x^2-6000*a*b^3*g^3*p*r*x-4240*a*b^3*g^3*q*r*x-\ 9696*a*b^3*g^2*p^2*r*x-30624*a*b^3*g^2*p*q*x^2-12792*a*b^3*g^2*p*r^2*x-26100*a* b^3*g^2*p*r*x^2-4552*a*b^3*g^2*q^2*r*x-8920*a*b^3*g^2*q*r^2*x-26100*a*b^3*g^2*q *r*x^2-4504*a*b^3*g*p^3*r*x-19488*a*b^3*g*p^2*q*x^2-7232*a*b^3*g*p^2*r^2*x-\ 10036*a*b^3*g*p^2*r*x^2-19680*a*b^3*g*p*q^2*x^2-2372*a*b^3*g*p*r^3*x+2620*a*b^3 *g*p*r^2*x^2-2648*a*b^3*g*q^2*r^2*x-10116*a*b^3*g*q^2*r*x^2-908*a*b^3*g*q*r^3*x +2876*a*b^3*g*q*r^2*x^2-1752*a*b^3*p^3*q*r*x-1752*a*b^3*p^2*q^2*r*x-14240*a*b^4 *c*q*r*x^2-3744*a*b^4*g^2*p*r*x-2432*a*b^4*g^2*q*r*x-3824*a*b^4*g*p^2*r*x-14400 *a*b^4*g*p*q*x^2-4784*a*b^4*g*p*r^2*x-12096*a*b^4*g*p*r*x^2-2832*a*b^4*g*q*r^2* x-12096*a*b^4*g*q*r*x^2-1504*a*b^4*p^2*q*r*x-1232*a*b^4*p*q*r^2*x-4064*a*b^4*p* q*r*x^2-65344*a*b^3*c^3*g*r*x-43648*a*b^3*c^3*p*r*x-33152*a*b^3*c^3*q*r*x-47328 *a*b^3*c^2*g^2*r*x-140352*a*b^3*c^2*g*p*x^2-141120*a*b^3*c^2*g*q*x^2-49920*a*b^ 3*c^2*g*r^2*x-104784*a*b^3*c^2*g*r*x^2-25056*a*b^3*c^2*p^2*r*x-79104*a*b^3*c^2* p*q*x^2-25888*a*b^3*c^2*p*r^2*x-40896*a*b^3*c^2*p*r*x^2-12896*a*b^3*c^2*q^2*r*x -17664*a*b^3*c^2*q*r^2*x-41216*a*b^3*c^2*q*r*x^2-10800*a*b^3*c*g^3*r*x-75648*a* b^3*c*g^2*p*x^2-75648*a*b^3*c*g^2*q*x^2-31376*a*b^3*c*g^2*r^2*x-75000*a*b^3*c*g ^2*r*x^2-53088*a*b^3*c*g*p^2*x^2-53856*a*b^3*c*g*q^2*x^2-7416*a*b^3*c*g*r^3*x-\ 4328*a*b^3*c*g*r^2*x^2-4091*a^2*g^2*p*q^2*r*x^2-1863*a^2*g^2*p*q*r^3*x+4068*a^2 *g^2*p*q*r^2*x^2-784*a^2*g*p^4*q*r*x-1066*a^2*g*p^3*q^2*r*x-1386*a^2*g*p^3*q*r^ 2*x-699*a^2*g*p^3*q*r*x^2-698*a^2*g*p^2*q^3*r*x-1256*a^2*g*p^2*q^2*r^2*x-671*a^ 2*g*p^2*q^2*r*x^2-493*a^2*g*p^2*q*r^3*x+1910*a^2*g*p^2*q*r^2*x^2-214*a^2*g*p*q^ 4*r*x-466*a^2*g*p*q^3*r^2*x-253*a^2*g*p*q^3*r*x^2-152*a^2*g*p*q^2*r^3*x+1963*a^ 2*g*p*q^2*r^2*x^2+168*a^2*g*p*q*r^4*x+1801*a^2*g*p*q*r^3*x^2-1856*a*b^5*c*g*r*x -1984*a*b^5*c*p*r*x-992*a*b^5*g*p*r*x-19328*a*b^4*c^2*g*r*x-15296*a*b^4*c^2*p*r *x-9920*a*b^4*c^2*q*r*x-6848*a*b^4*c*g^2*r*x-35712*a*b^4*c*g*p*x^2-35712*a*b^4* c*g*q*x^2-12000*a*b^4*c*g*r^2*x-35136*a*b^4*c*g*r*x^2-6016*a*b^4*c*p^2*r*x-\ 22656*a*b^4*c*p*q*x^2-6304*a*b^4*c*p*r^2*x-14240*a*b^4*c*p*r*x^2-3456*a*b^4*c*q *r^2*x-28*a*b*p^6*r*x-144*a*b*p^5*q*x^2-68*a*b*p^5*r^2*x-2*a*b*p^5*r*x^2-360*a* b*p^4*q^2*x^2-28*a*b*p^4*r^3*x+204*a*b*p^4*r^2*x^2-480*a*b*p^3*q^3*x^2+42*a*b*p ^3*r^4*x+276*a*b*p^3*r^3*x^2-360*a*b*p^2*q^4*x^2+36*a*b*p^2*r^5*x+42*a*b*p^2*r^ 4*x^2-144*a*b*p*q^5*x^2-52*a*b*p*r^5*x^2-2*a*b*q^5*r*x^2+20*a*b*q^4*r^3*x+204*a *b*q^4*r^2*x^2+22*a*b*q^3*r^4*x+276*a*b*q^3*r^3*x^2+42*a*b*q^2*r^4*x^2-52*a*b*q *r^5*x^2-6336*a*c^6*g*r*x-1856*a*c^6*p*r*x-576*a*c^6*q*r*x-19008*a*c^5*g^2*r*x-\ 32256*a*c^5*g*p*x^2-28416*a*c^5*g*q*x^2-9824*a*c^5*g*r^2*x-15456*a*c^5*g*r*x^2-\ 3200*a*c^5*p^2*r*x-7680*a*c^5*p*q*x^2-3392*a*c^5*p*r^2*x-39456*a*b*c^2*g^4*x^2-\ 3888*a*b*c^2*p^4*x^2-3888*a*b*c^2*q^4*x^2+288*a*b*c^2*r^5*x+1728*a*b*c^2*r^4*x^ 2-5376*a*b*c*g^5*x^2-504*a*b*c*p^5*x^2-504*a*b*c*q^5*x^2-2688*a*b*g^5*p*x^2-\ 2688*a*b*g^5*q*x^2-1792*a*b*g^5*r^2*x-4256*a*b*g^5*r*x^2-6840*a*b*g^4*p^2*x^2-\ 6840*a*b*g^4*q^2*x^2-2032*a*b*g^4*r^3*x-2936*a*b*g^4*r^2*x^2-6288*a*b*g^3*p^3*x ^2-6288*a*b*g^3*q^3*x^2+4*a*b*g^3*r^4*x+4476*a*b*g^3*r^3*x^2-2556*a*b*g^2*p^4*x ^2-2556*a*b*g^2*q^4*x^2+252*a*b*g^2*r^5*x+1816*a*b*g^2*r^4*x^2-444*a*b*g*p^5*x^ 2-444*a*b*g*q^5*x^2-182*a*b^2*p^3*r^3*x+1082*a*b^2*p^3*r^2*x^2-2160*a*b^2*p^2*q ^3*x^2+120*a*b^2*p^2*r^4*x+1446*a*b^2*p^2*r^3*x^2-1080*a*b^2*p*q^4*x^2+324*a*b^ 2*p*r^4*x^2-142*a*b^2*q^4*r*x^2+102*a*b^2*q^3*r^3*x+1082*a*b^2*q^3*r^2*x^2+116* a*b^2*q^2*r^4*x+1446*a*b^2*q^2*r^3*x^2+18*a*b^2*q*r^5*x+324*a*b^2*q*r^4*x^2-\ 9856*a*b*c^6*r*x-82944*a*b*c^5*g*x^2-36864*a*b*c^5*p*x^2-36864*a*b*c^5*q*x^2-\ 12736*a*b*c^5*r^2*x-18112*a*b*c^5*r*x^2-142080*a*b*c^4*g^2*x^2-32832*a*b*c^4*p^ 2*x^2-32832*a*b*c^4*q^2*x^2-3936*a*b*c^4*r^3*x+6432*a*b*c^4*r^2*x^2-109824*a*b* c^3*g^3*x^2-15264*a*b*c^3*p^3*x^2-15264*a*b*c^3*q^3*x^2+560*a*b*c^3*r^4*x+10000 *a*b*c^3*r^3*x^2-21216*a*b^2*c^2*q^3*x^2+984*a*b^2*c^2*r^4*x+13816*a*b^2*c^2*r^ 3*x^2-14976*a*b^2*c*g^4*x^2-3216*a*b^2*c*p^4*x^2-3552*a*b^2*c*q^4*x^2+228*a*b^2 *c*r^5*x+1848*a*b^2*c*r^4*x^2-7488*a*b^2*g^4*p*x^2-7488*a*b^2*g^4*q*x^2-4712*a* b^2*g^4*r^2*x-11856*a*b^2*g^4*r*x^2-14904*a*b^2*g^3*p^2*x^2-14904*a*b^2*g^3*q^2 *x^2-3820*a*b^2*g^3*r^3*x-5956*a*b^2*g^3*r^2*x^2-9888*a*b^2*g^2*p^3*x^2-10128*a *b^2*g^2*q^3*x^2+294*a*b^2*g^2*r^4*x+7654*a*b^2*g^2*r^3*x^2-2544*a*b^2*g*p^4*x^ 2-2712*a*b^2*g*q^4*x^2+216*a*b^2*g*r^5*x+1748*a*b^2*g*r^4*x^2-208*a*b^2*p^5*r*x -1080*a*b^2*p^4*q*x^2-444*a*b^2*p^4*r^2*x-142*a*b^2*p^4*r*x^2-2160*a*b^2*p^3*q^ 2*x^2-6432*a*b^3*g*p^3*x^2-6624*a*b^3*g*q^3*x^2+356*a*b^3*g*r^4*x+5368*a*b^3*g* r^3*x^2-584*a*b^3*p^4*r*x-3072*a*b^3*p^3*q*x^2-1064*a*b^3*p^3*r^2*x-880*a*b^3*p ^3*r*x^2-4608*a*b^3*p^2*q^2*x^2-376*a*b^3*p^2*r^3*x+1780*a*b^3*p^2*r^2*x^2-3072 *a*b^3*p*q^3*x^2+2368*a*b^3*p*r^3*x^2-880*a*b^3*q^3*r*x^2+152*a*b^3*q^2*r^3*x+ 1780*a*b^3*q^2*r^2*x^2+188*a*b^3*q*r^4*x+2368*a*b^3*q*r^3*x^2-26880*a*b^2*c^5*r *x-152064*a*b^2*c^4*g*x^2-79104*a*b^2*c^4*p*x^2-82176*a*b^2*c^4*q*x^2-28032*a*b ^2*c^4*r^2*x-43552*a*b^2*c^4*r*x^2-179136*a*b^2*c^3*g^2*x^2-55680*a*b^2*c^3*p^2 *x^2-60096*a*b^2*c^3*q^2*x^2-6304*a*b^2*c^3*r^3*x+8352*a*b^2*c^3*r^2*x^2-86976* a*b^2*c^2*g^3*x^2-19104*a*b^2*c^2*p^3*x^2-4032*a*b^4*p^2*q*x^2-1120*a*b^4*p^2*r ^2*x-2032*a*b^4*p^2*r*x^2-4032*a*b^4*p*q^2*x^2-280*a*b^4*p*r^3*x+664*a*b^4*p*r^ 2*x^2-2032*a*b^4*q^2*r*x^2+24*a*b^4*q*r^3*x+664*a*b^4*q*r^2*x^2-27776*a*b^3*c^4 *r*x-119808*a*b^3*c^3*g*x^2-71808*a*b^3*c^3*p*x^2-73344*a*b^3*c^3*q*x^2-23552*a *b^3*c^3*r^2*x-44352*a*b^3*c^3*r*x^2-90048*a*b^3*c^2*g^2*x^2-38784*a*b^3*c^2*p^ 2*x^2-40320*a*b^3*c^2*q^2*x^2-3856*a*b^3*c^2*r^3*x+2928*a*b^3*c^2*r^2*x^2-21120 *a*b^3*c*g^3*x^2-9024*a*b^3*c*p^3*x^2-9408*a*b^3*c*q^3*x^2+528*a*b^3*c*r^4*x+ 6912*a*b^3*c*r^3*x^2-10560*a*b^3*g^3*p*x^2-10560*a*b^3*g^3*q*x^2-6000*a*b^3*g^3 *r^2*x-16720*a*b^3*g^3*r*x^2-15312*a*b^3*g^2*p^2*x^2-15312*a*b^3*g^2*q^2*x^2-\ 3096*a*b^3*g^2*r^3*x-5504*a*b^3*g^2*r^2*x^2-2304*a*b^5*c^2*r*x-5760*a*b^5*c*g*x ^2-5760*a*b^5*c*p*x^2-5760*a*b^5*c*q*x^2-1280*a*b^5*c*r^2*x-5728*a*b^5*c*r*x^2-\ 2880*a*b^5*g*p*x^2-2880*a*b^5*g*q*x^2-992*a*b^5*g*r^2*x-4560*a*b^5*g*r*x^2-416* a*b^5*p^2*r*x-2304*a*b^5*p*q*x^2-480*a*b^5*p*r^2*x-1952*a*b^5*p*r*x^2-1952*a*b^ 5*q*r*x^2-12544*a*b^4*c^3*r*x-42624*a*b^4*c^2*g*x^2-30336*a*b^4*c^2*p*x^2-30336 *a*b^4*c^2*q*x^2-8448*a*b^4*c^2*r^2*x-22176*a*b^4*c^2*r*x^2-15744*a*b^4*c*g^2*x ^2-11328*a*b^4*c*p^2*x^2-11328*a*b^4*c*q^2*x^2-880*a*b^4*c*r^3*x-512*a*b^4*c*r^ 2*x^2-7872*a*b^4*g^2*p*x^2-7872*a*b^4*g^2*q*x^2-3744*a*b^4*g^2*r^2*x-12464*a*b^ 4*g^2*r*x^2-7200*a*b^4*g*p^2*x^2-7200*a*b^4*g*q^2*x^2-960*a*b^4*g*r^3*x-2360*a* b^4*g*r^2*x^2-752*a*b^4*p^3*r*x+36*a^2*g*p^2*r^4*x+1010*a^2*g*p^2*r^3*x^2-588*a ^2*g*p*q^4*x^2+256*a^2*g*p*r^4*x^2-22*a^2*g*q^5*r*x-52*a^2*g*q^4*r^2*x-29*a^2*g *q^4*r*x^2+15*a^2*g*q^3*r^3*x+673*a^2*g*q^3*r^2*x^2+96*a^2*g*q^2*r^4*x+849*a^2* g*q^2*r^3*x^2+63*a^2*g*q*r^5*x+186*a^2*g*q*r^4*x^2-4665*a^2*g^3*p^2*r*x^2-8472* a^2*g^3*p*q^2*x^2-2225*a^2*g^3*p*r^3*x+925*a^2*g^3*p*r^2*x^2-1158*a^2*g^3*q^3*r *x-2732*a^2*g^3*q^2*r^2*x-4585*a^2*g^3*q^2*r*x^2-1603*a^2*g^3*q*r^3*x+669*a^2*g ^3*q*r^2*x^2-1302*a^2*g^2*p^4*r*x-4608*a^2*g^2*p^3*q*x^2-2736*a^2*g^2*p^3*r^2*x -1716*a^2*g^2*p^3*r*x^2-6468*a^2*g^2*p^2*q^2*x^2-1555*a^2*g^2*p^2*r^3*x+2139*a^ 2*g^2*p^2*r^2*x^2-4056*a^2*g^2*p*q^3*x^2-22*a^2*g^2*p*r^4*x+3326*a^2*g^2*p*r^3* x^2-314*a^2*g^2*q^4*r*x-824*a^2*g^2*q^3*r^2*x-1200*a^2*g^2*q^3*r*x^2-482*a^2*g^ 2*q^2*r^3*x+2009*a^2*g^2*q^2*r^2*x^2+117*a^2*g^2*q*r^4*x+2960*a^2*g^2*q*r^3*x^2 -224*a^2*g*p^5*r*x-840*a^2*g*p^4*q*x^2-544*a^2*g*p^4*r^2*x-252*a^2*g*p^4*r*x^2-\ 1476*a^2*g*p^3*q^2*x^2-354*a^2*g*p^3*r^3*x+620*a^2*g*p^3*r^2*x^2-1308*a^2*g*p^2 *q^3*x^2+170*a^2*c*g*r^5*x+1292*a^2*c*g*r^4*x^2-196*a^2*c*p^5*r*x-600*a^2*c*p^4 *q*x^2-524*a^2*c*p^4*r^2*x-362*a^2*c*p^4*r*x^2-792*a^2*c*p^3*q^2*x^2-442*a^2*c* p^3*r^3*x+158*a^2*c*p^3*r^2*x^2-456*a^2*c*p^2*q^3*x^2-88*a^2*c*p^2*r^4*x+574*a^ 2*c*p^2*r^3*x^2-96*a^2*c*p*q^4*x^2+38*a^2*c*p*r^5*x+188*a^2*c*p*r^4*x^2+84*a^2* c*q^4*r*x^2+12*a^2*c*q^3*r^3*x+264*a^2*c*q^3*r^2*x^2+36*a^2*c*q^2*r^4*x+252*a^2 *c*q^2*r^3*x^2+36*a^2*c*q*r^5*x+48*a^2*c*q*r^4*x^2-904*a^2*g^5*p*r*x-696*a^2*g^ 5*q*r*x-2582*a^2*g^4*p^2*r*x-6312*a^2*g^4*p*q*x^2-3674*a^2*g^4*p*r^2*x-5405*a^2 *g^4*p*r*x^2-1560*a^2*g^4*q^2*r*x-2914*a^2*g^4*q*r^2*x-5405*a^2*g^4*q*r*x^2-\ 2740*a^2*g^3*p^3*r*x-8664*a^2*g^3*p^2*q*x^2-4854*a^2*g^3*p^2*r^2*x-1656*a^2*c^2 *p^4*r*x-4800*a^2*c^2*p^3*q*x^2-3560*a^2*c^2*p^3*r^2*x-2896*a^2*c^2*p^3*r*x^2-\ 4752*a^2*c^2*p^2*q^2*x^2-2332*a^2*c^2*p^2*r^3*x+948*a^2*c^2*p^2*r^2*x^2-1824*a^ 2*c^2*p*q^3*x^2-408*a^2*c^2*p*r^4*x+2296*a^2*c^2*p*r^3*x^2-160*a^2*c^2*q^3*r^2* x+124*a^2*c^2*q^3*r*x^2-292*a^2*c^2*q^2*r^3*x+1360*a^2*c^2*q^2*r^2*x^2-104*a^2* c^2*q*r^4*x+1420*a^2*c^2*q*r^3*x^2-1544*a^2*c*g^5*r*x-15360*a^2*c*g^4*p*x^2-\ 15360*a^2*c*g^4*q*x^2-8276*a^2*c*g^4*r^2*x-15142*a^2*c*g^4*r*x^2-23208*a^2*c*g^ 3*p^2*x^2-22440*a^2*c*g^3*q^2*x^2-5982*a^2*c*g^3*r^3*x-2174*a^2*c*g^3*r^2*x^2-\ 13704*a^2*c*g^2*p^3*x^2-11592*a^2*c*g^2*q^3*x^2-362*a^2*c*g^2*r^4*x+8916*a^2*c* g^2*r^3*x^2-3144*a^2*c*g*p^4*x^2-1848*a^2*c*g*q^4*x^2-28496*a^2*c^3*g^3*r*x-\ 96096*a^2*c^3*g^2*p*x^2-92064*a^2*c^3*g^2*q*x^2-37776*a^2*c^3*g^2*r^2*x-57488*a ^2*c^3*g^2*r*x^2-49440*a^2*c^3*g*p^2*x^2-38688*a^2*c^3*g*q^2*x^2-8784*a^2*c^3*g *r^3*x+5688*a^2*c^3*g*r^2*x^2-5408*a^2*c^3*p^3*r*x-14400*a^2*c^3*p^2*q*x^2-8784 *a^2*c^3*p^2*r^2*x-8688*a^2*c^3*p^2*r*x^2-9504*a^2*c^3*p*q^2*x^2-4024*a^2*c^3*p *r^3*x+1896*a^2*c^3*p*r^2*x^2-144*a^2*c^3*q^3*r*x-1440*a^2*c^3*q^2*r^2*x-1960*a ^2*c^3*q^2*r*x^2-1760*a^2*c^3*q*r^3*x+2296*a^2*c^3*q*r^2*x^2-10896*a^2*c^2*g^4* r*x-59280*a^2*c^2*g^3*p*x^2-58512*a^2*c^2*g^3*q*x^2-26832*a^2*c^2*g^3*r^2*x-\ 43628*a^2*c^2*g^3*r*x^2-55152*a^2*c^2*g^2*p^2*x^2-50016*a^2*c^2*g^2*q^2*x^2-\ 11424*a^2*c^2*g^2*r^3*x+2836*a^2*c^2*g^2*r^2*x^2-18192*a^2*c^2*g*p^3*x^2-12288* a^2*c^2*g*q^3*x^2-620*a^2*c^2*g*r^4*x+9844*a^2*c^2*g*r^3*x^2+1748*a^2*b*g*r^4*x ^2-252*a^2*b*p^5*r*x-1080*a^2*b*p^4*q*x^2-564*a^2*b*p^4*r^2*x-142*a^2*b*p^4*r*x ^2-2160*a^2*b*p^3*q^2*x^2-266*a^2*b*p^3*r^3*x+1082*a^2*b*p^3*r^2*x^2-2160*a^2*b *p^2*q^3*x^2+160*a^2*b*p^2*r^4*x+1446*a^2*b*p^2*r^3*x^2-1080*a^2*b*p*q^4*x^2+ 126*a^2*b*p*r^5*x+324*a^2*b*p*r^4*x^2-104*a^2*b*q^4*r^2*x-142*a^2*b*q^4*r*x^2+ 18*a^2*b*q^3*r^3*x+1082*a^2*b*q^3*r^2*x^2+156*a^2*b*q^2*r^4*x+1446*a^2*b*q^2*r^ 3*x^2+324*a^2*b*q*r^4*x^2-15168*a^2*c^5*g*r*x-5952*a^2*c^5*p*r*x-1984*a^2*c^5*q *r*x-32992*a^2*c^4*g^2*r*x-64704*a^2*c^4*g*p*x^2-57792*a^2*c^4*g*q*x^2-21632*a^ 2*c^4*g*r^2*x-32880*a^2*c^4*g*r*x^2-8384*a^2*c^4*p^2*r*x-19200*a^2*c^4*p*q*x^2-\ 9184*a^2*c^4*p*r^2*x-11584*a^2*c^4*p*r*x^2-928*a^2*c^4*q^2*r*x-3904*a^2*c^4*q*r ^2*x-6640*a^2*c^4*q*r*x^2-55680*a^2*b*c^3*q^2*x^2-9600*a^2*b*c^3*r^3*x+8352*a^2 *b*c^3*r^2*x^2-86976*a^2*b*c^2*g^3*x^2-21216*a^2*b*c^2*p^3*x^2-19104*a^2*b*c^2* q^3*x^2+312*a^2*b*c^2*r^4*x+13816*a^2*b*c^2*r^3*x^2-14976*a^2*b*c*g^4*x^2-3552* a^2*b*c*p^4*x^2-3216*a^2*b*c*q^4*x^2+348*a^2*b*c*r^5*x+1848*a^2*b*c*r^4*x^2-\ 7488*a^2*b*g^4*p*x^2-7488*a^2*b*g^4*q*x^2-5272*a^2*b*g^4*r^2*x-11856*a^2*b*g^4* r*x^2-14904*a^2*b*g^3*p^2*x^2-14904*a^2*b*g^3*q^2*x^2-4824*a^2*b*g^3*r^3*x-5956 *a^2*b*g^3*r^2*x^2-10128*a^2*b*g^2*p^3*x^2-9888*a^2*b*g^2*q^3*x^2-66*a^2*b*g^2* r^4*x+7654*a^2*b*g^2*r^3*x^2-2712*a^2*b*g*p^4*x^2-2544*a^2*b*g*q^4*x^2+288*a^2* b*g*r^5*x-25344*a^2*b^2*g^2*p^2*x^2-25344*a^2*b^2*g^2*q^2*x^2-7320*a^2*b^2*g^2* r^3*x-9960*a^2*b^2*g^2*r^2*x^2-11328*a^2*b^2*g*p^3*x^2-11328*a^2*b^2*g*q^3*x^2+ 216*a^2*b^2*g*r^4*x+9160*a^2*b^2*g*r^3*x^2-1480*a^2*b^2*p^4*r*x-6144*a^2*b^2*p^ 3*q*x^2-2872*a^2*b^2*p^3*r^2*x-1760*a^2*b^2*p^3*r*x^2-9216*a^2*b^2*p^2*q^2*x^2-\ 1248*a^2*b^2*p^2*r^3*x+3560*a^2*b^2*p^2*r^2*x^2-6144*a^2*b^2*p*q^3*x^2+288*a^2* b^2*p*r^4*x+4736*a^2*b^2*p*r^3*x^2-760*a^2*b^2*q^3*r^2*x-1760*a^2*b^2*q^3*r*x^2 -192*a^2*b^2*q^2*r^3*x+3560*a^2*b^2*q^2*r^2*x^2+384*a^2*b^2*q*r^4*x+4736*a^2*b^ 2*q*r^3*x^2-24192*a^2*b*c^5*r*x-152064*a^2*b*c^4*g*x^2-82176*a^2*b*c^4*p*x^2-\ 79104*a^2*b*c^4*q*x^2-30080*a^2*b*c^4*r^2*x-43552*a^2*b*c^4*r*x^2-179136*a^2*b* c^3*g^2*x^2-60096*a^2*b*c^3*p^2*x^2-4336*a^2*b^3*g*r^3*x-6720*a^2*b^3*g*r^2*x^2 -3072*a^2*b^3*p^3*r*x-12096*a^2*b^3*p^2*q*x^2-4992*a^2*b^3*p^2*r^2*x-6096*a^2*b ^3*p^2*r*x^2-12096*a^2*b^3*p*q^2*x^2-1752*a^2*b^3*p*r^3*x+1992*a^2*b^3*p*r^2*x^ 2-1968*a^2*b^3*q^2*r^2*x-6096*a^2*b^3*q^2*r*x^2-840*a^2*b^3*q*r^3*x+1992*a^2*b^ 3*q*r^2*x^2-51968*a^2*b^2*c^4*r*x-206592*a^2*b^2*c^3*g*x^2-134400*a^2*b^2*c^3*p *x^2-134400*a^2*b^2*c^3*q*x^2-51904*a^2*b^2*c^3*r^2*x-83904*a^2*b^2*c^3*r*x^2-\ 149760*a^2*b^2*c^2*g^2*x^2-74112*a^2*b^2*c^2*p^2*x^2-74112*a^2*b^2*c^2*q^2*x^2-\ 12256*a^2*b^2*c^2*r^3*x+4160*a^2*b^2*c^2*r^2*x^2-34368*a^2*b^2*c*g^3*x^2-17664* a^2*b^2*c*p^3*x^2-17664*a^2*b^2*c*q^3*x^2+480*a^2*b^2*c*r^4*x+12992*a^2*b^2*c*r ^3*x^2-17184*a^2*b^2*g^3*p*x^2-17184*a^2*b^2*g^3*q*x^2-11456*a^2*b^2*g^3*r^2*x-\ 27208*a^2*b^2*g^3*r*x^2-532*a^2*c*g*q^4*r*x-1404*a^2*c*g*q^3*r^2*x-1698*a^2*c*g *q^3*r*x^2-848*a^2*c*g*q^2*r^3*x+4820*a^2*c*g*q^2*r^2*x^2+162*a^2*c*g*q*r^4*x+ 5802*a^2*c*g*q*r^3*x^2-516*a^2*c*p^4*q*r*x-444*a^2*c*p^3*q^2*r*x-976*a^2*c*p^3* q*r^2*x-830*a^2*c*p^3*q*r*x^2-124*a^2*c*p^2*q^3*r*x-508*a^2*c*p^2*q^2*r^2*x-490 *a^2*c*p^2*q^2*r*x^2-472*a^2*c*p^2*q*r^3*x+574*a^2*c*p^2*q*r^2*x^2-56*a^2*c*p*q ^3*r^2*x+62*a^2*c*p*q^3*r*x^2-74*a^2*c*p*q^2*r^3*x+680*a^2*c*p*q^2*r^2*x^2+20*a ^2*c*p*q*r^4*x+710*a^2*c*p*q*r^3*x^2-4142*a^2*g^4*p*q*r*x-6478*a^2*g^3*p^2*q*r* x-4896*a^2*g^3*p*q^2*r*x-7458*a^2*g^3*p*q*r^2*x-9250*a^2*g^3*p*q*r*x^2-3884*a^2 *g^2*p^3*q*r*x-4226*a^2*g^2*p^2*q^2*r*x-5792*a^2*g^2*p^2*q*r^2*x-4607*a^2*g^2*p ^2*q*r*x^2-1958*a^2*g^2*p*q^3*r*x-3920*a^2*g^2*p*q^2*r^2*x-10912*a^2*c*g^4*p*r* x-8412*a^2*c*g^4*q*r*x-18632*a^2*c*g^3*p^2*r*x-45648*a^2*c*g^3*p*q*x^2-23296*a^ 2*c*g^3*p*r^2*x-29662*a^2*c*g^3*p*r*x^2-10692*a^2*c*g^3*q^2*r*x-17852*a^2*c*g^3 *q*r^2*x-29502*a^2*c*g^3*q*r*x^2-12436*a^2*c*g^2*p^3*r*x-38760*a^2*c*g^2*p^2*q* x^2-20564*a^2*c*g^2*p^2*r^2*x-17802*a^2*c*g^2*p^2*r*x^2-36648*a^2*c*g^2*p*q^2*x ^2-8642*a^2*c*g^2*p*r^3*x+7514*a^2*c*g^2*p*r^2*x^2-4560*a^2*c*g^2*q^3*r*x-10200 *a^2*c*g^2*q^2*r^2*x-15548*a^2*c*g^2*q^2*r*x^2-5680*a^2*c*g^2*q*r^3*x+6646*a^2* c*g^2*q*r^2*x^2-3216*a^2*c*g*p^4*r*x-10944*a^2*c*g*p^3*q*x^2-6628*a^2*c*g*p^3*r ^2*x-4240*a^2*c*g*p^3*r*x^2-14304*a^2*c*g*p^2*q^2*x^2-3782*a^2*c*g*p^2*r^3*x+ 4874*a^2*c*g*p^2*r^2*x^2-8352*a^2*c*g*p*q^3*x^2-208*a^2*c*g*p*r^4*x+6972*a^2*c* g*p*r^3*x^2-25200*a^2*c^3*g*q*r^2*x-38024*a^2*c^3*g*q*r*x^2-7680*a^2*c^3*p^2*q* r*x-2704*a^2*c^3*p*q^2*r*x-7808*a^2*c^3*p*q*r^2*x-9960*a^2*c^3*p*q*r*x^2-40768* a^2*c^2*g^3*p*r*x-30904*a^2*c^2*g^3*q*r*x-42664*a^2*c^2*g^2*p^2*r*x-104928*a^2* c^2*g^2*p*q*x^2-49248*a^2*c^2*g^2*p*r^2*x-57180*a^2*c^2*g^2*p*r*x^2-22344*a^2*c ^2*g^2*q^2*r*x-35672*a^2*c^2*g^2*q*r^2*x-54736*a^2*c^2*g^2*q*r*x^2-15800*a^2*c^ 2*g*p^3*r*x-47760*a^2*c^2*g*p^2*q*x^2-25288*a^2*c^2*g*p^2*r^2*x-21624*a^2*c^2*g *p^2*r*x^2-41856*a^2*c^2*g*p*q^2*x^2-10460*a^2*c^2*g*p*r^3*x+10436*a^2*c^2*g*p* r^2*x^2-4200*a^2*c^2*g*q^3*r*x-9808*a^2*c^2*g*q^2*r^2*x-14072*a^2*c^2*g*q^2*r*x ^2-5940*a^2*c^2*g*q*r^3*x+9924*a^2*c^2*g*q*r^2*x^2-3344*a^2*c^2*p^3*q*r*x-2008* a^2*c^2*p^2*q^2*r*x-4880*a^2*c^2*p^2*q*r^2*x-4980*a^2*c^2*p^2*q*r*x^2-320*a^2*c ^2*p*q^3*r*x-1736*a^2*c^2*p*q^2*r^2*x-1960*a^2*c^2*p*q^2*r*x^2-1824*a^2*c^2*p*q *r^3*x+2296*a^2*c^2*p*q*r^2*x^2-784*a^2*b*g*q^4*r*x-1908*a^2*b*g*q^3*r^2*x-2974 *a^2*b*g*q^3*r*x^2-802*a^2*b*g*q^2*r^3*x+5758*a^2*b*g*q^2*r^2*x^2+582*a^2*b*g*q *r^4*x+7906*a^2*b*g*q*r^3*x^2-1052*a^2*b*p^4*q*r*x-1688*a^2*b*p^3*q^2*r*x-1796* a^2*b*p^3*q*r^2*x-568*a^2*b*p^3*q*r*x^2-1272*a^2*b*p^2*q^3*r*x-2004*a^2*b*p^2*q ^2*r^2*x-852*a^2*b*p^2*q^2*r*x^2-514*a^2*b*p^2*q*r^3*x+3246*a^2*b*p^2*q*r^2*x^2 -428*a^2*b*p*q^4*r*x-876*a^2*b*p*q^3*r^2*x-568*a^2*b*p*q^3*r*x^2-230*a^2*b*p*q^ 2*r^3*x+3246*a^2*b*p*q^2*r^2*x^2+316*a^2*b*p*q*r^4*x+2892*a^2*b*p*q*r^3*x^2-\ 37824*a^2*c^4*g*p*r*x-24416*a^2*c^4*g*q*r*x-7104*a^2*c^4*p*q*r*x-62544*a^2*c^3* g^2*p*r*x-45440*a^2*c^3*g^2*q*r*x-35648*a^2*c^3*g*p^2*r*x-87360*a^2*c^3*g*p*q*x ^2-39296*a^2*c^3*g*p*r^2*x-44744*a^2*c^3*g*p*r*x^2-14864*a^2*c^3*g*q^2*r*x+9420 *a^2*b*c*q*r^3*x^2-5272*a^2*b*g^4*p*r*x-4024*a^2*b*g^4*q*r*x-11740*a^2*b*g^3*p^ 2*r*x-29808*a^2*b*g^3*p*q*x^2-16564*a^2*b*g^3*p*r^2*x-25868*a^2*b*g^3*p*r*x^2-\ 7008*a^2*b*g^3*q^2*r*x-13044*a^2*b*g^3*q*r^2*x-25868*a^2*b*g^3*q*r*x^2-8952*a^2 *b*g^2*p^3*r*x-30144*a^2*b*g^2*p^2*q*x^2-15484*a^2*b*g^2*p^2*r^2*x-15992*a^2*b* g^2*p^2*r*x^2-29904*a^2*b*g^2*p*q^2*x^2-6598*a^2*b*g^2*p*r^3*x+3272*a^2*b*g^2*p *r^2*x^2-3904*a^2*b*g^2*q^3*r*x-8832*a^2*b*g^2*q^2*r^2*x-15892*a^2*b*g^2*q^2*r* x^2-4666*a^2*b*g^2*q*r^3*x+2952*a^2*b*g^2*q*r^2*x^2-2720*a^2*b*g*p^4*r*x-10608* a^2*b*g*p^3*q*x^2-5424*a^2*b*g*p^3*r^2*x-3286*a^2*b*g*p^3*r*x^2-15624*a^2*b*g*p ^2*q^2*x^2-2584*a^2*b*g*p^2*r^3*x+5838*a^2*b*g*p^2*r^2*x^2-10272*a^2*b*g*p*q^3* x^2+408*a^2*b*g*p*r^4*x+8126*a^2*b*g*p*r^3*x^2-73296*a^2*b*c*g^3*p*x^2-73296*a^ 2*b*c*g^3*q*x^2-38544*a^2*b*c*g^3*r^2*x-73396*a^2*b*c*g^3*r*x^2-81552*a^2*b*c*g ^2*p^2*x^2-80592*a^2*b*c*g^2*q^2*x^2-19468*a^2*b*c*g^2*r^3*x-9604*a^2*b*c*g^2*r ^2*x^2-31152*a^2*b*c*g*p^3*x^2-29616*a^2*b*c*g*q^3*x^2+240*a^2*b*c*g*r^4*x+ 21700*a^2*b*c*g*r^3*x^2-3528*a^2*b*c*p^4*r*x-13728*a^2*b*c*p^3*q*x^2-6728*a^2*b *c*p^3*r^2*x-3532*a^2*b*c*p^3*r*x^2-20016*a^2*b*c*p^2*q^2*x^2-2932*a^2*b*c*p^2* r^3*x+8360*a^2*b*c*p^2*r^2*x^2-13056*a^2*b*c*p*q^3*x^2+608*a^2*b*c*p*r^4*x+9860 *a^2*b*c*p*r^3*x^2-1064*a^2*b*c*q^4*r*x-2408*a^2*b*c*q^3*r^2*x-2908*a^2*b*c*q^3 *r*x^2-888*a^2*b*c*q^2*r^3*x+8200*a^2*b*c*q^2*r^2*x^2+740*a^2*b*c*q*r^4*x-\ 232128*a^2*b*c^3*g*p*x^2-228672*a^2*b*c^3*g*q*x^2-92928*a^2*b*c^3*g*r^2*x-\ 143968*a^2*b*c^3*g*r*x^2-44384*a^2*b*c^3*p^2*r*x-115200*a^2*b*c^3*p*q*x^2-47680 *a^2*b*c^3*p*r^2*x-53280*a^2*b*c^3*p*r*x^2-26016*a^2*b*c^3*q^2*r*x-36256*a^2*b* c^3*q*r^2*x-50704*a^2*b*c^3*q*r*x^2-52272*a^2*b*c^2*g^3*r*x-212160*a^2*b*c^2*g^ 2*p*x^2-211200*a^2*b*c^2*g^2*q*x^2-94944*a^2*b*c^2*g^2*r^2*x-160464*a^2*b*c^2*g ^2*r*x^2-129504*a^2*b*c^2*g*p^2*x^2-125376*a^2*b*c^2*g*q^2*x^2-24560*a^2*b*c^2* g*r^3*x+5480*a^2*b*c^2*g*r^2*x^2-18112*a^2*b*c^2*p^3*r*x-60960*a^2*b*c^2*p^2*q* x^2-27456*a^2*b*c^2*p^2*r^2*x-22248*a^2*b*c^2*p^2*r*x^2-58848*a^2*b*c^2*p*q^2*x ^2-9440*a^2*b*c^2*p*r^3*x+17216*a^2*b*c^2*p*r^2*x^2-7856*a^2*b*c^2*q^3*r*x-\ 15040*a^2*b*c^2*q^2*r^2*x-19712*a^2*b*c^2*q^2*r*x^2-6296*a^2*b*c^2*q*r^3*x+ 16768*a^2*b*c^2*q*r^2*x^2-9112*a^2*b*c*g^4*r*x-11456*a^2*b^2*g^3*p*r*x-8592*a^2 *b^2*g^3*q*r*x-18904*a^2*b^2*g^2*p^2*r*x-50688*a^2*b^2*g^2*p*q*x^2-26224*a^2*b^ 2*g^2*p*r^2*x-43848*a^2*b^2*g^2*p*r*x^2-10664*a^2*b^2*g^2*q^2*r*x-20048*a^2*b^2 *g^2*q*r^2*x-43848*a^2*b^2*g^2*q*r*x^2-9512*a^2*b^2*g*p^3*r*x-33984*a^2*b^2*g*p ^2*q*x^2-16040*a^2*b^2*g*p^2*r^2*x-17560*a^2*b^2*g*p^2*r*x^2-33984*a^2*b^2*g*p* q^2*x^2-6312*a^2*b^2*g*p*r^3*x+4536*a^2*b^2*g*p*r^2*x^2-3704*a^2*b^2*g*q^3*r*x-\ 8344*a^2*b^2*g*q^2*r^2*x-17560*a^2*b^2*g*q^2*r*x^2-4024*a^2*b^2*g*q*r^3*x+4536* a^2*b^2*g*q*r^2*x^2-4752*a^2*b^2*p^3*q*r*x-5376*a^2*b^2*p^2*q^2*r*x-6504*a^2*b^ 2*p^2*q*r^2*x-5280*a^2*b^2*p^2*q*r*x^2-2416*a^2*b^2*p*q^3*r*x-4392*a^2*b^2*p*q^ 2*r^2*x-5280*a^2*b^2*p*q^2*r*x^2-1440*a^2*b^2*p*q*r^3*x+7120*a^2*b^2*p*q*r^2*x^ 2-87488*a^2*b*c^4*g*r*x-52608*a^2*b*c^4*p*r*x-40512*a^2*b*c^4*q*r*x-105792*a^2* b*c^3*g^2*r*x-68608*a^2*b^2*c^3*q*r*x-87360*a^2*b^2*c^2*g^2*r*x-242688*a^2*b^2* c^2*g*p*x^2-242688*a^2*b^2*c^2*g*q*x^2-103296*a^2*b^2*c^2*g*r^2*x-184352*a^2*b^ 2*c^2*g*r*x^2-54688*a^2*b^2*c^2*p^2*r*x-148224*a^2*b^2*c^2*p*q*x^2-60480*a^2*b^ 2*c^2*p*r^2*x-77472*a^2*b^2*c^2*p*r*x^2-31776*a^2*b^2*c^2*q^2*r*x-45888*a^2*b^2 *c^2*q*r^2*x-77472*a^2*b^2*c^2*q*r*x^2-20048*a^2*b^2*c*g^3*r*x-125568*a^2*b^2*c *g^2*p*x^2-125568*a^2*b^2*c*g^2*q*x^2-62400*a^2*b^2*c*g^2*r^2*x-126000*a^2*b^2* c*g^2*r*x^2-92352*a^2*b^2*c*g*p^2*x^2-92352*a^2*b^2*c*g*q^2*x^2-19472*a^2*b^2*c *g*r^3*x-10016*a^2*b^2*c*g*r^2*x^2-14768*a^2*b^2*c*p^3*r*x-52992*a^2*b^2*c*p^2* q*x^2-22912*a^2*b^2*c*p^2*r^2*x-21584*a^2*b^2*c*p^2*r*x^2-52992*a^2*b^2*c*p*q^2 *x^2-7824*a^2*b^2*c*p*r^3*x+12448*a^2*b^2*c*p*r^2*x^2-5840*a^2*b^2*c*q^3*r*x-\ 11840*a^2*b^2*c*q^2*r^2*x-21584*a^2*b^2*c*q^2*r*x^2-4880*a^2*b^2*c*q*r^3*x+ 12448*a^2*b^2*c*q*r^2*x^2-1006*a^3*g*p*q*r^3*x+1972*a^3*g*p*q*r^2*x^2-8896*a^2* b^4*c*g*r*x-11712*a^2*b^4*c*p*r*x-7616*a^2*b^4*c*q*r*x-4960*a^2*b^4*g*p*r*x-\ 3328*a^2*b^4*g*q*r*x-3520*a^2*b^4*p*q*r*x-58624*a^2*b^3*c^2*g*r*x-52992*a^2*b^3 *c^2*p*r*x-38464*a^2*b^3*c^2*q*r*x-20128*a^2*b^3*c*g^2*r*x-90816*a^2*b^3*c*g*p* x^2-90816*a^2*b^3*c*g*q*x^2-40320*a^2*b^3*c*g*r^2*x-90688*a^2*b^3*c*g*r*x^2-\ 22400*a^2*b^3*c*p^2*r*x-66048*a^2*b^3*c*p*q*x^2-26080*a^2*b^3*c*p*r^2*x-42320*a ^2*b^3*c*p*r*x^2-10912*a^2*b^3*c*q^2*r*x-18176*a^2*b^3*c*q*r^2*x-42320*a^2*b^3* c*q*r*x^2-11360*a^2*b^3*g^2*p*r*x-8224*a^2*b^3*g^2*q*r*x-12352*a^2*b^3*g*p^2*r* x-36480*a^2*b^3*g*p*q*x^2-16688*a^2*b^3*g*p*r^2*x-31208*a^2*b^3*g*p*r*x^2-6112* a^2*b^3*g*q^2*r*x-11952*a^2*b^3*g*q*r^2*x-31208*a^2*b^3*g*q*r*x^2-6960*a^2*b^3* p^2*q*r*x-4704*a^2*b^3*p*q^2*r*x-6960*a^2*b^3*p*q*r^2*x-12192*a^2*b^3*p*q*r*x^2 -120512*a^2*b^2*c^3*g*r*x-88192*a^2*b^2*c^3*p*r*x-17472*a^3*c*g^2*q*r^2*x-25592 *a^3*c*g^2*q*r*x^2-7216*a^3*c*g*p^3*r*x-19968*a^3*c*g*p^2*q*x^2-12088*a^3*c*g*p ^2*r^2*x-9028*a^3*c*g*p^2*r*x^2-18432*a^3*c*g*p*q^2*x^2-5256*a^3*c*g*p*r^3*x+ 4652*a^3*c*g*p*r^2*x^2-2296*a^3*c*g*q^3*r*x-5456*a^3*c*g*q^2*r^2*x-7560*a^3*c*g *q^2*r*x^2-3324*a^3*c*g*q*r^3*x+3788*a^3*c*g*q*r^2*x^2-1128*a^3*c*p^3*q*r*x-784 *a^3*c*p^2*q^2*r*x-1808*a^3*c*p^2*q*r^2*x-1672*a^3*c*p^2*q*r*x^2-160*a^3*c*p*q^ 3*r*x-760*a^3*c*p*q^2*r^2*x-1048*a^3*c*p*q^2*r*x^2-796*a^3*c*p*q*r^3*x+384*a^3* c*p*q*r^2*x^2-5940*a^3*g^3*p*q*r*x-6488*a^3*g^2*p^2*q*r*x-4848*a^3*g^2*p*q^2*r* x-7444*a^3*g^2*p*q*r^2*x-7964*a^3*g^2*p*q*r*x^2-2064*a^3*g*p^3*q*r*x-2204*a^3*g *p^2*q^2*r*x-3088*a^3*g*p^2*q*r^2*x-2156*a^3*g*p^2*q*r*x^2-996*a^3*g*p*q^3*r*x-\ 2036*a^3*g*p*q^2*r^2*x-1844*a^3*g*p*q^2*r*x^2-3000*a^3*b*g*q^3*r*x-6672*a^3*b*g *q^2*r^2*x-10036*a^3*b*g*q^2*r*x^2-3508*a^3*b*g*q*r^3*x+2620*a^3*b*g*q*r^2*x^2-\ 3000*a^3*b*p^3*q*r*x-3624*a^3*b*p^2*q^2*r*x-4368*a^3*b*p^2*q*r^2*x-2640*a^3*b*p ^2*q*r*x^2-1832*a^3*b*p*q^3*r*x-3312*a^3*b*p*q^2*r^2*x-2640*a^3*b*p*q^2*r*x^2-\ 1216*a^3*b*p*q*r^3*x+3560*a^3*b*p*q*r^2*x^2-35136*a^3*c^3*g*p*r*x-23520*a^3*c^3 *g*q*r*x-7008*a^3*c^3*p*q*r*x-39936*a^3*c^2*g^2*p*r*x-29664*a^3*c^2*g^2*q*r*x-\ 24896*a^3*c^2*g*p^2*r*x-55680*a^3*c^2*g*p*q*x^2-28800*a^3*c^2*g*p*r^2*x-29224*a ^3*c^2*g*p*r*x^2-11440*a^3*c^2*g*q^2*r*x-19584*a^3*c^2*g*q*r^2*x-27536*a^3*c^2* g*q*r*x^2-5136*a^3*c^2*p^2*q*r*x-2096*a^3*c^2*p*q^2*r*x-5584*a^3*c^2*p*q*r^2*x-\ 6688*a^3*c^2*p*q*r*x^2-15360*a^3*c*g^3*p*r*x-11872*a^3*c*g^3*q*r*x-18664*a^3*c* g^2*p^2*r*x-41568*a^3*c*g^2*p*q*x^2-23240*a^3*c*g^2*p*r^2*x-25792*a^3*c*g^2*p*r *x^2-10392*a^3*c*g^2*q^2*r*x-53088*a^3*b*c*g*q^2*x^2-14296*a^3*b*c*g*r^3*x-4328 *a^3*b*c*g*r^2*x^2-9360*a^3*b*c*p^3*r*x-27840*a^3*b*c*p^2*q*x^2-15152*a^3*b*c*p ^2*r^2*x-11432*a^3*b*c*p^2*r*x^2-27456*a^3*b*c*p*q^2*x^2-5832*a^3*b*c*p*r^3*x+ 6776*a^3*b*c*p*r^2*x^2-4272*a^3*b*c*q^3*r*x-8768*a^3*b*c*q^2*r^2*x-11272*a^3*b* c*q^2*r*x^2-4152*a^3*b*c*q*r^3*x+6264*a^3*b*c*q*r^2*x^2-8080*a^3*b*g^3*p*r*x-\ 6320*a^3*b*g^3*q*r*x-13312*a^3*b*g^2*p^2*r*x-30624*a^3*b*g^2*p*q*x^2-18792*a^3* b*g^2*p*r^2*x-26100*a^3*b*g^2*p*r*x^2-8168*a^3*b*g^2*q^2*r*x-14920*a^3*b*g^2*q* r^2*x-26100*a^3*b*g^2*q*r*x^2-6592*a^3*b*g*p^3*r*x-19680*a^3*b*g*p^2*q*x^2-\ 11448*a^3*b*g*p^2*r^2*x-10116*a^3*b*g*p^2*r*x^2-19488*a^3*b*g*p*q^2*x^2-4908*a^ 3*b*g*p*r^3*x+2876*a^3*b*g*p*r^2*x^2-33664*a^3*b^2*c*p*r^2*x-42320*a^3*b^2*c*p* r*x^2-16128*a^3*b^2*c*q^2*r*x-25760*a^3*b^2*c*q*r^2*x-42320*a^3*b^2*c*q*r*x^2-\ 13728*a^3*b^2*g^2*p*r*x-10592*a^3*b^2*g^2*q*r*x-15168*a^3*b^2*g*p^2*r*x-36480*a ^3*b^2*g*p*q*x^2-21152*a^3*b^2*g*p*r^2*x-31208*a^3*b^2*g*p*r*x^2-8928*a^3*b^2*g *q^2*r*x-16416*a^3*b^2*g*q*r^2*x-31208*a^3*b^2*g*q*r*x^2-9408*a^3*b^2*p^2*q*r*x -7152*a^3*b^2*p*q^2*r*x-10224*a^3*b^2*p*q*r^2*x-12192*a^3*b^2*p*q*r*x^2-74432*a ^3*b*c^3*g*r*x-52416*a^3*b*c^3*p*r*x-40128*a^3*b*c^3*q*r*x-57728*a^3*b*c^2*g^2* r*x-141120*a^3*b*c^2*g*p*x^2-140352*a^3*b*c^2*g*q*x^2-68480*a^3*b*c^2*g*r^2*x-\ 104784*a^3*b*c^2*g*r*x^2-34144*a^3*b*c^2*p^2*r*x-79104*a^3*b*c^2*p*q*x^2-39104* a^3*b*c^2*p*r^2*x-41216*a^3*b*c^2*p*r*x^2-20192*a^3*b*c^2*q^2*r*x-30112*a^3*b*c ^2*q*r^2*x-40896*a^3*b*c^2*q*r*x^2-13840*a^3*b*c*g^3*r*x-75648*a^3*b*c*g^2*p*x^ 2-75648*a^3*b*c*g^2*q*x^2-43248*a^3*b*c*g^2*r^2*x-75000*a^3*b*c*g^2*r*x^2-53856 *a^3*b*c*g*p^2*x^2-4496*a^4*b*p*q*r^2*x-4064*a^4*b*p*q*r*x^2-15584*a^4*c^2*g*p* r*x-11232*a^4*c^2*g*q*r*x-2688*a^4*c^2*p*q*r*x-10976*a^4*c*g^2*p*r*x-8544*a^4*c *g^2*q*r*x-7360*a^4*c*g*p^2*r*x-14592*a^4*c*g*p*q*x^2-9168*a^4*c*g*p*r^2*x-8480 *a^4*c*g*p*r*x^2-3968*a^4*c*g*q^2*r*x-6736*a^4*c*g*q*r^2*x-8400*a^4*c*g*q*r*x^2 -1008*a^4*c*p^2*q*r*x-496*a^4*c*p*q^2*r*x-1200*a^4*c*p*q*r^2*x-1120*a^4*c*p*q*r *x^2-4336*a^4*g^2*p*q*r*x-2480*a^4*g*p^2*q*r*x-1848*a^4*g*p*q^2*r*x-2848*a^4*g* p*q*r^2*x-2592*a^4*g*p*q*r*x^2-16576*a^3*b^3*c*g*r*x-23232*a^3*b^3*c*p*r*x-\ 17088*a^3*b^3*c*q*r*x-9472*a^3*b^3*g*p*r*x-7104*a^3*b^3*g*q*r*x-8064*a^3*b^3*p* q*r*x-68160*a^3*b^2*c^2*g*r*x-63232*a^3*b^2*c^2*p*r*x-48704*a^3*b^2*c^2*q*r*x-\ 23776*a^3*b^2*c*g^2*r*x-90816*a^3*b^2*c*g*p*x^2-90816*a^3*b^2*c*g*q*x^2-49696*a ^3*b^2*c*g*r^2*x-90688*a^3*b^2*c*g*r*x^2-27616*a^3*b^2*c*p^2*r*x-66048*a^3*b^2* c*p*q*x^2-2848*a^5*b*g*p*r*x-2368*a^5*b*g*q*r*x-2272*a^5*b*p*q*r*x-3168*a^5*c*g *p*r*x-2496*a^5*c*g*q*r*x-288*a^5*c*p*q*r*x-1280*a^5*g*p*q*r*x-13952*a^4*b^2*c* g*r*x-19264*a^4*b^2*c*p*r*x-15168*a^4*b^2*c*q*r*x-8096*a^4*b^2*g*p*r*x-6464*a^4 *b^2*g*q*r*x-7232*a^4*b^2*p*q*r*x-30400*a^4*b*c^2*g*r*x-25472*a^4*b*c^2*p*r*x-\ 20096*a^4*b*c^2*q*r*x-11520*a^4*b*c*g^2*r*x-35712*a^4*b*c*g*p*x^2-35712*a^4*b*c *g*q*x^2-23072*a^4*b*c*g*r^2*x-35136*a^4*b*c*g*r*x^2-11296*a^4*b*c*p^2*r*x-\ 22656*a^4*b*c*p*q*x^2-14144*a^4*b*c*p*r^2*x-14240*a^4*b*c*p*r*x^2-7200*a^4*b*c* q^2*r*x-11296*a^4*b*c*q*r^2*x-14240*a^4*b*c*q*r*x^2-6752*a^4*b*g^2*p*r*x-5440*a ^4*b*g^2*q*r*x-7136*a^4*b*g*p^2*r*x-14400*a^4*b*g*p*q*x^2-10096*a^4*b*g*p*r^2*x -12096*a^4*b*g*p*r*x^2-4576*a^4*b*g*q^2*r*x-8144*a^4*b*g*q*r^2*x-12096*a^4*b*g* q*r*x^2-3952*a^4*b*p^2*q*r*x-3200*a^4*b*p*q^2*r*x-1280*a^2*b^5*c*r*x-704*a^2*b^ 5*p*r*x-12672*a^2*b^4*c^2*r*x-19584*a^2*b^4*c*g*x^2-23040*a^2*b^4*c*p*x^2-23040 *a^2*b^4*c*q*x^2-8256*a^2*b^4*c*r^2*x-22912*a^2*b^4*c*r*x^2-9792*a^2*b^4*g*p*x^ 2-9792*a^2*b^4*g*q*x^2-4960*a^2*b^4*g*r^2*x-15504*a^2*b^4*g*r*x^2-2592*a^2*b^4* p^2*r*x-9216*a^2*b^4*p*q*x^2-3360*a^2*b^4*p*r^2*x-7808*a^2*b^4*p*r*x^2-2080*a^2 *b^4*q*r^2*x-7808*a^2*b^4*q*r*x^2-40576*a^2*b^3*c^3*r*x-108672*a^2*b^3*c^2*g*x^ 2-87168*a^2*b^3*c^2*p*x^2-87168*a^2*b^3*c^2*q*x^2-32896*a^2*b^3*c^2*r^2*x-65728 *a^2*b^3*c^2*r*x^2-37632*a^2*b^3*c*g^2*x^2-33024*a^2*b^3*c*p^2*x^2-33024*a^2*b^ 3*c*q^2*x^2-5552*a^2*b^3*c*r^3*x-2816*a^2*b^3*c*r^2*x^2-18816*a^2*b^3*g^2*p*x^2 -18816*a^2*b^3*g^2*q*x^2-11360*a^2*b^3*g^2*r^2*x-29792*a^2*b^3*g^2*r*x^2-18240* a^2*b^3*g*p^2*x^2-18240*a^2*b^3*g*q^2*x^2-2262*a^3*g^2*p*r^3*x+1268*a^3*g^2*p*r ^2*x^2-1136*a^3*g^2*q^3*r*x-2684*a^3*g^2*q^2*r^2*x-3932*a^3*g^2*q^2*r*x^2-1594* a^3*g^2*q*r^3*x+948*a^3*g^2*q*r^2*x^2-700*a^3*g*p^4*r*x-2208*a^3*g*p^3*q*x^2-\ 1484*a^3*g*p^3*r^2*x-826*a^3*g*p^3*r*x^2-3048*a^3*g*p^2*q^2*x^2-860*a^3*g*p^2*r ^3*x+1042*a^3*g*p^2*r^2*x^2-1872*a^3*g*p*q^3*x^2-24*a^3*g*p*r^4*x+1554*a^3*g*p* r^3*x^2-156*a^3*g*q^4*r*x-416*a^3*g*q^3*r^2*x-514*a^3*g*q^3*r*x^2-254*a^3*g*q^2 *r^3*x+962*a^3*g*q^2*r^2*x^2+54*a^3*g*q*r^4*x+1334*a^3*g*q*r^3*x^2-420*a^3*c*g^ 2*r^2*x^2-7200*a^3*c*g*p^3*x^2-5664*a^3*c*g*q^3*x^2-312*a^3*c*g*r^4*x+4892*a^3* c*g*r^3*x^2-504*a^3*c*p^4*r*x-1344*a^3*c*p^3*q*x^2-1160*a^3*c*p^3*r^2*x-772*a^3 *c*p^3*r*x^2-1488*a^3*c*p^2*q^2*x^2-848*a^3*c*p^2*r^3*x+304*a^3*c*p^2*r^2*x^2-\ 672*a^3*c*p*q^3*x^2-196*a^3*c*p*r^4*x+740*a^3*c*p*r^3*x^2-80*a^3*c*q^3*r^2*x-\ 148*a^3*c*q^3*r*x^2-164*a^3*c*q^2*r^3*x+144*a^3*c*q^2*r^2*x^2-88*a^3*c*q*r^4*x+ 300*a^3*c*q*r^3*x^2-1656*a^3*g^4*p*r*x-1304*a^3*g^4*q*r*x-3692*a^3*g^3*p^2*r*x-\ 8208*a^3*g^3*p*q*x^2-5224*a^3*g^3*p*r^2*x-6772*a^3*g^3*p*r*x^2-2248*a^3*g^3*q^2 *r*x-4136*a^3*g^3*q*r^2*x-6772*a^3*g^3*q*r*x^2-2776*a^3*g^2*p^3*r*x-7824*a^3*g^ 2*p^2*q*x^2-4920*a^3*g^2*p^2*r^2*x-4032*a^3*g^2*p^2*r*x^2-7584*a^3*g^2*p*q^2*x^ 2-20960*a^3*c^3*g*r^2*x-29248*a^3*c^3*g*r*x^2-7488*a^3*c^3*p^2*r*x-16128*a^3*c^ 3*p*q*x^2-8544*a^3*c^3*p*r^2*x-9264*a^3*c^3*p*r*x^2-1056*a^3*c^3*q^2*r*x-3936*a ^3*c^3*q*r^2*x-6688*a^3*c^3*q*r*x^2-15040*a^3*c^2*g^3*r*x-54528*a^3*c^2*g^2*p*x ^2-53568*a^3*c^2*g^2*q*x^2-26032*a^3*c^2*g^2*r^2*x-38192*a^3*c^2*g^2*r*x^2-\ 29952*a^3*c^2*g*p^2*x^2-25824*a^3*c^2*g*q^2*x^2-6752*a^3*c^2*g*r^3*x+3384*a^3*c ^2*g*r^2*x^2-3264*a^3*c^2*p^3*r*x-8064*a^3*c^2*p^2*q*x^2-5616*a^3*c^2*p^2*r^2*x -4632*a^3*c^2*p^2*r*x^2-5952*a^3*c^2*p*q^2*x^2-2784*a^3*c^2*p*r^3*x+1216*a^3*c^ 2*p*r^2*x^2-144*a^3*c^2*q^3*r*x-1152*a^3*c^2*q^2*r^2*x-2096*a^3*c^2*q^2*r*x^2-\ 1384*a^3*c^2*q*r^3*x+768*a^3*c^2*q*r^2*x^2-2808*a^3*c*g^4*r*x-20016*a^3*c*g^3*p *x^2-20016*a^3*c*g^3*q*x^2-11576*a^3*c*g^3*r^2*x-19244*a^3*c*g^3*r*x^2-21264*a^ 3*c*g^2*p^2*x^2-20304*a^3*c*g^2*q^2*x^2-5892*a^3*c*g^2*r^3*x-10560*a^3*b*g^3*q* x^2-8080*a^3*b*g^3*r^2*x-16720*a^3*b*g^3*r*x^2-15312*a^3*b*g^2*p^2*x^2-15312*a^ 3*b*g^2*q^2*x^2-5480*a^3*b*g^2*r^3*x-5504*a^3*b*g^2*r^2*x^2-6624*a^3*b*g*p^3*x^ 2-6432*a^3*b*g*q^3*x^2-52*a^3*b*g*r^4*x+5368*a^3*b*g*r^3*x^2-896*a^3*b*p^4*r*x-\ 3072*a^3*b*p^3*q*x^2-1808*a^3*b*p^3*r^2*x-880*a^3*b*p^3*r*x^2-4608*a^3*b*p^2*q^ 2*x^2-872*a^3*b*p^2*r^3*x+1780*a^3*b*p^2*r^2*x^2-3072*a^3*b*p*q^3*x^2+148*a^3*b *p*r^4*x+2368*a^3*b*p*r^3*x^2-312*a^3*b*q^4*r*x-752*a^3*b*q^3*r^2*x-880*a^3*b*q ^3*r*x^2-344*a^3*b*q^2*r^3*x+1780*a^3*b*q^2*r^2*x^2+196*a^3*b*q*r^4*x+2368*a^3* b*q*r^3*x^2-17152*a^3*c^4*g*r*x-6912*a^3*c^4*p*r*x-2496*a^3*c^4*q*r*x-26944*a^3 *c^3*g^2*r*x-52800*a^3*c^3*g*p*x^2-49344*a^3*c^3*g*q*x^2-18240*a^3*b^2*g*q^2*x^ 2-5984*a^3*b^2*g*r^3*x-6720*a^3*b^2*g*r^2*x^2-3888*a^3*b^2*p^3*r*x-12096*a^3*b^ 2*p^2*q*x^2-6624*a^3*b^2*p^2*r^2*x-6096*a^3*b^2*p^2*r*x^2-12096*a^3*b^2*p*q^2*x ^2-2664*a^3*b^2*p*r^3*x+1992*a^3*b^2*p*r^2*x^2-1632*a^3*b^2*q^3*r*x-3600*a^3*b^ 2*q^2*r^2*x-6096*a^3*b^2*q^2*r*x^2-1752*a^3*b^2*q*r^3*x+1992*a^3*b^2*q*r^2*x^2-\ 28672*a^3*b*c^4*r*x-119808*a^3*b*c^3*g*x^2-73344*a^3*b*c^3*p*x^2-71808*a^3*b*c^ 3*q*x^2-31744*a^3*b*c^3*r^2*x-44352*a^3*b*c^3*r*x^2-90048*a^3*b*c^2*g^2*x^2-\ 40320*a^3*b*c^2*p^2*x^2-38784*a^3*b*c^2*q^2*x^2-8720*a^3*b*c^2*r^3*x+2928*a^3*b *c^2*r^2*x^2-21120*a^3*b*c*g^3*x^2-9408*a^3*b*c*p^3*x^2-9024*a^3*b*c*q^3*x^2+48 *a^3*b*c*r^4*x+6912*a^3*b*c*r^3*x^2-10560*a^3*b*g^3*p*x^2-3840*a^3*b^4*c*r*x-\ 2176*a^3*b^4*p*r*x-1536*a^3*b^4*q*r*x-24192*a^3*b^3*c^2*r*x-28416*a^3*b^3*c*g*x ^2-34560*a^3*b^3*c*p*x^2-34560*a^3*b^3*c*q*x^2-17088*a^3*b^3*c*r^2*x-34368*a^3* b^3*c*r*x^2-14208*a^3*b^3*g*p*x^2-14208*a^3*b^3*g*q*x^2-9472*a^3*b^3*g*r^2*x-\ 22496*a^3*b^3*g*r*x^2-5280*a^3*b^3*p^2*r*x-13824*a^3*b^3*p*q*x^2-7200*a^3*b^3*p *r^2*x-11712*a^3*b^3*p*r*x^2-2784*a^3*b^3*q^2*r*x-5280*a^3*b^3*q*r^2*x-11712*a^ 3*b^3*q*r*x^2-46336*a^3*b^2*c^3*r*x-108672*a^3*b^2*c^2*g*x^2-87168*a^3*b^2*c^2* p*x^2-87168*a^3*b^2*c^2*q*x^2-41024*a^3*b^2*c^2*r^2*x-65728*a^3*b^2*c^2*r*x^2-\ 37632*a^3*b^2*c*g^2*x^2-33024*a^3*b^2*c*p^2*x^2-33024*a^3*b^2*c*q^2*x^2-8016*a^ 3*b^2*c*r^3*x-2816*a^3*b^2*c*r^2*x^2-18816*a^3*b^2*g^2*p*x^2-18816*a^3*b^2*g^2* q*x^2-13728*a^3*b^2*g^2*r^2*x-29792*a^3*b^2*g^2*r*x^2-18240*a^3*b^2*g*p^2*x^2-\ 2288*a^4*c*g*r^3*x+680*a^4*c*g*r^2*x^2-560*a^4*c*p^3*r*x-1248*a^4*c*p^2*q*x^2-\ 1040*a^4*c*p^2*r^2*x-600*a^4*c*p^2*r*x^2-1056*a^4*c*p*q^2*x^2-568*a^4*c*p*r^3*x +424*a^4*c*p*r^2*x^2-48*a^4*c*q^3*r*x-288*a^4*c*q^2*r^2*x-520*a^4*c*q^2*r*x^2-\ 328*a^4*c*q*r^3*x+168*a^4*c*q*r^2*x^2-1720*a^4*g^3*p*r*x-1392*a^4*g^3*q*r*x-\ 2680*a^4*g^2*p^2*r*x-5280*a^4*g^2*p*q*x^2-3776*a^4*g^2*p*r^2*x-4176*a^4*g^2*p*r *x^2-1656*a^4*g^2*q^2*r*x-2992*a^4*g^2*q*r^2*x-4176*a^4*g^2*q*r*x^2-1064*a^4*g* p^3*r*x-2640*a^4*g*p^2*q*x^2-1896*a^4*g*p^2*r^2*x-1316*a^4*g*p^2*r*x^2-2544*a^4 *g*p*q^2*x^2-880*a^4*g*p*r^3*x+544*a^4*g*p*r^2*x^2-432*a^4*g*q^3*r*x-1016*a^4*g *q^2*r^2*x-1276*a^4*g*q^2*r*x^2-608*a^4*g*q*r^3*x+416*a^4*g*q*r^2*x^2-7200*a^4* b*g*p^2*x^2-7200*a^4*b*g*q^2*x^2-2960*a^4*b*g*r^3*x-2360*a^4*b*g*r^2*x^2-1568*a ^4*b*p^3*r*x-4032*a^4*b*p^2*q*x^2-2752*a^4*b*p^2*r^2*x-2032*a^4*b*p^2*r*x^2-\ 4032*a^4*b*p*q^2*x^2-1192*a^4*b*p*r^3*x+664*a^4*b*p*r^2*x^2-816*a^4*b*q^3*r*x-\ 1744*a^4*b*q^2*r^2*x-2032*a^4*b*q^2*r*x^2-888*a^4*b*q*r^3*x+664*a^4*b*q*r^2*x^2 -10048*a^4*c^3*g*r*x-3392*a^4*c^3*p*r*x-1344*a^4*c^3*q*r*x-10560*a^4*c^2*g^2*r* x-19584*a^4*c^2*g*p*x^2-19200*a^4*c^2*g*q*x^2-10016*a^4*c^2*g*r^2*x-12608*a^4*c ^2*g*r*x^2-2528*a^4*c^2*p^2*r*x-4992*a^4*c^2*p*q*x^2-3040*a^4*c^2*p*r^2*x-2400* a^4*c^2*p*r*x^2-480*a^4*c^2*q^2*r*x-1536*a^4*c^2*q*r^2*x-2240*a^4*c^2*q*r*x^2-\ 2912*a^4*c*g^3*r*x-12864*a^4*c*g^2*p*x^2-12864*a^4*c*g^2*q*x^2-8224*a^4*c*g^2*r ^2*x-12000*a^4*c*g^2*r*x^2-7488*a^4*c*g*p^2*x^2-7104*a^4*c*g*q^2*x^2-496*a^5*g* q^2*r*x-880*a^5*g*q*r^2*x-1016*a^5*g*q*r*x^2-5120*a^4*b^3*c*r*x-2944*a^4*b^3*p* r*x-2304*a^4*b^3*q*r*x-19584*a^4*b^2*c^2*r*x-19584*a^4*b^2*c*g*x^2-23040*a^4*b^ 2*c*p*x^2-23040*a^4*b^2*c*q*x^2-14528*a^4*b^2*c*r^2*x-22912*a^4*b^2*c*r*x^2-\ 9792*a^4*b^2*g*p*x^2-9792*a^4*b^2*g*q*x^2-8096*a^4*b^2*g*r^2*x-15504*a^4*b^2*g* r*x^2-4448*a^4*b^2*p^2*r*x-9216*a^4*b^2*p*q*x^2-6240*a^4*b^2*p*r^2*x-7808*a^4*b ^2*p*r*x^2-2784*a^4*b^2*q^2*r*x-4960*a^4*b^2*q*r^2*x-7808*a^4*b^2*q*r*x^2-17920 *a^4*b*c^3*r*x-42624*a^4*b*c^2*g*x^2-30336*a^4*b*c^2*p*x^2-30336*a^4*b*c^2*q*x^ 2-16832*a^4*b*c^2*r^2*x-22176*a^4*b*c^2*r*x^2-15744*a^4*b*c*g^2*x^2-11328*a^4*b *c*p^2*x^2-11328*a^4*b*c*q^2*x^2-3536*a^4*b*c*r^3*x-512*a^4*b*c*r^2*x^2-7872*a^ 4*b*g^2*p*x^2-7872*a^4*b*g^2*q*x^2-6752*a^4*b*g^2*r^2*x-12464*a^4*b*g^2*r*x^2-\ 224*a^6*g*p*r*x-192*a^6*g*q*r*x-3200*a^5*b^2*c*r*x-1856*a^5*b^2*p*r*x-1536*a^5* b^2*q*r*x-5760*a^5*b*c^2*r*x-5760*a^5*b*c*g*x^2-5760*a^5*b*c*p*x^2-5760*a^5*b*c *q*x^2-4416*a^5*b*c*r^2*x-5728*a^5*b*c*r*x^2-2880*a^5*b*g*p*x^2-2880*a^5*b*g*q* x^2-2848*a^5*b*g*r^2*x-4560*a^5*b*g*r*x^2-1344*a^5*b*p^2*r*x-2304*a^5*b*p*q*x^2 -1920*a^5*b*p*r^2*x-1952*a^5*b*p*r*x^2-928*a^5*b*q^2*r*x-1600*a^5*b*q*r^2*x-\ 1952*a^5*b*q*r*x^2-3008*a^5*c^2*g*r*x-576*a^5*c^2*p*r*x-256*a^5*c^2*q*r*x-1632* a^5*c*g^2*r*x-3264*a^5*c*g*p*x^2-3264*a^5*c*g*q*x^2-2368*a^5*c*g*r^2*x-2944*a^5 *c*g*r*x^2-224*a^5*c*p^2*r*x-384*a^5*c*p*q*x^2-288*a^5*c*p*r^2*x-80*a^5*c*p*r*x ^2-64*a^5*c*q^2*r*x-160*a^5*c*q*r^2*x-80*a^5*c*q*r*x^2-960*a^5*g^2*p*r*x-800*a^ 5*g^2*q*r*x-784*a^5*g*p^2*r*x-1344*a^5*g*p*q*x^2-1104*a^5*g*p*r^2*x-1016*a^5*g* p*r*x^2+35*g^2*p*q^5*r*x^2+67*g^2*p*q^4*r^2*x^2+9*g^2*p*q^3*r^3*x^2-35*g^2*p*q^ 2*r^4*x^2-768*a^6*b*c*r*x-448*a^6*b*p*r*x-384*a^6*b*q*r*x-384*a^6*c*g*r*x+210*g ^6*p*q*r*x^2+462*g^5*p^2*q*r*x^2+462*g^5*p*q^2*r*x^2+600*g^5*p*q*r^2*x^2+441*g^ 4*p^3*q*r*x^2+658*g^4*p^2*q^2*r*x^2+720*g^4*p^2*q*r^2*x^2+441*g^4*p*q^3*r*x^2+ 720*g^4*p*q^2*r^2*x^2+242*g^4*p*q*r^3*x^2+196*g^3*p^4*q*r*x^2+378*g^3*p^3*q^2*r *x^2+355*g^3*p^3*q*r^2*x^2+378*g^3*p^2*q^3*r*x^2+518*g^3*p^2*q^2*r^2*x^2+103*g^ 3*p^2*q*r^3*x^2+196*g^3*p*q^4*r*x^2+355*g^3*p*q^3*r^2*x^2+103*g^3*p*q^2*r^3*x^2 -74*g^3*p*q*r^4*x^2+35*g^2*p^5*q*r*x^2+77*g^2*p^4*q^2*r*x^2+67*g^2*p^4*q*r^2*x^ 2+98*g^2*p^3*q^3*r*x^2+111*g^2*p^3*q^2*r^2*x^2+9*g^2*p^3*q*r^3*x^2+77*g^2*p^2*q ^4*r*x^2+111*g^2*p^2*q^3*r^2*x^2+2*g^2*p^2*q^2*r^3*x^2-35*g^2*p^2*q*r^4*x^2-5*c *g*p^2*r^5*x^2+7*c*g*q^6*r*x^2+20*c*g*q^5*r^2*x^2+14*c*g*q^4*r^3*x^2-4*c*g*q^3* r^4*x^2-5*c*g*q^2*r^5*x^2+609*c*g^3*p^4*r*x^2+1230*c*g^3*p^3*r^2*x^2+526*c*g^3* p^2*r^3*x^2-174*c*g^3*p*r^4*x^2+609*c*g^3*q^4*r*x^2+1230*c*g^3*q^3*r^2*x^2+526* c*g^3*q^2*r^3*x^2-174*c*g^3*q*r^4*x^2+133*c*g^2*p^5*r*x^2+297*c*g^2*p^4*r^2*x^2 +115*c*g^2*p^3*r^3*x^2-108*c*g^2*p^2*r^4*x^2+133*c*g^2*q^5*r*x^2+297*c*g^2*q^4* r^2*x^2+115*c*g^2*q^3*r^3*x^2-108*c*g^2*q^2*r^4*x^2+7*c*g*p^6*r*x^2+20*c*g*p^5* r^2*x^2+14*c*g*p^4*r^3*x^2-4*c*g*p^3*r^4*x^2+504*c*g^6*p*r*x^2+504*c*g^6*q*r*x^ 2+1204*c*g^5*p^2*r*x^2+1680*c*g^5*p*r^2*x^2+1204*c*g^5*q^2*r*x^2+1680*c*g^5*q*r ^2*x^2+1239*c*g^4*p^3*r*x^2+2201*c*g^4*p^2*r^2*x^2+925*c*g^4*p*r^3*x^2+1239*c*g ^4*q^3*r*x^2+2201*c*g^4*q^2*r^2*x^2+925*c*g^4*q*r^3*x^2-384*b^6*c*g*x^2-192*b^6 *g*p*x^2-304*b^6*g*r*x^2-640*b^5*c^3*r*x-3840*b^5*c^2*g*x^2-768*b^5*c^2*p*x^2-\ 768*b^5*c^2*q*x^2-64*b^5*c^2*r^2*x-160*b^5*c^2*r*x^2-1920*b^5*c*g^2*x^2-192*b^5 *c*p^2*x^2+128*b^5*c*r^3*x+256*b^5*c*r^2*x^2-960*b^5*g^2*p*x^2-960*b^5*g^2*q*x^ 2-1520*b^5*g^2*r*x^2-672*b^5*g*p^2*x^2-72*b^5*g*r^2*x^2-32*a*c^2*r^5*x^2-768*a* c*g^6*x^2-24*a*c*p^6*x^2-384*a*g^6*p*x^2-384*a*g^6*q*x^2-264*a*g^6*r^2*x-608*a* g^6*r*x^2-1200*a*g^5*p^2*x^2-1200*a*g^5*q^2*x^2-392*a*g^5*r^3*x-524*a*g^5*r^2*x ^2-1440*a*g^4*p^3*x^2-1392*a*g^4*q^3*x^2-44*a*g^4*r^4*x+976*a*g^4*r^3*x^2-840*a *g^3*p^4*x^2-732*a*g^3*q^4*x^2+582*a*g^3*r^4*x^2-240*a*g^2*p^5*x^2-168*a*g^2*q^ 5*x^2-24*a*g*p^6*x^2-12*a*g*q^6*x^2-768*a*b^3*p^4*x^2+36*a*b^3*r^5*x+480*a*b^3* r^4*x^2-43776*a*b^2*c^5*x^2-216*a*b^2*p^5*x^2-104*a*b^2*r^5*x^2-16896*a*b*c^6*x ^2-24*a*b*p^6*x^2-384*a*c^7*r*x-13824*a*c^6*g*x^2-4608*a*c^6*p*x^2-3072*a*c^6*q *x^2-1024*a*c^6*r^2*x-1856*a*c^6*r*x^2-36096*a*c^5*g^2*x^2-5760*a*c^5*p^2*x^2-\ 2304*a*c^5*q^2*x^2-800*a*c^5*r^3*x+640*a*c^5*r^2*x^2-41472*a*c^4*g^3*x^2-3840*a *c^4*p^3*x^2-768*a*c^4*q^3*x^2-176*a*c^4*r^4*x+1216*a*c^4*r^3*x^2-23904*a*c^3*g ^4*x^2-1440*a*c^3*p^4*x^2-96*a*c^3*q^4*x^2+32*a*c^3*r^5*x+248*a*c^3*r^4*x^2-\ 6816*a*c^2*g^5*x^2-288*a*c^2*p^5*x^2-64*a^2*g*r^5*x^2-768*a*b^6*c*x^2-384*a*b^6 *p*x^2-608*a*b^6*r*x^2-6912*a*b^5*c^2*x^2-1152*a*b^5*p^2*x^2-64*a*b^5*r^3*x-400 *a*b^5*r^2*x^2-26112*a*b^4*c^3*x^2-1344*a*b^4*p^3*x^2+88*a*b^4*r^4*x+1160*a*b^4 *r^3*x^2-48384*a*b^3*c^4*x^2+1264*a^2*c^4*r^2*x^2-49344*a^2*c^3*g^3*x^2-6720*a^ 2*c^3*p^3*x^2-1824*a^2*c^3*q^3*x^2-464*a^2*c^3*r^4*x+2296*a^2*c^3*r^3*x^2-18096 *a^2*c^2*g^4*x^2-1680*a^2*c^2*p^4*x^2-192*a^2*c^2*q^4*x^2+28*a^2*c^2*r^5*x+376* a^2*c^2*r^4*x^2-2496*a^2*c*g^5*x^2-168*a^2*c*p^5*x^2-24*a^2*c*r^5*x^2-1248*a^2* g^5*p*x^2-1248*a^2*g^5*q*x^2-904*a^2*g^5*r^2*x-1976*a^2*g^5*r*x^2-3156*a^2*g^4* p^2*x^2-3156*a^2*g^4*q^2*x^2-1092*a^2*g^4*r^3*x-1164*a^2*g^4*r^2*x^2-2952*a^2*g ^3*p^3*x^2-2760*a^2*g^3*q^3*x^2-111*a^2*g^3*r^4*x+2182*a^2*g^3*r^3*x^2-1236*a^2 *g^2*p^4*x^2-960*a^2*g^2*q^4*x^2+724*a^2*g^2*r^4*x^2-192*a^2*g*p^5*x^2-108*a^2* g*q^5*x^2-3840*a^2*b^5*c*x^2-1920*a^2*b^5*p*x^2-1920*a^2*b^5*q*x^2-704*a^2*b^5* r^2*x-3040*a^2*b^5*r*x^2-27648*a^2*b^4*c^2*x^2-4608*a^2*b^4*p^2*x^2-4608*a^2*b^ 4*q^2*x^2-768*a^2*b^4*r^3*x-1600*a^2*b^4*r^2*x^2-74496*a^2*b^3*c^3*x^2-4032*a^2 *b^3*p^3*x^2-4032*a^2*b^3*q^3*x^2+168*a^2*b^3*r^4*x+3480*a^2*b^3*r^3*x^2-89088* a^2*b^2*c^4*x^2-1536*a^2*b^2*p^4*x^2-1536*a^2*b^2*q^4*x^2+960*a^2*b^2*r^4*x^2-\ 43776*a^2*b*c^5*x^2-216*a^2*b*p^5*x^2-216*a^2*b*q^5*x^2-104*a^2*b*r^5*x^2-1408* a^2*c^6*r*x-33024*a^2*c^5*g*x^2-13440*a^2*c^5*p*x^2-9600*a^2*c^5*q*x^2-3328*a^2 *c^5*r^2*x-5792*a^2*c^5*r*x^2-61440*a^2*c^4*g^2*x^2-13440*a^2*c^4*p^2*x^2-6336* a^2*c^4*q^2*x^2-2256*a^2*c^4*r^3*x-96*a^3*c*q^4*x^2-4*a^3*c*r^5*x+104*a^3*c*r^4 *x^2-2112*a^3*g^4*p*x^2-2112*a^3*g^4*q*x^2-1656*a^3*g^4*r^2*x-3344*a^3*g^4*r*x^ 2-4104*a^3*g^3*p^2*x^2-4104*a^3*g^3*q^2*x^2-1532*a^3*g^3*r^3*x-1180*a^3*g^3*r^2 *x^2-2688*a^3*g^2*p^3*x^2-2448*a^3*g^2*q^3*x^2-118*a^3*g^2*r^4*x+2162*a^3*g^2*r ^3*x^2-600*a^3*g*p^4*x^2-432*a^3*g*q^4*x^2+292*a^3*g*r^4*x^2-6912*a^3*b^3*p^2*x ^2-6912*a^3*b^3*q^2*x^2-1920*a^3*b^3*r^3*x-2400*a^3*b^3*r^2*x^2-74496*a^3*b^2*c ^3*x^2-4032*a^3*b^2*p^3*x^2-4032*a^3*b^2*q^3*x^2+72*a^3*b^2*r^4*x+3480*a^3*b^2* r^3*x^2-48384*a^3*b*c^4*x^2-768*a^3*b*p^4*x^2-768*a^3*b*q^4*x^2+108*a^3*b*r^5*x +480*a^3*b*r^4*x^2-1920*a^3*c^5*r*x-33792*a^3*c^4*g*x^2-13824*a^3*c^4*p*x^2-\ 10752*a^3*c^4*q*x^2-3904*a^3*c^4*r^2*x-6176*a^3*c^4*r*x^2-45504*a^3*c^3*g^2*x^2 -10368*a^3*c^3*p^2*x^2-5952*a^3*c^3*q^2*x^2-2176*a^3*c^3*r^3*x+1216*a^3*c^3*r^2 *x^2-23616*a^3*c^2*g^3*x^2-3456*a^3*c^2*p^3*x^2-1344*a^3*c^2*q^3*x^2-376*a^3*c^ 2*r^4*x+1480*a^3*c^2*r^3*x^2-4224*a^3*c*g^4*x^2-432*a^3*c*p^4*x^2-784*a^4*c^2*r ^3*x+848*a^4*c^2*r^2*x^2-3936*a^4*c*g^3*x^2-480*a^4*c*p^3*x^2-288*a^4*c*q^3*x^2 -88*a^4*c*r^4*x+416*a^4*c*r^3*x^2-1968*a^4*g^3*p*x^2-1968*a^4*g^3*q*x^2-1720*a^ 4*g^3*r^2*x-3116*a^4*g^3*r*x^2-2640*a^4*g^2*p^2*x^2-2640*a^4*g^2*q^2*x^2-1096*a ^4*g^2*r^3*x-524*a^4*g^2*r^2*x^2-912*a^4*g*p^3*x^2-816*a^4*g*q^3*x^2-48*a^4*g*r ^4*x+788*a^4*g*r^3*x^2-7680*a^3*b^4*c*x^2-3840*a^3*b^4*p*x^2-3840*a^3*b^4*q*x^2 -2176*a^3*b^4*r^2*x-6080*a^3*b^4*r*x^2-41472*a^3*b^3*c^2*x^2-1520*a^5*g^2*r*x^2 -672*a^5*g*p^2*x^2-672*a^5*g*q^2*x^2-320*a^5*g*r^3*x-72*a^5*g*r^2*x^2-7680*a^4* b^3*c*x^2-3840*a^4*b^3*p*x^2-3840*a^4*b^3*q*x^2-2944*a^4*b^3*r^2*x-6080*a^4*b^3 *r*x^2-27648*a^4*b^2*c^2*x^2-4608*a^4*b^2*p^2*x^2-4608*a^4*b^2*q^2*x^2-1792*a^4 *b^2*r^3*x-1600*a^4*b^2*r^2*x^2-26112*a^4*b*c^3*x^2-1344*a^4*b*p^3*x^2-1344*a^4 *b*q^3*x^2-8*a^4*b*r^4*x+1160*a^4*b*r^3*x^2-1152*a^4*c^4*r*x-16512*a^4*c^3*g*x^ 2-5760*a^4*c^3*p*x^2-4992*a^4*c^3*q*x^2-1920*a^4*c^3*r^2*x-2400*a^4*c^3*r*x^2-\ 15168*a^4*c^2*g^2*x^2-2880*a^4*c^2*p^2*x^2-2112*a^4*c^2*q^2*x^2-768*a^6*b*c*x^2 -384*a^6*b*p*x^2-384*a^6*b*q*x^2-448*a^6*b*r^2*x-608*a^6*b*r*x^2-384*a^6*c*g*x^ 2-192*a^6*g*p*x^2-192*a^6*g*q*x^2-224*a^6*g*r^2*x-304*a^6*g*r*x^2-3840*a^5*b^2* c*x^2-1920*a^5*b^2*p*x^2-1920*a^5*b^2*q*x^2-1856*a^5*b^2*r^2*x-3040*a^5*b^2*r*x ^2-6912*a^5*b*c^2*x^2-1152*a^5*b*p^2*x^2-1152*a^5*b*q^2*x^2-576*a^5*b*r^3*x-400 *a^5*b*r^2*x^2-256*a^5*c^3*r*x-3840*a^5*c^2*g*x^2-768*a^5*c^2*p*x^2-768*a^5*c^2 *q*x^2-320*a^5*c^2*r^2*x-160*a^5*c^2*r*x^2-1920*a^5*c*g^2*x^2-192*a^5*c*p^2*x^2 -192*a^5*c*q^2*x^2-64*a^5*c*r^3*x+256*a^5*c*r^2*x^2-960*a^5*g^2*p*x^2-960*a^5*g ^2*q*x^2-960*a^5*g^2*r^2*x+8*g^2*q^4*r^3*x^2-10*g^2*q^3*r^4*x^2+154*g^5*q^3*r*x ^2+300*g^5*q^2*r^2*x^2+146*g^5*q*r^3*x^2+112*g^4*p^4*r*x^2+242*g^4*p^3*r^2*x^2+ 120*g^4*p^2*r^3*x^2-29*g^4*p*r^4*x^2+112*g^4*q^4*r*x^2+242*g^4*q^3*r^2*x^2+120* g^4*q^2*r^3*x^2-29*g^4*q*r^4*x^2+42*g^3*p^5*r*x^2+96*g^3*p^4*r^2*x^2+38*g^3*p^3 *r^3*x^2-39*g^3*p^2*r^4*x^2+96*g^3*q^4*r^2*x^2+38*g^3*q^3*r^3*x^2-39*g^3*q^2*r^ 4*x^2+7*g^2*p^6*r*x^2+18*g^2*p^5*r^2*x^2+8*g^2*p^4*r^3*x^2-10*g^2*p^3*r^4*x^2+ 18*g^2*q^5*r^2*x^2+432*c*g^6*r^2*x^2+476*c*g^5*r^3*x^2-14*c*g^4*r^4*x^2+105*g^6 *p^2*r*x^2+168*g^6*p*r^2*x^2+168*g^6*q*r^2*x^2+154*g^5*p^3*r*x^2+300*g^5*p^2*r^ 2*x^2+146*g^5*p*r^3*x^2+588*c^2*g^6*r*x^2+2256*c^2*g^5*r^2*x^2+1568*c^2*g^4*r^3 *x^2-120*c^2*g^3*r^4*x^2+5600*c^4*g^4*r*x^2+8064*c^4*g^3*r^2*x^2+1792*c^4*g^2*r ^3*x^2-64*c^4*g*r^4*x^2+2520*c^3*g^5*r*x^2+5888*c^3*g^4*r^2*x^2+2464*c^3*g^3*r^ 3*x^2-184*c^3*g^2*r^4*x^2+2098*c^2*g^3*p*r^3*x^2+3444*c^2*g^3*q^3*r*x^2+5706*c^ 2*g^3*q^2*r^2*x^2+2098*c^2*g^3*q*r^3*x^2+994*c^2*g^2*p^4*r*x^2+1914*c^2*g^2*p^3 *r^2*x^2+732*c^2*g^2*p^2*r^3*x^2-282*c^2*g^2*p*r^4*x^2+994*c^2*g^2*q^4*r*x^2+ 1914*c^2*g^2*q^3*r^2*x^2+732*c^2*g^2*q^2*r^3*x^2-282*c^2*g^2*q*r^4*x^2+84*c^2*g *p^5*r*x^2+194*c^2*g*p^4*r^2*x^2+94*c^2*g*p^3*r^3*x^2-42*c^2*g*p^2*r^4*x^2-26*c ^2*g*p*r^5*x^2+84*c^2*g*q^5*r*x^2+194*c^2*g*q^4*r^2*x^2+94*c^2*g*q^3*r^3*x^2-42 *c^2*g*q^2*r^4*x^2-26*c^2*g*q*r^5*x^2+448*c^3*g*p^4*r*x^2+844*c^3*g*p^3*r^2*x^2 +320*c^3*g*p^2*r^3*x^2-100*c^3*g*p*r^4*x^2+448*c^3*g*q^4*r*x^2+844*c^3*g*q^3*r^ 2*x^2+320*c^3*g*q^2*r^3*x^2-100*c^3*g*q*r^4*x^2+3052*c^2*g^5*p*r*x^2+3052*c^2*g ^5*q*r*x^2+4998*c^2*g^4*p^2*r*x^2+6362*c^2*g^4*p*r^2*x^2+4998*c^2*g^4*q^2*r*x^2 +6362*c^2*g^4*q*r^2*x^2+3444*c^2*g^3*p^3*r*x^2+5706*c^2*g^3*p^2*r^2*x^2+8120*c^ 4*g^2*q^2*r*x^2+9144*c^4*g^2*q*r^2*x^2+1344*c^4*g*p^3*r*x^2+2008*c^4*g*p^2*r^2* x^2+600*c^4*g*p*r^3*x^2+1344*c^4*g*q^3*r*x^2+2008*c^4*g*q^2*r^2*x^2+600*c^4*g*q *r^3*x^2+8736*c^3*g^4*p*r*x^2+8736*c^3*g^4*q*r*x^2+9492*c^3*g^3*p^2*r*x^2+11292 *c^3*g^3*p*r^2*x^2+9492*c^3*g^3*q^2*r*x^2+11292*c^3*g^3*q*r^2*x^2+3836*c^3*g^2* p^3*r*x^2+6012*c^3*g^2*p^2*r^2*x^2+1964*c^3*g^2*p*r^3*x^2+3836*c^3*g^2*q^3*r*x^ 2+6012*c^3*g^2*q^2*r^2*x^2+1964*c^3*g^2*q*r^3*x^2+2240*c^6*g*p*r*x^2+2240*c^6*g *q*r*x^2+8960*c^5*g^2*p*r*x^2+8960*c^5*g^2*q*r*x^2+2352*c^5*g*p^2*r*x^2+2512*c^ 5*g*p*r^2*x^2+2352*c^5*g*q^2*r*x^2+2512*c^5*g*q*r^2*x^2+12768*c^4*g^3*p*r*x^2+ 12768*c^4*g^3*q*r*x^2+8120*c^4*g^2*p^2*r*x^2+9144*c^4*g^2*p*r^2*x^2+209*b*g^2*p ^4*r^2*x^2+51*b*g^2*p^3*r^3*x^2-120*b*g^2*p^2*r^4*x^2+324*b*g^2*q^4*r^2*x^2+142 *b*g^2*q^3*r^3*x^2-110*b*g^2*q^2*r^4*x^2+7*b*g*p^6*r*x^2+16*b*g*p^5*r^2*x^2+2*b *g*p^4*r^3*x^2-16*b*g*p^3*r^4*x^2-9*b*g*p^2*r^5*x^2+36*b*g*q^5*r^2*x^2+16*b*g*q ^4*r^3*x^2-20*b*g*q^3*r^4*x^2+40*b*c*q^5*r^2*x^2+28*b*c*q^4*r^3*x^2-8*b*c*q^3*r ^4*x^2-10*b*c*q^2*r^5*x^2+224*b*g^6*p*r*x^2+700*b*g^5*p^2*r*x^2+1106*b*g^5*p*r^ 2*x^2+700*b*g^5*q^2*r*x^2+1106*b*g^5*q*r^2*x^2+812*b*g^4*p^3*r*x^2+1564*b*g^4*p ^2*r^2*x^2+735*b*g^4*p*r^3*x^2+840*b*g^4*q^3*r*x^2+1588*b*g^4*q^2*r^2*x^2+727*b *g^4*q*r^3*x^2+427*b*g^3*p^4*r*x^2+907*b*g^3*p^3*r^2*x^2+428*b*g^3*p^2*r^3*x^2-\ 126*b*g^3*p*r^4*x^2+490*b*g^3*q^4*r*x^2+1026*b*g^3*q^3*r^2*x^2+467*b*g^3*q^2*r^ 3*x^2-142*b*g^3*q*r^4*x^2+98*b*g^2*p^5*r*x^2-36*b*c^2*p^2*r^4*x^2-12*b*c^2*p*r^ 5*x^2+168*b*c^2*q^5*r*x^2+400*b*c^2*q^4*r^2*x^2+224*b*c^2*q^3*r^3*x^2-48*b*c^2* q^2*r^4*x^2-40*b*c^2*q*r^5*x^2+448*b*c*g^6*r*x^2+2884*b*c*g^5*r^2*x^2+2462*b*c* g^4*r^3*x^2-128*b*c*g^3*r^4*x^2-376*b*c^3*g*r^4*x^2+56*b*c^3*p^4*r*x^2+88*b*c^3 *p^3*r^2*x^2-32*b*c^3*p^2*r^3*x^2-104*b*c^3*p*r^4*x^2+840*b*c^3*q^4*r*x^2+1600* b*c^3*q^3*r^2*x^2+672*b*c^3*q^2*r^3*x^2-96*b*c^3*q*r^4*x^2+3976*b*c^2*g^5*r*x^2 +12232*b*c^2*g^4*r^2*x^2+6280*b*c^2*g^3*r^3*x^2-444*b*c^2*g^2*r^4*x^2-220*b*c^2 *g*r^5*x^2-12*b*c^2*p^4*r^2*x^2-36*b*c^2*p^3*r^3*x^2+8064*b*c^6*g*r*x^2+1792*b* c^6*p*r*x^2+2688*b*c^6*q*r*x^2+21056*b*c^5*g^2*r*x^2+10496*b*c^5*g*r^2*x^2+1344 *b*c^5*p^2*r*x^2+1824*b*c^5*p*r^2*x^2+3360*b*c^5*q^2*r*x^2+3200*b*c^5*q*r^2*x^2 +24192*b*c^4*g^3*r*x^2+24608*b*c^4*g^2*r^2*x^2+3360*b*c^4*g*r^3*x^2+448*b*c^4*p ^3*r*x^2+816*b*c^4*p^2*r^2*x^2+304*b*c^4*p*r^3*x^2+2240*b*c^4*q^3*r*x^2+3200*b* c^4*q^2*r^2*x^2+896*b*c^4*q*r^3*x^2+13944*b*c^3*g^4*r*x^2+24816*b*c^3*g^3*r^2*x ^2+7144*b*c^3*g^2*r^3*x^2-214*b^2*g^2*q*r^4*x^2+63*b^2*g*p^5*r*x^2+131*b^2*g*p^ 4*r^2*x^2+23*b^2*g*p^3*r^3*x^2-87*b^2*g*p^2*r^4*x^2-42*b^2*g*p*r^5*x^2+258*b^2* g*q^4*r^2*x^2+114*b^2*g*q^3*r^3*x^2-82*b^2*g*q^2*r^4*x^2-12*b^2*c*p*r^5*x^2+242 *b^2*c*q^4*r^2*x^2+146*b^2*c*q^3*r^3*x^2-26*b^2*c*q^2*r^4*x^2-28*b^2*c*q*r^5*x^ 2+728*b^2*g^5*p*r*x^2+728*b^2*g^5*q*r*x^2+1841*b^2*g^4*p^2*r*x^2+2860*b^2*g^4*p *r^2*x^2+1841*b^2*g^4*q^2*r*x^2+2860*b^2*g^4*q*r^2*x^2+1610*b^2*g^3*p^3*r*x^2+ 3060*b^2*g^3*p^2*r^2*x^2+1367*b^2*g^3*p*r^3*x^2+1722*b^2*g^3*q^3*r*x^2+3156*b^2 *g^3*q^2*r^2*x^2+1335*b^2*g^3*q*r^3*x^2+560*b^2*g^2*p^4*r*x^2+1181*b^2*g^2*p^3* r^2*x^2+544*b^2*g^2*p^2*r^3*x^2-174*b^2*g^2*p*r^4*x^2+721*b^2*g^2*q^4*r*x^2+ 1482*b^2*g^2*q^3*r^2*x^2+641*b^2*g^2*q^2*r^3*x^2-452*b^2*c^2*g*r^4*x^2+112*b^2* c^2*p^4*r*x^2+236*b^2*c^2*p^3*r^2*x^2+80*b^2*c^2*p^2*r^3*x^2-100*b^2*c^2*p*r^4* x^2+980*b^2*c^2*q^4*r*x^2+1936*b^2*c^2*q^3*r^2*x^2+876*b^2*c^2*q^2*r^3*x^2-104* b^2*c^2*q*r^4*x^2+1456*b^2*c*g^5*r*x^2+7544*b^2*c*g^4*r^2*x^2+4658*b^2*c*g^3*r^ 3*x^2-320*b^2*c*g^2*r^4*x^2-196*b^2*c*g*r^5*x^2-12*b^2*c*p^4*r^2*x^2-36*b^2*c*p ^3*r^3*x^2-36*b^2*c*p^2*r^4*x^2+5600*b^2*c^5*p*r*x^2+7840*b^2*c^5*q*r*x^2+35840 *b^2*c^4*g^2*r*x^2+21696*b^2*c^4*g*r^2*x^2+3696*b^2*c^4*p^2*r*x^2+5008*b^2*c^4* p*r^2*x^2+7840*b^2*c^4*q^2*r*x^2+7744*b^2*c^4*q*r^2*x^2+28784*b^2*c^3*g^3*r*x^2 +35656*b^2*c^3*g^2*r^2*x^2+5872*b^2*c^3*g*r^3*x^2+1064*b^2*c^3*p^3*r*x^2+2056*b ^2*c^3*p^2*r^2*x^2+888*b^2*c^3*p*r^3*x^2+3920*b^2*c^3*q^3*r*x^2+5808*b^2*c^3*q^ 2*r^2*x^2+1752*b^2*c^3*q*r^3*x^2+10556*b^2*c^2*g^4*r*x^2+24648*b^2*c^2*g^3*r^2* x^2+8408*b^2*c^2*g^2*r^3*x^2+3642*b^3*g^3*q*r^2*x^2+1428*b^3*g^2*p^3*r*x^2+2676 *b^3*g^2*p^2*r^2*x^2+1126*b^3*g^2*p*r^3*x^2+1568*b^3*g^2*q^3*r*x^2+2796*b^3*g^2 *q^2*r^2*x^2+1086*b^3*g^2*q*r^3*x^2+252*b^3*g*p^4*r*x^2+528*b^3*g*p^3*r^2*x^2+ 236*b^3*g*p^2*r^3*x^2-82*b^3*g*p*r^4*x^2+710*b^3*g*q^3*r^2*x^2+294*b^3*g*q^2*r^ 3*x^2-106*b^3*g*q*r^4*x^2+19264*b^2*c^5*g*r*x^2+1568*b^3*c^2*p^2*r^2*x^2+696*b^ 3*c^2*p*r^3*x^2+2016*b^3*c^2*q^3*r*x^2+3072*b^3*c^2*q^2*r^2*x^2+912*b^3*c^2*q*r ^3*x^2+2464*b^3*c*g^4*r*x^2+9684*b^3*c*g^3*r^2*x^2+3824*b^3*c*g^2*r^3*x^2-268*b ^3*c*g*r^4*x^2+56*b^3*c*p^4*r*x^2+148*b^3*c*p^3*r^2*x^2+112*b^3*c*p^2*r^3*x^2+4 *b^3*c*p*r^4*x^2+512*b^3*c*q^3*r^2*x^2+228*b^3*c*q^2*r^3*x^2-44*b^3*c*q*r^4*x^2 +1232*b^3*g^4*p*r*x^2+1232*b^3*g^4*q*r*x^2+2394*b^3*g^3*p^2*r*x^2+3642*b^3*g^3* p*r^2*x^2+2394*b^3*g^3*q^2*r*x^2+476*b^4*g*p^3*r*x^2+880*b^4*g*p^2*r^2*x^2+348* b^4*g*p*r^3*x^2+928*b^4*g*q^2*r^2*x^2+332*b^4*g*q*r^3*x^2+19712*b^3*c^4*g*r*x^2 +6272*b^3*c^4*p*r*x^2+8064*b^3*c^4*q*r*x^2+26544*b^3*c^3*g^2*r*x^2+18640*b^3*c^ 3*g*r^2*x^2+3472*b^3*c^3*p^2*r*x^2+4592*b^3*c^3*p*r^2*x^2+6048*b^3*c^3*q^2*r*x^ 2+6144*b^3*c^3*q*r^2*x^2+13776*b^3*c^2*g^3*r*x^2+22032*b^3*c^2*g^2*r^2*x^2+3880 *b^3*c^2*g*r^3*x^2+784*b^3*c^2*p^3*r*x^2+1078*c*g^2*p^2*q^3*r*x^2+1390*c*g^2*p^ 2*q^2*r^2*x^2+231*c*g^2*p^2*q*r^3*x^2+581*c*g^2*p*q^4*r*x^2+992*c*g^2*p*q^3*r^2 *x^2+231*c*g^2*p*q^2*r^3*x^2-218*c*g^2*p*q*r^4*x^2+28*c*g*p^5*q*r*x^2+49*c*g*p^ 4*q^2*r*x^2+54*c*g*p^4*q*r^2*x^2+56*c*g*p^3*q^3*r*x^2+62*c*g*p^3*q^2*r^2*x^2+10 *c*g*p^3*q*r^3*x^2+49*c*g*p^2*q^4*r*x^2+62*c*g*p^2*q^3*r^2*x^2-8*c*g*p^2*q^2*r^ 3*x^2-22*c*g*p^2*q*r^4*x^2+28*c*g*p*q^5*r*x^2+54*c*g*p*q^4*r^2*x^2+10*c*g*p*q^3 *r^3*x^2-22*c*g*p*q^2*r^4*x^2-4864*a^5*b*c*g*r*x-5760*a^5*b*c*p*r*x-4736*a^5*b* c*q*r*x+3640*c^2*g^2*p*q^3*r*x^2+5234*c^2*g^2*p*q^2*r^2*x^2+1328*c^2*g^2*p*q*r^ 3*x^2+308*c^2*g*p^4*q*r*x^2+504*c^2*g*p^3*q^2*r*x^2+500*c^2*g*p^3*q*r^2*x^2+504 *c^2*g*p^2*q^3*r*x^2+612*c^2*g*p^2*q^2*r^2*x^2+98*c^2*g*p^2*q*r^3*x^2+308*c^2*g *p*q^4*r*x^2+500*c^2*g*p*q^3*r^2*x^2+98*c^2*g*p*q^2*r^3*x^2-104*c^2*g*p*q*r^4*x ^2+2408*c*g^5*p*q*r*x^2+3689*c*g^4*p^2*q*r*x^2+3689*c*g^4*p*q^2*r*x^2+4390*c*g^ 4*p*q*r^2*x^2+2338*c*g^3*p^3*q*r*x^2+3458*c*g^3*p^2*q^2*r*x^2+3562*c*g^3*p^2*q* r^2*x^2+2338*c*g^3*p*q^3*r*x^2+3562*c*g^3*p*q^2*r^2*x^2+1034*c*g^3*p*q*r^3*x^2+ 581*c*g^2*p^4*q*r*x^2+1078*c*g^2*p^3*q^2*r*x^2+992*c*g^2*p^3*q*r^2*x^2-57*b*g*p ^2*q*r^4*x^2+70*b*g*p*q^5*r*x^2+137*b*g*p*q^4*r^2*x^2+27*b*g*p*q^3*r^3*x^2-21*b *g*p*q*r^5*x^2+4480*c^5*g*p*q*r*x^2+15904*c^4*g^2*p*q*r*x^2+3584*c^4*g*p^2*q*r* x^2+3584*c^4*g*p*q^2*r*x^2+3648*c^4*g*p*q*r^2*x^2+18816*c^3*g^3*p*q*r*x^2+10948 *c^3*g^2*p^2*q*r*x^2+10948*c^3*g^2*p*q^2*r*x^2+11608*c^3*g^2*p*q*r^2*x^2+1456*c ^3*g*p^3*q*r*x^2+2016*c^3*g*p^2*q^2*r*x^2+1980*c^3*g*p^2*q*r^2*x^2+1456*c^3*g*p *q^3*r*x^2+1980*c^3*g*p*q^2*r^2*x^2+456*c^3*g*p*q*r^3*x^2+9968*c^2*g^4*p*q*r*x^ 2+10108*c^2*g^3*p^2*q*r*x^2+10108*c^2*g^3*p*q^2*r*x^2+11272*c^2*g^3*p*q*r^2*x^2 +3640*c^2*g^2*p^3*q*r*x^2+5292*c^2*g^2*p^2*q^2*r*x^2+5234*c^2*g^2*p^2*q*r^2*x^2 +1743*b*g^3*p^3*q*r*x^2+2695*b*g^3*p^2*q^2*r*x^2+2816*b*g^3*p^2*q*r^2*x^2+1869* b*g^3*p*q^3*r*x^2+2935*b*g^3*p*q^2*r^2*x^2+903*b*g^3*p*q*r^3*x^2+497*b*g^2*p^4* q*r*x^2+1043*b*g^2*p^3*q^2*r*x^2+878*b*g^2*p^3*q*r^2*x^2+1127*b*g^2*p^2*q^3*r*x ^2+1453*b*g^2*p^2*q^2*r^2*x^2+216*b*g^2*p^2*q*r^3*x^2+623*b*g^2*p*q^4*r*x^2+ 1108*b*g^2*p*q^3*r^2*x^2+307*b*g^2*p*q^2*r^3*x^2-220*b*g^2*p*q*r^4*x^2+42*b*g*p ^5*q*r*x^2+112*b*g*p^4*q^2*r*x^2+77*b*g*p^4*q*r^2*x^2+168*b*g*p^3*q^3*r*x^2+171 *b*g*p^3*q^2*r^2*x^2-b*g*p^3*q*r^3*x^2+147*b*g*p^2*q^4*r*x^2+211*b*g*p^2*q^3*r^ 2*x^2+8*b*g*p^2*q^2*r^3*x^2+315*b*c*g*q^5*r*x^2+727*b*c*g*q^4*r^2*x^2+339*b*c*g *q^3*r^3*x^2-193*b*c*g*q^2*r^4*x^2-120*b*c*g*q*r^5*x^2+14*b*c*p^4*q^2*r*x^2-6*b *c*p^4*q*r^2*x^2+56*b*c*p^3*q^3*r*x^2+22*b*c*p^3*q^2*r^2*x^2-18*b*c*p^3*q*r^3*x ^2+84*b*c*p^2*q^4*r*x^2+102*b*c*p^2*q^3*r^2*x^2-8*b*c*p^2*q^2*r^3*x^2-18*b*c*p^ 2*q*r^4*x^2+56*b*c*p*q^5*r*x^2+114*b*c*p*q^4*r^2*x^2+38*b*c*p*q^3*r^3*x^2-26*b* c*p*q^2*r^4*x^2-6*b*c*p*q*r^5*x^2+1400*b*g^5*p*q*r*x^2+2464*b*g^4*p^2*q*r*x^2+ 2492*b*g^4*p*q^2*r*x^2+3152*b*g^4*p*q*r^2*x^2+3563*b*c*g^3*p*r^3*x^2+5383*b*c*g ^3*q^3*r*x^2+9245*b*c*g^3*q^2*r^2*x^2+3621*b*c*g^3*q*r^3*x^2+1540*b*c*g^2*p^4*r *x^2+3042*b*c*g^2*p^3*r^2*x^2+1190*b*c*g^2*p^2*r^3*x^2-539*b*c*g^2*p*r^4*x^2+ 2030*b*c*g^2*q^4*r*x^2+4028*b*c*g^2*q^3*r^2*x^2+1654*b*c*g^2*q^2*r^3*x^2-559*b* c*g^2*q*r^4*x^2+147*b*c*g*p^5*r*x^2+291*b*c*g*p^4*r^2*x^2+27*b*c*g*p^3*r^3*x^2-\ 207*b*c*g*p^2*r^4*x^2-90*b*c*g*p*r^5*x^2-554*b*c^2*g*p*r^4*x^2+2394*b*c^2*g*q^4 *r*x^2+4622*b*c^2*g*q^3*r^2*x^2+1854*b*c^2*g*q^2*r^3*x^2-526*b*c^2*g*q*r^4*x^2+ 56*b*c^2*p^4*q*r*x^2+336*b*c^2*p^3*q^2*r*x^2+88*b*c^2*p^3*q*r^2*x^2+672*b*c^2*p ^2*q^3*r*x^2+612*b*c^2*p^2*q^2*r^2*x^2-32*b*c^2*p^2*q*r^3*x^2+560*b*c^2*p*q^4*r *x^2+912*b*c^2*p*q^3*r^2*x^2+228*b*c^2*p*q^2*r^3*x^2-104*b*c^2*p*q*r^4*x^2+3388 *b*c*g^5*p*r*x^2+3388*b*c*g^5*q*r*x^2+6482*b*c*g^4*p^2*r*x^2+8956*b*c*g^4*p*r^2 *x^2+6594*b*c*g^4*q^2*r*x^2+9004*b*c*g^4*q*r^2*x^2+4935*b*c*g^3*p^3*r*x^2+8709* b*c*g^3*p^2*r^2*x^2+4160*b*c^3*g*q*r^3*x^2+672*b*c^3*p^3*q*r*x^2+2016*b*c^3*p^2 *q^2*r*x^2+1224*b*c^3*p^2*q*r^2*x^2+2240*b*c^3*p*q^3*r*x^2+2736*b*c^3*p*q^2*r^2 *x^2+456*b*c^3*p*q*r^3*x^2+16688*b*c^2*g^4*p*r*x^2+16800*b*c^2*g^4*q*r*x^2+ 20594*b*c^2*g^3*p^2*r*x^2+26118*b*c^2*g^3*p*r^2*x^2+21630*b*c^2*g^3*q^2*r*x^2+ 26714*b*c^2*g^3*q*r^2*x^2+9352*b*c^2*g^2*p^3*r*x^2+15520*b*c^2*g^2*p^2*r^2*x^2+ 5634*b*c^2*g^2*p*r^3*x^2+11312*b*c^2*g^2*q^3*r*x^2+18108*b*c^2*g^2*q^2*r^2*x^2+ 6190*b*c^2*g^2*q*r^3*x^2+1274*b*c^2*g*p^4*r*x^2+2370*b*c^2*g*p^3*r^2*x^2+730*b* c^2*g*p^2*r^3*x^2+234*b^2*g*p*q^2*r^3*x^2-163*b^2*g*p*q*r^4*x^2+16576*b*c^5*g*p *r*x^2+18816*b*c^5*g*q*r*x^2+4480*b*c^5*p*q*r*x^2+38528*b*c^4*g^2*p*r*x^2+40544 *b*c^4*g^2*q*r*x^2+13608*b*c^4*g*p^2*r*x^2+16088*b*c^4*g*p*r^2*x^2+17976*b*c^4* g*q^2*r*x^2+19080*b*c^4*g*q*r^2*x^2+2688*b*c^4*p^2*q*r*x^2+4480*b*c^4*p*q^2*r*x ^2+3648*b*c^4*p*q*r^2*x^2+36960*b*c^3*g^3*p*r*x^2+37744*b*c^3*g^3*q*r*x^2+27328 *b*c^3*g^2*p^2*r*x^2+32848*b*c^3*g^2*p*r^2*x^2+30632*b*c^3*g^2*q^2*r*x^2+35000* b*c^3*g^2*q*r^2*x^2+5684*b*c^3*g*p^3*r*x^2+9124*b*c^3*g*p^2*r^2*x^2+3048*b*c^3* g*p*r^3*x^2+8932*b*c^3*g*q^3*r*x^2+13540*b*c^3*g*q^2*r^2*x^2+118*b^2*c*p^3*q*r^ 2*x^2+462*b^2*c*p^2*q^3*r*x^2+514*b^2*c*p^2*q^2*r^2*x^2+40*b^2*c*p^2*q*r^3*x^2+ 350*b^2*c*p*q^4*r*x^2+626*b^2*c*p*q^3*r^2*x^2+222*b^2*c*p*q^2*r^3*x^2-50*b^2*c* p*q*r^4*x^2+3682*b^2*g^4*p*q*r*x^2+4942*b^2*g^3*p^2*q*r*x^2+5054*b^2*g^3*p*q^2* r*x^2+6216*b^2*g^3*p*q*r^2*x^2+2366*b^2*g^2*p^3*q*r*x^2+3773*b^2*g^2*p^2*q^2*r* x^2+3814*b^2*g^2*p^2*q*r^2*x^2+2688*b^2*g^2*p*q^3*r*x^2+4115*b^2*g^2*p*q^2*r^2* x^2+1195*b^2*g^2*p*q*r^3*x^2+343*b^2*g*p^4*q*r*x^2+763*b^2*g*p^3*q^2*r*x^2+607* b^2*g*p^3*q*r^2*x^2+861*b^2*g*p^2*q^3*r*x^2+1079*b^2*g*p^2*q^2*r^2*x^2+143*b^2* g*p^2*q*r^3*x^2+490*b^2*g*p*q^4*r*x^2+861*b^2*g*p*q^3*r^2*x^2+8960*b^2*c*g^4*q* r*x^2+13090*b^2*c*g^3*p^2*r*x^2+17820*b^2*c*g^3*p*r^2*x^2+13538*b^2*c*g^3*q^2*r *x^2+18012*b^2*c*g^3*q*r^2*x^2+6762*b^2*c*g^2*p^3*r*x^2+11894*b^2*c*g^2*p^2*r^2 *x^2+4702*b^2*c*g^2*p*r^3*x^2+7994*b^2*c*g^2*q^3*r*x^2+13326*b^2*c*g^2*q^2*r^2* x^2+4820*b^2*c*g^2*q*r^3*x^2+1078*b^2*c*g*p^4*r*x^2+2156*b^2*c*g*p^3*r^2*x^2+ 870*b^2*c*g*p^2*r^3*x^2-386*b^2*c*g*p*r^4*x^2+1834*b^2*c*g*q^4*r*x^2+3608*b^2*c *g*q^3*r^2*x^2+1462*b^2*c*g*q^2*r^3*x^2-468*b^2*c*g*q*r^4*x^2+56*b^2*c*p^4*q*r* x^2+266*b^2*c*p^3*q^2*r*x^2+28840*b^2*c^3*g*q^2*r*x^2+31552*b^2*c^3*g*q*r^2*x^2 +5544*b^2*c^3*p^2*q*r*x^2+8400*b^2*c^3*p*q^2*r*x^2+7512*b^2*c^3*p*q*r^2*x^2+ 34132*b^2*c^2*g^3*p*r*x^2+34580*b^2*c^2*g^3*q*r*x^2+29176*b^2*c^2*g^2*p^2*r*x^2 +36764*b^2*c^2*g^2*p*r^2*x^2+32172*b^2*c^2*g^2*q^2*r*x^2+38424*b^2*c^2*g^2*q*r^ 2*x^2+7168*b^2*c^2*g*p^3*r*x^2+12180*b^2*c^2*g*p^2*r^2*x^2+4500*b^2*c^2*g*p*r^3 *x^2+10612*b^2*c^2*g*q^3*r*x^2+16536*b^2*c^2*g*q^2*r^2*x^2+5296*b^2*c^2*g*q*r^3 *x^2+1064*b^2*c^2*p^3*q*r*x^2+2772*b^2*c^2*p^2*q^2*r*x^2+2056*b^2*c^2*p^2*q*r^2 *x^2+2800*b^2*c^2*p*q^3*r*x^2+3756*b^2*c^2*p*q^2*r^2*x^2+888*b^2*c^2*p*q*r^3*x^ 2+8960*b^2*c*g^4*p*r*x^2+2188*b^3*c*g*p*r^3*x^2+4200*b^3*c*g*q^3*r*x^2+6808*b^3 *c*g*q^2*r^2*x^2+2216*b^3*c*g*q*r^3*x^2+392*b^3*c*p^3*q*r*x^2+868*b^3*c*p^2*q^2 *r*x^2+784*b^3*c*p^2*q*r^2*x^2+784*b^3*c*p*q^3*r*x^2+1148*b^3*c*p*q^2*r^2*x^2+ 348*b^3*c*p*q*r^3*x^2+4788*b^3*g^3*p*q*r*x^2+4424*b^3*g^2*p^2*q*r*x^2+4564*b^3* g^2*p*q^2*r*x^2+5472*b^3*g^2*p*q*r^2*x^2+1092*b^3*g*p^3*q*r*x^2+1778*b^3*g*p^2* q^2*r*x^2+1754*b^3*g*p^2*q*r^2*x^2+1288*b^3*g*p*q^3*r*x^2+1936*b^3*g*p*q^2*r^2* x^2+534*b^3*g*p*q*r^3*x^2+33712*b^2*c^4*g*p*r*x^2+37744*b^2*c^4*g*q*r*x^2+11200 *b^2*c^4*p*q*r*x^2+53704*b^2*c^3*g^2*p*r*x^2+56056*b^2*c^3*g^2*q*r*x^2+22568*b^ 2*c^3*g*p^2*r*x^2+27632*b^2*c^3*g*p*r^2*x^2+616*b^4*c*p^2*q*r*x^2+728*b^4*c*p*q ^2*r*x^2+752*b^4*c*p*q*r^2*x^2+3080*b^4*g^2*p*q*r*x^2+1484*b^4*g*p^2*q*r*x^2+ 1540*b^4*g*p*q^2*r*x^2+1808*b^4*g*p*q*r^2*x^2+28784*b^3*c^3*g*p*r*x^2+30800*b^3 *c^3*g*q*r*x^2+9408*b^3*c^3*p*q*r*x^2+31248*b^3*c^2*g^2*p*r*x^2+31808*b^3*c^2*g ^2*q*r*x^2+15064*b^3*c^2*g*p^2*r*x^2+18776*b^3*c^2*g*p*r^2*x^2+17472*b^3*c^2*g* q^2*r*x^2+20032*b^3*c^2*g*q*r^2*x^2+3472*b^3*c^2*p^2*q*r*x^2+4704*b^3*c^2*p*q^2 *r*x^2+4592*b^3*c^2*p*q*r^2*x^2+11676*b^3*c*g^3*p*r*x^2+11676*b^3*c*g^3*q*r*x^2 +11844*b^3*c*g^2*p^2*r*x^2+15792*b^3*c*g^2*p*r^2*x^2+12404*b^3*c*g^2*q^2*r*x^2+ 16032*b^3*c*g^2*q*r^2*x^2+3304*b^3*c*g*p^3*r*x^2+5816*b^3*c*g*p^2*r^2*x^2+147*a *g*p^4*q^2*r*x^2+137*a*g*p^4*q*r^2*x^2+168*a*g*p^3*q^3*r*x^2+211*a*g*p^3*q^2*r^ 2*x^2+27*a*g*p^3*q*r^3*x^2+112*a*g*p^2*q^4*r*x^2+171*a*g*p^2*q^3*r^2*x^2+8*a*g* p^2*q^2*r^3*x^2-61*a*g*p^2*q*r^4*x^2+42*a*g*p*q^5*r*x^2+77*a*g*p*q^4*r^2*x^2-a* g*p*q^3*r^3*x^2-57*a*g*p*q^2*r^4*x^2-21*a*g*p*q*r^5*x^2+1904*b^5*c*g*p*r*x^2+ 1904*b^5*c*g*q*r*x^2+224*b^5*c*p*q*r*x^2+784*b^5*g*p*q*r*x^2+11200*b^4*c^2*g*p* r*x^2+11424*b^4*c^2*g*q*r*x^2+2912*b^4*c^2*p*q*r*x^2+7504*b^4*c*g^2*p*r*x^2+ 7504*b^4*c*g^2*q*r*x^2+4144*b^4*c*g*p^2*r*x^2+5344*b^4*c*g*p*r^2*x^2+4368*b^4*c *g*q^2*r*x^2+5440*b^4*c*g*q*r^2*x^2-6*a*c*p*q^4*r^2*x^2-18*a*c*p*q^3*r^3*x^2-18 *a*c*p*q^2*r^4*x^2-6*a*c*p*q*r^5*x^2+1400*a*g^5*p*q*r*x^2+2492*a*g^4*p^2*q*r*x^ 2+2464*a*g^4*p*q^2*r*x^2+3152*a*g^4*p*q*r^2*x^2+1869*a*g^3*p^3*q*r*x^2+2695*a*g ^3*p^2*q^2*r*x^2+2935*a*g^3*p^2*q*r^2*x^2+1743*a*g^3*p*q^3*r*x^2+2816*a*g^3*p*q ^2*r^2*x^2+903*a*g^3*p*q*r^3*x^2+623*a*g^2*p^4*q*r*x^2+1127*a*g^2*p^3*q^2*r*x^2 +1108*a*g^2*p^3*q*r^2*x^2+1043*a*g^2*p^2*q^3*r*x^2+1453*a*g^2*p^2*q^2*r^2*x^2+ 307*a*g^2*p^2*q*r^3*x^2+497*a*g^2*p*q^4*r*x^2+878*a*g^2*p*q^3*r^2*x^2+216*a*g^2 *p*q^2*r^3*x^2-220*a*g^2*p*q*r^4*x^2+70*a*g*p^5*q*r*x^2-1200*a*b*g*p^3*q*r*x^2-\ 2110*a*b*g*p^2*q^3*r*x-3226*a*b*g*p^2*q^2*r^2*x-1714*a*b*g*p^2*q^2*r*x^2-759*a* b*g*p^2*q*r^3*x+6303*a*b*g*p^2*q*r^2*x^2-704*a*b*g*p*q^4*r*x-1374*a*b*g*p*q^3*r ^2*x-1200*a*b*g*p*q^3*r*x^2-247*a*b*g*p*q^2*r^3*x+6303*a*b*g*p*q^2*r^2*x^2+534* a*b*g*p*q*r^4*x+5686*a*b*g*p*q*r^3*x^2-26400*a*c^4*g*p*q*r*x-55024*a*c^3*g^2*p* q*r*x-22720*a*c^3*g*p^2*q*r*x-14680*a*c^3*g*p*q^2*r*x-21992*a*c^3*g*p*q*r^2*x-\ 25400*a*c^3*g*p*q*r*x^2-42344*a*c^2*g^3*p*q*r*x-34828*a*c^2*g^2*p^2*q*r*x-25180 *a*c^2*g^2*p*q^2*r*x-34928*a*c^2*g^2*p*q*r^2*x-40872*a*c^2*g^2*p*q*r*x^2-9360*a *c^2*g*p^3*q*r*x-8780*a*c^2*g*p^2*q^2*r*x-12780*a*c^2*g*p^2*q*r^2*x-10898*a*c^2 *g*p^2*q*r*x^2-3744*a*c^2*g*p*q^3*r*x-7264*a*c^2*g*p*q^2*r^2*x-6826*a*c^2*g*p*q ^2*r*x^2-976*a*b*c*p^3*q*r*x^2-2348*a*b*c*p^2*q^3*r*x-3356*a*b*c*p^2*q^2*r^2*x-\ 1292*a*b*c*p^2*q^2*r*x^2-650*a*b*c*p^2*q*r^3*x+7218*a*b*c*p^2*q*r^2*x^2-840*a*b *c*p*q^4*r*x-1524*a*b*c*p*q^3*r^2*x-976*a*b*c*p*q^3*r*x^2-186*a*b*c*p*q^2*r^3*x +7218*a*b*c*p*q^2*r^2*x^2+588*a*b*c*p*q*r^4*x+5892*a*b*c*p*q*r^3*x^2-7980*a*b*g ^4*p*q*r*x-12466*a*b*g^3*p^2*q*r*x-9542*a*b*g^3*p*q^2*r*x-13856*a*b*g^3*p*q*r^2 *x-20772*a*b*g^3*p*q*r*x^2-7502*a*b*g^2*p^3*q*r*x-8806*a*b*g^2*p^2*q^2*r*x-\ 10624*a*b*g^2*p^2*q*r^2*x-9538*a*b*g^2*p^2*q*r*x^2-4286*a*b*g^2*p*q^3*r*x-7694* a*b*g^2*p*q^2*r^2*x-9538*a*b*g^2*p*q^2*r*x^2-2650*a*b*g^2*p*q*r^3*x+10512*a*b*g ^2*p*q*r^2*x^2-1802*a*b*g*p^4*q*r*x-2818*a*b*g*p^3*q^2*r*x-2986*a*b*g*p^3*q*r^2 *x+16104*a*b*c*g^2*p*r^2*x^2-10448*a*b*c*g^2*q^3*r*x-20976*a*b*c*g^2*q^2*r^2*x-\ 38162*a*b*c*g^2*q^2*r*x^2-9050*a*b*c*g^2*q*r^3*x+16104*a*b*c*g^2*q*r^2*x^2-5996 *a*b*c*g*p^4*r*x-26208*a*b*c*g*p^3*q*x^2-11200*a*b*c*g*p^3*r^2*x-6782*a*b*c*g*p ^3*r*x^2-38976*a*b*c*g*p^2*q^2*x^2-4570*a*b*c*g*p^2*r^3*x+15698*a*b*c*g*p^2*r^2 *x^2-26208*a*b*c*g*p*q^3*x^2+1194*a*b*c*g*p*r^4*x+18926*a*b*c*g*p*r^3*x^2-1844* a*b*c*g*q^4*r*x-3952*a*b*c*g*q^3*r^2*x-6782*a*b*c*g*q^3*r*x^2-942*a*b*c*g*q^2*r ^3*x+15698*a*b*c*g*q^2*r^2*x^2+1602*a*b*c*g*q*r^4*x+18926*a*b*c*g*q*r^3*x^2-\ 1932*a*b*c*p^4*q*r*x-3028*a*b*c*p^3*q^2*r*x-3068*a*b*c*p^3*q*r^2*x+30824*a*b*c^ 2*g*p*r^2*x^2-14712*a*b*c^2*g*q^3*r*x-26760*a*b*c^2*g*q^2*r^2*x-42448*a*b*c^2*g *q^2*r*x^2-9656*a*b*c^2*g*q*r^3*x+30824*a*b*c^2*g*q*r^2*x^2-10432*a*b*c^2*p^3*q *r*x-12600*a*b*c^2*p^2*q^2*r*x-13336*a*b*c^2*p^2*q*r^2*x-8644*a*b*c^2*p^2*q*r*x ^2-6704*a*b*c^2*p*q^3*r*x-10192*a*b*c^2*p*q^2*r^2*x-8644*a*b*c^2*p*q^2*r*x^2-\ 2432*a*b*c^2*p*q*r^3*x+19104*a*b*c^2*p*q*r^2*x^2-22092*a*b*c*g^4*p*r*x-16884*a* b*c*g^4*q*r*x-36984*a*b*c*g^3*p^2*r*x-100896*a*b*c*g^3*p*q*x^2-45468*a*b*c*g^3* p*r^2*x-67436*a*b*c*g^3*p*r*x^2-21872*a*b*c*g^3*q^2*r*x-35156*a*b*c*g^3*q*r^2*x -67436*a*b*c*g^3*q*r*x^2-23600*a*b*c*g^2*p^3*r*x-87072*a*b*c*g^2*p^2*q*x^2-\ 37520*a*b*c*g^2*p^2*r^2*x-38162*a*b*c*g^2*p^2*r*x^2-87072*a*b*c*g^2*p*q^2*x^2-\ 13722*a*b*c*g^2*p*r^3*x+11500*a*b^2*g*p*q*r^2*x^2-99264*a*b*c^4*g*p*r*x-80384*a *b*c^4*g*q*r*x-37632*a*b*c^4*p*q*r*x-141440*a*b*c^3*g^2*p*r*x-111680*a*b*c^3*g^ 2*q*r*x-79488*a*b*c^3*g*p^2*r*x-221568*a*b*c^3*g*p*q*x^2-84624*a*b*c^3*g*p*r^2* x-102960*a*b*c^3*g*p*r*x^2-50656*a*b*c^3*g*q^2*r*x-66576*a*b*c^3*g*q*r^2*x-\ 102960*a*b*c^3*g*q*r*x^2-28160*a*b*c^3*p^2*q*r*x-23248*a*b*c^3*p*q^2*r*x-26128* a*b*c^3*p*q*r^2*x-26608*a*b*c^3*p*q*r*x^2-85840*a*b*c^2*g^3*p*r*x-66592*a*b*c^2 *g^3*q*r*x-87880*a*b*c^2*g^2*p^2*r*x-241728*a*b*c^2*g^2*p*q*x^2-99168*a*b*c^2*g ^2*p*r^2*x-131660*a*b*c^2*g^2*p*r*x^2-53408*a*b*c^2*g^2*q^2*r*x-76808*a*b*c^2*g ^2*q*r^2*x-131660*a*b*c^2*g^2*q*r*x^2-31152*a*b*c^2*g*p^3*r*x-116112*a*b*c^2*g* p^2*q*x^2-46640*a*b*c^2*g*p^2*r^2*x-42448*a*b*c^2*g*p^2*r*x^2-116112*a*b*c^2*g* p*q^2*x^2-15088*a*b*c^2*g*p*r^3*x-91632*a*b^2*c*g*p*q^2*x^2-11388*a*b^2*c*g*p*r ^3*x+18812*a*b^2*c*g*p*r^2*x^2-9160*a*b^2*c*g*q^3*r*x-17800*a*b^2*c*g*q^2*r^2*x -39052*a*b^2*c*g*q^2*r*x^2-6320*a*b^2*c*g*q*r^3*x+19676*a*b^2*c*g*q*r^2*x^2-\ 8872*a*b^2*c*p^3*q*r*x-10416*a*b^2*c*p^2*q^2*r*x-11264*a*b^2*c*p^2*q*r^2*x-9288 *a*b^2*c*p^2*q*r*x^2-4848*a*b^2*c*p*q^3*r*x-7768*a*b^2*c*p*q^2*r^2*x-9912*a*b^2 *c*p*q^2*r*x^2-1764*a*b^2*c*p*q*r^3*x+16368*a*b^2*c*p*q*r^2*x^2-16028*a*b^2*g^3 *p*q*r*x-18328*a*b^2*g^2*p^2*q*r*x-13560*a*b^2*g^2*p*q^2*r*x-19332*a*b^2*g^2*p* q*r^2*x-31884*a*b^2*g^2*p*q*r*x^2-7092*a*b^2*g*p^3*q*r*x-8136*a*b^2*g*p^2*q^2*r *x-9556*a*b^2*g*p^2*q*r^2*x-9204*a*b^2*g*p^2*q*r*x^2-3672*a*b^2*g*p*q^3*r*x-\ 6452*a*b^2*g*p*q^2*r^2*x-9516*a*b^2*g*p*q^2*r*x^2-1878*a*b^2*g*p*q*r^3*x-14248* a*b^3*g^2*p*q*r*x-10304*a*b^3*g*p^2*q*r*x-6936*a*b^3*g*p*q^2*r*x-10008*a*b^3*g* p*q*r^2*x-20152*a*b^3*g*p*q*r*x^2-147360*a*b^2*c^3*g*p*r*x-116416*a*b^2*c^3*g*q *r*x-65760*a*b^2*c^3*p*q*r*x-134480*a*b^2*c^2*g^2*p*r*x-102640*a*b^2*c^2*g^2*q* r*x-88096*a*b^2*c^2*g*p^2*r*x-254592*a*b^2*c^2*g*p*q*x^2-96144*a*b^2*c^2*g*p*r^ 2*x-134344*a*b^2*c^2*g*p*r*x^2-52336*a*b^2*c^2*g*q^2*r*x-72688*a*b^2*c^2*g*q*r^ 2*x-136032*a*b^2*c^2*g*q*r*x^2-36432*a*b^2*c^2*p^2*q*r*x-28880*a*b^2*c^2*p*q^2* r*x-33152*a*b^2*c^2*p*q*r^2*x-41840*a*b^2*c^2*p*q*r*x^2-46296*a*b^2*c*g^3*p*r*x -34552*a*b^2*c*g^3*q*r*x-56464*a*b^2*c*g^2*p^2*r*x-162144*a*b^2*c*g^2*p*q*x^2-\ 67296*a*b^2*c*g^2*p*r^2*x-106088*a*b^2*c*g^2*p*r*x^2-31632*a*b^2*c*g^2*q^2*r*x-\ 50200*a*b^2*c*g^2*q*r^2*x-106288*a*b^2*c*g^2*q*r*x^2-22832*a*b^2*c*g*p^3*r*x-\ 90096*a*b^2*c*g*p^2*q*x^2-35112*a*b^2*c*g*p^2*r^2*x-37584*a*b^2*c*g*p^2*r*x^2-\ 27788*a^2*c*g^2*p^2*q*r*x-20012*a^2*c*g^2*p*q^2*r*x-29516*a^2*c*g^2*p*q*r^2*x-\ 33300*a^2*c*g^2*p*q*r*x^2-8696*a^2*c*g*p^3*q*r*x-8520*a^2*c*g*p^2*q^2*r*x-12452 *a^2*c*g*p^2*q*r^2*x-9784*a^2*c*g*p^2*q*r*x^2-3572*a^2*c*g*p*q^3*r*x-7436*a^2*c *g*p*q^2*r^2*x-7242*a^2*c*g*p*q^2*r*x^2-3882*a^2*c*g*p*q*r^3*x+9528*a^2*c*g*p*q *r^2*x^2-17504*a*b^4*c*g*p*r*x-11232*a*b^4*c*g*q*r*x-7936*a*b^4*c*p*q*r*x-5088* a*b^4*g*p*q*r*x-83040*a*b^3*c^2*g*p*r*x-60352*a*b^3*c^2*g*q*r*x-38592*a*b^3*c^2 *p*q*r*x-43776*a*b^3*c*g^2*p*r*x-31088*a*b^3*c*g^2*q*r*x-34096*a*b^3*c*g*p^2*r* x-106944*a*b^3*c*g*p*q*x^2-38768*a*b^3*c*g*p*r^2*x-68360*a*b^3*c*g*p*r*x^2-\ 16448*a*b^3*c*g*q^2*r*x-26464*a*b^3*c*g*q*r^2*x-68520*a*b^3*c*g*q*r*x^2-14448*a *b^3*c*p^2*q*r*x-9808*a*b^3*c*p*q^2*r*x-12592*a*b^3*c*p*q*r^2*x-22704*a*b^3*c*p *q*r*x^2+18812*a^2*b*c*g*q*r^2*x^2-11168*a^2*b*c*p^3*q*r*x-12936*a^2*b*c*p^2*q^ 2*r*x-15192*a^2*b*c*p^2*q*r^2*x-9912*a^2*b*c*p^2*q*r*x^2-6360*a^2*b*c*p*q^3*r*x -10968*a^2*b*c*p*q^2*r^2*x-9288*a^2*b*c*p*q^2*r*x^2-3620*a^2*b*c*p*q*r^3*x+ 16368*a^2*b*c*p*q*r^2*x^2-18748*a^2*b*g^3*p*q*r*x-21608*a^2*b*g^2*p^2*q*r*x-\ 16560*a^2*b*g^2*p*q^2*r*x-24156*a^2*b*g^2*p*q*r^2*x-31884*a^2*b*g^2*p*q*r*x^2-\ 8704*a^2*b*g*p^3*q*r*x-10092*a^2*b*g*p^2*q^2*r*x-12420*a^2*b*g*p^2*q*r^2*x-9516 *a^2*b*g*p^2*q*r*x^2-4892*a^2*b*g*p*q^3*r*x-8952*a^2*b*g*p*q^2*r^2*x-9204*a^2*b *g*p*q^2*r*x^2-3286*a^2*b*g*p*q*r^3*x+11500*a^2*b*g*p*q*r^2*x^2-46800*a^2*c^3*g *p*q*r*x-63064*a^2*c^2*g^2*p*q*r*x-31512*a^2*c^2*g*p^2*q*r*x-20256*a^2*c^2*g*p* q^2*r*x-31904*a^2*c^2*g*p*q*r^2*x-35252*a^2*c^2*g*p*q*r*x^2-29004*a^2*c*g^3*p*q *r*x-111920*a^2*b*c^2*g^2*q*r*x-98752*a^2*b*c^2*g*p^2*r*x-254592*a^2*b*c^2*g*p* q*x^2-112064*a^2*b*c^2*g*p*r^2*x-136032*a^2*b*c^2*g*p*r*x^2-58176*a^2*b*c^2*g*q ^2*r*x-86096*a^2*b*c^2*g*q*r^2*x-134344*a^2*b*c^2*g*q*r*x^2-42240*a^2*b*c^2*p^2 *q*r*x-32224*a^2*b*c^2*p*q^2*r*x-41216*a^2*b*c^2*p*q*r^2*x-41840*a^2*b*c^2*p*q* r*x^2-50960*a^2*b*c*g^3*p*r*x-39216*a^2*b*c*g^3*q*r*x-63512*a^2*b*c*g^2*p^2*r*x -162144*a^2*b*c*g^2*p*q*x^2-78440*a^2*b*c*g^2*p*r^2*x-106288*a^2*b*c*g^2*p*r*x^ 2-37560*a^2*b*c*g^2*q^2*r*x-60864*a^2*b*c*g^2*q*r^2*x-106088*a^2*b*c*g^2*q*r*x^ 2-27184*a^2*b*c*g*p^3*r*x-91632*a^2*b*c*g*p^2*q*x^2-43424*a^2*b*c*g*p^2*r^2*x-\ 39052*a^2*b*c*g*p^2*r*x^2-90096*a^2*b*c*g*p*q^2*x^2-16328*a^2*b*c*g*p*r^3*x+ 19676*a^2*b*c*g*p*r^2*x^2-11720*a^2*b*c*g*q^3*r*x-24128*a^2*b*c*g*q^2*r^2*x-\ 37584*a^2*b*c*g*q^2*r*x^2-11204*a^2*b*c*g*q*r^3*x-28656*a^3*c*g^2*p*q*r*x-15560 *a^3*c*g*p^2*q*r*x-10680*a^3*c*g*p*q^2*r*x-16632*a^3*c*g*p*q*r^2*x-16568*a^3*c* g*p*q*r*x^2-55168*a^2*b^3*c*g*p*r*x-39712*a^2*b^3*c*g*q*r*x-33312*a^2*b^3*c*p*q *r*x-18464*a^2*b^3*g*p*q*r*x-160576*a^2*b^2*c^2*g*p*r*x-122560*a^2*b^2*c^2*g*q* r*x-86464*a^2*b^2*c^2*p*q*r*x-83504*a^2*b^2*c*g^2*p*r*x-62992*a^2*b^2*c*g^2*q*r *x-68800*a^2*b^2*c*g*p^2*r*x-184704*a^2*b^2*c*g*p*q*x^2-83120*a^2*b^2*c*g*p*r^2 *x-120000*a^2*b^2*c*g*p*r*x^2-38944*a^2*b^2*c*g*q^2*r*x-62800*a^2*b^2*c*g*q*r^2 *x-120000*a^2*b^2*c*g*q*r*x^2-35376*a^2*b^2*c*p^2*q*r*x-26448*a^2*b^2*c*p*q^2*r *x-34752*a^2*b^2*c*p*q*r^2*x-43168*a^2*b^2*c*p*q*r*x^2-29568*a^2*b^2*g^2*p*q*r* x-22728*a^2*b^2*g*p^2*q*r*x-16920*a^2*b^2*g*p*q^2*r*x-24384*a^2*b^2*g*p*q*r^2*x -35120*a^2*b^2*g*p*q*r*x^2-154400*a^2*b*c^3*g*p*r*x-119424*a^2*b*c^3*g*q*r*x-\ 68640*a^2*b*c^3*p*q*r*x-144880*a^2*b*c^2*g^2*p*r*x-390*b*c*g*p*q*r^4*x^2-30432* a^4*b*c*g*p*r*x-24160*a^4*b*c*g*q*r*x-18496*a^4*b*c*p*q*r*x-11712*a^4*b*g*p*q*r *x-11168*a^4*c*g*p*q*r*x-66240*a^3*b^2*c*g*p*r*x-50784*a^3*b^2*c*g*q*r*x-43744* a^3*b^2*c*p*q*r*x-24096*a^3*b^2*g*p*q*r*x-104288*a^3*b*c^2*g*p*r*x-80704*a^3*b* c^2*g*q*r*x-53696*a^3*b*c^2*p*q*r*x-57168*a^3*b*c*g^2*p*r*x-44480*a^3*b*c*g^2*q *r*x-46384*a^3*b*c*g*p^2*r*x-106944*a^3*b*c*g*p*q*x^2-57472*a^3*b*c*g*p*r^2*x-\ 68520*a^3*b*c*g*p*r*x^2-27840*a^3*b*c*g*q^2*r*x-44784*a^3*b*c*g*q*r^2*x-68360*a ^3*b*c*g*q*r*x^2-22672*a^3*b*c*p^2*q*r*x-17584*a^3*b*c*p*q^2*r*x-23664*a^3*b*c* p*q*r^2*x-22704*a^3*b*c*p*q*r*x^2-21480*a^3*b*g^2*p*q*r*x-16024*a^3*b*g*p^2*q*r *x-12432*a^3*b*g*p*q^2*r*x-17992*a^3*b*g*p*q*r^2*x-20152*a^3*b*g*p*q*r*x^2-\ 34768*a^3*c^2*g*p*q*r*x+8502*b*c^2*g*p^2*q*r^2*x^2+7868*b*c^2*g*p*q^3*r*x^2+ 10754*b*c^2*g*p*q^2*r^2*x^2+2380*b*c^2*g*p*q*r^3*x^2+13076*b*c*g^4*p*q*r*x^2+ 15141*b*c*g^3*p^2*q*r*x^2+15589*b*c*g^3*p*q^2*r*x^2+17906*b*c*g^3*p*q*r^2*x^2+ 6384*b*c*g^2*p^3*q*r*x^2+10178*b*c*g^2*p^2*q^2*r*x^2+9772*b*c*g^2*p^2*q*r^2*x^2 +7364*b*c*g^2*p*q^3*r*x^2+10758*b*c*g^2*p*q^2*r^2*x^2+2804*b*c*g^2*p*q*r^3*x^2+ 777*b*c*g*p^4*q*r*x^2+1764*b*c*g*p^3*q^2*r*x^2+1316*b*c*g*p^3*q*r^2*x^2+2100*b* c*g*p^2*q^3*r*x^2+2486*b*c*g*p^2*q^2*r^2*x^2+245*b*c*g*p^2*q*r^3*x^2+1281*b*c*g *p*q^4*r*x^2+2188*b*c*g*p*q^3*r^2*x^2+557*b*c*g*p*q^2*r^3*x^2+50960*b^2*c^3*g*p *q*r*x^2+61208*b^2*c^2*g^2*p*q*r*x^2+24416*b^2*c^2*g*p^2*q*r*x^2+27860*b^2*c^2* g*p*q^2*r*x^2+28420*b^2*c^2*g*p*q*r^2*x^2+26628*b^2*c*g^3*p*q*r*x^2+21378*b^2*c *g^2*p^2*q*r*x^2+22610*b^2*c*g^2*p*q^2*r*x^2+25160*b^2*c*g^2*p*q*r^2*x^2+4872*b ^2*c*g*p^3*q*r*x^2+8344*b^2*c*g*p^2*q^2*r*x^2+7684*b^2*c*g*p^2*q*r^2*x^2+6384*b ^2*c*g*p*q^3*r*x^2+9136*b^2*c*g*p*q^2*r^2*x^2+2318*b^2*c*g*p*q*r^3*x^2+30912*b* c^4*g*p*q*r*x^2+57456*b*c^3*g^2*p*q*r*x^2+19236*b*c^3*g*p^2*q*r*x^2+22484*b*c^3 *g*p*q^2*r*x^2+21896*b*c^3*g*p*q*r^2*x^2+42112*b*c^2*g^3*p*q*r*x^2+29372*b*c^2* g^2*p^2*q*r*x^2+31332*b*c^2*g^2*p*q^2*r*x^2+33240*b*c^2*g^2*p*q*r^2*x^2+5628*b* c^2*g*p^3*q*r*x^2+9828*b*c^2*g*p^2*q^2*r*x^2+15141*a*c*g^3*p*q^2*r*x^2+17906*a* c*g^3*p*q*r^2*x^2+7364*a*c*g^2*p^3*q*r*x^2+10178*a*c*g^2*p^2*q^2*r*x^2+10758*a* c*g^2*p^2*q*r^2*x^2+6384*a*c*g^2*p*q^3*r*x^2+9772*a*c*g^2*p*q^2*r^2*x^2+2804*a* c*g^2*p*q*r^3*x^2+1281*a*c*g*p^4*q*r*x^2+2100*a*c*g*p^3*q^2*r*x^2+2188*a*c*g*p^ 3*q*r^2*x^2+1764*a*c*g*p^2*q^3*r*x^2+2486*a*c*g*p^2*q^2*r^2*x^2+557*a*c*g*p^2*q *r^3*x^2+777*a*c*g*p*q^4*r*x^2+1316*a*c*g*p*q^3*r^2*x^2+245*a*c*g*p*q^2*r^3*x^2 -390*a*c*g*p*q*r^4*x^2+8512*b^4*c*g*p*q*r*x^2+32480*b^3*c^2*g*p*q*r*x^2+24248*b ^3*c*g^2*p*q*r*x^2+10752*b^3*c*g*p^2*q*r*x^2+11648*b^3*c*g*p*q^2*r*x^2+12600*b^ 3*c*g*p*q*r^2*x^2+2464*a*b*g*p^2*q^3*r*x^2+3226*a*b*g*p^2*q^2*r^2*x^2+503*a*b*g *p^2*q*r^3*x^2+1253*a*b*g*p*q^4*r*x^2+2180*a*b*g*p*q^3*r^2*x^2+503*a*b*g*p*q^2* r^3*x^2-534*a*b*g*p*q*r^4*x^2+30912*a*c^4*g*p*q*r*x^2+57456*a*c^3*g^2*p*q*r*x^2 +22484*a*c^3*g*p^2*q*r*x^2+19236*a*c^3*g*p*q^2*r*x^2+21896*a*c^3*g*p*q*r^2*x^2+ 42112*a*c^2*g^3*p*q*r*x^2+31332*a*c^2*g^2*p^2*q*r*x^2+29372*a*c^2*g^2*p*q^2*r*x ^2+33240*a*c^2*g^2*p*q*r^2*x^2+7868*a*c^2*g*p^3*q*r*x^2+9828*a*c^2*g*p^2*q^2*r* x^2+10754*a*c^2*g*p^2*q*r^2*x^2+5628*a*c^2*g*p*q^3*r*x^2+8502*a*c^2*g*p*q^2*r^2 *x^2+2380*a*c^2*g*p*q*r^3*x^2+13076*a*c*g^4*p*q*r*x^2+15589*a*c*g^3*p^2*q*r*x^2 +315*a*c*g*p^5*r*x^2+727*a*c*g*p^4*r^2*x^2+339*a*c*g*p^3*r^3*x^2-193*a*c*g*p^2* r^4*x^2-120*a*c*g*p*r^5*x^2+147*a*c*g*q^5*r*x^2+291*a*c*g*q^4*r^2*x^2+27*a*c*g* q^3*r^3*x^2-207*a*c*g*q^2*r^4*x^2-90*a*c*g*q*r^5*x^2+56*a*c*p^5*q*r*x^2+84*a*c* p^4*q^2*r*x^2+114*a*c*p^4*q*r^2*x^2+56*a*c*p^3*q^3*r*x^2+102*a*c*p^3*q^2*r^2*x^ 2+38*a*c*p^3*q*r^3*x^2+14*a*c*p^2*q^4*r*x^2+22*a*c*p^2*q^3*r^2*x^2-8*a*c*p^2*q^ 2*r^3*x^2-26*a*c*p^2*q*r^4*x^2+3388*a*c*g^5*p*r*x^2+3388*a*c*g^5*q*r*x^2+6594*a *c*g^4*p^2*r*x^2+9004*a*c*g^4*p*r^2*x^2+6482*a*c*g^4*q^2*r*x^2+8956*a*c*g^4*q*r ^2*x^2+5383*a*c*g^3*p^3*r*x^2+9245*a*c*g^3*p^2*r^2*x^2+3621*a*c*g^3*p*r^3*x^2+ 4935*a*c*g^3*q^3*r*x^2+8709*a*c*g^3*q^2*r^2*x^2+3563*a*c*g^3*q*r^3*x^2+2030*a*c *g^2*p^4*r*x^2+4028*a*c*g^2*p^3*r^2*x^2+1654*a*c*g^2*p^2*r^3*x^2-559*a*c*g^2*p* r^4*x^2+1540*a*c*g^2*q^4*r*x^2+3042*a*c*g^2*q^3*r^2*x^2+1190*a*c*g^2*q^2*r^3*x^ 2-539*a*c*g^2*q*r^4*x^2+6190*a*c^2*g^2*p*r^3*x^2+9352*a*c^2*g^2*q^3*r*x^2+15520 *a*c^2*g^2*q^2*r^2*x^2+5634*a*c^2*g^2*q*r^3*x^2+2394*a*c^2*g*p^4*r*x^2+4622*a*c ^2*g*p^3*r^2*x^2+1854*a*c^2*g*p^2*r^3*x^2-526*a*c^2*g*p*r^4*x^2+1274*a*c^2*g*q^ 4*r*x^2+2370*a*c^2*g*q^3*r^2*x^2+730*a*c^2*g*q^2*r^3*x^2-554*a*c^2*g*q*r^4*x^2+ 560*a*c^2*p^4*q*r*x^2+672*a*c^2*p^3*q^2*r*x^2+912*a*c^2*p^3*q*r^2*x^2+336*a*c^2 *p^2*q^3*r*x^2+612*a*c^2*p^2*q^2*r^2*x^2+228*a*c^2*p^2*q*r^3*x^2+56*a*c^2*p*q^4 *r*x^2+88*a*c^2*p*q^3*r^2*x^2-32*a*c^2*p*q^2*r^3*x^2-104*a*c^2*p*q*r^4*x^2+ 27328*a*c^3*g^2*q^2*r*x^2+32848*a*c^3*g^2*q*r^2*x^2+8932*a*c^3*g*p^3*r*x^2+ 13540*a*c^3*g*p^2*r^2*x^2+4160*a*c^3*g*p*r^3*x^2+5684*a*c^3*g*q^3*r*x^2+9124*a* c^3*g*q^2*r^2*x^2+3048*a*c^3*g*q*r^3*x^2+2240*a*c^3*p^3*q*r*x^2+2016*a*c^3*p^2* q^2*r*x^2+2736*a*c^3*p^2*q*r^2*x^2+672*a*c^3*p*q^3*r*x^2+1224*a*c^3*p*q^2*r^2*x ^2+456*a*c^3*p*q*r^3*x^2+16800*a*c^2*g^4*p*r*x^2+16688*a*c^2*g^4*q*r*x^2+21630* a*c^2*g^3*p^2*r*x^2+26714*a*c^2*g^3*p*r^2*x^2+20594*a*c^2*g^3*q^2*r*x^2+26118*a *c^2*g^3*q*r^2*x^2+11312*a*c^2*g^2*p^3*r*x^2+18108*a*c^2*g^2*p^2*r^2*x^2+16*a*b *p^3*q*r^3*x^2+210*a*b*p^2*q^4*r*x^2+320*a*b*p^2*q^3*r^2*x^2+24*a*b*p^2*q^2*r^3 *x^2-96*a*b*p^2*q*r^4*x^2+84*a*b*p*q^5*r*x^2+160*a*b*p*q^4*r^2*x^2+16*a*b*p*q^3 *r^3*x^2-96*a*b*p*q^2*r^4*x^2+18816*a*c^5*g*p*r*x^2+16576*a*c^5*g*q*r*x^2+4480* a*c^5*p*q*r*x^2+40544*a*c^4*g^2*p*r*x^2+38528*a*c^4*g^2*q*r*x^2+17976*a*c^4*g*p ^2*r*x^2+19080*a*c^4*g*p*r^2*x^2+13608*a*c^4*g*q^2*r*x^2+16088*a*c^4*g*q*r^2*x^ 2+4480*a*c^4*p^2*q*r*x^2+2688*a*c^4*p*q^2*r*x^2+3648*a*c^4*p*q*r^2*x^2+37744*a* c^3*g^3*p*r*x^2+36960*a*c^3*g^3*q*r*x^2+30632*a*c^3*g^2*p^2*r*x^2+35000*a*c^3*g ^2*p*r^2*x^2-504*a*b*g^2*p*r^4*x^2+1491*a*b*g^2*q^4*r*x^2+3073*a*b*g^2*q^3*r^2* x^2+1315*a*b*g^2*q^2*r^3*x^2-504*a*b*g^2*q*r^4*x^2+259*a*b*g*p^5*r*x^2+567*a*b* g*p^4*r^2*x^2+179*a*b*g*p^3*r^3*x^2-273*a*b*g*p^2*r^4*x^2-144*a*b*g*p*r^5*x^2+ 259*a*b*g*q^5*r*x^2+567*a*b*g*q^4*r^2*x^2+179*a*b*g*q^3*r^3*x^2-273*a*b*g*q^2*r ^4*x^2-144*a*b*g*q*r^5*x^2+84*a*b*p^5*q*r*x^2+210*a*b*p^4*q^2*r*x^2+160*a*b*p^4 *q*r^2*x^2+280*a*b*p^3*q^3*r*x^2+320*a*b*p^3*q^2*r^2*x^2-144*a*b*c*p*r^5*x^2+ 294*a*b*c*q^5*r*x^2+618*a*b*c*q^4*r^2*x^2+162*a*b*c*q^3*r^3*x^2-306*a*b*c*q^2*r ^4*x^2-144*a*b*c*q*r^5*x^2+1568*a*b*g^5*p*r*x^2+1568*a*b*g^5*q*r*x^2+3990*a*b*g ^4*p^2*r*x^2+6296*a*b*g^4*p*r^2*x^2+3990*a*b*g^4*q^2*r*x^2+6296*a*b*g^4*q*r^2*x ^2+3668*a*b*g^3*p^3*r*x^2+6928*a*b*g^3*p^2*r^2*x^2+3150*a*b*g^3*p*r^3*x^2+3668* a*b*g^3*q^3*r*x^2+6928*a*b*g^3*q^2*r^2*x^2+3150*a*b*g^3*q*r^3*x^2+1491*a*b*g^2* p^4*r*x^2+3073*a*b*g^2*p^3*r^2*x^2+1315*a*b*g^2*p^2*r^3*x^2+1284*a*b*c^2*p^2*r^ 3*x^2-828*a*b*c^2*p*r^4*x^2+2268*a*b*c^2*q^4*r*x^2+4156*a*b*c^2*q^3*r^2*x^2+ 1284*a*b*c^2*q^2*r^3*x^2-828*a*b*c^2*q*r^4*x^2+3136*a*b*c*g^5*r*x^2+16624*a*b*c *g^4*r^2*x^2+11044*a*b*c*g^3*r^3*x^2-504*a*b*c*g^2*r^4*x^2+294*a*b*c*p^5*r*x^2+ 618*a*b*c*p^4*r^2*x^2+162*a*b*c*p^3*r^3*x^2-306*a*b*c*p^2*r^4*x^2+64064*a*b*c^3 *g^3*r*x^2+84208*a*b*c^3*g^2*r^2*x^2+15840*a*b*c^3*g*r^3*x^2+8904*a*b*c^3*p^3*r *x^2+13416*a*b*c^3*p^2*r^2*x^2+3920*a*b*c^3*p*r^3*x^2+8904*a*b*c^3*q^3*r*x^2+ 13416*a*b*c^3*q^2*r^2*x^2+3920*a*b*c^3*q*r^3*x^2+23016*a*b*c^2*g^4*r*x^2+55792* a*b*c^2*g^3*r^2*x^2+20896*a*b*c^2*g^2*r^3*x^2-1128*a*b*c^2*g*r^4*x^2+2268*a*b*c ^2*p^4*r*x^2+4156*a*b*c^2*p^3*r^2*x^2-534*a*b^2*g*p*r^4*x^2+1582*a*b^2*g*q^4*r* x^2+3218*a*b^2*g*q^3*r^2*x^2+1314*a*b^2*g*q^2*r^3*x^2-558*a*b^2*g*q*r^4*x^2+630 *a*b^2*p^4*q*r*x^2+1260*a*b^2*p^3*q^2*r*x^2+1096*a*b^2*p^3*q*r^2*x^2+1260*a*b^2 *p^2*q^3*r*x^2+1644*a*b^2*p^2*q^2*r^2*x^2+246*a*b^2*p^2*q*r^3*x^2+630*a*b^2*p*q ^4*r*x^2+1096*a*b^2*p*q^3*r^2*x^2+246*a*b^2*p*q^2*r^3*x^2-276*a*b^2*p*q*r^4*x^2 +48384*a*b*c^5*g*r*x^2+21504*a*b*c^5*p*r*x^2+21504*a*b*c^5*q*r*x^2+82880*a*b*c^ 4*g^2*r*x^2+55936*a*b*c^4*g*r^2*x^2+19152*a*b*c^4*p^2*r*x^2+21008*a*b*c^4*p*r^2 *x^2+19152*a*b*c^4*q^2*r*x^2+21008*a*b*c^4*q*r^2*x^2-708*a*b^2*c*p*r^4*x^2+2072 *a*b^2*c*q^4*r*x^2+3972*a*b^2*c*q^3*r^2*x^2+1392*a*b^2*c*q^2*r^3*x^2-756*a*b^2* c*q*r^4*x^2+4368*a*b^2*g^4*p*r*x^2+4368*a*b^2*g^4*q*r*x^2+8694*a*b^2*g^3*p^2*r* x^2+13622*a*b^2*g^3*p*r^2*x^2+8694*a*b^2*g^3*q^2*r*x^2+13622*a*b^2*g^3*q*r^2*x^ 2+5768*a*b^2*g^2*p^3*r*x^2+10812*a*b^2*g^2*p^2*r^2*x^2+4766*a*b^2*g^2*p*r^3*x^2 +5908*a*b^2*g^2*q^3*r*x^2+10932*a*b^2*g^2*q^2*r^2*x^2+4726*a*b^2*g^2*q*r^3*x^2+ 1484*a*b^2*g*p^4*r*x^2+3036*a*b^2*g*p^3*r^2*x^2+1256*a*b^2*g*p^2*r^3*x^2+89904* a*b^2*c^2*g^2*r^2*x^2+21272*a*b^2*c^2*g*r^3*x^2+11144*a*b^2*c^2*p^3*r*x^2+17912 *a*b^2*c^2*p^2*r^2*x^2+6000*a*b^2*c^2*p*r^3*x^2+12376*a*b^2*c^2*q^3*r*x^2+19416 *a*b^2*c^2*q^2*r^2*x^2+6216*a*b^2*c^2*q*r^3*x^2+8736*a*b^2*c*g^4*r*x^2+36364*a* b^2*c*g^3*r^2*x^2+17208*a*b^2*c*g^2*r^3*x^2-708*a*b^2*c*g*r^4*x^2+1876*a*b^2*c* p^4*r*x^2+3608*a*b^2*c*p^3*r^2*x^2+1276*a*b^2*c*p^2*r^3*x^2+3752*a*b^3*g*p^3*r* x^2+6952*a*b^3*g*p^2*r^2*x^2+2940*a*b^3*g*p*r^3*x^2+3864*a*b^3*g*q^3*r*x^2+7048 *a*b^3*g*q^2*r^2*x^2+2908*a*b^3*g*q*r^3*x^2+1792*a*b^3*p^3*q*r*x^2+2688*a*b^3*p ^2*q^2*r*x^2+2724*a*b^3*p^2*q*r^2*x^2+1792*a*b^3*p*q^3*r*x^2+2724*a*b^3*p*q^2*r ^2*x^2+720*a*b^3*p*q*r^3*x^2+88704*a*b^2*c^4*g*r*x^2+46144*a*b^2*c^4*p*r*x^2+ 47936*a*b^2*c^4*q*r*x^2+104496*a*b^2*c^3*g^2*r*x^2+88816*a*b^2*c^3*g*r^2*x^2+ 32480*a*b^2*c^3*p^2*r*x^2+38112*a*b^2*c^3*p*r^2*x^2+35056*a*b^2*c^3*q^2*r*x^2+ 39664*a*b^2*c^3*q*r^2*x^2+50736*a*b^2*c^2*g^3*r*x^2+59200*a*b^3*c^2*g*r^2*x^2+ 22624*a*b^3*c^2*p^2*r*x^2+28000*a*b^3*c^2*p*r^2*x^2+23520*a*b^3*c^2*q^2*r*x^2+ 28384*a*b^3*c^2*q*r^2*x^2+12320*a*b^3*c*g^3*r*x^2+37312*a*b^3*c*g^2*r^2*x^2+ 10856*a*b^3*c*g*r^3*x^2+5264*a*b^3*c*p^3*r*x^2+8968*a*b^3*c*p^2*r^2*x^2+3304*a* b^3*c*p*r^3*x^2+5488*a*b^3*c*q^3*r*x^2+9160*a*b^3*c*q^2*r^2*x^2+3240*a*b^3*c*q* r^3*x^2+6160*a*b^3*g^3*p*r*x^2+6160*a*b^3*g^3*q*r*x^2+8932*a*b^3*g^2*p^2*r*x^2+ 13856*a*b^3*g^2*p*r^2*x^2+8932*a*b^3*g^2*q^2*r*x^2+13856*a*b^3*g^2*q*r^2*x^2+ 3360*a*b^5*c*g*r*x^2+3360*a*b^5*c*p*r*x^2+3360*a*b^5*c*q*r*x^2+1680*a*b^5*g*p*r *x^2+1680*a*b^5*g*q*r*x^2+1344*a*b^5*p*q*r*x^2+24864*a*b^4*c^2*g*r*x^2+17696*a* b^4*c^2*p*r*x^2+17696*a*b^4*c^2*q*r*x^2+9184*a*b^4*c*g^2*r*x^2+17536*a*b^4*c*g* r^2*x^2+6608*a*b^4*c*p^2*r*x^2+8800*a*b^4*c*p*r^2*x^2+6608*a*b^4*c*q^2*r*x^2+ 8800*a*b^4*c*q*r^2*x^2+4592*a*b^4*g^2*p*r*x^2+4592*a*b^4*g^2*q*r*x^2+4200*a*b^4 *g*p^2*r*x^2+6464*a*b^4*g*p*r^2*x^2+4200*a*b^4*g*q^2*r*x^2+6464*a*b^4*g*q*r^2*x ^2+2352*a*b^4*p^2*q*r*x^2+2352*a*b^4*p*q^2*r*x^2+2864*a*b^4*p*q*r^2*x^2+69888*a *b^3*c^3*g*r*x^2+41888*a*b^3*c^3*p*r*x^2+42784*a*b^3*c^3*q*r*x^2+52528*a*b^3*c^ 2*g^2*r*x^2+222*a^2*c*p^2*q*r^3*x^2+56*a^2*c*p*q^4*r*x^2+118*a^2*c*p*q^3*r^2*x^ 2+40*a^2*c*p*q^2*r^3*x^2-50*a^2*c*p*q*r^4*x^2+3682*a^2*g^4*p*q*r*x^2+5054*a^2*g ^3*p^2*q*r*x^2+4942*a^2*g^3*p*q^2*r*x^2+6216*a^2*g^3*p*q*r^2*x^2+2688*a^2*g^2*p ^3*q*r*x^2+3773*a^2*g^2*p^2*q^2*r*x^2+4115*a^2*g^2*p^2*q*r^2*x^2+2366*a^2*g^2*p *q^3*r*x^2+3814*a^2*g^2*p*q^2*r^2*x^2+1195*a^2*g^2*p*q*r^3*x^2+490*a^2*g*p^4*q* r*x^2+861*a^2*g*p^3*q^2*r*x^2+861*a^2*g*p^3*q*r^2*x^2+763*a^2*g*p^2*q^3*r*x^2+ 1079*a^2*g*p^2*q^2*r^2*x^2+234*a^2*g*p^2*q*r^3*x^2+343*a^2*g*p*q^4*r*x^2+607*a^ 2*g*p*q^3*r^2*x^2+143*a^2*g*p*q^2*r^3*x^2-163*a^2*g*p*q*r^4*x^2+9632*b^4*c^3*g* r*x^2+2912*b^4*c^3*p*r*x^2+3360*b^4*c^3*q*r*x^2+8848*b^4*c^2*g^2*r*x^2+7552*b^4 *c^2*g*r^2*x^2+1232*b^4*c^2*p^2*r*x^2+1504*b^4*c^2*p*r^2*x^2+1680*b^4*c^2*q^2*r *x^2+1696*b^4*c^2*q*r^2*x^2+2296*b^4*c*g^3*r*x^2+6112*b^4*c*g^2*r^2*x^2+1120*b^ 4*c*g*r^3*x^2+168*b^4*c*p^3*r*x^2+328*b^4*c*p^2*r^2*x^2+112*b^4*c*p*r^3*x^2+424 *b^4*c*q^2*r^2*x^2+80*b^4*c*q*r^3*x^2+1148*b^4*g^3*p*r*x^2+1148*b^4*g^3*q*r*x^2 +1540*b^4*g^2*p^2*r*x^2+2288*b^4*g^2*p*r^2*x^2+1540*b^4*g^2*q^2*r*x^2+2288*b^4* g^2*q*r^2*x^2+224*b^6*c*g*r*x^2+112*b^6*g*p*r*x^2+2240*b^5*c^2*g*r*x^2+448*b^5* c^2*p*r*x^2+448*b^5*c^2*q*r*x^2+1120*b^5*c*g^2*r*x^2+1520*b^5*c*g*r^2*x^2+112*b ^5*c*p^2*r*x^2+96*b^5*c*p*r^2*x^2+96*b^5*c*q*r^2*x^2+560*b^5*g^2*p*r*x^2+560*b^ 5*g^2*q*r*x^2+392*b^5*g*p^2*r*x^2+568*b^5*g*p*r^2*x^2+568*b^5*g*q*r^2*x^2-110*a *g^2*p^2*r^4*x^2+98*a*g^2*q^5*r*x^2+209*a*g^2*q^4*r^2*x^2+51*a*g^2*q^3*r^3*x^2-\ 120*a*g^2*q^2*r^4*x^2+14*a*g*p^6*r*x^2+36*a*g*p^5*r^2*x^2+16*a*g*p^4*r^3*x^2-20 *a*g*p^3*r^4*x^2+7*a*g*q^6*r*x^2+16*a*g*q^5*r^2*x^2+2*a*g*q^4*r^3*x^2-16*a*g*q^ 3*r^4*x^2-9*a*g*q^2*r^5*x^2+224*a*g^6*p*r*x^2+224*a*g^6*q*r*x^2+700*a*g^5*p^2*r *x^2+1106*a*g^5*p*r^2*x^2+700*a*g^5*q^2*r*x^2+1106*a*g^5*q*r^2*x^2+840*a*g^4*p^ 3*r*x^2+1588*a*g^4*p^2*r^2*x^2+727*a*g^4*p*r^3*x^2+812*a*g^4*q^3*r*x^2+1564*a*g ^4*q^2*r^2*x^2+735*a*g^4*q*r^3*x^2+490*a*g^3*p^4*r*x^2+1026*a*g^3*p^3*r^2*x^2+ 467*a*g^3*p^2*r^3*x^2-142*a*g^3*p*r^4*x^2+427*a*g^3*q^4*r*x^2+907*a*g^3*q^3*r^2 *x^2+428*a*g^3*q^2*r^3*x^2-126*a*g^3*q*r^4*x^2+140*a*g^2*p^5*r*x^2+324*a*g^2*p^ 4*r^2*x^2+142*a*g^2*p^3*r^3*x^2-36*a*c^2*q^2*r^4*x^2-12*a*c^2*q*r^5*x^2+448*a*c *g^6*r*x^2+2884*a*c*g^5*r^2*x^2+2462*a*c*g^4*r^3*x^2-128*a*c*g^3*r^4*x^2+14*a*c *p^6*r*x^2+40*a*c*p^5*r^2*x^2+28*a*c*p^4*r^3*x^2-8*a*c*p^3*r^4*x^2-10*a*c*p^2*r ^5*x^2+672*a*c^3*p^2*r^3*x^2-96*a*c^3*p*r^4*x^2+56*a*c^3*q^4*r*x^2+88*a*c^3*q^3 *r^2*x^2-32*a*c^3*q^2*r^3*x^2-104*a*c^3*q*r^4*x^2+3976*a*c^2*g^5*r*x^2+12232*a* c^2*g^4*r^2*x^2+6280*a*c^2*g^3*r^3*x^2-444*a*c^2*g^2*r^4*x^2-220*a*c^2*g*r^5*x^ 2+168*a*c^2*p^5*r*x^2+400*a*c^2*p^4*r^2*x^2+224*a*c^2*p^3*r^3*x^2-48*a*c^2*p^2* r^4*x^2-40*a*c^2*p*r^5*x^2-12*a*c^2*q^4*r^2*x^2-36*a*c^2*q^3*r^3*x^2+3360*a*c^5 *p^2*r*x^2+3200*a*c^5*p*r^2*x^2+1344*a*c^5*q^2*r*x^2+1824*a*c^5*q*r^2*x^2+24192 *a*c^4*g^3*r*x^2+24608*a*c^4*g^2*r^2*x^2+3360*a*c^4*g*r^3*x^2+2240*a*c^4*p^3*r* x^2+3200*a*c^4*p^2*r^2*x^2+896*a*c^4*p*r^3*x^2+448*a*c^4*q^3*r*x^2+816*a*c^4*q^ 2*r^2*x^2+304*a*c^4*q*r^3*x^2+13944*a*c^3*g^4*r*x^2+24816*a*c^3*g^3*r^2*x^2+ 7144*a*c^3*g^2*r^3*x^2-376*a*c^3*g*r^4*x^2+840*a*c^3*p^4*r*x^2+1600*a*c^3*p^3*r ^2*x^2+1792*a*b*g^5*r^2*x^2+2032*a*b*g^4*r^3*x^2-4*a*b*g^3*r^4*x^2+14*a*b*p^6*r *x^2+32*a*b*p^5*r^2*x^2+4*a*b*p^4*r^3*x^2-32*a*b*p^3*r^4*x^2-18*a*b*p^2*r^5*x^2 +32*a*b*q^5*r^2*x^2+4*a*b*q^4*r^3*x^2-32*a*b*q^3*r^4*x^2-18*a*b*q^2*r^5*x^2+ 8064*a*c^6*g*r*x^2+2688*a*c^6*p*r*x^2+1792*a*c^6*q*r*x^2+21056*a*c^5*g^2*r*x^2+ 10496*a*c^5*g*r^2*x^2-252*a*b^2*g*r^5*x^2+126*a*b^2*p^5*r*x^2+274*a*b^2*p^4*r^2 *x^2+82*a*b^2*p^3*r^3*x^2-138*a*b^2*p^2*r^4*x^2+274*a*b^2*q^4*r^2*x^2+82*a*b^2* q^3*r^3*x^2-138*a*b^2*q^2*r^4*x^2-72*a*b^2*q*r^5*x^2+9856*a*b*c^6*r*x^2+12736*a *b*c^5*r^2*x^2+3936*a*b*c^4*r^3*x^2-560*a*b*c^3*r^4*x^2+360*a*b^3*p^2*r^3*x^2-\ 168*a*b^3*p*r^4*x^2+908*a*b^3*q^3*r^2*x^2+360*a*b^3*q^2*r^3*x^2-168*a*b^3*q*r^4 *x^2+25536*a*b^2*c^5*r*x^2+29056*a*b^2*c^4*r^2*x^2+7952*a*b^2*c^3*r^3*x^2-648*a *b^2*c^2*r^4*x^2-288*a*b^2*c*r^5*x^2+4992*a*b^2*g^4*r^2*x^2+4322*a*b^2*g^3*r^3* x^2-114*a*b^2*g^2*r^4*x^2+1960*a*b^4*g*r^3*x^2+784*a*b^4*p^3*r*x^2+1432*a*b^4*p ^2*r^2*x^2+584*a*b^4*p*r^3*x^2+1432*a*b^4*q^2*r^2*x^2+584*a*b^4*q*r^3*x^2+28224 *a*b^3*c^4*r*x^2+27648*a*b^3*c^3*r^2*x^2+6288*a*b^3*c^2*r^3*x^2-288*a*b^3*c*r^4 *x^2+7040*a*b^3*g^3*r^2*x^2+4288*a*b^3*g^2*r^3*x^2-152*a*b^3*g*r^4*x^2+448*a*b^ 3*p^4*r*x^2+908*a*b^3*p^3*r^2*x^2+448*a*b^6*c*r*x^2+224*a*b^6*p*r*x^2+4032*a*b^ 5*c^2*r*x^2+2848*a*b^5*c*r^2*x^2+1920*a*b^5*g*r^2*x^2+672*a*b^5*p^2*r*x^2+1040* a*b^5*p*r^2*x^2+1040*a*b^5*q*r^2*x^2+15232*a*b^4*c^3*r*x^2+12640*a*b^4*c^2*r^2* x^2+2208*a*b^4*c*r^3*x^2+5248*a*b^4*g^2*r^2*x^2-214*a^2*g^2*p*r^4*x^2+560*a^2*g ^2*q^4*r*x^2+1181*a^2*g^2*q^3*r^2*x^2+544*a^2*g^2*q^2*r^3*x^2-174*a^2*g^2*q*r^4 *x^2+112*a^2*g*p^5*r*x^2+258*a^2*g*p^4*r^2*x^2+114*a^2*g*p^3*r^3*x^2-82*a^2*g*p ^2*r^4*x^2+63*a^2*g*q^5*r*x^2+131*a^2*g*q^4*r^2*x^2+23*a^2*g*q^3*r^3*x^2-87*a^2 *g*q^2*r^4*x^2-42*a^2*g*q*r^5*x^2+146*a^2*c*p^3*r^3*x^2-26*a^2*c*p^2*r^4*x^2-28 *a^2*c*p*r^5*x^2-12*a^2*c*q^4*r^2*x^2-36*a^2*c*q^3*r^3*x^2-36*a^2*c*q^2*r^4*x^2 -12*a^2*c*q*r^5*x^2+728*a^2*g^5*p*r*x^2+728*a^2*g^5*q*r*x^2+1841*a^2*g^4*p^2*r* x^2+2860*a^2*g^4*p*r^2*x^2+1841*a^2*g^4*q^2*r*x^2+2860*a^2*g^4*q*r^2*x^2+1722*a ^2*g^3*p^3*r*x^2+3156*a^2*g^3*p^2*r^2*x^2+1335*a^2*g^3*p*r^3*x^2+1610*a^2*g^3*q ^3*r*x^2+3060*a^2*g^3*q^2*r^2*x^2+1367*a^2*g^3*q*r^3*x^2+721*a^2*g^2*p^4*r*x^2+ 1482*a^2*g^2*p^3*r^2*x^2+641*a^2*g^2*p^2*r^3*x^2+8408*a^2*c^2*g^2*r^3*x^2-452*a ^2*c^2*g*r^4*x^2+980*a^2*c^2*p^4*r*x^2+1936*a^2*c^2*p^3*r^2*x^2+876*a^2*c^2*p^2 *r^3*x^2-104*a^2*c^2*p*r^4*x^2+112*a^2*c^2*q^4*r*x^2+236*a^2*c^2*q^3*r^2*x^2+80 *a^2*c^2*q^2*r^3*x^2-100*a^2*c^2*q*r^4*x^2+1456*a^2*c*g^5*r*x^2+7544*a^2*c*g^4* r^2*x^2+4658*a^2*c*g^3*r^3*x^2-320*a^2*c*g^2*r^4*x^2-196*a^2*c*g*r^5*x^2+98*a^2 *c*p^5*r*x^2+242*a^2*c*p^4*r^2*x^2+82*a^2*b*q^3*r^3*x^2-138*a^2*b*q^2*r^4*x^2+ 19264*a^2*c^5*g*r*x^2+7840*a^2*c^5*p*r*x^2+5600*a^2*c^5*q*r*x^2+35840*a^2*c^4*g ^2*r*x^2+21696*a^2*c^4*g*r^2*x^2+7840*a^2*c^4*p^2*r*x^2+7744*a^2*c^4*p*r^2*x^2+ 3696*a^2*c^4*q^2*r*x^2+5008*a^2*c^4*q*r^2*x^2+28784*a^2*c^3*g^3*r*x^2+35656*a^2 *c^3*g^2*r^2*x^2+5872*a^2*c^3*g*r^3*x^2+3920*a^2*c^3*p^3*r*x^2+5808*a^2*c^3*p^2 *r^2*x^2+1752*a^2*c^3*p*r^3*x^2+1064*a^2*c^3*q^3*r*x^2+2056*a^2*c^3*q^2*r^2*x^2 +888*a^2*c^3*q*r^3*x^2+10556*a^2*c^2*g^4*r*x^2+24648*a^2*c^2*g^3*r^2*x^2+7952*a ^2*b*c^3*r^3*x^2-648*a^2*b*c^2*r^4*x^2-288*a^2*b*c*r^5*x^2+4992*a^2*b*g^4*r^2*x ^2+4322*a^2*b*g^3*r^3*x^2-114*a^2*b*g^2*r^4*x^2-252*a^2*b*g*r^5*x^2+126*a^2*b*p ^5*r*x^2+274*a^2*b*p^4*r^2*x^2+82*a^2*b*p^3*r^3*x^2-138*a^2*b*p^2*r^4*x^2-72*a^ 2*b*p*r^5*x^2+126*a^2*b*q^5*r*x^2+274*a^2*b*q^4*r^2*x^2+12256*a^2*b^2*c^2*r^3*x ^2-480*a^2*b^2*c*r^4*x^2+11456*a^2*b^2*g^3*r^2*x^2+7320*a^2*b^2*g^2*r^3*x^2-216 *a^2*b^2*g*r^4*x^2+896*a^2*b^2*p^4*r*x^2+1816*a^2*b^2*p^3*r^2*x^2+720*a^2*b^2*p ^2*r^3*x^2-336*a^2*b^2*p*r^4*x^2+896*a^2*b^2*q^4*r*x^2+1816*a^2*b^2*q^3*r^2*x^2 +720*a^2*b^2*q^2*r^3*x^2-336*a^2*b^2*q*r^4*x^2+25536*a^2*b*c^5*r*x^2+29056*a^2* b*c^4*r^2*x^2+6528*a^2*b^4*g*r^2*x^2+2688*a^2*b^4*p^2*r*x^2+4160*a^2*b^4*p*r^2* x^2+2688*a^2*b^4*q^2*r*x^2+4160*a^2*b^4*q*r^2*x^2+43456*a^2*b^3*c^3*r*x^2+36960 *a^2*b^3*c^2*r^2*x^2+6784*a^2*b^3*c*r^3*x^2+12544*a^2*b^3*g^2*r^2*x^2+5160*a^2* b^3*g*r^3*x^2+2352*a^2*b^3*p^3*r*x^2+4296*a^2*b^3*p^2*r^2*x^2+1752*a^2*b^3*p*r^ 3*x^2+2352*a^2*b^3*q^3*r*x^2+4296*a^2*b^3*q^2*r^2*x^2+1752*a^2*b^3*q*r^3*x^2+ 51968*a^2*b^2*c^4*r*x^2+51904*a^2*b^2*c^3*r^2*x^2+1126*a^3*g^2*q*r^3*x^2+350*a^ 3*g*p^4*r*x^2+710*a^3*g*p^3*r^2*x^2+294*a^3*g*p^2*r^3*x^2-106*a^3*g*p*r^4*x^2+ 252*a^3*g*q^4*r*x^2+528*a^3*g*q^3*r^2*x^2+236*a^3*g*q^2*r^3*x^2-82*a^3*g*q*r^4* x^2+2240*a^2*b^5*c*r*x^2+1120*a^2*b^5*p*r*x^2+1120*a^2*b^5*q*r*x^2+16128*a^2*b^ 4*c^2*r*x^2+11392*a^2*b^4*c*r^2*x^2+9684*a^3*c*g^3*r^2*x^2+3824*a^3*c*g^2*r^3*x ^2-268*a^3*c*g*r^4*x^2+252*a^3*c*p^4*r*x^2+512*a^3*c*p^3*r^2*x^2+228*a^3*c*p^2* r^3*x^2-44*a^3*c*p*r^4*x^2+56*a^3*c*q^4*r*x^2+148*a^3*c*q^3*r^2*x^2+112*a^3*c*q ^2*r^3*x^2+4*a^3*c*q*r^4*x^2+1232*a^3*g^4*p*r*x^2+1232*a^3*g^4*q*r*x^2+2394*a^3 *g^3*p^2*r*x^2+3642*a^3*g^3*p*r^2*x^2+2394*a^3*g^3*q^2*r*x^2+3642*a^3*g^3*q*r^2 *x^2+1568*a^3*g^2*p^3*r*x^2+2796*a^3*g^2*p^2*r^2*x^2+1086*a^3*g^2*p*r^3*x^2+ 1428*a^3*g^2*q^3*r*x^2+2676*a^3*g^2*q^2*r^2*x^2+448*a^3*b*q^4*r*x^2+908*a^3*b*q ^3*r^2*x^2+360*a^3*b*q^2*r^3*x^2-168*a^3*b*q*r^4*x^2+19712*a^3*c^4*g*r*x^2+8064 *a^3*c^4*p*r*x^2+6272*a^3*c^4*q*r*x^2+26544*a^3*c^3*g^2*r*x^2+18640*a^3*c^3*g*r ^2*x^2+6048*a^3*c^3*p^2*r*x^2+6144*a^3*c^3*p*r^2*x^2+3472*a^3*c^3*q^2*r*x^2+ 4592*a^3*c^3*q*r^2*x^2+13776*a^3*c^2*g^3*r*x^2+22032*a^3*c^2*g^2*r^2*x^2+3880*a ^3*c^2*g*r^3*x^2+2016*a^3*c^2*p^3*r*x^2+3072*a^3*c^2*p^2*r^2*x^2+912*a^3*c^2*p* r^3*x^2+784*a^3*c^2*q^3*r*x^2+1568*a^3*c^2*q^2*r^2*x^2+696*a^3*c^2*q*r^3*x^2+ 2464*a^3*c*g^4*r*x^2+1752*a^3*b^2*p*r^3*x^2+2352*a^3*b^2*q^3*r*x^2+4296*a^3*b^2 *q^2*r^2*x^2+1752*a^3*b^2*q*r^3*x^2+28224*a^3*b*c^4*r*x^2+27648*a^3*b*c^3*r^2*x ^2+6288*a^3*b*c^2*r^3*x^2-288*a^3*b*c*r^4*x^2+7040*a^3*b*g^3*r^2*x^2+4288*a^3*b *g^2*r^3*x^2-152*a^3*b*g*r^4*x^2+448*a^3*b*p^4*r*x^2+908*a^3*b*p^3*r^2*x^2+360* a^3*b*p^2*r^3*x^2-168*a^3*b*p*r^4*x^2+4480*a^3*b^4*c*r*x^2+2240*a^3*b^4*p*r*x^2 +2240*a^3*b^4*q*r*x^2+24192*a^3*b^3*c^2*r*x^2+17088*a^3*b^3*c*r^2*x^2+9472*a^3* b^3*g*r^2*x^2+4032*a^3*b^3*p^2*r*x^2+6240*a^3*b^3*p*r^2*x^2+4032*a^3*b^3*q^2*r* x^2+6240*a^3*b^3*q*r^2*x^2+43456*a^3*b^2*c^3*r*x^2+36960*a^3*b^2*c^2*r^2*x^2+ 6784*a^3*b^2*c*r^3*x^2+12544*a^3*b^2*g^2*r^2*x^2+5160*a^3*b^2*g*r^3*x^2+2352*a^ 3*b^2*p^3*r*x^2+4296*a^3*b^2*p^2*r^2*x^2+6112*a^4*c*g^2*r^2*x^2+1120*a^4*c*g*r^ 3*x^2+280*a^4*c*p^3*r*x^2+424*a^4*c*p^2*r^2*x^2+80*a^4*c*p*r^3*x^2+168*a^4*c*q^ 3*r*x^2+328*a^4*c*q^2*r^2*x^2+112*a^4*c*q*r^3*x^2+1148*a^4*g^3*p*r*x^2+1148*a^4 *g^3*q*r*x^2+1540*a^4*g^2*p^2*r*x^2+2288*a^4*g^2*p*r^2*x^2+1540*a^4*g^2*q^2*r*x ^2+2288*a^4*g^2*q*r^2*x^2+532*a^4*g*p^3*r*x^2+928*a^4*g*p^2*r^2*x^2+332*a^4*g*p *r^3*x^2+476*a^4*g*q^3*r*x^2+880*a^4*g*q^2*r^2*x^2+348*a^4*g*q*r^3*x^2+12640*a^ 4*b*c^2*r^2*x^2+2208*a^4*b*c*r^3*x^2+5248*a^4*b*g^2*r^2*x^2+1960*a^4*b*g*r^3*x^ 2+784*a^4*b*p^3*r*x^2+1432*a^4*b*p^2*r^2*x^2+584*a^4*b*p*r^3*x^2+784*a^4*b*q^3* r*x^2+1432*a^4*b*q^2*r^2*x^2+584*a^4*b*q*r^3*x^2+9632*a^4*c^3*g*r*x^2+3360*a^4* c^3*p*r*x^2+2912*a^4*c^3*q*r*x^2+8848*a^4*c^2*g^2*r*x^2+7552*a^4*c^2*g*r^2*x^2+ 1680*a^4*c^2*p^2*r*x^2+1696*a^4*c^2*p*r^2*x^2+1232*a^4*c^2*q^2*r*x^2+1504*a^4*c ^2*q*r^2*x^2+2296*a^4*c*g^3*r*x^2+1120*a^5*c*g^2*r*x^2+1520*a^5*c*g*r^2*x^2+112 *a^5*c*p^2*r*x^2+96*a^5*c*p*r^2*x^2+112*a^5*c*q^2*r*x^2+96*a^5*c*q*r^2*x^2+560* a^5*g^2*p*r*x^2+560*a^5*g^2*q*r*x^2+392*a^5*g*p^2*r*x^2+568*a^5*g*p*r^2*x^2+392 *a^5*g*q^2*r*x^2+568*a^5*g*q*r^2*x^2+4480*a^4*b^3*c*r*x^2+2240*a^4*b^3*p*r*x^2+ 2240*a^4*b^3*q*r*x^2+16128*a^4*b^2*c^2*r*x^2+11392*a^4*b^2*c*r^2*x^2+6528*a^4*b ^2*g*r^2*x^2+2688*a^4*b^2*p^2*r*x^2+4160*a^4*b^2*p*r^2*x^2+2688*a^4*b^2*q^2*r*x ^2+4160*a^4*b^2*q*r^2*x^2+15232*a^4*b*c^3*r*x^2+448*a^6*b*c*r*x^2+224*a^6*b*p*r *x^2+224*a^6*b*q*r*x^2+224*a^6*c*g*r*x^2+112*a^6*g*p*r*x^2+112*a^6*g*q*r*x^2+ 2240*a^5*b^2*c*r*x^2+1120*a^5*b^2*p*r*x^2+1120*a^5*b^2*q*r*x^2+4032*a^5*b*c^2*r *x^2+2848*a^5*b*c*r^2*x^2+1920*a^5*b*g*r^2*x^2+672*a^5*b*p^2*r*x^2+1040*a^5*b*p *r^2*x^2+672*a^5*b*q^2*r*x^2+1040*a^5*b*q*r^2*x^2+2240*a^5*c^2*g*r*x^2+448*a^5* c^2*p*r*x^2+448*a^5*c^2*q*r*x^2-6*g^3*q^2*r^5*x-2*g^3*q*r^6*x+g^2*p^2*r^6*x-g^2 *q^5*r^3*x-3*g^2*q^4*r^4*x-3*g^2*q^3*r^5*x-g^2*q^2*r^6*x+36*g^5*q^2*r^3*x+22*g^ 5*q*r^4*x+21*g^4*q^3*r^3*x+13*g^4*q^2*r^4*x+2*g^4*q*r^5*x+2*g^3*p*r^6*x+2*g^3*q ^4*r^3*x-4*g^3*q^3*r^4*x+13090*a^2*c*g^3*q^2*r*x^2+17820*a^2*c*g^3*q*r^2*x^2+ 7994*a^2*c*g^2*p^3*r*x^2+13326*a^2*c*g^2*p^2*r^2*x^2+4820*a^2*c*g^2*p*r^3*x^2+ 6762*a^2*c*g^2*q^3*r*x^2+11894*a^2*c*g^2*q^2*r^2*x^2+4702*a^2*c*g^2*q*r^3*x^2+ 1834*a^2*c*g*p^4*r*x^2+3608*a^2*c*g*p^3*r^2*x^2+1462*a^2*c*g*p^2*r^3*x^2-468*a^ 2*c*g*p*r^4*x^2+1078*a^2*c*g*q^4*r*x^2+2156*a^2*c*g*q^3*r^2*x^2+870*a^2*c*g*q^2 *r^3*x^2-386*a^2*c*g*q*r^4*x^2+350*a^2*c*p^4*q*r*x^2+462*a^2*c*p^3*q^2*r*x^2+ 626*a^2*c*p^3*q*r^2*x^2+266*a^2*c*p^2*q^3*r*x^2+514*a^2*c*p^2*q^2*r^2*x^2+5544* a^2*c^3*p*q^2*r*x^2+7512*a^2*c^3*p*q*r^2*x^2+34580*a^2*c^2*g^3*p*r*x^2+34132*a^ 2*c^2*g^3*q*r*x^2+32172*a^2*c^2*g^2*p^2*r*x^2+38424*a^2*c^2*g^2*p*r^2*x^2+29176 *a^2*c^2*g^2*q^2*r*x^2+36764*a^2*c^2*g^2*q*r^2*x^2+10612*a^2*c^2*g*p^3*r*x^2+ 16536*a^2*c^2*g*p^2*r^2*x^2+5296*a^2*c^2*g*p*r^3*x^2+7168*a^2*c^2*g*q^3*r*x^2+ 12180*a^2*c^2*g*q^2*r^2*x^2+4500*a^2*c^2*g*q*r^3*x^2+2800*a^2*c^2*p^3*q*r*x^2+ 2772*a^2*c^2*p^2*q^2*r*x^2+3756*a^2*c^2*p^2*q*r^2*x^2+1064*a^2*c^2*p*q^3*r*x^2+ 2056*a^2*c^2*p*q^2*r^2*x^2+888*a^2*c^2*p*q*r^3*x^2+8960*a^2*c*g^4*p*r*x^2+8960* a^2*c*g^4*q*r*x^2+13538*a^2*c*g^3*p^2*r*x^2+18012*a^2*c*g^3*p*r^2*x^2-558*a^2*b *g*p*r^4*x^2+1484*a^2*b*g*q^4*r*x^2+3036*a^2*b*g*q^3*r^2*x^2+1256*a^2*b*g*q^2*r ^3*x^2-534*a^2*b*g*q*r^4*x^2+630*a^2*b*p^4*q*r*x^2+1260*a^2*b*p^3*q^2*r*x^2+ 1096*a^2*b*p^3*q*r^2*x^2+1260*a^2*b*p^2*q^3*r*x^2+1644*a^2*b*p^2*q^2*r^2*x^2+ 246*a^2*b*p^2*q*r^3*x^2+630*a^2*b*p*q^4*r*x^2+1096*a^2*b*p*q^3*r^2*x^2+246*a^2* b*p*q^2*r^3*x^2-276*a^2*b*p*q*r^4*x^2+37744*a^2*c^4*g*p*r*x^2+33712*a^2*c^4*g*q *r*x^2+11200*a^2*c^4*p*q*r*x^2+56056*a^2*c^3*g^2*p*r*x^2+53704*a^2*c^3*g^2*q*r* x^2+28840*a^2*c^3*g*p^2*r*x^2+31552*a^2*c^3*g*p*r^2*x^2+22568*a^2*c^3*g*q^2*r*x ^2+27632*a^2*c^3*g*q*r^2*x^2+8400*a^2*c^3*p^2*q*r*x^2-756*a^2*b*c*p*r^4*x^2+ 1876*a^2*b*c*q^4*r*x^2+3608*a^2*b*c*q^3*r^2*x^2+1276*a^2*b*c*q^2*r^3*x^2-708*a^ 2*b*c*q*r^4*x^2+4368*a^2*b*g^4*p*r*x^2+4368*a^2*b*g^4*q*r*x^2+8694*a^2*b*g^3*p^ 2*r*x^2+13622*a^2*b*g^3*p*r^2*x^2+8694*a^2*b*g^3*q^2*r*x^2+13622*a^2*b*g^3*q*r^ 2*x^2+5908*a^2*b*g^2*p^3*r*x^2+10932*a^2*b*g^2*p^2*r^2*x^2+4726*a^2*b*g^2*p*r^3 *x^2+5768*a^2*b*g^2*q^3*r*x^2+10812*a^2*b*g^2*q^2*r^2*x^2+4766*a^2*b*g^2*q*r^3* x^2+1582*a^2*b*g*p^4*r*x^2+3218*a^2*b*g*p^3*r^2*x^2+1314*a^2*b*g*p^2*r^3*x^2+ 89904*a^2*b*c^2*g^2*r^2*x^2+21272*a^2*b*c^2*g*r^3*x^2+12376*a^2*b*c^2*p^3*r*x^2 +19416*a^2*b*c^2*p^2*r^2*x^2+6216*a^2*b*c^2*p*r^3*x^2+11144*a^2*b*c^2*q^3*r*x^2 +17912*a^2*b*c^2*q^2*r^2*x^2+6000*a^2*b*c^2*q*r^3*x^2+8736*a^2*b*c*g^4*r*x^2+ 36364*a^2*b*c*g^3*r^2*x^2+17208*a^2*b*c*g^2*r^3*x^2-708*a^2*b*c*g*r^4*x^2+2072* a^2*b*c*p^4*r*x^2+3972*a^2*b*c*p^3*r^2*x^2+1392*a^2*b*c*p^2*r^3*x^2+23136*a^2*b ^2*g^2*q*r^2*x^2+6608*a^2*b^2*g*p^3*r*x^2+12192*a^2*b^2*g*p^2*r^2*x^2+5168*a^2* b^2*g*p*r^3*x^2+6608*a^2*b^2*g*q^3*r*x^2+12192*a^2*b^2*g*q^2*r^2*x^2+5168*a^2*b ^2*g*q*r^3*x^2+3584*a^2*b^2*p^3*q*r*x^2+5376*a^2*b^2*p^2*q^2*r*x^2+5448*a^2*b^2 *p^2*q*r^2*x^2+3584*a^2*b^2*p*q^3*r*x^2+5448*a^2*b^2*p*q^2*r^2*x^2+1440*a^2*b^2 *p*q*r^3*x^2+88704*a^2*b*c^4*g*r*x^2+47936*a^2*b*c^4*p*r*x^2+46144*a^2*b*c^4*q* r*x^2+104496*a^2*b*c^3*g^2*r*x^2+88816*a^2*b*c^3*g*r^2*x^2+35056*a^2*b*c^3*p^2* r*x^2+39664*a^2*b*c^3*p*r^2*x^2+32480*a^2*b*c^3*q^2*r*x^2+38112*a^2*b*c^3*q*r^2 *x^2+50736*a^2*b*c^2*g^3*r*x^2+103296*a^2*b^2*c^2*g*r^2*x^2+43232*a^2*b^2*c^2*p ^2*r*x^2+53184*a^2*b^2*c^2*p*r^2*x^2+43232*a^2*b^2*c^2*q^2*r*x^2+53184*a^2*b^2* c^2*q*r^2*x^2+20048*a^2*b^2*c*g^3*r*x^2+62400*a^2*b^2*c*g^2*r^2*x^2+19472*a^2*b ^2*c*g*r^3*x^2+10304*a^2*b^2*c*p^3*r*x^2+17376*a^2*b^2*c*p^2*r^2*x^2+6352*a^2*b ^2*c*p*r^3*x^2+10304*a^2*b^2*c*q^3*r*x^2+17376*a^2*b^2*c*q^2*r^2*x^2+6352*a^2*b ^2*c*q*r^3*x^2+10024*a^2*b^2*g^3*p*r*x^2+10024*a^2*b^2*g^3*q*r*x^2+14784*a^2*b^ 2*g^2*p^2*r*x^2+23136*a^2*b^2*g^2*p*r^2*x^2+14784*a^2*b^2*g^2*q^2*r*x^2+11424*a ^2*b^4*c*g*r*x^2+13440*a^2*b^4*c*p*r*x^2+13440*a^2*b^4*c*q*r*x^2+5712*a^2*b^4*g *p*r*x^2+5712*a^2*b^4*g*q*r*x^2+5376*a^2*b^4*p*q*r*x^2+63392*a^2*b^3*c^2*g*r*x^ 2+50848*a^2*b^3*c^2*p*r*x^2+50848*a^2*b^3*c^2*q*r*x^2+21952*a^2*b^3*c*g^2*r*x^2 +45008*a^2*b^3*c*g*r^2*x^2+19264*a^2*b^3*c*p^2*r*x^2+25920*a^2*b^3*c*p*r^2*x^2+ 19264*a^2*b^3*c*q^2*r*x^2+25920*a^2*b^3*c*q*r^2*x^2+10976*a^2*b^3*g^2*p*r*x^2+ 10976*a^2*b^3*g^2*q*r*x^2+10640*a^2*b^3*g*p^2*r*x^2+16552*a^2*b^3*g*p*r^2*x^2+ 10640*a^2*b^3*g*q^2*r*x^2+16552*a^2*b^3*g*q*r^2*x^2+7056*a^2*b^3*p^2*q*r*x^2+ 7056*a^2*b^3*p*q^2*r*x^2+8592*a^2*b^3*p*q*r^2*x^2+120512*a^2*b^2*c^3*g*r*x^2+ 78400*a^2*b^2*c^3*p*r*x^2+78400*a^2*b^2*c^3*q*r*x^2+87360*a^2*b^2*c^2*g^2*r*x^2 +16032*a^3*c*g^2*p*r^2*x^2+11844*a^3*c*g^2*q^2*r*x^2+15792*a^3*c*g^2*q*r^2*x^2+ 4200*a^3*c*g*p^3*r*x^2+6808*a^3*c*g*p^2*r^2*x^2+2216*a^3*c*g*p*r^3*x^2+3304*a^3 *c*g*q^3*r*x^2+5816*a^3*c*g*q^2*r^2*x^2+2188*a^3*c*g*q*r^3*x^2+784*a^3*c*p^3*q* r*x^2+868*a^3*c*p^2*q^2*r*x^2+1148*a^3*c*p^2*q*r^2*x^2+392*a^3*c*p*q^3*r*x^2+ 784*a^3*c*p*q^2*r^2*x^2+348*a^3*c*p*q*r^3*x^2+4788*a^3*g^3*p*q*r*x^2+4564*a^3*g ^2*p^2*q*r*x^2+4424*a^3*g^2*p*q^2*r*x^2+5472*a^3*g^2*p*q*r^2*x^2+1288*a^3*g*p^3 *q*r*x^2+1778*a^3*g*p^2*q^2*r*x^2+1936*a^3*g*p^2*q*r^2*x^2+1092*a^3*g*p*q^3*r*x ^2+1754*a^3*g*p*q^2*r^2*x^2+534*a^3*g*p*q*r^3*x^2+7048*a^3*b*g*p^2*r^2*x^2+2908 *a^3*b*g*p*r^3*x^2+3752*a^3*b*g*q^3*r*x^2+6952*a^3*b*g*q^2*r^2*x^2+2940*a^3*b*g *q*r^3*x^2+1792*a^3*b*p^3*q*r*x^2+2688*a^3*b*p^2*q^2*r*x^2+2724*a^3*b*p^2*q*r^2 *x^2+1792*a^3*b*p*q^3*r*x^2+2724*a^3*b*p*q^2*r^2*x^2+720*a^3*b*p*q*r^3*x^2+ 30800*a^3*c^3*g*p*r*x^2+28784*a^3*c^3*g*q*r*x^2+9408*a^3*c^3*p*q*r*x^2+31808*a^ 3*c^2*g^2*p*r*x^2+31248*a^3*c^2*g^2*q*r*x^2+17472*a^3*c^2*g*p^2*r*x^2+20032*a^3 *c^2*g*p*r^2*x^2+15064*a^3*c^2*g*q^2*r*x^2+18776*a^3*c^2*g*q*r^2*x^2+4704*a^3*c ^2*p^2*q*r*x^2+3472*a^3*c^2*p*q^2*r*x^2+4592*a^3*c^2*p*q*r^2*x^2+11676*a^3*c*g^ 3*p*r*x^2+11676*a^3*c*g^3*q*r*x^2+12404*a^3*c*g^2*p^2*r*x^2+23520*a^3*b*c^2*p^2 *r*x^2+28384*a^3*b*c^2*p*r^2*x^2+22624*a^3*b*c^2*q^2*r*x^2+28000*a^3*b*c^2*q*r^ 2*x^2+12320*a^3*b*c*g^3*r*x^2+37312*a^3*b*c*g^2*r^2*x^2+10856*a^3*b*c*g*r^3*x^2 +5488*a^3*b*c*p^3*r*x^2+9160*a^3*b*c*p^2*r^2*x^2+3240*a^3*b*c*p*r^3*x^2+5264*a^ 3*b*c*q^3*r*x^2+8968*a^3*b*c*q^2*r^2*x^2+3304*a^3*b*c*q*r^3*x^2+6160*a^3*b*g^3* p*r*x^2+6160*a^3*b*g^3*q*r*x^2+8932*a^3*b*g^2*p^2*r*x^2+13856*a^3*b*g^2*p*r^2*x ^2+8932*a^3*b*g^2*q^2*r*x^2+13856*a^3*b*g^2*q*r^2*x^2+3864*a^3*b*g*p^3*r*x^2+ 8288*a^3*b^3*g*p*r*x^2+8288*a^3*b^3*g*q*r*x^2+8064*a^3*b^3*p*q*r*x^2+63392*a^3* b^2*c^2*g*r*x^2+50848*a^3*b^2*c^2*p*r*x^2+50848*a^3*b^2*c^2*q*r*x^2+21952*a^3*b ^2*c*g^2*r*x^2+45008*a^3*b^2*c*g*r^2*x^2+19264*a^3*b^2*c*p^2*r*x^2+25920*a^3*b^ 2*c*p*r^2*x^2+19264*a^3*b^2*c*q^2*r*x^2+25920*a^3*b^2*c*q*r^2*x^2+10976*a^3*b^2 *g^2*p*r*x^2+10976*a^3*b^2*g^2*q*r*x^2+10640*a^3*b^2*g*p^2*r*x^2+16552*a^3*b^2* g*p*r^2*x^2+10640*a^3*b^2*g*q^2*r*x^2+16552*a^3*b^2*g*q*r^2*x^2+7056*a^3*b^2*p^ 2*q*r*x^2+7056*a^3*b^2*p*q^2*r*x^2+8592*a^3*b^2*p*q*r^2*x^2+69888*a^3*b*c^3*g*r *x^2+42784*a^3*b*c^3*p*r*x^2+41888*a^3*b*c^3*q*r*x^2+52528*a^3*b*c^2*g^2*r*x^2+ 59200*a^3*b*c^2*g*r^2*x^2+8800*a^4*b*c*q*r^2*x^2+4592*a^4*b*g^2*p*r*x^2+4592*a^ 4*b*g^2*q*r*x^2+4200*a^4*b*g*p^2*r*x^2+6464*a^4*b*g*p*r^2*x^2+4200*a^4*b*g*q^2* r*x^2+6464*a^4*b*g*q*r^2*x^2+2352*a^4*b*p^2*q*r*x^2+2352*a^4*b*p*q^2*r*x^2+2864 *a^4*b*p*q*r^2*x^2+11424*a^4*c^2*g*p*r*x^2+11200*a^4*c^2*g*q*r*x^2+2912*a^4*c^2 *p*q*r*x^2+7504*a^4*c*g^2*p*r*x^2+7504*a^4*c*g^2*q*r*x^2+4368*a^4*c*g*p^2*r*x^2 +5440*a^4*c*g*p*r^2*x^2+4144*a^4*c*g*q^2*r*x^2+5344*a^4*c*g*q*r^2*x^2+728*a^4*c *p^2*q*r*x^2+616*a^4*c*p*q^2*r*x^2+752*a^4*c*p*q*r^2*x^2+3080*a^4*g^2*p*q*r*x^2 +1540*a^4*g*p^2*q*r*x^2+1484*a^4*g*p*q^2*r*x^2+1808*a^4*g*p*q*r^2*x^2+16576*a^3 *b^3*c*g*r*x^2+20160*a^3*b^3*c*p*r*x^2+20160*a^3*b^3*c*q*r*x^2+3360*a^5*b*c*g*r *x^2+3360*a^5*b*c*p*r*x^2+3360*a^5*b*c*q*r*x^2+1680*a^5*b*g*p*r*x^2+1680*a^5*b* g*q*r*x^2+1344*a^5*b*p*q*r*x^2+1904*a^5*c*g*p*r*x^2+1904*a^5*c*g*q*r*x^2+224*a^ 5*c*p*q*r*x^2+784*a^5*g*p*q*r*x^2+11424*a^4*b^2*c*g*r*x^2+13440*a^4*b^2*c*p*r*x ^2+13440*a^4*b^2*c*q*r*x^2+5712*a^4*b^2*g*p*r*x^2+5712*a^4*b^2*g*q*r*x^2+5376*a ^4*b^2*p*q*r*x^2+24864*a^4*b*c^2*g*r*x^2+17696*a^4*b*c^2*p*r*x^2+17696*a^4*b*c^ 2*q*r*x^2+9184*a^4*b*c*g^2*r*x^2+17536*a^4*b*c*g*r^2*x^2+6608*a^4*b*c*p^2*r*x^2 +8800*a^4*b*c*p*r^2*x^2+6608*a^4*b*c*q^2*r*x^2+1386*a*b*c*p^4*q*r*x^2+2688*a*b* c*p^3*q^2*r*x^2+2296*a*b*c*p^3*q*r^2*x^2+2688*a*b*c*p^2*q^3*r*x^2+3356*a*b*c*p^ 2*q^2*r^2*x^2+418*a*b*c*p^2*q*r^3*x^2+1386*a*b*c*p*q^4*r*x^2+2296*a*b*c*p*q^3*r ^2*x^2+418*a*b*c*p*q^2*r^3*x^2-588*a*b*c*p*q*r^4*x^2+7980*a*b*g^4*p*q*r*x^2+ 11004*a*b*g^3*p^2*q*r*x^2+11004*a*b*g^3*p*q^2*r*x^2+13856*a*b*g^3*p*q*r^2*x^2+ 5894*a*b*g^2*p^3*q*r*x^2+8806*a*b*g^2*p^2*q^2*r*x^2+9159*a*b*g^2*p^2*q*r^2*x^2+ 5894*a*b*g^2*p*q^3*r*x^2+9159*a*b*g^2*p*q^2*r^2*x^2+2650*a*b*g^2*p*q*r^3*x^2+ 1253*a*b*g*p^4*q*r*x^2+2464*a*b*g*p^3*q^2*r*x^2+2180*a*b*g*p^3*q*r^2*x^2+40312* a*b*c*g^3*p*r^2*x^2+29428*a*b*c*g^3*q^2*r*x^2+40312*a*b*c*g^3*q*r^2*x^2+17024*a *b*c*g^2*p^3*r*x^2+29248*a*b*c*g^2*p^2*r^2*x^2+11386*a*b*c*g^2*p*r^3*x^2+17024* a*b*c*g^2*q^3*r*x^2+29248*a*b*c*g^2*q^2*r^2*x^2+11386*a*b*c*g^2*q*r^3*x^2+3920* a*b*c*g*p^4*r*x^2+7576*a*b*c*g*p^3*r^2*x^2+2756*a*b*c*g*p^2*r^3*x^2-1398*a*b*c* g*p*r^4*x^2+3920*a*b*c*g*q^4*r*x^2+7576*a*b*c*g*q^3*r^2*x^2+2756*a*b*c*g*q^2*r^ 3*x^2-1398*a*b*c*g*q*r^4*x^2+76216*a*b*c^2*g^3*p*r*x^2+76216*a*b*c^2*g^3*q*r*x^ 2+70644*a*b*c^2*g^2*p^2*r*x^2+87988*a*b*c^2*g^2*p*r^2*x^2+70644*a*b*c^2*g^2*q^2 *r*x^2+87988*a*b*c^2*g^2*q*r^2*x^2+22932*a*b*c^2*g*p^3*r*x^2+36700*a*b*c^2*g*p^ 2*r^2*x^2+12372*a*b*c^2*g*p*r^3*x^2+22932*a*b*c^2*g*q^3*r*x^2+36700*a*b*c^2*g*q ^2*r^2*x^2+12372*a*b*c^2*g*q*r^3*x^2+8568*a*b*c^2*p^3*q*r*x^2+12600*a*b*c^2*p^2 *q^2*r*x^2+11764*a*b*c^2*p^2*q*r^2*x^2+8568*a*b*c^2*p*q^3*r*x^2+11764*a*b*c^2*p *q^2*r^2*x^2+2432*a*b*c^2*p*q*r^3*x^2+19488*a*b*c*g^4*p*r*x^2+19488*a*b*c*g^4*q *r*x^2+29428*a*b*c*g^3*p^2*r*x^2+11480*a*b^2*c*p*q^2*r^2*x^2+2692*a*b^2*c*p*q*r ^3*x^2+17388*a*b^2*g^3*p*q*r*x^2+17444*a*b^2*g^2*p^2*q*r*x^2+17584*a*b^2*g^2*p* q^2*r*x^2+21744*a*b^2*g^2*p*q*r^2*x^2+5992*a*b^2*g*p^3*q*r*x^2+9114*a*b^2*g*p^2 *q^2*r*x^2+9254*a*b^2*g*p^2*q*r^2*x^2+6188*a*b^2*g*p*q^3*r*x^2+9436*a*b^2*g*p*q ^2*r^2*x^2+2582*a*b^2*g*p*q*r^3*x^2+89824*a*b*c^4*g*p*r*x^2+89824*a*b*c^4*g*q*r *x^2+37632*a*b*c^4*p*q*r*x^2+126560*a*b*c^3*g^2*p*r*x^2+126560*a*b*c^3*g^2*q*r* x^2+65072*a*b*c^3*g*p^2*r*x^2+75600*a*b*c^3*g*p*r^2*x^2+65072*a*b*c^3*g*q^2*r*x ^2+75600*a*b*c^3*g*q*r^2*x^2+25704*a*b*c^3*p^2*q*r*x^2+25704*a*b*c^3*p*q^2*r*x^ 2+26128*a*b*c^3*p*q*r^2*x^2+75544*a*b^2*c^2*g*q^2*r*x^2+92376*a*b^2*c^2*g*q*r^2 *x^2+34328*a*b^2*c^2*p^2*q*r*x^2+35560*a*b^2*c^2*p*q^2*r*x^2+37184*a*b^2*c^2*p* q*r^2*x^2+42756*a*b^2*c*g^3*p*r*x^2+42756*a*b^2*c*g^3*q*r*x^2+47012*a*b^2*c*g^2 *p^2*r*x^2+64080*a*b^2*c*g^2*p*r^2*x^2+47572*a*b^2*c*g^2*q^2*r*x^2+64320*a*b^2* c*g^2*q*r^2*x^2+17276*a*b^2*c*g*p^3*r*x^2+29620*a*b^2*c*g*p^2*r^2*x^2+11296*a*b ^2*c*g*p*r^3*x^2+18172*a*b^2*c*g*q^3*r*x^2+30612*a*b^2*c*g*q^2*r^2*x^2+11324*a* b^2*c*g*q*r^3*x^2+7616*a*b^2*c*p^3*q*r*x^2+11676*a*b^2*c*p^2*q^2*r*x^2+11116*a* b^2*c*p^2*q*r^2*x^2+8008*a*b^2*c*p*q^3*r*x^2+20832*a*b^4*c*g*p*r*x^2+20832*a*b^ 4*c*g*q*r*x^2+13216*a*b^4*c*p*q*r*x^2+8400*a*b^4*g*p*q*r*x^2+81872*a*b^3*c^2*g* p*r*x^2+82320*a*b^3*c^2*g*q*r*x^2+46144*a*b^3*c^2*p*q*r*x^2+44128*a*b^3*c*g^2*p *r*x^2+44128*a*b^3*c*g^2*q*r*x^2+30968*a*b^3*c*g*p^2*r*x^2+41776*a*b^3*c*g*p*r^ 2*x^2+31416*a*b^3*c*g*q^2*r*x^2+41968*a*b^3*c*g*q*r^2*x^2+16016*a*b^3*c*p^2*q*r *x^2+16240*a*b^3*c*p*q^2*r*x^2+18128*a*b^3*c*p*q*r^2*x^2+17864*a*b^3*g^2*p*q*r* x^2+11368*a*b^3*g*p^2*q*r*x^2+11480*a*b^3*g*p*q^2*r*x^2+14000*a*b^3*g*p*q*r^2*x ^2+133392*a*b^2*c^3*g*p*r*x^2+135408*a*b^2*c^3*g*q*r*x^2+67200*a*b^2*c^3*p*q*r* x^2+123200*a*b^2*c^2*g^2*p*r*x^2+123760*a*b^2*c^2*g^2*q*r*x^2+73136*a*b^2*c^2*g *p^2*r*x^2+91120*a*b^2*c^2*g*p*r^2*x^2+17388*a^2*b*g^3*p*q*r*x^2+17584*a^2*b*g^ 2*p^2*q*r*x^2+17444*a^2*b*g^2*p*q^2*r*x^2+21744*a^2*b*g^2*p*q*r^2*x^2+6188*a^2* b*g*p^3*q*r*x^2+9114*a^2*b*g*p^2*q^2*r*x^2+9436*a^2*b*g*p^2*q*r^2*x^2+5992*a^2* b*g*p*q^3*r*x^2+9254*a^2*b*g*p*q^2*r^2*x^2+2582*a^2*b*g*p*q*r^3*x^2+50960*a^2*c ^3*g*p*q*r*x^2+61208*a^2*c^2*g^2*p*q*r*x^2+27860*a^2*c^2*g*p^2*q*r*x^2+24416*a^ 2*c^2*g*p*q^2*r*x^2+28420*a^2*c^2*g*p*q*r^2*x^2+26628*a^2*c*g^3*p*q*r*x^2+22610 *a^2*c*g^2*p^2*q*r*x^2+21378*a^2*c*g^2*p*q^2*r*x^2+25160*a^2*c*g^2*p*q*r^2*x^2+ 6384*a^2*c*g*p^3*q*r*x^2+8344*a^2*c*g*p^2*q^2*r*x^2+9136*a^2*c*g*p^2*q*r^2*x^2+ 4872*a^2*c*g*p*q^3*r*x^2+7684*a^2*c*g*p*q^2*r^2*x^2+2318*a^2*c*g*p*q*r^3*x^2+ 35560*a^2*b*c^2*p^2*q*r*x^2+34328*a^2*b*c^2*p*q^2*r*x^2+37184*a^2*b*c^2*p*q*r^2 *x^2+42756*a^2*b*c*g^3*p*r*x^2+42756*a^2*b*c*g^3*q*r*x^2+47572*a^2*b*c*g^2*p^2* r*x^2+64320*a^2*b*c*g^2*p*r^2*x^2+47012*a^2*b*c*g^2*q^2*r*x^2+64080*a^2*b*c*g^2 *q*r^2*x^2+18172*a^2*b*c*g*p^3*r*x^2+30612*a^2*b*c*g*p^2*r^2*x^2+11324*a^2*b*c* g*p*r^3*x^2+17276*a^2*b*c*g*q^3*r*x^2+29620*a^2*b*c*g*q^2*r^2*x^2+11296*a^2*b*c *g*q*r^3*x^2+8008*a^2*b*c*p^3*q*r*x^2+11676*a^2*b*c*p^2*q^2*r*x^2+11480*a^2*b*c *p^2*q*r^2*x^2+7616*a^2*b*c*p*q^3*r*x^2+11116*a^2*b*c*p*q^2*r^2*x^2+2692*a^2*b* c*p*q*r^3*x^2+38528*a^2*b^3*c*p*q*r*x^2+21280*a^2*b^3*g*p*q*r*x^2+141568*a^2*b^ 2*c^2*g*p*r*x^2+141568*a^2*b^2*c^2*g*q*r*x^2+86464*a^2*b^2*c^2*p*q*r*x^2+73248* a^2*b^2*c*g^2*p*r*x^2+73248*a^2*b^2*c*g^2*q*r*x^2+53872*a^2*b^2*c*g*p^2*r*x^2+ 72960*a^2*b^2*c*g*p*r^2*x^2+53872*a^2*b^2*c*g*q^2*r*x^2+72960*a^2*b^2*c*g*q*r^2 *x^2+30912*a^2*b^2*c*p^2*q*r*x^2+30912*a^2*b^2*c*p*q^2*r*x^2+34752*a^2*b^2*c*p* q*r^2*x^2+29568*a^2*b^2*g^2*p*q*r*x^2+19824*a^2*b^2*g*p^2*q*r*x^2+19824*a^2*b^2 *g*p*q^2*r*x^2+24384*a^2*b^2*g*p*q*r^2*x^2+135408*a^2*b*c^3*g*p*r*x^2+133392*a^ 2*b*c^3*g*q*r*x^2+67200*a^2*b*c^3*p*q*r*x^2+123760*a^2*b*c^2*g^2*p*r*x^2+123200 *a^2*b*c^2*g^2*q*r*x^2+75544*a^2*b*c^2*g*p^2*r*x^2+92376*a^2*b*c^2*g*p*r^2*x^2+ 73136*a^2*b*c^2*g*q^2*r*x^2+91120*a^2*b*c^2*g*q*r^2*x^2+8512*a^4*c*g*p*q*r*x^2+ 52976*a^3*b^2*c*g*p*r*x^2+52976*a^3*b^2*c*g*q*r*x^2+38528*a^3*b^2*c*p*q*r*x^2+ 21280*a^3*b^2*g*p*q*r*x^2+82320*a^3*b*c^2*g*p*r*x^2+81872*a^3*b*c^2*g*q*r*x^2+ 46144*a^3*b*c^2*p*q*r*x^2+44128*a^3*b*c*g^2*p*r*x^2+44128*a^3*b*c*g^2*q*r*x^2+ 31416*a^3*b*c*g*p^2*r*x^2+41968*a^3*b*c*g*p*r^2*x^2+30968*a^3*b*c*g*q^2*r*x^2+ 41776*a^3*b*c*g*q*r^2*x^2+16240*a^3*b*c*p^2*q*r*x^2+16016*a^3*b*c*p*q^2*r*x^2+ 18128*a^3*b*c*p*q*r^2*x^2+17864*a^3*b*g^2*p*q*r*x^2+11480*a^3*b*g*p^2*q*r*x^2+ 11368*a^3*b*g*p*q^2*r*x^2+14000*a^3*b*g*p*q*r^2*x^2+32480*a^3*c^2*g*p*q*r*x^2+ 24248*a^3*c*g^2*p*q*r*x^2+11648*a^3*c*g*p^2*q*r*x^2+10752*a^3*c*g*p*q^2*r*x^2+ 12600*a^3*c*g*p*q*r^2*x^2+52976*a^2*b^3*c*g*p*r*x^2+52976*a^2*b^3*c*g*q*r*x^2+ 20832*a^4*b*c*g*p*r*x^2+20832*a^4*b*c*g*q*r*x^2+13216*a^4*b*c*p*q*r*x^2+8400*a^ 4*b*g*p*q*r*x^2+4*b*g^4*r^4*x^2+896*c^7*g*r*x^2+4032*c^6*g^2*r*x^2+1280*c^6*g*r ^2*x^2+6720*c^5*g^3*r*x^2+5376*c^5*g^2*r^2*x^2+448*c^5*g*r^3*x^2+896*b*c^7*r*x^ 2+1280*b*c^6*r^2*x^2+448*b*c^5*r^3*x^2-64*b*c^4*r^4*x^2-40*b*c^3*r^5*x^2+256*b* g^6*r^2*x^2+358*b*g^5*r^3*x^2+3136*b^2*c^6*r*x^2+3872*b^2*c^5*r^2*x^2+1168*b^2* c^4*r^3*x^2-104*b^2*c^3*r^4*x^2-56*b^2*c^2*r^5*x^2+832*b^2*g^5*r^2*x^2+888*b^2* g^4*r^3*x^2-42*b^2*g^3*r^4*x^2+628*b^4*g^2*r^3*x^2-44*b^4*g*r^4*x^2+4032*b^3*c^ 5*r*x^2+4096*b^3*c^4*r^2*x^2+912*b^3*c^3*r^3*x^2-88*b^3*c^2*r^4*x^2-16*b^3*c*r^ 5*x^2+1408*b^3*g^4*r^2*x^2+1070*b^3*g^3*r^3*x^2-86*b^3*g^2*r^4*x^2+128*b^6*g*r^ 2*x^2+448*b^5*c^3*r*x^2+192*b^5*c^2*r^2*x^2-32*b^5*c*r^3*x^2+640*b^5*g^2*r^2*x^ 2+144*b^5*g*r^3*x^2+2240*b^4*c^4*r*x^2+1696*b^4*c^3*r^2*x^2+160*b^4*c^2*r^3*x^2 +1312*b^4*g^3*r^2*x^2-64*a*c^4*r^4*x^2-40*a*c^3*r^5*x^2+256*a*g^6*r^2*x^2+358*a *g^5*r^3*x^2+4*a*g^4*r^4*x^2+256*a*b^6*r^2*x^2+320*a*b^5*r^3*x^2-40*a*b^4*r^4*x ^2-72*a*b^3*r^5*x^2+896*a*c^7*r*x^2+1280*a*c^6*r^2*x^2+448*a*c^5*r^3*x^2+1280*a ^2*b^4*r^3*x^2-120*a^2*b^3*r^4*x^2+3136*a^2*c^6*r*x^2+3872*a^2*c^5*r^2*x^2+1168 *a^2*c^4*r^3*x^2-104*a^2*c^3*r^4*x^2-56*a^2*c^2*r^5*x^2+832*a^2*g^5*r^2*x^2+888 *a^2*g^4*r^3*x^2-42*a^2*g^3*r^4*x^2+912*a^3*c^3*r^3*x^2-88*a^3*c^2*r^4*x^2-16*a ^3*c*r^5*x^2+1408*a^3*g^4*r^2*x^2+1070*a^3*g^3*r^3*x^2-86*a^3*g^2*r^4*x^2+1280* a^2*b^5*r^2*x^2-48*a^4*c*r^4*x^2+1312*a^4*g^3*r^2*x^2+628*a^4*g^2*r^3*x^2-44*a^ 4*g*r^4*x^2+2560*a^3*b^4*r^2*x^2+1920*a^3*b^3*r^3*x^2-120*a^3*b^2*r^4*x^2-72*a^ 3*b*r^5*x^2+4032*a^3*c^5*r*x^2+4096*a^3*c^4*r^2*x^2+320*a^5*b*r^3*x^2+448*a^5*c ^3*r*x^2+192*a^5*c^2*r^2*x^2-32*a^5*c*r^3*x^2+640*a^5*g^2*r^2*x^2+144*a^5*g*r^3 *x^2+2560*a^4*b^3*r^2*x^2+1280*a^4*b^2*r^3*x^2-40*a^4*b*r^4*x^2+2240*a^4*c^4*r* x^2+1696*a^4*c^3*r^2*x^2+160*a^4*c^2*r^3*x^2+256*a^6*b*r^2*x^2+128*a^6*g*r^2*x^ 2+1280*a^5*b^2*r^2*x^2-2*a*g*p^3*r^5*x^2-2*b*g*q^3*r^5*x^2-30*a*g^6*q*r^2-7*g^6 *p^2*r^2-8*g^6*p*r^3-8*g^4*p*r^5-g^2*p^6*r^2-4*g^2*p^3*r^5-7*g^4*q*r^5*x^2-g^2* p^3*r^5*x^2-g^2*q^3*r^5*x^2-7*g^4*p*r^5*x^2-3*g^2*p*r^6-32*a*g^6*p*r^2*x^2-2*a* g*p^6*r^2*x^2-32*b*g^6*q*r^2*x^2-2*b*g*q^6*r^2*x^2-32*a*g^6*q*r^2*x^2-32*b*g^6* p*r^2*x^2-47*c*g^6*q*r^2+6*b*c^2*q^4*r^2-15*g^6*p*q*r^2-6*c*g^2*p*r^6-2*b*g^2*p *r^6-26*a*g^6*p*r^2-2*a*g*p^6*r^2-8*a*g*p^3*r^5-g^2*q^6*r^2*x^2-g^2*p^6*r^2*x^2 -15*g^6*q^2*r^2*x^2-23*g^6*q*r^3*x^2-15*g^6*p^2*r^2*x^2-23*g^6*p*r^3*x^2-22*a*c *g^2*r^6-6*a*b*g^2*r^6-32*b*g^6*r^3*x^2-20*b*g^4*r^5*x^2-32*a*g^6*r^3*x^2-20*a* g^4*r^5*x^2-4*b*c*g^2*r^6-8*c^2*g^2*r^6-3*b*g^2*r^6-12*a*g^2*r^6-14*a*g^6*r^3-\ 16*a*g^4*r^5-25*c*g^6*r^3-15*c*g^4*r^5+19*g^6*q*r^2-30*g^6*q*r+290*b^2*g*p*q^2* r^2+543*c^2*g^2*q^2*r^2+208*c^2*g^6*r+30*c^2*g^2*q^4*r+58*c*g^6*r^2+43*g^6*p^2* r+39*g^6*p*r^2+140*b*g^2*q^5*r*x^2-61*b*g*p*q^2*r^4*x^2+224*b*g^6*q*r*x^2+768*a *b^5*x^2-3200*a*b^4*c^3-368*a*b^4*p^3+128*a*b^4*r^3-8576*a*b^3*c^4-368*a*b^3*p^ 4+24*a*b^3*r^4-9216*a*b^2*c^5-156*a*b^2*p^5-3584*a*b*c^6-24*a*b*p^6-2304*a*c^6* g-832*a*c^6*p-128*a*c^6*q-544*a*c^6*r-7040*a*c^5*g^2-1728*a*c^5*p^2-32*a*c^5*q^ 2-512*a*c^5*r^2+2688*a*c^5*x^2-8640*a*c^4*g^3-1696*a*c^4*p^3+128*a*c^4*r^3-5160 *a*c^3*g^4-872*a*c^3*p^4+212*a*c^3*r^4-1504*a*c^2*g^5-228*a*c^2*p^5+32*a*c^2*r^ 5-172*a*c*g^6-24*a*c*p^6-148*a*g^6*p-99*a*g^6*r-408*a*g^6*x-616*a*g^5*p^2-140*a *g^5*r^2+696*a*g^5*x^2-916*a*g^4*p^3+242*a*g^4*r^3-640*a*g^3*p^4+188*a*g^3*r^4-\ 216*a*g^2*p^5-a*g^2*r^5-24*a*g*p^6+576*b^5*c^2*x+384*b^5*c*x^2-1344*a^2*b^5*x-\ 3456*a^2*b^4*c^2-1216*a^2*b^4*p^2-256*a^2*b^4*r^2+3072*a^2*b^4*x^2-13184*a^2*b^ 3*c^3-1904*a^2*b^3*p^3+632*a^2*b^3*r^3-18688*a^2*b^2*c^4-1104*a^2*b^2*p^4+224*a ^2*b^2*r^4-9216*a^2*b*c^5-216*a^2*b*p^5-20*a^2*b*r^5-5824*a^2*c^5*g-2880*a^2*c^ 5*p-512*a^2*c^5*q-1888*a^2*c^5*r-192*a^2*c^5*x-12896*a^2*c^4*g^2-4896*a^2*c^4*p ^2-128*a^2*c^4*q^2-1536*a^2*c^4*r^2+6720*a^2*c^4*x^2-11248*a^2*c^3*g^3-3664*a^2 *c^3*p^3+256*a^2*c^3*r^3-4328*a^2*c^2*g^4-1272*a^2*c^2*p^4+348*a^2*c^2*r^4-616* a^2*c*g^5-168*a^2*c*p^5+36*a^2*c*r^5-564*a^2*g^5*p-192*a^2*g^5*q-428*a^2*g^5*r-\ 1416*a^2*g^5*x-1852*a^2*g^4*p^2-334*a^2*g^4*q^2-343*a^2*g^4*r^2+2016*a^2*g^4*x^ 2-2124*a^2*g^3*p^3-174*a^2*g^3*q^3+646*a^2*g^3*r^3-1068*a^2*g^2*p^4-28*a^2*g^2* q^4+329*a^2*g^2*r^4-192*a^2*g*p^5+8*a^2*g*r^5-1152*a^3*b^4*c-960*a^3*b^4*p-928* a^3*b^4*r-3456*a^3*b^4*x-8448*a^3*b^3*c^2-3200*a^3*b^3*p^2-416*a^3*b^3*r^2+4608 *a^3*b^3*x^2-17792*a^3*b^2*c^3-2880*a^3*b^2*p^3+1208*a^3*b^2*r^3-11648*a^3*b*c^ 4-768*a^3*b*p^4+264*a^3*b*r^4-7040*a^3*c^4*g-3648*a^3*c^4*p-768*a^3*c^4*q-2400* a^3*c^4*r-192*a^3*c^4*x-11200*a^3*c^3*g^2-4800*a^3*c^3*p^2-192*a^3*c^3*q^2-1600 *a^3*c^3*r^2+5952*a^3*c^3*x^2-6304*a^3*c^2*g^3-2448*a^3*c^2*p^3+152*a^3*c^2*r^3 -1184*a^3*c*g^4-432*a^3*c*p^4+136*a^3*c*r^4-1136*a^3*g^4*p-432*a^3*g^4*q-942*a^ 3*g^4*r-2568*a^3*g^4*x-2808*a^3*g^3*p^2-580*a^3*g^3*q^2-372*a^3*g^3*r^2+2904*a^ 3*g^3*x^2-2256*a^3*g^2*p^3-200*a^3*g^2*q^3+788*a^3*g^2*r^3-600*a^3*g*p^4-16*a^3 *g*q^4+200*a^3*g*r^4-672*a^5*g*p^2-176*a^5*g*q^2-8*a^5*g*r^2+576*a^5*g*x^2-1920 *a^4*b^3*c-1728*a^4*b^3*p-576*a^4*b^3*q-1632*a^4*b^3*r-4224*a^4*b^3*x-8064*a^4* b^2*c^2-3264*a^4*b^2*p^2-640*a^4*b^2*q^2-128*a^4*b^2*r^2+3072*a^4*b^2*x^2-7808* a^4*b*c^3-1344*a^4*b*p^3-176*a^4*b*q^3+704*a^4*b*r^3-4416*a^4*c^3*g-1984*a^4*c^ 3*p-512*a^4*c^3*q-1312*a^4*c^3*r+192*a^4*c^3*x-4672*a^4*c^2*g^2-1824*a^4*c^2*p^ 2-128*a^4*c^2*q^2-640*a^4*c^2*r^2+2304*a^4*c^2*x^2-1296*a^4*c*g^3-480*a^4*c*p^3 +24*a^4*c*r^3-1280*a^4*g^3*p-536*a^4*g^3*q-1124*a^4*g^3*r-2568*a^4*g^3*x-2160*a ^4*g^2*p^2-504*a^4*g^2*q^2-160*a^4*g^2*r^2+2064*a^4*g^2*x^2-912*a^4*g*p^3-88*a^ 4*g*q^3+364*a^4*g*r^3-384*a^6*b*c-384*a^6*b*p-192*a^6*b*q-352*a^6*b*r-576*a^6*b *x-192*a^6*c*g-192*a^6*g*p-96*a^6*g*q-176*a^6*g*r-288*a^6*g*x-1408*a^5*b^2*c-\ 1344*a^5*b^2*p-576*a^5*b^2*q-1248*a^5*b^2*r-2496*a^5*b^2*x-2688*a^5*b*c^2-1152* a^5*b*p^2-320*a^5*b*q^2+48*a^5*b*r^2+768*a^5*b*x^2-1408*a^5*c^2*g-384*a^5*c^2*p -128*a^5*c^2*q-256*a^5*c^2*r+192*a^5*c^2*x-768*a^5*c*g^2-192*a^5*c*p^2-32*a^5*c *q^2-64*a^5*c*r^2+384*a^5*c*x^2-768*a^5*g^2*p-352*a^5*g^2*q-696*a^5*g^2*r-1344* a^5*g^2*x+110*g^5*p^2*r^2-96*g^5*p^2*x^2+44*g^5*p*r^3-96*g^5*q^2*x^2-168*g^5*r^ 3*x-644*g^5*r^2*x^2+65*g^4*p^4*r+324*g^4*p^4*x+134*g^4*p^3*r^2-288*g^4*p^3*x^2-\ 288*g^4*q^3*x^2-156*g^4*r^4*x-308*g^4*r^3*x^2+32*g^3*p^5*r+132*g^3*p^5*x+80*g^3 *p^4*r^2-192*g^3*p^4*x^2+56*g^3*p^3*r^3-3*g^3*p^2*r^4-192*g^3*q^4*x^2+320*g^3*r ^4*x^2+7*g^2*p^6*r+24*g^2*p^6*x+20*g^2*p^5*r^2-36*g^2*p^5*x^2+15*g^2*p^4*r^3-5* g^2*p^3*r^4-36*g^2*q^5*x^2+800*c^3*g^5*r+4320*c^3*g^5*x+1024*c^3*g^4*r^2-576*c^ 3*g^4*x^2+412*c^3*g^3*r^3-28*c^3*g^2*r^4-20*c^3*g*r^5+1008*c^2*g^6*x+358*c^2*g^ 5*r^2+528*c^2*g^5*x^2+250*c^2*g^4*r^3-20*c^2*g^3*r^4-54*c^2*g^2*r^5+312*c*g^6*x ^2+72*c*g^5*r^3+c*g^4*r^4+252*g^6*p^2*x+84*g^6*p*x^2+84*g^6*q*x^2+88*g^6*r^2*x-\ 56*g^6*r*x^2+72*g^5*p^3*r+408*g^5*p^3*x-96*b*c^5*r^3-120*b*c^4*r^4-24*b*c^3*r^5 +384*b*g^6*x^2+256*c^7*g*r+1536*c^7*g*x+1152*c^6*g^2*r+6912*c^6*g^2*x+224*c^6*g *r^2-768*c^6*g*x^2+1952*c^5*g^3*r+11520*c^5*g^3*x+992*c^5*g^2*r^2-2688*c^5*g^2* x^2+80*c^5*g*r^3+1680*c^4*g^4*r+9600*c^4*g^4*x+1472*c^4*g^3*r^2-2688*c^4*g^3*x^ 2+312*c^4*g^2*r^3+192*b^6*g*x^2+768*b^5*c^3*x-384*b^5*c^2*x^2+960*b^5*g^2*x^2+ 1088*b^4*c^4*r+4224*b^4*c^4*x+64*b^4*c^3*r^2-1152*b^4*c^3*x^2+1968*b^4*g^3*x^2+ 2112*b^3*c^5*r+8064*b^3*c^5*x+672*b^3*c^4*r^2-1920*b^3*c^4*x^2-288*b^3*c^3*r^3+ 2112*b^3*g^4*x^2+1728*b^2*c^6*r+6528*b^2*c^6*x+896*b^2*c^5*r^2-1920*b^2*c^5*x^2 -256*b^2*c^4*r^3-240*b^2*c^3*r^4+1248*b^2*g^5*x^2+512*b*c^7*r+1920*b*c^7*x+352* b*c^6*r^2-768*b*c^6*x^2+384*a^3*b^4*r^2+3840*a^3*b^4*x^2+448*a^3*b^3*r^3-24*a^3 *b^2*r^4-60*a^3*b*r^5+5760*a^3*c^5*x+480*a^3*c^4*r^2-1920*a^3*c^4*x^2+976*a^3*c ^3*r^3+296*a^3*c^2*r^4-4*a^3*c*r^5+350*a^3*g^4*r^2+2112*a^3*g^4*x^2+504*a^3*g^3 *r^3+104*a^3*g^2*r^4+1920*a^2*b^5*x^2+4224*a^2*c^6*x+352*a^2*c^5*r^2-1920*a^2*c ^5*x^2+832*a^2*c^4*r^3+328*a^2*c^3*r^4-20*a^2*c^2*r^5+148*a^2*g^5*r^2+1248*a^2* g^5*x^2+279*a^2*g^4*r^3+84*a^2*g^3*r^4+384*a*b^6*x^2+1152*a*c^7*x+96*a*c^6*r^2-\ 768*a*c^6*x^2+256*a*c^5*r^3+120*a*c^4*r^4-16*a*c^3*r^5+384*a*g^6*x^2+76*a*g^5*r ^3+26*a*g^4*r^4+192*a^6*b*r^2+384*a^6*b*x^2+96*a^6*g*r^2+192*a^6*g*x^2+640*a^5* b^2*r^2+1920*a^5*b^2*x^2+240*a^5*b*r^3+768*a^5*c^3*x+64*a^5*c^2*r^2-384*a^5*c^2 *x^2+80*a^5*c*r^3+328*a^5*g^2*r^2+960*a^5*g^2*x^2+160*a^5*g*r^3+768*a^4*b^3*r^2 +3840*a^4*b^3*x^2+592*a^4*b^2*r^3+3456*a^4*c^4*x+288*a^4*c^3*r^2-1152*a^4*c^3*x ^2+480*a^4*c^2*r^3+88*a^4*c*r^4+464*a^4*g^3*r^2+1968*a^4*g^3*x^2+452*a^4*g^2*r^ 3+44*a^4*g*r^4-4320*c^3*g^5*x^2-1008*c^2*g^6*x^2-180*g^6*p^2*x^2-180*g^6*q^2*x^ 2-88*g^6*r^2*x^2-264*g^5*p^3*x^2-264*g^5*q^3*x^2+168*g^5*r^3*x^2-192*g^4*p^4*x^ 2-192*g^4*q^4*x^2+156*g^4*r^4*x^2-72*g^3*p^5*x^2-72*g^3*q^5*x^2-12*g^2*p^6*x^2-\ 768*b^5*c^3*x^2-3840*b^4*c^4*x^2-6912*b^3*c^5*x^2-5376*b^2*c^6*x^2-1536*b*c^7*x ^2-1536*c^7*g*x^2-6912*c^6*g^2*x^2-11520*c^5*g^3*x^2-9600*c^4*g^4*x^2-768*a^5*c ^3*x^2-3840*a^4*c^4*x^2-6912*a^3*c^5*x^2-5376*a^2*c^6*x^2-1536*a*c^7*x^2-1152*c ^5*g*p-240*c^5*g*q-816*c^5*g*r-2688*c^5*g*x+16*g^6-40*g^5+226*a^2*g^5*q*r+30*a^ 2*g^2*q^4*r+200*a*c*g^6*r+94*a*g^6*p*r+33*a*g^6*r^2-10*g^5*q*r^2*x^2+105*g^6*q^ 2*r*x^2+42*g^3*q^5*r*x^2-1136*a^2*b^3-512*a*b^4-128*b^4*c-320*b^4*g-32*b^3*c^2-\ 712*b^3*g^2-604*b^2*g^3-240*b*g^4-58*g^4*q+152*g^4*r-58*g^3*q^2+338*g^3*r^2-20* g^2*q^3-158*g^2*r^3+416*a^5*g+1504*a^4*b^2+960*a^4*c^2+1224*a^4*g^2+960*a^3*b^3 +2016*a^3*c^3+1372*a^3*g^3-32*a^2*b^4+1920*a^2*c^4+728*a^2*g^4+672*a*c^5+180*a* g^5+192*b^4*c^2+672*b^3*c^3+40*b^3*g^3+864*b^2*c^4+140*b^2*g^4+384*b*c^5+84*b*g ^5+528*c^5*g+1912*c^4*g^2+2204*c^3*g^3+1098*c^2*g^4+236*c*g^5+120*g^5*p+60*g^5* q+141*g^5*r+88*g^4*p^2+58*g^4*q^2-50*g^4*r^2-92*g^3*p^3+22*g^3*q^3-241*g^3*r^3-\ 60*g^2*p^4+46*g^2*r^4+96*a^6*g+704*a^5*b^2+64*a^5*c^2+416*a^5*g^2+960*a^4*b^3+ 384*a^4*c^3+728*a^4*g^3+576*a^3*b^4+768*a^3*c^4+656*a^3*g^4+640*a^2*c^5+320*a^2 *g^5+192*a*c^6+80*a*g^6-576*b^4*c^3-1344*b^3*c^4-1472*b^2*c^5-576*b*c^6-192*c^6 *g-704*c^5*g^2-800*c^4*g^3-320*c^3*g^4+20*c^2*g^5+44*c*g^6-6*g^6*p-g^6*r-176*g^ 5*p^2-137*g^5*r^2-344*g^4*p^3-57*g^4*r^3-236*g^3*p^4+85*g^3*r^4-54*g^2*p^5-2*g^ 2*r^5+640*a^5*b+192*a^5*c+240*g^5*x-128*a^5*c^3-512*a^4*c^4-768*a^3*c^5-512*a^2 *c^6-128*a*c^7-896*b^4*c^4-1920*b^3*c^5-1664*b^2*c^6-512*b*c^7-320*c^7*g-1440*c ^6*g^2-2400*c^5*g^3-2000*c^4*g^4-900*c^3*g^5-210*c^2*g^6-82*g^6*p^2+96*g^6*x^2-\ 152*g^5*p^3+36*g^5*r^3-134*g^4*p^4+43*g^4*r^4-60*g^3*p^5-12*g^2*p^6+192*a^6*b-2 *g^2*r^6+8*g^6*r^3-7*g^4*r^5-96*g^6*x-240*g^5*x^2-21*g^6*r^2+198*b^2*g*r^4-2528 *b*c^5*g-2176*b*c^5*p-704*b*c^5*q-1152*b*c^5*r-2400*b*c^5*x-3728*b*c^4*g^2-2336 *b*c^4*p^2-112*c*g*r-192*b*c^4*q^2-352*b*c^4*r^2-2072*b*c^3*g^3-984*b*c^3*p^3+ 48*b*c^3*q^3+344*b*c^3*r^3-136*b*c^2*g^4-144*b*c^2*p^4+132*b*c^2*r^4+236*b*c*g^ 5-12*b*c*r^5-46*b*g^5*p-14*b*g^5*r-600*b*g^5*x-842*b*g^4*p^2-645*b*g^4*r^2-1276 *b*g^3*p^3-146*b*g^3*r^3-622*b*g^2*p^4+273*b*g^2*r^4-78*b*g*p^5-12*b*g*r^5-1584 *b^3*c^3*r-4608*b^3*c^3*x-720*b^3*c^2*g^2-1536*b^3*c^2*p^2-712*b^3*c^2*r^2-32*c ^2*g*r+480*b^3*c*g^3-264*b^3*c*p^3+84*b^3*c*r^3-16*b^3*g^3*p+68*b^3*g^3*r-1572* b^3*g^3*x-896*b^3*g^2*p^2-982*b^3*g^2*r^2-172*c*g^2*r-548*b^3*g*p^3+40*b^3*g*r^ 3+192*c*g*x^2+296*g^2*p*r+24*g^2*q*r-4352*b^2*c^4*g-4288*b^2*c^4*p-1120*b^2*c^4 *q-2320*b^2*c^4*r-5664*b^2*c^4*x-3744*b^2*c^3*g^2-3696*b^2*c^3*p^2-16*b^2*c^3*q ^2-856*b^2*c^3*r^2-608*b^2*c^2*g^3-1248*b^2*c^2*p^3+332*b^2*c^2*r^3+484*b^2*c*g ^4-144*b^2*c*p^4+144*b^2*c*r^4-92*b^2*g^4*p-17*b^2*g^4*r-1428*b^2*g^4*x-672*a*b *r-1398*b^2*g^3*p^2-1179*b^2*g^3*r^2-1508*b^2*g^2*p^3-74*b^2*g^2*r^3-410*b^2*g* p^4+58*a*g^4*q^2-877*a*g^4*r^2+1152*a*b*x^2-1672*a*g^3*p^3+26*a*g^3*q^3-153*a*g ^3*r^3-778*a*g^2*p^4+14*a*g^2*q^4+206*a*g^2*r^4-108*a*g*p^5+2*a*g*r^5+192*a*c*x ^2-292*a*g^2*r+672*a*g*x^2-192*b^5*c*x-96*b^5*g*x-384*b^4*c^2*g-640*b^4*c^2*p-\ 448*b^4*c^2*r-1536*b^4*c^2*x+224*b^4*c*g^2-176*b^4*c*p^2-304*b^4*c*r^2+88*b^4*g ^2*p+140*b^4*g^2*r-744*b^4*g^2*x-152*b^4*g*p^2-304*b^4*g*r^2+192*b*c*x^2-552*b* g^2*r+672*b*g*x^2-2432*b^3*c^3*g-2688*b^3*c^3*p-512*b^3*c^3*q-528*g^2*p*x^2-528 *g^2*q*x^2+320*a*b^4*c^2+656*a*b^4*g^2-128*a*b^4*p^2-304*a*b^4*r^2-1600*a*b^3*c ^3+1256*a*b^3*g^3-832*a*b^3*p^3-4*a*b^3*r^3-4160*a*b^2*c^4+1136*a*b^2*g^4-676*a *b^2*p^4+252*a*b^2*r^4-2240*a*b*c^5+488*a*b*g^5-156*a*b*p^5-12*a*b*r^5-416*a*c^ 5*g-128*a*c^5*p+224*a*c^5*q-480*a*c^5*r-2976*a*c^5*x-1712*a*c^4*g^2-960*a*c^4*p ^2+64*a*c^4*q^2-1040*a*c^4*r^2-1064*a*c^3*g^3-1008*a*c^3*p^3-352*a*c^3*r^3+272* a*c^2*g^4-412*a*c^2*p^4+48*a*c^2*r^4+380*a*c*g^5-60*a*c*p^5+16*a*c*r^5-88*a*g^5 *p+116*a*g^5*q-100*a*g^5*r-792*a*g^5*x-1194*a*g^4*p^2+592*a*c*r*x+2072*a*g*r*x+ 592*b*c*r*x+2072*b*g*r*x+988*c*g^2*q*r-240*c*g*p*x^2-240*c*g*q*x^2+342*g^2*p*q* r-40*a*b*c*r-748*a*b*g*r-672*b*c*g*x^2-384*b*c*p*x^2-96*b*c*q*x^2+1824*b*g^2*p* r-1008*b*g*p*x^2-864*b*g*q*x^2+1510*c*g^2*p*r-864*a*g*p*x^2-1008*a*g*q*x^2+816* b^2*c*r*x+1520*b^2*g*r*x+176*b*c^2*r*x+2958*b*c*g^2*r+3166*a*b*g^2*r-96*a*b*g*x ^2-1632*a*b*p*x^2-1632*a*b*q*x^2+368*a*c^2*r*x+3714*a*c*g^2*r-672*a*c*g*x^2-96* a*c*p*x^2-384*a*c*q*x^2+1018*a*g^2*q*r+592*a^2*b*r*x+640*a^2*c*r*x+616*a^2*g*r* x+2224*a*b^2*r*x+4704*a*b*c^2*r-1728*a*b*c*x^2-336*g^2*p*q*x^2-960*c^2*g*p*x^2-\ 960*c^2*g*q*x^2-2352*c*g^2*p*x^2-2352*c*g^2*q*x^2-96*c*g*p^2*x^2-96*c*g*q^2*x^2 +1560*a*c*g*r*x+48*a*c*p*r*x-568*a*c*q*r*x-1604*a*g*p*r*x-1096*a*g*q*r*x+1688*b *c*g*r*x-936*b*c*p*r*x+224*b*c*q*r*x-2096*b*g*p*r*x-700*b*g*q*r*x+226*c*g*p*q*r -444*c*g*p*r*x-172*c*g*q*r*x-2992*c^2*g*p*r*x-2688*c^2*g*q*r*x-402*c*g*p^2*r*x-\ 288*c*g*p*q*x^2-454*c*g*q^2*r*x+8040*a*b*c*g*r-3256*a*b*p*r*x-1624*a*b*q*r*x-\ 3960*b*c*g*p*x^2-4392*b*c*g*q*x^2+196*b*c*p^2*r*x-288*b*c*p*q*x^2-688*b*c*q^2*r *x-1032*b*g*p^2*r*x-528*b*g*p*q*x^2-7824*b*c*g^2*x^2+144*b*c*p^2*x^2-336*b*c*q^ 2*x^2-2832*b*g^2*p*x^2-2856*b*g^2*q*x^2-120*b*g*p^2*x^2-360*b*g*q^2*x^2-1824*b^ 2*g*p*x^2-1992*b^2*g*q*x^2-3296*b*c^3*r*x-7200*b*c^2*g*x^2-576*b*c^2*p*x^2-1344 *b*c^2*q*x^2-1472*b^3*c*r*x-4016*b^2*c^2*r*x-6624*b^2*c*g*x^2-624*b^2*c*p*x^2-\ 960*b^2*c*q*x^2-1344*a*c^2*p*x^2-576*a*c^2*q*x^2-7824*a*c*g^2*x^2-336*a*c*p^2*x ^2+144*a*c*q^2*x^2-2856*a*g^2*p*x^2-2832*a*g^2*q*x^2-360*a*g*p^2*x^2-120*a*g*q^ 2*x^2-3024*a*b^2*p*x^2-3024*a*b^2*q*x^2-9600*a*b*c^2*x^2-8880*a*b*g^2*x^2-384*a *b*p^2*x^2-384*a*b*q^2*x^2-3456*a*c^3*r*x-7200*a*c^2*g*x^2-1992*a^2*g*p*x^2-\ 1824*a^2*g*q*x^2-5328*a*b^3*r*x-9696*a*b^2*c*x^2-10272*a*b^2*g*x^2-9696*a^2*b*c *x^2-10272*a^2*b*g*x^2-3024*a^2*b*p*x^2-3024*a^2*b*q*x^2-4560*a^2*c^2*r*x-6624* a^2*c*g*x^2-960*a^2*c*p*x^2-624*a^2*c*q*x^2-7616*a^3*b*r*x-1840*a^3*c*r*x+2256* c*g^2*p^2*x^2+2256*c*g^2*q^2*x^2+108*c*g*p^3*x^2+108*c*g*q^3*x^2+1464*g^3*p*q*x ^2+924*g^2*p^2*q*x^2+924*g^2*p*q^2*x^2+1776*c^3*g*p*x^2+1776*c^3*g*q*x^2+4704*c ^2*g^2*p*x^2+4704*c^2*g^2*q*x^2+864*c^2*g*p^2*x^2+864*c^2*g*q^2*x^2+2076*c*g^3* p*x^2+2076*c*g^3*q*x^2+1608*b^2*g^2*q*x^2+1836*b^2*g*p^2*x^2+1728*b^2*g*q^2*x^2 +5280*b*c^3*g*x^2+2112*b*c^3*p*x^2+1440*b*c^3*q*x^2+3984*b*c^2*g^2*x^2+1008*b*c ^2*p^2*x^2+720*b*c^2*q^2*x^2-1800*b*c*g^3*x^2+96*b*c*p^3*x^2+120*b*c*q^3*x^2+ 972*b*g^3*p*x^2+756*b*g^3*q*x^2+2352*b*g^2*p^2*x^2+2148*b*g^2*q^2*x^2+492*b*g*p ^3*x^2+504*b*g*q^3*x^2-1008*b^3*c*g*x^2+720*b^3*c*p*x^2+48*b^3*c*q*x^2+1368*b^3 *g*p*x^2+1032*b^3*g*q*x^2+4272*b^2*c^2*g*x^2+2160*b^2*c^2*p*x^2+1248*b^2*c^2*q* x^2-1920*b^2*c*g^2*x^2+528*b^2*c*p^2*x^2+312*b^2*c*q^2*x^2+2160*b^2*g^2*p*x^2+ 3144*a*b^2*p^2*x^2+3144*a*b^2*q^2*x^2+9024*a*b*c^3*x^2-5808*a*b*g^3*x^2+888*a*b *p^3*x^2+888*a*b*q^3*x^2+5280*a*c^3*g*x^2+1440*a*c^3*p*x^2+2112*a*c^3*q*x^2+ 3984*a*c^2*g^2*x^2+720*a*c^2*p^2*x^2+1008*a*c^2*q^2*x^2-1800*a*c*g^3*x^2+120*a* c*p^3*x^2+96*a*c*q^3*x^2+756*a*g^3*p*x^2+972*a*g^3*q*x^2+2148*a*g^2*p^2*x^2+ 2352*a*g^2*q^2*x^2+504*a*g*p^3*x^2+492*a*g*q^3*x^2+4272*a^2*c^2*g*x^2+1248*a^2* c^2*p*x^2+2160*a^2*c^2*q*x^2-1920*a^2*c*g^2*x^2+312*a^2*c*p^2*x^2+528*a^2*c*q^2 *x^2+1608*a^2*g^2*p*x^2+2160*a^2*g^2*q*x^2+1728*a^2*g*p^2*x^2+1836*a^2*g*q^2*x^ 2-768*a*b^3*c*x^2-6624*a*b^3*g*x^2+2016*a*b^3*p*x^2+2016*a*b^3*q*x^2+8160*a*b^2 *c^2*x^2-9624*a*b^2*g^2*x^2-6624*a^3*b*g*x^2+2016*a^3*b*p*x^2+2016*a^3*b*q*x^2-\ 1008*a^3*c*g*x^2+48*a^3*c*p*x^2+720*a^3*c*q*x^2+1032*a^3*g*p*x^2+1368*a^3*g*q*x ^2-768*a^2*b^2*c*x^2-11424*a^2*b^2*g*x^2+4032*a^2*b^2*p*x^2+4032*a^2*b^2*q*x^2+ 8160*a^2*b*c^2*x^2-9624*a^2*b*g^2*x^2+3144*a^2*b*p^2*x^2+3144*a^2*b*q^2*x^2-768 *a^3*b*c*x^2-528*a*g*p*q*x^2-1388*a*g*q^2*r*x-13792*b^2*c*g*r*x-2032*b^2*c*p*r* x-1792*b^2*c*q*r*x-5904*b^2*g*p*r*x-17464*b*c^2*g*r*x-2256*b*c^2*p*r*x-3024*b*c ^2*q*r*x-17912*a*c^2*g*r*x-3728*a*c^2*p*r*x-2352*a*c^2*q*r*x-4392*a*c*g*p*x^2-\ 3960*a*c*g*q*x^2-1000*a*c*p^2*r*x-288*a*c*p*q*x^2-220*a*c*q^2*r*x-18432*a*b*c*g *x^2-5712*a*b*c*p*x^2-5712*a*b*c*q*x^2-6360*a*b*g*p*x^2-6360*a*b*g*q*x^2-2260*a *b*p^2*r*x-768*a*b*p*q*x^2-2556*a*b*q^2*r*x-16496*a^2*c*g*r*x-2496*a^2*c*p*r*x-\ 1480*a^2*c*q*r*x-4816*a^2*g*q*r*x-21472*a*b^2*c*r*x-17768*a*b^2*g*r*x-8304*a*b^ 2*q*r*x+516*c*g*p^2*q*x^2+516*c*g*p*q^2*x^2-24784*a^2*b*c*r*x-21192*a^2*b*g*r*x -9624*a^2*b*p*r*x+1584*b*g*p^2*q*x^2+1596*b*g*p*q^2*x^2+2112*c^2*g*p*q*x^2+4848 *c*g^2*p*q*x^2+8664*b*c^2*g*q*x^2+2112*b*c^2*p*q*x^2+8172*b*c*g^2*p*x^2+7188*b* c*g^2*q*x^2+4500*b*c*g*p^2*x^2+3948*b*c*g*q^2*x^2+504*b*c*p^2*q*x^2+528*b*c*p*q ^2*x^2+4692*b*g^2*p*q*x^2+7800*b^2*c*g*p*x^2+6240*b^2*c*g*q*x^2+1080*b^2*c*p*q* x^2+3684*b^2*g*p*q*x^2+10104*b*c^2*g*p*x^2+504*a*c*p*q^2*x^2+4692*a*g^2*p*q*x^2 +1596*a*g*p^2*q*x^2+1584*a*g*p*q^2*x^2+2664*a*b*p*q^2*x^2+8664*a*c^2*g*p*x^2+ 10104*a*c^2*g*q*x^2+2112*a*c^2*p*q*x^2+7188*a*c*g^2*p*x^2+8172*a*c*g^2*q*x^2+ 3948*a*c*g*p^2*x^2+4500*a*c*g*q^2*x^2+528*a*c*p^2*q*x^2+5448*a*b^2*g*q*x^2+6288 *a*b^2*p*q*x^2+12768*a*b*c^2*g*x^2+15312*a*b*c^2*p*x^2+15312*a*b*c^2*q*x^2-4128 *a*b*c*g^2*x^2+7032*a*b*c*p^2*x^2+7032*a*b*c*q^2*x^2+4152*a*b*g^2*p*x^2+4152*a* b*g^2*q*x^2+5796*a*b*g*p^2*x^2+5796*a*b*g*q^2*x^2+2664*a*b*p^2*q*x^2+3684*a^2*g *p*q*x^2-2928*a*b^2*c*g*x^2+12336*a*b^2*c*p*x^2+11664*a*b^2*c*q*x^2+5784*a*b^2* g*p*x^2-2928*a^2*b*c*g*x^2+11664*a^2*b*c*p*x^2+12336*a^2*b*c*q*x^2+5448*a^2*b*g *p*x^2+5784*a^2*b*g*q*x^2+6288*a^2*b*p*q*x^2+6240*a^2*c*g*p*x^2+7800*a^2*c*g*q* x^2+1080*a^2*c*p*q*x^2-19376*a*b*c*p*r*x-17624*a*b*c*q*r*x-19296*a*b*g*p*r*x-\ 16252*a*b*g*q*r*x-13604*a*c*g*p*r*x-11484*a*c*g*q*r*x-1108*a*c*p*q*r*x-2962*a*g *p*q*r*x-13152*b*c*g*p*r*x-11680*b*c*g*q*r*x-1196*b*c*p*q*r*x-3006*b*g*p*q*r*x+ 9024*b*c*g*p*q*x^2+11832*a*b*g*p*q*x^2+9024*a*c*g*p*q*x^2+20760*a*b*c*g*p*x^2+ 20760*a*b*c*g*q*x^2+14544*a*b*c*p*q*x^2-8*a^2*g*p*r^6-48*b^4*g*p*r^3-64*b^4*g*q *r^3-8*a*g^2*p*r^6-2*a*g*p^2*r^6+162*b*g^4*q^2*r^3*x+84*b*g^4*q*r^4*x+56*b*g^3* q^3*r^3*x+10*b*g^3*q^2*r^4*x-17*b*g^3*q*r^5*x+2*b*g^2*p*r^6*x-3*b*g^2*q^4*r^3*x -26*b*g^2*q^3*r^4*x-27*b*g^2*q^2*r^5*x-8*b*g^2*q*r^6*x+137*b*g^5*q*r^3*x-2*b*g* q^5*r^3*x-6*b*g*q^4*r^4*x-6*b*g*q^3*r^5*x-2*b*g*q^2*r^6*x-6*c*g^2*q*r^6*x+6*c*g ^2*p*r^6*x+g^8*r+3*g^7*r^2-9*g^7*r-2*g^6*r^4-g^8*r^2-2*g^7*r^3+10*g^4*q^3-2*g^5 *r^5-g^4*r^6-3*g^2*q*r^6*x+3*g^2*p*r^6*x-576*b^5*g^2*x+576*b^5*g*x^2-2112*b^3*g *x^2-2304*b^4*c^3*g-1472*b^4*c^3*p+544*b^4*c^3*r+2112*b^4*c^3*x-1696*b^4*c^2*g^ 2-800*b^4*c^2*p^2+464*b^4*c^2*r^2-1920*b^2*c^2*x^2+2304*b^4*c^2*x^2-144*b^4*c*p ^3+192*b^4*c*r^3-1368*b^4*g^3*x-3864*b^2*g^2*x^2-552*b^4*g^2*p^2-28*b^4*g^2*r^2 +2064*b^4*g^2*x^2-256*b^4*g*p^3-1344*b*c^3*x^2-6656*b^3*c^4*g-4032*b^3*c^4*p-\ 1920*b^3*c^4*q+608*b^3*c^4*r-2376*b*g^3*x^2+4032*b^3*c^4*x-7552*b^3*c^3*g^2-\ 2976*b^3*c^3*p^2+1328*b^3*c^3*r^2+5952*b^3*c^3*x^2-3520*b^3*c^2*g^3-912*b^3*c^2 *p^3+592*b^3*c^2*r^3-96*b^3*c*p^4+40*b^3*c*r^4-1656*b^3*g^4*x-1180*b^3*g^3*p^2-\ 138*b^3*g^3*r^2+2904*b^3*g^3*x^2-968*b^3*g^2*p^3+430*b^3*g^2*r^3-232*b^3*g*p^4-\ 1344*c^3*g*x^2-7744*b^2*c^5*g-4160*b^2*c^5*p-2496*b^2*c^5*q+352*b^2*c^5*r+4032* b^2*c^5*x-12512*b^2*c^4*g^2-3680*b^2*c^4*p^2-3840*c^2*g^2*x^2-1248*b^2*c^4*q^2+ 1712*b^2*c^4*r^2+6720*b^2*c^4*x^2-9232*b^2*c^3*g^3-1392*b^2*c^3*p^3+848*b^2*c^3 *r^3-3200*b^2*c^2*g^4-192*b^2*c^2*p^4+44*b^2*c^2*r^4-1080*b^2*g^5*x-1114*b^2*g^ 4*p^2-178*b^2*g^4*r^2+2016*b^2*g^4*x^2-1278*b^2*g^3*p^3+445*b^2*g^3*r^3-2544*c* g^3*x^2-568*b^2*g^2*p^4+137*b^2*g^2*r^4-78*b^2*g*p^5-3456*b*c^6*g-1056*g^3*p*x^ 2-1472*b*c^6*p-1056*g^3*q*x^2-1024*b*c^6*q+96*b*c^6*r+1536*b*c^6*x-8000*b*c^5*g ^2-1472*b*c^5*p^2-144*g^2*p^2*x^2-768*b*c^5*q^2-144*g^2*q^2*x^2+800*b*c^5*r^2+ 2688*b*c^5*x^2-8640*b*c^4*g^3-624*b*c^4*p^3-256*b*c^4*q^3+432*b*c^4*r^3-4800*b* c^3*g^4-96*b*c^3*p^4-12*b*c^3*r^4-1336*b*c^2*g^5-36*b*c^2*r^5-360*b*g^6*x-490*b *g^5*p^2-101*b*g^5*r^2+696*b*g^5*x^2-724*b*g^4*p^3+208*b*g^4*r^3-464*b*g^3*p^4+ 142*b*g^3*r^4-126*b*g^2*p^5-48*b*g^2*r^5-12*b*g*p^6-1152*c^6*g*p-576*c^6*g*q-\ 224*c^6*g*r+768*c^6*g*x-384*a^2*b*x^2-4704*c^5*g^2*p-2208*c^5*g^2*q-1040*c^5*g^ 2*r+2688*c^5*g^2*x-1600*c^5*g*p^2-400*c^5*g*q^2+144*c^5*g*r^2+96*a^2*c*x^2+2688 *c^5*g*x^2-144*a^2*g*x^2-6784*c^4*g^3*p-3040*c^4*g^3*q-1664*c^4*g^3*r+2688*c^4* g^3*x-5744*c^4*g^2*p^2-1256*c^4*g^2*q^2+544*c^4*g^2*r^2+9792*c^4*g^2*x^2-1160*c ^4*g*p^3-128*c^4*g*q^3+280*c^4*g*r^3-384*a*b^2*x^2-544*a*b^3-128*b^3*c-336*b^3* g-204*g^3*r+276*g^2*r^2-168*a*g^4-60*c*g^4+62*g^4*p+70*g^2*p^3+304*a^4*b+64*a^4 *c+184*a^4*g-320*a^3*b^2+304*a^3*c^2+140*a^3*g^2+384*a^2*c^3-148*a^2*g^3+144*a* c^4+336*b^2*c^3+336*b*c^4+240*c^4*g+640*c^3*g^2+300*c^2*g^3+480*g^4*x+260*g^3*p ^2-592*a^3*b-176*a^3*c-384*a^3*g-1328*a^2*b^2-400*a^2*c^2-764*a^2*g^2-288*a*c^3 -460*a*g^3-304*b^2*c^2-584*b^2*g^2-192*b*c^3-364*b*g^3-240*c^3*g-680*c^2*g^2-\ 440*c*g^3-224*g^3*p-176*g^3*q-192*g^3*x+48*g^2*p^2-84*g^2*q^2-256*a^2*b-16*a^2* c-136*a^2*g+32*a*b^2-48*a*c^2-32*a*g^2+32*b^2*c+32*b^2*g-48*b*c^2+64*b*g^2-48*c ^2*g-80*c*g^2-152*g^2*p-56*g^2*q-384*g^2*x+192*a*b+32*a*c+112*a*g+32*b*c+112*b* g+32*c*g-3*g^3*r^6-480*g^4*x^2+32*b^5*g^2-64*b^5*g+128*b^4*g^3+152*b^2*g^5+192* g^3*x^2-96*b^4*g^2+384*g^2*x^2+16*g^5*q^2+4*g^3*q^4+18*g^6*q-224*g^2*r-18464*a* b*c^3*g*p*q*r^2*x^2-13512*a*b^2*c*g^2*p*q*r^2*x^2-7508*a*b^2*c*g*p^2*q*r^2*x^2-\ 7636*a*b^2*c*g*p*q^2*r^2*x^2-9312*a*b^2*c*g*p*q*r^3*x^2-21216*a*b^2*c^2*g*p*q*r ^2*x^2-8912*a*b^3*c*g*p*q*r^2*x^2-9312*a^2*b*c*g*p*q*r^3*x^2-13512*a^2*b*c*g^2* p*q*r^2*x^2-7636*a^2*b*c*g*p^2*q*r^2*x^2-7508*a^2*b*c*g*p*q^2*r^2*x^2-21216*a^2 *b*c^2*g*p*q*r^2*x^2-15392*a^2*b^2*c*g*p*q*r^2*x^2-8912*a^3*b*c*g*p*q*r^2*x^2-\ 1752*a*b*c*g*p*q*r^4*x^2+62384*a^3*b*c*g*p*q*r*x^2+107744*a^2*b^2*c*g*p*q*r*x^2 +148512*a^2*b*c^2*g*p*q*r*x^2+94584*a^2*b*c*g^2*p*q*r*x^2+53452*a^2*b*c*g*p^2*q *r*x^2+52556*a^2*b*c*g*p*q^2*r*x^2+60160*a^2*b*c*g*p*q*r^2*x^2+62384*a*b^3*c*g* p*q*r*x^2+148512*a*b^2*c^2*g*p*q*r*x^2+94584*a*b^2*c*g^2*p*q*r*x^2+52556*a*b^2* c*g*p^2*q*r*x^2+53452*a*b^2*c*g*p*q^2*r*x^2+60160*a*b^2*c*g*p*q*r^2*x^2+129248* a*b*c^3*g*p*q*r*x^2+141008*a*b*c^2*g^2*p*q*r*x^2+67732*a*b*c^2*g*p^2*q*r*x^2+ 67732*a*b*c^2*g*p*q^2*r*x^2+72808*a*b*c^2*g*p*q*r^2*x^2+58856*a*b*c*g^3*p*q*r*x ^2+50792*a*b*c*g^2*p^2*q*r*x^2+50792*a*b*c*g^2*p*q^2*r*x^2+58376*a*b*c*g^2*p*q* r^2*x^2+15288*a*b*c*g*p^3*q*r*x^2+22736*a*b*c*g*p^2*q^2*r*x^2+22256*a*b*c*g*p^2 *q*r^2*x^2+15288*a*b*c*g*p*q^3*r*x^2+22256*a*b*c*g*p*q^2*r^2*x^2+5484*a*b*c*g*p *q*r^3*x^2-73904*a^3*b*c*g*p*q*r*x-107744*a^2*b^2*c*g*p*q*r*x-155248*a^2*b*c^2* g*p*q*r*x-100672*a^2*b*c*g^2*p*q*r*x-64768*a^2*b*c*g*p^2*q*r*x-49424*a^2*b*c*g* p*q^2*r*x-66592*a^2*b*c*g*p*q*r^2*x-76576*a^2*b*c*g*p*q*r*x^2-50864*a*b^3*c*g*p *q*r*x-141776*a*b^2*c^2*g*p*q*r*x-88496*a*b^2*c*g^2*p*q*r*x-55688*a*b^2*c*g*p^2 *q*r*x-42136*a*b^2*c*g*p*q^2*r*x-53728*a*b^2*c*g*p*q*r^2*x-76576*a*b^2*c*g*p*q* r*x^2-129248*a*b*c^3*g*p*q*r*x-141008*a*b*c^2*g^2*p*q*r*x-75608*a*b*c^2*g*p^2*q *r*x-59856*a*b*c^2*g*p*q^2*r*x-72808*a*b*c^2*g*p*q*r^2*x-84008*a*b*c^2*g*p*q*r* x^2-58856*a*b*c*g^3*p*q*r*x-57268*a*b*c*g^2*p^2*q*r*x-44316*a*b*c*g^2*p*q^2*r*x -58376*a*b*c*g^2*p*q*r^2*x-76224*a*b*c*g^2*p*q*r*x^2-19196*a*b*c*g*p^3*q*r*x-\ 22736*a*b*c*g*p^2*q^2*r*x-25672*a*b*c*g*p^2*q*r^2*x-19558*a*b*c*g*p^2*q*r*x^2-\ 11380*a*b*c*g*p*q^3*r*x-18840*a*b*c*g*p*q^2*r^2*x-19558*a*b*c*g*p*q^2*r*x^2-\ 5484*a*b*c*g*p*q*r^3*x+31064*a*b*c*g*p*q*r^2*x^2+80608*a^2*b*c*g*p*q*r*x+72544* a*b^2*c*g*p*q*r*x+84008*a*b*c^2*g*p*q*r*x+76224*a*b*c*g^2*p*q*r*x+20446*a*b*c*g *p^2*q*r*x+18670*a*b*c*g*p*q^2*r*x-31064*a*b*c*g*p*q*r^2*x-113756*a*b*c*g*p*q*r *x^2+113756*a*b*c*g*p*q*r*x+2580*a*b*c*g*p^3*q*r^2*x+3248*a*b*c*g*p^2*q^2*r^2*x +4218*a*b*c*g*p^2*q*r^3*x+1788*a*b*c*g*p*q^3*r^2*x+3146*a*b*c*g*p*q^2*r^3*x+ 1752*a*b*c*g*p*q*r^4*x+8408*a*b*c*g^3*p*q*r^2*x+7776*a*b*c*g^2*p^2*q*r^2*x+6736 *a*b*c*g^2*p*q^2*r^2*x+8984*a*b*c*g^2*p*q*r^3*x+20144*a*b*c^2*g^2*p*q*r^2*x+ 10272*a*b*c^2*g*p^2*q*r^2*x+9080*a*b*c^2*g*p*q^2*r^2*x+11504*a*b*c^2*g*p*q*r^3* x+18464*a*b*c^3*g*p*q*r^2*x+12816*a*b^2*c*g^2*p*q*r^2*x+7584*a*b^2*c*g*p^2*q*r^ 2*x+6392*a*b^2*c*g*p*q^2*r^2*x+8056*a*b^2*c*g*p*q*r^3*x+20656*a*b^2*c^2*g*p*q*r ^2*x+7248*a*b^3*c*g*p*q*r^2*x+14208*a^2*b*c*g^2*p*q*r^2*x+8880*a^2*b*c*g*p^2*q* r^2*x+7432*a^2*b*c*g*p*q^2*r^2*x+10568*a^2*b*c*g*p*q*r^3*x+21776*a^2*b*c^2*g*p* q*r^2*x+15392*a^2*b^2*c*g*p*q*r^2*x+10576*a^3*b*c*g*p*q*r^2*x-2184*a*b*c*g*p^3* q*r^2*x^2-3248*a*b*c*g*p^2*q^2*r^2*x^2-3682*a*b*c*g*p^2*q*r^3*x^2-2184*a*b*c*g* p*q^3*r^2*x^2-3682*a*b*c*g*p*q^2*r^3*x^2-8408*a*b*c*g^3*p*q*r^2*x^2-7256*a*b*c* g^2*p^2*q*r^2*x^2-7256*a*b*c*g^2*p*q^2*r^2*x^2-8984*a*b*c*g^2*p*q*r^3*x^2-20144 *a*b*c^2*g^2*p*q*r^2*x^2-9676*a*b*c^2*g*p^2*q*r^2*x^2-9676*a*b*c^2*g*p*q^2*r^2* x^2-11504*a*b*c^2*g*p*q*r^3*x^2-648*a^2*b*c*g*x-17112*a^2*b*c*p*x-11544*a^2*b*c *q*x-9732*a^2*b*g*p*x-4956*a^2*b*g*q*x-6912*a^2*b*p*q*x-9816*a^2*c*g*p*x-7236*a ^2*c*g*q*x-1044*a^2*c*p*q*x-3978*a^2*g*p*q*x+6504*a*b^2*c*g*x-13128*a*b^2*c*p*x -6216*a*b^2*c*q*x-6612*a*b^2*g*p*x-1164*a*b^2*g*q*x-5664*a*b^2*p*q*x-12768*a*b* c^2*g*x-18456*a*b*c^2*p*x-12168*a*b*c^2*q*x+4128*a*b*c*g^2*x-9132*a*b*c*p^2*x-\ 4932*a*b*c*q^2*x-6384*a*b*g^2*p*x-1920*a*b*g^2*q*x-7902*a*b*g*p^2*x-3690*a*b*g* q^2*x-2940*a*b*p^2*q*x-2388*a*b*p*q^2*x-11028*a*c^2*g*p*x-7860*a*c^2*g*q*x-1872 *a*c^2*p*q*x-10374*a*c*g^2*p*x-6618*a*c*g^2*q*x-5490*a*c*g*p^2*x-3054*a*c*g*q^2 *x-552*a*c*p^2*q*x-396*a*c*p*q^2*x-4860*a*g^2*p*q*x-1746*a*g*p^2*q*x-1392*a*g*p *q^2*x-8364*b^2*c*g*p*x-2664*b^2*c*g*q*x-1116*b^2*c*p*q*x-3390*b^2*g*p*q*x-\ 12348*b*c^2*g*p*x-6300*b*c^2*g*q*x-2352*b*c^2*p*q*x-9726*b*c*g^2*p*x-4002*b*c*g ^2*q*x-5946*b*c*g*p^2*x-2406*b*c*g*q^2*x-612*b*c*p^2*q*x-504*b*c*p*q^2*x-4524*b *g^2*p*q*x-1776*b*g*p^2*q*x-1446*b*g*p*q^2*x-2112*c^2*g*p*q*x-4848*c*g^2*p*q*x-\ 582*c*g*p^2*q*x-450*c*g*p*q^2*x+6316*a*b*c*g*p+592*a*b*c*g*q+18432*a*b*c*g*x+ 2404*a*b*c*p*q+3676*a*b*c*p*r+5208*a*b*c*p*x+6216*a*b*c*q*x+1890*a*b*g*p*q+3922 *a*b*g*p*r+6300*a*b*g*p*x+6420*a*b*g*q*x+768*a*b*p*q*x+1438*a*c*g*p*q+2794*a*c* g*p*r+4236*a*c*g*p*x+1784*a*c*g*q*r+4140*a*c*g*q*x+204*a*c*p*q*r+264*a*c*p*q*x+ 560*a*g*p*q*r+516*a*g*p*q*x+1534*b*c*g*p*q+2618*b*c*g*p*r+3780*b*c*g*p*x+4548*b *c*g*q*x+312*b*c*p*q*x+540*b*g*p*q*x+288*c*g*p*q*x+64*g^2+32*g^3-80*g^4+1224*a* g^4*x-696*a*g*p^3*x-204*g^4*p*x-366*g^2*p^3*x+152*a*g*p^3-2304*a^3*b*c*x+4752*a ^3*b*g*x-4176*a^3*b*p*x-2496*a^3*b*q*x-936*a^3*c*g*x-456*a^3*c*p*x-648*a^3*c*q* x-2316*a^3*g*p*x-1572*a^3*g*q*x+768*a^2*b^2*c*x+11424*a^2*b^2*g*x-5712*a^2*b^2* p*x-2352*a^2*b^2*q*x-10992*a^2*b*c^2*x+8580*a^2*b*g^2*x-4572*a^2*b*p^2*x-2340*a ^2*b*q^2*x-6168*a^2*c^2*g*x-1968*a^2*c^2*p*x-1656*a^2*c^2*q*x-168*a^2*c*g^2*x-\ 660*a^2*c*p^2*x-288*a^2*c*q^2*x-3576*a^2*g^2*p*x-2208*a^2*g^2*q*x-2616*a^2*g*p^ 2*x-1314*a^2*g*q^2*x+3840*a*b^3*c*x+8496*a*b^3*g*x-1536*a*b^3*p*x-5328*a*b^2*c^ 2*x+10668*a*b^2*g^2*x-3948*a*b^2*p^2*x-9024*a*b*c^3*x+5808*a*b*g^3*x-1164*a*b*p ^3*x-5328*a*c^3*g*x-1680*a*c^3*p*x-1536*a*c^3*q*x-4968*a*c^2*g^2*x-1104*a*c^2*p ^2*x-768*a*c^2*q^2*x+1200*a*c*g^3*x-228*a*c*p^3*x-120*a*c*q^3*x-1698*a*g^3*p*x-\ 726*a*g^3*q*x-3150*a*g^2*p^2*x-1518*a*g^2*q^2*x-366*a*g*q^3*x+2952*b^3*c*g*x-\ 792*b^3*c*p*x-1164*b^3*g*p*x-2376*b^2*c^2*g*x-2664*b^2*c^2*p*x-528*b^2*c^2*q*x+ 4008*b^2*c*g^2*x-768*b^2*c*p^2*x-2112*b^2*g^2*p*x-2358*b^2*g*p^2*x-5232*b*c^3*g *x-2688*b*c^3*p*x-1200*b*c^3*q*x-3000*b*c^2*g^2*x-1248*b*c^2*p^2*x-336*b*c^2*q^ 2*x+2400*b*c*g^3*x-72*b*c*p^3*x-1218*b*g^3*p*x-3186*b*g^2*p^2*x-618*b*g*p^3*x-\ 2184*c^3*g*p*x-1368*c^3*g*q*x-5916*c^2*g^2*p*x-3492*c^2*g^2*q*x-1176*c^2*g*p^2* x-552*c^2*g*q^2*x-2820*c*g^3*p*x-1332*c*g^3*q*x-3078*c*g^2*p^2*x-1434*c*g^2*q^2 *x-150*c*g*p^3*x-66*c*g*q^3*x-1464*g^3*p*q*x-1026*g^2*p^2*q*x-822*g^2*p*q^2*x+ 2168*a^2*b*c*g+4688*a^2*b*c*p+1776*a^2*b*c*q+5208*a^2*b*c*r+9552*a^2*b*c*x+3072 *a^2*b*g*p+528*a^2*b*g*q+4616*a^2*b*g*r+10512*a^2*b*g*x+1360*a^2*b*p*q+1760*a^2 *b*p*r+2520*a^2*b*p*x+2712*a^2*b*q*x+3004*a^2*c*g*p+1040*a^2*c*g*q+3632*a^2*c*g *r+6720*a^2*c*g*x+172*a^2*c*p*q+620*a^2*c*p*r+1008*a^2*c*p*x+212*a^2*c*q*r+552* a^2*c*q*x+766*a^2*g*p*q+1764*a^2*g*p*x+780*a^2*g*q*r+1632*a^2*g*q*x-1408*a*b^2* c*g+2568*a*b^2*c*p+9840*a*b^2*c*x+1356*a*b^2*g*p+10032*a*b^2*g*x+3336*a*b^2*p*x +3528*a*b^2*q*x+3560*a*b*c^2*g+4152*a*b*c^2*p+1008*a*b*c^2*q+9600*a*b*c^2*x+ 2036*a*b*c*p^2+1744*a*b*g^2*p-488*a*b*g^2*q+8880*a*b*g^2*x+1886*a*b*g*p^2+592*a *b*p^2*q+228*a*b*p^2*r-24*a*b*p^2*x+792*a*b*q^2*x+2812*a*c^2*g*p+512*a*c^2*g*q+ 3536*a*c^2*g*r+7296*a*c^2*g*x+228*a*c^2*p*q+868*a*c^2*p*r+1392*a*c^2*p*x+396*a* c^2*q*r+720*a*c^2*q*x+2854*a*c*g^2*p+538*a*c*g^2*q+7896*a*c*g^2*x+1394*a*c*g*p^ 2-104*a*c*g*q^2+108*a*c*p^2*q+244*a*c*p^2*r+336*a*c*p^2*x+24*a*c*p*q^2-24*a*c*q ^2*x+822*a*g^2*p*q+2784*a*g^2*p*x+2664*a*g^2*q*x+350*a*g*p^2*q+156*a*g*p^2*x+ 170*a*g*p*q^2+384*a*g*q^2*x+1604*b^2*c*g*p+6528*b^2*c*g*x+696*b^2*c*p*x+912*b^2 *c*q*x+2016*b^2*g*p*x+2220*b^2*g*q*x+2756*b*c^2*g*p+448*b*c^2*g*q+3312*b*c^2*g* r+7104*b*c^2*g*x+468*b*c^2*p*q+348*b*c^2*p*r+432*b*c^2*p*x+1296*b*c^2*q*x+2092* b*c*g^2*p-332*b*c*g^2*q+7752*b*c*g^2*x+1342*b*c*g*p^2+132*b*c*p^2*q-144*b*c*p^2 *r-264*b*c*p^2*x+336*b*c*q^2*x+654*b*g^2*p*q+3000*b*g^2*p*x+2928*b*g^2*q*x+362* b*g*p^2*q+42*b*g*p^2*r-144*b*g*p^2*x+564*b*g*q^2*x+348*c^2*g*p*q+608*c^2*g*p*r+ 912*c^2*g*p*x+456*c^2*g*q*r+1008*c^2*g*q*x+790*c*g^2*p*q+2280*c*g^2*p*x+2424*c* g^2*q*x+120*c*g*p^2*q+50*c*g*p^2*r+36*c*g*p^2*x+54*c*g*p*q^2+156*c*g*q^2*x+336* g^2*p*q*x-3280*a*b*c*g-816*a*b*c*p-1320*a*b*c*q+1728*a*b*c*x-1168*a*b*g*p-1228* a*b*g*q+96*a*b*g*x-184*a*b*p*q-192*a*c^2*x^2-4688*c^3*g^4*p-2000*c^3*g^4*q-1288 *c^3*g^4*r+576*c^3*g^4*x+192*a*g^2*x^2-6872*c^3*g^3*p^2-1364*c^3*g^3*q^2+432*c^ 3*g^3*r^2+11424*c^3*g^3*x^2-3480*c^3*g^2*p^3-312*c^3*g^2*q^3+952*c^3*g^2*r^3-\ 484*c^3*g*p^4-16*c^3*g*q^4+100*c^3*g*r^4+96*b^2*c*x^2-1656*c^2*g^5*p-660*c^2*g^ 5*q-526*c^2*g^5*r-144*b^2*g*x^2-528*c^2*g^5*x-3692*c^2*g^4*p^2-662*c^2*g^4*q^2+ 12*c^2*g^4*r^2+5808*c^2*g^4*x^2-3218*c^2*g^3*p^3+192*a^4*c*x+624*a^4*b*x+408*a^ 4*g*x+3504*a^3*b^2*x-432*a^3*c^2*x+1716*a^3*g^2*x+5136*a^2*b^3*x-1296*a^2*c^3*x +2256*a^2*g^3*x-248*c^2*g^3*q^3-768*a*c^4*x+886*c^2*g^3*r^3-1126*c^2*g^2*p^4+ 240*b^3*c^2*x-28*c^2*g^2*q^4-1200*b^2*c^3*x+248*c^2*g^2*r^4-1152*b*c^4*x-960*c^ 4*g*x-2400*c^3*g^2*x-720*c^2*g^3*x+600*c*g^4*x-1014*g^3*p^2*x-114*c^2*g*p^5+ 1904*a^3*b*c+56*a^3*b*g+1424*a^3*b*p+592*a^3*b*q+1760*a^3*b*r+3408*a^3*b*x+1168 *a^3*c*g+280*a^3*c*p+88*a^3*c*q+448*a^3*c*r+912*a^3*c*x+852*a^3*g*p+340*a^3*g*q +2160*a^3*g*x+160*a^2*b^2*c-1944*a^2*b^2*g+1568*a^2*b^2*p-2*c^2*g*r^5+6720*a^2* b^2*x+3584*a^2*b*c^2-984*a^2*b*g^2+1076*a^2*b*p^2+2272*a^2*c^2*g+728*a^2*c^2*p+ 80*a^2*c^2*q+1048*a^2*c^2*r+2016*a^2*c^2*x+1188*a^2*c*g^2+268*a^2*c*p^2-40*a^2* c*q^2+1292*a^2*g^2*p+348*a^2*g^2*q+4044*a^2*g^2*x+672*a^2*g*p^2+70*a^2*g*q^2+ 3312*a*b^3*x+752*a*b^2*c^2-2028*a*b^2*g^2+984*a*b^2*p^2+2160*a*b*c^3-944*a*b*g^ 3+220*a*b*p^3+1384*a*c^3*g+464*a*c^3*p-8*a*c^3*q+712*a*c^3*r+1440*a*c^3*x+1768* a*c^2*g^2+364*a*c^2*p^2-40*a*c^2*q^2+220*a*c*g^3+84*a*c*p^3+590*a*g^3*p-10*a*g^ 3*q+2472*a*g^3*x+794*a*g^2*p^2-48*a*g^2*q^2+816*b^3*c*x+2064*b^3*g*x+376*b^2*c^ 2*g+584*b^2*c^2*p+1824*b^2*c^2*x-900*b^2*c*g^2+200*b^2*c*p^2+300*b^2*g^2*p+3684 *b^2*g^2*x+592*b^2*g*p^2+1336*b*c^3*g+568*b*c^3*p+224*b*c^3*q+632*b*c^3*r+1248* b*c^3*x+784*b*c^2*g^2+200*b*c^2*p^2-380*b*c*g^3-24*b*c*p^3+236*b*g^3*p+2280*b*g ^3*x+786*b*g^2*p^2+98*b*g*p^3+516*c^3*g*p+108*c^3*g*q+1344*c^3*g*x+1418*c^2*g^2 *p+206*c^2*g^2*q+3840*c^2*g^2*x+282*c^2*g*p^2-30*c^2*g*q^2+704*c*g^3*p-40*c*g^3 *q+2544*c*g^3*x+742*c*g^2*p^2-80*c*g^2*q^2+30*c*g*p^3+218*g^3*p*q+1104*g^3*p*x+ 1008*g^3*q*x+208*g^2*p^2*q+12*g^2*p^2*x+106*g^2*p*q^2+276*g^2*q^2*x-1680*a^2*b* c-2000*a^2*b*g-264*a^2*b*p-456*a^2*b*q+184*a^2*b*r+672*a^2*b*x-1232*a^2*c*g-192 *a^2*c*p-88*a^2*c*q-80*a^2*c*r-48*a^2*c*x-228*a^2*g*p-272*a^2*g*q+52*a^2*g*r+ 312*a^2*g*x-1824*a*b^2*c-1760*a*b^2*g-768*a*b^2*p-278*c*g^6*p-109*c*g^6*r+96*a* b^2*x-1696*a*b*c^2-1604*a*b*g^2+160*a*b*p^2-312*c*g^6*x-1328*a*c^2*g-272*a*c^2* p-184*a*c^2*q-80*a*c^2*r+192*a*c^2*x-1412*a*c*g^2-56*a*c*p^2-32*a*c*q^2-484*a*g ^2*p-468*a*g^2*q-96*a*g^2*x+52*a*g*p^2-140*a*g*q^2-910*c*g^5*p^2-1136*b^2*c*g-\ 160*b^2*c*p-85*c*g^5*r^2+1296*c*g^5*x^2-144*b^2*c*x-464*b^2*g*p-1188*c*g^4*p^3+ 312*c*g^4*r^3-24*b^2*g*x-710*c*g^3*p^4+185*c*g^3*r^4-1232*b*c^2*g-40*b*c^2*p-\ 224*b*c^2*q+16*b*c^2*r-26484*a*b*c*g*p*x-15036*a*b*c*g*q*x-14544*a*b*c*p*q*x-\ 11832*a*b*g*p*q*x-8928*a*c*g*p*q*x-9120*b*c*g*p*q*x+912*a*b*p*r+1920*a*b*p*x+ 1344*a*b*q*x-728*a*c*g*p-844*a*c*g*q-212*a*c*g*r+720*a*c*g*x-48*a*c*p*q+32*a*c* p*r+144*a*c*p*x+56*a*c*q*r+336*a*c*q*x-116*a*g*p*q+472*a*g*p*r+1032*a*g*p*x+76* a*g*q*r+840*a*g*q*x-664*b*c*g*p-884*b*c*g*q-276*b*c*g*r+624*b*c*g*x-72*b*c*p*q+ 240*b*c*p*r+432*b*c*p*x+48*b*c*q*x-128*b*g*p*q+576*b*g*p*r+1176*b*g*p*x+696*b*g *q*x-60*c*g*p*q+136*c*g*p*r+288*c*g*p*x+192*c*g*q*x+192*b*c^2*x-1340*b*c*g^2+88 *b*c*p^2-186*c*g^2*p^5-636*b*g^2*p-556*b*g^2*q-288*b*g^2*x+124*b*g*p^2-17*c*g^2 *r^5-12*c*g*p^6-156*c^2*g*p-204*c^2*g*q+192*c^2*g*x-404*c*g^2*p-476*c*g^2*q+288 *c*g^2*x+16*c*g*p^2-44*c*g*q^2-76*g^2*p*q+624*g^2*p*x+432*g^2*q*x-400*a*b*c-72* a*b*g-464*a*b*p-176*a*b*q-1152*a*b*x-200*a*c*g-48*a*c*p-48*a*c*q-112*a*c*r-192* a*c*x-256*a*g*p-112*a*g*q-392*a*g*r-672*a*g*x-152*b*c*g-96*b*c*p-112*b*c*r-192* b*c*x-280*b*g*p-88*b*g*q-392*b*g*r-672*b*g*x-72*c*g*p-24*c*g*q-192*c*g*x-192*b* c^2*x^2-73*g^6*p*r-60*g^6*p*x-108*g^6*q*x+56*g^6*r*x-248*g^5*p^2*q-146*g^5*p^2* r+288*g^5*p^2*x+192*b*g^2*x^2+16*g^5*p*r^2+600*g^5*p*x^2-96*g^5*q^2*x-4*g^5*q*r ^2+600*g^5*q*x^2+644*g^5*r^2*x+716*g^5*r*x^2-316*g^4*p^3*q-110*g^4*p^3*r+642*g^ 4*p^3*x+672*c^3*g*r-240*g^4*p^2*q^2+876*g^4*p^2*x^2+182*g^4*p*r^3-66*g^4*q^3*x+ 43*g^4*q^2*r^2+876*g^4*q^2*x^2+112*g^4*q*r^3+1792*c^2*g^2*r+308*g^4*r^3*x-156*g ^4*r^2*x^2-174*g^3*p^4*q-192*c^2*g*x^2-34*g^3*p^4*r+432*g^3*p^4*x-192*g^3*p^3*q ^2+172*g^3*p^3*r^2+432*g^3*p^3*x^2-90*g^3*p^2*q^3+206*g^3*p^2*r^3+53*g^3*p*r^4-\ 48*g^3*q^4*x+38*g^3*q^3*r^2+432*g^3*q^3*x^2+83*g^3*q^2*r^3+29*g^3*q*r^4-320*g^3 *r^4*x-288*c*g^2*x^2-1136*g^3*r^3*x^2-36*g^2*p^5*q-6*g^2*p^5*r+90*g^2*p^5*x-48* g^2*p^4*q^2+56*g^2*p^4*r^2+60*g^2*p^4*x^2-36*g^2*p^3*q^3+84*g^2*p^3*r^3-12*g^2* p^2*q^4+34*g^2*p^2*r^4-2*g^2*p*r^5-18*g^2*q^5*x+9*g^2*q^4*r^2+60*g^2*q^4*x^2+12 *g^2*q^3*r^3-10*g^2*q^2*r^4-15*g^2*q*r^5+16*g^2*r^5*x+176*g^2*r^4*x^2-1440*a^4* b*x^2-384*a^4*c*x^2-912*a^4*g*x^2-4320*a^3*b^2*x^2+96*a^3*c^2*x^2-2568*a^3*g^2* x^2-4320*a^2*b^3*x^2+1248*a^2*c^3*x^2-2712*a^2*g^3*x^2-1440*a*b^4*x^2+960*a*c^4 *x^2-1296*a*g^4*x^2-384*b^4*c*x^2-912*b^4*g*x^2+576*a^5*b*c+96*b^3*c^2*x^2+1184 *a^5*b*g-2568*b^3*g^2*x^2-672*a^5*b*p-128*a^5*b*q-864*a^5*b*r+1248*b^2*c^3*x^2-\ 1536*a^5*b*x-2712*b^2*g^3*x^2+320*a^5*c*g-96*a^5*c*p+32*a^5*c*q+960*b*c^4*x^2-\ 1296*b*g^4*x^2-192*a^5*c*r-576*a^5*c*x-384*a^5*g*p-48*a^5*g*q-528*a^5*g*r-1056* a^5*g*x+960*c^4*g*x^2+2400*c^3*g^2*x^2+1856*a^4*b^2*c+2912*a^4*b^2*g+720*c^2*g^ 3*x^2-1312*a^4*b^2*p+160*a^4*b^2*q-1840*a^4*b^2*r-600*c*g^4*x^2-4608*a^4*b^2*x-\ 256*a^4*b*c^2+2672*a^4*b*g^2+84*g^4*p*x^2-2544*a^4*b*p^2+84*g^4*q*x^2-272*a^4*b *q^2-1360*a^4*b*r^2+696*g^3*p^2*x^2+696*g^3*q^2*x^2+276*g^2*p^3*x^2+276*g^2*q^3 *x^2+192*a^4*c^2*g-384*a^4*c^2*p+320*a^4*c^2*q-848*a^4*c^2*r-3072*a^4*c^2*x+ 1232*a^4*c*g^2-384*a^4*c*p^2+64*a^4*c*q^2-376*a^4*c*r^2-1008*a^4*g^2*p+16*a^4*g ^2*q-1416*a^4*g^2*r-3384*a^4*g^2*x-1464*a^4*g*p^2-104*a^4*g*q^2-868*a^4*g*r^2+ 2176*a^3*b^3*c+2784*a^3*b^3*g-448*a^3*b^3*p+704*a^3*b^3*q-928*a^3*b^3*r-4608*a^ 3*b^3*x+4496*a^3*b^2*g^2-4544*a^3*b^2*p^2-3360*a^3*b*x^2+128*a^3*b^2*q^2-3016*a ^3*b^2*r^2-2560*a^3*b*c^3+2936*a^3*b*g^3-2568*a^3*b*p^3-40*a^3*b*q^3+184*a^3*b* r^3-864*a^3*c*x^2-224*a^3*c^3*g-608*a^3*c^3*p+768*a^3*c^3*q-1600*a^3*c^3*r-7296 *a^3*c^3*x+624*a^3*c^2*g^2-2112*a^3*g*x^2-1600*a^3*c^2*p^2+192*a^3*c^2*q^2-1640 *a^3*c^2*r^2+1776*a^3*c*g^3-552*a^3*c*p^3-200*a^3*c*r^3-988*a^3*g^3*p+224*a^3*g ^3*q-1402*a^3*g^3*r-4236*a^3*g^3*x-3448*a^3*g^2*p^2-104*a^3*g^2*q^2-2222*a^3*g^ 2*r^2-6720*a^2*b^2*x^2-1560*a^3*g*p^3-20*a^3*g*q^3-8*a^3*g*r^3-1920*a^2*c^2*x^2 -3864*a^2*g^2*x^2+1088*a^2*b^4*c+1088*a^2*b^4*g+352*a^2*b^4*p+208*a^2*b^4*r-\ 1536*a^2*b^4*x+768*a^2*b^3*c^2+2864*a^2*b^3*g^2-2128*a^2*b^3*p^2-1960*a^2*b^3*r ^2-3840*a^2*b^2*c^3-3360*a*b^3*x^2+3272*a^2*b^2*g^3-3208*a^2*b^2*p^3+60*a^2*b^2 *r^3-3584*a^2*b*c^4+1688*a^2*b*g^4-1056*a^2*b*p^4+288*a^2*b*r^4-416*a^2*c^4*g-\ 448*a^2*c^4*p+704*a^2*c^4*q-1424*a^2*c^4*r-7776*a^2*c^4*x-1200*a^2*c^3*g^2-2176 *a^2*c^3*p^2-1344*a*c^3*x^2+192*a^2*c^3*q^2-2304*a^2*c^3*r^2+712*a^2*c^2*g^3-\ 1520*a^2*c^2*p^3-560*a^2*c^2*r^3+1204*a^2*c*g^4-312*a^2*c*p^4-2376*a*g^3*x^2+20 *a^2*c*r^4-442*a^2*g^4*p+262*a^2*g^4*q-609*a^2*g^4*r-2604*a^2*g^4*x-3046*a^2*g^ 3*p^2+24*a^2*g^3*q^2-2100*a^2*g^3*r^2-2760*a^2*g^2*p^3-2*a^2*g^2*q^3-131*a^2*g^ 2*r^3-684*a^2*g*p^4+10*a^2*g*q^4+154*a^2*g*r^4-864*b^3*c*x^2-21*b*g^4*q*r^4-7*b *g^3*q^2*r^4-4*b*g^3*q*r^5-19*b^2*g^3*q*r^4: Qgp:= 4608+(-32*a^6*c*x^4-16*a^6*p*x^4-16*a^6*q*x^4-48*a^6*r*x^4-192*a^5*b*c *x^4-96*a^5*b*p*x^4-96*a^5*b*q*x^4-288*a^5*b*r*x^4-256*a^5*c^2*x^4-160*a^5*c*g* x^4-240*a^5*c*p*x^4-240*a^5*c*q*x^4-624*a^5*c*r*x^4-80*a^5*g*p*x^4-80*a^5*g*q*x ^4-240*a^5*g*r*x^4-56*a^5*p^2*x^4-112*a^5*p*q*x^4-288*a^5*p*r*x^4-56*a^5*q^2*x^ 4-288*a^5*q*r*x^4-288*a^5*r^2*x^4-480*a^4*b^2*c*x^4-240*a^4*b^2*p*x^4-240*a^4*b ^2*q*x^4-720*a^4*b^2*r*x^4-1280*a^4*b*c^2*x^4-800*a^4*b*c*g*x^4-1200*a^4*b*c*p* x^4-1200*a^4*b*c*q*x^4-3120*a^4*b*c*r*x^4-400*a^4*b*g*p*x^4-400*a^4*b*g*q*x^4-\ 1200*a^4*b*g*r*x^4-280*a^4*b*p^2*x^4-560*a^4*b*p*q*x^4-1440*a^4*b*p*r*x^4-280*a ^4*b*q^2*x^4-1440*a^4*b*q*r*x^4-1440*a^4*b*r^2*x^4-832*a^4*c^3*x^4-1072*a^4*c^2 *g*x^4-1136*a^4*c^2*p*x^4-1136*a^4*c^2*q*x^4-2768*a^4*c^2*r*x^4-328*a^4*c*g^2*x ^4-1008*a^4*c*g*p*x^4-1008*a^4*c*g*q*x^4-2608*a^4*c*g*r*x^4-512*a^4*c*p^2*x^4-\ 1024*a^4*c*p*q*x^4-2480*a^4*c*p*r*x^4-512*a^4*c*q^2*x^4-2480*a^4*c*q*r*x^4-2456 *a^4*c*r^2*x^4-164*a^4*g^2*p*x^4-164*a^4*g^2*q*x^4-492*a^4*g^2*r*x^4-236*a^4*g* p^2*x^4-472*a^4*g*p*q*x^4-1208*a^4*g*p*r*x^4-236*a^4*g*q^2*x^4-1208*a^4*g*q*r*x ^4-1200*a^4*g*r^2*x^4-76*a^4*p^3*x^4-228*a^4*p^2*q*x^4-548*a^4*p^2*r*x^4-228*a^ 4*p*q^2*x^4-1096*a^4*p*q*r*x^4-1084*a^4*p*r^2*x^4-76*a^4*q^3*x^4-548*a^4*q^2*r* x^4-1084*a^4*q*r^2*x^4-668*a^4*r^3*x^4-640*a^3*b^3*c*x^4-320*a^3*b^3*p*x^4-320* a^3*b^3*q*x^4-960*a^3*b^3*r*x^4-2560*a^3*b^2*c^2*x^4-1600*a^3*b^2*c*g*x^4-2400* a^3*b^2*c*p*x^4-2400*a^3*b^2*c*q*x^4-6240*a^3*b^2*c*r*x^4-800*a^3*b^2*g*p*x^4-\ 800*a^3*b^2*g*q*x^4-2400*a^3*b^2*g*r*x^4-560*a^3*b^2*p^2*x^4-1120*a^3*b^2*p*q*x ^4-2880*a^3*b^2*p*r*x^4-560*a^3*b^2*q^2*x^4-2880*a^3*b^2*q*r*x^4-2880*a^3*b^2*r ^2*x^4-3328*a^3*b*c^3*x^4-4288*a^3*b*c^2*g*x^4-4544*a^3*b*c^2*p*x^4-4544*a^3*b* c^2*q*x^4-11072*a^3*b*c^2*r*x^4-1312*a^3*b*c*g^2*x^4-4032*a^3*b*c*g*p*x^4-4032* a^3*b*c*g*q*x^4-10432*a^3*b*c*g*r*x^4-2048*a^3*b*c*p^2*x^4-4096*a^3*b*c*p*q*x^4 -9920*a^3*b*c*p*r*x^4-2048*a^3*b*c*q^2*x^4-9920*a^3*b*c*q*r*x^4-9824*a^3*b*c*r^ 2*x^4-656*a^3*b*g^2*p*x^4-656*a^3*b*g^2*q*x^4-1968*a^3*b*g^2*r*x^4-944*a^3*b*g* p^2*x^4-1888*a^3*b*g*p*q*x^4-4832*a^3*b*g*p*r*x^4-944*a^3*b*g*q^2*x^4-4832*a^3* b*g*q*r*x^4-4800*a^3*b*g*r^2*x^4-304*a^3*b*p^3*x^4-912*a^3*b*p^2*q*x^4-2192*a^3 *b*p^2*r*x^4-912*a^3*b*p*q^2*x^4-4384*a^3*b*p*q*r*x^4-4336*a^3*b*p*r^2*x^4-304* a^3*b*q^3*x^4-2192*a^3*b*q^2*r*x^4-4336*a^3*b*q*r^2*x^4-2672*a^3*b*r^3*x^4-1408 *a^3*c^4*x^4-2816*a^3*c^3*g*x^4-2512*a^3*c^3*p*x^4-2512*a^3*c^3*q*x^4-5872*a^3* c^3*r*x^4-1760*a^3*c^2*g^2*x^4-3872*a^3*c^2*g*p*x^4-3872*a^3*c^2*g*q*x^4-9384*a ^3*c^2*g*r*x^4-1656*a^3*c^2*p^2*x^4-3312*a^3*c^2*p*q*x^4-7712*a^3*c^2*p*r*x^4-\ 1656*a^3*c^2*q^2*x^4-7712*a^3*c^2*q*r*x^4-7504*a^3*c^2*r^2*x^4-352*a^3*c*g^3*x^ 4-1660*a^3*c*g^2*p*x^4-1660*a^3*c*g^2*q*x^4-4280*a^3*c*g^2*r*x^4-1760*a^3*c*g*p ^2*x^4-3520*a^3*c*g*p*q*x^4-8476*a^3*c*g*p*r*x^4-1760*a^3*c*g*q^2*x^4-8476*a^3* c*g*q*r*x^4-8320*a^3*c*g*r^2*x^4-476*a^3*c*p^3*x^4-1428*a^3*c*p^2*q*x^4-3308*a^ 3*c*p^2*r*x^4-1428*a^3*c*p*q^2*x^4-6616*a^3*c*p*q*r*x^4-6420*a^3*c*p*r^2*x^4-\ 476*a^3*c*q^3*x^4-3308*a^3*c*q^2*r*x^4-6420*a^3*c*q*r^2*x^4-3868*a^3*c*r^3*x^4-\ 176*a^3*g^3*p*x^4-176*a^3*g^3*q*x^4-528*a^3*g^3*r*x^4-390*a^3*g^2*p^2*x^4-780*a ^3*g^2*p*q*x^4-1990*a^3*g^2*p*r*x^4-390*a^3*g^2*q^2*x^4-1990*a^3*g^2*q*r*x^4-\ 1968*a^3*g^2*r^2*x^4-264*a^3*g*p^3*x^4-792*a^3*g*p^2*q*x^4-1892*a^3*g*p^2*r*x^4 -792*a^3*g*p*q^2*x^4-3784*a^3*g*p*q*r*x^4-3704*a^3*g*p*r^2*x^4-264*a^3*g*q^3*x^ 4-1892*a^3*g*q^2*r*x^4-3704*a^3*g*q*r^2*x^4-2248*a^3*g*r^3*x^4-50*a^3*p^4*x^4-\ 200*a^3*p^3*q*x^4-460*a^3*p^3*r*x^4-300*a^3*p^2*q^2*x^4-1380*a^3*p^2*q*r*x^4-\ 1334*a^3*p^2*r^2*x^4-200*a^3*p*q^3*x^4-1380*a^3*p*q^2*r*x^4-2668*a^3*p*q*r^2*x^ 4-1600*a^3*p*r^3*x^4-50*a^3*q^4*x^4-460*a^3*q^3*r*x^4-1334*a^3*q^2*r^2*x^4-1600 *a^3*q*r^3*x^4-684*a^3*r^4*x^4-480*a^2*b^4*c*x^4-240*a^2*b^4*p*x^4-240*a^2*b^4* q*x^4-720*a^2*b^4*r*x^4-2560*a^2*b^3*c^2*x^4-1600*a^2*b^3*c*g*x^4-2400*a^2*b^3* c*p*x^4-2400*a^2*b^3*c*q*x^4-6240*a^2*b^3*c*r*x^4-800*a^2*b^3*g*p*x^4-800*a^2*b ^3*g*q*x^4-2400*a^2*b^3*g*r*x^4-560*a^2*b^3*p^2*x^4-1120*a^2*b^3*p*q*x^4-2880*a ^2*b^3*p*r*x^4-560*a^2*b^3*q^2*x^4-2880*a^2*b^3*q*r*x^4-2880*a^2*b^3*r^2*x^4-\ 4992*a^2*b^2*c^3*x^4-6432*a^2*b^2*c^2*g*x^4-6816*a^2*b^2*c^2*p*x^4-6816*a^2*b^2 *c^2*q*x^4-16608*a^2*b^2*c^2*r*x^4-1968*a^2*b^2*c*g^2*x^4-6048*a^2*b^2*c*g*p*x^ 4-6048*a^2*b^2*c*g*q*x^4-15648*a^2*b^2*c*g*r*x^4-3072*a^2*b^2*c*p^2*x^4-6144*a^ 2*b^2*c*p*q*x^4-14880*a^2*b^2*c*p*r*x^4-3072*a^2*b^2*c*q^2*x^4-14880*a^2*b^2*c* q*r*x^4-14736*a^2*b^2*c*r^2*x^4-984*a^2*b^2*g^2*p*x^4-984*a^2*b^2*g^2*q*x^4-\ 2952*a^2*b^2*g^2*r*x^4-1416*a^2*b^2*g*p^2*x^4-2832*a^2*b^2*g*p*q*x^4-7248*a^2*b ^2*g*p*r*x^4-1416*a^2*b^2*g*q^2*x^4-7248*a^2*b^2*g*q*r*x^4-7200*a^2*b^2*g*r^2*x ^4-456*a^2*b^2*p^3*x^4-1368*a^2*b^2*p^2*q*x^4-3288*a^2*b^2*p^2*r*x^4-1368*a^2*b ^2*p*q^2*x^4-6576*a^2*b^2*p*q*r*x^4-6504*a^2*b^2*p*r^2*x^4-456*a^2*b^2*q^3*x^4-\ 3288*a^2*b^2*q^2*r*x^4-6504*a^2*b^2*q*r^2*x^4-4008*a^2*b^2*r^3*x^4-4224*a^2*b*c ^4*x^4-8448*a^2*b*c^3*g*x^4-7536*a^2*b*c^3*p*x^4-7536*a^2*b*c^3*q*x^4-17616*a^2 *b*c^3*r*x^4-5280*a^2*b*c^2*g^2*x^4-11616*a^2*b*c^2*g*p*x^4-11616*a^2*b*c^2*g*q *x^4-28152*a^2*b*c^2*g*r*x^4-4968*a^2*b*c^2*p^2*x^4-9936*a^2*b*c^2*p*q*x^4-\ 23136*a^2*b*c^2*p*r*x^4-4968*a^2*b*c^2*q^2*x^4-23136*a^2*b*c^2*q*r*x^4-22512*a^ 2*b*c^2*r^2*x^4-1056*a^2*b*c*g^3*x^4-4980*a^2*b*c*g^2*p*x^4-4980*a^2*b*c*g^2*q* x^4-12840*a^2*b*c*g^2*r*x^4-5280*a^2*b*c*g*p^2*x^4-10560*a^2*b*c*g*p*q*x^4-\ 25428*a^2*b*c*g*p*r*x^4-5280*a^2*b*c*g*q^2*x^4-25428*a^2*b*c*g*q*r*x^4-24960*a^ 2*b*c*g*r^2*x^4-1428*a^2*b*c*p^3*x^4-4284*a^2*b*c*p^2*q*x^4-9924*a^2*b*c*p^2*r* x^4-4284*a^2*b*c*p*q^2*x^4-19848*a^2*b*c*p*q*r*x^4-19260*a^2*b*c*p*r^2*x^4-1428 *a^2*b*c*q^3*x^4-9924*a^2*b*c*q^2*r*x^4-19260*a^2*b*c*q*r^2*x^4-11604*a^2*b*c*r ^3*x^4-528*a^2*b*g^3*p*x^4-528*a^2*b*g^3*q*x^4-1584*a^2*b*g^3*r*x^4-1170*a^2*b* g^2*p^2*x^4-2340*a^2*b*g^2*p*q*x^4-5970*a^2*b*g^2*p*r*x^4-1170*a^2*b*g^2*q^2*x^ 4-5970*a^2*b*g^2*q*r*x^4-5904*a^2*b*g^2*r^2*x^4-792*a^2*b*g*p^3*x^4-2376*a^2*b* g*p^2*q*x^4-5676*a^2*b*g*p^2*r*x^4-2376*a^2*b*g*p*q^2*x^4-11352*a^2*b*g*p*q*r*x ^4-11112*a^2*b*g*p*r^2*x^4-792*a^2*b*g*q^3*x^4-5676*a^2*b*g*q^2*r*x^4-11112*a^2 *b*g*q*r^2*x^4-6744*a^2*b*g*r^3*x^4-150*a^2*b*p^4*x^4-600*a^2*b*p^3*q*x^4-1380* a^2*b*p^3*r*x^4-900*a^2*b*p^2*q^2*x^4-4140*a^2*b*p^2*q*r*x^4-4002*a^2*b*p^2*r^2 *x^4-600*a^2*b*p*q^3*x^4-4140*a^2*b*p*q^2*r*x^4-8004*a^2*b*p*q*r^2*x^4-4800*a^2 *b*p*r^3*x^4-150*a^2*b*q^4*x^4-1380*a^2*b*q^3*r*x^4-4002*a^2*b*q^2*r^2*x^4-4800 *a^2*b*q*r^3*x^4-2052*a^2*b*r^4*x^4-1312*a^2*c^5*x^4-3632*a^2*c^4*g*x^4-2880*a^ 2*c^4*p*x^4-2880*a^2*c^4*q*x^4-6528*a^2*c^4*r*x^4-3480*a^2*c^3*g^2*x^4-6560*a^2 *c^3*g*p*x^4-6560*a^2*c^3*g*q*x^4-15288*a^2*c^3*g*r*x^4-2480*a^2*c^3*p^2*x^4-\ 4960*a^2*c^3*p*q*x^4-11216*a^2*c^3*p*r*x^4-2480*a^2*c^3*q^2*x^4-11216*a^2*c^3*q *r*x^4-10712*a^2*c^3*r^2*x^4-1412*a^2*c^2*g^3*x^4-4816*a^2*c^2*g^2*p*x^4-4816*a ^2*c^2*g^2*q*x^4-11640*a^2*c^2*g^2*r*x^4-4392*a^2*c^2*g*p^2*x^4-8784*a^2*c^2*g* p*q*x^4-20376*a^2*c^2*g*p*r*x^4-4392*a^2*c^2*g*q^2*x^4-20376*a^2*c^2*g*q*r*x^4-\ 19724*a^2*c^2*g*r^2*x^4-1040*a^2*c^2*p^3*x^4-3120*a^2*c^2*p^2*q*x^4-7032*a^2*c^ 2*p^2*r*x^4-3120*a^2*c^2*p*q^2*x^4-14064*a^2*c^2*p*q*r*x^4-13400*a^2*c^2*p*r^2* x^4-1040*a^2*c^2*q^3*x^4-7032*a^2*c^2*q^2*r*x^4-13400*a^2*c^2*q*r^2*x^4-7912*a^ 2*c^2*r^3*x^4-208*a^2*c*g^4*x^4-1336*a^2*c*g^3*p*x^4-1336*a^2*c*g^3*q*x^4-3438* a^2*c*g^3*r*x^4-2206*a^2*c*g^2*p^2*x^4-4412*a^2*c*g^2*p*q*x^4-10594*a^2*c*g^2*p *r*x^4-2206*a^2*c*g^2*q^2*x^4-10594*a^2*c*g^2*q*r*x^4-10352*a^2*c*g^2*r^2*x^4-\ 1288*a^2*c*g*p^3*x^4-3864*a^2*c*g*p^2*q*x^4-8910*a^2*c*g*p^2*r*x^4-3864*a^2*c*g *p*q^2*x^4-17820*a^2*c*g*p*q*r*x^4-17176*a^2*c*g*p*r^2*x^4-1288*a^2*c*g*q^3*x^4 -8910*a^2*c*g*q^2*r*x^4-17176*a^2*c*g*q*r^2*x^4-10256*a^2*c*g*r^3*x^4-210*a^2*c *p^4*x^4-840*a^2*c*p^3*q*x^4-1884*a^2*c*p^3*r*x^4-1260*a^2*c*p^2*q^2*x^4-5652*a ^2*c*p^2*q*r*x^4-5366*a^2*c*p^2*r^2*x^4-840*a^2*c*p*q^3*x^4-5652*a^2*c*p*q^2*r* x^4-10732*a^2*c*p*q*r^2*x^4-6312*a^2*c*p*r^3*x^4-210*a^2*c*q^4*x^4-1884*a^2*c*q ^3*r*x^4-5366*a^2*c*q^2*r^2*x^4-6312*a^2*c*q*r^3*x^4-2644*a^2*c*r^4*x^4-104*a^2 *g^4*p*x^4-104*a^2*g^4*q*x^4-312*a^2*g^4*r*x^4-315*a^2*g^3*p^2*x^4-630*a^2*g^3* p*q*x^4-1605*a^2*g^3*p*r*x^4-315*a^2*g^3*q^2*x^4-1605*a^2*g^3*q*r*x^4-1584*a^2* g^3*r^2*x^4-334*a^2*g^2*p^3*x^4-1002*a^2*g^2*p^2*q*x^4-2387*a^2*g^2*p^2*r*x^4-\ 1002*a^2*g^2*p*q^2*x^4-4774*a^2*g^2*p*q*r*x^4-4648*a^2*g^2*p*r^2*x^4-334*a^2*g^ 2*q^3*x^4-2387*a^2*g^2*q^2*r*x^4-4648*a^2*g^2*q*r^2*x^4-2796*a^2*g^2*r^3*x^4-\ 139*a^2*g*p^4*x^4-556*a^2*g*p^3*q*x^4-1272*a^2*g*p^3*r*x^4-834*a^2*g*p^2*q^2*x^ 4-3816*a^2*g*p^2*q*r*x^4-3657*a^2*g*p^2*r^2*x^4-556*a^2*g*p*q^3*x^4-3816*a^2*g* p*q^2*r*x^4-7314*a^2*g*p*q*r^2*x^4-4338*a^2*g*p*r^3*x^4-139*a^2*g*q^4*x^4-1272* a^2*g*q^3*r*x^4-3657*a^2*g*q^2*r^2*x^4-4338*a^2*g*q*r^3*x^4-1834*a^2*g*r^4*x^4-\ 16*a^2*p^5*x^4-80*a^2*p^4*q*x^4-178*a^2*p^4*r*x^4-160*a^2*p^3*q^2*x^4-712*a^2*p ^3*q*r*x^4-672*a^2*p^3*r^2*x^4-160*a^2*p^2*q^3*x^4-1068*a^2*p^2*q^2*r*x^4-2016* a^2*p^2*q*r^2*x^4-1178*a^2*p^2*r^3*x^4-80*a^2*p*q^4*x^4-712*a^2*p*q^3*r*x^4-\ 2016*a^2*p*q^2*r^2*x^4-2356*a^2*p*q*r^3*x^4-980*a^2*p*r^4*x^4-16*a^2*q^5*x^4-\ 178*a^2*q^4*r*x^4-672*a^2*q^3*r^2*x^4-1178*a^2*q^2*r^3*x^4-980*a^2*q*r^4*x^4-\ 312*a^2*r^5*x^4-192*a*b^5*c*x^4-96*a*b^5*p*x^4-96*a*b^5*q*x^4-288*a*b^5*r*x^4-\ 1280*a*b^4*c^2*x^4-800*a*b^4*c*g*x^4-1200*a*b^4*c*p*x^4-1200*a*b^4*c*q*x^4-3120 *a*b^4*c*r*x^4-400*a*b^4*g*p*x^4-400*a*b^4*g*q*x^4-1200*a*b^4*g*r*x^4-280*a*b^4 *p^2*x^4-560*a*b^4*p*q*x^4-1440*a*b^4*p*r*x^4-280*a*b^4*q^2*x^4-1440*a*b^4*q*r* x^4-1440*a*b^4*r^2*x^4-3328*a*b^3*c^3*x^4-4288*a*b^3*c^2*g*x^4-4544*a*b^3*c^2*p *x^4-4544*a*b^3*c^2*q*x^4-11072*a*b^3*c^2*r*x^4-1312*a*b^3*c*g^2*x^4-4032*a*b^3 *c*g*p*x^4-4032*a*b^3*c*g*q*x^4-10432*a*b^3*c*g*r*x^4-2048*a*b^3*c*p^2*x^4-4096 *a*b^3*c*p*q*x^4-9920*a*b^3*c*p*r*x^4-2048*a*b^3*c*q^2*x^4-9920*a*b^3*c*q*r*x^4 -9824*a*b^3*c*r^2*x^4-656*a*b^3*g^2*p*x^4-656*a*b^3*g^2*q*x^4-1968*a*b^3*g^2*r* x^4-944*a*b^3*g*p^2*x^4-1888*a*b^3*g*p*q*x^4-4832*a*b^3*g*p*r*x^4-944*a*b^3*g*q ^2*x^4-4832*a*b^3*g*q*r*x^4-4800*a*b^3*g*r^2*x^4-304*a*b^3*p^3*x^4-912*a*b^3*p^ 2*q*x^4-2192*a*b^3*p^2*r*x^4-912*a*b^3*p*q^2*x^4-4384*a*b^3*p*q*r*x^4-4336*a*b^ 3*p*r^2*x^4-304*a*b^3*q^3*x^4-2192*a*b^3*q^2*r*x^4-4336*a*b^3*q*r^2*x^4-2672*a* b^3*r^3*x^4-4224*a*b^2*c^4*x^4-8448*a*b^2*c^3*g*x^4-7536*a*b^2*c^3*p*x^4-7536*a *b^2*c^3*q*x^4-17616*a*b^2*c^3*r*x^4-5280*a*b^2*c^2*g^2*x^4-11616*a*b^2*c^2*g*p *x^4-11616*a*b^2*c^2*g*q*x^4-28152*a*b^2*c^2*g*r*x^4-4968*a*b^2*c^2*p^2*x^4-\ 9936*a*b^2*c^2*p*q*x^4-23136*a*b^2*c^2*p*r*x^4-4968*a*b^2*c^2*q^2*x^4-23136*a*b ^2*c^2*q*r*x^4-22512*a*b^2*c^2*r^2*x^4-1056*a*b^2*c*g^3*x^4-4980*a*b^2*c*g^2*p* x^4-4980*a*b^2*c*g^2*q*x^4-12840*a*b^2*c*g^2*r*x^4-5280*a*b^2*c*g*p^2*x^4-10560 *a*b^2*c*g*p*q*x^4-25428*a*b^2*c*g*p*r*x^4-5280*a*b^2*c*g*q^2*x^4-25428*a*b^2*c *g*q*r*x^4-24960*a*b^2*c*g*r^2*x^4-1428*a*b^2*c*p^3*x^4-4284*a*b^2*c*p^2*q*x^4-\ 9924*a*b^2*c*p^2*r*x^4-4284*a*b^2*c*p*q^2*x^4-19848*a*b^2*c*p*q*r*x^4-19260*a*b ^2*c*p*r^2*x^4-1428*a*b^2*c*q^3*x^4-9924*a*b^2*c*q^2*r*x^4-19260*a*b^2*c*q*r^2* x^4-11604*a*b^2*c*r^3*x^4-528*a*b^2*g^3*p*x^4-528*a*b^2*g^3*q*x^4-1584*a*b^2*g^ 3*r*x^4-1170*a*b^2*g^2*p^2*x^4-2340*a*b^2*g^2*p*q*x^4-5970*a*b^2*g^2*p*r*x^4-\ 1170*a*b^2*g^2*q^2*x^4-5970*a*b^2*g^2*q*r*x^4-5904*a*b^2*g^2*r^2*x^4-792*a*b^2* g*p^3*x^4-2376*a*b^2*g*p^2*q*x^4-5676*a*b^2*g*p^2*r*x^4-2376*a*b^2*g*p*q^2*x^4-\ 11352*a*b^2*g*p*q*r*x^4-11112*a*b^2*g*p*r^2*x^4-792*a*b^2*g*q^3*x^4-5676*a*b^2* g*q^2*r*x^4-11112*a*b^2*g*q*r^2*x^4-6744*a*b^2*g*r^3*x^4-150*a*b^2*p^4*x^4-600* a*b^2*p^3*q*x^4-1380*a*b^2*p^3*r*x^4-900*a*b^2*p^2*q^2*x^4-4140*a*b^2*p^2*q*r*x ^4-4002*a*b^2*p^2*r^2*x^4-600*a*b^2*p*q^3*x^4-4140*a*b^2*p*q^2*r*x^4-8004*a*b^2 *p*q*r^2*x^4-4800*a*b^2*p*r^3*x^4-150*a*b^2*q^4*x^4-1380*a*b^2*q^3*r*x^4-4002*a *b^2*q^2*r^2*x^4-4800*a*b^2*q*r^3*x^4-2052*a*b^2*r^4*x^4-2624*a*b*c^5*x^4-7264* a*b*c^4*g*x^4-5760*a*b*c^4*p*x^4-5760*a*b*c^4*q*x^4-13056*a*b*c^4*r*x^4-6960*a* b*c^3*g^2*x^4-13120*a*b*c^3*g*p*x^4-13120*a*b*c^3*g*q*x^4-30576*a*b*c^3*g*r*x^4 -4960*a*b*c^3*p^2*x^4-9920*a*b*c^3*p*q*x^4-22432*a*b*c^3*p*r*x^4-4960*a*b*c^3*q ^2*x^4-22432*a*b*c^3*q*r*x^4-21424*a*b*c^3*r^2*x^4-2824*a*b*c^2*g^3*x^4-9632*a* b*c^2*g^2*p*x^4-9632*a*b*c^2*g^2*q*x^4-23280*a*b*c^2*g^2*r*x^4-8784*a*b*c^2*g*p ^2*x^4-17568*a*b*c^2*g*p*q*x^4-40752*a*b*c^2*g*p*r*x^4-8784*a*b*c^2*g*q^2*x^4-\ 40752*a*b*c^2*g*q*r*x^4-39448*a*b*c^2*g*r^2*x^4-2080*a*b*c^2*p^3*x^4-6240*a*b*c ^2*p^2*q*x^4-14064*a*b*c^2*p^2*r*x^4-6240*a*b*c^2*p*q^2*x^4-28128*a*b*c^2*p*q*r *x^4-26800*a*b*c^2*p*r^2*x^4-2080*a*b*c^2*q^3*x^4-14064*a*b*c^2*q^2*r*x^4-26800 *a*b*c^2*q*r^2*x^4-15824*a*b*c^2*r^3*x^4-416*a*b*c*g^4*x^4-2672*a*b*c*g^3*p*x^4 -2672*a*b*c*g^3*q*x^4-6876*a*b*c*g^3*r*x^4-4412*a*b*c*g^2*p^2*x^4-8824*a*b*c*g^ 2*p*q*x^4-21188*a*b*c*g^2*p*r*x^4-4412*a*b*c*g^2*q^2*x^4-21188*a*b*c*g^2*q*r*x^ 4-20704*a*b*c*g^2*r^2*x^4-2576*a*b*c*g*p^3*x^4-7728*a*b*c*g*p^2*q*x^4-17820*a*b *c*g*p^2*r*x^4-7728*a*b*c*g*p*q^2*x^4-35640*a*b*c*g*p*q*r*x^4-34352*a*b*c*g*p*r ^2*x^4-2576*a*b*c*g*q^3*x^4-17820*a*b*c*g*q^2*r*x^4-34352*a*b*c*g*q*r^2*x^4-\ 20512*a*b*c*g*r^3*x^4-420*a*b*c*p^4*x^4-1680*a*b*c*p^3*q*x^4-3768*a*b*c*p^3*r*x ^4-2520*a*b*c*p^2*q^2*x^4-11304*a*b*c*p^2*q*r*x^4-10732*a*b*c*p^2*r^2*x^4-1680* a*b*c*p*q^3*x^4-11304*a*b*c*p*q^2*r*x^4-21464*a*b*c*p*q*r^2*x^4-12624*a*b*c*p*r ^3*x^4-420*a*b*c*q^4*x^4-3768*a*b*c*q^3*r*x^4-10732*a*b*c*q^2*r^2*x^4-12624*a*b *c*q*r^3*x^4-5288*a*b*c*r^4*x^4-208*a*b*g^4*p*x^4-208*a*b*g^4*q*x^4-624*a*b*g^4 *r*x^4-630*a*b*g^3*p^2*x^4-1260*a*b*g^3*p*q*x^4-3210*a*b*g^3*p*r*x^4-630*a*b*g^ 3*q^2*x^4-3210*a*b*g^3*q*r*x^4-3168*a*b*g^3*r^2*x^4-668*a*b*g^2*p^3*x^4-2004*a* b*g^2*p^2*q*x^4-4774*a*b*g^2*p^2*r*x^4-2004*a*b*g^2*p*q^2*x^4-9548*a*b*g^2*p*q* r*x^4-9296*a*b*g^2*p*r^2*x^4-668*a*b*g^2*q^3*x^4-4774*a*b*g^2*q^2*r*x^4-9296*a* b*g^2*q*r^2*x^4-5592*a*b*g^2*r^3*x^4-278*a*b*g*p^4*x^4-1112*a*b*g*p^3*q*x^4-\ 2544*a*b*g*p^3*r*x^4-1668*a*b*g*p^2*q^2*x^4-7632*a*b*g*p^2*q*r*x^4-7314*a*b*g*p ^2*r^2*x^4-1112*a*b*g*p*q^3*x^4-7632*a*b*g*p*q^2*r*x^4-14628*a*b*g*p*q*r^2*x^4-\ 8676*a*b*g*p*r^3*x^4-278*a*b*g*q^4*x^4-2544*a*b*g*q^3*r*x^4-7314*a*b*g*q^2*r^2* x^4-8676*a*b*g*q*r^3*x^4-3668*a*b*g*r^4*x^4-32*a*b*p^5*x^4-160*a*b*p^4*q*x^4-\ 356*a*b*p^4*r*x^4-320*a*b*p^3*q^2*x^4-1424*a*b*p^3*q*r*x^4-1344*a*b*p^3*r^2*x^4 -320*a*b*p^2*q^3*x^4-2136*a*b*p^2*q^2*r*x^4-4032*a*b*p^2*q*r^2*x^4-2356*a*b*p^2 *r^3*x^4-160*a*b*p*q^4*x^4-1424*a*b*p*q^3*r*x^4-4032*a*b*p*q^2*r^2*x^4-4712*a*b *p*q*r^3*x^4-1960*a*b*p*r^4*x^4-32*a*b*q^5*x^4-356*a*b*q^4*r*x^4-1344*a*b*q^3*r ^2*x^4-2356*a*b*q^2*r^3*x^4-1960*a*b*q*r^4*x^4-624*a*b*r^5*x^4-640*a*c^6*x^4-\ 2304*a*c^5*g*x^4-1664*a*c^5*p*x^4-1664*a*c^5*q*x^4-3680*a*c^5*r*x^4-3008*a*c^4* g^2*x^4-5152*a*c^4*g*p*x^4-5152*a*c^4*g*q*x^4-11696*a*c^4*g*r*x^4-1760*a*c^4*p^ 2*x^4-3520*a*c^4*p*q*x^4-7776*a*c^4*p*r*x^4-1760*a*c^4*q^2*x^4-7776*a*c^4*q*r*x ^4-7296*a*c^4*r^2*x^4-1856*a*c^3*g^3*x^4-5488*a*c^3*g^2*p*x^4-5488*a*c^3*g^2*q* x^4-12792*a*c^3*g^2*r*x^4-4544*a*c^3*g*p^2*x^4-9088*a*c^3*g*p*q*x^4-20560*a*c^3 *g*p*r*x^4-4544*a*c^3*g*q^2*x^4-20560*a*c^3*g*q*r*x^4-19680*a*c^3*g*r^2*x^4-960 *a*c^3*p^3*x^4-2880*a*c^3*p^2*q*x^4-6352*a*c^3*p^2*r*x^4-2880*a*c^3*p*q^2*x^4-\ 12704*a*c^3*p*q*r*x^4-11904*a*c^3*p*r^2*x^4-960*a*c^3*q^3*x^4-6352*a*c^3*q^2*r* x^4-11904*a*c^3*q*r^2*x^4-6904*a*c^3*r^3*x^4-552*a*c^2*g^4*x^4-2584*a*c^2*g^3*p *x^4-2584*a*c^2*g^3*q*x^4-6244*a*c^2*g^3*r*x^4-3720*a*c^2*g^2*p^2*x^4-7440*a*c^ 2*g^2*p*q*x^4-17256*a*c^2*g^2*p*r*x^4-3720*a*c^2*g^2*q^2*x^4-17256*a*c^2*g^2*q* r*x^4-16704*a*c^2*g^2*r^2*x^4-1968*a*c^2*g*p^3*x^4-5904*a*c^2*g*p^2*q*x^4-13296 *a*c^2*g*p^2*r*x^4-5904*a*c^2*g*p*q^2*x^4-26592*a*c^2*g*p*q*r*x^4-25344*a*c^2*g *p*r^2*x^4-1968*a*c^2*g*q^3*x^4-13296*a*c^2*g*q^2*r*x^4-25344*a*c^2*g*q*r^2*x^4 -14968*a*c^2*g*r^3*x^4-280*a*c^2*p^4*x^4-1120*a*c^2*p^3*q*x^4-2464*a*c^2*p^3*r* x^4-1680*a*c^2*p^2*q^2*x^4-7392*a*c^2*p^2*q*r*x^4-6912*a*c^2*p^2*r^2*x^4-1120*a *c^2*p*q^3*x^4-7392*a*c^2*p*q^2*r*x^4-13824*a*c^2*p*q*r^2*x^4-8000*a*c^2*p*r^3* x^4-280*a*c^2*q^4*x^4-2464*a*c^2*q^3*r*x^4-6912*a*c^2*q^2*r^2*x^4-8000*a*c^2*q* r^3*x^4-3296*a*c^2*r^4*x^4-64*a*c*g^5*x^4-524*a*c*g^4*p*x^4-524*a*c*g^4*q*x^4-\ 1348*a*c*g^4*r*x^4-1192*a*c*g^3*p^2*x^4-2384*a*c*g^3*p*q*x^4-5724*a*c*g^3*p*r*x ^4-1192*a*c*g^3*q^2*x^4-5724*a*c*g^3*q*r*x^4-5592*a*c*g^3*r^2*x^4-1108*a*c*g^2* p^3*x^4-3324*a*c*g^2*p^2*q*x^4-7662*a*c*g^2*p^2*r*x^4-3324*a*c*g^2*p*q^2*x^4-\ 15324*a*c*g^2*p*q*r*x^4-14760*a*c*g^2*p*r^2*x^4-1108*a*c*g^2*q^3*x^4-7662*a*c*g ^2*q^2*r*x^4-14760*a*c*g^2*q*r^2*x^4-8798*a*c*g^2*r^3*x^4-416*a*c*g*p^4*x^4-\ 1664*a*c*g*p^3*q*x^4-3724*a*c*g*p^3*r*x^4-2496*a*c*g*p^2*q^2*x^4-11172*a*c*g*p^ 2*q*r*x^4-10584*a*c*g*p^2*r^2*x^4-1664*a*c*g*p*q^3*x^4-11172*a*c*g*p*q^2*r*x^4-\ 21168*a*c*g*p*q*r^2*x^4-12418*a*c*g*p*r^3*x^4-416*a*c*g*q^4*x^4-3724*a*c*g*q^3* r*x^4-10584*a*c*g*q^2*r^2*x^4-12418*a*c*g*q*r^3*x^4-5188*a*c*g*r^4*x^4-40*a*c*p ^5*x^4-200*a*c*p^4*q*x^4-438*a*c*p^4*r*x^4-400*a*c*p^3*q^2*x^4-1752*a*c*p^3*q*r *x^4-1632*a*c*p^3*r^2*x^4-400*a*c*p^2*q^3*x^4-2628*a*c*p^2*q^2*r*x^4-4896*a*c*p ^2*q*r^2*x^4-2822*a*c*p^2*r^3*x^4-200*a*c*p*q^4*x^4-1752*a*c*p*q^3*r*x^4-4896*a *c*p*q^2*r^2*x^4-5644*a*c*p*q*r^3*x^4-2316*a*c*p*r^4*x^4-40*a*c*q^5*x^4-438*a*c *q^4*r*x^4-1632*a*c*q^3*r^2*x^4-2822*a*c*q^2*r^3*x^4-2316*a*c*q*r^4*x^4-728*a*c *r^5*x^4-32*a*g^5*p*x^4-32*a*g^5*q*x^4-96*a*g^5*r*x^4-124*a*g^4*p^2*x^4-248*a*g ^4*p*q*x^4-632*a*g^4*p*r*x^4-124*a*g^4*q^2*x^4-632*a*g^4*q*r*x^4-624*a*g^4*r^2* x^4-182*a*g^3*p^3*x^4-546*a*g^3*p^2*q*x^4-1301*a*g^3*p^2*r*x^4-546*a*g^3*p*q^2* x^4-2602*a*g^3*p*q*r*x^4-2532*a*g^3*p*r^2*x^4-182*a*g^3*q^3*x^4-1301*a*g^3*q^2* r*x^4-2532*a*g^3*q*r^2*x^4-1520*a*g^3*r^3*x^4-122*a*g^2*p^4*x^4-488*a*g^2*p^3*q *x^4-1116*a*g^2*p^3*r*x^4-732*a*g^2*p^2*q^2*x^4-3348*a*g^2*p^2*q*r*x^4-3204*a*g ^2*p^2*r^2*x^4-488*a*g^2*p*q^3*x^4-3348*a*g^2*p*q^2*r*x^4-6408*a*g^2*p*q*r^2*x^ 4-3791*a*g^2*p*r^3*x^4-122*a*g^2*q^4*x^4-1116*a*g^2*q^3*r*x^4-3204*a*g^2*q^2*r^ 2*x^4-3791*a*g^2*q*r^3*x^4-1598*a*g^2*r^4*x^4-34*a*g*p^5*x^4-170*a*g*p^4*q*x^4-\ 377*a*g*p^4*r*x^4-340*a*g*p^3*q^2*x^4-1508*a*g*p^3*q*r*x^4-1416*a*g*p^3*r^2*x^4 -340*a*g*p^2*q^3*x^4-2262*a*g*p^2*q^2*r*x^4-4248*a*g*p^2*q*r^2*x^4-2467*a*g*p^2 *r^3*x^4-170*a*g*p*q^4*x^4-1508*a*g*p*q^3*r*x^4-4248*a*g*p*q^2*r^2*x^4-4934*a*g *p*q*r^3*x^4-2040*a*g*p*r^4*x^4-34*a*g*q^5*x^4-377*a*g*q^4*r*x^4-1416*a*g*q^3*r ^2*x^4-2467*a*g*q^2*r^3*x^4-2040*a*g*q*r^4*x^4-646*a*g*r^5*x^4-2*a*p^6*x^4-12*a *p^5*q*x^4-26*a*p^5*r*x^4-30*a*p^4*q^2*x^4-130*a*p^4*q*r*x^4-120*a*p^4*r^2*x^4-\ 40*a*p^3*q^3*x^4-260*a*p^3*q^2*r*x^4-480*a*p^3*q*r^2*x^4-274*a*p^3*r^3*x^4-30*a *p^2*q^4*x^4-260*a*p^2*q^3*r*x^4-720*a*p^2*q^2*r^2*x^4-822*a*p^2*q*r^3*x^4-334* a*p^2*r^4*x^4-12*a*p*q^5*x^4-130*a*p*q^4*r*x^4-480*a*p*q^3*r^2*x^4-822*a*p*q^2* r^3*x^4-668*a*p*q*r^4*x^4-208*a*p*r^5*x^4-2*a*q^6*x^4-26*a*q^5*r*x^4-120*a*q^4* r^2*x^4-274*a*q^3*r^3*x^4-334*a*q^2*r^4*x^4-208*a*q*r^5*x^4-52*a*r^6*x^4-32*b^6 *c*x^4-16*b^6*p*x^4-16*b^6*q*x^4-48*b^6*r*x^4-256*b^5*c^2*x^4-160*b^5*c*g*x^4-\ 240*b^5*c*p*x^4-240*b^5*c*q*x^4-624*b^5*c*r*x^4-80*b^5*g*p*x^4-80*b^5*g*q*x^4-\ 240*b^5*g*r*x^4-56*b^5*p^2*x^4-112*b^5*p*q*x^4-288*b^5*p*r*x^4-56*b^5*q^2*x^4-\ 288*b^5*q*r*x^4-288*b^5*r^2*x^4-832*b^4*c^3*x^4-1072*b^4*c^2*g*x^4-1136*b^4*c^2 *p*x^4-1136*b^4*c^2*q*x^4-2768*b^4*c^2*r*x^4-328*b^4*c*g^2*x^4-1008*b^4*c*g*p*x ^4-1008*b^4*c*g*q*x^4-2608*b^4*c*g*r*x^4-512*b^4*c*p^2*x^4-1024*b^4*c*p*q*x^4-\ 2480*b^4*c*p*r*x^4-512*b^4*c*q^2*x^4-2480*b^4*c*q*r*x^4-2456*b^4*c*r^2*x^4-164* b^4*g^2*p*x^4-164*b^4*g^2*q*x^4-492*b^4*g^2*r*x^4-236*b^4*g*p^2*x^4-472*b^4*g*p *q*x^4-1208*b^4*g*p*r*x^4-236*b^4*g*q^2*x^4-1208*b^4*g*q*r*x^4-1200*b^4*g*r^2*x ^4-76*b^4*p^3*x^4-228*b^4*p^2*q*x^4-548*b^4*p^2*r*x^4-228*b^4*p*q^2*x^4-1096*b^ 4*p*q*r*x^4-1084*b^4*p*r^2*x^4-76*b^4*q^3*x^4-548*b^4*q^2*r*x^4-1084*b^4*q*r^2* x^4-668*b^4*r^3*x^4-1408*b^3*c^4*x^4-2816*b^3*c^3*g*x^4-2512*b^3*c^3*p*x^4-2512 *b^3*c^3*q*x^4-5872*b^3*c^3*r*x^4-1760*b^3*c^2*g^2*x^4-3872*b^3*c^2*g*p*x^4-\ 3872*b^3*c^2*g*q*x^4-9384*b^3*c^2*g*r*x^4-1656*b^3*c^2*p^2*x^4-3312*b^3*c^2*p*q *x^4-7712*b^3*c^2*p*r*x^4-1656*b^3*c^2*q^2*x^4-7712*b^3*c^2*q*r*x^4-7504*b^3*c^ 2*r^2*x^4-352*b^3*c*g^3*x^4-1660*b^3*c*g^2*p*x^4-1660*b^3*c*g^2*q*x^4-4280*b^3* c*g^2*r*x^4-1760*b^3*c*g*p^2*x^4-3520*b^3*c*g*p*q*x^4-8476*b^3*c*g*p*r*x^4-1760 *b^3*c*g*q^2*x^4-8476*b^3*c*g*q*r*x^4-8320*b^3*c*g*r^2*x^4-476*b^3*c*p^3*x^4-\ 1428*b^3*c*p^2*q*x^4-3308*b^3*c*p^2*r*x^4-1428*b^3*c*p*q^2*x^4-6616*b^3*c*p*q*r *x^4-6420*b^3*c*p*r^2*x^4-476*b^3*c*q^3*x^4-3308*b^3*c*q^2*r*x^4-6420*b^3*c*q*r ^2*x^4-3868*b^3*c*r^3*x^4-176*b^3*g^3*p*x^4-176*b^3*g^3*q*x^4-528*b^3*g^3*r*x^4 -390*b^3*g^2*p^2*x^4-780*b^3*g^2*p*q*x^4-1990*b^3*g^2*p*r*x^4-390*b^3*g^2*q^2*x ^4-1990*b^3*g^2*q*r*x^4-1968*b^3*g^2*r^2*x^4-264*b^3*g*p^3*x^4-792*b^3*g*p^2*q* x^4-1892*b^3*g*p^2*r*x^4-792*b^3*g*p*q^2*x^4-3784*b^3*g*p*q*r*x^4-3704*b^3*g*p* r^2*x^4-264*b^3*g*q^3*x^4-1892*b^3*g*q^2*r*x^4-3704*b^3*g*q*r^2*x^4-2248*b^3*g* r^3*x^4-50*b^3*p^4*x^4-200*b^3*p^3*q*x^4-460*b^3*p^3*r*x^4-300*b^3*p^2*q^2*x^4-\ 1380*b^3*p^2*q*r*x^4-1334*b^3*p^2*r^2*x^4-200*b^3*p*q^3*x^4-1380*b^3*p*q^2*r*x^ 4-2668*b^3*p*q*r^2*x^4-1600*b^3*p*r^3*x^4-50*b^3*q^4*x^4-460*b^3*q^3*r*x^4-1334 *b^3*q^2*r^2*x^4-1600*b^3*q*r^3*x^4-684*b^3*r^4*x^4-1312*b^2*c^5*x^4-3632*b^2*c ^4*g*x^4-2880*b^2*c^4*p*x^4-2880*b^2*c^4*q*x^4-6528*b^2*c^4*r*x^4-3480*b^2*c^3* g^2*x^4-6560*b^2*c^3*g*p*x^4-6560*b^2*c^3*g*q*x^4-15288*b^2*c^3*g*r*x^4-2480*b^ 2*c^3*p^2*x^4-4960*b^2*c^3*p*q*x^4-11216*b^2*c^3*p*r*x^4-2480*b^2*c^3*q^2*x^4-\ 11216*b^2*c^3*q*r*x^4-10712*b^2*c^3*r^2*x^4-1412*b^2*c^2*g^3*x^4-4816*b^2*c^2*g ^2*p*x^4-4816*b^2*c^2*g^2*q*x^4-11640*b^2*c^2*g^2*r*x^4-4392*b^2*c^2*g*p^2*x^4-\ 8784*b^2*c^2*g*p*q*x^4-20376*b^2*c^2*g*p*r*x^4-4392*b^2*c^2*g*q^2*x^4-20376*b^2 *c^2*g*q*r*x^4-19724*b^2*c^2*g*r^2*x^4-1040*b^2*c^2*p^3*x^4-3120*b^2*c^2*p^2*q* x^4-7032*b^2*c^2*p^2*r*x^4-3120*b^2*c^2*p*q^2*x^4-14064*b^2*c^2*p*q*r*x^4-13400 *b^2*c^2*p*r^2*x^4-1040*b^2*c^2*q^3*x^4-7032*b^2*c^2*q^2*r*x^4-13400*b^2*c^2*q* r^2*x^4-7912*b^2*c^2*r^3*x^4-208*b^2*c*g^4*x^4-1336*b^2*c*g^3*p*x^4-1336*b^2*c* g^3*q*x^4-3438*b^2*c*g^3*r*x^4-2206*b^2*c*g^2*p^2*x^4-4412*b^2*c*g^2*p*q*x^4-\ 10594*b^2*c*g^2*p*r*x^4-2206*b^2*c*g^2*q^2*x^4-10594*b^2*c*g^2*q*r*x^4-10352*b^ 2*c*g^2*r^2*x^4-1288*b^2*c*g*p^3*x^4-3864*b^2*c*g*p^2*q*x^4-8910*b^2*c*g*p^2*r* x^4-3864*b^2*c*g*p*q^2*x^4-17820*b^2*c*g*p*q*r*x^4-17176*b^2*c*g*p*r^2*x^4-1288 *b^2*c*g*q^3*x^4-8910*b^2*c*g*q^2*r*x^4-17176*b^2*c*g*q*r^2*x^4-10256*b^2*c*g*r ^3*x^4-210*b^2*c*p^4*x^4-840*b^2*c*p^3*q*x^4-1884*b^2*c*p^3*r*x^4-1260*b^2*c*p^ 2*q^2*x^4-5652*b^2*c*p^2*q*r*x^4-5366*b^2*c*p^2*r^2*x^4-840*b^2*c*p*q^3*x^4-\ 5652*b^2*c*p*q^2*r*x^4-10732*b^2*c*p*q*r^2*x^4-6312*b^2*c*p*r^3*x^4-210*b^2*c*q ^4*x^4-1884*b^2*c*q^3*r*x^4-5366*b^2*c*q^2*r^2*x^4-6312*b^2*c*q*r^3*x^4-2644*b^ 2*c*r^4*x^4-104*b^2*g^4*p*x^4-104*b^2*g^4*q*x^4-312*b^2*g^4*r*x^4-315*b^2*g^3*p ^2*x^4-630*b^2*g^3*p*q*x^4-1605*b^2*g^3*p*r*x^4-315*b^2*g^3*q^2*x^4-1605*b^2*g^ 3*q*r*x^4-1584*b^2*g^3*r^2*x^4-334*b^2*g^2*p^3*x^4-1002*b^2*g^2*p^2*q*x^4-2387* b^2*g^2*p^2*r*x^4-1002*b^2*g^2*p*q^2*x^4-4774*b^2*g^2*p*q*r*x^4-4648*b^2*g^2*p* r^2*x^4-334*b^2*g^2*q^3*x^4-2387*b^2*g^2*q^2*r*x^4-4648*b^2*g^2*q*r^2*x^4-2796* b^2*g^2*r^3*x^4-139*b^2*g*p^4*x^4-556*b^2*g*p^3*q*x^4-1272*b^2*g*p^3*r*x^4-834* b^2*g*p^2*q^2*x^4-3816*b^2*g*p^2*q*r*x^4-3657*b^2*g*p^2*r^2*x^4-556*b^2*g*p*q^3 *x^4-3816*b^2*g*p*q^2*r*x^4-7314*b^2*g*p*q*r^2*x^4-4338*b^2*g*p*r^3*x^4-139*b^2 *g*q^4*x^4-1272*b^2*g*q^3*r*x^4-3657*b^2*g*q^2*r^2*x^4-4338*b^2*g*q*r^3*x^4-\ 1834*b^2*g*r^4*x^4-16*b^2*p^5*x^4-80*b^2*p^4*q*x^4-178*b^2*p^4*r*x^4-160*b^2*p^ 3*q^2*x^4-712*b^2*p^3*q*r*x^4-672*b^2*p^3*r^2*x^4-160*b^2*p^2*q^3*x^4-1068*b^2* p^2*q^2*r*x^4-2016*b^2*p^2*q*r^2*x^4-1178*b^2*p^2*r^3*x^4-80*b^2*p*q^4*x^4-712* b^2*p*q^3*r*x^4-2016*b^2*p*q^2*r^2*x^4-2356*b^2*p*q*r^3*x^4-980*b^2*p*r^4*x^4-\ 16*b^2*q^5*x^4-178*b^2*q^4*r*x^4-672*b^2*q^3*r^2*x^4-1178*b^2*q^2*r^3*x^4-980*b ^2*q*r^4*x^4-312*b^2*r^5*x^4-640*b*c^6*x^4-2304*b*c^5*g*x^4-1664*b*c^5*p*x^4-\ 1664*b*c^5*q*x^4-3680*b*c^5*r*x^4-3008*b*c^4*g^2*x^4-5152*b*c^4*g*p*x^4-5152*b* c^4*g*q*x^4-11696*b*c^4*g*r*x^4-1760*b*c^4*p^2*x^4-3520*b*c^4*p*q*x^4-7776*b*c^ 4*p*r*x^4-1760*b*c^4*q^2*x^4-7776*b*c^4*q*r*x^4-7296*b*c^4*r^2*x^4-1856*b*c^3*g ^3*x^4-5488*b*c^3*g^2*p*x^4-5488*b*c^3*g^2*q*x^4-12792*b*c^3*g^2*r*x^4-4544*b*c ^3*g*p^2*x^4-9088*b*c^3*g*p*q*x^4-20560*b*c^3*g*p*r*x^4-4544*b*c^3*g*q^2*x^4-\ 20560*b*c^3*g*q*r*x^4-19680*b*c^3*g*r^2*x^4-960*b*c^3*p^3*x^4-2880*b*c^3*p^2*q* x^4-6352*b*c^3*p^2*r*x^4-2880*b*c^3*p*q^2*x^4-12704*b*c^3*p*q*r*x^4-11904*b*c^3 *p*r^2*x^4-960*b*c^3*q^3*x^4-6352*b*c^3*q^2*r*x^4-11904*b*c^3*q*r^2*x^4-6904*b* c^3*r^3*x^4-552*b*c^2*g^4*x^4-2584*b*c^2*g^3*p*x^4-2584*b*c^2*g^3*q*x^4-6244*b* c^2*g^3*r*x^4-3720*b*c^2*g^2*p^2*x^4-7440*b*c^2*g^2*p*q*x^4-17256*b*c^2*g^2*p*r *x^4-3720*b*c^2*g^2*q^2*x^4-17256*b*c^2*g^2*q*r*x^4-16704*b*c^2*g^2*r^2*x^4-\ 1968*b*c^2*g*p^3*x^4-5904*b*c^2*g*p^2*q*x^4-13296*b*c^2*g*p^2*r*x^4-5904*b*c^2* g*p*q^2*x^4-26592*b*c^2*g*p*q*r*x^4-25344*b*c^2*g*p*r^2*x^4-1968*b*c^2*g*q^3*x^ 4-13296*b*c^2*g*q^2*r*x^4-25344*b*c^2*g*q*r^2*x^4-14968*b*c^2*g*r^3*x^4-280*b*c ^2*p^4*x^4-1120*b*c^2*p^3*q*x^4-2464*b*c^2*p^3*r*x^4-1680*b*c^2*p^2*q^2*x^4-\ 7392*b*c^2*p^2*q*r*x^4-6912*b*c^2*p^2*r^2*x^4-1120*b*c^2*p*q^3*x^4-7392*b*c^2*p *q^2*r*x^4-13824*b*c^2*p*q*r^2*x^4-8000*b*c^2*p*r^3*x^4-280*b*c^2*q^4*x^4-2464* b*c^2*q^3*r*x^4-6912*b*c^2*q^2*r^2*x^4-8000*b*c^2*q*r^3*x^4-3296*b*c^2*r^4*x^4-\ 64*b*c*g^5*x^4-524*b*c*g^4*p*x^4-524*b*c*g^4*q*x^4-1348*b*c*g^4*r*x^4-1192*b*c* g^3*p^2*x^4-2384*b*c*g^3*p*q*x^4-5724*b*c*g^3*p*r*x^4-1192*b*c*g^3*q^2*x^4-5724 *b*c*g^3*q*r*x^4-5592*b*c*g^3*r^2*x^4-1108*b*c*g^2*p^3*x^4-3324*b*c*g^2*p^2*q*x ^4-7662*b*c*g^2*p^2*r*x^4-3324*b*c*g^2*p*q^2*x^4-15324*b*c*g^2*p*q*r*x^4-14760* b*c*g^2*p*r^2*x^4-1108*b*c*g^2*q^3*x^4-7662*b*c*g^2*q^2*r*x^4-14760*b*c*g^2*q*r ^2*x^4-8798*b*c*g^2*r^3*x^4-416*b*c*g*p^4*x^4-1664*b*c*g*p^3*q*x^4-3724*b*c*g*p ^3*r*x^4-2496*b*c*g*p^2*q^2*x^4-11172*b*c*g*p^2*q*r*x^4-10584*b*c*g*p^2*r^2*x^4 -1664*b*c*g*p*q^3*x^4-11172*b*c*g*p*q^2*r*x^4-21168*b*c*g*p*q*r^2*x^4-12418*b*c *g*p*r^3*x^4-416*b*c*g*q^4*x^4-3724*b*c*g*q^3*r*x^4-10584*b*c*g*q^2*r^2*x^4-\ 12418*b*c*g*q*r^3*x^4-5188*b*c*g*r^4*x^4-40*b*c*p^5*x^4-200*b*c*p^4*q*x^4-438*b *c*p^4*r*x^4-400*b*c*p^3*q^2*x^4-1752*b*c*p^3*q*r*x^4-1632*b*c*p^3*r^2*x^4-400* b*c*p^2*q^3*x^4-2628*b*c*p^2*q^2*r*x^4-4896*b*c*p^2*q*r^2*x^4-2822*b*c*p^2*r^3* x^4-200*b*c*p*q^4*x^4-1752*b*c*p*q^3*r*x^4-4896*b*c*p*q^2*r^2*x^4-5644*b*c*p*q* r^3*x^4-2316*b*c*p*r^4*x^4-40*b*c*q^5*x^4-438*b*c*q^4*r*x^4-1632*b*c*q^3*r^2*x^ 4-2822*b*c*q^2*r^3*x^4-2316*b*c*q*r^4*x^4-728*b*c*r^5*x^4-32*b*g^5*p*x^4-32*b*g ^5*q*x^4-96*b*g^5*r*x^4-124*b*g^4*p^2*x^4-248*b*g^4*p*q*x^4-632*b*g^4*p*r*x^4-\ 124*b*g^4*q^2*x^4-632*b*g^4*q*r*x^4-624*b*g^4*r^2*x^4-182*b*g^3*p^3*x^4-546*b*g ^3*p^2*q*x^4-1301*b*g^3*p^2*r*x^4-546*b*g^3*p*q^2*x^4-2602*b*g^3*p*q*r*x^4-2532 *b*g^3*p*r^2*x^4-182*b*g^3*q^3*x^4-1301*b*g^3*q^2*r*x^4-2532*b*g^3*q*r^2*x^4-\ 1520*b*g^3*r^3*x^4-122*b*g^2*p^4*x^4-488*b*g^2*p^3*q*x^4-1116*b*g^2*p^3*r*x^4-\ 732*b*g^2*p^2*q^2*x^4-3348*b*g^2*p^2*q*r*x^4-3204*b*g^2*p^2*r^2*x^4-488*b*g^2*p *q^3*x^4-3348*b*g^2*p*q^2*r*x^4-6408*b*g^2*p*q*r^2*x^4-3791*b*g^2*p*r^3*x^4-122 *b*g^2*q^4*x^4-1116*b*g^2*q^3*r*x^4-3204*b*g^2*q^2*r^2*x^4-3791*b*g^2*q*r^3*x^4 -1598*b*g^2*r^4*x^4-34*b*g*p^5*x^4-170*b*g*p^4*q*x^4-377*b*g*p^4*r*x^4-340*b*g* p^3*q^2*x^4-1508*b*g*p^3*q*r*x^4-1416*b*g*p^3*r^2*x^4-340*b*g*p^2*q^3*x^4-2262* b*g*p^2*q^2*r*x^4-4248*b*g*p^2*q*r^2*x^4-2467*b*g*p^2*r^3*x^4-170*b*g*p*q^4*x^4 -1508*b*g*p*q^3*r*x^4-4248*b*g*p*q^2*r^2*x^4-4934*b*g*p*q*r^3*x^4-2040*b*g*p*r^ 4*x^4-34*b*g*q^5*x^4-377*b*g*q^4*r*x^4-1416*b*g*q^3*r^2*x^4-2467*b*g*q^2*r^3*x^ 4-2040*b*g*q*r^4*x^4-646*b*g*r^5*x^4-2*b*p^6*x^4-12*b*p^5*q*x^4-26*b*p^5*r*x^4-\ 30*b*p^4*q^2*x^4-130*b*p^4*q*r*x^4-120*b*p^4*r^2*x^4-40*b*p^3*q^3*x^4-260*b*p^3 *q^2*r*x^4-480*b*p^3*q*r^2*x^4-274*b*p^3*r^3*x^4-30*b*p^2*q^4*x^4-260*b*p^2*q^3 *r*x^4-720*b*p^2*q^2*r^2*x^4-822*b*p^2*q*r^3*x^4-334*b*p^2*r^4*x^4-12*b*p*q^5*x ^4-130*b*p*q^4*r*x^4-480*b*p*q^3*r^2*x^4-822*b*p*q^2*r^3*x^4-668*b*p*q*r^4*x^4-\ 208*b*p*r^5*x^4-2*b*q^6*x^4-26*b*q^5*r*x^4-120*b*q^4*r^2*x^4-274*b*q^3*r^3*x^4-\ 334*b*q^2*r^4*x^4-208*b*q*r^5*x^4-52*b*r^6*x^4-128*c^7*x^4-576*c^6*g*x^4-384*c^ 6*p*x^4-384*c^6*q*x^4-832*c^6*r*x^4-960*c^5*g^2*x^4-1536*c^5*g*p*x^4-1536*c^5*g *q*x^4-3424*c^5*g*r*x^4-480*c^5*p^2*x^4-960*c^5*p*q*x^4-2080*c^5*p*r*x^4-480*c^ 5*q^2*x^4-2080*c^5*q*r*x^4-1920*c^5*r^2*x^4-800*c^4*g^3*x^4-2176*c^4*g^2*p*x^4-\ 2176*c^4*g^2*q*x^4-4960*c^4*g^2*r*x^4-1680*c^4*g*p^2*x^4-3360*c^4*g*p*q*x^4-\ 7472*c^4*g*p*r*x^4-1680*c^4*g*q^2*x^4-7472*c^4*g*q*r*x^4-7104*c^4*g*r^2*x^4-320 *c^4*p^3*x^4-960*c^4*p^2*q*x^4-2080*c^4*p^2*r*x^4-960*c^4*p*q^2*x^4-4160*c^4*p* q*r*x^4-3840*c^4*p*r^2*x^4-320*c^4*q^3*x^4-2080*c^4*q^2*r*x^4-3840*c^4*q*r^2*x^ 4-2192*c^4*r^3*x^4-360*c^3*g^4*x^4-1472*c^3*g^3*p*x^4-1472*c^3*g^3*q*x^4-3440*c ^3*g^3*r*x^4-1952*c^3*g^2*p^2*x^4-3904*c^3*g^2*p*q*x^4-8864*c^3*g^2*p*r*x^4-\ 1952*c^3*g^2*q^2*x^4-8864*c^3*g^2*q*r*x^4-8544*c^3*g^2*r^2*x^4-960*c^3*g*p^3*x^ 4-2880*c^3*g*p^2*q*x^4-6384*c^3*g*p^2*r*x^4-2880*c^3*g*p*q^2*x^4-12768*c^3*g*p* q*r*x^4-12096*c^3*g*p*r^2*x^4-960*c^3*g*q^3*x^4-6384*c^3*g*q^2*r*x^4-12096*c^3* g*q*r^2*x^4-7112*c^3*g*r^3*x^4-120*c^3*p^4*x^4-480*c^3*p^3*q*x^4-1040*c^3*p^3*r *x^4-720*c^3*p^2*q^2*x^4-3120*c^3*p^2*q*r*x^4-2880*c^3*p^2*r^2*x^4-480*c^3*p*q^ 3*x^4-3120*c^3*p*q^2*r*x^4-5760*c^3*p*q*r^2*x^4-3288*c^3*p*r^3*x^4-120*c^3*q^4* x^4-1040*c^3*q^3*r*x^4-2880*c^3*q^2*r^2*x^4-3288*c^3*q*r^3*x^4-1336*c^3*r^4*x^4 -84*c^2*g^5*x^4-504*c^2*g^4*p*x^4-504*c^2*g^4*q*x^4-1220*c^2*g^4*r*x^4-1008*c^2 *g^3*p^2*x^4-2016*c^2*g^3*p*q*x^4-4688*c^2*g^3*p*r*x^4-1008*c^2*g^3*q^2*x^4-\ 4688*c^2*g^3*q*r*x^4-4560*c^2*g^3*r^2*x^4-864*c^2*g^2*p^3*x^4-2592*c^2*g^2*p^2* q*x^4-5856*c^2*g^2*p^2*r*x^4-2592*c^2*g^2*p*q^2*x^4-11712*c^2*g^2*p*q*r*x^4-\ 11232*c^2*g^2*p*r^2*x^4-864*c^2*g^2*q^3*x^4-5856*c^2*g^2*q^2*r*x^4-11232*c^2*g^ 2*q*r^2*x^4-6684*c^2*g^2*r^3*x^4-300*c^2*g*p^4*x^4-1200*c^2*g*p^3*q*x^4-2648*c^ 2*g*p^3*r*x^4-1800*c^2*g*p^2*q^2*x^4-7944*c^2*g*p^2*q*r*x^4-7488*c^2*g*p^2*r^2* x^4-1200*c^2*g*p*q^3*x^4-7944*c^2*g*p*q^2*r*x^4-14976*c^2*g*p*q*r^2*x^4-8756*c^ 2*g*p*r^3*x^4-300*c^2*g*q^4*x^4-2648*c^2*g*q^3*r*x^4-7488*c^2*g*q^2*r^2*x^4-\ 8756*c^2*g*q*r^3*x^4-3644*c^2*g*r^4*x^4-24*c^2*p^5*x^4-120*c^2*p^4*q*x^4-260*c^ 2*p^4*r*x^4-240*c^2*p^3*q^2*x^4-1040*c^2*p^3*q*r*x^4-960*c^2*p^3*r^2*x^4-240*c^ 2*p^2*q^3*x^4-1560*c^2*p^2*q^2*r*x^4-2880*c^2*p^2*q*r^2*x^4-1644*c^2*p^2*r^3*x^ 4-120*c^2*p*q^4*x^4-1040*c^2*p*q^3*r*x^4-2880*c^2*p*q^2*r^2*x^4-3288*c^2*p*q*r^ 3*x^4-1336*c^2*p*r^4*x^4-24*c^2*q^5*x^4-260*c^2*q^4*r*x^4-960*c^2*q^3*r^2*x^4-\ 1644*c^2*q^2*r^3*x^4-1336*c^2*q*r^4*x^4-416*c^2*r^5*x^4-8*c*g^6*x^4-80*c*g^5*p* x^4-80*c*g^5*q*x^4-206*c*g^5*r*x^4-234*c*g^4*p^2*x^4-468*c*g^4*p*q*x^4-1126*c*g ^4*p*r*x^4-234*c*g^4*q^2*x^4-1126*c*g^4*q*r*x^4-1104*c*g^4*r^2*x^4-304*c*g^3*p^ 3*x^4-912*c*g^3*p^2*q*x^4-2108*c*g^3*p^2*r*x^4-912*c*g^3*p*q^2*x^4-4216*c*g^3*p *q*r*x^4-4080*c*g^3*p*r^2*x^4-304*c*g^3*q^3*x^4-2108*c*g^3*q^2*r*x^4-4080*c*g^3 *q*r^2*x^4-2446*c*g^3*r^3*x^4-188*c*g^2*p^4*x^4-752*c*g^2*p^3*q*x^4-1688*c*g^2* p^3*r*x^4-1128*c*g^2*p^2*q^2*x^4-5064*c*g^2*p^2*q*r*x^4-4824*c*g^2*p^2*r^2*x^4-\ 752*c*g^2*p*q^3*x^4-5064*c*g^2*p*q^2*r*x^4-9648*c*g^2*p*q*r^2*x^4-5698*c*g^2*p* r^3*x^4-188*c*g^2*q^4*x^4-1688*c*g^2*q^3*r*x^4-4824*c*g^2*q^2*r^2*x^4-5698*c*g^ 2*q*r^3*x^4-2396*c*g^2*r^4*x^4-48*c*g*p^5*x^4-240*c*g*p^4*q*x^4-526*c*g*p^4*r*x ^4-480*c*g*p^3*q^2*x^4-2104*c*g*p^3*q*r*x^4-1968*c*g*p^3*r^2*x^4-480*c*g*p^2*q^ 3*x^4-3156*c*g*p^2*q^2*r*x^4-5904*c*g*p^2*q*r^2*x^4-3422*c*g*p^2*r^3*x^4-240*c* g*p*q^4*x^4-2104*c*g*p*q^3*r*x^4-5904*c*g*p*q^2*r^2*x^4-6844*c*g*p*q*r^3*x^4-\ 2824*c*g*p*r^4*x^4-48*c*g*q^5*x^4-526*c*g*q^4*r*x^4-1968*c*g*q^3*r^2*x^4-3422*c *g*q^2*r^3*x^4-2824*c*g*q*r^4*x^4-892*c*g*r^5*x^4-2*c*p^6*x^4-12*c*p^5*q*x^4-26 *c*p^5*r*x^4-30*c*p^4*q^2*x^4-130*c*p^4*q*r*x^4-120*c*p^4*r^2*x^4-40*c*p^3*q^3* x^4-260*c*p^3*q^2*r*x^4-480*c*p^3*q*r^2*x^4-274*c*p^3*r^3*x^4-30*c*p^2*q^4*x^4-\ 260*c*p^2*q^3*r*x^4-720*c*p^2*q^2*r^2*x^4-822*c*p^2*q*r^3*x^4-334*c*p^2*r^4*x^4 -12*c*p*q^5*x^4-130*c*p*q^4*r*x^4-480*c*p*q^3*r^2*x^4-822*c*p*q^2*r^3*x^4-668*c *p*q*r^4*x^4-208*c*p*r^5*x^4-2*c*q^6*x^4-26*c*q^5*r*x^4-120*c*q^4*r^2*x^4-274*c *q^3*r^3*x^4-334*c*q^2*r^4*x^4-208*c*q*r^5*x^4-52*c*r^6*x^4-4*g^6*p*x^4-4*g^6*q *x^4-12*g^6*r*x^4-19*g^5*p^2*x^4-38*g^5*p*q*x^4-97*g^5*p*r*x^4-19*g^5*q^2*x^4-\ 97*g^5*q*r*x^4-96*g^5*r^2*x^4-36*g^4*p^3*x^4-108*g^4*p^2*q*x^4-258*g^4*p^2*r*x^ 4-108*g^4*p*q^2*x^4-516*g^4*p*q*r*x^4-504*g^4*p*r^2*x^4-36*g^4*q^3*x^4-258*g^4* q^2*r*x^4-504*g^4*q*r^2*x^4-304*g^4*r^3*x^4-34*g^3*p^4*x^4-136*g^3*p^3*q*x^4-\ 312*g^3*p^3*r*x^4-204*g^3*p^2*q^2*x^4-936*g^3*p^2*q*r*x^4-900*g^3*p^2*r^2*x^4-\ 136*g^3*p*q^3*x^4-936*g^3*p*q^2*r*x^4-1800*g^3*p*q*r^2*x^4-1071*g^3*p*r^3*x^4-\ 34*g^3*q^4*x^4-312*g^3*q^3*r*x^4-900*g^3*q^2*r^2*x^4-1071*g^3*q*r^3*x^4-454*g^3 *r^4*x^4-16*g^2*p^5*x^4-80*g^2*p^4*q*x^4-178*g^2*p^4*r*x^4-160*g^2*p^3*q^2*x^4-\ 712*g^2*p^3*q*r*x^4-672*g^2*p^3*r^2*x^4-160*g^2*p^2*q^3*x^4-1068*g^2*p^2*q^2*r* x^4-2016*g^2*p^2*q*r^2*x^4-1178*g^2*p^2*r^3*x^4-80*g^2*p*q^4*x^4-712*g^2*p*q^3* r*x^4-2016*g^2*p*q^2*r^2*x^4-2356*g^2*p*q*r^3*x^4-980*g^2*p*r^4*x^4-16*g^2*q^5* x^4-178*g^2*q^4*r*x^4-672*g^2*q^3*r^2*x^4-1178*g^2*q^2*r^3*x^4-980*g^2*q*r^4*x^ 4-312*g^2*r^5*x^4-3*g*p^6*x^4-18*g*p^5*q*x^4-39*g*p^5*r*x^4-45*g*p^4*q^2*x^4-\ 195*g*p^4*q*r*x^4-180*g*p^4*r^2*x^4-60*g*p^3*q^3*x^4-390*g*p^3*q^2*r*x^4-720*g* p^3*q*r^2*x^4-411*g*p^3*r^3*x^4-45*g*p^2*q^4*x^4-390*g*p^2*q^3*r*x^4-1080*g*p^2 *q^2*r^2*x^4-1233*g*p^2*q*r^3*x^4-501*g*p^2*r^4*x^4-18*g*p*q^5*x^4-195*g*p*q^4* r*x^4-720*g*p*q^3*r^2*x^4-1233*g*p*q^2*r^3*x^4-1002*g*p*q*r^4*x^4-312*g*p*r^5*x ^4-3*g*q^6*x^4-39*g*q^5*r*x^4-180*g*q^4*r^2*x^4-411*g*q^3*r^3*x^4-501*g*q^2*r^4 *x^4-312*g*q*r^5*x^4-78*g*r^6*x^4+96*a^6*c*x^3+64*a^6*p*x^3+48*a^6*q*x^3+160*a^ 6*r*x^3+176*a^6*x^4+512*a^5*b*c*x^3+336*a^5*b*p*x^3+240*a^5*b*q*x^3+832*a^5*b*r *x^3+1056*a^5*b*x^4+704*a^5*c^2*x^3+432*a^5*c*g*x^3+816*a^5*c*p*x^3+608*a^5*c*q *x^3+1824*a^5*c*r*x^3+1440*a^5*c*x^4+288*a^5*g*p*x^3+208*a^5*g*q*x^3+704*a^5*g* r*x^3+880*a^5*g*x^4+224*a^5*p^2*x^3+352*a^5*p*q*x^3+976*a^5*p*r*x^3+632*a^5*p*x ^4+128*a^5*q^2*x^3+768*a^5*q*r*x^3+632*a^5*q*x^4+864*a^5*r^2*x^3+720*a^5*r*x^4+ 1120*a^4*b^2*c*x^3+720*a^4*b^2*p*x^3+480*a^4*b^2*q*x^3+1760*a^4*b^2*r*x^3+2640* a^4*b^2*x^4+3136*a^4*b*c^2*x^3+1936*a^4*b*c*g*x^3+3616*a^4*b*c*p*x^3+2576*a^4*b *c*q*x^3+7968*a^4*b*c*r*x^3+7200*a^4*b*c*x^4+1264*a^4*b*g*p*x^3+864*a^4*b*g*q*x ^3+3072*a^4*b*g*r*x^3+4400*a^4*b*g*x^4+992*a^4*b*p^2*x^3+1504*a^4*b*p*q*x^3+ 4288*a^4*b*p*r*x^3+3160*a^4*b*p*x^4+512*a^4*b*q^2*x^3+3248*a^4*b*q*r*x^3+3160*a ^4*b*q*x^4+3744*a^4*b*r^2*x^3+3600*a^4*b*r*x^4+2112*a^4*c^3*x^3+2672*a^4*c^2*g* x^3+3472*a^4*c^2*p*x^3+2560*a^4*c^2*q*x^3+7296*a^4*c^2*r*x^3+4624*a^4*c^2*x^4+ 808*a^4*c*g^2*x^3+3120*a^4*c*g*p*x^3+2256*a^4*c*g*q*x^3+6784*a^4*c*g*r*x^3+6032 *a^4*c*g*x^4+1816*a^4*c*p^2*x^3+2816*a^4*c*p*q*x^3+7536*a^4*c*p*r*x^3+3952*a^4* c*p*x^4+1000*a^4*c*q^2*x^3+5808*a^4*c*q*r*x^3+3952*a^4*c*q*x^4+6520*a^4*c*r^2*x ^3+3496*a^4*c*r*x^4+536*a^4*g^2*p*x^3+372*a^4*g^2*q*x^3+1288*a^4*g^2*r*x^3+1804 *a^4*g^2*x^4+864*a^4*g*p^2*x^3+1328*a^4*g*p*q*x^3+3680*a^4*g*p*r*x^3+2664*a^4*g *p*x^4+464*a^4*g*q^2*x^3+2824*a^4*g*q*r*x^3+2664*a^4*g*q*x^4+3176*a^4*g*r^2*x^3 +3004*a^4*g*r*x^4+304*a^4*p^3*x^3+732*a^4*p^2*q*x^3+1872*a^4*p^2*r*x^3+820*a^4* p^2*x^4+552*a^4*p*q^2*x^3+2984*a^4*p*q*r*x^3+1640*a^4*p*q*x^4+3264*a^4*p*r^2*x^ 3+1328*a^4*p*r*x^4+124*a^4*q^3*x^3+1112*a^4*q^2*r*x^3+820*a^4*q^2*x^4+2540*a^4* q*r^2*x^3+1328*a^4*q*r*x^4+1752*a^4*r^3*x^3+464*a^4*r^2*x^4+1280*a^3*b^3*c*x^3+ 800*a^3*b^3*p*x^3+480*a^3*b^3*q*x^3+1920*a^3*b^3*r*x^3+3520*a^3*b^3*x^4+5504*a^ 3*b^2*c^2*x^3+3424*a^3*b^2*c*g*x^3+6304*a^3*b^2*c*p*x^3+4224*a^3*b^2*c*q*x^3+ 13632*a^3*b^2*c*r*x^3+14400*a^3*b^2*c*x^4+2176*a^3*b^2*g*p*x^3+1376*a^3*b^2*g*q *x^3+5248*a^3*b^2*g*r*x^3+8800*a^3*b^2*g*x^4+1728*a^3*b^2*p^2*x^3+2496*a^3*b^2* p*q*x^3+7392*a^3*b^2*p*r*x^3+6320*a^3*b^2*p*x^4+768*a^3*b^2*q^2*x^3+5312*a^3*b^ 2*q*r*x^3+6320*a^3*b^2*q*x^4+6336*a^3*b^2*r^2*x^3+7200*a^3*b^2*r*x^4+7552*a^3*b *c^3*x^3+9632*a^3*b*c^2*g*x^3+12400*a^3*b*c^2*p*x^3+8752*a^3*b*c^2*q*x^3+25664* a^3*b*c^2*r*x^3+18496*a^3*b*c^2*x^4+2928*a^3*b*c*g^2*x^3+11136*a^3*b*c*g*p*x^3+ 7680*a^3*b*c*g*q*x^3+24000*a^3*b*c*g*r*x^3+24128*a^3*b*c*g*x^4+6496*a^3*b*c*p^2 *x^3+9728*a^3*b*c*p*q*x^3+26720*a^3*b*c*p*r*x^3+15808*a^3*b*c*p*x^4+3232*a^3*b* c*q^2*x^3+19808*a^3*b*c*q*r*x^3+15808*a^3*b*c*q*x^4+22864*a^3*b*c*r^2*x^3+13984 *a^3*b*c*r*x^4+1892*a^3*b*g^2*p*x^3+1236*a^3*b*g^2*q*x^3+4544*a^3*b*g^2*r*x^3+ 7216*a^3*b*g^2*x^4+3072*a^3*b*g*p^2*x^3+4544*a^3*b*g*p*q*x^3+13048*a^3*b*g*p*r* x^3+10656*a^3*b*g*p*x^4+1472*a^3*b*g*q^2*x^3+9624*a^3*b*g*q*r*x^3+10656*a^3*b*g *q*x^4+11152*a^3*b*g*r^2*x^3+12016*a^3*b*g*r*x^4+1092*a^3*b*p^3*x^3+2556*a^3*b* p^2*q*x^3+6696*a^3*b*p^2*r*x^3+3280*a^3*b*p^2*x^4+1836*a^3*b*p*q^2*x^3+10352*a^ 3*b*p*q*r*x^3+6560*a^3*b*p*q*x^4+11588*a^3*b*p*r^2*x^3+5312*a^3*b*p*r*x^4+372*a ^3*b*q^3*x^3+3656*a^3*b*q^2*r*x^3+3280*a^3*b*q^2*x^4+8692*a^3*b*q*r^2*x^3+5312* a^3*b*q*r*x^4+6176*a^3*b*r^3*x^3+1856*a^3*b*r^2*x^4+3328*a^3*c^4*x^3+6544*a^3*c ^3*g*x^3+7056*a^3*c^3*p*x^3+5152*a^3*c^3*q*x^3+14208*a^3*c^3*r*x^3+7456*a^3*c^3 *x^4+4048*a^3*c^2*g^2*x^3+10896*a^3*c^2*g*p*x^3+7824*a^3*c^2*g*q*x^3+22312*a^3* c^2*g*r*x^3+15816*a^3*c^2*g*x^4+5360*a^3*c^2*p^2*x^3+8224*a^3*c^2*p*q*x^3+21456 *a^3*c^2*p*r*x^3+9256*a^3*c^2*p*x^4+2864*a^3*c^2*q^2*x^3+16320*a^3*c^2*q*r*x^3+ 9256*a^3*c^2*q*x^4+18176*a^3*c^2*r^2*x^3+5144*a^3*c^2*r*x^4+804*a^3*c*g^3*x^3+ 4740*a^3*c*g^2*p*x^3+3328*a^3*c*g^2*q*x^3+10116*a^3*c*g^2*r*x^3+9916*a^3*c*g^2* x^4+5780*a^3*c*g*p^2*x^3+8792*a^3*c*g*p*q*x^3+23484*a^3*c*g*p*r*x^3+13700*a^3*c *g*p*x^4+3012*a^3*c*g*q^2*x^3+17700*a^3*c*g*q*r*x^3+13700*a^3*c*g*q*x^4+19904*a ^3*c*g*r^2*x^3+12232*a^3*c*g*r*x^4+1732*a^3*c*p^3*x^3+4128*a^3*c*p^2*q*x^3+ 10336*a^3*c*p^2*r*x^3+3664*a^3*c*p^2*x^4+3060*a^3*c*p*q^2*x^3+16296*a^3*c*p*q*r *x^3+7328*a^3*c*p*q*x^4+17620*a^3*c*p*r^2*x^3+3084*a^3*c*p*r*x^4+664*a^3*c*q^3* x^3+5960*a^3*c*q^2*r*x^3+3664*a^3*c*q^2*x^4+13592*a^3*c*q*r^2*x^3+3084*a^3*c*q* r*x^4+9264*a^3*c*r^3*x^3-2168*a^3*c*r^2*x^4+528*a^3*g^3*p*x^3+352*a^3*g^3*q*x^3 +1256*a^3*g^3*r*x^3+1936*a^3*g^3*x^4+1320*a^3*g^2*p^2*x^3+1984*a^3*g^2*p*q*x^3+ 5546*a^3*g^2*p*r*x^3+4408*a^3*g^2*p*x^4+664*a^3*g^2*q^2*x^3+4154*a^3*g^2*q*r*x^ 3+4408*a^3*g^2*q*x^4+4702*a^3*g^2*r^2*x^3+4946*a^3*g^2*r*x^4+984*a^3*g*p^3*x^3+ 2336*a^3*g*p^2*q*x^3+5948*a^3*g*p^2*r*x^3+2896*a^3*g*p^2*x^4+1720*a^3*g*p*q^2*x ^3+9336*a^3*g*p*q*r*x^3+5792*a^3*g*p*q*x^4+10176*a^3*g*p*r^2*x^3+4782*a^3*g*p*r *x^4+368*a^3*g*q^3*x^3+3388*a^3*g*q^2*r*x^3+2896*a^3*g*q^2*x^4+7784*a^3*g*q*r^2 *x^3+4782*a^3*g*q*r*x^4+5368*a^3*g*r^3*x^3+1648*a^3*g*r^2*x^4+200*a^3*p^4*x^3+ 652*a^3*p^3*q*x^3+1580*a^3*p^3*r*x^3+450*a^3*p^3*x^4+756*a^3*p^2*q^2*x^3+3836*a ^3*p^2*q*r*x^3+1350*a^3*p^2*q*x^4+4048*a^3*p^2*r^2*x^3+256*a^3*p^2*r*x^4+356*a^ 3*p*q^3*x^3+2932*a^3*p*q^2*r*x^3+1350*a^3*p*q^2*x^4+6444*a^3*p*q*r^2*x^3+512*a^ 3*p*q*r*x^4+4268*a^3*p*r^3*x^3-1676*a^3*p*r^2*x^4+52*a^3*q^4*x^3+676*a^3*q^3*r* x^3+450*a^3*q^3*x^4+2396*a^3*q^2*r^2*x^3+256*a^3*q^2*r*x^4+3340*a^3*q*r^3*x^3-\ 1676*a^3*q*r^2*x^4+1600*a^3*r^4*x^3-1830*a^3*r^3*x^4+800*a^2*b^4*c*x^3+480*a^2* b^4*p*x^3+240*a^2*b^4*q*x^3+1120*a^2*b^4*r*x^3+2640*a^2*b^4*x^4+4736*a^2*b^3*c^ 2*x^3+2976*a^2*b^3*c*g*x^3+5376*a^2*b^3*c*p*x^3+3296*a^2*b^3*c*q*x^3+11328*a^2* b^3*c*r*x^3+14400*a^2*b^3*c*x^4+1824*a^2*b^3*g*p*x^3+1024*a^2*b^3*g*q*x^3+4352* a^2*b^3*g*r*x^3+8800*a^2*b^3*g*x^4+1472*a^2*b^3*p^2*x^3+1984*a^2*b^3*p*q*x^3+ 6208*a^2*b^3*p*r*x^3+6320*a^2*b^3*p*x^4+512*a^2*b^3*q^2*x^3+4128*a^2*b^3*q*r*x^ 3+6320*a^2*b^3*q*x^4+5184*a^2*b^3*r^2*x^3+7200*a^2*b^3*r*x^4+9984*a^2*b^2*c^3*x ^3+12864*a^2*b^2*c^2*g*x^3+16368*a^2*b^2*c^2*p*x^3+10896*a^2*b^2*c^2*q*x^3+ 33216*a^2*b^2*c^2*r*x^3+27744*a^2*b^2*c^2*x^4+3936*a^2*b^2*c*g^2*x^3+14688*a^2* b^2*c*g*p*x^3+9504*a^2*b^2*c*g*q*x^3+31296*a^2*b^2*c*g*r*x^3+36192*a^2*b^2*c*g* x^4+8592*a^2*b^2*c*p^2*x^3+12288*a^2*b^2*c*p*q*x^3+34944*a^2*b^2*c*p*r*x^3+ 23712*a^2*b^2*c*p*x^4+3696*a^2*b^2*c*q^2*x^3+24576*a^2*b^2*c*q*r*x^3+23712*a^2* b^2*c*q*x^4+29472*a^2*b^2*c*r^2*x^3+20976*a^2*b^2*c*r*x^4+2460*a^2*b^2*g^2*p*x^ 3+1476*a^2*b^2*g^2*q*x^3+5904*a^2*b^2*g^2*r*x^3+10824*a^2*b^2*g^2*x^4+4032*a^2* b^2*g*p^2*x^3+5664*a^2*b^2*g*p*q*x^3+17064*a^2*b^2*g*p*r*x^3+15984*a^2*b^2*g*p* x^4+1632*a^2*b^2*g*q^2*x^3+11928*a^2*b^2*g*q*r*x^3+15984*a^2*b^2*g*q*x^4+14400* a^2*b^2*g*r^2*x^3+18024*a^2*b^2*g*r*x^4+1452*a^2*b^2*p^3*x^3+3276*a^2*b^2*p^2*q *x^3+8856*a^2*b^2*p^2*r*x^3+4920*a^2*b^2*p^2*x^4+2196*a^2*b^2*p*q^2*x^3+13152*a ^2*b^2*p*q*r*x^3+9840*a^2*b^2*p*q*x^4+15180*a^2*b^2*p*r^2*x^3+7968*a^2*b^2*p*r* x^4+372*a^2*b^2*q^3*x^3+4296*a^2*b^2*q^2*r*x^3+4920*a^2*b^2*q^2*x^4+10836*a^2*b ^2*q*r^2*x^3+7968*a^2*b^2*q*r*x^4+8016*a^2*b^2*r^3*x^3+2784*a^2*b^2*r^2*x^4+ 8960*a^2*b*c^4*x^3+17808*a^2*b*c^3*g*x^3+19008*a^2*b*c^3*p*x^3+13296*a^2*b*c^3* q*x^3+37696*a^2*b*c^3*r*x^3+22368*a^2*b*c^3*x^4+11088*a^2*b*c^2*g^2*x^3+29456*a ^2*b*c^2*g*p*x^3+20240*a^2*b*c^2*g*q*x^3+59848*a^2*b*c^2*g*r*x^3+47448*a^2*b*c^ 2*g*x^4+14480*a^2*b*c^2*p^2*x^3+21472*a^2*b*c^2*p*q*x^3+57440*a^2*b*c^2*p*r*x^3 +27768*a^2*b*c^2*p*x^4+6992*a^2*b*c^2*q^2*x^3+42032*a^2*b*c^2*q*r*x^3+27768*a^2 *b*c^2*q*x^4+48192*a^2*b*c^2*r^2*x^3+15432*a^2*b*c^2*r*x^4+2212*a^2*b*c*g^3*x^3 +12792*a^2*b*c*g^2*p*x^3+8556*a^2*b*c*g^2*q*x^3+27236*a^2*b*c*g^2*r*x^3+29748*a ^2*b*c*g^2*x^4+15588*a^2*b*c*g*p^2*x^3+22872*a^2*b*c*g*p*q*x^3+63172*a^2*b*c*g* p*r*x^3+41100*a^2*b*c*g*p*x^4+7284*a^2*b*c*g*q^2*x^3+45820*a^2*b*c*g*q*r*x^3+ 41100*a^2*b*c*g*q*x^4+53184*a^2*b*c*g*r^2*x^3+36696*a^2*b*c*g*r*x^4+4704*a^2*b* c*p^3*x^3+10908*a^2*b*c*p^2*q*x^3+27944*a^2*b*c*p^2*r*x^3+10992*a^2*b*c*p^2*x^4 +7704*a^2*b*c*p*q^2*x^3+42760*a^2*b*c*p*q*r*x^3+21984*a^2*b*c*p*q*x^4+47328*a^2 *b*c*p*r^2*x^3+9252*a^2*b*c*p*r*x^4+1500*a^2*b*c*q^3*x^3+14816*a^2*b*c*q^2*r*x^ 3+10992*a^2*b*c*q^2*x^4+35244*a^2*b*c*q*r^2*x^3+9252*a^2*b*c*q*r*x^4+24736*a^2* b*c*r^3*x^3-6504*a^2*b*c*r^2*x^4+1408*a^2*b*g^3*p*x^3+880*a^2*b*g^3*q*x^3+3368* a^2*b*g^3*r*x^3+5808*a^2*b*g^3*x^4+3536*a^2*b*g^2*p^2*x^3+5104*a^2*b*g^2*p*q*x^ 3+14898*a^2*b*g^2*p*r*x^3+13224*a^2*b*g^2*p*x^4+1568*a^2*b*g^2*q^2*x^3+10722*a^ 2*b*g^2*q*r*x^3+13224*a^2*b*g^2*q*x^4+12574*a^2*b*g^2*r^2*x^3+14838*a^2*b*g^2*r *x^4+2656*a^2*b*g*p^3*x^3+6120*a^2*b*g*p^2*q*x^3+16076*a^2*b*g*p^2*r*x^3+8688*a ^2*b*g*p^2*x^4+4272*a^2*b*g*p*q^2*x^3+24472*a^2*b*g*p*q*r*x^3+17376*a^2*b*g*p*q *x^4+27384*a^2*b*g*p*r^2*x^3+14346*a^2*b*g*p*r*x^4+808*a^2*b*g*q^3*x^3+8396*a^2 *b*g*q^2*r*x^3+8688*a^2*b*g*q^2*x^4+20208*a^2*b*g*q*r^2*x^3+14346*a^2*b*g*q*r*x ^4+14360*a^2*b*g*r^3*x^3+4944*a^2*b*g*r^2*x^4+548*a^2*b*p^4*x^3+1748*a^2*b*p^3* q*x^3+4324*a^2*b*p^3*r*x^3+1350*a^2*b*p^3*x^4+1956*a^2*b*p^2*q^2*x^3+10260*a^2* b*p^2*q*r*x^3+4050*a^2*b*p^2*q*x^4+11036*a^2*b*p^2*r^2*x^3+768*a^2*b*p^2*r*x^4+ 860*a^2*b*p*q^3*x^3+7548*a^2*b*p*q^2*r*x^3+4050*a^2*b*p*q^2*x^4+17116*a^2*b*p*q *r^2*x^3+1536*a^2*b*p*q*r*x^4+11596*a^2*b*p*r^3*x^3-5028*a^2*b*p*r^2*x^4+104*a^ 2*b*q^4*x^3+1612*a^2*b*q^3*r*x^3+1350*a^2*b*q^3*x^4+6080*a^2*b*q^2*r^2*x^3+768* a^2*b*q^2*r*x^4+8812*a^2*b*q*r^3*x^3-5028*a^2*b*q*r^2*x^4+4336*a^2*b*r^4*x^3-\ 5490*a^2*b*r^3*x^4+2912*a^2*c^5*x^3+7952*a^2*c^4*g*x^3+7536*a^2*c^4*p*x^3+5456* a^2*c^4*q*x^3+14688*a^2*c^4*r*x^3+6368*a^2*c^4*x^4+7560*a^2*c^3*g^2*x^3+17168*a ^2*c^3*g*p*x^3+12224*a^2*c^3*g*q*x^3+33864*a^2*c^3*g*r*x^3+19960*a^2*c^3*g*x^4+ 7448*a^2*c^3*p^2*x^3+11328*a^2*c^3*p*q*x^3+28976*a^2*c^3*p*r*x^3+10128*a^2*c^3* p*x^4+3880*a^2*c^3*q^2*x^3+21840*a^2*c^3*q*r*x^3+10128*a^2*c^3*q*x^4+24088*a^2* c^3*r^2*x^3+1056*a^2*c^3*r*x^4+3052*a^2*c^2*g^3*x^3+12676*a^2*c^2*g^2*p*x^3+ 8876*a^2*c^2*g^2*q*x^3+25600*a^2*c^2*g^2*r*x^3+19760*a^2*c^2*g^2*x^4+13316*a^2* c^2*g*p^2*x^3+20064*a^2*c^2*g*p*q*x^3+52448*a^2*c^2*g*p*r*x^3+25440*a^2*c^2*g*p *x^4+6748*a^2*c^2*g*q^2*x^3+39032*a^2*c^2*g*q*r*x^3+25440*a^2*c^2*g*q*x^4+43800 *a^2*c^2*g*r^2*x^3+15932*a^2*c^2*g*r*x^4+3508*a^2*c^2*p^3*x^3+8292*a^2*c^2*p^2* q*x^3+20416*a^2*c^2*p^2*r*x^3+5640*a^2*c^2*p^2*x^4+6060*a^2*c^2*p*q^2*x^3+31936 *a^2*c^2*p*q*r*x^3+11280*a^2*c^2*p*q*x^4+34148*a^2*c^2*p*r^2*x^3-1800*a^2*c^2*p *r*x^4+1276*a^2*c^2*q^3*x^3+11520*a^2*c^2*q^2*r*x^3+5640*a^2*c^2*q^2*x^4+26188* a^2*c^2*q*r^2*x^3-1800*a^2*c^2*q*r*x^4+17648*a^2*c^2*r^3*x^3-12516*a^2*c^2*r^2* x^4+448*a^2*c*g^4*x^3+3568*a^2*c*g^3*p*x^3+2436*a^2*c*g^3*q*x^3+7546*a^2*c*g^3* r*x^3+7974*a^2*c*g^3*x^4+6788*a^2*c*g^2*p^2*x^3+10128*a^2*c*g^2*p*q*x^3+27310*a ^2*c*g^2*p*r*x^3+17326*a^2*c*g^2*p*x^4+3340*a^2*c*g^2*q^2*x^3+20154*a^2*c*g^2*q *r*x^3+17326*a^2*c*g^2*q*x^4+22876*a^2*c*g^2*r^2*x^3+15718*a^2*c*g^2*r*x^4+4416 *a^2*c*g*p^3*x^3+10388*a^2*c*g*p^2*q*x^3+25990*a^2*c*g*p^2*r*x^3+10470*a^2*c*g* p^2*x^4+7528*a^2*c*g*p*q^2*x^3+40376*a^2*c*g*p*q*r*x^3+20940*a^2*c*g*p*q*x^4+ 43736*a^2*c*g*p*r^2*x^3+11018*a^2*c*g*p*r*x^4+1556*a^2*c*g*q^3*x^3+14386*a^2*c* g*q^2*r*x^3+10470*a^2*c*g*q^2*x^4+33174*a^2*c*g*q*r^2*x^3+11018*a^2*c*g*q*r*x^4 +22736*a^2*c*g*r^3*x^3-3294*a^2*c*g*r^2*x^4+780*a^2*c*p^4*x^3+2524*a^2*c*p^3*q* x^3+6028*a^2*c*p^3*r*x^3+1228*a^2*c*p^3*x^4+2892*a^2*c*p^2*q^2*x^3+14540*a^2*c* p^2*q*r*x^3+3684*a^2*c*p^2*q*x^4+15164*a^2*c*p^2*r^2*x^3-2592*a^2*c*p^2*r*x^4+ 1332*a^2*c*p*q^3*x^3+10996*a^2*c*p*q^2*r*x^3+3684*a^2*c*p*q^2*x^4+24020*a^2*c*p *q*r^2*x^3-5184*a^2*c*p*q*r*x^4+15724*a^2*c*p*r^3*x^3-13622*a^2*c*p*r^2*x^4+184 *a^2*c*q^4*x^3+2484*a^2*c*q^3*r*x^3+1228*a^2*c*q^3*x^4+8856*a^2*c*q^2*r^2*x^3-\ 2592*a^2*c*q^2*r*x^4+12268*a^2*c*q*r^3*x^3-13622*a^2*c*q*r^2*x^4+5808*a^2*c*r^4 *x^3-11312*a^2*c*r^3*x^4+290*a^2*g^4*p*x^3+186*a^2*g^4*q*x^3+688*a^2*g^4*r*x^3+ 1144*a^2*g^4*x^4+996*a^2*g^3*p^2*x^3+1464*a^2*g^3*p*q*x^3+4165*a^2*g^3*p*r*x^3+ 3569*a^2*g^3*p*x^4+468*a^2*g^3*q^2*x^3+3049*a^2*g^3*q*r*x^3+3569*a^2*g^3*q*x^4+ 3499*a^2*g^3*r^2*x^3+4008*a^2*g^3*r*x^4+1170*a^2*g^2*p^3*x^3+2736*a^2*g^2*p^2*q *x^3+7021*a^2*g^2*p^2*r*x^3+3723*a^2*g^2*p^2*x^4+1962*a^2*g^2*p*q^2*x^3+10852*a ^2*g^2*p*q*r*x^3+7446*a^2*g^2*p*q*x^4+11886*a^2*g^2*p*r^2*x^3+6309*a^2*g^2*p*r* x^4+396*a^2*g^2*q^3*x^3+3831*a^2*g^2*q^2*r*x^3+3723*a^2*g^2*q^2*x^4+8941*a^2*g^ 2*q*r^2*x^3+6309*a^2*g^2*q*r*x^4+6200*a^2*g^2*r^3*x^3+2240*a^2*g^2*r^2*x^4+528* a^2*g*p^4*x^3+1706*a^2*g*p^3*q*x^3+4116*a^2*g*p^3*r*x^3+1370*a^2*g*p^3*x^4+1950 *a^2*g*p^2*q^2*x^3+9900*a^2*g*p^2*q*r*x^3+4110*a^2*g*p^2*q*x^4+10410*a^2*g*p^2* r^2*x^3+1526*a^2*g*p^2*r*x^4+894*a^2*g*p*q^3*x^3+7452*a^2*g*p*q^2*r*x^3+4110*a^ 2*g*p*q^2*x^4+16406*a^2*g*p*q*r^2*x^3+3052*a^2*g*p*q*r*x^4+10852*a^2*g*p*r^3*x^ 3-3091*a^2*g*p*r^2*x^4+122*a^2*g*q^4*x^3+1668*a^2*g*q^3*r*x^3+1370*a^2*g*q^3*x^ 4+5996*a^2*g*q^2*r^2*x^3+1526*a^2*g*q^2*r*x^4+8400*a^2*g*q*r^3*x^3-3091*a^2*g*q *r^2*x^4+4030*a^2*g*r^4*x^3-4048*a^2*g*r^3*x^4+64*a^2*p^5*x^3+264*a^2*p^4*q*x^3 +614*a^2*p^4*r*x^3+72*a^2*p^4*x^4+416*a^2*p^3*q^2*x^3+2016*a^2*p^3*q*r*x^3+288* a^2*p^3*q*x^4+2056*a^2*p^3*r^2*x^3-714*a^2*p^3*r*x^4+304*a^2*p^2*q^3*x^3+2364*a ^2*p^2*q^2*r*x^3+432*a^2*p^2*q^2*x^4+5004*a^2*p^2*q*r^2*x^3-2142*a^2*p^2*q*r*x^ 4+3194*a^2*p^2*r^3*x^3-3682*a^2*p^2*r^2*x^4+96*a^2*p*q^4*x^3+1136*a^2*p*q^3*r*x ^3+288*a^2*p*q^3*x^4+3840*a^2*p*q^2*r^2*x^3-2142*a^2*p*q^2*r*x^4+5124*a^2*p*q*r ^3*x^3-7364*a^2*p*q*r^2*x^4+2356*a^2*p*r^4*x^3-5576*a^2*p*r^3*x^4+8*a^2*q^5*x^3 +174*a^2*q^4*r*x^3+72*a^2*q^4*x^4+892*a^2*q^3*r^2*x^3-714*a^2*q^3*r*x^4+1930*a^ 2*q^2*r^3*x^3-3682*a^2*q^2*r^2*x^4+1872*a^2*q*r^4*x^3-5576*a^2*q*r^3*x^4+668*a^ 2*r^5*x^3-2740*a^2*r^4*x^4+256*a*b^5*c*x^3+144*a*b^5*p*x^3+48*a*b^5*q*x^3+320*a *b^5*r*x^3+1056*a*b^5*x^4+1984*a*b^4*c^2*x^3+1264*a*b^4*c*g*x^3+2224*a*b^4*c*p* x^3+1184*a*b^4*c*q*x^3+4512*a*b^4*c*r*x^3+7200*a*b^4*c*x^4+736*a*b^4*g*p*x^3+ 336*a*b^4*g*q*x^3+1728*a*b^4*g*r*x^3+4400*a*b^4*g*x^4+608*a*b^4*p^2*x^3+736*a*b ^4*p*q*x^3+2512*a*b^4*p*r*x^3+3160*a*b^4*p*x^4+128*a*b^4*q^2*x^3+1472*a*b^4*q*r *x^3+3160*a*b^4*q*x^4+2016*a*b^4*r^2*x^3+3600*a*b^4*r*x^4+5760*a*b^3*c^3*x^3+ 7520*a*b^3*c^2*g*x^3+9424*a*b^3*c^2*p*x^3+5776*a*b^3*c^2*q*x^3+18624*a*b^3*c^2* r*x^3+18496*a*b^3*c^2*x^4+2320*a*b^3*c*g^2*x^3+8448*a*b^3*c*g*p*x^3+4992*a*b^3* c*g*q*x^3+17728*a*b^3*c*g*r*x^3+24128*a*b^3*c*g*x^4+4960*a*b^3*c*p^2*x^3+6656*a *b^3*c*p*q*x^3+19872*a*b^3*c*p*r*x^3+15808*a*b^3*c*p*x^4+1696*a*b^3*c*q^2*x^3+ 12960*a*b^3*c*q*r*x^3+15808*a*b^3*c*q*x^4+16432*a*b^3*c*r^2*x^3+13984*a*b^3*c*r *x^4+1388*a*b^3*g^2*p*x^3+732*a*b^3*g^2*q*x^3+3328*a*b^3*g^2*r*x^3+7216*a*b^3*g ^2*x^4+2304*a*b^3*g*p^2*x^3+3008*a*b^3*g*p*q*x^3+9704*a*b^3*g*p*r*x^3+10656*a*b ^3*g*p*x^4+704*a*b^3*g*q^2*x^3+6280*a*b^3*g*q*r*x^3+10656*a*b^3*g*q*x^4+8048*a* b^3*g*r^2*x^3+12016*a*b^3*g*r*x^4+844*a*b^3*p^3*x^3+1812*a*b^3*p^2*q*x^3+5112*a *b^3*p^2*r*x^3+3280*a*b^3*p^2*x^4+1092*a*b^3*p*q^2*x^3+7184*a*b^3*p*q*r*x^3+ 6560*a*b^3*p*q*x^4+8652*a*b^3*p*r^2*x^3+5312*a*b^3*p*r*x^4+124*a*b^3*q^3*x^3+ 2072*a*b^3*q^2*r*x^3+3280*a*b^3*q^2*x^4+5756*a*b^3*q*r^2*x^3+5312*a*b^3*q*r*x^4 +4512*a*b^3*r^3*x^3+1856*a*b^3*r^2*x^4+7936*a*b^2*c^4*x^3+15984*a*b^2*c^3*g*x^3 +16848*a*b^2*c^3*p*x^3+11136*a*b^2*c^3*q*x^3+32768*a*b^2*c^3*r*x^3+22368*a*b^2* c^3*x^4+10032*a*b^2*c^2*g^2*x^3+26224*a*b^2*c^2*g*p*x^3+17008*a*b^2*c^2*g*q*x^3 +52760*a*b^2*c^2*g*r*x^3+47448*a*b^2*c^2*g*x^4+12880*a*b^2*c^2*p^2*x^3+18272*a* b^2*c^2*p*q*x^3+50512*a*b^2*c^2*p*r*x^3+27768*a*b^2*c^2*p*x^4+5392*a*b^2*c^2*q^ 2*x^3+35104*a*b^2*c^2*q*r*x^3+27768*a*b^2*c^2*q*x^4+41856*a*b^2*c^2*r^2*x^3+ 15432*a*b^2*c^2*r*x^4+2012*a*b^2*c*g^3*x^3+11364*a*b^2*c*g^2*p*x^3+7128*a*b^2*c *g^2*q*x^3+24124*a*b^2*c*g^2*r*x^3+29748*a*b^2*c*g^2*x^4+13836*a*b^2*c*g*p^2*x^ 3+19368*a*b^2*c*g*p*q*x^3+55892*a*b^2*c*g*p*r*x^3+41100*a*b^2*c*g*p*x^4+5532*a* b^2*c*g*q^2*x^3+38540*a*b^2*c*g*q*r*x^3+41100*a*b^2*c*g*q*x^4+46656*a*b^2*c*g*r ^2*x^3+36696*a*b^2*c*g*r*x^4+4212*a*b^2*c*p^3*x^3+9432*a*b^2*c*p^2*q*x^3+24880* a*b^2*c*p^2*r*x^3+10992*a*b^2*c*p^2*x^4+6228*a*b^2*c*p*q^2*x^3+36632*a*b^2*c*p* q*r*x^3+21984*a*b^2*c*p*q*x^4+41796*a*b^2*c*p*r^2*x^3+9252*a*b^2*c*p*r*x^4+1008 *a*b^2*c*q^3*x^3+11752*a*b^2*c*q^2*r*x^3+10992*a*b^2*c*q^2*x^4+29712*a*b^2*c*q* r^2*x^3+9252*a*b^2*c*q*r*x^4+21680*a*b^2*c*r^3*x^3-6504*a*b^2*c*r^2*x^4+1232*a* b^2*g^3*p*x^3+704*a*b^2*g^3*q*x^3+2968*a*b^2*g^3*r*x^3+5808*a*b^2*g^3*x^4+3112* a*b^2*g^2*p^2*x^3+4256*a*b^2*g^2*p*q*x^3+13158*a*b^2*g^2*p*r*x^3+13224*a*b^2*g^ 2*p*x^4+1144*a*b^2*g^2*q^2*x^3+8982*a*b^2*g^2*q*r*x^3+13224*a*b^2*g^2*q*x^4+ 11042*a*b^2*g^2*r^2*x^3+14838*a*b^2*g^2*r*x^4+2360*a*b^2*g*p^3*x^3+5232*a*b^2*g *p^2*q*x^3+14308*a*b^2*g*p^2*r*x^3+8688*a*b^2*g*p^2*x^4+3384*a*b^2*g*p*q^2*x^3+ 20936*a*b^2*g*p*q*r*x^3+17376*a*b^2*g*p*q*x^4+24240*a*b^2*g*p*r^2*x^3+14346*a*b ^2*g*p*r*x^4+512*a*b^2*g*q^3*x^3+6628*a*b^2*g*q^2*r*x^3+8688*a*b^2*g*q^2*x^4+ 17064*a*b^2*g*q*r^2*x^3+14346*a*b^2*g*q*r*x^4+12616*a*b^2*g*r^3*x^3+4944*a*b^2* g*r^2*x^4+496*a*b^2*p^4*x^3+1540*a*b^2*p^3*q*x^3+3908*a*b^2*p^3*r*x^3+1350*a*b^ 2*p^3*x^4+1644*a*b^2*p^2*q^2*x^3+9012*a*b^2*p^2*q*r*x^3+4050*a*b^2*p^2*q*x^4+ 9928*a*b^2*p^2*r^2*x^3+768*a*b^2*p^2*r*x^4+652*a*b^2*p*q^3*x^3+6300*a*b^2*p*q^2 *r*x^3+4050*a*b^2*p*q^2*x^4+14900*a*b^2*p*q*r^2*x^3+1536*a*b^2*p*q*r*x^4+10388* a*b^2*p*r^3*x^3-5028*a*b^2*p*r^2*x^4+52*a*b^2*q^4*x^3+1196*a*b^2*q^3*r*x^3+1350 *a*b^2*q^3*x^4+4972*a*b^2*q^2*r^2*x^3+768*a*b^2*q^2*r*x^4+7604*a*b^2*q*r^3*x^3-\ 5028*a*b^2*q*r^2*x^4+3872*a*b^2*r^4*x^3-5490*a*b^2*r^3*x^4+5248*a*b*c^5*x^3+ 14528*a*b*c^4*g*x^3+13600*a*b*c^4*p*x^3+9440*a*b*c^4*q*x^3+26112*a*b*c^4*r*x^3+ 12736*a*b*c^4*x^4+13920*a*b*c^3*g^2*x^3+31184*a*b*c^3*g*p*x^3+21296*a*b*c^3*g*q *x^3+61152*a*b*c^3*g*r*x^3+39920*a*b*c^3*g*x^4+13488*a*b*c^3*p^2*x^3+19840*a*b* c^3*p*q*x^3+52000*a*b*c^3*p*r*x^3+20256*a*b*c^3*p*x^4+6352*a*b*c^3*q^2*x^3+ 37728*a*b*c^3*q*r*x^3+20256*a*b*c^3*q*x^4+42848*a*b*c^3*r^2*x^3+2112*a*b*c^3*r* x^4+5648*a*b*c^2*g^3*x^3+23064*a*b*c^2*g^2*p*x^3+15464*a*b*c^2*g^2*q*x^3+46560* a*b*c^2*g^2*r*x^3+39520*a*b*c^2*g^2*x^4+24136*a*b*c^2*g*p^2*x^3+35136*a*b*c^2*g *p*q*x^3+94920*a*b*c^2*g*p*r*x^3+50880*a*b*c^2*g*p*x^4+11000*a*b*c^2*g*q^2*x^3+ 68088*a*b*c^2*g*q*r*x^3+50880*a*b*c^2*g*q*x^4+78896*a*b*c^2*g*r^2*x^3+31864*a*b *c^2*g*r*x^4+6392*a*b*c^2*p^3*x^3+14712*a*b*c^2*p^2*q*x^3+37024*a*b*c^2*p^2*r*x ^3+11280*a*b*c^2*p^2*x^4+10248*a*b*c^2*p*q^2*x^3+56256*a*b*c^2*p*q*r*x^3+22560* a*b*c^2*p*q*x^4+61560*a*b*c^2*p*r^2*x^3-3600*a*b*c^2*p*r*x^4+1928*a*b*c^2*q^3*x ^3+19232*a*b*c^2*q^2*r*x^3+11280*a*b*c^2*q^2*x^4+45640*a*b*c^2*q*r^2*x^3-3600*a *b*c^2*q*r*x^4+31648*a*b*c^2*r^3*x^3-25032*a*b*c^2*r^2*x^4+832*a*b*c*g^4*x^3+ 6476*a*b*c*g^3*p*x^3+4212*a*b*c*g^3*q*x^3+13752*a*b*c*g^3*r*x^3+15948*a*b*c*g^3 *x^4+12272*a*b*c*g^2*p^2*x^3+17648*a*b*c*g^2*p*q*x^3+49532*a*b*c*g^2*p*r*x^3+ 34652*a*b*c*g^2*p*x^4+5376*a*b*c*g^2*q^2*x^3+35220*a*b*c*g^2*q*r*x^3+34652*a*b* c*g^2*q*x^4+41408*a*b*c*g^2*r^2*x^3+31436*a*b*c*g^2*r*x^4+8012*a*b*c*g*p^3*x^3+ 18316*a*b*c*g*p^2*q*x^3+47244*a*b*c*g*p^2*r*x^3+20940*a*b*c*g*p^2*x^4+12596*a*b *c*g*p*q^2*x^3+71280*a*b*c*g*p*q*r*x^3+41880*a*b*c*g*p*q*x^4+79266*a*b*c*g*p*r^ 2*x^3+22036*a*b*c*g*p*r*x^4+2292*a*b*c*g*q^3*x^3+24036*a*b*c*g*q^2*r*x^3+20940* a*b*c*g*q^2*x^4+58142*a*b*c*g*q*r^2*x^3+22036*a*b*c*g*q*r*x^4+41024*a*b*c*g*r^3 *x^3-6588*a*b*c*g*r^2*x^4+1436*a*b*c*p^4*x^3+4552*a*b*c*p^3*q*x^3+11080*a*b*c*p ^3*r*x^3+2456*a*b*c*p^3*x^4+5040*a*b*c*p^2*q^2*x^3+26152*a*b*c*p^2*q*r*x^3+7368 *a*b*c*p^2*q*x^4+27772*a*b*c*p^2*r^2*x^3-5184*a*b*c*p^2*r*x^4+2168*a*b*c*p*q^3* x^3+19064*a*b*c*p*q^2*r*x^3+7368*a*b*c*p*q^2*x^4+42928*a*b*c*p*q*r^2*x^3-10368* a*b*c*p*q*r*x^4+28704*a*b*c*p*r^3*x^3-27244*a*b*c*p*r^2*x^4+244*a*b*c*q^4*x^3+ 3992*a*b*c*q^3*r*x^3+2456*a*b*c*q^3*x^4+15156*a*b*c*q^2*r^2*x^3-5184*a*b*c*q^2* r*x^4+21792*a*b*c*q*r^3*x^3-27244*a*b*c*q*r^2*x^4+10576*a*b*c*r^4*x^3-22624*a*b *c*r^3*x^4+520*a*b*g^4*p*x^3+312*a*b*g^4*q*x^3+1248*a*b*g^4*r*x^3+2288*a*b*g^4* x^4+1788*a*b*g^3*p^2*x^3+2520*a*b*g^3*p*q*x^3+7536*a*b*g^3*p*r*x^3+7138*a*b*g^3 *p*x^4+732*a*b*g^3*q^2*x^3+5304*a*b*g^3*q*r*x^3+7138*a*b*g^3*q*x^4+6336*a*b*g^3 *r^2*x^3+8016*a*b*g^3*r*x^4+2110*a*b*g^2*p^3*x^3+4782*a*b*g^2*p^2*q*x^3+12738*a *b*g^2*p^2*r*x^3+7446*a*b*g^2*p^2*x^4+3234*a*b*g^2*p*q^2*x^3+19096*a*b*g^2*p*q* r*x^3+14892*a*b*g^2*p*q*x^4+21537*a*b*g^2*p*r^2*x^3+12618*a*b*g^2*p*r*x^4+562*a *b*g^2*q^3*x^3+6358*a*b*g^2*q^2*r*x^3+7446*a*b*g^2*q^2*x^4+15647*a*b*g^2*q*r^2* x^3+12618*a*b*g^2*q*r*x^4+11184*a*b*g^2*r^3*x^3+4480*a*b*g^2*r^2*x^4+962*a*b*g* p^4*x^3+3036*a*b*g*p^3*q*x^3+7536*a*b*g*p^3*r*x^3+2740*a*b*g*p^3*x^4+3336*a*b*g *p^2*q^2*x^3+17712*a*b*g*p^2*q*r*x^3+8220*a*b*g*p^2*q*x^4+19042*a*b*g*p^2*r^2*x ^3+3052*a*b*g*p^2*r*x^4+1412*a*b*g*p*q^3*x^3+12816*a*b*g*p*q^2*r*x^3+8220*a*b*g *p*q^2*x^4+29256*a*b*g*p*q*r^2*x^3+6104*a*b*g*p*q*r*x^4+19804*a*b*g*p*r^3*x^3-\ 6182*a*b*g*p*r^2*x^4+150*a*b*g*q^4*x^3+2640*a*b*g*q^3*r*x^3+2740*a*b*g*q^3*x^4+ 10214*a*b*g*q^2*r^2*x^3+3052*a*b*g*q^2*r*x^4+14900*a*b*g*q*r^3*x^3-6182*a*b*g*q *r^2*x^4+7336*a*b*g*r^4*x^3-8096*a*b*g*r^3*x^4+120*a*b*p^5*x^3+488*a*b*p^4*q*x^ 3+1152*a*b*p^4*r*x^3+144*a*b*p^4*x^4+752*a*b*p^3*q^2*x^3+3728*a*b*p^3*q*r*x^3+ 576*a*b*p^3*q*x^4+3852*a*b*p^3*r^2*x^3-1428*a*b*p^3*r*x^4+528*a*b*p^2*q^3*x^3+ 4272*a*b*p^2*q^2*r*x^3+864*a*b*p^2*q^2*x^4+9228*a*b*p^2*q*r^2*x^3-4284*a*b*p^2* q*r*x^4+5976*a*b*p^2*r^3*x^3-7364*a*b*p^2*r^2*x^4+152*a*b*p*q^4*x^3+1968*a*b*p* q^3*r*x^3+576*a*b*p*q^3*x^4+6900*a*b*p*q^2*r^2*x^3-4284*a*b*p*q^2*r*x^4+9424*a* b*p*q*r^3*x^3-14728*a*b*p*q*r^2*x^4+4404*a*b*p*r^4*x^3-11152*a*b*p*r^3*x^4+8*a* b*q^5*x^3+272*a*b*q^4*r*x^3+144*a*b*q^4*x^4+1524*a*b*q^3*r^2*x^3-1428*a*b*q^3*r *x^4+3448*a*b*q^2*r^3*x^3-7364*a*b*q^2*r^2*x^4+3436*a*b*q*r^4*x^3-11152*a*b*q*r ^3*x^4+1248*a*b*r^5*x^3-5480*a*b*r^4*x^4+1344*a*c^6*x^3+4800*a*c^5*g*x^3+4096*a *c^5*p*x^3+2944*a*c^5*q*x^3+7776*a*c^5*r*x^3+2720*a*c^5*x^4+6240*a*c^4*g^2*x^3+ 12720*a*c^4*g*p*x^3+8976*a*c^4*g*q*x^3+24480*a*c^4*g*r*x^3+12208*a*c^4*g*x^4+ 4960*a*c^4*p^2*x^3+7488*a*c^4*p*q*x^3+18848*a*c^4*p*r*x^3+5120*a*c^4*p*x^4+2528 *a*c^4*q^2*x^3+14112*a*c^4*q*r*x^3+5120*a*c^4*q*x^4+15408*a*c^4*r^2*x^3-2976*a* c^4*r*x^4+3840*a*c^3*g^3*x^3+13608*a*c^3*g^2*p*x^3+9464*a*c^3*g^2*q*x^3+26656*a *c^3*g^2*r*x^3+17048*a*c^3*g^2*x^4+12936*a*c^3*g*p^2*x^3+19312*a*c^3*g*p*q*x^3+ 49904*a*c^3*g*p*r*x^3+20368*a*c^3*g*p*x^4+6376*a*c^3*g*q^2*x^3+36736*a*c^3*g*q* r*x^3+20368*a*c^3*g*q*x^4+41244*a*c^3*g*r^2*x^3+6584*a*c^3*g*r*x^4+3040*a*c^3*p ^3*x^3+7136*a*c^3*p^2*q*x^3+17328*a*c^3*p^2*r*x^3+3440*a*c^3*p^2*x^4+5152*a*c^3 *p*q^2*x^3+26944*a*c^3*p*q*r*x^3+6880*a*c^3*p*q*x^4+28512*a*c^3*p*r^2*x^3-8112* a*c^3*p*r*x^4+1056*a*c^3*q^3*x^3+9616*a*c^3*q^2*r*x^3+3440*a*c^3*q^2*x^4+21776* a*c^3*q*r^2*x^3-8112*a*c^3*q*r*x^4+14520*a*c^3*r^3*x^3-17200*a*c^3*r^2*x^4+1140 *a*c^2*g^4*x^3+6452*a*c^2*g^3*p*x^3+4412*a*c^2*g^3*q*x^3+12984*a*c^2*g^3*r*x^3+ 10660*a*c^2*g^3*x^4+10696*a*c^2*g^2*p^2*x^3+15824*a*c^2*g^2*p*q*x^3+41972*a*c^2 *g^2*p*r*x^3+22168*a*c^2*g^2*p*x^4+5128*a*c^2*g^2*q^2*x^3+30596*a*c^2*g^2*q*r*x ^3+22168*a*c^2*g^2*q*x^4+34892*a*c^2*g^2*r^2*x^3+15192*a*c^2*g^2*r*x^4+6324*a*c ^2*g*p^3*x^3+14748*a*c^2*g*p^2*q*x^3+36572*a*c^2*g*p^2*r*x^3+12240*a*c^2*g*p^2* x^4+10524*a*c^2*g*p*q^2*x^3+56296*a*c^2*g*p*q*r*x^3+24480*a*c^2*g*p*q*x^4+60882 *a*c^2*g*p*r^2*x^3+4296*a*c^2*g*p*r*x^4+2100*a*c^2*g*q^3*x^3+19724*a*c^2*g*q^2* r*x^3+12240*a*c^2*g*q^2*x^4+45810*a*c^2*g*q*r^2*x^3+4296*a*c^2*g*q*r*x^4+31360* a*c^2*g*r^3*x^3-15988*a*c^2*g*r^2*x^4+980*a*c^2*p^4*x^3+3152*a*c^2*p^3*q*x^3+ 7440*a*c^2*p^3*r*x^3+880*a*c^2*p^3*x^4+3576*a*c^2*p^2*q^2*x^3+17856*a*c^2*p^2*q *r*x^3+2640*a*c^2*p^2*q*x^4+18436*a*c^2*p^2*r^2*x^3-7704*a*c^2*p^2*r*x^4+1616*a *c^2*p*q^3*x^3+13392*a*c^2*p*q^2*r*x^3+2640*a*c^2*p*q^2*x^4+29096*a*c^2*p*q*r^2 *x^3-15408*a*c^2*p*q*r*x^4+18856*a*c^2*p*r^3*x^3-25576*a*c^2*p*r^2*x^4+212*a*c^ 2*q^4*x^3+2976*a*c^2*q^3*r*x^3+880*a*c^2*q^3*x^4+10660*a*c^2*q^2*r^2*x^3-7704*a *c^2*q^2*r*x^4+14680*a*c^2*q*r^3*x^3-25576*a*c^2*q*r^2*x^4+6880*a*c^2*r^4*x^3-\ 19032*a*c^2*r^3*x^4+132*a*c*g^5*x^3+1326*a*c*g^4*p*x^3+882*a*c*g^4*q*x^3+2802*a *c*g^4*r*x^3+3128*a*c*g^4*x^4+3474*a*c*g^3*p^2*x^3+5084*a*c*g^3*p*q*x^3+13968*a *c*g^3*p*r*x^3+9452*a*c*g^3*p*x^4+1610*a*c*g^3*q^2*x^3+10100*a*c*g^3*q*r*x^3+ 9452*a*c*g^3*q*x^4+11663*a*c*g^3*r^2*x^3+8766*a*c*g^3*r*x^4+3610*a*c*g^2*p^3*x^ 3+8370*a*c*g^2*p^2*q*x^3+21214*a*c*g^2*p^2*r*x^3+9382*a*c*g^2*p^2*x^4+5910*a*c* g^2*p*q^2*x^3+32456*a*c*g^2*p*q*r*x^3+18764*a*c*g^2*p*q*x^4+35573*a*c*g^2*p*r^2 *x^3+11386*a*c*g^2*p*r*x^4+1150*a*c*g^2*q^3*x^3+11242*a*c*g^2*q^2*r*x^3+9382*a* c*g^2*q^2*x^4+26523*a*c*g^2*q*r^2*x^3+11386*a*c*g^2*q*r*x^4+18418*a*c*g^2*r^3*x ^3-958*a*c*g^2*r^2*x^4+1482*a*c*g*p^4*x^3+4752*a*c*g*p^3*q*x^3+11384*a*c*g*p^3* r*x^3+3068*a*c*g*p^3*x^4+5364*a*c*g*p^2*q^2*x^3+27180*a*c*g*p^2*q*r*x^3+9204*a* c*g*p^2*q*x^4+28490*a*c*g*p^2*r^2*x^3-642*a*c*g*p^2*r*x^4+2400*a*c*g*p*q^3*x^3+ 20208*a*c*g*p*q^2*r*x^3+9204*a*c*g*p*q^2*x^4+44612*a*c*g*p*q*r^2*x^3-1284*a*c*g *p*q*r*x^4+29422*a*c*g*p*r^3*x^3-18170*a*c*g*p*r^2*x^4+306*a*c*g*q^4*x^3+4412*a *c*g*q^3*r*x^3+3068*a*c*g*q^3*x^4+16122*a*c*g*q^2*r^2*x^3-642*a*c*g*q^2*r*x^4+ 22666*a*c*g*q*r^3*x^3-18170*a*c*g*q*r^2*x^4+10834*a*c*g*r^4*x^3-16976*a*c*g*r^3 *x^4+152*a*c*p^5*x^3+624*a*c*p^4*q*x^3+1438*a*c*p^4*r*x^3+10*a*c*p^4*x^4+976*a* c*p^3*q^2*x^3+4704*a*c*p^3*q*r*x^3+40*a*c*p^3*q*x^4+4756*a*c*p^3*r^2*x^3-3108*a *c*p^3*r*x^4+704*a*c*p^2*q^3*x^3+5484*a*c*p^2*q^2*r*x^3+60*a*c*p^2*q^2*x^4+ 11544*a*c*p^2*q*r^2*x^3-9324*a*c*p^2*q*r*x^4+7306*a*c*p^2*r^3*x^3-12676*a*c*p^2 *r^2*x^4+216*a*c*p*q^4*x^3+2608*a*c*p*q^3*r*x^3+40*a*c*p*q^3*x^4+8820*a*c*p*q^2 *r^2*x^3-9324*a*c*p*q^2*r*x^4+11700*a*c*p*q*r^3*x^3-25352*a*c*p*q*r^2*x^4+5336* a*c*p*r^4*x^3-17644*a*c*p*r^3*x^4+16*a*c*q^5*x^3+390*a*c*q^4*r*x^3+10*a*c*q^4*x ^4+2032*a*c*q^3*r^2*x^3-3108*a*c*q^3*r*x^4+4394*a*c*q^2*r^3*x^3-12676*a*c*q^2*r ^2*x^4+4236*a*c*q*r^4*x^3-17644*a*c*q*r^3*x^4+1500*a*c*r^5*x^3-8212*a*c*r^4*x^4 +84*a*g^5*p*x^3+52*a*g^5*q*x^3+200*a*g^5*r*x^3+352*a*g^5*x^4+370*a*g^4*p^2*x^3+ 532*a*g^4*p*q*x^3+1551*a*g^4*p*r*x^3+1410*a*g^4*p*x^4+162*a*g^4*q^2*x^3+1111*a* g^4*q*r*x^3+1410*a*g^4*q*x^4+1301*a*g^4*r^2*x^3+1594*a*g^4*r*x^4+604*a*g^3*p^3* x^3+1390*a*g^3*p^2*q*x^3+3630*a*g^3*p^2*r*x^3+2061*a*g^3*p^2*x^4+968*a*g^3*p*q^ 2*x^3+5522*a*g^3*p*q*r*x^3+4122*a*g^3*p*q*x^4+6130*a*g^3*p*r^2*x^3+3605*a*g^3*p *r*x^4+182*a*g^3*q^3*x^3+1892*a*g^3*q^2*r*x^3+2061*a*g^3*q^2*x^4+4531*a*g^3*q*r ^2*x^3+3605*a*g^3*q*r*x^4+3184*a*g^3*r^3*x^3+1368*a*g^3*r^2*x^4+442*a*g^2*p^4*x ^3+1412*a*g^2*p^3*q*x^3+3446*a*g^2*p^3*r*x^3+1280*a*g^2*p^3*x^4+1584*a*g^2*p^2* q^2*x^3+8196*a*g^2*p^2*q*r*x^3+3840*a*g^2*p^2*q*x^4+8692*a*g^2*p^2*r^2*x^3+1895 *a*g^2*p^2*r*x^4+700*a*g^2*p*q^3*x^3+6054*a*g^2*p*q^2*r*x^3+3840*a*g^2*p*q^2*x^ 4+13536*a*g^2*p*q*r^2*x^3+3790*a*g^2*p*q*r*x^4+9031*a*g^2*p*r^3*x^3-1631*a*g^2* p*r^2*x^4+86*a*g^2*q^4*x^3+1304*a*g^2*q^3*r*x^3+1280*a*g^2*q^3*x^4+4844*a*g^2*q ^2*r^2*x^3+1895*a*g^2*q^2*r*x^4+6901*a*g^2*q*r^3*x^3-1631*a*g^2*q*r^2*x^4+3343* a*g^2*r^4*x^3-2868*a*g^2*r^3*x^4+132*a*g*p^5*x^3+542*a*g*p^4*q*x^3+1257*a*g*p^4 *r*x^3+257*a*g*p^4*x^4+848*a*g*p^3*q^2*x^3+4108*a*g*p^3*q*r*x^3+1028*a*g*p^3*q* x^4+4180*a*g*p^3*r^2*x^3-572*a*g*p^3*r*x^4+612*a*g*p^2*q^3*x^3+4782*a*g*p^2*q^2 *r*x^3+1542*a*g*p^2*q^2*x^4+10124*a*g*p^2*q*r^2*x^3-1716*a*g*p^2*q*r*x^4+6455*a *g*p^2*r^3*x^3-5088*a*g*p^2*r^2*x^4+188*a*g*p*q^4*x^3+2268*a*g*p*q^3*r*x^3+1028 *a*g*p*q^3*x^4+7708*a*g*p*q^2*r^2*x^3-1716*a*g*p*q^2*r*x^4+10302*a*g*p*q*r^3*x^ 3-10176*a*g*p*q*r^2*x^4+4738*a*g*p*r^4*x^3-8518*a*g*p*r^3*x^4+14*a*g*q^5*x^3+ 337*a*g*q^4*r*x^3+257*a*g*q^4*x^4+1764*a*g*q^3*r^2*x^3-572*a*g*q^3*r*x^4+3847*a *g*q^2*r^3*x^3-5088*a*g*q^2*r^2*x^4+3744*a*g*q*r^4*x^3-8518*a*g*q*r^3*x^4+1338* a*g*r^5*x^3-4364*a*g*r^4*x^4+8*a*p^6*x^3+40*a*p^5*q*x^3+90*a*p^5*r*x^3-20*a*p^5 *x^4+80*a*p^4*q^2*x^3+374*a*p^4*q*r*x^3-100*a*p^4*q*x^4+370*a*p^4*r^2*x^3-456*a *p^4*r*x^4+80*a*p^3*q^3*x^3+596*a*p^3*q^2*r*x^3-200*a*p^3*q^2*x^4+1220*a*p^3*q* r^2*x^3-1824*a*p^3*q*r*x^4+754*a*p^3*r^3*x^3-2094*a*p^3*r^2*x^4+40*a*p^2*q^4*x^ 3+444*a*p^2*q^3*r*x^3-200*a*p^2*q^3*x^4+1440*a*p^2*q^2*r^2*x^3-2736*a*p^2*q^2*r *x^4+1850*a*p^2*q*r^3*x^3-6282*a*p^2*q*r^2*x^4+822*a*p^2*r^4*x^3-4064*a*p^2*r^3 *x^4+8*a*p*q^5*x^3+146*a*p*q^4*r*x^3-100*a*p*q^4*x^4+700*a*p*q^3*r^2*x^3-1824*a *p*q^3*r*x^4+1438*a*p*q^2*r^3*x^3-6282*a*p*q^2*r^2*x^4+1336*a*p*q*r^4*x^3-8128* a*p*q*r^3*x^4+460*a*p*r^5*x^3-3612*a*p*r^4*x^4+14*a*q^5*r*x^3-20*a*q^5*x^4+110* a*q^4*r^2*x^3-456*a*q^4*r*x^4+342*a*q^3*r^3*x^3-2094*a*q^3*r^2*x^4+514*a*q^2*r^ 4*x^3-4064*a*q^2*r^3*x^4+372*a*q*r^5*x^3-3612*a*q*r^4*x^4+104*a*r^6*x^3-1206*a* r^5*x^4+32*b^6*c*x^3+16*b^6*p*x^3+32*b^6*r*x^3+176*b^6*x^4+320*b^5*c^2*x^3+208* b^5*c*g*x^3+352*b^5*c*p*x^3+144*b^5*c*q*x^3+672*b^5*c*r*x^3+1440*b^5*c*x^4+112* b^5*g*p*x^3+32*b^5*g*q*x^3+256*b^5*g*r*x^3+880*b^5*g*x^4+96*b^5*p^2*x^3+96*b^5* p*q*x^3+384*b^5*p*r*x^3+632*b^5*p*x^4+176*b^5*q*r*x^3+632*b^5*q*x^4+288*b^5*r^2 *x^3+720*b^5*r*x^4+1216*b^4*c^3*x^3+1616*b^4*c^2*g*x^3+1984*b^4*c^2*p*x^3+1072* b^4*c^2*q*x^3+3776*b^4*c^2*r*x^3+4624*b^4*c^2*x^4+504*b^4*c*g^2*x^3+1776*b^4*c* g*p*x^3+912*b^4*c*g*q*x^3+3648*b^4*c*g*r*x^3+6032*b^4*c*g*x^4+1048*b^4*c*p^2*x^ 3+1280*b^4*c*p*q*x^3+4112*b^4*c*p*r*x^3+3952*b^4*c*p*x^4+232*b^4*c*q^2*x^3+2384 *b^4*c*q*r*x^3+3952*b^4*c*q*x^4+3304*b^4*c*r^2*x^3+3496*b^4*c*r*x^4+284*b^4*g^2 *p*x^3+120*b^4*g^2*q*x^3+680*b^4*g^2*r*x^3+1804*b^4*g^2*x^4+480*b^4*g*p^2*x^3+ 560*b^4*g*p*q*x^3+2008*b^4*g*p*r*x^3+2664*b^4*g*p*x^4+80*b^4*g*q^2*x^3+1152*b^4 *g*q*r*x^3+2664*b^4*g*q*x^4+1624*b^4*g*r^2*x^3+3004*b^4*g*r*x^4+180*b^4*p^3*x^3 +360*b^4*p^2*q*x^3+1080*b^4*p^2*r*x^3+820*b^4*p^2*x^4+180*b^4*p*q^2*x^3+1400*b^ 4*p*q*r*x^3+1640*b^4*p*q*x^4+1796*b^4*p*r^2*x^3+1328*b^4*p*r*x^4+320*b^4*q^2*r* x^3+820*b^4*q^2*x^4+1072*b^4*q*r^2*x^3+1328*b^4*q*r*x^4+920*b^4*r^3*x^3+464*b^4 *r^2*x^4+2304*b^3*c^4*x^3+4720*b^3*c^3*g*x^3+4896*b^3*c^3*p*x^3+2992*b^3*c^3*q* x^3+9280*b^3*c^3*r*x^3+7456*b^3*c^3*x^4+2992*b^3*c^2*g^2*x^3+7664*b^3*c^2*g*p*x ^3+4592*b^3*c^2*g*q*x^3+15224*b^3*c^2*g*r*x^3+15816*b^3*c^2*g*x^4+3760*b^3*c^2* p^2*x^3+5024*b^3*c^2*p*q*x^3+14528*b^3*c^2*p*r*x^3+9256*b^3*c^2*p*x^4+1264*b^3* c^2*q^2*x^3+9392*b^3*c^2*q*r*x^3+9256*b^3*c^2*q*x^4+11840*b^3*c^2*r^2*x^3+5144* b^3*c^2*r*x^4+604*b^3*c*g^3*x^3+3312*b^3*c*g^2*p*x^3+1900*b^3*c*g^2*q*x^3+7004* b^3*c*g^2*r*x^3+9916*b^3*c*g^2*x^4+4028*b^3*c*g*p^2*x^3+5288*b^3*c*g*p*q*x^3+ 16204*b^3*c*g*p*r*x^3+13700*b^3*c*g*p*x^4+1260*b^3*c*g*q^2*x^3+10420*b^3*c*g*q* r*x^3+13700*b^3*c*g*q*x^4+13376*b^3*c*g*r^2*x^3+12232*b^3*c*g*r*x^4+1240*b^3*c* p^3*x^3+2652*b^3*c*p^2*q*x^3+7272*b^3*c*p^2*r*x^3+3664*b^3*c*p^2*x^4+1584*b^3*c *p*q^2*x^3+10168*b^3*c*p*q*r*x^3+7328*b^3*c*p*q*x^4+12088*b^3*c*p*r^2*x^3+3084* b^3*c*p*r*x^4+172*b^3*c*q^3*x^3+2896*b^3*c*q^2*r*x^3+3664*b^3*c*q^2*x^4+8060*b^ 3*c*q*r^2*x^3+3084*b^3*c*q*r*x^4+6208*b^3*c*r^3*x^3-2168*b^3*c*r^2*x^4+352*b^3* g^3*p*x^3+176*b^3*g^3*q*x^3+856*b^3*g^3*r*x^3+1936*b^3*g^3*x^4+896*b^3*g^2*p^2* x^3+1136*b^3*g^2*p*q*x^3+3806*b^3*g^2*p*r*x^3+4408*b^3*g^2*p*x^4+240*b^3*g^2*q^ 2*x^3+2414*b^3*g^2*q*r*x^3+4408*b^3*g^2*q*x^4+3170*b^3*g^2*r^2*x^3+4946*b^3*g^2 *r*x^4+688*b^3*g*p^3*x^3+1448*b^3*g*p^2*q*x^3+4180*b^3*g*p^2*r*x^3+2896*b^3*g*p ^2*x^4+832*b^3*g*p*q^2*x^3+5800*b^3*g*p*q*r*x^3+5792*b^3*g*p*q*x^4+7032*b^3*g*p *r^2*x^3+4782*b^3*g*p*r*x^4+72*b^3*g*q^3*x^3+1620*b^3*g*q^2*r*x^3+2896*b^3*g*q^ 2*x^4+4640*b^3*g*q*r^2*x^3+4782*b^3*g*q*r*x^4+3624*b^3*g*r^3*x^3+1648*b^3*g*r^2 *x^4+148*b^3*p^4*x^3+444*b^3*p^3*q*x^3+1164*b^3*p^3*r*x^3+450*b^3*p^3*x^4+444*b ^3*p^2*q^2*x^3+2588*b^3*p^2*q*r*x^3+1350*b^3*p^2*q*x^4+2940*b^3*p^2*r^2*x^3+256 *b^3*p^2*r*x^4+148*b^3*p*q^3*x^3+1684*b^3*p*q^2*r*x^3+1350*b^3*p*q^2*x^4+4228*b ^3*p*q*r^2*x^3+512*b^3*p*q*r*x^4+3060*b^3*p*r^3*x^3-1676*b^3*p*r^2*x^4+260*b^3* q^3*r*x^3+450*b^3*q^3*x^4+1288*b^3*q^2*r^2*x^3+256*b^3*q^2*r*x^4+2132*b^3*q*r^3 *x^3-1676*b^3*q*r^2*x^4+1136*b^3*r^4*x^3-1830*b^3*r^3*x^4+2336*b^2*c^5*x^3+6576 *b^2*c^4*g*x^3+6064*b^2*c^4*p*x^3+3984*b^2*c^4*q*x^3+11424*b^2*c^4*r*x^3+6368*b ^2*c^4*x^4+6360*b^2*c^3*g^2*x^3+14016*b^2*c^3*g*p*x^3+9072*b^2*c^3*g*q*x^3+ 27288*b^2*c^3*g*r*x^3+19960*b^2*c^3*g*x^4+6040*b^2*c^3*p^2*x^3+8512*b^2*c^3*p*q *x^3+23024*b^2*c^3*p*r*x^3+10128*b^2*c^3*p*x^4+2472*b^2*c^3*q^2*x^3+15888*b^2*c ^3*q*r*x^3+10128*b^2*c^3*q*x^4+18760*b^2*c^3*r^2*x^3+1056*b^2*c^3*r*x^4+2596*b^ 2*c^2*g^3*x^3+10388*b^2*c^2*g^2*p*x^3+6588*b^2*c^2*g^2*q*x^3+20960*b^2*c^2*g^2* r*x^3+19760*b^2*c^2*g^2*x^4+10820*b^2*c^2*g*p^2*x^3+15072*b^2*c^2*g*p*q*x^3+ 42472*b^2*c^2*g*p*r*x^3+25440*b^2*c^2*g*p*x^4+4252*b^2*c^2*g*q^2*x^3+29056*b^2* c^2*g*q*r*x^3+25440*b^2*c^2*g*q*x^4+35096*b^2*c^2*g*r^2*x^3+15932*b^2*c^2*g*r*x ^4+2884*b^2*c^2*p^3*x^3+6420*b^2*c^2*p^2*q*x^3+16608*b^2*c^2*p^2*r*x^3+5640*b^2 *c^2*p^2*x^4+4188*b^2*c^2*p*q^2*x^3+24320*b^2*c^2*p*q*r*x^3+11280*b^2*c^2*p*q*x ^4+27412*b^2*c^2*p*r^2*x^3-1800*b^2*c^2*p*r*x^4+652*b^2*c^2*q^3*x^3+7712*b^2*c^ 2*q^2*r*x^3+5640*b^2*c^2*q^2*x^4+19452*b^2*c^2*q*r^2*x^3-1800*b^2*c^2*q*r*x^4+ 14000*b^2*c^2*r^3*x^3-12516*b^2*c^2*r^2*x^4+384*b^2*c*g^4*x^3+2908*b^2*c*g^3*p* x^3+1776*b^2*c*g^3*q*x^3+6206*b^2*c*g^3*r*x^3+7974*b^2*c*g^3*x^4+5484*b^2*c*g^2 *p^2*x^3+7520*b^2*c*g^2*p*q*x^3+22222*b^2*c*g^2*p*r*x^3+17326*b^2*c*g^2*p*x^4+ 2036*b^2*c*g^2*q^2*x^3+15066*b^2*c*g^2*q*r*x^3+17326*b^2*c*g^2*q*x^4+18532*b^2* c*g^2*r^2*x^3+15718*b^2*c*g^2*r*x^4+3596*b^2*c*g*p^3*x^3+7928*b^2*c*g*p^2*q*x^3 +21254*b^2*c*g*p^2*r*x^3+10470*b^2*c*g*p^2*x^4+5068*b^2*c*g*p*q^2*x^3+30904*b^2 *c*g*p*q*r*x^3+20940*b^2*c*g*p*q*x^4+35530*b^2*c*g*p*r^2*x^3+11018*b^2*c*g*p*r* x^4+736*b^2*c*g*q^3*x^3+9650*b^2*c*g*q^2*r*x^3+10470*b^2*c*g*q^2*x^4+24968*b^2* c*g*q*r^2*x^3+11018*b^2*c*g*q*r*x^4+18288*b^2*c*g*r^3*x^3-3294*b^2*c*g*r^2*x^4+ 656*b^2*c*p^4*x^3+2028*b^2*c*p^3*q*x^3+5052*b^2*c*p^3*r*x^3+1228*b^2*c*p^3*x^4+ 2148*b^2*c*p^2*q^2*x^3+11612*b^2*c*p^2*q*r*x^3+3684*b^2*c*p^2*q*x^4+12608*b^2*c *p^2*r^2*x^3-2592*b^2*c*p^2*r*x^4+836*b^2*c*p*q^3*x^3+8068*b^2*c*p*q^2*r*x^3+ 3684*b^2*c*p*q^2*x^4+18908*b^2*c*p*q*r^2*x^3-5184*b^2*c*p*q*r*x^4+12980*b^2*c*p *r^3*x^3-13622*b^2*c*p*r^2*x^4+60*b^2*c*q^4*x^3+1508*b^2*c*q^3*r*x^3+1228*b^2*c *q^3*x^4+6300*b^2*c*q^2*r^2*x^3-2592*b^2*c*q^2*r*x^4+9524*b^2*c*q*r^3*x^3-13622 *b^2*c*q*r^2*x^4+4768*b^2*c*r^4*x^3-11312*b^2*c*r^3*x^4+230*b^2*g^4*p*x^3+126*b ^2*g^4*q*x^3+560*b^2*g^4*r*x^3+1144*b^2*g^4*x^4+792*b^2*g^3*p^2*x^3+1056*b^2*g^ 3*p*q*x^3+3371*b^2*g^3*p*r*x^3+3569*b^2*g^3*p*x^4+264*b^2*g^3*q^2*x^3+2255*b^2* g^3*q*r*x^3+3569*b^2*g^3*q*x^4+2837*b^2*g^3*r^2*x^3+4008*b^2*g^3*r*x^4+940*b^2* g^2*p^3*x^3+2046*b^2*g^2*p^2*q*x^3+5717*b^2*g^2*p^2*r*x^3+3723*b^2*g^2*p^2*x^4+ 1272*b^2*g^2*p*q^2*x^3+8244*b^2*g^2*p*q*r*x^3+7446*b^2*g^2*p*q*x^4+9651*b^2*g^2 *p*r^2*x^3+6309*b^2*g^2*p*r*x^4+166*b^2*g^2*q^3*x^3+2527*b^2*g^2*q^2*r*x^3+3723 *b^2*g^2*q^2*x^4+6706*b^2*g^2*q*r^2*x^3+6309*b^2*g^2*q*r*x^4+4984*b^2*g^2*r^3*x ^3+2240*b^2*g^2*r^2*x^4+434*b^2*g*p^4*x^3+1330*b^2*g*p^3*q*x^3+3420*b^2*g*p^3*r *x^3+1370*b^2*g*p^3*x^4+1386*b^2*g*p^2*q^2*x^3+7812*b^2*g*p^2*q*r*x^3+4110*b^2* g*p^2*q*x^4+8632*b^2*g*p^2*r^2*x^3+1526*b^2*g*p^2*r*x^4+518*b^2*g*p*q^3*x^3+ 5364*b^2*g*p*q^2*r*x^3+4110*b^2*g*p*q^2*x^4+12850*b^2*g*p*q*r^2*x^3+3052*b^2*g* p*q*r*x^4+8952*b^2*g*p*r^3*x^3-3091*b^2*g*p*r^2*x^4+28*b^2*g*q^4*x^3+972*b^2*g* q^3*r*x^3+1370*b^2*g*q^3*x^4+4218*b^2*g*q^2*r^2*x^3+1526*b^2*g*q^2*r*x^4+6500*b ^2*g*q*r^3*x^3-3091*b^2*g*q*r^2*x^4+3306*b^2*g*r^4*x^3-4048*b^2*g*r^3*x^4+56*b^ 2*p^5*x^3+224*b^2*p^4*q*x^3+538*b^2*p^4*r*x^3+72*b^2*p^4*x^4+336*b^2*p^3*q^2*x^ 3+1712*b^2*p^3*q*r*x^3+288*b^2*p^3*q*x^4+1796*b^2*p^3*r^2*x^3-714*b^2*p^3*r*x^4 +224*b^2*p^2*q^3*x^3+1908*b^2*p^2*q^2*r*x^3+432*b^2*p^2*q^2*x^4+4224*b^2*p^2*q* r^2*x^3-2142*b^2*p^2*q*r*x^4+2782*b^2*p^2*r^3*x^3-3682*b^2*p^2*r^2*x^4+56*b^2*p *q^4*x^3+832*b^2*p*q^3*r*x^3+288*b^2*p*q^3*x^4+3060*b^2*p*q^2*r^2*x^3-2142*b^2* p*q^2*r*x^4+4300*b^2*p*q*r^3*x^3-7364*b^2*p*q*r^2*x^4+2048*b^2*p*r^4*x^3-5576*b ^2*p*r^3*x^4+98*b^2*q^4*r*x^3+72*b^2*q^4*x^4+632*b^2*q^3*r^2*x^3-714*b^2*q^3*r* x^4+1518*b^2*q^2*r^3*x^3-3682*b^2*q^2*r^2*x^4+1564*b^2*q*r^4*x^3-5576*b^2*q*r^3 *x^4+580*b^2*r^5*x^3-2740*b^2*r^4*x^4+1216*b*c^6*x^3+4416*b*c^5*g*x^3+3712*b*c^ 5*p*x^3+2560*b*c^5*q*x^3+6944*b*c^5*r*x^3+2720*b*c^5*x^4+5792*b*c^4*g^2*x^3+ 11632*b*c^4*g*p*x^3+7888*b*c^4*g*q*x^3+22304*b*c^4*g*r*x^3+12208*b*c^4*g*x^4+ 4512*b*c^4*p^2*x^3+6592*b*c^4*p*q*x^3+16992*b*c^4*p*r*x^3+5120*b*c^4*p*x^4+2080 *b*c^4*q^2*x^3+12256*b*c^4*q*r*x^3+5120*b*c^4*q*x^4+13776*b*c^4*r^2*x^3-2976*b* c^4*r*x^4+3584*b*c^3*g^3*x^3+12488*b*c^3*g^2*p*x^3+8344*b*c^3*g^2*q*x^3+24512*b *c^3*g^2*r*x^3+17048*b*c^3*g^2*x^4+11800*b*c^3*g*p^2*x^3+17040*b*c^3*g*p*q*x^3+ 45504*b*c^3*g*p*r*x^3+20368*b*c^3*g*p*x^4+5240*b*c^3*g*q^2*x^3+32336*b*c^3*g*q* r*x^3+20368*b*c^3*g*q*x^4+37476*b*c^3*g*r^2*x^3+6584*b*c^3*g*r*x^4+2784*b*c^3*p ^3*x^3+6368*b*c^3*p^2*q*x^3+15792*b*c^3*p^2*r*x^3+3440*b*c^3*p^2*x^4+4384*b*c^3 *p*q^2*x^3+23872*b*c^3*p*q*r*x^3+6880*b*c^3*p*q*x^4+25840*b*c^3*p*r^2*x^3-8112* b*c^3*p*r*x^4+800*b*c^3*q^3*x^3+8080*b*c^3*q^2*r*x^3+3440*b*c^3*q^2*x^4+19104*b *c^3*q*r^2*x^3-8112*b*c^3*q*r*x^4+13096*b*c^3*r^3*x^3-17200*b*c^3*r^2*x^4+1068* b*c^2*g^4*x^3+5924*b*c^2*g^3*p*x^3+3884*b*c^2*g^3*q*x^3+11992*b*c^2*g^3*r*x^3+ 10660*b*c^2*g^3*x^4+9752*b*c^2*g^2*p^2*x^3+13936*b*c^2*g^2*p*q*x^3+38428*b*c^2* g^2*p*r*x^3+22168*b*c^2*g^2*p*x^4+4184*b*c^2*g^2*q^2*x^3+27052*b*c^2*g^2*q*r*x^ 3+22168*b*c^2*g^2*q*x^4+31924*b*c^2*g^2*r^2*x^3+15192*b*c^2*g^2*r*x^4+5772*b*c^ 2*g*p^3*x^3+13092*b*c^2*g*p^2*q*x^3+33460*b*c^2*g*p^2*r*x^3+12240*b*c^2*g*p^2*x ^4+8868*b*c^2*g*p*q^2*x^3+50072*b*c^2*g*p*q*r*x^3+24480*b*c^2*g*p*q*x^4+55566*b *c^2*g*p*r^2*x^3+4296*b*c^2*g*p*r*x^4+1548*b*c^2*g*q^3*x^3+16612*b*c^2*g*q^2*r* x^3+12240*b*c^2*g*q^2*x^4+40494*b*c^2*g*q*r^2*x^3+4296*b*c^2*g*q*r*x^4+28512*b* c^2*g*r^3*x^3-15988*b*c^2*g*r^2*x^4+908*b*c^2*p^4*x^3+2864*b*c^2*p^3*q*x^3+6880 *b*c^2*p^3*r*x^3+880*b*c^2*p^3*x^4+3144*b*c^2*p^2*q^2*x^3+16176*b*c^2*p^2*q*r*x ^3+2640*b*c^2*p^2*q*x^4+16988*b*c^2*p^2*r^2*x^3-7704*b*c^2*p^2*r*x^4+1328*b*c^2 *p*q^3*x^3+11712*b*c^2*p*q^2*r*x^3+2640*b*c^2*p*q^2*x^4+26200*b*c^2*p*q*r^2*x^3 -15408*b*c^2*p*q*r*x^4+17320*b*c^2*p*r^3*x^3-25576*b*c^2*p*r^2*x^4+140*b*c^2*q^ 4*x^3+2416*b*c^2*q^3*r*x^3+880*b*c^2*q^3*x^4+9212*b*c^2*q^2*r^2*x^3-7704*b*c^2* q^2*r*x^4+13144*b*c^2*q*r^3*x^3-25576*b*c^2*q*r^2*x^4+6304*b*c^2*r^4*x^3-19032* b*c^2*r^3*x^4+124*b*c*g^5*x^3+1214*b*c*g^4*p*x^3+770*b*c*g^4*q*x^3+2590*b*c*g^4 *r*x^3+3128*b*c*g^4*x^4+3158*b*c*g^3*p^2*x^3+4452*b*c*g^3*p*q*x^3+12796*b*c*g^3 *p*r*x^3+9452*b*c*g^3*p*x^4+1294*b*c*g^3*q^2*x^3+8928*b*c*g^3*q*r*x^3+9452*b*c* g^3*q*x^4+10705*b*c*g^3*r^2*x^3+8766*b*c*g^3*r*x^4+3282*b*c*g^2*p^3*x^3+7386*b* c*g^2*p^2*q*x^3+19406*b*c*g^2*p^2*r*x^3+9382*b*c*g^2*p^2*x^4+4926*b*c*g^2*p*q^2 *x^3+28840*b*c*g^2*p*q*r*x^3+18764*b*c*g^2*p*q*x^4+32517*b*c*g^2*p*r^2*x^3+ 11386*b*c*g^2*p*r*x^4+822*b*c*g^2*q^3*x^3+9434*b*c*g^2*q^2*r*x^3+9382*b*c*g^2*q ^2*x^4+23467*b*c*g^2*q*r^2*x^3+11386*b*c*g^2*q*r*x^4+16774*b*c*g^2*r^3*x^3-958* b*c*g^2*r^2*x^4+1358*b*c*g*p^4*x^3+4256*b*c*g*p^3*q*x^3+10484*b*c*g*p^3*r*x^3+ 3068*b*c*g*p^3*x^4+4620*b*c*g*p^2*q^2*x^3+24480*b*c*g*p^2*q*r*x^3+9204*b*c*g*p^ 2*q*x^4+26214*b*c*g*p^2*r^2*x^3-642*b*c*g*p^2*r*x^4+1904*b*c*g*p*q^3*x^3+17508* b*c*g*p*q^2*r*x^3+9204*b*c*g*p*q^2*x^4+40060*b*c*g*p*q*r^2*x^3-1284*b*c*g*p*q*r *x^4+27006*b*c*g*p*r^3*x^3-18170*b*c*g*p*r^2*x^4+182*b*c*g*q^4*x^3+3512*b*c*g*q ^3*r*x^3+3068*b*c*g*q^3*x^4+13846*b*c*g*q^2*r^2*x^3-642*b*c*g*q^2*r*x^4+20250*b *c*g*q*r^3*x^3-18170*b*c*g*q*r^2*x^4+9918*b*c*g*r^4*x^3-16976*b*c*g*r^3*x^4+144 *b*c*p^5*x^3+584*b*c*p^4*q*x^3+1362*b*c*p^4*r*x^3+10*b*c*p^4*x^4+896*b*c*p^3*q^ 2*x^3+4400*b*c*p^3*q*r*x^3+40*b*c*p^3*q*x^4+4496*b*c*p^3*r^2*x^3-3108*b*c*p^3*r *x^4+624*b*c*p^2*q^3*x^3+5028*b*c*p^2*q^2*r*x^3+60*b*c*p^2*q^2*x^4+10764*b*c*p^ 2*q*r^2*x^3-9324*b*c*p^2*q*r*x^4+6894*b*c*p^2*r^3*x^3-12676*b*c*p^2*r^2*x^4+176 *b*c*p*q^4*x^3+2304*b*c*p*q^3*r*x^3+40*b*c*p*q^3*x^4+8040*b*c*p*q^2*r^2*x^3-\ 9324*b*c*p*q^2*r*x^4+10876*b*c*p*q*r^3*x^3-25352*b*c*p*q*r^2*x^4+5028*b*c*p*r^4 *x^3-17644*b*c*p*r^3*x^4+8*b*c*q^5*x^3+314*b*c*q^4*r*x^3+10*b*c*q^4*x^4+1772*b* c*q^3*r^2*x^3-3108*b*c*q^3*r*x^4+3982*b*c*q^2*r^3*x^3-12676*b*c*q^2*r^2*x^4+ 3928*b*c*q*r^4*x^3-17644*b*c*q*r^3*x^4+1412*b*c*r^5*x^3-8212*b*c*r^4*x^4+76*b*g ^5*p*x^3+44*b*g^5*q*x^3+184*b*g^5*r*x^3+352*b*g^5*x^4+334*b*g^4*p^2*x^3+460*b*g ^4*p*q*x^3+1417*b*g^4*p*r*x^3+1410*b*g^4*p*x^4+126*b*g^4*q^2*x^3+977*b*g^4*q*r* x^3+1410*b*g^4*q*x^4+1195*b*g^4*r^2*x^3+1594*b*g^4*r*x^4+546*b*g^3*p^3*x^3+1216 *b*g^3*p^2*q*x^3+3312*b*g^3*p^2*r*x^3+2061*b*g^3*p^2*x^4+794*b*g^3*p*q^2*x^3+ 4886*b*g^3*p*q*r*x^3+4122*b*g^3*p*q*x^4+5597*b*g^3*p*r^2*x^3+3605*b*g^3*p*r*x^4 +124*b*g^3*q^3*x^3+1574*b*g^3*q^2*r*x^3+2061*b*g^3*q^2*x^4+3998*b*g^3*q*r^2*x^3 +3605*b*g^3*q*r*x^4+2896*b*g^3*r^3*x^3+1368*b*g^3*r^2*x^4+402*b*g^2*p^4*x^3+ 1252*b*g^2*p^3*q*x^3+3160*b*g^2*p^3*r*x^3+1280*b*g^2*p^3*x^4+1344*b*g^2*p^2*q^2 *x^3+7338*b*g^2*p^2*q*r*x^3+3840*b*g^2*p^2*q*x^4+7972*b*g^2*p^2*r^2*x^3+1895*b* g^2*p^2*r*x^4+540*b*g^2*p*q^3*x^3+5196*b*g^2*p*q^2*r*x^3+3840*b*g^2*p*q^2*x^4+ 12096*b*g^2*p*q*r^2*x^3+3790*b*g^2*p*q*r*x^4+8263*b*g^2*p*r^3*x^3-1631*b*g^2*p* r^2*x^4+46*b*g^2*q^4*x^3+1018*b*g^2*q^3*r*x^3+1280*b*g^2*q^3*x^4+4124*b*g^2*q^2 *r^2*x^3+1895*b*g^2*q^2*r*x^4+6133*b*g^2*q*r^3*x^3-1631*b*g^2*q*r^2*x^4+3049*b* g^2*r^4*x^3-2868*b*g^2*r^3*x^4+122*b*g*p^5*x^3+492*b*g*p^4*q*x^3+1171*b*g*p^4*r *x^3+257*b*g*p^4*x^4+748*b*g*p^3*q^2*x^3+3764*b*g*p^3*q*r*x^3+1028*b*g*p^3*q*x^ 4+3900*b*g*p^3*r^2*x^3-572*b*g*p^3*r*x^4+512*b*g*p^2*q^3*x^3+4266*b*g*p^2*q^2*r *x^3+1542*b*g*p^2*q^2*x^4+9284*b*g*p^2*q*r^2*x^3-1716*b*g*p^2*q*r*x^4+6021*b*g* p^2*r^3*x^3-5088*b*g*p^2*r^2*x^4+138*b*g*p*q^4*x^3+1924*b*g*p*q^3*r*x^3+1028*b* g*p*q^3*x^4+6868*b*g*p*q^2*r^2*x^3-1716*b*g*p*q^2*r*x^4+9434*b*g*p*q*r^3*x^3-\ 10176*b*g*p*q*r^2*x^4+4416*b*g*p*r^4*x^3-8518*b*g*p*r^3*x^4+4*b*g*q^5*x^3+251*b *g*q^4*r*x^3+257*b*g*q^4*x^4+1484*b*g*q^3*r^2*x^3-572*b*g*q^3*r*x^4+3413*b*g*q^ 2*r^3*x^3-5088*b*g*q^2*r^2*x^4+3422*b*g*q*r^4*x^3-8518*b*g*q*r^3*x^4+1246*b*g*r ^5*x^3-4364*b*g*r^4*x^4+8*b*p^6*x^3+40*b*p^5*q*x^3+90*b*p^5*r*x^3-20*b*p^5*x^4+ 80*b*p^4*q^2*x^3+374*b*p^4*q*r*x^3-100*b*p^4*q*x^4+370*b*p^4*r^2*x^3-456*b*p^4* r*x^4+80*b*p^3*q^3*x^3+596*b*p^3*q^2*r*x^3-200*b*p^3*q^2*x^4+1220*b*p^3*q*r^2*x ^3-1824*b*p^3*q*r*x^4+754*b*p^3*r^3*x^3-2094*b*p^3*r^2*x^4+40*b*p^2*q^4*x^3+444 *b*p^2*q^3*r*x^3-200*b*p^2*q^3*x^4+1440*b*p^2*q^2*r^2*x^3-2736*b*p^2*q^2*r*x^4+ 1850*b*p^2*q*r^3*x^3-6282*b*p^2*q*r^2*x^4+822*b*p^2*r^4*x^3-4064*b*p^2*r^3*x^4+ 8*b*p*q^5*x^3+146*b*p*q^4*r*x^3-100*b*p*q^4*x^4+700*b*p*q^3*r^2*x^3-1824*b*p*q^ 3*r*x^4+1438*b*p*q^2*r^3*x^3-6282*b*p*q^2*r^2*x^4+1336*b*p*q*r^4*x^3-8128*b*p*q *r^3*x^4+460*b*p*r^5*x^3-3612*b*p*r^4*x^4+14*b*q^5*r*x^3-20*b*q^5*x^4+110*b*q^4 *r^2*x^3-456*b*q^4*r*x^4+342*b*q^3*r^3*x^3-2094*b*q^3*r^2*x^4+514*b*q^2*r^4*x^3 -4064*b*q^2*r^3*x^4+372*b*q*r^5*x^3-3612*b*q*r^4*x^4+104*b*r^6*x^3-1206*b*r^5*x ^4+256*c^7*x^3+1152*c^6*g*x^3+896*c^6*p*x^3+640*c^6*q*x^3+1664*c^6*r*x^3+448*c^ 6*x^4+1920*c^5*g^2*x^3+3616*c^5*g*p*x^3+2528*c^5*g*q*x^3+6848*c^5*g*r*x^3+2912* c^5*g*x^4+1280*c^5*p^2*x^3+1920*c^5*p*q*x^3+4768*c^5*p*r*x^3+928*c^5*p*x^4+640* c^5*q^2*x^3+3552*c^5*q*r*x^3+928*c^5*q*x^4+3840*c^5*r^2*x^3-1664*c^5*r*x^4+1600 *c^4*g^3*x^3+5152*c^4*g^2*p*x^3+3552*c^4*g^2*q*x^3+9920*c^4*g^2*r*x^3+5408*c^4* g^2*x^4+4544*c^4*g*p^2*x^3+6720*c^4*g*p*q*x^3+17296*c^4*g*p*r*x^3+5968*c^4*g*p* x^4+2176*c^4*g*q^2*x^3+12592*c^4*g*q*r*x^3+5968*c^4*g*q*x^4+14208*c^4*g*r^2*x^3 -128*c^4*g*r*x^4+960*c^4*p^3*x^3+2240*c^4*p^2*q*x^3+5376*c^4*p^2*r*x^3+640*c^4* p^2*x^4+1600*c^4*p*q^2*x^3+8320*c^4*p*q*r*x^3+1280*c^4*p*q*x^4+8720*c^4*p*r^2*x ^3-4576*c^4*p*r*x^4+320*c^4*q^3*x^3+2944*c^4*q^2*r*x^3+640*c^4*q^2*x^4+6640*c^4 *q*r^2*x^3-4576*c^4*q*r*x^4+4384*c^4*r^3*x^3-7344*c^4*r^2*x^4+720*c^3*g^4*x^3+ 3504*c^3*g^3*p*x^3+2384*c^3*g^3*q*x^3+6880*c^3*g^3*r*x^3+4656*c^3*g^3*x^4+5328* c^3*g^2*p^2*x^3+7808*c^3*g^2*p*q*x^3+20616*c^3*g^2*p*r*x^3+9296*c^3*g^2*p*x^4+ 2480*c^3*g^2*q^2*x^3+14840*c^3*g^2*q*r*x^3+9296*c^3*g^2*q*x^4+17088*c^3*g^2*r^2 *x^3+4288*c^3*g^2*r*x^4+2928*c^3*g*p^3*x^3+6768*c^3*g*p^2*q*x^3+16752*c^3*g*p^2 *r*x^3+4656*c^3*g*p^2*x^4+4752*c^3*g*p*q^2*x^3+25536*c^3*g*p*q*r*x^3+9312*c^3*g *p*q*x^4+27728*c^3*g*p*r^2*x^3-2208*c^3*g*p*r*x^4+912*c^3*g*q^3*x^3+8784*c^3*g* q^2*r*x^3+4656*c^3*g*q^2*x^4+20656*c^3*g*q*r^2*x^3-2208*c^3*g*q*r*x^4+14224*c^3 *g*r^3*x^3-11400*c^3*g*r^2*x^4+400*c^3*p^4*x^3+1280*c^3*p^3*q*x^3+2992*c^3*p^3* r*x^3+80*c^3*p^3*x^4+1440*c^3*p^2*q^2*x^3+7152*c^3*p^2*q*r*x^3+240*c^3*p^2*q*x^ 4+7320*c^3*p^2*r^2*x^3-4992*c^3*p^2*r*x^4+640*c^3*p*q^3*x^3+5328*c^3*p*q^2*r*x^ 3+240*c^3*p*q^2*x^4+11520*c^3*p*q*r^2*x^3-9984*c^3*p*q*r*x^4+7400*c^3*p*r^3*x^3 -13896*c^3*p*r^2*x^4+80*c^3*q^4*x^3+1168*c^3*q^3*r*x^3+80*c^3*q^3*x^4+4200*c^3* q^2*r^2*x^3-4992*c^3*q^2*r*x^4+5752*c^3*q*r^3*x^3-13896*c^3*q*r^2*x^4+2672*c^3* r^4*x^3-9720*c^3*r^3*x^4+168*c^2*g^5*x^3+1208*c^2*g^4*p*x^3+808*c^2*g^4*q*x^3+ 2440*c^2*g^4*r*x^3+2092*c^2*g^4*x^4+2776*c^2*g^3*p^2*x^3+4032*c^2*g^3*p*q*x^3+ 10940*c^2*g^3*p*r*x^3+6152*c^2*g^3*p*x^4+1256*c^2*g^3*q^2*x^3+7812*c^2*g^3*q*r* x^3+6152*c^2*g^3*q*x^4+9120*c^2*g^3*r^2*x^3+4544*c^2*g^3*r*x^4+2664*c^2*g^2*p^3 *x^3+6120*c^2*g^2*p^2*q*x^3+15480*c^2*g^2*p^2*r*x^3+5832*c^2*g^2*p^2*x^4+4248*c ^2*g^2*p*q^2*x^3+23424*c^2*g^2*p*q*r*x^3+11664*c^2*g^2*p*q*x^4+25864*c^2*g^2*p* r^2*x^3+4224*c^2*g^2*p*r*x^4+792*c^2*g^2*q^3*x^3+7944*c^2*g^2*q^2*r*x^3+5832*c^ 2*g^2*q^2*x^4+19064*c^2*g^2*q*r^2*x^3+4224*c^2*g^2*q*r*x^4+13368*c^2*g^2*r^3*x^ 3-4644*c^2*g^2*r^2*x^4+1016*c^2*g*p^4*x^3+3232*c^2*g*p^3*q*x^3+7744*c^2*g*p^3*r *x^3+1672*c^2*g*p^3*x^4+3600*c^2*g*p^2*q^2*x^3+18336*c^2*g*p^2*q*r*x^3+5016*c^2 *g*p^2*q*x^4+19292*c^2*g*p^2*r^2*x^3-3120*c^2*g*p^2*r*x^4+1568*c^2*g*p*q^3*x^3+ 13440*c^2*g*p*q^2*r*x^3+5016*c^2*g*p*q^2*x^4+29952*c^2*g*p*q*r^2*x^3-6240*c^2*g *p*q*r*x^4+19852*c^2*g*p*r^3*x^3-17484*c^2*g*p*r^2*x^4+184*c^2*g*q^4*x^3+2848*c ^2*g*q^3*r*x^3+1672*c^2*g*q^3*x^4+10660*c^2*g*q^2*r^2*x^3-3120*c^2*g*q^2*r*x^4+ 15172*c^2*g*q*r^3*x^3-17484*c^2*g*q*r^2*x^4+7288*c^2*g*r^4*x^3-14600*c^2*g*r^3* x^4+88*c^2*p^5*x^3+360*c^2*p^4*q*x^3+824*c^2*p^4*r*x^3-100*c^2*p^4*x^4+560*c^2* p^3*q^2*x^3+2688*c^2*p^3*q*r*x^3-400*c^2*p^3*q*x^4+2700*c^2*p^3*r^2*x^3-2704*c^ 2*p^3*r*x^4+400*c^2*p^2*q^3*x^3+3120*c^2*p^2*q^2*r*x^3-600*c^2*p^2*q^2*x^4+6540 *c^2*p^2*q*r^2*x^3-8112*c^2*p^2*q*r*x^4+4112*c^2*p^2*r^3*x^3-9828*c^2*p^2*r^2*x ^4+120*c^2*p*q^4*x^3+1472*c^2*p*q^3*r*x^3-400*c^2*p*q^3*x^4+4980*c^2*p*q^2*r^2* x^3-8112*c^2*p*q^2*r*x^4+6576*c^2*p*q*r^3*x^3-19656*c^2*p*q*r^2*x^4+2980*c^2*p* r^4*x^3-13008*c^2*p*r^3*x^4+8*c^2*q^5*x^3+216*c^2*q^4*r*x^3-100*c^2*q^4*x^4+ 1140*c^2*q^3*r^2*x^3-2704*c^2*q^3*r*x^4+2464*c^2*q^2*r^3*x^3-9828*c^2*q^2*r^2*x ^4+2364*c^2*q*r^4*x^3-13008*c^2*q*r^3*x^4+832*c^2*r^5*x^3-5852*c^2*r^4*x^4+16*c *g^6*x^3+194*c*g^5*p*x^3+126*c*g^5*q*x^3+412*c*g^5*r*x^3+478*c*g^5*x^4+652*c*g^ 4*p^2*x^3+936*c*g^4*p*q*x^3+2636*c*g^4*p*r*x^3+1874*c*g^4*p*x^4+284*c*g^4*q^2*x ^3+1868*c*g^4*q*r*x^3+1874*c*g^4*q*x^4+2208*c*g^4*r^2*x^3+1784*c*g^4*r*x^4+948* c*g^3*p^3*x^3+2164*c*g^3*p^2*q*x^3+5604*c*g^3*p^2*r*x^3+2660*c*g^3*p^2*x^4+1484 *c*g^3*p*q^2*x^3+8432*c*g^3*p*q*r*x^3+5320*c*g^3*p*q*x^4+9428*c*g^3*p*r^2*x^3+ 3592*c*g^3*p*r*x^4+268*c*g^3*q^3*x^3+2828*c*g^3*q^2*r*x^3+2660*c*g^3*q^2*x^4+ 6892*c*g^3*q*r^2*x^3+3592*c*g^3*q*r*x^4+4892*c*g^3*r^3*x^3+234*c*g^3*r^2*x^4+ 644*c*g^2*p^4*x^3+2040*c*g^2*p^3*q*x^3+4978*c*g^2*p^3*r*x^3+1564*c*g^2*p^3*x^4+ 2256*c*g^2*p^2*q^2*x^3+11730*c*g^2*p^2*q*r*x^3+4692*c*g^2*p^2*q*x^4+12512*c*g^2 *p^2*r^2*x^3+1008*c*g^2*p^2*r*x^4+968*c*g^2*p*q^3*x^3+8526*c*g^2*p*q^2*r*x^3+ 4692*c*g^2*p*q^2*x^4+19296*c*g^2*p*q*r^2*x^3+2016*c*g^2*p*q*r*x^4+12970*c*g^2*p *r^3*x^3-5634*c*g^2*p*r^2*x^4+108*c*g^2*q^4*x^3+1774*c*g^2*q^3*r*x^3+1564*c*g^2 *q^3*x^4+6784*c*g^2*q^2*r^2*x^3+1008*c*g^2*q^2*r*x^4+9822*c*g^2*q*r^3*x^3-5634* c*g^2*q*r^2*x^4+4792*c*g^2*r^4*x^3-6134*c*g^2*r^3*x^4+178*c*g*p^5*x^3+726*c*g*p ^4*q*x^3+1688*c*g*p^4*r*x^3+254*c*g*p^4*x^4+1124*c*g*p^3*q^2*x^3+5480*c*g*p^3*q *r*x^3+1016*c*g*p^3*q*x^4+5600*c*g*p^3*r^2*x^3-1528*c*g*p^3*r*x^4+796*c*g*p^2*q ^3*x^3+6312*c*g*p^2*q^2*r*x^3+1524*c*g*p^2*q^2*x^4+13472*c*g*p^2*q*r^2*x^3-4584 *c*g*p^2*q*r*x^4+8632*c*g*p^2*r^3*x^3-8934*c*g*p^2*r^2*x^4+234*c*g*p*q^4*x^3+ 2936*c*g*p*q^3*r*x^3+1016*c*g*p*q^3*x^4+10144*c*g*p*q^2*r^2*x^3-4584*c*g*p*q^2* r*x^4+13688*c*g*p*q*r^3*x^3-17868*c*g*p*q*r^2*x^4+6326*c*g*p*r^4*x^3-13858*c*g* p*r^3*x^4+14*c*g*q^5*x^3+416*c*g*q^4*r*x^3+254*c*g*q^4*x^4+2272*c*g*q^3*r^2*x^3 -1528*c*g*q^3*r*x^4+5056*c*g*q^2*r^3*x^3-8934*c*g*q^2*r^2*x^4+4970*c*g*q*r^4*x^ 3-13858*c*g*q*r^3*x^4+1784*c*g*r^5*x^3-6834*c*g*r^4*x^4+8*c*p^6*x^3+40*c*p^5*q* x^3+90*c*p^5*r*x^3-46*c*p^5*x^4+80*c*p^4*q^2*x^3+374*c*p^4*q*r*x^3-230*c*p^4*q* x^4+370*c*p^4*r^2*x^3-728*c*p^4*r*x^4+80*c*p^3*q^3*x^3+596*c*p^3*q^2*r*x^3-460* c*p^3*q^2*x^4+1220*c*p^3*q*r^2*x^3-2912*c*p^3*q*r*x^4+754*c*p^3*r^3*x^3-3078*c* p^3*r^2*x^4+40*c*p^2*q^4*x^3+444*c*p^2*q^3*r*x^3-460*c*p^2*q^3*x^4+1440*c*p^2*q ^2*r^2*x^3-4368*c*p^2*q^2*r*x^4+1850*c*p^2*q*r^3*x^3-9234*c*p^2*q*r^2*x^4+822*c *p^2*r^4*x^3-5718*c*p^2*r^3*x^4+8*c*p*q^5*x^3+146*c*p*q^4*r*x^3-230*c*p*q^4*x^4 +700*c*p*q^3*r^2*x^3-2912*c*p*q^3*r*x^4+1438*c*p*q^2*r^3*x^3-9234*c*p*q^2*r^2*x ^4+1336*c*p*q*r^4*x^3-11436*c*p*q*r^3*x^4+460*c*p*r^5*x^3-4930*c*p*r^4*x^4+14*c *q^5*r*x^3-46*c*q^5*x^4+110*c*q^4*r^2*x^3-728*c*q^4*r*x^4+342*c*q^3*r^3*x^3-\ 3078*c*q^3*r^2*x^4+514*c*q^2*r^4*x^3-5718*c*q^2*r^3*x^4+372*c*q*r^5*x^3-4930*c* q*r^4*x^4+104*c*r^6*x^3-1608*c*r^5*x^4+10*g^6*p*x^3+6*g^6*q*x^3+24*g^6*r*x^3+44 *g^6*x^4+54*g^5*p^2*x^3+76*g^5*p*q*x^3+228*g^5*p*r*x^3+217*g^5*p*x^4+22*g^5*q^2 *x^3+160*g^5*q*r*x^3+217*g^5*q*x^4+192*g^5*r^2*x^3+248*g^5*r*x^4+114*g^4*p^3*x^ 3+258*g^4*p^2*q*x^3+690*g^4*p^2*r*x^3+414*g^4*p^2*x^4+174*g^4*p*q^2*x^3+1032*g^ 4*p*q*r*x^3+828*g^4*p*q*x^4+1169*g^4*p*r^2*x^3+750*g^4*p*r*x^4+30*g^4*q^3*x^3+ 342*g^4*q^2*r*x^3+414*g^4*q^2*x^4+847*g^4*q*r^2*x^3+750*g^4*q*r*x^4+608*g^4*r^3 *x^3+312*g^4*r^2*x^4+118*g^3*p^4*x^3+372*g^3*p^3*q*x^3+927*g^3*p^3*r*x^3+374*g^ 3*p^3*x^4+408*g^3*p^2*q^2*x^3+2175*g^3*p^2*q*r*x^3+1122*g^3*p^2*q*x^4+2348*g^3* p^2*r^2*x^3+660*g^3*p^2*r*x^4+172*g^3*p*q^3*x^3+1569*g^3*p*q^2*r*x^3+1122*g^3*p *q^2*x^4+3600*g^3*p*q*r^2*x^3+1320*g^3*p*q*r*x^4+2447*g^3*p*r^3*x^3-183*g^3*p*r ^2*x^4+18*g^3*q^4*x^3+321*g^3*q^3*r*x^3+374*g^3*q^3*x^4+1252*g^3*q^2*r^2*x^3+ 660*g^3*q^2*r*x^4+1837*g^3*q*r^3*x^3-183*g^3*q*r^2*x^4+908*g^3*r^4*x^3-632*g^3* r^3*x^4+60*g^2*p^5*x^3+244*g^2*p^4*q*x^3+576*g^2*p^4*r*x^3+148*g^2*p^4*x^4+376* g^2*p^3*q^2*x^3+1864*g^2*p^3*q*r*x^3+592*g^2*p^3*q*x^4+1926*g^2*p^3*r^2*x^3-16* g^2*p^3*r*x^4+264*g^2*p^2*q^3*x^3+2136*g^2*p^2*q^2*r*x^3+888*g^2*p^2*q^2*x^4+ 4614*g^2*p^2*q*r^2*x^3-48*g^2*p^2*q*r*x^4+2988*g^2*p^2*r^3*x^3-1656*g^2*p^2*r^2 *x^4+76*g^2*p*q^4*x^3+984*g^2*p*q^3*r*x^3+592*g^2*p*q^3*x^4+3450*g^2*p*q^2*r^2* x^3-48*g^2*p*q^2*r*x^4+4712*g^2*p*q*r^3*x^3-3312*g^2*p*q*r^2*x^4+2202*g^2*p*r^4 *x^3-3135*g^2*p*r^3*x^4+4*g^2*q^5*x^3+136*g^2*q^4*r*x^3+148*g^2*q^4*x^4+762*g^2 *q^3*r^2*x^3-16*g^2*q^3*r*x^4+1724*g^2*q^2*r^3*x^3-1656*g^2*q^2*r^2*x^4+1718*g^ 2*q*r^4*x^3-3135*g^2*q*r^3*x^4+624*g^2*r^5*x^3-1690*g^2*r^4*x^4+12*g*p^6*x^3+60 *g*p^5*q*x^3+135*g*p^5*r*x^3+9*g*p^5*x^4+120*g*p^4*q^2*x^3+561*g*p^4*q*r*x^3+45 *g*p^4*q*x^4+555*g*p^4*r^2*x^3-252*g*p^4*r*x^4+120*g*p^3*q^3*x^3+894*g*p^3*q^2* r*x^3+90*g*p^3*q^2*x^4+1830*g*p^3*q*r^2*x^3-1008*g*p^3*q*r*x^4+1131*g*p^3*r^3*x ^3-1521*g*p^3*r^2*x^4+60*g*p^2*q^4*x^3+666*g*p^2*q^3*r*x^3+90*g*p^2*q^3*x^4+ 2160*g*p^2*q^2*r^2*x^3-1512*g*p^2*q^2*r*x^4+2775*g*p^2*q*r^3*x^3-4563*g*p^2*q*r ^2*x^4+1233*g*p^2*r^4*x^3-3279*g*p^2*r^3*x^4+12*g*p*q^5*x^3+219*g*p*q^4*r*x^3+ 45*g*p*q^4*x^4+1050*g*p*q^3*r^2*x^3-1008*g*p*q^3*r*x^4+2157*g*p*q^2*r^3*x^3-\ 4563*g*p*q^2*r^2*x^4+2004*g*p*q*r^4*x^3-6558*g*p*q*r^3*x^4+690*g*p*r^5*x^3-3093 *g*p*r^4*x^4+21*g*q^5*r*x^3+9*g*q^5*x^4+165*g*q^4*r^2*x^3-252*g*q^4*r*x^4+513*g *q^3*r^3*x^3-1521*g*q^3*r^2*x^4+771*g*q^2*r^4*x^3-3279*g*q^2*r^3*x^4+558*g*q*r^ 5*x^3-3093*g*q*r^4*x^4+156*g*r^6*x^3-1074*g*r^5*x^4-6*p^6*x^4-36*p^5*q*x^4-78*p ^5*r*x^4-90*p^4*q^2*x^4-390*p^4*q*r*x^4-360*p^4*r^2*x^4-120*p^3*q^3*x^4-780*p^3 *q^2*r*x^4-1440*p^3*q*r^2*x^4-822*p^3*r^3*x^4-90*p^2*q^4*x^4-780*p^2*q^3*r*x^4-\ 2160*p^2*q^2*r^2*x^4-2466*p^2*q*r^3*x^4-1002*p^2*r^4*x^4-36*p*q^5*x^4-390*p*q^4 *r*x^4-1440*p*q^3*r^2*x^4-2466*p*q^2*r^3*x^4-2004*p*q*r^4*x^4-624*p*r^5*x^4-6*q ^6*x^4-78*q^5*r*x^4-360*q^4*r^2*x^4-822*q^3*r^3*x^4-1002*q^2*r^4*x^4-624*q*r^5* x^4-156*r^6*x^4-96*a^6*c*x^2-96*a^6*p*x^2-48*a^6*q*x^2-192*a^6*r*x^2-560*a^6*x^ 3-448*a^5*b*c*x^2-432*a^5*b*p*x^2-192*a^5*b*q*x^2-848*a^5*b*r*x^2-2944*a^5*b*x^ 3-640*a^5*c^2*x^2-384*a^5*c*g*x^2-1008*a^5*c*p*x^2-496*a^5*c*q*x^2-1872*a^5*c*r *x^2-4080*a^5*c*x^3-384*a^5*g*p*x^2-176*a^5*g*q*x^2-736*a^5*g*r*x^2-2528*a^5*g* x^3-336*a^5*p^2*x^2-384*a^5*p*q*x^2-1200*a^5*p*r*x^2-1872*a^5*p*x^3-88*a^5*q^2* x^2-688*a^5*q*r*x^2-1584*a^5*q*x^3-920*a^5*r^2*x^2-1872*a^5*r*x^3+1264*a^5*x^4-\ 832*a^4*b^2*c*x^2-768*a^4*b^2*p*x^2-288*a^4*b^2*q*x^2-1472*a^4*b^2*r*x^2-6320*a ^4*b^2*x^3-2496*a^4*b*c^2*x^2-1520*a^4*b*c*g*x^2-3872*a^4*b*c*p*x^2-1712*a^4*b* c*q*x^2-7040*a^4*b*c*r*x^2-18000*a^4*b*c*x^3-1448*a^4*b*g*p*x^2-584*a^4*b*g*q*x ^2-2760*a^4*b*g*r*x^2-11104*a^4*b*g*x^3-1296*a^4*b*p^2*x^2-1360*a^4*b*p*q*x^2-\ 4560*a^4*b*p*r*x^2-8432*a^4*b*p*x^3-264*a^4*b*q^2*x^2-2400*a^4*b*q*r*x^2-6992*a ^4*b*q*x^3-3432*a^4*b*r^2*x^2-8496*a^4*b*r*x^3+6320*a^4*b*x^4-1760*a^4*c^3*x^2-\ 2176*a^4*c^2*g*x^2-3776*a^4*c^2*p*x^2-1824*a^4*c^2*q*x^2-6688*a^4*c^2*r*x^2-\ 11888*a^4*c^2*x^3-648*a^4*c*g^2*x^2-3464*a^4*c*g*p*x^2-1592*a^4*c*g*q*x^2-6168* a^4*c*g*r*x^2-15592*a^4*c*g*x^3-2376*a^4*c*p^2*x^2-2640*a^4*c*p*q*x^2-8192*a^4* c*p*r*x^2-10456*a^4*c*p*x^3-576*a^4*c*q^2*x^2-4544*a^4*c*q*r*x^2-9112*a^4*c*q*x ^3-6128*a^4*c*r^2*x^2-7880*a^4*c*r*x^3+11456*a^4*c*x^4-640*a^4*g^2*p*x^2-268*a^ 4*g^2*q*x^2-1192*a^4*g^2*r*x^2-4716*a^4*g^2*x^3-1176*a^4*g*p^2*x^2-1280*a^4*g*p *q*x^2-4048*a^4*g*p*r*x^2-7320*a^4*g*p*x^3-268*a^4*g*q^2*x^2-2208*a^4*g*q*r*x^2 -6140*a^4*g*q*x^3-3004*a^4*g*r^2*x^2-7320*a^4*g*r*x^3+5252*a^4*g*x^4-456*a^4*p^ 3*x^2-828*a^4*p^2*q*x^2-2328*a^4*p^2*r*x^2-2180*a^4*p^2*x^3-424*a^4*p*q^2*x^2-\ 2776*a^4*p*q*r*x^2-3852*a^4*p*q*x^3-3504*a^4*p*r^2*x^2-2664*a^4*p*r*x^3+5316*a^ 4*p*x^4-52*a^4*q^3*x^2-704*a^4*q^2*r*x^2-1672*a^4*q^2*x^3-2020*a^4*q*r^2*x^2-\ 2564*a^4*q*r*x^3+5316*a^4*q*x^4-1632*a^4*r^3*x^2-348*a^4*r^2*x^3+7272*a^4*r*x^4 -768*a^3*b^3*c*x^2-672*a^3*b^3*p*x^2-192*a^3*b^3*q*x^2-1248*a^3*b^3*r*x^2-7040* a^3*b^3*x^3-3712*a^3*b^2*c^2*x^2-2304*a^3*b^2*c*g*x^2-5680*a^3*b^2*c*p*x^2-2160 *a^3*b^2*c*q*x^2-10032*a^3*b^2*c*r*x^2-31200*a^3*b^2*c*x^3-2072*a^3*b^2*g*p*x^2 -696*a^3*b^2*g*q*x^2-3928*a^3*b^2*g*r*x^2-19136*a^3*b^2*g*x^3-1912*a^3*b^2*p^2* x^2-1776*a^3*b^2*p*q*x^2-6592*a^3*b^2*p*r*x^2-15008*a^3*b^2*p*x^3-264*a^3*b^2*q ^2*x^2-3072*a^3*b^2*q*r*x^2-12128*a^3*b^2*q*x^3-4832*a^3*b^2*r^2*x^2-15264*a^3* b^2*r*x^3+12640*a^3*b^2*x^4-5504*a^3*b*c^3*x^2-6944*a^3*b*c^2*g*x^2-11760*a^3*b *c^2*p*x^2-5120*a^3*b*c^2*q*x^2-20368*a^3*b*c^2*r*x^2-42272*a^3*b*c^2*x^3-2096* a^3*b*c*g^2*x^2-10776*a^3*b*c*g*p*x^2-4440*a^3*b*c*g*q*x^2-19032*a^3*b*c*g*r*x^ 2-55312*a^3*b*c*g*x^3-7456*a^3*b*c*p^2*x^2-7616*a^3*b*c*p*q*x^2-25344*a^3*b*c*p *r*x^2-38064*a^3*b*c*p*x^3-1408*a^3*b*c*q^2*x^2-12864*a^3*b*c*q*r*x^2-32688*a^3 *b*c*q*x^3-18656*a^3*b*c*r^2*x^2-29744*a^3*b*c*r*x^3+45824*a^3*b*c*x^4-1944*a^3 *b*g^2*p*x^2-708*a^3*b*g^2*q*x^2-3664*a^3*b*g^2*r*x^2-16648*a^3*b*g^2*x^3-3648* a^3*b*g*p^2*x^2-3624*a^3*b*g*p*q*x^2-12504*a^3*b*g*p*r*x^2-26476*a^3*b*g*p*x^3-\ 632*a^3*b*g*q^2*x^2-6256*a^3*b*g*q*r*x^2-21756*a^3*b*g*q*x^3-9160*a^3*b*g*r^2*x ^2-26656*a^3*b*g*r*x^3+21008*a^3*b*g*x^4-1452*a^3*b*p^3*x^2-2464*a^3*b*p^2*q*x^ 2-7356*a^3*b*p^2*r*x^2-8148*a^3*b*p^2*x^3-1116*a^3*b*p*q^2*x^2-8160*a^3*b*p*q*r *x^2-14264*a^3*b*p*q*x^3-10964*a^3*b*p*r^2*x^2-10740*a^3*b*p*r*x^3+21264*a^3*b* p*x^4-104*a^3*b*q^3*x^2-1828*a^3*b*q^2*r*x^2-6116*a^3*b*q^2*x^3-5824*a^3*b*q*r^ 2*x^2-10340*a^3*b*q*r*x^3+21264*a^3*b*q*x^4-5060*a^3*b*r^3*x^2-2552*a^3*b*r^2*x ^3+29088*a^3*b*r*x^4-2560*a^3*c^4*x^2-4928*a^3*c^3*g*x^2-6944*a^3*c^3*p*x^2-\ 3296*a^3*c^3*q*x^2-11872*a^3*c^3*r*x^2-17712*a^3*c^3*x^3-3008*a^3*c^2*g^2*x^2-\ 10768*a^3*c^2*g*p*x^2-4896*a^3*c^2*g*q*x^2-18344*a^3*c^2*g*r*x^2-37544*a^3*c^2* g*x^3-6312*a^3*c^2*p^2*x^2-6864*a^3*c^2*p*q*x^2-21168*a^3*c^2*p*r*x^2-22112*a^3 *c^2*p*x^3-1440*a^3*c^2*q^2*x^2-11472*a^3*c^2*q*r*x^2-20240*a^3*c^2*q*x^3-15528 *a^3*c^2*r^2*x^2-9912*a^3*c^2*r*x^3+36712*a^3*c^2*x^4-592*a^3*c*g^3*x^2-4784*a^ 3*c*g^2*p*x^2-2056*a^3*c*g^2*q*x^2-8300*a^3*c*g^2*r*x^2-23648*a^3*c*g^2*x^3-\ 6936*a^3*c*g*p^2*x^2-7376*a^3*c*g*p*q*x^2-23164*a^3*c*g*p*r*x^2-34124*a^3*c*g*p *x^3-1480*a^3*c*g*q^2*x^2-12236*a^3*c*g*q*r*x^2-29520*a^3*c*g*q*x^3-16864*a^3*c *g*r^2*x^2-27188*a^3*c*g*r*x^3+37776*a^3*c*g*x^4-2340*a^3*c*p^3*x^2-4164*a^3*c* p^2*q*x^2-11660*a^3*c*p^2*r*x^2-8500*a^3*c*p^2*x^3-2060*a^3*c*p*q^2*x^2-13656*a ^3*c*p*q*r*x^2-15876*a^3*c*p*q*x^3-17212*a^3*c*p*r^2*x^2-2592*a^3*c*p*r*x^3+ 33112*a^3*c*p*x^4-236*a^3*c*q^3*x^2-3348*a^3*c*q^2*r*x^2-7376*a^3*c*q^2*x^3-\ 9780*a^3*c*q*r^2*x^2-5636*a^3*c*q*r*x^3+33112*a^3*c*q*x^4-7892*a^3*c*r^3*x^2+ 8140*a^3*c*r^2*x^3+41952*a^3*c*r*x^4-568*a^3*g^3*p*x^2-216*a^3*g^3*q*x^2-1048*a ^3*g^3*r*x^2-4652*a^3*g^3*x^3-1644*a^3*g^2*p^2*x^2-1700*a^3*g^2*p*q*x^2-5534*a^ 3*g^2*p*r*x^2-11350*a^3*g^2*p*x^3-322*a^3*g^2*q^2*x^2-2874*a^3*g^2*q*r*x^2-9432 *a^3*g^2*q*x^3-4006*a^3*g^2*r^2*x^2-11402*a^3*g^2*r*x^3+8542*a^3*g^2*x^4-1368*a ^3*g*p^3*x^2-2408*a^3*g*p^2*q*x^2-6796*a^3*g*p^2*r*x^2-7408*a^3*g*p^2*x^3-1168* a^3*g*p*q^2*x^2-7832*a^3*g*p*q*r*x^2-13040*a^3*g*p*q*x^3-10008*a^3*g*p*r^2*x^2-\ 10078*a^3*g*p*r*x^3+17598*a^3*g*p*x^4-128*a^3*g*q^3*x^2-1872*a^3*g*q^2*r*x^2-\ 5632*a^3*g*q^2*x^3-5544*a^3*g*q*r^2*x^2-9714*a^3*g*q*r*x^3+17598*a^3*g*q*x^4-\ 4580*a^3*g*r^3*x^2-2606*a^3*g*r^2*x^3+24186*a^3*g*r*x^4-300*a^3*p^4*x^2-756*a^3 *p^3*q*x^2-1980*a^3*p^3*r*x^2-936*a^3*p^3*x^3-622*a^3*p^2*q^2*x^2-3688*a^3*p^2* q*r*x^2-2714*a^3*p^2*q*x^3-4394*a^3*p^2*r^2*x^2+1284*a^3*p^2*r*x^3+7378*a^3*p^2 *x^4-176*a^3*p*q^3*x^2-1984*a^3*p*q^2*r*x^2-2620*a^3*p*q^2*x^3-5328*a^3*p*q*r^2 *x^2+744*a^3*p*q*r*x^3+14756*a^3*p*q*x^4-4048*a^3*p*r^3*x^2+7148*a^3*p*r^2*x^3+ 18378*a^3*p*r*x^4-10*a^3*q^4*x^2-276*a^3*q^3*r*x^2-842*a^3*q^3*x^3-1376*a^3*q^2 *r^2*x^2-540*a^3*q^2*r*x^3+7378*a^3*q^2*x^4-2396*a^3*q*r^3*x^2+4286*a^3*q*r^2*x ^3+18378*a^3*q*r*x^4-1334*a^3*r^4*x^2+5268*a^3*r^3*x^3+12636*a^3*r^2*x^4-352*a^ 2*b^4*c*x^2-288*a^2*b^4*p*x^2-48*a^2*b^4*q*x^2-512*a^2*b^4*r*x^2-4240*a^2*b^4*x ^3-2560*a^2*b^3*c^2*x^2-1632*a^2*b^3*c*g*x^2-3888*a^2*b^3*c*p*x^2-1168*a^2*b^3* c*q*x^2-6576*a^2*b^3*c*r*x^2-26400*a^2*b^3*c*x^3-1368*a^2*b^3*g*p*x^2-344*a^2*b ^3*g*q*x^2-2584*a^2*b^3*g*r*x^2-16064*a^2*b^3*g*x^3-1320*a^2*b^3*p^2*x^2-1008*a ^2*b^3*p*q*x^2-4416*a^2*b^3*p*r*x^2-13152*a^2*b^3*p*x^3-88*a^2*b^3*q^2*x^2-1696 *a^2*b^3*q*r*x^2-10272*a^2*b^3*q*x^3-3104*a^2*b^3*r^2*x^2-13536*a^2*b^3*r*x^3+ 12640*a^2*b^3*x^4-6144*a^2*b^2*c^3*x^2-7952*a^2*b^2*c^2*g*x^2-13152*a^2*b^2*c^2 *p*x^2-4944*a^2*b^2*c^2*q*x^2-22080*a^2*b^2*c^2*r*x^2-55488*a^2*b^2*c^2*x^3-\ 2440*a^2*b^2*c*g^2*x^2-12032*a^2*b^2*c*g*p*x^2-4256*a^2*b^2*c*g*q*x^2-21024*a^2 *b^2*c*g*r*x^2-72384*a^2*b^2*c*g*x^3-8432*a^2*b^2*c*p^2*x^2-7648*a^2*b^2*c*p*q* x^2-28112*a^2*b^2*c*p*r*x^2-51456*a^2*b^2*c*p*x^3-1088*a^2*b^2*c*q^2*x^2-12560* a^2*b^2*c*q*r*x^2-43392*a^2*b^2*c*q*x^3-20232*a^2*b^2*c*r^2*x^2-41952*a^2*b^2*c *r*x^3+68736*a^2*b^2*c*x^4-2104*a^2*b^2*g^2*p*x^2-628*a^2*b^2*g^2*q*x^2-4032*a^ 2*b^2*g^2*r*x^2-21648*a^2*b^2*g^2*x^3-4060*a^2*b^2*g*p^2*x^2-3536*a^2*b^2*g*p*q *x^2-13848*a^2*b^2*g*p*r*x^2-35508*a^2*b^2*g*p*x^3-460*a^2*b^2*g*q^2*x^2-6144*a ^2*b^2*g*q*r*x^2-28428*a^2*b^2*g*q*x^3-9984*a^2*b^2*g*r^2*x^2-36048*a^2*b^2*g*r *x^3+31512*a^2*b^2*g*x^4-1672*a^2*b^2*p^3*x^2-2580*a^2*b^2*p^2*q*x^2-8384*a^2*b ^2*p^2*r*x^2-11364*a^2*b^2*p^2*x^3-960*a^2*b^2*p*q^2*x^2-8392*a^2*b^2*p*q*r*x^2 -19680*a^2*b^2*p*q*x^3-12320*a^2*b^2*p*r^2*x^2-16236*a^2*b^2*p*r*x^3+31896*a^2* b^2*p*x^4-52*a^2*b^2*q^3*x^2-1544*a^2*b^2*q^2*r*x^2-8316*a^2*b^2*q^2*x^3-5804*a ^2*b^2*q*r^2*x^2-15636*a^2*b^2*q*r*x^3+31896*a^2*b^2*q*x^4-5608*a^2*b^2*r^3*x^2 -5568*a^2*b^2*r^2*x^3+43632*a^2*b^2*r*x^4-6016*a^2*b*c^4*x^2-11888*a^2*b*c^3*g* x^2-16368*a^2*b*c^3*p*x^2-7008*a^2*b*c^3*q*x^2-27344*a^2*b*c^3*r*x^2-47536*a^2* b*c^3*x^3-7376*a^2*b*c^2*g^2*x^2-25584*a^2*b*c^2*g*p*x^2-10496*a^2*b*c^2*g*q*x^ 2-43312*a^2*b*c^2*g*r*x^2-100808*a^2*b*c^2*g*x^3-15032*a^2*b*c^2*p^2*x^2-15040* a^2*b*c^2*p*q*x^2-49712*a^2*b*c^2*p*r*x^2-61008*a^2*b*c^2*p*x^3-2672*a^2*b*c^2* q^2*x^2-24608*a^2*b*c^2*q*r*x^2-55392*a^2*b*c^2*q*x^3-35928*a^2*b*c^2*r^2*x^2-\ 30488*a^2*b*c^2*r*x^3+110136*a^2*b*c^2*x^4-1468*a^2*b*c*g^3*x^2-11308*a^2*b*c*g ^2*p*x^2-4344*a^2*b*c*g^2*q*x^2-19780*a^2*b*c*g^2*r*x^2-63312*a^2*b*c*g^2*x^3-\ 16460*a^2*b*c*g*p^2*x^2-16040*a^2*b*c*g*p*q*x^2-54900*a^2*b*c*g*p*r*x^2-93528*a ^2*b*c*g*p*x^3-2700*a^2*b*c*g*q^2*x^2-26620*a^2*b*c*g*q*r*x^2-79716*a^2*b*c*g*q *x^3-39644*a^2*b*c*g*r^2*x^2-76116*a^2*b*c*g*r*x^3+113328*a^2*b*c*g*x^4-5664*a^ 2*b*c*p^3*x^2-9428*a^2*b*c*p^2*q*x^2-28016*a^2*b*c*p^2*r*x^2-24280*a^2*b*c*p^2* x^3-4120*a^2*b*c*p*q^2*x^2-30536*a^2*b*c*p*q*r*x^2-45188*a^2*b*c*p*q*x^3-40976* a^2*b*c*p*r^2*x^2-11884*a^2*b*c*p*r*x^3+99336*a^2*b*c*p*x^4-356*a^2*b*c*q^3*x^2 -6576*a^2*b*c*q^2*r*x^2-20908*a^2*b*c*q^2*x^3-21460*a^2*b*c*q*r^2*x^2-21016*a^2 *b*c*q*r*x^3+99336*a^2*b*c*q*x^4-18624*a^2*b*c*r^3*x^2+16812*a^2*b*c*r^2*x^3+ 125856*a^2*b*c*r*x^4-1304*a^2*b*g^3*p*x^2-424*a^2*b*g^3*q*x^2-2480*a^2*b*g^3*r* x^2-12396*a^2*b*g^3*x^3-3844*a^2*b*g^2*p^2*x^2-3600*a^2*b*g^2*p*q*x^2-13062*a^2 *b*g^2*p*r*x^2-30900*a^2*b*g^2*p*x^3-554*a^2*b*g^2*q^2*x^2-6226*a^2*b*g^2*q*r*x ^2-25146*a^2*b*g^2*q*x^3-9430*a^2*b*g^2*r^2*x^2-31186*a^2*b*g^2*r*x^3+25626*a^2 *b*g^2*x^4-3270*a^2*b*g*p^3*x^2-5354*a^2*b*g*p^2*q*x^2-16286*a^2*b*g*p^2*r*x^2-\ 20768*a^2*b*g*p^2*x^3-2266*a^2*b*g*p*q^2*x^2-17460*a^2*b*g*p*q*r*x^2-36208*a^2* b*g*p*q*x^3-23866*a^2*b*g*p*r^2*x^2-29570*a^2*b*g*p*r*x^3+52794*a^2*b*g*p*x^4-\ 182*a^2*b*g*q^3*x^2-3682*a^2*b*g*q^2*r*x^2-15440*a^2*b*g*q^2*x^3-12226*a^2*b*g* q*r^2*x^2-28478*a^2*b*g*q*r*x^3+52794*a^2*b*g*q*x^4-10850*a^2*b*g*r^3*x^2-9198* a^2*b*g*r^2*x^3+72558*a^2*b*g*r*x^4-744*a^2*b*p^4*x^2-1780*a^2*b*p^3*q*x^2-4900 *a^2*b*p^3*r*x^2-2830*a^2*b*p^3*x^3-1338*a^2*b*p^2*q^2*x^2-8640*a^2*b*p^2*q*r*x ^2-8208*a^2*b*p^2*q*x^3-10826*a^2*b*p^2*r^2*x^2+2084*a^2*b*p^2*r*x^3+22134*a^2* b*p^2*x^4-312*a^2*b*p*q^3*x^2-4224*a^2*b*p*q^2*r*x^2-7926*a^2*b*p*q^2*x^3-12352 *a^2*b*p*q*r^2*x^2-1304*a^2*b*p*q*r*x^3+44268*a^2*b*p*q*x^4-9928*a^2*b*p*r^3*x^ 2+16714*a^2*b*p*r^2*x^3+55134*a^2*b*p*r*x^4-10*a^2*b*q^4*x^2-484*a^2*b*q^3*r*x^ 2-2548*a^2*b*q^3*x^3-2852*a^2*b*q^2*r^2*x^2-3388*a^2*b*q^2*r*x^3+22134*a^2*b*q^ 2*x^4-5492*a^2*b*q*r^3*x^2+8128*a^2*b*q*r^2*x^3+55134*a^2*b*q*r*x^4-3258*a^2*b* r^4*x^2+12588*a^2*b*r^3*x^3+37908*a^2*b*r^2*x^4-2080*a^2*c^5*x^2-5584*a^2*c^4*g *x^2-6816*a^2*c^4*p*x^2-3184*a^2*c^4*q*x^2-11328*a^2*c^4*r*x^2-14176*a^2*c^4*x^ 3-5256*a^2*c^3*g^2*x^2-15528*a^2*c^3*g*p*x^2-6952*a^2*c^3*g*q*x^2-25704*a^2*c^3 *g*r*x^2-44272*a^2*c^3*g*x^3-8040*a^2*c^3*p^2*x^2-8592*a^2*c^3*p*q*x^2-26352*a^ 2*c^3*p*r*x^2-21912*a^2*c^3*p*x^3-1744*a^2*c^3*q^2*x^2-14032*a^2*c^3*q*r*x^2-\ 21672*a^2*c^3*q*x^3-19016*a^2*c^3*r^2*x^2-416*a^2*c^3*r*x^3+54488*a^2*c^3*x^4-\ 2108*a^2*c^2*g^3*x^2-11544*a^2*c^2*g^2*p*x^2-4948*a^2*c^2*g^2*q*x^2-19312*a^2*c ^2*g^2*r*x^2-43864*a^2*c^2*g^2*x^3-14540*a^2*c^2*g*p^2*x^2-15152*a^2*c^2*g*p*q* x^2-47584*a^2*c^2*g*p*r*x^2-58240*a^2*c^2*g*p*x^3-2924*a^2*c^2*g*q^2*x^2-24520* a^2*c^2*g*q*r*x^2-52584*a^2*c^2*g*q*x^3-34192*a^2*c^2*g*r^2*x^2-33104*a^2*c^2*g *r*x^3+91392*a^2*c^2*g*x^4-4352*a^2*c^2*p^3*x^2-7620*a^2*c^2*p^2*q*x^2-21256*a^ 2*c^2*p^2*r*x^2-11144*a^2*c^2*p^2*x^3-3664*a^2*c^2*p*q^2*x^2-24552*a^2*c^2*p*q* r*x^2-23040*a^2*c^2*p*q*x^3-30880*a^2*c^2*p*r^2*x^2+13980*a^2*c^2*p*r*x^3+72064 *a^2*c^2*p*x^4-396*a^2*c^2*q^3*x^2-5856*a^2*c^2*q^2*r*x^2-11896*a^2*c^2*q^2*x^3 -17348*a^2*c^2*q*r^2*x^2+2076*a^2*c^2*q*r*x^3+72064*a^2*c^2*q*x^4-13976*a^2*c^2 *r^3*x^2+31232*a^2*c^2*r^2*x^3+84452*a^2*c^2*r*x^4-308*a^2*c*g^4*x^2-3306*a^2*c *g^3*p*x^2-1326*a^2*c*g^3*q*x^2-5698*a^2*c*g^3*r*x^2-17748*a^2*c*g^3*x^3-7544*a ^2*c*g^2*p^2*x^2-7660*a^2*c*g^2*p*q*x^2-24854*a^2*c*g^2*p*r*x^2-41020*a^2*c*g^2 *p*x^3-1400*a^2*c*g^2*q^2*x^2-12534*a^2*c*g^2*q*r*x^2-35164*a^2*c*g^2*q*x^3-\ 17812*a^2*c*g^2*r^2*x^2-34038*a^2*c*g^2*r*x^3+45626*a^2*c*g^2*x^4-5586*a^2*c*g* p^3*x^2-9646*a^2*c*g*p^2*q*x^2-27284*a^2*c*g*p^2*r*x^2-24132*a^2*c*g*p^2*x^3-\ 4520*a^2*c*g*p*q^2*x^2-30872*a^2*c*g*p*q*r*x^2-44432*a^2*c*g*p*q*x^3-39634*a^2* c*g*p*r^2*x^2-17558*a^2*c*g*p*r*x^3+83182*a^2*c*g*p*x^4-460*a^2*c*g*q^3*x^2-\ 7104*a^2*c*g*q^2*r*x^2-20300*a^2*c*g*q^2*x^3-21616*a^2*c*g*q*r^2*x^2-23904*a^2* c*g*q*r*x^3+83182*a^2*c*g*q*x^4-17936*a^2*c*g*r^3*x^2+10122*a^2*c*g*r^2*x^3+ 105798*a^2*c*g*r*x^4-1080*a^2*c*p^4*x^2-2684*a^2*c*p^3*q*x^2-7004*a^2*c*p^3*r*x ^2-1798*a^2*c*p^3*x^3-2158*a^2*c*p^2*q^2*x^2-12904*a^2*c*p^2*q*r*x^2-6326*a^2*c *p^2*q*x^3-15318*a^2*c*p^2*r^2*x^2+14122*a^2*c*p^2*r*x^3+31198*a^2*c*p^2*x^4-\ 584*a^2*c*p*q^3*x^2-6808*a^2*c*p*q^2*r*x^2-7258*a^2*c*p*q^2*x^3-18416*a^2*c*p*q *r^2*x^2+16276*a^2*c*p*q*r*x^3+62396*a^2*c*p*q*x^4-13944*a^2*c*p*r^3*x^2+41650* a^2*c*p*r^2*x^3+71338*a^2*c*p*r*x^4-30*a^2*c*q^4*x^2-908*a^2*c*q^3*r*x^2-2730*a ^2*c*q^3*x^3-4668*a^2*c*q^2*r^2*x^2+2154*a^2*c*q^2*r*x^3+31198*a^2*c*q^2*x^4-\ 8196*a^2*c*q*r^3*x^2+26588*a^2*c*q*r^2*x^3+71338*a^2*c*q*r*x^4-4550*a^2*c*r^4*x ^2+26976*a^2*c*r^3*x^3+42664*a^2*c*r^2*x^4-282*a^2*g^4*p*x^2-96*a^2*g^4*q*x^2-\ 526*a^2*g^4*r*x^2-2556*a^2*g^4*x^3-1142*a^2*g^3*p^2*x^2-1116*a^2*g^3*p*q*x^2-\ 3825*a^2*g^3*p*r*x^2-8689*a^2*g^3*p*x^3-187*a^2*g^3*q^2*x^2-1891*a^2*g^3*q*r*x^ 2-7145*a^2*g^3*q*x^3-2735*a^2*g^3*r^2*x^2-8795*a^2*g^3*r*x^3+6776*a^2*g^3*x^4-\ 1518*a^2*g^2*p^3*x^2-2580*a^2*g^2*p^2*q*x^2-7461*a^2*g^2*p^2*r*x^2-9217*a^2*g^2 *p^2*x^3-1173*a^2*g^2*p*q^2*x^2-8306*a^2*g^2*p*q*r*x^2-16124*a^2*g^2*p*q*x^3-\ 10854*a^2*g^2*p*r^2*x^2-13505*a^2*g^2*p*r*x^3+21339*a^2*g^2*p*x^4-111*a^2*g^2*q ^3*x^2-1867*a^2*g^2*q^2*r*x^2-6907*a^2*g^2*q^2*x^3-5791*a^2*g^2*q*r^2*x^2-12936 *a^2*g^2*q*r*x^3+21339*a^2*g^2*q*x^4-4911*a^2*g^2*r^3*x^2-4451*a^2*g^2*r^2*x^3+ 29450*a^2*g^2*r*x^4-750*a^2*g*p^4*x^2-1854*a^2*g*p^3*q*x^2-4860*a^2*g*p^3*r*x^2 -3040*a^2*g*p^3*x^3-1477*a^2*g*p^2*q^2*x^2-8862*a^2*g*p^2*q*r*x^2-8618*a^2*g*p^ 2*q*x^3-10635*a^2*g*p^2*r^2*x^2-149*a^2*g*p^2*r*x^3+18743*a^2*g*p^2*x^4-392*a^2 *g*p*q^3*x^2-4594*a^2*g*p*q^2*r*x^2-8116*a^2*g*p*q^2*x^3-12584*a^2*g*p*q*r^2*x^ 2-4230*a^2*g*p*q*r*x^3+37486*a^2*g*p*q*x^4-9690*a^2*g*p*r^3*x^2+12230*a^2*g*p*r ^2*x^3+46949*a^2*g*p*r*x^4-19*a^2*g*q^4*x^2-592*a^2*g*q^3*r*x^2-2538*a^2*g*q^3* x^3-3104*a^2*g*q^2*r^2*x^2-4081*a^2*g*q^2*r*x^3+18743*a^2*g*q^2*x^4-5576*a^2*g* q*r^3*x^2+5577*a^2*g*q*r^2*x^3+46949*a^2*g*q*r*x^4-3165*a^2*g*r^4*x^2+10012*a^2 *g*r^3*x^3+31854*a^2*g*r^2*x^4-96*a^2*p^5*x^2-312*a^2*p^4*q*x^2-774*a^2*p^4*r*x ^2+34*a^2*p^4*x^3-360*a^2*p^3*q^2*x^2-1992*a^2*p^3*q*r*x^2-112*a^2*p^3*q*x^3-\ 2256*a^2*p^3*r^2*x^2+3514*a^2*p^3*r*x^3+4394*a^2*p^3*x^4-168*a^2*p^2*q^3*x^2-\ 1698*a^2*p^2*q^2*r*x^2-540*a^2*p^2*q^2*x^3-4284*a^2*p^2*q*r^2*x^2+7534*a^2*p^2* q*r*x^3+13182*a^2*p^2*q*x^4-3084*a^2*p^2*r^3*x^2+12614*a^2*p^2*r^2*x^3+14556*a^ 2*p^2*r*x^4-24*a^2*p*q^4*x^2-516*a^2*p*q^3*r*x^2-608*a^2*p*q^3*x^3-2364*a^2*p*q ^2*r^2*x^2+4526*a^2*p*q^2*r*x^3+13182*a^2*p*q^2*x^4-3840*a^2*p*q*r^3*x^2+18256* a^2*p*q*r^2*x^3+29112*a^2*p*q*r*x^4-2016*a^2*p*r^4*x^2+15456*a^2*p*r^3*x^3+ 16422*a^2*p*r^2*x^4-36*a^2*q^4*r*x^2-214*a^2*q^4*x^3-336*a^2*q^3*r^2*x^2+506*a^ 2*q^3*r*x^3+4394*a^2*q^3*x^4-1026*a^2*q^2*r^3*x^2+5642*a^2*q^2*r^2*x^3+14556*a^ 2*q^2*r*x^4-1236*a^2*q*r^4*x^2+11004*a^2*q*r^3*x^3+16422*a^2*q*r^2*x^4-510*a^2* r^5*x^2+6322*a^2*r^4*x^3+5718*a^2*r^3*x^4-64*a*b^5*c*x^2-48*a*b^5*p*x^2-80*a*b^ 5*r*x^2-1280*a*b^5*x^3-768*a*b^4*c^2*x^2-512*a*b^4*c*g*x^2-1184*a*b^4*c*p*x^2-\ 224*a*b^4*c*q*x^2-1856*a*b^4*c*r*x^2-10800*a*b^4*c*x^3-392*a*b^4*g*p*x^2-56*a*b ^4*g*q*x^2-744*a*b^4*g*r*x^2-6496*a*b^4*g*x^3-408*a*b^4*p^2*x^2-208*a*b^4*p*q*x ^2-1296*a*b^4*p*r*x^2-5648*a*b^4*p*x^3-336*a*b^4*q*r*x^2-4208*a*b^4*q*x^3-840*a *b^4*r^2*x^2-5904*a*b^4*r*x^3+6320*a*b^4*x^4-2816*a*b^3*c^3*x^2-3776*a*b^3*c^2* g*x^2-6128*a*b^3*c^2*p*x^2-1824*a*b^3*c^2*q*x^2-9808*a*b^3*c^2*r*x^2-31712*a*b^ 3*c^2*x^3-1184*a*b^3*c*g^2*x^2-5592*a*b^3*c*g*p*x^2-1560*a*b^3*c*g*q*x^2-9624*a *b^3*c*g*r*x^2-41200*a*b^3*c*g*x^3-4000*a*b^3*c*p^2*x^2-3008*a*b^3*c*p*q*x^2-\ 12960*a*b^3*c*p*r*x^2-30544*a*b^3*c*p*x^3-256*a*b^3*c*q^2*x^2-4704*a*b^3*c*q*r* x^2-25168*a*b^3*c*q*x^3-9008*a*b^3*c*r^2*x^2-26192*a*b^3*c*r*x^3+45824*a*b^3*c* x^4-936*a*b^3*g^2*p*x^2-204*a*b^3*g^2*q*x^2-1840*a*b^3*g^2*r*x^2-12216*a*b^3*g^ 2*x^3-1880*a*b^3*g*p^2*x^2-1320*a*b^3*g*p*q*x^2-6376*a*b^3*g*p*r*x^2-20868*a*b^ 3*g*p*x^3-96*a*b^3*g*q^2*x^2-2352*a*b^3*g*q*r*x^2-16148*a*b^3*g*q*x^3-4504*a*b^ 3*g*r^2*x^2-21408*a*b^3*g*r*x^3+21008*a*b^3*g*x^4-812*a*b^3*p^3*x^2-1080*a*b^3* p^2*q*x^2-4012*a*b^3*p^2*r*x^2-7004*a*b^3*p^2*x^3-268*a*b^3*p*q^2*x^2-3408*a*b^ 3*p*q*r*x^2-11976*a*b^3*p*q*x^3-5764*a*b^3*p*r^2*x^2-10908*a*b^3*p*r*x^3+21264* a*b^3*p*x^4-420*a*b^3*q^2*r*x^2-4972*a*b^3*q^2*x^3-2216*a*b^3*q*r^2*x^2-10508*a *b^3*q*r*x^3+21264*a*b^3*q*x^4-2564*a*b^3*r^3*x^2-4872*a*b^3*r^2*x^3+29088*a*b^ 3*r*x^4-4480*a*b^2*c^4*x^2-9152*a*b^2*c^3*g*x^2-12336*a*b^2*c^3*p*x^2-4560*a*b^ 2*c^3*q*x^2-19952*a*b^2*c^3*r*x^2-41936*a*b^2*c^3*x^3-5792*a*b^2*c^2*g^2*x^2-\ 19472*a*b^2*c^2*g*p*x^2-6912*a*b^2*c^2*g*q*x^2-32680*a*b^2*c^2*g*r*x^2-88984*a* b^2*c^2*g*x^3-11504*a*b^2*c^2*p^2*x^2-10240*a*b^2*c^2*p*q*x^2-37328*a*b^2*c^2*p *r*x^2-55680*a*b^2*c^2*p*x^3-1400*a*b^2*c^2*q^2*x^2-16208*a*b^2*c^2*q*r*x^2-\ 50064*a*b^2*c^2*q*x^3-26424*a*b^2*c^2*r^2*x^2-31240*a*b^2*c^2*r*x^3+110136*a*b^ 2*c^2*x^4-1168*a*b^2*c*g^3*x^2-8556*a*b^2*c*g^2*p*x^2-2812*a*b^2*c*g^2*q*x^2-\ 15112*a*b^2*c*g^2*r*x^2-55680*a*b^2*c*g^2*x^3-12528*a*b^2*c*g*p^2*x^2-10784*a*b ^2*c*g*p*q*x^2-41728*a*b^2*c*g*p*r*x^2-84684*a*b^2*c*g*p*x^3-1376*a*b^2*c*g*q^2 *x^2-17952*a*b^2*c*g*q*r*x^2-70872*a*b^2*c*g*q*x^3-29852*a*b^2*c*g*r^2*x^2-\ 70668*a*b^2*c*g*r*x^3+113328*a*b^2*c*g*x^4-4424*a*b^2*c*p^3*x^2-6712*a*b^2*c*p^ 2*q*x^2-21672*a*b^2*c*p^2*r*x^2-23060*a*b^2*c*p^2*x^3-2408*a*b^2*c*p*q^2*x^2-\ 21344*a*b^2*c*p*q*r*x^2-42748*a*b^2*c*p*q*x^3-31288*a*b^2*c*p*r^2*x^2-15992*a*b ^2*c*p*r*x^3+99336*a*b^2*c*p*x^4-120*a*b^2*c*q^3*x^2-3728*a*b^2*c*q^2*r*x^2-\ 19688*a*b^2*c*q^2*x^3-14552*a*b^2*c*q*r^2*x^2-25124*a*b^2*c*q*r*x^3+99336*a*b^2 *c*q*x^4-14040*a*b^2*c*r^3*x^2+9204*a*b^2*c*r^2*x^3+125856*a*b^2*c*r*x^4-952*a* b^2*g^3*p*x^2-248*a*b^2*g^3*q*x^2-1880*a*b^2*g^3*r*x^2-10836*a*b^2*g^3*x^3-2870 *a*b^2*g^2*p^2*x^2-2328*a*b^2*g^2*p*q*x^2-9880*a*b^2*g^2*p*r*x^2-27750*a*b^2*g^ 2*p*x^3-256*a*b^2*g^2*q^2*x^2-4188*a*b^2*g^2*q*r*x^2-21996*a*b^2*g^2*q*x^3-7132 *a*b^2*g^2*r^2*x^2-28166*a*b^2*g^2*r*x^3+25626*a*b^2*g^2*x^4-2510*a*b^2*g*p^3*x ^2-3706*a*b^2*g*p^2*q*x^2-12550*a*b^2*g*p^2*r*x^2-19312*a*b^2*g*p^2*x^3-1250*a* b^2*g*p*q^2*x^2-12156*a*b^2*g*p*q*r*x^2-33296*a*b^2*g*p*q*x^3-18274*a*b^2*g*p*r ^2*x^2-28906*a*b^2*g*p*r*x^3+52794*a*b^2*g*p*x^4-54*a*b^2*g*q^3*x^2-2114*a*b^2* g*q^2*r*x^2-13984*a*b^2*g*q^2*x^3-8386*a*b^2*g*q*r^2*x^2-27814*a*b^2*g*q*r*x^3+ 52794*a*b^2*g*q*x^4-8234*a*b^2*g*r^3*x^2-10578*a*b^2*g*r^2*x^3+72558*a*b^2*g*r* x^4-598*a*b^2*p^4*x^2-1332*a*b^2*p^3*q*x^2-3928*a*b^2*p^3*r*x^2-2852*a*b^2*p^3* x^3-870*a*b^2*p^2*q^2*x^2-6420*a*b^2*p^2*q*r*x^2-8274*a*b^2*p^2*q*x^3-8624*a*b^ 2*p^2*r^2*x^2+316*a*b^2*p^2*r*x^3+22134*a*b^2*p^2*x^4-136*a*b^2*p*q^3*x^2-2700* a*b^2*p*q^2*r*x^2-7992*a*b^2*p*q^2*x^3-9028*a*b^2*p*q*r^2*x^2-4840*a*b^2*p*q*r* x^3+44268*a*b^2*p*q*x^4-7856*a*b^2*p*r^3*x^2+11984*a*b^2*p*r^2*x^3+55134*a*b^2* p*r*x^4-208*a*b^2*q^3*r*x^2-2570*a*b^2*q^3*x^3-1730*a*b^2*q^2*r^2*x^2-5156*a*b^ 2*q^2*r*x^3+22134*a*b^2*q^2*x^4-3940*a*b^2*q*r^3*x^2+3398*a*b^2*q*r^2*x^3+55134 *a*b^2*q*r*x^4-2562*a*b^2*r^4*x^2+9372*a*b^2*r^3*x^3+37908*a*b^2*r^2*x^4-3264*a *b*c^5*x^2-9056*a*b*c^4*g*x^2-10784*a*b*c^4*p*x^2-4544*a*b*c^4*q*x^2-17504*a*b* c^4*r*x^2-25472*a*b*c^4*x^3-8688*a*b*c^3*g^2*x^2-24928*a*b*c^3*g*p*x^2-10096*a* b*c^3*g*q*x^2-41144*a*b*c^3*g*r*x^2-79840*a*b*c^3*g*x^3-12880*a*b*c^3*p^2*x^2-\ 12672*a*b*c^3*p*q*x^2-41632*a*b*c^3*p*r*x^2-40752*a*b*c^3*p*x^3-2176*a*b*c^3*q^ 2*x^2-20224*a*b*c^3*q*r*x^2-40272*a*b*c^3*q*x^3-29616*a*b*c^3*r^2*x^2-4224*a*b* c^3*r*x^3+108976*a*b*c^3*x^4-3528*a*b*c^2*g^3*x^2-18584*a*b*c^2*g^2*p*x^2-7184* a*b*c^2*g^2*q*x^2-31424*a*b*c^2*g^2*r*x^2-79040*a*b*c^2*g^2*x^3-23324*a*b*c^2*g *p^2*x^2-22320*a*b*c^2*g*p*q*x^2-76456*a*b*c^2*g*p*r*x^2-107416*a*b*c^2*g*p*x^3 -3620*a*b*c^2*g*q^2*x^2-36208*a*b*c^2*g*q*r*x^2-96104*a*b*c^2*g*q*x^3-54688*a*b *c^2*g*r^2*x^2-63728*a*b*c^2*g*r*x^3+182784*a*b*c^2*g*x^4-7096*a*b*c^2*p^3*x^2-\ 11632*a*b*c^2*p^2*q*x^2-34408*a*b*c^2*p^2*r*x^2-21808*a*b*c^2*p^2*x^3-4936*a*b* c^2*p*q^2*x^2-37008*a*b*c^2*p*q*r*x^2-45120*a*b*c^2*p*q*x^3-49544*a*b*c^2*p*r^2 *x^2+19104*a*b*c^2*p*r*x^3+144128*a*b*c^2*p*x^4-400*a*b*c^2*q^3*x^2-7720*a*b*c^ 2*q^2*r*x^2-23312*a*b*c^2*q^2*x^3-25664*a*b*c^2*q*r^2*x^2-4704*a*b*c^2*q*r*x^3+ 144128*a*b*c^2*q*x^4-22232*a*b*c^2*r^3*x^2+50064*a*b*c^2*r^2*x^3+168904*a*b*c^2 *r*x^4-520*a*b*c*g^4*x^2-5280*a*b*c*g^3*p*x^2-1884*a*b*c*g^3*q*x^2-9318*a*b*c*g ^3*r*x^2-31896*a*b*c*g^3*x^3-12020*a*b*c*g^2*p^2*x^2-11128*a*b*c*g^2*p*q*x^2-\ 40078*a*b*c*g^2*p*r*x^2-75160*a*b*c*g^2*p*x^3-1676*a*b*c*g^2*q^2*x^2-18610*a*b* c*g^2*q*r*x^2-63448*a*b*c*g^2*q*x^3-28786*a*b*c*g^2*r^2*x^2-62872*a*b*c*g^2*r*x ^3+91252*a*b*c*g^2*x^4-9018*a*b*c*g*p^3*x^2-14502*a*b*c*g*p^2*q*x^2-44266*a*b*c *g*p^2*r*x^2-45712*a*b*c*g*p^2*x^3-5922*a*b*c*g*p*q^2*x^2-46688*a*b*c*g*p*q*r*x ^2-83760*a*b*c*g*p*q*x^3-64136*a*b*c*g*p*r^2*x^2-37726*a*b*c*g*p*r*x^3+166364*a *b*c*g*p*x^4-438*a*b*c*g*q^3*x^2-9454*a*b*c*g*q^2*r*x^2-38048*a*b*c*g*q^2*x^3-\ 32450*a*b*c*g*q*r^2*x^2-50418*a*b*c*g*q*r*x^3+166364*a*b*c*g*q*x^4-28888*a*b*c* g*r^3*x^2+13176*a*b*c*g*r^2*x^3+211596*a*b*c*g*r*x^4-1808*a*b*c*p^4*x^2-4272*a* b*c*p^3*q*x^2-11696*a*b*c*p^3*r*x^2-3980*a*b*c*p^3*x^3-3140*a*b*c*p^2*q^2*x^2-\ 20432*a*b*c*p^2*q*r*x^2-13804*a*b*c*p^2*q*x^3-25460*a*b*c*p^2*r^2*x^2+22336*a*b *c*p^2*r*x^3+62396*a*b*c*p^2*x^4-696*a*b*c*p*q^3*x^2-9800*a*b*c*p*q^2*r*x^2-\ 15668*a*b*c*p*q^2*x^3-28856*a*b*c*p*q*r^2*x^2+20736*a*b*c*p*q*r*x^3+124792*a*b* c*p*q*x^4-23064*a*b*c*p*r^3*x^2+69550*a*b*c*p*r^2*x^3+142676*a*b*c*p*r*x^4-20*a *b*c*q^4*x^2-1064*a*b*c*q^3*r*x^2-5844*a*b*c*q^3*x^3-6536*a*b*c*q^2*r^2*x^2-\ 1600*a*b*c*q^2*r*x^3+62396*a*b*c*q^2*x^4-12696*a*b*c*q*r^3*x^2+39426*a*b*c*q*r^ 2*x^3+142676*a*b*c*q*r*x^4-7492*a*b*c*r^4*x^2+45248*a*b*c*r^3*x^3+85328*a*b*c*r ^2*x^4-436*a*b*g^4*p*x^2-124*a*b*g^4*q*x^2-852*a*b*g^4*r*x^2-4576*a*b*g^4*x^3-\ 1789*a*b*g^3*p^2*x^2-1568*a*b*g^3*p*q*x^2-6129*a*b*g^3*p*r*x^2-15820*a*b*g^3*p* x^3-205*a*b*g^3*q^2*x^2-2781*a*b*g^3*q*r*x^2-12732*a*b*g^3*q*x^3-4423*a*b*g^3*r ^2*x^2-16032*a*b*g^3*r*x^3+13552*a*b*g^3*x^4-2417*a*b*g^2*p^3*x^2-3795*a*b*g^2* p^2*q*x^2-12029*a*b*g^2*p^2*r*x^2-17202*a*b*g^2*p^2*x^3-1473*a*b*g^2*p*q^2*x^2-\ 12444*a*b*g^2*p*q*r*x^2-29784*a*b*g^2*p*q*x^3-17516*a*b*g^2*p*r^2*x^2-25805*a*b *g^2*p*r*x^3+42678*a*b*g^2*p*x^4-95*a*b*g^2*q^3*x^2-2459*a*b*g^2*q^2*r*x^2-\ 12582*a*b*g^2*q^2*x^3-8681*a*b*g^2*q*r^2*x^2-24667*a*b*g^2*q*r*x^3+42678*a*b*g^ 2*q*x^4-7904*a*b*g^2*r^3*x^2-8960*a*b*g^2*r^2*x^3+58900*a*b*g^2*r*x^4-1228*a*b* g*p^4*x^2-2864*a*b*g*p^3*q*x^2-8026*a*b*g*p^3*r*x^2-5982*a*b*g*p^3*x^3-2054*a*b *g*p^2*q^2*x^2-13834*a*b*g*p^2*q*r*x^2-16942*a*b*g*p^2*q*x^3-17576*a*b*g*p^2*r^ 2*x^2-2172*a*b*g*p^2*r*x^3+37486*a*b*g*p^2*x^4-428*a*b*g*p*q^3*x^2-6490*a*b*g*p *q^2*r*x^2-15938*a*b*g*p*q^2*x^3-19600*a*b*g*p*q*r^2*x^2-12208*a*b*g*p*q*r*x^3+ 74972*a*b*g*p*q*x^4-15986*a*b*g*p*r^3*x^2+19017*a*b*g*p*r^2*x^3+93898*a*b*g*p*r *x^4-10*a*b*g*q^4*x^2-682*a*b*g*q^3*r*x^2-4978*a*b*g*q^3*x^3-4334*a*b*g*q^2*r^2 *x^2-10036*a*b*g*q^2*r*x^3+37486*a*b*g*q^2*x^4-8630*a*b*g*q*r^3*x^2+5711*a*b*g* q*r^2*x^3+93898*a*b*g*q*r*x^4-5208*a*b*g*r^4*x^2+16192*a*b*g*r^3*x^3+63708*a*b* g*r^2*x^4-168*a*b*p^5*x^2-528*a*b*p^4*q*x^2-1356*a*b*p^4*r*x^2-40*a*b*p^4*x^3-\ 576*a*b*p^3*q^2*x^2-3372*a*b*p^3*q*r*x^2-656*a*b*p^3*q*x^3-3948*a*b*p^3*r^2*x^2 +5864*a*b*p^3*r*x^3+8788*a*b*p^3*x^4-240*a*b*p^2*q^3*x^2-2712*a*b*p^2*q^2*r*x^2 -1728*a*b*p^2*q^2*x^3-7224*a*b*p^2*q*r^2*x^2+11576*a*b*p^2*q*r*x^3+26364*a*b*p^ 2*q*x^4-5388*a*b*p^2*r^3*x^2+21700*a*b*p^2*r^2*x^3+29112*a*b*p^2*r*x^4-24*a*b*p *q^4*x^2-732*a*b*p*q^3*r*x^2-1648*a*b*p*q^3*x^3-3732*a*b*p*q^2*r^2*x^2+5560*a*b *p*q^2*r*x^3+26364*a*b*p*q^2*x^4-6444*a*b*p*q*r^3*x^2+29456*a*b*p*q*r^2*x^3+ 58224*a*b*p*q*r*x^4-3516*a*b*p*r^4*x^2+26756*a*b*p*r^3*x^3+32844*a*b*p*r^2*x^4-\ 36*a*b*q^4*r*x^2-536*a*b*q^4*x^3-456*a*b*q^3*r^2*x^2-152*a*b*q^3*r*x^3+8788*a*b *q^3*x^4-1596*a*b*q^2*r^3*x^2+7756*a*b*q^2*r^2*x^3+29112*a*b*q^2*r*x^4-2064*a*b *q*r^4*x^2+17852*a*b*q*r^3*x^3+32844*a*b*q*r^2*x^4-888*a*b*r^5*x^2+10960*a*b*r^ 4*x^3+11436*a*b*r^3*x^4-896*a*c^6*x^2-3168*a*c^5*g*x^2-3440*a*c^5*p*x^2-1584*a* c^5*q*x^2-5584*a*c^5*r*x^2-5728*a*c^5*x^3-4096*a*c^4*g^2*x^2-10704*a*c^4*g*p*x^ 2-4704*a*c^4*g*q*x^2-17400*a*c^4*g*r*x^2-25616*a*c^4*g*x^3-4968*a*c^4*p^2*x^2-\ 5232*a*c^4*p*q*x^2-15968*a*c^4*p*r*x^2-9920*a*c^4*p*x^3-1032*a*c^4*q^2*x^2-8384 *a*c^4*q*r*x^2-11136*a*c^4*q*x^3-11360*a*c^4*r^2*x^2+6816*a*c^4*r*x^3+38368*a*c ^4*x^4-2512*a*c^3*g^3*x^2-11488*a*c^3*g^2*p*x^2-4856*a*c^3*g^2*q*x^2-18860*a*c^ 3*g^2*r*x^2-35752*a*c^3*g^2*x^3-13096*a*c^3*g*p^2*x^2-13376*a*c^3*g*p*q*x^2-\ 42324*a*c^3*g*p*r*x^2-43272*a*c^3*g*p*x^3-2480*a*c^3*g*q^2*x^2-21308*a*c^3*g*q* r*x^2-41256*a*c^3*g*q*x^3-30172*a*c^3*g*r^2*x^2-13052*a*c^3*g*r*x^3+92008*a*c^3 *g*x^4-3508*a*c^3*p^3*x^2-6060*a*c^3*p^2*q*x^2-16844*a*c^3*p^2*r*x^2-5280*a*c^3 *p^2*x^3-2844*a*c^3*p*q^2*x^2-19240*a*c^3*p*q*r*x^2-13584*a*c^3*p*q*x^3-24140*a *c^3*p*r^2*x^2+25952*a*c^3*p*r*x^3+66368*a*c^3*p*x^4-292*a*c^3*q^3*x^2-4484*a*c ^3*q^2*r*x^2-8304*a*c^3*q^2*x^3-13436*a*c^3*q*r^2*x^2+11360*a*c^3*q*r*x^3+66368 *a*c^3*q*x^4-10804*a*c^3*r^3*x^2+37396*a*c^3*r^2*x^3+71856*a*c^3*r*x^4-744*a*c^ 2*g^4*x^2-5476*a*c^2*g^3*p*x^2-2208*a*c^2*g^3*q*x^2-9170*a*c^2*g^3*r*x^2-22364* a*c^2*g^3*x^3-10938*a*c^2*g^2*p^2*x^2-10888*a*c^2*g^2*p*q*x^2-35652*a*c^2*g^2*p *r*x^2-48908*a*c^2*g^2*p*x^3-1910*a*c^2*g^2*q^2*x^2-17508*a*c^2*g^2*q*r*x^2-\ 43524*a*c^2*g^2*q*x^3-25444*a*c^2*g^2*r^2*x^2-31512*a*c^2*g^2*r*x^3+73688*a*c^2 *g^2*x^4-7420*a*c^2*g*p^3*x^2-12576*a*c^2*g*p^2*q*x^2-35892*a*c^2*g*p^2*r*x^2-\ 25544*a*c^2*g*p^2*x^3-5692*a*c^2*g*p*q^2*x^2-39884*a*c^2*g*p*q*r*x^2-49992*a*c^ 2*g*p*q*x^3-51726*a*c^2*g*p*r^2*x^2+1754*a*c^2*g*p*r*x^3+123592*a*c^2*g*p*x^4-\ 536*a*c^2*g*q^3*x^2-8832*a*c^2*g*q^2*r*x^2-24448*a*c^2*g*q^2*x^3-27740*a*c^2*g* q*r^2*x^2-15454*a*c^2*g*q*r*x^3+123592*a*c^2*g*q*x^4-23254*a*c^2*g*r^3*x^2+ 34896*a*c^2*g*r^2*x^3+146804*a*c^2*g*r*x^4-1270*a*c^2*p^4*x^2-3120*a*c^2*p^3*q* x^2-8116*a*c^2*p^3*r*x^2-200*a*c^2*p^3*x^3-2460*a*c^2*p^2*q^2*x^2-14820*a*c^2*p ^2*q*r*x^2-3312*a*c^2*p^2*q*x^3-17534*a*c^2*p^2*r^2*x^2+27880*a*c^2*p^2*r*x^3+ 42000*a*c^2*p^2*x^4-640*a*c^2*p*q^3*x^2-7692*a*c^2*p*q^2*r*x^2-6024*a*c^2*p*q^2 *x^3-20932*a*c^2*p*q*r^2*x^2+35184*a*c^2*p*q*r*x^3+84000*a*c^2*p*q*x^4-15800*a* c^2*p*r^3*x^2+67466*a*c^2*p*r^2*x^3+87896*a*c^2*p*r*x^4-30*a*c^2*q^4*x^2-988*a* c^2*q^3*r*x^2-2912*a*c^2*q^3*x^3-5222*a*c^2*q^2*r^2*x^2+7304*a*c^2*q^2*r*x^3+ 42000*a*c^2*q^2*x^4-9232*a*c^2*q*r^3*x^2+44226*a*c^2*q*r^2*x^3+87896*a*c^2*q*r* x^4-5112*a*c^2*r^4*x^2+40904*a*c^2*r^3*x^3+44844*a*c^2*r^2*x^4-86*a*c*g^5*x^2-\ 1137*a*c*g^4*p*x^2-423*a*c*g^4*q*x^2-1980*a*c*g^4*r*x^2-6568*a*c*g^4*x^3-3600*a *c*g^3*p^2*x^2-3472*a*c*g^3*p*q*x^2-11893*a*c*g^3*p*r*x^2-21414*a*c*g^3*p*x^3-\ 566*a*c*g^3*q^2*x^2-5719*a*c*g^3*q*r*x^2-18150*a*c*g^3*q*x^3-8495*a*c*g^3*r^2*x ^2-18315*a*c*g^3*r*x^3+23866*a*c*g^3*x^4-4301*a*c*g^2*p^3*x^2-7167*a*c*g^2*p^2* q*x^2-20977*a*c*g^2*p^2*r*x^2-21356*a*c*g^2*p^2*x^3-3137*a*c*g^2*p*q^2*x^2-\ 22888*a*c*g^2*p*q*r*x^2-38772*a*c*g^2*p*q*x^3-30340*a*c*g^2*p*r^2*x^2-20943*a*c *g^2*p*r*x^3+67618*a*c*g^2*p*x^4-271*a*c*g^2*q^3*x^2-4917*a*c*g^2*q^2*r*x^2-\ 17416*a*c*g^2*q^2*x^3-15901*a*c*g^2*q*r^2*x^2-25061*a*c*g^2*q*r*x^3+67618*a*c*g ^2*q*x^4-13664*a*c*g^2*r^3*x^2+2379*a*c*g^2*r^2*x^3+86470*a*c*g^2*r*x^4-1960*a* c*g*p^4*x^2-4768*a*c*g*p^3*q*x^2-12606*a*c*g*p^3*r*x^2-5898*a*c*g*p^3*x^3-3694* a*c*g*p^2*q^2*x^2-22666*a*c*g*p^2*q*r*x^2-18110*a*c*g*p^2*q*x^3-27390*a*c*g*p^2 *r^2*x^2+11692*a*c*g*p^2*r*x^3+54586*a*c*g*p^2*x^4-924*a*c*g*p*q^3*x^2-11444*a* c*g*p*q^2*r*x^2-18526*a*c*g*p*q^2*x^3-32016*a*c*g*p*q*r^2*x^2+5720*a*c*g*p*q*r* x^3+109172*a*c*g*p*q*x^4-24802*a*c*g*p*r^3*x^2+52317*a*c*g*p*r^2*x^3+127154*a*c *g*p*r*x^4-38*a*c*g*q^4*x^2-1384*a*c*g*q^3*r*x^2-6314*a*c*g*q^3*x^3-7682*a*c*g* q^2*r^2*x^2-5972*a*c*g*q^2*r*x^3+54586*a*c*g*q^2*x^4-14118*a*c*g*q*r^3*x^2+ 28291*a*c*g*q*r^2*x^3+127154*a*c*g*q*r*x^4-8058*a*c*g*r^4*x^2+36580*a*c*g*r^3*x ^3+77510*a*c*g*r^2*x^4-216*a*c*p^5*x^2-696*a*c*p^4*q*x^2-1722*a*c*p^4*r*x^2+590 *a*c*p^4*x^3-792*a*c*p^3*q^2*x^2-4404*a*c*p^3*q*r*x^2+1308*a*c*p^3*q*x^3-4972*a *c*p^3*r^2*x^2+11824*a*c*p^3*r*x^3+11408*a*c*p^3*x^4-360*a*c*p^2*q^3*x^2-3714*a *c*p^2*q^2*r*x^2+384*a*c*p^2*q^2*x^3-9396*a*c*p^2*q*r^2*x^2+25840*a*c*p^2*q*r*x ^3+34224*a*c*p^2*q*x^4-6744*a*c*p^2*r^3*x^2+37848*a*c*p^2*r^2*x^3+34004*a*c*p^2 *r*x^4-48*a*c*p*q^4*x^2-1104*a*c*p*q^3*r*x^2-796*a*c*p*q^3*x^3-5136*a*c*p*q^2*r ^2*x^2+16208*a*c*p*q^2*r*x^3+34224*a*c*p*q^2*x^4-8364*a*c*p*q*r^3*x^2+55240*a*c *p*q*r^2*x^3+68008*a*c*p*q*r*x^4-4380*a*c*p*r^4*x^2+44060*a*c*p*r^3*x^3+31334*a *c*p*r^2*x^4-72*a*c*q^4*r*x^2-462*a*c*q^4*x^3-712*a*c*q^3*r^2*x^2+2192*a*c*q^3* r*x^3+11408*a*c*q^3*x^4-2214*a*c*q^2*r^3*x^2+17392*a*c*q^2*r^2*x^3+34004*a*c*q^ 2*r*x^4-2676*a*c*q*r^4*x^2+31680*a*c*q*r^3*x^3+31334*a*c*q*r^2*x^4-1102*a*c*r^5 *x^2+17446*a*c*r^4*x^3+6468*a*c*r^3*x^4-74*a*g^5*p*x^2-22*a*g^5*q*x^2-142*a*g^5 *r*x^2-740*a*g^5*x^3-392*a*g^4*p^2*x^2-359*a*g^4*p*q*x^2-1326*a*g^4*p*r*x^2-\ 3269*a*g^4*p*x^3-51*a*g^4*q^2*x^2-622*a*g^4*q*r*x^2-2655*a*g^4*q*x^3-948*a*g^4* r^2*x^2-3337*a*g^4*r*x^3+2614*a*g^4*x^4-734*a*g^3*p^3*x^2-1197*a*g^3*p^2*q*x^2-\ 3621*a*g^3*p^2*r*x^2-4952*a*g^3*p^2*x^3-501*a*g^3*p*q^2*x^2-3878*a*g^3*p*q*r*x^ 2-8586*a*g^3*p*q*x^3-5256*a*g^3*p*r^2*x^2-7666*a*g^3*p*r*x^3+11207*a*g^3*p*x^4-\ 38*a*g^3*q^3*x^2-811*a*g^3*q^2*r*x^2-3634*a*g^3*q^2*x^3-2695*a*g^3*q*r^2*x^2-\ 7247*a*g^3*q*r*x^3+11207*a*g^3*q*x^4-2369*a*g^3*r^3*x^2-2860*a*g^3*r^2*x^3+ 15516*a*g^3*r*x^4-596*a*g^2*p^4*x^2-1434*a*g^2*p^3*q*x^2-3864*a*g^2*p^3*r*x^2-\ 2920*a*g^2*p^3*x^3-1089*a*g^2*p^2*q^2*x^2-6862*a*g^2*p^2*q*r*x^2-8136*a*g^2*p^2 *q*x^3-8436*a*g^2*p^2*r^2*x^2-2274*a*g^2*p^2*r*x^3+15387*a*g^2*p^2*x^4-260*a*g^ 2*p*q^3*x^2-3393*a*g^2*p*q^2*r*x^2-7512*a*g^2*p*q^2*x^3-9708*a*g^2*p*q*r^2*x^2-\ 7232*a*g^2*p*q*r*x^3+30774*a*g^2*p*q*x^4-7664*a*g^2*p*r^3*x^2+6456*a*g^2*p*r^2* x^3+38825*a*g^2*p*r*x^4-9*a*g^2*q^4*x^2-395*a*g^2*q^3*r*x^2-2296*a*g^2*q^3*x^3-\ 2272*a*g^2*q^2*r^2*x^2-4958*a*g^2*q^2*r*x^3+15387*a*g^2*q^2*x^4-4280*a*g^2*q*r^ 3*x^2+1397*a*g^2*q*r^2*x^3+38825*a*g^2*q*r*x^4-2496*a*g^2*r^4*x^2+6252*a*g^2*r^ 3*x^3+26298*a*g^2*r^2*x^4-192*a*g*p^5*x^2-618*a*g*p^4*q*x^2-1533*a*g*p^4*r*x^2-\ 371*a*g*p^4*x^3-702*a*g*p^3*q^2*x^2-3904*a*g*p^3*q*r*x^2-1714*a*g*p^3*q*x^3-\ 4436*a*g*p^3*r^2*x^2+3776*a*g*p^3*r*x^3+7896*a*g*p^3*x^4-318*a*g*p^2*q^3*x^2-\ 3269*a*g*p^2*q^2*r*x^2-2916*a*g*p^2*q^2*x^3-8324*a*g*p^2*q*r^2*x^2+6798*a*g*p^2 *q*r*x^3+23688*a*g*p^2*q*x^4-6030*a*g*p^2*r^3*x^2+16988*a*g*p^2*r^2*x^3+26876*a *g*p^2*r*x^4-42*a*g*p*q^4*x^2-958*a*g*p*q^3*r*x^2-2174*a*g*p*q^3*x^3-4496*a*g*p *q^2*r^2*x^2+2268*a*g*p*q^2*r*x^3+23688*a*g*p*q^2*x^4-7408*a*g*p*q*r^3*x^2+ 22698*a*g*p*q*r^2*x^3+53752*a*g*p*q*r*x^4-3924*a*g*p*r^4*x^2+22168*a*g*p*r^3*x^ 3+31305*a*g*p*r^2*x^4-60*a*g*q^4*r*x^2-601*a*g*q^4*x^3-608*a*g*q^3*r^2*x^2-754* a*g*q^3*r*x^3+7896*a*g*q^3*x^4-1929*a*g*q^2*r^3*x^2+5710*a*g*q^2*r^2*x^3+26876* a*g*q^2*r*x^4-2370*a*g*q*r^4*x^2+14770*a*g*q*r^3*x^3+31305*a*g*q*r^2*x^4-989*a* g*r^5*x^2+9327*a*g*r^4*x^3+11610*a*g*r^3*x^4-12*a*p^6*x^2-48*a*p^5*q*x^2-114*a* p^5*r*x^2+126*a*p^5*x^3-72*a*p^4*q^2*x^2-378*a*p^4*q*r*x^2+480*a*p^4*q*x^3-410* a*p^4*r^2*x^2+1760*a*p^4*r*x^3+1102*a*p^4*x^4-48*a*p^3*q^3*x^2-450*a*p^3*q^2*r* x^2+660*a*p^3*q^2*x^3-1076*a*p^3*q*r^2*x^2+5544*a*p^3*q*r*x^3+4408*a*p^3*q*x^4-\ 740*a*p^3*r^3*x^2+6732*a*p^3*r^2*x^3+4010*a*p^3*r*x^4-12*a*p^2*q^4*x^2-222*a*p^ 2*q^3*r*x^2+360*a*p^2*q^3*x^3-942*a*p^2*q^2*r^2*x^2+6072*a*p^2*q^2*r*x^3+6612*a *p^2*q^2*x^4-1440*a*p^2*q*r^3*x^2+15778*a*p^2*q*r^2*x^3+12030*a*p^2*q*r*x^4-720 *a*p^2*r^4*x^2+11212*a*p^2*r^3*x^3+4456*a*p^2*r^2*x^4-36*a*p*q^4*r*x^2+30*a*p*q ^4*x^3-296*a*p*q^3*r^2*x^2+2552*a*p*q^3*r*x^3+4408*a*p*q^3*x^4-822*a*p*q^2*r^3* x^2+11360*a*p*q^2*r^2*x^3+12030*a*p*q^2*r*x^4-924*a*p*q*r^4*x^2+17308*a*p*q*r^3 *x^3+8912*a*p*q*r^2*x^4-362*a*p*r^5*x^2+8638*a*p*r^4*x^3+176*a*p*r^3*x^4-24*a*q ^5*x^3-20*a*q^4*r^2*x^2+264*a*q^4*r*x^3+1102*a*q^4*x^4-122*a*q^3*r^3*x^2+2314*a *q^3*r^2*x^3+4010*a*q^3*r*x^4-258*a*q^2*r^4*x^2+6096*a*q^2*r^3*x^3+4456*a*q^2*r ^2*x^4-230*a*q*r^5*x^2+6594*a*q*r^4*x^3+176*a*q*r^3*x^4-74*a*r^6*x^2+2524*a*r^5 *x^3-1526*a*r^4*x^4-144*b^6*x^3-64*b^5*c^2*x^2-48*b^5*c*g*x^2-112*b^5*c*p*x^2-\ 144*b^5*c*r*x^2-1680*b^5*c*x^3-32*b^5*g*p*x^2-64*b^5*g*r*x^2-992*b^5*g*x^3-40*b ^5*p^2*x^2-112*b^5*p*r*x^2-944*b^5*p*x^3-656*b^5*q*x^3-56*b^5*r^2*x^2-1008*b^5* r*x^3+1264*b^5*x^4-416*b^4*c^3*x^2-592*b^4*c^2*g*x^2-960*b^4*c^2*p*x^2-176*b^4* c^2*q*x^2-1408*b^4*c^2*r*x^2-6608*b^4*c^2*x^3-192*b^4*c*g^2*x^2-872*b^4*c*g*p*x ^2-152*b^4*c*g*q*x^2-1464*b^4*c*g*r*x^2-8536*b^4*c*g*x^3-648*b^4*c*p^2*x^2-336* b^4*c*p*q*x^2-2000*b^4*c*p*r*x^2-6696*b^4*c*p*x^3-464*b^4*c*q*r*x^2-5352*b^4*c* q*x^3-1304*b^4*c*r^2*x^2-6104*b^4*c*r*x^3+11456*b^4*c*x^4-136*b^4*g^2*p*x^2-16* b^4*g^2*q*x^2-280*b^4*g^2*r*x^2-2500*b^4*g^2*x^3-292*b^4*g*p^2*x^2-128*b^4*g*p* q*x^2-984*b^4*g*p*r*x^2-4516*b^4*g*p*x^3-256*b^4*g*q*r*x^2-3336*b^4*g*q*x^3-676 *b^4*g*r^2*x^2-4696*b^4*g*r*x^3+5252*b^4*g*x^4-136*b^4*p^3*x^2-136*b^4*p^2*q*x^ 2-656*b^4*p^2*r*x^2-1608*b^4*p^2*x^3-400*b^4*p*q*r*x^2-2708*b^4*p*q*x^3-904*b^4 *p*r^2*x^2-2748*b^4*p*r*x^3+5316*b^4*p*x^4-1100*b^4*q^2*x^3-216*b^4*q*r^2*x^2-\ 2648*b^4*q*r*x^3+5316*b^4*q*x^4-384*b^4*r^3*x^2-1508*b^4*r^2*x^3+7272*b^4*r*x^4 -1024*b^3*c^4*x^2-2192*b^3*c^3*g*x^2-2912*b^3*c^3*p*x^2-848*b^3*c^3*q*x^2-4480* b^3*c^3*r*x^2-12112*b^3*c^3*x^3-1424*b^3*c^2*g^2*x^2-4656*b^3*c^2*g*p*x^2-1312* b^3*c^2*g*q*x^2-7712*b^3*c^2*g*r*x^2-25720*b^3*c^2*g*x^3-2784*b^3*c^2*p^2*x^2-\ 2064*b^3*c^2*p*q*x^2-8784*b^3*c^2*p*r*x^2-16784*b^3*c^2*p*x^3-168*b^3*c^2*q^2*x ^2-3072*b^3*c^2*q*r*x^2-14912*b^3*c^2*q*x^3-6024*b^3*c^2*r^2*x^2-10664*b^3*c^2* r*x^3+36712*b^3*c^2*x^4-292*b^3*c*g^3*x^2-2032*b^3*c*g^2*p*x^2-524*b^3*c*g^2*q* x^2-3632*b^3*c*g^2*r*x^2-16016*b^3*c*g^2*x^3-3004*b^3*c*g*p^2*x^2-2120*b^3*c*g* p*q*x^2-9992*b^3*c*g*p*r*x^2-25280*b^3*c*g*p*x^3-156*b^3*c*g*q^2*x^2-3568*b^3*c *g*q*r*x^2-20676*b^3*c*g*q*x^3-7072*b^3*c*g*r^2*x^2-21740*b^3*c*g*r*x^3+37776*b ^3*c*g*x^4-1100*b^3*c*p^3*x^2-1448*b^3*c*p^2*q*x^2-5316*b^3*c*p^2*r*x^2-7280*b^ 3*c*p^2*x^3-348*b^3*c*p*q^2*x^2-4464*b^3*c*p*q*r*x^2-13436*b^3*c*p*q*x^3-7524*b ^3*c*p*r^2*x^2-6700*b^3*c*p*r*x^3+33112*b^3*c*p*x^4-500*b^3*c*q^2*r*x^2-6156*b^ 3*c*q^2*x^3-2872*b^3*c*q*r^2*x^2-9744*b^3*c*q*r*x^3+33112*b^3*c*q*x^4-3308*b^3* c*r^3*x^2+532*b^3*c*r^2*x^3+41952*b^3*c*r*x^4-216*b^3*g^3*p*x^2-40*b^3*g^3*q*x^ 2-448*b^3*g^3*r*x^2-3092*b^3*g^3*x^3-670*b^3*g^2*p^2*x^2-428*b^3*g^2*p*q*x^2-\ 2352*b^3*g^2*p*r*x^2-8200*b^3*g^2*p*x^3-24*b^3*g^2*q^2*x^2-836*b^3*g^2*q*r*x^2-\ 6282*b^3*g^2*q*x^3-1708*b^3*g^2*r^2*x^2-8382*b^3*g^2*r*x^3+8542*b^3*g^2*x^4-608 *b^3*g*p^3*x^2-760*b^3*g*p^2*q*x^2-3060*b^3*g*p^2*r*x^2-5952*b^3*g*p^2*x^3-152* b^3*g*p*q^2*x^2-2528*b^3*g*p*q*r*x^2-10128*b^3*g*p*q*x^3-4416*b^3*g*p*r^2*x^2-\ 9414*b^3*g*p*r*x^3+17598*b^3*g*p*x^4-304*b^3*g*q^2*r*x^2-4176*b^3*g*q^2*x^3-\ 1704*b^3*g*q*r^2*x^2-9050*b^3*g*q*r*x^3+17598*b^3*g*q*x^4-1964*b^3*g*r^3*x^2-\ 3986*b^3*g*r^2*x^3+24186*b^3*g*r*x^4-154*b^3*p^4*x^2-308*b^3*p^3*q*x^2-1008*b^3 *p^3*r*x^2-958*b^3*p^3*x^3-154*b^3*p^2*q^2*x^2-1468*b^3*p^2*q*r*x^2-2780*b^3*p^ 2*q*x^3-2192*b^3*p^2*r^2*x^2-484*b^3*p^2*r*x^3+7378*b^3*p^2*x^4-460*b^3*p*q^2*r *x^2-2686*b^3*p*q^2*x^3-2004*b^3*p*q*r^2*x^2-2792*b^3*p*q*r*x^3+14756*b^3*p*q*x ^4-1976*b^3*p*r^3*x^2+2418*b^3*p*r^2*x^3+18378*b^3*p*r*x^4-864*b^3*q^3*x^3-254* b^3*q^2*r^2*x^2-2308*b^3*q^2*r*x^3+7378*b^3*q^2*x^4-844*b^3*q*r^3*x^2-444*b^3*q *r^2*x^3+18378*b^3*q*r*x^4-638*b^3*r^4*x^2+2052*b^3*r^3*x^3+12636*b^3*r^2*x^4-\ 1216*b^2*c^5*x^2-3520*b^2*c^4*g*x^2-4096*b^2*c^4*p*x^2-1488*b^2*c^4*q*x^2-6432* b^2*c^4*r*x^2-11296*b^2*c^4*x^3-3456*b^2*c^3*g^2*x^2-9640*b^2*c^3*g*p*x^2-3384* b^2*c^3*g*q*x^2-15840*b^2*c^3*g*r*x^2-35568*b^2*c^3*g*x^3-4984*b^2*c^3*p^2*x^2-\ 4368*b^2*c^3*p*q*x^2-15808*b^2*c^3*p*r*x^2-18840*b^2*c^3*p*x^3-576*b^2*c^3*q^2* x^2-6720*b^2*c^3*q*r*x^2-18600*b^2*c^3*q*x^3-11024*b^2*c^3*r^2*x^2-3808*b^2*c^3 *r*x^3+54488*b^2*c^3*x^4-1424*b^2*c^2*g^3*x^2-7216*b^2*c^2*g^2*p*x^2-2412*b^2*c ^2*g^2*q*x^2-12352*b^2*c^2*g^2*r*x^2-35176*b^2*c^2*g^2*x^3-9032*b^2*c^2*g*p^2*x ^2-7664*b^2*c^2*g*p*q*x^2-29680*b^2*c^2*g*p*r*x^2-49176*b^2*c^2*g*p*x^3-944*b^2 *c^2*g*q^2*x^2-12496*b^2*c^2*g*q*r*x^2-43520*b^2*c^2*g*q*x^3-21136*b^2*c^2*g*r^ 2*x^2-30624*b^2*c^2*g*r*x^3+91392*b^2*c^2*g*x^4-2808*b^2*c^2*p^3*x^2-4204*b^2*c ^2*p^2*q*x^2-13488*b^2*c^2*p^2*r*x^2-10664*b^2*c^2*p^2*x^3-1464*b^2*c^2*p*q^2*x ^2-13128*b^2*c^2*p*q*r*x^2-22080*b^2*c^2*p*q*x^3-19184*b^2*c^2*p*r^2*x^2+5124*b ^2*c^2*p*r*x^3+72064*b^2*c^2*p*x^4-68*b^2*c^2*q^3*x^2-2200*b^2*c^2*q^2*r*x^2-\ 11416*b^2*c^2*q^2*x^3-8836*b^2*c^2*q*r^2*x^2-6780*b^2*c^2*q*r*x^3+72064*b^2*c^2 *q*x^4-8504*b^2*c^2*r^3*x^2+18832*b^2*c^2*r^2*x^3+84452*b^2*c^2*r*x^4-212*b^2*c *g^4*x^2-2034*b^2*c*g^3*p*x^2-618*b^2*c*g^3*q*x^2-3688*b^2*c*g^3*r*x^2-14148*b^ 2*c*g^3*x^3-4616*b^2*c*g^2*p^2*x^2-3748*b^2*c*g^2*p*q*x^2-15636*b^2*c*g^2*p*r*x ^2-34140*b^2*c*g^2*p*x^3-416*b^2*c*g^2*q^2*x^2-6488*b^2*c*g^2*q*r*x^2-28284*b^2 *c*g^2*q*x^3-11296*b^2*c*g^2*r^2*x^2-28834*b^2*c*g^2*r*x^3+45626*b^2*c*g^2*x^4-\ 3520*b^2*c*g*p^3*x^2-5120*b^2*c*g*p^2*q*x^2-17406*b^2*c*g*p^2*r*x^2-21580*b^2*c *g*p^2*x^3-1666*b^2*c*g*p*q^2*x^2-16664*b^2*c*g*p*q*r*x^2-39328*b^2*c*g*p*q*x^3 -25150*b^2*c*g*p*r^2*x^2-20168*b^2*c*g*p*r*x^3+83182*b^2*c*g*p*x^4-66*b^2*c*g*q ^3*x^2-2774*b^2*c*g*q^2*r*x^2-17748*b^2*c*g*q^2*x^3-11482*b^2*c*g*q*r^2*x^2-\ 26514*b^2*c*g*q*r*x^3+83182*b^2*c*g*q*x^4-11264*b^2*c*g*r^3*x^2+3054*b^2*c*g*r^ 2*x^3+105798*b^2*c*g*r*x^4-738*b^2*c*p^4*x^2-1628*b^2*c*p^3*q*x^2-4760*b^2*c*p^ 3*r*x^2-2182*b^2*c*p^3*x^3-1042*b^2*c*p^2*q^2*x^2-7732*b^2*c*p^2*q*r*x^2-7478*b ^2*c*p^2*q*x^3-10296*b^2*c*p^2*r^2*x^2+8214*b^2*c*p^2*r*x^3+31198*b^2*c*p^2*x^4 -152*b^2*c*p*q^3*x^2-3196*b^2*c*p*q^2*r*x^2-8410*b^2*c*p*q^2*x^3-10748*b^2*c*p* q*r^2*x^2+4460*b^2*c*p*q*r*x^3+62396*b^2*c*p*q*x^4-9264*b^2*c*p*r^3*x^2+27900*b ^2*c*p*r^2*x^3+71338*b^2*c*p*r*x^4-224*b^2*c*q^3*r*x^2-3114*b^2*c*q^3*x^3-2022* b^2*c*q^2*r^2*x^2-3754*b^2*c*q^2*r*x^3+31198*b^2*c*q^2*x^4-4644*b^2*c*q*r^3*x^2 +12838*b^2*c*q*r^2*x^3+71338*b^2*c*q*r*x^4-2990*b^2*c*r^4*x^2+18272*b^2*c*r^3*x ^3+42664*b^2*c*r^2*x^4-162*b^2*g^4*p*x^2-36*b^2*g^4*q*x^2-334*b^2*g^4*r*x^2-\ 2020*b^2*g^4*x^3-673*b^2*g^3*p^2*x^2-504*b^2*g^3*p*q*x^2-2374*b^2*g^3*p*r*x^2-\ 7131*b^2*g^3*p*x^3-44*b^2*g^3*q^2*x^2-960*b^2*g^3*q*r*x^2-5587*b^2*g^3*q*x^3-\ 1742*b^2*g^3*r^2*x^2-7237*b^2*g^3*r*x^3+6776*b^2*g^3*x^4-927*b^2*g^2*p^3*x^2-\ 1299*b^2*g^2*p^2*q*x^2-4696*b^2*g^2*p^2*r*x^2-7985*b^2*g^2*p^2*x^3-384*b^2*g^2* p*q^2*x^2-4394*b^2*g^2*p*q*r*x^2-13660*b^2*g^2*p*q*x^3-6856*b^2*g^2*p*r^2*x^2-\ 12300*b^2*g^2*p*r*x^3+21339*b^2*g^2*p*x^4-12*b^2*g^2*q^3*x^2-720*b^2*g^2*q^2*r* x^2-5675*b^2*g^2*q^2*x^3-3084*b^2*g^2*q*r^2*x^2-11731*b^2*g^2*q*r*x^3+21339*b^2 *g^2*q*x^4-3087*b^2*g^2*r^3*x^2-4509*b^2*g^2*r^2*x^3+29450*b^2*g^2*r*x^4-487*b^ 2*g*p^4*x^2-1046*b^2*g*p^3*q*x^2-3220*b^2*g*p^3*r*x^2-2942*b^2*g*p^3*x^3-631*b^ 2*g*p^2*q^2*x^2-5134*b^2*g*p^2*q*r*x^2-8324*b^2*g*p^2*q*x^3-7058*b^2*g*p^2*r^2* x^2-2023*b^2*g*p^2*r*x^3+18743*b^2*g*p^2*x^4-72*b^2*g*p*q^3*x^2-2058*b^2*g*p*q^ 2*r*x^2-7822*b^2*g*p*q^2*x^3-7250*b^2*g*p*q*r^2*x^2-7978*b^2*g*p*q*r*x^3+37486* b^2*g*p*q*x^4-6404*b^2*g*p*r^3*x^2+6787*b^2*g*p*r^2*x^3+46949*b^2*g*p*r*x^4-144 *b^2*g*q^3*r*x^2-2440*b^2*g*q^3*x^3-1347*b^2*g*q^2*r^2*x^2-5955*b^2*g*q^2*r*x^3 +18743*b^2*g*q^2*x^4-3162*b^2*g*q*r^3*x^2+134*b^2*g*q*r^2*x^3+46949*b^2*g*q*r*x ^4-2079*b^2*g*r^4*x^2+6180*b^2*g*r^3*x^3+31854*b^2*g*r^2*x^4-72*b^2*p^5*x^2-216 *b^2*p^4*q*x^2-582*b^2*p^4*r*x^2-74*b^2*p^4*x^3-216*b^2*p^3*q^2*x^2-1380*b^2*p^ 3*q*r*x^2-544*b^2*p^3*q*x^3-1692*b^2*p^3*r^2*x^2+2350*b^2*p^3*r*x^3+4394*b^2*p^ 3*x^4-72*b^2*p^2*q^3*x^2-1014*b^2*p^2*q^2*r*x^2-1188*b^2*p^2*q^2*x^3-2940*b^2*p ^2*q*r^2*x^2+4042*b^2*p^2*q*r*x^3+13182*b^2*p^2*q*x^4-2304*b^2*p^2*r^3*x^2+9086 *b^2*p^2*r^2*x^3+14556*b^2*p^2*r*x^4-216*b^2*p*q^3*r*x^2-1040*b^2*p*q^3*x^3-\ 1368*b^2*p*q^2*r^2*x^2+1034*b^2*p*q^2*r*x^3+13182*b^2*p*q^2*x^4-2604*b^2*p*q*r^ 3*x^2+11200*b^2*p*q*r^2*x^3+29112*b^2*p*q*r*x^4-1500*b^2*p*r^4*x^2+11300*b^2*p* r^3*x^3+16422*b^2*p*r^2*x^4-322*b^2*q^4*x^3-120*b^2*q^3*r^2*x^2-658*b^2*q^3*r*x ^3+4394*b^2*q^3*x^4-570*b^2*q^2*r^3*x^2+2114*b^2*q^2*r^2*x^3+14556*b^2*q^2*r*x^ 4-828*b^2*q*r^4*x^2+6848*b^2*q*r^3*x^3+16422*b^2*q*r^2*x^4-378*b^2*r^5*x^2+4638 *b^2*r^4*x^3+5718*b^2*r^3*x^4-704*b*c^6*x^2-2592*b*c^5*g*x^2-2736*b*c^5*p*x^2-\ 1136*b*c^5*q*x^2-4336*b*c^5*r*x^2-5152*b*c^5*x^3-3424*b*c^4*g^2*x^2-8688*b*c^4* g*p*x^2-3456*b*c^4*g*q*x^2-14136*b*c^4*g*r*x^2-23216*b*c^4*g*x^3-4008*b*c^4*p^2 *x^2-3888*b*c^4*p*q*x^2-12704*b*c^4*p*r*x^2-9344*b*c^4*p*x^3-648*b*c^4*q^2*x^2-\ 6080*b*c^4*q*r*x^2-10560*b*c^4*q*x^3-8912*b*c^4*r^2*x^2+5088*b*c^4*r*x^3+38368* b*c^4*x^4-2128*b*c^3*g^3*x^2-9392*b*c^3*g^2*p*x^2-3592*b*c^3*g^2*q*x^2-15644*b* c^3*g^2*r*x^2-32440*b*c^3*g^2*x^3-10616*b*c^3*g*p^2*x^2-9968*b*c^3*g*p*q*x^2-\ 34460*b*c^3*g*p*r*x^2-40216*b*c^3*g*p*x^3-1552*b*c^3*g*q^2*x^2-15972*b*c^3*g*q* r*x^2-38200*b*c^3*g*q*x^3-24520*b*c^3*g*r^2*x^2-13284*b*c^3*g*r*x^3+92008*b*c^3 *g*x^4-2884*b*c^3*p^3*x^2-4668*b*c^3*p^2*q*x^2-13748*b*c^3*p^2*r*x^2-5456*b*c^3 *p^2*x^3-1932*b*c^3*p*q^2*x^2-14632*b*c^3*p*q*r*x^2-13936*b*c^3*p*q*x^3-19532*b *c^3*p*r^2*x^2+21088*b*c^3*p*r*x^3+66368*b*c^3*p*x^4-148*b*c^3*q^3*x^2-2972*b*c ^3*q^2*r*x^2-8480*b*c^3*q^2*x^3-10028*b*c^3*q*r^2*x^2+6496*b*c^3*q*r*x^3+66368* b*c^3*q*x^4-8668*b*c^3*r^3*x^2+31404*b*c^3*r^2*x^3+71856*b*c^3*r*x^4-636*b*c^2* g^4*x^2-4476*b*c^2*g^3*p*x^2-1624*b*c^2*g^3*q*x^2-7682*b*c^2*g^3*r*x^2-20276*b* c^2*g^3*x^3-8846*b*c^2*g^2*p^2*x^2-8056*b*c^2*g^2*p*q*x^2-29256*b*c^2*g^2*p*r*x ^2-45148*b*c^2*g^2*p*x^3-1170*b*c^2*g^2*q^2*x^2-13272*b*c^2*g^2*q*r*x^2-39764*b *c^2*g^2*q*x^3-20992*b*c^2*g^2*r^2*x^2-29256*b*c^2*g^2*r*x^3+73688*b*c^2*g^2*x^ 4-6044*b*c^2*g*p^3*x^2-9544*b*c^2*g*p^2*q*x^2-29436*b*c^2*g*p^2*r*x^2-24512*b*c ^2*g*p^2*x^3-3756*b*c^2*g*p*q^2*x^2-30548*b*c^2*g*p*q*r*x^2-47928*b*c^2*g*p*q*x ^3-42374*b*c^2*g*p*r^2*x^2-1730*b*c^2*g*p*r*x^3+123592*b*c^2*g*p*x^4-256*b*c^2* g*q^3*x^2-5952*b*c^2*g*q^2*r*x^2-23416*b*c^2*g*q^2*x^3-21144*b*c^2*g*q*r^2*x^2-\ 18938*b*c^2*g*q*r*x^3+123592*b*c^2*g*q*x^4-18982*b*c^2*g*r^3*x^2+29056*b*c^2*g* r^2*x^3+146804*b*c^2*g*r*x^4-1074*b*c^2*p^4*x^2-2512*b*c^2*p^3*q*x^2-6844*b*c^2 *p^3*r*x^2-608*b*c^2*p^3*x^3-1812*b*c^2*p^2*q^2*x^2-11868*b*c^2*p^2*q*r*x^2-\ 4536*b*c^2*p^2*q*x^3-14714*b*c^2*p^2*r^2*x^2+23512*b*c^2*p^2*r*x^3+42000*b*c^2* p^2*x^4-384*b*c^2*p*q^3*x^2-5604*b*c^2*p*q^2*r*x^2-7248*b*c^2*p*q^2*x^3-16588*b *c^2*p*q*r^2*x^2+26448*b*c^2*p*q*r*x^3+84000*b*c^2*p*q*x^4-13192*b*c^2*p*r^3*x^ 2+58078*b*c^2*p*r^2*x^3+87896*b*c^2*p*r*x^4-10*b*c^2*q^4*x^2-580*b*c^2*q^3*r*x^ 2-3320*b*c^2*q^3*x^3-3698*b*c^2*q^2*r^2*x^2+2936*b*c^2*q^2*r*x^3+42000*b*c^2*q^ 2*x^4-7232*b*c^2*q*r^3*x^2+34838*b*c^2*q*r^2*x^3+87896*b*c^2*q*r*x^4-4248*b*c^2 *r^4*x^2+35224*b*c^2*r^3*x^3+44844*b*c^2*r^2*x^4-74*b*c*g^5*x^2-921*b*c*g^4*p*x ^2-303*b*c*g^4*q*x^2-1662*b*c*g^4*r*x^2-5944*b*c*g^4*x^3-2888*b*c*g^3*p^2*x^2-\ 2524*b*c*g^3*p*q*x^2-9763*b*c*g^3*p*r*x^2-19658*b*c*g^3*p*x^3-330*b*c*g^3*q^2*x ^2-4333*b*c*g^3*q*r*x^2-16394*b*c*g^3*q*x^3-7058*b*c*g^3*r^2*x^2-16749*b*c*g^3* r*x^3+23866*b*c*g^3*x^4-3469*b*c*g^2*p^3*x^2-5351*b*c*g^2*p^2*q*x^2-17163*b*c*g ^2*p^2*r*x^2-20112*b*c*g^2*p^2*x^3-2001*b*c*g^2*p*q^2*x^2-17464*b*c*g^2*p*q*r*x ^2-36284*b*c*g^2*p*q*x^3-24892*b*c*g^2*p*r^2*x^2-20483*b*c*g^2*p*r*x^3+67618*b* c*g^2*p*x^4-119*b*c*g^2*q^3*x^2-3307*b*c*g^2*q^2*r*x^2-16172*b*c*g^2*q^2*x^3-\ 12181*b*c*g^2*q*r^2*x^2-24601*b*c*g^2*q*r*x^3+67618*b*c*g^2*q*x^4-11198*b*c*g^2 *r^3*x^2+1453*b*c*g^2*r^2*x^3+86470*b*c*g^2*r*x^4-1616*b*c*g*p^4*x^2-3708*b*c*g *p^3*q*x^2-10492*b*c*g*p^3*r*x^2-5958*b*c*g*p^3*x^3-2578*b*c*g*p^2*q^2*x^2-\ 17852*b*c*g*p^2*q*r*x^2-18290*b*c*g*p^2*q*x^3-22820*b*c*g*p^2*r^2*x^2+8540*b*c* g*p^2*r*x^3+54586*b*c*g*p^2*x^4-496*b*c*g*p*q^3*x^2-8158*b*c*g*p*q^2*r*x^2-\ 18706*b*c*g*p*q^2*x^3-25188*b*c*g*p*q*r^2*x^2-584*b*c*g*p*q*r*x^3+109172*b*c*g* p*q*x^4-20628*b*c*g*p*r^3*x^2+44389*b*c*g*p*r^2*x^3+127154*b*c*g*p*r*x^4-10*b*c *g*q^4*x^2-798*b*c*g*q^3*r*x^2-6374*b*c*g*q^3*x^3-5424*b*c*g*q^2*r^2*x^2-9124*b *c*g*q^2*r*x^3+54586*b*c*g*q^2*x^4-11044*b*c*g*q*r^3*x^2+20363*b*c*g*q*r^2*x^3+ 127154*b*c*g*q*r*x^4-6684*b*c*g*r^4*x^2+31324*b*c*g*r^3*x^3+77510*b*c*g*r^2*x^4 -192*b*c*p^5*x^2-600*b*c*p^4*q*x^2-1530*b*c*p^4*r*x^2+422*b*c*p^4*x^3-648*b*c*p ^3*q^2*x^2-3792*b*c*p^3*q*r*x^2+636*b*c*p^3*q*x^3-4408*b*c*p^3*r^2*x^2+10240*b* c*p^3*r*x^3+11408*b*c*p^3*x^4-264*b*c*p^2*q^3*x^2-3030*b*c*p^2*q^2*r*x^2-624*b* c*p^2*q^2*x^3-8052*b*c*p^2*q*r^2*x^2+21088*b*c*p^2*q*r*x^3+34224*b*c*p^2*q*x^4-\ 5964*b*c*p^2*r^3*x^2+33312*b*c*p^2*r^2*x^3+34004*b*c*p^2*r*x^4-24*b*c*p*q^4*x^2 -804*b*c*p*q^3*r*x^2-1468*b*c*p*q^3*x^3-4140*b*c*p*q^2*r^2*x^2+11456*b*c*p*q^2* r*x^3+34224*b*c*p*q^2*x^4-7128*b*c*p*q*r^3*x^2+46168*b*c*p*q*r^2*x^3+68008*b*c* p*q*r*x^4-3864*b*c*p*r^4*x^2+38896*b*c*p*r^3*x^3+31334*b*c*p*r^2*x^4-36*b*c*q^4 *r*x^2-630*b*c*q^4*x^3-496*b*c*q^3*r^2*x^2+608*b*c*q^3*r*x^3+11408*b*c*q^3*x^4-\ 1758*b*c*q^2*r^3*x^2+12856*b*c*q^2*r^2*x^3+34004*b*c*q^2*r*x^4-2268*b*c*q*r^4*x ^2+26516*b*c*q*r^3*x^3+31334*b*c*q*r^2*x^4-970*b*c*r^5*x^2+15402*b*c*r^4*x^3+ 6468*b*c*r^3*x^4-58*b*g^5*p*x^2-14*b*g^5*q*x^2-118*b*g^5*r*x^2-668*b*g^5*x^3-\ 309*b*g^4*p^2*x^2-251*b*g^4*p*q*x^2-1081*b*g^4*p*r*x^2-2985*b*g^4*p*x^3-26*b*g^ 4*q^2*x^2-465*b*g^4*q*r*x^2-2371*b*g^4*q*x^3-789*b*g^4*r^2*x^2-3039*b*g^4*r*x^3 +2614*b*g^4*x^4-584*b*g^3*p^3*x^2-873*b*g^3*p^2*q*x^2-2941*b*g^3*p^2*r*x^2-4610 *b*g^3*p^2*x^3-303*b*g^3*p*q^2*x^2-2924*b*g^3*p*q*r*x^2-7902*b*g^3*p*q*x^3-4294 *b*g^3*p*r^2*x^2-7173*b*g^3*p*r*x^3+11207*b*g^3*p*x^4-14*b*g^3*q^3*x^2-537*b*g^ 3*q^2*r*x^2-3292*b*g^3*q^2*x^3-2058*b*g^3*q*r^2*x^2-6754*b*g^3*q*r*x^3+11207*b* g^3*q*x^4-1937*b*g^3*r^3*x^2-2612*b*g^3*r^2*x^3+15516*b*g^3*r*x^4-483*b*g^2*p^4 *x^2-1088*b*g^2*p^3*q*x^2-3179*b*g^2*p^3*r*x^2-2824*b*g^2*p^3*x^3-729*b*g^2*p^2 *q^2*x^2-5319*b*g^2*p^2*q*r*x^2-7848*b*g^2*p^2*q*x^3-6964*b*g^2*p^2*r^2*x^2-\ 2622*b*g^2*p^2*r*x^3+15387*b*g^2*p^2*x^4-126*b*g^2*p*q^3*x^2-2362*b*g^2*p*q^2*r *x^2-7224*b*g^2*p*q^2*x^3-7548*b*g^2*p*q*r^2*x^2-7928*b*g^2*p*q*r*x^3+30774*b*g ^2*p*q*x^4-6323*b*g^2*p*r^3*x^2+5127*b*g^2*p*r^2*x^3+38825*b*g^2*p*r*x^4-2*b*g^ 2*q^4*x^2-222*b*g^2*q^3*r*x^2-2200*b*g^2*q^3*x^3-1584*b*g^2*q^2*r^2*x^2-5306*b* g^2*q^2*r*x^3+15387*b*g^2*q^2*x^4-3317*b*g^2*q*r^3*x^2+68*b*g^2*q*r^2*x^3+38825 *b*g^2*q*r*x^4-2055*b*g^2*r^4*x^2+5220*b*g^2*r^3*x^3+26298*b*g^2*r^2*x^4-162*b* g*p^5*x^2-498*b*g*p^4*q*x^2-1311*b*g*p^4*r*x^2-427*b*g*p^4*x^3-522*b*g*p^3*q^2* x^2-3202*b*g*p^3*q*r*x^2-1938*b*g*p^3*q*x^3-3812*b*g*p^3*r^2*x^2+3042*b*g*p^3*r *x^3+7896*b*g*p^3*x^4-198*b*g*p^2*q^3*x^2-2495*b*g*p^2*q^2*r*x^2-3252*b*g*p^2*q ^2*x^3-6860*b*g*p^2*q*r^2*x^2+4596*b*g*p^2*q*r*x^3+23688*b*g*p^2*q*x^4-5190*b*g *p^2*r^3*x^2+14642*b*g*p^2*r^2*x^3+26876*b*g*p^2*r*x^4-12*b*g*p*q^4*x^2-628*b*g *p*q^3*r*x^2-2398*b*g*p*q^3*x^3-3440*b*g*p*q^2*r^2*x^2+66*b*g*p*q^2*r*x^3+23688 *b*g*p*q^2*x^4-6106*b*g*p*q*r^3*x^2+18006*b*g*p*q*r^2*x^3+53752*b*g*p*q*r*x^4-\ 3378*b*g*p*r^4*x^2+19302*b*g*p*r^3*x^3+31305*b*g*p*r^2*x^4-24*b*g*q^4*r*x^2-657 *b*g*q^4*x^3-392*b*g*q^3*r^2*x^2-1488*b*g*q^3*r*x^3+7896*b*g*q^3*x^4-1467*b*g*q ^2*r^3*x^2+3364*b*g*q^2*r^2*x^3+26876*b*g*q^2*r*x^4-1950*b*g*q*r^4*x^2+11904*b* g*q*r^3*x^3+31305*b*g*q*r^2*x^4-851*b*g*r^5*x^2+8129*b*g*r^4*x^3+11610*b*g*r^3* x^4-12*b*p^6*x^2-48*b*p^5*q*x^2-114*b*p^5*r*x^2+104*b*p^5*x^3-72*b*p^4*q^2*x^2-\ 378*b*p^4*q*r*x^2+370*b*p^4*q*x^3-410*b*p^4*r^2*x^2+1560*b*p^4*r*x^3+1102*b*p^4 *x^4-48*b*p^3*q^3*x^2-450*b*p^3*q^2*r*x^2+440*b*p^3*q^2*x^3-1076*b*p^3*q*r^2*x^ 2+4744*b*p^3*q*r*x^3+4408*b*p^3*q*x^4-740*b*p^3*r^3*x^2+6062*b*p^3*r^2*x^3+4010 *b*p^3*r*x^4-12*b*p^2*q^4*x^2-222*b*p^2*q^3*r*x^2+140*b*p^2*q^3*x^3-942*b*p^2*q ^2*r^2*x^2+4872*b*p^2*q^2*r*x^3+6612*b*p^2*q^2*x^4-1440*b*p^2*q*r^3*x^2+13768*b *p^2*q*r^2*x^3+12030*b*p^2*q*r*x^4-720*b*p^2*r^4*x^2+10160*b*p^2*r^3*x^3+4456*b *p^2*r^2*x^4-36*b*p*q^4*r*x^2-80*b*p*q^4*x^3-296*b*p*q^3*r^2*x^2+1752*b*p*q^3*r *x^3+4408*b*p*q^3*x^4-822*b*p*q^2*r^3*x^2+9350*b*p*q^2*r^2*x^3+12030*b*p*q^2*r* x^4-924*b*p*q*r^4*x^2+15204*b*p*q*r^3*x^3+8912*b*p*q*r^2*x^4-362*b*p*r^5*x^2+ 7854*b*p*r^4*x^3+176*b*p*r^3*x^4-46*b*q^5*x^3-20*b*q^4*r^2*x^2+64*b*q^4*r*x^3+ 1102*b*q^4*x^4-122*b*q^3*r^3*x^2+1644*b*q^3*r^2*x^3+4010*b*q^3*r*x^4-258*b*q^2* r^4*x^2+5044*b*q^2*r^3*x^3+4456*b*q^2*r^2*x^4-230*b*q*r^5*x^2+5810*b*q*r^4*x^3+ 176*b*q*r^3*x^4-74*b*r^6*x^2+2300*b*r^5*x^3-1526*b*r^4*x^4-160*c^7*x^2-720*c^6* g*x^2-704*c^6*p*x^2-320*c^6*q*x^2-1120*c^6*r*x^2-896*c^6*x^3-1200*c^5*g^2*x^2-\ 2864*c^5*g*p*x^2-1232*c^5*g*q*x^2-4608*c^5*g*r*x^2-5824*c^5*g*x^3-1200*c^5*p^2* x^2-1248*c^5*p*q*x^2-3792*c^5*p*r*x^2-1536*c^5*p*x^3-240*c^5*q^2*x^2-1968*c^5*q *r*x^2-2176*c^5*q*x^3-2664*c^5*r^2*x^2+3328*c^5*r*x^3+10400*c^5*x^4-1000*c^4*g^ 3*x^2-4096*c^4*g^2*p*x^2-1696*c^4*g^2*q*x^2-6672*c^4*g^2*r*x^2-10816*c^4*g^2*x^ 3-4320*c^4*g*p^2*x^2-4320*c^4*g*p*q*x^2-13872*c^4*g*p*r*x^2-11824*c^4*g*p*x^3-\ 768*c^4*g*q^2*x^2-6816*c^4*g*q*r*x^2-12048*c^4*g*q*x^3-9852*c^4*g*r^2*x^2+256*c ^4*g*r*x^3+33264*c^4*g*x^4-1040*c^4*p^3*x^2-1776*c^4*p^2*q*x^2-4920*c^4*p^2*r*x ^2-448*c^4*p^2*x^3-816*c^4*p*q^2*x^2-5568*c^4*p*q*r*x^2-2560*c^4*p*q*x^3-6968*c ^4*p*r^2*x^2+12080*c^4*p*r*x^3+22112*c^4*p*x^4-80*c^4*q^3*x^2-1272*c^4*q^2*r*x^ 2-2112*c^4*q^2*x^3-3848*c^4*q*r^2*x^2+6224*c^4*q*r*x^3+22112*c^4*q*x^4-3088*c^4 *r^3*x^2+14688*c^4*r^2*x^3+22096*c^4*r*x^4-450*c^3*g^4*x^2-2792*c^3*g^3*p*x^2-\ 1112*c^3*g^3*q*x^2-4624*c^3*g^3*r*x^2-9312*c^3*g^3*x^3-5104*c^3*g^2*p^2*x^2-\ 4968*c^3*g^2*p*q*x^2-16584*c^3*g^2*p*r*x^2-19288*c^3*g^2*p*x^3-832*c^3*g^2*q^2* x^2-7920*c^3*g^2*q*r*x^2-17896*c^3*g^2*q*x^3-11838*c^3*g^2*r^2*x^2-8576*c^3*g^2 *r*x^3+37432*c^3*g^2*x^4-3228*c^3*g*p^3*x^2-5364*c^3*g*p^2*q*x^2-15552*c^3*g*p^ 2*r*x^2-8784*c^3*g*p^2*x^3-2340*c^3*g*p*q^2*x^2-16936*c^3*g*p*q*r*x^2-18624*c^3 *g*p*q*x^3-22336*c^3*g*p*r^2*x^2+9816*c^3*g*p*r*x^3+58880*c^3*g*p*x^4-204*c^3*g *q^3*x^2-3600*c^3*g*q^2*r*x^2-9840*c^3*g*q^2*x^3-11728*c^3*g*q*r^2*x^2-984*c^3* g*q*r*x^3+58880*c^3*g*q*x^4-10012*c^3*g*r^3*x^2+22800*c^3*g*r^2*x^3+65816*c^3*g *r*x^4-490*c^3*p^4*x^2-1192*c^3*p^3*q*x^2-3092*c^3*p^3*r*x^2+704*c^3*p^3*x^3-\ 924*c^3*p^2*q^2*x^2-5604*c^3*p^2*q*r*x^2+384*c^3*p^2*q*x^3-6610*c^3*p^2*r^2*x^2 +15288*c^3*p^2*r*x^3+18224*c^3*p^2*x^4-232*c^3*p*q^3*x^2-2868*c^3*p*q^2*r*x^2-\ 1344*c^3*p*q^2*x^3-7844*c^3*p*q*r^2*x^2+19968*c^3*p*q*r*x^3+36448*c^3*p*q*x^4-\ 5904*c^3*p*r^3*x^2+33400*c^3*p*r^2*x^3+34808*c^3*p*r*x^4-10*c^3*q^4*x^2-356*c^3 *q^3*r*x^2-1024*c^3*q^3*x^3-1930*c^3*q^2*r^2*x^2+4680*c^3*q^2*r*x^3+18224*c^3*q ^2*x^4-3432*c^3*q*r^3*x^2+22184*c^3*q*r^2*x^3+34808*c^3*q*r*x^4-1896*c^3*r^4*x^ 2+19440*c^3*r^3*x^3+14608*c^3*r^2*x^4-105*c^2*g^5*x^2-964*c^2*g^4*p*x^2-364*c^2 *g^4*q*x^2-1638*c^2*g^4*r*x^2-4184*c^2*g^4*x^3-2676*c^2*g^3*p^2*x^2-2532*c^2*g^ 3*p*q*x^2-8808*c^2*g^3*p*r*x^2-13116*c^2*g^3*p*x^3-396*c^2*g^3*q^2*x^2-4116*c^2 *g^3*q*r*x^2-11492*c^2*g^3*q*x^3-6309*c^2*g^3*r^2*x^2-9088*c^2*g^3*r*x^3+19252* c^2*g^3*x^4-2968*c^2*g^2*p^3*x^2-4840*c^2*g^2*p^2*q*x^2-14462*c^2*g^2*p^2*r*x^2 -12312*c^2*g^2*p^2*x^3-2032*c^2*g^2*p*q^2*x^2-15424*c^2*g^2*p*q*r*x^2-23328*c^2 *g^2*p*q*x^3-20902*c^2*g^2*p*r^2*x^2-5472*c^2*g^2*p*r*x^3+50896*c^2*g^2*p*x^4-\ 160*c^2*g^2*q^3*x^2-3158*c^2*g^2*q^2*r*x^2-11016*c^2*g^2*q^2*x^3-10702*c^2*g^2* q*r^2*x^2-11424*c^2*g^2*q*r*x^3+50896*c^2*g^2*q*x^4-9408*c^2*g^2*r^3*x^2+9288*c ^2*g^2*r^2*x^3+61164*c^2*g^2*r*x^4-1267*c^2*g*p^4*x^2-3028*c^2*g*p^3*q*x^2-8136 *c^2*g*p^3*r*x^2-2720*c^2*g*p^3*x^3-2274*c^2*g*p^2*q^2*x^2-14380*c^2*g*p^2*q*r* x^2-9408*c^2*g*p^2*q*x^3-17637*c^2*g*p^2*r^2*x^2+14028*c^2*g*p^2*r*x^3+38424*c^ 2*g*p^2*x^4-532*c^2*g*p*q^3*x^2-7036*c^2*g*p*q^2*r*x^2-10656*c^2*g*p*q^2*x^3-\ 20266*c^2*g*p*q*r^2*x^2+12480*c^2*g*p*q*r*x^3+76848*c^2*g*p*q*x^4-15934*c^2*g*p *r^3*x^2+44644*c^2*g*p*r^2*x^3+83924*c^2*g*p*r*x^4-19*c^2*g*q^4*x^2-792*c^2*g*q ^3*r*x^2-3968*c^2*g*q^3*x^3-4689*c^2*g*q^2*r^2*x^2-1548*c^2*g*q^2*r*x^3+38424*c ^2*g*q^2*x^4-8914*c^2*g*q*r^3*x^2+25292*c^2*g*q*r^2*x^3+83924*c^2*g*q*r*x^4-\ 5166*c^2*g*r^4*x^2+29200*c^2*g*r^3*x^3+46436*c^2*g*r^2*x^4-120*c^2*p^5*x^2-384* c^2*p^4*q*x^2-948*c^2*p^4*r*x^2+648*c^2*p^4*x^3-432*c^2*p^3*q^2*x^2-2412*c^2*p^ 3*q*r*x^2+1696*c^2*p^3*q*x^3-2716*c^2*p^3*r^2*x^2+8972*c^2*p^3*r*x^3+7168*c^2*p ^3*x^4-192*c^2*p^2*q^3*x^2-2016*c^2*p^2*q^2*r*x^2+1200*c^2*p^2*q^2*x^3-5112*c^2 *p^2*q*r^2*x^2+19788*c^2*p^2*q*r*x^3+21504*c^2*p^2*q*x^4-3660*c^2*p^2*r^3*x^2+ 26824*c^2*p^2*r^2*x^3+19068*c^2*p^2*r*x^4-24*c^2*p*q^4*x^2-588*c^2*p*q^3*r*x^2-\ 96*c^2*p*q^3*x^3-2772*c^2*p*q^2*r^2*x^2+12660*c^2*p*q^2*r*x^3+21504*c^2*p*q^2*x ^4-4524*c^2*p*q*r^3*x^2+39312*c^2*p*q*r^2*x^3+38136*c^2*p*q*r*x^4-2364*c^2*p*r^ 4*x^2+30204*c^2*p*r^3*x^3+13192*c^2*p*r^2*x^4-36*c^2*q^4*r*x^2-248*c^2*q^4*x^3-\ 376*c^2*q^3*r^2*x^2+1844*c^2*q^3*r*x^3+7168*c^2*q^3*x^4-1188*c^2*q^2*r^3*x^2+ 12488*c^2*q^2*r^2*x^3+19068*c^2*q^2*r*x^4-1440*c^2*q*r^4*x^2+21828*c^2*q*r^3*x^ 3+13192*c^2*q*r^2*x^4-592*c^2*r^5*x^2+11704*c^2*r^4*x^3-576*c^2*r^3*x^4-10*c*g^ 6*x^2-155*c*g^5*p*x^2-53*c*g^5*q*x^2-276*c*g^5*r*x^2-956*c*g^5*x^3-633*c*g^4*p^ 2*x^2-576*c*g^4*p*q*x^2-2121*c*g^4*p*r*x^2-4082*c*g^4*p*x^3-81*c*g^4*q^2*x^2-\ 969*c*g^4*q*r*x^2-3414*c*g^4*q*x^3-1524*c*g^4*r^2*x^2-3568*c*g^4*r*x^3+4560*c*g ^4*x^4-1067*c*g^3*p^3*x^2-1705*c*g^3*p^2*q*x^2-5258*c*g^3*p^2*r*x^2-5948*c*g^3* p^2*x^3-685*c*g^3*p*q^2*x^2-5506*c*g^3*p*q*r*x^2-10640*c*g^3*p*q*x^3-7634*c*g^3 *p*r^2*x^2-6794*c*g^3*p*r*x^3+17792*c*g^3*p*x^4-47*c*g^3*q^3*x^2-1094*c*g^3*q^2 *r*x^2-4692*c*g^3*q^2*x^3-3830*c*g^3*q*r^2*x^2-7574*c*g^3*q*r*x^3+17792*c*g^3*q *x^4-3443*c*g^3*r^3*x^2-468*c*g^3*r^2*x^3+22850*c*g^3*r*x^4-813*c*g^2*p^4*x^2-\ 1918*c*g^2*p^3*q*x^2-5275*c*g^2*p^3*r*x^2-3254*c*g^2*p^3*x^3-1406*c*g^2*p^2*q^2 *x^2-9189*c*g^2*p^2*q*r*x^2-9510*c*g^2*p^2*q*x^3-11510*c*g^2*p^2*r^2*x^2+1110*c *g^2*p^2*r*x^3+22822*c*g^2*p^2*x^4-310*c*g^2*p*q^3*x^2-4383*c*g^2*p*q^2*r*x^2-\ 9258*c*g^2*p*q^2*x^3-12996*c*g^2*p*q*r^2*x^2-4032*c*g^2*p*q*r*x^3+45644*c*g^2*p *q*x^4-10447*c*g^2*p*r^3*x^2+15946*c*g^2*p*r^2*x^3+53994*c*g^2*p*r*x^4-9*c*g^2* q^4*x^2-469*c*g^2*q^3*r*x^2-3002*c*g^2*q^3*x^3-2918*c*g^2*q^2*r^2*x^2-5142*c*g^ 2*q^2*r*x^3+22822*c*g^2*q^2*x^4-5725*c*g^2*q*r^3*x^2+6590*c*g^2*q*r^2*x^3+53994 *c*g^2*q*r*x^4-3399*c*g^2*r^4*x^2+12268*c*g^2*r^3*x^3+33722*c*g^2*r^2*x^4-246*c *g*p^5*x^2-780*c*g*p^4*q*x^2-1968*c*g*p^4*r*x^2-224*c*g*p^4*x^3-864*c*g*p^3*q^2 *x^2-4942*c*g*p^3*q*r*x^2-1464*c*g*p^3*q*x^3-5696*c*g*p^3*r^2*x^2+6794*c*g*p^3* r*x^3+10896*c*g*p^3*x^4-372*c*g*p^2*q^3*x^2-4040*c*g*p^2*q^2*r*x^2-3048*c*g*p^2 *q^2*x^3-10544*c*g*p^2*q*r^2*x^2+12906*c*g*p^2*q*r*x^3+32688*c*g*p^2*q*x^4-7740 *c*g*p^2*r^3*x^2+26582*c*g*p^2*r^2*x^3+34562*c*g*p^2*r*x^4-42*c*g*p*q^4*x^2-\ 1126*c*g*p*q^3*r*x^2-2600*c*g*p*q^3*x^3-5552*c*g*p*q^2*r^2*x^2+5430*c*g*p*q^2*r *x^3+32688*c*g*p*q^2*x^4-9382*c*g*p*q*r^3*x^2+35736*c*g*p*q*r^2*x^3+69124*c*g*p *q*r*x^4-5034*c*g*p*r^4*x^2+33232*c*g*p*r^3*x^3+36010*c*g*p*r^2*x^4-60*c*g*q^4* r*x^2-792*c*g*q^4*x^3-704*c*g*q^3*r^2*x^2-682*c*g*q^3*r*x^3+10896*c*g*q^3*x^4-\ 2376*c*g*q^2*r^3*x^2+9154*c*g*q^2*r^2*x^3+34562*c*g*q^2*r*x^4-3000*c*g*q*r^4*x^ 2+22200*c*g*q*r^3*x^3+36010*c*g*q*r^2*x^4-1268*c*g*r^5*x^2+13668*c*g*r^4*x^3+ 10644*c*g*r^3*x^4-12*c*p^6*x^2-48*c*p^5*q*x^2-114*c*p^5*r*x^2+208*c*p^5*x^3-72* c*p^4*q^2*x^2-378*c*p^4*q*r*x^2+808*c*p^4*q*x^3-410*c*p^4*r^2*x^2+2506*c*p^4*r* x^3+1306*c*p^4*x^4-48*c*p^3*q^3*x^2-450*c*p^3*q^2*r*x^2+1152*c*p^3*q^2*x^3-1076 *c*p^3*q*r^2*x^2+7924*c*p^3*q*r*x^3+5224*c*p^3*q*x^4-740*c*p^3*r^3*x^2+9118*c*p ^3*r^2*x^3+4010*c*p^3*r*x^4-12*c*p^2*q^4*x^2-222*c*p^2*q^3*r*x^2+688*c*p^2*q^3* x^3-942*c*p^2*q^2*r^2*x^2+8736*c*p^2*q^2*r*x^3+7836*c*p^2*q^2*x^4-1440*c*p^2*q* r^3*x^2+21430*c*p^2*q*r^2*x^3+12030*c*p^2*q*r*x^4-720*c*p^2*r^4*x^2+14766*c*p^2 *r^3*x^3+2236*c*p^2*r^2*x^4-36*c*p*q^4*r*x^2+112*c*p*q^4*x^3-296*c*p*q^3*r^2*x^ 2+3724*c*p*q^3*r*x^3+5224*c*p*q^3*x^4-822*c*p*q^2*r^3*x^2+15506*c*p*q^2*r^2*x^3 +12030*c*p*q^2*r*x^4-924*c*p*q*r^4*x^2+22872*c*p*q*r^3*x^3+4472*c*p*q*r^2*x^4-\ 362*c*p*r^5*x^2+11162*c*p*r^4*x^3-3980*c*p*r^3*x^4-24*c*q^5*x^3-20*c*q^4*r^2*x^ 2+406*c*q^4*r*x^3+1306*c*q^4*x^4-122*c*q^3*r^3*x^2+3194*c*q^3*r^2*x^3+4010*c*q^ 3*r*x^4-258*c*q^2*r^4*x^2+8106*c*q^2*r^3*x^3+2236*c*q^2*r^2*x^4-230*c*q*r^5*x^2 +8558*c*q*r^4*x^3-3980*c*q*r^3*x^4-74*c*r^6*x^2+3216*c*r^5*x^3-3684*c*r^4*x^4-8 *g^6*p*x^2-2*g^6*q*x^2-16*g^6*r*x^2-88*g^6*x^3-53*g^5*p^2*x^2-45*g^5*p*q*x^2-\ 183*g^5*p*r*x^2-482*g^5*p*x^3-5*g^5*q^2*x^2-81*g^5*q*r*x^2-386*g^5*q*x^3-132*g^ 5*r^2*x^2-496*g^5*r*x^3+392*g^5*x^4-130*g^4*p^3*x^2-202*g^4*p^2*q*x^2-650*g^4*p ^2*r*x^2-966*g^4*p^2*x^3-76*g^4*p*q^2*x^2-666*g^4*p*q*r*x^2-1656*g^4*p*q*x^3-\ 948*g^4*p*r^2*x^2-1557*g^4*p*r*x^3+2150*g^4*p*x^4-4*g^4*q^3*x^2-128*g^4*q^2*r*x ^2-690*g^4*q^2*x^3-465*g^4*q*r^2*x^2-1443*g^4*q*r*x^3+2150*g^4*q*x^4-428*g^4*r^ 3*x^2-624*g^4*r^2*x^3+2980*g^4*r*x^4-151*g^3*p^4*x^2-351*g^3*p^3*q*x^2-990*g^3* p^3*r*x^2-859*g^3*p^3*x^3-250*g^3*p^2*q^2*x^2-1700*g^3*p^2*q*r*x^2-2355*g^3*p^2 *q*x^3-2172*g^3*p^2*r^2*x^2-1041*g^3*p^2*r*x^3+4083*g^3*p^2*x^4-51*g^3*p*q^3*x^ 2-791*g^3*p*q^2*r*x^2-2133*g^3*p*q^2*x^3-2412*g^3*p*q*r^2*x^2-2640*g^3*p*q*r*x^ 3+8166*g^3*p*q*x^4-1978*g^3*p*r^3*x^2+987*g^3*p*r^2*x^3+10367*g^3*p*r*x^4-g^3*q ^4*x^2-81*g^3*q^3*r*x^2-637*g^3*q^3*x^3-528*g^3*q^2*r^2*x^2-1599*g^3*q^2*r*x^3+ 4083*g^3*q^2*x^4-1063*g^3*q*r^3*x^2-255*g^3*q*r^2*x^3+10367*g^3*q*r*x^4-645*g^3 *r^4*x^2+1264*g^3*r^3*x^3+7078*g^3*r^2*x^4-84*g^2*p^5*x^2-264*g^2*p^4*q*x^2-678 *g^2*p^4*r*x^2-284*g^2*p^4*x^3-288*g^2*p^3*q^2*x^2-1686*g^2*p^3*q*r*x^2-1160*g^ 2*p^3*q*x^3-1974*g^2*p^3*r^2*x^2+851*g^2*p^3*r*x^3+3366*g^2*p^3*x^4-120*g^2*p^2 *q^3*x^2-1356*g^2*p^2*q^2*r*x^2-1776*g^2*p^2*q^2*x^3-3612*g^2*p^2*q*r^2*x^2+915 *g^2*p^2*q*r*x^3+10098*g^2*p^2*q*x^4-2694*g^2*p^2*r^3*x^2+5536*g^2*p^2*r^2*x^3+ 11706*g^2*p^2*r*x^4-12*g^2*p*q^4*x^2-366*g^2*p*q^3*r*x^2-1208*g^2*p*q^3*x^3-\ 1866*g^2*p*q^2*r^2*x^2-723*g^2*p*q^2*r*x^3+10098*g^2*p*q^2*x^4-3222*g^2*p*q*r^3 *x^2+6624*g^2*p*q*r^2*x^3+23412*g^2*p*q*r*x^4-1758*g^2*p*r^4*x^2+7781*g^2*p*r^3 *x^3+14099*g^2*p*r^2*x^4-18*g^2*q^4*r*x^2-308*g^2*q^4*x^3-228*g^2*q^3*r^2*x^2-\ 787*g^2*q^3*r*x^3+3366*g^2*q^3*x^4-798*g^2*q^2*r^3*x^2+1088*g^2*q^2*r^2*x^3+ 11706*g^2*q^2*r*x^4-1032*g^2*q*r^4*x^2+4759*g^2*q*r^3*x^3+14099*g^2*q*r^2*x^4-\ 444*g^2*r^5*x^2+3380*g^2*r^4*x^3+5544*g^2*r^3*x^4-18*g*p^6*x^2-72*g*p^5*q*x^2-\ 171*g*p^5*r*x^2+27*g*p^5*x^3-108*g*p^4*q^2*x^2-567*g*p^4*q*r*x^2+45*g*p^4*q*x^3 -615*g*p^4*r^2*x^2+1101*g*p^4*r*x^3+1123*g*p^4*x^4-72*g*p^3*q^3*x^2-675*g*p^3*q ^2*r*x^2-90*g*p^3*q^2*x^3-1614*g*p^3*q*r^2*x^2+3210*g*p^3*q*r*x^3+4492*g*p^3*q* x^4-1110*g*p^3*r^3*x^2+4980*g*p^3*r^2*x^3+4527*g*p^3*r*x^4-18*g*p^2*q^4*x^2-333 *g*p^2*q^3*r*x^2-270*g*p^2*q^3*x^3-1413*g*p^2*q^2*r^2*x^2+3024*g*p^2*q^2*r*x^3+ 6738*g*p^2*q^2*x^4-2160*g*p^2*q*r^3*x^2+11064*g*p^2*q*r^2*x^3+13581*g*p^2*q*r*x ^4-1080*g*p^2*r^4*x^2+8913*g*p^2*r^3*x^3+6396*g*p^2*r^2*x^4-54*g*p*q^4*r*x^2-\ 225*g*p*q^4*x^3-444*g*p*q^3*r^2*x^2+822*g*p*q^3*r*x^3+4492*g*p*q^3*x^4-1233*g*p *q^2*r^3*x^2+7188*g*p*q^2*r^2*x^3+13581*g*p*q^2*r*x^4-1386*g*p*q*r^4*x^2+13116* g*p*q*r^3*x^3+12792*g*p*q*r^2*x^4-543*g*p*r^5*x^2+7155*g*p*r^4*x^3+2832*g*p*r^3 *x^4-63*g*q^5*x^3-30*g*q^4*r^2*x^2-93*g*q^4*r*x^3+1123*g*q^4*x^4-183*g*q^3*r^3* x^2+1104*g*q^3*r^2*x^3+4527*g*q^3*r*x^4-387*g*q^2*r^4*x^2+4203*g*q^2*r^3*x^3+ 6396*g*q^2*r^2*x^4-345*g*q*r^5*x^2+5217*g*q*r^4*x^3+2832*g*q*r^3*x^4-111*g*r^6* x^2+2148*g*r^5*x^3-302*g*r^4*x^4+24*p^6*x^3+120*p^5*q*x^3+270*p^5*r*x^3+82*p^5* x^4+240*p^4*q^2*x^3+1122*p^4*q*r*x^3+410*p^4*q*x^4+1110*p^4*r^2*x^3+208*p^4*r*x ^4+240*p^3*q^3*x^3+1788*p^3*q^2*r*x^3+820*p^3*q^2*x^4+3660*p^3*q*r^2*x^3+832*p^ 3*q*r*x^4+2262*p^3*r^3*x^3-354*p^3*r^2*x^4+120*p^2*q^4*x^3+1332*p^2*q^3*r*x^3+ 820*p^2*q^3*x^4+4320*p^2*q^2*r^2*x^3+1248*p^2*q^2*r*x^4+5550*p^2*q*r^3*x^3-1062 *p^2*q*r^2*x^4+2466*p^2*r^4*x^3-1846*p^2*r^3*x^4+24*p*q^5*x^3+438*p*q^4*r*x^3+ 410*p*q^4*x^4+2100*p*q^3*r^2*x^3+832*p*q^3*r*x^4+4314*p*q^2*r^3*x^3-1062*p*q^2* r^2*x^4+4008*p*q*r^4*x^3-3692*p*q*r^3*x^4+1380*p*r^5*x^3-2266*p*r^4*x^4+42*q^5* r*x^3+82*q^5*x^4+330*q^4*r^2*x^3+208*q^4*r*x^4+1026*q^3*r^3*x^3-354*q^3*r^2*x^4 +1542*q^2*r^4*x^3-1846*q^2*r^3*x^4+1116*q*r^5*x^3-2266*q*r^4*x^4+312*r^6*x^3-\ 900*r^5*x^4+32*a^6*c*x+64*a^6*p*x+16*a^6*q*x+96*a^6*r*x+624*a^6*x^2+128*a^5*b*c *x+240*a^5*b*p*x+48*a^5*b*q*x+352*a^5*b*r*x+2816*a^5*b*x^2+192*a^5*c^2*x+112*a^ 5*c*g*x+528*a^5*c*p*x+128*a^5*c*q*x+768*a^5*c*r*x+4032*a^5*c*x^2+224*a^5*g*p*x+ 48*a^5*g*q*x+320*a^5*g*r*x+2512*a^5*g*x^2+224*a^5*p^2*x+160*a^5*p*q*x+624*a^5*p *r*x+1824*a^5*p*x^2+16*a^5*q^2*x+224*a^5*q*r*x+1304*a^5*q*x^2+400*a^5*r^2*x+ 1560*a^5*r*x^2-4224*a^5*x^3+192*a^4*b^2*c*x+336*a^4*b^2*p*x+48*a^4*b^2*q*x+480* a^4*b^2*r*x+5024*a^4*b^2*x^2+640*a^4*b*c^2*x+384*a^4*b*c*g*x+1696*a^4*b*c*p*x+ 336*a^4*b*c*q*x+2432*a^4*b*c*r*x+15312*a^4*b*c*x^2+704*a^4*b*g*p*x+120*a^4*b*g* q*x+1008*a^4*b*g*r*x+9480*a^4*b*g*x^2+736*a^4*b*p^2*x+448*a^4*b*p*q*x+2016*a^4* b*p*r*x+7384*a^4*b*p*x^2+32*a^4*b*q^2*x+624*a^4*b*q*r*x+4960*a^4*b*q*x^2+1280*a ^4*b*r^2*x+6464*a^4*b*r*x^2-17728*a^4*b*x^3+480*a^4*c^3*x+576*a^4*c^2*g*x+1680* a^4*c^2*p*x+400*a^4*c^2*q*x+2400*a^4*c^2*r*x+10608*a^4*c^2*x^2+168*a^4*c*g^2*x+ 1600*a^4*c*g*p*x+344*a^4*c*g*q*x+2240*a^4*c*g*r*x+13864*a^4*c*g*x^2+1352*a^4*c* p^2*x+928*a^4*c*p*q*x+3696*a^4*c*p*r*x+8928*a^4*c*p*x^2+88*a^4*c*q^2*x+1296*a^4 *c*q*r*x+6936*a^4*c*q*x^2+2344*a^4*c*r^2*x+5368*a^4*c*r*x^2-32184*a^4*c*x^3+328 *a^4*g^2*p*x+60*a^4*g^2*q*x+456*a^4*g^2*r*x+4204*a^4*g^2*x^2+704*a^4*g*p^2*x+ 464*a^4*g*p*q*x+1888*a^4*g*p*r*x+6632*a^4*g*p*x^2+40*a^4*g*q^2*x+632*a^4*g*q*r* x+4608*a^4*g*q*x^2+1184*a^4*g*r^2*x+5804*a^4*g*r*x^2-15468*a^4*g*x^3+304*a^4*p^ 3*x+372*a^4*p^2*q*x+1232*a^4*p^2*r*x+1620*a^4*p^2*x^2+104*a^4*p*q^2*x+984*a^4*p *q*r*x+2780*a^4*p*q*x^2+1552*a^4*p*r^2*x+784*a^4*p*r*x^2-16740*a^4*p*x^3+4*a^4* q^3*x+144*a^4*q^2*r*x+1060*a^4*q^2*x^2+612*a^4*q*r^2*x+1356*a^4*q*r*x^2-13048*a ^4*q*x^3+624*a^4*r^3*x-928*a^4*r^2*x^2-19892*a^4*r*x^3+820*a^4*x^4+128*a^3*b^3* c*x+208*a^3*b^3*p*x+16*a^3*b^3*q*x+288*a^3*b^3*r*x+4416*a^3*b^3*x^2+768*a^3*b^2 *c^2*x+480*a^3*b^2*c*g*x+1968*a^3*b^2*c*p*x+288*a^3*b^2*c*q*x+2784*a^3*b^2*c*r* x+22176*a^3*b^2*c*x^2+792*a^3*b^2*g*p*x+96*a^3*b^2*g*q*x+1152*a^3*b^2*g*r*x+ 13576*a^3*b^2*g*x^2+880*a^3*b^2*p^2*x+416*a^3*b^2*p*q*x+2352*a^3*b^2*p*r*x+ 11552*a^3*b^2*p*x^2+16*a^3*b^2*q^2*x+576*a^3*b^2*q*r*x+7056*a^3*b^2*q*x^2+1472* a^3*b^2*r^2*x+10296*a^3*b^2*r*x^2-28672*a^3*b^2*x^3+1280*a^3*b*c^3*x+1600*a^3*b *c^2*g*x+4384*a^3*b*c^2*p*x+864*a^3*b*c^2*q*x+6208*a^3*b*c^2*r*x+32576*a^3*b*c^ 2*x^2+480*a^3*b*c*g^2*x+4176*a^3*b*c*g*p*x+744*a^3*b*c*g*q*x+5920*a^3*b*c*g*r*x +42400*a^3*b*c*g*x^2+3616*a^3*b*c*p^2*x+2112*a^3*b*c*p*q*x+9760*a^3*b*c*p*r*x+ 29544*a^3*b*c*p*x^2+144*a^3*b*c*q^2*x+2944*a^3*b*c*q*r*x+21528*a^3*b*c*q*x^2+ 6144*a^3*b*c*r^2*x+19288*a^3*b*c*r*x^2-110192*a^3*b*c*x^3+828*a^3*b*g^2*p*x+120 *a^3*b*g^2*q*x+1200*a^3*b*g^2*r*x+12748*a^3*b*g^2*x^2+1856*a^3*b*g*p^2*x+1032*a ^3*b*g*p*q*x+4960*a^3*b*g*p*r*x+21572*a^3*b*g*p*x^2+64*a^3*b*g*q^2*x+1448*a^3*b *g*q*r*x+13984*a^3*b*g*q*x^2+3104*a^3*b*g*r^2*x+18932*a^3*b*g*r*x^2-51944*a^3*b *g*x^3+844*a^3*b*p^3*x+908*a^3*b*p^2*q*x+3392*a^3*b*p^2*r*x+5964*a^3*b*p^2*x^2+ 196*a^3*b*p*q^2*x+2368*a^3*b*p*q*r*x+9684*a^3*b*p*q*x^2+4252*a^3*b*p*r^2*x+5080 *a^3*b*p*r*x^2-58436*a^3*b*p*x^3+4*a^3*b*q^3*x+272*a^3*b*q^2*r*x+3320*a^3*b*q^2 *x^2+1460*a^3*b*q*r^2*x+5924*a^3*b*q*r*x^2-43668*a^3*b*q*x^3+1704*a^3*b*r^3*x-\ 740*a^3*b*r^2*x^2-68872*a^3*b*r*x^3+3280*a^3*b*x^4+640*a^3*c^4*x+1200*a^3*c^3*g *x+2720*a^3*c^3*p*x+640*a^3*c^3*q*x+3840*a^3*c^3*r*x+14528*a^3*c^3*x^2+720*a^3* c^2*g^2*x+4264*a^3*c^2*g*p*x+920*a^3*c^2*g*q*x+5912*a^3*c^2*g*r*x+30384*a^3*c^2 *g*x^2+3168*a^3*c^2*p^2*x+2112*a^3*c^2*p*q*x+8544*a^3*c^2*p*r*x+16616*a^3*c^2*p *x^2+192*a^3*c^2*q^2*x+2944*a^3*c^2*q*r*x+14592*a^3*c^2*q*x^2+5376*a^3*c^2*r^2* x+4528*a^3*c^2*r*x^2-91608*a^3*c^2*x^3+140*a^3*c*g^3*x+1964*a^3*c*g^2*p*x+380*a ^3*c*g^2*q*x+2716*a^3*c*g^2*r*x+19032*a^3*c*g^2*x^2+3572*a^3*c*g*p^2*x+2272*a^3 *c*g*p*q*x+9468*a^3*c*g*p*r*x+27608*a^3*c*g*p*x^2+188*a^3*c*g*q^2*x+3100*a^3*c* g*q*r*x+20636*a^3*c*g*q*x^2+5896*a^3*c*g*r^2*x+18724*a^3*c*g*r*x^2-95656*a^3*c* g*x^3+1388*a^3*c*p^3*x+1656*a^3*c*p^2*q*x+5544*a^3*c*p^2*r*x+4856*a^3*c*p^2*x^2 +444*a^3*c*p*q^2*x+4360*a^3*c*p*q*r*x+10552*a^3*c*p*q*x^2+6924*a^3*c*p*r^2*x-\ 5900*a^3*c*p*r*x^2-92064*a^3*c*p*x^3+16*a^3*c*q^3*x+616*a^3*c*q^2*r*x+4568*a^3* c*q^2*x^2+2704*a^3*c*q*r^2*x+2308*a^3*c*q*r*x^2-72508*a^3*c*q*x^3+2768*a^3*c*r^ 3*x-11392*a^3*c*r^2*x^2-101956*a^3*c*r*x^3+21524*a^3*c*x^4+256*a^3*g^3*p*x+40*a ^3*g^3*q*x+360*a^3*g^3*r*x+3736*a^3*g^3*x^2+888*a^3*g^2*p^2*x+536*a^3*g^2*p*q*x +2326*a^3*g^2*p*r*x+9642*a^3*g^2*p*x^2+40*a^3*g^2*q^2*x+734*a^3*g^2*q*r*x+6468* a^3*g^2*q*x^2+1438*a^3*g^2*r^2*x+8504*a^3*g^2*r*x^2-22330*a^3*g^2*x^3+840*a^3*g *p^3*x+976*a^3*g*p^2*q*x+3316*a^3*g*p^2*r*x+5572*a^3*g*p^2*x^2+248*a^3*g*p*q^2* x+2504*a^3*g*p*q*r*x+9220*a^3*g*p*q*x^2+4112*a^3*g*p*r^2*x+5082*a^3*g*p*r*x^2-\ 50882*a^3*g*p*x^3+8*a^3*g*q^3*x+336*a^3*g*q^2*r*x+3312*a^3*g*q^2*x^2+1528*a^3*g *q*r^2*x+5826*a^3*g*q*r*x^2-38696*a^3*g*q*x^3+1636*a^3*g*r^3*x-300*a^3*g*r^2*x^ 2-60010*a^3*g*r*x^3+2630*a^3*g*x^4+200*a^3*p^4*x+356*a^3*p^3*q*x+1060*a^3*p^3*r *x+108*a^3*p^3*x^2+176*a^3*p^2*q^2*x+1388*a^3*p^2*q*r*x+1208*a^3*p^2*q*x^2+1980 *a^3*p^2*r^2*x-4578*a^3*p^2*r*x^2-22270*a^3*p^2*x^3+20*a^3*p*q^3*x+452*a^3*p*q^ 2*r*x+1530*a^3*p*q^2*x^2+1708*a^3*p*q*r^2*x-2932*a^3*p*q*r*x^2-36218*a^3*p*q*x^ 3+1580*a^3*p*r^3*x-10414*a^3*p*r^2*x^2-48772*a^3*p*r*x^3+11426*a^3*p*x^4+28*a^3 *q^3*r*x+430*a^3*q^3*x^2+276*a^3*q^2*r^2*x+240*a^3*q^2*r*x^2-13948*a^3*q^2*x^3+ 676*a^3*q*r^3*x-4154*a^3*q*r^2*x^2-39106*a^3*q*r*x^3+11426*a^3*q*x^4+460*a^3*r^ 4*x-5728*a^3*r^3*x^2-29254*a^3*r^2*x^3+18114*a^3*r*x^4+32*a^2*b^4*c*x+48*a^2*b^ 4*p*x+64*a^2*b^4*r*x+1904*a^2*b^4*x^2+384*a^2*b^3*c^2*x+256*a^2*b^3*c*g*x+960*a ^2*b^3*c*p*x+80*a^2*b^3*c*q*x+1344*a^2*b^3*c*r*x+14976*a^2*b^3*c*x^2+368*a^2*b^ 3*g*p*x+24*a^2*b^3*g*q*x+560*a^2*b^3*g*r*x+8968*a^2*b^3*g*x^2+448*a^2*b^3*p^2*x +128*a^2*b^3*p*q*x+1152*a^2*b^3*p*r*x+8592*a^2*b^3*p*x^2+176*a^2*b^3*q*r*x+4448 *a^2*b^3*q*x^2+704*a^2*b^3*r^2*x+7704*a^2*b^3*r*x^2-21888*a^2*b^3*x^3+1152*a^2* b^2*c^3*x+1520*a^2*b^2*c^2*g*x+3888*a^2*b^2*c^2*p*x+576*a^2*b^2*c^2*q*x+5472*a^ 2*b^2*c^2*r*x+36016*a^2*b^2*c^2*x^2+472*a^2*b^2*c*g^2*x+3696*a^2*b^2*c*g*p*x+ 496*a^2*b^2*c*g*q*x+5376*a^2*b^2*c*g*r*x+46488*a^2*b^2*c*g*x^2+3320*a^2*b^2*c*p ^2*x+1504*a^2*b^2*c*p*q*x+8816*a^2*b^2*c*p*r*x+35616*a^2*b^2*c*p*x^2+56*a^2*b^2 *c*q^2*x+2096*a^2*b^2*c*q*r*x+23520*a^2*b^2*c*q*x^2+5496*a^2*b^2*c*r^2*x+25176* a^2*b^2*c*r*x^2-137472*a^2*b^2*c*x^3+696*a^2*b^2*g^2*p*x+68*a^2*b^2*g^2*q*x+ 1080*a^2*b^2*g^2*r*x+13764*a^2*b^2*g^2*x^2+1664*a^2*b^2*g*p^2*x+704*a^2*b^2*g*p *q*x+4448*a^2*b^2*g*p*r*x+25420*a^2*b^2*g*p*x^2+24*a^2*b^2*g*q^2*x+1048*a^2*b^2 *g*q*r*x+14800*a^2*b^2*g*q*x^2+2784*a^2*b^2*g*r^2*x+22320*a^2*b^2*g*r*x^2-63024 *a^2*b^2*g*x^3+812*a^2*b^2*p^3*x+712*a^2*b^2*p^2*q*x+3224*a^2*b^2*p^2*r*x+8032* a^2*b^2*p^2*x^2+92*a^2*b^2*p*q^2*x+1816*a^2*b^2*p*q*r*x+12092*a^2*b^2*p*q*x^2+ 4012*a^2*b^2*p*r^2*x+9440*a^2*b^2*p*r*x^2-74868*a^2*b^2*p*x^3+128*a^2*b^2*q^2*r *x+3460*a^2*b^2*q^2*x^2+1104*a^2*b^2*q*r^2*x+8540*a^2*b^2*q*r*x^2-52716*a^2*b^2 *q*x^3+1600*a^2*b^2*r^3*x+2116*a^2*b^2*r^2*x^2-87264*a^2*b^2*r*x^3+4920*a^2*b^2 *x^4+1280*a^2*b*c^4*x+2528*a^2*b*c^3*g*x+5376*a^2*b*c^3*p*x+1056*a^2*b*c^3*q*x+ 7552*a^2*b*c^3*r*x+33840*a^2*b*c^3*x^2+1568*a^2*b*c^2*g^2*x+8544*a^2*b*c^2*g*p* x+1552*a^2*b*c^2*g*q*x+12096*a^2*b*c^2*g*r*x+70760*a^2*b*c^2*g*x^2+6432*a^2*b*c ^2*p^2*x+3648*a^2*b*c^2*p*q*x+17184*a^2*b*c^2*p*r*x+42296*a^2*b*c^2*p*x^2+240*a ^2*b*c^2*q^2*x+5088*a^2*b*c^2*q*r*x+34656*a^2*b*c^2*q*x^2+10752*a^2*b*c^2*r^2*x +15752*a^2*b*c^2*r*x^2-238456*a^2*b*c^2*x^3+312*a^2*b*c*g^3*x+3888*a^2*b*c*g^2* p*x+624*a^2*b*c*g^2*q*x+5632*a^2*b*c*g^2*r*x+44000*a^2*b*c*g^2*x^2+7216*a^2*b*c *g*p^2*x+3880*a^2*b*c*g*p*q*x+19236*a^2*b*c*g*p*r*x+68700*a^2*b*c*g*p*x^2+232*a ^2*b*c*g*q^2*x+5500*a^2*b*c*g*q*r*x+47916*a^2*b*c*g*q*x^2+12020*a^2*b*c*g*r^2*x +47716*a^2*b*c*g*r*x^2-246760*a^2*b*c*g*x^3+2928*a^2*b*c*p^3*x+3068*a^2*b*c*p^2 *q*x+11616*a^2*b*c*p^2*r*x+14592*a^2*b*c*p^2*x^2+632*a^2*b*c*p*q^2*x+7992*a^2*b *c*p*q*r*x+28908*a^2*b*c*p*q*x^2+14448*a^2*b*c*p*r^2*x-5116*a^2*b*c*p*r*x^2-\ 244068*a^2*b*c*p*x^3+12*a^2*b*c*q^3*x+880*a^2*b*c*q^2*r*x+10932*a^2*b*c*q^2*x^2 +4924*a^2*b*c*q*r^2*x+12224*a^2*b*c*q*r*x^2-185400*a^2*b*c*q*x^3+5760*a^2*b*c*r ^3*x-19888*a^2*b*c*r^2*x^2-269764*a^2*b*c*r*x^3+64572*a^2*b*c*x^4+480*a^2*b*g^3 *p*x+56*a^2*b*g^3*q*x+736*a^2*b*g^3*r*x+8540*a^2*b*g^3*x^2+1752*a^2*b*g^2*p^2*x +872*a^2*b*g^2*p*q*x+4674*a^2*b*g^2*p*r*x+23602*a^2*b*g^2*p*x^2+44*a^2*b*g^2*q^ 2*x+1294*a^2*b*g^2*q*r*x+14674*a^2*b*g^2*q*x^2+2922*a^2*b*g^2*r^2*x+20604*a^2*b *g^2*r*x^2-56498*a^2*b*g^2*x^3+1740*a^2*b*g*p^3*x+1758*a^2*b*g*p^2*q*x+6888*a^2 *b*g*p^2*r*x+15120*a^2*b*g*p^2*x^2+336*a^2*b*g*p*q^2*x+4556*a^2*b*g*p*q*r*x+ 23660*a^2*b*g*p*q*x^2+8556*a^2*b*g*p*r^2*x+16614*a^2*b*g*p*r*x^2-133460*a^2*b*g *p*x^3+6*a^2*b*g*q^3*x+488*a^2*b*g*q^2*r*x+7532*a^2*b*g*q^2*x^2+2798*a^2*b*g*q* r^2*x+16266*a^2*b*g*q*r*x^2-96902*a^2*b*g*q*x^3+3408*a^2*b*g*r^3*x+2408*a^2*b*g *r^2*x^2-156754*a^2*b*g*r*x^3+7890*a^2*b*g*x^4+444*a^2*b*p^4*x+716*a^2*b*p^3*q* x+2348*a^2*b*p^3*r*x+964*a^2*b*p^3*x^2+292*a^2*b*p^2*q^2*x+2772*a^2*b*p^2*q*r*x +4618*a^2*b*p^2*q*x^2+4380*a^2*b*p^2*r^2*x-8094*a^2*b*p^2*r*x^2-60104*a^2*b*p^2 *x^3+20*a^2*b*p*q^3*x+740*a^2*b*p*q^2*r*x+4658*a^2*b*p*q^2*x^2+3396*a^2*b*p*q*r ^2*x-1680*a^2*b*p*q*r*x^2-95242*a^2*b*p*q*x^3+3492*a^2*b*p*r^3*x-20614*a^2*b*p* r^2*x^2-131950*a^2*b*p*r*x^3+34278*a^2*b*p*x^4+28*a^2*b*q^3*r*x+1004*a^2*b*q^3* x^2+448*a^2*b*q^2*r^2*x+2196*a^2*b*q^2*r*x^2-35138*a^2*b*q^2*x^3+1340*a^2*b*q*r ^3*x-5768*a^2*b*q*r^2*x^2-102952*a^2*b*q*r*x^3+34278*a^2*b*q*x^4+1016*a^2*b*r^4 *x-11556*a^2*b*r^3*x^2-79798*a^2*b*r^2*x^3+54342*a^2*b*r*x^4+480*a^2*c^5*x+1264 *a^2*c^4*g*x+2400*a^2*c^4*p*x+560*a^2*c^4*q*x+3360*a^2*c^4*r*x+10880*a^2*c^4*x^ 2+1176*a^2*c^3*g^2*x+5472*a^2*c^3*g*p*x+1176*a^2*c^3*g*q*x+7568*a^2*c^3*g*r*x+ 33192*a^2*c^3*g*x^2+3632*a^2*c^3*p^2*x+2368*a^2*c^3*p*q*x+9696*a^2*c^3*p*r*x+ 14352*a^2*c^3*p*x^2+208*a^2*c^3*q^2*x+3296*a^2*c^3*q*r*x+15144*a^2*c^3*q*x^2+ 6064*a^2*c^3*r^2*x-3344*a^2*c^3*r*x^2-124352*a^2*c^3*x^3+468*a^2*c^2*g^3*x+4112 *a^2*c^2*g^2*p*x+812*a^2*c^2*g^2*q*x+5704*a^2*c^2*g^2*r*x+32440*a^2*c^2*g^2*x^2 +6664*a^2*c^2*g*p^2*x+4112*a^2*c^2*g*p*q*x+17584*a^2*c^2*g*p*r*x+42536*a^2*c^2* g*p*x^2+324*a^2*c^2*g*q^2*x+5640*a^2*c^2*g*q*r*x+34908*a^2*c^2*g*q*x^2+10920*a^ 2*c^2*g*r^2*x+19176*a^2*c^2*g*r*x^2-209168*a^2*c^2*g*x^3+2340*a^2*c^2*p^3*x+ 2736*a^2*c^2*p^2*q*x+9240*a^2*c^2*p^2*r*x+3848*a^2*c^2*p^2*x^2+708*a^2*c^2*p*q^ 2*x+7176*a^2*c^2*p*q*r*x+14332*a^2*c^2*p*q*x^2+11460*a^2*c^2*p*r^2*x-25520*a^2* c^2*p*r*x^2-182104*a^2*c^2*p*x^3+24*a^2*c^2*q^3*x+984*a^2*c^2*q^2*r*x+7324*a^2* c^2*q^2*x^2+4440*a^2*c^2*q*r^2*x-2364*a^2*c^2*q*r*x^2-145280*a^2*c^2*q*x^3+4560 *a^2*c^2*r^3*x-30676*a^2*c^2*r^2*x^2-188720*a^2*c^2*r*x^3+72360*a^2*c^2*x^4+68* a^2*c*g^4*x+1208*a^2*c*g^3*p*x+210*a^2*c*g^3*q*x+1708*a^2*c*g^3*r*x+12986*a^2*c *g^3*x^2+3536*a^2*c*g^2*p^2*x+2064*a^2*c*g^2*p*q*x+9278*a^2*c*g^2*p*r*x+31622*a ^2*c*g^2*p*x^2+146*a^2*c*g^2*q^2*x+2862*a^2*c*g^2*q*r*x+22646*a^2*c*g^2*q*x^2+ 5742*a^2*c*g^2*r^2*x+22720*a^2*c*g^2*r*x^2-105324*a^2*c*g^2*x^3+3076*a^2*c*g*p^ 3*x+3478*a^2*c*g*p^2*q*x+12058*a^2*c*g*p^2*r*x+15404*a^2*c*g*p^2*x^2+840*a^2*c* g*p*q^2*x+8948*a^2*c*g*p*q*r*x+29614*a^2*c*g*p*q*x^2+14888*a^2*c*g*p*r^2*x+194* a^2*c*g*p*r*x^2-215594*a^2*c*g*p*x^3+24*a^2*c*g*q^3*x+1148*a^2*c*g*q^2*r*x+ 11522*a^2*c*g*q^2*x^2+5470*a^2*c*g*q*r^2*x+14188*a^2*c*g*q*r*x^2-166082*a^2*c*g *q*x^3+5906*a^2*c*g*r^3*x-15112*a^2*c*g*r^2*x^2-239098*a^2*c*g*r*x^3+49848*a^2* c*g*x^4+660*a^2*c*p^4*x+1156*a^2*c*p^3*q*x+3460*a^2*c*p^3*r*x-1372*a^2*c*p^3*x^ 2+556*a^2*c*p^2*q^2*x+4484*a^2*c*p^2*q*r*x+1572*a^2*c*p^2*q*x^2+6420*a^2*c*p^2* r^2*x-24016*a^2*c*p^2*r*x^2-85288*a^2*c*p^2*x^3+60*a^2*c*p*q^3*x+1428*a^2*c*p*q ^2*r*x+4328*a^2*c*p*q^2*x^2+5500*a^2*c*p*q*r^2*x-18088*a^2*c*p*q*r*x^2-140240*a ^2*c*p*q*x^3+5100*a^2*c*p*r^3*x-47166*a^2*c*p*r^2*x^2-171610*a^2*c*p*r*x^3+ 70324*a^2*c*p*x^4+84*a^2*c*q^3*r*x+1384*a^2*c*q^3*x^2+872*a^2*c*q^2*r^2*x-526*a ^2*c*q^2*r*x^2-54952*a^2*c*q^2*x^3+2172*a^2*c*q*r^3*x-19676*a^2*c*q*r^2*x^2-\ 142508*a^2*c*q*r*x^3+70324*a^2*c*q*x^4+1480*a^2*c*r^4*x-24522*a^2*c*r^3*x^2-\ 91528*a^2*c*r^2*x^3+100680*a^2*c*r*x^4+110*a^2*g^4*p*x+14*a^2*g^4*q*x+164*a^2*g ^4*r*x+1852*a^2*g^4*x^2+556*a^2*g^3*p^2*x+300*a^2*g^3*p*q*x+1455*a^2*g^3*p*r*x+ 6971*a^2*g^3*p*x^2+18*a^2*g^3*q^2*x+433*a^2*g^3*q*r*x+4489*a^2*g^3*q*x^2+899*a^ 2*g^3*r^2*x+6148*a^2*g^3*r*x^2-15914*a^2*g^3*x^3+862*a^2*g^2*p^3*x+940*a^2*g^2* p^2*q*x+3367*a^2*g^2*p^2*r*x+6965*a^2*g^2*p^2*x^2+210*a^2*g^2*p*q^2*x+2400*a^2* g^2*p*q*r*x+11095*a^2*g^2*p*q*x^2+4148*a^2*g^2*p*r^2*x+8029*a^2*g^2*p*r*x^2-\ 57123*a^2*g^2*p*x^3+5*a^2*g^2*q^3*x+296*a^2*g^2*q^2*r*x+3734*a^2*g^2*q^2*x^2+ 1460*a^2*g^2*q*r^2*x+7858*a^2*g^2*q*r*x^2-42313*a^2*g^2*q*x^3+1643*a^2*g^2*r^3* x+1561*a^2*g^2*r^2*x^2-67237*a^2*g^2*r*x^3+3002*a^2*g^2*x^4+472*a^2*g*p^4*x+814 *a^2*g*p^3*q*x+2460*a^2*g*p^3*r*x+1236*a^2*g*p^3*x^2+380*a^2*g*p^2*q^2*x+3108*a ^2*g*p^2*q*r*x+4981*a^2*g*p^2*q*x^2+4548*a^2*g*p^2*r^2*x-6242*a^2*g*p^2*r*x^2-\ 53579*a^2*g*p^2*x^3+38*a^2*g*p*q^3*x+948*a^2*g*p*q^2*r*x+4900*a^2*g*p*q^2*x^2+ 3774*a^2*g*p*q*r^2*x-330*a^2*g*p*q*r*x^2-85774*a^2*g*p*q*x^3+3604*a^2*g*p*r^3*x -17551*a^2*g*p*r^2*x^2-118008*a^2*g*p*r*x^3+26376*a^2*g*p*x^4+52*a^2*g*q^3*r*x+ 1155*a^2*g*q^3*x^2+568*a^2*g*q^2*r^2*x+2523*a^2*g*q^2*r*x^2-32195*a^2*g*q^2*x^3 +1480*a^2*g*q*r^3*x-4835*a^2*g*q*r^2*x^2-93455*a^2*g*q*r*x^3+26376*a^2*g*q*x^4+ 1044*a^2*g*r^4*x-10073*a^2*g*r^3*x^2-71156*a^2*g*r^2*x^3+43258*a^2*g*r*x^4+64*a ^2*p^5*x+152*a^2*p^4*q*x+418*a^2*p^4*r*x-534*a^2*p^4*x^2+112*a^2*p^3*q^2*x+784* a^2*p^3*q*r*x-852*a^2*p^3*q*x^2+1032*a^2*p^3*r^2*x-5886*a^2*p^3*r*x^2-12662*a^2 *p^3*x^3+24*a^2*p^2*q^3*x+426*a^2*p^2*q^2*r*x-28*a^2*p^2*q^2*x^2+1440*a^2*p^2*q *r^2*x-9008*a^2*p^2*q*r*x^2-32024*a^2*p^2*q*x^3+1228*a^2*p^2*r^3*x-15622*a^2*p^ 2*r^2*x^2-36338*a^2*p^2*r*x^3+17072*a^2*p^2*x^4+60*a^2*p*q^3*r*x+364*a^2*p*q^3* x^2+516*a^2*p*q^2*r^2*x-3184*a^2*p*q^2*r*x^2-26062*a^2*p*q^2*x^3+1136*a^2*p*q*r ^3*x-16120*a^2*p*q*r^2*x^2-62276*a^2*p*q*r*x^3+34144*a^2*p*q*x^4+712*a^2*p*r^4* x-15722*a^2*p*r^3*x^2-34794*a^2*p*r^2*x^3+48024*a^2*p*r*x^4+74*a^2*q^4*x^2+36*a ^2*q^3*r^2*x-62*a^2*q^3*r*x^2-6700*a^2*q^3*x^3+202*a^2*q^2*r^3*x-3008*a^2*q^2*r ^2*x^2-25938*a^2*q^2*r*x^3+17072*a^2*q^2*x^4+328*a^2*q*r^4*x-7964*a^2*q*r^3*x^2 -32114*a^2*q*r^2*x^3+48024*a^2*q*r*x^4+162*a^2*r^5*x-5452*a^2*r^4*x^2-10628*a^2 *r^3*x^3+36468*a^2*r^2*x^4+320*a*b^5*x^2+64*a*b^4*c^2*x+48*a*b^4*c*g*x+160*a*b^ 4*c*p*x+224*a*b^4*c*r*x+4512*a*b^4*c*x^2+56*a*b^4*g*p*x+96*a*b^4*g*r*x+2568*a*b ^4*g*x^2+80*a*b^4*p^2*x+192*a*b^4*p*r*x+2944*a*b^4*p*x^2+1048*a*b^4*q*x^2+112*a *b^4*r^2*x+2576*a*b^4*r*x^2-7552*a*b^4*x^3+384*a*b^3*c^3*x+544*a*b^3*c^2*g*x+ 1296*a*b^3*c^2*p*x+112*a*b^3*c^2*q*x+1824*a*b^3*c^2*r*x+16736*a*b^3*c^2*x^2+176 *a*b^3*c*g^2*x+1224*a*b^3*c*g*p*x+96*a*b^3*c*g*q*x+1872*a*b^3*c*g*r*x+21232*a*b ^3*c*g*x^2+1168*a*b^3*c*p^2*x+320*a*b^3*c*p*q*x+3040*a*b^3*c*p*r*x+18312*a*b^3* c*p*x^2+448*a*b^3*c*q*r*x+10200*a*b^3*c*q*x^2+1872*a*b^3*c*r^2*x+13960*a*b^3*c* r*x^2-73104*a*b^3*c*x^3+212*a*b^3*g^2*p*x+8*a*b^3*g^2*q*x+368*a*b^3*g^2*r*x+ 6100*a*b^3*g^2*x^2+560*a*b^3*g*p^2*x+136*a*b^3*g*p*q*x+1520*a*b^3*g*p*r*x+12652 *a*b^3*g*p*x^2+232*a*b^3*g*q*r*x+6080*a*b^3*g*q*x^2+960*a*b^3*g*r^2*x+11060*a*b ^3*g*r*x^2-32088*a*b^3*g*x^3+304*a*b^3*p^3*x+176*a*b^3*p^2*q*x+1184*a*b^3*p^2*r *x+4652*a*b^3*p^2*x^2+432*a*b^3*p*q*r*x+6252*a*b^3*p*q*x^2+1456*a*b^3*p*r^2*x+ 6776*a*b^3*p*r*x^2-41388*a*b^3*p*x^3+1200*a*b^3*q^2*x^2+256*a*b^3*q*r^2*x+4732* a*b^3*q*r*x^2-26620*a*b^3*q*x^3+576*a*b^3*r^3*x+2740*a*b^3*r^2*x^2-47480*a*b^3* r*x^3+3280*a*b^3*x^4+768*a*b^2*c^4*x+1616*a*b^2*c^3*g*x+3216*a*b^2*c^3*p*x+480* a*b^2*c^3*q*x+4512*a*b^2*c^3*r*x+25440*a*b^2*c^3*x^2+1040*a*b^2*c^2*g^2*x+5184* a*b^2*c^2*g*p*x+720*a*b^2*c^2*g*q*x+7592*a*b^2*c^2*g*r*x+53024*a*b^2*c^2*g*x^2+ 4000*a*b^2*c^2*p^2*x+1760*a*b^2*c^2*p*q*x+10576*a*b^2*c^2*p*r*x+35088*a*b^2*c^2 *p*x^2+64*a*b^2*c^2*q^2*x+2464*a*b^2*c^2*q*r*x+25880*a*b^2*c^2*q*x^2+6576*a*b^2 *c^2*r^2*x+16880*a*b^2*c^2*r*x^2-202088*a*b^2*c^2*x^3+212*a*b^2*c*g^3*x+2316*a* b^2*c*g^2*p*x+272*a*b^2*c*g^2*q*x+3580*a*b^2*c*g^2*r*x+32552*a*b^2*c*g^2*x^2+ 4436*a*b^2*c*g*p^2*x+1824*a*b^2*c*g*p*q*x+11992*a*b^2*c*g*p*r*x+55368*a*b^2*c*g *p*x^2+60*a*b^2*c*g*q^2*x+2760*a*b^2*c*g*q*r*x+34716*a*b^2*c*g*q*x^2+7556*a*b^2 *c*g*r^2*x+39544*a*b^2*c*g*r*x^2-206552*a*b^2*c*g*x^3+1912*a*b^2*c*p^3*x+1632*a *b^2*c*p^2*q*x+7520*a*b^2*c*p^2*r*x+14160*a*b^2*c*p^2*x^2+200*a*b^2*c*p*q^2*x+ 4192*a*b^2*c*p*q*r*x+25248*a*b^2*c*p*q*x^2+9304*a*b^2*c*p*r^2*x+4688*a*b^2*c*p* r*x^2-211944*a*b^2*c*p*x^3+280*a*b^2*c*q^2*r*x+7704*a*b^2*c*q^2*x^2+2560*a*b^2* c*q*r^2*x+14744*a*b^2*c*q*r*x^2-153276*a*b^2*c*q*x^3+3696*a*b^2*c*r^3*x-8476*a* b^2*c*r^2*x^2-233660*a*b^2*c*r*x^3+64572*a*b^2*c*x^4+264*a*b^2*g^3*p*x+16*a*b^2 *g^3*q*x+456*a*b^2*g^3*r*x+6200*a*b^2*g^3*x^2+1040*a*b^2*g^2*p^2*x+376*a*b^2*g^ 2*p*q*x+2872*a*b^2*g^2*p*r*x+18580*a*b^2*g^2*p*x^2+8*a*b^2*g^2*q^2*x+636*a*b^2* g^2*q*r*x+10246*a*b^2*g^2*q*x^2+1832*a*b^2*g^2*r^2*x+16074*a*b^2*g^2*r*x^2-\ 46006*a*b^2*g^2*x^3+1102*a*b^2*g*p^3*x+884*a*b^2*g*p^2*q*x+4392*a*b^2*g*p^2*r*x +13340*a*b^2*g*p^2*x^2+94*a*b^2*g*p*q^2*x+2356*a*b^2*g*p*q*r*x+19292*a*b^2*g*p* q*x^2+5478*a*b^2*g*p*r^2*x+16908*a*b^2*g*p*r*x^2-114274*a*b^2*g*p*x^3+160*a*b^2 *g*q^2*r*x+4944*a*b^2*g*q^2*x^2+1472*a*b^2*g*q*r^2*x+13980*a*b^2*g*q*r*x^2-\ 77716*a*b^2*g*q*x^3+2188*a*b^2*g*r^3*x+4478*a*b^2*g*r^2*x^2-133478*a*b^2*g*r*x^ 3+7890*a*b^2*g*x^4+308*a*b^2*p^4*x+424*a*b^2*p^3*q*x+1624*a*b^2*p^3*r*x+1460*a* b^2*p^3*x^2+116*a*b^2*p^2*q^2*x+1624*a*b^2*p^2*q*r*x+5180*a*b^2*p^2*q*x^2+3024* a*b^2*p^2*r^2*x-3360*a*b^2*p^2*r*x^2-53398*a*b^2*p^2*x^3+288*a*b^2*p*q^2*r*x+ 4294*a*b^2*p*q^2*x^2+1976*a*b^2*p*q*r^2*x+3624*a*b^2*p*q*r*x^2-81830*a*b^2*p*q* x^3+2408*a*b^2*p*r^3*x-11552*a*b^2*p*r^2*x^2-117584*a*b^2*p*r*x^3+34278*a*b^2*p *x^4+574*a*b^2*q^3*x^2+172*a*b^2*q^2*r^2*x+2766*a*b^2*q^2*r*x^2-28432*a*b^2*q^2 *x^3+776*a*b^2*q*r^3*x-640*a*b^2*q*r^2*x^2-88586*a*b^2*q*r*x^3+34278*a*b^2*q*x^ 4+700*a*b^2*r^4*x-6732*a*b^2*r^3*x^2-71834*a*b^2*r^2*x^3+54342*a*b^2*r*x^4+640* a*b*c^5*x+1792*a*b*c^4*g*x+3184*a*b*c^4*p*x+624*a*b*c^4*q*x+4448*a*b*c^4*r*x+ 17088*a*b*c^4*x^2+1728*a*b*c^3*g^2*x+7432*a*b*c^3*g*p*x+1352*a*b*c^3*g*q*x+ 10568*a*b*c^3*g*r*x+52368*a*b*c^3*g*x^2+4960*a*b*c^3*p^2*x+2752*a*b*c^3*p*q*x+ 13152*a*b*c^3*p*r*x+25200*a*b*c^3*p*x^2+176*a*b*c^3*q^2*x+3840*a*b*c^3*q*r*x+ 24480*a*b*c^3*q*x^2+8192*a*b*c^3*r^2*x-1080*a*b*c^3*r*x^2-217952*a*b*c^3*x^3+ 704*a*b*c^2*g^3*x+5580*a*b*c^2*g^2*p*x+924*a*b*c^2*g^2*q*x+8144*a*b*c^2*g^2*r*x +50928*a*b*c^2*g^2*x^2+9104*a*b*c^2*g*p^2*x+4752*a*b*c^2*g*p*q*x+24344*a*b*c^2* g*p*r*x+71988*a*b*c^2*g*p*x^2+272*a*b*c^2*g*q^2*x+6816*a*b*c^2*g*q*r*x+55020*a* b*c^2*g*q*x^2+15240*a*b*c^2*g*r^2*x+34536*a*b*c^2*g*r*x^2-365568*a*b*c^2*g*x^3+ 3324*a*b*c^2*p^3*x+3412*a*b*c^2*p^2*q*x+13056*a*b*c^2*p^2*r*x+9644*a*b*c^2*p^2* x^2+676*a*b*c^2*p*q^2*x+8880*a*b*c^2*p*q*r*x+27864*a*b*c^2*p*q*x^2+16140*a*b*c^ 2*p*r^2*x-30760*a*b*c^2*p*r*x^2-325080*a*b*c^2*p*x^3+12*a*b*c^2*q^3*x+944*a*b*c ^2*q^2*r*x+11900*a*b*c^2*q^2*x^2+5468*a*b*c^2*q*r^2*x+4952*a*b*c^2*q*r*x^2-\ 251432*a*b*c^2*q*x^3+6408*a*b*c^2*r^3*x-41096*a*b*c^2*r^2*x^2-337808*a*b*c^2*r* x^3+144720*a*b*c^2*x^4+104*a*b*c*g^4*x+1598*a*b*c*g^3*p*x+222*a*b*c*g^3*q*x+ 2442*a*b*c*g^3*r*x+20196*a*b*c*g^3*x^2+4760*a*b*c*g^2*p^2*x+2304*a*b*c*g^2*p*q* x+12842*a*b*c*g^2*p*r*x+52448*a*b*c*g^2*p*x^2+112*a*b*c*g^2*q^2*x+3470*a*b*c*g^ 2*q*r*x+34880*a*b*c*g^2*q*x^2+8082*a*b*c*g^2*r^2*x+37220*a*b*c*g^2*r*x^2-182504 *a*b*c*g^2*x^3+4292*a*b*c*g*p^3*x+4210*a*b*c*g*p^2*q*x+16960*a*b*c*g*p^2*r*x+ 29110*a*b*c*g*p^2*x^2+758*a*b*c*g*p*q^2*x+11048*a*b*c*g*p*q*r*x+52100*a*b*c*g*p *q*x^2+21044*a*b*c*g*p*r^2*x+10010*a*b*c*g*p*r*x^2-382240*a*b*c*g*p*x^3+12*a*b* c*g*q^3*x+1120*a*b*c*g*q^2*r*x+17614*a*b*c*g*q^2*x^2+6838*a*b*c*g*q*r^2*x+29048 *a*b*c*g*q*r*x^2-283216*a*b*c*g*q*x^3+8376*a*b*c*g*r^3*x-18290*a*b*c*g*r^2*x^2-\ 423192*a*b*c*g*r*x^3+99696*a*b*c*g*x^4+988*a*b*c*p^4*x+1568*a*b*c*p^3*q*x+5168* a*b*c*p^3*r*x-634*a*b*c*p^3*x^2+620*a*b*c*p^2*q^2*x+6048*a*b*c*p^2*q*r*x+6758*a *b*c*p^2*q*x^2+9576*a*b*c*p^2*r^2*x-32590*a*b*c*p^2*r*x^2-155128*a*b*c*p^2*x^3+ 40*a*b*c*p*q^3*x+1576*a*b*c*p*q^2*r*x+9554*a*b*c*p*q^2*x^2+7392*a*b*c*p*q*r^2*x -16368*a*b*c*p*q*r*x^2-249584*a*b*c*p*q*x^3+7600*a*b*c*p*r^3*x-67060*a*b*c*p*r^ 2*x^2-314454*a*b*c*p*r*x^3+140648*a*b*c*p*x^4+56*a*b*c*q^3*r*x+2162*a*b*c*q^3*x ^2+956*a*b*c*q^2*r^2*x+3314*a*b*c*q^2*r*x^2-94456*a*b*c*q^2*x^3+2912*a*b*c*q*r^ 3*x-21874*a*b*c*q*r^2*x^2-256250*a*b*c*q*r*x^3+140648*a*b*c*q*x^4+2204*a*b*c*r^ 4*x-35104*a*b*c*r^3*x^2-170656*a*b*c*r^2*x^3+201360*a*b*c*r*x^4+134*a*b*g^4*p*x +10*a*b*g^4*q*x+228*a*b*g^4*r*x+2844*a*b*g^4*x^2+724*a*b*g^3*p^2*x+308*a*b*g^3* p*q*x+1979*a*b*g^3*p*r*x+11377*a*b*g^3*p*x^2+10*a*b*g^3*q^2*x+511*a*b*g^3*q*r*x +6745*a*b*g^3*q*x^2+1255*a*b*g^3*r^2*x+9841*a*b*g^3*r*x^2-27104*a*b*g^3*x^3+ 1174*a*b*g^2*p^3*x+1089*a*b*g^2*p^2*q*x+4660*a*b*g^2*p^2*r*x+12368*a*b*g^2*p^2* x^2+171*a*b*g^2*p*q^2*x+2896*a*b*g^2*p*q*r*x+18598*a*b*g^2*p*q*x^2+5798*a*b*g^2 *p*r^2*x+15125*a*b*g^2*p*r*x^2-100166*a*b*g^2*p*x^3+2*a*b*g^2*q^3*x+280*a*b*g^2 *q^2*r*x+5438*a*b*g^2*q^2*x^2+1807*a*b*g^2*q*r^2*x+13418*a*b*g^2*q*r*x^2-70546* a*b*g^2*q*x^3+2312*a*b*g^2*r^3*x+3461*a*b*g^2*r^2*x^2-117800*a*b*g^2*r*x^3+6004 *a*b*g^2*x^4+682*a*b*g*p^4*x+1048*a*b*g*p^3*q*x+3586*a*b*g*p^3*r*x+3101*a*b*g*p ^3*x^2+386*a*b*g*p^2*q^2*x+4058*a*b*g*p^2*q*r*x+10505*a*b*g*p^2*q*x^2+6666*a*b* g*p^2*r^2*x-6241*a*b*g*p^2*r*x^2-96356*a*b*g*p^2*x^3+20*a*b*g*p*q^3*x+1002*a*b* g*p*q^2*r*x+8999*a*b*g*p*q^2*x^2+4972*a*b*g*p*q*r^2*x+6092*a*b*g*p*q*r*x^2-\ 149944*a*b*g*p*q*x^3+5302*a*b*g*p*r^3*x-23242*a*b*g*p*r^2*x^2-212349*a*b*g*p*r* x^3+52752*a*b*g*p*x^4+34*a*b*g*q^3*r*x+1595*a*b*g*q^3*x^2+616*a*b*g*q^2*r^2*x+ 5555*a*b*g*q^2*r*x^2-53588*a*b*g*q^2*x^3+1962*a*b*g*q*r^3*x-3283*a*b*g*q*r^2*x^ 2-163243*a*b*g*q*r*x^3+52752*a*b*g*q*x^4+1540*a*b*g*r^4*x-13900*a*b*g*r^3*x^2-\ 127416*a*b*g*r^2*x^3+86516*a*b*g*r*x^4+104*a*b*p^5*x+232*a*b*p^4*q*x+680*a*b*p^ 4*r*x-646*a*b*p^4*x^2+152*a*b*p^3*q^2*x+1196*a*b*p^3*q*r*x-488*a*b*p^3*q*x^2+ 1680*a*b*p^3*r^2*x-8558*a*b*p^3*r*x^2-23538*a*b*p^3*x^3+24*a*b*p^2*q^3*x+576*a* b*p^2*q^2*r*x+1060*a*b*p^2*q^2*x^2+2196*a*b*p^2*q*r^2*x-10998*a*b*p^2*q*r*x^2-\ 58690*a*b*p^2*q*x^3+2000*a*b*p^2*r^3*x-23448*a*b*p^2*r^2*x^2-68624*a*b*p^2*r*x^ 3+34144*a*b*p^2*x^4+60*a*b*p*q^3*r*x+1000*a*b*p*q^3*x^2+696*a*b*p*q^2*r^2*x-\ 1974*a*b*p*q^2*r*x^2-46766*a*b*p*q^2*x^3+1732*a*b*p*q*r^3*x-20960*a*b*p*q*r^2*x ^2-116448*a*b*p*q*r*x^3+68288*a*b*p*q*x^4+1160*a*b*p*r^4*x-23806*a*b*p*r^3*x^2-\ 68368*a*b*p*r^2*x^3+96048*a*b*p*r*x^4+98*a*b*q^4*x^2+36*a*b*q^3*r^2*x+466*a*b*q ^3*r*x^2-11614*a*b*q^3*x^3+272*a*b*q^2*r^3*x-2532*a*b*q^2*r^2*x^2-47824*a*b*q^2 *r*x^3+34144*a*b*q^2*x^4+500*a*b*q*r^4*x-10450*a*b*q*r^3*x^2-63008*a*b*q*r^2*x^ 3+96048*a*b*q*r*x^4+264*a*b*r^5*x-8270*a*b*r^4*x^2-22872*a*b*r^3*x^3+72936*a*b* r^2*x^4+192*a*c^6*x+672*a*c^5*g*x+1104*a*c^5*p*x+256*a*c^5*q*x+1536*a*c^5*r*x+ 4192*a*c^5*x^2+864*a*c^4*g^2*x+3432*a*c^4*g*p*x+728*a*c^4*g*q*x+4760*a*c^4*g*r* x+18096*a*c^4*g*x^2+2048*a*c^4*p^2*x+1312*a*c^4*p*q*x+5424*a*c^4*p*r*x+5432*a*c ^4*p*x^2+112*a*c^4*q^2*x+1824*a*c^4*q*r*x+7736*a*c^4*q*x^2+3376*a*c^4*r^2*x-\ 6632*a*c^4*r*x^2-81504*a*c^4*x^3+528*a*c^3*g^3*x+3684*a*c^3*g^2*p*x+724*a*c^3*g ^2*q*x+5156*a*c^3*g^2*r*x+24728*a*c^3*g^2*x^2+5456*a*c^3*g*p^2*x+3264*a*c^3*g*p *q*x+14412*a*c^3*g*p*r*x+28744*a*c^3*g*p*x^2+244*a*c^3*g*q^2*x+4508*a*c^3*g*q*r *x+26384*a*c^3*g*q*x^2+8956*a*c^3*g*r^2*x+4860*a*c^3*g*r*x^2-195360*a*c^3*g*x^3 +1732*a*c^3*p^3*x+1992*a*c^3*p^2*q*x+6776*a*c^3*p^2*r*x-512*a*c^3*p^2*x^2+500*a *c^3*p*q^2*x+5208*a*c^3*p*q*r*x+8048*a*c^3*p*q*x^2+8356*a*c^3*p*r^2*x-30660*a*c ^3*p*r*x^2-155288*a*c^3*p*x^3+16*a*c^3*q^3*x+696*a*c^3*q^2*r*x+5184*a*c^3*q^2*x ^2+3216*a*c^3*q*r^2*x-6372*a*c^3*q*r*x^2-125752*a*c^3*q*x^3+3312*a*c^3*r^3*x-\ 31252*a*c^3*r^2*x^2-150884*a*c^3*r*x^3+85736*a*c^3*x^4+156*a*c^2*g^4*x+1758*a*c ^2*g^3*p*x+314*a*c^2*g^3*q*x+2514*a*c^2*g^3*r*x+15188*a*c^2*g^3*x^2+4600*a*c^2* g^2*p^2*x+2592*a*c^2*g^2*p*q*x+12164*a*c^2*g^2*p*r*x+34606*a*c^2*g^2*p*x^2+172* a*c^2*g^2*q^2*x+3644*a*c^2*g^2*q*r*x+26694*a*c^2*g^2*q*x^2+7564*a*c^2*g^2*r^2*x +18538*a*c^2*g^2*r*x^2-156680*a*c^2*g^2*x^3+3734*a*c^2*g*p^3*x+4102*a*c^2*g*p^2 *q*x+14620*a*c^2*g*p^2*r*x+13486*a*c^2*g*p^2*x^2+936*a*c^2*g*p*q^2*x+10612*a*c^ 2*g*p*q*r*x+31932*a*c^2*g*p*q*x^2+18038*a*c^2*g*p*r^2*x-19088*a*c^2*g*p*r*x^2-\ 295092*a*c^2*g*p*x^3+24*a*c^2*g*q^3*x+1288*a*c^2*g*q^2*r*x+13406*a*c^2*g*q^2*x^ 2+6510*a*c^2*g*q*r^2*x+10050*a*c^2*g*q*r*x^2-229996*a*c^2*g*q*x^3+7152*a*c^2*g* r^3*x-33024*a*c^2*g*r^2*x^2-309888*a*c^2*g*r*x^3+112248*a*c^2*g*x^4+720*a*c^2*p ^4*x+1244*a*c^2*p^3*q*x+3740*a*c^2*p^3*r*x-3522*a*c^2*p^3*x^2+584*a*c^2*p^2*q^2 *x+4804*a*c^2*p^2*q*r*x-1062*a*c^2*p^2*q*x^2+6900*a*c^2*p^2*r^2*x-36444*a*c^2*p ^2*r*x^2-106016*a*c^2*p^2*x^3+60*a*c^2*p*q^3*x+1500*a*c^2*p*q^2*r*x+3938*a*c^2* p*q^2*x^2+5876*a*c^2*p*q*r^2*x-29316*a*c^2*p*q*r*x^2-176736*a*c^2*p*q*x^3+5460* a*c^2*p*r^3*x-66082*a*c^2*p*r^2*x^2-196018*a*c^2*p*r*x^3+120200*a*c^2*p*x^4+84* a*c^2*q^3*r*x+1478*a*c^2*q^3*x^2+916*a*c^2*q^2*r^2*x-2008*a*c^2*q^2*r*x^2-70720 *a*c^2*q^2*x^3+2316*a*c^2*q*r^3*x-28204*a*c^2*q*r^2*x^2-169730*a*c^2*q*r*x^3+ 120200*a*c^2*q*x^4+1580*a*c^2*r^4*x-33160*a*c^2*r^3*x^2-91800*a*c^2*r^2*x^3+ 161540*a*c^2*r*x^4+18*a*c*g^5*x+366*a*c*g^4*p*x+55*a*c*g^4*q*x+547*a*c*g^4*r*x+ 4380*a*c*g^4*x^2+1532*a*c*g^3*p^2*x+800*a*c*g^3*p*q*x+4067*a*c*g^3*p*r*x+15764* a*c*g^3*p*x^2+45*a*c*g^3*q^2*x+1175*a*c*g^3*q*r*x+10774*a*c*g^3*q*x^2+2535*a*c* g^3*r^2*x+11577*a*c*g^3*r*x^2-50912*a*c*g^3*x^3+2202*a*c*g^2*p^3*x+2321*a*c*g^2 *p^2*q*x+8632*a*c*g^2*p^2*r*x+14329*a*c*g^2*p^2*x^2+483*a*c*g^2*p*q^2*x+6004*a* c*g^2*p*q*r*x+25362*a*c*g^2*p*q*x^2+10658*a*c*g^2*p*r^2*x+7715*a*c*g^2*p*r*x^2-\ 164740*a*c*g^2*p*x^3+10*a*c*g^2*q^3*x+690*a*c*g^2*q^2*r*x+8973*a*c*g^2*q^2*x^2+ 3683*a*c*g^2*q*r^2*x+15122*a*c*g^2*q*r*x^2-123896*a*c*g^2*q*x^3+4228*a*c*g^2*r^ 3*x-5981*a*c*g^2*r^2*x^2-183151*a*c*g^2*r*x^3+37498*a*c*g^2*x^4+1138*a*c*g*p^4* x+1916*a*c*g*p^3*q*x+5922*a*c*g*p^3*r*x+1073*a*c*g*p^3*x^2+854*a*c*g*p^2*q^2*x+ 7346*a*c*g*p^2*q*r*x+9593*a*c*g*p^2*q*x^2+10938*a*c*g*p^2*r^2*x-25483*a*c*g*p^2 *r*x^2-143274*a*c*g*p^2*x^3+76*a*c*g*p*q^3*x+2148*a*c*g*p*q^2*r*x+11211*a*c*g*p *q^2*x^2+8944*a*c*g*p*q*r^2*x-9754*a*c*g*p*q*r*x^2-231480*a*c*g*p*q*x^3+8662*a* c*g*p*r^3*x-57850*a*c*g*p*r^2*x^2-295073*a*c*g*p*r*x^3+109514*a*c*g*p*x^4+104*a *c*g*q^3*r*x+2691*a*c*g*q^3*x^2+1294*a*c*g*q^2*r^2*x+4965*a*c*g*q^2*r*x^2-88206 *a*c*g*q^2*x^3+3514*a*c*g*q*r^3*x-18223*a*c*g*q*r^2*x^2-240407*a*c*g*q*r*x^3+ 109514*a*c*g*q*x^4+2508*a*c*g*r^4*x-31294*a*c*g*r^3*x^2-162804*a*c*g*r^2*x^3+ 158942*a*c*g*r*x^4+136*a*c*p^5*x+320*a*c*p^4*q*x+882*a*c*p^4*r*x-1732*a*c*p^4*x ^2+232*a*c*p^3*q^2*x+1644*a*c*p^3*q*r*x-3076*a*c*p^3*q*x^2+2168*a*c*p^3*r^2*x-\ 16350*a*c*p^3*r*x^2-30302*a*c*p^3*x^3+48*a*c*p^2*q^3*x+882*a*c*p^2*q^2*r*x-808* a*c*p^2*q^2*x^2+3012*a*c*p^2*q*r^2*x-25324*a*c*p^2*q*r*x^2-77762*a*c*p^2*q*x^3+ 2572*a*c*p^2*r^3*x-41280*a*c*p^2*r^2*x^2-77592*a*c*p^2*r*x^3+55898*a*c*p^2*x^4+ 120*a*c*p*q^3*r*x+684*a*c*p*q^3*x^2+1068*a*c*p*q^2*r^2*x-9270*a*c*p*q^2*r*x^2-\ 64618*a*c*p*q^2*x^3+2372*a*c*p*q*r^3*x-42856*a*c*p*q*r^2*x^2-139084*a*c*p*q*r*x ^3+111796*a*c*p*q*x^4+1488*a*c*p*r^4*x-40438*a*c*p*r^3*x^2-60132*a*c*p*r^2*x^3+ 147958*a*c*p*r*x^4+148*a*c*q^4*x^2+72*a*c*q^3*r^2*x-296*a*c*q^3*r*x^2-17158*a*c *q^3*x^3+418*a*c*q^2*r^3*x-8032*a*c*q^2*r^2*x^2-61492*a*c*q^2*r*x^3+55898*a*c*q ^2*x^4+684*a*c*q*r^4*x-20608*a*c*q*r^3*x^2-63740*a*c*q*r^2*x^3+147958*a*c*q*r*x ^4+338*a*c*r^5*x-13776*a*c*r^4*x^2-11276*a*c*r^3*x^3+104240*a*c*r^2*x^4+24*a*g^ 5*p*x+2*a*g^5*q*x+40*a*g^5*r*x+484*a*g^5*x^2+170*a*g^4*p^2*x+78*a*g^4*p*q*x+455 *a*g^4*p*r*x+2484*a*g^4*p*x^2+3*a*g^4*q^2*x+126*a*g^4*q*r*x+1528*a*g^4*q*x^2+ 285*a*g^4*r^2*x+2176*a*g^4*r*x^2-5612*a*g^4*x^3+384*a*g^3*p^3*x+384*a*g^3*p^2*q *x+1508*a*g^3*p^2*r*x+3729*a*g^3*p^2*x^2+70*a*g^3*p*q^2*x+1000*a*g^3*p*q*r*x+ 5704*a*g^3*p*q*x^2+1864*a*g^3*p*r^2*x+4797*a*g^3*p*r*x^2-28008*a*g^3*p*x^3+a*g^ 3*q^3*x+110*a*g^3*q^2*r*x+1783*a*g^3*q^2*x^2+616*a*g^3*q*r^2*x+4252*a*g^3*q*r*x ^2-20168*a*g^3*q*x^3+740*a*g^3*r^3*x+1359*a*g^3*r^2*x^2-32964*a*g^3*r*x^3+1404* a*g^3*x^4+354*a*g^2*p^4*x+580*a*g^2*p^3*q*x+1846*a*g^2*p^3*r*x+1610*a*g^2*p^3*x ^2+244*a*g^2*p^2*q^2*x+2220*a*g^2*p^2*q*r*x+5168*a*g^2*p^2*q*x^2+3414*a*g^2*p^2 *r^2*x-2059*a*g^2*p^2*r*x^2-41830*a*g^2*p^2*x^3+18*a*g^2*p*q^3*x+615*a*g^2*p*q^ 2*r*x+4456*a*g^2*p*q^2*x^2+2700*a*g^2*p*q*r^2*x+3531*a*g^2*p*q*r*x^2-65776*a*g^ 2*p*q*x^3+2706*a*g^2*p*r^3*x-9609*a*g^2*p*r^2*x^2-92686*a*g^2*p*r*x^3+19799*a*g ^2*p*x^4+27*a*g^2*q^3*r*x+898*a*g^2*q^3*x^2+371*a*g^2*q^2*r^2*x+2904*a*g^2*q^2* r*x^2-23946*a*g^2*q^2*x^3+1060*a*g^2*q*r^3*x-1087*a*g^2*q*r^2*x^2-72121*a*g^2*q *r*x^3+19799*a*g^2*q*x^4+784*a*g^2*r^4*x-5940*a*g^2*r^3*x^2-55946*a*g^2*r^2*x^3 +33250*a*g^2*r*x^4+124*a*g*p^5*x+290*a*g*p^4*q*x+803*a*g*p^4*r*x-373*a*g*p^4*x^ 2+208*a*g*p^3*q^2*x+1480*a*g*p^3*q*r*x+160*a*g*p^3*q*x^2+1972*a*g*p^3*r^2*x-\ 7164*a*g*p^3*r*x^2-22284*a*g*p^3*x^3+42*a*g*p^2*q^3*x+779*a*g*p^2*q^2*r*x+1600* a*g*p^2*q^2*x^2+2700*a*g*p^2*q*r^2*x-8859*a*g*p^2*q*r*x^2-55592*a*g*p^2*q*x^3+ 2338*a*g*p^2*r^3*x-20854*a*g*p^2*r^2*x^2-66578*a*g*p^2*r*x^3+26695*a*g*p^2*x^4+ 102*a*g*p*q^3*r*x+1228*a*g*p*q^3*x^2+934*a*g*p*q^2*r^2*x-1020*a*g*p*q^2*r*x^2-\ 44332*a*g*p*q^2*x^3+2120*a*g*p*q*r^3*x-18736*a*g*p*q*r^2*x^2-112332*a*g*p*q*r*x ^3+53390*a*g*p*q*x^4+1352*a*g*p*r^4*x-21708*a*g*p*r^3*x^2-68230*a*g*p*r^2*x^3+ 76375*a*g*p*r*x^4+161*a*g*q^4*x^2+60*a*g*q^3*r^2*x+675*a*g*q^3*r*x^2-11024*a*g* q^3*x^3+363*a*g*q^2*r^3*x-2188*a*g*q^2*r^2*x^2-45754*a*g*q^2*r*x^3+26695*a*g*q^ 2*x^4+610*a*g*q*r^4*x-9717*a*g*q*r^3*x^2-61206*a*g*q*r^2*x^3+76375*a*g*q*r*x^4+ 307*a*g*r^5*x-7645*a*g*r^4*x^2-23542*a*g*r^3*x^3+57920*a*g*r^2*x^4+8*a*p^6*x+24 *a*p^5*q*x+62*a*p^5*r*x-258*a*p^5*x^2+24*a*p^4*q^2*x+154*a*p^4*q*r*x-750*a*p^4* q*x^2+190*a*p^4*r^2*x-2482*a*p^4*r*x^2-2964*a*p^4*x^3+8*a*p^3*q^3*x+122*a*p^3*q ^2*r*x-702*a*p^3*q^2*x^2+376*a*p^3*q*r^2*x-5922*a*p^3*q*r*x^2-10416*a*p^3*q*x^3 +300*a*p^3*r^3*x-7830*a*p^3*r^2*x^2-8652*a*p^3*r*x^3+8616*a*p^3*x^4+30*a*p^2*q^ 3*r*x-186*a*p^2*q^3*x^2+222*a*p^2*q^2*r^2*x-4426*a*p^2*q^2*r*x^2-13464*a*p^2*q^ 2*x^3+444*a*p^2*q*r^3*x-13888*a*p^2*q*r^2*x^2-24478*a*p^2*q*r*x^3+25848*a*p^2*q *x^4+260*a*p^2*r^4*x-11178*a*p^2*r^3*x^2-5794*a*p^2*r^2*x^3+33594*a*p^2*r*x^4+ 24*a*p*q^4*x^2+36*a*p*q^3*r^2*x-1014*a*p*q^3*r*x^2-7536*a*p*q^3*x^3+174*a*p*q^2 *r^3*x-6796*a*p*q^2*r^2*x^2-23000*a*p*q^2*r*x^3+25848*a*p*q^2*x^4+256*a*p*q*r^4 *x-13010*a*p*q*r^3*x^2-16066*a*p*q*r^2*x^3+67188*a*p*q*r*x^4+118*a*p*r^5*x-7504 *a*p*r^4*x^2+3596*a*p*r^3*x^3+46274*a*p*r^2*x^4-28*a*q^4*r*x^2-1524*a*q^4*x^3+ 14*a*q^3*r^3*x-738*a*q^3*r^2*x^2-7174*a*q^3*r*x^3+8616*a*q^3*x^4+50*a*q^2*r^4*x -3072*a*q^2*r^3*x^2-10272*a*q^2*r^2*x^3+33594*a*q^2*r*x^4+58*a*q*r^5*x-4294*a*q *r^4*x^2-1536*a*q*r^3*x^3+46274*a*q*r^2*x^4+22*a*r^6*x-1932*a*r^5*x^2+3702*a*r^ 4*x^3+21702*a*r^3*x^4+432*b^5*c*x^2+208*b^5*g*x^2+344*b^5*p*x^2+264*b^5*r*x^2-\ 832*b^5*x^3+32*b^4*c^3*x+48*b^4*c^2*g*x+112*b^4*c^2*p*x+160*b^4*c^2*r*x+2688*b^ 4*c^2*x^2+16*b^4*c*g^2*x+104*b^4*c*g*p*x+176*b^4*c*g*r*x+3280*b^4*c*g*x^2+112*b ^4*c*p^2*x+288*b^4*c*p*r*x+3312*b^4*c*p*x^2+1272*b^4*c*q*x^2+176*b^4*c*r^2*x+ 2704*b^4*c*r*x^2-13640*b^4*c*x^3+16*b^4*g^2*p*x+32*b^4*g^2*r*x+880*b^4*g^2*x^2+ 48*b^4*g*p^2*x+144*b^4*g*p*r*x+2172*b^4*g*p*x^2+656*b^4*g*q*x^2+96*b^4*g*r^2*x+ 1868*b^4*g*r*x^2-5540*b^4*g*x^3+32*b^4*p^3*x+120*b^4*p^2*r*x+964*b^4*p^2*x^2+ 1064*b^4*p*q*x^2+144*b^4*p*r^2*x+1632*b^4*p*r*x^2-8216*b^4*p*x^3+760*b^4*q*r*x^ 2-4524*b^4*q*x^3+56*b^4*r^3*x+812*b^4*r^2*x^2-9196*b^4*r*x^3+820*b^4*x^4+128*b^ 3*c^4*x+288*b^3*c^3*g*x+544*b^3*c^3*p*x+48*b^3*c^3*q*x+768*b^3*c^3*r*x+6128*b^3 *c^3*x^2+192*b^3*c^2*g^2*x+888*b^3*c^2*g*p*x+72*b^3*c^2*g*q*x+1376*b^3*c^2*g*r* x+12648*b^3*c^2*g*x^2+720*b^3*c^2*p^2*x+192*b^3*c^2*p*q*x+1888*b^3*c^2*p*r*x+ 9408*b^3*c^2*p*x^2+272*b^3*c^2*q*r*x+5816*b^3*c^2*q*x^2+1168*b^3*c^2*r^2*x+5656 *b^3*c^2*r*x^2-55240*b^3*c^2*x^3+40*b^3*c*g^3*x+388*b^3*c*g^2*p*x+24*b^3*c*g^2* q*x+656*b^3*c*g^2*r*x+7584*b^3*c*g^2*x^2+776*b^3*c*g*p^2*x+184*b^3*c*g*p*q*x+ 2176*b^3*c*g*p*r*x+14276*b^3*c*g*p*x^2+312*b^3*c*g*q*r*x+7436*b^3*c*g*q*x^2+ 1400*b^3*c*g*r^2*x+10552*b^3*c*g*r*x^2-55448*b^3*c*g*x^3+368*b^3*c*p^3*x+208*b^ 3*c*p^2*q*x+1432*b^3*c*p^2*r*x+4424*b^3*c*p^2*x^2+528*b^3*c*p*q*r*x+6892*b^3*c* p*q*x^2+1760*b^3*c*p*r^2*x+3904*b^3*c*p*r*x^2-59940*b^3*c*p*x^3+1340*b^3*c*q^2* x^2+320*b^3*c*q*r^2*x+4828*b^3*c*q*r*x^2-40384*b^3*c*q*x^3+696*b^3*c*r^3*x+20*b ^3*c*r^2*x^2-65852*b^3*c*r*x^3+21524*b^3*c*x^4+40*b^3*g^3*p*x+80*b^3*g^3*r*x+ 1396*b^3*g^3*x^2+172*b^3*g^2*p^2*x+32*b^3*g^2*p*q*x+512*b^3*g^2*p*r*x+4620*b^3* g^2*p*x^2+64*b^3*g^2*q*r*x+2040*b^3*g^2*q*x^2+340*b^3*g^2*r^2*x+3974*b^3*g^2*r* x^2-11838*b^3*g^2*x^3+200*b^3*g*p^3*x+96*b^3*g*p^2*q*x+812*b^3*g*p^2*r*x+3792*b ^3*g*p^2*x^2+288*b^3*g*p*q*r*x+4852*b^3*g*p*q*x^2+1024*b^3*g*p*r^2*x+5376*b^3*g *p*r*x^2-31696*b^3*g*p*x^3+724*b^3*g*q^2*x^2+192*b^3*g*q*r^2*x+3540*b^3*g*q*r*x ^2-19510*b^3*g*q*x^3+412*b^3*g*r^3*x+1770*b^3*g*r^2*x^2-36734*b^3*g*r*x^3+2630* b^3*g*x^4+64*b^3*p^4*x+64*b^3*p^3*q*x+336*b^3*p^3*r*x+604*b^3*p^3*x^2+240*b^3*p ^2*q*r*x+1770*b^3*p^2*q*x^2+624*b^3*p^2*r^2*x+156*b^3*p^2*r*x^2-15564*b^3*p^2*x ^3+1166*b^3*p*q^2*x^2+288*b^3*p*q*r^2*x+2372*b^3*p*q*r*x^2-22806*b^3*p*q*x^3+ 496*b^3*p*r^3*x-1352*b^3*p*r^2*x^2-34406*b^3*p*r*x^3+11426*b^3*p*x^4+810*b^3*q^ 2*r*x^2-7242*b^3*q^2*x^3+112*b^3*q*r^3*x+974*b^3*q*r^2*x^2-24740*b^3*q*r*x^3+ 11426*b^3*q*x^4+144*b^3*r^4*x-904*b^3*r^3*x^2-21290*b^3*r^2*x^3+18114*b^3*r*x^4 +192*b^2*c^5*x+576*b^2*c^4*g*x+960*b^2*c^4*p*x+144*b^2*c^4*q*x+1344*b^2*c^4*r*x +6560*b^2*c^4*x^2+576*b^2*c^3*g^2*x+2296*b^2*c^3*g*p*x+320*b^2*c^3*g*q*x+3400*b ^2*c^3*g*r*x+20136*b^2*c^3*g*x^2+1560*b^2*c^3*p^2*x+672*b^2*c^3*p*q*x+4112*b^2* c^3*p*r*x+10896*b^2*c^3*p*x^2+24*b^2*c^3*q^2*x+944*b^2*c^3*q*r*x+9384*b^2*c^3*q *x^2+2552*b^2*c^3*r^2*x+1744*b^2*c^3*r*x^2-93600*b^2*c^3*x^3+240*b^2*c^2*g^3*x+ 1720*b^2*c^2*g^2*p*x+212*b^2*c^2*g^2*q*x+2680*b^2*c^2*g^2*r*x+19408*b^2*c^2*g^2 *x^2+2848*b^2*c^2*g*p^2*x+1136*b^2*c^2*g*p*q*x+7808*b^2*c^2*g*p*r*x+29796*b^2*c ^2*g*p*x^2+36*b^2*c^2*g*q^2*x+1744*b^2*c^2*g*q*r*x+20456*b^2*c^2*g*q*x^2+4960*b ^2*c^2*g*r^2*x+15456*b^2*c^2*g*r*x^2-156400*b^2*c^2*g*x^3+1100*b^2*c^2*p^3*x+ 920*b^2*c^2*p^2*q*x+4296*b^2*c^2*p^2*r*x+5476*b^2*c^2*p^2*x^2+108*b^2*c^2*p*q^2 *x+2376*b^2*c^2*p*q*r*x+12892*b^2*c^2*p*q*x^2+5292*b^2*c^2*p*r^2*x-6936*b^2*c^2 *p*r*x^2-142976*b^2*c^2*p*x^3+152*b^2*c^2*q^2*r*x+4256*b^2*c^2*q^2*x^2+1456*b^2 *c^2*q*r^2*x+5620*b^2*c^2*q*r*x^2-106152*b^2*c^2*q*x^3+2096*b^2*c^2*r^3*x-12076 *b^2*c^2*r^2*x^2-149088*b^2*c^2*r*x^3+72360*b^2*c^2*x^4+36*b^2*c*g^4*x+478*b^2* c*g^3*p*x+44*b^2*c*g^3*q*x+802*b^2*c*g^3*r*x+7586*b^2*c*g^3*x^2+1458*b^2*c*g^2* p^2*x+520*b^2*c*g^2*p*q*x+4120*b^2*c*g^2*p*r*x+21110*b^2*c*g^2*p*x^2+12*b^2*c*g ^2*q^2*x+876*b^2*c*g^2*q*r*x+12518*b^2*c*g^2*q*x^2+2662*b^2*c*g^2*r^2*x+14914*b ^2*c*g^2*r*x^2-77180*b^2*c*g^2*x^3+1380*b^2*c*g*p^3*x+1072*b^2*c*g*p^2*q*x+5542 *b^2*c*g*p^2*r*x+13442*b^2*c*g*p^2*x^2+106*b^2*c*g*p*q^2*x+2948*b^2*c*g*p*q*r*x +21958*b^2*c*g*p*q*x^2+6944*b^2*c*g*p*r^2*x+8584*b^2*c*g*p*r*x^2-166646*b^2*c*g *p*x^3+180*b^2*c*g*q^2*r*x+5828*b^2*c*g*q^2*x^2+1876*b^2*c*g*q*r^2*x+13628*b^2* c*g*q*r*x^2-117134*b^2*c*g*q*x^3+2782*b^2*c*g*r^3*x-4510*b^2*c*g*r^2*x^2-184094 *b^2*c*g*r*x^3+49848*b^2*c*g*x^4+348*b^2*c*p^4*x+472*b^2*c*p^3*q*x+1816*b^2*c*p ^3*r*x+562*b^2*c*p^3*x^2+124*b^2*c*p^2*q^2*x+1808*b^2*c*p^2*q*r*x+4658*b^2*c*p^ 2*q*x^2+3360*b^2*c*p^2*r^2*x-9616*b^2*c*p^2*r*x^2-69840*b^2*c*p^2*x^3+312*b^2*c *p*q^2*r*x+4698*b^2*c*p*q^2*x^2+2200*b^2*c*p*q*r^2*x-364*b^2*c*p*q*r*x^2-109344 *b^2*c*p*q*x^3+2664*b^2*c*p*r^3*x-21644*b^2*c*p*r^2*x^2-142844*b^2*c*p*r*x^3+ 70324*b^2*c*p*x^4+602*b^2*c*q^3*x^2+188*b^2*c*q^2*r^2*x+2798*b^2*c*q^2*r*x^2-\ 39504*b^2*c*q^2*x^3+864*b^2*c*q*r^3*x-3948*b^2*c*q*r^2*x^2-113742*b^2*c*q*r*x^3 +70324*b^2*c*q*x^4+772*b^2*c*r^4*x-11466*b^2*c*r^3*x^2-79128*b^2*c*r^2*x^3+ 100680*b^2*c*r*x^4+36*b^2*g^4*p*x+72*b^2*g^4*r*x+1048*b^2*g^4*x^2+212*b^2*g^3*p ^2*x+60*b^2*g^3*p*q*x+622*b^2*g^3*p*r*x+4468*b^2*g^3*p*x^2+120*b^2*g^3*q*r*x+ 2318*b^2*g^3*q*x^2+410*b^2*g^3*r^2*x+3811*b^2*g^3*r*x^2-11190*b^2*g^3*x^3+365*b ^2*g^2*p^3*x+258*b^2*g^2*p^2*q*x+1493*b^2*g^2*p^2*r*x+5351*b^2*g^2*p^2*x^2+20*b ^2*g^2*p*q^2*x+752*b^2*g^2*p*q*r*x+7399*b^2*g^2*p*q*x^2+1891*b^2*g^2*p*r^2*x+ 6904*b^2*g^2*p*r*x^2-43043*b^2*g^2*p*x^3+40*b^2*g^2*q^2*r*x+1652*b^2*g^2*q^2*x^ 2+494*b^2*g^2*q*r^2*x+5368*b^2*g^2*q*r*x^2-28233*b^2*g^2*q*x^3+763*b^2*g^2*r^3* x+1648*b^2*g^2*r^2*x^2-50563*b^2*g^2*r*x^3+3002*b^2*g^2*x^4+228*b^2*g*p^4*x+288 *b^2*g*p^3*q*x+1216*b^2*g*p^3*r*x+1761*b^2*g*p^3*x^2+60*b^2*g*p^2*q^2*x+1148*b^ 2*g*p^2*q*r*x+5212*b^2*g*p^2*q*x^2+2280*b^2*g*p^2*r^2*x-564*b^2*g*p^2*r*x^2-\ 42777*b^2*g*p^2*x^3+180*b^2*g*p*q^2*r*x+3787*b^2*g*p*q^2*x^2+1432*b^2*g*p*q*r^2 *x+5292*b^2*g*p*q*r*x^2-64170*b^2*g*p*q*x^3+1824*b^2*g*p*r^3*x-6650*b^2*g*p*r^2 *x^2-94341*b^2*g*p*r*x^3+26376*b^2*g*p*x^4+336*b^2*g*q^3*x^2+120*b^2*g*q^2*r^2* x+2467*b^2*g*q^2*r*x^2-21393*b^2*g*q^2*x^3+572*b^2*g*q*r^3*x+593*b^2*g*q*r^2*x^ 2-69788*b^2*g*q*r*x^3+26376*b^2*g*q*x^4+532*b^2*g*r^4*x-4325*b^2*g*r^3*x^2-\ 56260*b^2*g*r^2*x^3+43258*b^2*g*r*x^4+40*b^2*p^5*x+80*b^2*p^4*q*x+262*b^2*p^4*r *x-136*b^2*p^4*x^2+40*b^2*p^3*q^2*x+412*b^2*p^3*q*r*x+268*b^2*p^3*q*x^2+648*b^2 *p^3*r^2*x-2828*b^2*p^3*r*x^2-10876*b^2*p^3*x^3+150*b^2*p^2*q^2*r*x+944*b^2*p^2 *q^2*x^2+756*b^2*p^2*q*r^2*x-2458*b^2*p^2*q*r*x^2-26666*b^2*p^2*q*x^3+772*b^2*p ^2*r^3*x-8174*b^2*p^2*r^2*x^2-32286*b^2*p^2*r*x^3+17072*b^2*p^2*x^4+540*b^2*p*q ^3*x^2+180*b^2*p*q^2*r^2*x+742*b^2*p*q^2*r*x^2-20704*b^2*p*q^2*x^3+596*b^2*p*q* r^3*x-5536*b^2*p*q*r^2*x^2-54172*b^2*p*q*r*x^3+34144*b^2*p*q*x^4+448*b^2*p*r^4* x-8408*b^2*p*r^3*x^2-33574*b^2*p*r^2*x^3+48024*b^2*p*r*x^4+372*b^2*q^3*r*x^2-\ 4914*b^2*q^3*x^3+70*b^2*q^2*r^3*x+128*b^2*q^2*r^2*x^2-21886*b^2*q^2*r*x^3+17072 *b^2*q^2*x^4+172*b^2*q*r^4*x-2810*b^2*q*r^3*x^2-30894*b^2*q*r^2*x^3+48024*b^2*q *r*x^4+102*b^2*r^5*x-2926*b^2*r^4*x^2-12244*b^2*r^3*x^3+36468*b^2*r^2*x^4+128*b *c^6*x+480*b*c^5*g*x+736*b*c^5*p*x+144*b*c^5*q*x+1024*b*c^5*r*x+3328*b*c^5*x^2+ 640*b*c^4*g^2*x+2360*b*c^4*g*p*x+424*b*c^4*g*q*x+3384*b*c^4*g*r*x+14496*b*c^4*g *x^2+1408*b*c^4*p^2*x+768*b*c^4*p*q*x+3712*b*c^4*p*r*x+5048*b*c^4*p*x^2+48*b*c^ 4*q^2*x+1072*b*c^4*q*r*x+6392*b*c^4*q*x^2+2304*b*c^4*r^2*x-4040*b*c^4*r*x^2-\ 71968*b*c^4*x^3+400*b*c^3*g^3*x+2548*b*c^3*g^2*p*x+420*b*c^3*g^2*q*x+3764*b*c^3 *g^2*r*x+19760*b*c^3*g^2*x^2+3764*b*c^3*g*p^2*x+1904*b*c^3*g*p*q*x+10140*b*c^3* g*p*r*x+24824*b*c^3*g*p*x^2+104*b*c^3*g*q^2*x+2764*b*c^3*g*q*r*x+21136*b*c^3*g* q*x^2+6376*b*c^3*g*r^2*x+5208*b*c^3*g*r*x^2-172672*b*c^3*g*x^3+1240*b*c^3*p^3*x +1252*b*c^3*p^2*q*x+4832*b*c^3*p^2*r*x+912*b*c^3*p^2*x^2+240*b*c^3*p*q^2*x+3256 *b*c^3*p*q*r*x+8576*b*c^3*p*q*x^2+5944*b*c^3*p*r^2*x-20964*b*c^3*p*r*x^2-139720 *b*c^3*p*x^3+4*b*c^3*q^3*x+336*b*c^3*q^2*r*x+4288*b*c^3*q^2*x^2+2004*b*c^3*q*r^ 2*x-1476*b*c^3*q*r*x^2-110184*b*c^3*q*x^3+2352*b*c^3*r^3*x-22264*b*c^3*r^2*x^2-\ 136540*b*c^3*r*x^3+85736*b*c^3*x^4+120*b*c^2*g^4*x+1202*b*c^2*g^3*p*x+174*b*c^2 *g^3*q*x+1850*b*c^2*g^3*r*x+12056*b*c^2*g^3*x^2+3144*b*c^2*g^2*p^2*x+1472*b*c^2 *g^2*p*q*x+8608*b*c^2*g^2*p*r*x+29130*b*c^2*g^2*p*x^2+68*b*c^2*g^2*q^2*x+2248*b *c^2*g^2*q*r*x+20890*b*c^2*g^2*q*x^2+5464*b*c^2*g^2*r^2*x+15154*b*c^2*g^2*r*x^2 -138072*b*c^2*g^2*x^3+2620*b*c^2*g*p^3*x+2492*b*c^2*g*p^2*q*x+10388*b*c^2*g*p^2 *r*x+13502*b*c^2*g*p^2*x^2+422*b*c^2*g*p*q^2*x+6636*b*c^2*g*p*q*r*x+28836*b*c^2 *g*p*q*x^2+12916*b*c^2*g*p*r^2*x-10536*b*c^2*g*p*r*x^2-264372*b*c^2*g*p*x^3+6*b *c^2*g*q^3*x+632*b*c^2*g*q^2*r*x+10294*b*c^2*g*q^2*x^2+4144*b*c^2*g*q*r^2*x+ 11950*b*c^2*g*q*r*x^2-199276*b*c^2*g*q*x^3+5148*b*c^2*g*r^3*x-24264*b*c^2*g*r^2 *x^2-277328*b*c^2*g*r*x^3+112248*b*c^2*g*x^4+544*b*c^2*p^4*x+852*b*c^2*p^3*q*x+ 2820*b*c^2*p^3*r*x-1978*b*c^2*p^3*x^2+328*b*c^2*p^2*q^2*x+3276*b*c^2*p^2*q*r*x+ 1706*b*c^2*p^2*q*x^2+5196*b*c^2*p^2*r^2*x-26320*b*c^2*p^2*r*x^2-97280*b*c^2*p^2 *x^3+20*b*c^2*p*q^3*x+836*b*c^2*p*q^2*r*x+4842*b*c^2*p*q^2*x^2+3996*b*c^2*p*q*r ^2*x-16212*b*c^2*p*q*r*x^2-159264*b*c^2*p*q*x^3+4108*b*c^2*p*r^3*x-48982*b*c^2* p*r^2*x^2-181854*b*c^2*p*r*x^3+120200*b*c^2*p*x^4+28*b*c^2*q^3*r*x+1158*b*c^2*q ^3*x^2+508*b*c^2*q^2*r^2*x+972*b*c^2*q^2*r*x^2-61984*b*c^2*q^2*x^3+1572*b*c^2*q *r^3*x-17140*b*c^2*q*r^2*x^2-155566*b*c^2*q*r*x^3+120200*b*c^2*q*x^4+1188*b*c^2 *r^4*x-24640*b*c^2*r^3*x^2-87576*b*c^2*r^2*x^3+161540*b*c^2*r*x^4+14*b*c*g^5*x+ 241*b*c*g^4*p*x+26*b*c*g^4*q*x+399*b*c*g^4*r*x+3444*b*c*g^4*x^2+1025*b*c*g^3*p^ 2*x+428*b*c*g^3*p*q*x+2859*b*c*g^3*p*r*x+13036*b*c*g^3*p*x^2+14*b*c*g^3*q^2*x+ 711*b*c*g^3*q*r*x+8234*b*c*g^3*q*x^2+1834*b*c*g^3*r^2*x+9228*b*c*g^3*r*x^2-\ 44552*b*c*g^3*x^3+1514*b*c*g^2*p^3*x+1357*b*c*g^2*p^2*q*x+6066*b*c*g^2*p^2*r*x+ 13017*b*c*g^2*p^2*x^2+199*b*c*g^2*p*q^2*x+3700*b*c*g^2*p*q*r*x+21630*b*c*g^2*p* q*x^2+7590*b*c*g^2*p*r^2*x+8255*b*c*g^2*p*r*x^2-146576*b*c*g^2*p*x^3+2*b*c*g^2* q^3*x+328*b*c*g^2*q^2*r*x+6553*b*c*g^2*q^2*x^2+2343*b*c*g^2*q*r^2*x+13202*b*c*g ^2*q*r*x^2-105732*b*c*g^2*q*x^3+3038*b*c*g^2*r^3*x-4592*b*c*g^2*r^2*x^2-162729* b*c*g^2*r*x^3+37498*b*c*g^2*x^4+822*b*c*g*p^4*x+1228*b*c*g*p^3*q*x+4324*b*c*g*p ^3*r*x+2157*b*c*g*p^3*x^2+426*b*c*g*p^2*q^2*x+4804*b*c*g*p^2*q*r*x+10857*b*c*g* p^2*q*x^2+8040*b*c*g*p^2*r^2*x-16803*b*c*g*p^2*r*x^2-130138*b*c*g*p^2*x^3+20*b* c*g*p*q^3*x+1134*b*c*g*p*q^2*r*x+10487*b*c*g*p*q^2*x^2+5924*b*c*g*p*q*r^2*x-298 *b*c*g*p*q*r*x^2-205208*b*c*g*p*q*x^3+6396*b*c*g*p*r^3*x-42370*b*c*g*p*r^2*x^2-\ 268209*b*c*g*p*r*x^3+109514*b*c*g*p*x^4+34*b*c*g*q^3*r*x+1787*b*c*g*q^3*x^2+708 *b*c*g*q^2*r^2*x+5741*b*c*g*q^2*r*x^2-75070*b*c*g*q^2*x^3+2348*b*c*g*q*r^3*x-\ 9919*b*c*g*q*r^2*x^2-213543*b*c*g*q*r*x^3+109514*b*c*g*q*x^4+1858*b*c*g*r^4*x-\ 23410*b*c*g*r^3*x^2-147236*b*c*g*r^2*x^3+158942*b*c*g*r*x^4+112*b*c*p^5*x+248*b *c*p^4*q*x+726*b*c*p^4*r*x-1178*b*c*p^4*x^2+160*b*c*p^3*q^2*x+1272*b*c*p^3*q*r* x-1464*b*c*p^3*q*x^2+1784*b*c*p^3*r^2*x-12368*b*c*p^3*r*x^2-28474*b*c*p^3*x^3+ 24*b*c*p^2*q^3*x+606*b*c*p^2*q^2*r*x+704*b*c*p^2*q^2*x^2+2328*b*c*p^2*q*r^2*x-\ 16590*b*c*p^2*q*r*x^2-72278*b*c*p^2*q*x^3+2116*b*c*p^2*r^3*x-31912*b*c*p^2*r^2* x^2-74524*b*c*p^2*r*x^3+55898*b*c*p^2*x^4+60*b*c*p*q^3*r*x+1088*b*c*p*q^3*x^2+ 732*b*c*p*q^2*r^2*x-3748*b*c*p*q^2*r*x^2-59134*b*c*p*q^2*x^3+1832*b*c*p*q*r^3*x -29248*b*c*p*q*r^2*x^2-132948*b*c*p*q*r*x^3+111796*b*c*p*q*x^4+1224*b*c*p*r^4*x -31432*b*c*p*r^3*x^2-61596*b*c*p*r^2*x^3+147958*b*c*p*r*x^4+98*b*c*q^4*x^2+36*b *c*q^3*r^2*x+474*b*c*q^3*r*x^2-15330*b*c*q^3*x^3+286*b*c*q^2*r^3*x-3792*b*c*q^2 *r^2*x^2-58424*b*c*q^2*r*x^3+55898*b*c*q^2*x^4+528*b*c*q*r^4*x-14122*b*c*q*r^3* x^2-65204*b*c*q*r^2*x^3+147958*b*c*q*r*x^4+278*b*c*r^5*x-10710*b*c*r^4*x^2-\ 14596*b*c*r^3*x^3+104240*b*c*r^2*x^4+14*b*g^5*p*x+28*b*g^5*r*x+376*b*g^5*x^2+ 109*b*g^4*p^2*x+36*b*g^4*p*q*x+313*b*g^4*p*r*x+2023*b*g^4*p*x^2+72*b*g^4*q*r*x+ 1137*b*g^4*q*x^2+204*b*g^4*r^2*x+1729*b*g^4*r*x^2-4844*b*g^4*x^3+257*b*g^3*p^3* x+212*b*g^3*p^2*q*x+1040*b*g^3*p^2*r*x+3247*b*g^3*p^2*x^2+24*b*g^3*p*q^2*x+598* b*g^3*p*q*r*x+4678*b*g^3*p*q*x^2+1309*b*g^3*p*r^2*x+4141*b*g^3*p*r*x^2-24660*b* g^3*p*x^3+48*b*g^3*q^2*r*x+1239*b*g^3*q^2*x^2+386*b*g^3*q*r^2*x+3429*b*g^3*q*r* x^2-16820*b*g^3*q*x^3+526*b*g^3*r^3*x+987*b*g^3*r^2*x^2-29100*b*g^3*r*x^3+1404* b*g^3*x^4+248*b*g^2*p^4*x+354*b*g^2*p^3*q*x+1315*b*g^2*p^3*r*x+1690*b*g^2*p^3*x ^2+110*b*g^2*p^2*q^2*x+1401*b*g^2*p^2*q*r*x+4960*b*g^2*p^2*q*x^2+2457*b*g^2*p^2 *r^2*x-600*b*g^2*p^2*r*x^2-37602*b*g^2*p^2*x^3+4*b*g^2*p*q^3*x+308*b*g^2*p*q^2* r*x+3800*b*g^2*p*q^2*x^2+1740*b*g^2*p*q*r^2*x+4575*b*g^2*p*q*r*x^2-57320*b*g^2* p*q*x^3+1961*b*g^2*p*r^3*x-6682*b*g^2*p*r^2*x^2-83179*b*g^2*p*r*x^3+19799*b*g^2 *p*x^4+8*b*g^2*q^3*r*x+530*b*g^2*q^3*x^2+198*b*g^2*q^2*r^2*x+2489*b*g^2*q^2*r*x ^2-19718*b*g^2*q^2*x^3+693*b*g^2*q*r^3*x-27*b*g^2*q*r^2*x^2-62614*b*g^2*q*r*x^3 +19799*b*g^2*q*x^4+571*b*g^2*r^4*x-4392*b*g^2*r^3*x^2-49246*b*g^2*r^2*x^3+33250 *b*g^2*r*x^4+94*b*g*p^5*x+200*b*g*p^4*q*x+617*b*g*p^4*r*x-100*b*g*p^4*x^2+118*b *g*p^3*q^2*x+1042*b*g*p^3*q*r*x+874*b*g*p^3*q*x^2+1528*b*g*p^3*r^2*x-5019*b*g*p ^3*r*x^2-20560*b*g*p^3*x^3+12*b*g*p^2*q^3*x+461*b*g*p^2*q^2*r*x+2104*b*g*p^2*q^ 2*x^2+1926*b*g*p^2*q*r^2*x-4512*b*g*p^2*q*r*x^2-50420*b*g*p^2*q*x^3+1822*b*g*p^ 2*r^3*x-15586*b*g*p^2*r^2*x^2-61750*b*g*p^2*r*x^3+26695*b*g*p^2*x^4+36*b*g*p*q^ 3*r*x+1186*b*g*p*q^3*x^2+568*b*g*p*q^2*r^2*x+1239*b*g*p*q^2*r*x^2-39160*b*g*p*q ^2*x^3+1526*b*g*p*q*r^3*x-11698*b*g*p*q*r^2*x^2-102676*b*g*p*q*r*x^3+53390*b*g* p*q*x^4+1058*b*g*p*r^4*x-16515*b*g*p*r^3*x^2-64014*b*g*p*r^2*x^3+76375*b*g*p*r* x^4+56*b*g*q^4*x^2+24*b*g*q^3*r^2*x+732*b*g*q^3*r*x^2-9300*b*g*q^3*x^3+225*b*g* q^2*r^3*x-418*b*g*q^2*r^2*x^2-40926*b*g*q^2*r*x^3+26695*b*g*q^2*x^4+442*b*g*q*r ^4*x-6312*b*g*q*r^3*x^2-56990*b*g*q*r^2*x^3+76375*b*g*q*r*x^4+241*b*g*r^5*x-\ 5848*b*g*r^4*x^2-22898*b*g*r^3*x^3+57920*b*g*r^2*x^4+8*b*p^6*x+24*b*p^5*q*x+62* b*p^5*r*x-192*b*p^5*x^2+24*b*p^4*q^2*x+154*b*p^4*q*r*x-486*b*p^4*q*x^2+190*b*p^ 4*r^2*x-1972*b*p^4*r*x^2-2884*b*p^4*x^3+8*b*p^3*q^3*x+122*b*p^3*q^2*r*x-306*b*p ^3*q^2*x^2+376*b*p^3*q*r^2*x-4302*b*p^3*q*r*x^2-10096*b*p^3*q*x^3+300*b*p^3*r^3 *x-6360*b*p^3*r^2*x^2-8866*b*p^3*r*x^3+8616*b*p^3*x^4+30*b*p^2*q^3*r*x+78*b*p^2 *q^3*x^2+222*b*p^2*q^2*r^2*x-2626*b*p^2*q^2*r*x^2-12984*b*p^2*q^2*x^3+444*b*p^2 *q*r^3*x-10408*b*p^2*q*r^2*x^2-25120*b*p^2*q*r*x^3+25848*b*p^2*q*x^4+260*b*p^2* r^4*x-9168*b*p^2*r^3*x^2-7552*b*p^2*r^2*x^3+33594*b*p^2*r*x^4+90*b*p*q^4*x^2+36 *b*p*q^3*r^2*x-234*b*p*q^3*r*x^2-7216*b*p*q^3*x^3+174*b*p*q^2*r^3*x-4246*b*p*q^ 2*r^2*x^2-23642*b*p*q^2*r*x^3+25848*b*p*q^2*x^4+256*b*p*q*r^4*x-9854*b*p*q*r^3* x^2-19582*b*p*q*r^2*x^3+67188*b*p*q*r*x^4+118*b*p*r^5*x-6184*b*p*r^4*x^2+832*b* p*r^3*x^3+46274*b*p*r^2*x^4+62*b*q^4*r*x^2-1444*b*q^4*x^3+14*b*q^3*r^3*x-198*b* q^3*r^2*x^2-7388*b*q^3*r*x^3+8616*b*q^3*x^4+50*b*q^2*r^4*x-1926*b*q^2*r^3*x^2-\ 12030*b*q^2*r^2*x^3+33594*b*q^2*r*x^4+58*b*q*r^5*x-3262*b*q*r^4*x^2-4300*b*q*r^ 3*x^3+46274*b*q*r^2*x^4+22*b*r^6*x-1596*b*r^5*x^2+2402*b*r^4*x^3+21702*b*r^3*x^ 4+32*c^7*x+144*c^6*g*x+208*c^6*p*x+48*c^6*q*x+288*c^6*r*x+640*c^6*x^2+240*c^5*g ^2*x+848*c^5*g*p*x+176*c^5*g*q*x+1184*c^5*g*r*x+3936*c^5*g*x^2+456*c^5*p^2*x+ 288*c^5*p*q*x+1200*c^5*p*r*x+592*c^5*p*x^2+24*c^5*q^2*x+400*c^5*q*r*x+1552*c^5* q*x^2+744*c^5*r^2*x-2568*c^5*r*x^2-20800*c^5*x^3+200*c^4*g^3*x+1208*c^4*g^2*p*x +232*c^4*g^2*q*x+1712*c^4*g^2*r*x+7104*c^4*g^2*x^2+1660*c^4*g*p^2*x+960*c^4*g*p *q*x+4408*c^4*g*p*r*x+7168*c^4*g*p*x^2+68*c^4*g*q^2*x+1336*c^4*g*q*r*x+7504*c^4 *g*q*x^2+2748*c^4*g*r^2*x-1452*c^4*g*r*x^2-66528*c^4*g*x^3+476*c^4*p^3*x+540*c^ 4*p^2*q*x+1848*c^4*p^2*r*x-1128*c^4*p^2*x^2+132*c^4*p*q^2*x+1408*c^4*p*q*r*x+ 1488*c^4*p*q*x^2+2268*c^4*p*r^2*x-11840*c^4*p*r*x^2-48512*c^4*p*x^3+4*c^4*q^3*x +184*c^4*q^2*r*x+1368*c^4*q^2*x^2+868*c^4*q*r^2*x-3056*c^4*q*r*x^2-39936*c^4*q* x^3+896*c^4*r^3*x-11052*c^4*r^2*x^2-44192*c^4*r*x^3+34192*c^4*x^4+90*c^3*g^4*x+ 816*c^3*g^3*p*x+144*c^3*g^3*q*x+1184*c^3*g^3*r*x+5968*c^3*g^3*x^2+1966*c^3*g^2* p^2*x+1064*c^3*g^2*p*q*x+5260*c^3*g^2*p*r*x+12640*c^3*g^2*p*x^2+66*c^3*g^2*q^2* x+1516*c^3*g^2*q*r*x+10552*c^3*g^2*q*x^2+3294*c^3*g^2*r^2*x+4074*c^3*g^2*r*x^2-\ 74864*c^3*g^2*x^3+1504*c^3*g*p^3*x+1600*c^3*g*p^2*q*x+5908*c^3*g*p^2*r*x+3612*c ^3*g*p^2*x^2+344*c^3*g*p*q^2*x+4168*c^3*g*p*q*r*x+11552*c^3*g*p*q*x^2+7304*c^3* g*p*r^2*x-14664*c^3*g*p*r*x^2-131760*c^3*g*p*x^3+8*c^3*g*q^3*x+476*c^3*g*q^2*r* x+5196*c^3*g*q^2*x^2+2568*c^3*g*q*r^2*x+1536*c^3*g*q*r*x^2-103760*c^3*g*q*x^3+ 2900*c^3*g*r^3*x-18660*c^3*g*r^2*x^2-131632*c^3*g*r*x^3+67288*c^3*g*x^4+260*c^3 *p^4*x+444*c^3*p^3*q*x+1340*c^3*p^3*r*x-2068*c^3*p^3*x^2+204*c^3*p^2*q^2*x+1708 *c^3*p^2*q*r*x-1452*c^3*p^2*q*x^2+2460*c^3*p^2*r^2*x-17154*c^3*p^2*r*x^2-43056* c^3*p^2*x^3+20*c^3*p*q^3*x+524*c^3*p*q^2*r*x+1140*c^3*p*q^2*x^2+2084*c^3*p*q*r^ 2*x-14252*c^3*p*q*r*x^2-72896*c^3*p*q*x^3+1940*c^3*p*r^3*x-29566*c^3*p*r^2*x^2-\ 72952*c^3*p*r*x^3+62344*c^3*p*x^4+28*c^3*q^3*r*x+524*c^3*q^3*x^2+320*c^3*q^2*r^ 2*x-1242*c^3*q^2*r*x^2-29840*c^3*q^2*x^3+820*c^3*q*r^3*x-12742*c^3*q*r^2*x^2-\ 66280*c^3*q*r*x^3+62344*c^3*q*x^4+560*c^3*r^4*x-14480*c^3*r^3*x^2-29216*c^3*r^2 *x^3+79744*c^3*r*x^4+21*c^2*g^5*x+277*c^2*g^4*p*x+43*c^2*g^4*q*x+418*c^2*g^4*r* x+2616*c^2*g^4*x^2+1029*c^2*g^3*p^2*x+516*c^2*g^3*p*q*x+2778*c^2*g^3*p*r*x+8948 *c^2*g^3*p*x^2+27*c^2*g^3*q^2*x+770*c^2*g^3*q*r*x+6512*c^2*g^3*q*x^2+1749*c^2*g ^3*r^2*x+5079*c^2*g^3*r*x^2-38504*c^2*g^3*x^3+1395*c^2*g^2*p^3*x+1415*c^2*g^2*p ^2*q*x+5514*c^2*g^2*p^2*r*x+7330*c^2*g^2*p^2*x^2+273*c^2*g^2*p*q^2*x+3712*c^2*g ^2*p*q*r*x+14652*c^2*g^2*p*q*x^2+6843*c^2*g^2*p*r^2*x-1904*c^2*g^2*p*r*x^2-\ 115624*c^2*g^2*p*x^3+5*c^2*g^2*q^3*x+394*c^2*g^2*q^2*r*x+5386*c^2*g^2*q^2*x^2+ 2297*c^2*g^2*q*r^2*x+7024*c^2*g^2*q*r*x^2-87960*c^2*g^2*q*x^3+2724*c^2*g^2*r^3* x-9171*c^2*g^2*r^2*x^2-122328*c^2*g^2*r*x^3+42492*c^2*g^2*x^4+686*c^2*g*p^4*x+ 1122*c^2*g*p^3*q*x+3580*c^2*g*p^3*r*x-336*c^2*g*p^3*x^2+474*c^2*g*p^2*q^2*x+ 4328*c^2*g*p^2*q*r*x+4616*c^2*g*p^2*q*x^2+6624*c^2*g*p^2*r^2*x-20967*c^2*g*p^2* r*x^2-94336*c^2*g*p^2*x^3+38*c^2*g*p*q^3*x+1200*c^2*g*p*q^2*r*x+6488*c^2*g*p*q^ 2*x^2+5290*c^2*g*p*q*r^2*x-10494*c^2*g*p*q*r*x^2-153696*c^2*g*p*q*x^3+5252*c^2* g*p*r^3*x-43401*c^2*g*p*r^2*x^2-182816*c^2*g*p*r*x^3+95108*c^2*g*p*x^4+52*c^2*g *q^3*r*x+1536*c^2*g*q^3*x^2+726*c^2*g*q^2*r^2*x+2397*c^2*g*q^2*r*x^2-59360*c^2* g*q^2*x^3+2084*c^2*g*q*r^3*x-14373*c^2*g*q*r^2*x^2-152880*c^2*g*q*r*x^3+95108*c ^2*g*q*x^4+1522*c^2*g*r^4*x-22770*c^2*g*r^3*x^2-92872*c^2*g*r^2*x^3+128576*c^2* g*r*x^4+72*c^2*p^5*x+168*c^2*p^4*q*x+464*c^2*p^4*r*x-1270*c^2*p^4*x^2+120*c^2*p ^3*q^2*x+860*c^2*p^3*q*r*x-2368*c^2*p^3*q*x^2+1136*c^2*p^3*r^2*x-10926*c^2*p^3* r*x^2-17816*c^2*p^3*x^3+24*c^2*p^2*q^3*x+456*c^2*p^2*q^2*r*x-852*c^2*p^2*q^2*x^ 2+1572*c^2*p^2*q*r^2*x-17006*c^2*p^2*q*r*x^2-46488*c^2*p^2*q*x^3+1344*c^2*p^2*r ^3*x-26660*c^2*p^2*r^2*x^2-40216*c^2*p^2*r*x^3+42228*c^2*p^2*x^4+60*c^2*p*q^3*r *x+320*c^2*p*q^3*x^2+552*c^2*p*q^2*r^2*x-6314*c^2*p*q^2*r*x^2-39528*c^2*p*q^2*x ^3+1236*c^2*p*q*r^3*x-27696*c^2*p*q*r^2*x^2-76272*c^2*p*q*r*x^3+84456*c^2*p*q*x ^4+776*c^2*p*r^4*x-25622*c^2*p*r^3*x^2-22412*c^2*p*r^2*x^3+106232*c^2*p*r*x^4+ 74*c^2*q^4*x^2+36*c^2*q^3*r^2*x-234*c^2*q^3*r*x^2-10856*c^2*q^3*x^3+216*c^2*q^2 *r^3*x-5156*c^2*q^2*r^2*x^2-36056*c^2*q^2*r*x^3+42228*c^2*q^2*x^4+356*c^2*q*r^4 *x-13058*c^2*q*r^3*x^2-30356*c^2*q*r^2*x^3+106232*c^2*q*r*x^4+176*c^2*r^5*x-\ 8618*c^2*r^4*x^2+1152*c^2*r^3*x^3+70364*c^2*r^2*x^4+2*c*g^6*x+43*c*g^5*p*x+5*c* g^5*q*x+70*c*g^5*r*x+582*c*g^5*x^2+242*c*g^4*p^2*x+108*c*g^4*p*q*x+662*c*g^4*p* r*x+2867*c*g^4*p*x^2+4*c*g^4*q^2*x+176*c*g^4*q*r*x+1865*c*g^4*q*x^2+420*c*g^4*r ^2*x+2100*c*g^4*r*x^2-9120*c*g^4*x^3+505*c*g^3*p^3*x+485*c*g^3*p^2*q*x+2007*c*g ^3*p^2*r*x+4057*c*g^3*p^2*x^2+81*c*g^3*p*q^2*x+1290*c*g^3*p*q*r*x+6732*c*g^3*p* q*x^2+2499*c*g^3*p*r^2*x+3174*c*g^3*p*r*x^2-41060*c*g^3*p*x^3+c*g^3*q^3*x+129*c *g^3*q^2*r*x+2173*c*g^3*q^2*x^2+805*c*g^3*q*r^2*x+4344*c*g^3*q*r*x^2-30108*c*g^ 3*q*x^3+997*c*g^3*r^3*x-702*c*g^3*r^2*x^2-45700*c*g^3*r*x^3+9122*c*g^3*x^4+446* c*g^2*p^4*x+706*c*g^2*p^3*q*x+2341*c*g^2*p^3*r*x+1425*c*g^2*p^3*x^2+278*c*g^2*p ^2*q^2*x+2733*c*g^2*p^2*q*r*x+5751*c*g^2*p^2*q*x^2+4347*c*g^2*p^2*r^2*x-6191*c* g^2*p^2*r*x^2-57590*c*g^2*p^2*x^3+18*c*g^2*p*q^3*x+711*c*g^2*p*q^2*r*x+5373*c*g ^2*p*q^2*x^2+3348*c*g^2*p*q*r^2*x+1386*c*g^2*p*q*r*x^2-91288*c*g^2*p*q*x^3+3455 *c*g^2*p*r^3*x-17753*c*g^2*p*r^2*x^2-120286*c*g^2*p*r*x^3+41614*c*g^2*p*x^4+27* c*g^2*q^3*r*x+1047*c*g^2*q^3*x^2+433*c*g^2*q^2*r^2*x+3187*c*g^2*q^2*r*x^2-33698 *c*g^2*q^2*x^3+1321*c*g^2*q*r^3*x-3719*c*g^2*q*r^2*x^2-95690*c*g^2*q*r*x^3+ 41614*c*g^2*q*x^4+1003*c*g^2*r^4*x-10137*c*g^2*r^3*x^2-67444*c*g^2*r^2*x^3+ 60800*c*g^2*r*x^4+150*c*g*p^5*x+342*c*g*p^4*q*x+976*c*g*p^4*r*x-691*c*g*p^4*x^2 +234*c*g*p^3*q^2*x+1758*c*g*p^3*q*r*x-218*c*g*p^3*q*x^2+2404*c*g*p^3*r^2*x-\ 10431*c*g*p^3*r*x^2-28780*c*g*p^3*x^3+42*c*g*p^2*q^3*x+884*c*g*p^2*q^2*r*x+1798 *c*g*p^2*q^2*x^2+3222*c*g*p^2*q*r^2*x-13101*c*g*p^2*q*r*x^2-72364*c*g*p^2*q*x^3 +2856*c*g*p^2*r^3*x-29182*c*g*p^2*r^2*x^2-79944*c*g*p^2*r*x^3+44642*c*g*p^2*x^4 +102*c*g*p*q^3*r*x+1486*c*g*p*q^3*x^2+1066*c*g*p*q^2*r^2*x-1887*c*g*p*q^2*r*x^2 -58388*c*g*p*q^2*x^3+2538*c*g*p*q*r^3*x-26170*c*g*p*q*r^2*x^2-138248*c*g*p*q*r* x^3+89284*c*g*p*q*x^4+1654*c*g*p*r^4*x-29835*c*g*p*r^3*x^2-73306*c*g*p*r^2*x^3+ 119440*c*g*p*r*x^4+161*c*g*q^4*x^2+60*c*g*q^3*r^2*x+783*c*g*q^3*r*x^2-14804*c*g *q^3*x^3+416*c*g*q^2*r^3*x-3040*c*g*q^2*r^2*x^2-58304*c*g*q^2*r*x^3+44642*c*g*q ^2*x^4+732*c*g*q*r^4*x-13287*c*g*q*r^3*x^2-70734*c*g*q*r^2*x^3+119440*c*g*q*r*x ^4+376*c*g*r^5*x-10393*c*g*r^4*x^2-21288*c*g*r^3*x^3+85146*c*g*r^2*x^4+8*c*p^6* x+24*c*p^5*q*x+62*c*p^5*r*x-348*c*p^5*x^2+24*c*p^4*q^2*x+154*c*p^4*q*r*x-1020*c *p^4*q*x^2+190*c*p^4*r^2*x-3178*c*p^4*r*x^2-3280*c*p^4*x^3+8*c*p^3*q^3*x+122*c* p^3*q^2*r*x-972*c*p^3*q^2*x^2+376*c*p^3*q*r^2*x-7590*c*p^3*q*r*x^2-11784*c*p^3* q*x^3+300*c*p^3*r^3*x-9780*c*p^3*r^2*x^2-7598*c*p^3*r*x^3+12566*c*p^3*x^4+30*c* p^2*q^3*r*x-276*c*p^2*q^3*x^2+222*c*p^2*q^2*r^2*x-5674*c*p^2*q^2*r*x^2-15672*c* p^2*q^2*x^3+444*c*p^2*q*r^3*x-17350*c*p^2*q*r^2*x^2-23638*c*p^2*q*r*x^3+37698*c *p^2*q*x^4+260*c*p^2*r^4*x-13752*c*p^2*r^3*x^2+610*c*p^2*r^2*x^3+46424*c*p^2*r* x^4+24*c*p*q^4*x^2+36*c*p*q^3*r^2*x-1290*c*p*q^3*r*x^2-9112*c*p*q^3*x^3+174*c*p *q^2*r^3*x-8464*c*p*q^2*r^2*x^2-24482*c*p*q^2*r*x^3+37698*c*p*q^2*x^4+256*c*p*q *r^4*x-16010*c*p*q*r^3*x^2-8944*c*p*q*r^2*x^3+92848*c*p*q*r*x^4+118*c*p*r^5*x-\ 9136*c*p*r^4*x^2+12296*c*p*r^3*x^3+59614*c*p*r^2*x^4-28*c*q^4*r*x^2-1944*c*q^4* x^3+14*c*q^3*r^3*x-894*c*q^3*r^2*x^2-8442*c*q^3*r*x^3+12566*c*q^3*x^4+50*c*q^2* r^4*x-3762*c*q^2*r^3*x^2-9554*c*q^2*r^2*x^3+46424*c*q^2*r*x^4+58*c*q*r^5*x-5230 *c*q*r^4*x^2+3624*c*q*r^3*x^3+59614*c*q*r^2*x^4+22*c*r^6*x-2334*c*r^5*x^2+7368* c*r^4*x^3+25296*c*r^3*x^4+2*g^6*p*x+4*g^6*r*x+52*g^6*x^2+20*g^5*p^2*x+7*g^5*p*q *x+56*g^5*p*r*x+347*g^5*p*x^2+14*g^5*q*r*x+203*g^5*q*x^2+36*g^5*r^2*x+300*g^5*r *x^2-784*g^5*x^3+62*g^4*p^3*x+55*g^4*p^2*q*x+248*g^4*p^2*r*x+718*g^4*p^2*x^2+7* g^4*p*q^2*x+150*g^4*p*q*r*x+1054*g^4*p*q*x^2+310*g^4*p*r^2*x+970*g^4*p*r*x^2-\ 5062*g^4*p*x^3+14*g^4*q^2*r*x+304*g^4*q^2*x^2+95*g^4*q*r^2*x+799*g^4*q*r*x^2-\ 3538*g^4*q*x^3+124*g^4*r^3*x+300*g^4*r^2*x^2-5960*g^4*r*x^3+212*g^4*x^4+84*g^3* p^4*x+128*g^3*p^3*q*x+443*g^3*p^3*r*x+538*g^3*p^3*x^2+46*g^3*p^2*q^2*x+498*g^3* p^2*q*r*x+1540*g^3*p^2*q*x^2+825*g^3*p^2*r^2*x+2*g^3*p^2*r*x^2-10593*g^3*p^2*x^ 3+2*g^3*p*q^3*x+121*g^3*p*q^2*r*x+1207*g^3*p*q^2*x^2+612*g^3*p*q*r^2*x+1535*g^3 *p*q*r*x^2-16332*g^3*p*q*x^3+657*g^3*p*r^3*x-1722*g^3*p*r^2*x^2-23558*g^3*p*r*x ^3+4823*g^3*p*x^4+4*g^3*q^3*r*x+205*g^3*q^3*x^2+75*g^3*q^2*r^2*x+839*g^3*q^2*r* x^2-5739*g^3*q^2*x^3+242*g^3*q*r^3*x+141*g^3*q*r^2*x^2-17910*g^3*q*r*x^3+4823*g ^3*q*x^4+191*g^3*r^4*x-1186*g^3*r^3*x^2-14156*g^3*r^2*x^3+8224*g^3*r*x^4+52*g^2 *p^5*x+116*g^2*p^4*q*x+340*g^2*p^4*r*x+16*g^2*p^4*x^2+76*g^2*p^3*q^2*x+598*g^2* p^3*q*r*x+543*g^2*p^3*q*x^2+840*g^2*p^3*r^2*x-2052*g^2*p^3*r*x^2-9247*g^2*p^3*x ^3+12*g^2*p^2*q^3*x+288*g^2*p^2*q^2*r*x+1090*g^2*p^2*q^2*x^2+1098*g^2*p^2*q*r^2 *x-1714*g^2*p^2*q*r*x^2-22711*g^2*p^2*q*x^3+1000*g^2*p^2*r^3*x-6807*g^2*p^2*r^2 *x^2-28317*g^2*p^2*r*x^3+10184*g^2*p^2*x^4+30*g^2*p*q^3*r*x+615*g^2*p*q^3*x^2+ 348*g^2*p*q^2*r^2*x+743*g^2*p*q^2*r*x^2-17681*g^2*p*q^2*x^3+866*g^2*p*q*r^3*x-\ 5118*g^2*p*q*r^2*x^2-46824*g^2*p*q*r*x^3+20368*g^2*p*q*x^4+580*g^2*p*r^4*x-7394 *g^2*p*r^3*x^2-30154*g^2*p*r^2*x^3+29410*g^2*p*r*x^4+52*g^2*q^4*x^2+18*g^2*q^3* r^2*x+405*g^2*q^3*r*x^2-4217*g^2*q^3*x^3+136*g^2*q^2*r^3*x-135*g^2*q^2*r^2*x^2-\ 18507*g^2*q^2*r*x^3+10184*g^2*q^2*x^4+250*g^2*q*r^4*x-2861*g^2*q*r^3*x^2-26242* g^2*q*r^2*x^3+29410*g^2*q*r*x^4+132*g^2*r^5*x-2655*g^2*r^4*x^2-11088*g^2*r^3*x^ 3+22306*g^2*r^2*x^4+12*g*p^6*x+36*g*p^5*q*x+93*g*p^5*r*x-135*g*p^5*x^2+36*g*p^4 *q^2*x+231*g*p^4*q*r*x-288*g*p^4*q*x^2+285*g*p^4*r^2*x-1716*g*p^4*r*x^2-3118*g* p^4*x^3+12*g*p^3*q^3*x+183*g*p^3*q^2*r*x-54*g*p^3*q^2*x^2+564*g*p^3*q*r^2*x-\ 3603*g*p^3*q*r*x^2-10728*g*p^3*q*x^3+450*g*p^3*r^3*x-5937*g*p^3*r^2*x^2-10722*g *p^3*r*x^3+6955*g*p^3*x^4+45*g*p^2*q^3*r*x+216*g*p^2*q^3*x^2+333*g*p^2*q^2*r^2* x-1983*g*p^2*q^2*r*x^2-13476*g*p^2*q^2*x^3+666*g*p^2*q*r^3*x-9543*g*p^2*q*r^2*x ^2-28830*g*p^2*q*r*x^3+20865*g*p^2*q*x^4+390*g*p^2*r^4*x-8865*g*p^2*r^3*x^2-\ 12260*g*p^2*r^2*x^3+27576*g*p^2*r*x^4+117*g*p*q^4*x^2+54*g*p*q^3*r^2*x-21*g*p*q ^3*r*x^2-7240*g*p*q^3*x^3+261*g*p*q^2*r^3*x-3729*g*p*q^2*r^2*x^2-25494*g*p*q^2* r*x^3+20865*g*p*q^2*x^4+384*g*p*q*r^4*x-9429*g*p*q*r^3*x^2-25584*g*p*q*r^2*x^3+ 55152*g*p*q*r*x^4+177*g*p*r^5*x-6108*g*p*r^4*x^2-4052*g*p*r^3*x^3+38709*g*p*r^2 *x^4+75*g*q^4*r*x^2-1374*g*q^4*x^3+21*g*q^3*r^3*x-123*g*q^3*r^2*x^2-7386*g*q^3* r*x^3+6955*g*q^3*x^4+75*g*q^2*r^4*x-1800*g*q^2*r^3*x^2-13324*g*q^2*r^2*x^3+ 27576*g*q^2*r*x^4+87*g*q*r^5*x-3201*g*q*r^4*x^2-7276*g*q*r^3*x^3+38709*g*q*r^2* x^4+33*g*r^6*x-1599*g*r^5*x^2+604*g*r^4*x^3+18722*g*r^3*x^4-36*p^6*x^2-144*p^5* q*x^2-342*p^5*r*x^2-186*p^5*x^3-216*p^4*q^2*x^2-1134*p^4*q*r*x^2-886*p^4*q*x^3-\ 1230*p^4*r^2*x^2-102*p^4*r*x^3+1382*p^4*x^4-144*p^3*q^3*x^2-1350*p^3*q^2*r*x^2-\ 1684*p^3*q^2*x^3-3228*p^3*q*r^2*x^2-1036*p^3*q*r*x^3+5528*p^3*q*x^4-2220*p^3*r^ 3*x^2+2256*p^3*r^2*x^3+6622*p^3*r*x^4-36*p^2*q^4*x^2-666*p^2*q^3*r*x^2-1596*p^2 *q^3*x^3-2826*p^2*q^2*r^2*x^2-2496*p^2*q^2*r*x^3+8292*p^2*q^2*x^4-4320*p^2*q*r^ 3*x^2+3672*p^2*q*r^2*x^3+19866*p^2*q*r*x^4-2160*p^2*r^4*x^2+5874*p^2*r^3*x^3+ 12216*p^2*r^2*x^4-108*p*q^4*r*x^2-754*p*q^4*x^3-888*p*q^3*r^2*x^2-2292*p*q^3*r* x^3+5528*p*q^3*x^4-2466*p*q^2*r^3*x^2+576*p*q^2*r^2*x^3+19866*p*q^2*r*x^4-2772* p*q*r^4*x^2+7384*p*q*r^3*x^3+24432*p*q*r^2*x^4-1086*p*r^5*x^2+5502*p*r^4*x^3+ 9636*p*r^3*x^4-142*q^5*x^3-60*q^4*r^2*x^2-730*q^4*r*x^3+1382*q^4*x^4-366*q^3*r^ 3*x^2-840*q^3*r^2*x^3+6622*q^3*r*x^4-774*q^2*r^4*x^2+1510*q^2*r^3*x^3+12216*q^2 *r^2*x^4-690*q*r^5*x^2+3562*q*r^4*x^3+9636*q*r^3*x^4-222*r^6*x^2+1800*r^5*x^3+ 2524*r^4*x^4-16*a^6*p-16*a^6*r-272*a^6*x-48*a^5*b*p-48*a^5*b*r-1024*a^5*b*x-96* a^5*c*p-96*a^5*c*r-1584*a^5*c*x-48*a^5*g*p-48*a^5*g*r-960*a^5*g*x-56*a^5*p^2-16 *a^5*p*q-112*a^5*p*r-560*a^5*p*x-16*a^5*q*r-384*a^5*q*x-56*a^5*r^2-384*a^5*r*x+ 4928*a^5*x^2-48*a^4*b^2*p-48*a^4*b^2*r-1440*a^4*b^2*x-240*a^4*b*c*p-240*a^4*b*c *r-4992*a^4*b*c*x-120*a^4*b*g*p-120*a^4*b*g*r-3016*a^4*b*g*x-152*a^4*b*p^2-32*a ^4*b*p*q-304*a^4*b*p*r-2112*a^4*b*p*x-32*a^4*b*q*r-1192*a^4*b*q*x-152*a^4*b*r^2 -1568*a^4*b*r*x+17128*a^4*b*x^2-240*a^4*c^2*p-240*a^4*c^2*r-3824*a^4*c^2*x-248* a^4*c*g*p-248*a^4*c*g*r-4800*a^4*c*g*x-280*a^4*c*p^2-80*a^4*c*p*q-560*a^4*c*p*r -2296*a^4*c*p*x-80*a^4*c*q*r-1936*a^4*c*q*x-280*a^4*c*r^2-856*a^4*c*r*x+31560*a ^4*c*x^2-60*a^4*g^2*p-60*a^4*g^2*r-1412*a^4*g^2*x-156*a^4*g*p^2-40*a^4*g*p*q-\ 312*a^4*g*p*r-1960*a^4*g*p*x-40*a^4*g*q*r-1212*a^4*g*q*x-156*a^4*g*r^2-1472*a^4 *g*r*x+15836*a^4*g*x^2-76*a^4*p^3-48*a^4*p^2*q-228*a^4*p^2*r+20*a^4*p^2*x-4*a^4 *p*q^2-96*a^4*p*q*r-564*a^4*p*q*x-228*a^4*p*r^2+1112*a^4*p*r*x+17972*a^4*p*x^2-\ 4*a^4*q^2*r-216*a^4*q^2*x-48*a^4*q*r^2-116*a^4*q*r*x+10516*a^4*q*x^2-76*a^4*r^3 +1092*a^4*r^2*x+18592*a^4*r*x^2-5980*a^4*x^3-16*a^3*b^3*p-16*a^3*b^3*r-896*a^3* b^3*x-192*a^3*b^2*c*p-192*a^3*b^2*c*r-5664*a^3*b^2*c*x-96*a^3*b^2*g*p-96*a^3*b^ 2*g*r-3384*a^3*b^2*g*x-136*a^3*b^2*p^2-16*a^3*b^2*p*q-272*a^3*b^2*p*r-2936*a^3* b^2*p*x-16*a^3*b^2*q*r-1232*a^3*b^2*q*x-136*a^3*b^2*r^2-2256*a^3*b^2*r*x+21656* a^3*b^2*x^2-480*a^3*b*c^2*p-480*a^3*b*c^2*r-9664*a^3*b*c^2*x-504*a^3*b*c*g*p-\ 504*a^3*b*c*g*r-12128*a^3*b*c*g*x-608*a^3*b*c*p^2-128*a^3*b*c*p*q-1216*a^3*b*c* p*r-7264*a^3*b*c*p*x-128*a^3*b*c*q*r-4808*a^3*b*c*q*x-608*a^3*b*c*r^2-3408*a^3* b*c*r*x+89952*a^3*b*c*x^2-120*a^3*b*g^2*p-120*a^3*b*g^2*r-3540*a^3*b*g^2*x-336* a^3*b*g*p^2-64*a^3*b*g*p*q-672*a^3*b*g*p*r-5852*a^3*b*g*p*x-64*a^3*b*g*q*r-2940 *a^3*b*g*q*x-336*a^3*b*g*r^2-4320*a^3*b*g*r*x+43616*a^3*b*g*x^2-180*a^3*b*p^3-\ 88*a^3*b*p^2*q-540*a^3*b*p^2*r-604*a^3*b*p^2*x-4*a^3*b*p*q^2-176*a^3*b*p*q*r-\ 2024*a^3*b*p*q*x-540*a^3*b*p*r^2+1332*a^3*b*p*r*x+54296*a^3*b*p*x^2-4*a^3*b*q^2 *r-484*a^3*b*q^2*x-88*a^3*b*q*r^2-924*a^3*b*q*r*x+28308*a^3*b*q*x^2-180*a^3*b*r ^3+1936*a^3*b*r^2*x+54872*a^3*b*r*x^2-15240*a^3*b*x^3-320*a^3*c^3*p-320*a^3*c^3 *r-4880*a^3*c^3*x-520*a^3*c^2*g*p-520*a^3*c^2*g*r-9648*a^3*c^2*g*x-560*a^3*c^2* p^2-160*a^3*c^2*p*q-1120*a^3*c^2*p*r-3480*a^3*c^2*p*x-160*a^3*c^2*q*r-3880*a^3* c^2*q*x-560*a^3*c^2*r^2+568*a^3*c^2*r*x+78688*a^3*c^2*x^2-260*a^3*c*g^2*p-260*a ^3*c*g^2*r-5804*a^3*c*g^2*x-656*a^3*c*g*p^2-168*a^3*c*g*p*q-1312*a^3*c*g*p*r-\ 7108*a^3*c*g*p*x-168*a^3*c*g*q*r-5080*a^3*c*g*q*x-656*a^3*c*g*r^2-3620*a^3*c*g* r*x+83248*a^3*c*g*x^2-304*a^3*c*p^3-192*a^3*c*p^2*q-912*a^3*c*p^2*r+1132*a^3*c* p^2*x-16*a^3*c*p*q^2-384*a^3*c*p*q*r-1980*a^3*c*p*q*x-912*a^3*c*p*r^2+7712*a^3* c*p*r*x+86848*a^3*c*p*x^2-16*a^3*c*q^2*r-880*a^3*c*q^2*x-192*a^3*c*q*r^2+284*a^ 3*c*q*r*x+51644*a^3*c*q*x^2-304*a^3*c*r^3+6580*a^3*c*r^2*x+83232*a^3*c*r*x^2-\ 64028*a^3*c*x^3-40*a^3*g^3*p-40*a^3*g^3*r-1100*a^3*g^3*x-174*a^3*g^2*p^2-40*a^3 *g^2*p*q-348*a^3*g^2*p*r-2738*a^3*g^2*p*x-40*a^3*g^2*q*r-1500*a^3*g^2*q*x-174*a ^3*g^2*r^2-2062*a^3*g^2*r*x+19982*a^3*g^2*x^2-192*a^3*g*p^3-112*a^3*g*p^2*q-576 *a^3*g*p^2*r-504*a^3*g*p^2*x-8*a^3*g*p*q^2-224*a^3*g*p*q*r-2008*a^3*g*p*q*x-576 *a^3*g*p*r^2+1326*a^3*g*p*r*x+50110*a^3*g*p*x^2-8*a^3*g*q^2*r-576*a^3*g*q^2*x-\ 112*a^3*g*q*r^2-898*a^3*g*q*r*x+27502*a^3*g*q*x^2-192*a^3*g*r^3+1830*a^3*g*r^2* x+50674*a^3*g*r*x^2-14150*a^3*g*x^3-50*a^3*p^4-52*a^3*p^3*q-200*a^3*p^3*r+792*a ^3*p^3*x-10*a^3*p^2*q^2-156*a^3*p^2*q*r+326*a^3*p^2*q*x-300*a^3*p^2*r^2+4280*a^ 3*p^2*r*x+22214*a^3*p^2*x^2-20*a^3*p*q^2*r-264*a^3*p*q^2*x-156*a^3*p*q*r^2+2016 *a^3*p*q*r*x+28852*a^3*p*q*x^2-200*a^3*p*r^3+6184*a^3*p*r^2*x+42394*a^3*p*r*x^2 -41374*a^3*p*x^3-46*a^3*q^3*x-10*a^3*q^2*r^2+16*a^3*q^2*r*x+7862*a^3*q^2*x^2-52 *a^3*q*r^3+1690*a^3*q*r^2*x+26430*a^3*q*r*x^2-27130*a^3*q*x^3-50*a^3*r^4+2696*a ^3*r^3*x+21344*a^3*r^2*x^2-50994*a^3*r*x^3-15084*a^3*x^4-208*a^2*b^4*x-48*a^2*b ^3*c*p-48*a^2*b^3*c*r-2688*a^2*b^3*c*x-24*a^2*b^3*g*p-24*a^2*b^3*g*r-1560*a^2*b ^3*g*x-40*a^2*b^3*p^2-80*a^2*b^3*p*r-1776*a^2*b^3*p*x-424*a^2*b^3*q*x-40*a^2*b^ 3*r^2-1344*a^2*b^3*r*x+11480*a^2*b^3*x^2-288*a^2*b^2*c^2*p-288*a^2*b^2*c^2*r-\ 8272*a^2*b^2*c^2*x-304*a^2*b^2*c*g*p-304*a^2*b^2*c*g*r-10296*a^2*b^2*c*g*x-408* a^2*b^2*c*p^2-48*a^2*b^2*c*p*q-816*a^2*b^2*c*p*r-7976*a^2*b^2*c*p*x-48*a^2*b^2* c*q*r-3736*a^2*b^2*c*q*x-408*a^2*b^2*c*r^2-4200*a^2*b^2*c*r*x+88968*a^2*b^2*c*x ^2-68*a^2*b^2*g^2*p-68*a^2*b^2*g^2*r-2940*a^2*b^2*g^2*x-220*a^2*b^2*g*p^2-24*a^ 2*b^2*g*p*q-440*a^2*b^2*g*p*r-6036*a^2*b^2*g*p*x-24*a^2*b^2*g*q*r-2216*a^2*b^2* g*q*x-220*a^2*b^2*g*r^2-4296*a^2*b^2*g*r*x+40668*a^2*b^2*g*x^2-136*a^2*b^2*p^3-\ 40*a^2*b^2*p^2*q-408*a^2*b^2*p^2*r-1384*a^2*b^2*p^2*x-80*a^2*b^2*p*q*r-2252*a^2 *b^2*p*q*x-408*a^2*b^2*p*r^2-716*a^2*b^2*p*r*x+57944*a^2*b^2*p*x^2-268*a^2*b^2* q^2*x-40*a^2*b^2*q*r^2-1328*a^2*b^2*q*r*x+24716*a^2*b^2*q*x^2-136*a^2*b^2*r^3+ 668*a^2*b^2*r^2*x+56516*a^2*b^2*r*x^2-9840*a^2*b^2*x^3-480*a^2*b*c^3*p-480*a^2* b*c^3*r-9248*a^2*b*c^3*x-800*a^2*b*c^2*g*p-800*a^2*b*c^2*g*r-18360*a^2*b*c^2*g* x-912*a^2*b*c^2*p^2-192*a^2*b*c^2*p*q-1824*a^2*b*c^2*p*r-8880*a^2*b*c^2*p*x-192 *a^2*b*c^2*q*r-7232*a^2*b*c^2*q*x-912*a^2*b*c^2*r^2-432*a^2*b*c^2*r*x+171816*a^ 2*b*c^2*x^2-392*a^2*b*c*g^2*p-392*a^2*b*c*g^2*r-10932*a^2*b*c*g^2*x-1064*a^2*b* c*g*p^2-200*a^2*b*c*g*p*q-2128*a^2*b*c*g*p*r-16484*a^2*b*c*g*p*x-200*a^2*b*c*g* q*r-9284*a^2*b*c*g*q*x-1064*a^2*b*c*g*r^2-8188*a^2*b*c*g*r*x+177904*a^2*b*c*g*x ^2-540*a^2*b*c*p^3-264*a^2*b*c*p^2*q-1620*a^2*b*c*p^2*r+228*a^2*b*c*p^2*x-12*a^ 2*b*c*p*q^2-528*a^2*b*c*p*q*r-5732*a^2*b*c*p*q*x-1620*a^2*b*c*p*r^2+10908*a^2*b *c*p*r*x+200492*a^2*b*c*p*x^2-12*a^2*b*c*q^2*r-1472*a^2*b*c*q^2*x-264*a^2*b*c*q *r^2-1448*a^2*b*c*q*r*x+106620*a^2*b*c*q*x^2-540*a^2*b*c*r^3+10680*a^2*b*c*r^2* x+189156*a^2*b*c*r*x^2-150124*a^2*b*c*x^3-56*a^2*b*g^3*p-56*a^2*b*g^3*r-2032*a^ 2*b*g^3*x-274*a^2*b*g^2*p^2-44*a^2*b*g^2*p*q-548*a^2*b*g^2*p*r-6100*a^2*b*g^2*p *x-44*a^2*b*g^2*q*r-2668*a^2*b*g^2*q*x-274*a^2*b*g^2*r^2-4274*a^2*b*g^2*r*x+ 40852*a^2*b*g^2*x^2-334*a^2*b*g*p^3-148*a^2*b*g*p^2*q-1002*a^2*b*g*p^2*r-2374*a ^2*b*g*p^2*x-6*a^2*b*g*p*q^2-296*a^2*b*g*p*q*r-4890*a^2*b*g*p*q*x-1002*a^2*b*g* p*r^2+14*a^2*b*g*p*r*x+113444*a^2*b*g*p*x^2-6*a^2*b*g*q^2*r-916*a^2*b*g*q^2*x-\ 148*a^2*b*g*q*r^2-2516*a^2*b*g*q*r*x+54278*a^2*b*g*q*x^2-334*a^2*b*g*r^3+2388*a ^2*b*g*r^2*x+112004*a^2*b*g*r*x^2-24670*a^2*b*g*x^3-98*a^2*b*p^4-84*a^2*b*p^3*q -392*a^2*b*p^3*r+1162*a^2*b*p^3*x-10*a^2*b*p^2*q^2-252*a^2*b*p^2*q*r-314*a^2*b* p^2*q*x-588*a^2*b*p^2*r^2+7180*a^2*b*p^2*r*x+54080*a^2*b*p^2*x^2-20*a^2*b*p*q^2 *r-786*a^2*b*p*q^2*x-252*a^2*b*p*q*r^2+1756*a^2*b*p*q*r*x+65170*a^2*b*p*q*x^2-\ 392*a^2*b*p*r^3+10874*a^2*b*p*r^2*x+103814*a^2*b*p*r*x^2-101322*a^2*b*p*x^3-54* a^2*b*q^3*x-10*a^2*b*q^2*r^2-332*a^2*b*q^2*r*x+14762*a^2*b*q^2*x^2-84*a^2*b*q*r ^3+2070*a^2*b*q*r^2*x+58852*a^2*b*q*r*x^2-58590*a^2*b*q*x^3-98*a^2*b*r^4+4856*a ^2*b*r^3*x+52998*a^2*b*r^2*x^2-123450*a^2*b*r*x^3-45252*a^2*b*x^4-240*a^2*c^4*p -240*a^2*c^4*r-3456*a^2*c^4*x-552*a^2*c^3*g*p-552*a^2*c^3*g*r-9760*a^2*c^3*g*x-\ 560*a^2*c^3*p^2-160*a^2*c^3*p*q-1120*a^2*c^3*p*r-2224*a^2*c^3*p*x-160*a^2*c^3*q *r-3864*a^2*c^3*q*x-560*a^2*c^3*r^2+3072*a^2*c^3*r*x+96208*a^2*c^3*x^2-428*a^2* c^2*g^2*p-428*a^2*c^2*g^2*r-9040*a^2*c^2*g^2*x-1048*a^2*c^2*g*p^2-264*a^2*c^2*g *p*q-2096*a^2*c^2*g*p*r-9564*a^2*c^2*g*p*x-264*a^2*c^2*g*q*r-8064*a^2*c^2*g*q*x -1048*a^2*c^2*g*r^2-1652*a^2*c^2*g*r*x+161304*a^2*c^2*g*x^2-456*a^2*c^2*p^3-288 *a^2*c^2*p^2*q-1368*a^2*c^2*p^2*r+3448*a^2*c^2*p^2*x-24*a^2*c^2*p*q^2-576*a^2*c ^2*p*q*r-2476*a^2*c^2*p*q*x-1368*a^2*c^2*p*r^2+16972*a^2*c^2*p*r*x+154676*a^2*c ^2*p*x^2-24*a^2*c^2*q^2*r-1344*a^2*c^2*q^2*x-288*a^2*c^2*q*r^2+1680*a^2*c^2*q*r *x+93824*a^2*c^2*q*x^2-456*a^2*c^2*r^3+13524*a^2*c^2*r^2*x+138460*a^2*c^2*r*x^2 -175840*a^2*c^2*x^3-134*a^2*c*g^3*p-134*a^2*c*g^3*r-3448*a^2*c*g^3*x-574*a^2*c* g^2*p^2-128*a^2*c*g^2*p*q-1148*a^2*c*g^2*p*r-8048*a^2*c*g^2*p*x-128*a^2*c*g^2*q *r-4868*a^2*c*g^2*q*x-574*a^2*c*g^2*r^2-4340*a^2*c*g^2*r*x+81184*a^2*c*g^2*x^2-\ 618*a^2*c*g*p^3-356*a^2*c*g*p^2*q-1854*a^2*c*g*p^2*r+34*a^2*c*g*p^2*x-24*a^2*c* g*p*q^2-712*a^2*c*g*p*q*r-6174*a^2*c*g*p*q*x-1854*a^2*c*g*p*r^2+9970*a^2*c*g*p* r*x+188836*a^2*c*g*p*x^2-24*a^2*c*g*q^2*r-1864*a^2*c*g*q^2*x-356*a^2*c*g*q*r^2-\ 1674*a^2*c*g*q*r*x+105234*a^2*c*g*q*x^2-618*a^2*c*g*r^3+9936*a^2*c*g*r^2*x+ 179260*a^2*c*g*r*x^2-128080*a^2*c*g*x^3-150*a^2*c*p^4-156*a^2*c*p^3*q-600*a^2*c *p^3*r+3226*a^2*c*p^3*x-30*a^2*c*p^2*q^2-468*a^2*c*p^2*q*r+1600*a^2*c*p^2*q*x-\ 900*a^2*c*p^2*r^2+16338*a^2*c*p^2*r*x+76500*a^2*c*p^2*x^2-60*a^2*c*p*q^2*r-758* a^2*c*p*q^2*x-468*a^2*c*p*q*r^2+8072*a^2*c*p*q*r*x+101950*a^2*c*p*q*x^2-600*a^2 *c*p*r^3+22998*a^2*c*p*r^2*x+133170*a^2*c*p*r*x^2-204592*a^2*c*p*x^3-138*a^2*c* q^3*x-30*a^2*c*q^2*r^2+184*a^2*c*q^2*r*x+28084*a^2*c*q^2*x^2-156*a^2*c*q*r^3+ 6472*a^2*c*q*r^2*x+88896*a^2*c*q*r*x^2-140300*a^2*c*q*x^3-150*a^2*c*r^4+9886*a^ 2*c*r^3*x+59580*a^2*c*r^2*x^2-240488*a^2*c*r*x^3-22092*a^2*c*x^4-14*a^2*g^4*p-\ 14*a^2*g^4*r-468*a^2*g^4*x-95*a^2*g^3*p^2-18*a^2*g^3*p*q-190*a^2*g^3*p*r-1911*a ^2*g^3*p*x-18*a^2*g^3*q*r-901*a^2*g^3*q*x-95*a^2*g^3*r^2-1373*a^2*g^3*r*x+12292 *a^2*g^3*x^2-180*a^2*g^2*p^3-94*a^2*g^2*p^2*q-540*a^2*g^2*p^2*r-1091*a^2*g^2*p^ 2*x-5*a^2*g^2*p*q^2-188*a^2*g^2*p*q*r-2468*a^2*g^2*p*q*x-540*a^2*g^2*p*r^2-49*a ^2*g^2*p*r*x+51853*a^2*g^2*p*x^2-5*a^2*g^2*q^2*r-548*a^2*g^2*q^2*x-94*a^2*g^2*q *r^2-1282*a^2*g^2*q*r*x+26323*a^2*g^2*q*x^2-180*a^2*g^2*r^3+1042*a^2*g^2*r^2*x+ 51336*a^2*g^2*r*x^2-11472*a^2*g^2*x^3-111*a^2*g*p^4-110*a^2*g*p^3*q-444*a^2*g*p ^3*r+1168*a^2*g*p^3*x-19*a^2*g*p^2*q^2-330*a^2*g*p^2*q*r-248*a^2*g*p^2*q*x-666* a^2*g*p^2*r^2+7067*a^2*g*p^2*r*x+51013*a^2*g*p^2*x^2-38*a^2*g*p*q^2*r-898*a^2*g *p*q^2*x-330*a^2*g*p*q*r^2+1990*a^2*g*p*q*r*x+63628*a^2*g*p*q*x^2-444*a^2*g*p*r ^3+10630*a^2*g*p*r^2*x+98491*a^2*g*p*r*x^2-86614*a^2*g*p*x^3-99*a^2*g*q^3*x-19* a^2*g*q^2*r^2-324*a^2*g*q^2*r*x+15764*a^2*g*q^2*x^2-110*a^2*g*q*r^3+2238*a^2*g* q*r^2*x+58285*a^2*g*q*r*x^2-51936*a^2*g*q*x^3-111*a^2*g*r^4+4731*a^2*g*r^3*x+ 50793*a^2*g*r^2*x^2-106578*a^2*g*r*x^3-36950*a^2*g*x^4-16*a^2*p^5-24*a^2*p^4*q-\ 80*a^2*p^4*r+678*a^2*p^4*x-8*a^2*p^3*q^2-96*a^2*p^3*q*r+888*a^2*p^3*q*x-160*a^2 *p^3*r^2+4086*a^2*p^3*r*x+11478*a^2*p^3*x^2-24*a^2*p^2*q^2*r+158*a^2*p^2*q^2*x-\ 144*a^2*p^2*q*r^2+4252*a^2*p^2*q*r*x+24734*a^2*p^2*q*x^2-160*a^2*p^2*r^3+8190*a ^2*p^2*r^2*x+27246*a^2*p^2*r*x^2-56128*a^2*p^2*x^3-52*a^2*p*q^3*x-24*a^2*p*q^2* r^2+820*a^2*p*q^2*r*x+15712*a^2*p*q^2*x^2-96*a^2*p*q*r^3+5840*a^2*p*q*r^2*x+ 41718*a^2*p*q*r*x^2-83582*a^2*p*q*x^3-80*a^2*p*r^4+6834*a^2*p*r^3*x+19718*a^2*p *r^2*x^2-133430*a^2*p*r*x^3-5090*a^2*p*x^4-2*a^2*q^3*r*x+2456*a^2*q^3*x^2-8*a^2 *q^2*r^3+662*a^2*q^2*r^2*x+13260*a^2*q^2*r*x^2-27454*a^2*q^2*x^3-24*a^2*q*r^4+ 2476*a^2*q*r^3*x+18246*a^2*q*r^2*x^2-96402*a^2*q*r*x^3-5090*a^2*q*x^4-16*a^2*r^ 5+2052*a^2*r^4*x+3950*a^2*r^3*x^2-86220*a^2*r^2*x^3+3178*a^2*r*x^4-432*a*b^4*c* x-232*a*b^4*g*x-392*a*b^4*p*x-272*a*b^4*r*x+1864*a*b^4*x^2-48*a*b^3*c^2*p-48*a* b^3*c^2*r-2656*a*b^3*c^2*x-48*a*b^3*c*g*p-48*a*b^3*c*g*r-3248*a*b^3*c*g*x-80*a* b^3*c*p^2-160*a*b^3*c*p*r-3416*a*b^3*c*p*x-864*a*b^3*c*q*x-80*a*b^3*c*r^2-1872* a*b^3*c*r*x+34320*a*b^3*c*x^2-8*a*b^3*g^2*p-8*a*b^3*g^2*r-876*a*b^3*g^2*x-40*a* b^3*g*p^2-80*a*b^3*g*p*r-2384*a*b^3*g*p*x-488*a*b^3*g*q*x-40*a*b^3*g*r^2-1640*a *b^3*g*r*x+13832*a*b^3*g*x^2-32*a*b^3*p^3-96*a*b^3*p^2*r-928*a*b^3*p^2*x-792*a* b^3*p*q*x-96*a*b^3*p*r^2-1152*a*b^3*p*r*x+24888*a*b^3*p*x^2-520*a*b^3*q*r*x+ 6572*a*b^3*q*x^2-32*a*b^3*r^3-224*a*b^3*r^2*x+22784*a*b^3*r*x^2+2120*a*b^3*x^3-\ 192*a*b^2*c^3*p-192*a*b^2*c^3*r-5296*a*b^2*c^3*x-320*a*b^2*c^2*g*p-320*a*b^2*c^ 2*g*r-10528*a*b^2*c^2*g*x-408*a*b^2*c^2*p^2-48*a*b^2*c^2*p*q-816*a*b^2*c^2*p*r-\ 6976*a*b^2*c^2*p*x-48*a*b^2*c^2*q*r-3760*a*b^2*c^2*q*x-408*a*b^2*c^2*r^2-1336*a *b^2*c^2*r*x+117264*a*b^2*c^2*x^2-144*a*b^2*c*g^2*p-144*a*b^2*c*g^2*r-6124*a*b^ 2*c*g^2*x-464*a*b^2*c*g*p^2-48*a*b^2*c*g*p*q-928*a*b^2*c*g*p*r-11800*a*b^2*c*g* p*x-48*a*b^2*c*g*q*r-4732*a*b^2*c*g*q*x-464*a*b^2*c*g*r^2-5680*a*b^2*c*g*r*x+ 117592*a*b^2*c*g*x^2-272*a*b^2*c*p^3-80*a*b^2*c*p^2*q-816*a*b^2*c*p^2*r-1636*a* b^2*c*p^2*x-160*a*b^2*c*p*q*r-4456*a*b^2*c*p*q*x-816*a*b^2*c*p*r^2+3040*a*b^2*c *p*r*x+146436*a*b^2*c*p*x^2-540*a*b^2*c*q^2*x-80*a*b^2*c*q*r^2-2032*a*b^2*c*q*r *x+64304*a*b^2*c*q*x^2-272*a*b^2*c*r^3+4676*a*b^2*c*r^2*x+135000*a*b^2*c*r*x^2-\ 108164*a*b^2*c*x^3-16*a*b^2*g^3*p-16*a*b^2*g^3*r-1092*a*b^2*g^3*x-112*a*b^2*g^2 *p^2-8*a*b^2*g^2*p*q-224*a*b^2*g^2*p*r-4138*a*b^2*g^2*p*x-8*a*b^2*g^2*q*r-1300* a*b^2*g^2*q*x-112*a*b^2*g^2*r^2-2728*a*b^2*g^2*r*x+25114*a*b^2*g^2*x^2-160*a*b^ 2*g*p^3-40*a*b^2*g*p^2*q-480*a*b^2*g*p^2*r-2580*a*b^2*g*p^2*x-80*a*b^2*g*p*q*r-\ 3310*a*b^2*g*p*q*x-480*a*b^2*g*p*r^2-1966*a*b^2*g*p*r*x+80336*a*b^2*g*p*x^2-314 *a*b^2*g*q^2*x-40*a*b^2*g*q*r^2-1916*a*b^2*g*q*r*x+29828*a*b^2*g*q*x^2-160*a*b^ 2*g*r^3+614*a*b^2*g*r^2*x+77090*a*b^2*g*r*x^2-6890*a*b^2*g*x^3-56*a*b^2*p^4-32* a*b^2*p^3*q-224*a*b^2*p^3*r+290*a*b^2*p^3*x-96*a*b^2*p^2*q*r-952*a*b^2*p^2*q*x-\ 336*a*b^2*p^2*r^2+3032*a*b^2*p^2*r*x+42152*a*b^2*p^2*x^2-498*a*b^2*p*q^2*x-96*a *b^2*p*q*r^2-628*a*b^2*p*q*r*x+45052*a*b^2*p*q*x^2-224*a*b^2*p*r^3+5194*a*b^2*p *r^2*x+80800*a*b^2*p*r*x^2-78522*a*b^2*p*x^3-316*a*b^2*q^2*r*x+6572*a*b^2*q^2*x ^2-32*a*b^2*q*r^3+324*a*b^2*q*r^2*x+38768*a*b^2*q*r*x^2-35790*a*b^2*q*x^3-56*a* b^2*r^4+2452*a*b^2*r^3*x+41052*a*b^2*r^2*x^2-93918*a*b^2*r*x^3-45252*a*b^2*x^4-\ 240*a*b*c^4*p-240*a*b*c^4*r-4352*a*b*c^4*x-568*a*b*c^3*g*p-568*a*b*c^3*g*r-\ 12448*a*b*c^3*g*x-608*a*b*c^3*p^2-128*a*b*c^3*p*q-1216*a*b*c^3*p*r-4360*a*b*c^3 *p*x-128*a*b*c^3*q*r-4808*a*b*c^3*q*x-608*a*b*c^3*r^2+3192*a*b*c^3*r*x+142640*a *b*c^3*x^2-428*a*b*c^2*g^2*p-428*a*b*c^2*g^2*r-11408*a*b*c^2*g^2*x-1132*a*b*c^2 *g*p^2-208*a*b*c^2*g*p*q-2264*a*b*c^2*g*p*r-15372*a*b*c^2*g*p*x-208*a*b*c^2*g*q *r-9876*a*b*c^2*g*q*x-1132*a*b*c^2*g*r^2-2672*a*b*c^2*g*r*x+236768*a*b*c^2*g*x^ 2-540*a*b*c^2*p^3-264*a*b*c^2*p^2*q-1620*a*b*c^2*p^2*r+2508*a*b*c^2*p^2*x-12*a* b*c^2*p*q^2-528*a*b*c^2*p*q*r-5304*a*b*c^2*p*q*x-1620*a*b*c^2*p*r^2+18572*a*b*c ^2*p*r*x+241892*a*b*c^2*p*x^2-12*a*b*c^2*q^2*r-1492*a*b*c^2*q^2*x-264*a*b*c^2*q *r^2+36*a*b*c^2*q*r*x+131420*a*b*c^2*q*x^2-540*a*b*c^2*r^3+16064*a*b*c^2*r^2*x+ 214400*a*b*c^2*r*x^2-289440*a*b*c^2*x^3-122*a*b*c*g^3*p-122*a*b*c*g^3*r-4248*a* b*c*g^3*x-600*a*b*c*g^2*p^2-92*a*b*c*g^2*p*q-1200*a*b*c*g^2*p*r-12206*a*b*c*g^2 *p*x-92*a*b*c*g^2*q*r-5818*a*b*c*g^2*q*x-600*a*b*c*g^2*r^2-5784*a*b*c*g^2*r*x+ 116120*a*b*c*g^2*x^2-710*a*b*c*g*p^3-308*a*b*c*g*p^2*q-2130*a*b*c*g*p^2*r-2894* a*b*c*g*p^2*x-12*a*b*c*g*p*q^2-616*a*b*c*g*p*q*r-10220*a*b*c*g*p*q*x-2130*a*b*c *g*p*r^2+8808*a*b*c*g*p*r*x+290852*a*b*c*g*p*x^2-12*a*b*c*g*q^2*r-1950*a*b*c*g* q^2*x-308*a*b*c*g*q*r^2-3794*a*b*c*g*q*r*x+142316*a*b*c*g*q*x^2-710*a*b*c*g*r^3 +11702*a*b*c*g*r^2*x+270650*a*b*c*g*r*x^2-199392*a*b*c*g*x^3-196*a*b*c*p^4-168* a*b*c*p^3*q-784*a*b*c*p^3*r+3492*a*b*c*p^3*x-20*a*b*c*p^2*q^2-504*a*b*c*p^2*q*r +6*a*b*c*p^2*q*x-1176*a*b*c*p^2*r^2+19464*a*b*c*p^2*r*x+126366*a*b*c*p^2*x^2-40 *a*b*c*p*q^2*r-1582*a*b*c*p*q^2*x-504*a*b*c*p*q*r^2+6000*a*b*c*p*q*r*x+156456*a *b*c*p*q*x^2-784*a*b*c*p*r^3+28452*a*b*c*p*r^2*x+222548*a*b*c*p*r*x^2-345588*a* b*c*p*x^3-108*a*b*c*q^3*x-20*a*b*c*q^2*r^2-556*a*b*c*q^2*r*x+35358*a*b*c*q^2*x^ 2-168*a*b*c*q*r^3+5994*a*b*c*q*r^2*x+135242*a*b*c*q*r*x^2-217004*a*b*c*q*x^3-\ 196*a*b*c*r^4+12480*a*b*c*r^3*x+101732*a*b*c*r^2*x^2-402720*a*b*c*r*x^3-44184*a *b*c*x^4-10*a*b*g^4*p-10*a*b*g^4*r-556*a*b*g^4*x-93*a*b*g^3*p^2-10*a*b*g^3*p*q-\ 186*a*b*g^3*p*r-2805*a*b*g^3*p*x-10*a*b*g^3*q*r-1041*a*b*g^3*q*x-93*a*b*g^3*r^2 -1825*a*b*g^3*r*x+16698*a*b*g^3*x^2-199*a*b*g^2*p^3-74*a*b*g^2*p^2*q-597*a*b*g^ 2*p^2*r-2375*a*b*g^2*p^2*x-2*a*b*g^2*p*q^2-148*a*b*g^2*p*q*r-3706*a*b*g^2*p*q*x -597*a*b*g^2*p*r^2-1356*a*b*g^2*p*r*x+78043*a*b*g^2*p*x^2-2*a*b*g^2*q^2*r-539*a *b*g^2*q^2*x-74*a*b*g^2*q*r^2-1951*a*b*g^2*q*r*x+33613*a*b*g^2*q*x^2-199*a*b*g^ 2*r^3+1019*a*b*g^2*r^2*x+75795*a*b*g^2*r*x^2-12008*a*b*g^2*x^3-138*a*b*g*p^4-\ 108*a*b*g*p^3*q-552*a*b*g*p^3*r+848*a*b*g*p^3*x-10*a*b*g*p^2*q^2-324*a*b*g*p^2* q*r-1693*a*b*g*p^2*q*x-828*a*b*g*p^2*r^2+7500*a*b*g*p^2*r*x+82163*a*b*g*p^2*x^2 -20*a*b*g*p*q^2*r-1371*a*b*g*p*q^2*x-324*a*b*g*p*q*r^2+12*a*b*g*p*q*r*x+93876*a *b*g*p*q*x^2-552*a*b*g*p*r^3+12456*a*b*g*p*r^2*x+157190*a*b*g*p*r*x^2-140182*a* b*g*p*x^3-64*a*b*g*q^3*x-10*a*b*g*q^2*r^2-710*a*b*g*q^2*r*x+18011*a*b*g*q^2*x^2 -108*a*b*g*q*r^3+1705*a*b*g*q*r^2*x+83531*a*b*g*q*r*x^2-70826*a*b*g*q*x^3-138*a *b*g*r^4+5804*a*b*g*r^3*x+79224*a*b*g*r^2*x^2-173032*a*b*g*r*x^3-73900*a*b*g*x^ 4-24*a*b*p^5-32*a*b*p^4*q-120*a*b*p^4*r+836*a*b*p^4*x-8*a*b*p^3*q^2-128*a*b*p^3 *q*r+740*a*b*p^3*q*x-240*a*b*p^3*r^2+5298*a*b*p^3*r*x+20262*a*b*p^3*x^2-24*a*b* p^2*q^2*r-196*a*b*p^2*q^2*x-192*a*b*p^2*q*r^2+4226*a*b*p^2*q*r*x+41544*a*b*p^2* q*x^2-240*a*b*p^2*r^3+10878*a*b*p^2*r^2*x+50636*a*b*p^2*r*x^2-96962*a*b*p^2*x^3 -100*a*b*p*q^3*x-24*a*b*p*q^2*r^2+178*a*b*p*q^2*r*x+23658*a*b*p*q^2*x^2-128*a*b *p*q*r^3+6232*a*b*p*q*r^2*x+72496*a*b*p*q*r*x^2-136576*a*b*p*q*x^3-120*a*b*p*r^ 4+9206*a*b*p*r^3*x+41402*a*b*p*r^2*x^2-229124*a*b*p*r*x^3-10180*a*b*p*x^4-62*a* b*q^3*r*x+2376*a*b*q^3*x^2-8*a*b*q^2*r^3+374*a*b*q^2*r^2*x+19436*a*b*q^2*r*x^2-\ 39614*a*b*q^2*x^3-32*a*b*q*r^4+2746*a*b*q*r^3*x+33362*a*b*q*r^2*x^2-155068*a*b* q*r*x^3-10180*a*b*q*x^4-24*a*b*r^5+2790*a*b*r^4*x+11028*a*b*r^3*x^2-145872*a*b* r^2*x^3+6356*a*b*r*x^4-96*a*c^5*p-96*a*c^5*r-1280*a*c^5*x-296*a*c^4*g*p-296*a*c ^4*g*r-4976*a*c^4*g*x-280*a*c^4*p^2-80*a*c^4*p*q-560*a*c^4*p*r-392*a*c^4*p*x-80 *a*c^4*q*r-1912*a*c^4*q*x-280*a*c^4*r^2+2936*a*c^4*r*x+57936*a*c^4*x^2-316*a*c^ 3*g^2*p-316*a*c^3*g^2*r-6344*a*c^3*g^2*x-752*a*c^3*g*p^2-184*a*c^3*g*p*q-1504*a *c^3*g*p*r-5612*a*c^3*g*p*x-184*a*c^3*g*q*r-5736*a*c^3*g*q*x-752*a*c^3*g*r^2+ 1820*a*c^3*g*r*x+137408*a*c^3*g*x^2-304*a*c^3*p^3-192*a*c^3*p^2*q-912*a*c^3*p^2 *r+3608*a*c^3*p^2*x-16*a*c^3*p*q^2-384*a*c^3*p*q*r-1268*a*c^3*p*q*x-912*a*c^3*p *r^2+15352*a*c^3*p*r*x+120856*a*c^3*p*x^2-16*a*c^3*q^2*r-912*a*c^3*q^2*x-192*a* c^3*q*r^2+2044*a*c^3*q*r*x+74880*a*c^3*q*x^2-304*a*c^3*r^3+11744*a*c^3*r^2*x+ 101424*a*c^3*r*x^2-186032*a*c^3*x^3-150*a*c^2*g^3*p-150*a*c^2*g^3*r-3652*a*c^2* g^3*x-638*a*c^2*g^2*p^2-136*a*c^2*g^2*p*q-1276*a*c^2*g^2*p*r-7946*a*c^2*g^2*p*x -136*a*c^2*g^2*q*r-5338*a*c^2*g^2*q*x-638*a*c^2*g^2*r^2-2122*a*c^2*g^2*r*x+ 108700*a*c^2*g^2*x^2-670*a*c^2*g*p^3-376*a*c^2*g*p^2*q-2010*a*c^2*g*p^2*r+1734* a*c^2*g*p^2*x-24*a*c^2*g*p*q^2-752*a*c^2*g*p*q*r-6406*a*c^2*g*p*q*x-2010*a*c^2* g*p*r^2+17000*a*c^2*g*p*r*x+235434*a*c^2*g*p*x^2-24*a*c^2*g*q^2*r-2000*a*c^2*g* q^2*x-376*a*c^2*g*q*r^2-540*a*c^2*g*q*r*x+132894*a*c^2*g*q*x^2-670*a*c^2*g*r^3+ 15266*a*c^2*g*r^2*x+211386*a*c^2*g*r*x^2-245776*a*c^2*g*x^3-150*a*c^2*p^4-156*a *c^2*p^3*q-600*a*c^2*p^3*r+4178*a*c^2*p^3*x-30*a*c^2*p^2*q^2-468*a*c^2*p^2*q*r+ 2296*a*c^2*p^2*q*x-900*a*c^2*p^2*r^2+20288*a*c^2*p^2*r*x+86932*a*c^2*p^2*x^2-60 *a*c^2*p*q^2*r-724*a*c^2*p*q^2*x-468*a*c^2*p*q*r^2+10324*a*c^2*p*q*r*x+119216*a *c^2*p*q*x^2-600*a*c^2*p*r^3+28042*a*c^2*p*r^2*x+137766*a*c^2*p*r*x^2-307128*a* c^2*p*x^3-138*a*c^2*q^3*x-30*a*c^2*q^2*r^2+320*a*c^2*q^2*r*x+33068*a*c^2*q^2*x^ 2-156*a*c^2*q*r^3+8028*a*c^2*q*r^2*x+99316*a*c^2*q*r*x^2-215976*a*c^2*q*x^3-150 *a*c^2*r^4+11932*a*c^2*r^3*x+53292*a*c^2*r^2*x^2-347928*a*c^2*r*x^3+15736*a*c^2 *x^4-31*a*c*g^4*p-31*a*c*g^4*r-982*a*c*g^4*x-214*a*c*g^3*p^2-38*a*c*g^3*p*q-428 *a*c*g^3*p*r-3933*a*c*g^3*p*x-38*a*c*g^3*q*r-1992*a*c*g^3*q*x-214*a*c*g^3*r^2-\ 2019*a*c*g^3*r*x+34612*a*c*g^3*x^2-403*a*c*g^2*p^3-202*a*c*g^2*p^2*q-1209*a*c*g ^2*p^2*r-1535*a*c*g^2*p^2*x-10*a*c*g^2*p*q^2-404*a*c*g^2*p*q*r-5398*a*c*g^2*p*q *x-1209*a*c*g^2*p*r^2+3602*a*c*g^2*p*r*x+134393*a*c*g^2*p*x^2-10*a*c*g^2*q^2*r-\ 1198*a*c*g^2*q^2*x-202*a*c*g^2*q*r^2-2097*a*c*g^2*q*r*x+69421*a*c*g^2*q*x^2-403 *a*c*g^2*r^3+5137*a*c*g^2*r^2*x+125817*a*c*g^2*r*x^2-83988*a*c*g^2*x^3-244*a*c* g*p^4-236*a*c*g*p^3*q-976*a*c*g*p^3*r+3340*a*c*g*p^3*x-38*a*c*g*p^2*q^2-708*a*c *g*p^2*q*r-209*a*c*g*p^2*q*x-1464*a*c*g*p^2*r^2+19200*a*c*g*p^2*r*x+124367*a*c* g*p^2*x^2-76*a*c*g*p*q^2*r-2001*a*c*g*p*q^2*x-708*a*c*g*p*q*r^2+6094*a*c*g*p*q* r*x+157572*a*c*g*p*q*x^2-976*a*c*g*p*r^3+28380*a*c*g*p*r^2*x+223224*a*c*g*p*r*x ^2-295098*a*c*g*p*x^3-198*a*c*g*q^3*x-38*a*c*g*q^2*r^2-650*a*c*g*q^2*r*x+38713* a*c*g*q^2*x^2-236*a*c*g*q*r^3+6303*a*c*g*q*r^2*x+138543*a*c*g*q*r*x^2-189318*a* c*g*q*x^3-244*a*c*g*r^4+12520*a*c*g*r^3*x+105042*a*c*g*r^2*x^2-344862*a*c*g*r*x ^3-43192*a*c*g*x^4-32*a*c*p^5-48*a*c*p^4*q-160*a*c*p^4*r+1654*a*c*p^4*x-16*a*c* p^3*q^2-192*a*c*p^3*q*r+2168*a*c*p^3*q*x-320*a*c*p^3*r^2+9722*a*c*p^3*r*x+25006 *a*c*p^3*x^2-48*a*c*p^2*q^2*r+410*a*c*p^2*q^2*x-288*a*c*p^2*q*r^2+10132*a*c*p^2 *q*r*x+56072*a*c*p^2*q*x^2-320*a*c*p^2*r^3+19242*a*c*p^2*r^2*x+51218*a*c*p^2*r* x^2-160996*a*c*p^2*x^3-104*a*c*p*q^3*x-48*a*c*p*q^2*r^2+1946*a*c*p*q^2*r*x+ 36622*a*c*p*q^2*x^2-192*a*c*p*q*r^3+13760*a*c*p*q*r^2*x+88000*a*c*p*q*r*x^2-\ 242908*a*c*p*q*x^3-160*a*c*p*r^4+15934*a*c*p*r^3*x+25892*a*c*p*r^2*x^2-365672*a *c*p*r*x^3+26140*a*c*p*x^4-4*a*c*q^3*r*x+5556*a*c*q^3*x^2-16*a*c*q^2*r^3+1536*a *c*q^2*r^2*x+29960*a*c*q^2*r*x^2-81912*a*c*q^2*x^3-48*a*c*q*r^4+5796*a*c*q*r^3* x+34854*a*c*q*r^2*x^2-271024*a*c*q*r*x^3+26140*a*c*q*x^4-32*a*c*r^5+4760*a*c*r^ 4*x-320*a*c*r^3*x^2-223010*a*c*r^2*x^3+56792*a*c*r*x^4-2*a*g^5*p-2*a*g^5*r-100* a*g^5*x-24*a*g^4*p^2-3*a*g^4*p*q-48*a*g^4*p*r-657*a*g^4*p*x-3*a*g^4*q*r-259*a*g ^4*q*x-24*a*g^4*r^2-435*a*g^4*r*x+3686*a*g^4*x^2-72*a*g^3*p^3-31*a*g^3*p^2*q-\ 216*a*g^3*p^2*r-750*a*g^3*p^2*x-a*g^3*p*q^2-62*a*g^3*p*q*r-1256*a*g^3*p*q*x-216 *a*g^3*p*r^2-530*a*g^3*p*r*x+23445*a*g^3*p*x^2-a*g^3*q^2*r-213*a*g^3*q^2*x-31*a *g^3*q*r^2-658*a*g^3*q*r*x+10847*a*g^3*q*x^2-72*a*g^3*r^3+220*a*g^3*r^2*x+22740 *a*g^3*r*x^2-3804*a*g^3*x^3-78*a*g^2*p^4-70*a*g^2*p^3*q-312*a*g^2*p^3*r+436*a*g ^2*p^3*x-9*a*g^2*p^2*q^2-210*a*g^2*p^2*q*r-802*a*g^2*p^2*q*x-468*a*g^2*p^2*r^2+ 3662*a*g^2*p^2*r*x+38041*a*g^2*p^2*x^2-18*a*g^2*p*q^2*r-785*a*g^2*p*q^2*x-210*a *g^2*p*q*r^2+67*a*g^2*p*q*r*x+45166*a*g^2*p*q*x^2-312*a*g^2*p*r^3+6016*a*g^2*p* r^2*x+73534*a*g^2*p*r*x^2-59023*a*g^2*p*x^3-54*a*g^2*q^3*x-9*a*g^2*q^2*r^2-372* a*g^2*q^2*r*x+9851*a*g^2*q^2*x^2-70*a*g^2*q*r^3+869*a*g^2*q*r^2*x+40880*a*g^2*q *r*x^2-31625*a*g^2*q*x^3-78*a*g^2*r^4+2790*a*g^2*r^3*x+37926*a*g^2*r^2*x^2-\ 72885*a*g^2*r*x^3-29514*a*g^2*x^4-30*a*g*p^5-44*a*g*p^4*q-150*a*g*p^4*r+831*a*g *p^4*x-14*a*g*p^3*q^2-176*a*g*p^3*q*r+770*a*g*p^3*q*x-300*a*g*p^3*r^2+5336*a*g* p^3*r*x+20278*a*g*p^3*x^2-42*a*g*p^2*q^2*r-217*a*g*p^2*q^2*x-264*a*g*p^2*q*r^2+ 4517*a*g*p^2*q*r*x+41966*a*g*p^2*q*x^2-300*a*g*p^2*r^3+11022*a*g*p^2*r^2*x+ 52011*a*g*p^2*r*x^2-83215*a*g*p^2*x^3-156*a*g*p*q^3*x-42*a*g*p*q^2*r^2+256*a*g* p*q^2*r*x+24782*a*g*p*q^2*x^2-176*a*g*p*q*r^3+6724*a*g*p*q*r^2*x+74344*a*g*p*q* r*x^2-118566*a*g*p*q*x^3-150*a*g*p*r^4+9360*a*g*p*r^3*x+44047*a*g*p*r^2*x^2-\ 197732*a*g*p*r*x^3-13086*a*g*p*x^4-81*a*g*q^3*r*x+3094*a*g*q^3*x^2-14*a*g*q^2*r ^3+473*a*g*q^2*r^2*x+21082*a*g*q^2*r*x^2-35351*a*g*q^2*x^3-44*a*g*q*r^4+2977*a* g*q*r^3*x+34814*a*g*q*r^2*x^2-136216*a*g*q*r*x^3-13086*a*g*q*x^4-30*a*g*r^5+ 2843*a*g*r^4*x+12314*a*g*r^3*x^2-126605*a*g*r^2*x^3+216*a*g*r*x^4-2*a*p^6-4*a*p ^5*q-12*a*p^5*r+218*a*p^5*x-2*a*p^4*q^2-20*a*p^4*q*r+460*a*p^4*q*x-30*a*p^4*r^2 +1508*a*p^4*r*x+2256*a*p^4*x^2-8*a*p^3*q^2*r+266*a*p^3*q^2*x-40*a*p^3*q*r^2+ 2562*a*p^3*q*r*x+7466*a*p^3*q*x^2-40*a*p^3*r^3+3852*a*p^3*r^2*x+3856*a*p^3*r*x^ 2-26970*a*p^3*x^3+24*a*p^2*q^3*x-12*a*p^2*q^2*r^2+1156*a*p^2*q^2*r*x+8414*a*p^2 *q^2*x^2-40*a*p^2*q*r^3+4926*a*p^2*q*r^2*x+14212*a*p^2*q*r*x^2-64156*a*p^2*q*x^ 3-30*a*p^2*r^4+4688*a*p^2*r^3*x-3372*a*p^2*r^2*x^2-91278*a*p^2*r*x^3+9136*a*p^2 *x^4+102*a*p*q^3*r*x+3454*a*p*q^3*x^2-8*a*p*q^2*r^3+1514*a*p*q^2*r^2*x+13074*a* p*q^2*r*x^2-47402*a*p*q^2*x^3-20*a*p*q*r^4+4006*a*p*q*r^3*x+6242*a*p*q*r^2*x^2-\ 143494*a*p*q*r*x^3+18272*a*p*q*x^4-12*a*p*r^5+2762*a*p*r^4*x-9288*a*p*r^3*x^2-\ 108900*a*p*r^2*x^3+33410*a*p*r*x^4+250*a*q^4*x^2+78*a*q^3*r^2*x+2718*a*q^3*r*x^ 2-10216*a*q^3*x^3-2*a*q^2*r^4+624*a*q^2*r^3*x+5356*a*q^2*r^2*x^2-52216*a*q^2*r* x^3+9136*a*q^2*x^4-4*a*q*r^5+1182*a*q*r^4*x-504*a*q*r^3*x^2-86464*a*q*r^2*x^3+ 33410*a*q*r*x^4-2*a*r^6+636*a*r^5*x-4316*a*r^4*x^2-45100*a*r^3*x^3+28778*a*r^2* x^4-160*b^5*x^2-224*b^4*c^2*x-280*b^4*c*g*x-408*b^4*c*p*x-224*b^4*c*r*x+3744*b^ 4*c*x^2-64*b^4*g^2*x-240*b^4*g*p*x-192*b^4*g*r*x+944*b^4*g*x^2-168*b^4*p^2*x-\ 216*b^4*p*r*x+3268*b^4*p*x^2-352*b^4*q*x^2-48*b^4*r^2*x+2548*b^4*r*x^2+2700*b^4 *x^3-16*b^3*c^3*p-16*b^3*c^3*r-864*b^3*c^3*x-24*b^3*c^2*g*p-24*b^3*c^2*g*r-1752 *b^3*c^2*g*x-40*b^3*c^2*p^2-80*b^3*c^2*p*r-1608*b^3*c^2*p*x-440*b^3*c^2*q*x-40* b^3*c^2*r^2-464*b^3*c^2*r*x+24136*b^3*c^2*x^2-8*b^3*c*g^2*p-8*b^3*c*g^2*r-980*b ^3*c*g^2*x-40*b^3*c*g*p^2-80*b^3*c*g*p*r-2432*b^3*c*g*p*x-536*b^3*c*g*q*x-40*b^ 3*c*g*r^2-1192*b^3*c*g*r*x+22936*b^3*c*g*x^2-32*b^3*c*p^3-96*b^3*c*p^2*r-784*b^ 3*c*p^2*x-808*b^3*c*p*q*x-96*b^3*c*p*r^2-328*b^3*c*p*r*x+32792*b^3*c*p*x^2-472* b^3*c*q*r*x+9328*b^3*c*q*x^2-32*b^3*c*r^3+456*b^3*c*r^2*x+29076*b^3*c*r*x^2-\ 22068*b^3*c*x^3-160*b^3*g^3*x-8*b^3*g^2*p^2-16*b^3*g^2*p*r-772*b^3*g^2*p*x-128* b^3*g^2*q*x-8*b^3*g^2*r^2-524*b^3*g^2*r*x+4244*b^3*g^2*x^2-16*b^3*g*p^3-48*b^3* g*p^2*r-736*b^3*g*p^2*x-480*b^3*g*p*q*x-48*b^3*g*p*r^2-740*b^3*g*p*r*x+17002*b^ 3*g*p*x^2-384*b^3*g*q*r*x+3052*b^3*g*q*x^2-16*b^3*g*r^3-4*b^3*g*r^2*x+15760*b^3 *g*r*x^2+3630*b^3*g*x^3-8*b^3*p^4-32*b^3*p^3*r-88*b^3*p^3*x-336*b^3*p^2*q*x-48* b^3*p^2*r^2+100*b^3*p^2*r*x+10286*b^3*p^2*x^2-432*b^3*p*q*r*x+8734*b^3*p*q*x^2-\ 32*b^3*p*r^3+464*b^3*p*r^2*x+19380*b^3*p*r*x^2-18574*b^3*p*x^3-328*b^3*q^2*x^2-\ 96*b^3*q*r^2*x+6346*b^3*q*r*x^2-4330*b^3*q*x^3-8*b^3*r^4+276*b^3*r^3*x+9398*b^3 *r^2*x^2-21462*b^3*r*x^3-15084*b^3*x^4-48*b^2*c^4*p-48*b^2*c^4*r-1248*b^2*c^4*x -112*b^2*c^3*g*p-112*b^2*c^3*g*r-3648*b^2*c^3*g*x-136*b^2*c^3*p^2-16*b^2*c^3*p* q-272*b^2*c^3*p*r-1920*b^2*c^3*p*x-16*b^2*c^3*q*r-1256*b^2*c^3*q*x-136*b^2*c^3* r^2+640*b^2*c^3*r*x+50080*b^2*c^3*x^2-76*b^2*c^2*g^2*p-76*b^2*c^2*g^2*r-3288*b^ 2*c^2*g^2*x-244*b^2*c^2*g*p^2-24*b^2*c^2*g*p*q-488*b^2*c^2*g*p*r-5760*b^2*c^2*g *p*x-24*b^2*c^2*g*q*r-2548*b^2*c^2*g*q*x-244*b^2*c^2*g*r^2-1116*b^2*c^2*g*r*x+ 82152*b^2*c^2*g*x^2-136*b^2*c^2*p^3-40*b^2*c^2*p^2*q-408*b^2*c^2*p^2*r-176*b^2* c^2*p^2*x-80*b^2*c^2*p*q*r-2188*b^2*c^2*p*q*x-408*b^2*c^2*p*r^2+4020*b^2*c^2*p* r*x+90368*b^2*c^2*p*x^2-272*b^2*c^2*q^2*x-40*b^2*c^2*q*r^2-672*b^2*c^2*q*r*x+ 40748*b^2*c^2*q*x^2-136*b^2*c^2*r^3+4196*b^2*c^2*r^2*x+79012*b^2*c^2*r*x^2-\ 113600*b^2*c^2*x^3-16*b^2*c*g^3*p-16*b^2*c*g^3*r-1176*b^2*c*g^3*x-120*b^2*c*g^2 *p^2-8*b^2*c*g^2*p*q-240*b^2*c*g^2*p*r-4236*b^2*c*g^2*p*x-8*b^2*c*g^2*q*r-1440* b^2*c*g^2*q*x-120*b^2*c*g^2*r^2-1858*b^2*c*g^2*r*x+38968*b^2*c*g^2*x^2-168*b^2* c*g*p^3-40*b^2*c*g*p^2*q-504*b^2*c*g*p^2*r-2160*b^2*c*g*p^2*x-80*b^2*c*g*p*q*r-\ 3518*b^2*c*g*p*q*x-504*b^2*c*g*p*r^2+938*b^2*c*g*p*r*x+106080*b^2*c*g*p*x^2-326 *b^2*c*g*q^2*x-40*b^2*c*g*q*r^2-1756*b^2*c*g*q*r*x+41146*b^2*c*g*q*x^2-168*b^2* c*g*r^3+3098*b^2*c*g*r^2*x+96754*b^2*c*g*r*x^2-71312*b^2*c*g*x^3-56*b^2*c*p^4-\ 32*b^2*c*p^3*q-224*b^2*c*p^3*r+648*b^2*c*p^3*x-96*b^2*c*p^2*q*r-860*b^2*c*p^2*q *x-336*b^2*c*p^2*r^2+4774*b^2*c*p^2*r*x+50416*b^2*c*p^2*x^2-502*b^2*c*p*q^2*x-\ 96*b^2*c*p*q*r^2+12*b^2*c*p*q*r*x+55606*b^2*c*p*q*x^2-224*b^2*c*p*r^3+7604*b^2* c*p*r^2*x+89400*b^2*c*p*r*x^2-140996*b^2*c*p*x^3-304*b^2*c*q^2*r*x+7824*b^2*c*q ^2*x^2-32*b^2*c*q*r^3+872*b^2*c*q*r^2*x+46368*b^2*c*q*r*x^2-76704*b^2*c*q*x^3-\ 56*b^2*c*r^4+3478*b^2*c*r^3*x+40980*b^2*c*r^2*x^2-162232*b^2*c*r*x^3-22092*b^2* c*x^4-144*b^2*g^4*x-16*b^2*g^3*p^2-32*b^2*g^3*p*r-918*b^2*g^3*p*x-240*b^2*g^3*q *x-16*b^2*g^3*r^2-570*b^2*g^3*r*x+5206*b^2*g^3*x^2-44*b^2*g^2*p^3-8*b^2*g^2*p^2 *q-132*b^2*g^2*p^2*r-1091*b^2*g^2*p^2*x-16*b^2*g^2*p*q*r-1134*b^2*g^2*p*q*x-132 *b^2*g^2*p*r^2-862*b^2*g^2*p*r*x+27418*b^2*g^2*p*x^2-80*b^2*g^2*q^2*x-8*b^2*g^2 *q*r^2-730*b^2*g^2*q*r*x+8518*b^2*g^2*q*x^2-44*b^2*g^2*r^3+229*b^2*g^2*r^2*x+ 26325*b^2*g^2*r*x^2-536*b^2*g^2*x^3-36*b^2*g*p^4-16*b^2*g*p^3*q-144*b^2*g*p^3*r -77*b^2*g*p^3*x-48*b^2*g*p^2*q*r-994*b^2*g*p^2*q*x-216*b^2*g*p^2*r^2+1417*b^2*g *p^2*r*x+31637*b^2*g*p^2*x^2-300*b^2*g*p*q^2*x-48*b^2*g*p*q*r^2-848*b^2*g*p*q*r *x+31222*b^2*g*p*q*x^2-144*b^2*g*p*r^3+3065*b^2*g*p*r^2*x+59614*b^2*g*p*r*x^2-\ 53568*b^2*g*p*x^3-240*b^2*g*q^2*r*x+2734*b^2*g*q^2*x^2-16*b^2*g*q*r^3+146*b^2*g *q*r^2*x+26161*b^2*g*q*r*x^2-18890*b^2*g*q*x^3-36*b^2*g*r^4+1571*b^2*g*r^3*x+ 28449*b^2*g*r^2*x^2-66454*b^2*g*r*x^3-36950*b^2*g*x^4-8*b^2*p^5-8*b^2*p^4*q-40* b^2*p^4*r+206*b^2*p^4*x-32*b^2*p^3*q*r-4*b^2*p^3*q*x-80*b^2*p^3*r^2+1464*b^2*p^ 3*r*x+8720*b^2*p^3*x^2-210*b^2*p^2*q^2*x-48*b^2*p^2*q*r^2+538*b^2*p^2*q*r*x+ 16618*b^2*p^2*q*x^2-80*b^2*p^2*r^3+3156*b^2*p^2*r^2*x+22782*b^2*p^2*r*x^2-40834 *b^2*p^2*x^3-270*b^2*p*q^2*r*x+7754*b^2*p*q^2*x^2-32*b^2*p*q*r^3+1088*b^2*p*q*r ^2*x+29562*b^2*p*q*r*x^2-52994*b^2*p*q*x^3-40*b^2*p*r^4+2744*b^2*p*r^3*x+20436* b^2*p*r^2*x^2-95694*b^2*p*r*x^3-5090*b^2*p*x^4-144*b^2*q^3*x^2-60*b^2*q^2*r^2*x +5568*b^2*q^2*r*x^2-12160*b^2*q^2*x^3-8*b^2*q*r^4+546*b^2*q*r^3*x+13868*b^2*q*r ^2*x^2-58666*b^2*q*r*x^3-5090*b^2*q*x^4-8*b^2*r^5+846*b^2*r^4*x+6374*b^2*r^3*x^ 2-59652*b^2*r^2*x^3+3178*b^2*r*x^4-48*b*c^5*p-48*b*c^5*r-800*b*c^5*x-152*b*c^4* g*p-152*b*c^4*g*r-3200*b*c^4*g*x-152*b*c^4*p^2-32*b*c^4*p*q-304*b*c^4*p*r-632*b *c^4*p*x-32*b*c^4*q*r-1192*b*c^4*q*x-152*b*c^4*r^2+1784*b*c^4*r*x+43632*b*c^4*x ^2-156*b*c^3*g^2*p-156*b*c^3*g^2*r-4048*b*c^3*g^2*x-404*b*c^3*g*p^2-72*b*c^3*g* p*q-808*b*c^3*g*p*r-4736*b*c^3*g*p*x-72*b*c^3*g*q*r-3532*b*c^3*g*q*x-404*b*c^3* g*r^2+1280*b*c^3*g*r*x+103376*b*c^3*g*x^2-180*b*c^3*p^3-88*b*c^3*p^2*q-540*b*c^ 3*p^2*r+1696*b*c^3*p^2*x-4*b*c^3*p*q^2-176*b*c^3*p*q*r-1596*b*c^3*p*q*x-540*b*c ^3*p*r^2+9068*b*c^3*p*r*x+95832*b*c^3*p*x^2-4*b*c^3*q^2*r-504*b*c^3*q^2*x-88*b* c^3*q*r^2+560*b*c^3*q*r*x+53200*b*c^3*q*x^2-180*b*c^3*r^3+7372*b*c^3*r^2*x+ 79908*b*c^3*r*x^2-156912*b*c^3*x^3-66*b*c^2*g^3*p-66*b*c^2*g^3*r-2272*b*c^2*g^3 *x-330*b*c^2*g^2*p^2-48*b*c^2*g^2*p*q-660*b*c^2*g^2*p*r-6150*b*c^2*g^2*p*x-48*b *c^2*g^2*q*r-3214*b*c^2*g^2*q*x-330*b*c^2*g^2*r^2-1186*b*c^2*g^2*r*x+80788*b*c^ 2*g^2*x^2-380*b*c^2*g*p^3-160*b*c^2*g*p^2*q-1140*b*c^2*g*p^2*r-428*b*c^2*g*p^2* x-6*b*c^2*g*p*q^2-320*b*c^2*g*p*q*r-5402*b*c^2*g*p*q*x-1140*b*c^2*g*p*r^2+9618* b*c^2*g*p*r*x+184458*b*c^2*g*p*x^2-6*b*c^2*g*q^2*r-1034*b*c^2*g*q^2*x-160*b*c^2 *g*q*r^2-1270*b*c^2*g*q*r*x+91710*b*c^2*g*q*x^2-380*b*c^2*g*r^3+10046*b*c^2*g*r ^2*x+162546*b*c^2*g*r*x^2-203216*b*c^2*g*x^3-98*b*c^2*p^4-84*b*c^2*p^3*q-392*b* c^2*p^3*r+2398*b*c^2*p^3*x-10*b*c^2*p^2*q^2-252*b*c^2*p^2*q*r+360*b*c^2*p^2*q*x -588*b*c^2*p^2*r^2+12600*b*c^2*p^2*r*x+72908*b*c^2*p^2*x^2-20*b*c^2*p*q^2*r-796 *b*c^2*p*q^2*x-252*b*c^2*p*q*r^2+4388*b*c^2*p*q*r*x+93008*b*c^2*p*q*x^2-392*b*c ^2*p*r^3+18006*b*c^2*p*r^2*x+117502*b*c^2*p*r*x^2-264824*b*c^2*p*x^3-54*b*c^2*q ^3*x-10*b*c^2*q^2*r^2-224*b*c^2*q^2*r*x+20884*b*c^2*q^2*x^2-84*b*c^2*q*r^3+4028 *b*c^2*q*r^2*x+77088*b*c^2*q*r*x^2-173672*b*c^2*q*x^3-98*b*c^2*r^4+7804*b*c^2*r ^3*x+46956*b*c^2*r^2*x^2-298232*b*c^2*r*x^3+15736*b*c^2*x^4-10*b*c*g^4*p-10*b*c *g^4*r-586*b*c*g^4*x-103*b*c*g^3*p^2-10*b*c*g^3*p*q-206*b*c*g^3*p*r-2914*b*c*g^ 3*p*x-10*b*c*g^3*q*r-1161*b*c*g^3*q*x-103*b*c*g^3*r^2-1254*b*c*g^3*r*x+25072*b* c*g^3*x^2-219*b*c*g^2*p^3-78*b*c*g^2*p^2*q-657*b*c*g^2*p^2*r-2028*b*c*g^2*p^2*x -2*b*c*g^2*p*q^2-156*b*c*g^2*p*q*r-4066*b*c*g^2*p*q*x-657*b*c*g^2*p*r^2+1492*b* c*g^2*p*r*x+103441*b*c*g^2*p*x^2-2*b*c*g^2*q^2*r-583*b*c*g^2*q^2*x-78*b*c*g^2*q *r^2-1747*b*c*g^2*q*r*x+45881*b*c*g^2*q*x^2-219*b*c*g^2*r^3+3520*b*c*g^2*r^2*x+ 95184*b*c*g^2*r*x^2-66004*b*c*g^2*x^3-148*b*c*g*p^4-112*b*c*g*p^3*q-592*b*c*g*p ^3*r+1486*b*c*g*p^3*x-10*b*c*g*p^2*q^2-336*b*c*g*p^2*q*r-1659*b*c*g*p^2*q*x-888 *b*c*g*p^2*r^2+11204*b*c*g*p^2*r*x+101611*b*c*g*p^2*x^2-20*b*c*g*p*q^2*r-1463*b *c*g*p*q^2*x-336*b*c*g*p*q*r^2+1390*b*c*g*p*q*r*x+118164*b*c*g*p*q*x^2-592*b*c* g*p*r^3+17950*b*c*g*p*r^2*x+180246*b*c*g*p*r*x^2-248738*b*c*g*p*x^3-64*b*c*g*q^ 3*x-10*b*c*g*q^2*r^2-742*b*c*g*q^2*r*x+22061*b*c*g*q^2*x^2-112*b*c*g*q*r^3+3049 *b*c*g*q*r^2*x+100929*b*c*g*q*r*x^2-142958*b*c*g*q*x^3-148*b*c*g*r^4+8232*b*c*g *r^3*x+81690*b*c*g*r^2*x^2-290906*b*c*g*r*x^3-43192*b*c*g*x^4-24*b*c*p^5-32*b*c *p^4*q-120*b*c*p^4*r+1050*b*c*p^4*x-8*b*c*p^3*q^2-128*b*c*p^3*q*r+964*b*c*p^3*q *x-240*b*c*p^3*r^2+6452*b*c*p^3*r*x+22530*b*c*p^3*x^2-24*b*c*p^2*q^2*r-186*b*c* p^2*q^2*x-192*b*c*p^2*q*r^2+5266*b*c*p^2*q*r*x+48112*b*c*p^2*q*x^2-240*b*c*p^2* r^3+13056*b*c*p^2*r^2*x+49508*b*c*p^2*r*x^2-141680*b*c*p^2*x^3-100*b*c*p*q^3*x-\ 24*b*c*p*q^2*r^2+292*b*c*p*q^2*r*x+28130*b*c*p*q^2*x^2-128*b*c*p*q*r^3+7640*b*c *p*q*r^2*x+78796*b*c*p*q*r*x^2-204276*b*c*p*q*x^3-120*b*c*p*r^4+10956*b*c*p*r^3 *x+31638*b*c*p*r^2*x^2-320808*b*c*p*r*x^3+26140*b*c*p*x^4-62*b*c*q^3*r*x+2548*b *c*q^3*x^2-8*b*c*q^2*r^3+478*b*c*q^2*r^2*x+22466*b*c*q^2*r*x^2-62596*b*c*q^2*x^ 3-32*b*c*q*r^4+3338*b*c*q*r^3*x+33500*b*c*q*r^2*x^2-226160*b*c*q*r*x^3+26140*b* c*q*x^4-24*b*c*r^5+3302*b*c*r^4*x+4660*b*c*r^3*x^2-193950*b*c*r^2*x^3+56792*b*c *r*x^4-56*b*g^5*x-10*b*g^4*p^2-20*b*g^4*p*r-472*b*g^4*p*x-144*b*g^4*q*x-10*b*g^ 4*r^2-282*b*g^4*r*x+2534*b*g^4*x^2-37*b*g^3*p^3-10*b*g^3*p^2*q-111*b*g^3*p^2*r-\ 695*b*g^3*p^2*x-20*b*g^3*p*q*r-882*b*g^3*p*q*x-111*b*g^3*p*r^2-525*b*g^3*p*r*x+ 17585*b*g^3*p*x^2-96*b*g^3*q^2*x-10*b*g^3*q*r^2-486*b*g^3*q*r*x+6663*b*g^3*q*x^ 2-37*b*g^3*r^3+170*b*g^3*r^2*x+16944*b*g^3*r*x^2-1812*b*g^3*x^3-45*b*g^2*p^4-30 *b*g^2*p^3*q-180*b*g^2*p^3*r+26*b*g^2*p^3*x-2*b*g^2*p^2*q^2-90*b*g^2*p^2*q*r-\ 951*b*g^2*p^2*q*x-270*b*g^2*p^2*r^2+1858*b*g^2*p^2*r*x+30335*b*g^2*p^2*x^2-4*b* g^2*p*q^2*r-486*b*g^2*p*q^2*x-90*b*g^2*p*q*r^2-593*b*g^2*p*q*r*x+32482*b*g^2*p* q*x^2-180*b*g^2*p*r^3+3638*b*g^2*p*r^2*x+57467*b*g^2*p*r*x^2-47571*b*g^2*p*x^3-\ 16*b*g^2*q^3*x-2*b*g^2*q^2*r^2-302*b*g^2*q^2*r*x+4873*b*g^2*q^2*x^2-30*b*g^2*q* r^3+358*b*g^2*q*r^2*x+28426*b*g^2*q*r*x^2-20173*b*g^2*q*x^3-45*b*g^2*r^4+1806*b *g^2*r^3*x+27876*b*g^2*r^2*x^2-60115*b*g^2*r*x^3-29514*b*g^2*x^4-20*b*g*p^5-24* b*g*p^4*q-100*b*g*p^4*r+453*b*g*p^4*x-4*b*g*p^3*q^2-96*b*g*p^3*q*r+110*b*g*p^3* q*x-200*b*g*p^3*r^2+3281*b*g*p^3*r*x+17398*b*g*p^3*x^2-12*b*g*p^2*q^2*r-403*b*g *p^2*q^2*x-144*b*g*p^2*q*r^2+1844*b*g*p^2*q*r*x+33914*b*g*p^2*q*x^2-200*b*g*p^2 *r^3+7125*b*g*p^2*r^2*x+45076*b*g*p^2*r*x^2-71429*b*g*p^2*x^3-60*b*g*p*q^3*x-12 *b*g*p*q^2*r^2-329*b*g*p*q^2*r*x+17318*b*g*p*q^2*x^2-96*b*g*p*q*r^3+3358*b*g*p* q*r^2*x+59860*b*g*p*q*r*x^2-94994*b*g*p*q*x^3-100*b*g*p*r^4+6219*b*g*p*r^3*x+ 39026*b*g*p*r^2*x^2-169284*b*g*p*r*x^3-13086*b*g*p*x^4-48*b*g*q^3*r*x+802*b*g*q ^3*x^2-4*b*g*q^2*r^3+74*b*g*q^2*r^2*x+13533*b*g*q^2*r*x^2-23565*b*g*q^2*x^3-24* b*g*q*r^4+1624*b*g*q*r^3*x+27187*b*g*q*r^2*x^2-107768*b*g*q*r*x^3-13086*b*g*q*x ^4-20*b*g*r^5+1922*b*g*r^4*x+11348*b*g*r^3*x^2-105075*b*g*r^2*x^3+216*b*g*r*x^4 -2*b*p^6-4*b*p^5*q-12*b*p^5*r+152*b*p^5*x-2*b*p^4*q^2-20*b*p^4*q*r+262*b*p^4*q* x-30*b*p^4*r^2+1088*b*p^4*r*x+2290*b*p^4*x^2-8*b*p^3*q^2*r+68*b*p^3*q^2*x-40*b* p^3*q*r^2+1566*b*p^3*q*r*x+7294*b*p^3*q*x^2-40*b*p^3*r^3+2832*b*p^3*r^2*x+5256* b*p^3*r*x^2-24248*b*p^3*x^3-42*b*p^2*q^3*x-12*b*p^2*q^2*r^2+424*b*p^2*q^2*r*x+ 7694*b*p^2*q^2*x^2-40*b*p^2*q*r^3+3126*b*p^2*q*r^2*x+16254*b*p^2*q*r*x^2-55990* b*p^2*q*x^3-30*b*p^2*r^4+3488*b*p^2*r^3*x+1276*b*p^2*r^2*x^2-82160*b*p^2*r*x^3+ 9136*b*p^2*x^4-54*b*p*q^3*r*x+2666*b*p*q^3*x^2-8*b*p*q^2*r^3+644*b*p*q^2*r^2*x+ 12958*b*p*q^2*r*x^2-39236*b*p*q^2*x^3-20*b*p*q*r^4+2602*b*p*q*r^3*x+11516*b*p*q *r^2*x^2-125258*b*p*q*r*x^3+18272*b*p*q*x^4-12*b*p*r^5+2072*b*p*r^4*x-4056*b*p* r^3*x^2-98632*b*p*r^2*x^3+33410*b*p*r*x^4-24*b*q^4*x^2-12*b*q^3*r^2*x+1960*b*q^ 3*r*x^2-7494*b*q^3*x^3-2*b*q^2*r^4+288*b*q^2*r^3*x+5982*b*q^2*r^2*x^2-43098*b*q ^2*r*x^3+9136*b*q^2*x^4-4*b*q*r^5+780*b*q*r^4*x+2556*b*q*r^3*x^2-76196*b*q*r^2* x^3+33410*b*q*r*x^4-2*b*r^6+480*b*r^5*x-2366*b*r^4*x^2-41708*b*r^3*x^3+28778*b* r^2*x^4-16*c^6*p-16*c^6*r-192*c^6*x-64*c^5*g*p-64*c^5*g*r-1024*c^5*g*x-56*c^5*p ^2-16*c^5*p*q-112*c^5*p*r+88*c^5*p*x-16*c^5*q*r-376*c^5*q*x-56*c^5*r^2+904*c^5* r*x+13784*c^5*x^2-88*c^4*g^2*p-88*c^4*g^2*r-1696*c^4*g^2*x-204*c^4*g*p^2-48*c^4 *g*p*q-408*c^4*g*p*r-1196*c^4*g*p*x-48*c^4*g*q*r-1540*c^4*g*q*x-204*c^4*g*r^2+ 1324*c^4*g*r*x+43540*c^4*g*x^2-76*c^4*p^3-48*c^4*p^2*q-228*c^4*p^2*r+1272*c^4*p ^2*x-4*c^4*p*q^2-96*c^4*p*q*r-208*c^4*p*q*x-228*c^4*p*r^2+4980*c^4*p*r*x+35048* c^4*p*x^2-4*c^4*q^2*r-232*c^4*q^2*x-48*c^4*q*r^2+764*c^4*q*r*x+22184*c^4*q*x^2-\ 76*c^4*r^3+3708*c^4*r^2*x+27564*c^4*r*x^2-68384*c^4*x^3-56*c^3*g^3*p-56*c^3*g^3 *r-1312*c^3*g^3*x-238*c^3*g^2*p^2-48*c^3*g^2*p*q-476*c^3*g^2*p*r-2630*c^3*g^2*p *x-48*c^3*g^2*q*r-1970*c^3*g^2*q*x-238*c^3*g^2*r^2+214*c^3*g^2*r*x+48090*c^3*g^ 2*x^2-244*c^3*g*p^3-132*c^3*g*p^2*q-732*c^3*g*p^2*r+1216*c^3*g*p^2*x-8*c^3*g*p* q^2-264*c^3*g*p*q*r-2240*c^3*g*p*q*x-732*c^3*g*p*r^2+8476*c^3*g*p*r*x+97436*c^3 *g*p*x^2-8*c^3*g*q^2*r-712*c^3*g*q^2*x-132*c^3*g*q*r^2+236*c^3*g*q*r*x+55436*c^ 3*g*q*x^2-244*c^3*g*r^3+7260*c^3*g*r^2*x+83024*c^3*g*r*x^2-134576*c^3*g*x^3-50* c^3*p^4-52*c^3*p^3*q-200*c^3*p^3*r+1750*c^3*p^3*x-10*c^3*p^2*q^2-156*c^3*p^2*q* r+1022*c^3*p^2*q*x-300*c^3*p^2*r^2+8260*c^3*p^2*r*x+32670*c^3*p^2*x^2-20*c^3*p* q^2*r-230*c^3*p*q^2*x-156*c^3*p*q*r^2+4268*c^3*p*q*r*x+46172*c^3*p*q*x^2-200*c^ 3*p*r^3+11270*c^3*p*r^2*x+46778*c^3*p*r*x^2-145328*c^3*p*x^3-46*c^3*q^3*x-10*c^ 3*q^2*r^2+152*c^3*q^2*r*x+12846*c^3*q^2*x^2-52*c^3*q*r^3+3246*c^3*q*r^2*x+36770 *c^3*q*r*x^2-104048*c^3*q*x^3-50*c^3*r^4+4760*c^3*r^3*x+14808*c^3*r^2*x^2-\ 159488*c^3*r*x^3+24800*c^3*x^4-17*c^2*g^4*p-17*c^2*g^4*r-524*c^2*g^4*x-121*c^2* g^3*p^2-20*c^2*g^3*p*q-242*c^2*g^3*p*r-2041*c^2*g^3*p*x-20*c^2*g^3*q*r-1115*c^2 *g^3*q*x-121*c^2*g^3*r^2-535*c^2*g^3*r*x+24055*c^2*g^3*x^2-227*c^2*g^2*p^3-108* c^2*g^2*p^2*q-681*c^2*g^2*p^2*r-402*c^2*g^2*p^2*x-5*c^2*g^2*p*q^2-216*c^2*g^2*p *q*r-2988*c^2*g^2*p*q*x-681*c^2*g^2*p*r^2+4125*c^2*g^2*p*r*x+86750*c^2*g^2*p*x^ 2-5*c^2*g^2*q^2*r-650*c^2*g^2*q^2*x-108*c^2*g^2*q*r^2-797*c^2*g^2*q*r*x+45254*c ^2*g^2*q*x^2-227*c^2*g^2*r^3+4527*c^2*g^2*r^2*x+77199*c^2*g^2*r*x^2-84984*c^2*g ^2*x^3-135*c^2*g*p^4-126*c^2*g*p^3*q-540*c^2*g*p^3*r+2243*c^2*g*p^3*x-19*c^2*g* p^2*q^2-378*c^2*g*p^2*q*r+31*c^2*g*p^2*q*x-810*c^2*g*p^2*r^2+12656*c^2*g*p^2*r* x+75889*c^2*g*p^2*x^2-38*c^2*g*p*q^2*r-1103*c^2*g*p*q^2*x-378*c^2*g*p*q*r^2+ 4254*c^2*g*p*q*r*x+97302*c^2*g*p*q*x^2-540*c^2*g*p*r^3+18583*c^2*g*p*r^2*x+ 127015*c^2*g*p*r*x^2-228760*c^2*g*p*x^3-99*c^2*g*q^3*x-19*c^2*g*q^2*r^2-326*c^2 *g*q^2*r*x+23425*c^2*g*q^2*x^2-126*c^2*g*q*r^3+4223*c^2*g*q*r^2*x+82111*c^2*g*q *r*x^2-151672*c^2*g*q*x^3-135*c^2*g*r^4+8170*c^2*g*r^3*x+54006*c^2*g*r^2*x^2-\ 257152*c^2*g*r*x^3+4096*c^2*g*x^4-16*c^2*p^5-24*c^2*p^4*q-80*c^2*p^4*r+996*c^2* p^4*x-8*c^2*p^3*q^2-96*c^2*p^3*q*r+1300*c^2*p^3*q*x-160*c^2*p^3*r^2+5754*c^2*p^ 3*r*x+13540*c^2*p^3*x^2-24*c^2*p^2*q^2*r+252*c^2*p^2*q^2*x-144*c^2*p^2*q*r^2+ 5970*c^2*p^2*q*r*x+31700*c^2*p^2*q*x^2-160*c^2*p^2*r^3+11286*c^2*p^2*r^2*x+ 23090*c^2*p^2*r*x^2-110664*c^2*p^2*x^3-52*c^2*p*q^3*x-24*c^2*p*q^2*r^2+1126*c^2 *p*q^2*r*x+21260*c^2*p*q^2*x^2-96*c^2*p*q*r^3+8040*c^2*p*q*r^2*x+46144*c^2*p*q* r*x^2-168912*c^2*p*q*x^3-80*c^2*p*r^4+9294*c^2*p*r^3*x+4326*c^2*p*r^2*x^2-\ 241660*c^2*p*r*x^3+40856*c^2*p*x^4-2*c^2*q^3*r*x+3100*c^2*q^3*x^2-8*c^2*q^2*r^3 +874*c^2*q^2*r^2*x+16850*c^2*q^2*r*x^2-58248*c^2*q^2*x^3-24*c^2*q*r^4+3370*c^2* q*r^3*x+16242*c^2*q*r^2*x^2-183268*c^2*q*r*x^3+40856*c^2*q*x^4-16*c^2*r^5+2766* c^2*r^4*x-5224*c^2*r^3*x^2-140728*c^2*r^2*x^3+65440*c^2*r*x^4-2*c*g^5*p-2*c*g^5 *r-104*c*g^5*x-27*c*g^4*p^2-3*c*g^4*p*q-54*c*g^4*p*r-694*c*g^4*p*x-3*c*g^4*q*r-\ 290*c*g^4*q*x-27*c*g^4*r^2-316*c*g^4*r*x+5450*c*g^4*x^2-82*c*g^3*p^3-33*c*g^3*p ^2*q-246*c*g^3*p^2*r-678*c*g^3*p^2*x-c*g^3*p*q^2-66*c*g^3*p*q*r-1412*c*g^3*p*q* x-246*c*g^3*p*r^2+258*c*g^3*p*r*x+31197*c*g^3*p*x^2-c*g^3*q^2*r-232*c*g^3*q^2*x -33*c*g^3*q*r^2-592*c*g^3*q*r*x+14769*c*g^3*q*x^2-82*c*g^3*r^3+936*c*g^3*r^2*x+ 28713*c*g^3*r*x^2-18244*c*g^3*x^3-89*c*g^2*p^4-76*c*g^2*p^3*q-356*c*g^2*p^3*r+ 710*c*g^2*p^3*x-9*c*g^2*p^2*q^2-228*c*g^2*p^2*q*r-858*c*g^2*p^2*q*x-534*c*g^2*p ^2*r^2+5423*c*g^2*p^2*r*x+48133*c*g^2*p^2*x^2-18*c*g^2*p*q^2*r-882*c*g^2*p*q^2* x-228*c*g^2*p*q*r^2+630*c*g^2*p*q*r*x+57700*c*g^2*p*q*x^2-356*c*g^2*p*r^3+8716* c*g^2*p*r^2*x+87027*c*g^2*p*r*x^2-104396*c*g^2*p*x^3-54*c*g^2*q^3*x-9*c*g^2*q^2 *r^2-403*c*g^2*q^2*r*x+12295*c*g^2*q^2*x^2-76*c*g^2*q*r^3+1488*c*g^2*q*r^2*x+ 50133*c*g^2*q*r*x^2-62060*c*g^2*q*x^3-89*c*g^2*r^4+4003*c*g^2*r^3*x+41079*c*g^2 *r^2*x^2-121600*c*g^2*r*x^3-19784*c*g^2*x^4-34*c*g*p^5-48*c*g*p^4*q-170*c*g*p^4 *r+1038*c*g*p^4*x-14*c*g*p^3*q^2-192*c*g*p^3*q*r+920*c*g*p^3*q*x-340*c*g*p^3*r^ 2+6673*c*g*p^3*r*x+24340*c*g*p^3*x^2-42*c*g*p^2*q^2*r-274*c*g*p^2*q^2*x-288*c*g *p^2*q*r^2+5531*c*g*p^2*q*r*x+51210*c*g*p^2*q*x^2-340*c*g*p^2*r^3+13791*c*g*p^2 *r^2*x+57131*c*g*p^2*r*x^2-123406*c*g*p^2*x^3-156*c*g*p*q^3*x-42*c*g*p*q^2*r^2+ 289*c*g*p*q^2*r*x+30246*c*g*p*q^2*x^2-192*c*g*p*q*r^3+8302*c*g*p*q*r^2*x+86040* c*g*p*q*r*x^2-178568*c*g*p*q*x^3-170*c*g*p*r^4+11715*c*g*p*r^3*x+41571*c*g*p*r^ 2*x^2-280216*c*g*p*r*x^3+11944*c*g*p*x^4-81*c*g*q^3*r*x+3376*c*g*q^3*x^2-14*c*g *q^2*r^3+563*c*g*q^2*r^2*x+24671*c*g*q^2*r*x^2-55162*c*g*q^2*x^3-48*c*g*q*r^4+ 3691*c*g*q*r^3*x+37713*c*g*q*r^2*x^2-197544*c*g*q*r*x^3+11944*c*g*q*x^4-34*c*g* r^5+3559*c*g*r^4*x+8780*c*g*r^3*x^2-170292*c*g*r^2*x^3+34976*c*g*r*x^4-2*c*p^6-\ 4*c*p^5*q-12*c*p^5*r+256*c*p^5*x-2*c*p^4*q^2-20*c*p^4*q*r+536*c*p^4*q*x-30*c*p^ 4*r^2+1750*c*p^4*r*x+2254*c*p^4*x^2-8*c*p^3*q^2*r+304*c*p^3*q^2*x-40*c*p^3*q*r^ 2+2954*c*p^3*q*r*x+8040*c*p^3*q*x^2-40*c*p^3*r^3+4440*c*p^3*r^2*x+1856*c*p^3*r* x^2-35860*c*p^3*x^3+24*c*p^2*q^3*x-12*c*p^2*q^2*r^2+1306*c*p^2*q^2*r*x+9568*c*p ^2*q^2*x^2-40*c*p^2*q*r^3+5646*c*p^2*q*r^2*x+12888*c*p^2*q*r*x^2-86124*c*p^2*q* x^3-30*c*p^2*r^4+5380*c*p^2*r^3*x-9694*c*p^2*r^2*x^2-115822*c*p^2*r*x^3+22256*c *p^2*x^4+102*c*p*q^3*r*x+4032*c*p*q^3*x^2-8*c*p*q^2*r^3+1700*c*p*q^2*r^2*x+ 14154*c*p*q^2*r*x^2-64668*c*p*q^2*x^3-20*c*p*q*r^4+4574*c*p*q*r^3*x+1916*c*p*q* r^2*x^2-185696*c*p*q*r*x^3+44512*c*p*q*x^4-12*c*p*r^5+3160*c*p*r^4*x-15940*c*p* r^3*x^2-130410*c*p*r^2*x^3+68192*c*p*r*x^4+250*c*q^4*x^2+78*c*q^3*r^2*x+3122*c* q^3*r*x^2-14404*c*q^3*x^3-2*c*q^2*r^4+698*c*q^2*r^3*x+5552*c*q^2*r^2*x^2-69874* c*q^2*r*x^3+22256*c*q^2*x^4-4*c*q*r^5+1346*c*q*r^4*x-2932*c*q*r^3*x^2-108046*c* q*r^2*x^3+68192*c*q*r*x^4-2*c*r^6+726*c*r^5*x-6644*c*r^4*x^2-50592*c*r^3*x^3+ 53872*c*r^2*x^4-8*g^6*x-2*g^5*p^2-4*g^5*p*r-88*g^5*p*x-28*g^5*q*x-2*g^5*r^2-52* g^5*r*x+432*g^5*x^2-10*g^4*p^3-3*g^4*p^2*q-30*g^4*p^2*r-166*g^4*p^2*x-6*g^4*p*q *r-226*g^4*p*q*x-30*g^4*p*r^2-154*g^4*p*r*x+3900*g^4*p*x^2-28*g^4*q^2*x-3*g^4*q *r^2-115*g^4*q*r*x+1614*g^4*q*x^2-10*g^4*r^3+12*g^4*r^2*x+3712*g^4*r*x^2-424*g^ 4*x^3-17*g^3*p^4-13*g^3*p^3*q-68*g^3*p^3*r+13*g^3*p^3*x-g^3*p^2*q^2-39*g^3*p^2* q*r-309*g^3*p^2*q*x-102*g^3*p^2*r^2+580*g^3*p^2*r*x+9178*g^3*p^2*x^2-2*g^3*p*q^ 2*r-194*g^3*p*q^2*x-39*g^3*p*q*r^2-215*g^3*p*q*r*x+10296*g^3*p*q*x^2-68*g^3*p*r ^3+1121*g^3*p*r^2*x+17607*g^3*p*r*x^2-13174*g^3*p*x^3-8*g^3*q^3*x-g^3*q^2*r^2-\ 101*g^3*q^2*r*x+1897*g^3*q^2*x^2-13*g^3*q*r^3+94*g^3*q*r^2*x+9135*g^3*q*r*x^2-\ 6118*g^3*q*x^3-17*g^3*r^4+554*g^3*r^3*x+8889*g^3*r^2*x^2-16448*g^3*r*x^3-7816*g ^3*x^4-12*g^2*p^5-16*g^2*p^4*q-60*g^2*p^4*r+228*g^2*p^4*x-4*g^2*p^3*q^2-64*g^2* p^3*q*r+82*g^2*p^3*q*x-120*g^2*p^3*r^2+1649*g^2*p^3*r*x+8308*g^2*p^3*x^2-12*g^2 *p^2*q^2*r-202*g^2*p^2*q^2*x-96*g^2*p^2*q*r^2+1026*g^2*p^2*q*r*x+16444*g^2*p^2* q*x^2-120*g^2*p^2*r^3+3579*g^2*p^2*r^2*x+22019*g^2*p^2*r*x^2-30053*g^2*p^2*x^3-\ 56*g^2*p*q^3*x-12*g^2*p*q^2*r^2-151*g^2*p*q^2*r*x+8899*g^2*p*q^2*x^2-64*g^2*p*q *r^3+1806*g^2*p*q*r^2*x+29479*g^2*p*q*r*x^2-40736*g^2*p*q*x^3-60*g^2*p*r^4+3123 *g^2*p*r^3*x+19701*g^2*p*r^2*x^2-71257*g^2*p*r*x^3-6834*g^2*p*x^4-34*g^2*q^3*r* x+763*g^2*q^3*x^2-4*g^2*q^2*r^3+51*g^2*q^2*r^2*x+7304*g^2*q^2*r*x^2-10683*g^2*q ^2*x^3-16*g^2*q*r^4+862*g^2*q*r^3*x+13833*g^2*q*r^2*x^2-46383*g^2*q*r*x^3-6834* g^2*q*x^4-12*g^2*r^5+965*g^2*r^4*x+5990*g^2*r^3*x^2-44612*g^2*r^2*x^3-1752*g^2* r*x^4-3*g*p^6-6*g*p^5*q-18*g*p^5*r+153*g*p^5*x-3*g*p^4*q^2-30*g*p^4*q*r+261*g*p ^4*q*x-45*g*p^4*r^2+1137*g*p^4*r*x+2656*g*p^4*x^2-12*g*p^3*q^2*r+63*g*p^3*q^2*x -60*g*p^3*q*r^2+1653*g*p^3*q*r*x+8088*g*p^3*q*x^2-60*g*p^3*r^3+3018*g*p^3*r^2*x +7134*g*p^3*r*x^2-21335*g*p^3*x^3-45*g*p^2*q^3*x-18*g*p^2*q^2*r^2+471*g*p^2*q^2 *r*x+8248*g*p^2*q^2*x^2-60*g*p^2*q*r^3+3393*g*p^2*q*r^2*x+18953*g*p^2*q*r*x^2-\ 49155*g*p^2*q*x^3-45*g*p^2*r^4+3762*g*p^2*r^3*x+4743*g*p^2*r^2*x^2-72810*g*p^2* r*x^3+4948*g*p^2*x^4-45*g*p*q^3*r*x+2856*g*p*q^3*x^2-12*g*p*q^2*r^3+753*g*p*q^2 *r^2*x+13949*g*p*q^2*r*x^2-34305*g*p*q^2*x^3-30*g*p*q*r^4+2871*g*p*q*r^3*x+ 14409*g*p*q*r^2*x^2-110304*g*p*q*r*x^3+9896*g*p*q*x^4-18*g*p*r^5+2253*g*p*r^4*x -1292*g*p*r^3*x^2-88035*g*p*r^2*x^3+21272*g*p*r*x^4+40*g*q^4*x^2+2130*g*q^3*r*x ^2-6485*g*q^3*x^3-3*g*q^2*r^4+345*g*q^2*r^3*x+6339*g*q^2*r^2*x^2-37494*g*q^2*r* x^3+4948*g*q^2*x^4-6*g*q*r^5+870*g*q*r^4*x+3544*g*q*r^3*x^2-66801*g*q*r^2*x^3+ 21272*g*q*r*x^4-3*g*r^6+525*g*r^5*x-1557*g*r^4*x^2-37444*g*r^3*x^3+18620*g*r^2* x^4+24*p^6*x+72*p^5*q*x+186*p^5*r*x+66*p^5*x^2+72*p^4*q^2*x+462*p^4*q*r*x+480*p ^4*q*x^2+570*p^4*r^2*x-720*p^4*r*x^2-4156*p^4*x^3+24*p^3*q^3*x+366*p^3*q^2*r*x+ 1044*p^3*q^2*x^2+1128*p^3*q*r^2*x-462*p^3*q*r*x^2-13840*p^3*q*x^3+900*p^3*r^3*x -3978*p^3*r^2*x^2-17432*p^3*r*x^3+4014*p^3*x^4+90*p^2*q^3*r*x+912*p^2*q^3*x^2+ 666*p^2*q^2*r^2*x+1458*p^2*q^2*r*x^2-16584*p^2*q^2*x^3+1332*p^2*q*r^3*x-4638*p^ 2*q*r^2*x^2-43920*p^2*q*r*x^3+12042*p^2*q*x^4+780*p^2*r^4*x-6954*p^2*r^3*x^2-\ 27880*p^2*r^2*x^3+17736*p^2*r*x^4+282*p*q^4*x^2+108*p*q^3*r^2*x+1422*p*q^3*r*x^ 2-8272*p*q^3*x^3+522*p*q^2*r^3*x+6*p*q^2*r^2*x^2-35544*p*q^2*r*x^3+12042*p*q^2* x^4+768*p*q*r^4*x-5970*p*q*r^3*x^2-48864*p*q*r^2*x^3+35472*p*q*r*x^4+354*p*r^5* x-5184*p*r^4*x^2-19652*p*r^3*x^3+27622*p*r^2*x^4+222*q^4*r*x^2-1372*q^4*x^3+42* q^3*r^3*x+666*q^3*r^2*x^2-9056*q^3*r*x^3+4014*q^3*x^4+150*q^2*r^4*x-408*q^2*r^3 *x^2-20984*q^2*r^2*x^3+17736*q^2*r*x^4+174*q*r^5*x-2274*q*r^4*x^2-18892*q*r^3*x ^3+27622*q*r^2*x^4+66*r^6*x-1422*r^5*x^2-5048*r^4*x^3+15076*r^3*x^4+32*a^6+96*a ^5*b+192*a^5*c+96*a^5*g-24*a^5*p+32*a^5*q-24*a^5*r-2240*a^5*x+96*a^4*b^2+480*a^ 4*b*c+240*a^4*b*g+64*a^4*b*q-6328*a^4*b*x+480*a^4*c^2+496*a^4*c*g-128*a^4*c*p+ 160*a^4*c*q-128*a^4*c*r-12208*a^4*c*x+120*a^4*g^2-16*a^4*g*p+80*a^4*g*q-16*a^4* g*r-6276*a^4*g*x-280*a^4*p^2-4*a^4*p*q-560*a^4*p*r-6988*a^4*p*x+8*a^4*q^2-4*a^4 *q*r-2984*a^4*q*x-280*a^4*r^2-6412*a^4*r*x+10236*a^4*x^2+32*a^3*b^3+384*a^3*b^2 *c+192*a^3*b^2*g+72*a^3*b^2*p+32*a^3*b^2*q+72*a^3*b^2*r-5960*a^3*b^2*x+960*a^3* b*c^2+1008*a^3*b*c*g-24*a^3*b*c*p+256*a^3*b*c*q-24*a^3*b*c*r-27936*a^3*b*c*x+ 240*a^3*b*g^2+100*a^3*b*g*p+128*a^3*b*g*q+100*a^3*b*g*r-13808*a^3*b*g*x-492*a^3 *b*p^2+44*a^3*b*p*q-984*a^3*b*p*r-18212*a^3*b*p*x+8*a^3*b*q^2+44*a^3*b*q*r-6040 *a^3*b*q*x-492*a^3*b*r^2-16048*a^3*b*r*x+20684*a^3*b*x^2+640*a^3*c^3+1040*a^3*c ^2*g-280*a^3*c^2*p+320*a^3*c^2*q-280*a^3*c^2*r-26528*a^3*c^2*x+520*a^3*c*g^2-76 *a^3*c*g*p+336*a^3*c*g*q-76*a^3*c*g*r-28128*a^3*c*g*x-1152*a^3*c*p^2-24*a^3*c*p *q-2304*a^3*c*p*r-29664*a^3*c*p*x+32*a^3*c*q^2-24*a^3*c*q*r-12936*a^3*c*q*x-\ 1152*a^3*c*r^2-24868*a^3*c*r*x+67112*a^3*c*x^2+80*a^3*g^3+38*a^3*g^2*p+80*a^3*g ^2*q+38*a^3*g^2*r-6830*a^3*g^2*x-556*a^3*g*p^2+36*a^3*g*p*q-1112*a^3*g*p*r-\ 17966*a^3*g*p*x+16*a^3*g*q^2+36*a^3*g*q*r-6716*a^3*g*q*x-556*a^3*g*r^2-15926*a^ 3*g*r*x+20962*a^3*g*x^2-414*a^3*p^3-170*a^3*p^2*q-1242*a^3*p^2*r-7130*a^3*p^2*x +4*a^3*p*q^2-340*a^3*p*q*r-7738*a^3*p*q*x-1242*a^3*p*r^2-11616*a^3*p*r*x+50166* a^3*p*x^2+4*a^3*q^2*r-1276*a^3*q^2*x-170*a^3*q*r^2-5954*a^3*q*r*x+21242*a^3*q*x ^2-414*a^3*r^3-4486*a^3*r^2*x+50546*a^3*r*x^2+29092*a^3*x^3+96*a^2*b^3*c+48*a^2 *b^3*g+48*a^2*b^3*p+48*a^2*b^3*r-1896*a^2*b^3*x+576*a^2*b^2*c^2+608*a^2*b^2*c*g +200*a^2*b^2*c*p+96*a^2*b^2*c*q+200*a^2*b^2*c*r-20232*a^2*b^2*c*x+136*a^2*b^2*g ^2+188*a^2*b^2*g*p+48*a^2*b^2*g*q+188*a^2*b^2*g*r-9156*a^2*b^2*g*x-204*a^2*b^2* p^2+48*a^2*b^2*p*q-408*a^2*b^2*p*r-15684*a^2*b^2*p*x+48*a^2*b^2*q*r-3184*a^2*b^ 2*q*x-204*a^2*b^2*r^2-12884*a^2*b^2*r*x+7876*a^2*b^2*x^2+960*a^2*b*c^3+1600*a^2 *b*c^2*g-80*a^2*b*c^2*p+384*a^2*b*c^2*q-80*a^2*b*c^2*r-46040*a^2*b*c^2*x+784*a^ 2*b*c*g^2+308*a^2*b*c*g*p+400*a^2*b*c*g*q+308*a^2*b*c*g*r-47088*a^2*b*c*g*x-\ 1532*a^2*b*c*p^2+124*a^2*b*c*p*q-3064*a^2*b*c*p*r-58936*a^2*b*c*p*x+24*a^2*b*c* q^2+124*a^2*b*c*q*r-19764*a^2*b*c*q*x-1532*a^2*b*c*r^2-46952*a^2*b*c*r*x+120260 *a^2*b*c*x^2+112*a^2*b*g^3+190*a^2*b*g^2*p+88*a^2*b*g^2*q+190*a^2*b*g^2*r-10592 *a^2*b*g^2*x-666*a^2*b*g*p^2+134*a^2*b*g*p*q-1332*a^2*b*g*p*r-34802*a^2*b*g*p*x +12*a^2*b*g*q^2+134*a^2*b*g*q*r-9546*a^2*b*g*q*x-666*a^2*b*g*r^2-28900*a^2*b*g* r*x+25708*a^2*b*g*x^2-646*a^2*b*p^3-146*a^2*b*p^2*q-1938*a^2*b*p^2*r-16274*a^2* b*p^2*x+12*a^2*b*p*q^2-292*a^2*b*p*q*r-14584*a^2*b*p*q*x-1938*a^2*b*p*r^2-27198 *a^2*b*p*r*x+101740*a^2*b*p*x^2+12*a^2*b*q^2*r-1426*a^2*b*q^2*x-146*a^2*b*q*r^2 -10854*a^2*b*q*r*x+30084*a^2*b*q*x^2-646*a^2*b*r^3-10924*a^2*b*r^2*x+97480*a^2* b*r*x^2+89428*a^2*b*x^3+480*a^2*c^4+1104*a^2*c^3*g-312*a^2*c^3*p+320*a^2*c^3*q-\ 312*a^2*c^3*r-28776*a^2*c^3*x+856*a^2*c^2*g^2-124*a^2*c^2*g*p+528*a^2*c^2*g*q-\ 124*a^2*c^2*g*r-47448*a^2*c^2*g*x-1792*a^2*c^2*p^2-48*a^2*c^2*p*q-3584*a^2*c^2* p*r-47252*a^2*c^2*p*x+48*a^2*c^2*q^2-48*a^2*c^2*q*r-21032*a^2*c^2*q*x-1792*a^2* c^2*r^2-36048*a^2*c^2*r*x+147836*a^2*c^2*x^2+268*a^2*c*g^3+136*a^2*c*g^2*p+256* a^2*c*g^2*q+136*a^2*c*g^2*r-23422*a^2*c*g^2*x-1776*a^2*c*g*p^2+124*a^2*c*g*p*q-\ 3552*a^2*c*g*p*r-60072*a^2*c*g*p*x+48*a^2*c*g*q^2+124*a^2*c*g*q*r-22506*a^2*c*g *q*x-1776*a^2*c*g*r^2-48620*a^2*c*g*r*x+113802*a^2*c*g*x^2-1284*a^2*c*p^3-530*a ^2*c*p^2*q-3852*a^2*c*p^2*r-21778*a^2*c*p^2*x+12*a^2*c*p*q^2-1060*a^2*c*p*q*r-\ 25046*a^2*c*p*q*x-3852*a^2*c*p*r^2-31506*a^2*c*p*r*x+204182*a^2*c*p*x^2+12*a^2* c*q^2*r-4070*a^2*c*q^2*x-530*a^2*c*q*r^2-18082*a^2*c*q*r*x+89970*a^2*c*q*x^2-\ 1284*a^2*c*r^3-9728*a^2*c*r^2*x+197602*a^2*c*r*x^2+32924*a^2*c*x^3+28*a^2*g^4+ 60*a^2*g^3*p+36*a^2*g^3*q+60*a^2*g^3*r-3446*a^2*g^3*x-380*a^2*g^2*p^2+75*a^2*g^ 2*p*q-760*a^2*g^2*p*r-17177*a^2*g^2*p*x+10*a^2*g^2*q^2+75*a^2*g^2*q*r-5303*a^2* g^2*q*x-380*a^2*g^2*r^2-14369*a^2*g^2*r*x+13190*a^2*g^2*x^2-734*a^2*g*p^3-225*a ^2*g*p^2*q-2202*a^2*g*p^2*r-16261*a^2*g*p^2*x+20*a^2*g*p*q^2-450*a^2*g*p*q*r-\ 15972*a^2*g*p*q*x-2202*a^2*g*p*r^2-27536*a^2*g*p*r*x+96192*a^2*g*p*x^2+20*a^2*g *q^2*r-2048*a^2*g*q^2*x-225*a^2*g*q*r^2-11875*a^2*g*q*r*x+32536*a^2*g*q*x^2-734 *a^2*g*r^3-11275*a^2*g*r^2*x+92246*a^2*g*r*x^2+75206*a^2*g*x^3-250*a^2*p^4-212* a^2*p^3*q-1000*a^2*p^3*r-2546*a^2*p^3*x-22*a^2*p^2*q^2-636*a^2*p^2*q*r-5914*a^2 *p^2*q*x-1500*a^2*p^2*r^2-3472*a^2*p^2*r*x+61940*a^2*p^2*x^2-44*a^2*p*q^2*r-\ 2848*a^2*p*q^2*x-636*a^2*p*q*r^2-8502*a^2*p*q*r*x+67150*a^2*p*q*x^2-1000*a^2*p* r^3+694*a^2*p*r^2*x+126530*a^2*p*r*x^2-11194*a^2*p*x^3-154*a^2*q^3*x-22*a^2*q^2 *r^2-1954*a^2*q^2*r*x+12060*a^2*q^2*x^2-212*a^2*q*r^3-2588*a^2*q*r^2*x+62280*a^ 2*q*r*x^2+10958*a^2*q*x^3-250*a^2*r^4+1620*a^2*r^3*x+68344*a^2*r^2*x^2-18714*a^ 2*r*x^3-48792*a^2*x^4-24*a*b^4*x+96*a*b^3*c^2+96*a*b^3*c*g+96*a*b^3*c*p+96*a*b^ 3*c*r-4688*a*b^3*c*x+16*a*b^3*g^2+72*a*b^3*g*p+72*a*b^3*g*r-1624*a*b^3*g*x+8*a* b^3*p^2+16*a*b^3*p*r-4628*a*b^3*p*x-128*a*b^3*q*x+8*a*b^3*r^2-3432*a*b^3*r*x-\ 5356*a*b^3*x^2+384*a*b^2*c^3+640*a*b^2*c^2*g+184*a*b^2*c^2*p+96*a*b^2*c^2*q+184 *a*b^2*c^2*r-22768*a*b^2*c^2*x+288*a*b^2*c*g^2+416*a*b^2*c*g*p+96*a*b^2*c*g*q+ 416*a*b^2*c*g*r-21752*a*b^2*c*g*x-432*a*b^2*c*p^2+96*a*b^2*c*p*q-864*a*b^2*c*p* r-34620*a*b^2*c*p*x+96*a*b^2*c*q*r-7188*a*b^2*c*q*x-432*a*b^2*c*r^2-25492*a*b^2 *c*r*x+57320*a*b^2*c*x^2+32*a*b^2*g^3+172*a*b^2*g^2*p+16*a*b^2*g^2*q+172*a*b^2* g^2*r-4122*a*b^2*g^2*x-124*a*b^2*g*p^2+72*a*b^2*g*p*q-248*a*b^2*g*p*r-19480*a*b ^2*g*p*x+72*a*b^2*g*q*r-2882*a*b^2*g*q*x-124*a*b^2*g*r^2-15078*a*b^2*g*r*x-962* a*b^2*g*x^2-248*a*b^2*p^3+8*a*b^2*p^2*q-744*a*b^2*p^2*r-11220*a*b^2*p^2*x+16*a* b^2*p*q*r-7102*a*b^2*p*q*x-744*a*b^2*p*r^2-18530*a*b^2*p*r*x+59982*a*b^2*p*x^2-\ 110*a*b^2*q^2*x+8*a*b^2*q*r^2-5116*a*b^2*q*r*x+3442*a*b^2*q*x^2-248*a*b^2*r^3-\ 7310*a*b^2*r^2*x+53182*a*b^2*r*x^2+91580*a*b^2*x^3+480*a*b*c^4+1136*a*b*c^3*g-\ 88*a*b*c^3*p+256*a*b*c^3*q-88*a*b*c^3*r-33664*a*b*c^3*x+856*a*b*c^2*g^2+336*a*b *c^2*g*p+416*a*b*c^2*g*q+336*a*b*c^2*g*r-53984*a*b*c^2*g*x-1600*a*b*c^2*p^2+116 *a*b*c^2*p*q-3200*a*b*c^2*p*r-63484*a*b*c^2*p*x+24*a*b*c^2*q^2+116*a*b*c^2*q*r-\ 21572*a*b*c^2*q*x-1600*a*b*c^2*r^2-45496*a*b*c^2*r*x+191432*a*b*c^2*x^2+244*a*b *c*g^3+450*a*b*c*g^2*p+184*a*b*c*g^2*q+450*a*b*c*g^2*r-24868*a*b*c*g^2*x-1420*a *b*c*g*p^2+288*a*b*c*g*p*q-2840*a*b*c*g*p*r-78744*a*b*c*g*p*x+24*a*b*c*g*q^2+ 288*a*b*c*g*q*r-21696*a*b*c*g*q*x-1420*a*b*c*g*r^2-59054*a*b*c*g*r*x+129188*a*b *c*g*x^2-1334*a*b*c*p^3-304*a*b*c*p^2*q-4002*a*b*c*p^2*r-33894*a*b*c*p^2*x+24*a *b*c*p*q^2-608*a*b*c*p*q*r-31664*a*b*c*p*q*x-4002*a*b*c*p*r^2-50298*a*b*c*p*r*x +287448*a*b*c*p*x^2+24*a*b*c*q^2*r-3038*a*b*c*q^2*x-304*a*b*c*q*r^2-22140*a*b*c *q*r*x+94572*a*b*c*q*x^2-1334*a*b*c*r^3-16404*a*b*c*r^2*x+267572*a*b*c*r*x^2+ 88368*a*b*c*x^3+20*a*b*g^4+130*a*b*g^3*p+20*a*b*g^3*q+130*a*b*g^3*r-3146*a*b*g^ 3*x-233*a*b*g^2*p^2+116*a*b*g^2*p*q-466*a*b*g^2*p*r-21775*a*b*g^2*p*x+4*a*b*g^2 *q^2+116*a*b*g^2*q*r-4525*a*b*g^2*q*x-233*a*b*g^2*r^2-16895*a*b*g^2*r*x+6000*a* b*g^2*x^2-707*a*b*g*p^3-72*a*b*g*p^2*q-2121*a*b*g*p^2*r-23973*a*b*g*p^2*x+18*a* b*g*p*q^2-144*a*b*g*p*q*r-18904*a*b*g*p*q*x-2121*a*b*g*p*r^2-39489*a*b*g*p*r*x+ 126438*a*b*g*p*x^2+18*a*b*g*q^2*r-1229*a*b*g*q^2*x-72*a*b*g*q*r^2-13436*a*b*g*q *r*x+22404*a*b*g*q*x^2-707*a*b*g*r^3-15516*a*b*g*r^2*x+117206*a*b*g*r*x^2+ 147800*a*b*g*x^3-294*a*b*p^4-172*a*b*p^3*q-1176*a*b*p^3*r-5036*a*b*p^3*x+2*a*b* p^2*q^2-516*a*b*p^2*q*r-9416*a*b*p^2*q*x-1764*a*b*p^2*r^2-9664*a*b*p^2*r*x+ 92870*a*b*p^2*x^2+4*a*b*p*q^2*r-3058*a*b*p*q^2*x-516*a*b*p*q*r^2-14272*a*b*p*q* r*x+86018*a*b*p*q*x^2-1176*a*b*p*r^3-4220*a*b*p*r^2*x+185232*a*b*p*r*x^2-1792*a *b*p*x^3-26*a*b*q^3*x+2*a*b*q^2*r^2-2184*a*b*q^2*r*x+6848*a*b*q^2*x^2-172*a*b*q *r^3-4856*a*b*q*r^2*x+74148*a*b*q*r*x^2+42512*a*b*q*x^3-294*a*b*r^4+408*a*b*r^3 *x+96008*a*b*r^2*x^2-12712*a*b*r*x^3-97584*a*b*x^4+192*a*c^5+592*a*c^4*g-176*a* c^4*p+160*a*c^4*q-176*a*c^4*r-15600*a*c^4*x+632*a*c^3*g^2-84*a*c^3*g*p+368*a*c^ 3*g*q-84*a*c^3*g*r-35872*a*c^3*g*x-1248*a*c^3*p^2-40*a*c^3*p*q-2496*a*c^3*p*r-\ 33472*a*c^3*p*x+32*a*c^3*q^2-40*a*c^3*q*r-15192*a*c^3*q*x-1248*a*c^3*r^2-23060* a*c^3*r*x+136280*a*c^3*x^2+300*a*c^2*g^3+176*a*c^2*g^2*p+272*a*c^2*g^2*q+176*a* c^2*g^2*r-27132*a*c^2*g^2*x-1904*a*c^2*g*p^2+140*a*c^2*g*p*q-3808*a*c^2*g*p*r-\ 67594*a*c^2*g*p*x+48*a*c^2*g*q^2+140*a*c^2*g*q*r-25302*a*c^2*g*q*x-1904*a*c^2*g *r^2-49882*a*c^2*g*r*x+179284*a*c^2*g*x^2-1336*a*c^2*p^3-550*a*c^2*p^2*q-4008*a *c^2*p^2*r-22204*a*c^2*p^2*x+12*a*c^2*p*q^2-1100*a*c^2*p*q*r-27032*a*c^2*p*q*x-\ 4008*a*c^2*p*r^2-27712*a*c^2*p*r*x+267500*a*c^2*p*x^2+12*a*c^2*q^2*r-4312*a*c^2 *q^2*x-550*a*c^2*q*r^2-18310*a*c^2*q*r*x+120728*a*c^2*q*x^2-1336*a*c^2*r^3-5508 *a*c^2*r^2*x+250784*a*c^2*r*x^2-43712*a*c^2*x^3+62*a*c*g^4+151*a*c*g^3*p+76*a*c *g^3*q+151*a*c*g^3*r-8028*a*c*g^3*x-816*a*c*g^2*p^2+172*a*c*g^2*p*q-1632*a*c*g^ 2*p*r-39673*a*c*g^2*p*x+20*a*c*g^2*q^2+172*a*c*g^2*q*r-12165*a*c*g^2*q*x-816*a* c*g^2*r^2-30152*a*c*g^2*r*x+59956*a*c*g^2*x^2-1583*a*c*g*p^3-460*a*c*g*p^2*q-\ 4749*a*c*g*p^2*r-35915*a*c*g*p^2*x+40*a*c*g*p*q^2-920*a*c*g*p*q*r-36098*a*c*g*p *q*x-4749*a*c*g*p*r^2-55139*a*c*g*p*r*x+271656*a*c*g*p*x^2+40*a*c*g*q^2*r-4401* a*c*g*q^2*x-460*a*c*g*q*r^2-25242*a*c*g*q*r*x+98990*a*c*g*q*x^2-1583*a*c*g*r^3-\ 19224*a*c*g*r^2*x+252508*a*c*g*r*x^2+82168*a*c*g*x^3-522*a*c*p^4-440*a*c*p^3*q-\ 2088*a*c*p^3*r-4712*a*c*p^3*x-44*a*c*p^2*q^2-1320*a*c*p^2*q*r-12550*a*c*p^2*q*x -3132*a*c*p^2*r^2-3398*a*c*p^2*r*x+156392*a*c*p^2*x^2-88*a*c*p*q^2*r-6122*a*c*p *q^2*x-1320*a*c*p*q*r^2-16552*a*c*p*q*r*x+171686*a*c*p*q*x^2-2088*a*c*p*r^3+ 7340*a*c*p*r^2*x+305270*a*c*p*r*x^2-107976*a*c*p*x^3-308*a*c*q^3*x-44*a*c*q^2*r ^2-4106*a*c*q^2*r*x+30482*a*c*q^2*x^2-440*a*c*q*r^3-4002*a*c*q*r^2*x+154990*a*c *q*r*x^2-30320*a*c*q*x^3-522*a*c*r^4+6026*a*c*r^3*x+156060*a*c*r^2*x^2-133796*a *c*r*x^3-95392*a*c*x^4+4*a*g^5+32*a*g^4*p+6*a*g^4*q+32*a*g^4*r-740*a*g^4*x-88*a *g^3*p^2+46*a*g^3*p*q-176*a*g^3*p*r-7122*a*g^3*p*x+2*a*g^3*q^2+46*a*g^3*q*r-\ 1656*a*g^3*q*x-88*a*g^3*r^2-5488*a*g^3*r*x+2192*a*g^3*x^2-406*a*g^2*p^3-64*a*g^ 2*p^2*q-1218*a*g^2*p^2*r-11952*a*g^2*p^2*x+15*a*g^2*p*q^2-128*a*g^2*p*q*r-10417 *a*g^2*p*q*x-1218*a*g^2*p*r^2-20205*a*g^2*p*r*x+59369*a*g^2*p*x^2+15*a*g^2*q^2* r-923*a*g^2*q^2*x-64*a*g^2*q*r^2-7255*a*g^2*q*r*x+13849*a*g^2*q*x^2-406*a*g^2*r ^3-8253*a*g^2*r^2*x+54242*a*g^2*r*x^2+60924*a*g^2*x^3-344*a*g*p^4-244*a*g*p^3*q -1376*a*g*p^3*r-5288*a*g*p^3*x-5*a*g*p^2*q^2-732*a*g*p^2*q*r-10305*a*g*p^2*q*x-\ 2064*a*g*p^2*r^2-10487*a*g*p^2*r*x+87659*a*g*p^2*x^2-10*a*g*p*q^2*r-4004*a*g*p* q^2*x-732*a*g*p*q*r^2-15870*a*g*p*q*r*x+85962*a*g*p*q*x^2-1376*a*g*p*r^3-5110*a *g*p*r^2*x+176043*a*g*p*r*x^2+2892*a*g*p*x^3-97*a*g*q^3*x-5*a*g*q^2*r^2-2669*a* g*q^2*r*x+10153*a*g*q^2*x^2-244*a*g*q*r^3-5565*a*g*q*r^2*x+75707*a*g*q*r*x^2+ 36664*a*g*q*x^3-344*a*g*r^4+89*a*g*r^3*x+93130*a*g*r^2*x^2-6374*a*g*r*x^3-76768 *a*g*x^4-66*a*p^5-90*a*p^4*q-330*a*p^4*r-28*a*p^4*x-24*a*p^3*q^2-360*a*p^3*q*r-\ 1274*a*p^3*q*x-660*a*p^3*r^2+2250*a*p^3*r*x+27938*a*p^3*x^2-72*a*p^2*q^2*r-1578 *a*p^2*q^2*x-540*a*p^2*q*r^2-1188*a*p^2*q*r*x+51938*a*p^2*q*x^2-660*a*p^2*r^3+ 6918*a*p^2*r^2*x+82106*a*p^2*r*x^2-41608*a*p^2*x^3-332*a*p*q^3*x-72*a*p*q^2*r^2 -2178*a*p*q^2*r*x+25716*a*p*q^2*x^2-360*a*p*q*r^3+1446*a*p*q*r^2*x+99222*a*p*q* r*x^2-46388*a*p*q*x^3-330*a*p*r^4+6974*a*p*r^3*x+82958*a*p*r^2*x^2-103914*a*p*r *x^3-38744*a*p*x^4-242*a*q^3*r*x+1716*a*q^3*x^2-24*a*q^2*r^3-600*a*q^2*r^2*x+ 21808*a*q^2*r*x^2-4780*a*q^2*x^3-90*a*q*r^4+1360*a*q*r^3*x+49410*a*q*r^2*x^2-\ 54838*a*q*r*x^3-38744*a*q*x^4-66*a*r^5+2334*a*r^4*x+28790*a*r^3*x^2-67686*a*r^2 *x^3-35312*a*r*x^4-184*b^4*c*x-168*b^4*p*x-184*b^4*r*x-2784*b^4*x^2+32*b^3*c^3+ 48*b^3*c^2*g+48*b^3*c^2*p+48*b^3*c^2*r-2872*b^3*c^2*x+16*b^3*c*g^2+72*b^3*c*g*p +72*b^3*c*g*r-2504*b^3*c*g*x+8*b^3*c*p^2+16*b^3*c*p*r-5276*b^3*c*p*x-288*b^3*c* q*x+8*b^3*c*r^2-3536*b^3*c*r*x+4172*b^3*c*x^2+24*b^3*g^2*p+24*b^3*g^2*r-312*b^3 *g^2*x+16*b^3*g*p^2+32*b^3*g*p*r-2592*b^3*g*p*x+16*b^3*g*r^2-2136*b^3*g*r*x-\ 5708*b^3*g*x^2-8*b^3*p^3-24*b^3*p^2*r-2116*b^3*p^2*x-336*b^3*p*q*x-24*b^3*p*r^2 -3100*b^3*p*r*x+8408*b^3*p*x^2-368*b^3*q*r*x-5400*b^3*q*x^2-8*b^3*r^3-984*b^3*r ^2*x+6248*b^3*r*x^2+31244*b^3*x^3+96*b^2*c^4+224*b^2*c^3*g+56*b^2*c^3*p+32*b^2* c^3*q+56*b^2*c^3*r-8536*b^2*c^3*x+152*b^2*c^2*g^2+228*b^2*c^2*g*p+48*b^2*c^2*g* q+228*b^2*c^2*g*r-13224*b^2*c^2*g*x-228*b^2*c^2*p^2+48*b^2*c^2*p*q-456*b^2*c^2* p*r-19032*b^2*c^2*p*x+48*b^2*c^2*q*r-4044*b^2*c^2*q*x-228*b^2*c^2*r^2-12520*b^2 *c^2*r*x+54476*b^2*c^2*x^2+32*b^2*c*g^3+196*b^2*c*g^2*p+16*b^2*c*g^2*q+196*b^2* c*g^2*r-5478*b^2*c*g^2*x-124*b^2*c*g*p^2+72*b^2*c*g*p*q-248*b^2*c*g*p*r-22444*b ^2*c*g*p*x+72*b^2*c*g*q*r-3546*b^2*c*g*q*x-124*b^2*c*g*r^2-15798*b^2*c*g*r*x+ 28650*b^2*c*g*x^2-256*b^2*c*p^3+8*b^2*c*p^2*q-768*b^2*c*p^2*r-12034*b^2*c*p^2*x +16*b^2*c*p*q*r-7718*b^2*c*p*q*x-768*b^2*c*p*r^2-17538*b^2*c*p*r*x+91014*b^2*c* p*x^2-150*b^2*c*q^2*x+8*b^2*c*q*r^2-5356*b^2*c*q*r*x+12350*b^2*c*q*x^2-256*b^2* c*r^3-5504*b^2*c*r^2*x+80218*b^2*c*r*x^2+55444*b^2*c*x^3+48*b^2*g^3*p+48*b^2*g^ 3*r-500*b^2*g^3*x+12*b^2*g^2*p^2+24*b^2*g^2*p*q+24*b^2*g^2*p*r-5760*b^2*g^2*p*x +24*b^2*g^2*q*r-516*b^2*g^2*q*x+12*b^2*g^2*r^2-4392*b^2*g^2*r*x-3214*b^2*g^2*x^ 2-112*b^2*g*p^3+16*b^2*g*p^2*q-336*b^2*g*p^2*r-7867*b^2*g*p^2*x+32*b^2*g*p*q*r-\ 3906*b^2*g*p*q*x-336*b^2*g*p*r^2-12126*b^2*g*p*r*x+34984*b^2*g*p*x^2+16*b^2*g*q *r^2-3218*b^2*g*q*r*x-5394*b^2*g*q*x^2-112*b^2*g*r^3-4259*b^2*g*r^2*x+32060*b^2 *g*r*x^2+72594*b^2*g*x^3-68*b^2*p^4-8*b^2*p^3*q-272*b^2*p^3*r-2234*b^2*p^3*x-24 *b^2*p^2*q*r-3118*b^2*p^2*q*x-408*b^2*p^2*r^2-4976*b^2*p^2*r*x+32130*b^2*p^2*x^ 2-210*b^2*p*q^2*x-24*b^2*p*q*r^2-4554*b^2*p*q*r*x+21268*b^2*p*q*x^2-272*b^2*p*r ^3-3250*b^2*p*r^2*x+61218*b^2*p*r*x^2+9402*b^2*p*x^3-230*b^2*q^2*r*x-4012*b^2*q ^2*x^2-8*b^2*q*r^3-1436*b^2*q*r^2*x+14384*b^2*q*r*x^2+31554*b^2*q*x^3-68*b^2*r^ 4-508*b^2*r^3*x+28492*b^2*r^2*x^2+6002*b^2*r*x^3-48792*b^2*x^4+96*b*c^5+304*b*c ^4*g-32*b*c^4*p+64*b*c^4*q-32*b*c^4*r-9232*b*c^4*x+312*b*c^3*g^2+128*b*c^3*g*p+ 144*b*c^3*g*q+128*b*c^3*g*r-20896*b*c^3*g*x-560*b*c^3*p^2+36*b*c^3*p*q-1120*b*c ^3*p*r-22784*b*c^3*p*x+8*b*c^3*q^2+36*b*c^3*q*r-7848*b*c^3*q*x-560*b*c^3*r^2-\ 14560*b*c^3*r*x+92600*b*c^3*x^2+132*b*c^2*g^3+272*b*c^2*g^2*p+96*b*c^2*g^2*q+ 272*b*c^2*g^2*r-14980*b*c^2*g^2*x-754*b*c^2*g*p^2+154*b*c^2*g*p*q-1508*b*c^2*g* p*r-44866*b*c^2*g*p*x+12*b*c^2*g*q^2+154*b*c^2*g*q*r-12366*b*c^2*g*q*x-754*b*c^ 2*g*r^2-30442*b*c^2*g*r*x+115444*b*c^2*g*x^2-692*b*c^2*p^3-158*b*c^2*p^2*q-2076 *b*c^2*p^2*r-17664*b*c^2*p^2*x+12*b*c^2*p*q^2-316*b*c^2*p*q*r-17192*b*c^2*p*q*x -2076*b*c^2*p*r^2-22716*b*c^2*p*r*x+194000*b*c^2*p*x^2+12*b*c^2*q^2*r-1612*b*c^ 2*q^2*x-158*b*c^2*q*r^2-11350*b*c^2*q*r*x+67316*b*c^2*q*x^2-692*b*c^2*r^3-5052* b*c^2*r^2*x+176240*b*c^2*r*x^2-19232*b*c^2*x^3+20*b*c*g^4+160*b*c*g^3*p+20*b*c* g^3*q+160*b*c*g^3*r-3924*b*c*g^3*x-239*b*c*g^2*p^2+128*b*c*g^2*p*q-478*b*c*g^2* p*r-25461*b*c*g^2*p*x+4*b*c*g^2*q^2+128*b*c*g^2*q*r-5365*b*c*g^2*q*x-239*b*c*g^ 2*r^2-17909*b*c*g^2*r*x+32980*b*c*g^2*x^2-753*b*c*g*p^3-72*b*c*g*p^2*q-2259*b*c *g*p^2*r-26751*b*c*g*p^2*x+18*b*c*g*p*q^2-144*b*c*g*p*q*r-21294*b*c*g*p*q*x-\ 2259*b*c*g*p*r^2-39239*b*c*g*p*r*x+188120*b*c*g*p*x^2+18*b*c*g*q^2*r-1341*b*c*g *q^2*x-72*b*c*g*q*r^2-14706*b*c*g*q*r*x+43446*b*c*g*q*x^2-753*b*c*g*r^3-12488*b *c*g*r^2*x+171574*b*c*g*r*x^2+90600*b*c*g*x^3-304*b*c*p^4-176*b*c*p^3*q-1216*b* c*p^3*r-4962*b*c*p^3*x+2*b*c*p^2*q^2-528*b*c*p^2*q*r-10164*b*c*p^2*q*x-1824*b*c *p^2*r^2-7354*b*c*p^2*r*x+120134*b*c*p^2*x^2+4*b*c*p*q^2*r-3204*b*c*p*q^2*x-528 *b*c*p*q*r^2-14228*b*c*p*q*r*x+113738*b*c*p*q*x^2-1216*b*c*p*r^3+178*b*c*p*r^2* x+229666*b*c*p*r*x^2-74240*b*c*p*x^3-26*b*c*q^3*x+2*b*c*q^2*r^2-2278*b*c*q^2*r* x+8792*b*c*q^2*x^2-176*b*c*q*r^3-4064*b*c*q*r^2*x+96002*b*c*q*r*x^2+3416*b*c*q* x^3-304*b*c*r^4+2570*b*c*r^3*x+112470*b*c*r^2*x^2-93372*b*c*r*x^3-95392*b*c*x^4 +30*b*g^4*p+30*b*g^4*r-252*b*g^4*x-b*g^3*p^2+30*b*g^3*p*q-2*b*g^3*p*r-4362*b*g^ 3*p*x+30*b*g^3*q*r-572*b*g^3*q*x-b*g^3*r^2-3164*b*g^3*r*x-796*b*g^3*x^2-172*b*g ^2*p^3+14*b*g^2*p^2*q-516*b*g^2*p^2*r-8489*b*g^2*p^2*x+6*b*g^2*p*q^2+28*b*g^2*p *q*r-5683*b*g^2*p*q*x-516*b*g^2*p*r^2-13442*b*g^2*p*r*x+37768*b*g^2*p*x^2+6*b*g ^2*q^2*r-188*b*g^2*q^2*x+14*b*g^2*q*r^2-4105*b*g^2*q*r*x+1094*b*g^2*q*x^2-172*b *g^2*r^3-4953*b*g^2*r^2*x+35087*b*g^2*r*x^2+57132*b*g^2*x^3-183*b*g*p^4-74*b*g* p^3*q-732*b*g*p^3*r-4603*b*g*p^3*x+4*b*g*p^2*q^2-222*b*g*p^2*q*r-7316*b*g*p^2*q *x-1098*b*g*p^2*r^2-9737*b*g*p^2*r*x+64270*b*g*p^2*x^2+8*b*g*p*q^2*r-1603*b*g*p *q^2*x-222*b*g*p*q*r^2-10830*b*g*p*q*r*x+50604*b*g*p*q*x^2-732*b*g*p*r^3-5665*b *g*p*r^2*x+125309*b*g*p*r*x^2+15680*b*g*p*x^3+4*b*g*q^2*r^2-1305*b*g*q^2*r*x-\ 1816*b*g*q^2*x^2-74*b*g*q*r^3-3514*b*g*q*r^2*x+41097*b*g*q*r*x^2+49452*b*g*q*x^ 3-183*b*g*r^4-531*b*g*r^3*x+60835*b*g*r^2*x^2+5510*b*g*r*x^3-76768*b*g*x^4-44*b *p^5-46*b*p^4*q-220*b*p^4*r-336*b*p^4*x-2*b*p^3*q^2-184*b*p^3*q*r-1600*b*p^3*q* x-440*b*p^3*r^2+288*b*p^3*r*x+22764*b*p^3*x^2-6*b*p^2*q^2*r-1306*b*p^2*q^2*x-\ 276*b*p^2*q*r^2-3090*b*p^2*q*r*x+38598*b*p^2*q*x^2-440*b*p^2*r^3+2880*b*p^2*r^2 *x+66724*b*p^2*r*x^2-31764*b*p^2*x^3-42*b*p*q^3*x-6*b*p*q^2*r^2-1922*b*p*q^2*r* x+14558*b*p*q^2*x^2-184*b*p*q*r^3-1380*b*p*q*r^2*x+71868*b*p*q*r*x^2-26700*b*p* q*x^3-220*b*p*r^4+3552*b*p*r^3*x+67662*b*p*r^2*x^2-78802*b*p*r*x^3-38744*b*p*x^ 4-46*b*q^3*r*x-1276*b*q^3*x^2-2*b*q^2*r^3-616*b*q^2*r^2*x+9836*b*q^2*r*x^2+5064 *b*q^2*x^3-46*b*q*r^4+110*b*q*r^3*x+33902*b*q*r^2*x^2-29726*b*q*r*x^3-38744*b*q *x^4-44*b*r^5+1296*b*r^4*x+23702*b*r^3*x^2-47426*b*r^2*x^3-35312*b*r*x^4+32*c^6 +128*c^5*g-40*c^5*p+32*c^5*q-40*c^5*r-3384*c^5*x+176*c^4*g^2-20*c^4*g*p+96*c^4* g*q-20*c^4*g*r-10276*c^4*g*x-328*c^4*p^2-12*c^4*p*q-656*c^4*p*r-8896*c^4*p*x+8* c^4*q^2-12*c^4*q*r-4112*c^4*q*x-328*c^4*r^2-5468*c^4*r*x+45352*c^4*x^2+112*c^3* g^3+78*c^3*g^2*p+96*c^3*g^2*q+78*c^3*g^2*r-10658*c^3*g^2*x-684*c^3*g*p^2+52*c^3 *g*p*q-1368*c^3*g*p*r-25600*c^3*g*p*x+16*c^3*g*q^2+52*c^3*g*q*r-9512*c^3*g*q*x-\ 684*c^3*g*r^2-17208*c^3*g*r*x+87584*c^3*g*x^2-466*c^3*p^3-190*c^3*p^2*q-1398*c^ 3*p^2*r-7550*c^3*p^2*x+4*c^3*p*q^2-380*c^3*p*q*r-9724*c^3*p*q*x-1398*c^3*p*r^2-\ 7750*c^3*p*r*x+114144*c^3*p*x^2+4*c^3*q^2*r-1518*c^3*q^2*x-190*c^3*q*r^2-6182*c ^3*q*r*x+52224*c^3*q*x^2-466*c^3*r^3-200*c^3*r^2*x+104096*c^3*r*x^2-49600*c^3*x ^3+34*c^2*g^4+97*c^2*g^3*p+40*c^2*g^3*q+97*c^2*g^3*r-4803*c^2*g^3*x-438*c^2*g^2 *p^2+97*c^2*g^2*p*q-876*c^2*g^2*p*r-23184*c^2*g^2*p*x+10*c^2*g^2*q^2+97*c^2*g^2 *q*r-7028*c^2*g^2*q*x-438*c^2*g^2*r^2-16035*c^2*g^2*r*x+52722*c^2*g^2*x^2-859*c ^2*g*p^3-235*c^2*g*p^2*q-2577*c^2*g*p^2*r-20113*c^2*g*p^2*x+20*c^2*g*p*q^2-470* c^2*g*p*q*r-20454*c^2*g*p*q*x-2577*c^2*g*p*r^2-27683*c^2*g*p*r*x+185670*c^2*g*p *x^2+20*c^2*g*q^2*r-2353*c^2*g*q^2*x-235*c^2*g*q*r^2-13595*c^2*g*q*r*x+70038*c^ 2*g*q*x^2-859*c^2*g*r^3-7570*c^2*g*r^2*x+168210*c^2*g*r*x^2-8192*c^2*g*x^3-274* c^2*p^4-228*c^2*p^3*q-1096*c^2*p^3*r-2150*c^2*p^3*x-22*c^2*p^2*q^2-684*c^2*p^2* q*r-6678*c^2*p^2*q*x-1644*c^2*p^2*r^2+348*c^2*p^2*r*x+97310*c^2*p^2*x^2-44*c^2* p*q^2*r-3274*c^2*p*q^2*x-684*c^2*p*q*r^2-8008*c^2*p*q*r*x+107972*c^2*p*q*x^2-\ 1096*c^2*p*r^3+7146*c^2*p*r^2*x+182616*c^2*p*r*x^2-112416*c^2*p*x^3-154*c^2*q^3 *x-22*c^2*q^2*r^2-2152*c^2*q^2*r*x+18686*c^2*q^2*x^2-228*c^2*q*r^3-1330*c^2*q*r ^2*x+95028*c^2*q*r*x^2-51008*c^2*q*x^3-274*c^2*r^4+4648*c^2*r^3*x+88862*c^2*r^2 *x^2-130880*c^2*r*x^3-42944*c^2*x^4+4*c*g^5+41*c*g^4*p+6*c*g^4*q+41*c*g^4*r-890 *c*g^4*x-89*c*g^3*p^2+52*c*g^3*p*q-178*c*g^3*p*r-8432*c*g^3*p*x+2*c*g^3*q^2+52* c*g^3*q*r-1950*c*g^3*q*x-89*c*g^3*r^2-5863*c*g^3*r*x+9710*c*g^3*x^2-445*c*g^2*p ^3-60*c*g^2*p^2*q-1335*c*g^2*p^2*r-13791*c*g^2*p^2*x+15*c*g^2*p*q^2-120*c*g^2*p *q*r-12056*c*g^2*p*q*x-1335*c*g^2*p*r^2-21148*c*g^2*p*r*x+87861*c*g^2*p*x^2+15* c*g^2*q^2*r-993*c*g^2*q^2*x-60*c*g^2*q*r^2-8024*c*g^2*q*r*x+24357*c*g^2*q*x^2-\ 445*c*g^2*r^3-7357*c*g^2*r^2*x+78861*c*g^2*r*x^2+39568*c*g^2*x^3-377*c*g*p^4-\ 254*c*g*p^3*q-1508*c*g*p^3*r-5827*c*g*p^3*x-5*c*g*p^2*q^2-762*c*g*p^2*q*r-11751 *c*g*p^2*q*x-2262*c*g*p^2*r^2-9790*c*g*p^2*r*x+115291*c*g*p^2*x^2-10*c*g*p*q^2* r-4329*c*g*p*q^2*x-762*c*g*p*q*r^2-16916*c*g*p*q*r*x+114016*c*g*p*q*x^2-1508*c* g*p*r^3-2099*c*g*p*r^2*x+221676*c*g*p*r*x^2-54104*c*g*p*x^3-97*c*g*q^3*x-5*c*g* q^2*r^2-2888*c*g*q^2*r*x+12925*c*g*q^2*x^2-254*c*g*q*r^3-5165*c*g*q*r^2*x+97668 *c*g*q*r*x^2+6328*c*g*q*x^3-377*c*g*r^4+1864*c*g*r^3*x+110503*c*g*r^2*x^2-69952 *c*g*r*x^3-79776*c*g*x^4-70*c*p^5-94*c*p^4*q-350*c*p^4*r+108*c*p^4*x-24*c*p^3*q ^2-376*c*p^3*q*r-1292*c*p^3*q*x-700*c*p^3*r^2+3284*c*p^3*r*x+33868*c*p^3*x^2-72 *c*p^2*q^2*r-1732*c*p^2*q^2*x-564*c*p^2*q*r^2-660*c*p^2*q*r*x+63832*c*p^2*q*x^2 -700*c*p^2*r^3+9204*c*p^2*r^2*x+94920*c*p^2*r*x^2-72564*c*p^2*x^3-332*c*p*q^3*x -72*c*p*q^2*r^2-2322*c*p*q^2*r*x+31648*c*p*q^2*x^2-376*c*p*q*r^3+2556*c*p*q*r^2 *x+118206*c*p*q*r*x^2-89024*c*p*q*x^3-350*c*p*r^4+8988*c*p*r^3*x+90526*c*p*r^2* x^2-172388*c*p*r*x^3-32288*c*p*x^4-242*c*q^3*r*x+1684*c*q^3*x^2-24*c*q^2*r^3-\ 590*c*q^2*r^2*x+25998*c*q^2*r*x^2-16460*c*q^2*x^3-94*c*q*r^4+1924*c*q*r^3*x+ 56980*c*q*r^2*x^2-100380*c*q*r*x^3-32288*c*q*x^4-70*c*r^5+2960*c*r^4*x+29474*c* r^3*x^2-107744*c*r^2*x^3-24800*c*r*x^4+6*g^5*p+6*g^5*r-40*g^5*x+9*g^4*p*q-1064* g^4*p*x+9*g^4*q*r-150*g^4*q*x-732*g^4*r*x-212*g^4*x^2-66*g^3*p^3+5*g^3*p^2*q-\ 198*g^3*p^2*r-2811*g^3*p^2*x+3*g^3*p*q^2+10*g^3*p*q*r-2130*g^3*p*q*x-198*g^3*p* r^2-4622*g^3*p*r*x+11781*g^3*p*x^2+3*g^3*q^2*r-98*g^3*q^2*x+5*g^3*q*r^2-1386*g^ 3*q*r*x+1197*g^3*q*x^2-66*g^3*r^3-1811*g^3*r^2*x+10390*g^3*r*x^2+15632*g^3*x^3-\ 108*g^2*p^4-57*g^2*p^3*q-432*g^2*p^3*r-2335*g^2*p^3*x+4*g^2*p^2*q^2-171*g^2*p^2 *q*r-3958*g^2*p^2*q*x-648*g^2*p^2*r^2-5116*g^2*p^2*r*x+29980*g^2*p^2*x^2+8*g^2* p*q^2*r-1189*g^2*p*q^2*x-171*g^2*p*q*r^2-6067*g^2*p*q*r*x+25891*g^2*p*q*x^2-432 *g^2*p*r^3-3227*g^2*p*r^2*x+58849*g^2*p*r*x^2+7404*g^2*p*x^3-4*g^2*q^3*x+4*g^2* q^2*r^2-795*g^2*q^2*r*x+925*g^2*q^2*x^2-57*g^2*q*r^3-2109*g^2*q*r^2*x+21538*g^2 *q*r*x^2+19932*g^2*q*x^3-108*g^2*r^4-446*g^2*r^3*x+29679*g^2*r^2*x^2+3504*g^2*r *x^3-29728*g^2*x^4-54*g*p^5-63*g*p^4*q-270*g*p^4*r-450*g*p^4*x-9*g*p^3*q^2-252* g*p^3*q*r-1811*g*p^3*q*x-540*g*p^3*r^2-95*g*p^3*r*x+21875*g*p^3*x^2-27*g*p^2*q^ 2*r-1510*g*p^2*q^2*x-378*g*p^2*q*r^2-3525*g*p^2*q*r*x+37784*g*p^2*q*x^2-540*g*p ^2*r^3+2415*g*p^2*r^2*x+64489*g*p^2*r*x^2-24402*g*p^2*x^3-149*g*p*q^3*x-27*g*p* q^2*r^2-2215*g*p*q^2*r*x+15509*g*p*q^2*x^2-252*g*p*q*r^3-1617*g*p*q*r^2*x+70804 *g*p*q*r*x^2-19792*g*p*q*x^3-270*g*p*r^4+3315*g*p*r^3*x+65709*g*p*r^2*x^2-61654 *g*p*r*x^3-33744*g*p*x^4-115*g*q^3*r*x-400*g*q^3*x^2-9*g*q^2*r^3-705*g*q^2*r^2* x+11515*g*q^2*r*x^2+4610*g*q^2*x^3-63*g*q*r^4+97*g*q*r^3*x+33858*g*q*r^2*x^2-\ 23434*g*q*r*x^3-33744*g*q*x^4-54*g*r^5+1255*g*r^4*x+23095*g*r^3*x^2-37240*g*r^2 *x^3-30384*g*r*x^4-6*p^6-12*p^5*q-36*p^5*r+98*p^5*x-6*p^4*q^2-60*p^4*q*r+58*p^4 *q*x-90*p^4*r^2+914*p^4*r*x+4040*p^4*x^2-24*p^3*q^2*r-178*p^3*q^2*x-120*p^3*q*r ^2+914*p^3*q*r*x+11196*p^3*q*x^2-120*p^3*r^3+2676*p^3*r^2*x+14556*p^3*r*x^2-\ 14378*p^3*x^3-138*p^2*q^3*x-36*p^2*q^2*r^2-210*p^2*q^2*r*x+10136*p^2*q^2*x^2-\ 120*p^2*q*r^3+2394*p^2*q*r^2*x+31162*p^2*q*r*x^2-30434*p^2*q*x^3-90*p^2*r^4+ 3524*p^2*r^3*x+19338*p^2*r^2*x^2-51720*p^2*r*x^3-5408*p^2*x^4-210*p*q^3*r*x+ 2844*p*q^3*x^2-24*p*q^2*r^3+114*p*q^2*r^2*x+18598*p*q^2*r*x^2-17734*p*q^2*x^3-\ 60*p*q*r^4+2278*p*q*r^3*x+29994*p*q*r^2*x^2-70944*p*q*r*x^3-10816*p*q*x^4-36*p* r^5+2186*p*r^4*x+11168*p*r^3*x^2-66262*p*r^2*x^3-7264*p*r*x^4-136*q^4*x^2-72*q^ 3*r^2*x+1992*q^3*r*x^2-1678*q^3*x^3-6*q^2*r^4+146*q^2*r^3*x+8994*q^2*r^2*x^2-\ 19224*q^2*r*x^3-5408*q^2*x^4-12*q*r^5+740*q*r^4*x+10028*q*r^3*x^2-44226*q*r^2*x ^3-7264*q*r*x^4-6*r^6+522*r^5*x+2346*r^4*x^2-30152*r^3*x^3-3424*r^2*x^4+272*a^5 +608*a^4*b+1376*a^4*c+656*a^4*g+440*a^4*p+200*a^4*q+440*a^4*r-5924*a^4*x+400*a^ 3*b^2+2480*a^3*b*c+1144*a^3*b*g+1088*a^3*b*p+264*a^3*b*q+1088*a^3*b*r-9988*a^3* b*x+2800*a^3*c^2+2776*a^3*c*g+1768*a^3*c*p+816*a^3*c*q+1768*a^3*c*r-28144*a^3*c *x+620*a^3*g^2+1140*a^3*g*p+376*a^3*g*q+1140*a^3*g*r-10986*a^3*g*x-192*a^3*p^2+ 348*a^3*p*q-384*a^3*p*r-22138*a^3*p*x+32*a^3*q^2+348*a^3*q*r-5906*a^3*q*x-192*a ^3*r^2-19554*a^3*r*x-13276*a^3*x^2+64*a^2*b^3+1232*a^2*b^2*c+504*a^2*b^2*g+776* a^2*b^2*p+64*a^2*b^2*q+776*a^2*b^2*r-2956*a^2*b^2*x+3808*a^2*b*c^2+3640*a^2*b*c *g+3304*a^2*b*c*p+808*a^2*b*c*q+3304*a^2*b*c*r-37844*a^2*b*c*x+716*a^2*b*g^2+ 2040*a^2*b*g*p+324*a^2*b*g*q+2040*a^2*b*g*r-10304*a^2*b*g*x+164*a^2*b*p^2+516*a ^2*b*p*q+328*a^2*b*p*r-37560*a^2*b*p*x+16*a^2*b*q^2+516*a^2*b*q*r-5052*a^2*b*q* x+164*a^2*b*r^2-30260*a^2*b*r*x-52960*a^2*b*x^2+2864*a^2*c^3+4440*a^2*c^2*g+ 2680*a^2*c^2*p+1248*a^2*c^2*q+2680*a^2*c^2*r-49460*a^2*c^2*x+2024*a^2*c*g^2+ 3664*a^2*c*g*p+1176*a^2*c*g*q+3664*a^2*c*g*r-40458*a^2*c*g*x-632*a^2*c*p^2+1068 *a^2*c*p*q-1264*a^2*c*p*r-75914*a^2*c*p*x+96*a^2*c*q^2+1068*a^2*c*q*r-20250*a^2 *c*q*x-632*a^2*c*r^2-62786*a^2*c*r*x-2880*a^2*c*x^2+260*a^2*g^3+1092*a^2*g^2*p+ 226*a^2*g^2*q+1092*a^2*g^2*r-5736*a^2*g^2*x+84*a^2*g*p^2+696*a^2*g*p*q+168*a^2* g*p*r-39322*a^2*g*p*x+36*a^2*g*q^2+696*a^2*g*q*r-6940*a^2*g*q*x+84*a^2*g*r^2-\ 31806*a^2*g*r*x-46206*a^2*g*x^2-664*a^2*p^3+22*a^2*p^2*q-1992*a^2*p^2*r-23924*a ^2*p^2*x+64*a^2*p*q^2+44*a^2*p*q*r-18616*a^2*p*q*x-1992*a^2*p*r^2-43172*a^2*p*r *x+38598*a^2*p*x^2+64*a^2*q^2*r-1318*a^2*q^2*x+22*a^2*q*r^2-14070*a^2*q*r*x-\ 6594*a^2*q*x^2-664*a^2*r^3-19248*a^2*r^2*x+30962*a^2*r*x^2+108312*a^2*x^3+128*a *b^3*c+16*a*b^3*g+128*a*b^3*p+128*a*b^3*r+1220*a*b^3*x+1264*a*b^2*c^2+1024*a*b^ 2*c*g+1600*a*b^2*c*p+128*a*b^2*c*q+1600*a*b^2*c*r-10592*a*b^2*c*x+104*a*b^2*g^2 +948*a*b^2*g*p+16*a*b^2*g*q+948*a*b^2*g*r+1338*a*b^2*g*x+348*a*b^2*p^2+128*a*b^ 2*p*q+696*a*b^2*p*r-16458*a*b^2*p*x+128*a*b^2*q*r+934*a*b^2*q*x+348*a*b^2*r^2-\ 11718*a*b^2*r*x-56188*a*b^2*x^2+2608*a*b*c^3+3856*a*b*c^2*g+3368*a*b*c^2*p+824* a*b*c^2*q+3368*a*b*c^2*r-46712*a*b*c^2*x+1500*a*b*c*g^2+4424*a*b*c*g*p+656*a*b* c*g*q+4424*a*b*c*g*r-29492*a*b*c*g*x+292*a*b*c*p^2+1056*a*b*c*p*q+584*a*b*c*p*r -87988*a*b*c*p*x+32*a*b*c*q^2+1056*a*b*c*q*r-12736*a*b*c*q*x+292*a*b*c*r^2-\ 66212*a*b*c*r*x-52724*a*b*c*x^2+112*a*b*g^3+1284*a*b*g^2*p+64*a*b*g^2*q+1284*a* b*g^2*r+4*a*b*g^2*x+684*a*b*g*p^2+618*a*b*g*p*q+1368*a*b*g*p*r-42176*a*b*g*p*x+ 4*a*b*g*q^2+618*a*b*g*q*r-1162*a*b*g*q*x+684*a*b*g*r^2-30690*a*b*g*r*x-96526*a* b*g*x^2-476*a*b*p^3+230*a*b*p^2*q-1428*a*b*p^2*r-31652*a*b*p^2*x+32*a*b*p*q^2+ 460*a*b*p*q*r-17730*a*b*p*q*x-1428*a*b*p*r^2-54724*a*b*p*r*x+29018*a*b*p*x^2+32 *a*b*q^2*r+222*a*b*q^2*x+230*a*b*q*r^2-12560*a*b*q*r*x-37438*a*b*q*x^2-476*a*b* r^3-23072*a*b*r^2*x+16706*a*b*r*x^2+195168*a*b*x^3+1472*a*c^4+3176*a*c^3*g+1816 *a*c^3*p+848*a*c^3*q+1816*a*c^3*r-38400*a*c^3*x+2200*a*c^2*g^2+3992*a*c^2*g*p+ 1224*a*c^2*g*q+3992*a*c^2*g*r-49516*a*c^2*g*x-696*a*c^2*p^2+1092*a*c^2*p*q-1392 *a*c^2*p*r-86588*a*c^2*p*x+96*a*c^2*q^2+1092*a*c^2*q*r-23104*a*c^2*q*x-696*a*c^ 2*r^2-67524*a*c^2*r*x+43580*a*c^2*x^2+554*a*c*g^3+2458*a*c*g^2*p+464*a*c*g^2*q+ 2458*a*c*g^2*r-15214*a*c*g^2*x+240*a*c*g*p^2+1480*a*c*g*p*q+480*a*c*g*p*r-93340 *a*c*g*p*x+72*a*c*g*q^2+1480*a*c*g*q*r-16638*a*c*g*q*x+240*a*c*g*r^2-70432*a*c* g*r*x-50166*a*c*g*x^2-1400*a*c*p^3+48*a*c*p^2*q-4200*a*c*p^2*r-53486*a*c*p^2*x+ 128*a*c*p*q^2+96*a*c*p*q*r-41878*a*c*p*q*x-4200*a*c*p*r^2-91292*a*c*p*r*x+ 137842*a*c*p*x^2+128*a*c*q^2*r-2848*a*c*q^2*x+48*a*c*q*r^2-30524*a*c*q*r*x+6366 *a*c*q*x^2-1400*a*c*r^3-37806*a*c*r^2*x+115866*a*c*r*x^2+198816*a*c*x^3+32*a*g^ 4+458*a*g^3*p+32*a*g^3*q+458*a*g^3*r-28*a*g^3*x+350*a*g^2*p^2+421*a*g^2*p*q+700 *a*g^2*p*r-22099*a*g^2*p*x+6*a*g^2*q^2+421*a*g^2*q*r-1243*a*g^2*q*x+350*a*g^2*r ^2-15655*a*g^2*r*x-43478*a*g^2*x^2-602*a*g*p^3+259*a*g*p^2*q-1806*a*g*p^2*r-\ 32967*a*g*p^2*x+72*a*g*p*q^2+518*a*g*p*q*r-21510*a*g*p*q*x-1806*a*g*p*r^2-58050 *a*g*p*r*x+29950*a*g*p*x^2+72*a*g*q^2*r-311*a*g*q^2*x+259*a*g*q*r^2-14502*a*g*q *r*x-29948*a*g*q*x^2-602*a*g*r^3-25083*a*g*r^2*x+15426*a*g*r*x^2+164576*a*g*x^3 -366*a*p^4-184*a*p^3*q-1464*a*p^3*r-9458*a*p^3*x+28*a*p^2*q^2-552*a*p^2*q*r-\ 14150*a*p^2*q*x-2196*a*p^2*r^2-24036*a*p^2*r*x+56924*a*p^2*x^2+56*a*p*q^2*r-\ 3978*a*p*q^2*x-552*a*p*q*r^2-23460*a*p*q*r*x+39582*a*p*q*x^2-1464*a*p*r^3-19698 *a*p*r^2*x+112552*a*p*r*x^2+72288*a*p*x^3+30*a*q^3*x+28*a*q^2*r^2-2820*a*q^2*r* x-4630*a*q^2*x^2-184*a*q*r^3-9310*a*q*r^2*x+29818*a*q*r*x^2+81392*a*q*x^3-366*a *r^4-5120*a*r^3*x+57376*a*r^2*x^2+71704*a*r*x^3-53728*a*x^4+112*b^4*x+64*b^3*c^ 2+16*b^3*c*g+128*b^3*c*p+128*b^3*c*r-92*b^3*c*x-16*b^3*g^2+64*b^3*g*p+64*b^3*g* r+992*b^3*g*x+48*b^3*p^2+96*b^3*p*r-892*b^3*p*x+224*b^3*q*x+48*b^3*r^2-1012*b^3 *r*x-16504*b^3*x^2+432*b^2*c^3+520*b^2*c^2*g+824*b^2*c^2*p+64*b^2*c^2*q+824*b^2 *c^2*r-8132*b^2*c^2*x+88*b^2*c*g^2+1004*b^2*c*g*p+16*b^2*c*g*q+1004*b^2*c*g*r-\ 2298*b^2*c*g*x+356*b^2*c*p^2+128*b^2*c*p*q+712*b^2*c*p*r-20086*b^2*c*p*x+128*b^ 2*c*q*r+30*b^2*c*q*x+356*b^2*c*r^2-13674*b^2*c*r*x-36660*b^2*c*x^2-32*b^2*g^3+ 272*b^2*g^2*p-16*b^2*g^2*q+272*b^2*g^2*r+1764*b^2*g^2*x+300*b^2*g*p^2+64*b^2*g* p*q+600*b^2*g*p*r-7828*b^2*g*p*x+64*b^2*g*q*r+1276*b^2*g*q*x+300*b^2*g*r^2-5984 *b^2*g*r*x-42288*b^2*g*x^2-4*b^2*p^3+48*b^2*p^2*q-12*b^2*p^2*r-8728*b^2*p^2*x+ 96*b^2*p*q*r-1514*b^2*p*q*x-12*b^2*p*r^2-13380*b^2*p*r*x-4260*b^2*p*x^2+140*b^2 *q^2*x+48*b^2*q*r^2-1694*b^2*q*r*x-25524*b^2*q*x^2-4*b^2*r^3-4652*b^2*r^2*x-\ 6112*b^2*r*x^2+86856*b^2*x^3+672*b*c^4+1360*b*c^3*g+1152*b*c^3*p+280*b*c^3*q+ 1152*b*c^3*r-19008*b*c^3*x+776*b*c^2*g^2+2412*b*c^2*g*p+332*b*c^2*g*q+2412*b*c^ 2*g*r-20716*b*c^2*g*x+132*b*c^2*p^2+540*b*c^2*p*q+264*b*c^2*p*r-51224*b*c^2*p*x +16*b*c^2*q^2+540*b*c^2*q*r-7828*b*c^2*q*x+132*b*c^2*r^2-36420*b*c^2*r*x+6860*b *c^2*x^2+92*b*c*g^3+1442*b*c*g^2*p+56*b*c*g^2*q+1442*b*c*g^2*r-2726*b*c*g^2*x+ 764*b*c*g*p^2+646*b*c*g*p*q+1528*b*c*g*p*r-51444*b*c*g*p*x+4*b*c*g*q^2+646*b*c* g*q*r-2734*b*c*g*q*x+764*b*c*g*r^2-35766*b*c*g*r*x-62814*b*c*g*x^2-502*b*c*p^3+ 234*b*c*p^2*q-1506*b*c*p^2*r-35972*b*c*p^2*x+32*b*c*p*q^2+468*b*c*p*q*r-19954*b *c*p*q*x-1506*b*c*p*r^2-58216*b*c*p*r*x+72246*b*c*p*x^2+32*b*c*q^2*r+98*b*c*q^2 *x+234*b*c*q*r^2-14064*b*c*q*r*x-29246*b*c*q*x^2-502*b*c*r^3-22244*b*c*r^2*x+ 55230*b*c*r*x^2+182752*b*c*x^3-20*b*g^4+262*b*g^3*p-20*b*g^3*q+262*b*g^3*r+1440 *b*g^3*x+375*b*g^2*p^2+168*b*g^2*p*q+750*b*g^2*p*r-10776*b*g^2*p*x-4*b*g^2*q^2+ 168*b*g^2*q*r+1234*b*g^2*q*x+375*b*g^2*r^2-7174*b*g^2*r*x-37790*b*g^2*x^2-131*b *g*p^3+206*b*g*p^2*q-393*b*g*p^2*r-20722*b*g*p^2*x+16*b*g*p*q^2+412*b*g*p*q*r-\ 8276*b*g*p*q*x-393*b*g*p*r^2-33764*b*g*p*r*x+1528*b*g*p*x^2+16*b*g*q^2*r+514*b* g*q^2*x+206*b*g*q*r^2-6340*b*g*q*r*x-39890*b*g*q*x^2-131*b*g*r^3-13042*b*g*r^2* x-2400*b*g*r*x^2+142496*b*g*x^3-172*b*p^4-6*b*p^3*q-688*b*p^3*r-7278*b*p^3*x+12 *b*p^2*q^2-18*b*p^2*q*r-8640*b*p^2*q*x-1032*b*p^2*r^2-18524*b*p^2*r*x+35846*b*p ^2*x^2+24*b*p*q^2*r-650*b*p*q^2*x-18*b*p*q*r^2-13254*b*p*q*r*x+10050*b*p*q*x^2-\ 688*b*p*r^3-15214*b*p*r^2*x+65764*b*p*r*x^2+73584*b*p*x^3+28*b*q^3*x+12*b*q^2*r ^2-718*b*q^2*r*x-13084*b*q^2*x^2-6*b*q*r^3-4614*b*q*r^2*x+1270*b*q*r*x^2+82688* b*q*x^3-172*b*r^4-3968*b*r^3*x+26986*b*r^2*x^2+69544*b*r*x^3-53728*b*x^4+304*c^ 5+856*c^4*g+464*c^4*p+216*c^4*q+464*c^4*r-11160*c^4*x+796*c^3*g^2+1468*c^3*g*p+ 424*c^3*g*q+1468*c^3*g*r-20296*c^3*g*x-256*c^3*p^2+372*c^3*p*q-512*c^3*p*r-\ 32920*c^3*p*x+32*c^3*q^2+372*c^3*q*r-8760*c^3*q*x-256*c^3*r^2-24352*c^3*r*x+ 33776*c^3*x^2+290*c^2*g^3+1400*c^2*g^2*p+238*c^2*g^2*q+1400*c^2*g^2*r-10230*c^2 *g^2*x+172*c^2*g*p^2+784*c^2*g*p*q+344*c^2*g*p*r-55546*c^2*g*p*x+36*c^2*g*q^2+ 784*c^2*g*q*r-9946*c^2*g*q*x+172*c^2*g*r^2-39634*c^2*g*r*x+3152*c^2*g*x^2-742*c ^2*p^3+26*c^2*p^2*q-2226*c^2*p^2*r-30010*c^2*p^2*x+64*c^2*p*q^2+52*c^2*p*q*r-\ 23516*c^2*p*q*x-2226*c^2*p*r^2-48508*c^2*p*r*x+106428*c^2*p*x^2+64*c^2*q^2*r-\ 1530*c^2*q^2*x+26*c^2*q*r^2-16672*c^2*q*r*x+14316*c^2*q*x^2-742*c^2*r^3-18498*c ^2*r^2*x+90676*c^2*r*x^2+85888*c^2*x^3+26*c*g^4+531*c*g^3*p+28*c*g^3*q+531*c*g^ 3*r-588*c*g^3*x+432*c*g^2*p^2+451*c*g^2*p*q+864*c*g^2*p*r-27127*c*g^2*p*x+6*c*g ^2*q^2+451*c*g^2*q*r-1863*c*g^2*q*x+432*c*g^2*r^2-18061*c*g^2*r*x-30676*c*g^2*x ^2-629*c*g*p^3+289*c*g*p^2*q-1887*c*g*p^2*r-38559*c*g*p^2*x+72*c*g*p*q^2+578*c* g*p*q*r-24732*c*g*p*q*x-1887*c*g*p*r^2-63916*c*g*p*r*x+68842*c*g*p*x^2+72*c*g*q ^2*r-373*c*g*q^2*x+289*c*g*q*r^2-16548*c*g*q*r*x-21806*c*g*q*x^2-629*c*g*r^3-\ 25357*c*g*r^2*x+50306*c*g*r*x^2+159552*c*g*x^3-388*c*p^4-188*c*p^3*q-1552*c*p^3 *r-10450*c*p^3*x+28*c*p^2*q^2-564*c*p^2*q*r-15886*c*p^2*q*x-2328*c*p^2*r^2-\ 25078*c*p^2*r*x+79182*c*p^2*x^2+56*c*p*q^2*r-4198*c*p*q^2*x-564*c*p*q*r^2-25358 *c*p*q*r*x+58432*c*p*q*x^2-1552*c*p*r^3-18806*c*p*r^2*x+152024*c*p*r*x^2+51680* c*p*x^3+30*c*q^3*x+28*c*q^2*r^2-2992*c*q^2*r*x-4974*c*q^2*x^2-188*c*q*r^3-9472* c*q*r^2*x+44012*c*q*r*x^2+77472*c*q*x^3-388*c*r^4-4178*c*r^3*x+74122*c*r^2*x^2+ 49600*c*r*x^3-63872*c*x^4-4*g^5+70*g^4*p-6*g^4*q+70*g^4*r+424*g^4*x+141*g^3*p^2 +76*g^3*p*q+282*g^3*p*r-3792*g^3*p*x-2*g^3*q^2+76*g^3*q*r+460*g^3*q*x+141*g^3*r ^2-2166*g^3*r*x-11904*g^3*x^2-92*g^2*p^3+143*g^2*p^2*q-276*g^2*p^2*r-10835*g^2* p^2*x+16*g^2*p*q^2+286*g^2*p*q*r-5523*g^2*p*q*x-276*g^2*p*r^2-18208*g^2*p*r*x+ 2228*g^2*p*x^2+16*g^2*q^2*r+298*g^2*q^2*x+143*g^2*q*r^2-3359*g^2*q*r*x-16564*g^ 2*q*x^2-92*g^2*r^3-7373*g^2*r^2*x-2010*g^2*r*x^2+59456*g^2*x^3-211*g*p^4-41*g*p ^3*q-844*g*p^3*r-7627*g*p^3*x+28*g*p^2*q^2-123*g*p^2*q*r-9876*g*p^2*q*x-1266*g* p^2*r^2-19627*g*p^2*r*x+33970*g*p^2*x^2+56*g*p*q^2*r-1687*g*p*q^2*x-123*g*p*q*r ^2-15652*g*p*q*r*x+13542*g*p*q*x^2-844*g*p*r^3-16373*g*p*r^2*x+63318*g*p*r*x^2+ 65088*g*p*x^3+62*g*q^3*x+28*g*q^2*r^2-1225*g*q^2*r*x-9548*g*q^2*x^2-41*g*q*r^3-\ 5776*g*q*r^2*x+5988*g*q*r*x^2+69888*g*q*x^3-211*g*r^4-4373*g*r^3*x+28080*g*r^2* x^2+60768*g*r*x^3-39808*g*x^4-60*p^5-62*p^4*q-300*p^4*r-1140*p^4*x-2*p^3*q^2-\ 248*p^3*q*r-2926*p^3*q*x-600*p^3*r^2-3242*p^3*r*x+16902*p^3*x^2-6*p^2*q^2*r-\ 1844*p^2*q^2*x-372*p^2*q*r^2-7170*p^2*q*r*x+25344*p^2*q*x^2-600*p^2*r^3-2886*p^ 2*r^2*x+51318*p^2*r*x^2+3848*p^2*x^3-58*p*q^3*x-6*p*q^2*r^2-2858*p*q^2*r*x+6294 *p*q^2*x^2-248*p*q*r^3-5562*p*q*r^2*x+46628*p*q*r*x^2+21632*p*q*x^3-300*p*r^4-\ 606*p*r^3*x+54006*p*r^2*x^2+5464*p*r*x^3-28768*p*x^4-62*q^3*r*x-2148*q^3*x^2-2* q^2*r^3-1014*q^2*r^2*x+2574*q^2*r*x^2+17784*q^2*x^3-62*q*r^4-1318*q*r^3*x+20952 *q*r^2*x^2+23592*q*r*x^3-28768*q*x^4-60*r^5+178*r^4*x+19590*r^3*x^2+6848*r^2*x^ 3-26944*r*x^4+848*a^4+1232*a^3*b+3504*a^3*c+1480*a^3*g+1920*a^3*p+400*a^3*q+ 1920*a^3*r-1836*a^3*x+352*a^2*b^2+3840*a^2*b*c+1256*a^2*b*g+2832*a^2*b*p+224*a^ 2*b*q+2832*a^2*b*r+7968*a^2*b*x+5456*a^2*c^2+4720*a^2*c*g+5968*a^2*c*p+1232*a^2 *c*q+5968*a^2*c*r-11648*a^2*c*x+776*a^2*g^2+3304*a^2*g*p+388*a^2*g*q+3304*a^2*g *r+6670*a^2*g*x+1040*a^2*p^2+936*a^2*p*q+2080*a^2*p*r-25266*a^2*p*x+24*a^2*q^2+ 936*a^2*q*r+750*a^2*q*x+1040*a^2*r^2-18170*a^2*r*x-76432*a^2*x^2-32*a*b^3+704*a *b^2*c-120*a*b^2*g+944*a*b^2*p-32*a*b^2*q+944*a*b^2*r+10676*a*b^2*x+3984*a*b*c^ 2+2512*a*b*c*g+5928*a*b*c*p+448*a*b*c*q+5928*a*b*c*r+8540*a*b*c*x-44*a*b*g^2+ 3084*a*b*g*p-84*a*b*g*q+3084*a*b*g*r+22626*a*b*g*x+1592*a*b*p^2+616*a*b*p*q+ 3184*a*b*p*r-19430*a*b*p*x-8*a*b*q^2+616*a*b*q*r+7490*a*b*q*x+1592*a*b*r^2-\ 10350*a*b*r*x-126056*a*b*x^2+3792*a*c^3+4992*a*c^2*g+6240*a*c^2*p+1264*a*c^2*q+ 6240*a*c^2*r-18644*a*c^2*x+1572*a*c*g^2+7160*a*c*g*p+768*a*c*g*q+7160*a*c*g*r+ 8606*a*c*g*x+2184*a*c*p^2+1936*a*c*p*q+4368*a*c*p*r-62374*a*c*p*x+48*a*c*q^2+ 1936*a*c*q*r-186*a*c*q*x+2184*a*c*r^2-42726*a*c*r*x-134928*a*c*x^2+12*a*g^3+ 1802*a*g^2*p-26*a*g^2*q+1802*a*g^2*r+11664*a*g^2*x+1812*a*g*p^2+984*a*g*p*q+ 3624*a*g*p*r-22904*a*g*p*x-12*a*g*q^2+984*a*g*q*r+7478*a*g*q*x+1812*a*g*r^2-\ 11288*a*g*r*x-119340*a*g*x^2-126*a*p^3+528*a*p^2*q-378*a*p^2*r-26364*a*p^2*x+72 *a*p*q^2+1056*a*p*q*r-12058*a*p*q*x-378*a*p*r^2-45752*a*p*r*x-32380*a*p*x^2+72* a*q^2*r+1282*a*q^2*x+528*a*q*r^2-7118*a*q*r*x-52804*a*q*x^2-126*a*r^3-19388*a*r ^2*x-41948*a*r*x^2+118976*a*x^3-32*b^3*c-64*b^3*g+32*b^3*p+32*b^3*r+1448*b^3*x+ 352*b^2*c^2-168*b^2*c*g+976*b^2*c*p-32*b^2*c*q+976*b^2*c*r+7004*b^2*c*x-240*b^2 *g^2+424*b^2*g*p-64*b^2*g*q+424*b^2*g*r+7924*b^2*g*x+384*b^2*p^2+32*b^2*p*q+768 *b^2*p*r-76*b^2*p*x+32*b^2*q*r+2012*b^2*q*x+384*b^2*r^2-324*b^2*r*x-44248*b^2*x ^2+1376*b*c^3+1232*b*c^2*g+3112*b*c^2*p+224*b*c^2*q+3112*b*c^2*r-324*b*c^2*x-\ 176*b*c*g^2+3316*b*c*g*p-108*b*c*g*q+3316*b*c*g*r+17990*b*c*g*x+1668*b*c*p^2+ 632*b*c*p*q+3336*b*c*p*r-26146*b*c*p*x-8*b*c*q^2+632*b*c*q*r+6058*b*c*q*x+1668* b*c*r^2-14786*b*c*r*x-110832*b*c*x^2-224*b*g^3+754*b*g^2*p-152*b*g^2*q+754*b*g^ 2*r+10576*b*g^2*x+1174*b*g*p^2+260*b*g*p*q+2348*b*g*p*r-5230*b*g*p*x-16*b*g*q^2 +260*b*g*q*r+6672*b*g*q*x+1174*b*g*r^2-1306*b*g*r*x-86220*b*g*x^2+146*b*p^3+256 *b*p^2*q+438*b*p^2*r-14226*b*p^2*x+8*b*p*q^2+512*b*p*q*r-1030*b*p*q*x+438*b*p*r ^2-21644*b*p*r*x-41092*b*p*x^2+8*b*q^2*r+796*b*q^2*x+256*b*q*r^2-1250*b*q*r*x-\ 47980*b*q*x^2+146*b*r^3-7418*b*r^2*x-38708*b*r*x^2+95936*b*x^3+992*c^4+1752*c^3 *g+2192*c^3*p+432*c^3*q+2192*c^3*r-8976*c^3*x+768*c^2*g^2+3908*c^2*g*p+380*c^2* g*q+3908*c^2*g*r+944*c^2*g*x+1160*c^2*p^2+1000*c^2*p*q+2320*c^2*p*r-37988*c^2*p *x+24*c^2*q^2+1000*c^2*q*r-1044*c^2*q*x+1160*c^2*r^2-25236*c^2*r*x-56288*c^2*x^ 2-50*c*g^3+1994*c*g^2*p-54*c*g^2*q+1994*c*g^2*r+10892*c*g^2*x+2020*c*g*p^2+1024 *c*g*p*q+4040*c*g*p*r-30050*c*g*p*x-12*c*g*q^2+1024*c*g*q*r+6902*c*g*q*x+2020*c *g*r^2-15330*c*g*r*x-110336*c*g*x^2-124*c*p^3+552*c*p^2*q-372*c*p^2*r-30930*c*p ^2*x+72*c*p*q^2+1104*c*p*q*r-13920*c*p*q*x-372*c*p*r^2-51180*c*p*r*x-14800*c*p* x^2+72*c*q^2*r+1234*c*q^2*x+552*c*q*r^2-8472*c*q*r*x-53488*c*q*x^2-124*c*r^3-\ 20250*c*r^2*x-26672*c*r*x^2+127744*c*x^3-60*g^4+294*g^3*p-68*g^3*q+294*g^3*r+ 4088*g^3*x+708*g^2*p^2+210*g^2*p*q+1416*g^2*p*r-3590*g^2*p*x-16*g^2*q^2+210*g^2 *q*r+4258*g^2*q*x+708*g^2*r^2+258*g^2*r*x-42608*g^2*x^2+132*g*p^3+406*g*p^2*q+ 396*g*p^2*r-15836*g*p^2*x+24*g*p*q^2+812*g*p*q*r-3646*g*p*q*x+396*g*p*r^2-25296 *g*p*r*x-36740*g*p*x^2+24*g*q^2*r+1310*g*q^2*x+406*g*q*r^2-1466*g*q*r*x-43940*g *q*x^2+132*g*r^3-9460*g*r^2*x-38596*g*r*x^2+79616*g*x^3-126*p^4+42*p^3*q-504*p^ 3*r-6802*p^3*x+32*p^2*q^2+126*p^2*q*r-7272*p^2*q*x-756*p^2*r^2-18118*p^2*r*x+ 8260*p^2*x^2+64*p*q^2*r-282*p*q^2*x+126*p*q*r^2-11156*p*q*r*x-12416*p*q*x^2-504 *p*r^3-15830*p*r^2*x+10720*p*r*x^2+60096*p*x^3+76*q^3*x+32*q^2*r^2-302*q^2*r*x-\ 12644*q^2*x^2+42*q*r^3-3884*q*r^2*x-16472*q*r*x^2+54976*q*x^3-126*r^4-4514*r^3* x-468*r^2*x^2+53888*r*x^3-16896*x^4+1040*a^3+416*a^2*b+3264*a^2*c+704*a^2*g+ 2888*a^2*p+120*a^2*q+2888*a^2*r+16576*a^2*x-400*a*b^2+784*a*b*c-1040*a*b*g+2120 *a*b*p-264*a*b*q+2120*a*b*r+28472*a*b*x+3392*a*c^2+1288*a*c*g+6088*a*c*p+224*a* c*q+6088*a*c*r+30368*a*c*x-508*a*g^2+2780*a*g*p-348*a*g*q+2780*a*g*r+31460*a*g* x+1896*a*p^2+680*a*p*q+3792*a*p*r-2868*a*p*x-32*a*q^2+680*a*q*r+10708*a*q*x+ 1896*a*r^2+4260*a*r*x-89424*a*x^2-64*b^3-432*b^2*c-576*b^2*g+144*b^2*p-64*b^2*q +144*b^2*r+6520*b^2*x+352*b*c^2-1296*b*c*g+2224*b*c*p-280*b*c*q+2224*b*c*r+ 24608*b*c*x-912*b*g^2+760*b*g*p-368*b*g*q+760*b*g*r+20564*b*g*x+976*b*p^2+88*b* p*q+1952*b*p*r+5700*b*p*x-16*b*q^2+88*b*q*r+5740*b*q*x+976*b*r^2+5772*b*r*x-\ 54864*b*x^2+1168*c^3+528*c^2*g+3224*c^2*p+104*c^2*q+3224*c^2*r+13344*c^2*x-732* c*g^2+2964*c*g*p-404*c*g*q+2964*c*g*r+30560*c*g*x+2024*c*p^2+696*c*p*q+4048*c*p *r-6528*c*p*x-32*c*q^2+696*c*q*r+10240*c*q*x+2024*c*r^2+1872*c*r*x-87360*c*x^2-\ 352*g^3+512*g^2*p-280*g^2*q+512*g^2*r+12880*g^2*x+1280*g*p^2+200*g*p*q+2560*g*p *r+4636*g*p*x-40*g*q^2+200*g*q*r+8556*g*q*x+1280*g*r^2+8212*g*r*x-57216*g*x^2+ 264*p^3+328*p^2*q+792*p^2*r-7524*p^2*x+8*p*q^2+656*p*q*r+1600*p*q*x+792*p*r^2-\ 10480*p*r*x-38928*p*x^2+8*q^2*r+1092*q^2*x+328*q*r^2+1704*q*r*x-31248*q*x^2+264 *r^3-2956*r^2*x-34800*r*x^2+33792*x^3-112*a^2-1328*a*b-336*a*c-1528*a*g+1416*a* p-432*a*q+1416*a*r+24464*a*x-448*b^2-1472*b*c-1600*b*g+120*b*p-288*b*q+120*b*r+ 12368*b*x-256*c^2-1856*c*g+1472*c*p-464*c*q+1472*c*r+23488*c*x-1008*g^2+264*g*p -496*g*q+264*g*r+17408*g*x+792*p^2+24*p*q+1584*p*r+7376*p*x-32*q^2+24*q*r+5264* q*x+792*r^2+7856*r*x-25344*x^2-1312*a-1024*b-1472*c-1408*g-96*p-320*q-96*r+8448 *x-768)*dx^2-x^2*(x-1)^2*(24*a^5*x^2+120*a^4*b*x^2+168*a^4*c*x^2+100*a^4*g*x^2+ 72*a^4*p*x^2+72*a^4*q*x^2+112*a^4*r*x^2+240*a^3*b^2*x^2+672*a^3*b*c*x^2+400*a^3 *b*g*x^2+288*a^3*b*p*x^2+288*a^3*b*q*x^2+448*a^3*b*r*x^2+456*a^3*c^2*x^2+572*a^ 3*c*g*x^2+384*a^3*c*p*x^2+384*a^3*c*q*x^2+584*a^3*c*r*x^2+164*a^3*g^2*x^2+248*a ^3*g*p*x^2+248*a^3*g*q*x^2+380*a^3*g*r*x^2+78*a^3*p^2*x^2+156*a^3*p*q*x^2+236*a ^3*p*r*x^2+78*a^3*q^2*x^2+236*a^3*q*r*x^2+182*a^3*r^2*x^2+240*a^2*b^3*x^2+1008* a^2*b^2*c*x^2+600*a^2*b^2*g*x^2+432*a^2*b^2*p*x^2+432*a^2*b^2*q*x^2+672*a^2*b^2 *r*x^2+1368*a^2*b*c^2*x^2+1716*a^2*b*c*g*x^2+1152*a^2*b*c*p*x^2+1152*a^2*b*c*q* x^2+1752*a^2*b*c*r*x^2+492*a^2*b*g^2*x^2+744*a^2*b*g*p*x^2+744*a^2*b*g*q*x^2+ 1140*a^2*b*g*r*x^2+234*a^2*b*p^2*x^2+468*a^2*b*p*q*x^2+708*a^2*b*p*r*x^2+234*a^ 2*b*q^2*x^2+708*a^2*b*q*r*x^2+546*a^2*b*r^2*x^2+600*a^2*c^3*x^2+1200*a^2*c^2*g* x^2+744*a^2*c^2*p*x^2+744*a^2*c^2*q*x^2+1104*a^2*c^2*r*x^2+714*a^2*c*g^2*x^2+ 1030*a^2*c*g*p*x^2+1030*a^2*c*g*q*x^2+1552*a^2*c*g*r*x^2+294*a^2*c*p^2*x^2+588* a^2*c*p*q*x^2+868*a^2*c*p*r*x^2+294*a^2*c*q^2*x^2+868*a^2*c*q*r*x^2+646*a^2*c*r ^2*x^2+132*a^2*g^3*x^2+313*a^2*g^2*p*x^2+313*a^2*g^2*q*x^2+476*a^2*g^2*r*x^2+ 215*a^2*g*p^2*x^2+430*a^2*g*p*q*x^2+642*a^2*g*p*r*x^2+215*a^2*g*q^2*x^2+642*a^2 *g*q*r*x^2+487*a^2*g*r^2*x^2+36*a^2*p^3*x^2+108*a^2*p^2*q*x^2+158*a^2*p^2*r*x^2 +108*a^2*p*q^2*x^2+316*a^2*p*q*r*x^2+232*a^2*p*r^2*x^2+36*a^2*q^3*x^2+158*a^2*q ^2*r*x^2+232*a^2*q*r^2*x^2+110*a^2*r^3*x^2+120*a*b^4*x^2+672*a*b^3*c*x^2+400*a* b^3*g*x^2+288*a*b^3*p*x^2+288*a*b^3*q*x^2+448*a*b^3*r*x^2+1368*a*b^2*c^2*x^2+ 1716*a*b^2*c*g*x^2+1152*a*b^2*c*p*x^2+1152*a*b^2*c*q*x^2+1752*a*b^2*c*r*x^2+492 *a*b^2*g^2*x^2+744*a*b^2*g*p*x^2+744*a*b^2*g*q*x^2+1140*a*b^2*g*r*x^2+234*a*b^2 *p^2*x^2+468*a*b^2*p*q*x^2+708*a*b^2*p*r*x^2+234*a*b^2*q^2*x^2+708*a*b^2*q*r*x^ 2+546*a*b^2*r^2*x^2+1200*a*b*c^3*x^2+2400*a*b*c^2*g*x^2+1488*a*b*c^2*p*x^2+1488 *a*b*c^2*q*x^2+2208*a*b*c^2*r*x^2+1428*a*b*c*g^2*x^2+2060*a*b*c*g*p*x^2+2060*a* b*c*g*q*x^2+3104*a*b*c*g*r*x^2+588*a*b*c*p^2*x^2+1176*a*b*c*p*q*x^2+1736*a*b*c* p*r*x^2+588*a*b*c*q^2*x^2+1736*a*b*c*q*r*x^2+1292*a*b*c*r^2*x^2+264*a*b*g^3*x^2 +626*a*b*g^2*p*x^2+626*a*b*g^2*q*x^2+952*a*b*g^2*r*x^2+430*a*b*g*p^2*x^2+860*a* b*g*p*q*x^2+1284*a*b*g*p*r*x^2+430*a*b*g*q^2*x^2+1284*a*b*g*q*r*x^2+974*a*b*g*r ^2*x^2+72*a*b*p^3*x^2+216*a*b*p^2*q*x^2+316*a*b*p^2*r*x^2+216*a*b*p*q^2*x^2+632 *a*b*p*q*r*x^2+464*a*b*p*r^2*x^2+72*a*b*q^3*x^2+316*a*b*q^2*r*x^2+464*a*b*q*r^2 *x^2+220*a*b*r^3*x^2+384*a*c^4*x^2+1096*a*c^3*g*x^2+624*a*c^3*p*x^2+624*a*c^3*q *x^2+904*a*c^3*r*x^2+1016*a*c^2*g^2*x^2+1400*a*c^2*g*p*x^2+1400*a*c^2*g*q*x^2+ 2080*a*c^2*g*r*x^2+360*a*c^2*p^2*x^2+720*a*c^2*p*q*x^2+1040*a*c^2*p*r*x^2+360*a *c^2*q^2*x^2+1040*a*c^2*q*r*x^2+752*a*c^2*r^2*x^2+386*a*c*g^3*x^2+886*a*c*g^2*p *x^2+886*a*c*g^2*q*x^2+1334*a*c*g^2*r*x^2+578*a*c*g*p^2*x^2+1156*a*c*g*p*q*x^2+ 1702*a*c*g*p*r*x^2+578*a*c*g*q^2*x^2+1702*a*c*g*q*r*x^2+1262*a*c*g*r^2*x^2+84*a *c*p^3*x^2+252*a*c*p^2*q*x^2+362*a*c*p^2*r*x^2+252*a*c*p*q^2*x^2+724*a*c*p*q*r* x^2+520*a*c*p*r^2*x^2+84*a*c*q^3*x^2+362*a*c*q^2*r*x^2+520*a*c*q*r^2*x^2+242*a* c*r^3*x^2+52*a*g^4*x^2+171*a*g^3*p*x^2+171*a*g^3*q*x^2+260*a*g^3*r*x^2+189*a*g^ 2*p^2*x^2+378*a*g^2*p*q*x^2+563*a*g^2*p*r*x^2+189*a*g^2*q^2*x^2+563*a*g^2*q*r*x ^2+425*a*g^2*r^2*x^2+76*a*g*p^3*x^2+228*a*g*p^2*q*x^2+331*a*g*p^2*r*x^2+228*a*g *p*q^2*x^2+662*a*g*p*q*r*x^2+482*a*g*p*r^2*x^2+76*a*g*q^3*x^2+331*a*g*q^2*r*x^2 +482*a*g*q*r^2*x^2+227*a*g*r^3*x^2+6*a*p^4*x^2+24*a*p^3*q*x^2+34*a*p^3*r*x^2+36 *a*p^2*q^2*x^2+102*a*p^2*q*r*x^2+72*a*p^2*r^2*x^2+24*a*p*q^3*x^2+102*a*p*q^2*r* x^2+144*a*p*q*r^2*x^2+66*a*p*r^3*x^2+6*a*q^4*x^2+34*a*q^3*r*x^2+72*a*q^2*r^2*x^ 2+66*a*q*r^3*x^2+22*a*r^4*x^2+24*b^5*x^2+168*b^4*c*x^2+100*b^4*g*x^2+72*b^4*p*x ^2+72*b^4*q*x^2+112*b^4*r*x^2+456*b^3*c^2*x^2+572*b^3*c*g*x^2+384*b^3*c*p*x^2+ 384*b^3*c*q*x^2+584*b^3*c*r*x^2+164*b^3*g^2*x^2+248*b^3*g*p*x^2+248*b^3*g*q*x^2 +380*b^3*g*r*x^2+78*b^3*p^2*x^2+156*b^3*p*q*x^2+236*b^3*p*r*x^2+78*b^3*q^2*x^2+ 236*b^3*q*r*x^2+182*b^3*r^2*x^2+600*b^2*c^3*x^2+1200*b^2*c^2*g*x^2+744*b^2*c^2* p*x^2+744*b^2*c^2*q*x^2+1104*b^2*c^2*r*x^2+714*b^2*c*g^2*x^2+1030*b^2*c*g*p*x^2 +1030*b^2*c*g*q*x^2+1552*b^2*c*g*r*x^2+294*b^2*c*p^2*x^2+588*b^2*c*p*q*x^2+868* b^2*c*p*r*x^2+294*b^2*c*q^2*x^2+868*b^2*c*q*r*x^2+646*b^2*c*r^2*x^2+132*b^2*g^3 *x^2+313*b^2*g^2*p*x^2+313*b^2*g^2*q*x^2+476*b^2*g^2*r*x^2+215*b^2*g*p^2*x^2+ 430*b^2*g*p*q*x^2+642*b^2*g*p*r*x^2+215*b^2*g*q^2*x^2+642*b^2*g*q*r*x^2+487*b^2 *g*r^2*x^2+36*b^2*p^3*x^2+108*b^2*p^2*q*x^2+158*b^2*p^2*r*x^2+108*b^2*p*q^2*x^2 +316*b^2*p*q*r*x^2+232*b^2*p*r^2*x^2+36*b^2*q^3*x^2+158*b^2*q^2*r*x^2+232*b^2*q *r^2*x^2+110*b^2*r^3*x^2+384*b*c^4*x^2+1096*b*c^3*g*x^2+624*b*c^3*p*x^2+624*b*c ^3*q*x^2+904*b*c^3*r*x^2+1016*b*c^2*g^2*x^2+1400*b*c^2*g*p*x^2+1400*b*c^2*g*q*x ^2+2080*b*c^2*g*r*x^2+360*b*c^2*p^2*x^2+720*b*c^2*p*q*x^2+1040*b*c^2*p*r*x^2+ 360*b*c^2*q^2*x^2+1040*b*c^2*q*r*x^2+752*b*c^2*r^2*x^2+386*b*c*g^3*x^2+886*b*c* g^2*p*x^2+886*b*c*g^2*q*x^2+1334*b*c*g^2*r*x^2+578*b*c*g*p^2*x^2+1156*b*c*g*p*q *x^2+1702*b*c*g*p*r*x^2+578*b*c*g*q^2*x^2+1702*b*c*g*q*r*x^2+1262*b*c*g*r^2*x^2 +84*b*c*p^3*x^2+252*b*c*p^2*q*x^2+362*b*c*p^2*r*x^2+252*b*c*p*q^2*x^2+724*b*c*p *q*r*x^2+520*b*c*p*r^2*x^2+84*b*c*q^3*x^2+362*b*c*q^2*r*x^2+520*b*c*q*r^2*x^2+ 242*b*c*r^3*x^2+52*b*g^4*x^2+171*b*g^3*p*x^2+171*b*g^3*q*x^2+260*b*g^3*r*x^2+ 189*b*g^2*p^2*x^2+378*b*g^2*p*q*x^2+563*b*g^2*p*r*x^2+189*b*g^2*q^2*x^2+563*b*g ^2*q*r*x^2+425*b*g^2*r^2*x^2+76*b*g*p^3*x^2+228*b*g*p^2*q*x^2+331*b*g*p^2*r*x^2 +228*b*g*p*q^2*x^2+662*b*g*p*q*r*x^2+482*b*g*p*r^2*x^2+76*b*g*q^3*x^2+331*b*g*q ^2*r*x^2+482*b*g*q*r^2*x^2+227*b*g*r^3*x^2+6*b*p^4*x^2+24*b*p^3*q*x^2+34*b*p^3* r*x^2+36*b*p^2*q^2*x^2+102*b*p^2*q*r*x^2+72*b*p^2*r^2*x^2+24*b*p*q^3*x^2+102*b* p*q^2*r*x^2+144*b*p*q*r^2*x^2+66*b*p*r^3*x^2+6*b*q^4*x^2+34*b*q^3*r*x^2+72*b*q^ 2*r^2*x^2+66*b*q*r^3*x^2+22*b*r^4*x^2+96*c^5*x^2+368*c^4*g*x^2+192*c^4*p*x^2+ 192*c^4*q*x^2+272*c^4*r*x^2+472*c^3*g^2*x^2+624*c^3*g*p*x^2+624*c^3*g*q*x^2+920 *c^3*g*r*x^2+144*c^3*p^2*x^2+288*c^3*p*q*x^2+408*c^3*p*r*x^2+144*c^3*q^2*x^2+ 408*c^3*q*r*x^2+288*c^3*r^2*x^2+276*c^2*g^3*x^2+616*c^2*g^2*p*x^2+616*c^2*g^2*q *x^2+924*c^2*g^2*r*x^2+384*c^2*g*p^2*x^2+768*c^2*g*p*q*x^2+1124*c^2*g*p*r*x^2+ 384*c^2*g*q^2*x^2+1124*c^2*g*q*r*x^2+824*c^2*g*r^2*x^2+48*c^2*p^3*x^2+144*c^2*p ^2*q*x^2+204*c^2*p^2*r*x^2+144*c^2*p*q^2*x^2+408*c^2*p*q*r*x^2+288*c^2*p*r^2*x^ 2+48*c^2*q^3*x^2+204*c^2*q^2*r*x^2+288*c^2*q*r^2*x^2+132*c^2*r^3*x^2+76*c*g^4*x ^2+244*c*g^3*p*x^2+244*c*g^3*q*x^2+370*c*g^3*r*x^2+262*c*g^2*p^2*x^2+524*c*g^2* p*q*x^2+778*c*g^2*p*r*x^2+262*c*g^2*q^2*x^2+778*c*g^2*q*r*x^2+582*c*g^2*r^2*x^2 +100*c*g*p^3*x^2+300*c*g*p^2*q*x^2+434*c*g*p^2*r*x^2+300*c*g*p*q^2*x^2+868*c*g* p*q*r*x^2+628*c*g*p*r^2*x^2+100*c*g*q^3*x^2+434*c*g*q^2*r*x^2+628*c*g*q*r^2*x^2 +294*c*g*r^3*x^2+6*c*p^4*x^2+24*c*p^3*q*x^2+34*c*p^3*r*x^2+36*c*p^2*q^2*x^2+102 *c*p^2*q*r*x^2+72*c*p^2*r^2*x^2+24*c*p*q^3*x^2+102*c*p*q^2*r*x^2+144*c*p*q*r^2* x^2+66*c*p*r^3*x^2+6*c*q^4*x^2+34*c*q^3*r*x^2+72*c*q^2*r^2*x^2+66*c*q*r^3*x^2+ 22*c*r^4*x^2+8*g^5*x^2+34*g^4*p*x^2+34*g^4*q*x^2+52*g^4*r*x^2+53*g^3*p^2*x^2+ 106*g^3*p*q*x^2+159*g^3*p*r*x^2+53*g^3*q^2*x^2+159*g^3*q*r*x^2+121*g^3*r^2*x^2+ 36*g^2*p^3*x^2+108*g^2*p^2*q*x^2+158*g^2*p^2*r*x^2+108*g^2*p*q^2*x^2+316*g^2*p* q*r*x^2+232*g^2*p*r^2*x^2+36*g^2*q^3*x^2+158*g^2*q^2*r*x^2+232*g^2*q*r^2*x^2+ 110*g^2*r^3*x^2+9*g*p^4*x^2+36*g*p^3*q*x^2+51*g*p^3*r*x^2+54*g*p^2*q^2*x^2+153* g*p^2*q*r*x^2+108*g*p^2*r^2*x^2+36*g*p*q^3*x^2+153*g*p*q^2*r*x^2+216*g*p*q*r^2* x^2+99*g*p*r^3*x^2+9*g*q^4*x^2+51*g*q^3*r*x^2+108*g*q^2*r^2*x^2+99*g*q*r^3*x^2+ 33*g*r^4*x^2-48*a^5*x-192*a^4*b*x-288*a^4*c*x-168*a^4*g*x-144*a^4*p*x-96*a^4*q* x-184*a^4*r*x+148*a^4*x^2-288*a^3*b^2*x-912*a^3*b*c*x-536*a^3*b*g*x-480*a^3*b*p *x-288*a^3*b*q*x-592*a^3*b*r*x+592*a^3*b*x^2-672*a^3*c^2*x-824*a^3*c*g*x-672*a^ 3*c*p*x-432*a^3*c*q*x-824*a^3*c*r*x+932*a^3*c*x^2-236*a^3*g^2*x-432*a^3*g*p*x-\ 272*a^3*g*q*x-532*a^3*g*r*x+470*a^3*g*x^2-156*a^3*p^2*x-216*a^3*p*q*x-392*a^3*p *r*x+422*a^3*p*x^2-60*a^3*q^2*x-248*a^3*q*r*x+422*a^3*q*x^2-236*a^3*r^2*x+658*a ^3*r*x^2-192*a^2*b^3*x-1008*a^2*b^2*c*x-600*a^2*b^2*g*x-576*a^2*b^2*p*x-288*a^2 *b^2*q*x-672*a^2*b^2*r*x+888*a^2*b^2*x^2-1584*a^2*b*c^2*x-1968*a^2*b*c*g*x-1680 *a^2*b*c*p*x-960*a^2*b*c*q*x-1992*a^2*b*c*r*x+2796*a^2*b*c*x^2-564*a^2*b*g^2*x-\ 1088*a^2*b*g*p*x-608*a^2*b*g*q*x-1292*a^2*b*g*r*x+1410*a^2*b*g*x^2-408*a^2*b*p^ 2*x-528*a^2*b*p*q*x-1008*a^2*b*p*r*x+1266*a^2*b*p*x^2-120*a^2*b*q^2*x-576*a^2*b *q*r*x+1266*a^2*b*q*x^2-600*a^2*b*r^2*x+1974*a^2*b*r*x^2-768*a^2*c^3*x-1500*a^2 *c^2*g*x-1152*a^2*c^2*p*x-720*a^2*c^2*q*x-1368*a^2*c^2*r*x+2112*a^2*c^2*x^2-890 *a^2*c*g^2*x-1592*a^2*c*g*p*x-962*a^2*c*g*q*x-1898*a^2*c*g*r*x+2276*a^2*c*g*x^2 -528*a^2*c*p^2*x-720*a^2*c*p*q*x-1288*a^2*c*p*r*x+1876*a^2*c*p*x^2-192*a^2*c*q^ 2*x-808*a^2*c*q*r*x+1876*a^2*c*q*x^2-760*a^2*c*r^2*x+2910*a^2*c*r*x^2-166*a^2*g ^3*x-488*a^2*g^2*p*x-289*a^2*g^2*q*x-583*a^2*g^2*r*x+546*a^2*g^2*x^2-390*a^2*g* p^2*x-524*a^2*g*p*q*x-960*a^2*g*p*r*x+1048*a^2*g*p*x^2-134*a^2*g*q^2*x-584*a^2* g*q*r*x+1048*a^2*g*q*x^2-570*a^2*g*r^2*x+1647*a^2*g*r*x^2-72*a^2*p^3*x-156*a^2* p^2*q*x-266*a^2*p^2*r*x+410*a^2*p^2*x^2-96*a^2*p*q^2*x-364*a^2*p*q*r*x+820*a^2* p*q*x^2-316*a^2*p*r^2*x+1266*a^2*p*r*x^2-12*a^2*q^3*x-98*a^2*q^2*r*x+410*a^2*q^ 2*x^2-208*a^2*q*r^2*x+1266*a^2*q*r*x^2-122*a^2*r^3*x+1036*a^2*r^2*x^2-48*a*b^4* x-432*a*b^3*c*x-264*a*b^3*g*x-288*a*b^3*p*x-96*a*b^3*q*x-304*a*b^3*r*x+592*a*b^ 3*x^2-1152*a*b^2*c^2*x-1464*a*b^2*c*g*x-1344*a*b^2*c*p*x-624*a*b^2*c*q*x-1512*a *b^2*c*r*x+2796*a*b^2*c*x^2-420*a*b^2*g^2*x-880*a*b^2*g*p*x-400*a*b^2*g*q*x-988 *a*b^2*g*r*x+1410*a*b^2*g*x^2-348*a*b^2*p^2*x-408*a*b^2*p*q*x-840*a*b^2*p*r*x+ 1266*a*b^2*p*x^2-60*a*b^2*q^2*x-408*a*b^2*q*r*x+1266*a*b^2*q*x^2-492*a*b^2*r^2* x+1974*a*b^2*r*x^2-1200*a*b*c^3*x-2400*a*b*c^2*g*x-1920*a*b*c^2*p*x-1056*a*b*c^ 2*q*x-2208*a*b*c^2*r*x+4224*a*b*c^2*x^2-1428*a*b*c*g^2*x-2690*a*b*c*g*p*x-1430* a*b*c*g*q*x-3104*a*b*c*g*r*x+4552*a*b*c*g*x^2-924*a*b*c*p^2*x-1176*a*b*c*p*q*x-\ 2216*a*b*c*p*r*x+3752*a*b*c*p*x^2-252*a*b*c*q^2*x-1256*a*b*c*q*r*x+3752*a*b*c*q *x^2-1292*a*b*c*r^2*x+5820*a*b*c*r*x^2-264*a*b*g^3*x-825*a*b*g^2*p*x-427*a*b*g^ 2*q*x-952*a*b*g^2*r*x+1092*a*b*g^2*x^2-686*a*b*g*p^2*x-860*a*b*g*p*q*x-1660*a*b *g*p*r*x+2096*a*b*g*p*x^2-174*a*b*g*q^2*x-908*a*b*g*q*r*x+2096*a*b*g*q*x^2-974* a*b*g*r^2*x+3294*a*b*g*r*x^2-132*a*b*p^3*x-276*a*b*p^2*q*x-484*a*b*p^2*r*x+820* a*b*p^2*x^2-156*a*b*p*q^2*x-632*a*b*p*q*r*x+1640*a*b*p*q*x^2-572*a*b*p*r^2*x+ 2532*a*b*p*r*x^2-12*a*b*q^3*x-148*a*b*q^2*r*x+820*a*b*q^2*x^2-356*a*b*q*r^2*x+ 2532*a*b*q*r*x^2-220*a*b*r^3*x+2072*a*b*r^2*x^2-432*a*c^4*x-1212*a*c^3*g*x-864* a*c^3*p*x-528*a*c^3*q*x-1000*a*c^3*r*x+2032*a*c^3*x^2-1120*a*c^2*g^2*x-1954*a*c ^2*g*p*x-1138*a*c^2*g*q*x-2280*a*c^2*g*r*x+3512*a*c^2*g*x^2-588*a*c^2*p^2*x-792 *a*c^2*p*q*x-1400*a*c^2*p*r*x+2648*a*c^2*p*x^2-204*a*c^2*q^2*x-872*a*c^2*q*r*x+ 2648*a*c^2*q*x^2-812*a*c^2*r^2*x+4040*a*c^2*r*x^2-427*a*c*g^3*x-1249*a*c*g^2*p* x-707*a*c*g^2*q*x-1462*a*c*g^2*r*x+1800*a*c*g^2*x^2-962*a*c*g*p^2*x-1268*a*c*g* p*q*x-2322*a*c*g*p*r*x+3172*a*c*g*p*x^2-306*a*c*g*q^2*x-1390*a*c*g*q*r*x+3172*a *c*g*q*x^2-1360*a*c*g*r^2*x+4938*a*c*g*r*x^2-156*a*c*p^3*x-336*a*c*p^2*q*x-566* a*c*p^2*r*x+1124*a*c*p^2*x^2-204*a*c*p*q^2*x-772*a*c*p*q*r*x+2248*a*c*p*q*x^2-\ 664*a*c*p*r^2*x+3392*a*c*p*r*x^2-24*a*c*q^3*x-206*a*c*q^2*r*x+1124*a*c*q^2*x^2-\ 436*a*c*q*r^2*x+3392*a*c*q*r*x^2-254*a*c*r^3*x+2646*a*c*r^2*x^2-58*a*g^4*x-244* a*g^3*p*x-135*a*g^3*q*x-286*a*g^3*r*x+276*a*g^3*x^2-320*a*g^2*p^2*x-416*a*g^2*p *q*x-779*a*g^2*p*r*x+840*a*g^2*p*x^2-96*a*g^2*q^2*x-453*a*g^2*q*r*x+840*a*g^2*q *x^2-459*a*g^2*r^2*x+1333*a*g^2*r*x^2-144*a*g*p^3*x-308*a*g*p^2*q*x-527*a*g*p^2 *r*x+708*a*g*p^2*x^2-184*a*g*p*q^2*x-710*a*g*p*q*r*x+1416*a*g*p*q*x^2-622*a*g*p *r^2*x+2194*a*g*p*r*x^2-20*a*g*q^3*x-183*a*g*q^2*r*x+708*a*g*q^2*x^2-402*a*g*q* r^2*x+2194*a*g*q*r*x^2-239*a*g*r^3*x+1801*a*g*r^2*x^2-12*a*p^4*x-36*a*p^3*q*x-\ 58*a*p^3*r*x+154*a*p^3*x^2-36*a*p^2*q^2*x-126*a*p^2*q*r*x+462*a*p^2*q*x^2-102*a *p^2*r^2*x+686*a*p^2*r*x^2-12*a*p*q^3*x-78*a*p*q^2*r*x+462*a*p*q^2*x^2-144*a*p* q*r^2*x+1372*a*p*q*r*x^2-78*a*p*r^3*x+1036*a*p*r^2*x^2-10*a*q^3*r*x+154*a*q^3*x ^2-42*a*q^2*r^2*x+686*a*q^2*r*x^2-54*a*q*r^3*x+1036*a*q*r^2*x^2-22*a*r^4*x+504* a*r^3*x^2-48*b^4*c*x-32*b^4*g*x-48*b^4*p*x-40*b^4*r*x+148*b^4*x^2-240*b^3*c^2*x -320*b^3*c*g*x-336*b^3*c*p*x-96*b^3*c*q*x-344*b^3*c*r*x+932*b^3*c*x^2-92*b^3*g^ 2*x-224*b^3*g*p*x-64*b^3*g*q*x-228*b^3*g*r*x+470*b^3*g*x^2-96*b^3*p^2*x-96*b^3* p*q*x-224*b^3*p*r*x+422*b^3*p*x^2-80*b^3*q*r*x+422*b^3*q*x^2-128*b^3*r^2*x+658* b^3*r*x^2-432*b^2*c^3*x-900*b^2*c^2*g*x-768*b^2*c^2*p*x-336*b^2*c^2*q*x-840*b^2 *c^2*r*x+2112*b^2*c^2*x^2-538*b^2*c*g^2*x-1098*b^2*c*g*p*x-468*b^2*c*g*q*x-1206 *b^2*c*g*r*x+2276*b^2*c*g*x^2-396*b^2*c*p^2*x-456*b^2*c*p*q*x-928*b^2*c*p*r*x+ 1876*b^2*c*p*x^2-60*b^2*c*q^2*x-448*b^2*c*q*r*x+1876*b^2*c*q*x^2-532*b^2*c*r^2* x+2910*b^2*c*r*x^2-98*b^2*g^3*x-337*b^2*g^2*p*x-138*b^2*g^2*q*x-369*b^2*g^2*r*x +546*b^2*g^2*x^2-296*b^2*g*p^2*x-336*b^2*g*p*q*x-700*b^2*g*p*r*x+1048*b^2*g*p*x ^2-40*b^2*g*q^2*x-324*b^2*g*q*r*x+1048*b^2*g*q*x^2-404*b^2*g*r^2*x+1647*b^2*g*r *x^2-60*b^2*p^3*x-120*b^2*p^2*q*x-218*b^2*p^2*r*x+410*b^2*p^2*x^2-60*b^2*p*q^2* x-268*b^2*p*q*r*x+820*b^2*p*q*x^2-256*b^2*p*r^2*x+1266*b^2*p*r*x^2-50*b^2*q^2*r *x+410*b^2*q^2*x^2-148*b^2*q*r^2*x+1266*b^2*q*r*x^2-98*b^2*r^3*x+1036*b^2*r^2*x ^2-336*b*c^4*x-980*b*c^3*g*x-720*b*c^3*p*x-384*b*c^3*q*x-808*b*c^3*r*x+2032*b*c ^3*x^2-912*b*c^2*g^2*x-1662*b*c^2*g*p*x-846*b*c^2*g*q*x-1880*b*c^2*g*r*x+3512*b *c^2*g*x^2-516*b*c^2*p^2*x-648*b*c^2*p*q*x-1208*b*c^2*p*r*x+2648*b*c^2*p*x^2-\ 132*b*c^2*q^2*x-680*b*c^2*q*r*x+2648*b*c^2*q*x^2-692*b*c^2*r^2*x+4040*b*c^2*r*x ^2-345*b*c*g^3*x-1065*b*c*g^2*p*x-523*b*c*g^2*q*x-1206*b*c*g^2*r*x+1800*b*c*g^2 *x^2-850*b*c*g*p^2*x-1044*b*c*g*p*q*x-2014*b*c*g*p*r*x+3172*b*c*g*p*x^2-194*b*c *g*q^2*x-1082*b*c*g*q*r*x+3172*b*c*g*q*x^2-1164*b*c*g*r^2*x+4938*b*c*g*r*x^2-\ 144*b*c*p^3*x-300*b*c*p^2*q*x-518*b*c*p^2*r*x+1124*b*c*p^2*x^2-168*b*c*p*q^2*x-\ 676*b*c*p*q*r*x+2248*b*c*p*q*x^2-604*b*c*p*r^2*x+3392*b*c*p*r*x^2-12*b*c*q^3*x-\ 158*b*c*q^2*r*x+1124*b*c*q^2*x^2-376*b*c*q*r^2*x+3392*b*c*q*r*x^2-230*b*c*r^3*x +2646*b*c*r^2*x^2-46*b*g^4*x-207*b*g^3*p*x-98*b*g^3*q*x-234*b*g^3*r*x+276*b*g^3 *x^2-282*b*g^2*p^2*x-340*b*g^2*p*q*x-673*b*g^2*p*r*x+840*b*g^2*p*x^2-58*b*g^2*q ^2*x-347*b*g^2*q*r*x+840*b*g^2*q*x^2-391*b*g^2*r^2*x+1333*b*g^2*r*x^2-132*b*g*p ^3*x-272*b*g*p^2*q*x-479*b*g*p^2*r*x+708*b*g*p^2*x^2-148*b*g*p*q^2*x-614*b*g*p* q*r*x+1416*b*g*p*q*x^2-562*b*g*p*r^2*x+2194*b*g*p*r*x^2-8*b*g*q^3*x-135*b*g*q^2 *r*x+708*b*g*q^2*x^2-342*b*g*q*r^2*x+2194*b*g*q*r*x^2-215*b*g*r^3*x+1801*b*g*r^ 2*x^2-12*b*p^4*x-36*b*p^3*q*x-58*b*p^3*r*x+154*b*p^3*x^2-36*b*p^2*q^2*x-126*b*p ^2*q*r*x+462*b*p^2*q*x^2-102*b*p^2*r^2*x+686*b*p^2*r*x^2-12*b*p*q^3*x-78*b*p*q^ 2*r*x+462*b*p*q^2*x^2-144*b*p*q*r^2*x+1372*b*p*q*r*x^2-78*b*p*r^3*x+1036*b*p*r^ 2*x^2-10*b*q^3*r*x+154*b*q^3*x^2-42*b*q^2*r^2*x+686*b*q^2*r*x^2-54*b*q*r^3*x+ 1036*b*q*r^2*x^2-22*b*r^4*x+504*b*r^3*x^2-96*c^5*x-368*c^4*g*x-240*c^4*p*x-144* c^4*q*x-272*c^4*r*x+704*c^4*x^2-472*c^3*g^2*x-800*c^3*g*p*x-448*c^3*g*q*x-920*c ^3*g*r*x+1736*c^3*g*x^2-216*c^3*p^2*x-288*c^3*p*q*x-504*c^3*p*r*x+1200*c^3*p*x^ 2-72*c^3*q^2*x-312*c^3*q*r*x+1200*c^3*q*x^2-288*c^3*r^2*x+1800*c^3*r*x^2-276*c^ 2*g^3*x-800*c^2*g^2*p*x-432*c^2*g^2*q*x-924*c^2*g^2*r*x+1416*c^2*g^2*x^2-596*c^ 2*g*p^2*x-768*c^2*g*p*q*x-1420*c^2*g*p*r*x+2312*c^2*g*p*x^2-172*c^2*g*q^2*x-828 *c^2*g*q*r*x+2312*c^2*g*q*x^2-824*c^2*g*r^2*x+3544*c^2*g*r*x^2-84*c^2*p^3*x-180 *c^2*p^2*q*x-300*c^2*p^2*r*x+744*c^2*p^2*x^2-108*c^2*p*q^2*x-408*c^2*p*q*r*x+ 1488*c^2*p*q*x^2-348*c^2*p*r^2*x+2208*c^2*p*r*x^2-12*c^2*q^3*x-108*c^2*q^2*r*x+ 744*c^2*q^2*x^2-228*c^2*q*r^2*x+2208*c^2*q*r*x^2-132*c^2*r^3*x+1668*c^2*r^2*x^2 -76*c*g^4*x-320*c*g^3*p*x-168*c*g^3*q*x-370*c*g^3*r*x+466*c*g^3*x^2-414*c*g^2*p ^2*x-524*c*g^2*p*q*x-996*c*g^2*p*r*x+1294*c*g^2*p*x^2-110*c*g^2*q^2*x-560*c*g^2 *q*r*x+1294*c*g^2*q*x^2-582*c*g^2*r^2*x+2016*c*g^2*r*x^2-180*c*g*p^3*x-380*c*g* p^2*q*x-654*c*g*p^2*r*x+1010*c*g*p^2*x^2-220*c*g*p*q^2*x-868*c*g*p*q*r*x+2020*c *g*p*q*x^2-768*c*g*p*r^2*x+3074*c*g*p*r*x^2-20*c*g*q^3*x-214*c*g*q^2*r*x+1010*c *g*q^2*x^2-488*c*g*q*r^2*x+3074*c*g*q*r*x^2-294*c*g*r^3*x+2448*c*g*r^2*x^2-12*c *p^4*x-36*c*p^3*q*x-58*c*p^3*r*x+196*c*p^3*x^2-36*c*p^2*q^2*x-126*c*p^2*q*r*x+ 588*c*p^2*q*x^2-102*c*p^2*r^2*x+858*c*p^2*r*x^2-12*c*p*q^3*x-78*c*p*q^2*r*x+588 *c*p*q^2*x^2-144*c*p*q*r^2*x+1716*c*p*q*r*x^2-78*c*p*r^3*x+1266*c*p*r^2*x^2-10* c*q^3*r*x+196*c*q^3*x^2-42*c*q^2*r^2*x+858*c*q^2*r*x^2-54*c*q*r^3*x+1266*c*q*r^ 2*x^2-22*c*r^4*x+604*c*r^3*x^2-8*g^5*x-45*g^4*p*x-23*g^4*q*x-52*g^4*r*x+52*g^4* x^2-85*g^3*p^2*x-106*g^3*p*q*x-206*g^3*p*r*x+219*g^3*p*x^2-21*g^3*q^2*x-112*g^3 *q*r*x+219*g^3*q*x^2-121*g^3*r^2*x+347*g^3*r*x^2-66*g^2*p^3*x-138*g^2*p^2*q*x-\ 242*g^2*p^2*r*x+293*g^2*p^2*x^2-78*g^2*p*q^2*x-316*g^2*p*q*r*x+586*g^2*p*q*x^2-\ 286*g^2*p*r^2*x+911*g^2*p*r*x^2-6*g^2*q^3*x-74*g^2*q^2*r*x+293*g^2*q^2*x^2-178* g^2*q*r^2*x+911*g^2*q*r*x^2-110*g^2*r^3*x+759*g^2*r^2*x^2-18*g*p^4*x-54*g*p^3*q *x-87*g*p^3*r*x+144*g*p^3*x^2-54*g*p^2*q^2*x-189*g*p^2*q*r*x+432*g*p^2*q*x^2-\ 153*g*p^2*r^2*x+651*g*p^2*r*x^2-18*g*p*q^3*x-117*g*p*q^2*r*x+432*g*p*q^2*x^2-\ 216*g*p*q*r^2*x+1302*g*p*q*r*x^2-117*g*p*r^3*x+1005*g*p*r^2*x^2-15*g*q^3*r*x+ 144*g*q^3*x^2-63*g*q^2*r^2*x+651*g*q^2*r*x^2-81*g*q*r^3*x+1005*g*q*r^2*x^2-33*g *r^4*x+498*g*r^3*x^2+18*p^4*x^2+72*p^3*q*x^2+102*p^3*r*x^2+108*p^2*q^2*x^2+306* p^2*q*r*x^2+216*p^2*r^2*x^2+72*p*q^3*x^2+306*p*q^2*r*x^2+432*p*q*r^2*x^2+198*p* r^3*x^2+18*q^4*x^2+102*q^3*r*x^2+216*q^2*r^2*x^2+198*q*r^3*x^2+66*r^4*x^2+24*a^ 5+72*a^4*b+120*a^4*c+68*a^4*g+72*a^4*p+24*a^4*q+72*a^4*r-320*a^4*x+72*a^3*b^2+ 288*a^3*b*c+168*a^3*b*g+192*a^3*b*p+48*a^3*b*q+192*a^3*b*r-936*a^3*b*x+240*a^3* c^2+284*a^3*c*g+288*a^3*c*p+96*a^3*c*q+288*a^3*c*r-1616*a^3*c*x+80*a^3*g^2+184* a^3*g*p+56*a^3*g*q+184*a^3*g*r-876*a^3*g*x+78*a^3*p^2+60*a^3*p*q+156*a^3*p*r-\ 892*a^3*p*x+6*a^3*q^2+60*a^3*q*r-524*a^3*q*x+78*a^3*r^2-1112*a^3*r*x-96*a^3*x^2 +24*a^2*b^3+216*a^2*b^2*c+132*a^2*b^2*g+168*a^2*b^2*p+24*a^2*b^2*q+168*a^2*b^2* r-888*a^2*b^2*x+432*a^2*b*c^2+540*a^2*b*c*g+576*a^2*b*c*p+144*a^2*b*c*q+576*a^2 *b*c*r-3480*a^2*b*c*x+156*a^2*b*g^2+376*a^2*b*g*p+88*a^2*b*g*q+376*a^2*b*g*r-\ 1816*a^2*b*g*x+174*a^2*b*p^2+108*a^2*b*p*q+348*a^2*b*p*r-2104*a^2*b*p*x+6*a^2*b *q^2+108*a^2*b*q*r-1000*a^2*b*q*x+174*a^2*b*r^2-2428*a^2*b*r*x-288*a^2*b*x^2+ 240*a^2*c^3+456*a^2*c^2*g+432*a^2*c^2*p+144*a^2*c^2*q+432*a^2*c^2*r-2964*a^2*c^ 2*x+268*a^2*c*g^2+594*a^2*c*g*p+180*a^2*c*g*q+594*a^2*c*g*r-3346*a^2*c*g*x+234* a^2*c*p^2+180*a^2*c*p*q+468*a^2*c*p*r-3312*a^2*c*p*x+18*a^2*c*q^2+180*a^2*c*q*r -1818*a^2*c*q*x+234*a^2*c*r^2-3938*a^2*c*r*x+392*a^2*c*x^2+50*a^2*g^3+183*a^2*g ^2*p+52*a^2*g^2*q+183*a^2*g^2*r-870*a^2*g^2*x+175*a^2*g*p^2+126*a^2*g*p*q+350*a ^2*g*p*r-1966*a^2*g*p*x+11*a^2*g*q^2+126*a^2*g*q*r-1025*a^2*g*q*x+175*a^2*g*r^2 -2321*a^2*g*r*x-464*a^2*g*x^2+36*a^2*p^3+48*a^2*p^2*q+108*a^2*p^2*r-850*a^2*p^2 *x+12*a^2*p*q^2+96*a^2*p*q*r-1080*a^2*p*q*x+108*a^2*p*r^2-2130*a^2*p*r*x+360*a^ 2*p*x^2+12*a^2*q^2*r-230*a^2*q^2*x+48*a^2*q*r^2-1150*a^2*q*r*x+360*a^2*q*x^2+36 *a^2*r^3-1280*a^2*r^2*x+646*a^2*r*x^2+48*a*b^3*c+32*a*b^3*g+48*a*b^3*p+48*a*b^3 *r-248*a*b^3*x+216*a*b^2*c^2+288*a*b^2*c*g+336*a*b^2*c*p+48*a*b^2*c*q+336*a*b^2 *c*r-2112*a*b^2*c*x+84*a*b^2*g^2+224*a*b^2*g*p+32*a*b^2*g*q+224*a*b^2*g*r-1004* a*b^2*g*x+120*a*b^2*p^2+48*a*b^2*p*q+240*a*b^2*p*r-1532*a*b^2*p*x+48*a*b^2*q*r-\ 428*a*b^2*q*x+120*a*b^2*r^2-1520*a*b^2*r*x-288*a*b^2*x^2+288*a*b*c^3+588*a*b*c^ 2*g+576*a*b*c^2*p+144*a*b*c^2*q+576*a*b*c^2*r-4224*a*b*c^2*x+354*a*b*c*g^2+818* a*b*c*g*p+188*a*b*c*g*q+818*a*b*c*g*r-4552*a*b*c*g*x+348*a*b*c*p^2+216*a*b*c*p* q+696*a*b*c*p*r-5246*a*b*c*p*x+12*a*b*c*q^2+216*a*b*c*q*r-2258*a*b*c*q*x+348*a* b*c*r^2-5820*a*b*c*r*x+784*a*b*c*x^2+66*a*b*g^3+253*a*b*g^2*p+54*a*b*g^2*q+253* a*b*g^2*r-1092*a*b*g^2*x+264*a*b*g*p^2+152*a*b*g*p*q+528*a*b*g*p*r-3037*a*b*g*p *x+8*a*b*g*q^2+152*a*b*g*q*r-1155*a*b*g*q*x+264*a*b*g*r^2-3294*a*b*g*r*x-928*a* b*g*x^2+60*a*b*p^3+72*a*b*p^2*q+180*a*b*p^2*r-1440*a*b*p^2*x+12*a*b*p*q^2+144*a *b*p*q*r-1640*a*b*p*q*x+180*a*b*p*r^2-3512*a*b*p*r*x+720*a*b*p*x^2+12*a*b*q^2*r -200*a*b*q^2*x+72*a*b*q*r^2-1552*a*b*q*r*x+720*a*b*q*x^2+60*a*b*r^3-2072*a*b*r^ 2*x+1292*a*b*r*x^2+120*a*c^4+332*a*c^3*g+288*a*c^3*p+96*a*c^3*q+288*a*c^3*r-\ 2372*a*c^3*x+306*a*c^2*g^2+654*a*c^2*g*p+192*a*c^2*g*q+654*a*c^2*g*r-4176*a*c^2 *g*x+234*a*c^2*p^2+180*a*c^2*p*q+468*a*c^2*p*r-4014*a*c^2*p*x+18*a*c^2*q^2+180* a*c^2*q*r-2094*a*c^2*q*x+234*a*c^2*r^2-4620*a*c^2*r*x+1560*a*c^2*x^2+117*a*c*g^ 3+421*a*c*g^2*p+114*a*c*g^2*q+421*a*c*g^2*r-2215*a*c*g^2*x+392*a*c*g*p^2+276*a* c*g*p*q+784*a*c*g*p*r-5027*a*c*g*p*x+22*a*c*g*q^2+276*a*c*g*q*r-2413*a*c*g*q*x+ 392*a*c*g*r^2-5732*a*c*g*r*x+8*a*c*g*x^2+72*a*c*p^3+96*a*c*p^2*q+216*a*c*p^2*r-\ 2042*a*c*p^2*x+24*a*c*p*q^2+192*a*c*p*q*r-2544*a*c*p*q*x+216*a*c*p*r^2-4956*a*c *p*r*x+1824*a*c*p*x^2+24*a*c*q^2*r-502*a*c*q^2*x+96*a*c*q*r^2-2660*a*c*q*r*x+ 1824*a*c*q*x^2+72*a*c*r^3-2914*a*c*r^2*x+3172*a*c*r*x^2+16*a*g^4+83*a*g^3*p+21* a*g^3*q+83*a*g^3*r-360*a*g^3*x+133*a*g^2*p^2+88*a*g^2*p*q+266*a*g^2*p*r-1405*a* g^2*p*x+6*a*g^2*q^2+88*a*g^2*q*r-620*a*g^2*q*x+133*a*g^2*r^2-1585*a*g^2*r*x-554 *a*g^2*x^2+68*a*g*p^3+88*a*g*p^2*q+204*a*g*p^2*r-1373*a*g*p^2*x+20*a*g*p*q^2+ 176*a*g*p*q*r-1638*a*g*p*q*x+204*a*g*p*r^2-3378*a*g*p*r*x+314*a*g*p*x^2+20*a*g* q^2*r-265*a*g*q^2*x+88*a*g*q*r^2-1640*a*g*q*r*x+314*a*g*q*x^2+68*a*g*r^3-2005*a *g*r^2*x+750*a*g*r*x^2+6*a*p^4+12*a*p^3*q+24*a*p^3*r-314*a*p^3*x+6*a*p^2*q^2+36 *a*p^2*q*r-652*a*p^2*q*x+36*a*p^2*r^2-1162*a*p^2*r*x+522*a*p^2*x^2+12*a*p*q^2*r -362*a*p*q^2*x+36*a*p*q*r^2-1492*a*p*q*r*x+1044*a*p*q*x^2+24*a*p*r^3-1382*a*p*r ^2*x+1760*a*p*r*x^2-24*a*q^3*x+6*a*q^2*r^2-330*a*q^2*r*x+522*a*q^2*x^2+12*a*q*r ^3-840*a*q*r^2*x+1760*a*q*r*x^2+6*a*r^4-534*a*r^3*x+1700*a*r^2*x^2+24*b^4*x+24* b^3*c^2+32*b^3*c*g+48*b^3*c*p+48*b^3*c*r-248*b^3*c*x+8*b^3*g^2+32*b^3*g*p+32*b^ 3*g*r-64*b^3*g*x+24*b^3*p^2+48*b^3*p*r-320*b^3*p*x+48*b^3*q*x+24*b^3*r^2-204*b^ 3*r*x-96*b^3*x^2+72*b^2*c^3+156*b^2*c^2*g+168*b^2*c^2*p+24*b^2*c^2*q+168*b^2*c^ 2*r-1260*b^2*c^2*x+92*b^2*c*g^2+248*b^2*c*g*p+32*b^2*c*g*q+248*b^2*c*g*r-1206*b ^2*c*g*x+120*b^2*c*p^2+48*b^2*c*p*q+240*b^2*c*p*r-1934*b^2*c*p*x+48*b^2*c*q*r-\ 440*b^2*c*q*x+120*b^2*c*r^2-1882*b^2*c*r*x+392*b^2*c*x^2+16*b^2*g^3+76*b^2*g^2* p+8*b^2*g^2*q+76*b^2*g^2*r-222*b^2*g^2*x+92*b^2*g*p^2+32*b^2*g*p*q+184*b^2*g*p* r-1071*b^2*g*p*x+32*b^2*g*q*r-130*b^2*g*q*x+92*b^2*g*r^2-973*b^2*g*r*x-464*b^2* g*x^2+24*b^2*p^3+24*b^2*p^2*q+72*b^2*p^2*r-590*b^2*p^2*x+48*b^2*p*q*r-560*b^2*p *q*x+72*b^2*p*r^2-1382*b^2*p*r*x+360*b^2*p*x^2+30*b^2*q^2*x+24*b^2*q*r^2-402*b^ 2*q*r*x+360*b^2*q*x^2+24*b^2*r^3-792*b^2*r^2*x+646*b^2*r*x^2+72*b*c^4+216*b*c^3 *g+192*b*c^3*p+48*b*c^3*q+192*b*c^3*r-1692*b*c^3*x+202*b*c^2*g^2+454*b*c^2*g*p+ 100*b*c^2*g*q+454*b*c^2*g*r-2848*b*c^2*g*x+174*b*c^2*p^2+108*b*c^2*p*q+348*b*c^ 2*p*r-3202*b*c^2*p*x+6*b*c^2*q^2+108*b*c^2*q*r-1282*b*c^2*q*x+174*b*c^2*r^2-\ 3460*b*c^2*r*x+1560*b*c^2*x^2+76*b*c*g^3+293*b*c*g^2*p+58*b*c*g^2*q+293*b*c*g^2 *r-1385*b*c*g^2*x+294*b*c*g*p^2+164*b*c*g*p*q+588*b*c*g*p*r-3931*b*c*g*p*x+8*b* c*g*q^2+164*b*c*g*q*r-1317*b*c*g*q*x+294*b*c*g*r^2-4144*b*c*g*r*x+8*b*c*g*x^2+ 60*b*c*p^3+72*b*c*p^2*q+180*b*c*p^2*r-1746*b*c*p^2*x+12*b*c*p*q^2+144*b*c*p*q*r -1952*b*c*p*q*x+180*b*c*p*r^2-4124*b*c*p*r*x+1824*b*c*p*x^2+12*b*c*q^2*r-206*b* c*q^2*x+72*b*c*q*r^2-1828*b*c*q*r*x+1824*b*c*q*x^2+60*b*c*r^3-2378*b*c*r^2*x+ 3172*b*c*r*x^2+10*b*g^4+57*b*g^3*p+10*b*g^3*q+57*b*g^3*r-192*b*g^3*x+99*b*g^2*p ^2+50*b*g^2*p*q+198*b*g^2*p*r-1060*b*g^2*p*x+2*b*g^2*q^2+50*b*g^2*q*r-275*b*g^2 *q*x+99*b*g^2*r^2-1081*b*g^2*r*x-554*b*g^2*x^2+56*b*g*p^3+64*b*g*p^2*q+168*b*g* p^2*r-1151*b*g*p^2*x+8*b*g*p*q^2+128*b*g*p*q*r-1194*b*g*p*q*x+168*b*g*p*r^2-\ 2748*b*g*p*r*x+314*b*g*p*x^2+8*b*g*q^2*r-43*b*g*q^2*x+64*b*g*q*r^2-1010*b*g*q*r *x+314*b*g*q*x^2+56*b*g*r^3-1597*b*g*r^2*x+750*b*g*r*x^2+6*b*p^4+12*b*p^3*q+24* b*p^3*r-284*b*p^3*x+6*b*p^2*q^2+36*b*p^2*q*r-562*b*p^2*q*x+36*b*p^2*r^2-1042*b* p^2*r*x+522*b*p^2*x^2+12*b*p*q^2*r-272*b*p*q^2*x+36*b*p*q*r^2-1252*b*p*q*r*x+ 1044*b*p*q*x^2+24*b*p*r^3-1232*b*p*r^2*x+1760*b*p*r*x^2+6*b*q^3*x+6*b*q^2*r^2-\ 210*b*q^2*r*x+522*b*q^2*x^2+12*b*q*r^3-690*b*q*r^2*x+1760*b*q*r*x^2+6*b*r^4-474 *b*r^3*x+1700*b*r^2*x^2+24*c^5+92*c^4*g+72*c^4*p+24*c^4*q+72*c^4*r-704*c^4*x+ 118*c^3*g^2+244*c^3*g*p+68*c^3*g*q+244*c^3*g*r-1736*c^3*g*x+78*c^3*p^2+60*c^3*p *q+156*c^3*p*r-1600*c^3*p*x+6*c^3*q^2+60*c^3*q*r-800*c^3*q*x+78*c^3*r^2-1800*c^ 3*r*x+1096*c^3*x^2+69*c^2*g^3+246*c^2*g^2*p+62*c^2*g^2*q+246*c^2*g^2*r-1416*c^2 *g^2*x+223*c^2*g*p^2+150*c^2*g*p*q+446*c^2*g*p*r-3192*c^2*g*p*x+11*c^2*g*q^2+ 150*c^2*g*q*r-1432*c^2*g*q*x+223*c^2*g*r^2-3544*c^2*g*r*x+856*c^2*g*x^2+36*c^2* p^3+48*c^2*p^2*q+108*c^2*p^2*r-1216*c^2*p^2*x+12*c^2*p*q^2+96*c^2*p*q*r-1488*c^ 2*p*q*x+108*c^2*p*r^2-2884*c^2*p*r*x+1672*c^2*p*x^2+12*c^2*q^2*r-272*c^2*q^2*x+ 48*c^2*q*r^2-1532*c^2*q*r*x+1672*c^2*q*x^2+36*c^2*r^3-1668*c^2*r^2*x+2776*c^2*r *x^2+19*c*g^4+99*c*g^3*p+23*c*g^3*q+99*c*g^3*r-466*c*g^3*x+158*c*g^2*p^2+98*c*g ^2*p*q+316*c*g^2*p*r-1844*c*g^2*p*x+6*c*g^2*q^2+98*c*g^2*q*r-744*c*g^2*q*x+158* c*g^2*r^2-2016*c*g^2*r*x-206*c*g^2*x^2+80*c*g*p^3+100*c*g*p^2*q+240*c*g*p^2*r-\ 1744*c*g*p^2*x+20*c*g*p*q^2+200*c*g*p*q*r-2020*c*g*p*q*x+240*c*g*p*r^2-4192*c*g *p*r*x+1102*c*g*p*x^2+20*c*g*q^2*r-276*c*g*q^2*x+100*c*g*q*r^2-1956*c*g*q*r*x+ 1102*c*g*q*x^2+80*c*g*r^3-2448*c*g*r^2*x+2010*c*g*r*x^2+6*c*p^4+12*c*p^3*q+24*c *p^3*r-368*c*p^3*x+6*c*p^2*q^2+36*c*p^2*q*r-760*c*p^2*q*x+36*c*p^2*r^2-1340*c*p ^2*r*x+850*c*p^2*x^2+12*c*p*q^2*r-416*c*p*q^2*x+36*c*p*q*r^2-1716*c*p*q*r*x+ 1700*c*p*q*x^2+24*c*p*r^3-1576*c*p*r^2*x+2728*c*p*r*x^2-24*c*q^3*x+6*c*q^2*r^2-\ 376*c*q^2*r*x+850*c*q^2*x^2+12*c*q*r^3-956*c*q*r^2*x+2728*c*q*r*x^2+6*c*r^4-604 *c*r^3*x+2394*c*r^2*x^2+2*g^5+14*g^4*p+3*g^4*q+14*g^4*r-52*g^4*x+33*g^3*p^2+19* g^3*p*q+66*g^3*p*r-324*g^3*p*x+g^3*q^2+19*g^3*q*r-114*g^3*q*x+33*g^3*r^2-347*g^ 3*r*x-180*g^3*x^2+30*g^2*p^3+36*g^2*p^2*q+90*g^2*p^2*r-531*g^2*p^2*x+6*g^2*p*q^ 2+72*g^2*p*q*r-586*g^2*p*q*x+90*g^2*p*r^2-1290*g^2*p*r*x+25*g^2*p*x^2+6*g^2*q^2 *r-55*g^2*q^2*x+36*g^2*q*r^2-532*g^2*q*r*x+25*g^2*q*x^2+30*g^2*r^3-759*g^2*r^2* x+147*g^2*r*x^2+9*g*p^4+18*g*p^3*q+36*g*p^3*r-291*g*p^3*x+9*g*p^2*q^2+54*g*p^2* q*r-579*g*p^2*q*x+54*g*p^2*r^2-1080*g*p^2*r*x+337*g*p^2*x^2+18*g*p*q^2*r-285*g* p*q^2*x+54*g*p*q*r^2-1302*g*p*q*r*x+674*g*p*q*x^2+36*g*p*r^3-1287*g*p*r^2*x+ 1206*g*p*r*x^2+3*g*q^3*x+9*g*q^2*r^2-222*g*q^2*r*x+337*g*q^2*x^2+18*g*q*r^3-723 *g*q*r^2*x+1206*g*q*r*x^2+9*g*r^4-498*g*r^3*x+1295*g*r^2*x^2-36*p^4*x-108*p^3*q *x-174*p^3*r*x+144*p^3*x^2-108*p^2*q^2*x-378*p^2*q*r*x+432*p^2*q*x^2-306*p^2*r^ 2*x+670*p^2*r*x^2-36*p*q^3*x-234*p*q^2*r*x+432*p*q^2*x^2-432*p*q*r^2*x+1340*p*q *r*x^2-234*p*r^3*x+1082*p*r^2*x^2-30*q^3*r*x+144*q^3*x^2-126*q^2*r^2*x+670*q^2* r*x^2-162*q*r^3*x+1082*q*r^2*x^2-66*r^4*x+556*r^3*x^2+172*a^4+360*a^3*b+700*a^3 *c+390*a^3*g+470*a^3*p+118*a^3*q+470*a^3*r-356*a^3*x+204*a^2*b^2+1116*a^2*b*c+ 626*a^2*b*g+854*a^2*b*p+134*a^2*b*q+854*a^2*b*r-164*a^2*b*x+1080*a^2*c^2+1266*a ^2*c*g+1452*a^2*c*p+366*a^2*c*q+1452*a^2*c*r-1720*a^2*c*x+348*a^2*g^2+902*a^2*g *p+205*a^2*g*q+902*a^2*g*r-402*a^2*g*x+440*a^2*p^2+276*a^2*p*q+880*a^2*p*r-1430 *a^2*p*x+16*a^2*q^2+276*a^2*q*r-452*a^2*q*x+440*a^2*r^2-1620*a^2*r*x-2564*a^2*x ^2+16*a*b^3+432*a*b^2*c+220*a*b^2*g+400*a*b^2*p+16*a*b^2*q+400*a*b^2*r+740*a*b^ 2*x+1164*a*b*c^2+1354*a*b*c*g+1774*a*b*c*p+280*a*b*c*q+1774*a*b*c*r-784*a*b*c*x +354*a*b*g^2+1079*a*b*g*p+138*a*b*g*q+1079*a*b*g*r+928*a*b*g*x+624*a*b*p^2+268* a*b*p*q+1248*a*b*p*r-1698*a*b*p*x+4*a*b*q^2+268*a*b*q*r+258*a*b*q*x+624*a*b*r^2 -1292*a*b*r*x-5128*a*b*x^2+748*a*c^3+1380*a*c^2*g+1512*a*c^2*p+378*a*c^2*q+1512 *a*c^2*r-2436*a*c^2*x+775*a*c*g^2+1981*a*c*g*p+428*a*c*g*q+1981*a*c*g*r-1218*a* c*g*x+922*a*c*p^2+576*a*c*p*q+1844*a*c*p*r-4022*a*c*p*x+32*a*c*q^2+576*a*c*q*r-\ 1082*a*c*q*x+922*a*c*r^2-4308*a*c*r*x-5156*a*c*x^2+136*a*g^3+581*a*g^2*p+109*a* g^2*q+581*a*g^2*r+164*a*g^2*x+661*a*g*p^2+360*a*g*p*q+1322*a*g*p*r-1636*a*g*p*x +14*a*g*q^2+360*a*g*q*r+16*a*g*q*x+661*a*g*r^2-1522*a*g*r*x-4914*a*g*x^2+160*a* p^3+194*a*p^2*q+480*a*p^2*r-1322*a*p^2*x+34*a*p*q^2+388*a*p*q*r-1342*a*p*q*x+ 480*a*p*r^2-3312*a*p*r*x-1702*a*p*x^2+34*a*q^2*r-20*a*q^2*x+194*a*q*r^2-1086*a* q*r*x-1702*a*q*x^2+160*a*r^3-1990*a*r^2*x-2282*a*r*x^2+16*b^3*c-16*b^3*g+16*b^3 *p+16*b^3*r+548*b^3*x+228*b^2*c^2+196*b^2*c*g+424*b^2*c*p+16*b^2*c*q+424*b^2*c* r+936*b^2*c*x+24*b^2*g^2+228*b^2*g*p-16*b^2*g*q+228*b^2*g*r+1330*b^2*g*x+196*b^ 2*p^2+16*b^2*p*q+392*b^2*p*r-268*b^2*p*x+16*b^2*q*r+710*b^2*q*x+196*b^2*r^2+328 *b^2*r*x-2564*b^2*x^2+408*b*c^3+716*b*c^2*g+932*b*c^2*p+146*b*c^2*q+932*b*c^2*r -684*b*c^2*x+360*b*c*g^2+1187*b*c*g*p+126*b*c*g*q+1187*b*c*g*r+1202*b*c*g*x+654 *b*c*p^2+280*b*c*p*q+1308*b*c*p*r-2566*b*c*p*x+4*b*c*q^2+280*b*c*q*r+374*b*c*q* x+654*b*c*r^2-2036*b*c*r*x-5156*b*c*x^2+52*b*g^3+329*b*g^2*p+16*b*g^2*q+329*b*g ^2*r+944*b*g^2*x+457*b*g*p^2+138*b*g*p*q+914*b*g*p*r-644*b*g*p*x-4*b*g*q^2+138* b*g*q*r+1008*b*g*q*x+457*b*g*r^2+22*b*g*r*x-4914*b*g*x^2+130*b*p^3+134*b*p^2*q+ 390*b*p^2*r-1024*b*p^2*x+4*b*p*q^2+268*b*p*q*r-746*b*p*q*x+390*b*p*r^2-2434*b*p *r*x-1702*b*p*x^2+4*b*q^2*r+278*b*q^2*x+134*b*q*r^2-208*b*q*r*x-1702*b*q*x^2+ 130*b*r^3-1410*b*r^2*x-2282*b*r*x^2+196*c^4+504*c^3*g+530*c^3*p+130*c^3*q+530*c ^3*r-1096*c^3*x+429*c^2*g^2+1103*c^2*g*p+223*c^2*g*q+1103*c^2*g*r-856*c^2*g*x+ 488*c^2*p^2+300*c^2*p*q+976*c^2*p*r-2684*c^2*p*x+16*c^2*q^2+300*c^2*q*r-660*c^2 *q*x+488*c^2*r^2-2776*c^2*r*x-2240*c^2*x^2+149*c*g^3+661*c*g^2*p+111*c*g^2*q+ 661*c*g^2*r+206*c*g^2*x+748*c*g*p^2+378*c*g*p*q+1496*c*g*p*r-2316*c*g*p*x+14*c* g*q^2+378*c*g*q*r+112*c*g*q*x+748*c*g*r^2-2010*c*g*r*x-5232*c*g*x^2+172*c*p^3+ 206*c*p^2*q+516*c*p^2*r-1704*c*p^2*x+34*c*p*q^2+412*c*p*q*r-1700*c*p*q*x+516*c* p*r^2-4098*c*p*r*x-1268*c*p*x^2+34*c*q^2*r+4*c*q^2*x+206*c*q*r^2-1358*c*q*r*x-\ 1268*c*q*x^2+172*c*r^3-2394*c*r^2*x-1388*c*r*x^2+18*g^4+121*g^3*p+16*g^3*q+121* g^3*r+180*g^3*x+240*g^2*p^2+101*g^2*p*q+480*g^2*p*r-351*g^2*p*x+2*g^2*q^2+101*g ^2*q*r+301*g^2*q*x+240*g^2*r^2-147*g^2*r*x-2200*g^2*x^2+147*g*p^3+159*g*p^2*q+ 441*g*p^2*r-893*g*p^2*x+12*g*p*q^2+318*g*p*q*r-674*g*p*q*x+441*g*p*r^2-2188*g*p *r*x-1902*g*p*x^2+12*g*q^2*r+219*g*q^2*x+159*g*q*r^2-224*g*q*r*x-1902*g*q*x^2+ 147*g*r^3-1295*g*r^2*x-2594*g*r*x^2+18*p^4+36*p^3*q+72*p^3*r-318*p^3*x+18*p^2*q ^2+108*p^2*q*r-606*p^2*q*x+108*p^2*r^2-1192*p^2*r*x-74*p^2*x^2+36*p*q^2*r-258*p *q^2*x+108*p*q*r^2-1340*p*q*r*x-148*p*q*x^2+72*p*r^3-1430*p*r^2*x+40*p*r*x^2+30 *q^3*x+18*q^2*r^2-148*q^2*r*x-74*q^2*x^2+36*q*r^3-734*q*r^2*x+40*q*r*x^2+18*r^4 -556*r^3*x+522*r^2*x^2+388*a^3+388*a^2*b+1232*a^2*c+626*a^2*g+1006*a^2*p+124*a^ 2*q+1006*a^2*r+2012*a^2*x-64*a*b^2+836*a*b*c+260*a*b*g+930*a*b*p-48*a*b*q+930*a *b*r+5128*a*b*x+1308*a*c^2+1322*a*c*g+2134*a*c*p+256*a*c*q+2134*a*c*r+4236*a*c* x+294*a*g^2+1170*a*g*p+68*a*g*q+1170*a*g*r+4242*a*g*x+784*a*p^2+314*a*p*q+1568* a*p*r+830*a*p*x-8*a*q^2+314*a*q*r+1758*a*q*x+784*a*r^2+1562*a*r*x-6440*a*x^2-64 *b^3-96*b^2*c-240*b^2*g+32*b^2*p-64*b^2*q+32*b^2*r+3116*b^2*x+432*b*c^2+112*b*c *g+998*b*c*p-64*b*c*q+998*b*c*r+6076*b*c*x-96*b*g^2+398*b*g*p-152*b*g*q+398*b*g *r+5586*b*g*x+494*b*p^2+16*b*p*q+988*b*p*r+1646*b*p*x-16*b*q^2+16*b*q*r+2574*b* q*x+494*b*r^2+3002*b*r*x-6440*b*x^2+464*c^3+664*c^2*g+1144*c^2*p+132*c^2*q+1144 *c^2*r+2240*c^2*x+256*c*g^2+1250*c*g*p+36*c*g*q+1250*c*g*r+5232*c*g*x+846*c*p^2 +322*c*p*q+1692*c*p*r+444*c*p*x-8*c*q^2+322*c*q*r+2092*c*q*x+846*c*r^2+1388*c*r *x-7264*c*x^2+20*g^3+298*g^2*p-28*g^2*q+298*g^2*r+2200*g^2*x+540*g*p^2+98*g*p*q +1080*g*p*r+1566*g*p*x-16*g*q^2+98*g*q*r+2238*g*q*x+540*g*r^2+2594*g*r*x-5888*g *x^2+174*p^3+174*p^2*q+522*p^2*r-342*p^2*x+348*p*q*r+148*p*q*x+522*p*r^2-864*p* r*x-2696*p*x^2+490*q^2*x+174*q*r^2+784*q*r*x-2696*q*x^2+174*r^3-522*r^2*x-3832* r*x^2+104*a^2-560*a*b+216*a*c-160*a*g+584*a*p-192*a*q+584*a*r+6152*a*x-448*b^2-\ 704*b*c-832*b*g-136*b*p-288*b*q-136*b*r+6728*b*x+80*c^2-368*c*g+600*c*p-224*c*q +600*c*r+7264*c*x-240*g^2+80*g*p-256*g*q+80*g*r+5888*g*x+384*p^2-56*p*q+768*p*r +2664*p*x-32*q^2-56*q*r+2728*q*x+384*r^2+3832*r*x-4992*x^2-736*a-1024*b-896*c-\ 832*g-288*p-320*q-288*r+4992*x-768)*dx^4+(64*a^6*c*r*x^3+32*a^6*p*r*x^3+32*a^6* q*r*x^3+48*a^6*r^2*x^3+384*a^5*b*c*r*x^3+192*a^5*b*p*r*x^3+192*a^5*b*q*r*x^3+ 288*a^5*b*r^2*x^3+512*a^5*c^2*r*x^3+320*a^5*c*g*r*x^3+480*a^5*c*p*r*x^3+480*a^5 *c*q*r*x^3+720*a^5*c*r^2*x^3+160*a^5*g*p*r*x^3+160*a^5*g*q*r*x^3+240*a^5*g*r^2* x^3+112*a^5*p^2*r*x^3+224*a^5*p*q*r*x^3+336*a^5*p*r^2*x^3+112*a^5*q^2*r*x^3+336 *a^5*q*r^2*x^3+240*a^5*r^3*x^3+960*a^4*b^2*c*r*x^3+480*a^4*b^2*p*r*x^3+480*a^4* b^2*q*r*x^3+720*a^4*b^2*r^2*x^3+2560*a^4*b*c^2*r*x^3+1600*a^4*b*c*g*r*x^3+2400* a^4*b*c*p*r*x^3+2400*a^4*b*c*q*r*x^3+3600*a^4*b*c*r^2*x^3+800*a^4*b*g*p*r*x^3+ 800*a^4*b*g*q*r*x^3+1200*a^4*b*g*r^2*x^3+560*a^4*b*p^2*r*x^3+1120*a^4*b*p*q*r*x ^3+1680*a^4*b*p*r^2*x^3+560*a^4*b*q^2*r*x^3+1680*a^4*b*q*r^2*x^3+1200*a^4*b*r^3 *x^3+1664*a^4*c^3*r*x^3+2144*a^4*c^2*g*r*x^3+2272*a^4*c^2*p*r*x^3+2272*a^4*c^2* q*r*x^3+3376*a^4*c^2*r^2*x^3+656*a^4*c*g^2*r*x^3+2016*a^4*c*g*p*r*x^3+2016*a^4* c*g*q*r*x^3+3008*a^4*c*g*r^2*x^3+1024*a^4*c*p^2*r*x^3+2048*a^4*c*p*q*r*x^3+3040 *a^4*c*p*r^2*x^3+1024*a^4*c*q^2*r*x^3+3040*a^4*c*q*r^2*x^3+2224*a^4*c*r^3*x^3+ 328*a^4*g^2*p*r*x^3+328*a^4*g^2*q*r*x^3+492*a^4*g^2*r^2*x^3+472*a^4*g*p^2*r*x^3 +944*a^4*g*p*q*r*x^3+1408*a^4*g*p*r^2*x^3+472*a^4*g*q^2*r*x^3+1408*a^4*g*q*r^2* x^3+1000*a^4*g*r^3*x^3+152*a^4*p^3*r*x^3+456*a^4*p^2*q*r*x^3+676*a^4*p^2*r^2*x^ 3+456*a^4*p*q^2*r*x^3+1352*a^4*p*q*r^2*x^3+992*a^4*p*r^3*x^3+152*a^4*q^3*r*x^3+ 676*a^4*q^2*r^2*x^3+992*a^4*q*r^3*x^3+484*a^4*r^4*x^3+1280*a^3*b^3*c*r*x^3+640* a^3*b^3*p*r*x^3+640*a^3*b^3*q*r*x^3+960*a^3*b^3*r^2*x^3+5120*a^3*b^2*c^2*r*x^3+ 3200*a^3*b^2*c*g*r*x^3+4800*a^3*b^2*c*p*r*x^3+4800*a^3*b^2*c*q*r*x^3+7200*a^3*b ^2*c*r^2*x^3+1600*a^3*b^2*g*p*r*x^3+1600*a^3*b^2*g*q*r*x^3+2400*a^3*b^2*g*r^2*x ^3+1120*a^3*b^2*p^2*r*x^3+2240*a^3*b^2*p*q*r*x^3+3360*a^3*b^2*p*r^2*x^3+1120*a^ 3*b^2*q^2*r*x^3+3360*a^3*b^2*q*r^2*x^3+2400*a^3*b^2*r^3*x^3+6656*a^3*b*c^3*r*x^ 3+8576*a^3*b*c^2*g*r*x^3+9088*a^3*b*c^2*p*r*x^3+9088*a^3*b*c^2*q*r*x^3+13504*a^ 3*b*c^2*r^2*x^3+2624*a^3*b*c*g^2*r*x^3+8064*a^3*b*c*g*p*r*x^3+8064*a^3*b*c*g*q* r*x^3+12032*a^3*b*c*g*r^2*x^3+4096*a^3*b*c*p^2*r*x^3+8192*a^3*b*c*p*q*r*x^3+ 12160*a^3*b*c*p*r^2*x^3+4096*a^3*b*c*q^2*r*x^3+12160*a^3*b*c*q*r^2*x^3+8896*a^3 *b*c*r^3*x^3+1312*a^3*b*g^2*p*r*x^3+1312*a^3*b*g^2*q*r*x^3+1968*a^3*b*g^2*r^2*x ^3+1888*a^3*b*g*p^2*r*x^3+3776*a^3*b*g*p*q*r*x^3+5632*a^3*b*g*p*r^2*x^3+1888*a^ 3*b*g*q^2*r*x^3+5632*a^3*b*g*q*r^2*x^3+4000*a^3*b*g*r^3*x^3+608*a^3*b*p^3*r*x^3 +1824*a^3*b*p^2*q*r*x^3+2704*a^3*b*p^2*r^2*x^3+1824*a^3*b*p*q^2*r*x^3+5408*a^3* b*p*q*r^2*x^3+3968*a^3*b*p*r^3*x^3+608*a^3*b*q^3*r*x^3+2704*a^3*b*q^2*r^2*x^3+ 3968*a^3*b*q*r^3*x^3+1936*a^3*b*r^4*x^3+2816*a^3*c^4*r*x^3+5632*a^3*c^3*g*r*x^3 +5024*a^3*c^3*p*r*x^3+5024*a^3*c^3*q*r*x^3+7376*a^3*c^3*r^2*x^3+3520*a^3*c^2*g^ 2*r*x^3+7744*a^3*c^2*g*p*r*x^3+7744*a^3*c^2*g*q*r*x^3+11448*a^3*c^2*g*r^2*x^3+ 3312*a^3*c^2*p^2*r*x^3+6624*a^3*c^2*p*q*r*x^3+9712*a^3*c^2*p*r^2*x^3+3312*a^3*c ^2*q^2*r*x^3+9712*a^3*c^2*q*r^2*x^3+7088*a^3*c^2*r^3*x^3+704*a^3*c*g^3*r*x^3+ 3320*a^3*c*g^2*p*r*x^3+3320*a^3*c*g^2*q*r*x^3+4936*a^3*c*g^2*r^2*x^3+3520*a^3*c *g*p^2*r*x^3+7040*a^3*c*g*p*q*r*x^3+10388*a^3*c*g*p*r^2*x^3+3520*a^3*c*g*q^2*r* x^3+10388*a^3*c*g*q*r^2*x^3+7528*a^3*c*g*r^3*x^3+952*a^3*c*p^3*r*x^3+2856*a^3*c *p^2*q*r*x^3+4180*a^3*c*p^2*r^2*x^3+2856*a^3*c*p*q^2*r*x^3+8360*a^3*c*p*q*r^2*x ^3+6096*a^3*c*p*r^3*x^3+952*a^3*c*q^3*r*x^3+4180*a^3*c*q^2*r^2*x^3+6096*a^3*c*q *r^3*x^3+2948*a^3*c*r^4*x^3+352*a^3*g^3*p*r*x^3+352*a^3*g^3*q*r*x^3+528*a^3*g^3 *r^2*x^3+780*a^3*g^2*p^2*r*x^3+1560*a^3*g^2*p*q*r*x^3+2318*a^3*g^2*p*r^2*x^3+ 780*a^3*g^2*q^2*r*x^3+2318*a^3*g^2*q*r^2*x^3+1640*a^3*g^2*r^3*x^3+528*a^3*g*p^3 *r*x^3+1584*a^3*g*p^2*q*r*x^3+2332*a^3*g*p^2*r^2*x^3+1584*a^3*g*p*q^2*r*x^3+ 4664*a^3*g*p*q*r^2*x^3+3384*a^3*g*p*r^3*x^3+528*a^3*g*q^3*r*x^3+2332*a^3*g*q^2* r^2*x^3+3384*a^3*g*q*r^3*x^3+1628*a^3*g*r^4*x^3+100*a^3*p^4*r*x^3+400*a^3*p^3*q *r*x^3+584*a^3*p^3*r^2*x^3+600*a^3*p^2*q^2*r*x^3+1752*a^3*p^2*q*r^2*x^3+1276*a^ 3*p^2*r^3*x^3+400*a^3*p*q^3*r*x^3+1752*a^3*p*q^2*r^2*x^3+2552*a^3*p*q*r^3*x^3+ 1232*a^3*p*r^4*x^3+100*a^3*q^4*r*x^3+584*a^3*q^3*r^2*x^3+1276*a^3*q^2*r^3*x^3+ 1232*a^3*q*r^4*x^3+440*a^3*r^5*x^3+960*a^2*b^4*c*r*x^3+480*a^2*b^4*p*r*x^3+480* a^2*b^4*q*r*x^3+720*a^2*b^4*r^2*x^3+5120*a^2*b^3*c^2*r*x^3+3200*a^2*b^3*c*g*r*x ^3+4800*a^2*b^3*c*p*r*x^3+4800*a^2*b^3*c*q*r*x^3+7200*a^2*b^3*c*r^2*x^3+1600*a^ 2*b^3*g*p*r*x^3+1600*a^2*b^3*g*q*r*x^3+2400*a^2*b^3*g*r^2*x^3+1120*a^2*b^3*p^2* r*x^3+2240*a^2*b^3*p*q*r*x^3+3360*a^2*b^3*p*r^2*x^3+1120*a^2*b^3*q^2*r*x^3+3360 *a^2*b^3*q*r^2*x^3+2400*a^2*b^3*r^3*x^3+9984*a^2*b^2*c^3*r*x^3+12864*a^2*b^2*c^ 2*g*r*x^3+13632*a^2*b^2*c^2*p*r*x^3+13632*a^2*b^2*c^2*q*r*x^3+20256*a^2*b^2*c^2 *r^2*x^3+3936*a^2*b^2*c*g^2*r*x^3+12096*a^2*b^2*c*g*p*r*x^3+12096*a^2*b^2*c*g*q *r*x^3+18048*a^2*b^2*c*g*r^2*x^3+6144*a^2*b^2*c*p^2*r*x^3+12288*a^2*b^2*c*p*q*r *x^3+18240*a^2*b^2*c*p*r^2*x^3+6144*a^2*b^2*c*q^2*r*x^3+18240*a^2*b^2*c*q*r^2*x ^3+13344*a^2*b^2*c*r^3*x^3+1968*a^2*b^2*g^2*p*r*x^3+1968*a^2*b^2*g^2*q*r*x^3+ 2952*a^2*b^2*g^2*r^2*x^3+2832*a^2*b^2*g*p^2*r*x^3+5664*a^2*b^2*g*p*q*r*x^3+8448 *a^2*b^2*g*p*r^2*x^3+2832*a^2*b^2*g*q^2*r*x^3+8448*a^2*b^2*g*q*r^2*x^3+6000*a^2 *b^2*g*r^3*x^3+912*a^2*b^2*p^3*r*x^3+2736*a^2*b^2*p^2*q*r*x^3+4056*a^2*b^2*p^2* r^2*x^3+2736*a^2*b^2*p*q^2*r*x^3+8112*a^2*b^2*p*q*r^2*x^3+5952*a^2*b^2*p*r^3*x^ 3+912*a^2*b^2*q^3*r*x^3+4056*a^2*b^2*q^2*r^2*x^3+5952*a^2*b^2*q*r^3*x^3+2904*a^ 2*b^2*r^4*x^3+8448*a^2*b*c^4*r*x^3+16896*a^2*b*c^3*g*r*x^3+15072*a^2*b*c^3*p*r* x^3+15072*a^2*b*c^3*q*r*x^3+22128*a^2*b*c^3*r^2*x^3+10560*a^2*b*c^2*g^2*r*x^3+ 23232*a^2*b*c^2*g*p*r*x^3+23232*a^2*b*c^2*g*q*r*x^3+34344*a^2*b*c^2*g*r^2*x^3+ 9936*a^2*b*c^2*p^2*r*x^3+19872*a^2*b*c^2*p*q*r*x^3+29136*a^2*b*c^2*p*r^2*x^3+ 9936*a^2*b*c^2*q^2*r*x^3+29136*a^2*b*c^2*q*r^2*x^3+21264*a^2*b*c^2*r^3*x^3+2112 *a^2*b*c*g^3*r*x^3+9960*a^2*b*c*g^2*p*r*x^3+9960*a^2*b*c*g^2*q*r*x^3+14808*a^2* b*c*g^2*r^2*x^3+10560*a^2*b*c*g*p^2*r*x^3+21120*a^2*b*c*g*p*q*r*x^3+31164*a^2*b *c*g*p*r^2*x^3+10560*a^2*b*c*g*q^2*r*x^3+31164*a^2*b*c*g*q*r^2*x^3+22584*a^2*b* c*g*r^3*x^3+2856*a^2*b*c*p^3*r*x^3+8568*a^2*b*c*p^2*q*r*x^3+12540*a^2*b*c*p^2*r ^2*x^3+8568*a^2*b*c*p*q^2*r*x^3+25080*a^2*b*c*p*q*r^2*x^3+18288*a^2*b*c*p*r^3*x ^3+2856*a^2*b*c*q^3*r*x^3+12540*a^2*b*c*q^2*r^2*x^3+18288*a^2*b*c*q*r^3*x^3+ 8844*a^2*b*c*r^4*x^3+1056*a^2*b*g^3*p*r*x^3+1056*a^2*b*g^3*q*r*x^3+1584*a^2*b*g ^3*r^2*x^3+2340*a^2*b*g^2*p^2*r*x^3+4680*a^2*b*g^2*p*q*r*x^3+6954*a^2*b*g^2*p*r ^2*x^3+2340*a^2*b*g^2*q^2*r*x^3+6954*a^2*b*g^2*q*r^2*x^3+4920*a^2*b*g^2*r^3*x^3 +1584*a^2*b*g*p^3*r*x^3+4752*a^2*b*g*p^2*q*r*x^3+6996*a^2*b*g*p^2*r^2*x^3+4752* a^2*b*g*p*q^2*r*x^3+13992*a^2*b*g*p*q*r^2*x^3+10152*a^2*b*g*p*r^3*x^3+1584*a^2* b*g*q^3*r*x^3+6996*a^2*b*g*q^2*r^2*x^3+10152*a^2*b*g*q*r^3*x^3+4884*a^2*b*g*r^4 *x^3+300*a^2*b*p^4*r*x^3+1200*a^2*b*p^3*q*r*x^3+1752*a^2*b*p^3*r^2*x^3+1800*a^2 *b*p^2*q^2*r*x^3+5256*a^2*b*p^2*q*r^2*x^3+3828*a^2*b*p^2*r^3*x^3+1200*a^2*b*p*q ^3*r*x^3+5256*a^2*b*p*q^2*r^2*x^3+7656*a^2*b*p*q*r^3*x^3+3696*a^2*b*p*r^4*x^3+ 300*a^2*b*q^4*r*x^3+1752*a^2*b*q^3*r^2*x^3+3828*a^2*b*q^2*r^3*x^3+3696*a^2*b*q* r^4*x^3+1320*a^2*b*r^5*x^3+2624*a^2*c^5*r*x^3+7264*a^2*c^4*g*r*x^3+5760*a^2*c^4 *p*r*x^3+5760*a^2*c^4*q*r*x^3+8352*a^2*c^4*r^2*x^3+6960*a^2*c^3*g^2*r*x^3+13120 *a^2*c^3*g*p*r*x^3+13120*a^2*c^3*g*q*r*x^3+19224*a^2*c^3*g*r^2*x^3+4960*a^2*c^3 *p^2*r*x^3+9920*a^2*c^3*p*q*r*x^3+14368*a^2*c^3*p*r^2*x^3+4960*a^2*c^3*q^2*r*x^ 3+14368*a^2*c^3*q*r^2*x^3+10384*a^2*c^3*r^3*x^3+2824*a^2*c^2*g^3*r*x^3+9632*a^2 *c^2*g^2*p*r*x^3+9632*a^2*c^2*g^2*q*r*x^3+14208*a^2*c^2*g^2*r^2*x^3+8784*a^2*c^ 2*g*p^2*r*x^3+17568*a^2*c^2*g*p*q*r*x^3+25680*a^2*c^2*g*p*r^2*x^3+8784*a^2*c^2* g*q^2*r*x^3+25680*a^2*c^2*g*q*r^2*x^3+18640*a^2*c^2*g*r^3*x^3+2080*a^2*c^2*p^3* r*x^3+6240*a^2*c^2*p^2*q*r*x^3+9024*a^2*c^2*p^2*r^2*x^3+6240*a^2*c^2*p*q^2*r*x^ 3+18048*a^2*c^2*p*q*r^2*x^3+13024*a^2*c^2*p*r^3*x^3+2080*a^2*c^2*q^3*r*x^3+9024 *a^2*c^2*q^2*r^2*x^3+13024*a^2*c^2*q*r^3*x^3+6224*a^2*c^2*r^4*x^3+416*a^2*c*g^4 *r*x^3+2672*a^2*c*g^3*p*r*x^3+2672*a^2*c*g^3*q*r*x^3+3966*a^2*c*g^3*r^2*x^3+ 4412*a^2*c*g^2*p^2*r*x^3+8824*a^2*c*g^2*p*q*r*x^3+12986*a^2*c*g^2*p*r^2*x^3+ 4412*a^2*c*g^2*q^2*r*x^3+12986*a^2*c*g^2*q*r^2*x^3+9364*a^2*c*g^2*r^3*x^3+2576* a^2*c*g*p^3*r*x^3+7728*a^2*c*g*p^2*q*r*x^3+11262*a^2*c*g*p^2*r^2*x^3+7728*a^2*c *g*p*q^2*r*x^3+22524*a^2*c*g*p*q*r^2*x^3+16308*a^2*c*g*p*r^3*x^3+2576*a^2*c*g*q ^3*r*x^3+11262*a^2*c*g*q^2*r^2*x^3+16308*a^2*c*g*q*r^3*x^3+7820*a^2*c*g*r^4*x^3 +420*a^2*c*p^4*r*x^3+1680*a^2*c*p^3*q*r*x^3+2424*a^2*c*p^3*r^2*x^3+2520*a^2*c*p ^2*q^2*r*x^3+7272*a^2*c*p^2*q*r^2*x^3+5236*a^2*c*p^2*r^3*x^3+1680*a^2*c*p*q^3*r *x^3+7272*a^2*c*p*q^2*r^2*x^3+10472*a^2*c*p*q*r^3*x^3+4992*a^2*c*p*r^4*x^3+420* a^2*c*q^4*r*x^3+2424*a^2*c*q^3*r^2*x^3+5236*a^2*c*q^2*r^3*x^3+4992*a^2*c*q*r^4* x^3+1760*a^2*c*r^5*x^3+208*a^2*g^4*p*r*x^3+208*a^2*g^4*q*r*x^3+312*a^2*g^4*r^2* x^3+630*a^2*g^3*p^2*r*x^3+1260*a^2*g^3*p*q*r*x^3+1869*a^2*g^3*p*r^2*x^3+630*a^2 *g^3*q^2*r*x^3+1869*a^2*g^3*q*r^2*x^3+1320*a^2*g^3*r^3*x^3+668*a^2*g^2*p^3*r*x^ 3+2004*a^2*g^2*p^2*q*r*x^3+2941*a^2*g^2*p^2*r^2*x^3+2004*a^2*g^2*p*q^2*r*x^3+ 5882*a^2*g^2*p*q*r^2*x^3+4242*a^2*g^2*p*r^3*x^3+668*a^2*g^2*q^3*r*x^3+2941*a^2* g^2*q^2*r^2*x^3+4242*a^2*g^2*q*r^3*x^3+2024*a^2*g^2*r^4*x^3+278*a^2*g*p^4*r*x^3 +1112*a^2*g*p^3*q*r*x^3+1614*a^2*g*p^3*r^2*x^3+1668*a^2*g*p^2*q^2*r*x^3+4842*a^ 2*g*p^2*q*r^2*x^3+3494*a^2*g*p^2*r^3*x^3+1112*a^2*g*p*q^3*r*x^3+4842*a^2*g*p*q^ 2*r^2*x^3+6988*a^2*g*p*q*r^3*x^3+3338*a^2*g*p*r^4*x^3+278*a^2*g*q^4*r*x^3+1614* a^2*g*q^3*r^2*x^3+3494*a^2*g*q^2*r^3*x^3+3338*a^2*g*q*r^4*x^3+1180*a^2*g*r^5*x^ 3+32*a^2*p^5*r*x^3+160*a^2*p^4*q*r*x^3+230*a^2*p^4*r^2*x^3+320*a^2*p^3*q^2*r*x^ 3+920*a^2*p^3*q*r^2*x^3+660*a^2*p^3*r^3*x^3+320*a^2*p^2*q^3*r*x^3+1380*a^2*p^2* q^2*r^2*x^3+1980*a^2*p^2*q*r^3*x^3+940*a^2*p^2*r^4*x^3+160*a^2*p*q^4*r*x^3+920* a^2*p*q^3*r^2*x^3+1980*a^2*p*q^2*r^3*x^3+1880*a^2*p*q*r^4*x^3+660*a^2*p*r^5*x^3 +32*a^2*q^5*r*x^3+230*a^2*q^4*r^2*x^3+660*a^2*q^3*r^3*x^3+940*a^2*q^2*r^4*x^3+ 660*a^2*q*r^5*x^3+182*a^2*r^6*x^3+384*a*b^5*c*r*x^3+192*a*b^5*p*r*x^3+192*a*b^5 *q*r*x^3+288*a*b^5*r^2*x^3+2560*a*b^4*c^2*r*x^3+1600*a*b^4*c*g*r*x^3+2400*a*b^4 *c*p*r*x^3+2400*a*b^4*c*q*r*x^3+3600*a*b^4*c*r^2*x^3+800*a*b^4*g*p*r*x^3+800*a* b^4*g*q*r*x^3+1200*a*b^4*g*r^2*x^3+560*a*b^4*p^2*r*x^3+1120*a*b^4*p*q*r*x^3+ 1680*a*b^4*p*r^2*x^3+560*a*b^4*q^2*r*x^3+1680*a*b^4*q*r^2*x^3+1200*a*b^4*r^3*x^ 3+6656*a*b^3*c^3*r*x^3+8576*a*b^3*c^2*g*r*x^3+9088*a*b^3*c^2*p*r*x^3+9088*a*b^3 *c^2*q*r*x^3+13504*a*b^3*c^2*r^2*x^3+2624*a*b^3*c*g^2*r*x^3+8064*a*b^3*c*g*p*r* x^3+8064*a*b^3*c*g*q*r*x^3+12032*a*b^3*c*g*r^2*x^3+4096*a*b^3*c*p^2*r*x^3+8192* a*b^3*c*p*q*r*x^3+12160*a*b^3*c*p*r^2*x^3+4096*a*b^3*c*q^2*r*x^3+12160*a*b^3*c* q*r^2*x^3+8896*a*b^3*c*r^3*x^3+1312*a*b^3*g^2*p*r*x^3+1312*a*b^3*g^2*q*r*x^3+ 1968*a*b^3*g^2*r^2*x^3+1888*a*b^3*g*p^2*r*x^3+3776*a*b^3*g*p*q*r*x^3+5632*a*b^3 *g*p*r^2*x^3+1888*a*b^3*g*q^2*r*x^3+5632*a*b^3*g*q*r^2*x^3+4000*a*b^3*g*r^3*x^3 +608*a*b^3*p^3*r*x^3+1824*a*b^3*p^2*q*r*x^3+2704*a*b^3*p^2*r^2*x^3+1824*a*b^3*p *q^2*r*x^3+5408*a*b^3*p*q*r^2*x^3+3968*a*b^3*p*r^3*x^3+608*a*b^3*q^3*r*x^3+2704 *a*b^3*q^2*r^2*x^3+3968*a*b^3*q*r^3*x^3+1936*a*b^3*r^4*x^3+8448*a*b^2*c^4*r*x^3 +16896*a*b^2*c^3*g*r*x^3+15072*a*b^2*c^3*p*r*x^3+15072*a*b^2*c^3*q*r*x^3+22128* a*b^2*c^3*r^2*x^3+10560*a*b^2*c^2*g^2*r*x^3+23232*a*b^2*c^2*g*p*r*x^3+23232*a*b ^2*c^2*g*q*r*x^3+34344*a*b^2*c^2*g*r^2*x^3+9936*a*b^2*c^2*p^2*r*x^3+19872*a*b^2 *c^2*p*q*r*x^3+29136*a*b^2*c^2*p*r^2*x^3+9936*a*b^2*c^2*q^2*r*x^3+29136*a*b^2*c ^2*q*r^2*x^3+21264*a*b^2*c^2*r^3*x^3+2112*a*b^2*c*g^3*r*x^3+9960*a*b^2*c*g^2*p* r*x^3+9960*a*b^2*c*g^2*q*r*x^3+14808*a*b^2*c*g^2*r^2*x^3+10560*a*b^2*c*g*p^2*r* x^3+21120*a*b^2*c*g*p*q*r*x^3+31164*a*b^2*c*g*p*r^2*x^3+10560*a*b^2*c*g*q^2*r*x ^3+31164*a*b^2*c*g*q*r^2*x^3+22584*a*b^2*c*g*r^3*x^3+2856*a*b^2*c*p^3*r*x^3+ 8568*a*b^2*c*p^2*q*r*x^3+12540*a*b^2*c*p^2*r^2*x^3+8568*a*b^2*c*p*q^2*r*x^3+ 25080*a*b^2*c*p*q*r^2*x^3+18288*a*b^2*c*p*r^3*x^3+2856*a*b^2*c*q^3*r*x^3+12540* a*b^2*c*q^2*r^2*x^3+18288*a*b^2*c*q*r^3*x^3+8844*a*b^2*c*r^4*x^3+1056*a*b^2*g^3 *p*r*x^3+1056*a*b^2*g^3*q*r*x^3+1584*a*b^2*g^3*r^2*x^3+2340*a*b^2*g^2*p^2*r*x^3 +4680*a*b^2*g^2*p*q*r*x^3+6954*a*b^2*g^2*p*r^2*x^3+2340*a*b^2*g^2*q^2*r*x^3+ 6954*a*b^2*g^2*q*r^2*x^3+4920*a*b^2*g^2*r^3*x^3+1584*a*b^2*g*p^3*r*x^3+4752*a*b ^2*g*p^2*q*r*x^3+6996*a*b^2*g*p^2*r^2*x^3+4752*a*b^2*g*p*q^2*r*x^3+13992*a*b^2* g*p*q*r^2*x^3+10152*a*b^2*g*p*r^3*x^3+1584*a*b^2*g*q^3*r*x^3+6996*a*b^2*g*q^2*r ^2*x^3+10152*a*b^2*g*q*r^3*x^3+4884*a*b^2*g*r^4*x^3+300*a*b^2*p^4*r*x^3+1200*a* b^2*p^3*q*r*x^3+1752*a*b^2*p^3*r^2*x^3+1800*a*b^2*p^2*q^2*r*x^3+5256*a*b^2*p^2* q*r^2*x^3+3828*a*b^2*p^2*r^3*x^3+1200*a*b^2*p*q^3*r*x^3+5256*a*b^2*p*q^2*r^2*x^ 3+7656*a*b^2*p*q*r^3*x^3+3696*a*b^2*p*r^4*x^3+300*a*b^2*q^4*r*x^3+1752*a*b^2*q^ 3*r^2*x^3+3828*a*b^2*q^2*r^3*x^3+3696*a*b^2*q*r^4*x^3+1320*a*b^2*r^5*x^3+5248*a *b*c^5*r*x^3+14528*a*b*c^4*g*r*x^3+11520*a*b*c^4*p*r*x^3+11520*a*b*c^4*q*r*x^3+ 16704*a*b*c^4*r^2*x^3+13920*a*b*c^3*g^2*r*x^3+26240*a*b*c^3*g*p*r*x^3+26240*a*b *c^3*g*q*r*x^3+38448*a*b*c^3*g*r^2*x^3+9920*a*b*c^3*p^2*r*x^3+19840*a*b*c^3*p*q *r*x^3+28736*a*b*c^3*p*r^2*x^3+9920*a*b*c^3*q^2*r*x^3+28736*a*b*c^3*q*r^2*x^3+ 20768*a*b*c^3*r^3*x^3+5648*a*b*c^2*g^3*r*x^3+19264*a*b*c^2*g^2*p*r*x^3+19264*a* b*c^2*g^2*q*r*x^3+28416*a*b*c^2*g^2*r^2*x^3+17568*a*b*c^2*g*p^2*r*x^3+35136*a*b *c^2*g*p*q*r*x^3+51360*a*b*c^2*g*p*r^2*x^3+17568*a*b*c^2*g*q^2*r*x^3+51360*a*b* c^2*g*q*r^2*x^3+37280*a*b*c^2*g*r^3*x^3+4160*a*b*c^2*p^3*r*x^3+12480*a*b*c^2*p^ 2*q*r*x^3+18048*a*b*c^2*p^2*r^2*x^3+12480*a*b*c^2*p*q^2*r*x^3+36096*a*b*c^2*p*q *r^2*x^3+26048*a*b*c^2*p*r^3*x^3+4160*a*b*c^2*q^3*r*x^3+18048*a*b*c^2*q^2*r^2*x ^3+26048*a*b*c^2*q*r^3*x^3+12448*a*b*c^2*r^4*x^3+832*a*b*c*g^4*r*x^3+5344*a*b*c *g^3*p*r*x^3+5344*a*b*c*g^3*q*r*x^3+7932*a*b*c*g^3*r^2*x^3+8824*a*b*c*g^2*p^2*r *x^3+17648*a*b*c*g^2*p*q*r*x^3+25972*a*b*c*g^2*p*r^2*x^3+8824*a*b*c*g^2*q^2*r*x ^3+25972*a*b*c*g^2*q*r^2*x^3+18728*a*b*c*g^2*r^3*x^3+5152*a*b*c*g*p^3*r*x^3+ 15456*a*b*c*g*p^2*q*r*x^3+22524*a*b*c*g*p^2*r^2*x^3+15456*a*b*c*g*p*q^2*r*x^3+ 45048*a*b*c*g*p*q*r^2*x^3+32616*a*b*c*g*p*r^3*x^3+5152*a*b*c*g*q^3*r*x^3+22524* a*b*c*g*q^2*r^2*x^3+32616*a*b*c*g*q*r^3*x^3+15640*a*b*c*g*r^4*x^3+840*a*b*c*p^4 *r*x^3+3360*a*b*c*p^3*q*r*x^3+4848*a*b*c*p^3*r^2*x^3+5040*a*b*c*p^2*q^2*r*x^3+ 14544*a*b*c*p^2*q*r^2*x^3+10472*a*b*c*p^2*r^3*x^3+3360*a*b*c*p*q^3*r*x^3+14544* a*b*c*p*q^2*r^2*x^3+20944*a*b*c*p*q*r^3*x^3+9984*a*b*c*p*r^4*x^3+840*a*b*c*q^4* r*x^3+4848*a*b*c*q^3*r^2*x^3+10472*a*b*c*q^2*r^3*x^3+9984*a*b*c*q*r^4*x^3+3520* a*b*c*r^5*x^3+416*a*b*g^4*p*r*x^3+416*a*b*g^4*q*r*x^3+624*a*b*g^4*r^2*x^3+1260* a*b*g^3*p^2*r*x^3+2520*a*b*g^3*p*q*r*x^3+3738*a*b*g^3*p*r^2*x^3+1260*a*b*g^3*q^ 2*r*x^3+3738*a*b*g^3*q*r^2*x^3+2640*a*b*g^3*r^3*x^3+1336*a*b*g^2*p^3*r*x^3+4008 *a*b*g^2*p^2*q*r*x^3+5882*a*b*g^2*p^2*r^2*x^3+4008*a*b*g^2*p*q^2*r*x^3+11764*a* b*g^2*p*q*r^2*x^3+8484*a*b*g^2*p*r^3*x^3+1336*a*b*g^2*q^3*r*x^3+5882*a*b*g^2*q^ 2*r^2*x^3+8484*a*b*g^2*q*r^3*x^3+4048*a*b*g^2*r^4*x^3+556*a*b*g*p^4*r*x^3+2224* a*b*g*p^3*q*r*x^3+3228*a*b*g*p^3*r^2*x^3+3336*a*b*g*p^2*q^2*r*x^3+9684*a*b*g*p^ 2*q*r^2*x^3+6988*a*b*g*p^2*r^3*x^3+2224*a*b*g*p*q^3*r*x^3+9684*a*b*g*p*q^2*r^2* x^3+13976*a*b*g*p*q*r^3*x^3+6676*a*b*g*p*r^4*x^3+556*a*b*g*q^4*r*x^3+3228*a*b*g *q^3*r^2*x^3+6988*a*b*g*q^2*r^3*x^3+6676*a*b*g*q*r^4*x^3+2360*a*b*g*r^5*x^3+64* a*b*p^5*r*x^3+320*a*b*p^4*q*r*x^3+460*a*b*p^4*r^2*x^3+640*a*b*p^3*q^2*r*x^3+ 1840*a*b*p^3*q*r^2*x^3+1320*a*b*p^3*r^3*x^3+640*a*b*p^2*q^3*r*x^3+2760*a*b*p^2* q^2*r^2*x^3+3960*a*b*p^2*q*r^3*x^3+1880*a*b*p^2*r^4*x^3+320*a*b*p*q^4*r*x^3+ 1840*a*b*p*q^3*r^2*x^3+3960*a*b*p*q^2*r^3*x^3+3760*a*b*p*q*r^4*x^3+1320*a*b*p*r ^5*x^3+64*a*b*q^5*r*x^3+460*a*b*q^4*r^2*x^3+1320*a*b*q^3*r^3*x^3+1880*a*b*q^2*r ^4*x^3+1320*a*b*q*r^5*x^3+364*a*b*r^6*x^3+1280*a*c^6*r*x^3+4608*a*c^5*g*r*x^3+ 3328*a*c^5*p*r*x^3+3328*a*c^5*q*r*x^3+4768*a*c^5*r^2*x^3+6016*a*c^4*g^2*r*x^3+ 10304*a*c^4*g*p*r*x^3+10304*a*c^4*g*q*r*x^3+14992*a*c^4*g*r^2*x^3+3520*a*c^4*p^ 2*r*x^3+7040*a*c^4*p*q*r*x^3+10080*a*c^4*p*r^2*x^3+3520*a*c^4*q^2*r*x^3+10080*a *c^4*q*r^2*x^3+7200*a*c^4*r^3*x^3+3712*a*c^3*g^3*r*x^3+10976*a*c^3*g^2*p*r*x^3+ 10976*a*c^3*g^2*q*r*x^3+16104*a*c^3*g^2*r^2*x^3+9088*a*c^3*g*p^2*r*x^3+18176*a* c^3*g*p*q*r*x^3+26384*a*c^3*g*p*r^2*x^3+9088*a*c^3*g*q^2*r*x^3+26384*a*c^3*g*q* r^2*x^3+19120*a*c^3*g*r^3*x^3+1920*a*c^3*p^3*r*x^3+5760*a*c^3*p^2*q*r*x^3+8240* a*c^3*p^2*r^2*x^3+5760*a*c^3*p*q^2*r*x^3+16480*a*c^3*p*q*r^2*x^3+11760*a*c^3*p* r^3*x^3+1920*a*c^3*q^3*r*x^3+8240*a*c^3*q^2*r^2*x^3+11760*a*c^3*q*r^3*x^3+5552* a*c^3*r^4*x^3+1104*a*c^2*g^4*r*x^3+5168*a*c^2*g^3*p*r*x^3+5168*a*c^2*g^3*q*r*x^ 3+7628*a*c^2*g^3*r^2*x^3+7440*a*c^2*g^2*p^2*r*x^3+14880*a*c^2*g^2*p*q*r*x^3+ 21768*a*c^2*g^2*p*r^2*x^3+7440*a*c^2*g^2*q^2*r*x^3+21768*a*c^2*g^2*q*r^2*x^3+ 15800*a*c^2*g^2*r^3*x^3+3936*a*c^2*g*p^3*r*x^3+11808*a*c^2*g*p^2*q*r*x^3+17088* a*c^2*g*p^2*r^2*x^3+11808*a*c^2*g*p*q^2*r*x^3+34176*a*c^2*g*p*q*r^2*x^3+24680*a *c^2*g*p*r^3*x^3+3936*a*c^2*g*q^3*r*x^3+17088*a*c^2*g*q^2*r^2*x^3+24680*a*c^2*g *q*r^3*x^3+11800*a*c^2*g*r^4*x^3+560*a*c^2*p^4*r*x^3+2240*a*c^2*p^3*q*r*x^3+ 3200*a*c^2*p^3*r^2*x^3+3360*a*c^2*p^2*q^2*r*x^3+9600*a*c^2*p^2*q*r^2*x^3+6840*a *c^2*p^2*r^3*x^3+2240*a*c^2*p*q^3*r*x^3+9600*a*c^2*p*q^2*r^2*x^3+13680*a*c^2*p* q*r^3*x^3+6448*a*c^2*p*r^4*x^3+560*a*c^2*q^4*r*x^3+3200*a*c^2*q^3*r^2*x^3+6840* a*c^2*q^2*r^3*x^3+6448*a*c^2*q*r^4*x^3+2248*a*c^2*r^5*x^3+128*a*c*g^5*r*x^3+ 1048*a*c*g^4*p*r*x^3+1048*a*c*g^4*q*r*x^3+1556*a*c*g^4*r^2*x^3+2384*a*c*g^3*p^2 *r*x^3+4768*a*c*g^3*p*q*r*x^3+7020*a*c*g^3*p*r^2*x^3+2384*a*c*g^3*q^2*r*x^3+ 7020*a*c*g^3*q*r^2*x^3+5060*a*c*g^3*r^3*x^3+2216*a*c*g^2*p^3*r*x^3+6648*a*c*g^2 *p^2*q*r*x^3+9690*a*c*g^2*p^2*r^2*x^3+6648*a*c*g^2*p*q^2*r*x^3+19380*a*c*g^2*p* q*r^2*x^3+14020*a*c*g^2*p*r^3*x^3+2216*a*c*g^2*q^3*r*x^3+9690*a*c*g^2*q^2*r^2*x ^3+14020*a*c*g^2*q*r^3*x^3+6712*a*c*g^2*r^4*x^3+832*a*c*g*p^4*r*x^3+3328*a*c*g* p^3*q*r*x^3+4796*a*c*g*p^3*r^2*x^3+4992*a*c*g*p^2*q^2*r*x^3+14388*a*c*g*p^2*q*r ^2*x^3+10340*a*c*g*p^2*r^3*x^3+3328*a*c*g*p*q^3*r*x^3+14388*a*c*g*p*q^2*r^2*x^3 +20680*a*c*g*p*q*r^3*x^3+9836*a*c*g*p*r^4*x^3+832*a*c*g*q^4*r*x^3+4796*a*c*g*q^ 3*r^2*x^3+10340*a*c*g*q^2*r^3*x^3+9836*a*c*g*q*r^4*x^3+3460*a*c*g*r^5*x^3+80*a* c*p^5*r*x^3+400*a*c*p^4*q*r*x^3+570*a*c*p^4*r^2*x^3+800*a*c*p^3*q^2*r*x^3+2280* a*c*p^3*q*r^2*x^3+1620*a*c*p^3*r^3*x^3+800*a*c*p^2*q^3*r*x^3+3420*a*c*p^2*q^2*r ^2*x^3+4860*a*c*p^2*q*r^3*x^3+2284*a*c*p^2*r^4*x^3+400*a*c*p*q^4*r*x^3+2280*a*c *p*q^3*r^2*x^3+4860*a*c*p*q^2*r^3*x^3+4568*a*c*p*q*r^4*x^3+1588*a*c*p*r^5*x^3+ 80*a*c*q^5*r*x^3+570*a*c*q^4*r^2*x^3+1620*a*c*q^3*r^3*x^3+2284*a*c*q^2*r^4*x^3+ 1588*a*c*q*r^5*x^3+434*a*c*r^6*x^3+64*a*g^5*p*r*x^3+64*a*g^5*q*r*x^3+96*a*g^5*r ^2*x^3+248*a*g^4*p^2*r*x^3+496*a*g^4*p*q*r*x^3+736*a*g^4*p*r^2*x^3+248*a*g^4*q^ 2*r*x^3+736*a*g^4*q*r^2*x^3+520*a*g^4*r^3*x^3+364*a*g^3*p^3*r*x^3+1092*a*g^3*p^ 2*q*r*x^3+1603*a*g^3*p^2*r^2*x^3+1092*a*g^3*p*q^2*r*x^3+3206*a*g^3*p*q*r^2*x^3+ 2310*a*g^3*p*r^3*x^3+364*a*g^3*q^3*r*x^3+1603*a*g^3*q^2*r^2*x^3+2310*a*g^3*q*r^ 3*x^3+1100*a*g^3*r^4*x^3+244*a*g^2*p^4*r*x^3+976*a*g^2*p^3*q*r*x^3+1416*a*g^2*p ^3*r^2*x^3+1464*a*g^2*p^2*q^2*r*x^3+4248*a*g^2*p^2*q*r^2*x^3+3060*a*g^2*p^2*r^3 *x^3+976*a*g^2*p*q^3*r*x^3+4248*a*g^2*p*q^2*r^2*x^3+6120*a*g^2*p*q*r^3*x^3+2916 *a*g^2*p*r^4*x^3+244*a*g^2*q^4*r*x^3+1416*a*g^2*q^3*r^2*x^3+3060*a*g^2*q^2*r^3* x^3+2916*a*g^2*q*r^4*x^3+1028*a*g^2*r^5*x^3+68*a*g*p^5*r*x^3+340*a*g*p^4*q*r*x^ 3+487*a*g*p^4*r^2*x^3+680*a*g*p^3*q^2*r*x^3+1948*a*g*p^3*q*r^2*x^3+1390*a*g*p^3 *r^3*x^3+680*a*g*p^2*q^3*r*x^3+2922*a*g*p^2*q^2*r^2*x^3+4170*a*g*p^2*q*r^3*x^3+ 1968*a*g*p^2*r^4*x^3+340*a*g*p*q^4*r*x^3+1948*a*g*p*q^3*r^2*x^3+4170*a*g*p*q^2* r^3*x^3+3936*a*g*p*q*r^4*x^3+1374*a*g*p*r^5*x^3+68*a*g*q^5*r*x^3+487*a*g*q^4*r^ 2*x^3+1390*a*g*q^3*r^3*x^3+1968*a*g*q^2*r^4*x^3+1374*a*g*q*r^5*x^3+377*a*g*r^6* x^3+4*a*p^6*r*x^3+24*a*p^5*q*r*x^3+34*a*p^5*r^2*x^3+60*a*p^4*q^2*r*x^3+170*a*p^ 4*q*r^2*x^3+120*a*p^4*r^3*x^3+80*a*p^3*q^3*r*x^3+340*a*p^3*q^2*r^2*x^3+480*a*p^ 3*q*r^3*x^3+224*a*p^3*r^4*x^3+60*a*p^2*q^4*r*x^3+340*a*p^2*q^3*r^2*x^3+720*a*p^ 2*q^2*r^3*x^3+672*a*p^2*q*r^4*x^3+232*a*p^2*r^5*x^3+24*a*p*q^5*r*x^3+170*a*p*q^ 4*r^2*x^3+480*a*p*q^3*r^3*x^3+672*a*p*q^2*r^4*x^3+464*a*p*q*r^5*x^3+126*a*p*r^6 *x^3+4*a*q^6*r*x^3+34*a*q^5*r^2*x^3+120*a*q^4*r^3*x^3+224*a*q^3*r^4*x^3+232*a*q ^2*r^5*x^3+126*a*q*r^6*x^3+28*a*r^7*x^3+64*b^6*c*r*x^3+32*b^6*p*r*x^3+32*b^6*q* r*x^3+48*b^6*r^2*x^3+512*b^5*c^2*r*x^3+320*b^5*c*g*r*x^3+480*b^5*c*p*r*x^3+480* b^5*c*q*r*x^3+720*b^5*c*r^2*x^3+160*b^5*g*p*r*x^3+160*b^5*g*q*r*x^3+240*b^5*g*r ^2*x^3+112*b^5*p^2*r*x^3+224*b^5*p*q*r*x^3+336*b^5*p*r^2*x^3+112*b^5*q^2*r*x^3+ 336*b^5*q*r^2*x^3+240*b^5*r^3*x^3+1664*b^4*c^3*r*x^3+2144*b^4*c^2*g*r*x^3+2272* b^4*c^2*p*r*x^3+2272*b^4*c^2*q*r*x^3+3376*b^4*c^2*r^2*x^3+656*b^4*c*g^2*r*x^3+ 2016*b^4*c*g*p*r*x^3+2016*b^4*c*g*q*r*x^3+3008*b^4*c*g*r^2*x^3+1024*b^4*c*p^2*r *x^3+2048*b^4*c*p*q*r*x^3+3040*b^4*c*p*r^2*x^3+1024*b^4*c*q^2*r*x^3+3040*b^4*c* q*r^2*x^3+2224*b^4*c*r^3*x^3+328*b^4*g^2*p*r*x^3+328*b^4*g^2*q*r*x^3+492*b^4*g^ 2*r^2*x^3+472*b^4*g*p^2*r*x^3+944*b^4*g*p*q*r*x^3+1408*b^4*g*p*r^2*x^3+472*b^4* g*q^2*r*x^3+1408*b^4*g*q*r^2*x^3+1000*b^4*g*r^3*x^3+152*b^4*p^3*r*x^3+456*b^4*p ^2*q*r*x^3+676*b^4*p^2*r^2*x^3+456*b^4*p*q^2*r*x^3+1352*b^4*p*q*r^2*x^3+992*b^4 *p*r^3*x^3+152*b^4*q^3*r*x^3+676*b^4*q^2*r^2*x^3+992*b^4*q*r^3*x^3+484*b^4*r^4* x^3+2816*b^3*c^4*r*x^3+5632*b^3*c^3*g*r*x^3+5024*b^3*c^3*p*r*x^3+5024*b^3*c^3*q *r*x^3+7376*b^3*c^3*r^2*x^3+3520*b^3*c^2*g^2*r*x^3+7744*b^3*c^2*g*p*r*x^3+7744* b^3*c^2*g*q*r*x^3+11448*b^3*c^2*g*r^2*x^3+3312*b^3*c^2*p^2*r*x^3+6624*b^3*c^2*p *q*r*x^3+9712*b^3*c^2*p*r^2*x^3+3312*b^3*c^2*q^2*r*x^3+9712*b^3*c^2*q*r^2*x^3+ 7088*b^3*c^2*r^3*x^3+704*b^3*c*g^3*r*x^3+3320*b^3*c*g^2*p*r*x^3+3320*b^3*c*g^2* q*r*x^3+4936*b^3*c*g^2*r^2*x^3+3520*b^3*c*g*p^2*r*x^3+7040*b^3*c*g*p*q*r*x^3+ 10388*b^3*c*g*p*r^2*x^3+3520*b^3*c*g*q^2*r*x^3+10388*b^3*c*g*q*r^2*x^3+7528*b^3 *c*g*r^3*x^3+952*b^3*c*p^3*r*x^3+2856*b^3*c*p^2*q*r*x^3+4180*b^3*c*p^2*r^2*x^3+ 2856*b^3*c*p*q^2*r*x^3+8360*b^3*c*p*q*r^2*x^3+6096*b^3*c*p*r^3*x^3+952*b^3*c*q^ 3*r*x^3+4180*b^3*c*q^2*r^2*x^3+6096*b^3*c*q*r^3*x^3+2948*b^3*c*r^4*x^3+352*b^3* g^3*p*r*x^3+352*b^3*g^3*q*r*x^3+528*b^3*g^3*r^2*x^3+780*b^3*g^2*p^2*r*x^3+1560* b^3*g^2*p*q*r*x^3+2318*b^3*g^2*p*r^2*x^3+780*b^3*g^2*q^2*r*x^3+2318*b^3*g^2*q*r ^2*x^3+1640*b^3*g^2*r^3*x^3+528*b^3*g*p^3*r*x^3+1584*b^3*g*p^2*q*r*x^3+2332*b^3 *g*p^2*r^2*x^3+1584*b^3*g*p*q^2*r*x^3+4664*b^3*g*p*q*r^2*x^3+3384*b^3*g*p*r^3*x ^3+528*b^3*g*q^3*r*x^3+2332*b^3*g*q^2*r^2*x^3+3384*b^3*g*q*r^3*x^3+1628*b^3*g*r ^4*x^3+100*b^3*p^4*r*x^3+400*b^3*p^3*q*r*x^3+584*b^3*p^3*r^2*x^3+600*b^3*p^2*q^ 2*r*x^3+1752*b^3*p^2*q*r^2*x^3+1276*b^3*p^2*r^3*x^3+400*b^3*p*q^3*r*x^3+1752*b^ 3*p*q^2*r^2*x^3+2552*b^3*p*q*r^3*x^3+1232*b^3*p*r^4*x^3+100*b^3*q^4*r*x^3+584*b ^3*q^3*r^2*x^3+1276*b^3*q^2*r^3*x^3+1232*b^3*q*r^4*x^3+440*b^3*r^5*x^3+2624*b^2 *c^5*r*x^3+7264*b^2*c^4*g*r*x^3+5760*b^2*c^4*p*r*x^3+5760*b^2*c^4*q*r*x^3+8352* b^2*c^4*r^2*x^3+6960*b^2*c^3*g^2*r*x^3+13120*b^2*c^3*g*p*r*x^3+13120*b^2*c^3*g* q*r*x^3+19224*b^2*c^3*g*r^2*x^3+4960*b^2*c^3*p^2*r*x^3+9920*b^2*c^3*p*q*r*x^3+ 14368*b^2*c^3*p*r^2*x^3+4960*b^2*c^3*q^2*r*x^3+14368*b^2*c^3*q*r^2*x^3+10384*b^ 2*c^3*r^3*x^3+2824*b^2*c^2*g^3*r*x^3+9632*b^2*c^2*g^2*p*r*x^3+9632*b^2*c^2*g^2* q*r*x^3+14208*b^2*c^2*g^2*r^2*x^3+8784*b^2*c^2*g*p^2*r*x^3+17568*b^2*c^2*g*p*q* r*x^3+25680*b^2*c^2*g*p*r^2*x^3+8784*b^2*c^2*g*q^2*r*x^3+25680*b^2*c^2*g*q*r^2* x^3+18640*b^2*c^2*g*r^3*x^3+2080*b^2*c^2*p^3*r*x^3+6240*b^2*c^2*p^2*q*r*x^3+ 9024*b^2*c^2*p^2*r^2*x^3+6240*b^2*c^2*p*q^2*r*x^3+18048*b^2*c^2*p*q*r^2*x^3+ 13024*b^2*c^2*p*r^3*x^3+2080*b^2*c^2*q^3*r*x^3+9024*b^2*c^2*q^2*r^2*x^3+13024*b ^2*c^2*q*r^3*x^3+6224*b^2*c^2*r^4*x^3+416*b^2*c*g^4*r*x^3+2672*b^2*c*g^3*p*r*x^ 3+2672*b^2*c*g^3*q*r*x^3+3966*b^2*c*g^3*r^2*x^3+4412*b^2*c*g^2*p^2*r*x^3+8824*b ^2*c*g^2*p*q*r*x^3+12986*b^2*c*g^2*p*r^2*x^3+4412*b^2*c*g^2*q^2*r*x^3+12986*b^2 *c*g^2*q*r^2*x^3+9364*b^2*c*g^2*r^3*x^3+2576*b^2*c*g*p^3*r*x^3+7728*b^2*c*g*p^2 *q*r*x^3+11262*b^2*c*g*p^2*r^2*x^3+7728*b^2*c*g*p*q^2*r*x^3+22524*b^2*c*g*p*q*r ^2*x^3+16308*b^2*c*g*p*r^3*x^3+2576*b^2*c*g*q^3*r*x^3+11262*b^2*c*g*q^2*r^2*x^3 +16308*b^2*c*g*q*r^3*x^3+7820*b^2*c*g*r^4*x^3+420*b^2*c*p^4*r*x^3+1680*b^2*c*p^ 3*q*r*x^3+2424*b^2*c*p^3*r^2*x^3+2520*b^2*c*p^2*q^2*r*x^3+7272*b^2*c*p^2*q*r^2* x^3+5236*b^2*c*p^2*r^3*x^3+1680*b^2*c*p*q^3*r*x^3+7272*b^2*c*p*q^2*r^2*x^3+ 10472*b^2*c*p*q*r^3*x^3+4992*b^2*c*p*r^4*x^3+420*b^2*c*q^4*r*x^3+2424*b^2*c*q^3 *r^2*x^3+5236*b^2*c*q^2*r^3*x^3+4992*b^2*c*q*r^4*x^3+1760*b^2*c*r^5*x^3+208*b^2 *g^4*p*r*x^3+208*b^2*g^4*q*r*x^3+312*b^2*g^4*r^2*x^3+630*b^2*g^3*p^2*r*x^3+1260 *b^2*g^3*p*q*r*x^3+1869*b^2*g^3*p*r^2*x^3+630*b^2*g^3*q^2*r*x^3+1869*b^2*g^3*q* r^2*x^3+1320*b^2*g^3*r^3*x^3+668*b^2*g^2*p^3*r*x^3+2004*b^2*g^2*p^2*q*r*x^3+ 2941*b^2*g^2*p^2*r^2*x^3+2004*b^2*g^2*p*q^2*r*x^3+5882*b^2*g^2*p*q*r^2*x^3+4242 *b^2*g^2*p*r^3*x^3+668*b^2*g^2*q^3*r*x^3+2941*b^2*g^2*q^2*r^2*x^3+4242*b^2*g^2* q*r^3*x^3+2024*b^2*g^2*r^4*x^3+278*b^2*g*p^4*r*x^3+1112*b^2*g*p^3*q*r*x^3+1614* b^2*g*p^3*r^2*x^3+1668*b^2*g*p^2*q^2*r*x^3+4842*b^2*g*p^2*q*r^2*x^3+3494*b^2*g* p^2*r^3*x^3+1112*b^2*g*p*q^3*r*x^3+4842*b^2*g*p*q^2*r^2*x^3+6988*b^2*g*p*q*r^3* x^3+3338*b^2*g*p*r^4*x^3+278*b^2*g*q^4*r*x^3+1614*b^2*g*q^3*r^2*x^3+3494*b^2*g* q^2*r^3*x^3+3338*b^2*g*q*r^4*x^3+1180*b^2*g*r^5*x^3+32*b^2*p^5*r*x^3+160*b^2*p^ 4*q*r*x^3+230*b^2*p^4*r^2*x^3+320*b^2*p^3*q^2*r*x^3+920*b^2*p^3*q*r^2*x^3+660*b ^2*p^3*r^3*x^3+320*b^2*p^2*q^3*r*x^3+1380*b^2*p^2*q^2*r^2*x^3+1980*b^2*p^2*q*r^ 3*x^3+940*b^2*p^2*r^4*x^3+160*b^2*p*q^4*r*x^3+920*b^2*p*q^3*r^2*x^3+1980*b^2*p* q^2*r^3*x^3+1880*b^2*p*q*r^4*x^3+660*b^2*p*r^5*x^3+32*b^2*q^5*r*x^3+230*b^2*q^4 *r^2*x^3+660*b^2*q^3*r^3*x^3+940*b^2*q^2*r^4*x^3+660*b^2*q*r^5*x^3+182*b^2*r^6* x^3+1280*b*c^6*r*x^3+4608*b*c^5*g*r*x^3+3328*b*c^5*p*r*x^3+3328*b*c^5*q*r*x^3+ 4768*b*c^5*r^2*x^3+6016*b*c^4*g^2*r*x^3+10304*b*c^4*g*p*r*x^3+10304*b*c^4*g*q*r *x^3+14992*b*c^4*g*r^2*x^3+3520*b*c^4*p^2*r*x^3+7040*b*c^4*p*q*r*x^3+10080*b*c^ 4*p*r^2*x^3+3520*b*c^4*q^2*r*x^3+10080*b*c^4*q*r^2*x^3+7200*b*c^4*r^3*x^3+3712* b*c^3*g^3*r*x^3+10976*b*c^3*g^2*p*r*x^3+10976*b*c^3*g^2*q*r*x^3+16104*b*c^3*g^2 *r^2*x^3+9088*b*c^3*g*p^2*r*x^3+18176*b*c^3*g*p*q*r*x^3+26384*b*c^3*g*p*r^2*x^3 +9088*b*c^3*g*q^2*r*x^3+26384*b*c^3*g*q*r^2*x^3+19120*b*c^3*g*r^3*x^3+1920*b*c^ 3*p^3*r*x^3+5760*b*c^3*p^2*q*r*x^3+8240*b*c^3*p^2*r^2*x^3+5760*b*c^3*p*q^2*r*x^ 3+16480*b*c^3*p*q*r^2*x^3+11760*b*c^3*p*r^3*x^3+1920*b*c^3*q^3*r*x^3+8240*b*c^3 *q^2*r^2*x^3+11760*b*c^3*q*r^3*x^3+5552*b*c^3*r^4*x^3+1104*b*c^2*g^4*r*x^3+5168 *b*c^2*g^3*p*r*x^3+5168*b*c^2*g^3*q*r*x^3+7628*b*c^2*g^3*r^2*x^3+7440*b*c^2*g^2 *p^2*r*x^3+14880*b*c^2*g^2*p*q*r*x^3+21768*b*c^2*g^2*p*r^2*x^3+7440*b*c^2*g^2*q ^2*r*x^3+21768*b*c^2*g^2*q*r^2*x^3+15800*b*c^2*g^2*r^3*x^3+3936*b*c^2*g*p^3*r*x ^3+11808*b*c^2*g*p^2*q*r*x^3+17088*b*c^2*g*p^2*r^2*x^3+11808*b*c^2*g*p*q^2*r*x^ 3+34176*b*c^2*g*p*q*r^2*x^3+24680*b*c^2*g*p*r^3*x^3+3936*b*c^2*g*q^3*r*x^3+ 17088*b*c^2*g*q^2*r^2*x^3+24680*b*c^2*g*q*r^3*x^3+11800*b*c^2*g*r^4*x^3+560*b*c ^2*p^4*r*x^3+2240*b*c^2*p^3*q*r*x^3+3200*b*c^2*p^3*r^2*x^3+3360*b*c^2*p^2*q^2*r *x^3+9600*b*c^2*p^2*q*r^2*x^3+6840*b*c^2*p^2*r^3*x^3+2240*b*c^2*p*q^3*r*x^3+ 9600*b*c^2*p*q^2*r^2*x^3+13680*b*c^2*p*q*r^3*x^3+6448*b*c^2*p*r^4*x^3+560*b*c^2 *q^4*r*x^3+3200*b*c^2*q^3*r^2*x^3+6840*b*c^2*q^2*r^3*x^3+6448*b*c^2*q*r^4*x^3+ 2248*b*c^2*r^5*x^3+128*b*c*g^5*r*x^3+1048*b*c*g^4*p*r*x^3+1048*b*c*g^4*q*r*x^3+ 1556*b*c*g^4*r^2*x^3+2384*b*c*g^3*p^2*r*x^3+4768*b*c*g^3*p*q*r*x^3+7020*b*c*g^3 *p*r^2*x^3+2384*b*c*g^3*q^2*r*x^3+7020*b*c*g^3*q*r^2*x^3+5060*b*c*g^3*r^3*x^3+ 2216*b*c*g^2*p^3*r*x^3+6648*b*c*g^2*p^2*q*r*x^3+9690*b*c*g^2*p^2*r^2*x^3+6648*b *c*g^2*p*q^2*r*x^3+19380*b*c*g^2*p*q*r^2*x^3+14020*b*c*g^2*p*r^3*x^3+2216*b*c*g ^2*q^3*r*x^3+9690*b*c*g^2*q^2*r^2*x^3+14020*b*c*g^2*q*r^3*x^3+6712*b*c*g^2*r^4* x^3+832*b*c*g*p^4*r*x^3+3328*b*c*g*p^3*q*r*x^3+4796*b*c*g*p^3*r^2*x^3+4992*b*c* g*p^2*q^2*r*x^3+14388*b*c*g*p^2*q*r^2*x^3+10340*b*c*g*p^2*r^3*x^3+3328*b*c*g*p* q^3*r*x^3+14388*b*c*g*p*q^2*r^2*x^3+20680*b*c*g*p*q*r^3*x^3+9836*b*c*g*p*r^4*x^ 3+832*b*c*g*q^4*r*x^3+4796*b*c*g*q^3*r^2*x^3+10340*b*c*g*q^2*r^3*x^3+9836*b*c*g *q*r^4*x^3+3460*b*c*g*r^5*x^3+80*b*c*p^5*r*x^3+400*b*c*p^4*q*r*x^3+570*b*c*p^4* r^2*x^3+800*b*c*p^3*q^2*r*x^3+2280*b*c*p^3*q*r^2*x^3+1620*b*c*p^3*r^3*x^3+800*b *c*p^2*q^3*r*x^3+3420*b*c*p^2*q^2*r^2*x^3+4860*b*c*p^2*q*r^3*x^3+2284*b*c*p^2*r ^4*x^3+400*b*c*p*q^4*r*x^3+2280*b*c*p*q^3*r^2*x^3+4860*b*c*p*q^2*r^3*x^3+4568*b *c*p*q*r^4*x^3+1588*b*c*p*r^5*x^3+80*b*c*q^5*r*x^3+570*b*c*q^4*r^2*x^3+1620*b*c *q^3*r^3*x^3+2284*b*c*q^2*r^4*x^3+1588*b*c*q*r^5*x^3+434*b*c*r^6*x^3+64*b*g^5*p *r*x^3+64*b*g^5*q*r*x^3+96*b*g^5*r^2*x^3+248*b*g^4*p^2*r*x^3+496*b*g^4*p*q*r*x^ 3+736*b*g^4*p*r^2*x^3+248*b*g^4*q^2*r*x^3+736*b*g^4*q*r^2*x^3+520*b*g^4*r^3*x^3 +364*b*g^3*p^3*r*x^3+1092*b*g^3*p^2*q*r*x^3+1603*b*g^3*p^2*r^2*x^3+1092*b*g^3*p *q^2*r*x^3+3206*b*g^3*p*q*r^2*x^3+2310*b*g^3*p*r^3*x^3+364*b*g^3*q^3*r*x^3+1603 *b*g^3*q^2*r^2*x^3+2310*b*g^3*q*r^3*x^3+1100*b*g^3*r^4*x^3+244*b*g^2*p^4*r*x^3+ 976*b*g^2*p^3*q*r*x^3+1416*b*g^2*p^3*r^2*x^3+1464*b*g^2*p^2*q^2*r*x^3+4248*b*g^ 2*p^2*q*r^2*x^3+3060*b*g^2*p^2*r^3*x^3+976*b*g^2*p*q^3*r*x^3+4248*b*g^2*p*q^2*r ^2*x^3+6120*b*g^2*p*q*r^3*x^3+2916*b*g^2*p*r^4*x^3+244*b*g^2*q^4*r*x^3+1416*b*g ^2*q^3*r^2*x^3+3060*b*g^2*q^2*r^3*x^3+2916*b*g^2*q*r^4*x^3+1028*b*g^2*r^5*x^3+ 68*b*g*p^5*r*x^3+340*b*g*p^4*q*r*x^3+487*b*g*p^4*r^2*x^3+680*b*g*p^3*q^2*r*x^3+ 1948*b*g*p^3*q*r^2*x^3+1390*b*g*p^3*r^3*x^3+680*b*g*p^2*q^3*r*x^3+2922*b*g*p^2* q^2*r^2*x^3+4170*b*g*p^2*q*r^3*x^3+1968*b*g*p^2*r^4*x^3+340*b*g*p*q^4*r*x^3+ 1948*b*g*p*q^3*r^2*x^3+4170*b*g*p*q^2*r^3*x^3+3936*b*g*p*q*r^4*x^3+1374*b*g*p*r ^5*x^3+68*b*g*q^5*r*x^3+487*b*g*q^4*r^2*x^3+1390*b*g*q^3*r^3*x^3+1968*b*g*q^2*r ^4*x^3+1374*b*g*q*r^5*x^3+377*b*g*r^6*x^3+4*b*p^6*r*x^3+24*b*p^5*q*r*x^3+34*b*p ^5*r^2*x^3+60*b*p^4*q^2*r*x^3+170*b*p^4*q*r^2*x^3+120*b*p^4*r^3*x^3+80*b*p^3*q^ 3*r*x^3+340*b*p^3*q^2*r^2*x^3+480*b*p^3*q*r^3*x^3+224*b*p^3*r^4*x^3+60*b*p^2*q^ 4*r*x^3+340*b*p^2*q^3*r^2*x^3+720*b*p^2*q^2*r^3*x^3+672*b*p^2*q*r^4*x^3+232*b*p ^2*r^5*x^3+24*b*p*q^5*r*x^3+170*b*p*q^4*r^2*x^3+480*b*p*q^3*r^3*x^3+672*b*p*q^2 *r^4*x^3+464*b*p*q*r^5*x^3+126*b*p*r^6*x^3+4*b*q^6*r*x^3+34*b*q^5*r^2*x^3+120*b *q^4*r^3*x^3+224*b*q^3*r^4*x^3+232*b*q^2*r^5*x^3+126*b*q*r^6*x^3+28*b*r^7*x^3+ 256*c^7*r*x^3+1152*c^6*g*r*x^3+768*c^6*p*r*x^3+768*c^6*q*r*x^3+1088*c^6*r^2*x^3 +1920*c^5*g^2*r*x^3+3072*c^5*g*p*r*x^3+3072*c^5*g*q*r*x^3+4448*c^5*g*r^2*x^3+ 960*c^5*p^2*r*x^3+1920*c^5*p*q*r*x^3+2720*c^5*p*r^2*x^3+960*c^5*q^2*r*x^3+2720* c^5*q*r^2*x^3+1920*c^5*r^3*x^3+1600*c^4*g^3*r*x^3+4352*c^4*g^2*p*r*x^3+4352*c^4 *g^2*q*r*x^3+6368*c^4*g^2*r^2*x^3+3360*c^4*g*p^2*r*x^3+6720*c^4*g*p*q*r*x^3+ 9712*c^4*g*p*r^2*x^3+3360*c^4*g*q^2*r*x^3+9712*c^4*g*q*r^2*x^3+7040*c^4*g*r^3*x ^3+640*c^4*p^3*r*x^3+1920*c^4*p^2*q*r*x^3+2720*c^4*p^2*r^2*x^3+1920*c^4*p*q^2*r *x^3+5440*c^4*p*q*r^2*x^3+3840*c^4*p*r^3*x^3+640*c^4*q^3*r*x^3+2720*c^4*q^2*r^2 *x^3+3840*c^4*q*r^3*x^3+1792*c^4*r^4*x^3+720*c^3*g^4*r*x^3+2944*c^3*g^3*p*r*x^3 +2944*c^3*g^3*q*r*x^3+4336*c^3*g^3*r^2*x^3+3904*c^3*g^2*p^2*r*x^3+7808*c^3*g^2* p*q*r*x^3+11392*c^3*g^2*p*r^2*x^3+3904*c^3*g^2*q^2*r*x^3+11392*c^3*g^2*q*r^2*x^ 3+8320*c^3*g^2*r^3*x^3+1920*c^3*g*p^3*r*x^3+5760*c^3*g*p^2*q*r*x^3+8304*c^3*g*p ^2*r^2*x^3+5760*c^3*g*p*q^2*r*x^3+16608*c^3*g*p*q*r^2*x^3+12000*c^3*g*p*r^3*x^3 +1920*c^3*g*q^3*r*x^3+8304*c^3*g*q^2*r^2*x^3+12000*c^3*g*q*r^3*x^3+5744*c^3*g*r ^4*x^3+240*c^3*p^4*r*x^3+960*c^3*p^3*q*r*x^3+1360*c^3*p^3*r^2*x^3+1440*c^3*p^2* q^2*r*x^3+4080*c^3*p^2*q*r^2*x^3+2880*c^3*p^2*r^3*x^3+960*c^3*p*q^3*r*x^3+4080* c^3*p*q^2*r^2*x^3+5760*c^3*p*q*r^3*x^3+2688*c^3*p*r^4*x^3+240*c^3*q^4*r*x^3+ 1360*c^3*q^3*r^2*x^3+2880*c^3*q^2*r^3*x^3+2688*c^3*q*r^4*x^3+928*c^3*r^5*x^3+ 168*c^2*g^5*r*x^3+1008*c^2*g^4*p*r*x^3+1008*c^2*g^4*q*r*x^3+1492*c^2*g^4*r^2*x^ 3+2016*c^2*g^3*p^2*r*x^3+4032*c^2*g^3*p*q*r*x^3+5920*c^2*g^3*p*r^2*x^3+2016*c^2 *g^3*q^2*r*x^3+5920*c^2*g^3*q*r^2*x^3+4320*c^2*g^3*r^3*x^3+1728*c^2*g^2*p^3*r*x ^3+5184*c^2*g^2*p^2*q*r*x^3+7536*c^2*g^2*p^2*r^2*x^3+5184*c^2*g^2*p*q^2*r*x^3+ 15072*c^2*g^2*p*q*r^2*x^3+10960*c^2*g^2*p*r^3*x^3+1728*c^2*g^2*q^3*r*x^3+7536*c ^2*g^2*q^2*r^2*x^3+10960*c^2*g^2*q*r^3*x^3+5280*c^2*g^2*r^4*x^3+600*c^2*g*p^4*r *x^3+2400*c^2*g*p^3*q*r*x^3+3448*c^2*g*p^3*r^2*x^3+3600*c^2*g*p^2*q^2*r*x^3+ 10344*c^2*g*p^2*q*r^2*x^3+7440*c^2*g*p^2*r^3*x^3+2400*c^2*g*p*q^3*r*x^3+10344*c ^2*g*p*q^2*r^2*x^3+14880*c^2*g*p*q*r^3*x^3+7088*c^2*g*p*r^4*x^3+600*c^2*g*q^4*r *x^3+3448*c^2*g*q^3*r^2*x^3+7440*c^2*g*q^2*r^3*x^3+7088*c^2*g*q*r^4*x^3+2496*c^ 2*g*r^5*x^3+48*c^2*p^5*r*x^3+240*c^2*p^4*q*r*x^3+340*c^2*p^4*r^2*x^3+480*c^2*p^ 3*q^2*r*x^3+1360*c^2*p^3*q*r^2*x^3+960*c^2*p^3*r^3*x^3+480*c^2*p^2*q^3*r*x^3+ 2040*c^2*p^2*q^2*r^2*x^3+2880*c^2*p^2*q*r^3*x^3+1344*c^2*p^2*r^4*x^3+240*c^2*p* q^4*r*x^3+1360*c^2*p*q^3*r^2*x^3+2880*c^2*p*q^2*r^3*x^3+2688*c^2*p*q*r^4*x^3+ 928*c^2*p*r^5*x^3+48*c^2*q^5*r*x^3+340*c^2*q^4*r^2*x^3+960*c^2*q^3*r^3*x^3+1344 *c^2*q^2*r^4*x^3+928*c^2*q*r^5*x^3+252*c^2*r^6*x^3+16*c*g^6*r*x^3+160*c*g^5*p*r *x^3+160*c*g^5*q*r*x^3+238*c*g^5*r^2*x^3+468*c*g^4*p^2*r*x^3+936*c*g^4*p*q*r*x^ 3+1382*c*g^4*p*r^2*x^3+468*c*g^4*q^2*r*x^3+1382*c*g^4*q*r^2*x^3+1000*c*g^4*r^3* x^3+608*c*g^3*p^3*r*x^3+1824*c*g^3*p^2*q*r*x^3+2668*c*g^3*p^2*r^2*x^3+1824*c*g^ 3*p*q^2*r*x^3+5336*c*g^3*p*q*r^2*x^3+3880*c*g^3*p*r^3*x^3+608*c*g^3*q^3*r*x^3+ 2668*c*g^3*q^2*r^2*x^3+3880*c*g^3*q*r^3*x^3+1868*c*g^3*r^4*x^3+376*c*g^2*p^4*r* x^3+1504*c*g^2*p^3*q*r*x^3+2176*c*g^2*p^3*r^2*x^3+2256*c*g^2*p^2*q^2*r*x^3+6528 *c*g^2*p^2*q*r^2*x^3+4720*c*g^2*p^2*r^3*x^3+1504*c*g^2*p*q^3*r*x^3+6528*c*g^2*p *q^2*r^2*x^3+9440*c*g^2*p*q*r^3*x^3+4520*c*g^2*p*r^4*x^3+376*c*g^2*q^4*r*x^3+ 2176*c*g^2*q^3*r^2*x^3+4720*c*g^2*q^2*r^3*x^3+4520*c*g^2*q*r^4*x^3+1600*c*g^2*r ^5*x^3+96*c*g*p^5*r*x^3+480*c*g*p^4*q*r*x^3+686*c*g*p^4*r^2*x^3+960*c*g*p^3*q^2 *r*x^3+2744*c*g*p^3*q*r^2*x^3+1960*c*g*p^3*r^3*x^3+960*c*g*p^2*q^3*r*x^3+4116*c *g*p^2*q^2*r^2*x^3+5880*c*g*p^2*q*r^3*x^3+2780*c*g*p^2*r^4*x^3+480*c*g*p*q^4*r* x^3+2744*c*g*p*q^3*r^2*x^3+5880*c*g*p*q^2*r^3*x^3+5560*c*g*p*q*r^4*x^3+1944*c*g *p*r^5*x^3+96*c*g*q^5*r*x^3+686*c*g*q^4*r^2*x^3+1960*c*g*q^3*r^3*x^3+2780*c*g*q ^2*r^4*x^3+1944*c*g*q*r^5*x^3+534*c*g*r^6*x^3+4*c*p^6*r*x^3+24*c*p^5*q*r*x^3+34 *c*p^5*r^2*x^3+60*c*p^4*q^2*r*x^3+170*c*p^4*q*r^2*x^3+120*c*p^4*r^3*x^3+80*c*p^ 3*q^3*r*x^3+340*c*p^3*q^2*r^2*x^3+480*c*p^3*q*r^3*x^3+224*c*p^3*r^4*x^3+60*c*p^ 2*q^4*r*x^3+340*c*p^2*q^3*r^2*x^3+720*c*p^2*q^2*r^3*x^3+672*c*p^2*q*r^4*x^3+232 *c*p^2*r^5*x^3+24*c*p*q^5*r*x^3+170*c*p*q^4*r^2*x^3+480*c*p*q^3*r^3*x^3+672*c*p *q^2*r^4*x^3+464*c*p*q*r^5*x^3+126*c*p*r^6*x^3+4*c*q^6*r*x^3+34*c*q^5*r^2*x^3+ 120*c*q^4*r^3*x^3+224*c*q^3*r^4*x^3+232*c*q^2*r^5*x^3+126*c*q*r^6*x^3+28*c*r^7* x^3+8*g^6*p*r*x^3+8*g^6*q*r*x^3+12*g^6*r^2*x^3+38*g^5*p^2*r*x^3+76*g^5*p*q*r*x^ 3+113*g^5*p*r^2*x^3+38*g^5*q^2*r*x^3+113*g^5*q*r^2*x^3+80*g^5*r^3*x^3+72*g^4*p^ 3*r*x^3+216*g^4*p^2*q*r*x^3+318*g^4*p^2*r^2*x^3+216*g^4*p*q^2*r*x^3+636*g^4*p*q *r^2*x^3+460*g^4*p*r^3*x^3+72*g^4*q^3*r*x^3+318*g^4*q^2*r^2*x^3+460*g^4*q*r^3*x ^3+220*g^4*r^4*x^3+68*g^3*p^4*r*x^3+272*g^3*p^3*q*r*x^3+396*g^3*p^3*r^2*x^3+408 *g^3*p^2*q^2*r*x^3+1188*g^3*p^2*q*r^2*x^3+860*g^3*p^2*r^3*x^3+272*g^3*p*q^3*r*x ^3+1188*g^3*p*q^2*r^2*x^3+1720*g^3*p*q*r^3*x^3+824*g^3*p*r^4*x^3+68*g^3*q^4*r*x ^3+396*g^3*q^3*r^2*x^3+860*g^3*q^2*r^3*x^3+824*g^3*q*r^4*x^3+292*g^3*r^5*x^3+32 *g^2*p^5*r*x^3+160*g^2*p^4*q*r*x^3+230*g^2*p^4*r^2*x^3+320*g^2*p^3*q^2*r*x^3+ 920*g^2*p^3*q*r^2*x^3+660*g^2*p^3*r^3*x^3+320*g^2*p^2*q^3*r*x^3+1380*g^2*p^2*q^ 2*r^2*x^3+1980*g^2*p^2*q*r^3*x^3+940*g^2*p^2*r^4*x^3+160*g^2*p*q^4*r*x^3+920*g^ 2*p*q^3*r^2*x^3+1980*g^2*p*q^2*r^3*x^3+1880*g^2*p*q*r^4*x^3+660*g^2*p*r^5*x^3+ 32*g^2*q^5*r*x^3+230*g^2*q^4*r^2*x^3+660*g^2*q^3*r^3*x^3+940*g^2*q^2*r^4*x^3+ 660*g^2*q*r^5*x^3+182*g^2*r^6*x^3+6*g*p^6*r*x^3+36*g*p^5*q*r*x^3+51*g*p^5*r^2*x ^3+90*g*p^4*q^2*r*x^3+255*g*p^4*q*r^2*x^3+180*g*p^4*r^3*x^3+120*g*p^3*q^3*r*x^3 +510*g*p^3*q^2*r^2*x^3+720*g*p^3*q*r^3*x^3+336*g*p^3*r^4*x^3+90*g*p^2*q^4*r*x^3 +510*g*p^2*q^3*r^2*x^3+1080*g*p^2*q^2*r^3*x^3+1008*g*p^2*q*r^4*x^3+348*g*p^2*r^ 5*x^3+36*g*p*q^5*r*x^3+255*g*p*q^4*r^2*x^3+720*g*p*q^3*r^3*x^3+1008*g*p*q^2*r^4 *x^3+696*g*p*q*r^5*x^3+189*g*p*r^6*x^3+6*g*q^6*r*x^3+51*g*q^5*r^2*x^3+180*g*q^4 *r^3*x^3+336*g*q^3*r^4*x^3+348*g*q^2*r^5*x^3+189*g*q*r^6*x^3+42*g*r^7*x^3-160*a ^6*c*r*x^2-256*a^6*c*x^3-96*a^6*p*r*x^2-128*a^6*p*x^3-80*a^6*q*r*x^2-128*a^6*q* x^3-128*a^6*r^2*x^2-304*a^6*r*x^3-832*a^5*b*c*r*x^2-1536*a^5*b*c*x^3-496*a^5*b* p*r*x^2-768*a^5*b*p*x^3-400*a^5*b*q*r*x^2-768*a^5*b*q*x^3-656*a^5*b*r^2*x^2-\ 1824*a^5*b*r*x^3-1152*a^5*c^2*r*x^2-2048*a^5*c^2*x^3-688*a^5*c*g*r*x^2-1280*a^5 *c*g*x^3-1264*a^5*c*p*r*x^2-1920*a^5*c*p*x^3-992*a^5*c*q*r*x^2-1920*a^5*c*q*x^3 -1680*a^5*c*r^2*x^2-3120*a^5*c*r*x^3-416*a^5*g*p*r*x^2-640*a^5*g*p*x^3-336*a^5* g*q*r*x^2-640*a^5*g*q*x^3-544*a^5*g*r^2*x^2-1520*a^5*g*r*x^3-336*a^5*p^2*r*x^2-\ 448*a^5*p^2*x^3-544*a^5*p*q*r*x^2-896*a^5*p*q*x^3-896*a^5*p*r^2*x^2-1408*a^5*p* r*x^3-208*a^5*q^2*r*x^2-448*a^5*q^2*x^3-720*a^5*q*r^2*x^2-1408*a^5*q*r*x^3-576* a^5*r^3*x^2-960*a^5*r^2*x^3-1760*a^4*b^2*c*r*x^2-3840*a^4*b^2*c*x^3-1040*a^4*b^ 2*p*r*x^2-1920*a^4*b^2*p*x^3-800*a^4*b^2*q*r*x^2-1920*a^4*b^2*q*x^3-1360*a^4*b^ 2*r^2*x^2-4560*a^4*b^2*r*x^3-4992*a^4*b*c^2*r*x^2-10240*a^4*b*c^2*x^3-3024*a^4* b*c*g*r*x^2-6400*a^4*b*c*g*x^3-5504*a^4*b*c*p*r*x^2-9600*a^4*b*c*p*x^3-4144*a^4 *b*c*q*r*x^2-9600*a^4*b*c*q*x^3-7200*a^4*b*c*r^2*x^2-15600*a^4*b*c*r*x^3-1808*a ^4*b*g*p*r*x^2-3200*a^4*b*g*p*x^3-1408*a^4*b*g*q*r*x^2-3200*a^4*b*g*q*x^3-2352* a^4*b*g*r^2*x^2-7600*a^4*b*g*r*x^3-1472*a^4*b*p^2*r*x^2-2240*a^4*b*p^2*x^3-2304 *a^4*b*p*q*r*x^2-4480*a^4*b*p*q*x^3-3872*a^4*b*p*r^2*x^2-7040*a^4*b*p*r*x^3-832 *a^4*b*q^2*r*x^2-2240*a^4*b*q^2*x^3-2992*a^4*b*q*r^2*x^2-7040*a^4*b*q*r*x^3-\ 2448*a^4*b*r^3*x^2-4800*a^4*b*r^2*x^3-3392*a^4*c^3*r*x^2-6656*a^4*c^3*x^3-4176* a^4*c^2*g*r*x^2-8576*a^4*c^2*g*x^3-5392*a^4*c^2*p*r*x^2-9088*a^4*c^2*p*x^3-4096 *a^4*c^2*q*r*x^2-9088*a^4*c^2*q*x^3-7024*a^4*c^2*r^2*x^2-11952*a^4*c^2*r*x^3-\ 1240*a^4*c*g^2*r*x^2-2624*a^4*c*g^2*x^3-4656*a^4*c*g*p*r*x^2-8064*a^4*c*g*p*x^3 -3536*a^4*c*g*q*r*x^2-8064*a^4*c*g*q*x^3-6016*a^4*c*g*r^2*x^2-13056*a^4*c*g*r*x ^3-2760*a^4*c*p^2*r*x^2-4096*a^4*c*p^2*x^3-4352*a^4*c*p*q*r*x^2-8192*a^4*c*p*q* x^3-7248*a^4*c*p*r^2*x^2-10464*a^4*c*p*r*x^3-1592*a^4*c*q^2*r*x^2-4096*a^4*c*q^ 2*x^3-5584*a^4*c*q*r^2*x^2-10464*a^4*c*q*r*x^3-4632*a^4*c*r^3*x^2-5712*a^4*c*r^ 2*x^3-752*a^4*g^2*p*r*x^2-1312*a^4*g^2*p*x^3-588*a^4*g^2*q*r*x^2-1312*a^4*g^2*q *x^3-968*a^4*g^2*r^2*x^2-3116*a^4*g^2*r*x^3-1256*a^4*g*p^2*r*x^2-1888*a^4*g*p^2 *x^3-1984*a^4*g*p*q*r*x^2-3776*a^4*g*p*q*x^3-3264*a^4*g*p*r^2*x^2-5920*a^4*g*p* r*x^3-728*a^4*g*q^2*r*x^2-1888*a^4*g*q^2*x^3-2544*a^4*g*q*r^2*x^2-5920*a^4*g*q* r*x^3-2040*a^4*g*r^3*x^2-4004*a^4*g*r^2*x^3-456*a^4*p^3*r*x^2-608*a^4*p^3*x^3-\ 1108*a^4*p^2*q*r*x^2-1824*a^4*p^2*q*x^3-1808*a^4*p^2*r^2*x^2-2244*a^4*p^2*r*x^3 -848*a^4*p*q^2*r*x^2-1824*a^4*p*q^2*x^3-2872*a^4*p*q*r^2*x^2-4488*a^4*p*q*r*x^3 -2344*a^4*p*r^3*x^2-2316*a^4*p*r^2*x^3-196*a^4*q^3*r*x^2-608*a^4*q^3*x^3-1064*a ^4*q^2*r^2*x^2-2244*a^4*q^2*r*x^3-1812*a^4*q*r^3*x^2-2316*a^4*q*r^2*x^3-992*a^4 *r^4*x^2-744*a^4*r^3*x^3-1920*a^3*b^3*c*r*x^2-5120*a^3*b^3*c*x^3-1120*a^3*b^3*p *r*x^2-2560*a^3*b^3*p*x^3-800*a^3*b^3*q*r*x^2-2560*a^3*b^3*q*x^3-1440*a^3*b^3*r ^2*x^2-6080*a^3*b^3*r*x^3-8448*a^3*b^2*c^2*r*x^2-20480*a^3*b^2*c^2*x^3-5216*a^3 *b^2*c*g*r*x^2-12800*a^3*b^2*c*g*x^3-9376*a^3*b^2*c*p*r*x^2-19200*a^3*b^2*c*p*x ^3-6656*a^3*b^2*c*q*r*x^2-19200*a^3*b^2*c*q*x^3-12000*a^3*b^2*c*r^2*x^2-31200*a ^3*b^2*c*r*x^3-3072*a^3*b^2*g*p*r*x^2-6400*a^3*b^2*g*p*x^3-2272*a^3*b^2*g*q*r*x ^2-6400*a^3*b^2*g*q*x^3-3968*a^3*b^2*g*r^2*x^2-15200*a^3*b^2*g*r*x^3-2528*a^3*b ^2*p^2*r*x^2-4480*a^3*b^2*p^2*x^3-3776*a^3*b^2*p*q*r*x^2-8960*a^3*b^2*p*q*x^3-\ 6528*a^3*b^2*p*r^2*x^2-14080*a^3*b^2*p*r*x^3-1248*a^3*b^2*q^2*r*x^2-4480*a^3*b^ 2*q^2*x^3-4768*a^3*b^2*q*r^2*x^2-14080*a^3*b^2*q*r*x^3-4032*a^3*b^2*r^3*x^2-\ 9600*a^3*b^2*r^2*x^3-11776*a^3*b*c^3*r*x^2-26624*a^3*b*c^3*x^3-14784*a^3*b*c^2* g*r*x^2-34304*a^3*b*c^2*g*x^3-18896*a^3*b*c^2*p*r*x^2-36352*a^3*b*c^2*p*x^3-\ 13712*a^3*b*c^2*q*r*x^2-36352*a^3*b*c^2*q*x^3-24176*a^3*b*c^2*r^2*x^2-47808*a^3 *b*c^2*r*x^3-4448*a^3*b*c*g^2*r*x^2-10496*a^3*b*c*g^2*x^3-16480*a^3*b*c*g*p*r*x ^2-32256*a^3*b*c*g*p*x^3-12000*a^3*b*c*g*q*r*x^2-32256*a^3*b*c*g*q*x^3-21056*a^ 3*b*c*g*r^2*x^2-52224*a^3*b*c*g*r*x^3-9760*a^3*b*c*p^2*r*x^2-16384*a^3*b*c*p^2* x^3-14848*a^3*b*c*p*q*r*x^2-32768*a^3*b*c*p*q*x^3-25280*a^3*b*c*p*r^2*x^2-41856 *a^3*b*c*p*r*x^3-5088*a^3*b*c*q^2*r*x^2-16384*a^3*b*c*q^2*x^3-18624*a^3*b*c*q*r ^2*x^2-41856*a^3*b*c*q*r*x^3-15936*a^3*b*c*r^3*x^2-22848*a^3*b*c*r^2*x^3-2652*a ^3*b*g^2*p*r*x^2-5248*a^3*b*g^2*p*x^3-1996*a^3*b*g^2*q*r*x^2-5248*a^3*b*g^2*q*x ^3-3412*a^3*b*g^2*r^2*x^2-12464*a^3*b*g^2*r*x^3-4456*a^3*b*g*p^2*r*x^2-7552*a^3 *b*g*p^2*x^3-6800*a^3*b*g*p*q*r*x^2-15104*a^3*b*g*p*q*x^3-11472*a^3*b*g*p*r^2*x ^2-23680*a^3*b*g*p*r*x^3-2344*a^3*b*g*q^2*r*x^2-7552*a^3*b*g*q^2*x^3-8592*a^3*b *g*q*r^2*x^2-23680*a^3*b*g*q*r*x^3-7080*a^3*b*g*r^3*x^2-16016*a^3*b*g*r^2*x^3-\ 1628*a^3*b*p^3*r*x^2-2432*a^3*b*p^3*x^3-3844*a^3*b*p^2*q*r*x^2-7296*a^3*b*p^2*q *x^3-6388*a^3*b*p^2*r^2*x^2-8976*a^3*b*p^2*r*x^3-2804*a^3*b*p*q^2*r*x^2-7296*a^ 3*b*p*q^2*x^3-9800*a^3*b*p*q*r^2*x^2-17952*a^3*b*p*q*r*x^3-8196*a^3*b*p*r^3*x^2 -9264*a^3*b*p*r^2*x^3-588*a^3*b*q^3*r*x^2-2432*a^3*b*q^3*x^3-3412*a^3*b*q^2*r^2 *x^2-8976*a^3*b*q^2*r*x^3-6068*a^3*b*q*r^3*x^2-9264*a^3*b*q*r^2*x^3-3436*a^3*b* r^4*x^2-2976*a^3*b*r^3*x^3-5248*a^3*c^4*r*x^2-11264*a^3*c^4*x^3-10064*a^3*c^3*g *r*x^2-22528*a^3*c^3*g*x^3-10896*a^3*c^3*p*r*x^2-20096*a^3*c^3*p*x^3-8096*a^3*c ^3*q*r*x^2-20096*a^3*c^3*q*x^3-13904*a^3*c^3*r^2*x^2-22576*a^3*c^3*r*x^3-6128*a ^3*c^2*g^2*r*x^2-14080*a^3*c^2*g^2*x^3-16352*a^3*c^2*g*p*r*x^2-30976*a^3*c^2*g* p*x^3-12016*a^3*c^2*g*q*r*x^2-30976*a^3*c^2*g*q*x^3-20728*a^3*c^2*g*r^2*x^2-\ 40824*a^3*c^2*g*r*x^3-8160*a^3*c^2*p^2*r*x^2-13248*a^3*c^2*p^2*x^3-12640*a^3*c^ 2*p*q*r*x^2-26496*a^3*c^2*p*q*x^3-21056*a^3*c^2*p*r^2*x^2-28800*a^3*c^2*p*r*x^3 -4480*a^3*c^2*q^2*r*x^2-13248*a^3*c^2*q^2*x^3-15824*a^3*c^2*q*r^2*x^2-28800*a^3 *c^2*q*r*x^3-13296*a^3*c^2*r^3*x^2-11688*a^3*c^2*r^2*x^3-1204*a^3*c*g^3*r*x^2-\ 2816*a^3*c*g^3*x^3-6908*a^3*c*g^2*p*r*x^2-13280*a^3*c*g^2*p*x^3-5088*a^3*c*g^2* q*r*x^2-13280*a^3*c*g^2*q*x^3-8744*a^3*c*g^2*r^2*x^2-21456*a^3*c*g^2*r*x^3-8540 *a^3*c*g*p^2*r*x^2-14080*a^3*c*g*p^2*x^3-13152*a^3*c*g*p*q*r*x^2-28160*a^3*c*g* p*q*x^3-21912*a^3*c*g*p*r^2*x^2-36132*a^3*c*g*p*r*x^3-4612*a^3*c*g*q^2*r*x^2-\ 14080*a^3*c*g*q^2*x^3-16388*a^3*c*g*q*r^2*x^2-36132*a^3*c*g*q*r*x^3-13688*a^3*c *g*r^3*x^2-19720*a^3*c*g*r^2*x^3-2612*a^3*c*p^3*r*x^2-3808*a^3*c*p^3*x^3-6256*a ^3*c*p^2*q*r*x^2-11424*a^3*c*p^2*q*x^3-10188*a^3*c*p^2*r^2*x^2-11868*a^3*c*p^2* r*x^3-4676*a^3*c*p*q^2*r*x^2-11424*a^3*c*p*q^2*x^3-15888*a^3*c*p*q*r^2*x^2-\ 23736*a^3*c*p*q*r*x^3-13020*a^3*c*p*r^3*x^2-8520*a^3*c*p*r^2*x^3-1032*a^3*c*q^3 *r*x^2-3808*a^3*c*q^3*x^3-5700*a^3*c*q^2*r^2*x^2-11868*a^3*c*q^2*r*x^3-9872*a^3 *c*q*r^3*x^2-8520*a^3*c*q*r^2*x^3-5444*a^3*c*r^4*x^2+264*a^3*c*r^3*x^3-728*a^3* g^3*p*r*x^2-1408*a^3*g^3*p*x^3-552*a^3*g^3*q*r*x^2-1408*a^3*g^3*q*x^3-928*a^3*g ^3*r^2*x^2-3344*a^3*g^3*r*x^3-1884*a^3*g^2*p^2*r*x^2-3120*a^3*g^2*p^2*x^3-2908* a^3*g^2*p*q*r*x^2-6240*a^3*g^2*p*q*x^3-4808*a^3*g^2*p*r^2*x^2-9778*a^3*g^2*p*r* x^3-1024*a^3*g^2*q^2*r*x^2-3120*a^3*g^2*q^2*x^3-3642*a^3*g^2*q*r^2*x^2-9778*a^3 *g^2*q*r*x^3-2942*a^3*g^2*r^3*x^2-6586*a^3*g^2*r^2*x^3-1440*a^3*g*p^3*r*x^2-\ 2112*a^3*g*p^3*x^3-3440*a^3*g*p^2*q*r*x^2-6336*a^3*g*p^2*q*x^3-5592*a^3*g*p^2*r ^2*x^2-7860*a^3*g*p^2*r*x^3-2560*a^3*g*p*q^2*r*x^2-6336*a^3*g*p*q^2*x^3-8704*a^ 3*g*p*q*r^2*x^2-15720*a^3*g*p*q*r*x^3-7104*a^3*g*p*r^3*x^2-8146*a^3*g*p*r^2*x^3 -560*a^3*g*q^3*r*x^2-2112*a^3*g*q^3*x^3-3112*a^3*g*q^2*r^2*x^2-7860*a^3*g*q^2*r *x^3-5360*a^3*g*q*r^3*x^2-8146*a^3*g*q*r^2*x^3-2952*a^3*g*r^4*x^2-2556*a^3*g*r^ 3*x^3-300*a^3*p^4*r*x^2-400*a^3*p^4*x^3-980*a^3*p^3*q*r*x^2-1600*a^3*p^3*q*x^3-\ 1568*a^3*p^3*r^2*x^2-1556*a^3*p^3*r*x^3-1140*a^3*p^2*q^2*r*x^2-2400*a^3*p^2*q^2 *x^3-3768*a^3*p^2*q*r^2*x^2-4668*a^3*p^2*q*r*x^3-3028*a^3*p^2*r^3*x^2-1338*a^3* p^2*r^2*x^3-540*a^3*p*q^3*r*x^2-1600*a^3*p*q^3*x^3-2832*a^3*p*q^2*r^2*x^2-4668* a^3*p*q^2*r*x^3-4748*a^3*p*q*r^3*x^2-2676*a^3*p*q*r^2*x^3-2552*a^3*p*r^4*x^2+ 804*a^3*p*r^3*x^3-80*a^3*q^4*r*x^2-400*a^3*q^4*x^3-632*a^3*q^3*r^2*x^2-1556*a^3 *q^3*r*x^3-1720*a^3*q^2*r^3*x^2-1338*a^3*q^2*r^2*x^3-1960*a^3*q*r^4*x^2+804*a^3 *q*r^3*x^3-792*a^3*r^5*x^2+1114*a^3*r^4*x^3-1120*a^2*b^4*c*r*x^2-3840*a^2*b^4*c *x^3-640*a^2*b^4*p*r*x^2-1920*a^2*b^4*p*x^3-400*a^2*b^4*q*r*x^2-1920*a^2*b^4*q* x^3-800*a^2*b^4*r^2*x^2-4560*a^2*b^4*r*x^3-6912*a^2*b^3*c^2*r*x^2-20480*a^2*b^3 *c^2*x^3-4384*a^2*b^3*c*g*r*x^2-12800*a^2*b^3*c*g*x^3-7744*a^2*b^3*c*p*r*x^2-\ 19200*a^2*b^3*c*p*x^3-5024*a^2*b^3*c*q*r*x^2-19200*a^2*b^3*c*q*x^3-9600*a^2*b^3 *c*r^2*x^2-31200*a^2*b^3*c*r*x^3-2528*a^2*b^3*g*p*r*x^2-6400*a^2*b^3*g*p*x^3-\ 1728*a^2*b^3*g*q*r*x^2-6400*a^2*b^3*g*q*x^3-3232*a^2*b^3*g*r^2*x^2-15200*a^2*b^ 3*g*r*x^3-2112*a^2*b^3*p^2*r*x^2-4480*a^2*b^3*p^2*x^3-2944*a^2*b^3*p*q*r*x^2-\ 8960*a^2*b^3*p*q*x^3-5312*a^2*b^3*p*r^2*x^2-14080*a^2*b^3*p*r*x^3-832*a^2*b^3*q ^2*r*x^2-4480*a^2*b^3*q^2*x^3-3552*a^2*b^3*q*r^2*x^2-14080*a^2*b^3*q*r*x^3-3168 *a^2*b^3*r^3*x^2-9600*a^2*b^3*r^2*x^3-14976*a^2*b^2*c^3*r*x^2-39936*a^2*b^2*c^3 *x^3-19296*a^2*b^2*c^2*g*r*x^2-51456*a^2*b^2*c^2*g*x^3-24336*a^2*b^2*c^2*p*r*x^ 2-54528*a^2*b^2*c^2*p*x^3-16560*a^2*b^2*c^2*q*r*x^2-54528*a^2*b^2*c^2*q*x^3-\ 30384*a^2*b^2*c^2*r^2*x^2-71712*a^2*b^2*c^2*r*x^3-5904*a^2*b^2*c*g^2*r*x^2-\ 15744*a^2*b^2*c*g^2*x^3-21504*a^2*b^2*c*g*p*r*x^2-48384*a^2*b^2*c*g*p*x^3-14784 *a^2*b^2*c*g*q*r*x^2-48384*a^2*b^2*c*g*q*x^3-27072*a^2*b^2*c*g*r^2*x^2-78336*a^ 2*b^2*c*g*r*x^3-12720*a^2*b^2*c*p^2*r*x^2-24576*a^2*b^2*c*p^2*x^3-18432*a^2*b^2 *c*p*q*r*x^2-49152*a^2*b^2*c*p*q*x^3-32352*a^2*b^2*c*p*r^2*x^2-62784*a^2*b^2*c* p*r*x^3-5712*a^2*b^2*c*q^2*r*x^2-24576*a^2*b^2*c*q^2*x^3-22368*a^2*b^2*c*q*r^2* x^2-62784*a^2*b^2*c*q*r*x^3-20016*a^2*b^2*c*r^3*x^2-34272*a^2*b^2*c*r^2*x^3-\ 3444*a^2*b^2*g^2*p*r*x^2-7872*a^2*b^2*g^2*p*x^3-2460*a^2*b^2*g^2*q*r*x^2-7872*a ^2*b^2*g^2*q*x^3-4428*a^2*b^2*g^2*r^2*x^2-18696*a^2*b^2*g^2*r*x^3-5832*a^2*b^2* g*p^2*r*x^2-11328*a^2*b^2*g*p^2*x^3-8496*a^2*b^2*g*p*q*r*x^2-22656*a^2*b^2*g*p* q*x^3-14832*a^2*b^2*g*p*r^2*x^2-35520*a^2*b^2*g*p*r*x^3-2664*a^2*b^2*g*q^2*r*x^ 2-11328*a^2*b^2*g*q^2*x^3-10512*a^2*b^2*g*q*r^2*x^2-35520*a^2*b^2*g*q*r*x^3-\ 9000*a^2*b^2*g*r^3*x^2-24024*a^2*b^2*g*r^2*x^3-2148*a^2*b^2*p^3*r*x^2-3648*a^2* b^2*p^3*x^3-4884*a^2*b^2*p^2*q*r*x^2-10944*a^2*b^2*p^2*q*x^3-8316*a^2*b^2*p^2*r ^2*x^2-13464*a^2*b^2*p^2*r*x^3-3324*a^2*b^2*p*q^2*r*x^2-10944*a^2*b^2*p*q^2*x^3 -12168*a^2*b^2*p*q*r^2*x^2-26928*a^2*b^2*p*q*r*x^3-10524*a^2*b^2*p*r^3*x^2-\ 13896*a^2*b^2*p*r^2*x^3-588*a^2*b^2*q^3*r*x^2-3648*a^2*b^2*q^3*x^3-3852*a^2*b^2 *q^2*r^2*x^2-13464*a^2*b^2*q^2*r*x^3-7332*a^2*b^2*q*r^3*x^2-13896*a^2*b^2*q*r^2 *x^3-4356*a^2*b^2*r^4*x^2-4464*a^2*b^2*r^3*x^3-13696*a^2*b*c^4*r*x^2-33792*a^2* b*c^4*x^3-26960*a^2*b*c^3*g*r*x^2-67584*a^2*b*c^3*g*x^3-28768*a^2*b*c^3*p*r*x^2 -60288*a^2*b*c^3*p*x^3-20368*a^2*b*c^3*q*r*x^2-60288*a^2*b*c^3*q*x^3-36032*a^2* b*c^3*r^2*x^2-67728*a^2*b*c^3*r*x^3-16688*a^2*b*c^2*g^2*r*x^2-42240*a^2*b*c^2*g ^2*x^3-43920*a^2*b*c^2*g*p*r*x^2-92928*a^2*b*c^2*g*p*x^3-30912*a^2*b*c^2*g*q*r* x^2-92928*a^2*b*c^2*g*q*x^3-55072*a^2*b*c^2*g*r^2*x^2-122472*a^2*b*c^2*g*r*x^3-\ 21776*a^2*b*c^2*p^2*r*x^2-39744*a^2*b*c^2*p^2*x^3-32512*a^2*b*c^2*p*q*r*x^2-\ 79488*a^2*b*c^2*p*q*x^3-55424*a^2*b*c^2*p*r^2*x^2-86400*a^2*b*c^2*p*r*x^3-10736 *a^2*b*c^2*q^2*r*x^2-39744*a^2*b*c^2*q^2*x^3-39728*a^2*b*c^2*q*r^2*x^2-86400*a^ 2*b*c^2*q*r*x^3-34560*a^2*b*c^2*r^3*x^2-35064*a^2*b*c^2*r^2*x^3-3316*a^2*b*c*g^ 3*r*x^2-8448*a^2*b*c*g^3*x^3-18688*a^2*b*c*g^2*p*r*x^2-39840*a^2*b*c*g^2*p*x^3-\ 13228*a^2*b*c*g^2*q*r*x^2-39840*a^2*b*c*g^2*q*x^3-23552*a^2*b*c*g^2*r^2*x^2-\ 64368*a^2*b*c*g^2*r*x^3-23028*a^2*b*c*g*p^2*r*x^2-42240*a^2*b*c*g*p^2*x^3-34272 *a^2*b*c*g*p*q*r*x^2-84480*a^2*b*c*g*p*q*x^3-58600*a^2*b*c*g*p*r^2*x^2-108396*a ^2*b*c*g*p*r*x^3-11244*a^2*b*c*g*q^2*r*x^2-42240*a^2*b*c*g*q^2*x^3-42028*a^2*b* c*g*q*r^2*x^2-108396*a^2*b*c*g*q*r*x^3-36272*a^2*b*c*g*r^3*x^2-59160*a^2*b*c*g* r^2*x^3-7048*a^2*b*c*p^3*r*x^2-11424*a^2*b*c*p^3*x^3-16404*a^2*b*c*p^2*q*r*x^2-\ 34272*a^2*b*c*p^2*q*x^3-27216*a^2*b*c*p^2*r^2*x^2-35604*a^2*b*c*p^2*r*x^3-11664 *a^2*b*c*p*q^2*r*x^2-34272*a^2*b*c*p*q^2*x^3-40968*a^2*b*c*p*q*r^2*x^2-71208*a^ 2*b*c*p*q*r*x^3-34456*a^2*b*c*p*r^3*x^2-25560*a^2*b*c*p*r^2*x^3-2308*a^2*b*c*q^ 3*r*x^2-11424*a^2*b*c*q^3*x^3-13752*a^2*b*c*q^2*r^2*x^2-35604*a^2*b*c*q^2*r*x^3 -25012*a^2*b*c*q*r^3*x^2-25560*a^2*b*c*q*r^2*x^3-14288*a^2*b*c*r^4*x^2+792*a^2* b*c*r^3*x^3-1960*a^2*b*g^3*p*r*x^2-4224*a^2*b*g^3*p*x^3-1432*a^2*b*g^3*q*r*x^2-\ 4224*a^2*b*g^3*q*x^3-2512*a^2*b*g^3*r^2*x^2-10032*a^2*b*g^3*r*x^3-5084*a^2*b*g^ 2*p^2*r*x^2-9360*a^2*b*g^2*p^2*x^3-7588*a^2*b*g^2*p*q*r*x^2-18720*a^2*b*g^2*p*q *x^3-12928*a^2*b*g^2*p*r^2*x^2-29334*a^2*b*g^2*p*r*x^3-2504*a^2*b*g^2*q^2*r*x^2 -9360*a^2*b*g^2*q^2*x^3-9430*a^2*b*g^2*q*r^2*x^2-29334*a^2*b*g^2*q*r*x^3-7862*a ^2*b*g^2*r^3*x^2-19758*a^2*b*g^2*r^2*x^3-3904*a^2*b*g*p^3*r*x^2-6336*a^2*b*g*p^ 3*x^3-9072*a^2*b*g*p^2*q*r*x^2-19008*a^2*b*g*p^2*q*x^3-15068*a^2*b*g*p^2*r^2*x^ 2-23580*a^2*b*g*p^2*r*x^3-6432*a^2*b*g*p*q^2*r*x^2-19008*a^2*b*g*p*q^2*x^3-\ 22696*a^2*b*g*p*q*r^2*x^2-47160*a^2*b*g*p*q*r*x^3-19000*a^2*b*g*p*r^3*x^2-24438 *a^2*b*g*p*r^2*x^3-1264*a^2*b*g*q^3*r*x^2-6336*a^2*b*g*q^3*x^3-7628*a^2*b*g*q^2 *r^2*x^2-23580*a^2*b*g*q^2*r*x^3-13768*a^2*b*g*q*r^3*x^2-24438*a^2*b*g*q*r^2*x^ 3-7836*a^2*b*g*r^4*x^2-7668*a^2*b*g*r^3*x^3-820*a^2*b*p^4*r*x^2-1200*a^2*b*p^4* x^3-2620*a^2*b*p^3*q*r*x^2-4800*a^2*b*p^3*q*x^3-4256*a^2*b*p^3*r^2*x^2-4668*a^2 *b*p^3*r*x^3-2940*a^2*b*p^2*q^2*r*x^2-7200*a^2*b*p^2*q^2*x^3-9960*a^2*b*p^2*q*r ^2*x^2-14004*a^2*b*p^2*q*r*x^3-8164*a^2*b*p^2*r^3*x^2-4014*a^2*b*p^2*r^2*x^3-\ 1300*a^2*b*p*q^3*r*x^2-4800*a^2*b*p*q^3*x^3-7152*a^2*b*p*q^2*r^2*x^2-14004*a^2* b*p*q^2*r*x^3-12404*a^2*b*p*q*r^3*x^2-8028*a^2*b*p*q*r^2*x^3-6840*a^2*b*p*r^4*x ^2+2412*a^2*b*p*r^3*x^3-160*a^2*b*q^4*r*x^2-1200*a^2*b*q^4*x^3-1448*a^2*b*q^3*r ^2*x^2-4668*a^2*b*q^3*r*x^3-4240*a^2*b*q^2*r^3*x^2-4014*a^2*b*q^2*r^2*x^3-5064* a^2*b*q*r^4*x^2+2412*a^2*b*q*r^3*x^3-2112*a^2*b*r^5*x^2+3342*a^2*b*r^4*x^3-4512 *a^2*c^5*r*x^2-10496*a^2*c^5*x^3-12080*a^2*c^4*g*r*x^2-29056*a^2*c^4*g*x^3-\ 11536*a^2*c^4*p*r*x^2-23040*a^2*c^4*p*x^3-8432*a^2*c^4*q*r*x^2-23040*a^2*c^4*q* x^3-14448*a^2*c^4*r^2*x^2-22624*a^2*c^4*r*x^3-11352*a^2*c^3*g^2*r*x^2-27840*a^2 *c^3*g^2*x^3-25776*a^2*c^3*g*p*r*x^2-52480*a^2*c^3*g*p*x^3-18512*a^2*c^3*g*q*r* x^2-52480*a^2*c^3*g*q*x^3-32160*a^2*c^3*g*r^2*x^2-60056*a^2*c^3*g*r*x^3-11304*a ^2*c^3*p^2*r*x^2-19840*a^2*c^3*p^2*x^3-17280*a^2*c^3*p*q*r*x^2-39680*a^2*c^3*p* q*x^3-28688*a^2*c^3*p*r^2*x^2-37408*a^2*c^3*p*r*x^3-5976*a^2*c^3*q^2*r*x^2-\ 19840*a^2*c^3*q^2*x^3-21200*a^2*c^3*q*r^2*x^2-37408*a^2*c^3*q*r*x^3-17880*a^2*c ^3*r^3*x^2-9688*a^2*c^3*r^2*x^3-4548*a^2*c^2*g^3*r*x^2-11296*a^2*c^2*g^3*x^3-\ 18716*a^2*c^2*g^2*p*r*x^2-38528*a^2*c^2*g^2*p*x^3-13364*a^2*c^2*g^2*q*r*x^2-\ 38528*a^2*c^2*g^2*q*x^3-23348*a^2*c^2*g^2*r^2*x^2-50992*a^2*c^2*g^2*r*x^3-19828 *a^2*c^2*g*p^2*r*x^2-35136*a^2*c^2*g*p^2*x^3-30000*a^2*c^2*g*p*q*r*x^2-70272*a^ 2*c^2*g*p*q*x^3-50256*a^2*c^2*g*p*r^2*x^2-78240*a^2*c^2*g*p*r*x^3-10172*a^2*c^2 *g*q^2*r*x^2-35136*a^2*c^2*g*q^2*x^3-36632*a^2*c^2*g*q*r^2*x^2-78240*a^2*c^2*g* q*r*x^3-31216*a^2*c^2*g*r^3*x^2-33632*a^2*c^2*g*r^2*x^3-5292*a^2*c^2*p^3*r*x^2-\ 8320*a^2*c^2*p^3*x^3-12540*a^2*c^2*p^2*q*r*x^2-24960*a^2*c^2*p^2*q*x^3-20332*a^ 2*c^2*p^2*r^2*x^2-22176*a^2*c^2*p^2*r*x^3-9204*a^2*c^2*p*q^2*r*x^2-24960*a^2*c^ 2*p*q^2*x^3-31304*a^2*c^2*p*q*r^2*x^2-44352*a^2*c^2*p*q*r*x^3-25636*a^2*c^2*p*r ^3*x^2-8320*a^2*c^2*p*r^2*x^3-1956*a^2*c^2*q^3*r*x^2-8320*a^2*c^2*q^3*x^3-10972 *a^2*c^2*q^2*r^2*x^2-22176*a^2*c^2*q^2*r*x^3-19180*a^2*c^2*q*r^3*x^2-8320*a^2*c ^2*q*r^2*x^3-10596*a^2*c^2*r^4*x^2+8320*a^2*c^2*r^3*x^3-664*a^2*c*g^4*r*x^2-\ 1664*a^2*c*g^4*x^3-5152*a^2*c*g^3*p*r*x^2-10688*a^2*c*g^3*p*x^3-3696*a^2*c*g^3* q*r*x^2-10688*a^2*c*g^3*q*x^3-6452*a^2*c*g^3*r^2*x^2-17262*a^2*c*g^3*r*x^3-9916 *a^2*c*g^2*p^2*r*x^2-17648*a^2*c*g^2*p^2*x^3-14956*a^2*c*g^2*p*q*r*x^2-35296*a^ 2*c*g^2*p*q*x^3-25108*a^2*c*g^2*p*r^2*x^2-45586*a^2*c*g^2*p*r*x^3-5040*a^2*c*g^ 2*q^2*r*x^2-17648*a^2*c*g^2*q^2*x^3-18302*a^2*c*g^2*q*r^2*x^2-45586*a^2*c*g^2*q *r*x^3-15464*a^2*c*g^2*r^3*x^2-25050*a^2*c*g^2*r^2*x^3-6536*a^2*c*g*p^3*r*x^2-\ 10304*a^2*c*g*p^3*x^3-15400*a^2*c*g*p^2*q*r*x^2-30912*a^2*c*g*p^2*q*x^3-25104*a ^2*c*g*p^2*r^2*x^2-33198*a^2*c*g*p^2*r*x^3-11192*a^2*c*g*p*q^2*r*x^2-30912*a^2* c*g*p*q^2*x^3-38368*a^2*c*g*p*q*r^2*x^2-66396*a^2*c*g*p*q*r*x^3-31628*a^2*c*g*p *r^3*x^2-26118*a^2*c*g*p*r^2*x^3-2328*a^2*c*g*q^3*r*x^2-10304*a^2*c*g*q^3*x^3-\ 13264*a^2*c*g*q^2*r^2*x^2-33198*a^2*c*g*q^2*r*x^3-23402*a^2*c*g*q*r^3*x^2-26118 *a^2*c*g*q*r^2*x^3-13060*a^2*c*g*r^4*x^2-1544*a^2*c*g*r^3*x^3-1172*a^2*c*p^4*r* x^2-1680*a^2*c*p^4*x^3-3796*a^2*c*p^3*q*r*x^2-6720*a^2*c*p^3*q*x^3-6040*a^2*c*p ^3*r^2*x^2-5432*a^2*c*p^3*r*x^3-4356*a^2*c*p^2*q^2*r*x^2-10080*a^2*c*p^2*q^2*x^ 3-14376*a^2*c*p^2*q*r^2*x^2-16296*a^2*c*p^2*q*r*x^3-11508*a^2*c*p^2*r^3*x^2-\ 1054*a^2*c*p^2*r^2*x^3-2012*a^2*c*p*q^3*r*x^2-6720*a^2*c*p*q^3*x^3-10632*a^2*c* p*q^2*r^2*x^2-16296*a^2*c*p*q^2*r*x^3-17868*a^2*c*p*q*r^3*x^2-2108*a^2*c*p*q*r^ 2*x^3-9584*a^2*c*p*r^4*x^2+10056*a^2*c*p*r^3*x^3-280*a^2*c*q^4*r*x^2-1680*a^2*c *q^4*x^3-2296*a^2*c*q^3*r^2*x^2-5432*a^2*c*q^3*r*x^3-6360*a^2*c*q^2*r^3*x^2-\ 1054*a^2*c*q^2*r^2*x^3-7288*a^2*c*q*r^4*x^2+10056*a^2*c*q*r^3*x^3-2944*a^2*c*r^ 5*x^2+7876*a^2*c*r^4*x^3-398*a^2*g^4*p*r*x^2-832*a^2*g^4*p*x^3-294*a^2*g^4*q*r* x^2-832*a^2*g^4*q*x^3-506*a^2*g^4*r^2*x^2-1976*a^2*g^4*r*x^3-1414*a^2*g^3*p^2*r *x^2-2520*a^2*g^3*p^2*x^3-2138*a^2*g^3*p*q*r*x^2-5040*a^2*g^3*p*q*x^3-3576*a^2* g^3*p*r^2*x^2-7909*a^2*g^3*p*r*x^3-724*a^2*g^3*q^2*r*x^2-2520*a^2*g^3*q^2*x^3-\ 2643*a^2*g^3*q*r^2*x^2-7909*a^2*g^3*q*r*x^3-2163*a^2*g^3*r^3*x^2-5328*a^2*g^3*r ^2*x^3-1698*a^2*g^2*p^3*r*x^2-2672*a^2*g^2*p^3*x^3-3994*a^2*g^2*p^2*q*r*x^2-\ 8016*a^2*g^2*p^2*q*x^3-6518*a^2*g^2*p^2*r^2*x^2-10045*a^2*g^2*p^2*r*x^3-2894*a^ 2*g^2*p*q^2*r*x^2-8016*a^2*g^2*p*q^2*x^3-9964*a^2*g^2*p*q*r^2*x^2-20090*a^2*g^2 *p*q*r*x^3-8176*a^2*g^2*p*r^3*x^2-10535*a^2*g^2*p*r^2*x^3-598*a^2*g^2*q^3*r*x^2 -2672*a^2*g^2*q^3*x^3-3446*a^2*g^2*q^2*r^2*x^2-10045*a^2*g^2*q^2*r*x^3-6039*a^2 *g^2*q*r^3*x^2-10535*a^2*g^2*q*r^2*x^3-3356*a^2*g^2*r^4*x^2-3316*a^2*g^2*r^3*x^ 3-778*a^2*g*p^4*r*x^2-1112*a^2*g*p^4*x^3-2514*a^2*g*p^3*q*r*x^2-4448*a^2*g*p^3* q*x^3-4008*a^2*g*p^3*r^2*x^2-4546*a^2*g*p^3*r*x^3-2874*a^2*g*p^2*q^2*r*x^2-6672 *a^2*g*p^2*q^2*x^3-9510*a^2*g*p^2*q*r^2*x^2-13638*a^2*g*p^2*q*r*x^3-7636*a^2*g* p^2*r^3*x^2-4651*a^2*g*p^2*r^2*x^3-1318*a^2*g*p*q^3*r*x^2-4448*a^2*g*p*q^3*x^3-\ 6996*a^2*g*p*q^2*r^2*x^2-13638*a^2*g*p*q^2*r*x^3-11798*a^2*g*p*q*r^3*x^2-9302*a ^2*g*p*q*r^2*x^3-6360*a^2*g*p*r^4*x^2+844*a^2*g*p*r^3*x^3-180*a^2*g*q^4*r*x^2-\ 1112*a^2*g*q^4*x^3-1494*a^2*g*q^3*r^2*x^2-4546*a^2*g*q^3*r*x^3-4162*a^2*g*q^2*r ^3*x^2-4651*a^2*g*q^2*r^2*x^3-4802*a^2*g*q*r^4*x^2+844*a^2*g*q*r^3*x^3-1954*a^2 *g*r^5*x^2+2354*a^2*g*r^4*x^3-96*a^2*p^5*r*x^2-128*a^2*p^5*x^3-396*a^2*p^4*q*r* x^2-640*a^2*p^4*q*x^3-620*a^2*p^4*r^2*x^2-434*a^2*p^4*r*x^3-624*a^2*p^3*q^2*r*x ^2-1280*a^2*p^3*q^2*x^3-2012*a^2*p^3*q*r^2*x^2-1736*a^2*p^3*q*r*x^3-1580*a^2*p^ 3*r^3*x^2+342*a^2*p^3*r^2*x^3-456*a^2*p^2*q^3*r*x^2-1280*a^2*p^2*q^3*x^3-2316*a ^2*p^2*q^2*r^2*x^2-2604*a^2*p^2*q^2*r*x^3-3780*a^2*p^2*q*r^3*x^2+1026*a^2*p^2*q *r^2*x^3-1980*a^2*p^2*r^4*x^2+2948*a^2*p^2*r^3*x^3-144*a^2*p*q^4*r*x^2-640*a^2* p*q^4*x^3-1076*a^2*p*q^3*r^2*x^2-1736*a^2*p*q^3*r*x^3-2820*a^2*p*q^2*r^3*x^2+ 1026*a^2*p*q^2*r^2*x^3-3108*a^2*p*q*r^4*x^2+5896*a^2*p*q*r^3*x^3-1220*a^2*p*r^5 *x^2+3986*a^2*p*r^4*x^3-12*a^2*q^5*r*x^2-128*a^2*q^5*x^3-152*a^2*q^4*r^2*x^2-\ 434*a^2*q^4*r*x^3-620*a^2*q^3*r^3*x^2+342*a^2*q^3*r^2*x^3-1128*a^2*q^2*r^4*x^2+ 2948*a^2*q^2*r^3*x^3-944*a^2*q*r^5*x^2+3986*a^2*q*r^4*x^3-296*a^2*r^6*x^2+1686* a^2*r^5*x^3-320*a*b^5*c*r*x^2-1536*a*b^5*c*x^3-176*a*b^5*p*r*x^2-768*a*b^5*p*x^ 3-80*a*b^5*q*r*x^2-768*a*b^5*q*x^3-208*a*b^5*r^2*x^2-1824*a*b^5*r*x^3-2688*a*b^ 4*c^2*r*x^2-10240*a*b^4*c^2*x^3-1776*a*b^4*c*g*r*x^2-6400*a*b^4*c*g*x^3-3056*a* b^4*c*p*r*x^2-9600*a*b^4*c*p*x^3-1696*a*b^4*c*q*r*x^2-9600*a*b^4*c*q*x^3-3600*a *b^4*c*r^2*x^2-15600*a*b^4*c*r*x^3-992*a*b^4*g*p*r*x^2-3200*a*b^4*g*p*x^3-592*a *b^4*g*q*r*x^2-3200*a*b^4*g*q*x^3-1248*a*b^4*g*r^2*x^2-7600*a*b^4*g*r*x^3-848*a *b^4*p^2*r*x^2-2240*a*b^4*p^2*x^3-1056*a*b^4*p*q*r*x^2-4480*a*b^4*p*q*x^3-2048* a*b^4*p*r^2*x^2-7040*a*b^4*p*r*x^3-208*a*b^4*q^2*r*x^2-2240*a*b^4*q^2*x^3-1168* a*b^4*q*r^2*x^2-7040*a*b^4*q*r*x^3-1152*a*b^4*r^3*x^2-4800*a*b^4*r^2*x^3-8192*a *b^3*c^3*r*x^2-26624*a*b^3*c^3*x^3-10944*a*b^3*c^2*g*r*x^2-34304*a*b^3*c^2*g*x^ 3-13552*a*b^3*c^2*p*r*x^2-36352*a*b^3*c^2*p*x^3-8368*a*b^3*c^2*q*r*x^2-36352*a* b^3*c^2*q*x^3-16336*a*b^3*c^2*r^2*x^2-47808*a*b^3*c^2*r*x^3-3424*a*b^3*c*g^2*r* x^2-10496*a*b^3*c*g^2*x^3-12192*a*b^3*c*g*p*r*x^2-32256*a*b^3*c*g*p*x^3-7712*a* b^3*c*g*q*r*x^2-32256*a*b^3*c*g*q*x^3-15040*a*b^3*c*g*r^2*x^2-52224*a*b^3*c*g*r *x^3-7200*a*b^3*c*p^2*r*x^2-16384*a*b^3*c*p^2*x^3-9728*a*b^3*c*p*q*r*x^2-32768* a*b^3*c*p*q*x^3-17856*a*b^3*c*p*r^2*x^2-41856*a*b^3*c*p*r*x^3-2528*a*b^3*c*q^2* r*x^2-16384*a*b^3*c*q^2*x^3-11200*a*b^3*c*q*r^2*x^2-41856*a*b^3*c*q*r*x^3-10752 *a*b^3*c*r^3*x^2-22848*a*b^3*c*r^2*x^3-1940*a*b^3*g^2*p*r*x^2-5248*a*b^3*g^2*p* x^3-1284*a*b^3*g^2*q*r*x^2-5248*a*b^3*g^2*q*x^3-2492*a*b^3*g^2*r^2*x^2-12464*a* b^3*g^2*r*x^3-3320*a*b^3*g*p^2*r*x^2-7552*a*b^3*g*p^2*x^3-4528*a*b^3*g*p*q*r*x^ 2-15104*a*b^3*g*p*q*x^3-8304*a*b^3*g*p*r^2*x^2-23680*a*b^3*g*p*r*x^3-1208*a*b^3 *g*q^2*r*x^2-7552*a*b^3*g*q^2*x^3-5424*a*b^3*g*q*r^2*x^2-23680*a*b^3*g*q*r*x^3-\ 4920*a*b^3*g*r^3*x^2-16016*a*b^3*g*r^2*x^3-1236*a*b^3*p^3*r*x^2-2432*a*b^3*p^3* x^3-2668*a*b^3*p^2*q*r*x^2-7296*a*b^3*p^2*q*x^3-4700*a*b^3*p^2*r^2*x^2-8976*a*b ^3*p^2*r*x^3-1628*a*b^3*p*q^2*r*x^2-7296*a*b^3*p*q^2*x^3-6424*a*b^3*p*q*r^2*x^2 -17952*a*b^3*p*q*r*x^3-5836*a*b^3*p*r^3*x^2-9264*a*b^3*p*r^2*x^3-196*a*b^3*q^3* r*x^2-2432*a*b^3*q^3*x^3-1724*a*b^3*q^2*r^2*x^2-8976*a*b^3*q^2*r*x^3-3708*a*b^3 *q*r^3*x^2-9264*a*b^3*q*r^2*x^3-2372*a*b^3*r^4*x^2-2976*a*b^3*r^3*x^3-11648*a*b ^2*c^4*r*x^2-33792*a*b^2*c^4*x^3-23728*a*b^2*c^3*g*r*x^2-67584*a*b^2*c^3*g*x^3-\ 24848*a*b^2*c^3*p*r*x^2-60288*a*b^2*c^3*p*x^3-16448*a*b^2*c^3*q*r*x^2-60288*a*b ^2*c^3*q*x^3-30352*a*b^2*c^3*r^2*x^2-67728*a*b^2*c^3*r*x^3-14992*a*b^2*c^2*g^2* r*x^2-42240*a*b^2*c^2*g^2*x^3-38784*a*b^2*c^2*g*p*r*x^2-92928*a*b^2*c^2*g*p*x^3 -25776*a*b^2*c^2*g*q*r*x^2-92928*a*b^2*c^2*g*q*x^3-47960*a*b^2*c^2*g*r^2*x^2-\ 122472*a*b^2*c^2*g*r*x^3-19072*a*b^2*c^2*p^2*r*x^2-39744*a*b^2*c^2*p^2*x^3-\ 27104*a*b^2*c^2*p*q*r*x^2-79488*a*b^2*c^2*p*q*x^3-47680*a*b^2*c^2*p*r^2*x^2-\ 86400*a*b^2*c^2*p*r*x^3-8032*a*b^2*c^2*q^2*r*x^2-39744*a*b^2*c^2*q^2*x^3-31984* a*b^2*c^2*q*r^2*x^2-86400*a*b^2*c^2*q*r*x^3-29232*a*b^2*c^2*r^3*x^2-35064*a*b^2 *c^2*r^2*x^3-3020*a*b^2*c*g^3*r*x^2-8448*a*b^2*c*g^3*x^3-16652*a*b^2*c*g^2*p*r* x^2-39840*a*b^2*c*g^2*p*x^3-11192*a*b^2*c*g^2*q*r*x^2-39840*a*b^2*c*g^2*q*x^3-\ 20872*a*b^2*c*g^2*r^2*x^2-64368*a*b^2*c*g^2*r*x^3-20436*a*b^2*c*g*p^2*r*x^2-\ 42240*a*b^2*c*g*p^2*x^3-29088*a*b^2*c*g*p*q*r*x^2-84480*a*b^2*c*g*p*q*x^3-51464 *a*b^2*c*g*p*r^2*x^2-108396*a*b^2*c*g*p*r*x^3-8652*a*b^2*c*g*q^2*r*x^2-42240*a* b^2*c*g*q^2*x^3-34892*a*b^2*c*g*q*r^2*x^2-108396*a*b^2*c*g*q*r*x^3-31480*a*b^2* c*g*r^3*x^2-59160*a*b^2*c*g*r^2*x^3-6260*a*b^2*c*p^3*r*x^2-11424*a*b^2*c*p^3*x^ 3-14040*a*b^2*c*p^2*q*r*x^2-34272*a*b^2*c*p^2*q*x^3-23868*a*b^2*c*p^2*r^2*x^2-\ 35604*a*b^2*c*p^2*r*x^3-9300*a*b^2*c*p*q^2*r*x^2-34272*a*b^2*c*p*q^2*x^3-34272* a*b^2*c*p*q*r^2*x^2-71208*a*b^2*c*p*q*r*x^3-29852*a*b^2*c*p*r^3*x^2-25560*a*b^2 *c*p*r^2*x^3-1520*a*b^2*c*q^3*r*x^2-11424*a*b^2*c*q^3*x^3-10404*a*b^2*c*q^2*r^2 *x^2-35604*a*b^2*c*q^2*r*x^3-20408*a*b^2*c*q*r^3*x^2-25560*a*b^2*c*q*r^2*x^3-\ 12244*a*b^2*c*r^4*x^2+792*a*b^2*c*r^3*x^3-1736*a*b^2*g^3*p*r*x^2-4224*a*b^2*g^3 *p*x^3-1208*a*b^2*g^3*q*r*x^2-4224*a*b^2*g^3*q*x^3-2240*a*b^2*g^3*r^2*x^2-10032 *a*b^2*g^3*r*x^3-4516*a*b^2*g^2*p^2*r*x^2-9360*a*b^2*g^2*p^2*x^3-6452*a*b^2*g^2 *p*q*r*x^2-18720*a*b^2*g^2*p*q*x^3-11432*a*b^2*g^2*p*r^2*x^2-29334*a*b^2*g^2*p* r*x^3-1936*a*b^2*g^2*q^2*r*x^2-9360*a*b^2*g^2*q^2*x^3-7934*a*b^2*g^2*q*r^2*x^2-\ 29334*a*b^2*g^2*q*r*x^3-6898*a*b^2*g^2*r^3*x^2-19758*a*b^2*g^2*r^2*x^3-3488*a*b ^2*g*p^3*r*x^2-6336*a*b^2*g*p^3*x^3-7824*a*b^2*g*p^2*q*r*x^2-19008*a*b^2*g*p^2* q*x^3-13360*a*b^2*g*p^2*r^2*x^2-23580*a*b^2*g*p^2*r*x^3-5184*a*b^2*g*p*q^2*r*x^ 2-19008*a*b^2*g*p*q^2*x^3-19280*a*b^2*g*p*q*r^2*x^2-47160*a*b^2*g*p*q*r*x^3-\ 16688*a*b^2*g*p*r^3*x^2-24438*a*b^2*g*p*r^2*x^3-848*a*b^2*g*q^3*r*x^2-6336*a*b^ 2*g*q^3*x^3-5920*a*b^2*g*q^2*r^2*x^2-23580*a*b^2*g*q^2*r*x^3-11456*a*b^2*g*q*r^ 3*x^2-24438*a*b^2*g*q*r^2*x^3-6816*a*b^2*g*r^4*x^2-7668*a*b^2*g*r^3*x^3-740*a*b ^2*p^4*r*x^2-1200*a*b^2*p^4*x^3-2300*a*b^2*p^3*q*r*x^2-4800*a*b^2*p^3*q*x^3-\ 3808*a*b^2*p^3*r^2*x^2-4668*a*b^2*p^3*r*x^3-2460*a*b^2*p^2*q^2*r*x^2-7200*a*b^2 *p^2*q^2*x^3-8616*a*b^2*p^2*q*r^2*x^2-14004*a*b^2*p^2*q*r*x^3-7244*a*b^2*p^2*r^ 3*x^2-4014*a*b^2*p^2*r^2*x^3-980*a*b^2*p*q^3*r*x^2-4800*a*b^2*p*q^3*x^3-5808*a* b^2*p*q^2*r^2*x^2-14004*a*b^2*p*q^2*r*x^3-10564*a*b^2*p*q*r^3*x^2-8028*a*b^2*p* q*r^2*x^3-6024*a*b^2*p*r^4*x^2+2412*a*b^2*p*r^3*x^3-80*a*b^2*q^4*r*x^2-1200*a*b ^2*q^4*x^3-1000*a*b^2*q^3*r^2*x^2-4668*a*b^2*q^3*r*x^3-3320*a*b^2*q^2*r^3*x^2-\ 4014*a*b^2*q^2*r^2*x^3-4248*a*b^2*q*r^4*x^2+2412*a*b^2*q*r^3*x^3-1848*a*b^2*r^5 *x^2+3342*a*b^2*r^4*x^3-7872*a*b*c^5*r*x^2-20992*a*b*c^5*x^3-21792*a*b*c^4*g*r* x^2-58112*a*b*c^4*g*x^3-20384*a*b*c^4*p*r*x^2-46080*a*b*c^4*p*x^3-14176*a*b*c^4 *q*r*x^2-46080*a*b*c^4*q*x^3-25056*a*b*c^4*r^2*x^2-45248*a*b*c^4*r*x^3-20880*a* b*c^3*g^2*r*x^2-55680*a*b*c^3*g^2*x^3-46624*a*b*c^3*g*p*r*x^2-104960*a*b*c^3*g* p*x^3-32096*a*b*c^3*g*q*r*x^2-104960*a*b*c^3*g*q*x^3-57672*a*b*c^3*g*r^2*x^2-\ 120112*a*b*c^3*g*r*x^3-20208*a*b*c^3*p^2*r*x^2-39680*a*b*c^3*p^2*x^3-29760*a*b* c^3*p*q*r*x^2-79360*a*b*c^3*p*q*x^3-50592*a*b*c^3*p*r^2*x^2-74816*a*b*c^3*p*r*x ^3-9552*a*b*c^3*q^2*r*x^2-39680*a*b*c^3*q^2*x^3-35616*a*b*c^3*q*r^2*x^2-74816*a *b*c^3*q*r*x^3-31152*a*b*c^3*r^3*x^2-19376*a*b*c^3*r^2*x^3-8472*a*b*c^2*g^3*r*x ^2-22592*a*b*c^2*g^3*x^3-34248*a*b*c^2*g^2*p*r*x^2-77056*a*b*c^2*g^2*p*x^3-\ 23544*a*b*c^2*g^2*q*r*x^2-77056*a*b*c^2*g^2*q*x^3-42624*a*b*c^2*g^2*r^2*x^2-\ 101984*a*b*c^2*g^2*r*x^3-36008*a*b*c^2*g*p^2*r*x^2-70272*a*b*c^2*g*p^2*x^3-\ 52704*a*b*c^2*g*p*q*r*x^2-140544*a*b*c^2*g*p*q*x^3-90664*a*b*c^2*g*p*r^2*x^2-\ 156480*a*b*c^2*g*p*r*x^3-16696*a*b*c^2*g*q^2*r*x^2-70272*a*b*c^2*g*q^2*x^3-\ 63416*a*b*c^2*g*q*r^2*x^2-156480*a*b*c^2*g*q*r*x^3-55920*a*b*c^2*g*r^3*x^2-\ 67264*a*b*c^2*g*r^2*x^3-9576*a*b*c^2*p^3*r*x^2-16640*a*b*c^2*p^3*x^3-22056*a*b* c^2*p^2*q*r*x^2-49920*a*b*c^2*p^2*q*x^3-36432*a*b*c^2*p^2*r^2*x^2-44352*a*b*c^2 *p^2*r*x^3-15384*a*b*c^2*p*q^2*r*x^2-49920*a*b*c^2*p*q^2*x^3-54144*a*b*c^2*p*q* r^2*x^2-88704*a*b*c^2*p*q*r*x^3-45528*a*b*c^2*p*r^3*x^2-16640*a*b*c^2*p*r^2*x^3 -2904*a*b*c^2*q^3*r*x^2-16640*a*b*c^2*q^3*x^3-17712*a*b*c^2*q^2*r^2*x^2-44352*a *b*c^2*q^2*r*x^3-32616*a*b*c^2*q*r^3*x^2-16640*a*b*c^2*q*r^2*x^3-18672*a*b*c^2* r^4*x^2+16640*a*b*c^2*r^3*x^3-1248*a*b*c*g^4*r*x^2-3328*a*b*c*g^4*x^3-9472*a*b* c*g^3*p*r*x^2-21376*a*b*c*g^3*p*x^3-6560*a*b*c*g^3*q*r*x^2-21376*a*b*c*g^3*q*x^ 3-11898*a*b*c*g^3*r^2*x^2-34524*a*b*c*g^3*r*x^3-18112*a*b*c*g^2*p^2*r*x^2-35296 *a*b*c*g^2*p^2*x^3-26472*a*b*c*g^2*p*q*r*x^2-70592*a*b*c*g^2*p*q*x^3-45764*a*b* c*g^2*p*r^2*x^2-91172*a*b*c*g^2*p*r*x^3-8360*a*b*c*g^2*q^2*r*x^2-35296*a*b*c*g^ 2*q^2*x^3-32152*a*b*c*g^2*q*r^2*x^2-91172*a*b*c*g^2*q*r*x^3-28092*a*b*c*g^2*r^3 *x^2-50100*a*b*c*g^2*r^2*x^3-11936*a*b*c*g*p^3*r*x^2-20608*a*b*c*g*p^3*x^3-\ 27392*a*b*c*g*p^2*q*r*x^2-61824*a*b*c*g*p^2*q*x^3-45626*a*b*c*g*p^2*r^2*x^2-\ 66396*a*b*c*g*p^2*r*x^3-18976*a*b*c*g*p*q^2*r*x^2-61824*a*b*c*g*p*q^2*x^3-67572 *a*b*c*g*p*q*r^2*x^2-132792*a*b*c*g*p*q*r*x^3-57150*a*b*c*g*p*r^3*x^2-52236*a*b *c*g*p*r^2*x^3-3520*a*b*c*g*q^3*r*x^2-20608*a*b*c*g*q^3*x^3-21946*a*b*c*g*q^2*r ^2*x^2-66396*a*b*c*g*q^2*r*x^3-40698*a*b*c*g*q*r^3*x^2-52236*a*b*c*g*q*r^2*x^3-\ 23460*a*b*c*g*r^4*x^2-3088*a*b*c*g*r^3*x^3-2152*a*b*c*p^4*r*x^2-3360*a*b*c*p^4* x^3-6824*a*b*c*p^3*q*r*x^2-13440*a*b*c*p^3*q*x^3-11016*a*b*c*p^3*r^2*x^2-10864* a*b*c*p^3*r*x^3-7560*a*b*c*p^2*q^2*r*x^2-20160*a*b*c*p^2*q^2*x^3-25560*a*b*c*p^ 2*q*r^2*x^2-32592*a*b*c*p^2*q*r*x^3-20856*a*b*c*p^2*r^3*x^2-2108*a*b*c*p^2*r^2* x^3-3256*a*b*c*p*q^3*r*x^2-13440*a*b*c*p*q^3*x^3-18072*a*b*c*p*q^2*r^2*x^2-\ 32592*a*b*c*p*q^2*r*x^3-31416*a*b*c*p*q*r^3*x^2-4216*a*b*c*p*q*r^2*x^3-17272*a* b*c*p*r^4*x^2+20112*a*b*c*p*r^3*x^3-368*a*b*c*q^4*r*x^2-3360*a*b*c*q^4*x^3-3528 *a*b*c*q^3*r^2*x^2-10864*a*b*c*q^3*r*x^3-10560*a*b*c*q^2*r^3*x^2-2108*a*b*c*q^2 *r^2*x^3-12680*a*b*c*q*r^4*x^2+20112*a*b*c*q*r^3*x^3-5280*a*b*c*r^5*x^2+15752*a *b*c*r^4*x^3-728*a*b*g^4*p*r*x^2-1664*a*b*g^4*p*x^3-520*a*b*g^4*q*r*x^2-1664*a* b*g^4*q*x^3-936*a*b*g^4*r^2*x^2-3952*a*b*g^4*r*x^3-2580*a*b*g^3*p^2*r*x^2-5040* a*b*g^3*p^2*x^3-3780*a*b*g^3*p*q*r*x^2-10080*a*b*g^3*p*q*x^3-6540*a*b*g^3*p*r^2 *x^2-15818*a*b*g^3*p*r*x^3-1200*a*b*g^3*q^2*r*x^2-5040*a*b*g^3*q^2*x^3-4674*a*b *g^3*q*r^2*x^2-15818*a*b*g^3*q*r*x^3-3960*a*b*g^3*r^3*x^2-10656*a*b*g^3*r^2*x^3 -3104*a*b*g^2*p^3*r*x^2-5344*a*b*g^2*p^3*x^3-7112*a*b*g^2*p^2*q*r*x^2-16032*a*b *g^2*p^2*q*x^3-11895*a*b*g^2*p^2*r^2*x^2-20090*a*b*g^2*p^2*r*x^3-4912*a*b*g^2*p *q^2*r*x^2-16032*a*b*g^2*p*q^2*x^3-17646*a*b*g^2*p*q*r^2*x^2-40180*a*b*g^2*p*q* r*x^3-14863*a*b*g^2*p*r^3*x^2-21070*a*b*g^2*p*r^2*x^3-904*a*b*g^2*q^3*r*x^2-\ 5344*a*b*g^2*q^3*x^3-5751*a*b*g^2*q^2*r^2*x^2-20090*a*b*g^2*q^2*r*x^3-10589*a*b *g^2*q*r^3*x^2-21070*a*b*g^2*q*r^2*x^3-6072*a*b*g^2*r^4*x^2-6632*a*b*g^2*r^3*x^ 3-1432*a*b*g*p^4*r*x^2-2224*a*b*g*p^4*x^3-4532*a*b*g*p^3*q*r*x^2-8896*a*b*g*p^3 *q*x^3-7356*a*b*g*p^3*r^2*x^2-9092*a*b*g*p^3*r*x^3-5004*a*b*g*p^2*q^2*r*x^2-\ 13344*a*b*g*p^2*q^2*x^3-17040*a*b*g*p^2*q*r^2*x^2-27276*a*b*g*p^2*q*r*x^3-13956 *a*b*g*p^2*r^3*x^2-9302*a*b*g*p^2*r^2*x^3-2140*a*b*g*p*q^3*r*x^2-8896*a*b*g*p*q ^3*x^3-12012*a*b*g*p*q^2*r^2*x^2-27276*a*b*g*p*q^2*r*x^3-20964*a*b*g*p*q*r^3*x^ 2-18604*a*b*g*p*q*r^2*x^3-11572*a*b*g*p*r^4*x^2+1688*a*b*g*p*r^3*x^3-236*a*b*g* q^4*r*x^2-2224*a*b*g*q^4*x^3-2328*a*b*g*q^3*r^2*x^2-9092*a*b*g*q^3*r*x^3-7008*a *b*g*q^2*r^3*x^2-9302*a*b*g*q^2*r^2*x^3-8456*a*b*g*q*r^4*x^2+1688*a*b*g*q*r^3*x ^3-3540*a*b*g*r^5*x^2+4708*a*b*g*r^4*x^3-180*a*b*p^5*r*x^2-256*a*b*p^5*x^3-732* a*b*p^4*q*r*x^2-1280*a*b*p^4*q*x^3-1158*a*b*p^4*r^2*x^2-868*a*b*p^4*r*x^3-1128* a*b*p^3*q^2*r*x^2-2560*a*b*p^3*q^2*x^3-3696*a*b*p^3*q*r^2*x^2-3472*a*b*p^3*q*r* x^3-2940*a*b*p^3*r^3*x^2+684*a*b*p^3*r^2*x^3-792*a*b*p^2*q^3*r*x^2-2560*a*b*p^2 *q^3*x^3-4140*a*b*p^2*q^2*r^2*x^2-5208*a*b*p^2*q^2*r*x^3-6900*a*b*p^2*q*r^3*x^2 +2052*a*b*p^2*q*r^2*x^3-3672*a*b*p^2*r^4*x^2+5896*a*b*p^2*r^3*x^3-228*a*b*p*q^4 *r*x^2-1280*a*b*p*q^4*x^3-1824*a*b*p*q^3*r^2*x^2-3472*a*b*p*q^3*r*x^3-4980*a*b* p*q^2*r^3*x^2+2052*a*b*p*q^2*r^2*x^3-5640*a*b*p*q*r^4*x^2+11792*a*b*p*q*r^3*x^3 -2256*a*b*p*r^5*x^2+7972*a*b*p*r^4*x^3-12*a*b*q^5*r*x^2-256*a*b*q^5*x^3-222*a*b *q^4*r^2*x^2-868*a*b*q^4*r*x^3-1020*a*b*q^3*r^3*x^2+684*a*b*q^3*r^2*x^3-1968*a* b*q^2*r^4*x^2+5896*a*b*q^2*r^3*x^3-1704*a*b*q*r^5*x^2+7972*a*b*q*r^4*x^3-546*a* b*r^6*x^2+3372*a*b*r^5*x^3-2048*a*c^6*r*x^2-5120*a*c^6*x^3-7232*a*c^5*g*r*x^2-\ 18432*a*c^5*g*x^3-6208*a*c^5*p*r*x^2-13312*a*c^5*p*x^3-4480*a*c^5*q*r*x^2-13312 *a*c^5*q*x^3-7648*a*c^5*r^2*x^2-11552*a*c^5*r*x^3-9344*a*c^4*g^2*r*x^2-24064*a* c^4*g^2*x^3-19104*a*c^4*g*p*r*x^2-41216*a*c^4*g*p*x^3-13472*a*c^4*g*q*r*x^2-\ 41216*a*c^4*g*q*x^3-23576*a*c^4*g*r^2*x^2-42384*a*c^4*g*r*x^3-7488*a*c^4*p^2*r* x^2-14080*a*c^4*p^2*x^3-11328*a*c^4*p*q*r*x^2-28160*a*c^4*p*q*x^3-18720*a*c^4*p *r^2*x^2-23200*a*c^4*p*r*x^3-3840*a*c^4*q^2*r*x^2-14080*a*c^4*q^2*x^3-13664*a*c ^4*q*r^2*x^2-23200*a*c^4*q*r*x^3-11520*a*c^4*r^3*x^2-2304*a*c^4*r^2*x^3-5728*a* c^3*g^3*r*x^2-14848*a*c^3*g^3*x^3-20272*a*c^3*g^2*p*r*x^2-43904*a*c^3*g^2*p*x^3 -14160*a*c^3*g^2*q*r*x^2-43904*a*c^3*g^2*q*x^3-25076*a*c^3*g^2*r^2*x^2-51112*a* c^3*g^2*r*x^3-19376*a*c^3*g*p^2*r*x^2-36352*a*c^3*g*p^2*x^3-28896*a*c^3*g*p*q*r *x^2-72704*a*c^3*g*p*q*x^3-48680*a*c^3*g*p*r^2*x^2-72592*a*c^3*g*p*r*x^3-9520*a *c^3*g*q^2*r*x^2-36352*a*c^3*g*q^2*x^3-34792*a*c^3*g*q*r^2*x^2-72592*a*c^3*g*q* r*x^3-30092*a*c^3*g*r^3*x^2-23848*a*c^3*g*r^2*x^3-4576*a*c^3*p^3*r*x^2-7680*a*c ^3*p^3*x^3-10752*a*c^3*p^2*q*r*x^2-23040*a*c^3*p^2*q*x^3-17344*a*c^3*p^2*r^2*x^ 2-17520*a*c^3*p^2*r*x^3-7776*a*c^3*p*q^2*r*x^2-23040*a*c^3*p*q^2*x^3-26448*a*c^ 3*p*q*r^2*x^2-35040*a*c^3*p*q*r*x^3-21600*a*c^3*p*r^3*x^2+384*a*c^3*p*r^2*x^3-\ 1600*a*c^3*q^3*r*x^2-7680*a*c^3*q^3*x^3-9104*a*c^3*q^2*r^2*x^2-17520*a*c^3*q^2* r*x^3-16000*a*c^3*q*r^3*x^2+384*a*c^3*q*r^2*x^3-8832*a*c^3*r^4*x^2+13424*a*c^3* r^3*x^3-1696*a*c^2*g^4*r*x^2-4416*a*c^2*g^4*x^3-9512*a*c^2*g^3*p*r*x^2-20672*a* c^2*g^3*p*x^3-6632*a*c^2*g^3*q*r*x^2-20672*a*c^2*g^3*q*x^3-11810*a*c^2*g^3*r^2* x^2-27532*a*c^2*g^3*r*x^3-15872*a*c^2*g^2*p^2*r*x^2-29760*a*c^2*g^2*p^2*x^3-\ 23536*a*c^2*g^2*p*q*r*x^2-59520*a*c^2*g^2*p*q*x^3-39976*a*c^2*g^2*p*r^2*x^2-\ 67688*a*c^2*g^2*p*r*x^3-7664*a*c^2*g^2*q^2*r*x^2-29760*a*c^2*g^2*q^2*x^3-28408* a*c^2*g^2*q*r^2*x^2-67688*a*c^2*g^2*q*r*x^3-24672*a*c^2*g^2*r^3*x^2-30576*a*c^2 *g^2*r^2*x^3-9448*a*c^2*g*p^3*r*x^2-15744*a*c^2*g*p^3*x^3-22008*a*c^2*g*p^2*q*r *x^2-47232*a*c^2*g*p^2*q*x^3-36022*a*c^2*g*p^2*r^2*x^2-45312*a*c^2*g*p^2*r*x^3-\ 15672*a*c^2*g*p*q^2*r*x^2-47232*a*c^2*g*p*q^2*x^3-54260*a*c^2*g*p*q*r^2*x^2-\ 90624*a*c^2*g*p*q*r*x^3-45134*a*c^2*g*p*r^3*x^2-25680*a*c^2*g*p*r^2*x^3-3112*a* c^2*g*q^3*r*x^2-15744*a*c^2*g*q^3*x^3-18238*a*c^2*g*q^2*r^2*x^2-45312*a*c^2*g*q ^2*r*x^3-32870*a*c^2*g*q*r^3*x^2-25680*a*c^2*g*q*r^2*x^3-18560*a*c^2*g*r^4*x^2+ 8368*a*c^2*g*r^3*x^3-1472*a*c^2*p^4*r*x^2-2240*a*c^2*p^4*x^3-4736*a*c^2*p^3*q*r *x^2-8960*a*c^2*p^3*q*x^3-7496*a*c^2*p^3*r^2*x^2-5920*a*c^2*p^3*r*x^3-5376*a*c^ 2*p^2*q^2*r*x^2-13440*a*c^2*p^2*q^2*x^3-17712*a*c^2*p^2*q*r^2*x^2-17760*a*c^2*p ^2*q*r*x^3-14120*a*c^2*p^2*r^3*x^2+4032*a*c^2*p^2*r^2*x^3-2432*a*c^2*p*q^3*r*x^ 2-8960*a*c^2*p*q^3*x^3-12936*a*c^2*p*q^2*r^2*x^2-17760*a*c^2*p*q^2*r*x^3-21760* a*c^2*p*q*r^3*x^2+8064*a*c^2*p*q*r^2*x^3-11640*a*c^2*p*r^4*x^2+21056*a*c^2*p*r^ 3*x^3-320*a*c^2*q^4*r*x^2-2240*a*c^2*q^4*x^3-2720*a*c^2*q^3*r^2*x^2-5920*a*c^2* q^3*r*x^3-7640*a*c^2*q^2*r^3*x^2+4032*a*c^2*q^2*r^2*x^3-8784*a*c^2*q*r^4*x^2+ 21056*a*c^2*q*r^3*x^3-3544*a*c^2*r^5*x^2+14016*a*c^2*r^4*x^3-196*a*c*g^5*r*x^2-\ 512*a*c*g^5*x^3-1920*a*c*g^4*p*r*x^2-4192*a*c*g^4*p*x^3-1348*a*c*g^4*q*r*x^2-\ 4192*a*c*g^4*q*x^3-2401*a*c*g^4*r^2*x^2-6780*a*c*g^4*r*x^3-5084*a*c*g^3*p^2*r*x ^2-9536*a*c*g^3*p^2*x^3-7528*a*c*g^3*p*q*r*x^2-19072*a*c*g^3*p*q*x^3-12826*a*c* g^3*p*r^2*x^2-24844*a*c*g^3*p*r*x^3-2444*a*c*g^3*q^2*r*x^2-9536*a*c*g^3*q^2*x^3 -9146*a*c*g^3*q*r^2*x^2-24844*a*c*g^3*q*r*x^3-7863*a*c*g^3*r^3*x^2-13842*a*c*g^ 3*r^2*x^3-5340*a*c*g^2*p^3*r*x^2-8864*a*c*g^2*p^3*x^3-12396*a*c*g^2*p^2*q*r*x^2 -26592*a*c*g^2*p^2*q*x^3-20411*a*c*g^2*p^2*r^2*x^2-29354*a*c*g^2*p^2*r*x^3-8772 *a*c*g^2*p*q^2*r*x^2-26592*a*c*g^2*p*q^2*x^3-30646*a*c*g^2*p*q*r^2*x^2-58708*a* c*g^2*p*q*r*x^3-25579*a*c*g^2*p*r^3*x^2-24782*a*c*g^2*p*r^2*x^3-1716*a*c*g^2*q^ 3*r*x^2-8864*a*c*g^2*q^3*x^3-10235*a*c*g^2*q^2*r^2*x^2-29354*a*c*g^2*q^2*r*x^3-\ 18529*a*c*g^2*q*r^3*x^2-24782*a*c*g^2*q*r^2*x^3-10508*a*c*g^2*r^4*x^2-3012*a*c* g^2*r^3*x^3-2208*a*c*g*p^4*r*x^2-3328*a*c*g*p^4*x^3-7072*a*c*g*p^3*q*r*x^2-\ 13312*a*c*g*p^3*q*x^3-11300*a*c*g*p^3*r^2*x^2-12060*a*c*g*p^3*r*x^3-7968*a*c*g* p^2*q^2*r*x^2-19968*a*c*g*p^2*q^2*x^3-26532*a*c*g*p^2*q*r^2*x^2-36180*a*c*g*p^2 *q*r*x^3-21400*a*c*g*p^2*r^3*x^2-7794*a*c*g*p^2*r^2*x^3-3552*a*c*g*p*q^3*r*x^2-\ 13312*a*c*g*p*q^3*x^3-19164*a*c*g*p*q^2*r^2*x^2-36180*a*c*g*p*q^2*r*x^3-32696*a *c*g*p*q*r^3*x^2-15588*a*c*g*p*q*r^2*x^3-17732*a*c*g*p*r^4*x^2+11500*a*c*g*p*r^ 3*x^3-448*a*c*g*q^4*r*x^2-3328*a*c*g*q^4*x^3-3932*a*c*g*q^3*r^2*x^2-12060*a*c*g *q^3*r*x^3-11296*a*c*g*q^2*r^3*x^2-7794*a*c*g*q^2*r^2*x^3-13236*a*c*g*q*r^4*x^2 +11500*a*c*g*q*r^3*x^3-5424*a*c*g*r^5*x^2+11440*a*c*g*r^4*x^3-228*a*c*p^5*r*x^2 -320*a*c*p^5*x^3-936*a*c*p^4*q*r*x^2-1600*a*c*p^4*q*x^3-1458*a*c*p^4*r^2*x^2-\ 770*a*c*p^4*r*x^3-1464*a*c*p^3*q^2*r*x^2-3200*a*c*p^3*q^2*x^3-4708*a*c*p^3*q*r^ 2*x^2-3080*a*c*p^3*q*r*x^3-3680*a*c*p^3*r^3*x^2+2592*a*c*p^3*r^2*x^3-1056*a*c*p ^2*q^3*r*x^2-3200*a*c*p^2*q^3*x^3-5376*a*c*p^2*q^2*r^2*x^2-4620*a*c*p^2*q^2*r*x ^3-8760*a*c*p^2*q*r^3*x^2+7776*a*c*p^2*q*r^2*x^3-4572*a*c*p^2*r^4*x^2+10988*a*c *p^2*r^3*x^3-324*a*c*p*q^4*r*x^2-1600*a*c*p*q^4*x^3-2460*a*c*p*q^3*r^2*x^2-3080 *a*c*p*q^3*r*x^3-6480*a*c*p*q^2*r^3*x^2+7776*a*c*p*q^2*r^2*x^3-7140*a*c*p*q*r^4 *x^2+21976*a*c*p*q*r^3*x^3-2796*a*c*p*r^5*x^2+13252*a*c*p*r^4*x^3-24*a*c*q^5*r* x^2-320*a*c*q^5*x^3-334*a*c*q^4*r^2*x^2-770*a*c*q^4*r*x^3-1400*a*c*q^3*r^3*x^2+ 2592*a*c*q^3*r^2*x^3-2568*a*c*q^2*r^4*x^2+10988*a*c*q^2*r^3*x^3-2152*a*c*q*r^5* x^2+13252*a*c*q*r^4*x^3-674*a*c*r^6*x^2+5306*a*c*r^5*x^3-116*a*g^5*p*r*x^2-256* a*g^5*p*x^3-84*a*g^5*q*r*x^2-256*a*g^5*q*x^3-148*a*g^5*r^2*x^2-608*a*g^5*r*x^3-\ 528*a*g^4*p^2*r*x^2-992*a*g^4*p^2*x^3-784*a*g^4*p*q*r*x^2-1984*a*g^4*p*q*x^3-\ 1334*a*g^4*p*r^2*x^2-3124*a*g^4*p*r*x^3-256*a*g^4*q^2*r*x^2-992*a*g^4*q^2*x^3-\ 966*a*g^4*q*r^2*x^2-3124*a*g^4*q*r*x^3-805*a*g^4*r^3*x^2-2114*a*g^4*r^2*x^3-880 *a*g^3*p^3*r*x^2-1456*a*g^3*p^3*x^3-2040*a*g^3*p^2*q*r*x^2-4368*a*g^3*p^2*q*x^3 -3368*a*g^3*p^2*r^2*x^2-5539*a*g^3*p^2*r*x^3-1440*a*g^3*p*q^2*r*x^2-4368*a*g^3* p*q^2*x^3-5064*a*g^3*p*q*r^2*x^2-11078*a*g^3*p*q*r*x^3-4206*a*g^3*p*r^3*x^2-\ 5923*a*g^3*p*r^2*x^3-280*a*g^3*q^3*r*x^2-1456*a*g^3*q^3*x^3-1696*a*g^3*q^2*r^2* x^2-5539*a*g^3*q^2*r*x^3-3047*a*g^3*q*r^3*x^2-5923*a*g^3*q*r^2*x^3-1718*a*g^3*r ^4*x^2-1920*a*g^3*r^3*x^3-652*a*g^2*p^4*r*x^2-976*a*g^2*p^4*x^3-2084*a*g^2*p^3* q*r*x^2-3904*a*g^2*p^3*q*x^3-3346*a*g^2*p^3*r^2*x^2-4144*a*g^2*p^3*r*x^3-2340*a *g^2*p^2*q^2*r*x^2-5856*a*g^2*p^2*q^2*x^3-7842*a*g^2*p^2*q*r^2*x^2-12432*a*g^2* p^2*q*r*x^3-6346*a*g^2*p^2*r^3*x^2-4747*a*g^2*p^2*r^2*x^3-1036*a*g^2*p*q^3*r*x^ 2-3904*a*g^2*p*q^3*x^3-5646*a*g^2*p*q^2*r^2*x^2-12432*a*g^2*p*q^2*r*x^3-9668*a* g^2*p*q*r^3*x^2-9494*a*g^2*p*q*r^2*x^3-5262*a*g^2*p*r^4*x^2-234*a*g^2*p*r^3*x^3 -128*a*g^2*q^4*r*x^2-976*a*g^2*q^4*x^3-1150*a*g^2*q^3*r^2*x^2-4144*a*g^2*q^3*r* x^3-3322*a*g^2*q^2*r^3*x^2-4747*a*g^2*q^2*r^2*x^3-3910*a*g^2*q*r^4*x^2-234*a*g^ 2*q*r^3*x^3-1610*a*g^2*r^5*x^2+1574*a*g^2*r^4*x^3-196*a*g*p^5*r*x^2-272*a*g*p^5 *x^3-804*a*g*p^4*q*r*x^2-1360*a*g*p^4*q*x^3-1256*a*g*p^4*r^2*x^2-1127*a*g*p^4*r *x^3-1256*a*g*p^3*q^2*r*x^2-2720*a*g*p^3*q^2*x^3-4050*a*g*p^3*q*r^2*x^2-4508*a* g*p^3*q*r*x^3-3178*a*g*p^3*r^3*x^2-458*a*g*p^3*r^2*x^3-904*a*g*p^2*q^3*r*x^2-\ 2720*a*g*p^2*q^3*x^3-4614*a*g*p^2*q^2*r^2*x^2-6762*a*g*p^2*q^2*r*x^3-7548*a*g*p ^2*q*r^3*x^2-1374*a*g*p^2*q*r^2*x^3-3958*a*g*p^2*r^4*x^2+3658*a*g*p^2*r^3*x^3-\ 276*a*g*p*q^4*r*x^2-1360*a*g*p*q^4*x^3-2102*a*g*p*q^3*r^2*x^2-4508*a*g*p*q^3*r* x^3-5562*a*g*p*q^2*r^3*x^2-1374*a*g*p*q^2*r^2*x^3-6162*a*g*p*q*r^4*x^2+7316*a*g *p*q*r^3*x^3-2426*a*g*p*r^5*x^2+5906*a*g*p*r^4*x^3-20*a*g*q^5*r*x^2-272*a*g*q^5 *x^3-282*a*g*q^4*r^2*x^2-1127*a*g*q^4*r*x^3-1192*a*g*q^3*r^3*x^2-458*a*g*q^3*r^ 2*x^3-2204*a*g*q^2*r^4*x^2+3658*a*g*q^2*r^3*x^3-1860*a*g*q*r^5*x^2+5906*a*g*q*r ^4*x^3-586*a*g*r^6*x^2+2645*a*g*r^5*x^3-12*a*p^6*r*x^2-16*a*p^6*x^3-60*a*p^5*q* r*x^2-96*a*p^5*q*x^3-92*a*p^5*r^2*x^2-6*a*p^5*r*x^3-120*a*p^4*q^2*r*x^2-240*a*p ^4*q^2*x^3-378*a*p^4*q*r^2*x^2-30*a*p^4*q*r*x^3-290*a*p^4*r^3*x^2+480*a*p^4*r^2 *x^3-120*a*p^3*q^3*r*x^2-320*a*p^3*q^3*x^3-592*a*p^3*q^2*r^2*x^2-60*a*p^3*q^2*r *x^3-940*a*p^3*q*r^3*x^2+1920*a*p^3*q*r^2*x^3-480*a*p^3*r^4*x^2+1908*a*p^3*r^3* x^3-60*a*p^2*q^4*r*x^2-240*a*p^2*q^4*x^3-428*a*p^2*q^3*r^2*x^2-60*a*p^2*q^3*r*x ^3-1080*a*p^2*q^2*r^3*x^2+2880*a*p^2*q^2*r^2*x^3-1152*a*p^2*q*r^4*x^2+5724*a*p^ 2*q*r^3*x^3-440*a*p^2*r^5*x^2+3122*a*p^2*r^4*x^3-12*a*p*q^5*r*x^2-96*a*p*q^5*x^ 3-132*a*p*q^4*r^2*x^2-30*a*p*q^4*r*x^3-500*a*p*q^3*r^3*x^2+1920*a*p*q^3*r^2*x^3 -864*a*p*q^2*r^4*x^2+5724*a*p*q^2*r^3*x^3-696*a*p*q*r^5*x^2+6244*a*p*q*r^4*x^3-\ 212*a*p*r^6*x^2+2374*a*p*r^5*x^3-16*a*q^6*x^3-10*a*q^5*r^2*x^2-6*a*q^5*r*x^3-70 *a*q^4*r^3*x^2+480*a*q^4*r^2*x^3-192*a*q^3*r^4*x^2+1908*a*q^3*r^3*x^3-256*a*q^2 *r^5*x^2+3122*a*q^2*r^4*x^3-166*a*q*r^6*x^2+2374*a*q*r^5*x^3-42*a*r^7*x^2+690*a *r^6*x^3-32*b^6*c*r*x^2-256*b^6*c*x^3-16*b^6*p*r*x^2-128*b^6*p*x^3-128*b^6*q*x^ 3-16*b^6*r^2*x^2-304*b^6*r*x^3-384*b^5*c^2*r*x^2-2048*b^5*c^2*x^3-272*b^5*c*g*r *x^2-1280*b^5*c*g*x^3-448*b^5*c*p*r*x^2-1920*b^5*c*p*x^3-176*b^5*c*q*r*x^2-1920 *b^5*c*q*x^3-480*b^5*c*r^2*x^2-3120*b^5*c*r*x^3-144*b^5*g*p*r*x^2-640*b^5*g*p*x ^3-64*b^5*g*q*r*x^2-640*b^5*g*q*x^3-176*b^5*g*r^2*x^2-1520*b^5*g*r*x^3-128*b^5* p^2*r*x^2-448*b^5*p^2*x^3-128*b^5*p*q*r*x^2-896*b^5*p*q*x^3-288*b^5*p*r^2*x^2-\ 1408*b^5*p*r*x^3-448*b^5*q^2*x^3-112*b^5*q*r^2*x^2-1408*b^5*q*r*x^3-144*b^5*r^3 *x^2-960*b^5*r^2*x^3-1600*b^4*c^3*r*x^2-6656*b^4*c^3*x^3-2256*b^4*c^2*g*r*x^2-\ 8576*b^4*c^2*g*x^3-2720*b^4*c^2*p*r*x^2-9088*b^4*c^2*p*x^3-1424*b^4*c^2*q*r*x^2 -9088*b^4*c^2*q*x^3-3104*b^4*c^2*r^2*x^2-11952*b^4*c^2*r*x^3-728*b^4*c*g^2*r*x^ 2-2624*b^4*c*g^2*x^3-2512*b^4*c*g*p*r*x^2-8064*b^4*c*g*p*x^3-1392*b^4*c*g*q*r*x ^2-8064*b^4*c*g*q*x^3-3008*b^4*c*g*r^2*x^2-13056*b^4*c*g*r*x^3-1480*b^4*c*p^2*r *x^2-4096*b^4*c*p^2*x^3-1792*b^4*c*p*q*r*x^2-8192*b^4*c*p*q*x^3-3536*b^4*c*p*r^ 2*x^2-10464*b^4*c*p*r*x^3-312*b^4*c*q^2*r*x^2-4096*b^4*c*q^2*x^3-1872*b^4*c*q*r ^2*x^2-10464*b^4*c*q*r*x^3-2040*b^4*c*r^3*x^2-5712*b^4*c*r^2*x^3-396*b^4*g^2*p* r*x^2-1312*b^4*g^2*p*x^3-232*b^4*g^2*q*r*x^2-1312*b^4*g^2*q*x^3-508*b^4*g^2*r^2 *x^2-3116*b^4*g^2*r*x^3-688*b^4*g*p^2*r*x^2-1888*b^4*g*p^2*x^3-848*b^4*g*p*q*r* x^2-3776*b^4*g*p*q*x^3-1680*b^4*g*p*r^2*x^2-5920*b^4*g*p*r*x^3-160*b^4*g*q^2*r* x^2-1888*b^4*g*q^2*x^3-960*b^4*g*q*r^2*x^2-5920*b^4*g*q*r*x^3-960*b^4*g*r^3*x^2 -4004*b^4*g*r^2*x^3-260*b^4*p^3*r*x^2-608*b^4*p^3*x^3-520*b^4*p^2*q*r*x^2-1824* b^4*p^2*q*x^3-964*b^4*p^2*r^2*x^2-2244*b^4*p^2*r*x^3-260*b^4*p*q^2*r*x^2-1824*b ^4*p*q^2*x^3-1184*b^4*p*q*r^2*x^2-4488*b^4*p*q*r*x^3-1164*b^4*p*r^3*x^2-2316*b^ 4*p*r^2*x^3-608*b^4*q^3*x^3-220*b^4*q^2*r^2*x^2-2244*b^4*q^2*r*x^3-632*b^4*q*r^ 3*x^2-2316*b^4*q*r^2*x^3-460*b^4*r^4*x^2-744*b^4*r^3*x^3-3200*b^3*c^4*r*x^2-\ 11264*b^3*c^4*x^3-6832*b^3*c^3*g*r*x^2-22528*b^3*c^3*g*x^3-6976*b^3*c^3*p*r*x^2 -20096*b^3*c^3*p*x^3-4176*b^3*c^3*q*r*x^2-20096*b^3*c^3*q*x^3-8224*b^3*c^3*r^2* x^2-22576*b^3*c^3*r*x^3-4432*b^3*c^2*g^2*r*x^2-14080*b^3*c^2*g^2*x^3-11216*b^3* c^2*g*p*r*x^2-30976*b^3*c^2*g*p*x^3-6880*b^3*c^2*g*q*r*x^2-30976*b^3*c^2*g*q*x^ 3-13616*b^3*c^2*g*r^2*x^2-40824*b^3*c^2*g*r*x^3-5456*b^3*c^2*p^2*r*x^2-13248*b^ 3*c^2*p^2*x^3-7232*b^3*c^2*p*q*r*x^2-26496*b^3*c^2*p*q*x^3-13312*b^3*c^2*p*r^2* x^2-28800*b^3*c^2*p*r*x^3-1776*b^3*c^2*q^2*r*x^2-13248*b^3*c^2*q^2*x^3-8080*b^3 *c^2*q*r^2*x^2-28800*b^3*c^2*q*r*x^3-7968*b^3*c^2*r^3*x^2-11688*b^3*c^2*r^2*x^3 -908*b^3*c*g^3*r*x^2-2816*b^3*c*g^3*x^3-4872*b^3*c*g^2*p*r*x^2-13280*b^3*c*g^2* p*x^3-3052*b^3*c*g^2*q*r*x^2-13280*b^3*c*g^2*q*x^3-6064*b^3*c*g^2*r^2*x^2-21456 *b^3*c*g^2*r*x^3-5948*b^3*c*g*p^2*r*x^2-14080*b^3*c*g*p^2*x^3-7968*b^3*c*g*p*q* r*x^2-28160*b^3*c*g*p*q*x^3-14776*b^3*c*g*p*r^2*x^2-36132*b^3*c*g*p*r*x^3-2020* b^3*c*g*q^2*r*x^2-14080*b^3*c*g*q^2*x^3-9252*b^3*c*g*q*r^2*x^2-36132*b^3*c*g*q* r*x^3-8896*b^3*c*g*r^3*x^2-19720*b^3*c*g*r^2*x^3-1824*b^3*c*p^3*r*x^2-3808*b^3* c*p^3*x^3-3892*b^3*c*p^2*q*r*x^2-11424*b^3*c*p^2*q*x^3-6840*b^3*c*p^2*r^2*x^2-\ 11868*b^3*c*p^2*r*x^3-2312*b^3*c*p*q^2*r*x^2-11424*b^3*c*p*q^2*x^3-9192*b^3*c*p *q*r^2*x^2-23736*b^3*c*p*q*r*x^3-8416*b^3*c*p*r^3*x^2-8520*b^3*c*p*r^2*x^3-244* b^3*c*q^3*r*x^2-3808*b^3*c*q^3*x^3-2352*b^3*c*q^2*r^2*x^2-11868*b^3*c*q^2*r*x^3 -5268*b^3*c*q*r^3*x^2-8520*b^3*c*q*r^2*x^3-3400*b^3*c*r^4*x^2+264*b^3*c*r^3*x^3 -504*b^3*g^3*p*r*x^2-1408*b^3*g^3*p*x^3-328*b^3*g^3*q*r*x^2-1408*b^3*g^3*q*x^3-\ 656*b^3*g^3*r^2*x^2-3344*b^3*g^3*r*x^3-1316*b^3*g^2*p^2*r*x^2-3120*b^3*g^2*p^2* x^3-1772*b^3*g^2*p*q*r*x^2-6240*b^3*g^2*p*q*x^3-3312*b^3*g^2*p*r^2*x^2-9778*b^3 *g^2*p*r*x^3-456*b^3*g^2*q^2*r*x^2-3120*b^3*g^2*q^2*x^3-2146*b^3*g^2*q*r^2*x^2-\ 9778*b^3*g^2*q*r*x^3-1978*b^3*g^2*r^3*x^2-6586*b^3*g^2*r^2*x^3-1024*b^3*g*p^3*r *x^2-2112*b^3*g*p^3*x^3-2192*b^3*g*p^2*q*r*x^2-6336*b^3*g*p^2*q*x^3-3884*b^3*g* p^2*r^2*x^2-7860*b^3*g*p^2*r*x^3-1312*b^3*g*p*q^2*r*x^2-6336*b^3*g*p*q^2*x^3-\ 5288*b^3*g*p*q*r^2*x^2-15720*b^3*g*p*q*r*x^3-4792*b^3*g*p*r^3*x^2-8146*b^3*g*p* r^2*x^3-144*b^3*g*q^3*r*x^2-2112*b^3*g*q^3*x^3-1404*b^3*g*q^2*r^2*x^2-7860*b^3* g*q^2*r*x^3-3048*b^3*g*q*r^3*x^2-8146*b^3*g*q*r^2*x^3-1932*b^3*g*r^4*x^2-2556*b ^3*g*r^3*x^3-220*b^3*p^4*r*x^2-400*b^3*p^4*x^3-660*b^3*p^3*q*r*x^2-1600*b^3*p^3 *q*x^3-1120*b^3*p^3*r^2*x^2-1556*b^3*p^3*r*x^3-660*b^3*p^2*q^2*r*x^2-2400*b^3*p ^2*q^2*x^3-2424*b^3*p^2*q*r^2*x^2-4668*b^3*p^2*q*r*x^3-2108*b^3*p^2*r^3*x^2-\ 1338*b^3*p^2*r^2*x^3-220*b^3*p*q^3*r*x^2-1600*b^3*p*q^3*x^3-1488*b^3*p*q^2*r^2* x^2-4668*b^3*p*q^2*r*x^3-2908*b^3*p*q*r^3*x^2-2676*b^3*p*q*r^2*x^3-1736*b^3*p*r ^4*x^2+804*b^3*p*r^3*x^3-400*b^3*q^4*x^3-184*b^3*q^3*r^2*x^2-1556*b^3*q^3*r*x^3 -800*b^3*q^2*r^3*x^2-1338*b^3*q^2*r^2*x^3-1144*b^3*q*r^4*x^2+804*b^3*q*r^3*x^3-\ 528*b^3*r^5*x^2+1114*b^3*r^4*x^3-3360*b^2*c^5*r*x^2-10496*b^2*c^5*x^3-9712*b^2* c^4*g*r*x^2-29056*b^2*c^4*g*x^3-8848*b^2*c^4*p*r*x^2-23040*b^2*c^4*p*x^3-5744*b ^2*c^4*q*r*x^2-23040*b^2*c^4*q*x^3-10608*b^2*c^4*r^2*x^2-22624*b^2*c^4*r*x^3-\ 9528*b^2*c^3*g^2*r*x^2-27840*b^2*c^3*g^2*x^3-20848*b^2*c^3*g*p*r*x^2-52480*b^2* c^3*g*p*x^3-13584*b^2*c^3*g*q*r*x^2-52480*b^2*c^3*g*q*x^3-25512*b^2*c^3*g*r^2*x ^2-60056*b^2*c^3*g*r*x^3-8904*b^2*c^3*p^2*r*x^2-19840*b^2*c^3*p^2*x^3-12480*b^2 *c^3*p*q*r*x^2-39680*b^2*c^3*p*q*x^3-21904*b^2*c^3*p*r^2*x^2-37408*b^2*c^3*p*r* x^3-3576*b^2*c^3*q^2*r*x^2-19840*b^2*c^3*q^2*x^3-14416*b^2*c^3*q*r^2*x^2-37408* b^2*c^3*q*r*x^3-13272*b^2*c^3*r^3*x^2-9688*b^2*c^3*r^2*x^3-3924*b^2*c^2*g^3*r*x ^2-11296*b^2*c^2*g^3*x^3-15532*b^2*c^2*g^2*p*r*x^2-38528*b^2*c^2*g^2*p*x^3-\ 10180*b^2*c^2*g^2*q*r*x^2-38528*b^2*c^2*g^2*q*x^3-19276*b^2*c^2*g^2*r^2*x^2-\ 50992*b^2*c^2*g^2*r*x^3-16180*b^2*c^2*g*p^2*r*x^2-35136*b^2*c^2*g*p^2*x^3-22704 *b^2*c^2*g*p*q*r*x^2-70272*b^2*c^2*g*p*q*x^3-40408*b^2*c^2*g*p*r^2*x^2-78240*b^ 2*c^2*g*p*r*x^3-6524*b^2*c^2*g*q^2*r*x^2-35136*b^2*c^2*g*q^2*x^3-26784*b^2*c^2* g*q*r^2*x^2-78240*b^2*c^2*g*q*r*x^3-24704*b^2*c^2*g*r^3*x^2-33632*b^2*c^2*g*r^2 *x^3-4284*b^2*c^2*p^3*r*x^2-8320*b^2*c^2*p^3*x^3-9516*b^2*c^2*p^2*q*r*x^2-24960 *b^2*c^2*p^2*q*x^3-16100*b^2*c^2*p^2*r^2*x^2-22176*b^2*c^2*p^2*r*x^3-6180*b^2*c ^2*p*q^2*r*x^2-24960*b^2*c^2*p*q^2*x^3-22840*b^2*c^2*p*q*r^2*x^2-44352*b^2*c^2* p*q*r*x^3-19892*b^2*c^2*p*r^3*x^2-8320*b^2*c^2*p*r^2*x^3-948*b^2*c^2*q^3*r*x^2-\ 8320*b^2*c^2*q^3*x^3-6740*b^2*c^2*q^2*r^2*x^2-22176*b^2*c^2*q^2*r*x^3-13436*b^2 *c^2*q*r^3*x^2-8320*b^2*c^2*q*r^2*x^3-8076*b^2*c^2*r^4*x^2+8320*b^2*c^2*r^3*x^3 -584*b^2*c*g^4*r*x^2-1664*b^2*c*g^4*x^3-4320*b^2*c*g^3*p*r*x^2-10688*b^2*c*g^3* p*x^3-2864*b^2*c*g^3*q*r*x^2-10688*b^2*c*g^3*q*x^3-5446*b^2*c*g^3*r^2*x^2-17262 *b^2*c*g^3*r*x^3-8196*b^2*c*g^2*p^2*r*x^2-17648*b^2*c*g^2*p^2*x^3-11516*b^2*c*g ^2*p*q*r*x^2-35296*b^2*c*g^2*p*q*x^3-20656*b^2*c*g^2*p*r^2*x^2-45586*b^2*c*g^2* p*r*x^3-3320*b^2*c*g^2*q^2*r*x^2-17648*b^2*c*g^2*q^2*x^3-13850*b^2*c*g^2*q*r^2* x^2-45586*b^2*c*g^2*q*r*x^3-12628*b^2*c*g^2*r^3*x^2-25050*b^2*c*g^2*r^2*x^3-\ 5400*b^2*c*g*p^3*r*x^2-10304*b^2*c*g*p^3*x^3-11992*b^2*c*g*p^2*q*r*x^2-30912*b^ 2*c*g*p^2*q*x^3-20522*b^2*c*g*p^2*r^2*x^2-33198*b^2*c*g*p^2*r*x^3-7784*b^2*c*g* p*q^2*r*x^2-30912*b^2*c*g*p*q^2*x^3-29204*b^2*c*g*p*q*r^2*x^2-66396*b^2*c*g*p*q *r*x^3-25522*b^2*c*g*p*r^3*x^2-26118*b^2*c*g*p*r^2*x^3-1192*b^2*c*g*q^3*r*x^2-\ 10304*b^2*c*g*q^3*x^3-8682*b^2*c*g*q^2*r^2*x^2-33198*b^2*c*g*q^2*r*x^3-17296*b^ 2*c*g*q*r^3*x^2-26118*b^2*c*g*q*r^2*x^3-10400*b^2*c*g*r^4*x^2-1544*b^2*c*g*r^3* x^3-980*b^2*c*p^4*r*x^2-1680*b^2*c*p^4*x^3-3028*b^2*c*p^3*q*r*x^2-6720*b^2*c*p^ 3*q*x^3-4976*b^2*c*p^3*r^2*x^2-5432*b^2*c*p^3*r*x^3-3204*b^2*c*p^2*q^2*r*x^2-\ 10080*b^2*c*p^2*q^2*x^3-11184*b^2*c*p^2*q*r^2*x^2-16296*b^2*c*p^2*q*r*x^3-9348* b^2*c*p^2*r^3*x^2-1054*b^2*c*p^2*r^2*x^3-1244*b^2*c*p*q^3*r*x^2-6720*b^2*c*p*q^ 3*x^3-7440*b^2*c*p*q^2*r^2*x^2-16296*b^2*c*p*q^2*r*x^3-13548*b^2*c*p*q*r^3*x^2-\ 2108*b^2*c*p*q*r^2*x^3-7688*b^2*c*p*r^4*x^2+10056*b^2*c*p*r^3*x^3-88*b^2*c*q^4* r*x^2-1680*b^2*c*q^4*x^3-1232*b^2*c*q^3*r^2*x^2-5432*b^2*c*q^3*r*x^3-4200*b^2*c *q^2*r^3*x^2-1054*b^2*c*q^2*r^2*x^3-5392*b^2*c*q*r^4*x^2+10056*b^2*c*q*r^3*x^3-\ 2336*b^2*c*r^5*x^2+7876*b^2*c*r^4*x^3-330*b^2*g^4*p*r*x^2-832*b^2*g^4*p*x^3-226 *b^2*g^4*q*r*x^2-832*b^2*g^4*q*x^3-430*b^2*g^4*r^2*x^2-1976*b^2*g^4*r*x^3-1166* b^2*g^3*p^2*r*x^2-2520*b^2*g^3*p^2*x^3-1642*b^2*g^3*p*q*r*x^2-5040*b^2*g^3*p*q* x^3-2964*b^2*g^3*p*r^2*x^2-7909*b^2*g^3*p*r*x^3-476*b^2*g^3*q^2*r*x^2-2520*b^2* g^3*q^2*x^3-2031*b^2*g^3*q*r^2*x^2-7909*b^2*g^3*q*r*x^3-1797*b^2*g^3*r^3*x^2-\ 5328*b^2*g^3*r^2*x^3-1406*b^2*g^2*p^3*r*x^2-2672*b^2*g^2*p^3*x^3-3118*b^2*g^2*p ^2*q*r*x^2-8016*b^2*g^2*p^2*q*x^3-5377*b^2*g^2*p^2*r^2*x^2-10045*b^2*g^2*p^2*r* x^3-2018*b^2*g^2*p*q^2*r*x^2-8016*b^2*g^2*p*q^2*x^3-7682*b^2*g^2*p*q*r^2*x^2-\ 20090*b^2*g^2*p*q*r*x^3-6687*b^2*g^2*p*r^3*x^2-10535*b^2*g^2*p*r^2*x^3-306*b^2* g^2*q^3*r*x^2-2672*b^2*g^2*q^3*x^3-2305*b^2*g^2*q^2*r^2*x^2-10045*b^2*g^2*q^2*r *x^3-4550*b^2*g^2*q*r^3*x^2-10535*b^2*g^2*q*r^2*x^3-2716*b^2*g^2*r^4*x^2-3316*b ^2*g^2*r^3*x^3-654*b^2*g*p^4*r*x^2-1112*b^2*g*p^4*x^3-2018*b^2*g*p^3*q*r*x^2-\ 4448*b^2*g*p^3*q*x^3-3348*b^2*g*p^3*r^2*x^2-4546*b^2*g*p^3*r*x^3-2130*b^2*g*p^2 *q^2*r*x^2-6672*b^2*g*p^2*q^2*x^3-7530*b^2*g*p^2*q*r^2*x^2-13638*b^2*g*p^2*q*r* x^3-6320*b^2*g*p^2*r^3*x^2-4651*b^2*g*p^2*r^2*x^3-822*b^2*g*p*q^3*r*x^2-4448*b^ 2*g*p*q^3*x^3-5016*b^2*g*p*q^2*r^2*x^2-13638*b^2*g*p*q^2*r*x^3-9166*b^2*g*p*q*r ^3*x^2-9302*b^2*g*p*q*r^2*x^3-5212*b^2*g*p*r^4*x^2+844*b^2*g*p*r^3*x^3-56*b^2*g *q^4*r*x^2-1112*b^2*g*q^4*x^3-834*b^2*g*q^3*r^2*x^2-4546*b^2*g*q^3*r*x^3-2846*b ^2*g*q^2*r^3*x^2-4651*b^2*g*q^2*r^2*x^3-3654*b^2*g*q*r^4*x^2+844*b^2*g*q*r^3*x^ 3-1586*b^2*g*r^5*x^2+2354*b^2*g*r^4*x^3-84*b^2*p^5*r*x^2-128*b^2*p^5*x^3-336*b^ 2*p^4*q*r*x^2-640*b^2*p^4*q*x^3-538*b^2*p^4*r^2*x^2-434*b^2*p^4*r*x^3-504*b^2*p ^3*q^2*r*x^2-1280*b^2*p^3*q^2*x^3-1684*b^2*p^3*q*r^2*x^2-1736*b^2*p^3*q*r*x^3-\ 1360*b^2*p^3*r^3*x^2+342*b^2*p^3*r^2*x^3-336*b^2*p^2*q^3*r*x^2-1280*b^2*p^2*q^3 *x^3-1824*b^2*p^2*q^2*r^2*x^2-2604*b^2*p^2*q^2*r*x^3-3120*b^2*p^2*q*r^3*x^2+ 1026*b^2*p^2*q*r^2*x^3-1692*b^2*p^2*r^4*x^2+2948*b^2*p^2*r^3*x^3-84*b^2*p*q^4*r *x^2-640*b^2*p*q^4*x^3-748*b^2*p*q^3*r^2*x^2-1736*b^2*p*q^3*r*x^3-2160*b^2*p*q^ 2*r^3*x^2+1026*b^2*p*q^2*r^2*x^3-2532*b^2*p*q*r^4*x^2+5896*b^2*p*q*r^3*x^3-1036 *b^2*p*r^5*x^2+3986*b^2*p*r^4*x^3-128*b^2*q^5*x^3-70*b^2*q^4*r^2*x^2-434*b^2*q^ 4*r*x^3-400*b^2*q^3*r^3*x^2+342*b^2*q^3*r^2*x^3-840*b^2*q^2*r^4*x^2+2948*b^2*q^ 2*r^3*x^3-760*b^2*q*r^5*x^2+3986*b^2*q*r^4*x^3-250*b^2*r^6*x^2+1686*b^2*r^5*x^3 -1792*b*c^6*r*x^2-5120*b*c^6*x^3-6592*b*c^5*g*r*x^2-18432*b*c^5*g*x^3-5504*b*c^ 5*p*r*x^2-13312*b*c^5*p*x^3-3776*b*c^5*q*r*x^2-13312*b*c^5*q*x^3-6656*b*c^5*r^2 *x^2-11552*b*c^5*r*x^3-8704*b*c^4*g^2*r*x^2-24064*b*c^4*g^2*x^3-17440*b*c^4*g*p *r*x^2-41216*b*c^4*g*p*x^3-11808*b*c^4*g*q*r*x^2-41216*b*c^4*g*q*x^3-21400*b*c^ 4*g*r^2*x^2-42384*b*c^4*g*r*x^3-6720*b*c^4*p^2*r*x^2-14080*b*c^4*p^2*x^3-9792*b *c^4*p*q*r*x^2-28160*b*c^4*p*q*x^3-16576*b*c^4*p*r^2*x^2-23200*b*c^4*p*r*x^3-\ 3072*b*c^4*q^2*r*x^2-14080*b*c^4*q^2*x^3-11520*b*c^4*q*r^2*x^2-23200*b*c^4*q*r* x^3-10080*b*c^4*r^3*x^2-2304*b*c^4*r^2*x^3-5408*b*c^3*g^3*r*x^2-14848*b*c^3*g^3 *x^3-18768*b*c^3*g^2*p*r*x^2-43904*b*c^3*g^2*p*x^3-12656*b*c^3*g^2*q*r*x^2-\ 43904*b*c^3*g^2*q*x^3-23236*b*c^3*g^2*r^2*x^2-51112*b*c^3*g^2*r*x^3-17744*b*c^3 *g*p^2*r*x^2-36352*b*c^3*g*p^2*x^3-25632*b*c^3*g*p*q*r*x^2-72704*b*c^3*g*p*q*x^ 3-44360*b*c^3*g*p*r^2*x^2-72592*b*c^3*g*p*r*x^3-7888*b*c^3*g*q^2*r*x^2-36352*b* c^3*g*q^2*x^3-30472*b*c^3*g*q*r^2*x^2-72592*b*c^3*g*q*r*x^3-27268*b*c^3*g*r^3*x ^2-23848*b*c^3*g*r^2*x^3-4160*b*c^3*p^3*r*x^2-7680*b*c^3*p^3*x^3-9504*b*c^3*p^2 *q*r*x^2-23040*b*c^3*p^2*q*x^3-15616*b*c^3*p^2*r^2*x^2-17520*b*c^3*p^2*r*x^3-\ 6528*b*c^3*p*q^2*r*x^2-23040*b*c^3*p*q^2*x^3-22992*b*c^3*p*q*r^2*x^2-35040*b*c^ 3*p*q*r*x^3-19280*b*c^3*p*r^3*x^2+384*b*c^3*p*r^2*x^3-1184*b*c^3*q^3*r*x^2-7680 *b*c^3*q^3*x^3-7376*b*c^3*q^2*r^2*x^2-17520*b*c^3*q^2*r*x^3-13680*b*c^3*q*r^3*x ^2+384*b*c^3*q*r^2*x^3-7824*b*c^3*r^4*x^2+13424*b*c^3*r^3*x^3-1616*b*c^2*g^4*r* x^2-4416*b*c^2*g^4*x^3-8872*b*c^2*g^3*p*r*x^2-20672*b*c^2*g^3*p*x^3-5992*b*c^2* g^3*q*r*x^2-20672*b*c^2*g^3*q*x^3-11074*b*c^2*g^3*r^2*x^2-27532*b*c^2*g^3*r*x^3 -14656*b*c^2*g^2*p^2*r*x^2-29760*b*c^2*g^2*p^2*x^3-21104*b*c^2*g^2*p*q*r*x^2-\ 59520*b*c^2*g^2*p*q*x^3-36896*b*c^2*g^2*p*r^2*x^2-67688*b*c^2*g^2*p*r*x^3-6448* b*c^2*g^2*q^2*r*x^2-29760*b*c^2*g^2*q^2*x^3-25328*b*c^2*g^2*q*r^2*x^2-67688*b*c ^2*g^2*q*r*x^3-22728*b*c^2*g^2*r^3*x^2-30576*b*c^2*g^2*r^2*x^3-8696*b*c^2*g*p^3 *r*x^2-15744*b*c^2*g*p^3*x^3-19752*b*c^2*g*p^2*q*r*x^2-47232*b*c^2*g*p^2*q*x^3-\ 33026*b*c^2*g*p^2*r^2*x^2-45312*b*c^2*g*p^2*r*x^3-13416*b*c^2*g*p*q^2*r*x^2-\ 47232*b*c^2*g*p*q^2*x^3-48268*b*c^2*g*p*q*r^2*x^2-90624*b*c^2*g*p*q*r*x^3-41170 *b*c^2*g*p*r^3*x^2-25680*b*c^2*g*p*r^2*x^3-2360*b*c^2*g*q^3*r*x^2-15744*b*c^2*g *q^3*x^3-15242*b*c^2*g*q^2*r^2*x^2-45312*b*c^2*g*q^2*r*x^3-28906*b*c^2*g*q*r^3* x^2-25680*b*c^2*g*q*r^2*x^3-16840*b*c^2*g*r^4*x^2+8368*b*c^2*g*r^3*x^3-1360*b*c ^2*p^4*r*x^2-2240*b*c^2*p^4*x^3-4288*b*c^2*p^3*q*r*x^2-8960*b*c^2*p^3*q*x^3-\ 6880*b*c^2*p^3*r^2*x^2-5920*b*c^2*p^3*r*x^3-4704*b*c^2*p^2*q^2*r*x^2-13440*b*c^ 2*p^2*q^2*x^3-15864*b*c^2*p^2*q*r^2*x^2-17760*b*c^2*p^2*q*r*x^3-12880*b*c^2*p^2 *r^3*x^2+4032*b*c^2*p^2*r^2*x^3-1984*b*c^2*p*q^3*r*x^2-8960*b*c^2*p*q^3*x^3-\ 11088*b*c^2*p*q^2*r^2*x^2-17760*b*c^2*p*q^2*r*x^3-19280*b*c^2*p*q*r^3*x^2+8064* b*c^2*p*q*r^2*x^3-10560*b*c^2*p*r^4*x^2+21056*b*c^2*p*r^3*x^3-208*b*c^2*q^4*r*x ^2-2240*b*c^2*q^4*x^3-2104*b*c^2*q^3*r^2*x^2-5920*b*c^2*q^3*r*x^3-6400*b*c^2*q^ 2*r^3*x^2+4032*b*c^2*q^2*r^2*x^3-7704*b*c^2*q*r^4*x^2+21056*b*c^2*q*r^3*x^3-\ 3200*b*c^2*r^5*x^2+14016*b*c^2*r^4*x^3-188*b*c*g^5*r*x^2-512*b*c*g^5*x^3-1796*b *c*g^4*p*r*x^2-4192*b*c*g^4*p*x^3-1224*b*c*g^4*q*r*x^2-4192*b*c*g^4*q*x^3-2267* b*c*g^4*r^2*x^2-6780*b*c*g^4*r*x^3-4708*b*c*g^3*p^2*r*x^2-9536*b*c*g^3*p^2*x^3-\ 6776*b*c*g^3*p*q*r*x^2-19072*b*c*g^3*p*q*x^3-11914*b*c*g^3*p*r^2*x^2-24844*b*c* g^3*p*r*x^3-2068*b*c*g^3*q^2*r*x^2-9536*b*c*g^3*q^2*x^3-8234*b*c*g^3*q*r^2*x^2-\ 24844*b*c*g^3*q*r*x^3-7317*b*c*g^3*r^3*x^2-13842*b*c*g^3*r^2*x^3-4932*b*c*g^2*p ^3*r*x^2-8864*b*c*g^2*p^3*x^3-11172*b*c*g^2*p^2*q*r*x^2-26592*b*c*g^2*p^2*q*x^3 -18835*b*c*g^2*p^2*r^2*x^2-29354*b*c*g^2*p^2*r*x^3-7548*b*c*g^2*p*q^2*r*x^2-\ 26592*b*c*g^2*p*q^2*x^3-27494*b*c*g^2*p*q*r^2*x^2-58708*b*c*g^2*p*q*r*x^3-23531 *b*c*g^2*p*r^3*x^2-24782*b*c*g^2*p*r^2*x^3-1308*b*c*g^2*q^3*r*x^2-8864*b*c*g^2* q^3*x^3-8659*b*c*g^2*q^2*r^2*x^2-29354*b*c*g^2*q^2*r*x^3-16481*b*c*g^2*q*r^3*x^ 2-24782*b*c*g^2*q*r^2*x^3-9628*b*c*g^2*r^4*x^2-3012*b*c*g^2*r^3*x^3-2048*b*c*g* p^4*r*x^2-3328*b*c*g*p^4*x^3-6432*b*c*g*p^3*q*r*x^2-13312*b*c*g*p^3*q*x^3-10456 *b*c*g*p^3*r^2*x^2-12060*b*c*g*p^3*r*x^3-7008*b*c*g*p^2*q^2*r*x^2-19968*b*c*g*p ^2*q^2*x^3-24000*b*c*g*p^2*q*r^2*x^2-36180*b*c*g*p^2*q*r*x^3-19724*b*c*g*p^2*r^ 3*x^2-7794*b*c*g*p^2*r^2*x^3-2912*b*c*g*p*q^3*r*x^2-13312*b*c*g*p*q^3*x^3-16632 *b*c*g*p*q^2*r^2*x^2-36180*b*c*g*p*q^2*r*x^3-29344*b*c*g*p*q*r^3*x^2-15588*b*c* g*p*q*r^2*x^3-16272*b*c*g*p*r^4*x^2+11500*b*c*g*p*r^3*x^3-288*b*c*g*q^4*r*x^2-\ 3328*b*c*g*q^4*x^3-3088*b*c*g*q^3*r^2*x^2-12060*b*c*g*q^3*r*x^3-9620*b*c*g*q^2* r^3*x^2-7794*b*c*g*q^2*r^2*x^3-11776*b*c*g*q*r^4*x^2+11500*b*c*g*q*r^3*x^3-4956 *b*c*g*r^5*x^2+11440*b*c*g*r^4*x^3-216*b*c*p^5*r*x^2-320*b*c*p^5*x^3-876*b*c*p^ 4*q*r*x^2-1600*b*c*p^4*q*x^3-1376*b*c*p^4*r^2*x^2-770*b*c*p^4*r*x^3-1344*b*c*p^ 3*q^2*r*x^2-3200*b*c*p^3*q^2*x^3-4380*b*c*p^3*q*r^2*x^2-3080*b*c*p^3*q*r*x^3-\ 3460*b*c*p^3*r^3*x^2+2592*b*c*p^3*r^2*x^3-936*b*c*p^2*q^3*r*x^2-3200*b*c*p^2*q^ 3*x^3-4884*b*c*p^2*q^2*r^2*x^2-4620*b*c*p^2*q^2*r*x^3-8100*b*c*p^2*q*r^3*x^2+ 7776*b*c*p^2*q*r^2*x^3-4284*b*c*p^2*r^4*x^2+10988*b*c*p^2*r^3*x^3-264*b*c*p*q^4 *r*x^2-1600*b*c*p*q^4*x^3-2132*b*c*p*q^3*r^2*x^2-3080*b*c*p*q^3*r*x^3-5820*b*c* p*q^2*r^3*x^2+7776*b*c*p*q^2*r^2*x^3-6564*b*c*p*q*r^4*x^2+21976*b*c*p*q*r^3*x^3 -2612*b*c*p*r^5*x^2+13252*b*c*p*r^4*x^3-12*b*c*q^5*r*x^2-320*b*c*q^5*x^3-252*b* c*q^4*r^2*x^2-770*b*c*q^4*r*x^3-1180*b*c*q^3*r^3*x^2+2592*b*c*q^3*r^2*x^3-2280* b*c*q^2*r^4*x^2+10988*b*c*q^2*r^3*x^3-1968*b*c*q*r^5*x^2+13252*b*c*q*r^4*x^3-\ 628*b*c*r^6*x^2+5306*b*c*r^5*x^3-108*b*g^5*p*r*x^2-256*b*g^5*p*x^3-76*b*g^5*q*r *x^2-256*b*g^5*q*x^3-140*b*g^5*r^2*x^2-608*b*g^5*r*x^3-488*b*g^4*p^2*r*x^2-992* b*g^4*p^2*x^3-704*b*g^4*p*q*r*x^2-1984*b*g^4*p*q*x^3-1242*b*g^4*p*r^2*x^2-3124* b*g^4*p*r*x^3-216*b*g^4*q^2*r*x^2-992*b*g^4*q^2*x^3-874*b*g^4*q*r^2*x^2-3124*b* g^4*q*r*x^3-755*b*g^4*r^3*x^2-2114*b*g^4*r^2*x^3-812*b*g^3*p^3*r*x^2-1456*b*g^3 *p^3*x^3-1836*b*g^3*p^2*q*r*x^2-4368*b*g^3*p^2*q*x^3-3113*b*g^3*p^2*r^2*x^2-\ 5539*b*g^3*p^2*r*x^3-1236*b*g^3*p*q^2*r*x^2-4368*b*g^3*p*q^2*x^3-4554*b*g^3*p*q *r^2*x^2-11078*b*g^3*p*q*r*x^3-3883*b*g^3*p*r^3*x^2-5923*b*g^3*p*r^2*x^3-212*b* g^3*q^3*r*x^2-1456*b*g^3*q^3*x^3-1441*b*g^3*q^2*r^2*x^2-5539*b*g^3*q^2*r*x^3-\ 2724*b*g^3*q*r^3*x^2-5923*b*g^3*q*r^2*x^3-1582*b*g^3*r^4*x^2-1920*b*g^3*r^3*x^3 -604*b*g^2*p^4*r*x^2-976*b*g^2*p^4*x^3-1892*b*g^2*p^3*q*r*x^2-3904*b*g^2*p^3*q* x^3-3098*b*g^2*p^3*r^2*x^2-4144*b*g^2*p^3*r*x^3-2052*b*g^2*p^2*q^2*r*x^2-5856*b *g^2*p^2*q^2*x^3-7098*b*g^2*p^2*q*r^2*x^2-12432*b*g^2*p^2*q*r*x^3-5858*b*g^2*p^ 2*r^3*x^2-4747*b*g^2*p^2*r^2*x^3-844*b*g^2*p*q^3*r*x^2-3904*b*g^2*p*q^3*x^3-\ 4902*b*g^2*p*q^2*r^2*x^2-12432*b*g^2*p*q^2*r*x^3-8692*b*g^2*p*q*r^3*x^2-9494*b* g^2*p*q*r^2*x^3-4838*b*g^2*p*r^4*x^2-234*b*g^2*p*r^3*x^3-80*b*g^2*q^4*r*x^2-976 *b*g^2*q^4*x^3-902*b*g^2*q^3*r^2*x^2-4144*b*g^2*q^3*r*x^3-2834*b*g^2*q^2*r^3*x^ 2-4747*b*g^2*q^2*r^2*x^3-3486*b*g^2*q*r^4*x^2-234*b*g^2*q*r^3*x^3-1474*b*g^2*r^ 5*x^2+1574*b*g^2*r^4*x^3-184*b*g*p^5*r*x^2-272*b*g*p^5*x^3-744*b*g*p^4*q*r*x^2-\ 1360*b*g*p^4*q*x^3-1179*b*g*p^4*r^2*x^2-1127*b*g*p^4*r*x^3-1136*b*g*p^3*q^2*r*x ^2-2720*b*g*p^3*q^2*x^3-3742*b*g*p^3*q*r^2*x^2-4508*b*g*p^3*q*r*x^3-2978*b*g*p^ 3*r^3*x^2-458*b*g*p^3*r^2*x^3-784*b*g*p^2*q^3*r*x^2-2720*b*g*p^2*q^3*x^3-4152*b *g*p^2*q^2*r^2*x^2-6762*b*g*p^2*q^2*r*x^3-6948*b*g*p^2*q*r^3*x^2-1374*b*g*p^2*q *r^2*x^3-3700*b*g*p^2*r^4*x^2+3658*b*g*p^2*r^3*x^3-216*b*g*p*q^4*r*x^2-1360*b*g *p*q^4*x^3-1794*b*g*p*q^3*r^2*x^2-4508*b*g*p*q^3*r*x^3-4962*b*g*p*q^2*r^3*x^2-\ 1374*b*g*p*q^2*r^2*x^3-5646*b*g*p*q*r^4*x^2+7316*b*g*p*q*r^3*x^3-2262*b*g*p*r^5 *x^2+5906*b*g*p*r^4*x^3-8*b*g*q^5*r*x^2-272*b*g*q^5*x^3-205*b*g*q^4*r^2*x^2-\ 1127*b*g*q^4*r*x^3-992*b*g*q^3*r^3*x^2-458*b*g*q^3*r^2*x^3-1946*b*g*q^2*r^4*x^2 +3658*b*g*q^2*r^3*x^3-1696*b*g*q*r^5*x^2+5906*b*g*q*r^4*x^3-545*b*g*r^6*x^2+ 2645*b*g*r^5*x^3-12*b*p^6*r*x^2-16*b*p^6*x^3-60*b*p^5*q*r*x^2-96*b*p^5*q*x^3-92 *b*p^5*r^2*x^2-6*b*p^5*r*x^3-120*b*p^4*q^2*r*x^2-240*b*p^4*q^2*x^3-378*b*p^4*q* r^2*x^2-30*b*p^4*q*r*x^3-290*b*p^4*r^3*x^2+480*b*p^4*r^2*x^3-120*b*p^3*q^3*r*x^ 2-320*b*p^3*q^3*x^3-592*b*p^3*q^2*r^2*x^2-60*b*p^3*q^2*r*x^3-940*b*p^3*q*r^3*x^ 2+1920*b*p^3*q*r^2*x^3-480*b*p^3*r^4*x^2+1908*b*p^3*r^3*x^3-60*b*p^2*q^4*r*x^2-\ 240*b*p^2*q^4*x^3-428*b*p^2*q^3*r^2*x^2-60*b*p^2*q^3*r*x^3-1080*b*p^2*q^2*r^3*x ^2+2880*b*p^2*q^2*r^2*x^3-1152*b*p^2*q*r^4*x^2+5724*b*p^2*q*r^3*x^3-440*b*p^2*r ^5*x^2+3122*b*p^2*r^4*x^3-12*b*p*q^5*r*x^2-96*b*p*q^5*x^3-132*b*p*q^4*r^2*x^2-\ 30*b*p*q^4*r*x^3-500*b*p*q^3*r^3*x^2+1920*b*p*q^3*r^2*x^3-864*b*p*q^2*r^4*x^2+ 5724*b*p*q^2*r^3*x^3-696*b*p*q*r^5*x^2+6244*b*p*q*r^4*x^3-212*b*p*r^6*x^2+2374* b*p*r^5*x^3-16*b*q^6*x^3-10*b*q^5*r^2*x^2-6*b*q^5*r*x^3-70*b*q^4*r^3*x^2+480*b* q^4*r^2*x^3-192*b*q^3*r^4*x^2+1908*b*q^3*r^3*x^3-256*b*q^2*r^5*x^2+3122*b*q^2*r ^4*x^3-166*b*q*r^6*x^2+2374*b*q*r^5*x^3-42*b*r^7*x^2+690*b*r^6*x^3-384*c^7*r*x^ 2-1024*c^7*x^3-1728*c^6*g*r*x^2-4608*c^6*g*x^3-1344*c^6*p*r*x^2-3072*c^6*p*x^3-\ 960*c^6*q*r*x^2-3072*c^6*q*x^3-1632*c^6*r^2*x^2-2368*c^6*r*x^3-2880*c^5*g^2*r*x ^2-7680*c^5*g^2*x^3-5440*c^5*g*p*r*x^2-12288*c^5*g*p*x^3-3776*c^5*g*q*r*x^2-\ 12288*c^5*g*q*x^3-6672*c^5*g*r^2*x^2-11616*c^5*g*r*x^3-1920*c^5*p^2*r*x^2-3840* c^5*p^2*x^3-2880*c^5*p*q*r*x^2-7680*c^5*p*q*x^3-4736*c^5*p*r^2*x^2-5536*c^5*p*r *x^3-960*c^5*q^2*r*x^2-3840*c^5*q^2*x^3-3424*c^5*q*r^2*x^2-5536*c^5*q*r*x^3-\ 2880*c^5*r^3*x^2+448*c^5*r^2*x^3-2400*c^4*g^3*r*x^2-6400*c^4*g^3*x^3-7744*c^4*g ^2*p*r*x^2-17408*c^4*g^2*p*x^3-5312*c^4*g^2*q*r*x^2-17408*c^4*g^2*q*x^3-9552*c^ 4*g^2*r^2*x^2-18528*c^4*g^2*r*x^3-6848*c^4*g*p^2*r*x^2-13440*c^4*g*p^2*x^3-\ 10080*c^4*g*p*q*r*x^2-26880*c^4*g*p*q*x^3-17120*c^4*g*p*r^2*x^2-24624*c^4*g*p*r *x^3-3232*c^4*g*q^2*r*x^2-13440*c^4*g*q^2*x^3-12016*c^4*g*q*r^2*x^2-24624*c^4*g *q*r*x^3-10560*c^4*g*r^3*x^2-5984*c^4*g*r^2*x^3-1440*c^4*p^3*r*x^2-2560*c^4*p^3 *x^3-3360*c^4*p^2*q*r*x^2-7680*c^4*p^2*q*x^3-5392*c^4*p^2*r^2*x^2-4960*c^4*p^2* r*x^3-2400*c^4*p*q^2*r*x^2-7680*c^4*p*q^2*x^3-8160*c^4*p*q*r^2*x^2-9920*c^4*p*q *r*x^3-6640*c^4*p*r^3*x^2+2528*c^4*p*r^2*x^3-480*c^4*q^3*r*x^2-2560*c^4*q^3*x^3 -2768*c^4*q^2*r^2*x^2-4960*c^4*q^2*r*x^3-4880*c^4*q*r^3*x^2+2528*c^4*q*r^2*x^3-\ 2688*c^4*r^4*x^2+6144*c^4*r^3*x^3-1080*c^3*g^4*r*x^2-2880*c^3*g^4*x^3-5248*c^3* g^3*p*r*x^2-11776*c^3*g^3*p*x^3-3584*c^3*g^3*q*r*x^2-11776*c^3*g^3*q*x^3-6504*c ^3*g^3*r^2*x^2-13936*c^3*g^3*r*x^3-8016*c^3*g^2*p^2*r*x^2-15616*c^3*g^2*p^2*x^3 -11712*c^3*g^2*p*q*r*x^2-31232*c^3*g^2*p*q*x^3-20160*c^3*g^2*p*r^2*x^2-32480*c^ 3*g^2*p*r*x^3-3696*c^3*g^2*q^2*r*x^2-15616*c^3*g^2*q^2*x^3-14016*c^3*g^2*q*r^2* x^2-32480*c^3*g^2*q*r*x^3-12480*c^3*g^2*r^3*x^2-12272*c^3*g^2*r^2*x^3-4416*c^3* g*p^3*r*x^2-7680*c^3*g*p^3*x^3-10176*c^3*g*p^2*q*r*x^2-23040*c^3*g*p^2*q*x^3-\ 16776*c^3*g*p^2*r^2*x^2-20208*c^3*g*p^2*r*x^3-7104*c^3*g*p*q^2*r*x^2-23040*c^3* g*p*q^2*x^3-24912*c^3*g*p*q*r^2*x^2-40416*c^3*g*p*q*r*x^3-20976*c^3*g*p*r^3*x^2 -7680*c^3*g*p*r^2*x^3-1344*c^3*g*q^3*r*x^2-7680*c^3*g*q^3*x^3-8136*c^3*g*q^2*r^ 2*x^2-20208*c^3*g*q^2*r*x^3-15024*c^3*g*q*r^3*x^2-7680*c^3*g*q*r^2*x^3-8616*c^3 *g*r^4*x^2+7616*c^3*g*r^3*x^3-600*c^3*p^4*r*x^2-960*c^3*p^4*x^3-1920*c^3*p^3*q* r*x^2-3840*c^3*p^3*q*x^3-3024*c^3*p^3*r^2*x^2-2000*c^3*p^3*r*x^3-2160*c^3*p^2*q ^2*r*x^2-5760*c^3*p^2*q^2*x^3-7104*c^3*p^2*q*r^2*x^2-6000*c^3*p^2*q*r*x^3-5640* c^3*p^2*r^3*x^2+3936*c^3*p^2*r^2*x^3-960*c^3*p*q^3*r*x^2-3840*c^3*p*q^3*x^3-\ 5136*c^3*p*q^2*r^2*x^2-6000*c^3*p*q^2*r*x^3-8640*c^3*p*q*r^3*x^2+7872*c^3*p*q*r ^2*x^3-4608*c^3*p*r^4*x^2+12096*c^3*p*r^3*x^3-120*c^3*q^4*r*x^2-960*c^3*q^4*x^3 -1056*c^3*q^3*r^2*x^2-2000*c^3*q^3*r*x^3-3000*c^3*q^2*r^3*x^2+3936*c^3*q^2*r^2* x^3-3456*c^3*q*r^4*x^2+12096*c^3*q*r^3*x^3-1392*c^3*r^5*x^2+7408*c^3*r^4*x^3-\ 252*c^2*g^5*r*x^2-672*c^2*g^5*x^3-1796*c^2*g^4*p*r*x^2-4032*c^2*g^4*p*x^3-1228* c^2*g^4*q*r*x^2-4032*c^2*g^4*q*x^3-2238*c^2*g^4*r^2*x^2-5412*c^2*g^4*r*x^3-4152 *c^2*g^3*p^2*r*x^2-8064*c^2*g^3*p^2*x^3-6048*c^2*g^3*p*q*r*x^2-16128*c^2*g^3*p* q*x^3-10480*c^2*g^3*p*r^2*x^2-18704*c^2*g^3*p*r*x^3-1896*c^2*g^3*q^2*r*x^2-8064 *c^2*g^3*q^2*x^3-7280*c^2*g^3*q*r^2*x^2-18704*c^2*g^3*q*r*x^3-6480*c^2*g^3*r^3* x^2-8872*c^2*g^3*r^2*x^3-4008*c^2*g^2*p^3*r*x^2-6912*c^2*g^2*p^3*x^3-9192*c^2*g ^2*p^2*q*r*x^2-20736*c^2*g^2*p^2*q*x^3-15312*c^2*g^2*p^2*r^2*x^2-20928*c^2*g^2* p^2*r*x^3-6360*c^2*g^2*p*q^2*r*x^2-20736*c^2*g^2*p*q^2*x^3-22608*c^2*g^2*p*q*r^ 2*x^2-41856*c^2*g^2*p*q*r*x^3-19224*c^2*g^2*p*r^3*x^2-14448*c^2*g^2*p*r^2*x^3-\ 1176*c^2*g^2*q^3*r*x^2-6912*c^2*g^2*q^3*x^3-7296*c^2*g^2*q^2*r^2*x^2-20928*c^2* g^2*q^2*r*x^3-13656*c^2*g^2*q*r^3*x^2-14448*c^2*g^2*q*r^2*x^3-7920*c^2*g^2*r^4* x^2+1344*c^2*g^2*r^3*x^3-1532*c^2*g*p^4*r*x^2-2400*c^2*g*p^4*x^3-4864*c^2*g*p^3 *q*r*x^2-9600*c^2*g*p^3*q*x^3-7824*c^2*g*p^3*r^2*x^2-7896*c^2*g*p^3*r*x^3-5400* c^2*g*p^2*q^2*r*x^2-14400*c^2*g*p^2*q^2*x^3-18168*c^2*g*p^2*q*r^2*x^2-23688*c^2 *g*p^2*q*r*x^3-14796*c^2*g*p^2*r^3*x^2-2544*c^2*g*p^2*r^2*x^3-2336*c^2*g*p*q^3* r*x^2-9600*c^2*g*p*q^3*x^3-12864*c^2*g*p*q^2*r^2*x^2-23688*c^2*g*p*q^2*r*x^3-\ 22320*c^2*g*p*q*r^3*x^2-5088*c^2*g*p*q*r^2*x^3-12248*c^2*g*p*r^4*x^2+12704*c^2* g*p*r^3*x^3-268*c^2*g*q^4*r*x^2-2400*c^2*g*q^4*x^3-2520*c^2*g*q^3*r^2*x^2-7896* c^2*g*q^3*r*x^3-7524*c^2*g*q^2*r^3*x^2-2544*c^2*g*q^2*r^2*x^3-9016*c^2*g*q*r^4* x^2+12704*c^2*g*q*r^3*x^3-3744*c^2*g*r^5*x^2+10408*c^2*g*r^4*x^3-132*c^2*p^5*r* x^2-192*c^2*p^5*x^3-540*c^2*p^4*q*r*x^2-960*c^2*p^4*q*x^3-838*c^2*p^4*r^2*x^2-\ 260*c^2*p^4*r*x^3-840*c^2*p^3*q^2*r*x^2-1920*c^2*p^3*q^2*x^3-2696*c^2*p^3*q*r^2 *x^2-1040*c^2*p^3*q*r*x^3-2100*c^2*p^3*r^3*x^2+2672*c^2*p^3*r^2*x^3-600*c^2*p^2 *q^3*r*x^2-1920*c^2*p^2*q^3*x^3-3060*c^2*p^2*q^2*r^2*x^2-1560*c^2*p^2*q^2*r*x^3 -4980*c^2*p^2*q*r^3*x^2+8016*c^2*p^2*q*r^2*x^3-2592*c^2*p^2*r^4*x^2+8928*c^2*p^ 2*r^3*x^3-180*c^2*p*q^4*r*x^2-960*c^2*p*q^4*x^3-1384*c^2*p*q^3*r^2*x^2-1040*c^2 *p*q^3*r*x^3-3660*c^2*p*q^2*r^3*x^2+8016*c^2*p*q^2*r^2*x^3-4032*c^2*p*q*r^4*x^2 +17856*c^2*p*q*r^3*x^3-1576*c^2*p*r^5*x^2+10096*c^2*p*r^4*x^3-12*c^2*q^5*r*x^2-\ 192*c^2*q^5*x^3-182*c^2*q^4*r^2*x^2-260*c^2*q^4*r*x^3-780*c^2*q^3*r^3*x^2+2672* c^2*q^3*r^2*x^3-1440*c^2*q^2*r^4*x^2+8928*c^2*q^2*r^3*x^3-1208*c^2*q*r^5*x^2+ 10096*c^2*q*r^4*x^3-378*c^2*r^6*x^2+3908*c^2*r^5*x^3-24*c*g^6*r*x^2-64*c*g^6*x^ 3-284*c*g^5*p*r*x^2-640*c*g^5*p*x^3-196*c*g^5*q*r*x^2-640*c*g^5*q*x^3-357*c*g^5 *r^2*x^2-1038*c*g^5*r*x^3-964*c*g^4*p^2*r*x^2-1872*c*g^4*p^2*x^3-1404*c*g^4*p*q *r*x^2-3744*c*g^4*p*q*x^3-2440*c*g^4*p*r^2*x^2-4926*c*g^4*p*r*x^3-440*c*g^4*q^2 *r*x^2-1872*c*g^4*q^2*x^3-1706*c*g^4*q*r^2*x^2-4926*c*g^4*q*r*x^3-1500*c*g^4*r^ 3*x^2-2800*c*g^4*r^2*x^3-1416*c*g^3*p^3*r*x^2-2432*c*g^3*p^3*x^3-3240*c*g^3*p^2 *q*r*x^2-7296*c*g^3*p^2*q*x^3-5426*c*g^3*p^2*r^2*x^2-8252*c*g^3*p^2*r*x^3-2232* c*g^3*p*q^2*r*x^2-7296*c*g^3*p*q^2*x^3-8004*c*g^3*p*q*r^2*x^2-16504*c*g^3*p*q*r *x^3-6812*c*g^3*p*r^3*x^2-7424*c*g^3*p*r^2*x^3-408*c*g^3*q^3*r*x^2-2432*c*g^3*q ^3*x^3-2578*c*g^3*q^2*r^2*x^2-8252*c*g^3*q^2*r*x^3-4828*c*g^3*q*r^3*x^2-7424*c* g^3*q*r^2*x^3-2802*c*g^3*r^4*x^2-1296*c*g^3*r^3*x^3-968*c*g^2*p^4*r*x^2-1504*c* g^2*p^4*x^3-3064*c*g^2*p^3*q*r*x^2-6016*c*g^2*p^3*q*x^3-4968*c*g^2*p^3*r^2*x^2-\ 5832*c*g^2*p^3*r*x^3-3384*c*g^2*p^2*q^2*r*x^2-9024*c*g^2*p^2*q^2*x^3-11496*c*g^ 2*p^2*q*r^2*x^2-17496*c*g^2*p^2*q*r*x^3-9432*c*g^2*p^2*r^3*x^2-5244*c*g^2*p^2*r ^2*x^3-1448*c*g^2*p*q^3*r*x^2-6016*c*g^2*p*q^3*x^3-8088*c*g^2*p*q^2*r^2*x^2-\ 17496*c*g^2*p*q^2*r*x^3-14160*c*g^2*p*q*r^3*x^2-10488*c*g^2*p*q*r^2*x^3-7832*c* g^2*p*r^4*x^2+2688*c*g^2*p*r^3*x^3-160*c*g^2*q^4*r*x^2-1504*c*g^2*q^4*x^3-1560* c*g^2*q^3*r^2*x^2-5832*c*g^2*q^3*r*x^3-4728*c*g^2*q^2*r^3*x^2-5244*c*g^2*q^2*r^ 2*x^3-5728*c*g^2*q*r^4*x^2+2688*c*g^2*q*r^3*x^3-2400*c*g^2*r^5*x^2+3984*c*g^2*r ^4*x^3-268*c*g*p^5*r*x^2-384*c*g*p^5*x^3-1092*c*g*p^4*q*r*x^2-1920*c*g*p^4*q*x^ 3-1717*c*g*p^4*r^2*x^2-1422*c*g*p^4*r*x^3-1688*c*g*p^3*q^2*r*x^2-3840*c*g*p^3*q ^2*x^3-5492*c*g*p^3*q*r^2*x^2-5688*c*g*p^3*q*r*x^3-4344*c*g*p^3*r^3*x^2+224*c*g *p^3*r^2*x^3-1192*c*g*p^2*q^3*r*x^2-3840*c*g*p^2*q^3*x^3-6174*c*g*p^2*q^2*r^2*x ^2-8532*c*g*p^2*q^2*r*x^3-10224*c*g*p^2*q*r^3*x^2+672*c*g*p^2*q*r^2*x^3-5410*c* g*p^2*r^4*x^2+6992*c*g*p^2*r^3*x^3-348*c*g*p*q^4*r*x^2-1920*c*g*p*q^4*x^3-2740* c*g*p*q^3*r^2*x^2-5688*c*g*p*q^3*r*x^3-7416*c*g*p*q^2*r^3*x^2+672*c*g*p*q^2*r^2 *x^3-8340*c*g*p*q*r^4*x^2+13984*c*g*p*q*r^3*x^3-3316*c*g*p*r^5*x^2+10076*c*g*p* r^4*x^3-20*c*g*q^5*r*x^2-384*c*g*q^5*x^3-341*c*g*q^4*r^2*x^2-1422*c*g*q^4*r*x^3 -1536*c*g*q^3*r^3*x^2+224*c*g*q^3*r^2*x^3-2930*c*g*q^2*r^4*x^2+6992*c*g*q^2*r^3 *x^3-2516*c*g*q*r^5*x^2+10076*c*g*q*r^4*x^3-801*c*g*r^6*x^2+4346*c*g*r^5*x^3-12 *c*p^6*r*x^2-16*c*p^6*x^3-60*c*p^5*q*r*x^2-96*c*p^5*q*x^3-92*c*p^5*r^2*x^2+46*c *p^5*r*x^3-120*c*p^4*q^2*r*x^2-240*c*p^4*q^2*x^3-378*c*p^4*q*r^2*x^2+230*c*p^4* q*r*x^3-290*c*p^4*r^3*x^2+844*c*p^4*r^2*x^3-120*c*p^3*q^3*r*x^2-320*c*p^3*q^3*x ^3-592*c*p^3*q^2*r^2*x^2+460*c*p^3*q^2*r*x^3-940*c*p^3*q*r^3*x^2+3376*c*p^3*q*r ^2*x^3-480*c*p^3*r^4*x^2+2928*c*p^3*r^3*x^3-60*c*p^2*q^4*r*x^2-240*c*p^2*q^4*x^ 3-428*c*p^2*q^3*r^2*x^2+460*c*p^2*q^3*r*x^3-1080*c*p^2*q^2*r^3*x^2+5064*c*p^2*q ^2*r^2*x^3-1152*c*p^2*q*r^4*x^2+8784*c*p^2*q*r^3*x^3-440*c*p^2*r^5*x^2+4540*c*p ^2*r^4*x^3-12*c*p*q^5*r*x^2-96*c*p*q^5*x^3-132*c*p*q^4*r^2*x^2+230*c*p*q^4*r*x^ 3-500*c*p*q^3*r^3*x^2+3376*c*p*q^3*r^2*x^3-864*c*p*q^2*r^4*x^2+8784*c*p*q^2*r^3 *x^3-696*c*p*q*r^5*x^2+9080*c*p*q*r^4*x^3-212*c*p*r^6*x^2+3346*c*p*r^5*x^3-16*c *q^6*x^3-10*c*q^5*r^2*x^2+46*c*q^5*r*x^3-70*c*q^4*r^3*x^2+844*c*q^4*r^2*x^3-192 *c*q^3*r^4*x^2+2928*c*q^3*r^3*x^3-256*c*q^2*r^5*x^2+4540*c*q^2*r^4*x^3-166*c*q* r^6*x^2+3346*c*q*r^5*x^3-42*c*r^7*x^2+952*c*r^6*x^3-14*g^6*p*r*x^2-32*g^6*p*x^3 -10*g^6*q*r*x^2-32*g^6*q*x^3-18*g^6*r^2*x^2-76*g^6*r*x^3-78*g^5*p^2*r*x^2-152*g ^5*p^2*x^3-114*g^5*p*q*r*x^2-304*g^5*p*q*x^3-198*g^5*p*r^2*x^2-481*g^5*p*r*x^3-\ 36*g^5*q^2*r*x^2-152*g^5*q^2*x^3-141*g^5*q*r^2*x^2-481*g^5*q*r*x^3-120*g^5*r^3* x^2-328*g^5*r^2*x^3-168*g^4*p^3*r*x^2-288*g^4*p^3*x^3-384*g^4*p^2*q*r*x^2-864*g ^4*p^2*q*x^3-645*g^4*p^2*r^2*x^2-1110*g^4*p^2*r*x^3-264*g^4*p*q^2*r*x^2-864*g^4 *p*q^2*x^3-954*g^4*p*q*r^2*x^2-2220*g^4*p*q*r*x^3-807*g^4*p*r^3*x^2-1218*g^4*p* r^2*x^3-48*g^4*q^3*r*x^2-288*g^4*q^3*x^3-309*g^4*q^2*r^2*x^2-1110*g^4*q^2*r*x^3 -573*g^4*q*r^3*x^2-1218*g^4*q*r^2*x^3-330*g^4*r^4*x^2-416*g^4*r^3*x^3-176*g^3*p ^4*r*x^2-272*g^3*p^4*x^3-556*g^3*p^3*q*r*x^2-1088*g^3*p^3*q*x^3-906*g^3*p^3*r^2 *x^2-1192*g^3*p^3*r*x^3-612*g^3*p^2*q^2*r*x^2-1632*g^3*p^2*q^2*x^3-2094*g^3*p^2 *q*r^2*x^2-3576*g^3*p^2*q*r*x^3-1722*g^3*p^2*r^3*x^2-1494*g^3*p^2*r^2*x^3-260*g ^3*p*q^3*r*x^2-1088*g^3*p*q^3*x^3-1470*g^3*p*q^2*r^2*x^2-3576*g^3*p*q^2*r*x^3-\ 2580*g^3*p*q*r^3*x^2-2988*g^3*p*q*r^2*x^3-1430*g^3*p*r^4*x^2-320*g^3*p*r^3*x^3-\ 28*g^3*q^4*r*x^2-272*g^3*q^4*x^3-282*g^3*q^3*r^2*x^2-1192*g^3*q^3*r*x^3-858*g^3 *q^2*r^3*x^2-1494*g^3*q^2*r^2*x^3-1042*g^3*q*r^4*x^2-320*g^3*q*r^3*x^3-438*g^3* r^5*x^2+316*g^3*r^4*x^3-90*g^2*p^5*r*x^2-128*g^2*p^5*x^3-366*g^2*p^4*q*r*x^2-\ 640*g^2*p^4*q*x^3-579*g^2*p^4*r^2*x^2-586*g^2*p^4*r*x^3-564*g^2*p^3*q^2*r*x^2-\ 1280*g^2*p^3*q^2*x^3-1848*g^2*p^3*q*r^2*x^2-2344*g^2*p^3*q*r*x^3-1470*g^2*p^3*r ^3*x^2-544*g^2*p^3*r^2*x^3-396*g^2*p^2*q^3*r*x^2-1280*g^2*p^2*q^3*x^3-2070*g^2* p^2*q^2*r^2*x^2-3516*g^2*p^2*q^2*r*x^3-3450*g^2*p^2*q*r^3*x^2-1632*g^2*p^2*q*r^ 2*x^3-1836*g^2*p^2*r^4*x^2+1008*g^2*p^2*r^3*x^3-114*g^2*p*q^4*r*x^2-640*g^2*p*q ^4*x^3-912*g^2*p*q^3*r^2*x^2-2344*g^2*p*q^3*r*x^3-2490*g^2*p*q^2*r^3*x^2-1632*g ^2*p*q^2*r^2*x^3-2820*g^2*p*q*r^4*x^2+2016*g^2*p*q*r^3*x^3-1128*g^2*p*r^5*x^2+ 2104*g^2*p*r^4*x^3-6*g^2*q^5*r*x^2-128*g^2*q^5*x^3-111*g^2*q^4*r^2*x^2-586*g^2* q^4*r*x^3-510*g^2*q^3*r^3*x^2-544*g^2*q^3*r^2*x^3-984*g^2*q^2*r^4*x^2+1008*g^2* q^2*r^3*x^3-852*g^2*q*r^5*x^2+2104*g^2*q*r^4*x^3-273*g^2*r^6*x^2+1010*g^2*r^5*x ^3-18*g*p^6*r*x^2-24*g*p^6*x^3-90*g*p^5*q*r*x^2-144*g*p^5*q*x^3-138*g*p^5*r^2*x ^2-87*g*p^5*r*x^3-180*g*p^4*q^2*r*x^2-360*g*p^4*q^2*x^3-567*g*p^4*q*r^2*x^2-435 *g*p^4*q*r*x^3-435*g*p^4*r^3*x^2+162*g*p^4*r^2*x^3-180*g*p^3*q^3*r*x^2-480*g*p^ 3*q^3*x^3-888*g*p^3*q^2*r^2*x^2-870*g*p^3*q^2*r*x^3-1410*g*p^3*q*r^3*x^2+648*g* p^3*q*r^2*x^3-720*g*p^3*r^4*x^2+1272*g*p^3*r^3*x^3-90*g*p^2*q^4*r*x^2-360*g*p^2 *q^4*x^3-642*g*p^2*q^3*r^2*x^2-870*g*p^2*q^3*r*x^3-1620*g*p^2*q^2*r^3*x^2+972*g *p^2*q^2*r^2*x^3-1728*g*p^2*q*r^4*x^2+3816*g*p^2*q*r^3*x^3-660*g*p^2*r^5*x^2+ 2436*g*p^2*r^4*x^3-18*g*p*q^5*r*x^2-144*g*p*q^5*x^3-198*g*p*q^4*r^2*x^2-435*g*p *q^4*r*x^3-750*g*p*q^3*r^3*x^2+648*g*p*q^3*r^2*x^3-1296*g*p*q^2*r^4*x^2+3816*g* p*q^2*r^3*x^3-1044*g*p*q*r^5*x^2+4872*g*p*q*r^4*x^3-318*g*p*r^6*x^2+1995*g*p*r^ 5*x^3-24*g*q^6*x^3-15*g*q^5*r^2*x^2-87*g*q^5*r*x^3-105*g*q^4*r^3*x^2+162*g*q^4* r^2*x^3-288*g*q^3*r^4*x^2+1272*g*q^3*r^3*x^3-384*g*q^2*r^5*x^2+2436*g*q^2*r^4*x ^3-249*g*q*r^6*x^2+1995*g*q*r^5*x^3-63*g*r^7*x^2+606*g*r^6*x^3+12*p^6*r*x^3+72* p^5*q*r*x^3+102*p^5*r^2*x^3+180*p^4*q^2*r*x^3+510*p^4*q*r^2*x^3+360*p^4*r^3*x^3 +240*p^3*q^3*r*x^3+1020*p^3*q^2*r^2*x^3+1440*p^3*q*r^3*x^3+672*p^3*r^4*x^3+180* p^2*q^4*r*x^3+1020*p^2*q^3*r^2*x^3+2160*p^2*q^2*r^3*x^3+2016*p^2*q*r^4*x^3+696* p^2*r^5*x^3+72*p*q^5*r*x^3+510*p*q^4*r^2*x^3+1440*p*q^3*r^3*x^3+2016*p*q^2*r^4* x^3+1392*p*q*r^5*x^3+378*p*r^6*x^3+12*q^6*r*x^3+102*q^5*r^2*x^3+360*q^4*r^3*x^3 +672*q^3*r^4*x^3+696*q^2*r^5*x^3+378*q*r^6*x^3+84*r^7*x^3+128*a^6*c*r*x+576*a^6 *c*x^2+96*a^6*p*r*x+384*a^6*p*x^2+64*a^6*q*r*x+288*a^6*q*x^2+112*a^6*r^2*x+752* a^6*r*x^2+448*a^6*x^3+576*a^5*b*c*r*x+3072*a^5*b*c*x^2+416*a^5*b*p*r*x+2016*a^5 *b*p*x^2+256*a^5*b*q*r*x+1440*a^5*b*q*x^2+480*a^5*b*r^2*x+3920*a^5*b*r*x^2+2688 *a^5*b*x^3+832*a^5*c^2*r*x+4224*a^5*c^2*x^2+480*a^5*c*g*r*x+2592*a^5*c*g*x^2+ 1088*a^5*c*p*r*x+4896*a^5*c*p*x^2+640*a^5*c*q*r*x+3648*a^5*c*q*x^2+1264*a^5*c*r ^2*x+6688*a^5*c*r*x^2+960*a^5*c*x^3+352*a^5*g*p*r*x+1728*a^5*g*p*x^2+224*a^5*g* q*r*x+1248*a^5*g*q*x^2+400*a^5*g*r^2*x+3328*a^5*g*r*x^2+2240*a^5*g*x^3+336*a^5* p^2*r*x+1344*a^5*p^2*x^2+416*a^5*p*q*r*x+2112*a^5*p*q*x^2+784*a^5*p*r^2*x+3472* a^5*p*r*x^2+256*a^5*p*x^3+112*a^5*q^2*r*x+768*a^5*q^2*x^2+480*a^5*q*r^2*x+2704* a^5*q*r*x^2+256*a^5*q*x^3+448*a^5*r^3*x+2016*a^5*r^2*x^2-1328*a^5*r*x^3+1024*a^ 4*b^2*c*r*x+6720*a^4*b^2*c*x^2+704*a^4*b^2*p*r*x+4320*a^4*b^2*p*x^2+384*a^4*b^2 *q*r*x+2880*a^4*b^2*q*x^2+800*a^4*b^2*r^2*x+8320*a^4*b^2*r*x^2+6720*a^4*b^2*x^3 +3136*a^4*b*c^2*r*x+18816*a^4*b*c^2*x^2+1856*a^4*b*c*g*r*x+11616*a^4*b*c*g*x^2+ 4064*a^4*b*c*p*r*x+21696*a^4*b*c*p*x^2+2176*a^4*b*c*q*r*x+15456*a^4*b*c*q*x^2+ 4656*a^4*b*c*r^2*x+29424*a^4*b*c*r*x^2+4800*a^4*b*c*x^3+1312*a^4*b*g*p*r*x+7584 *a^4*b*g*p*x^2+768*a^4*b*g*q*r*x+5184*a^4*b*g*q*x^2+1496*a^4*b*g*r^2*x+14544*a^ 4*b*g*r*x^2+11200*a^4*b*g*x^3+1264*a^4*b*p^2*r*x+5952*a^4*b*p^2*x^2+1440*a^4*b* p*q*r*x+9024*a^4*b*p*q*x^2+2896*a^4*b*p*r^2*x+15408*a^4*b*p*r*x^2+1280*a^4*b*p* x^3+336*a^4*b*q^2*r*x+3072*a^4*b*q^2*x^2+1632*a^4*b*q*r^2*x+11568*a^4*b*q*r*x^2 +1280*a^4*b*q*x^3+1632*a^4*b*r^3*x+8928*a^4*b*r^2*x^2-6640*a^4*b*r*x^3+2240*a^4 *c^3*r*x+12672*a^4*c^3*x^2+2656*a^4*c^2*g*r*x+16032*a^4*c^2*g*x^2+4160*a^4*c^2* p*r*x+20832*a^4*c^2*p*x^2+2304*a^4*c^2*q*r*x+15360*a^4*c^2*q*x^2+4768*a^4*c^2*r ^2*x+22944*a^4*c^2*r*x^2-6208*a^4*c^2*x^3+768*a^4*c*g^2*r*x+4848*a^4*c*g^2*x^2+ 3488*a^4*c*g*p*r*x+18720*a^4*c*g*p*x^2+1952*a^4*c*g*q*r*x+13536*a^4*c*g*q*x^2+ 3944*a^4*c*g*r^2*x+25288*a^4*c*g*r*x^2+4096*a^4*c*g*x^3+2448*a^4*c*p^2*r*x+ 10896*a^4*c*p^2*x^2+2880*a^4*c*p*q*r*x+16896*a^4*c*p*q*x^2+5632*a^4*c*p*r^2*x+ 22920*a^4*c*p*r*x^2-6784*a^4*c*p*x^3+720*a^4*c*q^2*r*x+6000*a^4*c*q^2*x^2+3248* a^4*c*q*r^2*x+17800*a^4*c*q*r*x^2-6784*a^4*c*q*x^3+3184*a^4*c*r^3*x+10056*a^4*c *r^2*x^2-19328*a^4*c*r*x^3+552*a^4*g^2*p*r*x+3216*a^4*g^2*p*x^2+336*a^4*g^2*q*r *x+2232*a^4*g^2*q*x^2+620*a^4*g^2*r^2*x+6116*a^4*g^2*r*x^2+4592*a^4*g^2*x^3+ 1096*a^4*g*p^2*r*x+5184*a^4*g*p^2*x^2+1296*a^4*g*p*q*r*x+7968*a^4*g*p*q*x^2+ 2480*a^4*g*p*r^2*x+13336*a^4*g*p*r*x^2+1152*a^4*g*p*x^3+328*a^4*g*q^2*r*x+2784* a^4*g*q^2*x^2+1456*a^4*g*q*r^2*x+10180*a^4*g*q*r*x^2+1152*a^4*g*q*x^3+1384*a^4* g*r^3*x+7712*a^4*g*r^2*x^2-5508*a^4*g*r*x^3+456*a^4*p^3*r*x+1824*a^4*p^3*x^2+ 848*a^4*p^2*q*r*x+4392*a^4*p^2*q*x^2+1588*a^4*p^2*r^2*x+5452*a^4*p^2*r*x^2-1840 *a^4*p^2*x^3+456*a^4*p*q^2*r*x+3312*a^4*p*q^2*x^2+1912*a^4*p*q*r^2*x+8748*a^4*p *q*r*x^2-3680*a^4*p*q*x^3+1808*a^4*p*r^3*x+4416*a^4*p*r^2*x^2-9380*a^4*p*r*x^3+ 64*a^4*q^3*r*x+744*a^4*q^3*x^2+500*a^4*q^2*r^2*x+3296*a^4*q^2*r*x^2-1840*a^4*q^ 2*x^3+1064*a^4*q*r^3*x+3452*a^4*q*r^2*x^2-9380*a^4*q*r*x^3+676*a^4*r^4*x+852*a^ 4*r^3*x^2-7688*a^4*r^2*x^3+896*a^3*b^3*c*r*x+7680*a^3*b^3*c*x^2+576*a^3*b^3*p*r *x+4800*a^3*b^3*p*x^2+256*a^3*b^3*q*r*x+2880*a^3*b^3*q*x^2+640*a^3*b^3*r^2*x+ 9120*a^3*b^3*r*x^2+8960*a^3*b^3*x^3+4480*a^3*b^2*c^2*r*x+33024*a^3*b^2*c^2*x^2+ 2752*a^3*b^2*c*g*r*x+20544*a^3*b^2*c*g*x^2+5760*a^3*b^2*c*p*r*x+37824*a^3*b^2*c *p*x^2+2688*a^3*b^2*c*q*r*x+25344*a^3*b^2*c*q*x^2+6448*a^3*b^2*c*r^2*x+50816*a^ 3*b^2*c*r*x^2+9600*a^3*b^2*c*x^3+1856*a^3*b^2*g*p*r*x+13056*a^3*b^2*g*p*x^2+960 *a^3*b^2*g*q*r*x+8256*a^3*b^2*g*q*x^2+2120*a^3*b^2*g*r^2*x+24896*a^3*b^2*g*r*x^ 2+22400*a^3*b^2*g*x^3+1808*a^3*b^2*p^2*r*x+10368*a^3*b^2*p^2*x^2+1824*a^3*b^2*p *q*r*x+14976*a^3*b^2*p*q*x^2+4032*a^3*b^2*p*r^2*x+26912*a^3*b^2*p*r*x^2+2560*a^ 3*b^2*p*x^3+336*a^3*b^2*q^2*r*x+4608*a^3*b^2*q^2*x^2+2016*a^3*b^2*q*r^2*x+19232 *a^3*b^2*q*r*x^2+2560*a^3*b^2*q*x^3+2224*a^3*b^2*r^3*x+15552*a^3*b^2*r^2*x^2-\ 13280*a^3*b^2*r*x^3+6784*a^3*b*c^3*r*x+45312*a^3*b*c^3*x^2+8352*a^3*b*c^2*g*r*x +57792*a^3*b*c^2*g*x^2+12640*a^3*b*c^2*p*r*x+74400*a^3*b*c^2*p*x^2+6336*a^3*b*c ^2*q*r*x+52512*a^3*b*c^2*q*x^2+14240*a^3*b*c^2*r^2*x+81744*a^3*b*c^2*r*x^2-\ 24832*a^3*b*c^2*x^3+2480*a^3*b*c*g^2*r*x+17568*a^3*b*c*g^2*x^2+10848*a^3*b*c*g* p*r*x+66816*a^3*b*c*g*p*x^2+5536*a^3*b*c*g*q*r*x+46080*a^3*b*c*g*q*x^2+12216*a^ 3*b*c*g*r^2*x+89744*a^3*b*c*g*r*x^2+16384*a^3*b*c*g*x^3+7536*a^3*b*c*p^2*r*x+ 38976*a^3*b*c*p^2*x^2+8128*a^3*b*c*p*q*r*x+58368*a^3*b*c*p*q*x^2+17056*a^3*b*c* p*r^2*x+82352*a^3*b*c*p*r*x^2-27136*a^3*b*c*p*x^3+1744*a^3*b*c*q^2*r*x+19392*a^ 3*b*c*q^2*x^2+8960*a^3*b*c*q*r^2*x+61872*a^3*b*c*q*r*x^2-27136*a^3*b*c*q*x^3+ 9520*a^3*b*c*r^3*x+37248*a^3*b*c*r^2*x^2-77312*a^3*b*c*r*x^3+1720*a^3*b*g^2*p*r *x+11352*a^3*b*g^2*p*x^2+960*a^3*b*g^2*q*r*x+7416*a^3*b*g^2*q*x^2+1972*a^3*b*g^ 2*r^2*x+21580*a^3*b*g^2*r*x^2+18368*a^3*b*g^2*x^3+3408*a^3*b*g*p^2*r*x+18432*a^ 3*b*g*p^2*x^2+3712*a^3*b*g*p*q*r*x+27264*a^3*b*g*p*q*x^2+7624*a^3*b*g*p*r^2*x+ 47588*a^3*b*g*p*r*x^2+4608*a^3*b*g*p*x^3+816*a^3*b*g*q^2*r*x+8832*a^3*b*g*q^2*x ^2+4136*a^3*b*g*q*r^2*x+34964*a^3*b*g*q*r*x^2+4608*a^3*b*g*q*x^3+4216*a^3*b*g*r ^3*x+27436*a^3*b*g*r^2*x^2-22032*a^3*b*g*r*x^3+1432*a^3*b*p^3*r*x+6552*a^3*b*p^ 3*x^2+2480*a^3*b*p^2*q*r*x+15336*a^3*b*p^2*q*x^2+4920*a^3*b*p^2*r^2*x+19792*a^3 *b*p^2*r*x^2-7360*a^3*b*p^2*x^3+1176*a^3*b*p*q^2*r*x+11016*a^3*b*p*q^2*x^2+5472 *a^3*b*p*q*r^2*x+30960*a^3*b*p*q*r*x^2-14720*a^3*b*p*q*x^3+5544*a^3*b*p*r^3*x+ 16744*a^3*b*p*r^2*x^2-37520*a^3*b*p*r*x^3+128*a^3*b*q^3*r*x+2232*a^3*b*q^3*x^2+ 1256*a^3*b*q^2*r^2*x+11168*a^3*b*q^2*r*x^2-7360*a^3*b*q^2*x^3+2992*a^3*b*q*r^3* x+12888*a^3*b*q*r^2*x^2-37520*a^3*b*q*r*x^3+2056*a^3*b*r^4*x+3936*a^3*b*r^3*x^2 -30752*a^3*b*r^2*x^3+3200*a^3*c^4*r*x+19968*a^3*c^4*x^2+5920*a^3*c^3*g*r*x+ 39264*a^3*c^3*g*x^2+7680*a^3*c^3*p*r*x+42336*a^3*c^3*p*x^2+4096*a^3*c^3*q*r*x+ 30912*a^3*c^3*q*x^2+8672*a^3*c^3*r^2*x+39840*a^3*c^3*r*x^2-27712*a^3*c^3*x^3+ 3520*a^3*c^2*g^2*r*x+24288*a^3*c^2*g^2*x^2+11200*a^3*c^2*g*p*r*x+65376*a^3*c^2* g*p*x^2+5888*a^3*c^2*g*q*r*x+46944*a^3*c^2*g*q*x^2+12496*a^3*c^2*g*r^2*x+72280* a^3*c^2*g*r*x^2-19872*a^3*c^2*g*x^3+6576*a^3*c^2*p^2*r*x+32160*a^3*c^2*p^2*x^2+ 7488*a^3*c^2*p*q*r*x+49344*a^3*c^2*p*q*x^2+14928*a^3*c^2*p*r^2*x+57488*a^3*c^2* p*r*x^2-40192*a^3*c^2*p*x^3+1776*a^3*c^2*q^2*r*x+17184*a^3*c^2*q^2*x^2+8288*a^3 *c^2*q*r^2*x+44912*a^3*c^2*q*r*x^2-40192*a^3*c^2*q*x^3+8352*a^3*c^2*r^3*x+18152 *a^3*c^2*r^2*x^2-76840*a^3*c^2*r*x^3+680*a^3*c*g^3*r*x+4824*a^3*c*g^3*x^2+4640* a^3*c*g^2*p*r*x+28440*a^3*c*g^2*p*x^2+2480*a^3*c*g^2*q*r*x+19968*a^3*c*g^2*q*x^ 2+5168*a^3*c*g^2*r^2*x+38140*a^3*c*g^2*r*x^2+6848*a^3*c*g^2*x^3+6760*a^3*c*g*p^ 2*r*x+34680*a^3*c*g*p^2*x^2+7600*a^3*c*g*p*q*r*x+52752*a^3*c*g*p*q*x^2+15156*a^ 3*c*g*p*r^2*x+73768*a^3*c*g*p*r*x^2-21680*a^3*c*g*p*x^3+1776*a^3*c*g*q^2*r*x+ 18072*a^3*c*g*q^2*x^2+8328*a^3*c*g*q*r^2*x+56456*a^3*c*g*q*r*x^2-21680*a^3*c*g* q*x^3+8396*a^3*c*g*r^3*x+34088*a^3*c*g*r^2*x^2-63600*a^3*c*g*r*x^3+2368*a^3*c*p ^3*r*x+10392*a^3*c*p^3*x^2+4288*a^3*c*p^2*q*r*x+24768*a^3*c*p^2*q*x^2+8132*a^3* c*p^2*r^2*x+26096*a^3*c*p^2*r*x^2-19408*a^3*c*p^2*x^3+2208*a^3*c*p*q^2*r*x+ 18360*a^3*c*p*q^2*x^2+9528*a^3*c*p*q*r^2*x+42084*a^3*c*p*q*r*x^2-38816*a^3*c*p* q*x^3+9160*a^3*c*p*r^3*x+13048*a^3*c*p*r^2*x^2-71240*a^3*c*p*r*x^3+288*a^3*c*q^ 3*r*x+3984*a^3*c*q^3*x^2+2372*a^3*c*q^2*r^2*x+15988*a^3*c*q^2*r*x^2-19408*a^3*c *q^2*x^3+5240*a^3*c*q*r^3*x+11824*a^3*c*q*r^2*x^2-71240*a^3*c*q*r*x^3+3396*a^3* c*r^4*x-2876*a^3*c*r^3*x^2-53320*a^3*c*r^2*x^3+480*a^3*g^3*p*r*x+3168*a^3*g^3*p *x^2+280*a^3*g^3*q*r*x+2112*a^3*g^3*q*x^2+544*a^3*g^3*r^2*x+5980*a^3*g^3*r*x^2+ 4928*a^3*g^3*x^3+1476*a^3*g^2*p^2*r*x+7920*a^3*g^2*p^2*x^2+1672*a^3*g^2*p*q*r*x +11904*a^3*g^2*p*q*x^2+3266*a^3*g^2*p*r^2*x+20380*a^3*g^2*p*r*x^2+2024*a^3*g^2* p*x^3+400*a^3*g^2*q^2*r*x+3984*a^3*g^2*q^2*x^2+1848*a^3*g^2*q*r^2*x+15248*a^3*g ^2*q*r*x^2+2024*a^3*g^2*q*x^3+1790*a^3*g^2*r^3*x+11770*a^3*g^2*r^2*x^2-8910*a^3 *g^2*r*x^3+1296*a^3*g*p^3*r*x+5904*a^3*g*p^3*x^2+2328*a^3*g*p^2*q*r*x+14016*a^3 *g*p^2*q*x^2+4412*a^3*g*p^2*r^2*x+17988*a^3*g*p^2*r*x^2-5872*a^3*g*p^2*x^3+1184 *a^3*g*p*q^2*r*x+10320*a^3*g*p*q^2*x^2+5112*a^3*g*p*q*r^2*x+28612*a^3*g*p*q*r*x ^2-11744*a^3*g*p*q*x^3+4936*a^3*g*p*r^3*x+15616*a^3*g*p*r^2*x^2-30926*a^3*g*p*r *x^3+152*a^3*g*q^3*r*x+2208*a^3*g*q^3*x^2+1260*a^3*g*q^2*r^2*x+10624*a^3*g*q^2* r*x^2-5872*a^3*g*q^2*x^3+2784*a^3*g*q*r^3*x+12386*a^3*g*q*r^2*x^2-30926*a^3*g*q *r*x^3+1820*a^3*g*r^4*x+3918*a^3*g*r^3*x^2-25666*a^3*g*r^2*x^3+300*a^3*p^4*r*x+ 1200*a^3*p^4*x^2+760*a^3*p^3*q*r*x+3912*a^3*p^3*q*x^2+1384*a^3*p^3*r^2*x+3656*a ^3*p^3*r*x^2-3120*a^3*p^3*x^3+632*a^3*p^2*q^2*r*x+4536*a^3*p^2*q^2*x^2+2556*a^3 *p^2*q*r^2*x+9058*a^3*p^2*q*r*x^2-9360*a^3*p^2*q*x^3+2352*a^3*p^2*r^3*x+1568*a^ 3*p^2*r^2*x^2-16410*a^3*p^2*r*x^3+184*a^3*p*q^3*r*x+2136*a^3*p*q^3*x^2+1360*a^3 *p*q^2*r^2*x+7148*a^3*p*q^2*r*x^2-9360*a^3*p*q^2*x^3+2832*a^3*p*q*r^3*x+3216*a^ 3*p*q*r^2*x^2-32820*a^3*p*q*r*x^3+1752*a^3*p*r^4*x-3444*a^3*p*r^3*x^2-24154*a^3 *p*r^2*x^3+12*a^3*q^4*r*x+312*a^3*q^4*x^2+188*a^3*q^3*r^2*x+1746*a^3*q^3*r*x^2-\ 3120*a^3*q^3*x^3+728*a^3*q^2*r^3*x+1648*a^3*q^2*r^2*x^2-16410*a^3*q^2*r*x^3+ 1036*a^3*q*r^4*x-1958*a^3*q*r^3*x^2-24154*a^3*q*r^2*x^3+484*a^3*r^5*x-2556*a^3* r^4*x^2-12080*a^3*r^3*x^3+384*a^2*b^4*c*r*x+4800*a^2*b^4*c*x^2+224*a^2*b^4*p*r* x+2880*a^2*b^4*p*x^2+64*a^2*b^4*q*r*x+1440*a^2*b^4*q*x^2+240*a^2*b^4*r^2*x+5360 *a^2*b^4*r*x^2+6720*a^2*b^4*x^3+2944*a^2*b^3*c^2*r*x+28416*a^2*b^3*c^2*x^2+1920 *a^2*b^3*c*g*r*x+17856*a^2*b^3*c*g*x^2+3776*a^2*b^3*c*p*r*x+32256*a^2*b^3*c*p*x ^2+1408*a^2*b^3*c*q*r*x+19776*a^2*b^3*c*q*x^2+4048*a^2*b^3*c*r^2*x+42784*a^2*b^ 3*c*r*x^2+9600*a^2*b^3*c*x^3+1216*a^2*b^3*g*p*r*x+10944*a^2*b^3*g*p*x^2+512*a^2 *b^3*g*q*r*x+6144*a^2*b^3*g*q*x^2+1384*a^2*b^3*g*r^2*x+20704*a^2*b^3*g*r*x^2+ 22400*a^2*b^3*g*x^3+1200*a^2*b^3*p^2*r*x+8832*a^2*b^3*p^2*x^2+992*a^2*b^3*p*q*r *x+11904*a^2*b^3*p*q*x^2+2560*a^2*b^3*p*r^2*x+23008*a^2*b^3*p*r*x^2+2560*a^2*b^ 3*p*x^3+112*a^2*b^3*q^2*r*x+3072*a^2*b^3*q^2*x^2+1056*a^2*b^3*q*r^2*x+15328*a^2 *b^3*q*r*x^2+2560*a^2*b^3*q*x^3+1360*a^2*b^3*r^3*x+13248*a^2*b^3*r^2*x^2-13280* a^2*b^3*r*x^3+7296*a^2*b^2*c^3*r*x+59904*a^2*b^2*c^3*x^2+9472*a^2*b^2*c^2*g*r*x +77184*a^2*b^2*c^2*g*x^2+13728*a^2*b^2*c^2*p*r*x+98208*a^2*b^2*c^2*p*x^2+5952*a ^2*b^2*c^2*q*r*x+65376*a^2*b^2*c^2*q*x^2+15024*a^2*b^2*c^2*r^2*x+107568*a^2*b^2 *c^2*r*x^2-37248*a^2*b^2*c^2*x^3+2912*a^2*b^2*c*g^2*r*x+23616*a^2*b^2*c*g^2*x^2 +12160*a^2*b^2*c*g*p*r*x+88128*a^2*b^2*c*g*p*x^2+5440*a^2*b^2*c*g*q*r*x+57024*a ^2*b^2*c*g*q*x^2+13536*a^2*b^2*c*g*r^2*x+117504*a^2*b^2*c*g*r*x^2+24576*a^2*b^2 *c*g*x^3+8336*a^2*b^2*c*p^2*r*x+51552*a^2*b^2*c*p^2*x^2+7936*a^2*b^2*c*p*q*r*x+ 73728*a^2*b^2*c*p*q*x^2+18416*a^2*b^2*c*p*r^2*x+109536*a^2*b^2*c*p*r*x^2-40704* a^2*b^2*c*p*x^3+1328*a^2*b^2*c*q^2*r*x+22176*a^2*b^2*c*q^2*x^2+8432*a^2*b^2*c*q *r^2*x+78816*a^2*b^2*c*q*r*x^2-40704*a^2*b^2*c*q*x^3+10080*a^2*b^2*c*r^3*x+ 51408*a^2*b^2*c*r^2*x^2-115968*a^2*b^2*c*r*x^3+1928*a^2*b^2*g^2*p*r*x+14760*a^2 *b^2*g^2*p*x^2+944*a^2*b^2*g^2*q*r*x+8856*a^2*b^2*g^2*q*x^2+2244*a^2*b^2*g^2*r^ 2*x+28044*a^2*b^2*g^2*r*x^2+27552*a^2*b^2*g^2*x^3+3816*a^2*b^2*g*p^2*r*x+24192* a^2*b^2*g*p^2*x^2+3696*a^2*b^2*g*p*q*r*x+33984*a^2*b^2*g*p*q*x^2+8400*a^2*b^2*g *p*r^2*x+62748*a^2*b^2*g*p*r*x^2+6912*a^2*b^2*g*p*x^3+648*a^2*b^2*g*q^2*r*x+ 9792*a^2*b^2*g*q^2*x^2+4080*a^2*b^2*g*q*r^2*x+43812*a^2*b^2*g*q*r*x^2+6912*a^2* b^2*g*q*x^3+4584*a^2*b^2*g*r^3*x+36036*a^2*b^2*g*r^2*x^2-33048*a^2*b^2*g*r*x^3+ 1624*a^2*b^2*p^3*r*x+8712*a^2*b^2*p^3*x^2+2544*a^2*b^2*p^2*q*r*x+19656*a^2*b^2* p^2*q*x^2+5476*a^2*b^2*p^2*r^2*x+26664*a^2*b^2*p^2*r*x^2-11040*a^2*b^2*p^2*x^3+ 984*a^2*b^2*p*q^2*r*x+13176*a^2*b^2*p*q^2*x^2+5432*a^2*b^2*p*q*r^2*x+40392*a^2* b^2*p*q*r*x^2-22080*a^2*b^2*p*q*x^3+6080*a^2*b^2*p*r^3*x+23736*a^2*b^2*p*r^2*x^ 2-56280*a^2*b^2*p*r*x^3+64*a^2*b^2*q^3*r*x+2232*a^2*b^2*q^3*x^2+1012*a^2*b^2*q^ 2*r^2*x+13728*a^2*b^2*q^2*r*x^2-11040*a^2*b^2*q^2*x^3+2888*a^2*b^2*q*r^3*x+ 17952*a^2*b^2*q*r^2*x^2-56280*a^2*b^2*q*r*x^3+2228*a^2*b^2*r^4*x+6696*a^2*b^2*r ^3*x^2-46128*a^2*b^2*r^2*x^3+7296*a^2*b*c^4*r*x+53760*a^2*b*c^4*x^2+14208*a^2*b *c^3*g*r*x+106848*a^2*b*c^3*g*x^2+17696*a^2*b*c^3*p*r*x+114048*a^2*b*c^3*p*x^2+ 8512*a^2*b*c^3*q*r*x+79776*a^2*b*c^3*q*x^2+19584*a^2*b*c^3*r^2*x+107568*a^2*b*c ^3*r*x^2-83136*a^2*b*c^3*x^3+8736*a^2*b*c^2*g^2*r*x+66528*a^2*b*c^2*g^2*x^2+ 26816*a^2*b*c^2*g*p*r*x+176736*a^2*b*c^2*g*p*x^2+12832*a^2*b*c^2*g*q*r*x+121440 *a^2*b*c^2*g*q*x^2+29736*a^2*b*c^2*g*r^2*x+194752*a^2*b*c^2*g*r*x^2-59616*a^2*b *c^2*g*x^3+15408*a^2*b*c^2*p^2*r*x+86880*a^2*b*c^2*p^2*x^2+16064*a^2*b*c^2*p*q* r*x+128832*a^2*b*c^2*p*q*x^2+34416*a^2*b*c^2*p*r^2*x+156464*a^2*b*c^2*p*r*x^2-\ 120576*a^2*b*c^2*p*x^3+3248*a^2*b*c^2*q^2*r*x+41952*a^2*b*c^2*q^2*x^2+17312*a^2 *b*c^2*q*r^2*x+118736*a^2*b*c^2*q*r*x^2-120576*a^2*b*c^2*q*x^3+19008*a^2*b*c^2* r^3*x+53216*a^2*b*c^2*r^2*x^2-230520*a^2*b*c^2*r*x^3+1728*a^2*b*c*g^3*r*x+13272 *a^2*b*c*g^3*x^2+11336*a^2*b*c*g^2*p*r*x+76752*a^2*b*c*g^2*p*x^2+5536*a^2*b*c*g ^2*q*r*x+51336*a^2*b*c*g^2*q*x^2+12724*a^2*b*c*g^2*r^2*x+102508*a^2*b*c*g^2*r*x ^2+20544*a^2*b*c*g^2*x^3+16240*a^2*b*c*g*p^2*r*x+93528*a^2*b*c*g*p^2*x^2+16832* a^2*b*c*g*p*q*r*x+137232*a^2*b*c*g*p*q*x^2+36124*a^2*b*c*g*p*r^2*x+199476*a^2*b *c*g*p*r*x^2-65040*a^2*b*c*g*p*x^3+3400*a^2*b*c*g*q^2*r*x+43704*a^2*b*c*g*q^2*x ^2+18248*a^2*b*c*g*q*r^2*x+147540*a^2*b*c*g*q*r*x^2-65040*a^2*b*c*g*q*x^3+19884 *a^2*b*c*g*r^3*x+93248*a^2*b*c*g*r^2*x^2-190800*a^2*b*c*g*r*x^3+5672*a^2*b*c*p^ 3*r*x+28224*a^2*b*c*p^3*x^2+9568*a^2*b*c*p^2*q*r*x+65448*a^2*b*c*p^2*q*x^2+ 19236*a^2*b*c*p^2*r^2*x+71808*a^2*b*c*p^2*r*x^2-58224*a^2*b*c*p^2*x^3+4328*a^2* b*c*p*q^2*r*x+46224*a^2*b*c*p*q^2*x^2+20808*a^2*b*c*p*q*r^2*x+113292*a^2*b*c*p* q*r*x^2-116448*a^2*b*c*p*q*x^3+21456*a^2*b*c*p*r^3*x+39832*a^2*b*c*p*r^2*x^2-\ 213720*a^2*b*c*p*r*x^3+432*a^2*b*c*q^3*r*x+9000*a^2*b*c*q^3*x^2+4500*a^2*b*c*q^ 2*r^2*x+41484*a^2*b*c*q^2*r*x^2-58224*a^2*b*c*q^2*x^3+11240*a^2*b*c*q*r^3*x+ 36160*a^2*b*c*q*r^2*x^2-213720*a^2*b*c*q*r*x^3+7892*a^2*b*c*r^4*x-3668*a^2*b*c* r^3*x^2-159960*a^2*b*c*r^2*x^3+1176*a^2*b*g^3*p*r*x+8448*a^2*b*g^3*p*x^2+624*a^ 2*b*g^3*q*r*x+5280*a^2*b*g^3*q*x^2+1376*a^2*b*g^3*r^2*x+16012*a^2*b*g^3*r*x^2+ 14784*a^2*b*g^3*x^3+3572*a^2*b*g^2*p^2*r*x+21216*a^2*b*g^2*p^2*x^2+3736*a^2*b*g ^2*p*q*r*x+30624*a^2*b*g^2*p*q*x^2+7902*a^2*b*g^2*p*r^2*x+54846*a^2*b*g^2*p*r*x ^2+6072*a^2*b*g^2*p*x^3+776*a^2*b*g^2*q^2*r*x+9408*a^2*b*g^2*q^2*x^2+4152*a^2*b *g^2*q*r^2*x+39450*a^2*b*g^2*q*r*x^2+6072*a^2*b*g^2*q*x^3+4330*a^2*b*g^2*r^3*x+ 31528*a^2*b*g^2*r^2*x^2-26730*a^2*b*g^2*r*x^3+3144*a^2*b*g*p^3*r*x+15936*a^2*b* g*p^3*x^2+5280*a^2*b*g*p^2*q*r*x+36720*a^2*b*g*p^2*q*x^2+10618*a^2*b*g*p^2*r^2* x+48932*a^2*b*g*p^2*r*x^2-17616*a^2*b*g*p^2*x^3+2376*a^2*b*g*p*q^2*r*x+25632*a^ 2*b*g*p*q^2*x^2+11444*a^2*b*g*p*q*r^2*x+75772*a^2*b*g*p*q*r*x^2-35232*a^2*b*g*p *q*x^3+11804*a^2*b*g*p*r^3*x+43284*a^2*b*g*p*r^2*x^2-92778*a^2*b*g*p*r*x^3+240* a^2*b*g*q^3*r*x+4848*a^2*b*g*q^3*x^2+2506*a^2*b*g*q^2*r^2*x+26840*a^2*b*g*q^2*r *x^2-17616*a^2*b*g*q^2*x^3+6164*a^2*b*g*q*r^3*x+33594*a^2*b*g*q*r^2*x^2-92778*a ^2*b*g*q*r*x^3+4330*a^2*b*g*r^4*x+11586*a^2*b*g*r^3*x^2-76998*a^2*b*g*r^2*x^3+ 740*a^2*b*p^4*r*x+3288*a^2*b*p^4*x^2+1776*a^2*b*p^3*q*r*x+10488*a^2*b*p^3*q*x^2 +3384*a^2*b*p^3*r^2*x+10234*a^2*b*p^3*r*x^2-9360*a^2*b*p^3*x^3+1344*a^2*b*p^2*q ^2*r*x+11736*a^2*b*p^2*q^2*x^2+5884*a^2*b*p^2*q*r^2*x+24972*a^2*b*p^2*q*r*x^2-\ 28080*a^2*b*p^2*q*x^3+5712*a^2*b*p^2*r^3*x+5502*a^2*b*p^2*r^2*x^2-49230*a^2*b*p ^2*r*x^3+320*a^2*b*p*q^3*r*x+5160*a^2*b*p*q^3*x^2+2816*a^2*b*p*q^2*r^2*x+19242* a^2*b*p*q^2*r*x^2-28080*a^2*b*p*q^2*x^3+6440*a^2*b*p*q*r^3*x+11244*a^2*b*p*q*r^ 2*x^2-98460*a^2*b*p*q*r*x^3+4232*a^2*b*p*r^4*x-7342*a^2*b*p*r^3*x^2-72462*a^2*b *p*r^2*x^3+12*a^2*b*q^4*r*x+624*a^2*b*q^4*x^2+316*a^2*b*q^3*r^2*x+4504*a^2*b*q^ 3*r*x^2-9360*a^2*b*q^3*x^3+1472*a^2*b*q^2*r^3*x+5742*a^2*b*q^2*r^2*x^2-49230*a^ 2*b*q^2*r*x^3+2332*a^2*b*q*r^4*x-2884*a^2*b*q*r^3*x^2-72462*a^2*b*q*r^2*x^3+ 1164*a^2*b*r^5*x-5898*a^2*b*r^4*x^2-36240*a^2*b*r^3*x^3+2560*a^2*c^5*r*x+17472* a^2*c^5*x^2+6656*a^2*c^4*g*r*x+47712*a^2*c^4*g*x^2+7520*a^2*c^4*p*r*x+45216*a^2 *c^4*p*x^2+3904*a^2*c^4*q*r*x+32736*a^2*c^4*q*x^2+8368*a^2*c^4*r^2*x+37392*a^2* c^4*r*x^2-43136*a^2*c^4*x^3+6144*a^2*c^3*g^2*r*x+45360*a^2*c^3*g^2*x^2+16448*a^ 2*c^3*g*p*r*x+103008*a^2*c^3*g*p*x^2+8288*a^2*c^3*g*q*r*x+73344*a^2*c^3*g*q*x^2 +18128*a^2*c^3*g*r^2*x+99384*a^2*c^3*g*r*x^2-67360*a^2*c^3*g*x^3+8400*a^2*c^3*p ^2*r*x+44688*a^2*c^3*p^2*x^2+9344*a^2*c^3*p*q*r*x+67968*a^2*c^3*p*q*x^2+18832*a ^2*c^3*p*r^2*x+69288*a^2*c^3*p*r*x^2-80256*a^2*c^3*p*x^3+2128*a^2*c^3*q^2*r*x+ 23280*a^2*c^3*q^2*x^2+10176*a^2*c^3*q*r^2*x+54760*a^2*c^3*q*r*x^2-80256*a^2*c^3 *q*x^3+10432*a^2*c^3*r^3*x+13624*a^2*c^3*r^2*x^2-130168*a^2*c^3*r*x^3+2432*a^2* c^2*g^3*r*x+18312*a^2*c^2*g^3*x^2+11784*a^2*c^2*g^2*p*r*x+76056*a^2*c^2*g^2*p*x ^2+5904*a^2*c^2*g^2*q*r*x+53256*a^2*c^2*g^2*q*x^2+12988*a^2*c^2*g^2*r^2*x+84452 *a^2*c^2*g^2*r*x^2-23360*a^2*c^2*g^2*x^3+14568*a^2*c^2*g*p^2*r*x+79896*a^2*c^2* g*p^2*x^2+15824*a^2*c^2*g*p*q*r*x+120384*a^2*c^2*g*p*q*x^2+32400*a^2*c^2*g*p*r^ 2*x+148032*a^2*c^2*g*p*r*x^2-97920*a^2*c^2*g*p*x^3+3480*a^2*c^2*g*q^2*r*x+40488 *a^2*c^2*g*q^2*x^2+17032*a^2*c^2*g*q*r^2*x+113976*a^2*c^2*g*q*r*x^2-97920*a^2*c ^2*g*q*x^3+17832*a^2*c^2*g*r^3*x+54616*a^2*c^2*g*r^2*x^2-190256*a^2*c^2*g*r*x^3 +4424*a^2*c^2*p^3*r*x+21048*a^2*c^2*p^3*x^2+7856*a^2*c^2*p^2*q*r*x+49752*a^2*c^ 2*p^2*q*x^2+15012*a^2*c^2*p^2*r^2*x+44940*a^2*c^2*p^2*r*x^2-55680*a^2*c^2*p^2*x ^3+3912*a^2*c^2*p*q^2*r*x+36360*a^2*c^2*p*q^2*x^2+17240*a^2*c^2*p*q*r^2*x+73208 *a^2*c^2*p*q*r*x^2-111360*a^2*c^2*p*q*x^3+16752*a^2*c^2*p*r^3*x+8000*a^2*c^2*p* r^2*x^2-175712*a^2*c^2*p*r*x^3+480*a^2*c^2*q^3*r*x+7656*a^2*c^2*q^3*x^2+4132*a^ 2*c^2*q^2*r^2*x+28268*a^2*c^2*q^2*r*x^2-55680*a^2*c^2*q^2*x^3+9384*a^2*c^2*q*r^ 3*x+12048*a^2*c^2*q*r^2*x^2-175712*a^2*c^2*q*r*x^3+6164*a^2*c^2*r^4*x-16888*a^2 *c^2*r^3*x^2-120568*a^2*c^2*r^2*x^3+352*a^2*c*g^4*r*x+2688*a^2*c*g^4*x^2+3208*a ^2*c*g^3*p*r*x+21408*a^2*c*g^3*p*x^2+1640*a^2*c*g^3*q*r*x+14616*a^2*c*g^3*q*x^2 +3576*a^2*c*g^3*r^2*x+28610*a^2*c*g^3*r*x^2+5592*a^2*c*g^3*x^3+7236*a^2*c*g^2*p ^2*r*x+40728*a^2*c*g^2*p^2*x^2+7808*a^2*c*g^2*p*q*r*x+60768*a^2*c*g^2*p*q*x^2+ 15994*a^2*c*g^2*p*r^2*x+87570*a^2*c*g^2*p*r*x^2-25432*a^2*c*g^2*p*x^3+1712*a^2* c*g^2*q^2*r*x+20040*a^2*c*g^2*q^2*x^2+8436*a^2*c*g^2*q*r^2*x+65932*a^2*c*g^2*q* r*x^2-25432*a^2*c*g^2*q*x^3+8758*a^2*c*g^2*r^3*x+41748*a^2*c*g^2*r^2*x^2-76586* a^2*c*g^2*r*x^3+5448*a^2*c*g*p^3*r*x+26496*a^2*c*g*p^3*x^2+9528*a^2*c*g*p^2*q*r *x+62328*a^2*c*g*p^2*q*x^2+18392*a^2*c*g*p^2*r^2*x+70026*a^2*c*g*p^2*r*x^2-\ 47400*a^2*c*g*p^2*x^3+4624*a^2*c*g*p*q^2*r*x+45168*a^2*c*g*p*q^2*x^2+20696*a^2* c*g*p*q*r^2*x+111892*a^2*c*g*p*q*r*x^2-94800*a^2*c*g*p*q*x^3+20440*a^2*c*g*p*r^ 3*x+44600*a^2*c*g*p*r^2*x^2-177470*a^2*c*g*p*r*x^3+544*a^2*c*g*q^3*r*x+9336*a^2 *c*g*q^3*x^2+4810*a^2*c*g*q^2*r^2*x+41866*a^2*c*g*q^2*r*x^2-47400*a^2*c*g*q^2*x ^3+11168*a^2*c*g*q*r^3*x+39578*a^2*c*g*q*r^2*x^2-177470*a^2*c*g*q*r*x^3+7496*a^ 2*c*g*r^4*x+1302*a^2*c*g*r^3*x^2-133300*a^2*c*g*r^2*x^3+1084*a^2*c*p^4*r*x+4680 *a^2*c*p^4*x^2+2704*a^2*c*p^3*q*r*x+15144*a^2*c*p^3*q*x^2+4944*a^2*c*p^3*r^2*x+ 11670*a^2*c*p^3*r*x^2-17056*a^2*c*p^3*x^3+2192*a^2*c*p^2*q^2*r*x+17352*a^2*c*p^ 2*q^2*x^2+8996*a^2*c*p^2*q*r^2*x+29234*a^2*c*p^2*q*r*x^2-51168*a^2*c*p^2*q*x^3+ 8328*a^2*c*p^2*r^3*x-3198*a^2*c*p^2*r^2*x^2-78086*a^2*c*p^2*r*x^3+608*a^2*c*p*q ^3*r*x+7992*a^2*c*p*q^3*x^2+4664*a^2*c*p*q^2*r^2*x+23458*a^2*c*p*q^2*r*x^2-\ 51168*a^2*c*p*q^2*x^3+9880*a^2*c*p*q*r^3*x-616*a^2*c*p*q*r^2*x^2-156172*a^2*c*p *q*r*x^3+6160*a^2*c*p*r^4*x-24566*a^2*c*p*r^3*x^2-104484*a^2*c*p*r^2*x^3+36*a^2 *c*q^4*r*x+1104*a^2*c*q^4*x^2+612*a^2*c*q^3*r^2*x+5894*a^2*c*q^3*r*x^2-17056*a^ 2*c*q^3*x^3+2472*a^2*c*q^2*r^3*x+2582*a^2*c*q^2*r^2*x^2-78086*a^2*c*q^2*r*x^3+ 3588*a^2*c*q*r^4*x-15032*a^2*c*q*r^3*x^2-104484*a^2*c*q*r^2*x^3+1692*a^2*c*r^5* x-14378*a^2*c*r^4*x^2-44696*a^2*c*r^3*x^3+244*a^2*g^4*p*r*x+1740*a^2*g^4*p*x^2+ 136*a^2*g^4*q*r*x+1116*a^2*g^4*q*x^2+284*a^2*g^4*r^2*x+3278*a^2*g^4*r*x^2+2912* a^2*g^4*x^3+1026*a^2*g^3*p^2*r*x+5976*a^2*g^3*p^2*x^2+1116*a^2*g^3*p*q*r*x+8784 *a^2*g^3*p*q*x^2+2251*a^2*g^3*p*r^2*x+15438*a^2*g^3*p*r*x^2+1732*a^2*g^3*p*x^3+ 252*a^2*g^3*q^2*r*x+2808*a^2*g^3*q^2*x^2+1232*a^2*g^3*q*r^2*x+11317*a^2*g^3*q*r *x^2+1732*a^2*g^3*q*x^3+1225*a^2*g^3*r^3*x+8923*a^2*g^3*r^2*x^2-7000*a^2*g^3*r* x^3+1416*a^2*g^2*p^3*r*x+7020*a^2*g^2*p^3*x^2+2464*a^2*g^2*p^2*q*r*x+16416*a^2* g^2*p^2*q*x^2+4755*a^2*g^2*p^2*r^2*x+21768*a^2*g^2*p^2*r*x^2-6876*a^2*g^2*p^2*x ^3+1188*a^2*g^2*p*q^2*r*x+11772*a^2*g^2*p*q^2*x^2+5330*a^2*g^2*p*q*r^2*x+34230* a^2*g^2*p*q*r*x^2-13752*a^2*g^2*p*q*x^3+5262*a^2*g^2*p*r^3*x+19720*a^2*g^2*p*r^ 2*x^2-37315*a^2*g^2*p*r*x^3+140*a^2*g^2*q^3*r*x+2376*a^2*g^2*q^3*x^2+1248*a^2*g ^2*q^2*r^2*x+12462*a^2*g^2*q^2*r*x^2-6876*a^2*g^2*q^2*x^3+2866*a^2*g^2*q*r^3*x+ 15641*a^2*g^2*q*r^2*x^2-37315*a^2*g^2*q*r*x^3+1923*a^2*g^2*r^4*x+5537*a^2*g^2*r ^3*x^2-31298*a^2*g^2*r^2*x^3+722*a^2*g*p^4*r*x+3168*a^2*g*p^4*x^2+1788*a^2*g*p^ 3*q*r*x+10236*a^2*g*p^3*q*x^2+3282*a^2*g*p^3*r^2*x+10428*a^2*g*p^3*r*x^2-7640*a ^2*g*p^3*x^3+1432*a^2*g*p^2*q^2*r*x+11700*a^2*g*p^2*q^2*x^2+5906*a^2*g*p^2*q*r^ 2*x+25718*a^2*g*p^2*q*r*x^2-22920*a^2*g*p^2*q*x^3+5514*a^2*g*p^2*r^3*x+7656*a^2 *g*p^2*r^2*x^2-41171*a^2*g*p^2*r*x^3+388*a^2*g*p*q^3*r*x+5364*a^2*g*p*q^3*x^2+ 3006*a^2*g*p*q^2*r^2*x+20152*a^2*g*p*q^2*r*x^2-22920*a^2*g*p*q^2*x^3+6448*a^2*g *p*q*r^3*x+14464*a^2*g*p*q*r^2*x^2-82342*a^2*g*p*q*r*x^3+4070*a^2*g*p*r^4*x-\ 3914*a^2*g*p*r^3*x^2-60878*a^2*g*p*r^2*x^3+22*a^2*g*q^4*r*x+732*a^2*g*q^4*x^2+ 382*a^2*g*q^3*r^2*x+4862*a^2*g*q^3*r*x^2-7640*a^2*g*q^3*x^3+1574*a^2*g*q^2*r^3* x+6808*a^2*g*q^2*r^2*x^2-41171*a^2*g*q^2*r*x^3+2330*a^2*g*q*r^4*x-753*a^2*g*q*r ^3*x^2-60878*a^2*g*q*r^2*x^3+1116*a^2*g*r^5*x-4310*a^2*g*r^4*x^2-30072*a^2*g*r^ 3*x^3+96*a^2*p^5*r*x+384*a^2*p^5*x^2+312*a^2*p^4*q*r*x+1584*a^2*p^4*q*x^2+550*a ^2*p^4*r^2*x+924*a^2*p^4*r*x^2-1944*a^2*p^4*x^3+360*a^2*p^3*q^2*r*x+2496*a^2*p^ 3*q^2*x^2+1396*a^2*p^3*q*r^2*x+3160*a^2*p^3*q*r*x^2-7776*a^2*p^3*q*x^3+1240*a^2 *p^3*r^3*x-1896*a^2*p^3*r^2*x^2-11386*a^2*p^3*r*x^3+168*a^2*p^2*q^3*r*x+1824*a^ 2*p^2*q^3*x^2+1164*a^2*p^2*q^2*r^2*x+3936*a^2*p^2*q^2*r*x^2-11664*a^2*p^2*q^2*x ^3+2316*a^2*p^2*q*r^3*x-3810*a^2*p^2*q*r^2*x^2-34158*a^2*p^2*q*r*x^3+1380*a^2*p ^2*r^4*x-7990*a^2*p^2*r^3*x^2-22100*a^2*p^2*r^2*x^3+24*a^2*p*q^4*r*x+576*a^2*p* q^4*x^2+340*a^2*p*q^3*r^2*x+2088*a^2*p*q^3*r*x^2-7776*a^2*p*q^3*x^3+1248*a^2*p* q^2*r^3*x-1932*a^2*p*q^2*r^2*x^2-34158*a^2*p*q^2*r*x^3+1692*a^2*p*q*r^4*x-11324 *a^2*p*q*r^3*x^2-44200*a^2*p*q*r^2*x^3+760*a^2*p*r^5*x-8516*a^2*p*r^4*x^2-17928 *a^2*p*r^3*x^3+48*a^2*q^5*x^2+22*a^2*q^4*r^2*x+388*a^2*q^4*r*x^2-1944*a^2*q^4*x ^3+172*a^2*q^3*r^3*x-18*a^2*q^3*r^2*x^2-11386*a^2*q^3*r*x^3+444*a^2*q^2*r^4*x-\ 3334*a^2*q^2*r^3*x^2-22100*a^2*q^2*r^2*x^3+460*a^2*q*r^5*x-5938*a^2*q*r^4*x^2-\ 17928*a^2*q*r^3*x^3+166*a^2*r^6*x-2962*a^2*r^5*x^2-4900*a^2*r^4*x^3+64*a*b^5*c* r*x+1536*a*b^5*c*x^2+32*a*b^5*p*r*x+864*a*b^5*p*x^2+288*a*b^5*q*x^2+32*a*b^5*r^ 2*x+1552*a*b^5*r*x^2+2688*a*b^5*x^3+832*a*b^4*c^2*r*x+11904*a*b^4*c^2*x^2+608*a *b^4*c*g*r*x+7584*a*b^4*c*g*x^2+1088*a*b^4*c*p*r*x+13344*a*b^4*c*p*x^2+256*a*b^ 4*c*q*r*x+7104*a*b^4*c*q*x^2+1056*a*b^4*c*r^2*x+17376*a*b^4*c*r*x^2+4800*a*b^4* c*x^3+352*a*b^4*g*p*r*x+4416*a*b^4*g*p*x^2+96*a*b^4*g*q*r*x+2016*a*b^4*g*q*x^2+ 392*a*b^4*g*r^2*x+8256*a*b^4*g*r*x^2+11200*a*b^4*g*x^3+352*a*b^4*p^2*r*x+3648*a *b^4*p^2*x^2+192*a*b^4*p*q*r*x+4416*a*b^4*p*q*x^2+688*a*b^4*p*r^2*x+9552*a*b^4* p*r*x^2+1280*a*b^4*p*x^3+768*a*b^4*q^2*x^2+192*a*b^4*q*r^2*x+5712*a*b^4*q*r*x^2 +1280*a*b^4*q*x^3+336*a*b^4*r^3*x+5472*a*b^4*r^2*x^2-6640*a*b^4*r*x^3+3200*a*b^ 3*c^3*r*x+34560*a*b^3*c^3*x^2+4512*a*b^3*c^2*g*r*x+45120*a*b^3*c^2*g*x^2+6176*a *b^3*c^2*p*r*x+56544*a*b^3*c^2*p*x^2+2112*a*b^3*c^2*q*r*x+34656*a*b^3*c^2*q*x^2 +6400*a*b^3*c^2*r^2*x+61680*a*b^3*c^2*r*x^2-24832*a*b^3*c^2*x^3+1456*a*b^3*c*g^ 2*r*x+13920*a*b^3*c*g^2*x^2+5728*a*b^3*c*g*p*r*x+50688*a*b^3*c*g*p*x^2+2080*a*b ^3*c*g*q*r*x+29952*a*b^3*c*g*q*x^2+6200*a*b^3*c*g*r^2*x+66928*a*b^3*c*g*r*x^2+ 16384*a*b^3*c*g*x^3+3856*a*b^3*c*p^2*r*x+29760*a*b^3*c*p^2*x^2+3008*a*b^3*c*p*q *r*x+39936*a*b^3*c*p*q*x^2+8192*a*b^3*c*p*r^2*x+63696*a*b^3*c*p*r*x^2-27136*a*b ^3*c*p*x^3+304*a*b^3*c*q^2*r*x+10176*a*b^3*c*q^2*x^2+2976*a*b^3*c*q*r^2*x+43216 *a*b^3*c*q*r*x^2-27136*a*b^3*c*q*x^3+4336*a*b^3*c*r^3*x+31296*a*b^3*c*r^2*x^2-\ 77312*a*b^3*c*r*x^3+904*a*b^3*g^2*p*r*x+8328*a*b^3*g^2*p*x^2+352*a*b^3*g^2*q*r* x+4392*a*b^3*g^2*q*x^2+1052*a*b^3*g^2*r^2*x+15812*a*b^3*g^2*r*x^2+18368*a*b^3*g ^2*x^3+1792*a*b^3*g*p^2*r*x+13824*a*b^3*g*p^2*x^2+1440*a*b^3*g*p*q*r*x+18048*a* b^3*g*p*q*x^2+3848*a*b^3*g*p*r^2*x+36076*a*b^3*g*p*r*x^2+4608*a*b^3*g*p*x^3+160 *a*b^3*g*q^2*r*x+4224*a*b^3*g*q^2*x^2+1576*a*b^3*g*q*r^2*x+23452*a*b^3*g*q*r*x^ 2+4608*a*b^3*g*q*x^3+2056*a*b^3*g*r^3*x+20612*a*b^3*g*r^2*x^2-22032*a*b^3*g*r*x ^3+776*a*b^3*p^3*r*x+5064*a*b^3*p^3*x^2+1040*a*b^3*p^2*q*r*x+10872*a*b^3*p^2*q* x^2+2544*a*b^3*p^2*r^2*x+15760*a*b^3*p^2*r*x^2-7360*a*b^3*p^2*x^3+264*a*b^3*p*q ^2*r*x+6552*a*b^3*p*q^2*x^2+2096*a*b^3*p*q*r^2*x+22896*a*b^3*p*q*r*x^2-14720*a* b^3*p*q*x^3+2760*a*b^3*p*r^3*x+14904*a*b^3*p*r^2*x^2-37520*a*b^3*p*r*x^3+744*a* b^3*q^3*x^2+256*a*b^3*q^2*r^2*x+7136*a*b^3*q^2*r*x^2-7360*a*b^3*q^2*x^3+1056*a* b^3*q*r^3*x+11048*a*b^3*q*r^2*x^2-37520*a*b^3*q*r*x^3+992*a*b^3*r^4*x+4992*a*b^ 3*r^3*x^2-30752*a*b^3*r^2*x^3+5248*a*b^2*c^4*r*x+47616*a*b^2*c^4*x^2+10976*a*b^ 2*c^3*g*r*x+95904*a*b^2*c^3*g*x^2+12992*a*b^2*c^3*p*r*x+101088*a*b^2*c^3*p*x^2+ 5376*a*b^2*c^3*q*r*x+66816*a*b^2*c^3*q*x^2+13904*a*b^2*c^3*r^2*x+95616*a*b^2*c^ 3*r*x^2-83136*a*b^2*c^3*x^3+7040*a*b^2*c^2*g^2*r*x+60192*a*b^2*c^2*g^2*x^2+ 20704*a*b^2*c^2*g*p*r*x+157344*a*b^2*c^2*g*p*x^2+8672*a*b^2*c^2*g*q*r*x+102048* a*b^2*c^2*g*q*x^2+22624*a*b^2*c^2*g*r^2*x+172664*a*b^2*c^2*g*r*x^2-59616*a*b^2* c^2*g*x^3+11584*a*b^2*c^2*p^2*r*x+77280*a*b^2*c^2*p^2*x^2+10656*a*b^2*c^2*p*q*r *x+109632*a*b^2*c^2*p*q*x^2+25264*a*b^2*c^2*p*r^2*x+140464*a*b^2*c^2*p*r*x^2-\ 120576*a*b^2*c^2*p*x^3+1664*a*b^2*c^2*q^2*r*x+32352*a*b^2*c^2*q^2*x^2+10976*a*b ^2*c^2*q*r^2*x+102736*a*b^2*c^2*q*r*x^2-120576*a*b^2*c^2*q*x^3+13680*a*b^2*c^2* r^3*x+51976*a*b^2*c^2*r^2*x^2-230520*a*b^2*c^2*r*x^3+1432*a*b^2*c*g^3*r*x+12072 *a*b^2*c*g^3*x^2+8960*a*b^2*c*g^2*p*r*x+68184*a*b^2*c*g^2*p*x^2+3840*a*b^2*c*g^ 2*q*r*x+42768*a*b^2*c*g^2*q*x^2+10044*a*b^2*c*g^2*r^2*x+90596*a*b^2*c*g^2*r*x^2 +20544*a*b^2*c*g^2*x^3+12592*a*b^2*c*g*p^2*r*x+83016*a*b^2*c*g*p^2*x^2+11648*a* b^2*c*g*p*q*r*x+116208*a*b^2*c*g*p*q*x^2+27684*a*b^2*c*g*p*r^2*x+177648*a*b^2*c *g*p*r*x^2-65040*a*b^2*c*g*p*x^3+1864*a*b^2*c*g*q^2*r*x+33192*a*b^2*c*g*q^2*x^2 +12416*a*b^2*c*g*q*r^2*x+125712*a*b^2*c*g*q*r*x^2-65040*a*b^2*c*g*q*x^3+15092*a *b^2*c*g*r^3*x+84232*a*b^2*c*g*r^2*x^2-190800*a*b^2*c*g*r*x^3+4384*a*b^2*c*p^3* r*x+25272*a*b^2*c*p^3*x^2+6704*a*b^2*c*p^2*q*r*x+56592*a*b^2*c*p^2*q*x^2+14616* a*b^2*c*p^2*r^2*x+65328*a*b^2*c*p^2*r*x^2-58224*a*b^2*c*p^2*x^3+2464*a*b^2*c*p* q^2*r*x+37368*a*b^2*c*p*q^2*x^2+14112*a*b^2*c*p*q*r^2*x+100332*a*b^2*c*p*q*r*x^ 2-116448*a*b^2*c*p*q*x^3+16080*a*b^2*c*p*r^3*x+40520*a*b^2*c*p*r^2*x^2-213720*a *b^2*c*p*r*x^3+144*a*b^2*c*q^3*r*x+6048*a*b^2*c*q^3*x^2+2424*a*b^2*c*q^2*r^2*x+ 35004*a*b^2*c*q^2*r*x^2-58224*a*b^2*c*q^2*x^3+7408*a*b^2*c*q*r^3*x+36848*a*b^2* c*q*r^2*x^2-213720*a*b^2*c*q*r*x^3+5848*a*b^2*c*r^4*x+1292*a*b^2*c*r^3*x^2-\ 159960*a*b^2*c*r^2*x^3+928*a*b^2*g^3*p*r*x+7392*a*b^2*g^3*p*x^2+424*a*b^2*g^3*q *r*x+4224*a*b^2*g^3*q*x^2+1104*a*b^2*g^3*r^2*x+14084*a*b^2*g^3*r*x^2+14784*a*b^ 2*g^3*x^3+2788*a*b^2*g^2*p^2*r*x+18672*a*b^2*g^2*p^2*x^2+2600*a*b^2*g^2*p*q*r*x +25536*a*b^2*g^2*p*q*x^2+6154*a*b^2*g^2*p*r^2*x+48552*a*b^2*g^2*p*r*x^2+6072*a* b^2*g^2*p*x^3+424*a*b^2*g^2*q^2*r*x+6864*a*b^2*g^2*q^2*x^2+2908*a*b^2*g^2*q*r^2 *x+33156*a*b^2*g^2*q*r*x^2+6072*a*b^2*g^2*q*x^3+3366*a*b^2*g^2*r^3*x+27746*a*b^ 2*g^2*r^2*x^2-26730*a*b^2*g^2*r*x^3+2464*a*b^2*g*p^3*r*x+14160*a*b^2*g*p^3*x^2+ 3768*a*b^2*g*p^2*q*r*x+31392*a*b^2*g*p^2*q*x^2+8238*a*b^2*g*p^2*r^2*x+43900*a*b ^2*g*p^2*r*x^2-17616*a*b^2*g*p^2*x^3+1392*a*b^2*g*p*q^2*r*x+20304*a*b^2*g*p*q^2 *x^2+8028*a*b^2*g*p*q*r^2*x+65708*a*b^2*g*p*q*r*x^2-35232*a*b^2*g*p*q*x^3+9084* a*b^2*g*p*r^3*x+39720*a*b^2*g*p*r^2*x^2-92778*a*b^2*g*p*r*x^3+88*a*b^2*g*q^3*r* x+3072*a*b^2*g*q^3*x^2+1470*a*b^2*g*q^2*r^2*x+21808*a*b^2*g*q^2*r*x^2-17616*a*b ^2*g*q^2*x^3+4260*a*b^2*g*q*r^3*x+30030*a*b^2*g*q*r^2*x^2-92778*a*b^2*g*q*r*x^3 +3310*a*b^2*g*r^4*x+11418*a*b^2*g*r^3*x^2-76998*a*b^2*g*r^2*x^3+592*a*b^2*p^4*r *x+2976*a*b^2*p^4*x^2+1320*a*b^2*p^3*q*r*x+9240*a*b^2*p^3*q*x^2+2676*a*b^2*p^3* r^2*x+9500*a*b^2*p^3*r*x^2-9360*a*b^2*p^3*x^3+864*a*b^2*p^2*q^2*r*x+9864*a*b^2* p^2*q^2*x^2+4280*a*b^2*p^2*q*r^2*x+22770*a*b^2*p^2*q*r*x^2-28080*a*b^2*p^2*q*x^ 3+4476*a*b^2*p^2*r^3*x+6300*a*b^2*p^2*r^2*x^2-49230*a*b^2*p^2*r*x^3+136*a*b^2*p *q^3*r*x+3912*a*b^2*p*q^3*x^2+1732*a*b^2*p*q^2*r^2*x+17040*a*b^2*p*q^2*r*x^2-\ 28080*a*b^2*p*q^2*x^3+4600*a*b^2*p*q*r^3*x+12840*a*b^2*p*q*r^2*x^2-98460*a*b^2* p*q*r*x^3+3292*a*b^2*p*r^4*x-4352*a*b^2*p*r^3*x^2-72462*a*b^2*p*r^2*x^3+312*a*b ^2*q^4*x^2+128*a*b^2*q^3*r^2*x+3770*a*b^2*q^3*r*x^2-9360*a*b^2*q^3*x^3+868*a*b^ 2*q^2*r^3*x+6540*a*b^2*q^2*r^2*x^2-49230*a*b^2*q^2*r*x^3+1640*a*b^2*q*r^4*x+106 *a*b^2*q*r^3*x^2-72462*a*b^2*q*r^2*x^3+900*a*b^2*r^5*x-4128*a*b^2*r^4*x^2-36240 *a*b^2*r^3*x^3+3904*a*b*c^5*r*x+31488*a*b*c^5*x^2+10848*a*b*c^4*g*r*x+87168*a*b *c^4*g*x^2+11648*a*b*c^4*p*r*x+81600*a*b*c^4*p*x^2+5440*a*b*c^4*q*r*x+56640*a*b *c^4*q*x^2+12672*a*b*c^4*r^2*x+67872*a*b*c^4*r*x^2-86272*a*b*c^4*x^3+10416*a*b* c^3*g^2*r*x+83520*a*b*c^3*g^2*x^2+26816*a*b*c^3*g*p*r*x+187104*a*b*c^3*g*p*x^2+ 12288*a*b*c^3*g*q*r*x+127776*a*b*c^3*g*q*x^2+29384*a*b*c^3*g*r^2*x+180168*a*b*c ^3*g*r*x^2-134720*a*b*c^3*g*x^3+13264*a*b*c^3*p^2*r*x+80928*a*b*c^3*p^2*x^2+ 13504*a*b*c^3*p*q*r*x+119040*a*b*c^3*p*q*x^2+29248*a*b*c^3*p*r^2*x+126752*a*b*c ^3*p*r*x^2-160512*a*b*c^3*p*x^3+2608*a*b*c^3*q^2*r*x+38112*a*b*c^3*q^2*x^2+ 14272*a*b*c^3*q*r^2*x+97696*a*b*c^3*q*r*x^2-160512*a*b*c^3*q*x^3+15984*a*b*c^3* r^3*x+29064*a*b*c^3*r^2*x^2-260336*a*b*c^3*r*x^3+4232*a*b*c^2*g^3*r*x+33888*a*b *c^2*g^3*x^2+19744*a*b*c^2*g^2*p*r*x+138384*a*b*c^2*g^2*p*x^2+9040*a*b*c^2*g^2* q*r*x+92784*a*b*c^2*g^2*q*x^2+21880*a*b*c^2*g^2*r^2*x+152976*a*b*c^2*g^2*r*x^2-\ 46720*a*b*c^2*g^2*x^3+23832*a*b*c^2*g*p^2*r*x+144816*a*b*c^2*g*p^2*x^2+23904*a* b*c^2*g*p*q*r*x+210816*a*b*c^2*g*p*q*x^2+52712*a*b*c^2*g*p*r^2*x+268776*a*b*c^2 *g*p*r*x^2-195840*a*b*c^2*g*p*x^3+4520*a*b*c^2*g*q^2*r*x+66000*a*b*c^2*g*q^2*x^ 2+25464*a*b*c^2*g*q*r^2*x+200664*a*b*c^2*g*q*r*x^2-195840*a*b*c^2*g*q*x^3+28880 *a*b*c^2*g*r^3*x+100896*a*b*c^2*g*r^2*x^2-380512*a*b*c^2*g*r*x^3+7152*a*b*c^2*p ^3*r*x+38352*a*b*c^2*p^3*x^2+11840*a*b*c^2*p^2*q*r*x+88272*a*b*c^2*p^2*q*x^2+ 23976*a*b*c^2*p^2*r^2*x+83200*a*b*c^2*p^2*r*x^2-111360*a*b*c^2*p^2*x^3+5168*a*b *c^2*p*q^2*r*x+61488*a*b*c^2*p*q^2*x^2+25424*a*b*c^2*p*q*r^2*x+133056*a*b*c^2*p *q*r*x^2-222720*a*b*c^2*p*q*x^3+26496*a*b*c^2*p*r^3*x+20912*a*b*c^2*p*r^2*x^2-\ 351424*a*b*c^2*p*r*x^3+480*a*b*c^2*q^3*r*x+11568*a*b*c^2*q^3*x^2+5256*a*b*c^2*q ^2*r^2*x+49856*a*b*c^2*q^2*r*x^2-111360*a*b*c^2*q^2*x^3+13584*a*b*c^2*q*r^3*x+ 29008*a*b*c^2*q*r^2*x^2-351424*a*b*c^2*q*r*x^3+9672*a*b*c^2*r^4*x-24960*a*b*c^2 *r^3*x^2-241136*a*b*c^2*r^2*x^3+624*a*b*c*g^4*r*x+4992*a*b*c*g^4*x^2+5456*a*b*c *g^3*p*r*x+38856*a*b*c*g^3*p*x^2+2544*a*b*c*g^3*q*r*x+25272*a*b*c*g^3*q*x^2+ 6178*a*b*c*g^3*r^2*x+51786*a*b*c*g^3*r*x^2+11184*a*b*c*g^3*x^3+12024*a*b*c*g^2* p^2*r*x+73632*a*b*c*g^2*p^2*x^2+12016*a*b*c*g^2*p*q*r*x+105888*a*b*c*g^2*p*q*x^ 2+26636*a*b*c*g^2*p*r^2*x+158396*a*b*c*g^2*p*r*x^2-50864*a*b*c*g^2*p*x^3+2272*a *b*c*g^2*q^2*r*x+32256*a*b*c*g^2*q^2*x^2+13024*a*b*c*g^2*q*r^2*x+115120*a*b*c*g ^2*q*r*x^2-50864*a*b*c*g^2*q*x^3+14612*a*b*c*g^2*r^3*x+75150*a*b*c*g^2*r^2*x^2-\ 153172*a*b*c*g^2*r*x^3+8992*a*b*c*g*p^3*r*x+48072*a*b*c*g*p^3*x^2+14736*a*b*c*g *p^2*q*r*x+109896*a*b*c*g*p^2*q*x^2+30196*a*b*c*g*p^2*r^2*x+127754*a*b*c*g*p^2* r*x^2-94800*a*b*c*g*p^2*x^3+6320*a*b*c*g*p*q^2*r*x+75576*a*b*c*g*p*q^2*x^2+ 31700*a*b*c*g*p*q*r^2*x+199188*a*b*c*g*p*q*r*x^2-189600*a*b*c*g*p*q*x^3+33416*a *b*c*g*p*r^3*x+83376*a*b*c*g*p*r^2*x^2-354940*a*b*c*g*p*r*x^3+576*a*b*c*g*q^3*r *x+13752*a*b*c*g*q^3*x^2+6516*a*b*c*g*q^2*r^2*x+71434*a*b*c*g*q^2*r*x^2-94800*a *b*c*g*q^2*x^3+16964*a*b*c*g*q*r^3*x+73332*a*b*c*g*q*r^2*x^2-354940*a*b*c*g*q*r *x^3+12212*a*b*c*g*r^4*x+4632*a*b*c*g*r^3*x^2-266600*a*b*c*g*r^2*x^3+1808*a*b*c *p^4*r*x+8616*a*b*c*p^4*x^2+4280*a*b*c*p^3*q*r*x+27312*a*b*c*p^3*q*x^2+8176*a*b *c*p^3*r^2*x+22072*a*b*c*p^3*r*x^2-34112*a*b*c*p^3*x^3+3160*a*b*c*p^2*q^2*r*x+ 30240*a*b*c*p^2*q^2*x^2+14032*a*b*c*p^2*q*r^2*x+54664*a*b*c*p^2*q*r*x^2-102336* a*b*c*p^2*q*x^3+13680*a*b*c*p^2*r^3*x-2618*a*b*c*p^2*r^2*x^2-156172*a*b*c*p^2*r *x^3+712*a*b*c*p*q^3*r*x+13008*a*b*c*p*q^3*x^2+6544*a*b*c*p*q^2*r^2*x+43112*a*b *c*p*q^2*r*x^2-102336*a*b*c*p*q^2*x^3+15224*a*b*c*p*q*r^3*x+6324*a*b*c*p*q*r^2* x^2-312344*a*b*c*p*q*r*x^3+10064*a*b*c*p*r^4*x-39702*a*b*c*p*r^3*x^2-208968*a*b *c*p*r^2*x^3+24*a*b*c*q^4*r*x+1464*a*b*c*q^4*x^2+688*a*b*c*q^3*r^2*x+10520*a*b* c*q^3*r*x^2-34112*a*b*c*q^3*x^3+3384*a*b*c*q^2*r^3*x+8942*a*b*c*q^2*r^2*x^2-\ 156172*a*b*c*q^2*r*x^3+5472*a*b*c*q*r^4*x-20634*a*b*c*q*r^3*x^2-208968*a*b*c*q* r^2*x^3+2752*a*b*c*r^5*x-23628*a*b*c*r^4*x^2-89392*a*b*c*r^3*x^3+416*a*b*g^4*p* r*x+3120*a*b*g^4*p*x^2+208*a*b*g^4*q*r*x+1872*a*b*g^4*q*x^2+500*a*b*g^4*r^2*x+ 5928*a*b*g^4*r*x^2+5824*a*b*g^4*x^3+1712*a*b*g^3*p^2*r*x+10728*a*b*g^3*p^2*x^2+ 1720*a*b*g^3*p*q*r*x+15120*a*b*g^3*p*q*x^2+3796*a*b*g^3*p*r^2*x+27848*a*b*g^3*p *r*x^2+3464*a*b*g^3*p*x^3+332*a*b*g^3*q^2*r*x+4392*a*b*g^3*q^2*x^2+1930*a*b*g^3 *q*r^2*x+19606*a*b*g^3*q*r*x^2+3464*a*b*g^3*q*x^3+2084*a*b*g^3*r^3*x+15984*a*b* g^3*r^2*x^2-14000*a*b*g^3*r*x^3+2348*a*b*g^2*p^3*r*x+12660*a*b*g^2*p^3*x^2+3828 *a*b*g^2*p^2*q*r*x+28692*a*b*g^2*p^2*q*x^2+7876*a*b*g^2*p^2*r^2*x+39441*a*b*g^2 *p^2*r*x^2-13752*a*b*g^2*p^2*x^3+1628*a*b*g^2*p*q^2*r*x+19404*a*b*g^2*p*q^2*x^2 +8262*a*b*g^2*p*q*r^2*x+60270*a*b*g^2*p*q*r*x^2-27504*a*b*g^2*p*q*x^3+8708*a*b* g^2*p*r^3*x+35684*a*b*g^2*p*r^2*x^2-74630*a*b*g^2*p*r*x^3+148*a*b*g^2*q^3*r*x+ 3372*a*b*g^2*q^3*x^2+1732*a*b*g^2*q^2*r^2*x+20829*a*b*g^2*q^2*r*x^2-13752*a*b*g ^2*q^2*x^3+4434*a*b*g^2*q*r^3*x+27526*a*b*g^2*q*r^2*x^2-74630*a*b*g^2*q*r*x^3+ 3180*a*b*g^2*r^4*x+9948*a*b*g^2*r^3*x^2-62596*a*b*g^2*r^2*x^3+1212*a*b*g*p^4*r* x+5772*a*b*g*p^4*x^2+2852*a*b*g*p^3*q*r*x+18216*a*b*g*p^3*q*x^2+5488*a*b*g*p^3* r^2*x+19204*a*b*g*p^3*r*x^2-15280*a*b*g*p^3*x^3+2084*a*b*g*p^2*q^2*r*x+20016*a* b*g*p^2*q^2*x^2+9356*a*b*g*p^2*q*r^2*x+46480*a*b*g*p^2*q*r*x^2-45840*a*b*g*p^2* q*x^3+9192*a*b*g*p^2*r^3*x+14801*a*b*g*p^2*r^2*x^2-82342*a*b*g*p^2*r*x^3+460*a* b*g*p*q^3*r*x+8472*a*b*g*p*q^3*x^2+4328*a*b*g*p*q^2*r^2*x+35348*a*b*g*p*q^2*r*x ^2-45840*a*b*g*p*q^2*x^3+10156*a*b*g*p*q*r^3*x+27906*a*b*g*p*q*r^2*x^2-164684*a *b*g*p*q*r*x^3+6768*a*b*g*p*r^4*x-5693*a*b*g*p*r^3*x^2-121756*a*b*g*p*r^2*x^3+ 16*a*b*g*q^4*r*x+900*a*b*g*q^4*x^2+460*a*b*g*q^3*r^2*x+8072*a*b*g*q^3*r*x^2-\ 15280*a*b*g*q^3*x^3+2244*a*b*g*q^2*r^3*x+13105*a*b*g*q^2*r^2*x^2-82342*a*b*g*q^ 2*r*x^3+3652*a*b*g*q*r^4*x+629*a*b*g*q*r^3*x^2-121756*a*b*g*q*r^2*x^3+1852*a*b* g*r^5*x-7062*a*b*g*r^4*x^2-60144*a*b*g*r^3*x^3+168*a*b*p^5*r*x+720*a*b*p^5*x^2+ 528*a*b*p^4*q*r*x+2928*a*b*p^4*q*x^2+958*a*b*p^4*r^2*x+1838*a*b*p^4*r*x^2-3888* a*b*p^4*x^3+576*a*b*p^3*q^2*r*x+4512*a*b*p^3*q^2*x^2+2344*a*b*p^3*q*r^2*x+6280* a*b*p^3*q*r*x^2-15552*a*b*p^3*q*x^3+2152*a*b*p^3*r^3*x-2904*a*b*p^3*r^2*x^2-\ 22772*a*b*p^3*r*x^3+240*a*b*p^2*q^3*r*x+3168*a*b*p^2*q^3*x^2+1836*a*b*p^2*q^2*r ^2*x+7812*a*b*p^2*q^2*r*x^2-23328*a*b*p^2*q^2*x^3+3864*a*b*p^2*q*r^3*x-4956*a*b *p^2*q*r^2*x^2-68316*a*b*p^2*q*r*x^3+2388*a*b*p^2*r^4*x-13500*a*b*p^2*r^3*x^2-\ 44200*a*b*p^2*r^2*x^3+24*a*b*p*q^4*r*x+912*a*b*p*q^4*x^2+472*a*b*p*q^3*r^2*x+ 4136*a*b*p*q^3*r*x^2-15552*a*b*p*q^3*x^3+1944*a*b*p*q^2*r^3*x-1200*a*b*p*q^2*r^ 2*x^2-68316*a*b*p*q^2*r*x^3+2808*a*b*p*q*r^4*x-17688*a*b*p*q*r^3*x^2-88400*a*b* p*q*r^2*x^3+1312*a*b*p*r^5*x-14536*a*b*p*r^4*x^2-35856*a*b*p*r^3*x^3+48*a*b*q^5 *x^2+22*a*b*q^4*r^2*x+766*a*b*q^4*r*x^2-3888*a*b*q^4*x^3+232*a*b*q^3*r^3*x+852* a*b*q^3*r^2*x^2-22772*a*b*q^3*r*x^3+684*a*b*q^2*r^4*x-4188*a*b*q^2*r^3*x^2-\ 44200*a*b*q^2*r^2*x^3+760*a*b*q*r^5*x-9380*a*b*q*r^4*x^2-35856*a*b*q*r^3*x^3+ 286*a*b*r^6*x-5058*a*b*r^5*x^2-9800*a*b*r^4*x^3+1088*a*c^6*r*x+8064*a*c^6*x^2+ 3776*a*c^5*g*r*x+28800*a*c^5*g*x^2+3776*a*c^5*p*r*x+24576*a*c^5*p*x^2+1920*a*c^ 5*q*r*x+17664*a*c^5*q*x^2+4144*a*c^5*r^2*x+18112*a*c^5*r*x^2-30080*a*c^5*x^3+ 4832*a*c^4*g^2*r*x+37440*a*c^4*g^2*x^2+11520*a*c^4*g*p*r*x+76320*a*c^4*g*p*x^2+ 5600*a*c^4*g*q*r*x+53856*a*c^4*g*q*x^2+12584*a*c^4*g*r^2*x+66488*a*c^4*g*r*x^2-\ 70336*a*c^4*g*x^3+5184*a*c^4*p^2*r*x+29760*a*c^4*p^2*x^2+5664*a*c^4*p*q*r*x+ 44928*a*c^4*p*q*x^2+11488*a*c^4*p*r^2*x+40368*a*c^4*p*r*x^2-68480*a*c^4*p*x^3+ 1248*a*c^4*q^2*r*x+15168*a*c^4*q^2*x^2+6080*a*c^4*q*r^2*x+32432*a*c^4*q*r*x^2-\ 68480*a*c^4*q*x^3+6304*a*c^4*r^3*x+2840*a*c^4*r^2*x^2-100640*a*c^4*r*x^3+2944*a *c^3*g^3*r*x+23040*a*c^3*g^3*x^2+12160*a*c^3*g^2*p*r*x+81648*a*c^3*g^2*p*x^2+ 5808*a*c^3*g^2*q*r*x+56784*a*c^3*g^2*q*x^2+13316*a*c^3*g^2*r^2*x+80180*a*c^3*g^ 2*r*x^2-53216*a*c^3*g^2*x^3+13424*a*c^3*g*p^2*r*x+77616*a*c^3*g*p^2*x^2+14160*a *c^3*g*p*q*r*x+115872*a*c^3*g*p*q*x^2+29696*a*c^3*g*p*r^2*x+129144*a*c^3*g*p*r* x^2-131776*a*c^3*g*p*x^3+2944*a*c^3*g*q^2*r*x+38256*a*c^3*g*q^2*x^2+15048*a*c^3 *g*q*r^2*x+100024*a*c^3*g*q*r*x^2-131776*a*c^3*g*q*x^3+16272*a*c^3*g*r^3*x+ 37276*a*c^3*g*r^2*x^2-217544*a*c^3*g*r*x^3+3568*a*c^3*p^3*r*x+18240*a*c^3*p^3*x ^2+6240*a*c^3*p^2*q*r*x+42816*a*c^3*p^2*q*x^2+11980*a*c^3*p^2*r^2*x+33096*a*c^3 *p^2*r*x^2-61760*a*c^3*p^2*x^3+3024*a*c^3*p*q^2*r*x+30912*a*c^3*p*q^2*x^2+13544 *a*c^3*p*q*r^2*x+54768*a*c^3*p*q*r*x^2-123520*a*c^3*p*q*x^3+13256*a*c^3*p*r^3*x -6376*a*c^3*p*r^2*x^2-177232*a*c^3*p*r*x^3+352*a*c^3*q^3*r*x+6336*a*c^3*q^3*x^2 +3148*a*c^3*q^2*r^2*x+21672*a*c^3*q^2*r*x^2-61760*a*c^3*q^2*x^3+7304*a*c^3*q*r^ 3*x+1896*a*c^3*q*r^2*x^2-177232*a*c^3*q*r*x^3+4844*a*c^3*r^4*x-22340*a*c^3*r^3* x^2-112376*a*c^3*r^2*x^3+868*a*c^2*g^4*r*x+6840*a*c^2*g^4*x^2+5680*a*c^2*g^3*p* r*x+38712*a*c^2*g^3*p*x^2+2712*a*c^2*g^3*q*r*x+26472*a*c^2*g^3*q*x^2+6278*a*c^2 *g^3*r^2*x+43178*a*c^2*g^3*r*x^2-11920*a*c^2*g^3*x^3+10992*a*c^2*g^2*p^2*r*x+ 64176*a*c^2*g^2*p^2*x^2+11432*a*c^2*g^2*p*q*r*x+94944*a*c^2*g^2*p*q*x^2+24288*a *c^2*g^2*p*r^2*x+121948*a*c^2*g^2*p*r*x^2-77536*a*c^2*g^2*p*x^3+2328*a*c^2*g^2* q^2*r*x+30768*a*c^2*g^2*q^2*x^2+12184*a*c^2*g^2*q*r^2*x+92260*a*c^2*g^2*q*r*x^2 -77536*a*c^2*g^2*q*x^3+13296*a*c^2*g^2*r^3*x+48510*a*c^2*g^2*r^2*x^2-152712*a*c ^2*g^2*r*x^3+7424*a*c^2*g*p^3*r*x+37944*a*c^2*g*p^3*x^2+12680*a*c^2*g*p^2*q*r*x +88488*a*c^2*g*p^2*q*x^2+24946*a*c^2*g*p^2*r^2*x+89470*a*c^2*g*p^2*r*x^2-92160* a*c^2*g*p^2*x^3+5888*a*c^2*g*p*q^2*r*x+63144*a*c^2*g*p*q^2*x^2+27352*a*c^2*g*p* q*r^2*x+143580*a*c^2*g*p*q*r*x^2-184320*a*c^2*g*p*q*x^3+27620*a*c^2*g*p*r^3*x+ 38836*a*c^2*g*p*r^2*x^2-297304*a*c^2*g*p*r*x^3+632*a*c^2*g*q^3*r*x+12600*a*c^2* g*q^3*x^2+6022*a*c^2*g*q^2*r^2*x+54110*a*c^2*g*q^2*r*x^2-92160*a*c^2*g*q^2*x^3+ 14672*a*c^2*g*q*r^3*x+40980*a*c^2*g*q*r^2*x^2-297304*a*c^2*g*q*r*x^3+10098*a*c^ 2*g*r^4*x-13512*a*c^2*g*r^3*x^2-206864*a*c^2*g*r^2*x^3+1276*a*c^2*p^4*r*x+5880* a*c^2*p^4*x^2+3144*a*c^2*p^3*q*r*x+18912*a*c^2*p^3*q*x^2+5764*a*c^2*p^3*r^2*x+ 11732*a*c^2*p^3*r*x^2-27520*a*c^2*p^3*x^3+2496*a*c^2*p^2*q^2*r*x+21456*a*c^2*p^ 2*q^2*x^2+10364*a*c^2*p^2*q*r^2*x+29964*a*c^2*p^2*q*r*x^2-82560*a*c^2*p^2*q*x^3 +9636*a*c^2*p^2*r^3*x-14370*a*c^2*p^2*r^2*x^2-114888*a*c^2*p^2*r*x^3+664*a*c^2* p*q^3*r*x+9696*a*c^2*p*q^3*x^2+5260*a*c^2*p*q^2*r^2*x+24732*a*c^2*p*q^2*r*x^2-\ 82560*a*c^2*p*q^2*x^3+11296*a*c^2*p*q*r^3*x-15300*a*c^2*p*q*r^2*x^2-229776*a*c^ 2*p*q*r*x^3+7084*a*c^2*p*r^4*x-42986*a*c^2*p*r^3*x^2-141120*a*c^2*p*r^2*x^3+36* a*c^2*q^4*r*x+1272*a*c^2*q^4*x^2+660*a*c^2*q^3*r^2*x+6500*a*c^2*q^3*r*x^2-27520 *a*c^2*q^3*x^3+2764*a*c^2*q^2*r^3*x-930*a*c^2*q^2*r^2*x^2-114888*a*c^2*q^2*r*x^ 3+4076*a*c^2*q*r^4*x-26906*a*c^2*q*r^3*x^2-141120*a*c^2*q*r^2*x^3+1936*a*c^2*r^ 5*x-22764*a*c^2*r^4*x^2-52008*a*c^2*r^3*x^3+100*a*c*g^5*r*x+792*a*c*g^5*x^2+ 1140*a*c*g^4*p*r*x+7956*a*c*g^4*p*x^2+556*a*c*g^4*q*r*x+5292*a*c*g^4*q*x^2+1288 *a*c*g^4*r^2*x+10627*a*c*g^4*r*x^2+2224*a*c*g^4*x^3+3516*a*c*g^3*p^2*r*x+20844* a*c*g^3*p^2*x^2+3644*a*c*g^3*p*q*r*x+30504*a*c*g^3*p*q*x^2+7760*a*c*g^3*p*r^2*x +45274*a*c*g^3*p*r*x^2-12944*a*c*g^3*p*x^3+744*a*c*g^3*q^2*r*x+9660*a*c*g^3*q^2 *x^2+3938*a*c*g^3*q*r^2*x+33458*a*c*g^3*q*r*x^2-12944*a*c*g^3*q*x^3+4244*a*c*g^ 3*r^3*x+21973*a*c*g^3*r^2*x^2-39874*a*c*g^3*r*x^3+4212*a*c*g^2*p^3*r*x+21660*a* c*g^2*p^3*x^2+7124*a*c*g^2*p^2*q*r*x+50220*a*c*g^2*p^2*q*x^2+14136*a*c*g^2*p^2* r^2*x+59305*a*c*g^2*p^2*r*x^2-37624*a*c*g^2*p^2*x^3+3252*a*c*g^2*p*q^2*r*x+ 35460*a*c*g^2*p*q^2*x^2+15342*a*c*g^2*p*q*r^2*x+93502*a*c*g^2*p*q*r*x^2-75248*a *c*g^2*p*q*x^3+15636*a*c*g^2*p*r^3*x+42272*a*c*g^2*p*r^2*x^2-143278*a*c*g^2*p*r *x^3+340*a*c*g^2*q^3*r*x+6900*a*c*g^2*q^3*x^2+3344*a*c*g^2*q^2*r^2*x+34197*a*c* g^2*q^2*r*x^2-37624*a*c*g^2*q^2*x^3+8218*a*c*g^2*q*r^3*x+36678*a*c*g^2*q*r^2*x^ 2-143278*a*c*g^2*q*r*x^3+5712*a*c*g^2*r^4*x+5109*a*c*g^2*r^3*x^2-108250*a*c*g^2 *r^2*x^3+1936*a*c*g*p^4*r*x+8892*a*c*g*p^4*x^2+4708*a*c*g*p^3*q*r*x+28512*a*c*g *p^3*q*x^2+8760*a*c*g*p^3*r^2*x+25856*a*c*g*p^3*r*x^2-28496*a*c*g*p^3*x^3+3652* a*c*g*p^2*q^2*r*x+32184*a*c*g*p^2*q^2*x^2+15476*a*c*g*p^2*q*r^2*x+64048*a*c*g*p ^2*q*r*x^2-85488*a*c*g*p^2*q*x^3+14664*a*c*g*p^2*r^3*x+9191*a*c*g*p^2*r^2*x^2-\ 134146*a*c*g*p^2*r*x^3+924*a*c*g*p*q^3*r*x+14400*a*c*g*p*q^3*x^2+7608*a*c*g*p*q ^2*r^2*x+50528*a*c*g*p*q^2*r*x^2-85488*a*c*g*p*q^2*x^3+16828*a*c*g*p*q*r^3*x+ 23594*a*c*g*p*q*r^2*x^2-268292*a*c*g*p*q*r*x^3+10792*a*c*g*p*r^4*x-26029*a*c*g* p*r^3*x^2-182858*a*c*g*p*r^2*x^3+44*a*c*g*q^4*r*x+1836*a*c*g*q^4*x^2+892*a*c*g* q^3*r^2*x+12336*a*c*g*q^3*r*x^2-28496*a*c*g*q^3*x^3+3956*a*c*g*q^2*r^3*x+14403* a*c*g*q^2*r^2*x^2-134146*a*c*g*q^2*r*x^3+6060*a*c*g*q*r^4*x-11719*a*c*g*q*r^3*x ^2-182858*a*c*g*q*r^2*x^3+2952*a*c*g*r^5*x-18256*a*c*g*r^4*x^2-79732*a*c*g*r^3* x^3+216*a*c*p^5*r*x+912*a*c*p^5*x^2+696*a*c*p^4*q*r*x+3744*a*c*p^4*q*x^2+1228*a *c*p^4*r^2*x+1434*a*c*p^4*r*x^2-6040*a*c*p^4*x^3+792*a*c*p^3*q^2*r*x+5856*a*c*p ^3*q^2*x^2+3092*a*c*p^3*q*r^2*x+5104*a*c*p^3*q*r*x^2-24160*a*c*p^3*q*x^3+2752*a *c*p^3*r^3*x-8168*a*c*p^3*r^2*x^2-32284*a*c*p^3*r*x^3+360*a*c*p^2*q^3*r*x+4224* a*c*p^2*q^3*x^2+2544*a*c*p^2*q^2*r^2*x+6708*a*c*p^2*q^2*r*x^2-36240*a*c*p^2*q^2 *x^3+5100*a*c*p^2*q*r^3*x-17268*a*c*p^2*q*r^2*x^2-96852*a*c*p^2*q*r*x^3+3048*a* c*p^2*r^4*x-25492*a*c*p^2*r^3*x^2-56838*a*c*p^2*r^2*x^3+48*a*c*p*q^4*r*x+1296*a *c*p*q^4*x^2+724*a*c*p*q^3*r^2*x+3840*a*c*p*q^3*r*x^2-24160*a*c*p*q^3*x^3+2712* a*c*p*q^2*r^3*x-10032*a*c*p*q^2*r^2*x^2-96852*a*c*p*q^2*r*x^3+3708*a*c*p*q*r^4* x-36284*a*c*p*q*r^3*x^2-113676*a*c*p*q*r^2*x^3+1672*a*c*p*r^5*x-25304*a*c*p*r^4 *x^2-38668*a*c*p*r^3*x^3+96*a*c*q^5*x^2+44*a*c*q^4*r^2*x+802*a*c*q^4*r*x^2-6040 *a*c*q^4*x^3+364*a*c*q^3*r^3*x-932*a*c*q^3*r^2*x^2-32284*a*c*q^3*r*x^3+960*a*c* q^2*r^4*x-10792*a*c*q^2*r^3*x^2-56838*a*c*q^2*r^2*x^3+1004*a*c*q*r^5*x-17656*a* c*q*r^4*x^2-38668*a*c*q*r^3*x^3+364*a*c*r^6*x-8502*a*c*r^5*x^2-6966*a*c*r^4*x^3 +68*a*g^5*p*r*x+504*a*g^5*p*x^2+36*a*g^5*q*r*x+312*a*g^5*q*x^2+82*a*g^5*r^2*x+ 952*a*g^5*r*x^2+896*a*g^5*x^3+364*a*g^4*p^2*r*x+2220*a*g^4*p^2*x^2+380*a*g^4*p* q*r*x+3192*a*g^4*p*q*x^2+802*a*g^4*p*r^2*x+5770*a*g^4*p*r*x^2+720*a*g^4*p*x^3+ 80*a*g^4*q^2*r*x+972*a*g^4*q^2*x^2+424*a*g^4*q*r^2*x+4140*a*g^4*q*r*x^2+720*a*g ^4*q*x^3+438*a*g^4*r^3*x+3341*a*g^4*r^2*x^2-2662*a*g^4*r*x^3+696*a*g^3*p^3*r*x+ 3624*a*g^3*p^3*x^2+1172*a*g^3*p^2*q*r*x+8340*a*g^3*p^2*q*x^2+2329*a*g^3*p^2*r^2 *x+11422*a*g^3*p^2*r*x^2-3492*a*g^3*p^2*x^3+532*a*g^3*p*q^2*r*x+5808*a*g^3*p*q^ 2*x^2+2526*a*g^3*p*q*r^2*x+17702*a*g^3*p*q*r*x^2-6984*a*g^3*p*q*x^3+2570*a*g^3* p*r^3*x+10630*a*g^3*p*r^2*x^2-19467*a*g^3*p*r*x^3+56*a*g^3*q^3*r*x+1092*a*g^3*q ^3*x^2+560*a*g^3*q^2*r^2*x+6280*a*g^3*q^2*r*x^2-3492*a*g^3*q^2*x^3+1354*a*g^3*q *r^3*x+8331*a*g^3*q*r^2*x^2-19467*a*g^3*q*r*x^3+937*a*g^3*r^4*x+3140*a*g^3*r^3* x^2-16456*a*g^3*r^2*x^3+576*a*g^2*p^4*r*x+2652*a*g^2*p^4*x^2+1392*a*g^2*p^3*q*r *x+8472*a*g^2*p^3*q*x^2+2606*a*g^2*p^3*r^2*x+9188*a*g^2*p^3*r*x^2-6080*a*g^2*p^ 3*x^3+1068*a*g^2*p^2*q^2*r*x+9504*a*g^2*p^2*q^2*x^2+4570*a*g^2*p^2*q*r^2*x+ 22432*a*g^2*p^2*q*r*x^2-18240*a*g^2*p^2*q*x^3+4362*a*g^2*p^2*r^3*x+8280*a*g^2*p ^2*r^2*x^2-33461*a*g^2*p^2*r*x^3+264*a*g^2*p*q^3*r*x+4200*a*g^2*p*q^3*x^2+2222* a*g^2*p*q^2*r^2*x+17300*a*g^2*p*q^2*r*x^2-18240*a*g^2*p*q^2*x^3+4964*a*g^2*p*q* r^3*x+15072*a*g^2*p*q*r^2*x^2-66922*a*g^2*p*q*r*x^3+3210*a*g^2*p*r^4*x-706*a*g^ 2*p*r^3*x^2-49843*a*g^2*p*r^2*x^3+12*a*g^2*q^4*r*x+516*a*g^2*q^4*x^2+258*a*g^2* q^3*r^2*x+4056*a*g^2*q^3*r*x^2-6080*a*g^2*q^3*x^3+1154*a*g^2*q^2*r^3*x+6792*a*g ^2*q^2*r^2*x^2-33461*a*g^2*q^2*r*x^3+1786*a*g^2*q*r^4*x+1489*a*g^2*q*r^3*x^2-\ 49843*a*g^2*q*r^2*x^3+878*a*g^2*r^5*x-2450*a*g^2*r^4*x^2-24580*a*g^2*r^3*x^3+ 188*a*g*p^5*r*x+792*a*g*p^5*x^2+604*a*g*p^4*q*r*x+3252*a*g*p^4*q*x^2+1069*a*g*p ^4*r^2*x+2548*a*g*p^4*r*x^2-3284*a*g*p^4*x^3+684*a*g*p^3*q^2*r*x+5088*a*g*p^3*q ^2*x^2+2678*a*g*p^3*q*r^2*x+8632*a*g*p^3*q*r*x^2-13136*a*g*p^3*q*x^3+2396*a*g*p ^3*r^3*x-454*a*g*p^3*r^2*x^2-19940*a*g*p^3*r*x^3+308*a*g*p^2*q^3*r*x+3672*a*g*p ^2*q^3*x^2+2184*a*g*p^2*q^2*r^2*x+10608*a*g*p^2*q^2*r*x^2-19704*a*g*p^2*q^2*x^3 +4410*a*g*p^2*q*r^3*x+708*a*g*p^2*q*r^2*x^2-59820*a*g*p^2*q*r*x^3+2654*a*g*p^2* r^4*x-9594*a*g*p^2*r^3*x^2-39713*a*g*p^2*r^2*x^3+40*a*g*p*q^4*r*x+1128*a*g*p*q^ 4*x^2+610*a*g*p*q^3*r^2*x+5512*a*g*p*q^3*r*x^2-13136*a*g*p*q^3*x^3+2316*a*g*p*q ^2*r^3*x+2778*a*g*p*q^2*r^2*x^2-59820*a*g*p*q^2*r*x^3+3202*a*g*p*q*r^4*x-12108* a*g*p*q*r^3*x^2-79426*a*g*p*q*r^2*x^3+1456*a*g*p*r^5*x-11594*a*g*p*r^4*x^2-\ 33186*a*g*p*r^3*x^3+84*a*g*q^5*x^2+35*a*g*q^4*r^2*x+988*a*g*q^4*r*x^2-3284*a*g* q^4*x^3+302*a*g*q^3*r^3*x+1616*a*g*q^3*r^2*x^2-19940*a*g*q^3*r*x^3+816*a*g*q^2* r^4*x-2514*a*g*q^2*r^3*x^2-39713*a*g*q^2*r^2*x^3+866*a*g*q*r^5*x-7436*a*g*q*r^4 *x^2-33186*a*g*q*r^3*x^3+317*a*g*r^6*x-4210*a*g*r^5*x^2-9561*a*g*r^4*x^3+12*a*p ^6*r*x+48*a*p^6*x^2+48*a*p^5*q*r*x+240*a*p^5*q*x^2+82*a*p^5*r^2*x-36*a*p^5*r*x^ 2-520*a*p^5*x^3+72*a*p^4*q^2*r*x+480*a*p^4*q^2*x^2+268*a*p^4*q*r^2*x-120*a*p^4* q*r*x^2-2600*a*p^4*q*x^3+230*a*p^4*r^3*x-1466*a*p^4*r^2*x^2-3284*a*p^4*r*x^3+48 *a*p^3*q^3*r*x+480*a*p^3*q^3*x^2+312*a*p^3*q^2*r^2*x-120*a*p^3*q^2*r*x^2-5200*a *p^3*q^2*x^3+592*a*p^3*q*r^3*x-4572*a*p^3*q*r^2*x^2-13136*a*p^3*q*r*x^3+340*a*p ^3*r^4*x-4792*a*p^3*r^3*x^2-7186*a*p^3*r^2*x^3+12*a*p^2*q^4*r*x+240*a*p^2*q^4*x ^2+148*a*p^2*q^3*r^2*x-5200*a*p^2*q^3*x^3+504*a*p^2*q^2*r^3*x-4920*a*p^2*q^2*r^ 2*x^2-19704*a*p^2*q^2*r*x^3+648*a*p^2*q*r^4*x-11046*a*p^2*q*r^3*x^2-21558*a*p^2 *q*r^2*x^3+280*a*p^2*r^5*x-6660*a*p^2*r^4*x^2-6332*a*p^2*r^3*x^3+48*a*p*q^5*x^2 +22*a*p*q^4*r^2*x+60*a*p*q^4*r*x^2-2600*a*p*q^4*x^3+152*a*p*q^3*r^3*x-1988*a*p* q^3*r^2*x^2-13136*a*p*q^3*r*x^3+360*a*p*q^2*r^4*x-7716*a*p*q^2*r^3*x^2-21558*a* p*q^2*r^2*x^3+352*a*p*q*r^5*x-10056*a*p*q*r^4*x^2-12664*a*p*q*r^3*x^3+122*a*p*r ^6*x-4340*a*p*r^5*x^2-1172*a*p*r^4*x^3+24*a*q^5*r*x^2-520*a*q^5*x^3+10*a*q^4*r^ 3*x-174*a*q^4*r^2*x^2-3284*a*q^4*r*x^3+52*a*q^3*r^4*x-1462*a*q^3*r^3*x^2-7186*a *q^3*r^2*x^3+96*a*q^2*r^5*x-3396*a*q^2*r^4*x^2-6332*a*q^2*r^3*x^3+76*a*q*r^6*x-\ 3222*a*q*r^5*x^2-1172*a*q*r^4*x^3+22*a*r^7*x-1090*a*r^6*x^2+738*a*r^5*x^3+192*b ^6*c*x^2+96*b^6*p*x^2+160*b^6*r*x^2+448*b^6*x^3+64*b^5*c^2*r*x+1920*b^5*c^2*x^2 +64*b^5*c*g*r*x+1248*b^5*c*g*x^2+96*b^5*c*p*r*x+2112*b^5*c*p*x^2+864*b^5*c*q*x^ 2+64*b^5*c*r^2*x+2672*b^5*c*r*x^2+960*b^5*c*x^3+32*b^5*g*p*r*x+672*b^5*g*p*x^2+ 192*b^5*g*q*x^2+32*b^5*g*r^2*x+1232*b^5*g*r*x^2+2240*b^5*g*x^3+32*b^5*p^2*r*x+ 576*b^5*p^2*x^2+576*b^5*p*q*x^2+48*b^5*p*r^2*x+1520*b^5*p*r*x^2+256*b^5*p*x^3+ 752*b^5*q*r*x^2+256*b^5*q*x^3+16*b^5*r^3*x+864*b^5*r^2*x^2-1328*b^5*r*x^3+448*b ^4*c^3*r*x+7296*b^4*c^3*x^2+736*b^4*c^2*g*r*x+9696*b^4*c^2*g*x^2+928*b^4*c^2*p* r*x+11904*b^4*c^2*p*x^2+192*b^4*c^2*q*r*x+6432*b^4*c^2*q*x^2+848*b^4*c^2*r^2*x+ 12912*b^4*c^2*r*x^2-6208*b^4*c^2*x^3+256*b^4*c*g^2*r*x+3024*b^4*c*g^2*x^2+928*b ^4*c*g*p*r*x+10656*b^4*c*g*p*x^2+224*b^4*c*g*q*r*x+5472*b^4*c*g*q*x^2+936*b^4*c *g*r^2*x+13880*b^4*c*g*r*x^2+4096*b^4*c*g*x^3+608*b^4*c*p^2*r*x+6288*b^4*c*p^2* x^2+320*b^4*c*p*q*r*x+7680*b^4*c*p*q*x^2+1200*b^4*c*p*r^2*x+13592*b^4*c*p*r*x^2 -6784*b^4*c*p*x^3+1392*b^4*c*q^2*x^2+256*b^4*c*q*r^2*x+8472*b^4*c*q*r*x^2-6784* b^4*c*q*x^3+592*b^4*c*r^3*x+7080*b^4*c*r^2*x^2-19328*b^4*c*r*x^3+144*b^4*g^2*p* r*x+1704*b^4*g^2*p*x^2+32*b^4*g^2*q*r*x+720*b^4*g^2*q*x^2+160*b^4*g^2*r^2*x+ 3232*b^4*g^2*r*x^2+4592*b^4*g^2*x^3+288*b^4*g*p^2*r*x+2880*b^4*g*p^2*x^2+160*b^ 4*g*p*q*r*x+3360*b^4*g*p*q*x^2+592*b^4*g*p*r^2*x+7580*b^4*g*p*r*x^2+1152*b^4*g* p*x^3+480*b^4*g*q^2*x^2+176*b^4*g*q*r^2*x+4424*b^4*g*q*r*x^2+1152*b^4*g*q*x^3+ 304*b^4*g*r^3*x+4300*b^4*g*r^2*x^2-5508*b^4*g*r*x^3+128*b^4*p^3*r*x+1080*b^4*p^ 3*x^2+128*b^4*p^2*q*r*x+2160*b^4*p^2*q*x^2+400*b^4*p^2*r^2*x+3436*b^4*p^2*r*x^2 -1840*b^4*p^2*x^3+1080*b^4*p*q^2*x^2+224*b^4*p*q*r^2*x+4716*b^4*p*q*r*x^2-3680* b^4*p*q*x^3+416*b^4*p*r^3*x+3496*b^4*p*r^2*x^2-9380*b^4*p*r*x^3+1280*b^4*q^2*r* x^2-1840*b^4*q^2*x^3+96*b^4*q*r^3*x+2532*b^4*q*r^2*x^2-9380*b^4*q*r*x^3+144*b^4 *r^4*x+1380*b^4*r^3*x^2-7688*b^4*r^2*x^3+1152*b^3*c^4*r*x+13824*b^3*c^4*x^2+ 2688*b^3*c^3*g*r*x+28320*b^3*c^3*g*x^2+2976*b^3*c^3*p*r*x+29376*b^3*c^3*p*x^2+ 960*b^3*c^3*q*r*x+17952*b^3*c^3*q*x^2+2992*b^3*c^3*r^2*x+27888*b^3*c^3*r*x^2-\ 27712*b^3*c^3*x^3+1824*b^3*c^2*g^2*r*x+17952*b^3*c^2*g^2*x^2+5088*b^3*c^2*g*p*r *x+45984*b^3*c^2*g*p*x^2+1728*b^3*c^2*g*q*r*x+27552*b^3*c^2*g*q*x^2+5384*b^3*c^ 2*g*r^2*x+50192*b^3*c^2*g*r*x^2-19872*b^3*c^2*g*x^3+2752*b^3*c^2*p^2*r*x+22560* b^3*c^2*p^2*x^2+2080*b^3*c^2*p*q*r*x+30144*b^3*c^2*p*q*x^2+5776*b^3*c^2*p*r^2*x +41488*b^3*c^2*p*r*x^2-40192*b^3*c^2*p*x^3+192*b^3*c^2*q^2*r*x+7584*b^3*c^2*q^2 *x^2+1952*b^3*c^2*q*r^2*x+28912*b^3*c^2*q*r*x^2-40192*b^3*c^2*q*x^3+3024*b^3*c^ 2*r^3*x+16912*b^3*c^2*r^2*x^2-76840*b^3*c^2*r*x^3+384*b^3*c*g^3*r*x+3624*b^3*c* g^3*x^2+2264*b^3*c*g^2*p*r*x+19872*b^3*c*g^2*p*x^2+784*b^3*c*g^2*q*r*x+11400*b^ 3*c*g^2*q*x^2+2488*b^3*c*g^2*r^2*x+26228*b^3*c*g^2*r*x^2+6848*b^3*c*g^2*x^3+ 3112*b^3*c*g*p^2*r*x+24168*b^3*c*g*p^2*x^2+2416*b^3*c*g*p*q*r*x+31728*b^3*c*g*p *q*x^2+6716*b^3*c*g*p*r^2*x+51940*b^3*c*g*p*r*x^2-21680*b^3*c*g*p*x^3+240*b^3*c *g*q^2*r*x+7560*b^3*c*g*q^2*x^2+2496*b^3*c*g*q*r^2*x+34628*b^3*c*g*q*r*x^2-\ 21680*b^3*c*g*q*x^3+3604*b^3*c*g*r^3*x+25072*b^3*c*g*r^2*x^2-63600*b^3*c*g*r*x^ 3+1080*b^3*c*p^3*r*x+7440*b^3*c*p^3*x^2+1424*b^3*c*p^2*q*r*x+15912*b^3*c*p^2*q* x^2+3512*b^3*c*p^2*r^2*x+19616*b^3*c*p^2*r*x^2-19408*b^3*c*p^2*x^3+344*b^3*c*p* q^2*r*x+9504*b^3*c*p*q^2*x^2+2832*b^3*c*p*q*r^2*x+29124*b^3*c*p*q*r*x^2-38816*b ^3*c*p*q*x^3+3784*b^3*c*p*r^3*x+13736*b^3*c*p*r^2*x^2-71240*b^3*c*p*r*x^3+1032* b^3*c*q^3*x^2+296*b^3*c*q^2*r^2*x+9508*b^3*c*q^2*r*x^2-19408*b^3*c*q^2*x^3+1408 *b^3*c*q*r^3*x+12512*b^3*c*q*r^2*x^2-71240*b^3*c*q*r*x^3+1352*b^3*c*r^4*x+2084* b^3*c*r^3*x^2-53320*b^3*c*r^2*x^3+232*b^3*g^3*p*r*x+2112*b^3*g^3*p*x^2+80*b^3*g ^3*q*r*x+1056*b^3*g^3*q*x^2+272*b^3*g^3*r^2*x+4052*b^3*g^3*r*x^2+4928*b^3*g^3*x ^3+692*b^3*g^2*p^2*r*x+5376*b^3*g^2*p^2*x^2+536*b^3*g^2*p*q*r*x+6816*b^3*g^2*p* q*x^2+1518*b^3*g^2*p*r^2*x+14086*b^3*g^2*p*r*x^2+2024*b^3*g^2*p*x^3+48*b^3*g^2* q^2*r*x+1440*b^3*g^2*q^2*x^2+604*b^3*g^2*q*r^2*x+8954*b^3*g^2*q*r*x^2+2024*b^3* g^2*q*x^3+826*b^3*g^2*r^3*x+7988*b^3*g^2*r^2*x^2-8910*b^3*g^2*r*x^3+616*b^3*g*p ^3*r*x+4128*b^3*g*p^3*x^2+816*b^3*g*p^2*q*r*x+8688*b^3*g*p^2*q*x^2+2032*b^3*g*p ^2*r^2*x+12956*b^3*g*p^2*r*x^2-5872*b^3*g*p^2*x^3+200*b^3*g*p*q^2*r*x+4992*b^3* g*p*q^2*x^2+1696*b^3*g*p*q*r^2*x+18548*b^3*g*p*q*r*x^2-11744*b^3*g*p*q*x^3+2216 *b^3*g*p*r^3*x+12052*b^3*g*p*r^2*x^2-30926*b^3*g*p*r*x^3+432*b^3*g*q^3*x^2+224* b^3*g*q^2*r^2*x+5592*b^3*g*q^2*r*x^2-5872*b^3*g*q^2*x^3+880*b^3*g*q*r^3*x+8822* b^3*g*q*r^2*x^2-30926*b^3*g*q*r*x^3+800*b^3*g*r^4*x+3750*b^3*g*r^3*x^2-25666*b^ 3*g*r^2*x^3+152*b^3*p^4*r*x+888*b^3*p^4*x^2+304*b^3*p^3*q*r*x+2664*b^3*p^3*q*x^ 2+676*b^3*p^3*r^2*x+2922*b^3*p^3*r*x^2-3120*b^3*p^3*x^3+152*b^3*p^2*q^2*r*x+ 2664*b^3*p^2*q^2*x^2+952*b^3*p^2*q*r^2*x+6856*b^3*p^2*q*r*x^2-9360*b^3*p^2*q*x^ 3+1116*b^3*p^2*r^3*x+2366*b^3*p^2*r^2*x^2-16410*b^3*p^2*r*x^3+888*b^3*p*q^3*x^2 +276*b^3*p*q^2*r^2*x+4946*b^3*p*q^2*r*x^2-9360*b^3*p*q^2*x^3+992*b^3*p*q*r^3*x+ 4812*b^3*p*q*r^2*x^2-32820*b^3*p*q*r*x^3+812*b^3*p*r^4*x-454*b^3*p*r^3*x^2-\ 24154*b^3*p*r^2*x^3+1012*b^3*q^3*r*x^2-3120*b^3*q^3*x^3+124*b^3*q^2*r^3*x+2446* b^3*q^2*r^2*x^2-16410*b^3*q^2*r*x^3+344*b^3*q*r^4*x+1032*b^3*q*r^3*x^2-24154*b^ 3*q*r^2*x^3+220*b^3*r^5*x-786*b^3*r^4*x^2-12080*b^3*r^3*x^3+1408*b^2*c^5*r*x+ 14016*b^2*c^5*x^2+4288*b^2*c^4*g*r*x+39456*b^2*c^4*g*x^2+4320*b^2*c^4*p*r*x+ 36384*b^2*c^4*p*x^2+1728*b^2*c^4*q*r*x+23904*b^2*c^4*q*x^2+4528*b^2*c^4*r^2*x+ 30480*b^2*c^4*r*x^2-43136*b^2*c^4*x^3+4320*b^2*c^3*g^2*r*x+38160*b^2*c^3*g^2*x^ 2+10624*b^2*c^3*g*p*r*x+84096*b^2*c^3*g*p*x^2+4256*b^2*c^3*g*q*r*x+54432*b^2*c^ 3*g*q*x^2+11480*b^2*c^3*g*r^2*x+80784*b^2*c^3*g*r*x^2-67360*b^2*c^3*g*x^3+5056* b^2*c^3*p^2*r*x+36240*b^2*c^3*p^2*x^2+4544*b^2*c^3*p*q*r*x+51072*b^2*c^3*p*q*x^ 2+10880*b^2*c^3*p*r^2*x+57464*b^2*c^3*p*r*x^2-80256*b^2*c^3*p*x^3+672*b^2*c^3*q ^2*r*x+14832*b^2*c^3*q^2*x^2+4560*b^2*c^3*q*r^2*x+42936*b^2*c^3*q*r*x^2-80256*b ^2*c^3*q*x^3+5824*b^2*c^3*r^3*x+15440*b^2*c^3*r^2*x^2-130168*b^2*c^3*r*x^3+1808 *b^2*c^2*g^3*r*x+15576*b^2*c^2*g^3*x^2+8072*b^2*c^2*g^2*p*r*x+62328*b^2*c^2*g^2 *p*x^2+3248*b^2*c^2*g^2*q*r*x+39528*b^2*c^2*g^2*q*x^2+8916*b^2*c^2*g^2*r^2*x+ 68524*b^2*c^2*g^2*r*x^2-23360*b^2*c^2*g^2*x^3+9488*b^2*c^2*g*p^2*r*x+64920*b^2* c^2*g*p^2*x^2+8528*b^2*c^2*g*p*q*r*x+90432*b^2*c^2*g*p*q*x^2+20808*b^2*c^2*g*p* r^2*x+120744*b^2*c^2*g*p*r*x^2-97920*b^2*c^2*g*p*x^3+1264*b^2*c^2*g*q^2*r*x+ 25512*b^2*c^2*g*q^2*x^2+8928*b^2*c^2*g*q*r^2*x+86688*b^2*c^2*g*q*r*x^2-97920*b^ 2*c^2*g*q*x^3+11320*b^2*c^2*g*r^3*x+46280*b^2*c^2*g*r^2*x^2-190256*b^2*c^2*g*r* x^3+2808*b^2*c^2*p^3*r*x+17304*b^2*c^2*p^3*x^2+4224*b^2*c^2*p^2*q*r*x+38520*b^2 *c^2*p^2*q*x^2+9260*b^2*c^2*p^2*r^2*x+38260*b^2*c^2*p^2*r*x^2-55680*b^2*c^2*p^2 *x^3+1496*b^2*c^2*p*q^2*r*x+25128*b^2*c^2*p*q^2*x^2+8776*b^2*c^2*p*q*r^2*x+ 59848*b^2*c^2*p*q*r*x^2-111360*b^2*c^2*p*q*x^3+10096*b^2*c^2*p*r^3*x+12912*b^2* c^2*p*r^2*x^2-175712*b^2*c^2*p*r*x^3+80*b^2*c^2*q^3*r*x+3912*b^2*c^2*q^3*x^2+ 1420*b^2*c^2*q^2*r^2*x+21588*b^2*c^2*q^2*r*x^2-55680*b^2*c^2*q^2*x^3+4552*b^2*c ^2*q*r^3*x+16960*b^2*c^2*q*r^2*x^2-175712*b^2*c^2*q*r*x^3+3644*b^2*c^2*r^4*x-\ 8072*b^2*c^2*r^3*x^2-120568*b^2*c^2*r^2*x^3+272*b^2*c*g^4*r*x+2304*b^2*c*g^4*x^ 2+2264*b^2*c*g^3*p*r*x+17448*b^2*c*g^3*p*x^2+920*b^2*c*g^3*q*r*x+10656*b^2*c*g^ 3*q*x^2+2570*b^2*c*g^3*r^2*x+23176*b^2*c*g^3*r*x^2+5592*b^2*c*g^3*x^3+4868*b^2* c*g^2*p^2*r*x+32904*b^2*c*g^2*p^2*x^2+4368*b^2*c*g^2*p*q*r*x+45120*b^2*c*g^2*p* q*x^2+10790*b^2*c*g^2*p*r^2*x+70826*b^2*c*g^2*p*r*x^2-25432*b^2*c*g^2*p*x^3+640 *b^2*c*g^2*q^2*r*x+12216*b^2*c*g^2*q^2*x^2+4736*b^2*c*g^2*q*r^2*x+49188*b^2*c*g ^2*q*r*x^2-25432*b^2*c*g^2*q*x^3+5922*b^2*c*g^2*r^3*x+33402*b^2*c*g^2*r^2*x^2-\ 76586*b^2*c*g^2*r*x^3+3616*b^2*c*g*p^3*r*x+21576*b^2*c*g*p^3*x^2+5424*b^2*c*g*p ^2*q*r*x+47568*b^2*c*g*p^2*q*x^2+12068*b^2*c*g*p^2*r^2*x+57728*b^2*c*g*p^2*r*x^ 2-47400*b^2*c*g*p^2*x^3+1912*b^2*c*g*p*q^2*r*x+30408*b^2*c*g*p*q^2*x^2+11532*b^ 2*c*g*p*q*r^2*x+87296*b^2*c*g*p*q*r*x^2-94800*b^2*c*g*p*q*x^3+13288*b^2*c*g*p*r ^3*x+38776*b^2*c*g*p*r^2*x^2-177470*b^2*c*g*p*r*x^3+104*b^2*c*g*q^3*r*x+4416*b^ 2*c*g*q^3*x^2+1970*b^2*c*g*q^2*r^2*x+29568*b^2*c*g*q^2*r*x^2-47400*b^2*c*g*q^2* x^3+6108*b^2*c*g*q*r^3*x+33754*b^2*c*g*q*r^2*x^2-177470*b^2*c*g*q*r*x^3+4836*b^ 2*c*g*r^4*x+3330*b^2*c*g*r^3*x^2-133300*b^2*c*g*r^2*x^3+736*b^2*c*p^4*r*x+3936* b^2*c*p^4*x^2+1624*b^2*c*p^3*q*r*x+12168*b^2*c*p^3*q*x^2+3292*b^2*c*p^3*r^2*x+ 10402*b^2*c*p^3*r*x^2-17056*b^2*c*p^3*x^3+1040*b^2*c*p^2*q^2*r*x+12888*b^2*c*p^ 2*q^2*x^2+5216*b^2*c*p^2*q*r^2*x+25430*b^2*c*p^2*q*r*x^2-51168*b^2*c*p^2*q*x^3+ 5460*b^2*c*p^2*r^3*x+580*b^2*c*p^2*r^2*x^2-78086*b^2*c*p^2*r*x^3+152*b^2*c*p*q^ 3*r*x+5016*b^2*c*p*q^3*x^2+2060*b^2*c*p*q^2*r^2*x+19654*b^2*c*p*q^2*r*x^2-51168 *b^2*c*p*q^2*x^3+5560*b^2*c*p*q*r^3*x+6940*b^2*c*p*q*r^2*x^2-156172*b^2*c*p*q*r *x^3+3988*b^2*c*p*r^4*x-15136*b^2*c*p*r^3*x^2-104484*b^2*c*p*r^2*x^3+360*b^2*c* q^4*x^2+136*b^2*c*q^3*r^2*x+4626*b^2*c*q^3*r*x^2-17056*b^2*c*q^3*x^3+1020*b^2*c *q^2*r^3*x+6360*b^2*c*q^2*r^2*x^2-78086*b^2*c*q^2*r*x^3+1968*b^2*c*q*r^4*x-5602 *b^2*c*q*r^3*x^2-104484*b^2*c*q*r^2*x^3+1084*b^2*c*r^5*x-9250*b^2*c*r^4*x^2-\ 44696*b^2*c*r^3*x^3+172*b^2*g^4*p*r*x+1380*b^2*g^4*p*x^2+72*b^2*g^4*q*r*x+756*b ^2*g^4*q*x^2+208*b^2*g^4*r^2*x+2650*b^2*g^4*r*x^2+2912*b^2*g^4*x^3+694*b^2*g^3* p^2*r*x+4752*b^2*g^3*p^2*x^2+620*b^2*g^3*p*q*r*x+6336*b^2*g^3*p*q*x^2+1553*b^2* g^3*p*r^2*x+12410*b^2*g^3*p*r*x^2+1732*b^2*g^3*p*x^3+88*b^2*g^3*q^2*r*x+1584*b^ 2*g^3*q^2*x^2+706*b^2*g^3*q*r^2*x+8289*b^2*g^3*q*r*x^2+1732*b^2*g^3*q*x^3+859*b ^2*g^3*r^3*x+7061*b^2*g^3*r^2*x^2-7000*b^2*g^3*r*x^3+948*b^2*g^2*p^3*r*x+5640*b ^2*g^2*p^3*x^2+1412*b^2*g^2*p^2*q*r*x+12276*b^2*g^2*p^2*q*x^2+3179*b^2*g^2*p^2* r^2*x+17673*b^2*g^2*p^2*r*x^2-6876*b^2*g^2*p^2*x^3+488*b^2*g^2*p*q^2*r*x+7632*b ^2*g^2*p*q^2*x^2+3048*b^2*g^2*p*q*r^2*x+26040*b^2*g^2*p*q*r*x^2-13752*b^2*g^2*p *q*x^3+3514*b^2*g^2*p*r^3*x+15964*b^2*g^2*p*r^2*x^2-37315*b^2*g^2*p*r*x^3+24*b^ 2*g^2*q^3*r*x+996*b^2*g^2*q^3*x^2+542*b^2*g^2*q^2*r^2*x+8367*b^2*g^2*q^2*r*x^2-\ 6876*b^2*g^2*q^2*x^3+1636*b^2*g^2*q*r^3*x+11885*b^2*g^2*q*r^2*x^2-37315*b^2*g^2 *q*r*x^3+1283*b^2*g^2*r^4*x+4411*b^2*g^2*r^3*x^2-31298*b^2*g^2*r^2*x^3+496*b^2* g*p^4*r*x+2604*b^2*g*p^4*x^2+1088*b^2*g*p^3*q*r*x+7980*b^2*g*p^3*q*x^2+2236*b^2 *g*p^3*r^2*x+8776*b^2*g*p^3*r*x^2-7640*b^2*g*p^3*x^3+688*b^2*g*p^2*q^2*r*x+8316 *b^2*g*p^2*q^2*x^2+3540*b^2*g*p^2*q*r^2*x+20762*b^2*g*p^2*q*r*x^2-22920*b^2*g*p ^2*q*x^3+3732*b^2*g*p^2*r^3*x+7145*b^2*g*p^2*r^2*x^2-41171*b^2*g*p^2*r*x^3+96*b ^2*g*p*q^3*r*x+3108*b^2*g*p*q^3*x^2+1412*b^2*g*p*q^2*r^2*x+15196*b^2*g*p*q^2*r* x^2-22920*b^2*g*p*q^2*x^3+3816*b^2*g*p*q*r^3*x+13442*b^2*g*p*q*r^2*x^2-82342*b^ 2*g*p*q*r*x^3+2740*b^2*g*p*r^4*x-1779*b^2*g*p*r^3*x^2-60878*b^2*g*p*r^2*x^3+168 *b^2*g*q^4*x^2+108*b^2*g*q^3*r^2*x+3210*b^2*g*q^3*r*x^2-7640*b^2*g*q^3*x^3+724* b^2*g*q^2*r^3*x+6297*b^2*g*q^2*r^2*x^2-41171*b^2*g*q^2*r*x^3+1364*b^2*g*q*r^4*x +1382*b^2*g*q*r^3*x^2-60878*b^2*g*q*r^2*x^3+748*b^2*g*r^5*x-2752*b^2*g*r^4*x^2-\ 30072*b^2*g*r^3*x^3+72*b^2*p^5*r*x+336*b^2*p^5*x^2+216*b^2*p^4*q*r*x+1344*b^2*p ^4*q*x^2+408*b^2*p^4*r^2*x+914*b^2*p^4*r*x^2-1944*b^2*p^4*x^3+216*b^2*p^3*q^2*r *x+2016*b^2*p^3*q^2*x^2+948*b^2*p^3*q*r^2*x+3120*b^2*p^3*q*r*x^2-7776*b^2*p^3*q *x^3+912*b^2*p^3*r^3*x-1008*b^2*p^3*r^2*x^2-11386*b^2*p^3*r*x^3+72*b^2*p^2*q^3* r*x+1344*b^2*p^2*q^3*x^2+672*b^2*p^2*q^2*r^2*x+3876*b^2*p^2*q^2*r*x^2-11664*b^2 *p^2*q^2*x^3+1548*b^2*p^2*q*r^3*x-1146*b^2*p^2*q*r^2*x^2-34158*b^2*p^2*q*r*x^3+ 1008*b^2*p^2*r^4*x-5510*b^2*p^2*r^3*x^2-22100*b^2*p^2*r^2*x^3+336*b^2*p*q^4*x^2 +132*b^2*p*q^3*r^2*x+2048*b^2*p*q^3*r*x^2-7776*b^2*p*q^3*x^3+696*b^2*p*q^2*r^3* x+732*b^2*p*q^2*r^2*x^2-34158*b^2*p*q^2*r*x^3+1116*b^2*p*q*r^4*x-6364*b^2*p*q*r ^3*x^2-44200*b^2*p*q*r^2*x^3+552*b^2*p*r^5*x-6020*b^2*p*r^4*x^2-17928*b^2*p*r^3 *x^3+378*b^2*q^4*r*x^2-1944*b^2*q^4*x^3+60*b^2*q^3*r^3*x+870*b^2*q^3*r^2*x^2-\ 11386*b^2*q^3*r*x^3+240*b^2*q^2*r^4*x-854*b^2*q^2*r^3*x^2-22100*b^2*q^2*r^2*x^3 +300*b^2*q*r^5*x-3442*b^2*q*r^4*x^2-17928*b^2*q*r^3*x^3+120*b^2*r^6*x-2096*b^2* r^5*x^2-4900*b^2*r^4*x^3+832*b*c^6*r*x+7296*b*c^6*x^2+3136*b*c^5*g*r*x+26496*b* c^5*g*x^2+2944*b*c^5*p*r*x+22272*b*c^5*p*x^2+1344*b*c^5*q*r*x+15360*b*c^5*q*x^2 +3152*b*c^5*r^2*x+16544*b*c^5*r*x^2-30080*b*c^5*x^3+4192*b*c^4*g^2*r*x+34752*b* c^4*g^2*x^2+9568*b*c^4*g*p*r*x+69792*b*c^4*g*p*x^2+4224*b*c^4*g*q*r*x+47328*b*c ^4*g*q*x^2+10408*b*c^4*g*r^2*x+60664*b*c^4*g*r*x^2-70336*b*c^4*g*x^3+4128*b*c^4 *p^2*r*x+27072*b*c^4*p^2*x^2+4128*b*c^4*p*q*r*x+39552*b*c^4*p*q*x^2+8992*b*c^4* p*r^2*x+37168*b*c^4*p*r*x^2-68480*b*c^4*p*x^3+768*b*c^4*q^2*r*x+12480*b*c^4*q^2 *x^2+4288*b*c^4*q*r^2*x+29232*b*c^4*q*r*x^2-68480*b*c^4*q*x^3+4864*b*c^4*r^3*x+ 4072*b*c^4*r^2*x^2-100640*b*c^4*r*x^3+2624*b*c^3*g^3*r*x+21504*b*c^3*g^3*x^2+ 10416*b*c^3*g^2*p*r*x+74928*b*c^3*g^2*p*x^2+4544*b*c^3*g^2*q*r*x+50064*b*c^3*g^ 2*q*x^2+11476*b*c^3*g^2*r^2*x+73156*b*c^3*g^2*r*x^2-53216*b*c^3*g^2*x^3+11168*b *c^3*g*p^2*r*x+70800*b*c^3*g*p^2*x^2+10896*b*c^3*g*p*q*r*x+102240*b*c^3*g*p*q*x ^2+24616*b*c^3*g*p*r^2*x+117752*b*c^3*g*p*r*x^2-131776*b*c^3*g*p*x^3+1936*b*c^3 *g*q^2*r*x+31440*b*c^3*g*q^2*x^2+11488*b*c^3*g*q*r^2*x+88632*b*c^3*g*q*r*x^2-\ 131776*b*c^3*g*q*x^3+13448*b*c^3*g*r^3*x+34268*b*c^3*g*r^2*x^2-217544*b*c^3*g*r *x^3+2912*b*c^3*p^3*r*x+16704*b*c^3*p^3*x^2+4752*b*c^3*p^2*q*r*x+38208*b*c^3*p^ 2*q*x^2+9660*b*c^3*p^2*r^2*x+30888*b*c^3*p^2*r*x^2-61760*b*c^3*p^2*x^3+2016*b*c ^3*p*q^2*r*x+26304*b*c^3*p*q^2*x^2+10088*b*c^3*p*q*r^2*x+50352*b*c^3*p*q*r*x^2-\ 123520*b*c^3*p*q*x^3+10584*b*c^3*p*r^3*x-3048*b*c^3*p*r^2*x^2-177232*b*c^3*p*r* x^3+176*b*c^3*q^3*r*x+4800*b*c^3*q^3*x^2+2012*b*c^3*q^2*r^2*x+19464*b*c^3*q^2*r *x^2-61760*b*c^3*q^2*x^3+5336*b*c^3*q*r^3*x+5224*b*c^3*q*r^2*x^2-177232*b*c^3*q *r*x^3+3836*b*c^3*r^4*x-17932*b*c^3*r^3*x^2-112376*b*c^3*r^2*x^3+788*b*c^2*g^4* r*x+6408*b*c^2*g^4*x^2+4952*b*c^2*g^3*p*r*x+35544*b*c^2*g^3*p*x^2+2160*b*c^2*g^ 3*q*r*x+23304*b*c^2*g^3*q*x^2+5542*b*c^2*g^3*r^2*x+39418*b*c^2*g^3*r*x^2-11920* b*c^2*g^3*x^3+9320*b*c^2*g^2*p^2*r*x+58512*b*c^2*g^2*p^2*x^2+9000*b*c^2*g^2*p*q *r*x+83616*b*c^2*g^2*p*q*x^2+20672*b*c^2*g^2*p*r^2*x+110804*b*c^2*g^2*p*r*x^2-\ 77536*b*c^2*g^2*p*x^3+1568*b*c^2*g^2*q^2*r*x+25104*b*c^2*g^2*q^2*x^2+9640*b*c^2 *g^2*q*r^2*x+81116*b*c^2*g^2*q*r*x^2-77536*b*c^2*g^2*q*x^3+11352*b*c^2*g^2*r^3* x+43218*b*c^2*g^2*r^2*x^2-152712*b*c^2*g^2*r*x^3+6216*b*c^2*g*p^3*r*x+34632*b*c ^2*g*p^3*x^2+9968*b*c^2*g*p^2*q*r*x+78552*b*c^2*g*p^2*q*x^2+20810*b*c^2*g*p^2*r ^2*x+81826*b*c^2*g*p^2*r*x^2-92160*b*c^2*g*p^2*x^3+4088*b*c^2*g*p*q^2*r*x+53208 *b*c^2*g*p*q^2*x^2+21360*b*c^2*g*p*q*r^2*x+128292*b*c^2*g*p*q*r*x^2-184320*b*c^ 2*g*p*q*x^3+22972*b*c^2*g*p*r^3*x+36060*b*c^2*g*p*r^2*x^2-297304*b*c^2*g*p*r*x^ 3+336*b*c^2*g*q^3*r*x+9288*b*c^2*g*q^3*x^2+4166*b*c^2*g*q^2*r^2*x+46466*b*c^2*g *q^2*r*x^2-92160*b*c^2*g*q^2*x^3+11392*b*c^2*g*q*r^3*x+38204*b*c^2*g*q*r^2*x^2-\ 297304*b*c^2*g*q*r*x^3+8378*b*c^2*g*r^4*x-11592*b*c^2*g*r^3*x^2-206864*b*c^2*g* r^2*x^3+1076*b*c^2*p^4*r*x+5448*b*c^2*p^4*x^2+2520*b*c^2*p^3*q*r*x+17184*b*c^2* p^3*q*x^2+4820*b*c^2*p^3*r^2*x+11260*b*c^2*p^3*r*x^2-27520*b*c^2*p^3*x^3+1824*b *c^2*p^2*q^2*r*x+18864*b*c^2*p^2*q^2*x^2+8188*b*c^2*p^2*q*r^2*x+28548*b*c^2*p^2 *q*r*x^2-82560*b*c^2*p^2*q*x^3+8004*b*c^2*p^2*r^3*x-11166*b*c^2*p^2*r^2*x^2-\ 114888*b*c^2*p^2*r*x^3+392*b*c^2*p*q^3*r*x+7968*b*c^2*p*q^3*x^2+3740*b*c^2*p*q^ 2*r^2*x+23316*b*c^2*p*q^2*r*x^2-82560*b*c^2*p*q^2*x^3+8816*b*c^2*p*q*r^3*x-8892 *b*c^2*p*q*r^2*x^2-229776*b*c^2*p*q*r*x^3+5852*b*c^2*p*r^4*x-36262*b*c^2*p*r^3* x^2-141120*b*c^2*p*r^2*x^3+12*b*c^2*q^4*r*x+840*b*c^2*q^4*x^2+372*b*c^2*q^3*r^2 *x+6028*b*c^2*q^3*r*x^2-27520*b*c^2*q^3*x^3+1916*b*c^2*q^2*r^3*x+2274*b*c^2*q^2 *r^2*x^2-114888*b*c^2*q^2*r*x^3+3148*b*c^2*q*r^4*x-20182*b*c^2*q*r^3*x^2-141120 *b*c^2*q*r^2*x^3+1592*b*c^2*r^5*x-19284*b*c^2*r^4*x^2-52008*b*c^2*r^3*x^3+92*b* c*g^5*r*x+744*b*c*g^5*x^2+1004*b*c*g^4*p*r*x+7284*b*c*g^4*p*x^2+444*b*c*g^4*q*r *x+4620*b*c*g^4*q*x^2+1154*b*c*g^4*r^2*x+9713*b*c*g^4*r*x^2+2224*b*c*g^4*x^3+ 3008*b*c*g^3*p^2*r*x+18948*b*c*g^3*p^2*x^2+2892*b*c*g^3*p*q*r*x+26712*b*c*g^3*p *q*x^2+6706*b*c*g^3*p*r^2*x+41074*b*c*g^3*p*r*x^2-12944*b*c*g^3*p*x^3+500*b*c*g ^3*q^2*r*x+7764*b*c*g^3*q^2*x^2+3168*b*c*g^3*q*r^2*x+29258*b*c*g^3*q*r*x^2-\ 12944*b*c*g^3*q*x^3+3698*b*c*g^3*r^3*x+19553*b*c*g^3*r^2*x^2-39874*b*c*g^3*r*x^ 3+3556*b*c*g^2*p^3*r*x+19692*b*c*g^2*p^3*x^2+5652*b*c*g^2*p^2*q*r*x+44316*b*c*g ^2*p^2*q*x^2+11944*b*c*g^2*p^2*r^2*x+53865*b*c*g^2*p^2*r*x^2-37624*b*c*g^2*p^2* x^3+2276*b*c*g^2*p*q^2*r*x+29556*b*c*g^2*p*q^2*x^2+12190*b*c*g^2*p*q*r^2*x+ 82622*b*c*g^2*p*q*r*x^2-75248*b*c*g^2*p*q*x^3+13220*b*c*g^2*p*r^3*x+37668*b*c*g ^2*p*r^2*x^2-143278*b*c*g^2*p*r*x^3+180*b*c*g^2*q^3*r*x+4932*b*c*g^2*q^3*x^2+ 2384*b*c*g^2*q^2*r^2*x+28757*b*c*g^2*q^2*r*x^2-37624*b*c*g^2*q^2*x^3+6538*b*c*g ^2*q*r^3*x+32074*b*c*g^2*q*r^2*x^2-143278*b*c*g^2*q*r*x^3+4832*b*c*g^2*r^4*x+ 3927*b*c*g^2*r^3*x^2-108250*b*c*g^2*r^2*x^3+1644*b*c*g*p^4*r*x+8148*b*c*g*p^4*x ^2+3804*b*c*g*p^3*q*r*x+25536*b*c*g*p^3*q*x^2+7416*b*c*g*p^3*r^2*x+23844*b*c*g* p^3*r*x^2-28496*b*c*g*p^3*x^3+2692*b*c*g*p^2*q^2*r*x+27720*b*c*g*p^2*q^2*x^2+ 12444*b*c*g*p^2*q*r^2*x+58012*b*c*g*p^2*q*r*x^2-85488*b*c*g*p^2*q*x^3+12384*b*c *g*p^2*r^3*x+8979*b*c*g*p^2*r^2*x^2-134146*b*c*g*p^2*r*x^3+548*b*c*g*p*q^3*r*x+ 11424*b*c*g*p*q^3*x^2+5576*b*c*g*p*q^2*r^2*x+44492*b*c*g*p*q^2*r*x^2-85488*b*c* g*p*q^2*x^3+13476*b*c*g*p*q*r^3*x+23170*b*c*g*p*q*r^2*x^2-268292*b*c*g*p*q*r*x^ 3+9096*b*c*g*p*r^4*x-22781*b*c*g*p*r^3*x^2-182858*b*c*g*p*r^2*x^3+16*b*c*g*q^4* r*x+1092*b*c*g*q^4*x^2+548*b*c*g*q^3*r^2*x+10324*b*c*g*q^3*r*x^2-28496*b*c*g*q^ 3*x^3+2884*b*c*g*q^2*r^3*x+14191*b*c*g*q^2*r^2*x^2-134146*b*c*g*q^2*r*x^3+4836* b*c*g*q*r^4*x-8471*b*c*g*q*r^3*x^2-182858*b*c*g*q*r^2*x^3+2484*b*c*g*r^5*x-\ 16064*b*c*g*r^4*x^2-79732*b*c*g*r^3*x^3+192*b*c*p^5*r*x+864*b*c*p^5*x^2+600*b*c *p^4*q*r*x+3504*b*c*p^4*q*x^2+1086*b*c*p^4*r^2*x+1508*b*c*p^4*r*x^2-6040*b*c*p^ 4*x^3+648*b*c*p^3*q^2*r*x+5376*b*c*p^3*q^2*x^2+2644*b*c*p^3*q*r^2*x+5400*b*c*p^ 3*q*r*x^2-24160*b*c*p^3*q*x^3+2424*b*c*p^3*r^3*x-6844*b*c*p^3*r^2*x^2-32284*b*c *p^3*r*x^3+264*b*c*p^2*q^3*r*x+3744*b*c*p^2*q^3*x^2+2052*b*c*p^2*q^2*r^2*x+7152 *b*c*p^2*q^2*r*x^2-36240*b*c*p^2*q^2*x^3+4332*b*c*p^2*q*r^3*x-13296*b*c*p^2*q*r ^2*x^2-96852*b*c*p^2*q*r*x^3+2676*b*c*p^2*r^4*x-22172*b*c*p^2*r^3*x^2-56838*b*c *p^2*r^2*x^3+24*b*c*p*q^4*r*x+1056*b*c*p*q^4*x^2+516*b*c*p*q^3*r^2*x+4136*b*c*p *q^3*r*x^2-24160*b*c*p*q^3*x^3+2160*b*c*p*q^2*r^3*x-6060*b*c*p*q^2*r^2*x^2-\ 96852*b*c*p*q^2*r*x^3+3132*b*c*p*q*r^4*x-29644*b*c*p*q*r^3*x^2-113676*b*c*p*q*r ^2*x^3+1464*b*c*p*r^5*x-22100*b*c*p*r^4*x^2-38668*b*c*p*r^3*x^3+48*b*c*q^5*x^2+ 22*b*c*q^4*r^2*x+876*b*c*q^4*r*x^2-6040*b*c*q^4*x^3+252*b*c*q^3*r^3*x+392*b*c*q ^3*r^2*x^2-32284*b*c*q^3*r*x^3+756*b*c*q^2*r^4*x-7472*b*c*q^2*r^3*x^2-56838*b*c *q^2*r^2*x^3+844*b*c*q*r^5*x-14452*b*c*q*r^4*x^2-38668*b*c*q*r^3*x^3+318*b*c*r^ 6*x-7416*b*c*r^5*x^2-6966*b*c*r^4*x^3+60*b*g^5*p*r*x+456*b*g^5*p*x^2+28*b*g^5*q *r*x+264*b*g^5*q*x^2+74*b*g^5*r^2*x+872*b*g^5*r*x^2+896*b*g^5*x^3+312*b*g^4*p^2 *r*x+2004*b*g^4*p^2*x^2+300*b*g^4*p*q*r*x+2760*b*g^4*p*q*x^2+700*b*g^4*p*r^2*x+ 5232*b*g^4*p*r*x^2+720*b*g^4*p*x^3+52*b*g^4*q^2*r*x+756*b*g^4*q^2*x^2+342*b*g^4 *q*r^2*x+3602*b*g^4*q*r*x^2+720*b*g^4*q*x^3+388*b*g^4*r^3*x+3001*b*g^4*r^2*x^2-\ 2662*b*g^4*r*x^3+588*b*g^3*p^3*r*x+3276*b*g^3*p^3*x^2+928*b*g^3*p^2*q*r*x+7296* b*g^3*p^2*q*x^2+1977*b*g^3*p^2*r^2*x+10337*b*g^3*p^2*r*x^2-3492*b*g^3*p^2*x^3+ 368*b*g^3*p*q^2*r*x+4764*b*g^3*p*q^2*x^2+2016*b*g^3*p*q*r^2*x+15532*b*g^3*p*q*r *x^2-6984*b*g^3*p*q*x^3+2190*b*g^3*p*r^3*x+9438*b*g^3*p*r^2*x^2-19467*b*g^3*p*r *x^3+28*b*g^3*q^3*r*x+744*b*g^3*q^3*x^2+402*b*g^3*q^2*r^2*x+5195*b*g^3*q^2*r*x^ 2-3492*b*g^3*q^2*x^3+1088*b*g^3*q*r^3*x+7139*b*g^3*q*r^2*x^2-19467*b*g^3*q*r*x^ 3+801*b*g^3*r^4*x+2620*b*g^3*r^3*x^2-16456*b*g^3*r^2*x^3+488*b*g^2*p^4*r*x+2412 *b*g^2*p^4*x^2+1120*b*g^2*p^3*q*r*x+7512*b*g^2*p^3*q*x^2+2206*b*g^2*p^3*r^2*x+ 8376*b*g^2*p^3*r*x^2-6080*b*g^2*p^3*x^3+780*b*g^2*p^2*q^2*r*x+8064*b*g^2*p^2*q^ 2*x^2+3674*b*g^2*p^2*q*r^2*x+19996*b*g^2*p^2*q*r*x^2-18240*b*g^2*p^2*q*x^3+3690 *b*g^2*p^2*r^3*x+7449*b*g^2*p^2*r^2*x^2-33461*b*g^2*p^2*r*x^3+152*b*g^2*p*q^3*r *x+3240*b*g^2*p*q^3*x^2+1630*b*g^2*p*q^2*r^2*x+14864*b*g^2*p*q^2*r*x^2-18240*b* g^2*p*q^2*x^3+3988*b*g^2*p*q*r^3*x+13410*b*g^2*p*q*r^2*x^2-66922*b*g^2*p*q*r*x^ 3+2714*b*g^2*p*r^4*x-787*b*g^2*p*r^3*x^2-49843*b*g^2*p*r^2*x^3+4*b*g^2*q^4*r*x+ 276*b*g^2*q^4*x^2+162*b*g^2*q^3*r^2*x+3244*b*g^2*q^3*r*x^2-6080*b*g^2*q^3*x^3+ 850*b*g^2*q^2*r^3*x+5961*b*g^2*q^2*r^2*x^2-33461*b*g^2*q^2*r*x^3+1434*b*g^2*q*r ^4*x+1408*b*g^2*q*r^3*x^2-49843*b*g^2*q*r^2*x^3+742*b*g^2*r^5*x-2272*b*g^2*r^4* x^2-24580*b*g^2*r^3*x^3+164*b*g*p^5*r*x+732*b*g*p^5*x^2+508*b*g*p^4*q*r*x+2952* b*g*p^4*q*x^2+932*b*g*p^4*r^2*x+2393*b*g*p^4*r*x^2-3284*b*g*p^4*x^3+540*b*g*p^3 *q^2*r*x+4488*b*g*p^3*q^2*x^2+2250*b*g*p^3*q*r^2*x+8012*b*g*p^3*q*r*x^2-13136*b *g*p^3*q*x^3+2088*b*g*p^3*r^3*x-242*b*g*p^3*r^2*x^2-19940*b*g*p^3*r*x^3+212*b*g *p^2*q^3*r*x+3072*b*g*p^2*q^3*x^2+1722*b*g*p^2*q^2*r^2*x+9678*b*g*p^2*q^2*r*x^2 -19704*b*g*p^2*q^2*x^3+3702*b*g*p^2*q*r^3*x+1344*b*g*p^2*q*r^2*x^2-59820*b*g*p^ 2*q*r*x^3+2312*b*g*p^2*r^4*x-8460*b*g*p^2*r^3*x^2-39713*b*g*p^2*r^2*x^3+16*b*g* p*q^4*r*x+828*b*g*p*q^4*x^2+422*b*g*p*q^3*r^2*x+4892*b*g*p*q^3*r*x^2-13136*b*g* p*q^3*x^3+1824*b*g*p*q^2*r^3*x+3414*b*g*p*q^2*r^2*x^2-59820*b*g*p*q^2*r*x^3+ 2686*b*g*p*q*r^4*x-9840*b*g*p*q*r^3*x^2-79426*b*g*p*q*r^2*x^3+1268*b*g*p*r^5*x-\ 10282*b*g*p*r^4*x^2-33186*b*g*p*r^3*x^3+24*b*g*q^5*x^2+18*b*g*q^4*r^2*x+833*b*g *q^4*r*x^2-3284*b*g*q^4*x^3+210*b*g*q^3*r^3*x+1828*b*g*q^3*r^2*x^2-19940*b*g*q^ 3*r*x^3+642*b*g*q^2*r^4*x-1380*b*g*q^2*r^3*x^2-39713*b*g*q^2*r^2*x^3+726*b*g*q* r^5*x-6124*b*g*q*r^4*x^2-33186*b*g*q*r^3*x^3+276*b*g*r^6*x-3725*b*g*r^5*x^2-\ 9561*b*g*r^4*x^3+12*b*p^6*r*x+48*b*p^6*x^2+48*b*p^5*q*r*x+240*b*p^5*q*x^2+82*b* p^5*r^2*x-6*b*p^5*r*x^2-520*b*p^5*x^3+72*b*p^4*q^2*r*x+480*b*p^4*q^2*x^2+268*b* p^4*q*r^2*x+30*b*p^4*q*r*x^2-2600*b*p^4*q*x^3+230*b*p^4*r^3*x-1266*b*p^4*r^2*x^ 2-3284*b*p^4*r*x^3+48*b*p^3*q^3*r*x+480*b*p^3*q^3*x^2+312*b*p^3*q^2*r^2*x+180*b *p^3*q^2*r*x^2-5200*b*p^3*q^2*x^3+592*b*p^3*q*r^3*x-3772*b*p^3*q*r^2*x^2-13136* b*p^3*q*r*x^3+340*b*p^3*r^4*x-4262*b*p^3*r^3*x^2-7186*b*p^3*r^2*x^3+12*b*p^2*q^ 4*r*x+240*b*p^2*q^4*x^2+148*b*p^2*q^3*r^2*x+300*b*p^2*q^3*r*x^2-5200*b*p^2*q^3* x^3+504*b*p^2*q^2*r^3*x-3720*b*p^2*q^2*r^2*x^2-19704*b*p^2*q^2*r*x^3+648*b*p^2* q*r^4*x-9456*b*p^2*q*r^3*x^2-21558*b*p^2*q*r^2*x^3+280*b*p^2*r^5*x-5970*b*p^2*r ^4*x^2-6332*b*p^2*r^3*x^3+48*b*p*q^5*x^2+22*b*p*q^4*r^2*x+210*b*p*q^4*r*x^2-\ 2600*b*p*q^4*x^3+152*b*p*q^3*r^3*x-1188*b*p*q^3*r^2*x^2-13136*b*p*q^3*r*x^3+360 *b*p*q^2*r^4*x-6126*b*p*q^2*r^3*x^2-21558*b*p*q^2*r^2*x^3+352*b*p*q*r^5*x-8676* b*p*q*r^4*x^2-12664*b*p*q*r^3*x^3+122*b*p*r^6*x-3900*b*p*r^5*x^2-1172*b*p*r^4*x ^3+54*b*q^5*r*x^2-520*b*q^5*x^3+10*b*q^4*r^3*x+26*b*q^4*r^2*x^2-3284*b*q^4*r*x^ 3+52*b*q^3*r^4*x-932*b*q^3*r^3*x^2-7186*b*q^3*r^2*x^3+96*b*q^2*r^5*x-2706*b*q^2 *r^4*x^2-6332*b*q^2*r^3*x^3+76*b*q*r^6*x-2782*b*q*r^5*x^2-1172*b*q*r^4*x^3+22*b *r^7*x-980*b*r^6*x^2+738*b*r^5*x^3+192*c^7*r*x+1536*c^7*x^2+864*c^6*g*r*x+6912* c^6*g*x^2+768*c^6*p*r*x+5376*c^6*p*x^2+384*c^6*q*r*x+3840*c^6*q*x^2+832*c^6*r^2 *x+3552*c^6*r*x^2-7936*c^6*x^3+1440*c^5*g^2*r*x+11520*c^5*g^2*x^2+3136*c^5*g*p* r*x+21696*c^5*g*p*x^2+1472*c^5*g*q*r*x+15168*c^5*g*q*x^2+3408*c^5*g*r^2*x+17424 *c^5*g*r*x^2-24704*c^5*g*x^3+1248*c^5*p^2*r*x+7680*c^5*p^2*x^2+1344*c^5*p*q*r*x +11520*c^5*p*q*x^2+2736*c^5*p*r^2*x+9120*c^5*p*r*x^2-21376*c^5*p*x^3+288*c^5*q^ 2*r*x+3840*c^5*q^2*x^2+1424*c^5*q*r^2*x+7488*c^5*q*r*x^2-21376*c^5*q*x^3+1488*c ^5*r^3*x-672*c^5*r^2*x^2-29312*c^5*r*x^3+1200*c^4*g^3*r*x+9600*c^4*g^3*x^2+4480 *c^4*g^2*p*r*x+30912*c^4*g^2*p*x^2+2048*c^4*g^2*q*r*x+21312*c^4*g^2*q*x^2+4896* c^4*g^2*r^2*x+27792*c^4*g^2*r*x^2-27776*c^4*g^2*x^3+4528*c^4*g*p^2*r*x+27264*c^ 4*g*p^2*x^2+4640*c^4*g*p*q*r*x+40320*c^4*g*p*q*x^2+9992*c^4*g*p*r^2*x+41568*c^4 *g*p*r*x^2-56896*c^4*g*p*x^3+912*c^4*g*q^2*r*x+13056*c^4*g*q^2*x^2+4888*c^4*g*q *r^2*x+32304*c^4*g*q*r*x^2-56896*c^4*g*q*x^3+5464*c^4*g*r^3*x+8976*c^4*g*r^2*x^ 2-85632*c^4*g*r*x^3+1056*c^4*p^3*r*x+5760*c^4*p^3*x^2+1824*c^4*p^2*q*r*x+13440* c^4*p^2*q*x^2+3512*c^4*p^2*r^2*x+8784*c^4*p^2*r*x^2-23680*c^4*p^2*x^3+864*c^4*p *q^2*r*x+9600*c^4*p*q^2*x^2+3920*c^4*p*q*r^2*x+14880*c^4*p*q*r*x^2-47360*c^4*p* q*x^3+3856*c^4*p*r^3*x-5792*c^4*p*r^2*x^2-63456*c^4*p*r*x^3+96*c^4*q^3*r*x+1920 *c^4*q^3*x^2+888*c^4*q^2*r^2*x+6096*c^4*q^2*r*x^2-23680*c^4*q^2*x^3+2096*c^4*q* r^3*x-1792*c^4*q*r^2*x^2-63456*c^4*q*r*x^3+1400*c^4*r^4*x-9216*c^4*r^3*x^2-\ 37520*c^4*r^2*x^3+540*c^3*g^4*r*x+4320*c^3*g^4*x^2+3040*c^3*g^3*p*r*x+21024*c^3 *g^3*p*x^2+1376*c^3*g^3*q*r*x+14304*c^3*g^3*q*x^2+3352*c^3*g^3*r^2*x+20904*c^3* g^3*r*x^2-13632*c^3*g^3*x^3+5336*c^3*g^2*p^2*r*x+31968*c^3*g^2*p^2*x^2+5360*c^3 *g^2*p*q*r*x+46848*c^3*g^2*p*q*x^2+11812*c^3*g^2*p*r^2*x+55456*c^3*g^2*p*r*x^2-\ 52352*c^3*g^2*p*x^3+1016*c^3*g^2*q^2*r*x+14880*c^3*g^2*q^2*x^2+5668*c^3*g^2*q*r ^2*x+41984*c^3*g^2*q*r*x^2-52352*c^3*g^2*q*x^3+6476*c^3*g^2*r^3*x+18408*c^3*g^2 *r^2*x^2-87616*c^3*g^2*r*x^3+3312*c^3*g*p^3*r*x+17568*c^3*g*p^3*x^2+5520*c^3*g* p^2*q*r*x+40608*c^3*g*p^2*q*x^2+11112*c^3*g*p^2*r^2*x+37704*c^3*g*p^2*r*x^2-\ 52032*c^3*g*p^2*x^3+2448*c^3*g*p*q^2*r*x+28512*c^3*g*p*q^2*x^2+11856*c^3*g*p*q* r^2*x+60624*c^3*g*p*q*r*x^2-104064*c^3*g*p*q*x^3+12288*c^3*g*p*r^3*x+9432*c^3*g *p*r^2*x^2-153760*c^3*g*p*r*x^3+240*c^3*g*q^3*r*x+5472*c^3*g*q^3*x^2+2472*c^3*g *q^2*r^2*x+22920*c^3*g*q^2*r*x^2-52032*c^3*g*q^2*x^3+6336*c^3*g*q*r^3*x+13608*c ^3*g*q*r^2*x^2-153760*c^3*g*q*r*x^3+4488*c^3*g*r^4*x-11424*c^3*g*r^3*x^2-101000 *c^3*g*r^2*x^3+492*c^3*p^4*r*x+2400*c^3*p^4*x^2+1200*c^3*p^3*q*r*x+7680*c^3*p^3 *q*x^2+2204*c^3*p^3*r^2*x+3648*c^3*p^3*r*x^2-13760*c^3*p^3*x^3+936*c^3*p^2*q^2* r*x+8640*c^3*p^2*q^2*x^2+3924*c^3*p^2*q*r^2*x+9648*c^3*p^2*q*r*x^2-41280*c^3*p^ 2*q*x^3+3660*c^3*p^2*r^3*x-9888*c^3*p^2*r^2*x^2-53632*c^3*p^2*r*x^3+240*c^3*p*q ^3*r*x+3840*c^3*p*q^3*x^2+1956*c^3*p*q^2*r^2*x+8352*c^3*p*q^2*r*x^2-41280*c^3*p *q^2*x^3+4248*c^3*p*q*r^3*x-11808*c^3*p*q*r^2*x^2-107264*c^3*p*q*r*x^3+2676*c^3 *p*r^4*x-22248*c^3*p*r^3*x^2-61048*c^3*p*r^2*x^3+12*c^3*q^4*r*x+480*c^3*q^4*x^2 +236*c^3*q^3*r^2*x+2352*c^3*q^3*r*x^2-13760*c^3*q^3*x^3+1020*c^3*q^2*r^3*x-1920 *c^3*q^2*r^2*x^2-53632*c^3*q^2*r*x^3+1524*c^3*q*r^4*x-14040*c^3*q*r^3*x^2-61048 *c^3*q*r^2*x^3+728*c^3*r^5*x-11112*c^3*r^4*x^2-19328*c^3*r^3*x^3+126*c^2*g^5*r* x+1008*c^2*g^5*x^2+1040*c^2*g^4*p*r*x+7248*c^2*g^4*p*x^2+472*c^2*g^4*q*r*x+4848 *c^2*g^4*q*x^2+1164*c^2*g^4*r^2*x+8118*c^2*g^4*r*x^2-2224*c^2*g^4*x^3+2772*c^2* g^3*p^2*r*x+16656*c^2*g^3*p^2*x^2+2760*c^2*g^3*p*q*r*x+24192*c^2*g^3*p*q*x^2+ 6150*c^2*g^3*p*r^2*x+32232*c^2*g^3*p*r*x^2-19904*c^2*g^3*p*x^3+516*c^2*g^3*q^2* r*x+7536*c^2*g^3*q^2*x^2+2950*c^2*g^3*q*r^2*x+23880*c^2*g^3*q*r*x^2-19904*c^2*g ^3*q*x^3+3378*c^2*g^3*r^3*x+13308*c^2*g^3*r^2*x^2-39616*c^2*g^3*r*x^3+3032*c^2* g^2*p^3*r*x+15984*c^2*g^2*p^3*x^2+4984*c^2*g^2*p^2*q*r*x+36720*c^2*g^2*p^2*q*x^ 2+10198*c^2*g^2*p^2*r^2*x+39864*c^2*g^2*p^2*r*x^2-36864*c^2*g^2*p^2*x^3+2152*c^ 2*g^2*p*q^2*r*x+25488*c^2*g^2*p*q^2*x^2+10716*c^2*g^2*p*q*r^2*x+62784*c^2*g^2*p *q*r*x^2-73728*c^2*g^2*p*q*x^3+11300*c^2*g^2*p*r^3*x+22056*c^2*g^2*p*r^2*x^2-\ 120960*c^2*g^2*p*r*x^3+200*c^2*g^2*q^3*r*x+4752*c^2*g^2*q^3*x^2+2182*c^2*g^2*q^ 2*r^2*x+22920*c^2*g^2*q^2*r*x^2-36864*c^2*g^2*q^2*x^3+5732*c^2*g^2*q*r^3*x+ 21288*c^2*g^2*q*r^2*x^2-120960*c^2*g^2*q*r*x^3+4134*c^2*g^2*r^4*x-2016*c^2*g^2* r^3*x^2-85404*c^2*g^2*r^2*x^3+1286*c^2*g*p^4*r*x+6096*c^2*g*p^4*x^2+3064*c^2*g* p^3*q*r*x+19392*c^2*g*p^3*q*x^2+5814*c^2*g*p^3*r^2*x+15984*c^2*g*p^3*r*x^2-\ 23584*c^2*g*p^3*x^3+2292*c^2*g*p^2*q^2*r*x+21600*c^2*g*p^2*q^2*x^2+10050*c^2*g* p^2*q*r^2*x+39672*c^2*g*p^2*q*r*x^2-70752*c^2*g*p^2*q*x^3+9726*c^2*g*p^2*r^3*x+ 72*c^2*g*p^2*r^2*x^2-102192*c^2*g*p^2*r*x^3+536*c^2*g*p*q^3*r*x+9408*c^2*g*p*q^ 3*x^2+4746*c^2*g*p*q^2*r^2*x+31392*c^2*g*p*q^2*r*x^2-70752*c^2*g*p*q^2*x^3+ 10908*c^2*g*p*q*r^3*x+7632*c^2*g*p*q*r^2*x^2-204384*c^2*g*p*q*r*x^3+7154*c^2*g* p*r^4*x-25428*c^2*g*p*r^3*x^2-131156*c^2*g*p*r^2*x^3+22*c^2*g*q^4*r*x+1104*c^2* g*q^4*x^2+510*c^2*g*q^3*r^2*x+7704*c^2*g*q^3*r*x^2-23584*c^2*g*q^3*x^3+2454*c^2 *g*q^2*r^3*x+7560*c^2*g*q^2*r^2*x^2-102192*c^2*g*q^2*r*x^3+3922*c^2*g*q*r^4*x-\ 12684*c^2*g*q*r^3*x^2-131156*c^2*g*q*r^2*x^3+1956*c^2*g*r^5*x-15612*c^2*g*r^4*x ^2-51936*c^2*g*r^3*x^3+120*c^2*p^5*r*x+528*c^2*p^5*x^2+384*c^2*p^4*q*r*x+2160*c ^2*p^4*q*x^2+678*c^2*p^4*r^2*x+366*c^2*p^4*r*x^2-4400*c^2*p^4*x^3+432*c^2*p^3*q ^2*r*x+3360*c^2*p^3*q^2*x^2+1696*c^2*p^3*q*r^2*x+1512*c^2*p^3*q*r*x^2-17600*c^2 *p^3*q*x^3+1512*c^2*p^3*r^3*x-6984*c^2*p^3*r^2*x^2-21904*c^2*p^3*r*x^3+192*c^2* p^2*q^3*r*x+2400*c^2*p^2*q^3*x^2+1380*c^2*p^2*q^2*r^2*x+2340*c^2*p^2*q^2*r*x^2-\ 26400*c^2*p^2*q^2*x^3+2784*c^2*p^2*q*r^3*x-15000*c^2*p^2*q*r^2*x^2-65712*c^2*p^ 2*q*r*x^3+1668*c^2*p^2*r^4*x-18816*c^2*p^2*r^3*x^2-35292*c^2*p^2*r^2*x^3+24*c^2 *p*q^4*r*x+720*c^2*p*q^4*x^2+384*c^2*p*q^3*r^2*x+1608*c^2*p*q^3*r*x^2-17600*c^2 *p*q^3*x^3+1464*c^2*p*q^2*r^3*x-9048*c^2*p*q^2*r^2*x^2-65712*c^2*p*q^2*r*x^3+ 2016*c^2*p*q*r^4*x-26784*c^2*p*q*r^3*x^2-70584*c^2*p*q*r^2*x^3+912*c^2*p*r^5*x-\ 17856*c^2*p*r^4*x^2-19712*c^2*p*r^3*x^3+48*c^2*q^5*x^2+22*c^2*q^4*r^2*x+414*c^2 *q^4*r*x^2-4400*c^2*q^4*x^3+192*c^2*q^3*r^3*x-1032*c^2*q^3*r^2*x^2-21904*c^2*q^ 3*r*x^3+516*c^2*q^2*r^4*x-7968*c^2*q^2*r^3*x^2-35292*c^2*q^2*r^2*x^3+544*c^2*q* r^5*x-12432*c^2*q*r^4*x^2-19712*c^2*q*r^3*x^3+198*c^2*r^6*x-5862*c^2*r^5*x^2-\ 1132*c^2*r^4*x^3+12*c*g^6*r*x+96*c*g^6*x^2+164*c*g^5*p*r*x+1164*c*g^5*p*x^2+76* c*g^5*q*r*x+756*c*g^5*q*x^2+189*c*g^5*r^2*x+1557*c*g^5*r*x^2+344*c*g^5*x^3+644* c*g^4*p^2*r*x+3912*c*g^4*p^2*x^2+640*c*g^4*p*q*r*x+5616*c*g^4*p*q*x^2+1432*c*g^ 4*p*r^2*x+8574*c*g^4*p*r*x^2-2408*c*g^4*p*x^3+120*c*g^4*q^2*r*x+1704*c*g^4*q^2* x^2+698*c*g^4*q*r^2*x+6204*c*g^4*q*r*x^2-2408*c*g^4*q*x^3+788*c*g^4*r^3*x+4200* c*g^4*r^2*x^2-7560*c*g^4*r*x^3+1076*c*g^3*p^3*r*x+5688*c*g^3*p^3*x^2+1756*c*g^3 *p^2*q*r*x+12984*c*g^3*p^2*q*x^2+3620*c*g^3*p^2*r^2*x+15978*c*g^3*p^2*r*x^2-\ 9680*c*g^3*p^2*x^3+748*c*g^3*p*q^2*r*x+8904*c*g^3*p*q^2*x^2+3784*c*g^3*p*q*r^2* x+24756*c*g^3*p*q*r*x^2-19360*c*g^3*p*q*x^3+4012*c*g^3*p*r^3*x+12086*c*g^3*p*r^ 2*x^2-37368*c*g^3*p*r*x^3+68*c*g^3*q^3*r*x+1608*c*g^3*q^3*x^2+772*c*g^3*q^2*r^2 *x+8778*c*g^3*q^2*r*x^2-9680*c*g^3*q^2*x^3+2028*c*g^3*q*r^3*x+10186*c*g^3*q*r^2 *x^2-37368*c*g^3*q*r*x^3+1468*c*g^3*r^4*x+1944*c*g^3*r^3*x^2-28414*c*g^3*r^2*x^ 3+820*c*g^2*p^4*r*x+3864*c*g^2*p^4*x^2+1936*c*g^2*p^3*q*r*x+12240*c*g^2*p^3*q*x ^2+3716*c*g^2*p^3*r^2*x+12168*c*g^2*p^3*r*x^2-11488*c*g^2*p^3*x^3+1424*c*g^2*p^ 2*q^2*r*x+13536*c*g^2*p^2*q^2*x^2+6356*c*g^2*p^2*q*r^2*x+29664*c*g^2*p^2*q*r*x^ 2-34464*c*g^2*p^2*q*x^3+6228*c*g^2*p^2*r^3*x+7602*c*g^2*p^2*r^2*x^2-55248*c*g^2 *p^2*r*x^3+320*c*g^2*p*q^3*r*x+5808*c*g^2*p*q^3*x^2+2948*c*g^2*p*q^2*r^2*x+ 22824*c*g^2*p*q^2*r*x^2-34464*c*g^2*p*q^2*x^3+6904*c*g^2*p*q*r^3*x+15732*c*g^2* p*q*r^2*x^2-110496*c*g^2*p*q*r*x^3+4588*c*g^2*p*r^4*x-6678*c*g^2*p*r^3*x^2-\ 76698*c*g^2*p*r^2*x^3+12*c*g^2*q^4*r*x+648*c*g^2*q^4*x^2+308*c*g^2*q^3*r^2*x+ 5328*c*g^2*q^3*r*x^2-11488*c*g^2*q^3*x^3+1524*c*g^2*q^2*r^3*x+8130*c*g^2*q^2*r^ 2*x^2-55248*c*g^2*q^2*r*x^3+2484*c*g^2*q*r^4*x-1386*c*g^2*q*r^3*x^2-76698*c*g^2 *q*r^2*x^3+1256*c*g^2*r^5*x-5976*c*g^2*r^4*x^2-34264*c*g^2*r^3*x^3+248*c*g*p^5* r*x+1068*c*g*p^5*x^2+784*c*g*p^4*q*r*x+4356*c*g*p^4*q*x^2+1411*c*g*p^4*r^2*x+ 3045*c*g*p^4*r*x^2-5288*c*g*p^4*x^3+864*c*g*p^3*q^2*r*x+6744*c*g*p^3*q^2*x^2+ 3476*c*g*p^3*q*r^2*x+10356*c*g*p^3*q*r*x^2-21152*c*g*p^3*q*x^3+3164*c*g*p^3*r^3 *x-2514*c*g*p^3*r^2*x^2-29688*c*g*p^3*r*x^3+368*c*g*p^2*q^3*r*x+4776*c*g*p^2*q^ 3*x^2+2754*c*g*p^2*q^2*r^2*x+12798*c*g*p^2*q^2*r*x^2-31728*c*g*p^2*q^2*x^3+5724 *c*g*p^2*q*r^3*x-3186*c*g*p^2*q*r^2*x^2-89064*c*g*p^2*q*r*x^3+3506*c*g*p^2*r^4* x-16410*c*g*p^2*r^3*x^2-55406*c*g*p^2*r^2*x^3+40*c*g*p*q^4*r*x+1404*c*g*p*q^4*x ^2+724*c*g*p*q^3*r^2*x+6708*c*g*p*q^3*r*x^2-21152*c*g*p*q^3*x^3+2916*c*g*p*q^2* r^3*x+1170*c*g*p*q^2*r^2*x^2-89064*c*g*p*q^2*r*x^3+4156*c*g*p*q*r^4*x-20976*c*g *p*q*r^3*x^2-110812*c*g*p*q*r^2*x^3+1924*c*g*p*r^5*x-18438*c*g*p*r^4*x^2-41680* c*g*p*r^3*x^3+84*c*g*q^5*x^2+35*c*g*q^4*r^2*x+1221*c*g*q^4*r*x^2-5288*c*g*q^4*x ^3+356*c*g*q^3*r^3*x+1842*c*g*q^3*r^2*x^2-29688*c*g*q^3*r*x^3+1026*c*g*q^2*r^4* x-4566*c*g*q^2*r^3*x^2-55406*c*g*q^2*r^2*x^3+1124*c*g*q*r^5*x-11790*c*g*q*r^4*x ^2-41680*c*g*q*r^3*x^3+419*c*g*r^6*x-6519*c*g*r^5*x^2-9718*c*g*r^4*x^3+12*c*p^6 *r*x+48*c*p^6*x^2+48*c*p^5*q*r*x+240*c*p^5*q*x^2+82*c*p^5*r^2*x-162*c*p^5*r*x^2 -728*c*p^5*x^3+72*c*p^4*q^2*r*x+480*c*p^4*q^2*x^2+268*c*p^4*q*r^2*x-624*c*p^4*q *r*x^2-3640*c*p^4*q*x^3+230*c*p^4*r^3*x-2254*c*p^4*r^2*x^2-4248*c*p^4*r*x^3+48* c*p^3*q^3*r*x+480*c*p^3*q^3*x^2+312*c*p^3*q^2*r^2*x-876*c*p^3*q^2*r*x^2-7280*c* p^3*q^2*x^3+592*c*p^3*q*r^3*x-7040*c*p^3*q*r^2*x^2-16992*c*p^3*q*r*x^3+340*c*p^ 3*r^4*x-6738*c*p^3*r^3*x^2-8266*c*p^3*r^2*x^3+12*c*p^2*q^4*r*x+240*c*p^2*q^4*x^ 2+148*c*p^2*q^3*r^2*x-504*c*p^2*q^3*r*x^2-7280*c*p^2*q^3*x^3+504*c*p^2*q^2*r^3* x-7596*c*p^2*q^2*r^2*x^2-25488*c*p^2*q^2*r*x^3+648*c*p^2*q*r^4*x-15522*c*p^2*q* r^3*x^2-24798*c*p^2*q*r^2*x^3+280*c*p^2*r^5*x-9030*c*p^2*r^4*x^2-5216*c*p^2*r^3 *x^3+48*c*p*q^5*x^2+22*c*p*q^4*r^2*x-66*c*p*q^4*r*x^2-3640*c*p*q^4*x^3+152*c*p* q^3*r^3*x-3088*c*p*q^3*r^2*x^2-16992*c*p*q^3*r*x^3+360*c*p*q^2*r^4*x-10830*c*p* q^2*r^3*x^2-24798*c*p*q^2*r^2*x^3+352*c*p*q*r^5*x-13620*c*p*q*r^4*x^2-10432*c*p *q*r^3*x^3+122*c*p*r^6*x-5764*c*p*r^5*x^2+1658*c*p*r^4*x^3+24*c*q^5*r*x^2-728*c *q^5*x^3+10*c*q^4*r^3*x-278*c*q^4*r^2*x^2-4248*c*q^4*r*x^3+52*c*q^3*r^4*x-2046* c*q^3*r^3*x^2-8266*c*q^3*r^2*x^3+96*c*q^2*r^5*x-4590*c*q^2*r^4*x^2-5216*c*q^2*r ^3*x^3+76*c*q*r^6*x-4274*c*q*r^5*x^2+1658*c*q*r^4*x^3+22*c*r^7*x-1428*c*r^6*x^2 +2128*c*r^5*x^3+8*g^6*p*r*x+60*g^6*p*x^2+4*g^6*q*r*x+36*g^6*q*x^2+10*g^6*r^2*x+ 114*g^6*r*x^2+112*g^6*x^3+52*g^5*p^2*r*x+324*g^5*p^2*x^2+52*g^5*p*q*r*x+456*g^5 *p*q*x^2+116*g^5*p*r^2*x+848*g^5*p*r*x^2+116*g^5*p*x^3+10*g^5*q^2*r*x+132*g^5*q ^2*x^2+59*g^5*q*r^2*x+595*g^5*q*r*x^2+116*g^5*q*x^3+64*g^5*r^3*x+492*g^5*r^2*x^ 2-392*g^5*r*x^3+128*g^4*p^3*r*x+684*g^4*p^3*x^2+208*g^4*p^2*q*r*x+1548*g^4*p^2* q*x^2+430*g^4*p^2*r^2*x+2187*g^4*p^2*r*x^2-648*g^4*p^2*x^3+88*g^4*p*q^2*r*x+ 1044*g^4*p*q^2*x^2+450*g^4*p*q*r^2*x+3330*g^4*p*q*r*x^2-1296*g^4*p*q*x^3+476*g^ 4*p*r^3*x+2070*g^4*p*r^2*x^2-3698*g^4*p*r*x^3+8*g^4*q^3*r*x+180*g^4*q^3*x^2+94* g^4*q^2*r^2*x+1143*g^4*q^2*r*x^2-648*g^4*q^2*x^3+242*g^4*q*r^3*x+1584*g^4*q*r^2 *x^2-3698*g^4*q*r*x^3+174*g^4*r^4*x+624*g^4*r^3*x^2-3136*g^4*r^2*x^3+150*g^3*p^ 4*r*x+708*g^3*p^4*x^2+352*g^3*p^3*q*r*x+2232*g^3*p^3*q*x^2+680*g^3*p^3*r^2*x+ 2544*g^3*p^3*r*x^2-1568*g^3*p^3*x^3+256*g^3*p^2*q^2*r*x+2448*g^3*p^2*q^2*x^2+ 1156*g^3*p^2*q*r^2*x+6120*g^3*p^2*q*r*x^2-4704*g^3*p^2*q*x^3+1140*g^3*p^2*r^3*x +2547*g^3*p^2*r^2*x^2-8780*g^3*p^2*r*x^3+56*g^3*p*q^3*r*x+1032*g^3*p*q^3*x^2+ 532*g^3*p*q^2*r^2*x+4608*g^3*p*q^2*r*x^2-4704*g^3*p*q^2*x^3+1256*g^3*p*q*r^3*x+ 4482*g^3*p*q*r^2*x^2-17560*g^3*p*q*r*x^3+840*g^3*p*r^4*x+237*g^3*p*r^3*x^2-\ 13191*g^3*p*r^2*x^3+2*g^3*q^4*r*x+108*g^3*q^4*x^2+56*g^3*q^3*r^2*x+1032*g^3*q^3 *r*x^2-1568*g^3*q^3*x^3+276*g^3*q^2*r^3*x+1935*g^3*q^2*r^2*x^2-8780*g^3*q^2*r*x ^3+452*g^3*q*r^4*x+723*g^3*q*r^3*x^2-13191*g^3*q*r^2*x^3+230*g^3*r^5*x-474*g^3* r^4*x^2-6564*g^3*r^3*x^3+84*g^2*p^5*r*x+360*g^2*p^5*x^2+264*g^2*p^4*q*r*x+1464* g^2*p^4*q*x^2+479*g^2*p^4*r^2*x+1313*g^2*p^4*r*x^2-1336*g^2*p^4*x^3+288*g^2*p^3 *q^2*r*x+2256*g^2*p^3*q^2*x^2+1172*g^2*p^3*q*r^2*x+4384*g^2*p^3*q*r*x^2-5344*g^ 2*p^3*q*x^3+1076*g^2*p^3*r^3*x+588*g^2*p^3*r^2*x^2-8336*g^2*p^3*r*x^3+120*g^2*p ^2*q^3*r*x+1584*g^2*p^2*q^3*x^2+918*g^2*p^2*q^2*r^2*x+5274*g^2*p^2*q^2*r*x^2-\ 8016*g^2*p^2*q^2*x^3+1932*g^2*p^2*q*r^3*x+2220*g^2*p^2*q*r^2*x^2-25008*g^2*p^2* q*r*x^3+1194*g^2*p^2*r^4*x-2838*g^2*p^2*r^3*x^2-16998*g^2*p^2*r^2*x^3+12*g^2*p* q^4*r*x+456*g^2*p*q^4*x^2+236*g^2*p*q^3*r^2*x+2648*g^2*p*q^3*r*x^2-5344*g^2*p*q ^3*x^3+972*g^2*p*q^2*r^3*x+2676*g^2*p*q^2*r^2*x^2-25008*g^2*p*q^2*r*x^3+1404*g^ 2*p*q*r^4*x-3024*g^2*p*q*r^3*x^2-33996*g^2*p*q*r^2*x^3+656*g^2*p*r^5*x-3988*g^2 *p*r^4*x^2-14664*g^2*p*r^3*x^3+24*g^2*q^5*x^2+11*g^2*q^4*r^2*x+445*g^2*q^4*r*x^ 2-1336*g^2*q^4*x^3+116*g^2*q^3*r^3*x+1044*g^2*q^3*r^2*x^2-8336*g^2*q^3*r*x^3+ 342*g^2*q^2*r^4*x-186*g^2*q^2*r^3*x^2-16998*g^2*q^2*r^2*x^3+380*g^2*q*r^5*x-\ 2324*g^2*q*r^4*x^2-14664*g^2*q*r^3*x^3+143*g^2*r^6*x-1515*g^2*r^5*x^2-4442*g^2* r^4*x^3+18*g*p^6*r*x+72*g*p^6*x^2+72*g*p^5*q*r*x+360*g*p^5*q*x^2+123*g*p^5*r^2* x+186*g*p^5*r*x^2-468*g*p^5*x^3+108*g*p^4*q^2*r*x+720*g*p^4*q^2*x^2+402*g*p^4*q *r^2*x+819*g*p^4*q*r*x^2-2340*g*p^4*q*x^3+345*g*p^4*r^3*x-657*g*p^4*r^2*x^2-\ 3164*g*p^4*r*x^3+72*g*p^3*q^3*r*x+720*g*p^3*q^3*x^2+468*g*p^3*q^2*r^2*x+1416*g* p^3*q^2*r*x^2-4680*g*p^3*q^2*x^3+888*g*p^3*q*r^3*x-1800*g*p^3*q*r^2*x^2-12656*g *p^3*q*r*x^3+510*g*p^3*r^4*x-3276*g*p^3*r^3*x^2-7539*g*p^3*r^2*x^3+18*g*p^2*q^4 *r*x+360*g*p^2*q^4*x^2+222*g*p^2*q^3*r^2*x+1194*g*p^2*q^3*r*x^2-4680*g*p^2*q^3* x^3+756*g*p^2*q^2*r^3*x-1458*g*p^2*q^2*r^2*x^2-18984*g*p^2*q^2*r*x^3+972*g*p^2* q*r^4*x-7092*g*p^2*q*r^3*x^2-22617*g*p^2*q*r^2*x^3+420*g*p^2*r^5*x-5106*g*p^2*r ^4*x^2-7856*g*p^2*r^3*x^3+72*g*p*q^5*x^2+33*g*p*q^4*r^2*x+486*g*p*q^4*r*x^2-\ 2340*g*p*q^4*x^3+228*g*p*q^3*r^3*x-144*g*p*q^3*r^2*x^2-12656*g*p*q^3*r*x^3+540* g*p*q^2*r^4*x-4356*g*p*q^2*r^3*x^2-22617*g*p*q^2*r^2*x^3+528*g*p*q*r^5*x-7308*g *p*q*r^4*x^2-15712*g*p*q*r^3*x^3+183*g*p*r^6*x-3510*g*p*r^5*x^2-2999*g*p*r^4*x^ 3+75*g*q^5*r*x^2-468*g*q^5*x^3+15*g*q^4*r^3*x+171*g*q^4*r^2*x^2-3164*g*q^4*r*x^ 3+78*g*q^3*r^4*x-540*g*q^3*r^3*x^2-7539*g*q^3*r^2*x^3+144*g*q^2*r^5*x-2202*g*q^ 2*r^4*x^2-7856*g*q^2*r^3*x^3+114*g*q*r^6*x-2475*g*q*r^5*x^2-2999*g*q*r^4*x^3+33 *g*r^7*x-909*g*r^6*x^2+14*g*r^5*x^3-36*p^6*r*x^2-48*p^6*x^3-180*p^5*q*r*x^2-288 *p^5*q*x^3-276*p^5*r^2*x^2-302*p^5*r*x^3-360*p^4*q^2*r*x^2-720*p^4*q^2*x^3-1134 *p^4*q*r^2*x^2-1510*p^4*q*r*x^3-870*p^4*r^3*x^2-596*p^4*r^2*x^3-360*p^3*q^3*r*x ^2-960*p^3*q^3*x^3-1776*p^3*q^2*r^2*x^2-3020*p^3*q^2*r*x^3-2820*p^3*q*r^3*x^2-\ 2384*p^3*q*r^2*x^3-1440*p^3*r^4*x^2-96*p^3*r^3*x^3-180*p^2*q^4*r*x^2-720*p^2*q^ 4*x^3-1284*p^2*q^3*r^2*x^2-3020*p^2*q^3*r*x^3-3240*p^2*q^2*r^3*x^2-3576*p^2*q^2 *r^2*x^3-3456*p^2*q*r^4*x^2-288*p^2*q*r^3*x^3-1320*p^2*r^5*x^2+1112*p^2*r^4*x^3 -36*p*q^5*r*x^2-288*p*q^5*x^3-396*p*q^4*r^2*x^2-1510*p*q^4*r*x^3-1500*p*q^3*r^3 *x^2-2384*p*q^3*r^2*x^3-2592*p*q^2*r^4*x^2-288*p*q^2*r^3*x^3-2088*p*q*r^5*x^2+ 2224*p*q*r^4*x^3-636*p*r^6*x^2+1350*p*r^5*x^3-48*q^6*x^3-30*q^5*r^2*x^2-302*q^5 *r*x^3-210*q^4*r^3*x^2-596*q^4*r^2*x^3-576*q^3*r^4*x^2-96*q^3*r^3*x^3-768*q^2*r ^5*x^2+1112*q^2*r^4*x^3-498*q*r^6*x^2+1350*q*r^5*x^3-126*r^7*x^2+484*r^6*x^3-32 *a^6*c*r-384*a^6*c*x-32*a^6*p*r-384*a^6*p*x-16*a^6*q*r-192*a^6*q*x-32*a^6*r^2-\ 592*a^6*r*x-1056*a^6*x^2-128*a^5*b*c*r-1792*a^5*b*c*x-112*a^5*b*p*r-1728*a^5*b* p*x-48*a^5*b*q*r-768*a^5*b*q*x-112*a^5*b*r^2-2624*a^5*b*r*x-5568*a^5*b*x^2-192* a^5*c^2*r-2560*a^5*c^2*x-112*a^5*c*g*r-1536*a^5*c*g*x-304*a^5*c*p*r-4032*a^5*c* p*x-128*a^5*c*q*r-1984*a^5*c*q*x-304*a^5*c*r^2-4368*a^5*c*r*x-2016*a^5*c*x^2-96 *a^5*g*p*r-1536*a^5*g*p*x-48*a^5*g*q*r-704*a^5*g*q*x-96*a^5*g*r^2-2288*a^5*g*r* x-4800*a^5*g*x^2-112*a^5*p^2*r-1344*a^5*p^2*x-96*a^5*p*q*r-1536*a^5*p*q*x-224*a ^5*p*r^2-2720*a^5*p*r*x+288*a^5*p*x^2-16*a^5*q^2*r-352*a^5*q^2*x-96*a^5*q*r^2-\ 1488*a^5*q*r*x-288*a^5*q*x^2-112*a^5*r^3-1264*a^5*r^2*x+3600*a^5*r*x^2+5312*a^5 *x^3-192*a^4*b^2*c*r-3328*a^4*b^2*c*x-144*a^4*b^2*p*r-3072*a^4*b^2*p*x-48*a^4*b ^2*q*r-1152*a^4*b^2*q*x-144*a^4*b^2*r^2-4576*a^4*b^2*r*x-12000*a^4*b^2*x^2-640* a^4*b*c^2*r-9984*a^4*b*c^2*x-384*a^4*b*c*g*r-6080*a^4*b*c*g*x-960*a^4*b*c*p*r-\ 15488*a^4*b*c*p*x-336*a^4*b*c*q*r-6848*a^4*b*c*q*x-960*a^4*b*c*r^2-16560*a^4*b* c*r*x-8928*a^4*b*c*x^2-304*a^4*b*g*p*r-5792*a^4*b*g*p*x-120*a^4*b*g*q*r-2336*a^ 4*b*g*q*x-304*a^4*b*g*r^2-8600*a^4*b*g*r*x-21120*a^4*b*g*x^2-352*a^4*b*p^2*r-\ 5184*a^4*b*p^2*x-256*a^4*b*p*q*r-5440*a^4*b*p*q*x-704*a^4*b*p*r^2-10592*a^4*b*p *r*x+672*a^4*b*p*x^2-32*a^4*b*q^2*r-1056*a^4*b*q^2*x-256*a^4*b*q*r^2-5360*a^4*b *q*r*x-2208*a^4*b*q*x^2-352*a^4*b*r^3-4952*a^4*b*r^2*x+14784*a^4*b*r*x^2+26560* a^4*b*x^3-480*a^4*c^3*r-7040*a^4*c^3*x-576*a^4*c^2*g*r-8704*a^4*c^2*g*x-1040*a^ 4*c^2*p*r-15104*a^4*c^2*p*x-400*a^4*c^2*q*r-7296*a^4*c^2*q*x-1040*a^4*c^2*r^2-\ 12960*a^4*c^2*r*x+12192*a^4*c^2*x^2-168*a^4*c*g^2*r-2592*a^4*c*g^2*x-848*a^4*c* g*p*r-13856*a^4*c*g*p*x-344*a^4*c*g*q*r-6368*a^4*c*g*q*x-848*a^4*c*g*r^2-14744* a^4*c*g*r*x-8304*a^4*c*g*x^2-712*a^4*c*p^2*r-9504*a^4*c*p^2*x-576*a^4*c*p*q*r-\ 10560*a^4*c*p*q*x-1424*a^4*c*p*r^2-15536*a^4*c*p*r*x+20784*a^4*c*p*x^2-88*a^4*c *q^2*r-2304*a^4*c*q^2*x-576*a^4*c*q*r^2-8544*a^4*c*q*r*x+11568*a^4*c*q*x^2-712* a^4*c*r^3-4776*a^4*c*r^2*x+41336*a^4*c*r*x^2+26368*a^4*c*x^3-128*a^4*g^2*p*r-\ 2560*a^4*g^2*p*x-60*a^4*g^2*q*r-1072*a^4*g^2*q*x-128*a^4*g^2*r^2-3732*a^4*g^2*r *x-9000*a^4*g^2*x^2-312*a^4*g*p^2*r-4704*a^4*g*p^2*x-256*a^4*g*p*q*r-5120*a^4*g *p*q*x-624*a^4*g*p*r^2-9568*a^4*g*p*r*x+432*a^4*g*p*x^2-40*a^4*g*q^2*r-1072*a^4 *g*q^2*x-256*a^4*g*q*r^2-5000*a^4*g*q*r*x-1992*a^4*g*q*x^2-312*a^4*g*r^3-4500*a ^4*g*r^2*x+12460*a^4*g*r*x^2+22096*a^4*g*x^3-152*a^4*p^3*r-1824*a^4*p^3*x-196*a ^4*p^2*q*r-3312*a^4*p^2*q*x-456*a^4*p^2*r^2-4172*a^4*p^2*r*x+7080*a^4*p^2*x^2-\ 64*a^4*p*q^2*r-1696*a^4*p*q^2*x-392*a^4*p*q*r^2-5024*a^4*p*q*r*x+9720*a^4*p*q*x ^2-456*a^4*p*r^3-2204*a^4*p*r^2*x+24620*a^4*p*r*x^2+11088*a^4*p*x^3-4*a^4*q^3*r -208*a^4*q^3*x-64*a^4*q^2*r^2-1284*a^4*q^2*r*x+2640*a^4*q^2*x^2-196*a^4*q*r^3-\ 1220*a^4*q*r^2*x+17584*a^4*q*r*x^2+11088*a^4*q*x^3-152*a^4*r^4+144*a^4*r^3*x+ 16748*a^4*r^2*x^2+5420*a^4*r*x^3-128*a^3*b^3*c*r-3072*a^3*b^3*c*x-80*a^3*b^3*p* r-2688*a^3*b^3*p*x-16*a^3*b^3*q*r-768*a^3*b^3*q*x-80*a^3*b^3*r^2-3904*a^3*b^3*r *x-13440*a^3*b^3*x^2-768*a^3*b^2*c^2*r-14848*a^3*b^2*c^2*x-480*a^3*b^2*c*g*r-\ 9216*a^3*b^2*c*g*x-1104*a^3*b^2*c*p*r-22720*a^3*b^2*c*p*x-288*a^3*b^2*c*q*r-\ 8640*a^3*b^2*c*q*x-1104*a^3*b^2*c*r^2-23824*a^3*b^2*c*r*x-15552*a^3*b^2*c*x^2-\ 360*a^3*b^2*g*p*r-8288*a^3*b^2*g*p*x-96*a^3*b^2*g*q*r-2784*a^3*b^2*g*q*x-360*a^ 3*b^2*g*r^2-12264*a^3*b^2*g*r*x-36480*a^3*b^2*g*x^2-400*a^3*b^2*p^2*r-7648*a^3* b^2*p^2*x-224*a^3*b^2*p*q*r-7104*a^3*b^2*p*q*x-800*a^3*b^2*p*r^2-15760*a^3*b^2* p*r*x-192*a^3*b^2*p*x^2-16*a^3*b^2*q^2*r-1056*a^3*b^2*q^2*x-224*a^3*b^2*q*r^2-\ 7152*a^3*b^2*q*r*x-5952*a^3*b^2*q*x^2-400*a^3*b^2*r^3-7384*a^3*b^2*r^2*x+23136* a^3*b^2*r*x^2+53120*a^3*b^2*x^3-1280*a^3*b*c^3*r-22016*a^3*b*c^3*x-1600*a^3*b*c ^2*g*r-27776*a^3*b*c^2*g*x-2720*a^3*b*c^2*p*r-47040*a^3*b*c^2*p*x-864*a^3*b*c^2 *q*r-20480*a^3*b*c^2*q*x-2720*a^3*b*c^2*r^2-40000*a^3*b*c^2*r*x+43008*a^3*b*c^2 *x^2-480*a^3*b*c*g^2*r-8384*a^3*b*c*g^2*x-2336*a^3*b*c*g*p*r-43104*a^3*b*c*g*p* x-744*a^3*b*c*g*q*r-17760*a^3*b*c*g*q*x-2336*a^3*b*c*g*r^2-45480*a^3*b*c*g*r*x-\ 28896*a^3*b*c*g*x^2-1872*a^3*b*c*p^2*r-29824*a^3*b*c*p^2*x-1280*a^3*b*c*p*q*r-\ 30464*a^3*b*c*p*q*x-3744*a^3*b*c*p*r^2-49360*a^3*b*c*p*r*x+71136*a^3*b*c*p*x^2-\ 144*a^3*b*c*q^2*r-5632*a^3*b*c*q^2*x-1280*a^3*b*c*q*r^2-25136*a^3*b*c*q*r*x+ 34272*a^3*b*c*q*x^2-1872*a^3*b*c*r^3-15960*a^3*b*c*r^2*x+140656*a^3*b*c*r*x^2+ 105472*a^3*b*c*x^3-372*a^3*b*g^2*p*r-7776*a^3*b*g^2*p*x-120*a^3*b*g^2*q*r-2832* a^3*b*g^2*q*x-372*a^3*b*g^2*r^2-11468*a^3*b*g^2*r*x-31776*a^3*b*g^2*x^2-840*a^3 *b*g*p^2*r-14592*a^3*b*g*p^2*x-584*a^3*b*g*p*q*r-14496*a^3*b*g*p*q*x-1680*a^3*b *g*p*r^2-29808*a^3*b*g*p*r*x-168*a^3*b*g*p*x^2-64*a^3*b*g*q^2*r-2528*a^3*b*g*q^ 2*x-584*a^3*b*g*q*r^2-14360*a^3*b*g*q*r*x-9864*a^3*b*g*q*x^2-840*a^3*b*g*r^3-\ 13736*a^3*b*g*r^2*x+41444*a^3*b*g*r*x^2+88384*a^3*b*g*x^3-412*a^3*b*p^3*r-5808* a^3*b*p^3*x-460*a^3*b*p^2*q*r-9856*a^3*b*p^2*q*x-1236*a^3*b*p^2*r^2-13704*a^3*b *p^2*r*x+24120*a^3*b*p^2*x^2-116*a^3*b*p*q^2*r-4464*a^3*b*p*q^2*x-920*a^3*b*p*q *r^2-15592*a^3*b*p*q*r*x+30480*a^3*b*p*q*x^2-1236*a^3*b*p*r^3-8328*a^3*b*p*r^2* x+84416*a^3*b*p*r*x^2+44352*a^3*b*p*x^3-4*a^3*b*q^3*r-416*a^3*b*q^3*x-116*a^3*b *q^2*r^2-3616*a^3*b*q^2*r*x+6360*a^3*b*q^2*x^2-460*a^3*b*q*r^3-4432*a^3*b*q*r^2 *x+56272*a^3*b*q*r*x^2+44352*a^3*b*q*x^3-412*a^3*b*r^4-432*a^3*b*r^3*x+56560*a^ 3*b*r^2*x^2+21680*a^3*b*r*x^3-640*a^3*c^4*r-10240*a^3*c^4*x-1200*a^3*c^3*g*r-\ 19712*a^3*c^3*g*x-1760*a^3*c^3*p*r-27776*a^3*c^3*p*x-640*a^3*c^3*q*r-13184*a^3* c^3*q*x-1760*a^3*c^3*r^2-19904*a^3*c^3*r*x+49824*a^3*c^3*x^2-720*a^3*c^2*g^2*r-\ 12032*a^3*c^2*g^2*x-2520*a^3*c^2*g*p*r-43072*a^3*c^2*g*p*x-920*a^3*c^2*g*q*r-\ 19584*a^3*c^2*g*q*x-2520*a^3*c^2*g*r^2-37072*a^3*c^2*g*r*x+34224*a^3*c^2*g*x^2-\ 1728*a^3*c^2*p^2*r-25248*a^3*c^2*p^2*x-1344*a^3*c^2*p*q*r-27456*a^3*c^2*p*q*x-\ 3456*a^3*c^2*p*r^2-34624*a^3*c^2*p*r*x+96576*a^3*c^2*p*x^2-192*a^3*c^2*q^2*r-\ 5760*a^3*c^2*q^2*x-1344*a^3*c^2*q*r^2-19216*a^3*c^2*q*r*x+59424*a^3*c^2*q*x^2-\ 1728*a^3*c^2*r^3-5696*a^3*c^2*r^2*x+143944*a^3*c^2*r*x^2+40736*a^3*c^2*x^3-140* a^3*c*g^3*r-2368*a^3*c*g^3*x-1028*a^3*c*g^2*p*r-19136*a^3*c*g^2*p*x-380*a^3*c*g ^2*q*r-8224*a^3*c*g^2*q*x-1028*a^3*c*g^2*r^2-20152*a^3*c*g^2*r*x-13152*a^3*c*g^ 2*x^2-1740*a^3*c*g*p^2*r-27744*a^3*c*g*p^2*x-1336*a^3*c*g*p*q*r-29504*a^3*c*g*p *q*x-3480*a^3*c*g*p*r^2-46580*a^3*c*g*p*r*x+59640*a^3*c*g*p*x^2-188*a^3*c*g*q^2 *r-5920*a^3*c*g*q^2*x-1336*a^3*c*g*q*r^2-24440*a^3*c*g*q*r*x+29232*a^3*c*g*q*x^ 2-1740*a^3*c*g*r^3-15912*a^3*c*g*r^2*x+119180*a^3*c*g*r*x^2+88128*a^3*c*g*x^3-\ 708*a^3*c*p^3*r-9360*a^3*c*p^3*x-888*a^3*c*p^2*q*r-16656*a^3*c*p^2*q*x-2124*a^3 *c*p^2*r^2-17756*a^3*c*p^2*r*x+56856*a^3*c*p^2*x^2-276*a^3*c*p*q^2*r-8240*a^3*c *p*q^2*x-1776*a^3*c*p*q*r^2-21800*a^3*c*p*q*r*x+79560*a^3*c*p*q*x^2-2124*a^3*c* p*r^3-3376*a^3*c*p*r^2*x+160848*a^3*c*p*r*x^2+31136*a^3*c*p*x^3-16*a^3*c*q^3*r-\ 944*a^3*c*q^3*x-276*a^3*c*q^2*r^2-5620*a^3*c*q^2*r*x+22704*a^3*c*q^2*x^2-888*a^ 3*c*q*r^3-2876*a^3*c*q*r^2*x+114024*a^3*c*q*r*x^2+31136*a^3*c*q*x^3-708*a^3*c*r ^4+5020*a^3*c*r^3*x+98852*a^3*c*r^2*x^2-11204*a^3*c*r*x^3-104*a^3*g^3*p*r-2272* a^3*g^3*p*x-40*a^3*g^3*q*r-864*a^3*g^3*q*x-104*a^3*g^3*r^2-3296*a^3*g^3*r*x-\ 8904*a^3*g^3*x^2-372*a^3*g^2*p^2*r-6576*a^3*g^2*p^2*x-292*a^3*g^2*p*q*r-6800*a^ 3*g^2*p*q*x-744*a^3*g^2*p*r^2-13414*a^3*g^2*p*r*x-276*a^3*g^2*p*x^2-40*a^3*g^2* q^2*r-1288*a^3*g^2*q^2*x-292*a^3*g^2*q*r^2-6680*a^3*g^2*q*r*x-4248*a^3*g^2*q*x^ 2-372*a^3*g^2*r^3-6232*a^3*g^2*r^2*x+17206*a^3*g^2*r*x^2+36056*a^3*g^2*x^3-384* a^3*g*p^3*r-5472*a^3*g*p^3*x-472*a^3*g*p^2*q*r-9632*a^3*g*p^2*q*x-1152*a^3*g*p^ 2*r^2-13140*a^3*g*p^2*r*x+20640*a^3*g*p^2*x^2-144*a^3*g*p*q^2*r-4672*a^3*g*p*q^ 2*x-944*a^3*g*p*q*r^2-15424*a^3*g*p*q*r*x+26592*a^3*g*p*q*x^2-1152*a^3*g*p*r^3-\ 8550*a^3*g*p*r^2*x+72468*a^3*g*p*r*x^2+37464*a^3*g*p*x^3-8*a^3*g*q^3*r-512*a^3* g*q^3*x-144*a^3*g*q^2*r^2-3720*a^3*g*q^2*r*x+5952*a^3*g*q^2*x^2-472*a^3*g*q*r^3 -4668*a^3*g*q*r^2*x+49220*a^3*g*q*r*x^2+37464*a^3*g*q*x^3-384*a^3*g*r^4-882*a^3 *g*r^3*x+48830*a^3*g*r^2*x^2+18658*a^3*g*r*x^3-100*a^3*p^4*r-1200*a^3*p^4*x-180 *a^3*p^3*q*r-3024*a^3*p^3*q*x-400*a^3*p^3*r^2-2644*a^3*p^3*r*x+10512*a^3*p^3*x^ 2-92*a^3*p^2*q^2*r-2488*a^3*p^2*q^2*x-540*a^3*p^2*q*r^2-5220*a^3*p^2*q*r*x+ 23748*a^3*p^2*q*x^2-600*a^3*p^2*r^3+538*a^3*p^2*r^2*x+42674*a^3*p^2*r*x^2+5384* a^3*p^2*x^3-12*a^3*p*q^3*r-704*a^3*p*q^3*x-184*a^3*p*q^2*r^2-3044*a^3*p*q^2*r*x +15960*a^3*p*q^2*x^2-540*a^3*p*q*r^3-192*a^3*p*q*r^2*x+64482*a^3*p*q*r*x^2+ 10768*a^3*p*q*x^3-400*a^3*p*r^4+4208*a^3*p*r^3*x+52484*a^3*p*r^2*x^2-9098*a^3*p *r*x^3-40*a^3*q^4*x-12*a^3*q^3*r^2-468*a^3*q^3*r*x+2724*a^3*q^3*x^2-92*a^3*q^2* r^3-266*a^3*q^2*r^2*x+21808*a^3*q^2*r*x^2+5384*a^3*q^2*x^3-180*a^3*q*r^4+2004*a ^3*q*r^3*x+38254*a^3*q*r^2*x^2-9098*a^3*q*r*x^3-100*a^3*r^5+2226*a^3*r^4*x+ 21506*a^3*r^3*x^2-12718*a^3*r^2*x^3-32*a^2*b^4*c*r-1408*a^2*b^4*c*x-16*a^2*b^4* p*r-1152*a^2*b^4*p*x-192*a^2*b^4*q*x-16*a^2*b^4*r^2-1616*a^2*b^4*r*x-8160*a^2*b ^4*x^2-384*a^2*b^3*c^2*r-10240*a^2*b^3*c^2*x-256*a^2*b^3*c*g*r-6528*a^2*b^3*c*g *x-544*a^2*b^3*c*p*r-15552*a^2*b^3*c*p*x-80*a^2*b^3*c*q*r-4672*a^2*b^3*c*q*x-\ 544*a^2*b^3*c*r^2-15792*a^2*b^3*c*r*x-13248*a^2*b^3*c*x^2-192*a^2*b^3*g*p*r-\ 5472*a^2*b^3*g*p*x-24*a^2*b^3*g*q*r-1376*a^2*b^3*g*q*x-192*a^2*b^3*g*r^2-8072*a ^2*b^3*g*r*x-30720*a^2*b^3*g*x^2-192*a^2*b^3*p^2*r-5280*a^2*b^3*p^2*x-64*a^2*b^ 3*p*q*r-4032*a^2*b^3*p*q*x-384*a^2*b^3*p*r^2-10928*a^2*b^3*p*r*x-1728*a^2*b^3*p *x^2-352*a^2*b^3*q^2*x-64*a^2*b^3*q*r^2-4176*a^2*b^3*q*r*x-7488*a^2*b^3*q*x^2-\ 192*a^2*b^3*r^3-5080*a^2*b^3*r^2*x+16704*a^2*b^3*r*x^2+53120*a^2*b^3*x^3-1152*a ^2*b^2*c^3*r-24576*a^2*b^2*c^3*x-1520*a^2*b^2*c^2*g*r-31808*a^2*b^2*c^2*g*x-\ 2448*a^2*b^2*c^2*p*r-52608*a^2*b^2*c^2*p*x-576*a^2*b^2*c^2*q*r-19776*a^2*b^2*c^ 2*q*x-2448*a^2*b^2*c^2*r^2-44048*a^2*b^2*c^2*r*x+55872*a^2*b^2*c^2*x^2-472*a^2* b^2*c*g^2*r-9760*a^2*b^2*c*g^2*x-2256*a^2*b^2*c*g*p*r-48128*a^2*b^2*c*g*p*x-496 *a^2*b^2*c*g*q*r-17024*a^2*b^2*c*g*q*x-2256*a^2*b^2*c*g*r^2-50064*a^2*b^2*c*g*r *x-36864*a^2*b^2*c*g*x^2-1704*a^2*b^2*c*p^2*r-33728*a^2*b^2*c*p^2*x-896*a^2*b^2 *c*p*q*r-30592*a^2*b^2*c*p*q*x-3408*a^2*b^2*c*p*r^2-56448*a^2*b^2*c*p*r*x+88704 *a^2*b^2*c*p*x^2-56*a^2*b^2*c*q^2*r-4352*a^2*b^2*c*q^2*x-896*a^2*b^2*c*q*r^2-\ 25728*a^2*b^2*c*q*r*x+33408*a^2*b^2*c*q*x^2-1704*a^2*b^2*c*r^3-19392*a^2*b^2*c* r^2*x+173952*a^2*b^2*c*r*x^2+158208*a^2*b^2*c*x^3-384*a^2*b^2*g^2*p*r-8416*a^2* b^2*g^2*p*x-68*a^2*b^2*g^2*q*r-2512*a^2*b^2*g^2*q*x-384*a^2*b^2*g^2*r^2-12588*a ^2*b^2*g^2*r*x-41328*a^2*b^2*g^2*x^2-792*a^2*b^2*g*p^2*r-16240*a^2*b^2*g*p^2*x-\ 432*a^2*b^2*g*p*q*r-14144*a^2*b^2*g*p*q*x-1584*a^2*b^2*g*p*r^2-33312*a^2*b^2*g* p*r*x-3096*a^2*b^2*g*p*x^2-24*a^2*b^2*g*q^2*r-1840*a^2*b^2*g*q^2*x-432*a^2*b^2* g*q*r^2-14376*a^2*b^2*g*q*r*x-17640*a^2*b^2*g*q*x^2-792*a^2*b^2*g*r^3-15060*a^2 *b^2*g*r^2*x+49572*a^2*b^2*g*r*x^2+132576*a^2*b^2*g*x^3-388*a^2*b^2*p^3*r-6688* a^2*b^2*p^3*x-344*a^2*b^2*p^2*q*r-10320*a^2*b^2*p^2*q*x-1164*a^2*b^2*p^2*r^2-\ 16316*a^2*b^2*p^2*r*x+29880*a^2*b^2*p^2*x^2-52*a^2*b^2*p*q^2*r-3840*a^2*b^2*p*q ^2*x-688*a^2*b^2*p*q*r^2-17104*a^2*b^2*p*q*r*x+33120*a^2*b^2*p*q*x^2-1164*a^2*b ^2*p*r^3-11308*a^2*b^2*p*r^2*x+105528*a^2*b^2*p*r*x^2+66528*a^2*b^2*p*x^3-208*a ^2*b^2*q^3*x-52*a^2*b^2*q^2*r^2-3380*a^2*b^2*q^2*r*x+3240*a^2*b^2*q^2*x^2-344*a ^2*b^2*q*r^3-5524*a^2*b^2*q*r^2*x+63312*a^2*b^2*q*r*x^2+66528*a^2*b^2*q*x^3-388 *a^2*b^2*r^4-1680*a^2*b^2*r^3*x+69192*a^2*b^2*r^2*x^2+32520*a^2*b^2*r*x^3-1280* a^2*b*c^4*r-24064*a^2*b*c^4*x-2528*a^2*b*c^3*g*r-47552*a^2*b*c^3*g*x-3520*a^2*b *c^3*p*r-65472*a^2*b*c^3*p*x-1056*a^2*b*c^3*q*r-28032*a^2*b*c^3*q*x-3520*a^2*b* c^3*r^2-46592*a^2*b*c^3*r*x+132960*a^2*b*c^3*x^2-1568*a^2*b*c^2*g^2*r-29504*a^2 *b*c^2*g^2*x-5408*a^2*b*c^2*g*p*r-102336*a^2*b*c^2*g*p*x-1552*a^2*b*c^2*g*q*r-\ 41984*a^2*b*c^2*g*q*x-5408*a^2*b*c^2*g*r^2-87144*a^2*b*c^2*g*r*x+93840*a^2*b*c^ 2*g*x^2-3504*a^2*b*c^2*p^2*r-60128*a^2*b*c^2*p^2*x-2304*a^2*b*c^2*p*q*r-60160*a ^2*b*c^2*p*q*x-7008*a^2*b*c^2*p*r^2-83616*a^2*b*c^2*p*r*x+254304*a^2*b*c^2*p*x^ 2-240*a^2*b*c^2*q^2*r-10688*a^2*b*c^2*q^2*x-2304*a^2*b*c^2*q*r^2-43056*a^2*b*c^ 2*q*r*x+142848*a^2*b*c^2*q*x^2-3504*a^2*b*c^2*r^3-16104*a^2*b*c^2*r^2*x+374464* a^2*b*c^2*r*x^2+122208*a^2*b*c^2*x^3-312*a^2*b*c*g^3*r-5872*a^2*b*c*g^3*x-2336* a^2*b*c*g^2*p*r-45232*a^2*b*c*g^2*p*x-624*a^2*b*c*g^2*q*r-17376*a^2*b*c*g^2*q*x -2336*a^2*b*c*g^2*r^2-47460*a^2*b*c*g^2*r*x-33696*a^2*b*c*g^2*x^2-3712*a^2*b*c* g*p^2*r-65840*a^2*b*c*g*p^2*x-2416*a^2*b*c*g*p*q*r-64160*a^2*b*c*g*p*q*x-7424*a ^2*b*c*g*p*r^2-110460*a^2*b*c*g*p*r*x+155088*a^2*b*c*g*p*x^2-232*a^2*b*c*g*q^2* r-10800*a^2*b*c*g*q^2*x-2416*a^2*b*c*g*q*r^2-53696*a^2*b*c*g*q*r*x+63864*a^2*b* c*g*q*x^2-3712*a^2*b*c*g*r^3-37080*a^2*b*c*g*r^2*x+309980*a^2*b*c*g*r*x^2+ 264384*a^2*b*c*g*x^3-1480*a^2*b*c*p^3*r-22656*a^2*b*c*p^3*x-1612*a^2*b*c*p^2*q* r-37712*a^2*b*c*p^2*q*x-4440*a^2*b*c*p^2*r^2-44420*a^2*b*c*p^2*r*x+149232*a^2*b *c*p^2*x^2-384*a^2*b*c*p*q^2*r-16480*a^2*b*c*p*q^2*x-3224*a^2*b*c*p*q*r^2-51760 *a^2*b*c*p*q*r*x+196008*a^2*b*c*p*q*x^2-4440*a^2*b*c*p*r^3-12880*a^2*b*c*p*r^2* x+421392*a^2*b*c*p*r*x^2+93408*a^2*b*c*p*x^3-12*a^2*b*c*q^3*r-1424*a^2*b*c*q^3* x-384*a^2*b*c*q^2*r^2-12068*a^2*b*c*q^2*r*x+46776*a^2*b*c*q^2*x^2-1612*a^2*b*c* q*r^3-9932*a^2*b*c*q*r^2*x+280920*a^2*b*c*q*r*x^2+93408*a^2*b*c*q*x^3-1480*a^2* b*c*r^4+8884*a^2*b*c*r^3*x+258812*a^2*b*c*r^2*x^2-33612*a^2*b*c*r*x^3-256*a^2*b *g^3*p*r-5216*a^2*b*g^3*p*x-56*a^2*b*g^3*q*r-1696*a^2*b*g^3*q*x-256*a^2*b*g^3*r ^2-7768*a^2*b*g^3*r*x-23688*a^2*b*g^3*x^2-820*a^2*b*g^2*p^2*r-15376*a^2*b*g^2*p ^2*x-540*a^2*b*g^2*p*q*r-14400*a^2*b*g^2*p*q*x-1640*a^2*b*g^2*p*r^2-31406*a^2*b *g^2*p*r*x-2376*a^2*b*g^2*p*x^2-44*a^2*b*g^2*q^2*r-2216*a^2*b*g^2*q^2*x-540*a^2 *b*g^2*q*r^2-14408*a^2*b*g^2*q*r*x-14292*a^2*b*g^2*q*x^2-820*a^2*b*g^2*r^3-\ 14054*a^2*b*g^2*r^2*x+43936*a^2*b*g^2*r*x^2+108168*a^2*b*g^2*x^3-824*a^2*b*g*p^ 3*r-13080*a^2*b*g*p^3*x-886*a^2*b*g*p^2*q*r-21416*a^2*b*g*p^2*q*x-2472*a^2*b*g* p^2*r^2-31738*a^2*b*g*p^2*r*x+52944*a^2*b*g*p^2*x^2-212*a^2*b*g*p*q^2*r-9064*a^ 2*b*g*p*q^2*x-1772*a^2*b*g*p*q*r^2-35020*a^2*b*g*p*q*r*x+61824*a^2*b*g*p*q*x^2-\ 2472*a^2*b*g*p*r^3-21208*a^2*b*g*p*r^2*x+188494*a^2*b*g*p*r*x^2+112392*a^2*b*g* p*x^3-6*a^2*b*g*q^3*r-728*a^2*b*g*q^3*x-212*a^2*b*g*q^2*r^2-7590*a^2*b*g*q^2*r* x+8880*a^2*b*g*q^2*x^2-886*a^2*b*g*q*r^3-10866*a^2*b*g*q*r^2*x+118750*a^2*b*g*q *r*x^2+112392*a^2*b*g*q*x^3-824*a^2*b*g*r^4-2550*a^2*b*g*r^3*x+125828*a^2*b*g*r ^2*x^2+55974*a^2*b*g*r*x^3-220*a^2*b*p^4*r-2976*a^2*b*p^4*x-356*a^2*b*p^3*q*r-\ 7120*a^2*b*p^3*q*x-880*a^2*b*p^3*r^2-6968*a^2*b*p^3*r*x+27660*a^2*b*p^3*x^2-148 *a^2*b*p^2*q^2*r-5352*a^2*b*p^2*q^2*x-1068*a^2*b*p^2*q*r^2-13300*a^2*b*p^2*q*r* x+59616*a^2*b*p^2*q*x^2-1320*a^2*b*p^2*r^3-448*a^2*b*p^2*r^2*x+112770*a^2*b*p^2 *r*x^2+16152*a^2*b*p^2*x^3-12*a^2*b*p*q^3*r-1248*a^2*b*p*q^3*x-296*a^2*b*p*q^2* r^2-7304*a^2*b*p*q^2*r*x+36252*a^2*b*p*q^2*x^2-1068*a^2*b*p*q*r^3-3252*a^2*b*p* q*r^2*x+162942*a^2*b*p*q*r*x^2+32304*a^2*b*p*q*x^3-880*a^2*b*p*r^4+8104*a^2*b*p *r^3*x+139176*a^2*b*p*r^2*x^2-27294*a^2*b*p*r*x^3-40*a^2*b*q^4*x-12*a^2*b*q^3*r ^2-972*a^2*b*q^3*r*x+4296*a^2*b*q^3*x^2-148*a^2*b*q^2*r^3-1412*a^2*b*q^2*r^2*x+ 50172*a^2*b*q^2*r*x^2+16152*a^2*b*q^2*x^3-356*a^2*b*q*r^4+2928*a^2*b*q*r^3*x+ 96486*a^2*b*q*r^2*x^2-27294*a^2*b*q*r*x^3-220*a^2*b*r^5+4560*a^2*b*r^4*x+57746* a^2*b*r^3*x^2-38154*a^2*b*r^2*x^3-480*a^2*c^5*r-8320*a^2*c^5*x-1264*a^2*c^4*g*r -22336*a^2*c^4*g*x-1600*a^2*c^4*p*r-27264*a^2*c^4*p*x-560*a^2*c^4*q*r-12736*a^2 *c^4*q*x-1600*a^2*c^4*r^2-16720*a^2*c^4*r*x+72192*a^2*c^4*x^2-1176*a^2*c^3*g^2* r-21024*a^2*c^3*g^2*x-3472*a^2*c^3*g*p*r-62112*a^2*c^3*g*p*x-1176*a^2*c^3*g*q*r -27808*a^2*c^3*g*q*x-3472*a^2*c^3*g*r^2-45792*a^2*c^3*g*r*x+110496*a^2*c^3*g*x^ 2-2032*a^2*c^3*p^2*r-32160*a^2*c^3*p^2*x-1536*a^2*c^3*p*q*r-34368*a^2*c^3*p*q*x -4064*a^2*c^3*p*r^2-37600*a^2*c^3*p*r*x+170928*a^2*c^3*p*x^2-208*a^2*c^3*q^2*r-\ 6976*a^2*c^3*q^2*x-1536*a^2*c^3*q*r^2-21168*a^2*c^3*q*r*x+107856*a^2*c^3*q*x^2-\ 2032*a^2*c^3*r^3-768*a^2*c^3*r^2*x+222136*a^2*c^3*r*x^2+11104*a^2*c^3*x^3-468*a ^2*c^2*g^3*r-8432*a^2*c^2*g^3*x-2488*a^2*c^2*g^2*p*r-46176*a^2*c^2*g^2*p*x-812* a^2*c^2*g^2*q*r-19792*a^2*c^2*g^2*q*x-2488*a^2*c^2*g^2*r^2-39876*a^2*c^2*g^2*r* x+36768*a^2*c^2*g^2*x^2-3488*a^2*c^2*g*p^2*r-58160*a^2*c^2*g*p^2*x-2544*a^2*c^2 *g*p*q*r-60608*a^2*c^2*g*p*q*x-6976*a^2*c^2*g*p*r^2-84224*a^2*c^2*g*p*r*x+ 216768*a^2*c^2*g*p*x^2-324*a^2*c^2*g*q^2*r-11696*a^2*c^2*g*q^2*x-2544*a^2*c^2*g *q*r^2-44400*a^2*c^2*g*q*r*x+124272*a^2*c^2*g*q*x^2-3488*a^2*c^2*g*r^3-19636*a^ 2*c^2*g*r^2*x+322192*a^2*c^2*g*r*x^2+106176*a^2*c^2*g*x^3-1212*a^2*c^2*p^3*r-\ 17408*a^2*c^2*p^3*x-1488*a^2*c^2*p^2*q*r-30480*a^2*c^2*p^2*q*x-3636*a^2*c^2*p^2 *r^2-27580*a^2*c^2*p^2*r*x+141792*a^2*c^2*p^2*x^2-444*a^2*c^2*p*q^2*r-14656*a^2 *c^2*p*q^2*x-2976*a^2*c^2*p*q*r^2-34720*a^2*c^2*p*q*r*x+199008*a^2*c^2*p*q*x^2-\ 3636*a^2*c^2*p*r^3+5108*a^2*c^2*p*r^2*x+357036*a^2*c^2*p*r*x^2+2432*a^2*c^2*p*x ^3-24*a^2*c^2*q^3*r-1584*a^2*c^2*q^3*x-444*a^2*c^2*q^2*r^2-9092*a^2*c^2*q^2*r*x +57216*a^2*c^2*q^2*x^2-1488*a^2*c^2*q*r^3-524*a^2*c^2*q*r^2*x+252724*a^2*c^2*q* r*x^2+2432*a^2*c^2*q*x^3-1212*a^2*c^2*r^4+15280*a^2*c^2*r^3*x+203332*a^2*c^2*r^ 2*x^2-104504*a^2*c^2*r*x^3-68*a^2*c*g^4*r-1232*a^2*c*g^4*x-684*a^2*c*g^3*p*r-\ 13224*a^2*c*g^3*p*x-210*a^2*c*g^3*q*r-5304*a^2*c*g^3*q*x-684*a^2*c*g^3*r^2-\ 13892*a^2*c*g^3*r*x-10008*a^2*c*g^3*x^2-1720*a^2*c*g^2*p^2*r-30176*a^2*c*g^2*p^ 2*x-1244*a^2*c*g^2*p*q*r-30640*a^2*c*g^2*p*q*x-3440*a^2*c*g^2*p*r^2-51406*a^2*c *g^2*p*r*x+64056*a^2*c*g^2*p*x^2-146*a^2*c*g^2*q^2*r-5600*a^2*c*g^2*q^2*x-1244* a^2*c*g^2*q*r^2-25756*a^2*c*g^2*q*r*x+27264*a^2*c*g^2*q*x^2-1720*a^2*c*g^2*r^3-\ 18068*a^2*c*g^2*r^2*x+129422*a^2*c*g^2*r*x^2+107848*a^2*c*g^2*x^3-1488*a^2*c*g* p^3*r-22344*a^2*c*g*p^3*x-1770*a^2*c*g*p^2*q*r-38584*a^2*c*g*p^2*q*x-4464*a^2*c *g*p^2*r^2-46132*a^2*c*g*p^2*r*x+129240*a^2*c*g*p^2*x^2-504*a^2*c*g*p*q^2*r-\ 18080*a^2*c*g*p*q^2*x-3540*a^2*c*g*p*q*r^2-54888*a^2*c*g*p*q*r*x+172896*a^2*c*g *p*q*x^2-4464*a^2*c*g*p*r^3-18432*a^2*c*g*p*r^2*x+367544*a^2*c*g*p*r*x^2+84056* a^2*c*g*p*x^3-24*a^2*c*g*q^3*r-1840*a^2*c*g*q^3*x-504*a^2*c*g*q^2*r^2-13230*a^2 *c*g*q^2*r*x+43656*a^2*c*g*q^2*x^2-1770*a^2*c*g*q*r^3-12486*a^2*c*g*q*r^2*x+ 250192*a^2*c*g*q*r*x^2+84056*a^2*c*g*q*x^3-1488*a^2*c*g*r^4+5356*a^2*c*g*r^3*x+ 226790*a^2*c*g*r^2*x^2-20672*a^2*c*g*r*x^3-332*a^2*c*p^4*r-4320*a^2*c*p^4*x-588 *a^2*c*p^3*q*r-10736*a^2*c*p^3*q*x-1328*a^2*c*p^3*r^2-7572*a^2*c*p^3*r*x+49692* a^2*c*p^3*x^2-292*a^2*c*p^2*q^2*r-8632*a^2*c*p^2*q^2*x-1764*a^2*c*p^2*q*r^2-\ 15492*a^2*c*p^2*q*r*x+111804*a^2*c*p^2*q*x^2-1992*a^2*c*p^2*r^3+8092*a^2*c*p^2* r^2*x+181584*a^2*c*p^2*r*x^2-5896*a^2*c*p^2*x^3-36*a^2*c*p*q^3*r-2336*a^2*c*p*q ^3*x-584*a^2*c*p*q^2*r^2-9388*a^2*c*p*q^2*r*x+74532*a^2*c*p*q^2*x^2-1764*a^2*c* p*q*r^3+5364*a^2*c*p*q*r^2*x+273556*a^2*c*p*q*r*x^2-11792*a^2*c*p*q*x^3-1328*a^ 2*c*p*r^4+21620*a^2*c*p*r^3*x+202556*a^2*c*p*r^2*x^2-110036*a^2*c*p*r*x^3-120*a ^2*c*q^4*x-36*a^2*c*q^3*r^2-1468*a^2*c*q^3*r*x+12420*a^2*c*q^3*x^2-292*a^2*c*q^ 2*r^3+50*a^2*c*q^2*r^2*x+91972*a^2*c*q^2*r*x^2-5896*a^2*c*q^2*x^3-588*a^2*c*q*r ^4+10120*a^2*c*q*r^3*x+152124*a^2*c*q*r^2*x^2-110036*a^2*c*q*r*x^3-332*a^2*c*r^ 5+10276*a^2*c*r^4*x+73140*a^2*c*r^3*x^2-107232*a^2*c*r^2*x^3-54*a^2*g^4*p*r-\ 1128*a^2*g^4*p*x-14*a^2*g^4*q*r-384*a^2*g^4*q*x-54*a^2*g^4*r^2-1656*a^2*g^4*r*x -4896*a^2*g^4*x^2-242*a^2*g^3*p^2*r-4568*a^2*g^3*p^2*x-178*a^2*g^3*p*q*r-4464*a ^2*g^3*p*q*x-484*a^2*g^3*p*r^2-9347*a^2*g^3*p*r*x-798*a^2*g^3*p*x^2-18*a^2*g^3* q^2*r-748*a^2*g^3*q^2*x-178*a^2*g^3*q*r^2-4424*a^2*g^3*q*r*x-3954*a^2*g^3*q*x^2 -242*a^2*g^3*r^3-4221*a^2*g^3*r^2*x+11930*a^2*g^3*r*x^2+28768*a^2*g^3*x^3-386*a ^2*g^2*p^3*r-6072*a^2*g^2*p^3*x-454*a^2*g^2*p^2*q*r-10320*a^2*g^2*p^2*q*x-1158* a^2*g^2*p^2*r^2-14991*a^2*g^2*p^2*r*x+22314*a^2*g^2*p^2*x^2-128*a^2*g^2*p*q^2*r -4692*a^2*g^2*p*q^2*x-908*a^2*g^2*p*q*r^2-17062*a^2*g^2*p*q*r*x+26808*a^2*g^2*p *q*x^2-1158*a^2*g^2*p*r^3-10579*a^2*g^2*p*r^2*x+79728*a^2*g^2*p*r*x^2+46332*a^2 *g^2*p*x^3-5*a^2*g^2*q^3*r-444*a^2*g^2*q^3*x-128*a^2*g^2*q^2*r^2-3856*a^2*g^2*q ^2*r*x+4494*a^2*g^2*q^2*x^2-454*a^2*g^2*q*r^3-5570*a^2*g^2*q*r^2*x+51460*a^2*g^ 2*q*r*x^2+46332*a^2*g^2*q*x^3-386*a^2*g^2*r^4-1660*a^2*g^2*r^3*x+53537*a^2*g^2* r^2*x^2+23598*a^2*g^2*r*x^3-222*a^2*g*p^4*r-3000*a^2*g*p^4*x-386*a^2*g*p^3*q*r-\ 7416*a^2*g*p^3*q*x-888*a^2*g*p^3*r^2-7566*a^2*g*p^3*r*x+24240*a^2*g*p^3*x^2-186 *a^2*g*p^2*q^2*r-5908*a^2*g*p^2*q^2*x-1158*a^2*g*p^2*q*r^2-14658*a^2*g*p^2*q*r* x+53052*a^2*g*p^2*q*x^2-1332*a^2*g*p^2*r^3-2453*a^2*g*p^2*r^2*x+99500*a^2*g*p^2 *r*x^2+15484*a^2*g*p^2*x^3-22*a^2*g*p*q^3*r-1568*a^2*g*p*q^3*x-372*a^2*g*p*q^2* r^2-8254*a^2*g*p*q^2*r*x+33384*a^2*g*p*q^2*x^2-1158*a^2*g*p*q*r^3-5206*a^2*g*p* q*r^2*x+146300*a^2*g*p*q*r*x^2+30968*a^2*g*p*q*x^3-888*a^2*g*p*r^4+5792*a^2*g*p *r^3*x+123320*a^2*g*p*r^2*x^2-18496*a^2*g*p*r*x^3-76*a^2*g*q^4*x-22*a^2*g*q^3*r ^2-1162*a^2*g*q^3*r*x+4572*a^2*g*q^3*x^2-186*a^2*g*q^2*r^3-1850*a^2*g*q^2*r^2*x +46800*a^2*g*q^2*r*x^2+15484*a^2*g*q^2*x^3-386*a^2*g*q*r^4+2036*a^2*g*q*r^3*x+ 87840*a^2*g*q*r^2*x^2-18496*a^2*g*q*r*x^3-222*a^2*g*r^5+3679*a^2*g*r^4*x+51190* a^2*g*r^3*x^2-30544*a^2*g*r^2*x^3-32*a^2*p^5*r-384*a^2*p^5*x-76*a^2*p^4*q*r-\ 1248*a^2*p^4*q*x-160*a^2*p^4*r^2-546*a^2*p^4*r*x+6252*a^2*p^4*x^2-56*a^2*p^3*q^ 2*r-1440*a^2*p^3*q^2*x-304*a^2*p^3*q*r^2-1628*a^2*p^3*q*r*x+19632*a^2*p^3*q*x^2 -320*a^2*p^3*r^3+2610*a^2*p^3*r^2*x+29300*a^2*p^3*r*x^2-2168*a^2*p^3*x^3-12*a^2 *p^2*q^3*r-672*a^2*p^2*q^3*x-168*a^2*p^2*q^2*r^2-1680*a^2*p^2*q^2*r*x+21384*a^2 *p^2*q^2*x^2-456*a^2*p^2*q*r^3+3916*a^2*p^2*q*r^2*x+69172*a^2*p^2*q*r*x^2-6504* a^2*p^2*q*x^3-320*a^2*p^2*r^4+7266*a^2*p^2*r^3*x+47146*a^2*p^2*r^2*x^2-28892*a^ 2*p^2*r*x^3-96*a^2*p*q^4*x-24*a^2*p*q^3*r^2-660*a^2*p*q^3*r*x+8880*a^2*p*q^3*x^ 2-168*a^2*p*q^2*r^3+1358*a^2*p*q^2*r^2*x+50444*a^2*p*q^2*r*x^2-6504*a^2*p*q^2*x ^3-304*a^2*p*q*r^4+7724*a^2*p*q*r^3*x+74526*a^2*p*q*r^2*x^2-57784*a^2*p*q*r*x^3 -160*a^2*p*r^5+6438*a^2*p*r^4*x+31442*a^2*p*r^3*x^2-53828*a^2*p*r^2*x^3-62*a^2* q^4*r*x+876*a^2*q^4*x^2-12*a^2*q^3*r^3+52*a^2*q^3*r^2*x+10572*a^2*q^3*r*x^2-\ 2168*a^2*q^3*x^3-56*a^2*q^2*r^4+1598*a^2*q^2*r^3*x+27380*a^2*q^2*r^2*x^2-28892* a^2*q^2*r*x^3-76*a^2*q*r^5+3428*a^2*q*r^4*x+26138*a^2*q*r^3*x^2-53828*a^2*q*r^2 *x^3-32*a^2*r^6+1944*a^2*r^5*x+7344*a^2*r^4*x^2-31478*a^2*r^3*x^3-256*a*b^5*c*x -192*a*b^5*p*x-256*a*b^5*r*x-2496*a*b^5*x^2-64*a*b^4*c^2*r-3072*a*b^4*c^2*x-48* a*b^4*c*g*r-2048*a*b^4*c*g*x-96*a*b^4*c*p*r-4736*a*b^4*c*p*x-896*a*b^4*c*q*x-96 *a*b^4*c*r^2-4512*a*b^4*c*r*x-5472*a*b^4*c*x^2-40*a*b^4*g*p*r-1568*a*b^4*g*p*x-\ 224*a*b^4*g*q*x-40*a*b^4*g*r^2-2312*a*b^4*g*r*x-12480*a*b^4*g*x^2-32*a*b^4*p^2* r-1632*a*b^4*p^2*x-832*a*b^4*p*q*x-64*a*b^4*p*r^2-3344*a*b^4*p*r*x-1632*a*b^4*p *x^2-896*a*b^4*q*r*x-4512*a*b^4*q*x^2-32*a*b^4*r^3-1496*a*b^4*r^2*x+5136*a*b^4* r*x^2+26560*a*b^4*x^3-384*a*b^3*c^3*r-11264*a*b^3*c^3*x-544*a*b^3*c^2*g*r-15104 *a*b^3*c^2*g*x-848*a*b^3*c^2*p*r-24512*a*b^3*c^2*p*x-112*a*b^3*c^2*q*r-7296*a*b ^3*c^2*q*x-848*a*b^3*c^2*r^2-19936*a*b^3*c^2*r*x+31488*a*b^3*c^2*x^2-176*a*b^3* c*g^2*r-4736*a*b^3*c*g^2*x-856*a*b^3*c*g*p*r-22368*a*b^3*c*g*p*x-96*a*b^3*c*g*q *r-6240*a*b^3*c*g*q*x-856*a*b^3*c*g*r^2-22664*a*b^3*c*g*r*x-20256*a*b^3*c*g*x^2 -608*a*b^3*c*p^2*r-16000*a*b^3*c*p^2*x-192*a*b^3*c*p*q*r-12032*a*b^3*c*p*q*x-\ 1216*a*b^3*c*p*r^2-26960*a*b^3*c*p*r*x+47136*a*b^3*c*p*x^2-1024*a*b^3*c*q^2*x-\ 192*a*b^3*c*q*r^2-10224*a*b^3*c*q*r*x+10272*a*b^3*c*q*x^2-608*a*b^3*c*r^3-10008 *a*b^3*c*r^2*x+91280*a*b^3*c*r*x^2+105472*a*b^3*c*x^3-156*a*b^3*g^2*p*r-3744*a* b^3*g^2*p*x-8*a*b^3*g^2*q*r-816*a*b^3*g^2*q*x-156*a*b^3*g^2*r^2-5700*a*b^3*g^2* r*x-23328*a*b^3*g^2*x^2-296*a*b^3*g*p^2*r-7520*a*b^3*g*p^2*x-104*a*b^3*g*p*q*r-\ 5280*a*b^3*g*p*q*x-592*a*b^3*g*p*r^2-15472*a*b^3*g*p*r*x-3960*a*b^3*g*p*x^2-384 *a*b^3*g*q^2*x-104*a*b^3*g*q*r^2-5672*a*b^3*g*q*r*x-13656*a*b^3*g*q*x^2-296*a*b ^3*g*r^3-6912*a*b^3*g*r^2*x+24652*a*b^3*g*r*x^2+88384*a*b^3*g*x^3-144*a*b^3*p^3 *r-3248*a*b^3*p^3*x-80*a*b^3*p^2*q*r-4320*a*b^3*p^2*q*x-432*a*b^3*p^2*r^2-8208* a*b^3*p^2*r*x+15720*a*b^3*p^2*x^2-1072*a*b^3*p*q^2*x-160*a*b^3*p*q*r^2-7528*a*b ^3*p*q*r*x+13680*a*b^3*p*q*x^2-432*a*b^3*p*r^3-6448*a*b^3*p*r^2*x+56288*a*b^3*p *r*x^2+44352*a*b^3*p*x^3-1048*a*b^3*q^2*r*x-2040*a*b^3*q^2*x^2-80*a*b^3*q*r^3-\ 2632*a*b^3*q*r^2*x+28144*a*b^3*q*r*x^2+44352*a*b^3*q*x^3-144*a*b^3*r^4-1488*a*b ^3*r^3*x+35696*a*b^3*r^2*x^2+21680*a*b^3*r*x^3-768*a*b^2*c^4*r-17920*a*b^2*c^4* x-1616*a*b^2*c^3*g*r-36608*a*b^2*c^3*g*x-2160*a*b^2*c^3*p*r-49344*a*b^2*c^3*p*x -480*a*b^2*c^3*q*r-18240*a*b^2*c^3*q*x-2160*a*b^2*c^3*r^2-34640*a*b^2*c^3*r*x+ 116448*a*b^2*c^3*x^2-1040*a*b^2*c^2*g^2*r-23168*a*b^2*c^2*g^2*x-3600*a*b^2*c^2* g*p*r-77888*a*b^2*c^2*g*p*x-720*a*b^2*c^2*g*q*r-27648*a*b^2*c^2*g*q*x-3600*a*b^ 2*c^2*g*r^2-65056*a*b^2*c^2*g*r*x+85008*a*b^2*c^2*g*x^2-2208*a*b^2*c^2*p^2*r-\ 46016*a*b^2*c^2*p^2*x-1120*a*b^2*c^2*p*q*r-40960*a*b^2*c^2*p*q*x-4416*a*b^2*c^2 *p*r^2-64784*a*b^2*c^2*p*r*x+218880*a*b^2*c^2*p*x^2-64*a*b^2*c^2*q^2*r-5600*a*b ^2*c^2*q^2*x-1120*a*b^2*c^2*q*r^2-29888*a*b^2*c^2*q*r*x+107424*a*b^2*c^2*q*x^2-\ 2208*a*b^2*c^2*r^3-14864*a*b^2*c^2*r^2*x+317096*a*b^2*c^2*r*x^2+122208*a*b^2*c^ 2*x^3-212*a*b^2*c*g^3*r-4672*a*b^2*c*g^3*x-1644*a*b^2*c*g^2*p*r-34224*a*b^2*c*g ^2*p*x-272*a*b^2*c*g^2*q*r-11248*a*b^2*c*g^2*q*x-1644*a*b^2*c*g^2*r^2-35548*a*b ^2*c*g^2*r*x-27936*a*b^2*c*g^2*x^2-2484*a*b^2*c*g*p^2*r-50112*a*b^2*c*g*p^2*x-\ 1264*a*b^2*c*g*p*q*r-43136*a*b^2*c*g*p*q*x-4968*a*b^2*c*g*p*r^2-83804*a*b^2*c*g *p*r*x+131256*a*b^2*c*g*p*x^2-60*a*b^2*c*g*q^2*r-5504*a*b^2*c*g*q^2*x-1264*a*b^ 2*c*g*q*r^2-36696*a*b^2*c*g*q*r*x+40032*a*b^2*c*g*q*x^2-2484*a*b^2*c*g*r^3-\ 28064*a*b^2*c*g*r^2*x+262420*a*b^2*c*g*r*x^2+264384*a*b^2*c*g*x^3-968*a*b^2*c*p ^3*r-17696*a*b^2*c*p^3*x-848*a*b^2*c*p^2*q*r-26848*a*b^2*c*p^2*q*x-2904*a*b^2*c *p^2*r^2-35912*a*b^2*c*p^2*r*x+127896*a*b^2*c*p^2*x^2-120*a*b^2*c*p*q^2*r-9632* a*b^2*c*p*q^2*x-1696*a*b^2*c*p*q*r^2-38800*a*b^2*c*p*q*r*x+153336*a*b^2*c*p*q*x ^2-2904*a*b^2*c*p*r^3-14292*a*b^2*c*p*r^2*x+360240*a*b^2*c*p*r*x^2+93408*a*b^2* c*p*x^3-480*a*b^2*c*q^3*x-120*a*b^2*c*q^2*r^2-7616*a*b^2*c*q^2*r*x+25440*a*b^2* c*q^2*x^2-848*a*b^2*c*q*r^3-9896*a*b^2*c*q*r^2*x+219768*a*b^2*c*q*r*x^2+93408*a *b^2*c*q*x^3-968*a*b^2*c*r^4+3924*a*b^2*c*r^3*x+221068*a*b^2*c*r^2*x^2-33612*a* b^2*c*r*x^3-192*a*b^2*g^3*p*r-3808*a*b^2*g^3*p*x-16*a*b^2*g^3*q*r-992*a*b^2*g^3 *q*x-192*a*b^2*g^3*r^2-5840*a*b^2*g^3*r*x-20664*a*b^2*g^3*x^2-568*a*b^2*g^2*p^2 *r-11480*a*b^2*g^2*p^2*x-288*a*b^2*g^2*p*q*r-9312*a*b^2*g^2*p*q*x-1136*a*b^2*g^ 2*p*r^2-23510*a*b^2*g^2*p*r*x-3924*a*b^2*g^2*p*x^2-8*a*b^2*g^2*q^2*r-1024*a*b^2 *g^2*q^2*x-288*a*b^2*g^2*q*r^2-9716*a*b^2*g^2*q*r*x-15840*a*b^2*g^2*q*x^2-568*a *b^2*g^2*r^3-10272*a*b^2*g^2*r^2*x+36254*a*b^2*g^2*r*x^2+108168*a*b^2*g^2*x^3-\ 554*a*b^2*g*p^3*r-10040*a*b^2*g*p^3*x-484*a*b^2*g*p^2*q*r-14824*a*b^2*g*p^2*q*x -1662*a*b^2*g*p^2*r^2-24650*a*b^2*g*p^2*r*x+43968*a*b^2*g*p^2*x^2-74*a*b^2*g*p* q^2*r-5000*a*b^2*g*p*q^2*x-968*a*b^2*g*p*q*r^2-24956*a*b^2*g*p*q*r*x+43872*a*b^ 2*g*p*q*x^2-1662*a*b^2*g*p*r^3-16992*a*b^2*g*p*r^2*x+159584*a*b^2*g*p*r*x^2+ 112392*a*b^2*g*p*x^3-216*a*b^2*g*q^3*x-74*a*b^2*g*q^2*r^2-4614*a*b^2*g*q^2*r*x-\ 96*a*b^2*g*q^2*x^2-484*a*b^2*g*q*r^3-7954*a*b^2*g*q*r^2*x+89840*a*b^2*g*q*r*x^2 +112392*a*b^2*g*q*x^3-554*a*b^2*g*r^4-2382*a*b^2*g*r^3*x+105166*a*b^2*g*r^2*x^2 +55974*a*b^2*g*r*x^3-152*a*b^2*p^4*r-2392*a*b^2*p^4*x-208*a*b^2*p^3*q*r-5328*a* b^2*p^3*q*x-608*a*b^2*p^3*r^2-5968*a*b^2*p^3*r*x+23784*a*b^2*p^3*x^2-56*a*b^2*p ^2*q^2*r-3480*a*b^2*p^2*q^2*x-624*a*b^2*p^2*q*r^2-10832*a*b^2*p^2*q*r*x+47988*a *b^2*p^2*q*x^2-912*a*b^2*p^2*r^3-1970*a*b^2*p^2*r^2*x+97518*a*b^2*p^2*r*x^2+ 16152*a*b^2*p^2*x^3-544*a*b^2*p*q^3*x-112*a*b^2*p*q^2*r^2-5368*a*b^2*p*q^2*r*x+ 24624*a*b^2*p*q^2*x^2-624*a*b^2*p*q*r^3-4848*a*b^2*p*q*r^2*x+132438*a*b^2*p*q*r *x^2+32304*a*b^2*p*q*x^3-608*a*b^2*p*r^4+4396*a*b^2*p*r^3*x+120900*a*b^2*p*r^2* x^2-27294*a*b^2*p*r*x^3-504*a*b^2*q^3*r*x+420*a*b^2*q^3*x^2-56*a*b^2*q^2*r^3-\ 1486*a*b^2*q^2*r^2*x+34920*a*b^2*q^2*r*x^2+16152*a*b^2*q^2*x^3-208*a*b^2*q*r^4+ 656*a*b^2*q*r^3*x+78210*a*b^2*q*r^2*x^2-27294*a*b^2*q*r*x^3-152*a*b^2*r^5+2790* a*b^2*r^4*x+50974*a*b^2*r^3*x^2-38154*a*b^2*r^2*x^3-640*a*b*c^5*r-13056*a*b*c^5 *x-1792*a*b*c^4*g*r-36224*a*b*c^4*g*x-2160*a*b*c^4*p*r-43136*a*b*c^4*p*x-624*a* b*c^4*q*r-18176*a*b*c^4*q*x-2160*a*b*c^4*r^2-26240*a*b*c^4*r*x+129408*a*b*c^4*x ^2-1728*a*b*c^3*g^2*r-34752*a*b*c^3*g^2*x-5080*a*b*c^3*g*p*r-99712*a*b*c^3*g*p* x-1352*a*b*c^3*g*q*r-40384*a*b*c^3*g*q*x-5080*a*b*c^3*g*r^2-72344*a*b*c^3*g*r*x +202080*a*b*c^3*g*x^2-2800*a*b*c^3*p^2*r-51520*a*b*c^3*p^2*x-1792*a*b*c^3*p*q*r -50688*a*b*c^3*p*q*x-5600*a*b*c^3*p*r^2-61040*a*b*c^3*p*r*x+303840*a*b*c^3*p*x^ 2-176*a*b*c^3*q^2*r-8704*a*b*c^3*q^2*x-1792*a*b*c^3*q*r^2-31984*a*b*c^3*q*r*x+ 177696*a*b*c^3*q*x^2-2800*a*b*c^3*r^3-3560*a*b*c^3*r^2*x+390504*a*b*c^3*r*x^2+ 22208*a*b*c^3*x^3-704*a*b*c^2*g^3*r-14112*a*b*c^2*g^3*x-3836*a*b*c^2*g^2*p*r-\ 74336*a*b*c^2*g^2*p*x-924*a*b*c^2*g^2*q*r-28736*a*b*c^2*g^2*q*x-3836*a*b*c^2*g^ 2*r^2-63304*a*b*c^2*g^2*r*x+70080*a*b*c^2*g^2*x^2-5120*a*b*c^2*g*p^2*r-93296*a* b*c^2*g*p^2*x-3168*a*b*c^2*g*p*q*r-89280*a*b*c^2*g*p*q*x-10240*a*b*c^2*g*p*r^2-\ 133936*a*b*c^2*g*p*r*x+386256*a*b*c^2*g*p*x^2-272*a*b*c^2*g*q^2*r-14480*a*b*c^2 *g*q^2*x-3168*a*b*c^2*g*q*r^2-65824*a*b*c^2*g*q*r*x+201264*a*b*c^2*g*q*x^2-5120 *a*b*c^2*g*r^3-29960*a*b*c^2*g*r^2*x+570768*a*b*c^2*g*r*x^2+212352*a*b*c^2*g*x^ 3-1724*a*b*c^2*p^3*r-28384*a*b*c^2*p^3*x-1844*a*b*c^2*p^2*q*r-46528*a*b*c^2*p^2 *q*x-5172*a*b*c^2*p^2*r^2-46560*a*b*c^2*p^2*r*x+251616*a*b*c^2*p^2*x^2-420*a*b* c^2*p*q^2*r-19744*a*b*c^2*p*q^2*x-3688*a*b*c^2*p*q*r^2-55872*a*b*c^2*p*q*r*x+ 334080*a*b*c^2*p*q*x^2-5172*a*b*c^2*p*r^3+2832*a*b*c^2*p*r^2*x+631448*a*b*c^2*p *r*x^2+4864*a*b*c^2*p*x^3-12*a*b*c^2*q^3*r-1600*a*b*c^2*q^3*x-420*a*b*c^2*q^2*r ^2-13216*a*b*c^2*q^2*r*x+82464*a*b*c^2*q^2*x^2-1844*a*b*c^2*q*r^3-5264*a*b*c^2* q*r^2*x+422824*a*b*c^2*q*r*x^2+4864*a*b*c^2*q*x^3-1724*a*b*c^2*r^4+21008*a*b*c^ 2*r^3*x+361704*a*b*c^2*r^2*x^2-209008*a*b*c^2*r*x^3-104*a*b*c*g^4*r-2080*a*b*c* g^4*x-1106*a*b*c*g^3*p*r-21120*a*b*c*g^3*p*x-222*a*b*c*g^3*q*r-7536*a*b*c*g^3*q *x-1106*a*b*c*g^3*r^2-22166*a*b*c*g^3*r*x-16776*a*b*c*g^3*x^2-2624*a*b*c*g^2*p^ 2*r-48080*a*b*c*g^2*p^2*x-1596*a*b*c*g^2*p*q*r-44512*a*b*c*g^2*p*q*x-5248*a*b*c *g^2*p*r^2-80972*a*b*c*g^2*p*r*x+113088*a*b*c*g^2*p*x^2-112*a*b*c*g^2*q^2*r-\ 6704*a*b*c*g^2*q^2*x-1596*a*b*c*g^2*q*r^2-37696*a*b*c*g^2*q*r*x+39504*a*b*c*g^2 *q*x^2-2624*a*b*c*g^2*r^3-26730*a*b*c*g^2*r^2*x+229758*a*b*c*g^2*r*x^2+215696*a *b*c*g^2*x^3-2196*a*b*c*g*p^3*r-36072*a*b*c*g*p^3*x-2294*a*b*c*g*p^2*q*r-58008* a*b*c*g*p^2*q*x-6588*a*b*c*g*p^2*r^2-74520*a*b*c*g*p^2*r*x+227784*a*b*c*g*p^2*x ^2-506*a*b*c*g*p*q^2*r-23688*a*b*c*g*p*q^2*x-4588*a*b*c*g*p*q*r^2-83772*a*b*c*g *p*q*r*x+284400*a*b*c*g*p*q*x^2-6588*a*b*c*g*p*r^3-29740*a*b*c*g*p*r^2*x+649762 *a*b*c*g*p*r*x^2+168112*a*b*c*g*p*x^3-12*a*b*c*g*q^3*r-1752*a*b*c*g*q^3*x-506*a *b*c*g*q^2*r^2-18200*a*b*c*g*q^2*r*x+56616*a*b*c*g*q^2*x^2-2294*a*b*c*g*q*r^3-\ 19696*a*b*c*g*q*r^2*x+415058*a*b*c*g*q*r*x^2+168112*a*b*c*g*q*x^3-2196*a*b*c*g* r^4+8708*a*b*c*g*r^3*x+399900*a*b*c*g*r^2*x^2-41344*a*b*c*g*r*x^3-496*a*b*c*p^4 *r-7232*a*b*c*p^4*x-792*a*b*c*p^3*q*r-17088*a*b*c*p^3*q*x-1984*a*b*c*p^3*r^2-\ 13616*a*b*c*p^3*r*x+88440*a*b*c*p^3*x^2-320*a*b*c*p^2*q^2*r-12560*a*b*c*p^2*q^2 *x-2376*a*b*c*p^2*q*r^2-27056*a*b*c*p^2*q*r*x+190776*a*b*c*p^2*q*x^2-2976*a*b*c *p^2*r^3+9500*a*b*c*p^2*r^2*x+323870*a*b*c*p^2*r*x^2-11792*a*b*c*p^2*x^3-24*a*b *c*p*q^3*r-2784*a*b*c*p*q^3*x-640*a*b*c*p*q^2*r^2-15504*a*b*c*p*q^2*r*x+116232* a*b*c*p*q^2*x^2-2376*a*b*c*p*q*r^3+1884*a*b*c*p*q*r^2*x+468516*a*b*c*p*q*r*x^2-\ 23584*a*b*c*p*q*x^3-1984*a*b*c*p*r^4+30920*a*b*c*p*r^3*x+363884*a*b*c*p*r^2*x^2 -220072*a*b*c*p*r*x^3-80*a*b*c*q^4*x-24*a*b*c*q^3*r^2-2064*a*b*c*q^3*r*x+13896* a*b*c*q^3*x^2-320*a*b*c*q^2*r^3-2060*a*b*c*q^2*r^2*x+144646*a*b*c*q^2*r*x^2-\ 11792*a*b*c*q^2*x^3-792*a*b*c*q*r^4+11852*a*b*c*q*r^3*x+263020*a*b*c*q*r^2*x^2-\ 220072*a*b*c*q*r*x^3-496*a*b*c*r^5+15036*a*b*c*r^4*x+134088*a*b*c*r^3*x^2-\ 214464*a*b*c*r^2*x^3-94*a*b*g^4*p*r-1744*a*b*g^4*p*x-10*a*b*g^4*q*r-496*a*b*g^4 *q*x-94*a*b*g^4*r^2-2660*a*b*g^4*r*x-8736*a*b*g^4*x^2-382*a*b*g^3*p^2*r-7156*a* b*g^3*p^2*x-230*a*b*g^3*p*q*r-6272*a*b*g^3*p*q*x-764*a*b*g^3*p*r^2-14632*a*b*g^ 3*p*r*x-2040*a*b*g^3*p*x^2-10*a*b*g^3*q^2*r-820*a*b*g^3*q^2*x-230*a*b*g^3*q*r^2 -6390*a*b*g^3*q*r*x-8352*a*b*g^3*q*x^2-382*a*b*g^3*r^3-6320*a*b*g^3*r^2*x+21000 *a*b*g^3*r*x^2+57536*a*b*g^3*x^3-578*a*b*g^2*p^3*r-9668*a*b*g^2*p^3*x-595*a*b*g ^2*p^2*q*r-15180*a*b*g^2*p^2*q*x-1734*a*b*g^2*p^2*r^2-23732*a*b*g^2*p^2*r*x+ 38448*a*b*g^2*p^2*x^2-129*a*b*g^2*p*q^2*r-5892*a*b*g^2*p*q^2*x-1190*a*b*g^2*p*q *r^2-25282*a*b*g^2*p*q*r*x+41256*a*b*g^2*p*q*x^2-1734*a*b*g^2*p*r^3-16062*a*b*g ^2*p*r^2*x+140213*a*b*g^2*p*r*x^2+92664*a*b*g^2*p*x^3-2*a*b*g^2*q^3*r-380*a*b*g ^2*q^3*x-129*a*b*g^2*q^2*r^2-5120*a*b*g^2*q^2*r*x+2808*a*b*g^2*q^2*x^2-595*a*b* g^2*q*r^3-7904*a*b*g^2*q*r^2*x+83677*a*b*g^2*q*r*x^2+92664*a*b*g^2*q*x^3-578*a* b*g^2*r^4-1998*a*b*g^2*r^3*x+93894*a*b*g^2*r^2*x^2+47196*a*b*g^2*r*x^3-336*a*b* g*p^4*r-4912*a*b*g*p^4*x-528*a*b*g*p^3*q*r-11456*a*b*g*p^3*q*x-1344*a*b*g*p^3*r ^2-12580*a*b*g*p^3*r*x+42588*a*b*g*p^3*x^2-208*a*b*g*p^2*q^2*r-8216*a*b*g*p^2*q ^2*x-1584*a*b*g*p^2*q*r^2-23336*a*b*g*p^2*q*r*x+88428*a*b*g*p^2*q*x^2-2016*a*b* g*p^2*r^3-4738*a*b*g*p^2*r^2*x+176213*a*b*g*p^2*r*x^2+30968*a*b*g*p^2*x^3-16*a* b*g*p*q^3*r-1712*a*b*g*p*q^3*x-416*a*b*g*p*q^2*r^2-12204*a*b*g*p*q^2*r*x+49092* a*b*g*p*q^2*x^2-1584*a*b*g*p*q*r^3-9586*a*b*g*p*q*r^2*x+247026*a*b*g*p*q*r*x^2+ 61936*a*b*g*p*q*x^3-1344*a*b*g*p*r^4+8616*a*b*g*p*r^3*x+218114*a*b*g*p*r^2*x^2-\ 36992*a*b*g*p*r*x^3-40*a*b*g*q^4*x-16*a*b*g*q^3*r^2-1448*a*b*g*q^3*r*x+3252*a*b *g*q^3*x^2-208*a*b*g*q^2*r^3-3042*a*b*g*q^2*r^2*x+70813*a*b*g*q^2*r*x^2+30968*a *b*g*q^2*x^3-528*a*b*g*q*r^4+2294*a*b*g*q*r^3*x+147154*a*b*g*q*r^2*x^2-36992*a* b*g*q*r*x^3-336*a*b*g*r^5+5686*a*b*g*r^4*x+90216*a*b*g*r^3*x^2-61088*a*b*g*r^2* x^3-52*a*b*p^5*r-672*a*b*p^5*x-116*a*b*p^4*q*r-2112*a*b*p^4*q*x-260*a*b*p^4*r^2 -1158*a*b*p^4*r*x+11208*a*b*p^4*x^2-76*a*b*p^3*q^2*r-2304*a*b*p^3*q^2*x-464*a*b *p^3*q*r^2-3416*a*b*p^3*q*r*x+34080*a*b*p^3*q*x^2-520*a*b*p^3*r^3+3532*a*b*p^3* r^2*x+52886*a*b*p^3*r*x^2-4336*a*b*p^3*x^3-12*a*b*p^2*q^3*r-960*a*b*p^2*q^3*x-\ 228*a*b*p^2*q^2*r^2-3444*a*b*p^2*q^2*r*x+34992*a*b*p^2*q^2*x^2-696*a*b*p^2*q*r^ 3+4128*a*b*p^2*q*r^2*x+121202*a*b*p^2*q*r*x^2-13008*a*b*p^2*q*x^3-520*a*b*p^2*r ^4+10824*a*b*p^2*r^3*x+86066*a*b*p^2*r^2*x^2-57784*a*b*p^2*r*x^3-96*a*b*p*q^4*x -24*a*b*p*q^3*r^2-1272*a*b*p*q^3*r*x+12576*a*b*p*q^3*x^2-228*a*b*p*q^2*r^3+372* a*b*p*q^2*r^2*x+83746*a*b*p*q^2*r*x^2-13008*a*b*p*q^2*x^3-464*a*b*p*q*r^4+10056 *a*b*p*q*r^3*x+132600*a*b*p*q*r^2*x^2-115568*a*b*p*q*r*x^3-260*a*b*p*r^5+9780*a *b*p*r^4*x+59088*a*b*p*r^3*x^2-107656*a*b*p*r^2*x^3-86*a*b*q^4*r*x+456*a*b*q^4* x^2-12*a*b*q^3*r^3-224*a*b*q^3*r^2*x+15430*a*b*q^3*r*x^2-4336*a*b*q^3*x^3-76*a* b*q^2*r^4+1512*a*b*q^2*r^3*x+46534*a*b*q^2*r^2*x^2-57784*a*b*q^2*r*x^3-116*a*b* q*r^5+4624*a*b*q*r^4*x+48480*a*b*q*r^3*x^2-107656*a*b*q*r^2*x^3-52*a*b*r^6+2974 *a*b*r^5*x+14700*a*b*r^4*x^2-62956*a*b*r^3*x^3-192*a*c^6*r-3584*a*c^6*x-672*a*c ^5*g*r-12672*a*c^5*g*x-752*a*c^5*p*r-13760*a*c^5*p*x-256*a*c^5*q*r-6336*a*c^5*q *x-752*a*c^5*r^2-7280*a*c^5*r*x+47424*a*c^5*x^2-864*a*c^4*g^2*r-16384*a*c^4*g^2 *x-2296*a*c^4*g*p*r-42816*a*c^4*g*p*x-728*a*c^4*g*q*r-18816*a*c^4*g*q*x-2296*a* c^4*g*r^2-27848*a*c^4*g*r*x+109824*a*c^4*g*x^2-1168*a*c^4*p^2*r-19872*a*c^4*p^2 *x-864*a*c^4*p*q*r-20928*a*c^4*p*q*x-2336*a*c^4*p*r^2-19840*a*c^4*p*r*x+134016* a*c^4*p*x^2-112*a*c^4*q^2*r-4128*a*c^4*q^2*x-864*a*c^4*q*r^2-11424*a*c^4*q*r*x+ 85248*a*c^4*q*x^2-1168*a*c^4*r^3+2808*a*c^4*r^2*x+159896*a*c^4*r*x^2-21376*a*c^ 4*x^3-528*a*c^3*g^3*r-10048*a*c^3*g^3*x-2444*a*c^3*g^2*p*r-45952*a*c^3*g^2*p*x-\ 724*a*c^3*g^2*q*r-19424*a*c^3*g^2*q*x-2444*a*c^3*g^2*r^2-34420*a*c^3*g^2*r*x+ 82272*a*c^3*g^2*x^2-3032*a*c^3*g*p^2*r-52384*a*c^3*g*p^2*x-2104*a*c^3*g*p*q*r-\ 53504*a*c^3*g*p*q*x-6064*a*c^3*g*p*r^2-67040*a*c^3*g*p*r*x+263664*a*c^3*g*p*x^2 -244*a*c^3*g*q^2*r-9920*a*c^3*g*q^2*x-2104*a*c^3*g*q*r^2-35496*a*c^3*g*q*r*x+ 157104*a*c^3*g*q*x^2-3032*a*c^3*g*r^3-8888*a*c^3*g*r^2*x+343600*a*c^3*g*r*x^2+ 28064*a*c^3*g*x^3-908*a*c^3*p^3*r-14032*a*c^3*p^3*x-1096*a*c^3*p^2*q*r-24240*a* c^3*p^2*q*x-2724*a*c^3*p^2*r^2-18396*a*c^3*p^2*r*x+142848*a*c^3*p^2*x^2-316*a*c ^3*p*q^2*r-11376*a*c^3*p*q^2*x-2192*a*c^3*p*q*r^2-24008*a*c^3*p*q*r*x+200160*a* c^3*p*q*x^2-2724*a*c^3*p*r^3+11972*a*c^3*p*r^2*x+332208*a*c^3*p*r*x^2-49856*a*c ^3*p*x^3-16*a*c^3*q^3*r-1168*a*c^3*q^3*x-316*a*c^3*q^2*r^2-6460*a*c^3*q^2*r*x+ 57312*a*c^3*q^2*x^2-1096*a*c^3*q*r^3+2844*a*c^3*q*r^2*x+235200*a*c^3*q*r*x^2-\ 49856*a*c^3*q*x^3-908*a*c^3*r^4+16336*a*c^3*r^3*x+177520*a*c^3*r^2*x^2-160200*a *c^3*r*x^3-156*a*c^2*g^4*r-2976*a*c^2*g^4*x-1162*a*c^2*g^3*p*r-21904*a*c^2*g^3* p*x-314*a*c^2*g^3*q*r-8832*a*c^2*g^3*q*x-1162*a*c^2*g^3*r^2-18958*a*c^2*g^3*r*x +17952*a*c^2*g^3*x^2-2492*a*c^2*g^2*p^2*r-43752*a*c^2*g^2*p^2*x-1680*a*c^2*g^2* p*q*r-43552*a*c^2*g^2*p*q*x-4984*a*c^2*g^2*p*r^2-65032*a*c^2*g^2*p*r*x+161304*a *c^2*g^2*p*x^2-172*a*c^2*g^2*q^2*r-7640*a*c^2*g^2*q^2*x-1680*a*c^2*g^2*q*r^2-\ 32688*a*c^2*g^2*q*r*x+86472*a*c^2*g^2*q*x^2-2492*a*c^2*g^2*r^3-16578*a*c^2*g^2* r^2*x+240366*a*c^2*g^2*r*x^2+88864*a*c^2*g^2*x^3-1906*a*c^2*g*p^3*r-29680*a*c^2 *g*p^3*x-2186*a*c^2*g*p^2*q*r-50304*a*c^2*g*p^2*q*x-5718*a*c^2*g*p^2*r^2-53858* a*c^2*g*p^2*r*x+222216*a*c^2*g*p^2*x^2-576*a*c^2*g*p*q^2*r-22768*a*c^2*g*p*q^2* x-4372*a*c^2*g*p*q*r^2-64832*a*c^2*g*p*q*r*x+299808*a*c^2*g*p*q*x^2-5718*a*c^2* g*p*r^3-8478*a*c^2*g*p*r^2*x+565922*a*c^2*g*p*r*x^2+20576*a*c^2*g*p*x^3-24*a*c^ 2*g*q^3*r-2144*a*c^2*g*q^3*x-576*a*c^2*g*q^2*r^2-15582*a*c^2*g*q^2*r*x+77592*a* c^2*g*q^2*x^2-2186*a*c^2*g*q*r^3-10262*a*c^2*g*q*r^2*x+385146*a*c^2*g*q*r*x^2+ 20576*a*c^2*g*q*x^3-1906*a*c^2*g*r^4+15700*a*c^2*g*r^3*x+327948*a*c^2*g*r^2*x^2 -154008*a*c^2*g*r*x^3-364*a*c^2*p^4*r-5080*a*c^2*p^4*x-636*a*c^2*p^3*q*r-12480* a*c^2*p^3*q*x-1456*a*c^2*p^3*r^2-6796*a*c^2*p^3*r*x+72528*a*c^2*p^3*x^2-308*a*c ^2*p^2*q^2*r-9840*a*c^2*p^2*q^2*x-1908*a*c^2*p^2*q*r^2-14740*a*c^2*p^2*q*r*x+ 162432*a*c^2*p^2*q*x^2-2184*a*c^2*p^2*r^3+16140*a*c^2*p^2*r^2*x+245478*a*c^2*p^ 2*r*x^2-42720*a*c^2*p^2*x^3-36*a*c^2*p*q^3*r-2560*a*c^2*p*q^3*x-616*a*c^2*p*q^2 *r^2-9476*a*c^2*p*q^2*r*x+107280*a*c^2*p*q^2*x^2-1908*a*c^2*p*q*r^3+12708*a*c^2 *p*q*r^2*x+369308*a*c^2*p*q*r*x^2-85440*a*c^2*p*q*x^3-1456*a*c^2*p*r^4+32348*a* c^2*p*r^3*x+252292*a*c^2*p*r^2*x^2-234208*a*c^2*p*r*x^3-120*a*c^2*q^4*x-36*a*c^ 2*q^3*r^2-1532*a*c^2*q^3*r*x+17376*a*c^2*q^3*x^2-308*a*c^2*q^2*r^3+1080*a*c^2*q ^2*r^2*x+123830*a*c^2*q^2*r*x^2-42720*a*c^2*q^2*x^3-636*a*c^2*q*r^4+14968*a*c^2 *q*r^3*x+194564*a*c^2*q*r^2*x^2-234208*a*c^2*q*r*x^3-364*a*c^2*r^5+14492*a*c^2* r^4*x+80824*a*c^2*r^3*x^2-200936*a*c^2*r^2*x^3-18*a*c*g^5*r-344*a*c*g^5*x-242*a *c*g^4*p*r-4548*a*c*g^4*p*x-55*a*c*g^4*q*r-1692*a*c*g^4*q*x-242*a*c*g^4*r^2-\ 4792*a*c*g^4*r*x-3660*a*c*g^4*x^2-802*a*c*g^3*p^2*r-14400*a*c*g^3*p^2*x-534*a*c *g^3*p*q*r-13888*a*c*g^3*p*q*x-1604*a*c*g^3*p*r^2-24672*a*c*g^3*p*r*x+30564*a*c *g^3*p*x^2-45*a*c*g^3*q^2*r-2264*a*c*g^3*q^2*x-534*a*c*g^3*q*r^2-11778*a*c*g^3* q*r*x+11268*a*c*g^3*q*x^2-802*a*c*g^3*r^3-8508*a*c*g^3*r^2*x+62614*a*c*g^3*r*x^ 2+57128*a*c*g^3*x^3-1086*a*c*g^2*p^3*r-17204*a*c*g^2*p^3*x-1219*a*c*g^2*p^2*q*r -28668*a*c*g^2*p^2*q*x-3258*a*c*g^2*p^2*r^2-37028*a*c*g^2*p^2*r*x+96612*a*c*g^2 *p^2*x^2-309*a*c*g^2*p*q^2*r-12548*a*c*g^2*p*q^2*x-2438*a*c*g^2*p*q*r^2-42514*a *c*g^2*p*q*r*x+123552*a*c*g^2*p*q*x^2-3258*a*c*g^2*p*r^3-17778*a*c*g^2*p*r^2*x+ 277373*a*c*g^2*p*r*x^2+72344*a*c*g^2*p*x^3-10*a*c*g^2*q^3*r-1084*a*c*g^2*q^3*x-\ 309*a*c*g^2*q^2*r^2-9544*a*c*g^2*q^2*r*x+26940*a*c*g^2*q^2*x^2-1219*a*c*g^2*q*r ^3-11118*a*c*g^2*q*r^2*x+181349*a*c*g^2*q*r*x^2+72344*a*c*g^2*q*x^3-1086*a*c*g^ 2*r^4+2046*a*c*g^2*r^3*x+171626*a*c*g^2*r^2*x^2-11042*a*c*g^2*r*x^3-560*a*c*g*p ^4*r-7840*a*c*g*p^4*x-948*a*c*g*p^3*q*r-19072*a*c*g*p^3*q*x-2240*a*c*g*p^3*r^2-\ 17196*a*c*g*p^3*r*x+79380*a*c*g*p^3*x^2-432*a*c*g*p^2*q^2*r-14776*a*c*g*p^2*q^2 *x-2844*a*c*g*p^2*q*r^2-33852*a*c*g*p^2*q*r*x+173436*a*c*g*p^2*q*x^2-3360*a*c*g *p^2*r^3+2060*a*c*g*p^2*r^2*x+295709*a*c*g*p^2*r*x^2-472*a*c*g*p^2*x^3-44*a*c*g *p*q^3*r-3696*a*c*g*p*q^3*x-864*a*c*g*p*q^2*r^2-19324*a*c*g*p*q^2*r*x+108732*a* c*g*p*q^2*x^2-2844*a*c*g*p*q*r^3-5610*a*c*g*p*q*r^2*x+433286*a*c*g*p*q*r*x^2-\ 944*a*c*g*p*q*x^3-2240*a*c*g*p*r^4+24348*a*c*g*p*r^3*x+337986*a*c*g*p*r^2*x^2-\ 162830*a*c*g*p*r*x^3-152*a*c*g*q^4*x-44*a*c*g*q^3*r^2-2668*a*c*g*q^3*r*x+14676* a*c*g*q^3*x^2-432*a*c*g*q^2*r^3-3644*a*c*g*q^2*r^2*x+137577*a*c*g*q^2*r*x^2-472 *a*c*g*q^2*x^3-948*a*c*g*q*r^4+9170*a*c*g*q*r^3*x+246972*a*c*g*q*r^2*x^2-162830 *a*c*g*q*r*x^3-560*a*c*g*r^5+12932*a*c*g*r^4*x+126878*a*c*g*r^3*x^2-165968*a*c* g*r^2*x^3-68*a*c*p^5*r-864*a*c*p^5*x-160*a*c*p^4*q*r-2784*a*c*p^4*q*x-340*a*c*p ^4*r^2-644*a*c*p^4*r*x+17580*a*c*p^4*x^2-116*a*c*p^3*q^2*r-3168*a*c*p^3*q^2*x-\ 640*a*c*p^3*q*r^2-2308*a*c*p^3*q*r*x+54936*a*c*p^3*q*x^2-680*a*c*p^3*r^3+8360*a *c*p^3*r^2*x+76270*a*c*p^3*r*x^2-16016*a*c*p^3*x^3-24*a*c*p^2*q^3*r-1440*a*c*p^ 2*q^3*x-348*a*c*p^2*q^2*r^2-2808*a*c*p^2*q^2*r*x+59328*a*c*p^2*q^2*x^2-960*a*c* p^2*q*r^3+12832*a*c*p^2*q*r^2*x+179918*a*c*p^2*q*r*x^2-48048*a*c*p^2*q*x^3-680* a*c*p^2*r^4+20304*a*c*p^2*r^3*x+110942*a*c*p^2*r^2*x^2-114058*a*c*p^2*r*x^3-192 *a*c*p*q^4*x-48*a*c*p*q^3*r^2-1268*a*c*p*q^3*r*x+24168*a*c*p*q^3*x^2-348*a*c*p* q^2*r^3+4700*a*c*p*q^2*r^2*x+131026*a*c*p*q^2*r*x^2-48048*a*c*p*q^2*x^3-640*a*c *p*q*r^4+21452*a*c*p*q*r^3*x+179188*a*c*p*q*r^2*x^2-228116*a*c*p*q*r*x^3-340*a* c*p*r^5+17272*a*c*p*r^4*x+62276*a*c*p*r^3*x^2-189000*a*c*p*r^2*x^3-124*a*c*q^4* r*x+2196*a*c*q^4*x^2-24*a*c*q^3*r^3+228*a*c*q^3*r^2*x+27378*a*c*q^3*r*x^2-16016 *a*c*q^3*x^3-116*a*c*q^2*r^4+4340*a*c*q^2*r^3*x+68246*a*c*q^2*r^2*x^2-114058*a* c*q^2*r*x^3-160*a*c*q*r^5+9096*a*c*q*r^4*x+56412*a*c*q*r^3*x^2-189000*a*c*q*r^2 *x^3-68*a*c*r^6+5108*a*c*r^5*x+10024*a*c*r^4*x^2-98058*a*c*r^3*x^3-16*a*g^5*p*r -296*a*g^5*p*x-2*a*g^5*q*r-88*a*g^5*q*x-16*a*g^5*r^2-446*a*g^5*r*x-1416*a*g^5*x ^2-84*a*g^4*p^2*r-1568*a*g^4*p^2*x-56*a*g^4*p*q*r-1436*a*g^4*p*q*x-168*a*g^4*p* r^2-3218*a*g^4*p*r*x-462*a*g^4*p*x^2-3*a*g^4*q^2*r-204*a*g^4*q^2*x-56*a*g^4*q*r ^2-1440*a*g^4*q*r*x-1674*a*g^4*q*x^2-84*a*g^4*r^3-1396*a*g^4*r^2*x+4172*a*g^4*r *x^2+11192*a*g^4*x^3-180*a*g^3*p^3*r-2936*a*g^3*p^3*x-200*a*g^3*p^2*q*r-4788*a* g^3*p^2*q*x-540*a*g^3*p^2*r^2-7349*a*g^3*p^2*r*x+10608*a*g^3*p^2*x^2-50*a*g^3*p *q^2*r-2004*a*g^3*p*q^2*x-400*a*g^3*p*q*r^2-8050*a*g^3*p*q*r*x+11844*a*g^3*p*q* x^2-540*a*g^3*p*r^3-5273*a*g^3*p*r^2*x+38732*a*g^3*p*r*x^2+24796*a*g^3*p*x^3-a* g^3*q^3*r-152*a*g^3*q^3*x-50*a*g^3*q^2*r^2-1684*a*g^3*q^2*r*x+1236*a*g^3*q^2*x^ 2-200*a*g^3*q*r^3-2638*a*g^3*q*r^2*x+23788*a*g^3*q*r*x^2+24796*a*g^3*q*x^3-180* a*g^3*r^4-860*a*g^3*r^3*x+26016*a*g^3*r^2*x^2+12956*a*g^3*r*x^3-168*a*g^2*p^4*r -2384*a*g^2*p^4*x-280*a*g^2*p^3*q*r-5736*a*g^2*p^3*q*x-672*a*g^2*p^3*r^2-6434*a *g^2*p^3*r*x+18264*a*g^2*p^3*x^2-124*a*g^2*p^2*q^2*r-4356*a*g^2*p^2*q^2*x-840*a *g^2*p^2*q*r^2-12130*a*g^2*p^2*q*r*x+38664*a*g^2*p^2*q*x^2-1008*a*g^2*p^2*r^3-\ 3483*a*g^2*p^2*r^2*x+76062*a*g^2*p^2*r*x^2+13956*a*g^2*p^2*x^3-12*a*g^2*p*q^3*r -1040*a*g^2*p*q^3*x-248*a*g^2*p*q^2*r^2-6518*a*g^2*p*q^2*r*x+22536*a*g^2*p*q^2* x^2-840*a*g^2*p*q*r^3-5838*a*g^2*p*q*r^2*x+108654*a*g^2*p*q*r*x^2+27912*a*g^2*p *q*x^3-672*a*g^2*p*r^4+2800*a*g^2*p*r^3*x+94794*a*g^2*p*r^2*x^2-11691*a*g^2*p*r *x^3-36*a*g^2*q^4*x-12*a*g^2*q^3*r^2-822*a*g^2*q^3*r*x+2136*a*g^2*q^3*x^2-124*a *g^2*q^2*r^3-1776*a*g^2*q^2*r^2*x+32592*a*g^2*q^2*r*x^2+13956*a*g^2*q^2*x^3-280 *a*g^2*q*r^4+556*a*g^2*q*r^3*x+65585*a*g^2*q*r^2*x^2-11691*a*g^2*q*r*x^3-168*a* g^2*r^5+2233*a*g^2*r^4*x+39477*a*g^2*r^3*x^2-23156*a*g^2*r^2*x^3-60*a*g*p^5*r-\ 768*a*g*p^5*x-140*a*g*p^4*q*r-2472*a*g*p^4*q*x-300*a*g*p^4*r^2-1773*a*g*p^4*r*x +10230*a*g*p^4*x^2-100*a*g*p^3*q^2*r-2808*a*g*p^3*q^2*x-560*a*g*p^3*q*r^2-5002* a*g*p^3*q*r*x+31404*a*g*p^3*q*x^2-600*a*g*p^3*r^3+1972*a*g*p^3*r^2*x+49324*a*g* p^3*r*x^2-1872*a*g*p^3*x^3-20*a*g*p^2*q^3*r-1272*a*g*p^2*q^3*x-300*a*g*p^2*q^2* r^2-4820*a*g*p^2*q^2*r*x+32832*a*g*p^2*q^2*x^2-840*a*g*p^2*q*r^3+1564*a*g*p^2*q *r^2*x+114100*a*g*p^2*q*r*x^2-5616*a*g*p^2*q*x^3-600*a*g*p^2*r^4+8874*a*g*p^2*r ^3*x+82250*a*g*p^2*r^2*x^2-42913*a*g*p^2*r*x^3-168*a*g*p*q^4*x-40*a*g*p*q^3*r^2 -1726*a*g*p*q^3*r*x+12372*a*g*p*q^3*x^2-300*a*g*p*q^2*r^3-800*a*g*p*q^2*r^2*x+ 80228*a*g*p*q^2*r*x^2-5616*a*g*p*q^2*x^3-560*a*g*p*q*r^4+8246*a*g*p*q*r^3*x+ 127484*a*g*p*q*r^2*x^2-85826*a*g*p*q*r*x^3-300*a*g*p*r^5+8580*a*g*p*r^4*x+58242 *a*g*p*r^3*x^2-83624*a*g*p*r^2*x^3-135*a*g*q^4*r*x+714*a*g*q^4*x^2-20*a*g*q^3*r ^3-392*a*g*q^3*r^2*x+15452*a*g*q^3*r*x^2-1872*a*g*q^3*x^3-100*a*g*q^2*r^4+1212* a*g*q^2*r^3*x+45234*a*g*q^2*r^2*x^2-42913*a*g*q^2*r*x^3-140*a*g*q*r^5+4152*a*g* q*r^4*x+47286*a*g*q*r^3*x^2-83624*a*g*q*r^2*x^3-60*a*g*r^6+2683*a*g*r^5*x+15086 *a*g*r^4*x^2-49325*a*g*r^3*x^3-4*a*p^6*r-48*a*p^6*x-12*a*p^5*q*r-192*a*p^5*q*x-\ 24*a*p^5*r^2+90*a*p^5*r*x+1620*a*p^5*x^2-12*a*p^4*q^2*r-288*a*p^4*q^2*x-60*a*p^ 4*q*r^2+244*a*p^4*q*r*x+6552*a*p^4*q*x^2-60*a*p^4*r^3+1466*a*p^4*r^2*x+8298*a*p ^4*r*x^2-2224*a*p^4*x^3-4*a*p^3*q^3*r-192*a*p^3*q^3*x-48*a*p^3*q^2*r^2+192*a*p^ 3*q^2*r*x+10008*a*p^3*q^2*x^2-120*a*p^3*q*r^3+3492*a*p^3*q*r^2*x+27032*a*p^3*q* r*x^2-8896*a*p^3*q*x^3-80*a*p^3*r^4+4004*a*p^3*r^3*x+14588*a*p^3*r^2*x^2-18502* a*p^3*r*x^3-48*a*p^2*q^4*x-12*a*p^2*q^3*r^2+12*a*p^2*q^3*r*x+6912*a*p^2*q^3*x^2 -72*a*p^2*q^2*r^3+2610*a*p^2*q^2*r^2*x+31308*a*p^2*q^2*r*x^2-13344*a*p^2*q^2*x^ 3-120*a*p^2*q*r^4+7092*a*p^2*q*r^3*x+36848*a*p^2*q*r^2*x^2-55506*a*p^2*q*r*x^3-\ 60*a*p^2*r^5+4836*a*p^2*r^4*x+9404*a*p^2*r^3*x^2-44266*a*p^2*r^2*x^3-26*a*p*q^4 *r*x+1908*a*p*q^4*x^2-12*a*p*q^3*r^3+608*a*p*q^3*r^2*x+14712*a*p*q^3*r*x^2-8896 *a*p*q^3*x^3-48*a*p*q^2*r^4+3492*a*p*q^2*r^3*x+29932*a*p*q^2*r^2*x^2-55506*a*p* q^2*r*x^3-60*a*p*q*r^5+5644*a*p*q*r^4*x+18674*a*p*q*r^3*x^2-88532*a*p*q*r^2*x^3 -24*a*p*r^6+2786*a*p*r^5*x+136*a*p*r^4*x^2-44366*a*p*r^3*x^3+72*a*q^5*x^2+24*a* q^4*r^2*x+2138*a*q^4*r*x^2-2224*a*q^4*x^3-4*a*q^3*r^4+404*a*q^3*r^3*x+7672*a*q^ 3*r^2*x^2-18502*a*q^3*r*x^3-12*a*q^2*r^5+1362*a*q^2*r^4*x+9270*a*q^2*r^3*x^2-\ 44266*a*q^2*r^2*x^3-12*a*q*r^6+1608*a*q*r^5*x+2306*a*q*r^4*x^2-44366*a*q*r^3*x^ 3-4*a*r^7+626*a*r^6*x-1358*a*r^5*x^2-15938*a*r^4*x^3-288*b^6*x^2-256*b^5*c^2*x-\ 192*b^5*c*g*x-448*b^5*c*p*x-352*b^5*c*r*x-864*b^5*c*x^2-128*b^5*g*p*x-192*b^5*g *r*x-1920*b^5*g*x^2-160*b^5*p^2*x-304*b^5*p*r*x-480*b^5*p*x^2-1056*b^5*q*x^2-\ 112*b^5*r^2*x+384*b^5*r*x^2+5312*b^5*x^3-32*b^4*c^3*r-1664*b^4*c^3*x-48*b^4*c^2 *g*r-2368*b^4*c^2*g*x-80*b^4*c^2*p*r-3840*b^4*c^2*p*x-704*b^4*c^2*q*x-80*b^4*c^ 2*r^2-2928*b^4*c^2*r*x+6432*b^4*c^2*x^2-16*b^4*c*g^2*r-768*b^4*c*g^2*x-88*b^4*c *g*p*r-3488*b^4*c*g*p*x-608*b^4*c*g*q*x-88*b^4*c*g*r^2-3336*b^4*c*g*r*x-3984*b^ 4*c*g*x^2-64*b^4*c*p^2*r-2592*b^4*c*p^2*x-1344*b^4*c*p*q*x-128*b^4*c*p*r^2-4336 *b^4*c*p*r*x+8784*b^4*c*p*x^2-1088*b^4*c*q*r*x-432*b^4*c*q*x^2-64*b^4*c*r^3-\ 1800*b^4*c*r^2*x+16648*b^4*c*r*x^2+26368*b^4*c*x^3-16*b^4*g^2*p*r-544*b^4*g^2*p *x-64*b^4*g^2*q*x-16*b^4*g^2*r^2-848*b^4*g^2*r*x-4776*b^4*g^2*x^2-32*b^4*g*p^2* r-1168*b^4*g*p^2*x-512*b^4*g*p*q*x-64*b^4*g*p*r^2-2400*b^4*g*p*r*x-1464*b^4*g*p *x^2-656*b^4*g*q*r*x-3888*b^4*g*q*x^2-32*b^4*g*r^3-1088*b^4*g*r^2*x+4064*b^4*g* r*x^2+22096*b^4*g*x^3-16*b^4*p^3*r-544*b^4*p^3*x-544*b^4*p^2*q*x-48*b^4*p^2*r^2 -1424*b^4*p^2*r*x+2880*b^4*p^2*x^2-992*b^4*p*q*r*x+1320*b^4*p*q*x^2-48*b^4*p*r^ 3-1264*b^4*p*r^2*x+10556*b^4*p*r*x^2+11088*b^4*p*x^3-1560*b^4*q^2*x^2-320*b^4*q *r^2*x+3520*b^4*q*r*x^2+11088*b^4*q*x^3-16*b^4*r^4-384*b^4*r^3*x+6316*b^4*r^2*x ^2+5420*b^4*r*x^3-128*b^3*c^4*r-4096*b^3*c^4*x-288*b^3*c^3*g*r-8768*b^3*c^3*g*x -384*b^3*c^3*p*r-11648*b^3*c^3*p*x-48*b^3*c^3*q*r-3392*b^3*c^3*q*x-384*b^3*c^3* r^2-7952*b^3*c^3*r*x+33312*b^3*c^3*x^2-192*b^3*c^2*g^2*r-5696*b^3*c^2*g^2*x-696 *b^3*c^2*g*p*r-18624*b^3*c^2*g*p*x-72*b^3*c^2*g*q*r-5248*b^3*c^2*g*q*x-696*b^3* c^2*g*r^2-14984*b^3*c^2*g*r*x+25392*b^3*c^2*g*x^2-416*b^3*c^2*p^2*r-11136*b^3*c ^2*p^2*x-128*b^3*c^2*p*q*r-8256*b^3*c^2*p*q*x-832*b^3*c^2*p*r^2-15792*b^3*c^2*p *r*x+61152*b^3*c^2*p*x^2-672*b^3*c^2*q^2*x-128*b^3*c^2*q*r^2-6048*b^3*c^2*q*r*x +24000*b^3*c^2*q*x^2-416*b^3*c^2*r^3-4456*b^3*c^2*r^2*x+86576*b^3*c^2*r*x^2+ 40736*b^3*c^2*x^3-40*b^3*c*g^3*r-1168*b^3*c*g^3*x-332*b^3*c*g^2*p*r-8128*b^3*c* g^2*p*x-24*b^3*c*g^2*q*r-2096*b^3*c*g^2*q*x-332*b^3*c*g^2*r^2-8240*b^3*c*g^2*r* x-7392*b^3*c*g^2*x^2-496*b^3*c*g*p^2*r-12016*b^3*c*g*p^2*x-152*b^3*c*g*p*q*r-\ 8480*b^3*c*g*p*q*x-992*b^3*c*g*p*r^2-19924*b^3*c*g*p*r*x+35808*b^3*c*g*p*x^2-\ 624*b^3*c*g*q^2*x-152*b^3*c*g*q*r^2-7440*b^3*c*g*q*r*x+5400*b^3*c*g*q*x^2-496*b ^3*c*g*r^3-6896*b^3*c*g*r^2*x+71620*b^3*c*g*r*x^2+88128*b^3*c*g*x^3-192*b^3*c*p ^3*r-4400*b^3*c*p^3*x-112*b^3*c*p^2*q*r-5792*b^3*c*p^2*q*x-576*b^3*c*p^2*r^2-\ 9248*b^3*c*p^2*r*x+35520*b^3*c*p^2*x^2-1392*b^3*c*p*q^2*x-224*b^3*c*p*q*r^2-\ 8840*b^3*c*p*q*r*x+36888*b^3*c*p*q*x^2-576*b^3*c*p*r^3-4788*b^3*c*p*r^2*x+99696 *b^3*c*p*r*x^2+31136*b^3*c*p*x^3-1168*b^3*c*q^2*r*x+1368*b^3*c*q^2*x^2-112*b^3* c*q*r^3-2840*b^3*c*q*r^2*x+52872*b^3*c*q*r*x^2+31136*b^3*c*q*x^3-192*b^3*c*r^4+ 60*b^3*c*r^3*x+61108*b^3*c*r^2*x^2-11204*b^3*c*r*x^3-40*b^3*g^3*p*r-864*b^3*g^3 *p*x-160*b^3*g^3*q*x-40*b^3*g^3*r^2-1368*b^3*g^3*r*x-5880*b^3*g^3*x^2-116*b^3*g ^2*p^2*r-2680*b^3*g^2*p^2*x-32*b^3*g^2*p*q*r-1712*b^3*g^2*p*q*x-232*b^3*g^2*p*r ^2-5518*b^3*g^2*p*r*x-1824*b^3*g^2*p*x^2-96*b^3*g^2*q^2*x-32*b^3*g^2*q*r^2-1988 *b^3*g^2*q*r*x-5796*b^3*g^2*q*x^2-116*b^3*g^2*r^3-2450*b^3*g^2*r^2*x+9524*b^3*g ^2*r*x^2+36056*b^3*g^2*x^3-112*b^3*g*p^3*r-2432*b^3*g*p^3*x-64*b^3*g*p^2*q*r-\ 3040*b^3*g*p^2*q*x-336*b^3*g*p^2*r^2-6052*b^3*g*p^2*r*x+11664*b^3*g*p^2*x^2-608 *b^3*g*p*q^2*x-128*b^3*g*p*q*r^2-5360*b^3*g*p*q*r*x+8640*b^3*g*p*q*x^2-336*b^3* g*p*r^3-4334*b^3*g*p*r^2*x+43558*b^3*g*p*r*x^2+37464*b^3*g*p*x^3-744*b^3*g*q^2* r*x-3024*b^3*g*q^2*x^2-64*b^3*g*q*r^3-1756*b^3*g*q*r^2*x+20310*b^3*g*q*r*x^2+ 37464*b^3*g*q*x^3-112*b^3*g*r^4-714*b^3*g*r^3*x+28168*b^3*g*r^2*x^2+18658*b^3*g *r*x^3-32*b^3*p^4*r-616*b^3*p^4*x-32*b^3*p^3*q*r-1232*b^3*p^3*q*x-128*b^3*p^3*r ^2-1644*b^3*p^3*r*x+6636*b^3*p^3*x^2-616*b^3*p^2*q^2*x-96*b^3*p^2*q*r^2-2752*b^ 3*p^2*q*r*x+12120*b^3*p^2*q*x^2-192*b^3*p^2*r^3-984*b^3*p^2*r^2*x+27422*b^3*p^2 *r*x^2+5384*b^3*p^2*x^3-1108*b^3*p*q^2*r*x+4332*b^3*p*q^2*x^2-96*b^3*p*q*r^3-\ 1788*b^3*p*q*r^2*x+33978*b^3*p*q*r*x^2+10768*b^3*p*q*x^3-128*b^3*p*r^4+500*b^3* p*r^3*x+34208*b^3*p*r^2*x^2-9098*b^3*p*r*x^3-1152*b^3*q^3*x^2-340*b^3*q^2*r^2*x +6556*b^3*q^2*r*x^2+5384*b^3*q^2*x^3-32*b^3*q*r^4-268*b^3*q*r^3*x+19978*b^3*q*r ^2*x^2-9098*b^3*q*r*x^3-32*b^3*r^5+456*b^3*r^4*x+14734*b^3*r^3*x^2-12718*b^3*r^ 2*x^3-192*b^2*c^5*r-4864*b^2*c^5*x-576*b^2*c^4*g*r-14080*b^2*c^4*g*x-672*b^2*c^ 4*p*r-16384*b^2*c^4*p*x-144*b^2*c^4*q*r-5952*b^2*c^4*q*x-672*b^2*c^4*r^2-9808*b ^2*c^4*r*x+57216*b^2*c^4*x^2-576*b^2*c^3*g^2*r-13824*b^2*c^3*g^2*x-1720*b^2*c^3 *g*p*r-38560*b^2*c^3*g*p*x-320*b^2*c^3*g*q*r-13536*b^2*c^3*g*q*x-1720*b^2*c^3*g *r^2-27192*b^2*c^3*g*r*x+91584*b^2*c^3*g*x^2-904*b^2*c^3*p^2*r-19936*b^2*c^3*p^ 2*x-448*b^2*c^3*p*q*r-17472*b^2*c^3*p*q*x-1808*b^2*c^3*p*r^2-23872*b^2*c^3*p*r* x+132912*b^2*c^3*p*x^2-24*b^2*c^3*q^2*r-2304*b^2*c^3*q^2*x-448*b^2*c^3*q*r^2-\ 11248*b^2*c^3*q*r*x+69840*b^2*c^3*q*x^2-904*b^2*c^3*r^3-2584*b^2*c^3*r^2*x+ 168368*b^2*c^3*r*x^2+11104*b^2*c^3*x^3-240*b^2*c^2*g^3*r-5696*b^2*c^2*g^3*x-\ 1360*b^2*c^2*g^2*p*r-28864*b^2*c^2*g^2*p*x-212*b^2*c^2*g^2*q*r-9648*b^2*c^2*g^2 *q*x-1360*b^2*c^2*g^2*r^2-23948*b^2*c^2*g^2*r*x+33312*b^2*c^2*g^2*x^2-1768*b^2* c^2*g*p^2*r-36128*b^2*c^2*g*p^2*x-848*b^2*c^2*g*p*q*r-30656*b^2*c^2*g*p*q*x-\ 3536*b^2*c^2*g*p*r^2-51168*b^2*c^2*g*p*r*x+169488*b^2*c^2*g*p*x^2-36*b^2*c^2*g* q^2*r-3776*b^2*c^2*g*q^2*x-848*b^2*c^2*g*q*r^2-22880*b^2*c^2*g*q*r*x+76992*b^2* c^2*g*q*x^2-1768*b^2*c^2*g*r^3-11300*b^2*c^2*g*r^2*x+248576*b^2*c^2*g*r*x^2+ 106176*b^2*c^2*g*x^3-580*b^2*c^2*p^3*r-11232*b^2*c^2*p^3*x-504*b^2*c^2*p^2*q*r-\ 16816*b^2*c^2*p^2*q*x-1740*b^2*c^2*p^2*r^2-19084*b^2*c^2*p^2*r*x+109824*b^2*c^2 *p^2*x^2-68*b^2*c^2*p*q^2*r-5856*b^2*c^2*p*q^2*x-1008*b^2*c^2*p*q*r^2-21360*b^2 *c^2*p*q*r*x+135072*b^2*c^2*p*q*x^2-1740*b^2*c^2*p*r^3-1388*b^2*c^2*p*r^2*x+ 274412*b^2*c^2*p*r*x^2+2432*b^2*c^2*p*x^3-272*b^2*c^2*q^3*x-68*b^2*c^2*q^2*r^2-\ 4228*b^2*c^2*q^2*r*x+25248*b^2*c^2*q^2*x^2-504*b^2*c^2*q*r^3-3852*b^2*c^2*q*r^2 *x+170100*b^2*c^2*q*r*x^2+2432*b^2*c^2*q*x^3-580*b^2*c^2*r^4+6464*b^2*c^2*r^3*x +158372*b^2*c^2*r^2*x^2-104504*b^2*c^2*r*x^3-36*b^2*c*g^4*r-848*b^2*c*g^4*x-406 *b^2*c*g^3*p*r-8136*b^2*c*g^3*p*x-44*b^2*c*g^3*q*r-2472*b^2*c*g^3*q*x-406*b^2*c *g^3*r^2-8458*b^2*c*g^3*r*x-6768*b^2*c*g^3*x^2-938*b^2*c*g^2*p^2*r-18464*b^2*c* g^2*p^2*x-432*b^2*c*g^2*p*q*r-14992*b^2*c*g^2*p*q*x-1876*b^2*c*g^2*p*r^2-30650* b^2*c*g^2*p*r*x+49032*b^2*c*g^2*p*x^2-12*b^2*c*g^2*q^2*r-1664*b^2*c*g^2*q^2*x-\ 432*b^2*c*g^2*q*r^2-13024*b^2*c*g^2*q*r*x+12240*b^2*c*g^2*q*x^2-938*b^2*c*g^2*r ^3-9722*b^2*c*g^2*r^2*x+100336*b^2*c*g^2*r*x^2+107848*b^2*c*g^2*x^3-768*b^2*c*g *p^3*r-14080*b^2*c*g*p^3*x-656*b^2*c*g*p^2*q*r-20480*b^2*c*g*p^2*q*x-2304*b^2*c *g*p^2*r^2-29092*b^2*c*g*p^2*r*x+98544*b^2*c*g*p^2*x^2-86*b^2*c*g*p*q^2*r-6664* b^2*c*g*p*q^2*x-1312*b^2*c*g*p*q*r^2-30292*b^2*c*g*p*q*r*x+111504*b^2*c*g*p*q*x ^2-2304*b^2*c*g*p*r^3-11684*b^2*c*g*p*r^2*x+282218*b^2*c*g*p*r*x^2+84056*b^2*c* g*p*x^3-264*b^2*c*g*q^3*x-86*b^2*c*g*q^2*r^2-5674*b^2*c*g*q^2*r*x+12960*b^2*c*g *q^2*x^2-656*b^2*c*g*q*r^3-7586*b^2*c*g*q*r^2*x+164866*b^2*c*g*q*r*x^2+84056*b^ 2*c*g*q*x^3-768*b^2*c*g*r^4+3328*b^2*c*g*r^3*x+173110*b^2*c*g*r^2*x^2-20672*b^2 *c*g*r*x^3-176*b^2*c*p^4*r-2952*b^2*c*p^4*x-240*b^2*c*p^3*q*r-6512*b^2*c*p^3*q* x-704*b^2*c*p^3*r^2-5976*b^2*c*p^3*r*x+38748*b^2*c*p^3*x^2-64*b^2*c*p^2*q^2*r-\ 4168*b^2*c*p^2*q^2*x-720*b^2*c*p^2*q*r^2-11360*b^2*c*p^2*q*r*x+78972*b^2*c*p^2* q*x^2-1056*b^2*c*p^2*r^3+2052*b^2*c*p^2*r^2*x+142286*b^2*c*p^2*r*x^2-5896*b^2*c *p^2*x^3-608*b^2*c*p*q^3*x-128*b^2*c*p*q^2*r^2-5912*b^2*c*p*q^2*r*x+41700*b^2*c *p*q^2*x^2-720*b^2*c*p*q*r^3-2192*b^2*c*p*q*r^2*x+194960*b^2*c*p*q*r*x^2-11792* b^2*c*p*q*x^3-704*b^2*c*p*r^4+10224*b^2*c*p*r^3*x+161328*b^2*c*p*r^2*x^2-110036 *b^2*c*p*r*x^3-528*b^2*c*q^3*r*x+1476*b^2*c*q^3*x^2-64*b^2*c*q^2*r^3-1466*b^2*c *q^2*r^2*x+52674*b^2*c*q^2*r*x^2-5896*b^2*c*q^2*x^3-240*b^2*c*q*r^4+2656*b^2*c* q*r^3*x+110896*b^2*c*q*r^2*x^2-110036*b^2*c*q*r*x^3-176*b^2*c*r^5+5148*b^2*c*r^ 4*x+60948*b^2*c*r^3*x^2-107232*b^2*c*r^2*x^3-36*b^2*g^4*p*r-648*b^2*g^4*p*x-144 *b^2*g^4*q*x-36*b^2*g^4*r^2-1028*b^2*g^4*r*x-3840*b^2*g^4*x^2-140*b^2*g^3*p^2*r -2692*b^2*g^3*p^2*x-60*b^2*g^3*p*q*r-2016*b^2*g^3*p*q*x-280*b^2*g^3*p*r^2-5517* b^2*g^3*p*r*x-1242*b^2*g^3*p*x^2-176*b^2*g^3*q^2*x-60*b^2*g^3*q*r^2-2198*b^2*g^ 3*q*r*x-4398*b^2*g^3*q*x^2-140*b^2*g^3*r^3-2359*b^2*g^3*r^2*x+9070*b^2*g^3*r*x^ 2+28768*b^2*g^3*x^3-205*b^2*g^2*p^3*r-3708*b^2*g^2*p^3*x-170*b^2*g^2*p^2*q*r-\ 5196*b^2*g^2*p^2*q*x-615*b^2*g^2*p^2*r^2-9067*b^2*g^2*p^2*r*x+16134*b^2*g^2*p^2 *x^2-20*b^2*g^2*p*q^2*r-1536*b^2*g^2*p*q^2*x-340*b^2*g^2*p*q*r^2-8872*b^2*g^2*p *q*r*x+14448*b^2*g^2*p*q*x^2-615*b^2*g^2*p*r^3-5893*b^2*g^2*p*r^2*x+60485*b^2*g ^2*p*r*x^2+46332*b^2*g^2*p*x^3-48*b^2*g^2*q^3*x-20*b^2*g^2*q^2*r^2-1590*b^2*g^2 *q^2*r*x-1686*b^2*g^2*q^2*x^2-170*b^2*g^2*q*r^3-2744*b^2*g^2*q*r^2*x+32217*b^2* g^2*q*r*x^2+46332*b^2*g^2*q*x^3-205*b^2*g^2*r^4-534*b^2*g^2*r^3*x+40357*b^2*g^2 *r^2*x^2+23598*b^2*g^2*r*x^3-120*b^2*g*p^4*r-1948*b^2*g*p^4*x-160*b^2*g*p^3*q*r -4184*b^2*g*p^3*q*x-480*b^2*g*p^3*r^2-5076*b^2*g*p^3*r*x+18348*b^2*g*p^3*x^2-40 *b^2*g*p^2*q^2*r-2524*b^2*g*p^2*q^2*x-480*b^2*g*p^2*q*r^2-8864*b^2*g*p^2*q*r*x+ 35376*b^2*g*p^2*q*x^2-720*b^2*g*p^2*r^3-2187*b^2*g*p^2*r^2*x+76713*b^2*g*p^2*r* x^2+15484*b^2*g*p^2*x^3-288*b^2*g*p*q^3*x-80*b^2*g*p*q^2*r^2-4136*b^2*g*p*q^2*r *x+15708*b^2*g*p*q^2*x^2-480*b^2*g*p*q*r^3-4184*b^2*g*p*q*r^2*x+100726*b^2*g*p* q*r*x^2+30968*b^2*g*p*q*x^3-480*b^2*g*p*r^4+3062*b^2*g*p*r^3*x+94794*b^2*g*p*r^ 2*x^2-18496*b^2*g*p*r*x^3-348*b^2*g*q^3*r*x-1320*b^2*g*q^3*x^2-40*b^2*g*q^2*r^3 -1094*b^2*g*q^2*r^2*x+24013*b^2*g*q^2*r*x^2+15484*b^2*g*q^2*x^3-160*b^2*g*q*r^4 +496*b^2*g*q*r^3*x+59314*b^2*g*q*r^2*x^2-18496*b^2*g*q*r*x^3-120*b^2*g*r^5+2121 *b^2*g*r^4*x+39026*b^2*g*r^3*x^2-30544*b^2*g*r^2*x^3-20*b^2*p^5*r-288*b^2*p^5*x -40*b^2*p^4*q*r-864*b^2*p^4*q*x-100*b^2*p^4*r^2-588*b^2*p^4*r*x+4956*b^2*p^4*x^ 2-20*b^2*p^3*q^2*r-864*b^2*p^3*q^2*x-160*b^2*p^3*q*r^2-1692*b^2*p^3*q*r*x+14448 *b^2*p^3*q*x^2-200*b^2*p^3*r^3+1042*b^2*p^3*r^2*x+23586*b^2*p^3*r*x^2-2168*b^2* p^3*x^3-288*b^2*p^2*q^3*x-60*b^2*p^2*q^2*r^2-1620*b^2*p^2*q^2*r*x+13608*b^2*p^2 *q^2*x^2-240*b^2*p^2*q*r^3+572*b^2*p^2*q*r^2*x+52030*b^2*p^2*q*r*x^2-6504*b^2*p ^2*q*x^3-200*b^2*p^2*r^4+3774*b^2*p^2*r^3*x+38920*b^2*p^2*r^2*x^2-28892*b^2*p^2 *r*x^3-516*b^2*p*q^3*r*x+3696*b^2*p*q^3*x^2-60*b^2*p*q^2*r^3-626*b^2*p*q^2*r^2* x+33302*b^2*p*q^2*r*x^2-6504*b^2*p*q^2*x^3-160*b^2*p*q*r^4+2764*b^2*p*q*r^3*x+ 58074*b^2*p*q*r^2*x^2-57784*b^2*p*q*r*x^3-100*b^2*p*r^5+3510*b^2*p*r^4*x+27646* b^2*p*r^3*x^2-53828*b^2*p*r^2*x^3-420*b^2*q^4*x^2-156*b^2*q^3*r^2*x+4858*b^2*q^ 3*r*x^2-2168*b^2*q^3*x^3-20*b^2*q^2*r^4+130*b^2*q^2*r^3*x+19154*b^2*q^2*r^2*x^2 -28892*b^2*q^2*r*x^3-40*b^2*q*r^5+1364*b^2*q*r^4*x+22342*b^2*q*r^3*x^2-53828*b^ 2*q*r^2*x^3-20*b^2*r^6+1078*b^2*r^5*x+7356*b^2*r^4*x^2-31478*b^2*r^3*x^3-128*b* c^6*r-2816*b*c^6*x-480*b*c^5*g*r-10368*b*c^5*g*x-512*b*c^5*p*r-10944*b*c^5*p*x-\ 144*b*c^5*q*r-4544*b*c^5*q*x-512*b*c^5*r^2-5712*b*c^5*r*x+42816*b*c^5*x^2-640*b *c^4*g^2*r-13696*b*c^4*g^2*x-1704*b*c^4*g*p*r-34752*b*c^4*g*p*x-424*b*c^4*g*q*r -13824*b*c^4*g*q*x-1704*b*c^4*g*r^2-22024*b*c^4*g*r*x+101184*b*c^4*g*x^2-816*b* c^4*p^2*r-16032*b*c^4*p^2*x-512*b*c^4*p*q*r-15552*b*c^4*p*q*x-1632*b*c^4*p*r^2-\ 16160*b*c^4*p*r*x+120192*b*c^4*p*x^2-48*b*c^4*q^2*r-2592*b*c^4*q^2*x-512*b*c^4* q*r^2-8704*b*c^4*q*r*x+71424*b*c^4*q*x^2-816*b*c^4*r^3+1576*b*c^4*r^2*x+142024* b*c^4*r*x^2-21376*b*c^4*x^3-400*b*c^3*g^3*r-8512*b*c^3*g^3*x-1900*b*c^3*g^2*p*r -37568*b*c^3*g^2*p*x-420*b*c^3*g^2*q*r-14368*b*c^3*g^2*q*x-1900*b*c^3*g^2*r^2-\ 27396*b*c^3*g^2*r*x+77376*b*c^3*g^2*x^2-2268*b*c^3*g*p^2*r-42464*b*c^3*g*p^2*x-\ 1336*b*c^3*g*p*q*r-39872*b*c^3*g*p*q*x-4536*b*c^3*g*p*r^2-53224*b*c^3*g*p*r*x+ 238224*b*c^3*g*p*x^2-104*b*c^3*g*q^2*r-6208*b*c^3*g*q^2*x-1336*b*c^3*g*q*r^2-\ 26528*b*c^3*g*q*r*x+131664*b*c^3*g*q*x^2-2268*b*c^3*g*r^3-5880*b*c^3*g*r^2*x+ 309032*b*c^3*g*r*x^2+28064*b*c^3*g*x^3-656*b*c^3*p^3*r-11536*b*c^3*p^3*x-692*b* c^3*p^2*q*r-18672*b*c^3*p^2*q*x-1968*b*c^3*p^2*r^2-15676*b*c^3*p^2*r*x+127968*b *c^3*p^2*x^2-152*b*c^3*p*q^2*r-7728*b*c^3*p*q^2*x-1384*b*c^3*p*q*r^2-19592*b*c^ 3*p*q*r*x+170400*b*c^3*p*q*x^2-1968*b*c^3*p*r^3+7788*b*c^3*p*r^2*x+296496*b*c^3 *p*r*x^2-49856*b*c^3*p*x^3-4*b*c^3*q^3*r-592*b*c^3*q^3*x-152*b*c^3*q^2*r^2-4764 *b*c^3*q^2*r*x+42432*b*c^3*q^2*x^2-692*b*c^3*q*r^3+372*b*c^3*q*r^2*x+199488*b*c ^3*q*r*x^2-49856*b*c^3*q*x^3-656*b*c^3*r^4+11928*b*c^3*r^3*x+159608*b*c^3*r^2*x ^2-160200*b*c^3*r*x^3-120*b*c^2*g^4*r-2544*b*c^2*g^4*x-934*b*c^2*g^3*p*r-17904* b*c^2*g^3*p*x-174*b*c^2*g^3*q*r-6496*b*c^2*g^3*q*x-934*b*c^2*g^3*r^2-15198*b*c^ 2*g^3*r*x+17808*b*c^2*g^3*x^2-1932*b*c^2*g^2*p^2*r-35384*b*c^2*g^2*p^2*x-1096*b *c^2*g^2*p*q*r-32224*b*c^2*g^2*p*q*x-3864*b*c^2*g^2*p*r^2-51232*b*c^2*g^2*p*r*x +146136*b*c^2*g^2*p*x^2-68*b*c^2*g^2*q^2*r-4680*b*c^2*g^2*q^2*x-1096*b*c^2*g^2* q*r^2-24200*b*c^2*g^2*q*r*x+71304*b*c^2*g^2*q*x^2-1932*b*c^2*g^2*r^3-11286*b*c^ 2*g^2*r^2*x+217770*b*c^2*g^2*r*x^2+88864*b*c^2*g^2*x^3-1432*b*c^2*g*p^3*r-24176 *b*c^2*g*p^3*x-1448*b*c^2*g*p^2*q*r-38176*b*c^2*g*p^2*q*x-4296*b*c^2*g*p^2*r^2-\ 43298*b*c^2*g*p^2*r*x+198888*b*c^2*g*p^2*x^2-294*b*c^2*g*p*q^2*r-15024*b*c^2*g* p*q^2*x-2896*b*c^2*g*p*q*r^2-49544*b*c^2*g*p*q*r*x+253152*b*c^2*g*p*q*x^2-4296* b*c^2*g*p*r^3-5342*b*c^2*g*p*r^2*x+506766*b*c^2*g*p*r*x^2+20576*b*c^2*g*p*x^3-6 *b*c^2*g*q^3*r-1024*b*c^2*g*q^3*x-294*b*c^2*g*q^2*r^2-10854*b*c^2*g*q^2*r*x+ 54264*b*c^2*g*q^2*x^2-1448*b*c^2*g*q*r^3-7846*b*c^2*g*q*r^2*x+325990*b*c^2*g*q* r*x^2+20576*b*c^2*g*q*x^3-1432*b*c^2*g*r^4+13780*b*c^2*g*r^3*x+292644*b*c^2*g*r ^2*x^2-154008*b*c^2*g*r*x^3-276*b*c^2*p^4*r-4296*b*c^2*p^4*x-436*b*c^2*p^3*q*r-\ 10048*b*c^2*p^3*q*x-1104*b*c^2*p^3*r^2-6292*b*c^2*p^3*r*x+65184*b*c^2*p^3*x^2-\ 172*b*c^2*p^2*q^2*r-7248*b*c^2*p^2*q^2*x-1308*b*c^2*p^2*q*r^2-13292*b*c^2*p^2*q *r*x+140400*b*c^2*p^2*q*x^2-1656*b*c^2*p^2*r^3+11316*b*c^2*p^2*r^2*x+220834*b*c ^2*p^2*r*x^2-42720*b*c^2*p^2*x^3-12*b*c^2*p*q^3*r-1536*b*c^2*p*q^3*x-344*b*c^2* p*q^2*r^2-8092*b*c^2*p*q^2*r*x+85248*b*c^2*p*q^2*x^2-1308*b*c^2*p*q*r^3+6300*b* c^2*p*q*r^2*x+320020*b*c^2*p*q*r*x^2-85440*b*c^2*p*q*x^3-1104*b*c^2*p*r^4+24324 *b*c^2*p*r^3*x+228796*b*c^2*p*r^2*x^2-234208*b*c^2*p*r*x^3-40*b*c^2*q^4*x-12*b* c^2*q^3*r^2-1092*b*c^2*q^3*r*x+10032*b*c^2*q^3*x^2-172*b*c^2*q^2*r^3-504*b*c^2* q^2*r^2*x+99186*b*c^2*q^2*r*x^2-42720*b*c^2*q^2*x^3-436*b*c^2*q*r^4+9544*b*c^2* q*r^3*x+171068*b*c^2*q*r^2*x^2-234208*b*c^2*q*r*x^3-276*b*c^2*r^5+11012*b*c^2*r ^4*x+75200*b*c^2*r^3*x^2-200936*b*c^2*r^2*x^3-14*b*c*g^5*r-296*b*c*g^5*x-201*b* c*g^4*p*r-3684*b*c*g^4*p*x-26*b*c*g^4*q*r-1212*b*c*g^4*q*x-201*b*c*g^4*r^2-3878 *b*c*g^4*r*x-3012*b*c*g^4*x^2-639*b*c*g^3*p^2*r-11552*b*c*g^3*p^2*x-350*b*c*g^3 *p*q*r-10096*b*c*g^3*p*q*x-1278*b*c*g^3*p*r^2-19394*b*c*g^3*p*r*x+27564*b*c*g^3 *p*x^2-14*b*c*g^3*q^2*r-1320*b*c*g^3*q^2*x-350*b*c*g^3*q*r^2-8656*b*c*g^3*q*r*x +8268*b*c*g^3*q*x^2-639*b*c*g^3*r^3-6088*b*c*g^3*r^2*x+57008*b*c*g^3*r*x^2+ 57128*b*c*g^3*x^3-830*b*c*g^2*p^3*r-13876*b*c*g^2*p^3*x-819*b*c*g^2*p^2*q*r-\ 21404*b*c*g^2*p^2*q*x-2490*b*c*g^2*p^2*r^2-29212*b*c*g^2*p^2*r*x+85932*b*c*g^2* p^2*x^2-157*b*c*g^2*p*q^2*r-8004*b*c*g^2*p*q^2*x-1638*b*c*g^2*p*q*r^2-31634*b*c *g^2*p*q*r*x+102192*b*c*g^2*p*q*x^2-2490*b*c*g^2*p*r^3-12108*b*c*g^2*p*r^2*x+ 248485*b*c*g^2*p*r*x^2+72344*b*c*g^2*p*x^3-2*b*c*g^2*q^3*r-476*b*c*g^2*q^3*x-\ 157*b*c*g^2*q^2*r^2-6480*b*c*g^2*q^2*r*x+16260*b*c*g^2*q^2*x^2-819*b*c*g^2*q*r^ 3-7580*b*c*g^2*q*r^2*x+152461*b*c*g^2*q*r*x^2+72344*b*c*g^2*q*x^3-830*b*c*g^2*r ^4+3228*b*c*g^2*r^3*x+153124*b*c*g^2*r^2*x^2-11042*b*c*g^2*r*x^3-428*b*c*g*p^4* r-6464*b*c*g*p^4*x-656*b*c*g*p^3*q*r-14832*b*c*g*p^3*q*x-1712*b*c*g*p^3*r^2-\ 14176*b*c*g*p^3*r*x+70812*b*c*g*p^3*x^2-244*b*c*g*p^2*q^2*r-10312*b*c*g*p^2*q^2 *x-1968*b*c*g*p^2*q*r^2-26808*b*c*g*p^2*q*r*x+147732*b*c*g*p^2*q*x^2-2568*b*c*g *p^2*r^3+1780*b*c*g*p^2*r^2*x+264861*b*c*g*p^2*r*x^2-472*b*c*g*p^2*x^3-16*b*c*g *p*q^3*r-1984*b*c*g*p*q^3*x-488*b*c*g*p*q^2*r^2-14296*b*c*g*p*q^2*r*x+83028*b*c *g*p*q^2*x^2-1968*b*c*g*p*q*r^3-5186*b*c*g*p*q*r^2*x+371590*b*c*g*p*q*r*x^2-944 *b*c*g*p*q*x^3-1712*b*c*g*p*r^4+20232*b*c*g*p*r^3*x+301602*b*c*g*p*r^2*x^2-\ 162830*b*c*g*p*r*x^3-40*b*c*g*q^4*x-16*b*c*g*q^3*r^2-1664*b*c*g*q^3*r*x+6108*b* c*g*q^3*x^2-244*b*c*g*q^2*r^3-2940*b*c*g*q^2*r^2*x+106729*b*c*g*q^2*r*x^2-472*b *c*g*q^2*x^3-656*b*c*g*q*r^4+6790*b*c*g*q*r^3*x+210588*b*c*g*q*r^2*x^2-162830*b *c*g*q*r*x^3-428*b*c*g*r^5+10740*b*c*g*r^4*x+112318*b*c*g*r^3*x^2-165968*b*c*g* r^2*x^3-56*b*c*p^5*r-768*b*c*p^5*x-124*b*c*p^4*q*r-2400*b*c*p^4*q*x-280*b*c*p^4 *r^2-830*b*c*p^4*r*x+15924*b*c*p^4*x^2-80*b*c*p^3*q^2*r-2592*b*c*p^3*q^2*x-496* b*c*p^3*q*r^2-2828*b*c*p^3*q*r*x+48312*b*c*p^3*q*x^2-560*b*c*p^3*r^3+6140*b*c*p ^3*r^2*x+69474*b*c*p^3*r*x^2-16016*b*c*p^3*x^3-12*b*c*p^2*q^3*r-1056*b*c*p^2*q^ 3*x-240*b*c*p^2*q^2*r^2-3252*b*c*p^2*q^2*r*x+49392*b*c*p^2*q^2*x^2-744*b*c*p^2* q*r^3+7964*b*c*p^2*q*r^2*x+159530*b*c*p^2*q*r*x^2-48048*b*c*p^2*q*x^3-560*b*c*p ^2*r^4+15720*b*c*p^2*r^3*x+102268*b*c*p^2*r^2*x^2-114058*b*c*p^2*r*x^3-96*b*c*p *q^4*x-24*b*c*p*q^3*r^2-1340*b*c*p*q^3*r*x+17544*b*c*p*q^3*x^2-240*b*c*p*q^2*r^ 3+1624*b*c*p*q^2*r^2*x+110638*b*c*p*q^2*r*x^2-48048*b*c*p*q^2*x^3-496*b*c*p*q*r ^4+14812*b*c*p*q*r^3*x+161840*b*c*p*q*r^2*x^2-228116*b*c*p*q*r*x^3-280*b*c*p*r^ 5+13540*b*c*p*r^4*x+59592*b*c*p*r^3*x^2-189000*b*c*p*r^2*x^3-86*b*c*q^4*r*x+540 *b*c*q^4*x^2-12*b*c*q^3*r^3-200*b*c*q^3*r^2*x+20582*b*c*q^3*r*x^2-16016*b*c*q^3 *x^3-80*b*c*q^2*r^4+2284*b*c*q^2*r^3*x+59572*b*c*q^2*r^2*x^2-114058*b*c*q^2*r*x ^3-124*b*c*q*r^5+6420*b*c*q*r^4*x+53728*b*c*q*r^3*x^2-189000*b*c*q*r^2*x^3-56*b *c*r^6+4022*b*c*r^5*x+10874*b*c*r^4*x^2-98058*b*c*r^3*x^3-14*b*g^5*p*r-232*b*g^ 5*p*x-56*b*g^5*q*x-14*b*g^5*r^2-366*b*g^5*r*x-1272*b*g^5*x^2-69*b*g^4*p^2*r-\ 1236*b*g^4*p^2*x-36*b*g^4*p*q*r-1004*b*g^4*p*q*x-138*b*g^4*p*r^2-2532*b*g^4*p*r *x-486*b*g^4*p*x^2-104*b*g^4*q^2*x-36*b*g^4*q*r^2-1050*b*g^4*q*r*x-1698*b*g^4*q *x^2-69*b*g^4*r^3-1056*b*g^4*r^2*x+3814*b*g^4*r*x^2+11192*b*g^4*x^3-139*b*g^3*p ^3*r-2336*b*g^3*p^3*x-134*b*g^3*p^2*q*r-3492*b*g^3*p^2*q*x-417*b*g^3*p^2*r^2-\ 5741*b*g^3*p^2*r*x+9240*b*g^3*p^2*x^2-24*b*g^3*p*q^2*r-1212*b*g^3*p*q^2*x-268*b *g^3*p*q*r^2-5880*b*g^3*p*q*r*x+9108*b*g^3*p*q*x^2-417*b*g^3*p*r^3-3745*b*g^3*p *r^2*x+34613*b*g^3*p*r*x^2+24796*b*g^3*p*x^3-56*b*g^3*q^3*x-24*b*g^3*q^2*r^2-\ 1122*b*g^3*q^2*r*x-132*b*g^3*q^2*x^2-134*b*g^3*q*r^3-1782*b*g^3*q*r^2*x+19669*b *g^3*q*r*x^2+24796*b*g^3*q*x^3-139*b*g^3*r^4-340*b*g^3*r^3*x+23352*b*g^3*r^2*x^ 2+12956*b*g^3*r*x^3-128*b*g^2*p^4*r-1932*b*g^2*p^4*x-192*b*g^2*p^3*q*r-4352*b*g ^2*p^3*q*x-512*b*g^2*p^3*r^2-5142*b*g^2*p^3*r*x+16104*b*g^2*p^3*x^2-68*b*g^2*p^ 2*q^2*r-2916*b*g^2*p^2*q^2*x-576*b*g^2*p^2*q*r^2-9214*b*g^2*p^2*q*r*x+32184*b*g ^2*p^2*q*x^2-768*b*g^2*p^2*r^3-2433*b*g^2*p^2*r^2*x+67791*b*g^2*p^2*r*x^2+13956 *b*g^2*p^2*x^3-4*b*g^2*p*q^3*r-504*b*g^2*p*q^3*x-136*b*g^2*p*q^2*r^2-4562*b*g^2 *p*q^2*r*x+16056*b*g^2*p*q^2*x^2-576*b*g^2*p*q*r^3-4176*b*g^2*p*q*r^2*x+92112*b *g^2*p*q*r*x^2+27912*b*g^2*p*q*x^3-512*b*g^2*p*r^4+2832*b*g^2*p*r^3*x+83944*b*g ^2*p*r^2*x^2-11691*b*g^2*p*r*x^3-8*b*g^2*q^4*x-4*b*g^2*q^3*r^2-490*b*g^2*q^3*r* x-24*b*g^2*q^3*x^2-68*b*g^2*q^2*r^3-1164*b*g^2*q^2*r^2*x+24321*b*g^2*q^2*r*x^2+ 13956*b*g^2*q^2*x^3-192*b*g^2*q*r^4+686*b*g^2*q*r^3*x+54735*b*g^2*q*r^2*x^2-\ 11691*b*g^2*q*r*x^3-128*b*g^2*r^5+2055*b*g^2*r^4*x+34263*b*g^2*r^3*x^2-23156*b* g^2*r^2*x^3-48*b*g*p^5*r-648*b*g*p^5*x-104*b*g*p^4*q*r-1992*b*g*p^4*q*x-240*b*g *p^4*r^2-1540*b*g*p^4*r*x+9138*b*g*p^4*x^2-64*b*g*p^3*q^2*r-2088*b*g*p^3*q^2*x-\ 416*b*g*p^3*q*r^2-4226*b*g*p^3*q*r*x+27036*b*g*p^3*q*x^2-480*b*g*p^3*r^3+1466*b *g*p^3*r^2*x+44368*b*g*p^3*r*x^2-1872*b*g*p^3*x^3-8*b*g*p^2*q^3*r-792*b*g*p^2*q ^3*x-192*b*g*p^2*q^2*r^2-3890*b*g*p^2*q^2*r*x+26280*b*g*p^2*q^2*x^2-624*b*g*p^2 *q*r^3+634*b*g*p^2*q*r^2*x+99232*b*g*p^2*q*r*x^2-5616*b*g*p^2*q*x^3-480*b*g*p^2 *r^4+7158*b*g*p^2*r^3*x+73905*b*g*p^2*r^2*x^2-42913*b*g*p^2*r*x^3-48*b*g*p*q^4* x-16*b*g*p*q^3*r^2-1262*b*g*p*q^3*r*x+8004*b*g*p*q^3*x^2-192*b*g*p*q^2*r^3-1142 *b*g*p*q^2*r^2*x+65360*b*g*p*q^2*r*x^2-5616*b*g*p*q^2*x^3-416*b*g*p*q*r^4+5978* b*g*p*q*r^3*x+110794*b*g*p*q*r^2*x^2-85826*b*g*p*q*r*x^3-240*b*g*p*r^5+6998*b*g *p*r^4*x+52272*b*g*p*r^3*x^2-83624*b*g*p*r^2*x^3-58*b*g*q^4*r*x-378*b*g*q^4*x^2 -8*b*g*q^3*r^3-310*b*g*q^3*r^2*x+10496*b*g*q^3*r*x^2-1872*b*g*q^3*x^3-64*b*g*q^ 2*r^4+660*b*g*q^2*r^3*x+36889*b*g*q^2*r^2*x^2-42913*b*g*q^2*r*x^3-104*b*g*q*r^5 +3110*b*g*q*r^4*x+41316*b*g*q*r^3*x^2-83624*b*g*q*r^2*x^3-48*b*g*r^6+2198*b*g*r ^5*x+13597*b*g*r^4*x^2-49325*b*g*r^3*x^3-4*b*p^6*r-48*b*p^6*x-12*b*p^5*q*r-192* b*p^5*q*x-24*b*p^5*r^2+30*b*p^5*r*x+1488*b*p^5*x^2-12*b*p^4*q^2*r-288*b*p^4*q^2 *x-60*b*p^4*q*r^2+4*b*p^4*q*r*x+5892*b*p^4*q*x^2-60*b*p^4*r^3+1116*b*p^4*r^2*x+ 7714*b*p^4*r*x^2-2224*b*p^4*x^3-4*b*p^3*q^3*r-192*b*p^3*q^3*x-48*b*p^3*q^2*r^2-\ 168*b*p^3*q^2*r*x+8688*b*p^3*q^2*x^2-120*b*p^3*q*r^3+2392*b*p^3*q*r^2*x+24696*b *p^3*q*r*x^2-8896*b*p^3*q*x^3-80*b*p^3*r^4+3204*b*p^3*r^3*x+13886*b*p^3*r^2*x^2 -18502*b*p^3*r*x^3-48*b*p^2*q^4*x-12*b*p^2*q^3*r^2-228*b*p^2*q^3*r*x+5592*b*p^2 *q^3*x^2-72*b*p^2*q^2*r^3+1410*b*p^2*q^2*r^2*x+27804*b*p^2*q^2*r*x^2-13344*b*p^ 2*q^2*x^3-120*b*p^2*q*r^4+5232*b*p^2*q*r^3*x+34742*b*p^2*q*r^2*x^2-55506*b*p^2* q*r*x^3-60*b*p^2*r^5+3936*b*p^2*r^4*x+9726*b*p^2*r^3*x^2-44266*b*p^2*r^2*x^3-86 *b*p*q^4*r*x+1248*b*p*q^4*x^2-12*b*p*q^3*r^3+108*b*p*q^3*r^2*x+12376*b*p*q^3*r* x^2-8896*b*p*q^3*x^3-48*b*p*q^2*r^4+2172*b*p*q^2*r^3*x+27826*b*p*q^2*r^2*x^2-\ 55506*b*p*q^2*r*x^3-60*b*p*q*r^5+4264*b*p*q*r^4*x+19318*b*p*q*r^3*x^2-88532*b*p *q*r^2*x^3-24*b*p*r^6+2286*b*p*r^5*x+1210*b*p*r^4*x^2-44366*b*p*r^3*x^3-60*b*q^ 5*x^2-26*b*q^4*r^2*x+1554*b*q^4*r*x^2-2224*b*q^4*x^3-4*b*q^3*r^4+144*b*q^3*r^3* x+6970*b*q^3*r^2*x^2-18502*b*q^3*r*x^3-12*b*q^2*r^5+882*b*q^2*r^4*x+9592*b*q^2* r^3*x^2-44266*b*q^2*r^2*x^3-12*b*q*r^6+1228*b*q*r^5*x+3380*b*q*r^4*x^2-44366*b* q*r^3*x^3-4*b*r^7+516*b*r^6*x-856*b*r^5*x^2-15938*b*r^4*x^3-32*c^7*r-640*c^7*x-\ 144*c^6*g*r-2880*c^6*g*x-144*c^6*p*r-2816*c^6*p*x-48*c^6*q*r-1280*c^6*q*x-144*c ^6*r^2-1280*c^6*r*x+11904*c^6*x^2-240*c^5*g^2*r-4800*c^5*g^2*x-592*c^5*g*p*r-\ 11456*c^5*g*p*x-176*c^5*g*q*r-4928*c^5*g*q*x-592*c^5*g*r^2-6672*c^5*g*r*x+37056 *c^5*g*x^2-264*c^5*p^2*r-4800*c^5*p^2*x-192*c^5*p*q*r-4992*c^5*p*q*x-528*c^5*p* r^2-4048*c^5*p*r*x+39168*c^5*p*x^2-24*c^5*q^2*r-960*c^5*q^2*x-192*c^5*q*r^2-\ 2416*c^5*q*r*x+24960*c^5*q*x^2-264*c^5*r^3+1392*c^5*r^2*x+43968*c^5*r*x^2-12800 *c^5*x^3-200*c^4*g^3*r-4000*c^4*g^3*x-856*c^4*g^2*p*r-16384*c^4*g^2*p*x-232*c^4 *g^2*q*r-6784*c^4*g^2*q*x-856*c^4*g^2*r^2-10944*c^4*g^2*r*x+41664*c^4*g^2*x^2-\ 972*c^4*g*p^2*r-17280*c^4*g*p^2*x-640*c^4*g*p*q*r-17280*c^4*g*p*q*x-1944*c^4*g* p*r^2-19800*c^4*g*p*r*x+106464*c^4*g*p*x^2-68*c^4*g*q^2*r-3072*c^4*g*q^2*x-640* c^4*g*q*r^2-10536*c^4*g*q*r*x+64224*c^4*g*q*x^2-972*c^4*g*r^3-600*c^4*g*r^2*x+ 128448*c^4*g*r*x^2-12288*c^4*g*x^3-252*c^4*p^3*r-4160*c^4*p^3*x-300*c^4*p^2*q*r -7104*c^4*p^2*q*x-756*c^4*p^2*r^2-4392*c^4*p^2*r*x+50880*c^4*p^2*x^2-84*c^4*p*q ^2*r-3264*c^4*p*q^2*x-600*c^4*p*q*r^2-6064*c^4*p*q*r*x+71040*c^4*p*q*x^2-756*c^ 4*p*r^3+5712*c^4*p*r^2*x+111456*c^4*p*r*x^2-32384*c^4*p*x^3-4*c^4*q^3*r-320*c^4 *q^3*x-84*c^4*q^2*r^2-1704*c^4*q^2*r*x+20160*c^4*q^2*x^2-300*c^4*q*r^3+1712*c^4 *q*r^2*x+78912*c^4*q*r*x^2-32384*c^4*q*x^3-252*c^4*r^4+5944*c^4*r^3*x+56280*c^4 *r^2*x^2-72496*c^4*r*x^3-90*c^3*g^4*r-1800*c^3*g^4*x-592*c^3*g^3*p*r-11168*c^3* g^3*p*x-144*c^3*g^3*q*r-4448*c^3*g^3*q*x-592*c^3*g^3*r^2-8408*c^3*g^3*r*x+20448 *c^3*g^3*x^2-1158*c^3*g^2*p^2*r-20416*c^3*g^2*p^2*x-728*c^3*g^2*p*q*r-19872*c^3 *g^2*p*q*x-2316*c^3*g^2*p*r^2-27116*c^3*g^2*p*r*x+100272*c^3*g^2*p*x^2-66*c^3*g ^2*q^2*r-3328*c^3*g^2*q^2*x-728*c^3*g^2*q*r^2-13644*c^3*g^2*q*r*x+56784*c^3*g^2 *q*x^2-1158*c^3*g^2*r^3-4428*c^3*g^2*r^2*x+131424*c^3*g^2*r*x^2+14336*c^3*g^2*x ^3-808*c^3*g*p^3*r-12912*c^3*g*p^3*x-888*c^3*g*p^2*q*r-21456*c^3*g*p^2*q*x-2424 *c^3*g*p^2*r^2-20856*c^3*g*p^2*r*x+115776*c^3*g*p^2*x^2-216*c^3*g*p*q^2*r-9360* c^3*g*p*q^2*x-1776*c^3*g*p*q*r^2-25360*c^3*g*p*q*r*x+156096*c^3*g*p*q*x^2-2424* c^3*g*p*r^3+1904*c^3*g*p*r^2*x+274904*c^3*g*p*r*x^2-30080*c^3*g*p*x^3-8*c^3*g*q ^3*r-816*c^3*g*q^3*x-216*c^3*g*q^2*r^2-6072*c^3*g*q^2*r*x+40320*c^3*g*q^2*x^2-\ 888*c^3*g*q*r^3-2272*c^3*g*q*r^2*x+186376*c^3*g*q*r*x^2-30080*c^3*g*q*x^3-808*c ^3*g*r^4+9848*c^3*g*r^3*x+151500*c^3*g*r^2*x^2-119848*c^3*g*r*x^3-132*c^3*p^4*r -1960*c^3*p^4*x-228*c^3*p^3*q*r-4768*c^3*p^3*q*x-528*c^3*p^3*r^2-1828*c^3*p^3*r *x+33600*c^3*p^3*x^2-108*c^3*p^2*q^2*r-3696*c^3*p^2*q^2*x-684*c^3*p^2*q*r^2-\ 4428*c^3*p^2*q*r*x+74880*c^3*p^2*q*x^2-792*c^3*p^2*r^3+8732*c^3*p^2*r^2*x+ 107088*c^3*p^2*r*x^2-32768*c^3*p^2*x^3-12*c^3*p*q^3*r-928*c^3*p*q^3*x-216*c^3*p *q^2*r^2-3132*c^3*p*q^2*r*x+48960*c^3*p*q^2*x^2-684*c^3*p*q*r^3+7240*c^3*p*q*r^ 2*x+160896*c^3*p*q*r*x^2-65536*c^3*p*q*x^3-528*c^3*p*r^4+15108*c^3*p*r^3*x+ 102320*c^3*p*r^2*x^2-136264*c^3*p*r*x^3-40*c^3*q^4*x-12*c^3*q^3*r^2-532*c^3*q^3 *r*x+7680*c^3*q^3*x^2-108*c^3*q^2*r^3+764*c^3*q^2*r^2*x+53808*c^3*q^2*r*x^2-\ 32768*c^3*q^2*x^3-228*c^3*q*r^4+6900*c^3*q*r^3*x+80824*c^3*q*r^2*x^2-136264*c^3 *q*r*x^3-132*c^3*r^5+6508*c^3*r^4*x+28992*c^3*r^3*x^2-108192*c^3*r^2*x^3-21*c^2 *g^5*r-420*c^2*g^5*x-209*c^2*g^4*p*r-3856*c^2*g^4*p*x-43*c^2*g^4*q*r-1456*c^2*g ^4*q*x-209*c^2*g^4*r^2-3336*c^2*g^4*r*x+3336*c^2*g^4*x^2-609*c^2*g^3*p^2*r-\ 10704*c^2*g^3*p^2*x-372*c^2*g^3*p*q*r-10128*c^2*g^3*p*q*x-1218*c^2*g^3*p*r^2-\ 16034*c^2*g^3*p*r*x+39672*c^2*g^3*p*x^2-27*c^2*g^3*q^2*r-1584*c^2*g^3*q^2*x-372 *c^2*g^3*q*r^2-7682*c^2*g^3*q*r*x+20040*c^2*g^3*q*x^2-609*c^2*g^3*r^3-4002*c^2* g^3*r^2*x+59424*c^2*g^3*r*x^2+23936*c^2*g^3*x^3-747*c^2*g^2*p^3*r-11872*c^2*g^2 *p^3*x-795*c^2*g^2*p^2*q*r-19360*c^2*g^2*p^2*q*x-2241*c^2*g^2*p^2*r^2-22786*c^2 *g^2*p^2*r*x+85104*c^2*g^2*p^2*x^2-181*c^2*g^2*p*q^2*r-8128*c^2*g^2*p*q^2*x-\ 1590*c^2*g^2*p*q*r^2-26276*c^2*g^2*p*q*r*x+110592*c^2*g^2*p*q*x^2-2241*c^2*g^2* p*r^3-6036*c^2*g^2*p*r^2*x+219276*c^2*g^2*p*r*x^2+13568*c^2*g^2*p*x^3-5*c^2*g^2 *q^3*r-640*c^2*g^2*q^3*x-181*c^2*g^2*q^2*r^2-5842*c^2*g^2*q^2*r*x+25488*c^2*g^2 *q^2*x^2-795*c^2*g^2*q*r^3-5268*c^2*g^2*q*r^2*x+143604*c^2*g^2*q*r*x^2+13568*c^ 2*g^2*q*x^3-747*c^2*g^2*r^4+4878*c^2*g^2*r^3*x+128106*c^2*g^2*r^2*x^2-55092*c^2 *g^2*r*x^3-354*c^2*g*p^4*r-5068*c^2*g*p^4*x-578*c^2*g*p^3*q*r-12112*c^2*g*p^3*q *x-1416*c^2*g*p^3*r^2-9786*c^2*g*p^3*r*x+60288*c^2*g*p^3*x^2-246*c^2*g*p^2*q^2* r-9096*c^2*g*p^2*q^2*x-1734*c^2*g*p^2*q*r^2-19534*c^2*g*p^2*q*r*x+131040*c^2*g* p^2*q*x^2-2124*c^2*g*p^2*r^3+5778*c^2*g*p^2*r^2*x+210472*c^2*g*p^2*r*x^2-26688* c^2*g*p^2*x^3-22*c^2*g*p*q^3*r-2128*c^2*g*p*q^3*x-492*c^2*g*p*q^2*r^2-11254*c^2 *g*p*q^2*r*x+81216*c^2*g*p*q^2*x^2-1734*c^2*g*p*q*r^3+476*c^2*g*p*q*r^2*x+ 306576*c^2*g*p*q*r*x^2-53376*c^2*g*p*q*x^3-1416*c^2*g*p*r^4+20642*c^2*g*p*r^3*x +225968*c^2*g*p*r^2*x^2-176268*c^2*g*p*r*x^3-76*c^2*g*q^4*x-22*c^2*g*q^3*r^2-\ 1506*c^2*g*q^3*r*x+10464*c^2*g*q^3*x^2-246*c^2*g*q^2*r^3-1710*c^2*g*q^2*r^2*x+ 96104*c^2*g*q^2*r*x^2-26688*c^2*g*q^2*x^3-578*c^2*g*q*r^4+7898*c^2*g*q*r^3*x+ 167500*c^2*g*q*r^2*x^2-176268*c^2*g*q*r*x^3-354*c^2*g*r^5+10146*c^2*g*r^4*x+ 77904*c^2*g*r^3*x^2-156280*c^2*g*r^2*x^3-36*c^2*p^5*r-480*c^2*p^5*x-84*c^2*p^4* q*r-1536*c^2*p^4*q*x-180*c^2*p^4*r^2-14*c^2*p^4*r*x+11880*c^2*p^4*x^2-60*c^2*p^ 3*q^2*r-1728*c^2*p^3*q^2*x-336*c^2*p^3*q*r^2-512*c^2*p^3*q*r*x+36960*c^2*p^3*q* x^2-360*c^2*p^3*r^3+6128*c^2*p^3*r^2*x+48408*c^2*p^3*r*x^2-16576*c^2*p^3*x^3-12 *c^2*p^2*q^3*r-768*c^2*p^2*q^3*x-180*c^2*p^2*q^2*r^2-1044*c^2*p^2*q^2*r*x+39600 *c^2*p^2*q^2*x^2-504*c^2*p^2*q*r^3+9456*c^2*p^2*q*r^2*x+114120*c^2*p^2*q*r*x^2-\ 49728*c^2*p^2*q*x^3-360*c^2*p^2*r^4+13668*c^2*p^2*r^3*x+64118*c^2*p^2*r^2*x^2-\ 95652*c^2*p^2*r*x^3-96*c^2*p*q^4*x-24*c^2*p*q^3*r^2-608*c^2*p*q^3*r*x+15840*c^2 *p*q^3*x^2-180*c^2*p*q^2*r^3+3504*c^2*p*q^2*r^2*x+83016*c^2*p*q^2*r*x^2-49728*c ^2*p*q^2*x^3-336*c^2*p*q*r^4+14304*c^2*p*q*r^3*x+105876*c^2*p*q*r^2*x^2-191304* c^2*p*q*r*x^3-180*c^2*p*r^5+11296*c^2*p*r^4*x+29288*c^2*p*r^3*x^2-147128*c^2*p* r^2*x^3-62*c^2*q^4*r*x+1320*c^2*q^4*x^2-12*c^2*q^3*r^3+176*c^2*q^3*r^2*x+17304* c^2*q^3*r*x^2-16576*c^2*q^3*x^3-60*c^2*q^2*r^4+2820*c^2*q^2*r^3*x+41758*c^2*q^2 *r^2*x^2-95652*c^2*q^2*r*x^3-84*c^2*q*r^5+5872*c^2*q*r^4*x+29848*c^2*q*r^3*x^2-\ 147128*c^2*q*r^2*x^3-36*c^2*r^6+3290*c^2*r^5*x+1698*c^2*r^4*x^2-70564*c^2*r^3*x ^3-2*c*g^6*r-40*c*g^6*x-35*c*g^5*p*r-620*c*g^5*p*x-5*c*g^5*q*r-212*c*g^5*q*x-35 *c*g^5*r^2-657*c*g^5*r*x-516*c*g^5*x^2-144*c*g^4*p^2*r-2532*c*g^4*p^2*x-86*c*g^ 4*p*q*r-2304*c*g^4*p*q*x-288*c*g^4*p*r^2-4332*c*g^4*p*r*x+5460*c*g^4*p*x^2-4*c* g^4*q^2*r-324*c*g^4*q^2*x-86*c*g^4*q*r^2-1962*c*g^4*q*r*x+1764*c*g^4*q*x^2-144* c*g^4*r^3-1416*c*g^4*r^2*x+11340*c*g^4*r*x^2+11040*c*g^4*x^3-267*c*g^3*p^3*r-\ 4268*c*g^3*p^3*x-279*c*g^3*p^2*q*r-6820*c*g^3*p^2*q*x-801*c*g^3*p^2*r^2-9340*c* g^3*p^2*r*x+23712*c*g^3*p^2*x^2-61*c*g^3*p*q^2*r-2740*c*g^3*p*q^2*x-558*c*g^3*p *q*r^2-10288*c*g^3*p*q*r*x+29040*c*g^3*p*q*x^2-801*c*g^3*p*r^3-4608*c*g^3*p*r^2 *x+68826*c*g^3*p*r*x^2+19936*c*g^3*p*x^3-c*g^3*q^3*r-188*c*g^3*q^3*x-61*c*g^3*q ^2*r^2-2140*c*g^3*q^2*r*x+5328*c*g^3*q^2*x^2-279*c*g^3*q*r^3-2708*c*g^3*q*r^2*x +43278*c*g^3*q*r*x^2+19936*c*g^3*q*x^3-267*c*g^3*r^4+464*c*g^3*r^3*x+42621*c*g^ 3*r^2*x^2-1454*c*g^3*r*x^3-228*c*g^2*p^4*r-3252*c*g^2*p^4*x-364*c*g^2*p^3*q*r-\ 7672*c*g^2*p^3*q*x-912*c*g^2*p^3*r^2-7804*c*g^2*p^3*r*x+30732*c*g^2*p^3*x^2-148 *c*g^2*p^2*q^2*r-5624*c*g^2*p^2*q^2*x-1092*c*g^2*p^2*q*r^2-14788*c*g^2*p^2*q*r* x+65196*c*g^2*p^2*q*x^2-1368*c*g^2*p^2*r^3-1378*c*g^2*p^2*r^2*x+116466*c*g^2*p^ 2*r*x^2+2816*c*g^2*p^2*x^3-12*c*g^2*p*q^3*r-1240*c*g^2*p*q^3*x-296*c*g^2*p*q^2* r^2-7948*c*g^2*p*q^2*r*x+38196*c*g^2*p*q^2*x^2-1092*c*g^2*p*q*r^3-4760*c*g^2*p* q*r^2*x+165744*c*g^2*p*q*r*x^2+5632*c*g^2*p*q*x^3-912*c*g^2*p*r^4+7648*c*g^2*p* r^3*x+134892*c*g^2*p*r^2*x^2-58534*c*g^2*p*r*x^3-36*c*g^2*q^4*x-12*c*g^2*q^3*r^ 2-964*c*g^2*q^3*r*x+3732*c*g^2*q^3*x^2-148*c*g^2*q^2*r^3-1906*c*g^2*q^2*r^2*x+ 49278*c*g^2*q^2*r*x^2+2816*c*g^2*q^2*x^3-364*c*g^2*q*r^4+2356*c*g^2*q*r^3*x+ 95202*c*g^2*q*r^2*x^2-58534*c*g^2*q*r*x^3-228*c*g^2*r^5+4474*c*g^2*r^4*x+51396* c*g^2*r^3*x^2-62028*c*g^2*r^2*x^3-76*c*g*p^5*r-984*c*g*p^5*x-172*c*g*p^4*q*r-\ 3120*c*g*p^4*q*x-380*c*g*p^4*r^2-1959*c*g*p^4*r*x+15108*c*g*p^4*x^2-116*c*g*p^3 *q^2*r-3456*c*g*p^3*q^2*x-688*c*g*p^3*q*r^2-5644*c*g*p^3*q*r*x+46080*c*g*p^3*q* x^2-760*c*g*p^3*r^3+3928*c*g*p^3*r^2*x+68518*c*g*p^3*r*x^2-10272*c*g*p^3*x^3-20 *c*g*p^2*q^3*r-1488*c*g*p^2*q^3*x-348*c*g*p^2*q^2*r^2-5546*c*g*p^2*q^2*r*x+ 47592*c*g*p^2*q^2*x^2-1032*c*g*p^2*q*r^3+4120*c*g*p^2*q*r^2*x+157582*c*g*p^2*q* r*x^2-30816*c*g*p^2*q*x^3-760*c*g*p^2*r^4+13698*c*g*p^2*r^3*x+106321*c*g*p^2*r^ 2*x^2-86382*c*g*p^2*r*x^3-168*c*g*p*q^4*x-40*c*g*p*q^3*r^2-1996*c*g*p*q^3*r*x+ 17376*c*g*p*q^3*x^2-348*c*g*p*q^2*r^3-236*c*g*p*q^2*r^2*x+109610*c*g*p*q^2*r*x^ 2-30816*c*g*p*q^2*x^3-688*c*g*p*q*r^4+12692*c*g*p*q*r^3*x+166218*c*g*p*q*r^2*x^ 2-172764*c*g*p*q*r*x^3-380*c*g*p*r^5+12696*c*g*p*r^4*x+67488*c*g*p*r^3*x^2-\ 148712*c*g*p*r^2*x^3-135*c*g*q^4*r*x+756*c*g*q^4*x^2-20*c*g*q^3*r^3-428*c*g*q^3 *r^2*x+20546*c*g*q^3*r*x^2-10272*c*g*q^3*x^3-116*c*g*q^2*r^4+1854*c*g*q^2*r^3*x +59897*c*g*q^2*r^2*x^2-86382*c*g*q^2*r*x^3-172*c*g*q*r^5+6048*c*g*q*r^4*x+57552 *c*g*q*r^3*x^2-148712*c*g*q*r^2*x^3-76*c*g*r^6+3901*c*g*r^5*x+14577*c*g*r^4*x^2 -79146*c*g*r^3*x^3-4*c*p^6*r-48*c*p^6*x-12*c*p^5*q*r-192*c*p^5*q*x-24*c*p^5*r^2 +186*c*p^5*r*x+2112*c*p^5*x^2-12*c*p^4*q^2*r-288*c*p^4*q^2*x-60*c*p^4*q*r^2+532 *c*p^4*q*r*x+8520*c*p^4*q*x^2-60*c*p^4*r^3+2000*c*p^4*r^2*x+10080*c*p^4*r*x^2-\ 4192*c*p^4*x^3-4*c*p^3*q^3*r-192*c*p^3*q^3*x-48*c*p^3*q^2*r^2+480*c*p^3*q^2*r*x +12960*c*p^3*q^2*x^2-120*c*p^3*q*r^3+4740*c*p^3*q*r^2*x+32904*c*p^3*q*r*x^2-\ 16768*c*p^3*q*x^3-80*c*p^3*r^4+5180*c*p^3*r^3*x+15518*c*p^3*r^2*x^2-29702*c*p^3 *r*x^3-48*c*p^2*q^4*x-12*c*p^2*q^3*r^2+108*c*p^2*q^3*r*x+8880*c*p^2*q^3*x^2-72* c*p^2*q^2*r^3+3504*c*p^2*q^2*r^2*x+38232*c*p^2*q^2*r*x^2-25152*c*p^2*q^2*x^3-\ 120*c*p^2*q*r^4+9108*c*p^2*q*r^3*x+40316*c*p^2*q*r^2*x^2-89106*c*p^2*q*r*x^3-60 *c*p^2*r^5+6120*c*p^2*r^4*x+6052*c*p^2*r^3*x^2-65984*c*p^2*r^2*x^3-26*c*p*q^4*r *x+2400*c*p*q^4*x^2-12*c*p*q^3*r^3+788*c*p*q^3*r^2*x+18072*c*p*q^3*r*x^2-16768* c*p*q^3*x^3-48*c*p*q^2*r^4+4416*c*p*q^2*r^3*x+34078*c*p*q^2*r^2*x^2-89106*c*p*q ^2*r*x^3-60*c*p*q*r^5+7084*c*p*q*r^4*x+15648*c*p*q*r^3*x^2-131968*c*p*q*r^2*x^3 -24*c*p*r^6+3482*c*p*r^5*x-4690*c*p*r^4*x^2-61010*c*p*r^3*x^3+72*c*q^5*x^2+24*c *q^4*r^2*x+2664*c*q^4*r*x^2-4192*c*q^4*x^3-4*c*q^3*r^4+488*c*q^3*r^3*x+9280*c*q ^3*r^2*x^2-29702*c*q^3*r*x^3-12*c*q^2*r^5+1680*c*q^2*r^4*x+9596*c*q^2*r^3*x^2-\ 65984*c*q^2*r^2*x^3-12*c*q*r^6+1992*c*q*r^5*x-284*c*q*r^4*x^2-61010*c*q*r^3*x^3 -4*c*r^7+776*c*r^6*x-3192*c*r^5*x^2-19768*c*r^4*x^3-2*g^6*p*r-32*g^6*p*x-8*g^6* q*x-2*g^6*r^2-50*g^6*r*x-168*g^6*x^2-12*g^5*p^2*r-212*g^5*p^2*x-7*g^5*p*q*r-180 *g^5*p*q*x-24*g^5*p*r^2-436*g^5*p*r*x-84*g^5*p*x^2-20*g^5*q^2*x-7*g^5*q*r^2-183 *g^5*q*r*x-264*g^5*q*x^2-12*g^5*r^3-180*g^5*r^2*x+588*g^5*r*x^2+1696*g^5*x^3-32 *g^4*p^3*r-520*g^4*p^3*x-33*g^4*p^2*q*r-808*g^4*p^2*q*x-96*g^4*p^2*r^2-1306*g^4 *p^2*r*x+1872*g^4*p^2*x^2-7*g^4*p*q^2*r-304*g^4*p*q^2*x-66*g^4*p*q*r^2-1366*g^4 *p*q*r*x+1944*g^4*p*q*x^2-96*g^4*p*r^3-914*g^4*p*r^2*x+6991*g^4*p*r*x^2+4840*g^ 4*p*x^3-16*g^4*q^3*x-7*g^4*q^2*r^2-262*g^4*q^2*r*x+72*g^4*q^2*x^2-33*g^4*q*r^3-\ 428*g^4*q*r^2*x+4103*g^4*q*r*x^2+4840*g^4*q*x^3-32*g^4*r^4-128*g^4*r^3*x+4704*g ^4*r^2*x^2+2596*g^4*r*x^3-42*g^3*p^4*r-604*g^3*p^4*x-66*g^3*p^3*q*r-1404*g^3*p^ 3*q*x-168*g^3*p^3*r^2-1684*g^3*p^3*r*x+4494*g^3*p^3*x^2-26*g^3*p^2*q^2*r-1000*g ^3*p^2*q^2*x-198*g^3*p^2*q*r^2-3064*g^3*p^2*q*r*x+9198*g^3*p^2*q*x^2-252*g^3*p^ 2*r^3-1042*g^3*p^2*r^2*x+19001*g^3*p^2*r*x^2+3984*g^3*p^2*x^3-2*g^3*p*q^3*r-204 *g^3*p*q^3*x-52*g^3*p*q^2*r^2-1552*g^3*p*q^2*r*x+4914*g^3*p*q^2*x^2-198*g^3*p*q *r^3-1594*g^3*p*q*r^2*x+26340*g^3*p*q*r*x^2+7968*g^3*p*q*x^3-168*g^3*p*r^4+552* g^3*p*r^3*x+23744*g^3*p*r^2*x^2-2233*g^3*p*r*x^3-4*g^3*q^4*x-2*g^3*q^3*r^2-172* g^3*q^3*r*x+210*g^3*q^3*x^2-26*g^3*q^2*r^3-430*g^3*q^2*r^2*x+7339*g^3*q^2*r*x^2 +3984*g^3*q^2*x^3-66*g^3*q*r^4+66*g^3*q*r^3*x+15829*g^3*q*r^2*x^2-2233*g^3*q*r* x^3-42*g^3*r^5+514*g^3*r^4*x+9846*g^3*r^3*x^2-5468*g^3*r^2*x^3-26*g^2*p^5*r-336 *g^2*p^5*x-58*g^2*p^4*q*r-1056*g^2*p^4*q*x-130*g^2*p^4*r^2-911*g^2*p^4*r*x+4020 *g^2*p^4*x^2-38*g^2*p^3*q^2*r-1152*g^2*p^3*q^2*x-232*g^2*p^3*q*r^2-2472*g^2*p^3 *q*r*x+12048*g^2*p^3*q*x^2-260*g^2*p^3*r^3+252*g^2*p^3*r^2*x+19842*g^2*p^3*r*x^ 2-192*g^2*p^3*x^3-6*g^2*p^2*q^3*r-480*g^2*p^2*q^3*x-114*g^2*p^2*q^2*r^2-2254*g^ 2*p^2*q^2*r*x+12024*g^2*p^2*q^2*x^2-348*g^2*p^2*q*r^3-436*g^2*p^2*q*r^2*x+44850 *g^2*p^2*q*r*x^2-576*g^2*p^2*q*x^3-260*g^2*p^2*r^4+2862*g^2*p^2*r^3*x+33801*g^2 *p^2*r^2*x^2-15494*g^2*p^2*r*x^3-48*g^2*p*q^4*x-12*g^2*p*q^3*r^2-736*g^2*p*q^3* r*x+3984*g^2*p*q^3*x^2-114*g^2*p*q^2*r^3-892*g^2*p*q^2*r^2*x+30174*g^2*p*q^2*r* x^2-576*g^2*p*q^2*x^3-232*g^2*p*q*r^4+2320*g^2*p*q*r^3*x+50994*g^2*p*q*r^2*x^2-\ 30988*g^2*p*q*r*x^3-130*g^2*p*r^5+3004*g^2*p*r^4*x+24642*g^2*p*r^3*x^2-31428*g^ 2*p*r^2*x^3-43*g^2*q^4*r*x-12*g^2*q^4*x^2-6*g^2*q^3*r^3-204*g^2*q^3*r^2*x+5166* g^2*q^3*r*x^2-192*g^2*q^3*x^3-38*g^2*q^2*r^4+210*g^2*q^2*r^3*x+17193*g^2*q^2*r^ 2*x^2-15494*g^2*q^2*r*x^3-58*g^2*q*r^5+1340*g^2*q*r^4*x+19350*g^2*q*r^3*x^2-\ 31428*g^2*q*r^2*x^3-26*g^2*r^6+969*g^2*r^5*x+6663*g^2*r^4*x^2-18818*g^2*r^3*x^3 -6*g*p^6*r-72*g*p^6*x-18*g*p^5*q*r-288*g*p^5*q*x-36*g*p^5*r^2-111*g*p^5*r*x+ 1458*g*p^5*x^2-18*g*p^4*q^2*r-432*g*p^4*q^2*x-90*g*p^4*q*r^2-450*g*p^4*q*r*x+ 5778*g*p^4*q*x^2-90*g*p^4*r^3+795*g*p^4*r^2*x+7976*g*p^4*r*x^2-1456*g*p^4*x^3-6 *g*p^3*q^3*r-288*g*p^3*q^3*x-72*g*p^3*q^2*r^2-684*g*p^3*q^2*r*x+8532*g*p^3*q^2* x^2-180*g*p^3*q*r^3+1596*g*p^3*q*r^2*x+25444*g*p^3*q*r*x^2-5824*g*p^3*q*x^3-120 *g*p^3*r^4+2850*g*p^3*r^3*x+15606*g*p^3*r^2*x^2-14105*g*p^3*r*x^3-72*g*p^2*q^4* x-18*g*p^2*q^3*r^2-462*g*p^2*q^3*r*x+5508*g*p^2*q^3*x^2-108*g*p^2*q^2*r^3+774*g *p^2*q^2*r^2*x+28476*g*p^2*q^2*r*x^2-8736*g*p^2*q^2*x^3-180*g*p^2*q*r^4+4608*g* p^2*q*r^3*x+38223*g*p^2*q*r^2*x^2-42315*g*p^2*q*r*x^3-90*g*p^2*r^5+3750*g*p^2*r ^4*x+13095*g*p^2*r^3*x^2-35286*g*p^2*r^2*x^3-117*g*p*q^4*r*x+1242*g*p*q^4*x^2-\ 18*g*p*q^3*r^3-60*g*p*q^3*r^2*x+12524*g*p*q^3*r*x^2-5824*g*p*q^3*x^3-72*g*p*q^2 *r^4+1872*g*p*q^2*r^3*x+29628*g*p*q^2*r^2*x^2-42315*g*p*q^2*r*x^3-90*g*p*q*r^5+ 4068*g*p*q*r^4*x+23568*g*p*q*r^3*x^2-70572*g*p*q*r^2*x^3-36*g*p*r^6+2253*g*p*r^ 5*x+3986*g*p*r^4*x^2-36475*g*p*r^3*x^3-54*g*q^5*x^2-33*g*q^4*r^2*x+1516*g*q^4*r *x^2-1456*g*q^4*x^3-6*g*q^3*r^4+114*g*q^3*r^3*x+7011*g*q^3*r^2*x^2-14105*g*q^3* r*x^3-18*g*q^2*r^5+846*g*q^2*r^4*x+10473*g*q^2*r^3*x^2-35286*g*q^2*r^2*x^3-18*g *q*r^6+1218*g*q*r^5*x+5011*g*q*r^4*x^2-36475*g*q*r^3*x^3-6*g*r^7+519*g*r^6*x-21 *g*r^5*x^2-13510*g*r^4*x^3+36*p^6*r*x+144*p^6*x^2+144*p^5*q*r*x+720*p^5*q*x^2+ 246*p^5*r^2*x+732*p^5*r*x^2-424*p^5*x^3+216*p^4*q^2*r*x+1440*p^4*q^2*x^2+804*p^ 4*q*r^2*x+3102*p^4*q*r*x^2-2120*p^4*q*x^3+690*p^4*r^3*x+1002*p^4*r^2*x^2-3440*p ^4*r*x^3+144*p^3*q^3*r*x+1440*p^3*q^3*x^2+936*p^3*q^2*r^2*x+5088*p^3*q^2*r*x^2-\ 4240*p^3*q^2*x^3+1776*p^3*q*r^3*x+3792*p^3*q*r^2*x^2-13760*p^3*q*r*x^3+1020*p^3 *r^4*x-672*p^3*r^3*x^2-9734*p^3*r^2*x^3+36*p^2*q^4*r*x+720*p^2*q^4*x^2+444*p^2* q^3*r^2*x+3972*p^2*q^3*r*x^2-4240*p^2*q^3*x^3+1512*p^2*q^2*r^3*x+5364*p^2*q^2*r ^2*x^2-20640*p^2*q^2*r*x^3+1944*p^2*q*r^4*x-384*p^2*q*r^3*x^2-29202*p^2*q*r^2*x ^3+840*p^2*r^5*x-2868*p^2*r^4*x^2-12864*p^2*r^3*x^3+144*p*q^5*x^2+66*p*q^4*r^2* x+1428*p*q^4*r*x^2-2120*p*q^4*x^3+456*p*q^3*r^3*x+3360*p*q^3*r^2*x^2-13760*p*q^ 3*r*x^3+1080*p*q^2*r^4*x+1248*p*q^2*r^3*x^2-29202*p*q^2*r^2*x^3+1056*p*q*r^5*x-\ 3336*p*q*r^4*x^2-25728*p*q*r^3*x^3+366*p*r^6*x-2508*p*r^5*x^2-7822*p*r^4*x^3+ 174*q^5*r*x^2-424*q^5*x^3+30*q^4*r^3*x+786*q^4*r^2*x^2-3440*q^4*r*x^3+156*q^3*r ^4*x+960*q^3*r^3*x^2-9734*q^3*r^2*x^3+288*q^2*r^5*x-468*q^2*r^4*x^2-12864*q^2*r ^3*x^3+228*q*r^6*x-1542*q*r^5*x^2-7822*q*r^4*x^3+66*r^7*x-726*r^6*x^2-1676*r^5* x^3+64*a^6*c+128*a^6*p+32*a^6*q+144*a^6*r+768*a^6*x+256*a^5*b*c+480*a^5*b*p+96* a^5*b*q+528*a^5*b*r+3488*a^5*b*x+384*a^5*c^2+224*a^5*c*g+1056*a^5*c*p+256*a^5*c *q+800*a^5*c*r+1440*a^5*c*x+448*a^5*g*p+96*a^5*g*q+480*a^5*g*r+3136*a^5*g*x+448 *a^5*p^2+320*a^5*p*q+656*a^5*p*r-1344*a^5*p*x+32*a^5*q^2+192*a^5*q*r+32*a^5*q*x +208*a^5*r^2-3152*a^5*r*x-12096*a^5*x^2+384*a^4*b^2*c+672*a^4*b^2*p+96*a^4*b^2* q+720*a^4*b^2*r+6272*a^4*b^2*x+1280*a^4*b*c^2+768*a^4*b*c*g+3392*a^4*b*c*p+672* a^4*b*c*q+2496*a^4*b*c*r+5376*a^4*b*c*x+1408*a^4*b*g*p+240*a^4*b*g*q+1512*a^4*b *g*r+11856*a^4*b*g*x+1472*a^4*b*p^2+896*a^4*b*p*q+2224*a^4*b*p*r-4160*a^4*b*p*x +64*a^4*b*q^2+600*a^4*b*q*r+1120*a^4*b*q*x+752*a^4*b*r^2-10664*a^4*b*r*x-52224* a^4*b*x^2+960*a^4*c^3+1152*a^4*c^2*g+3360*a^4*c^2*p+800*a^4*c^2*q+1824*a^4*c^2* r-6528*a^4*c^2*x+336*a^4*c*g^2+3200*a^4*c*g*p+688*a^4*c*g*q+2320*a^4*c*g*r+5488 *a^4*c*g*x+2704*a^4*c*p^2+1856*a^4*c*p*q+3080*a^4*c*p*r-20448*a^4*c*p*x+176*a^4 *c*q^2+928*a^4*c*q*r-5376*a^4*c*q*x+376*a^4*c*r^2-27544*a^4*c*r*x-53712*a^4*c*x ^2+656*a^4*g^2*p+120*a^4*g^2*q+684*a^4*g^2*r+5296*a^4*g^2*x+1408*a^4*g*p^2+928* a^4*g*p*q+2152*a^4*g*p*r-3712*a^4*g*p*x+80*a^4*g*q^2+596*a^4*g*q*r+1008*a^4*g*q *x+744*a^4*g*r^2-9276*a^4*g*r*x-45384*a^4*g*x^2+608*a^4*p^3+744*a^4*p^2*q+964*a ^4*p^2*r-8640*a^4*p^2*x+208*a^4*p*q^2+764*a^4*p*q*r-7888*a^4*p*q*x+104*a^4*p*r^ 2-21100*a^4*p*r*x-20952*a^4*p*x^2+8*a^4*q^3+104*a^4*q^2*r-944*a^4*q^2*x+20*a^4* q*r^2-9828*a^4*q*r*x-19824*a^4*q*x^2-252*a^4*r^3-11600*a^4*r^2*x-8148*a^4*r*x^2 +25040*a^4*x^3+256*a^3*b^3*c+416*a^3*b^3*p+32*a^3*b^3*q+432*a^3*b^3*r+5568*a^3* b^3*x+1536*a^3*b^2*c^2+960*a^3*b^2*c*g+3936*a^3*b^2*c*p+576*a^3*b^2*c*q+2832*a^ 3*b^2*c*r+7776*a^3*b^2*c*x+1584*a^3*b^2*g*p+192*a^3*b^2*g*q+1728*a^3*b^2*g*r+ 17008*a^3*b^2*g*x+1760*a^3*b^2*p^2+832*a^3*b^2*p*q+2712*a^3*b^2*p*r-4192*a^3*b^ 2*p*x+32*a^3*b^2*q^2+624*a^3*b^2*q*r+3168*a^3*b^2*q*x+952*a^3*b^2*r^2-13016*a^3 *b^2*r*x-87936*a^3*b^2*x^2+2560*a^3*b*c^3+3200*a^3*b*c^2*g+8768*a^3*b*c^2*p+ 1728*a^3*b*c^2*q+4640*a^3*b*c^2*r-20320*a^3*b*c^2*x+960*a^3*b*c*g^2+8352*a^3*b* c*g*p+1488*a^3*b*c*g*q+6048*a^3*b*c*g*r+15664*a^3*b*c*g*x+7232*a^3*b*c*p^2+4224 *a^3*b*c*p*q+8384*a^3*b*c*p*r-59232*a^3*b*c*p*x+288*a^3*b*c*q^2+2376*a^3*b*c*q* r-10656*a^3*b*c*q*x+1152*a^3*b*c*r^2-78984*a^3*b*c*r*x-186528*a^3*b*c*x^2+1656* a^3*b*g^2*p+240*a^3*b*g^2*q+1800*a^3*b*g^2*r+16000*a^3*b*g^2*x+3712*a^3*b*g*p^2 +2064*a^3*b*g*p*q+5588*a^3*b*g*p*r-8896*a^3*b*g*p*x+128*a^3*b*g*q^2+1516*a^3*b* g*q*r+5392*a^3*b*g*q*x+1876*a^3*b*g*r^2-26152*a^3*b*g*r*x-157056*a^3*b*g*x^2+ 1688*a^3*b*p^3+1816*a^3*b*p^2*q+2888*a^3*b*p^2*r-25176*a^3*b*p^2*x+392*a^3*b*p* q^2+2096*a^3*b*p*q*r-19296*a^3*b*p*q*x+712*a^3*b*p*r^2-61440*a^3*b*p*r*x-76296* a^3*b*p*x^2+8*a^3*b*q^3+248*a^3*b*q^2*r-904*a^3*b*q^2*x+280*a^3*b*q*r^2-24824*a ^3*b*q*r*x-71784*a^3*b*q*x^2-488*a^3*b*r^3-32836*a^3*b*r^2*x-32556*a^3*b*r*x^2+ 100160*a^3*b*x^3+1280*a^3*c^4+2400*a^3*c^3*g+5440*a^3*c^3*p+1280*a^3*c^3*q+2160 *a^3*c^3*r-25408*a^3*c^3*x+1440*a^3*c^2*g^2+8528*a^3*c^2*g*p+1840*a^3*c^2*g*q+ 4512*a^3*c^2*g*r-15984*a^3*c^2*g*x+6336*a^3*c^2*p^2+4224*a^3*c^2*p*q+5672*a^3*c ^2*p*r-74368*a^3*c^2*p*x+384*a^3*c^2*q^2+1768*a^3*c^2*q*r-23712*a^3*c^2*q*x-664 *a^3*c^2*r^2-81872*a^3*c^2*r*x-75888*a^3*c^2*x^2+280*a^3*c*g^3+3928*a^3*c*g^2*p +760*a^3*c*g^2*q+2796*a^3*c*g^2*r+7800*a^3*c*g^2*x+7144*a^3*c*g*p^2+4544*a^3*c* g*p*q+8584*a^3*c*g*p*r-52720*a^3*c*g*p*x+376*a^3*c*g*q^2+2460*a^3*c*g*q*r-9976* a^3*c*g*q*x+1440*a^3*c*g*r^2-69748*a^3*c*g*r*x-164976*a^3*c*g*x^2+2776*a^3*c*p^ 3+3312*a^3*c*p^2*q+3528*a^3*c*p^2*r-54664*a^3*c*p^2*x+888*a^3*c*p*q^2+2916*a^3* c*p*q*r-50096*a^3*c*p*q*x-1272*a^3*c*p*r^2-116200*a^3*c*p*r*x-40176*a^3*c*p*x^2 +32*a^3*c*q^3+412*a^3*c*q^2*r-6424*a^3*c*q^2*x-396*a^3*c*q*r^2-53484*a^3*c*q*r* x-57480*a^3*c*q*x^2-2024*a^3*c*r^3-55808*a^3*c*r^2*x+32168*a^3*c*r*x^2+126352*a ^3*c*x^3+512*a^3*g^3*p+80*a^3*g^3*q+540*a^3*g^3*r+4720*a^3*g^3*x+1776*a^3*g^2*p ^2+1072*a^3*g^2*p*q+2716*a^3*g^2*p*r-3912*a^3*g^2*p*x+80*a^3*g^2*q^2+758*a^3*g^ 2*q*r+2436*a^3*g^2*q*x+940*a^3*g^2*r^2-11226*a^3*g^2*r*x-67308*a^3*g^2*x^2+1680 *a^3*g*p^3+1952*a^3*g*p^2*q+3012*a^3*g*p^2*r-23072*a^3*g*p^2*x+496*a^3*g*p*q^2+ 2244*a^3*g*p*q*r-18704*a^3*g*p*q*x+984*a^3*g*p*r^2-55778*a^3*g*p*r*x-67452*a^3* g*p*x^2+16*a^3*g*q^3+288*a^3*g*q^2*r-1224*a^3*g*q^2*x+292*a^3*g*q*r^2-23360*a^3 *g*q*r*x-63768*a^3*g*q*x^2-348*a^3*g*r^3-29692*a^3*g*r^2*x-30314*a^3*g*r*x^2+ 82840*a^3*g*x^3+400*a^3*p^4+712*a^3*p^3*q+544*a^3*p^3*r-11664*a^3*p^3*x+352*a^3 *p^2*q^2+830*a^3*p^2*q*r-18928*a^3*p^2*q*x-768*a^3*p^2*r^2-36198*a^3*p^2*r*x-\ 996*a^3*p^2*x^2+40*a^3*p*q^3+308*a^3*p*q^2*r-7704*a^3*p*q^2*x-476*a^3*p*q*r^2-\ 38748*a^3*p*q*r*x-11676*a^3*p*q*x^2-1568*a^3*p*r^3-35542*a^3*p*r^2*x+36398*a^3* p*r*x^2+56008*a^3*p*x^3+22*a^3*q^3*r-440*a^3*q^3*x-44*a^3*q^2*r^2-7966*a^3*q^2* r*x-10680*a^3*q^2*x^2-594*a^3*q*r^3-17510*a^3*q*r^2*x+16438*a^3*q*r*x^2+56008*a ^3*q*x^3-656*a^3*r^4-11008*a^3*r^3*x+29906*a^3*r^2*x^2+45564*a^3*r*x^3+64*a^2*b ^4*c+96*a^2*b^4*p+96*a^2*b^4*r+2432*a^2*b^4*x+768*a^2*b^3*c^2+512*a^2*b^3*c*g+ 1920*a^2*b^3*c*p+160*a^2*b^3*c*q+1376*a^2*b^3*c*r+5472*a^2*b^3*c*x+736*a^2*b^3* g*p+48*a^2*b^3*g*q+840*a^2*b^3*g*r+11248*a^2*b^3*g*x+896*a^2*b^3*p^2+256*a^2*b^ 3*p*q+1376*a^2*b^3*p*r-1056*a^2*b^3*p*x+216*a^2*b^3*q*r+3104*a^2*b^3*q*x+480*a^ 2*b^3*r^2-6584*a^2*b^3*r*x-71424*a^2*b^3*x^2+2304*a^2*b^2*c^3+3040*a^2*b^2*c^2* g+7776*a^2*b^2*c^2*p+1152*a^2*b^2*c^2*q+4096*a^2*b^2*c^2*r-21824*a^2*b^2*c^2*x+ 944*a^2*b^2*c*g^2+7392*a^2*b^2*c*g*p+992*a^2*b^2*c*g*q+5448*a^2*b^2*c*g*r+16032 *a^2*b^2*c*g*x+6640*a^2*b^2*c*p^2+3008*a^2*b^2*c*p*q+7768*a^2*b^2*c*p*r-59712*a ^2*b^2*c*p*x+112*a^2*b^2*c*q^2+1928*a^2*b^2*c*q*r-4416*a^2*b^2*c*q*x+1128*a^2*b ^2*c*r^2-78192*a^2*b^2*c*r*x-237312*a^2*b^2*c*x^2+1392*a^2*b^2*g^2*p+136*a^2*b^ 2*g^2*q+1620*a^2*b^2*g^2*r+17184*a^2*b^2*g^2*x+3328*a^2*b^2*g*p^2+1408*a^2*b^2* g*p*q+4852*a^2*b^2*g*p*r-6176*a^2*b^2*g*p*x+48*a^2*b^2*g*q^2+1232*a^2*b^2*g*q*r +8368*a^2*b^2*g*q*x+1524*a^2*b^2*g*r^2-25356*a^2*b^2*g*r*x-198864*a^2*b^2*g*x^2 +1624*a^2*b^2*p^3+1424*a^2*b^2*p^2*q+2972*a^2*b^2*p^2*r-25616*a^2*b^2*p^2*x+184 *a^2*b^2*p*q^2+1820*a^2*b^2*p*q*r-14416*a^2*b^2*p*q*x+1072*a^2*b^2*p*r^2-62380* a^2*b^2*p*r*x-103176*a^2*b^2*p*x^2+144*a^2*b^2*q^2*r+1024*a^2*b^2*q^2*x+396*a^2 *b^2*q*r^2-20164*a^2*b^2*q*r*x-96408*a^2*b^2*q*x^2-276*a^2*b^2*r^3-32040*a^2*b^ 2*r^2*x-48780*a^2*b^2*r*x^2+150240*a^2*b^2*x^3+2560*a^2*b*c^4+5056*a^2*b*c^3*g+ 10752*a^2*b*c^3*p+2112*a^2*b*c^3*q+4192*a^2*b*c^3*r-59040*a^2*b*c^3*x+3136*a^2* b*c^2*g^2+17088*a^2*b*c^2*g*p+3104*a^2*b*c^2*g*q+9112*a^2*b*c^2*g*r-40528*a^2*b *c^2*g*x+12864*a^2*b*c^2*p^2+7296*a^2*b*c^2*p*q+11584*a^2*b*c^2*p*r-167776*a^2* b*c^2*p*x+480*a^2*b*c^2*q^2+3488*a^2*b*c^2*q*r-42816*a^2*b*c^2*q*x-1280*a^2*b*c ^2*r^2-180872*a^2*b*c^2*r*x-198096*a^2*b*c^2*x^2+624*a^2*b*c*g^3+7776*a^2*b*c*g ^2*p+1248*a^2*b*c*g^2*q+5716*a^2*b*c*g^2*r+15872*a^2*b*c*g^2*x+14432*a^2*b*c*g* p^2+7760*a^2*b*c*g*p*q+16608*a^2*b*c*g*p*r-116736*a^2*b*c*g*p*x+464*a^2*b*c*g*q ^2+4864*a^2*b*c*g*q*r-13176*a^2*b*c*g*q*x+2176*a^2*b*c*g*r^2-156204*a^2*b*c*g*r *x-429360*a^2*b*c*g*x^2+5856*a^2*b*c*p^3+6136*a^2*b*c*p^2*q+7916*a^2*b*c*p^2*r-\ 123792*a^2*b*c*p^2*x+1264*a^2*b*c*p*q^2+6068*a^2*b*c*p*q*r-98064*a^2*b*c*p*q*x-\ 1736*a^2*b*c*p*r^2-261432*a^2*b*c*p*r*x-116280*a^2*b*c*p*x^2+24*a^2*b*c*q^3+752 *a^2*b*c*q^2*r-7248*a^2*b*c*q^2*x-68*a^2*b*c*q*r^2-105068*a^2*b*c*q*r*x-168192* a^2*b*c*q*x^2-3796*a^2*b*c*r^3-123516*a^2*b*c*r^2*x+65780*a^2*b*c*r*x^2+379056* a^2*b*c*x^3+960*a^2*b*g^3*p+112*a^2*b*g^3*q+1104*a^2*b*g^3*r+10688*a^2*b*g^3*x+ 3504*a^2*b*g^2*p^2+1744*a^2*b*g^2*p*q+5062*a^2*b*g^2*p*r-6752*a^2*b*g^2*p*x+88* a^2*b*g^2*q^2+1486*a^2*b*g^2*q*r+7540*a^2*b*g^2*q*x+1558*a^2*b*g^2*r^2-25092*a^ 2*b*g^2*r*x-175476*a^2*b*g^2*x^2+3480*a^2*b*g*p^3+3516*a^2*b*g*p^2*q+6182*a^2*b *g*p^2*r-50580*a^2*b*g*p^2*x+672*a^2*b*g*p*q^2+4202*a^2*b*g*p*q*r-33160*a^2*b*g *p*q*x+1924*a^2*b*g*p*r^2-123416*a^2*b*g*p*r*x-183528*a^2*b*g*p*x^2+12*a^2*b*g* q^3+512*a^2*b*g*q^2*r+644*a^2*b*g*q^2*x+686*a^2*b*g*q*r^2-44502*a^2*b*g*q*r*x-\ 172476*a^2*b*g*q*x^2-778*a^2*b*g*r^3-63724*a^2*b*g*r^2*x-86288*a^2*b*g*r*x^2+ 248520*a^2*b*g*x^3+888*a^2*b*p^4+1432*a^2*b*p^3*q+1402*a^2*b*p^3*r-26816*a^2*b* p^3*x+584*a^2*b*p^2*q^2+2018*a^2*b*p^2*q*r-39128*a^2*b*p^2*q*x-1122*a^2*b*p^2*r ^2-83516*a^2*b*p^2*r*x-7464*a^2*b*p^2*x^2+40*a^2*b*p*q^3+646*a^2*b*p*q^2*r-\ 12328*a^2*b*p*q^2*x-260*a^2*b*p*q*r^2-80820*a^2*b*p*q*r*x-43980*a^2*b*p*q*x^2-\ 2898*a^2*b*p*r^3-82520*a^2*b*p*r^2*x+83652*a^2*b*p*r*x^2+168024*a^2*b*p*x^3+30* a^2*b*q^3*r-16*a^2*b*q^3*x+62*a^2*b*q^2*r^2-13552*a^2*b*q^2*r*x-36516*a^2*b*q^2 *x^2-846*a^2*b*q*r^3-36028*a^2*b*q*r^2*x+23772*a^2*b*q*r*x^2+168024*a^2*b*q*x^3 -1262*a^2*b*r^4-25820*a^2*b*r^3*x+68060*a^2*b*r^2*x^2+136692*a^2*b*r*x^3+960*a^ 2*c^5+2528*a^2*c^4*g+4800*a^2*c^4*p+1120*a^2*c^4*q+1376*a^2*c^4*r-34240*a^2*c^4 *x+2352*a^2*c^3*g^2+10944*a^2*c^3*g*p+2352*a^2*c^3*g*q+4416*a^2*c^3*g*r-50976*a ^2*c^3*g*x+7264*a^2*c^3*p^2+4736*a^2*c^3*p*q+5056*a^2*c^3*p*r-114528*a^2*c^3*p* x+416*a^2*c^3*q^2+1656*a^2*c^3*q*r-38784*a^2*c^3*q*x-2208*a^2*c^3*r^2-112224*a^ 2*c^3*r*x-20352*a^2*c^3*x^2+936*a^2*c^2*g^3+8224*a^2*c^2*g^2*p+1624*a^2*c^2*g^2 *q+4368*a^2*c^2*g^2*r-15968*a^2*c^2*g^2*x+13328*a^2*c^2*g*p^2+8224*a^2*c^2*g*p* q+12876*a^2*c^2*g*p*r-152272*a^2*c^2*g*p*x+648*a^2*c^2*g*q^2+3864*a^2*c^2*g*q*r -40800*a^2*c^2*g*q*x-452*a^2*c^2*g*r^2-164596*a^2*c^2*g*r*x-185664*a^2*c^2*g*x^ 2+4680*a^2*c^2*p^3+5472*a^2*c^2*p^2*q+4660*a^2*c^2*p^2*r-117664*a^2*c^2*p^2*x+ 1416*a^2*c^2*p*q^2+4092*a^2*c^2*p*q*r-107408*a^2*c^2*p*q*x-4720*a^2*c^2*p*r^2-\ 227964*a^2*c^2*p*r*x+45696*a^2*c^2*p*x^2+48*a^2*c^2*q^3+612*a^2*c^2*q^2*r-14048 *a^2*c^2*q^2*x-1380*a^2*c^2*q*r^2-104044*a^2*c^2*q*r*x-32016*a^2*c^2*q*x^2-4700 *a^2*c^2*r^3-98808*a^2*c^2*r^2*x+190536*a^2*c^2*r*x^2+221280*a^2*c^2*x^3+136*a^ 2*c*g^4+2416*a^2*c*g^3*p+420*a^2*c*g^3*q+1744*a^2*c*g^3*r+5144*a^2*c*g^3*x+7072 *a^2*c*g^2*p^2+4128*a^2*c*g^2*p*q+8450*a^2*c*g^2*p*r-51352*a^2*c*g^2*p*x+292*a^ 2*c*g^2*q^2+2502*a^2*c*g^2*q*r-6148*a^2*c*g^2*q*x+1378*a^2*c*g^2*r^2-68346*a^2* c*g^2*r*x-186360*a^2*c*g^2*x^2+6152*a^2*c*g*p^3+6956*a^2*c*g*p^2*q+9088*a^2*c*g *p^2*r-115036*a^2*c*g*p^2*x+1680*a^2*c*g*p*q^2+7018*a^2*c*g*p*q*r-95888*a^2*c*g *p*q*x-280*a^2*c*g*p*r^2-243208*a^2*c*g*p*r*x-113820*a^2*c*g*p*x^2+48*a^2*c*g*q ^3+940*a^2*c*g*q^2*r-8452*a^2*c*g*q^2*x+62*a^2*c*g*q*r^2-101510*a^2*c*g*q*r*x-\ 154428*a^2*c*g*q*x^2-3216*a^2*c*g*r^3-115206*a^2*c*g*r^2*x+42704*a^2*c*g*r*x^2+ 312384*a^2*c*g*x^3+1320*a^2*c*p^4+2312*a^2*c*p^3*q+1334*a^2*c*p^3*r-47824*a^2*c *p^3*x+1112*a^2*c*p^2*q^2+2228*a^2*c*p^2*q*r-76512*a^2*c*p^2*q*x-3918*a^2*c*p^2 *r^2-136164*a^2*c*p^2*r*x+58584*a^2*c*p^2*x^2+120*a^2*c*p*q^3+890*a^2*c*p*q^2*r -30352*a^2*c*p*q^2*x-2480*a^2*c*p*q*r^2-145296*a^2*c*p*q*r*x+41424*a^2*c*p*q*x^ 2-6558*a^2*c*p*r^3-119314*a^2*c*p*r^2*x+272126*a^2*c*p*r*x^2+190352*a^2*c*p*x^3 +66*a^2*c*q^3*r-1664*a^2*c*q^3*x-222*a^2*c*q^2*r^2-29226*a^2*c*q^2*r*x-17160*a^ 2*c*q^2*x^2-2396*a^2*c*q*r^3-61126*a^2*c*q*r^2*x+148540*a^2*c*q*r*x^2+190352*a^ 2*c*q*x^3-2626*a^2*c*r^4-30974*a^2*c*r^3*x+193358*a^2*c*r^2*x^2+124724*a^2*c*r* x^3+220*a^2*g^4*p+28*a^2*g^4*q+246*a^2*g^4*r+2332*a^2*g^4*x+1112*a^2*g^3*p^2+ 600*a^2*g^3*p*q+1638*a^2*g^3*p*r-1924*a^2*g^3*p*x+36*a^2*g^3*q^2+492*a^2*g^3*q* r+2278*a^2*g^3*q*x+526*a^2*g^3*r^2-7052*a^2*g^3*r*x-49308*a^2*g^3*x^2+1724*a^2* g^2*p^3+1880*a^2*g^2*p^2*q+3208*a^2*g^2*p^2*r-22936*a^2*g^2*p^2*x+420*a^2*g^2*p *q^2+2256*a^2*g^2*p*q*r-16100*a^2*g^2*p*q*x+1244*a^2*g^2*p*r^2-55535*a^2*g^2*p* r*x-79482*a^2*g^2*p*x^2+10*a^2*g^2*q^3+300*a^2*g^2*q^2*r+32*a^2*g^2*q^2*x+376*a ^2*g^2*q*r^2-20764*a^2*g^2*q*r*x-74886*a^2*g^2*q*x^2-240*a^2*g^2*r^3-28509*a^2* g^2*r^2*x-38942*a^2*g^2*r*x^2+100456*a^2*g^2*x^3+944*a^2*g*p^4+1628*a^2*g*p^3*q +1684*a^2*g*p^3*r-25296*a^2*g*p^3*x+760*a^2*g*p^2*q^2+2398*a^2*g*p^2*q*r-38576* a^2*g*p^2*q*x-612*a^2*g*p^2*r^2-78885*a^2*g*p^2*r*x-9690*a^2*g*p^2*x^2+76*a^2*g *p*q^3+810*a^2*g*p*q^2*r-13520*a^2*g*p*q^2*x-88*a^2*g*p*q*r^2-79422*a^2*g*p*q*r *x-42156*a^2*g*p*q*x^2-2500*a^2*g*p*r^3-78408*a^2*g*p*r^2*x+66026*a^2*g*p*r*x^2 +139488*a^2*g*p*x^3+53*a^2*g*q^3*r-240*a^2*g*q^3*x+50*a^2*g*q^2*r^2-14110*a^2*g *q^2*r*x-32466*a^2*g*q^2*x^2-858*a^2*g*q*r^3-35708*a^2*g*q*r^2*x+17485*a^2*g*q* r*x^2+139488*a^2*g*q*x^3-1148*a^2*g*r^4-24819*a^2*g*r^3*x+56774*a^2*g*r^2*x^2+ 114602*a^2*g*r*x^3+128*a^2*p^5+304*a^2*p^4*q+56*a^2*p^4*r-6672*a^2*p^4*x+224*a^ 2*p^3*q^2+204*a^2*p^3*q*r-15720*a^2*p^3*q*x-1056*a^2*p^3*r^2-24490*a^2*p^3*r*x+ 15324*a^2*p^3*x^2+48*a^2*p^2*q^3+188*a^2*p^2*q^2*r-11452*a^2*p^2*q^2*x-1212*a^2 *p^2*q*r^2-43404*a^2*p^2*q*r*x+27528*a^2*p^2*q*x^2-2224*a^2*p^2*r^3-30690*a^2*p ^2*r^2*x+85850*a^2*p^2*r*x^2+39856*a^2*p^2*x^3+40*a^2*p*q^3*r-2432*a^2*p*q^3*x-\ 296*a^2*p*q^2*r^2-21290*a^2*p*q^2*r*x+9084*a^2*p*q^2*x^2-1820*a^2*p*q*r^3-36826 *a^2*p*q*r^2*x+113536*a^2*p*q*r*x^2+79712*a^2*p*q*x^3-1696*a^2*p*r^4-14598*a^2* p*r^3*x+122506*a^2*p*r^2*x^2+48406*a^2*p*r*x^3-28*a^2*q^4*x-8*a^2*q^3*r^2-2376* a^2*q^3*r*x-3120*a^2*q^3*x^2-260*a^2*q^2*r^3-8654*a^2*q^2*r^2*x+27686*a^2*q^2*r *x^2+39856*a^2*q^2*x^3-708*a^2*q*r^4-9142*a^2*q*r^3*x+77174*a^2*q*r^2*x^2+48406 *a^2*q*r*x^3-456*a^2*r^5-1726*a^2*r^4*x+56084*a^2*r^3*x^2+18694*a^2*r^2*x^3+416 *a*b^5*x+128*a*b^4*c^2+96*a*b^4*c*g+320*a*b^4*c*p+240*a*b^4*c*r+1920*a*b^4*c*x+ 112*a*b^4*g*p+144*a*b^4*g*r+3216*a*b^4*g*x+160*a*b^4*p^2+232*a*b^4*p*r+544*a*b^ 4*p*x+1024*a*b^4*q*x+72*a*b^4*r^2-1016*a*b^4*r*x-27456*a*b^4*x^2+768*a*b^3*c^3+ 1088*a*b^3*c^2*g+2592*a*b^3*c^2*p+224*a*b^3*c^2*q+1424*a*b^3*c^2*r-8800*a*b^3*c ^2*x+352*a*b^3*c*g^2+2448*a*b^3*c*g*p+192*a*b^3*c*g*q+1912*a*b^3*c*g*r+7024*a*b ^3*c*g*x+2336*a*b^3*c*p^2+640*a*b^3*c*p*q+2744*a*b^3*c*p*r-23520*a*b^3*c*p*x+ 480*a*b^3*c*q*r+1632*a*b^3*c*q*x+408*a*b^3*c*r^2-29608*a*b^3*c*r*x-129888*a*b^3 *c*x^2+424*a*b^3*g^2*p+16*a*b^3*g^2*q+552*a*b^3*g^2*r+7552*a*b^3*g^2*x+1120*a*b ^3*g*p^2+272*a*b^3*g*p*q+1560*a*b^3*g*p*r-512*a*b^3*g*p*x+312*a*b^3*g*q*r+4592* a*b^3*g*q*x+440*a*b^3*g*r^2-9360*a*b^3*g*r*x-108096*a*b^3*g*x^2+608*a*b^3*p^3+ 352*a*b^3*p^2*q+1176*a*b^3*p^2*r-10264*a*b^3*p^2*x+488*a*b^3*p*q*r-2496*a*b^3*p *q*x+528*a*b^3*p*r^2-24840*a*b^3*p*r*x-61272*a*b^3*p*x^2+984*a*b^3*q^2*x+136*a* b^3*q*r^2-5168*a*b^3*q*r*x-56760*a*b^3*q*x^2-40*a*b^3*r^3-11972*a*b^3*r^2*x-\ 32484*a*b^3*r*x^2+100160*a*b^3*x^3+1536*a*b^2*c^4+3232*a*b^2*c^3*g+6432*a*b^2*c ^3*p+960*a*b^2*c^3*q+2560*a*b^2*c^3*r-42528*a*b^2*c^3*x+2080*a*b^2*c^2*g^2+ 10368*a*b^2*c^2*g*p+1440*a*b^2*c^2*g*q+5752*a*b^2*c^2*g*r-31696*a*b^2*c^2*g*x+ 8000*a*b^2*c^2*p^2+3520*a*b^2*c^2*p*q+7232*a*b^2*c^2*p*r-118848*a*b^2*c^2*p*x+ 128*a*b^2*c^2*q^2+1968*a*b^2*c^2*q*r-20896*a*b^2*c^2*q*x-768*a*b^2*c^2*r^2-\ 123504*a*b^2*c^2*r*x-168528*a*b^2*c^2*x^2+424*a*b^2*c*g^3+4632*a*b^2*c*g^2*p+ 544*a*b^2*c*g^2*q+3604*a*b^2*c*g^2*r+10112*a*b^2*c*g^2*x+8872*a*b^2*c*g*p^2+ 3648*a*b^2*c*g*p*q+9688*a*b^2*c*g*p*r-80568*a*b^2*c*g*p*x+120*a*b^2*c*g*q^2+ 2772*a*b^2*c*g*q*r-1680*a*b^2*c*g*q*x+816*a*b^2*c*g*r^2-108644*a*b^2*c*g*r*x-\ 363792*a*b^2*c*g*x^2+3824*a*b^2*c*p^3+3264*a*b^2*c*p^2*q+5436*a*b^2*c*p^2*r-\ 88368*a*b^2*c*p^2*x+400*a*b^2*c*p*q^2+3608*a*b^2*c*p*q*r-55392*a*b^2*c*p*q*x-\ 600*a*b^2*c*p*r^2-184388*a*b^2*c*p*r*x-112032*a*b^2*c*p*x^2+300*a*b^2*c*q^2*r+ 344*a*b^2*c*q*r^2-59808*a*b^2*c*q*r*x-163944*a*b^2*c*q*x^2-2212*a*b^2*c*r^3-\ 85772*a*b^2*c*r^2*x+35056*a*b^2*c*r*x^2+379056*a*b^2*c*x^3+528*a*b^2*g^3*p+32*a *b^2*g^3*q+684*a*b^2*g^3*r+7664*a*b^2*g^3*x+2080*a*b^2*g^2*p^2+752*a*b^2*g^2*p* q+2806*a*b^2*g^2*p*r-2828*a*b^2*g^2*p*x+16*a*b^2*g^2*q^2+832*a*b^2*g^2*q*r+6712 *a*b^2*g^2*q*x+726*a*b^2*g^2*r^2-17410*a*b^2*g^2*r*x-149028*a*b^2*g^2*x^2+2204* a*b^2*g*p^3+1768*a*b^2*g*p^2*q+3818*a*b^2*g*p^2*r-34444*a*b^2*g*p^2*x+188*a*b^2 *g*p*q^2+2206*a*b^2*g*p*q*r-15208*a*b^2*g*p*q*x+1024*a*b^2*g*p*r^2-85336*a*b^2* g*p*r*x-164700*a*b^2*g*p*x^2+204*a*b^2*g*q^2*r+2460*a*b^2*g*q^2*x+438*a*b^2*g*q *r^2-24762*a*b^2*g*q*r*x-153648*a*b^2*g*q*x^2-590*a*b^2*g*r^3-43062*a*b^2*g*r^2 *x-81634*a*b^2*g*r*x^2+248520*a*b^2*g*x^3+616*a*b^2*p^4+848*a*b^2*p^3*q+1106*a* b^2*p^3*r-19504*a*b^2*p^3*x+232*a*b^2*p^2*q^2+1420*a*b^2*p^2*q*r-24064*a*b^2*p^ 2*q*x-378*a*b^2*p^2*r^2-60898*a*b^2*p^2*r*x-11940*a*b^2*p^2*x^2+314*a*b^2*p*q^2 *r-4136*a*b^2*p*q^2*x+296*a*b^2*p*q*r^2-50316*a*b^2*p*q*r*x-52932*a*b^2*p*q*x^2 -1610*a*b^2*p*r^3-60442*a*b^2*p*r^2*x+58110*a*b^2*p*r*x^2+168024*a*b^2*p*x^3+ 424*a*b^2*q^3*x+82*a*b^2*q^2*r^2-5666*a*b^2*q^2*r*x-40992*a*b^2*q^2*x^2-276*a*b ^2*q*r^3-21554*a*b^2*q*r^2*x-1770*a*b^2*q*r*x^2+168024*a*b^2*q*x^3-742*a*b^2*r^ 4-19048*a*b^2*r^3*x+46402*a*b^2*r^2*x^2+136692*a*b^2*r*x^3+1280*a*b*c^5+3584*a* b*c^4*g+6368*a*b*c^4*p+1248*a*b*c^4*q+1808*a*b*c^4*r-53184*a*b*c^4*x+3456*a*b*c ^3*g^2+14864*a*b*c^3*g*p+2704*a*b*c^3*g*q+6144*a*b*c^3*g*r-83424*a*b*c^3*g*x+ 9920*a*b*c^3*p^2+5504*a*b*c^3*p*q+6856*a*b*c^3*p*r-175680*a*b*c^3*p*x+352*a*b*c ^3*q^2+2248*a*b*c^3*q*r-49536*a*b*c^3*q*x-3064*a*b*c^3*r^2-167928*a*b*c^3*r*x-\ 33312*a*b*c^3*x^2+1408*a*b*c^2*g^3+11160*a*b*c^2*g^2*p+1848*a*b*c^2*g^2*q+6156* a*b*c^2*g^2*r-29424*a*b*c^2*g^2*x+18208*a*b*c^2*g*p^2+9504*a*b*c^2*g*p*q+16372* a*b*c^2*g*p*r-234912*a*b*c^2*g*p*x+544*a*b*c^2*g*q^2+5268*a*b*c^2*g*q*r-49920*a *b*c^2*g*q*x-1836*a*b*c^2*g*r^2-252856*a*b*c^2*g*r*x-318528*a*b*c^2*g*x^2+6648* a*b*c^2*p^3+6824*a*b*c^2*p^2*q+6952*a*b*c^2*p^2*r-181456*a*b*c^2*p^2*x+1352*a*b *c^2*p*q^2+5760*a*b*c^2*p*q*r-145152*a*b*c^2*p*q*x-6040*a*b*c^2*p*r^2-348120*a* b*c^2*p*r*x+70416*a*b*c^2*p*x^2+24*a*b*c^2*q^3+760*a*b*c^2*q^2*r-12304*a*b*c^2* q^2*x-1064*a*b*c^2*q*r^2-139496*a*b*c^2*q*r*x-85008*a*b*c^2*q*x^2-6344*a*b*c^2* r^3-149464*a*b*c^2*r^2*x+313512*a*b*c^2*r*x^2+442560*a*b*c^2*x^3+208*a*b*c*g^4+ 3196*a*b*c*g^3*p+444*a*b*c*g^3*q+2452*a*b*c*g^3*r+6552*a*b*c*g^3*x+9520*a*b*c*g ^2*p^2+4608*a*b*c*g^2*p*q+10360*a*b*c*g^2*p*r-77812*a*b*c*g^2*p*x+224*a*b*c*g^2 *q^2+3388*a*b*c*g^2*q*r-4228*a*b*c*g^2*q*x+840*a*b*c*g^2*r^2-106862*a*b*c*g^2*r *x-323544*a*b*c*g^2*x^2+8584*a*b*c*g*p^3+8420*a*b*c*g*p^2*q+12042*a*b*c*g*p^2*r -175304*a*b*c*g*p^2*x+1516*a*b*c*g*p*q^2+8688*a*b*c*g*p*q*r-124240*a*b*c*g*p*q* x-1668*a*b*c*g*p*r^2-370264*a*b*c*g*p*r*x-211560*a*b*c*g*p*x^2+24*a*b*c*g*q^3+ 1120*a*b*c*g*q^2*r-4136*a*b*c*g*q^2*x+268*a*b*c*g*q*r^2-135560*a*b*c*g*q*r*x-\ 292776*a*b*c*g*q*x^2-5126*a*b*c*g*r^3-171548*a*b*c*g*r^2*x+62016*a*b*c*g*r*x^2+ 624768*a*b*c*g*x^3+1976*a*b*c*p^4+3136*a*b*c*p^3*q+2348*a*b*c*p^3*r-74824*a*b*c *p^3*x+1240*a*b*c*p^2*q^2+3706*a*b*c*p^2*q*r-108328*a*b*c*p^2*q*x-4812*a*b*c*p^ 2*r^2-213060*a*b*c*p^2*r*x+93432*a*b*c*p^2*x^2+80*a*b*c*p*q^3+1278*a*b*c*p*q^2* r-33784*a*b*c*p*q^2*x-1996*a*b*c*p*q*r^2-206708*a*b*c*p*q*r*x+35376*a*b*c*p*q*x ^2-8764*a*b*c*p*r^3-187592*a*b*c*p*r^2*x+453694*a*b*c*p*r*x^2+380704*a*b*c*p*x^ 3+60*a*b*c*q^3*r-280*a*b*c*q^3*x+38*a*b*c*q^2*r^2-33836*a*b*c*q^2*r*x-58056*a*b *c*q^2*x^2-2566*a*b*c*q*r^3-86728*a*b*c*q*r^2*x+206522*a*b*c*q*r*x^2+380704*a*b *c*q*x^3-3580*a*b*c*r^4-49356*a*b*c*r^3*x+321696*a*b*c*r^2*x^2+249448*a*b*c*r*x ^3+268*a*b*g^4*p+20*a*b*g^4*q+342*a*b*g^4*r+3528*a*b*g^4*x+1448*a*b*g^3*p^2+616 *a*b*g^3*p*q+1944*a*b*g^3*p*r-2138*a*b*g^3*p*x+20*a*b*g^3*q^2+658*a*b*g^3*q*r+ 4174*a*b*g^3*q*x+496*a*b*g^3*r^2-11208*a*b*g^3*r*x-86304*a*b*g^3*x^2+2348*a*b*g ^2*p^3+2178*a*b*g^2*p^2*q+4037*a*b*g^2*p^2*r-33724*a*b*g^2*p^2*x+342*a*b*g^2*p* q^2+2596*a*b*g^2*p*q*r-18200*a*b*g^2*p*q*x+1030*a*b*g^2*p*r^2-83510*a*b*g^2*p*r *x-143592*a*b*g^2*p*x^2+4*a*b*g^2*q^3+344*a*b*g^2*q^2*r+1916*a*b*g^2*q^2*x+418* a*b*g^2*q*r^2-26974*a*b*g^2*q*r*x-134400*a*b*g^2*q*x^2-659*a*b*g^2*r^3-42092*a* b*g^2*r^2*x-70794*a*b*g^2*r*x^2+200912*a*b*g^2*x^3+1364*a*b*g*p^4+2096*a*b*g*p^ 3*q+2426*a*b*g*p^3*r-38680*a*b*g*p^3*x+772*a*b*g*p^2*q^2+3215*a*b*g*p^2*q*r-\ 52192*a*b*g*p^2*q*x-906*a*b*g*p^2*r^2-120882*a*b*g*p^2*r*x-23676*a*b*g*p^2*x^2+ 40*a*b*g*p*q^3+917*a*b*g*p*q^2*r-12856*a*b*g*p*q^2*x+142*a*b*g*p*q*r^2-109218*a *b*g*p*q*r*x-92904*a*b*g*p*q*x^2-3634*a*b*g*p*r^3-118644*a*b*g*p*r^2*x+104029*a *b*g*p*r*x^2+278976*a*b*g*p*x^3+42*a*b*g*q^3*r+656*a*b*g*q^3*x+145*a*b*g*q^2*r^ 2-15482*a*b*g*q^2*r*x-69228*a*b*g*q^2*x^2-977*a*b*g*q*r^3-47684*a*b*g*q*r^2*x+ 6947*a*b*g*q*r*x^2+278976*a*b*g*q*x^3-1666*a*b*g*r^4-36442*a*b*g*r^3*x+91632*a* b*g*r^2*x^2+229204*a*b*g*r*x^3+208*a*b*p^5+464*a*b*p^4*q+188*a*b*p^4*r-10684*a* b*p^4*x+304*a*b*p^3*q^2+544*a*b*p^3*q*r-23336*a*b*p^3*q*x-1328*a*b*p^3*r^2-\ 39616*a*b*p^3*r*x+24948*a*b*p^3*x^2+48*a*b*p^2*q^3+420*a*b*p^2*q^2*r-14552*a*b* p^2*q^2*x-1152*a*b*p^2*q*r^2-65488*a*b*p^2*q*r*x+37956*a*b*p^2*q*x^2-3032*a*b*p ^2*r^3-50828*a*b*p^2*r^2*x+144840*a*b*p^2*r*x^2+79712*a*b*p^2*x^3+64*a*b*p*q^3* r-1832*a*b*p*q^3*x-72*a*b*p*q^2*r^2-28032*a*b*p*q^2*r*x+1068*a*b*p*q^2*x^2-2080 *a*b*p*q*r^3-57088*a*b*p*q*r^2*x+173352*a*b*p*q*r*x^2+159424*a*b*p*q*x^3-2368*a *b*p*r^4-25544*a*b*p*r^3*x+206816*a*b*p*r^2*x^2+96812*a*b*p*r*x^3+68*a*b*q^4*x+ 16*a*b*q^3*r^2-2160*a*b*q^3*r*x-11940*a*b*q^3*x^2-188*a*b*q^2*r^3-11296*a*b*q^2 *r^2*x+28512*a*b*q^2*r*x^2+79712*a*b*q^2*x^3-848*a*b*q*r^4-14936*a*b*q*r^3*x+ 116152*a*b*q*r^2*x^2+96812*a*b*q*r*x^3-644*a*b*r^5-3648*a*b*r^4*x+94434*a*b*r^3 *x^2+37388*a*b*r^2*x^3+384*a*c^6+1344*a*c^5*g+2208*a*c^5*p+512*a*c^5*q+432*a*c^ 5*r-20960*a*c^5*x+1728*a*c^4*g^2+6864*a*c^4*g*p+1456*a*c^4*g*q+2176*a*c^4*g*r-\ 48000*a*c^4*g*x+4096*a*c^4*p^2+2624*a*c^4*p*q+2136*a*c^4*p*r-81088*a*c^4*p*x+ 224*a*c^4*q^2+760*a*c^4*q*r-28096*a*c^4*q*x-1960*a*c^4*r^2-73224*a*c^4*r*x+ 33120*a*c^4*x^2+1056*a*c^3*g^3+7368*a*c^3*g^2*p+1448*a*c^3*g^2*q+3096*a*c^3*g^2 *r-35728*a*c^3*g^2*x+10912*a*c^3*g*p^2+6528*a*c^3*g*p*q+8568*a*c^3*g*p*r-163880 *a*c^3*g*p*x+488*a*c^3*g*q^2+2732*a*c^3*g*q*r-48328*a*c^3*g*q*x-2344*a*c^3*g*r^ 2-158936*a*c^3*g*r*x-48192*a*c^3*g*x^2+3464*a*c^3*p^3+3984*a*c^3*p^2*q+2564*a*c ^3*p^2*r-106376*a*c^3*p^2*x+1000*a*c^3*p*q^2+2492*a*c^3*p*q*r-96400*a*c^3*p*q*x -5264*a*c^3*p*r^2-192092*a*c^3*p*r*x+134736*a*c^3*p*x^2+32*a*c^3*q^3+404*a*c^3* q^2*r-12600*a*c^3*q^2*x-1492*a*c^3*q*r^2-87060*a*c^3*q*r*x+32592*a*c^3*q*x^2-\ 4364*a*c^3*r^3-76308*a*c^3*r^2*x+258700*a*c^3*r*x^2+158368*a*c^3*x^3+312*a*c^2* g^4+3516*a*c^2*g^3*p+628*a*c^2*g^3*q+1920*a*c^2*g^3*r-7792*a*c^2*g^3*x+9200*a*c ^2*g^2*p^2+5184*a*c^2*g^2*p*q+8822*a*c^2*g^2*p*r-104792*a*c^2*g^2*p*x+344*a*c^2 *g^2*q^2+2806*a*c^2*g^2*q*r-23472*a*c^2*g^2*q*x-378*a*c^2*g^2*r^2-113274*a*c^2* g^2*r*x-144360*a*c^2*g^2*x^2+7468*a*c^2*g*p^3+8204*a*c^2*g*p^2*q+9092*a*c^2*g*p ^2*r-173108*a*c^2*g*p^2*x+1872*a*c^2*g*p*q^2+7350*a*c^2*g*p*q*r-144792*a*c^2*g* p*q*x-4220*a*c^2*g*p*r^2-336318*a*c^2*g*p*r*x+33744*a*c^2*g*p*x^2+48*a*c^2*g*q^ 3+1016*a*c^2*g*q^2*r-13876*a*c^2*g*q^2*x-854*a*c^2*g*q*r^2-139346*a*c^2*g*q*r*x -89184*a*c^2*g*q*x^2-5844*a*c^2*g*r^3-146206*a*c^2*g*r^2*x+245996*a*c^2*g*r*x^2 +369504*a*c^2*g*x^3+1440*a*c^2*p^4+2488*a*c^2*p^3*q+954*a*c^2*p^3*r-62760*a*c^2 *p^3*x+1168*a*c^2*p^2*q^2+1904*a*c^2*p^2*q*r-99144*a*c^2*p^2*q*x-5778*a*c^2*p^2 *r^2-166948*a*c^2*p^2*r*x+145896*a*c^2*p^2*x^2+120*a*c^2*p*q^3+856*a*c^2*p*q^2* r-38392*a*c^2*p*q^2*x-3656*a*c^2*p*q*r^2-177620*a*c^2*p*q*r*x+149328*a*c^2*p*q* x^2-8658*a*c^2*p*r^3-132048*a*c^2*p*r^2*x+489318*a*c^2*p*r*x^2+196480*a*c^2*p*x ^3+66*a*c^2*q^3*r-2008*a*c^2*q^3*x-312*a*c^2*q^2*r^2-35056*a*c^2*q^2*r*x+3432*a *c^2*q^2*x^2-3072*a*c^2*q*r^3-70248*a*c^2*q*r^2*x+281638*a*c^2*q*r*x^2+196480*a *c^2*q*x^3-3366*a*c^2*r^4-27860*a*c^2*r^3*x+324100*a*c^2*r^2*x^2+74888*a*c^2*r* x^3+36*a*c*g^5+732*a*c*g^4*p+110*a*c*g^4*q+551*a*c*g^4*r+1554*a*c*g^4*x+3064*a* c*g^3*p^2+1600*a*c*g^3*p*q+3464*a*c*g^3*p*r-22426*a*c*g^3*p*x+90*a*c*g^3*q^2+ 1137*a*c*g^3*q*r-1274*a*c*g^3*q*x+400*a*c*g^3*r^2-30684*a*c*g^3*r*x-91656*a*c*g ^3*x^2+4404*a*c*g^2*p^3+4642*a*c*g^2*p^2*q+6693*a*c*g^2*p^2*r-80024*a*c*g^2*p^2 *x+966*a*c*g^2*p*q^2+4892*a*c*g^2*p*q*r-60048*a*c*g^2*p*q*x+174*a*c*g^2*p*r^2-\ 169354*a*c*g^2*p*r*x-97836*a*c*g^2*p*x^2+20*a*c*g^2*q^3+673*a*c*g^2*q^2*r-2700* a*c*g^2*q^2*x+250*a*c*g^2*q*r^2-64244*a*c*g^2*q*r*x-128580*a*c*g^2*q*x^2-2115*a *c*g^2*r^3-78408*a*c*g^2*r^2*x+16911*a*c*g^2*r*x^2+250664*a*c*g^2*x^3+2276*a*c* g*p^4+3832*a*c*g*p^3*q+3358*a*c*g*p^3*r-72712*a*c*g*p^3*x+1708*a*c*g*p^2*q^2+ 5007*a*c*g*p^2*q*r-109408*a*c*g*p^2*q*x-3582*a*c*g*p^2*r^2-209976*a*c*g*p^2*r*x +67752*a*c*g*p^2*x^2+152*a*c*g*p*q^3+1749*a*c*g*p*q^2*r-37380*a*c*g*p*q^2*x-\ 1482*a*c*g*p*q*r^2-210098*a*c*g*p*q*r*x+15144*a*c*g*p*q*x^2-8134*a*c*g*p*r^3-\ 188906*a*c*g*p*r^2*x+369811*a*c*g*p*r*x^2+323032*a*c*g*p*x^3+106*a*c*g*q^3*r-\ 684*a*c*g*q^3*x+41*a*c*g*q^2*r^2-36204*a*c*g*q^2*r*x-52608*a*c*g*q^2*x^2-2657*a *c*g*q*r^3-89120*a*c*g*q*r^2*x+170003*a*c*g*q*r*x^2+323032*a*c*g*q*x^3-3470*a*c *g*r^4-51642*a*c*g*r^3*x+266666*a*c*g*r^2*x^2+217008*a*c*g*r*x^3+272*a*c*p^5+ 640*a*c*p^4*q-20*a*c*p^4*r-16972*a*c*p^4*x+464*a*c*p^3*q^2+220*a*c*p^3*q*r-\ 39520*a*c*p^3*q*x-2800*a*c*p^3*r^2-58108*a*c*p^3*r*x+61404*a*c*p^3*x^2+96*a*c*p ^2*q^3+320*a*c*p^2*q^2*r-28180*a*c*p^2*q^2*x-3180*a*c*p^2*q*r^2-102980*a*c*p^2* q*r*x+118356*a*c*p^2*q*x^2-5560*a*c*p^2*r^3-64554*a*c*p^2*r^2*x+283496*a*c*p^2* r*x^2+77704*a*c*p^2*x^3+80*a*c*p*q^3*r-5688*a*c*p*q^3*x-752*a*c*p*q^2*r^2-50280 *a*c*p*q^2*r*x+52500*a*c*p*q^2*x^2-4460*a*c*p*q*r^3-80424*a*c*p*q*r^2*x+380104* a*c*p*q*r*x^2+155408*a*c*p*q*x^3-4160*a*c*p*r^4-22672*a*c*p*r^3*x+372124*a*c*p* r^2*x^2+40812*a*c*p*r*x^3-56*a*c*q^4*x-16*a*c*q^3*r^2-5408*a*c*q^3*r*x-4452*a*c *q^3*x^2-608*a*c*q^2*r^3-19738*a*c*q^2*r^2*x+96608*a*c*q^2*r*x^2+77704*a*c*q^2* x^3-1700*a*c*q*r^4-16964*a*c*q*r^3*x+244636*a*c*q*r^2*x^2+40812*a*c*q*r*x^3-\ 1108*a*c*r^5+746*a*c*r^4*x+157706*a*c*r^3*x^2-28644*a*c*r^2*x^3+48*a*g^5*p+4*a* g^5*q+60*a*g^5*r+604*a*g^5*x+340*a*g^4*p^2+156*a*g^4*p*q+464*a*g^4*p*r-432*a*g^ 4*p*x+6*a*g^4*q^2+161*a*g^4*q*r+946*a*g^4*q*x+124*a*g^4*r^2-2314*a*g^4*r*x-\ 17832*a*g^4*x^2+768*a*g^3*p^3+768*a*g^3*p^2*q+1394*a*g^3*p^2*r-10032*a*g^3*p^2* x+140*a*g^3*p*q^2+920*a*g^3*p*q*r-5876*a*g^3*p*q*x+484*a*g^3*p*r^2-24609*a*g^3* p*r*x-40512*a*g^3*p*x^2+2*a*g^3*q^3+133*a*g^3*q^2*r+544*a*g^3*q^2*x+152*a*g^3*q *r^2-8168*a*g^3*q*r*x-37920*a*g^3*q*x^2-142*a*g^3*r^3-12191*a*g^3*r^2*x-20706*a *g^3*r*x^2+52752*a*g^3*x^3+708*a*g^2*p^4+1160*a*g^2*p^3*q+1378*a*g^2*p^3*r-\ 17932*a*g^2*p^3*x+488*a*g^2*p^2*q^2+1846*a*g^2*p^2*q*r-25444*a*g^2*p^2*q*x-114* a*g^2*p^2*r^2-56207*a*g^2*p^2*r*x-11964*a*g^2*p^2*x^2+36*a*g^2*p*q^3+564*a*g^2* p*q^2*r-7250*a*g^2*p*q^2*x+212*a*g^2*p*q*r^2-52886*a*g^2*p*q*r*x-41232*a*g^2*p* q*x^2-1530*a*g^2*p*r^3-55681*a*g^2*p*r^2*x+39874*a*g^2*p*r*x^2+112732*a*g^2*p*x ^3+33*a*g^2*q^3*r+262*a*g^2*q^3*x+76*a*g^2*q^2*r^2-7906*a*g^2*q^2*r*x-29268*a*g ^2*q^2*x^2-474*a*g^2*q*r^3-23232*a*g^2*q*r^2*x+1658*a*g^2*q*r*x^2+112732*a*g^2* q*x^3-746*a*g^2*r^4-17406*a*g^2*r^3*x+36729*a*g^2*r^2*x^2+93278*a*g^2*r*x^3+248 *a*g*p^5+580*a*g*p^4*q+352*a*g*p^4*r-10564*a*g*p^4*x+416*a*g*p^3*q^2+842*a*g*p^ 3*q*r-23804*a*g*p^3*q*x-1072*a*g*p^3*r^2-39856*a*g*p^3*r*x+19416*a*g*p^3*x^2+84 *a*g*p^2*q^3+592*a*g*p^2*q^2*r-15830*a*g*p^2*q^2*x-954*a*g*p^2*q*r^2-67538*a*g* p^2*q*r*x+28800*a*g*p^2*q*x^2-2848*a*g*p^2*r^3-52655*a*g*p^2*r^2*x+120262*a*g*p ^2*r*x^2+69140*a*g*p^2*x^3+102*a*g*p*q^3*r-2504*a*g*p*q^3*x-64*a*g*p*q^2*r^2-\ 30248*a*g*p*q^2*r*x-648*a*g*p*q^2*x^2-2114*a*g*p*q*r^3-59846*a*g*p*q*r^2*x+ 146000*a*g*p*q*r*x^2+138280*a*g*p*q*x^3-2312*a*g*p*r^4-27998*a*g*p*r^3*x+174764 *a*g*p*r^2*x^2+87546*a*g*p*r*x^3+86*a*g*q^4*x+18*a*g*q^3*r^2-2566*a*g*q^3*r*x-\ 10032*a*g*q^3*x^2-240*a*g*q^2*r^3-12425*a*g*q^2*r^2*x+25738*a*g*q^2*r*x^2+69140 *a*g*q^2*x^3-898*a*g*q*r^4-16112*a*g*q*r^3*x+101094*a*g*q*r^2*x^2+87546*a*g*q*r *x^3-640*a*g*r^5-4635*a*g*r^4*x+80360*a*g*r^3*x^2+33684*a*g*r^2*x^3+16*a*p^6+48 *a*p^5*q-48*a*p^5*r-1680*a*p^5*x+48*a*p^4*q^2-94*a*p^4*q*r-5268*a*p^4*q*x-480*a *p^4*r^2-6752*a*p^4*r*x+9000*a*p^4*x^2+16*a*p^3*q^3-44*a*p^3*q^2*r-5724*a*p^3*q ^2*x-856*a*p^3*q*r^2-17276*a*p^3*q*r*x+25920*a*p^3*q*x^2-1120*a*p^3*r^3-8574*a* p^3*r^2*x+51756*a*p^3*r*x^2+9528*a*p^3*x^3+2*a*p^2*q^3*r-2364*a*p^2*q^3*x-420*a *p^2*q^2*r^2-14542*a*p^2*q^2*r*x+23760*a*p^2*q^2*x^2-1524*a*p^2*q*r^3-18118*a*p ^2*q*r^2*x+113744*a*p^2*q*r*x^2+28584*a*p^2*q*x^3-1200*a*p^2*r^4-2010*a*p^2*r^3 *x+99752*a*p^2*r^2*x^2+1684*a*p^2*r*x^3-228*a*p*q^4*x-44*a*p*q^3*r^2-4264*a*p*q ^3*r*x+5760*a*p*q^3*x^2-516*a*p*q^2*r^3-11200*a*p*q^2*r^2*x+72220*a*p*q^2*r*x^2 +28584*a*p*q^2*x^3-1096*a*p*q*r^4-5480*a*p*q*r^3*x+145022*a*p*q*r^2*x^2+3368*a* p*q*r*x^3-624*a*p*r^5+3094*a*p*r^4*x+82294*a*p*r^3*x^2-24174*a*p*r^2*x^3-246*a* q^4*r*x-1080*a*q^4*x^2-30*a*q^3*r^3-1656*a*q^3*r^2*x+10232*a*q^3*r*x^2+9528*a*q ^3*x^3-188*a*q^2*r^4-2382*a*q^2*r^3*x+45270*a*q^2*r^2*x^2+1684*a*q^2*r*x^3-286* a*q*r^5+630*a*q*r^4*x+60576*a*q*r^3*x^2-24174*a*q*r^2*x^3-128*a*r^6+1602*a*r^5* x+25298*a*r^4*x^2-22398*a*r^3*x^3+288*b^5*c*x+256*b^5*g*x+224*b^5*p*x+64*b^5*r* x-3840*b^5*x^2+64*b^4*c^3+96*b^4*c^2*g+224*b^4*c^2*p+144*b^4*c^2*r-768*b^4*c^2* x+32*b^4*c*g^2+208*b^4*c*g*p+192*b^4*c*g*r+1168*b^4*c*g*x+224*b^4*c*p^2+280*b^4 *c*p*r-2592*b^4*c*p*x+768*b^4*c*q*x+56*b^4*c*r^2-2856*b^4*c*r*x-25392*b^4*c*x^2 +32*b^4*g^2*p+48*b^4*g^2*r+1072*b^4*g^2*x+96*b^4*g*p^2+144*b^4*g*p*r+480*b^4*g* p*x+608*b^4*g*q*x+48*b^4*g*r^2-880*b^4*g*r*x-20904*b^4*g*x^2+64*b^4*p^3+128*b^4 *p^2*r-1184*b^4*p^2*x+512*b^4*p*q*x+64*b^4*p*r^2-2800*b^4*p*r*x-13440*b^4*p*x^2 -12312*b^4*q*x^2-1168*b^4*r^2*x-8112*b^4*r*x^2+25040*b^4*x^3+256*b^3*c^4+576*b^ 3*c^3*g+1088*b^3*c^3*p+96*b^3*c^3*q+480*b^3*c^3*r-8896*b^3*c^3*x+384*b^3*c^2*g^ 2+1776*b^3*c^2*g*p+144*b^3*c^2*g*q+1104*b^3*c^2*g*r-7152*b^3*c^2*g*x+1440*b^3*c ^2*p^2+384*b^3*c^2*p*q+1336*b^3*c^2*p*r-25440*b^3*c^2*p*x+264*b^3*c^2*q*r-1792* b^3*c^2*q*x-104*b^3*c^2*r^2-24504*b^3*c^2*r*x-46320*b^3*c^2*x^2+80*b^3*c*g^3+ 776*b^3*c*g^2*p+48*b^3*c*g^2*q+672*b^3*c*g^2*r+2040*b^3*c*g^2*x+1552*b^3*c*g*p^ 2+368*b^3*c*g*p*q+1656*b^3*c*g*p*r-16552*b^3*c*g*p*x+360*b^3*c*g*q*r+1520*b^3*c *g*q*x+104*b^3*c*g*r^2-22188*b^3*c*g*r*x-99408*b^3*c*g*x^2+736*b^3*c*p^3+416*b^ 3*c*p^2*q+1088*b^3*c*p^2*r-19240*b^3*c*p^2*x+536*b^3*c*p*q*r-7424*b^3*c*p*q*x-\ 32*b^3*c*p*r^2-39156*b^3*c*p*r*x-35928*b^3*c*p*x^2+824*b^3*c*q^2*x+120*b^3*c*q* r^2-8224*b^3*c*q*r*x-53232*b^3*c*q*x^2-384*b^3*c*r^3-18064*b^3*c*r^2*x+1444*b^3 *c*r*x^2+126352*b^3*c*x^3+80*b^3*g^3*p+120*b^3*g^3*r+1696*b^3*g^3*x+344*b^3*g^2 *p^2+64*b^3*g^2*p*q+452*b^3*g^2*p*r+12*b^3*g^2*p*x+96*b^3*g^2*q*r+1608*b^3*g^2* q*x+108*b^3*g^2*r^2-3544*b^3*g^2*r*x-40860*b^3*g^2*x^2+400*b^3*g*p^3+192*b^3*g* p^2*q+668*b^3*g*p^2*r-6936*b^3*g*p^2*x+288*b^3*g*p*q*r-752*b^3*g*p*q*x+136*b^3* g*p*r^2-17698*b^3*g*p*r*x-48624*b^3*g*p*x^2+592*b^3*g*q^2*x+96*b^3*g*q*r^2-3620 *b^3*g*q*r*x-44940*b^3*g*q*x^2-132*b^3*g*r^3-9030*b^3*g*r^2*x-25660*b^3*g*r*x^2 +82840*b^3*g*x^3+128*b^3*p^4+128*b^3*p^3*q+256*b^3*p^3*r-4352*b^3*p^3*x+256*b^3 *p^2*q*r-3864*b^3*p^2*q*x-13580*b^3*p^2*r*x-5472*b^3*p^2*x^2+488*b^3*p*q^2*x+ 128*b^3*p*q*r^2-8244*b^3*p*q*r*x-20628*b^3*p*q*x^2-256*b^3*p*r^3-13464*b^3*p*r^ 2*x+10856*b^3*p*r*x^2+56008*b^3*p*x^3-80*b^3*q^2*r*x-15156*b^3*q^2*x^2-3036*b^3 *q*r^2*x-9104*b^3*q*r*x^2+56008*b^3*q*x^3-128*b^3*r^4-4236*b^3*r^3*x+8248*b^3*r ^2*x^2+45564*b^3*r*x^3+384*b^2*c^5+1152*b^2*c^4*g+1920*b^2*c^4*p+288*b^2*c^4*q+ 576*b^2*c^4*r-19264*b^2*c^4*x+1152*b^2*c^3*g^2+4592*b^2*c^3*g*p+640*b^2*c^3*g*q +2048*b^2*c^3*g*r-32064*b^2*c^3*g*x+3120*b^2*c^3*p^2+1344*b^2*c^3*p*q+2160*b^2* c^3*p*r-63840*b^2*c^3*p*x+48*b^2*c^3*q^2+664*b^2*c^3*q*r-13440*b^2*c^3*q*x-960* b^2*c^3*r^2-58456*b^2*c^3*r*x-12960*b^2*c^3*x^2+480*b^2*c^2*g^3+3440*b^2*c^2*g^ 2*p+424*b^2*c^2*g^2*q+2048*b^2*c^2*g^2*r-12512*b^2*c^2*g^2*x+5696*b^2*c^2*g*p^2 +2272*b^2*c^2*g*p*q+4800*b^2*c^2*g*p*r-86016*b^2*c^2*g*p*x+72*b^2*c^2*g*q^2+ 1556*b^2*c^2*g*q*r-12496*b^2*c^2*g*q*x-896*b^2*c^2*g*r^2-90980*b^2*c^2*g*r*x-\ 132864*b^2*c^2*g*x^2+2200*b^2*c^2*p^3+1840*b^2*c^2*p^2*q+2388*b^2*c^2*p^2*r-\ 66656*b^2*c^2*p^2*x+216*b^2*c^2*p*q^2+1772*b^2*c^2*p*q*r-43472*b^2*c^2*p*q*x-\ 1824*b^2*c^2*p*r^2-125732*b^2*c^2*p*r*x+24720*b^2*c^2*p*x^2+156*b^2*c^2*q^2*r-\ 1120*b^2*c^2*q^2*x-68*b^2*c^2*q*r^2-41028*b^2*c^2*q*r*x-52992*b^2*c^2*q*x^2-\ 2012*b^2*c^2*r^3-53848*b^2*c^2*r^2*x+122976*b^2*c^2*r*x^2+221280*b^2*c^2*x^3+72 *b^2*c*g^4+956*b^2*c*g^3*p+88*b^2*c*g^3*q+800*b^2*c*g^3*r+1904*b^2*c*g^3*x+2916 *b^2*c*g^2*p^2+1040*b^2*c*g^2*p*q+2908*b^2*c*g^2*p*r-27916*b^2*c*g^2*p*x+24*b^2 *c*g^2*q^2+972*b^2*c*g^2*q*r+464*b^2*c*g^2*q*x-8*b^2*c*g^2*r^2-39260*b^2*c*g^2* r*x-137184*b^2*c*g^2*x^2+2760*b^2*c*g*p^3+2144*b^2*c*g*p^2*q+3622*b^2*c*g*p^2*r -63340*b^2*c*g*p^2*x+212*b^2*c*g*p*q^2+2374*b^2*c*g*p*q*r-34496*b^2*c*g*p*q*x-\ 1036*b^2*c*g*p*r^2-133536*b^2*c*g*p*r*x-97740*b^2*c*g*p*x^2+216*b^2*c*g*q^2*r+ 1244*b^2*c*g*q^2*x+230*b^2*c*g*q*r^2-40530*b^2*c*g*q*r*x-138348*b^2*c*g*q*x^2-\ 1898*b^2*c*g*r^3-61526*b^2*c*g*r^2*x+19312*b^2*c*g*r*x^2+312384*b^2*c*g*x^3+696 *b^2*c*p^4+944*b^2*c*p^3*q+940*b^2*c*p^3*r-27992*b^2*c*p^3*x+248*b^2*c*p^2*q^2+ 1336*b^2*c*p^2*q*r-34792*b^2*c*p^2*q*x-1356*b^2*c*p^2*r^2-79540*b^2*c*p^2*r*x+ 34848*b^2*c*p^2*x^2+326*b^2*c*p*q^2*r-6408*b^2*c*p*q^2*x-160*b^2*c*p*q*r^2-\ 66700*b^2*c*p*q*r*x-6048*b^2*c*p*q*x^2-2748*b^2*c*p*r^3-70330*b^2*c*p*r^2*x+ 181568*b^2*c*p*r*x^2+190352*b^2*c*p*x^3+392*b^2*c*q^3*x+78*b^2*c*q^2*r^2-7254*b ^2*c*q^2*r*x-40896*b^2*c*q^2*x^2-552*b^2*c*q*r^3-27654*b^2*c*q*r^2*x+57982*b^2* c*q*r*x^2+190352*b^2*c*q*x^3-1148*b^2*c*r^4-18782*b^2*c*r^3*x+128338*b^2*c*r^2* x^2+124724*b^2*c*r*x^3+72*b^2*g^4*p+108*b^2*g^4*r+1276*b^2*g^4*x+424*b^2*g^3*p^ 2+120*b^2*g^3*p*q+524*b^2*g^3*p*r-434*b^2*g^3*p*x+180*b^2*g^3*q*r+1676*b^2*g^3* q*x+100*b^2*g^3*r^2-4192*b^2*g^3*r*x-36996*b^2*g^3*x^2+730*b^2*g^2*p^3+516*b^2* g^2*p^2*q+1139*b^2*g^2*p^2*r-11608*b^2*g^2*p^2*x+40*b^2*g^2*p*q^2+666*b^2*g^2*p *q*r-3740*b^2*g^2*p*q*x+88*b^2*g^2*p*r^2-29789*b^2*g^2*p*r*x-64110*b^2*g^2*p*x^ 2+60*b^2*g^2*q^2*r+1064*b^2*g^2*q^2*x+150*b^2*g^2*q*r^2-8024*b^2*g^2*q*r*x-\ 59514*b^2*g^2*q*x^2-321*b^2*g^2*r^3-15329*b^2*g^2*r^2*x-31852*b^2*g^2*r*x^2+ 100456*b^2*g^2*x^3+456*b^2*g*p^4+576*b^2*g*p^3*q+793*b^2*g*p^3*r-14016*b^2*g*p^ 3*x+120*b^2*g*p^2*q^2+930*b^2*g*p^2*q*r-15512*b^2*g*p^2*q*x-357*b^2*g*p^2*r^2-\ 44023*b^2*g*p^2*r*x-13986*b^2*g*p^2*x^2+180*b^2*g*p*q^2*r-1232*b^2*g*p*q^2*x+ 132*b^2*g*p*q*r^2-33848*b^2*g*p*q*r*x-50748*b^2*g*p*q*x^2-1269*b^2*g*p*r^3-\ 42662*b^2*g*p*r^2*x+38003*b^2*g*p*r*x^2+139488*b^2*g*p*x^3+264*b^2*g*q^3*x+60*b ^2*g*q^2*r^2-3398*b^2*g*q^2*r*x-36762*b^2*g*q^2*x^2-222*b^2*g*q*r^3-14402*b^2*g *q*r^2*x-10538*b^2*g*q*r*x^2+139488*b^2*g*q*x^3-575*b^2*g*r^4-12655*b^2*g*r^3*x +34858*b^2*g*r^2*x^2+114602*b^2*g*r*x^3+80*b^2*p^5+160*b^2*p^4*q+108*b^2*p^4*r-\ 4108*b^2*p^4*x+80*b^2*p^3*q^2+268*b^2*p^3*q*r-8000*b^2*p^3*q*x-368*b^2*p^3*r^2-\ 15390*b^2*p^3*r*x+9624*b^2*p^3*x^2+160*b^2*p^2*q^2*r-3676*b^2*p^2*q^2*x-156*b^2 *p^2*q*r^2-22876*b^2*p^2*q*r*x+10428*b^2*p^2*q*x^2-952*b^2*p^2*r^3-20194*b^2*p^ 2*r^2*x+58990*b^2*p^2*r*x^2+39856*b^2*p^2*x^3+216*b^2*p*q^3*x+80*b^2*p*q^2*r^2-\ 7534*b^2*p*q^2*r*x-8016*b^2*p*q^2*x^2-476*b^2*p*q*r^3-20374*b^2*p*q*r^2*x+59816 *b^2*p*q*r*x^2+79712*b^2*p*q*x^3-768*b^2*p*r^4-10650*b^2*p*r^3*x+84310*b^2*p*r^ 2*x^2+48406*b^2*p*r*x^3-48*b^2*q^3*r*x-8820*b^2*q^3*x^2-2698*b^2*q^2*r^2*x+826* b^2*q^2*r*x^2+39856*b^2*q^2*x^3-212*b^2*q*r^4-5498*b^2*q*r^3*x+38978*b^2*q*r^2* x^2+48406*b^2*q*r*x^3-212*b^2*r^5-1738*b^2*r^4*x+38350*b^2*r^3*x^2+18694*b^2*r^ 2*x^3+256*b*c^6+960*b*c^5*g+1472*b*c^5*p+288*b*c^5*q+288*b*c^5*r-16352*b*c^5*x+ 1280*b*c^4*g^2+4720*b*c^4*g*p+848*b*c^4*g*q+1568*b*c^4*g*r-39360*b*c^4*g*x+2816 *b*c^4*p^2+1536*b*c^4*p*q+1432*b*c^4*p*r-63040*b*c^4*p*x+96*b*c^4*q^2+536*b*c^4 *q*r-18496*b*c^4*q*x-1384*b*c^4*r^2-55352*b*c^4*r*x+31008*b*c^4*x^2+800*b*c^3*g ^3+5096*b*c^3*g^2*p+840*b*c^3*g^2*q+2256*b*c^3*g^2*r-30832*b*c^3*g^2*x+7528*b*c ^3*g*p^2+3808*b*c^3*g*p*q+5332*b*c^3*g*p*r-129448*b*c^3*g*p*x+208*b*c^3*g*q^2+ 1920*b*c^3*g*q*r-31880*b*c^3*g*q*x-2196*b*c^3*g*r^2-124368*b*c^3*g*r*x-36000*b* c^3*g*x^2+2480*b*c^3*p^3+2504*b*c^3*p^2*q+1904*b*c^3*p^2*r-83256*b*c^3*p^2*x+ 480*b*c^3*p*q^2+1788*b*c^3*p*q*r-66640*b*c^3*p*q*x-3632*b*c^3*p*r^2-148356*b*c^ 3*p*r*x+116976*b*c^3*p*x^2+8*b*c^3*q^3+256*b*c^3*q^2*r-5960*b*c^3*q^2*x-716*b*c ^3*q*r^2-59372*b*c^3*q*r*x+14832*b*c^3*q*x^2-3056*b*c^3*r^3-58396*b*c^3*r^2*x+ 221900*b*c^3*r*x^2+158368*b*c^3*x^3+240*b*c^2*g^4+2404*b*c^2*g^3*p+348*b*c^2*g^ 3*q+1392*b*c^2*g^3*r-7648*b*c^2*g^3*x+6288*b*c^2*g^2*p^2+2944*b*c^2*g^2*p*q+ 5310*b*c^2*g^2*p*r-83136*b*c^2*g^2*p*x+136*b*c^2*g^2*q^2+1950*b*c^2*g^2*q*r-\ 14792*b*c^2*g^2*q*x-978*b*c^2*g^2*r^2-90678*b*c^2*g^2*r*x-122232*b*c^2*g^2*x^2+ 5240*b*c^2*g*p^3+4984*b*c^2*g*p^2*q+5768*b*c^2*g*p^2*r-135172*b*c^2*g*p^2*x+844 *b*c^2*g*p*q^2+4526*b*c^2*g*p*q*r-98136*b*c^2*g*p*q*x-4184*b*c^2*g*p*r^2-260966 *b*c^2*g*p*r*x+27456*b*c^2*g*p*x^2+12*b*c^2*g*q^3+608*b*c^2*g*q^2*r-5156*b*c^2* g*q^2*x-458*b*c^2*g*q*r^2-96386*b*c^2*g*q*r*x-95472*b*c^2*g*q*x^2-4712*b*c^2*g* r^3-110902*b*c^2*g*r^2*x+216028*b*c^2*g*r*x^2+369504*b*c^2*g*x^3+1088*b*c^2*p^4 +1704*b*c^2*p^3*q+886*b*c^2*p^3*r-49816*b*c^2*p^3*x+656*b*c^2*p^2*q^2+1648*b*c^ 2*p^2*q*r-71512*b*c^2*p^2*q*x-3870*b*c^2*p^2*r^2-132060*b*c^2*p^2*r*x+124728*b* c^2*p^2*x^2+40*b*c^2*p*q^3+632*b*c^2*p*q^2*r-21960*b*c^2*p*q^2*x-1816*b*c^2*p*q *r^2-128332*b*c^2*p*q*r*x+106992*b*c^2*p*q*x^2-6046*b*c^2*p*r^3-104480*b*c^2*p* r^2*x+420986*b*c^2*p*r*x^2+196480*b*c^2*p*x^3+30*b*c^2*q^3*r-264*b*c^2*q^3*x-24 *b*c^2*q^2*r^2-20656*b*c^2*q^2*r*x-17736*b*c^2*q^2*x^2-1760*b*c^2*q*r^3-50824*b *c^2*q*r^2*x+213306*b*c^2*q*r*x^2+196480*b*c^2*q*x^3-2378*b*c^2*r^4-22236*b*c^2 *r^3*x+278708*b*c^2*r^2*x^2+74888*b*c^2*r*x^3+28*b*c*g^5+482*b*c*g^4*p+52*b*c*g ^4*q+394*b*c*g^4*r+906*b*c*g^4*x+2050*b*c*g^3*p^2+856*b*c*g^3*p*q+2027*b*c*g^3* p*r-17570*b*c*g^3*p*x+28*b*c*g^3*q^2+778*b*c*g^3*q*r-130*b*c*g^3*q*x-23*b*c*g^3 *r^2-25078*b*c*g^3*r*x-79728*b*c*g^3*x^2+3028*b*c*g^2*p^3+2714*b*c*g^2*p^2*q+ 4028*b*c*g^2*p^2*r-61692*b*c*g^2*p^2*x+398*b*c*g^2*p*q^2+2828*b*c*g^2*p*q*r-\ 38688*b*c*g^2*p*q*x-1028*b*c*g^2*p*r^2-131380*b*c*g^2*p*r*x-88452*b*c*g^2*p*x^2 +4*b*c*g^2*q^3+384*b*c*g^2*q^2*r+328*b*c*g^2*q^2*x+114*b*c*g^2*q*r^2-44442*b*c* g^2*q*r*x-119196*b*c*g^2*q*x^2-2028*b*c*g^2*r^3-59906*b*c*g^2*r^2*x+16215*b*c*g ^2*r*x^2+250664*b*c*g^2*x^3+1644*b*c*g*p^4+2456*b*c*g*p^3*q+2286*b*c*g*p^3*r-\ 56820*b*c*g*p^3*x+852*b*c*g*p^2*q^2+3227*b*c*g*p^2*q*r-76380*b*c*g*p^2*q*x-3006 *b*c*g*p^2*r^2-163488*b*c*g*p^2*r*x+54024*b*c*g*p^2*x^2+40*b*c*g*p*q^3+977*b*c* g*p*q^2*r-19000*b*c*g*p*q^2*x-914*b*c*g*p*q*r^2-148402*b*c*g*p*q*r*x-12312*b*c* g*p*q*x^2-6294*b*c*g*p*r^3-143750*b*c*g*p*r^2*x+318487*b*c*g*p*r*x^2+323032*b*c *g*p*x^3+42*b*c*g*q^3*r+560*b*c*g*q^3*x+125*b*c*g*q^2*r^2-20996*b*c*g*q^2*r*x-\ 66336*b*c*g*q^2*x^2-1685*b*c*g*q*r^3-61508*b*c*g*q*r^2*x+118679*b*c*g*q*r*x^2+ 323032*b*c*g*q*x^3-2646*b*c*g*r^4-37082*b*c*g*r^3*x+231238*b*c*g*r^2*x^2+217008 *b*c*g*r*x^3+224*b*c*p^5+496*b*c*p^4*q+92*b*c*p^4*r-13784*b*c*p^4*x+320*b*c*p^3 *q^2+428*b*c*p^3*q*r-29832*b*c*p^3*q*x-1872*b*c*p^3*r^2-47504*b*c*p^3*r*x+52500 *b*c*p^3*x^2+48*b*c*p^2*q^3+400*b*c*p^2*q^2*r-18244*b*c*p^2*q^2*x-1692*b*c*p^2* q*r^2-78784*b*c*p^2*q*r*x+91644*b*c*p^2*q*x^2-3928*b*c*p^2*r^3-53760*b*c*p^2*r^ 2*x+245566*b*c*p^2*r*x^2+77704*b*c*p^2*x^3+64*b*c*p*q^3*r-2128*b*c*p*q^3*x-160* b*c*p*q^2*r^2-33700*b*c*p*q^2*r*x+25788*b*c*p*q^2*x^2-2684*b*c*p*q*r^3-63076*b* c*p*q*r^2*x+304244*b*c*p*q*r*x^2+155408*b*c*p*q*x^3-2992*b*c*p*r^4-20144*b*c*p* r^3*x+322364*b*c*p*r^2*x^2+40812*b*c*p*r*x^3+68*b*c*q^4*x+16*b*c*q^3*r^2-2420*b *c*q^3*r*x-13356*b*c*q^3*x^2-240*b*c*q^2*r^3-13184*b*c*q^2*r^2*x+58678*b*c*q^2* r*x^2+77704*b*c*q^2*x^3-1060*b*c*q*r^4-14124*b*c*q*r^3*x+194876*b*c*q*r^2*x^2+ 40812*b*c*q*r*x^3-804*b*c*r^5-104*b*c*r^4*x+136468*b*c*r^3*x^2-28644*b*c*r^2*x^ 3+28*b*g^5*p+42*b*g^5*r+460*b*g^5*x+218*b*g^4*p^2+72*b*g^4*p*q+263*b*g^4*p*r-\ 242*b*g^4*p*x+108*b*g^4*q*r+804*b*g^4*q*x+45*b*g^4*r^2-1956*b*g^4*r*x-15744*b*g ^4*x^2+514*b*g^3*p^3+424*b*g^3*p^2*q+810*b*g^3*p^2*r-7460*b*g^3*p^2*x+48*b*g^3* p*q^2+506*b*g^3*p*q*r-3140*b*g^3*p*q*x+78*b*g^3*p*r^2-18993*b*g^3*p*r*x-36468*b *g^3*p*x^2+72*b*g^3*q^2*r+708*b*g^3*q^2*x+82*b*g^3*q*r^2-5546*b*g^3*q*r*x-33876 *b*g^3*q*x^2-218*b*g^3*r^3-9527*b*g^3*r^2*x-18162*b*g^3*r*x^2+52752*b*g^3*x^3+ 496*b*g^2*p^4+708*b*g^2*p^3*q+877*b*g^2*p^3*r-13706*b*g^2*p^3*x+220*b*g^2*p^2*q ^2+1086*b*g^2*p^2*q*r-16898*b*g^2*p^2*q*x-345*b*g^2*p^2*r^2-43105*b*g^2*p^2*r*x -12600*b*g^2*p^2*x^2+8*b*g^2*p*q^3+284*b*g^2*p*q^2*r-2836*b*g^2*p*q^2*x+48*b*g^ 2*p*q*r^2-36344*b*g^2*p*q*r*x-42504*b*g^2*p*q*x^2-1337*b*g^2*p*r^3-41591*b*g^2* p*r^2*x+33415*b*g^2*p*r*x^2+112732*b*g^2*p*x^3+12*b*g^2*q^3*r+356*b*g^2*q^3*x+ 64*b*g^2*q^2*r^2-4466*b*g^2*q^2*r*x-29904*b*g^2*q^2*x^2-330*b*g^2*q*r^3-15622*b *g^2*q*r^2*x-4801*b*g^2*q*r*x^2+112732*b*g^2*q*x^3-611*b*g^2*r^4-12192*b*g^2*r^ 3*x+32739*b*g^2*r^2*x^2+93278*b*g^2*r*x^3+188*b*g*p^5+400*b*g*p^4*q+274*b*g*p^4 *r-8338*b*g*p^4*x+236*b*g*p^3*q^2+620*b*g*p^3*q*r-17168*b*g*p^3*q*x-784*b*g*p^3 *r^2-31482*b*g*p^3*r*x+15648*b*g*p^3*x^2+24*b*g*p^2*q^3+382*b*g*p^2*q^2*r-9278* b*g*p^2*q^2*x-540*b*g*p^2*q*r^2-49252*b*g*p^2*q*r*x+17496*b*g*p^2*q*x^2-2116*b* g*p^2*r^3-41096*b*g*p^2*r^2*x+103001*b*g*p^2*r*x^2+69140*b*g*p^2*x^3+36*b*g*p*q ^3*r-404*b*g*p*q^3*x+56*b*g*p*q^2*r^2-18798*b*g*p*q^2*r*x-11952*b*g*p*q^2*x^2-\ 1340*b*g*p*q*r^3-43156*b*g*p*q*r^2*x+111478*b*g*p*q*r*x^2+138280*b*g*p*q*x^3-\ 1724*b*g*p*r^4-21098*b*g*p*r^3*x+149778*b*g*p*r^2*x^2+87546*b*g*p*r*x^3+44*b*g* q^4*x+12*b*g*q^3*r^2-1028*b*g*q^3*r*x-13800*b*g*q^3*x^2-90*b*g*q^2*r^3-7294*b*g *q^2*r^2*x+8477*b*g*q^2*r*x^2+69140*b*g*q^2*x^3-580*b*g*q*r^4-11072*b*g*q*r^3*x +76108*b*g*q*r^2*x^2+87546*b*g*q*r*x^3-478*b*g*r^5-3146*b*g*r^4*x+67615*b*g*r^3 *x^2+33684*b*g*r^2*x^3+16*b*p^6+48*b*p^5*q-18*b*p^5*r-1416*b*p^5*x+48*b*p^4*q^2 -4*b*p^4*q*r-4212*b*p^4*q*x-330*b*p^4*r^2-5822*b*p^4*r*x+7752*b*p^4*x^2+16*b*p^ 3*q^3+46*b*p^3*q^2*r-4140*b*p^3*q^2*x-496*b*p^3*q*r^2-14248*b*p^3*q*r*x+20928*b *p^3*q*x^2-820*b*p^3*r^3-7870*b*p^3*r^2*x+45274*b*p^3*r*x^2+9528*b*p^3*x^3+32*b *p^2*q^3*r-1308*b*p^2*q^3*x-150*b*p^2*q^2*r^2-11038*b*p^2*q^2*r*x+16272*b*p^2*q ^2*x^2-984*b*p^2*q*r^3-16010*b*p^2*q*r^2*x+94298*b*p^2*q*r*x^2+28584*b*p^2*q*x^ 3-900*b*p^2*r^4-2838*b*p^2*r^3*x+87528*b*p^2*r^2*x^2+1684*b*p^2*r*x^3+36*b*p*q^ 4*x+16*b*p*q^3*r^2-2620*b*p*q^3*r*x+768*b*p*q^3*x^2-246*b*p*q^2*r^3-9096*b*p*q^ 2*r^2*x+52774*b*p*q^2*r*x^2+28584*b*p*q^2*x^3-736*b*p*q*r^4-6124*b*p*q*r^3*x+ 120574*b*p*q*r^2*x^2+3368*b*p*q*r*x^3-474*b*p*r^5+1726*b*p*r^4*x+72522*b*p*r^3* x^2-24174*b*p*r^2*x^3-8*b*q^4*r*x-2328*b*q^4*x^2-956*b*q^3*r^2*x+3750*b*q^3*r*x ^2+9528*b*q^3*x^3-98*b*q^2*r^4-2198*b*q^2*r^3*x+33046*b*q^2*r^2*x^2+1684*b*q^2* r*x^3-196*b*q*r^5-150*b*q*r^4*x+50804*b*q*r^3*x^2-24174*b*q*r^2*x^3-98*b*r^6+ 1100*b*r^5*x+22516*b*r^4*x^2-22398*b*r^3*x^3+64*c^7+288*c^6*g+416*c^6*p+96*c^6* q+48*c^6*r-4928*c^6*x+480*c^5*g^2+1696*c^5*g*p+352*c^5*g*q+432*c^5*g*r-15360*c^ 5*g*x+912*c^5*p^2+576*c^5*p*q+328*c^5*p*r-21824*c^5*p*x+48*c^5*q^2+136*c^5*q*r-\ 7616*c^5*q*x-584*c^5*r^2-18480*c^5*r*x+19200*c^5*x^2+400*c^4*g^3+2416*c^4*g^2*p +464*c^4*g^2*q+840*c^4*g^2*r-17376*c^4*g^2*x+3320*c^4*g*p^2+1920*c^4*g*p*q+2124 *c^4*g*p*r-60752*c^4*g*p*x+136*c^4*g*q^2+732*c^4*g*q*r-18512*c^4*g*q*x-1196*c^4 *g*r^2-54856*c^4*g*r*x+18432*c^4*g*x^2+952*c^4*p^3+1080*c^4*p^2*q+468*c^4*p^2*r -34752*c^4*p^2*x+264*c^4*p*q^2+552*c^4*p*q*r-31200*c^4*p*q*x-1920*c^4*p*r^2-\ 59216*c^4*p*r*x+70080*c^4*p*x^2+8*c^4*q^3+100*c^4*q^2*r-4032*c^4*q^2*x-528*c^4* q*r^2-26672*c^4*q*r*x+27072*c^4*q*x^2-1436*c^4*r^3-21664*c^4*r^2*x+108744*c^4*r *x^2+38336*c^4*x^3+180*c^3*g^4+1632*c^3*g^3*p+288*c^3*g^3*q+720*c^3*g^3*r-8672* c^3*g^3*x+3932*c^3*g^2*p^2+2128*c^3*g^2*p*q+3078*c^3*g^2*p*r-58664*c^3*g^2*p*x+ 132*c^3*g^2*q^2+1062*c^3*g^2*q*r-15176*c^3*g^2*q*x-854*c^3*g^2*r^2-57092*c^3*g^ 2*r*x-21504*c^3*g^2*x^2+3008*c^3*g*p^3+3200*c^3*g*p^2*q+2996*c^3*g*p^2*r-82104* c^3*g*p^2*x+688*c^3*g*p*q^2+2576*c^3*g*p*q*r-68128*c^3*g*p*q*x-3032*c^3*g*p*r^2 -150128*c^3*g*p*r*x+86016*c^3*g*p*x^2+16*c^3*g*q^3+364*c^3*g*q^2*r-6648*c^3*g*q ^2*x-624*c^3*g*q*r^2-61600*c^3*g*q*r*x+4224*c^3*g*q*x^2-3020*c^3*g*r^3-60652*c^ 3*g*r^2*x+179772*c^3*g*r*x^2+137504*c^3*g*x^3+520*c^3*p^4+888*c^3*p^3*q+158*c^3 *p^3*r-26704*c^3*p^3*x+408*c^3*p^2*q^2+506*c^3*p^2*q*r-41664*c^3*p^2*q*x-2646*c ^3*p^2*r^2-67076*c^3*p^2*r*x+88128*c^3*p^2*x^2+40*c^3*p*q^3+274*c^3*p*q^2*r-\ 15744*c^3*p*q^2*x-1652*c^3*p*q*r^2-71128*c^3*p*q*r*x+98304*c^3*p*q*x^2-3686*c^3 *p*r^3-48028*c^3*p*r^2*x+257264*c^3*p*r*x^2+59552*c^3*p*x^3+22*c^3*q^3*r-784*c^ 3*q^3*x-134*c^3*q^2*r^2-13796*c^3*q^2*r*x+10176*c^3*q^2*x^2-1270*c^3*q*r^3-\ 26532*c^3*q*r^2*x+151528*c^3*q*r*x^2+59552*c^3*q*x^3-1402*c^3*r^4-7656*c^3*r^3* x+162288*c^3*r^2*x^2-7984*c^3*r*x^3+42*c^2*g^5+554*c^2*g^4*p+86*c^2*g^4*q+315*c ^2*g^4*r-1524*c^2*g^4*x+2058*c^2*g^3*p^2+1032*c^2*g^3*p*q+1841*c^2*g^3*p*r-\ 24148*c^2*g^3*p*x+54*c^2*g^3*q^2+665*c^2*g^3*q*r-4516*c^2*g^3*q*x-217*c^2*g^3*r ^2-26454*c^2*g^3*r*x-35904*c^2*g^3*x^2+2790*c^2*g^2*p^3+2830*c^2*g^2*p^2*q+3477 *c^2*g^2*p^2*r-62552*c^2*g^2*p^2*x+546*c^2*g^2*p*q^2+2674*c^2*g^2*p*q*r-47736*c ^2*g^2*p*q*x-1416*c^2*g^2*p*r^2-122060*c^2*g^2*p*r*x+3312*c^2*g^2*p*x^2+10*c^2* g^2*q^3+373*c^2*g^2*q^2*r-2936*c^2*g^2*q^2*x-156*c^2*g^2*q*r^2-46388*c^2*g^2*q* r*x-44016*c^2*g^2*q*x^2-2103*c^2*g^2*r^3-52260*c^2*g^2*r^2*x+82638*c^2*g^2*r*x^ 2+149136*c^2*g^2*x^3+1372*c^2*g*p^4+2244*c^2*g*p^3*q+1645*c^2*g*p^3*r-50268*c^2 *g*p^3*x+948*c^2*g*p^2*q^2+2611*c^2*g*p^2*q*r-74380*c^2*g*p^2*q*x-3297*c^2*g*p^ 2*r^2-137118*c^2*g*p^2*r*x+97584*c^2*g*p^2*x^2+76*c^2*g*p*q^3+939*c^2*g*p*q^2*r -24556*c^2*g*p*q^2*x-1510*c^2*g*p*q*r^2-135812*c^2*g*p*q*r*x+80064*c^2*g*p*q*x^ 2-6041*c^2*g*p*r^3-113134*c^2*g*p*r^2*x+350124*c^2*g*p*r*x^2+175984*c^2*g*p*x^3 +53*c^2*g*q^3*r-444*c^2*g*q^3*x-9*c^2*g*q^2*r^2-22750*c^2*g*q^2*r*x-17520*c^2*g *q^2*x^2-1877*c^2*g*q*r^3-54666*c^2*g*q*r^2*x+178680*c^2*g*q*r*x^2+175984*c^2*g *q*x^3-2471*c^2*g*r^4-26284*c^2*g*r^3*x+234420*c^2*g*r^2*x^2+79216*c^2*g*r*x^3+ 144*c^2*p^5+336*c^2*p^4*q-92*c^2*p^4*r-10588*c^2*p^4*x+240*c^2*p^3*q^2-24376*c^ 2*p^3*q*x-1808*c^2*p^3*r^2-34136*c^2*p^3*r*x+51072*c^2*p^3*x^2+48*c^2*p^2*q^3+ 132*c^2*p^2*q^2*r-17016*c^2*p^2*q^2*x-2016*c^2*p^2*q*r^2-60456*c^2*p^2*q*r*x+ 100800*c^2*p^2*q*x^2-3432*c^2*p^2*r^3-33482*c^2*p^2*r^2*x+212874*c^2*p^2*r*x^2+ 31824*c^2*p^2*x^3+40*c^2*p*q^3*r-3256*c^2*p*q^3*x-456*c^2*p*q^2*r^2-29352*c^2*p *q^2*r*x+48384*c^2*p*q^2*x^2-2688*c^2*p*q*r^3-43548*c^2*p*q*r^2*x+286956*c^2*p* q*r*x^2+63648*c^2*p*q*x^3-2528*c^2*p*r^4-6908*c^2*p*r^3*x+263900*c^2*p*r^2*x^2-\ 30200*c^2*p*r*x^3-28*c^2*q^4*x-8*c^2*q^3*r^2-3032*c^2*q^3*r*x-1344*c^2*q^3*x^2-\ 348*c^2*q^2*r^3-11122*c^2*q^2*r^2*x+74082*c^2*q^2*r*x^2+31824*c^2*q^2*x^3-1008* c^2*q*r^4-7468*c^2*q*r^3*x+177484*c^2*q*r^2*x^2-30200*c^2*q*r*x^3-668*c^2*r^5+ 3026*c^2*r^4*x+105846*c^2*r^3*x^2-63792*c^2*r^2*x^3+4*c*g^6+86*c*g^5*p+10*c*g^5 *q+69*c*g^5*r+168*c*g^5*x+484*c*g^4*p^2+216*c*g^4*p*q+492*c*g^4*p*r-3706*c*g^4* p*x+8*c*g^4*q^2+192*c*g^4*q*r-10*c*g^4*q*x+8*c*g^4*r^2-5288*c*g^4*r*x-16560*c*g ^4*x^2+1010*c*g^3*p^3+970*c*g^3*p^2*q+1464*c*g^3*p^2*r-18350*c*g^3*p^2*x+162*c* g^3*p*q^2+1018*c*g^3*p*q*r-12240*c*g^3*p*q*x-102*c*g^3*p*r^2-39072*c*g^3*p*r*x-\ 26160*c*g^3*p*x^2+2*c*g^3*q^3+150*c*g^3*q^2*r+34*c*g^3*q^2*x+48*c*g^3*q*r^2-\ 13524*c*g^3*q*r*x-33648*c*g^3*q*x^2-556*c*g^3*r^3-17603*c*g^3*r^2*x+2181*c*g^3* r*x^2+65176*c*g^3*x^3+892*c*g^2*p^4+1412*c*g^2*p^3*q+1435*c*g^2*p^3*r-26754*c*g ^2*p^3*x+556*c*g^2*p^2*q^2+1997*c*g^2*p^2*q*r-37602*c*g^2*p^2*q*x-1047*c*g^2*p^ 2*r^2-77934*c*g^2*p^2*r*x+19044*c*g^2*p^2*x^2+36*c*g^2*p*q^3+623*c*g^2*p*q^2*r-\ 10602*c*g^2*p*q^2*x-242*c*g^2*p*q*r^2-72968*c*g^2*p*q*r*x-8448*c*g^2*p*q*x^2-\ 2831*c*g^2*p*r^3-70068*c*g^2*p*r^2*x+127136*c*g^2*p*r*x^2+132152*c*g^2*p*x^3+33 *c*g^2*q^3*r+246*c*g^2*q^3*x+67*c*g^2*q^2*r^2-10746*c*g^2*q^2*r*x-27492*c*g^2*q ^2*x^2-827*c*g^2*q*r^3-30378*c*g^2*q*r^2*x+48466*c*g^2*q*r*x^2+132152*c*g^2*q*x ^3-1241*c*g^2*r^4-18888*c*g^2*r^3*x+93042*c*g^2*r^2*x^2+90628*c*g^2*r*x^3+300*c *g*p^5+684*c*g*p^4*q+336*c*g*p^4*r-14266*c*g*p^4*x+468*c*g*p^3*q^2+874*c*g*p^3* q*r-31580*c*g*p^3*q*x-1656*c*g*p^3*r^2-50928*c*g*p^3*r*x+42288*c*g*p^3*x^2+84*c *g*p^2*q^3+640*c*g*p^2*q^2*r-20276*c*g*p^2*q^2*x-1482*c*g*p^2*q*r^2-85432*c*g*p ^2*q*r*x+73104*c*g*p^2*q*x^2-3984*c*g*p^2*r^3-61257*c*g*p^2*r^2*x+207747*c*g*p^ 2*r*x^2+72856*c*g*p^2*x^3+102*c*g*p*q^3*r-2876*c*g*p*q^3*x-124*c*g*p*q^2*r^2-\ 37460*c*g*p*q^2*r*x+19344*c*g*p*q^2*x^2-2850*c*g*p*q*r^3-70710*c*g*p*q*r^2*x+ 259146*c*g*p*q*r*x^2+145712*c*g*p*q*x^3-3156*c*g*p*r^4-26794*c*g*p*r^3*x+277600 *c*g*p*r^2*x^2+54212*c*g*p*r*x^3+86*c*g*q^4*x+18*c*g*q^3*r^2-2956*c*g*q^3*r*x-\ 11472*c*g*q^3*x^2-296*c*g*q^2*r^3-14833*c*g*q^2*r^2*x+51399*c*g*q^2*r*x^2+72856 *c*g*q^2*x^3-1178*c*g*q*r^4-16858*c*g*q*r^3*x+168536*c*g*q*r^2*x^2+54212*c*g*q* r*x^3-864*c*g*r^5-2199*c*g*r^4*x+118719*c*g*r^3*x^2-9328*c*g*r^2*x^3+16*c*p^6+ 48*c*p^5*q-70*c*p^5*r-2040*c*p^5*x+48*c*p^4*q^2-138*c*p^4*q*r-6348*c*p^4*q*x-\ 590*c*p^4*r^2-7662*c*p^4*r*x+14016*c*p^4*x^2+16*c*p^3*q^3-66*c*p^3*q^2*r-6804*c *p^3*q^2*x-1032*c*p^3*q*r^2-19692*c*p^3*q*r*x+40608*c*p^3*q*x^2-1340*c*p^3*r^3-\ 8094*c*p^3*r^2*x+74298*c*p^3*r*x^2+6328*c*p^3*x^3+2*c*p^2*q^3*r-2724*c*p^2*q^3* x-486*c*p^2*q^2*r^2-16644*c*p^2*q^2*r*x+37728*c*p^2*q^2*x^2-1788*c*p^2*q*r^3-\ 18332*c*p^2*q*r^2*x+163404*c*p^2*q*r*x^2+18984*c*p^2*q*x^3-1420*c*p^2*r^4+1290* c*p^2*r^3*x+134602*c*p^2*r^2*x^2-24212*c*p^2*r*x^3-228*c*p*q^4*x-44*c*p*q^3*r^2 -4860*c*p*q^3*r*x+9696*c*p*q^3*x^2-582*c*p*q^2*r^3-12094*c*p*q^2*r^2*x+103914*c *p*q^2*r*x^2+18984*c*p*q^2*x^3-1272*c*p*q*r^4-2980*c*p*q*r^3*x+197952*c*p*q*r^2 *x^2-48424*c*p*q*r*x^3-734*c*p*r^5+6414*c*p*r^4*x+103972*c*p*r^3*x^2-71136*c*p* r^2*x^3-246*c*q^4*r*x-1440*c*q^4*x^2-30*c*q^3*r^3-1856*c*q^3*r^2*x+14808*c*q^3* r*x^2+6328*c*q^3*x^3-210*c*q^2*r^4-2254*c*q^2*r^3*x+63350*c*q^2*r^2*x^2-24212*c *q^2*r*x^3-330*c*q*r^5+2008*c*q*r^4*x+79058*c*q*r^3*x^2-71136*c*q*r^2*x^3-150*c *r^6+2652*c*r^5*x+29652*c*r^4*x^2-47212*c*r^3*x^3+4*g^6*p+6*g^6*r+64*g^6*x+40*g ^5*p^2+14*g^5*p*q+48*g^5*p*r-34*g^5*p*x+21*g^5*q*r+146*g^5*q*x+8*g^5*r^2-316*g^ 5*r*x-2544*g^5*x^2+124*g^4*p^3+110*g^4*p^2*q+208*g^4*p^2*r-1628*g^4*p^2*x+14*g^ 4*p*q^2+128*g^4*p*q*r-752*g^4*p*q*x+44*g^4*p*r^2-4086*g^4*p*r*x-7536*g^4*p*x^2+ 21*g^4*q^2*r+172*g^4*q^2*x+18*g^4*q*r^2-1198*g^4*q*r*x-6984*g^4*q*x^2-40*g^4*r^ 3-1964*g^4*r^2*x-3894*g^4*r*x^2+10096*g^4*x^3+168*g^3*p^4+256*g^3*p^3*q+326*g^3 *p^3*r-4148*g^3*p^3*x+92*g^3*p^2*q^2+409*g^3*p^2*q*r-5414*g^3*p^2*q*x-30*g^3*p^ 2*r^2-13072*g^3*p^2*r*x-3858*g^3*p^2*x^2+4*g^3*p*q^3+111*g^3*p*q^2*r-1130*g^3*p *q^2*x+50*g^3*p*q*r^2-11422*g^3*p*q*r*x-11952*g^3*p*q*x^2-366*g^3*p*r^3-12754*g ^3*p*r^2*x+8195*g^3*p*r*x^2+29524*g^3*p*x^3+6*g^3*q^3*r+136*g^3*q^3*x+19*g^3*q^ 2*r^2-1410*g^3*q^2*r*x-8094*g^3*q^2*x^2-103*g^3*q*r^3-4839*g^3*q*r^2*x-1496*g^3 *q*r*x^2+29524*g^3*q*x^3-178*g^3*r^4-3830*g^3*r^3*x+8202*g^3*r^2*x^2+24512*g^3* r*x^3+104*g^2*p^5+232*g^2*p^4*q+184*g^2*p^4*r-3986*g^2*p^4*x+152*g^2*p^3*q^2+ 400*g^2*p^3*q*r-8520*g^2*p^3*q*x-304*g^2*p^3*r^2-15280*g^2*p^3*r*x+6006*g^2*p^3 *x^2+24*g^2*p^2*q^3+248*g^2*p^2*q^2*r-5036*g^2*p^2*q^2*x-192*g^2*p^2*q*r^2-\ 24580*g^2*p^2*q*r*x+6582*g^2*p^2*q*x^2-976*g^2*p^2*r^3-20523*g^2*p^2*r^2*x+ 41953*g^2*p^2*r*x^2+28792*g^2*p^2*x^3+32*g^2*p*q^3*r-456*g^2*p*q^3*x+40*g^2*p*q ^2*r^2-9904*g^2*p*q^2*r*x-4854*g^2*p*q^2*x^2-656*g^2*p*q*r^3-21918*g^2*p*q*r^2* x+46482*g^2*p*q*r*x^2+57584*g^2*p*q*x^3-824*g^2*p*r^4-11150*g^2*p*r^3*x+61858*g ^2*p*r^2*x^2+37688*g^2*p*r*x^3+46*g^2*q^4*x+8*g^2*q^3*r^2-604*g^2*q^3*r*x-5430* g^2*q^3*x^2-56*g^2*q^2*r^3-3915*g^2*q^2*r^2*x+4529*g^2*q^2*r*x^2+28792*g^2*q^2* x^3-296*g^2*q*r^4-5858*g^2*q*r^3*x+32426*g^2*q*r^2*x^2+37688*g^2*q*r*x^3-232*g^ 2*r^5-1921*g^2*r^4*x+28227*g^2*r^3*x^2+15060*g^2*r^2*x^3+24*g*p^6+72*g*p^5*q+12 *g*p^5*r-1512*g*p^5*x+72*g*p^4*q^2+66*g*p^4*q*r-4554*g*p^4*q*x-300*g*p^4*r^2-\ 6522*g*p^4*r*x+6348*g*p^4*x^2+24*g*p^3*q^3+96*g*p^3*q^2*r-4590*g*p^3*q^2*x-456* g*p^3*q*r^2-15952*g*p^3*q*r*x+17064*g*p^3*q*x^2-840*g*p^3*r^3-9731*g*p^3*r^2*x+ 38814*g*p^3*r*x^2+9620*g*p^3*x^3+42*g*p^2*q^3*r-1566*g*p^2*q^3*x-144*g*p^2*q^2* r^2-12400*g*p^2*q^2*r*x+13104*g*p^2*q^2*x^2-1044*g*p^2*q*r^3-18964*g*p^2*q*r^2* x+81129*g*p^2*q*r*x^2+28860*g*p^2*q*x^3-960*g*p^2*r^4-5181*g*p^2*r^3*x+76755*g* p^2*r^2*x^2+7302*g*p^2*r*x^3-18*g*p*q^4*x+12*g*p*q^3*r^2-3032*g*p*q^3*r*x+408*g *p*q^3*x^2-288*g*p*q^2*r^3-10369*g*p*q^2*r^2*x+45816*g*p*q^2*r*x^2+28860*g*p*q^ 2*x^3-816*g*p*q*r^4-8288*g*p*q*r^3*x+105858*g*p*q*r^2*x^2+14604*g*p*q*r*x^3-516 *g*p*r^5+303*g*p*r^4*x+64554*g*p*r^3*x^2-12074*g*p*r^2*x^3-62*g*q^4*r*x-1980*g* q^4*x^2-6*g*q^3*r^3-1136*g*q^3*r^2*x+3501*g*q^3*r*x^2+9620*g*q^3*x^3-120*g*q^2* r^4-2559*g*q^2*r^3*x+29103*g*q^2*r^2*x^2+7302*g*q^2*r*x^3-222*g*q*r^5-722*g*q*r ^4*x+44871*g*q*r^3*x^2-12074*g*q*r^2*x^3-108*g*r^6+763*g*r^5*x+20265*g*r^4*x^2-\ 14408*g*r^3*x^3-12*p^6*r-144*p^6*x-36*p^5*q*r-576*p^5*q*x-72*p^5*r^2-558*p^5*r* x+1476*p^5*x^2-36*p^4*q^2*r-864*p^4*q^2*x-180*p^4*q*r^2-1956*p^4*q*r*x+5700*p^4 *q*x^2-180*p^4*r^3-326*p^4*r^2*x+9292*p^4*r*x^2+256*p^4*x^3-12*p^3*q^3*r-576*p^ 3*q^3*x-144*p^3*q^2*r^2-2520*p^3*q^2*r*x+8040*p^3*q^2*x^2-360*p^3*q*r^3-1496*p^ 3*q*r^2*x+28904*p^3*q*r*x^2+1024*p^3*q*x^3-240*p^3*r^4+1396*p^3*r^3*x+21612*p^3 *r^2*x^2-5554*p^3*r*x^3-144*p^2*q^4*x-36*p^2*q^3*r^2-1404*p^2*q^3*r*x+4680*p^2* q^3*x^2-216*p^2*q^2*r^3-2124*p^2*q^2*r^2*x+30960*p^2*q^2*r*x^2+1536*p^2*q^2*x^3 -360*p^2*q*r^4+1488*p^2*q*r^3*x+50814*p^2*q*r^2*x^2-16662*p^2*q*r*x^3-180*p^2*r ^5+2724*p^2*r^4*x+23766*p^2*r^3*x^2-19620*p^2*r^2*x^3-282*p*q^4*r*x+660*p*q^4*x ^2-36*p*q^3*r^3-1064*p*q^3*r^2*x+12376*p*q^3*r*x^2+1024*p*q^3*x^3-144*p*q^2*r^4 -144*p*q^2*r^3*x+36792*p*q^2*r^2*x^2-16662*p*q^2*r*x^3-180*p*q*r^5+2520*p*q*r^4 *x+38592*p*q*r^3*x^2-39240*p*q*r^2*x^3-72*p*r^6+1882*p*r^5*x+12484*p*r^4*x^2-\ 24214*p*r^3*x^3-204*q^5*x^2-110*q^4*r^2*x+1028*q^4*r*x^2+256*q^4*x^3-12*q^3*r^4 -236*q^3*r^3*x+7590*q^3*r^2*x^2-5554*q^3*r*x^3-36*q^2*r^5+324*q^2*r^4*x+14826*q ^2*r^3*x^2-19620*q^2*r^2*x^3-36*q*r^6+916*q*r^5*x+10982*q*r^4*x^2-24214*q*r^3*x ^3-12*r^7+466*r^6*x+2514*r^5*x^2-10244*r^4*x^3-160*a^6-608*a^5*b-384*a^5*c-576* a^5*g+800*a^5*p+880*a^5*r+8480*a^5*x-864*a^4*b^2-1152*a^4*b*c-1808*a^4*b*g+2208 *a^4*b*p-176*a^4*b*q+2440*a^4*b*r+30928*a^4*b*x+512*a^4*c^2-1248*a^4*c*g+6448*a ^4*c*p+448*a^4*c*q+5328*a^4*c*r+33936*a^4*c*x-856*a^4*g^2+2128*a^4*g*p-168*a^4* g*q+2244*a^4*g*r+28352*a^4*g*x+3400*a^4*p^2+1848*a^4*p*q+5860*a^4*p*r+9248*a^4* p*x+48*a^4*q^2+1448*a^4*q*r+10240*a^4*q*x+2460*a^4*r^2+1876*a^4*r*x-54792*a^4*x ^2-544*a^3*b^3-1248*a^3*b^2*c-2016*a^3*b^2*g+2000*a^3*b^2*p-352*a^3*b^2*q+2320* a^3*b^2*r+42128*a^3*b^2*x+1600*a^3*b*c^2-2752*a^3*b*c*g+15424*a^3*b*c*p+368*a^3 *b*c*q+12672*a^3*b*c*r+98736*a^3*b*c*x-2112*a^3*b*g^2+4664*a^3*b*g*p-696*a^3*b* g*q+5412*a^3*b*g*r+82328*a^3*b*g*x+8416*a^3*b*p^2+3488*a^3*b*p*q+14320*a^3*b*p* r+32360*a^3*b*p*x-32*a^3*b*q^2+3012*a^3*b*q*r+32088*a^3*b*q*x+5904*a^3*b*r^2+ 9604*a^3*b*r*x-184704*a^3*b*x^2+2720*a^3*c^3+1056*a^3*c^2*g+18000*a^3*c^2*p+ 1840*a^3*c^2*q+12592*a^3*c^2*r+44464*a^3*c^2*x-1480*a^3*c*g^2+14872*a^3*c*g*p+ 424*a^3*c*g*q+11784*a^3*c*g*r+93472*a^3*c*g*x+17216*a^3*c*p^2+9144*a^3*c*p*q+ 26240*a^3*c*p*r-1016*a^3*c*p*x+280*a^3*c*q^2+6600*a^3*c*q*r+30608*a^3*c*q*x+ 9024*a^3*c*r^2-30432*a^3*c*r*x-244056*a^3*c*x^2-664*a^3*g^3+2228*a^3*g^2*p-348* a^3*g^2*q+2442*a^3*g^2*r+37400*a^3*g^2*x+8304*a^3*g*p^2+3856*a^3*g*p*q+14076*a^ 3*g*p*r+30232*a^3*g*p*x+3166*a^3*g*q*r+30724*a^3*g*q*x+5772*a^3*g*r^2+10486*a^3 *g*r*x-161700*a^3*g*x^2+4272*a^3*p^3+4540*a^3*p^2*q+9934*a^3*p^2*r-13528*a^3*p^ 2*x+912*a^3*p*q^2+6734*a^3*p*q*r-1376*a^3*p*q*x+7052*a^3*p*r^2-42982*a^3*p*r*x-\ 112836*a^3*p*x^2+4*a^3*q^3+712*a^3*q^2*r+5168*a^3*q^2*x+2194*a^3*q*r^2-10894*a^ 3*q*r*x-95532*a^3*q*x^2+1390*a^3*r^3-24322*a^3*r^2*x-82840*a^3*r*x^2+58608*a^3* x^3-128*a^2*b^4-576*a^2*b^3*c-912*a^2*b^3*g+576*a^2*b^3*p-176*a^2*b^3*q+840*a^2 *b^3*r+25616*a^2*b^3*x+1600*a^2*b^2*c^2-1872*a^2*b^2*c*g+11984*a^2*b^2*c*p-272* a^2*b^2*c*q+10104*a^2*b^2*c*r+101280*a^2*b^2*c*x-1704*a^2*b^2*g^2+3096*a^2*b^2* g*p-736*a^2*b^2*g*q+4416*a^2*b^2*g*r+83472*a^2*b^2*g*x+6856*a^2*b^2*p^2+1688*a^ 2*b^2*p*q+11344*a^2*b^2*p*r+40832*a^2*b^2*p*x-80*a^2*b^2*q^2+1788*a^2*b^2*q*r+ 34064*a^2*b^2*q*x+4488*a^2*b^2*r^2+15420*a^2*b^2*r*x-225360*a^2*b^2*x^2+5696*a^ 2*b*c^3+3408*a^2*b*c^2*g+33504*a^2*b*c^2*p+2240*a^2*b*c^2*q+23544*a^2*b*c^2*r+ 95856*a^2*b*c^2*x-2088*a^2*b*c*g^2+27176*a^2*b*c*g*p-64*a^2*b*c*g*q+23120*a^2*b *c*g*r+201424*a^2*b*c*g*x+32904*a^2*b*c*p^2+13592*a^2*b*c*p*q+49124*a^2*b*c*p*r +11408*a^2*b*c*p*x+32*a^2*b*c*q^2+10760*a^2*b*c*q*r+77640*a^2*b*c*q*x+16220*a^2 *b*c*r^2-54372*a^2*b*c*r*x-623112*a^2*b*c*x^2-1184*a^2*b*g^3+3568*a^2*b*g^2*p-\ 812*a^2*b*g^2*q+4906*a^2*b*g^2*r+81112*a^2*b*g^2*x+15364*a^2*b*g*p^2+5148*a^2*b *g*p*q+25312*a^2*b*g*p*r+76484*a^2*b*g*p*x-176*a^2*b*g*q^2+5316*a^2*b*g*q*r+ 69608*a^2*b*g*q*x+9948*a^2*b*g*r^2+26432*a^2*b*g*r*x-410220*a^2*b*g*x^2+8516*a^ 2*b*p^3+7532*a^2*b*p^2*q+19812*a^2*b*p^2*r-23800*a^2*b*p^2*x+924*a^2*b*p*q^2+ 11376*a^2*b*p*q*r+11416*a^2*b*p*q*x+14076*a^2*b*p*r^2-82528*a^2*b*p*r*x-298164* a^2*b*p*x^2-12*a^2*b*q^3+892*a^2*b*q^2*r+14264*a^2*b*q^2*x+3844*a^2*b*q*r^2-\ 10520*a^2*b*q*r*x-246252*a^2*b*q*x^2+2780*a^2*b*r^3-44392*a^2*b*r^2*x-219532*a^ 2*b*r*x^2+175824*a^2*b*x^3+3648*a^2*c^4+5056*a^2*c^3*g+23392*a^2*c^3*p+2832*a^2 *c^3*q+14632*a^2*c^3*r+13600*a^2*c^3*x+1216*a^2*c^2*g^2+33144*a^2*c^2*g*p+2448* a^2*c^2*g*q+22656*a^2*c^2*g*r+97368*a^2*c^2*g*x+31592*a^2*c^2*p^2+16504*a^2*c^2 *p*q+43768*a^2*c^2*p*r-74944*a^2*c^2*p*x+552*a^2*c^2*q^2+11204*a^2*c^2*q*r+ 26816*a^2*c^2*q*x+12176*a^2*c^2*r^2-113924*a^2*c^2*r*x-387744*a^2*c^2*x^2-752*a ^2*c*g^3+12944*a^2*c*g^2*p-28*a^2*c*g^2*q+10554*a^2*c*g^2*r+93748*a^2*c*g^2*x+ 33284*a^2*c*g*p^2+15300*a^2*c*g*p*q+49890*a^2*c*g*p*r+17404*a^2*c*g*p*x+136*a^2 *c*g*q^2+11618*a^2*c*g*q*r+76764*a^2*c*g*q*x+16606*a^2*c*g*r^2-41386*a^2*c*g*r* x-549120*a^2*c*g*x^2+15188*a^2*c*p^3+15776*a^2*c*p^2*q+32470*a^2*c*p^2*r-89928* a^2*c*p^2*x+3044*a^2*c*p*q^2+22102*a^2*c*p*q*r-40904*a^2*c*p*q*x+19376*a^2*c*p* r^2-222414*a^2*c*p*r*x-332472*a^2*c*p*x^2+12*a^2*c*q^3+2328*a^2*c*q^2*r+13336*a ^2*c*q^2*x+6326*a^2*c*q*r^2-65210*a^2*c*q*r*x-311256*a^2*c*q*x^2+2094*a^2*c*r^3 -113234*a^2*c*r^2*x-204052*a^2*c*r*x^2+258864*a^2*c*x^3-276*a^2*g^4+1110*a^2*g^ 3*p-272*a^2*g^3*q+1442*a^2*g^3*r+24232*a^2*g^3*x+7538*a^2*g^2*p^2+2840*a^2*g^2* p*q+12382*a^2*g^2*p*r+35284*a^2*g^2*p*x-88*a^2*g^2*q^2+2755*a^2*g^2*q*r+33160*a ^2*g^2*q*x+4844*a^2*g^2*r^2+13766*a^2*g^2*r*x-176760*a^2*g^2*x^2+8696*a^2*g*p^3 +8444*a^2*g*p^2*q+20456*a^2*g*p^2*r-21236*a^2*g*p^2*x+1324*a^2*g*p*q^2+12590*a^ 2*g*p*q*r+10276*a^2*g*p*q*x+14824*a^2*g*p*r^2-73574*a^2*g*p*r*x-262284*a^2*g*p* x^2-18*a^2*g*q^3+1192*a^2*g*q^2*r+14300*a^2*g*q^2*x+4146*a^2*g*q*r^2-8670*a^2*g *q*r*x-219252*a^2*g*q*x^2+3064*a^2*g*r^3-38962*a^2*g*r^2*x-196350*a^2*g*r*x^2+ 143960*a^2*g*x^3+2364*a^2*p^4+3864*a^2*p^3*q+6576*a^2*p^3*r-23856*a^2*p^3*x+ 1612*a^2*p^2*q^2+8170*a^2*p^2*q*r-29944*a^2*p^2*q*x+5544*a^2*p^2*r^2-83536*a^2* p^2*r*x-66288*a^2*p^2*x^2+112*a^2*p*q^3+2304*a^2*p*q^2*r-4292*a^2*p*q^2*x+4748* a^2*p*q*r^2-71946*a^2*p*q*r*x-128268*a^2*p*q*x^2+816*a^2*p*r^3-90686*a^2*p*r^2* x-65282*a^2*p*r*x^2+118760*a^2*p*x^3+104*a^2*q^3*r+1796*a^2*q^3*x+692*a^2*q^2*r ^2-8048*a^2*q^2*r*x-61980*a^2*q^2*x^2+442*a^2*q*r^3-34540*a^2*q*r^2*x-79408*a^2 *q*r*x^2+118760*a^2*q*x^3-516*a^2*r^4-31006*a^2*r^3*x-25306*a^2*r^2*x^2+107352* a^2*r*x^3-96*a*b^4*c-128*a*b^4*g-16*a*b^4*p+80*a*b^4*r+6160*a*b^4*x+544*a*b^3*c ^2-400*a*b^3*c*g+3152*a*b^3*c*p-192*a*b^3*c*q+2968*a*b^3*c*r+42096*a*b^3*c*x-\ 480*a*b^3*g^2+560*a*b^3*g*p-208*a*b^3*g*q+1328*a*b^3*g*r+33368*a*b^3*g*x+1936*a *b^3*p^2+48*a*b^3*p*q+3060*a*b^3*p*r+21576*a*b^3*p*x+224*a*b^3*q*r+12824*a*b^3* q*x+1124*a*b^3*r^2+9532*a*b^3*r*x-115776*a*b^3*x^2+3520*a*b^2*c^3+2896*a*b^2*c^ 2*g+18304*a*b^2*c^2*p+544*a*b^2*c^2*q+13384*a*b^2*c^2*r+66288*a*b^2*c^2*x-632*a *b^2*c*g^2+14416*a*b^2*c*g*p-488*a*b^2*c*g*q+13904*a*b^2*c*g*r+135856*a*b^2*c*g *x+18664*a*b^2*c*p^2+4912*a*b^2*c*p*q+27108*a*b^2*c*p*r+21480*a*b^2*c*p*x-120*a *b^2*c*q^2+4636*a*b^2*c*q*r+59072*a*b^2*c*q*x+8444*a*b^2*c*r^2-23648*a*b^2*c*r* x-514056*a*b^2*c*x^2-600*a*b^2*g^3+1492*a*b^2*g^2*p-512*a*b^2*g^2*q+2980*a*b^2* g^2*r+54664*a*b^2*g^2*x+8268*a*b^2*g*p^2+1420*a*b^2*g*p*q+13214*a*b^2*g*p*r+ 61832*a*b^2*g*p*x-112*a*b^2*g*q^2+2388*a*b^2*g*q*r+46604*a*b^2*g*q*x+4946*a*b^2 *g*r^2+21778*a*b^2*g*r*x-335340*a*b^2*g*x^2+5092*a*b^2*p^3+3232*a*b^2*p^2*q+ 11718*a*b^2*p^2*r-10312*a*b^2*p^2*x+60*a*b^2*p*q^2+4962*a*b^2*p*q*r+20368*a*b^2 *p*q*x+8160*a*b^2*p*r^2-44858*a*b^2*p*r*x-257820*a*b^2*p*x^2+164*a*b^2*q^2*r+ 9728*a*b^2*q^2*x+1730*a*b^2*q*r^2+2894*a*b^2*q*r*x-205908*a*b^2*q*x^2+1534*a*b^ 2*r^3-22734*a*b^2*r^2*x-190544*a*b^2*r*x^2+175824*a*b^2*x^3+5024*a*b*c^4+8032*a *b*c^3*g+29680*a*b*c^3*p+2672*a*b*c^3*q+18880*a*b*c^3*r+17312*a*b*c^3*x+3032*a* b*c^2*g^2+42360*a*b*c^2*g*p+2136*a*b*c^2*g*q+31300*a*b*c^2*g*r+134768*a*b*c^2*g *x+41040*a*b*c^2*p^2+16896*a*b*c^2*p*q+55488*a*b*c^2*p*r-101344*a*b*c^2*p*x+160 *a*b*c^2*q^2+12608*a*b*c^2*q*r+54080*a*b*c^2*q*x+14448*a*b*c^2*r^2-156432*a*b*c ^2*r*x-663840*a*b*c^2*x^2-480*a*b*c*g^3+15980*a*b*c*g^2*p-392*a*b*c*g^2*q+15138 *a*b*c*g^2*r+133136*a*b*c*g^2*x+42536*a*b*c*g*p^2+14720*a*b*c*g*p*q+61660*a*b*c *g*p*r+39080*a*b*c*g*p*x-216*a*b*c*g*q^2+13782*a*b*c*g*q*r+120296*a*b*c*g*q*x+ 19124*a*b*c*g*r^2-60068*a*b*c*g*r*x-937152*a*b*c*g*x^2+20520*a*b*c*p^3+17772*a* b*c*p^2*q+43370*a*b*c*p^2*r-124392*a*b*c*p^2*x+2116*a*b*c*p*q^2+25268*a*b*c*p*q *r-25920*a*b*c*p*q*x+25180*a*b*c*p*r^2-310680*a*b*c*p*r*x-592272*a*b*c*p*x^2-24 *a*b*c*q^3+1992*a*b*c*q^2*r+27096*a*b*c*q^2*x+7496*a*b*c*q*r^2-63508*a*b*c*q*r* x-549840*a*b*c*q*x^2+2330*a*b*c*r^3-154012*a*b*c*r^2*x-374172*a*b*c*r*x^2+ 517728*a*b*c*x^3-308*a*b*g^4+1110*a*b*g^3*p-396*a*b*g^3*q+2104*a*b*g^3*r+35040* a*b*g^3*x+9200*a*b*g^2*p^2+2224*a*b*g^2*p*q+14597*a*b*g^2*p*r+57652*a*b*g^2*p*x -172*a*b*g^2*q^2+3330*a*b*g^2*q*r+48460*a*b*g^2*q*x+5397*a*b*g^2*r^2+19214*a*b* g^2*r*x-301368*a*b*g^2*x^2+11392*a*b*g*p^3+8914*a*b*g*p^2*q+25969*a*b*g*p^2*r-\ 23368*a*b*g*p^2*x+690*a*b*g*p*q^2+13438*a*b*g*p*q*r+33240*a*b*g*p*q*x+17762*a*b *g*p*r^2-98040*a*b*g*p*r*x-461496*a*b*g*p*x^2-20*a*b*g*q^3+1042*a*b*g*q^2*r+ 22184*a*b*g*q^2*x+4524*a*b*g*q*r^2-958*a*b*g*q*r*x-375432*a*b*g*q*x^2+3185*a*b* g*r^3-51570*a*b*g*r^2*x-343806*a*b*g*r*x^2+287920*a*b*g*x^3+3364*a*b*p^4+4792*a *b*p^3*q+9466*a*b*p^3*r-33900*a*b*p^3*x+1444*a*b*p^2*q^2+10410*a*b*p^2*q*r-\ 32868*a*b*p^2*q*x+8214*a*b*p^2*r^2-119792*a*b*p^2*r*x-123876*a*b*p^2*x^2+16*a*b *p*q^3+2192*a*b*p*q^2*r+4020*a*b*p*q^2*x+6444*a*b*p*q*r^2-83980*a*b*p*q*r*x-\ 239136*a*b*p*q*x^2+1486*a*b*p*r^3-128746*a*b*p*r^2*x-131092*a*b*p*r*x^2+237520* a*b*p*x^3+36*a*b*q^3*r+2988*a*b*q^3*x+748*a*b*q^2*r^2-3464*a*b*q^2*r*x-115260*a *b*q^2*x^2+826*a*b*q*r^3-38082*a*b*q*r^2*x-159344*a*b*q*r*x^2+237520*a*b*q*x^3-\ 626*a*b*r^4-42854*a*b*r^3*x-56082*a*b*r^2*x^2+214704*a*b*r*x^3+2144*a*c^5+4832* a*c^4*g+14576*a*c^4*p+1936*a*c^4*q+8400*a*c^4*r-13056*a*c^4*x+3584*a*c^3*g^2+ 30488*a*c^3*g*p+2952*a*c^3*g*q+19136*a*c^3*g*r+25328*a*c^3*g*x+25192*a*c^3*p^2+ 12968*a*c^3*p*q+32256*a*c^3*p*r-111728*a*c^3*p*x+456*a*c^3*q^2+8400*a*c^3*q*r+ 2304*a*c^3*q*x+7064*a*c^3*r^2-130616*a*c^3*r*x-256272*a*c^3*x^2+808*a*c^2*g^3+ 20540*a*c^2*g^2*p+1108*a*c^2*g^2*q+14660*a*c^2*g^2*r+65920*a*c^2*g^2*x+43092*a* c^2*g*p^2+19492*a*c^2*g*p*q+59018*a*c^2*g*p*r-81984*a*c^2*g*p*x+272*a*c^2*g*q^2 +14136*a*c^2*g*q*r+56784*a*c^2*g*q*x+15926*a*c^2*g*r^2-135208*a*c^2*g*r*x-\ 597744*a*c^2*g*x^2+17764*a*c^2*p^3+18080*a*c^2*p^2*q+35258*a*c^2*p^2*r-150944*a *c^2*p^2*x+3352*a*c^2*p*q^2+24116*a*c^2*p*q*r-85312*a*c^2*p*q*x+17224*a*c^2*p*r ^2-333464*a*c^2*p*r*x-292728*a*c^2*p*x^2+12*a*c^2*q^3+2520*a*c^2*q^2*r+10880*a* c^2*q^2*x+6036*a*c^2*q*r^2-103340*a*c^2*q*r*x-326136*a*c^2*q*x^2-270*a*c^2*r^3-\ 159716*a*c^2*r^2*x-113664*a*c^2*r*x^2+353888*a*c^2*x^3-134*a*c*g^4+4962*a*c*g^3 *p-138*a*c*g^3*q+4508*a*c*g^3*r+40396*a*c*g^3*x+21176*a*c*g^2*p^2+8104*a*c*g^2* p*q+30749*a*c*g^2*p*r+21884*a*c*g^2*p*x-110*a*c*g^2*q^2+7220*a*c*g^2*q*r+58432* a*c*g^2*q*x+9573*a*c*g^2*r^2-21994*a*c*g^2*r*x-404724*a*c*g^2*x^2+21848*a*c*g*p ^3+20594*a*c*g*p^2*q+47207*a*c*g*p^2*r-111916*a*c*g*p^2*x+3030*a*c*g*p*q^2+ 29090*a*c*g*p*q*r-24348*a*c*g*p*q*x+28870*a*c*g*p*r^2-281930*a*c*g*p*r*x-536304 *a*c*g*p*x^2-36*a*c*g*q^3+2708*a*c*g*q^2*r+28168*a*c*g*q^2*x+8496*a*c*g*q*r^2-\ 58382*a*c*g*q*r*x-494712*a*c*g*q*x^2+3511*a*c*g*r^3-137712*a*c*g*r^2*x-346468*a *c*g*r*x^2+418624*a*c*g*x^3+5432*a*c*p^4+8728*a*c*p^3*q+14086*a*c*p^3*r-71732*a *c*p^3*x+3520*a*c*p^2*q^2+17558*a*c*p^2*q*r-92080*a*c*p^2*q*x+9666*a*c*p^2*r^2-\ 231798*a*c*p^2*r*x-96144*a*c*p^2*x^2+224*a*c*p*q^3+4932*a*c*p*q^2*r-16556*a*c*p *q^2*x+8932*a*c*p*q*r^2-201500*a*c*p*q*r*x-235416*a*c*p*q*x^2-1198*a*c*p*r^3-\ 233410*a*c*p*r^2*x+4252*a*c*p*r*x^2+316880*a*c*p*x^3+208*a*c*q^3*r+3792*a*c*q^3 *x+1412*a*c*q^2*r^2-22966*a*c*q^2*r*x-139272*a*c*q^2*x^2+102*a*c*q*r^3-93142*a* c*q*r^2*x-105936*a*c*q*r*x^2+316880*a*c*q*x^3-2210*a*c*r^4-73344*a*c*r^3*x+ 52342*a*c*r^2*x^2+267160*a*c*r*x^3-56*a*g^5+246*a*g^4*p-98*a*g^4*q+456*a*g^4*r+ 7700*a*g^4*x+2964*a*g^3*p^2+800*a*g^3*p*q+4652*a*g^3*p*r+17472*a*g^3*p*x-66*a*g ^3*q^2+1126*a*g^3*q*r+15308*a*g^3*q*x+1688*a*g^3*r^2+6478*a*g^3*r*x-84960*a*g^3 *x^2+5756*a*g^2*p^3+4960*a*g^2*p^2*q+13322*a*g^2*p^2*r-10244*a*g^2*p^2*x+506*a* g^2*p*q^2+7352*a*g^2*p*q*r+14998*a*g^2*p*q*x+9376*a*g^2*p*r^2-42645*a*g^2*p*r*x -198594*a*g^2*p*x^2-18*a*g^2*q^3+676*a*g^2*q^2*r+11414*a*g^2*q^2*x+2392*a*g^2*q *r^2+802*a*g^2*q*r*x-163494*a*g^2*q*x^2+1810*a*g^2*r^3-21231*a*g^2*r^2*x-149654 *a*g^2*r*x^2+114888*a*g^2*x^3+3618*a*g*p^4+5536*a*g*p^3*q+10452*a*g*p^3*r-31424 *a*g*p^3*x+1978*a*g*p^2*q^2+12064*a*g*p^2*q*r-32470*a*g*p^2*q*x+9648*a*g*p^2*r^ 2-111385*a*g*p^2*r*x-113826*a*g*p^2*x^2+60*a*g*p*q^3+2894*a*g*p*q^2*r+2480*a*g* p*q^2*x+7520*a*g*p*q*r^2-82014*a*g*p*q*r*x-216540*a*g*p*q*x^2+2412*a*g*p*r^3-\ 119982*a*g*p*r^2*x-126302*a*g*p*r*x^2+192792*a*g*p*x^3+90*a*g*q^3*r+3526*a*g*q^ 3*x+916*a*g*q^2*r^2-3443*a*g*q^2*r*x-102714*a*g*q^2*x^2+992*a*g*q*r^3-37144*a*g *q*r^2*x-145872*a*g*q*r*x^2+192792*a*g*q*x^3-402*a*g*r^4-40021*a*g*r^3*x-53902* a*g*r^2*x^2+175476*a*g*r*x^3+580*a*p^5+1316*a*p^4*q+1738*a*p^4*r-11280*a*p^4*x+ 892*a*p^3*q^2+3336*a*p^3*q*r-23452*a*p^3*q*x+1152*a*p^3*r^2-47534*a*p^3*r*x-\ 6924*a*p^3*x^2+156*a*p^2*q^3+1836*a*p^2*q^2*r-12784*a*p^2*q^2*x+2112*a*p^2*q*r^ 2-74286*a*p^2*q*r*x-33984*a*p^2*q*x^2-1172*a*p^2*r^3-71710*a*p^2*r^2*x+31606*a* p^2*r*x^2+69968*a*p^2*x^3+238*a*p*q^3*r-332*a*p*q^3*x+996*a*p*q^2*r^2-27944*a*p *q^2*r*x-47196*a*p*q^2*x^2-520*a*p*q*r^3-73418*a*p*q*r^2*x+5744*a*p*q*r*x^2+ 139936*a*p*q*x^3-1748*a*p*r^4-45938*a*p*r^3*x+71830*a*p*r^2*x^2+116620*a*p*r*x^ 3+280*a*q^4*x+82*a*q^3*r^2-1192*a*q^3*r*x-20136*a*q^3*x^2+52*a*q^2*r^3-12254*a* q^2*r^2*x-25862*a*q^2*r*x^2+69968*a*q^2*x^3-612*a*q*r^4-22584*a*q*r^3*x+18962*a *q*r^2*x^2+116620*a*q*r*x^3-582*a*r^5-10482*a*r^4*x+38624*a*r^3*x^2+63904*a*r^2 *x^3+224*b^5*x+32*b^4*c^2-32*b^4*c*g+144*b^4*c*p+208*b^4*c*r+5616*b^4*c*x-32*b^ 4*g^2+80*b^4*g*r+3872*b^4*g*x+96*b^4*p^2+176*b^4*p*r+3856*b^4*p*x+608*b^4*q*x+ 80*b^4*r^2+1840*b^4*r*x-20328*b^4*x^2+576*b^3*c^3+576*b^3*c^2*g+2640*b^3*c^2*p-\ 16*b^3*c^2*q+2176*b^3*c^2*r+14896*b^3*c^2*x-16*b^3*c*g^2+2000*b^3*c*g*p-112*b^3 *c*g*q+2384*b^3*c*g*r+27904*b^3*c*g*x+2848*b^3*c*p^2+208*b^3*c*p*q+4100*b^3*c*p *r+9056*b^3*c*p*x+352*b^3*c*q*r+12040*b^3*c*q*x+1252*b^3*c*r^2+292*b^3*c*r*x-\ 135000*b^3*c*x^2-80*b^3*g^3+136*b^3*g^2*p-64*b^3*g^2*q+488*b^3*g^2*r+10952*b^3* g^2*x+1144*b^3*g*p^2+1900*b^3*g*p*r+15580*b^3*g*p*x+160*b^3*g*q*r+7720*b^3*g*q* x+756*b^3*g*r^2+5832*b^3*g*r*x-86820*b^3*g*x^2+832*b^3*p^3+192*b^3*p^2*q+1856*b ^3*p^2*r-40*b^3*p^2*x+352*b^3*p*q*r+7576*b^3*p*q*x+1216*b^3*p*r^2-5312*b^3*p*r* x-72492*b^3*p*x^2+632*b^3*q^2*x+160*b^3*q*r^2+2520*b^3*q*r*x-55188*b^3*q*x^2+ 192*b^3*r^3-2664*b^3*r^2*x-53852*b^3*r*x^2+58608*b^3*x^3+1536*b^2*c^4+2784*b^2* c^3*g+8352*b^2*c^3*p+464*b^2*c^3*q+5624*b^2*c^3*r+6208*b^2*c^3*x+1344*b^2*c^2*g ^2+12000*b^2*c^2*g*p+280*b^2*c^2*g*q+10004*b^2*c^2*g*r+44568*b^2*c^2*g*x+11960* b^2*c^2*p^2+3256*b^2*c^2*p*q+15828*b^2*c^2*p*r-29920*b^2*c^2*p*x-40*b^2*c^2*q^2 +2872*b^2*c^2*q*r+23744*b^2*c^2*q*x+3868*b^2*c^2*r^2-46364*b^2*c^2*r*x-276096*b ^2*c^2*x^2+24*b^2*c*g^3+4344*b^2*c*g^2*p-216*b^2*c*g^2*q+4956*b^2*c*g^2*r+44572 *b^2*c*g^2*x+12060*b^2*c*g*p^2+2492*b^2*c*g*p*q+17170*b^2*c*g*p*r+20076*b^2*c*g *p*x-88*b^2*c*g*q^2+3244*b^2*c*g*q*r+41932*b^2*c*g*q*x+5110*b^2*c*g*r^2-17994*b ^2*c*g*r*x-388032*b^2*c*g*x^2+6288*b^2*c*p^3+3944*b^2*c*p^2*q+13012*b^2*c*p^2*r -38672*b^2*c*p^2*x+100*b^2*c*p*q^2+5810*b^2*c*p*q*r+6568*b^2*c*p*q*x+7160*b^2*c *p*r^2-98238*b^2*c*p*r*x-259800*b^2*c*p*x^2+196*b^2*c*q^2*r+9552*b^2*c*q^2*x+ 1866*b^2*c*q*r^2-8270*b^2*c*q*r*x-238584*b^2*c*q*x^2+436*b^2*c*r^3-48214*b^2*c* r^2*x-170120*b^2*c*r*x^2+258864*b^2*c*x^3-72*b^2*g^4+216*b^2*g^3*p-120*b^2*g^3* q+680*b^2*g^3*r+11920*b^2*g^3*x+2438*b^2*g^2*p^2+204*b^2*g^2*p*q+3864*b^2*g^2*p *r+22384*b^2*g^2*p*x-40*b^2*g^2*q^2+740*b^2*g^2*q*r+15316*b^2*g^2*q*x+1426*b^2* g^2*r^2+6676*b^2*g^2*r*x-124608*b^2*g^2*x^2+3326*b^2*g*p^3+1732*b^2*g*p^2*q+ 7289*b^2*g*p^2*r-4180*b^2*g*p^2*x+2874*b^2*g*p*q*r+18868*b^2*g*p*q*x+4600*b^2*g *p*r^2-29188*b^2*g*p*r*x-199212*b^2*g*p*x^2+100*b^2*g*q^2*r+5836*b^2*g*q^2*x+ 1142*b^2*g*q*r^2+2990*b^2*g*q*r*x-156180*b^2*g*q*x^2+637*b^2*g*r^3-17046*b^2*g* r^2*x-147456*b^2*g*r*x^2+143960*b^2*g*x^3+1096*b^2*p^4+1216*b^2*p^3*q+3086*b^2* p^3*r-10948*b^2*p^3*x+120*b^2*p^2*q^2+2700*b^2*p^2*q*r-5636*b^2*p^2*q*x+2682*b^ 2*p^2*r^2-39352*b^2*p^2*r*x-57588*b^2*p^2*x^2+220*b^2*p*q^2*r+5600*b^2*p*q^2*x+ 1752*b^2*p*q*r^2-18226*b^2*p*q*r*x-110868*b^2*p*q*x^2+490*b^2*p*r^3-41676*b^2*p *r^2*x-65810*b^2*p*r*x^2+118760*b^2*p*x^3+288*b^2*q^3*x+100*b^2*q^2*r^2+1488*b^ 2*q^2*r*x-53280*b^2*q^2*x^2+268*b^2*q*r^3-7158*b^2*q*r^2*x-79936*b^2*q*r*x^2+ 118760*b^2*q*x^3-202*b^2*r^4-13272*b^2*r^3*x-30776*b^2*r^2*x^2+107352*b^2*r*x^3 +1472*b*c^5+3680*b*c^4*g+9392*b*c^4*p+976*b*c^4*q+5568*b*c^4*r-10944*b*c^4*x+ 3088*b*c^3*g^2+20048*b*c^3*g*p+1504*b*c^3*g*q+13744*b*c^3*g*r+13136*b*c^3*g*x+ 16592*b*c^3*p^2+6792*b*c^3*p*q+20692*b*c^3*p*r-82080*b*c^3*p*x+96*b*c^3*q^2+ 4860*b*c^3*q*r+8176*b*c^3*q*x+4100*b*c^3*r^2-93816*b*c^3*r*x-218832*b*c^3*x^2+ 952*b*c^2*g^3+13428*b*c^2*g^2*p+484*b*c^2*g^2*q+10960*b*c^2*g^2*r+43792*b*c^2*g ^2*x+28172*b*c^2*g*p^2+9812*b*c^2*g*p*q+37368*b*c^2*g*p*r-59856*b*c^2*g*p*x-40* b*c^2*g*q^2+8682*b*c^2*g*q*r+47232*b*c^2*g*q*x+9196*b*c^2*g*r^2-105240*b*c^2*g* r*x-510768*b*c^2*g*x^2+12140*b*c^2*p^3+10320*b*c^2*p^2*q+23594*b*c^2*p^2*r-\ 110416*b*c^2*p^2*x+1192*b*c^2*p*q^2+13972*b*c^2*p*q*r-42976*b*c^2*p*q*x+10768*b *c^2*p*r^2-242688*b*c^2*p*r*x-263304*b*c^2*p*x^2-12*b*c^2*q^3+1100*b*c^2*q^2*r+ 12688*b*c^2*q^2*x+3652*b*c^2*q*r^2-57452*b*c^2*q*r*x-296712*b*c^2*q*x^2-686*b*c ^2*r^3-114324*b*c^2*r^2*x-111000*b*c^2*r*x^2+353888*b*c^2*x^3+16*b*c*g^4+3088*b *c*g^3*p-156*b*c*g^3*q+3436*b*c*g^3*r+28468*b*c*g^3*x+13494*b*c*g^2*p^2+3640*b* c*g^2*p*q+18953*b*c*g^2*p*r+18304*b*c*g^2*p*x-140*b*c*g^2*q^2+4510*b*c*g^2*q*r+ 43244*b*c*g^2*q*x+5459*b*c*g^2*r^2-21298*b*c*g^2*r*x-347268*b*c*g^2*x^2+14540*b *c*g*p^3+11106*b*c*g*p^2*q+30065*b*c*g*p^2*r-78464*b*c*g*p^2*x+866*b*c*g*p*q^2+ 16014*b*c*g*p*q*r+3108*b*c*g*p*q*x+16510*b*c*g*p*r^2-206866*b*c*g*p*r*x-474384* b*c*g*p*x^2-20*b*c*g*q^3+1206*b*c*g*q^2*r+22172*b*c*g*q^2*x+4908*b*c*g*q*r^2-\ 30798*b*c*g*q*r*x-432792*b*c*g*q*x^2+985*b*c*g*r^3-102284*b*c*g*r^2*x-304556*b* c*g*r*x^2+418624*b*c*g*x^3+3900*b*c*p^4+5456*b*c*p^3*q+10106*b*c*p^3*r-53160*b* c*p^3*x+1572*b*c*p^2*q^2+11174*b*c*p^2*q*r-55700*b*c*p^2*q*x+6918*b*c*p^2*r^2-\ 171924*b*c*p^2*r*x-93840*b*c*p^2*x^2+16*b*c*p*q^3+2356*b*c*p*q^2*r+488*b*c*p*q^ 2*x+5980*b*c*p*q*r^2-125640*b*c*p*q*r*x-230808*b*c*p*q*x^2-882*b*c*p*r^3-170870 *b*c*p*r^2*x-16500*b*c*p*r*x^2+316880*b*c*p*x^3+36*b*c*q^3*r+3028*b*c*q^3*x+784 *b*c*q^2*r^2-6980*b*c*q^2*r*x-136968*b*c*q^2*x^2+262*b*c*q*r^3-56162*b*c*q*r^2* x-126688*b*c*q*r*x^2+316880*b*c*q*x^3-1594*b*c*r^4-52106*b*c*r^3*x+33590*b*c*r^ 2*x^2+267160*b*c*r*x^3-28*b*g^5+106*b*g^4*p-72*b*g^4*q+348*b*g^4*r+5612*b*g^4*x +1778*b*g^3*p^2+216*b*g^3*p*q+2721*b*g^3*p*r+13856*b*g^3*p*x-48*b*g^3*q^2+692*b *g^3*q*r+10836*b*g^3*q*x+943*b*g^3*r^2+3934*b*g^3*r*x-73296*b*g^3*x^2+3700*b*g^ 2*p^3+2448*b*g^2*p^2*q+8099*b*g^2*p^2*r-5254*b*g^2*p^2*x+60*b*g^2*p*q^2+3802*b* g^2*p*q*r+16270*b*g^2*p*q*x+5098*b*g^2*p*r^2-30955*b*g^2*p*r*x-174702*b*g^2*p*x ^2-8*b*g^2*q^3+284*b*g^2*q^2*r+7696*b*g^2*q^2*x+1354*b*g^2*q*r^2+2030*b*g^2*q*r *x-139602*b*g^2*q*x^2+699*b*g^2*r^3-17241*b*g^2*r^2*x-130180*b*g^2*r*x^2+114888 *b*g^2*x^3+2484*b*g*p^4+3208*b*g*p^3*q+6964*b*g*p^3*r-22154*b*g*p^3*x+724*b*g*p ^2*q^2+6946*b*g*p^2*q*r-15664*b*g*p^2*q*x+5988*b*g*p^2*r^2-80706*b*g*p^2*r*x-\ 104706*b*g*p^2*x^2+1194*b*g*p*q^2*r+8282*b*g*p*q^2*x+4268*b*g*p*q*r^2-47492*b*g *p*q*r*x-198300*b*g*p*q*x^2+1020*b*g*p*r^3-85828*b*g*p*r^2*x-116766*b*g*p*r*x^2 +192792*b*g*p*x^3+20*b*g*q^3*r+1792*b*g*q^3*x+470*b*g*q^2*r^2+400*b*g*q^2*r*x-\ 93594*b*g*q^2*x^2+530*b*g*q*r^3-21326*b*g*q*r^2*x-136336*b*g*q*r*x^2+192792*b*g *q*x^3-488*b*g*r^4-27276*b*g*r^3*x-47150*b*g*r^2*x^2+175476*b*g*r*x^3+448*b*p^5 +920*b*p^4*q+1392*b*p^4*r-8552*b*p^4*x+496*b*p^3*q^2+2450*b*p^3*q*r-15500*b*p^3 *q*x+1088*b*p^3*r^2-36234*b*p^3*r*x-8448*b*p^3*x^2+24*b*p^2*q^3+1102*b*p^2*q^2* r-5296*b*p^2*q^2*x+1830*b*p^2*q*r^2-50022*b*p^2*q*r*x-38556*b*p^2*q*x^2-608*b*p ^2*r^3-54512*b*p^2*r^2*x+20810*b*p^2*r*x^2+69968*b*p^2*x^3+44*b*p*q^3*r+1700*b* p*q^3*x+716*b*p*q^2*r^2-13316*b*p*q^2*r*x-51768*b*p*q^2*x^2-10*b*p*q*r^3-48970* b*p*q*r^2*x-15848*b*p*q*r*x^2+139936*b*p*q*x^3-1152*b*p*r^4-34530*b*p*r^3*x+ 53560*b*p*r^2*x^2+116620*b*p*r*x^3+48*b*q^4*x+20*b*q^3*r^2+472*b*q^3*r*x-21660* b*q^3*x^2+110*b*q^2*r^3-5004*b*q^2*r^2*x-36658*b*q^2*r*x^2+69968*b*q^2*x^3-310* b*q*r^4-14448*b*q*r^3*x+692*b*q*r^2*x^2+116620*b*q*r*x^3-400*b*r^5-7700*b*r^4*x +28570*b*r^3*x^2+63904*b*r^2*x^3+480*c^6+1504*c^5*g+3536*c^5*p+496*c^5*q+1912*c ^5*r-7648*c^5*x+1744*c^4*g^2+10088*c^4*g*p+1096*c^4*g*q+6020*c^4*g*r-7184*c^4*g *x+7416*c^4*p^2+3760*c^4*p*q+8868*c^4*p*r-47152*c^4*p*x+136*c^4*q^2+2348*c^4*q* r-4144*c^4*q*x+1452*c^4*r^2-49056*c^4*r*x-57504*c^4*x^2+928*c^3*g^3+9956*c^3*g^ 2*p+788*c^3*g^2*q+6642*c^3*g^2*r+8376*c^3*g^2*x+18224*c^3*g*p^2+8048*c^3*g*p*q+ 23300*c^3*g*p*r-71464*c^3*g*p*x+136*c^3*g*q^2+5684*c^3*g*q*r+10328*c^3*g*q*x+ 5076*c^3*g*r^2-85524*c^3*g*r*x-206256*c^3*g*x^2+6860*c^3*p^3+6844*c^3*p^2*q+ 12716*c^3*p^2*r-75240*c^3*p^2*x+1220*c^3*p*q^2+8748*c^3*p*q*r-46144*c^3*p*q*x+ 4852*c^3*p*r^2-155108*c^3*p*r*x-69504*c^3*p*x^2+4*c^3*q^3+904*c^3*q^2*r+2712*c^ 3*q^2*x+1904*c^3*q*r^2-49372*c^3*q*r*x-109152*c^3*q*x^2-1004*c^3*r^3-70972*c^3* r^2*x+11976*c^3*r*x^2+153280*c^3*x^3+206*c^2*g^4+4222*c^2*g^3*p+158*c^2*g^3*q+ 3323*c^2*g^3*r+13780*c^2*g^3*x+14334*c^2*g^2*p^2+5436*c^2*g^2*p*q+19113*c^2*g^2 *p*r-23668*c^2*g^2*p*x-22*c^2*g^2*q^2+4631*c^2*g^2*q*r+23660*c^2*g^2*q*x+4779*c ^2*g^2*r^2-44868*c^2*g^2*r*x-223704*c^2*g^2*x^2+13582*c^2*g*p^3+12386*c^2*g*p^2 *q+27322*c^2*g*p^2*r-101276*c^2*g*p^2*x+1706*c^2*g*p*q^2+16810*c^2*g*p*q*r-\ 40488*c^2*g*p*q*x+13898*c^2*g*p*r^2-226650*c^2*g*p*r*x-254592*c^2*g*p*x^2-18*c^ 2*g*q^3+1516*c^2*g*q^2*r+13828*c^2*g*q^2*x+4424*c^2*g*q*r^2-55206*c^2*g*q*r*x-\ 273360*c^2*g*q*x^2+158*c^2*g*r^3-105774*c^2*g*r^2*x-118824*c^2*g*r*x^2+287168*c ^2*g*x^3+3108*c^2*p^4+4904*c^2*p^3*q+7528*c^2*p^3*r-50420*c^2*p^3*x+1908*c^2*p^ 2*q^2+9420*c^2*p^2*q*r-65116*c^2*p^2*q*x+3936*c^2*p^2*r^2-154182*c^2*p^2*r*x-\ 17256*c^2*p^2*x^2+112*c^2*p*q^3+2628*c^2*p*q^2*r-12700*c^2*p*q^2*x+4128*c^2*p*q *r^2-134276*c^2*p*q*r*x-95472*c^2*p*q*x^2-2280*c^2*p*r^3-146548*c^2*p*r^2*x+ 101532*c^2*p*r*x^2+201568*c^2*p*x^3+104*c^2*q^3*r+1996*c^2*q^3*x+720*c^2*q^2*r^ 2-15390*c^2*q^2*r*x-78216*c^2*q^2*x^2-388*c^2*q*r^3-60132*c^2*q*r^2*x-10932*c^2 *q*r*x^2+201568*c^2*q*x^3-1796*c^2*r^4-42786*c^2*r^3*x+95688*c^2*r^2*x^2+152512 *c^2*r*x^3+2*c*g^5+694*c*g^4*p-40*c*g^4*q+754*c*g^4*r+6296*c*g^4*x+4374*c*g^3*p ^2+1280*c*g^3*p*q+6072*c*g^3*p*r+6354*c*g^3*p*x-56*c*g^3*q^2+1542*c*g^3*q*r+ 13842*c*g^3*q*x+1698*c*g^3*r^2-5253*c*g^3*r*x-97764*c*g^3*x^2+7528*c*g^2*p^3+ 6270*c*g^2*p^2*q+15934*c*g^2*p^2*r-34772*c*g^2*p^2*x+600*c*g^2*p*q^2+8860*c*g^2 *p*q*r+1108*c*g^2*p*q*x+9284*c*g^2*p*r^2-91712*c*g^2*p*r*x-207888*c*g^2*p*x^2-\ 18*c*g^2*q^3+782*c*g^2*q^2*r+11764*c*g^2*q^2*x+2590*c*g^2*q*r^2-13042*c*g^2*q*r *x-188568*c*g^2*q*x^2+878*c*g^2*r^3-43516*c*g^2*r^2*x-135942*c*g^2*r*x^2+164528 *c*g^2*x^3+4446*c*g*p^4+6592*c*g*p^3*q+12008*c*g*p^3*r-50006*c*g*p^3*x+2206*c*g *p^2*q^2+13714*c*g*p^2*q*r-54750*c*g*p^2*q*x+9348*c*g*p^2*r^2-163823*c*g*p^2*r* x-96024*c*g*p^2*x^2+60*c*g*p*q^3+3200*c*g*p*q^2*r-990*c*g*p*q^2*x+7652*c*g*p*q* r^2-124170*c*g*p*q*r*x-218568*c*g*p*q*x^2+456*c*g*p*r^3-164114*c*g*p*r^2*x-\ 40930*c*g*p*r*x^2+259952*c*g*p*x^3+90*c*g*q^3*r+3754*c*g*q^3*x+994*c*g*q^2*r^2-\ 7475*c*g*q^2*r*x-122544*c*g*q^2*x^2+530*c*g*q*r^3-55050*c*g*q*r^2*x-121706*c*g* q*r*x^2+259952*c*g*q*x^3-1330*c*g*r^4-50297*c*g*r^3*x+13992*c*g*r^2*x^2+219360* c*g*r*x^3+656*c*p^5+1468*c*p^4*q+1830*c*p^4*r-15176*c*p^4*x+968*c*p^3*q^2+3542* c*p^3*q*r-31308*c*p^3*q*x+760*c*p^3*r^2-60846*c*p^3*r*x+6120*c*p^3*x^2+156*c*p^ 2*q^3+1950*c*p^2*q^2*r-16808*c*p^2*q^2*x+1818*c*p^2*q*r^2-94728*c*p^2*q*r*x-\ 12864*c*p^2*q*x^2-2140*c*p^2*r^3-86364*c*p^2*r^2*x+90372*c*p^2*r*x^2+86608*c*p^ 2*x^3+238*c*p*q^3*r-396*c*p*q^3*x+996*c*p*q^2*r^2-35238*c*p*q^2*r*x-44088*c*p*q ^2*x^2-1118*c*p*q*r^3-89400*c*p*q*r^2*x+72636*c*p*q*r*x^2+173216*c*p*q*x^3-2520 *c*p*r^4-50894*c*p*r^3*x+149358*c*p*r^2*x^2+126888*c*p*r*x^3+280*c*q^4*x+82*c*q ^3*r^2-1356*c*q^3*r*x-25104*c*q^3*x^2+14*c*q^2*r^3-15112*c*q^2*r^2*x-17736*c*q^ 2*r*x^2+86608*c*q^2*x^3-862*c*q*r^4-25980*c*q*r^3*x+64050*c*q*r^2*x^2+126888*c* q*r*x^3-794*c*r^5-10200*c*r^4*x+70818*c*r^3*x^2+54016*c*r^2*x^3-4*g^6+16*g^5*p-\ 14*g^5*q+60*g^5*r+960*g^5*x+418*g^4*p^2+52*g^4*p*q+616*g^4*p*r+3108*g^4*p*x-14* g^4*q^2+177*g^4*q*r+2556*g^4*q*x+198*g^4*r^2+966*g^4*r*x-15144*g^4*x^2+1226*g^3 *p^3+894*g^3*p^2*q+2726*g^3*p^2*r-1472*g^3*p^2*x+26*g^3*p*q^2+1321*g^3*p*q*r+ 4908*g^3*p*q*x+1774*g^3*p*r^2-8582*g^3*p*r*x-48984*g^3*p*x^2-4*g^3*q^3+125*g^3* q^2*r+2764*g^3*q^2*x+427*g^3*q*r^2+1109*g^3*q*r*x-39588*g^3*q*x^2+274*g^3*r^3-\ 4186*g^3*r^2*x-36768*g^3*r*x^2+29632*g^3*x^3+1302*g^2*p^4+1820*g^2*p^3*q+3756*g ^2*p^3*r-10148*g^2*p^3*x+514*g^2*p^2*q^2+3960*g^2*p^2*q*r-8006*g^2*p^2*q*x+3456 *g^2*p^2*r^2-36861*g^2*p^2*r*x-46194*g^2*p^2*x^2-4*g^2*p*q^3+778*g^2*p*q^2*r+ 3430*g^2*p*q^2*x+2460*g^2*p*q*r^2-22822*g^2*p*q*r*x-86376*g^2*p*q*x^2+852*g^2*p *r^3-39170*g^2*p*r^2*x-53444*g^2*p*r*x^2+76128*g^2*p*x^3+18*g^2*q^3*r+1288*g^2* q^3*x+264*g^2*q^2*r^2+563*g^2*q^2*r*x-40182*g^2*q^2*x^2+320*g^2*q*r^3-9738*g^2* q*r^2*x-59620*g^2*q*r*x^2+76128*g^2*q*x^3-150*g^2*r^4-12457*g^2*r^3*x-22590*g^2 *r^2*x^2+69344*g^2*r*x^3+522*g*p^5+1116*g*p^4*q+1710*g*p^4*r-8168*g*p^4*x+666*g *p^3*q^2+3048*g*p^3*q*r-15330*g*p^3*q*x+1620*g*p^3*r^2-35057*g*p^3*r*x-10146*g* p^3*x^2+72*g*p^2*q^3+1454*g*p^2*q^2*r-5996*g*p^2*q^2*x+2448*g*p^2*q*r^2-49880*g *p^2*q*r*x-39006*g*p^2*q*x^2-180*g*p^2*r^3-53405*g*p^2*r^2*x+10258*g*p^2*r*x^2+ 58184*g*p^2*x^3+116*g*p*q^3*r+1326*g*p*q^3*x+910*g*p*q^2*r^2-14567*g*p*q^2*r*x-\ 47574*g*p*q^2*x^2+216*g*p*q*r^3-49178*g*p*q*r^2*x-21906*g*p*q*r*x^2+116368*g*p* q*x^3-990*g*p*r^4-34311*g*p*r^3*x+38332*g*p*r^2*x^2+97364*g*p*r*x^3+160*g*q^4*x +44*g*q^3*r^2+256*g*q^3*r*x-18714*g*q^3*x^2+122*g*q^2*r^3-5753*g*q^2*r^2*x-\ 32164*g*q^2*r*x^2+58184*g*q^2*x^3-300*g*q*r^4-14628*g*q*r^3*x-2110*g*q*r^2*x^2+ 97364*g*q*r*x^3-378*g*r^5-7795*g*r^4*x+21612*g*r^3*x^2+52440*g*r^2*x^3+48*p^6+ 144*p^5*q+128*p^5*r-1680*p^5*x+144*p^4*q^2+364*p^4*q*r-4884*p^4*q*x-80*p^4*r^2-\ 8200*p^4*r*x+2280*p^4*x^2+48*p^3*q^3+344*p^3*q^2*r-4572*p^3*q^2*x+16*p^3*q*r^2-\ 19200*p^3*q*r*x+3792*p^3*q*x^2-640*p^3*r^3-15030*p^3*r^2*x+21300*p^3*r*x^2+ 12072*p^3*x^3+108*p^2*q^3*r-1212*p^2*q^3*x+168*p^2*q^2*r^2-13736*p^2*q^2*r*x-\ 2304*p^2*q^2*x^2-696*p^2*q*r^3-26936*p^2*q*r^2*x+37962*p^2*q*r*x^2+36216*p^2*q* x^3-880*p^2*r^4-12690*p^2*r^3*x+49002*p^2*r^2*x^2+25316*p^2*r*x^3+156*p*q^4*x+ 72*p*q^3*r^2-2672*p*q^3*r*x-6864*p*q^3*x^2-120*p*q^2*r^3-12914*p*q^2*r^2*x+ 12024*p*q^2*r*x^2+36216*p*q^2*x^3-704*p*q*r^4-15808*p*q*r^3*x+58860*p*q*r^2*x^2 +50632*p*q*r*x^3-512*p*r^5-4690*p*r^4*x+45348*p*r^3*x^2+19140*p*r^2*x^3+64*q^4* r*x-3048*q^4*x^2+12*q^3*r^3-1008*q^3*r^2*x-4638*q^3*r*x^2+12072*q^3*x^3-88*q^2* r^4-3750*q^2*r^3*x+9858*q^2*r^2*x^2+25316*q^2*r*x^3-212*q*r^5-3188*q*r^4*x+ 27294*q*r^3*x^2+19140*q*r^2*x^3-112*r^6-510*r^5*x+15366*r^4*x^2+3160*r^3*x^3-\ 1696*a^5-5072*a^4*b-6464*a^4*c-4968*a^4*g+616*a^4*p-1408*a^4*q+852*a^4*r+36912* a^4*x-5248*a^3*b^2-14976*a^3*b*c-11608*a^3*b*g-64*a^3*b*p-3464*a^3*b*q+1232*a^3 *b*r+102080*a^3*b*x-8704*a^3*c^2-15408*a^3*c*g+10344*a^3*c*p-4512*a^3*c*q+8148* a^3*c*r+144080*a^3*c*x-5668*a^3*g^2-52*a^3*g*p-3724*a^3*g*q+834*a^3*g*r+95536*a ^3*g*x+9140*a^3*p^2+2476*a^3*p*q+15682*a^3*p*r+63000*a^3*p*x-512*a^3*q^2+2322*a ^3*q*r+46496*a^3*q*x+6542*a^3*r^2+42044*a^3*r*x-122184*a^3*x^2-2064*a^2*b^3-\ 11088*a^2*b^2*c-8592*a^2*b^2*g-1776*a^2*b^2*p-2408*a^2*b^2*q+420*a^2*b^2*r+ 95872*a^2*b^2*x-13936*a^2*b*c^2-25248*a^2*b*c*g+15328*a^2*b*c*p-8352*a^2*b*c*q+ 14284*a^2*b*c*r+299888*a^2*b*c*x-9484*a^2*b*g^2-2692*a^2*b*g*p-6288*a^2*b*g*q+ 2098*a^2*b*g*r+196048*a^2*b*g*x+15320*a^2*b*p^2+1336*a^2*b*p*q+25510*a^2*b*p*r+ 146512*a^2*b*p*x-848*a^2*b*q^2+2798*a^2*b*q*r+95400*a^2*b*q*x+10190*a^2*b*r^2+ 93400*a^2*b*r*x-298008*a^2*b*x^2-4176*a^2*c^3-15600*a^2*c^2*g+28256*a^2*c^2*p-\ 4984*a^2*c^2*q+19968*a^2*c^2*r+204056*a^2*c^2*x-12860*a^2*c*g^2+14520*a^2*c*g*p -9324*a^2*c*g*q+12226*a^2*c*g*r+285300*a^2*c*g*x+37432*a^2*c*p^2+11324*a^2*c*p* q+58704*a^2*c*p*r+150992*a^2*c*p*x-1432*a^2*c*q^2+9718*a^2*c*q*r+141300*a^2*c*q *x+21272*a^2*c*r^2+82568*a^2*c*r*x-468408*a^2*c*x^2-3052*a^2*g^3-1414*a^2*g^2*p -3382*a^2*g^2*q+534*a^2*g^2*r+90596*a^2*g^2*x+15562*a^2*g*p^2+1932*a^2*g*p*q+ 25516*a^2*g*p*r+138156*a^2*g*p*x-1096*a^2*g*q^2+3125*a^2*g*q*r+94846*a^2*g*q*x+ 9954*a^2*g*r^2+90798*a^2*g*r*x-263388*a^2*g*x^2+10700*a^2*p^3+9040*a^2*p^2*q+ 26578*a^2*p^2*r+17216*a^2*p^2*x+688*a^2*p*q^2+14218*a^2*p*q*r+53584*a^2*p*q*x+ 21056*a^2*p*r^2+2618*a^2*p*r*x-239052*a^2*p*x^2-80*a^2*q^3+888*a^2*q^2*r+22728* a^2*q^2*x+5178*a^2*q*r^2+29758*a^2*q*r*x-185700*a^2*q*x^2+5178*a^2*r^3+158*a^2* r^2*x-189844*a^2*r*x^2+68544*a^2*x^3-192*a*b^4-2704*a*b^3*c-2048*a*b^3*g-1192*a *b^3*p-352*a*b^3*q+40*a*b^3*r+33152*a*b^3*x-6032*a*b^2*c^2-11200*a*b^2*c*g+5496 *a*b^2*c*p-3864*a*b^2*c*q+7920*a*b^2*c*r+190832*a*b^2*c*x-4320*a*b^2*g^2-3236*a *b^2*g*p-2656*a*b^2*g*q+1784*a*b^2*g*r+121168*a*b^2*g*x+6948*a*b^2*p^2-1076*a*b ^2*p*q+11244*a*b^2*p*r+106968*a*b^2*p*x-208*a*b^2*q^2+660*a*b^2*q*r+54256*a*b^2 *q*x+4296*a*b^2*r^2+64412*a*b^2*r*x-229464*a*b^2*x^2-3104*a*b*c^3-14296*a*b*c^2 *g+32272*a*b*c^2*p-6208*a*b*c^2*q+25964*a*b*c^2*r+284048*a*b*c^2*x-12644*a*b*c* g^2+14652*a*b*c*g*p-10284*a*b*c*g*q+19698*a*b*c*g*r+391880*a*b*c*g*x+44328*a*b* c*p^2+7064*a*b*c*p*q+67718*a*b*c*p*r+239148*a*b*c*p*x-1576*a*b*c*q^2+9340*a*b*c *q*r+196716*a*b*c*q*x+23390*a*b*c*r^2+127956*a*b*c*r*x-776592*a*b*c*x^2-3136*a* b*g^3-3152*a*b*g^2*p-3572*a*b*g^2*q+2192*a*b*g^2*r+123360*a*b*g^2*x+17076*a*b*g *p^2-1136*a*b*g*p*q+27589*a*b*g*p*r+210390*a*b*g*p*x-1000*a*b*g*q^2+3414*a*b*g* q*r+124326*a*b*g*q*x+10513*a*b*g*r^2+127110*a*b*g*r*x-431880*a*b*g*x^2+13328*a* b*p^3+8216*a*b*p^2*q+32344*a*b*p^2*r+37160*a*b*p^2*x-296*a*b*p*q^2+13098*a*b*p* q*r+92984*a*b*p*q*x+24704*a*b*p*r^2+23082*a*b*p*r*x-409632*a*b*p*x^2-40*a*b*q^3 +392*a*b*q^2*r+28544*a*b*q^2*x+4882*a*b*q*r^2+51334*a*b*q*r*x-302928*a*b*q*x^2+ 5688*a*b*r^3+9906*a*b*r^2*x-322056*a*b*r*x^2+137088*a*b*x^3+384*a*c^4-4640*a*c^ 3*g+28168*a*c^3*p-2064*a*c^3*q+19076*a*c^3*r+122408*a*c^3*x-7872*a*c^2*g^2+ 31612*a*c^2*g*p-7368*a*c^2*g*q+23960*a*c^2*g*r+277312*a*c^2*g*x+48496*a*c^2*p^2 +15536*a*c^2*p*q+71652*a*c^2*p*r+96620*a*c^2*p*x-1328*a*c^2*q^2+12778*a*c^2*q*r +142052*a*c^2*q*x+23156*a*c^2*r^2+26212*a*c^2*r*x-577632*a*c^2*x^2-4200*a*c*g^3 +6532*a*c*g^2*p-5688*a*c*g^2*q+8191*a*c*g^2*r+182638*a*c*g^2*x+45596*a*c*g*p^2+ 8564*a*c*g*p*q+68819*a*c*g*p*r+235350*a*c*g*p*x-2124*a*c*g*q^2+10382*a*c*g*q*r+ 199478*a*c*g*q*x+23223*a*c*g*r^2+130490*a*c*g*r*x-684240*a*c*g*x^2+26384*a*c*p^ 3+21916*a*c*p^2*q+61808*a*c*p^2*r-10576*a*c*p^2*x+1688*a*c*p*q^2+33274*a*c*p*q* r+88256*a*c*p*q*x+44464*a*c*p*r^2-90714*a*c*p*r*x-561408*a*c*p*x^2-160*a*c*q^3+ 2088*a*c*q^2*r+48992*a*c*q^2*x+11358*a*c*q*r^2+39786*a*c*q*r*x-464544*a*c*q*x^2 +9040*a*c*r^3-46746*a*c*r^2*x-429920*a*c*r*x^2+237664*a*c*x^3-736*a*g^4-1116*a* g^3*p-1260*a*g^3*q+490*a*g^3*r+37292*a*g^3*x+8532*a*g^2*p^2-482*a*g^2*p*q+13334 *a*g^2*p*r+97808*a*g^2*p*x-664*a*g^2*q^2+1813*a*g^2*q*r+61954*a*g^2*q*x+4802*a* g^2*r^2+60422*a*g^2*r*x-187920*a*g^2*x^2+13904*a*g*p^3+9750*a*g*p^2*q+33856*a*g *p^2*r+36776*a*g*p^2*x-136*a*g*p*q^2+15078*a*g*p*q*r+90732*a*g*p*q*x+26000*a*g* p*r^2+27072*a*g*p*r*x-358656*a*g*p*x^2-92*a*g*q^3+740*a*g*q^2*r+31948*a*g*q^2*x +5328*a*g*q*r^2+53878*a*g*q*r*x-270912*a*g*q*x^2+6048*a*g*r^3+14176*a*g*r^2*x-\ 284476*a*g*r*x^2+110896*a*g*x^3+4504*a*p^4+6452*a*p^3*q+14280*a*p^3*r-13456*a*p ^3*x+1920*a*p^2*q^2+15192*a*p^2*q*r+512*a*p^2*q*x+15816*a*p^2*r^2-59904*a*p^2*r *x-130512*a*p^2*x^2-28*a*p*q^3+3036*a*p*q^2*r+18540*a*p*q^2*x+11028*a*p*q*r^2-\ 20634*a*p*q*r*x-223656*a*p*q*x^2+6808*a*p*r^3-70020*a*p*r^2*x-196756*a*p*r*x^2+ 112688*a*p*x^3+36*a*q^3*r+4572*a*q^3*x+1116*a*q^2*r^2+9734*a*q^2*r*x-93144*a*q^ 2*x^2+2288*a*q*r^3-8742*a*q*r^2*x-174664*a*q*r*x^2+112688*a*q*x^3+768*a*r^4-\ 23572*a*r^3*x-102856*a*r^2*x^2+104144*a*r*x^3-128*b^4*c-96*b^4*g-96*b^4*p+2448* b^4*x-608*b^3*c^2-1216*b^3*c*g+248*b^3*c*p-288*b^3*c*q+1320*b^3*c*r+35024*b^3*c *x-480*b^3*g^2-696*b^3*g*p-192*b^3*g*q+336*b^3*g*r+20656*b^3*g*x+640*b^3*p^2-\ 192*b^3*p*q+1232*b^3*p*r+23456*b^3*p*x+5352*b^3*q*x+592*b^3*r^2+13056*b^3*r*x-\ 53640*b^3*x^2-176*b^2*c^3-2280*b^2*c^2*g+7752*b^2*c^2*p-1440*b^2*c^2*q+7924*b^2 *c^2*r+92408*b^2*c^2*x-2376*b^2*c*g^2+2932*b^2*c*g*p-2160*b^2*c*g*q+7128*b^2*c* g*r+124212*b^2*c*g*x+11152*b^2*c*p^2-52*b^2*c*p*q+16988*b^2*c*p*r+89844*b^2*c*p *x-192*b^2*c*q^2+1620*b^2*c*q*r+57104*b^2*c*q*x+5836*b^2*c*r^2+48636*b^2*c*r*x-\ 308184*b^2*c*x^2-640*b^2*g^3-1224*b^2*g^2*p-720*b^2*g^2*q+1044*b^2*g^2*r+38444* b^2*g^2*x+3778*b^2*g*p^2-1020*b^2*g*p*q+6556*b^2*g*p*r+74806*b^2*g*p*x-120*b^2* g*q^2+528*b^2*g*q*r+32052*b^2*g*q*x+2778*b^2*g*r^2+41904*b^2*g*r*x-168492*b^2*g *x^2+3572*b^2*p^3+1024*b^2*p^2*q+8366*b^2*p^2*r+18336*b^2*p^2*x-120*b^2*p*q^2+ 1976*b^2*p*q*r+36184*b^2*p*q*x+6016*b^2*p*r^2+16160*b^2*p*r*x-170580*b^2*p*x^2+ 4208*b^2*q^2*x+952*b^2*q*r^2+17272*b^2*q*r*x-117228*b^2*q*x^2+1222*b^2*r^3+5628 *b^2*r^2*x-132212*b^2*r*x^2+68544*b^2*x^3+928*b*c^4-560*b*c^3*g+17024*b*c^3*p-\ 1320*b*c^3*q+13040*b*c^3*r+84968*b*c^3*x-2552*b*c^2*g^2+19192*b*c^2*g*p-3948*b* c^2*g*q+19260*b*c^2*g*r+190336*b*c^2*g*x+29736*b*c^2*p^2+5888*b*c^2*p*q+43132*b *c^2*p*r+79220*b*c^2*p*x-728*b*c^2*q^2+6702*b*c^2*q*r+100604*b*c^2*q*x+13396*b* c^2*r^2+23548*b*c^2*r*x-484032*b*c^2*x^2-1668*b*c*g^3+3492*b*c*g^2*p-2924*b*c*g ^2*q+7934*b*c*g^2*r+125182*b*c*g^2*x+27036*b*c*g*p^2+1584*b*c*g*p*q+40827*b*c*g *p*r+179150*b*c*g*p*x-960*b*c*g*q^2+6130*b*c*g*q*r+131838*b*c*g*q*x+13791*b*c*g *r^2+88578*b*c*g*r*x-571632*b*c*g*x^2+16836*b*c*p^3+10416*b*c*p^2*q+38328*b*c*p ^2*r+3560*b*c*p^2*x-144*b*c*p*q^2+16238*b*c*p*q*r+83648*b*c*p*q*x+26148*b*c*p*r ^2-49650*b*c*p*r*x-486096*b*c*p*x^2-40*b*c*q^3+552*b*c*q^2*r+30248*b*c*q^2*x+ 5822*b*c*q*r^2+40226*b*c*q*r*x-389232*b*c*q*x^2+4656*b*c*r^3-27994*b*c*r^2*x-\ 371560*b*c*r*x^2+237664*b*c*x^3-324*b*g^4-924*b*g^3*p-640*b*g^3*q+782*b*g^3*r+ 25628*b*g^3*x+4562*b*g^2*p^2-1196*b*g^2*p*q+7418*b*g^2*p*r+73162*b*g^2*p*x-280* b*g^2*q^2+1128*b*g^2*q*r+38816*b*g^2*q*x+2856*b*g^2*r^2+40948*b*g^2*r*x-156744* b*g^2*x^2+8470*b*g*p^3+3920*b*g*p^2*q+19878*b*g*p^2*r+33940*b*g*p^2*x-464*b*g*p *q^2+6762*b*g*p*q*r+72492*b*g*p*q*x+14346*b*g*p*r^2+24772*b*g*p*r*x-307464*b*g* p*x^2-24*b*g*q^3+180*b*g*q^2*r+16544*b*g*q^2*x+2842*b*g*q*r^2+37106*b*g*q*r*x-\ 219720*b*g*q*x^2+2938*b*g*r^3+7424*b*g*r^2*x-241952*b*g*r*x^2+110896*b*g*x^3+ 3024*b*p^4+3496*b*p^3*q+9426*b*p^3*r-7116*b*p^3*x+448*b*p^2*q^2+8194*b*p^2*q*r+ 9900*b*p^2*q*x+10134*b*p^2*r^2-36938*b*p^2*r*x-116760*b*p^2*x^2-24*b*p*q^3+856* b*p*q^2*r+18296*b*p*q^2*x+5900*b*p*q*r^2+958*b*p*q*r*x-196152*b*p*q*x^2+4086*b* p*r^3-43340*b*p*r^2*x-175196*b*p*r*x^2+112688*b*p*x^3+1280*b*q^3*x+408*b*q^2*r^ 2+8360*b*q^2*r*x-79392*b*q^2*x^2+1202*b*q*r^3+1118*b*q*r^2*x-153104*b*q*r*x^2+ 112688*b*q*x^3+354*b*r^4-13518*b*r^3*x-88856*b*r^2*x^2+104144*b*r*x^3+624*c^5+ 520*c^4*g+9640*c^4*p-184*c^4*q+6404*c^4*r+25360*c^4*x-604*c^3*g^2+17296*c^3*g*p -1768*c^3*g*q+12800*c^3*g*r+86384*c^3*g*x+20288*c^3*p^2+6688*c^3*p*q+28726*c^3* p*r+7416*c^3*p*x-408*c^3*q^2+5382*c^3*q*r+47064*c^3*q*x+8438*c^3*r^2-15632*c^3* r*x-229920*c^3*x^2-906*c^2*g^3+9066*c^2*g^2*p-2278*c^2*g^2*q+8661*c^2*g^2*r+ 89892*c^2*g^2*x+31408*c^2*g*p^2+6900*c^2*g*p*q+45225*c^2*g*p*r+85908*c^2*g*p*x-\ 1028*c^2*g*q^2+7569*c^2*g*q*r+104676*c^2*g*q*x+13817*c^2*g*r^2+28732*c^2*g*r*x-\ 430752*c^2*g*x^2+16004*c^2*p^3+13044*c^2*p^2*q+35760*c^2*p^2*r-34576*c^2*p^2*x+ 1000*c^2*p*q^2+19312*c^2*p*q*r+31856*c^2*p*q*x+23508*c^2*p*r^2-105312*c^2*p*r*x -319440*c^2*p*x^2-80*c^2*q^3+1200*c^2*q^2*r+26384*c^2*q^2*x+6268*c^2*q*r^2+7152 *c^2*q*r*x-285264*c^2*q*x^2+3752*c^2*r^3-51808*c^2*r^2*x-228768*c^2*r*x^2+ 182528*c^2*x^3-388*c*g^4+914*c*g^3*p-1044*c*g^3*q+2263*c*g^3*r+37784*c*g^3*x+ 13560*c*g^2*p^2+854*c*g^2*p*q+19811*c*g^2*p*r+85800*c*g^2*p*x-648*c*g^2*q^2+ 3299*c*g^2*q*r+66480*c*g^2*q*x+6251*c*g^2*r^2+43282*c*g^2*r*x-246792*c*g^2*x^2+ 18082*c*g*p^3+12474*c*g*p^2*q+41526*c*g*p^2*r+8560*c*g*p^2*x-12*c*g*p*q^2+18894 *c*g*p*q*r+84328*c*g*p*q*x+28806*c*g*p*r^2-37656*c*g*p*r*x-432072*c*g*p*x^2-92* c*g*q^3+932*c*g*q^2*r+35080*c*g*q^2*x+6420*c*g*q*r^2+43120*c*g*q*r*x-347784*c*g *q*x^2+5362*c*g*r^3-19024*c*g*r^2*x-329040*c*g*r*x^2+187392*c*g*x^3+5352*c*p^4+ 7496*c*p^3*q+16214*c*p^3*r-26420*c*p^3*x+2116*c*p^2*q^2+17098*c*p^2*q*r-12500*c *p^2*q*x+16530*c*p^2*r^2-99330*c*p^2*r*x-140856*c*p^2*x^2-28*c*p*q^3+3332*c*p*q ^2*r+18724*c*p*q^2*x+11708*c*p*q*r^2-47696*c*p*q*r*x-259824*c*p*q*x^2+5826*c*p* r^3-106600*c*p*r^2*x-185288*c*p*r*x^2+168416*c*p*x^3+36*c*q^3*r+4804*c*q^3*x+ 1216*c*q^2*r^2+8778*c*q^2*r*x-118968*c*q^2*x^2+2106*c*q*r^3-21292*c*q*r^2*x-\ 195376*c*q*r*x^2+168416*c*q*x^3+158*c*r^4-33690*c*r^3*x-81024*c*r^2*x^2+151040* c*r*x^3-56*g^5-250*g^4*p-162*g^4*q+166*g^4*r+5632*g^4*x+1464*g^3*p^2-462*g^3*p* q+2190*g^3*p*r+22350*g^3*p*x-118*g^3*q^2+430*g^3*q*r+12954*g^3*q*x+726*g^3*r^2+ 12504*g^3*r*x-44448*g^3*x^2+4354*g^2*p^3+2326*g^2*p^2*q+10232*g^2*p^2*r+16174*g ^2*p^2*x-326*g^2*p*q^2+3664*g^2*p*q*r+34972*g^2*p*q*x+7402*g^2*p*r^2+13640*g^2* p*r*x-131856*g^2*p*x^2-20*g^2*q^3+170*g^2*q^2*r+10162*g^2*q^2*x+1338*g^2*q*r^2+ 19816*g^2*q*r*x-96528*g^2*q*x^2+1524*g^2*r^3+6402*g^2*r^2*x-104016*g^2*r*x^2+ 43456*g^2*x^3+3276*g*p^4+4154*g*p^3*q+10348*g*p^3*r-5992*g*p^3*x+814*g*p^2*q^2+ 9704*g*p^2*q*r+9440*g*p^2*q*x+11388*g*p^2*r^2-32916*g*p^2*r*x-104196*g*p^2*x^2-\ 64*g*p*q^3+1362*g*p*q^2*r+18008*g*p*q^2*x+6946*g*p*q*r^2+930*g*p*q*r*x-174552*g *p*q*x^2+4836*g*p*r^3-38920*g*p*r^2*x-156652*g*p*r*x^2+88848*g*p*x^3+2576*g*q^3 *x+548*g*q^2*r^2+9506*g*q^2*r*x-70356*g*q^2*x^2+1396*g*q*r^3+1522*g*q*r^2*x-\ 135440*g*q*r*x^2+88848*g*q*x^3+520*g*r^4-11996*g*r^3*x-78660*g*r^2*x^2+82464*g* r*x^3+628*p^5+1304*p^4*q+2348*p^4*r-5224*p^4*x+724*p^3*q^2+3968*p^3*q*r-7812*p^ 3*q*x+3112*p^3*r^2-24514*p^3*r*x-19308*p^3*x^2+48*p^2*q^3+1708*p^2*q^2*r+152*p^ 2*q^2*x+4080*p^2*q*r^2-29280*p^2*q*r*x-55524*p^2*q*x^2+1528*p^2*r^3-39934*p^2*r ^2*x-32776*p^2*r*x^2+38576*p^2*x^3+88*p*q^3*r+2844*p*q^3*x+1244*p*q^2*r^2-3342* p*q^2*r*x-53124*p*q^2*x^2+1472*p*q*r^3-30636*p*q*r^2*x-75948*p*q*r*x^2+77152*p* q*x^3-28*p*r^4-27222*p*r^3*x-20272*p*r^2*x^2+69376*p*r*x^3+104*q^4*x+40*q^3*r^2 +1424*q^3*r*x-16908*q^3*x^2+260*q^2*r^3-790*q^2*r^2*x-43172*q^2*r*x^2+38576*q^2 *x^3+56*q*r^4-9168*q*r^3*x-37148*q*r^2*x^2+69376*q*r*x^3-164*r^5-6578*r^4*x-\ 4740*r^3*x^2+39808*r^2*x^3-7096*a^4-15584*a^3*b-24872*a^3*c-15828*a^3*g-6044*a^ 3*p-5788*a^3*q-4560*a^3*r+78464*a^3*x-10376*a^2*b^2-39400*a^2*b*c-24580*a^2*b*g -13668*a^2*b*p-8508*a^2*b*q-7600*a^2*b*r+149552*a^2*b*x-31648*a^2*c^2-41340*a^2 *c*g-6424*a^2*c*p-16164*a^2*c*q-4648*a^2*c*r+255096*a^2*c*x-12348*a^2*g^2-14072 *a^2*g*p-9794*a^2*g*q-8602*a^2*g*r+143352*a^2*g*x+9296*a^2*p^2-3284*a^2*p*q+ 14570*a^2*p*r+138432*a^2*p*x-1568*a^2*q^2-900*a^2*q*r+80604*a^2*q*x+5274*a^2*r^ 2+95592*a^2*r*x-134064*a^2*x^2-1952*a*b^3-16432*a*b^2*c-9768*a*b^2*g-8664*a*b^2 *p-2704*a*b^2*q-2960*a*b^2*r+81008*a*b^2*x-31384*a*b*c^2-39748*a*b*c*g-12116*a* b*c*p-15464*a*b*c*q-1616*a*b*c*r+330496*a*b*c*x-11452*a*b*g^2-19210*a*b*g*p-\ 8660*a*b*g*q-6254*a*b*g*r+179192*a*b*g*x+8060*a*b*p^2-6636*a*b*p*q+12454*a*b*p* r+199772*a*b*p*x-1056*a*b*q^2-1256*a*b*q*r+93068*a*b*q*x+4394*a*b*r^2+126992*a* b*r*x-205632*a*b*x^2-16968*a*c^3-34376*a*c^2*g+6584*a*c^2*p-14948*a*c^2*q+5588* a*c^2*r+275048*a*c^2*x-20378*a*c*g^2-14162*a*c*g*p-18324*a*c*g*q-4596*a*c*g*r+ 318108*a*c*g*x+30056*a*c*p^2-3428*a*c*p*q+44858*a*c*p*r+277540*a*c*p*x-3104*a*c *q^2+1412*a*c*q*r+180324*a*c*q*x+14802*a*c*r^2+181864*a*c*r*x-396096*a*c*x^2-\ 3716*a*g^3-9986*a*g^2*p-4922*a*g^2*q-3718*a*g^2*r+84460*a*g^2*x+8406*a*g*p^2-\ 7320*a*g*p*q+11996*a*g*p*r+191092*a*g*p*x-1624*a*g*q^2-1254*a*g*q*r+98788*a*g*q *x+3590*a*g*r^2+122688*a*g*r*x-186144*a*g*x^2+10868*a*p^3+5624*a*p^2*q+26766*a* p^2*r+59960*a*p^2*x-1200*a*p*q^2+8814*a*p*q*r+97428*a*p*q*x+20928*a*p*r^2+81540 *a*p*r*x-222720*a*p*x^2-96*a*q^3-136*a*q^2*r+25460*a*q^2*x+3190*a*q*r^2+62652*a *q*r*x-153648*a*q*x^2+5030*a*r^3+40060*a*r^2*x-171744*a*r*x^2+33856*a*x^3-64*b^ 4-1504*b^3*c-848*b^3*g-1184*b^3*p-128*b^3*q-208*b^3*r+9920*b^3*x-5944*b^2*c^2-\ 7224*b^2*c*g-4232*b^2*c*p-2448*b^2*c*q+1408*b^2*c*r+94872*b^2*c*x-1944*b^2*g^2-\ 5288*b^2*g*p-1288*b^2*g*q-448*b^2*g*r+48456*b^2*g*x+964*b^2*p^2-1744*b^2*p*q+ 2144*b^2*p*r+65484*b^2*p*x-80*b^2*q^2-312*b^2*q*r+16608*b^2*q*x+1180*b^2*r^2+ 37960*b^2*r*x-71568*b^2*x^2-7536*b*c^3-14696*b*c^2*g+2552*b*c^2*p-6956*b*c^2*q+ 6976*b*c^2*r+181448*b*c^2*x-8200*b*c*g^2-9474*b*c*g*p-7916*b*c*g*q+3566*b*c*g*r +205500*b*c*g*x+15680*b*c*p^2-4820*b*c*p*q+23926*b*c*p*r+201876*b*c*p*x-1040*b* c*q^2+792*b*c*q*r+105364*b*c*q*x+8246*b*c*r^2+123504*b*c*r*x-316896*b*c*x^2-\ 1368*b*g^3-6270*b*g^2*p-1960*b*g^2*q-328*b*g^2*r+53284*b*g^2*x+3250*b*g*p^2-\ 5152*b*g*p*q+5702*b*g*p*r+135340*b*g*p*x-496*b*g*q^2-312*b*g*q*r+52156*b*g*q*x+ 2452*b*g*r^2+80164*b*g*r*x-146544*b*g*x^2+6132*b*p^3+1272*b*p^2*q+14580*b*p^2*r +49076*b*p^2*x-736*b*p*q^2+2708*b*p*q*r+69924*b*p*q*x+10764*b*p*r^2+63184*b*p*r *x-184416*b*p*x^2-16*b*q^3-152*b*q^2*r+8840*b*q^2*x+1436*b*q*r^2+37888*b*q*r*x-\ 115344*b*q*x^2+2316*b*r^3+26060*b*r^2*x-140688*b*r*x^2+33856*b*x^3-3096*c^4-\ 8816*c^3*g+7108*c^3*p-4572*c^3*q+5820*c^3*r+98048*c^3*x-7662*c^2*g^2+1270*c^2*g *p-8570*c^2*g*q+5438*c^2*g*r+176672*c^2*g*x+21544*c^2*p^2-16*c^2*p*q+31500*c^2* p*r+134904*c^2*p*x-1536*c^2*q^2+2480*c^2*q*r+100728*c^2*q*x+9956*c^2*r^2+82064* c^2*r*x-273792*c^2*x^2-2598*c*g^3-5546*c*g^2*p-4518*c*g^2*q+1016*c*g^2*r+96080* c*g^2*x+16224*c*g*p^2-5736*c*g*p*q+23404*c*g*p*r+197716*c*g*p*x-1616*c*g*q^2+ 970*c*g*q*r+113428*c*g*q*x+7180*c*g*r^2+119312*c*g*r*x-281088*c*g*x^2+14068*c*p ^3+7516*c*p^2*q+33178*c*p^2*r+50052*c*p^2*x-1136*c*p*q^2+11742*c*p*q*r+102808*c *p*q*x+24152*c*p*r^2+53436*c*p*r*x-291360*c*p*x^2-96*c*q^3-8*c*q^2*r+28164*c*q^ 2*x+4226*c*q*r^2+63524*c*q*r*x-213888*c*q*x^2+5042*c*r^3+23608*c*r^2*x-226560*c *r*x^2+76544*c*x^3-292*g^4-2202*g^3*p-688*g^3*q-124*g^3*r+16128*g^3*x+1568*g^2* p^2-3090*g^2*p*q+2132*g^2*p*r+63944*g^2*p*x-340*g^2*q^2-16*g^2*q*r+28616*g^2*q* x+564*g^2*r^2+37232*g^2*r*x-65184*g^2*x^2+6550*g*p^3+1866*g*p^2*q+15496*g*p^2*r +47632*g*p^2*x-1160*g*p*q^2+3186*g*p*q*r+70680*g*p*q*x+11342*g*p*r^2+62844*g*p* r*x-161280*g*p*x^2-32*g*q^3-140*g*q^2*r+13792*g*q^2*x+1320*g*q*r^2+41632*g*q*r* x-105264*g*q*x^2+2396*g*r^3+28444*g*r^2*x-123696*g*r*x^2+27136*g*x^3+2688*p^4+ 3076*p^3*q+8792*p^3*r+3744*p^3*x+308*p^2*q^2+7368*p^2*q*r+20520*p^2*q*x+10248*p ^2*r^2-404*p^2*r*x-74064*p^2*x^2-80*p*q^3+612*p*q^2*r+18120*p*q^2*x+5508*p*q*r^ 2+25292*p*q*r*x-115728*p*q*x^2+4872*p*r^3-4856*p*r^2*x-117792*p*r*x^2+37696*p*x ^3-24*q^3*r+1344*q^3*x+304*q^2*r^2+9992*q^2*r*x-41664*q^2*x^2+1216*q*r^3+12020* q*r^2*x-90336*q*r*x^2+37696*q*x^3+728*r^4-708*r^3*x-59712*r^2*x^2+34432*r*x^3-\ 14472*a^3-20568*a^2*b-39904*a^2*c-21652*a^2*g-17484*a^2*p-8688*a^2*q-11868*a^2* r+80144*a^2*x-6800*a*b^2-35816*a*b*c-17616*a*b*g-21316*a*b*p-6344*a*b*q-9820*a* b*r+87520*a*b*x-36136*a*c^2-38348*a*c*g-26972*a*c*p-16752*a*c*q-15444*a*c*r+ 192000*a*c*x-8940*a*g^2-22852*a*g*p-7892*a*g*q-10928*a*g*r+87000*a*g*x+840*a*p^ 2-8852*a*p*q-164*a*p*r+128024*a*p*x-1216*a*q^2-3436*a*q*r+54056*a*q*x-1004*a*r^ 2+78192*a*r*x-60288*a*x^2-416*b^3-5648*b^2*c-2272*b^2*g-4976*b^2*p-656*b^2*q-\ 1232*b^2*r+17648*b^2*x-15168*b*c^2-14144*b*c*g-15908*b*c*p-6040*b*c*q-3660*b*c* r+112800*b*c*x-2488*b*g^2-12776*b*g*p-2376*b*g*q-2760*b*g*r+47400*b*g*x-1068*b* p^2-4856*b*p*q-1172*b*p*r+84824*b*p*x-256*b*q^2-1240*b*q*r+20648*b*q*x-104*b*r^ 2+47136*b*r*x-41280*b*x^2-10704*c^3-16544*c^2*g-8920*c^2*p-8112*c^2*q-2904*c^2* r+114496*c^2*x-6908*c*g^2-18088*c*g*p-7508*c*g*q-4816*c*g*r+110080*c*g*x+5412*c *p^2-8100*c*p*q+7112*c*p*r+142304*c*p*x-1216*c*q^2-2148*c*q*r+64832*c*q*x+1700* c*r^2+86144*c*r*x-114816*c*x^2-656*g^3-6928*g^2*p-1288*g^2*q-1280*g^2*r+22528*g ^2*x-1228*g*p^2-6248*g*p*q-2340*g*p*r+83176*g*p*x-392*g*q^2-1216*g*q*r+27160*g* q*x-1112*g*r^2+45136*g*r*x-40704*g*x^2+3508*p^3-180*p^2*q+8160*p^2*r+38056*p^2* x-1032*p*q^2+12*p*q*r+47008*p*q*x+5796*p*r^2+53384*p*r*x-72960*p*x^2-16*q^3-296 *q^2*r+5656*q^2*x+192*q*r^2+25928*q*r*x-40128*q*x^2+1144*r^3+22816*r^2*x-51648* r*x^2+3072*x^3-13888*a^2-9488*a*b-25472*a*c-10136*a*g-17112*a*p-4480*a*q-8464*a *r+30624*a*x-736*b^2-8096*b*c-1616*b*g-8616*b*p-880*b*q-2128*b*r+11616*b*x-\ 11616*c^2-8192*c*g-15024*c*p-4336*c*q-5312*c*r+45312*c*x-400*g^2-9784*g*p-960*g *q-1952*g*r+12288*g*x-2424*p^2-4216*p*q-3880*p*r+40608*p*x-144*q^2-1088*q*r+ 7776*q*x-1456*r^2+19008*r*x-4608*x^2-4256*a+64*b-3520*c+640*g-5216*p-128*q-896* r+768)*dx+x*(x-1)*(16*a^6*x^3+96*a^5*b*x^3+176*a^5*c*x^3+80*a^5*g*x^3+80*a^5*p* x^3+80*a^5*q*x^3+144*a^5*r*x^3+240*a^4*b^2*x^3+880*a^4*b*c*x^3+400*a^4*b*g*x^3+ 400*a^4*b*p*x^3+400*a^4*b*q*x^3+720*a^4*b*r*x^3+720*a^4*c^2*x^3+736*a^4*c*g*x^3 +640*a^4*c*p*x^3+640*a^4*c*q*x^3+1120*a^4*c*r*x^3+164*a^4*g^2*x^3+336*a^4*g*p*x ^3+336*a^4*g*q*x^3+600*a^4*g*r*x^3+140*a^4*p^2*x^3+280*a^4*p*q*x^3+488*a^4*p*r* x^3+140*a^4*q^2*x^3+488*a^4*q*r*x^3+420*a^4*r^2*x^3+320*a^3*b^3*x^3+1760*a^3*b^ 2*c*x^3+800*a^3*b^2*g*x^3+800*a^3*b^2*p*x^3+800*a^3*b^2*q*x^3+1440*a^3*b^2*r*x^ 3+2880*a^3*b*c^2*x^3+2944*a^3*b*c*g*x^3+2560*a^3*b*c*p*x^3+2560*a^3*b*c*q*x^3+ 4480*a^3*b*c*r*x^3+656*a^3*b*g^2*x^3+1344*a^3*b*g*p*x^3+1344*a^3*b*g*q*x^3+2400 *a^3*b*g*r*x^3+560*a^3*b*p^2*x^3+1120*a^3*b*p*q*x^3+1952*a^3*b*p*r*x^3+560*a^3* b*q^2*x^3+1952*a^3*b*q*r*x^3+1680*a^3*b*r^2*x^3+1456*a^3*c^3*x^3+2440*a^3*c^2*g *x^3+1904*a^3*c^2*p*x^3+1904*a^3*c^2*q*x^3+3248*a^3*c^2*r*x^3+1208*a^3*c*g^2*x^ 3+2188*a^3*c*g*p*x^3+2188*a^3*c*g*q*x^3+3800*a^3*c*g*r*x^3+812*a^3*c*p^2*x^3+ 1624*a^3*c*p*q*x^3+2760*a^3*c*p*r*x^3+812*a^3*c*q^2*x^3+2760*a^3*c*q*r*x^3+2308 *a^3*c*r^2*x^3+176*a^3*g^3*x^3+554*a^3*g^2*p*x^3+554*a^3*g^2*q*x^3+984*a^3*g^2* r*x^3+484*a^3*g*p^2*x^3+968*a^3*g*p*q*x^3+1672*a^3*g*p*r*x^3+484*a^3*g*q^2*x^3+ 1672*a^3*g*q*r*x^3+1416*a^3*g*r^2*x^3+112*a^3*p^3*x^3+336*a^3*p^2*q*x^3+568*a^3 *p^2*r*x^3+336*a^3*p*q^2*x^3+1136*a^3*p*q*r*x^3+944*a^3*p*r^2*x^3+112*a^3*q^3*x ^3+568*a^3*q^2*r*x^3+944*a^3*q*r^2*x^3+512*a^3*r^3*x^3+240*a^2*b^4*x^3+1760*a^2 *b^3*c*x^3+800*a^2*b^3*g*x^3+800*a^2*b^3*p*x^3+800*a^2*b^3*q*x^3+1440*a^2*b^3*r *x^3+4320*a^2*b^2*c^2*x^3+4416*a^2*b^2*c*g*x^3+3840*a^2*b^2*c*p*x^3+3840*a^2*b^ 2*c*q*x^3+6720*a^2*b^2*c*r*x^3+984*a^2*b^2*g^2*x^3+2016*a^2*b^2*g*p*x^3+2016*a^ 2*b^2*g*q*x^3+3600*a^2*b^2*g*r*x^3+840*a^2*b^2*p^2*x^3+1680*a^2*b^2*p*q*x^3+ 2928*a^2*b^2*p*r*x^3+840*a^2*b^2*q^2*x^3+2928*a^2*b^2*q*r*x^3+2520*a^2*b^2*r^2* x^3+4368*a^2*b*c^3*x^3+7320*a^2*b*c^2*g*x^3+5712*a^2*b*c^2*p*x^3+5712*a^2*b*c^2 *q*x^3+9744*a^2*b*c^2*r*x^3+3624*a^2*b*c*g^2*x^3+6564*a^2*b*c*g*p*x^3+6564*a^2* b*c*g*q*x^3+11400*a^2*b*c*g*r*x^3+2436*a^2*b*c*p^2*x^3+4872*a^2*b*c*p*q*x^3+ 8280*a^2*b*c*p*r*x^3+2436*a^2*b*c*q^2*x^3+8280*a^2*b*c*q*r*x^3+6924*a^2*b*c*r^2 *x^3+528*a^2*b*g^3*x^3+1662*a^2*b*g^2*p*x^3+1662*a^2*b*g^2*q*x^3+2952*a^2*b*g^2 *r*x^3+1452*a^2*b*g*p^2*x^3+2904*a^2*b*g*p*q*x^3+5016*a^2*b*g*p*r*x^3+1452*a^2* b*g*q^2*x^3+5016*a^2*b*g*q*r*x^3+4248*a^2*b*g*r^2*x^3+336*a^2*b*p^3*x^3+1008*a^ 2*b*p^2*q*x^3+1704*a^2*b*p^2*r*x^3+1008*a^2*b*p*q^2*x^3+3408*a^2*b*p*q*r*x^3+ 2832*a^2*b*p*r^2*x^3+336*a^2*b*q^3*x^3+1704*a^2*b*q^2*r*x^3+2832*a^2*b*q*r^2*x^ 3+1536*a^2*b*r^3*x^3+1568*a^2*c^4*x^3+3784*a^2*c^3*g*x^3+2688*a^2*c^3*p*x^3+ 2688*a^2*c^3*q*x^3+4480*a^2*c^3*r*x^3+3024*a^2*c^2*g^2*x^3+5024*a^2*c^2*g*p*x^3 +5024*a^2*c^2*g*q*x^3+8536*a^2*c^2*g*r*x^3+1680*a^2*c^2*p^2*x^3+3360*a^2*c^2*p* q*x^3+5584*a^2*c^2*p*r*x^3+1680*a^2*c^2*q^2*x^3+5584*a^2*c^2*q*r*x^3+4552*a^2*c ^2*r^2*x^3+970*a^2*c*g^3*x^3+2734*a^2*c*g^2*p*x^3+2734*a^2*c*g^2*q*x^3+4732*a^2 *c*g^2*r*x^3+2186*a^2*c*g*p^2*x^3+4372*a^2*c*g*p*q*x^3+7388*a^2*c*g*p*r*x^3+ 2186*a^2*c*g*q^2*x^3+7388*a^2*c*g*q*r*x^3+6120*a^2*c*g*r^2*x^3+448*a^2*c*p^3*x^ 3+1344*a^2*c*p^2*q*x^3+2224*a^2*c*p^2*r*x^3+1344*a^2*c*p*q^2*x^3+4448*a^2*c*p*q *r*x^3+3608*a^2*c*p*r^2*x^3+448*a^2*c*q^3*x^3+2224*a^2*c*q^2*r*x^3+3608*a^2*c*q *r^2*x^3+1904*a^2*c*r^3*x^3+104*a^2*g^4*x^3+447*a^2*g^3*p*x^3+447*a^2*g^3*q*x^3 +792*a^2*g^3*r*x^3+611*a^2*g^2*p^2*x^3+1222*a^2*g^2*p*q*x^3+2102*a^2*g^2*p*r*x^ 3+611*a^2*g^2*q^2*x^3+2102*a^2*g^2*q*r*x^3+1764*a^2*g^2*r^2*x^3+310*a^2*g*p^3*x ^3+930*a^2*g*p^2*q*x^3+1560*a^2*g*p^2*r*x^3+930*a^2*g*p*q^2*x^3+3120*a^2*g*p*q* r*x^3+2562*a^2*g*p*r^2*x^3+310*a^2*g*q^3*x^3+1560*a^2*g*q^2*r*x^3+2562*a^2*g*q* r^2*x^3+1372*a^2*g*r^3*x^3+42*a^2*p^4*x^3+168*a^2*p^3*q*x^3+276*a^2*p^3*r*x^3+ 252*a^2*p^2*q^2*x^3+828*a^2*p^2*q*r*x^3+666*a^2*p^2*r^2*x^3+168*a^2*p*q^3*x^3+ 828*a^2*p*q^2*r*x^3+1332*a^2*p*q*r^2*x^3+696*a^2*p*r^3*x^3+42*a^2*q^4*x^3+276*a ^2*q^3*r*x^3+666*a^2*q^2*r^2*x^3+696*a^2*q*r^3*x^3+264*a^2*r^4*x^3+96*a*b^5*x^3 +880*a*b^4*c*x^3+400*a*b^4*g*x^3+400*a*b^4*p*x^3+400*a*b^4*q*x^3+720*a*b^4*r*x^ 3+2880*a*b^3*c^2*x^3+2944*a*b^3*c*g*x^3+2560*a*b^3*c*p*x^3+2560*a*b^3*c*q*x^3+ 4480*a*b^3*c*r*x^3+656*a*b^3*g^2*x^3+1344*a*b^3*g*p*x^3+1344*a*b^3*g*q*x^3+2400 *a*b^3*g*r*x^3+560*a*b^3*p^2*x^3+1120*a*b^3*p*q*x^3+1952*a*b^3*p*r*x^3+560*a*b^ 3*q^2*x^3+1952*a*b^3*q*r*x^3+1680*a*b^3*r^2*x^3+4368*a*b^2*c^3*x^3+7320*a*b^2*c ^2*g*x^3+5712*a*b^2*c^2*p*x^3+5712*a*b^2*c^2*q*x^3+9744*a*b^2*c^2*r*x^3+3624*a* b^2*c*g^2*x^3+6564*a*b^2*c*g*p*x^3+6564*a*b^2*c*g*q*x^3+11400*a*b^2*c*g*r*x^3+ 2436*a*b^2*c*p^2*x^3+4872*a*b^2*c*p*q*x^3+8280*a*b^2*c*p*r*x^3+2436*a*b^2*c*q^2 *x^3+8280*a*b^2*c*q*r*x^3+6924*a*b^2*c*r^2*x^3+528*a*b^2*g^3*x^3+1662*a*b^2*g^2 *p*x^3+1662*a*b^2*g^2*q*x^3+2952*a*b^2*g^2*r*x^3+1452*a*b^2*g*p^2*x^3+2904*a*b^ 2*g*p*q*x^3+5016*a*b^2*g*p*r*x^3+1452*a*b^2*g*q^2*x^3+5016*a*b^2*g*q*r*x^3+4248 *a*b^2*g*r^2*x^3+336*a*b^2*p^3*x^3+1008*a*b^2*p^2*q*x^3+1704*a*b^2*p^2*r*x^3+ 1008*a*b^2*p*q^2*x^3+3408*a*b^2*p*q*r*x^3+2832*a*b^2*p*r^2*x^3+336*a*b^2*q^3*x^ 3+1704*a*b^2*q^2*r*x^3+2832*a*b^2*q*r^2*x^3+1536*a*b^2*r^3*x^3+3136*a*b*c^4*x^3 +7568*a*b*c^3*g*x^3+5376*a*b*c^3*p*x^3+5376*a*b*c^3*q*x^3+8960*a*b*c^3*r*x^3+ 6048*a*b*c^2*g^2*x^3+10048*a*b*c^2*g*p*x^3+10048*a*b*c^2*g*q*x^3+17072*a*b*c^2* g*r*x^3+3360*a*b*c^2*p^2*x^3+6720*a*b*c^2*p*q*x^3+11168*a*b*c^2*p*r*x^3+3360*a* b*c^2*q^2*x^3+11168*a*b*c^2*q*r*x^3+9104*a*b*c^2*r^2*x^3+1940*a*b*c*g^3*x^3+ 5468*a*b*c*g^2*p*x^3+5468*a*b*c*g^2*q*x^3+9464*a*b*c*g^2*r*x^3+4372*a*b*c*g*p^2 *x^3+8744*a*b*c*g*p*q*x^3+14776*a*b*c*g*p*r*x^3+4372*a*b*c*g*q^2*x^3+14776*a*b* c*g*q*r*x^3+12240*a*b*c*g*r^2*x^3+896*a*b*c*p^3*x^3+2688*a*b*c*p^2*q*x^3+4448*a *b*c*p^2*r*x^3+2688*a*b*c*p*q^2*x^3+8896*a*b*c*p*q*r*x^3+7216*a*b*c*p*r^2*x^3+ 896*a*b*c*q^3*x^3+4448*a*b*c*q^2*r*x^3+7216*a*b*c*q*r^2*x^3+3808*a*b*c*r^3*x^3+ 208*a*b*g^4*x^3+894*a*b*g^3*p*x^3+894*a*b*g^3*q*x^3+1584*a*b*g^3*r*x^3+1222*a*b *g^2*p^2*x^3+2444*a*b*g^2*p*q*x^3+4204*a*b*g^2*p*r*x^3+1222*a*b*g^2*q^2*x^3+ 4204*a*b*g^2*q*r*x^3+3528*a*b*g^2*r^2*x^3+620*a*b*g*p^3*x^3+1860*a*b*g*p^2*q*x^ 3+3120*a*b*g*p^2*r*x^3+1860*a*b*g*p*q^2*x^3+6240*a*b*g*p*q*r*x^3+5124*a*b*g*p*r ^2*x^3+620*a*b*g*q^3*x^3+3120*a*b*g*q^2*r*x^3+5124*a*b*g*q*r^2*x^3+2744*a*b*g*r ^3*x^3+84*a*b*p^4*x^3+336*a*b*p^3*q*x^3+552*a*b*p^3*r*x^3+504*a*b*p^2*q^2*x^3+ 1656*a*b*p^2*q*r*x^3+1332*a*b*p^2*r^2*x^3+336*a*b*p*q^3*x^3+1656*a*b*p*q^2*r*x^ 3+2664*a*b*p*q*r^2*x^3+1392*a*b*p*r^3*x^3+84*a*b*q^4*x^3+552*a*b*q^3*r*x^3+1332 *a*b*q^2*r^2*x^3+1392*a*b*q*r^3*x^3+528*a*b*r^4*x^3+864*a*c^5*x^3+2800*a*c^4*g* x^3+1824*a*c^4*p*x^3+1824*a*c^4*q*x^3+2976*a*c^4*r*x^3+3160*a*c^3*g^2*x^3+4912* a*c^3*g*p*x^3+4912*a*c^3*g*q*x^3+8208*a*c^3*g*r*x^3+1488*a*c^3*p^2*x^3+2976*a*c ^3*p*q*x^3+4848*a*c^3*p*r*x^3+1488*a*c^3*q^2*x^3+4848*a*c^3*q*r*x^3+3864*a*c^3* r^2*x^3+1620*a*c^2*g^3*x^3+4248*a*c^2*g^2*p*x^3+4248*a*c^2*g^2*q*x^3+7224*a*c^2 *g^2*r*x^3+3168*a*c^2*g*p^2*x^3+6336*a*c^2*g*p*q*x^3+10536*a*c^2*g*p*r*x^3+3168 *a*c^2*g*q^2*x^3+10536*a*c^2*g*q*r*x^3+8592*a*c^2*g*r^2*x^3+576*a*c^2*p^3*x^3+ 1728*a*c^2*p^2*q*x^3+2808*a*c^2*p^2*r*x^3+1728*a*c^2*p*q^2*x^3+5616*a*c^2*p*q*r *x^3+4464*a*c^2*p*r^2*x^3+576*a*c^2*q^3*x^3+2808*a*c^2*q^2*r*x^3+4464*a*c^2*q*r ^2*x^3+2304*a*c^2*r^3*x^3+380*a*c*g^4*x^3+1476*a*c*g^3*p*x^3+1476*a*c*g^3*q*x^3 +2556*a*c*g^3*r*x^3+1878*a*c*g^2*p^2*x^3+3756*a*c*g^2*p*q*x^3+6348*a*c*g^2*p*r* x^3+1878*a*c*g^2*q^2*x^3+6348*a*c*g^2*q*r*x^3+5250*a*c*g^2*r^2*x^3+884*a*c*g*p^ 3*x^3+2652*a*c*g*p^2*q*x^3+4380*a*c*g*p^2*r*x^3+2652*a*c*g*p*q^2*x^3+8760*a*c*g *p*q*r*x^3+7086*a*c*g*p*r^2*x^3+884*a*c*g*q^3*x^3+4380*a*c*g*q^2*r*x^3+7086*a*c *g*q*r^2*x^3+3728*a*c*g*r^3*x^3+102*a*c*p^4*x^3+408*a*c*p^3*q*x^3+660*a*c*p^3*r *x^3+612*a*c*p^2*q^2*x^3+1980*a*c*p^2*q*r*x^3+1566*a*c*p^2*r^2*x^3+408*a*c*p*q^ 3*x^3+1980*a*c*p*q^2*r*x^3+3132*a*c*p*q*r^2*x^3+1608*a*c*p*r^3*x^3+102*a*c*q^4* x^3+660*a*c*q^3*r*x^3+1566*a*c*q^2*r^2*x^3+1608*a*c*q*r^3*x^3+600*a*c*r^4*x^3+ 32*a*g^5*x^3+176*a*g^4*p*x^3+176*a*g^4*q*x^3+312*a*g^4*r*x^3+333*a*g^3*p^2*x^3+ 666*a*g^3*p*q*x^3+1146*a*g^3*p*r*x^3+333*a*g^3*q^2*x^3+1146*a*g^3*q*r*x^3+960*a *g^3*r^2*x^3+272*a*g^2*p^3*x^3+816*a*g^2*p^2*q*x^3+1368*a*g^2*p^2*r*x^3+816*a*g ^2*p*q^2*x^3+2736*a*g^2*p*q*r*x^3+2241*a*g^2*p*r^2*x^3+272*a*g^2*q^3*x^3+1368*a *g^2*q^2*r*x^3+2241*a*g^2*q*r^2*x^3+1196*a*g^2*r^3*x^3+89*a*g*p^4*x^3+356*a*g*p ^3*q*x^3+582*a*g*p^3*r*x^3+534*a*g*p^2*q^2*x^3+1746*a*g*p^2*q*r*x^3+1395*a*g*p^ 2*r^2*x^3+356*a*g*p*q^3*x^3+1746*a*g*p*q^2*r*x^3+2790*a*g*p*q*r^2*x^3+1448*a*g* p*r^3*x^3+89*a*g*q^4*x^3+582*a*g*q^3*r*x^3+1395*a*g*q^2*r^2*x^3+1448*a*g*q*r^3* x^3+546*a*g*r^4*x^3+6*a*p^5*x^3+30*a*p^4*q*x^3+48*a*p^4*r*x^3+60*a*p^3*q^2*x^3+ 192*a*p^3*q*r*x^3+150*a*p^3*r^2*x^3+60*a*p^2*q^3*x^3+288*a*p^2*q^2*r*x^3+450*a* p^2*q*r^2*x^3+228*a*p^2*r^3*x^3+30*a*p*q^4*x^3+192*a*p*q^3*r*x^3+450*a*p*q^2*r^ 2*x^3+456*a*p*q*r^3*x^3+168*a*p*r^4*x^3+6*a*q^5*x^3+48*a*q^4*r*x^3+150*a*q^3*r^ 2*x^3+228*a*q^2*r^3*x^3+168*a*q*r^4*x^3+48*a*r^5*x^3+16*b^6*x^3+176*b^5*c*x^3+ 80*b^5*g*x^3+80*b^5*p*x^3+80*b^5*q*x^3+144*b^5*r*x^3+720*b^4*c^2*x^3+736*b^4*c* g*x^3+640*b^4*c*p*x^3+640*b^4*c*q*x^3+1120*b^4*c*r*x^3+164*b^4*g^2*x^3+336*b^4* g*p*x^3+336*b^4*g*q*x^3+600*b^4*g*r*x^3+140*b^4*p^2*x^3+280*b^4*p*q*x^3+488*b^4 *p*r*x^3+140*b^4*q^2*x^3+488*b^4*q*r*x^3+420*b^4*r^2*x^3+1456*b^3*c^3*x^3+2440* b^3*c^2*g*x^3+1904*b^3*c^2*p*x^3+1904*b^3*c^2*q*x^3+3248*b^3*c^2*r*x^3+1208*b^3 *c*g^2*x^3+2188*b^3*c*g*p*x^3+2188*b^3*c*g*q*x^3+3800*b^3*c*g*r*x^3+812*b^3*c*p ^2*x^3+1624*b^3*c*p*q*x^3+2760*b^3*c*p*r*x^3+812*b^3*c*q^2*x^3+2760*b^3*c*q*r*x ^3+2308*b^3*c*r^2*x^3+176*b^3*g^3*x^3+554*b^3*g^2*p*x^3+554*b^3*g^2*q*x^3+984*b ^3*g^2*r*x^3+484*b^3*g*p^2*x^3+968*b^3*g*p*q*x^3+1672*b^3*g*p*r*x^3+484*b^3*g*q ^2*x^3+1672*b^3*g*q*r*x^3+1416*b^3*g*r^2*x^3+112*b^3*p^3*x^3+336*b^3*p^2*q*x^3+ 568*b^3*p^2*r*x^3+336*b^3*p*q^2*x^3+1136*b^3*p*q*r*x^3+944*b^3*p*r^2*x^3+112*b^ 3*q^3*x^3+568*b^3*q^2*r*x^3+944*b^3*q*r^2*x^3+512*b^3*r^3*x^3+1568*b^2*c^4*x^3+ 3784*b^2*c^3*g*x^3+2688*b^2*c^3*p*x^3+2688*b^2*c^3*q*x^3+4480*b^2*c^3*r*x^3+ 3024*b^2*c^2*g^2*x^3+5024*b^2*c^2*g*p*x^3+5024*b^2*c^2*g*q*x^3+8536*b^2*c^2*g*r *x^3+1680*b^2*c^2*p^2*x^3+3360*b^2*c^2*p*q*x^3+5584*b^2*c^2*p*r*x^3+1680*b^2*c^ 2*q^2*x^3+5584*b^2*c^2*q*r*x^3+4552*b^2*c^2*r^2*x^3+970*b^2*c*g^3*x^3+2734*b^2* c*g^2*p*x^3+2734*b^2*c*g^2*q*x^3+4732*b^2*c*g^2*r*x^3+2186*b^2*c*g*p^2*x^3+4372 *b^2*c*g*p*q*x^3+7388*b^2*c*g*p*r*x^3+2186*b^2*c*g*q^2*x^3+7388*b^2*c*g*q*r*x^3 +6120*b^2*c*g*r^2*x^3+448*b^2*c*p^3*x^3+1344*b^2*c*p^2*q*x^3+2224*b^2*c*p^2*r*x ^3+1344*b^2*c*p*q^2*x^3+4448*b^2*c*p*q*r*x^3+3608*b^2*c*p*r^2*x^3+448*b^2*c*q^3 *x^3+2224*b^2*c*q^2*r*x^3+3608*b^2*c*q*r^2*x^3+1904*b^2*c*r^3*x^3+104*b^2*g^4*x ^3+447*b^2*g^3*p*x^3+447*b^2*g^3*q*x^3+792*b^2*g^3*r*x^3+611*b^2*g^2*p^2*x^3+ 1222*b^2*g^2*p*q*x^3+2102*b^2*g^2*p*r*x^3+611*b^2*g^2*q^2*x^3+2102*b^2*g^2*q*r* x^3+1764*b^2*g^2*r^2*x^3+310*b^2*g*p^3*x^3+930*b^2*g*p^2*q*x^3+1560*b^2*g*p^2*r *x^3+930*b^2*g*p*q^2*x^3+3120*b^2*g*p*q*r*x^3+2562*b^2*g*p*r^2*x^3+310*b^2*g*q^ 3*x^3+1560*b^2*g*q^2*r*x^3+2562*b^2*g*q*r^2*x^3+1372*b^2*g*r^3*x^3+42*b^2*p^4*x ^3+168*b^2*p^3*q*x^3+276*b^2*p^3*r*x^3+252*b^2*p^2*q^2*x^3+828*b^2*p^2*q*r*x^3+ 666*b^2*p^2*r^2*x^3+168*b^2*p*q^3*x^3+828*b^2*p*q^2*r*x^3+1332*b^2*p*q*r^2*x^3+ 696*b^2*p*r^3*x^3+42*b^2*q^4*x^3+276*b^2*q^3*r*x^3+666*b^2*q^2*r^2*x^3+696*b^2* q*r^3*x^3+264*b^2*r^4*x^3+864*b*c^5*x^3+2800*b*c^4*g*x^3+1824*b*c^4*p*x^3+1824* b*c^4*q*x^3+2976*b*c^4*r*x^3+3160*b*c^3*g^2*x^3+4912*b*c^3*g*p*x^3+4912*b*c^3*g *q*x^3+8208*b*c^3*g*r*x^3+1488*b*c^3*p^2*x^3+2976*b*c^3*p*q*x^3+4848*b*c^3*p*r* x^3+1488*b*c^3*q^2*x^3+4848*b*c^3*q*r*x^3+3864*b*c^3*r^2*x^3+1620*b*c^2*g^3*x^3 +4248*b*c^2*g^2*p*x^3+4248*b*c^2*g^2*q*x^3+7224*b*c^2*g^2*r*x^3+3168*b*c^2*g*p^ 2*x^3+6336*b*c^2*g*p*q*x^3+10536*b*c^2*g*p*r*x^3+3168*b*c^2*g*q^2*x^3+10536*b*c ^2*g*q*r*x^3+8592*b*c^2*g*r^2*x^3+576*b*c^2*p^3*x^3+1728*b*c^2*p^2*q*x^3+2808*b *c^2*p^2*r*x^3+1728*b*c^2*p*q^2*x^3+5616*b*c^2*p*q*r*x^3+4464*b*c^2*p*r^2*x^3+ 576*b*c^2*q^3*x^3+2808*b*c^2*q^2*r*x^3+4464*b*c^2*q*r^2*x^3+2304*b*c^2*r^3*x^3+ 380*b*c*g^4*x^3+1476*b*c*g^3*p*x^3+1476*b*c*g^3*q*x^3+2556*b*c*g^3*r*x^3+1878*b *c*g^2*p^2*x^3+3756*b*c*g^2*p*q*x^3+6348*b*c*g^2*p*r*x^3+1878*b*c*g^2*q^2*x^3+ 6348*b*c*g^2*q*r*x^3+5250*b*c*g^2*r^2*x^3+884*b*c*g*p^3*x^3+2652*b*c*g*p^2*q*x^ 3+4380*b*c*g*p^2*r*x^3+2652*b*c*g*p*q^2*x^3+8760*b*c*g*p*q*r*x^3+7086*b*c*g*p*r ^2*x^3+884*b*c*g*q^3*x^3+4380*b*c*g*q^2*r*x^3+7086*b*c*g*q*r^2*x^3+3728*b*c*g*r ^3*x^3+102*b*c*p^4*x^3+408*b*c*p^3*q*x^3+660*b*c*p^3*r*x^3+612*b*c*p^2*q^2*x^3+ 1980*b*c*p^2*q*r*x^3+1566*b*c*p^2*r^2*x^3+408*b*c*p*q^3*x^3+1980*b*c*p*q^2*r*x^ 3+3132*b*c*p*q*r^2*x^3+1608*b*c*p*r^3*x^3+102*b*c*q^4*x^3+660*b*c*q^3*r*x^3+ 1566*b*c*q^2*r^2*x^3+1608*b*c*q*r^3*x^3+600*b*c*r^4*x^3+32*b*g^5*x^3+176*b*g^4* p*x^3+176*b*g^4*q*x^3+312*b*g^4*r*x^3+333*b*g^3*p^2*x^3+666*b*g^3*p*q*x^3+1146* b*g^3*p*r*x^3+333*b*g^3*q^2*x^3+1146*b*g^3*q*r*x^3+960*b*g^3*r^2*x^3+272*b*g^2* p^3*x^3+816*b*g^2*p^2*q*x^3+1368*b*g^2*p^2*r*x^3+816*b*g^2*p*q^2*x^3+2736*b*g^2 *p*q*r*x^3+2241*b*g^2*p*r^2*x^3+272*b*g^2*q^3*x^3+1368*b*g^2*q^2*r*x^3+2241*b*g ^2*q*r^2*x^3+1196*b*g^2*r^3*x^3+89*b*g*p^4*x^3+356*b*g*p^3*q*x^3+582*b*g*p^3*r* x^3+534*b*g*p^2*q^2*x^3+1746*b*g*p^2*q*r*x^3+1395*b*g*p^2*r^2*x^3+356*b*g*p*q^3 *x^3+1746*b*g*p*q^2*r*x^3+2790*b*g*p*q*r^2*x^3+1448*b*g*p*r^3*x^3+89*b*g*q^4*x^ 3+582*b*g*q^3*r*x^3+1395*b*g*q^2*r^2*x^3+1448*b*g*q*r^3*x^3+546*b*g*r^4*x^3+6*b *p^5*x^3+30*b*p^4*q*x^3+48*b*p^4*r*x^3+60*b*p^3*q^2*x^3+192*b*p^3*q*r*x^3+150*b *p^3*r^2*x^3+60*b*p^2*q^3*x^3+288*b*p^2*q^2*r*x^3+450*b*p^2*q*r^2*x^3+228*b*p^2 *r^3*x^3+30*b*p*q^4*x^3+192*b*p*q^3*r*x^3+450*b*p*q^2*r^2*x^3+456*b*p*q*r^3*x^3 +168*b*p*r^4*x^3+6*b*q^5*x^3+48*b*q^4*r*x^3+150*b*q^3*r^2*x^3+228*b*q^2*r^3*x^3 +168*b*q*r^4*x^3+48*b*r^5*x^3+192*c^6*x^3+800*c^5*g*x^3+480*c^5*p*x^3+480*c^5*q *x^3+768*c^5*r*x^3+1184*c^4*g^2*x^3+1744*c^4*g*p*x^3+1744*c^4*g*q*x^3+2880*c^4* g*r*x^3+480*c^4*p^2*x^3+960*c^4*p*q*x^3+1536*c^4*p*r*x^3+480*c^4*q^2*x^3+1536*c ^4*q*r*x^3+1200*c^4*r^2*x^3+848*c^3*g^3*x^3+2112*c^3*g^2*p*x^3+2112*c^3*g^2*q*x ^3+3552*c^3*g^2*r*x^3+1488*c^3*g*p^2*x^3+2976*c^3*g*p*q*x^3+4896*c^3*g*p*r*x^3+ 1488*c^3*g*q^2*x^3+4896*c^3*g*q*r*x^3+3960*c^3*g*r^2*x^3+240*c^3*p^3*x^3+720*c^ 3*p^2*q*x^3+1152*c^3*p^2*r*x^3+720*c^3*p*q^2*x^3+2304*c^3*p*q*r*x^3+1800*c^3*p* r^2*x^3+240*c^3*q^3*x^3+1152*c^3*q^2*r*x^3+1800*c^3*q*r^2*x^3+912*c^3*r^3*x^3+ 316*c^2*g^4*x^3+1152*c^2*g^3*p*x^3+1152*c^2*g^3*q*x^3+1968*c^2*g^3*r*x^3+1392*c ^2*g^2*p^2*x^3+2784*c^2*g^2*p*q*x^3+4656*c^2*g^2*p*r*x^3+1392*c^2*g^2*q^2*x^3+ 4656*c^2*g^2*q*r*x^3+3828*c^2*g^2*r^2*x^3+616*c^2*g*p^3*x^3+1848*c^2*g*p^2*q*x^ 3+3024*c^2*g*p^2*r*x^3+1848*c^2*g*p*q^2*x^3+6048*c^2*g*p*q*r*x^3+4860*c^2*g*p*r ^2*x^3+616*c^2*g*q^3*x^3+3024*c^2*g*q^2*r*x^3+4860*c^2*g*q*r^2*x^3+2536*c^2*g*r ^3*x^3+60*c^2*p^4*x^3+240*c^2*p^3*q*x^3+384*c^2*p^3*r*x^3+360*c^2*p^2*q^2*x^3+ 1152*c^2*p^2*q*r*x^3+900*c^2*p^2*r^2*x^3+240*c^2*p*q^3*x^3+1152*c^2*p*q^2*r*x^3 +1800*c^2*p*q*r^2*x^3+912*c^2*p*r^3*x^3+60*c^2*q^4*x^3+384*c^2*q^3*r*x^3+900*c^ 2*q^2*r^2*x^3+912*c^2*q*r^3*x^3+336*c^2*r^4*x^3+58*c*g^5*x^3+290*c*g^4*p*x^3+ 290*c*g^4*q*x^3+504*c*g^4*r*x^3+516*c*g^3*p^2*x^3+1032*c*g^3*p*q*x^3+1752*c*g^3 *p*r*x^3+516*c*g^3*q^2*x^3+1752*c*g^3*q*r*x^3+1458*c*g^3*r^2*x^3+400*c*g^2*p^3* x^3+1200*c*g^2*p^2*q*x^3+1992*c*g^2*p^2*r*x^3+1200*c*g^2*p*q^2*x^3+3984*c*g^2*p *q*r*x^3+3246*c*g^2*p*r^2*x^3+400*c*g^2*q^3*x^3+1992*c*g^2*q^2*r*x^3+3246*c*g^2 *q*r^2*x^3+1720*c*g^2*r^3*x^3+122*c*g*p^4*x^3+488*c*g*p^3*q*x^3+792*c*g*p^3*r*x ^3+732*c*g*p^2*q^2*x^3+2376*c*g*p^2*q*r*x^3+1890*c*g*p^2*r^2*x^3+488*c*g*p*q^3* x^3+2376*c*g*p*q^2*r*x^3+3780*c*g*p*q*r^2*x^3+1952*c*g*p*r^3*x^3+122*c*g*q^4*x^ 3+792*c*g*q^3*r*x^3+1890*c*g*q^2*r^2*x^3+1952*c*g*q*r^3*x^3+732*c*g*r^4*x^3+6*c *p^5*x^3+30*c*p^4*q*x^3+48*c*p^4*r*x^3+60*c*p^3*q^2*x^3+192*c*p^3*q*r*x^3+150*c *p^3*r^2*x^3+60*c*p^2*q^3*x^3+288*c*p^2*q^2*r*x^3+450*c*p^2*q*r^2*x^3+228*c*p^2 *r^3*x^3+30*c*p*q^4*x^3+192*c*p*q^3*r*x^3+450*c*p*q^2*r^2*x^3+456*c*p*q*r^3*x^3 +168*c*p*r^4*x^3+6*c*q^5*x^3+48*c*q^4*r*x^3+150*c*q^3*r^2*x^3+228*c*q^2*r^3*x^3 +168*c*q*r^4*x^3+48*c*r^5*x^3+4*g^6*x^3+27*g^5*p*x^3+27*g^5*q*x^3+48*g^5*r*x^3+ 66*g^4*p^2*x^3+132*g^4*p*q*x^3+228*g^4*p*r*x^3+66*g^4*q^2*x^3+228*g^4*q*r*x^3+ 192*g^4*r^2*x^3+76*g^3*p^3*x^3+228*g^3*p^2*q*x^3+384*g^3*p^2*r*x^3+228*g^3*p*q^ 2*x^3+768*g^3*p*q*r*x^3+633*g^3*p*r^2*x^3+76*g^3*q^3*x^3+384*g^3*q^2*r*x^3+633* g^3*q*r^2*x^3+340*g^3*r^3*x^3+42*g^2*p^4*x^3+168*g^2*p^3*q*x^3+276*g^2*p^3*r*x^ 3+252*g^2*p^2*q^2*x^3+828*g^2*p^2*q*r*x^3+666*g^2*p^2*r^2*x^3+168*g^2*p*q^3*x^3 +828*g^2*p*q^2*r*x^3+1332*g^2*p*q*r^2*x^3+696*g^2*p*r^3*x^3+42*g^2*q^4*x^3+276* g^2*q^3*r*x^3+666*g^2*q^2*r^2*x^3+696*g^2*q*r^3*x^3+264*g^2*r^4*x^3+9*g*p^5*x^3 +45*g*p^4*q*x^3+72*g*p^4*r*x^3+90*g*p^3*q^2*x^3+288*g*p^3*q*r*x^3+225*g*p^3*r^2 *x^3+90*g*p^2*q^3*x^3+432*g*p^2*q^2*r*x^3+675*g*p^2*q*r^2*x^3+342*g*p^2*r^3*x^3 +45*g*p*q^4*x^3+288*g*p*q^3*r*x^3+675*g*p*q^2*r^2*x^3+684*g*p*q*r^3*x^3+252*g*p *r^4*x^3+9*g*q^5*x^3+72*g*q^4*r*x^3+225*g*q^3*r^2*x^3+342*g*q^2*r^3*x^3+252*g*q *r^4*x^3+72*g*r^5*x^3-48*a^6*x^2-240*a^5*b*x^2-448*a^5*c*x^2-208*a^5*g*x^2-240* a^5*p*x^2-176*a^5*q*x^2-368*a^5*r*x^2-112*a^5*x^3-480*a^4*b^2*x^2-1872*a^4*b*c* x^2-864*a^4*b*g*x^2-1024*a^4*b*p*x^2-704*a^4*b*q*x^2-1536*a^4*b*r*x^2-560*a^4*b *x^3-1600*a^4*c^2*x^2-1632*a^4*c*g*x^2-1680*a^4*c*p*x^2-1200*a^4*c*q*x^2-2480*a ^4*c*r*x^2-256*a^4*c*x^3-372*a^4*g^2*x^2-896*a^4*g*p*x^2-632*a^4*g*q*x^2-1328*a ^4*g*r*x^2-468*a^4*g*x^3-420*a^4*p^2*x^2-632*a^4*p*q*x^2-1256*a^4*p*r*x^2-52*a^ 4*p*x^3-212*a^4*q^2*x^2-904*a^4*q*r*x^2-52*a^4*q*x^3-908*a^4*r^2*x^2+188*a^4*r* x^3-480*a^3*b^3*x^2-3008*a^3*b^2*c*x^2-1376*a^3*b^2*g*x^2-1696*a^3*b^2*p*x^2-\ 1056*a^3*b^2*q*x^2-2464*a^3*b^2*r*x^2-1120*a^3*b^2*x^3-5360*a^3*b*c^2*x^2-5472* a^3*b*c*g*x^2-5760*a^3*b*c*p*x^2-3840*a^3*b*c*q*x^2-8320*a^3*b*c*r*x^2-1024*a^3 *b*c*x^3-1236*a^3*b*g^2*x^2-3064*a^3*b*g*p*x^2-2008*a^3*b*g*q*x^2-4456*a^3*b*g* r*x^2-1872*a^3*b*g*x^3-1468*a^3*b*p^2*x^2-2104*a^3*b*p*q*x^2-4328*a^3*b*p*r*x^2 -208*a^3*b*p*x^3-636*a^3*b*q^2*x^2-2920*a^3*b*q*r*x^2-208*a^3*b*q*x^3-3076*a^3* b*r^2*x^2+752*a^3*b*r*x^3-2880*a^3*c^3*x^2-4768*a^3*c^2*g*x^2-4464*a^3*c^2*p*x^ 2-3120*a^3*c^2*q*x^2-6384*a^3*c^2*r*x^2+568*a^3*c^2*x^3-2368*a^3*c*g^2*x^2-5156 *a^3*c*g*p*x^2-3544*a^3*c*g*q*x^2-7396*a^3*c*g*r*x^2-1008*a^3*c*g*x^3-2184*a^3* c*p^2*x^2-3232*a^3*c*p*q*x^2-6336*a^3*c*p*r*x^2+824*a^3*c*p*x^3-1048*a^3*c*q^2* x^2-4480*a^3*c*q*r*x^2+824*a^3*c*q*x^3-4440*a^3*c*r^2*x^2+2844*a^3*c*r*x^3-352* a^3*g^3*x^2-1330*a^3*g^2*p*x^2-900*a^3*g^2*q*x^2-1922*a^3*g^2*r*x^2-774*a^3*g^2 *x^3-1324*a^3*g*p^2*x^2-1944*a^3*g*p*q*x^2-3864*a^3*g*p*r*x^2-262*a^3*g*p*x^3-\ 620*a^3*g*q^2*x^2-2696*a^3*g*q*r*x^2-262*a^3*g*q*x^3-2728*a^3*g*r^2*x^2+556*a^3 *g*r*x^3-336*a^3*p^3*x^2-776*a^3*p^2*q*x^2-1472*a^3*p^2*r*x^2+270*a^3*p^2*x^3-\ 544*a^3*p*q^2*x^2-2192*a^3*p*q*r*x^2+540*a^3*p*q*x^3-2080*a^3*p*r^2*x^2+1508*a^ 3*p*r*x^3-104*a^3*q^3*x^2-720*a^3*q^2*r*x^2+270*a^3*q^2*x^3-1488*a^3*q*r^2*x^2+ 1508*a^3*q*r*x^3-944*a^3*r^3*x^2+1610*a^3*r^2*x^3-240*a^2*b^4*x^2-2272*a^2*b^3* c*x^2-1024*a^2*b^3*g*x^2-1344*a^2*b^3*p*x^2-704*a^2*b^3*q*x^2-1856*a^2*b^3*r*x^ 2-1120*a^2*b^3*x^3-6480*a^2*b^2*c^2*x^2-6624*a^2*b^2*c*g*x^2-7200*a^2*b^2*c*p*x ^2-4320*a^2*b^2*c*q*x^2-10080*a^2*b^2*c*r*x^2-1536*a^2*b^2*c*x^3-1476*a^2*b^2*g ^2*x^2-3816*a^2*b^2*g*p*x^2-2232*a^2*b^2*g*q*x^2-5400*a^2*b^2*g*r*x^2-2808*a^2* b^2*g*x^3-1884*a^2*b^2*p^2*x^2-2520*a^2*b^2*p*q*x^2-5448*a^2*b^2*p*r*x^2-312*a^ 2*b^2*p*x^3-636*a^2*b^2*q^2*x^2-3336*a^2*b^2*q*r*x^2-312*a^2*b^2*q*x^3-3780*a^2 *b^2*r^2*x^2+1128*a^2*b^2*r*x^3-7248*a^2*b*c^3*x^2-12088*a^2*b*c^2*g*x^2-11520* a^2*b*c^2*p*x^2-7488*a^2*b*c^2*q*x^2-16128*a^2*b*c^2*r*x^2+1704*a^2*b*c^2*x^3-\ 5992*a^2*b*c*g^2*x^2-13332*a^2*b*c*g*p*x^2-8496*a^2*b*c*g*q*x^2-18796*a^2*b*c*g *r*x^2-3024*a^2*b*c*g*x^3-5756*a^2*b*c*p^2*x^2-8104*a^2*b*c*p*q*x^2-16472*a^2*b *c*p*r*x^2+2472*a^2*b*c*p*x^3-2348*a^2*b*c*q^2*x^2-10904*a^2*b*c*q*r*x^2+2472*a ^2*b*c*q*x^3-11364*a^2*b*c*r^2*x^2+8532*a^2*b*c*r*x^3-880*a^2*b*g^3*x^2-3422*a^ 2*b*g^2*p*x^2-2132*a^2*b*g^2*q*x^2-4874*a^2*b*g^2*r*x^2-2322*a^2*b*g^2*x^3-3480 *a^2*b*g*p^2*x^2-4848*a^2*b*g*p*q*x^2-10048*a^2*b*g*p*r*x^2-786*a^2*b*g*p*x^3-\ 1368*a^2*b*g*q^2*x^2-6544*a^2*b*g*q*r*x^2-786*a^2*b*g*q*x^3-6976*a^2*b*g*r^2*x^ 2+1668*a^2*b*g*r*x^3-904*a^2*b*p^3*x^2-2016*a^2*b*p^2*q*x^2-3928*a^2*b*p^2*r*x^ 2+810*a^2*b*p^2*x^3-1320*a^2*b*p*q^2*x^2-5600*a^2*b*p*q*r*x^2+1620*a^2*b*p*q*x^ 3-5504*a^2*b*p*r^2*x^2+4524*a^2*b*p*r*x^3-208*a^2*b*q^3*x^2-1672*a^2*b*q^2*r*x^ 2+810*a^2*b*q^2*x^3-3728*a^2*b*q*r^2*x^2+4524*a^2*b*q*r*x^3-2480*a^2*b*r^3*x^2+ 4830*a^2*b*r^2*x^3-2800*a^2*c^4*x^2-6664*a^2*c^3*g*x^2-5712*a^2*c^3*p*x^2-3920* a^2*c^3*q*x^2-7952*a^2*c^3*r*x^2+2280*a^2*c^3*x^3-5308*a^2*c^2*g^2*x^2-10704*a^ 2*c^2*g*p*x^2-7192*a^2*c^2*g*q*x^2-14972*a^2*c^2*g*r*x^2+816*a^2*c^2*g*x^3-4116 *a^2*c^2*p^2*x^2-6008*a^2*c^2*p*q*x^2-11640*a^2*c^2*p*r*x^2+3616*a^2*c^2*p*x^3-\ 1892*a^2*c^2*q^2*x^2-8120*a^2*c^2*q*r*x^2+3616*a^2*c^2*q*x^3-7956*a^2*c^2*r^2*x ^2+8816*a^2*c^2*r*x^3-1710*a^2*c*g^3*x^2-5882*a^2*c*g^2*p*x^2-3884*a^2*c*g^2*q* x^2-8284*a^2*c*g^2*r*x^2-1426*a^2*c*g^2*x^3-5426*a^2*c*g*p^2*x^2-7836*a^2*c*g*p *q*x^2-15464*a^2*c*g*p*r*x^2+1450*a^2*c*g*p*x^3-2410*a^2*c*g*q^2*x^2-10594*a^2* c*g*q*r*x^2+1450*a^2*c*g*q*x^3-10656*a^2*c*g*r^2*x^2+6396*a^2*c*g*r*x^3-1232*a^ 2*c*p^3*x^2-2816*a^2*c*p^2*q*x^2-5272*a^2*c*p^2*r*x^2+1906*a^2*c*p^2*x^3-1936*a ^2*c*p*q^2*x^2-7776*a^2*c*p*q*r*x^2+3812*a^2*c*p*q*x^3-7280*a^2*c*p*r^2*x^2+ 8564*a^2*c*p*r*x^3-352*a^2*c*q^3*x^2-2504*a^2*c*q^2*r*x^2+1906*a^2*c*q^2*x^3-\ 5176*a^2*c*q*r^2*x^2+8564*a^2*c*q*r*x^3-3240*a^2*c*r^3*x^2+8368*a^2*c*r^2*x^3-\ 186*a^2*g^4*x^2-979*a^2*g^3*p*x^2-634*a^2*g^3*q*x^2-1393*a^2*g^3*r*x^2-632*a^2* g^3*x^3-1545*a^2*g^2*p^2*x^2-2210*a^2*g^2*p*q*x^2-4444*a^2*g^2*p*r*x^2-431*a^2* g^2*p*x^3-665*a^2*g^2*q^2*x^2-3001*a^2*g^2*q*r*x^2-431*a^2*g^2*q*x^3-3084*a^2*g ^2*r^2*x^2+560*a^2*g^2*r*x^3-870*a^2*g*p^3*x^2-1980*a^2*g*p^2*q*x^2-3750*a^2*g* p^2*r*x^2+521*a^2*g*p^2*x^3-1350*a^2*g*p*q^2*x^2-5488*a^2*g*p*q*r*x^2+1042*a^2* g*p*q*x^3-5222*a^2*g*p*r^2*x^2+3440*a^2*g*p*r*x^3-240*a^2*g*q^3*x^2-1738*a^2*g* q^2*r*x^2+521*a^2*g*q^2*x^3-3660*a^2*g*q*r^2*x^2+3440*a^2*g*q*r*x^3-2342*a^2*g* r^3*x^2+3804*a^2*g*r^2*x^3-126*a^2*p^4*x^2-396*a^2*p^3*q*x^2-720*a^2*p^3*r*x^2+ 334*a^2*p^3*x^3-432*a^2*p^2*q^2*x^2-1656*a^2*p^2*q*r*x^2+1002*a^2*p^2*q*x^3-\ 1494*a^2*p^2*r^2*x^2+2078*a^2*p^2*r*x^3-180*a^2*p*q^3*x^2-1152*a^2*p*q^2*r*x^2+ 1002*a^2*p*q^2*x^3-2232*a^2*p*q*r^2*x^2+4156*a^2*p*q*r*x^3-1332*a^2*p*r^3*x^2+ 3904*a^2*p*r^2*x^3-18*a^2*q^4*x^2-216*a^2*q^3*r*x^2+334*a^2*q^3*x^3-738*a^2*q^2 *r^2*x^2+2078*a^2*q^2*r*x^3-972*a^2*q*r^3*x^2+3904*a^2*q*r^2*x^3-432*a^2*r^4*x^ 2+2340*a^2*r^3*x^3-48*a*b^5*x^2-768*a*b^4*c*x^2-336*a*b^4*g*x^2-496*a*b^4*p*x^2 -176*a*b^4*q*x^2-624*a*b^4*r*x^2-560*a*b^4*x^3-3280*a*b^3*c^2*x^2-3360*a*b^3*c* g*x^2-3840*a*b^3*c*p*x^2-1920*a*b^3*c*q*x^2-5120*a*b^3*c*r*x^2-1024*a*b^3*c*x^3 -732*a*b^3*g^2*x^2-2024*a*b^3*g*p*x^2-968*a*b^3*g*q*x^2-2744*a*b^3*g*r*x^2-1872 *a*b^3*g*x^3-1044*a*b^3*p^2*x^2-1256*a*b^3*p*q*x^2-2936*a*b^3*p*r*x^2-208*a*b^3 *p*x^3-212*a*b^3*q^2*x^2-1528*a*b^3*q*r*x^2-208*a*b^3*q*x^3-1964*a*b^3*r^2*x^2+ 752*a*b^3*r*x^3-5856*a*b^2*c^3*x^2-9872*a*b^2*c^2*g*x^2-9648*a*b^2*c^2*p*x^2-\ 5616*a*b^2*c^2*q*x^2-13104*a*b^2*c^2*r*x^2+1704*a*b^2*c^2*x^3-4880*a*b^2*c*g^2* x^2-11196*a*b^2*c*g*p*x^2-6360*a*b^2*c*g*q*x^2-15404*a*b^2*c*g*r*x^2-3024*a*b^2 *c*g*x^3-4960*a*b^2*c*p^2*x^2-6512*a*b^2*c*p*q*x^2-13936*a*b^2*c*p*r*x^2+2472*a *b^2*c*p*x^3-1552*a*b^2*c*q^2*x^2-8368*a*b^2*c*q*r*x^2+2472*a*b^2*c*q*x^3-9408* a*b^2*c*r^2*x^2+8532*a*b^2*c*r*x^3-704*a*b^2*g^3*x^2-2854*a*b^2*g^2*p*x^2-1564* a*b^2*g^2*q*x^2-3982*a*b^2*g^2*r*x^2-2322*a*b^2*g^2*x^3-2988*a*b^2*g*p^2*x^2-\ 3864*a*b^2*g*p*q*x^2-8504*a*b^2*g*p*r*x^2-786*a*b^2*g*p*x^3-876*a*b^2*g*q^2*x^2 -5000*a*b^2*g*q*r*x^2-786*a*b^2*g*q*x^3-5768*a*b^2*g*r^2*x^2+1668*a*b^2*g*r*x^3 -800*a*b^2*p^3*x^2-1704*a*b^2*p^2*q*x^2-3440*a*b^2*p^2*r*x^2+810*a*b^2*p^2*x^3-\ 1008*a*b^2*p*q^2*x^2-4624*a*b^2*p*q*r*x^2+1620*a*b^2*p*q*x^3-4768*a*b^2*p*r^2*x ^2+4524*a*b^2*p*r*x^3-104*a*b^2*q^3*x^2-1184*a*b^2*q^2*r*x^2+810*a*b^2*q^2*x^3-\ 2992*a*b^2*q*r^2*x^2+4524*a*b^2*q*r*x^3-2128*a*b^2*r^3*x^2+4830*a*b^2*r^2*x^3-\ 4704*a*b*c^4*x^2-11352*a*b*c^3*g*x^2-9856*a*b*c^3*p*x^2-6272*a*b*c^3*q*x^2-\ 13440*a*b*c^3*r*x^2+4560*a*b*c^3*x^3-9072*a*b*c^2*g^2*x^2-18584*a*b*c^2*g*p*x^2 -11560*a*b*c^2*g*q*x^2-25608*a*b*c^2*g*r*x^2+1632*a*b*c^2*g*x^3-7264*a*b*c^2*p^ 2*x^2-10080*a*b*c^2*p*q*x^2-20272*a*b*c^2*p*r*x^2+7232*a*b*c^2*p*x^3-2816*a*b*c ^2*q^2*x^2-13232*a*b*c^2*q*r*x^2+7232*a*b*c^2*q*x^3-13656*a*b*c^2*r^2*x^2+17632 *a*b*c^2*r*x^3-2910*a*b*c*g^3*x^2-10200*a*b*c*g^2*p*x^2-6204*a*b*c*g^2*q*x^2-\ 14196*a*b*c*g^2*r*x^2-2852*a*b*c*g^2*x^3-9574*a*b*c*g*p^2*x^2-13116*a*b*c*g*p*q *x^2-27034*a*b*c*g*p*r*x^2+2900*a*b*c*g*p*x^3-3542*a*b*c*g*q^2*x^2-17294*a*b*c* g*q*r*x^2+2900*a*b*c*g*q*x^3-18360*a*b*c*g*r^2*x^2+12792*a*b*c*g*r*x^3-2224*a*b *c*p^3*x^2-4912*a*b*c*p^2*q*x^2-9440*a*b*c*p^2*r*x^2+3812*a*b*c*p^2*x^3-3152*a* b*c*p*q^2*x^2-13344*a*b*c*p*q*r*x^2+7624*a*b*c*p*q*x^3-12928*a*b*c*p*r^2*x^2+ 17128*a*b*c*p*r*x^3-464*a*b*c*q^3*x^2-3904*a*b*c*q^2*r*x^2+3812*a*b*c*q^2*x^3-\ 8720*a*b*c*q*r^2*x^2+17128*a*b*c*q*r*x^3-5712*a*b*c*r^3*x^2+16736*a*b*c*r^2*x^3 -312*a*b*g^4*x^2-1686*a*b*g^3*p*x^2-996*a*b*g^3*q*x^2-2376*a*b*g^3*r*x^2-1264*a *b*g^3*x^3-2713*a*b*g^2*p^2*x^2-3666*a*b*g^2*p*q*x^2-7749*a*b*g^2*p*r*x^2-862*a *b*g^2*p*x^3-953*a*b*g^2*q^2*x^2-4863*a*b*g^2*q*r*x^2-862*a*b*g^2*q*x^3-5292*a* b*g^2*r^2*x^2+1120*a*b*g^2*r*x^3-1560*a*b*g*p^3*x^2-3420*a*b*g*p^2*q*x^2-6692*a *b*g*p^2*r*x^2+1042*a*b*g*p^2*x^3-2160*a*b*g*p*q^2*x^2-9360*a*b*g*p*q*r*x^2+ 2084*a*b*g*p*q*x^3-9248*a*b*g*p*r^2*x^2+6880*a*b*g*p*r*x^3-300*a*b*g*q^3*x^2-\ 2668*a*b*g*q^2*r*x^2+1042*a*b*g*q^2*x^3-6124*a*b*g*q*r^2*x^2+6880*a*b*g*q*r*x^3 -4116*a*b*g*r^3*x^2+7608*a*b*g*r^2*x^3-234*a*b*p^4*x^2-720*a*b*p^3*q*x^2-1332*a *b*p^3*r*x^2+668*a*b*p^3*x^3-756*a*b*p^2*q^2*x^2-2988*a*b*p^2*q*r*x^2+2004*a*b* p^2*q*x^3-2754*a*b*p^2*r^2*x^2+4156*a*b*p^2*r*x^3-288*a*b*p*q^3*x^2-1980*a*b*p* q^2*r*x^2+2004*a*b*p*q^2*x^3-3996*a*b*p*q*r^2*x^2+8312*a*b*p*q*r*x^3-2448*a*b*p *r^3*x^2+7808*a*b*p*r^2*x^3-18*a*b*q^4*x^2-324*a*b*q^3*r*x^2+668*a*b*q^3*x^3-\ 1242*a*b*q^2*r^2*x^2+4156*a*b*q^2*r*x^3-1728*a*b*q*r^3*x^2+7808*a*b*q*r^2*x^3-\ 792*a*b*r^4*x^2+4680*a*b*r^3*x^3-1408*a*c^5*x^2-4520*a*c^4*g*x^2-3552*a*c^4*p*x ^2-2400*a*c^4*q*x^2-4832*a*c^4*r*x^2+2400*a*c^4*x^3-5084*a*c^3*g^2*x^2-9624*a*c ^3*g*p*x^2-6328*a*c^3*g*q*x^2-13220*a*c^3*g*r*x^2+3032*a*c^3*g*x^3-3360*a*c^3*p ^2*x^2-4848*a*c^3*p*q*x^2-9296*a*c^3*p*r*x^2+4688*a*c^3*p*x^3-1488*a*c^3*q^2*x^ 2-6416*a*c^3*q*r*x^2+4688*a*c^3*q*x^3-6224*a*c^3*r^2*x^2+10040*a*c^3*r*x^3-2606 *a*c^2*g^3*x^2-8384*a*c^2*g^2*p*x^2-5408*a*c^2*g^2*q*x^2-11608*a*c^2*g^2*r*x^2+ 216*a*c^2*g^2*x^3-7262*a*c^2*g*p^2*x^2-10324*a*c^2*g*p*q*x^2-20354*a*c^2*g*p*r* x^2+4936*a*c^2*g*p*x^3-3062*a*c^2*g*q^2*x^2-13706*a*c^2*g*q*r*x^2+4936*a*c^2*g* q*x^3-13800*a*c^2*g*r^2*x^2+13352*a*c^2*g*r*x^3-1472*a*c^2*p^3*x^2-3336*a*c^2*p ^2*q*x^2-6176*a*c^2*p^2*r*x^2+3432*a*c^2*p^2*x^3-2256*a*c^2*p*q^2*x^2-9040*a*c^ 2*p*q*r*x^2+6864*a*c^2*p*q*x^3-8368*a*c^2*p*r^2*x^2+13952*a*c^2*p*r*x^3-392*a*c ^2*q^3*x^2-2864*a*c^2*q^2*r*x^2+3432*a*c^2*q^2*x^3-5920*a*c^2*q*r^2*x^2+13952*a *c^2*q*r*x^3-3664*a*c^2*r^3*x^2+12896*a*c^2*r^2*x^3-613*a*c*g^4*x^2-2942*a*c*g^ 3*p*x^2-1862*a*c*g^3*q*x^2-4109*a*c*g^3*r*x^2-858*a*c*g^3*x^3-4365*a*c*g^2*p^2* x^2-6138*a*c*g^2*p*q*x^2-12357*a*c*g^2*p*r*x^2+722*a*c*g^2*p*x^3-1773*a*c*g^2*q ^2*x^2-8183*a*c*g^2*q*r*x^2+722*a*c*g^2*q*x^3-8440*a*c*g^2*r^2*x^2+4598*a*c*g^2 *r*x^3-2304*a*c*g*p^3*x^2-5184*a*c*g*p^2*q*x^2-9784*a*c*g*p^2*r*x^2+2662*a*c*g* p^2*x^3-3456*a*c*g*p*q^2*x^2-14152*a*c*g*p*q*r*x^2+5324*a*c*g*p*q*x^3-13422*a*c *g*p*r^2*x^2+13162*a*c*g*p*r*x^3-576*a*c*g*q^3*x^2-4368*a*c*g*q^2*r*x^2+2662*a* c*g*q^2*x^3-9320*a*c*g*q*r^2*x^2+13162*a*c*g*q*r*x^3-5942*a*c*g*r^3*x^2+13332*a *c*g*r^2*x^3-288*a*c*p^4*x^2-900*a*c*p^3*q*x^2-1620*a*c*p^3*r*x^2+1116*a*c*p^3* x^3-972*a*c*p^2*q^2*x^2-3708*a*c*p^2*q*r*x^2+3348*a*c*p^2*q*x^3-3312*a*c*p^2*r^ 2*x^2+6422*a*c*p^2*r*x^3-396*a*c*p*q^3*x^2-2556*a*c*p*q^2*r*x^2+3348*a*c*p*q^2* x^3-4932*a*c*p*q*r^2*x^2+12844*a*c*p*q*r*x^3-2916*a*c*p*r^3*x^2+11464*a*c*p*r^2 *x^3-36*a*c*q^4*x^2-468*a*c*q^3*r*x^2+1116*a*c*q^3*x^3-1620*a*c*q^2*r^2*x^2+ 6422*a*c*q^2*r*x^3-2124*a*c*q*r^3*x^2+11464*a*c*q*r^2*x^3-936*a*c*r^4*x^2+6536* a*c*r^3*x^3-52*a*g^5*x^2-356*a*g^4*p*x^2-220*a*g^4*q*x^2-503*a*g^4*r*x^2-254*a* g^4*x^3-787*a*g^3*p^2*x^2-1094*a*g^3*p*q*x^2-2252*a*g^3*p*r*x^2-287*a*g^3*p*x^3 -307*a*g^3*q^2*x^2-1467*a*g^3*q*r*x^2-287*a*g^3*q*x^3-1548*a*g^3*r^2*x^2+216*a* g^3*r*x^3-722*a*g^2*p^3*x^2-1614*a*g^2*p^2*q*x^2-3098*a*g^2*p^2*r*x^2+307*a*g^2 *p^2*x^3-1062*a*g^2*p*q^2*x^2-4440*a*g^2*p*q*r*x^2+614*a*g^2*p*q*x^3-4289*a*g^2 *p*r^2*x^2+2515*a*g^2*p*r*x^3-170*a*g^2*q^3*x^2-1342*a*g^2*q^2*r*x^2+307*a*g^2* q^2*x^3-2932*a*g^2*q*r^2*x^2+2515*a*g^2*q*r*x^3-1913*a*g^2*r^3*x^2+2904*a*g^2*r ^2*x^3-257*a*g*p^4*x^2-802*a*g*p^3*q*x^2-1456*a*g*p^3*r*x^2+476*a*g*p^3*x^3-864 *a*g*p^2*q^2*x^2-3322*a*g*p^2*q*r*x^2+1428*a*g*p^2*q*x^3-2999*a*g*p^2*r^2*x^2+ 3243*a*g*p^2*r*x^3-350*a*g*p*q^3*x^2-2276*a*g*p*q^2*r*x^2+1428*a*g*p*q^2*x^3-\ 4440*a*g*p*q*r^2*x^2+6486*a*g*p*q*r*x^3-2658*a*g*p*r^3*x^2+6324*a*g*p*r^2*x^3-\ 31*a*g*q^4*x^2-410*a*g*q^3*r*x^2+476*a*g*q^3*x^3-1441*a*g*q^2*r^2*x^2+3243*a*g* q^2*r*x^3-1920*a*g*q*r^3*x^2+6324*a*g*q*r^2*x^3-858*a*g*r^4*x^2+3872*a*g*r^3*x^ 3-18*a*p^5*x^2-72*a*p^4*q*x^2-126*a*p^4*r*x^2+136*a*p^4*x^3-108*a*p^3*q^2*x^2-\ 396*a*p^3*q*r*x^2+544*a*p^3*q*x^3-342*a*p^3*r^2*x^2+978*a*p^3*r*x^3-72*a*p^2*q^ 3*x^2-432*a*p^2*q^2*r*x^2+816*a*p^2*q^2*x^3-792*a*p^2*q*r^2*x^2+2934*a*p^2*q*r* x^3-450*a*p^2*r^3*x^2+2508*a*p^2*r^2*x^3-18*a*p*q^4*x^2-180*a*p*q^3*r*x^2+544*a *p*q^3*x^3-558*a*p*q^2*r^2*x^2+2934*a*p*q^2*r*x^3-684*a*p*q*r^3*x^2+5016*a*p*q* r^2*x^3-288*a*p*r^4*x^2+2752*a*p*r^3*x^3-18*a*q^4*r*x^2+136*a*q^4*x^3-108*a*q^3 *r^2*x^2+978*a*q^3*r*x^3-234*a*q^2*r^3*x^2+2508*a*q^2*r^2*x^3-216*a*q*r^4*x^2+ 2752*a*q*r^3*x^3-72*a*r^5*x^2+1086*a*r^4*x^3-80*b^5*c*x^2-32*b^5*g*x^2-64*b^5*p *x^2-64*b^5*r*x^2-112*b^5*x^3-560*b^4*c^2*x^2-576*b^4*c*g*x^2-720*b^4*c*p*x^2-\ 240*b^4*c*q*x^2-880*b^4*c*r*x^2-256*b^4*c*x^3-120*b^4*g^2*x^2-376*b^4*g*p*x^2-\ 112*b^4*g*q*x^2-472*b^4*g*r*x^2-468*b^4*g*x^3-208*b^4*p^2*x^2-208*b^4*p*q*x^2-\ 560*b^4*p*r*x^2-52*b^4*p*x^3-208*b^4*q*r*x^2-52*b^4*q*x^3-352*b^4*r^2*x^2+188*b ^4*r*x^3-1488*b^3*c^3*x^2-2552*b^3*c^2*g*x^2-2592*b^3*c^2*p*x^2-1248*b^3*c^2*q* x^2-3360*b^3*c^2*r*x^2+568*b^3*c^2*x^3-1256*b^3*c*g^2*x^2-3020*b^3*c*g*p*x^2-\ 1408*b^3*c*g*q*x^2-4004*b^3*c*g*r*x^2-1008*b^3*c*g*x^3-1388*b^3*c*p^2*x^2-1640* b^3*c*p*q*x^2-3800*b^3*c*p*r*x^2+824*b^3*c*p*x^3-252*b^3*c*q^2*x^2-1944*b^3*c*q *r*x^2+824*b^3*c*q*x^3-2484*b^3*c*r^2*x^2+2844*b^3*c*r*x^3-176*b^3*g^3*x^2-762* b^3*g^2*p*x^2-332*b^3*g^2*q*x^2-1030*b^3*g^2*r*x^2-774*b^3*g^2*x^3-832*b^3*g*p^ 2*x^2-960*b^3*g*p*q*x^2-2320*b^3*g*p*r*x^2-262*b^3*g*p*x^3-128*b^3*g*q^2*x^2-\ 1152*b^3*g*q*r*x^2-262*b^3*g*q*x^3-1520*b^3*g*r^2*x^2+556*b^3*g*r*x^3-232*b^3*p ^3*x^2-464*b^3*p^2*q*x^2-984*b^3*p^2*r*x^2+270*b^3*p^2*x^3-232*b^3*p*q^2*x^2-\ 1216*b^3*p*q*r*x^2+540*b^3*p*q*x^3-1344*b^3*p*r^2*x^2+1508*b^3*p*r*x^3-232*b^3* q^2*r*x^2+270*b^3*q^2*x^3-752*b^3*q*r^2*x^2+1508*b^3*q*r*x^3-592*b^3*r^3*x^2+ 1610*b^3*r^2*x^3-1904*b^2*c^4*x^2-4688*b^2*c^3*g*x^2-4144*b^2*c^3*p*x^2-2352*b^ 2*c^3*q*x^2-5488*b^2*c^3*r*x^2+2280*b^2*c^3*x^3-3764*b^2*c^2*g^2*x^2-7880*b^2*c ^2*g*p*x^2-4368*b^2*c^2*g*q*x^2-10636*b^2*c^2*g*r*x^2+816*b^2*c^2*g*x^3-3148*b^ 2*c^2*p^2*x^2-4072*b^2*c^2*p*q*x^2-8632*b^2*c^2*p*r*x^2+3616*b^2*c^2*p*x^3-924* b^2*c^2*q^2*x^2-5112*b^2*c^2*q*r*x^2+3616*b^2*c^2*q*x^3-5700*b^2*c^2*r^2*x^2+ 8816*b^2*c^2*r*x^3-1200*b^2*c*g^3*x^2-4318*b^2*c*g^2*p*x^2-2320*b^2*c*g^2*q*x^2 -5912*b^2*c*g^2*r*x^2-1426*b^2*c*g^2*x^3-4148*b^2*c*g*p^2*x^2-5280*b^2*c*g*p*q* x^2-11570*b^2*c*g*p*r*x^2+1450*b^2*c*g*p*x^3-1132*b^2*c*g*q^2*x^2-6700*b^2*c*g* q*r*x^2+1450*b^2*c*g*q*x^3-7704*b^2*c*g*r^2*x^2+6396*b^2*c*g*r*x^3-992*b^2*c*p^ 3*x^2-2096*b^2*c*p^2*q*x^2-4168*b^2*c*p^2*r*x^2+1906*b^2*c*p^2*x^3-1216*b^2*c*p *q^2*x^2-5568*b^2*c*p*q*r*x^2+3812*b^2*c*p*q*x^3-5648*b^2*c*p*r^2*x^2+8564*b^2* c*p*r*x^3-112*b^2*c*q^3*x^2-1400*b^2*c*q^2*r*x^2+1906*b^2*c*q^2*x^3-3544*b^2*c* q*r^2*x^2+8564*b^2*c*q*r*x^3-2472*b^2*c*r^3*x^2+8368*b^2*c*r^2*x^3-126*b^2*g^4* x^2-707*b^2*g^3*p*x^2-362*b^2*g^3*q*x^2-983*b^2*g^3*r*x^2-632*b^2*g^3*x^3-1168* b^2*g^2*p^2*x^2-1456*b^2*g^2*p*q*x^2-3305*b^2*g^2*p*r*x^2-431*b^2*g^2*p*x^3-288 *b^2*g^2*q^2*x^2-1862*b^2*g^2*q*r*x^2-431*b^2*g^2*q*x^3-2208*b^2*g^2*r^2*x^2+ 560*b^2*g^2*r*x^3-690*b^2*g*p^3*x^2-1440*b^2*g*p^2*q*x^2-2942*b^2*g*p^2*r*x^2+ 521*b^2*g*p^2*x^3-810*b^2*g*p*q^2*x^2-3872*b^2*g*p*q*r*x^2+1042*b^2*g*p*q*x^3-\ 4026*b^2*g*p*r^2*x^2+3440*b^2*g*p*r*x^3-60*b^2*g*q^3*x^2-930*b^2*g*q^2*r*x^2+ 521*b^2*g*q^2*x^3-2464*b^2*g*q*r^2*x^2+3440*b^2*g*q*r*x^3-1774*b^2*g*r^3*x^2+ 3804*b^2*g*r^2*x^3-108*b^2*p^4*x^2-324*b^2*p^3*q*x^2-612*b^2*p^3*r*x^2+334*b^2* p^3*x^3-324*b^2*p^2*q^2*x^2-1332*b^2*p^2*q*r*x^2+1002*b^2*p^2*q*x^3-1260*b^2*p^ 2*r^2*x^2+2078*b^2*p^2*r*x^3-108*b^2*p*q^3*x^2-828*b^2*p*q^2*r*x^2+1002*b^2*p*q ^2*x^3-1764*b^2*p*q*r^2*x^2+4156*b^2*p*q*r*x^3-1116*b^2*p*r^3*x^2+3904*b^2*p*r^ 2*x^3-108*b^2*q^3*r*x^2+334*b^2*q^3*x^3-504*b^2*q^2*r^2*x^2+2078*b^2*q^2*r*x^3-\ 756*b^2*q*r^3*x^2+3904*b^2*q*r^2*x^3-360*b^2*r^4*x^2+2340*b^2*r^3*x^3-1184*b*c^ 5*x^2-3880*b*c^4*g*x^2-3072*b*c^4*p*x^2-1920*b*c^4*q*x^2-4096*b*c^4*r*x^2+2400* b*c^4*x^3-4396*b*c^3*g^2*x^2-8408*b*c^3*g*p*x^2-5112*b*c^3*g*q*x^2-11404*b*c^3* g*r*x^2+3032*b*c^3*g*x^3-2976*b*c^3*p^2*x^2-4080*b*c^3*p*q*x^2-8128*b*c^3*p*r*x ^2+4688*b*c^3*p*x^3-1104*b*c^3*q^2*x^2-5248*b*c^3*q*r*x^2+4688*b*c^3*q*x^3-5368 *b*c^3*r^2*x^2+10040*b*c^3*r*x^3-2254*b*c^2*g^3*x^2-7336*b*c^2*g^2*p*x^2-4360*b *c^2*g^2*q*x^2-10064*b*c^2*g^2*r*x^2+216*b*c^2*g^2*x^3-6442*b*c^2*g*p^2*x^2-\ 8684*b*c^2*g*p*q*x^2-17902*b*c^2*g*p*r*x^2+4936*b*c^2*g*p*x^3-2242*b*c^2*g*q^2* x^2-11254*b*c^2*g*q*r*x^2+4936*b*c^2*g*q*x^3-11976*b*c^2*g*r^2*x^2+13352*b*c^2* g*r*x^3-1336*b*c^2*p^3*x^2-2928*b*c^2*p^2*q*x^2-5560*b*c^2*p^2*r*x^2+3432*b*c^2 *p^2*x^3-1848*b*c^2*p*q^2*x^2-7808*b*c^2*p*q*r*x^2+6864*b*c^2*p*q*x^3-7472*b*c^ 2*p*r^2*x^2+13952*b*c^2*p*r*x^3-256*b*c^2*q^3*x^2-2248*b*c^2*q^2*r*x^2+3432*b*c ^2*q^2*x^3-5024*b*c^2*q*r^2*x^2+13952*b*c^2*q*r*x^3-3248*b*c^2*r^3*x^2+12896*b* c^2*r^2*x^3-527*b*c*g^4*x^2-2566*b*c*g^3*p*x^2-1486*b*c*g^3*q*x^2-3559*b*c*g^3* r*x^2-858*b*c*g^3*x^3-3861*b*c*g^2*p^2*x^2-5130*b*c*g^2*p*q*x^2-10861*b*c*g^2*p *r*x^2+722*b*c*g^2*p*x^3-1269*b*c*g^2*q^2*x^2-6687*b*c*g^2*q*r*x^2+722*b*c*g^2* q*x^3-7310*b*c*g^2*r^2*x^2+4598*b*c*g^2*r*x^3-2076*b*c*g*p^3*x^2-4500*b*c*g*p^2 *q*x^2-8772*b*c*g*p^2*r*x^2+2662*b*c*g*p^2*x^3-2772*b*c*g*p*q^2*x^2-12128*b*c*g *p*q*r*x^2+5324*b*c*g*p*q*x^3-11938*b*c*g*p*r^2*x^2+13162*b*c*g*p*r*x^3-348*b*c *g*q^3*x^2-3356*b*c*g*q^2*r*x^2+2662*b*c*g*q^2*x^3-7836*b*c*g*q*r^2*x^2+13162*b *c*g*q*r*x^3-5242*b*c*g*r^3*x^2+13332*b*c*g*r^2*x^3-270*b*c*p^4*x^2-828*b*c*p^3 *q*x^2-1512*b*c*p^3*r*x^2+1116*b*c*p^3*x^3-864*b*c*p^2*q^2*x^2-3384*b*c*p^2*q*r *x^2+3348*b*c*p^2*q*x^3-3078*b*c*p^2*r^2*x^2+6422*b*c*p^2*r*x^3-324*b*c*p*q^3*x ^2-2232*b*c*p*q^2*r*x^2+3348*b*c*p*q^2*x^3-4464*b*c*p*q*r^2*x^2+12844*b*c*p*q*r *x^3-2700*b*c*p*r^3*x^2+11464*b*c*p*r^2*x^3-18*b*c*q^4*x^2-360*b*c*q^3*r*x^2+ 1116*b*c*q^3*x^3-1386*b*c*q^2*r^2*x^2+6422*b*c*q^2*r*x^3-1908*b*c*q*r^3*x^2+ 11464*b*c*q*r^2*x^3-864*b*c*r^4*x^2+6536*b*c*r^3*x^3-44*b*g^5*x^2-308*b*g^4*p*x ^2-172*b*g^4*q*x^2-433*b*g^4*r*x^2-254*b*g^4*x^3-692*b*g^3*p^2*x^2-904*b*g^3*p* q*x^2-1971*b*g^3*p*r*x^2-287*b*g^3*p*x^3-212*b*g^3*q^2*x^2-1186*b*g^3*q*r*x^2-\ 287*b*g^3*q*x^3-1332*b*g^3*r^2*x^2+216*b*g^3*r*x^3-646*b*g^2*p^3*x^2-1386*b*g^2 *p^2*q*x^2-2762*b*g^2*p^2*r*x^2+307*b*g^2*p^2*x^3-834*b*g^2*p*q^2*x^2-3768*b*g^ 2*p*q*r*x^2+614*b*g^2*p*q*x^3-3791*b*g^2*p*r^2*x^2+2515*b*g^2*p*r*x^3-94*b*g^2* q^3*x^2-1006*b*g^2*q^2*r*x^2+307*b*g^2*q^2*x^3-2434*b*g^2*q*r^2*x^2+2515*b*g^2* q*r*x^3-1675*b*g^2*r^3*x^2+2904*b*g^2*r^2*x^3-236*b*g*p^4*x^2-718*b*g*p^3*q*x^2 -1336*b*g*p^3*r*x^2+476*b*g*p^3*x^3-738*b*g*p^2*q^2*x^2-2962*b*g*p^2*q*r*x^2+ 1428*b*g*p^2*q*x^3-2744*b*g*p^2*r^2*x^2+3243*b*g*p^2*r*x^3-266*b*g*p*q^3*x^2-\ 1916*b*g*p*q^2*r*x^2+1428*b*g*p*q^2*x^3-3930*b*g*p*q*r^2*x^2+6486*b*g*p*q*r*x^3 -2424*b*g*p*r^3*x^2+6324*b*g*p*r^2*x^3-10*b*g*q^4*x^2-290*b*g*q^3*r*x^2+476*b*g *q^3*x^3-1186*b*g*q^2*r^2*x^2+3243*b*g*q^2*r*x^3-1686*b*g*q*r^3*x^2+6324*b*g*q* r^2*x^3-780*b*g*r^4*x^2+3872*b*g*r^3*x^3-18*b*p^5*x^2-72*b*p^4*q*x^2-126*b*p^4* r*x^2+136*b*p^4*x^3-108*b*p^3*q^2*x^2-396*b*p^3*q*r*x^2+544*b*p^3*q*x^3-342*b*p ^3*r^2*x^2+978*b*p^3*r*x^3-72*b*p^2*q^3*x^2-432*b*p^2*q^2*r*x^2+816*b*p^2*q^2*x ^3-792*b*p^2*q*r^2*x^2+2934*b*p^2*q*r*x^3-450*b*p^2*r^3*x^2+2508*b*p^2*r^2*x^3-\ 18*b*p*q^4*x^2-180*b*p*q^3*r*x^2+544*b*p*q^3*x^3-558*b*p*q^2*r^2*x^2+2934*b*p*q ^2*r*x^3-684*b*p*q*r^3*x^2+5016*b*p*q*r^2*x^3-288*b*p*r^4*x^2+2752*b*p*r^3*x^3-\ 18*b*q^4*r*x^2+136*b*q^4*x^3-108*b*q^3*r^2*x^2+978*b*q^3*r*x^3-234*b*q^2*r^3*x^ 2+2508*b*q^2*r^2*x^3-216*b*q*r^4*x^2+2752*b*q*r^3*x^3-72*b*r^5*x^2+1086*b*r^4*x ^3-288*c^6*x^2-1200*c^5*g*x^2-864*c^5*p*x^2-576*c^5*q*x^2-1152*c^5*r*x^2+832*c^ 5*x^3-1776*c^4*g^2*x^2-3184*c^4*g*p*x^2-2048*c^4*g*q*x^2-4320*c^4*g*r*x^2+1696* c^4*g*x^3-1008*c^4*p^2*x^2-1440*c^4*p*q*x^2-2736*c^4*p*r*x^2+1952*c^4*p*x^3-432 *c^4*q^2*x^2-1872*c^4*q*r*x^2+1952*c^4*q*x^3-1800*c^4*r^2*x^2+3888*c^4*r*x^3-\ 1272*c^3*g^3*x^2-3888*c^3*g^2*p*x^2-2448*c^3*g^2*q*x^2-5328*c^3*g^2*r*x^2+976*c ^3*g^2*x^3-3192*c^3*g*p^2*x^2-4464*c^3*g*p*q*x^2-8848*c^3*g*p*r*x^2+3360*c^3*g* p*x^3-1272*c^3*g*q^2*x^2-5840*c^3*g*q*r*x^2+3360*c^3*g*q*x^3-5940*c^3*g*r^2*x^2 +7704*c^3*g*r*x^3-576*c^3*p^3*x^2-1296*c^3*p^2*q*x^2-2376*c^3*p^2*r*x^2+1824*c^ 3*p^2*x^3-864*c^3*p*q^2*x^2-3456*c^3*p*q*r*x^2+3648*c^3*p*q*x^3-3168*c^3*p*r^2* x^2+6984*c^3*p*r*x^3-144*c^3*q^3*x^2-1080*c^3*q^2*r*x^2+1824*c^3*q^2*x^3-2232*c ^3*q*r^2*x^2+6984*c^3*q*r*x^3-1368*c^3*r^3*x^2+6216*c^3*r^2*x^3-474*c^2*g^4*x^2 -2136*c^2*g^3*p*x^2-1320*c^2*g^3*q*x^2-2952*c^2*g^3*r*x^2-40*c^2*g^3*x^3-3024*c ^2*g^2*p^2*x^2-4176*c^2*g^2*p*q*x^2-8480*c^2*g^2*p*r*x^2+1632*c^2*g^2*p*x^3-\ 1152*c^2*g^2*q^2*x^2-5488*c^2*g^2*q*r*x^2+1632*c^2*g^2*q*x^3-5742*c^2*g^2*r^2*x ^2+4884*c^2*g^2*r*x^3-1512*c^2*g*p^3*x^2-3360*c^2*g*p^2*q*x^2-6364*c^2*g*p^2*r* x^2+2496*c^2*g*p^2*x^3-2184*c^2*g*p*q^2*x^2-9072*c^2*g*p*q*r*x^2+4992*c^2*g*p*q *x^3-8656*c^2*g*p*r^2*x^2+10908*c^2*g*p*r*x^3-336*c^2*g*q^3*x^2-2708*c^2*g*q^2* r*x^2+2496*c^2*g*q^2*x^3-5924*c^2*g*q*r^2*x^2+10908*c^2*g*q*r*x^3-3804*c^2*g*r^ 3*x^2+10536*c^2*g*r^2*x^3-162*c^2*p^4*x^2-504*c^2*p^3*q*x^2-900*c^2*p^3*r*x^2+ 848*c^2*p^3*x^3-540*c^2*p^2*q^2*x^2-2052*c^2*p^2*q*r*x^2+2544*c^2*p^2*q*x^3-\ 1818*c^2*p^2*r^2*x^2+4644*c^2*p^2*r*x^3-216*c^2*p*q^3*x^2-1404*c^2*p*q^2*r*x^2+ 2544*c^2*p*q^2*x^3-2700*c^2*p*q*r^2*x^2+9288*c^2*p*q*r*x^3-1584*c^2*p*r^3*x^2+ 8016*c^2*p*r^2*x^3-18*c^2*q^4*x^2-252*c^2*q^3*r*x^2+848*c^2*q^3*x^3-882*c^2*q^2 *r^2*x^2+4644*c^2*q^2*r*x^3-1152*c^2*q*r^3*x^2+8016*c^2*q*r^2*x^3-504*c^2*r^4*x ^2+4424*c^2*r^3*x^3-87*c*g^5*x^2-542*c*g^4*p*x^2-328*c*g^4*q*x^2-756*c*g^4*r*x^ 2-184*c*g^4*x^3-1134*c*g^3*p^2*x^2-1548*c*g^3*p*q*x^2-3212*c*g^3*p*r*x^2+88*c*g ^3*p*x^3-414*c*g^3*q^2*x^2-2044*c*g^3*q*r*x^2+88*c*g^3*q*x^3-2187*c*g^3*r^2*x^2 +1050*c*g^3*r*x^3-996*c*g^2*p^3*x^2-2196*c*g^2*p^2*q*x^2-4240*c*g^2*p^2*r*x^2+ 900*c*g^2*p^2*x^3-1404*c*g^2*p*q^2*x^2-5976*c*g^2*p*q*r*x^2+1800*c*g^2*p*q*x^3-\ 5824*c*g^2*p*r^2*x^2+4878*c*g^2*p*r*x^3-204*c*g^2*q^3*x^2-1736*c*g^2*q^2*r*x^2+ 900*c*g^2*q^2*x^3-3914*c*g^2*q*r^2*x^2+4878*c*g^2*q*r*x^3-2580*c*g^2*r^3*x^2+ 5130*c*g^2*r^2*x^3-335*c*g*p^4*x^2-1036*c*g*p^3*q*x^2-1888*c*g*p^3*r*x^2+824*c* g*p^3*x^3-1098*c*g*p^2*q^2*x^2-4264*c*g*p^2*q*r*x^2+2472*c*g*p^2*q*x^3-3869*c*g *p^2*r^2*x^2+5130*c*g*p^2*r*x^3-428*c*g*p*q^3*x^2-2864*c*g*p*q^2*r*x^2+2472*c*g *p*q^2*x^3-5670*c*g*p*q*r^2*x^2+10260*c*g*p*q*r*x^3-3414*c*g*p*r^3*x^2+9606*c*g *p*r^2*x^3-31*c*g*q^4*x^2-488*c*g*q^3*r*x^2+824*c*g*q^3*x^3-1801*c*g*q^2*r^2*x^ 2+5130*c*g*q^2*r*x^3-2442*c*g*q*r^3*x^2+9606*c*g*q*r^2*x^3-1098*c*g*r^4*x^2+ 5684*c*g*r^3*x^3-18*c*p^5*x^2-72*c*p^4*q*x^2-126*c*p^4*r*x^2+196*c*p^4*x^3-108* c*p^3*q^2*x^2-396*c*p^3*q*r*x^2+784*c*p^3*q*x^3-342*c*p^3*r^2*x^2+1350*c*p^3*r* x^3-72*c*p^2*q^3*x^2-432*c*p^2*q^2*r*x^2+1176*c*p^2*q^2*x^3-792*c*p^2*q*r^2*x^2 +4050*c*p^2*q*r*x^3-450*c*p^2*r^3*x^2+3354*c*p^2*r^2*x^3-18*c*p*q^4*x^2-180*c*p *q^3*r*x^2+784*c*p*q^3*x^3-558*c*p*q^2*r^2*x^2+4050*c*p*q^2*r*x^3-684*c*p*q*r^3 *x^2+6708*c*p*q*r^2*x^3-288*c*p*r^4*x^2+3580*c*p*r^3*x^3-18*c*q^4*r*x^2+196*c*q ^4*x^3-108*c*q^3*r^2*x^2+1350*c*q^3*r*x^3-234*c*q^2*r^3*x^2+3354*c*q^2*r^2*x^3-\ 216*c*q*r^4*x^2+3580*c*q*r^3*x^3-72*c*r^5*x^2+1380*c*r^4*x^3-6*g^6*x^2-51*g^5*p *x^2-30*g^5*q*x^2-72*g^5*r*x^2-40*g^5*x^3-147*g^4*p^2*x^2-198*g^4*p*q*x^2-421*g ^4*p*r*x^2-66*g^4*p*x^3-51*g^4*q^2*x^2-263*g^4*q*r*x^2-66*g^4*q*x^3-288*g^4*r^2 *x^2+24*g^4*r*x^3-192*g^3*p^3*x^2-420*g^3*p^2*q*x^2-826*g^3*p^2*r*x^2+54*g^3*p^ 2*x^3-264*g^3*p*q^2*x^2-1152*g^3*p*q*r*x^2+108*g^3*p*q*x^3-1144*g^3*p*r^2*x^2+ 585*g^3*p*r*x^3-36*g^3*q^3*x^2-326*g^3*q^2*r*x^2+54*g^3*q^2*x^3-755*g^3*q*r^2*x ^2+585*g^3*q*r*x^3-510*g^3*r^3*x^2+708*g^3*r^2*x^3-117*g^2*p^4*x^2-360*g^2*p^3* q*x^2-666*g^2*p^3*r*x^2+164*g^2*p^3*x^3-378*g^2*p^2*q^2*x^2-1494*g^2*p^2*q*r*x^ 2+492*g^2*p^2*q*x^3-1377*g^2*p^2*r^2*x^2+1218*g^2*p^2*r*x^3-144*g^2*p*q^3*x^2-\ 990*g^2*p*q^2*r*x^2+492*g^2*p*q^2*x^3-1998*g^2*p*q*r^2*x^2+2436*g^2*p*q*r*x^3-\ 1224*g^2*p*r^3*x^2+2469*g^2*p*r^2*x^3-9*g^2*q^4*x^2-162*g^2*q^3*r*x^2+164*g^2*q ^3*x^3-621*g^2*q^2*r^2*x^2+1218*g^2*q^2*r*x^3-864*g^2*q*r^3*x^2+2469*g^2*q*r^2* x^3-396*g^2*r^4*x^2+1556*g^2*r^3*x^3-27*g*p^5*x^2-108*g*p^4*q*x^2-189*g*p^4*r*x ^2+102*g*p^4*x^3-162*g*p^3*q^2*x^2-594*g*p^3*q*r*x^2+408*g*p^3*q*x^3-513*g*p^3* r^2*x^2+801*g*p^3*r*x^3-108*g*p^2*q^3*x^2-648*g*p^2*q^2*r*x^2+612*g*p^2*q^2*x^3 -1188*g*p^2*q*r^2*x^2+2403*g*p^2*q*r*x^3-675*g*p^2*r^3*x^2+2169*g*p^2*r^2*x^3-\ 27*g*p*q^4*x^2-270*g*p*q^3*r*x^2+408*g*p*q^3*x^3-837*g*p*q^2*r^2*x^2+2403*g*p*q ^2*r*x^3-1026*g*p*q*r^3*x^2+4338*g*p*q*r^2*x^3-432*g*p*r^4*x^2+2478*g*p*r^3*x^3 -27*g*q^4*r*x^2+102*g*q^4*x^3-162*g*q^3*r^2*x^2+801*g*q^3*r*x^3-351*g*q^2*r^3*x ^2+2169*g*q^2*r^2*x^3-324*g*q*r^4*x^2+2478*g*q*r^3*x^3-108*g*r^5*x^2+1008*g*r^4 *x^3+18*p^5*x^3+90*p^4*q*x^3+144*p^4*r*x^3+180*p^3*q^2*x^3+576*p^3*q*r*x^3+450* p^3*r^2*x^3+180*p^2*q^3*x^3+864*p^2*q^2*r*x^3+1350*p^2*q*r^2*x^3+684*p^2*r^3*x^ 3+90*p*q^4*x^3+576*p*q^3*r*x^3+1350*p*q^2*r^2*x^3+1368*p*q*r^3*x^3+504*p*r^4*x^ 3+18*q^5*x^3+144*q^4*r*x^3+450*q^3*r^2*x^3+684*q^2*r^3*x^3+504*q*r^4*x^3+144*r^ 5*x^3+48*a^6*x+192*a^5*b*x+368*a^5*c*x+176*a^5*g*x+240*a^5*p*x+112*a^5*q*x+304* a^5*r*x+160*a^5*x^2+288*a^4*b^2*x+1232*a^4*b*c*x+584*a^4*b*g*x+848*a^4*b*p*x+ 336*a^4*b*q*x+1040*a^4*b*r*x+816*a^4*b*x^2+1120*a^4*c^2*x+1144*a^4*c*g*x+1440*a ^4*c*p*x+640*a^4*c*q*x+1760*a^4*c*r*x+32*a^4*c*x^2+268*a^4*g^2*x+784*a^4*g*p*x+ 336*a^4*g*q*x+952*a^4*g*r*x+668*a^4*g*x^2+420*a^4*p^2*x+424*a^4*p*q*x+1048*a^4* p*r*x-340*a^4*p*x^2+76*a^4*q^2*x+488*a^4*q*r*x-76*a^4*q*x^2+628*a^4*r^2*x-892*a ^4*r*x^2-2052*a^4*x^3+192*a^3*b^3*x+1488*a^3*b^2*c*x+696*a^3*b^2*g*x+1104*a^3*b ^2*p*x+336*a^3*b^2*q*x+1296*a^3*b^2*r*x+1664*a^3*b^2*x^2+3008*a^3*b*c^2*x+3080* a^3*b*c*g*x+4096*a^3*b*c*p*x+1536*a^3*b*c*q*x+4864*a^3*b*c*r*x+832*a^3*b*c*x^2+ 708*a^3*b*g^2*x+2224*a^3*b*g*p*x+800*a^3*b*g*q*x+2632*a^3*b*g*r*x+2740*a^3*b*g* x^2+1256*a^3*b*p^2*x+1120*a^3*b*p*q*x+3072*a^3*b*p*r*x-788*a^3*b*p*x^2+152*a^3* b*q^2*x+1248*a^3*b*q*r*x+268*a^3*b*q*x^2+1816*a^3*b*r^2*x-2348*a^3*b*r*x^2-8208 *a^3*b*x^3+1760*a^3*c^3*x+2872*a^3*c^2*g*x+3360*a^3*c^2*p*x+1440*a^3*c^2*q*x+ 4000*a^3*c^2*r*x-2032*a^3*c^2*x^2+1428*a^3*c*g^2*x+3908*a^3*c*g*p*x+1596*a^3*c* g*q*x+4608*a^3*c*g*r*x+752*a^3*c*g*x^2+1932*a^3*c*p^2*x+1896*a^3*c*p*q*x+4696*a ^3*c*p*r*x-3804*a^3*c*p*x^2+324*a^3*c*q^2*x+2152*a^3*c*q*r*x-1664*a^3*c*q*x^2+ 2764*a^3*c*r^2*x-7180*a^3*c*r*x^2-9492*a^3*c*x^3+216*a^3*g^3*x+1030*a^3*g^2*p*x +402*a^3*g^2*q*x+1208*a^3*g^2*r*x+1134*a^3*g^2*x^2+1196*a^3*g*p^2*x+1144*a^3*g* p*q*x+2904*a^3*g*p*r*x-682*a^3*g*p*x^2+184*a^3*g*q^2*x+1272*a^3*g*q*r*x+180*a^3 *g*q*x^2+1708*a^3*g*r^2*x-2078*a^3*g*r*x^2-6750*a^3*g*x^3+336*a^3*p^3*x+544*a^3 *p^2*q*x+1240*a^3*p^2*r*x-1334*a^3*p^2*x^2+224*a^3*p*q^2*x+1264*a^3*p*q*r*x-\ 1652*a^3*p*q*x^2+1472*a^3*p*r^2*x-4748*a^3*p*r*x^2-3906*a^3*p*x^3+16*a^3*q^3*x+ 240*a^3*q^2*r*x-318*a^3*q^2*x^2+720*a^3*q*r^2*x-2828*a^3*q*r*x^2-3906*a^3*q*x^3 +568*a^3*r^3*x-3778*a^3*r^2*x^2-4438*a^3*r*x^3+48*a^2*b^4*x+752*a^2*b^3*c*x+344 *a^2*b^3*g*x+624*a^2*b^3*p*x+112*a^2*b^3*q*x+688*a^2*b^3*r*x+1696*a^2*b^3*x^2+ 2736*a^2*b^2*c^2*x+2816*a^2*b^2*c*g*x+4032*a^2*b^2*c*p*x+1152*a^2*b^2*c*q*x+ 4608*a^2*b^2*c*r*x+2304*a^2*b^2*c*x^2+628*a^2*b^2*g^2*x+2176*a^2*b^2*g*p*x+592* a^2*b^2*g*q*x+2504*a^2*b^2*g*r*x+4212*a^2*b^2*g*x^2+1324*a^2*b^2*p^2*x+968*a^2* b^2*p*q*x+3144*a^2*b^2*p*r*x-324*a^2*b^2*p*x^2+76*a^2*b^2*q^2*x+1032*a^2*b^2*q* r*x+1260*a^2*b^2*q*x^2+1820*a^2*b^2*r^2*x-1692*a^2*b^2*r*x^2-12312*a^2*b^2*x^3+ 3552*a^2*b*c^3*x+5888*a^2*b*c^2*g*x+7200*a^2*b*c^2*p*x+2592*a^2*b*c^2*q*x+8352* a^2*b*c^2*r*x-3736*a^2*b*c^2*x^2+2904*a^2*b*c*g^2*x+8420*a^2*b*c*g*p*x+2884*a^2 *b*c*g*q*x+9752*a^2*b*c*g*r*x+3776*a^2*b*c*g*x^2+4364*a^2*b*c*p^2*x+3768*a^2*b* c*p*q*x+10408*a^2*b*c*p*r*x-8416*a^2*b*c*p*x^2+484*a^2*b*c*q^2*x+4152*a^2*b*c*q *r*x-1996*a^2*b*c*q*x^2+6044*a^2*b*c*r^2*x-15712*a^2*b*c*r*x^2-28476*a^2*b*c*x^ 3+424*a^2*b*g^3*x+2198*a^2*b*g^2*p*x+710*a^2*b*g^2*q*x+2548*a^2*b*g^2*r*x+3456* a^2*b*g^2*x^2+2690*a^2*b*g*p^2*x+2252*a^2*b*g*p*q*x+6428*a^2*b*g*p*r*x-758*a^2* b*g*p*x^2+270*a^2*b*g*q^2*x+2460*a^2*b*g*q*r*x+1828*a^2*b*g*q*x^2+3738*a^2*b*g* r^2*x-3746*a^2*b*g*r*x^2-20250*a^2*b*g*x^3+800*a^2*b*p^3*x+1184*a^2*b*p^2*q*x+ 2920*a^2*b*p^2*r*x-3160*a^2*b*p^2*x^2+400*a^2*b*p*q^2*x+2688*a^2*b*p*q*r*x-3272 *a^2*b*p*q*x^2+3440*a^2*b*p*r^2*x-11192*a^2*b*p*r*x^2-11718*a^2*b*p*x^3+16*a^2* b*q^3*x+416*a^2*b*q^2*r*x-112*a^2*b*q^2*x^2+1504*a^2*b*q*r^2*x-5432*a^2*b*q*r*x ^2-11718*a^2*b*q*x^3+1320*a^2*b*r^3*x-8608*a^2*b*r^2*x^2-13314*a^2*b*r*x^3+1520 *a^2*c^4*x+3544*a^2*c^3*g*x+3840*a^2*c^3*p*x+1600*a^2*c^3*q*x+4480*a^2*c^3*r*x-\ 4760*a^2*c^3*x^2+2788*a^2*c^2*g^2*x+7208*a^2*c^2*g*p*x+2832*a^2*c^2*g*q*x+8340* a^2*c^2*g*r*x-2888*a^2*c^2*g*x^2+3276*a^2*c^2*p^2*x+3144*a^2*c^2*p*q*x+7800*a^2 *c^2*p*r*x-10404*a^2*c^2*p*x^2+516*a^2*c^2*q^2*x+3528*a^2*c^2*q*r*x-4988*a^2*c^ 2*q*x^2+4524*a^2*c^2*r^2*x-17360*a^2*c^2*r*x^2-15976*a^2*c^2*x^3+890*a^2*c*g^3* x+3998*a^2*c*g^2*p*x+1490*a^2*c*g^2*q*x+4606*a^2*c*g^2*r*x+1650*a^2*c*g^2*x^2+ 4388*a^2*c*g*p^2*x+4072*a^2*c*g*p*q*x+10444*a^2*c*g*p*r*x-6974*a^2*c*g*p*x^2+ 620*a^2*c*g*q^2*x+4486*a^2*c*g*q*r*x-1794*a^2*c*g*q*x^2+6056*a^2*c*g*r^2*x-\ 13520*a^2*c*g*r*x^2-24328*a^2*c*g*x^3+1120*a^2*c*p^3*x+1784*a^2*c*p^2*q*x+4056* a^2*c*p^2*r*x-6496*a^2*c*p^2*x^2+712*a^2*c*p*q^2*x+4096*a^2*c*p*q*r*x-8072*a^2* c*p*q*x^2+4752*a^2*c*p*r^2*x-21292*a^2*c*p*r*x^2-12724*a^2*c*p*x^3+48*a^2*c*q^3 *x+760*a^2*c*q^2*r*x-1576*a^2*c*q^2*x^2+2312*a^2*c*q*r^2*x-12478*a^2*c*q*r*x^2-\ 12724*a^2*c*q*x^3+1816*a^2*c*r^3*x-15942*a^2*c*r^2*x^2-12696*a^2*c*r*x^3+96*a^2 *g^4*x+677*a^2*g^3*p*x+237*a^2*g^3*q*x+778*a^2*g^3*r*x+952*a^2*g^3*x^2+1277*a^2 *g^2*p^2*x+1150*a^2*g^2*p*q*x+3044*a^2*g^2*p*r*x-317*a^2*g^2*p*x^2+163*a^2*g^2* q^2*x+1253*a^2*g^2*q*r*x+697*a^2*g^2*q*x^2+1767*a^2*g^2*r^2*x-1653*a^2*g^2*r*x^ 2-8162*a^2*g^2*x^3+810*a^2*g*p^3*x+1270*a^2*g*p^2*q*x+2940*a^2*g*p^2*r*x-2673*a ^2*g*p^2*x^2+490*a^2*g*p*q^2*x+2888*a^2*g*p*q*r*x-2856*a^2*g*p*q*x^2+3450*a^2*g *p*r^2*x-9704*a^2*g*p*r*x^2-10272*a^2*g*p*x^3+30*a^2*g*q^3*x+508*a^2*g*q^2*r*x-\ 183*a^2*g*q^2*x^2+1618*a^2*g*q*r^2*x-4993*a^2*g*q*r*x^2-10272*a^2*g*q*x^3+1320* a^2*g*r^3*x-7632*a^2*g*r^2*x^2-11672*a^2*g*r*x^3+126*a^2*p^4*x+288*a^2*p^3*q*x+ 612*a^2*p^3*r*x-1242*a^2*p^3*x^2+198*a^2*p^2*q^2*x+1008*a^2*p^2*q*r*x-2620*a^2* p^2*q*x^2+1080*a^2*p^2*r^2*x-5968*a^2*p^2*r*x^2-2368*a^2*p^2*x^3+36*a^2*p*q^3*x +432*a^2*p*q^2*r*x-1514*a^2*p*q^2*x^2+1152*a^2*p*q*r^2*x-8064*a^2*p*q*r*x^2-\ 4736*a^2*p*q*x^3+828*a^2*p*r^3*x-8952*a^2*p*r^2*x^2-4308*a^2*p*r*x^3+36*a^2*q^3 *r*x-136*a^2*q^3*x^2+234*a^2*q^2*r^2*x-2096*a^2*q^2*r*x^2-2368*a^2*q^2*x^3+432* a^2*q*r^3*x-5646*a^2*q*r^2*x^2-4308*a^2*q*r*x^3+234*a^2*r^4*x-4226*a^2*r^3*x^2-\ 1814*a^2*r^2*x^3+128*a*b^4*c*x+56*a*b^4*g*x+128*a*b^4*p*x+128*a*b^4*r*x+864*a*b ^4*x^2+928*a*b^3*c^2*x+968*a*b^3*c*g*x+1536*a*b^3*c*p*x+256*a*b^3*c*q*x+1664*a* b^3*c*r*x+2240*a*b^3*c*x^2+204*a*b^3*g^2*x+816*a*b^3*g*p*x+128*a*b^3*g*q*x+920* a*b^3*g*r*x+2876*a*b^3*g*x^2+560*a*b^3*p^2*x+272*a*b^3*p*q*x+1264*a*b^3*p*r*x+ 356*a*b^3*p*x^2+272*a*b^3*q*r*x+1412*a*b^3*q*x^2+704*a*b^3*r^2*x+92*a*b^3*r*x^2 -8208*a*b^3*x^3+2160*a*b^2*c^3*x+3672*a*b^2*c^2*g*x+4752*a*b^2*c^2*p*x+1296*a*b ^2*c^2*q*x+5328*a*b^2*c^2*r*x-1376*a*b^2*c^2*x^2+1792*a*b^2*c*g^2*x+5584*a*b^2* c*g*p*x+1448*a*b^2*c*g*q*x+6360*a*b^2*c*g*r*x+5296*a*b^2*c*g*x^2+3096*a*b^2*c*p ^2*x+2176*a*b^2*c*p*q*x+7184*a*b^2*c*p*r*x-5420*a*b^2*c*p*x^2+160*a*b^2*c*q^2*x +2304*a*b^2*c*q*r*x+1000*a*b^2*c*q*x^2+4088*a*b^2*c*r^2*x-9884*a*b^2*c*r*x^2-\ 28476*a*b^2*c*x^3+248*a*b^2*g^3*x+1432*a*b^2*g^2*p*x+340*a*b^2*g^2*q*x+1656*a*b ^2*g^2*r*x+3510*a*b^2*g^2*x^2+1890*a*b^2*g*p^2*x+1268*a*b^2*g*p*q*x+4420*a*b^2* g*p*r*x+530*a*b^2*g*p*x^2+86*a*b^2*g*q^2*x+1380*a*b^2*g*q*r*x+3116*a*b^2*g*q*x^ 2+2530*a*b^2*g*r^2*x-1258*a*b^2*g*r*x^2-20250*a*b^2*g*x^3+608*a*b^2*p^3*x+784*a *b^2*p^2*q*x+2184*a*b^2*p^2*r*x-2318*a*b^2*p^2*x^2+176*a*b^2*p*q^2*x+1712*a*b^2 *p*q*r*x-1588*a*b^2*p*q*x^2+2544*a*b^2*p*r^2*x-8140*a*b^2*p*r*x^2-11718*a*b^2*p *x^3+176*a*b^2*q^2*r*x+730*a*b^2*q^2*x^2+928*a*b^2*q*r^2*x-2380*a*b^2*q*r*x^2-\ 11718*a*b^2*q*x^3+968*a*b^2*r^3*x-5882*a*b^2*r^2*x^2-13314*a*b^2*r*x^3+2048*a*b *c^4*x+4920*a*b*c^3*g*x+5504*a*b*c^3*p*x+1920*a*b*c^3*q*x+6272*a*b*c^3*r*x-6840 *a*b*c^3*x^2+3880*a*b*c^2*g^2*x+10464*a*b*c^2*g*p*x+3440*a*b*c^2*g*q*x+11976*a* b*c^2*g*r*x-2448*a*b*c^2*g*x^2+4960*a*b*c^2*p^2*x+4176*a*b*c^2*p*q*x+11600*a*b* c^2*p*r*x-16264*a*b*c^2*p*x^2+512*a*b*c^2*q^2*x+4560*a*b*c^2*q*r*x-5432*a*b*c^2 *q*x^2+6640*a*b*c^2*r^2*x-26448*a*b*c^2*r*x^2-31952*a*b*c^2*x^3+1214*a*b*c*g^3* x+5778*a*b*c*g^2*p*x+1782*a*b*c*g^2*q*x+6640*a*b*c*g^2*r*x+4278*a*b*c*g^2*x^2+ 6634*a*b*c*g*p^2*x+5364*a*b*c*g*p*q*x+15594*a*b*c*g*p*r*x-9530*a*b*c*g*p*x^2+ 602*a*b*c*g*q^2*x+5854*a*b*c*g*q*r*x+830*a*b*c*g*q*x^2+8960*a*b*c*g*r^2*x-19188 *a*b*c*g*r*x^2-48656*a*b*c*g*x^3+1792*a*b*c*p^3*x+2608*a*b*c*p^2*q*x+6416*a*b*c *p^2*r*x-10638*a*b*c*p^2*x^2+848*a*b*c*p*q^2*x+5856*a*b*c*p*q*r*x-11436*a*b*c*p *q*x^2+7456*a*b*c*p*r^2*x-34506*a*b*c*p*r*x^2-25448*a*b*c*p*x^3+32*a*b*c*q^3*x+ 880*a*b*c*q^2*r*x-798*a*b*c*q^2*x^2+3248*a*b*c*q*r^2*x-16878*a*b*c*q*r*x^2-\ 25448*a*b*c*q*x^3+2832*a*b*c*r^3*x-25104*a*b*c*r^2*x^2-25392*a*b*c*r*x^3+124*a* b*g^4*x+961*a*b*g^3*p*x+271*a*b*g^3*q*x+1110*a*b*g^3*r*x+1896*a*b*g^3*x^2+1909* a*b*g^2*p^2*x+1478*a*b*g^2*p*q*x+4505*a*b*g^2*p*r*x+279*a*b*g^2*p*x^2+149*a*b*g ^2*q^2*x+1619*a*b*g^2*q*r*x+2307*a*b*g^2*q*x^2+2596*a*b*g^2*r^2*x-1680*a*b*g^2* r*x^2-16324*a*b*g^2*x^3+1278*a*b*g*p^3*x+1814*a*b*g*p^2*q*x+4604*a*b*g*p^2*r*x-\ 4053*a*b*g*p^2*x^2+554*a*b*g*p*q^2*x+4064*a*b*g*p*q*r*x-3126*a*b*g*p*q*x^2+5374 *a*b*g*p*r^2*x-15031*a*b*g*p*r*x^2-20544*a*b*g*p*x^3+18*a*b*g*q^3*x+580*a*b*g*q ^2*r*x+927*a*b*g*q^2*x^2+2250*a*b*g*q*r^2*x-5609*a*b*g*q*r*x^2-20544*a*b*g*q*x^ 3+2048*a*b*g*r^3*x-11412*a*b*g*r^2*x^2-23344*a*b*g*r*x^3+216*a*b*p^4*x+468*a*b* p^3*q*x+1044*a*b*p^3*r*x-2108*a*b*p^3*x^2+288*a*b*p^2*q^2*x+1620*a*b*p^2*q*r*x-\ 4112*a*b*p^2*q*x^2+1836*a*b*p^2*r^2*x-10106*a*b*p^2*r*x^2-4736*a*b*p^2*x^3+36*a *b*p*q^3*x+612*a*b*p*q^2*r*x-1900*a*b*p*q^2*x^2+1836*a*b*p*q*r^2*x-12468*a*b*p* q*r*x^2-9472*a*b*p*q*x^3+1404*a*b*p*r^3*x-15018*a*b*p*r^2*x^2-8616*a*b*p*r*x^3+ 36*a*b*q^3*r*x+104*a*b*q^3*x^2+324*a*b*q^2*r^2*x-2362*a*b*q^2*r*x^2-4736*a*b*q^ 2*x^3+684*a*b*q*r^3*x-8406*a*b*q*r^2*x^2-8616*a*b*q*r*x^3+396*a*b*r^4*x-7020*a* b*r^3*x^2-3628*a*b*r^2*x^3+688*a*c^5*x+2168*a*c^4*g*x+2160*a*c^4*p*x+880*a*c^4* q*x+2480*a*c^4*r*x-4104*a*c^4*x^2+2396*a*c^3*g^2*x+5868*a*c^3*g*p*x+2220*a*c^3* g*q*x+6716*a*c^3*g*r*x-5496*a*c^3*g*x^2+2436*a*c^3*p^2*x+2296*a*c^3*p*q*x+5704* a*c^3*p*r*x-10856*a*c^3*p*x^2+364*a*c^3*q^2*x+2552*a*c^3*q*r*x-5336*a*c^3*q*x^2 +3268*a*c^3*r^2*x-16900*a*c^3*r*x^2-11384*a*c^3*x^3+1202*a*c^2*g^3*x+5128*a*c^2 *g^2*p*x+1828*a*c^2*g^2*q*x+5860*a*c^2*g^2*r*x-874*a*c^2*g^2*x^2+5352*a*c^2*g*p ^2*x+4816*a*c^2*g*p*q*x+12582*a*c^2*g*p*r*x-13490*a*c^2*g*p*x^2+688*a*c^2*g*q^2 *x+5278*a*c^2*g*q*r*x-4666*a*c^2*g*q*x^2+7230*a*c^2*g*r^2*x-22804*a*c^2*g*r*x^2 -28808*a*c^2*g*x^3+1232*a*c^2*p^3*x+1936*a*c^2*p^2*q*x+4392*a*c^2*p^2*r*x-9570* a*c^2*p^2*x^2+752*a*c^2*p*q^2*x+4400*a*c^2*p*q*r*x-11860*a*c^2*p*q*x^2+5088*a*c ^2*p*r^2*x-29754*a*c^2*p*r*x^2-12912*a*c^2*p*x^3+48*a*c^2*q^3*x+800*a*c^2*q^2*r *x-2290*a*c^2*q^2*x^2+2464*a*c^2*q*r^2*x-17266*a*c^2*q*r*x^2-12912*a*c^2*q*x^3+ 1928*a*c^2*r^3*x-21420*a*c^2*r^2*x^2-10024*a*c^2*r*x^3+274*a*c*g^4*x+1807*a*c*g ^3*p*x+603*a*c*g^3*q*x+2063*a*c*g^3*r*x+1196*a*c*g^3*x^2+3265*a*c*g^2*p^2*x+ 2834*a*c*g^2*p*q*x+7697*a*c*g^2*p*r*x-3877*a*c*g^2*p*x^2+371*a*c*g^2*q^2*x+3083 *a*c*g^2*q*r*x+171*a*c*g^2*q*x^2+4432*a*c*g^2*r^2*x-8145*a*c*g^2*r*x^2-20158*a* c*g^2*x^3+1974*a*c*g*p^3*x+3026*a*c*g*p^2*q*x+7084*a*c*g*p^2*r*x-8979*a*c*g*p^2 *x^2+1112*a*c*g*p*q^2*x+6840*a*c*g*p*q*r*x-9810*a*c*g*p*q*x^2+8246*a*c*g*p*r^2* x-30065*a*c*g*p*r*x^2-23858*a*c*g*p*x^3+60*a*c*g*q^3*x+1152*a*c*g*q^2*r*x-831*a *c*g*q^2*x^2+3814*a*c*g*q*r^2*x-15297*a*c*g*q*r*x^2-23858*a*c*g*q*x^3+3136*a*c* g*r^3*x-22462*a*c*g*r^2*x^2-24736*a*c*g*r*x^3+270*a*c*p^4*x+612*a*c*p^3*q*x+ 1296*a*c*p^3*r*x-3480*a*c*p^3*x^2+414*a*c*p^2*q^2*x+2124*a*c*p^2*q*r*x-7300*a*c *p^2*q*x^2+2268*a*c*p^2*r^2*x-16008*a*c*p^2*r*x^2-4374*a*c*p^2*x^3+72*a*c*p*q^3 *x+900*a*c*p*q^2*r*x-4160*a*c*p*q^2*x^2+2412*a*c*p*q*r^2*x-21492*a*c*p*q*r*x^2-\ 8748*a*c*p*q*x^3+1728*a*c*p*r^3*x-23162*a*c*p*r^2*x^2-5036*a*c*p*r*x^3+72*a*c*q ^3*r*x-340*a*c*q^3*x^2+486*a*c*q^2*r^2*x-5484*a*c*q^2*r*x^2-4374*a*c*q^2*x^3+ 900*a*c*q*r^3*x-14644*a*c*q*r^2*x^2-5036*a*c*q*r*x^3+486*a*c*r^4*x-10634*a*c*r^ 3*x^2+1012*a*c*r^2*x^3+22*a*g^5*x+220*a*g^4*p*x+67*a*g^4*q*x+251*a*g^4*r*x+386* a*g^4*x^2+599*a*g^3*p^2*x+500*a*g^3*p*q*x+1416*a*g^3*p*r*x+77*a*g^3*p*x^2+59*a* g^3*q^2*x+541*a*g^3*q*r*x+585*a*g^3*q*x^2+817*a*g^3*r^2*x-484*a*g^3*r*x^2-4300* a*g^3*x^3+632*a*g^2*p^3*x+948*a*g^2*p^2*q*x+2280*a*g^2*p^2*r*x-1679*a*g^2*p^2*x ^2+331*a*g^2*p*q^2*x+2136*a*g^2*p*q*r*x-1390*a*g^2*p*q*x^2+2664*a*g^2*p*r^2*x-\ 6405*a*g^2*p*r*x^2-8689*a*g^2*p*x^3+15*a*g^2*q^3*x+340*a*g^2*q^2*r*x+289*a*g^2* q^2*x^2+1188*a*g^2*q*r^2*x-2639*a*g^2*q*r*x^2-8689*a*g^2*q*x^3+1016*a*g^2*r^3*x -5021*a*g^2*r^2*x^2-9976*a*g^2*r*x^3+247*a*g*p^4*x+556*a*g*p^3*q*x+1190*a*g*p^3 *r*x-1804*a*g*p^3*x^2+371*a*g*p^2*q^2*x+1926*a*g*p^2*q*r*x-3544*a*g*p^2*q*x^2+ 2088*a*g*p^2*r^2*x-8901*a*g*p^2*r*x^2-4727*a*g*p^2*x^3+62*a*g*p*q^3*x+796*a*g*p *q^2*r*x-1676*a*g*p*q^2*x^2+2184*a*g*p*q*r^2*x-11190*a*g*p*q*r*x^2-9454*a*g*p*q *x^3+1594*a*g*p*r^3*x-13484*a*g*p*r^2*x^2-9194*a*g*p*r*x^3+60*a*g*q^3*r*x+64*a* g*q^3*x^2+425*a*g*q^2*r^2*x-2289*a*g*q^2*r*x^2-4727*a*g*q^2*x^3+814*a*g*q*r^3*x -7795*a*g*q*r^2*x^2-9194*a*g*q*r*x^3+449*a*g*r^4*x-6387*a*g*r^3*x^2-4470*a*g*r^ 2*x^3+18*a*p^5*x+54*a*p^4*q*x+108*a*p^4*r*x-448*a*p^4*x^2+54*a*p^3*q^2*x+252*a* p^3*q*r*x-1352*a*p^3*q*x^2+252*a*p^3*r^2*x-2678*a*p^3*r*x^2-382*a*p^3*x^3+18*a* p^2*q^3*x+180*a*p^2*q^2*r*x-1368*a*p^2*q^2*x^2+432*a*p^2*q*r^2*x-5894*a*p^2*q*r *x^2-1146*a*p^2*q*x^3+288*a*p^2*r^3*x-5734*a*p^2*r^2*x^2-12*a*p^2*r*x^3+36*a*p* q^3*r*x-472*a*p*q^3*x^2+198*a*p*q^2*r^2*x-3754*a*p*q^2*r*x^2-1146*a*p*q^2*x^3+ 324*a*p*q*r^3*x-8130*a*p*q*r^2*x^2-24*a*p*q*r*x^3+162*a*p*r^4*x-5226*a*p*r^3*x^ 2+2148*a*p*r^2*x^3-8*a*q^4*x^2+18*a*q^3*r^2*x-538*a*q^3*r*x^2-382*a*q^3*x^3+72* a*q^2*r^3*x-2396*a*q^2*r^2*x^2-12*a*q^2*r*x^3+90*a*q*r^4*x-3588*a*q*r^3*x^2+ 2148*a*q*r^2*x^3+36*a*r^5*x-1722*a*r^4*x^2+2240*a*r^3*x^3+176*b^5*x^2+80*b^4*c^ 2*x+88*b^4*c*g*x+160*b^4*c*p*x+160*b^4*c*r*x+736*b^4*c*x^2+16*b^4*g^2*x+80*b^4* g*p*x+96*b^4*g*r*x+736*b^4*g*x^2+72*b^4*p^2*x+144*b^4*p*r*x+232*b^4*p*x^2+496*b ^4*q*x^2+72*b^4*r^2*x+328*b^4*r*x^2-2052*b^4*x^3+368*b^3*c^3*x+656*b^3*c^2*g*x+ 912*b^3*c^2*p*x+144*b^3*c^2*q*x+976*b^3*c^2*r*x+328*b^3*c^2*x^2+316*b^3*c*g^2*x +1072*b^3*c*g*p*x+160*b^3*c*g*q*x+1216*b^3*c*g*r*x+2272*b^3*c*g*x^2+664*b^3*c*p ^2*x+304*b^3*c*p*q*x+1472*b^3*c*p*r*x-808*b^3*c*p*x^2+304*b^3*c*q*r*x+1332*b^3* c*q*x^2+808*b^3*c*r^2*x-1352*b^3*c*r*x^2-9492*b^3*c*x^3+40*b^3*g^3*x+264*b^3*g^ 2*p*x+32*b^3*g^2*q*x+316*b^3*g^2*r*x+1188*b^3*g^2*x^2+396*b^3*g*p^2*x+160*b^3*g *p*q*x+896*b^3*g*p*r*x+606*b^3*g*p*x^2+192*b^3*g*q*r*x+1468*b^3*g*q*x^2+500*b^3 *g*r^2*x+410*b^3*g*r*x^2-6750*b^3*g*x^3+144*b^3*p^3*x+144*b^3*p^2*q*x+504*b^3*p ^2*r*x-492*b^3*p^2*x^2+288*b^3*p*q*r*x+32*b^3*p*q*x^2+576*b^3*p*r^2*x-1696*b^3* p*r*x^2-3906*b^3*p*x^3+524*b^3*q^2*x^2+144*b^3*q*r^2*x+224*b^3*q*r*x^2-3906*b^3 *q*x^3+216*b^3*r^3*x-1052*b^3*r^2*x^2-4438*b^3*r*x^3+624*b^2*c^4*x+1568*b^2*c^3 *g*x+1824*b^2*c^3*p*x+480*b^2*c^3*q*x+2016*b^2*c^3*r*x-2080*b^2*c^3*x^2+1244*b^ 2*c^2*g^2*x+3520*b^2*c^2*g*p*x+872*b^2*c^2*g*q*x+4004*b^2*c^2*g*r*x+440*b^2*c^2 *g*x^2+1772*b^2*c^2*p^2*x+1208*b^2*c^2*p*q*x+4040*b^2*c^2*p*r*x-5860*b^2*c^2*p* x^2+84*b^2*c^2*q^2*x+1272*b^2*c^2*q*r*x-444*b^2*c^2*q*x^2+2268*b^2*c^2*r^2*x-\ 9088*b^2*c^2*r*x^2-15976*b^2*c^2*x^3+380*b^2*c*g^3*x+1924*b^2*c*g^2*p*x+436*b^2 *c*g^2*q*x+2234*b^2*c*g^2*r*x+2628*b^2*c*g^2*x^2+2358*b^2*c*g*p^2*x+1516*b^2*c* g*p*q*x+5462*b^2*c*g*p*r*x-2556*b^2*c*g*p*x^2+94*b^2*c*g*q^2*x+1680*b^2*c*g*q*r *x+2624*b^2*c*g*q*x^2+3104*b^2*c*g*r^2*x-5668*b^2*c*g*r*x^2-24328*b^2*c*g*x^3+ 688*b^2*c*p^3*x+872*b^2*c*p^2*q*x+2424*b^2*c*p^2*r*x-4142*b^2*c*p^2*x^2+184*b^2 *c*p*q^2*x+1888*b^2*c*p*q*r*x-3364*b^2*c*p*q*x^2+2784*b^2*c*p*r^2*x-13214*b^2*c *p*r*x^2-12724*b^2*c*p*x^3+184*b^2*c*q^2*r*x+778*b^2*c*q^2*x^2+1016*b^2*c*q*r^2 *x-4400*b^2*c*q*r*x^2-12724*b^2*c*q*x^3+1048*b^2*c*r^3*x-9162*b^2*c*r^2*x^2-\ 12696*b^2*c*r*x^3+36*b^2*g^4*x+310*b^2*g^3*p*x+60*b^2*g^3*q*x+368*b^2*g^3*r*x+ 944*b^2*g^3*x^2+666*b^2*g^2*p^2*x+396*b^2*g^2*p*q*x+1557*b^2*g^2*p*r*x+596*b^2* g^2*p*x^2+20*b^2*g^2*q^2*x+462*b^2*g^2*q*r*x+1610*b^2*g^2*q*x^2+891*b^2*g^2*r^2 *x-27*b^2*g^2*r*x^2-8162*b^2*g^2*x^3+480*b^2*g*p^3*x+580*b^2*g*p^2*q*x+1712*b^2 *g*p^2*r*x-1380*b^2*g*p^2*x^2+100*b^2*g*p*q^2*x+1272*b^2*g*p*q*r*x-270*b^2*g*p* q*x^2+1984*b^2*g*p*r^2*x-5327*b^2*g*p*r*x^2-10272*b^2*g*p*x^3+120*b^2*g*q^2*r*x +1110*b^2*g*q^2*x^2+692*b^2*g*q*r^2*x-616*b^2*g*q*r*x^2-10272*b^2*g*q*x^3+752*b ^2*g*r^3*x-3780*b^2*g*r^2*x^2-11672*b^2*g*r*x^3+90*b^2*p^4*x+180*b^2*p^3*q*x+ 432*b^2*p^3*r*x-866*b^2*p^3*x^2+90*b^2*p^2*q^2*x+612*b^2*p^2*q*r*x-1492*b^2*p^2 *q*x^2+756*b^2*p^2*r^2*x-4138*b^2*p^2*r*x^2-2368*b^2*p^2*x^3+180*b^2*p*q^2*r*x-\ 386*b^2*p*q^2*x^2+684*b^2*p*q*r^2*x-4404*b^2*p*q*r*x^2-4736*b^2*p*q*x^3+576*b^2 *p*r^3*x-6066*b^2*p*r^2*x^2-4308*b^2*p*r*x^3+240*b^2*q^3*x^2+90*b^2*q^2*r^2*x-\ 266*b^2*q^2*r*x^2-2368*b^2*q^2*x^3+252*b^2*q*r^3*x-2760*b^2*q*r^2*x^2-4308*b^2* q*r*x^3+162*b^2*r^4*x-2794*b^2*r^3*x^2-1814*b^2*r^2*x^3+464*b*c^5*x+1528*b*c^4* g*x+1552*b*c^4*p*x+528*b*c^4*q*x+1744*b*c^4*r*x-3096*b*c^4*x^2+1708*b*c^3*g^2*x +4300*b*c^3*g*p*x+1356*b*c^3*g*q*x+4900*b*c^3*g*r*x-3600*b*c^3*g*x^2+1852*b*c^3 *p^2*x+1528*b*c^3*p*q*x+4264*b*c^3*p*r*x-8728*b*c^3*p*x^2+180*b*c^3*q^2*x+1656* b*c^3*q*r*x-3208*b*c^3*q*x^2+2412*b*c^3*r^2*x-13220*b*c^3*r*x^2-11384*b*c^3*x^3 +850*b*c^2*g^3*x+3756*b*c^2*g^2*p*x+1104*b*c^2*g^2*q*x+4316*b*c^2*g^2*r*x+226*b *c^2*g^2*x^2+4068*b*c^2*g*p^2*x+3176*b*c^2*g*p*q*x+9474*b*c^2*g*p*r*x-10142*b*c ^2*g*p*x^2+332*b*c^2*g*q^2*x+3482*b*c^2*g*q*r*x-1318*b*c^2*g*q*x^2+5406*b*c^2*g *r^2*x-17252*b*c^2*g*r*x^2-28808*b*c^2*g*x^3+992*b*c^2*p^3*x+1424*b*c^2*p^2*q*x +3496*b*c^2*p^2*r*x-8006*b*c^2*p^2*x^2+448*b*c^2*p*q^2*x+3168*b*c^2*p*q*r*x-\ 8732*b*c^2*p*q*x^2+4016*b*c^2*p*r^2*x-24590*b*c^2*p*r*x^2-12912*b*c^2*p*x^3+16* b*c^2*q^3*x+464*b*c^2*q^2*r*x-726*b*c^2*q^2*x^2+1744*b*c^2*q*r^2*x-12102*b*c^2* q*r*x^2-12912*b*c^2*q*x^3+1512*b*c^2*r^3*x-17268*b*c^2*r^2*x^2-10024*b*c^2*r*x^ 3+188*b*c*g^4*x+1307*b*c*g^3*p*x+351*b*c*g^3*q*x+1513*b*c*g^3*r*x+1378*b*c*g^3* x^2+2459*b*c*g^2*p^2*x+1826*b*c*g^2*p*q*x+5761*b*c*g^2*p*r*x-2337*b*c*g^2*p*x^2 +169*b*c*g^2*q^2*x+2027*b*c*g^2*q*r*x+1711*b*c*g^2*q*x^2+3302*b*c*g^2*r^2*x-\ 5649*b*c*g^2*r*x^2-20158*b*c*g^2*x^3+1560*b*c*g*p^3*x+2156*b*c*g*p^2*q*x+5556*b *c*g*p^2*r*x-7155*b*c*g*p^2*x^2+614*b*c*g*p*q^2*x+4816*b*c*g*p*q*r*x-6162*b*c*g *p*q*x^2+6432*b*c*g*p*r^2*x-24189*b*c*g*p*r*x^2-23858*b*c*g*p*x^3+18*b*c*g*q^3* x+656*b*c*g*q^2*r*x+993*b*c*g*q^2*x^2+2660*b*c*g*q*r^2*x-9421*b*c*g*q*r*x^2-\ 23858*b*c*g*q*x^3+2436*b*c*g*r^3*x-17534*b*c*g*r^2*x^2-24736*b*c*g*r*x^3+234*b* c*p^4*x+504*b*c*p^3*q*x+1116*b*c*p^3*r*x-3008*b*c*p^3*x^2+306*b*c*p^2*q^2*x+ 1728*b*c*p^2*q*r*x-5884*b*c*p^2*q*x^2+1944*b*c*p^2*r^2*x-13782*b*c*p^2*r*x^2-\ 4374*b*c*p^2*x^3+36*b*c*p*q^3*x+648*b*c*p*q^2*r*x-2744*b*c*p*q^2*x^2+1944*b*c*p *q*r^2*x-17040*b*c*p*q*r*x^2-8748*b*c*p*q*x^3+1476*b*c*p*r^3*x-19748*b*c*p*r^2* x^2-5036*b*c*p*r*x^3+36*b*c*q^3*r*x+132*b*c*q^3*x^2+342*b*c*q^2*r^2*x-3258*b*c* q^2*r*x^2-4374*b*c*q^2*x^3+720*b*c*q*r^3*x-11230*b*c*q*r^2*x^2-5036*b*c*q*r*x^3 +414*b*c*r^4*x-8974*b*c*r^3*x^2+1012*b*c*r^2*x^3+14*b*g^5*x+155*b*g^4*p*x+36*b* g^4*q*x+181*b*g^4*r*x+376*b*g^4*x^2+444*b*g^3*p^2*x+310*b*g^3*p*q*x+1045*b*g^3* p*r*x+276*b*g^3*p*x^2+24*b*g^3*q^2*x+350*b*g^3*q*r*x+784*b*g^3*q*x^2+601*b*g^3* r^2*x-164*b*g^3*r*x^2-4300*b*g^3*x^3+491*b*g^2*p^3*x+655*b*g^2*p^2*q*x+1760*b*g ^2*p^2*r*x-1210*b*g^2*p^2*x^2+168*b*g^2*p*q^2*x+1464*b*g^2*p*q*r*x-452*b*g^2*p* q*x^2+2047*b*g^2*p*r^2*x-4906*b*g^2*p*r*x^2-8689*b*g^2*p*x^3+4*b*g^2*q^3*x+188* b*g^2*q^2*r*x+758*b*g^2*q^2*x^2+809*b*g^2*q*r^2*x-1140*b*g^2*q*r*x^2-8689*b*g^2 *q*x^3+778*b*g^2*r^3*x-3691*b*g^2*r^2*x^2-9976*b*g^2*r*x^3+205*b*g*p^4*x+430*b* g*p^3*q*x+986*b*g*p^3*r*x-1492*b*g*p^3*x^2+245*b*g*p^2*q^2*x+1482*b*g*p^2*q*r*x -2608*b*g*p^2*q*x^2+1728*b*g*p^2*r^2*x-7440*b*g*p^2*r*x^2-4727*b*g*p^2*x^3+20*b *g*p*q^3*x+520*b*g*p*q^2*r*x-740*b*g*p*q^2*x^2+1674*b*g*p*q*r^2*x-8268*b*g*p*q* r*x^2-9454*b*g*p*q*x^3+1318*b*g*p*r^3*x-11177*b*g*p*r^2*x^2-9194*b*g*p*r*x^3+24 *b*g*q^3*r*x+376*b*g*q^3*x^2+275*b*g*q^2*r^2*x-828*b*g*q^2*r*x^2-4727*b*g*q^2*x ^3+622*b*g*q*r^3*x-5488*b*g*q*r^2*x^2-9194*b*g*q*r*x^3+371*b*g*r^4*x-5229*b*g*r ^3*x^2-4470*b*g*r^2*x^3+18*b*p^5*x+54*b*p^4*q*x+108*b*p^4*r*x-400*b*p^4*x^2+54* b*p^3*q^2*x+252*b*p^3*q*r*x-1160*b*p^3*q*x^2+252*b*p^3*r^2*x-2396*b*p^3*r*x^2-\ 382*b*p^3*x^3+18*b*p^2*q^3*x+180*b*p^2*q^2*r*x-1080*b*p^2*q^2*x^2+432*b*p^2*q*r ^2*x-5048*b*p^2*q*r*x^2-1146*b*p^2*q*x^3+288*b*p^2*r^3*x-5128*b*p^2*r^2*x^2-12* b*p^2*r*x^3+36*b*p*q^3*r*x-280*b*p*q^3*x^2+198*b*p*q^2*r^2*x-2908*b*p*q^2*r*x^2 -1146*b*p*q^2*x^3+324*b*p*q*r^3*x-6918*b*p*q*r^2*x^2-24*b*p*q*r*x^3+162*b*p*r^4 *x-4668*b*p*r^3*x^2+2148*b*p*r^2*x^3+40*b*q^4*x^2+18*b*q^3*r^2*x-256*b*q^3*r*x^ 2-382*b*q^3*x^3+72*b*q^2*r^3*x-1790*b*q^2*r^2*x^2-12*b*q^2*r*x^3+90*b*q*r^4*x-\ 3030*b*q*r^3*x^2+2148*b*q*r^2*x^3+36*b*r^5*x-1536*b*r^4*x^2+2240*b*r^3*x^3+128* c^6*x+528*c^5*g*x+480*c^5*p*x+192*c^5*q*x+544*c^5*r*x-1248*c^5*x^2+768*c^4*g^2* x+1784*c^4*g*p*x+648*c^4*g*q*x+2032*c^4*g*r*x-2544*c^4*g*x^2+672*c^4*p^2*x+624* c^4*p*q*x+1552*c^4*p*r*x-3920*c^4*p*x^2+96*c^4*q^2*x+688*c^4*q*r*x-1936*c^4*q*x ^2+880*c^4*r^2*x-5832*c^4*r*x^2-2832*c^4*x^3+536*c^3*g^3*x+2180*c^3*g^2*p*x+740 *c^3*g^2*q*x+2488*c^3*g^2*r*x-1464*c^3*g^2*x^2+2172*c^3*g*p^2*x+1888*c^3*g*p*q* x+5072*c^3*g*p*r*x-7336*c^3*g*p*x^2+252*c^3*g*q^2*x+2064*c^3*g*q*r*x-2744*c^3*g *q*x^2+2900*c^3*g*r^2*x-11556*c^3*g*r*x^2-11128*c^3*g*x^3+448*c^3*p^3*x+696*c^3 *p^2*q*x+1576*c^3*p^2*r*x-4440*c^3*p^2*x^2+264*c^3*p*q^2*x+1568*c^3*p*q*r*x-\ 5472*c^3*p*q*x^2+1808*c^3*p*r^2*x-13304*c^3*p*r*x^2-3960*c^3*p*x^3+16*c^3*q^3*x +280*c^3*q^2*r*x-1032*c^3*q^2*x^2+872*c^3*q*r^2*x-7648*c^3*q*r*x^2-3960*c^3*q*x ^3+680*c^3*r^3*x-9324*c^3*r^2*x^2-1608*c^3*r*x^3+192*c^2*g^4*x+1194*c^2*g^3*p*x +378*c^2*g^3*q*x+1364*c^2*g^3*r*x+60*c^2*g^3*x^2+2080*c^2*g^2*p^2*x+1732*c^2*g^ 2*p*q*x+4880*c^2*g^2*p*r*x-4184*c^2*g^2*p*x^2+208*c^2*g^2*q^2*x+1888*c^2*g^2*q* r*x-712*c^2*g^2*q*x^2+2800*c^2*g^2*r^2*x-7326*c^2*g^2*r*x^2-12348*c^2*g^2*x^3+ 1206*c^2*g*p^3*x+1798*c^2*g*p^2*q*x+4300*c^2*g*p^2*r*x-6844*c^2*g*p^2*x^2+622*c ^2*g*p*q^2*x+4048*c^2*g*p*q*r*x-7488*c^2*g*p*q*x^2+4982*c^2*g*p*r^2*x-21828*c^2 *g*p*r*x^2-13508*c^2*g*p*x^3+30*c^2*g*q^3*x+644*c^2*g*q^2*r*x-644*c^2*g*q^2*x^2 +2250*c^2*g*q*r^2*x-10896*c^2*g*q*r*x^2-13508*c^2*g*q*x^3+1888*c^2*g*r^3*x-\ 15804*c^2*g*r^2*x^2-12352*c^2*g*r*x^3+144*c^2*p^4*x+324*c^2*p^3*q*x+684*c^2*p^3 *r*x-2340*c^2*p^3*x^2+216*c^2*p^2*q^2*x+1116*c^2*p^2*q*r*x-4884*c^2*p^2*q*x^2+ 1188*c^2*p^2*r^2*x-10442*c^2*p^2*r*x^2-1692*c^2*p^2*x^3+36*c^2*p*q^3*x+468*c^2* p*q^2*r*x-2748*c^2*p*q^2*x^2+1260*c^2*p*q*r^2*x-13932*c^2*p*q*r*x^2-3384*c^2*p* q*x^3+900*c^2*p*r^3*x-14738*c^2*p*r^2*x^2+384*c^2*p*r*x^3+36*c^2*q^3*r*x-204*c^ 2*q^3*x^2+252*c^2*q^2*r^2*x-3490*c^2*q^2*r*x^2-1692*c^2*q^2*x^3+468*c^2*q*r^3*x -9310*c^2*q*r^2*x^2+384*c^2*q*r*x^3+252*c^2*r^4*x-6636*c^2*r^3*x^2+3744*c^2*r^2 *x^3+33*c*g^5*x+301*c*g^4*p*x+87*c*g^4*q*x+344*c*g^4*r*x+276*c*g^4*x^2+787*c*g^ 3*p^2*x+628*c*g^3*p*q*x+1852*c*g^3*p*r*x-642*c*g^3*p*x^2+67*c*g^3*q^2*x+684*c*g ^3*q*r*x+378*c*g^3*q*x^2+1065*c*g^3*r^2*x-1575*c*g^3*r*x^2-5418*c*g^3*x^3+807*c *g^2*p^3*x+1171*c*g^2*p^2*q*x+2896*c*g^2*p^2*r*x-2974*c*g^2*p^2*x^2+379*c*g^2*p *q^2*x+2632*c*g^2*p*q*r*x-2700*c*g^2*p*q*x^2+3371*c*g^2*p*r^2*x-10314*c*g^2*p*r *x^2-10506*c*g^2*p*x^3+15*c*g^2*q^3*x+392*c*g^2*q^2*r*x+274*c*g^2*q^2*x^2+1461* c*g^2*q*r^2*x-4320*c*g^2*q*r*x^2-10506*c*g^2*q*x^3+1282*c*g^2*r^3*x-7695*c*g^2* r^2*x^2-11278*c*g^2*r*x^3+304*c*g*p^4*x+670*c*g*p^3*q*x+1460*c*g*p^3*r*x-2614*c *g*p^3*x^2+428*c*g*p^2*q^2*x+2316*c*g*p^2*q*r*x-5086*c*g*p^2*q*x^2+2556*c*g*p^2 *r^2*x-12447*c*g*p^2*r*x^2-5162*c*g*p^2*x^3+62*c*g*p*q^3*x+916*c*g*p*q^2*r*x-\ 2330*c*g*p*q^2*x^2+2622*c*g*p*q*r^2*x-15390*c*g*p*q*r*x^2-10324*c*g*p*q*x^3+ 1948*c*g*p*r^3*x-18359*c*g*p*r^2*x^2-8402*c*g*p*r*x^3+60*c*g*q^3*r*x+142*c*g*q^ 3*x^2+488*c*g*q^2*r^2*x-2943*c*g*q^2*r*x^2-5162*c*g*q^2*x^3+976*c*g*q*r^3*x-\ 10459*c*g*q*r^2*x^2-8402*c*g*q*r*x^3+548*c*g*r^4*x-8526*c*g*r^3*x^2-2340*c*g*r^ 2*x^3+18*c*p^5*x+54*c*p^4*q*x+108*c*p^4*r*x-580*c*p^4*x^2+54*c*p^3*q^2*x+252*c* p^3*q*r*x-1748*c*p^3*q*x^2+252*c*p^3*r^2*x-3380*c*p^3*r*x^2-138*c*p^3*x^3+18*c* p^2*q^3*x+180*c*p^2*q^2*r*x-1764*c*p^2*q^2*x^2+432*c*p^2*q*r^2*x-7430*c*p^2*q*r *x^2-414*c*p^2*q*x^3+288*c*p^2*r^3*x-7090*c*p^2*r^2*x^2+1590*c*p^2*r*x^3+36*c*p *q^3*r*x-604*c*p*q^3*x^2+198*c*p*q^2*r^2*x-4720*c*p*q^2*r*x^2-414*c*p*q^2*x^3+ 324*c*p*q*r^3*x-10062*c*p*q*r^2*x^2+3180*c*p*q*r*x^3+162*c*p*r^4*x-6360*c*p*r^3 *x^2+5220*c*p*r^2*x^3-8*c*q^4*x^2+18*c*q^3*r^2*x-670*c*q^3*r*x^2-138*c*q^3*x^3+ 72*c*q^2*r^3*x-2972*c*q^2*r^2*x^2+1590*c*q^2*r*x^3+90*c*q*r^4*x-4380*c*q*r^3*x^ 2+5220*c*q*r^2*x^3+36*c*r^5*x-2070*c*r^4*x^2+4008*c*r^3*x^3+2*g^6*x+28*g^5*p*x+ 7*g^5*q*x+32*g^5*r*x+60*g^5*x^2+103*g^4*p^2*x+78*g^4*p*q*x+243*g^4*p*r*x+53*g^4 *p*x^2+7*g^4*q^2*x+85*g^4*q*r*x+145*g^4*q*x^2+140*g^4*r^2*x-36*g^4*r*x^2-836*g^ 4*x^3+158*g^3*p^3*x+223*g^3*p^2*q*x+570*g^3*p^2*r*x-331*g^3*p^2*x^2+67*g^3*p*q^ 2*x+500*g^3*p*q*r*x-162*g^3*p*q*x^2+666*g^3*p*r^2*x-1363*g^3*p*r*x^2-2371*g^3*p *x^3+2*g^3*q^3*x+70*g^3*q^2*r*x+169*g^3*q^2*x^2+277*g^3*q*r^2*x-392*g^3*q*r*x^2 -2371*g^3*q*x^3+254*g^3*r^3*x-1062*g^3*r^2*x^2-2752*g^3*r*x^3+108*g^2*p^4*x+234 *g^2*p^3*q*x+522*g^2*p^3*r*x-624*g^2*p^3*x^2+144*g^2*p^2*q^2*x+810*g^2*p^2*q*r* x-1116*g^2*p^2*q*x^2+918*g^2*p^2*r^2*x-3191*g^2*p^2*r*x^2-2166*g^2*p^2*x^3+18*g ^2*p*q^3*x+306*g^2*p*q^2*r*x-360*g^2*p*q^2*x^2+918*g^2*p*q*r^2*x-3654*g^2*p*q*r *x^2-4332*g^2*p*q*x^3+702*g^2*p*r^3*x-4901*g^2*p*r^2*x^2-4443*g^2*p*r*x^3+18*g^ 2*q^3*r*x+132*g^2*q^3*x^2+162*g^2*q^2*r^2*x-463*g^2*q^2*r*x^2-2166*g^2*q^2*x^3+ 342*g^2*q*r^3*x-2506*g^2*q*r^2*x^2-4443*g^2*q*r*x^3+198*g^2*r^4*x-2334*g^2*r^3* x^2-2412*g^2*r^2*x^3+27*g*p^5*x+81*g*p^4*q*x+162*g*p^4*r*x-354*g*p^4*x^2+81*g*p ^3*q^2*x+378*g*p^3*q*r*x-1014*g*p^3*q*x^2+378*g*p^3*r^2*x-2211*g*p^3*r*x^2-595* g*p^3*x^3+27*g*p^2*q^3*x+270*g*p^2*q^2*r*x-918*g*p^2*q^2*x^2+648*g*p^2*q*r^2*x-\ 4614*g*p^2*q*r*x^2-1785*g*p^2*q*x^3+432*g*p^2*r^3*x-4872*g*p^2*r^2*x^2-1113*g*p ^2*r*x^3+54*g*p*q^3*r*x-210*g*p*q^3*x^2+297*g*p*q^2*r^2*x-2595*g*p*q^2*r*x^2-\ 1785*g*p*q^2*x^3+486*g*p*q*r^3*x-6507*g*p*q*r^2*x^2-2226*g*p*q*r*x^3+243*g*p*r^ 4*x-4527*g*p*r^3*x^2+240*g*p*r^2*x^3+48*g*q^4*x^2+27*g*q^3*r^2*x-192*g*q^3*r*x^ 2-595*g*q^3*x^3+108*g*q^2*r^3*x-1635*g*q^2*r^2*x^2-1113*g*q^2*r*x^3+135*g*q*r^4 *x-2907*g*q*r^3*x^2+240*g*q*r^2*x^3+54*g*r^5*x-1512*g*r^4*x^2+1184*g*r^3*x^3-54 *p^5*x^2-216*p^4*q*x^2-378*p^4*r*x^2+36*p^4*x^3-324*p^3*q^2*x^2-1188*p^3*q*r*x^ 2+144*p^3*q*x^3-1026*p^3*r^2*x^2+498*p^3*r*x^3-216*p^2*q^3*x^2-1296*p^2*q^2*r*x ^2+216*p^2*q^2*x^3-2376*p^2*q*r^2*x^2+1494*p^2*q*r*x^3-1350*p^2*r^3*x^2+1674*p^ 2*r^2*x^3-54*p*q^4*x^2-540*p*q^3*r*x^2+144*p*q^3*x^3-1674*p*q^2*r^2*x^2+1494*p* q^2*r*x^3-2052*p*q*r^3*x^2+3348*p*q*r^2*x^3-864*p*r^4*x^2+2172*p*r^3*x^3-54*q^4 *r*x^2+36*q^4*x^3-324*q^3*r^2*x^2+498*q^3*r*x^3-702*q^2*r^3*x^2+1674*q^2*r^2*x^ 3-648*q*r^4*x^2+2172*q*r^3*x^3-216*r^5*x^2+960*r^4*x^3-16*a^6-48*a^5*b-96*a^5*c -48*a^5*g-80*a^5*p-16*a^5*q-80*a^5*r+16*a^5*x-48*a^4*b^2-240*a^4*b*c-120*a^4*b* g-224*a^4*b*p-32*a^4*b*q-224*a^4*b*r-168*a^4*b*x-240*a^4*c^2-248*a^4*c*g-400*a^ 4*c*p-80*a^4*c*q-400*a^4*c*r+552*a^4*c*x-60*a^4*g^2-224*a^4*g*p-40*a^4*g*q-224* a^4*g*r-76*a^4*g*x-140*a^4*p^2-72*a^4*p*q-280*a^4*p*r+836*a^4*p*x-4*a^4*q^2-72* a^4*q*r+156*a^4*q*x-140*a^4*r^2+1148*a^4*r*x+4180*a^4*x^2-16*a^3*b^3-192*a^3*b^ 2*c-96*a^3*b^2*g-208*a^3*b^2*p-16*a^3*b^2*q-208*a^3*b^2*r-600*a^3*b^2*x-480*a^3 *b*c^2-504*a^3*b*c*g-896*a^3*b*c*p-128*a^3*b*c*q-896*a^3*b*c*r+488*a^3*b*c*x-\ 120*a^3*b*g^2-504*a^3*b*g*p-64*a^3*b*g*q-504*a^3*b*g*r-888*a^3*b*g*x-348*a^3*b* p^2-136*a^3*b*p*q-696*a^3*b*p*r+1800*a^3*b*p*x-4*a^3*b*q^2-136*a^3*b*q*r-88*a^3 *b*q*x-348*a^3*b*r^2+2384*a^3*b*r*x+14516*a^3*b*x^2-320*a^3*c^3-520*a^3*c^2*g-\ 800*a^3*c^2*p-160*a^3*c^2*q-800*a^3*c^2*r+2104*a^3*c^2*x-260*a^3*c*g^2-940*a^3* c*g*p-168*a^3*c*g*q-940*a^3*c*g*r+704*a^3*c*g*x-560*a^3*c*p^2-288*a^3*c*p*q-\ 1120*a^3*c*p*r+4800*a^3*c*p*x-16*a^3*c*q^2-288*a^3*c*q*r+944*a^3*c*q*x-560*a^3* c*r^2+6140*a^3*c*r*x+17416*a^3*c*x^2-40*a^3*g^3-254*a^3*g^2*p-40*a^3*g^2*q-254* a^3*g^2*r-322*a^3*g^2*x-356*a^3*g*p^2-168*a^3*g*p*q-712*a^3*g*p*r+1862*a^3*g*p* x-8*a^3*g*q^2-168*a^3*g*q*r+62*a^3*g*q*x-356*a^3*g*r^2+2400*a^3*g*r*x+12690*a^3 *g*x^2-112*a^3*p^3-104*a^3*p^2*q-336*a^3*p^2*r+1858*a^3*p^2*x-16*a^3*p*q^2-208* a^3*p*q*r+1380*a^3*p*q*x-336*a^3*p*r^2+4828*a^3*p*r*x+7106*a^3*p*x^2-16*a^3*q^2 *r+54*a^3*q^2*x-104*a^3*q*r^2+1604*a^3*q*r*x+6146*a^3*q*x^2-112*a^3*r^3+2970*a^ 3*r^2*x+7278*a^3*r*x^2-8100*a^3*x^3-48*a^2*b^3*c-24*a^2*b^3*g-64*a^2*b^3*p-64*a ^2*b^3*r-632*a^2*b^3*x-288*a^2*b^2*c^2-304*a^2*b^2*c*g-624*a^2*b^2*c*p-48*a^2*b ^2*c*q-624*a^2*b^2*c*r-832*a^2*b^2*c*x-68*a^2*b^2*g^2-352*a^2*b^2*g*p-24*a^2*b^ 2*g*q-352*a^2*b^2*g*r-1692*a^2*b^2*g*x-280*a^2*b^2*p^2-64*a^2*b^2*p*q-560*a^2*b ^2*p*r+940*a^2*b^2*p*x-64*a^2*b^2*q*r-644*a^2*b^2*q*x-280*a^2*b^2*r^2+1252*a^2* b^2*r*x+18468*a^2*b^2*x^2-480*a^2*b*c^3-800*a^2*b*c^2*g-1344*a^2*b*c^2*p-192*a^ 2*b*c^2*q-1344*a^2*b*c^2*r+2624*a^2*b*c^2*x-392*a^2*b*c*g^2-1604*a^2*b*c*g*p-\ 200*a^2*b*c*g*q-1604*a^2*b*c*g*r-904*a^2*b*c*g*x-1044*a^2*b*c*p^2-408*a^2*b*c*p *q-2088*a^2*b*c*p*r+8368*a^2*b*c*p*x-12*a^2*b*c*q^2-408*a^2*b*c*q*r+232*a^2*b*c *q*x-1044*a^2*b*c*r^2+10420*a^2*b*c*r*x+45892*a^2*b*c*x^2-56*a^2*b*g^3-430*a^2* b*g^2*p-44*a^2*b*g^2*q-430*a^2*b*g^2*r-1444*a^2*b*g^2*x-662*a^2*b*g*p^2-236*a^2 *b*g*p*q-1324*a^2*b*g*p*r+2624*a^2*b*g*p*x-6*a^2*b*g*q^2-236*a^2*b*g*q*r-900*a^ 2*b*g*q*x-662*a^2*b*g*r^2+3490*a^2*b*g*r*x+32940*a^2*b*g*x^2-232*a^2*b*p^3-176* a^2*b*p^2*q-696*a^2*b*p^2*r+3652*a^2*b*p^2*x-16*a^2*b*p*q^2-352*a^2*b*p*q*r+ 1872*a^2*b*p*q*x-696*a^2*b*p*r^2+9256*a^2*b*p*r*x+19784*a^2*b*p*x^2-16*a^2*b*q^ 2*r-184*a^2*b*q^2*x-176*a^2*b*q*r^2+2192*a^2*b*q*r*x+16904*a^2*b*q*x^2-232*a^2* b*r^3+5604*a^2*b*r^2*x+20592*a^2*b*r*x^2-24300*a^2*b*x^3-240*a^2*c^4-552*a^2*c^ 3*g-800*a^2*c^3*p-160*a^2*c^3*q-800*a^2*c^3*r+3192*a^2*c^3*x-428*a^2*c^2*g^2-\ 1504*a^2*c^2*g*p-264*a^2*c^2*g*q-1504*a^2*c^2*g*r+2716*a^2*c^2*g*x-840*a^2*c^2* p^2-432*a^2*c^2*p*q-1680*a^2*c^2*p*r+9572*a^2*c^2*p*x-24*a^2*c^2*q^2-432*a^2*c^ 2*q*r+1956*a^2*c^2*q*x-840*a^2*c^2*r^2+11760*a^2*c^2*r*x+26608*a^2*c^2*x^2-134* a^2*c*g^3-842*a^2*c*g^2*p-128*a^2*c*g^2*q-842*a^2*c*g^2*r-248*a^2*c*g^2*x-1148* a^2*c*g*p^2-536*a^2*c*g*p*q-2296*a^2*c*g*p*r+8380*a^2*c*g*p*x-24*a^2*c*g*q^2-\ 536*a^2*c*g*q*r+612*a^2*c*g*q*x-1148*a^2*c*g*r^2+10288*a^2*c*g*r*x+41632*a^2*c* g*x^2-336*a^2*c*p^3-312*a^2*c*p^2*q-1008*a^2*c*p^2*r+7052*a^2*c*p^2*x-48*a^2*c* p*q^2-624*a^2*c*p*q*r+5080*a^2*c*p*q*x-1008*a^2*c*p*r^2+17636*a^2*c*p*r*x+20306 *a^2*c*p*x^2-48*a^2*c*q^2*r+212*a^2*c*q^2*x-312*a^2*c*q*r^2+5846*a^2*c*q*r*x+ 19272*a^2*c*q*x^2-336*a^2*c*r^3+10584*a^2*c*r^2*x+18490*a^2*c*r*x^2-32516*a^2*c *x^3-14*a^2*g^4-145*a^2*g^3*p-18*a^2*g^3*q-145*a^2*g^3*r-404*a^2*g^3*x-343*a^2* g^2*p^2-146*a^2*g^2*p*q-686*a^2*g^2*p*r+1395*a^2*g^2*p*x-5*a^2*g^2*q^2-146*a^2* g^2*q*r-325*a^2*g^2*q*x-343*a^2*g^2*r^2+1756*a^2*g^2*r*x+14316*a^2*g^2*x^2-250* a^2*g*p^3-220*a^2*g*p^2*q-750*a^2*g*p^2*r+3603*a^2*g*p^2*x-30*a^2*g*p*q^2-440*a ^2*g*p*q*r+2158*a^2*g*p*q*x-750*a^2*g*p*r^2+9126*a^2*g*p*r*x+18058*a^2*g*p*x^2-\ 30*a^2*g*q^2*r-109*a^2*g*q^2*x-220*a^2*g*q*r^2+2425*a^2*g*q*r*x+15369*a^2*g*q*x ^2-250*a^2*g*r^3+5523*a^2*g*r^2*x+18854*a^2*g*r*x^2-19154*a^2*g*x^3-42*a^2*p^4-\ 60*a^2*p^3*q-168*a^2*p^3*r+1482*a^2*p^3*x-18*a^2*p^2*q^2-180*a^2*p^2*q*r+2044*a ^2*p^2*q*x-252*a^2*p^2*r^2+5612*a^2*p^2*r*x+3252*a^2*p^2*x^2-36*a^2*p*q^2*r+552 *a^2*p*q^2*x-180*a^2*p*q*r^2+4776*a^2*p*q*r*x+6630*a^2*p*q*x^2-168*a^2*p*r^3+ 6778*a^2*p*r^2*x+4270*a^2*p*r*x^2-14358*a^2*p*x^3-10*a^2*q^3*x-18*a^2*q^2*r^2+ 614*a^2*q^2*r*x+3378*a^2*q^2*x^2-60*a^2*q*r^3+2732*a^2*q*r^2*x+5842*a^2*q*r*x^2 -14358*a^2*q*x^3-42*a^2*r^4+2648*a^2*r^3*x+928*a^2*r^2*x^2-17594*a^2*r*x^3-216* a*b^4*x-48*a*b^3*c^2-48*a*b^3*c*g-128*a*b^3*c*p-128*a*b^3*c*r-920*a*b^3*c*x-8*a *b^3*g^2-72*a*b^3*g*p-72*a*b^3*g*r-1024*a*b^3*g*x-72*a*b^3*p^2-144*a*b^3*p*r-\ 176*a*b^3*p*x-400*a*b^3*q*x-72*a*b^3*r^2-56*a*b^3*r*x+10108*a*b^3*x^2-192*a*b^2 *c^3-320*a*b^2*c^2*g-624*a*b^2*c^2*p-48*a*b^2*c^2*q-624*a*b^2*c^2*r+264*a*b^2*c ^2*x-144*a*b^2*c*g^2-752*a*b^2*c*g*p-48*a*b^2*c*g*q-752*a*b^2*c*g*r-2424*a*b^2* c*g*x-560*a*b^2*c*p^2-128*a*b^2*c*p*q-1120*a*b^2*c*p*r+3656*a*b^2*c*p*x-128*a*b ^2*c*q*r-1048*a*b^2*c*q*x-560*a*b^2*c*r^2+4592*a*b^2*c*r*x+39536*a*b^2*c*x^2-16 *a*b^2*g^3-196*a*b^2*g^2*p-8*a*b^2*g^2*q-196*a*b^2*g^2*r-1498*a*b^2*g^2*x-348*a *b^2*g*p^2-72*a*b^2*g*p*q-696*a*b^2*g*p*r+398*a*b^2*g*p*x-72*a*b^2*g*q*r-1250*a *b^2*g*q*x-348*a*b^2*g*r^2+1002*a*b^2*g*r*x+27810*a*b^2*g*x^2-144*a*b^2*p^3-72* a*b^2*p^2*q-432*a*b^2*p^2*r+2022*a*b^2*p^2*x-144*a*b^2*p*q*r+188*a*b^2*p*q*x-\ 432*a*b^2*p*r^2+4900*a*b^2*p*r*x+18250*a*b^2*p*x^2-238*a*b^2*q^2*x-72*a*b^2*q*r ^2+444*a*b^2*q*r*x+15370*a*b^2*q*x^2-144*a*b^2*r^3+2878*a*b^2*r^2*x+19350*a*b^2 *r*x^2-24300*a*b^2*x^3-240*a*b*c^4-568*a*b*c^3*g-896*a*b*c^3*p-128*a*b*c^3*q-\ 896*a*b*c^3*r+3160*a*b*c^3*x-428*a*b*c^2*g^2-1720*a*b*c^2*g*p-208*a*b*c^2*g*q-\ 1720*a*b*c^2*g*r+1144*a*b*c^2*g*x-1044*a*b*c^2*p^2-408*a*b*c^2*p*q-2088*a*b*c^2 *p*r+11632*a*b*c^2*p*x-12*a*b*c^2*q^2-408*a*b*c^2*q*r+800*a*b*c^2*q*x-1044*a*b* c^2*r^2+14056*a*b*c^2*r*x+47928*a*b*c^2*x^2-122*a*b*c*g^3-954*a*b*c*g^2*p-92*a* b*c*g^2*q-954*a*b*c*g^2*r-2050*a*b*c*g^2*x-1420*a*b*c*g*p^2-496*a*b*c*g*p*q-\ 2840*a*b*c*g*p*r+8890*a*b*c*g*p*x-12*a*b*c*g*q^2-496*a*b*c*g*q*r-1470*a*b*c*g*q *x-1420*a*b*c*g*r^2+11388*a*b*c*g*r*x+72984*a*b*c*g*x^2-464*a*b*c*p^3-352*a*b*c *p^2*q-1392*a*b*c*p^2*r+9506*a*b*c*p^2*x-32*a*b*c*p*q^2-704*a*b*c*p*q*r+4804*a* b*c*p*q*x-1392*a*b*c*p*r^2+23274*a*b*c*p*r*x+39206*a*b*c*p*x^2-32*a*b*c*q^2*r-\ 334*a*b*c*q^2*x-352*a*b*c*q*r^2+5646*a*b*c*q*r*x+37138*a*b*c*q*x^2-464*a*b*c*r^ 3+13768*a*b*c*r^2*x+38088*a*b*c*r*x^2-65032*a*b*c*x^3-10*a*b*g^4-159*a*b*g^3*p-\ 10*a*b*g^3*q-159*a*b*g^3*r-916*a*b*g^3*x-416*a*b*g^2*p^2-128*a*b*g^2*p*q-832*a* b*g^2*p*r+931*a*b*g^2*p*x-2*a*b*g^2*q^2-128*a*b*g^2*q*r-1097*a*b*g^2*q*x-416*a* b*g^2*r^2+1516*a*b*g^2*r*x+24486*a*b*g^2*x^2-338*a*b*g*p^3-236*a*b*g*p^2*q-1014 *a*b*g*p^2*r+4485*a*b*g*p^2*x-18*a*b*g*p*q^2-472*a*b*g*p*q*r+1318*a*b*g*p*q*x-\ 1014*a*b*g*p*r^2+11281*a*b*g*p*r*x+33505*a*b*g*p*x^2-18*a*b*g*q^2*r-495*a*b*g*q ^2*x-236*a*b*g*q*r^2+1859*a*b*g*q*r*x+28127*a*b*g*q*x^2-338*a*b*g*r^3+6796*a*b* g*r^2*x+35016*a*b*g*r*x^2-38308*a*b*g*x^3-66*a*b*p^4-84*a*b*p^3*q-264*a*b*p^3*r +2166*a*b*p^3*x-18*a*b*p^2*q^2-252*a*b*p^2*q*r+2466*a*b*p^2*q*x-396*a*b*p^2*r^2 +8124*a*b*p^2*r*x+6978*a*b*p^2*x^2-36*a*b*p*q^2*r+254*a*b*p*q^2*x-252*a*b*p*q*r ^2+5604*a*b*p*q*r*x+14208*a*b*p*q*x^2-264*a*b*p*r^3+9750*a*b*p*r^2*x+11352*a*b* p*r*x^2-28716*a*b*p*x^3-46*a*b*q^3*x-18*a*b*q^2*r^2+380*a*b*q^2*r*x+7230*a*b*q^ 2*x^2-84*a*b*q*r^3+3138*a*b*q*r^2*x+14496*a*b*q*r*x^2-28716*a*b*q*x^3-66*a*b*r^ 4+3792*a*b*r^3*x+5442*a*b*r^2*x^2-35188*a*b*r*x^3-96*a*c^5-296*a*c^4*g-400*a*c^ 4*p-80*a*c^4*q-400*a*c^4*r+2200*a*c^4*x-316*a*c^3*g^2-1084*a*c^3*g*p-184*a*c^3* g*q-1084*a*c^3*g*r+3088*a*c^3*g*x-560*a*c^3*p^2-288*a*c^3*p*q-1120*a*c^3*p*r+ 8128*a*c^3*p*x-16*a*c^3*q^2-288*a*c^3*q*r+1704*a*c^3*q*x-560*a*c^3*r^2+9744*a*c ^3*r*x+17636*a*c^3*x^2-150*a*c^2*g^3-944*a*c^2*g^2*p-136*a*c^2*g^2*q-944*a*c^2* g^2*r+622*a*c^2*g^2*x-1252*a*c^2*g*p^2-568*a*c^2*g*p*q-2504*a*c^2*g*p*r+11586*a *c^2*g*p*x-24*a*c^2*g*q^2-568*a*c^2*g*q*r+1082*a*c^2*g*q*x-1252*a*c^2*g*r^2+ 13934*a*c^2*g*r*x+45500*a*c^2*g*x^2-336*a*c^2*p^3-312*a*c^2*p^2*q-1008*a*c^2*p^ 2*r+8694*a*c^2*p^2*x-48*a*c^2*p*q^2-624*a*c^2*p*q*r+6124*a*c^2*p*q*x-1008*a*c^2 *p*r^2+21194*a*c^2*p*r*x+18098*a*c^2*p*x^2-48*a*c^2*q^2*r+262*a*c^2*q^2*x-312*a *c^2*q*r^2+7002*a*c^2*q*r*x+20218*a*c^2*q*x^2-336*a*c^2*r^3+12500*a*c^2*r^2*x+ 13736*a*c^2*r*x^2-43160*a*c^2*x^3-31*a*c*g^4-331*a*c*g^3*p-38*a*c*g^3*q-331*a*c *g^3*r-594*a*c*g^3*x-776*a*c*g^2*p^2-316*a*c*g^2*p*q-1552*a*c*g^2*p*r+4479*a*c* g^2*p*x-10*a*c*g^2*q^2-316*a*c*g^2*q*r-523*a*c*g^2*q*x-776*a*c*g^2*r^2+5497*a*c *g^2*r*x+32353*a*c*g^2*x^2-554*a*c*g*p^3-476*a*c*g*p^2*q-1662*a*c*g*p^2*r+9441* a*c*g*p^2*x-60*a*c*g*p*q^2-952*a*c*g*p*q*r+5396*a*c*g*p*q*x-1662*a*c*g*p*r^2+ 23321*a*c*g*p*r*x+38263*a*c*g*p*x^2-60*a*c*g*q^2*r-257*a*c*g*q^2*x-476*a*c*g*q* r^2+6127*a*c*g*q*r*x+35011*a*c*g*q*x^2-554*a*c*g*r^3+13880*a*c*g*r^2*x+37628*a* c*g*r*x^2-52840*a*c*g*x^3-84*a*c*p^4-120*a*c*p^3*q-336*a*c*p^3*r+3566*a*c*p^3*x -36*a*c*p^2*q^2-360*a*c*p^2*q*r+4836*a*c*p^2*q*x-504*a*c*p^2*r^2+13188*a*c*p^2* r*x+4364*a*c*p^2*x^2-72*a*c*p*q^2*r+1250*a*c*p*q^2*x-360*a*c*p*q*r^2+11172*a*c* p*q*r*x+12040*a*c*p*q*x^2-336*a*c*p*r^3+15678*a*c*p*r^2*x+648*a*c*p*r*x^2-37388 *a*c*p*x^3-20*a*c*q^3*x-36*a*c*q^2*r^2+1394*a*c*q^2*r*x+7676*a*c*q^2*x^2-120*a* c*q*r^3+6336*a*c*q*r^2*x+9762*a*c*q*r*x^2-37388*a*c*q*x^3-84*a*c*r^4+6056*a*c*r ^3*x-3992*a*c*r^2*x^2-45164*a*c*r*x^3-2*a*g^5-40*a*g^4*p-3*a*g^4*q-40*a*g^4*r-\ 204*a*g^4*x-145*a*g^3*p^2-52*a*g^3*p*q-290*a*g^3*p*r+359*a*g^3*p*x-a*g^3*q^2-52 *a*g^3*q*r-319*a*g^3*q*x-145*a*g^3*r^2+483*a*g^3*r*x+7006*a*g^3*x^2-182*a*g^2*p ^3-146*a*g^2*p^2*q-546*a*g^2*p^2*r+2213*a*g^2*p^2*x-15*a*g^2*p*q^2-292*a*g^2*p* q*r+891*a*g^2*p*q*x-546*a*g^2*p*r^2+5570*a*g^2*p*r*x+14857*a*g^2*p*x^2-15*a*g^2 *q^2*r-220*a*g^2*q^2*x-146*a*g^2*q*r^2+1039*a*g^2*q*r*x+12365*a*g^2*q*x^2-182*a *g^2*r^3+3357*a*g^2*r^2*x+15695*a*g^2*r*x^2-14718*a*g^2*x^3-79*a*g*p^4-110*a*g* p^3*q-316*a*g*p^3*r+2144*a*g*p^3*x-31*a*g*p^2*q^2-330*a*g*p^2*q*r+2615*a*g*p^2* q*x-474*a*g*p^2*r^2+8096*a*g*p^2*r*x+7259*a*g*p^2*x^2-62*a*g*p*q^2*r+408*a*g*p* q^2*x-330*a*g*p*q*r^2+6026*a*g*p*q*r*x+14000*a*g*p*q*x^2-316*a*g*p*r^3+9760*a*g *p*r^2*x+12330*a*g*p*r*x^2-23850*a*g*p*x^3-63*a*g*q^3*x-31*a*g*q^2*r^2+485*a*g* q^2*r*x+6741*a*g*q^2*x^2-110*a*g*q*r^3+3411*a*g*q*r^2*x+13985*a*g*q*r*x^2-23850 *a*g*q*x^3-79*a*g*r^4+3808*a*g*r^3*x+5673*a*g*r^2*x^2-29360*a*g*r*x^3-6*a*p^5-\ 12*a*p^4*q-30*a*p^4*r+488*a*p^4*x-6*a*p^3*q^2-48*a*p^3*q*r+1034*a*p^3*q*x-60*a* p^3*r^2+2404*a*p^3*r*x-138*a*p^3*x^2-18*a*p^2*q^2*r+604*a*p^2*q^2*x-72*a*p^2*q* r^2+3642*a*p^2*q*r*x+712*a*p^2*q*x^2-60*a*p^2*r^3+4284*a*p^2*r^2*x-3328*a*p^2*r *x^2-7904*a*p^2*x^3+58*a*p*q^3*x-18*a*p*q^2*r^2+1310*a*p*q^2*r*x+1838*a*p*q^2*x ^2-48*a*p*q*r^3+4182*a*p*q*r^2*x-1524*a*p*q*r*x^2-15808*a*p*q*x^3-30*a*p*r^4+ 3308*a*p*r^3*x-7262*a*p*r^2*x^2-18980*a*p*r*x^3+72*a*q^3*r*x+988*a*q^3*x^2-6*a* q^2*r^3+706*a*q^2*r^2*x+1804*a*q^2*r*x^2-7904*a*q^2*x^3-12*a*q*r^4+1574*a*q*r^3 *x-1870*a*q*r^2*x^2-18980*a*q*r*x^3-6*a*r^5+940*a*r^4*x-4072*a*r^3*x^2-13086*a* r^2*x^3-152*b^4*c*x-144*b^4*g*x-152*b^4*p*x-72*b^4*r*x+1976*b^4*x^2-16*b^3*c^3-\ 24*b^3*c^2*g-64*b^3*c^2*p-64*b^3*c^2*r-256*b^3*c^2*x-8*b^3*c*g^2-72*b^3*c*g*p-\ 72*b^3*c*g*r-816*b^3*c*g*x-72*b^3*c*p^2-144*b^3*c*p*r+88*b^3*c*p*x-336*b^3*c*q* x-72*b^3*c*r^2+312*b^3*c*r*x+11060*b^3*c*x^2-16*b^3*g^2*p-16*b^3*g^2*r-376*b^3* g^2*x-40*b^3*g*p^2-80*b^3*g*p*r-364*b^3*g*p*x-288*b^3*g*q*x-40*b^3*g*r^2-88*b^3 *g*r*x+7560*b^3*g*x^2-24*b^3*p^3-72*b^3*p^2*r+228*b^3*p^2*x-304*b^3*p*q*x-72*b^ 3*p*r^2+472*b^3*p*r*x+5572*b^3*p*x^2-144*b^3*q*r*x+4612*b^3*q*x^2-24*b^3*r^3+ 244*b^3*r^2*x+6036*b^3*r*x^2-8100*b^3*x^3-48*b^2*c^4-112*b^2*c^3*g-208*b^2*c^3* p-16*b^2*c^3*q-208*b^2*c^3*r+512*b^2*c^3*x-76*b^2*c^2*g^2-400*b^2*c^2*g*p-24*b^ 2*c^2*g*q-400*b^2*c^2*g*r-612*b^2*c^2*g*x-280*b^2*c^2*p^2-64*b^2*c^2*p*q-560*b^ 2*c^2*p*r+2828*b^2*c^2*p*x-64*b^2*c^2*q*r-388*b^2*c^2*q*x-280*b^2*c^2*r^2+3488* b^2*c^2*r*x+21320*b^2*c^2*x^2-16*b^2*c*g^3-212*b^2*c*g^2*p-8*b^2*c*g^2*q-212*b^ 2*c*g^2*r-1226*b^2*c*g^2*x-372*b^2*c*g*p^2-72*b^2*c*g*p*q-744*b^2*c*g*p*r+1374* b^2*c*g*p*x-72*b^2*c*g*q*r-1218*b^2*c*g*q*x-372*b^2*c*g*r^2+2436*b^2*c*g*r*x+ 31352*b^2*c*g*x^2-144*b^2*c*p^3-72*b^2*c*p^2*q-432*b^2*c*p^2*r+2778*b^2*c*p^2*x -144*b^2*c*p*q*r+372*b^2*c*p*q*x-432*b^2*c*p*r^2+6582*b^2*c*p*r*x+18900*b^2*c*p *x^2-222*b^2*c*q^2*x-72*b^2*c*q*r^2+744*b^2*c*q*r*x+17866*b^2*c*q*x^2-144*b^2*c *r^3+3804*b^2*c*r^2*x+19598*b^2*c*r*x^2-32516*b^2*c*x^3-32*b^2*g^3*p-32*b^2*g^3 *r-396*b^2*g^3*x-104*b^2*g^2*p^2-16*b^2*g^2*p*q-208*b^2*g^2*p*r-224*b^2*g^2*p*x -16*b^2*g^2*q*r-532*b^2*g^2*q*x-104*b^2*g^2*r^2+130*b^2*g^2*r*x+10170*b^2*g^2*x ^2-100*b^2*g*p^3-40*b^2*g*p^2*q-300*b^2*g*p^2*r+1088*b^2*g*p^2*x-80*b^2*g*p*q*r -428*b^2*g*p*q*x-300*b^2*g*p*r^2+2759*b^2*g*p*r*x+15447*b^2*g*p*x^2-180*b^2*g*q ^2*x-40*b^2*g*q*r^2+38*b^2*g*q*r*x+12758*b^2*g*q*x^2-100*b^2*g*r^3+1671*b^2*g*r ^2*x+16162*b^2*g*r*x^2-19154*b^2*g*x^3-24*b^2*p^4-24*b^2*p^3*q-96*b^2*p^3*r+720 *b^2*p^3*x-72*b^2*p^2*q*r+530*b^2*p^2*q*x-144*b^2*p^2*r^2+2656*b^2*p^2*r*x+3726 *b^2*p^2*x^2-190*b^2*p*q^2*x-72*b^2*p*q*r^2+1116*b^2*p*q*r*x+7578*b^2*p*q*x^2-\ 96*b^2*p*r^3+3152*b^2*p*r^2*x+7082*b^2*p*r*x^2-14358*b^2*p*x^3-90*b^2*q^2*r*x+ 3852*b^2*q^2*x^2-24*b^2*q*r^3+586*b^2*q*r^2*x+8654*b^2*q*r*x^2-14358*b^2*q*x^3-\ 24*b^2*r^4+1216*b^2*r^3*x+4514*b^2*r^2*x^2-17594*b^2*r*x^3-48*b*c^5-152*b*c^4*g -224*b*c^4*p-32*b*c^4*q-224*b*c^4*r+1192*b*c^4*x-156*b*c^3*g^2-620*b*c^3*g*p-72 *b*c^3*g*q-620*b*c^3*g*r+1192*b*c^3*g*x-348*b*c^3*p^2-136*b*c^3*p*q-696*b*c^3*p *r+5096*b*c^3*p*x-4*b*c^3*q^2-136*b*c^3*q*r+480*b*c^3*q*x-348*b*c^3*r^2+6064*b* c^3*r*x+16516*b*c^3*x^2-66*b*c^2*g^3-532*b*c^2*g^2*p-48*b*c^2*g^2*q-532*b*c^2*g ^2*r-478*b*c^2*g^2*x-770*b*c^2*g*p^2-260*b*c^2*g*p*q-1540*b*c^2*g*p*r+6558*b*c^ 2*g*p*x-6*b*c^2*g*q^2-260*b*c^2*g*q*r-586*b*c^2*g*q*x-770*b*c^2*g*r^2+8382*b*c^ 2*g*r*x+40924*b*c^2*g*x^2-232*b*c^2*p^3-176*b*c^2*p^2*q-696*b*c^2*p^2*r+5978*b* c^2*p^2*x-16*b*c^2*p*q^2-352*b*c^2*p*q*r+2996*b*c^2*p*q*x-696*b*c^2*p*r^2+14326 *b*c^2*p*r*x+18518*b*c^2*p*x^2-16*b*c^2*q^2*r-150*b*c^2*q^2*x-176*b*c^2*q*r^2+ 3542*b*c^2*q*r*x+20638*b*c^2*q*x^2-232*b*c^2*r^3+8348*b*c^2*r^2*x+16336*b*c^2*r *x^2-43160*b*c^2*x^3-10*b*c*g^4-179*b*c*g^3*p-10*b*c*g^3*q-179*b*c*g^3*r-776*b* c*g^3*x-466*b*c*g^2*p^2-136*b*c*g^2*p*q-932*b*c*g^2*p*r+1985*b*c*g^2*p*x-2*b*c* g^2*q^2-136*b*c*g^2*q*r-1109*b*c*g^2*q*x-466*b*c*g^2*r^2+3001*b*c*g^2*r*x+28121 *b*c*g^2*x^2-368*b*c*g*p^3-248*b*c*g*p^2*q-1104*b*c*g*p^2*r+6067*b*c*g*p^2*x-18 *b*c*g*p*q^2-496*b*c*g*p*q*r+1748*b*c*g*p*q*x-1104*b*c*g*p*r^2+15019*b*c*g*p*r* x+36563*b*c*g*p*x^2-18*b*c*g*q^2*r-531*b*c*g*q^2*x-248*b*c*g*q*r^2+2677*b*c*g*q *r*x+33311*b*c*g*q*x^2-368*b*c*g*r^3+8952*b*c*g*r^2*x+36580*b*c*g*r*x^2-52840*b *c*g*x^3-66*b*c*p^4-84*b*c*p^3*q-264*b*c*p^3*r+2648*b*c*p^3*x-18*b*c*p^2*q^2-\ 252*b*c*p^2*q*r+2974*b*c*p^2*q*x-396*b*c*p^2*r^2+9692*b*c*p^2*r*x+5446*b*c*p^2* x^2-36*b*c*p*q^2*r+280*b*c*p*q^2*x-252*b*c*p*q*r^2+6720*b*c*p*q*r*x+14204*b*c*p *q*x^2-264*b*c*p*r^3+11440*b*c*p*r^2*x+5346*b*c*p*r*x^2-37388*b*c*p*x^3-46*b*c* q^3*x-18*b*c*q^2*r^2+438*b*c*q^2*r*x+8758*b*c*q^2*x^2-84*b*c*q*r^3+3746*b*c*q*r ^2*x+14460*b*c*q*r*x^2-37388*b*c*q*x^3-66*b*c*r^4+4396*b*c*r^3*x+956*b*c*r^2*x^ 2-45164*b*c*r*x^3-20*b*g^4*p-20*b*g^4*r-194*b*g^4*x-84*b*g^3*p^2-20*b*g^3*p*q-\ 168*b*g^3*p*r-10*b*g^3*p*x-20*b*g^3*q*r-348*b*g^3*q*x-84*b*g^3*r^2+163*b*g^3*r* x+5894*b*g^3*x^2-117*b*g^2*p^3-70*b*g^2*p^2*q-351*b*g^2*p^2*r+1279*b*g^2*p^2*x-\ 4*b*g^2*p*q^2-140*b*g^2*p*q*r-47*b*g^2*p*q*x-351*b*g^2*p*r^2+3306*b*g^2*p*r*x+ 13702*b*g^2*p*x^2-4*b*g^2*q^2*r-224*b*g^2*q^2*x-70*b*g^2*q*r^2+305*b*g^2*q*r*x+ 11210*b*g^2*q*x^2-117*b*g^2*r^3+2027*b*g^2*r^2*x+14233*b*g^2*r*x^2-14718*b*g^2* x^3-58*b*g*p^4-68*b*g*p^3*q-232*b*g*p^3*r+1493*b*g*p^3*x-10*b*g*p^2*q^2-204*b*g *p^2*q*r+1340*b*g*p^2*q*x-348*b*g*p^2*r^2+5636*b*g*p^2*r*x+7440*b*g*p^2*x^2-20* b*g*p*q^2*r-189*b*g*p*q^2*x-204*b*g*p*q*r^2+3104*b*g*p*q*r*x+14362*b*g*p*q*x^2-\ 232*b*g*p*r^3+6793*b*g*p*r^2*x+13597*b*g*p*r*x^2-23850*b*g*p*x^3-36*b*g*q^3*x-\ 10*b*g*q^2*r^2+23*b*g*q^2*r*x+6922*b*g*q^2*x^2-68*b*g*q*r^3+1764*b*g*q*r^2*x+ 15252*b*g*q*r*x^2-23850*b*g*q*x^3-58*b*g*r^4+2650*b*g*r^3*x+7737*b*g*r^2*x^2-\ 29360*b*g*r*x^3-6*b*p^5-12*b*p^4*q-30*b*p^4*r+392*b*p^4*x-6*b*p^3*q^2-48*b*p^3* q*r+746*b*p^3*q*x-60*b*p^3*r^2+1930*b*p^3*r*x+158*b*p^3*x^2-18*b*p^2*q^2*r+316* b*p^2*q^2*x-72*b*p^2*q*r^2+2604*b*p^2*q*r*x+1600*b*p^2*q*x^2-60*b*p^2*r^3+3438* b*p^2*r^2*x-1768*b*p^2*r*x^2-7904*b*p^2*x^3-38*b*p*q^3*x-18*b*p*q^2*r^2+656*b*p *q^2*r*x+2726*b*p*q^2*x^2-48*b*p*q*r^3+2970*b*p*q*r^2*x+1596*b*p*q*r*x^2-15808* b*p*q*x^3-30*b*p*r^4+2654*b*p*r^3*x-4574*b*p*r^2*x^2-18980*b*p*r*x^3-18*b*q^3*r *x+1284*b*q^3*x^2-6*b*q^2*r^3+340*b*q^2*r^2*x+3364*b*q^2*r*x^2-7904*b*q^2*x^3-\ 12*b*q*r^4+1112*b*q*r^3*x+818*b*q*r^2*x^2-18980*b*q*r*x^3-6*b*r^5+754*b*r^4*x-\ 2648*b*r^3*x^2-13086*b*r^2*x^3-16*c^6-64*c^5*g-80*c^5*p-16*c^5*q-80*c^5*r+576*c ^5*x-88*c^4*g^2-296*c^4*g*p-48*c^4*g*q-296*c^4*g*r+1152*c^4*g*x-140*c^4*p^2-72* c^4*p*q-280*c^4*p*r+2520*c^4*p*x-4*c^4*q^2-72*c^4*q*r+536*c^4*q*x-140*c^4*r^2+ 2976*c^4*r*x+4248*c^4*x^2-56*c^3*g^3-356*c^3*g^2*p-48*c^3*g^2*q-356*c^3*g^2*r+ 576*c^3*g^2*x-460*c^3*g*p^2-200*c^3*g*p*q-920*c^3*g*p*r+5124*c^3*g*p*x-8*c^3*g* q^2-200*c^3*g*q*r+532*c^3*g*q*x-460*c^3*g*r^2+6132*c^3*g*r*x+16692*c^3*g*x^2-\ 112*c^3*p^3-104*c^3*p^2*q-336*c^3*p^2*r+3512*c^3*p^2*x-16*c^3*p*q^2-208*c^3*p*q *r+2424*c^3*p*q*x-336*c^3*p*r^2+8416*c^3*p*r*x+4816*c^3*p*x^2-16*c^3*q^2*r+104* c^3*q^2*x-104*c^3*q*r^2+2760*c^3*q*r*x+7064*c^3*q*x^2-112*c^3*r^3+4904*c^3*r^2* x+2412*c^3*r*x^2-18656*c^3*x^3-17*c^2*g^4-190*c^2*g^3*p-20*c^2*g^3*q-190*c^2*g^ 3*r-144*c^2*g^3*x-443*c^2*g^2*p^2-170*c^2*g^2*p*q-886*c^2*g^2*p*r+3278*c^2*g^2* p*x-5*c^2*g^2*q^2-170*c^2*g^2*q*r-194*c^2*g^2*q*x-443*c^2*g^2*r^2+4028*c^2*g^2* r*x+18522*c^2*g^2*x^2-310*c^2*g*p^3-256*c^2*g*p^2*q-930*c^2*g*p^2*r+6052*c^2*g* p^2*x-30*c^2*g*p*q^2-512*c^2*g*p*q*r+3296*c^2*g*p*q*x-930*c^2*g*p*r^2+14758*c^2 *g*p*r*x+20144*c^2*g*p*x^2-30*c^2*g*q^2*r-148*c^2*g*q^2*x-256*c^2*g*q*r^2+3826* c^2*g*q*r*x+20380*c^2*g*q*x^2-310*c^2*g*r^3+8706*c^2*g*r^2*x+18528*c^2*g*r*x^2-\ 36288*c^2*g*x^3-42*c^2*p^4-60*c^2*p^3*q-168*c^2*p^3*r+2126*c^2*p^3*x-18*c^2*p^2 *q^2-180*c^2*p^2*q*r+2834*c^2*p^2*q*x-252*c^2*p^2*r^2+7732*c^2*p^2*r*x+670*c^2* p^2*x^2-36*c^2*p*q^2*r+698*c^2*p*q^2*x-180*c^2*p*q*r^2+6492*c^2*p*q*r*x+5076*c^ 2*p*q*x^2-168*c^2*p*r^3+9086*c^2*p*r^2*x-4738*c^2*p*r*x^2-23608*c^2*p*x^3-10*c^ 2*q^3*x-18*c^2*q^2*r^2+780*c^2*q^2*r*x+4406*c^2*q^2*x^2-60*c^2*q*r^3+3658*c^2*q *r^2*x+3586*c^2*q*r*x^2-23608*c^2*q*x^3-42*c^2*r^4+3480*c^2*r^3*x-5616*c^2*r^2* x^2-27512*c^2*r*x^3-2*c*g^5-46*c*g^4*p-3*c*g^4*q-46*c*g^4*r-180*c*g^4*x-168*c*g ^3*p^2-56*c*g^3*p*q-336*c*g^3*p*r+695*c*g^3*p*x-c*g^3*q^2-56*c*g^3*q*r-325*c*g^ 3*q*x-168*c*g^3*r^2+917*c*g^3*r*x+8127*c*g^3*x^2-211*c*g^2*p^3-160*c*g^2*p^2*q-\ 633*c*g^2*p^2*r+2998*c*g^2*p^2*x-15*c*g^2*p*q^2-320*c*g^2*p*q*r+1154*c*g^2*p*q* x-633*c*g^2*p*r^2+7441*c*g^2*p*r*x+16716*c*g^2*p*x^2-15*c*g^2*q^2*r-250*c*g^2*q ^2*x-160*c*g^2*q*r^2+1447*c*g^2*q*r*x+14802*c*g^2*q*x^2-211*c*g^2*r^3+4443*c*g^ 2*r^2*x+16917*c*g^2*r*x^2-20952*c*g^2*x^3-91*c*g*p^4-122*c*g*p^3*q-364*c*g*p^3* r+2693*c*g*p^3*x-31*c*g*p^2*q^2-366*c*g*p^2*q*r+3149*c*g*p^2*q*x-546*c*g*p^2*r^ 2+10034*c*g*p^2*r*x+7081*c*g*p^2*x^2-62*c*g*p*q^2*r+393*c*g*p*q^2*x-366*c*g*p*q *r^2+7238*c*g*p*q*r*x+15486*c*g*p*q*x^2-364*c*g*p*r^3+11989*c*g*p*r^2*x+9807*c* g*p*r*x^2-32136*c*g*p*x^3-63*c*g*q^3*x-31*c*g*q^2*r^2+530*c*g*q^2*r*x+8405*c*g* q^2*x^2-122*c*g*q*r^3+4089*c*g*q*r^2*x+15399*c*g*q*r*x^2-32136*c*g*q*x^3-91*c*g *r^4+4648*c*g*r^3*x+3510*c*g*r^2*x^2-38828*c*g*r*x^3-6*c*p^5-12*c*p^4*q-30*c*p^ 4*r+572*c*p^4*x-6*c*p^3*q^2-48*c*p^3*q*r+1202*c*p^3*q*x-60*c*p^3*r^2+2782*c*p^3 *r*x-818*c*p^3*x^2-18*c*p^2*q^2*r+688*c*p^2*q^2*x-72*c*p^2*q*r^2+4194*c*p^2*q*r *x-404*c*p^2*q*x^2-60*c*p^2*r^3+4914*c*p^2*r^2*x-6488*c*p^2*r*x^2-9616*c*p^2*x^ 3+58*c*p*q^3*x-18*c*p*q^2*r^2+1484*c*p*q^2*r*x+1646*c*p*q^2*x^2-48*c*p*q*r^3+ 4782*c*p*q*r^2*x-4770*c*p*q*r*x^2-19232*c*p*q*x^3-30*c*p*r^4+3770*c*p*r^3*x-\ 11682*c*p*r^2*x^2-21808*c*p*r*x^3+72*c*q^3*r*x+1232*c*q^3*x^2-6*c*q^2*r^3+796*c *q^2*r^2*x+1718*c*q^2*r*x^2-9616*c*q^2*x^3-12*c*q*r^4+1790*c*q*r^3*x-3978*c*q*r ^2*x^2-21808*c*q*r*x^3-6*c*r^5+1066*c*r^4*x-6012*c*r^3*x^2-13356*c*r^2*x^3-4*g^ 5*p-4*g^5*r-36*g^5*x-22*g^4*p^2-6*g^4*p*q-44*g^4*p*r+11*g^4*p*x-6*g^4*q*r-81*g^ 4*q*x-22*g^4*r^2+32*g^4*r*x+1254*g^4*x^2-42*g^3*p^3-29*g^3*p^2*q-126*g^3*p^2*r+ 425*g^3*p^2*x-2*g^3*p*q^2-58*g^3*p*q*r+56*g^3*p*q*x-126*g^3*p*r^2+1083*g^3*p*r* x+3924*g^3*p*x^2-2*g^3*q^2*r-75*g^3*q^2*x-29*g^3*q*r^2+112*g^3*q*r*x+3189*g^3*q *x^2-42*g^3*r^3+658*g^3*r^2*x+4128*g^3*r*x^2-3736*g^3*x^3-33*g^2*p^4-42*g^2*p^3 *q-132*g^2*p^3*r+730*g^2*p^3*x-9*g^2*p^2*q^2-126*g^2*p^2*q*r+743*g^2*p^2*q*x-\ 198*g^2*p^2*r^2+2778*g^2*p^2*r*x+3505*g^2*p^2*x^2-18*g^2*p*q^2*r-13*g^2*p*q^2*x -126*g^2*p*q*r^2+1714*g^2*p*q*r*x+6498*g^2*p*q*x^2-132*g^2*p*r^3+3366*g^2*p*r^2 *x+6567*g^2*p*r*x^2-9590*g^2*p*x^3-26*g^2*q^3*x-9*g^2*q^2*r^2+50*g^2*q^2*r*x+ 2993*g^2*q^2*x^2-42*g^2*q*r^3+971*g^2*q*r^2*x+6762*g^2*q*r*x^2-9590*g^2*q*x^3-\ 33*g^2*r^4+1318*g^2*r^3*x+3618*g^2*r^2*x^2-11744*g^2*r*x^3-9*g*p^5-18*g*p^4*q-\ 45*g*p^4*r+402*g*p^4*x-9*g*p^3*q^2-72*g*p^3*q*r+771*g*p^3*q*x-90*g*p^3*r^2+2010 *g*p^3*r*x+591*g*p^3*x^2-27*g*p^2*q^2*r+336*g*p^2*q^2*x-108*g*p^2*q*r^2+2736*g* p^2*q*r*x+2376*g*p^2*q*x^2-90*g*p^2*r^3+3618*g*p^2*r^2*x-56*g*p^2*r*x^2-6996*g* p^2*x^3-33*g*p*q^3*x-27*g*p*q^2*r^2+717*g*p*q^2*r*x+2979*g*p*q^2*x^2-72*g*p*q*r ^3+3159*g*p*q*r^2*x+3339*g*p*q*r*x^2-13992*g*p*q*x^3-45*g*p*r^4+2814*g*p*r^3*x-\ 2423*g*p*r^2*x^2-16950*g*p*r*x^3-9*g*q^3*r*x+1194*g*q^3*x^2-9*g*q^2*r^3+381*g*q ^2*r^2*x+3395*g*q^2*r*x^2-6996*g*q^2*x^3-18*g*q*r^4+1194*g*q*r^3*x+1703*g*q*r^2 *x^2-16950*g*q*r*x^3-9*g*r^5+804*g*r^4*x-1776*g*r^3*x^2-12120*g*r^2*x^3+54*p^5* x+162*p^4*q*x+324*p^4*r*x-240*p^4*x^2+162*p^3*q^2*x+756*p^3*q*r*x-588*p^3*q*x^2 +756*p^3*r^2*x-1758*p^3*r*x^2-1238*p^3*x^3+54*p^2*q^3*x+540*p^2*q^2*r*x-324*p^2 *q^2*x^2+1296*p^2*q*r^2*x-3252*p^2*q*r*x^2-3714*p^2*q*x^3+864*p^2*r^3*x-4236*p^ 2*r^2*x^2-4026*p^2*r*x^3+108*p*q^3*r*x+156*p*q^3*x^2+594*p*q^2*r^2*x-1230*p*q^2 *r*x^2-3714*p*q^2*x^3+972*p*q*r^3*x-5022*p*q*r^2*x^2-8052*p*q*r*x^3+486*p*r^4*x -4158*p*r^3*x^2-4332*p*r^2*x^3+132*q^4*x^2+54*q^3*r^2*x+264*q^3*r*x^2-1238*q^3* x^3+216*q^2*r^3*x-786*q^2*r^2*x^2-4026*q^2*r*x^3+270*q*r^4*x-2358*q*r^3*x^2-\ 4332*q*r^2*x^3+108*r^5*x-1440*r^4*x^2-1136*r^3*x^3-64*a^5-88*a^4*b-328*a^4*c-\ 124*a^4*g-444*a^4*p-28*a^4*q-444*a^4*r-2316*a^4*x+16*a^3*b^2-376*a^3*b*c-68*a^3 *b*g-804*a^3*b*p+12*a^3*b*q-804*a^3*b*r-7220*a^3*b*x-680*a^3*c^2-536*a^3*c*g-\ 1820*a^3*c*p-120*a^3*c*q-1820*a^3*c*r-8816*a^3*c*x-70*a^3*g^2-918*a^3*g*p-20*a^ 3*g*q-918*a^3*g*r-6690*a^3*g*x-794*a^3*p^2-268*a^3*p*q-1588*a^3*p*r-2718*a^3*p* x+2*a^3*q^2-268*a^3*q*r-2586*a^3*q*x-794*a^3*r^2-2454*a^3*r*x+17236*a^3*x^2+40* a^2*b^3+32*a^2*b^2*c+144*a^2*b^2*g-344*a^2*b^2*p+40*a^2*b^2*q-344*a^2*b^2*r-\ 7604*a^2*b^2*x-608*a^2*b*c^2-200*a^2*b*c*g-2504*a^2*b*c*p+28*a^2*b*c*q-2504*a^2 *b*c*r-21228*a^2*b*c*x+110*a^2*b*g^2-1168*a^2*b*g*p+102*a^2*b*g*q-1168*a^2*b*g* r-15668*a^2*b*g*x-1302*a^2*b*p^2-236*a^2*b*p*q-2604*a^2*b*p*r-8296*a^2*b*p*x+10 *a^2*b*q^2-236*a^2*b*q*r-6244*a^2*b*q*x-1302*a^2*b*r^2-7924*a^2*b*r*x+41536*a^2 *b*x^2-712*a^2*c^3-852*a^2*c^2*g-2824*a^2*c^2*p-192*a^2*c^2*q-2824*a^2*c^2*r-\ 12516*a^2*c^2*x-208*a^2*c*g^2-2944*a^2*c*g*p-48*a^2*c*g*q-2944*a^2*c*g*r-20710* a^2*c*g*x-2462*a^2*c*p^2-836*a^2*c*p*q-4924*a^2*c*p*r-6186*a^2*c*p*x+6*a^2*c*q^ 2-836*a^2*c*q*r-7934*a^2*c*q*x-2462*a^2*c*r^2-4854*a^2*c*r*x+60476*a^2*c*x^2+20 *a^2*g^3-679*a^2*g^2*p+43*a^2*g^2*q-679*a^2*g^2*r-7434*a^2*g^2*x-1451*a^2*g*p^2 -384*a^2*g*p*q-2902*a^2*g*p*r-7612*a^2*g*p*x+15*a^2*g*q^2-384*a^2*g*q*r-6286*a^ 2*g*q*x-1451*a^2*g*r^2-7504*a^2*g*r*x+37190*a^2*g*x^2-574*a^2*p^3-426*a^2*p^2*q -1722*a^2*p^2*r+460*a^2*p^2*x-32*a^2*p*q^2-852*a^2*p*q*r-1990*a^2*p*q*x-1722*a^ 2*p*r^2+2630*a^2*p*r*x+29150*a^2*p*x^2-32*a^2*q^2*r-1130*a^2*q^2*x-426*a^2*q*r^ 2-1654*a^2*q*r*x+21840*a^2*q*x^2-574*a^2*r^3+2170*a^2*r^2*x+31742*a^2*r*x^2-\ 10376*a^2*x^3+80*a*b^3*c+88*a*b^3*g+16*a*b^3*p+16*a*b^3*r-2812*a*b^3*x+16*a*b^2 *c^2+352*a*b^2*c*g-736*a*b^2*c*p+80*a*b^2*c*q-736*a*b^2*c*r-14872*a*b^2*c*x+200 *a*b^2*g^2-244*a*b^2*g*p+88*a*b^2*g*q-244*a*b^2*g*r-10538*a*b^2*g*x-524*a*b^2*p ^2+16*a*b^2*p*q-1048*a*b^2*p*r-7590*a*b^2*p*x+16*a*b^2*q*r-3882*a*b^2*q*x-524*a *b^2*r^2-6682*a*b^2*r*x+31364*a*b^2*x^2-440*a*b*c^3-164*a*b*c^2*g-2620*a*b*c^2* p+20*a*b*c^2*q-2620*a*b*c^2*r-20704*a*b*c^2*x+312*a*b*c*g^2-2496*a*b*c*g*p+236* a*b*c*g*q-2496*a*b*c*g*r-32532*a*b*c*g*x-2700*a*b*c*p^2-496*a*b*c*p*q-5400*a*b* c*p*r-14832*a*b*c*p*x+20*a*b*c*q^2-496*a*b*c*q*r-12764*a*b*c*q*x-2700*a*b*c*r^2 -12844*a*b*c*r*x+97548*a*b*c*x^2+142*a*b*g^3-478*a*b*g^2*p+130*a*b*g^2*q-478*a* b*g^2*r-11194*a*b*g^2*x-1496*a*b*g*p^2-138*a*b*g*p*q-2992*a*b*g*p*r-14614*a*b*g *p*x+22*a*b*g*q^2-138*a*b*g*q*r-9236*a*b*g*q*x-1496*a*b*g*r^2-13490*a*b*g*r*x+ 57462*a*b*g*x^2-726*a*b*p^3-362*a*b*p^2*q-2178*a*b*p^2*r-1310*a*b*p^2*x+4*a*b*p *q^2-724*a*b*p*q*r-5512*a*b*p*q*x-2178*a*b*p*r^2-1180*a*b*p*r*x+50384*a*b*p*x^2 +4*a*b*q^2*r-1562*a*b*q^2*x-362*a*b*q*r^2-4324*a*b*q*r*x+35764*a*b*q*x^2-726*a* b*r^3+130*a*b*r^2*x+52782*a*b*r*x^2-20752*a*b*x^3-376*a*c^4-592*a*c^3*g-1964*a* c^3*p-136*a*c^3*q-1964*a*c^3*r-7808*a*c^3*x-182*a*c^2*g^2-3166*a*c^2*g*p-36*a*c ^2*g*q-3166*a*c^2*g*r-21500*a*c^2*g*x-2566*a*c^2*p^2-868*a*c^2*p*q-5132*a*c^2*p *r-4028*a*c^2*p*x+6*a*c^2*q^2-868*a*c^2*q*r-8120*a*c^2*q*x-2566*a*c^2*r^2-2060* a*c^2*r*x+71040*a*c^2*x^2+74*a*c*g^3-1470*a*c*g^2*p+110*a*c*g^2*q-1470*a*c*g^2* r-16030*a*c*g^2*x-3146*a*c*g*p^2-784*a*c*g*p*q-6292*a*c*g*p*r-14748*a*c*g*p*x+ 30*a*c*g*q^2-784*a*c*g*q*r-13612*a*c*g*q*x-3146*a*c*g*r^2-13594*a*c*g*r*x+89088 *a*c*g*x^2-1202*a*c*p^3-888*a*c*p^2*q-3606*a*c*p^2*r+2812*a*c*p^2*x-64*a*c*p*q^ 2-1776*a*c*p*q*r-3708*a*c*p*q*x-3606*a*c*p*r^2+9664*a*c*p*r*x+67844*a*c*p*x^2-\ 64*a*c*q^2*r-2392*a*c*q^2*x-888*a*c*q*r^2-2674*a*c*q*r*x+52196*a*c*q*x^2-1202*a *c*r^3+6852*a*c*r^2*x+72526*a*c*r*x^2-33952*a*c*x^3+32*a*g^4-189*a*g^3*p+47*a*g ^3*q-189*a*g^3*r-3616*a*g^3*x-849*a*g^2*p^2-133*a*g^2*p*q-1698*a*g^2*p*r-6749*a *g^2*p*x+15*a*g^2*q^2-133*a*g^2*q*r-4774*a*g^2*q*x-849*a*g^2*r^2-6670*a*g^2*r*x +25576*a*g^2*x^2-816*a*g*p^3-509*a*g*p^2*q-2448*a*g*p^2*r-1251*a*g*p^2*x-8*a*g* p*q^2-1018*a*g*p*q*r-5282*a*g*p*q*x-2448*a*g*p*r^2-910*a*g*p*r*x+45688*a*g*p*x^ 2-8*a*g*q^2*r-1855*a*g*q^2*x-509*a*g*q*r^2-4665*a*g*q*r*x+32616*a*g*q*x^2-816*a *g*r^3+341*a*g*r^2*x+48766*a*g*r*x^2-13792*a*g*x^3-176*a*p^4-226*a*p^3*q-704*a* p^3*r+1394*a*p^3*x-50*a*p^2*q^2-678*a*p^2*q*r+772*a*p^2*q*x-1056*a*p^2*r^2+5938 *a*p^2*r*x+15160*a*p^2*x^2-100*a*p*q^2*r-784*a*p*q^2*x-678*a*p*q*r^2+2188*a*p*q *r*x+24640*a*p*q*x^2-704*a*p*r^3+7694*a*p*r^2*x+32618*a*p*r*x^2-16808*a*p*x^3-\ 162*a*q^3*x-50*a*q^2*r^2-510*a*q^2*r*x+9480*a*q^2*x^2-226*a*q*r^3+1416*a*q*r^2* x+25956*a*q*r*x^2-16808*a*q*x^3-176*a*r^4+3150*a*r^3*x+19466*a*r^2*x^2-19968*a* r*x^3-112*b^4*x+40*b^3*c^2+88*b^3*c*g+16*b^3*c*p+16*b^3*c*r-2460*b^3*c*x+32*b^3 *g^2+40*b^3*g*p+40*b^3*g*r-1560*b^3*g*x-8*b^3*p^2-16*b^3*p*r-2012*b^3*p*x-224*b ^3*q*x-8*b^3*r^2-1212*b^3*r*x+7064*b^3*x^2+208*b^2*c^2*g-392*b^2*c^2*p+40*b^2*c ^2*q-392*b^2*c^2*r-7228*b^2*c^2*x+232*b^2*c*g^2-220*b^2*c*g*p+88*b^2*c*g*q-220* b^2*c*g*r-10430*b^2*c*g*x-548*b^2*c*p^2+16*b^2*c*p*q-1096*b^2*c*p*r-7562*b^2*c* p*x+16*b^2*c*q*r-3746*b^2*c*q*x-548*b^2*c*r^2-5962*b^2*c*r*x+37072*b^2*c*x^2+64 *b^2*g^3+16*b^2*g^2*p+32*b^2*g^2*q+16*b^2*g^2*r-3288*b^2*g^2*x-244*b^2*g*p^2+40 *b^2*g*p*q-488*b^2*g*p*r-6364*b^2*g*p*x+40*b^2*g*q*r-2312*b^2*g*q*x-244*b^2*g*r ^2-4812*b^2*g*r*x+20272*b^2*g*x^2-188*b^2*p^3-8*b^2*p^2*q-564*b^2*p^2*r-1478*b^ 2*p^2*x-16*b^2*p*q*r-2938*b^2*p*q*x-564*b^2*p*r^2-2894*b^2*p*r*x+21234*b^2*p*x^ 2-140*b^2*q^2*x-8*b^2*q*r^2-1754*b^2*q*r*x+13924*b^2*q*x^2-188*b^2*r^3-1416*b^2 *r^2*x+21040*b^2*r*x^2-10376*b^2*x^3-120*b*c^4-32*b*c^3*g-920*b*c^3*p+4*b*c^3*q -920*b*c^3*r-6688*b*c^3*x+218*b*c^2*g^2-1316*b*c^2*g*p+134*b*c^2*g*q-1316*b*c^2 *g*r-16924*b*c^2*g*x-1410*b*c^2*p^2-260*b*c^2*p*q-2820*b*c^2*p*r-6420*b*c^2*p*x +10*b*c^2*q^2-260*b*c^2*q*r-6568*b*c^2*q*x-1410*b*c^2*r^2-4660*b*c^2*r*x+58440* b*c^2*x^2+182*b*c*g^3-480*b*c*g^2*p+146*b*c*g^2*q-480*b*c*g^2*r-11798*b*c*g^2*x -1604*b*c*g*p^2-126*b*c*g*p*q-3208*b*c*g*p*r-15164*b*c*g*p*x+22*b*c*g*q^2-126*b *c*g*q*r-9796*b*c*g*q*x-1604*b*c*g*r^2-12546*b*c*g*r*x+69432*b*c*g*x^2-756*b*c* p^3-374*b*c*p^2*q-2268*b*c*p^2*r-162*b*c*p^2*x+4*b*c*p*q^2-748*b*c*p*q*r-5872*b *c*p*q*x-2268*b*c*p*r^2+1742*b*c*p*r*x+59968*b*c*p*x^2+4*b*c*q^2*r-1582*b*c*q^2 *x-374*b*c*q*r^2-4148*b*c*q*r*x+44320*b*c*q*x^2-756*b*c*r^3+1904*b*c*r^2*x+ 62966*b*c*r*x^2-33952*b*c*x^3+40*b*g^4-26*b*g^3*p+40*b*g^3*q-26*b*g^3*r-2504*b* g^3*x-391*b*g^2*p^2+18*b*g^2*p*q-782*b*g^2*p*r-6111*b*g^2*p*x+8*b*g^2*q^2+18*b* g^2*q*r-3102*b*g^2*q*x-391*b*g^2*r^2-5208*b*g^2*r*x+18578*b*g^2*x^2-477*b*g*p^3 -152*b*g*p^2*q-1431*b*g*p^2*r-2554*b*g*p^2*x+10*b*g*p*q^2-304*b*g*p*q*r-5644*b* g*p*q*x-1431*b*g*p*r^2-4277*b*g*p*r*x+38934*b*g*p*x^2+10*b*g*q^2*r-914*b*g*q^2* x-152*b*g*q*r^2-3832*b*g*q*r*x+25862*b*g*q*x^2-477*b*g*r^3-1723*b*g*r^2*x+39314 *b*g*r*x^2-13792*b*g*x^3-128*b*p^4-130*b*p^3*q-512*b*p^3*r+668*b*p^3*x-2*b*p^2* q^2-390*b*p^2*q*r-546*b*p^2*q*x-768*b*p^2*r^2+3062*b*p^2*r*x+14232*b*p^2*x^2-4* b*p*q^2*r-1242*b*p*q^2*x-390*b*p*q*r^2-932*b*p*q*r*x+22784*b*p*q*x^2-512*b*p*r^ 3+4120*b*p*r^2*x+30984*b*p*r*x^2-16808*b*p*x^3-28*b*q^3*x-2*b*q^2*r^2-754*b*q^2 *r*x+8552*b*q^2*x^2-130*b*q*r^3-386*b*q*r^2*x+24322*b*q*r*x^2-16808*b*q*x^3-128 *b*r^4+1726*b*r^3*x+19792*b*r^2*x^2-19968*b*r*x^3-80*c^5-152*c^4*g-516*c^4*p-36 *c^4*q-516*c^4*r-1792*c^4*x-44*c^3*g^2-1140*c^3*g*p-8*c^3*g*q-1140*c^3*g*r-7508 *c^3*g*x-898*c^3*p^2-300*c^3*p*q-1796*c^3*p*r-524*c^3*p*x+2*c^3*q^2-300*c^3*q*r -2772*c^3*q*x-898*c^3*r^2+400*c^3*r*x+27984*c^3*x^2+62*c^2*g^3-793*c^2*g^2*p+67 *c^2*g^2*q-793*c^2*g^2*r-8700*c^2*g^2*x-1719*c^2*g*p^2-400*c^2*g*p*q-3438*c^2*g *p*r-7230*c^2*g*p*x+15*c^2*g*q^2-400*c^2*g*q*r-7466*c^2*g*q*x-1719*c^2*g*r^2-\ 5926*c^2*g*r*x+54432*c^2*g*x^2-634*c^2*p^3-462*c^2*p^2*q-1902*c^2*p^2*r+2474*c^ 2*p^2*x-32*c^2*p*q^2-924*c^2*p*q*r-1708*c^2*p*q*x-1902*c^2*p*r^2+7370*c^2*p*r*x +39216*c^2*p*x^2-32*c^2*q^2*r-1262*c^2*q^2*x-462*c^2*q*r^2-954*c^2*q*r*x+31608* c^2*q*x^2-634*c^2*r^3+4896*c^2*r^2*x+41268*c^2*r*x^2-26688*c^2*x^3+44*c*g^4-196 *c*g^3*p+55*c*g^3*q-196*c*g^3*r-3965*c*g^3*x-939*c*g^2*p^2-127*c*g^2*p*q-1878*c *g^2*p*r-7222*c*g^2*p*x+15*c*g^2*q^2-127*c*g^2*q*r-5308*c*g^2*q*x-939*c*g^2*r^2 -6607*c*g^2*r*x+31428*c*g^2*x^2-903*c*g*p^3-527*c*g*p^2*q-2709*c*g*p^2*r-653*c* g*p^2*x-8*c*g*p*q^2-1054*c*g*p*q*r-5998*c*g*p*q*x-2709*c*g*p*r^2+877*c*g*p*r*x+ 55632*c*g*p*x^2-8*c*g*q^2*r-1977*c*g*q^2*x-527*c*g*q*r^2-4715*c*g*q*r*x+40776*c *g*q*x^2-903*c*g*r^3+1530*c*g*r^2*x+58242*c*g*r*x^2-24544*c*g*x^3-188*c*p^4-238 *c*p^3*q-752*c*p^3*r+1888*c*p^3*x-50*c*p^2*q^2-714*c*p^2*q*r+1134*c*p^2*q*x-\ 1128*c*p^2*r^2+7644*c*p^2*r*x+16896*c*p^2*x^2-100*c*p*q^2*r-916*c*p*q^2*x-714*c *p*q*r^2+3054*c*p*q*r*x+28848*c*p*q*x^2-752*c*p*r^3+9624*c*p*r^2*x+34706*c*p*r* x^2-25248*c*p*x^3-162*c*q^3*x-50*c*q^2*r^2-562*c*q^2*r*x+11952*c*q^2*x^2-238*c* q*r^3+1920*c*q*r^2*x+30718*c*q*r*x^2-25248*c*q*x^3-188*c*r^4+3868*c*r^3*x+20034 *c*r^2*x^2-31056*c*r*x^3+8*g^5-10*g^4*p+12*g^4*q-10*g^4*r-634*g^4*x-152*g^3*p^2 -g^3*p*q-304*g^3*p*r-1869*g^3*p*x+4*g^3*q^2-g^3*q*r-1134*g^3*q*x-152*g^3*r^2-\ 1772*g^3*r*x+5604*g^3*x^2-270*g^2*p^3-124*g^2*p^2*q-810*g^2*p^2*r-1138*g^2*p^2* x+5*g^2*p*q^2-248*g^2*p*q*r-2606*g^2*p*q*x-810*g^2*p*r^2-1890*g^2*p*r*x+17180*g ^2*p*x^2+5*g^2*q^2*r-626*g^2*q^2*x-124*g^2*q*r^2-2085*g^2*q*r*x+11590*g^2*q*x^2 -270*g^2*r^3-752*g^2*r^2*x+17616*g^2*r*x^2-4448*g^2*x^3-150*g*p^4-165*g*p^3*q-\ 600*g*p^3*r+529*g*p^3*x-15*g*p^2*q^2-495*g*p^2*q*r-580*g*p^2*q*x-900*g*p^2*r^2+ 2700*g*p^2*r*x+13378*g*p^2*x^2-30*g*p*q^2*r-1183*g*p*q^2*x-495*g*p*q*r^2-893*g* p*q*r*x+20988*g*p*q*x^2-600*g*p*r^3+3813*g*p*r^2*x+29062*g*p*r*x^2-12464*g*p*x^ 3-74*g*q^3*x-15*g*q^2*r^2-751*g*q^2*r*x+7610*g*q^2*x^2-165*g*q*r^3-313*g*q*r^2* x+21788*g*q*r*x^2-12464*g*q*x^3-150*g*r^4+1642*g*r^3*x+18180*g*r^2*x^2-14336*g* r*x^3-18*p^5-36*p^4*q-90*p^4*r+372*p^4*x-18*p^3*q^2-144*p^3*q*r+606*p^3*q*x-180 *p^3*r^2+1932*p^3*r*x+2142*p^3*x^2-54*p^2*q^2*r+96*p^2*q^2*x-216*p^2*q*r^2+2232 *p^2*q*r*x+5856*p^2*q*x^2-180*p^2*r^3+3564*p^2*r^2*x+6044*p^2*r*x^2-5952*p^2*x^ 3-138*p*q^3*x-54*p*q^2*r^2+210*p*q^2*r*x+5286*p*q^2*x^2-144*p*q*r^3+2646*p*q*r^ 2*x+12078*p*q*r*x^2-11904*p*q*x^3-90*p*r^4+2820*p*r^3*x+5606*p*r^2*x^2-15096*p* r*x^3-90*q^3*r*x+1572*q^3*x^2-18*q^2*r^3+114*q^2*r^2*x+6034*q^2*r*x^2-5952*q^2* x^3-36*q*r^4+1020*q*r^3*x+7390*q*r^2*x^2-15096*q*r*x^3-18*r^5+816*r^4*x+1704*r^ 3*x^2-12000*r^2*x^3+188*a^4+752*a^3*b+732*a^3*c+670*a^3*g-482*a^3*p+250*a^3*q-\ 482*a^3*r-10628*a^3*x+724*a^2*b^2+2292*a^2*b*c+1826*a^2*b*g+70*a^2*b*p+482*a^2* b*q+70*a^2*b*r-21224*a^2*b*x+1088*a^2*c^2+2206*a^2*c*g-1556*a^2*c*p+770*a^2*c*q -1556*a^2*c*r-33744*a^2*c*x+896*a^2*g^2-254*a^2*g*p+613*a^2*g*q-254*a^2*g*r-\ 21794*a^2*g*x-1344*a^2*p^2-2688*a^2*p*r-16102*a^2*p*x+60*a^2*q^2-9106*a^2*q*x-\ 1344*a^2*r^2-16138*a^2*r*x+24600*a^2*x^2+160*a*b^3+1520*a*b^2*c+1152*a*b^2*g+ 576*a*b^2*p+160*a*b^2*q+576*a*b^2*r-11052*a*b^2*x+2364*a*b*c^2+4102*a*b*c*g+74* a*b*c*p+1000*a*b*c*q+74*a*b*c*r-44332*a*b*c*x+1516*a*b*g^2+909*a*b*g*p+744*a*b* g*q+909*a*b*g*r-27082*a*b*g*x-972*a*b*p^2+388*a*b*p*q-1944*a*b*p*r-24978*a*b*p* x+40*a*b*q^2+388*a*b*q*r-10358*a*b*q*x-972*a*b*r^2-22654*a*b*r*x+31128*a*b*x^2+ 732*a*c^3+2508*a*c^2*g-1676*a*c^2*p+790*a*c^2*q-1676*a*c^2*r-35836*a*c^2*x+2115 *a*c*g^2-425*a*c*g*p+1332*a*c*g*q-425*a*c*g*r-47418*a*c*g*x-2842*a*c*p^2+8*a*c* p*q-5684*a*c*p*r-33954*a*c*p*x+120*a*c*q^2+8*a*c*q*r-19442*a*c*q*x-2842*a*c*r^2 -32802*a*c*r*x+62000*a*c*x^2+522*a*g^3+337*a*g^2*p+484*a*g^2*q+337*a*g^2*r-\ 14442*a*g^2*x-1301*a*g*p^2+360*a*g*p*q-2602*a*g*p*r-24838*a*g*p*x+84*a*g*q^2+ 360*a*g*q*r-12094*a*g*q*x-1301*a*g*r^2-24080*a*g*r*x+28608*a*g*x^2-874*a*p^3-\ 362*a*p^2*q-2622*a*p^2*r-6988*a*p^2*x+50*a*p*q^2-724*a*p*q*r-10134*a*p*q*x-2622 *a*p*r^2-13546*a*p*r*x+36400*a*p*x^2+50*a*q^2*r-2118*a*q^2*x-362*a*q*r^2-8726*a *q*r*x+22112*a*q*x^2-874*a*r^3-6558*a*r^2*x+35880*a*r*x^2+2912*a*x^3+160*b^3*c+ 80*b^3*g+96*b^3*p+96*b^3*r-456*b^3*x+796*b^2*c^2+1200*b^2*c*g+616*b^2*c*p+160*b ^2*c*q+616*b^2*c*r-10340*b^2*c*x+384*b^2*g^2+576*b^2*g*p+80*b^2*g*q+576*b^2*g*r -4876*b^2*g*x+60*b^2*p^2+96*b^2*p*q+120*b^2*p*r-8500*b^2*p*x+96*b^2*q*r-876*b^2 *q*x+60*b^2*r^2-5436*b^2*r*x+6528*b^2*x^2+824*b*c^3+2300*b*c^2*g+24*b*c^2*p+518 *b*c^2*q+24*b*c^2*r-23236*b*c^2*x+1720*b*c*g^2+1127*b*c*g*p+768*b*c*g*q+1127*b* c*g*r-27762*b*c*g*x-1030*b*c*p^2+408*b*c*p*q-2060*b*c*p*r-27214*b*c*p*x+40*b*c* q^2+408*b*c*q*r-10430*b*c*q*x-1030*b*c*r^2-23242*b*c*r*x+39856*b*c*x^2+388*b*g^ 3+614*b*g^2*p+244*b*g^2*q+614*b*g^2*r-7444*b*g^2*x-243*b*g*p^2+376*b*g*p*q-486* b*g*p*r-18412*b*g*p*x+20*b*g*q^2+376*b*g*q*r-5012*b*g*q*x-243*b*g*r^2-14628*b*g *r*x+12768*b*g*x^2-444*b*p^3+42*b*p^2*q-1332*b*p^2*r-6870*b*p^2*x+24*b*p*q^2+84 *b*p*q*r-8278*b*p*q*x-1332*b*p*r^2-13754*b*p*r*x+28312*b*p*x^2+24*b*q^2*r-380*b *q^2*x+42*b*q*r^2-5250*b*q*r*x+14024*b*q*x^2-444*b*r^3-6884*b*r^2*x+24024*b*r*x ^2+2912*b*x^3+188*c^4+972*c^3*g-602*c^3*p+270*c^3*q-602*c^3*r-12768*c^3*x+1263* c^2*g^2-125*c^2*g*p+719*c^2*g*q-125*c^2*g*r-25920*c^2*g*x-1512*c^2*p^2+8*c^2*p* q-3024*c^2*p*r-18076*c^2*p*x+60*c^2*q^2+8*c^2*q*r-10468*c^2*q*x-1512*c^2*r^2-\ 16708*c^2*r*x+40032*c^2*x^2+628*c*g^3+484*c*g^2*p+528*c*g^2*q+484*c*g^2*r-15696 *c*g^2*x-1350*c*g*p^2+418*c*g*p*q-2700*c*g*p*r-27802*c*g*p*x+84*c*g*q^2+418*c*g *q*r-12946*c*g*q*x-1350*c*g*r^2-25414*c*g*r*x+36816*c*g*x^2-932*c*p^3-366*c*p^2 *q-2796*c*p^2*r-7110*c*p^2*x+50*c*p*q^2-732*c*p*q*r-11396*c*p*q*x-2796*c*p*r^2-\ 13272*c*p*r*x+46592*c*p*x^2+50*c*q^2*r-2166*c*q^2*x-366*c*q*r^2-9284*c*q*r*x+ 29152*c*q*x^2-932*c*r^3-6162*c*r^2*x+46584*c*r*x^2-3200*c*x^3+108*g^4+198*g^3*p +118*g^3*q+198*g^3*r-2964*g^3*x-227*g^2*p^2+220*g^2*p*q-454*g^2*p*r-9144*g^2*p* x+26*g^2*q^2+220*g^2*q*r-3554*g^2*q*x-227*g^2*r^2-8196*g^2*r*x+6672*g^2*x^2-525 *g*p^3-55*g*p^2*q-1575*g*p^2*r-6722*g*p^2*x+44*g*p*q^2-110*g*p*q*r-8336*g*p*q*x -1575*g*p*r^2-13374*g*p*r*x+24864*g*p*x^2+44*g*q^2*r-954*g*q^2*x-55*g*q*r^2-\ 6100*g*q*r*x+12528*g*q*x^2-525*g*r^3-6652*g*r^2*x+21504*g*r*x^2+5504*g*x^3-168* p^4-162*p^3*q-672*p^3*r-598*p^3*x+6*p^2*q^2-486*p^2*q*r-2348*p^2*q*x-1008*p^2*r ^2-1152*p^2*r*x+12440*p^2*x^2+12*p*q^2*r-1778*p*q^2*x-486*p*q*r^2-4642*p*q*r*x+ 17856*p*q*x^2-672*p*r^3-510*p*r^2*x+27688*p*r*x^2-3616*p*x^3-28*q^3*x+6*q^2*r^2 -1142*q^2*r*x+5416*q^2*x^2-162*q*r^3-2294*q*r^2*x+17600*q*r*x^2-3616*q*x^3-168* r^4+44*r^3*x+18000*r^2*x^2-2560*r*x^3+1460*a^3+2780*a^2*b+4560*a^2*c+3134*a^2*g +1278*a^2*p+912*a^2*q+1278*a^2*r-17456*a^2*x+1208*a*b^2+5908*a*b*c+3964*a*b*g+ 2530*a*b*p+780*a*b*q+2530*a*b*r-16312*a*b*x+4820*a*c^2+6970*a*c*g+2710*a*c*p+ 1904*a*c*q+2710*a*c*r-37520*a*c*x+2312*a*g^2+2600*a*g*p+1254*a*g*q+2600*a*g*r-\ 20436*a*g*x-276*a*p^2+842*a*p*q-552*a*p*r-22692*a*p*x+88*a*q^2+842*a*q*r-7972*a *q*x-276*a*r^2-20600*a*r*x+1536*a*x^2+32*b^3+1224*b^2*c+624*b^2*g+712*b^2*p+32* b^2*q+712*b^2*r+616*b^2*x+3136*b*c^2+4200*b*c*g+2730*b*c*p+788*b*c*q+2730*b*c*r -15376*b*c*x+1272*b*g^2+2074*b*g*p+400*b*g*q+2074*b*g*r-4596*b*g*x+454*b*p^2+ 460*b*p*q+908*b*p*r-14172*b*p*x+8*b*q^2+460*b*q*r-316*b*q*x+454*b*r^2-8744*b*r* x-10272*b*x^2+1720*c^3+3888*c^2*g+1476*c^2*p+992*c^2*q+1476*c^2*r-20224*c^2*x+ 2610*c*g^2+3000*c*g*p+1306*c*g*q+3000*c*g*r-20944*c*g*x-258*c*p^2+890*c*p*q-516 *c*p*r-25504*c*p*x+88*c*q^2+890*c*q*r-8064*c*q*x-258*c*r^2-21944*c*r*x+4800*c*x ^2+548*g^3+1162*g^2*p+392*g^2*q+1162*g^2*r-4768*g^2*x+296*g*p^2+670*g*p*q+592*g *p*r-15100*g*p*x+44*g*q^2+670*g*q*r-2764*g*q*x+296*g*r^2-11592*g*r*x-8256*g*x^2 -306*p^3+154*p^2*q-918*p^2*r-7140*p^2*x+52*p*q^2+308*p*q*r-7048*p*q*x-918*p*r^2 -14412*p*r*x+9920*p*x^2+52*q^2*r-116*q^2*x+154*q*r^2-4324*q*r*x+928*q*x^2-306*r ^3-7272*r^2*x+3840*r*x^2+10752*x^3+3008*a^2+2968*a*b+6432*a*c+4052*a*g+2956*a*p +936*a*q+2956*a*r-7344*a*x+224*b^2+3040*b*c+1568*b*g+1732*b*p+144*b*q+1732*b*r+ 4464*b*x+3440*c^2+4336*c*g+3208*c*p+952*c*q+3208*c*r-6528*c*x+1272*g^2+2212*g*p +488*g*q+2212*g*r+192*g*x+636*p^2+548*p*q+1272*p*r-7856*p*x+16*q^2+548*q*r+1136 *q*x+636*r^2-4064*r*x-16128*x^2+2384*a+512*b+2464*c+1280*g+1392*p+160*q+1392*r+ 4608*x+384)*dx^3-628*a*p*r^6*x^2-628*a*q*r^6*x^2-1410*a*c*r^6*x^2+660*c^2*g*r^6 *x-691*a*g*r^6*x^2-872*a*b*r^6*x^2+26*b*q*r^7*x+250*b*g^2*r^6*x+85*b*g*r^7*x+34 *b*p*r^7*x+98*b*c*r^7*x+402*b^3*g^2*r^4*x+34*a*p*r^7*x+36*a*q^3*r^5*x+26*a*q*r^ 7*x+106*a*c*r^7*x+264*a*g^2*r^6*x+89*a*g*r^7*x+84*a*b*r^7*x-172*g^2*q*r^6*x^2-\ 93*g*p^2*r^6*x^2-45*g*p*r^7*x^2-93*g*q^2*r^6*x^2-45*g*q*r^7*x^2-172*g^2*p*r^6*x ^2-30*c*p*r^7*x^2-62*c*q^2*r^6*x^2-30*c*q*r^7*x^2-1056*c^2*r^6*x^2-228*c*r^7*x^ 2-162*a*r^7*x^2-436*b^2*r^6*x^2-162*b*r^7*x^2-436*a^2*r^6*x^2+640*c*r^6*x+62*g* r^6*x+46*b^3*g^2*q^2*r-248*c^2*p*r^6*x^2-248*c^2*q*r^6*x^2-414*c*g^2*r^6*x^2-\ 126*c*g*r^7*x^2-62*c*p^2*r^6*x^2-660*c^2*g*r^6*x^2-62*b*p^2*r^6*x^2-30*b*p*r^7* x^2-62*b*q^2*r^6*x^2-30*b*q*r^7*x^2-592*b*c^2*r^6*x^2-102*b*c*r^7*x^2-257*b*g^2 *r^6*x^2-87*b*g*r^7*x^2-62*g*r^6*x^2-380*p*r^6*x^2-380*q*r^6*x^2-640*c*r^6*x^2-\ 246*a*r^6*x^2-246*b*r^6*x^2-82*c*r^7-57*g*r^7-36*p*r^7-36*q^2*r^6-24*q*r^7-18*r ^8*x^2+18*r^8*x-64*a*r^7-144*b^2*r^6-56*b*r^7-120*r^7*x^2+120*r^7*x+360*r^6*x^2 -360*r^6*x-454*b^2*c*r^6*x^2-295*b^2*g*r^6*x^2-172*b^2*p*r^6*x^2-172*b^2*q*r^6* x^2-30*a*p*r^7*x^2-62*a*q^2*r^6*x^2-30*a*q*r^7*x^2-6*r^8-592*a*c^2*r^6*x^2-102* a*c*r^7*x^2-257*a*g^2*r^6*x^2-87*a*g*r^7*x^2-62*a*p^2*r^6*x^2-172*a^2*p*r^6*x^2 -172*a^2*q*r^6*x^2-330*a*b^2*r^6*x^2-84*a*b*r^7*x^2-40*b*p*q*r^6-4*b*g*q^4*r^3-\ 40*b*g*q^3*r^4-96*b*g*q^2*r^5-88*b*g*q*r^6-100*b*c*q*r^6-24*b^2*g*q^3*r^3-132*b ^2*g*q^2*r^4-192*b^2*g*q*r^5-48*b^3*g*q^2*r^3-144*b^3*g*q*r^4-58*r^7-330*a^2*b* r^6*x^2-454*a^2*c*r^6*x^2-295*a^2*g*r^6*x^2-700*p*q*r^5*x^2+630*g*p*r^6*x-240*a *b^2*c*q^3-280*b*c*g*r^6+540*a^3*g*r^5*x-444*a^2*g*p*r^5+768*a*p*r^6*x-180*a*c* p*r^6-352*a*g^2*p*r^5-300*a*g*p^2*r^5-150*a*g*p*r^6-964*b^2*g*q*r^5*x^2-28*a*b* q^5*r*x+186*g*p*q*r^6*x+26*a*p^5*r^3*x+70*a*p^4*r^4*x+100*a*p^3*r^5*x+80*a*p^2* r^6*x+516*a^2*c*r^6*x+792*a^2*b^2*r^5*x+356*a^2*b*r^6*x+80*c*p^2*r^6*x+284*c^2* p*r^6*x+372*g^2*p^2*r^5*x-634*g^2*p*r^5*x^2-634*g^2*q*r^5*x^2+39*g*p^5*r^3*x+ 105*g*p^4*r^4*x+150*g*p^3*r^5*x+120*g*p^2*r^6*x+76*a^2*b^2*q^3*r+14*a^2*b*q^4*r +136*a^2*b^3*q^2*r+80*a^2*b^4*q*r+24*b^4*g^2*q*r+144*b^4*p^2*q*r+64*b^5*c*g*r+ 96*b^5*c*p*r+32*b^5*g*p*r+208*b^4*c^2*q*r+312*a*b^2*q^4*x+288*a*b^5*q*x+768*a*b ^4*q^2*x+744*a*b^3*q^3*x+48*a*b*q^5*x-352*b*q*r^5+468*p*r^6*x-228*a^4*p^2*r^3-\ 228*a^4*p*r^4-1470*g*p*q*r^5*x^2+124*c*p*q*r^6*x-188*a*b^2*q^4*r*x-112*a*b^4*g* q+56*b^3*g^3*q*r+216*b^3*c^2*q^2*r-416*a*b^4*p*q+92*b^2*c^2*q^3*r+176*b^3*p^2*q ^2*r+14*b*c^2*q^4*r+16*b*g^5*q*r+84*b^2*p^2*q^3*r+24*b^2*g^2*q^3*r+46*b^2*g^4*q *r+83*b^2*g^3*q^2*r+14*b*p^2*q^4*r+48*b*g^4*q^2*r+28*b*g^3*q^3*r+4*b*g^2*q^4*r-\ 448*a*b^4*c*q+64*a*b^5*c*r-16*a*b^5*g*r+32*a*b^5*p*r+1312*b*c*r^6*x+404*a^2*p^2 *r^5*x+216*a^2*p*r^6*x+174*a^2*p^4*r^3*x+376*a^2*p^3*r^4*x-210*c*g*p*r^6-360*b^ 3*g*q^3*r*x-512*b^3*p*q^3*r*x-560*g^2*p*q*r^5*x^2-204*a*p*q^2*r^5*x^2-1340*c*g^ 2*p*r^5*x^2-1340*c*g^2*q*r^5*x^2-1068*a^2*b*q*r^5*x^2-964*a^2*g*p*r^5*x^2-204*b *p^2*q*r^5*x^2-842*b*g^2*p*r^5*x^2-816*c^2*p*q*r^5*x^2-842*b*g^2*q*r^5*x^2-586* b*g*q^2*r^5*x^2+1044*c*p*r^6*x-88*b^4*c*g*r^3-128*b^4*c*p*r^3-456*b^3*c*g*r^4+ 2054*r^2*q*b^3*g-312*a*c*g*r^6-192*b^3*a*g*q^2-600*b^2*c*g*r^5-536*b^3*p*a*q^2-\ 586*a*g*p^2*r^5*x^2-842*a*g^2*p*r^5*x^2-842*a*g^2*q*r^5*x^2-192*a*b^5*q*r*x-464 *a*b^3*q^3*r*x-496*a*b^4*q^2*r*x-144*b^3*a*q^2+144*r^2*q*b^4+16*r^2*q^4*b+96*r^ 2*q^3*b^2-1476*b^4*g*r+196*r^2*q^2*b^3-96*q^3*b^2*r-216*q^2*b^3*r-224*q*b^4*r-\ 16*q^4*b*r-16*a^6*p*r^2-56*a^5*p^2*r^2-112*a^5*p*r^3-76*a^4*p^3*r^2-50*a^3*p^4* r^2-16*a^2*p^5*r^2-80*a^2*p^4*r^3-160*a^2*p^3*r^4-160*a^2*p^2*r^5-80*a^2*p*r^6-\ 4*a^2*q^4*r^3-28*a^2*q^3*r^4-60*a^2*q^2*r^5-52*a^2*q*r^6-2*a*p^6*r^2-2*a*q^4*r^ 4-8*a*q^3*r^5-144*b^3*p^2*r^4-96*b^3*p*r^5-120*b^2*p^2*r^5-30*b*p^2*r^6-4*c^2*q ^4*r^3-32*c^2*q^3*r^4-72*c^2*q^2*r^5-140*g^2*p^2*r^5-18*g*p^5*r^3-45*g*p^4*r^4-\ 60*g*p^3*r^5-45*g*p^2*r^6-100*c^2*p*r^6-30*c*p^2*r^6-12*a*p^5*r^3-30*a*p^4*r^4-\ 40*a*p^3*r^5-30*a*p^2*r^6-200*a^3*p^3*r^3-300*a^3*p^2*r^4-200*a^3*p*r^5+8*b*g^6 *r^2-396*c*p*r^6-306*a*p*r^6+240*p^2*r^6*x+864*b^5*c*q*x+192*b^5*g*q*x+576*b^5* p*q*x+1392*b^4*c*q^2*x+480*b^4*g*q^2*x+1080*b^4*p*q^2*x+1032*b^3*c*q^3*x+432*b^ 3*g*q^3*x+888*b^3*p*q^3*x-94*a^2*p^4*r^3*x^2-228*a^2*p^3*r^4*x^2-280*a^2*p^2*r^ 5*x^2-280*a^2*q^2*r^5*x^2-236*a^3*p^3*r^3*x^2-432*a^3*p^2*r^4*x^2-356*a^3*p*r^5 *x^2-268*a^4*p^2*r^3*x^2-324*a^4*p*r^4*x^2+24*b*g*q^5*x-96*a*b^4*c*r^3+8*a*b^4* g*r^3+360*b^2*c*q^4*x+168*b^2*g*q^4*x+336*b^2*p*q^4*x-696*a*b^2*c*r^5-370*a*b^2 *g*r^5+48*b*c*q^5*x-64*a*b^4*p*r^3+48*b*p*q^5*x-528*a*b^3*c*r^4-204*a*b^3*g*r^4 -238*g^3*p*r^5*x^2-238*g^3*q*r^5*x^2+436*a^3*p^3*r^3*x+708*a^3*p^2*r^4*x+508*a^ 3*p*r^5*x+496*a^4*p^2*r^3*x+536*a^4*p*r^4*x-280*g^2*p^2*r^5*x^2-280*g^2*q^2*r^5 *x^2-21*g*p^5*r^3*x^2-63*g*p^4*r^4*x^2-102*g*p^3*r^5*x^2-21*g*q^5*r^3*x^2-63*g* q^4*r^4*x^2-102*g*q^3*r^5*x^2-512*b^3*c*a*q^2-1068*a*b^2*p*r^5*x^2+500*a*c*p*r^ 6*x+1216*a^2*g*p*r^5*x+1002*a*g^2*p*r^5*x+790*a*g*p^2*r^5*x+420*a*g*p*r^6*x-264 *g*p*r^6+8*b^5*g^2*r^2+28*b^4*g^3*r^2+38*b^3*g^4*r^2+25*b^2*g^5*r^2-48*g^2*q^2* r^5-20*g^2*q^3*r^4-64*c^2*q*r^6-2*c*q^4*r^4-8*c*q^3*r^5+g^5*q^2*r^2-3*g^5*q*r^3 -12*g^4*q^2*r^3-30*g^4*q*r^4-96*g^3*p*r^5-9*g^3*q^3*r^3-42*g^3*q^2*r^4-57*g^3*q *r^5-2*g^2*q^4*r^3+28*b^3*q^2*r^3-64*b^3*q*r^4-492*b^2*p*r^5+12*b^2*q^3*r^3-120 *b^2*q^2*r^4-276*b^2*q*r^5-266*b*p*r^6+2*b*q^4*r^3-50*b*q^3*r^4-162*b*q^2*r^5-\ 264*c*q^2*r^5-252*c*q*r^6+3*g*q^4*r^3-48*g*q^3*r^4-162*g*q^2*r^5-168*g*q*r^6-\ 144*p*q^2*r^5-3*g*p^6*r^2+132*q^2*r^6*x-120*p*q*r^6+292*q*r^6*x-210*a*q^2*r^5-\ 198*a*q*r^6+32*b^4*q*r^3-20*a*b*q^4-1120*a*b*p*q*r^5*x^2-1680*c*g*p*q*r^5*x^2-\ 14*a*p^5*r^3*x^2-42*a*p^4*r^4*x^2-68*a*p^3*r^5*x^2-432*b^3*q^2*r^4*x^2-356*b^3* q*r^5*x^2-268*b^4*q^2*r^3*x^2-324*b^4*q*r^4*x^2-236*b^3*q^3*r^3*x^2-42*b*q^4*r^ 4*x^2-68*b*q^3*r^5*x^2-280*b^2*p^2*r^5*x^2-94*b^2*q^4*r^3*x^2-228*b^2*q^3*r^4*x ^2-280*b^2*q^2*r^5*x^2-560*b^3*c*q^3*r*x-400*b^4*g*q^2*r*x-600*b^4*p*q^2*r*x+ 594*c*g*p*r^6*x-2764*c*p*q*r^5*x^2+908*a*b*c*r^6*x+590*a*b*g*r^6*x-14*b*q^5*r^3 *x^2+597*a^2*g^2*r^5*x+322*a^2*g*r^6*x-76*a^4*p^3*r^2*x^2-56*a^5*p^2*r^2*x^2-\ 128*a^5*p*r^3*x^2-16*a^6*p*r^2*x^2-2*b*q^6*r^2*x^2-16*b^2*q^5*r^2*x^2-50*b^3*q^ 4*r^2*x^2-76*b^4*q^3*r^2*x^2-56*b^5*q^2*r^2*x^2-128*b^5*q*r^3*x^2-2*a*p^6*r^2*x ^2-16*a^2*p^5*r^2*x^2-50*a^3*p^4*r^2*x^2+112*a^5*p^2*r^2*x+240*a^5*p*r^3*x-3*g* q^6*r^2*x^2-3*g*p^6*r^2*x^2+152*a^4*p^3*r^2*x+32*a^6*p*r^2*x+100*a^3*p^4*r^2*x+ 980*a^2*b*q*r^5*x+1208*a*b^3*p*r^4*x+72*a*b^3*q^3*r^2*x+32*a*b^5*q*r^2*x+80*a*b ^4*q^2*r^2*x+1156*a*b^2*p*r^5*x+28*a*b^2*q^4*r^2*x+396*a*b*p*r^6*x+4*a*b*q^5*r^ 2*x+292*a*b*q*r^6*x+376*a*c*q*r^6*x+65*a*g*q^4*r^3*x+314*a*g*q*r^6*x+112*a*p*q^ 3*r^4*x+172*a*p*q^2*r^5*x+124*a*p*q*r^6*x+32*b^5*c*q*r^2*x+32*b^5*g*q*r^2*x+32* b^5*p*q*r^2*x+80*b^4*c*q^2*r^2*x+112*b^4*g^2*q*r^2*x+618*b^3*g^2*q*r^3*x+72*b^3 *g*q^3*r^2*x+396*b^3*g*q^2*r^3*x+72*b^3*c*q^3*r^2*x+80*b^4*g*q^2*r^2*x+256*b^4* g*q*r^3*x+80*b^4*p*q^2*r^2*x+672*b^3*g*q*r^4*x+636*b^3*p^2*q*r^3*x+72*b^3*p*q^3 *r^2*x+152*b^3*g^3*q*r^2*x+216*b^3*g^2*q^2*r^2*x+140*b^2*g^2*q^3*r^2*x+677*b^2* g^2*q^2*r^3*x+1044*b^2*g^2*q*r^4*x+28*b^2*c*q^4*r^2*x+28*b^2*g*q^4*r^2*x+232*b^ 2*g*q^3*r^3*x+648*b^2*g*q^2*r^4*x+712*b^2*g*q*r^5*x+492*b^2*p^2*q^2*r^3*x+28*b^ 2*p*q^4*r^2*x+100*b^2*g^4*q*r^2*x+212*b^2*g^3*q^2*r^2*x+585*b^2*g^3*q*r^3*x+ 2352*a*b^2*p*q*r^4*x+1128*a*b*p*q^2*r^4*x+1120*a*b*p*q*r^5*x+340*b*c*q*r^6*x+ 124*b*p*q*r^6*x+32*b*g^5*q*r^2*x+90*b*g^4*q^2*r^2*x+245*b*g^4*q*r^3*x+88*b*g^3* q^3*r^2*x+412*b*g^3*q^2*r^3*x+618*b*g^3*q*r^4*x+464*b*c*p*r^6*x+4*b*c*q^5*r^2*x +34*b*g^2*q^4*r^2*x+250*b*g^2*q^3*r^3*x+648*b*g^2*q^2*r^4*x+682*b*g^2*q*r^5*x+ 402*b*g*p*r^6*x+4*b*g*q^5*r^2*x+53*b*g*q^4*r^3*x+220*b*g*q^3*r^4*x+382*b*g*q^2* r^5*x+296*b*g*q*r^6*x+116*b*p^2*q^3*r^3*x+236*b*p^2*q*r^5*x+4*b*p*q^5*r^2*x+78* c*g*q^4*r^3*x+438*c*g*q*r^6*x+51*g*p*q^4*r^3*x-32*a*b^4*c*q*r^2+8*a*b^4*g*q*r^2 -32*a*b^4*p*q*r^2-48*a*b^3*c*q^2*r^2-448*a*b^3*c*q*r^3-12*a*b^3*g*q^2*r^2-216*a *b^3*g*q*r^3-48*a*b^3*p*q^2*r^2-320*a*b^3*p*q*r^3-24*a*b^2*c*q^3*r^2-408*a*b^2* c*q^2*r^3-1080*a*b^2*c*q*r^4-10*a*b^2*g*q^3*r^2-246*a*b^2*g*q^2*r^3-606*a*b^2*g *q*r^4-24*a*b^2*p*q^3*r^2-288*a*b^2*p*q^2*r^3-648*a*b^2*p*q*r^4-4*a*b*c*q^4*r^2 -120*a*b*c*q^3*r^3-528*a*b*c*q^2*r^4-712*a*b*c*q*r^5-2*a*b*g*q^4*r^2-80*a*b*g*q ^3*r^3-348*a*b*g*q^2*r^4-464*a*b*g*q*r^5-4*a*b*p*q^4*r^2-80*a*b*p*q^3*r^3-288*a *b*p*q^2*r^4-352*a*b*p*q*r^5-24*b^4*c*g*q*r^2-32*b^4*c*p*q*r^2-32*b^4*g*p*q*r^2 -48*b^3*g*p*q^2*r^2-288*b^3*g*p*q*r^3-32*b^3*c*g*q^2*r^2-392*b^3*c*g*q*r^3-48*b ^3*c*p*q^2*r^2-416*b^3*c*p*q*r^3-14*b^2*c*g*q^3*r^2-350*b^2*c*g*q^2*r^3-936*b^2 *c*g*q*r^4-24*b^2*c*p*q^3*r^2-336*b^2*c*p*q^2*r^3-792*b^2*c*p*q*r^4+32*a^2*p^5* r^2*x+220*a^2*q^2*r^5*x+164*a^2*q*r^6*x+4*a*p^6*r^2*x+44*a*q^2*r^6*x+16*b^5*q*r ^3*x+232*b^4*p^2*r^3*x+40*b^4*q^2*r^3*x+112*b^4*q*r^4*x+36*b^3*q^3*r^3*x+156*b^ 3*q^2*r^4*x+204*b^3*q*r^5*x+80*b*p^2*r^6*x+2*b*q^5*r^3*x+14*b*q^4*r^4*x+340*b^2 *p^2*r^5*x+180*b^2*p*r^6*x+14*b^2*q^4*r^3*x+80*b^2*q^3*r^4*x+156*b^2*q^2*r^5*x+ 128*b^2*q*r^6*x+36*b*q^3*r^5*x+44*b*q^2*r^6*x+44*c*q^2*r^6*x+212*c^2*q*r^6*x+ 277*g^3*p*r^5*x+10*g^3*q^4*r^2*x+73*g^3*q^3*r^3*x+189*g^3*q^2*r^4*x+199*g^3*q*r ^5*x+2*g^2*q^5*r^2*x+26*g^2*q^4*r^3*x+108*g^2*q^3*r^4*x+4*g^6*q*r^2*x+3*g*q^5*r ^3*x+21*g*q^4*r^4*x+54*g*q^3*r^5*x+66*g*q^2*r^6*x+14*g^5*q^2*r^2*x+38*g^5*q*r^3 *x+18*g^4*q^3*r^2*x+84*g^4*q^2*r^3*x+126*g^4*q*r^4*x+188*g^2*q^2*r^5*x+6*g*p^6* r^2*x-24*a*b^2*q^3*r^3-144*a*b^2*q^2*r^4-216*a*b^2*q*r^5-140*a*b*p*r^6-4*a*b*q^ 4*r^3-40*a*b*q^3*r^4-96*a*b*q^2*r^5-16*a^2*b^4*q*r^2-24*a^2*b^3*q^2*r^2-176*a^2 *b^3*q*r^3-12*a^2*b^2*q^3*r^2-180*a^2*b^2*q^2*r^3-420*a^2*b^2*q*r^4-2*a^2*b*q^4 *r^2-56*a^2*b*q^3*r^3-228*a^2*b*q^2*r^4-296*a^2*b*q*r^5-6*a*g*q^4*r^3-48*a*g*q^ 3*r^4-108*a*g*q^2*r^5-96*a*g*q*r^6-4*a*p*q^4*r^3-24*a*p*q^3*r^4-48*a*p*q^2*r^5-\ 32*a*b^4*q*r^3-336*a*b^3*p*r^4-48*a*b^3*q^2*r^3-160*a*b^3*q*r^4-384*a*b^2*p*r^5 -40*a*p*q*r^6+560*a*q*r^6*x-160*b^5*q*r^2*x-16*b^4*c^2*q*r^2-32*b^4*c*q*r^3+8*b ^4*g^2*q*r^2-16*b^4*p^2*q*r^2-32*b^4*p*q*r^3-280*b^4*q^2*r^2*x-24*b^3*c^2*q^2*r ^2-272*b^3*c^2*q*r^3-480*b^3*c*p*r^4-48*b^3*c*q^2*r^3-208*b^3*c*q*r^4+24*b^3*g^ 3*q*r^2+2*b^3*g^2*q^2*r^2-80*b^3*g^2*q*r^3-288*b^3*g*p*r^4-24*b^3*p^2*q^2*r^2-\ 144*b^3*p^2*q*r^3-8*a*c*q^4*r^3-60*a*c*q^3*r^4-132*a*c*q^2*r^5-116*a*c*q*r^6-\ 160*b*c*p*r^6-4*b*c*q^4*r^3-44*b*c*q^3*r^4-108*b*c*q^2*r^5+12*b*g^5*q*r^2+4*b*g ^4*q^2*r^2-25*b*g^4*q*r^3-59*b*g^3*q^2*r^3-147*b*g^3*q*r^4-48*b^3*p*q^2*r^3-144 *b^3*p*q*r^4-224*b^3*q^3*r^2*x-12*b^2*c^2*q^3*r^2-228*b^2*c^2*q^2*r^3-660*b^2*c ^2*q*r^4-480*b^2*c*p*r^5-24*b^2*c*q^3*r^3-168*b^2*c*q^2*r^4-264*b^2*c*q*r^5+26* b^2*g^4*q*r^2+5*b^2*g^3*q^2*r^2-70*b^2*g^3*q*r^3-94*b^2*g^2*q^2*r^3-243*b^2*g^2 *q*r^4-336*b^2*g*p*r^5-12*b^2*p^2*q^3*r^2-108*b^2*p^2*q^2*r^3-141*b*g^2*q^2*r^4 -192*b*g^2*q*r^5-140*b*g*p*r^6-2*b*p^2*q^4*r^2-24*b*p^2*q^3*r^3-72*b*p^2*q^2*r^ 4-80*b*p^2*q*r^5-4*b*p*q^4*r^3-24*b*p*q^3*r^4-48*b*p*q^2*r^5+696*b*p*r^6*x-12*b *q^5*r^2*x+488*b*q*r^6*x-216*b^2*p^2*q*r^4-24*b^2*p*q^3*r^3-108*b^2*p*q^2*r^4-\ 144*b^2*p*q*r^5-84*b^2*q^4*r^2*x-64*b*c^2*q^3*r^3-300*b*c^2*q^2*r^4-416*b*c^2*q *r^5-324*b*c*p*q^2*r^4-400*b*c*p*q*r^5-24*b^2*g*p*q^3*r^2-264*b^2*g*p*q^2*r^3-\ 576*b^2*g*p*q*r^4-4*b*g*p*q^4*r^2-80*b*g*p*q^3*r^3-288*b*g*p*q^2*r^4-352*b*g*p* q*r^5-2*b*c*g*q^4*r^2-100*b*c*g*q^3*r^3-474*b*c*g*q^2*r^4-656*b*c*g*q*r^5-4*b*c *p*q^4*r^2-88*b*c*p*q^3*r^3-186*g*p*q*r^6*x^2-124*c*p*q*r^6*x^2-516*c*g*p*r^6*x ^2-516*c*g*q*r^6*x^2-124*b*p*q*r^6*x^2+926*a*c*g*r^6*x-358*b*g*p*r^6*x^2-358*b* g*q*r^6*x^2-196*b^2*p*q^4*r*x-420*b*c*p*r^6*x^2-420*b*c*q*r^6*x^2-204*b^2*c*q^4 *r*x-894*b*c*g*r^6*x^2-140*b^2*g*q^4*r*x-6*c*g*q^4*r^3-60*c*g*q^3*r^4-144*c*g*q ^2*r^5-132*c*g*q*r^6-4*c*p*q^4*r^3-24*c*p*q^3*r^4-48*c*p*q^2*r^5-40*c*p*q*r^6+ 756*c*q*r^6*x-30*b*g^2*q^3*r^3+184*a*b^4*q*r^2+220*a*b^3*q^2*r^2+106*a*b^2*q^3* r^2+18*a*b*q^4*r^2-756*a*b*q*r^5-6*g*p*q^4*r^3-36*g*p*q^3*r^4-72*g*p*q^2*r^5-60 *g*p*q*r^6-48*g*q^4*r^3*x+438*g*q*r^6*x+216*b^4*c*q*r^2+200*b^4*g*q*r^2+176*b^4 *p*q*r^2+240*b^3*c*q^2*r^2+230*b^3*g*q^2*r^2+304*b^3*g*q*r^3+204*b^3*p*q^2*r^2+ 110*b^2*c*q^3*r^2+108*b^2*g*q^3*r^2+130*b^2*g*q^2*r^3-337*b^2*g*q*r^4+96*b^2*p* q^3*r^2+18*b*c*q^4*r^2-1056*b*c*q*r^5+18*b*g*q^4*r^2+28*b*g*q^3*r^3-291*b*g*q^2 *r^4-594*b*g*q*r^5+16*b*p*q^4*r^2-608*b*p*q*r^5-272*a*b^2*p*q^3-108*b^2*g*a*q^3 -552*a^2*g^2*r^5*x^2-792*a^2*b^2*r^5*x^2-444*a^3*g*r^5*x^2-16*b^6*q*r^2*x^2-300 *a*g^3*r^5*x^2-2342*b*g*r^5*x+14*b*q^5*r*x+368*b^5*q*r*x+440*b^4*q^2*r*x+284*b^ 3*q^3*r*x+98*b^2*q^4*r*x-4480*a*b*c*g*r^5*x^2-1104*a*b*g^2*r^5*x^2-3664*a*b*c^2 *r^5*x^2-28*b*c*q^5*r*x-28*b*p*q^5*r*x-20*b*g*q^5*r*x-1370*a*b*g*r^5*x^2-4692*a *b*c*r^5*x^2-1924*a*c*g^2*r^5*x^2-124*a*p*q*r^6*x^2-358*a*g*p*r^6*x^2-358*a*g*q *r^6*x^2-420*a*c*p*r^6*x^2-420*a*c*q*r^6*x^2-894*a*c*g*r^6*x^2+862*b*c*g*r^6*x-\ 590*a*b*g*r^6*x^2-1924*b*c*g^2*r^5*x^2-344*a*b*p*r^6*x^2-344*a*b*q*r^6*x^2-908* a*b*c*r^6*x^2+238*b*g*q^5*r*x^2-54*g^4*p^2*r^3-96*b^5*q*x+120*b^4*q^2*x+192*b^3 *q^3*x+84*b^2*q^4*x+12*b*q^5*x-18*g*p*r^7-3*g*q^4*r^4-12*g*q^3*r^5-18*g*q^2*r^6 -12*g*q*r^7-42*c*g*r^7-12*c*p*r^7-12*c*q^2*r^6-8*c*q*r^7-60*b^2*p*r^6-12*b^2*q^ 3*r^4-36*b^2*q^2*r^5-36*b^2*q*r^6-16*a*b^4*q-32*b*c*r^7-28*b*g*r^7-12*b*p*r^7-2 *b*q^4*r^4-8*b*q^3*r^5-12*b*q^2*r^6-8*b*q*r^7-32*b^4*g*r^4-16*b^4*q*r^4-96*b^3* g*r^5-24*b^3*q^2*r^4-48*b^3*q*r^5-120*b^2*c*r^6-84*b^2*g*r^6-96*a*b^2*r^6-28*a* b*r^7-192*b^6*q*x^2-36*a*c*r^7-672*b^5*q^2*x^2-30*a*g*r^7-912*b^4*q^3*x^2-600*b ^3*q^4*x^2-12*a*p*r^7-192*b^2*q^5*x^2-24*b*q^6*x^2-12*a*q^2*r^6-8*a*q*r^7-20*a^ 2*b*q^4+73*g^3*r^6*x+42*g^2*r^7*x+9*g*r^8*x-100*a*b^2*q^3-24*g^5*r^4*x^2-544*c^ 4*r^5*x^2-132*b^4*r^5*x^2-16*b^6*r^3*x^2-72*b^5*r^4*x^2-132*a^4*r^5*x^2-16*a^6* r^3*x^2-72*a^5*r^4*x^2+248*c^3*r^6*x+60*c^2*r^7*x+6*c*r^8*x+192*b^6*c*x+96*b^6* p*x+358*b^2*r^6*x-32*b^6*r^2*x+38*b^2*r^7*x+514*a^2*r^6*x+6*b*r^8*x+24*g^5*r^4* x+60*g^4*r^5*x-97*g^3*r^5*x^2+4*g^6*r^3*x-2264*c^3*r^5*x^2+84*b^3*r^6*x+16*b^5* r^4*x+72*b^4*r^5*x+192*a^4*r^5*x+136*a^3*r^6*x+32*a^6*r^3*x+128*a^5*r^4*x-60*g^ 4*r^5*x^2-4*g^6*r^3*x^2+3796*g*r^5*x^2-499*c*g*r^6+5612*c*r^5*x^2+46*a^2*r^7*x+ 212*b*r^6*x+280*a*r^6*x+128*b^6*r*x+6*a*r^8*x-362*a*b*r^6+97*g^3*r^5*x+1185*g^2 *r^5*x^2-219*c^2*g*r^6+160*c^2*r^5*x^2-137*c*g^2*r^6+1508*a*c*r^6*x+668*b*g*r^6 *x+112*b^6*q*r*x^2+306*a*g^3*r^5*x-467*a*g^2*r^5*x^2+628*a*c^2*r^6*x+304*a*b^2* r^6*x+2582*c*g*r^5*x^2-300*b*g^3*r^5*x^2+112*b^4*g^2*r^3*x+176*b^4*g*r^4*x+532* b^4*q^3*r*x^2+32*b^5*g*r^3*x+392*b^5*q^2*r*x^2+100*b^2*g^4*r^3*x+373*b^2*g^3*r^ 4*x+507*b^2*g^2*r^5*x+268*b^2*g*r^6*x+112*b^2*q^5*r*x^2+392*b^2*c*r^6*x+152*b^3 *g^3*r^3*x+348*b^3*g*r^5*x+350*b^3*q^4*r*x^2+32*b*g^5*r^3*x+155*b*g^4*r^4*x+294 *b*g^3*r^5*x-467*b*g^2*r^5*x^2+14*b*q^6*r*x^2+556*b*c^2*r^6*x+536*c*g^3*r^5*x-\ 1218*c*g^2*r^5*x^2-3180*c^2*g*r^5*x^2-536*c*g^3*r^5*x^2-1560*c^2*g^2*r^5*x^2-\ 1728*c^3*g*r^5*x^2-194*a*b*g*r^6+2572*a*b*r^5*x^2-300*a*b*c*r^6+16*a*b^5*g*r^2-\ 444*b^3*g*r^5*x^2-720*b^4*c*r^4*x^2+172*a*b^3*g*q^2*r+288*a*b^4*c*q*r+88*a*b^4* g*q*r+224*a*b^4*p*q*r+160*a*b^2*p*q^3*r+168*a*b^2*c*q^3*r+98*a*b^2*g*q^3*r+312* a*b^3*p*q^2*r+352*a*b^3*c*q^2*r+18*a*b*g*q^4*r+28*a*b*p*q^4*r+28*a*b*c*q^4*r+ 118*b^2*c*g*q^3*r+176*b^2*c*p*q^3*r+248*b^3*g*p*q^2*r+272*b^3*c*g*q^2*r+392*b^3 *c*p*q^2*r+248*b^4*c*g*q*r+352*b^4*c*p*q*r+192*b^4*g*p*q*r+20*b*g*p*q^4*r+28*b* c*p*q^4*r+18*b*c*g*q^4*r+120*b^2*g*p*q^3*r-270*a*r^6-248*p*r^6-236*b*r^6-160*q* r^6-132*q^2*r^5-440*c*r^6-189*g*r^6-82*c^3*r^6-402*c^2*r^6+48*b^4*r^4-16*a^6*r^ 3-56*a^5*r^4-76*a^4*r^5-50*a^3*r^6-4*g^5*r^4-222*a^2*r^6+16*b^5*r^3-92*b^3*r^5-\ 70*g^3*r^5+3036*r^5*x^2-90*p^2*r^6-20*b^2*r^5-6*q^4*r^4-24*q^3*r^5-96*b^5*r+16* b^5*r^2+16*q^2*b^3+64*q*b^4+64*a*b^5-128*b^5*c^2-96*b^5*c-80*b^5*p^2-80*b^5*p-\ 192*a^3*g*r^5-16*a^2*b^4*r^3-152*a^2*b^3*r^4-252*a^2*b^2*r^5-122*a^2*b*r^6-182* a^2*c*r^6-194*a^2*g^2*r^5-111*a^2*g*r^6-32*a*b^4*r^4-112*a*b^3*r^5-214*a*c^2*r^ 6-178*b*c^2*r^6+12*b*g^5*r^3-29*b*g^4*r^4-88*b*g^3*r^5-248*c^3*r^6*x^2-60*c^2*r ^7*x^2-6*c*r^8*x^2-94*a*g^3*r^5-80*b^4*c^2*r^3-64*b^4*c*r^4+8*b^4*g^2*r^3-48*b^ 4*p^2*r^3-376*b^3*c^2*r^4-160*b^3*c*r^5+24*b^3*g^3*r^3-82*b^3*g^2*r^4-73*g^3*r^ 6*x^2-42*g^2*r^7*x^2-444*b^2*c^2*r^5+26*b^2*g^4*r^3-75*b^2*g^3*r^4-149*b^2*g^2* r^5-9*g*r^8*x^2-110*a^3*r^6*x^2-42*a^2*r^7*x^2-6*a*r^8*x^2-110*b^3*r^6*x^2-42*b ^2*r^7*x^2-6*b*r^8*x^2-169*c*g^3*r^5-800*b^2*c*r^5-359*b^2*g*r^5-508*b*c*r^6-\ 293*b*g*r^6+48*a*b^5*r^2-442*a*b^2*r^5-606*a*c*r^6-316*a*g*r^6+64*b^5*c^2*r-96* a*b^5*p+64*b^5*c*r^2+32*b^5*p^2*r+48*b^5*p*r^2+264*b^4*g*r^3+122*b^3*g*r^4-64*b ^5*c*r-88*b^5*g*r-80*b^5*p*r-112*a*b^5*r+9*g^5*q^2*r+8*g^4*q^3*r-128*a*b^5*c+2* g^3*q^4*r-38*b^3*g^4*r-25*b^2*g^5*r-8*b*g^6*r-8*b^5*g^2*r+56*b^5*g*r^2-28*b^4*g ^3*r-48*b^4*p*r^4-32*b^4*g^2*q-368*b^4*p*q-336*b^3*c^2*q^2-344*b^3*c*q^2-80*b^3 *g^3*q-88*b^3*g*q^2-308*b^3*p^2*q^2-452*b^3*p*q^2-48*b^3*g^2*q^2-136*b^2*c^2*q^ 3-140*b^2*c*q^3-72*b^2*g^4*q-88*b^2*g^3*q^2-24*b^2*g^2*q^3-144*b^2*p^2*q^3-216* b^2*p*q^3-64*b^5*g*p-96*b^5*c*g-224*b^5*c*p-352*b^4*c^2*q-336*b^4*c*q-32*b^4*g* q-272*b^4*p^2*q-96*a^2*b^4*q-176*a^2*b^3*q^2-104*b^2*a^2*q^3-124*a*b^3*q^2*r-42 *a*b^2*q^3*r-6*a*b*q^4*r-184*a*b^4*q*r-6*b*c*q^4*r-36*b^2*g*q^3*r-24*b^2*p*q^3* r-30*b^2*c*q^3*r-64*b^3*c*q^2*r-94*b^3*g*q^2*r-68*b^3*p*q^2*r-88*b^4*c*q*r-136* b^4*g*q*r-112*b^4*p*q*r-4*b*p*q^4*r-6*b*g*q^4*r-144*g*b^2*p*q^3-304*b^4*c*g*q-\ 672*b^4*c*p*q-256*b^4*g*p*q-696*b^3*c*p*q^2-312*b^3*g*c*q^2-304*b^3*g*p*q^2-132 *g*b^2*c*q^3-304*p*b^2*c*q^3-552*b^2*g^2*r^5*x^2-40*a*b*c*q^4-20*a*b*g*q^4-48*a *b*p*q^4-480*b^5*p*r^2*x+714*a*g*r^6*x-64*b^6*c*r*x-32*b^6*p*r*x-20*b*c*g*q^4-\ 48*b*c*p*q^4-24*b*g*p*q^4-8*b*g*q^4-24*b*p^2*q^4-36*p*b*q^4-4*b*g^2*q^4-48*b^2* g*q^3-20*b*c^2*q^4-20*c*b*q^4-28*g^3*b*q^3-28*b*g^5*q-52*b*g^4*q^2-704*b^4*c*q^ 2*r*x-384*b^5*c*q*r*x-160*b^5*g*q*r*x-288*b^5*p*q*r*x+3300*b^2*p*q*r^3+352*g^4* p^2*r^2+528*c*g^5*r^2*x^2-10780*b*q*r+76704*c*r*x+3792*g*r*x-18936*c*p*r^2-9062 *c*q^2*r-2508*c*q*r^2+102536*c*r^2*x-76704*c*r*x^2+17752*g^2*r*x-16130*g*p*r^2-\ 4222*g*q^2*r-430*g*q*r^2+42316*g*r^2*x-3792*g*r*x^2-8952*p*q^2*r-5796*p*q*r^2+ 61948*p*r^2*x-39216*p*r*x^2+34468*q*r^2*x-39216*q*r*x^2-24720*a*p*r^2-7226*a*q^ 2*r-4480*a*q*r^2+57072*a*r^2*x-6336*a*r*x^2-7700*b^2*c*q-42768*b^2*c*r+2148*b^2 *g*q-22900*b^2*g*r-12424*b^2*p*q-34628*b^2*p*r-7572*b^2*q*r-3776*b*c*q^2-10470* b*c*r^2+400*b*g*q^2-5594*b*g*r^2-7508*b*p*q^2-15860*b*p*r^2-3640*b*q^2*r-360*b* q*r^2+48312*b*r^2*x-6336*b*r*x^2+236992*c^2*r*x-8924*c*g*r^2-40186*b*c*q*r-\ 20326*b*g*q*r-35844*b*p*q*r+178192*c*g*r*x+103880*p*q*r*x+98164*g^2*p*r*x+48564 *g^2*q*r*x-9018*g*p*q^2*r+844*g*p*q*r^2+82490*g*p*r^2*x-87836*g*p*r*x^2+51090*g *q*r^2*x-87836*g*q*r*x^2+44604*p*q*r^2*x-103880*p*q*r*x^2-28278*a*b*q*r+60592*a *b*r*x+82922*b*g*r^2*x-46788*b*g*r*x^2-18540*b*p^2*q*r-7774*b*p*q^2*r+1988*b*p* q*r^2+90900*b*p*r^2*x-109932*b*p*r*x^2+55160*b*q*r^2*x-109932*b*q*r*x^2+365776* c^2*g*r*x+152500*c*g^2*r*x+5254*c*g*p*r^2-10137*c*g*q^2*r+8136*c*g*q*r^2+145916 *c*g*r^2*x-178192*c*g*r*x^2-13320*c*p*q^2*r+10220*c*p*q*r^2+123648*c*p*r^2*x-\ 222376*c*p*r*x^2+90792*c*q*r^2*x-222376*c*q*r*x^2-17308*b^2*g*p*q-38286*b^2*g*p *r-11212*b^2*g*q*r-16152*b^2*p*q*r-38144*b*c^2*q*r-7718*b*c*g*q^2+10500*b*c*g*r ^2-23228*b*c*p*q^2+9602*b*c*p*r^2-8748*b*c*q^2*r+8020*b*c*q*r^2+165988*b*c*r^2* x-223080*b*c*r*x^2-13053*b*g^2*q*r+56180*b*g^2*r*x-10280*b*g*p*q^2-3354*b*g*p*r ^2-4950*b*g*q^2*r+4993*b*g*q*r^2+12*a*c*g*r^2+7854*a*c*p*r^2-14702*a*c*q^2*r+ 7896*a*c*q*r^2+186020*a*c*r^2*x-223080*a*c*r*x^2-51997*a*g^2*p*r+64336*a*g^2*r* x-58050*a*g*p^2*r-11884*a*g*p*r^2-8325*a*g*q^2*r+1263*a*g*q*r^2+96458*a*g*r^2*x -46788*a*g*r*x^2-11994*a*p*q^2*r+2216*a*p*q*r^2+103880*a*p*r^2*x-109932*a*p*r*x ^2+68140*a*q*r^2*x-109932*a*q*r*x^2-15460*b^2*c*g*q-54562*b^2*c*g*r-45076*b^2*c *p*q-65470*b^2*c*p*r-18830*b^2*c*q*r-68776*a*b^2*c*r-1424*a*b^2*g*q-40782*a*b^2 *g*r-27112*a*b^2*p*q-53142*a*b^2*p*r-14958*a*b^2*q*r-14340*a*b*c*q^2+648*a*b*c* r^2-3506*a*b*g*q^2-6280*a*b*g*r^2-17412*a*b*p*q^2-9914*a*b*p*r^2-7408*a*b*q^2*r +1746*a*b*q*r^2+108308*a*b*r^2*x-60592*a*b*r*x^2-66790*g*p*r^2*x^2+8927*g*q^3*r *x+13503*g*q^2*r^2*x-78154*g*q^2*r*x^2+1105*g*q*r^3*x-66790*g*q*r^2*x^2+15636*p ^2*q^2*r*x-6148*p^2*q*r^2*x-63258*p^2*q*r*x^2+268*p*q^2*r^2*x-63258*p*q^2*r*x^2 -16436*p*q*r^3*x-44604*p*q*r^2*x^2-25208*a^2*b*q*r-72238*a^2*g*p*r-23072*a*b^2* c*q+2888*c*p^3*q*r+1014*c*p^2*q^2*r+19444*c*p^2*q*r^2-8770*c*p^2*r^2*x-145596*c *p^2*r*x^2-364*c*p*q^3*r+8124*c*p*q^2*r^2+16016*c*p*q*r^3-41890*c*p*r^3*x-\ 107220*c*p*r^2*x^2+13350*c*q^2*r^2*x-145596*c*q^2*r*x^2-17026*c*q*r^3*x-107220* c*q*r^2*x^2-3242*g^3*p*q*r+36180*g^3*p*r*x+20382*g^3*q*r*x-3930*g^2*p^2*q*r+ 58949*g^2*p^2*r*x-2161*g^2*p*q^2*r+6231*g^2*p*q*r^2+32526*g^2*p*r^2*x-73364*g^2 *p*r*x^2+21935*g^2*q^2*r*x+22932*g^2*q*r^2*x-73364*g^2*q*r*x^2-472*g*p^3*q*r+ 32471*g*p^3*r*x-1099*g*p^2*q^2*r+9608*g*p^2*q*r^2+12619*g*p^2*r^2*x-78154*g*p^2 *r*x^2-626*g*p*q^3*r+3692*g*p*q^2*r^2+9256*g*p*q*r^3-9235*g*p*r^3*x+51528*c^2*g *p*r^2-3847*c^2*g*q^2*r+24752*c^2*g*q*r^2+87032*c^2*g*r^2*x-365776*c^2*g*r*x^2+ 2568*c^2*p^2*q*r-1044*c^2*p*q^2*r+30468*c^2*p*q*r^2+11632*c^2*p*r^2*x-329352*c^ 2*p*r*x^2+30208*c^2*q*r^2*x-329352*c^2*q*r*x^2-12648*c*g^3*p*q-11453*c*g^3*p*r-\ 4965*c*g^3*q*r+60014*c*g^3*r*x-28902*c*g^2*p^2*q-12441*c*g^2*p^2*r-10650*c*g^2* p*q^2+22333*c*g^2*p*r^2-2869*c*g^2*q^2*r+12703*c*g^2*q*r^2+63254*c*g^2*r^2*x-\ 152500*c*g^2*r*x^2-20908*c*g*p^3*q-2218*c*g*p^3*r-14716*c*g*p^2*q^2+31053*c*g*p ^2*r^2-2908*c*g*p*q^3+32560*c*g*p*r^3-786*c*g*q^3*r+5833*c*g*q^2*r^2+15204*c*g* q*r^3-1752*c*g*r^3*x-145916*c*g*r^2*x^2-1060*b*g*p*q^3+18630*b*g*p*r^3-426*b*g* q^3*r+6600*b*g*q^3*x+3383*b*g*q^2*r^2+8364*b*g*q*r^3+13825*b*g*r^3*x-89690*b*g* r^2*x^2+534*b*p^3*q*r-466*b*p^2*q^2*r+10302*b*p^2*q*r^2+8202*b*p^2*r^2*x-93444* b*p^2*r*x^2-510*b*p*q^3*r+17856*b*p*q^3*x+3634*b*p*q^2*r^2+9066*b*p*q*r^3-14322 *b*p*r^3*x-79520*b*p*r^2*x^2+8494*b*q^3*r*x+13810*b*q^2*r^2*x-93444*b*q^2*r*x^2 -270*b*q*r^3*x-79520*b*q*r^2*x^2-53120*c^3*g*p*q-14348*c^3*g*p*r-7388*c^3*g*q*r +247304*c^3*g*r*x-884*c^3*p*q*r-41592*c^2*g^2*p*q-22314*c^2*g^2*p*r-10246*c^2*g ^2*q*r+194412*c^2*g^2*r*x-52664*c^2*g*p^2*q-10499*c^2*g*p^2*r-20696*c^2*g*p*q^2 +89744*b*c^2*r^2*x-445368*b*c^2*r*x^2-20404*b*c*g^3*p-5576*b*c*g^3*q-14586*b*c* g^3*r-49806*b*c*g^2*p^2-4150*b*c*g^2*q^2+23553*b*c*g^2*r^2-39318*b*c*g*p^3-818* b*c*g*q^3+34059*b*c*g*r^3-18912*b*c*p^3*q+532*b*c*p^3*r-12632*b*c*p^2*q^2+34302 *b*c*p^2*r^2-2144*b*c*p*q^3+33392*b*c*p*r^3-624*b*c*q^3*r+20052*b*c*q^3*x+5322* b*c*q^2*r^2+14396*b*c*q*r^3-7434*b*c*r^3*x-176004*b*c*r^2*x^2-5212*b*g^3*p*q-\ 8379*b*g^3*p*r-3364*b*g^3*q*r+6072*b*g^3*q*x+29196*b*g^3*r*x-14572*b*g^2*p^2*q-\ 9727*b*g^2*p^2*r-4424*b*g^2*p*q^2+9882*b*g^2*p*r^2-1754*b*g^2*q^2*r+17004*b*g^2 *q^2*x+7103*b*g^2*q*r^2+45523*b*g^2*r^2*x-60258*b*g^2*r*x^2-12028*b*g*p^3*q-\ 3036*b*g*p^3*r-7588*b*g*p^2*q^2+15745*b*g*p^2*r^2-4641*b^2*g^2*q*r+7674*b^2*g^2 *q*x+50556*b^2*g^2*r*x-13816*b^2*g*p^2*q-9570*b^2*g*p^2*r-3346*b^2*g*p*q^2+9310 *b^2*g*p*r^2-1490*b^2*g*q^2*r+12570*b^2*g*q^2*x+6037*b^2*g*q*r^2+51118*b^2*g*r^ 2*x-76482*b^2*g*r*x^2-3042*b^2*p^2*q*r+71406*b^2*p^2*r*x-1798*b^2*p*q^2*r+41760 *b^2*p*q^2*x+5416*b^2*p*q*r^2+39708*b^2*p*r^2*x-112918*b^2*p*r*x^2+21330*b^2*q^ 2*r*x+28048*b^2*q*r^2*x-112918*b^2*q*r*x^2-102848*b*c^3*g*p-35344*b*c^3*g*q-\ 19912*b*c^3*g*r-50144*b*c^3*p*q-9200*b*c^3*p*r-5328*b*c^3*q*r-74844*b*c^2*g^2*p -23788*b*c^2*g^2*q-27904*b*c^2*g^2*r-99116*b*c^2*g*p^2-10300*b*c^2*g*q^2+49946* b*c^2*g*r^2-48812*b*c^2*p^2*q-4752*b*c^2*p^2*r-17868*b*c^2*p*q^2+55948*b*c^2*p* r^2-3040*b*c^2*q^2*r+24316*b*c^2*q*r^2-93444*a*q^2*r*x^2-3854*a*q*r^3*x-79520*a *q*r^2*x^2-20552*b^3*c*g*p-3944*b^3*c*g*q-11196*b^3*c*g*r-9544*b^3*c*p*q-11048* b^3*c*p*r-3068*b^3*c*q*r+44352*b^3*c*q*x-3736*b^3*g*p*q-7756*b^3*g*p*r-2318*b^3 *g*q*r+1500*b^3*g*q*x+35784*b^3*g*r*x-2724*b^3*p*q*r+34428*b^3*p*q*x+22764*b^3* q*r*x-77208*b^2*c^2*g*p-21968*b^2*c^2*g*q-24732*b^2*c^2*g*r-37576*b^2*c^2*p*q-\ 18880*b^2*c^2*p*r-7700*b^2*c^2*q*r-32684*b^2*c*g^2*p-8036*b^2*c*g^2*q-20672*b^2 *c*g^2*r-51188*b^2*c*g*p^2-3056*b^2*c*g*q^2+20994*b^2*c*g*r^2-26300*b^2*c*p^2*q -10008*b^2*c*p^2*r-7404*b^2*c*p*q^2+23390*b^2*c*p*r^2-2092*b^2*c*q^2*r+50400*b^ 2*c*q^2*x+9404*b^2*c*q*r^2+82860*b^2*c*r^2*x-236132*b^2*c*r*x^2-7426*b^2*g^2*p* q-12564*b^2*g^2*p*r-7720*a*g^3*p*q-11191*a*g^3*p*r-4580*a*g^3*q*r+32924*a*g^3*r *x-20408*a*g^2*p^2*q-14123*a*g^2*p^2*r-7804*a*g^2*p*q^2+8073*a*g^2*p*r^2-2642*a *g^2*q^2*r+6586*a*g^2*q*r^2+53173*a*g^2*r^2*x-60258*a*g^2*r*x^2-15976*a*g*p^3*q -4538*a*g*p^3*r-11620*a*g*p^2*q^2+17678*a*g*p^2*r^2-2488*a*g*p*q^3+21794*a*g*p* r^3-716*a*g*q^3*r+3820*a*g*q^2*r^2+10080*a*g*q*r^3+17247*a*g*r^3*x-89690*a*g*r^ 2*x^2+1218*a*p^3*q*r+35794*a*p^3*r*x+134*a*p^2*q^2*r+14130*a*p^2*q*r^2+7974*a*p ^2*r^2*x-93444*a*p^2*r*x^2-394*a*p*q^3*r+5998*a*p*q^2*r^2+12558*a*p*q*r^3-17906 *a*p*r^3*x-79520*a*p*r^2*x^2+13582*a*q^2*r^2*x-69632*a*c^3*p*q-10224*a*c^3*p*r-\ 5520*a*c^3*q*r-92932*a*c^2*g^2*p-33444*a*c^2*g^2*q-36368*a*c^2*g^2*r-124396*a*c ^2*g*p^2-18188*a*c^2*g*q^2+51802*a*c^2*g*r^2-65388*a*c^2*p^2*q-4856*a*c^2*p^2*r -28220*a*c^2*p*q^2+70080*a*c^2*p*r^2-3304*a*c^2*q^2*r+33984*a*c^2*q*r^2+90824*a *c^2*r^2*x-445368*a*c^2*r*x^2-25460*a*c*g^3*p-8032*a*c*g^3*q-17894*a*c*g^3*r-\ 62902*a*c*g^2*p^2-7782*a*c*g^2*q^2+20825*a*c*g^2*r^2-49190*a*c*g*p^3-2250*a*c*g *q^3+37191*a*c*g*r^3-24296*a*c*p^3*q+1216*a*c*p^3*r-18248*a*c*p^2*q^2+43084*a*c *p^2*r^2-4248*a*c*p*q^3+41880*a*c*p*r^3-796*a*c*q^3*r+8600*a*c*q^2*r^2+19876*a* c*q*r^3-12294*a*c*r^3*x-176004*a*c*r^2*x^2-2048*a*b^2*q^2*r+23328*a*b^2*q^2*x+ 5102*a*b^2*q*r^2+66404*a*b^2*r^2*x-94788*a*b^2*r*x^2-90528*a*b*c^3*g-133920*a*b *c^3*p-49344*a*b*c^3*q-21792*a*b*c^3*r-53568*a*b*c^2*g^2-127400*a*b*c^2*p^2-\ 16136*a*b*c^2*q^2+56764*a*b*c^2*r^2-9096*a*b*c*g^3-49460*a*b*c*p^3-1628*a*b*c*q ^3+38626*a*b*c*r^3-9010*a*b*g^3*p-1714*a*b*g^3*q-13294*a*b*g^3*r-30728*a*b*g^2* p^2-2348*a*b*g^2*q^2+7913*a*b*g^2*r^2-27854*a*b*g*p^3-626*a*b*g*q^3+19675*a*b*g *r^3-15232*a*b*p^3*q-2776*a*b*p^3*r-10408*a*b*p^2*q^2+20948*a*b*p^2*r^2-1888*a* b*p*q^3+23456*a*b*p*r^3-604*a*b*q^3*r+13548*a*b*q^3*x+3680*a*b*q^2*r^2+9708*a*b *q*r^3+17576*a*b*r^3*x-108308*a*b*r^2*x^2-128416*a*c^3*g*p-49808*a*c^3*g*q-\ 26808*a*c^3*g*r-3614*a^2*g*q^2*r+7323*a^2*g*q*r^2+69534*a^2*g*r^2*x-76482*a^2*g *r*x^2-3286*a^2*p^2*q*r+91878*a^2*p^2*r*x-2358*a^2*p*q^2*r+13596*a^2*p*q*r^2+ 45852*a^2*p*r^2*x-112918*a^2*p*r*x^2+41802*a^2*q^2*r*x+34192*a^2*q*r^2*x-112918 *a^2*q*r*x^2-9472*a*b^3*c*g-27888*a*b^3*c*p-5712*a*b^3*c*q-14528*a*b^3*c*r-8776 *a*b^3*g*p-992*a*b^3*g*q-11188*a*b^3*g*r-5832*a*b^3*p*q-11152*a*b^3*p*r-3040*a* b^3*q*r+4440*a*b^3*q*x-56480*a*b^2*c^2*g-102624*a*b^2*c^2*p-31184*a*b^2*c^2*q-\ 31360*a*b^2*c^2*r-14960*a*b^2*c*g^2-68352*a*b^2*c*p^2-5136*a*b^2*c*q^2+18468*a* b^2*c*r^2-14272*a*b^2*g^2*p-2356*a*b^2*g^2*q-19814*a*b^2*g^2*r-31856*a*b^2*g*p^ 2-1656*a*b^2*g*q^2+6130*a*b^2*g*r^2-19496*a*b^2*p^2*q-13548*a*b^2*p^2*r-5620*a* b^2*p*q^2+8302*a*b^2*p*r^2+4038*a^2*b*g*r^2-29164*a^2*b*p^2*q-16370*a^2*b*p^2*r -11324*a^2*b*p*q^2+12984*a^2*b*p*r^2-3162*a^2*b*q^2*r+7976*a^2*b*q*r^2+76504*a^ 2*b*r^2*x-94788*a^2*b*r*x^2-129872*a^2*c^2*g*p-50472*a^2*c^2*g*q-42476*a^2*c^2* g*r-81160*a^2*c^2*p*q-26124*a^2*c^2*p*r-11600*a^2*c^2*q*r-55316*a^2*c*g^2*p-\ 19196*a^2*c*g^2*q-33624*a^2*c*g^2*r-86960*a^2*c*g*p^2-13316*a^2*c*g*q^2+21814*a ^2*c*g*r^2-52056*a^2*c*p^2*q-13024*a^2*c*p^2*r-23120*a^2*c*p*q^2+41674*a^2*c*p* r^2-3744*a^2*c*q^2*r+21804*a^2*c*q*r^2+93076*a^2*c*r^2*x-236132*a^2*c*r*x^2-\ 18130*a^2*g^2*p*q-23095*a^2*g^2*p*r-9324*a^2*g^2*q*r+68144*a^2*g^2*r*x-29038*a^ 2*g*p^2*q-17848*a^2*g*p^2*r-12280*a^2*g*p*q^2+10102*a^2*g*p*r^2-20616*a^3*b*p*r -7544*a^3*b*q*r-53552*a^3*c*g*p-20408*a^3*c*g*q-27424*a^3*c*g*r-40432*a^3*c*p*q -22144*a^3*c*p*r-9076*a^3*c*q*r-18616*a^3*g*p*q-20270*a^3*g*p*r-8060*a^3*g*q*r+ 62476*a^3*g*r*x-6660*a^3*p*q*r+83680*a^3*p*r*x-20304*a^2*b^2*c*g-63552*a^2*b^2* c*p-18624*a^2*b^2*c*q-31920*a^2*b^2*c*r-21064*a^2*b^2*g*p-4288*a^2*b^2*g*q-\ 24428*a^2*b^2*g*r-17672*a^2*b^2*p*q-23772*a^2*b^2*p*r-7884*a^2*b^2*q*r+89448*a^ 2*b^2*r*x-74192*a^2*b*c^2*g-140048*a^2*b*c^2*p-51648*a^2*b*c^2*q-39008*a^2*b*c^ 2*r-18752*a^2*b*c*g^2-92256*a^2*b*c*p^2-12120*a^2*b*c*q^2+25248*a^2*b*c*r^2-\ 20236*a^2*b*g^2*p-4756*a^2*b*g^2*q-25092*a^2*b*g^2*r-43800*a^2*b*g*p^2-4592*a^2 *b*g*q^2+7884*g*p^2*q^3*x+2745*g*p^2*q^2*r^2+3366*g*p^2*q*r^3-22758*g*p^2*r^3*x -13061*g*p^2*r^2*x^2+6*g*p*q^4*r+2106*g*p*q^4*x+684*g*p*q^3*r^2+1656*g*p*q^2*r^ 3+690*g*p*q*r^4-15496*g*p*r^4*x+4065*g*p*r^3*x^2+780*g*q^4*r*x-490*g*q^3*r^2*x-\ 20699*g*q^3*r*x^2-7404*g*q^2*r^3*x-13061*g*q^2*r^2*x^2-9984*g*q*r^4*x+4065*g*q* r^3*x^2-1678*p^4*q*r*x-2332*p^3*q^2*r*x-10724*p^3*q*r^2*x-10424*p^3*q*r*x^2-\ 1308*p^2*q^3*r*x-11112*p^2*q^2*r^2*x-15636*p^2*q^2*r*x^2-15522*p^2*q*r^3*x+2940 *p^2*q*r^2*x^2-142*p*q^4*r*x-4092*p*q^3*r^2*x-10424*p*q^3*r*x^2-10578*p*q^2*r^3 *x+2940*p*q^2*r^2*x^2-9184*p*q*r^4*x+16436*p*q*r^3*x^2-17824*a^3*b*c*g-59184*a^ 3*b*c*p-21456*a^3*b*c*q-27584*a^3*b*c*r-20312*a^3*b*g*p-5728*a^3*b*g*q-21196*a^ 3*b*g*r-19320*a^3*b*p*q-17096*c*q^2*r^3*x-2290*c*q^2*r^2*x^2-18204*c*q*r^4*x+ 29458*c*q*r^3*x^2+86*g^4*p*q*r+5904*g^4*p*q*x+5872*g^4*p*r*x+3588*g^4*q*r*x+876 *g^3*p^2*q*r+16974*g^3*p^2*q*x+10019*g^3*p^2*r*x+255*g^3*p*q^2*r+10818*g^3*p*q^ 2*x+2972*g^3*p*q*r^2+292*g^3*p*r^2*x-28281*g^3*p*r*x^2+4555*g^3*q^2*r*x+1222*g^ 3*q*r^2*x-28281*g^3*q*r*x^2+1571*g^2*p^3*q*r+18384*g^2*p^3*q*x+6291*g^2*p^3*r*x +956*g^2*p^2*q^2*r+19584*g^2*p^2*q^2*x+5403*g^2*p^2*q*r^2-10365*g^2*p^2*r^2*x-\ 40442*g^2*p^2*r*x^2+107*g^2*p*q^3*r+7728*g^2*p*q^3*x+2383*g^2*p*q^2*r^2+3981*g^ 2*p*q*r^3-16965*g^2*p*r^3*x-27729*g^2*p*r^2*x^2+2753*g^2*q^3*r*x-501*g^2*q^2*r^ 2*x-40442*g^2*q^2*r*x^2-8255*g^2*q*r^3*x-27729*g^2*q*r^2*x^2+978*g*p^4*q*r+7614 *g*p^4*q*x+626*g*p^4*r*x+990*g*p^3*q^2*r+11556*g*p^3*q^2*x+3558*g*p^3*q*r^2-\ 12322*g*p^3*r^2*x-20699*g*p^3*r*x^2+342*g*p^2*q^3*r-24702*c*g^2*r^3*x-63254*c*g ^2*r^2*x^2-1560*c*g*p^4*q+2937*c*g*p^4*r+20592*c*g*p^4*x-1728*c*g*p^3*q^2+11400 *c*g*p^3*r^2-744*c*g*p^2*q^3+11658*c*g*p^2*r^3-84*c*g*p*q^4+3324*c*g*p*r^4-3*c* g*q^4*r+2592*c*g*q^4*x+910*c*g*q^3*r^2+2760*c*g*q^2*r^3+1484*c*g*q*r^4-27694*c* g*r^4*x+1752*c*g*r^3*x^2+1624*c*p^4*q*r+9744*c*p^4*q*x-2568*c*p^4*r*x+1752*c*p^ 3*q^2*r+14976*c*p^3*q^2*x+4724*c*p^3*q*r^2-26604*c*p^3*r^2*x-28406*c*p^3*r*x^2+ 712*c*p^2*q^3*r+10464*c*p^2*q^3*x+3866*c*p^2*q^2*r^2+3468*c*p^2*q*r^3-41516*c*p ^2*r^3*x-2290*c*p^2*r^2*x^2+64*c*p*q^4*r+2976*c*p*q^4*x+1080*c*p*q^3*r^2+1900*c *p*q^2*r^3-260*c*p*q*r^4-25492*c*p*r^4*x+29458*c*p*r^3*x^2+684*c*q^4*r*x-3964*c *q^3*r^2*x-28406*c*q^3*r*x^2+5800*c^2*p^3*q*r+45888*c^2*p^3*q*x-3868*c^2*p^3*r* x+4116*c^2*p^2*q^2*r+50400*c^2*p^2*q^2*x+14140*c^2*p^2*q*r^2-72640*c^2*p^2*r^2* x-107892*c^2*p^2*r*x^2+840*c^2*p*q^3*r+21312*c^2*p*q^3*x+6856*c^2*p*q^2*r^2+ 7808*c^2*p*q*r^3-79556*c^2*p*r^3*x-20920*c^2*p*r^2*x^2+3356*c^2*q^3*r*x-21872*c ^2*q^2*r^2*x-107892*c^2*q^2*r*x^2-50492*c^2*q*r^3*x-20920*c^2*q*r^2*x^2-1152*c* g^4*p*q+165*c*g^4*p*r+15444*c*g^4*p*x-45*c*g^4*q*r+9180*c*g^4*q*x+10312*c*g^4*r *x-3410*c*g^3*p^2*q+2737*c*g^3*p^2*r+43512*c*g^3*p^2*x-1370*c*g^3*p*q^2+10199*c *g^3*p*r^2+213*c*g^3*q^2*r+16488*c*g^3*q^2*x+5549*c*g^3*q*r^2+3190*c*g^3*r^2*x-\ 60014*c*g^3*r*x^2-3836*c*g^2*p^3*q+4803*c*g^2*p^3*r+47484*c*g^2*p^3*x-2812*c*g^ 2*p^2*q^2+17518*c*g^2*p^2*r^2-620*c*g^2*p*q^3+14123*c*g^2*p*r^3+69*c*g^2*q^3*r+ 10980*c*g^2*q^3*x+3860*c*g^2*q^2*r^2+7113*c*g^2*q*r^3-36149*b*g*p*q*r+291192*c* p*q*r*x+156308*g*p*q*r*x-156308*g*p*q*r*x^2-63692*a*b*c*q*r+472264*a*b*c*r*x-\ 36190*a*b*g*q*r+152964*a*b*g*r*x-51696*a*b*p*q*r-46658*b*c*g*q*r-59754*b*c*p*q* r+68891*b*g^2*q*r*x-6201*b*g*p^2*q*r-3591*b*g*p*q^2*r+14191*b*g*p*q*r^2+69870*b *g*p*r^2*x-184770*b*g*p*r*x^2+44487*b*g*q^2*r*x+48376*b*g*q*r^2*x-184770*b*g*q* r*x^2+72978*b*p^2*q*r*x+22012*b*p*q*r^2*x-186888*b*p*q*r*x^2-15522*c^2*g*p*q*r+ 215784*c^2*p*q*r*x-14024*c*g^2*p*q*r+220270*c*g^2*p*r*x+135910*c*g^2*q*r*x-6912 *c*g*p^2*q*r-5480*c*g*p*q^2*r+29200*c*g*p*q*r^2+72520*c*g*p*r^2*x-339196*c*g*p* r*x^2+66756*c*g*q*r^2*x-339196*c*g*q*r*x^2+4580*c*p*q*r^2*x-291192*c*p*q*r*x^2+ 80884*g^2*p*q*r*x+26122*g*p*q*r^2*x+71994*b^2*g*q*r*x-84648*b*c^2*g*p*q-39014*b *c^2*g*p*r-17682*b*c^2*g*q*r-10372*b*c^2*p*q*r-40212*b*c*g^2*p*q-33965*b*c*g^2* p*r-14237*b*c*g^2*q*r+216242*b*c*g^2*r*x-58158*b*c*g*p^2*q-20861*b*c*g*p^2*r-\ 19658*b*c*g*p*q^2+52516*b*c*g*p*r^2-5115*b*c*g*q^2*r+26978*b*c*g*q*r^2+141374*b *c*g*r^2*x-385152*b*c*g*r*x^2-2786*b*c*p^2*q*r-3942*b*c*p*q^2*r+30522*b*c*p*q*r ^2+65220*b*c*p*r^2*x-409572*b*c*p*r*x^2+66760*b*c*q*r^2*x-409572*b*c*q*r*x^2-\ 9158*b*g^2*p*q*r+128477*b*g^2*p*r*x+162350*a*c*g*r^2*x-385152*a*c*g*r*x^2-1590* a*c*p^2*q*r-3602*a*c*p*q^2*r+42582*a*c*p*q*r^2+67092*a*c*p*r^2*x-409572*a*c*p*r *x^2+68632*a*c*q*r^2*x-409572*a*c*q*r*x^2-14442*a*g^2*p*q*r+146779*a*g^2*p*r*x+ 87193*a*g^2*q*r*x-9495*a*g*p^2*q*r+150687*a*g*p^2*r*x-5673*a*g*p*q^2*r+16561*a* g*p*q*r^2+82130*a*g*p*r^2*x-184770*a*g*p*r*x^2+60636*a*g*q*r^2*x-184770*a*g*q*r *x^2+59886*a*p*q^2*r*x+21556*a*p*q*r^2*x-186888*a*p*q*r*x^2-37636*b^2*c*g*p*q-\ 32632*b^2*c*g*p*r-12240*b^2*c*g*q*r-11610*b^2*c*p*q*r-8411*b^2*g*p*q*r+20384*a* b*g*p*r^2-4831*a*b*g*q^2*r+14332*a*b*g*q*r^2+120652*a*b*g*r^2*x-152964*a*b*g*r* x^2-6688*a*b*p^2*q*r-4516*a*b*p*q^2*r+18252*a*b*p*q*r^2+85560*a*b*p*r^2*x-\ 225836*a*b*p*r*x^2+62240*a*b*q*r^2*x-225836*a*b*q*r*x^2-117816*a*c^2*g*p*q-\ 55974*a*c^2*g*p*r-25154*a*c^2*g*q*r-10740*a*c^2*p*q*r-56940*a*c*g^2*p*q-47813*a *c*g^2*p*r-20357*a*c*g^2*q*r+243506*a*c*g^2*r*x-79334*a*c*g*p^2*q-30761*a*c*g*p ^2*r-32394*a*c*g*p*q^2+55620*a*c*g*p*r^2-7567*a*c*g*q^2*r+29826*a*c*g*q*r^2-\ 12680*a*b^2*p*q*r+187600*a*b^2*p*r*x-204600*a*b*c^2*g*p-69960*a*b*c^2*g*q-69928 *a*b*c^2*g*r-115344*a*b*c^2*p*q-46172*a*b*c^2*p*r-20468*a*b*c^2*q*r+570032*a*b* c^2*r*x-86840*a*b*c*g^2*p-26072*a*b*c*g^2*q-56104*a*b*c*g^2*r-136276*a*b*c*g*p^ 2-14500*a*b*c*g*q^2+46968*a*b*c*g*r^2-76724*a*b*c*p^2*q-23526*a*b*c*p^2*r-28892 *a*b*c*p*q^2+64560*a*b*c*p*r^2-6330*a*b*c*q^2*r+30704*a*b*c*q*r^2+175936*a*b*c* r^2*x-472264*a*b*c*r*x^2-24532*a*b*g^2*p*q-35399*a*b*g^2*p*r-13705*a*b*g^2*q*r+ 118700*a*b*g^2*r*x-41798*a*b*g*p^2*q-27145*a*b*g*p^2*r-14570*a*b*g*p*q^2-84648* a^2*b*c*p*q-56500*a^2*b*c*p*r-22384*a^2*b*c*q*r-37880*a^2*b*g*p*q-47862*a^2*b*g *p*r-18004*a^2*b*g*q*r-16616*a^2*b*p*q*r+131732*a^2*b*q*r*x-83668*a^2*c*g*p*q-\ 60484*a^2*c*g*p*r-25444*a^2*c*g*q*r-16278*a^2*c*p*q*r-18813*a^2*g*p*q*r+194046* a^2*g*p*r*x-90624*a*b^2*c*g*p-24264*a*b^2*c*g*q-52904*a*b^2*c*g*r-53760*a*b^2*c *p*q-45404*a*b^2*c*p*r-16376*a*b^2*c*q*r-23000*a*b^2*g*p*q-35348*a*b^2*g*p*r-\ 12262*a*b^2*g*q*r-62542*c*g*p^2*r^2*x-144622*c*g*p^2*r*x^2+634*c*g*p*q^3*r+ 28368*c*g*p*q^3*x+8702*c*g*p*q^2*r^2+12602*c*g*p*q*r^3-80668*c*g*p*r^3*x-69638* c*g*p*r^2*x^2+8160*c*g*q^3*r*x-12102*c*g*q^2*r^2*x-144622*c*g*q^2*r*x^2-45956*c *g*q*r^3*x-69638*c*g*q*r^2*x^2-7020*c*p^3*q*r*x-5652*c*p^2*q^2*r*x-57172*c*p^2* q*r^2*x-85218*c*p^2*q*r*x^2-516*c*p*q^3*r*x-34532*c*p*q^2*r^2*x-85218*c*p*q^2*r *x^2-58612*c*p*q*r^3*x-4580*c*p*q*r^2*x^2+14574*g^3*p*q*r*x+15335*g^2*p^2*q*r*x +11797*g^2*p*q^2*r*x-10866*g^2*p*q*r^2*x-80884*g^2*p*q*r*x^2+2658*g*p^3*q*r*x+ 4218*g*p^2*q^2*r*x-25134*g*p^2*q*r^2*x-62097*g*p^2*q*r*x^2+2966*g*p*q^3*r*x-\ 13302*g*p*q^2*r^2*x-62097*g*p*q^2*r*x^2-30162*g*p*q*r^3*x-26122*g*p*q*r^2*x^2-\ 123624*a^2*b*c*g*p-40728*a^2*b*c*g*q-69132*a^2*b*c*g*r+245376*c^3*g*p*q*x+77072 *c^3*g*p*r*x+63152*c^3*g*q*r*x+13024*c^3*p*q*r*x+9684*c^2*g^2*p*q*r+194112*c^2* g^2*p*q*x+90948*c^2*g^2*p*r*x+66812*c^2*g^2*q*r*x+15268*c^2*g*p^2*q*r+193536*c^ 2*g*p^2*q*x+47332*c^2*g*p^2*r*x+5404*c^2*g*p*q^2*r+129600*c^2*g*p*q^2*x+32510*c ^2*g*p*q*r^2-99192*c^2*g*p*r^2*x-330100*c^2*g*p*r*x^2+34028*c^2*g*q^2*r*x-45640 *c^2*g*q*r^2*x-330100*c^2*g*q*r*x^2-4380*c^2*p^2*q*r*x+2844*c^2*p*q^2*r*x-94512 *c^2*p*q*r^2*x-215784*c^2*p*q*r*x^2+2200*c*g^3*p*q*r+60000*c*g^3*p*q*x+39552*c* g^3*p*r*x+26576*c*g^3*q*r*x+6965*c*g^2*p^2*q*r+105948*c*g^2*p^2*q*x+42858*c*g^2 *p^2*r*x+2231*c*g^2*p*q^2*r+69444*c*g^2*p*q^2*x+17914*c*g^2*p*q*r^2-28104*c*g^2 *p*r^2*x-178090*c*g^2*p*r*x^2+23714*c*g^2*q^2*r*x-8844*c*g^2*q*r^2*x-178090*c*g ^2*q*r*x^2+6514*c*g*p^3*q*r+64368*c*g*p^3*q*x+11024*c*g*p^3*r*x+4214*c*g*p^2*q^ 2*r+69552*c*g*p^2*q^2*x+19192*c*g*p^2*q*r^2+27906*p^2*r^2*x-51940*p^2*r*x^2-\ 1160*p*q^3*r+1172*p*q^2*r^2+6324*p*q*r^3+7494*p*r^3*x-48208*p*r^2*x^2+16698*q^2 *r^2*x-51940*q^2*r*x^2+10454*q*r^3*x-48208*q*r^2*x^2+3332*a*b^2*q-26592*a*b^2*r -608*a*b*q^2-13674*a*b*r^2-20486*a*c*r^2-12362*a*g*r^2-236992*c^2*r*x^2-18818*c *g^3*r+4949*c*g^2*r^2-868*c*g*q^3+19117*c*g*r^3+13082*c*p^2*r^2-3336*c*p*q^3+ 22152*c*p*r^3-1264*c*q^3*r+2022*c*q^2*r^2+9720*c*q*r^3+25160*c*r^3*x-102536*c*r ^2*x^2-12158*g^3*p*r-4259*g^3*q*r+15432*g^3*r*x-21103*g^2*p^2*r-2504*g^2*p*r^2-\ 2596*g^2*q^2*r+2293*g^2*q*r^2+35674*g^2*r^2*x-17752*g^2*r*x^2-12440*g*p^3*r+ 1584*g*p^2*r^2-1596*g*p*q^3+9896*g*p*r^3-668*g*q^3*r+1142*g*q^2*r^2+4726*g*q*r^ 3+22900*g*r^3*x-42316*g*r^2*x^2-3638*p^2*q^2*r+4380*p^2*q*r^2-10504*b*c^2*q^2+ 14724*b*c^2*r^2-544*b*c*q^3+19420*b*c*r^3-234*b*g^3*q-11527*b*g^3*r-574*b*g^2*q ^2+1196*b*g^2*r^2-76*b*g*q^3+9953*b*g*r^3-9572*b*p^2*q^2+3638*b*p^2*r^2-1028*b* p*q^3+10950*b*p*r^3-480*b*q^3*r+1068*b*q^3*x+1154*b*q^2*r^2+4468*b*q*r^3+25754* b*r^3*x-52692*b*r^2*x^2+245008*c^3*r*x+13964*c^2*g*r^2+18884*c^2*p*r^2-8386*c^2 *q^2*r+9596*c^2*q*r^2+125232*c^2*r^2*x-2629*a*g^2*r^2-640*a*g*q^3+8242*a*g*r^3-\ 14130*a*p^3*r+4072*a*p^2*r^2-2908*a*p*q^3+13286*a*p*r^3-1148*a*q^3*r+948*a*q^2* r^2+5716*a*q*r^3+29110*a*r^3*x-52692*a*r^2*x^2-6640*b^3*c*g-24656*b^3*c*p-2800* b^3*c*q-13660*b^3*c*r-6772*b^3*g*p+104*b^3*g*q-8632*b^3*g*r-3556*b^3*p*q-11172* b^3*p*r-2184*b^3*q*r-10044*b^3*q*x-22856*b^2*c^2*q-43340*b^2*c^2*r-2160*b^2*c*q ^2+1478*b^2*c*r^2-244*b^2*g^2*q-16582*b^2*g^2*r-292*b^2*g*q^2-96*b^2*g*r^2-\ 17812*b^2*p^2*q-21134*b^2*p^2*r-3260*b^2*p*q^2-3124*b^2*p*r^2-1616*b^2*q^2*r-\ 720*b^2*q^2*x+1560*b^2*q*r^2+45176*b^2*r^2*x-30296*b^2*r*x^2-4172*a^2*b*q^2-\ 9900*a^2*b*r^2-3630*a^2*c*r^2-25376*a^2*g^2*r-9304*a^2*g*r^2-36890*a^2*p^2*r-\ 7342*a^2*p*r^2-6332*a^2*q^2*r-366*a^2*q*r^2+63132*a^2*r^2*x-30296*a^2*r*x^2-\ 7488*a*b^3*c+5344*a*b^3*g-9504*a*b^3*p+328*a*b^3*q-10212*a*b^3*r-728*a*b^2*q^2-\ 4850*a*b^2*r^2-360*a*b*q^3+8294*a*b*r^3+14184*a*c^2*r^2-2232*a*c*q^3+21850*a*c* r^3-13391*a*g^3*r-38*g*q^4*r+828*g*q^4*x+370*g*q^3*r^2+1767*g*q^2*r^3+2020*g*q* r^4-5523*g*r^4*x-22900*g*r^3*x^2+724*p^4*q*r+4004*p^4*r*x+636*p^3*q^2*r+3952*p^ 3*q*r^2-4188*p^3*r^2*x-21086*p^3*r*x^2+124*p^2*q^3*r+2898*p^2*q^2*r^2+4632*p^2* q*r^3-14064*p^2*r^3*x-22302*p^2*r^2*x^2-44*p*q^4*r+2388*p*q^4*x+636*p*q^3*r^2+ 2160*p*q^2*r^3+1744*p*q*r^4-11248*p*r^4*x-8974*p*r^3*x^2+1208*q^4*r*x+2228*q^3* r^2*x-21086*q^3*r*x^2-2372*q^2*r^3*x-22302*q^2*r^2*x^2-6440*q*r^4*x-8974*q*r^3* x^2-21978*a^3*g*r-32642*a^3*p*r-2024*a^2*b^2*q-24716*a^2*b^2*r+15988*c*g^2*r^3-\ 9050*c*g*p^4-50*c*g*q^4+8339*c*g*r^4-3552*c*p^4*q+1568*c*p^4*r-3888*c*p^3*q^2+ 12040*c*p^3*r^2-1632*c*p^2*q^3+15432*c*p^2*r^3-168*c*p*q^4+6656*c*p*r^4-58*c*q^ 4*r+2448*c*q^4*x+720*c*q^3*r^2+3222*c*q^2*r^3+3012*c*q*r^4-17646*c*r^4*x-25160* c*r^3*x^2-1204*g^4*p*q-1954*g^4*p*r-812*g^4*q*r+1404*g^4*q*x+5932*g^4*r*x-4636* g^3*p^2*q-3316*g^3*p^2*r-1558*g^3*p*q^2+2644*g^3*p*r^2-584*g^3*q^2*r+5766*g^3*q ^2*x+2179*g^3*q*r^2+12974*g^3*r^2*x-15432*g^3*r*x^2-6042*g^2*p^3*q-2012*g^2*p^3 *r-4084*g^2*p^2*q^2+6555*g^2*p^2*r^2-714*g^2*p*q^3+8474*g^2*p*r^3-243*g^2*q^3*r +4314*g^2*q^3*x+1623*g^2*q^2*r^2+4119*g^2*q*r^3+6871*g^2*r^3*x-35674*g^2*r^2*x^ 2-2844*g*p^4*q+39*g*p^4*r+16140*g*p^4*x-3024*g*p^3*q^2+6286*g*p^3*r^2-1188*g*p^ 2*q^3+9444*g*p^2*r^3-90*g*p*q^4+4776*g*p*r^4-7346*b*r^4*x-27432*b*r^3*x^2-45280 *c^4*g*p-17344*c^4*g*q-5068*c^4*g*r-21792*c^4*p*q+200*c^4*p*r-520*c^4*q*r+ 102160*c^4*r*x-47536*c^3*g^2*p-17152*c^3*g^2*q-11598*c^3*g^2*r-57144*c^3*g*p^2-\ 7896*c^3*g*q^2+30588*c^3*g*r^2-26808*c^3*p^2*q+2238*c^3*p^2*r-11256*c^3*p*q^2+ 34876*c^3*p*r^2-890*c^3*q^2*r+16124*c^3*q*r^2+24840*c^3*r^2*x-245008*c^3*r*x^2-\ 22064*c^2*g^3*p-7352*c^2*g^3*q-9565*c^2*g^3*r-46588*c^2*g^2*p^2-5548*c^2*g^2*q^ 2+22520*c^2*g^2*r^2-33288*c^2*g*p^3-1320*c^2*g*q^3+28739*c^2*g*r^3-14672*c^2*p^ 3*q+3204*c^2*p^3*r-10776*c^2*p^2*q^2+31110*c^2*p^2*r^2-2384*c^2*p*q^3+27760*c^2 *p*r^3-408*c^2*q^3*r+5726*c^2*q^2*r^2+13228*c^2*q*r^3-26044*c^2*r^3*x-125232*c^ 2*r^2*x^2-4382*c*g^4*p-1250*c*g^4*q-3458*c*g^4*r-14938*c*g^3*p^2-1426*c*g^3*q^2 +7003*c*g^3*r^2-18786*c*g^2*p^3-534*c*g^2*q^3-5247*b^2*g^3*r-12468*b^2*g^3*x-\ 11306*b^2*g^2*p^2-392*b^2*g^2*q^2+4340*b^2*g^2*r^2-10518*b^2*g*p^3+8362*b^2*g*r ^3-5512*b^2*p^3*q-1340*b^2*p^3*r-3080*b^2*p^2*q^2+7606*b^2*p^2*r^2+8640*b^2*p*r ^3+948*b^2*q^3*x+998*b^2*q^2*r^2+2946*b^2*q*r^3+9594*b^2*r^3*x-54154*b^2*r^2*x^ 2-35904*b*c^4*g-45392*b*c^4*p-16592*b*c^4*q-3232*b*c^4*r-33728*b*c^3*g^2-56112* b*c^3*p^2-6832*b*c^3*q^2+31856*b*c^3*r^2-13136*b*c^2*g^3-31892*b*c^2*p^3-948*b* c^2*q^3+28808*b*c^2*r^3-1692*b*c*g^4-8404*b*c*p^4+8026*b*c*r^4-1510*b*g^4*p-222 *b*g^4*q-2604*b*g^4*r-5304*b*g^4*x-7138*b*g^3*p^2-354*b*g^3*q^2+3272*b*g^3*r^2-\ 10264*b*g^2*p^3-116*b*g^2*q^3+9345*b*g^2*r^3-5492*b*g*p^4+5341*b*g*r^4-2484*b*p ^4*q+506*b*p^4*r-2556*b*p^3*q^2+6966*b*p^3*r^2-924*b*p^2*q^3+9702*b*p^2*r^3+ 4610*b*p*r^4+264*b*q^4*x+298*b*q^3*r^2+1544*b*q^2*r^3+1782*b*q*r^4-3012*a*p^4*q +748*a*p^4*r+18888*a*p^4*x-3348*a*p^3*q^2+8730*a*p^3*r^2-1452*a*p^2*q^3+12222*a *p^2*r^3-168*a*p*q^4+5986*a*p*r^4-58*a*q^4*r+2088*a*q^4*x+598*a*q^3*r^2+2516*a* q^2*r^3+2658*a*q*r^4-8974*a*r^4*x-27432*a*r^3*x^2-1408*b^4*c*g-3936*b^4*c*p-\ 1832*b^4*c*r+8784*b^4*c*x-1128*b^4*g*p-7512*b^4*g*x-1632*b^4*p*r+6192*b^4*p*x-\ 1608*b^4*q*x+8408*b^4*r*x-13200*b^3*c^2*g-23232*b^3*c^2*p-5072*b^3*c^2*q-7072*b ^3*c^2*r-3696*b^3*c*g^2-15776*b^3*c*p^2+3396*b^3*c*r^2-3072*b^3*g^2*p-288*b^3*g ^2*q-4512*b^3*g^2*r-14004*b^3*g^2*x-7152*b^3*g*p^2+1736*b^3*g*r^2-3756*b^3*p^2* q-3480*b^3*p^2*r+1404*b^3*p*r^2+516*b^3*q^2*x+940*b^3*q*r^2+18768*b^3*r^2*x-\ 31596*b^3*r*x^2-34800*b^2*c^3*g-49824*b^2*c^3*p-15216*b^2*c^3*q-8752*b^2*c^3*r-\ 21280*b^2*c^2*g^2-48088*b^2*c^2*p^2-3584*b^2*c^2*q^2+20316*b^2*c^2*r^2-3788*b^2 *c*g^3-19036*b^2*c*p^3+14362*b^2*c*r^3-3268*b^2*g^3*p-428*b^2*g^3*q+10262*a^2*g *r^3-9912*a^2*p^3*q-1316*a^2*p^3*r+51516*a^2*p^3*x-7616*a^2*p^2*q^2+13722*a^2*p ^2*r^2-1864*a^2*p*q^3+15024*a^2*p*r^3-388*a^2*q^3*r+3062*a^2*q^2*r^2+6970*a^2*q *r^3+7982*a^2*r^3*x-54154*a^2*r^2*x^2-1728*a*b^4*c+432*a*b^4*g-1600*a*b^4*p-\ 1792*a*b^4*r-9984*a*b^4*x-17024*a*b^3*c^2+968*a*b^3*g^2-9944*a*b^3*p^2+380*a*b^ 3*r^2-45312*a*b^2*c^3+976*a*b^2*g^3-13976*a*b^2*p^3+7874*a*b^2*r^3-46848*a*b*c^ 4+456*a*b*g^4-6692*a*b*p^4+6424*a*b*r^4-44064*a*c^4*g-57680*a*c^4*p-23888*a*c^4 *q-3264*a*c^4*r-40304*a*c^3*g^2-70576*a*c^3*p^2-11856*a*c^3*q^2+39792*a*c^3*r^2 -15320*a*c^2*g^3-39492*a*c^2*p^3-2324*a*c^2*q^3+35444*a*c^2*r^3-1884*a*c*g^4-\ 10160*a*c*p^4-136*a*c*q^4+10172*a*c*r^4-1944*a*g^4*p-388*a*g^4*q-3002*a*g^4*r-\ 9174*a*g^3*p^2-826*a*g^3*q^2+2436*a*g^3*r^2-13028*a*g^2*p^3-424*a*g^2*q^3+9168* a*g^2*r^3-6794*a*g*p^4-50*a*g*q^4+6372*a*g*r^4-30912*a^3*c^2*g-60656*a^3*c^2*p-\ 25536*a^3*c^2*q-14720*a^3*c^2*r-7488*a^3*c*g^2-39680*a^3*c*p^2-7328*a^3*c*q^2+ 10176*a^3*c*r^2-9036*a^3*g^2*p-2688*a^3*g^2*q-9790*a^3*g^2*r-19096*a^3*g*p^2-\ 3024*a^3*g*q^2-356*a^3*g*r^2-13424*a^3*p^2*q-6302*a^3*p^2*r+55692*a^3*p^2*x-\ 6156*a^3*p*q^2+6086*a^3*p*r^2-1330*a^3*q^2*r+3814*a^3*q*r^2+28868*a^3*r^2*x-\ 31596*a^3*r*x^2-6336*a^2*b^3*c+1520*a^2*b^3*g-6432*a^2*b^3*p-896*a^2*b^3*q-6624 *a^2*b^3*r-38560*a^2*b^2*c^2+2280*a^2*b^2*g^2-22432*a^2*b^2*p^2-1624*a^2*b^2*q^ 2+448*a^2*b^2*r^2-61920*a^2*b*c^3+1432*a^2*b*g^3-18520*a^2*b*p^3-680*a^2*b*q^3+ 10834*a^2*b*r^3-56112*a^2*c^3*g-85920*a^2*c^3*p-35952*a^2*c^3*q-11632*a^2*c^3*r -32272*a^2*c^2*g^2-81008*a^2*c^2*p^2-14248*a^2*c^2*q^2+35408*a^2*c^2*r^2-5228*a ^2*c*g^3-30968*a^2*c*p^3-2032*a^2*c*q^3+23730*a^2*c*r^3-5930*a^2*g^3*p-1474*a^2 *g^3*q-7647*a^2*g^3*r-19934*a^2*g^2*p^2-2468*a^2*g^2*q^2+1769*a^2*g^2*r^2-17688 *a^2*g*p^3-930*a^2*g*q^3+168*p^3*q^3*r+1440*p^3*q^3*x+624*p^3*q^2*r^2+368*p^3*q *r^3-6822*p^3*r^3*x+980*p^3*r^2*x^2+42*p^2*q^4*r+720*p^2*q^4*x+320*p^2*q^3*r^2+ 360*p^2*q^2*r^3-288*p^2*q*r^4-5946*p^2*r^4*x+8218*p^2*r^3*x^2+144*p*q^5*x+56*p* q^4*r^2+136*p*q^3*r^3-144*p*q^2*r^4-472*p*q*r^5-2412*p*r^5*x+8844*p*r^4*x^2+74* q^5*r*x-194*q^4*r^2*x-2606*q^4*r*x^2-1878*q^3*r^3*x+980*q^3*r^2*x^2-3238*q^2*r^ 4*x+8218*q^2*r^3*x^2+8844*q*r^4*x^2-6624*a^4*b*c+1584*a^4*b*g-7696*a^4*b*p-2560 *a^4*b*q-6976*a^4*b*r-5584*a^4*c*g-19584*a^4*c*p-8208*a^4*c*q-8360*a^4*c*r-6896 *a^4*g*p-2400*a^4*g*q-6480*a^4*g*r-7112*a^4*p*q-6364*a^4*p*r+17064*a^4*p*x-2476 *a^4*q*r+21408*a^4*r*x-9600*a^3*b^2*c+2288*a^3*b^2*g-10496*a^3*b^2*p-2592*a^3*b ^2*q-10080*a^3*b^2*r-35264*a^3*b*c^2+2168*a^3*b*g^2-20760*a^3*b*p^2-2816*a^3*b* q^2-180*a^3*b*r^2+1636*g^4*r^2*x-5932*g^4*r*x^2-702*g^3*p^3*q+620*g^3*p^3*r+ 7710*g^3*p^3*x-500*g^3*p^2*q^2+2890*g^3*p^2*r^2-102*g^3*p*q^3+2712*g^3*p*r^3-g^ 3*q^3*r+1554*g^3*q^3*x+723*g^3*q^2*r^2+1394*g^3*q*r^3-1729*g^3*r^3*x-12974*g^3* r^2*x^2-528*g^2*p^4*q+727*g^2*p^4*r+5928*g^2*p^4*x-576*g^2*p^3*q^2+3292*g^2*p^3 *r^2-240*g^2*p^2*q^3+3834*g^2*p^2*r^3-24*g^2*p*q^4+1540*g^2*p*r^4-5*g^2*q^4*r+ 600*g^2*q^4*x+272*g^2*q^3*r^2+851*g^2*q^2*r^3+677*g^2*q*r^4-6237*g^2*r^4*x-6871 *g^2*r^3*x^2-144*g*p^5*q+324*g*p^5*r+1890*g*p^5*x-216*g*p^4*q^2+1467*g*p^4*r^2-\ 8484*g*p^4*x^2-144*g*p^3*q^3+1908*g*p^3*r^3-36*g*p^2*q^4+702*g*p^2*r^4-288*g*p* r^5+54*g*q^5*x+30*g*q^4*r^2-8484*g*q^4*x^2+198*g*q^3*r^3+117*g*q^2*r^4-240*g*q* r^5-3796*g*r^5*x+5523*g*r^4*x^2+168*p^5*q*r+720*p^5*q*x-438*p^5*r*x+252*p^4*q^2 *r+1440*p^4*q^2*x+512*p^4*q*r^2-3510*p^4*r^2*x-2606*p^4*r*x^2+14544*c^2*p^4*x-\ 864*c^2*p^3*q^2+8056*c^2*p^3*r^2-384*c^2*p^2*q^3+6756*c^2*p^2*r^3-48*c^2*p*q^4+ 552*c^2*p*r^4+22*c^2*q^4*r+2256*c^2*q^4*x+772*c^2*q^3*r^2+1876*c^2*q^2*r^3+236* c^2*q*r^4-25328*c^2*r^4*x+26044*c^2*r^3*x^2-310*c*g^5*p-106*c*g^5*q-226*c*g^5*r +1224*c*g^5*x-1266*c*g^4*p^2-162*c*g^4*q^2+2457*c*g^4*r^2-2134*c*g^3*p^3-94*c*g ^3*q^3+5328*c*g^3*r^3-1626*c*g^2*p^4-18*c*g^2*q^4+3034*c*g^2*r^4-492*c*g*p^5-\ 363*c*g*r^5-96*c*p^5*q+520*c*p^5*r+2400*c*p^5*x-144*c*p^4*q^2+1880*c*p^4*r^2-96 *c*p^3*q^3+1840*c*p^3*r^3-24*c*p^2*q^4-200*c*p^2*r^4-1144*c*p*r^5+144*c*q^5*x+ 58*c*q^4*r^2+272*c*q^3*r^3-70*c*q^2*r^4-724*c*q*r^5-5612*c*r^5*x+17646*c*r^4*x^ 2-90*g^5*p*q-88*g^5*p*r+852*g^5*p*x-49*g^5*q*r+420*g^5*q*x+1080*g^5*r*x-404*g^4 *p^2*q+126*g^4*p^2*r+4428*g^4*p^2*x-152*g^4*p*q^2+1158*g^4*p*r^2-6*g^4*q^2*r+ 1476*g^4*q^2*x+726*g^4*q*r^2-2496*c^5*p*q+5328*c^5*p*r+55296*c^5*p*x+2384*c^5*q *r+37632*c^5*q*x+8224*c^5*r*x-8192*c^4*g^2*p-3392*c^4*g^2*q+4336*c^4*g^2*r+ 77184*c^4*g^2*x-8640*c^4*g*p^2-1536*c^4*g*q^2+15924*c^4*g*r^2-3552*c^4*p^2*q+ 7928*c^4*p^2*r+68736*c^4*p^2*x-1632*c^4*p*q^2+14600*c^4*p*r^2+1368*c^4*q^2*r+ 31104*c^4*q^2*x+7320*c^4*q*r^2-33376*c^4*r^2*x-102160*c^4*r*x^2-5584*c^3*g^3*p-\ 2224*c^3*g^3*q+1552*c^3*g^3*r+45888*c^3*g^3*x-10208*c^3*g^2*p^2-1664*c^3*g^2*q^ 2+18058*c^3*g^2*r^2-6456*c^3*g*p^3-408*c^3*g*q^3+13552*c^3*g*r^3-2384*c^3*p^3*q +6076*c^3*p^3*r+43392*c^3*p^3*x-1848*c^3*p^2*q^2+15818*c^3*p^2*r^2-464*c^3*p*q^ 3+9488*c^3*p*r^3+316*c^3*q^3*r+12288*c^3*q^3*x+3682*c^3*q^2*r^2+5072*c^3*q*r^3-\ 47624*c^3*r^3*x-24840*c^3*r^2*x^2-1928*c^2*g^4*p-728*c^2*g^4*q-156*c^2*g^4*r+ 12816*c^2*g^4*x-5352*c^2*g^3*p^2-792*c^2*g^3*q^2+9651*c^2*g^3*r^2-5936*c^2*g^2* p^3-320*c^2*g^2*q^3+13196*c^2*g^2*r^3-2534*c^2*g*p^4-38*c^2*g*q^4+3455*c^2*g*r^ 4-768*c^2*p^4*q+2502*c^2*p^4*r+36868*c^3*g*p*r^2+2316*c^3*g*q^2*r+73440*c^3*g*q ^2*x+17900*c^3*g*q*r^2-46792*c^3*g*r^2*x-247304*c^3*g*r*x^2+9684*c^3*p^2*q*r+ 99072*c^3*p^2*q*x+3384*c^3*p^2*r*x+3924*c^3*p*q^2*r+67968*c^3*p*q^2*x+17140*c^3 *p*q*r^2-83632*c^3*p*r^2*x-174088*c^3*p*r*x^2+9640*c^3*q^2*r*x-46128*c^3*q*r^2* x-174088*c^3*q*r*x^2-5064*c^2*g^3*p*q+3768*c^2*g^3*p*r+79128*c^2*g^3*p*x+1204*c ^2*g^3*q*r+49704*c^2*g^3*q*x+36980*c^2*g^3*r*x-9680*c^2*g^2*p^2*q+11418*c^2*g^2 *p^2*r+138096*c^2*g^2*p^2*x-4064*c^2*g^2*p*q^2+30550*c^2*g^2*p*r^2+1266*c^2*g^2 *q^2*r+56016*c^2*g^2*q^2*x+15314*c^2*g^2*q*r^2-15216*c^2*g^2*r^2*x-194412*c^2*g ^2*r*x^2-6056*c^2*g*p^3*q+10164*c^2*g*p^3*r+85824*c^2*g*p^3*x-4548*c^2*g*p^2*q^ 2+31385*c^2*g*p^2*r^2-1064*c^2*g*p*q^3+22142*c^2*g*p*r^3+300*c^2*g*q^3*r+21888* c^2*g*q^3*x+6669*c^2*g*q^2*r^2+11186*c^2*g*q*r^3-66300*c^2*g*r^3*x-87032*c^2*g* r^2*x^2+1010*b*p^4*q*r+7116*b*p^4*q*x-558*b*p^4*r*x+1002*b*p^3*q^2*r+10704*b*p^ 3*q^2*x+3254*b*p^3*q*r^2-15392*b*p^3*r^2*x-22144*b*p^3*r*x^2+326*b*p^2*q^3*r+ 7176*b*p^2*q^3*x+2456*b*p^2*q^2*r^2+2742*b*p^2*q*r^3-26170*b*p^2*r^3*x-10892*b* p^2*r^2*x^2+1824*b*p*q^4*x+574*b*p*q^3*r^2+1330*b*p*q^2*r^3+242*b*p*q*r^4-17276 *b*p*r^4*x+9088*b*p*r^3*x^2+770*b*q^4*r*x-592*b*q^3*r^2*x-22144*b*q^3*r*x^2-\ 8306*b*q^2*r^3*x-10892*b*q^2*r^2*x^2-11120*b*q*r^4*x+9088*b*q*r^3*x^2-8640*c^4* g*p*q+13536*c^4*g*p*r+165600*c^4*g*p*x+5568*c^4*g*q*r+109728*c^4*g*q*x+42992*c^ 4*g*r*x+7664*c^4*p*q*r+99840*c^4*p*q*x+12816*c^4*p*r*x+14256*c^4*q*r*x-9936*c^3 *g^2*p*q+11608*c^3*g^2*p*r+172272*c^3*g^2*p*x+4384*c^3*g^2*q*r+111504*c^3*g^2*q *x+60792*c^3*g^2*r*x-10728*c^3*g*p^2*q+16860*c^3*g*p^2*r+171936*c^3*g*p^2*x-\ 4680*c^3*g*p*q^2-502*b*g^4*p*q-425*b*g^4*p*r+5322*b*g^4*p*x-241*b*g^4*q*r+2478* b*g^4*q*x+6736*b*g^4*r*x-1746*b*g^3*p^2*q+829*b*g^3*p^2*r+21540*b*g^3*p^2*x-606 *b*g^3*p*q^2+5419*b*g^3*p*r^2-24*b*g^3*q^2*r+6408*b*g^3*q^2*x+3164*b*g^3*q*r^2+ 7424*b*g^3*r^2*x-31060*b*g^3*r*x^2-2176*b*g^2*p^3*q+2348*b*g^2*p^3*r+27120*b*g^ 2*p^3*x-1458*b*g^2*p^2*q^2+9845*b*g^2*p^2*r^2-252*b*g^2*p*q^3+8782*b*g^2*p*r^3-\ 16*b*g^2*q^3*r+4368*b*g^2*q^3*x+2254*b*g^2*q^2*r^2+4254*b*g^2*q*r^3-7622*b*g^2* r^3*x-49348*b*g^2*r^2*x^2-996*b*g*p^4*q+1679*b*g*p^4*r+13038*b*g*p^4*x-1044*b*g *p^3*q^2+7002*b*g*p^3*r^2-396*b*g*p^2*q^3+7692*b*g*p^2*r^3+2714*b*g*p*r^4+810*b *g*q^4*x+514*b*g*q^3*r^2+1554*b*g*q^2*r^3+1055*b*g*q*r^4-15166*b*g*r^4*x-15536* b*g*r^3*x^2+32302*b*c^2*g^2*r^2-12088*b*c^2*g*p^3-512*b*c^2*g*q^3+26704*b*c^2*g *r^3-5024*b*c^2*p^3*q+10762*b*c^2*p^3*r+88128*b*c^2*p^3*x-3624*b*c^2*p^2*q^2+ 30510*b*c^2*p^2*r^2-768*b*c^2*p*q^3+20142*b*c^2*p*r^3+246*b*c^2*q^3*r+20016*b*c ^2*q^3*x+5838*b*c^2*q^2*r^2+9750*b*c^2*q*r^3-78844*b*c^2*r^3*x-90284*b*c^2*r^2* x^2-1842*b*c*g^4*p-606*b*c*g^4*q-1114*b*c*g^4*r+7872*b*c*g^4*x-5776*b*c*g^3*p^2 -660*b*c*g^3*q^2+11118*b*c*g^3*r^2-6938*b*c*g^2*p^3-238*b*c*g^2*q^3+17060*b*c*g ^2*r^3-3232*b*c*g*p^4+5476*b*c*g*r^4-1200*b*c*p^4*q+3088*b*c*p^4*r+20388*b*c*p^ 4*x-1296*b*c*p^3*q^2+10856*b*c*p^3*r^2-528*b*c*p^2*q^3+10200*b*c*p^2*r^3+2104*b *c*p*r^4+1980*b*c*q^4*x+724*b*c*q^3*r^2+2252*b*c*q^2*r^3+810*b*c*q*r^4-31748*b* c*r^4*x+9864*b*c*r^3*x^2+5066*b^2*p^3*r*x+804*b^2*p^2*q^2*r+20520*b^2*p^2*q^2*x +5034*b^2*p^2*q*r^2-16522*b^2*p^2*r^2*x-56604*b^2*p^2*r*x^2+7008*b^2*p*q^3*x+ 1730*b^2*p*q^2*r^2-23350*b^2*p*r^3*x-36950*b^2*p*r^2*x^2+2894*b^2*q^3*r*x+746*b ^2*q^2*r^2*x-56604*b^2*q^2*r*x^2-9602*b^2*q*r^3*x-36950*b^2*q*r^2*x^2-17376*b*c ^4*g*p-6912*b*c^4*g*q+10912*b*c^4*g*r+181344*b*c^4*g*x-7776*b*c^4*p*q+14536*b*c ^4*p*r+178944*b*c^4*p*x+5752*b*c^4*q*r+116352*b*c^4*q*x+41792*b*c^4*r*x-18784*b *c^3*g^2*p-7184*b*c^3*g^2*q+7224*b*c^3*g^2*r+168048*b*c^3*g^2*x-21232*b*c^3*g*p ^2-3104*b*c^3*g*q^2+38704*b*c^3*g*r^2-9336*b*c^3*p^2*q+17976*b*c^3*p^2*r+181536 *b*c^3*p^2*x-3864*b*c^3*p*q^2+36288*b*c^3*p*r^2+2224*b*c^3*q^2*r+73536*b*c^3*q^ 2*x+16752*b*c^3*q*r^2-60584*b*c^3*r^2*x-287368*b*c^3*r*x^2-8952*b*c^2*g^3*p-\ 3248*b*c^2*g^3*q+308*b*c^2*g^3*r+64296*b*c^2*g^3*x-17692*b*c^2*g^2*p^2-2340*b*c ^2*g^2*q^2-7040*b^2*c*g*p^3+15904*b^2*c*g*r^3-3256*b^2*c*p^3*q+5548*b^2*c*p^3*r +56028*b^2*c*p^3*x-2084*b^2*c*p^2*q^2+17908*b^2*c*p^2*r^2+13268*b^2*c*p*r^3+ 8196*b^2*c*q^3*x+2382*b^2*c*q^2*r^2+5330*b^2*c*q*r^3-33478*b^2*c*r^3*x-87968*b^ 2*c*r^2*x^2-1008*b^2*g^3*p*q-772*b^2*g^3*p*r+12606*b^2*g^3*p*x-441*b^2*g^3*q*r+ 5310*b^2*g^3*q*x+15952*b^2*g^3*r*x-2598*b^2*g^2*p^2*q+1531*b^2*g^2*p^2*r+37482* b^2*g^2*p^2*x-768*b^2*g^2*p*q^2+8370*b^2*g^2*p*r^2-85*b^2*g^2*q^2*r+9102*b^2*g^ 2*q^2*x+4410*b^2*g^2*q*r^2+12595*b^2*g^2*r^2*x-59350*b^2*g^2*r*x^2-2092*b^2*g*p ^3*q+2555*b^2*g*p^3*r+30348*b^2*g*p^3*x-1262*b^2*g*p^2*q^2+10101*b^2*g*p^2*r^2+ 8641*b^2*g*p*r^3+3120*b^2*g*q^3*x+1784*b^2*g*q^2*r^2+3556*b^2*g*q*r^3-7947*b^2* g*r^3*x-60326*b^2*g*r^2*x^2+1680*b^2*p^3*q*r+20352*b^2*p^3*q*x+842*b^3*g*p^2*r+ 27456*b^3*g*p^2*x+4648*b^3*g*p*r^2+4320*b^3*g*q^2*x+9970*b^3*g*r^2*x-49130*b^3* g*r*x^2+640*b^3*p^2*q*r+21720*b^3*p^2*q*x+13476*b^3*p^2*r*x+11148*b^3*p*q^2*x+ 1892*b^3*p*q*r^2+1244*b^3*p*r^2*x-53222*b^3*p*r*x^2+5240*b^3*q^2*r*x+3980*b^3*q *r^2*x-53222*b^3*q*r*x^2-19280*b^2*c^3*g*p-6768*b^2*c^3*g*q+8528*b^2*c^3*g*r+ 193248*b^2*c^3*g*x-8736*b^2*c^3*p*q+13240*b^2*c^3*p*r+214896*b^2*c^3*p*x+4264*b ^2*c^3*q*r+130320*b^2*c^3*q*x+73544*b^2*c^3*r*x-14432*b^2*c^2*g^2*p-4824*b^2*c^ 2*g^2*q+1912*b^2*c^2*g^2*r+114768*b^2*c^2*g^2*x-18064*b^2*c^2*g*p^2-1888*b^2*c^ 2*g*q^2+30752*b^2*c^2*g*r^2-8408*b^2*c^2*p^2*q+13028*b^2*c^2*p^2*r+167760*b^2*c ^2*p^2*x-2928*b^2*c^2*p*q^2+30304*b^2*c^2*p*r^2+792*b^2*c^2*q^2*r+56496*b^2*c^2 *q^2*x+12084*b^2*c^2*q*r^2-22120*b^2*c^2*r^2*x-285016*b^2*c^2*r*x^2-4068*b^2*c* g^3*p-1236*b^2*c*g^3*q-1924*b^2*c*g^3*r+19272*b^2*c*g^3*x-9232*b^2*c*g^2*p^2-\ 832*b^2*c*g^2*q^2+16500*b^2*c*g^2*r^2-2656*a*q^3*r^2*x-22144*a*q^3*r*x^2-11798* a*q^2*r^3*x-10892*a*q^2*r^2*x^2-13372*a*q*r^4*x+9088*a*q*r^3*x^2-1744*b^4*c*g*p -416*b^4*c*g*r+11760*b^4*c*g*x-40*b^4*c*p*r+25104*b^4*c*p*x+10128*b^4*c*q*x+ 17808*b^4*c*r*x-360*b^4*g*p*r+7080*b^4*g*p*x+1488*b^4*g*q*x+9104*b^4*g*r*x+7176 *b^4*p*q*x+10008*b^4*p*r*x+4712*b^4*q*r*x-9312*b^3*c^2*g*p-2624*b^3*c^2*g*q+ 1608*b^3*c^2*g*r+85296*b^3*c^2*g*x-4128*b^3*c^2*p*q+4072*b^3*c^2*p*r+115104*b^3 *c^2*p*x+808*b^3*c^2*q*r+61824*b^3*c^2*q*x+56120*b^3*c^2*r*x-4064*b^3*c*g^2*p-\ 1048*b^3*c*g^2*q-1392*b^3*c*g^2*r+22176*b^3*c*g^2*x-6008*b^3*c*g*p^2+8640*b^3*c *g*r^2-2896*b^3*c*p^2*q+2952*b^3*c*p^2*r+61920*b^3*c*p^2*x+9112*b^3*c*p*r^2+ 14136*b^3*c*q^2*x+2788*b^3*c*q*r^2+8292*b^3*c*r^2*x-114620*b^3*c*r*x^2-856*b^3* g^2*p*q-708*b^3*g^2*p*r+13968*b^3*g^2*p*x-378*b^3*g^2*q*r+4836*b^3*g^2*q*x+ 17736*b^3*g^2*r*x-1520*b^3*g*p^2*q+5224*a*g^2*q*r^3-7268*a*g^2*r^3*x-49348*a*g^ 2*r^2*x^2-1236*a*g*p^4*q+1956*a*g*p^4*r+14382*a*g*p^4*x-1404*a*g*p^3*q^2+8382*a *g*p^3*r^2-636*a*g*p^2*q^3+9570*a*g*p^2*r^3-84*a*g*p*q^4+3738*a*g*p*r^4-3*a*g*q ^4*r+2154*a*g*q^4*x+756*a*g*q^3*r^2+2218*a*g*q^2*r^3+1669*a*g*q*r^4-17228*a*g*r ^4*x-15536*a*g*r^3*x^2+1282*a*p^4*q*r+7776*a*p^4*q*x-758*a*p^4*r*x+1410*a*p^3*q ^2*r+12024*a*p^3*q^2*x+4010*a*p^3*q*r^2-17456*a*p^3*r^2*x-22144*a*p^3*r*x^2+598 *a*p^2*q^3*r+8496*a*p^2*q^3*x+3296*a*p^2*q^2*r^2+3378*a*p^2*q*r^3-29662*a*p^2*r ^3*x-10892*a*p^2*r^2*x^2+64*a*p*q^4*r+2484*a*p*q^4*x+938*a*p*q^3*r^2+1786*a*p*q ^2*r^3+334*a*p*q*r^4-19528*a*p*r^4*x+9088*a*p*r^3*x^2+570*a*q^4*r*x+19004*a*c*g ^2*r^3-3920*a*c*g*p^4-76*a*c*g*q^4+7052*a*c*g*r^4-1392*a*c*p^4*q+3806*a*c*p^4*r +22260*a*c*p^4*x-1584*a*c*p^3*q^2+13200*a*c*p^3*r^2-720*a*c*p^2*q^3+12444*a*c*p ^2*r^3-96*a*c*p*q^4+2672*a*c*p*r^4+44*a*c*q^4*r+3852*a*c*q^4*x+1368*a*c*q^3*r^2 +3292*a*c*q^2*r^3+1158*a*c*q*r^4-36040*a*c*r^4*x+9864*a*c*r^3*x^2-718*a*g^4*p*q -612*a*g^4*p*r+5922*a*g^4*p*x-304*a*g^4*q*r+3078*a*g^4*q*x+7532*a*g^4*r*x-2394* a*g^3*p^2*q+639*a*g^3*p^2*r+24048*a*g^3*p^2*x-1002*a*g^3*p*q^2+5727*a*g^3*p*r^2 +24*a*g^3*q^2*r+8916*a*g^3*q^2*x+3482*a*g^3*q*r^2+9096*a*g^3*r^2*x-31060*a*g^3* r*x^2-2868*a*g^2*p^3*q+2542*a*g^2*p^3*r+30192*a*g^2*p^3*x-2178*a*g^2*p^2*q^2+ 11435*a*g^2*p^2*r^2-520*a*g^2*p*q^3+10476*a*g^2*p*r^3+46*a*g^2*q^3*r+7440*a*g^2 *q^3*x+2776*a*g^2*q^2*r^2-26192*a*c^3*g*p^2-4960*a*c^3*g*q^2+44432*a*c^3*g*r^2-\ 12120*a*c^3*p^2*q+23256*a*c^3*p^2*r+201024*a*c^3*p^2*x-5688*a*c^3*p*q^2+45632*a *c^3*p*r^2+4352*a*c^3*q^2*r+93024*a*c^3*q^2*x+23328*a*c^3*q*r^2-76456*a*c^3*r^2 *x-287368*a*c^3*r*x^2-10952*a*c^2*g^3*p-4416*a*c^2*g^3*q-272*a*c^2*g^3*r+68664* a*c^2*g^3*x-21876*a*c^2*g^2*p^2-3820*a*c^2*g^2*q^2+34754*a*c^2*g^2*r^2-14840*a* c^2*g*p^3-1072*a*c^2*g*q^3+31208*a*c^2*g*r^3-6240*a*c^2*p^3*q+13586*a*c^2*p^3*r +97104*a*c^2*p^3*x-4920*a*c^2*p^2*q^2+37862*a*c^2*p^2*r^2-1280*a*c^2*p*q^3+ 24806*a*c^2*p*r^3+822*a*c^2*q^3*r+28992*a*c^2*q^3*x+9190*a*c^2*q^2*r^2+13014*a* c^2*q*r^3-92116*a*c^2*r^3*x-90284*a*c^2*r^2*x^2-2274*a*c*g^4*p-846*a*c*g^4*q-\ 1374*a*c*g^4*r+8256*a*c*g^4*x-7200*a*c*g^3*p^2-1132*a*c*g^3*q^2+11386*a*c*g^3*r ^2-8602*a*c*g^2*p^3-542*a*c*g^2*q^3-7056*a*b*c^2*g^3-14192*a*b*c^2*p^3-800*a*b* c^2*q^3+30464*a*b*c^2*r^3-1040*a*b*c*g^4-3616*a*b*c*p^4+6008*a*b*c*r^4-872*a*b* g^4*p-248*a*b*g^4*q-1684*a*b*g^4*r-2496*a*b*g^4*x-3578*a*b*g^3*p^2-410*a*b*g^3* q^2+5883*a*b*g^3*r^2-4834*a*b*g^2*p^3-190*a*b*g^2*q^3+11805*a*b*g^2*r^3-2456*a* b*g*p^4+5472*a*b*g*r^4-1056*a*b*p^4*q+2230*a*b*p^4*r+15024*a*b*p^4*x-1152*a*b*p ^3*q^2+8664*a*b*p^3*r^2-480*a*b*p^2*q^3+9252*a*b*p^2*r^3+3112*a*b*p*r^4+1680*a* b*q^4*x+628*a*b*q^3*r^2+1876*a*b*q^2*r^3+1200*a*b*q*r^4-20508*a*b*r^4*x-17576*a *b*r^3*x^2-21408*a*c^4*g*p-9408*a*c^4*g*q+12912*a*c^4*g*r+197664*a*c^4*g*x-\ 10464*a*c^4*p*q+19304*a*c^4*p*r+198528*a*c^4*p*x+8952*a*c^4*q*r+135936*a*c^4*q* x+41856*a*c^4*r*x-22976*a*c^3*g^2*p-9712*a*c^3*g^2*q+7424*a*c^3*g^2*r+181200*a* c^3*g^2*x+7224*a*b^3*q^2*x+1896*a*b^3*q*r^2+13520*a*b^3*r^2*x-59632*a*b^3*r*x^2 -18304*a*b^2*c^3*g-24672*a*b^2*c^3*p-9120*a*b^2*c^3*q+11136*a*b^2*c^3*r+239136* a*b^2*c^3*x-11584*a*b^2*c^2*g^2-23008*a*b^2*c^2*p^2-2800*a*b^2*c^2*q^2+34408*a* b^2*c^2*r^2-2336*a*b^2*c*g^3-8848*a*b^2*c*p^3+17660*a*b^2*c*r^3-1904*a*b^2*g^3* p-496*a*b^2*g^3*q-3458*a*b^2*g^3*r-5880*a*b^2*g^3*x-5740*a*b^2*g^2*p^2-512*a*b^ 2*g^2*q^2+8528*a*b^2*g^2*r^2-5020*a*b^2*g*p^3+10982*a*b^2*g*r^3-2664*a*b^2*p^3* q+3326*a*b^2*p^3*r+37416*a*b^2*p^3*x-1740*a*b^2*p^2*q^2+12706*a*b^2*p^2*r^2+ 10650*a*b^2*p*r^3+5700*a*b^2*q^3*x+1866*a*b^2*q^2*r^2+3942*a*b^2*q*r^3-9268*a*b ^2*r^3*x-71454*a*b^2*r^2*x^2-18112*a*b*c^4*g-21568*a*b*c^4*p-9088*a*b*c^4*q+ 15360*a*b*c^4*r+223488*a*b*c^4*x-17376*a*b*c^3*g^2-25760*a*b*c^3*p^2-4352*a*b*c ^3*q^2+46224*a*b*c^3*r^2+3364*a^2*p^3*q*r+26400*a^2*p^3*q*x+5334*a^2*p^3*r*x+ 2532*a^2*p^2*q^2*r+29592*a^2*p^2*q^2*x+9390*a^2*p^2*q*r^2-24702*a^2*p^2*r^2*x-\ 56604*a^2*p^2*r*x^2+596*a^2*p*q^3*r+13056*a^2*p*q^3*x+4658*a^2*p*q^2*r^2+6192*a ^2*p*q*r^3-33758*a^2*p*r^3*x-36950*a^2*p*r^2*x^2+3162*a^2*q^3*r*x-7434*a^2*q^2* r^2*x-56604*a^2*q^2*r*x^2-20010*a^2*q*r^3*x-36950*a^2*q*r^2*x^2-1024*a*b^4*c*g-\ 2368*a*b^4*c*p-704*a*b^4*c*r+14304*a*b^4*c*x-784*a*b^4*g*p-1144*a*b^4*g*r-3648* a*b^4*g*x-648*a*b^4*p*r+9120*a*b^4*p*x+2400*a*b^4*q*x+11776*a*b^4*r*x-7552*a*b^ 3*c^2*g-12256*a*b^3*c^2*p-3648*a*b^3*c^2*q+1552*a*b^3*c^2*r+105408*a*b^3*c^2*x-\ 2368*a*b^3*c*g^2-8000*a*b^3*c*p^2+8504*a*b^3*c*r^2-1872*a*b^3*g^2*p-408*a*b^3*g ^2*q-3116*a*b^3*g^2*r-6672*a*b^3*g^2*x-3760*a*b^3*g*p^2+4280*a*b^3*g*r^2-2160*a *b^3*p^2*q+748*a*b^3*p^2*r+34968*a*b^3*p^2*x+4904*a*b^3*p*r^2-920*a^2*c*g*q^3+ 22578*a^2*c*g*r^3-5368*a^2*c*p^3*q+9706*a^2*c*p^3*r+69852*a^2*c*p^3*x-4316*a^2* c*p^2*q^2+29398*a^2*c*p^2*r^2-1168*a^2*c*p*q^3+21038*a^2*c*p*r^3+696*a^2*c*q^3* r+22020*a^2*c*q^3*x+7460*a^2*c*q^2*r^2+10744*a^2*c*q*r^3-52214*a^2*c*r^3*x-\ 87968*a^2*c*r^2*x^2-2232*a^2*g^3*p*q-1547*a^2*g^3*p*r+16314*a^2*g^3*p*x-656*a^2 *g^3*q*r+9018*a^2*g^3*q*x+20752*a^2*g^3*r*x-5160*a^2*g^2*p^2*q+1635*a^2*g^2*p^2 *r+48186*a^2*g^2*p^2*x-2346*a^2*g^2*p*q^2+10967*a^2*g^2*p*r^2+259*a^2*g^2*q^2*r +19806*a^2*g^2*q^2*x+6355*a^2*g^2*q*r^2+17737*a^2*g^2*r^2*x-59350*a^2*g^2*r*x^2 -3708*a^2*g*p^3*q+3846*a^2*g*p^3*r+38400*a^2*g*p^3*x-2954*a^2*g*p^2*q^2+15480*a ^2*g*p^2*r^2-784*a^2*g*p*q^3+13422*a^2*g*p*r^3+187*a^2*g*q^3*r+11172*a^2*g*q^3* x+3801*a^2*g*q^2*r^2+6531*a^2*g*q*r^3-11747*a^2*g*r^3*x-60326*a^2*g*r^2*x^2+ 4760*a^2*b*p^3*r+42540*a^2*b*p^3*x-2676*a^2*b*p^2*q^2+17118*a^2*b*p^2*r^2-624*a ^2*b*p*q^3+14004*a^2*b*p*r^3+148*a^2*b*q^3*r+10824*a^2*b*q^3*x+3622*a^2*b*q^2*r ^2+6156*a^2*b*q*r^3-15188*a^2*b*r^3*x-71454*a^2*b*r^2*x^2-31056*a^2*c^3*g*p-\ 13904*a^2*c^3*g*q+13568*a^2*c^3*g*r+235872*a^2*c^3*g*x-17184*a^2*c^3*p*q+26440* a^2*c^3*p*r+271728*a^2*c^3*p*x+12840*a^2*c^3*q*r+187152*a^2*c^3*q*x+79304*a^2*c ^3*r*x-23088*a^2*c^2*g^2*p-9896*a^2*c^2*g^2*q+1712*a^2*c^2*g^2*r+136752*a^2*c^2 *g^2*x-29080*a^2*c^2*g*p^2-5848*a^2*c^2*g*q^2+43348*a^2*c^2*g*r^2-15240*a^2*c^2 *p^2*q+24296*a^2*c^2*p^2*r+211344*a^2*c^2*p^2*x-7328*a^2*c^2*p*q^2+51436*a^2*c^ 2*p*r^2+5012*a^2*c^2*q^2*r+100080*a^2*c^2*q^2*x+26872*a^2*c^2*q*r^2-52304*a^2*c ^2*r^2*x-285016*a^2*c^2*r*x^2-6612*a^2*c*g^3*p-2652*a^2*c*g^3*q-3040*a^2*c*g^3* r+22152*a^2*c*g^3*x-15088*a^2*c*g^2*p^2-2800*a^2*c*g^2*q^2+19800*a^2*c*g^2*r^2-\ 11172*a^2*c*g*p^3+58608*b*g^2*p^2*q*x+33442*b*g^2*p^2*r*x+938*b*g^2*p*q^2*r+ 35856*b*g^2*p*q^2*x+9732*b*g^2*p*q*r^2-2232*b*g^2*p*r^2*x-107835*b*g^2*p*r*x^2+ 13988*b*g^2*q^2*r*x+2034*b*g^2*q*r^2*x-107835*b*g^2*q*r*x^2+3586*b*g*p^3*q*r+ 39924*b*g*p^3*q*x+11576*b*g*p^3*r*x+2129*b*g*p^2*q^2*r+41544*b*g*p^2*q^2*x+ 11215*b*g*p^2*q*r^2-28472*b*g*p^2*r^2*x-97587*b*g*p^2*r*x^2+216*b*g*p*q^3*r+ 15468*b*g*p*q^3*x+4727*b*g*p*q^2*r^2+7688*b*g*p*q*r^3-42176*b*g*p*r^3*x-65253*b *g*p*r^2*x^2+5144*b*g*q^3*r*x-2252*b*g*q^2*r^2*x-97587*b*g*q^2*r*x^2-20196*b*g* q*r^3*x-65253*b*g*q*r^2*x^2-904*b*p^3*q*r*x+636*b*p^2*q^2*r*x-31376*b*p^2*q*r^2 *x-66432*b*p^2*q*r*x^2+1752*b*p*q^3*r*x-16576*b*p*q^2*r^2*x-66432*b*p*q^2*r*x^2 -34476*b*p*q*r^3*x-21784*b*p*q*r^2*x^2+15088*c^3*g*p*q*r+11229*b*c*g*p^3*r+ 106332*b*c*g*p^3*x-5156*b*c*g*p^2*q^2+37630*b*c*g*p^2*r^2-992*b*c*g*p*q^3+28645 *b*c*g*p*r^3+123*b*c*g*q^3*r+20892*b*c*g*q^3*x+7568*b*c*g*q^2*r^2+13697*b*c*g*q *r^3-63098*b*c*g*r^3*x-151862*b*c*g*r^2*x^2+6756*b*c*p^3*q*r+63144*b*c*p^3*q*x+ 3936*b*c*p^3*r*x+4242*b*c*p^2*q^2*r+67104*b*c*p^2*q^2*x+17922*b*c*p^2*q*r^2-\ 78928*b*c*p^2*r^2*x-160418*b*c*p^2*r*x^2+568*b*c*p*q^3*r+26328*b*c*p*q^3*x+7790 *b*c*p*q^2*r^2+10776*b*c*p*q*r^3-94224*b*c*p*r^3*x-66926*b*c*p*r^2*x^2+7104*b*c *q^3*r*x-15464*b*c*q^2*r^2*x-160418*b*c*q^2*r*x^2-53224*b*c*q*r^3*x-66926*b*c*q *r^2*x^2+622*b*g^3*p*q*r+27948*b*g^3*p*q*x+28040*b*g^3*p*r*x+16414*b*g^3*q*r*x+ 3302*b*g^2*p^2*q*r+5178*b*c^2*g^2*q*r+174600*b*c^2*g^2*q*x+129208*b*c^2*g^2*r*x -19088*b*c^2*g*p^2*q+27158*b*c^2*g*p^2*r+314208*b*c^2*g*p^2*x-7512*b*c^2*g*p*q^ 2+65950*b*c^2*g*p*r^2+2770*b*c^2*g*q^2*r+119184*b*c^2*g*q^2*x+31402*b*c^2*g*q*r ^2-47444*b*c^2*g*r^2*x-479192*b*c^2*g*r*x^2+15866*b*c^2*p^2*q*r+196272*b*c^2*p^ 2*q*x+32888*b*c^2*p^2*r*x+5350*b*c^2*p*q^2*r+128160*b*c^2*p*q^2*x+30640*b*c^2*p *q*r^2-126580*b*c^2*p*r^2*x-375944*b*c^2*p*r*x^2+29624*b*c^2*q^2*r*x-58852*b*c^ 2*q*r^2*x-375944*b*c^2*q*r*x^2-5048*b*c*g^3*p*q+1738*b*c*g^3*p*r+76068*b*c*g^3* p*x+212*b*c*g^3*q*r+43812*b*c*g^3*q*x+49898*b*c*g^3*r*x-10702*b*c*g^2*p^2*q+ 10743*b*c*g^2*p^2*r+154800*b*c*g^2*p^2*x-4002*b*c*g^2*p*q^2+34741*b*c*g^2*p*r^2 +781*b*c*g^2*q^2*r+54024*b*c*g^2*q^2*x+17841*b*c*g^2*q*r^2+6272*b*c*g^2*r^2*x-\ 229874*b*c*g^2*r*x^2-7416*b*c*g*p^3*q-284968*b^2*c*g*r*x^2+7116*b^2*c*p^2*q*r+ 120252*b^2*c*p^2*q*x+41826*b^2*c*p^2*r*x+1538*b^2*c*p*q^2*r+72420*b^2*c*p*q^2*x +15702*b^2*c*p*q*r^2-44148*b^2*c*p*r^2*x-255716*b^2*c*p*r*x^2+24630*b^2*c*q^2*r *x-10292*b^2*c*q*r^2*x-255716*b^2*c*q*r*x^2+1077*b^2*g^2*p*q*r+46584*b^2*g^2*p* q*x+48521*b^2*g^2*p*r*x+26827*b^2*g^2*q*r*x+3297*b^2*g*p^2*q*r+63816*b^2*g*p^2* q*x+36481*b^2*g*p^2*r*x+706*b^2*g*p*q^2*r+36588*b^2*g*p*q^2*x+8945*b^2*g*p*q*r^ 2-2832*b^2*g*p*r^2*x-133020*b^2*g*p*r*x^2+14167*b^2*g*q^2*r*x+3220*b^2*g*q*r^2* x-133020*b^2*g*q*r*x^2+13026*b^2*p^2*q*r*x+10854*b^2*p*q^2*r*x-15776*b^2*p*q*r^ 2*x-113208*b^2*p*q*r*x^2-19936*b*c^3*g*p*q+28288*b*c^3*g*p*r+398064*b*c^3*g*p*x +10456*b*c^3*g*q*r+251952*b*c^3*g*q*x+133608*b*c^3*g*r*x+15664*b*c^3*p*q*r+ 255072*b*c^3*p*q*x+66464*b*c^3*p*r*x+57888*b*c^3*q*r*x-16112*b*c^2*g^2*p*q+ 15686*b*c^2*g^2*p*r+285144*b*c^2*g^2*p*x-66432*a*p*q^2*r*x^2-41460*a*p*q*r^3*x-\ 21784*a*p*q*r^2*x^2-4240*b^3*c*g*p*q+2228*b^3*c*g*p*r+98304*b^3*c*g*p*x+320*b^3 *c*g*q*r+48552*b^3*c*g*q*x+65300*b^3*c*g*r*x+1296*b^3*c*p*q*r+76056*b^3*c*p*q*x +56508*b^3*c*p*r*x+35460*b^3*c*q*r*x+416*b^3*g*p*q*r+31776*b^3*g*p*q*x+36318*b^ 3*g*p*r*x+18670*b^3*g*q*r*x+18716*b^3*p*q*r*x-15328*b^2*c^2*g*p*q+17292*b^2*c^2 *g*p*r+324336*b^2*c^2*g*p*x+5296*b^2*c^2*g*q*r+189696*b^2*c^2*g*q*x+147232*b^2* c^2*g*r*x+9424*b^2*c^2*p*q*r+224256*b^2*c^2*p*q*x+100160*b^2*c^2*p*r*x+74456*b^ 2*c^2*q*r*x-7496*b^2*c*g^2*p*q+3792*b^2*c*g^2*p*r+133656*b^2*c*g^2*p*x+700*b^2* c*g^2*q*r+72888*b^2*c*g^2*q*x+87134*b^2*c*g^2*r*x-10240*b^2*c*g*p^2*q+11648*b^2 *c*g*p^2*r+174552*b^2*c*g*p^2*x-3332*b^2*c*g*p*q^2+34592*b^2*c*g*p*r^2+522*b^2* c*g*q^2*r+52776*b^2*c*g*q^2*x+15586*b^2*c*g*q*r^2+8170*b^2*c*g*r^2*x+480*a*g^3* p*q*r+32964*a*g^3*p*q*x+32068*a*g^3*p*r*x+20442*a*g^3*q*r*x+3752*a*g^2*p^2*q*r+ 67824*a*g^2*p^2*q*x+38726*a*g^2*p^2*r*x+1256*a*g^2*p*q^2*r+45072*a*g^2*p*q^2*x+ 11844*a*g^2*p*q*r^2+94*a*g^2*p*r^2*x-107835*a*g^2*p*r*x^2+19272*a*g^2*q^2*r*x+ 4360*a*g^2*q*r^2*x-107835*a*g^2*q*r*x^2+4420*a*g*p^3*q*r+45300*a*g*p^3*q*x+ 13368*a*g*p^3*r*x+2969*a*g*p^2*q^2*r+49608*a*g*p^2*q^2*x+14217*a*g*p^2*q*r^2-\ 30842*a*g*p^2*r^2*x-97587*a*g*p^2*r*x^2+502*a*g*p*q^3*r+20844*a*g*p*q^3*x+6591* a*g*p*q^2*r^2+10230*a*g*p*q*r^3-47056*a*g*p*r^3*x-65253*a*g*p*r^2*x^2+6936*a*g* q^3*r*x-4622*a*g*q^2*r^2*x-97587*a*g*q^2*r*x^2-25076*a*g*q*r^3*x-65253*a*g*q*r^ 2*x^2-1704*a*p^3*q*r*x-564*a*p^2*q^2*r*x-37568*a*p^2*q*r^2*x-66432*a*p^2*q*r*x^ 2+952*a*p*q^3*r*x-22768*a*p*q^2*r^2*x+20641*a*c*g^2*q*r^2+11728*a*c*g^2*r^2*x-\ 229874*a*c*g^2*r*x^2-9536*a*c*g*p^3*q+13061*a*c*g*p^3*r+117636*a*c*g*p^3*x-7388 *a*c*g*p^2*q^2+44934*a*c*g*p^2*r^2-1848*a*c*g*p*q^3+35005*a*c*g*p*r^3+487*a*c*g *q^3*r+32196*a*c*g*q^3*x+10240*a*c*g*q^2*r^2+17525*a*c*g*q*r^3-69362*a*c*g*r^3* x-151862*a*c*g*r^2*x^2+8960*a*c*p^3*q*r+70632*a*c*p^3*q*x+3424*a*c*p^3*r*x+6546 *a*c*p^2*q^2*r+78336*a*c*p^2*q^2*x+23254*a*c*p^2*q*r^2-90988*a*c*p^2*r^2*x-\ 160418*a*c*p^2*r*x^2+1436*a*c*p*q^3*r+33816*a*c*p*q^3*x+11422*a*c*p*q^2*r^2+ 14060*a*c*p*q*r^3-108192*a*c*p*r^3*x-66926*a*c*p*r^2*x^2+6592*a*c*q^3*r*x-27524 *a*c*q^2*r^2*x-160418*a*c*q^2*r*x^2-67192*a*c*q*r^3*x-66926*a*c*q*r^2*x^2+67680 *a*c^3*p*r*x+59104*a*c^3*q*r*x-21776*a*c^2*g^2*p*q+15890*a*c^2*g^2*p*r+312888*a *c^2*g^2*p*x+6302*a*c^2*g^2*q*r+202344*a*c^2*g^2*q*x+146136*a*c^2*g^2*r*x-25152 *a*c^2*g*p^2*q+31478*a*c^2*g*p^2*r+347376*a*c^2*g*p^2*x-11384*a*c^2*g*p*q^2+ 77526*a*c^2*g*p*r^2+4874*a*c^2*g*q^2*r+152352*a*c^2*g*q^2*x+39018*a*c^2*g*q*r^2 -51156*a*c^2*g*r^2*x-479192*a*c^2*g*r*x^2+22090*a*c^2*p^2*q*r+223200*a*c^2*p^2* q*x+33256*a*c^2*p^2*r*x+9326*a*c^2*p*q^2*r+155088*a*c^2*p*q^2*x+41344*a*c^2*p*q *r^2-150380*a*c^2*p*r^2*x-375944*a*c^2*p*r*x^2+29992*a*c^2*q^2*r*x-82652*a*c^2* q*r^2*x-375944*a*c^2*q*r*x^2-6944*a*c*g^3*p*q+930*a*c*g^3*p*r+83580*a*c*g^3*p*x +104*a*c*g^3*q*r+51324*a*c*g^3*q*x+56514*a*c*g^3*r*x-14334*a*c*g^2*p^2*q+11203* a*c*g^2*p^2*r+171528*a*c*g^2*p^2*x-6274*a*c*g^2*p*q^2+38809*a*c*g^2*p*r^2+1397* a*c*g^2*q^2*r+70752*a*c*g^2*q^2*x+25482*a*b*g*p^2*r^2-856*a*b*g*p*q^3+22177*a*b *g*p*r^3+71*a*b*g*q^3*r+14292*a*b*g*q^3*x+5486*a*b*g*q^2*r^2+10201*a*b*g*q*r^3-\ 19694*a*b*g*r^3*x-120652*a*b*g*r^2*x^2+4932*a*b*p^3*q*r+46752*a*b*p^3*q*x+10400 *a*b*p^3*r*x+3168*a*b*p^2*q^2*r+50112*a*b*p^2*q^2*x+14232*a*b*p^2*q*r^2-41224*a *b*p^2*r^2*x-113208*a*b*p^2*r*x^2+460*a*b*p*q^3*r+20064*a*b*p*q^3*x+6196*a*b*p* q^2*r^2+9444*a*b*p*q*r^3-57108*a*b*p*r^3*x-73900*a*b*p*r^2*x^2+6056*a*b*q^3*r*x -6688*a*b*q^2*r^2*x-113208*a*b*q^2*r*x^2-29612*a*b*q*r^3*x-73900*a*b*q*r^2*x^2-\ 26752*a*c^3*g*p*q+32816*a*c^3*g*p*r+438096*a*c^3*g*p*x+14232*a*c^3*g*q*r+291984 *a*c^3*g*q*x+147400*a*c^3*g*r*x+23072*a*c^3*p*q*r+294048*a*c^3*p*q*x+38336*a*b* c*g^2*r^2-18036*a*b*c*g*p^3-876*a*b*c*g*q^3+39682*a*b*c*g*r^3-8544*a*b*c*p^3*q+ 14982*a*b*c*p^3*r+125880*a*b*c*p^3*x-6280*a*b*c*p^2*q^2+46820*a*b*c*p^2*r^2-\ 1392*a*b*c*p*q^3+34230*a*b*c*p*r^3+394*a*b*c*q^3*r+30216*a*b*c*q^3*x+9356*a*b*c *q^2*r^2+15998*a*b*c*q*r^3-85692*a*b*c*r^3*x-175936*a*b*c*r^2*x^2-3136*a*b*g^3* p*q-2337*a*b*g^3*p*r+28920*a*b*g^3*p*x-1115*a*b*g^3*q*r+14328*a*b*g^3*q*x+36704 *a*b*g^3*r*x-7590*a*b*g^2*p^2*q+3158*a*b*g^2*p^2*r+85668*a*b*g^2*p^2*x-2946*a*b *g^2*p*q^2+19797*a*b*g^2*p*r^2+166*a*b*g^2*q^2*r+28908*a*b*g^2*q^2*x+11225*a*b* g^2*q*r^2+30332*a*b*g^2*r^2*x-118700*a*b*g^2*r*x^2-5728*a*b*g*p^3*q+6321*a*b*g* p^3*r+68748*a*b*g*p^3*x-4108*a*b*g*p^2*q^2+44364*a*b^2*p^2*r*x+914*a*b^2*p*q^2* r+48816*a*b^2*p*q^2*x+10888*a*b^2*p*q*r^2-3824*a*b^2*p*r^2*x-159666*a*b^2*p*r*x ^2+19656*a*b^2*q^2*r*x+4384*a*b^2*q*r^2*x-159666*a*b^2*q*r*x^2-49856*a*b*c^3*g* p-20192*a*b*c^3*g*q+20912*a*b*c^3*g*r+429120*a*b*c^3*g*x-25344*a*b*c^3*p*q+ 38480*a*b*c^3*p*r+486624*a*b*c^3*p*x+15904*a*b*c^3*q*r+317472*a*b*c^3*q*x+ 152848*a*b*c^3*r*x-37168*a*b*c^2*g^2*p-14368*a*b*c^2*g^2*q+2656*a*b*c^2*g^2*r+ 251520*a*b*c^2*g^2*x-46648*a*b*c^2*g*p^2-7240*a*b*c^2*g*q^2+76252*a*b*c^2*g*r^2 -23264*a*b*c^2*p^2*q+36444*a*b*c^2*p^2*r+379104*a*b*c^2*p^2*x-9872*a*b*c^2*p*q^ 2+81100*a*b*c^2*p*r^2+4924*a*b*c^2*q^2*r+156576*a*b*c^2*q^2*x+38316*a*b*c^2*q*r ^2-74424*a*b*c^2*r^2*x-570032*a*b*c^2*r*x^2-10560*a*b*c*g^3*p-3768*a*b*c*g^3*q-\ 5348*a*b*c*g^3*r+41424*a*b*c*g^3*x-24040*a*b*c*g^2*p^2-3352*a*b*c*g^2*q^2-20480 *a*b^2*c^2*p*q+21608*a*b^2*c^2*p*r+403200*a*b^2*c^2*p*x+7352*a*b^2*c^2*q*r+ 243360*a*b^2*c^2*q*x+183656*a*b^2*c^2*r*x-17112*a*b^2*c*g^2*p-5624*a*b^2*c*g^2* q-7000*a*b^2*c*g^2*r+74112*a*b^2*c*g^2*x-25056*a*b^2*c*g*p^2-2752*a*b^2*c*g*q^2 +36560*a*b^2*c*g*r^2-13424*a*b^2*c*p^2*q+14728*a*b^2*c*p^2*r+216648*a*b^2*c*p^2 *x-4816*a*b^2*c*p*q^2+41236*a*b^2*c*p*r^2+896*a*b^2*c*q^2*r+73296*a*b^2*c*q^2*x +17280*a*b^2*c*q*r^2+11316*a*b^2*c*r^2*x-343860*a*b^2*c*r*x^2-4656*a*b^2*g^2*p* q-3298*a*b^2*g^2*p*r+50268*a*b^2*g^2*p*x-1464*a*b^2*g^2*q*r+22872*a*b^2*g^2*q*x +63764*a*b^2*g^2*r*x-7412*a*b^2*g*p^2*q+3606*a*b^2*g*p^2*r+97248*a*b^2*g*p^2*x-\ 2500*a*b^2*g*p*q^2+19608*a*b^2*g*p*r^2+10*a*b^2*g*q^2*r+27840*a*b^2*g*q^2*x+ 9902*a*b^2*g*q*r^2+34094*a*b^2*g*r^2*x-147390*a*b^2*g*r*x^2+4282*a*b^2*p^2*q*r+ 80532*a*b^2*p^2*q*x-40976*a^2*c*q*r^2*x-255716*a^2*c*q*r*x^2+1525*a^2*g^2*p*q*r +67992*a^2*g^2*p*q*x+63735*a^2*g^2*p*r*x+42041*a^2*g^2*q*r*x+6102*a^2*g*p^2*q*r +87972*a^2*g*p^2*q*x+46883*a^2*g*p^2*r*x+2443*a^2*g*p*q^2*r+60744*a^2*g*p*q^2*x +16341*a^2*g*p*q*r^2-4910*a^2*g*p*r^2*x-133020*a^2*g*p*r*x^2+24569*a^2*g*q^2*r* x+1142*a^2*g*q*r^2*x-133020*a^2*g*q*r*x^2+13830*a^2*p^2*q*r*x+11658*a^2*p*q^2*r *x-32136*a^2*p*q*r^2*x-113208*a^2*p*q*r*x^2-11184*a*b^3*c*g*p-3120*a*b^3*c*g*q-\ 3648*a*b^3*c*g*r+55392*a*b^3*c*g*x-6016*a*b^3*c*p*q+1752*a*b^3*c*p*r+123936*a*b ^3*c*p*x+216*a*b^3*c*q*r+64032*a*b^3*c*q*x+84288*a*b^3*c*r*x-2640*a*b^3*g*p*q-\ 2228*a*b^3*g*p*r+36456*a*b^3*g*p*x-860*a*b^3*g*q*r+14088*a*b^3*g*q*x+46424*a*b^ 3*g*r*x+176*a*b^3*p*q*r+42192*a*b^3*p*q*x+47016*a*b^3*p*r*x+25832*a*b^3*q*r*x-\ 38944*a*b^2*c^2*g*p-13824*a*b^2*c^2*g*q+5400*a*b^2*c^2*g*r+291312*a*b^2*c^2*g*x +64188*a^2*b*p*q^2*x+17056*a^2*b*p*q*r^2-11380*a^2*b*p*r^2*x-159666*a^2*b*p*r*x ^2+23592*a^2*b*q^2*r*x-3172*a^2*b*q*r^2*x-159666*a^2*b*q*r*x^2-30304*a^2*c^2*g* p*q+26144*a^2*c^2*g*p*r+405504*a^2*c^2*g*p*x+12292*a^2*c^2*g*q*r+270864*a^2*c^2 *g*q*x+182720*a^2*c^2*g*r*x+24912*a^2*c^2*p*q*r+311424*a^2*c^2*p*q*x+111304*a^2 *c^2*p*r*x+85600*a^2*c^2*q*r*x-15320*a^2*c*g^2*p*q+3368*a^2*c*g^2*p*r+167448*a^ 2*c*g^2*p*x+1624*a^2*c*g^2*q*r+106680*a^2*c*g^2*q*x+113038*a^2*c*g^2*r*x-19292* a^2*c*g*p^2*q+17450*a^2*c*g*p^2*r+220584*a^2*c*g*p^2*x-9040*a^2*c*g*p*q^2+51200 *a^2*c*g*p*r^2+3152*a^2*c*g*q^2*r+98808*a^2*c*g*q^2*x+26870*a^2*c*g*q*r^2+6530* a^2*c*g*r^2*x-284968*a^2*c*g*r*x^2+16158*a^2*c*p^2*q*r+161724*a^2*c*p^2*q*x+ 46494*a^2*c*p^2*r*x+7148*a^2*c*p*q^2*r+113892*a^2*c*p*q^2*x+32270*a^2*c*p*q*r^2 -74832*a^2*c*p*r^2*x-255716*a^2*c*p*r*x^2+29298*a^2*c*q^2*r*x+461088*a^2*b*c^2* p*x+15056*a^2*b*c^2*q*r+301248*a^2*b*c^2*q*x+198952*a^2*b*c^2*r*x-22616*a^2*b*c *g^2*p-8688*a^2*b*c*g^2*q-8496*a^2*b*c*g^2*r+81696*a^2*b*c*g^2*x-32920*a^2*b*c* g*p^2-5400*a^2*b*c*g*q^2+44344*a^2*b*c*g*r^2-18856*a^2*b*c*p^2*q+22016*a^2*b*c* p^2*r+247536*a^2*b*c*p^2*x-8240*a^2*b*c*p*q^2+56460*a^2*b*c*p*r^2+3400*a^2*b*c* q^2*r+104184*a^2*b*c*q^2*x+27520*a^2*b*c*q*r^2-2244*a^2*b*c*r^2*x-343860*a^2*b* c*r*x^2-7200*a^2*b*g^2*p*q-4270*a^2*b*g^2*p*r+58632*a^2*b*g^2*p*x-1592*a^2*b*g^ 2*q*r+31236*a^2*b*g^2*q*x+74320*a^2*b*g^2*r*x-10708*a^2*b*g*p^2*q+5082*a^2*b*g* p^2*r+112128*a^2*b*g*p^2*x-4532*a^2*b*g*p*q^2+25094*a^2*b*g*p*r^2+698*a^2*b*g*q ^2*r+42720*a^2*b*g*q^2*x+13464*a^2*b*g*q*r^2+38278*a^2*b*g*r^2*x-147390*a^2*b*g *r*x^2+7340*a^2*b*p^2*q*r+95904*a^2*b*p^2*q*x+48300*a^2*b*p^2*r*x+2728*a^2*b*p* q^2*r+66440*a^3*b*g*r*x+3568*a^3*b*p*q*r+69168*a^3*b*p*q*x+60984*a^3*b*p*r*x+ 39800*a^3*b*q*r*x-14752*a^3*c*g*p*q+6104*a^3*c*g*p*r+147768*a^3*c*g*p*x+3668*a^ 3*c*g*q*r+98016*a^3*c*g*q*x+97756*a^3*c*g*r*x+11088*a^3*c*p*q*r+137832*a^3*c*p* q*x+73612*a^3*c*p*r*x+52564*a^3*c*q*r*x+2580*a^3*g*p*q*r+61536*a^3*g*p*q*x+ 54574*a^3*g*p*r*x+36926*a^3*g*q*r*x+26588*a^3*p*q*r*x-24064*a^2*b^2*c*g*p-8512* a^2*b^2*c*g*q-7040*a^2*b^2*c*g*r+95616*a^2*b^2*c*g*x-15296*a^2*b^2*c*p*q+7408*a ^2*b^2*c*p*r+221184*a^2*b^2*c*p*x+3088*a^2*b^2*c*q*r+131328*a^2*b^2*c*q*x+ 146016*a^2*b^2*c*r*x-7072*a^2*b^2*g*p*q-4032*a^2*b^2*g*p*r+66888*a^2*b^2*g*p*x-\ 1272*a^2*b^2*g*q*r+33336*a^2*b^2*g*q*x+84648*a^2*b^2*g*r*x+2272*a^2*b^2*p*q*r+ 83520*a^2*b^2*p*q*x+81000*a^2*b^2*p*r*x+49224*a^2*b^2*q*r*x-51168*a^2*b*c^2*g*p -20992*a^2*b*c^2*g*q+8520*a^2*b*c^2*g*r+326736*a^2*b*c^2*g*x-30080*a^2*b*c^2*p* q+33776*a^2*b*c^2*p*r-9888*a^2*b^2*c^2*q+5968*a^2*b^2*c^2*r+185472*a^2*b^2*c^2* x-4880*a^2*b^2*c*g^2-16864*a^2*b^2*c*p^2-2176*a^2*b^2*c*q^2+20208*a^2*b^2*c*r^2 -4208*a^2*b^2*g^2*p-1256*a^2*b^2*g^2*q-6260*a^2*b^2*g^2*r-11808*a^2*b^2*g^2*x-\ 8120*a^2*b^2*g*p^2-920*a^2*b^2*g*q^2+8348*a^2*b^2*g*r^2-5160*a^2*b^2*p^2*q+2780 *a^2*b^2*p^2*r+62568*a^2*b^2*p^2*x-1920*a^2*b^2*p*q^2+12052*a^2*b^2*p*r^2+164*a ^2*b^2*q^2*r+20952*a^2*b^2*q^2*x+5524*a^2*b^2*q*r^2+21120*a^2*b^2*r^2*x-89448*a ^2*b^2*r*x^2-23776*a^2*b*c^3*g-32736*a^2*b*c^3*p-14016*a^2*b*c^3*q+17920*a^2*b* c^3*r+272352*a^2*b*c^3*x-14752*a^2*b*c^2*g^2-30064*a^2*b*c^2*p^2-5344*a^2*b*c^2 *q^2+47232*a^2*b*c^2*r^2-2936*a^2*b*c*g^3-11328*a^2*b*c*p^3-712*a^2*b*c*q^3+ 23116*a^2*b*c*r^3-2608*a^2*b*g^3*p-848*a^2*b*g^3*q-4138*a^2*b*g^3*r-6792*a^2*b* g^3*x-7688*a^2*b*g^2*p^2-1108*a^2*b*g^2*q^2+9142*a^2*b*g^2*r^2-6540*a^2*b*g*p^3 -364*a^2*b*g*q^3+13472*a^2*b*g*r^3-3560*a^2*b*p^3*q-4120*a^3*c*p*q^2+24336*a^3* c*p*r^2+2440*a^3*c*q^2*r+45024*a^3*c*q^2*x+13028*a^3*c*q*r^2-5268*a^3*c*r^2*x-\ 114620*a^3*c*r*x^2-3400*a^3*g^2*p*q-1680*a^3*g^2*p*r+22332*a^3*g^2*p*x-506*a^3* g^2*q*r+13200*a^3*g^2*q*x+28292*a^3*g^2*r*x-4816*a^3*g*p^2*q+2318*a^3*g*p^2*r+ 42336*a^3*g*p^2*x-2336*a^3*g*p*q^2+10134*a^3*g*p*r^2+594*a^3*g*q^2*r+19200*a^3* g*q^2*x+5616*a^3*g*q*r^2+14154*a^3*g*r^2*x-49130*a^3*g*r*x^2+3698*a^3*p^2*q*r+ 37092*a^3*p^2*q*x+17412*a^3*p^2*r*x+1746*a^3*p*q^2*r+26520*a^3*p*q^2*x+8060*a^3 *p*q*r^2-6312*a^3*p*r^2*x-53222*a^3*p*r*x^2+9176*a^3*q^2*r*x-3576*a^3*q*r^2*x-\ 53222*a^3*q*r*x^2-3264*a^2*b^3*c*g-7776*a^2*b^3*c*p-2336*a^2*b^3*c*q-1728*a^2*b ^3*c*r+35136*a^2*b^3*c*x-2736*a^2*b^3*g*p-688*a^2*b^3*g*q-3648*a^2*b^3*g*r-8832 *a^2*b^3*g*x-2016*a^2*b^3*p*q-1456*a^2*b^3*p*r+24000*a^2*b^3*p*x-400*a^2*b^3*q* r+10560*a^2*b^3*q*x+30464*a^2*b^3*r*x-15904*a^2*b^2*c^2*g-26304*a^2*b^2*c^2*p-\ 1280*a^3*b^2*p*r+29760*a^3*b^2*p*x-96*a^3*b^2*q*r+16320*a^3*b^2*q*x+37376*a^3*b ^2*r*x-13888*a^3*b*c^2*g-23520*a^3*b*c^2*p-10240*a^3*b*c^2*q+7536*a^3*b*c^2*r+ 141888*a^3*b*c^2*x-4192*a^3*b*c*g^2-14912*a^3*b*c*p^2-2816*a^3*b*c*q^2+18552*a^ 3*b*c*r^2-3888*a^3*b*g^2*p-1416*a^3*b*g^2*q-5028*a^3*b*g^2*r-9072*a^3*b*g^2*x-\ 7296*a^3*b*g*p^2-1264*a^3*b*g*q^2+6272*a^3*b*g*r^2-4928*a^3*b*p^2*q+3316*a^3*b* p^2*r+48456*a^3*b*p^2*x-2232*a^3*b*p*q^2+11632*a^3*b*p*r^2+700*a^3*b*q^2*r+ 20712*a^3*b*q^2*x+5936*a^3*b*q*r^2+14640*a^3*b*r^2*x-59632*a^3*b*r*x^2-21536*a^ 3*c^2*g*p-9792*a^3*c^2*g*q+4728*a^3*c^2*g*r+120720*a^3*c^2*g*x-13728*a^3*c^2*p* q+16240*a^3*c^2*p*r+172992*a^3*c^2*p*x+8512*a^3*c^2*q*r+119712*a^3*c^2*q*x+ 71416*a^3*c^2*r*x-9568*a^3*c*g^2*p-4112*a^3*c*g^2*q-2888*a^3*c*g^2*r+29760*a^3* c*g^2*x-13872*a^3*c*g*p^2-2960*a^3*c*g*q^2+16424*a^3*c*g*r^2-8328*a^3*c*p^2*q+ 10240*a^3*c*p^2*r+92808*a^3*c*p^2*x-524*p*q^4*r^2*x+910*p*q^4*r*x^2-1032*p*q^3* r^3*x+7408*p*q^3*r^2*x^2-360*p*q^2*r^4*x+13050*p*q^2*r^3*x^2+700*p*q*r^5*x+9184 *p*q*r^4*x^2-3040*a^4*b*c*g-7744*a^4*b*c*p-3424*a^4*b*c*q-512*a^4*b*c*r+24096*a ^4*b*c*x-2896*a^4*b*g*p-1168*a^4*b*g*q-3112*a^4*b*g*r-5952*a^4*b*g*x-2720*a^4*b *p*q-384*a^4*b*p*r+17760*a^4*b*p*x+272*a^4*b*q*r+11040*a^4*b*q*x+22144*a^4*b*r* x-6928*a^4*c*g*p-3184*a^4*c*g*q-992*a^4*c*g*r+20112*a^4*c*g*x-5280*a^4*c*p*q+ 3784*a^4*c*p*r+48624*a^4*c*p*x+2392*a^4*c*q*r+33648*a^4*c*q*x+30864*a^4*c*r*x-\ 2560*a^4*g*p*q-656*a^4*g*p*r+15216*a^4*g*p*x+40*a^4*g*q*r+9624*a^4*g*q*x+19112* a^4*g*r*x+1584*a^4*p*q*r+20664*a^4*p*q*x+16992*a^4*p*r*x+11696*a^4*q*r*x-4608*a ^3*b^2*c*g-11360*a^3*b^2*c*p-4320*a^3*b^2*c*q-1600*a^3*b^2*c*r+41664*a^3*b^2*c* x-4144*a^3*b^2*g*p-1392*a^3*b^2*g*q-4960*a^3*b^2*g*r-10368*a^3*b^2*g*x-3552*a^3 *b^2*p*q-5197*g*p^3*r^3*x+6406*g*p^3*r^2*x^2+21*g*p^2*q^4*r+360*g*p^2*q^4*x+120 *g*p^2*q^3*r^2-9720*g*p^2*q^3*x^2-108*g*p^2*q^2*r^3-672*g*p^2*q*r^4-3435*g*p^2* r^4*x+15081*g*p^2*r^3*x^2+72*g*p*q^5*x+24*g*p*q^4*r^2-4860*g*p*q^4*x^2-12*g*p*q ^3*r^3-360*g*p*q^2*r^4-588*g*p*q*r^5-736*g*p*r^5*x+12740*g*p*r^4*x^2+9*g*q^5*r* x-397*g*q^4*r^2*x-703*g*q^4*r*x^2-1777*g*q^3*r^3*x+6406*g*q^3*r^2*x^2-2265*g*q^ 2*r^4*x+15081*g*q^2*r^3*x^2-832*g*q*r^5*x+12740*g*q*r^4*x^2-420*p^5*q*r*x-840*p ^4*q^2*r*x-1436*p^4*q*r^2*x+910*p^4*q*r*x^2-840*p^3*q^3*r*x-2264*p^3*q^2*r^2*x+ 1820*p^3*q^2*r*x^2-1496*p^3*q*r^3*x+7408*p^3*q*r^2*x^2-420*p^2*q^4*r*x-1656*p^2 *q^3*r^2*x+1820*p^2*q^3*r*x^2-1896*p^2*q^2*r^3*x+11112*p^2*q^2*r^2*x^2-72*p^2*q *r^4*x+13050*p^2*q*r^3*x^2-84*p*q^5*r*x-2375*g^3*q^2*r^2*x-7287*g^3*q^2*r*x^2-\ 4041*g^3*q*r^3*x-757*g^3*q*r^2*x^2+308*g^2*p^4*q*r+1464*g^2*p^4*q*x-1508*g^2*p^ 4*r*x+336*g^2*p^3*q^2*r+2256*g^2*p^3*q^2*x+677*g^2*p^3*q*r^2-13056*g^2*p^3*q*x^ 2-7590*g^2*p^3*r^2*x-4522*g^2*p^3*r*x^2+140*g^2*p^2*q^3*r+1584*g^2*p^2*q^3*x+ 564*g^2*p^2*q^2*r^2-19584*g^2*p^2*q^2*x^2+183*g^2*p^2*q*r^3-10401*g^2*p^2*r^3*x +5433*g^2*p^2*r^2*x^2+14*g^2*p*q^4*r+456*g^2*p*q^4*x+165*g^2*p*q^3*r^2-13056*g^ 2*p*q^3*x^2+120*g^2*p*q^2*r^3-433*g^2*p*q*r^4-5864*g^2*p*r^4*x+12610*g^2*p*r^3* x^2-44*g^2*q^4*r*x-1550*g^2*q^3*r^2*x-4522*g^2*q^3*r*x^2-4435*g^2*q^2*r^3*x+ 5433*g^2*q^2*r^2*x^2-4138*g^2*q*r^4*x+12610*g^2*q*r^3*x^2+84*g*p^5*q*r+360*g*p^ 5*q*x-639*g*p^5*r*x+126*g*p^4*q^2*r+720*g*p^4*q^2*x+168*g*p^4*q*r^2-4860*g*p^4* q*x^2-3271*g*p^4*r^2*x-703*g*p^4*r*x^2+84*g*p^3*q^3*r+720*g*p^3*q^3*x+216*g*p^3 *q^2*r^2-9720*g*p^3*q^2*x^2-168*g*p^3*q*r^3+8*c*p*q^4*r^2-6360*c*p*q^4*x^2-144* c*p*q^3*r^3-708*c*p*q^2*r^4-952*c*p*q*r^5+1040*c*p*r^5*x+21848*c*p*r^4*x^2-54*c *q^5*r*x-806*c*q^4*r^2*x+942*c*q^4*r*x^2-2530*c*q^3*r^3*x+15284*c*q^3*r^2*x^2-\ 2218*c*q^2*r^4*x+29306*c*q^2*r^3*x^2+200*c*q*r^5*x+21848*c*q*r^4*x^2+55*g^5*p*q *r+456*g^5*p*q*x+184*g^5*p*r*x+106*g^5*q*r*x+238*g^4*p^2*q*r+1548*g^4*p^2*q*x-\ 342*g^4*p^2*r*x+100*g^4*p*q^2*r+1044*g^4*p*q^2*x+390*g^4*p*q*r^2-5904*g^4*p*q*x ^2-2162*g^4*p*r^2*x-4730*g^4*p*r*x^2-78*g^4*q^2*r*x-1298*g^4*q*r^2*x-4730*g^4*q *r*x^2+409*g^3*p^3*q*r+2232*g^3*p^3*q*x-1403*g^3*p^3*r*x+298*g^3*p^2*q^2*r+2448 *g^3*p^2*q^2*x+787*g^3*p^2*q*r^2-13896*g^3*p^2*q*x^2-6709*g^3*p^2*r^2*x-7287*g^ 3*p^2*r*x^2+65*g^3*p*q^3*r+1032*g^3*p*q^3*x+391*g^3*p*q^2*r^2-13896*g^3*p*q^2*x ^2+347*g^3*p*q*r^3-6677*g^3*p*r^3*x-757*g^3*p*r^2*x^2-161*g^3*q^3*r*x-569*c*g^2 *q*r^4-11580*c*g^2*r^4*x+24702*c*g^2*r^3*x^2+290*c*g*p^5*r+1068*c*g*p^5*x+661*c *g*p^4*r^2-11592*c*g*p^4*x^2-256*c*g*p^3*r^3-1834*c*g*p^2*r^4-1706*c*g*p*r^5+84 *c*g*q^5*x+29*c*g*q^4*r^2-11592*c*g*q^4*x^2+38*c*g*q^3*r^3-510*c*g*q^2*r^4-1018 *c*g*q*r^5-2582*c*g*r^5*x+27694*c*g*r^4*x^2+56*c*p^5*q*r+240*c*p^5*q*x-1094*c*p ^5*r*x+84*c*p^4*q^2*r+480*c*p^4*q^2*x-28*c*p^4*q*r^2-6360*c*p^4*q*x^2-4450*c*p^ 4*r^2*x+942*c*p^4*r*x^2+56*c*p^3*q^3*r+480*c*p^3*q^3*x-12*c*p^3*q^2*r^2-12720*c *p^3*q^2*x^2-672*c*p^3*q*r^3-5666*c*p^3*r^3*x+15284*c*p^3*r^2*x^2+14*c*p^2*q^4* r+240*c*p^2*q^4*x+12*c*p^2*q^3*r^2-12720*c*p^2*q^3*x^2-540*c*p^2*q^2*r^3-1288*c *p^2*q*r^4-1958*c*p^2*r^4*x+29306*c*p^2*r^3*x^2+48*c*p*q^5*x-7172*c^2*q*r^4*x+ 65024*c^2*q*r^3*x^2+165*c*g^5*p*r+1164*c*g^5*p*x+67*c*g^5*q*r+756*c*g^5*q*x+366 *c*g^5*r*x+725*c*g^4*p^2*r+3912*c*g^4*p^2*x+1339*c*g^4*p*r^2-12312*c*g^4*p*x^2+ 123*c*g^4*q^2*r+1704*c*g^4*q^2*x+791*c*g^4*q*r^2-12312*c*g^4*q*x^2-3484*c*g^4*r ^2*x-10312*c*g^4*r*x^2+1245*c*g^3*p^3*r+5688*c*g^3*p^3*x+2566*c*g^3*p^2*r^2-\ 30000*c*g^3*p^2*x^2+1397*c*g^3*p*r^3+73*c*g^3*q^3*r+1608*c*g^3*q^3*x+718*c*g^3* q^2*r^2-30000*c*g^3*q^2*x^2+827*c*g^3*q*r^3-11430*c*g^3*r^3*x-3190*c*g^3*r^2*x^ 2+957*c*g^2*p^4*r+3864*c*g^2*p^4*x+2207*c*g^2*p^3*r^2-29232*c*g^2*p^3*x^2+879*c *g^2*p^2*r^3-1035*c*g^2*p*r^4+13*c*g^2*q^4*r+648*c*g^2*q^4*x+263*c*g^2*q^3*r^2-\ 29232*c*g^2*q^3*x^2+345*c*g^2*q^2*r^3+15216*c^2*g^2*r^2*x^2+1505*c^2*g*p^4*r+ 6096*c^2*g*p^4*x+3012*c^2*g*p^3*r^2-53856*c^2*g*p^3*x^2+6*c^2*g*p^2*r^3-3004*c^ 2*g*p*r^4+25*c^2*g*q^4*r+1104*c^2*g*q^4*x+372*c^2*g*q^3*r^2-53856*c^2*g*q^3*x^2 +246*c^2*g*q^2*r^3-1604*c^2*g*q*r^4-18444*c^2*g*r^4*x+66300*c^2*g*r^3*x^2+448*c ^2*p^4*q*r+2160*c^2*p^4*q*x-5700*c^2*p^4*r*x+504*c^2*p^3*q^2*r+3360*c^2*p^3*q^2 *x+464*c^2*p^3*q*r^2-33600*c^2*p^3*q*x^2-20468*c^2*p^3*r^2*x+256*c^2*p^3*r*x^2+ 224*c^2*p^2*q^3*r+2400*c^2*p^2*q^3*x+468*c^2*p^2*q^2*r^2-50400*c^2*p^2*q^2*x^2-\ 1296*c^2*p^2*q*r^3-21884*c^2*p^2*r^3*x+47256*c^2*p^2*r^2*x^2+28*c^2*p*q^4*r+720 *c^2*p*q^4*x+176*c^2*p*q^3*r^2-33600*c^2*p*q^3*x^2-576*c^2*p*q^2*r^3-2192*c^2*p *q*r^4-7804*c^2*p*r^4*x+65024*c^2*p*r^3*x^2-740*c^2*q^4*r*x-5900*c^2*q^3*r^2*x+ 256*c^2*q^3*r*x^2-12124*c^2*q^2*r^3*x+47256*c^2*q^2*r^2*x^2+7680*c^3*p^3*q*x-\ 15280*c^3*p^3*r*x+1092*c^3*p^2*q^2*r+8640*c^3*p^2*q^2*x+1620*c^3*p^2*q*r^2-\ 83520*c^3*p^2*q*x^2-43848*c^3*p^2*r^2*x-6512*c^3*p^2*r*x^2+280*c^3*p*q^3*r+3840 *c^3*p*q^3*x+948*c^3*p*q^2*r^2-83520*c^3*p*q^2*x^2-960*c^3*p*q*r^3-33368*c^3*p* r^3*x+64880*c^3*p*r^2*x^2-3760*c^3*q^3*r*x-19576*c^3*q^2*r^2*x-6512*c^3*q^2*r*x ^2-24536*c^3*q*r^3*x+64880*c^3*q*r^2*x^2+1136*c^2*g^4*p*r+7248*c^2*g^4*p*x+484* c^2*g^4*q*r+4848*c^2*g^4*q*x-420*c^2*g^4*r*x+3188*c^2*g^3*p^2*r+16656*c^2*g^3*p ^2*x+4796*c^2*g^3*p*r^2-64416*c^2*g^3*p*x^2+564*c^2*g^3*q^2*r+7536*c^2*g^3*q^2* x+2684*c^2*g^3*q*r^2-64416*c^2*g^3*q*x^2-20144*c^2*g^3*r^2*x-36980*c^2*g^3*r*x^ 2+3536*c^2*g^2*p^3*r+15984*c^2*g^2*p^3*x+6430*c^2*g^2*p^2*r^2-97056*c^2*g^2*p^2 *x^2+2252*c^2*g^2*p*r^3+224*c^2*g^2*q^3*r+4752*c^2*g^2*q^3*x-97056*c^2*g^2*q^2* x^2+1436*c^2*g^2*q*r^3-36780*c^2*g^2*r^3*x-137664*c^4*g*p*x^2+1056*c^4*g*q^2*r+ 13056*c^4*g*q^2*x+3184*c^4*g*q*r^2-137664*c^4*g*q*x^2-47552*c^4*g*r^2*x-42992*c ^4*g*r*x^2+2128*c^4*p^2*q*r+13440*c^4*p^2*q*x-22240*c^4*p^2*r*x+1008*c^4*p*q^2* r+9600*c^4*p*q^2*x+1936*c^4*p*q*r^2-99840*c^4*p*q*x^2-44336*c^4*p*r^2*x-13536*c ^4*p*r*x^2-9120*c^4*q^2*r*x-29776*c^4*q*r^2*x-13536*c^4*q*r*x^2+3448*c^3*g^3*p* r+21024*c^3*g^3*p*x+1512*c^3*g^3*q*r+14304*c^3*g^3*q*x-5840*c^3*g^3*r*x+6208*c^ 3*g^2*p^2*r+31968*c^3*g^2*p^2*x+8000*c^3*g^2*p*r^2-141888*c^3*g^2*p*x^2+1152*c^ 3*g^2*q^2*r+14880*c^3*g^2*q^2*x+4320*c^3*g^2*q*r^2-141888*c^3*g^2*q*x^2-46848*c ^3*g^2*r^2*x-60792*c^3*g^2*r*x^2+3876*c^3*g*p^3*r+17568*c^3*g*p^3*x+6192*c^3*g* p^2*r^2-122688*c^3*g*p^2*x^2+756*c^3*g*p*r^3+276*c^3*g*q^3*r+5472*c^3*g*q^3*x+ 1680*c^3*g*q^2*r^2-122688*c^3*g*q^2*x^2+684*c^3*g*q*r^3-45544*c^3*g*r^3*x+46792 *c^3*g*r^2*x^2+1400*c^3*p^3*q*r+480*b*p^3*q^3*x+90*b*p^3*q^2*r^2-9600*b*p^3*q^2 *x^2-328*b*p^3*q*r^3-4702*b*p^3*r^3*x+9024*b*p^3*r^2*x^2+240*b*p^2*q^4*x+62*b*p ^2*q^3*r^2-9600*b*p^2*q^3*x^2-234*b*p^2*q^2*r^3-772*b*p^2*q*r^4-2578*b*p^2*r^4* x+18984*b*p^2*r^3*x^2-4800*b*p*q^4*x^2-44*b*p*q^3*r^3-402*b*p*q^2*r^4-144*b*p*r ^5*x+15324*b*p*r^4*x^2-382*b*q^4*r^2*x-6*b*q^4*r*x^2-1698*b*q^3*r^3*x+9024*b*q^ 3*r^2*x^2-1982*b*q^2*r^4*x+18984*b*q^2*r^3*x^2-468*b*q*r^5*x+15324*b*q*r^4*x^2+ 3664*c^5*g*p*r+21696*c^5*g*p*x+1712*c^5*g*q*r+15168*c^5*g*q*x-13728*c^5*g*r*x+ 1568*c^5*p*q*r+11520*c^5*p*q*x-16608*c^5*p*r*x-10720*c^5*q*r*x+5184*c^4*g^2*p*r +30912*c^4*g^2*p*x+2336*c^4*g^2*q*r+21312*c^4*g^2*q*x-13920*c^4*g^2*r*x+5296*c^ 4*g*p^2*r+27264*c^4*g*p^2*x+5936*c^4*g*p*r^2+1553*b*g^3*p^2*r^2-15228*b*g^3*p^2 *x^2+1078*b*g^3*p*r^3+744*b*g^3*q^3*x+437*b*g^3*q^2*r^2-15228*b*g^3*q^2*x^2+581 *b*g^3*q*r^3-5642*b*g^3*r^3*x-8260*b*g^3*r^2*x^2+569*b*g^2*p^4*r+2412*b*g^2*p^4 *x+1398*b*g^2*p^3*r^2-17280*b*g^2*p^3*x^2+780*b*g^2*p^2*r^3-358*b*g^2*p*r^4+276 *b*g^2*q^4*x+162*b*g^2*q^3*r^2-17280*b*g^2*q^3*x^2+215*b*g^2*q^2*r^3-252*b*g^2* q*r^4-7249*b*g^2*r^4*x+7445*b*g^2*r^3*x^2+192*b*g*p^5*r+732*b*g*p^5*x+475*b*g*p ^4*r^2-7596*b*g*p^4*x^2-20*b*g*p^3*r^3-990*b*g*p^2*r^4-980*b*g*p*r^5-7596*b*g*q ^4*x^2+16197*b*g*r^4*x^2+56*b*p^5*q*r+240*b*p^5*q*x-730*b*p^5*r*x+84*b*p^4*q^2* r+480*b*p^4*q^2*x+58*b*p^4*q*r^2-4800*b*p^4*q*x^2-3258*b*p^4*r^2*x-6*b*p^4*r*x^ 2+56*b*p^3*q^3*r+258*b*c^2*q^3*r^2-58560*b*c^2*q^3*x^2-18*b*c^2*q^2*r^3-1858*b* c^2*q*r^4-17868*b*c^2*r^4*x+85480*b*c^2*r^3*x^2+42*b*c*g^5*r+744*b*c*g^5*x+1749 *b*c*g^4*r^2-8064*b*c*g^4*x^2+2508*b*c*g^3*r^3-214*b*c*g^2*r^4-1657*b*c*g*r^5+ 224*b*c*p^5*r+864*b*c*p^5*x+388*b*c*p^4*r^2-12120*b*c*p^4*x^2-688*b*c*p^3*r^3-\ 2152*b*c*p^2*r^4-1808*b*c*p*r^5-12120*b*c*q^4*x^2-4*b*c*q^3*r^3-570*b*c*q^2*r^4 -1832*b*c*r^5*x+33894*b*c*r^4*x^2+48*b*g^5*p*r+456*b*g^5*p*x+264*b*g^5*q*x+576* b*g^5*r*x+341*b*g^4*p^2*r+2004*b*g^4*p^2*x+813*b*g^4*p*r^2-4200*b*g^4*p*x^2+756 *b*g^4*q^2*x+488*b*g^4*q*r^2-4200*b*g^4*q*x^2-855*b*g^4*r^2*x-7134*b*g^4*r*x^2+ 676*b*g^3*p^3*r+3276*b*g^3*p^3*x-41824*b*c^4*r*x^2+2768*b*c^3*g^3*r+21504*b*c^3 *g^3*x+9680*b*c^3*g^2*r^2-174624*b*c^3*g^2*x^2+2720*b*c^3*g*r^3+3388*b*c^3*p^3* r+16704*b*c^3*p^3*x+4932*b*c^3*p^2*r^2-137280*b*c^3*p^2*x^2-300*b*c^3*p*r^3+204 *b*c^3*q^3*r+4800*b*c^3*q^3*x+1292*b*c^3*q^2*r^2-137280*b*c^3*q^2*x^2+116*b*c^3 *q*r^3-47960*b*c^3*r^3*x+68520*b*c^3*r^2*x^2+716*b*c^2*g^4*r+6408*b*c^2*g^4*x+ 5956*b*c^2*g^3*r^2-66480*b*c^2*g^3*x^2+4428*b*c^2*g^2*r^3-2154*b*c^2*g*r^4+1254 *b*c^2*p^4*r+5448*b*c^2*p^4*x+2166*b*c^2*p^3*r^2-58560*b*c^2*p^3*x^2-1026*b*c^2 *p^2*r^3-3534*b*c^2*p*r^4+840*b*c^2*q^4*x-9084*g^3*p*q*r^2*x-14574*g^3*p*q*r*x^ 2-4568*g^2*p^3*q*r*x-4656*g^2*p^2*q^2*r*x-16730*g^2*p^2*q*r^2*x-13566*g^2*p^2*q *r*x^2-1640*g^2*p*q^3*r*x-10690*g^2*p*q^2*r^2*x-13566*g^2*p*q^2*r*x^2-14836*g^2 *p*q*r^3*x+10866*g^2*p*q*r^2*x^2-2547*g*p^4*q*r*x-3798*g*p^3*q^2*r*x-10210*g*p^ 3*q*r^2*x-2812*g*p^3*q*r*x^2-2502*g*p^2*q^3*r*x-11004*g*p^2*q^2*r^2*x-4218*g*p^ 2*q^2*r*x^2-12171*g*p^2*q*r^3*x+19218*g*p^2*q*r^2*x^2-603*g*p*q^4*r*x-4462*g*p* q^3*r^2*x-2812*g*p*q^3*r*x^2-8751*g*p*q^2*r^3*x+19218*g*p*q^2*r^2*x^2-5700*g*p* q*r^4*x+30162*g*p*q*r^3*x^2-21552*a^3*b*c*g*p-8880*a^3*b*c*g*q-4800*a^3*b*c*g*r +72096*a^3*b*c*g*x-15232*a^3*b*c*p*q+9400*a^3*b*c*p*r+170976*a^3*b*c*p*x+5176*a ^3*b*c*q*r+111072*a^3*b*c*q*x+110400*a^3*b*c*r*x-7248*a^3*b*g*p*q-2820*a^3*b*g* p*r+52728*a^3*b*g*p*x-508*a^3*b*g*q*r+30360*a^3*b*g*q*x-306*c*g*p^2*q*r^3-34232 *c*g*p^2*r^3*x+37322*c*g*p^2*r^2*x^2+46*c*g*p*q^4*r+1404*c*g*p*q^4*x+466*c*g*p* q^3*r^2-46368*c*g*p*q^3*x^2-12*c*g*p*q^2*r^3-2138*c*g*p*q*r^4-16762*c*g*p*r^4*x +63312*c*g*p*r^3*x^2-438*c*g*q^4*r*x-6458*c*g*q^3*r^2*x-9592*c*g*q^3*r*x^2-\ 16436*c*g*q^2*r^3*x+37322*c*g*q^2*r^2*x^2-13082*c*g*q*r^4*x+63312*c*g*q*r^3*x^2 -4430*c*p^4*q*r*x-6780*c*p^3*q^2*r*x-14156*c*p^3*q*r^2*x+3768*c*p^3*q*r*x^2-\ 4700*c*p^2*q^3*r*x-15768*c*p^2*q^2*r^2*x+5652*c*p^2*q^2*r*x^2-13862*c*p^2*q*r^3 *x+45852*c*p^2*q*r^2*x^2-1310*c*p*q^4*r*x-6868*c*p*q^3*r^2*x+3768*c*p*q^3*r*x^2 -10726*c*p*q^2*r^3*x+45852*c*p*q^2*r^2*x^2-4176*c*p*q*r^4*x+58612*c*p*q*r^3*x^2 -420*g^4*p*q*r*x-2967*g^3*p^2*q*r*x-1725*g^3*p*q^2*r*x+859*c*g^3*p*q^2*r+8904*c *g^3*p*q^2*x+2858*c*g^3*p*q*r^2-60000*c*g^3*p*q*x^2-23806*c*g^3*p*r^2*x-33064*c *g^3*p*r*x^2-2064*c*g^3*q^2*r*x-14506*c*g^3*q*r^2*x-33064*c*g^3*q*r*x^2+2258*c* g^2*p^3*q*r+12240*c*g^2*p^3*q*x-11130*c*g^2*p^3*r*x+1658*c*g^2*p^2*q^2*r+13536* c*g^2*p^2*q^2*x+3947*c*g^2*p^2*q*r^2-87696*c*g^2*p^2*q*x^2-43650*c*g^2*p^2*r^2* x-33286*c*g^2*p^2*r*x^2+370*c*g^2*p*q^3*r+5808*c*g^2*p*q^3*x+2003*c*g^2*p*q^2*r ^2-87696*c*g^2*p*q^2*x^2+1120*c*g^2*p*q*r^3-40236*c*g^2*p*r^3*x+18474*c*g^2*p*r ^2*x^2-1662*c*g^2*q^3*r*x-16334*c*g^2*q^2*r^2*x-33286*c*g^2*q^2*r*x^2-26216*c*g ^2*q*r^3*x+18474*c*g^2*q*r^2*x^2+916*c*g*p^4*q*r+4356*c*g*p^4*q*x-6318*c*g*p^4* r*x+1008*c*g*p^3*q^2*r+6744*c*g*p^3*q^2*x+1730*c*g*p^3*q*r^2-46368*c*g*p^3*q*x^ 2-27438*c*g*p^3*r^2*x-9592*c*g*p^3*r*x^2+428*c*g*p^2*q^3*r+4776*c*g*p^2*q^3*x+ 1506*c*g*p^2*q^2*r^2-69552*c*g*p^2*q^2*x^2-80364*c^2*g^2*p*r^2*x-78880*c^2*g^2* p*r*x^2-9600*c^2*g^2*q^2*r*x-49892*c^2*g^2*q*r^2*x-78880*c^2*g^2*q*r*x^2+3580*c ^2*g*p^3*q*r+19392*c^2*g*p^3*q*x-24288*c^2*g*p^3*r*x+2670*c^2*g*p^2*q^2*r+21600 *c^2*g*p^2*q^2*x+5556*c^2*g*p^2*q*r^2-161568*c^2*g*p^2*q*x^2-82388*c^2*g*p^2*r^ 2*x-40680*c^2*g*p^2*r*x^2+620*c^2*g*p*q^3*r+9408*c^2*g*p*q^3*x+2916*c^2*g*p*q^2 *r^2-161568*c^2*g*p*q^2*x^2+372*c^2*g*p*q*r^3-70448*c^2*g*p*r^3*x+72416*c^2*g*p *r^2*x^2-4560*c^2*g*q^3*r*x-32956*c^2*g*q^2*r^2*x-40680*c^2*g*q^2*r*x^2-48536*c ^2*g*q*r^3*x+72416*c^2*g*q*r^2*x^2-17840*c^2*p^3*q*r*x-19320*c^2*p^2*q^2*r*x-\ 46836*c^2*p^2*q*r^2*x+768*c^2*p^2*q*r*x^2-7920*c^2*p*q^3*r*x-32268*c^2*p*q^2*r^ 2*x+768*c^2*p*q^2*r*x^2-34008*c^2*p*q*r^3*x+94512*c^2*p*q*r^2*x^2+712*c*g^4*p*q *r+5616*c*g^4*p*q*x-840*c*g^4*p*r*x-420*c*g^4*q*r*x+2031*c*g^3*p^2*q*r+12984*c* g^3*p^2*q*x-7112*c*g^3*p^2*r*x-674*b*p*q^4*r*x-4404*b*p*q^3*r^2*x-24*b*p*q^3*r* x^2-8098*b*p*q^2*r^3*x+27072*b*p*q^2*r^2*x^2-4560*b*p*q*r^4*x+37968*b*p*q*r^3*x ^2+5408*c^4*g*p*q*r+40320*c^4*g*p*q*x-40464*c^4*g*p*r*x-24528*c^4*g*q*r*x-31360 *c^4*p*q*r*x+6200*c^3*g^2*p*q*r+46848*c^3*g^2*p*q*x-34312*c^3*g^2*p*r*x-19864*c ^3*g^2*q*r*x+6444*c^3*g*p^2*q*r+40608*c^3*g*p^2*q*x-45216*c^3*g*p^2*r*x+2844*c^ 3*g*p*q^2*r+28512*c^3*g*p*q^2*x+7128*c^3*g*p*q*r^2-245376*c^3*g*p*q*x^2-104968* c^3*g*p*r^2*x-70112*c^3*g*p*r*x^2-16128*c^3*g*q^2*r*x-67032*c^3*g*q*r^2*x-70112 *c^3*g*q*r*x^2-34320*c^3*p^2*q*r*x-22800*c^3*p*q^2*r*x-63424*c^3*p*q*r^2*x-\ 13024*c^3*p*q*r*x^2+3148*c^2*g^3*p*q*r+24192*c^2*g^3*p*q*x-11532*c^2*g^3*p*r*x-\ 6404*c^2*g^3*q*r*x+5800*c^2*g^2*p^2*q*r+36720*c^2*g^2*p^2*q*x-29904*c^2*g^2*p^2 *r*x+2488*c^2*g^2*p*q^2*r+25488*c^2*g^2*p*q^2*x+7236*c^2*g^2*p*q*r^2-194112*c^2 *g^2*p*q*x^2+596*b*g*p^4*q*r+2952*b*g*p^4*q*x-3725*b*g*p^4*r*x+636*b*g*p^3*q^2* r+4488*b*g*p^3*q^2*x+1194*b*g*p^3*q*r^2-30384*b*g*p^3*q*x^2-17306*b*g*p^3*r^2*x -9256*b*g*p^3*r*x^2+252*b*g*p^2*q^3*r+3072*b*g*p^2*q^3*x+981*b*g*p^2*q^2*r^2-\ 45576*b*g*p^2*q^2*x^2+6*b*g*p^2*q*r^3-22851*b*g*p^2*r^3*x+16547*b*g*p^2*r^2*x^2 +828*b*g*p*q^4*x+280*b*g*p*q^3*r^2-30384*b*g*p*q^3*x^2+54*b*g*p*q^2*r^3-1186*b* g*p*q*r^4-12344*b*g*p*r^4*x+33626*b*g*p*r^3*x^2-81*b*g*q^4*r*x-3192*b*g*q^3*r^2 *x-9256*b*g*q^3*r*x^2-9361*b*g*q^2*r^3*x+16547*b*g*q^2*r^2*x^2-8616*b*g*q*r^4*x +33626*b*g*q*r^3*x^2-2906*b*p^4*q*r*x-4324*b*p^3*q^2*r*x-10156*b*p^3*q*r^2*x-24 *b*p^3*q*r*x^2-2836*b*p^2*q^3*r*x-10920*b*p^2*q^2*r^2*x-36*b*p^2*q^2*r*x^2-\ 11102*b*p^2*q*r^3*x+27072*b*p^2*q*r^2*x^2-5264*b*c*q^3*r*x^2-16030*b*c*q^2*r^3* x+53226*b*c*q^2*r^2*x^2-11988*b*c*q*r^4*x+80708*b*c*q*r^3*x^2+325*b*g^4*p*q*r+ 2760*b*g^4*p*q*x+1031*b*g^4*p*r*x+539*b*g^4*q*r*x+1075*b*g^3*p^2*q*r+7296*b*g^3 *p^2*q*x-2068*b*g^3*p^2*r*x+427*b*g^3*p*q^2*r+4764*b*g^3*p*q^2*x+1656*b*g^3*p*q *r^2-30456*b*g^3*p*q*x^2-11090*b*g^3*p*r^2*x-24241*b*g^3*p*r*x^2-600*b*g^3*q^2* r*x-6590*b*g^3*q*r^2*x-24241*b*g^3*q*r*x^2+1312*b*g^2*p^3*q*r+7512*b*g^2*p^3*q* x-5518*b*g^2*p^3*r*x+921*b*g^2*p^2*q^2*r+8064*b*g^2*p^2*q^2*x+2372*b*g^2*p^2*q* r^2-51840*b*g^2*p^2*q*x^2-24494*b*g^2*p^2*r^2*x-26357*b*g^2*p^2*r*x^2+182*b*g^2 *p*q^3*r+3240*b*g^2*p*q^3*x+1136*b*g^2*p*q^2*r^2-51840*b*g^2*p*q^2*x^2+808*b*g^ 2*p*q*r^3-23813*b*g^2*p*r^3*x-1064*b*g^2*p*r^2*x^2-658*b*g^2*q^3*r*x-8244*b*g^2 *q^2*r^2*x-26357*b*g^2*q^2*r*x^2-14033*b*g^2*q*r^3*x-1064*b*g^2*q*r^2*x^2+8148* b*c*g*p^4*x+4115*b*c*g*p^3*r^2-69264*b*c*g*p^3*x^2+801*b*c*g*p^2*r^3-3047*b*c*g *p*r^4+1092*b*c*g*q^4*x+457*b*c*g*q^3*r^2-69264*b*c*g*q^3*x^2+407*b*c*g*q^2*r^3 -1689*b*c*g*q*r^4-25276*b*c*g*r^4*x+66230*b*c*g*r^3*x^2+700*b*c*p^4*q*r+3504*b* c*p^4*q*x-7306*b*c*p^4*r*x+756*b*c*p^3*q^2*r+5376*b*c*p^3*q^2*x+1044*b*c*p^3*q* r^2-48480*b*c*p^3*q*x^2-28336*b*c*p^3*r^2*x-5264*b*c*p^3*r*x^2+308*b*c*p^2*q^3* r+3744*b*c*p^2*q^3*x+942*b*c*p^2*q^2*r^2-72720*b*c*p^2*q^2*x^2-1068*b*c*p^2*q*r ^3-33130*b*c*p^2*r^3*x+53226*b*c*p^2*r^2*x^2+1056*b*c*p*q^4*x+304*b*c*p*q^3*r^2 -48480*b*c*p*q^3*x^2-384*b*c*p*q^2*r^3-2468*b*c*p*q*r^4-14796*b*c*p*r^4*x+80708 *b*c*p*r^3*x^2-450*b*c*q^4*r*x-6372*b*c*q^3*r^2*x+104616*b*c^2*p*r^2*x^2-5076*b *c^2*q^3*r*x-34024*b*c^2*q^2*r^2*x-31440*b*c^2*q^2*r*x^2-49248*b*c^2*q*r^3*x+ 104616*b*c^2*q*r^2*x^2+1039*b*c*g^4*p*r+7284*b*c*g^4*p*x+413*b*c*g^4*q*r+4620*b *c*g^4*q*x+2092*b*c*g^4*r*x+3424*b*c*g^3*p^2*r+18948*b*c*g^3*p^2*x+5932*b*c*g^3 *p*r^2-63696*b*c*g^3*p*x^2+526*b*c*g^3*q^2*r+7764*b*c*g^3*q^2*x+3350*b*c*g^3*q* r^2-63696*b*c*g^3*q*x^2-18186*b*c*g^3*r^2*x-53206*b*c*g^3*r*x^2+4139*b*c*g^2*p^ 3*r+19692*b*c*g^2*p^3*x+8064*b*c*g^2*p^2*r^2-112776*b*c*g^2*p^2*x^2+3711*b*c*g^ 2*p*r^3+197*b*c*g^2*q^3*r+4932*b*c*g^2*q^3*x+2120*b*c*g^2*q^2*r^2-112776*b*c*g^ 2*q^2*x^2+2103*b*c*g^2*q*r^3-41570*b*c*g^2*r^3*x-9000*b*c*g^2*r^2*x^2+1924*b*c* g*p^4*r+10802*b*c^2*g^2*p^2*r+58512*b*c^2*g^2*p^2*x+15230*b*c^2*g^2*p*r^2-\ 243744*b*c^2*g^2*p*x^2+1750*b*c^2*g^2*q^2*r+25104*b*c^2*g^2*q^2*x+8206*b*c^2*g^ 2*q*r^2-243744*b*c^2*g^2*q*x^2-75604*b*c^2*g^2*r^2*x-137672*b*c^2*g^2*r*x^2+ 7268*b*c^2*g*p^3*r+34632*b*c^2*g*p^3*x+12382*b*c^2*g*p^2*r^2-233280*b*c^2*g*p^2 *x^2+2960*b*c^2*g*p*r^3+384*b*c^2*g*q^3*r+9288*b*c^2*g*q^3*x+3138*b*c^2*g*q^2*r ^2-233280*b*c^2*g*q^2*x^2+1940*b*c^2*g*q*r^3-84552*b*c^2*g*r^3*x+49300*b*c^2*g* r^2*x^2+2936*b*c^2*p^3*q*r+17184*b*c^2*p^3*q*x-28356*b*c^2*p^3*r*x+2124*b*c^2*p ^2*q^2*r+18864*b*c^2*p^2*q^2*x+4014*b*c^2*p^2*q*r^2-175680*b*c^2*p^2*q*x^2-\ 87368*b*c^2*p^2*r^2*x-31440*b*c^2*p^2*r*x^2+456*b*c^2*p*q^3*r+7968*b*c^2*p*q^3* x+2106*b*c^2*p*q^2*r^2-175680*b*c^2*p*q^2*x^2-780*b*c^2*p*q*r^3-71432*b*c^2*p*r ^3*x+11120*b*c^4*g*p*r+69792*b*c^4*g*p*x+4864*b*c^4*g*q*r+47328*b*c^4*g*q*x-\ 35392*b*c^4*g*r*x+4784*b*c^4*p*q*r+39552*b*c^4*p*q*x-47888*b*c^4*p*r*x-28752*b* c^4*q*r*x+11952*b*c^3*g^2*p*r+74928*b*c^3*g^2*p*x+5096*b*c^3*g^2*q*r+50064*b*c^ 3*g^2*q*x-24000*b*c^3*g^2*r*x+13032*b*c^3*g*p^2*r+70800*b*c^3*g*p^2*x+15752*b*c ^3*g*p*r^2-345024*b*c^3*g*p*x^2+2224*b*c^3*g*q^2*r+31440*b*c^3*g*q^2*x+8240*b*c ^3*g*q*r^2-345024*b*c^3*g*q*x^2-111544*b*c^3*g*r^2*x-140504*b*c^3*g*r*x^2+5524* b*c^3*p^2*q*r+38208*b*c^3*p^2*q*x-53192*b*c^3*p^2*r*x+2340*b*c^3*p*q^2*r+26304* b*c^3*p*q^2*x+5640*b*c^3*p*q*r^2-274560*b*c^3*p*q*x^2-113696*b*c^3*p*r^2*x-\ 62784*b*c^3*p*r*x^2-18536*b*c^3*q^2*r*x-71856*b*c^3*q*r^2*x-62784*b*c^3*q*r*x^2 +5508*b*c^2*g^3*p*r+35544*b*c^2*g^3*p*x+2288*b*c^2*g^3*q*r+23304*b*c^2*g^3*q*x-\ 3312*b*c^2*g^3*r*x+2341*b^2*g^3*p*r*x+1119*b^2*g^3*q*r*x+1655*b^2*g^2*p^2*q*r+ 12276*b^2*g^2*p^2*q*x-4001*b^2*g^2*p^2*r*x+582*b^2*g^2*p*q^2*r+7632*b^2*g^2*p*q ^2*x+2373*b^2*g^2*p*q*r^2-57288*b^2*g^2*p*q*x^2-19606*b^2*g^2*p*r^2*x-45281*b^2 *g^2*p*r*x^2-1009*b^2*g^2*q^2*r*x-11034*b^2*g^2*q*r^2*x-45281*b^2*g^2*q*r*x^2+ 1280*b^2*g*p^3*q*r+7980*b^2*g*p^3*q*x-6654*b^2*g*p^3*r*x+820*b^2*g*p^2*q^2*r+ 8316*b^2*g*p^2*q^2*x+2223*b^2*g*p^2*q*r^2-62280*b^2*g*p^2*q*x^2-27858*b^2*g*p^2 *r^2*x-30525*b^2*g*p^2*r*x^2+3108*b^2*g*p*q^3*x-62280*b^2*g*p*q^2*x^2+606*b^2*g *p*q*r^3-26882*b^2*g*p*r^3*x+845*b^2*g*p*r^2*x^2-404*b^2*g*q^3*r*x-7862*b^2*g*q ^2*r^2*x-30525*b^2*g*q^2*r*x^2-14906*b^2*g*q*r^3*x+845*b^2*g*q*r^2*x^2-6316*b^2 *p^3*q*r*x-6120*b^2*p^2*q^2*r*x-19588*b^2*p^2*q*r^2*x-12342*b^2*p^2*q*r*x^2-\ 1844*b^2*p*q^3*r*x-11552*b^2*p*q^2*r^2*x-12342*b^2*p*q^2*r*x^2-16556*b^2*p*q*r^ 3*x+23956*b^2*p*q*r^2*x^2+12216*b^2*c*g^2*q^2*x+4652*b^2*c*g^2*q*r^2-120168*b^2 *c*g^2*q*x^2-32210*b^2*c*g^2*r^2*x-100086*b^2*c*g^2*r*x^2+4216*b^2*c*g*p^3*r+ 21576*b^2*c*g*p^3*x+7940*b^2*c*g*p^2*r^2-136680*b^2*c*g*p^2*x^2+3232*b^2*c*g*p* r^3+4416*b^2*c*g*q^3*x+1672*b^2*c*g*q^2*r^2-136680*b^2*c*g*q^2*x^2+1570*b^2*c*g *q*r^3-46910*b^2*c*g*r^3*x-7350*b^2*c*g*r^2*x^2+1888*b^2*c*p^3*q*r+12168*b^2*c* p^3*q*x-15760*b^2*c*p^3*r*x+1208*b^2*c*p^2*q^2*r+12888*b^2*c*p^2*q^2*x+2996*b^2 *c*p^2*q*r^2-117072*b^2*c*p^2*q*x^2-53752*b^2*c*p^2*r^2*x-35562*b^2*c*p^2*r*x^2 +5016*b^2*c*p*q^3*x+1338*b^2*c*p*q^2*r^2-117072*b^2*c*p*q^2*x^2+328*b^2*c*p*q*r ^3-47948*b^2*c*p*r^3*x+42562*b^2*c*p*r^2*x^2-1172*b^2*c*q^3*r*x-16288*b^2*c*q^2 *r^2*x-35562*b^2*c*q^2*r*x^2-29716*b^2*c*q*r^3*x+42562*b^2*c*q*r^2*x^2+690*b^2* g^3*p*q*r+6336*b^2*g^3*p*q*x+51072*b^2*c^3*p*q*x-47584*b^2*c^3*p*r*x-25008*b^2* c^3*q*r*x+9108*b^2*c^2*g^2*p*r+62328*b^2*c^2*g^2*p*x+3548*b^2*c^2*g^2*q*r+39528 *b^2*c^2*g^2*q*x-6456*b^2*c^2*g^2*r*x+11012*b^2*c^2*g*p^2*r+64920*b^2*c^2*g*p^2 *x+14756*b^2*c^2*g*p*r^2-297600*b^2*c^2*g*p*x^2+1440*b^2*c^2*g*q^2*r+25512*b^2* c^2*g*q^2*x+7128*b^2*c^2*g*q*r^2-297600*b^2*c^2*g*q*x^2-84984*b^2*c^2*g*r^2*x-\ 164976*b^2*c^2*g*r*x^2+4884*b^2*c^2*p^2*q*r+38520*b^2*c^2*p^2*q*x-42072*b^2*c^2 *p^2*r*x+1724*b^2*c^2*p*q^2*r+25128*b^2*c^2*p*q^2*x+5568*b^2*c^2*p*q*r^2-267840 *b^2*c^2*p*q*x^2-99800*b^2*c^2*p*r^2*x-92880*b^2*c^2*p*r*x^2-10552*b^2*c^2*q^2* r*x-57016*b^2*c^2*q*r^2*x-92880*b^2*c^2*q*r*x^2+2406*b^2*c*g^3*p*r+17448*b^2*c* g^3*p*x+902*b^2*c*g^3*q*r+10656*b^2*c*g^3*q*x+4778*b^2*c*g^3*r*x+5588*b^2*c*g^2 *p^2*r+32904*b^2*c*g^2*p^2*x+9060*b^2*c*g^2*p*r^2-120168*b^2*c*g^2*p*x^2+694*b^ 2*c*g^2*q^2*r+3568*b^3*c*g*p^2*r+24168*b^3*c*g*p^2*x+5460*b^3*c*g*p*r^2-98160*b ^3*c*g*p*x^2+7560*b^3*c*g*q^2*x+2264*b^3*c*g*q*r^2-98160*b^3*c*g*q*x^2-21716*b^ 3*c*g*r^2*x-81528*b^3*c*g*r*x^2+1632*b^3*c*p^2*q*r+15912*b^3*c*p^2*q*x-11496*b^ 3*c*p^2*r*x+9504*b^3*c*p*q^2*x+2040*b^3*c*p*q*r^2-106944*b^3*c*p*q*x^2-33144*b^ 3*c*p*r^2*x-54536*b^3*c*p*r*x^2-680*b^3*c*q^2*r*x-15512*b^3*c*q*r^2*x-54536*b^3 *c*q*r*x^2+616*b^3*g^2*p*q*r+6816*b^3*g^2*p*q*x+2862*b^3*g^2*p*r*x+1358*b^3*g^2 *q*r*x+960*b^3*g*p^2*q*r+8688*b^3*g*p^2*q*x-2768*b^3*g*p^2*r*x+4992*b^3*g*p*q^2 *x+1264*b^3*g*p*q*r^2-46656*b^3*g*p*q*x^2-13628*b^3*g*p*r^2*x-36622*b^3*g*p*r*x ^2-108*b^3*g*q^2*r*x-6516*b^3*g*q*r^2*x-36622*b^3*g*q*r*x^2-4468*b^3*p^2*q*r*x-\ 1808*b^3*p*q^2*r*x-11120*b^3*p*q*r^2*x-22652*b^3*p*q*r*x^2+12232*b^2*c^3*g*p*r+ 84096*b^2*c^3*g*p*x+4840*b^2*c^3*g*q*r+54432*b^2*c^3*g*q*x-27480*b^2*c^3*g*r*x+ 5216*b^2*c^3*p*q*r-5004*a*p^3*q^2*r*x-11276*a*p^3*q*r^2*x-24*a*p^3*q*r*x^2-3516 *a*p^2*q^3*r*x-12600*a*p^2*q^2*r^2*x-36*a*p^2*q^2*r*x^2-12194*a*p^2*q*r^3*x+ 27072*a*p^2*q*r^2*x^2-1014*a*p*q^4*r*x-5524*a*p*q^3*r^2*x-24*a*p*q^3*r*x^2-9190 *a*p*q^2*r^3*x+27072*a*p*q^2*r^2*x^2-4744*a*p*q*r^4*x+37968*a*p*q*r^3*x^2+1016* b^4*c*g*p*r+10656*b^4*c*g*p*x+5472*b^4*c*g*q*x+3760*b^4*c*g*r*x+7680*b^4*c*p*q* x-304*b^4*c*p*r*x+1136*b^4*c*q*r*x+3360*b^4*g*p*q*x+1960*b^4*g*p*r*x+1040*b^4*g *q*r*x+8*b^4*p*q*r*x+5760*b^3*c^2*g*p*r+45984*b^3*c^2*g*p*x+1936*b^3*c^2*g*q*r+ 27552*b^3*c^2*g*q*x-2920*b^3*c^2*g*r*x+2352*b^3*c^2*p*q*r+30144*b^3*c^2*p*q*x-\ 17200*b^3*c^2*p*r*x-6208*b^3*c^2*q*r*x+2460*b^3*c*g^2*p*r+19872*b^3*c*g^2*p*x+ 812*b^3*c*g^2*q*r+11400*b^3*c*g^2*q*x+5724*b^3*c*g^2*r*x+66572*c*g^2*p*q*r*x+ 30208*c*g*p^2*q*r*x+27344*c*g*p*q^2*r*x-74644*c*g*p*q*r^2*x-289244*c*g*p*q*r*x^ 2-117560*a*b*c*g*p*q-93084*a*b*c*g*p*r-37652*a*b*c*g*q*r+569936*a*b*c*g*r*x-\ 28876*a*b*c*p*q*r-26678*a*b*g*p*q*r+226416*a*b*p*q*r*x-36132*a*c*g*p*q*r-23780* b*c*g*p*q*r+289244*c*g*p*q*r*x-35464*a*g*p*q*r^2*x-195174*a*g*p*q*r*x^2+8510*b^ 2*c*g*p*q*r+227328*b^2*c*g*p*q*x+150726*b^2*c*g*p*r*x+95294*b^2*c*g*q*r*x+66456 *b^2*c*p*q*r*x+50648*b^2*g*p*q*r*x+22700*b*c^2*g*p*q*r+433392*b*c^2*g*p*q*x+ 191388*b*c^2*g*p*r*x+139236*b*c^2*g*q*r*x+62512*b*c^2*p*q*r*x+8678*b*c*g^2*p*q* r+208824*b*c*g^2*p*q*x+135158*b*c*g^2*p*r*x+87974*b*c*g^2*q*r*x+16077*b*c*g*p^2 *q*r+233556*b*c*g*p^2*q*x+85444*b*c*g*p^2*r*x+4971*b*c*g*p*q^2*r+148116*b*c*g*p *q^2*x+37190*b*c*g*p*q*r^2-80434*b*c*g*p*r^2*x-434770*b*c*g*p*r*x^2+46504*b*c*g *q^2*r*x-29102*b*c*g*q*r^2*x-434770*b*c*g*q*r*x^2+14976*b*c*p^2*q*r*x+18144*b*c *p*q^2*r*x-94392*b*c*p*q*r^2*x-320836*b*c*p*q*r*x^2+47430*b*g^2*p*q*r*x+28296*b *g*p^2*q*r*x+21864*b*g*p*q^2*r*x-30724*b*g*p*q*r^2*x-195174*b*g*p*q*r*x^2+81360 *c^2*g*p*q*r*x+25088*a*b*g*p*q*r^2-7742*a*b*g*p*r^2*x-266040*a*b*g*p*r*x^2+ 38736*a*b*g*q^2*r*x+4362*a*b*g*q*r^2*x-266040*a*b*g*q*r*x^2+26856*a*b*p^2*q*r*x +22512*a*b*p*q^2*r*x-47912*a*b*p*q*r^2*x-226416*a*b*p*q*r*x^2+29124*a*c^2*g*p*q *r+499728*a*c^2*g*p*q*x+215820*a*c^2*g*p*r*x+163668*a*c^2*g*q*r*x+63248*a*c^2*p *q*r*x+9754*a*c*g^2*p*q*r+242280*a*c*g^2*p*q*x+155126*a*c*g^2*p*r*x+107942*a*c* g^2*q*r*x+20105*a*c*g*p^2*q*r+267468*a*c*g*p^2*q*x+97796*a*c*g*p^2*r*x+7531*a*c *g*p*q^2*r+182028*a*c*g*p*q^2*x+47166*a*c*g*p*q*r^2-86386*a*c*g*p*r^2*x-434770* a*c*g*p*r*x^2+58856*a*c*g*q^2*r*x-35054*a*c*g*q*r^2*x-434770*a*c*g*q*r*x^2+ 13440*a*c*p^2*q*r*x+16608*a*c*p*q^2*r*x-118512*a*c*p*q*r^2*x-320836*a*c*p*q*r*x ^2+57998*a*g^2*p*q*r*x+33672*a*g*p^2*q*r*x+27240*a*g*p*q^2*r*x-22256*a*b*c*g^2* p*q+6860*a*b*c*g^2*p*r+301104*a*b*c*g^2*p*x+2024*a*b*c*g^2*q*r+179568*a*b*c*g^2 *q*x+200172*a*b*c*g^2*r*x-29004*a*b*c*g*p^2*q+28642*a*b*c*g*p^2*r+395136*a*b*c* g*p^2*x-11844*a*b*c*g*p*q^2+86360*a*b*c*g*p*r^2+3218*a*b*c*g*q^2*r+151584*a*b*c *g*q^2*x+43024*a*b*c*g*q*r^2+14700*a*b*c*g*r^2*x-569936*a*b*c*g*r*x^2+22458*a*b *c*p^2*q*r+281976*a*b*c*p^2*q*x+88320*a*b*c*p^2*r*x+7870*a*b*c*p*q^2*r+186312*a *b*c*p*q^2*x+47000*a*b*c*p*q*r^2-118980*a*b*c*p*r^2*x-511432*a*b*c*p*r*x^2+ 53928*a*b*c*q^2*r*x-51268*a*b*c*q*r^2*x-511432*a*b*c*q*r*x^2+2586*a*b*g^2*p*q*r +114576*a*b*g^2*p*q*x+112256*a*b*g^2*p*r*x+68868*a*b*g^2*q*r*x+9159*a*b*g*p^2*q *r+151788*a*b*g*p^2*q*x+83364*a*b*g*p^2*r*x+2909*a*b*g*p*q^2*r+97332*a*b*g*p*q^ 2*x+351720*a^2*b*c*p*q*x+203732*a^2*b*c*p*r*x+140588*a^2*b*c*q*r*x+4784*a^2*b*g *p*q*r+154848*a^2*b*g*p*q*x+145466*a^2*b*g*p*r*x+92522*a^2*b*g*q*r*x+71892*a^2* b*p*q*r*x+16942*a^2*c*g*p*q*r+319392*a^2*c*g*p*q*x+191782*a^2*c*g*p*r*x+136350* a^2*c*g*q*r*x+75792*a^2*c*p*q*r*x+71452*a^2*g*p*q*r*x-21568*a*b^2*c*g*p*q+8816* a*b^2*c*g*p*r+344376*a*b^2*c*g*p*x+2564*a*b^2*c*g*q*r+195120*a*b^2*c*g*q*x+ 228356*a*b^2*c*g*r*x+10848*a*b^2*c*p*q*r+289944*a*b^2*c*p*q*x+186628*a*b^2*c*p* r*x+123484*a*b^2*c*q*r*x+2620*a*b^2*g*p*q*r+125088*a*b^2*g*p*q*x+127210*a*b^2*g *p*r*x+74266*a*b^2*g*q*r*x+64020*a*b^2*p*q*r*x-44640*a*b*c^2*g*p*q+42308*a*b*c^ 2*g*p*r+729840*a*b*c^2*g*p*x+16460*a*b*c^2*g*q*r+460560*a*b*c^2*g*q*x+329952*a* b*c^2*g*r*x+32576*a*b*c^2*p*q*r+535680*a*b*c^2*p*q*x+211464*a*b*c^2*p*r*x+ 160056*a*b*c^2*q*r*x-52714*b*g^2*p*q*r*x^2-11256*b*g*p^3*q*r*x-11418*b*g*p^2*q^ 2*r*x-37804*b*g*p^2*q*r^2*x-27768*b*g*p^2*q*r*x^2-3968*b*g*p*q^3*r*x-23690*b*g* p*q^2*r^2*x-27768*b*g*p*q^2*r*x^2-32212*b*g*p*q*r^3*x+33094*b*g*p*q*r^2*x^2-\ 61344*c^3*g*p*q*r*x-39504*c^2*g^2*p*q*r*x-53136*c^2*g*p^2*q*r*x-33408*c^2*g*p*q ^2*r*x-115344*c^2*g*p*q*r^2*x-81360*c^2*g*p*q*r*x^2-9176*c*g^3*p*q*r*x-23922*c* g^2*p^2*q*r*x-14454*c*g^2*p*q^2*r*x-59984*c*g^2*p*q*r^2*x-66572*c*g^2*p*q*r*x^2 -19392*c*g*p^3*q*r*x-20268*c*g*p^2*q^2*r*x-61334*c*g*p^2*q*r^2*x-28776*c*g*p^2* q*r*x^2-7632*c*g*p*q^3*r*x-40354*c*g*p*q^2*r^2*x-28776*c*g*p*q^2*r*x^2-50668*c* g*p*q*r^3*x+74644*c*g*p*q*r^2*x^2-32080*a^2*b*c*g*p*q+12692*a^2*b*c*g*p*r+ 393840*a^2*b*c*g*p*x+5912*a^2*b*c*g*q*r+244584*a^2*b*c*g*q*x+260812*a^2*b*c*g*r *x+20640*a^2*b*c*p*q*r-121550*b*c*g^2*q*r*x^2+4460*b*c*g*p^3*q*r+25536*b*c*g*p^ 3*q*x-27674*b*c*g*p^3*r*x+3166*b*c*g*p^2*q^2*r+27720*b*c*g*p^2*q^2*x+7231*b*c*g *p^2*q*r^2-207792*b*c*g*p^2*q*x^2-100948*b*c*g*p^2*r^2*x-72150*b*c*g*p^2*r*x^2+ 648*b*c*g*p*q^3*r+11424*b*c*g*p*q^3*x+3573*b*c*g*p*q^2*r^2-207792*b*c*g*p*q^2*x ^2+1082*b*c*g*p*q*r^3-90402*b*c*g*p*r^3*x+57744*b*c*g*p*r^2*x^2-3994*b*c*g*q^3* r*x-36192*b*c*g*q^2*r^2*x-72150*b*c*g*q^2*r*x^2-57974*b*c*g*q*r^3*x+57744*b*c*g *q*r^2*x^2-22368*b*c*p^3*q*r*x-23268*b*c*p^2*q^2*r*x-63044*b*c*p^2*q*r^2*x-\ 15792*b*c*p^2*q*r*x^2-8656*b*c*p*q^3*r*x-41080*b*c*p*q^2*r^2*x-15792*b*c*p*q^2* r*x^2-49160*b*c*p*q*r^3*x+106452*b*c*p*q*r^2*x^2-2668*b*g^3*p*q*r*x-11694*b*g^2 *p^2*q*r*x-6834*b*g^2*p*q^2*r*x-32738*b*g^2*p*q*r^2*x+102240*b*c^3*g*p*q*x-\ 86488*b*c^3*g*p*r*x-50072*b*c^3*g*q*r*x-71728*b*c^3*p*q*r*x+10400*b*c^2*g^2*p*q *r+83616*b*c^2*g^2*p*q*x-46448*b*c^2*g^2*p*r*x-26352*b*c^2*g^2*q*r*x+11664*b*c^ 2*g*p^2*q*r+78552*b*c^2*g*p^2*q*x-74844*b*c^2*g*p^2*r*x+4780*b*c^2*g*p*q^2*r+ 53208*b*c^2*g*p*q^2*x+13604*b*c^2*g*p*q*r^2-466560*b*c^2*g*p*q*x^2-188444*b*c^2 *g*p*r^2*x-177528*b*c^2*g*p*r*x^2-23852*b*c^2*g*q^2*r*x-115388*b*c^2*g*q*r^2*x-\ 177528*b*c^2*g*q*r*x^2-61788*b*c^2*p^2*q*r*x-38508*b*c^2*p*q^2*r*x-121392*b*c^2 *p*q*r^2*x-62880*b*c^2*p*q*r*x^2+3276*b*c*g^3*p*q*r+26712*b*c*g^3*p*q*x-5526*b* c*g^3*p*r*x-3174*b*c*g^3*q*r*x+6601*b*c*g^2*p^2*q*r+44316*b*c*g^2*p^2*q*x-28260 *b*c*g^2*p^2*r*x+2659*b*c*g^2*p*q^2*r+29556*b*c*g^2*p*q^2*x+8704*b*c*g^2*p*q*r^ 2-225552*b*c*g^2*p*q*x^2-87978*b*c*g^2*p*r^2*x-121550*b*c*g^2*p*r*x^2-8492*b*c* g^2*q^2*r*x-52910*b*c*g^2*q*r^2*x+33094*a*g*p*q*r^2*x^2+2808*b^3*c*g*p*q*r+ 31728*b^3*c*g*p*q*x-6620*b^3*c*g*p*r*x-2276*b^3*c*g*q*r*x-12176*b^3*c*p*q*r*x-\ 2876*b^3*g*p*q*r*x+9912*b^2*c^2*g*p*q*r+90432*b^2*c^2*g*p*q*x-54664*b^2*c^2*g*p *r*x-28816*b^2*c^2*g*q*r*x-52624*b^2*c^2*p*q*r*x+5032*b^2*c*g^2*p*q*r+45120*b^2 *c*g^2*p*q*x-10754*b^2*c*g^2*p*r*x-5918*b^2*c*g^2*q*r*x+6360*b^2*c*g*p^2*q*r+ 47568*b^2*c*g*p^2*q*x-33770*b^2*c*g*p^2*r*x+2262*b^2*c*g*p*q^2*r+30408*b^2*c*g* p*q^2*x+7930*b^2*c*g*p*q*r^2-273360*b^2*c*g*p*q*x^2-99628*b^2*c*g*p*r^2*x-\ 143538*b^2*c*g*p*r*x^2-8346*b^2*c*g*q^2*r*x-56292*b^2*c*g*q*r^2*x-143538*b^2*c* g*q*r*x^2-32692*b^2*c*p^2*q*r*x-18104*b^2*c*p*q^2*r*x-70040*b^2*c*p*q*r^2*x-\ 71124*b^2*c*p*q*r*x^2-5010*b^2*g^2*p*q*r*x-13712*b^2*g*p^2*q*r*x-7462*b^2*g*p*q ^2*r*x-35720*b^2*g*p*q*r^2*x-61050*b^2*g*p*q*r*x^2+12688*b*c^3*g*p*q*r-72150*a* c*g*p^2*r*x^2+1068*a*c*g*p*q^3*r+14400*a*c*g*p*q^3*x+4805*a*c*g*p*q^2*r^2-\ 207792*a*c*g*p*q^2*x^2+1846*a*c*g*p*q*r^3-100590*a*c*g*p*r^3*x+57744*a*c*g*p*r^ 2*x^2-6190*a*c*g*q^3*r*x-46168*a*c*g*q^2*r^2*x-72150*a*c*g*q^2*r*x^2-68162*a*c* g*q*r^3*x+57744*a*c*g*q*r^2*x^2-25440*a*c*p^3*q*r*x-27876*a*c*p^2*q^2*r*x-72008 *a*c*p^2*q*r^2*x-15792*a*c*p^2*q*r*x^2-11728*a*c*p*q^3*r*x-50044*a*c*p*q^2*r^2* x-15792*a*c*p*q^2*r*x^2-55728*a*c*p*q*r^3*x+106452*a*c*p*q*r^2*x^2-2384*a*g^3*p *q*r*x-12462*a*g^2*p^2*q*r*x-7602*a*g^2*p*q^2*r*x-36962*a*g^2*p*q*r^2*x-52714*a *g^2*p*q*r*x^2-12376*a*g*p^3*q*r*x-13098*a*g*p^2*q^2*r*x-42670*a*g*p^2*q*r^2*x-\ 27768*a*g*p^2*q*r*x^2-5088*a*g*p*q^3*r*x-28556*a*g*p*q^2*r^2*x-27768*a*g*p*q^2* r*x^2-37296*a*g*p*q*r^3*x+88488*a*c^2*g*p^2*q*x-81268*a*c^2*g*p^2*r*x+6828*a*c^ 2*g*p*q^2*r+63144*a*c^2*g*p*q^2*x+17260*a*c^2*g*p*q*r^2-466560*a*c^2*g*p*q*x^2-\ 207636*a*c^2*g*p*r^2*x-177528*a*c^2*g*p*r*x^2-30276*a*c^2*g*q^2*r*x-134580*a*c^ 2*g*q*r^2*x-177528*a*c^2*g*q*r*x^2-71988*a*c^2*p^2*q*r*x-48708*a*c^2*p*q^2*r*x-\ 142800*a*c^2*p*q*r^2*x-62880*a*c^2*p*q*r*x^2+4088*a*c*g^3*p*q*r+30504*a*c*g^3*p *q*x-4610*a*c*g^3*p*r*x-2258*a*c*g^3*q*r*x+8209*a*c*g^2*p^2*q*r+50220*a*c*g^2*p ^2*q*x-29336*a*c*g^2*p^2*r*x+3739*a*c*g^2*p*q^2*r+35460*a*c*g^2*p*q^2*x+11020*a *c*g^2*p*q*r^2-225552*a*c*g^2*p*q*x^2-94846*a*c*g^2*p*r^2*x-121550*a*c*g^2*p*r* x^2-9568*a*c*g^2*q^2*r*x-59778*a*c*g^2*q*r^2*x-121550*a*c*g^2*q*r*x^2+5464*a*c* g*p^3*q*r+28512*a*c*g*p^3*q*x-29870*a*c*g*p^3*r*x+4234*a*c*g*p^2*q^2*r+32184*a* c*g*p^2*q^2*x+9119*a*c*g*p^2*q*r^2-207792*a*c*g*p^2*q*x^2-110924*a*c*g*p^2*r^2* x+5921*a*b*g*p^2*q*r^2-124560*a*b*g*p^2*q*x^2-63112*a*b*g*p^2*r^2*x-61050*a*b*g *p^2*r*x^2+540*a*b*g*p*q^3*r+8472*a*b*g*p*q^3*x+2891*a*b*g*p*q^2*r^2-124560*a*b *g*p*q^2*x^2+1894*a*b*g*p*q*r^3-61520*a*b*g*p*r^3*x+1690*a*b*g*p*r^2*x^2-2322*a *b*g*q^3*r*x-23120*a*b*g*q^2*r^2*x-61050*a*b*g*q^2*r*x^2-37568*a*b*g*q*r^3*x+ 1690*a*b*g*q*r^2*x^2-14936*a*b*p^3*q*r*x-15696*a*b*p^2*q^2*r*x-46460*a*b*p^2*q* r^2*x-24684*a*b*p^2*q*r*x^2-5992*a*b*p*q^3*r*x-30388*a*b*p*q^2*r^2*x-24684*a*b* p*q^2*r*x^2-38896*a*b*p*q*r^3*x+47912*a*b*p*q*r^2*x^2+16448*a*c^3*g*p*q*r+ 115872*a*c^3*g*p*q*x-94792*a*c^3*g*p*r*x-58376*a*c^3*g*q*r*x-86544*a*c^3*p*q*r* x+13104*a*c^2*g^2*p*q*r+94944*a*c^2*g^2*p*q*x-47776*a*c^2*g^2*p*r*x-27680*a*c^2 *g^2*q*r*x+14728*a*c^2*g*p^2*q*r-234144*a*b*c*p^2*q*x^2-124072*a*b*c*p^2*r^2*x-\ 71124*a*b*c*p^2*r*x^2+832*a*b*c*p*q^3*r+13008*a*b*c*p*q^3*x+3826*a*b*c*p*q^2*r^ 2-234144*a*b*c*p*q^2*x^2+60*a*b*c*p*q*r^3-109080*a*b*c*p*r^3*x+85124*a*b*c*p*r^ 2*x^2-7228*a*b*c*q^3*r*x-49144*a*b*c*q^2*r^2*x-71124*a*b*c*q^2*r*x^2-72616*a*b* c*q*r^3*x+85124*a*b*c*q*r^2*x^2+1892*a*b*g^3*p*q*r+15120*a*b*g^3*p*q*x+5672*a*b *g^3*p*r*x+3228*a*b*g^3*q*r*x+4409*a*b*g^2*p^2*q*r+28692*a*b*g^2*p^2*q*x-8450*a *b*g^2*p^2*r*x+1883*a*b*g^2*p*q^2*r+19404*a*b*g^2*p*q^2*x+6444*a*b*g^2*p*q*r^2-\ 114576*a*b*g^2*p*q*x^2-43754*a*b*g^2*p*r^2*x-90562*a*b*g^2*p*r*x^2-2466*a*b*g^2 *q^2*r*x-26610*a*b*g^2*q*r^2*x-90562*a*b*g^2*q*r*x^2+3316*a*b*g*p^3*q*r+18216*a *b*g*p^3*q*x-14822*a*b*g*p^3*r*x+2432*a*b*g*p^2*q^2*r+20016*a*b*g*p^2*q^2*x+ 2540*a*b*c*g^3*q*r+25272*a*b*c*g^3*q*x+11788*a*b*c*g^3*r*x+13684*a*b*c*g^2*p^2* r+73632*a*b*c*g^2*p^2*x+22280*a*b*c*g^2*p*r^2-240336*a*b*c*g^2*p*x^2+2504*a*b*c *g^2*q^2*r+32256*a*b*c*g^2*q^2*x+12196*a*b*c*g^2*q*r^2-240336*a*b*c*g^2*q*x^2-\ 71020*a*b*c*g^2*r^2*x-200172*a*b*c*g^2*r*x^2+10422*a*b*c*g*p^3*r+48072*a*b*c*g* p^3*x+19856*a*b*c*g*p^2*r^2-273360*a*b*c*g*p^2*x^2+8446*a*b*c*g*p*r^3+658*a*b*c *g*q^3*r+13752*a*b*c*g*q^3*x+5044*a*b*c*g*q^2*r^2-273360*a*b*c*g*q^2*x^2+4414*a *b*c*g*q*r^3-107168*a*b*c*g*r^3*x-14700*a*b*c*g*r^2*x^2+4992*a*b*c*p^3*q*r+ 27312*a*b*c*p^3*q*x-36404*a*b*c*p^3*r*x+3688*a*b*c*p^2*q^2*r+30240*a*b*c*p^2*q^ 2*x+7518*a*b*c*p^2*q*r^2+127776*a*b*c^3*g*q*x-65040*a*b*c^3*g*r*x+15744*a*b*c^3 *p*q*r+119040*a*b*c^3*p*q*x-116944*a*b*c^3*p*r*x-71792*a*b*c^3*q*r*x+22176*a*b* c^2*g^2*p*r+138384*a*b*c^2*g^2*p*x+9920*a*b*c^2*g^2*q*r+92784*a*b*c^2*g^2*q*x-\ 12512*a*b*c^2*g^2*r*x+27580*a*b*c^2*g*p^2*r+144816*a*b*c^2*g*p^2*x+36876*a*b*c^ 2*g*p*r^2-595200*a*b*c^2*g*p*x^2+5180*a*b*c^2*g*q^2*r+66000*a*b*c^2*g*q^2*x+ 19372*a*b*c^2*g*q*r^2-595200*a*b*c^2*g*q*x^2-195160*a*b*c^2*g*r^2*x-329952*a*b* c^2*g*r*x^2+13808*a*b*c^2*p^2*q*r+88272*a*b*c^2*p^2*q*x-99632*a*b*c^2*p^2*r*x+ 6032*a*b*c^2*p*q^2*r+61488*a*b*c^2*p*q^2*x+14928*a*b*c^2*p*q*r^2-535680*a*b*c^2 *p*q*x^2-235520*a*b*c^2*p*r^2*x-185760*a*b*c^2*p*r*x^2-36592*a*b*c^2*q^2*r*x-\ 149952*a*b*c^2*q*r^2*x-185760*a*b*c^2*q*r*x^2+5776*a*b*c*g^3*p*r+38856*a*b*c*g^ 3*p*x-1064*a*g^2*p*r^2*x^2-914*a*g^2*q^3*r*x-10356*a*g^2*q^2*r^2*x-26357*a*g^2* q^2*r*x^2-16697*a*g^2*q*r^3*x-1064*a*g^2*q*r^2*x^2+700*a*g*p^4*q*r+3252*a*g*p^4 *q*x-4005*a*g*p^4*r*x+792*a*g*p^3*q^2*r+5088*a*g*p^3*q^2*x+1448*a*g*p^3*q*r^2-\ 30384*a*g*p^3*q*x^2-18928*a*g*p^3*r^2*x-9256*a*g*p^3*r*x^2+356*a*g*p^2*q^3*r+ 3672*a*g*p^2*q^3*x+1257*a*g*p^2*q^2*r^2-45576*a*g*p^2*q^2*x^2+144*a*g*p^2*q*r^3 -25393*a*g*p^2*r^3*x+16547*a*g*p^2*r^2*x^2+46*a*g*p*q^4*r+1128*a*g*p*q^4*x+394* a*g*p*q^3*r^2-30384*a*g*p*q^3*x^2+138*a*g*p*q^2*r^3-1256*a*g*p*q*r^4-13982*a*g* p*r^4*x+33626*a*g*p*r^3*x^2-361*a*g*q^4*r*x-4814*a*g*q^3*r^2*x-9256*a*g*q^3*r*x ^2-11903*a*g*q^2*r^3*x+16547*a*g*q^2*r^2*x^2-10254*a*g*q*r^4*x+33626*a*g*q*r^3* x^2-3246*a*p^4*q*r*x-3208*a*c*p*q*r^4-15712*a*c*p*r^4*x+80708*a*c*p*r^3*x^2-\ 1218*a*c*q^4*r*x-9360*a*c*q^3*r^2*x-5264*a*c*q^3*r*x^2-19314*a*c*q^2*r^3*x+ 53226*a*c*q^2*r^2*x^2-12904*a*c*q*r^4*x+80708*a*c*q*r^3*x^2+409*a*g^4*p*q*r+ 3192*a*g^4*p*q*x+1281*a*g^4*p*r*x+789*a*g^4*q*r*x+1335*a*g^3*p^2*q*r+8340*a*g^3 *p^2*q*x-1926*a*g^3*p^2*r*x+605*a*g^3*p*q^2*r+5808*a*g^3*p*q^2*x+2078*a*g^3*p*q *r^2-30456*a*g^3*p*q*x^2-11716*a*g^3*p*r^2*x-24241*a*g^3*p*r*x^2-458*a*g^3*q^2* r*x-7216*a*g^3*q*r^2*x-24241*a*g^3*q*r*x^2+1606*a*g^2*p^3*q*r+8472*a*g^2*p^3*q* x-5774*a*g^2*p^3*r*x+1233*a*g^2*p^2*q^2*r+9504*a*g^2*p^2*q^2*x+3054*a*g^2*p^2*q *r^2-51840*a*g^2*p^2*q*x^2-26606*a*g^2*p^2*r^2*x-26357*a*g^2*p^2*r*x^2+304*a*g^ 2*p*q^3*r+4200*a*g^2*p*q^3*x+1564*a*g^2*p*q^2*r^2-51840*a*g^2*p*q^2*x^2+1290*a* g^2*p*q*r^3-26477*a*g^2*p*r^3*x-9000*a*c*g^2*r^2*x^2+2248*a*c*g*p^4*r+8892*a*c* g*p^4*x+4963*a*c*g*p^3*r^2-69264*a*c*g*p^3*x^2+1401*a*c*g*p^2*r^3-3095*a*c*g*p* r^4+50*a*c*g*q^4*r+1836*a*c*g*q^4*x+649*a*c*g*q^3*r^2-69264*a*c*g*q^3*x^2+571*a *c*g*q^2*r^3-1809*a*c*g*q*r^4-28428*a*c*g*r^4*x+66230*a*c*g*r^3*x^2+812*a*c*p^4 *q*r+3744*a*c*p^4*q*x-8074*a*c*p^4*r*x+924*a*c*p^3*q^2*r+5856*a*c*p^3*q^2*x+ 1096*a*c*p^3*q*r^2-48480*a*c*p^3*q*x^2-31324*a*c*p^3*r^2*x-5264*a*c*p^3*r*x^2+ 420*a*c*p^2*q^3*r+4224*a*c*p^2*q^3*x+1014*a*c*p^2*q^2*r^2-72720*a*c*p^2*q^2*x^2 -1584*a*c*p^2*q*r^3-36414*a*c*p^2*r^3*x+53226*a*c*p^2*r^2*x^2+56*a*c*p*q^4*r+ 1296*a*c*p*q^4*x+348*a*c*p*q^3*r^2-48480*a*c*p*q^3*x^2-744*a*c*p*q^2*r^3-175680 *a*c^2*p*q^2*x^2-1500*a*c^2*p*q*r^3-79360*a*c^2*p*r^3*x+104616*a*c^2*p*r^2*x^2-\ 8476*a*c^2*q^3*r*x-44728*a*c^2*q^2*r^2*x-31440*a*c^2*q^2*r*x^2-57176*a*c^2*q*r^ 3*x+104616*a*c^2*q*r^2*x^2+1179*a*c*g^4*p*r+7956*a*c*g^4*p*x+533*a*c*g^4*q*r+ 5292*a*c*g^4*q*x+2612*a*c*g^4*r*x+3960*a*c*g^3*p^2*r+20844*a*c*g^3*p^2*x+6832*a *c*g^3*p*r^2-63696*a*c*g^3*p*x^2+802*a*c*g^3*q^2*r+9660*a*c*g^3*q^2*x+3938*a*c* g^3*q*r^2-63696*a*c*g^3*q*x^2-18722*a*c*g^3*r^2*x-53206*a*c*g^3*r*x^2+4851*a*c* g^2*p^3*r+21660*a*c*g^2*p^3*x+9776*a*c*g^2*p^2*r^2-112776*a*c*g^2*p^2*x^2+4999* a*c*g^2*p*r^3+381*a*c*g^2*q^3*r+6900*a*c*g^2*q^3*x+2724*a*c*g^2*q^2*r^2-112776* a*c*g^2*q^2*x^2+2811*a*c*g^2*q*r^3-45458*a*c*g^2*r^3*x+38712*a*c^2*g^3*p*x+2904 *a*c^2*g^3*q*r+26472*a*c^2*g^3*q*x-2152*a*c^2*g^3*r*x+12630*a*c^2*g^2*p^2*r+ 64176*a*c^2*g^2*p^2*x+17946*a*c^2*g^2*p*r^2-243744*a*c^2*g^2*p*x^2+2626*a*c^2*g ^2*q^2*r+30768*a*c^2*g^2*q^2*x+9882*a*c^2*g^2*q*r^2-243744*a*c^2*g^2*q*x^2-\ 80508*a*c^2*g^2*r^2*x-137672*a*c^2*g^2*r*x^2+8628*a*c^2*g*p^3*r+37944*a*c^2*g*p ^3*x+15006*a*c^2*g*p^2*r^2-233280*a*c^2*g*p^2*x^2+4128*a*c^2*g*p*r^3+728*a*c^2* g*q^3*r+12600*a*c^2*g*q^3*x+4170*a*c^2*g*q^2*r^2-233280*a*c^2*g*q^2*x^2+2532*a* c^2*g*q*r^3-93560*a*c^2*g*r^3*x+49300*a*c^2*g*r^2*x^2+3672*a*c^2*p^3*q*r+18912* a*c^2*p^3*q*x-31756*a*c^2*p^3*r*x+2916*a*c^2*p^2*q^2*r+21456*a*c^2*p^2*q^2*x+ 4758*a*c^2*p^2*q*r^2-175680*a*c^2*p^2*q*x^2-98072*a*c^2*p^2*r^2*x-31440*a*c^2*p ^2*r*x^2+776*a*c^2*p*q^3*r+9696*a*c^2*p*q^3*x+2682*a*c^2*p*q^2*r^2-10300*a*b*q* r^4*x+43360*a*b*q*r^3*x^2+13392*a*c^4*g*p*r+76320*a*c^4*g*p*x+6496*a*c^4*g*q*r+ 53856*a*c^4*g*q*x-39392*a*c^4*g*r*x+6640*a*c^4*p*q*r+44928*a*c^4*p*q*x-55856*a* c^4*p*r*x-36720*a*c^4*q*r*x+13888*a*c^3*g^2*p*r+81648*a*c^3*g^2*p*x+6552*a*c^3* g^2*q*r+56784*a*c^3*g^2*q*x-24400*a*c^3*g^2*r*x+15608*a*c^3*g*p^2*r+77616*a*c^3 *g*p^2*x+18856*a*c^3*g*p*r^2-345024*a*c^3*g*p*x^2+3408*a*c^3*g*q^2*r+38256*a*c^ 3*g*q^2*x+10224*a*c^3*g*q*r^2-345024*a*c^3*g*q*x^2-123000*a*c^3*g*r^2*x-140504* a*c^3*g*r*x^2+7300*a*c^3*p^2*q*r+42816*a*c^3*p^2*q*x-60600*a*c^3*p^2*r*x+3540*a *c^3*p*q^2*r+30912*a*c^3*p*q^2*x+7064*a*c^3*p*q*r^2-274560*a*c^3*p*q*x^2-129616 *a*c^3*p*r^2*x-62784*a*c^3*p*r*x^2-25944*a*c^3*q^2*r*x-87776*a*c^3*q*r^2*x-\ 62784*a*c^3*q*r*x^2+6284*a*c^2*g^3*p*r-41520*a*b*g*p^3*x^2+1809*a*b*g*p^2*r^3-\ 1003*a*b*g*p*r^4+900*a*b*g*q^4*x+385*a*b*g*q^3*r^2-41520*a*b*g*q^3*x^2+459*a*b* g*q^2*r^3-711*a*b*g*q*r^4-19002*a*b*g*r^4*x+19694*a*b*g*r^3*x^2+616*a*b*p^4*q*r +2928*a*b*p^4*q*x-4852*a*b*p^4*r*x+672*a*b*p^3*q^2*r+4512*a*b*p^3*q^2*x+1092*a* b*p^3*q*r^2-33408*a*b*p^3*q*x^2-20844*a*b*p^3*r^2*x-8228*a*b*p^3*r*x^2+280*a*b* p^2*q^3*r+3168*a*b*p^2*q^3*x+936*a*b*p^2*q^2*r^2-50112*a*b*p^2*q^2*x^2-420*a*b* p^2*q*r^3-26824*a*b*p^2*r^3*x+23956*a*b*p^2*r^2*x^2+912*a*b*p*q^4*x+284*a*b*p*q ^3*r^2-33408*a*b*p*q^3*x^2-144*a*b*p*q^2*r^3-1652*a*b*p*q*r^4-14124*a*b*p*r^4*x +43360*a*b*p*r^3*x^2-380*a*b*q^4*r*x-4772*a*b*q^3*r^2*x-8228*a*b*q^3*r*x^2-\ 12072*a*b*q^2*r^3*x+23956*a*b*q^2*r^2*x^2-2466*a*b*c*q*r^4-30028*a*b*c*r^4*x+ 85692*a*b*c*r^3*x^2+360*a*b*g^4*p*r+3120*a*b*g^4*p*x+152*a*b*g^4*q*r+1872*a*b*g ^4*q*x+3952*a*b*g^4*r*x+1879*a*b*g^3*p^2*r+10728*a*b*g^3*p^2*x+4093*a*b*g^3*p*r ^2-21624*a*b*g^3*p*x^2+337*a*b*g^3*q^2*r+4392*a*b*g^3*q^2*x+2389*a*b*g^3*q*r^2-\ 21624*a*b*g^3*q*x^2-4408*a*b*g^3*r^2*x-36704*a*b*g^3*r*x^2+2687*a*b*g^2*p^3*r+ 12660*a*b*g^2*p^3*x+6061*a*b*g^2*p^2*r^2-57288*a*b*g^2*p^2*x^2+4061*a*b*g^2*p*r ^3+161*a*b*g^2*q^3*r+3372*a*b*g^2*q^3*x+1619*a*b*g^2*q^2*r^2-57288*a*b*g^2*q^2* x^2+2035*a*b*g^2*q*r^3-22204*a*b*g^2*r^3*x-30332*a*b*g^2*r^2*x^2+1406*a*b*g*p^4 *r+5772*a*b*g*p^4*x+3415*a*b*g*p^3*r^2+8336*a*b*c^2*p^3*r+38352*a*b*c^2*p^3*x+ 13340*a*b*c^2*p^2*r^2-267840*a*b*c^2*p^2*x^2+1672*a*b*c^2*p*r^3+560*a*b*c^2*q^3 *r+11568*a*b*c^2*q^3*x+3420*a*b*c^2*q^2*r^2-267840*a*b*c^2*q^2*x^2+1120*a*b*c^2 *q*r^3-103904*a*b*c^2*r^3*x+74424*a*b*c^2*r^2*x^2+372*a*b*c*g^4*r+4992*a*b*c*g^ 4*x+8316*a*b*c*g^3*r^2-41424*a*b*c*g^3*x^2+8596*a*b*c*g^2*r^3-988*a*b*c*g*r^4+ 2108*a*b*c*p^4*r+8616*a*b*c*p^4*x+4170*a*b*c*p^3*r^2-78048*a*b*c*p^3*x^2-138*a* b*c*p^2*r^3-4354*a*b*c*p*r^4+1464*a*b*c*q^4*x+478*a*b*c*q^3*r^2-78048*a*b*c*q^3 *x^2+138*a*b*c*q^2*r^3-33978*a*b^2*q^2*r*x^2-19512*a*b^2*q*r^3*x+3498*a*b^2*q*r ^2*x^2+12384*a*b*c^4*g*r+87168*a*b*c^4*g*x+13568*a*b*c^4*p*r+81600*a*b*c^4*p*x+ 6336*a*b*c^4*q*r+56640*a*b*c^4*q*x-48960*a*b*c^4*r*x+11328*a*b*c^3*g^2*r+83520* a*b*c^3*g^2*x+22512*a*b*c^3*g*r^2-429120*a*b*c^3*g*x^2+15456*a*b*c^3*p^2*r+ 80928*a*b*c^3*p^2*x+17376*a*b*c^3*p*r^2-402048*a*b*c^3*p*x^2+3040*a*b*c^3*q^2*r +38112*a*b*c^3*q^2*x+9072*a*b*c^3*q*r^2-402048*a*b*c^3*q*x^2-141504*a*b*c^3*r^2 *x-152848*a*b*c^3*r*x^2+4096*a*b*c^2*g^3*r+33888*a*b*c^2*g^3*x+21200*a*b*c^2*g^ 2*r^2-251520*a*b*c^2*g^2*x^2+9296*a*b*c^2*g*r^3+3094*a*b^2*g^2*p^2*r+18672*a*b^ 2*g^2*p^2*x+6314*a*b^2*g^2*p*r^2-40752*a*b^2*g^2*p*x^2+442*a*b^2*g^2*q^2*r+6864 *a*b^2*g^2*q^2*x+3356*a*b^2*g^2*q*r^2-40752*a*b^2*g^2*q*x^2-7870*a*b^2*g^2*r^2* x-69042*a*b^2*g^2*r*x^2+2834*a*b^2*g*p^3*r+14160*a*b^2*g*p^3*x+6192*a*b^2*g*p^2 *r^2-69984*a*b^2*g*p^2*x^2+3882*a*b^2*g*p*r^3+3072*a*b^2*g*q^3*x+1320*a*b^2*g*q ^2*r^2-69984*a*b^2*g*q^2*x^2+1602*a*b^2*g*q*r^3-24792*a*b^2*g*r^3*x-36186*a*b^2 *g*r^2*x^2+1536*a*b^2*p^3*q*r+9240*a*b^2*p^3*q*x-8752*a*b^2*p^3*r*x+1008*a*b^2* p^2*q^2*r+9864*a*b^2*p^2*q^2*x+2654*a*b^2*p^2*q*r^2-72360*a*b^2*p^2*q*x^2-35016 *a*b^2*p^2*r^2*x-33978*a*b^2*p^2*r*x^2+3912*a*b^2*p*q^3*x+1138*a*b^2*p*q^2*r^2-\ 72360*a*b^2*p*q^2*x^2+700*a*b^2*p*q*r^3-34068*a*b^2*p*r^3*x+3498*a*b^2*p*r^2*x^ 2-772*a*b^2*q^3*r*x-10680*a*b^2*q^2*r^2*x+13384*a*b^2*c^2*p^2*r+77280*a*b^2*c^2 *p^2*x+17128*a*b^2*c^2*p*r^2-352224*a*b^2*c^2*p*x^2+1928*a*b^2*c^2*q^2*r+32352* a*b^2*c^2*q^2*x+7832*a*b^2*c^2*q*r^2-352224*a*b^2*c^2*q*x^2-105808*a*b^2*c^2*r^ 2*x-191304*a*b^2*c^2*r*x^2+992*a*b^2*c*g^3*r+12072*a*b^2*c*g^3*x+12444*a*b^2*c* g^2*r^2-77904*a*b^2*c*g^2*x^2+7752*a*b^2*c*g*r^3+5080*a*b^2*c*p^3*r+25272*a*b^2 *c*p^3*x+9408*a*b^2*c*p^2*r^2-160416*a*b^2*c*p^2*x^2+3576*a*b^2*c*p*r^3+6048*a* b^2*c*q^3*x+1776*a*b^2*c*q^2*r^2-160416*a*b^2*c*q^2*x^2+1528*a*b^2*c*q*r^3-\ 58936*a*b^2*c*r^3*x-4536*a*b^2*c*r^2*x^2+840*a*b^2*g^3*p*r+7392*a*b^2*g^3*p*x+ 336*a*b^2*g^3*q*r+4224*a*b^2*g^3*q*x+9352*a*b^2*g^3*r*x-97344*a*b^3*c*r*x^2+852 *a*b^3*g^2*p*r+8328*a*b^3*g^2*p*x+300*a*b^3*g^2*q*r+4392*a*b^3*g^2*q*x+10552*a* b^3*g^2*r*x+1996*a*b^3*g*p^2*r+13824*a*b^3*g*p^2*x+3764*a*b^3*g*p*r^2-33408*a*b ^3*g*p*x^2+4224*a*b^3*g*q^2*x+1684*a*b^3*g*q*r^2-33408*a*b^3*g*q*x^2-5032*a*b^3 *g*r^2*x-56432*a*b^3*g*r*x^2+1200*a*b^3*p^2*q*r+10872*a*b^3*p^2*q*x-3424*a*b^3* p^2*r*x+6552*a*b^3*p*q^2*x+1528*a*b^3*p*q*r^2-55680*a*b^3*p*q*x^2-16680*a*b^3*p *r^2*x-43408*a*b^3*p*r*x^2+64*a*b^3*q^2*r*x-7976*a*b^3*q*r^2*x-43408*a*b^3*q*r* x^2+12192*a*b^2*c^3*g*r+95904*a*b^2*c^3*g*x+14960*a*b^2*c^3*p*r+101088*a*b^2*c^ 3*p*x+6192*a*b^2*c^3*q*r+66816*a*b^2*c^3*q*x-35840*a*b^2*c^3*r*x+7128*a*b^2*c^2 *g^2*r+60192*a*b^2*c^2*g^2*x+20312*a*b^2*c^2*g*r^2-309024*a*b^2*c^2*g*x^2-4148* a^2*p*q^3*r*x-18836*a^2*p*q^2*r^2*x-12342*a^2*p*q^2*r*x^2-22340*a^2*p*q*r^3*x+ 23956*a^2*p*q*r^2*x^2+544*a*b^4*c*g*r+7584*a*b^4*c*g*x+1184*a*b^4*c*p*r+13344*a *b^4*c*p*x+7104*a*b^4*c*q*x+5312*a*b^4*c*r*x+344*a*b^4*g*p*r+4416*a*b^4*g*p*x+ 2016*a*b^4*g*q*x+5632*a*b^4*g*r*x+4416*a*b^4*p*q*x+2720*a*b^4*p*r*x+1600*a*b^4* q*r*x+4752*a*b^3*c^2*g*r+45120*a*b^3*c^2*g*x+6976*a*b^3*c^2*p*r+56544*a*b^3*c^2 *p*x+2400*a*b^3*c^2*q*r+34656*a*b^3*c^2*q*x-2400*a*b^3*c^2*r*x+1152*a*b^3*c*g^2 *r+13920*a*b^3*c*g^2*x+6984*a*b^3*c*g*r^2-63744*a*b^3*c*g*x^2+4384*a*b^3*c*p^2* r+29760*a*b^3*c*p^2*x+6456*a*b^3*c*p*r^2-117504*a*b^3*c*p*x^2+10176*a*b^3*c*q^2 *x+2392*a*b^3*c*q*r^2-117504*a*b^3*c*q*x^2-25792*a*b^3*c*r^2*x+42562*a^2*c*q*r^ 2*x^2+1230*a^2*g^3*p*q*r+8784*a^2*g^3*p*q*x+3331*a^2*g^3*p*r*x+2109*a^2*g^3*q*r *x+2814*a^2*g^2*p^2*q*r+16416*a^2*g^2*p^2*q*x-4449*a^2*g^2*p^2*r*x+1361*a^2*g^2 *p*q^2*r+11772*a^2*g^2*p*q^2*x+4055*a^2*g^2*p*q*r^2-57288*a^2*g^2*p*q*x^2-24148 *a^2*g^2*p*r^2*x-45281*a^2*g^2*p*r*x^2-1457*a^2*g^2*q^2*r*x-15576*a^2*g^2*q*r^2 *x-45281*a^2*g^2*q*r*x^2+2064*a^2*g*p^3*q*r+10236*a^2*g*p^3*q*x-8168*a^2*g*p^3* r*x+1654*a^2*g*p^2*q^2*r+11700*a^2*g*p^2*q^2*x+3698*a^2*g*p^2*q*r^2-62280*a^2*g *p^2*q*x^2-35254*a^2*g*p^2*r^2*x-30525*a^2*g*p^2*r*x^2+448*a^2*g*p*q^3*r+5364*a ^2*g*p*q^3*x+1941*a^2*g*p*q^2*r^2-62280*a^2*g*p*q^2*x^2+1204*a^2*g*p*q*r^3-\ 34638*a^2*g*p*r^3*x+845*a^2*g*p*r^2*x^2-1918*a^2*g*q^3*r*x-15258*a^2*g*q^2*r^2* x-30525*a^2*g*q^2*r*x^2-22662*a^2*g*q*r^3*x+845*a^2*g*q*r^2*x^2-8620*a^2*p^3*q* r*x-9576*a^2*p^2*q^2*r*x-26872*a^2*p^2*q*r^2*x-12342*a^2*p^2*q*r*x^2+1926*a^2*c *g^2*q^2*r+20040*a^2*c*g^2*q^2*x+7204*a^2*c*g^2*q*r^2-120168*a^2*c*g^2*q*x^2-\ 38810*a^2*c*g^2*r^2*x-100086*a^2*c*g^2*r*x^2+6294*a^2*c*g*p^3*r+26496*a^2*c*g*p ^3*x+11916*a^2*c*g*p^2*r^2-136680*a^2*c*g*p^2*x^2+4950*a^2*c*g*p*r^3+628*a^2*c* g*q^3*r+9336*a^2*c*g*q^3*x+3372*a^2*c*g*q^2*r^2-136680*a^2*c*g*q^2*x^2+2580*a^2 *c*g*q*r^3-60258*a^2*c*g*r^3*x-7350*a^2*c*g*r^2*x^2+3160*a^2*c*p^3*q*r+15144*a^ 2*c*p^3*q*x-20644*a^2*c*p^3*r*x+2564*a^2*c*p^2*q^2*r+17352*a^2*c*p^2*q^2*x+4522 *a^2*c*p^2*q*r^2-117072*a^2*c*p^2*q*x^2-70320*a^2*c*p^2*r^2*x-35562*a^2*c*p^2*r *x^2+712*a^2*c*p*q^3*r+7992*a^2*c*p*q^3*x+2488*a^2*c*p*q^2*r^2-117072*a^2*c*p*q ^2*x^2-436*a^2*c*p*q*r^3-61132*a^2*c*p*r^3*x+42562*a^2*c*p*r^2*x^2-6056*a^2*c*q ^3*r*x-32856*a^2*c*q^2*r^2*x-35562*a^2*c*q^2*r*x^2-42900*a^2*c*q*r^3*x+480*b^2* p^3*q*r^2-16704*b^2*p^3*q*x^2-9208*b^2*p^3*r^2*x-4114*b^2*p^3*r*x^2+1344*b^2*p^ 2*q^3*x+384*b^2*p^2*q^2*r^2-25056*b^2*p^2*q^2*x^2-72*b^2*p^2*q*r^3-11966*b^2*p^ 2*r^3*x+11978*b^2*p^2*r^2*x^2-16704*b^2*p*q^3*x^2+12*b^2*p*q^2*r^3-576*b^2*p*q* r^4-6540*b^2*p*r^4*x+21680*b^2*p*r^3*x^2-1172*b^2*q^3*r^2*x-4114*b^2*q^3*r*x^2-\ 4590*b^2*q^2*r^3*x+11978*b^2*q^2*r^2*x^2-4628*b^2*q*r^4*x+21680*b^2*q*r^3*x^2+ 3616*b*c^5*g*r+26496*b*c^5*g*x+3408*b*c^5*p*r+22272*b*c^5*p*x+1552*b*c^5*q*r+ 15360*b*c^5*q*x-16320*b*c^5*r*x+4704*b*c^4*g^2*r+34752*b*c^4*g^2*x+7296*b*c^4*g *r^2-189504*b*c^4*g*x^2+4792*b*c^4*p^2*r+27072*b*c^4*p^2*x+5032*b*c^4*p*r^2-\ 157440*b*c^4*p*x^2+888*b*c^4*q^2*r+12480*b*c^4*q^2*x+2648*b*c^4*q*r^2-157440*b* c^4*q*x^2-52480*b*c^4*r^2*x-39024*b^2*c*q^3*x^2+130*b^2*c*q^2*r^3-780*b^2*c*q*r ^4-13892*b^2*c*r^4*x+42846*b^2*c*r^3*x^2+146*b^2*g^4*p*r+1380*b^2*g^4*p*x+756*b ^2*g^4*q*x+1740*b^2*g^4*r*x+769*b^2*g^3*p^2*r+4752*b^2*g^3*p^2*x+1706*b^2*g^3*p *r^2-10812*b^2*g^3*p*x^2+1584*b^2*g^3*q^2*x+939*b^2*g^3*q*r^2-10812*b^2*g^3*q*x ^2-2141*b^2*g^3*r^2*x-18352*b^2*g^3*r*x^2+1097*b^2*g^2*p^3*r+5640*b^2*g^2*p^3*x +2420*b^2*g^2*p^2*r^2-28644*b^2*g^2*p^2*x^2+1549*b^2*g^2*p*r^3+996*b^2*g^2*q^3* x+571*b^2*g^2*q^2*r^2-28644*b^2*g^2*q^2*x^2+718*b^2*g^2*q*r^3-9791*b^2*g^2*r^3* x-15166*b^2*g^2*r^2*x^2+580*b^2*g*p^4*r+2604*b^2*g*p^4*x+1381*b^2*g*p^3*r^2-\ 20760*b^2*g*p^3*x^2+663*b^2*g*p^2*r^3-497*b^2*g*p*r^4-20760*b^2*g*q^3*x^2-8282* b^2*g*r^4*x+9847*b^2*g*r^3*x^2+252*b^2*p^4*q*r+1344*b^2*p^4*q*x-2138*b^2*p^4*r* x+252*b^2*p^3*q^2*r+2016*b^2*p^3*q^2*x+6920*b^2*c^3*p*r^2-201024*b^2*c^3*p*x^2+ 768*b^2*c^3*q^2*r+14832*b^2*c^3*q^2*x+3160*b^2*c^3*q*r^2-201024*b^2*c^3*q*x^2-\ 58256*b^2*c^3*r^2*x-76424*b^2*c^3*r*x^2+1748*b^2*c^2*g^3*r+15576*b^2*c^2*g^3*x+ 8796*b^2*c^2*g^2*r^2-125760*b^2*c^2*g^2*x^2+3744*b^2*c^2*g*r^3+3252*b^2*c^2*p^3 *r+17304*b^2*c^2*p^3*x+5456*b^2*c^2*p^2*r^2-133920*b^2*c^2*p^2*x^2+1156*b^2*c^2 *p*r^3+3912*b^2*c^2*q^3*x+1028*b^2*c^2*q^2*r^2-133920*b^2*c^2*q^2*x^2+684*b^2*c ^2*q*r^3-45176*b^2*c^2*r^3*x+37212*b^2*c^2*r^2*x^2+158*b^2*c*g^4*r+2304*b^2*c*g ^4*x+3554*b^2*c*g^3*r^2-20712*b^2*c*g^3*x^2+3472*b^2*c*g^2*r^3-492*b^2*c*g*r^4+ 856*b^2*c*p^4*r+3936*b^2*c*p^4*x+1768*b^2*c*p^3*r^2-39024*b^2*c*p^3*x^2+168*b^2 *c*p^2*r^3-1544*b^2*c*p*r^4+746*b^3*g^2*q*r^2-13584*b^3*g^2*q*x^2-2214*b^3*g^2* r^2*x-23014*b^3*g^2*r*x^2+712*b^3*g*p^3*r+4128*b^3*g*p^3*x+1546*b^3*g*p^2*r^2-\ 23328*b^3*g*p^2*x^2+956*b^3*g*p*r^3-23328*b^3*g*q^2*x^2-6604*b^3*g*r^3*x-12062* b^3*g*r^2*x^2+352*b^3*p^3*q*r+2664*b^3*p^3*q*x-2376*b^3*p^3*r*x+2664*b^3*p^2*q^ 2*x+640*b^3*p^2*q*r^2-24120*b^3*p^2*q*x^2-9616*b^3*p^2*r^2*x-11326*b^3*p^2*r*x^ 2-24120*b^3*p*q^2*x^2+224*b^3*p*q*r^3-9500*b^3*p*r^3*x+1166*b^3*p*r^2*x^2-1504* b^3*q^2*r^2*x-11326*b^3*q^2*r*x^2-4648*b^3*q*r^3*x+1166*b^3*q*r^2*x^2+4864*b^2* c^4*g*r+39456*b^2*c^4*g*x+4944*b^2*c^4*p*r+36384*b^2*c^4*p*x+1968*b^2*c^4*q*r+ 23904*b^2*c^4*q*x-18752*b^2*c^4*r*x+4696*b^2*c^3*g^2*r+38160*b^2*c^3*g^2*x+9048 *b^2*c^3*g*r^2-214560*b^2*c^3*g*x^2+5824*b^2*c^3*p^2*r+36240*b^2*c^3*p^2*x+ 28320*b^3*c^3*g*x+3344*b^3*c^3*p*r+29376*b^3*c^3*p*x+1072*b^3*c^3*q*r+17952*b^3 *c^3*q*x-7424*b^3*c^3*r*x+1864*b^3*c^2*g^2*r+17952*b^3*c^2*g^2*x+4888*b^3*c^2*g *r^2-103008*b^3*c^2*g*x^2+3128*b^3*c^2*p^2*r+22560*b^3*c^2*p^2*x+4232*b^3*c^2*p *r^2-117408*b^3*c^2*p*x^2+7584*b^3*c^2*q^2*x+1512*b^3*c^2*q*r^2-117408*b^3*c^2* q*x^2-26720*b^3*c^2*r^2*x-63768*b^3*c^2*r*x^2+272*b^3*c*g^3*r+3624*b^3*c*g^3*x+ 3100*b^3*c*g^2*r^2-25968*b^3*c*g^2*x^2+1892*b^3*c*g*r^3+1240*b^3*c*p^3*r+7440*b ^3*c*p^3*x+2424*b^3*c*p^2*r^2-53472*b^3*c*p^2*x^2+1128*b^3*c*p*r^3-53472*b^3*c* q^2*x^2+408*b^3*c*q*r^3-16008*b^3*c*r^3*x-1512*b^3*c*r^2*x^2+208*b^3*g^3*p*r+ 2112*b^3*g^3*p*x+1056*b^3*g^3*q*x+2664*b^3*g^3*r*x+774*b^3*g^2*p^2*r+5376*b^3*g ^2*p^2*x+1576*b^3*g^2*p*r^2-13584*b^3*g^2*p*x^2+1440*b^3*g^2*q^2*x-2062*a*q^3*r ^3*x+9024*a*q^3*r^2*x^2-2074*a*q^2*r^4*x+18984*a*q^2*r^3*x^2-340*a*q*r^5*x+ 15324*a*q*r^4*x^2+1248*b^5*c*g*x+2112*b^5*c*p*x+1088*b^5*c*r*x+672*b^5*g*p*x+ 864*b^5*g*r*x+592*b^5*p*r*x+784*b^4*c^2*g*r+9696*b^4*c^2*g*x+1008*b^4*c^2*p*r+ 11904*b^4*c^2*p*x+6432*b^4*c^2*q*x+896*b^4*c^2*r*x+216*b^4*c*g^2*r+3024*b^4*c*g ^2*x+1032*b^4*c*g*r^2-15936*b^4*c*g*x^2+672*b^4*c*p^2*r+6288*b^4*c*p^2*x+1032*b ^4*c*p*r^2-29376*b^4*c*p*x^2-29376*b^4*c*q*x^2-3936*b^4*c*r^2*x-24336*b^4*c*r*x ^2+136*b^4*g^2*p*r+1704*b^4*g^2*p*x+720*b^4*g^2*q*x+2160*b^4*g^2*r*x+320*b^4*g* p^2*r+2880*b^4*g*p^2*x+584*b^4*g*p*r^2-8352*b^4*g*p*x^2-8352*b^4*g*q*x^2-760*b^ 4*g*r^2*x-14108*b^4*g*r*x^2+2160*b^4*p^2*q*x-432*b^4*p^2*r*x-13920*b^4*p*q*x^2-\ 2824*b^4*p*r^2*x-10852*b^4*p*r*x^2-648*b^4*q*r^2*x-10852*b^4*q*r*x^2+2976*b^3*c ^3*g*r+44*a*g*p^3*r^3-1024*a*g*p^2*r^4-1046*a*g*p*r^5+84*a*g*q^5*x+29*a*g*q^4*r ^2-7596*a*g*q^4*x^2+38*a*g*q^3*r^3-327*a*g*q^2*r^4-652*a*g*q*r^5-2720*a*g*r^5*x +16197*a*g*r^4*x^2+56*a*p^5*q*r+240*a*p^5*q*x-798*a*p^5*r*x+84*a*p^4*q^2*r+480* a*p^4*q^2*x+26*a*p^4*q*r^2-4800*a*p^4*q*x^2-3538*a*p^4*r^2*x-6*a*p^4*r*x^2+56*a *p^3*q^3*r+480*a*p^3*q^3*x+42*a*p^3*q^2*r^2-9600*a*p^3*q^2*x^2-456*a*p^3*q*r^3-\ 5066*a*p^3*r^3*x+9024*a*p^3*r^2*x^2+14*a*p^2*q^4*r+240*a*p^2*q^4*x+30*a*p^2*q^3 *r^2-9600*a*p^2*q^3*x^2-378*a*p^2*q^2*r^3-964*a*p^2*q*r^4-2670*a*p^2*r^4*x+ 18984*a*p^2*r^3*x^2+48*a*p*q^5*x+8*a*p*q^4*r^2-4800*a*p*q^4*x^2-108*a*p*q^3*r^3 -546*a*p*q^2*r^4-736*a*p*q*r^5-16*a*p*r^5*x+15324*a*p*r^4*x^2-54*a*q^5*r*x-662* a*q^4*r^2*x-6*a*q^4*r*x^2+394*a*g^4*p^2*r+2220*a*g^4*p^2*x+908*a*g^4*p*r^2-4200 *a*g^4*p*x^2+79*a*g^4*q^2*r+972*a*g^4*q^2*x+561*a*g^4*q*r^2-4200*a*g^4*q*x^2-\ 801*a*g^4*r^2*x-7134*a*g^4*r*x^2+790*a*g^3*p^3*r+3624*a*g^3*p^3*x+1865*a*g^3*p^ 2*r^2-15228*a*g^3*p^2*x^2+1360*a*g^3*p*r^3+60*a*g^3*q^3*r+1092*a*g^3*q^3*x+547* a*g^3*q^2*r^2-15228*a*g^3*q^2*x^2+743*a*g^3*q*r^3-6038*a*g^3*r^3*x-8260*a*g^3*r ^2*x^2+664*a*g^2*p^4*r+2652*a*g^2*p^4*x+1710*a*g^2*p^3*r^2-17280*a*g^2*p^3*x^2+ 1146*a*g^2*p^2*r^3-182*a*g^2*p*r^4+13*a*g^2*q^4*r+516*a*g^2*q^4*x+220*a*g^2*q^3 *r^2-17280*a*g^2*q^3*x^2+331*a*g^2*q^2*r^3-158*a*g^2*q*r^4-8297*a*g^2*r^4*x+ 7445*a*g^2*r^3*x^2+218*a*g*p^5*r+792*a*g*p^5*x+556*a*g*p^4*r^2-7596*a*g*p^4*x^2 +42*a*c^2*q^4*r+1272*a*c^2*q^4*x+394*a*c^2*q^3*r^2-58560*a*c^2*q^3*x^2-234*a*c^ 2*q^2*r^3-2586*a*c^2*q*r^4-18924*a*c^2*r^4*x+85480*a*c^2*r^3*x^2+50*a*c*g^5*r+ 792*a*c*g^5*x+1869*a*c*g^4*r^2-8064*a*c*g^4*x^2+2872*a*c*g^3*r^3+74*a*c*g^2*r^4 -1781*a*c*g*r^5+252*a*c*p^5*r+912*a*c*p^5*x+402*a*c*p^4*r^2-12120*a*c*p^4*x^2-\ 912*a*c*p^3*r^3-2628*a*c*p^2*r^4-2172*a*c*p*r^5+96*a*c*q^5*x+28*a*c*q^4*r^2-\ 12120*a*c*q^4*x^2-72*a*c*q^3*r^3-834*a*c*q^2*r^4-1340*a*c*q*r^5-1636*a*c*r^5*x+ 33894*a*c*r^4*x^2+56*a*g^5*p*r+504*a*g^5*p*x+24*a*g^5*q*r+312*a*g^5*q*x+640*a*g ^5*r*x+3120*a*c^3*g^3*r+23040*a*c^3*g^3*x+10920*a*c^3*g^2*r^2-174624*a*c^3*g^2* x^2+3248*a*c^3*g*r^3+4172*a*c^3*p^3*r+18240*a*c^3*p^3*x+5828*a*c^3*p^2*r^2-\ 137280*a*c^3*p^2*x^2-860*a*c^3*p*r^3+412*a*c^3*q^3*r+6336*a*c^3*q^3*x+1820*a*c^ 3*q^2*r^2-137280*a*c^3*q^2*x^2-236*a*c^3*q*r^3-53592*a*c^3*r^3*x+68520*a*c^3*r^ 2*x^2+800*a*c^2*g^4*r+6840*a*c^2*g^4*x+6536*a*c^2*g^3*r^2-66480*a*c^2*g^3*x^2+ 5316*a*c^2*g^2*r^3-2250*a*c^2*g*r^4+1490*a*c^2*p^4*r+5880*a*c^2*p^4*x+2470*a*c^ 2*p^3*r^2-58560*a*c^2*p^3*x^2-1530*a*c^2*p^2*r^3-4510*a*c^2*p*r^4+2496*a*b*g^4* x^2+2214*a*b*g^3*r^3+687*a*b*g^2*r^4-803*a*b*g*r^5+196*a*b*p^5*r+720*a*b*p^5*x+ 422*a*b*p^4*r^2-8352*a*b*p^4*x^2-272*a*b*p^3*r^3-1388*a*b*p^2*r^4-1252*a*b*p*r^ 5-8352*a*b*q^4*x^2+4*a*b*q^3*r^3-408*a*b*q^2*r^4-2572*a*b*r^5*x+20508*a*b*r^4*x ^2+4384*a*c^5*g*r+28800*a*c^5*g*x+4432*a*c^5*p*r+24576*a*c^5*p*x+2256*a*c^5*q*r +17664*a*c^5*q*x-19712*a*c^5*r*x+5440*a*c^4*g^2*r+37440*a*c^4*g^2*x+8496*a*c^4* g*r^2-189504*a*c^4*g*x^2+6072*a*c^4*p^2*r+29760*a*c^4*p^2*x+6056*a*c^4*p*r^2-\ 157440*a*c^4*p*x^2+1464*a*c^4*q^2*r+15168*a*c^4*q^2*x+3448*a*c^4*q*r^2-157440*a *c^4*q*x^2-60928*a*c^4*r^2*x-41824*a*c^4*r*x^2-752*a*b^2*c*r^4-138*a*b^2*g^4*r+ 2394*a*b^2*g^3*r^2+6336*a*b^2*g^3*x^2+3220*a*b^2*g^2*r^3+524*a*b^2*g*r^4+688*a* b^2*p^4*r+2976*a*b^2*p^4*x+1622*a*b^2*p^3*r^2-24120*a*b^2*p^3*x^2+738*a*b^2*p^2 *r^3-638*a*b^2*p*r^4-24120*a*b^2*q^3*x^2+130*a*b^2*q^2*r^3-418*a*b^2*q*r^4-\ 10780*a*b^2*r^4*x+12228*a*b^2*r^3*x^2+4544*a*b*c^5*r+31488*a*b*c^5*x+8000*a*b*c ^4*r^2-223488*a*b*c^4*x^2+1920*a*b*c^3*r^3-3332*a*b*c^2*r^4-2154*a*b*c*r^5-54*a *b*g^5*r+1172*a*b*g^4*r^2+384*a*b^4*p^2*r+3648*a*b^4*p^2*x+648*a*b^4*p*r^2-\ 10080*a*b^4*p*x^2-10080*a*b^4*q*x^2-704*a*b^4*r^2*x-16960*a*b^4*r*x^2+3584*a*b^ 3*c^3*r+34560*a*b^3*c^3*x+5328*a*b^3*c^2*r^2-123648*a*b^3*c^2*x^2+2072*a*b^3*c* r^3-164*a*b^3*g^3*r+2096*a*b^3*g^2*r^2+7872*a*b^3*g^2*x^2+1768*a*b^3*g*r^3+888* a*b^3*p^3*r+5064*a*b^3*p^3*x+1948*a*b^3*p^2*r^2-27840*a*b^3*p^2*x^2+1232*a*b^3* p*r^3-27840*a*b^3*q^2*x^2+328*a*b^3*q*r^3-8000*a*b^3*r^3*x-14080*a*b^3*r^2*x^2+ 6016*a*b^2*c^4*r+47616*a*b^2*c^4*x+10000*a*b^2*c^3*r^2-255744*a*b^2*c^3*x^2+ 3744*a*b^2*c^2*r^3+364*a^2*p^4*q*r+1584*a^2*p^4*q*x-2714*a^2*p^4*r*x+420*a^2*p^ 3*q^2*r+2496*a^2*p^3*q^2*x+596*a^2*p^3*q*r^2-16704*a^2*p^3*q*x^2-11636*a^2*p^3* r^2*x-4114*a^2*p^3*r*x^2+196*a^2*p^2*q^3*r+1824*a^2*p^2*q^3*x+528*a^2*p^2*q^2*r ^2-25056*a^2*p^2*q^2*x^2-396*a^2*p^2*q*r^3-14858*a^2*p^2*r^3*x+11978*a^2*p^2*r^ 2*x^2+28*a^2*p*q^4*r+576*a^2*p*q^4*x+172*a^2*p*q^3*r^2-16704*a^2*p*q^3*x^2-204* a^2*p*q^2*r^3-1124*a^2*p*q*r^4-7584*a^2*p*r^4*x+21680*a^2*p*r^3*x^2-478*a^2*q^4 *r*x-3600*a^2*q^3*r^2*x-4114*a^2*q^3*r*x^2-7482*a^2*q^2*r^3*x+11978*a^2*q^2*r^2 *x^2-5672*a^2*q*r^4*x+21680*a^2*q*r^3*x^2+1536*a*b^5*c*x+864*a*b^5*p*x+1120*a*b ^5*r*x+896*a*b^4*c^2*r+11904*a*b^4*c^2*x+1056*a*b^4*c*r^2-19200*a*b^4*c*x^2-88* a*b^4*g^2*r+704*a*b^4*g*r^2+4800*a*b^4*g*x^2+222*a^2*g^4*p*r+1740*a^2*g^4*p*x+ 114*a^2*g^4*q*r+1116*a^2*g^4*q*x+2212*a^2*g^4*r*x+1124*a^2*g^3*p^2*r+5976*a^2*g ^3*p^2*x+2297*a^2*g^3*p*r^2-10812*a^2*g^3*p*x^2+268*a^2*g^3*q^2*r+2808*a^2*g^3* q^2*x+1360*a^2*g^3*q*r^2-10812*a^2*g^3*q*x^2-2267*a^2*g^3*r^2*x-18352*a^2*g^3*r *x^2+1610*a^2*g^2*p^3*r+7020*a^2*g^2*p^3*x+3633*a^2*g^2*p^2*r^2-28644*a^2*g^2*p ^2*x^2+2436*a^2*g^2*p*r^3+157*a^2*g^2*q^3*r+2376*a^2*g^2*q^3*x+1040*a^2*g^2*q^2 *r^2-28644*a^2*g^2*q^2*x^2+1241*a^2*g^2*q*r^3-12413*a^2*g^2*r^3*x-15166*a^2*g^2 *r^2*x^2+833*a^2*g*p^4*r+3168*a^2*g*p^4*x+2034*a^2*g*p^3*r^2-20760*a^2*g*p^3*x^ 2+1104*a^2*g*p^2*r^3-562*a^2*g*p*r^4+25*a^2*g*q^4*r+732*a^2*g*q^4*x+277*a^2*g*q ^3*r^2-20760*a^2*g*q^3*x^2+287*a^2*g*q^2*r^3-430*a^2*g*q*r^4-10720*a^2*g*r^4*x+ 9847*a^2*g*r^3*x^2+4928*a^2*c^2*g*r^3+5180*a^2*c^2*p^3*r+21048*a^2*c^2*p^3*x+ 7916*a^2*c^2*p^2*r^2-133920*a^2*c^2*p^2*x^2+292*a^2*c^2*p*r^3+564*a^2*c^2*q^3*r +7656*a^2*c^2*q^3*x+2424*a^2*c^2*q^2*r^2-133920*a^2*c^2*q^2*x^2+212*a^2*c^2*q*r ^3-58728*a^2*c^2*r^3*x+37212*a^2*c^2*r^2*x^2+246*a^2*c*g^4*r+2688*a^2*c*g^4*x+ 4350*a^2*c*g^3*r^2-20712*a^2*c*g^3*x^2+4668*a^2*c*g^2*r^3-672*a^2*c*g*r^4+1266* a^2*c*p^4*r+4680*a^2*c*p^4*x+2402*a^2*c*p^3*r^2-39024*a^2*c*p^3*x^2-390*a^2*c*p ^2*r^3-2922*a^2*c*p*r^4+42*a^2*c*q^4*r+1104*a^2*c*q^4*x+368*a^2*c*q^3*r^2-39024 *a^2*c*q^3*x^2-76*a^2*c*q^2*r^3-1798*a^2*c*q*r^4-16136*a^2*c*r^4*x+42846*a^2*c* r^3*x^2+1944*a^2*b*p^3*r^2-24120*a^2*b*p^3*x^2+660*a^2*b*p^2*r^3-1064*a^2*b*p*r ^4+624*a^2*b*q^4*x+220*a^2*b*q^3*r^2-24120*a^2*b*q^3*x^2+116*a^2*b*q^2*r^3-732* a^2*b*q*r^4-12116*a^2*b*r^4*x+12228*a^2*b*r^3*x^2+7728*a^2*c^4*g*r+47712*a^2*c^ 4*g*x+8880*a^2*c^4*p*r+45216*a^2*c^4*p*x+4624*a^2*c^4*q*r+32736*a^2*c^4*q*x-\ 30208*a^2*c^4*r*x+6832*a^2*c^3*g^2*r+45360*a^2*c^3*g^2*x+12808*a^2*c^3*g*r^2-\ 214560*a^2*c^3*g*x^2+9872*a^2*c^3*p^2*r+44688*a^2*c^3*p^2*x+10440*a^2*c^3*p*r^2 -201024*a^2*c^3*p*x^2+2512*a^2*c^3*q^2*r+23280*a^2*c^3*q^2*x+5896*a^2*c^3*q*r^2 -201024*a^2*c^3*q*x^2-83248*a^2*c^3*r^2*x-76424*a^2*c^3*r*x^2+2456*a^2*c^2*g^3* r+18312*a^2*c^2*g^3*x+11548*a^2*c^2*g^2*r^2-125760*a^2*c^2*g^2*x^2+3944*a^2*b^2 *g^2*r^2+11808*a^2*b^2*g^2*x^2+3468*a^2*b^2*g*r^3+1876*a^2*b^2*p^3*r+8712*a^2*b ^2*p^3*x+3904*a^2*b^2*p^2*r^2-41760*a^2*b^2*p^2*x^2+2180*a^2*b^2*p*r^3+2232*a^2 *b^2*q^3*x+736*a^2*b^2*q^2*r^2-41760*a^2*b^2*q^2*x^2+716*a^2*b^2*q*r^3-16320*a^ 2*b^2*r^3*x-21120*a^2*b^2*r^2*x^2+8576*a^2*b*c^4*r+53760*a^2*b*c^4*x+12800*a^2* b*c^3*r^2-255744*a^2*b*c^3*x^2+3632*a^2*b*c^2*r^3-1572*a^2*b*c*r^4-138*a^2*b*g^ 4*r+2642*a^2*b*g^3*r^2+6336*a^2*b*g^3*x^2+3714*a^2*b*g^2*r^3+548*a^2*b*g*r^4+ 862*a^2*b*p^4*r+3288*a^2*b*p^4*x+416*a^2*b^4*c*r+4800*a^2*b^4*c*x-64*a^2*b^4*g* r+240*a^2*b^4*p*r+2880*a^2*b^4*p*x+1440*a^2*b^4*q*x+3680*a^2*b^4*r*x+3328*a^2*b ^3*c^2*r+28416*a^2*b^3*c^2*x+3632*a^2*b^3*c*r^2-38400*a^2*b^3*c*x^2-224*a^2*b^3 *g^2*r+2152*a^2*b^3*g*r^2+9600*a^2*b^3*g*x^2+1352*a^2*b^3*p^2*r+8832*a^2*b^3*p^ 2*x+2224*a^2*b^3*p*r^2-20160*a^2*b^3*p*x^2+3072*a^2*b^3*q^2*x+848*a^2*b^3*q*r^2 -20160*a^2*b^3*q*x^2-3296*a^2*b^3*r^2*x-33920*a^2*b^3*r*x^2+8448*a^2*b^2*c^3*r+ 59904*a^2*b^2*c^3*x+11328*a^2*b^2*c^2*r^2-185472*a^2*b^2*c^2*x^2+3744*a^2*b^2*c *r^3-272*a^2*b^2*g^3*r+4024*a^3*g^3*r*x+1648*a^3*g^2*p^2*r+7920*a^3*g^2*p^2*x+ 2944*a^3*g^2*p*r^2-13584*a^3*g^2*p*x^2+452*a^3*g^2*q^2*r+3984*a^3*g^2*q^2*x+ 1646*a^3*g^2*q*r^2-13584*a^3*g^2*q*x^2-3442*a^3*g^2*r^2*x-23014*a^3*g^2*r*x^2+ 1488*a^3*g*p^3*r+5904*a^3*g*p^3*x+3122*a^3*g*p^2*r^2-23328*a^3*g*p^2*x^2+1780*a ^3*g*p*r^3+176*a^3*g*q^3*r+2208*a^3*g*q^3*x+882*a^3*g*q^2*r^2-23328*a^3*g*q^2*x ^2+804*a^3*g*q*r^3-11584*a^3*g*r^3*x-12062*a^3*g*r^2*x^2+888*a^3*p^3*q*r+3912*a ^3*p^3*q*x-4000*a^3*p^3*r*x+740*a^3*p^2*q^2*r+4536*a^3*p^2*q^2*x+1398*a^3*p^2*q *r^2-24120*a^3*p^2*q*x^2-15784*a^3*p^2*r^2*x-11326*a^3*p^2*r*x^2+216*a^3*p*q^3* r+2136*a^3*p*q^3*x+754*a^3*p*q^2*r^2-24120*a^3*p*q^2*x^2+132*a^3*p*q*r^3-15068* a^3*p*r^3*x+1166*a^3*p*r^2*x^2-1340*a^3*q^3*r*x-7672*a^3*q^2*r^2*x-11326*a^3*q^ 2*r*x^2-10216*a^3*q*r^3*x+1166*a^3*q*r^2*x^2-20992*a^3*c^3*r*x+3880*a^3*c^2*g^2 *r+24288*a^3*c^2*g^2*x+9176*a^3*c^2*g*r^2-103008*a^3*c^2*g*x^2+7744*a^3*c^2*p^2 *r+32160*a^3*c^2*p^2*x+8736*a^3*c^2*p*r^2-117408*a^3*c^2*p*x^2+2112*a^3*c^2*q^2 *r+17184*a^3*c^2*q^2*x+4880*a^3*c^2*q*r^2-117408*a^3*c^2*q*x^2-52368*a^3*c^2*r^ 2*x-63768*a^3*c^2*r*x^2+616*a^3*c*g^3*r+4824*a^3*c*g^3*x+5040*a^3*c*g^2*r^2-\ 25968*a^3*c*g^2*x^2+3072*a^3*c*g*r^3+2772*a^3*c*p^3*r+10392*a^3*c*p^3*x+4668*a^ 3*c*p^2*r^2-53472*a^3*c*p^2*x^2+1020*a^3*c*p*r^3+340*a^3*c*q^3*r+3984*a^3*c*q^3 *x+1404*a^3*c*q^2*r^2-53472*a^3*c*q^2*x^2+412*a^3*c*q*r^3-26920*a^3*c*r^3*x-\ 1512*a^3*c*r^2*x^2+480*a^3*g^3*p*r+3168*a^3*g^3*p*x+280*a^3*g^3*q*r+2112*a^3*g^ 3*q*x-5184*a^3*b^2*r^2*x-33920*a^3*b^2*r*x^2+8064*a^3*b*c^3*r+45312*a^3*b*c^3*x +9680*a^3*b*c^2*r^2-123648*a^3*b*c^2*x^2+2712*a^3*b*c*r^3-164*a^3*b*g^3*r+2912* a^3*b*g^2*r^2+7872*a^3*b*g^2*x^2+2688*a^3*b*g*r^3+1664*a^3*b*p^3*r+6552*a^3*b*p ^3*x+3308*a^3*b*p^2*r^2-27840*a^3*b*p^2*x^2+1624*a^3*b*p*r^3+152*a^3*b*q^3*r+ 2232*a^3*b*q^3*x+812*a^3*b*q^2*r^2-27840*a^3*b*q^2*x^2+576*a^3*b*q*r^3-13760*a^ 3*b*r^3*x-14080*a^3*b*r^2*x^2+6912*a^3*c^3*g*r+39264*a^3*c^3*g*x+9120*a^3*c^3*p *r+42336*a^3*c^3*p*x+4896*a^3*c^3*q*r+30912*a^3*c^3*q*x-14108*a^4*g*r*x^2+996*a ^4*p^2*q*r+4392*a^4*p^2*q*x-2128*a^4*p^2*r*x+540*a^4*p*q^2*r+3312*a^4*p*q^2*x+ 1152*a^4*p*q*r^2-13920*a^4*p*q*x^2-8208*a^4*p*r^2*x-10852*a^4*p*r*x^2-1256*a^4* q^2*r*x-6032*a^4*q*r^2*x-10852*a^4*q*r*x^2+1024*a^3*b^3*c*r+7680*a^3*b^3*c*x-96 *a^3*b^3*g*r+640*a^3*b^3*p*r+4800*a^3*b^3*p*x+320*a^3*b^3*q*r+2880*a^3*b^3*q*x+ 6080*a^3*b^3*r*x+5248*a^3*b^2*c^2*r+33024*a^3*b^2*c^2*x+5200*a^3*b^2*c*r^2-\ 38400*a^3*b^2*c*x^2-224*a^3*b^2*g^2*r+2792*a^3*b^2*g*r^2+9600*a^3*b^2*g*x^2+ 2072*a^3*b^2*p^2*r+10368*a^3*b^2*p^2*x+3264*a^3*b^2*p*r^2-20160*a^3*b^2*p*x^2+ 408*a^3*b^2*q^2*r+4608*a^3*b^2*q^2*x+1440*a^3*b^2*q*r^2-20160*a^3*b^2*q*x^2+ 2208*a^4*b*p*r^2-10080*a^4*b*p*x^2+408*a^4*b*q^2*r+3072*a^4*b*q^2*x+1072*a^4*b* q*r^2-10080*a^4*b*q*x^2-3536*a^4*b*r^2*x-16960*a^4*b*r*x^2+3136*a^4*c^2*g*r+ 16032*a^4*c^2*g*x+4960*a^4*c^2*p*r+20832*a^4*c^2*p*x+2784*a^4*c^2*q*r+15360*a^4 *c^2*q*x-5088*a^4*c^2*r*x+832*a^4*c*g^2*r+4848*a^4*c*g^2*x+3080*a^4*c*g*r^2-\ 15936*a^4*c*g*x^2+2880*a^4*c*p^2*r+10896*a^4*c*p^2*x+3560*a^4*c*p*r^2-29376*a^4 *c*p*x^2+864*a^4*c*q^2*r+6000*a^4*c*q^2*x+1944*a^4*c*q*r^2-29376*a^4*c*q*x^2-\ 13984*a^4*c*r^2*x-24336*a^4*c*r*x^2+596*a^4*g^2*p*r+3216*a^4*g^2*p*x+380*a^4*g^ 2*q*r+2232*a^4*g^2*q*x+4072*a^4*g^2*r*x+1252*a^4*g*p^2*r+5184*a^4*g*p^2*x+1976* a^4*g*p*r^2-8352*a^4*g*p*x^2+388*a^4*g*q^2*r+2784*a^4*g*q^2*x+1048*a^4*g*q*r^2-\ 8352*a^4*g*q*x^2-2752*a^4*g*r^2*x+576*a^5*c*g*r+2592*a^5*c*g*x+1296*a^5*c*p*r+ 4896*a^5*c*p*x+784*a^5*c*q*r+3648*a^5*c*q*x+960*a^5*c*r*x+400*a^5*g*p*r+1728*a^ 5*g*p*x+272*a^5*g*q*r+1248*a^5*g*q*x+2176*a^5*g*r*x+496*a^5*p*q*r+2112*a^5*p*q* x+352*a^5*p*r*x+128*a^5*q*r*x+1216*a^4*b^2*c*r+6720*a^4*b^2*c*x-64*a^4*b^2*g*r+ 800*a^4*b^2*p*r+4320*a^4*b^2*p*x+480*a^4*b^2*q*r+2880*a^4*b^2*q*x+5440*a^4*b^2* r*x+3776*a^4*b*c^2*r+18816*a^4*b*c^2*x+3408*a^4*b*c*r^2-19200*a^4*b*c*x^2-88*a^ 4*b*g^2*r+1664*a^4*b*g*r^2+4800*a^4*b*g*x^2+1464*a^4*b*p^2*r+5952*a^4*b*p^2*x+ 60*p^5*q*r^2*x+252*p^5*q*r*x^2+120*p^4*q^2*r^2*x+630*p^4*q^2*r*x^2+318*p^4*q*r^ 3*x+980*p^4*q*r^2*x^2+120*p^3*q^3*r^2*x+840*p^3*q^3*r*x^2+492*p^3*q^2*r^3*x+ 1960*p^3*q^2*r^2*x^2+672*p^3*q*r^4*x+1264*p^3*q*r^3*x^2+60*p^2*q^4*r^2*x+630*p^ 2*q^4*r*x^2+348*p^2*q^3*r^3*x+1960*p^2*q^3*r^2*x^2+756*p^2*q^2*r^4*x+1896*p^2*q ^2*r^3*x^2+708*p^2*q*r^5*x+216*p^2*q*r^4*x^2+12*p*q^5*r^2*x+252*p*q^5*r*x^2+102 *p*q^4*r^3*x+980*p*q^4*r^2*x^2+336*p*q^3*r^4*x+1264*p*q^3*r^3*x^2+516*p*q^2*r^5 *x+216*p*q^2*r^4*x^2+704*a^5*b*c*r+3072*a^5*b*c*x-16*a^5*b*g*r+480*a^5*b*p*r+ 2016*a^5*b*p*x+320*a^5*b*q*r+1440*a^5*b*q*x+2528*a^5*b*r*x-42*g*p^6*r*x-12*g*p^ 5*q*r^2-216*g*p^5*q*x^2-114*g*p^5*r^2*x+315*g*p^5*r*x^2-18*g*p^4*q^2*r^2-540*g* p^4*q^2*x^2-60*g*p^4*q*r^3+108*g*p^4*r^3*x+1834*g*p^4*r^2*x^2-12*g*p^3*q^3*r^2-\ 720*g*p^3*q^3*x^2-72*g*p^3*q^2*r^3-120*g*p^3*q*r^4+732*g*p^3*r^4*x+3487*g*p^3*r ^3*x^2-3*g*p^2*q^4*r^2-540*g*p^2*q^4*x^2-36*g*p^2*q^3*r^3-108*g*p^2*q^2*r^4-120 *g*p^2*q*r^5+1038*g*p^2*r^5*x+2850*g*p^2*r^4*x^2-216*g*p*q^5*x^2+784*g*p*r^5*x^ 2-18*g*q^5*r^2*x+315*g*q^5*r*x^2+1834*g*q^4*r^2*x^2+108*g*q^3*r^4*x+3487*g*q^3* r^3*x^2+432*g*q^2*r^5*x+2850*g*q^2*r^4*x^2+784*g*q*r^5*x^2-495*g^3*q^2*r^3*x+ 4542*g^3*q^2*r^2*x^2-126*g^3*q*r^4*x+5359*g^3*q*r^3*x^2-210*g^2*p^5*r*x-44*g^2* p^4*q*r^2-960*g^2*p^4*q*x^2-642*g^2*p^4*r^2*x+776*g^2*p^4*r*x^2-48*g^2*p^3*q^2* r^2-1920*g^2*p^3*q^2*x^2-176*g^2*p^3*q*r^3-399*g^2*p^3*r^3*x+4570*g^2*p^3*r^2*x ^2-20*g^2*p^2*q^3*r^2-1920*g^2*p^2*q^3*x^2-144*g^2*p^2*q^2*r^3-264*g^2*p^2*q*r^ 4+555*g^2*p^2*r^4*x+7418*g^2*p^2*r^3*x^2-2*g^2*p*q^4*r^2-960*g^2*p*q^4*x^2-40*g ^2*p*q^3*r^3-144*g^2*p*q^2*r^4-176*g^2*p*q*r^5+789*g^2*p*r^5*x+5001*g^2*p*r^4*x ^2-14*g^2*q^5*r*x-130*g^2*q^4*r^2*x+776*g^2*q^4*r*x^2-273*g^2*q^3*r^3*x+4570*g^ 2*q^3*r^2*x^2+55*g^2*q^2*r^4*x+7418*g^2*q^2*r^3*x^2+479*g^2*q*r^5*x+5001*g^2*q* r^4*x^2-86*g^5*q^2*r*x-196*g^5*q*r^2*x-145*g^5*q*r*x^2-390*g^4*p^3*r*x-30*g^4*p ^2*q*r^2-1296*g^4*p^2*q*x^2-882*g^4*p^2*r^2*x+210*g^4*p^2*r*x^2-12*g^4*p*q^2*r^ 2-1296*g^4*p*q^2*x^2-60*g^4*p*q*r^3-624*g^4*p*r^3*x+1730*g^4*p*r^2*x^2-114*g^4* q^3*r*x-390*g^4*q^2*r^2*x+210*g^4*q^2*r*x^2-396*g^4*q*r^3*x+1730*g^4*q*r^2*x^2-\ 410*g^3*p^4*r*x-57*g^3*p^3*q*r^2-1632*g^3*p^3*q*x^2-1130*g^3*p^3*r^2*x+782*g^3* p^3*r*x^2-42*g^3*p^2*q^2*r^2-2448*g^3*p^2*q^2*x^2-171*g^3*p^2*q*r^3-933*g^3*p^2 *r^3*x+4542*g^3*p^2*r^2*x^2-9*g^3*p*q^3*r^2-1632*g^3*p*q^3*x^2-84*g^3*p*q^2*r^3 -171*g^3*p*q*r^4-116*g^3*p*r^4*x+5359*g^3*p*r^3*x^2-66*g^3*q^4*r*x-338*g^3*q^3* r^2*x+782*g^3*q^3*r*x^2-12*c*p^4*q^2*r^2-360*c*p^4*q^2*x^2-40*c*p^4*q*r^3+588*c *p^4*r^3*x+2628*c*p^4*r^2*x^2-8*c*p^3*q^3*r^2-480*c*p^3*q^3*x^2-48*c*p^3*q^2*r^ 3-80*c*p^3*q*r^4+1592*c*p^3*r^4*x+4098*c*p^3*r^3*x^2-2*c*p^2*q^4*r^2-360*c*p^2* q^4*x^2-24*c*p^2*q^3*r^3-72*c*p^2*q^2*r^4-80*c*p^2*q*r^5+1868*c*p^2*r^5*x+2088* c*p^2*r^4*x^2-144*c*p*q^5*x^2-620*c*p*r^5*x^2-4*c*q^5*r^2*x+574*c*q^5*r*x^2+60* c*q^4*r^3*x+2628*c*q^4*r^2*x^2+432*c*q^3*r^4*x+4098*c*q^3*r^3*x^2+896*c*q^2*r^5 *x+2088*c*q^2*r^4*x^2-620*c*q*r^5*x^2-32*g^6*p*r*x-24*g^6*q*r*x-180*g^5*p^2*r*x -3*g^5*p*q*r^2-456*g^5*p*q*x^2-300*g^5*p*r^2*x-145*g^5*p*r*x^2-169*c*g^3*p^3*r^ 2-3648*c*g^3*p^3*x^2-507*c*g^3*p^2*r^3-507*c*g^3*p*r^4-5*c*g^3*q^3*r^2-3648*c*g ^3*q^3*x^2-111*c*g^3*q^2*r^3-275*c*g^3*q*r^4-446*c*g^3*r^4*x+11430*c*g^3*r^3*x^ 2-137*c*g^2*p^4*r^2-2256*c*g^2*p^4*x^2-548*c*g^2*p^3*r^3-822*c*g^2*p^2*r^4-548* c*g^2*p*r^5-c*g^2*q^4*r^2-2256*c*g^2*q^4*x^2-50*c*g^2*q^3*r^3-234*c*g^2*q^2*r^4 -322*c*g^2*q*r^5+1218*c*g^2*r^5*x+11580*c*g^2*r^4*x^2-42*c*g*p^5*r^2-576*c*g*p^ 5*x^2-210*c*g*p^4*r^3-420*c*g*p^3*r^4-420*c*g*p^2*r^5-576*c*g*q^5*x^2-28*c*p^6* r*x-8*c*p^5*q*r^2-144*c*p^5*q*x^2+20*c*p^5*r^2*x+574*c*p^5*r*x^2-32*c^2*p^2*q^3 *r^2-2880*c^2*p^2*q^3*x^2-216*c^2*p^2*q^2*r^3-384*c^2*p^2*q*r^4+4360*c^2*p^2*r^ 4*x+17004*c^2*p^2*r^3*x^2-4*c^2*p*q^4*r^2-1440*c^2*p*q^4*x^2-64*c^2*p*q^3*r^3-\ 216*c^2*p*q^2*r^4-256*c^2*p*q*r^5+3668*c^2*p*r^5*x+7488*c^2*p*r^4*x^2-28*c^2*q^ 5*r*x-136*c^2*q^4*r^2*x+3220*c^2*q^4*r*x^2+192*c^2*q^3*r^3*x+13184*c^2*q^3*r^2* x^2+1736*c^2*q^2*r^4*x+17004*c^2*q^2*r^3*x^2+2492*c^2*q*r^5*x+7488*c^2*q*r^4*x^ 2-56*c*g^6*r*x-c*g^5*p*r^2-960*c*g^5*p*x^2+9*c*g^5*q*r^2-960*c*g^5*q*x^2-528*c* g^5*r^2*x-366*c*g^5*r*x^2-81*c*g^4*p^2*r^2-2808*c*g^4*p^2*x^2-162*c*g^4*p*r^3-3 *c*g^4*q^2*r^2-2808*c*g^4*q^2*x^2-72*c*g^4*q*r^3-1152*c*g^4*r^3*x+3484*c*g^4*r^ 2*x^2+11008*a^2*c^3*p*q*r+67968*a^2*c^3*p*q*x-69360*a^2*c^3*p*r*x-46784*a^2*c^3 *q*r*x+13308*a^2*c^2*g^2*p*r+76056*a^2*c^2*g^2*p*x+6612*a^2*c^2*g^2*q*r+53256*a ^2*c^2*g^2*q*x-6056*a^2*c^2*g^2*r*x+16864*a^2*c^2*g*p^2*r+79896*a^2*c^2*g*p^2*x +21792*a^2*c^2*g*p*r^2-297600*a^2*c^2*g*p*x^2+4036*a^2*c^2*g*q^2*r+40488*a^2*c^ 2*g*q^2*x+11916*a^2*c^2*g*q*r^2-297600*a^2*c^2*g*q*x^2-110176*a^2*c^2*g*r^2*x-\ 164976*a^2*c^2*g*r*x^2+9212*a^2*c^2*p^2*q*r+49752*a^2*c^2*p^2*q*x-57560*a^2*c^2 *p^2*r*x+4596*a^2*c^2*p*q^2*r+36360*a^2*c^2*p*q^2*x+9424*a^2*c^2*p*q*r^2-267840 *a^2*c^2*p*q*x^2-135720*a^2*c^2*p*r^2*x-92880*a^2*c^2*p*r*x^2-26040*a^2*c^2*q^2 *r*x-92936*a^2*c^2*q*r^2*x-92880*a^2*c^2*q*r*x^2+3438*a^2*c*g^3*p*r+21408*a^2*c *g^3*p*x+1706*a^2*c*g^3*q*r+14616*a^2*c*g^3*q*x+7010*a^2*c*g^3*r*x+8212*a^2*c*g ^2*p^2*r+40728*a^2*c*g^2*p^2*x+12880*a^2*c*g^2*p*r^2-120168*a^2*c*g^2*p*x^2+ 15936*a^2*b*g*p^3*x+7768*a^2*b*g*p^2*r^2-69984*a^2*b*g*p^2*x^2+4706*a^2*b*g*p*r ^3+274*a^2*b*g*q^3*r+4848*a^2*b*g*q^3*x+1972*a^2*b*g*q^2*r^2-69984*a^2*b*g*q^2* x^2+2102*a^2*b*g*q*r^3-29772*a^2*b*g*r^3*x-36186*a^2*b*g*r^2*x^2+2072*a^2*b*p^3 *q*r+10488*a^2*b*p^3*q*x-10376*a^2*b*p^3*r*x+1572*a^2*b*p^2*q^2*r+11736*a^2*b*p ^2*q^2*x+3412*a^2*b*p^2*q*r^2-72360*a^2*b*p^2*q*x^2-41184*a^2*b*p^2*r^2*x-33978 *a^2*b*p^2*r*x^2+376*a^2*b*p*q^3*r+5160*a^2*b*p*q^3*x+1688*a^2*b*p*q^2*r^2-\ 72360*a^2*b*p*q^2*x^2+608*a^2*b*p*q*r^3-39636*a^2*b*p*r^3*x+3498*a^2*b*p*r^2*x^ 2-2396*a^2*b*q^3*r*x-16848*a^2*b*q^2*r^2*x-33978*a^2*b*q^2*r*x^2-25080*a^2*b*q* r^3*x+3498*a^2*b*q*r^2*x^2+19080*a^2*c^3*g*p*r+103008*a^2*c^3*g*p*x+9624*a^2*c^ 3*g*q*r+73344*a^2*c^3*g*q*x-37560*a^2*c^3*g*r*x+14384*a^2*b*c*g^2*r^2-77904*a^2 *b*c*g^2*x^2+8932*a^2*b*c*g*r^3+6612*a^2*b*c*p^3*r+28224*a^2*b*c*p^3*x+11652*a^ 2*b*c*p^2*r^2-160416*a^2*b*c*p^2*x^2+3468*a^2*b*c*p*r^3+508*a^2*b*c*q^3*r+9000* a^2*b*c*q^3*x+2940*a^2*b*c*q^2*r^2-160416*a^2*b*c*q^2*x^2+1532*a^2*b*c*q*r^3-\ 69848*a^2*b*c*r^3*x-4536*a^2*b*c*r^2*x^2+1112*a^2*b*g^3*p*r+8448*a^2*b*g^3*p*x+ 560*a^2*b*g^3*q*r+5280*a^2*b*g^3*q*x+10712*a^2*b*g^3*r*x+3968*a^2*b*g^2*p^2*r+ 21216*a^2*b*g^2*p^2*x+7682*a^2*b*g^2*p*r^2-40752*a^2*b*g^2*p*x^2+848*a^2*b*g^2* q^2*r+9408*a^2*b*g^2*q^2*x+4256*a^2*b*g^2*q*r^2-40752*a^2*b*g^2*q*x^2-9098*a^2* b*g^2*r^2*x-69042*a^2*b*g^2*r*x^2+3610*a^2*b*g*p^3*r+2964*a^2*b^2*p^2*q*r+19656 *a^2*b^2*p^2*q*x-7680*a^2*b^2*p^2*r*x+1164*a^2*b^2*p*q^2*r+13176*a^2*b^2*p*q^2* x+3680*a^2*b^2*p*q*r^2-83520*a^2*b^2*p*q*x^2-33096*a^2*b^2*p*r^2*x-65112*a^2*b^ 2*p*r*x^2-2448*a^2*b^2*q^2*r*x-20040*a^2*b^2*q*r^2*x-65112*a^2*b^2*q*r*x^2+ 16128*a^2*b*c^3*g*r+106848*a^2*b*c^3*g*x+20736*a^2*b*c^3*p*r+114048*a^2*b*c^3*p *x+10016*a^2*b*c^3*q*r+79776*a^2*b*c^3*q*x-49408*a^2*b*c^3*r*x+9144*a^2*b*c^2*g ^2*r+66528*a^2*b*c^2*g^2*x+24600*a^2*b*c^2*g*r^2-309024*a^2*b*c^2*g*x^2+18000*a ^2*b*c^2*p^2*r+86880*a^2*b*c^2*p^2*x+21632*a^2*b*c^2*p*r^2-352224*a^2*b*c^2*p*x ^2+3824*a^2*b*c^2*q^2*r+41952*a^2*b*c^2*q^2*x+11200*a^2*b*c^2*q*r^2-352224*a^2* b*c^2*q*x^2-131456*a^2*b*c^2*r^2*x-191304*a^2*b*c^2*r*x^2+1336*a^2*b*c*g^3*r+ 13272*a^2*b*c*g^3*x+10288*a^2*b^2*c^2*g*r+77184*a^2*b^2*c^2*g*x+15888*a^2*b^2*c ^2*p*r+98208*a^2*b^2*c^2*p*x+6960*a^2*b^2*c^2*q*r+65376*a^2*b^2*c^2*q*x-12576*a ^2*b^2*c^2*r*x+2488*a^2*b^2*c*g^2*r+23616*a^2*b^2*c*g^2*x+13952*a^2*b^2*c*g*r^2 -95616*a^2*b^2*c*g*x^2+9632*a^2*b^2*c*p^2*r+51552*a^2*b^2*c*p^2*x+13376*a^2*b^2 *c*p*r^2-176256*a^2*b^2*c*p*x^2+1568*a^2*b^2*c*q^2*r+22176*a^2*b^2*c*q^2*x+6080 *a^2*b^2*c*q*r^2-176256*a^2*b^2*c*q*x^2-53760*a^2*b^2*c*r^2*x-146016*a^2*b^2*c* r*x^2+1892*a^2*b^2*g^2*p*r+14760*a^2*b^2*g^2*p*x+908*a^2*b^2*g^2*q*r+8856*a^2*b ^2*g^2*q*x+18696*a^2*b^2*g^2*r*x+4284*a^2*b^2*g*p^2*r+24192*a^2*b^2*g*p^2*x+ 7752*a^2*b^2*g*p*r^2-50112*a^2*b^2*g*p*x^2+732*a^2*b^2*g*q^2*r+9792*a^2*b^2*g*q ^2*x+3816*a^2*b^2*g*q*r^2-50112*a^2*b^2*g*q*x^2-10536*a^2*b^2*g*r^2*x-84648*a^2 *b^2*g*r*x^2-54536*a^3*c*p*r*x^2-10472*a^3*c*q^2*r*x-40976*a^3*c*q*r^2*x-54536* a^3*c*q*r*x^2+1896*a^3*g^2*p*q*r+11904*a^3*g^2*p*q*x+3962*a^3*g^2*p*r*x+2458*a^ 3*g^2*q*r*x+2688*a^3*g*p^2*q*r+14016*a^3*g*p^2*q*x-4932*a^3*g*p^2*r*x+1376*a^3* g*p*q^2*r+10320*a^3*g*p*q^2*x+3492*a^3*g*p*q*r^2-46656*a^3*g*p*q*x^2-22676*a^3* g*p*r^2*x-36622*a^3*g*p*r*x^2-2272*a^3*g*q^2*r*x-15564*a^3*g*q*r^2*x-36622*a^3* g*q*r*x^2-9340*a^3*p^2*q*r*x-6680*a^3*p*q^2*r*x-23456*a^3*p*q*r^2*x-22652*a^3*p *q*r*x^2+1824*a^2*b^3*c*g*r+17856*a^2*b^3*c*g*x+4272*a^2*b^3*c*p*r+32256*a^2*b^ 3*c*p*x+1648*a^2*b^3*c*q*r+19776*a^2*b^3*c*q*x+10368*a^2*b^3*c*r*x+1240*a^2*b^3 *g*p*r+10944*a^2*b^3*g*p*x+536*a^2*b^3*g*q*r+6144*a^2*b^3*g*q*x+13888*a^2*b^3*g *r*x+1168*a^2*b^3*p*q*r+11904*a^2*b^3*p*q*x+4960*a^2*b^3*p*r*x+2720*a^2*b^3*q*r *x-6816*a^3*b*p^2*r*x+1392*a^3*b*p*q^2*r+11016*a^3*b*p*q^2*x+3480*a^3*b*p*q*r^2 -55680*a^3*b*p*q*x^2-27448*a^3*b*p*r^2*x-43408*a^3*b*p*r*x^2-3328*a^3*b*q^2*r*x -18744*a^3*b*q*r^2*x-43408*a^3*b*q*r*x^2+12992*a^3*c^2*g*p*r+65376*a^3*c^2*g*p* x+6880*a^3*c^2*g*q*r+46944*a^3*c^2*g*q*x-9160*a^3*c^2*g*r*x+8864*a^3*c^2*p*q*r+ 49344*a^3*c^2*p*q*x-37072*a^3*c^2*p*r*x-26080*a^3*c^2*q*r*x+5176*a^3*c*g^2*p*r+ 28440*a^3*c*g^2*p*x+2776*a^3*c*g^2*q*r+19968*a^3*c*g^2*q*x+8716*a^3*c*g^2*r*x+ 7792*a^3*c*g*p^2*r+34680*a^3*c*g*p^2*x+10864*a^3*c*g*p*r^2-98160*a^3*c*g*p*x^2+ 2072*a^3*c*g*q^2*r+18072*a^3*c*g*q^2*x+5924*a^3*c*g*q*r^2-98160*a^3*c*g*q*x^2-\ 37284*a^3*c*g*r^2*x-81528*a^3*c*g*r*x^2+5036*a^3*c*p^2*q*r+24768*a^3*c*p^2*q*x-\ 21288*a^3*c*p^2*r*x+2604*a^3*c*p*q^2*r+18360*a^3*c*p*q^2*x+5448*a^3*c*p*q*r^2-\ 106944*a^3*c*p*q*x^2-58608*a^3*c*p*r^2*x+14880*a^3*b*c^2*p*r+74400*a^3*b*c^2*p* x+7552*a^3*b*c^2*q*r+52512*a^3*b*c^2*q*x-14368*a^3*b*c^2*r*x+2384*a^3*b*c*g^2*r +17568*a^3*b*c*g^2*x+11080*a^3*b*c*g*r^2-63744*a^3*b*c*g*x^2+8800*a^3*b*c*p^2*r +38976*a^3*b*c*p^2*x+11512*a^3*b*c*p*r^2-117504*a^3*b*c*p*x^2+2080*a^3*b*c*q^2* r+19392*a^3*b*c*q^2*x+5848*a^3*b*c*q*r^2-117504*a^3*b*c*q*x^2-45888*a^3*b*c*r^2 *x-97344*a^3*b*c*r*x^2+1772*a^3*b*g^2*p*r+11352*a^3*b*g^2*p*x+1012*a^3*b*g^2*q* r+7416*a^3*b*g^2*q*x+14376*a^3*b*g^2*r*x+3860*a^3*b*g*p^2*r+18432*a^3*b*g*p^2*x +6548*a^3*b*g*p*r^2-33408*a^3*b*g*p*x^2+948*a^3*b*g*q^2*r+8832*a^3*b*g*q^2*x+ 3380*a^3*b*g*q*r^2-33408*a^3*b*g*q*x^2-9016*a^3*b*g*r^2*x-56432*a^3*b*g*r*x^2+ 2904*a^3*b*p^2*q*r+15336*a^3*b*p^2*q*x+904*a^4*b*g*q*r+5184*a^4*b*g*q*x+9568*a^ 4*b*g*r*x+1712*a^4*b*p*q*r+9024*a^4*b*p*q*x+2000*a^4*b*p*r*x+880*a^4*b*q*r*x+ 4040*a^4*c*g*p*r+18720*a^4*c*g*p*x+2312*a^4*c*g*q*r+13536*a^4*c*g*q*x+4912*a^4* c*g*r*x+3424*a^4*c*p*q*r+16896*a^4*c*p*q*x-6608*a^4*c*p*r*x-5168*a^4*c*q*r*x+ 1512*a^4*g*p*q*r+7968*a^4*g*p*q*x+2080*a^4*g*p*r*x+1160*a^4*g*q*r*x-3384*a^4*p* q*r*x+2848*a^3*b^2*c*g*r+20544*a^3*b^2*c*g*x+6672*a^3*b^2*c*p*r+37824*a^3*b^2*c *p*x+3216*a^3*b^2*c*q*r+25344*a^3*b^2*c*q*x+10112*a^3*b^2*c*r*x+1976*a^3*b^2*g* p*r+13056*a^3*b^2*g*p*x+1080*a^3*b^2*g*q*r+8256*a^3*b^2*g*q*x+16512*a^3*b^2*g*r *x+2160*a^3*b^2*p*q*r+14976*a^3*b^2*p*q*x+4480*a^3*b^2*p*r*x+2240*a^3*b^2*q*r*x +9456*a^3*b*c^2*g*r+57792*a^3*b*c^2*g*x+14836*g^2*p*q*r^3*x^2-210*g*p^5*q*r*x-\ 420*g*p^4*q^2*r*x-474*g*p^4*q*r^2*x+1575*g*p^4*q*r*x^2-420*g*p^3*q^3*r*x-756*g* p^3*q^2*r^2*x+3150*g*p^3*q^2*r*x^2+276*g*p^3*q*r^3*x+7336*g*p^3*q*r^2*x^2-210*g *p^2*q^4*r*x-564*g*p^2*q^3*r^2*x+3150*g*p^2*q^3*r*x^2+180*g*p^2*q^2*r^3*x+11004 *g*p^2*q^2*r^2*x^2+1572*g*p^2*q*r^4*x+10461*g*p^2*q*r^3*x^2-42*g*p*q^5*r*x-186* g*p*q^4*r^2*x+1575*g*p*q^4*r*x^2-36*g*p*q^3*r^3*x+7336*g*p*q^3*r^2*x^2+948*g*p* q^2*r^4*x+10461*g*p*q^2*r^3*x^2+1470*g*p*q*r^5*x+5700*g*p*q*r^4*x^2+2080*a^4*b* c*g*r+11616*a^4*b*c*g*x+4784*a^4*b*c*p*r+21696*a^4*b*c*p*x+2640*a^4*b*c*q*r+ 15456*a^4*b*c*q*x+4928*a^4*b*c*r*x+1448*a^4*b*g*p*r+7584*a^4*b*g*p*x+12294*c*p^ 2*q*r^3*x^2-28*c*p*q^5*r*x+4*c*p*q^4*r^2*x+2870*c*p*q^4*r*x^2+768*c*p*q^3*r^3*x +10512*c*p*q^3*r^2*x^2+2456*c*p*q^2*r^4*x+12294*c*p*q^2*r^3*x^2+2764*c*p*q*r^5* x+4176*c*p*q*r^4*x^2-266*g^5*p*q*r*x-894*g^4*p^2*q*r*x-618*g^4*p*q^2*r*x-1272*g ^4*p*q*r^2*x+420*g^4*p*q*r*x^2-1296*g^3*p^3*q*r*x-1428*g^3*p^2*q^2*r*x-2598*g^3 *p^2*q*r^2*x+2346*g^3*p^2*q*r*x^2-608*g^3*p*q^3*r*x-1806*g^3*p*q^2*r^2*x+2346*g ^3*p*q^2*r*x^2-1428*g^3*p*q*r^3*x+9084*g^3*p*q*r^2*x^2-854*g^2*p^4*q*r*x-1316*g ^2*p^3*q^2*r*x-2056*g^2*p^3*q*r^2*x+3104*g^2*p^3*q*r*x^2-924*g^2*p^2*q^3*r*x-\ 2316*g^2*p^2*q^2*r^2*x+4656*g^2*p^2*q^2*r*x^2-1071*g^2*p^2*q*r^3*x+13710*g^2*p^ 2*q*r^2*x^2-266*g^2*p*q^4*r*x-1032*g^2*p*q^3*r^2*x+3104*g^2*p*q^3*r*x^2-945*g^2 *p*q^2*r^3*x+13710*g^2*p*q^2*r^2*x^2+610*g^2*p*q*r^4*x-5760*c*g*p^2*q^3*x^2-432 *c*g*p^2*q^2*r^3-792*c*g*p^2*q*r^4+3598*c*g*p^2*r^4*x+25334*c*g*p^2*r^3*x^2-6*c *g*p*q^4*r^2-2880*c*g*p*q^4*x^2-120*c*g*p*q^3*r^3-432*c*g*p*q^2*r^4-528*c*g*p*q *r^5+3748*c*g*p*r^5*x+14922*c*g*p*r^4*x^2-46*c*g*q^5*r*x-376*c*g*q^4*r^2*x+3378 *c*g*q^4*r*x^2-582*c*g*q^3*r^3*x+16948*c*g*q^3*r^2*x^2+950*c*g*q^2*r^4*x+25334* c*g*q^2*r^3*x^2+2372*c*g*q*r^5*x+14922*c*g*q*r^4*x^2-140*c*p^5*q*r*x-280*c*p^4* q^2*r*x+76*c*p^4*q*r^2*x+2870*c*p^4*q*r*x^2-280*c*p^3*q^3*r*x+104*c*p^3*q^2*r^2 *x+5740*c*p^3*q^2*r*x^2+1824*c*p^3*q*r^3*x+10512*c*p^3*q*r^2*x^2-140*c*p^2*q^4* r*x+56*c*p^2*q^3*r^2*x+5740*c*p^2*q^3*r*x^2+1944*c*p^2*q^2*r^3*x+15768*c*p^2*q^ 2*r^2*x^2+3616*c*p^2*q*r^4*x-13536*c*g^2*p^2*q^2*x^2-966*c*g^2*p^2*q*r^3-3450*c *g^2*p^2*r^3*x+29992*c*g^2*p^2*r^2*x^2-50*c*g^2*p*q^3*r^2-9024*c*g^2*p*q^3*x^2-\ 468*c*g^2*p*q^2*r^3-966*c*g^2*p*q*r^4+1232*c*g^2*p*r^4*x+33226*c*g^2*p*r^3*x^2-\ 372*c*g^2*q^4*r*x-1836*c*g^2*q^3*r^2*x+6396*c*g^2*q^3*r*x^2-2382*c*g^2*q^2*r^3* x+29992*c*g^2*q^2*r^2*x^2+300*c*g^2*q*r^4*x+33226*c*g^2*q*r^3*x^2-626*c*g*p^5*r *x-132*c*g*p^4*q*r^2-2880*c*g*p^4*q*x^2-1640*c*g*p^4*r^2*x+3378*c*g*p^4*r*x^2-\ 144*c*g*p^3*q^2*r^2-5760*c*g*p^3*q^2*x^2-528*c*g*p^3*q*r^3+6*c*g*p^3*r^3*x+ 16948*c*g*p^3*r^2*x^2-60*c*g*p^2*q^3*r^2-2240*c*g^4*p^2*r*x-72*c*g^4*p*q*r^2-\ 5616*c*g^4*p*q*x^2-3344*c*g^4*p*r^2*x+630*c*g^4*p*r*x^2-1036*c*g^4*q^2*r*x-2248 *c*g^4*q*r^2*x+630*c*g^4*q*r*x^2-3300*c*g^3*p^3*r*x-275*c*g^3*p^2*q*r^2-10944*c *g^3*p^2*q*x^2-6880*c*g^3*p^2*r^2*x+4588*c*g^3*p^2*r*x^2-111*c*g^3*p*q^2*r^2-\ 10944*c*g^3*p*q^2*x^2-550*c*g^3*p*q*r^3-4026*c*g^3*p*r^3*x+19156*c*g^3*p*r^2*x^ 2-956*c*g^3*q^3*r*x-3184*c*g^3*q^2*r^2*x+4588*c*g^3*q^2*r*x^2-2886*c*g^3*q*r^3* x+19156*c*g^3*q*r^2*x^2-2260*c*g^2*p^4*r*x-322*c*g^2*p^3*q*r^2-9024*c*g^2*p^3*q *x^2-5724*c*g^2*p^3*r^2*x+6396*c*g^2*p^3*r*x^2-234*c*g^2*p^2*q^2*r^2+57672*c^2* g*p^2*r^2*x^2-84*c^2*g*p*q^3*r^2-14400*c^2*g*p*q^3*x^2-756*c^2*g*p*q^2*r^3-1548 *c^2*g*p*q*r^4+5456*c^2*g*p*r^4*x+59492*c^2*g*p*r^3*x^2-620*c^2*g*q^4*r*x-2784* c^2*g*q^3*r^2*x+14424*c^2*g*q^3*r*x^2-2688*c^2*g*q^2*r^3*x+57672*c^2*g*q^2*r^2* x^2+2656*c^2*g*q*r^4*x+59492*c^2*g*q*r^3*x^2-1260*c^2*p^4*q*r*x-1960*c^2*p^3*q^ 2*r*x-1408*c^2*p^3*q*r^2*x+12880*c^2*p^3*q*r*x^2-1400*c^2*p^2*q^3*r*x-1680*c^2* p^2*q^2*r^2*x+19320*c^2*p^2*q^2*r*x^2+3456*c^2*p^2*q*r^3*x+39552*c^2*p^2*q*r^2* x^2-420*c^2*p*q^4*r*x-832*c^2*p*q^3*r^2*x+12880*c^2*p*q^3*r*x^2+2016*c^2*p*q^2* r^3*x+39552*c^2*p*q^2*r^2*x^2+6096*c^2*p*q*r^4*x+34008*c^2*p*q*r^3*x^2-658*c*g^ 5*p*r*x-462*c*g^5*q*r*x-24192*c^2*g^3*p*q*x^2-13432*c^2*g^3*p*r^2*x+8968*c^2*g^ 3*p*r*x^2-4432*c^2*g^3*q^2*r*x-9208*c^2*g^3*q*r^2*x+8968*c^2*g^3*q*r*x^2-9360*c ^2*g^2*p^3*r*x-816*c^2*g^2*p^2*q*r^2-31104*c^2*g^2*p^2*q*x^2-18120*c^2*g^2*p^2* r^2*x+19752*c^2*g^2*p^2*r*x^2-336*c^2*g^2*p*q^2*r^2-31104*c^2*g^2*p*q^2*x^2-\ 1632*c^2*g^2*p*q*r^3-8448*c^2*g^2*p*r^3*x+65128*c^2*g^2*p*r^2*x^2-2736*c^2*g^2* q^3*r*x-8712*c^2*g^2*q^2*r^2*x+19752*c^2*g^2*q^2*r*x^2-6816*c^2*g^2*q*r^3*x+ 65128*c^2*g^2*q*r^2*x^2-3580*c^2*g*p^4*r*x-516*c^2*g*p^3*q*r^2-14400*c^2*g*p^3* q*x^2-8064*c^2*g*p^3*r^2*x+14424*c^2*g*p^3*r*x^2-378*c^2*g*p^2*q^2*r^2-21600*c^ 2*g*p^2*q^2*x^2-1548*c^2*g*p^2*q*r^3-2208*c^2*g*p^2*r^3*x-16976*c^3*g^2*q*r^2*x +27088*c^3*g^2*q*r*x^2-10320*c^3*g*p^3*r*x-924*c^3*g*p^2*q*r^2-34560*c^3*g*p^2* q*x^2-18144*c^3*g*p^2*r^2*x+30672*c^3*g*p^2*r*x^2-396*c^3*g*p*q^2*r^2-34560*c^3 *g*p*q^2*x^2-1848*c^3*g*p*q*r^3-5448*c^3*g*p*r^3*x+86000*c^3*g*p*r^2*x^2-3120*c ^3*g*q^3*r*x-9120*c^3*g*q^2*r^2*x+30672*c^3*g*q^2*r*x^2-5304*c^3*g*q*r^3*x+ 86000*c^3*g*q*r^2*x^2-4480*c^3*p^3*q*r*x-5040*c^3*p^2*q^2*r*x-5472*c^3*p^2*q*r^ 2*x+28560*c^3*p^2*q*r*x^2-2240*c^3*p*q^3*r*x-4128*c^3*p*q^2*r^2*x+28560*c^3*p*q ^2*r*x^2+2112*c^3*p*q*r^3*x+63424*c^3*p*q*r^2*x^2-4180*c^2*g^4*p*r*x-2876*c^2*g ^4*q*r*x-9680*c^2*g^3*p^2*r*x-388*c^2*g^3*p*q*r^2+1376*b*p*q^2*r^4*x+10146*b*p* q^2*r^3*x^2+1744*b*p*q*r^5*x+4652*b*p*q*r^4*x^2-12704*c^5*g*p*r*x-8800*c^5*g*q* r*x-6720*c^5*p*q*r*x-18080*c^4*g^2*p*r*x-12384*c^4*g^2*q*r*x-16000*c^4*g*p^2*r* x-768*c^4*g*p*q*r^2-40320*c^4*g*p*q*x^2-19168*c^4*g*p*r^2*x+32496*c^4*g*p*r*x^2 -7520*c^4*g*q^2*r*x-13664*c^4*g*q*r^2*x+32496*c^4*g*q*r*x^2-7840*c^4*p^2*q*r*x-\ 5600*c^4*p*q^2*r*x-7360*c^4*p*q*r^2*x+31360*c^4*p*q*r*x^2-12240*c^3*g^3*p*r*x-\ 8368*c^3*g^3*q*r*x-18720*c^3*g^2*p^2*r*x-840*c^3*g^2*p*q*r^2-46848*c^3*g^2*p*q* x^2-24336*c^3*g^2*p*r^2*x+27088*c^3*g^2*p*r*x^2-8608*c^3*g^2*q^2*r*x-4080*b*g*p ^2*q^3*x^2-288*b*g*p^2*q^2*r^3-528*b*g*p^2*q*r^4+1826*b*g*p^2*r^4*x+17377*b*g*p ^2*r^3*x^2-2040*b*g*p*q^4*x^2+2088*b*g*p*r^5*x+11299*b*g*p*r^4*x^2-222*b*g*q^4* r^2*x+2043*b*g*q^4*r*x^2-412*b*g*q^3*r^3*x+11060*b*g*q^3*r^2*x^2+430*b*g*q^2*r^ 4*x+17377*b*g*q^2*r^3*x^2+1308*b*g*q*r^5*x+11299*b*g*q*r^4*x^2-140*b*p^5*q*r*x-\ 280*b*p^4*q^2*r*x-140*b*p^4*q*r^2*x+1960*b*p^4*q*r*x^2-280*b*p^3*q^3*r*x-240*b* p^3*q^2*r^2*x+3920*b*p^3*q^2*r*x^2+908*b*p^3*q*r^3*x+7840*b*p^3*q*r^2*x^2-140*b *p^2*q^4*r*x-200*b*p^2*q^3*r^2*x+3920*b*p^2*q^3*r*x^2+888*b*p^2*q^2*r^3*x+11760 *b*p^2*q^2*r^2*x^2+2164*b*p^2*q*r^4*x+10146*b*p^2*q*r^3*x^2-80*b*p*q^4*r^2*x+ 1960*b*p*q^4*r*x^2+276*b*p*q^3*r^3*x+7840*b*p*q^3*r^2*x^2-141*b*g^2*p^2*q^2*r^2 -8784*b*g^2*p^2*q^2*x^2-576*b*g^2*p^2*q*r^3-2760*b*g^2*p^2*r^3*x+17425*b*g^2*p^ 2*r^2*x^2-30*b*g^2*p*q^3*r^2-5856*b*g^2*p*q^3*x^2-282*b*g^2*p*q^2*r^3-576*b*g^2 *p*q*r^4+66*b*g^2*p*r^4*x+20255*b*g^2*p*r^3*x^2-194*b*g^2*q^4*r*x-1016*b*g^2*q^ 3*r^2*x+3216*b*g^2*q^3*r*x^2-1380*b*g^2*q^2*r^3*x+17425*b*g^2*q^2*r^2*x^2-64*b* g^2*q*r^4*x+20255*b*g^2*q*r^3*x^2-430*b*g*p^5*r*x-88*b*g*p^4*q*r^2-2040*b*g*p^4 *q*x^2-1206*b*g*p^4*r^2*x+2043*b*g*p^4*r*x^2-96*b*g*p^3*q^2*r^2-4080*b*g*p^3*q^ 2*x^2-352*b*g*p^3*q*r^3-370*b*g*p^3*r^3*x+11060*b*g*p^3*r^2*x^2-40*b*g*p^2*q^3* r^2-248*b*g^5*p*r*x-184*b*g^5*q*r*x-1130*b*g^4*p^2*r*x-25*b*g^4*p*q*r^2-2976*b* g^4*p*q*x^2-1862*b*g^4*p*r^2*x-910*b*g^4*p*r*x^2-522*b*g^4*q^2*r*x-1190*b*g^4*q *r^2*x-910*b*g^4*q*r*x^2-1890*b*g^3*p^3*r*x-147*b*g^3*p^2*q*r^2-6552*b*g^3*p^2* q*x^2-4182*b*g^3*p^2*r^2*x+1263*b*g^3*p^2*r*x^2-59*b*g^3*p*q^2*r^2-6552*b*g^3*p *q^2*x^2-294*b*g^3*p*q*r^3-2820*b*g^3*p*r^3*x+9153*b*g^3*p*r^2*x^2-512*b*g^3*q^ 3*r*x-1748*b*g^3*q^2*r^2*x+1263*b*g^3*q^2*r*x^2-1706*b*g^3*q*r^3*x+9153*b*g^3*q *r^2*x^2-1410*b*g^2*p^4*r*x-192*b*g^2*p^3*q*r^2-5856*b*g^2*p^3*q*x^2-3742*b*g^2 *p^3*r^2*x+3216*b*g^2*p^3*r*x^2+26852*b*c*g*r^4*x^2-504*b*c*p^5*r*x-100*b*c*p^4 *q*r^2-2400*b*c*p^4*q*x^2-988*b*c*p^4*r^2*x+4262*b*c*p^4*r*x^2-108*b*c*p^3*q^2* r^2-4800*b*c*p^3*q^2*x^2-400*b*c*p^3*q*r^3+1372*b*c*p^3*r^3*x+18848*b*c*p^3*r^2 *x^2-44*b*c*p^2*q^3*r^2-4800*b*c*p^2*q^3*x^2-324*b*c*p^2*q^2*r^3-600*b*c*p^2*q* r^4+5004*b*c*p^2*r^4*x+26222*b*c*p^2*r^3*x^2-2400*b*c*p*q^4*x^2+4460*b*c*p*r^5* x+13850*b*c*p*r^4*x^2-244*b*c*q^4*r^2*x+4262*b*c*q^4*r*x^2-152*b*c*q^3*r^3*x+ 18848*b*c*q^3*r^2*x^2+1628*b*c*q^2*r^4*x+26222*b*c*q^2*r^3*x^2+2876*b*c*q*r^5*x +13850*b*c*q*r^4*x^2+31*b*c*g^4*q*r^2-6288*b*c*g^4*q*x^2-3324*b*c*g^4*r^2*x-\ 2352*b*c*g^4*r*x^2-416*b*c*g^3*p^2*r^2-14304*b*c*g^3*p^2*x^2-832*b*c*g^3*p*r^3-\ 26*b*c*g^3*q^2*r^2-14304*b*c*g^3*q^2*x^2-384*b*c*g^3*q*r^3-5330*b*c*g^3*r^3*x+ 18454*b*c*g^3*r^2*x^2-583*b*c*g^2*p^3*r^2-13296*b*c*g^2*p^3*x^2-1749*b*c*g^2*p^ 2*r^3-1749*b*c*g^2*p*r^4-17*b*c*g^2*q^3*r^2-13296*b*c*g^2*q^3*x^2-383*b*c*g^2*q ^2*r^3-949*b*c*g^2*q*r^4-772*b*c*g^2*r^4*x+43514*b*c*g^2*r^3*x^2-280*b*c*g*p^4* r^2-4992*b*c*g*p^4*x^2-1120*b*c*g*p^3*r^3-1680*b*c*g*p^2*r^4-1120*b*c*g*p*r^5-\ 4992*b*c*g*q^4*x^2+3322*b*c*g*r^5*x+89056*b*c^2*g*r^3*x^2-3172*b*c^2*p^4*r*x-\ 416*b*c^2*p^3*q*r^2-13440*b*c^2*p^3*q*x^2-6076*b*c^2*p^3*r^2*x+18416*b*c^2*p^3* r*x^2-300*b*c^2*p^2*q^2*r^2-20160*b*c^2*p^2*q^2*x^2-1248*b*c^2*p^2*q*r^3+1200*b *c^2*p^2*r^3*x+66048*b*c^2*p^2*r^2*x^2-64*b*c^2*p*q^3*r^2-13440*b*c^2*p*q^3*x^2 -600*b*c^2*p*q^2*r^3-1248*b*c^2*p*q*r^4+7940*b*c^2*p*r^4*x+64304*b*c^2*p*r^3*x^ 2-484*b*c^2*q^4*r*x-2092*b*c^2*q^3*r^2*x+18416*b*c^2*q^3*r*x^2-1104*b*c^2*q^2*r ^3*x+66048*b*c^2*q^2*r^2*x^2+4340*b*c^2*q*r^4*x+64304*b*c^2*q*r^3*x^2-440*b*c*g ^5*r*x-35*b*c*g^4*p*r^2-6288*b*c*g^4*p*x^2+100736*b*c^3*q*r^2*x^2-3780*b*c^2*g^ 4*r*x-556*b*c^2*g^3*p*r^2-31008*b*c^2*g^3*p*x^2-128*b*c^2*g^3*q*r^2-31008*b*c^2 *g^3*q*x^2-14908*b*c^2*g^3*r^2*x+2732*b*c^2*g^3*r*x^2-1482*b*c^2*g^2*p^2*r^2-\ 44640*b*c^2*g^2*p^2*x^2-2964*b*c^2*g^2*p*r^3-182*b*c^2*g^2*q^2*r^2-44640*b*c^2* g^2*q^2*x^2-1400*b*c^2*g^2*q*r^3-13152*b*c^2*g^2*r^3*x+78056*b*c^2*g^2*r^2*x^2-\ 1052*b*c^2*g*p^3*r^2-23616*b*c^2*g*p^3*x^2-3156*b*c^2*g*p^2*r^3-3156*b*c^2*g*p* r^4-48*b*c^2*g*q^3*r^2-23616*b*c^2*g*q^3*x^2-692*b*c^2*g*q^2*r^3-1696*b*c^2*g*q *r^4+2436*b*c^2*g*r^4*x-1536*b*c^3*g^2*p*r^2-65856*b*c^3*g^2*p*x^2-552*b*c^3*g^ 2*q*r^2-65856*b*c^3*g^2*q*x^2-29512*b*c^3*g^2*r^2*x+24200*b*c^3*g^2*r*x^2-1864* b*c^3*g*p^2*r^2-54528*b*c^3*g*p^2*x^2-3728*b*c^3*g*p*r^3-288*b*c^3*g*q^2*r^2-\ 54528*b*c^3*g*q^2*x^2-1792*b*c^3*g*q*r^3-12072*b*c^3*g*r^3*x+117272*b*c^3*g*r^2 *x^2-9696*b*c^3*p^3*r*x-772*b*c^3*p^2*q*r^2-34560*b*c^3*p^2*q*x^2-15304*b*c^3*p ^2*r^2*x+39568*b*c^3*p^2*r*x^2-324*b*c^3*p*q^2*r^2-34560*b*c^3*p*q^2*x^2-1544*b *c^3*p*q*r^3-1872*b*c^3*p*r^3*x+100736*b*c^3*p*r^2*x^2-2752*b*c^3*q^3*r*x-7656* b*c^3*q^2*r^2*x+39568*b*c^3*q^2*r*x^2-2912*b*c^3*q*r^3*x+1376*b^2*p*q*r^4*x+ 19448*b^2*p*q*r^3*x^2-15360*b*c^5*g*r*x-12800*b*c^5*p*r*x-8768*b*c^5*q*r*x-\ 20320*b*c^4*g^2*r*x-1552*b*c^4*g*p*r^2-61824*b*c^4*g*p*x^2-640*b*c^4*g*q*r^2-\ 61824*b*c^4*g*q*x^2-25680*b*c^4*g*r^2*x+37392*b*c^4*g*r*x^2-15648*b*c^4*p^2*r*x -656*b*c^4*p*q*r^2-42240*b*c^4*p*q*x^2-17360*b*c^4*p*r^2*x+42304*b*c^4*p*r*x^2-\ 7136*b*c^4*q^2*r*x-12368*b*c^4*q*r^2*x+42304*b*c^4*q*r*x^2-12640*b*c^3*g^3*r*x+ 17591*b^2*g^2*q*r^2*x^2-1528*b^2*g*p^4*r*x-192*b^2*g*p^3*q*r^2-6672*b^2*g*p^3*q *x^2-3938*b^2*g*p^3*r^2*x+4286*b^2*g*p^3*r*x^2-132*b^2*g*p^2*q^2*r^2-10008*b^2* g*p^2*q^2*x^2-576*b^2*g*p^2*q*r^3-2713*b^2*g*p^2*r^3*x+21558*b^2*g*p^2*r^2*x^2-\ 6672*b^2*g*p*q^3*x^2+276*b^2*g*p*r^4*x+24772*b^2*g*p*r^3*x^2-908*b^2*g*q^3*r^2* x+4286*b^2*g*q^3*r*x^2-1363*b^2*g*q^2*r^3*x+21558*b^2*g*q^2*r^2*x^2-16*b^2*g*q* r^4*x+24772*b^2*g*q*r^3*x^2-784*b^2*p^4*q*r*x-1176*b^2*p^3*q^2*r*x-1548*b^2*p^3 *q*r^2*x+5232*b^2*p^3*q*r*x^2-784*b^2*p^2*q^3*r*x-1716*b^2*p^2*q^2*r^2*x+7848*b ^2*p^2*q^2*r*x^2-66*b^2*p^2*q*r^3*x+19212*b^2*p^2*q*r^2*x^2-740*b^2*p*q^3*r^2*x +5232*b^2*p*q^3*r*x^2-342*b^2*p*q^2*r^3*x+19212*b^2*p*q^2*r^2*x^2+3004*b^2*c*p* r^4*x+45424*b^2*c*p*r^3*x^2-1372*b^2*c*q^3*r^2*x+10908*b^2*c*q^3*r*x^2-1802*b^2 *c*q^2*r^3*x+43304*b^2*c*q^2*r^2*x^2+1116*b^2*c*q*r^4*x+45424*b^2*c*q*r^3*x^2-\ 760*b^2*g^4*p*r*x-552*b^2*g^4*q*r*x-2706*b^2*g^3*p^2*r*x-70*b^2*g^3*p*q*r^2-\ 7560*b^2*g^3*p*q*x^2-4422*b^2*g^3*p*r^2*x-2225*b^2*g^3*p*r*x^2-1164*b^2*g^3*q^2 *r*x-2718*b^2*g^3*q*r^2*x-2225*b^2*g^3*q*r*x^2-3278*b^2*g^2*p^3*r*x-243*b^2*g^2 *p^2*q*r^2-12024*b^2*g^2*p^2*q*x^2-7148*b^2*g^2*p^2*r^2*x+2729*b^2*g^2*p^2*r*x^ 2-94*b^2*g^2*p*q^2*r^2-12024*b^2*g^2*p*q^2*x^2-486*b^2*g^2*p*q*r^3-4745*b^2*g^2 *p*r^3*x+17591*b^2*g^2*p*r^2*x^2-752*b^2*g^2*q^3*r*x-2706*b^2*g^2*q^2*r^2*x+ 2729*b^2*g^2*q^2*r*x^2-2719*b^2*g^2*q*r^3*x-5894*b^2*c*g^3*r*x^2-720*b^2*c*g^2* p^2*r^2-26472*b^2*c*g^2*p^2*x^2-1440*b^2*c*g^2*p*r^3-54*b^2*c*g^2*q^2*r^2-26472 *b^2*c*g^2*q^2*x^2-664*b^2*c*g^2*q*r^3-9122*b^2*c*g^2*r^3*x+35510*b^2*c*g^2*r^2 *x^2-600*b^2*c*g*p^3*r^2-15456*b^2*c*g*p^3*x^2-1800*b^2*c*g*p^2*r^3-1800*b^2*c* g*p*r^4-15456*b^2*c*g*q^3*x^2-770*b^2*c*g*r^4*x+53584*b^2*c*g*r^3*x^2-2284*b^2* c*p^4*r*x-264*b^2*c*p^3*q*r^2-10080*b^2*c*p^3*q*x^2-5064*b^2*c*p^3*r^2*x+10908* b^2*c*p^3*r*x^2-168*b^2*c*p^2*q^2*r^2-15120*b^2*c*p^2*q^2*x^2-792*b^2*c*p^2*q*r ^3-1526*b^2*c*p^2*r^3*x+43304*b^2*c*p^2*r^2*x^2-10080*b^2*c*p*q^3*x^2-52704*b^2 *c^2*g*p^2*x^2-3048*b^2*c^2*g*p*r^3-176*b^2*c^2*g*q^2*r^2-52704*b^2*c^2*g*q^2*x ^2-1384*b^2*c^2*g*q*r^3-14384*b^2*c^2*g*r^3*x+97580*b^2*c^2*g*r^2*x^2-9968*b^2* c^2*p^3*r*x-660*b^2*c^2*p^2*q*r^2-37440*b^2*c^2*p^2*q*x^2-17576*b^2*c^2*p^2*r^2 *x+34056*b^2*c^2*p^2*r*x^2-228*b^2*c^2*p*q^2*r^2-37440*b^2*c^2*p*q^2*x^2-1320*b ^2*c^2*p*q*r^3-6336*b^2*c^2*p*r^3*x+96368*b^2*c^2*p*r^2*x^2-2192*b^2*c^2*q^3*r* x-7656*b^2*c^2*q^2*r^2*x+34056*b^2*c^2*q^2*r*x^2-5784*b^2*c^2*q*r^3*x+96368*b^2 *c^2*q*r^2*x^2-1368*b^2*c*g^4*r*x-142*b^2*c*g^3*p*r^2-16032*b^2*c*g^3*p*x^2+18* b^2*c*g^3*q*r^2-16032*b^2*c*g^3*q*x^2-7964*b^2*c*g^3*r^2*x-13248*b^2*c^4*q*r*x-\ 22224*b^2*c^3*g^2*r*x-1608*b^2*c^3*g*p*r^2-78720*b^2*c^3*g*p*x^2-584*b^2*c^3*g* q*r^2-78720*b^2*c^3*g*q*x^2-32400*b^2*c^3*g*r^2*x+32520*b^2*c^3*g*r*x^2-20672*b ^2*c^3*p^2*r*x-672*b^2*c^3*p*q*r^2-59520*b^2*c^3*p*q*x^2-25152*b^2*c^3*p*r^2*x+ 47184*b^2*c^3*p*r*x^2-8256*b^2*c^3*q^2*r*x-16848*b^2*c^3*q*r^2*x+47184*b^2*c^3* q*r*x^2-9176*b^2*c^2*g^3*r*x-1036*b^2*c^2*g^2*p*r^2-57792*b^2*c^2*g^2*p*x^2-300 *b^2*c^2*g^2*q*r^2-57792*b^2*c^2*g^2*q*x^2-25912*b^2*c^2*g^2*r^2*x+6256*b^2*c^2 *g^2*r*x^2-1524*b^2*c^2*g*p^2*r^2+20144*c^2*g^3*r^2*x^2-504*c^2*g^2*p^3*r^2-\ 10368*c^2*g^2*p^3*x^2-1512*c^2*g^2*p^2*r^3-1512*c^2*g^2*p*r^4-24*c^2*g^2*q^3*r^ 2-10368*c^2*g^2*q^3*x^2-336*c^2*g^2*q^2*r^3-816*c^2*g^2*q*r^4+312*c^2*g^2*r^4*x +36780*c^2*g^2*r^3*x^2-219*c^2*g*p^4*r^2-3600*c^2*g*p^4*x^2-876*c^2*g*p^3*r^3-\ 1314*c^2*g*p^2*r^4-876*c^2*g*p*r^5-3*c^2*g*q^4*r^2-3600*c^2*g*q^4*x^2-84*c^2*g* q^3*r^3-378*c^2*g*q^2*r^4-516*c^2*g*q*r^5+3180*c^2*g*r^5*x+18444*c^2*g*r^4*x^2-\ 308*c^2*p^5*r*x-64*c^2*p^4*q*r^2-1440*c^2*p^4*q*x^2-424*c^2*p^4*r^2*x+3220*c^2* p^4*r*x^2-72*c^2*p^3*q^2*r^2-2880*c^2*p^3*q^2*x^2-256*c^2*p^3*q*r^3+1632*c^2*p^ 3*r^3*x+13184*c^2*p^3*r^2*x^2-156*c^3*p^2*q^2*r^2-8640*c^3*p^2*q^2*x^2-600*c^3* p^2*q*r^3+1920*c^3*p^2*r^3*x+31712*c^3*p^2*r^2*x^2-40*c^3*p*q^3*r^2-5760*c^3*p* q^3*x^2-312*c^3*p*q^2*r^3-600*c^3*p*q*r^4+5056*c^3*p*r^4*x+28952*c^3*p*r^3*x^2-\ 280*c^3*q^4*r*x-928*c^3*q^3*r^2*x+9520*c^3*q^3*r*x^2+192*c^3*q^2*r^3*x+31712*c^ 3*q^2*r^2*x^2+3104*c^3*q*r^4*x+28952*c^3*q*r^3*x^2-588*c^2*g^5*r*x-96*c^2*g^4*p *r^2-6048*c^2*g^4*p*x^2-12*c^2*g^4*q*r^2-6048*c^2*g^4*q*x^2-3048*c^2*g^4*r^2*x+ 420*c^2*g^4*r*x^2-416*c^2*g^3*p^2*r^2-12096*c^2*g^3*p^2*x^2-832*c^2*g^3*p*r^3-\ 48*c^2*g^3*q^2*r^2-12096*c^2*g^3*q^2*x^2-388*c^2*g^3*q*r^3-4056*c^2*g^3*r^3*x-\ 2520*c^3*g^4*r*x-408*c^3*g^3*p*r^2-17664*c^3*g^3*p*x^2-136*c^3*g^3*q*r^2-17664* c^3*g^3*q*x^2-8384*c^3*g^3*r^2*x+5840*c^3*g^3*r*x^2-872*c^3*g^2*p^2*r^2-23424*c ^3*g^2*p^2*x^2-1744*c^3*g^2*p*r^3-136*c^3*g^2*q^2*r^2-23424*c^3*g^2*q^2*x^2-840 *c^3*g^2*q*r^3-6288*c^3*g^2*r^3*x+46848*c^3*g^2*r^2*x^2-564*c^3*g*p^3*r^2-11520 *c^3*g*p^3*x^2-1692*c^3*g*p^2*r^3-1692*c^3*g*p*r^4-36*c^3*g*q^3*r^2-11520*c^3*g *q^3*x^2-396*c^3*g*q^2*r^3-924*c^3*g*q*r^4+2376*c^3*g*r^4*x+45544*c^3*g*r^3*x^2 -1400*c^3*p^4*r*x-200*c^3*p^3*q*r^2-5760*c^3*p^3*q*x^2-2272*c^3*p^3*r^2*x+9520* c^3*p^3*r*x^2-3392*c^5*q*r^2*x+13664*c^5*q*r*x^2-5600*c^4*g^3*r*x-704*c^4*g^2*p *r^2-26112*c^4*g^2*p*x^2-288*c^4*g^2*q*r^2-26112*c^4*g^2*q*x^2-11712*c^4*g^2*r^ 2*x+13920*c^4*g^2*r*x^2-768*c^4*g*p^2*r^2-20160*c^4*g*p^2*x^2-1536*c^4*g*p*r^3-\ 144*c^4*g*q^2*r^2-20160*c^4*g*q^2*x^2-768*c^4*g*q*r^3-3744*c^4*g*r^3*x+47552*c^ 4*g*r^2*x^2-3360*c^4*p^3*r*x-304*c^4*p^2*q*r^2-11520*c^4*p^2*q*x^2-4736*c^4*p^2 *r^2*x+15680*c^4*p^2*r*x^2-144*c^4*p*q^2*r^2-11520*c^4*p*q^2*x^2-608*c^4*p*q*r^ 3+672*c^4*p*r^3*x+37056*c^4*p*r^2*x^2-1120*c^4*q^3*r*x-2624*c^4*q^2*r^2*x+15680 *c^4*q^2*r*x^2-96*c^4*q*r^3*x+37056*c^4*q*r^2*x^2-360*b*p^2*q^4*x^2+1216*b*p^2* r^5*x+2326*b*p^2*r^4*x^2-144*b*p*q^5*x^2+242*b*p*r^5*x^2+392*b*q^5*r*x^2-10*b*q ^4*r^3*x+1960*b*q^4*r^2*x^2+196*b*q^3*r^4*x+3382*b*q^3*r^3*x^2+528*b*q^2*r^5*x+ 2326*b*q^2*r^4*x^2+242*b*q*r^5*x^2-4032*c^6*g*r*x-3136*c^6*p*r*x-2240*c^6*q*r*x -6720*c^5*g^2*r*x-528*c^5*g*p*r^2-18432*c^5*g*p*x^2-240*c^5*g*q*r^2-18432*c^5*g *q*x^2-7680*c^5*g*r^2*x+13728*c^5*g*r*x^2-4480*c^5*p^2*r*x-224*c^5*p*q*r^2-\ 11520*c^5*p*q*x^2-4544*c^5*p*r^2*x+13664*c^5*p*r*x^2-2240*c^5*q^2*r*x-2184*b*g^ 3*q^3*x^2-528*b*g^3*r^4*x+5840*b*g^3*r^3*x^2-81*b*g^2*p^4*r^2-1464*b*g^2*p^4*x^ 2-324*b*g^2*p^3*r^3-486*b*g^2*p^2*r^4-324*b*g^2*p*r^5-1464*b*g^2*q^4*x^2+494*b* g^2*r^5*x+7773*b*g^2*r^4*x^2-28*b*g*p^5*r^2-408*b*g*p^5*x^2-140*b*g*p^4*r^3-280 *b*g*p^3*r^4-280*b*g*p^2*r^5-408*b*g*q^5*x^2+2531*b*g*r^5*x^2-28*b*p^6*r*x-8*b* p^5*q*r^2-144*b*p^5*q*x^2-32*b*p^5*r^2*x+392*b*p^5*r*x^2-12*b*p^4*q^2*r^2-360*b *p^4*q^2*x^2-40*b*p^4*q*r^3+306*b*p^4*r^3*x+1960*b*p^4*r^2*x^2-8*b*p^3*q^3*r^2-\ 480*b*p^3*q^3*x^2-48*b*p^3*q^2*r^3-80*b*p^3*q*r^4+984*b*p^3*r^4*x+3382*b*p^3*r^ 3*x^2-3360*b*c^2*p^4*x^2-712*b*c^2*p^3*r^3-1068*b*c^2*p^2*r^4-712*b*c^2*p*r^5-\ 3360*b*c^2*q^4*x^2+3836*b*c^2*r^5*x+18396*b*c^2*r^4*x^2+50*b*c*g^5*r^2-768*b*c* g^5*x^2-35*b*c*g^4*r^3-416*b*c*g^3*r^4-583*b*c*g^2*r^5-32*b*c*p^5*r^2-480*b*c*p ^5*x^2-160*b*c*p^4*r^3-320*b*c*p^3*r^4-320*b*c*p^2*r^5-480*b*c*q^5*x^2+1734*b*c *r^5*x^2+12*b*g^5*p*r^2-384*b*g^5*p*x^2-384*b*g^5*q*x^2-248*b*g^5*r^2*x-608*b*g ^5*r*x^2-29*b*g^4*p^2*r^2-1488*b*g^4*p^2*x^2-58*b*g^4*p*r^3-1488*b*g^4*q^2*x^2-\ 732*b*g^4*r^3*x+828*b*g^4*r^2*x^2-88*b*g^3*p^3*r^2-2184*b*g^3*p^3*x^2-264*b*g^3 *p^2*r^3-264*b*g^3*p*r^4+18016*b*c^5*r*x^2-512*b*c^4*g^2*r^2-36096*b*c^4*g^2*x^ 2-1552*b*c^4*g*r^3-664*b*c^4*p^2*r^2-21120*b*c^4*p^2*x^2-1328*b*c^4*p*r^3-120*b *c^4*q^2*r^2-21120*b*c^4*q^2*x^2-656*b*c^4*q*r^3-2464*b*c^4*r^3*x+56704*b*c^4*r ^2*x^2-144*b*c^3*g^3*r^2-22272*b*c^3*g^3*x^2-1536*b*c^3*g^2*r^3-1864*b*c^3*g*r^ 4-476*b*c^3*p^3*r^2-11520*b*c^3*p^3*x^2-1428*b*c^3*p^2*r^3-1428*b*c^3*p*r^4-28* b*c^3*q^3*r^2-11520*b*c^3*q^3*x^2-324*b*c^3*q^2*r^3-772*b*c^3*q*r^4+3736*b*c^3* r^4*x+50776*b*c^3*r^3*x^2+72*b*c^2*g^4*r^2-6624*b*c^2*g^4*x^2-556*b*c^2*g^3*r^3 -1482*b*c^2*g^2*r^4-1052*b*c^2*g*r^5-178*b*c^2*p^4*r^2-196*b^2*p^5*r*x-36*b^2*p ^4*q*r^2-960*b^2*p^4*q*x^2-488*b^2*p^4*r^2*x+1308*b^2*p^4*r*x^2-36*b^2*p^3*q^2* r^2-1920*b^2*p^3*q^2*x^2-144*b^2*p^3*q*r^3+70*b^2*p^3*r^3*x+6404*b^2*p^3*r^2*x^ 2-1920*b^2*p^2*q^3*x^2+1178*b^2*p^2*r^4*x+9724*b^2*p^2*r^3*x^2-960*b^2*p*q^4*x^ 2+1174*b^2*p*r^5*x+6106*b^2*p*r^4*x^2+1308*b^2*q^4*r*x^2-206*b^2*q^3*r^3*x+6404 *b^2*q^3*r^2*x^2+198*b^2*q^2*r^4*x+9724*b^2*q^2*r^3*x^2+678*b^2*q*r^5*x+6106*b^ 2*q*r^4*x^2-4160*b*c^6*r*x-480*b*c^5*g*r^2-27648*b*c^5*g*x^2-464*b*c^5*p*r^2-\ 19968*b*c^5*p*x^2-208*b*c^5*q*r^2-19968*b*c^5*q*x^2-7328*b*c^5*r^2*x-120*b^2*c* p^4*r^2-2520*b^2*c*p^4*x^2-480*b^2*c*p^3*r^3-720*b^2*c*p^2*r^4-2520*b^2*c*q^4*x ^2+1750*b^2*c*r^5*x+15014*b^2*c*r^4*x^2+26*b^2*g^4*p*r^2-1248*b^2*g^4*p*x^2-\ 1248*b^2*g^4*q*x^2-760*b^2*g^4*r^2*x-1976*b^2*g^4*r*x^2-75*b^2*g^3*p^2*r^2-3780 *b^2*g^3*p^2*x^2-150*b^2*g^3*p*r^3-3780*b^2*g^3*q^2*x^2-1716*b^2*g^3*r^3*x+2204 *b^2*g^3*r^2*x^2-149*b^2*g^2*p^3*r^2-4008*b^2*g^2*p^3*x^2-447*b^2*g^2*p^2*r^3-\ 447*b^2*g^2*p*r^4-4008*b^2*g^2*q^3*x^2-875*b^2*g^2*r^4*x+11102*b^2*g^2*r^3*x^2-\ 84*b^2*g*p^4*r^2-1668*b^2*g*p^4*x^2-336*b^2*g*p^3*r^3-504*b^2*g*p^2*r^4-1668*b^ 2*g*q^4*x^2+579*b^2*g*r^5*x+9501*b^2*g*r^4*x^2-624*b^2*c^4*p*r^2-34560*b^2*c^4* p*x^2-240*b^2*c^4*q*r^2-34560*b^2*c^4*q*x^2-12704*b^2*c^4*r^2*x+24480*b^2*c^4*r *x^2-376*b^2*c^3*g^2*r^2-41760*b^2*c^3*g^2*x^2-1608*b^2*c^3*g*r^3-768*b^2*c^3*p ^2*r^2-29760*b^2*c^3*p^2*x^2-1536*b^2*c^3*p*r^3-96*b^2*c^3*q^2*r^2-29760*b^2*c^ 3*q^2*x^2-672*b^2*c^3*q*r^3-6008*b^2*c^3*r^3*x+70752*b^2*c^3*r^2*x^2+60*b^2*c^2 *g^3*r^2-16944*b^2*c^2*g^3*x^2-1036*b^2*c^2*g^2*r^3-1524*b^2*c^2*g*r^4-444*b^2* c^2*p^3*r^2-12480*b^2*c^2*p^3*x^2-1332*b^2*c^2*p^2*r^3-1332*b^2*c^2*p*r^4-12480 *b^2*c^2*q^3*x^2+1272*b^2*c^2*r^4*x+51952*b^2*c^2*r^3*x^2+114*b^2*c*g^4*r^2-\ 2496*b^2*c*g^4*x^2-142*b^2*c*g^3*r^3-720*b^2*c*g^2*r^4-82*b^3*g^2*p^2*r^2-4680* b^3*g^2*p^2*x^2-164*b^3*g^2*p*r^3-4680*b^3*g^2*q^2*x^2-1920*b^3*g^2*r^3*x+2828* b^3*g^2*r^2*x^2-96*b^3*g*p^3*r^2-3168*b^3*g*p^3*x^2-288*b^3*g*p^2*r^3-3168*b^3* g*q^3*x^2-798*b^3*g*r^4*x+9094*b^3*g*r^3*x^2-512*b^3*p^4*r*x-48*b^3*p^3*q*r^2-\ 2400*b^3*p^3*q*x^2-1304*b^3*p^3*r^2*x+1858*b^3*p^3*r*x^2-3600*b^3*p^2*q^2*x^2-\ 952*b^3*p^2*r^3*x+8644*b^3*p^2*r^2*x^2-2400*b^3*p*q^3*x^2-40*b^3*p*r^4*x+9858*b ^3*p*r^3*x^2+1858*b^3*q^3*r*x^2-568*b^3*q^2*r^3*x+8644*b^3*q^2*r^2*x^2-224*b^3* q*r^4*x+9858*b^3*q*r^3*x^2-7744*b^2*c^5*r*x-576*b^2*c^4*g*r^2-43584*b^2*c^4*g*x ^2-288*b^3*c^3*g*r^2-33792*b^3*c^3*g*x^2-368*b^3*c^3*p*r^2-30144*b^3*c^3*p*x^2-\ 112*b^3*c^3*q*r^2-30144*b^3*c^3*q*x^2-10816*b^3*c^3*r^2*x+14208*b^3*c^3*r*x^2-\ 40*b^3*c^2*g^2*r^2-21120*b^3*c^2*g^2*x^2-672*b^3*c^2*g*r^3-376*b^3*c^2*p^2*r^2-\ 19872*b^3*c^2*p^2*x^2-752*b^3*c^2*p*r^3-19872*b^3*c^2*q^2*x^2-5592*b^3*c^2*r^3* x+39544*b^3*c^2*r^2*x^2+112*b^3*c*g^3*r^2-4224*b^3*c*g^3*x^2-196*b^3*c*g^2*r^3-\ 160*b^3*c*p^3*r^2-5712*b^3*c*p^3*x^2-480*b^3*c*p^2*r^3-5712*b^3*c*q^3*x^2-764*b ^3*c*r^4*x+21464*b^3*c*r^3*x^2+24*b^3*g^3*p*r^2-2112*b^3*g^3*p*x^2-2112*b^3*g^3 *q*x^2-1160*b^3*g^3*r^2*x-3344*b^3*g^3*r*x^2+2096*b^4*c^2*r*x^2+40*b^4*c*g^2*r^ 2-3936*b^4*c*g^2*x^2-64*b^4*c*p^2*r^2-6144*b^4*c*p^2*x^2-6144*b^4*c*q^2*x^2-\ 2048*b^4*c*r^3*x+8960*b^4*c*r^2*x^2+8*b^4*g^2*p*r^2-1968*b^4*g^2*p*x^2-1968*b^4 *g^2*q*x^2-904*b^4*g^2*r^2*x-3116*b^4*g^2*r*x^2-32*b^4*g*p^2*r^2-2832*b^4*g*p^2 *x^2-2832*b^4*g*q^2*x^2-1008*b^4*g*r^3*x+1756*b^4*g*r^2*x^2-600*b^4*p^3*r*x-\ 2736*b^4*p^2*q*x^2-1336*b^4*p^2*r^2*x+844*b^4*p^2*r*x^2-2736*b^4*p*q^2*x^2-1072 *b^4*p*r^3*x+4428*b^4*p*r^2*x^2+844*b^4*q^2*r*x^2-584*b^4*q*r^3*x+4428*b^4*q*r^ 2*x^2-7296*b^3*c^4*r*x+2326*a*p^2*r^4*x^2-144*a*p*q^5*x^2+242*a*p*r^5*x^2-4*a*q ^5*r^2*x+392*a*q^5*r*x^2+38*a*q^4*r^3*x+1960*a*q^4*r^2*x^2+308*a*q^3*r^4*x+3382 *a*q^3*r^3*x^2+656*a*q^2*r^5*x+2326*a*q^2*r^4*x^2+242*a*q*r^5*x^2-832*b^5*c^2*r *x-1920*b^5*c*g*x^2-2880*b^5*c*p*x^2-2880*b^5*c*q*x^2-800*b^5*c*r^2*x-1024*b^5* c*r*x^2-960*b^5*g*p*x^2-960*b^5*g*q*x^2-320*b^5*g*r^2*x-1520*b^5*g*r*x^2-288*b^ 5*p^2*r*x-1344*b^5*p*q*x^2-360*b^5*p*r*x^2-360*b^5*q*r*x^2-3584*b^4*c^3*r*x-48* b^4*c^2*g*r^2-12864*b^4*c^2*g*x^2-80*b^4*c^2*p*r^2-13632*b^4*c^2*p*x^2-13632*b^ 4*c^2*q*x^2-4544*b^4*c^2*r^2*x-a*g^2*q^4*r^2-1464*a*g^2*q^4*x^2-40*a*g^2*q^3*r^ 3-165*a*g^2*q^2*r^4-214*a*g^2*q*r^5+440*a*g^2*r^5*x+7773*a*g^2*r^4*x^2-30*a*g*p ^5*r^2-408*a*g*p^5*x^2-150*a*g*p^4*r^3-300*a*g*p^3*r^4-408*a*g*q^5*x^2+2531*a*g *r^5*x^2-28*a*p^6*r*x-8*a*p^5*q*r^2-144*a*p^5*q*x^2-24*a*p^5*r^2*x+392*a*p^5*r* x^2-12*a*p^4*q^2*r^2-360*a*p^4*q^2*x^2-40*a*p^4*q*r^3+354*a*p^4*r^3*x+1960*a*p^ 4*r^2*x^2-8*a*p^3*q^3*r^2-480*a*p^3*q^3*x^2-48*a*p^3*q^2*r^3-80*a*p^3*q*r^4+ 1096*a*p^3*r^4*x+3382*a*p^3*r^3*x^2-2*a*p^2*q^4*r^2-360*a*p^2*q^4*x^2-24*a*p^2* q^3*r^3-72*a*p^2*q^2*r^4-80*a*p^2*q*r^5+1344*a*p^2*r^5*x-294480*a*b^2*c*g*q*x^2 -80716*a*b^2*c*g*r^2*x-244584*a*b^2*c*g*r*x^2+7784*a*b^2*c*p^2*q*r+56592*a*b^2* c*p^2*q*x-44280*a*b^2*c*p^2*r*x+2872*a*b^2*c*p*q^2*r+37368*a*b^2*c*p*q^2*x+9312 *a*b^2*c*p*q*r^2-320832*a*b^2*c*p*q*x^2-124896*a*b^2*c*p*r^2*x-163608*a*b^2*c*p *r*x^2-11832*a*b^2*c*q^2*r*x-72000*a*b^2*c*q*r^2*x-163608*a*b^2*c*q*r*x^2+2924* a*b^2*g^2*p*q*r+25536*a*b^2*g^2*p*q*x+9686*a*b^2*g^2*p*r*x+5174*a*b^2*g^2*q*r*x +4374*a*b^2*g*p^2*q*r+31392*a*b^2*g*p^2*q*x-10468*a*b^2*g*p^2*r*x+1638*a*b^2*g* p*q^2*r+20304*a*b^2*g*p*q^2*x+5976*a*b^2*g*p*q*r^2-139968*a*b^2*g*p*q*x^2-49932 *a*b^2*g*p*r^2*x-109866*a*b^2*g*p*r*x^2-2488*a*b^2*g*q^2*r*x-28596*a*b^2*g*q*r^ 2*x-109866*a*b^2*g*q*r*x^2-18276*a*b^2*p^2*q*r*x-10296*a*b^2*p*q^2*r*x-45696*a* b^2*p*q*r^2*x-67956*a*b^2*p*q*r*x^2+30912*a*b*c^3*g*p*r+187104*a*b*c^3*g*p*x+ 14064*a*b*c^3*g*q*r+6280*a*b^3*c*g*p*r+50688*a*b^3*c*g*p*x+2248*a*b^3*c*g*q*r+ 29952*a*b^3*c*g*q*x+16192*a*b^3*c*g*r*x+3456*a*b^3*c*p*q*r+39936*a*b^3*c*p*q*x-\ 7520*a*b^3*c*p*r*x-1760*a*b^3*c*q*r*x+1656*a*b^3*g*p*q*r+18048*a*b^3*g*p*q*x+ 7960*a*b^3*g*p*r*x+4280*a*b^3*g*q*r*x-3360*a*b^3*p*q*r*x+23488*a*b^2*c^2*g*p*r+ 157344*a*b^2*c^2*g*p*x+9728*a*b^2*c^2*g*q*r+102048*a*b^2*c^2*g*q*x-15000*a*b^2* c^2*g*r*x+12336*a*b^2*c^2*p*q*r+109632*a*b^2*c^2*p*q*x-71472*a*b^2*c^2*p*r*x-\ 38496*a*b^2*c^2*q*r*x+9684*a*b^2*c*g^2*p*r+68184*a*b^2*c*g^2*p*x+3988*a*b^2*c*g ^2*q*r+42768*a*b^2*c*g^2*q*x+20164*a*b^2*c*g^2*r*x+14416*a*b^2*c*g*p^2*r+83016* a*b^2*c*g*p^2*x+22168*a*b^2*c*g*p*r^2-294480*a*b^2*c*g*p*x^2+2104*a*b^2*c*g*q^2 *r+33192*a*b^2*c*g*q^2*x+10836*a*b^2*c*g*q*r^2-109866*a^2*b*g*p*r*x^2-4652*a^2* b*g*q^2*r*x-37644*a^2*b*g*q*r^2*x-109866*a^2*b*g*q*r*x^2-23148*a^2*b*p^2*q*r*x-\ 15168*a^2*b*p*q^2*r*x-58032*a^2*b*p*q*r^2*x-67956*a^2*b*p*q*r*x^2+18360*a^2*c^2 *g*p*q*r+120384*a^2*c^2*g*p*q*x-70512*a^2*c^2*g*p*r*x-44664*a^2*c^2*g*q*r*x-\ 83600*a^2*c^2*p*q*r*x+8888*a^2*c*g^2*p*q*r+60768*a^2*c*g^2*p*q*x-11254*a^2*c*g^ 2*p*r*x-6418*a^2*c*g^2*q*r*x+11026*a^2*c*g*p^2*q*r+62328*a^2*c*g*p^2*q*x-42202* a^2*c*g*p^2*r*x+5360*a^2*c*g*p*q^2*r+45168*a^2*c*g*p*q^2*x+13606*a^2*c*g*p*q*r^ 2-273360*a^2*c*g*p*q*x^2-127520*a^2*c*g*p*r^2*x-143538*a^2*c*g*p*r*x^2-16778*a^ 2*c*g*q^2*r*x-84184*a^2*c*g*q*r^2*x-143538*a^2*c*g*q*r*x^2-47344*a^2*c*p^2*q*r* x-32756*a^2*c*p*q^2*r*x-103176*a^2*c*p*q*r^2*x-71124*a^2*c*p*q*r*x^2-5906*a^2*g ^2*p*q*r*x-18254*a^2*g*p^2*q*r*x-12004*a^2*g*p*q^2*r*x-50512*a^2*g*p*q*r^2*x-\ 61050*a^2*g*p*q*r*x^2+5952*a^2*b*c*g^2*q*r+51336*a^2*b*c*g^2*q*x+23156*a^2*b*c* g^2*r*x+18640*a^2*b*c*g*p^2*r+93528*a^2*b*c*g*p^2*x+27572*a^2*b*c*g*p*r^2-\ 294480*a^2*b*c*g*p*x^2+3904*a^2*b*c*g*q^2*r+43704*a^2*b*c*g*q^2*x+14496*a^2*b*c *g*q*r^2-294480*a^2*b*c*g*q*x^2-96284*a^2*b*c*g*r^2*x-244584*a^2*b*c*g*r*x^2+ 11188*a^2*b*c*p^2*q*r+65448*a^2*b*c*p^2*q*x-54072*a^2*b*c*p^2*r*x+5084*a^2*b*c* p*q^2*r+46224*a^2*b*c*p*q^2*x+12720*a^2*b*c*p*q*r^2-320832*a^2*b*c*p*q*x^2-\ 150360*a^2*b*c*p*r^2*x-163608*a^2*b*c*p*r*x^2-21624*a^2*b*c*q^2*r*x-97464*a^2*b *c*q*r^2*x-163608*a^2*b*c*q*r*x^2+4204*a^2*b*g^2*p*q*r+30624*a^2*b*g^2*p*q*x+ 10786*a^2*b*g^2*p*r*x+6274*a^2*b*g^2*q*r*x+6102*a^2*b*g*p^2*q*r+36720*a^2*b*g*p ^2*q*x-12632*a^2*b*g*p^2*r*x+2766*a^2*b*g*p*q^2*r+25632*a^2*b*g*p*q^2*x+8204*a^ 2*b*g*p*q*r^2-139968*a^2*b*g*p*q*x^2-58980*a^2*b*g*p*r^2*x+4296*a^3*b*g*p*q*r+ 27264*a^3*b*g*p*q*x+8200*a^3*b*g*p*r*x+4520*a^3*b*g*q*r*x-10144*a^3*b*p*q*r*x+ 8832*a^3*c*g*p*q*r+52752*a^3*c*g*p*q*x-13844*a^3*c*g*p*r*x-9500*a^3*c*g*q*r*x-\ 31760*a^3*c*p*q*r*x-7204*a^3*g*p*q*r*x+13552*a^2*b^2*c*g*p*r+88128*a^2*b^2*c*g* p*x+6064*a^2*b^2*c*g*q*r+57024*a^2*b^2*c*g*q*x+26016*a^2*b^2*c*g*r*x+9280*a^2*b ^2*c*p*q*r+73728*a^2*b^2*c*p*q*x-20736*a^2*b^2*c*p*r*x-12096*a^2*b^2*c*q*r*x+ 4248*a^2*b^2*g*p*q*r+33984*a^2*b^2*g*p*q*x+12120*a^2*b^2*g*p*r*x+6600*a^2*b^2*g *q*r*x-10128*a^2*b^2*p*q*r*x+30720*a^2*b*c^2*g*p*r+176736*a^2*b*c^2*g*p*x+14672 *a^2*b*c^2*g*q*r+121440*a^2*b*c^2*g*q*x-21240*a^2*b*c^2*g*r*x+18848*a^2*b*c^2*p *q*r+128832*a^2*b*c^2*p*q*x-91344*a^2*b*c^2*p*r*x-58368*a^2*b*c^2*q*r*x+12400*a ^2*b*c*g^2*p*r+76752*a^2*b*c*g^2*p*x-7152*c*g^2*p^3*q*r*x-7896*c*g^2*p^2*q^2*r* x-13284*c*g^2*p^2*q*r^2*x+19188*c*g^2*p^2*q*r*x^2-3376*c*g^2*p*q^3*r*x-9396*c*g ^2*p*q^2*r^2*x+19188*c*g^2*p*q^2*r*x^2-5832*c*g^2*p*q*r^3*x+59984*c*g^2*p*q*r^2 *x^2-2550*c*g*p^4*q*r*x-3940*c*g*p^3*q^2*r*x-5296*c*g*p^3*q*r^2*x+13512*c*g*p^3 *q*r*x^2-2780*c*g*p^2*q^3*r*x-6048*c*g*p^2*q^2*r^2*x+20268*c*g*p^2*q^2*r*x^2-\ 570*c*g*p^2*q*r^3*x+50844*c*g*p^2*q*r^2*x^2-810*c*g*p*q^4*r*x-2768*c*g*p*q^3*r^ 2*x+13512*c*g*p*q^3*r*x^2-1158*c*g*p*q^2*r^3*x+50844*c*g*p*q^2*r^2*x^2+4548*c*g *p*q*r^4*x+50668*c*g*p*q*r^3*x^2+12328*a^3*b*c*g*p*r+66816*a^3*b*c*g*p*x+6376*a ^3*b*c*g*q*r+46080*a^3*b*c*g*q*x+18496*a^3*b*c*g*r*x+9600*a^3*b*c*p*q*r+58368*a ^3*b*c*p*q*x-20128*a^3*b*c*p*r*x-14368*a^3*b*c*q*r*x+12258*b*g*p^2*q^2*r*x^2-\ 1152*b*g*p^2*q*r^3*x+33180*b*g*p^2*q*r^2*x^2-510*b*g*p*q^4*r*x-1872*b*g*p*q^3*r ^2*x+8172*b*g*p*q^3*r*x^2-1194*b*g*p*q^2*r^3*x+33180*b*g*p*q^2*r^2*x^2+2256*b*g *p*q*r^4*x+34754*b*g*p*q*r^3*x^2-23520*c^4*g*p*q*r*x-27328*c^3*g^2*p*q*r*x-\ 23760*c^3*g*p^2*q*r*x-16560*c^3*g*p*q^2*r*x-27264*c^3*g*p*q*r^2*x+61344*c^3*g*p *q*r*x^2-14112*c^2*g^3*p*q*r*x-21456*c^2*g^2*p^2*q*r*x-14832*c^2*g^2*p*q^2*r*x-\ 26832*c^2*g^2*p*q*r^2*x+39504*c^2*g^2*p*q*r*x^2-11360*c^2*g*p^3*q*r*x-12600*c^2 *g*p^2*q^2*r*x-18912*c^2*g*p^2*q*r^2*x+43272*c^2*g*p^2*q*r*x^2-5440*c^2*g*p*q^3 *r*x-13632*c^2*g*p*q^2*r^2*x+43272*c^2*g*p*q^2*r*x^2-4896*c^2*g*p*q*r^3*x+ 115344*c^2*g*p*q*r^2*x^2-3276*c*g^4*p*q*r*x-7556*c*g^3*p^2*q*r*x-5212*c*g^3*p*q ^2*r*x-10064*c*g^3*p*q*r^2*x+9176*c*g^3*p*q*r*x^2-3136*b*c*p^3*q^2*r*x-3208*b*c *p^3*q*r^2*x+17048*b*c*p^3*q*r*x^2-2184*b*c*p^2*q^3*r*x-3696*b*c*p^2*q^2*r^2*x+ 25572*b*c*p^2*q^2*r*x^2+2592*b*c*p^2*q*r^3*x+56544*b*c*p^2*q*r^2*x^2-616*b*c*p* q^4*r*x-1720*b*c*p*q^3*r^2*x+17048*b*c*p*q^3*r*x^2+1068*b*c*p*q^2*r^3*x+56544*b *c*p*q^2*r^2*x^2+6632*b*c*p*q*r^4*x+52444*b*c*p*q*r^3*x^2-1652*b*g^4*p*q*r*x-\ 4292*b*g^3*p^2*q*r*x-2914*b*g^3*p*q^2*r*x-5930*b*g^3*p*q*r^2*x+2526*b*g^3*p*q*r *x^2-4424*b*g^2*p^3*q*r*x-4812*b*g^2*p^2*q^2*r*x-8500*b*g^2*p^2*q*r^2*x+9648*b* g^2*p^2*q*r*x^2-1992*b*g^2*p*q^3*r*x-5774*b*g^2*p*q^2*r^2*x+9648*b*g^2*p*q^2*r* x^2-4140*b*g^2*p*q*r^3*x+34850*b*g^2*p*q*r^2*x^2-1740*b*g*p^4*q*r*x-2660*b*g*p^ 3*q^2*r*x-3840*b*g*p^3*q*r^2*x+8172*b*g*p^3*q*r*x^2-1840*b*g*p^2*q^3*r*x-4284*b *g*p^2*q^2*r^2*x+73878*b*c*g^2*q*r^2*x^2-4786*b*c*g*p^4*r*x-656*b*c*g*p^3*q*r^2 -19968*b*c*g*p^3*q*x^2-11386*b*c*g*p^3*r^2*x+16932*b*c*g*p^3*r*x^2-474*b*c*g*p^ 2*q^2*r^2-29952*b*c*g*p^2*q^2*x^2-1968*b*c*g*p^2*q*r^3-5092*b*c*g*p^2*r^3*x+ 73558*b*c*g*p^2*r^2*x^2-100*b*c*g*p*q^3*r^2-19968*b*c*g*p*q^3*x^2-948*b*c*g*p*q ^2*r^3-1968*b*c*g*p*q*r^4+4830*b*c*g*p*r^4*x+79282*b*c*g*p*r^3*x^2-682*b*c*g*q^ 4*r*x-3414*b*c*g*q^3*r^2*x+16932*b*c*g*q^3*r*x^2-3868*b*c*g*q^2*r^3*x+73558*b*c *g*q^2*r^2*x^2+2186*b*c*g*q*r^4*x+79282*b*c*g*q*r^3*x^2-2044*b*c*p^4*q*r*x-4174 *b*c*g^4*p*r*x-2902*b*c*g^4*q*r*x-10966*b*c*g^3*p^2*r*x-384*b*c*g^3*p*q*r^2-\ 28608*b*c*g^3*p*q*x^2-16090*b*c*g^3*p*r^2*x+3892*b*c*g^3*p*r*x^2-4910*b*c*g^3*q ^2*r*x-10614*b*c*g^3*q*r^2*x+3892*b*c*g^3*q*r*x^2-11514*b*c*g^2*p^3*r*x-949*b*c *g^2*p^2*q*r^2-39888*b*c*g^2*p^2*q*x^2-23284*b*c*g^2*p^2*r^2*x+18914*b*c*g^2*p^ 2*r*x^2-383*b*c*g^2*p*q^2*r^2-39888*b*c*g^2*p*q^2*x^2-1898*b*c*g^2*p*q*r^3-\ 12542*b*c*g^2*p*r^3*x+73878*b*c*g^2*p*r^2*x^2-3102*b*c*g^2*q^3*r*x-10288*b*c*g^ 2*q^2*r^2*x+18914*b*c*g^2*q^2*r*x^2-8746*b*c*g^2*q*r^3*x-89280*b*c^2*g^2*p*q*x^ 2-46356*b*c^2*g^2*p*r^2*x+37064*b*c^2*g^2*p*r*x^2-15160*b*c^2*g^2*q^2*r*x-31268 *b*c^2*g^2*q*r^2*x+37064*b*c^2*g^2*q*r*x^2-20316*b*c^2*g*p^3*r*x-1696*b*c^2*g*p ^2*q*r^2-70848*b*c^2*g*p^2*q*x^2-37492*b*c^2*g*p^2*r^2*x+52560*b*c^2*g*p^2*r*x^ 2-692*b*c^2*g*p*q^2*r^2-70848*b*c^2*g*p*q^2*x^2-3392*b*c^2*g*p*q*r^3-14740*b*c^ 2*g*p*r^3*x+161512*b*c^2*g*p*r^2*x^2-5532*b*c^2*g*q^3*r*x-17412*b*c^2*g*q^2*r^2 *x+52560*b*c^2*g*q^2*r*x^2-12124*b*c^2*g*q*r^3*x+161512*b*c^2*g*q*r^2*x^2-10000 *b*c^2*p^3*q*r*x-10968*b*c^2*p^2*q^2*r*x-14244*b*c^2*p^2*q*r^2*x+55248*b*c^2*p^ 2*q*r*x^2-4624*b*c^2*p*q^3*r*x-10260*b*c^2*p*q^2*r^2*x+55248*b*c^2*p*q^2*r*x^2+ 96*b*c^2*p*q*r^3*x+132096*b*c^2*p*q*r^2*x^2+12858*b^2*g*p*q^2*r*x^2-4076*b^2*g* p*q*r^3*x+43116*b^2*g*p*q*r^2*x^2-40688*b*c^4*g*p*r*x-27536*b*c^4*g*q*r*x-22784 *b*c^4*p*q*r*x-43816*b*c^3*g^2*p*r*x-29624*b*c^3*g^2*q*r*x-41432*b*c^3*g*p^2*r* x-1792*b*c^3*g*p*q*r^2-109056*b*c^3*g*p*q*x^2-51928*b*c^3*g*p*r^2*x+72432*b*c^3 *g*p*r*x^2-18424*b*c^3*g*q^2*r*x-35784*b*c^3*g*q*r^2*x+72432*b*c^3*g*q*r*x^2-\ 22144*b*c^3*p^2*q*r*x-15200*b*c^3*p*q^2*r*x-22960*b*c^3*p*q*r^2*x+79136*b*c^3*p *q*r*x^2-20692*b*c^2*g^3*p*r*x-14092*b*c^2*g^3*q*r*x-34216*b*c^2*g^2*p^2*r*x-\ 1400*b*c^2*g^2*p*q*r^2-936*b^2*c*g*p^2*q*r^2-46368*b^2*c*g*p^2*q*x^2-24944*b^2* c*g*p^2*r^2*x+25274*b^2*c*g*p^2*r*x^2-350*b^2*c*g*p*q^2*r^2-46368*b^2*c*g*p*q^2 *x^2-1872*b^2*c*g*p*q*r^3-13110*b^2*c*g*p*r^3*x+91906*b^2*c*g*p*r^2*x^2-2840*b^ 2*c*g*q^3*r*x-10132*b^2*c*g*q^2*r^2*x+25274*b^2*c*g*q^2*r*x^2-9078*b^2*c*g*q*r^ 3*x+91906*b^2*c*g*q*r^2*x^2-7056*b^2*c*p^3*q*r*x-7464*b^2*c*p^2*q^2*r*x-11500*b ^2*c*p^2*q*r^2*x+32724*b^2*c*p^2*q*r*x^2-2896*b^2*c*p*q^3*r*x-7808*b^2*c*p*q^2* r^2*x+32724*b^2*c*p*q^2*r*x^2-3328*b^2*c*p*q*r^3*x+86608*b^2*c*p*q*r^2*x^2-3870 *b^2*g^3*p*q*r*x-7308*b^2*g^2*p^2*q*r*x-4782*b^2*g^2*p*q^2*r*x-9854*b^2*g^2*p*q *r^2*x+5458*b^2*g^2*p*q*r*x^2-4724*b^2*g*p^3*q*r*x-5004*b^2*g*p^2*q^2*r*x-8784* b^2*g*p^2*q*r^2*x+12858*b^2*g*p^2*q*r*x^2-1948*b^2*g*p*q^3*r*x-5754*b^2*g*p*q^2 *r^2*x-36208*b^2*c^2*g^2*p*r*x-23952*b^2*c^2*g^2*q*r*x-37720*b^2*c^2*g*p^2*r*x-\ 1384*b^2*c^2*g*p*q*r^2-105408*b^2*c^2*g*p*q*x^2-50336*b^2*c^2*g*p*r^2*x+49664*b ^2*c^2*g*p*r*x^2-15320*b^2*c^2*g*q^2*r*x-32832*b^2*c^2*g*q*r^2*x+49664*b^2*c^2* g*q*r*x^2-22128*b^2*c^2*p^2*q*r*x-14352*b^2*c^2*p*q^2*r*x-25232*b^2*c^2*p*q*r^2 *x+68112*b^2*c^2*p*q*r*x^2-10052*b^2*c*g^3*p*r*x-6816*b^2*c*g^3*q*r*x-19104*b^2 *c*g^2*p^2*r*x-664*b^2*c*g^2*p*q*r^2-52944*b^2*c*g^2*p*q*x^2-27724*b^2*c*g^2*p* r^2*x+8586*b^2*c*g^2*p*r*x^2-7924*b^2*c*g^2*q^2*r*x-17640*b^2*c*g^2*q*r^2*x+ 8586*b^2*c*g^2*q*r*x^2-12604*b^2*c*g*p^3*r*x-3264*b^4*c*g*q*r*x-4096*b^4*c*p*q* r*x-1984*b^4*g*p*q*r*x-25984*b^3*c^2*g*p*r*x-16048*b^3*c^2*g*q*r*x-16672*b^3*c^ 2*p*q*r*x-11304*b^3*c*g^2*p*r*x-7256*b^3*c*g^2*q*r*x-13816*b^3*c*g*p^2*r*x-392* b^3*c*g*p*q*r^2-42240*b^3*c*g*p*q*x^2-20056*b^3*c*g*p*r^2*x+8060*b^3*c*g*p*r*x^ 2-4800*b^3*c*g*q^2*r*x-11920*b^3*c*g*q*r^2*x+8060*b^3*c*g*q*r*x^2-9024*b^3*c*p^ 2*q*r*x-5352*b^3*c*p*q^2*r*x-11256*b^3*c*p*q*r^2*x+21968*b^3*c*p*q*r*x^2-4180*b ^3*g^2*p*q*r*x-5128*b^3*g*p^2*q*r*x-3104*b^3*g*p*q^2*r*x-6820*b^3*g*p*q*r^2*x+ 5040*b^3*g*p*q*r*x^2-48528*b^2*c^3*g*p*r*x-31680*b^2*c^3*g*q*r*x-28928*b^2*c^3* p*q*r*x+8112*a*c*p*q*r^4*x+52444*a*c*p*q*r^3*x^2-1820*a*g^4*p*q*r*x-4730*a*g^3* p^2*q*r*x-3352*a*g^3*p*q^2*r*x-6774*a*g^3*p*q*r^2*x+2526*a*g^3*p*q*r*x^2-4840*a *g^2*p^3*q*r*x-5436*a*g^2*p^2*q^2*r*x-9610*a*g^2*p^2*q*r^2*x+9648*a*g^2*p^2*q*r *x^2-2408*a*g^2*p*q^3*r*x-6884*a*g^2*p*q^2*r^2*x+9648*a*g^2*p*q^2*r*x^2-5104*a* g^2*p*q*r^3*x+34850*a*g^2*p*q*r^2*x^2-1870*a*g*p^4*q*r*x-2920*a*g*p^3*q^2*r*x-\ 4208*a*g*p^3*q*r^2*x+8172*a*g*p^3*q*r*x^2-2100*a*g*p^2*q^3*r*x-4836*a*g*p^2*q^2 *r^2*x+12258*a*g*p^2*q^2*r*x^2-1374*a*g*p^2*q*r^3*x+33180*a*g*p^2*q*r^2*x^2-640 *a*g*p*q^4*r*x-2240*a*g*p*q^3*r^2*x+8172*a*g*p*q^3*r*x^2-1416*a*g*p*q^2*r^3*x+ 33180*a*g*p*q^2*r^2*x^2+2396*a*g*p*q*r^4*x+34754*a*g*p*q*r^3*x^2-5760*b^4*c*g*p *r*x-3052*b^3*g^2*p^2*r*x-80*b^3*g^2*p*q*r^2-9360*b^3*g^2*p*q*x^2-4972*b^3*g^2* p*r^2*x-2660*b^3*g^2*p*r*x^2-1128*b^3*g^2*q^2*r*x-2844*b^3*g^2*q*r^2*x-2660*b^3 *g^2*q*r*x^2-2384*b^3*g*p^3*r*x-144*b^3*g*p^2*q*r^2-9504*b^3*g*p^2*q*x^2-5188*b ^3*g*p^2*r^2*x+2520*b^3*g*p^2*r*x^2-9504*b^3*g*p*q^2*x^2-3602*b^3*g*p*r^3*x+ 14596*b^3*g*p*r^2*x^2-1632*b^3*g*q^2*r^2*x+2520*b^3*g*q^2*r*x^2-1974*b^3*g*q*r^ 3*x+14596*b^3*g*q*r^2*x^2-1536*b^3*p^3*q*r*x-1536*b^3*p^2*q^2*r*x-2832*b^3*p^2* q*r^2*x+5574*b^3*p^2*q*r*x^2-1752*b^3*p*q^2*r^2*x+5574*b^3*p*q^2*r*x^2-1520*b^3 *p*q*r^3*x+17288*b^3*p*q*r^2*x^2-22560*b^2*c^4*g*r*x-20480*b^2*c^4*p*r*x+21640* b^3*c^2*q*r*x^2-2120*b^3*c*g^3*r*x-196*b^3*c*g^2*p*r^2-19920*b^3*c*g^2*p*x^2-28 *b^3*c*g^2*q*r^2-19920*b^3*c*g^2*q*x^2-8944*b^3*c*g^2*r^2*x-7220*b^3*c*g^2*r*x^ 2-456*b^3*c*g*p^2*r^2-21120*b^3*c*g*p^2*x^2-912*b^3*c*g*p*r^3-21120*b^3*c*g*q^2 *x^2-6964*b^3*c*g*r^3*x+29500*b^3*c*g*r^2*x^2-4232*b^3*c*p^3*r*x-208*b^3*c*p^2* q*r^2-17136*b^3*c*p^2*q*x^2-8352*b^3*c*p^2*r^2*x+10984*b^3*c*p^2*r*x^2-17136*b^ 3*c*p*q^2*x^2-4884*b^3*c*p*r^3*x+37060*b^3*c*p*r^2*x^2-2904*b^3*c*q^2*r^2*x+ 10984*b^3*c*q^2*r*x^2-3556*b^3*c*q*r^3*x+37060*b^3*c*q*r^2*x^2-1160*b^3*g^3*p*r *x-808*b^3*g^3*q*r*x-904*b^4*g^2*p*r*x-576*b^4*g^2*q*r*x-1584*b^4*g*p^2*r*x-\ 5664*b^4*g*p*q*x^2-2592*b^4*g*p*r^2*x-1560*b^4*g*p*r*x^2-1280*b^4*g*q*r^2*x-\ 1560*b^4*g*q*r*x^2-1200*b^4*p^2*q*r*x-1616*b^4*p*q*r^2*x+1688*b^4*p*q*r*x^2-\ 15776*b^3*c^3*g*r*x-16032*b^3*c^3*p*r*x-9536*b^3*c^3*q*r*x-10304*b^3*c^2*g^2*r* x-672*b^3*c^2*g*p*r^2-46464*b^3*c^2*g*p*x^2-208*b^3*c^2*g*q*r^2-46464*b^3*c^2*g *q*x^2-18656*b^3*c^2*g*r^2*x+6040*b^3*c^2*g*r*x^2-12608*b^3*c^2*p^2*r*x-272*b^3 *c^2*p*q*r^2-39744*b^3*c^2*p*q*x^2-16896*b^3*c^2*p*r^2*x+21640*b^3*c^2*p*r*x^2-\ 4064*b^3*c^2*q^2*r*x-10320*b^3*c^2*q*r^2*x+11760*a*p^2*q^2*r^2*x^2+2500*a*p^2*q *r^4*x+10146*a*p^2*q*r^3*x^2-28*a*p*q^5*r*x-40*a*p*q^4*r^2*x+1960*a*p*q^4*r*x^2 +468*a*p*q^3*r^3*x+7840*a*p*q^3*r^2*x^2+1712*a*p*q^2*r^4*x+10146*a*p*q^2*r^3*x^ 2+2000*a*p*q*r^5*x+4652*a*p*q*r^4*x^2-608*b^5*c*g*r*x-992*b^5*c*p*r*x-320*b^5*g *p*r*x-5152*b^4*c^2*g*r*x-6176*b^4*c^2*p*r*x-3200*b^4*c^2*q*r*x-1680*b^4*c*g^2* r*x-88*b^4*c*g*p*r^2-12096*b^4*c*g*p*x^2-12096*b^4*c*g*q*x^2-4576*b^4*c*g*r^2*x -4336*b^4*c*g*r*x^2-3392*b^4*c*p^2*r*x-12288*b^4*c*p*q*x^2-5040*b^4*c*p*r^2*x+ 2736*b^4*c*p*r*x^2-2608*b^4*c*q*r^2*x+2736*b^4*c*q*r*x^2-48*a*g*p^2*q^3*r^2-\ 4080*a*g*p^2*q^3*x^2-324*a*g*p^2*q^2*r^3-576*a*g*p^2*q*r^4+1896*a*g*p^2*r^4*x+ 17377*a*g*p^2*r^3*x^2-6*a*g*p*q^4*r^2-2040*a*g*p*q^4*x^2-96*a*g*p*q^3*r^3-324*a *g*p*q^2*r^4-384*a*g*p*q*r^5+2212*a*g*p*r^5*x+11299*a*g*p*r^4*x^2-46*a*g*q^5*r* x-314*a*g*q^4*r^2*x+2043*a*g*q^4*r*x^2-486*a*g*q^3*r^3*x+11060*a*g*q^3*r^2*x^2+ 500*a*g*q^2*r^4*x+17377*a*g*q^2*r^3*x^2+1432*a*g*q*r^5*x+11299*a*g*q*r^4*x^2-\ 140*a*p^5*q*r*x-280*a*p^4*q^2*r*x-100*a*p^4*q*r^2*x+1960*a*p^4*q*r*x^2-280*a*p^ 3*q^3*r*x-160*a*p^3*q^2*r^2*x+3920*a*p^3*q^2*r*x^2+1100*a*p^3*q*r^3*x+7840*a*p^ 3*q*r^2*x^2-140*a*p^2*q^4*r*x-120*a*p^2*q^3*r^2*x+3920*a*p^2*q^3*r*x^2+1176*a*p ^2*q^2*r^3*x-165*a*g^2*p^2*q^2*r^2-8784*a*g^2*p^2*q^2*x^2-642*a*g^2*p^2*q*r^3-\ 3242*a*g^2*p^2*r^3*x+17425*a*g^2*p^2*r^2*x^2-40*a*g^2*p*q^3*r^2-5856*a*g^2*p*q^ 3*x^2-330*a*g^2*p*q^2*r^3-642*a*g^2*p*q*r^4-204*a*g^2*p*r^4*x+20255*a*g^2*p*r^3 *x^2-298*a*g^2*q^4*r*x-1386*a*g^2*q^3*r^2*x+3216*a*g^2*q^3*r*x^2-1862*a*g^2*q^2 *r^3*x+17425*a*g^2*q^2*r^2*x^2-334*a*g^2*q*r^4*x+20255*a*g^2*q*r^3*x^2-456*a*g* p^5*r*x-96*a*g*p^4*q*r^2-2040*a*g*p^4*q*x^2-1298*a*g*p^4*r^2*x+2043*a*g*p^4*r*x ^2-108*a*g*p^3*q^2*r^2-4080*a*g*p^3*q^2*x^2-384*a*g*p^3*q*r^3-444*a*g*p^3*r^3*x +11060*a*g*p^3*r^2*x^2-200*a*g^5*q*r*x-1214*a*g^4*p^2*r*x-29*a*g^4*p*q*r^2-2976 *a*g^4*p*q*x^2-2030*a*g^4*p*r^2*x-910*a*g^4*p*r*x^2-606*a*g^4*q^2*r*x-1358*a*g^ 4*q*r^2*x-910*a*g^4*q*r*x^2-2036*a*g^3*p^3*r*x-163*a*g^3*p^2*q*r^2-6552*a*g^3*p ^2*q*x^2-4604*a*g^3*p^2*r^2*x+1263*a*g^3*p^2*r*x^2-73*a*g^3*p*q^2*r^2-6552*a*g^ 3*p*q^2*x^2-326*a*g^3*p*q*r^3-3264*a*g^3*p*r^3*x+9153*a*g^3*p*r^2*x^2-658*a*g^3 *q^3*r*x-2170*a*g^3*q^2*r^2*x+1263*a*g^3*q^2*r*x^2-2150*a*g^3*q*r^3*x+9153*a*g^ 3*q*r^2*x^2-1514*a*g^2*p^4*r*x-214*a*g^2*p^3*q*r^2-5856*a*g^2*p^3*q*x^2-4112*a* g^2*p^3*r^2*x+3216*a*g^2*p^3*r*x^2-1012*a*c*p^4*r^2*x+4262*a*c*p^4*r*x^2-132*a* c*p^3*q^2*r^2-4800*a*c*p^3*q^2*x^2-464*a*c*p^3*q*r^3+1664*a*c*p^3*r^3*x+18848*a *c*p^3*r^2*x^2-60*a*c*p^2*q^3*r^2-4800*a*c*p^2*q^3*x^2-396*a*c*p^2*q^2*r^3-696* a*c*p^2*q*r^4+5744*a*c*p^2*r^4*x+26222*a*c*p^2*r^3*x^2-8*a*c*p*q^4*r^2-2400*a*c *p*q^4*x^2-120*a*c*p*q^3*r^3-396*a*c*p*q^2*r^4-464*a*c*p*q*r^5+5108*a*c*p*r^5*x +13850*a*c*p*r^4*x^2-56*a*c*q^5*r*x-268*a*c*q^4*r^2*x+4262*a*c*q^4*r*x^2+140*a* c*q^3*r^3*x+18848*a*c*q^3*r^2*x^2+2368*a*c*q^2*r^4*x+26222*a*c*q^2*r^3*x^2+3524 *a*c*q*r^5*x+13850*a*c*q*r^4*x^2-264*a*g^5*p*r*x-6058*a*c*g^3*r^3*x+18454*a*c*g ^3*r^2*x^2-639*a*c*g^2*p^3*r^2-13296*a*c*g^2*p^3*x^2-1917*a*c*g^2*p^2*r^3-1917* a*c*g^2*p*r^4-41*a*c*g^2*q^3*r^2-13296*a*c*g^2*q^3*x^2-487*a*c*g^2*q^2*r^3-1085 *a*c*g^2*q*r^4-1348*a*c*g^2*r^4*x+43514*a*c*g^2*r^3*x^2-312*a*c*g*p^4*r^2-4992* a*c*g*p^4*x^2-1248*a*c*g*p^3*r^3-1872*a*c*g*p^2*r^4-1248*a*c*g*p*r^5-6*a*c*g*q^ 4*r^2-4992*a*c*g*q^4*x^2-144*a*c*g*q^3*r^3-582*a*c*g*q^2*r^4-756*a*c*g*q*r^5+ 3570*a*c*g*r^5*x+26852*a*c*g*r^4*x^2-532*a*c*p^5*r*x-116*a*c*p^4*q*r^2-2400*a*c *p^4*q*x^2-112*a*c^2*p*q^3*r^2-13440*a*c^2*p*q^3*x^2-840*a*c^2*p*q^2*r^3-1584*a *c^2*p*q*r^4+9644*a*c^2*p*r^4*x+64304*a*c^2*p*r^3*x^2-748*a*c^2*q^4*r*x-2532*a* c^2*q^3*r^2*x+18416*a*c^2*q^3*r*x^2-384*a*c^2*q^2*r^3*x+66048*a*c^2*q^2*r^2*x^2 +6044*a*c^2*q*r^4*x+64304*a*c^2*q*r^3*x^2-456*a*c*g^5*r*x-39*a*c*g^4*p*r^2-6288 *a*c*g^4*p*x^2+23*a*c*g^4*q*r^2-6288*a*c*g^4*q*x^2-3564*a*c*g^4*r^2*x-2352*a*c* g^4*r*x^2-444*a*c*g^3*p^2*r^2-14304*a*c*g^3*p^2*x^2-888*a*c*g^3*p*r^3-58*a*c*g^ 3*q^2*r^2-14304*a*c*g^3*q^2*x^2-444*a*c*g^3*q*r^3-44640*a*c^2*g^2*p^2*x^2-3276* a*c^2*g^2*p*r^3-298*a*c^2*g^2*q^2*r^2-44640*a*c^2*g^2*q^2*x^2-1672*a*c^2*g^2*q* r^3-14928*a*c^2*g^2*r^3*x+78056*a*c^2*g^2*r^2*x^2-1204*a*c^2*g*p^3*r^2-23616*a* c^2*g*p^3*x^2-3612*a*c^2*g*p^2*r^3-3612*a*c^2*g*p*r^4-96*a*c^2*g*q^3*r^2-23616* a*c^2*g*q^3*x^2-940*a*c^2*g*q^2*r^3-2048*a*c^2*g*q*r^4+2628*a*c^2*g*r^4*x+89056 *a*c^2*g*r^3*x^2-3436*a*c^2*p^4*r*x-528*a*c^2*p^3*q*r^2-13440*a*c^2*p^3*q*x^2-\ 6516*a*c^2*p^3*r^2*x+18416*a*c^2*p^3*r*x^2-420*a*c^2*p^2*q^2*r^2-20160*a*c^2*p^ 2*q^2*x^2-1584*a*c^2*p^2*q*r^3+1920*a*c^2*p^2*r^3*x+66048*a*c^2*p^2*r^2*x^2-\ 13128*a*c^3*g*r^3*x+117272*a*c^3*g*r^2*x^2-10688*a*c^3*p^3*r*x-1060*a*c^3*p^2*q *r^2-34560*a*c^3*p^2*q*x^2-16728*a*c^3*p^2*r^2*x+39568*a*c^3*p^2*r*x^2-516*a*c^ 3*p*q^2*r^2-34560*a*c^3*p*q^2*x^2-2120*a*c^3*p*q*r^3-960*a*c^3*p*r^3*x+100736*a *c^3*p*r^2*x^2-3744*a*c^3*q^3*r*x-9080*a*c^3*q^2*r^2*x+39568*a*c^3*q^2*r*x^2-\ 2000*a*c^3*q*r^3*x+100736*a*c^3*q*r^2*x^2-3948*a*c^2*g^4*r*x-604*a*c^2*g^3*p*r^ 2-31008*a*c^2*g^3*p*x^2-192*a*c^2*g^3*q*r^2-31008*a*c^2*g^3*q*x^2-16068*a*c^2*g ^3*r^2*x+2732*a*c^2*g^3*r*x^2-1638*a*c^2*g^2*p^2*r^2-1872*a*c^4*g*p*r^2-61824*a *c^4*g*p*x^2-896*a*c^4*g*q*r^2-61824*a*c^4*g*q*x^2-28080*a*c^4*g*r^2*x+37392*a* c^4*g*r*x^2-17504*a*c^4*p^2*r*x-976*a*c^4*p*q*r^2-42240*a*c^4*p*q*x^2-19184*a*c ^4*p*r^2*x+42304*a*c^4*p*r*x^2-8992*a*c^4*q^2*r*x-14192*a*c^4*q*r^2*x+42304*a*c ^4*q*r*x^2-13344*a*c^3*g^3*r*x-1728*a*c^3*g^2*p*r^2-65856*a*c^3*g^2*p*x^2-744*a *c^3*g^2*q*r^2-65856*a*c^3*g^2*q*x^2-31992*a*c^3*g^2*r^2*x+24200*a*c^3*g^2*r*x^ 2-2184*a*c^3*g*p^2*r^2-54528*a*c^3*g*p^2*x^2-4368*a*c^3*g*p*r^3-464*a*c^3*g*q^2 *r^2-54528*a*c^3*g*q^2*x^2-2288*a*c^3*g*q*r^3-352*a*b*p^3*q*r^3+320*a*b*p^3*r^3 *x+12808*a*b*p^3*r^2*x^2-40*a*b*p^2*q^3*r^2-3840*a*b*p^2*q^3*x^2-288*a*b*p^2*q^ 2*r^3-528*a*b*p^2*q*r^4+2904*a*b*p^2*r^4*x+19448*a*b*p^2*r^3*x^2-1920*a*b*p*q^4 *x^2+2852*a*b*p*r^5*x+12212*a*b*p*r^4*x^2-216*a*b*q^4*r^2*x+2616*a*b*q^4*r*x^2-\ 232*a*b*q^3*r^3*x+12808*a*b*q^3*r^2*x^2+944*a*b*q^2*r^4*x+19448*a*b*q^2*r^3*x^2 +1860*a*b*q*r^5*x+12212*a*b*q*r^4*x^2-16896*a*c^5*g*r*x-14528*a*c^5*p*r*x-10496 *a*c^5*q*r*x-21792*a*c^4*g^2*r*x-3904*a*b*g^3*r^3*x+4408*a*b*g^3*r^2*x^2-339*a* b*g^2*p^3*r^2-8016*a*b*g^2*p^3*x^2-1017*a*b*g^2*p^2*r^3-1017*a*b*g^2*p*r^4-13*a *b*g^2*q^3*r^2-8016*a*b*g^2*q^3*x^2-255*a*b*g^2*q^2*r^3-581*a*b*g^2*q*r^4-2124* a*b*g^2*r^4*x+22204*a*b*g^2*r^3*x^2-194*a*b*g*p^4*r^2-3336*a*b*g*p^4*x^2-776*a* b*g*p^3*r^3-1164*a*b*g*p^2*r^4-776*a*b*g*p*r^5-3336*a*b*g*q^4*x^2+1370*a*b*g*r^ 5*x+19002*a*b*g*r^4*x^2-420*a*b*p^5*r*x-88*a*b*p^4*q*r^2-1920*a*b*p^4*q*x^2-\ 1024*a*b*p^4*r^2*x+2616*a*b*p^4*r*x^2-96*a*b*p^3*q^2*r^2-3840*a*b*p^3*q^2*x^2+ 103904*a*b*c^2*r^3*x^2+252*a*b*c*g^4*r^2-4992*a*b*c*g^4*x^2-320*a*b*c*g^3*r^3-\ 1660*a*b*c*g^2*r^4-1430*a*b*c*g*r^5-300*a*b*c*p^4*r^2-5040*a*b*c*p^4*x^2-1200*a *b*c*p^3*r^3-1800*a*b*c*p^2*r^4-1200*a*b*c*p*r^5-5040*a*b*c*q^4*x^2+4692*a*b*c* r^5*x+30028*a*b*c*r^4*x^2+56*a*b*g^4*p*r^2-2496*a*b*g^4*p*x^2+56*a*b*g^4*q*r^2-\ 2496*a*b*g^4*q*x^2-1664*a*b*g^4*r^2*x-3952*a*b*g^4*r*x^2-167*a*b*g^3*p^2*r^2-\ 7560*a*b*g^3*p^2*x^2-334*a*b*g^3*p*r^3-5*a*b*g^3*q^2*r^2-7560*a*b*g^3*q^2*x^2-\ 172*a*b*g^3*q*r^3-5856*a*c*g*p^2*r^3*x+73558*a*c*g*p^2*r^2*x^2-144*a*c*g*p*q^3* r^2-19968*a*c*g*p*q^3*x^2-1164*a*c*g*p*q^2*r^3-2268*a*c*g*p*q*r^4+4998*a*c*g*p* r^4*x+79282*a*c*g*p*r^3*x^2-1038*a*c*g*q^4*r*x-4454*a*c*g*q^3*r^2*x+16932*a*c*g *q^3*r*x^2-4632*a*c*g*q^2*r^3*x+73558*a*c*g*q^2*r^2*x^2+2354*a*c*g*q*r^4*x+ 79282*a*c*g*q*r^3*x^2-2184*a*c*p^4*q*r*x-3416*a*c*p^3*q^2*r*x-3304*a*c*p^3*q*r^ 2*x+17048*a*c*p^3*q*r*x^2-2464*a*c*p^2*q^3*r*x-3840*a*c*p^2*q^2*r^2*x+25572*a*c *p^2*q^2*r*x^2+3468*a*c*p^2*q*r^3*x+56544*a*c*p^2*q*r^2*x^2-756*a*c*p*q^4*r*x-\ 1816*a*c*p*q^3*r^2*x+17048*a*c*p*q^3*r*x^2+1944*a*c*p*q^2*r^3*x+56544*a*c*p*q^2 *r^2*x^2+3892*a*c*g^3*q*r*x^2-12410*a*c*g^2*p^3*r*x-1085*a*c*g^2*p^2*q*r^2-\ 39888*a*c*g^2*p^2*q*x^2-25600*a*c*g^2*p^2*r^2*x+18914*a*c*g^2*p^2*r*x^2-487*a*c *g^2*p*q^2*r^2-39888*a*c*g^2*p*q^2*x^2-2170*a*c*g^2*p*q*r^3-14538*a*c*g^2*p*r^3 *x+73878*a*c*g^2*p*r^2*x^2-3998*a*c*g^2*q^3*r*x-12604*a*c*g^2*q^2*r^2*x+18914*a *c*g^2*q^2*r*x^2-10742*a*c*g^2*q*r^3*x+73878*a*c*g^2*q*r^2*x^2-5142*a*c*g*p^4*r *x-756*a*c*g*p^3*q*r^2-19968*a*c*g*p^3*q*x^2-12426*a*c*g*p^3*r^2*x+16932*a*c*g* p^3*r*x^2-582*a*c*g*p^2*q^2*r^2-29952*a*c*g*p^2*q^2*x^2-2268*a*c*g*p^2*q*r^3-\ 940*a*c^2*g*p*q^2*r^2-70848*a*c^2*g*p*q^2*x^2-4096*a*c^2*g*p*q*r^3-16500*a*c^2* g*p*r^3*x+161512*a*c^2*g*p*r^2*x^2-7236*a*c^2*g*q^3*r*x-21068*a*c^2*g*q^2*r^2*x +52560*a*c^2*g*q^2*r*x^2-13884*a*c^2*g*q*r^3*x+161512*a*c^2*g*q*r^2*x^2-11056*a *c^2*p^3*q*r*x-12552*a*c^2*p^2*q^2*r*x-15564*a*c^2*p^2*q*r^2*x+55248*a*c^2*p^2* q*r*x^2-5680*a*c^2*p*q^3*r*x-11580*a*c^2*p*q^2*r^2*x+55248*a*c^2*p*q^2*r*x^2+ 1536*a*c^2*p*q*r^3*x+132096*a*c^2*p*q*r^2*x^2-4434*a*c*g^4*p*r*x-3162*a*c*g^4*q *r*x-11778*a*c*g^3*p^2*r*x-444*a*c*g^3*p*q*r^2-28608*a*c*g^3*p*q*x^2-17578*a*c* g^3*p*r^2*x+3892*a*c*g^3*p*r*x^2-5722*a*c*g^3*q^2*r*x-12102*a*c*g^3*q*r^2*x-\ 2288*a*c^3*g*p*q*r^2-109056*a*c^3*g*p*q*x^2-57016*a*c^3*g*p*r^2*x+72432*a*c^3*g *p*r*x^2-22184*a*c^3*g*q^2*r*x-40872*a*c^3*g*q*r^2*x+72432*a*c^3*g*q*r*x^2-\ 25120*a*c^3*p^2*q*r*x-18176*a*c^3*p*q^2*r*x-25808*a*c^3*p*q*r^2*x+79136*a*c^3*p *q*r*x^2-22084*a*c^2*g^3*p*r*x-15484*a*c^2*g^3*q*r*x-36920*a*c^2*g^2*p^2*r*x-\ 1672*a*c^2*g^2*p*q*r^2-89280*a*c^2*g^2*p*q*x^2-50748*a*c^2*g^2*p*r^2*x+37064*a* c^2*g^2*p*r*x^2-17864*a*c^2*g^2*q^2*r*x-35660*a*c^2*g^2*q*r^2*x+37064*a*c^2*g^2 *q*r*x^2-22020*a*c^2*g*p^3*r*x-2048*a*c^2*g*p^2*q*r^2-70848*a*c^2*g*p^2*q*x^2-\ 41148*a*c^2*g*p^2*r^2*x+52560*a*c^2*g*p^2*r*x^2-2638*a*b*g*q^3*r^2*x+8572*a*b*g *q^3*r*x^2-3324*a*b*g*q^2*r^3*x+43116*a*b*g*q^2*r^2*x^2+126*a*b*g*q*r^4*x+49544 *a*b*g*q*r^3*x^2-1708*a*b*p^4*q*r*x-2632*a*b*p^3*q^2*r*x-3288*a*b*p^3*q*r^2*x+ 10464*a*b*p^3*q*r*x^2-1848*a*b*p^2*q^3*r*x-3720*a*b*p^2*q^2*r^2*x+15696*a*b*p^2 *q^2*r*x^2+408*a*b*p^2*q*r^3*x+38424*a*b*p^2*q*r^2*x^2-532*a*b*p*q^4*r*x-1672*a *b*p*q^3*r^2*x+10464*a*b*p*q^3*r*x^2-144*a*b*p*q^2*r^3*x+38424*a*b*p*q^2*r^2*x^ 2+3848*a*b*p*q*r^4*x+38896*a*b*p*q*r^3*x^2-44592*a*c^4*g*p*r*x-31440*a*c^4*g*q* r*x-26496*a*c^4*p*q*r*x-47208*a*c^3*g^2*p*r*x-33016*a*c^3*g^2*q*r*x-45192*a*c^3 *g*p^2*r*x-1162*a*b*g^2*p*q*r^3-10900*a*b*g^2*p*r^3*x+35182*a*b*g^2*p*r^2*x^2-\ 2150*a*b*g^2*q^3*r*x-7094*a*b*g^2*q^2*r^2*x+5458*a*b*g^2*q^2*r*x^2-6848*a*b*g^2 *q*r^3*x+35182*a*b*g^2*q*r^2*x^2-3334*a*b*g*p^4*r*x-464*a*b*g*p^3*q*r^2-13344*a *b*g*p^3*q*x^2-8698*a*b*g*p^3*r^2*x+8572*a*b*g*p^3*r*x^2-348*a*b*g*p^2*q^2*r^2-\ 20016*a*b*g*p^2*q^2*x^2-1392*a*b*g*p^2*q*r^3-6024*a*b*g*p^2*r^3*x+43116*a*b*g*p ^2*r^2*x^2-80*a*b*g*p*q^3*r^2-13344*a*b*g*p*q^3*x^2-696*a*b*g*p*q^2*r^3-1392*a* b*g*p*q*r^4+710*a*b*g*p*r^4*x+49544*a*b*g*p*r^3*x^2-558*a*b*g*q^4*r*x-860*a*b*c *q^4*r*x-3636*a*b*c*q^3*r^2*x+21816*a*b*c*q^3*r*x^2-2840*a*b*c*q^2*r^3*x+86608* a*b*c*q^2*r^2*x^2+4628*a*b*c*q*r^4*x+90848*a*b*c*q*r^3*x^2-1664*a*b*g^4*p*r*x-\ 1248*a*b*g^4*q*r*x-5952*a*b*g^3*p^2*r*x-172*a*b*g^3*p*q*r^2-15120*a*b*g^3*p*q*x ^2-9856*a*b*g^3*p*r^2*x-4450*a*b*g^3*p*r*x^2-2868*a*b*g^3*q^2*r*x-6448*a*b*g^3* q*r^2*x-4450*a*b*g^3*q*r*x^2-7202*a*b*g^2*p^3*r*x-581*a*b*g^2*p^2*q*r^2-24048*a *b*g^2*p^2*q*x^2-15978*a*b*g^2*p^2*r^2*x+5458*a*b*g^2*p^2*r*x^2-255*a*b*g^2*p*q ^2*r^2-24048*a*b*g^2*p*q^2*x^2-30912*a*b*c*g*p^3*x^2-4290*a*b*c*g*p^2*r^3-4290* a*b*c*g*p*r^4-82*a*b*c*g*q^3*r^2-30912*a*b*c*g*q^3*x^2-1038*a*b*c*g*q^2*r^3-\ 2386*a*b*c*g*q*r^4-1180*a*b*c*g*r^4*x+107168*a*b*c*g*r^3*x^2-5020*a*b*c*p^4*r*x -712*a*b*c*p^3*q*r^2-20160*a*b*c*p^3*q*x^2-11020*a*b*c*p^3*r^2*x+21816*a*b*c*p^ 3*r*x^2-528*a*b*c*p^2*q^2*r^2-30240*a*b*c*p^2*q^2*x^2-2136*a*b*c*p^2*q*r^3-2288 *a*b*c*p^2*r^3*x+86608*a*b*c*p^2*r^2*x^2-120*a*b*c*p*q^3*r^2-20160*a*b*c*p*q^3* x^2-1056*a*b*c*p*q^2*r^3-2136*a*b*c*p*q*r^4+8404*a*b*c*p*r^4*x+90848*a*b*c*p*r^ 3*x^2-6784*a*b*c^2*q^3*r*x-19168*a*b*c^2*q^2*r^2*x+68112*a*b*c^2*q^2*r*x^2-\ 10232*a*b*c^2*q*r^3*x+192736*a*b*c^2*q*r^2*x^2-2912*a*b*c*g^4*r*x-320*a*b*c*g^3 *p*r^2-32064*a*b*c*g^3*p*x^2+4*a*b*c*g^3*q*r^2-32064*a*b*c*g^3*q*x^2-17520*a*b* c*g^3*r^2*x-11788*a*b*c*g^3*r*x^2-1660*a*b*c*g^2*p^2*r^2-52944*a*b*c*g^2*p^2*x^ 2-3320*a*b*c*g^2*p*r^3-232*a*b*c*g^2*q^2*r^2-52944*a*b*c*g^2*q^2*x^2-1672*a*b*c *g^2*q*r^3-20636*a*b*c*g^2*r^3*x+71020*a*b*c*g^2*r^2*x^2-1430*a*b*c*g*p^3*r^2-\ 880*a*b*c^2*g^2*q*r^2-115584*a*b*c^2*g^2*q*x^2-57328*a*b*c^2*g^2*r^2*x+12512*a* b*c^2*g^2*r*x^2-3748*a*b*c^2*g*p^2*r^2-105408*a*b*c^2*g*p^2*x^2-7496*a*b*c^2*g* p*r^3-660*a*b*c^2*g*q^2*r^2-105408*a*b*c^2*g*q^2*x^2-3776*a*b*c^2*g*q*r^3-31136 *a*b*c^2*g*r^3*x+195160*a*b*c^2*g*r^2*x^2-22336*a*b*c^2*p^3*r*x-1968*a*b*c^2*p^ 2*q*r^2-74880*a*b*c^2*p^2*q*x^2-39008*a*b*c^2*p^2*r^2*x+68112*a*b*c^2*p^2*r*x^2 -864*a*b*c^2*p*q^2*r^2-74880*a*b*c^2*p*q^2*x^2-3936*a*b*c^2*p*q*r^3-11336*a*b*c ^2*p*r^3*x+192736*a*b*c^2*p*r^2*x^2-47552*a*b*c^4*p*r*x-33088*a*b*c^4*q*r*x-\ 48720*a*b*c^3*g^2*r*x-4096*a*b*c^3*g*p*r^2-157440*a*b*c^3*g*p*x^2-1776*a*b*c^3* g*q*r^2-157440*a*b*c^3*g*q*x^2-72320*a*b*c^3*g*r^2*x+65040*a*b*c^3*g*r*x^2-\ 47136*a*b*c^3*p^2*r*x-2240*a*b*c^3*p*q*r^2-119040*a*b*c^3*p*q*x^2-56560*a*b*c^3 *p*r^2*x+94368*a*b*c^3*p*r*x^2-22304*a*b*c^3*q^2*r*x-39952*a*b*c^3*q*r^2*x+ 94368*a*b*c^3*q*r*x^2-19768*a*b*c^2*g^3*r*x-2432*a*b*c^2*g^2*p*r^2-115584*a*b*c ^2*g^2*p*x^2-8104*a*b^2*g*p^3*r*x-606*a*b^2*g*p^2*q*r^2-28512*a*b^2*g*p^2*q*x^2 -17792*a*b^2*g*p^2*r^2*x+7560*a*b^2*g*p^2*r*x^2-246*a*b^2*g*p*q^2*r^2-28512*a*b ^2*g*p*q^2*x^2-1212*a*b^2*g*p*q*r^3-12130*a*b^2*g*p*r^3*x+43788*a*b^2*g*p*r^2*x ^2-2032*a*b^2*g*q^3*r*x-7124*a*b^2*g*q^2*r^2*x+7560*a*b^2*g*q^2*r*x^2-7246*a*b^ 2*g*q*r^3*x+43788*a*b^2*g*q*r^2*x^2-5360*a*b^2*p^3*q*r*x-5736*a*b^2*p^2*q^2*r*x -9804*a*b^2*p^2*q*r^2*x+16722*a*b^2*p^2*q*r*x^2-2288*a*b^2*p*q^3*r*x-6564*a*b^2 *p*q^2*r^2*x+16722*a*b^2*p*q^2*r*x^2-4376*a*b^2*p*q*r^3*x+51864*a*b^2*p*q*r^2*x ^2-50848*a*b*c^4*g*r*x-14568*a*b^2*c*p^3*r*x-1080*a*b^2*c*p^2*q*r^2-51408*a*b^2 *c*p^2*q*x^2-28464*a*b^2*c*p^2*r^2*x+32952*a*b^2*c*p^2*r*x^2-408*a*b^2*c*p*q^2* r^2-51408*a*b^2*c*p*q^2*x^2-2160*a*b^2*c*p*q*r^3-14548*a*b^2*c*p*r^3*x+111180*a *b^2*c*p*r^2*x^2-3552*a*b^2*c*q^3*r*x-12120*a*b^2*c*q^2*r^2*x+32952*a*b^2*c*q^2 *r*x^2-10564*a*b^2*c*q*r^3*x+111180*a*b^2*c*q*r^2*x^2-3976*a*b^2*g^3*p*r*x-2920 *a*b^2*g^3*q*r*x-10436*a*b^2*g^2*p^2*r*x-324*a*b^2*g^2*p*q*r^2-28080*a*b^2*g^2* p*q*x^2-17184*a*b^2*g^2*p*r^2*x-7980*a*b^2*g^2*p*r*x^2-4664*a*b^2*g^2*q^2*r*x-\ 10800*a*b^2*g^2*q*r^2*x-7980*a*b^2*g^2*q*r*x^2-44336*a*b^2*c^2*p^2*r*x-1680*a*b ^2*c^2*p*q*r^2-119232*a*b^2*c^2*p*q*x^2-58560*a*b^2*c^2*p*r^2*x+64920*a*b^2*c^2 *p*r*x^2-18704*a*b^2*c^2*q^2*r*x-38832*a*b^2*c^2*q*r^2*x+64920*a*b^2*c^2*q*r*x^ 2-7048*a*b^2*c*g^3*r*x-724*a*b^2*c*g^2*p*r^2-59760*a*b^2*c*g^2*p*x^2-148*a*b^2* c*g^2*q*r^2-59760*a*b^2*c*g^2*q*x^2-30712*a*b^2*c*g^2*r^2*x-21660*a*b^2*c*g^2*r *x^2-1824*a*b^2*c*g*p^2*r^2-63360*a*b^2*c*g*p^2*x^2-3648*a*b^2*c*g*p*r^3-240*a* b^2*c*g*q^2*r^2-63360*a*b^2*c*g*q^2*x^2-1776*a*b^2*c*g*q*r^3-23252*a*b^2*c*g*r^ 3*x+88500*a*b^2*c*g*r^2*x^2-7656*a*b^3*g*p^2*r*x-216*a*b^3*g*p*q*r^2-22656*a*b^ 3*g*p*q*x^2-12608*a*b^3*g*p*r^2*x-6240*a*b^3*g*p*r*x^2-2920*a*b^3*g*q^2*r*x-\ 7360*a*b^3*g*q*r^2*x-6240*a*b^3*g*q*r*x^2-6192*a*b^3*p^2*q*r*x-3792*a*b^3*p*q^2 *r*x-8416*a*b^3*p*q*r^2*x+6752*a*b^3*p*q*r*x^2-55200*a*b^2*c^3*g*r*x-57696*a*b^ 2*c^3*p*r*x-38208*a*b^2*c^3*q*r*x-34944*a*b^2*c^2*g^2*r*x-2784*a*b^2*c^2*g*p*r^ 2-139392*a*b^2*c^2*g*p*x^2-1056*a*b^2*c^2*g*q*r^2-139392*a*b^2*c^2*g*q*x^2-\ 64544*a*b^2*c^2*g*r^2*x+18120*a*b^2*c^2*g*r*x^2-25312*a*b^3*c^2*g*r*x-31232*a*b ^3*c^2*p*r*x-19328*a*b^3*c^2*q*r*x-7952*a*b^3*c*g^2*r*x-552*a*b^3*c*g*p*r^2-\ 48384*a*b^3*c*g*p*x^2-168*a*b^3*c*g*q*r^2-48384*a*b^3*c*g*q*x^2-22400*a*b^3*c*g *r^2*x-17344*a*b^3*c*g*r*x^2-16640*a*b^3*c*p^2*r*x-448*a*b^3*c*p*q*r^2-49152*a* b^3*c*p*q*x^2-24416*a*b^3*c*p*r^2*x+10944*a*b^3*c*p*r*x^2-5888*a*b^3*c*q^2*r*x-\ 14688*a*b^3*c*q*r^2*x+10944*a*b^3*c*q*r*x^2-4432*a*b^3*g^2*p*r*x-3120*a*b^3*g^2 *q*r*x-896*a*b*c^4*q*r^2-69120*a*b*c^4*q*x^2-28864*a*b*c^4*r^2*x+48960*a*b*c^4* r*x^2-912*a*b*c^3*g^2*r^2-83520*a*b*c^3*g^2*x^2-4096*a*b*c^3*g*r^3-2192*a*b*c^3 *p^2*r^2-59520*a*b*c^3*p^2*x^2-4384*a*b*c^3*p*r^3-432*a*b*c^3*q^2*r^2-59520*a*b *c^3*q^2*x^2-2240*a*b*c^3*q*r^3-10960*a*b*c^3*r^3*x+141504*a*b*c^3*r^2*x^2+136* a*b*c^2*g^3*r^2-33888*a*b*c^2*g^3*x^2-2432*a*b*c^2*g^2*r^3-3748*a*b*c^2*g*r^4-\ 1184*a*b*c^2*p^3*r^2-24960*a*b*c^2*p^3*x^2-3552*a*b*c^2*p^2*r^3-3552*a*b*c^2*p* r^4-80*a*b*c^2*q^3*r^2-24960*a*b*c^2*q^3*x^2-864*a*b*c^2*q^2*r^3-1968*a*b*c^2*q *r^4+5336*a*b*c^2*r^4*x-1724*a*b^2*p^4*r*x-216*a*b^2*p^3*q*r^2-7200*a*b^2*p^3*q *x^2-4348*a*b^2*p^3*r^2*x+5574*a*b^2*p^3*r*x^2-144*a*b^2*p^2*q^2*r^2-10800*a*b^ 2*p^2*q^2*x^2-648*a*b^2*p^2*q*r^3-2764*a*b^2*p^2*r^3*x+25932*a*b^2*p^2*r^2*x^2-\ 7200*a*b^2*p*q^3*x^2+620*a*b^2*p*r^4*x+29574*a*b^2*p*r^3*x^2-1108*a*b^2*q^3*r^2 *x+5574*a*b^2*q^3*r*x^2-1612*a*b^2*q^2*r^3*x+25932*a*b^2*q^2*r^2*x^2+68*a*b^2*q *r^4*x+29574*a*b^2*q*r^3*x^2-18368*a*b*c^5*r*x-1536*a*b*c^4*g*r^2-87168*a*b*c^4 *g*x^2-1920*a*b*c^4*p*r^2-69120*a*b*c^4*p*x^2-2088*a*b^2*c*p*r^4-17136*a*b^2*c* q^3*x^2-652*a*b^2*c*r^4*x+64392*a*b^2*c*r^3*x^2+88*a*b^2*g^3*p*r^2-6336*a*b^2*g ^3*p*x^2+88*a*b^2*g^3*q*r^2-6336*a*b^2*g^3*q*x^2-3976*a*b^2*g^3*r^2*x-10032*a*b ^2*g^3*r*x^2-306*a*b^2*g^2*p^2*r^2-14040*a*b^2*g^2*p^2*x^2-612*a*b^2*g^2*p*r^3-\ 18*a*b^2*g^2*q^2*r^2-14040*a*b^2*g^2*q^2*x^2-324*a*b^2*g^2*q*r^3-6748*a*b^2*g^2 *r^3*x+8484*a*b^2*g^2*r^2*x^2-370*a*b^2*g*p^3*r^2-9504*a*b^2*g*p^3*x^2-1110*a*b ^2*g*p^2*r^3-1110*a*b^2*g*p*r^4-9504*a*b^2*g*q^3*x^2-2442*a*b^2*g*r^4*x+27282*a *b^2*g*r^3*x^2-1216*a*b^2*c^3*g*r^2-101376*a*b^2*c^3*g*x^2-1968*a*b^2*c^3*p*r^2 -90432*a*b^2*c^3*p*x^2-816*a*b^2*c^3*q*r^2-90432*a*b^2*c^3*q*x^2-38048*a*b^2*c^ 3*r^2*x+42624*a*b^2*c^3*r*x^2-88*a*b^2*c^2*g^2*r^2-63360*a*b^2*c^2*g^2*x^2-2784 *a*b^2*c^2*g*r^3-1800*a*b^2*c^2*p^2*r^2-59616*a*b^2*c^2*p^2*x^2-3600*a*b^2*c^2* p*r^3-264*a*b^2*c^2*q^2*r^2-59616*a*b^2*c^2*q^2*x^2-1680*a*b^2*c^2*q*r^3-16552* a*b^2*c^2*r^3*x+118632*a*b^2*c^2*r^2*x^2+440*a*b^2*c*g^3*r^2-12672*a*b^2*c*g^3* x^2-724*a*b^2*c*g^2*r^3-1824*a*b^2*c*g*r^4-696*a*b^2*c*p^3*r^2-17136*a*b^2*c*p^ 3*x^2-2088*a*b^2*c*p^2*r^3+52*a*b^3*g^2*p*r^2-7872*a*b^3*g^2*p*x^2+52*a*b^3*g^2 *q*r^2-7872*a*b^3*g^2*q*x^2-4432*a*b^3*g^2*r^2*x-12464*a*b^3*g^2*r*x^2-204*a*b^ 3*g*p^2*r^2-11328*a*b^3*g*p^2*x^2-408*a*b^3*g*p*r^3-11328*a*b^3*g*q^2*x^2-4952* a*b^3*g*r^3*x+7024*a*b^3*g*r^2*x^2-2864*a*b^3*p^3*r*x-160*a*b^3*p^2*q*r^2-10944 *a*b^3*p^2*q*x^2-6320*a*b^3*p^2*r^2*x+3376*a*b^3*p^2*r*x^2-10944*a*b^3*p*q^2*x^ 2-4608*a*b^3*p*r^3*x+17712*a*b^3*p*r^2*x^2-2096*a*b^3*q^2*r^2*x+3376*a*b^3*q^2* r*x^2-2656*a*b^3*q*r^3*x+17712*a*b^3*q*r^2*x^2-27008*a*b^2*c^4*r*x-6720*a*b^4*p *q*x^2-3216*a*b^4*p*r^2*x-1800*a*b^4*p*r*x^2-1616*a*b^4*q*r^2*x-1800*a*b^4*q*r* x^2-18816*a*b^3*c^3*r*x-240*a*b^3*c^2*g*r^2-51456*a*b^3*c^2*g*x^2-800*a*b^3*c^2 *p*r^2-54528*a*b^3*c^2*p*x^2-288*a*b^3*c^2*q*r^2-54528*a*b^3*c^2*q*x^2-22528*a* b^3*c^2*r^2*x+8384*a*b^3*c^2*r*x^2+304*a*b^3*c*g^2*r^2-15744*a*b^3*c*g^2*x^2-\ 552*a*b^3*c*g*r^3-528*a*b^3*c*p^2*r^2-24576*a*b^3*c*p^2*x^2-1056*a*b^3*c*p*r^3-\ 24576*a*b^3*c*q^2*x^2-8832*a*b^3*c*r^3*x+35840*a*b^3*c*r^2*x^2-336*a^2*p*q^4*r* x-932*a^2*p*q^3*r^2*x+5232*a^2*p*q^3*r*x^2+198*a^2*p*q^2*r^3*x+19212*a^2*p*q^2* r^2*x^2+2472*a^2*p*q*r^4*x+19448*a^2*p*q*r^3*x^2-704*a*b^5*c*r*x-384*a*b^5*p*r* x-6080*a*b^4*c^2*r*x+64*a*b^4*c*g*r^2-9600*a*b^4*c*g*x^2-96*a*b^4*c*p*r^2-14400 *a*b^4*c*p*x^2-14400*a*b^4*c*q*x^2-5568*a*b^4*c*r^2*x-5120*a*b^4*c*r*x^2+8*a*b^ 4*g*p*r^2-4800*a*b^4*g*p*x^2-4800*a*b^4*g*q*x^2-2240*a*b^4*g*r^2*x-7600*a*b^4*g *r*x^2-1936*a*b^4*p^2*r*x-1806*a^2*g*p^4*r*x-276*a^2*g*p^3*q*r^2-6672*a^2*g*p^3 *q*x^2-4760*a^2*g*p^3*r^2*x+4286*a^2*g*p^3*r*x^2-222*a^2*g*p^2*q^2*r^2-10008*a^ 2*g*p^2*q^2*x^2-828*a^2*g*p^2*q*r^3-3311*a^2*g*p^2*r^3*x+21558*a^2*g*p^2*r^2*x^ 2-60*a^2*g*p*q^3*r^2-6672*a^2*g*p*q^3*x^2-444*a^2*g*p*q^2*r^3-828*a^2*g*p*q*r^4 +434*a^2*g*p*r^4*x+24772*a^2*g*p*r^3*x^2-418*a^2*g*q^4*r*x-1730*a^2*g*q^3*r^2*x +4286*a^2*g*q^3*r*x^2-1961*a^2*g*q^2*r^3*x+21558*a^2*g*q^2*r^2*x^2+142*a^2*g*q* r^4*x+24772*a^2*g*q*r^3*x^2-924*a^2*p^4*q*r*x-1456*a^2*p^3*q^2*r*x-1740*a^2*p^3 *q*r^2*x+5232*a^2*p^3*q*r*x^2-1064*a^2*p^2*q^3*r*x-2004*a^2*p^2*q^2*r^2*x+7848* a^2*p^2*q^2*r*x^2+474*a^2*p^2*q*r^3*x+19212*a^2*p^2*q*r^2*x^2-1038*a^2*c*q^2*r^ 3*x+43304*a^2*c*q^2*r^2*x^2+3512*a^2*c*q*r^4*x+45424*a^2*c*q*r^3*x^2-904*a^2*g^ 4*p*r*x-696*a^2*g^4*q*r*x-3246*a^2*g^3*p^2*r*x-114*a^2*g^3*p*q*r^2-7560*a^2*g^3 *p*q*x^2-5434*a^2*g^3*p*r^2*x-2225*a^2*g^3*p*r*x^2-1704*a^2*g^3*q^2*r*x-3730*a^ 2*g^3*q*r^2*x-2225*a^2*g^3*q*r*x^2-3924*a^2*g^2*p^3*r*x-350*a^2*g^2*p^2*q*r^2-\ 12024*a^2*g^2*p^2*q*x^2-8830*a^2*g^2*p^2*r^2*x+2729*a^2*g^2*p^2*r*x^2-173*a^2*g ^2*p*q^2*r^2-12024*a^2*g^2*p*q^2*x^2-700*a^2*g^2*p*q*r^3-6155*a^2*g^2*p*r^3*x+ 17591*a^2*g^2*p*r^2*x^2-1398*a^2*g^2*q^3*r*x-4388*a^2*g^2*q^2*r^2*x+2729*a^2*g^ 2*q^2*r*x^2-4129*a^2*g^2*q*r^3*x+17591*a^2*g^2*q*r^2*x^2-846*a^2*c*g*p^3*r^2-\ 15456*a^2*c*g*p^3*x^2-2538*a^2*c*g*p^2*r^3-2538*a^2*c*g*p*r^4-84*a^2*c*g*q^3*r^ 2-15456*a^2*c*g*q^3*x^2-736*a^2*c*g*q^2*r^3-1498*a^2*c*g*q*r^4-410*a^2*c*g*r^4* x+53584*a^2*c*g*r^3*x^2-2736*a^2*c*p^4*r*x-456*a^2*c*p^3*q*r^2-10080*a^2*c*p^3* q*x^2-5956*a^2*c*p^3*r^2*x+10908*a^2*c*p^3*r*x^2-372*a^2*c*p^2*q^2*r^2-15120*a^ 2*c*p^2*q^2*x^2-1368*a^2*c*p^2*q*r^3-762*a^2*c*p^2*r^3*x+43304*a^2*c*p^2*r^2*x^ 2-104*a^2*c*p*q^3*r^2-10080*a^2*c*p*q^3*x^2-744*a^2*c*p*q^2*r^3-1368*a^2*c*p*q* r^4+5400*a^2*c*p*r^4*x+45424*a^2*c*p*r^3*x^2-656*a^2*c*q^4*r*x-2264*a^2*c*q^3*r ^2*x+10908*a^2*c*q^3*r*x^2-684*a^2*c^2*p*q^2*r^2-37440*a^2*c^2*p*q^2*x^2-2712*a ^2*c^2*p*q*r^3-5000*a^2*c^2*p*r^3*x+96368*a^2*c^2*p*r^2*x^2-4592*a^2*c^2*q^3*r* x-11512*a^2*c^2*q^2*r^2*x+34056*a^2*c^2*q^2*r*x^2-4448*a^2*c^2*q*r^3*x+96368*a^ 2*c^2*q*r^2*x^2-1544*a^2*c*g^4*r*x-230*a^2*c*g^3*p*r^2-16032*a^2*c*g^3*p*x^2-66 *a^2*c*g^3*q*r^2-16032*a^2*c*g^3*q*x^2-9556*a^2*c*g^3*r^2*x-5894*a^2*c*g^3*r*x^ 2-976*a^2*c*g^2*p^2*r^2-26472*a^2*c*g^2*p^2*x^2-1952*a^2*c*g^2*p*r^3-214*a^2*c* g^2*q^2*r^2-26472*a^2*c*g^2*q^2*x^2-1080*a^2*c*g^2*q*r^3-11514*a^2*c*g^2*r^3*x+ 35510*a^2*c*g^2*r^2*x^2-59520*a^2*c^3*p*q*x^2-31408*a^2*c^3*p*r^2*x+47184*a^2*c ^3*p*r*x^2-14048*a^2*c^3*q^2*r*x-23104*a^2*c^3*q*r^2*x+47184*a^2*c^3*q*r*x^2-\ 10592*a^2*c^2*g^3*r*x-1524*a^2*c^2*g^2*p*r^2-57792*a^2*c^2*g^2*p*x^2-708*a^2*c^ 2*g^2*q*r^2-57792*a^2*c^2*g^2*q*x^2-31416*a^2*c^2*g^2*r^2*x+6256*a^2*c^2*g^2*r* x^2-2296*a^2*c^2*g*p^2*r^2-52704*a^2*c^2*g*p^2*x^2-4592*a^2*c^2*g*p*r^3-556*a^2 *c^2*g*q^2*r^2-52704*a^2*c^2*g*q^2*x^2-2536*a^2*c^2*g*q*r^3-16752*a^2*c^2*g*r^3 *x+97580*a^2*c^2*g*r^2*x^2-12368*a^2*c^2*p^3*r*x-1356*a^2*c^2*p^2*q*r^2-37440*a ^2*c^2*p^2*q*x^2-21432*a^2*c^2*p^2*r^2*x+34056*a^2*c^2*p^2*r*x^2-7200*a^2*b*p*q ^3*x^2-456*a^2*b*p*q^2*r^3-888*a^2*b*p*q*r^4+1360*a^2*b*p*r^4*x+29574*a^2*b*p*r ^3*x^2-376*a^2*b*q^4*r*x-1544*a^2*b*q^3*r^2*x+5574*a^2*b*q^3*r*x^2-1520*a^2*b*q ^2*r^3*x+25932*a^2*b*q^2*r^2*x^2+808*a^2*b*q*r^4*x+29574*a^2*b*q*r^3*x^2-28288* a^2*c^4*g*r*x-27072*a^2*c^4*p*r*x-19840*a^2*c^4*q*r*x-26496*a^2*c^3*g^2*r*x-\ 2632*a^2*c^3*g*p*r^2-78720*a^2*c^3*g*p*x^2-1336*a^2*c^3*g*q*r^2-78720*a^2*c^3*g *q*x^2-39920*a^2*c^3*g*r^2*x+32520*a^2*c^3*g*r*x^2-26464*a^2*c^3*p^2*r*x-1664*a ^2*c^3*p*q*r^2-72*a^2*b*g^2*q^2*r^2-14040*a^2*b*g^2*q^2*x^2-468*a^2*b*g^2*q*r^3 -7736*a^2*b*g^2*r^3*x+8484*a^2*b*g^2*r^2*x^2-466*a^2*b*g*p^3*r^2-9504*a^2*b*g*p ^3*x^2-1398*a^2*b*g*p^2*r^3-1398*a^2*b*g*p*r^4-34*a^2*b*g*q^3*r^2-9504*a^2*b*g* q^3*x^2-390*a^2*b*g*q^2*r^3-822*a^2*b*g*q*r^4-2490*a^2*b*g*r^4*x+27282*a^2*b*g* r^3*x^2-1912*a^2*b*p^4*r*x-296*a^2*b*p^3*q*r^2-7200*a^2*b*p^3*q*x^2-4784*a^2*b* p^3*r^2*x+5574*a^2*b*p^3*r*x^2-228*a^2*b*p^2*q^2*r^2-10800*a^2*b*p^2*q^2*x^2-\ 888*a^2*b*p^2*q*r^3-2672*a^2*b*p^2*r^3*x+25932*a^2*b*p^2*r^2*x^2-56*a^2*b*p*q^3 *r^2-16328*a^2*b*c^2*r^3*x+118632*a^2*b*c^2*r^2*x^2+392*a^2*b*c*g^3*r^2-12672*a ^2*b*c*g^3*x^2-1064*a^2*b*c*g^2*r^3-2400*a^2*b*c*g*r^4-940*a^2*b*c*p^3*r^2-\ 17136*a^2*b*c*p^3*x^2-2820*a^2*b*c*p^2*r^3-2820*a^2*b*c*p*r^4-76*a^2*b*c*q^3*r^ 2-17136*a^2*b*c*q^3*x^2-756*a^2*b*c*q^2*r^3-1620*a^2*b*c*q*r^4+988*a^2*b*c*r^4* x+64392*a^2*b*c*r^3*x^2+64*a^2*b*g^3*p*r^2-6336*a^2*b*g^3*p*x^2+64*a^2*b*g^3*q* r^2-6336*a^2*b*g^3*q*x^2-4472*a^2*b*g^3*r^2*x-10032*a^2*b*g^3*r*x^2-396*a^2*b*g ^2*p^2*r^2-14040*a^2*b*g^2*p^2*x^2-792*a^2*b*g^2*p*r^3-1392*a^2*b^2*q^3*r*x-\ 4608*a^2*b^2*q^2*r^2*x+5064*a^2*b^2*q^2*r*x^2-4464*a^2*b^2*q*r^3*x+26568*a^2*b^ 2*q*r^2*x^2-32128*a^2*b*c^4*r*x-1920*a^2*b*c^3*g*r^2-101376*a^2*b*c^3*g*x^2-\ 3040*a^2*b*c^3*p*r^2-90432*a^2*b*c^3*p*x^2-1504*a^2*b*c^3*q*r^2-90432*a^2*b*c^3 *q*x^2-43648*a^2*b*c^3*r^2*x+42624*a^2*b*c^3*r*x^2-408*a^2*b*c^2*g^2*r^2-63360* a^2*b*c^2*g^2*x^2-3904*a^2*b*c^2*g*r^3-2592*a^2*b*c^2*p^2*r^2-59616*a^2*b*c^2*p ^2*x^2-5184*a^2*b*c^2*p*r^3-576*a^2*b*c^2*q^2*r^2-59616*a^2*b*c^2*q^2*x^2-2784* a^2*b*c^2*q*r^3-360*a*c*p^3*r^4-360*a*c*p^2*r^5-480*a*c*q^5*x^2+1734*a*c*r^5*x^ 2+12*a*g^5*p*r^2-384*a*g^5*p*x^2+12*a*g^5*q*r^2-384*a*g^5*q*x^2-264*a*g^5*r^2*x -608*a*g^5*r*x^2-30*a*g^4*p^2*r^2-1488*a*g^4*p^2*x^2-60*a*g^4*p*r^3+a*g^4*q^2*r ^2-1488*a*g^4*q^2*x^2-29*a*g^4*q*r^3-816*a*g^4*r^3*x+828*a*g^4*r^2*x^2-94*a*g^3 *p^3*r^2-2184*a*g^3*p^3*x^2-282*a*g^3*p^2*r^3-282*a*g^3*p*r^4-4*a*g^3*q^3*r^2-\ 2184*a*g^3*q^3*x^2-73*a*g^3*q^2*r^3-163*a*g^3*q*r^4-696*a*g^3*r^4*x+5840*a*g^3* r^3*x^2-88*a*g^2*p^4*r^2-1464*a*g^2*p^4*x^2-352*a*g^2*p^3*r^3-528*a*g^2*p^2*r^4 -604*a*c^3*p^3*r^2-11520*a*c^3*p^3*x^2-1812*a*c^3*p^2*r^3-1812*a*c^3*p*r^4-60*a *c^3*q^3*r^2-11520*a*c^3*q^3*x^2-516*a*c^3*q^2*r^3-1060*a*c^3*q*r^4+5080*a*c^3* r^4*x+50776*a*c^3*r^3*x^2+68*a*c^2*g^4*r^2-6624*a*c^2*g^4*x^2-604*a*c^2*g^3*r^3 -1638*a*c^2*g^2*r^4-1204*a*c^2*g*r^5-214*a*c^2*p^4*r^2-3360*a*c^2*p^4*x^2-856*a *c^2*p^3*r^3-1284*a*c^2*p^2*r^4-856*a*c^2*p*r^5-6*a*c^2*q^4*r^2-3360*a*c^2*q^4* x^2-112*a*c^2*q^3*r^3-420*a*c^2*q^2*r^4-528*a*c^2*q*r^5+4644*a*c^2*r^5*x+18396* a*c^2*r^4*x^2+50*a*c*g^5*r^2-768*a*c*g^5*x^2-39*a*c*g^4*r^3-444*a*c*g^3*r^4-639 *a*c*g^2*r^5-36*a*c*p^5*r^2-480*a*c*p^5*x^2-180*a*c*p^4*r^3-140*a*b*p^4*r^3-280 *a*b*p^3*r^4-280*a*b*p^2*r^5-384*a*b*q^5*x^2-4800*a*c^6*r*x-608*a*c^5*g*r^2-\ 27648*a*c^5*g*x^2-656*a*c^5*p*r^2-19968*a*c^5*p*x^2-336*a*c^5*q*r^2-19968*a*c^5 *q*x^2-8160*a*c^5*r^2*x+18016*a*c^5*r*x^2-608*a*c^4*g^2*r^2-36096*a*c^4*g^2*x^2 -1872*a*c^4*g*r^3-888*a*c^4*p^2*r^2-21120*a*c^4*p^2*x^2-1776*a*c^4*p*r^3-216*a* c^4*q^2*r^2-21120*a*c^4*q^2*x^2-976*a*c^4*q*r^3-1952*a*c^4*r^3*x+56704*a*c^4*r^ 2*x^2-176*a*c^3*g^3*r^2-22272*a*c^3*g^3*x^2-1728*a*c^3*g^2*r^3-2184*a*c^3*g*r^4 +52*a*b^3*g^2*r^3-112*a*b^3*p^3*r^2-3648*a*b^3*p^3*x^2-336*a*b^3*p^2*r^3-3648*a *b^3*q^3*x^2-1152*a*b^3*r^4*x+10880*a*b^3*r^3*x^2-768*a*b^2*c^4*r^2-50688*a*b^2 *c^4*x^2-1968*a*b^2*c^3*r^3-1800*a*b^2*c^2*r^4+138*a*b^2*g^4*r^2+88*a*b^2*g^3*r ^3-306*a*b^2*g^2*r^4-96*a*b^2*p^4*r^2-1800*a*b^2*p^4*x^2-384*a*b^2*p^3*r^3-576* a*b^2*p^2*r^4-1800*a*b^2*q^4*x^2+760*a*b^2*r^5*x+11448*a*b^2*r^4*x^2-640*a*b*c^ 5*r^2-31488*a*b*c^5*x^2-1920*a*b*c^4*r^3-2192*a*b*c^3*r^4-1184*a*b*c^2*r^5+54*a *b*g^5*r^2+56*a*b*g^4*r^3-167*a*b*g^3*r^4-339*a*b*g^2*r^5-28*a*b*p^5*r^2-384*a* b*p^5*x^2-4*a^2*p*q^4*r^2-960*a^2*p*q^4*x^2-56*a^2*p*q^3*r^3-180*a^2*p*q^2*r^4-\ 208*a^2*p*q*r^5+1678*a^2*p*r^5*x+6106*a^2*p*r^4*x^2-28*a^2*q^5*r*x-132*a^2*q^4* r^2*x+1308*a^2*q^4*r*x^2-26*a^2*q^3*r^3*x+6404*a^2*q^3*r^2*x^2+746*a^2*q^2*r^4* x+9724*a^2*q^2*r^3*x^2+1182*a^2*q*r^5*x+6106*a^2*q*r^4*x^2-2304*a*b^5*c*x^2-\ 1152*a*b^5*p*x^2-1152*a*b^5*q*x^2-384*a*b^5*r^2*x-1824*a*b^5*r*x^2-64*a*b^4*c^2 *r^2-15360*a*b^4*c^2*x^2+88*a*b^4*g^2*r^2-32*a*b^4*p^2*r^2-3360*a*b^4*p^2*x^2-\ 3360*a*b^4*q^2*x^2-1280*a*b^4*r^3*x+2120*a*b^4*r^2*x^2-384*a*b^3*c^3*r^2-39936* a*b^3*c^3*x^2-800*a*b^3*c^2*r^3+164*a*b^3*g^3*r^2-582*a^2*g^2*p^2*r^3-582*a^2*g ^2*p*r^4-17*a^2*g^2*q^3*r^2-4008*a^2*g^2*q^3*x^2-173*a^2*g^2*q^2*r^3-350*a^2*g^ 2*q*r^4-1249*a^2*g^2*r^4*x+11102*a^2*g^2*r^3*x^2-111*a^2*g*p^4*r^2-1668*a^2*g*p ^4*x^2-444*a^2*g*p^3*r^3-666*a^2*g*p^2*r^4-3*a^2*g*q^4*r^2-1668*a^2*g*q^4*x^2-\ 60*a^2*g*q^3*r^3-222*a^2*g*q^2*r^4-276*a^2*g*q*r^5+791*a^2*g*r^5*x+9501*a^2*g*r ^4*x^2-224*a^2*p^5*r*x-52*a^2*p^4*q*r^2-960*a^2*p^4*q*x^2-536*a^2*p^4*r^2*x+ 1308*a^2*p^4*r*x^2-60*a^2*p^3*q^2*r^2-1920*a^2*p^3*q^2*x^2-208*a^2*p^3*q*r^3+ 250*a^2*p^3*r^3*x+6404*a^2*p^3*r^2*x^2-28*a^2*p^2*q^3*r^2-1920*a^2*p^2*q^3*x^2-\ 180*a^2*p^2*q^2*r^3-312*a^2*p^2*q*r^4+1726*a^2*p^2*r^4*x+9724*a^2*p^2*r^3*x^2-\ 2496*a^2*c*g^4*x^2-230*a^2*c*g^3*r^3-976*a^2*c*g^2*r^4-846*a^2*c*g*r^5-182*a^2* c*p^4*r^2-2520*a^2*c*p^4*x^2-728*a^2*c*p^3*r^3-1092*a^2*c*p^2*r^4-728*a^2*c*p*r ^5-6*a^2*c*q^4*r^2-2520*a^2*c*q^4*x^2-104*a^2*c*q^3*r^3-372*a^2*c*q^2*r^4-456*a ^2*c*q*r^5+2942*a^2*c*r^5*x+15014*a^2*c*r^4*x^2+22*a^2*g^4*p*r^2-1248*a^2*g^4*p *x^2+22*a^2*g^4*q*r^2-1248*a^2*g^4*q*x^2-904*a^2*g^4*r^2*x-1976*a^2*g^4*r*x^2-\ 98*a^2*g^3*p^2*r^2-3780*a^2*g^3*p^2*x^2-196*a^2*g^3*p*r^3-16*a^2*g^3*q^2*r^2-\ 3780*a^2*g^3*q^2*x^2-114*a^2*g^3*q*r^3-2188*a^2*g^3*r^3*x+2204*a^2*g^3*r^2*x^2-\ 194*a^2*g^2*p^3*r^2-4008*a^2*g^2*p^3*x^2-1360*a^2*c^4*p*r^2-34560*a^2*c^4*p*x^2 -720*a^2*c^4*q*r^2-34560*a^2*c^4*q*x^2-16160*a^2*c^4*r^2*x+24480*a^2*c^4*r*x^2-\ 688*a^2*c^3*g^2*r^2-41760*a^2*c^3*g^2*x^2-2632*a^2*c^3*g*r^3-1472*a^2*c^3*p^2*r ^2-29760*a^2*c^3*p^2*x^2-2944*a^2*c^3*p*r^3-384*a^2*c^3*q^2*r^2-29760*a^2*c^3*q ^2*x^2-1664*a^2*c^3*q*r^3-4952*a^2*c^3*r^3*x+70752*a^2*c^3*r^2*x^2-24*a^2*c^2*g ^3*r^2-16944*a^2*c^2*g^3*x^2-1524*a^2*c^2*g^2*r^3-2296*a^2*c^2*g*r^4-756*a^2*c^ 2*p^3*r^2-12480*a^2*c^2*p^3*x^2-2268*a^2*c^2*p^2*r^3-2268*a^2*c^2*p*r^4-84*a^2* c^2*q^3*r^2-12480*a^2*c^2*q^3*x^2-684*a^2*c^2*q^2*r^3-1356*a^2*c^2*q*r^4+4064*a ^2*c^2*r^4*x+51952*a^2*c^2*r^3*x^2+106*a^2*c*g^4*r^2+36*a^2*b^2*g^2*r^3-468*a^2 *b^2*g*r^4-252*a^2*b^2*p^3*r^2-5472*a^2*b^2*p^3*x^2-756*a^2*b^2*p^2*r^3-756*a^2 *b^2*p*r^4-5472*a^2*b^2*q^3*x^2-1440*a^2*b^2*r^4*x+16320*a^2*b^2*r^3*x^2-1280*a ^2*b*c^4*r^2-50688*a^2*b*c^4*x^2-3040*a^2*b*c^3*r^3-2592*a^2*b*c^2*r^4-940*a^2* b*c*r^5+138*a^2*b*g^4*r^2+64*a^2*b*g^3*r^3-396*a^2*b*g^2*r^4-466*a^2*b*g*r^5-\ 122*a^2*b*p^4*r^2-1800*a^2*b*p^4*x^2-488*a^2*b*p^3*r^3-732*a^2*b*p^2*r^4-488*a^ 2*b*p*r^5-1800*a^2*b*q^4*x^2+1160*a^2*b*r^5*x+11448*a^2*b*r^4*x^2-10624*a^2*c^5 *r*x-1072*a^2*c^4*g*r^2-43584*a^2*c^4*g*x^2+9858*a^3*p*r^3*x^2-188*a^3*q^4*r*x-\ 660*a^3*q^3*r^2*x+1858*a^3*q^3*r*x^2-476*a^3*q^2*r^3*x+8644*a^3*q^2*r^2*x^2+516 *a^3*q*r^4*x+9858*a^3*q*r^3*x^2-32*a^2*b^4*c*r^2-5760*a^2*b^4*c*x^2+64*a^2*b^4* g*r^2-16*a^2*b^4*p*r^2-2880*a^2*b^4*p*x^2-2880*a^2*b^4*q*x^2-1440*a^2*b^4*r^2*x -4560*a^2*b^4*r*x^2-384*a^2*b^3*c^2*r^2-30720*a^2*b^3*c^2*x^2-496*a^2*b^3*c*r^3 +224*a^2*b^3*g^2*r^2-24*a^2*b^3*g*r^3-152*a^2*b^3*p^2*r^2-6720*a^2*b^3*p^2*x^2-\ 304*a^2*b^3*p*r^3-6720*a^2*b^3*q^2*x^2-3200*a^2*b^3*r^3*x+4240*a^2*b^3*r^2*x^2-\ 1152*a^2*b^2*c^3*r^2-59904*a^2*b^2*c^3*x^2-2160*a^2*b^2*c^2*r^3-1296*a^2*b^2*c* r^4+272*a^2*b^2*g^3*r^2-172*a^3*g^2*p^2*r^2-4680*a^3*g^2*p^2*x^2-344*a^3*g^2*p* r^3-52*a^3*g^2*q^2*r^2-4680*a^3*g^2*q^2*x^2-224*a^3*g^2*q*r^3-2908*a^3*g^2*r^3* x+2828*a^3*g^2*r^2*x^2-192*a^3*g*p^3*r^2-3168*a^3*g*p^3*x^2-576*a^3*g*p^2*r^3-\ 576*a^3*g*p*r^4-24*a^3*g*q^3*r^2-3168*a^3*g*q^3*x^2-192*a^3*g*q^2*r^3-360*a^3*g *q*r^4-846*a^3*g*r^4*x+9094*a^3*g*r^3*x^2-700*a^3*p^4*r*x-128*a^3*p^3*q*r^2-\ 2400*a^3*p^3*q*x^2-1740*a^3*p^3*r^2*x+1858*a^3*p^3*r*x^2-108*a^3*p^2*q^2*r^2-\ 3600*a^3*p^2*q^2*x^2-384*a^3*p^2*q*r^3-860*a^3*p^2*r^3*x+8644*a^3*p^2*r^2*x^2-\ 32*a^3*p*q^3*r^2-2400*a^3*p*q^3*x^2-216*a^3*p*q^2*r^3-384*a^3*p*q*r^4+700*a^3*p *r^4*x-1168*a^3*c^2*p^2*r^2-19872*a^3*c^2*p^2*x^2-2336*a^3*c^2*p*r^3-336*a^3*c^ 2*q^2*r^2-19872*a^3*c^2*q^2*x^2-1376*a^3*c^2*q*r^3-5368*a^3*c^2*r^3*x+39544*a^3 *c^2*r^2*x^2+64*a^3*c*g^3*r^2-4224*a^3*c*g^3*x^2-536*a^3*c*g^2*r^3-1032*a^3*c*g *r^4-404*a^3*c*p^3*r^2-5712*a^3*c*p^3*x^2-1212*a^3*c*p^2*r^3-1212*a^3*c*p*r^4-\ 52*a^3*c*q^3*r^2-5712*a^3*c*q^3*x^2-396*a^3*c*q^2*r^3-748*a^3*c*q*r^4+876*a^3*c *r^4*x+21464*a^3*c*r^3*x^2-2112*a^3*g^3*p*x^2-2112*a^3*g^3*q*x^2-1656*a^3*g^3*r ^2*x-3344*a^3*g^3*r*x^2-1280*a^3*b*c^3*r^2-39936*a^3*b*c^3*x^2-2240*a^3*b*c^2*r ^3-1264*a^3*b*c*r^4+164*a^3*b*g^3*r^2-52*a^3*b*g^2*r^3-452*a^3*b*g*r^4-232*a^3* b*p^3*r^2-3648*a^3*b*p^3*x^2-696*a^3*b*p^2*r^3-696*a^3*b*p*r^4-24*a^3*b*q^3*r^2 -3648*a^3*b*q^3*x^2-216*a^3*b*q^2*r^3-424*a^3*b*q*r^4-768*a^3*b*r^4*x+10880*a^3 *b*r^3*x^2-12416*a^3*c^4*r*x-992*a^3*c^3*g*r^2-33792*a^3*c^3*g*x^2-1440*a^3*c^3 *p*r^2-30144*a^3*c^3*p*x^2-800*a^3*c^3*q*r^2-30144*a^3*c^3*q*x^2-16416*a^3*c^3* r^2*x+14208*a^3*c^3*r*x^2-360*a^3*c^2*g^2*r^2-21120*a^3*c^2*g^2*x^2-1792*a^3*c^ 2*g*r^3-2736*a^4*p*q^2*x^2-296*a^4*p*q*r^3-1392*a^4*p*r^3*x+4428*a^4*p*r^2*x^2-\ 464*a^4*q^3*r*x-1256*a^4*q^2*r^2*x+844*a^4*q^2*r*x^2-904*a^4*q*r^3*x+4428*a^4*q *r^2*x^2-128*a^3*b^3*c*r^2-7680*a^3*b^3*c*x^2+96*a^3*b^3*g*r^2-64*a^3*b^3*p*r^2 -3840*a^3*b^3*p*x^2-64*a^3*b^3*q*r^2-3840*a^3*b^3*q*x^2-2560*a^3*b^3*r^2*x-6080 *a^3*b^3*r*x^2-768*a^3*b^2*c^2*r^2-30720*a^3*b^2*c^2*x^2-912*a^3*b^2*c*r^3+224* a^3*b^2*g^2*r^2-120*a^3*b^2*g*r^3-264*a^3*b^2*p^2*r^2-6720*a^3*b^2*p^2*x^2-528* a^3*b^2*p*r^3-72*a^3*b^2*q^2*r^2-6720*a^3*b^2*q^2*x^2-336*a^3*b^2*q*r^3-3840*a^ 3*b^2*r^3*x+4240*a^3*b^2*r^2*x^2-432*a^4*c*p^2*r^2-6144*a^4*c*p^2*x^2-864*a^4*c *p*r^3-144*a^4*c*q^2*r^2-6144*a^4*c*q^2*x^2-544*a^4*c*q*r^3-2688*a^4*c*r^3*x+ 8960*a^4*c*r^2*x^2-44*a^4*g^2*p*r^2-1968*a^4*g^2*p*x^2-44*a^4*g^2*q*r^2-1968*a^ 4*g^2*q*x^2-1720*a^4*g^2*r^2*x-3116*a^4*g^2*r*x^2-156*a^4*g*p^2*r^2-2832*a^4*g* p^2*x^2-312*a^4*g*p*r^3-60*a^4*g*q^2*r^2-2832*a^4*g*q^2*x^2-216*a^4*g*q*r^3-\ 1928*a^4*g*r^3*x+1756*a^4*g*r^2*x^2-1064*a^4*p^3*r*x-148*a^4*p^2*q*r^2-2736*a^4 *p^2*q*x^2-2312*a^4*p^2*r^2*x+844*a^4*p^2*r*x^2-84*a^4*p*q^2*r^2-2880*a^4*b^2*q *x^2-2400*a^4*b^2*r^2*x-4560*a^4*b^2*r*x^2-640*a^4*b*c^2*r^2-15360*a^4*b*c^2*x^ 2-720*a^4*b*c*r^3+88*a^4*b*g^2*r^2-136*a^4*b*g*r^3-200*a^4*b*p^2*r^2-3360*a^4*b *p^2*x^2-400*a^4*b*p*r^3-72*a^4*b*q^2*r^2-3360*a^4*b*q^2*x^2-272*a^4*b*q*r^3-\ 2240*a^4*b*r^3*x+2120*a^4*b*r^2*x^2-8064*a^4*c^3*r*x-480*a^4*c^2*g*r^2-12864*a^ 4*c^2*g*x^2-800*a^4*c^2*p*r^2-13632*a^4*c^2*p*x^2-480*a^4*c^2*q*r^2-13632*a^4*c ^2*q*x^2-8896*a^4*c^2*r^2*x+2096*a^4*c^2*r*x^2-64*a^4*c*g^2*r^2-3936*a^4*c*g^2* x^2-552*a^4*c*g*r^3+36*a^2*b^2*g^2*p*r^2-11808*a^2*b^2*g^2*p*x^2+36*a^2*b^2*g^2 *q*r^2-11808*a^2*b^2*g^2*q*x^2-7872*a^2*b^2*g^2*r^2*x-18696*a^2*b^2*g^2*r*x^2-\ 468*a^2*b^2*g*p^2*r^2-16992*a^2*b^2*g*p^2*x^2-936*a^2*b^2*g*p*r^3-84*a^2*b^2*g* q^2*r^2-16992*a^2*b^2*g*q^2*x^2-552*a^2*b^2*g*q*r^3-8808*a^2*b^2*g*r^3*x+10536* a^2*b^2*g*r^2*x^2-4992*a^2*b^2*p^3*r*x-420*a^2*b^2*p^2*q*r^2-16416*a^2*b^2*p^2* q*x^2-10944*a^2*b^2*p^2*r^2*x+5064*a^2*b^2*p^2*r*x^2-180*a^2*b^2*p*q^2*r^2-\ 16416*a^2*b^2*p*q^2*x^2-840*a^2*b^2*p*q*r^3-7392*a^2*b^2*p*r^3*x+26568*a^2*b^2* p*r^2*x^2-13440*a^2*b^3*p*q*x^2-8064*a^2*b^3*p*r^2*x-3600*a^2*b^3*p*r*x^2-1984* a^2*b^3*q^2*r*x-4864*a^2*b^3*q*r^2*x-3600*a^2*b^3*q*r*x^2-34944*a^2*b^2*c^3*r*x -816*a^2*b^2*c^2*g*r^2-77184*a^2*b^2*c^2*g*x^2-2160*a^2*b^2*c^2*p*r^2-81792*a^2 *b^2*c^2*p*x^2-1008*a^2*b^2*c^2*q*r^2-81792*a^2*b^2*c^2*q*x^2-40320*a^2*b^2*c^2 *r^2*x+12576*a^2*b^2*c^2*r*x^2+424*a^2*b^2*c*g^2*r^2-23616*a^2*b^2*c*g^2*x^2-\ 1392*a^2*b^2*c*g*r^3-1296*a^2*b^2*c*p^2*r^2-36864*a^2*b^2*c*p^2*x^2-2592*a^2*b^ 2*c*p*r^3-240*a^2*b^2*c*q^2*r^2-36864*a^2*b^2*c*q^2*x^2-1344*a^2*b^2*c*q*r^3-\ 14208*a^2*b^2*c*r^3*x+53760*a^2*b^2*c*r^2*x^2-1440*a^2*b^4*p*r*x-960*a^2*b^4*q* r*x-16000*a^2*b^3*c^2*r*x+96*a^2*b^3*c*g*r^2-19200*a^2*b^3*c*g*x^2-496*a^2*b^3* c*p*r^2-28800*a^2*b^3*c*p*x^2-240*a^2*b^3*c*q*r^2-28800*a^2*b^3*c*q*x^2-14272*a ^2*b^3*c*r^2*x-10240*a^2*b^3*c*r*x^2-24*a^2*b^3*g*p*r^2-9600*a^2*b^3*g*p*x^2-24 *a^2*b^3*g*q*r^2-9600*a^2*b^3*g*q*x^2-5760*a^2*b^3*g*r^2*x-15200*a^2*b^3*g*r*x^ 2-4864*a^2*b^3*p^2*r*x-176*a^2*b^3*p*q*r^2-9360*a^3*g^2*p*q*x^2-7240*a^3*g^2*p* r^2*x-2660*a^3*g^2*p*r*x^2-2408*a^3*g^2*q^2*r*x-5112*a^3*g^2*q*r^2*x-2660*a^3*g ^2*q*r*x^2-3336*a^3*g*p^3*r*x-360*a^3*g*p^2*q*r^2-9504*a^3*g*p^2*q*x^2-7416*a^3 *g*p^2*r^2*x+2520*a^3*g*p^2*r*x^2-192*a^3*g*p*q^2*r^2-9504*a^3*g*p*q^2*x^2-720* a^3*g*p*q*r^3-4926*a^3*g*p*r^3*x+14596*a^3*g*p*r^2*x^2-1312*a^3*g*q^3*r*x-3860* a^3*g*q^2*r^2*x+2520*a^3*g*q^2*r*x^2-3298*a^3*g*q*r^3*x+14596*a^3*g*q*r^2*x^2-\ 2288*a^3*p^3*q*r*x-2664*a^3*p^2*q^2*r*x-4140*a^3*p^2*q*r^2*x+5574*a^3*p^2*q*r*x ^2-1264*a^3*p*q^3*r*x-3060*a^3*p*q^2*r^2*x+5574*a^3*p*q^2*r*x^2-1336*a^3*p*q*r^ 3*x+17288*a^3*p*q*r^2*x^2-2560*a^2*b^4*c*r*x-21120*a^3*c*g*p^2*x^2-2064*a^3*c*g *p*r^3-296*a^3*c*g*q^2*r^2-21120*a^3*c*g*q^2*x^2-1232*a^3*c*g*q*r^3-9324*a^3*c* g*r^3*x+29500*a^3*c*g*r^2*x^2-6104*a^3*c*p^3*r*x-748*a^3*c*p^2*q*r^2-17136*a^3* c*p^2*q*x^2-11760*a^3*c*p^2*r^2*x+10984*a^3*c*p^2*r*x^2-396*a^3*c*p*q^2*r^2-\ 17136*a^3*c*p*q^2*x^2-1496*a^3*c*p*q*r^3-4780*a^3*c*p*r^3*x+37060*a^3*c*p*r^2*x ^2-2432*a^3*c*q^3*r*x-6312*a^3*c*q^2*r^2*x+10984*a^3*c*q^2*r*x^2-3452*a^3*c*q*r ^3*x+37060*a^3*c*q*r^2*x^2-1656*a^3*g^3*p*r*x-1304*a^3*g^3*q*r*x-4332*a^3*g^2*p ^2*r*x-224*a^3*g^2*p*q*r^2-19136*a^3*c^3*q*r*x-14336*a^3*c^2*g^2*r*x-1792*a^3*c ^2*g*p*r^2-46464*a^3*c^2*g*p*x^2-992*a^3*c^2*g*q*r^2-46464*a^3*c^2*g*q*x^2-\ 27232*a^3*c^2*g*r^2*x+6040*a^3*c^2*g*r*x^2-19120*a^3*c^2*p^2*r*x-1376*a^3*c^2*p *q*r^2-39744*a^3*c^2*p*q*x^2-24768*a^3*c^2*p*r^2*x+21640*a^3*c^2*p*r*x^2-10576* a^3*c^2*q^2*r*x-18192*a^3*c^2*q*r^2*x+21640*a^3*c^2*q*r*x^2-2808*a^3*c*g^3*r*x-\ 536*a^3*c*g^2*p*r^2-19920*a^3*c*g^2*p*x^2-296*a^3*c*g^2*q*r^2-19920*a^3*c*g^2*q *x^2-12824*a^3*c*g^2*r^2*x-7220*a^3*c*g^2*r*x^2-1032*a^3*c*g*p^2*r^2-452*a^3*b* g*p^2*r^2-11328*a^3*b*g*p^2*x^2-904*a^3*b*g*p*r^3-132*a^3*b*g*q^2*r^2-11328*a^3 *b*g*q^2*x^2-584*a^3*b*g*q*r^3-6792*a^3*b*g*r^3*x+7024*a^3*b*g*r^2*x^2-3792*a^3 *b*p^3*r*x-424*a^3*b*p^2*q*r^2-10944*a^3*b*p^2*q*x^2-8272*a^3*b*p^2*r^2*x+3376* a^3*b*p^2*r*x^2-216*a^3*b*p*q^2*r^2-10944*a^3*b*p*q^2*x^2-848*a^3*b*p*q*r^3-\ 5248*a^3*b*p*r^3*x+17712*a^3*b*p*r^2*x^2-1392*a^3*b*q^3*r*x-4048*a^3*b*q^2*r^2* x+3376*a^3*b*q^2*r*x^2-3296*a^3*b*q*r^3*x+17712*a^3*b*q*r^2*x^2-23648*a^3*c^3*g *r*x-25632*a^3*c^3*p*r*x-2240*a^3*b*c^2*p*r^2-54528*a^3*b*c^2*p*x^2-1216*a^3*b* c^2*q*r^2-54528*a^3*b*c^2*q*x^2-31232*a^3*b*c^2*r^2*x+8384*a^3*b*c^2*r*x^2+96*a ^3*b*c*g^2*r^2-15744*a^3*b*c*g^2*x^2-1480*a^3*b*c*g*r^3-1264*a^3*b*c*p^2*r^2-\ 24576*a^3*b*c*p^2*x^2-2528*a^3*b*c*p*r^3-336*a^3*b*c*q^2*r^2-24576*a^3*b*c*q^2* x^2-1472*a^3*b*c*q*r^3-10112*a^3*b*c*r^3*x+35840*a^3*b*c*r^2*x^2-52*a^3*b*g^2*p *r^2-7872*a^3*b*g^2*p*x^2-52*a^3*b*g^2*q*r^2-7872*a^3*b*g^2*q*x^2-6064*a^3*b*g^ 2*r^2*x-12464*a^3*b*g^2*r*x^2-28800*a^3*b^2*c*p*x^2-528*a^3*b^2*c*q*r^2-28800*a ^3*b^2*c*q*x^2-17408*a^3*b^2*c*r^2*x-10240*a^3*b^2*c*r*x^2-120*a^3*b^2*g*p*r^2-\ 9600*a^3*b^2*g*p*x^2-120*a^3*b^2*g*q*r^2-9600*a^3*b^2*g*q*x^2-7040*a^3*b^2*g*r^ 2*x-15200*a^3*b^2*g*r*x^2-5856*a^3*b^2*p^2*r*x-336*a^3*b^2*p*q*r^2-13440*a^3*b^ 2*p*q*x^2-9696*a^3*b^2*p*r^2*x-3600*a^3*b^2*p*r*x^2-2976*a^3*b^2*q^2*r*x-6496*a ^3*b^2*q*r^2*x-3600*a^3*b^2*q*r*x^2-27776*a^3*b*c^3*r*x-1104*a^3*b*c^2*g*r^2-\ 51456*a^3*b*c^2*g*x^2-2904*a^4*g*p^2*r*x-216*a^4*g*p*q*r^2-5664*a^4*g*p*q*x^2-\ 4832*a^4*g*p*r^2*x-1560*a^4*g*p*r*x^2-1720*a^4*g*q^2*r*x-3520*a^4*g*q*r^2*x-\ 1560*a^4*g*q*r*x^2-2592*a^4*p^2*q*r*x-1992*a^4*p*q^2*r*x-3568*a^4*p*q*r^2*x+ 1688*a^4*p*q*r*x^2-4480*a^3*b^3*c*r*x-2560*a^3*b^3*p*r*x-1920*a^3*b^3*q*r*x-\ 19840*a^3*b^2*c^2*r*x-96*a^3*b^2*c*g*r^2-19200*a^3*b^2*c*g*x^2-912*a^3*b^2*c*p* r^2-6720*a^4*b*p*q*x^2-5664*a^4*b*p*r^2*x-1800*a^4*b*p*r*x^2-1984*a^4*b*q^2*r*x -4064*a^4*b*q*r^2*x-1800*a^4*b*q*r*x^2-9856*a^4*c^2*g*r*x-12704*a^4*c^2*p*r*x-\ 9728*a^4*c^2*q*r*x-2912*a^4*c*g^2*r*x-552*a^4*c*g*p*r^2-12096*a^4*c*g*p*x^2-360 *a^4*c*g*q*r^2-12096*a^4*c*g*q*x^2-8672*a^4*c*g*r^2*x-4336*a^4*c*g*r*x^2-6464*a ^4*c*p^2*r*x-544*a^4*c*p*q*r^2-12288*a^4*c*p*q*x^2-9296*a^4*c*p*r^2*x+2736*a^4* c*p*r*x^2-3776*a^4*c*q^2*r*x-6864*a^4*c*q*r^2*x+2736*a^4*c*q*r*x^2-1720*a^4*g^2 *p*r*x-1392*a^4*g^2*q*r*x-2400*a^4*b^2*p*r*x-1920*a^4*b^2*q*r*x-11840*a^4*b*c^2 *r*x-224*a^4*b*c*g*r^2-9600*a^4*b*c*g*x^2-720*a^4*b*c*p*r^2-14400*a^4*b*c*p*x^2 -464*a^4*b*c*q*r^2-14400*a^4*b*c*q*x^2-10272*a^4*b*c*r^2*x-5120*a^4*b*c*r*x^2-\ 136*a^4*b*g*p*r^2-4800*a^4*b*g*p*x^2-136*a^4*b*g*q*r^2-4800*a^4*b*g*q*x^2-4160* a^4*b*g*r^2*x-7600*a^4*b*g*r*x^2-3424*a^4*b*p^2*r*x-272*a^4*b*p*q*r^2+258*g*p*q ^2*r^5*x-1260*g*p*q^2*r^4*x^2-1984*a^5*b*c*r*x-1152*a^5*b*p*r*x-960*a^5*b*q*r*x -1632*a^5*c*g*r*x-2976*a^5*c*p*r*x-2368*a^5*c*q*r*x-960*a^5*g*p*r*x-800*a^5*g*q *r*x-1280*a^5*p*q*r*x-4160*a^4*b^2*c*r*x+1544*g^2*p*q^3*r^2*x^2+564*g^2*p*q^2*r ^4*x+1008*g^2*p*q^2*r^3*x^2+560*g^2*p*q*r^5*x-610*g^2*p*q*r^4*x^2+30*g*p^5*q*r^ 2*x+126*g*p^5*q*r*x^2+60*g*p^4*q^2*r^2*x+315*g*p^4*q^2*r*x^2+159*g*p^4*q*r^3*x+ 330*g*p^4*q*r^2*x^2+60*g*p^3*q^3*r^2*x+420*g*p^3*q^3*r*x^2+246*g*p^3*q^2*r^3*x+ 660*g*p^3*q^2*r^2*x^2+336*g*p^3*q*r^4*x-120*g*p^3*q*r^3*x^2+30*g*p^2*q^4*r^2*x+ 315*g*p^2*q^4*r*x^2+174*g*p^2*q^3*r^3*x+660*g*p^2*q^3*r^2*x^2+378*g*p^2*q^2*r^4 *x-180*g*p^2*q^2*r^3*x^2+354*g*p^2*q*r^5*x-1260*g*p^2*q*r^4*x^2+6*g*p*q^5*r^2*x +126*g*p*q^5*r*x^2+330*g*p*q^4*r^2*x^2+168*g*p*q^3*r^4*x-120*g*p*q^3*r^3*x^2+ 756*g^4*p*q^2*r*x^2+252*g^4*p*q*r^3*x+1272*g^4*p*q*r^2*x^2+184*g^3*p^3*q*r^2*x+ 952*g^3*p^3*q*r*x^2+204*g^3*p^2*q^2*r^2*x+1428*g^3*p^2*q^2*r*x^2+567*g^3*p^2*q* r^3*x+2202*g^3*p^2*q*r^2*x^2+88*g^3*p*q^3*r^2*x+952*g^3*p*q^3*r*x^2+393*g^3*p*q ^2*r^3*x+2202*g^3*p*q^2*r^2*x^2+582*g^3*p*q*r^4*x+1428*g^3*p*q*r^3*x^2+122*g^2* p^4*q*r^2*x+560*g^2*p^4*q*r*x^2+188*g^2*p^3*q^2*r^2*x+1120*g^2*p^3*q^2*r*x^2+ 512*g^2*p^3*q*r^3*x+1544*g^2*p^3*q*r^2*x^2+132*g^2*p^2*q^3*r^2*x+1120*g^2*p^2*q ^3*r*x^2+564*g^2*p^2*q^2*r^3*x+2316*g^2*p^2*q^2*r^2*x^2+804*g^2*p^2*q*r^4*x+ 1008*g^2*p^2*q*r^3*x^2+38*g^2*p*q^4*r^2*x+560*g^2*p*q^4*r*x^2+240*g^2*p*q^3*r^3 *x-40*c*p^4*q*r^2*x^2+40*c*p^3*q^3*r^2*x+280*c*p^3*q^3*r*x^2+164*c*p^3*q^2*r^3* x-80*c*p^3*q^2*r^2*x^2+224*c*p^3*q*r^4*x-1296*c*p^3*q*r^3*x^2+20*c*p^2*q^4*r^2* x+210*c*p^2*q^4*r*x^2+116*c*p^2*q^3*r^3*x-80*c*p^2*q^3*r^2*x^2+252*c*p^2*q^2*r^ 4*x-1944*c*p^2*q^2*r^3*x^2+236*c*p^2*q*r^5*x-3036*c*p^2*q*r^4*x^2+4*c*p*q^5*r^2 *x+84*c*p*q^5*r*x^2+34*c*p*q^4*r^3*x-40*c*p*q^4*r^2*x^2+112*c*p*q^3*r^4*x-1296* c*p*q^3*r^3*x^2+172*c*p*q^2*r^5*x-3036*c*p*q^2*r^4*x^2+38*g^5*p*q*r^2*x+266*g^5 *p*q*r*x^2+126*g^4*p^2*q*r^2*x+756*g^4*p^2*q*r*x^2+90*g^4*p*q^2*r^2*x+91906*a^2 *c*g*q*r^2*x^2-8864*a^2*c*p^3*q*r*x-10176*a^2*c*p^2*q^2*r*x-14176*a^2*c*p^2*q*r ^2*x+32724*a^2*c*p^2*q*r*x^2-4704*a^2*c*p*q^3*r*x-10484*a^2*c*p*q^2*r^2*x+32724 *a^2*c*p*q^2*r*x^2-1800*a^2*c*p*q*r^3*x+86608*a^2*c*p*q*r^2*x^2-4950*a^2*g^3*p* q*r*x-9246*a^2*g^2*p^2*q*r*x-6720*a^2*g^2*p*q^2*r*x-13218*a^2*g^2*p*q*r^2*x+ 5458*a^2*g^2*p*q*r*x^2-5836*a^2*g*p^3*q*r*x-6672*a^2*g*p^2*q^2*r*x-11250*a^2*g* p^2*q*r^2*x+12858*a^2*g*p^2*q*r*x^2-3060*a^2*g*p*q^3*r*x-8220*a^2*g*p*q^2*r^2*x +12858*a^2*g*p*q^2*r*x^2-5272*a^2*g*p*q*r^3*x+43116*a^2*g*p*q*r^2*x^2-4064*a*b^ 4*c*g*r*x-6944*a*b^4*c*p*r*x-3904*a*b^4*c*q*r*x-2240*a*b^4*g*p*r*x-1440*a*b^4*g *q*r*x-2432*a*b^4*p*q*r*x+68112*a^2*c^2*p*q*r*x^2-11888*a^2*c*g^3*p*r*x-8652*a^ 2*c*g^3*q*r*x-22960*a^2*c*g^2*p^2*r*x-1080*a^2*c*g^2*p*q*r^2-52944*a^2*c*g^2*p* q*x^2-34096*a^2*c*g^2*p*r^2*x+8586*a^2*c*g^2*p*r*x^2-11780*a^2*c*g^2*q^2*r*x-\ 24012*a^2*c*g^2*q*r^2*x+8586*a^2*c*g^2*q*r*x^2-15192*a^2*c*g*p^3*r*x-1498*a^2*c *g*p^2*q*r^2-46368*a^2*c*g*p^2*q*x^2-30620*a^2*c*g*p^2*r^2*x+25274*a^2*c*g*p^2* r*x^2-736*a^2*c*g*p*q^2*r^2-46368*a^2*c*g*p*q^2*x^2-2996*a^2*c*g*p*q*r^3-15838* a^2*c*g*p*r^3*x+91906*a^2*c*g*p*r^2*x^2-5428*a^2*c*g*q^3*r*x-15808*a^2*c*g*q^2* r^2*x+25274*a^2*c*g*q^2*r*x^2-11806*a^2*c*g*q*r^3*x-9352*a^2*b*g*q^2*r^2*x+7560 *a^2*b*g*q^2*r*x^2-8570*a^2*b*g*q*r^3*x+43788*a^2*b*g*q*r^2*x^2-6112*a^2*b*p^3* q*r*x-6864*a^2*b*p^2*q^2*r*x-11112*a^2*b*p^2*q*r^2*x+16722*a^2*b*p^2*q*r*x^2-\ 3040*a^2*b*p*q^3*r*x-7872*a^2*b*p*q^2*r^2*x+16722*a^2*b*p*q^2*r*x^2-4192*a^2*b* p*q*r^3*x+51864*a^2*b*p*q*r^2*x^2-60160*a^2*c^3*g*p*r*x-43312*a^2*c^3*g*q*r*x-\ 40512*a^2*c^3*p*q*r*x-43472*a^2*c^2*g^2*p*r*x-31216*a^2*c^2*g^2*q*r*x-46168*a^2 *c^2*g*p^2*r*x-2536*a^2*c^2*g*p*q*r^2-105408*a^2*c^2*g*p*q*x^2-62160*a^2*c^2*g* p*r^2*x+49664*a^2*c^2*g*p*r*x^2-23768*a^2*c^2*g*q^2*r*x-44656*a^2*c^2*g*q*r^2*x +49664*a^2*c^2*g*q*r*x^2-29328*a^2*c^2*p^2*q*r*x-21552*a^2*c^2*p*q^2*r*x-32944* a^2*c^2*p*q*r^2*x+32952*a^2*b*c*q^2*r*x^2-10460*a^2*b*c*q*r^3*x+111180*a^2*b*c* q*r^2*x^2-4472*a^2*b*g^3*p*r*x-3416*a^2*b*g^3*q*r*x-11716*a^2*b*g^2*p^2*r*x-468 *a^2*b*g^2*p*q*r^2-28080*a^2*b*g^2*p*q*x^2-19452*a^2*b*g^2*p*r^2*x-7980*a^2*b*g ^2*p*r*x^2-5944*a^2*b*g^2*q^2*r*x-13068*a^2*b*g^2*q*r^2*x-7980*a^2*b*g^2*q*r*x^ 2-9056*a^2*b*g*p^3*r*x-822*a^2*b*g*p^2*q*r^2-28512*a^2*b*g*p^2*q*x^2-20020*a^2* b*g*p^2*r^2*x+7560*a^2*b*g*p^2*r*x^2-390*a^2*b*g*p*q^2*r^2-28512*a^2*b*g*p*q^2* x^2-1644*a^2*b*g*p*q*r^3-13454*a^2*b*g*p*r^3*x+43788*a^2*b*g*p*r^2*x^2-2984*a^2 *b*g*q^3*r*x-416*a^2*b*c*g^2*q*r^2-59760*a^2*b*c*g^2*q*x^2-34592*a^2*b*c*g^2*r^ 2*x-21660*a^2*b*c*g^2*r*x^2-2400*a^2*b*c*g*p^2*r^2-63360*a^2*b*c*g*p^2*x^2-4800 *a^2*b*c*g*p*r^3-504*a^2*b*c*g*q^2*r^2-63360*a^2*b*c*g*q^2*x^2-2616*a^2*b*c*g*q *r^3-25612*a^2*b*c*g*r^3*x+88500*a^2*b*c*g*r^2*x^2-16440*a^2*b*c*p^3*r*x-1620*a ^2*b*c*p^2*q*r^2-51408*a^2*b*c*p^2*q*x^2-31872*a^2*b*c*p^2*r^2*x+32952*a^2*b*c* p^2*r*x^2-756*a^2*b*c*p*q^2*r^2-51408*a^2*b*c*p*q^2*x^2-3240*a^2*b*c*p*q*r^3-\ 14444*a^2*b*c*p*r^3*x+111180*a^2*b*c*p*r^2*x^2-5424*a^2*b*c*q^3*r*x-15528*a^2*b *c*q^2*r^2*x-47808*a^2*b*c^3*q*r*x-38976*a^2*b*c^2*g^2*r*x-3904*a^2*b*c^2*g*p*r ^2-139392*a^2*b*c^2*g*p*x^2-1840*a^2*b*c^2*g*q*r^2-139392*a^2*b*c^2*g*q*x^2-\ 73120*a^2*b*c^2*g*r^2*x+18120*a^2*b*c^2*g*r*x^2-50848*a^2*b*c^2*p^2*r*x-2784*a^ 2*b*c^2*p*q*r^2-119232*a^2*b*c^2*p*q*x^2-66432*a^2*b*c^2*p*r^2*x+64920*a^2*b*c^ 2*p*r*x^2-25216*a^2*b*c^2*q^2*r*x-46704*a^2*b*c^2*q*r^2*x+64920*a^2*b*c^2*q*r*x ^2-7736*a^2*b*c*g^3*r*x-1064*a^2*b*c*g^2*p*r^2-59760*a^2*b*c*g^2*p*x^2-29568*a^ 2*b^2*c*p^2*r*x-1344*a^2*b^2*c*p*q*r^2-73728*a^2*b^2*c*p*q*x^2-43008*a^2*b^2*c* p*r^2*x+16416*a^2*b^2*c*p*r*x^2-13440*a^2*b^2*c*q^2*r*x-28416*a^2*b^2*c*q*r^2*x +16416*a^2*b^2*c*q*r*x^2-7872*a^2*b^2*g^2*p*r*x-5904*a^2*b^2*g^2*q*r*x-13464*a^ 2*b^2*g*p^2*r*x-552*a^2*b^2*g*p*q*r^2-33984*a^2*b^2*g*p*q*x^2-22272*a^2*b^2*g*p *r^2*x-9360*a^2*b^2*g*p*r*x^2-6360*a^2*b^2*g*q^2*r*x-14400*a^2*b^2*g*q*r^2*x-\ 9360*a^2*b^2*g*q*r*x^2-11376*a^2*b^2*p^2*q*r*x-7776*a^2*b^2*p*q^2*r*x-15552*a^2 *b^2*p*q*r^2*x+10128*a^2*b^2*p*q*r*x^2-63072*a^2*b*c^3*g*r*x-67296*a^2*b*c^3*p* r*x-10176*a^2*b^3*c*g*r*x-17856*a^2*b^3*c*p*r*x-11776*a^2*b^3*c*q*r*x-5760*a^2* b^3*g*p*r*x-4160*a^2*b^3*g*q*r*x-6848*a^2*b^3*p*q*r*x-45024*a^2*b^2*c^2*g*r*x-\ 56640*a^2*b^2*c^2*p*r*x-38784*a^2*b^2*c^2*q*r*x-13776*a^2*b^2*c*g^2*r*x-1392*a^ 2*b^2*c*g*p*r^2-72576*a^2*b^2*c*g*p*x^2-624*a^2*b^2*c*g*q*r^2-72576*a^2*b^2*c*g *q*x^2-39744*a^2*b^2*c*g*r^2*x-26016*a^2*b^2*c*g*r*x^2-17088*a^3*b*g*p*r^2*x-\ 6240*a^3*b*g*p*r*x^2-5560*a^3*b*g*q^2*r*x-11840*a^3*b*g*q*r^2*x-6240*a^3*b*g*q* r*x^2-8976*a^3*b*p^2*q*r*x-6576*a^3*b*p*q^2*r*x-12320*a^3*b*p*q*r^2*x+6752*a^3* b*p*q*r*x^2-38160*a^3*c^2*g*p*r*x-28224*a^3*c^2*g*q*r*x-29696*a^3*c^2*p*q*r*x-\ 15984*a^3*c*g^2*p*r*x-11936*a^3*c*g^2*q*r*x-19840*a^3*c*g*p^2*r*x-1232*a^3*c*g* p*q*r^2-42240*a^3*c*g*p*q*x^2-29120*a^3*c*g*p*r^2*x+8060*a^3*c*g*p*r*x^2-10824* a^3*c*g*q^2*r*x-20984*a^3*c*g*q*r^2*x+8060*a^3*c*g*q*r*x^2-14640*a^3*c*p^2*q*r* x-10968*a^3*c*p*q^2*r*x-18072*a^3*c*p*q*r^2*x+21968*a^3*c*p*q*r*x^2-6740*a^3*g^ 2*p*q*r*x-7984*a^3*g*p^2*q*r*x-5960*a^3*g*p*q^2*r*x-11276*a^3*g*p*q*r^2*x+5040* a^3*g*p*q*r*x^2-32384*a^3*b*c^2*q*r*x-10416*a^3*b*c*g^2*r*x-1480*a^3*b*c*g*p*r^ 2-48384*a^3*b*c*g*p*x^2-840*a^3*b*c*g*q*r^2-48384*a^3*b*c*g*q*x^2-30592*a^3*b*c *g*r^2*x-17344*a^3*b*c*g*r*x^2-22784*a^3*b*c*p^2*r*x-1472*a^3*b*c*p*q*r^2-49152 *a^3*b*c*p*q*x^2-32928*a^3*b*c*p*r^2*x+10944*a^3*b*c*p*r*x^2-12032*a^3*b*c*q^2* r*x-23200*a^3*b*c*q*r^2*x+10944*a^3*b*c*q*r*x^2-6064*a^3*b*g^2*p*r*x-4752*a^3*b *g^2*q*r*x-10296*a^3*b*g*p^2*r*x-584*a^3*b*g*p*q*r^2-22656*a^3*b*g*p*q*x^2-7136 *a^4*b*c*g*r*x-12896*a^4*b*c*p*r*x-9856*a^4*b*c*q*r*x-4160*a^4*b*g*p*r*x-3360*a ^4*b*g*q*r*x-5408*a^4*b*p*q*r*x-10848*a^4*c*g*p*r*x-8352*a^4*c*g*q*r*x-10240*a^ 4*c*p*q*r*x-4624*a^4*g*p*q*r*x-12224*a^3*b^2*c*g*r*x-21824*a^3*b^2*c*p*r*x-\ 15744*a^3*b^2*c*q*r*x-7040*a^3*b^2*g*p*r*x-5440*a^3*b^2*g*q*r*x-8832*a^3*b^2*p* q*r*x-34720*a^3*b*c^2*g*r*x-44288*a^3*b*c^2*p*r*x+11340*c*g^2*p*q^2*r^2*x^2+ 3252*c*g^2*p*q*r^4*x+5832*c*g^2*p*q*r^3*x^2+366*c*g*p^4*q*r^2*x+1680*c*g*p^4*q* r*x^2+564*c*g*p^3*q^2*r^2*x+3360*c*g*p^3*q^2*r*x^2+1536*c*g*p^3*q*r^3*x+4032*c* g*p^3*q*r^2*x^2+396*c*g*p^2*q^3*r^2*x+3360*c*g*p^2*q^3*r*x^2+1692*c*g*p^2*q^2*r ^3*x+6048*c*g*p^2*q^2*r^2*x^2+2412*c*g*p^2*q*r^4*x+864*c*g*p^2*q*r^3*x^2+114*c* g*p*q^4*r^2*x+1680*c*g*p*q^4*r*x^2+720*c*g*p*q^3*r^3*x+4032*c*g*p*q^3*r^2*x^2+ 1692*c*g*p*q^2*r^4*x+864*c*g*p*q^2*r^3*x^2+1680*c*g*p*q*r^5*x-4548*c*g*p*q*r^4* x^2+768*c^2*g*p*q^3*r^2*x+8400*c^2*g*p*q^3*r*x^2+3456*c^2*g*p*q^2*r^3*x+16272*c ^2*g*p*q^2*r^2*x^2+5184*c^2*g*p*q*r^4*x+4896*c^2*g*p*q*r^3*x^2+468*c*g^4*p*q*r^ 2*x+3276*c*g^4*p*q*r*x^2+1076*c*g^3*p^2*q*r^2*x+6384*c*g^3*p^2*q*r*x^2+748*c*g^ 3*p*q^2*r^2*x+6384*c*g^3*p*q^2*r*x^2+2152*c*g^3*p*q*r^3*x+10064*c*g^3*p*q*r^2*x ^2+1024*c*g^2*p^3*q*r^2*x+5264*c*g^2*p^3*q*r*x^2+1128*c*g^2*p^2*q^2*r^2*x+7896* c*g^2*p^2*q^2*r*x^2+3162*c*g^2*p^2*q*r^3*x+11340*c*g^2*p^2*q*r^2*x^2+480*c*g^2* p*q^3*r^2*x+5264*c*g^2*p*q^3*r*x^2+2166*c*g^2*p*q^2*r^3*x+3904*c^3*g^2*p*q*r^2* x+27328*c^3*g^2*p*q*r*x^2+3408*c^3*g*p^2*q*r^2*x+20160*c^3*g*p^2*q*r*x^2+2352*c ^3*g*p*q^2*r^2*x+20160*c^3*g*p*q^2*r*x^2+6816*c^3*g*p*q*r^3*x+27264*c^3*g*p*q*r ^2*x^2+2016*c^2*g^3*p*q*r^2*x+14112*c^2*g^3*p*q*r*x^2+3072*c^2*g^2*p^2*q*r^2*x+ 18144*c^2*g^2*p^2*q*r*x^2+2112*c^2*g^2*p*q^2*r^2*x+18144*c^2*g^2*p*q^2*r*x^2+ 6144*c^2*g^2*p*q*r^3*x+26832*c^2*g^2*p*q*r^2*x^2+1632*c^2*g*p^3*q*r^2*x+8400*c^ 2*g*p^3*q*r*x^2+1800*c^2*g*p^2*q^2*r^2*x+12600*c^2*g*p^2*q^2*r*x^2+5040*c^2*g*p ^2*q*r^3*x+16272*c^2*g*p^2*q*r^2*x^2+2004*b*g^2*p*q*r^4*x+4622*b*g^2*p*q*r^3*x^ 2+252*b*g*p^4*q*r^2*x+1190*b*g*p^4*q*r*x^2+388*b*g*p^3*q^2*r^2*x+2380*b*g*p^3*q ^2*r*x^2+1052*b*g*p^3*q*r^3*x+3040*b*g*p^3*q*r^2*x^2+272*b*g*p^2*q^3*r^2*x+2380 *b*g*p^2*q^3*r*x^2+1158*b*g*p^2*q^2*r^3*x+4560*b*g*p^2*q^2*r^2*x^2+1644*b*g*p^2 *q*r^4*x+1284*b*g*p^2*q*r^3*x^2+78*b*g*p*q^4*r^2*x+1190*b*g*p*q^4*r*x^2+492*b*g *p*q^3*r^3*x+3040*b*g*p*q^3*r^2*x^2+1152*b*g*p*q^2*r^4*x+1284*b*g*p*q^2*r^3*x^2 +1140*b*g*p*q*r^5*x-2326*b*g*p*q*r^4*x^2+3360*c^4*g*p*q*r^2*x+23520*c^4*g*p*q*r *x^2+2512*b*c*p*q^3*r^2*x^2+1320*b*c*p*q^2*r^4*x-2268*b*c*p*q^2*r^3*x^2+1312*b* c*p*q*r^5*x-7372*b*c*p*q*r^4*x^2+244*b*g^4*p*q*r^2*x+1736*b*g^4*p*q*r*x^2+620*b *g^3*p^2*q*r^2*x+3822*b*g^3*p^2*q*r*x^2+442*b*g^3*p*q^2*r^2*x+3822*b*g^3*p*q^2* r*x^2+1238*b*g^3*p*q*r^3*x+6352*b*g^3*p*q*r^2*x^2+640*b*g^2*p^3*q*r^2*x+3416*b* g^2*p^3*q*r*x^2+708*b*g^2*p^2*q^2*r^2*x+5124*b*g^2*p^2*q^2*r*x^2+1962*b*g^2*p^2 *q*r^3*x+7692*b*g^2*p^2*q*r^2*x^2+304*b*g^2*p*q^3*r^2*x+3416*b*g^2*p*q^3*r*x^2+ 1356*b*g^2*p*q^2*r^3*x+7692*b*g^2*p*q^2*r^2*x^2+1114*c*g^2*q*r^5*x-766*c*g^2*q* r^4*x^2+90*c*g*p^5*r^2*x+336*c*g*p^5*r*x^2+486*c*g*p^4*r^3*x+1008*c*g*p^4*r^2*x ^2+1044*c*g*p^3*r^4*x+288*c*g*p^3*r^3*x^2+1116*c*g*p^2*r^5*x-2274*c*g*p^2*r^4*x ^2-3060*c*g*p*r^5*x^2+6*c*g*q^5*r^2*x+336*c*g*q^5*r*x^2+1008*c*g*q^4*r^2*x^2+ 324*c*g*q^3*r^4*x+288*c*g*q^3*r^3*x^2+564*c*g*q^2*r^5*x-2274*c*g*q^2*r^4*x^2-\ 3060*c*g*q*r^5*x^2+20*c*p^5*q*r^2*x+84*c*p^5*q*r*x^2+40*c*p^4*q^2*r^2*x+210*c*p ^4*q^2*r*x^2+106*c*p^4*q*r^3*x+1472*c*g^3*p^2*r^3*x+5032*c*g^3*p^2*r^2*x^2+1540 *c*g^3*p*r^4*x+3456*c*g^3*p*r^3*x^2+140*c*g^3*q^3*r^2*x+2128*c*g^3*q^3*r*x^2+ 680*c*g^3*q^2*r^3*x+5032*c*g^3*q^2*r^2*x^2+1076*c*g^3*q*r^4*x+3456*c*g^3*q*r^3* x^2+324*c*g^2*p^4*r^2*x+1316*c*g^2*p^4*r*x^2+1386*c*g^2*p^3*r^3*x+3780*c*g^2*p^ 3*r^2*x^2+2214*c*g^2*p^2*r^4*x+2916*c*g^2*p^2*r^3*x^2+1566*c*g^2*p*r^5*x-766*c* g^2*p*r^4*x^2+52*c*g^2*q^4*r^2*x+1316*c*g^2*q^4*r*x^2+390*c*g^2*q^3*r^3*x+3780* c*g^2*q^3*r^2*x^2+1038*c*g^2*q^2*r^4*x+2916*c*g^2*q^2*r^3*x^2+1680*c^2*p^2*q^2* r^2*x^2+1176*c^2*p^2*q*r^4*x-2736*c^2*p^2*q*r^3*x^2+60*c^2*p*q^4*r^2*x+840*c^2* p*q^4*r*x^2+368*c^2*p*q^3*r^3*x+1120*c^2*p*q^3*r^2*x^2+840*c^2*p*q^2*r^4*x-2736 *c^2*p*q^2*r^3*x^2+816*c^2*p*q*r^5*x-6096*c^2*p*q*r^4*x^2+90*c*g^5*p*r^2*x+560* c*g^5*p*r*x^2+70*c*g^5*q*r^2*x+560*c*g^5*q*r*x^2+312*c*g^4*p^2*r^2*x+1638*c*g^4 *p^2*r*x^2+636*c*g^4*p*r^3*x+2796*c*g^4*p*r^2*x^2+156*c*g^4*q^2*r^2*x+1638*c*g^ 4*q^2*r*x^2+456*c*g^4*q*r^3*x+2796*c*g^4*q*r^2*x^2+468*c*g^3*p^3*r^2*x+2128*c*g ^3*p^3*r*x^2+516*c^2*g*p^4*r^2*x+2100*c^2*g*p^4*r*x^2+2208*c^2*g*p^3*r^3*x+5424 *c^2*g*p^3*r^2*x^2+3528*c^2*g*p^2*r^4*x+2448*c^2*g*p^2*r^3*x^2+2496*c^2*g*p*r^5 *x-4056*c^2*g*p*r^4*x^2+84*c^2*g*q^4*r^2*x+2100*c^2*g*q^4*r*x^2+624*c^2*g*q^3*r ^3*x+5424*c^2*g*q^3*r^2*x^2+1656*c^2*g*q^2*r^4*x+2448*c^2*g*q^2*r^3*x^2+1776*c^ 2*g*q*r^5*x-4056*c^2*g*q*r^4*x^2+180*c^2*p^4*q*r^2*x+840*c^2*p^4*q*r*x^2+280*c^ 2*p^3*q^2*r^2*x+1680*c^2*p^3*q^2*r*x^2+752*c^2*p^3*q*r^3*x+1120*c^2*p^3*q*r^2*x ^2+200*c^2*p^2*q^3*r^2*x+1680*c^2*p^2*q^3*r*x^2+840*c^2*p^2*q^2*r^3*x+588*c^2*g ^4*p*r^2*x+3528*c^2*g^4*p*r*x^2+420*c^2*g^4*q*r^2*x+3528*c^2*g^4*q*r*x^2+1376*c ^2*g^3*p^2*r^2*x+7056*c^2*g^3*p^2*r*x^2+2828*c^2*g^3*p*r^3*x+11320*c^2*g^3*p*r^ 2*x^2+640*c^2*g^3*q^2*r^2*x+7056*c^2*g^3*q^2*r*x^2+1940*c^2*g^3*q*r^3*x+11320*c ^2*g^3*q*r^2*x^2+1344*c^2*g^2*p^3*r^2*x+6048*c^2*g^2*p^3*r*x^2+4248*c^2*g^2*p^2 *r^3*x+13416*c^2*g^2*p^2*r^2*x^2+4464*c^2*g^2*p*r^4*x+7632*c^2*g^2*p*r^3*x^2+ 384*c^2*g^2*q^3*r^2*x+6048*c^2*g^2*q^3*r*x^2+1896*c^2*g^2*q^2*r^3*x+13416*c^2*g ^2*q^2*r^2*x^2+3072*c^2*g^2*q*r^4*x+7632*c^2*g^2*q*r^3*x^2+13664*c^3*g^2*q^2*r* x^2+3736*c^3*g^2*q*r^3*x+20656*c^3*g^2*q*r^2*x^2+1488*c^3*g*p^3*r^2*x+6720*c^3* g*p^3*r*x^2+4704*c^3*g*p^2*r^3*x+13632*c^3*g*p^2*r^2*x^2+4944*c^3*g*p*r^4*x+ 5376*c^3*g*p*r^3*x^2+432*c^3*g*q^3*r^2*x+6720*c^3*g*q^3*r*x^2+2112*c^3*g*q^2*r^ 3*x+13632*c^3*g*q^2*r^2*x^2+3408*c^3*g*q*r^4*x+5376*c^3*g*q*r^3*x^2+640*c^3*p^3 *q*r^2*x+3360*c^3*p^3*q*r*x^2+720*c^3*p^2*q^2*r^2*x+5040*c^3*p^2*q^2*r*x^2+1968 *c^3*p^2*q*r^3*x+4800*c^3*p^2*q*r^2*x^2+320*c^3*p*q^3*r^2*x+3360*c^3*p*q^3*r*x^ 2+1392*c^3*p*q^2*r^3*x+4800*c^3*p*q^2*r^2*x^2+2016*c^3*p*q*r^4*x-2112*c^3*p*q*r ^3*x^2+15232*c^4*g^2*q*r*x^2+2304*c^4*g*p^2*r^2*x+11760*c^4*g*p^2*r*x^2+4752*c^ 4*g*p*r^3*x+16416*c^4*g*p*r^2*x^2+1056*c^4*g*q^2*r^2*x+11760*c^4*g*q^2*r*x^2+ 3216*c^4*g*q*r^3*x+16416*c^4*g*q*r^2*x^2+1120*c^4*p^2*q*r^2*x+6720*c^4*p^2*q*r* x^2+800*c^4*p*q^2*r^2*x+6720*c^4*p*q^2*r*x^2+2240*c^4*p*q*r^3*x+7360*c^4*p*q*r^ 2*x^2+1744*c^3*g^3*p*r^2*x+10304*c^3*g^3*p*r*x^2+1200*c^3*g^3*q*r^2*x+10304*c^3 *g^3*q*r*x^2+2688*c^3*g^2*p^2*r^2*x+13664*c^3*g^2*p^2*r*x^2+5544*c^3*g^2*p*r^3* x+20656*c^3*g^2*p*r^2*x^2+1216*c^3*g^2*q^2*r^2*x+20*b*p^2*q^4*r^2*x+210*b*p^2*q ^4*r*x^2+180*b*p^2*q^3*r^2*x^2+252*b*p^2*q^2*r^4*x-1032*b*p^2*q^2*r^3*x^2-1938* b*p^2*q*r^4*x^2+84*b*p*q^5*r*x^2+34*b*p*q^4*r^3*x+90*b*p*q^4*r^2*x^2+112*b*p*q^ 3*r^4*x-688*b*p*q^3*r^3*x^2+172*b*p*q^2*r^5*x-1938*b*p*q^2*r^4*x^2-1872*b*p*q*r ^5*x^2+1824*c^5*g*p*r^2*x+10752*c^5*g*p*r*x^2+1248*c^5*g*q*r^2*x+10752*c^5*g*q* r*x^2+960*c^5*p*q*r^2*x+6720*c^5*p*q*r*x^2+2592*c^4*g^2*p*r^2*x+15232*c^4*g^2*p *r*x^2+1760*c^4*g^2*q*r^2*x+238*b*g*p^5*r*x^2+333*b*g*p^4*r^3*x+760*b*g*p^4*r^2 *x^2+712*b*g*p^3*r^4*x+428*b*g*p^3*r^3*x^2+758*b*g*p^2*r^5*x-1163*b*g*p^2*r^4*x ^2-1760*b*g*p*r^5*x^2+760*b*g*q^4*r^2*x^2+428*b*g*q^3*r^3*x^2-1163*b*g*q^2*r^4* x^2-1760*b*g*q*r^5*x^2+20*b*p^5*q*r^2*x+84*b*p^5*q*r*x^2+40*b*p^4*q^2*r^2*x+210 *b*p^4*q^2*r*x^2+106*b*p^4*q*r^3*x+90*b*p^4*q*r^2*x^2+40*b*p^3*q^3*r^2*x+280*b* p^3*q^3*r*x^2+164*b*p^3*q^2*r^3*x+180*b*p^3*q^2*r^2*x^2+224*b*p^3*q*r^4*x-688*b *p^3*q*r^3*x^2+266*b*g^3*p^3*r^2*x+1274*b*g^3*p^3*r*x^2+826*b*g^3*p^2*r^3*x+ 3176*b*g^3*p^2*r^2*x^2+854*b*g^3*p*r^4*x+2485*b*g^3*p*r^3*x^2+1274*b*g^3*q^3*r* x^2+3176*b*g^3*q^2*r^2*x^2+2485*b*g^3*q*r^3*x^2+202*b*g^2*p^4*r^2*x+854*b*g^2*p ^4*r*x^2+856*b*g^2*p^3*r^3*x+2564*b*g^2*p^3*r^2*x^2+1356*b*g^2*p^2*r^4*x+2311*b *g^2*p^2*r^3*x^2+952*b*g^2*p*r^5*x+134*b*g^2*p*r^4*x^2+854*b*g^2*q^4*r*x^2+2564 *b*g^2*q^3*r^2*x^2+2311*b*g^2*q^2*r^3*x^2+134*b*g^2*q*r^4*x^2+62*b*g*p^5*r^2*x+ 824*b*c*p^3*r^4*x-756*b*c*p^3*r^3*x^2+876*b*c*p^2*r^5*x-3686*b*c*p^2*r^4*x^2-\ 3992*b*c*p*r^5*x^2+280*b*c*q^5*r*x^2+58*b*c*q^4*r^3*x+628*b*c*q^4*r^2*x^2+248*b *c*q^3*r^4*x-756*b*c*q^3*r^3*x^2+436*b*c*q^2*r^5*x-3686*b*c*q^2*r^4*x^2-3992*b* c*q*r^5*x^2+32*b*g^5*p*r^2*x+224*b*g^5*p*r*x^2+224*b*g^5*q*r*x^2+154*b*g^4*p^2* r^2*x+868*b*g^4*p^2*r*x^2+309*b*g^4*p*r^3*x+1610*b*g^4*p*r^2*x^2+868*b*g^4*q^2* r*x^2+1610*b*g^4*q*r^2*x^2+1392*b*c^2*q^2*r^4*x-408*b*c^2*q^2*r^3*x^2+1496*b*c^ 2*q*r^5*x-6992*b*c^2*q*r^4*x^2+64*b*c*g^5*r^2*x+448*b*c*g^5*r*x^2+584*b*c*g^4*r ^3*x+3444*b*c*g^4*r^2*x^2+1610*b*c*g^3*r^4*x+5694*b*c*g^3*r^3*x^2+1868*b*c*g^2* r^5*x+1060*b*c*g^2*r^4*x^2-3446*b*c*g*r^5*x^2+72*b*c*p^5*r^2*x+280*b*c*p^5*r*x^ 2+386*b*c*p^4*r^3*x+628*b*c*p^4*r^2*x^2+548*b*c^2*g^4*r^2*x+3864*b*c^2*g^4*r*x^ 2+2956*b*c^2*g^3*r^3*x+15488*b*c^2*g^3*r^2*x^2+5148*b*c^2*g^2*r^4*x+14040*b*c^2 *g^2*r^3*x^2+3328*b*c^2*g*r^5*x-2532*b*c^2*g*r^4*x^2+452*b*c^2*p^4*r^2*x+1960*b *c^2*p^4*r*x^2+1912*b*c^2*p^3*r^3*x+4304*b*c^2*p^3*r^2*x^2+3024*b*c^2*p^2*r^4*x -408*b*c^2*p^2*r^3*x^2+2120*b*c^2*p*r^5*x-6992*b*c^2*p*r^4*x^2+68*b*c^2*q^4*r^2 *x+1960*b*c^2*q^4*r*x^2+520*b*c^2*q^3*r^3*x+4304*b*c^2*q^3*r^2*x^2+1824*b*c^3*g ^3*r^2*x+12992*b*c^3*g^3*r*x^2+6280*b*c^3*g^2*r^3*x+30752*b*c^3*g^2*r^2*x^2+ 6232*b*c^3*g*r^4*x+12600*b*c^3*g*r^3*x^2+1376*b*c^3*p^3*r^2*x+6720*b*c^3*p^3*r* x^2+4288*b*c^3*p^2*r^3*x+12192*b*c^3*p^2*r^2*x^2+4448*b*c^3*p*r^4*x+1936*b*c^3* p*r^3*x^2+384*b*c^3*q^3*r^2*x+6720*b*c^3*q^3*r*x^2+1888*b*c^3*q^2*r^3*x+12192*b *c^3*q^2*r^2*x^2+3040*b*c^3*q*r^4*x+1936*b*c^3*q*r^3*x^2-66*b^2*p*q^2*r^3*x^2+ 496*b^2*p*q*r^5*x-1924*b^2*p*q*r^4*x^2+2176*b*c^5*g*r^2*x+16128*b*c^5*g*r*x^2+ 1792*b*c^5*p*r^2*x+11648*b*c^5*p*r*x^2+1216*b*c^5*q*r^2*x+11648*b*c^5*q*r*x^2+ 2912*b*c^4*g^2*r^2*x+21056*b*c^4*g^2*r*x^2+5776*b*c^4*g*r^3*x+26880*b*c^4*g*r^2 *x^2+2208*b*c^4*p^2*r^2*x+12320*b*c^4*p^2*r*x^2+4480*b*c^4*p*r^3*x+15776*b*c^4* p*r^2*x^2+992*b*c^4*q^2*r^2*x+12320*b*c^4*q^2*r*x^2+3008*b*c^4*q*r^3*x+15776*b* c^4*q*r^2*x^2+220*b^2*g*p^4*r^2*x+973*b^2*g*p^4*r*x^2+928*b^2*g*p^3*r^3*x+2834* b^2*g*p^3*r^2*x^2+1464*b^2*g*p^2*r^4*x+2337*b^2*g*p^2*r^3*x^2+1024*b^2*g*p*r^5* x-209*b^2*g*p*r^4*x^2+973*b^2*g*q^4*r*x^2+2834*b^2*g*q^3*r^2*x^2+2337*b^2*g*q^2 *r^3*x^2-209*b^2*g*q*r^4*x^2+112*b^2*p^4*q*r^2*x+560*b^2*p^4*q*r*x^2+168*b^2*p^ 3*q^2*r^2*x+1120*b^2*p^3*q^2*r*x^2+464*b^2*p^3*q*r^3*x+1240*b^2*p^3*q*r^2*x^2+ 112*b^2*p^2*q^3*r^2*x+1120*b^2*p^2*q^3*r*x^2+1860*b^2*p^2*q^2*r^2*x^2+720*b^2*p ^2*q*r^4*x-66*b^2*p^2*q*r^3*x^2+560*b^2*p*q^4*r*x^2+192*b^2*p*q^3*r^3*x+1240*b^ 2*p*q^3*r^2*x^2+480*b^2*p*q^2*r^4*x-208*a^5*c*p*r^2-2880*a^5*c*p*x^2-144*a^5*c* q*r^2-2880*a^5*c*q*x^2-2368*a^5*c*r^2*x-1024*a^5*c*r*x^2-48*a^5*g*p*r^2-960*a^5 *g*p*x^2-48*a^5*g*q*r^2-960*a^5*g*q*x^2-960*a^5*g*r^2*x-1520*a^5*g*r*x^2-784*a^ 5*p^2*r*x-80*a^5*p*q*r^2-1344*a^5*p*q*x^2-1296*a^5*p*r^2*x-360*a^5*p*r*x^2-496* a^5*q^2*r*x-976*a^5*q*r^2*x-360*a^5*q*r*x^2-192*a^4*b^2*c*r^2-5760*a^4*b^2*c*x^ 2+64*a^4*b^2*g*r^2-96*a^4*b^2*p*r^2-2880*a^4*b^2*p*x^2-96*a^4*b^2*q*r^2-384*a^6 *c*r*x-224*a^6*p*r*x-192*a^6*q*r*x-128*a^5*b*c*r^2-2304*a^5*b*c*x^2+16*a^5*b*g* r^2-64*a^5*b*p*r^2-1152*a^5*b*p*x^2-64*a^5*b*q*r^2-1152*a^5*b*q*x^2-1152*a^5*b* r^2*x-1824*a^5*b*r*x^2-2752*a^5*c^2*r*x-96*a^5*c*g*r^2-1920*a^5*c*g*x^2-36*p^5* q*r^2*x^2-90*p^4*q^2*r^2*x^2-210*p^4*q*r^3*x^2-120*p^3*q^3*r^2*x^2-420*p^3*q^2* r^3*x^2-504*p^3*q*r^4*x^2-90*p^2*q^4*r^2*x^2-420*p^2*q^3*r^3*x^2-756*p^2*q^2*r^ 4*x^2-612*p^2*q*r^5*x^2-36*p*q^5*r^2*x^2-210*p*q^4*r^3*x^2-504*p*q^3*r^4*x^2-\ 612*p*q^2*r^5*x^2+30*g^2*p^5*r^2*x+112*g^2*p^5*r*x^2+162*g^2*p^4*r^3*x+386*g^2* p^4*r^2*x^2+348*g^2*p^3*r^4*x+336*g^2*p^3*r^3*x^2-305*g^2*p^2*r^4*x^2+112*g^2*q ^5*r*x^2+386*g^2*q^4*r^2*x^2+336*g^2*q^3*r^3*x^2-305*g^2*q^2*r^4*x^2+21*g*p^6*r *x^2+66*g*p^5*r^2*x^2-30*g*p^4*r^3*x^2-420*g*p^3*r^4*x^2-735*g*p^2*r^5*x^2+21*g *q^6*r*x^2+66*g*q^5*r^2*x^2-30*g*q^4*r^3*x^2-420*g*q^3*r^4*x^2-735*g*q^2*r^5*x^ 2+24*g^5*p^2*r^2*x+133*g^5*p^2*r*x^2+48*g^5*p*r^3*x+248*g^5*p*r^2*x^2+133*g^5*q ^2*r*x^2+54*g^4*p^3*r^2*x+252*g^4*p^3*r*x^2+168*g^4*p^2*r^3*x+636*g^4*p^2*r^2*x ^2+174*g^4*p*r^4*x+510*g^4*p*r^3*x^2+252*g^4*q^3*r*x^2+636*g^4*q^2*r^2*x^2+510* g^4*q*r^3*x^2+58*g^3*p^4*r^2*x+238*g^3*p^4*r*x^2+247*g^3*p^3*r^3*x+734*g^3*p^3* r^2*x^2+393*g^3*p^2*r^4*x+714*g^3*p^2*r^3*x^2+121*g^3*p*r^4*x^2+238*g^3*q^4*r*x ^2+734*g^3*q^3*r^2*x^2+714*g^3*q^2*r^3*x^2+121*g^3*q*r^4*x^2+446*c*g^3*r^4*x^2+ 4*c*p^6*r^2*x+14*c*p^6*r*x^2+26*c*p^5*r^3*x-8*c*p^5*r^2*x^2+70*c*p^4*r^4*x-324* c*p^4*r^3*x^2+100*c*p^3*r^5*x-1012*c*p^3*r^4*x^2-1382*c*p^2*r^5*x^2+14*c*q^6*r* x^2+2*c*q^5*r^3*x-8*c*q^5*r^2*x^2+14*c*q^4*r^4*x-324*c*q^4*r^3*x^2+36*c*q^3*r^5 *x-1012*c*q^3*r^4*x^2-1382*c*q^2*r^5*x^2+4*g^6*p*r^2*x+28*g^6*p*r*x^2+28*g^6*q* r*x^2+44*c^2*p^5*r^2*x+168*c^2*p^5*r*x^2+236*c^2*p^4*r^3*x+280*c^2*p^4*r^2*x^2+ 504*c^2*p^3*r^4*x-912*c^2*p^3*r^3*x^2+536*c^2*p^2*r^5*x-3048*c^2*p^2*r^4*x^2-\ 3080*c^2*p*r^5*x^2+4*c^2*q^5*r^2*x+168*c^2*q^5*r*x^2+44*c^2*q^4*r^3*x+280*c^2*q ^4*r^2*x^2+168*c^2*q^3*r^4*x-912*c^2*q^3*r^3*x^2+280*c^2*q^2*r^5*x-3048*c^2*q^2 *r^4*x^2-3080*c^2*q*r^5*x^2+8*c*g^6*r^2*x+56*c*g^6*r*x^2+90*c*g^5*r^3*x+324*c*g ^4*r^4*x+1152*c*g^4*r^3*x^2+848*c^3*p^3*r^3*x+1600*c^3*p^3*r^2*x^2+1344*c^3*p^2 *r^4*x-1056*c^3*p^2*r^3*x^2+944*c^3*p*r^5*x-4080*c^3*p*r^4*x^2+40*c^3*q^4*r^2*x +840*c^3*q^4*r*x^2+272*c^3*q^3*r^3*x+1600*c^3*q^3*r^2*x^2+672*c^3*q^2*r^4*x-\ 1056*c^3*q^2*r^3*x^2+688*c^3*q*r^5*x-4080*c^3*q*r^4*x^2+84*c^2*g^5*r^2*x+588*c^ 2*g^5*r*x^2+588*c^2*g^4*r^3*x+3048*c^2*g^4*r^2*x^2+1452*c^2*g^3*r^4*x+4056*c^2* g^3*r^3*x^2+1560*c^2*g^2*r^5*x-312*c^2*g^2*r^4*x^2+3744*c^4*g*r^3*x^2+480*c^4*p ^3*r^2*x+2240*c^4*p^3*r*x^2+1504*c^4*p^2*r^3*x+3680*c^4*p^2*r^2*x^2+1568*c^4*p* r^4*x-288*c^4*p*r^3*x^2+160*c^4*q^3*r^2*x+2240*c^4*q^3*r*x^2+736*c^4*q^2*r^3*x+ 3680*c^4*q^2*r^2*x^2+1120*c^4*q*r^4*x-288*c^4*q*r^3*x^2+360*c^3*g^4*r^2*x+2520* c^3*g^4*r*x^2+1744*c^3*g^3*r^3*x+8384*c^3*g^3*r^2*x^2+2856*c^3*g^2*r^4*x+6288*c ^3*g^2*r^3*x^2+1728*c^3*g*r^5*x-2376*c^3*g*r^4*x^2+200*c^3*p^4*r^2*x+840*c^3*p^ 4*r*x^2+576*c^6*g*r^2*x+4032*c^6*g*r*x^2+448*c^6*p*r^2*x+2688*c^6*p*r*x^2+320*c ^6*q*r^2*x+2688*c^6*q*r*x^2+960*c^5*g^2*r^2*x+6720*c^5*g^2*r*x^2+1824*c^5*g*r^3 *x+7680*c^5*g*r^2*x^2+640*c^5*p^2*r^2*x+3360*c^5*p^2*r*x^2+1312*c^5*p*r^3*x+ 3968*c^5*p*r^2*x^2+320*c^5*q^2*r^2*x+3360*c^5*q^2*r*x^2+928*c^5*q*r^3*x+3968*c^ 5*q*r^2*x^2+800*c^4*g^3*r^2*x+5600*c^4*g^3*r*x^2+2592*c^4*g^2*r^3*x+11712*c^4*g ^2*r^2*x^2+2448*c^4*g*r^4*x+774*b*g^4*r^3*x^2+612*b*g^3*r^4*x^2+4*b*p^6*r^2*x+ 14*b*p^6*r*x^2+26*b*p^5*r^3*x+18*b*p^5*r^2*x^2+70*b*p^4*r^4*x-172*b*p^4*r^3*x^2 +100*b*p^3*r^5*x-646*b*p^3*r^4*x^2-936*b*p^2*r^5*x^2+18*b*q^5*r^2*x^2-172*b*q^4 *r^3*x^2-646*b*q^3*r^4*x^2-936*b*q^2*r^5*x^2-1178*b^2*q*r^5*x^2+576*b*c^6*r^2*x +4480*b*c^6*r*x^2+1760*b*c^5*r^3*x+7744*b*c^5*r^2*x^2+2272*b*c^4*r^4*x+2208*b*c ^4*r^3*x^2+1536*b*c^3*r^5*x-4408*b*c^3*r^4*x^2-4240*b*c^2*r^5*x^2+256*b*g^5*r^2 *x^2-2346*b^2*c*r^5*x^2+832*b^2*g^4*r^2*x^2+1952*b^2*g^3*r^3*x^2+1062*b^2*g^2*r ^4*x^2-685*b^2*g*r^5*x^2+28*b^2*p^5*r^2*x+112*b^2*p^5*r*x^2+150*b^2*p^4*r^3*x+ 310*b^2*p^4*r^2*x^2+320*b^2*p^3*r^4*x-22*b^2*p^3*r^3*x^2-962*b^2*p^2*r^4*x^2-\ 1178*b^2*p*r^5*x^2+310*b^2*q^4*r^2*x^2-22*b^2*q^3*r^3*x^2-962*b^2*q^2*r^4*x^2+ 300*b^3*p^3*r^3*x+982*b^3*p^3*r^2*x^2+468*b^3*p^2*r^4*x+714*b^3*p^2*r^3*x^2+324 *b^3*p*r^5*x-238*b^3*p*r^4*x^2+982*b^3*q^3*r^2*x^2+714*b^3*q^2*r^3*x^2-238*b^3* q*r^4*x^2+1024*b^2*c^5*r^2*x+9184*b^2*c^5*r*x^2+2656*b^2*c^4*r^3*x+14432*b^2*c^ 4*r^2*x^2+2848*b^2*c^3*r^4*x+5480*b^2*c^3*r^3*x^2+1520*b^2*c^2*r^5*x-2668*b^2*c ^2*r^4*x^2+896*b^3*c^4*r^2*x+9856*b^3*c^4*r*x^2+1888*b^3*c^3*r^3*x+13616*b^3*c^ 3*r^2*x^2+1584*b^3*c^2*r^4*x+5480*b^3*c^2*r^3*x^2+600*b^3*c*r^5*x-56*b^3*c*r^4* x^2+1408*b^3*g^3*r^2*x^2+2414*b^3*g^2*r^3*x^2+822*b^3*g*r^4*x^2+72*b^3*p^4*r^2* x+350*b^3*p^4*r*x^2+728*b^5*q*r^2*x^2+384*b^4*c^3*r^2*x+5824*b^4*c^3*r*x^2+608* b^4*c^2*r^3*x+6720*b^4*c^2*r^2*x^2+352*b^4*c*r^4*x+2368*b^4*c*r^3*x^2+1312*b^4* g^2*r^2*x^2+1468*b^4*g*r^3*x^2+80*b^4*p^3*r^2*x+532*b^4*p^3*r*x^2+1296*b^4*p^2* r^2*x^2+224*b^4*p*r^4*x+988*b^4*p*r^3*x^2+1296*b^4*q^2*r^2*x^2+988*b^4*q*r^3*x^ 2+3276*b*c*g*p*r^5*x-3592*b*c*g*p*r^4*x^2+106*b*c*g*q^4*r^2*x+2912*b*c*g*q^4*r* x^2+808*b*c*g*q^3*r^3*x+7920*b*c*g*q^3*r^2*x^2+2160*b*c*g*q^2*r^4*x+4862*b*c*g* q^2*r^3*x^2+2320*b*c*g*q*r^5*x-3592*b*c*g*q*r^4*x^2+292*b*c*p^4*q*r^2*x+1400*b* c*p^4*q*r*x^2+448*b*c*p^3*q^2*r^2*x+2800*b*c*p^3*q^2*r*x^2+1216*b*c*p^3*q*r^3*x +2512*b*c*p^3*q*r^2*x^2+312*b*c*p^2*q^3*r^2*x+2800*b*c*p^2*q^3*r*x^2+1332*b*c*p ^2*q^2*r^3*x+3768*b*c*p^2*q^2*r^2*x^2+1896*b*c*p^2*q*r^4*x-2268*b*c*p^2*q*r^3*x ^2+88*b*c*p*q^4*r^2*x+1400*b*c*p*q^4*r*x^2+560*b*c*p*q^3*r^3*x+2268*b*c*g^3*q*r ^3*x+14096*b*c*g^3*q*r^2*x^2+1650*b*c*g^2*p^3*r^2*x+7756*b*c*g^2*p^3*r*x^2+5168 *b*c*g^2*p^2*r^3*x+17944*b*c*g^2*p^2*r^2*x^2+5386*b*c*g^2*p*r^4*x+11642*b*c*g^2 *p*r^3*x^2+486*b*c*g^2*q^3*r^2*x+7756*b*c*g^2*q^3*r*x^2+2372*b*c*g^2*q^2*r^3*x+ 17944*b*c*g^2*q^2*r^2*x^2+3754*b*c*g^2*q*r^4*x+11642*b*c*g^2*q*r^3*x^2+690*b*c* g*p^4*r^2*x+2912*b*c*g*p^4*r*x^2+2932*b*c*g*p^3*r^3*x+7920*b*c*g*p^3*r^2*x^2+ 4656*b*c*g*p^2*r^4*x+4862*b*c*g*p^2*r^3*x^2+1424*b*c^2*p^3*q*r^2*x+7840*b*c^2*p ^3*q*r*x^2+1560*b*c^2*p^2*q^2*r^2*x+11760*b*c^2*p^2*q^2*r*x^2+4344*b*c^2*p^2*q* r^3*x+12912*b*c^2*p^2*q*r^2*x^2+656*b*c^2*p*q^3*r^2*x+7840*b*c^2*p*q^3*r*x^2+ 2952*b*c^2*p*q^2*r^3*x+12912*b*c^2*p*q^2*r^2*x^2+4416*b*c^2*p*q*r^4*x-816*b*c^2 *p*q*r^3*x^2+582*b*c*g^4*p*r^2*x+3668*b*c*g^4*p*r*x^2+454*b*c*g^4*q*r^2*x+3668* b*c*g^4*q*r*x^2+1550*b*c*g^3*p^2*r^2*x+8344*b*c*g^3*p^2*r*x^2+3160*b*c*g^3*p*r^ 3*x+14096*b*c*g^3*p*r^2*x^2+774*b*c*g^3*q^2*r^2*x+8344*b*c*g^3*q^2*r*x^2+4904*b *c^2*g^2*p^2*r^2*x+26040*b*c^2*g^2*p^2*r*x^2+10052*b*c^2*g^2*p*r^3*x+41008*b*c^ 2*g^2*p*r^2*x^2+2264*b*c^2*g^2*q^2*r^2*x+26040*b*c^2*g^2*q^2*r*x^2+6884*b*c^2*g ^2*q*r^3*x+41008*b*c^2*g^2*q*r^2*x^2+2924*b*c^2*g*p^3*r^2*x+13776*b*c^2*g*p^3*r *x^2+9176*b*c^2*g*p^2*r^3*x+29280*b*c^2*g*p^2*r^2*x^2+9580*b*c^2*g*p*r^4*x+ 14312*b*c^2*g*p*r^3*x^2+812*b*c^2*g*q^3*r^2*x+13776*b*c^2*g*q^3*r*x^2+4040*b*c^ 2*g*q^2*r^3*x+29280*b*c^2*g*q^2*r^2*x^2+6556*b*c^2*g*q*r^4*x+14312*b*c^2*g*q*r^ 3*x^2+6280*b*c^3*g^2*p*r^2*x+38416*b*c^3*g^2*p*r*x^2+4312*b*c^3*g^2*q*r^2*x+ 38416*b*c^3*g^2*q*r*x^2+5944*b*c^3*g*p^2*r^2*x+31808*b*c^3*g*p^2*r*x^2+12176*b* c^3*g*p*r^3*x+46400*b*c^3*g*p*r^2*x^2+2648*b*c^3*g*q^2*r^2*x+31808*b*c^3*g*q^2* r*x^2+8160*b*c^3*g*q*r^3*x+46400*b*c^3*g*q*r^2*x^2+3136*b*c^3*p^2*q*r^2*x+20160 *b*c^3*p^2*q*r*x^2+2144*b*c^3*p*q^2*r^2*x+20160*b*c^3*p*q^2*r*x^2+6176*b*c^3*p* q*r^3*x+24384*b*c^3*p*q*r^2*x^2+2948*b*c^2*g^3*p*r^2*x+18088*b*c^2*g^3*p*r*x^2+ 2108*b*c^2*g^3*q*r^2*x+18088*b*c^2*g^3*q*r*x^2+688*b^2*g*p^3*q*r^2*x+3892*b^2*g *p^3*q*r*x^2+744*b^2*g*p^2*q^2*r^2*x+5838*b^2*g*p^2*q^2*r*x^2+2088*b^2*g*p^2*q* r^3*x+8502*b^2*g*p^2*q*r^2*x^2+304*b^2*g*p*q^3*r^2*x+3892*b^2*g*p*q^3*r*x^2+ 1392*b^2*g*p*q^2*r^3*x+8502*b^2*g*p*q^2*r^2*x^2+2112*b^2*g*p*q*r^4*x+4674*b^2*g *p*q*r^3*x^2+5808*b*c^4*g*p*r^2*x+36064*b*c^4*g*p*r*x^2+3920*b*c^4*g*q*r^2*x+ 36064*b*c^4*g*q*r*x^2+3200*b*c^4*p*q*r^2*x+24640*b*c^4*p*q*r*x^2+9016*b^2*c*g*q ^3*r*x^2+2350*b^2*c*g*q^2*r^3*x+20376*b^2*c*g*q^2*r^2*x^2+3888*b^2*c*g*q*r^4*x+ 12458*b^2*c*g*q*r^3*x^2+1000*b^2*c*p^3*q*r^2*x+5880*b^2*c*p^3*q*r*x^2+1056*b^2* c*p^2*q^2*r^2*x+8820*b^2*c*p^2*q^2*r*x^2+3012*b^2*c*p^2*q*r^3*x+10992*b^2*c*p^2 *q*r^2*x^2+408*b^2*c*p*q^3*r^2*x+5880*b^2*c*p*q^3*r*x^2+1932*b^2*c*p*q^2*r^3*x+ 10992*b^2*c*p*q^2*r^2*x^2+3024*b^2*c*p*q*r^4*x+2564*b^2*c*p*q*r^3*x^2+586*b^2*g ^3*p*q*r^2*x+4410*b^2*g^3*p*q*r*x^2+1072*b^2*g^2*p^2*q*r^2*x+7014*b^2*g^2*p^2*q *r*x^2+746*b^2*g^2*p*q^2*r^2*x+7014*b^2*g^2*p*q^2*r*x^2+2116*b^2*g^2*p*q*r^3*x+ 11536*b^2*g^2*p*q*r^2*x^2+1412*b^2*c*g^3*p*r^2*x+9352*b^2*c*g^3*p*r*x^2+1088*b^ 2*c*g^3*q*r^2*x+9352*b^2*c*g^3*q*r*x^2+2712*b^2*c*g^2*p^2*r^2*x+15442*b^2*c*g^2 *p^2*r*x^2+5486*b^2*c*g^2*p*r^3*x+25868*b^2*c*g^2*p*r^2*x^2+1284*b^2*c*g^2*q^2* r^2*x+15442*b^2*c*g^2*q^2*r*x^2+3838*b^2*c*g^2*q*r^3*x+25868*b^2*c*g^2*q*r^2*x^ 2+1804*b^2*c*g*p^3*r^2*x+9016*b^2*c*g*p^3*r*x^2+5602*b^2*c*g*p^2*r^3*x+20376*b^ 2*c*g*p^2*r^2*x^2+5792*b^2*c*g*p*r^4*x+12458*b^2*c*g*p*r^3*x^2+456*b^2*c*g*q^3* r^2*x+45920*b^2*c^3*g*q*r*x^2+3968*b^2*c^3*p*q*r^2*x+34720*b^2*c^3*p*q*r*x^2+ 5144*b^2*c^2*g^2*p*r^2*x+33712*b^2*c^2*g^2*p*r*x^2+3592*b^2*c^2*g^2*q*r^2*x+ 33712*b^2*c^2*g^2*q*r*x^2+5360*b^2*c^2*g*p^2*r^2*x+30744*b^2*c^2*g*p^2*r*x^2+ 10840*b^2*c^2*g*p*r^3*x+47496*b^2*c^2*g*p*r^2*x^2+2272*b^2*c^2*g*q^2*r^2*x+ 30744*b^2*c^2*g*q^2*r*x^2+7120*b^2*c^2*g*q*r^3*x+47496*b^2*c^2*g*q*r^2*x^2+3096 *b^2*c^2*p^2*q*r^2*x+21840*b^2*c^2*p^2*q*r*x^2+1992*b^2*c^2*p*q^2*r^2*x+21840*b ^2*c^2*p*q^2*r*x^2+5952*b^2*c^2*p*q*r^3*x+29088*b^2*c^2*p*q*r^2*x^2+760*b^3*c*g *q^2*r^2*x+12320*b^3*c*g*q^2*r*x^2+2428*b^3*c*g*q*r^3*x+20520*b^3*c*g*q*r^2*x^2 +1240*b^3*c*p^2*q*r^2*x+9996*b^3*c*p^2*q*r*x^2+728*b^3*c*p*q^2*r^2*x+9996*b^3*c *p*q^2*r*x^2+2288*b^3*c*p*q*r^3*x+14664*b^3*c*p*q*r^2*x^2+636*b^3*g^2*p*q*r^2*x +5460*b^3*g^2*p*q*r*x^2+744*b^3*g*p^2*q*r^2*x+5544*b^3*g*p^2*q*r*x^2+480*b^3*g* p*q^2*r^2*x+5544*b^3*g*p*q^2*r*x^2+1416*b^3*g*p*q*r^3*x+9048*b^3*g*p*q*r^2*x^2+ 6832*b^2*c^3*g*p*r^2*x+45920*b^2*c^3*g*p*r*x^2+4512*b^2*c^3*g*q*r^2*x+7168*b^4* c*p*q*r*x^2+288*b^4*g*p*q*r^2*x+3304*b^4*g*p*q*r*x^2+3552*b^3*c^2*g*p*r^2*x+ 27104*b^3*c^2*g*p*r*x^2+2288*b^3*c^2*g*q*r^2*x+27104*b^3*c^2*g*q*r*x^2+2208*b^3 *c^2*p*q*r^2*x+23184*b^3*c^2*p*q*r*x^2+1560*b^3*c*g^2*p*r^2*x+11620*b^3*c*g^2*p *r*x^2+1152*b^3*c*g^2*q*r^2*x+11620*b^3*c*g^2*q*r*x^2+1920*b^3*c*g*p^2*r^2*x+ 12320*b^3*c*g*p^2*r*x^2+3780*b^3*c*g*p*r^3*x+20520*b^3*c*g*p*r^2*x^2+2380*a*g*p ^3*q^2*r*x^2+1100*a*g*p^3*q*r^3*x+3040*a*g*p^3*q*r^2*x^2+292*a*g*p^2*q^3*r^2*x+ 2380*a*g*p^2*q^3*r*x^2+1230*a*g*p^2*q^2*r^3*x+4560*a*g*p^2*q^2*r^2*x^2+1728*a*g *p^2*q*r^4*x+1284*a*g*p^2*q*r^3*x^2+88*a*g*p*q^4*r^2*x+1190*a*g*p*q^4*r*x^2+540 *a*g*p*q^3*r^3*x+3040*a*g*p*q^3*r^2*x^2+1236*a*g*p*q^2*r^4*x+1284*a*g*p*q^2*r^3 *x^2+1204*a*g*p*q*r^5*x-2326*a*g*p*q*r^4*x^2+736*b^4*c*g*p*r^2*x+7056*b^4*c*g*p *r*x^2+480*b^4*c*g*q*r^2*x+7056*b^4*c*g*q*r*x^2+512*b^4*c*p*q*r^2*x+252*a*g^4*p *q*r^2*x+1736*a*g^4*p*q*r*x^2+650*a*g^3*p^2*q*r^2*x+3822*a*g^3*p^2*q*r*x^2+472* a*g^3*p*q^2*r^2*x+3822*a*g^3*p*q^2*r*x^2+1302*a*g^3*p*q*r^3*x+6352*a*g^3*p*q*r^ 2*x^2+672*a*g^2*p^3*q*r^2*x+3416*a*g^2*p^3*q*r*x^2+756*a*g^2*p^2*q^2*r^2*x+5124 *a*g^2*p^2*q^2*r*x^2+2076*a*g^2*p^2*q*r^3*x+7692*a*g^2*p^2*q*r^2*x^2+336*a*g^2* p*q^3*r^2*x+3416*a*g^2*p*q^3*r*x^2+1470*a*g^2*p*q^2*r^3*x+7692*a*g^2*p*q^2*r^2* x^2+2136*a*g^2*p*q*r^4*x+4622*a*g^2*p*q*r^3*x^2+262*a*g*p^4*q*r^2*x+1190*a*g*p^ 4*q*r*x^2+408*a*g*p^3*q^2*r^2*x+2460*a*c*g*q^2*r^4*x+4862*a*c*g*q^2*r^3*x^2+ 2548*a*c*g*q*r^5*x-3592*a*c*g*q*r^4*x^2+312*a*c*p^4*q*r^2*x+1400*a*c*p^4*q*r*x^ 2+488*a*c*p^3*q^2*r^2*x+2800*a*c*p^3*q^2*r*x^2+1312*a*c*p^3*q*r^3*x+2512*a*c*p^ 3*q*r^2*x^2+352*a*c*p^2*q^3*r^2*x+2800*a*c*p^2*q^3*r*x^2+1476*a*c*p^2*q^2*r^3*x +3768*a*c*p^2*q^2*r^2*x^2+2064*a*c*p^2*q*r^4*x-2268*a*c*p^2*q*r^3*x^2+108*a*c*p *q^4*r^2*x+1400*a*c*p*q^4*r*x^2+656*a*c*p*q^3*r^3*x+2512*a*c*p*q^3*r^2*x^2+1488 *a*c*p*q^2*r^4*x-2268*a*c*p*q^2*r^3*x^2+1440*a*c*p*q*r^5*x-7372*a*c*p*q*r^4*x^2 +5690*a*c*g^2*p*r^4*x+11642*a*c*g^2*p*r^3*x^2+566*a*c*g^2*q^3*r^2*x+7756*a*c*g^ 2*q^3*r*x^2+2644*a*c*g^2*q^2*r^3*x+17944*a*c*g^2*q^2*r^2*x^2+4058*a*c*g^2*q*r^4 *x+11642*a*c*g^2*q*r^3*x^2+726*a*c*g*p^4*r^2*x+2912*a*c*g*p^4*r*x^2+3104*a*c*g* p^3*r^3*x+7920*a*c*g*p^3*r^2*x^2+4956*a*c*g*p^2*r^4*x+4862*a*c*g*p^2*r^3*x^2+ 3504*a*c*g*p*r^5*x-3592*a*c*g*p*r^4*x^2+142*a*c*g*q^4*r^2*x+2912*a*c*g*q^4*r*x^ 2+980*a*c*g*q^3*r^3*x+7920*a*c*g*q^3*r^2*x^2+7840*a*c^2*p*q^3*r*x^2+3528*a*c^2* p*q^2*r^3*x+12912*a*c^2*p*q^2*r^2*x^2+5088*a*c^2*p*q*r^4*x-816*a*c^2*p*q*r^3*x^ 2+594*a*c*g^4*p*r^2*x+3668*a*c*g^4*p*r*x^2+466*a*c*g^4*q*r^2*x+3668*a*c*g^4*q*r *x^2+1610*a*c*g^3*p^2*r^2*x+8344*a*c*g^3*p^2*r*x^2+3276*a*c*g^3*p*r^3*x+14096*a *c*g^3*p*r^2*x^2+834*a*c*g^3*q^2*r^2*x+8344*a*c*g^3*q^2*r*x^2+2384*a*c*g^3*q*r^ 3*x+14096*a*c*g^3*q*r^2*x^2+1730*a*c*g^2*p^3*r^2*x+7756*a*c*g^2*p^3*r*x^2+5440* a*c*g^2*p^2*r^3*x+17944*a*c*g^2*p^2*r^2*x^2-287076*a*b*c*g*p*r*x^2-25124*a*b*c* g*q^2*r*x-140476*a*b*c*g*q*r^2*x-287076*a*b*c*g*q*r*x^2-80036*a*b*c*p^2*q*r*x-\ 50860*a*b*c*p*q^2*r*x-173216*a*b*c*p*q*r^2*x-142248*a*b*c*p*q*r*x^2-10916*a*b*g ^2*p*q*r*x-31966*a*b*g*p^2*q*r*x-19466*a*b*g*p*q^2*r*x-86232*a*b*g*p*q*r^2*x-\ 122100*a*b*g*p*q*r*x^2-111544*a*c^2*g*p*q*r*x-38904*a*c*g^2*p*q*r*x-65930*a*c*g *p^2*q*r*x-42250*a*c*g*p*q^2*r*x-157092*a*c*g*p*q*r^2*x-144300*a*c*g*p*q*r*x^2-\ 42116*b^2*c*g*p*q*r*x-98696*b*c^2*g*p*q*r*x-36752*b*c*g^2*p*q*r*x-59342*b*c*g*p ^2*q*r*x-35662*b*c*g*p*q^2*r*x-137140*b*c*g*p*q*r^2*x-144300*b*c*g*p*q*r*x^2+ 24540*a*b*c*g*p*q*r+546720*a*b*c*g*p*q*x+342508*a*b*c*g*p*r*x+231644*a*b*c*g*q* r*x+142248*a*b*c*p*q*r*x+122100*a*b*g*p*q*r*x+156652*a*c*g*p*q*r*x+131948*b*c*g *p*q*r*x+50796*b*c*g*p*q^2*r*x^2-8960*b*c*g*p*q*r^3*x+147116*b*c*g*p*q*r^2*x^2+ 19448*a^2*b*c*g*p*q*r+137232*a^2*b*c*g*p*q*x-34308*a^2*b*c*g*p*r*x-21276*a^2*b* c*g*q*r*x-75696*a^2*b*c*p*q*r*x-17284*a^2*b*g*p*q*r*x-58980*a^2*c*g*p*q*r*x+ 13424*a*b^2*c*g*p*q*r+116208*a*b^2*c*g*p*q*x-27084*a*b^2*c*g*p*r*x-14052*a*b^2* c*g*q*r*x-56112*a*b^2*c*p*q*r*x-12956*a*b^2*g*p*q*r*x+27680*a*b*c^2*g*p*q*r+ 210816*a*b*c^2*g*p*q*x-125176*a*b*c^2*g*p*r*x-73480*a*b*c^2*g*q*r*x-136224*a*b* c^2*p*q*r*x+13688*a*b*c*g^2*p*q*r+105888*a*b*c*g^2*p*q*x-22008*a*b*c*g^2*p*r*x-\ 12336*a*b*c*g^2*q*r*x+17122*a*b*c*g*p^2*q*r+109896*a*b*c*g*p^2*q*x-75972*a*b*c* g*p^2*r*x+7358*a*b*c*g*p*q^2*r+75576*a*b*c*g*p*q^2*x+21536*a*b*c*g*p*q*r^2-\ 546720*a*b*c*g*p*q*x^2-227148*a*b*c*g*p*r^2*x-16464*a*c*g*p^3*q*r*x-18540*a*c*g *p^2*q^2*r*x-29306*a*c*g*p^2*q*r^2*x+50796*a*c*g*p^2*q*r*x^2-8256*a*c*g*p*q^3*r *x-21334*a*c*g*p*q^2*r^2*x+50796*a*c*g*p*q^2*r*x^2-10488*a*c*g*p*q*r^3*x+147116 *a*c*g*p*q*r^2*x^2-18616*b^3*c*g*p*q*r*x-53040*b^2*c^2*g*p*q*r*x-27028*b^2*c*g^ 2*p*q*r*x-28048*b^2*c*g*p^2*q*r*x-18284*b^2*c*g*p*q^2*r*x-35076*b^2*c*g*p*q*r^2 *x+50548*b^2*c*g*p*q*r*x^2-59856*b*c^3*g*p*q*r*x-49376*b*c^2*g^2*p*q*r*x-46164* b*c^2*g*p^2*q*r*x-31380*b*c^2*g*p*q^2*r*x-54904*b*c^2*g*p*q*r^2*x+105120*b*c^2* g*p*q*r*x^2-15876*b*c*g^3*p*q*r*x-26130*b*c*g^2*p^2*q*r*x-17718*b*c*g^2*p*q^2*r *x-33572*b*c*g^2*p*q*r^2*x+37828*b*c*g^2*p*q*r*x^2-15040*b*c*g*p^3*q*r*x-16404* b*c*g*p^2*q^2*r*x-26186*b*c*g*p^2*q*r^2*x+50796*b*c*g*p^2*q*r*x^2-6832*b*c*g*p* q^3*r*x-18214*b*c*g*p*q^2*r^2*x-25676*a*b*c*p^2*q*r^2*x+65448*a*b*c*p^2*q*r*x^2 -7600*a*b*c*p*q^3*r*x-18292*a*b*c*p*q^2*r^2*x+65448*a*b*c*p*q^2*r*x^2-5128*a*b* c*p*q*r^3*x+173216*a*b*c*p*q*r^2*x^2-8820*a*b*g^3*p*q*r*x-16554*a*b*g^2*p^2*q*r *x-11502*a*b*g^2*p*q^2*r*x-23072*a*b*g^2*p*q*r^2*x+10916*a*b*g^2*p*q*r*x^2-\ 10560*a*b*g*p^3*q*r*x-11676*a*b*g*p^2*q^2*r*x-20034*a*b*g*p^2*q*r^2*x+25716*a*b *g*p^2*q*r*x^2-5008*a*b*g*p*q^3*r*x-13974*a*b*g*p*q^2*r^2*x+25716*a*b*g*p*q^2*r *x^2-9348*a*b*g*p*q*r^3*x+86232*a*b*g*p*q*r^2*x^2-67376*a*c^3*g*p*q*r*x-54784*a *c^2*g^2*p*q*r*x-51276*a*c^2*g*p^2*q*r*x-36492*a*c^2*g*p*q^2*r*x-62216*a*c^2*g* p*q*r^2*x+105120*a*c^2*g*p*q*r*x^2-17500*a*c*g^3*p*q*r*x-28818*a*c*g^2*p^2*q*r* x-20406*a*c*g^2*p*q^2*r*x-38204*a*c*g^2*p*q*r^2*x+37828*a*c*g^2*p*q*r*x^2-1672* a*b*c*g^2*p*q*r^2-105888*a*b*c*g^2*p*q*x^2-61820*a*b*c*g^2*p*r^2*x+17172*a*b*c* g^2*p*r*x^2-19704*a*b*c*g^2*q^2*r*x-41652*a*b*c*g^2*q*r^2*x+17172*a*b*c*g^2*q*r *x^2-27796*a*b*c*g*p^3*r*x-2386*a*b*c*g*p^2*q*r^2-92736*a*b*c*g*p^2*q*x^2-55564 *a*b*c*g*p^2*r^2*x+50548*a*b*c*g*p^2*r*x^2-1038*a*b*c*g*p*q^2*r^2-92736*a*b*c*g *p*q^2*x^2-4772*a*b*c*g*p*q*r^3-28948*a*b*c*g*p*r^3*x+183812*a*b*c*g*p*r^2*x^2-\ 8268*a*b*c*g*q^3*r*x-25940*a*b*c*g*q^2*r^2*x+50548*a*b*c*g*q^2*r*x^2-20884*a*b* c*g*q*r^3*x+183812*a*b*c*g*q*r^2*x^2-15920*a*b*c*p^3*q*r*x-17640*a*b*c*p^2*q^2* r*x+15120*a*b^2*g*p*q*r*x^2-108688*a*b*c^3*g*p*r*x-74992*a*b*c^3*g*q*r*x-69440* a*b*c^3*p*q*r*x-79680*a*b*c^2*g^2*p*r*x-55168*a*b*c^2*g^2*q*r*x-83888*a*b*c^2*g *p^2*r*x-3776*a*b*c^2*g*p*q*r^2-210816*a*b*c^2*g*p*q*x^2-112496*a*b*c^2*g*p*r^2 *x+99328*a*b*c^2*g*p*r*x^2-39088*a*b*c^2*g*q^2*r*x-77488*a*b*c^2*g*q*r^2*x+ 99328*a*b*c^2*g*q*r*x^2-51456*a*b*c^2*p^2*q*r*x-35904*a*b*c^2*p*q^2*r*x-58176*a *b*c^2*p*q*r^2*x+136224*a*b*c^2*p*q*r*x^2-21940*a*b*c*g^3*p*r*x-15468*a*b*c*g^3 *q*r*x-42064*a*b*c*g^2*p^2*r*x-28128*a*b^3*c*g*p*r*x-18144*a*b^3*c*g*q*r*x-\ 22528*a*b^3*c*p*q*r*x-10576*a*b^3*g*p*q*r*x-90128*a*b^2*c^2*g*p*r*x-60320*a*b^2 *c^2*g*q*r*x-63040*a*b^2*c^2*p*q*r*x-38592*a*b^2*c*g^2*p*r*x-26448*a*b^2*c*g^2* q*r*x-47472*a*b^2*c*g*p^2*r*x-1776*a*b^2*c*g*p*q*r^2-126720*a*b^2*c*g*p*q*x^2-\ 69232*a*b^2*c*g*p*r^2*x+24180*a*b^2*c*g*p*r*x^2-20424*a*b^2*c*g*q^2*r*x-44824*a *b^2*c*g*q*r^2*x+24180*a*b^2*c*g*q*r*x^2-32688*a*b^2*c*p^2*q*r*x-21672*a*b^2*c* p*q^2*r*x-40584*a*b^2*c*p*q*r^2*x+65904*a*b^2*c*p*q*r*x^2-15100*a*b^2*g^2*p*q*r *x-18240*a*b^2*g*p^2*q*r*x-12168*a*b^2*g*p*q^2*r*x-24916*a*b^2*g*p*q*r^2*x-\ 72496*a^2*b*c^2*g*q*r*x-76064*a^2*b*c^2*p*q*r*x-43272*a^2*b*c*g^2*p*r*x-31128*a ^2*b*c*g^2*q*r*x-53496*a^2*b*c*g*p^2*r*x-2616*a^2*b*c*g*p*q*r^2-126720*a^2*b*c* g*p*q*x^2-78296*a^2*b*c*g*p*r^2*x+24180*a^2*b*c*g*p*r*x^2-26448*a^2*b*c*g*q^2*r *x-53888*a^2*b*c*g*q*r^2*x+24180*a^2*b*c*g*q*r*x^2-38304*a^2*b*c*p^2*q*r*x-\ 27288*a^2*b*c*p*q^2*r*x-47400*a^2*b*c*p*q*r^2*x+65904*a^2*b*c*p*q*r*x^2-17660*a ^2*b*g^2*p*q*r*x-21096*a^2*b*g*p^2*q*r*x-15024*a^2*b*g*p*q^2*r*x-29372*a^2*b*g* p*q*r^2*x+15120*a^2*b*g*p*q*r*x^2-69936*a^2*c^2*g*p*q*r*x-34740*a^2*c*g^2*p*q*r *x-35812*a^2*c*g*p^2*q*r*x-26048*a^2*c*g*p*q^2*r*x-46428*a^2*c*g*p*q*r^2*x+ 50548*a^2*c*g*p*q*r*x^2+2176*b*c*g*p^3*q*r^2*x+11648*b*c*g*p^3*q*r*x^2+2388*b*c *g*p^2*q^2*r^2*x+17472*b*c*g*p^2*q^2*r*x^2+6672*b*c*g*p^2*q*r^3*x+23760*b*c*g*p ^2*q*r^2*x^2+1008*b*c*g*p*q^3*r^2*x+11648*b*c*g*p*q^3*r*x^2+4548*b*c*g*p*q^2*r^ 3*x+23760*b*c*g*p*q^2*r^2*x^2+6816*b*c*g*p*q*r^4*x+9724*b*c*g*p*q*r^3*x^2-38304 *a^3*b*c*g*p*r*x-28320*a^3*b*c*g*q*r*x-34816*a^3*b*c*p*q*r*x-15856*a^3*b*g*p*q* r*x-30664*a^3*c*g*p*q*r*x-49824*a^2*b^2*c*g*p*r*x-34848*a^2*b^2*c*g*q*r*x-43008 *a^2*b^2*c*p*q*r*x-19824*a^2*b^2*g*p*q*r*x-102304*a^2*b*c^2*g*p*r*x+8592*b*c^3* g*p*q*r^2*x+63616*b*c^3*g*p*q*r*x^2+7168*b*c^2*g^2*p*q*r^2*x+52080*b*c^2*g^2*p* q*r*x^2+6660*b*c^2*g*p^2*q*r^2*x+41328*b*c^2*g*p^2*q*r*x^2+4548*b*c^2*g*p*q^2*r ^2*x+41328*b*c^2*g*p*q^2*r*x^2+13216*b*c^2*g*p*q*r^3*x+58560*b*c^2*g*p*q*r^2*x^ 2+2324*b*c*g^3*p*q*r^2*x+16688*b*c*g^3*p*q*r*x^2+3786*b*c*g^2*p^2*q*r^2*x+23268 *b*c*g^2*p^2*q*r*x^2+2622*b*c*g^2*p*q^2*r^2*x+23268*b*c*g^2*p*q^2*r*x^2+7540*b* c*g^2*p*q*r^3*x+35888*b*c*g^2*p*q*r^2*x^2+7416*a*c*g*p*q*r^4*x+9724*a*c*g*p*q*r ^3*x^2+2680*b^3*c*g*p*q*r^2*x+24640*b^3*c*g*p*q*r*x^2+7632*b^2*c^2*g*p*q*r^2*x+ 61488*b^2*c^2*g*p*q*r*x^2+3996*b^2*c*g^2*p*q*r^2*x+30884*b^2*c*g^2*p*q*r*x^2+ 4064*b^2*c*g*p^2*q*r^2*x+27048*b^2*c*g*p^2*q*r*x^2+2716*b^2*c*g*p*q^2*r^2*x+ 27048*b^2*c*g*p*q^2*r*x^2+7952*b^2*c*g*p*q*r^3*x+40752*b^2*c*g*p*q*r^2*x^2+ 14624*a*c^2*g*p*q*r^3*x+58560*a*c^2*g*p*q*r^2*x^2+2444*a*c*g^3*p*q*r^2*x+16688* a*c*g^3*p*q*r*x^2+4026*a*c*g^2*p^2*q*r^2*x+23268*a*c*g^2*p^2*q*r*x^2+2862*a*c*g ^2*p*q^2*r^2*x+23268*a*c*g^2*p*q^2*r*x^2+8084*a*c*g^2*p*q*r^3*x+35888*a*c*g^2*p *q*r^2*x^2+2320*a*c*g*p^3*q*r^2*x+11648*a*c*g*p^3*q*r*x^2+2604*a*c*g*p^2*q^2*r^ 2*x+17472*a*c*g*p^2*q^2*r*x^2+7188*a*c*g*p^2*q*r^3*x+23760*a*c*g*p^2*q*r^2*x^2+ 1152*a*c*g*p*q^3*r^2*x+11648*a*c*g*p*q^3*r*x^2+5064*a*c*g*p*q^2*r^3*x+23760*a*c *g*p*q^2*r^2*x^2+3664*b^2*c*q^3*r^2*x^2+876*b^2*c*q^2*r^4*x+1282*b^2*c*q^2*r^3* x^2+1012*b^2*c*q*r^5*x-3258*b^2*c*q*r^4*x^2+100*b^2*g^4*p*r^2*x+728*b^2*g^4*p*r *x^2+728*b^2*g^4*q*r*x^2+374*b^2*g^3*p^2*r^2*x+2205*b^2*g^3*p^2*r*x^2+747*b^2*g ^3*p*r^3*x+4076*b^2*g^3*p*r^2*x^2+2205*b^2*g^3*q^2*r*x^2+4076*b^2*g^3*q*r^2*x^2 +466*b^2*g^2*p^3*r^2*x+2338*b^2*g^2*p^3*r*x^2+1439*b^2*g^2*p^2*r^3*x+5768*b^2*g ^2*p^2*r^2*x^2+1480*b^2*g^2*p*r^4*x+4437*b^2*g^2*p*r^3*x^2+2338*b^2*g^2*q^3*r*x ^2+5768*b^2*g^2*q^2*r^2*x^2+4437*b^2*g^2*q*r^3*x^2+200*b^2*c*g^4*r^2*x+1456*b^2 *c*g^4*r*x^2+1410*b^2*c*g^3*r^3*x+8760*b^2*c*g^3*r^2*x^2+2774*b^2*c*g^2*r^4*x+ 10318*b^2*c*g^2*r^3*x^2+1994*b^2*c*g*r^5*x+590*b^2*c*g*r^4*x^2+324*b^2*c*p^4*r^ 2*x+1470*b^2*c*p^4*r*x^2+1364*b^2*c*p^3*r^3*x+3664*b^2*c*p^3*r^2*x^2+2148*b^2*c *p^2*r^4*x+1282*b^2*c*p^2*r^3*x^2+1500*b^2*c*p*r^5*x-3258*b^2*c*p*r^4*x^2+1470* b^2*c*q^4*r*x^2+284*b^2*c*q^3*r^3*x+1104*b^2*c^3*q^2*r^2*x+17360*b^2*c^3*q^2*r* x^2+3568*b^2*c^3*q*r^3*x+24128*b^2*c^3*q*r^2*x^2+1328*b^2*c^2*g^3*r^2*x+9884*b^ 2*c^2*g^3*r*x^2+5104*b^2*c^2*g^2*r^3*x+28664*b^2*c^2*g^2*r^2*x^2+5480*b^2*c^2*g *r^4*x+15568*b^2*c^2*g*r^3*x^2+1400*b^2*c^2*p^3*r^2*x+7280*b^2*c^2*p^3*r*x^2+ 4320*b^2*c^2*p^2*r^3*x+14544*b^2*c^2*p^2*r^2*x^2+4440*b^2*c^2*p*r^4*x+5392*b^2* c^2*p*r^3*x^2+296*b^2*c^2*q^3*r^2*x+7280*b^2*c^2*q^3*r*x^2+1632*b^2*c^2*q^2*r^3 *x+14544*b^2*c^2*q^2*r^2*x^2+2856*b^2*c^2*q*r^4*x+5392*b^2*c^2*q*r^3*x^2+2946*b ^3*p^2*q*r^2*x^2+1400*b^3*p*q^3*r*x^2+372*b^3*p*q^2*r^3*x+2946*b^3*p*q^2*r^2*x^ 2+624*b^3*p*q*r^4*x+1428*b^3*p*q*r^3*x^2+3136*b^2*c^4*g*r^2*x+25424*b^2*c^4*g*r *x^2+2784*b^2*c^4*p*r^2*x+20160*b^2*c^4*p*r*x^2+1760*b^2*c^4*q*r^2*x+20160*b^2* c^4*q*r*x^2+3168*b^2*c^3*g^2*r^2*x+24360*b^2*c^3*g^2*r*x^2+6696*b^2*c^3*g*r^3*x +36160*b^2*c^3*g*r^2*x^2+2864*b^2*c^3*p^2*r^2*x+17360*b^2*c^3*p^2*r*x^2+5712*b^ 2*c^3*p*r^3*x+24128*b^2*c^3*p*r^2*x^2+1048*b^3*c*q*r^4*x+4168*b^3*c*q*r^3*x^2+ 152*b^3*g^3*p*r^2*x+1232*b^3*g^3*p*r*x^2+1232*b^3*g^3*q*r*x^2+420*b^3*g^2*p^2*r ^2*x+2730*b^3*g^2*p^2*r*x^2+822*b^3*g^2*p*r^3*x+5042*b^3*g^2*p*r^2*x^2+2730*b^3 *g^2*q^2*r*x^2+5042*b^3*g^2*q*r^2*x^2+336*b^3*g*p^3*r^2*x+1848*b^3*g*p^3*r*x^2+ 1020*b^3*g*p^2*r^3*x+4524*b^3*g*p^2*r^2*x^2+1032*b^3*g*p*r^4*x+3450*b^3*g*p*r^3 *x^2+1848*b^3*g*q^3*r*x^2+4524*b^3*g*q^2*r^2*x^2+3450*b^3*g*q*r^3*x^2+216*b^3*p ^3*q*r^2*x+1400*b^3*p^3*q*r*x^2+216*b^3*p^2*q^2*r^2*x+2100*b^3*p^2*q^2*r*x^2+ 11592*b^3*c^2*p^2*r*x^2+3280*b^3*c^2*p*r^3*x+17544*b^3*c^2*p*r^2*x^2+512*b^3*c^ 2*q^2*r^2*x+11592*b^3*c^2*q^2*r*x^2+1840*b^3*c^2*q*r^3*x+17544*b^3*c^2*q*r^2*x^ 2+304*b^3*c*g^3*r^2*x+2464*b^3*c*g^3*r*x^2+1524*b^3*c*g^2*r^3*x+10884*b^3*c*g^2 *r^2*x^2+1860*b^3*c*g*r^4*x+8144*b^3*c*g*r^3*x^2+584*b^3*c*p^3*r^2*x+3332*b^3*c *p^3*r*x^2+1768*b^3*c*p^2*r^3*x+7332*b^3*c*p^2*r^2*x^2+1784*b^3*c*p*r^4*x+4168* b^3*c*p*r^3*x^2+3332*b^3*c*q^3*r*x^2+520*b^3*c*q^2*r^3*x+7332*b^3*c*q^2*r^2*x^2 +1652*b^4*g*p^2*r*x^2+384*b^4*g*p*r^3*x+3056*b^4*g*p*r^2*x^2+1652*b^4*g*q^2*r*x ^2+3056*b^4*g*q*r^2*x^2+160*b^4*p^2*q*r^2*x+1596*b^4*p^2*q*r*x^2+1596*b^4*p*q^2 *r*x^2+272*b^4*p*q*r^3*x+2592*b^4*p*q*r^2*x^2+2112*b^3*c^3*g*r^2*x+19712*b^3*c^ 3*g*r*x^2+2080*b^3*c^3*p*r^2*x+17584*b^3*c^3*p*r*x^2+1184*b^3*c^3*q*r^2*x+17584 *b^3*c^3*q*r*x^2+1440*b^3*c^2*g^2*r^2*x+12320*b^3*c^2*g^2*r*x^2+3384*b^3*c^2*g* r^3*x+22944*b^3*c^2*g*r^2*x^2+1696*b^3*c^2*p^2*r^2*x+640*b^4*c^2*g*r^2*x+7504*b ^4*c^2*g*r*x^2+736*b^4*c^2*p*r^2*x+7952*b^4*c^2*p*r*x^2+352*b^4*c^2*q*r^2*x+ 7952*b^4*c^2*q*r*x^2+224*b^4*c*g^2*r^2*x+2296*b^4*c*g^2*r*x^2+672*b^4*c*g*r^3*x +6624*b^4*c*g*r^2*x^2+432*b^4*c*p^2*r^2*x+3584*b^4*c*p^2*r*x^2+784*b^4*c*p*r^3* x+5952*b^4*c*p*r^2*x^2+3584*b^4*c*q^2*r*x^2+368*b^4*c*q*r^3*x+5952*b^4*c*q*r^2* x^2+112*b^4*g^2*p*r^2*x+1148*b^4*g^2*p*r*x^2+1148*b^4*g^2*q*r*x^2+208*b^4*g*p^2 *r^2*x+164*a*p^3*q^2*r^3*x+180*a*p^3*q^2*r^2*x^2+224*a*p^3*q*r^4*x-688*a*p^3*q* r^3*x^2+20*a*p^2*q^4*r^2*x+210*a*p^2*q^4*r*x^2+116*a*p^2*q^3*r^3*x+180*a*p^2*q^ 3*r^2*x^2+252*a*p^2*q^2*r^4*x-1032*a*p^2*q^2*r^3*x^2+236*a*p^2*q*r^5*x-1938*a*p ^2*q*r^4*x^2+4*a*p*q^5*r^2*x+84*a*p*q^5*r*x^2+34*a*p*q^4*r^3*x+90*a*p*q^4*r^2*x ^2-688*a*p*q^3*r^3*x^2-1938*a*p*q^2*r^4*x^2-1872*a*p*q*r^5*x^2+64*b^5*c*g*r^2*x +1120*b^5*c*g*r*x^2+96*b^5*c*p*r^2*x+1680*b^5*c*p*r*x^2+1680*b^5*c*q*r*x^2+32*b ^5*g*p*r^2*x+560*b^5*g*p*r*x^2+560*b^5*g*q*r*x^2+784*b^5*p*q*r*x^2+64*a*g*p^5*r ^2*x+238*a*g*p^5*r*x^2+345*a*g*p^4*r^3*x+760*a*g*p^4*r^2*x^2+740*a*g*p^3*r^4*x+ 428*a*g*p^3*r^3*x^2-1163*a*g*p^2*r^4*x^2-1760*a*g*p*r^5*x^2+6*a*g*q^5*r^2*x+238 *a*g*q^5*r*x^2+760*a*g*q^4*r^2*x^2+248*a*g*q^3*r^4*x+428*a*g*q^3*r^3*x^2+414*a* g*q^2*r^5*x-1163*a*g*q^2*r^4*x^2-1760*a*g*q*r^5*x^2+20*a*p^5*q*r^2*x+84*a*p^5*q *r*x^2+40*a*p^4*q^2*r^2*x+210*a*p^4*q^2*r*x^2+106*a*p^4*q*r^3*x+90*a*p^4*q*r^2* x^2+40*a*p^3*q^3*r^2*x+280*a*p^3*q^3*r*x^2+888*a*g^3*p*r^4*x+2485*a*g^3*p*r^3*x ^2+98*a*g^3*q^3*r^2*x+1274*a*g^3*q^3*r*x^2+444*a*g^3*q^2*r^3*x+3176*a*g^3*q^2*r ^2*x^2+652*a*g^3*q*r^4*x+2485*a*g^3*q*r^3*x^2+210*a*g^2*p^4*r^2*x+854*a*g^2*p^4 *r*x^2+894*a*g^2*p^3*r^3*x+2564*a*g^2*p^3*r^2*x^2+1422*a*g^2*p^2*r^4*x+2311*a*g ^2*p^2*r^3*x^2+134*a*g^2*p*r^4*x^2+42*a*g^2*q^4*r^2*x+854*a*g^2*q^4*r*x^2+288*a *g^2*q^3*r^3*x+2564*a*g^2*q^3*r^2*x^2+714*a*g^2*q^2*r^4*x+2311*a*g^2*q^2*r^3*x^ 2+732*a*g^2*q*r^5*x+134*a*g^2*q*r^4*x^2+8*a*c*q^5*r^2*x+280*a*c*q^5*r*x^2+82*a* c*q^4*r^3*x+628*a*c*q^4*r^2*x^2+304*a*c*q^3*r^4*x-756*a*c*q^3*r^3*x^2+500*a*c*q ^2*r^5*x-3686*a*c*q^2*r^4*x^2-3992*a*c*q*r^5*x^2+32*a*g^5*p*r^2*x+224*a*g^5*p*r *x^2+32*a*g^5*q*r^2*x+224*a*g^5*q*r*x^2+158*a*g^4*p^2*r^2*x+868*a*g^4*p^2*r*x^2 +315*a*g^4*p*r^3*x+1610*a*g^4*p*r^2*x^2+94*a*g^4*q^2*r^2*x+868*a*g^4*q^2*r*x^2+ 251*a*g^4*q*r^3*x+1610*a*g^4*q*r^2*x^2+276*a*g^3*p^3*r^2*x+1274*a*g^3*p^3*r*x^2 +858*a*g^3*p^2*r^3*x+3176*a*g^3*p^2*r^2*x^2+592*a*c*g^4*r^3*x+3444*a*c*g^4*r^2* x^2+1666*a*c*g^3*r^4*x+5694*a*c*g^3*r^3*x^2+1980*a*c*g^2*r^5*x+1060*a*c*g^2*r^4 *x^2-3446*a*c*g*r^5*x^2+76*a*c*p^5*r^2*x+280*a*c*p^5*r*x^2+410*a*c*p^4*r^3*x+ 628*a*c*p^4*r^2*x^2+880*a*c*p^3*r^4*x-756*a*c*p^3*r^3*x^2+940*a*c*p^2*r^5*x-\ 3686*a*c*p^2*r^4*x^2-3992*a*c*p*r^5*x^2+3632*a*c^2*g*r^5*x-2532*a*c^2*g*r^4*x^2 +492*a*c^2*p^4*r^2*x+1960*a*c^2*p^4*r*x^2+2104*a*c^2*p^3*r^3*x+4304*a*c^2*p^3*r ^2*x^2+3360*a*c^2*p^2*r^4*x-408*a*c^2*p^2*r^3*x^2+2376*a*c^2*p*r^5*x-6992*a*c^2 *p*r^4*x^2+108*a*c^2*q^4*r^2*x+1960*a*c^2*q^4*r*x^2+712*a*c^2*q^3*r^3*x+4304*a* c^2*q^3*r^2*x^2+1728*a*c^2*q^2*r^4*x-408*a*c^2*q^2*r^3*x^2+1752*a*c^2*q*r^5*x-\ 6992*a*c^2*q*r^4*x^2+64*a*c*g^5*r^2*x+448*a*c*g^5*r*x^2+6872*a*c^3*g*r^4*x+ 12600*a*c^3*g*r^3*x^2+1536*a*c^3*p^3*r^2*x+6720*a*c^3*p^3*r*x^2+4864*a*c^3*p^2* r^3*x+12192*a*c^3*p^2*r^2*x^2+5120*a*c^3*p*r^4*x+1936*a*c^3*p*r^3*x^2+544*a*c^3 *q^3*r^2*x+6720*a*c^3*q^3*r*x^2+2464*a*c^3*q^2*r^3*x+12192*a*c^3*q^2*r^2*x^2+ 3712*a*c^3*q*r^4*x+1936*a*c^3*q*r^3*x^2+556*a*c^2*g^4*r^2*x+3864*a*c^2*g^4*r*x^ 2+3052*a*c^2*g^3*r^3*x+15488*a*c^2*g^3*r^2*x^2+5460*a*c^2*g^2*r^4*x+14040*a*c^2 *g^2*r^3*x^2+11648*a*c^5*p*r*x^2+1536*a*c^5*q*r^2*x+11648*a*c^5*q*r*x^2+3104*a* c^4*g^2*r^2*x+21056*a*c^4*g^2*r*x^2+6416*a*c^4*g*r^3*x+26880*a*c^4*g*r^2*x^2+ 2528*a*c^4*p^2*r^2*x+12320*a*c^4*p^2*r*x^2+5248*a*c^4*p*r^3*x+15776*a*c^4*p*r^2 *x^2+1312*a*c^4*q^2*r^2*x+12320*a*c^4*q^2*r*x^2+3776*a*c^4*q*r^3*x+15776*a*c^4* q*r^2*x^2+1888*a*c^3*g^3*r^2*x+12992*a*c^3*g^3*r*x^2+6664*a*c^3*g^2*r^3*x+30752 *a*c^3*g^2*r^2*x^2+26040*a*c^2*g^2*q^2*r*x^2+7468*a*c^2*g^2*q*r^3*x+41008*a*c^2 *g^2*q*r^2*x^2+3124*a*c^2*g*p^3*r^2*x+13776*a*c^2*g*p^3*r*x^2+9880*a*c^2*g*p^2* r^3*x+29280*a*c^2*g*p^2*r^2*x^2+10388*a*c^2*g*p*r^4*x+14312*a*c^2*g*p*r^3*x^2+ 1012*a*c^2*g*q^3*r^2*x+13776*a*c^2*g*q^3*r*x^2+4744*a*c^2*g*q^2*r^3*x+29280*a*c ^2*g*q^2*r^2*x^2+7364*a*c^2*g*q*r^4*x+14312*a*c^2*g*q*r^3*x^2+1584*a*c^2*p^3*q* r^2*x+7840*a*c^2*p^3*q*r*x^2+1800*a*c^2*p^2*q^2*r^2*x+11760*a*c^2*p^2*q^2*r*x^2 +4920*a*c^2*p^2*q*r^3*x+12912*a*c^2*p^2*q*r^2*x^2+816*a*c^2*p*q^3*r^2*x+13312*a *c^3*g*p*r^3*x+46400*a*c^3*g*p*r^2*x^2+3144*a*c^3*g*q^2*r^2*x+31808*a*c^3*g*q^2 *r*x^2+9296*a*c^3*g*q*r^3*x+46400*a*c^3*g*q*r^2*x^2+3616*a*c^3*p^2*q*r^2*x+ 20160*a*c^3*p^2*q*r*x^2+2624*a*c^3*p*q^2*r^2*x+20160*a*c^3*p*q^2*r*x^2+7328*a*c ^3*p*q*r^3*x+24384*a*c^3*p*q*r^2*x^2+3060*a*c^2*g^3*p*r^2*x+18088*a*c^2*g^3*p*r *x^2+2220*a*c^2*g^3*q*r^2*x+18088*a*c^2*g^3*q*r*x^2+5176*a*c^2*g^2*p^2*r^2*x+ 26040*a*c^2*g^2*p^2*r*x^2+10636*a*c^2*g^2*p*r^3*x+41008*a*c^2*g^2*p*r^2*x^2+ 2536*a*c^2*g^2*q^2*r^2*x+1120*a*b*p*q^4*r*x^2+480*a*b*p*q^3*r^3*x+2480*a*b*p*q^ 3*r^2*x^2-132*a*b*p*q^2*r^3*x^2-3848*a*b*p*q*r^4*x^2+6384*a*c^4*g*p*r^2*x+36064 *a*c^4*g*p*r*x^2+4496*a*c^4*g*q*r^2*x+36064*a*c^4*g*q*r*x^2+3840*a*c^4*p*q*r^2* x+24640*a*c^4*p*q*r*x^2+6664*a*c^3*g^2*p*r^2*x+38416*a*c^3*g^2*p*r*x^2+4696*a*c ^3*g^2*q*r^2*x+38416*a*c^3*g^2*q*r*x^2+6440*a*c^3*g*p^2*r^2*x+31808*a*c^3*g*p^2 *r*x^2+3180*a*b*g*p^2*r^4*x+4674*a*b*g*p^2*r^3*x^2+2240*a*b*g*p*r^5*x-418*a*b*g *p*r^4*x^2+86*a*b*g*q^4*r^2*x+1946*a*b*g*q^4*r*x^2+608*a*b*g*q^3*r^3*x+5668*a*b *g*q^3*r^2*x^2+1548*a*b*g*q^2*r^4*x+4674*a*b*g*q^2*r^3*x^2+1616*a*b*g*q*r^5*x-\ 418*a*b*g*q*r^4*x^2+244*a*b*p^4*q*r^2*x+1120*a*b*p^4*q*r*x^2+376*a*b*p^3*q^2*r^ 2*x+2240*a*b*p^3*q^2*r*x^2+1024*a*b*p^3*q*r^3*x+2480*a*b*p^3*q*r^2*x^2+264*a*b* p^2*q^3*r^2*x+2240*a*b*p^2*q^3*r*x^2+1128*a*b*p^2*q^2*r^3*x+3720*a*b*p^2*q^2*r^ 2*x^2+1608*a*b*p^2*q*r^4*x-132*a*b*p^2*q*r^3*x^2+76*a*b*p*q^4*r^2*x+468*a*b*g^3 *q^2*r^2*x+4410*a*b*g^3*q^2*r*x^2+1260*a*b*g^3*q*r^3*x+8152*a*b*g^3*q*r^2*x^2+ 994*a*b*g^2*p^3*r^2*x+4676*a*b*g^2*p^3*r*x^2+3092*a*b*g^2*p^2*r^3*x+11536*a*b*g ^2*p^2*r^2*x^2+3202*a*b*g^2*p*r^4*x+8874*a*b*g^2*p*r^3*x^2+342*a*b*g^2*q^3*r^2* x+4676*a*b*g^2*q^3*r*x^2+1568*a*b*g^2*q^2*r^3*x+11536*a*b*g^2*q^2*r^2*x^2+2330* a*b*g^2*q*r^4*x+8874*a*b*g^2*q*r^3*x^2+470*a*b*g*p^4*r^2*x+1946*a*b*g*p^4*r*x^2 +2000*a*b*g*p^3*r^3*x+5668*a*b*g*p^3*r^2*x^2+4872*a*b*c*p^2*r^4*x+2564*a*b*c*p^ 2*r^3*x^2+3440*a*b*c*p*r^5*x-6516*a*b*c*p*r^4*x^2+124*a*b*c*q^4*r^2*x+2940*a*b* c*q^4*r*x^2+896*a*b*c*q^3*r^3*x+7328*a*b*c*q^3*r^2*x^2+2328*a*b*c*q^2*r^4*x+ 2564*a*b*c*q^2*r^3*x^2+2464*a*b*c*q*r^5*x-6516*a*b*c*q*r^4*x^2+208*a*b*g^4*p*r^ 2*x+1456*a*b*g^4*p*r*x^2+208*a*b*g^4*q*r^2*x+1456*a*b*g^4*q*r*x^2+792*a*b*g^3*p ^2*r^2*x+4410*a*b*g^3*p^2*r*x^2+1584*a*b*g^3*p*r^3*x+8152*a*b*g^3*p*r^2*x^2+ 7344*a*b*c^2*q*r^4*x+10784*a*b*c^2*q*r^3*x^2+416*a*b*c*g^4*r^2*x+2912*a*b*c*g^4 *r*x^2+2996*a*b*c*g^3*r^3*x+17520*a*b*c*g^3*r^2*x^2+6060*a*b*c*g^2*r^4*x+20636* a*b*c*g^2*r^3*x^2+4480*a*b*c*g*r^5*x+1180*a*b*c*g*r^4*x^2+716*a*b*c*p^4*r^2*x+ 2940*a*b*c*p^4*r*x^2+3056*a*b*c*p^3*r^3*x+7328*a*b*c*p^3*r^2*x^2+2824*a*b*c^2*g ^3*r^2*x+19768*a*b*c^2*g^3*r*x^2+11184*a*b*c^2*g^2*r^3*x+57328*a*b*c^2*g^2*r^2* x^2+12504*a*b*c^2*g*r^4*x+31136*a*b*c^2*g*r^3*x^2+3184*a*b*c^2*p^3*r^2*x+14560* a*b*c^2*p^3*r*x^2+10032*a*b*c^2*p^2*r^3*x+29088*a*b*c^2*p^2*r^2*x^2+10512*a*b*c ^2*p*r^4*x+10784*a*b*c^2*p*r^3*x^2+976*a*b*c^2*q^3*r^2*x+14560*a*b*c^2*q^3*r*x^ 2+4656*a*b*c^2*q^2*r^3*x+29088*a*b*c^2*q^2*r^2*x^2+7264*a*b*c^4*g*r^2*x+50848*a *b*c^4*g*r*x^2+6784*a*b*c^4*p*r^2*x+40320*a*b*c^4*p*r*x^2+4736*a*b*c^4*q*r^2*x+ 40320*a*b*c^4*q*r*x^2+6960*a*b*c^3*g^2*r^2*x+48720*a*b*c^3*g^2*r*x^2+15440*a*b* c^3*g*r^3*x+72320*a*b*c^3*g*r^2*x^2+6720*a*b*c^3*p^2*r^2*x+34720*a*b*c^3*p^2*r* x^2+13824*a*b*c^3*p*r^3*x+48256*a*b*c^3*p*r^2*x^2+3200*a*b*c^3*q^2*r^2*x+34720* a*b*c^3*q^2*r*x^2+9536*a*b*c^3*q*r^3*x+48256*a*b*c^3*q*r^2*x^2+5544*a*b^2*g*p^3 *r*x^2+3492*a*b^2*g*p^2*r^3*x+13572*a*b^2*g*p^2*r^2*x^2+3600*a*b^2*g*p*r^4*x+ 10350*a*b^2*g*p*r^3*x^2+336*a*b^2*g*q^3*r^2*x+5544*a*b^2*g*q^3*r*x^2+1620*a*b^2 *g*q^2*r^3*x+13572*a*b^2*g*q^2*r^2*x^2+2520*a*b^2*g*q*r^4*x+10350*a*b^2*g*q*r^3 *x^2+760*a*b^2*p^3*q*r^2*x+4200*a*b^2*p^3*q*r*x^2+816*a*b^2*p^2*q^2*r^2*x+6300* a*b^2*p^2*q^2*r*x^2+2316*a*b^2*p^2*q*r^3*x+8838*a*b^2*p^2*q*r^2*x^2+328*a*b^2*p *q^3*r^2*x+4200*a*b^2*p*q^3*r*x^2+1524*a*b^2*p*q^2*r^3*x+8838*a*b^2*p*q^2*r^2*x ^2+4284*a*b^2*p*q*r^3*x^2+6624*a*b^2*c*p*r^4*x+12504*a*b^2*c*p*r^3*x^2+512*a*b^ 2*c*q^3*r^2*x+9996*a*b^2*c*q^3*r*x^2+2640*a*b^2*c*q^2*r^3*x+21996*a*b^2*c*q^2*r ^2*x^2+4416*a*b^2*c*q*r^4*x+12504*a*b^2*c*q*r^3*x^2+504*a*b^2*g^3*p*r^2*x+3696* a*b^2*g^3*p*r*x^2+504*a*b^2*g^3*q*r^2*x+3696*a*b^2*g^3*q*r*x^2+1404*a*b^2*g^2*p ^2*r^2*x+8190*a*b^2*g^2*p^2*r*x^2+2790*a*b^2*g^2*p*r^3*x+15126*a*b^2*g^2*p*r^2* x^2+792*a*b^2*g^2*q^2*r^2*x+8190*a*b^2*g^2*q^2*r*x^2+2178*a*b^2*g^2*q*r^3*x+ 15126*a*b^2*g^2*q*r^2*x^2+1128*a*b^2*g*p^3*r^2*x+12528*a*b^2*c^2*p*r^3*x+52632* a*b^2*c^2*p*r^2*x^2+2640*a*b^2*c^2*q^2*r^2*x+34776*a*b^2*c^2*q^2*r*x^2+8208*a*b ^2*c^2*q*r^3*x+52632*a*b^2*c^2*q*r^2*x^2+1008*a*b^2*c*g^3*r^2*x+7392*a*b^2*c*g^ 3*r*x^2+5252*a*b^2*c*g^2*r^3*x+32652*a*b^2*c*g^2*r^2*x^2+6732*a*b^2*c*g*r^4*x+ 24432*a*b^2*c*g*r^3*x^2+2048*a*b^2*c*p^3*r^2*x+9996*a*b^2*c*p^3*r*x^2+6384*a*b^ 2*c*p^2*r^3*x+21996*a*b^2*c*p^2*r^2*x^2+856*a*b^3*p^2*q*r^2*x+6384*a*b^3*p^2*q* r*x^2+536*a*b^3*p*q^2*r^2*x+6384*a*b^3*p*q^2*r*x^2+1616*a*b^3*p*q*r^3*x+10368*a *b^3*p*q*r^2*x^2+7744*a*b^2*c^3*g*r^2*x+59136*a*b^2*c^3*g*r*x^2+8000*a*b^2*c^3* p*r^2*x+52752*a*b^2*c^3*p*r*x^2+5312*a*b^2*c^3*q*r^2*x+52752*a*b^2*c^3*q*r*x^2+ 4960*a*b^2*c^2*g^2*r^2*x+36960*a*b^2*c^2*g^2*r*x^2+12392*a*b^2*c^2*g*r^3*x+ 68832*a*b^2*c^2*g*r^2*x^2+6192*a*b^2*c^2*p^2*r^2*x+34776*a*b^2*c^2*p^2*r*x^2+ 2240*a*b^3*c*p^2*r^2*x+14336*a*b^3*c*p^2*r*x^2+4384*a*b^3*c*p*r^3*x+23808*a*b^3 *c*p*r^2*x^2+832*a*b^3*c*q^2*r^2*x+14336*a*b^3*c*q^2*r*x^2+2720*a*b^3*c*q*r^3*x +23808*a*b^3*c*q*r^2*x^2+552*a*b^3*g^2*p*r^2*x+4592*a*b^3*g^2*p*r*x^2+552*a*b^3 *g^2*q*r^2*x+4592*a*b^3*g^2*q*r*x^2+1016*a*b^3*g*p^2*r^2*x+6608*a*b^3*g*p^2*r*x ^2+1968*a*b^3*g*p*r^3*x+12224*a*b^3*g*p*r^2*x^2+504*a*b^3*g*q^2*r^2*x+6608*a*b^ 3*g*q^2*r*x^2+1456*a*b^3*g*q*r^3*x+12224*a*b^3*g*q*r^2*x^2+8400*a*b^4*c*q*r*x^2 +256*a*b^4*g*p*r^2*x+2800*a*b^4*g*p*r*x^2+256*a*b^4*g*q*r^2*x+2800*a*b^4*g*q*r* x^2+320*a*b^4*p*q*r^2*x+3920*a*b^4*p*q*r*x^2+3424*a*b^3*c^2*g*r^2*x+30016*a*b^3 *c^2*g*r*x^2+4128*a*b^3*c^2*p*r^2*x+31808*a*b^3*c^2*p*r*x^2+2592*a*b^3*c^2*q*r^ 2*x+31808*a*b^3*c^2*q*r*x^2+1104*a*b^3*c*g^2*r^2*x+9184*a*b^3*c*g^2*r*x^2+3616* a*b^3*c*g*r^3*x+26496*a*b^3*c*g*r^2*x^2+7014*a^2*g^2*p*q^2*r*x^2+2544*a^2*g^2*p *q*r^3*x+11536*a^2*g^2*p*q*r^2*x^2+808*a^2*g*p^3*q*r^2*x+3892*a^2*g*p^3*q*r*x^2 +924*a^2*g*p^2*q^2*r^2*x+5838*a^2*g*p^2*q^2*r*x^2+2520*a^2*g*p^2*q*r^3*x+8502*a ^2*g*p^2*q*r^2*x^2+424*a^2*g*p*q^3*r^2*x+3892*a^2*g*p*q^3*r*x^2+1824*a^2*g*p*q^ 2*r^3*x+8502*a^2*g*p*q^2*r^2*x^2+2616*a^2*g*p*q*r^4*x+4674*a^2*g*p*q*r^3*x^2+ 512*a*b^4*c*g*r^2*x+5600*a*b^4*c*g*r*x^2+832*a*b^4*c*p*r^2*x+8400*a*b^4*c*p*r*x ^2+512*a*b^4*c*q*r^2*x+60*a*b*p^5*r^2*x+224*a*b*p^5*r*x^2+324*a*b*p^4*r^3*x+620 *a*b*p^4*r^2*x^2+696*a*b*p^3*r^4*x-44*a*b*p^3*r^3*x^2+744*a*b*p^2*r^5*x-1924*a* b*p^2*r^4*x^2-2356*a*b*p*r^5*x^2+224*a*b*q^5*r*x^2+52*a*b*q^4*r^3*x+620*a*b*q^4 *r^2*x^2+216*a*b*q^3*r^4*x-44*a*b*q^3*r^3*x^2+376*a*b*q^2*r^5*x-1924*a*b*q^2*r^ 4*x^2-2356*a*b*q*r^5*x^2+2432*a*c^5*g*r^2*x+16128*a*c^5*g*r*x^2+2112*a*c^5*p*r^ 2*x+3664*a*b*c^2*r^5*x-5336*a*b*c^2*r^4*x^2+208*a*b*g^4*r^3*x+1664*a*b*g^4*r^2* x^2+792*a*b*g^3*r^4*x+3904*a*b*g^3*r^3*x^2+1104*a*b*g^2*r^5*x+2124*a*b*g^2*r^4* x^2+1036*a*b^2*p^3*r^3*x+2946*a*b^2*p^3*r^2*x^2+1644*a*b^2*p^2*r^4*x+2142*a*b^2 *p^2*r^3*x^2-714*a*b^2*p*r^4*x^2+1050*a*b^2*q^4*r*x^2+244*a*b^2*q^3*r^3*x+2946* a*b^2*q^3*r^2*x^2+708*a*b^2*q^2*r^4*x+2142*a*b^2*q^2*r^3*x^2+796*a*b^2*q*r^5*x-\ 714*a*b^2*q*r^4*x^2+2624*a*b*c^5*r^2*x+18368*a*b*c^5*r*x^2+6784*a*b*c^4*r^3*x+ 28864*a*b*c^4*r^2*x^2+7104*a*b*c^3*r^4*x+10960*a*b*c^3*r^3*x^2+6336*a*b^2*c^2*r ^4*x+16440*a*b^2*c^2*r^3*x^2+2288*a*b^2*c*r^5*x-168*a*b^2*c*r^4*x^2+504*a*b^2*g ^3*r^3*x+4224*a*b^2*g^3*r^2*x^2+1386*a*b^2*g^2*r^4*x+7242*a*b^2*g^2*r^3*x^2+ 1236*a*b^2*g*r^5*x+2466*a*b^2*g*r^4*x^2+244*a*b^2*p^4*r^2*x+1050*a*b^2*p^4*r*x^ 2+952*a*b^3*g*r^4*x+5872*a*b^3*g*r^3*x^2+392*a*b^3*p^3*r^2*x+2128*a*b^3*p^3*r*x ^2+1192*a*b^3*p^2*r^3*x+5184*a*b^3*p^2*r^2*x^2+3952*a*b^3*p*r^3*x^2+2128*a*b^3* q^3*r*x^2+424*a*b^3*q^2*r^3*x+5184*a*b^3*q^2*r^2*x^2+760*a*b^3*q*r^4*x+3952*a*b ^3*q*r^3*x^2+3712*a*b^2*c^4*r^2*x+29568*a*b^2*c^4*r*x^2+7808*a*b^2*c^3*r^3*x+ 40848*a*b^2*c^3*r^2*x^2+240*a*b^4*p^2*r^2*x+1960*a*b^4*p^2*r*x^2+432*a*b^4*p*r^ 3*x+3640*a*b^4*p*r^2*x^2+1960*a*b^4*q^2*r*x^2+272*a*b^4*q*r^3*x+3640*a*b^4*q*r^ 2*x^2+2432*a*b^3*c^3*r^2*x+23296*a*b^3*c^3*r*x^2+3872*a*b^3*c^2*r^3*x+26880*a*b ^3*c^2*r^2*x^2+2144*a*b^3*c*r^4*x+9472*a*b^3*c*r^3*x^2+552*a*b^3*g^2*r^3*x+5248 *a*b^3*g^2*r^2*x^2+624*a^2*p*q*r^5*x-1924*a^2*p*q*r^4*x^2+64*a*b^5*c*r^2*x+1344 *a*b^5*c*r*x^2+32*a*b^5*p*r^2*x+672*a*b^5*p*r*x^2+672*a*b^5*q*r*x^2+704*a*b^4*c ^2*r^2*x+8960*a*b^4*c^2*r*x^2+736*a*b^4*c*r^3*x+7920*a*b^4*c*r^2*x^2+256*a*b^4* g*r^3*x+3200*a*b^4*g*r^2*x^2+1716*a^2*g*p^2*r^4*x+2337*a^2*g*p^2*r^3*x^2-209*a^ 2*g*p*r^4*x^2+58*a^2*g*q^4*r^2*x+973*a^2*g*q^4*r*x^2+376*a^2*g*q^3*r^3*x+2834*a ^2*g*q^3*r^2*x^2+900*a^2*g*q^2*r^4*x+2337*a^2*g*q^2*r^3*x^2+904*a^2*g*q*r^5*x-\ 209*a^2*g*q*r^4*x^2+132*a^2*p^4*q*r^2*x+560*a^2*p^4*q*r*x^2+208*a^2*p^3*q^2*r^2 *x+1120*a^2*p^3*q^2*r*x^2+560*a^2*p^3*q*r^3*x+1240*a^2*p^3*q*r^2*x^2+152*a^2*p^ 2*q^3*r^2*x+1120*a^2*p^2*q^3*r*x^2+636*a^2*p^2*q^2*r^3*x+1860*a^2*p^2*q^2*r^2*x ^2+888*a^2*p^2*q*r^4*x-66*a^2*p^2*q*r^3*x^2+48*a^2*p*q^4*r^2*x+560*a^2*p*q^4*r* x^2+288*a^2*p*q^3*r^3*x+1240*a^2*p*q^3*r^2*x^2+648*a^2*p*q^2*r^4*x-66*a^2*p*q^2 *r^3*x^2+2205*a^2*g^3*p^2*r*x^2+837*a^2*g^3*p*r^3*x+4076*a^2*g^3*p*r^2*x^2+256* a^2*g^3*q^2*r^2*x+2205*a^2*g^3*q^2*r*x^2+675*a^2*g^3*q*r^3*x+4076*a^2*g^3*q*r^2 *x^2+528*a^2*g^2*p^3*r^2*x+2338*a^2*g^2*p^3*r*x^2+1653*a^2*g^2*p^2*r^3*x+5768*a ^2*g^2*p^2*r^2*x^2+1722*a^2*g^2*p*r^4*x+4437*a^2*g^2*p*r^3*x^2+202*a^2*g^2*q^3* r^2*x+2338*a^2*g^2*q^3*r*x^2+891*a^2*g^2*q^2*r^3*x+5768*a^2*g^2*q^2*r^2*x^2+ 1286*a^2*g^2*q*r^4*x+4437*a^2*g^2*q*r^3*x^2+250*a^2*g*p^4*r^2*x+973*a^2*g*p^4*r *x^2+1072*a^2*g*p^3*r^3*x+2834*a^2*g*p^3*r^2*x^2+2486*a^2*c*g*r^5*x+590*a^2*c*g *r^4*x^2+392*a^2*c*p^4*r^2*x+1470*a^2*c*p^4*r*x^2+1692*a^2*c*p^3*r^3*x+3664*a^2 *c*p^3*r^2*x^2+2724*a^2*c*p^2*r^4*x+1282*a^2*c*p^2*r^3*x^2+1940*a^2*c*p*r^5*x-\ 3258*a^2*c*p*r^4*x^2+96*a^2*c*q^4*r^2*x+1470*a^2*c*q^4*r*x^2+612*a^2*c*q^3*r^3* x+3664*a^2*c*q^3*r^2*x^2+1452*a^2*c*q^2*r^4*x+1282*a^2*c*q^2*r^3*x^2+1452*a^2*c *q*r^5*x-3258*a^2*c*q*r^4*x^2+108*a^2*g^4*p*r^2*x+728*a^2*g^4*p*r*x^2+108*a^2*g ^4*q*r^2*x+728*a^2*g^4*q*r*x^2+418*a^2*g^3*p^2*r^2*x+1784*a^2*c^2*p^3*r^2*x+ 7280*a^2*c^2*p^3*r*x^2+5712*a^2*c^2*p^2*r^3*x+14544*a^2*c^2*p^2*r^2*x^2+6072*a^ 2*c^2*p*r^4*x+5392*a^2*c^2*p*r^3*x^2+680*a^2*c^2*q^3*r^2*x+7280*a^2*c^2*q^3*r*x ^2+3024*a^2*c^2*q^2*r^3*x+14544*a^2*c^2*q^2*r^2*x^2+4488*a^2*c^2*q*r^4*x+5392*a ^2*c^2*q*r^3*x^2+216*a^2*c*g^4*r^2*x+1456*a^2*c*g^4*r*x^2+1586*a^2*c*g^3*r^3*x+ 8760*a^2*c*g^3*r^2*x^2+3286*a^2*c*g^2*r^4*x+10318*a^2*c*g^2*r^3*x^2+3792*a^2*c^ 3*g^2*r^2*x+24360*a^2*c^3*g^2*r*x^2+8744*a^2*c^3*g*r^3*x+36160*a^2*c^3*g*r^2*x^ 2+3856*a^2*c^3*p^2*r^2*x+17360*a^2*c^3*p^2*r*x^2+8112*a^2*c^3*p*r^3*x+24128*a^2 *c^3*p*r^2*x^2+2096*a^2*c^3*q^2*r^2*x+17360*a^2*c^3*q^2*r*x^2+5968*a^2*c^3*q*r^ 3*x+24128*a^2*c^3*q*r^2*x^2+1496*a^2*c^2*g^3*r^2*x+9884*a^2*c^2*g^3*r*x^2+6080* a^2*c^2*g^2*r^3*x+28664*a^2*c^2*g^2*r^2*x^2+7024*a^2*c^2*g*r^4*x+15568*a^2*c^2* g*r^3*x^2+2466*a^2*b*g*r^4*x^2+272*a^2*b*p^4*r^2*x+1050*a^2*b*p^4*r*x^2+1172*a^ 2*b*p^3*r^3*x+2946*a^2*b*p^3*r^2*x^2+1884*a^2*b*p^2*r^4*x+2142*a^2*b*p^2*r^3*x^ 2+1340*a^2*b*p*r^5*x-714*a^2*b*p*r^4*x^2+56*a^2*b*q^4*r^2*x+1050*a^2*b*q^4*r*x^ 2+380*a^2*b*q^3*r^3*x+2946*a^2*b*q^3*r^2*x^2+948*a^2*b*q^2*r^4*x+2142*a^2*b*q^2 *r^3*x^2-714*a^2*b*q*r^4*x^2+4128*a^2*c^4*g*r^2*x+25424*a^2*c^4*g*r*x^2+4000*a^ 2*c^4*p*r^2*x+20160*a^2*c^4*p*r*x^2+2976*a^2*c^4*q*r^2*x+20160*a^2*c^4*q*r*x^2+ 9952*a^2*b*c^3*r^3*x+40848*a^2*b*c^3*r^2*x^2+7920*a^2*b*c^2*r^4*x+16440*a^2*b*c ^2*r^3*x^2+2776*a^2*b*c*r^5*x-168*a^2*b*c*r^4*x^2+552*a^2*b*g^3*r^3*x+4224*a^2* b*g^3*r^2*x^2+1566*a^2*b*g^2*r^4*x+7242*a^2*b*g^2*r^3*x^2+1428*a^2*b*g*r^5*x+ 984*a^2*b^2*g^2*r^3*x+7872*a^2*b^2*g^2*r^2*x^2+1800*a^2*b^2*g*r^4*x+8808*a^2*b^ 2*g*r^3*x^2+696*a^2*b^2*p^3*r^2*x+3192*a^2*b^2*p^3*r*x^2+2184*a^2*b^2*p^2*r^3*x +7776*a^2*b^2*p^2*r^2*x^2+2280*a^2*b^2*p*r^4*x+5928*a^2*b^2*p*r^3*x^2+216*a^2*b ^2*q^3*r^2*x+3192*a^2*b^2*q^3*r*x^2+1032*a^2*b^2*q^2*r^3*x+7776*a^2*b^2*q^2*r^2 *x^2+1608*a^2*b^2*q*r^4*x+5928*a^2*b^2*q*r^3*x^2+4736*a^2*b*c^4*r^2*x+29568*a^2 *b*c^4*r*x^2+704*a^2*b^3*g*r^3*x+6400*a^2*b^3*g*r^2*x^2+640*a^2*b^3*p^2*r^2*x+ 3920*a^2*b^3*p^2*r*x^2+1248*a^2*b^3*p*r^3*x+7280*a^2*b^3*p*r^2*x^2+320*a^2*b^3* q^2*r^2*x+3920*a^2*b^3*q^2*r*x^2+928*a^2*b^3*q*r^3*x+7280*a^2*b^3*q*r^2*x^2+ 4992*a^2*b^2*c^3*r^2*x+34944*a^2*b^2*c^3*r*x^2+7968*a^2*b^2*c^2*r^3*x+40320*a^2 *b^2*c^2*r^2*x^2+4320*a^2*b^2*c*r^4*x+14208*a^2*b^2*c*r^3*x^2+772*a^2*c*g*q^3*r ^2*x+9016*a^2*c*g*q^3*r*x^2+3474*a^2*c*g*q^2*r^3*x+20376*a^2*c*g*q^2*r^2*x^2+ 5188*a^2*c*g*q*r^4*x+12458*a^2*c*g*q*r^3*x^2+1272*a^2*c*p^3*q*r^2*x+5880*a^2*c* p^3*q*r*x^2+1464*a^2*c*p^2*q^2*r^2*x+8820*a^2*c*p^2*q^2*r*x^2+3996*a^2*c*p^2*q* r^3*x+10992*a^2*c*p^2*q*r^2*x^2+680*a^2*c*p*q^3*r^2*x+5880*a^2*c*p*q^3*r*x^2+ 2916*a^2*c*p*q^2*r^3*x+10992*a^2*c*p*q^2*r^2*x^2+4176*a^2*c*p*q*r^4*x+2564*a^2* c*p*q*r^3*x^2+674*a^2*g^3*p*q*r^2*x+4410*a^2*g^3*p*q*r*x^2+1258*a^2*g^2*p^2*q*r ^2*x+7014*a^2*g^2*p^2*q*r*x^2+932*a^2*g^2*p*q^2*r^2*x+1584*a^2*c*g^3*p*r^2*x+ 9352*a^2*c*g^3*p*r*x^2+1260*a^2*c*g^3*q*r^2*x+9352*a^2*c*g^3*q*r*x^2+3128*a^2*c *g^2*p^2*r^2*x+15442*a^2*c*g^2*p^2*r*x^2+6414*a^2*c*g^2*p*r^3*x+25868*a^2*c*g^2 *p*r^2*x^2+1700*a^2*c*g^2*q^2*r^2*x+15442*a^2*c*g^2*q^2*r*x^2+4766*a^2*c*g^2*q* r^3*x+25868*a^2*c*g^2*q*r^2*x^2+2120*a^2*c*g*p^3*r^2*x+9016*a^2*c*g*p^3*r*x^2+ 6726*a^2*c*g*p^2*r^3*x+20376*a^2*c*g*p^2*r^2*x^2+7092*a^2*c*g*p*r^4*x+12458*a^2 *c*g*p*r^3*x^2+6288*a^2*c^3*g*q*r^2*x+45920*a^2*c^3*g*q*r*x^2+5952*a^2*c^3*p*q* r^2*x+34720*a^2*c^3*p*q*r*x^2+6040*a^2*c^2*g^2*p*r^2*x+33712*a^2*c^2*g^2*p*r*x^ 2+4488*a^2*c^2*g^2*q*r^2*x+33712*a^2*c^2*g^2*q*r*x^2+6512*a^2*c^2*g*p^2*r^2*x+ 30744*a^2*c^2*g*p^2*r*x^2+13536*a^2*c^2*g*p*r^3*x+47496*a^2*c^2*g*p*r^2*x^2+ 3424*a^2*c^2*g*q^2*r^2*x+30744*a^2*c^2*g*q^2*r*x^2+9816*a^2*c^2*g*q*r^3*x+47496 *a^2*c^2*g*q*r^2*x^2+4248*a^2*c^2*p^2*q*r^2*x+21840*a^2*c^2*p^2*q*r*x^2+3144*a^ 2*c^2*p*q^2*r^2*x+21840*a^2*c^2*p*q^2*r*x^2+8736*a^2*c^2*p*q*r^3*x+29088*a^2*c^ 2*p*q*r^2*x^2+456*a^2*b*g*q^3*r^2*x+5544*a^2*b*g*q^3*r*x^2+2052*a^2*b*g*q^2*r^3 *x+13572*a^2*b*g*q^2*r^2*x^2+3024*a^2*b*g*q*r^4*x+10350*a^2*b*g*q*r^3*x^2+872*a ^2*b*p^3*q*r^2*x+4200*a^2*b*p^3*q*r*x^2+984*a^2*b*p^2*q^2*r^2*x+6300*a^2*b*p^2* q^2*r*x^2+2724*a^2*b*p^2*q*r^3*x+8838*a^2*b*p^2*q*r^2*x^2+440*a^2*b*p*q^3*r^2*x +4200*a^2*b*p*q^3*r*x^2+1932*a^2*b*p*q^2*r^3*x+8838*a^2*b*p*q^2*r^2*x^2+2832*a^ 2*b*p*q*r^4*x+4284*a^2*b*p*q*r^3*x^2+8608*a^2*c^3*g*p*r^2*x+45920*a^2*c^3*g*p*r *x^2+12504*a^2*b*c*q*r^3*x^2+552*a^2*b*g^3*p*r^2*x+3696*a^2*b*g^3*p*r*x^2+552*a ^2*b*g^3*q*r^2*x+3696*a^2*b*g^3*q*r*x^2+1548*a^2*b*g^2*p^2*r^2*x+8190*a^2*b*g^2 *p^2*r*x^2+3114*a^2*b*g^2*p*r^3*x+15126*a^2*b*g^2*p*r^2*x^2+936*a^2*b*g^2*q^2*r ^2*x+8190*a^2*b*g^2*q^2*r*x^2+2502*a^2*b*g^2*q*r^3*x+15126*a^2*b*g^2*q*r^2*x^2+ 1248*a^2*b*g*p^3*r^2*x+5544*a^2*b*g*p^3*r*x^2+3924*a^2*b*g*p^2*r^3*x+13572*a^2* b*g*p^2*r^2*x^2+4104*a^2*b*g*p*r^4*x+10350*a^2*b*g*p*r^3*x^2+1104*a^2*b*c*g^3*r ^2*x+7392*a^2*b*c*g^3*r*x^2+5932*a^2*b*c*g^2*r^3*x+32652*a^2*b*c*g^2*r^2*x^2+ 7884*a^2*b*c*g*r^4*x+24432*a^2*b*c*g*r^3*x^2+2344*a^2*b*c*p^3*r^2*x+9996*a^2*b* c*p^3*r*x^2+7464*a^2*b*c*p^2*r^3*x+21996*a^2*b*c*p^2*r^2*x^2+7896*a^2*b*c*p*r^4 *x+12504*a^2*b*c*p*r^3*x^2+808*a^2*b*c*q^3*r^2*x+9996*a^2*b*c*q^3*r*x^2+3720*a^ 2*b*c*q^2*r^3*x+21996*a^2*b*c*q^2*r^2*x^2+5688*a^2*b*c*q*r^4*x+9152*a^2*b*c^3*g *r^2*x+59136*a^2*b*c^3*g*r*x^2+9760*a^2*b*c^3*p*r^2*x+52752*a^2*b*c^3*p*r*x^2+ 7072*a^2*b*c^3*q*r^2*x+52752*a^2*b*c^3*q*r*x^2+5600*a^2*b*c^2*g^2*r^2*x+36960*a ^2*b*c^2*g^2*r*x^2+14632*a^2*b*c^2*g*r^3*x+68832*a^2*b*c^2*g*r^2*x^2+7296*a^2*b *c^2*p^2*r^2*x+34776*a^2*b*c^2*p^2*r*x^2+15216*a^2*b*c^2*p*r^3*x+52632*a^2*b*c^ 2*p*r^2*x^2+3744*a^2*b*c^2*q^2*r^2*x+34776*a^2*b*c^2*q^2*r*x^2+10896*a^2*b*c^2* q*r^3*x+52632*a^2*b*c^2*q*r^2*x^2+984*a^2*b^2*g^2*p*r^2*x+6888*a^2*b^2*g^2*p*r* x^2+984*a^2*b^2*g^2*q*r^2*x+6888*a^2*b^2*g^2*q*r*x^2+1800*a^2*b^2*g*p^2*r^2*x+ 9912*a^2*b^2*g*p^2*r*x^2+3600*a^2*b^2*g*p*r^3*x+18336*a^2*b^2*g*p*r^2*x^2+1032* a^2*b^2*g*q^2*r^2*x+9912*a^2*b^2*g*q^2*r*x^2+2832*a^2*b^2*g*q*r^3*x+18336*a^2*b ^2*g*q*r^2*x^2+1608*a^2*b^2*p^2*q*r^2*x+9576*a^2*b^2*p^2*q*r*x^2+1128*a^2*b^2*p *q^2*r^2*x+9576*a^2*b^2*p*q^2*r*x^2+3216*a^2*b^2*p*q*r^3*x+15552*a^2*b^2*p*q*r^ 2*x^2+6432*a^2*b^2*c^2*g*r^2*x+45024*a^2*b^2*c^2*g*r*x^2+7968*a^2*b^2*c^2*p*r^2 *x+47712*a^2*b^2*c^2*p*r*x^2+5664*a^2*b^2*c^2*q*r^2*x+47712*a^2*b^2*c^2*q*r*x^2 +1968*a^2*b^2*c*g^2*r^2*x+13776*a^2*b^2*c*g^2*r*x^2+6816*a^2*b^2*c*g*r^3*x+ 39744*a^2*b^2*c*g*r^2*x^2+4128*a^2*b^2*c*p^2*r^2*x+21504*a^2*b^2*c*p^2*r*x^2+ 8448*a^2*b^2*c*p*r^3*x+35712*a^2*b^2*c*p*r^2*x^2+2016*a^2*b^2*c*q^2*r^2*x+21504 *a^2*b^2*c*q^2*r*x^2+5952*a^2*b^2*c*q*r^3*x+35712*a^2*b^2*c*q*r^2*x^2+2280*a^3* g*p*q*r^3*x+9048*a^3*g*p*q*r^2*x^2+1408*a^2*b^3*c*g*r^2*x+11200*a^2*b^3*c*g*r*x ^2+2368*a^2*b^3*c*p*r^2*x+16800*a^2*b^3*c*p*r*x^2+1728*a^2*b^3*c*q*r^2*x+16800* a^2*b^3*c*q*r*x^2+704*a^2*b^3*g*p*r^2*x+5600*a^2*b^3*g*p*r*x^2+704*a^2*b^3*g*q* r^2*x+5600*a^2*b^3*g*q*r*x^2+960*a^2*b^3*p*q*r^2*x+7840*a^2*b^3*p*q*r*x^2+1760* a^3*c*g^2*q*r^2*x+11620*a^3*c*g^2*q*r*x^2+2760*a^3*c*g*p^2*r^2*x+12320*a^3*c*g* p^2*r*x^2+5772*a^3*c*g*p*r^3*x+20520*a^3*c*g*p*r^2*x^2+1600*a^3*c*g*q^2*r^2*x+ 12320*a^3*c*g*q^2*r*x^2+4420*a^3*c*g*q*r^3*x+20520*a^3*c*g*q*r^2*x^2+2128*a^3*c *p^2*q*r^2*x+9996*a^3*c*p^2*q*r*x^2+1616*a^3*c*p*q^2*r^2*x+9996*a^3*c*p*q^2*r*x ^2+4448*a^3*c*p*q*r^3*x+14664*a^3*c*p*q*r^2*x^2+924*a^3*g^2*p*q*r^2*x+5460*a^3* g^2*p*q*r*x^2+1104*a^3*g*p^2*q*r^2*x+5544*a^3*g*p^2*q*r*x^2+840*a^3*g*p*q^2*r^2 *x+5544*a^3*g*p*q^2*r*x^2+872*a^3*b*g*q^2*r^2*x+6608*a^3*b*g*q^2*r*x^2+2320*a^3 *b*g*q*r^3*x+12224*a^3*b*g*q*r^2*x^2+1288*a^3*b*p^2*q*r^2*x+6384*a^3*b*p^2*q*r* x^2+968*a^3*b*p*q^2*r^2*x+6384*a^3*b*p*q^2*r*x^2+2672*a^3*b*p*q*r^3*x+10368*a^3 *b*p*q*r^2*x^2+5456*a^3*c^2*g*p*r^2*x+27104*a^3*c^2*g*p*r*x^2+4192*a^3*c^2*g*q* r^2*x+27104*a^3*c^2*g*q*r*x^2+4416*a^3*c^2*p*q*r^2*x+23184*a^3*c^2*p*q*r*x^2+ 2168*a^3*c*g^2*p*r^2*x+11620*a^3*c*g^2*p*r*x^2+5472*a^3*b*c*g*r^3*x+26496*a^3*b *c*g*r^2*x^2+3264*a^3*b*c*p^2*r^2*x+14336*a^3*b*c*p^2*r*x^2+6880*a^3*b*c*p*r^3* x+23808*a^3*b*c*p*r^2*x^2+1856*a^3*b*c*q^2*r^2*x+14336*a^3*b*c*q^2*r*x^2+5216*a ^3*b*c*q*r^3*x+23808*a^3*b*c*q*r^2*x^2+760*a^3*b*g^2*p*r^2*x+4592*a^3*b*g^2*p*r *x^2+760*a^3*b*g^2*q*r^2*x+4592*a^3*b*g^2*q*r*x^2+1384*a^3*b*g*p^2*r^2*x+6608*a ^3*b*g*p^2*r*x^2+2832*a^3*b*g*p*r^3*x+12224*a^3*b*g*p*r^2*x^2+3072*a^3*b^2*c*p* r^2*x+16800*a^3*b^2*c*p*r*x^2+2432*a^3*b^2*c*q*r^2*x+16800*a^3*b^2*c*q*r*x^2+ 896*a^3*b^2*g*p*r^2*x+5600*a^3*b^2*g*p*r*x^2+896*a^3*b^2*g*q*r^2*x+5600*a^3*b^2 *g*q*r*x^2+1280*a^3*b^2*p*q*r^2*x+7840*a^3*b^2*p*q*r*x^2+5152*a^3*b*c^2*g*r^2*x +30016*a^3*b*c^2*g*r*x^2+6496*a^3*b*c^2*p*r^2*x+31808*a^3*b*c^2*p*r*x^2+4960*a^ 3*b*c^2*q*r^2*x+31808*a^3*b*c^2*q*r*x^2+1520*a^3*b*c*g^2*r^2*x+9184*a^3*b*c*g^2 *r*x^2+800*a^4*b*p*q*r^2*x+3920*a^4*b*p*q*r*x^2+1536*a^4*c*g*p*r^2*x+7056*a^4*c *g*p*r*x^2+1280*a^4*c*g*q*r^2*x+7056*a^4*c*g*q*r*x^2+1536*a^4*c*p*q*r^2*x+7168* a^4*c*p*q*r*x^2+656*a^4*g*p*q*r^2*x+3304*a^4*g*p*q*r*x^2+1792*a^3*b^2*c*g*r^2*x +11200*a^3*b^2*c*g*r*x^2+1088*a^4*b*c*g*r^2*x+5600*a^4*b*c*g*r*x^2+1888*a^4*b*c *p*r^2*x+8400*a^4*b*c*p*r*x^2+1568*a^4*b*c*q*r^2*x+8400*a^4*b*c*q*r*x^2+544*a^4 *b*g*p*r^2*x+2800*a^4*b*g*p*r*x^2+544*a^4*b*g*q*r^2*x+2800*a^4*b*g*q*r*x^2+780* a^3*p*q^2*r^3*x+2946*a^3*p*q^2*r^2*x^2+1104*a^3*p*q*r^4*x+1428*a^3*p*q*r^3*x^2+ 320*a^2*b^4*c*r^2*x+3360*a^2*b^4*c*r*x^2+160*a^2*b^4*p*r^2*x+1680*a^2*b^4*p*r*x ^2+160*a^2*b^4*q*r^2*x+1680*a^2*b^4*q*r*x^2+2176*a^2*b^3*c^2*r^2*x+17920*a^2*b^ 3*c^2*r*x^2+2304*a^2*b^3*c*r^3*x+15840*a^2*b^3*c*r^2*x^2+1146*a^3*g^2*p*r^3*x+ 5042*a^3*g^2*p*r^2*x^2+360*a^3*g^2*q^2*r^2*x+2730*a^3*g^2*q^2*r*x^2+942*a^3*g^2 *q*r^3*x+5042*a^3*g^2*q*r^2*x^2+456*a^3*g*p^3*r^2*x+1848*a^3*g*p^3*r*x^2+1452*a ^3*g*p^2*r^3*x+4524*a^3*g*p^2*r^2*x^2+1536*a^3*g*p*r^4*x+3450*a^3*g*p*r^3*x^2+ 192*a^3*g*q^3*r^2*x+1848*a^3*g*q^3*r*x^2+828*a^3*g*q^2*r^3*x+4524*a^3*g*q^2*r^2 *x^2+1176*a^3*g*q*r^4*x+3450*a^3*g*q*r^3*x^2+328*a^3*p^3*q*r^2*x+1400*a^3*p^3*q *r*x^2+384*a^3*p^2*q^2*r^2*x+2100*a^3*p^2*q^2*r*x^2+1044*a^3*p^2*q*r^3*x+2946*a ^3*p^2*q*r^2*x^2+184*a^3*p*q^3*r^2*x+1400*a^3*p*q^3*r*x^2+10884*a^3*c*g^2*r^2*x ^2+3012*a^3*c*g*r^4*x+8144*a^3*c*g*r^3*x^2+880*a^3*c*p^3*r^2*x+3332*a^3*c*p^3*r *x^2+2848*a^3*c*p^2*r^3*x+7332*a^3*c*p^2*r^2*x^2+3056*a^3*c*p*r^4*x+4168*a^3*c* p*r^3*x^2+368*a^3*c*q^3*r^2*x+3332*a^3*c*q^3*r*x^2+1600*a^3*c*q^2*r^3*x+7332*a^ 3*c*q^2*r^2*x^2+2320*a^3*c*q*r^4*x+4168*a^3*c*q*r^3*x^2+200*a^3*g^3*p*r^2*x+ 1232*a^3*g^3*p*r*x^2+200*a^3*g^3*q*r^2*x+1232*a^3*g^3*q*r*x^2+564*a^3*g^2*p^2*r ^2*x+2730*a^3*g^2*p^2*r*x^2+3520*a^3*c^3*g*r^2*x+19712*a^3*c^3*g*r*x^2+3840*a^3 *c^3*p*r^2*x+17584*a^3*c^3*p*r*x^2+2944*a^3*c^3*q*r^2*x+17584*a^3*c^3*q*r*x^2+ 2080*a^3*c^2*g^2*r^2*x+12320*a^3*c^2*g^2*r*x^2+5624*a^3*c^2*g*r^3*x+22944*a^3*c ^2*g*r^2*x^2+2800*a^3*c^2*p^2*r^2*x+11592*a^3*c^2*p^2*r*x^2+5968*a^3*c^2*p*r^3* x+17544*a^3*c^2*p*r^2*x^2+1616*a^3*c^2*q^2*r^2*x+11592*a^3*c^2*q^2*r*x^2+4528*a ^3*c^2*q*r^3*x+17544*a^3*c^2*q*r^2*x^2+400*a^3*c*g^3*r^2*x+2464*a^3*c*g^3*r*x^2 +2204*a^3*c*g^2*r^3*x+760*a^3*b*g^2*r^3*x+5248*a^3*b*g^2*r^2*x^2+1448*a^3*b*g*r ^4*x+5872*a^3*b*g*r^3*x^2+536*a^3*b*p^3*r^2*x+2128*a^3*b*p^3*r*x^2+1720*a^3*b*p ^2*r^3*x+5184*a^3*b*p^2*r^2*x^2+1832*a^3*b*p*r^4*x+3952*a^3*b*p*r^3*x^2+216*a^3 *b*q^3*r^2*x+2128*a^3*b*q^3*r*x^2+952*a^3*b*q^2*r^3*x+5184*a^3*b*q^2*r^2*x^2+ 1384*a^3*b*q*r^4*x+3952*a^3*b*q*r^3*x^2+896*a^3*b^2*g*r^3*x+6400*a^3*b^2*g*r^2* x^2+800*a^3*b^2*p^2*r^2*x+3920*a^3*b^2*p^2*r*x^2+1632*a^3*b^2*p*r^3*x+7280*a^3* b^2*p*r^2*x^2+480*a^3*b^2*q^2*r^2*x+3920*a^3*b^2*q^2*r*x^2+1312*a^3*b^2*q*r^3*x +7280*a^3*b^2*q*r^2*x^2+4224*a^3*b*c^3*r^2*x+23296*a^3*b*c^3*r*x^2+6752*a^3*b*c ^2*r^3*x+26880*a^3*b*c^2*r^2*x^2+3616*a^3*b*c*r^4*x+9472*a^3*b*c*r^3*x^2+296*a^ 4*p*q^2*r^2*x+1596*a^4*p*q^2*r*x^2+800*a^4*p*q*r^3*x+2592*a^4*p*q*r^2*x^2+640*a ^3*b^3*c*r^2*x+4480*a^3*b^3*c*r*x^2+320*a^3*b^3*p*r^2*x+2240*a^3*b^3*p*r*x^2+ 320*a^3*b^3*q*r^2*x+2240*a^3*b^3*q*r*x^2+2944*a^3*b^2*c^2*r^2*x+17920*a^3*b^2*c ^2*r*x^2+3136*a^3*b^2*c*r^3*x+15840*a^3*b^2*c*r^2*x^2+1600*a^4*c*g*r^3*x+6624*a ^4*c*g*r^2*x^2+944*a^4*c*p^2*r^2*x+3584*a^4*c*p^2*r*x^2+2032*a^4*c*p*r^3*x+5952 *a^4*c*p*r^2*x^2+592*a^4*c*q^2*r^2*x+3584*a^4*c*q^2*r*x^2+1616*a^4*c*q*r^3*x+ 5952*a^4*c*q*r^2*x^2+216*a^4*g^2*p*r^2*x+1148*a^4*g^2*p*r*x^2+216*a^4*g^2*q*r^2 *x+1148*a^4*g^2*q*r*x^2+392*a^4*g*p^2*r^2*x+1652*a^4*g*p^2*r*x^2+816*a^4*g*p*r^ 3*x+3056*a^4*g*p*r^2*x^2+264*a^4*g*q^2*r^2*x+1652*a^4*g*q^2*r*x^2+688*a^4*g*q*r ^3*x+3056*a^4*g*q*r^2*x^2+376*a^4*p^2*q*r^2*x+1596*a^4*p^2*q*r*x^2+544*a^4*b*g* r^3*x+3200*a^4*b*g*r^2*x^2+480*a^4*b*p^2*r^2*x+1960*a^4*b*p^2*r*x^2+1008*a^4*b* p*r^3*x+3640*a^4*b*p*r^2*x^2+320*a^4*b*q^2*r^2*x+1960*a^4*b*q^2*r*x^2+848*a^4*b *q*r^3*x+3640*a^4*b*q*r^2*x^2+1504*a^4*c^2*g*r^2*x+7504*a^4*c^2*g*r*x^2+1920*a^ 4*c^2*p*r^2*x+7952*a^4*c^2*p*r*x^2+1536*a^4*c^2*q*r^2*x+7952*a^4*c^2*q*r*x^2+ 432*a^4*c*g^2*r^2*x+2296*a^4*c*g^2*r*x^2+128*a^5*g*q*r^2*x+560*a^5*g*q*r*x^2+ 192*a^5*p*q*r^2*x+784*a^5*p*q*r*x^2+640*a^4*b^2*c*r^2*x+3360*a^4*b^2*c*r*x^2+ 320*a^4*b^2*p*r^2*x+1680*a^4*b^2*p*r*x^2+320*a^4*b^2*q*r^2*x+1680*a^4*b^2*q*r*x ^2+1856*a^4*b*c^2*r^2*x+8960*a^4*b*c^2*r*x^2+1984*a^4*b*c*r^3*x+7920*a^4*b*c*r^ 2*x^2+320*a^5*b*c*r^2*x+1344*a^5*b*c*r*x^2+160*a^5*b*p*r^2*x+672*a^5*b*p*r*x^2+ 160*a^5*b*q*r^2*x+672*a^5*b*q*r*x^2+256*a^5*c*g*r^2*x+1120*a^5*c*g*r*x^2+448*a^ 5*c*p*r^2*x+1680*a^5*c*p*r*x^2+384*a^5*c*q*r^2*x+1680*a^5*c*q*r*x^2+128*a^5*g*p *r^2*x+560*a^5*g*p*r*x^2-80*g^2*p*q^4*r^2*x^2-376*g^2*p*q^3*r^3*x^2-684*g^2*p*q ^2*r^4*x^2-18*g*p^5*q*r^2*x^2-45*g*p^4*q^2*r^2*x^2-105*g*p^4*q*r^3*x^2-60*g*p^3 *q^3*r^2*x^2-210*g*p^3*q^2*r^3*x^2-252*g*p^3*q*r^4*x^2-45*g*p^2*q^4*r^2*x^2-210 *g*p^2*q^3*r^3*x^2-378*g*p^2*q^2*r^4*x^2-306*g*p^2*q*r^5*x^2-18*g*p*q^5*r^2*x^2 -105*g*p*q^4*r^3*x^2-252*g*p*q^3*r^4*x^2-306*g*p*q^2*r^5*x^2-38*g^5*p*q*r^2*x^2 -108*g^4*p^2*q*r^2*x^2-108*g^4*p*q^2*r^2*x^2-252*g^4*p*q*r^3*x^2-136*g^3*p^3*q* r^2*x^2-204*g^3*p^2*q^2*r^2*x^2-480*g^3*p^2*q*r^3*x^2-136*g^3*p*q^3*r^2*x^2-480 *g^3*p*q^2*r^3*x^2-582*g^3*p*q*r^4*x^2-80*g^2*p^4*q*r^2*x^2-160*g^2*p^3*q^2*r^2 *x^2-376*g^2*p^3*q*r^3*x^2-160*g^2*p^2*q^3*r^2*x^2-564*g^2*p^2*q^2*r^3*x^2-684* g^2*p^2*q*r^4*x^2-840*c*g*p^2*r^5*x^2-48*c*g*q^5*r^2*x^2-282*c*g*q^4*r^3*x^2-\ 684*c*g*q^3*r^4*x^2-840*c*g*q^2*r^5*x^2-12*c*p^5*q*r^2*x^2-30*c*p^4*q^2*r^2*x^2 -70*c*p^4*q*r^3*x^2-40*c*p^3*q^3*r^2*x^2-140*c*p^3*q^2*r^3*x^2-168*c*p^3*q*r^4* x^2-30*c*p^2*q^4*r^2*x^2-140*c*p^2*q^3*r^3*x^2-252*c*p^2*q^2*r^4*x^2-204*c*p^2* q*r^5*x^2-12*c*p*q^5*r^2*x^2-70*c*p*q^4*r^3*x^2-168*c*p*q^3*r^4*x^2-204*c*p*q^2 *r^5*x^2-304*c*g^3*p^3*r^2*x^2-1076*c*g^3*p^2*r^3*x^2-1308*c*g^3*p*r^4*x^2-304* c*g^3*q^3*r^2*x^2-1076*c*g^3*q^2*r^3*x^2-1308*c*g^3*q*r^4*x^2-188*c*g^2*p^4*r^2 *x^2-888*c*g^2*p^3*r^3*x^2-1626*c*g^2*p^2*r^4*x^2-188*c*g^2*q^4*r^2*x^2-888*c*g ^2*q^3*r^3*x^2-1626*c*g^2*q^2*r^4*x^2-48*c*g*p^5*r^2*x^2-282*c*g*p^4*r^3*x^2-\ 684*c*g*p^3*r^4*x^2-120*c^2*p^4*q*r^2*x^2-240*c^2*p^3*q^2*r^2*x^2-560*c^2*p^3*q *r^3*x^2-240*c^2*p^2*q^3*r^2*x^2-840*c^2*p^2*q^2*r^3*x^2-1008*c^2*p^2*q*r^4*x^2 -120*c^2*p*q^4*r^2*x^2-560*c^2*p*q^3*r^3*x^2-1008*c^2*p*q^2*r^4*x^2-80*c*g^5*p* r^2*x^2-80*c*g^5*q*r^2*x^2-234*c*g^4*p^2*r^2*x^2-546*c*g^4*p*r^3*x^2-234*c*g^4* q^2*r^2*x^2-546*c*g^4*q*r^3*x^2-646*a*p^3*r^4*x^2-936*a*p^2*r^5*x^2+14*a*q^6*r* x^2+2*a*q^5*r^3*x+18*a*q^5*r^2*x^2+14*a*q^4*r^4*x-172*a*q^4*r^3*x^2-646*a*q^3*r ^4*x^2-936*a*q^2*r^5*x^2+224*b^6*c*r*x^2+112*b^6*p*r*x^2+64*b^5*c^2*r^2*x+1792* b^5*c^2*r*x^2+64*b^5*c*r^3*x+1584*b^5*c*r^2*x^2+640*b^5*g*r^2*x^2+32*b^5*p^2*r^ 2*x+392*b^5*p^2*r*x^2+48*b^5*p*r^3*x+728*b^5*p*r^2*x^2-4240*a*c^2*r^5*x^2+32*a* g^5*r^3*x+256*a*g^5*r^2*x^2+157*a*g^4*r^4*x+774*a*g^4*r^3*x^2+612*a*g^3*r^4*x^2 +14*a*p^6*r*x^2+18*a*p^5*r^2*x^2-172*a*p^4*r^3*x^2+408*a*b^3*r^5*x+960*a*b^3*r^ 4*x^2-960*a*b^2*r^5*x^2+704*a*c^6*r^2*x+4480*a*c^6*r*x^2+2144*a*c^5*r^3*x+7744* a*c^5*r^2*x^2+2720*a*c^4*r^4*x+2208*a*c^4*r^3*x^2+1792*a*c^3*r^5*x-4408*a*c^3*r ^4*x^2-685*a^2*g*r^5*x^2+112*a^2*p^5*r*x^2+310*a^2*p^4*r^2*x^2-22*a^2*p^3*r^3*x ^2-962*a^2*p^2*r^4*x^2-1178*a^2*p*r^5*x^2+4*a^2*q^5*r^2*x+112*a^2*q^5*r*x^2+38* a^2*q^4*r^3*x+310*a^2*q^4*r^2*x^2+136*a^2*q^3*r^4*x-22*a^2*q^3*r^3*x^2-962*a^2* q^2*r^4*x^2-1178*a^2*q*r^5*x^2+32*a*b^5*r^3*x+768*a*b^5*r^2*x^2+192*a*b^4*r^4*x +1760*a*b^4*r^3*x^2+14432*a^2*c^4*r^2*x^2+4256*a^2*c^3*r^4*x+5480*a^2*c^3*r^3*x ^2+2144*a^2*c^2*r^5*x-2668*a^2*c^2*r^4*x^2-2346*a^2*c*r^5*x^2+108*a^2*g^4*r^3*x +832*a^2*g^4*r^2*x^2+419*a^2*g^3*r^4*x+1952*a^2*g^3*r^3*x^2+1062*a^2*g^2*r^4*x^ 2+160*a^2*b^4*r^3*x+1920*a^2*b^4*r^2*x^2+608*a^2*b^3*r^4*x+3520*a^2*b^3*r^3*x^2 +1440*a^2*b^2*r^4*x^2-960*a^2*b*r^5*x^2+1600*a^2*c^5*r^2*x+9184*a^2*c^5*r*x^2+ 4128*a^2*c^4*r^3*x+1088*a^3*c*r^5*x-56*a^3*c*r^4*x^2+200*a^3*g^3*r^3*x+1408*a^3 *g^3*r^2*x^2+582*a^3*g^2*r^4*x+2414*a^3*g^2*r^3*x^2+822*a^3*g*r^4*x^2+350*a^3*p ^4*r*x^2+982*a^3*p^3*r^2*x^2+714*a^3*p^2*r^3*x^2-238*a^3*p*r^4*x^2+28*a^3*q^4*r ^2*x+350*a^3*q^4*r*x^2+172*a^3*q^3*r^3*x+982*a^3*q^3*r^2*x^2+396*a^3*q^2*r^4*x+ 714*a^3*q^2*r^3*x^2+388*a^3*q*r^5*x-238*a^3*q*r^4*x^2+320*a^3*b^3*r^3*x+2560*a^ 3*b^3*r^2*x^2+832*a^3*b^2*r^4*x+3520*a^3*b^2*r^3*x^2+648*a^3*b*r^5*x+960*a^3*b* r^4*x^2+1920*a^3*c^4*r^2*x+9856*a^3*c^4*r*x^2+4032*a^3*c^3*r^3*x+13616*a^3*c^3* r^2*x^2+3168*a^3*c^2*r^4*x+5480*a^3*c^2*r^3*x^2+2048*a^4*c^2*r^3*x+6720*a^4*c^2 *r^2*x^2+1088*a^4*c*r^4*x+2368*a^4*c*r^3*x^2+216*a^4*g^2*r^3*x+1312*a^4*g^2*r^2 *x^2+424*a^4*g*r^4*x+1468*a^4*g*r^3*x^2+532*a^4*p^3*r*x^2+1296*a^4*p^2*r^2*x^2+ 988*a^4*p*r^3*x^2+72*a^4*q^3*r^2*x+532*a^4*q^3*r*x^2+304*a^4*q^2*r^3*x+1296*a^4 *q^2*r^2*x^2+424*a^4*q*r^4*x+988*a^4*q*r^3*x^2+128*a^5*g*r^3*x+640*a^5*g*r^2*x^ 2+392*a^5*p^2*r*x^2+728*a^5*p*r^2*x^2+80*a^5*q^2*r^2*x+392*a^5*q^2*r*x^2+208*a^ 5*q*r^3*x+728*a^5*q*r^2*x^2+320*a^4*b^2*r^3*x+1920*a^4*b^2*r^2*x^2+528*a^4*b*r^ 4*x+1760*a^4*b*r^3*x^2+1280*a^4*c^3*r^2*x+5824*a^4*c^3*r*x^2+64*a^6*c*r^2*x+224 *a^6*c*r*x^2+112*a^6*p*r*x^2+32*a^6*q*r^2*x+112*a^6*q*r*x^2+160*a^5*b*r^3*x+768 *a^5*b*r^2*x^2+448*a^5*c^2*r^2*x+1792*a^5*c^2*r*x^2+480*a^5*c*r^3*x+1584*a^5*c* r^2*x^2-94*g^2*q^4*r^3*x^2-228*g^2*q^3*r^4*x^2-19*g^5*q^2*r^2*x^2-43*g^5*q*r^3* x^2-36*g^4*p^3*r^2*x^2-126*g^4*p^2*r^3*x^2-150*g^4*p*r^4*x^2-36*g^4*q^3*r^2*x^2 -126*g^4*q^2*r^3*x^2-150*g^4*q*r^4*x^2-34*g^3*p^4*r^2*x^2-160*g^3*p^3*r^3*x^2-\ 291*g^3*p^2*r^4*x^2-34*g^3*q^4*r^2*x^2-160*g^3*q^3*r^3*x^2-291*g^3*q^2*r^4*x^2-\ 16*g^2*p^5*r^2*x^2-94*g^2*p^4*r^3*x^2-228*g^2*p^3*r^4*x^2-16*g^2*q^5*r^2*x^2-\ 336*c^2*q^3*r^4*x^2-408*c^2*q^2*r^5*x^2-8*c*g^6*r^2*x^2-90*c*g^5*r^3*x^2-324*c* g^4*r^4*x^2-2*c*p^6*r^2*x^2-14*c*p^5*r^3*x^2-42*c*p^4*r^4*x^2-68*c*p^3*r^5*x^2-\ 14*c*q^5*r^3*x^2-42*c*q^4*r^4*x^2-68*c*q^3*r^5*x^2-4*g^6*p*r^2*x^2-4*g^6*q*r^2* x^2-19*g^5*p^2*r^2*x^2-43*g^5*p*r^3*x^2-120*c^3*p^4*r^2*x^2-560*c^3*p^3*r^3*x^2 -1008*c^3*p^2*r^4*x^2-816*c^3*p*r^5*x^2-120*c^3*q^4*r^2*x^2-560*c^3*q^3*r^3*x^2 -1008*c^3*q^2*r^4*x^2-816*c^3*q*r^5*x^2-84*c^2*g^5*r^2*x^2-588*c^2*g^4*r^3*x^2-\ 1452*c^2*g^3*r^4*x^2-24*c^2*p^5*r^2*x^2-140*c^2*p^4*r^3*x^2-336*c^2*p^3*r^4*x^2 -408*c^2*p^2*r^5*x^2-24*c^2*q^5*r^2*x^2-140*c^2*q^4*r^3*x^2-1120*c^5*p*r^3*x^2-\ 480*c^5*q^2*r^2*x^2-1120*c^5*q*r^3*x^2-800*c^4*g^3*r^2*x^2-2592*c^4*g^2*r^3*x^2 -2448*c^4*g*r^4*x^2-320*c^4*p^3*r^2*x^2-1120*c^4*p^2*r^3*x^2-1344*c^4*p*r^4*x^2 -320*c^4*q^3*r^2*x^2-1120*c^4*q^2*r^3*x^2-1344*c^4*q*r^4*x^2-360*c^3*g^4*r^2*x^ 2-1744*c^3*g^3*r^3*x^2-2856*c^3*g^2*r^4*x^2-2384*c^2*g^3*p*r^3*x^2-1008*c^2*g^3 *q^2*r^2*x^2-2384*c^2*g^3*q*r^3*x^2-864*c^2*g^2*p^3*r^2*x^2-3072*c^2*g^2*p^2*r^ 3*x^2-3768*c^2*g^2*p*r^4*x^2-864*c^2*g^2*q^3*r^2*x^2-3072*c^2*g^2*q^2*r^3*x^2-\ 3768*c^2*g^2*q*r^4*x^2-300*c^2*g*p^4*r^2*x^2-1416*c^2*g*p^3*r^3*x^2-2592*c^2*g* p^2*r^4*x^2-2136*c^2*g*p*r^5*x^2-300*c^2*g*q^4*r^2*x^2-1416*c^2*g*q^3*r^3*x^2-\ 2592*c^2*g*q^2*r^4*x^2-2136*c^2*g*q*r^5*x^2-960*c^3*g*p^3*r^2*x^2-3408*c^3*g*p^ 2*r^3*x^2-4176*c^3*g*p*r^4*x^2-960*c^3*g*q^3*r^2*x^2-3408*c^3*g*q^2*r^3*x^2-\ 4176*c^3*g*q*r^4*x^2-480*c^3*p^3*q*r^2*x^2-720*c^3*p^2*q^2*r^2*x^2-1680*c^3*p^2 *q*r^3*x^2-480*c^3*p*q^3*r^2*x^2-1680*c^3*p*q^2*r^3*x^2-2016*c^3*p*q*r^4*x^2-\ 504*c^2*g^4*p*r^2*x^2-504*c^2*g^4*q*r^2*x^2-1008*c^2*g^3*p^2*r^2*x^2-2176*c^4*g ^2*q*r^2*x^2-1680*c^4*g*p^2*r^2*x^2-3984*c^4*g*p*r^3*x^2-1680*c^4*g*q^2*r^2*x^2 -3984*c^4*g*q*r^3*x^2-960*c^4*p^2*q*r^2*x^2-960*c^4*p*q^2*r^2*x^2-2240*c^4*p*q* r^3*x^2-1472*c^3*g^3*p*r^2*x^2-1472*c^3*g^3*q*r^2*x^2-1952*c^3*g^2*p^2*r^2*x^2-\ 4640*c^3*g^2*p*r^3*x^2-1952*c^3*g^2*q^2*r^2*x^2-4640*c^3*g^2*q*r^3*x^2-70*b*p^4 *q*r^3*x^2-40*b*p^3*q^3*r^2*x^2-140*b*p^3*q^2*r^3*x^2-168*b*p^3*q*r^4*x^2-30*b* p^2*q^4*r^2*x^2-140*b*p^2*q^3*r^3*x^2-252*b*p^2*q^2*r^4*x^2-12*b*p*q^5*r^2*x^2-\ 70*b*p*q^4*r^3*x^2-168*b*p*q^3*r^4*x^2-204*b*p*q^2*r^5*x^2-1536*c^5*g*p*r^2*x^2 -1536*c^5*g*q*r^2*x^2-960*c^5*p*q*r^2*x^2-2176*c^4*g^2*p*r^2*x^2-122*b*g^2*p^4* r^2*x^2-572*b*g^2*p^3*r^3*x^2-1035*b*g^2*p^2*r^4*x^2-122*b*g^2*q^4*r^2*x^2-572* b*g^2*q^3*r^3*x^2-1035*b*g^2*q^2*r^4*x^2-34*b*g*p^5*r^2*x^2-199*b*g*p^4*r^3*x^2 -480*b*g*p^3*r^4*x^2-586*b*g*p^2*r^5*x^2-34*b*g*q^5*r^2*x^2-199*b*g*q^4*r^3*x^2 -480*b*g*q^3*r^4*x^2-12*b*p^5*q*r^2*x^2-30*b*p^4*q^2*r^2*x^2-40*b*c*q^5*r^2*x^2 -234*b*c*q^4*r^3*x^2-564*b*c*q^3*r^4*x^2-688*b*c*q^2*r^5*x^2-32*b*g^5*p*r^2*x^2 -32*b*g^5*q*r^2*x^2-124*b*g^4*p^2*r^2*x^2-280*b*g^4*p*r^3*x^2-124*b*g^4*q^2*r^2 *x^2-280*b*g^4*q*r^3*x^2-182*b*g^3*p^3*r^2*x^2-635*b*g^3*p^2*r^3*x^2-753*b*g^3* p*r^4*x^2-182*b*g^3*q^3*r^2*x^2-635*b*g^3*q^2*r^3*x^2-753*b*g^3*q*r^4*x^2-2376* b*c^2*p^2*r^4*x^2-1936*b*c^2*p*r^5*x^2-280*b*c^2*q^4*r^2*x^2-1312*b*c^2*q^3*r^3 *x^2-2376*b*c^2*q^2*r^4*x^2-1936*b*c^2*q*r^5*x^2-64*b*c*g^5*r^2*x^2-588*b*c*g^4 *r^3*x^2-1638*b*c*g^3*r^4*x^2-40*b*c*p^5*r^2*x^2-234*b*c*p^4*r^3*x^2-564*b*c*p^ 3*r^4*x^2-688*b*c*p^2*r^5*x^2-6552*b*c^3*g*r^4*x^2-960*b*c^3*p^3*r^2*x^2-3376*b *c^3*p^2*r^3*x^2-4080*b*c^3*p*r^4*x^2-960*b*c^3*q^3*r^2*x^2-3376*b*c^3*q^2*r^3* x^2-4080*b*c^3*q*r^4*x^2-552*b*c^2*g^4*r^2*x^2-3004*b*c^2*g^3*r^3*x^2-5304*b*c^ 2*g^2*r^4*x^2-3480*b*c^2*g*r^5*x^2-280*b*c^2*p^4*r^2*x^2-1312*b*c^2*p^3*r^3*x^2 -2304*b*c^5*g*r^2*x^2-1664*b*c^5*p*r^2*x^2-1664*b*c^5*q*r^2*x^2-3008*b*c^4*g^2* r^2*x^2-6096*b*c^4*g*r^3*x^2-1760*b*c^4*p^2*r^2*x^2-4128*b*c^4*p*r^3*x^2-1760*b *c^4*q^2*r^2*x^2-4128*b*c^4*q*r^3*x^2-1856*b*c^3*g^3*r^2*x^2-6472*b*c^3*g^2*r^3 *x^2-1383*b^2*g^2*q*r^4*x^2-139*b^2*g*p^4*r^2*x^2-652*b^2*g*p^3*r^3*x^2-1182*b^ 2*g*p^2*r^4*x^2-964*b^2*g*p*r^5*x^2-139*b^2*g*q^4*r^2*x^2-652*b^2*g*q^3*r^3*x^2 -1182*b^2*g*q^2*r^4*x^2-80*b^2*p^4*q*r^2*x^2-160*b^2*p^3*q^2*r^2*x^2-376*b^2*p^ 3*q*r^3*x^2-160*b^2*p^2*q^3*r^2*x^2-564*b^2*p^2*q^2*r^3*x^2-684*b^2*p^2*q*r^4*x ^2-80*b^2*p*q^4*r^2*x^2-376*b^2*p*q^3*r^3*x^2-684*b^2*p*q^2*r^4*x^2-560*b^2*p*q *r^5*x^2-1476*b^2*c*p*r^5*x^2-210*b^2*c*q^4*r^2*x^2-988*b^2*c*q^3*r^3*x^2-1800* b^2*c*q^2*r^4*x^2-1476*b^2*c*q*r^5*x^2-104*b^2*g^4*p*r^2*x^2-104*b^2*g^4*q*r^2* x^2-315*b^2*g^3*p^2*r^2*x^2-711*b^2*g^3*p*r^3*x^2-315*b^2*g^3*q^2*r^2*x^2-711*b ^2*g^3*q*r^3*x^2-334*b^2*g^2*p^3*r^2*x^2-1165*b^2*g^2*p^2*r^3*x^2-1383*b^2*g^2* p*r^4*x^2-334*b^2*g^2*q^3*r^2*x^2-1165*b^2*g^2*q^2*r^3*x^2-6252*b^2*c^2*g*r^4*x ^2-1040*b^2*c^2*p^3*r^2*x^2-3672*b^2*c^2*p^2*r^3*x^2-4464*b^2*c^2*p*r^4*x^2-\ 1040*b^2*c^2*q^3*r^2*x^2-3672*b^2*c^2*q^2*r^3*x^2-4464*b^2*c^2*q*r^4*x^2-208*b^ 2*c*g^4*r^2*x^2-1498*b^2*c*g^3*r^3*x^2-3030*b^2*c*g^2*r^4*x^2-2240*b^2*c*g*r^5* x^2-210*b^2*c*p^4*r^2*x^2-988*b^2*c*p^3*r^3*x^2-1800*b^2*c*p^2*r^4*x^2-3632*b^2 *c^4*g*r^2*x^2-2880*b^2*c^4*p*r^2*x^2-2880*b^2*c^4*q*r^2*x^2-3480*b^2*c^3*g^2*r ^2*x^2-7720*b^2*c^3*g*r^3*x^2-2480*b^2*c^3*p^2*r^2*x^2-5840*b^2*c^3*p*r^3*x^2-\ 2480*b^2*c^3*q^2*r^2*x^2-5840*b^2*c^3*q*r^3*x^2-1412*b^2*c^2*g^3*r^2*x^2-5592*b ^2*c^2*g^2*r^3*x^2-176*b^3*g^3*q*r^2*x^2-390*b^3*g^2*p^2*r^2*x^2-882*b^3*g^2*p* r^3*x^2-390*b^3*g^2*q^2*r^2*x^2-882*b^3*g^2*q*r^3*x^2-264*b^3*g*p^3*r^2*x^2-924 *b^3*g*p^2*r^3*x^2-1104*b^3*g*p*r^4*x^2-264*b^3*g*q^3*r^2*x^2-924*b^3*g*q^2*r^3 *x^2-1104*b^3*g*q*r^4*x^2-200*b^3*p^3*q*r^2*x^2-300*b^3*p^2*q^2*r^2*x^2-708*b^3 *p^2*q*r^3*x^2-200*b^3*p*q^3*r^2*x^2-708*b^3*p*q^2*r^3*x^2-864*b^3*p*q*r^4*x^2-\ 1656*b^3*c^2*p^2*r^2*x^2-3904*b^3*c^2*p*r^3*x^2-1656*b^3*c^2*q^2*r^2*x^2-3904*b ^3*c^2*q*r^3*x^2-352*b^3*c*g^3*r^2*x^2-1864*b^3*c*g^2*r^3*x^2-2436*b^3*c*g*r^4* x^2-476*b^3*c*p^3*r^2*x^2-1684*b^3*c*p^2*r^3*x^2-2052*b^3*c*p*r^4*x^2-476*b^3*c *q^3*r^2*x^2-1684*b^3*c*q^2*r^3*x^2-2052*b^3*c*q*r^4*x^2-176*b^3*g^3*p*r^2*x^2-\ 236*b^4*g*p^2*r^2*x^2-536*b^4*g*p*r^3*x^2-236*b^4*g*q^2*r^2*x^2-536*b^4*g*q*r^3 *x^2-228*b^4*p^2*q*r^2*x^2-228*b^4*p*q^2*r^2*x^2-536*b^4*p*q*r^3*x^2-2816*b^3*c ^3*g*r^2*x^2-2512*b^3*c^3*p*r^2*x^2-2512*b^3*c^3*q*r^2*x^2-1760*b^3*c^2*g^2*r^2 *x^2-4504*b^3*c^2*g*r^3*x^2-1128*c*g^2*p^2*q^2*r^2*x^2-2664*c*g^2*p^2*q*r^3*x^2 -752*c*g^2*p*q^3*r^2*x^2-2664*c*g^2*p*q^2*r^3*x^2-3252*c*g^2*p*q*r^4*x^2-240*c* g*p^4*q*r^2*x^2-480*c*g*p^3*q^2*r^2*x^2-1128*c*g*p^3*q*r^3*x^2-480*c*g*p^2*q^3* r^2*x^2-1692*c*g*p^2*q^2*r^3*x^2-2052*c*g*p^2*q*r^4*x^2-240*c*g*p*q^4*r^2*x^2-\ 1128*c*g*p*q^3*r^3*x^2-2052*c*g*p*q^2*r^4*x^2-2592*c^2*g^2*p*q^2*r^2*x^2-6144*c ^2*g^2*p*q*r^3*x^2-1200*c^2*g*p^3*q*r^2*x^2-1800*c^2*g*p^2*q^2*r^2*x^2-4248*c^2 *g*p^2*q*r^3*x^2-1200*c^2*g*p*q^3*r^2*x^2-4248*c^2*g*p*q^2*r^3*x^2-5184*c^2*g*p *q*r^4*x^2-468*c*g^4*p*q*r^2*x^2-912*c*g^3*p^2*q*r^2*x^2-912*c*g^3*p*q^2*r^2*x^ 2-2152*c*g^3*p*q*r^3*x^2-752*c*g^2*p^3*q*r^2*x^2-1440*b*g*p^2*q*r^4*x^2-170*b*g *p*q^4*r^2*x^2-796*b*g*p*q^3*r^3*x^2-1172*b*g*p*q*r^5*x^2-3360*c^4*g*p*q*r^2*x^ 2-3904*c^3*g^2*p*q*r^2*x^2-2880*c^3*g*p^2*q*r^2*x^2-2880*c^3*g*p*q^2*r^2*x^2-\ 6816*c^3*g*p*q*r^3*x^2-2016*c^2*g^3*p*q*r^2*x^2-2592*c^2*g^2*p^2*q*r^2*x^2-546* b*g^3*p^2*q*r^2*x^2-546*b*g^3*p*q^2*r^2*x^2-1270*b*g^3*p*q*r^3*x^2-488*b*g^2*p^ 3*q*r^2*x^2-732*b*g^2*p^2*q^2*r^2*x^2-1716*b*g^2*p^2*q*r^3*x^2-488*b*g^2*p*q^3* r^2*x^2-1716*b*g^2*p*q^2*r^3*x^2-2070*b*g^2*p*q*r^4*x^2-170*b*g*p^4*q*r^2*x^2-\ 340*b*g*p^3*q^2*r^2*x^2-796*b*g*p^3*q*r^3*x^2-340*b*g*p^2*q^3*r^2*x^2-1194*b*g* p^2*q^2*r^3*x^2-416*b*c*g*q^4*r^2*x^2-1956*b*c*g*q^3*r^3*x^2-3558*b*c*g*q^2*r^4 *x^2-2912*b*c*g*q*r^5*x^2-200*b*c*p^4*q*r^2*x^2-400*b*c*p^3*q^2*r^2*x^2-936*b*c *p^3*q*r^3*x^2-400*b*c*p^2*q^3*r^2*x^2-1404*b*c*p^2*q^2*r^3*x^2-1692*b*c*p^2*q* r^4*x^2-200*b*c*p*q^4*r^2*x^2-936*b*c*p*q^3*r^3*x^2-1692*b*c*p*q^2*r^4*x^2-1376 *b*c*p*q*r^5*x^2-248*b*g^4*p*q*r^2*x^2-2772*b*c*g^3*p*r^3*x^2-1192*b*c*g^3*q^2* r^2*x^2-2772*b*c*g^3*q*r^3*x^2-1108*b*c*g^2*p^3*r^2*x^2-3906*b*c*g^2*p^2*r^3*x^ 2-4722*b*c*g^2*p*r^4*x^2-1108*b*c*g^2*q^3*r^2*x^2-3906*b*c*g^2*q^2*r^3*x^2-4722 *b*c*g^2*q*r^4*x^2-416*b*c*g*p^4*r^2*x^2-1956*b*c*g*p^3*r^3*x^2-3558*b*c*g*p^2* r^4*x^2-2912*b*c*g*p*r^5*x^2-8472*b*c^2*g*p*r^4*x^2-1968*b*c^2*g*q^3*r^2*x^2-\ 6960*b*c^2*g*q^2*r^3*x^2-8472*b*c^2*g*q*r^4*x^2-1120*b*c^2*p^3*q*r^2*x^2-1680*b *c^2*p^2*q^2*r^2*x^2-3936*b*c^2*p^2*q*r^3*x^2-1120*b*c^2*p*q^3*r^2*x^2-3936*b*c ^2*p*q^2*r^3*x^2-4752*b*c^2*p*q*r^4*x^2-524*b*c*g^4*p*r^2*x^2-524*b*c*g^4*q*r^2 *x^2-1192*b*c*g^3*p^2*r^2*x^2-10736*b*c^3*g*q*r^3*x^2-2880*b*c^3*p^2*q*r^2*x^2-\ 2880*b*c^3*p*q^2*r^2*x^2-6752*b*c^3*p*q*r^3*x^2-2584*b*c^2*g^3*p*r^2*x^2-2584*b *c^2*g^3*q*r^2*x^2-3720*b*c^2*g^2*p^2*r^2*x^2-8760*b*c^2*g^2*p*r^3*x^2-3720*b*c ^2*g^2*q^2*r^2*x^2-8760*b*c^2*g^2*q*r^3*x^2-1968*b*c^2*g*p^3*r^2*x^2-6960*b*c^2 *g*p^2*r^3*x^2-1956*b^2*g*p*q^2*r^3*x^2-2364*b^2*g*p*q*r^4*x^2-5152*b*c^4*g*p*r ^2*x^2-5152*b*c^4*g*q*r^2*x^2-3520*b*c^4*p*q*r^2*x^2-5488*b*c^3*g^2*p*r^2*x^2-\ 5488*b*c^3*g^2*q*r^2*x^2-4544*b*c^3*g*p^2*r^2*x^2-10736*b*c^3*g*p*r^3*x^2-4544* b*c^3*g*q^2*r^2*x^2-840*b^2*c*p^3*q*r^2*x^2-1260*b^2*c*p^2*q^2*r^2*x^2-2964*b^2 *c*p^2*q*r^3*x^2-840*b^2*c*p*q^3*r^2*x^2-2964*b^2*c*p*q^2*r^3*x^2-3600*b^2*c*p* q*r^4*x^2-630*b^2*g^3*p*q*r^2*x^2-1002*b^2*g^2*p^2*q*r^2*x^2-1002*b^2*g^2*p*q^2 *r^2*x^2-2330*b^2*g^2*p*q*r^3*x^2-556*b^2*g*p^3*q*r^2*x^2-834*b^2*g*p^2*q^2*r^2 *x^2-1956*b^2*g*p^2*q*r^3*x^2-556*b^2*g*p*q^3*r^2*x^2-1336*b^2*c*g^3*p*r^2*x^2-\ 1336*b^2*c*g^3*q*r^2*x^2-2206*b^2*c*g^2*p^2*r^2*x^2-5126*b^2*c*g^2*p*r^3*x^2-\ 2206*b^2*c*g^2*q^2*r^2*x^2-5126*b^2*c*g^2*q*r^3*x^2-1288*b^2*c*g*p^3*r^2*x^2-\ 4538*b^2*c*g*p^2*r^3*x^2-5490*b^2*c*g*p*r^4*x^2-1288*b^2*c*g*q^3*r^2*x^2-4538*b ^2*c*g*q^2*r^3*x^2-5490*b^2*c*g*q*r^4*x^2-6560*b^2*c^3*g*q*r^2*x^2-4960*b^2*c^3 *p*q*r^2*x^2-4816*b^2*c^2*g^2*p*r^2*x^2-4816*b^2*c^2*g^2*q*r^2*x^2-4392*b^2*c^2 *g*p^2*r^2*x^2-10328*b^2*c^2*g*p*r^3*x^2-4392*b^2*c^2*g*q^2*r^2*x^2-10328*b^2*c ^2*g*q*r^3*x^2-3120*b^2*c^2*p^2*q*r^2*x^2-3120*b^2*c^2*p*q^2*r^2*x^2-7344*b^2*c ^2*p*q*r^3*x^2-4100*b^3*c*g*p*r^3*x^2-1760*b^3*c*g*q^2*r^2*x^2-4100*b^3*c*g*q*r ^3*x^2-1428*b^3*c*p^2*q*r^2*x^2-1428*b^3*c*p*q^2*r^2*x^2-3368*b^3*c*p*q*r^3*x^2 -780*b^3*g^2*p*q*r^2*x^2-792*b^3*g*p^2*q*r^2*x^2-792*b^3*g*p*q^2*r^2*x^2-1848*b ^3*g*p*q*r^3*x^2-6560*b^2*c^3*g*p*r^2*x^2-1024*b^4*c*p*q*r^2*x^2-472*b^4*g*p*q* r^2*x^2-3872*b^3*c^2*g*p*r^2*x^2-3872*b^3*c^2*g*q*r^2*x^2-3312*b^3*c^2*p*q*r^2* x^2-1660*b^3*c*g^2*p*r^2*x^2-1660*b^3*c*g^2*q*r^2*x^2-1760*b^3*c*g*p^2*r^2*x^2-\ 170*a*g*p^4*q*r^2*x^2-340*a*g*p^3*q^2*r^2*x^2-796*a*g*p^3*q*r^3*x^2-340*a*g*p^2 *q^3*r^2*x^2-1194*a*g*p^2*q^2*r^3*x^2-1440*a*g*p^2*q*r^4*x^2-170*a*g*p*q^4*r^2* x^2-796*a*g*p*q^3*r^3*x^2-1440*a*g*p*q^2*r^4*x^2-1172*a*g*p*q*r^5*x^2-1008*b^4* c*g*p*r^2*x^2-1008*b^4*c*g*q*r^2*x^2-200*a*c*p*q^4*r^2*x^2-936*a*c*p*q^3*r^3*x^ 2-1692*a*c*p*q^2*r^4*x^2-1376*a*c*p*q*r^5*x^2-248*a*g^4*p*q*r^2*x^2-546*a*g^3*p ^2*q*r^2*x^2-546*a*g^3*p*q^2*r^2*x^2-1270*a*g^3*p*q*r^3*x^2-488*a*g^2*p^3*q*r^2 *x^2-732*a*g^2*p^2*q^2*r^2*x^2-1716*a*g^2*p^2*q*r^3*x^2-488*a*g^2*p*q^3*r^2*x^2 -1716*a*g^2*p*q^2*r^3*x^2-2070*a*g^2*p*q*r^4*x^2+7784*a*b*g*p^3*q*r*x^2+1668*a* b*g*p^2*q^2*r^2*x+11676*a*b*g*p^2*q^2*r*x^2+4608*a*b*g*p^2*q*r^3*x+17004*a*b*g* p^2*q*r^2*x^2+728*a*b*g*p*q^3*r^2*x+7784*a*b*g*p*q^3*r*x^2+3216*a*b*g*p*q^2*r^3 *x+17004*a*b*g*p*q^2*r^2*x^2+4728*a*b*g*p*q*r^4*x+9348*a*b*g*p*q*r^3*x^2+9584*a *c^3*g*p*q*r^2*x+63616*a*c^3*g*p*q*r*x^2+7712*a*c^2*g^2*p*q*r^2*x+52080*a*c^2*g ^2*p*q*r*x^2+7260*a*c^2*g*p^2*q*r^2*x+41328*a*c^2*g*p^2*q*r*x^2+5148*a*c^2*g*p* q^2*r^2*x+41328*a*c^2*g*p*q^2*r*x^2+11760*a*b*c*p^3*q*r*x^2+2520*a*b*c*p^2*q^2* r^2*x+17640*a*b*c*p^2*q^2*r*x^2+7008*a*b*c*p^2*q*r^3*x+21984*a*b*c*p^2*q*r^2*x^ 2+1088*a*b*c*p*q^3*r^2*x+11760*a*b*c*p*q^3*r*x^2+4848*a*b*c*p*q^2*r^3*x+21984*a *b*c*p*q^2*r^2*x^2+7200*a*b*c*p*q*r^4*x+5128*a*b*c*p*q*r^3*x^2+1260*a*b*g^3*p*q *r^2*x+8820*a*b*g^3*p*q*r*x^2+2330*a*b*g^2*p^2*q*r^2*x+14028*a*b*g^2*p^2*q*r*x^ 2+1678*a*b*g^2*p*q^2*r^2*x+14028*a*b*g^2*p*q^2*r*x^2+4660*a*b*g^2*p*q*r^3*x+ 23072*a*b*g^2*p*q*r^2*x^2+1496*a*b*g*p^3*q*r^2*x+51736*a*b*c*g^2*p*r^2*x^2+2984 *a*b*c*g^2*q^2*r^2*x+30884*a*b*c*g^2*q^2*r*x^2+8604*a*b*c*g^2*q*r^3*x+51736*a*b *c*g^2*q*r^2*x^2+3924*a*b*c*g*p^3*r^2*x+18032*a*b*c*g*p^3*r*x^2+12328*a*b*c*g*p ^2*r^3*x+40752*a*b*c*g*p^2*r^2*x^2+12884*a*b*c*g*p*r^4*x+24916*a*b*c*g*p*r^3*x^ 2+1228*a*b*c*g*q^3*r^2*x+18032*a*b*c*g*q^3*r*x^2+5824*a*b*c*g*q^2*r^3*x+40752*a *b*c*g*q^2*r^2*x^2+9076*a*b*c*g*q*r^4*x+24916*a*b*c*g*q*r^3*x^2+2272*a*b*c*p^3* q*r^2*x+94992*a*b*c^2*g*p*r^2*x^2+5696*a*b*c^2*g*q^2*r^2*x+61488*a*b*c^2*g*q^2* r*x^2+16936*a*b*c^2*g*q*r^3*x+94992*a*b*c^2*g*q*r^2*x^2+7344*a*b*c^2*p^2*q*r^2* x+43680*a*b*c^2*p^2*q*r*x^2+5136*a*b*c^2*p*q^2*r^2*x+43680*a*b*c^2*p*q^2*r*x^2+ 14688*a*b*c^2*p*q*r^3*x+58176*a*b*c^2*p*q*r^2*x^2+2996*a*b*c*g^3*p*r^2*x+18704* a*b*c*g^3*p*r*x^2+2348*a*b*c*g^3*q*r^2*x+18704*a*b*c*g^3*q*r*x^2+5840*a*b*c*g^2 *p^2*r^2*x+30884*a*b*c*g^2*p^2*r*x^2+11900*a*b*c*g^2*p*r^3*x+27144*a*b^2*g*p*q* r^2*x^2+15440*a*b*c^3*g*p*r^2*x+91840*a*b*c^3*g*p*r*x^2+10800*a*b*c^3*g*q*r^2*x +91840*a*b*c^3*g*q*r*x^2+9920*a*b*c^3*p*q*r^2*x+69440*a*b*c^3*p*q*r*x^2+11184*a *b*c^2*g^2*p*r^2*x+67424*a*b*c^2*g^2*p*r*x^2+8080*a*b*c^2*g^2*q*r^2*x+67424*a*b *c^2*g^2*q*r*x^2+11872*a*b*c^2*g*p^2*r^2*x+61488*a*b*c^2*g*p^2*r*x^2+24376*a*b* c^2*g*p*r^3*x+13332*a*b^2*c*g*p*r^3*x+61560*a*b^2*c*g*p*r^2*x^2+3120*a*b^2*c*g* q^2*r^2*x+36960*a*b^2*c*g*q^2*r*x^2+9276*a*b^2*c*g*q*r^3*x+61560*a*b^2*c*g*q*r^ 2*x^2+4608*a*b^2*c*p^2*q*r^2*x+29988*a*b^2*c*p^2*q*r*x^2+3072*a*b^2*c*p*q^2*r^2 *x+29988*a*b^2*c*p*q^2*r*x^2+9024*a*b^2*c*p*q*r^3*x+43992*a*b^2*c*p*q*r^2*x^2+ 2196*a*b^2*g^2*p*q*r^2*x+16380*a*b^2*g^2*p*q*r*x^2+2592*a*b^2*g*p^2*q*r^2*x+ 16632*a*b^2*g*p^2*q*r*x^2+1800*a*b^2*g*p*q^2*r^2*x+16632*a*b^2*g*p*q^2*r*x^2+ 5112*a*b^2*g*p*q*r^3*x+1520*a*b^3*g*p*q*r^2*x+13216*a*b^3*g*p*q*r*x^2+12560*a*b ^2*c^2*g*p*r^2*x+81312*a*b^2*c^2*g*p*r*x^2+8768*a*b^2*c^2*g*q*r^2*x+81312*a*b^2 *c^2*g*q*r*x^2+8832*a*b^2*c^2*p*q*r^2*x+69552*a*b^2*c^2*p*q*r*x^2+5288*a*b^2*c* g^2*p*r^2*x+34860*a*b^2*c*g^2*p*r*x^2+4064*a*b^2*c*g^2*q*r^2*x+34860*a*b^2*c*g^ 2*q*r*x^2+6600*a*b^2*c*g*p^2*r^2*x+36960*a*b^2*c*g*p^2*r*x^2+4828*a^2*c*g^2*p*q *r^2*x+30884*a^2*c*g^2*p*q*r*x^2+5012*a^2*c*g*p^2*q*r^2*x+27048*a^2*c*g*p^2*q*r *x^2+3664*a^2*c*g*p*q^2*r^2*x+27048*a^2*c*g*p*q^2*r*x^2+10200*a^2*c*g*p*q*r^3*x +40752*a^2*c*g*p*q*r^2*x^2+3744*a*b^3*c*g*p*r^2*x+28224*a*b^3*c*g*p*r*x^2+2720* a*b^3*c*g*q*r^2*x+28224*a*b^3*c*g*q*r*x^2+3072*a*b^3*c*p*q*r^2*x+28672*a*b^3*c* p*q*r*x^2+61560*a^2*b*c*g*q*r^2*x^2+5496*a^2*b*c*p^2*q*r^2*x+29988*a^2*b*c*p^2* q*r*x^2+3960*a^2*b*c*p*q^2*r^2*x+29988*a^2*b*c*p*q^2*r*x^2+11184*a^2*b*c*p*q*r^ 3*x+43992*a^2*b*c*p*q*r^2*x^2+2484*a^2*b*g^2*p*q*r^2*x+16380*a^2*b*g^2*p*q*r*x^ 2+2952*a^2*b*g*p^2*q*r^2*x+16632*a^2*b*g*p^2*q*r*x^2+2160*a^2*b*g*p*q^2*r^2*x+ 16632*a^2*b*g*p*q^2*r*x^2+5976*a^2*b*g*p*q*r^3*x+27144*a^2*b*g*p*q*r^2*x^2+9936 *a^2*c^2*g*p*q*r^2*x+61488*a^2*c^2*g*p*q*r*x^2+14464*a^2*b*c^2*g*p*r^2*x+81312* a^2*b*c^2*g*p*r*x^2+10672*a^2*b*c^2*g*q*r^2*x+81312*a^2*b*c^2*g*q*r*x^2+11040*a ^2*b*c^2*p*q*r^2*x+69552*a^2*b*c^2*p*q*r*x^2+5896*a^2*b*c*g^2*p*r^2*x+34860*a^2 *b*c*g^2*p*r*x^2+4672*a^2*b*c*g^2*q*r^2*x+34860*a^2*b*c*g^2*q*r*x^2+7440*a^2*b* c*g*p^2*r^2*x+36960*a^2*b*c*g*p^2*r*x^2+15324*a^2*b*c*g*p*r^3*x+61560*a^2*b*c*g *p*r^2*x^2+3960*a^2*b*c*g*q^2*r^2*x+36960*a^2*b*c*g*q^2*r*x^2+11268*a^2*b*c*g*q *r^3*x+4360*a^3*c*g*p*q*r^2*x+24640*a^3*c*g*p*q*r*x^2+6816*a^2*b^2*c*g*p*r^2*x+ 42336*a^2*b^2*c*g*p*r*x^2+5280*a^2*b^2*c*g*q*r^2*x+42336*a^2*b^2*c*g*q*r*x^2+ 6144*a^2*b^2*c*p*q*r^2*x+43008*a^2*b^2*c*p*q*r*x^2+2832*a^2*b^2*g*p*q*r^2*x+ 19824*a^2*b^2*g*p*q*r*x^2-7116*b*c*g*p*q*r^4*x^2+5344*a^3*b*c*g*p*r^2*x+28224*a ^3*b*c*g*p*r*x^2+4320*a^3*b*c*g*q*r^2*x+28224*a^3*b*c*g*q*r*x^2+5120*a^3*b*c*p* q*r^2*x+28672*a^3*b*c*p*q*r*x^2+2256*a^3*b*g*p*q*r^2*x+13216*a^3*b*g*p*q*r*x^2-\ 5904*b*c^2*g*p^2*q*r^2*x^2-5904*b*c^2*g*p*q^2*r^2*x^2-13920*b*c^2*g*p*q*r^3*x^2 -2384*b*c*g^3*p*q*r^2*x^2-3324*b*c*g^2*p^2*q*r^2*x^2-3324*b*c*g^2*p*q^2*r^2*x^2 -7812*b*c*g^2*p*q*r^3*x^2-1664*b*c*g*p^3*q*r^2*x^2-2496*b*c*g*p^2*q^2*r^2*x^2-\ 5868*b*c*g*p^2*q*r^3*x^2-1664*b*c*g*p*q^3*r^2*x^2-5868*b*c*g*p*q^2*r^3*x^2-8784 *b^2*c^2*g*p*q*r^2*x^2-4412*b^2*c*g^2*p*q*r^2*x^2-3864*b^2*c*g*p^2*q*r^2*x^2-\ 3864*b^2*c*g*p*q^2*r^2*x^2-9076*b^2*c*g*p*q*r^3*x^2-9088*b*c^3*g*p*q*r^2*x^2-\ 7440*b*c^2*g^2*p*q*r^2*x^2-2384*a*c*g^3*p*q*r^2*x^2-3324*a*c*g^2*p^2*q*r^2*x^2-\ 3324*a*c*g^2*p*q^2*r^2*x^2-7812*a*c*g^2*p*q*r^3*x^2-1664*a*c*g*p^3*q*r^2*x^2-\ 2496*a*c*g*p^2*q^2*r^2*x^2-5868*a*c*g*p^2*q*r^3*x^2-1664*a*c*g*p*q^3*r^2*x^2-\ 5868*a*c*g*p*q^2*r^3*x^2-7116*a*c*g*p*q*r^4*x^2-3520*b^3*c*g*p*q*r^2*x^2-1668*a *b*g*p^2*q^2*r^2*x^2-3912*a*b*g*p^2*q*r^3*x^2-1112*a*b*g*p*q^3*r^2*x^2-3912*a*b *g*p*q^2*r^3*x^2-4728*a*b*g*p*q*r^4*x^2-9088*a*c^3*g*p*q*r^2*x^2-7440*a*c^2*g^2 *p*q*r^2*x^2-5904*a*c^2*g*p^2*q*r^2*x^2-5904*a*c^2*g*p*q^2*r^2*x^2-13920*a*c^2* g*p*q*r^3*x^2-416*a*c*g*p^4*r^2*x^2-1956*a*c*g*p^3*r^3*x^2-3558*a*c*g*p^2*r^4*x ^2-2912*a*c*g*p*r^5*x^2-416*a*c*g*q^4*r^2*x^2-1956*a*c*g*q^3*r^3*x^2-3558*a*c*g *q^2*r^4*x^2-2912*a*c*g*q*r^5*x^2-200*a*c*p^4*q*r^2*x^2-400*a*c*p^3*q^2*r^2*x^2 -936*a*c*p^3*q*r^3*x^2-400*a*c*p^2*q^3*r^2*x^2-1404*a*c*p^2*q^2*r^3*x^2-1692*a* c*p^2*q*r^4*x^2-524*a*c*g^4*p*r^2*x^2-524*a*c*g^4*q*r^2*x^2-1192*a*c*g^3*p^2*r^ 2*x^2-2772*a*c*g^3*p*r^3*x^2-1192*a*c*g^3*q^2*r^2*x^2-2772*a*c*g^3*q*r^3*x^2-\ 1108*a*c*g^2*p^3*r^2*x^2-3906*a*c*g^2*p^2*r^3*x^2-4722*a*c*g^2*p*r^4*x^2-1108*a *c*g^2*q^3*r^2*x^2-3906*a*c*g^2*q^2*r^3*x^2-4722*a*c*g^2*q*r^4*x^2-8760*a*c^2*g ^2*p*r^3*x^2-3720*a*c^2*g^2*q^2*r^2*x^2-8760*a*c^2*g^2*q*r^3*x^2-1968*a*c^2*g*p ^3*r^2*x^2-6960*a*c^2*g*p^2*r^3*x^2-8472*a*c^2*g*p*r^4*x^2-1968*a*c^2*g*q^3*r^2 *x^2-6960*a*c^2*g*q^2*r^3*x^2-8472*a*c^2*g*q*r^4*x^2-1120*a*c^2*p^3*q*r^2*x^2-\ 1680*a*c^2*p^2*q^2*r^2*x^2-3936*a*c^2*p^2*q*r^3*x^2-1120*a*c^2*p*q^3*r^2*x^2-\ 3936*a*c^2*p*q^2*r^3*x^2-4752*a*c^2*p*q*r^4*x^2-5488*a*c^3*g^2*q*r^2*x^2-4544*a *c^3*g*p^2*r^2*x^2-10736*a*c^3*g*p*r^3*x^2-4544*a*c^3*g*q^2*r^2*x^2-10736*a*c^3 *g*q*r^3*x^2-2880*a*c^3*p^2*q*r^2*x^2-2880*a*c^3*p*q^2*r^2*x^2-6752*a*c^3*p*q*r ^3*x^2-2584*a*c^2*g^3*p*r^2*x^2-2584*a*c^2*g^3*q*r^2*x^2-3720*a*c^2*g^2*p^2*r^2 *x^2-752*a*b*p^3*q*r^3*x^2-320*a*b*p^2*q^3*r^2*x^2-1128*a*b*p^2*q^2*r^3*x^2-\ 1368*a*b*p^2*q*r^4*x^2-160*a*b*p*q^4*r^2*x^2-752*a*b*p*q^3*r^3*x^2-1368*a*b*p*q ^2*r^4*x^2-5152*a*c^4*g*p*r^2*x^2-5152*a*c^4*g*q*r^2*x^2-3520*a*c^4*p*q*r^2*x^2 -5488*a*c^3*g^2*p*r^2*x^2-2766*a*b*g^2*p*r^4*x^2-668*a*b*g^2*q^3*r^2*x^2-2330*a *b*g^2*q^2*r^3*x^2-2766*a*b*g^2*q*r^4*x^2-278*a*b*g*p^4*r^2*x^2-1304*a*b*g*p^3* r^3*x^2-2364*a*b*g*p^2*r^4*x^2-1928*a*b*g*p*r^5*x^2-278*a*b*g*q^4*r^2*x^2-1304* a*b*g*q^3*r^3*x^2-2364*a*b*g*q^2*r^4*x^2-1928*a*b*g*q*r^5*x^2-160*a*b*p^4*q*r^2 *x^2-320*a*b*p^3*q^2*r^2*x^2-2952*a*b*c*p*r^5*x^2-420*a*b*c*q^4*r^2*x^2-1976*a* b*c*q^3*r^3*x^2-3600*a*b*c*q^2*r^4*x^2-2952*a*b*c*q*r^5*x^2-208*a*b*g^4*p*r^2*x ^2-208*a*b*g^4*q*r^2*x^2-630*a*b*g^3*p^2*r^2*x^2-1422*a*b*g^3*p*r^3*x^2-630*a*b *g^3*q^2*r^2*x^2-1422*a*b*g^3*q*r^3*x^2-668*a*b*g^2*p^3*r^2*x^2-2330*a*b*g^2*p^ 2*r^3*x^2-7344*a*b*c^2*p^2*r^3*x^2-8928*a*b*c^2*p*r^4*x^2-2080*a*b*c^2*q^3*r^2* x^2-7344*a*b*c^2*q^2*r^3*x^2-8928*a*b*c^2*q*r^4*x^2-416*a*b*c*g^4*r^2*x^2-2996* a*b*c*g^3*r^3*x^2-6060*a*b*c*g^2*r^4*x^2-420*a*b*c*p^4*r^2*x^2-1976*a*b*c*p^3*r ^3*x^2-3600*a*b*c*p^2*r^4*x^2-6960*a*b*c^3*g^2*r^2*x^2-15440*a*b*c^3*g*r^3*x^2-\ 4960*a*b*c^3*p^2*r^2*x^2-11680*a*b*c^3*p*r^3*x^2-4960*a*b*c^3*q^2*r^2*x^2-11680 *a*b*c^3*q*r^3*x^2-2824*a*b*c^2*g^3*r^2*x^2-11184*a*b*c^2*g^2*r^3*x^2-12504*a*b *c^2*g*r^4*x^2-2080*a*b*c^2*p^3*r^2*x^2-3312*a*b^2*g*p*r^4*x^2-792*a*b^2*g*q^3* r^2*x^2-2772*a*b^2*g*q^2*r^3*x^2-3312*a*b^2*g*q*r^4*x^2-600*a*b^2*p^3*q*r^2*x^2 -900*a*b^2*p^2*q^2*r^2*x^2-2124*a*b^2*p^2*q*r^3*x^2-600*a*b^2*p*q^3*r^2*x^2-\ 2124*a*b^2*p*q^2*r^3*x^2-2592*a*b^2*p*q*r^4*x^2-7264*a*b*c^4*g*r^2*x^2-5760*a*b *c^4*p*r^2*x^2-5760*a*b*c^4*q*r^2*x^2-6156*a*b^2*c*p*r^4*x^2-1428*a*b^2*c*q^3*r ^2*x^2-5052*a*b^2*c*q^2*r^3*x^2-6156*a*b^2*c*q*r^4*x^2-528*a*b^2*g^3*p*r^2*x^2-\ 528*a*b^2*g^3*q*r^2*x^2-1170*a*b^2*g^2*p^2*r^2*x^2-2646*a*b^2*g^2*p*r^3*x^2-\ 1170*a*b^2*g^2*q^2*r^2*x^2-2646*a*b^2*g^2*q*r^3*x^2-792*a*b^2*g*p^3*r^2*x^2-\ 2772*a*b^2*g*p^2*r^3*x^2-5280*a*b^2*c^2*g^2*r^2*x^2-13512*a*b^2*c^2*g*r^3*x^2-\ 4968*a*b^2*c^2*p^2*r^2*x^2-11712*a*b^2*c^2*p*r^3*x^2-4968*a*b^2*c^2*q^2*r^2*x^2 -11712*a*b^2*c^2*q*r^3*x^2-1056*a*b^2*c*g^3*r^2*x^2-5592*a*b^2*c*g^2*r^3*x^2-\ 7308*a*b^2*c*g*r^4*x^2-1428*a*b^2*c*p^3*r^2*x^2-5052*a*b^2*c*p^2*r^3*x^2-944*a* b^3*g*p^2*r^2*x^2-2144*a*b^3*g*p*r^3*x^2-944*a*b^3*g*q^2*r^2*x^2-2144*a*b^3*g*q *r^3*x^2-912*a*b^3*p^2*q*r^2*x^2-912*a*b^3*p*q^2*r^2*x^2-2144*a*b^3*p*q*r^3*x^2 -8448*a*b^2*c^3*g*r^2*x^2-7536*a*b^2*c^3*p*r^2*x^2-7536*a*b^2*c^3*q*r^2*x^2-\ 4288*a*b^3*c^2*g*r^2*x^2-4544*a*b^3*c^2*p*r^2*x^2-4544*a*b^3*c^2*q*r^2*x^2-1312 *a*b^3*c*g^2*r^2*x^2-4544*a*b^3*c*g*r^3*x^2-2048*a*b^3*c*p^2*r^2*x^2-4800*a*b^3 *c*p*r^3*x^2-2048*a*b^3*c*q^2*r^2*x^2-4800*a*b^3*c*q*r^3*x^2-656*a*b^3*g^2*p*r^ 2*x^2-656*a*b^3*g^2*q*r^2*x^2-800*a*b^4*c*g*r^2*x^2-1200*a*b^4*c*p*r^2*x^2-1200 *a*b^4*c*q*r^2*x^2-400*a*b^4*g*p*r^2*x^2-400*a*b^4*g*q*r^2*x^2-560*a*b^4*p*q*r^ 2*x^2-2964*a^2*c*p^2*q*r^3*x^2-840*a^2*c*p*q^3*r^2*x^2-2964*a^2*c*p*q^2*r^3*x^2 -3600*a^2*c*p*q*r^4*x^2-630*a^2*g^3*p*q*r^2*x^2-1002*a^2*g^2*p^2*q*r^2*x^2-1002 *a^2*g^2*p*q^2*r^2*x^2-2330*a^2*g^2*p*q*r^3*x^2-556*a^2*g*p^3*q*r^2*x^2-834*a^2 *g*p^2*q^2*r^2*x^2-1956*a^2*g*p^2*q*r^3*x^2-556*a^2*g*p*q^3*r^2*x^2-1956*a^2*g* p*q^2*r^3*x^2-2364*a^2*g*p*q*r^4*x^2-112*b^5*p*q*r^2*x^2-1072*b^4*c^2*g*r^2*x^2 -1136*b^4*c^2*p*r^2*x^2-1136*b^4*c^2*q*r^2*x^2-328*b^4*c*g^2*r^2*x^2-1136*b^4*c *g*r^3*x^2-512*b^4*c*p^2*r^2*x^2-1200*b^4*c*p*r^3*x^2-512*b^4*c*q^2*r^2*x^2-\ 1200*b^4*c*q*r^3*x^2-164*b^4*g^2*p*r^2*x^2-164*b^4*g^2*q*r^2*x^2-140*a*p^3*q^2* r^3*x^2-168*a*p^3*q*r^4*x^2-30*a*p^2*q^4*r^2*x^2-140*a*p^2*q^3*r^3*x^2-252*a*p^ 2*q^2*r^4*x^2-204*a*p^2*q*r^5*x^2-12*a*p*q^5*r^2*x^2-70*a*p*q^4*r^3*x^2-168*a*p *q^3*r^4*x^2-160*b^5*c*g*r^2*x^2-240*b^5*c*p*r^2*x^2-240*b^5*c*q*r^2*x^2-80*b^5 *g*p*r^2*x^2-80*b^5*g*q*r^2*x^2-1035*a*g^2*p^2*r^4*x^2-122*a*g^2*q^4*r^2*x^2-\ 572*a*g^2*q^3*r^3*x^2-1035*a*g^2*q^2*r^4*x^2-34*a*g*p^5*r^2*x^2-199*a*g*p^4*r^3 *x^2-480*a*g*p^3*r^4*x^2-34*a*g*q^5*r^2*x^2-199*a*g*q^4*r^3*x^2-480*a*g*q^3*r^4 *x^2-586*a*g*q^2*r^5*x^2-12*a*p^5*q*r^2*x^2-30*a*p^4*q^2*r^2*x^2-70*a*p^4*q*r^3 *x^2-40*a*p^3*q^3*r^2*x^2-32*a*g^5*p*r^2*x^2-32*a*g^5*q*r^2*x^2-124*a*g^4*p^2*r ^2*x^2-280*a*g^4*p*r^3*x^2-124*a*g^4*q^2*r^2*x^2-280*a*g^4*q*r^3*x^2-182*a*g^3* p^3*r^2*x^2-635*a*g^3*p^2*r^3*x^2-753*a*g^3*p*r^4*x^2-182*a*g^3*q^3*r^2*x^2-635 *a*g^3*q^2*r^3*x^2-753*a*g^3*q*r^4*x^2-122*a*g^2*p^4*r^2*x^2-572*a*g^2*p^3*r^3* x^2-2376*a*c^2*q^2*r^4*x^2-1936*a*c^2*q*r^5*x^2-64*a*c*g^5*r^2*x^2-588*a*c*g^4* r^3*x^2-1638*a*c*g^3*r^4*x^2-40*a*c*p^5*r^2*x^2-234*a*c*p^4*r^3*x^2-564*a*c*p^3 *r^4*x^2-688*a*c*p^2*r^5*x^2-40*a*c*q^5*r^2*x^2-234*a*c*q^4*r^3*x^2-564*a*c*q^3 *r^4*x^2-688*a*c*q^2*r^5*x^2-3376*a*c^3*p^2*r^3*x^2-4080*a*c^3*p*r^4*x^2-960*a* c^3*q^3*r^2*x^2-3376*a*c^3*q^2*r^3*x^2-4080*a*c^3*q*r^4*x^2-552*a*c^2*g^4*r^2*x ^2-3004*a*c^2*g^3*r^3*x^2-5304*a*c^2*g^2*r^4*x^2-3480*a*c^2*g*r^5*x^2-280*a*c^2 *p^4*r^2*x^2-1312*a*c^2*p^3*r^3*x^2-2376*a*c^2*p^2*r^4*x^2-1936*a*c^2*p*r^5*x^2 -280*a*c^2*q^4*r^2*x^2-1312*a*c^2*q^3*r^3*x^2-1664*a*c^5*p*r^2*x^2-1664*a*c^5*q *r^2*x^2-3008*a*c^4*g^2*r^2*x^2-6096*a*c^4*g*r^3*x^2-1760*a*c^4*p^2*r^2*x^2-\ 4128*a*c^4*p*r^3*x^2-1760*a*c^4*q^2*r^2*x^2-4128*a*c^4*q*r^3*x^2-1856*a*c^3*g^3 *r^2*x^2-6472*a*c^3*g^2*r^3*x^2-6552*a*c^3*g*r^4*x^2-960*a*c^3*p^3*r^2*x^2-208* a*b*g^4*r^3*x^2-792*a*b*g^3*r^4*x^2-32*a*b*p^5*r^2*x^2-188*a*b*p^4*r^3*x^2-456* a*b*p^3*r^4*x^2-560*a*b*p^2*r^5*x^2-32*a*b*q^5*r^2*x^2-188*a*b*q^4*r^3*x^2-456* a*b*q^3*r^4*x^2-560*a*b*q^2*r^5*x^2-2304*a*c^5*g*r^2*x^2-1332*a*b^2*g*r^5*x^2-\ 150*a*b^2*p^4*r^2*x^2-708*a*b^2*p^3*r^3*x^2-1296*a*b^2*p^2*r^4*x^2-150*a*b^2*q^ 4*r^2*x^2-708*a*b^2*q^3*r^3*x^2-1296*a*b^2*q^2*r^4*x^2-1068*a*b^2*q*r^5*x^2-\ 2624*a*b*c^5*r^2*x^2-6784*a*b*c^4*r^3*x^2-7104*a*b*c^3*r^4*x^2-1072*a*b^3*p^2*r ^3*x^2-1296*a*b^3*p*r^4*x^2-304*a*b^3*q^3*r^2*x^2-1072*a*b^3*q^2*r^3*x^2-1296*a *b^3*q*r^4*x^2-4224*a*b^2*c^4*r^2*x^2-8880*a*b^2*c^3*r^3*x^2-7128*a*b^2*c^2*r^4 *x^2-2532*a*b^2*c*r^5*x^2-528*a*b^2*g^3*r^3*x^2-1476*a*b^2*g^2*r^4*x^2-400*a*b^ 4*g*r^3*x^2-280*a*b^4*p^2*r^2*x^2-640*a*b^4*p*r^3*x^2-280*a*b^4*q^2*r^2*x^2-640 *a*b^4*q*r^3*x^2-3328*a*b^3*c^3*r^2*x^2-5312*a*b^3*c^2*r^3*x^2-2880*a*b^3*c*r^4 *x^2-656*a*b^3*g^2*r^3*x^2-1200*a*b^3*g*r^4*x^2-304*a*b^3*p^3*r^2*x^2-684*a^2*p ^2*q*r^4*x^2-80*a^2*p*q^4*r^2*x^2-376*a^2*p*q^3*r^3*x^2-684*a^2*p*q^2*r^4*x^2-\ 560*a^2*p*q*r^5*x^2-192*a*b^5*c*r^2*x^2-96*a*b^5*p*r^2*x^2-96*a*b^5*q*r^2*x^2-\ 1280*a*b^4*c^2*r^2*x^2-1360*a*b^4*c*r^3*x^2-1383*a^2*g^2*p*r^4*x^2-334*a^2*g^2* q^3*r^2*x^2-1165*a^2*g^2*q^2*r^3*x^2-1383*a^2*g^2*q*r^4*x^2-139*a^2*g*p^4*r^2*x ^2-652*a^2*g*p^3*r^3*x^2-1182*a^2*g*p^2*r^4*x^2-139*a^2*g*q^4*r^2*x^2-652*a^2*g *q^3*r^3*x^2-1182*a^2*g*q^2*r^4*x^2-964*a^2*g*q*r^5*x^2-80*a^2*p^4*q*r^2*x^2-\ 160*a^2*p^3*q^2*r^2*x^2-376*a^2*p^3*q*r^3*x^2-160*a^2*p^2*q^3*r^2*x^2-564*a^2*p ^2*q^2*r^3*x^2-988*a^2*c*p^3*r^3*x^2-1800*a^2*c*p^2*r^4*x^2-1476*a^2*c*p*r^5*x^ 2-210*a^2*c*q^4*r^2*x^2-988*a^2*c*q^3*r^3*x^2-1800*a^2*c*q^2*r^4*x^2-1476*a^2*c *q*r^5*x^2-104*a^2*g^4*p*r^2*x^2-104*a^2*g^4*q*r^2*x^2-315*a^2*g^3*p^2*r^2*x^2-\ 711*a^2*g^3*p*r^3*x^2-315*a^2*g^3*q^2*r^2*x^2-711*a^2*g^3*q*r^3*x^2-334*a^2*g^2 *p^3*r^2*x^2-1165*a^2*g^2*p^2*r^3*x^2-5592*a^2*c^2*g^2*r^3*x^2-6252*a^2*c^2*g*r ^4*x^2-1040*a^2*c^2*p^3*r^2*x^2-3672*a^2*c^2*p^2*r^3*x^2-4464*a^2*c^2*p*r^4*x^2 -1040*a^2*c^2*q^3*r^2*x^2-3672*a^2*c^2*q^2*r^3*x^2-4464*a^2*c^2*q*r^4*x^2-208*a ^2*c*g^4*r^2*x^2-1498*a^2*c*g^3*r^3*x^2-3030*a^2*c*g^2*r^4*x^2-2240*a^2*c*g*r^5 *x^2-210*a^2*c*p^4*r^2*x^2-708*a^2*b*q^3*r^3*x^2-1296*a^2*b*q^2*r^4*x^2-3632*a^ 2*c^4*g*r^2*x^2-2880*a^2*c^4*p*r^2*x^2-2880*a^2*c^4*q*r^2*x^2-3480*a^2*c^3*g^2* r^2*x^2-7720*a^2*c^3*g*r^3*x^2-2480*a^2*c^3*p^2*r^2*x^2-5840*a^2*c^3*p*r^3*x^2-\ 2480*a^2*c^3*q^2*r^2*x^2-5840*a^2*c^3*q*r^3*x^2-1412*a^2*c^2*g^3*r^2*x^2-8880*a ^2*b*c^3*r^3*x^2-7128*a^2*b*c^2*r^4*x^2-2532*a^2*b*c*r^5*x^2-528*a^2*b*g^3*r^3* x^2-1476*a^2*b*g^2*r^4*x^2-1332*a^2*b*g*r^5*x^2-150*a^2*b*p^4*r^2*x^2-708*a^2*b *p^3*r^3*x^2-1296*a^2*b*p^2*r^4*x^2-1068*a^2*b*p*r^5*x^2-150*a^2*b*q^4*r^2*x^2-\ 7968*a^2*b^2*c^2*r^3*x^2-4320*a^2*b^2*c*r^4*x^2-984*a^2*b^2*g^2*r^3*x^2-1800*a^ 2*b^2*g*r^4*x^2-456*a^2*b^2*p^3*r^2*x^2-1608*a^2*b^2*p^2*r^3*x^2-1944*a^2*b^2*p *r^4*x^2-456*a^2*b^2*q^3*r^2*x^2-1608*a^2*b^2*q^2*r^3*x^2-1944*a^2*b^2*q*r^4*x^ 2-4224*a^2*b*c^4*r^2*x^2-240*a^2*b^4*p*r^2*x^2-240*a^2*b^4*q*r^2*x^2-2560*a^2*b ^3*c^2*r^2*x^2-2720*a^2*b^3*c*r^3*x^2-800*a^2*b^3*g*r^3*x^2-560*a^2*b^3*p^2*r^2 *x^2-1280*a^2*b^3*p*r^3*x^2-560*a^2*b^3*q^2*r^2*x^2-1280*a^2*b^3*q*r^3*x^2-4992 *a^2*b^2*c^3*r^2*x^2-882*a^3*g^2*q*r^3*x^2-264*a^3*g*p^3*r^2*x^2-924*a^3*g*p^2* r^3*x^2-1104*a^3*g*p*r^4*x^2-264*a^3*g*q^3*r^2*x^2-924*a^3*g*q^2*r^3*x^2-1104*a ^3*g*q*r^4*x^2-200*a^3*p^3*q*r^2*x^2-300*a^3*p^2*q^2*r^2*x^2-708*a^3*p^2*q*r^3* x^2-200*a^3*p*q^3*r^2*x^2-708*a^3*p*q^2*r^3*x^2-864*a^3*p*q*r^4*x^2-480*a^2*b^4 *c*r^2*x^2-352*a^3*c*g^3*r^2*x^2-1864*a^3*c*g^2*r^3*x^2-2436*a^3*c*g*r^4*x^2-\ 476*a^3*c*p^3*r^2*x^2-1684*a^3*c*p^2*r^3*x^2-2052*a^3*c*p*r^4*x^2-476*a^3*c*q^3 *r^2*x^2-1684*a^3*c*q^2*r^3*x^2-2052*a^3*c*q*r^4*x^2-176*a^3*g^3*p*r^2*x^2-176* a^3*g^3*q*r^2*x^2-390*a^3*g^2*p^2*r^2*x^2-882*a^3*g^2*p*r^3*x^2-390*a^3*g^2*q^2 *r^2*x^2-304*a^3*b*q^3*r^2*x^2-1072*a^3*b*q^2*r^3*x^2-1296*a^3*b*q*r^4*x^2-2816 *a^3*c^3*g*r^2*x^2-2512*a^3*c^3*p*r^2*x^2-2512*a^3*c^3*q*r^2*x^2-1760*a^3*c^2*g ^2*r^2*x^2-4504*a^3*c^2*g*r^3*x^2-1656*a^3*c^2*p^2*r^2*x^2-3904*a^3*c^2*p*r^3*x ^2-1656*a^3*c^2*q^2*r^2*x^2-3904*a^3*c^2*q*r^3*x^2-1280*a^3*b^2*p*r^3*x^2-560*a ^3*b^2*q^2*r^2*x^2-1280*a^3*b^2*q*r^3*x^2-3328*a^3*b*c^3*r^2*x^2-5312*a^3*b*c^2 *r^3*x^2-2880*a^3*b*c*r^4*x^2-656*a^3*b*g^2*r^3*x^2-1200*a^3*b*g*r^4*x^2-304*a^ 3*b*p^3*r^2*x^2-1072*a^3*b*p^2*r^3*x^2-1296*a^3*b*p*r^4*x^2-228*a^4*p*q^2*r^2*x ^2-536*a^4*p*q*r^3*x^2-640*a^3*b^3*c*r^2*x^2-320*a^3*b^3*p*r^2*x^2-320*a^3*b^3* q*r^2*x^2-2560*a^3*b^2*c^2*r^2*x^2-2720*a^3*b^2*c*r^3*x^2-800*a^3*b^2*g*r^3*x^2 -560*a^3*b^2*p^2*r^2*x^2-328*a^4*c*g^2*r^2*x^2-1136*a^4*c*g*r^3*x^2-512*a^4*c*p ^2*r^2*x^2-1200*a^4*c*p*r^3*x^2-512*a^4*c*q^2*r^2*x^2-1200*a^4*c*q*r^3*x^2-164* a^4*g^2*p*r^2*x^2-164*a^4*g^2*q*r^2*x^2-236*a^4*g*p^2*r^2*x^2-536*a^4*g*p*r^3*x ^2-236*a^4*g*q^2*r^2*x^2-536*a^4*g*q*r^3*x^2-228*a^4*p^2*q*r^2*x^2-1280*a^4*b*c ^2*r^2*x^2-1360*a^4*b*c*r^3*x^2-400*a^4*b*g*r^3*x^2-280*a^4*b*p^2*r^2*x^2-640*a ^4*b*p*r^3*x^2-280*a^4*b*q^2*r^2*x^2-640*a^4*b*q*r^3*x^2-1072*a^4*c^2*g*r^2*x^2 -1136*a^4*c^2*p*r^2*x^2-1136*a^4*c^2*q*r^2*x^2-160*a^5*c*g*r^2*x^2-240*a^5*c*p* r^2*x^2-240*a^5*c*q*r^2*x^2-80*a^5*g*p*r^2*x^2-80*a^5*g*q*r^2*x^2-112*a^5*p*q*r ^2*x^2-480*a^4*b^2*c*r^2*x^2-240*a^4*b^2*p*r^2*x^2-240*a^4*b^2*q*r^2*x^2-192*a^ 5*b*c*r^2*x^2-96*a^5*b*p*r^2*x^2-96*a^5*b*q*r^2*x^2-1336*a^2*c*g^3*q*r^2*x^2-\ 2206*a^2*c*g^2*p^2*r^2*x^2-5126*a^2*c*g^2*p*r^3*x^2-2206*a^2*c*g^2*q^2*r^2*x^2-\ 5126*a^2*c*g^2*q*r^3*x^2-1288*a^2*c*g*p^3*r^2*x^2-4538*a^2*c*g*p^2*r^3*x^2-5490 *a^2*c*g*p*r^4*x^2-1288*a^2*c*g*q^3*r^2*x^2-4538*a^2*c*g*q^2*r^3*x^2-5490*a^2*c *g*q*r^4*x^2-840*a^2*c*p^3*q*r^2*x^2-1260*a^2*c*p^2*q^2*r^2*x^2-4960*a^2*c^3*p* q*r^2*x^2-4816*a^2*c^2*g^2*p*r^2*x^2-4816*a^2*c^2*g^2*q*r^2*x^2-4392*a^2*c^2*g* p^2*r^2*x^2-10328*a^2*c^2*g*p*r^3*x^2-4392*a^2*c^2*g*q^2*r^2*x^2-10328*a^2*c^2* g*q*r^3*x^2-3120*a^2*c^2*p^2*q*r^2*x^2-3120*a^2*c^2*p*q^2*r^2*x^2-7344*a^2*c^2* p*q*r^3*x^2-1336*a^2*c*g^3*p*r^2*x^2-3312*a^2*b*g*p*r^4*x^2-792*a^2*b*g*q^3*r^2 *x^2-2772*a^2*b*g*q^2*r^3*x^2-3312*a^2*b*g*q*r^4*x^2-600*a^2*b*p^3*q*r^2*x^2-\ 900*a^2*b*p^2*q^2*r^2*x^2-2124*a^2*b*p^2*q*r^3*x^2-600*a^2*b*p*q^3*r^2*x^2-2124 *a^2*b*p*q^2*r^3*x^2-2592*a^2*b*p*q*r^4*x^2-6560*a^2*c^3*g*p*r^2*x^2-6560*a^2*c ^3*g*q*r^2*x^2-6156*a^2*b*c*p*r^4*x^2-1428*a^2*b*c*q^3*r^2*x^2-5052*a^2*b*c*q^2 *r^3*x^2-6156*a^2*b*c*q*r^4*x^2-528*a^2*b*g^3*p*r^2*x^2-528*a^2*b*g^3*q*r^2*x^2 -1170*a^2*b*g^2*p^2*r^2*x^2-2646*a^2*b*g^2*p*r^3*x^2-1170*a^2*b*g^2*q^2*r^2*x^2 -2646*a^2*b*g^2*q*r^3*x^2-792*a^2*b*g*p^3*r^2*x^2-2772*a^2*b*g*p^2*r^3*x^2-5280 *a^2*b*c^2*g^2*r^2*x^2-13512*a^2*b*c^2*g*r^3*x^2-4968*a^2*b*c^2*p^2*r^2*x^2-\ 11712*a^2*b*c^2*p*r^3*x^2-4968*a^2*b*c^2*q^2*r^2*x^2-11712*a^2*b*c^2*q*r^3*x^2-\ 1056*a^2*b*c*g^3*r^2*x^2-5592*a^2*b*c*g^2*r^3*x^2-7308*a^2*b*c*g*r^4*x^2-1428*a ^2*b*c*p^3*r^2*x^2-5052*a^2*b*c*p^2*r^3*x^2-984*a^2*b^2*g^2*q*r^2*x^2-1416*a^2* b^2*g*p^2*r^2*x^2-3216*a^2*b^2*g*p*r^3*x^2-1416*a^2*b^2*g*q^2*r^2*x^2-3216*a^2* b^2*g*q*r^3*x^2-1368*a^2*b^2*p^2*q*r^2*x^2-1368*a^2*b^2*p*q^2*r^2*x^2-3216*a^2* b^2*p*q*r^3*x^2-8448*a^2*b*c^3*g*r^2*x^2-7536*a^2*b*c^3*p*r^2*x^2-7536*a^2*b*c^ 3*q*r^2*x^2-6432*a^2*b^2*c^2*g*r^2*x^2-6816*a^2*b^2*c^2*p*r^2*x^2-6816*a^2*b^2* c^2*q*r^2*x^2-1968*a^2*b^2*c*g^2*r^2*x^2-6816*a^2*b^2*c*g*r^3*x^2-3072*a^2*b^2* c*p^2*r^2*x^2-7200*a^2*b^2*c*p*r^3*x^2-3072*a^2*b^2*c*q^2*r^2*x^2-7200*a^2*b^2* c*q*r^3*x^2-984*a^2*b^2*g^2*p*r^2*x^2-1600*a^2*b^3*c*g*r^2*x^2-2400*a^2*b^3*c*p *r^2*x^2-2400*a^2*b^3*c*q*r^2*x^2-800*a^2*b^3*g*p*r^2*x^2-800*a^2*b^3*g*q*r^2*x ^2-1120*a^2*b^3*p*q*r^2*x^2-1660*a^3*c*g^2*p*r^2*x^2-1660*a^3*c*g^2*q*r^2*x^2-\ 1760*a^3*c*g*p^2*r^2*x^2-4100*a^3*c*g*p*r^3*x^2-1760*a^3*c*g*q^2*r^2*x^2-4100*a ^3*c*g*q*r^3*x^2-1428*a^3*c*p^2*q*r^2*x^2-1428*a^3*c*p*q^2*r^2*x^2-3368*a^3*c*p *q*r^3*x^2-780*a^3*g^2*p*q*r^2*x^2-792*a^3*g*p^2*q*r^2*x^2-792*a^3*g*p*q^2*r^2* x^2-1848*a^3*g*p*q*r^3*x^2-944*a^3*b*g*p^2*r^2*x^2-2144*a^3*b*g*p*r^3*x^2-944*a ^3*b*g*q^2*r^2*x^2-2144*a^3*b*g*q*r^3*x^2-912*a^3*b*p^2*q*r^2*x^2-912*a^3*b*p*q ^2*r^2*x^2-2144*a^3*b*p*q*r^3*x^2-3872*a^3*c^2*g*p*r^2*x^2-3872*a^3*c^2*g*q*r^2 *x^2-3312*a^3*c^2*p*q*r^2*x^2-4544*a^3*b*c^2*p*r^2*x^2-4544*a^3*b*c^2*q*r^2*x^2 -1312*a^3*b*c*g^2*r^2*x^2-4544*a^3*b*c*g*r^3*x^2-2048*a^3*b*c*p^2*r^2*x^2-4800* a^3*b*c*p*r^3*x^2-2048*a^3*b*c*q^2*r^2*x^2-4800*a^3*b*c*q*r^3*x^2-656*a^3*b*g^2 *p*r^2*x^2-656*a^3*b*g^2*q*r^2*x^2-1600*a^3*b^2*c*g*r^2*x^2-2400*a^3*b^2*c*p*r^ 2*x^2-2400*a^3*b^2*c*q*r^2*x^2-800*a^3*b^2*g*p*r^2*x^2-800*a^3*b^2*g*q*r^2*x^2-\ 1120*a^3*b^2*p*q*r^2*x^2-4288*a^3*b*c^2*g*r^2*x^2-1200*a^4*b*c*q*r^2*x^2-400*a^ 4*b*g*p*r^2*x^2-400*a^4*b*g*q*r^2*x^2-560*a^4*b*p*q*r^2*x^2-1008*a^4*c*g*p*r^2* x^2-1008*a^4*c*g*q*r^2*x^2-1024*a^4*c*p*q*r^2*x^2-472*a^4*g*p*q*r^2*x^2-800*a^4 *b*c*g*r^2*x^2-1200*a^4*b*c*p*r^2*x^2-1680*a*b*c*p^3*q*r^2*x^2-2520*a*b*c*p^2*q ^2*r^2*x^2-5928*a*b*c*p^2*q*r^3*x^2-1680*a*b*c*p*q^3*r^2*x^2-5928*a*b*c*p*q^2*r ^3*x^2-7200*a*b*c*p*q*r^4*x^2-1260*a*b*g^3*p*q*r^2*x^2-2004*a*b*g^2*p^2*q*r^2*x ^2-2004*a*b*g^2*p*q^2*r^2*x^2-4660*a*b*g^2*p*q*r^3*x^2-1112*a*b*g*p^3*q*r^2*x^2 -2672*a*b*c*g^3*p*r^2*x^2-2672*a*b*c*g^3*q*r^2*x^2-4412*a*b*c*g^2*p^2*r^2*x^2-\ 10252*a*b*c*g^2*p*r^3*x^2-4412*a*b*c*g^2*q^2*r^2*x^2-10252*a*b*c*g^2*q*r^3*x^2-\ 2576*a*b*c*g*p^3*r^2*x^2-9076*a*b*c*g*p^2*r^3*x^2-10980*a*b*c*g*p*r^4*x^2-2576* a*b*c*g*q^3*r^2*x^2-9076*a*b*c*g*q^2*r^3*x^2-10980*a*b*c*g*q*r^4*x^2-9632*a*b*c ^2*g^2*p*r^2*x^2-9632*a*b*c^2*g^2*q*r^2*x^2-8784*a*b*c^2*g*p^2*r^2*x^2-20656*a* b*c^2*g*p*r^3*x^2-8784*a*b*c^2*g*q^2*r^2*x^2-20656*a*b*c^2*g*q*r^3*x^2-6240*a*b *c^2*p^2*q*r^2*x^2-6240*a*b*c^2*p*q^2*r^2*x^2-14688*a*b*c^2*p*q*r^3*x^2-4284*a* b^2*c*p*q^2*r^2*x^2-10104*a*b^2*c*p*q*r^3*x^2-2340*a*b^2*g^2*p*q*r^2*x^2-2376*a *b^2*g*p^2*q*r^2*x^2-2376*a*b^2*g*p*q^2*r^2*x^2-5544*a*b^2*g*p*q*r^3*x^2-13120* a*b*c^3*g*p*r^2*x^2-13120*a*b*c^3*g*q*r^2*x^2-9920*a*b*c^3*p*q*r^2*x^2-11616*a* b^2*c^2*g*q*r^2*x^2-9936*a*b^2*c^2*p*q*r^2*x^2-4980*a*b^2*c*g^2*p*r^2*x^2-4980* a*b^2*c*g^2*q*r^2*x^2-5280*a*b^2*c*g*p^2*r^2*x^2-12300*a*b^2*c*g*p*r^3*x^2-5280 *a*b^2*c*g*q^2*r^2*x^2-12300*a*b^2*c*g*q*r^3*x^2-4284*a*b^2*c*p^2*q*r^2*x^2-\ 4032*a*b^3*c*g*p*r^2*x^2-4032*a*b^3*c*g*q*r^2*x^2-4096*a*b^3*c*p*q*r^2*x^2-1888 *a*b^3*g*p*q*r^2*x^2-11616*a*b^2*c^2*g*p*r^2*x^2-2340*a^2*b*g^2*p*q*r^2*x^2-\ 2376*a^2*b*g*p^2*q*r^2*x^2-2376*a^2*b*g*p*q^2*r^2*x^2-5544*a^2*b*g*p*q*r^3*x^2-\ 8784*a^2*c^2*g*p*q*r^2*x^2-4412*a^2*c*g^2*p*q*r^2*x^2-3864*a^2*c*g*p^2*q*r^2*x^ 2-3864*a^2*c*g*p*q^2*r^2*x^2-9076*a^2*c*g*p*q*r^3*x^2-9936*a^2*b*c^2*p*q*r^2*x^ 2-4980*a^2*b*c*g^2*p*r^2*x^2-4980*a^2*b*c*g^2*q*r^2*x^2-5280*a^2*b*c*g*p^2*r^2* x^2-12300*a^2*b*c*g*p*r^3*x^2-5280*a^2*b*c*g*q^2*r^2*x^2-12300*a^2*b*c*g*q*r^3* x^2-4284*a^2*b*c*p^2*q*r^2*x^2-4284*a^2*b*c*p*q^2*r^2*x^2-10104*a^2*b*c*p*q*r^3 *x^2-6048*a^2*b^2*c*g*p*r^2*x^2-6048*a^2*b^2*c*g*q*r^2*x^2-6144*a^2*b^2*c*p*q*r ^2*x^2-2832*a^2*b^2*g*p*q*r^2*x^2-11616*a^2*b*c^2*g*p*r^2*x^2-11616*a^2*b*c^2*g *q*r^2*x^2-4032*a^3*b*c*g*p*r^2*x^2-4032*a^3*b*c*g*q*r^2*x^2-4096*a^3*b*c*p*q*r ^2*x^2-1888*a^3*b*g*p*q*r^2*x^2-3520*a^3*c*g*p*q*r^2*x^2-156*b*g^4*r^4*x^2-2*b* p^6*r^2*x^2-14*b*p^5*r^3*x^2-42*b*p^4*r^4*x^2-68*b*p^3*r^5*x^2-576*c^6*g*r^2*x^ 2-384*c^6*p*r^2*x^2-384*c^6*q*r^2*x^2-960*c^5*g^2*r^2*x^2-1824*c^5*g*r^3*x^2-\ 480*c^5*p^2*r^2*x^2-16*b^2*p^5*r^2*x^2-94*b^2*p^4*r^3*x^2-228*b^2*p^3*r^4*x^2-\ 640*b*c^6*r^2*x^2-1952*b*c^5*r^3*x^2-2496*b*c^4*r^4*x^2-1664*b*c^3*r^5*x^2-32*b *g^5*r^3*x^2-50*b^3*p^4*r^2*x^2-236*b^3*p^3*r^3*x^2-432*b^3*p^2*r^4*x^2-356*b^3 *p*r^5*x^2-1312*b^2*c^5*r^2*x^2-3392*b^2*c^4*r^3*x^2-3552*b^2*c^3*r^4*x^2-1832* b^2*c^2*r^5*x^2-104*b^2*g^4*r^3*x^2-396*b^2*g^3*r^4*x^2-164*b^4*g^2*r^3*x^2-300 *b^4*g*r^4*x^2-76*b^4*p^3*r^2*x^2-268*b^4*p^2*r^3*x^2-324*b^4*p*r^4*x^2-1408*b^ 3*c^4*r^2*x^2-2960*b^3*c^3*r^3*x^2-2376*b^3*c^2*r^4*x^2-844*b^3*c*r^5*x^2-176*b ^3*g^3*r^3*x^2-492*b^3*g^2*r^4*x^2-16*b^6*p*r^2*x^2-256*b^5*c^2*r^2*x^2-272*b^5 *c*r^3*x^2-80*b^5*g*r^3*x^2-56*b^5*p^2*r^2*x^2-128*b^5*p*r^3*x^2-832*b^4*c^3*r^ 2*x^2-1328*b^4*c^2*r^3*x^2-2496*a*c^4*r^4*x^2-1664*a*c^3*r^5*x^2-32*a*g^5*r^3*x ^2-156*a*g^4*r^4*x^2-14*a*q^5*r^3*x^2-42*a*q^4*r^4*x^2-68*a*q^3*r^5*x^2-32*b^6* c*r^2*x^2-16*a^2*q^5*r^2*x^2-94*a^2*q^4*r^3*x^2-228*a^2*q^3*r^4*x^2-96*a*b^5*r^ 3*x^2-360*a*b^4*r^4*x^2-528*a*b^3*r^5*x^2-640*a*c^6*r^2*x^2-1952*a*c^5*r^3*x^2-\ 240*a^2*b^4*r^3*x^2-720*a^2*b^3*r^4*x^2-1312*a^2*c^5*r^2*x^2-3392*a^2*c^4*r^3*x ^2-3552*a^2*c^3*r^4*x^2-1832*a^2*c^2*r^5*x^2-104*a^2*g^4*r^3*x^2-396*a^2*g^3*r^ 4*x^2-2960*a^3*c^3*r^3*x^2-2376*a^3*c^2*r^4*x^2-844*a^3*c*r^5*x^2-176*a^3*g^3*r ^3*x^2-492*a^3*g^2*r^4*x^2-50*a^3*q^4*r^2*x^2-236*a^3*q^3*r^3*x^2-432*a^3*q^2*r ^4*x^2-356*a^3*q*r^5*x^2-720*a^4*c*r^4*x^2-164*a^4*g^2*r^3*x^2-300*a^4*g*r^4*x^ 2-76*a^4*q^3*r^2*x^2-268*a^4*q^2*r^3*x^2-324*a^4*q*r^4*x^2-320*a^3*b^3*r^3*x^2-\ 720*a^3*b^2*r^4*x^2-528*a^3*b*r^5*x^2-1408*a^3*c^4*r^2*x^2-96*a^5*b*r^3*x^2-256 *a^5*c^2*r^2*x^2-272*a^5*c*r^3*x^2-80*a^5*g*r^3*x^2-56*a^5*q^2*r^2*x^2-128*a^5* q*r^3*x^2-240*a^4*b^2*r^3*x^2-360*a^4*b*r^4*x^2-832*a^4*c^3*r^2*x^2-1328*a^4*c^ 2*r^3*x^2-32*a^6*c*r^2*x^2-16*a^6*q*r^2*x^2-70*g^2*p*r^6-44*g^2*q*r^6-2*b*c^2*q ^4*r^2-81*b*g^2*r^6-88*a*g^2*r^6+2*g^6*q*r^2+2*g^6*q*r-70*r^6-1988*q*r^5*x+950* b^2*g*p*q^2*r^2+1726*c^2*g^2*q^2*r^2+8*c*g^6*r^2+2*g^6*p*r^2-1440*b*g*p*q^2*r^4 *x^2+638*r^5-320*c^7-1264*a^2*r^5*x+10254*a^2*r^4*x^2+1152*a*b^5*x^2+264*a*b^4* r^3+172*a*b^3*r^4+1280*a*c^6*r+8064*a*c^6*x+2320*a*c^5*r^2-71040*a*c^5*x^2-16*a *c^4*r^3-2516*a*c^3*r^4-2000*a*c^2*r^5-8*a*g^6*r+207*a*g^5*r^2+384*a*g^5*x^2+ 514*a*g^4*r^3+285*a*g^3*r^4-282*a*g^2*r^5+14*a*p^6*r+48*a*p^6*x+6*a*p^5*r^2-960 *a*p^5*x^2-180*a*p^4*r^3-500*a*p^3*r^4-570*a*p^2*r^5-960*a*q^5*x^2-6*a*q^4*r^3-\ 82*a*q^3*r^4+4410*a*r^5*x^2+1920*b^5*c^2*x-3840*b^5*c*x^2+288*a^2*b^4*r^2+2880* a^2*b^4*x^2+872*a^2*b^3*r^3+152*a^2*b^2*r^4-642*a^2*b*r^5+3040*a^2*c^5*r+17472* a^2*c^5*x+4816*a^2*c^4*r^2-111744*a^2*c^4*x^2+568*a^2*c^3*r^3-2444*a^2*c^2*r^4-\ 1396*a^2*c*r^5-25*a^2*g^5*r+588*a^2*g^4*r^2+1248*a^2*g^4*x^2+1173*a^2*g^3*r^3+ 413*a^2*g^2*r^4-465*a^2*g*r^5+112*a^2*p^5*r+384*a^2*p^5*x+226*a^2*p^4*r^2-4176* a^2*p^4*x^2-216*a^2*p^3*r^3-884*a^2*p^2*r^4-776*a^2*p*r^5+48*a^2*q^5*x+14*a^2*q ^4*r^2-4176*a^2*q^4*x^2-24*a^2*q^3*r^3-312*a^2*q^2*r^4-496*a^2*q*r^5-4160*a^4*r ^3*x-3520*a^4*r^2*x^2+672*a^3*b^3*r^2+3840*a^3*b^3*x^2+1192*a^3*b^2*r^3-20*a^3* b*r^4+3840*a^3*c^4*r+19968*a^3*c^4*x+5120*a^3*c^3*r^2-85248*a^3*c^3*x^2+992*a^3 *c^2*r^3-876*a^3*c*r^4-38*a^3*g^4*r+866*a^3*g^3*r^2+2112*a^3*g^3*x^2+1296*a^3*g ^2*r^3+146*a^3*g*r^4+350*a^3*p^4*r+1200*a^3*p^4*x+758*a^3*p^3*r^2-8040*a^3*p^3* x^2+174*a^3*p^2*r^3-526*a^3*p*r^4+14*a^3*q^4*r+312*a^3*q^4*x+114*a^3*q^3*r^2-\ 8040*a^3*q^3*x^2+14*a^3*q^2*r^3-378*a^3*q*r^4-4484*a^3*r^4*x+4076*a^3*r^3*x^2+ 376*a^5*g*r^2+960*a^5*g*x^2+392*a^5*p^2*r+1344*a^5*p^2*x+568*a^5*p*r^2-2016*a^5 *p*x^2+136*a^5*q^2*r+768*a^5*q^2*x+296*a^5*q*r^2-2016*a^5*q*x^2-896*a^5*r^2*x-\ 3392*a^5*r*x^2+768*a^4*b^2*r^2+2880*a^4*b^2*x^2+744*a^4*b*r^3+2720*a^4*c^3*r+ 12672*a^4*c^3*x+2928*a^4*c^2*r^2-30912*a^4*c^2*x^2+680*a^4*c*r^3-28*a^4*g^3*r+ 736*a^4*g^2*r^2+1968*a^4*g^2*x^2+724*a^4*g*r^3+532*a^4*p^3*r+1824*a^4*p^3*x+ 1016*a^4*p^2*r^2-6960*a^4*p^2*x^2+436*a^4*p*r^3+76*a^4*q^3*r+744*a^4*q^3*x+296* a^4*q^2*r^2-6960*a^4*q^2*x^2+156*a^4*q*r^3+300*p^3*r^5*x+72*p^3*r^4*x^2-350*p^2 *r^5*x^2+42*q^6*r*x^2+6*q^5*r^3*x+196*q^5*r^2*x^2+42*q^4*r^4*x+316*q^4*r^3*x^2+ 108*q^3*r^5*x+72*q^3*r^4*x^2-350*q^2*r^5*x^2+160*a^6*c*r+576*a^6*c*x+112*a^6*p* r+384*a^6*p*x+80*a^6*q*r+288*a^6*q*x+480*a^6*r*x+432*a^5*b*r^2+1152*a^5*b*x^2+ 1024*a^5*c^2*r+4224*a^5*c^2*x+848*a^5*c*r^2-3840*a^5*c*x^2-8*a^5*g^2*r-4*g^5*p^ 2*r^2-228*g^5*p^2*x^2-8*g^5*p*r^3-228*g^5*q^2*x^2-120*g^5*r^3*x+120*g^5*r^2*x^2 -18*g^4*p^3*r^2-432*g^4*p^3*x^2-54*g^4*p*r^4-432*g^4*q^3*x^2-132*g^4*r^4*x+1112 *g^4*r^3*x^2-24*g^3*p^4*r^2-408*g^3*p^4*x^2-96*g^3*p^3*r^3-144*g^3*p^2*r^4-408* g^3*q^4*x^2+2079*g^3*r^4*x^2-14*g^2*p^5*r^2-192*g^2*p^5*x^2-70*g^2*p^4*r^3-140* g^2*p^3*r^4-192*g^2*q^5*x^2-36*g*p^6*x^2-36*g*q^6*x^2+12*p^6*r^2*x+42*p^6*r*x^2 +78*p^5*r^3*x+196*p^5*r^2*x^2+210*p^4*r^4*x+316*p^4*r^3*x^2-16*c^4*q^3*r^2-3840 *c^4*q^3*x^2-144*c^4*q^2*r^3-304*c^4*q*r^4+2048*c^4*r^4*x+17616*c^4*r^3*x^2-10* c^3*g^4*r^2-4320*c^3*g^4*x^2-408*c^3*g^3*r^3-872*c^3*g^2*r^4-564*c^3*g*r^5-82*c ^3*p^4*r^2-1440*c^3*p^4*x^2-328*c^3*p^3*r^3-492*c^3*p^2*r^4-328*c^3*p*r^5-2*c^3 *q^4*r^2-1440*c^3*q^4*x^2-40*c^3*q^3*r^3-156*c^3*q^2*r^4-200*c^3*q*r^5+2264*c^3 *r^5*x+7200*c^3*r^4*x^2+19*c^2*g^5*r^2-1008*c^2*g^5*x^2-96*c^2*g^4*r^3-416*c^2* g^3*r^4-504*c^2*g^2*r^5-20*c^2*p^5*r^2-288*c^2*p^5*x^2-100*c^2*p^4*r^3-200*c^2* p^3*r^4-200*c^2*p^2*r^5-288*c^2*q^5*x^2-96*c*g^6*x^2-c*g^5*r^3-81*c*g^4*r^4-2*c *p^6*r^2-24*c*p^6*x^2-12*c*p^5*r^3-30*c*p^4*r^4-40*c*p^3*r^5-24*c*q^6*x^2-48*g^ 6*p*x^2-48*g^6*q*x^2-32*g^6*r^2*x-76*g^6*r*x^2-464*b*c^5*r^3-664*b*c^4*r^4-476* b*c^3*r^5-2*b*p^6*r^2-24*b*p^6*x^2-12*b*p^5*r^3-30*b*p^4*r^4-40*b*p^3*r^5-896*c ^7*r*x-144*c^6*g*r^2-6912*c^6*g*x^2-128*c^6*p*r^2-4608*c^6*p*x^2-64*c^6*q*r^2-\ 4608*c^6*q*x^2-1664*c^6*r^2*x+4928*c^6*r*x^2-208*c^5*g^2*r^2-11520*c^5*g^2*x^2-\ 528*c^5*g*r^3-208*c^5*p^2*r^2-5760*c^5*p^2*x^2-416*c^5*p*r^3-48*c^5*q^2*r^2-\ 5760*c^5*q^2*x^2-224*c^5*q*r^3-192*c^5*r^3*x+16960*c^5*r^2*x^2-120*c^4*g^3*r^2-\ 9600*c^4*g^3*x^2-704*c^4*g^2*r^3-768*c^4*g*r^4-176*c^4*p^3*r^2-3840*c^4*p^3*x^2 -528*c^4*p^2*r^3-528*c^4*p*r^4-384*b^6*c*x^2-192*b^6*p*x^2-304*b^6*r*x^2-3072*b ^5*c^2*x^2-672*b^5*p^2*x^2-192*b^5*r^3*x+424*b^5*r^2*x^2-32*b^4*c^3*r^2-9984*b^ 4*c^3*x^2-16*b^4*p^3*r^2-912*b^4*p^3*x^2-336*b^4*r^4*x+2720*b^4*r^3*x^2-128*b^3 *c^4*r^2-16896*b^3*c^4*x^2-368*b^3*c^3*r^3-24*b^3*p^4*r^2-600*b^3*p^4*x^2-96*b^ 3*p^3*r^3+120*b^3*r^5*x+3816*b^3*r^4*x^2-192*b^2*c^5*r^2-15744*b^2*c^5*x^2-624* b^2*c^4*r^3-768*b^2*c^3*r^4-12*b^2*p^5*r^2-192*b^2*p^5*x^2-60*b^2*p^4*r^3-120*b ^2*p^3*r^4+1286*b^2*r^5*x^2-128*b*c^6*r^2-7680*b*c^6*x^2-144*a^4*r^4*x+2720*a^4 *r^3*x^2-64*a^3*b^3*r^3-264*a^3*b^2*r^4-232*a^3*b*r^5-640*a^3*c^4*r^2-16896*a^3 *c^4*x^2-1440*a^3*c^3*r^3-1168*a^3*c^2*r^4-404*a^3*c*r^5+38*a^3*g^4*r^2-172*a^3 *g^2*r^4-600*a^3*p^4*x^2-2*a^3*q^4*r^2-600*a^3*q^4*x^2-32*a^3*q^3*r^3-108*a^3*q ^2*r^4-128*a^3*q*r^5+520*a^3*r^5*x+3816*a^3*r^4*x^2-480*a^2*c^5*r^2-15744*a^2*c ^5*x^2-1360*a^2*c^4*r^3-1472*a^2*c^3*r^4-756*a^2*c^2*r^5+25*a^2*g^5*r^2+22*a^2* g^4*r^3-98*a^2*g^3*r^4-192*a^2*p^5*x^2-192*a^2*q^5*x^2+1286*a^2*r^5*x^2-192*a*c ^6*r^2-7680*a*c^6*x^2-656*a*c^5*r^3-888*a*c^4*r^4-604*a*c^3*r^5+12*a*g^5*r^3-30 *a*g^4*r^4-24*a*p^6*x^2-24*a*q^6*x^2-42*q^5*r^3*x^2-126*q^4*r^4*x^2-204*q^3*r^5 *x^2-32*a^6*c*r^2-384*a^6*c*x^2-192*a^6*p*x^2-16*a^6*q*r^2-192*a^6*q*x^2-224*a^ 6*r^2*x-304*a^6*r*x^2-64*a^5*b*r^3-192*a^5*c^2*r^2-3072*a^5*c^2*x^2-208*a^5*c*r ^3+8*a^5*g^2*r^2-48*a^5*g*r^3-672*a^5*p^2*x^2-24*a^5*q^2*r^2-672*a^5*q^2*x^2-80 *a^5*q*r^3-512*a^5*r^3*x+424*a^5*r^2*x^2-96*a^4*b^2*r^3-200*a^4*b*r^4-480*a^4*c ^3*r^2-9984*a^4*c^3*x^2-800*a^4*c^2*r^3-432*a^4*c*r^4+28*a^4*g^3*r^2-44*a^4*g^2 *r^3-156*a^4*g*r^4-912*a^4*p^3*x^2-12*a^4*q^3*r^2-912*a^4*q^3*x^2-84*a^4*q^2*r^ 3-148*a^4*q*r^4+544*c^4*r^5*x-2048*c^4*r^4*x^2+32*g^6*r^2*x^2+120*g^5*r^3*x^2+ 132*g^4*r^4*x^2-6*p^6*r^2*x^2-42*p^5*r^3*x^2-126*p^4*r^4*x^2-204*p^3*r^5*x^2+ 128*b^6*r^2*x^2+352*b^5*r^3*x^2+240*b^4*r^4*x^2-320*b^3*r^5*x^2+128*c^7*r^2*x+ 896*c^7*r*x^2+448*c^6*r^3*x+1664*c^6*r^2*x^2+672*c^5*r^4*x+192*c^5*r^3*x^2+128* a^6*r^2*x^2+352*a^5*r^3*x^2+240*a^4*r^4*x^2-320*a^3*r^5*x^2+8160*b*r^4*x^2-5728 *c^5*g*p-2464*c^5*g*q+4320*c^5*g*r+61056*c^5*g*x-128*c^7*r^2*x^2-448*c^6*r^3*x^ 2-672*c^5*r^4*x^2+16*q^4+768*b^4+1604*r^4+216*q^3+3664*b^3-72*p^6+96*a^6+1216*a ^5+64*b^5-3712*c^6+8*g^6+144*g^5-1164*p^5-2392*r^2+188*r^3+8*a*g^6*r^2-6*q^6*r^ 2*x^2+248*g^5*q*r^2*x^2-2*c*q^6*r^2*x^2-2*a*q^6*r^2*x^2+x^3*(x-1)^3*(8*a^4*x+32 *a^3*b*x+40*a^3*c*x+28*a^3*g*x+16*a^3*p*x+16*a^3*q*x+24*a^3*r*x+48*a^2*b^2*x+ 120*a^2*b*c*x+84*a^2*b*g*x+48*a^2*b*p*x+48*a^2*b*q*x+72*a^2*b*r*x+72*a^2*c^2*x+ 108*a^2*c*g*x+56*a^2*c*p*x+56*a^2*c*q*x+80*a^2*c*r*x+36*a^2*g^2*x+44*a^2*g*p*x+ 44*a^2*g*q*x+64*a^2*g*r*x+10*a^2*p^2*x+20*a^2*p*q*x+28*a^2*p*r*x+10*a^2*q^2*x+ 28*a^2*q*r*x+18*a^2*r^2*x+32*a*b^3*x+120*a*b^2*c*x+84*a*b^2*g*x+48*a*b^2*p*x+48 *a*b^2*q*x+72*a*b^2*r*x+144*a*b*c^2*x+216*a*b*c*g*x+112*a*b*c*p*x+112*a*b*c*q*x +160*a*b*c*r*x+72*a*b*g^2*x+88*a*b*g*p*x+88*a*b*g*q*x+128*a*b*g*r*x+20*a*b*p^2* x+40*a*b*p*q*x+56*a*b*p*r*x+20*a*b*q^2*x+56*a*b*q*r*x+36*a*b*r^2*x+56*a*c^3*x+ 136*a*c^2*g*x+64*a*c^2*p*x+64*a*c^2*q*x+88*a*c^2*r*x+94*a*c*g^2*x+110*a*c*g*p*x +110*a*c*g*q*x+156*a*c*g*r*x+22*a*c*p^2*x+44*a*c*p*q*x+60*a*c*p*r*x+22*a*c*q^2* x+60*a*c*q*r*x+38*a*c*r^2*x+20*a*g^3*x+39*a*g^2*p*x+39*a*g^2*q*x+56*a*g^2*r*x+ 21*a*g*p^2*x+42*a*g*p*q*x+58*a*g*p*r*x+21*a*g*q^2*x+58*a*g*q*r*x+37*a*g*r^2*x+2 *a*p^3*x+6*a*p^2*q*x+8*a*p^2*r*x+6*a*p*q^2*x+16*a*p*q*r*x+10*a*p*r^2*x+2*a*q^3* x+8*a*q^2*r*x+10*a*q*r^2*x+4*a*r^3*x+8*b^4*x+40*b^3*c*x+28*b^3*g*x+16*b^3*p*x+ 16*b^3*q*x+24*b^3*r*x+72*b^2*c^2*x+108*b^2*c*g*x+56*b^2*c*p*x+56*b^2*c*q*x+80*b ^2*c*r*x+36*b^2*g^2*x+44*b^2*g*p*x+44*b^2*g*q*x+64*b^2*g*r*x+10*b^2*p^2*x+20*b^ 2*p*q*x+28*b^2*p*r*x+10*b^2*q^2*x+28*b^2*q*r*x+18*b^2*r^2*x+56*b*c^3*x+136*b*c^ 2*g*x+64*b*c^2*p*x+64*b*c^2*q*x+88*b*c^2*r*x+94*b*c*g^2*x+110*b*c*g*p*x+110*b*c *g*q*x+156*b*c*g*r*x+22*b*c*p^2*x+44*b*c*p*q*x+60*b*c*p*r*x+22*b*c*q^2*x+60*b*c *q*r*x+38*b*c*r^2*x+20*b*g^3*x+39*b*g^2*p*x+39*b*g^2*q*x+56*b*g^2*r*x+21*b*g*p^ 2*x+42*b*g*p*q*x+58*b*g*p*r*x+21*b*g*q^2*x+58*b*g*q*r*x+37*b*g*r^2*x+2*b*p^3*x+ 6*b*p^2*q*x+8*b*p^2*r*x+6*b*p*q^2*x+16*b*p*q*r*x+10*b*p*r^2*x+2*b*q^3*x+8*b*q^2 *r*x+10*b*q*r^2*x+4*b*r^3*x+16*c^4*x+56*c^3*g*x+24*c^3*p*x+24*c^3*q*x+32*c^3*r* x+60*c^2*g^2*x+68*c^2*g*p*x+68*c^2*g*q*x+96*c^2*g*r*x+12*c^2*p^2*x+24*c^2*p*q*x +32*c^2*p*r*x+12*c^2*q^2*x+32*c^2*q*r*x+20*c^2*r^2*x+26*c*g^3*x+50*c*g^2*p*x+50 *c*g^2*q*x+72*c*g^2*r*x+26*c*g*p^2*x+52*c*g*p*q*x+72*c*g*p*r*x+26*c*g*q^2*x+72* c*g*q*r*x+46*c*g*r^2*x+2*c*p^3*x+6*c*p^2*q*x+8*c*p^2*r*x+6*c*p*q^2*x+16*c*p*q*r *x+10*c*p*r^2*x+2*c*q^3*x+8*c*q^2*r*x+10*c*q*r^2*x+4*c*r^3*x+4*g^4*x+11*g^3*p*x +11*g^3*q*x+16*g^3*r*x+10*g^2*p^2*x+20*g^2*p*q*x+28*g^2*p*r*x+10*g^2*q^2*x+28*g ^2*q*r*x+18*g^2*r^2*x+3*g*p^3*x+9*g*p^2*q*x+12*g*p^2*r*x+9*g*p*q^2*x+24*g*p*q*r *x+15*g*p*r^2*x+3*g*q^3*x+12*g*q^2*r*x+15*g*q*r^2*x+6*g*r^3*x-8*a^4-24*a^3*b-32 *a^3*c-20*a^3*g-16*a^3*p-8*a^3*q-16*a^3*r+84*a^3*x-24*a^2*b^2-72*a^2*b*c-48*a^2 *b*g-40*a^2*b*p-16*a^2*b*q-40*a^2*b*r+252*a^2*b*x-48*a^2*c^2-64*a^2*c*g-48*a^2* c*p-24*a^2*c*q-48*a^2*c*r+316*a^2*c*x-20*a^2*g^2-36*a^2*g*p-16*a^2*g*q-36*a^2*g *r+222*a^2*g*x-10*a^2*p^2-12*a^2*p*q-20*a^2*p*r+126*a^2*p*x-2*a^2*q^2-12*a^2*q* r+126*a^2*q*x-10*a^2*r^2+186*a^2*r*x-8*a*b^3-48*a*b^2*c-36*a*b^2*g-32*a*b^2*p-8 *a*b^2*q-32*a*b^2*r+252*a*b^2*x-72*a*b*c^2-108*a*b*c*g-80*a*b*c*p-32*a*b*c*q-80 *a*b*c*r+632*a*b*c*x-36*a*b*g^2-64*a*b*g*p-24*a*b*g*q-64*a*b*g*r+444*a*b*g*x-18 *a*b*p^2-20*a*b*p*q-36*a*b*p*r+252*a*b*p*x-2*a*b*q^2-20*a*b*q*r+252*a*b*q*x-18* a*b*r^2+372*a*b*r*x-32*a*c^3-72*a*c^2*g-48*a*c^2*p-24*a*c^2*q-48*a*c^2*r+384*a* c^2*x-48*a*c*g^2-82*a*c*g*p-36*a*c*g*q-82*a*c*g*r+572*a*c*g*x-20*a*c*p^2-24*a*c *p*q-40*a*c*p*r+300*a*c*p*x-4*a*c*q^2-24*a*c*q*r+300*a*c*q*x-20*a*c*r^2+426*a*c *r*x-10*a*g^3-29*a*g^2*p-12*a*g^2*q-29*a*g^2*r+190*a*g^2*x-19*a*g*p^2-22*a*g*p* q-38*a*g*p*r+234*a*g*p*x-3*a*g*q^2-22*a*g*q*r+234*a*g*q*x-19*a*g*r^2+339*a*g*r* x-2*a*p^3-4*a*p^2*q-6*a*p^2*r+54*a*p^2*x-2*a*p*q^2-8*a*p*q*r+108*a*p*q*x-6*a*p* r^2+150*a*p*r*x-2*a*q^2*r+54*a*q^2*x-4*a*q*r^2+150*a*q*r*x-2*a*r^3+96*a*r^2*x-8 *b^3*c-8*b^3*g-8*b^3*p-8*b^3*r+84*b^3*x-24*b^2*c^2-44*b^2*c*g-32*b^2*c*p-8*b^2* c*q-32*b^2*c*r+316*b^2*c*x-16*b^2*g^2-28*b^2*g*p-8*b^2*g*q-28*b^2*g*r+222*b^2*g *x-8*b^2*p^2-8*b^2*p*q-16*b^2*p*r+126*b^2*p*x-8*b^2*q*r+126*b^2*q*x-8*b^2*r^2+ 186*b^2*r*x-24*b*c^3-64*b*c^2*g-40*b*c^2*p-16*b*c^2*q-40*b*c^2*r+384*b*c^2*x-46 *b*c*g^2-74*b*c*g*p-28*b*c*g*q-74*b*c*g*r+572*b*c*g*x-18*b*c*p^2-20*b*c*p*q-36* b*c*p*r+300*b*c*p*x-2*b*c*q^2-20*b*c*q*r+300*b*c*q*x-18*b*c*r^2+426*b*c*r*x-10* b*g^3-27*b*g^2*p-10*b*g^2*q-27*b*g^2*r+190*b*g^2*x-18*b*g*p^2-20*b*g*p*q-36*b*g *p*r+234*b*g*p*x-2*b*g*q^2-20*b*g*q*r+234*b*g*q*x-18*b*g*r^2+339*b*g*r*x-2*b*p^ 3-4*b*p^2*q-6*b*p^2*r+54*b*p^2*x-2*b*p*q^2-8*b*p*q*r+108*b*p*q*x-6*b*p*r^2+150* b*p*r*x-2*b*q^2*r+54*b*q^2*x-4*b*q*r^2+150*b*q*r*x-2*b*r^3+96*b*r^2*x-8*c^4-28* c^3*g-16*c^3*p-8*c^3*q-16*c^3*r+152*c^3*x-30*c^2*g^2-48*c^2*g*p-20*c^2*g*q-48*c ^2*g*r+360*c^2*g*x-10*c^2*p^2-12*c^2*p*q-20*c^2*p*r+176*c^2*p*x-2*c^2*q^2-12*c^ 2*q*r+176*c^2*q*x-10*c^2*r^2+244*c^2*r*x-13*c*g^3-36*c*g^2*p-14*c*g^2*q-36*c*g^ 2*r+246*c*g^2*x-23*c*g*p^2-26*c*g*p*q-46*c*g*p*r+294*c*g*p*x-3*c*g*q^2-26*c*g*q *r+294*c*g*q*x-23*c*g*r^2+422*c*g*r*x-2*c*p^3-4*c*p^2*q-6*c*p^2*r+62*c*p^2*x-2* c*p*q^2-8*c*p*q*r+124*c*p*q*x-6*c*p*r^2+170*c*p*r*x-2*c*q^2*r+62*c*q^2*x-4*c*q* r^2+170*c*q*r*x-2*c*r^3+108*c*r^2*x-2*g^4-8*g^3*p-3*g^3*q-8*g^3*r+52*g^3*x-9*g^ 2*p^2-10*g^2*p*q-18*g^2*p*r+103*g^2*p*x-g^2*q^2-10*g^2*q*r+103*g^2*q*x-9*g^2*r^ 2+150*g^2*r*x-3*g*p^3-6*g*p^2*q-9*g*p^2*r+57*g*p^2*x-3*g*p*q^2-12*g*p*q*r+114*g *p*q*x-9*g*p*r^2+159*g*p*r*x-3*g*q^2*r+57*g*q^2*x-6*g*q*r^2+159*g*q*r*x-3*g*r^3 +102*g*r^2*x+6*p^3*x+18*p^2*q*x+24*p^2*r*x+18*p*q^2*x+48*p*q*r*x+30*p*r^2*x+6*q ^3*x+24*q^2*r*x+30*q*r^2*x+12*r^3*x-68*a^3-152*a^2*b-208*a^2*c-134*a^2*g-110*a^ 2*p-50*a^2*q-110*a^2*r+332*a^2*x-100*a*b^2-316*a*b*c-222*a*b*g-186*a*b*p-66*a*b *q-186*a*b*r+664*a*b*x-216*a*c^2-304*a*c*g-230*a*c*p-104*a*c*q-230*a*c*r+836*a* c*x-98*a*g^2-178*a*g*p-73*a*g*q-178*a*g*r+586*a*g*x-50*a*p^2-58*a*p*q-100*a*p*r +334*a*p*x-8*a*q^2-58*a*q*r+334*a*q*x-50*a*r^2+488*a*r*x-16*b^3-108*b^2*c-88*b^ 2*g-76*b^2*p-16*b^2*q-76*b^2*r+332*b^2*x-168*b*c^2-268*b*c*g-196*b*c*p-70*b*c*q -196*b*c*r+836*b*c*x-92*b*g^2-161*b*g*p-56*b*g*q-161*b*g*r+586*b*g*x-46*b*p^2-\ 50*b*p*q-92*b*p*r+334*b*p*x-4*b*q^2-50*b*q*r+334*b*q*x-46*b*r^2+488*b*r*x-76*c^ 3-180*c^2*g-122*c^2*p-54*c^2*q-122*c^2*r+512*c^2*x-123*c*g^2-211*c*g*p-83*c*g*q -211*c*g*r+752*c*g*x-54*c*p^2-62*c*p*q-108*c*p*r+404*c*p*x-8*c*q^2-62*c*q*r+404 *c*q*x-54*c*r^2+576*c*r*x-26*g^3-75*g^2*p-28*g^2*q-75*g^2*r+248*g^2*x-51*g*p^2-\ 57*g*p*q-102*g*p*r+310*g*p*x-6*g*q^2-57*g*q*r+310*g*q*x-51*g*r^2+452*g*r*x-6*p^ 3-12*p^2*q-18*p^2*r+74*p^2*x-6*p*q^2-24*p*q*r+148*p*q*x-18*p*r^2+206*p*r*x-6*q^ 2*r+74*q^2*x-12*q*r^2+206*q*r*x-6*r^3+132*r^2*x-220*a^2-332*a*b-468*a*c-314*a*g -262*a*p-108*a*q-262*a*r+584*a*x-112*b^2-368*b*c-272*b*g-226*b*p-72*b*q-226*b*r +584*b*x-256*c^2-376*c*g-288*c*p-116*c*q-288*c*r+736*c*x-124*g^2-226*g*p-84*g*q -226*g*r+512*g*x-66*p^2-74*p*q-132*p*r+296*p*x-8*q^2-74*q*r+296*q*x-66*r^2+432* r*x-328*a-256*b-368*c-256*g-216*p-80*q-216*r+384*x-192)*dx^5+330*q^2*r^4+52*q*r ^5-3036*r^5*x-150*r^4*x^2-9272*a^4*p-7604*a^4*r-27572*a^3*p^2-5778*a^3*r^2+4240 *a^2*b^3-25284*a^2*p^3-920*a^2*q^3+4264*a^2*r^3+1136*a*b^4-9312*a*p^4-28*a*q^4+ 4396*a*r^4-864*b^4*c+640*b^4*g-952*b^4*p-1104*b^4*r-10104*b^4*x-13840*b^3*c^2+ 1624*b^3*g^2-9236*b^3*p^2-728*b^3*r^2+1724*b^2*g^3+3458*b^2*r^3+820*b*g^4+3582* b*r^4+12676*c^3*r^2-1312*c^2*q^3+18942*c^2*r^3-28*c*q^4+6438*c*r^4-36*g^4*q-\ 2645*g^4*r-190*g^3*q^2+568*g^3*r^2-34*g^2*q^3+4711*g^2*r^3-7648*g*p^4+8*g*q^4+ 3520*g*r^4-1438*p^4*r+3308*p^3*r^2-1416*p^2*q^3+6912*p^2*r^3-84*p*q^4+3968*p*r^ 4-40*q^4*r+120*q^4*x+100*q^3*r^2+1066*q^2*r^3+416*a^5*g-2112*a^5*p-848*a^5*q-\ 1824*a^5*r+832*a^4*b^2-11424*a^4*c^2+728*a^4*g^2-6840*a^4*p^2-1336*a^4*q^2-264* a^4*r^2+768*a^3*b^3-26624*a^3*c^3+656*a^3*g^3-7848*a^3*p^3-580*a^3*q^3+4540*a^3 *r^3+352*a^2*b^4-30080*a^2*c^4+320*a^2*g^4-4092*a^2*p^4-68*a^2*q^4+4078*a^2*r^4 -16768*a*c^5+80*a*g^5-948*a*p^5+798*a*r^5-2304*b^4*c^2-1432*b^4*p^2+16*b^4*r^2-\ 10016*b^3*c^3+200*b^3*g^3-3304*b^3*p^3+1580*b^3*r^3-17216*b^2*c^4+152*b^2*g^4-\ 2648*b^2*p^4+2342*b^2*r^4-13120*b*c^5+56*b*g^5-816*b*p^5+552*b*r^5-12864*c^5*g-\ 14944*c^5*p-6112*c^5*q+184*c^5*r-16320*c^4*g^2-22416*c^4*p^2-3600*c^4*q^2+14848 *c^4*r^2-9760*c^3*g^3-16424*c^3*p^3-872*c^3*q^3+16214*c^3*r^3-2760*c^2*g^4-6212 *c^2*p^4-68*c^2*q^4+6066*c^2*r^4-276*c*g^5-1128*c*p^5+568*c*r^5-254*g^5*p-38*g^ 5*q-465*g^5*r-1564*g^4*p^2-88*g^4*q^2+767*g^4*r^2-3124*g^3*p^3-46*g^3*q^3+2836* g^3*r^3-2668*g^2*p^4-4*g^2*q^4+2575*g^2*r^4-918*g*p^5+661*g*r^5-288*p^5*q+256*p ^5*r-432*p^4*q^2+1674*p^4*r^2-288*p^3*q^3+2696*p^3*r^3-72*p^2*q^4+1684*p^2*r^4+ 264*p*r^5+16*q^4*r^2+224*q^3*r^3-192*a^6*c-192*a^6*p-96*a^6*q-176*a^6*r-1280*a^ 5*c^2-672*a^5*p^2-176*a^5*q^2+488*a^5*r^2-3520*a^4*c^3-912*a^4*p^3-104*a^4*q^3+ 1728*a^4*r^3-5120*a^3*c^4-600*a^3*p^4-20*a^3*q^4+1252*a^3*r^4-4160*a^2*c^5-192* a^2*p^5-42*a^2*r^5-1792*a*c^6-24*a*p^6-832*b^4*c^3-272*b^4*p^3+288*b^4*r^3-2048 *b^3*c^4-308*b^3*p^4+584*b^3*r^4-2432*b^2*c^5-144*b^2*p^5-1408*b*c^6-24*b*p^6-\ 1440*c^6*g-1408*c^6*p-640*c^6*q+1472*c^6*r-2400*c^5*g^2-2400*c^5*p^2-480*c^5*q^ 2+5160*c^5*r^2-2000*c^4*g^3-2080*c^4*p^3-160*c^4*q^3+4592*c^4*r^3-900*c^3*g^4-\ 980*c^3*p^4-20*c^3*q^4+726*c^3*r^4-210*c^2*g^5-240*c^2*p^5-890*c^2*r^5-20*c*g^6 -24*c*p^6-16*g^6*p-39*g^6*r-106*g^5*p^2+239*g^5*r^2-260*g^4*p^3+772*g^4*r^3-302 *g^3*p^4+744*g^3*r^4-168*g^2*p^5+103*g^2*r^5-36*g*p^6+42*p^6*r+152*p^5*r^2+130* p^4*r^3-160*p^3*r^4-370*p^2*r^5+14*q^4*r^3-16*q^3*r^4+448*a^5*b-1728*a^5*c+144* p^6*x-1176*p^5*x^2-1176*q^5*x^2-3840*a^5*x-1536*b^5*x-864*g^5*x+2340*p^5*x+12*q ^5*x-32*c^7*r^2-1536*c^7*x^2-128*c^6*r^3-208*c^5*r^4-176*c^4*r^5+96*a^6*r^2+192 *a^6*x^2+176*a^5*r^3-48*a^4*r^4-292*a^3*r^5+192*b^6*x^2+224*c^7*r+1536*c^7*x+ 448*c^6*r^2-17664*c^6*x^2-96*c^5*r^3-904*c^4*r^4-910*c^3*r^5+48*g^6*x^2+86*g^5* r^3+60*g^4*r^4-6*p^6*r^2-36*p^5*r^3-90*p^4*r^4-120*p^3*r^5-125*g^2*r^6+2*g^6*r^ 3-18*g^4*r^5-72*p^6*x^2-72*q^6*x^2-288*a^6*x+2688*a^5*x^2-96*b^6*x+2688*b^5*x^2 +17664*c^6*x-48*g^6*x+864*g^5*x^2+29*g^6*r^2+2069*b^2*g*r^4-432*b^2*p^4*q+852*b ^2*p^4*r+6756*b^2*p^4*x-432*b^2*p^3*q^2+3400*b^2*p^3*r^2+3648*b^2*p^2*r^3+8208* a*r*x+1224*b^2*p*r^4-26232*b^2*q^3*x^2+494*b^2*q^2*r^3+378*b^2*q*r^4-8518*b^2*r ^4*x-8788*b^2*r^3*x^2-5184*b*c^5*g-5472*b*c^5*p-2272*b*c^5*q+4672*b*c^5*r+67392 *b*c^5*x+4464*b*r*x-6848*b*c^4*g^2-8016*b*c^4*p^2-61532*c*g*r-1296*b*c^4*q^2+ 15688*b*c^4*r^2-4256*b*c^3*g^3-5768*b*c^3*p^3-296*b*c^3*q^3+12544*b*c^3*r^3-\ 1272*b*c^2*g^4-2148*b*c^2*p^4+2542*b*c^2*r^4-148*b*c*g^5-384*b*c*p^5-26736*p*q* r-712*b*c*r^5+60960*p*r*x+17472*q*r*x-116*b*g^5*p-267*b*g^5*r-360*b*g^5*x-618*b *g^4*p^2+1341*b*g^4*r^2-1168*b*g^3*p^3+3422*b*g^3*r^3-966*b*g^2*p^4+2251*b*g^2* r^4-324*b*g*p^5+21*b*g*r^5-96*b*p^5*q+338*b*p^5*r+1776*b*p^5*x-144*b*p^4*q^2+ 1356*b*p^4*r^2-96*b*p^3*q^3+1564*b*p^3*r^3+296*b*p^2*r^4-510*b*p*r^5-9576*b*q^4 *x^2+152*b*q^3*r^3+20*b*q^2*r^4-4164*b*r^5*x+2048*b^3*c^3*r+68640*b^3*c^3*x+ 23472*b*q*x^2-2848*b^3*c^2*g^2-5568*b^3*c^2*p^2+7160*b^3*c^2*r^2-91572*c^2*g*r-\ 584*b^3*c*g^3-2200*b^3*c*p^3+3960*b^3*c*r^3-432*b^3*g^3*p-842*b^3*g^3*r-1656*b^ 3*g^3*x-1340*b^3*g^2*p^2+2168*b^3*g^2*r^2-48922*c*g^2*r-1216*b^3*g*p^3+2590*b^3 *g*r^3+58368*c*g*x^2-616*b^3*p^3*q+708*b^3*p^3*r+10764*b^3*p^3*x+2924*b^3*p^2*r ^2-60576*c*p*x^2+2492*b^3*p*r^3-28104*b^3*q^2*x^2-60576*c*q*x^2+636*b^3*q*r^3-\ 35118*g^2*p*r-1116*b^3*r^3*x-10318*g^2*q*r-23818*b^3*r^2*x^2-7040*b^2*c^4*g-\ 8192*b^2*c^4*p-2976*b^2*c^4*q+5120*b^2*c^4*r+98880*b^2*c^4*x+20112*g*p*x^2-6912 *b^2*c^3*g^2+20112*g*q*x^2-9968*b^2*c^3*p^2-1152*b^2*c^3*q^2+16792*b^2*c^3*r^2+ 84268*p^2*r*x-2848*b^2*c^2*g^3-5616*b^2*c^2*p^3-33312*p*q*x^2+11660*b^2*c^2*r^3 +19612*q^2*r*x-424*b^2*c*g^4-1476*b^2*c*p^4+2384*b^2*c*r^4-324*b^2*g^4*p-694*b^ 2*g^4*r-1080*b^2*g^4*x-31508*a*b*r-1346*b^2*g^3*p^2+2661*b^2*g^3*r^2-1854*b^2*g ^2*p^3+4985*b^2*g^2*r^3-974*b^2*g*p^4-102*a*g^4*q^2+1314*a*g^4*r^2+164352*a*b*x ^2-1468*a*g^3*p^3-76*a*g^3*q^3+3620*a*g^3*r^3-1192*a*g^2*p^4-18*a*g^2*q^4+2775* a*g^2*r^4-384*a*g*p^5+210*a*g*r^5+71136*a*c*x^2-96*a*p^5*q+406*a*p^5*r-29820*a* g^2*r+1908*a*p^5*x-144*a*p^4*q^2+1594*a*p^4*r^2-9576*a*p^4*x^2+134064*a*g*x^2-\ 96*a*p^3*q^3+1836*a*p^3*r^3-24*a*p^2*q^4+364*a*p^2*r^4+23472*a*p*x^2-578*a*p*r^ 5+144*a*q^5*x+58*a*q^4*r^2+23472*a*q*x^2+244*a*q^3*r^3+44*a*q^2*r^4-412*a*q*r^5 -4656*a*r^5*x+8160*a*r^4*x^2+2208*b^5*c*x-576*b^5*g*x+1248*b^5*p*x+1664*b^5*r*x -1184*b^4*c^2*g-1920*b^4*c^2*p+64*b^4*c^2*r+21792*b^4*c^2*x+21716*b^2*r*x-384*b ^4*c*g^2-1296*b^4*c*p^2+912*b^4*c*r^2-272*b^4*g^2*p-464*b^4*g^2*r-1368*b^4*g^2* x-584*b^4*g*p^2+604*b^4*g*r^2+71136*b*c*x^2-25742*b*g^2*r+7056*b^4*p^2*x+560*b^ 4*p*r^2-7728*b^4*q*x^2+134064*b*g*x^2+3240*b^4*r^2*x-14908*b^4*r*x^2-4384*b^3*c ^3*g-5824*b^3*c^3*p+23472*b*p*x^2-1696*b^3*c^3*q+5328*a^2*p^3*r^2-26232*a^2*p^3 *x^2-336*a^2*p^2*q^3-121968*c*q^2*x^2+5628*a^2*p^2*r^3-48*a^2*p*q^4+1856*a^2*p* r^4+22*a^2*q^4*r+1596*a^2*q^4*x+596*a^2*q^3*r^2+1406*a^2*q^2*r^3+3552*g^2*p*x^2 +790*a^2*q*r^4-11990*a^2*r^4*x+3552*g^2*q*x^2-8788*a^2*r^3*x^2-768*a*b^5*x-1536 *a*b^4*c^2-816*a*b^4*p^2-39624*g*p^2*x^2+424*a*b^4*r^2-5632*a*b^3*c^3-39624*g*q ^2*x^2-1624*a*b^3*p^3+2532*a*b^3*r^3+34794*p^3*r*x-8960*a*b^2*c^4-57816*p^2*q*x ^2-1196*a*b^2*p^4+2466*a*b^2*r^4-6528*a*b*c^5-336*a*b*p^5-57816*p*q^2*x^2+7378* q^3*r*x-42*a*b*r^5-6336*a*c^5*g-6880*a*c^5*p-3168*a*c^5*q+6368*a*c^5*r+74688*a* c^5*x-8192*a*c^4*g^2-9936*a*c^4*p^2-2064*a*c^4*q^2+19912*a*c^4*r^2-5024*a*c^3*g ^3-7016*a*c^3*p^3-584*a*c^3*q^3+15360*a*c^3*r^3-1488*a*c^2*g^4-2540*a*c^2*p^4-\ 60*a*c^2*q^4+3070*a*c^2*r^4-172*a*c*g^5-432*a*c*p^5+38876*a^2*r*x-810*a*c*r^5-\ 148*a*g^5*p-44*a*g^5*q-299*a*g^5*r-408*a*g^5*x-784*a*g^4*p^2+125096*g*p*r*x+ 50576*g*q*r*x+240864*a*c*r*x+51024*a*g*r*x+168048*a*p*r*x+77592*a*q*r*x+205296* b*c*r*x+42552*b*g*r*x+142272*b*p*r*x+51816*b*q*r*x-68632*c*p*q*r+295312*c*p*r*x +149440*c*q*r*x-38018*g*p*q*r-24127*c*g^2*q*r-154032*c*g*p*x^2-154032*c*g*q*x^2 +212512*c*p^2*r*x-243936*c*p*q*x^2+78680*c*q^2*r*x-18713*g^2*p*q*r+120100*g*p^2 *r*x-79248*g*p*q*x^2+36208*g*q^2*r*x+76966*p^2*q*r*x+49550*p*q^2*r*x-125572*a*b *c*r-62034*a*b*g*r+48096*b*c*g*x^2-193680*b*c*p*x^2-193680*b*c*q*x^2-39038*b*g^ 2*p*r+7128*b*g*p*x^2+7128*b*g*q*x^2+132458*b*p^2*r*x-99936*b*p*q*x^2+35266*b*q^ 2*r*x-47196*c^2*p*q*r+408352*c^2*p*r*x+250352*c^2*q*r*x-66307*c*g^2*p*r+7128*a* g*p*x^2+7128*a*g*q*x^2+151622*a*p^2*r*x-99936*a*p*q*x^2+54430*a*q^2*r*x+197800* b^2*c*r*x+62508*b^2*g*r*x+125040*b^2*p*r*x+51172*b^2*q*r*x+417360*b*c^2*r*x-\ 59240*b*c*g^2*r-43346*a*b*g^2*r+236880*a*b*g*x^2+6000*a*b*p*x^2+6000*a*b*q*x^2+ 473376*a*c^2*r*x-72872*a*c*g^2*r+48096*a*c*g*x^2-193680*a*c*p*x^2-193680*a*c*q* x^2-18396*a*g^2*q*r+106124*a^2*b*r*x+274464*a^2*c*r*x+90456*a^2*g*r*x+174664*a^ 2*p*r*x+100796*a^2*q*r*x+83452*a*b^2*r*x-122472*a*b*c^2*r+56352*a*b*c*x^2+41682 *c*p^3*r*x-193464*c*p^2*q*x^2-193464*c*p*q^2*x^2+15130*c*q^3*r*x-70224*g^2*p*q* x^2-92700*g*p^2*q*x^2-92700*g*p*q^2*x^2+13220*p^3*q*r*x+7628*p*q^3*r*x+143352*c ^3*q*r*x-420144*c^2*g*p*x^2-420144*c^2*g*q*x^2+144220*c^2*p^2*r*x-429408*c^2*p* q*x^2+71564*c^2*q^2*r*x-141432*c*g^2*p*x^2-141432*c*g^2*q*x^2-197736*c*g*p^2*x^ 2-197736*c*g*q^2*x^2+409808*a*c*g*r*x+555892*a*c*p*r*x+332972*a*c*q*r*x+263740* a*g*p*r*x+141028*a*g*q*r*x+206052*a*p*q*r*x+360496*b*c*g*r*x+486172*b*c*p*r*x+ 263252*b*c*q*r*x+228512*b*g*p*r*x+105800*b*g*q*r*x+167724*b*p*q*r*x-65328*c*g*p *q*r+433912*c*g*p*r*x+244480*c*g*q*r*x+398232*c^2*g*p*r*x+261968*c^2*g*q*r*x+ 202232*c*g*p^2*r*x-395472*c*g*p*q*x^2+87012*c*g*q^2*r*x+98494*c*p^2*q*r*x+71942 *c*p*q^2*r*x+73869*g*p^2*q*r*x+50325*g*p*q^2*r*x-151376*a*b*c*g*r+299704*a*b*p* r*x+151968*a*b*q*r*x-357432*b*c*g*p*x^2-357432*b*c*g*q*x^2+209450*b*c*p^2*r*x-\ 480048*b*c*p*q*x^2+86934*b*c*q^2*r*x+132105*b*g*p^2*r*x-177480*b*g*p*q*x^2+ 49230*b*p*q^2*r*x-22584*b*c*g^2*x^2-240024*b*c*p^2*x^2-240024*b*c*q^2*x^2-20052 *b*g^2*p*x^2-20052*b*g^2*q*x^2-88740*b*g*p^2*x^2-88740*b*g*q^2*x^2+32242*b*p^3* r*x-111744*b*p^2*q*x^2-111744*b*p*q^2*x^2+204824*c^3*p*r*x-26208*b^2*g*p*x^2-\ 26208*b^2*g*q*x^2-109152*b^2*p*q*x^2+273288*b*c^3*r*x-359904*b*c^2*g*x^2-513120 *b*c^2*p*x^2-513120*b*c^2*q*x^2-111744*a*p^2*q*x^2-111744*a*p*q^2*x^2+12046*a*q ^3*r*x+87872*b^3*c*r*x+51960*b^3*p*r*x+250936*b^2*c^2*r*x-29184*b^2*c*g*x^2-\ 219792*b^2*c*p*x^2-219792*b^2*c*q*x^2-513120*a*c^2*p*x^2-513120*a*c^2*q*x^2-\ 22584*a*c*g^2*x^2-240024*a*c*p^2*x^2-240024*a*c*q^2*x^2-20052*a*g^2*p*x^2-20052 *a*g^2*q*x^2-88740*a*g*p^2*x^2-88740*a*g*q^2*x^2-33624*a*b^2*p*x^2-33624*a*b^2* q*x^2-442560*a*b*c^2*x^2+125808*a*b*g^2*x^2-109152*a*b*p^2*x^2-109152*a*b*q^2*x ^2+301448*a*c^3*r*x-359904*a*c^2*g*x^2-26208*a^2*g*p*x^2-26208*a^2*g*q*x^2-\ 109152*a^2*p*q*x^2+46632*a*b^3*r*x-37296*a*b^2*c*x^2+155160*a*b^2*g*x^2-37296*a ^2*b*c*x^2+155160*a^2*b*g*x^2-33624*a^2*b*p*x^2-33624*a^2*b*q*x^2+319096*a^2*c^ 2*r*x-29184*a^2*c*g*x^2-219792*a^2*c*p*x^2-219792*a^2*c*q*x^2+72632*a^3*b*r*x+ 141368*a^3*c*r*x+54484*a^3*q*r*x-117096*c*g^2*p^2*x^2-117096*c*g^2*q^2*x^2-\ 76128*c*g*p^3*x^2-76128*c*g*q^3*x^2-57312*c*p^3*q*x^2-85968*c*p^2*q^2*x^2-57312 *c*p*q^3*x^2-29448*g^3*p*q*x^2-54504*g^2*p^2*q*x^2-54504*g^2*p*q^2*x^2-33936*g* p^3*q*x^2-50904*g*p^2*q^2*x^2-33936*g*p*q^3*x^2-57456*b*p^2*q^2*x^2-38304*b*p*q ^3*x^2-370560*c^3*g*p*x^2-370560*c^3*g*q*x^2-311424*c^3*p*q*x^2-250368*c^2*g^2* p*x^2-250368*c^2*g^2*q*x^2-253152*c^2*g*p^2*x^2-253152*c^2*g*q^2*x^2-202752*c^2 *p^2*q*x^2-202752*c^2*p*q^2*x^2-60576*c*g^3*p*x^2-60576*c*g^3*q*x^2-30252*b^2*g ^2*q*x^2-69804*b^2*g*p^2*x^2-69804*b^2*g*q^2*x^2-78696*b^2*p^2*q*x^2-78696*b^2* p*q^2*x^2-443424*b*c^3*g*x^2-440064*b*c^3*p*x^2-440064*b*c^3*q*x^2-238944*b*c^2 *g^2*x^2-296640*b*c^2*p^2*x^2-296640*b*c^2*q^2*x^2-27528*b*c*g^3*x^2-87744*b*c* p^3*x^2-87744*b*c*q^3*x^2-15756*b*g^3*p*x^2-15756*b*g^3*q*x^2-56316*b*g^2*p^2*x ^2-56316*b*g^2*q^2*x^2-44448*b*g*p^3*x^2-44448*b*g*q^3*x^2-38304*b*p^3*q*x^2-\ 38304*a*p*q^3*x^2-43488*b^3*c*g*x^2-116256*b^3*c*p*x^2-116256*b^3*c*q*x^2-25224 *b^3*g*p*x^2-25224*b^3*g*q*x^2-56208*b^3*p*q*x^2-297216*b^2*c^2*g*x^2-372672*b^ 2*c^2*p*x^2-372672*b^2*c^2*q*x^2-52488*b^2*c*g^2*x^2-171864*b^2*c*p^2*x^2-\ 171864*b^2*c*q^2*x^2-30252*b^2*g^2*p*x^2-84312*a*b^2*p^2*x^2-84312*a*b^2*q^2*x^ 2-535488*a*b*c^3*x^2+29184*a*b*g^3*x^2-52464*a*b*p^3*x^2-52464*a*b*q^3*x^2-\ 443424*a*c^3*g*x^2-440064*a*c^3*p*x^2-440064*a*c^3*q*x^2-238944*a*c^2*g^2*x^2-\ 296640*a*c^2*p^2*x^2-296640*a*c^2*q^2*x^2-27528*a*c*g^3*x^2-87744*a*c*p^3*x^2-\ 87744*a*c*q^3*x^2-15756*a*g^3*p*x^2-15756*a*g^3*q*x^2-56316*a*g^2*p^2*x^2-56316 *a*g^2*q^2*x^2-44448*a*g*p^3*x^2-44448*a*g*q^3*x^2-38304*a*p^3*q*x^2-57456*a*p^ 2*q^2*x^2-297216*a^2*c^2*g*x^2-372672*a^2*c^2*p*x^2-372672*a^2*c^2*q*x^2-52488* a^2*c*g^2*x^2-171864*a^2*c*p^2*x^2-171864*a^2*c*q^2*x^2-30252*a^2*g^2*p*x^2-\ 30252*a^2*g^2*q*x^2-69804*a^2*g*p^2*x^2-69804*a^2*g*q^2*x^2-78696*a^2*p^2*q*x^2 -78696*a^2*p*q^2*x^2-52992*a*b^3*c*x^2+44736*a*b^3*g*x^2-30912*a*b^3*p*x^2-\ 30912*a*b^3*q*x^2-360288*a*b^2*c^2*x^2+54792*a*b^2*g^2*x^2+44736*a^3*b*g*x^2-\ 30912*a^3*b*p*x^2-30912*a^3*b*q*x^2-43488*a^3*c*g*x^2-116256*a^3*c*p*x^2-116256 *a^3*c*q*x^2-25224*a^3*g*p*x^2-25224*a^3*g*q*x^2-56208*a^3*p*q*x^2-79488*a^2*b^ 2*c*x^2+67104*a^2*b^2*g*x^2-46368*a^2*b^2*p*x^2-46368*a^2*b^2*q*x^2-360288*a^2* b*c^2*x^2+54792*a^2*b*g^2*x^2-84312*a^2*b*p^2*x^2-84312*a^2*b*q^2*x^2-52992*a^3 *b*c*x^2-177480*a*g*p*q*x^2+63069*a*g*q^2*r*x+83634*a*p^2*q*r*x+246220*b^2*c*g* r*x+275024*b^2*c*p*r*x+157064*b^2*c*q*r*x+145038*b^2*g*p*r*x+92736*b^2*p*q*r*x+ 452344*b*c^2*g*r*x+426576*b*c^2*p*r*x+276536*b*c^2*q*r*x+506040*a*c^2*g*r*x+ 475352*a*c^2*p*r*x+325312*a*c^2*q*r*x-357432*a*c*g*p*x^2-357432*a*c*g*q*x^2+ 233902*a*c*p^2*r*x-480048*a*c*p*q*x^2+111386*a*c*q^2*r*x-58368*a*b*c*g*x^2-\ 439584*a*b*c*p*x^2-439584*a*b*c*q*x^2-52416*a*b*g*p*x^2-52416*a*b*g*q*x^2+ 163284*a*b*p^2*r*x-218304*a*b*p*q*x^2+63132*a*b*q^2*r*x+323716*a^2*c*g*r*x+ 354368*a^2*c*p*r*x+236408*a^2*c*q*r*x+121002*a^2*g*q*r*x+133680*a^2*p*q*r*x+ 317112*a*b^2*c*r*x+134044*a*b^2*g*r*x+100012*a*b^2*q*r*x-228384*c*g*p^2*q*x^2-\ 228384*c*g*p*q^2*x^2+370608*a^2*b*c*r*x+160736*a^2*b*g*r*x+219320*a^2*b*p*r*x-\ 133344*b*g*p^2*q*x^2-133344*b*g*p*q^2*x^2-506304*c^2*g*p*q*x^2-234192*c*g^2*p*q *x^2-621216*b*c^2*g*q*x^2-593280*b*c^2*p*q*x^2-232104*b*c*g^2*p*x^2-232104*b*c* g^2*q*x^2-288648*b*c*g*p^2*x^2-288648*b*c*g*q^2*x^2-263232*b*c*p^2*q*x^2-263232 *b*c*p*q^2*x^2-112632*b*g^2*p*q*x^2-288216*b^2*c*g*p*x^2-288216*b^2*c*g*q*x^2-\ 343728*b^2*c*p*q*x^2-139608*b^2*g*p*q*x^2-621216*b*c^2*g*p*x^2-263232*a*c*p*q^2 *x^2-112632*a*g^2*p*q*x^2-133344*a*g*p^2*q*x^2-133344*a*g*p*q^2*x^2-157392*a*b* p*q^2*x^2-621216*a*c^2*g*p*x^2-621216*a*c^2*g*q*x^2-593280*a*c^2*p*q*x^2-232104 *a*c*g^2*p*x^2-232104*a*c*g^2*q*x^2-288648*a*c*g*p^2*x^2-288648*a*c*g*q^2*x^2-\ 263232*a*c*p^2*q*x^2-75672*a*b^2*g*q*x^2-168624*a*b^2*p*q*x^2-594432*a*b*c^2*g* x^2-745344*a*b*c^2*p*x^2-745344*a*b*c^2*q*x^2-104976*a*b*c*g^2*x^2-343728*a*b*c *p^2*x^2-343728*a*b*c*q^2*x^2-60504*a*b*g^2*p*x^2-60504*a*b*g^2*q*x^2-139608*a* b*g*p^2*x^2-139608*a*b*g*q^2*x^2-157392*a*b*p^2*q*x^2-139608*a^2*g*p*q*x^2-\ 130464*a*b^2*c*g*x^2-348768*a*b^2*c*p*x^2-348768*a*b^2*c*q*x^2-75672*a*b^2*g*p* x^2-130464*a^2*b*c*g*x^2-348768*a^2*b*c*p*x^2-348768*a^2*b*c*q*x^2-75672*a^2*b* g*p*x^2-75672*a^2*b*g*q*x^2-168624*a^2*b*p*q*x^2-288216*a^2*c*g*p*x^2-288216*a^ 2*c*g*q*x^2-343728*a^2*c*p*q*x^2+629392*a*b*c*p*r*x+393472*a*b*c*q*r*x+339084*a *b*g*p*r*x+192996*a*b*g*q*r*x+569790*a*c*g*p*r*x+367014*a*c*g*q*r*x+345288*a*c* p*q*r*x+213756*a*g*p*q*r*x+502526*b*c*g*p*r*x+299750*b*c*g*q*r*x+296384*b*c*p*q *r*x+176592*b*g*p*q*r*x-577296*b*c*g*p*q*x^2-279216*a*b*g*p*q*x^2-577296*a*c*g* p*q*x^2-576432*a*b*c*g*p*x^2-576432*a*b*c*g*q*x^2-687456*a*b*c*p*q*x^2-64*b^4*g *p*r^3-32*b^4*g*q*r^3-88*a*b*q*r^6+372*p*q*r^6*x+1170*c*g*r^6*x+g^7*r^2-g^7*r-8 *g^4*q^3+872*a*b*r^6*x-166*b*q*r^6+78*q*r^7*x+267*g^2*r^6*x+144*g*r^7*x+102*p*r ^7*x+1056*c^2*r^6*x+228*c*r^7*x+154*b*r^7*x+170*a*r^7*x-186*q^2*r^6*x^2-90*q*r^ 7*x^2-267*g^2*r^6*x^2-144*g*r^7*x^2-186*p^2*r^6*x^2-90*p*r^7*x^2-372*p*q*r^6*x^ 2-534*g*q*r^6*x^2+39*g*q*r^7*x-534*g*p*r^6*x^2+146*g^2*q*r^6*x-900*c*p*r^6*x^2-\ 900*c*q*r^6*x^2+51*g*p*r^7*x-1170*c*g*r^6*x^2+198*g^2*p*r^6*x-691*b*g*r^6*x^2+ 26*c*q*r^7*x-628*b*p*r^6*x^2-628*b*q*r^6*x^2+414*c*g^2*r^6*x+126*c*g*r^7*x-1410 *b*c*r^6*x^2+34*c*p*r^7*x+960*b^5*g*x^2+51720*b^3*g*x^2+576*b^5*p^2*x-2016*b^5* p*x^2-11208*b^3*p*x^2-11208*b^3*q*x^2-2016*b^5*q*x^2+48*b^5*r^2*x-3392*b^5*r*x^ 2+480*b^4*c^3*r+7296*b^4*c^3*x+752*b^4*c^2*r^2-221280*b^2*c^2*x^2-30912*b^4*c^2 *x^2+360*b^4*c*r^3+62904*b^2*g^2*x^2+328*b^4*g^2*r^2+1968*b^4*g^2*x^2-54576*b^2 *p^2*x^2-54576*b^2*q^2*x^2+144*b^4*p^3*r+1080*b^4*p^3*x+336*b^4*p^2*r^2-6960*b^ 4*p^2*x^2+240*b^4*p*r^3-6960*b^4*q^2*x^2-364128*b*c^3*x^2-1280*b^4*r^3*x-3520*b ^4*r^2*x^2+1280*b^3*c^4*r+33168*b*g^3*x^2+13824*b^3*c^4*x+2320*b^3*c^3*r^2-\ 85248*b^3*c^3*x^2-37248*b*p^3*x^2-37248*b*q^3*x^2+1104*b^3*c^2*r^3-56*b^3*c*r^4 +618*b^3*g^3*r^2+2112*b^3*g^3*x^2+802*b^3*g^2*r^3+176*b^3*p^4*r+888*b^3*p^4*x+ 436*b^3*p^3*r^2-8040*b^3*p^3*x^2-296544*c^3*g*x^2+252*b^3*p^2*r^3-100*b^3*p*r^4 -8040*b^3*q^3*x^2-314592*c^3*p*x^2-3148*b^3*r^4*x+4076*b^3*r^3*x^2-314592*c^3*q *x^2+1600*b^2*c^5*r+14016*b^2*c^5*x-142416*c^2*g^2*x^2+3088*b^2*c^4*r^2-111744* b^2*c^4*x^2+1096*b^2*c^3*r^3-214704*c^2*p^2*x^2-1048*b^2*c^2*r^4-214704*c^2*q^2 *x^2+516*b^2*g^4*r^2+1248*b^2*g^4*x^2+937*b^2*g^3*r^3-5736*c*g^3*x^2+226*b^2*g^ 2*r^4+84*b^2*p^5*r+336*b^2*p^5*x-64488*c*p^3*x^2+192*b^2*p^4*r^2-4176*b^2*p^4*x ^2-64488*c*q^3*x^2-72*b^2*p^3*r^3-528*b^2*p^2*r^4-4176*b^2*q^4*x^2-1308*b^2*r^5 *x+10254*b^2*r^4*x^2-5004*g^3*p*x^2-5004*g^3*q*x^2+960*b*c^6*r+7296*b*c^6*x-\ 35112*g^2*p^2*x^2-35112*g^2*q^2*x^2+1904*b*c^5*r^2-71040*b*c^5*x^2-30900*g*p^3* x^2-30900*g*q^3*x^2+240*b*c^4*r^3-1844*b*c^3*r^4-28704*p^3*q*x^2-1596*b*c^2*r^5 -43056*p^2*q^2*x^2-28704*p*q^3*x^2+199*b*g^5*r^2+384*b*g^5*x^2+472*b*g^4*r^3+ 201*b*g^3*r^4-309*b*g^2*r^5+14*b*p^6*r+48*b*p^6*x+14*b*p^5*r^2-960*b*p^5*x^2-\ 140*b*p^4*r^3-420*b*p^3*r^4-490*b*p^2*r^5-960*b*q^5*x^2+42932*a^3*r*x+4410*b*r^ 5*x^2+1008*c^6*g*r+6912*c^6*g*x+896*c^6*p*r+5376*c^6*p*x+448*c^6*q*r+143856*a^2 *b*x^2+3840*c^6*q*x-4928*c^6*r*x+1648*c^5*g^2*r+11520*c^5*g^2*x+2160*c^5*g*r^2+ 28176*a^2*c*x^2-61056*c^5*g*x^2+1456*c^5*p^2*r+7680*c^5*p^2*x+1360*c^5*p*r^2-\ 46464*c^5*p*x^2+118440*a^2*g*x^2+336*c^5*q^2*r+3840*c^5*q^2*x+784*c^5*q*r^2-\ 46464*c^5*q*x^2-16960*c^5*r^2*x+3000*a^2*p*x^2-8224*c^5*r*x^2+3000*a^2*q*x^2+ 1320*c^4*g^3*r+9600*c^4*g^3*x+3664*c^4*g^2*r^2-77184*c^4*g^2*x^2+640*c^4*g*r^3+ 143856*a*b^2*x^2+1232*c^4*p^3*r+5760*c^4*p^3*x+1560*c^4*p^2*r^2-49920*c^4*p^2*x ^2-576*c^4*p*r^3+112*c^4*q^3*r+1920*c^4*q^3*x+504*c^4*q^2*r^2-49920*c^4*q^2*x^2 -27648*x-3360*p+16992*a+10080*b+4992*c+9984*g+3552*q-4512*r+1564*q*r^4+150*r^4* x-18180*r^3*x^2-12378*a^2*r^2+7240*a*b^3-192*a*q^3+1006*a*r^3-2504*b^3*c+4280*b ^3*g-4352*b^3*p+720*b^3*q-4984*b^3*r+280*b^2*q^2-3400*b^2*r^2+88*b*q^3+2684*b*r ^3-6136*c^2*r^2-352*c*q^3+7058*c*r^3-8182*g^3*r-2046*g^2*r^2+160*g*q^3+3036*g*r ^3-5692*p^2*r^2-1152*p*q^3+3080*p*r^3-500*q^3*r-88*q^2*r^2+1600*q*r^3+18180*r^3 *x-17760*r^2*x^2-9632*a*r^2+3000*b^2*q-10880*b^2*r+1096*b*q^2-5252*b*r^2-11492* c*r^2-4384*g*r^2-15204*p*r^2-2348*q^2*r-1464*q*r^2+17760*r^2*x+5184*r*x^2-5184* r*x+1204*a*g^4-7516*b*p^4-1412*c*g^4-11908*c*p^4-1632*g^4*p-13888*g^2*p^3-3576* p^4*q+14232*p^4*x-14208*p^3*r+78720*c^5*x+4592*a^4*b-5328*a^4*c+4312*a^4*g-2488 *a^4*q-21096*a^4*x+6544*a^3*b^2-39136*a^3*c^2+5884*a^3*g^2-3428*a^3*q^2-74080*a ^2*c^3+3848*a^2*g^3-58272*a*c^4-41536*b^2*c^3-14552*b^2*p^3-45408*b*c^4-43384*c ^4*g-60752*c^4*p-21584*c^4*q+171456*c^4*x-38748*c^3*g^2-77172*c^3*p^2-9108*c^3* q^2-14026*c^2*g^3-44656*c^2*p^3-6384*g^4*x-9148*g^3*p^2-3744*p^3*q^2+18232*a^3* b-4880*a^3*c+17300*a^3*g-20532*a^3*p-1628*a^3*q-16320*a^3*r-60936*a^3*x+18440*a ^2*b^2-64280*a^2*c^2+17092*a^2*g^2-55016*a^2*p^2-2856*a^2*q^2-90560*a*c^3+7144* a*g^3-36092*a*p^3-34968*b^3*x-36632*b^2*c^2+7180*b^2*g^2-27804*b^2*p^2-70880*b* c^3+4720*b*g^3-27696*b*p^3-66656*c^3*g-120192*c^3*p-34560*c^3*q+179520*c^3*x-\ 34236*c^2*g^2-122516*c^2*p^2-8660*c^2*q^2-3020*c*g^3-49984*c*p^3-5418*g^3*p+774 *g^3*q-24768*g^3*x-26524*g^2*p^2+278*g^2*q^2-27002*g*p^3-15264*p^3*q+38772*p^3* x-9392*p^2*q^2-228*q^3*x+34624*a^2*b+5712*a^2*c+33204*a^2*g-23892*a^2*p+4788*a^ 2*q-19460*a^2*r-97296*a^2*x+21640*a*b^2-51608*a*c^2+20876*a*g^2-54536*a*p^2+748 *a*q^2-1464*b^2*c+13008*b^2*g-9408*b^2*p-67056*b^2*x-42968*b*c^2+13340*b*g^2-\ 39692*b*p^2-39776*c^2*g-118008*c^2*p-22584*c^2*q+54528*c^2*x-1160*c*g^2-88092*c *p^2-1380*c*q^2-9776*g^2*p+3520*g^2*q-53184*g^2*x-38116*g*p^2+1376*g*q^2-24960* p^2*q-34676*p^2*r+39552*p^2*x-5460*p*q^2-6240*q^2*x+30896*a*b+12288*a*c+30024*a *g-13880*a*p+8440*a*q-13224*a*r-81216*a*x+4224*b*c+18504*b*g-9416*b*p+5416*b*q-\ 11352*b*r-67392*b*x+4736*c*g-48896*c*p-512*c*q-43776*c*x-9064*g*p+5912*g*q-\ 59904*g*x-9664*p*q-26864*p*r-9792*p*x-5120*q*r-23616*q*x-78720*c^5*x^2+15600*a^ 4*x^2-16*a^2*r^7-2*a*r^8+15600*b^4*x^2-16*b^4*r^5-24*b^3*r^6-12*b^2*r^7-2*b*r^8 -20*c^2*r^7-2*c*r^8-171456*c^4*x^2-24*g^3*r^6-14*g^2*r^7-3*g*r^8+6384*g^4*x^2-\ 7176*p^4*x^2-7176*q^4*x^2+47952*a^3*x^2+47952*b^3*x^2+32*b^5*g-18344*c^4*r-\ 179520*c^3*x^2+24768*g^3*x^2-19272*p^3*x^2-19272*q^3*x^2+82176*a^2*x^2+128*b^4* g^2+82176*b^2*x^2-52912*c^3*r-54528*c^2*x^2+53184*g^2*x^2-10*g^5*q^2-2*g^3*q^4-\ 16656*p^2*x^2-16656*q^2*x^2-4*g^6*q+74304*a*x^2+74304*b*x^2-61272*c^2*r+43776*c *x^2-14068*g^2*r+59904*g*x^2+16704*p*x^2+16704*q*x^2-30080*c*r-12568*g*r-10560* a^2*b*c*g*p*q*r^2*x^2-10560*a*b^2*c*g*p*q*r^2*x^2-17568*a*b*c^2*g*p*q*r^2*x^2-\ 8824*a*b*c*g^2*p*q*r^2*x^2-7728*a*b*c*g*p^2*q*r^2*x^2-7728*a*b*c*g*p*q^2*r^2*x^ 2-18152*a*b*c*g*p*q*r^3*x^2+11400*a^2*b*c*g*p*q*r^2*x+73920*a^2*b*c*g*p*q*r*x^2 +9720*a*b^2*c*g*p*q*r^2*x+73920*a*b^2*c*g*p*q*r*x^2+17568*a*b*c^2*g*p*q*r^2*x+ 122976*a*b*c^2*g*p*q*r*x^2+8824*a*b*c*g^2*p*q*r^2*x+61768*a*b*c*g^2*p*q*r*x^2+ 9076*a*b*c*g*p^2*q*r^2*x+54096*a*b*c*g*p^2*q*r*x^2+6380*a*b*c*g*p*q^2*r^2*x+ 54096*a*b*c*g*p*q^2*r*x^2+18152*a*b*c*g*p*q*r^3*x+81504*a*b*c*g*p*q*r^2*x^2-\ 79944*a^2*b*c*g*p*q*r*x-67896*a*b^2*c*g*p*q*r*x-122976*a*b*c^2*g*p*q*r*x-61768* a*b*c*g^2*p*q*r*x-63860*a*b*c*g*p^2*q*r*x-44332*a*b*c*g*p*q^2*r*x-81504*a*b*c*g *p*q*r^2*x+101096*a*b*c*g*p*q*r*x^2-101096*a*b*c*g*p*q*r*x+137040*a^2*b*c*g*x+ 492456*a^2*b*c*p*x+277104*a^2*b*c*q*x+125256*a^2*b*g*p*x+47676*a^2*b*g*q*x+ 190404*a^2*b*p*q*x+425508*a^2*c*g*p*x+247140*a^2*c*g*q*x+411552*a^2*c*p*q*x+ 170700*a^2*g*p*q*x+123888*a*b^2*c*g*x+420432*a*b^2*c*p*x+205080*a*b^2*c*q*x+ 103668*a*b^2*g*p*x+26088*a*b^2*g*q*x+146844*a*b^2*p*q*x+594432*a*b*c^2*g*x+ 939888*a*b*c^2*p*x+550800*a*b*c^2*q*x+104976*a*b*c*g^2*x+518832*a*b*c*p^2*x+ 168624*a*b*c*q^2*x+91956*a*b*g^2*p*x+29052*a*b*g^2*q*x+222984*a*b*g*p^2*x+56232 *a*b*g*q^2*x+196308*a*b*p^2*q*x+118476*a*b*p*q^2*x+825336*a*c^2*g*p*x+498600*a* c^2*g*q*x+641856*a*c^2*p*q*x+319872*a*c*g^2*p*x+175512*a*c*g^2*q*x+461604*a*c*g *p^2*x+164748*a*c*g*q^2*x+346932*a*c*p^2*q*x+227556*a*c*p*q^2*x+123456*a*g^2*p* q*x+180144*a*g*p^2*q*x+113400*a*g*p*q^2*x+329292*b^2*c*g*p*x+150924*b^2*c*g*q*x +275904*b^2*c*p*q*x+108516*b^2*g*p*q*x+743832*b*c^2*g*p*x+417096*b*c^2*g*q*x+ 544704*b*c^2*p*q*x+288696*b*c*g^2*p*x+144336*b*c*g^2*q*x+412548*b*c*g*p^2*x+ 115692*b*c*g*q^2*x+298908*b*c*p^2*q*x+179532*b*c*p*q^2*x+101808*b*g^2*p*q*x+ 153288*b*g*p^2*q*x+86544*b*g*p*q^2*x+506304*c^2*g*p*q*x+234192*c*g^2*p*q*x+ 281400*c*g*p^2*q*x+175368*c*g*p*q^2*x-233912*a*b*c*g*p-55544*a*b*c*g*q+58368*a* b*c*g*x-151536*a*b*c*p*q-181652*a*b*c*p*r+611160*a*b*c*p*x+268008*a*b*c*q*x-\ 62280*a*b*g*p*q-109234*a*b*g*p*r+111636*a*b*g*p*x-6804*a*b*g*q*x+218304*a*b*p*q *x-153024*a*c*g*p*q-181678*a*c*g*p*r+527724*a*c*g*p*x-67922*a*c*g*q*r+244980*a* c*g*q*x-84206*a*c*p*q*r+528408*a*c*p*q*x-54731*a*g*p*q*r+198252*a*g*p*q*x-\ 103968*b*c*g*p*q-135678*b*c*g*p*r+469884*b*c*g*p*x+187140*b*c*g*q*x+431688*b*c* p*q*x+156708*b*g*p*q*x+395472*c*g*p*q*x+6264*a^4+16648*a^3+8656*b^2-17344*c^2+ 8864*g^2+1208*q^2+23776*a^2-21688*p^2-41888*c^3+4128*g^3-19284*p^3-37552*c^4+ 1064*g^4-6072*a*g^4*x+82296*a*g*p^3*x+17064*b*p^4*x+26208*c*p^4*x+4596*g^4*p*x+ 32022*g^2*p^3*x+9372*p^4*q*x-37924*a*g*p^3-11246*b*p^3*r-14540*c*p^3*r-3956*p^3 *q*r+61920*a^3*b*c*x-52080*a^3*b*g*x+57384*a^3*b*p*x+26184*a^3*b*q*x+50064*a^3* c*g*x+188160*a^3*c*p*x+116376*a^3*c*q*x+48948*a^3*g*p*x+23088*a^3*g*q*x+77988*a ^3*p*q*x+79488*a^2*b^2*c*x-67104*a^2*b^2*g*x+69768*a^2*b^2*p*x+22968*a^2*b^2*q* x+385584*a^2*b*c^2*x-59052*a^2*b*g^2*x+145296*a^2*b*p^2*x+45108*a^2*b*q^2*x+ 326784*a^2*c^2*g*x+530736*a^2*c^2*p*x+336192*a^2*c^2*q*x+54888*a^2*c*g^2*x+ 293328*a^2*c*p^2*x+118224*a^2*c*q^2*x+52830*a^2*g^2*p*x+21378*a^2*g^2*q*x+ 127038*a^2*g*p^2*x+43662*a^2*g*q^2*x+115632*a^2*p^2*q*x+76716*a^2*p*q^2*x+44064 *a*b^3*c*x-37392*a*b^3*g*x+35640*a*b^3*p*x+334992*a*b^2*c^2*x-50532*a*b^2*g^2*x +123516*a*b^2*p^2*x+535488*a*b*c^3*x-29184*a*b*g^3*x+91380*a*b*p^3*x+462624*a*c ^3*g*x+574704*a*c^3*p*x+366000*a*c^3*q*x+246960*a*c^2*g^2*x+458880*a*c^2*p^2*x+ 182976*a*c^2*q^2*x+27576*a*c*g^3*x+155436*a*c*p^3*x+36060*a*c*q^3*x+25440*a*g^3 *p*x+8856*a*g^3*q*x+95628*a*g^2*p^2*x+27828*a*g^2*q^2*x+15552*a*g*q^3*x+58752*a *p^3*q*x+62928*a*p^2*q^2*x+25152*a*p*q^3*x+36912*b^3*c*g*x+116136*b^3*c*p*x+ 27360*b^3*g*p*x+267648*b^2*c^2*g*x+409152*b^2*c^2*p*x+214608*b^2*c^2*q*x+50088* b^2*c*g^2*x+225504*b^2*c*p^2*x+39126*b^2*g^2*p*x+95946*b^2*g*p^2*x+80676*b^2*p^ 2*q*x+424224*b*c^3*g*x+514128*b*c^3*p*x+305424*b*c^3*q*x+230928*b*c^2*g^2*x+ 410304*b*c^2*p^2*x+134400*b*c^2*q^2*x+27480*b*c*g^3*x+139428*b*c*p^3*x+22656*b* g^3*p*x+84804*b*g^2*p^2*x+73344*b*g*p^3*x+51456*b*p^3*q*x+51984*b*p^2*q^2*x+ 460128*c^3*g*p*x+280992*c^3*g*q*x+311424*c^3*p*q*x+316944*c^2*g^2*p*x+183792*c^ 2*g^2*q*x+373344*c^2*g*p^2*x+132960*c^2*g*q^2*x+246096*c^2*p^2*q*x+159408*c^2*p *q^2*x+79560*c*g^3*p*x+41592*c*g^3*q*x+178092*c*g^2*p^2*x+56100*c*g^2*q^2*x+ 129144*c*g*p^3*x+23112*c*g*q^3*x+81072*c*p^3*q*x+85968*c*p^2*q^2*x+33552*c*p*q^ 3*x+29448*g^3*p*q*x+68358*g^2*p^2*q*x+40650*g^2*p*q^2*x+49248*g*p^3*q*x+50904*g *p^2*q^2*x+18624*g*p*q^3*x-33856*a^2*b*c*g-166760*a^2*b*c*p-45048*a^2*b*c*q-\ 95524*a^2*b*c*r+39672*a^2*b*c*x-51008*a^2*b*g*p-6164*a^2*b*g*q-54128*a^2*b*g*r-\ 168180*a^2*b*g*x-48892*a^2*b*p*q-74612*a^2*b*p*r+78852*a^2*b*p*x+6924*a^2*b*q*x -152752*a^2*c*g*p-44052*a^2*c*g*q-93310*a^2*c*g*r+26160*a^2*c*g*x-112900*a^2*c* p*q-117482*a^2*c*p*r+352128*a^2*c*p*x-46162*a^2*c*q*r+180552*a^2*c*q*x-48400*a^ 2*g*p*q+66636*a^2*g*p*x-26268*a^2*g*q*r+7416*a^2*g*q*x-36624*a^2*p*q*r+139500*a ^2*p*q*x-27280*a*b^2*c*g-116712*a*b^2*c*p+34920*a*b^2*c*x-34160*a*b^2*g*p-\ 142140*a*b^2*g*x+60324*a*b^2*p*x-11604*a*b^2*q*x-130304*a*b*c^2*g-276056*a*b*c^ 2*p-81512*a*b*c^2*q+442560*a*b*c^2*x-25760*a*b*c*g^2-189444*a*b*c*p^2-33826*a*b *g^2*p-2374*a*b*g^2*q-125808*a*b*g^2*x-86882*a*b*g*p^2-56328*a*b*p^2*q-57484*a* b*p^2*r+189396*a*b*p^2*x+28908*a*b*q^2*x-259308*a*c^2*g*p-81684*a*c^2*g*q-\ 123724*a*c^2*g*r+372960*a*c^2*g*x-156224*a*c^2*p*q-137552*a*c^2*p*r+711552*a*c^ 2*p*x-55140*a*c^2*q*r+396384*a*c^2*q*x-105446*a*c*g^2*p-26638*a*c*g^2*q+19344*a *c*g^2*x-180674*a*c*g*p^2-16726*a*c*g*q^2-106928*a*c*p^2*q-82232*a*c*p^2*r+ 406680*a*c*p^2*x-40924*a*c*p*q^2+121728*a*c*q^2*x-30496*a*g^2*p*q+46734*a*g^2*p *x-822*a*g^2*q*x-57080*a*g*p^2*q+165582*a*g*p^2*x-19796*a*g*p*q^2+32670*a*g*q^2 *x-24976*a*p^2*q*r+156600*a*p^2*q*x+92916*a*p*q^2*x-85128*b^2*c*g*p+32208*b^2*c *g*x+259032*b^2*c*p*x+87456*b^2*c*q*x+45000*b^2*g*p*x-14220*b^2*g*q*x+78804*b^2 *p*q*x-204300*b*c^2*g*p-55188*b*c^2*g*q-96876*b*c^2*g*r+346848*b*c^2*g*x-107648 *b*c^2*p*q-105772*b*c^2*p*r+629856*b*c^2*p*x+314688*b*c^2*q*x-83230*b*c*g^2*p-\ 17678*b*c*g^2*q+25824*b*c*g^2*x-140626*b*c*g*p^2-76600*b*c*p^2*q-63734*b*c*p^2* r+358320*b*c*p^2*x+73368*b*c*q^2*x-19672*b*g^2*p*q+40926*b*g^2*p*x-6630*b*g^2*q *x-39740*b*g*p^2*q-42843*b*g*p^2*r+144810*b*g*p^2*x+11898*b*g*q^2*x+130572*b*p^ 2*q*x+66888*b*p*q^2*x-111492*c^2*g*p*q-109954*c^2*g*p*r+551664*c^2*g*p*x-41822* c^2*g*q*r+288624*c^2*g*q*x+429408*c^2*p*q*x-51088*c*g^2*p*q+198168*c*g^2*p*x+ 84696*c*g^2*q*x-79920*c*g*p^2*q-67747*c*g*p^2*r+317820*c*g*p^2*x-26904*c*g*p*q^ 2+77652*c*g*q^2*x-26596*c*p^2*q*r+243096*c*p^2*q*x+143832*c*p*q^2*x+70224*g^2*p *q*x-20790*g*p^2*q*r+119862*g*p^2*q*x+65538*g*p*q^2*x-22712*a*b*c*g-206424*a*b* c*p-34848*a*b*c*q-56352*a*b*c*x-54504*a*b*g*p+4716*a*b*g*q-236880*a*b*g*x-51260 *a*b*p*q-187488*a*c^2*x^2-192*c^4*q*r^3-17616*c^4*r^3*x+33376*c^4*r^2*x^2+550*c ^3*g^4*r+4320*c^3*g^4*x+95112*a*g^2*x^2+3048*c^3*g^3*r^2-45888*c^3*g^3*x^2+1792 *c^3*g^2*r^3-49968*a*p^2*x^2-1560*c^3*g*r^4-49968*a*q^2*x^2+574*c^3*p^4*r+2400* c^3*p^4*x+812*c^3*p^3*r^2-27840*c^3*p^3*x^2-1008*c^3*p^2*r^3+20260*b^3*r*x-2156 *c^3*p*r^4+14*c^3*q^4*r+480*c^3*q^4*x+140*c^3*q^3*r^2-27840*c^3*q^3*x^2-144*c^3 *q^2*r^3-1180*c^3*q*r^4+28176*b^2*c*x^2-7200*c^3*r^4*x+47624*c^3*r^3*x^2+107*c^ 2*g^5*r+118440*b^2*g*x^2+1008*c^2*g^5*x+1356*c^2*g^4*r^2+3000*b^2*p*x^2-12816*c ^2*g^4*x^2+3000*b^2*q*x^2+17712*a^4*c*x-16896*a^4*b*x-14856*a^4*g*x+9264*a^4*q* x-29184*a^3*b^2*x+145392*a^3*c^2*x-22524*a^3*g^2*x+22296*a^3*q^2*x-24576*a^2*b^ 3*x+300288*a^2*c^3*x-16716*a^2*g^3*x+12600*a^2*q^3*x+255168*a*c^4*x+1608*c^2*g^ 3*r^3+94800*b^3*c^2*x+33912*b^3*p^2*x+235200*b^2*c^3*x-642*c^2*g^2*r^4+39864*b^ 2*p^3*x+229440*b*c^4*x+201792*c^4*g*x+215424*c^4*p*x+137088*c^4*q*x+177696*c^3* g^2*x+223776*c^3*p^2*x+87648*c^3*q^2*x+62256*c^2*g^3*x+110928*c^2*p^3*x+24240*c ^2*q^3*x+5280*c*g^4*x+23682*g^3*p^2*x+14088*p^3*q^2*x+9432*p^2*q^3*x-16416*a^3* b*c+12688*a^3*b*g-26144*a^3*b*p-4776*a^3*b*q-23212*a^3*b*r-73392*a^3*b*x-13216* a^3*c*g-74704*a^3*c*p-24776*a^3*c*q-40408*a^3*c*r+14808*a^3*c*x-23620*a^3*g*p-\ 4636*a^3*g*q-64740*a^3*g*x-25336*a^3*p*q+32460*a^3*p*x-12434*a^3*q*r+8484*a^3*q *x-17712*a^2*b^2*c+13080*a^2*b^2*g-25424*a^2*b^2*p-1503*c^2*g*r^5-93600*a^2*b^2 *x-90384*a^2*b*c^2+12632*a^2*b*g^2-61712*a^2*b*p^2-79872*a^2*c^2*g-180920*a^2*c ^2*p-63296*a^2*c^2*q-77420*a^2*c^2*r+248928*a^2*c^2*x-13720*a^2*c*g^2-123624*a^ 2*c*p^2-15400*a^2*c*q^2-22822*a^2*g^2*p-2986*a^2*g^2*q-72816*a^2*g^2*x-57526*a^ 2*g*p^2-4928*a^2*g*q^2-40196*a^2*p^2*q+109872*a^2*p^2*x-15832*a^2*p*q^2+29628*a ^2*q^2*x+140*c^2*p^5*r+528*c^2*p^5*x+158*c^2*p^4*r^2-51408*a*b^3*x-65088*a*b^2* c^2+8372*a*b^2*g^2-43376*a*b^2*p^2-114656*a*b*c^3+5364*a*b*g^3-39276*a*b*p^3-\ 105536*a*c^3*g-176176*a*c^3*p-62592*a*c^3*q-63088*a*c^3*r+383808*a*c^3*x-57016* a*c^2*g^2-172744*a*c^2*p^2-21080*a*c^2*q^2-7000*a*c*g^3-68236*a*c*p^3-8400*c^2* p^4*x^2-9918*a*g^3*p-722*a*g^3*q-35592*a*g^3*x-39886*a*g^2*p^2-2054*a*g^2*q^2-\ 21476*a*p^3*q+73428*a*p^3*x-15044*a*p^2*q^2+9744*a*q^3*x-768*c^2*p^3*r^3+10056* b^3*c*x-1852*c^2*p^2*r^4-38700*b^3*g*x-1468*c^2*p*r^5+13932*b^3*p*x+48*c^2*q^5* x-50304*b^2*c^2*g-99776*b^2*c^2*p+14*c^2*q^4*r^2-8400*c^2*q^4*x^2+193632*b^2*c^ 2*x-11320*b^2*c*g^2-69040*b^2*c*p^2-11860*b^2*g^2*p-52992*b^2*g^2*x-31070*b^2*g *p^2-48*c^2*q^3*r^3+79524*b^2*p^2*x-86336*b*c^3*g-136656*b*c^3*p-41536*b*c^3*q-\ 49008*b*c^3*r+344448*b*c^3*x-49000*b*c^2*g^2-134744*b*c^2*p^2-540*c^2*q^2*r^4-\ 6952*b*c*g^3-53916*b*c*p^3-7622*b*g^3*p-30744*b*g^3*x-30542*b*g^2*p^2-29536*b*g *p^3-16060*b*p^3*q+64752*b*p^3*x-880*c^2*q*r^5-160*c^2*r^5*x-132344*c^3*g*p-\ 42776*c^3*g*q+296544*c^3*g*x-68936*c^3*p*q-51944*c^3*p*r+400224*c^3*p*x-21208*c ^3*q*r+228960*c^3*q*x-93308*c^2*g^2*p-26732*c^2*g^2*q+142416*c^2*g^2*x-132502*c ^2*g*p^2-12310*c^2*g*q^2-68960*c^2*p^2*q-44714*c^2*p^2*r+328560*c^2*p^2*x-25616 *c^2*p*q^2+25328*c^2*r^4*x^2+100848*c^2*q^2*x-24426*c*g^3*p-5442*c*g^3*q+5736*c *g^3*x-65254*c*g^2*p^2-4258*c*g^2*q^2-53884*c*g*p^3-27096*c*p^3*q+114120*c*p^3* x-18496*c*p^2*q^2+14856*c*q^3*x-6288*g^3*p*q+11196*g^3*p*x-1188*g^3*q*x-19660*g ^2*p^2*q+61914*g^2*p^2*x-5806*g^2*p*q^2+8310*g^2*q^2*x-16908*g*p^3*q+58062*g*p^ 3*x-10864*g*p^2*q^2+3738*g*q^3*x+42816*p^3*q*x+43056*p^2*q^2*x+14592*p*q^3*x-\ 13304*a^2*b*c+36536*a^2*b*g-41896*a^2*b*p+984*a^2*b*q-37928*a^2*b*r-156840*a^2* b*x-8820*a^2*c*g-140036*a^2*c*p-32004*a^2*c*q-81100*a^2*c*r-35352*a^2*c*x-38280 *a^2*g*p+716*a^2*g*q-36874*a^2*g*r-138636*a^2*g*x-42772*a^2*p*q-69318*a^2*p*r+ 23892*a^2*p*x-22506*a^2*q*r-17196*a^2*q*x-10928*a*b^2*c+23516*a*b^2*g-25716*a*b ^2*p+4*c*g^6*r-130872*a*b^2*x-100784*a*b*c^2+23280*a*b*g^2-80852*a*b*p^2+96*c*g ^6*x-90520*a*c^2*g-238304*a*c^2*p-64616*a*c^2*q-118124*a*c^2*r+196128*a*c^2*x-\ 8332*a*c*g^2-170432*a*c*p^2-11180*a*c*q^2-24542*a*g^2*p+2318*a*g^2*q-102648*a*g ^2*x-76442*a*g*p^2-1246*a*g*q^2-52364*a*p^2*q-61818*a*p^2*r+105600*a*p^2*x-\ 16464*a*p*q^2+9528*a*q^2*x-11844*b^2*c*g-71244*b^2*c*p+311*c*g^5*r^2-1224*c*g^5 *x^2-21000*b^2*c*x-18076*b^2*g*p+614*c*g^4*r^3-98244*b^2*g*x+11196*b^2*p*x+76*c *g^3*r^4-29892*b^2*q*x-77464*b*c^2*g-181352*b*c^2*p-39872*b*c^2*q-90116*b*c^2*r +754800*a*b*c*g*p*x+398064*a*b*c*g*q*x+687456*a*b*c*p*q*x+279216*a*b*g*p*q*x+ 626352*a*c*g*p*q*x+528240*b*c*g*p*q*x-102146*a*b*p*r+35088*a*b*p*x-47088*a*b*q* x-191940*a*c*g*p-35456*a*c*g*q-124502*a*c*g*r-57696*a*c*g*x-135236*a*c*p*q-\ 186506*a*c*p*r+316608*a*c*p*x-62542*a*c*q*r+112368*a*c*q*x-52596*a*g*p*q-99296* a*g*p*r+28968*a*g*p*x-29960*a*g*q*r-38064*a*g*q*x-55008*a*p*q*r+115128*a*p*q*x-\ 147908*b*c*g*p-21648*b*c*g*q-99846*b*c*g*r-38496*b*c*g*x-86876*b*c*p*q-139142*b *c*p*r+274992*b*c*p*x+70752*b*c*q*x-31824*b*g*p*q-73702*b*g*p*r+23808*b*g*p*x-\ 43224*b*g*q*x+84744*b*p*q*x-90016*c*g*p*q-138170*c*g*p*r+237552*c*g*p*x-43454*c *g*q*r+70512*c*g*q*x+243936*c*p*q*x+79248*g*p*q*x-7040*p^4-16784*c^5+178848*b*c ^2*x-11572*b*c*g^2-129476*b*c*p^2-18556*b*g^2*p+2140*b*g^2*q-87576*b*g^2*x-\ 57316*b*g*p^2-664*c*g^2*r^5-35292*b*p^2*q-46240*b*p^2*r+90408*b*p^2*x-5664*b*q^ 2*x-172740*c^2*g*p-41220*c^2*g*q+149568*c^2*g*x-97496*c^2*p*q-119828*c^2*p*r+ 352032*c^2*p*x-40828*c^2*q*r+161184*c^2*q*x-67158*c*g^2*p-10422*c*g^2*q-19632*c *g^2*x-124882*c*g*p^2-4798*c*g*q^2-71800*c*p^2*q-75978*c*p^2*r+208680*c*p^2*x-\ 22168*c*p*q^2+14*c*p^6*r+35256*c*q^2*x-16018*g^2*p*q+9744*g^2*p*x-16848*g^2*q*x -36488*g*p^2*q-46168*g*p^2*r+79116*g*p^2*x-9326*g*p*q^2+48*c*p^6*x+132*g*q^2*x-\ 22660*p^2*q*r+77316*p^2*q*x+38316*p*q^2*x+2456*a*b*c+44164*a*b*g-31652*a*b*p+ 9436*a*b*q-164352*a*b*x+5148*a*c*g-130084*a*c*p-14940*a*c*q-77380*a*c*r-79200*a *c*x-29500*a*g*p+9344*a*g*q-32140*a*g*r-145584*a*g*x-33612*a*p*q-68896*a*p*r-\ 4176*a*p*x-17476*a*q*r-41328*a*q*x-4452*b*c*g-96252*b*c*p-7156*b*c*q-59596*b*c* r-63072*b*c*x-21592*b*g*p+6596*b*g*q-27904*b*g*r-122544*b*g*x-18420*b*p*q-49816 *b*p*r-5616*b*p*x-12*c*p^5*r^2-42768*b*q*x-91156*c*g*p-7636*c*g*q-58368*c*g*x-\ 58432*c*p*q-100192*c*p*r+108960*c*p*x-27256*c*q*r+12192*c*q*x-19908*g*p*q-49068 *g*p*r-5136*g*p*x-11808*g*q*r-35088*g*q*x+33312*p*q*x-1272*c*p^5*x^2-270*c*p^4* r^3-680*c*p^3*r^4-750*c*p^2*r^5-1272*c*q^5*x^2-6*c*q^4*r^3-100*c*q^3*r^4-187488 *b*c^2*x^2+6*g^6*p*r+60*g^6*p*x+36*g^6*q*x+76*g^6*r*x+56*g^5*p^2*r+324*g^5*p^2* x+95112*b*g^2*x^2+142*g^5*p*r^2-636*g^5*p*x^2+132*g^5*q^2*x+90*g^5*q*r^2-636*g^ 5*q*x^2-120*g^5*r^2*x-49968*b*p^2*x^2-1080*g^5*r*x^2-49968*b*q^2*x^2+146*g^4*p^ 3*r+684*g^4*p^3*x-51296*c^3*g*r-2952*g^4*p^2*x^2+266*g^4*p*r^3+180*g^4*q^3*x+ 106*g^4*q^2*r^2-2952*g^4*q^2*x^2+152*g^4*q*r^3-48118*c^2*g^2*r-1112*g^4*r^3*x-\ 1636*g^4*r^2*x^2-149568*c^2*g*x^2+174*g^3*p^4*r+708*g^3*p^4*x+452*g^3*p^3*r^2-\ 4632*g^3*p^3*x^2-256608*c^2*p*x^2+312*g^3*p^2*r^3-256608*c^2*q*x^2-36*g^3*p*r^4 +108*g^3*q^4*x+56*g^3*q^3*r^2-4632*g^3*q^3*x^2+93*g^3*q^2*r^3-31*g^3*q*r^4-2079 *g^3*r^4*x+19632*c*g^2*x^2+1729*g^3*r^3*x^2+98*g^2*p^5*r+360*g^2*p^5*x+267*g^2* p^4*r^2-121968*c*p^2*x^2-3264*g^2*p^4*x^2+88*g^2*p^3*r^3-358*g^2*p^2*r^4-402*g^ 2*p*r^5+24*g^2*q^5*x+11*g^2*q^4*r^2-3264*g^2*q^4*x^2+25*g^2*q^3*r^3-108*g^2*q^2 *r^4-247*g^2*q*r^5-1185*g^2*r^5*x+6237*g^2*r^4*x^2+21*g*p^6*r+72*g*p^6*x+48*g*p ^5*r^2-972*g*p^5*x^2-75*g*p^4*r^3-360*g*p^3*r^4-465*g*p^2*r^5-972*g*q^5*x^2-84* p^6*r*x-24*p^5*q*r^2-432*p^5*q*x^2-348*p^5*r^2*x+182*p^5*r*x^2-36*p^4*q^2*r^2-\ 1080*p^4*q^2*x^2-120*p^4*q*r^3-432*p^4*r^3*x+1852*p^4*r^2*x^2-24*p^3*q^3*r^2-\ 1440*p^3*q^3*x^2-144*p^3*q^2*r^3-240*p^3*q*r^4+72*p^3*r^4*x+4350*p^3*r^3*x^2-6* p^2*q^4*r^2-1080*p^2*q^4*x^2-72*p^2*q^3*r^3-216*p^2*q^2*r^4+13440*a^4*b*x^2-240 *p^2*q*r^5-13248*a^4*c*x^2+588*p^2*r^5*x+11184*a^4*g*x^2+4592*p^2*r^4*x^2-7728* a^4*q*x^2-432*p*q^5*x^2-12*p*q^4*r^3+26880*a^3*b^2*x^2-120096*a^3*c^2*x^2-72*p* q^3*r^4+18264*a^3*g^2*x^2+2200*p*r^5*x^2-28104*a^3*q^2*x^2-44*q^5*r^2*x+26880*a ^2*b^3*x^2+182*q^5*r*x^2-267744*a^2*c^3*x^2-200*q^4*r^3*x+14592*a^2*g^3*x^2+ 1852*q^4*r^2*x^2-26232*a^2*q^3*x^2+13440*a*b^4*x^2-216*q^3*r^4*x-242304*a*c^4*x ^2+4350*q^3*r^3*x^2+5688*a*g^4*x^2-9576*a*q^4*x^2+112*q^2*r^5*x-13248*b^4*c*x^2 +4592*q^2*r^4*x^2+11184*b^4*g*x^2-7728*b^4*p*x^2+2200*q*r^5*x^2-896*a^5*b*c-\ 120096*b^3*c^2*x^2+18264*b^3*g^2*x^2-864*a^5*b*p-28104*b^3*p^2*x^2-384*a^5*b*q-\ 816*a^5*b*r-267744*b^2*c^3*x^2-1536*a^5*b*x+14592*b^2*g^3*x^2-768*a^5*c*g-26232 *b^2*p^3*x^2-2016*a^5*c*p-992*a^5*c*q-242304*b*c^4*x^2+5688*b*g^4*x^2-9576*b*p^ 4*x^2+5472*a^5*c*x-768*a^5*g*p-352*a^5*g*q-744*a^5*g*r-1344*a^5*g*x-768*a^5*p*q -201792*c^4*g*x^2+8*a^5*p*r-176256*c^4*p*x^2+4128*a^5*p*x-176256*c^4*q*x^2+152* a^5*q*r+2784*a^5*q*x-177696*c^3*g^2*x^2+5120*a^5*r*x-155712*c^3*p^2*x^2-1664*a^ 4*b^2*c-155712*c^3*q^2*x^2-62256*c^2*g^3*x^2-1536*a^4*b^2*p-67584*c^2*p^3*x^2-\ 576*a^4*b^2*q-67584*c^2*q^3*x^2-1504*a^4*b^2*r-5280*c*g^4*x^2-3360*a^4*b^2*x-\ 14328*c*p^4*x^2-14328*c*q^4*x^2-4992*a^4*b*c^2-3000*g^4*p*x^2-2592*a^4*b*p^2-\ 3000*g^4*q*x^2-528*a^4*b*q^2+1840*a^4*b*r^2-14724*g^3*p^2*x^2-14724*g^3*q^2*x^2 -18168*g^2*p^3*x^2-18168*g^2*q^3*x^2-4352*a^4*c^2*g-7552*a^4*c^2*p-3648*a^4*c^2 *q+3056*a^4*c^2*r-5880*p^4*q*x^2+40032*a^4*c^2*x-1296*a^4*c*g^2-11760*p^3*q^2*x ^2-4752*a^4*c*p^2-11760*p^2*q^3*x^2-5880*p*q^4*x^2-1152*a^4*c*q^2+5936*a^4*c*r^ 2-1280*a^4*g^2*p-536*a^4*g^2*q-1420*a^4*g^2*r-2568*a^4*g^2*x-2352*a^4*g*p^2-536 *a^4*g*q^2+1600*a^4*g*r^2-1656*a^4*p^2*q+1284*a^4*p^2*r+13800*a^4*p^2*x-848*a^4 *p*q^2+3924*a^4*p*r^2-7728*a^4*p*x^2+412*a^4*q^2*r+6864*a^4*q^2*x+2164*a^4*q*r^ 2+3800*a^4*r^2*x-14908*a^4*r*x^2-1536*a^3*b^3*c-1344*a^3*b^3*p-384*a^3*b^3*q-\ 1376*a^3*b^3*r-3840*a^3*b^3*x-7424*a^3*b^2*c^2-3824*a^3*b^2*p^2+62400*a^3*b*x^2 -528*a^3*b^2*q^2+2608*a^3*b^2*r^2-11008*a^3*b*c^3-2904*a^3*b*p^3-208*a^3*b*q^3+ 5412*a^3*b*r^3-12432*a^3*c*x^2-9856*a^3*c^3*g-13888*a^3*c^3*p-6592*a^3*c^3*q+ 8832*a^3*c^3*r+101856*a^3*c^3*x-6016*a^3*c^2*g^2+51720*a^3*g*x^2-12624*a^3*c^2* p^2-2880*a^3*c^2*q^2+19984*a^3*c^2*r^2-11208*a^3*p*x^2-1184*a^3*c*g^3-4680*a^3* c*p^3-11208*a^3*q*x^2-472*a^3*c*q^3+9416*a^3*c*r^3-1136*a^3*g^3*p-432*a^3*g^3*q -1522*a^3*g^3*r-2568*a^3*g^3*x-3288*a^3*g^2*p^2-644*a^3*g^2*q^2+2782*a^3*g^2*r^ 2+93600*a^2*b^2*x^2-2736*a^3*g*p^3-256*a^3*g*q^3+5080*a^3*g*r^3-1512*a^3*p^3*q+ 2142*a^3*p^3*r+15888*a^3*p^3*x-1244*a^3*p^2*q^2+7336*a^3*p^2*r^2-28104*a^3*p^2* x^2-352*a^3*p*q^3-221280*a^2*c^2*x^2+5846*a^3*p*r^3+190*a^3*q^3*r+5316*a^3*q^3* x+1952*a^3*q^2*r^2+2850*a^3*q*r^3-7036*a^3*r^3*x+62904*a^2*g^2*x^2-23818*a^3*r^ 2*x^2-704*a^2*b^4*c-576*a^2*b^4*p-54576*a^2*p^2*x^2-624*a^2*b^4*r-2400*a^2*b^4* x-5120*a^2*b^3*c^2-54576*a^2*q^2*x^2-2640*a^2*b^3*p^2+1664*a^2*b^3*r^2-12288*a^ 2*b^2*c^3+62400*a*b^3*x^2-3344*a^2*b^2*p^3+5928*a^2*b^2*r^3-12032*a^2*b*c^4-\ 1488*a^2*b*p^4+3134*a^2*b*r^4-11168*a^2*c^4*g-13632*a^2*c^4*p-6368*a^2*c^4*q+ 10848*a^2*c^4*r+124608*a^2*c^4*x-10512*a^2*c^3*g^2-16080*a^2*c^3*p^2-364128*a*c ^3*x^2-3488*a^2*c^3*q^2+29288*a^2*c^3*r^2-4216*a^2*c^2*g^3-8704*a^2*c^2*p^3-792 *a^2*c^2*q^3+18436*a^2*c^2*r^3-616*a^2*c*g^4-2160*a^2*c*p^4-60*a^2*c*q^4+33168* a*g^3*x^2+3506*a^2*c*r^4-564*a^2*g^4*p-192*a^2*g^4*q-930*a^2*g^4*r-1416*a^2*g^4 *x-37248*a*p^3*x^2-2284*a^2*g^3*p^2-374*a^2*g^3*q^2+2724*a^2*g^3*r^2-37248*a*q^ 3*x^2-3036*a^2*g^2*p^3-222*a^2*g^2*q^3+6296*a^2*g^2*r^3-1500*a^2*g*p^4-38*a^2*g *q^4+3288*a^2*g*r^4-624*a^2*p^4*q+1406*a^2*p^4*r+8268*a^2*p^4*x-12432*b^3*c*x^2 -720*a^2*p^3*q^2+27648*x^2: Pbcp:= x^3*(x-1)^3*((2*a+2*b+2*c+g+p+q+r+4)*x-2*a-2*c-g-p-2)*dx^5+x^2*(x-1)^2*(-(2*a+2*c+g+p+2)*(-3+3*a+3*c+g+3*p+3*r)+(-20+10*p+2*a+3*g^2+9*r*g+4*g*q+6*p*q+18*r+2*b+19*a*r+2*r^2+18*c^2+8*c+4*q+12*a*b+30*a*c+12*b*c+5*b*g+15*c*g+21*c*p+9*c*q+9*b*p+18*a*p+4*b*r+19*c*r+9*a*q+6*p^2+12*a*g+9*g*p+12*a^2+11*p*r+2*q*r)*x-(2*a+2*b+2*c+g+p+q+r+4)*(5*r+3*p+3*q+6*c+3*b+3*a+2*g-5)*x^2)*dx^4+x*(x-1)*(-(2*a^2+4*a*c+a*g+6*a*p+6*a*r+2*c^2+c*g+6*c*p+6*c*r+2*g*p+2*r*g+3*p^2+6*p*r+3*r^2-5*a-5*c-2*g-3*p-3*r)*(2*a+2*c+g+p+2)+(2*g^2*q+19*p*r^2-30*p-46*a-8*g^2+118*c*a*r-22*g+56*c*r*g+7*r*g+2*b*r^2+12*a^2*b+16*a^2*g+7*a*g^2+2*b*g^2+17*r^2*g+14*c^2*q-6*g*q+3*p*q-34*r-18*b+28*c^3+12*a^3+35*a*r^2+q*r^2+9*g^2*p+11*c*g^2+11*r*g^2+20*a*r+12*b*p^2+33*r^2+g^3-20*c^2+35*c*r^2+28*a*b*p+48*a*c*g+104*a*c*p+28*a*c*q+39*a*g*p-56*c+27*r*p^2-18*q+32*a*b*c-14*a*b-46*a*c-6*b*c-7*b*g-26*c*g+4*c*p-8*c*q+3*b*p-3*a*p+16*b*r+38*c*r-8*a*q+50*r*a^2+9*p^2-29*a*g-5*g*p+52*a^2*c+42*a^2*p+14*a^2*q+68*a*c^2+36*a*p^2+20*b*c^2+32*c^2*g+62*c^2*p+42*c*p^2+17*g*p^2+9*p^2*q+11*a*g*q+11*c*g*q-26*a^2+68*c^2*r+38*p*r+24*a*p*q+14*b*c*g+32*b*c*p+12*b*g*p+49*c*g*p+24*c*p*q+10*g*p*q+r^3+17*q*r+10*a*b*g+9*p^3+24*c*b*r+87*c*p*r+21*c*q*r+15*r*b*p+37*r*p*g+10*r*q*g+24*r*a*b+11*r*b*g+12*r*p*q+78*r*a*p+47*r*a*g+21*r*a*q)*x+(-12*a*q^2-20*b^2*c-14*b^2*p-12*c*q^2-7*g^2*q-5*g*q^2-9*p*q^2-38*p*r^2+60*p+80*a+9*g^2-178*c*a*r+42*g-93*c*r*g-6*r*q^2-19*r*g-22*b*r^2-24*a^2*b-20*a^2*g-12*a*b^2-11*a*g^2-6*b^2*g-7*b*g^2-30*r^2*g-48*c^2*q+8*g*q-9*p*q-32*b*c*q-12*b*g*q-24*b*p*q+62*r+52*b-48*c^3-12*a^3-61*a*r^2-14*q*r^2-12*g^2*p-20*c*g^2-18*r*g^2-31*a*r-24*b*p^2-54*r^2-2*g^3+6*c^2-67*c*r^2-56*a*b*p-74*a*c*g-124*a*c*p-76*a*c*q-45*a*g*p+108*c-36*r*p^2+48*q-88*a*b*c+42*a*b+44*a*c+14*b*c+18*b*g+21*c*g-15*c*p+3*c*q+8*b^2+2*b*p+9*a*p-12*r*b^2-32*b*r-83*c*r+13*a*q-64*r*a^2-9*p^2+35*a*g+4*g*p-68*a^2*c-42*a^2*p-28*a^2*q-104*a*c^2-36*a*p^2-64*b*c^2-56*c^2*g-84*c^2*p-48*c*p^2-19*g*p^2-18*p^2*q-28*a*g*q-38*c*g*q+34*a^2-114*c^2*r-58*p*r-48*a*p*q-46*b*c*g-80*b*c*p-29*b*g*p-66*c*g*p-60*c*p*q-24*g*p*q-28*a*b*q-8*r^3-40*q*r-26*a*b*g-9*p^3-92*c*b*r-129*c*p*r-69*c*q*r-57*r*b*p-53*r*p*g-30*r*q*g-76*r*a*b-37*r*b*g-42*r*p*q-102*r*a*p-18*r*b*q-68*r*a*g-63*r*a*q+6*b*q)*x^2+(2*a+2*b+2*c+g+p+q+r+4)*(-9*p-11*a+g^2-7*g+8*r*g+4*g*q+6*p*q-10*r-11*b+12*a*r+10*r^2+3*q^2+12*c^2-18*c-9*q+4*a*b+12*a*c+12*b*c+3*b*g+8*c*g+12*c*p+12*c*q+2*b^2+6*b*p+6*a*p+12*b*r+24*c*r+6*a*q+3*p^2+3*a*g+4*g*p+2*a^2+12*p*r+12*q*r+6*b*q)*x^3)*dx^3+(-(p+r-1)*(p+a+c+r)*(2*a+2*c+g+p+r+1)*(2*a+2*c+g+p+2)+(2*a+2*c+g+p+2)*(26*p*r^2-8*p-6*a-2*g^2+40*c*a*r-2*g+18*c*r*g-9*r*g+7*b*r^2+11*r^2*g+2*c^2*q-4*g*q-8*p*q-8*r+4*c^3+25*a*r^2+8*q*r^2+g^2*p+c*g^2+2*r*g^2-19*a*r+5*b*p^2-3*r^2-22*c^2+34*c*r^2+6*a*b*p+4*a*c*g+24*a*c*p+4*a*c*q+6*a*g*p-12*c+19*r*p^2+4*a*b*c-8*a*b-34*a*c-14*b*c-4*b*g-15*c*g-23*c*p-11*c*q-7*b*p-18*a*p-7*b*r-20*c*r-11*a*q+12*r*a^2-4*p^2-10*a*g-10*g*p+4*a^2*c+8*a^2*p+2*a^2*q+8*a*c^2+12*a*p^2+4*b*c^2+4*c^2*g+16*c^2*p+15*c*p^2+5*g*p^2+4*p^2*q+a*g*q+c*g*q-12*a^2+28*c^2*r-7*p*r+7*a*p*q+2*b*c*g+10*b*c*p+2*b*g*p+10*c*g*p+7*c*p*q+2*g*p*q+11*r^3-8*q*r+4*p^3+16*c*b*r+49*c*p*r+12*c*q*r+12*r*b*p+16*r*p*g+4*r*q*g+8*r*a*b+4*r*b*g+12*r*p*q+37*r*a*p+10*r*a*g+12*r*a*q)*x+(17*a*q^2+16*b^2*c+8*b^2*p+17*c*q^2+17*g^2*q+9*g*q^2+6*p*q^2-134*p*r^2+54*p+30*a+23*g^2-104*c^2*g*p-388*r*a*c^2-48*c^3*g-92*c^3*p-32*c^3*q-24*c^2*g^2-92*c^2*p^2-8*c^2*q^2-4*c*g^3-39*c*p^3-3*g^3*p-g^3*q-7*g^3*r-12*g^2*p^2-g^2*q^2-15*g*p^3-12*p^3*q-6*p^2*q^2-48*b*c^3-30*c*a*r+16*g-21*c*r*g-15*r*q^2-15*b*p^3+82*r*g-73*b*r^2+68*a^2*b+76*a^2*g+20*a*b^2+40*a*g^2+10*b^2*g+19*b*g^2-63*r^2*g+76*c^2*q-15*b*p^2*q-36*c^2*g*q-76*c^2*p*q-35*c*g^2*p-12*c*g^2*q-70*c*g*p^2-6*c*g*q^2-54*c*p^2*q-15*c*p*q^2-10*g^2*p*q-136*a*b*c*p+50*g*q+78*p*q+36*b*c*q+20*b*g*q+15*b*p*q-44*a*b*c*g+56*r+6*b+84*c^3+48*a^3-118*a*r^2-77*q*r^2+25*g^2*p+49*c*g^2+10*r*g^2+159*a*r+8*b*p^2+15*r^2-40*a^2*b*c-36*a^2*b*p-12*a^2*b*q-68*a^2*b*r-40*a^2*c*g-132*a^2*c*p-56*a^2*c*q-36*a^2*g*p-16*a^2*g*q-76*a^2*g*r-48*a^2*p*q-16*a*b^2*c-12*a*b^2*p-20*a*b^2*r-88*a*b*c^2-48*a*b*p^2-24*a^3*c-24*a^3*p-12*a^3*q-48*a^3*r-80*a^2*c^2-48*a^2*p^2-8*a^2*q^2-88*a*c^3-30*a*p^3-16*b^2*c^2-8*b^2*p^2-88*a*c^2*g-200*a*c^2*p-76*a*c^2*q-22*a*c*g^2-16*a*c*q^2-18*a*g^2*p-7*a*g^2*q-40*a*g^2*r-48*a*g*p^2-6*a*g*q^2-45*a*p^2*q-15*a*p*q^2-8*b^2*c*g-136*a*c*g*p+18*q^2-32*c^4+7*g^3-6*p^4+210*c^2-24*b^2*c*p-70*b*c*g*p-203*c*r^2+72*a*b*p+190*a*c*g+180*a*c*p+138*a*c*q+92*a*g*p+80*c-65*r*p^2+18*q-52*a*c*g*q-124*a*c*p*q-44*a*g*p*q-16*b*c*g*q-40*b*c*p*q-14*b*g*p*q-58*c*g*p*q-138*a*c*p^2+156*a*b*c+76*a*b+290*a*c+140*b*c+43*b*g+151*c*g+229*c*p+133*c*q+12*b^2+79*b*p+168*a*p-21*g*p^2*q-6*g*p*q^2-6*r*b^2+76*b*r+175*c*r+103*a*q+40*r*a^2+60*p^2+88*a*g+89*g*p+184*a^2*c+84*a^2*p+62*a^2*q+220*a*c^2+30*a*p^2+80*b*c^2+112*c^2*g+94*c^2*p+26*c*p^2+18*g*p^2+6*p^2*q+65*a*g*q+72*c*g*q+84*a^2-82*c^2*r+78*p*r+54*a*p*q+78*b*c*g+58*b*c*p+37*b*g*p+97*c*g*p+55*c*p*q+31*g*p*q+42*a*b*q-68*r^3+65*q*r-6*b^2*g*p-10*b^2*g*r-48*b*c^2*g-104*b*c^2*p-24*b*c^2*q-12*b*c*g^2-70*b*c*p^2-9*b*g^2*p-2*b*g^2*q-19*b*g^2*r-24*b*g*p^2+72*a*b*g-72*c*b*r-166*c*p*r-66*c*q*r-61*r*b*p-39*r*p*g-11*r*q*g+16*r*a*b+2*r*b*g-65*r*p*q-77*r*a*p-27*r*b*q+40*r*a*g-29*r*a*q-3*r^4-122*r*c*b*g-256*r*c*p*g-208*r*c*b*p-110*r*c*q*g-152*r*p*a*b-77*r*p*b*g-179*r*p*a*g-236*r*c*a*b-174*r*c*p*q-496*r*c*a*p-56*r*c*b*q-274*r*c*a*g-228*r*c*a*q-36*r*q*b*p-72*r*q*p*g-52*r*q*a*b-24*r*q*b*g-150*r*q*a*p-88*r*q*a*g-102*c*b*r^2-40*p*r^3-3*r^2*q^2-9*b*r^3-35*r^3*g-71*a*r^3-6*q*r^3-33*r^2*g^2-334*c*a*r^2-171*c*r^2*g-244*c*p*r^2-92*c*q*r^2-59*r^2*b*p-101*r^2*p*g-43*r^2*q*g-92*r^2*a*b-45*r^2*b*g-52*r^2*p*q-199*r^2*a*p-9*r^2*b*q-128*r^2*a*g-89*r^2*a*q-63*r*b*p^2-74*c*r^3-70*r^2*p^2-6*r^2*b^2-124*r^2*a^2-210*c^2*r^2-176*r*c^3-39*r*p^3-24*r*a*q^2-260*r*c*a^2-328*r*c^2*p-28*r*c*b^2-46*r*p*g^2-15*r*p*q^2-168*r*b*c^2-21*r*q*g^2-136*r*c^2*q-78*r*p^2*g-198*r*c*p^2-54*r*q*p^2-92*r*q*a^2-11*r*q^2*g-18*r*p*b^2-153*r*a*p^2-72*r*c*g^2-174*r*p*a^2-24*r*c*q^2-204*r*c^2*g+36*b*q-36*a*b*c*q-36*a*b*g*p-10*a*b*g*q-72*a*b*g*r-32*a*b*p*q)*x^2+(-31*a*q^2-60*b^2*c-34*b^2*p-33*c*q^2-21*g^2*q-17*g*q^2-12*p*q^2+154*p*r^2-68*p-32*a-32*g^2+104*c^2*g*p+420*r*a*c^2+60*c^3*g+92*c^3*p+60*c^3*q+30*c^2*g^2+78*c^2*p^2+30*c^2*q^2+5*c*g^3+29*c*p^3+5*c*q^3+3*g^3*p+2*g^3*q+8*g^3*r+10*g^2*p^2+4*g^2*q^2+11*g*p^3+2*g*q^3+12*p^3*q+12*p^2*q^2+4*p*q^3+80*b*c^3+78*c*a*r-24*g+62*c*r*g+30*r*q^2+15*b*p^3-106*r*g+112*b*r^2-88*a^2*b-72*a^2*g-56*a*b^2-42*a*g^2-32*b^2*g-30*b*g^2+16*a*b*q^2-4*q^3+84*r^2*g-84*c^2*q+30*b*p^2*q+15*b*p*q^2+68*c^2*g*q+108*c^2*p*q+35*c*g^2*p+23*c*g^2*q+59*c*g*p^2+23*c*g*q^2+63*c*p^2*q+39*c*p*q^2+14*g^2*p*q+164*a*b*c*p-86*g*q-124*p*q-92*b*c*q-48*b*g*q-43*b*p*q+68*a*b*c*g-80*r-16*b-68*c^3-40*a^3+137*a*r^2+118*q*r^2-24*g^2*p-49*c*g^2-6*r*g^2-194*a*r-25*b*p^2-18*r^2+56*a^2*b*c+36*a^2*b*p+24*a^2*b*q+88*a^2*b*r+44*a^2*c*g+108*a^2*c*p+76*a^2*c*q+28*a^2*g*p+20*a^2*g*q+72*a^2*g*r+48*a^2*p*q+40*a*b^2*c+24*a*b^2*p+12*a*b^2*q+56*a*b^2*r+136*a*b*c^2+48*a*b*p^2+24*a^3*c+16*a^3*p+12*a^3*q+40*a^3*r+88*a^2*c^2+32*a^2*p^2+16*a^2*q^2+104*a*c^3+20*a*p^3+5*a*q^3+8*b^3*c+4*b^3*p+8*b^3*r+48*b^2*c^2+16*b^2*p^2+104*a*c^2*g+184*a*c^2*p+124*a*c^2*q+26*a*c*g^2+46*a*c*q^2+16*a*g^2*p+11*a*g^2*q+42*a*g^2*r+36*a*g*p^2+16*a*g*q^2+45*a*p^2*q+30*a*p*q^2+24*b^2*c*g+124*a*c*g*p-48*q^2+40*c^4-8*g^3+4*p^4-268*c^2+56*b^2*c*p+94*b*c*g*p+269*c*r^2-114*a*b*p-180*a*c*g-172*a*c*p-158*a*c*q-88*a*g*p-112*c+61*r*p^2-44*q+84*a*c*g*q+152*a*c*p*q+52*a*g*p*q+54*b*c*g*q+100*b*c*p*q+34*b*g*p*q+82*c*g*p*q+106*a*c*p^2-224*a*b*c-120*a*b-344*a*c-248*b*c-78*b*g-198*c*g-286*c*p-230*c*q-36*b^2-138*b*p-190*a*p+24*g*p^2*q+15*g*p*q^2-4*r*b^2-138*b*r-24*b^2*q-18*b*q^2-226*c*r-154*a*q-38*r*a^2-76*p^2-8*b^3-106*a*g-108*g*p-164*a^2*c-80*a^2*p-70*a^2*q-192*a*c^2-38*a*p^2-112*b*c^2-100*c^2*g-84*c^2*p-33*c*p^2-20*g*p^2-12*p^2*q-77*a*g*q-84*c*g*q-84*a^2+148*c^2*r-110*p*r-69*a*p*q-116*b*c*g-106*b*c*p-59*b*g*p-90*c*g*p-66*c*p*q-37*g*p*q-94*a*b*q+86*r^3-100*q*r+24*b^2*c*q+14*b^2*g*p+6*b^2*g*q+32*b^2*g*r+16*b^2*p*q+80*b*c^2*g+140*b*c^2*p+80*b*c^2*q+20*b*c*g^2+80*b*c*p^2+20*b*c*q^2+12*b*g^2*p+7*b*g^2*q+30*b*g^2*r+27*b*g*p^2+7*b*g*q^2-104*a*b*g-4*p^3+104*c*b*r+196*c*p*r+134*c*q*r+69*r*b*p+47*r*p*g+30*r*q*g-42*r*a*b-8*r*b*g+91*r*p*q+71*r*a*p+44*r*b*q-31*r*a*g+46*r*a*q+12*r^4+204*r*c*b*g+260*r*c*p*g+324*r*c*b*p+180*r*c*q*g+208*r*p*a*b+115*r*p*b*g+165*r*p*a*g+364*r*c*a*b+258*r*c*p*q+468*r*c*a*p+192*r*c*b*q+294*r*c*a*g+336*r*c*a*q+114*r*q*b*p+102*r*q*p*g+140*r*q*a*b+72*r*q*b*g+192*r*q*a*p+122*r*q*a*g+222*c*b*r^2+58*p*r^3+24*r^2*q^2+42*b*r^3+46*r^3*g+89*a*r^3+30*q*r^3+38*r^2*g^2+372*c*a*r^2+203*c*r^2*g+275*c*p*r^2+175*c*q*r^2+124*r^2*b*p+110*r^2*p*g+74*r^2*q*g+162*r^2*a*b+86*r^2*b*g+98*r^2*p*q+203*r^2*a*p+66*r^2*b*q+137*r^2*a*g+145*r^2*a*q+24*r*b*q^2+90*r*b*p^2+107*c*r^3+74*r^2*p^2+40*r^2*b^2+122*r^2*a^2+254*c^2*r^2+204*r*c^3+6*r*q^3+33*r*p^3+63*r*a*q^2+256*r*c*a^2+336*r*c^2*p+108*r*c*b^2+28*r*q*b^2+46*r*p*g^2+45*r*p*q^2+288*r*b*c^2+33*r*q*g^2+228*r*c^2*q+71*r*p^2*g+183*r*c*p^2+72*r*q*p^2+112*r*q*a^2+31*r*q^2*g+62*r*p*b^2+129*r*a*p^2+83*r*c*g^2+146*r*p*a^2+75*r*c*q^2+236*r*c^2*g-102*b*q+100*a*b*c*q+42*a*b*g*p+26*a*b*g*q+104*a*b*g*r+64*a*b*p*q)*x^3-(2*a+2*b+2*c+g+p+q+r+4)*(3*a*q^2+4*b^2*c+2*b^2*p+6*c*q^2+g^2*q+2*g*q^2+3*p*q^2+18*p*r^2-7*p-3*a-3*g^2+36*c*a*r-3*g+24*c*r*g+9*r*q^2-9*r*g+18*b*r^2+q^3+12*r^2*g+12*c^2*q-9*g*q-12*p*q+12*b*c*q+3*b*g*q+6*b*p*q-10*r-3*b+8*c^3+18*a*r^2+18*q*r^2+g^2*p+2*c*g^2+3*r*g^2-15*a*r+3*b*p^2-6*q^2-24*c^2+36*c*r^2+4*a*b*p+6*a*c*g+12*a*c*p+12*a*c*q+3*a*g*p-14*c+9*r*p^2-7*q+8*a*b*c-12*a*b-28*a*c-28*b*c-9*b*g-18*c*g-24*c*p-24*c*q-6*b^2-14*b*p-14*a*p+6*r*b^2-15*b*r+2*b^2*q+3*b*q^2-18*c*r-14*a*q+6*r*a^2-6*p^2-9*a*g-9*g*p+4*a^2*c+2*a^2*p+2*a^2*q+12*a*c^2+3*a*p^2+12*b*c^2+8*c^2*g+12*c^2*p+6*c*p^2+2*g*p^2+3*p^2*q+3*a*g*q+8*c*g*q-6*a^2+36*c^2*r-9*p*r+6*a*p*q+6*b*c*g+12*b*c*p+3*b*g*p+8*c*g*p+12*c*p*q+4*g*p*q+4*a*b*q+10*r^3-9*q*r+p^3+36*c*b*r+36*c*p*r+36*c*q*r+18*r*b*p+12*r*p*g+12*r*q*g+12*r*a*b+9*r*b*g+18*r*p*q+18*r*a*p+18*r*b*q+9*r*a*g+18*r*a*q-14*b*q)*x^4)*dx^2+(-(r-1)*(2*a+2*c+g+p+2)*(6*p*r^2+2*p+16*c*a*r+8*c*r*g+4*r*g+b*r^2+3*r^2*g+2*c^2*q+2*p*q+2*r+4*c^3+6*a*r^2+2*q*r^2+g^2*p+c*g^2+r*g^2+6*a*r+b*p^2+4*r^2+6*c^2+9*c*r^2+2*a*b*p+4*a*c*g+16*a*c*p+4*a*c*q+4*a*g*p+2*c+6*r*p^2+4*a*b*c+6*a*c+2*b*c+3*c*g+13*c*p+c*q+b*p+6*a*p+b*r+13*c*r+a*q+4*r*a^2+4*p^2+4*g*p+4*a^2*c+4*a^2*p+2*a^2*q+8*a*c^2+6*a*p^2+4*b*c^2+4*c^2*g+12*c^2*p+9*c*p^2+3*g*p^2+2*p^2*q+a*g*q+c*g*q+12*c^2*r+8*p*r+5*a*p*q+2*b*c*g+6*b*c*p+2*b*g*p+8*c*g*p+5*c*p*q+2*g*p*q+2*r^3+2*q*r+2*p^3+6*c*b*r+18*c*p*r+5*c*q*r+2*r*b*p+6*r*p*g+2*r*q*g+2*r*a*b+2*r*b*g+4*r*p*q+12*r*a*p+4*r*a*g+5*r*a*q)+(r-1)*(2*a+2*c+g+p+2)*(6*a*q^2+8*b^2*c+4*b^2*p+6*c*q^2+2*g^2*q+2*g*q^2+6*p*q^2+28*p*r^2+12*p+70*c*a*r+41*c*r*g+7*r*q^2+18*r*g+15*b*r^2+15*r^2*g+24*c^2*q+4*g*q+18*p*q+16*b*c*q+4*b*g*q+12*b*p*q+14*r+24*c^3+26*a*r^2+18*q*r^2+4*g^2*p+6*c*g^2+5*r*g^2+29*a*r+12*b*p^2+25*r^2+36*c^2+47*c*r^2+16*a*b*p+20*a*c*g+56*a*c*p+32*a*c*q+14*a*g*p+12*c+23*r*p^2+24*a*b*c+28*a*c+20*b*c+18*c*g+54*c*p+18*c*q+14*b*p+24*a*p+4*r*b^2+15*b*r+68*c*r+10*a*q+14*r*a^2+18*p^2+14*g*p+16*a^2*c+12*a^2*p+8*a^2*q+40*a*c^2+18*a*p^2+32*b*c^2+24*c^2*g+48*c^2*p+30*c*p^2+10*g*p^2+12*p^2*q+8*a*g*q+16*c*g*q+62*c^2*r+43*p*r+24*a*p*q+16*b*c*g+40*b*c*p+10*b*g*p+32*c*g*p+36*c*p*q+12*g*p*q+8*a*b*q+11*r^3+21*q*r+6*p^3+48*c*b*r+77*c*p*r+45*c*q*r+27*r*b*p+25*r*p*g+15*r*q*g+18*r*a*b+12*r*b*g+30*r*p*q+44*r*a*p+13*r*b*q+17*r*a*g+30*r*a*q)*x-(r-1)*(53*a*q^2+60*b^2*c+34*b^2*p+75*c*q^2+21*g^2*q+27*g*q^2+48*p*q^2+143*p*r^2+36*p+176*c^2*g*p+376*r*a*c^2+108*c^3*g+156*c^3*p+108*c^3*q+54*c^2*g^2+126*c^2*p^2+54*c^2*q^2+9*c*g^3+45*c*p^3+9*c*q^3+5*g^3*p+4*g^3*q+7*g^3*r+16*g^2*p^2+8*g^2*q^2+17*g*p^3+4*g*q^3+18*p^3*q+18*p^2*q^2+6*p*q^3+128*b*c^3+528*c*a*r+310*c*r*g+53*r*q^2+21*b*p^3+90*r*g+95*b*r^2+28*a*b*q^2+6*q^3+98*r^2*g+228*c^2*q+42*b*p^2*q+21*b*p*q^2+124*c^2*g*q+180*c^2*p*q+59*c*g^2*p+43*c*g^2*q+95*c*g*p^2+43*c*g*q^2+99*c*p^2*q+63*c*p*q^2+24*g^2*p*q+244*a*b*c*p+32*g*q+84*p*q+156*b*c*q+42*b*g*q+97*b*p*q+108*a*b*c*g+60*r+204*c^3+172*a*r^2+92*q*r^2+30*g^2*p+51*c*g^2+44*r*g^2+148*a*r+79*b*p^2+102*r^2+88*a^2*b*c+52*a^2*b*p+40*a^2*b*q+68*a^2*b*r+76*a^2*c*g+172*a^2*c*p+132*a^2*c*q+44*a^2*g*p+36*a^2*g*q+60*a^2*g*r+76*a^2*p*q+56*a*b^2*c+32*a*b^2*p+20*a*b^2*q+40*a*b^2*r+216*a*b*c^2+68*a*b*p^2+40*a^3*c+24*a^3*p+20*a^3*q+32*a^3*r+152*a^2*c^2+48*a^2*p^2+28*a^2*q^2+184*a*c^3+30*a*p^3+9*a*q^3+8*b^3*c+4*b^3*p+4*b^3*r+64*b^2*c^2+20*b^2*p^2+184*a*c^2*g+304*a*c^2*p+220*a*c^2*q+46*a*c*g^2+82*a*c*q^2+26*a*g^2*p+21*a*g^2*q+36*a*g^2*r+56*a*g*p^2+30*a*g*q^2+69*a*p^2*q+48*a*p*q^2+32*b^2*c*g+204*a*c*g*p+18*q^2+72*c^4+6*p^4+180*c^2+72*b^2*c*p+142*b*c*g*p+265*c*r^2+118*a*b*p+168*a*c*g+396*a*c*p+274*a*c*q+102*a*g*p+48*c+132*r*p^2+12*q+152*a*c*g*q+248*a*c*p*q+86*a*g*p*q+90*b*c*g*q+148*b*c*p*q+52*b*g*p*q+138*c*g*p*q+166*a*c*p^2+192*a*b*c+140*a*c+100*b*c+90*c*g+222*c*p+126*c*q+64*b*p+96*a*p+38*g*p^2*q+25*g*p*q^2+42*r*b^2+92*b*r+12*b^2*q+18*b*q^2+310*c*r+56*a*q+120*r*a^2+66*p^2+58*g*p+132*a^2*c+84*a^2*p+62*a^2*q+336*a*c^2+114*a*p^2+240*b*c^2+204*c^2*g+348*c^2*p+195*c*p^2+66*g*p^2+78*p^2*q+73*a*g*q+156*c*g*q+444*c^2*r+176*p*r+167*a*p*q+120*b*c*g+278*b*c*p+71*b*g*p+234*c*g*p+270*c*p*q+93*g*p*q+74*a*b*q+45*r^3+116*q*r+32*b^2*c*q+18*b^2*g*p+10*b^2*g*q+22*b^2*g*r+20*b^2*p*q+128*b*c^2*g+212*b*c^2*p+128*b*c^2*q+32*b*c*g^2+116*b*c*p^2+32*b*c*q^2+18*b*g^2*p+13*b*g^2*q+24*b*g^2*r+39*b*g*p^2+13*b*g*q^2+36*p^3+334*c*b*r+486*c*p*r+328*c*q*r+186*r*b*p+170*r*p*g+121*r*q*g+162*r*a*b+97*r*b*g+185*r*p*q+294*r*a*p+111*r*b*q+148*r*a*g+219*r*a*q+3*r^4+162*r*c*b*g+230*r*c*p*g+248*r*c*b*p+160*r*c*q*g+158*r*p*a*b+88*r*p*b*g+140*r*p*a*g+288*r*c*a*b+218*r*c*p*q+404*r*c*a*p+138*r*c*b*q+260*r*c*a*g+294*r*c*a*q+79*r*q*b*p+87*r*q*p*g+110*r*q*a*b+56*r*q*b*g+161*r*q*a*p+108*r*q*a*g+108*c*b*r^2+24*p*r^3+9*r^2*q^2+12*b*r^3+20*r^3*g+39*a*r^3+9*q*r^3+23*r^2*g^2+222*c*a*r^2+123*c*r^2*g+163*c*p*r^2+95*c*q*r^2+59*r^2*b*p+65*r^2*p*g+42*r^2*q*g+84*r^2*a*b+44*r^2*b*g+52*r^2*p*q+118*r^2*a*p+24*r^2*b*q+81*r^2*a*g+83*r^2*a*q+12*r*b*q^2+67*r*b*p^2+45*c*r^3+43*r^2*p^2+14*r^2*b^2+70*r^2*a^2+154*c^2*r^2+188*r*c^3+3*r*q^3+28*r*p^3+53*r*a*q^2+220*r*c*a^2+300*r*c^2*p+68*r*c*b^2+14*r*q*b^2+40*r*p*g^2+34*r*p*q^2+228*r*b*c^2+30*r*q*g^2+200*r*c^2*q+61*r*p^2*g+159*r*c*p^2+59*r*q*p^2+96*r*q*a^2+26*r*q^2*g+38*r*p*b^2+108*r*a*p^2+75*r*c*g^2+120*r*p*a^2+59*r*c*q^2+216*r*c^2*g+24*b*q+164*a*b*c*q+62*a*b*g*p+46*a*b*g*q+82*a*b*g*r+96*a*b*p*q)*x^2+(r-1)*(2*a+2*b+2*c+g+p+q+r+4)*(6*a*q^2+8*b^2*c+4*b^2*p+12*c*q^2+2*g^2*q+4*g*q^2+6*p*q^2+12*p*r^2+4*p+36*c*a*r+24*c*r*g+9*r*q^2+11*r*g+12*b*r^2+2*q^3+8*r^2*g+24*c^2*q+6*g*q+12*p*q+24*b*c*q+6*b*g*q+12*b*p*q+10*r+16*c^3+12*a*r^2+12*q*r^2+2*g^2*p+4*c*g^2+3*r*g^2+15*a*r+6*b*p^2+15*r^2+6*q^2+24*c^2+24*c*r^2+8*a*b*p+12*a*c*g+24*a*c*p+24*a*c*q+6*a*g*p+8*c+9*r*p^2+4*q+16*a*b*c+16*a*c+16*b*c+12*c*g+24*c*p+24*c*q+8*b*p+8*a*p+6*r*b^2+15*b*r+4*b^2*q+6*b*q^2+42*c*r+8*a*q+6*r*a^2+6*p^2+6*g*p+8*a^2*c+4*a^2*p+4*a^2*q+24*a*c^2+6*a*p^2+24*b*c^2+16*c^2*g+24*c^2*p+12*c*p^2+4*g*p^2+6*p^2*q+6*a*g*q+16*c*g*q+36*c^2*r+21*p*r+12*a*p*q+12*b*c*g+24*b*c*p+6*b*g*p+16*c*g*p+24*c*p*q+8*g*p*q+8*a*b*q+5*r^3+21*q*r+2*p^3+36*c*b*r+36*c*p*r+36*c*q*r+18*r*b*p+12*r*p*g+12*r*q*g+12*r*a*b+9*r*b*g+18*r*p*q+18*r*a*p+18*r*b*q+9*r*a*g+18*r*a*q+8*b*q)*x^3)*dx-(r-1)*(2*c+r+q+p+1)*(2*a+2*c+g+p+2)*(2+3*p+5*a+g^2+4*g+2*r*g+g*q+p*q+3*r+b+3*a*r+r^2+4*c^2+8*c+q+2*a*b+6*a*c+4*b*c+2*b*g+4*c*g+4*c*p+2*c*q+b*p+3*a*p+b*r+4*c*r+2*a*q+p^2+3*a*g+2*g*p+2*a^2+2*p*r+q*r)*r+(r-1)*(2*c+r+q+p+1)*(2*a+2*c+g+p+2)*(a+b+2*c+p+q+r+g+2)*(3*r+6+2*q+2*p+2*g+4*c+4*b+4*a)*r*x-(r-1)*(2*c+r+q+p+1)*(2*a+2*b+2*c+p+q+r+g+3)*(2*a+2*b+2*c+g+p+q+r+4)*(a+b+2*c+p+q+r+g+2)*r*x^2: Qbcp:= -4*a^3*r^3-6*a*q^2+16*b^2*c+16*b^2*p-6*c*q^2-4*g^2*q-2*g*q^2-6*p*q^2-8*a^3*c*r^2-4*a^3*p*r^2-4*a^3*q*r^2-4*a^2*b*r^3-32*a^2*c^2*r^2-8*a^2*g*r^3-8*a^2*p^2*r^2-4*a^2*q^2*r^2-40*a*c^3*r^2-5*a*g^2*r^3-5*a*p^3*r^2+64*c^3*q*r+48*c^2*g^2*r+132*c^2*p^2*r+16*c^2*q^2*r+8*c*g^3*r+50*c*p^3*r+5*g^3*p*r+3*g^3*q*r+17*g^2*p^2*r+3*g^2*q^2*r+19*g*p^3*r+14*p^3*q*r-4-51*p*r^2+30*p+40*a+22*g^2-208*c^2*g*p-68*r*a*c^2-96*c^3*g-184*c^3*p-64*c^3*q-48*c^2*g^2-184*c^2*p^2-16*c^2*q^2-8*c*g^3-78*c*p^3-6*g^3*p-2*g^3*q-8*g^3*r-24*g^2*p^2-2*g^2*q^2-30*g*p^3-24*p^3*q-12*p^2*q^2-96*b*c^3-326*c*a*r+32*b*c*g*q*r+64*c^4*r+26*g+68*a*b*c*g*r+7*p^4*r-158*c*r*g-4*r*q^2-30*b*p^3-19*r*g-28*b*r^2+48*a^2*b+40*a^2*g+24*a*b^2+22*a*g^2+12*b^2*g+14*b*g^2-35*r^2*g-92*c^2*q-30*b*p^2*q-72*c^2*g*q-152*c^2*p*q-70*c*g^2*p-24*c*g^2*q-140*c*g*p^2-12*c*g*q^2-108*c*p^2*q-30*c*p*q^2-20*g^2*p*q-272*a*b*c*p+4*g*q-2*p*q+4*b*g*q+2*b*p*q-88*a*b*c*g+14*r-4*b-8*b*c^2*q*r^2-4*b*c*g^2*r^2-8*b*c*p^2*r^2-2*b*g^2*p*r^2-2*b*g^2*q*r^2-3*b*g*p^2*r^2-36*c^2*g*p*r^2-20*c^2*g*q*r^2-24*c^2*p*q*r^2-12*c*g^2*p*r^2-8*c*g^2*q*r^2-18*c*g*p^2*r^2-4*c*g*q^2*r^2-12*c*p^2*q*r^2-4*c*p*q^2*r^2-160*c^3+24*a^3-86*a*r^2+90*b*c*g*p*r-8*q*r^2+70*a*g*p*q*r-20*g^2*p-24*c*g^2-33*r*g^2-20*a*r-44*b*p^2-3*g^2*p^2*r^2-3*g*p^3*r^2-2*p^3*q*r^2+40*a^3*c*r+28*a^3*p*r+20*a^3*q*r+36*a^2*b*r^2+144*a^2*c^2*r+48*a^2*g*r^2+56*a^2*p^2*r+16*a^2*q^2*r+8*a*b^2*r^2+168*a*c^3*r-22*r^2-80*a^2*b*c-72*a^2*b*p-24*a^2*b*q-88*a^2*b*r-80*a^2*c*g-264*a^2*c*p-112*a^2*c*q-72*a^2*g*p-32*a^2*g*q-88*a^2*g*r-96*a^2*p*q-32*a*b^2*c-24*a*b^2*p-32*a*b^2*r-176*a*b*c^2-96*a*b*p^2-(r-3)*(r-4)*(r+2*c+p+q-2)*(g+a+b+2*c+p+q+r)*(2*a+2*b+2*c+g+p+q+r+4)*(p+2*a+2*b+2*c+2+q+r+g)*x^2-48*a^3*c-48*a^3*p-24*a^3*q-56*a^3*r-160*a^2*c^2-96*a^2*p^2-16*a^2*q^2-176*a*c^3-60*a*p^3-32*b^2*c^2-16*b^2*p^2-176*a*c^2*g-400*a*c^2*p-152*a*c^2*q-44*a*c*g^2-32*a*c*q^2-36*a*g^2*p-14*a*g^2*q-46*a*g^2*r-96*a*g*p^2-12*a*g*q^2-90*a*p^2*q-30*a*p*q^2-16*b^2*c*g-272*a*c*g*p+96*c*g*p*q*r+14*c*g*q^2*r+72*c*p^2*q*r+22*c*p*q^2*r+18*g^2*p*q*r+29*g*p^2*q*r+10*g*p*q^2*r-2*q^2-14*b*c*g*p*r^2-16*c^4*r^2-4*g^2*p*q*r^2-5*g*p^2*q*r^2-2*g*p*q^2*r^2+56*a^2*b*c*r+36*a^2*b*p*r+20*a^2*b*q*r+72*a^2*c*g*r+184*a^2*c*p*r+104*a^2*c*q*r+48*a^2*g*p*r+32*a^2*g*q*r+68*a^2*p*q*r+16*a*b^2*c*r+8*a*b^2*p*r+136*a*b*c^2*r+42*a*b*g*r^2+44*a*b*p^2*r-64*c^4+4*g^3-12*p^4-64*c^2+7*p^2*q^2*r-14*a*g*p*q*r^2-16*b*c^3*r^2-2*b*g^2*r^3-24*c^3*g*r^2-32*c^3*p*r^2-16*c^3*q*r^2-12*c^2*g^2*r^2-24*c^2*p^2*r^2-4*c^2*q^2*r^2-2*c*g^3*r^2-8*c*p^3*r^2-4*a*p*q^2*r^2-48*b^2*c*p-140*b*c*g*p-g^3*r^3-58*c*r^2-24*a*b*p-84*a*c*g-424*a*c*p-124*a*c*q-82*a*g*p+28*c-102*r*p^2-4*q-104*a*c*g*q-248*a*c*p*q-88*a*g*p*q-32*b*c*g*q-80*b*c*p*q-28*b*g*p*q-116*c*g*p*q-276*a*c*p^2-20*c*g*p*q*r^2+28*a^3*r^2-24*a*b*c+68*a*b+28*a*c+52*b*c+38*b*g+12*c*g-92*c*p-8*c*q+50*b*p+18*a*p-4*a^2*b*p*r^2-42*g*p^2*q-12*g*p*q^2+4*r*b^2+22*b*r-g^3*p*r^2-g^3*q*r^2-g^2*q^2*r^2-p^2*q^2*r^2-82*c*r+12*a*q+156*a*b*c*p*r+60*a*b*c*q*r+42*a*b*g*p*r+22*a*b*g*q*r+36*a*b*p*q*r+168*a*c^2*g*r+308*a*c^2*p*r+148*a*c^2*q*r+42*a*c*g^2*r+182*a*c*p^2*r+32*a*c*q^2*r+27*a*g^2*p*r-114*r*a^2-30*p^2-8*b*c*g*q*r^2-6*b*c*p*q*r^2-3*b*g*p*q*r^2+78*a*g+8*g*p-72*a^2*c-84*a^2*p-32*a^2*q-256*a*c^2-156*a*p^2-88*b*c^2-144*c^2*g-360*c^2*p-248*c*p^2-78*g*p^2-60*p^2*q-24*a*g*q-54*c*g*q+68*a^2-184*c^2*r-55*p*r-116*a*p*q-16*b*c*g-132*b*c*p-14*b*g*p-220*c*g*p-158*c*p*q-50*g*p*q+12*a*b*q-2*r^3-8*q*r-12*b^2*g*p-16*b^2*g*r-96*b*c^2*g-208*b*c^2*p-48*b*c^2*q-24*b*c*g^2-140*b*c*p^2-18*b*g^2*p-4*b*g^2*q-24*b*g^2*r-48*b*g*p^2+208*a*c*g*p*r+108*a*c*g*q*r+188*a*c*p*q*r+27*a*g^2*r^2+35*a*p^3*r+16*b^2*c^2*r+4*b^2*g*r^2+4*b^2*p^2*r+80*b*c^3*r+12*b*g^2*r^2+13*b*p^3*r+96*c^3*g*r+152*c^3*p*r+5*g^3*r^2+17*a*g^2*q*r+62*a*g*p^2*r+14*a*g*q^2*r+57*a*p^2*q*r+22*a*p*q^2*r+8*b^2*c*g*r+16*b^2*c*p*r+4*b^2*g*p*r+80*b*c^2*g*r+132*b*c^2*p*r+40*b*c^2*q*r+20*b*c*g^2*r+72*b*c*p^2*r+12*b*g^2*p*r+6*b*g^2*q*r+46*b*c*p*q*r+25*b*g*p^2*r+13*b*p^2*q*r+172*c^2*g*p*r+76*c^2*g*q*r+120*c^2*p*q*r+58*c*g^2*p*r+28*c*g^2*q*r+100*c*g*p^2*r-12*a*b*c*g*r^2-20*a*b*c*p*r^2-12*a*b*c*q*r^2-6*a*b*g*p*r^2-6*a*b*g*q*r^2-4*a*b*p*q*r^2-40*a*c*g*p*r^2-28*a*c*g*q*r^2-36*a*c*p*q*r^2-5*a*g^2*p*r^2-5*a*g^2*q*r^2-10*a*g*p^2*r^2-4*a*g*q^2*r^2-9*a*p^2*q*r^2-16*b*c^2*g*r^2-20*b*c^2*p*r^2-p^4*r^2+52*a*b*g-54*p^3-114*c*b*r-288*c*p*r-76*c*q*r-79*r*b*p-117*r*p*g-31*r*q*g-66*r*a*b-41*r*b*g-63*r*p*q-247*r*a*p-8*r*b*q-123*r*a*g-80*r*a*q+x^3*(x-1)^3*((2*a+2*b+2*c+g+p+q+r+4)*x-2*a-2*c-g-p-2)*dx^5+x^2*(x-1)^2*(-(3*a+3*c+g+3*p+3*r-6)*(2*a+2*c+g+p+2)+(-68-5*p-28*a+3*g^2-15*g+9*r*g+4*g*q+6*p*q+9*r-16*b+19*a*r+2*r^2+18*c^2-22*c-5*q+12*a*b+30*a*c+12*b*c+5*b*g+15*c*g+21*c*p+9*c*q+9*b*p+18*a*p+4*b*r+19*c*r+9*a*q+6*p^2+12*a*g+9*g*p+12*a^2+11*p*r+2*q*r)*x-(2*a+2*b+2*c+g+p+q+r+4)*(5*r+3*p+3*q+6*c+3*b+3*a+2*g-17)*x^2)*dx^4+x*(x-1)*(-(2*a^2+4*a*c+a*g+6*a*p+6*a*r+2*c^2+c*g+6*c*p+6*c*r+2*g*p+2*r*g+3*p^2+6*p*r+3*r^2-9*a-9*c-3*g-9*p-9*r+7)*(2*a+2*c+g+p+2)+(2*g^2*q+180+19*p*r^2-97*p-46*a-24*g^2+118*c*a*r-7*g+56*c*r*g-44*r*g+2*b*r^2+12*a^2*b+16*a^2*g+7*a*g^2+2*b*g^2+17*r^2*g+14*c^2*q-21*g*q-27*p*q-123*r+22*b+28*c^3+12*a^3+35*a*r^2+q*r^2+9*g^2*p+11*c*g^2+11*r*g^2-89*a*r+12*b*p^2+18*r^2+g^3-114*c^2+35*c*r^2+28*a*b*p+48*a*c*g+104*a*c*p+28*a*c*q+39*a*g*p-70*c+27*r*p^2-5*q+32*a*b*c-74*a*b-220*a*c-66*b*c-30*b*g-105*c*g-127*c*p-45*c*q-50*b*p-127*a*p-14*b*r-71*c*r-45*a*q+50*r*a^2-33*p^2-101*a*g-63*g*p+52*a^2*c+42*a^2*p+14*a^2*q+68*a*c^2+36*a*p^2+20*b*c^2+32*c^2*g+62*c^2*p+42*c*p^2+17*g*p^2+9*p^2*q+11*a*g*q+11*c*g*q-106*a^2+68*c^2*r-28*p*r+24*a*p*q+14*b*c*g+32*b*c*p+12*b*g*p+49*c*g*p+24*c*p*q+10*g*p*q+r^3+2*q*r+10*a*b*g+9*p^3+24*c*b*r+87*c*p*r+21*c*q*r+15*r*b*p+37*r*p*g+10*r*q*g+24*r*a*b+11*r*b*g+12*r*p*q+78*r*a*p+47*r*a*g+21*r*a*q)*x+(-12*a*q^2-20*b^2*c-14*b^2*p-12*c*q^2-7*g^2*q-5*g*q^2-9*p*q^2-454-38*p*r^2+167*p+64*a+45*g^2-178*c*a*r+37*g-93*c*r*g-6*r*q^2+93*r*g-22*b*r^2-24*a^2*b-20*a^2*g-12*a*b^2-11*a*g^2-6*b^2*g-7*b*g^2-30*r^2*g-48*c^2*q+72*g*q+81*p*q-32*b*c*q-12*b*g*q-24*b*p*q+250*r-10*b-48*c^3-12*a^3-61*a*r^2-14*q*r^2-12*g^2*p-20*c*g^2-18*r*g^2+194*a*r-24*b*p^2+3*r^2+24*q^2-2*g^3+212*c^2-67*c*r^2-56*a*b*p-74*a*c*g-124*a*c*p-76*a*c*q-45*a*g*p+206*c-36*r*p^2+74*q-88*a*b*c+230*a*b+386*a*c+246*b*c+111*b*g+196*c*g+220*c*p+154*c*q+60*b^2+147*b*p+209*a*p-12*r*b^2+108*b*r+164*c*r+142*a*q-64*r*a^2+57*p^2+175*a*g+106*g*p-68*a^2*c-42*a^2*p-28*a^2*q-104*a*c^2-36*a*p^2-64*b*c^2-56*c^2*g-84*c^2*p-48*c*p^2-19*g*p^2-18*p^2*q-28*a*g*q-38*c*g*q+170*a^2-114*c^2*r+80*p*r-48*a*p*q-46*b*c*g-80*b*c*p-29*b*g*p-66*c*g*p-60*c*p*q-24*g*p*q-28*a*b*q-8*r^3+41*q*r-26*a*b*g-9*p^3-92*c*b*r-129*c*p*r-69*c*q*r-57*r*b*p-53*r*p*g-30*r*q*g-76*r*a*b-37*r*b*g-42*r*p*q-102*r*a*p-18*r*b*q-68*r*a*g-63*r*a*q+80*b*q)*x^2+(2*a+2*b+2*c+g+p+q+r+4)*(75-39*p-43*a+g^2-28*g+8*r*g+4*g*q+6*p*q-58*r-43*b+12*a*r+10*r^2+3*q^2+12*c^2-78*c-39*q+4*a*b+12*a*c+12*b*c+3*b*g+8*c*g+12*c*p+12*c*q+2*b^2+6*b*p+6*a*p+12*b*r+24*c*r+6*a*q+3*p^2+3*a*g+4*g*p+2*a^2+12*p*r+12*q*r+6*b*q)*x^3)*dx^3+6*r^4-84*r*c*b*g-46*r*c*p*g-124*r*c*b*p-9*r*c*q*g-136*r*p*a*b-62*r*p*b*g-97*r*p*a*g-184*r*c*a*b-21*r*c*p*q-144*r*c*a*p-30*r*c*b*q-126*r*c*a*g-42*r*c*a*q-25*r*q*b*p-14*r*q*p*g-42*r*q*a*b-15*r*q*b*g-44*r*q*a*p-28*r*q*a*g+62*r^2*c*b*g+122*r^2*c*p*g+86*r^2*c*b*p+45*r^2*c*q*g+66*r^2*p*a*b+34*r^2*p*b*g+92*r^2*p*a*g+120*r^2*c*a*b+71*r^2*c*p*q+240*r^2*c*a*p+16*r^2*c*b*q+148*r^2*c*a*g+100*r^2*c*a*q+10*r^2*q*b*p+31*r^2*q*p*g+20*r^2*q*a*b+8*r^2*q*b*g+67*r^2*q*a*p+41*r^2*q*a*g-10*r^3*c*b*g-28*r^3*c*p*g-10*r^3*c*b*p-14*r^3*c*q*g-6*r^3*p*a*b-4*r^3*p*b*g-17*r^3*p*a*g-16*r^3*c*a*b-16*r^3*c*p*q-48*r^3*c*a*p-2*r^3*c*b*q-34*r^3*c*a*g-26*r^3*c*a*q-r^3*q*b*p-7*r^3*q*p*g-2*r^3*q*a*b-r^3*q*b*g-13*r^3*q*a*p-11*r^3*q*a*g+2*c*b*r^2+25*p*r^3+6*r^2*q^2+8*b*r^3+15*r^3*g+28*a*r^3+12*q*r^3+4*r^2*g^2+70*c*a*r^2+49*c*r^2*g+87*c*p*r^2+32*c*q*r^2-9*r^2*b*p+22*r^2*p*g+9*r^2*q*g-34*r^2*a*b-9*r^2*b*g+21*r^2*p*q+28*r^2*a*p+6*r^2*b*q+2*r^2*a*g+18*r^2*a*q-46*r*b*p^2+40*c*r^3+22*r^2*p^2-4*r^2*b^2-12*r^2*a^2+82*c^2*r^2+20*r*c^3-9*r*p^3-6*r*a*q^2-144*r*c*a^2-8*r*c^2*p-32*r*c*b^2-21*r*p*g^2-3*r*p*q^2-72*r*b*c^2-4*r*q*g^2-2*r*c^2*q-22*r*p^2*g-27*r*c*p^2-12*r*q*p^2-40*r*q*a^2-3*r*q^2*g-24*r*p*b^2-59*r*a*p^2-27*r*c*g^2-110*r*p*a^2-6*r*c*q^2-12*r*c^2*g+88*r^2*p*a^2+8*r^2*c*q^2+96*r^2*c^2*g+14*r^3*c*b+30*r^3*c^2-2*r^5-2*r^3*q^2-2*r^4*b+2*r^4*g+6*r^4*a-4*r^4*q+7*r^3*g^2+13*r^3*p^2+32*r^3*a^2+76*r^2*c^3+18*r^2*p^3+24*r^2*b*p^2+66*r^3*c*a+29*r^3*c*g+8*r^2*a*q^2+140*r^2*c*a^2+148*r^2*c^2*p+8*r^2*c*b^2+24*r^2*p*g^2+4*r^2*p*q^2+76*r^2*b*c^2+9*r^2*q*g^2+54*r^2*c^2*q+37*r^2*p^2*g+188*r^2*a*c^2+91*r^2*c*p^2+22*r^2*q*p^2+46*r^2*q*a^2+4*r^2*q^2*g+4*r^2*p*b^2+73*r^2*a*p^2+39*r^2*c*g^2+41*r^3*c*p+8*r^3*c*q+9*r^3*b*p+20*r^3*p*g+6*r^3*q*g+22*r^3*a*b+9*r^3*b*g+4*r^3*p*q+44*r^3*a*p-2*r^3*b*q+30*r^3*a*g+14*r^3*a*q-r^5*p-r^5*g-2*r^5*a-2*r^4*g^2-2*r^5*c-3*r^4*p^2-6*r^4*a^2-12*r^4*c^2-24*r^3*c^3-3*r^3*p^3-2*r^3*b*p^2-18*r^4*c*a-10*r^4*c*g-2*r^3*a*q^2-28*r^3*c*a^2-36*r^3*c^2*p-5*r^3*p*g^2-r^3*p*q^2-12*r^3*b*c^2-3*r^3*q*g^2-16*r^3*c^2*q-7*r^3*p^2*g-48*r^3*a*c^2-18*r^3*c*p^2-4*r^3*q*p^2-10*r^3*q*a^2-r^3*q^2*g-12*r^3*a*p^2-10*r^3*c*g^2-14*r^3*p*a^2-2*r^3*c*q^2-28*r^3*c^2*g-2*r^4*c*b-12*r^4*c*p-4*r^4*c*q-r^4*b*p-5*r^4*p*g-2*r^4*q*g-2*r^4*a*b-r^4*b*g-2*r^4*p*q-9*r^4*a*p-7*r^4*a*g-4*r^4*a*q+(-(p+r-1)*(p+a+c+r-1)*(2*a+2*c+g+p+r-1)*(2*a+2*c+g+p+2)+(-7*g^2*q-78-11*p*r^2+149*p+160*a+19*g^2+40*c^2*g*p+136*r*a*c^2+12*c^3*g+36*c^3*p+4*c^3*q+6*c^2*g^2+46*c^2*p^2+c*g^3+23*c*p^3+g^3*p+2*g^3*r+6*g^2*p^2+9*g*p^3+4*p^3*q+8*b*c^3-314*c*a*r+57*g-144*c*r*g+5*b*p^3-26*r*g+2*b*r^2-48*a^2*b-76*a^2*g-31*a*g^2-8*b*g^2-29*r^2*g-46*c^2*q+4*c^2*g*q+16*c^2*p*q+13*c*g^2*p+c*g^2*q+35*c*g*p^2+15*c*p^2*q+2*g^2*p*q+36*a*b*c*p+15*g*q+7*p*q+8*a*b*c*g+126*r+8*b-96*c^3-60*a^3-58*a*r^2+10*q*r^2-36*g^2*p-40*c*g^2-33*r*g^2-80*a*r-41*b*p^2-78*r^2+8*a^2*b*c+12*a^2*b*p+16*a^2*b*r+12*a^2*c*g+68*a^2*c*p+12*a^2*c*q+20*a^2*g*p+4*a^2*g*q+32*a^2*g*r+16*a^2*p*q+16*a*b*c^2+16*a*b*p^2+8*a^3*c+16*a^3*p+4*a^3*q+24*a^3*r+24*a^2*c^2+32*a^2*p^2+24*a*c^3+20*a*p^3+24*a*c^2*g+88*a*c^2*p+12*a*c^2*q+6*a*c*g^2+8*a*g^2*p+a*g^2*q+14*a*g^2*r+28*a*g*p^2+15*a*p^2*q+60*a*c*g*p+8*c^4-4*g^3+4*p^4+10*c^2+16*b*c*g*p-40*c*r^2-102*a*b*p-188*a*c*g-384*a*c*p-92*a*c*q-159*a*g*p+156*c-56*r*p^2+16*q+8*a*c*g*q+32*a*c*p*q+12*a*g*p*q+12*c*g*p*q+78*a*c*p^2-116*a*b*c+80*a*b+68*a*c+52*b*c+30*b*g+43*c*g-71*c*p+26*c*q+40*b*p-39*a*p+6*g*p^2*q-10*b*r-110*c*r+26*a*q-158*r*a^2-49*p^2+67*a*g-4*g*p-216*a^2*c-174*a^2*p-46*a^2*q-252*a*c^2-130*a*p^2-68*b*c^2-112*c^2*g-210*c^2*p-139*c*p^2-61*g*p^2-27*p^2*q-37*a*g*q-37*c*g*q+58*a^2-156*c^2*r-116*p*r-75*a*p*q-50*b*c*g-108*b*c*p-43*b*g*p-177*c*g*p-75*c*p*q-32*g*p*q+16*r^3-28*q*r+8*b*c^2*g+24*b*c^2*p+2*b*c*g^2+20*b*c*p^2+2*b*g^2*p+4*b*g^2*r+7*b*g*p^2-40*a*b*g-29*p^3-62*c*b*r-190*c*p*r-46*c*q*r-41*r*b*p-93*r*p*g-24*r*q*g-78*r*a*b-33*r*b*g-20*r*p*q-199*r*a*p-145*r*a*g-46*r*a*q+24*r*c*b*g+99*r*c*p*g+40*r*c*b*p+20*r*c*q*g+32*r*p*a*b+16*r*p*b*g+79*r*p*a*g+48*r*c*a*b+36*r*c*p*q+212*r*c*a*p+96*r*c*a*g+48*r*c*a*q+16*r*q*p*g+36*r*q*a*p+20*r*q*a*g+14*c*b*r^2+11*p*r^3+11*r^3*g+22*a*r^3+11*r^2*g^2+118*c*a*r^2+56*c*r^2*g+86*c*p*r^2+16*c*q*r^2+7*r^2*b*p+37*r^2*p*g+8*r^2*q*g+14*r^2*a*b+7*r^2*b*g+8*r^2*p*q+77*r^2*a*p+47*r^2*a*g+16*r^2*a*q+12*r*b*p^2+22*c*r^3+26*r^2*p^2+50*r^2*a^2+68*c^2*r^2+56*r*c^3+19*r*p^3+104*r*c*a^2+126*r*c^2*p+18*r*p*g^2+32*r*b*c^2+4*r*q*g^2+24*r*c^2*q+35*r*p^2*g+87*r*c*p^2+12*r*q*p^2+24*r*q*a^2+75*r*a*p^2+22*r*c*g^2+86*r*p*a^2+64*r*c^2*g+10*a*b*g*p+16*a*b*g*r)*x+(69*a*q^2+128*b^2*c+92*b^2*p+69*c*q^2+52*g^2*q+29*g*q^2+51*p*q^2+346+118*p*r^2-669*p-784*a-79*g^2-104*c^2*g*p-388*r*a*c^2-48*c^3*g-92*c^3*p-32*c^3*q-24*c^2*g^2-92*c^2*p^2-8*c^2*q^2-4*c*g^3-39*c*p^3-3*g^3*p-g^3*q-7*g^3*r-12*g^2*p^2-g^2*q^2-15*g*p^3-12*p^3*q-6*p^2*q^2-48*b*c^3+1150*c*a*r-359*g+564*c*r*g+21*r*q^2-15*b*p^3+76*r*g+73*b*r^2+240*a^2*b+236*a^2*g+84*a*b^2+119*a*g^2+42*b^2*g+61*b*g^2+128*r^2*g+326*c^2*q-15*b*p^2*q-36*c^2*g*q-76*c^2*p*q-35*c*g^2*p-12*c*g^2*q-70*c*g*p^2-6*c*g*q^2-54*c*p^2*q-15*c*p*q^2-10*g^2*p*q-136*a*b*c*p-88*g*q-p*q+192*b*c*q+74*b*g*q+145*b*p*q-44*a*b*c*g-638*r-314*b+376*c^3+156*a^3+276*a*r^2+13*q*r^2+116*g^2*p+174*c*g^2+126*r*g^2+152*a*r+194*b*p^2+250*r^2-40*a^2*b*c-36*a^2*b*p-12*a^2*b*q-68*a^2*b*r-40*a^2*c*g-132*a^2*c*p-56*a^2*c*q-36*a^2*g*p-16*a^2*g*q-76*a^2*g*r-48*a^2*p*q-16*a*b^2*c-12*a*b^2*p-20*a*b^2*r-88*a*b*c^2-48*a*b*p^2-24*a^3*c-24*a^3*p-12*a^3*q-48*a^3*r-80*a^2*c^2-48*a^2*p^2-8*a^2*q^2-88*a*c^3-30*a*p^3-16*b^2*c^2-8*b^2*p^2-88*a*c^2*g-200*a*c^2*p-76*a*c^2*q-22*a*c*g^2-16*a*c*q^2-18*a*g^2*p-7*a*g^2*q-40*a*g^2*r-48*a*g*p^2-6*a*g*q^2-45*a*p^2*q-15*a*p*q^2-8*b^2*c*g-136*a*c*g*p-37*q^2-32*c^4+20*g^3-6*p^4-44*c^2-24*b^2*c*p-70*b*c*g*p+225*c*r^2+492*a*b*p+690*a*c*g+1156*a*c*p+562*a*c*q+463*a*g*p-922*c+205*r*p^2-296*q-52*a*c*g*q-124*a*c*p*q-44*a*g*p*q-16*b*c*g*q-40*b*c*p*q-14*b*g*p*q-58*c*g*p*q-138*a*c*p^2+708*a*b*c-494*a*b-382*a*c-334*b*c-215*b*g-180*c*g+140*c*p-118*c*q-144*b^2-185*b*p-63*a*p-21*g*p^2*q-6*g*p*q^2+70*r*b^2-12*b*r+388*c*r-144*a*q+514*r*a^2+93*p^2-321*a*g-38*g*p+684*a^2*c+462*a^2*p+236*a^2*q+904*a*c^2+354*a*p^2+460*b*c^2+456*c^2*g+696*c^2*p+416*c*p^2+177*g*p^2+132*p^2*q+222*a*g*q+267*c*g*q-326*a^2+624*c^2*r+329*p*r+374*a*p*q+352*b*c*g+606*b*c*p+239*b*g*p+580*c*g*p+425*c*p*q+179*g*p*q+174*a*b*q-14*r^3+119*q*r-6*b^2*g*p-10*b^2*g*r-48*b*c^2*g-104*b*c^2*p-24*b*c^2*q-12*b*c*g^2-70*b*c*p^2-9*b*g^2*p-2*b*g^2*q-19*b*g^2*r-24*b*g*p^2+242*a*b*g+81*p^3+500*c*b*r+720*c*p*r+324*c*q*r+315*r*b*p+334*r*p*g+155*r*q*g+496*r*a*b+230*r*b*g+187*r*p*q+681*r*a*p+83*r*b*q+509*r*a*g+327*r*a*q-3*r^4-122*r*c*b*g-256*r*c*p*g-208*r*c*b*p-110*r*c*q*g-152*r*p*a*b-77*r*p*b*g-179*r*p*a*g-236*r*c*a*b-174*r*c*p*q-496*r*c*a*p-56*r*c*b*q-274*r*c*a*g-228*r*c*a*q-36*r*q*b*p-72*r*q*p*g-52*r*q*a*b-24*r*q*b*g-150*r*q*a*p-88*r*q*a*g-102*c*b*r^2-40*p*r^3-3*r^2*q^2-9*b*r^3-35*r^3*g-71*a*r^3-6*q*r^3-33*r^2*g^2-334*c*a*r^2-171*c*r^2*g-244*c*p*r^2-92*c*q*r^2-59*r^2*b*p-101*r^2*p*g-43*r^2*q*g-92*r^2*a*b-45*r^2*b*g-52*r^2*p*q-199*r^2*a*p-9*r^2*b*q-128*r^2*a*g-89*r^2*a*q-63*r*b*p^2-74*c*r^3-70*r^2*p^2-6*r^2*b^2-124*r^2*a^2-210*c^2*r^2-176*r*c^3-39*r*p^3-24*r*a*q^2-260*r*c*a^2-328*r*c^2*p-28*r*c*b^2-46*r*p*g^2-15*r*p*q^2-168*r*b*c^2-21*r*q*g^2-136*r*c^2*q-78*r*p^2*g-198*r*c*p^2-54*r*q*p^2-92*r*q*a^2-11*r*q^2*g-18*r*p*b^2-153*r*a*p^2-72*r*c*g^2-174*r*p*a^2-24*r*c*q^2-204*r*c^2*g-156*b*q-36*a*b*c*q-36*a*b*g*p-10*a*b*g*q-72*a*b*g*r-32*a*b*p*q)*x^2+(-181*a*q^2-400*b^2*c-236*b^2*p-223*c*q^2-95*g^2*q-92*g*q^2-129*p*q^2-510-203*p*r^2+929*p+1132*a+109*g^2+104*c^2*g*p+420*r*a*c^2+60*c^3*g+92*c^3*p+60*c^3*q+30*c^2*g^2+78*c^2*p^2+30*c^2*q^2+5*c*g^3+29*c*p^3+5*c*q^3+3*g^3*p+2*g^3*q+8*g^3*r+10*g^2*p^2+4*g^2*q^2+11*g*p^3+2*g*q^3+12*p^3*q+12*p^2*q^2+4*p*q^3+80*b*c^3-1454*c*a*r+623*g-758*c*r*g-111*r*q^2+15*b*p^3-96*r*g-250*b*r^2-336*a^2*b-260*a^2*g-228*a*b^2-149*a*g^2-134*b^2*g-113*b*g^2+16*a*b*q^2-25*q^3-195*r^2*g-592*c^2*q+30*b*p^2*q+15*b*p*q^2+68*c^2*g*q+108*c^2*p*q+35*c*g^2*p+23*c*g^2*q+59*c*g*p^2+23*c*g*q^2+63*c*p^2*q+39*c*p*q^2+14*g^2*p*q+164*a*b*c*p+121*g*q-14*p*q-624*b*c*q-240*b*g*q-369*b*p*q+68*a*b*c*g+1026*r+802*b-492*c^3-148*a^3-401*a*r^2-119*q*r^2-132*g^2*p-235*c*g^2-167*r*g^2-80*a*r-265*b*p^2-319*r^2+56*a^2*b*c+36*a^2*b*p+24*a^2*b*q+88*a^2*b*r+44*a^2*c*g+108*a^2*c*p+76*a^2*c*q+28*a^2*g*p+20*a^2*g*q+72*a^2*g*r+48*a^2*p*q+40*a*b^2*c+24*a*b^2*p+12*a*b^2*q+56*a*b^2*r+136*a*b*c^2+48*a*b*p^2+24*a^3*c+16*a^3*p+12*a^3*q+40*a^3*r+88*a^2*c^2+32*a^2*p^2+16*a^2*q^2+104*a*c^3+20*a*p^3+5*a*q^3+8*b^3*c+4*b^3*p+8*b^3*r+48*b^2*c^2+16*b^2*p^2+104*a*c^2*g+184*a*c^2*p+124*a*c^2*q+26*a*c*g^2+46*a*c*q^2+16*a*g^2*p+11*a*g^2*q+42*a*g^2*r+36*a*g*p^2+16*a*g*q^2+45*a*p^2*q+30*a*p*q^2+24*b^2*c*g+124*a*c*g*p+37*q^2+40*c^4-28*g^3+4*p^4+28*c^2+56*b^2*c*p+94*b*c*g*p-381*c*r^2-678*a*b*p-854*a*c*g-1240*a*c*p-918*a*c*q-485*a*g*p+1570*c-242*r*p^2+680*q+84*a*c*g*q+152*a*c*p*q+52*a*g*p*q+54*b*c*g*q+100*b*c*p*q+34*b*g*p*q+82*c*g*p*q+106*a*c*p^2-1168*a*b*c+846*a*b+582*a*c+554*b*c+389*b*g+232*c*g-88*c*p+88*c*q+360*b^2+277*b*p+231*a*p+24*g*p^2*q+15*g*p*q^2-276*r*b^2+28*b*r-128*b^2*q-104*b*q^2-546*c*r+250*a*q-586*r*a^2-51*p^2-40*b^3+461*a*g+86*g*p-768*a^2*c-442*a^2*p-334*a^2*q-1112*a*c^2-342*a*p^2-832*b*c^2-604*c^2*g-808*c^2*p-439*c*p^2-183*g*p^2-183*p^2*q-357*a*g*q-486*c*g*q+486*a^2-848*c^2*r-359*p*r-523*a*p*q-642*b*c*g-946*b*c*p-368*b*g*p-668*c*g*p-662*c*p*q-275*g*p*q-462*a*b*q-31*r^3-220*q*r+24*b^2*c*q+14*b^2*g*p+6*b^2*g*q+32*b^2*g*r+16*b^2*p*q+80*b*c^2*g+140*b*c^2*p+80*b*c^2*q+20*b*c*g^2+80*b*c*p^2+20*b*c*q^2+12*b*g^2*p+7*b*g^2*q+30*b*g^2*r+27*b*g*p^2+7*b*g*q^2-394*a*b*g-79*p^3-1024*c*b*r-908*c*p*r-646*c*q*r-575*r*b*p-410*r*p*g-294*r*q*g-862*r*a*b-446*r*b*g-353*r*p*q-789*r*a*p-368*r*b*q-627*r*a*g-582*r*a*q+12*r^4+204*r*c*b*g+260*r*c*p*g+324*r*c*b*p+180*r*c*q*g+208*r*p*a*b+115*r*p*b*g+165*r*p*a*g+364*r*c*a*b+258*r*c*p*q+468*r*c*a*p+192*r*c*b*q+294*r*c*a*g+336*r*c*a*q+114*r*q*b*p+102*r*q*p*g+140*r*q*a*b+72*r*q*b*g+192*r*q*a*p+122*r*q*a*g+222*c*b*r^2+58*p*r^3+24*r^2*q^2+42*b*r^3+46*r^3*g+89*a*r^3+30*q*r^3+38*r^2*g^2+372*c*a*r^2+203*c*r^2*g+275*c*p*r^2+175*c*q*r^2+124*r^2*b*p+110*r^2*p*g+74*r^2*q*g+162*r^2*a*b+86*r^2*b*g+98*r^2*p*q+203*r^2*a*p+66*r^2*b*q+137*r^2*a*g+145*r^2*a*q+24*r*b*q^2+90*r*b*p^2+107*c*r^3+74*r^2*p^2+40*r^2*b^2+122*r^2*a^2+254*c^2*r^2+204*r*c^3+6*r*q^3+33*r*p^3+63*r*a*q^2+256*r*c*a^2+336*r*c^2*p+108*r*c*b^2+28*r*q*b^2+46*r*p*g^2+45*r*p*q^2+288*r*b*c^2+33*r*q*g^2+228*r*c^2*q+71*r*p^2*g+183*r*c*p^2+72*r*q*p^2+112*r*q*a^2+31*r*q^2*g+62*r*p*b^2+129*r*a*p^2+83*r*c*g^2+146*r*p*a^2+75*r*c*q^2+236*r*c^2*g+296*b*q+100*a*b*c*q+42*a*b*g*p+26*a*b*g*q+104*a*b*g*r+64*a*b*p*q)*x^3-(2*a+2*b+2*c+g+p+q+r+4)*(3*a*q^2+4*b^2*c+2*b^2*p+6*c*q^2+g^2*q+2*g*q^2+3*p*q^2-60+18*p*r^2+116*p+156*a-12*g^2+36*c*a*r+96*g+24*c*r*g+9*r*q^2-72*r*g+18*b*r^2+q^3+12*r^2*g+12*c^2*q-42*g*q-60*p*q+12*b*c*q+3*b*g*q+6*b*p*q+143*r+156*b+8*c^3+18*a*r^2+18*q*r^2+g^2*p+2*c*g^2+3*r*g^2-111*a*r+3*b*p^2-72*r^2-30*q^2-120*c^2+36*c*r^2+4*a*b*p+6*a*c*g+12*a*c*p+12*a*c*q+3*a*g*p+232*c+9*r*p^2+116*q+8*a*b*c-48*a*b-128*a*c-128*b*c-36*b*g-84*c*g-120*c*p-120*c*q-24*b^2-64*b*p-64*a*p+6*r*b^2-111*b*r+2*b^2*q+3*b*q^2-198*c*r-64*a*q+6*r*a^2-30*p^2-36*a*g-42*g*p+4*a^2*c+2*a^2*p+2*a^2*q+12*a*c^2+3*a*p^2+12*b*c^2+8*c^2*g+12*c^2*p+6*c*p^2+2*g*p^2+3*p^2*q+3*a*g*q+8*c*g*q-24*a^2+36*c^2*r-99*p*r+6*a*p*q+6*b*c*g+12*b*c*p+3*b*g*p+8*c*g*p+12*c*p*q+4*g*p*q+4*a*b*q+10*r^3-99*q*r+p^3+36*c*b*r+36*c*p*r+36*c*q*r+18*r*b*p+12*r*p*g+12*r*q*g+12*r*a*b+9*r*b*g+18*r*p*q+18*r*a*p+18*r*b*q+9*r*a*g+18*r*a*q-64*b*q)*x^4)*dx^2+(-2*g^2*q-4*c^3*q*r-6*c^2*g^2*r-30*c^2*p^2*r-c*g^3*r-13*c*p^3*r-g^3*p*r-4*g^2*p^2*r-5*g*p^3*r-2*p^3*q*r+39*p*r^2+10*p+20*a-4*g^2+80*c^2*g*p+148*r*a*c^2+24*c^3*g+72*c^3*p+8*c^3*q+12*c^2*g^2+92*c^2*p^2+2*c*g^3+46*c*p^3+2*g^3*p+3*g^3*r+12*g^2*p^2+18*g*p^3+8*p^3*q+16*b*c^3+52*c*a*r-8*c^4*r+6*g-8*a*b*c*g*r-2*p^4*r+24*c*r*g+10*b*p^3-20*r*g+10*b*r^2-24*a^2*b-32*a^2*g-14*a*g^2-4*b*g^2+15*r^2*g-8*c^2*q+8*c^2*g*q+32*c^2*p*q+26*c*g^2*p+2*c*g^2*q+70*c*g*p^2+30*c*p^2*q+4*g^2*p*q+72*a*b*c*p-4*p*q+16*a*b*c*g+2*r+4*b-24*a^3+38*a*r^2-12*b*c*g*p*r+12*q*r^2-10*a*g*p*q*r-6*g^2*p-8*c*g^2-54*a*r-10*b*p^2-8*a^3*c*r-8*a^3*p*r-4*a^3*q*r-4*a^2*b*r^2-24*a^2*c^2*r-12*a^2*g*r^2-16*a^2*p^2*r-24*a*c^3*r-10*r^2+16*a^2*b*c+24*a^2*b*p+28*a^2*b*r+24*a^2*c*g+136*a^2*c*p+24*a^2*c*q+40*a^2*g*p+8*a^2*g*q+48*a^2*g*r+32*a^2*p*q+32*a*b*c^2+32*a*b*p^2+16*a^3*c+32*a^3*p+8*a^3*q+36*a^3*r+48*a^2*c^2+64*a^2*p^2+48*a*c^3+40*a*p^3+48*a*c^2*g+176*a*c^2*p+24*a*c^2*q+12*a*c*g^2+16*a*g^2*p+2*a*g^2*q+21*a*g^2*r+56*a*g*p^2+30*a*p^2*q+120*a*c*g*p-10*c*g*p*q*r-9*c*p^2*q*r-2*g^2*p*q*r-4*g*p^2*q*r-8*a^2*b*c*r-4*a^2*b*p*r-12*a^2*c*g*r-44*a^2*c*p*r-12*a^2*c*q*r-12*a^2*g*p*r-4*a^2*g*q*r-12*a^2*p*q*r-16*a*b*c^2*r-6*a*b*g*r^2-4*a*b*p^2*r+16*c^4-2*g^3+8*p^4-28*c^2+32*b*c*g*p+44*c*r^2-36*a*b*p-40*a*c*g+24*a*c*p-16*a*c*q-18*a*g*p+12*c+39*r*p^2+2*q+16*a*c*g*q+64*a*c*p*q+24*a*g*p*q+24*c*g*p*q+156*a*c*p^2-8*a^3*r^2-40*a*b*c+4*a*b-56*a*c-4*b*c-22*c*g-58*c*p-2*c*q-4*b*p-66*a*p+12*g*p^2*q-12*b*r-38*c*r-2*a*q-20*a*b*c*p*r-6*a*b*g*p*r-24*a*c^2*g*r-64*a*c^2*p*r-12*a*c^2*q*r-6*a*c*g^2*r-46*a*c*p^2*r-6*a*g^2*p*r+4*r*a^2-26*p^2-22*a*g-26*g*p-48*a^2*c-12*a^2*p-8*a^2*q-24*a*c^2+28*a*p^2-16*b*c^2-8*c^2*g+36*c^2*p+46*c*p^2+10*g*p^2-8*a*g*q-8*c*g*q-28*a^2+48*c^2*r-34*p*r-6*a*p*q-16*b*c*g-24*b*c*p-14*b*g*p+6*c*g*p-6*c*p*q-4*g*p*q+14*r^3-8*q*r+16*b*c^2*g+48*b*c^2*p+4*b*c*g^2+40*b*c*p^2+4*b*g^2*p+6*b*g^2*r+14*b*g*p^2-44*a*c*g*p*r-8*a*c*g*q*r-24*a*c*p*q*r-6*a*g^2*r^2-10*a*p^3*r-8*b*c^3*r-2*b*g^2*r^2-b*p^3*r-12*c^3*g*r-28*c^3*p*r-g^3*r^2-a*g^2*q*r-16*a*g*p^2*r-9*a*p^2*q*r-8*b*c^2*g*r-16*b*c^2*p*r-2*b*c*g^2*r-8*b*c*p^2*r-2*b*g^2*p*r-3*b*g*p^2*r-32*c^2*g*p*r-4*c^2*g*q*r-12*c^2*p*q*r-11*c*g^2*p*r-c*g^2*q*r-23*c*g*p^2*r-20*a*b*g+14*p^3+92*c*p*r+6*c*q*r+27*r*p*g-20*r*a*b-6*r*b*g+12*r*p*q+66*r*a*p+2*r*a*g+6*r*a*q+(r-4)*(2*a+2*b+2*c+g+p+q+r+4)*(6*a*q^2+8*b^2*c+4*b^2*p+12*c*q^2+2*g^2*q+4*g*q^2+6*p*q^2+15+12*p*r^2+7*p+27*a-9*g^2+36*c*a*r+12*g+24*c*r*g+9*r*q^2-28*r*g+12*b*r^2+2*q^3+8*r^2*g+24*c^2*q-24*g*q-30*p*q+24*b*c*q+6*b*g*q+12*b*p*q+4*r+27*b+16*c^3+12*a*r^2+12*q*r^2+2*g^2*p+4*c*g^2+3*r*g^2-45*a*r+6*b*p^2-18*r^2-15*q^2-60*c^2+24*c*r^2+8*a*b*p+12*a*c*g+24*a*c*p+24*a*c*q+6*a*g*p+14*c+9*r*p^2+7*q+16*a*b*c-36*a*b-76*a*c-76*b*c-27*b*g-48*c*g-60*c*p-60*c*q-18*b^2-38*b*p-38*a*p+6*r*b^2-45*b*r+4*b^2*q+6*b*q^2-66*c*r-38*a*q+6*r*a^2-15*p^2-27*a*g-24*g*p+8*a^2*c+4*a^2*p+4*a^2*q+24*a*c^2+6*a*p^2+24*b*c^2+16*c^2*g+24*c^2*p+12*c*p^2+4*g*p^2+6*p^2*q+6*a*g*q+16*c*g*q-18*a^2+36*c^2*r-33*p*r+12*a*p*q+12*b*c*g+24*b*c*p+6*b*g*p+16*c*g*p+24*c*p*q+8*g*p*q+8*a*b*q+5*r^3-33*q*r+2*p^3+36*c*b*r+36*c*p*r+36*c*q*r+18*r*b*p+12*r*p*g+12*r*q*g+12*r*a*b+9*r*b*g+18*r*p*q+18*r*a*p+18*r*b*q+9*r*a*g+18*r*a*q-38*b*q)*x^3-4*r^4+32*r*c*b*g+106*r*c*p*g+54*r*c*b*p+24*r*c*q*g+52*r*p*a*b+23*r*p*b*g+98*r*p*a*g+68*r*c*a*b+40*r*c*p*q+240*r*c*a*p+116*r*c*a*g+56*r*c*a*q+18*r*q*p*g+40*r*q*a*p+24*r*q*a*g-10*r^2*c*b*g-38*r^2*c*p*g-10*r^2*c*b*p-9*r^2*c*q*g-6*r^2*p*a*b-4*r^2*p*b*g-28*r^2*p*a*g-16*r^2*c*a*b-13*r^2*c*p*q-76*r^2*c*a*p-40*r^2*c*a*g-20*r^2*c*a*q-6*r^2*q*p*g-13*r^2*q*a*p-9*r^2*q*a*g+10*c*b*r^2-2*p*r^3-2*b*r^3+4*r^3*g+8*a*r^3-4*q*r^3+8*r^2*g^2+82*c*a*r^2+34*c*r^2*g+50*c*p*r^2+8*c*q*r^2+7*r^2*b*p+26*r^2*p*g+5*r^2*q*g+18*r^2*a*b+7*r^2*b*g+r^2*p*q+59*r^2*a*p+39*r^2*a*g+8*r^2*a*q+19*r*b*p^2+2*c*r^3+16*r^2*p^2+46*r^2*a^2+36*c^2*r^2+56*r*c^3+22*r*p^3+128*r*c*a^2+128*r*c^2*p+21*r*p*g^2+40*r*b*c^2+5*r*q*g^2+28*r*c^2*q+40*r*p^2*g+94*r*c*p^2+13*r*q*p^2+28*r*q*a^2+91*r*a*p^2+26*r*c*g^2+112*r*p*a^2+68*r*c^2*g-28*r^2*p*a^2-28*r^2*c^2*g-2*r^3*c*b-18*r^3*c^2-2*r^4*p-2*r^4*g-4*r^4*a-3*r^3*g^2-4*r^4*c-6*r^3*p^2-12*r^3*a^2-24*r^2*c^3-6*r^2*p^3-2*r^2*b*p^2-30*r^3*c*a-15*r^3*c*g-40*r^2*c*a^2-48*r^2*c^2*p-7*r^2*p*g^2-12*r^2*b*c^2-2*r^2*q*g^2-10*r^2*c^2*q-12*r^2*p^2*g-56*r^2*a*c^2-30*r^2*c*p^2-4*r^2*q*p^2-10*r^2*q*a^2-24*r^2*a*p^2-10*r^2*c*g^2-21*r^3*c*p-4*r^3*c*q-r^3*b*p-9*r^3*p*g-2*r^3*q*g-2*r^3*a*b-r^3*b*g-2*r^3*p*q-18*r^3*a*p-12*r^3*a*g-4*r^3*a*q+(60*a*q^2+152*b^2*c+116*b^2*p+60*c*q^2+46*g^2*q+26*g*q^2+42*p*q^2+48*c^3*q*r+36*c^2*g^2*r+108*c^2*p^2*r+12*c^2*q^2*r+6*c*g^3*r+42*c*p^3*r+4*g^3*p*r+2*g^3*q*r+14*g^2*p^2*r+2*g^2*q^2*r+16*g*p^3*r+12*p^3*q*r-92-164*p*r^2-84*p-292*a+62*g^2-416*c^2*g*p-968*r*a*c^2-192*c^3*g-368*c^3*p-128*c^3*q-96*c^2*g^2-368*c^2*p^2-32*c^2*q^2-16*c*g^3-156*c*p^3-12*g^3*p-4*g^3*q-23*g^3*r-48*g^2*p^2-4*g^2*q^2-60*g*p^3-48*p^3*q-24*p^2*q^2-192*b*c^3+90*c*a*r+24*b*c*g*q*r+48*c^4*r-116*g+56*a*b*c*g*r+6*p^4*r+8*c*r*g-2*r*q^2-60*b*p^3+265*r*g-28*b*r^2+312*a^2*b+296*a^2*g+120*a*b^2+152*a*g^2+60*b^2*g+82*b*g^2-70*r^2*g+188*c^2*q-60*b*p^2*q-144*c^2*g*q-304*c^2*p*q-140*c*g^2*p-48*c*g^2*q-280*c*g*p^2-24*c*g*q^2-216*c*p^2*q-60*c*p*q^2-40*g^2*p*q-544*a*b*c*p+74*g*q+212*p*q+192*b*c*q+80*b*g*q+148*b*p*q-176*a*b*c*g-44*r-248*b+136*c^3+192*a^3-126*a*r^2+76*b*c*g*p*r-72*q*r^2+56*a*g*p*q*r+86*g^2*p+138*c*g^2+37*r*g^2+586*a*r+128*b*p^2+32*a^3*c*r+24*a^3*p*r+16*a^3*q*r+36*a^2*b*r^2+112*a^2*c^2*r+48*a^2*g*r^2+48*a^2*p^2*r+12*a^2*q^2*r+8*a*b^2*r^2+128*a*c^3*r+162*r^2-160*a^2*b*c-144*a^2*b*p-48*a^2*b*q-228*a^2*b*r-160*a^2*c*g-528*a^2*c*p-224*a^2*c*q-144*a^2*g*p-64*a^2*g*q-248*a^2*g*r-192*a^2*p*q-64*a*b^2*c-48*a*b^2*p-72*a*b^2*r-352*a*b*c^2-192*a*b*p^2-96*a^3*c-96*a^3*p-48*a^3*q-156*a^3*r-320*a^2*c^2-192*a^2*p^2-32*a^2*q^2-352*a*c^3-120*a*p^3-64*b^2*c^2-32*b^2*p^2-352*a*c^2*g-800*a*c^2*p-304*a*c^2*q-88*a*c*g^2-64*a*c*q^2-72*a*g^2*p-28*a*g^2*q-131*a*g^2*r-192*a*g*p^2-24*a*g*q^2-180*a*p^2*q-60*a*p*q^2-32*b^2*c*g-544*a*c*g*p+76*c*g*p*q*r+10*c*g*q^2*r+60*c*p^2*q*r+18*c*p*q^2*r+14*g^2*p*q*r+24*g*p^2*q*r+8*g*p*q^2*r-4*q^2+48*a^2*b*c*r+32*a^2*b*p*r+16*a^2*b*q*r+56*a^2*c*g*r+152*a^2*c*p*r+80*a^2*c*q*r+40*a^2*g*p*r+24*a^2*g*q*r+56*a^2*p*q*r+16*a*b^2*c*r+8*a*b^2*p*r+112*a*b*c^2*r+42*a*b*g*r^2+40*a*b*p^2*r-128*c^4+26*g^3-24*p^4+508*c^2+6*p^2*q^2*r-96*b^2*c*p-280*b*c*g*p-234*c*r^2+456*a*b*p+564*a*c*g+520*a*c*p+376*a*c*q+340*a*g*p-160*c-93*r*p^2-122*q-208*a*c*g*q-496*a*c*p*q-176*a*g*p*q-64*b*c*g*q-160*b*c*p*q-56*b*g*p*q-232*c*g*p*q-552*a*c*p^2+28*a^3*r^2+672*a*b*c+40*a*b+740*a*c+248*b*c+46*b*g+378*c*g+758*c*p+230*c*q-72*b^2+214*b*p+612*a*p-84*g*p^2*q-24*g*p*q^2+72*r*b^2+222*b*r+604*c*r+198*a*q+136*a*b*c*p*r+48*a*b*c*q*r+36*a*b*g*p*r+16*a*b*g*q*r+32*a*b*p*q*r+128*a*c^2*g*r+248*a*c^2*p*r+112*a*c^2*q*r+32*a*c*g^2*r+152*a*c*p^2*r+24*a*c*q^2*r+22*a*g^2*p*r+210*r*a^2+264*p^2+228*a*g+298*g*p+576*a^2*c+336*a^2*p+188*a^2*q+520*a*c^2+120*a*p^2+328*b*c^2+240*c^2*g+156*c^2*p+44*c*p^2+60*g*p^2+42*p^2*q+186*a*g*q+186*c*g*q+208*a^2-132*c^2*r+431*p*r+200*a*p*q+328*b*c*g+408*b*c*p+218*b*g*p+250*c*g*p+188*c*p*q+104*g*p*q+192*a*b*q-74*r^3+160*q*r-24*b^2*g*p-36*b^2*g*r-192*b*c^2*g-416*b*c^2*p-96*b*c^2*q-48*b*c*g^2-280*b*c*p^2-36*b*g^2*p-8*b*g^2*q-64*b*g^2*r-96*b*g*p^2+168*a*c*g*p*r+80*a*c*g*q*r+152*a*c*p*q*r+27*a*g^2*r^2+30*a*p^3*r+16*b^2*c^2*r+4*b^2*g*r^2+4*b^2*p^2*r+64*b*c^3*r+12*b*g^2*r^2+12*b*p^3*r+72*c^3*g*r+120*c^3*p*r+5*g^3*r^2+12*a*g^2*q*r+52*a*g*p^2*r+10*a*g*q^2*r+48*a*p^2*q*r+18*a*p*q^2*r+8*b^2*c*g*r+16*b^2*c*p*r+4*b^2*g*p*r+64*b*c^2*g*r+112*b*c^2*p*r+32*b*c^2*q*r+16*b*c*g^2*r+64*b*c*p^2*r+10*b*g^2*p*r+4*b*g^2*q*r+40*b*c*p*q*r+22*b*g*p^2*r+12*b*p^2*q*r+136*c^2*g*p*r+56*c^2*g*q*r+96*c^2*p*q*r+46*c*g^2*p*r+20*c*g^2*q*r+82*c*g*p^2*r+320*a*b*g+170*c*b*r-242*c*p*r-20*c*q*r+111*r*b*p-22*r*p*g+17*r*q*g+318*r*a*b+125*r*b*g-37*r*p*q-17*r*a*p+46*r*b*q+179*r*a*g+34*r*a*q+10*r^4-348*r*c*b*g-632*r*c*p*g-566*r*c*b*p-273*r*c*q*g-452*r*p*a*b-225*r*p*b*g-491*r*p*a*g-684*r*c*a*b-419*r*c*p*q-1256*r*c*a*p-154*r*c*b*q-746*r*c*a*g-574*r*c*a*q-101*r*q*b*p-179*r*q*p*g-154*r*q*a*b-69*r*q*b*g-380*r*q*a*p-234*r*q*a*g+72*r^2*c*b*g+168*r^2*c*p*g+102*r^2*c*b*p+75*r^2*c*q*g+72*r^2*p*a*b+39*r^2*p*b*g+111*r^2*p*a*g+132*r^2*c*a*b+105*r^2*c*p*q+312*r^2*c*a*p+26*r^2*c*b*q+186*r^2*c*a*g+150*r^2*c*a*q+13*r^2*q*b*p+45*r^2*q*p*g+26*r^2*q*a*b+13*r^2*q*b*g+90*r^2*q*a*p+60*r^2*q*a*g-200*c*b*r^2-32*p*r^3+2*r^2*q^2-6*b*r^3-38*r^3*g-88*a*r^3+12*q*r^3-64*r^2*g^2-588*c*a*r^2-283*c*r^2*g-377*c*p*r^2-132*c*q*r^2-126*r^2*b*p-175*r^2*p*g-69*r^2*q*g-220*r^2*a*b-100*r^2*b*g-75*r^2*p*q-365*r^2*a*p-10*r^2*b*q-261*r^2*a*g-150*r^2*a*q-177*r*b*p^2-58*c*r^3-113*r^2*p^2-16*r^2*b^2-266*r^2*a^2-310*c^2*r^2-404*r*c^3-95*r*p^3-62*r*a*q^2-720*r*c*a^2-768*r*c^2*p-88*r*c*b^2-124*r*p*g^2-37*r*p*q^2-440*r*b*c^2-55*r*q*g^2-326*r*c^2*q-196*r*p^2*g-473*r*c*p^2-132*r*q*p^2-248*r*q*a^2-29*r*q^2*g-60*r*p*b^2-394*r*a*p^2-193*r*c*g^2-486*r*p*a^2-62*r*c*q^2-496*r*c^2*g+102*r^2*p*a^2+14*r^2*c*q^2+144*r^2*c^2*g+30*r^3*c*b+94*r^3*c^2+11*r^4*p+11*r^4*g+22*r^4*a+15*r^3*g^2+22*r^4*c+28*r^3*p^2+52*r^3*a^2+124*r^2*c^3+23*r^2*p^3+27*r^2*b*p^2+146*r^3*c*a+77*r^3*c*g+14*r^2*a*q^2+168*r^2*c*a^2+216*r^2*c^2*p+8*r^2*c*b^2+30*r^2*p*g^2+7*r^2*p*q^2+96*r^2*b*c^2+15*r^2*q*g^2+90*r^2*c^2*q+48*r^2*p^2*g+264*r^2*a*c^2+123*r^2*c*p^2+30*r^2*q*p^2+60*r^2*q*a^2+7*r^2*q^2*g+4*r^2*p*b^2+90*r^2*a*p^2+51*r^2*c*g^2+103*r^3*c*p+36*r^3*c*q+15*r^3*b*p+43*r^3*p*g+18*r^3*q*g+30*r^3*a*b+15*r^3*b*g+18*r^3*p*q+82*r^3*a*p+56*r^3*a*g+36*r^3*a*q-48*b*q-144*a*b*c*q-144*a*b*g*p-40*a*b*g*q-242*a*b*g*r-128*a*b*p*q+16*b*g*p*q*r)*x+(-222*a*q^2-672*b^2*c-408*b^2*p-258*c*q^2-138*g^2*q-120*g*q^2-126*p*q^2-108*c^3*q*r-54*c^2*g^2*r-126*c^2*p^2*r-54*c^2*q^2*r-9*c*g^3*r-45*c*p^3*r-5*g^3*p*r-4*g^3*q*r-16*g^2*p^2*r-8*g^2*q^2*r-17*g*p^3*r-18*p^3*q*r+324+226*p*r^2+246*p+816*a-150*g^2+624*c^2*g*p+1668*r*a*c^2+360*c^3*g+552*c^3*p+360*c^3*q+180*c^2*g^2+468*c^2*p^2+180*c^2*q^2+30*c*g^3+174*c*p^3+30*c*q^3+18*g^3*p+12*g^3*q+41*g^3*r+60*g^2*p^2+24*g^2*q^2+66*g*p^3+12*g*q^3+72*p^3*q+72*p^2*q^2+24*p*q^3+480*b*c^3-544*c*a*r-90*b*c*g*q*r-72*c^4*r+354*g-108*a*b*c*g*r-6*p^4*r-186*c*r*g-32*r*q^2+90*b*p^3-664*r*g+3*b*r^2-720*a^2*b-552*a^2*g-504*a*b^2-318*a*g^2-300*b^2*g-246*b*g^2+96*a*b*q^2-42*q^3-9*a*q^3*r+89*r^2*g-528*c^2*q+180*b*p^2*q+90*b*p*q^2+408*c^2*g*q+648*c^2*p*q+210*c*g^2*p+138*c*g^2*q+354*c*g*p^2+138*c*g*q^2+378*c*p^2*q+234*c*p*q^2+84*g^2*p*q+984*a*b*c*p-342*g*q-624*p*q-864*b*c*q-396*b*g*q-486*b*p*q+408*a*b*c*g+118*r+780*b-360*c^3-312*a^3+99*a*r^2-142*b*c*g*p*r+133*q*r^2-86*a*g*p*q*r-180*g^2*p-330*c*g^2-113*r*g^2-1230*a*r-294*b*p^2-40*a^3*c*r-24*a^3*p*r-20*a^3*q*r-68*a^2*b*r^2-152*a^2*c^2*r-60*a^2*g*r^2-48*a^2*p^2*r-28*a^2*q^2*r-40*a*b^2*r^2-184*a*c^3*r-441*r^2+336*a^2*b*c+216*a^2*b*p+144*a^2*b*q+452*a^2*b*r+264*a^2*c*g+648*a^2*c*p+456*a^2*c*q+168*a^2*g*p+120*a^2*g*q+368*a^2*g*r+288*a^2*p*q+240*a*b^2*c+144*a*b^2*p+72*a*b^2*q+292*a*b^2*r+816*a*b*c^2+288*a*b*p^2+144*a^3*c+96*a^3*p+72*a^3*q+204*a^3*r+528*a^2*c^2+192*a^2*p^2+96*a^2*q^2+624*a*c^3+120*a*p^3+30*a*q^3+48*b^3*c+24*b^3*p+44*b^3*r+288*b^2*c^2+96*b^2*p^2+624*a*c^2*g+1104*a*c^2*p+744*a*c^2*q+156*a*c*g^2+276*a*c*q^2+96*a*g^2*p+66*a*g^2*q+215*a*g^2*r+216*a*g*p^2+96*a*g*q^2+270*a*p^2*q+180*a*p*q^2+144*b^2*c*g+744*a*c*g*p-138*c*g*p*q*r-43*c*g*q^2*r-99*c*p^2*q*r-63*c*p*q^2*r-24*g^2*p*q*r-38*g*p^2*q*r-25*g*p*q^2*r-174*q^2-88*a^2*b*c*r-52*a^2*b*p*r-40*a^2*b*q*r-76*a^2*c*g*r-172*a^2*c*p*r-132*a^2*c*q*r-44*a^2*g*p*r-36*a^2*g*q*r-76*a^2*p*q*r-56*a*b^2*c*r-32*a*b^2*p*r-216*a*b*c^2*r-82*a*b*g*r^2-68*a*b*p^2*r-20*a*b^2*q*r-28*a*b*q^2*r+240*c^4-60*g^3+24*p^4-1272*c^2-18*p^2*q^2*r+336*b^2*c*p+564*b*c*g*p+380*c*r^2-1044*a*b*p-1236*a*c*g-1248*a*c*p-1044*a*c*q-678*a*g*p+492*c+59*r*p^2+300*q+504*a*c*g*q+912*a*c*p*q+312*a*g*p*q+324*b*c*g*q+600*b*c*p*q+204*b*g*p*q+492*c*g*p*q+636*a*c*p^2-32*a^3*r^2-8*b^3*c*r-4*b^3*p*r-1824*a*b*c-180*a*b-1548*a*c-996*b*c-234*b*g-936*c*g-1536*c*p-984*c*q+72*b^2-4*b^3*r^2-642*b*p-990*a*p+144*g*p^2*q+90*g*p*q^2-362*r*b^2-832*b*r-264*b^2*q-192*b*q^2-1560*c*r-624*a*q-244*a*b*c*p*r-164*a*b*c*q*r-62*a*b*g*p*r-46*a*b*g*q*r-96*a*b*p*q*r-184*a*c^2*g*r-304*a*c^2*p*r-220*a*c^2*q*r-46*a*c*g^2*r-166*a*c*p^2*r-82*a*c*q^2*r-26*a*g^2*p*r-532*r*a^2-450*p^2-96*b^3-426*a*g-576*g*p-1152*a^2*c-636*a^2*p-492*a^2*q-1200*a*c^2-324*a*p^2-960*b*c^2-600*c^2*g-528*c^2*p-258*c*p^2-162*g*p^2-126*p^2*q-522*a*g*q-540*c*g*q-252*a^2+80*c^2*r-916*p*r-546*a*p*q-972*b*c*g-1068*b*c*p-552*b*g*p-624*c*g*p-516*c*p*q-282*g*p*q-756*a*b*q+125*r^3-631*q*r+144*b^2*c*q+84*b^2*g*p+36*b^2*g*q+168*b^2*g*r+96*b^2*p*q+480*b*c^2*g+840*b*c^2*p+480*b*c^2*q+120*b*c*g^2+480*b*c*p^2+120*b*c*q^2+72*b*g^2*p+42*b*g^2*q+155*b*g^2*r+162*b*g*p^2+42*b*g*q^2-204*a*c*g*p*r-152*a*c*g*q*r-248*a*c*p*q*r-36*a*g^2*r^2-30*a*p^3*r-64*b^2*c^2*r-22*b^2*g*r^2-20*b^2*p^2*r-128*b*c^3*r-24*b*g^2*r^2-21*b*p^3*r-108*c^3*g*r-156*c^3*p*r-7*g^3*r^2-21*a*g^2*q*r-56*a*g*p^2*r-30*a*g*q^2*r-69*a*p^2*q*r-48*a*p*q^2*r-32*b^2*c*g*r-72*b^2*c*p*r-18*b^2*g*p*r-128*b*c^2*g*r-212*b*c^2*p*r-128*b*c^2*q*r-32*b*c*g^2*r-116*b*c*p^2*r-18*b*g^2*p*r-13*b*g^2*q*r-148*b*c*p*q*r-39*b*g*p^2*r-42*b*p^2*q*r-176*c^2*g*p*r-124*c^2*g*q*r-180*c^2*p*q*r-59*c*g^2*p*r-43*c*g^2*q*r-95*c*g*p^2*r-32*b^2*c*q*r-10*b^2*g*q*r-20*b^2*p*q*r-32*b*c*q^2*r-13*b*g*q^2*r-852*a*b*g-42*p^3-568*c*b*r+158*c*p*r-24*c*q*r-308*r*b*p-80*r*p*g-96*r*q*g-894*r*a*b-410*r*b*g+27*r*p*q-246*r*a*p-287*r*b*q-492*r*a*g-225*r*a*q+9*r^4+896*r*c*b*g+1018*r*c*p*g+1326*r*c*b*p+702*r*c*q*g+924*r*p*a*b+507*r*p*b*g+710*r*p*a*g+1612*r*c*a*b+970*r*c*p*q+1864*r*c*a*p+794*r*c*b*q+1264*r*c*a*g+1332*r*c*a*q+474*r*q*b*p+400*r*q*p*g+616*r*q*a*b+314*r*q*b*g+764*r*q*a*p+517*r*q*a*g-162*r^2*c*b*g-230*r^2*c*p*g-248*r^2*c*b*p-160*r^2*c*q*g-158*r^2*p*a*b-88*r^2*p*b*g-140*r^2*p*a*g-288*r^2*c*a*b-218*r^2*c*p*q-404*r^2*c*a*p-138*r^2*c*b*q-260*r^2*c*a*g-294*r^2*c*a*q-79*r^2*q*b*p-87*r^2*q*p*g-110*r^2*q*a*b-56*r^2*q*b*g-161*r^2*q*a*p-108*r^2*q*a*g+688*c*b*r^2+103*p*r^3+61*r^2*q^2+101*b*r^3+93*r^3*g+196*a*r^3+46*q*r^3+124*r^2*g^2+1086*c*a*r^2+570*c*r^2*g+708*c*p*r^2+444*c*q*r^2+391*r^2*b*p+313*r^2*p*g+203*r^2*q*g+580*r^2*a*b+299*r^2*b*g+254*r^2*p*q+599*r^2*a*p+207*r^2*b*q+460*r^2*a*g+415*r^2*a*q+104*r*b*q^2+370*r*b*p^2+183*c*r^3+193*r^2*p^2+156*r^2*b^2+424*r^2*a^2+644*c^2*r^2+756*r*c^3+24*r*q^3+124*r*p^3+249*r*a*q^2+1116*r*c*a^2+1252*r*c^2*p+496*r*c*b^2+134*r*q*b^2+196*r*p*g^2+172*r*p*q^2+1172*r*b*c^2+138*r*q*g^2+852*r*c^2*q+279*r*p^2*g+685*r*c*p^2+272*r*q*p^2+482*r*q*a^2+121*r*q^2*g+288*r*p*b^2+515*r*a*p^2+353*r*c*g^2+636*r*p*a^2+285*r*c*q^2+920*r*c^2*g-120*r^2*p*a^2-59*r^2*c*q^2-216*r^2*c^2*g-108*r^3*c*b-154*r^3*c^2-3*r^5-24*r^4*p-9*r^3*q^2-12*r^4*b-20*r^4*g-39*r^4*a-9*r^4*q-23*r^3*g^2-45*r^4*c-43*r^3*p^2-14*r^3*b^2-70*r^3*a^2-188*r^2*c^3-3*r^2*q^3-28*r^2*p^3-12*r^2*b*q^2-67*r^2*b*p^2-222*r^3*c*a-123*r^3*c*g-53*r^2*a*q^2-220*r^2*c*a^2-300*r^2*c^2*p-68*r^2*c*b^2-14*r^2*q*b^2-40*r^2*p*g^2-34*r^2*p*q^2-228*r^2*b*c^2-30*r^2*q*g^2-200*r^2*c^2*q-61*r^2*p^2*g-376*r^2*a*c^2-159*r^2*c*p^2-59*r^2*q*p^2-96*r^2*q*a^2-26*r^2*q^2*g-38*r^2*p*b^2-108*r^2*a*p^2-75*r^2*c*g^2-163*r^3*c*p-95*r^3*c*q-59*r^3*b*p-65*r^3*p*g-42*r^3*q*g-84*r^3*a*b-44*r^3*b*g-52*r^3*p*q-118*r^3*a*p-24*r^3*b*q-81*r^3*a*g-83*r^3*a*q-9*c*q^3*r-21*b*p*q^2*r-276*b*q-4*g*q^3*r-6*p*q^3*r+600*a*b*c*q+252*a*b*g*p+156*a*b*g*q+536*a*b*g*r+384*a*b*p*q-52*b*g*p*q*r)*x^2+20*a*b*g*p+26*a*b*g*r)*dx-4*a^2*b*q*r^2-16*a^2*c*g*r^2-32*a^2*c*p*r^2-24*a^2*c*q*r^2-8*a^2*g*p*r^2-8*a^2*g*q*r^2-12*a^2*p*q*r^2-24*a*b*c^2*r^2-6*a*b*g*r^3-4*a*b*p^2*r^2-40*a*c^2*g*r^2-60*a*c^2*p*r^2-36*a*c^2*q*r^2-10*a*c*g^2*r^2-30*a*c*p^2*r^2-8*a*c*q^2*r^2-8*a^2*b*c*r^2-72*a*b*c*q-72*a*b*g*p-20*a*b*g*q-92*a*b*g*r-64*a*b*p*q+(r-3)*(-22*a*q^2+32*b^2*c+24*b^2*p-34*c*q^2-2*g^2*q-8*g*q^2-30*p*q^2+48*c^3*q*r+24*c^2*g^2*r+48*c^2*p^2*r+24*c^2*q^2*r+4*c*g^3*r+16*c*p^3*r+2*g^3*p*r+2*g^3*q*r+6*g^2*p^2*r+4*g^2*q^2*r+6*g*p^3*r+6*p^3*q*r-4-73*p*r^2+70*p+72*a+46*g^2-208*c^2*g*p-244*r*a*c^2-120*c^3*g-184*c^3*p-120*c^3*q-60*c^2*g^2-156*c^2*p^2-60*c^2*q^2-10*c*g^3-58*c*p^3-10*c*q^3-6*g^3*p-4*g^3*q-8*g^3*r-20*g^2*p^2-8*g^2*q^2-22*g*p^3-4*g*q^3-24*p^3*q-24*p^2*q^2-8*p*q^3-160*b*c^3-278*c*a*r+36*b*c*g*q*r+32*c^4*r+58*g+40*a*b*c*g*r+2*p^4*r-166*c*r*g-14*r*q^2-30*b*p^3+33*r*g-38*b*r^2+96*a^2*b+72*a^2*g+72*a*b^2+42*a*g^2+44*b^2*g+34*b*g^2-32*a*b*q^2+2*q^3+4*a*q^3*r-45*r^2*g-160*c^2*q-60*b*p^2*q-30*b*p*q^2-136*c^2*g*q-216*c^2*p*q-70*c*g^2*p-46*c*g^2*q-118*c*g*p^2-46*c*g*q^2-126*c*p^2*q-78*c*p*q^2-28*g^2*p*q-328*a*b*c*p+46*g*q+28*p*q-32*b*c*q+16*b*g*q-30*b*p*q-136*a*b*c*g+54*r+28*b-168*c^3+40*a^3-82*a*r^2+48*b*c*g*p*r-34*q*r^2+34*a*g*p*q*r-8*g^2*p-10*c*g^2-21*r*g^2+76*a*r-46*b*p^2+16*a^3*c*r+8*a^3*p*r+8*a^3*q*r+16*a^2*b*r^2+64*a^2*c^2*r+16*a^2*g*r^2+16*a^2*p^2*r+12*a^2*q^2*r+8*a*b^2*r^2+80*a*c^3*r-2*r^2-112*a^2*b*c-72*a^2*b*p-48*a^2*b*q-88*a^2*b*r-88*a^2*c*g-216*a^2*c*p-152*a^2*c*q-56*a^2*g*p-40*a^2*g*q-72*a^2*g*r-96*a^2*p*q-80*a*b^2*c-48*a*b^2*p-24*a*b^2*q-56*a*b^2*r-272*a*b*c^2-96*a*b*p^2-48*a^3*c-32*a^3*p-24*a^3*q-40*a^3*r-176*a^2*c^2-64*a^2*p^2-32*a^2*q^2-208*a*c^3-40*a*p^3-10*a*q^3-16*b^3*c-8*b^3*p-8*b^3*r-96*b^2*c^2-32*b^2*p^2-208*a*c^2*g-368*a*c^2*p-248*a*c^2*q-52*a*c*g^2-92*a*c*q^2-32*a*g^2*p-22*a*g^2*q-42*a*g^2*r-72*a*g*p^2-32*a*g*q^2-90*a*p^2*q-60*a*p*q^2-48*b^2*c*g-248*a*c*g*p+56*c*g*p*q*r+20*c*g*q^2*r+36*c*p^2*q*r+24*c*p*q^2*r+10*g^2*p*q*r+14*g*p^2*q*r+10*g*p*q^2*r+22*q^2+32*a^2*b*c*r+16*a^2*b*p*r+16*a^2*b*q*r+32*a^2*c*g*r+64*a^2*c*p*r+56*a^2*c*q*r+16*a^2*g*p*r+16*a^2*g*q*r+28*a^2*p*q*r+16*a*b^2*c*r+8*a*b^2*p*r+80*a*b*c^2*r+20*a*b*g*r^2+20*a*b*p^2*r+8*a*b^2*q*r+12*a*b*q^2*r-80*c^4+8*g^3-8*p^4+24*c^2+6*p^2*q^2*r-112*b^2*c*p-188*b*c*g*p-120*c*r^2+12*a*b*p-20*a*c*g-272*a*c*p-148*a*c*q-22*a*g*p+108*c-88*r*p^2+40*q-168*a*c*g*q-304*a*c*p*q-104*a*g*p*q-108*b*c*g*q-200*b*c*p*q-68*b*g*p*q-164*c*g*p*q-212*a*c*p^2+8*a^3*r^2+32*a*b*c+164*a*b+196*a*c+172*b*c+110*b*g+104*c*g+24*c*p+56*c*q+48*b^2+110*b*p+114*a*p-48*g*p^2*q-30*g*p*q^2+12*r*b^2+82*b*r+32*b^2*q+16*b*q^2+2*c*r+84*a*q+80*a*b*c*p*r+64*a*b*c*q*r+20*a*b*g*p*r+20*a*b*g*q*r+32*a*b*p*q*r+80*a*c^2*g*r+120*a*c^2*p*r+96*a*c^2*q*r+20*a*c*g^2*r+60*a*c*p^2*r+36*a*c*q^2*r+10*a*g^2*p*r-42*r*a^2+6*p^2+16*b^3+150*a*g+60*g*p-12*a^2*p-4*a^2*q-208*a*c^2-84*a*p^2-128*b*c^2-136*c^2*g-304*c^2*p-178*c*p^2-50*g*p^2-66*p^2*q-6*a*g*q-84*c*g*q+116*a^2-248*c^2*r+p*r-106*a*p*q+4*b*c*g-156*b*c*p-168*c*g*p-212*c*p*q-58*g*p*q+28*a*b*q-18*r^3+22*q*r-48*b^2*c*q-28*b^2*g*p-12*b^2*g*q-32*b^2*g*r-32*b^2*p*q-160*b*c^2*g-280*b*c^2*p-160*b*c^2*q-40*b*c*g^2-160*b*c*p^2-40*b*c*q^2-24*b*g^2*p-14*b*g^2*q-30*b*g^2*r-54*b*g*p^2-14*b*g*q^2+80*a*c*g*p*r+68*a*c*g*q*r+96*a*c*p*q*r+10*a*g^2*r^2+10*a*p^3*r+16*b^2*c^2*r+4*b^2*g*r^2+4*b^2*p^2*r+48*b*c^3*r+6*b*g^2*r^2+6*b*p^3*r+48*c^3*g*r+64*c^3*p*r+2*g^3*r^2+10*a*g^2*q*r+20*a*g*p^2*r+14*a*g*q^2*r+24*a*p^2*q*r+18*a*p*q^2*r+8*b^2*c*g*r+16*b^2*c*p*r+4*b^2*g*p*r+48*b*c^2*g*r+72*b*c^2*p*r+48*b*c^2*q*r+12*b*c*g^2*r+36*b*c*p^2*r+6*b*g^2*p*r+6*b*g^2*q*r+48*b*c*p*q*r+12*b*g*p^2*r+12*b*p^2*q*r+72*c^2*g*p*r+56*c^2*g*q*r+72*c^2*p*q*r+24*c*g^2*p*r+20*c*g^2*q*r+36*c*g*p^2*r+8*b^2*c*q*r+4*b^2*g*q*r+4*b^2*p*q*r+12*b*c*q^2*r+6*b*g*q^2*r+116*a*b*g-34*p^3-154*c*b*r-300*c*p*r-152*c*q*r-91*r*b*p-99*r*p*g-50*r*q*g-30*r*a*b-27*r*b*g-102*r*p*q-171*r*a*p-20*r*b*q-63*r*a*g-100*r*a*q-158*r*c*b*g-156*r*c*p*g-236*r*c*b*p-90*r*c*q*g-170*r*p*a*b-93*r*p*b*g-123*r*p*a*g-284*r*c*a*b-140*r*c*p*q-300*r*c*a*p-122*r*c*b*q-206*r*c*a*g-186*r*c*a*q-81*r*q*b*p-59*r*q*p*g-98*r*q*a*b-47*r*q*b*g-121*r*q*a*p-77*r*q*a*g+38*r^2*c*b*g+64*r^2*c*p*g+52*r^2*c*b*p+46*r^2*c*q*g+34*r^2*p*a*b+19*r^2*p*b*g+37*r^2*p*a*g+68*r^2*c*a*b+56*r^2*c*p*q+108*r^2*c*a*p+26*r^2*c*b*q+74*r^2*c*a*g+82*r^2*c*a*q+13*r^2*q*b*p+23*r^2*q*p*g+26*r^2*q*a*b+13*r^2*q*b*g+41*r^2*q*a*p+31*r^2*q*a*g-80*c*b*r^2-5*p*r^3-4*r^2*q^2-10*b*r^3-3*r^3*g-10*a*r^3-2*q*r^3-12*r^2*g^2-92*c*a*r^2-42*c*r^2*g-54*c*p*r^2-26*c*q*r^2-50*r^2*b*p-28*r^2*p*g-12*r^2*q*g-68*r^2*a*b-34*r^2*b*g-22*r^2*p*q-60*r^2*a*p-22*r^2*b*q-48*r^2*a*g-32*r^2*a*q-12*r*b*q^2-69*r*b*p^2-4*c*r^3-18*r^2*p^2-20*r^2*b^2-48*r^2*a^2-36*c^2*r^2-96*r*c^3-2*r*q^3-21*r*p^3-32*r*a*q^2-188*r*c*a^2-180*r*c^2*p-96*r*c*b^2-20*r*q*b^2-33*r*p*g^2-25*r*p*q^2-196*r*b*c^2-19*r*q*g^2-104*r*c^2*q-46*r*p^2*g-108*r*c*p^2-44*r*q*p^2-78*r*q*a^2-13*r*q^2*g-56*r*p*b^2-89*r*a*p^2-56*r*c*g^2-114*r*p*a^2-32*r*c*q^2-128*r*c^2*g+30*r^2*p*a^2+14*r^2*c*q^2+64*r^2*c^2*g+14*r^3*c*b+32*r^3*c^2+3*r^4*p+3*r^4*g+6*r^4*a+5*r^3*g^2+6*r^4*c+8*r^3*p^2+14*r^3*a^2+56*r^2*c^3+7*r^2*p^3+13*r^2*b*p^2+46*r^3*c*a+26*r^3*c*g+14*r^2*a*q^2+60*r^2*c*a^2+84*r^2*c^2*p+8*r^2*c*b^2+11*r^2*p*g^2+7*r^2*p*q^2+52*r^2*b*c^2+9*r^2*q*g^2+56*r^2*c^2*q+16*r^2*p^2*g+108*r^2*a*c^2+42*r^2*c*p^2+14*r^2*q*p^2+26*r^2*q*a^2+7*r^2*q^2*g+4*r^2*p*b^2+27*r^2*a*p^2+22*r^2*c*g^2+32*r^3*c*p+16*r^3*c*q+7*r^3*b*p+13*r^3*p*g+8*r^3*q*g+14*r^3*a*b+7*r^3*b*g+8*r^3*p*q+23*r^3*a*p+17*r^3*a*g+16*r^3*a*q+4*c*q^3*r+6*b*p*q^2*r+80*b*q+2*g*q^3*r+2*p*q^3*r-200*a*b*c*q-84*a*b*g*p-52*a*b*g*q-104*a*b*g*r-128*a*b*p*q+18*b*g*p*q*r)*x-b*p^2*q*r^2-b*p^3*r^2+19*b*g*p*q*r: PRbcp:= x^3*(x-1)^3*((2*c+r+q+p+1)*x-p-1)*dx^5+x^2*(x-1)^2*(-(p+1)*(-3+3*a+3*c+g+3*p+3*r)+(-8-2*p+6*a+2*q*r+5*c+3*g+6*c^2+6*r+3*b+3*r*a+2*r^2+6*p^2+q+7*c*r+g*r+11*p*r+3*p*g+6*q*p+3*b*p+6*p*a+3*q*a+2*c*g+15*p*c+3*q*c+q*g+6*a*c)*x-(2*c+r+q+p+1)*(3*q+6*c+3*b+3*p+2*g+3*a-5+5*r)*x^2)*dx^4+x*(x-1)*(-(2*a^2+4*a*c+a*g+6*p*a+6*r*a+2*c^2+c*g+6*p*c+6*c*r+2*p*g+2*g*r+3*p^2+6*p*r+3*r^2-3*a-3*c-g-3*p-3*r+1)*(p+1)+(-1-16*p-19*a+8*q*r+g*r^2+q*r^2+5*c*r^2+12*p*q*r-20*c-9*g+14*c^2+2*r*a^2-15*r-11*b+3*a*r^2+9*b*r+27*p^2*r+19*p*r^2+g^2+24*r*a+15*r^2+8*c^2*r+9*p^3-6*p^2-8*q+31*c*r+6*a^2+11*g*r+8*p*r+4*c^3+r^3+4*b*a+9*p*b*r+30*p*r*a+45*p*c*r+13*p*g*r+3*a*q*r+10*a*c*r+a*g*r+3*c*q*r+3*c*g*r+r*g*q-p*g+5*a*g+13*p*c*g+2*b*g-3*q*p-5*b*p+30*p^2*c+2*q*c^2+18*p^2*a+8*p^2*g+4*a^2*c+p*g^2+8*a*c^2+8*b*c+26*p*c^2+6*p*a^2+9*q*p^2+6*p^2*b+2*q*a^2-p*a+6*q*a+9*c*g+2*p*c+6*q*c+2*q*g+2*c^2*g+20*a*c+2*a*c*g+12*q*p*a+4*q*p*g+4*p*b*a+4*q*c*a+12*q*c*p+q*c*g+8*b*c*p+a*q*g+5*p*a*g+32*p*c*a+2*p*b*g)*x+(5-2*b^2+26*p+29*a-7*q*r-7*g*r^2-14*q*r^2-37*c*r^2-42*p*q*r+41*c+16*g+2*c^2-4*r*a^2+25*r+24*b-15*a*r^2-13*b*r-6*r*q^2-36*p^2*r-38*p*r^2-2*g^2-17*r*a-15*r^2+3*q^2-54*c^2*r-9*p^3+12*p^2+20*q-22*c*r-6*a^2-r*g^2-11*g*r-6*b*r^2+2*p*r-24*c^3-8*r^3-8*b*a-27*p*b*r-42*p*r*a-99*p*c*r-23*p*g*r-21*a*q*r-4*a*b*r-46*a*c*r-4*a*g*r-39*c*q*r-20*c*b*r-22*c*g*r-6*r*q*b-9*r*g*q-2*r*g*b-q*g^2+6*p*g-7*a*g-28*p*c*g-5*b*g+15*q*p+12*b*p-42*p^2*c-24*q*c^2-18*p^2*a-10*p^2*g-8*a^2*c-2*p*g^2-32*a*c^2-4*b*c-60*p*c^2-6*p*a^2-18*q*p^2-12*p^2*b-4*q*a^2-8*q*c*b-4*q*b*a-12*q*b*p-2*q*b*g+11*p*a+q*a-4*c*g+25*p*c+7*q*c-16*b*c^2-16*c^2*g-2*b^2*p+2*q*b-6*q^2*a-9*q^2*p-2*q^2*g-6*q^2*c-2*a*c-8*a*c*g-24*q*p*a-12*q*p*g-8*p*b*a-28*q*c*a-48*q*c*p-12*q*c*g-8*b*c*a-32*b*c*p-4*a*q*g-7*p*a*g-52*p*c*a-5*p*b*g-4*b*c*g-2*c*g^2)*x^2+(2*c+r+q+p+1)*(-3+2*b^2-9*p-13*a+12*q*r-18*c-8*g+12*c^2-10*r-13*b+12*b*r+g^2+12*r*a+10*r^2+3*q^2+3*p^2-9*q+24*c*r+2*a^2+8*g*r+12*p*r+4*b*a+4*p*g+3*a*g+3*b*g+6*q*p+6*b*p+12*b*c+6*p*a+6*q*a+8*c*g+12*p*c+12*q*c+4*q*g+6*q*b+12*a*c)*x^3)*dx^3+(-(p+r)*(a+c+p+r)*(2*a+2*c+g+p+r)*(p+1)+(p+1)*(4-10*p-4*a-8*q*r+12*g*r^2+8*q*r^2+34*c*r^2+12*p*q*r-10*c-2*g-8*c^2+14*r*a^2-12*r+4*b+27*a*r^2-13*b*r+19*p^2*r+26*p*r^2-2*g^2-14*r*a+30*c^2*r+4*p^3-6*p^2+2*q-9*c*r-8*a^2+2*r*g^2-7*g*r+9*b*r^2-6*p*r+8*c^3+11*r^3-8*b*a+12*p*b*r+39*p*r*a+51*p*c*r+17*p*g*r+12*a*q*r+8*a*b*r+44*a*c*r+11*a*g*r+12*c*q*r+16*c*b*r+19*c*g*r+4*r*g*q+4*r*g*b-8*p*g-8*a*g+12*p*c*g-4*b*g-7*q*p-11*b*p+17*p^2*c+4*q*c^2+12*p^2*a+5*p^2*g+8*a^2*c+p*g^2+16*a*c^2-14*b*c+22*p*c^2+8*p*a^2+4*q*p^2+3*p^2*b+4*q*a^2-16*p*a-6*q*a-9*c*g-15*p*c-6*q*c-2*q*g+4*b*c^2+6*c^2*g-16*a*c+6*a*c*g+9*q*p*a+3*q*p*g+4*p*b*a+8*q*c*a+9*q*c*p+2*q*c*g+4*b*c*a+8*b*c*p+2*a*q*g+6*p*a*g+30*p*c*a+2*p*b*g+2*b*c*g+c*g^2)*x+(-3*q^2*g*p-9*q^2*c*p-4*p*b^2*c-9*q^2*a*p-4*q^2*c*a-a*q^2*g-4*q*c^2*b-9*b*p^2*q-16*p*c*q*b-8*p*a*q*b-4*q*c*b*a-14+8*b^2+16*p+10*a+31*q*r-32*g*r^2-52*p*q*r^2-6*r*b^2-34*q*r^2-97*c*r^2-11*p*q*r+40*c+8*g+60*c^2-20*r*a^2+45*r-6*b-59*a*r^2-44*c^3*p+48*b*r-6*r*q^2-11*p^2*r-61*p*r^2+8*g^2+57*r*a+4*r^2+8*q^2-82*c^2*r+12*p^3+48*p^2-2*r*g*q^2-2*r*b*g*q+8*q-6*q^2*p^2-12*p^2*a^2+57*c*r+24*a^2-6*r*g^2+30*g*r-2*q^2*c^2-34*b*r^2-8*c^3*q-33*p^3*c+76*p*r-81*p*r^2*a-140*p*c*r^2-42*p*g*r^2-15*a*q*r^2-4*a*b*r^2-38*a*c*r^2-5*a*g*r^2-24*c*q*r^2-14*c*b*r^2-17*c*g*r^2-3*r^2*q*b-6*r^2*g*q-2*r^2*g*b-6*r*c*q^2-3*r*c*g^2-20*r*b*c^2-22*r*c^2*g-28*r*q*c^2-16*r*a^2*c-48*r*a*c^2-8*r*a^2*q-6*r*a*q^2-30*r*p*a^2-81*r*p^2*a-8*r*p*g^2-148*r*p*c^2-15*r*p*q^2-144*r*p^2*c-45*r*p^2*b-r*g^2*q-54*r*p^2*q-42*r*g*p^2-6*r*p*b^2-3*r^2*q^2-70*p^2*r^2-40*p*r^3-38*c^2*r^2-r^2*g^2-3*b*r^3-39*r*p^3-32*r*c^3-12*c^3-12*r*a*b*c-82*r*p*c*g-24*r*p*q*b-30*r*p*g*q-88*r*p*b*c-19*r*p*g*b-31*r*p*a*g-32*r*p*a*b-66*r*p*a*q-160*r*p*a*c-14*r*a*c*g-36*r*a*q*c-4*r*a*q*b-6*r*a*g*q-8*r*c*q*b-14*r*c*g*q-6*r*c*g*b-102*r*p*q*c-45*p*b*r^2-3*r^4-4*g*r^3-6*q*r^3-18*c*r^3-6*r^2*a^2-9*a*r^3-22*q*g*p*c-52*p*a*q*c-10*p*a*q*g-24*a*c*g*p-24*p*c*b*a-6*c*g*q*a-14*b*p*c*g-31*r^3+32*b*a+13*p*b*r-13*p*r*a-68*p*c*r-7*p*g*r-35*a*q*r-24*a*b*r-90*a*c*r-22*a*g*r-50*c*q*r-52*c*b*r-50*c*g*r-13*r*q*b-17*r*g*q-15*r*g*b-q*g^2*c-2*q*g^2*p-8*c^4+34*p*g+28*a*g+21*p*c*g+20*b*g+44*q*p+32*b*p+35*p^2*c-6*q*c^2+30*p^2*a+17*p^2*g-4*a^2*c+5*p*g^2-16*a*c^2+56*b*c+16*p*c^2+12*p*a^2+21*q*p^2+29*p^2*b-2*q*a^2-8*c^3*g-12*q*p^3-8*b*c^3-2*c*g*q*b-4*b*p*q*g-2*b^2*p^2-42*p^2*c*q-34*p*c^2*g-66*p^2*a*c-27*p^2*a*q-36*p*b*c^2-8*a*b*c^2-8*c^2*g*a-12*p*a^2*q-12*b*p^2*a-8*a^2*c*q-4*c^2*g*b-7*p^2*g*b-34*b*p^2*c-33*p^2*c*g-68*a*c^2*p-12*q*g*p^2-6*c*g^2*p-16*q*c^2*a-12*p^2*g*a-24*a^2*c*p-q^2*c*g-2*q*c*b+19*q*b*p-6*p^4-2*q^2*a^2+58*p*a+36*q*a+44*c*g+114*p*c+48*q*c+18*q*g-8*b*c^2-10*c^2*g-8*a^2*c^2-9*b*p^3-3*p^2*g^2-9*p^3*g-18*p^3*a-2*c^2*g^2-62*p^2*c^2-16*c^3*a+6*b^2*p+18*q*b-4*b^2*c+9*q^2*p+80*a*c-6*a*c*g+20*q*p*a+11*q*p*g+20*p*b*a-8*q*c*a+29*q*c*p-4*q*c*g-8*b*c*a+42*b*c*p-a*q*g+16*p*a*g+36*p*c*a-6*q*c^2*g-40*q*c^2*p+13*p*b*g-6*b*c*g-2*c*g^2)*x^2+(9*q^2*g*p+33*q^2*c*p+12*p*b^2*c+18*q^2*a*p+22*q^2*c*a+4*a*q^2*g+32*q*c^2*b+18*b*p^2*q+52*p*c*q*b+16*p*a*q*b+20*q*c*b*a+16-16*b^2-14*p-8*a-59*q*r+22*g*r^2+98*p*q*r^2+6*r*b^2+35*q*r^2+86*c*r^2-5*p*q*r-38*c-10*g-114*c^2+6*r*a^2-46*r+32*a*r^2+68*c^3*p-57*b*r-5*p^2*r+47*p*r^2-10*g^2-66*r*a-22*r^2-23*q^2+36*c^2*r-14*p^3-48*p^2+13*r*g*q^2+12*r*b*g*q-14*q+12*q^2*p^2+8*p^2*a^2-121*c*r-24*a^2+3*r*g^2+q^3*g-39*g*r+18*q^2*c^2+24*b*r^2+36*c^3*q+27*p^3*c-96*p*r+93*p*r^2*a+217*p*c*r^2+55*p*g*r^2+51*a*q*r^2+16*a*b*r^2+110*a*c*r^2+14*a*g*r^2+117*c*q*r^2+76*c*b*r^2+62*c*g*r^2+30*r^2*q*b+27*r^2*g*q+10*r^2*g*b+51*r*c*q^2+11*r*c*g^2+96*r*b*c^2+12*r*c*b^2+76*r*c^2*g+132*r*q*c^2+32*r*a^2*c+132*r*a*c^2+16*r*a^2*q+27*r*a*q^2+26*r*p*a^2+69*r*p^2*a+10*r*p*g^2+240*r*p*c^2+45*r*p*q^2+159*r*p^2*c+54*r*p^2*b+5*r*g^2*q+72*r*p^2*q+41*r*g*p^2+14*r*p*b^2+24*r^2*q^2+74*p^2*r^2+58*p*r^3+138*c^2*r^2+4*r^2*g^2+18*b*r^3+6*r*q^3+33*r*p^3+108*r*c^3+4*r*q*b^2+12*r*b*q^2-32*c^3+44*r*a*b*c+120*r*p*c*g+66*r*p*q*b+54*r*p*g*q+156*r*p*b*c+27*r*p*g*b+33*r*p*a*g+40*r*p*a*b+96*r*p*a*q+204*r*p*a*c+38*r*a*c*g+120*r*a*q*c+20*r*a*q*b+18*r*a*g*q+72*r*c*q*b+64*r*c*g*q+28*r*c*g*b+210*r*p*q*c+72*p*b*r^2+12*r^4+15*g*r^3+4*r^2*b^2+30*q*r^3+69*c*r^3+12*r^2*a^2+27*a*r^3+44*q*g*p*c+80*p*a*q*c+14*p*a*q*g+30*a*c*g*p+36*p*c*b*a+18*c*g*q*a+24*b*p*c*g+31*r^3-40*b*a+q^2*g^2-31*p*b*r-25*p*r*a+8*p*c*r-11*p*g*r+4*a*q*r+12*a*b*r+12*a*c*r+9*a*g*r+18*c*q*r+6*c*b*r+15*c*g*r-2*r*q*b+5*r*g*q+9*r*g*b+5*q*g^2*c+4*q*g^2*p+24*c^4-3*q*g^2-11*q^2*b+3*q^3*a+4*q^3*p-38*p*g-32*a*g-55*p*c*g-28*b*g-71*q*p-43*b*p-64*p^2*c-52*q*c^2-36*p^2*a-21*p^2*g-16*a^2*c-7*p*g^2-52*a*c^2-76*b*c-88*p*c^2-16*p*a^2-33*q*p^2-34*p^2*b-8*q*a^2+24*c^3*g+12*q*p^3+32*b*c^3-5*q^3+4*b^2*p*q+4*q*b^2*c+12*c*g*q*b+10*b*p*q*g+4*b^2*p^2+3*q^3*c-4*q*b^2+57*p^2*c*q+52*p*c^2*g+58*p^2*a*c+27*p^2*a*q+68*p*b*c^2+24*a*b*c^2+20*c^2*g*a+12*p*a^2*q+12*b*p^2*a+16*a^2*c*q+16*c^2*g*b+8*p^2*g*b+44*b*p^2*c+34*p^2*c*g+88*a*c^2*p+15*q*g*p^2+9*c*g^2*p+52*q*c^2*a+10*p^2*g*a+24*a^2*c*p+10*q^2*c*g-42*q*c*b-12*q*b*a-45*q*b*p-8*q*b*g+4*p^4+8*b^2*c^2+4*q^2*a^2-56*p*a-48*q*a-63*c*g-153*p*c-103*q*c-30*q*g-40*b*c^2-26*c^2*g+16*a^2*c^2+9*b*p^3+3*p^2*g^2+7*p^3*g+12*p^3*a+6*c^2*g^2+66*p^2*c^2+40*c^3*a-12*b^2*p-35*q*b-4*b^2*c-13*q^2*a-24*q^2*p-7*q^2*g-28*q^2*c-100*a*c-18*a*c*g-49*q*p*a-28*q*p*g-28*p*b*a-52*q*c*a-92*q*c*p-27*q*c*g-20*b*c*a-88*b*c*p-10*a*q*g-22*p*a*g-98*p*c*a+28*q*c^2*g+84*q*c^2*p-20*p*b*g-12*b*c*g+2*q^2*g*b+9*q^2*b*p+4*q^2*b*a-5*c*g^2+8*q^2*c*b)*x^3-(2*c+r+q+p+1)*(6-8*b^2-10*p-2*a-9*q*r+12*g*r^2+6*r*b^2+18*q*r^2+36*c*r^2+18*p*q*r-20*c-4*g-24*c^2+6*r*a^2-19*r-2*b+18*a*r^2-21*b*r+9*r*q^2+9*p^2*r+18*p*r^2-4*g^2-21*r*a-6*q^2+36*c^2*r+p^3-6*p^2-10*q-18*c*r-8*a^2+3*r*g^2-12*g*r+18*b*r^2-9*p*r+8*c^3+10*r^3-16*b*a+18*p*b*r+18*p*r*a+36*p*c*r+12*p*g*r+18*a*q*r+12*a*b*r+36*a*c*r+9*a*g*r+36*c*q*r+36*c*b*r+24*c*g*r+18*r*q*b+12*r*g*q+9*r*g*b+q*g^2+3*q^2*b-10*p*g-12*a*g+8*p*c*g-12*b*g-12*q*p-16*b*p+6*p^2*c+12*q*c^2+3*p^2*a+2*p^2*g+4*a^2*c+p*g^2+12*a*c^2-32*b*c+12*p*c^2+2*p*a^2+3*q*p^2+3*p^2*b+2*q*a^2+q^3+2*q*b^2+12*q*c*b+4*q*b*a+6*q*b*p+3*q*b*g-16*p*a-16*q*a-20*c*g-24*p*c-24*q*c-10*q*g+12*b*c^2+8*c^2*g+2*b^2*p-16*q*b+4*b^2*c+3*q^2*a+3*q^2*p+2*q^2*g+6*q^2*c-32*a*c+6*a*c*g+6*q*p*a+4*q*p*g+4*p*b*a+12*q*c*a+12*q*c*p+8*q*c*g+8*b*c*a+12*b*c*p+3*a*q*g+3*p*a*g+12*p*c*a+3*p*b*g+6*b*c*g+2*c*g^2)*x^4)*dx^2+(-(r-1)*(p+1)*(2*p+q*r+3*g*r^2+2*q*r^2+7*c*r^2+4*p*q*r+2*c+4*c^2+4*r*a^2+2*r+6*a*r^2+b*r+6*p^2*r+6*p*r^2+8*r*a+6*r^2+6*c^2*r+2*p^3+6*p^2+13*c*r+r*g^2+4*g*r+3*b*r^2+12*p*r+2*r^3+6*p*b*r+12*p*r*a+14*p*c*r+6*p*g*r+3*a*q*r+4*a*b*r+10*a*c*r+4*a*g*r+3*c*q*r+8*c*b*r+6*c*g*r+r*g*q+2*r*g*b+4*p*g+6*p*c*g+q*p+b*p+7*p^2*c+6*p^2*a+3*p^2*g+p*g^2+2*b*c+6*p*c^2+4*p*a^2+2*q*p^2+3*p^2*b+8*p*a+3*c*g+13*p*c+4*b*c^2+2*c^2*g+4*a*c+2*a*c*g+3*q*p*a+q*p*g+4*p*b*a+3*q*c*p+4*b*c*a+8*b*c*p+4*p*a*g+10*p*c*a+2*p*b*g+2*b*c*g+c*g^2)+(r-1)*(p+1)*(-6-4*b^2+2*p-10*a+23*q*r+17*g*r^2+6*r*b^2+18*q*r^2+45*c*r^2+30*p*q*r+4*c-8*g+44*c^2+18*r*a^2+7*r-10*b+30*a*r^2+12*b*r+7*r*q^2+23*p^2*r+28*p*r^2-2*g^2+33*r*a+33*r^2+58*c^2*r+6*p^3+18*p^2-4*q+79*c*r-4*a^2+6*r*g^2+20*g*r+21*b*r^2+51*p*r+24*c^3+11*r^3-8*b*a+33*p*b*r+48*p*r*a+75*p*c*r+27*p*g*r+30*a*q*r+24*a*b*r+72*a*c*r+21*a*g*r+43*c*q*r+54*c*b*r+42*c*g*r+15*r*q*b+15*r*g*q+15*r*g*b+2*q*g^2+12*p*g-6*a*g+32*p*c*g-6*b*g+18*q*p+6*b*p+30*p^2*c+24*q*c^2+18*p^2*a+10*p^2*g+16*a^2*c+4*p*g^2+40*a*c^2+12*b*c+48*p*c^2+12*p*a^2+12*q*p^2+12*p^2*b+8*q*a^2+16*q*c*b+8*q*b*a+12*q*b*p+4*q*b*g+20*p*a+10*q*a+18*c*g+58*p*c+22*q*c+4*q*g+32*b*c^2+24*c^2*g+4*b^2*p-4*q*b+8*b^2*c+6*q^2*a+6*q^2*p+2*q^2*g+6*q^2*c+28*a*c+20*a*c*g+24*q*p*a+12*q*p*g+16*p*b*a+32*q*c*a+36*q*c*p+16*q*c*g+24*b*c*a+40*b*c*p+8*a*q*g+14*p*a*g+56*p*c*a+10*p*b*g+16*b*c*g+6*c*g^2)*x-(r-1)*(13*q^2*g*p+45*q^2*c*p+20*p*b^2*c+24*q^2*a*p+22*q^2*c*a+4*a*q^2*g+32*q*c^2*b+30*b*p^2*q+76*p*c*q*b+24*p*a*q*b+20*q*c*b*a-12-8*b^2-14*p-20*a+48*q*r+29*g*r^2+52*p*q*r^2+12*r*b^2+49*q*r^2+112*c*r^2+120*p*q*r-10*c-16*g+62*c^2+16*r*a^2+4*r-20*b+46*a*r^2+84*c^3*p+19*b*r+28*r*q^2+92*p^2*r+97*p*r^2-4*g^2+26*r*a+46*r^2+7*q^2+168*c^2*r+24*p^3+16*p^2+7*r*g*q^2+7*r*b*g*q-8*q+18*q^2*p^2+12*p^2*a^2+113*c*r-8*a^2+7*r*g^2+q^3*g+20*g*r+18*q^2*c^2+36*b*r^2+36*c^3*q+39*p^3*c+66*p*r+54*p*r^2*a+113*p*c*r^2+33*p*g*r^2+21*a*q*r^2+8*a*b*r^2+46*a*c*r^2+7*a*g*r^2+45*c*q*r^2+32*c*b*r^2+26*c*g*r^2+12*r^2*q*b+11*r^2*g*q+5*r^2*g*b+27*r*c*q^2+7*r*c*g^2+56*r*b*c^2+8*r*c*b^2+44*r*c^2*g+72*r*q*c^2+20*r*a^2*c+76*r*a*c^2+10*r*a^2*q+15*r*a*q^2+24*r*p*a^2+60*r*p^2*a+10*r*p*g^2+172*r*p*c^2+34*r*p*q^2+127*r*p^2*c+51*r*p^2*b+3*r*g^2*q+59*r*p^2*q+37*r*g*p^2+16*r*p*b^2+9*r^2*q^2+43*p^2*r^2+24*p*r^3+54*c^2*r^2+2*r^2*g^2+6*b*r^3+3*r*q^3+28*r*p^3+60*r*c^3+2*r*q*b^2+6*r*b*q^2+80*c^3+28*r*a*b*c+96*r*p*c*g+57*r*p*q*b+44*r*p*g*q+130*r*p*b*c+28*r*p*g*b+32*r*p*a*g+40*r*p*a*b+75*r*p*a*q+158*r*p*a*c+24*r*a*c*g+68*r*a*q*c+12*r*a*q*b+11*r*a*g*q+40*r*c*q*b+36*r*c*g*q+18*r*c*g*b+154*r*p*q*c+45*p*b*r^2+3*r^4+5*g*r^3+2*r^2*b^2+9*q*r^3+21*c*r^3+6*r^2*a^2+9*a*r^3+60*q*g*p*c+104*p*a*q*c+20*p*a*q*g+42*a*c*g*p+52*p*c*b*a+18*c*g*q*a+36*b*p*c*g+24*r^3-16*b*a+q^2*g^2+72*p*b*r+92*p*r*a+268*p*c*r+62*p*g*r+60*a*q*r+28*a*b*r+128*a*c*r+22*a*g*r+140*c*q*r+98*c*b*r+81*c*g*r+40*r*q*b+36*r*g*q+20*r*g*b+5*q*g^2*c+6*q*g^2*p+24*c^4+3*q*g^2+7*q^2*b+3*q^3*a+6*q^3*p-4*p*g-12*a*g+73*p*c*g-12*b*g+23*q*p-11*b*p+116*p^2*c+92*q*c^2+34*p^2*a+23*p^2*g+16*a^2*c+p*g^2+84*a*c^2+8*b*c+176*p*c^2+4*p*a^2+51*q*p^2+24*p^2*b+8*q*a^2+24*c^3*g+18*q*p^3+32*b*c^3+3*q^3+8*b^2*p*q+4*q*b^2*c+12*c*g*q*b+16*b*p*q*g+8*b^2*p^2+3*q^3*c+4*q*b^2+81*p^2*c*q+68*p*c^2*g+82*p^2*a*c+39*p^2*a*q+92*p*b*c^2+24*a*b*c^2+20*c^2*g*a+16*p*a^2*q+20*b*p^2*a+16*a^2*c*q+16*c^2*g*b+14*p^2*g*b+68*b*p^2*c+50*p^2*c*g+112*a*c^2*p+23*q*g*p^2+13*c*g^2*p+52*q*c^2*a+16*p^2*g*a+32*a^2*c*p+10*q^2*c*g+46*q*c*b+12*q*b*a+31*q*b*p+8*q*b*g+6*p^4+8*b^2*c^2+4*q^2*a^2-4*p*a+6*q*a+13*c*g+63*p*c+45*q*c+4*q*g+64*b*c^2+54*c^2*g+16*a^2*c^2+15*b*p^3+5*p^2*g^2+11*p^3*g+18*p^3*a+6*c^2*g^2+90*p^2*c^2+40*c^3*a-q*b+12*b^2*c+17*q^2*a+30*q^2*p+9*q^2*g+32*q^2*c+16*a*c+22*a*c*g+51*q*p*a+32*q*p*g+4*p*b*a+76*q*c*a+148*q*c*p+45*q*c*g+28*b*c*a+80*b*c*p+10*a*q*g+4*p*a*g+110*p*c*a+28*q*c^2*g+108*q*c^2*p+2*p*b*g+20*b*c*g+2*q^2*g*b+15*q^2*b*p+4*q^2*b*a+7*c*g^2+8*q^2*c*b)*x^2+(r-1)*(2*c+r+q+p+1)*(-6-4*b^2-2*p-10*a+21*q*r+8*g*r^2+6*r*b^2+12*q*r^2+24*c*r^2+18*p*q*r-4*c-8*g+24*c^2+6*r*a^2+r-10*b+12*a*r^2+9*b*r+9*r*q^2+9*p^2*r+12*p*r^2-2*g^2+9*r*a+15*r^2+6*q^2+36*c^2*r+2*p^3+6*p^2-2*q+42*c*r-4*a^2+3*r*g^2+8*g*r+12*b*r^2+21*p*r+16*c^3+5*r^3-8*b*a+18*p*b*r+18*p*r*a+36*p*c*r+12*p*g*r+18*a*q*r+12*a*b*r+36*a*c*r+9*a*g*r+36*c*q*r+36*c*b*r+24*c*g*r+18*r*q*b+12*r*g*q+9*r*g*b+2*q*g^2+6*q^2*b+4*p*g-6*a*g+16*p*c*g-6*b*g+12*q*p+4*b*p+12*p^2*c+24*q*c^2+6*p^2*a+4*p^2*g+8*a^2*c+2*p*g^2+24*a*c^2+8*b*c+24*p*c^2+4*p*a^2+6*q*p^2+6*p^2*b+4*q*a^2+2*q^3+4*q*b^2+24*q*c*b+8*q*b*a+12*q*b*p+6*q*b*g+4*p*a+4*q*a+8*c*g+24*p*c+24*q*c+4*q*g+24*b*c^2+16*c^2*g+4*b^2*p+4*q*b+8*b^2*c+6*q^2*a+6*q^2*p+4*q^2*g+12*q^2*c+8*a*c+12*a*c*g+12*q*p*a+8*q*p*g+8*p*b*a+24*q*c*a+24*q*c*p+16*q*c*g+16*b*c*a+24*b*c*p+6*a*q*g+6*p*a*g+24*p*c*a+6*p*b*g+12*b*c*g+4*c*g^2)*x^3)*dx-(r-1)*(p+1)*(r+4+q+p+g+2*c+2*b+2*a)*(p*a+r*a+2*b*c+b*p+b*r+c*g+2*p*c+2*c*r+p*g+g*r+p^2+q*p+2*p*r+q*r+r^2+2*c+2*p+2*r)*r+(r-1)*(p+1)*(4*c+2*p+2*q+3*r)*(a+b+2*c+p+q+r+g+2)*(r+4+q+p+g+2*c+2*b+2*a)*r*x-(r-1)*(2*c+r+q+p+1)*(r+q+p+2*c)*(a+b+2*c+p+q+r+g+2)*(r+4+q+p+g+2*c+2*b+2*a)*r*x^2: QRbcp:= -(r-3)*(18*q^2*g*p+66*q^2*c*p+24*p*b^2*c+36*q^2*a*p+44*q^2*c*a+8*a*q^2*g+64*q*c^2*b+36*b*p^2*q+104*p*c*q*b+32*p*a*q*b+40*q*c*b*a-4*q*a^2*p*r-4*q^2*p*r*g-6*q^2*p*a*r-12*q^2*p*c*r-8*b*p^2*a*r-4*b^2-2*p-6*a-7*q*r+g*r^2+33*p*q*r^2+6*r*b^2-q*r^2+10*c*r^2+25*p*q*r-4*c-4*g-6*q*b*p*r*g-12*c^2+6*r*a^2-2*b+3*a*r^2+136*c^3*p-5*r*q^2+30*p^2*r+14*p*r^2-4*g^2-6*r*a-3*r^2-6*q^2+28*c^2*r+14*p^3-8*b^2*p*c*r-6*b*g*p^2*r-24*q*b*p*c*r+4*p^2-8*q*b*p*a*r+10*r*g*q^2+8*r*b*g*q-6*q*p*g*a*r-2*q+24*q^2*p^2+16*p^2*a^2-8*c*r-12*a^2+3*r*g^2-12*q*b*p^2*r-24*q*c*p*a*r+2*q^3*g-g*r-12*b*g*p*c*r+36*q^2*c^2-16*q*p*g*c*r-b*r^2+72*c^3*q+54*p^3*c+5*p*r-2*p^4*r-16*p*c^3*r-24*q*c^2*p*r+36*p*r^2*a+84*p*c*r^2+17*p*g*r^2+27*a*q*r^2+4*a*b*r^2+62*a*c*r^2+5*a*g*r^2+62*c*q*r^2+34*c*b*r^2+32*c*g*r^2+9*r^2*q*b+12*r^2*g*q+r^2*g*b+42*r*c*q^2+10*r*c*g^2+88*r*b*c^2+8*r*c*b^2+72*r*c^2*g+120*r*q*c^2+32*r*a^2*c+128*r*a*c^2+16*r*a^2*q+24*r*a*q^2+26*r*p*a^2+55*r*p^2*a+9*r*p*g^2+196*r*p*c^2+31*r*p*q^2+118*r*p^2*c+37*r*p^2*b+4*r*g^2*q+50*r*p^2*q+30*r*g*p^2+10*r*p*b^2+11*r^2*q^2+22*p^2*r^2+10*p*r^3+80*c^2*r^2+r^2*g^2+3*b*r^3+4*r*q^3+23*r*p^3+104*r*c^3+6*r*b*q^2+16*c^3+40*r*a*b*c+96*r*p*c*g+43*r*p*q*b+40*r*p*g*q+118*r*p*b*c+23*r*p*g*b+31*r*p*a*g+36*r*p*a*b+79*r*p*a*q+174*r*p*a*c+36*r*a*c*g+112*r*a*q*c+16*r*a*q*b+16*r*a*g*q+56*r*c*q*b+56*r*c*g*q+24*r*c*g*b+160*r*p*q*c+18*p*b*r^2+3*r^4+4*g*r^3-2*r^2*b^2+10*q*r^3+26*c*r^3+6*r^2*a^2+9*a*r^3-16*b*p*a*c*r+88*q*g*p*c+160*p*a*q*c+28*p*a*q*g+60*a*c*g*p+72*p*c*b*a+36*c*g*q*a+48*b*p*c*g-16*b*a+2*q^2*g^2+23*p*b*r+31*p*r*a+74*p*c*r+21*p*g*r+5*a*q*r+12*a*b*r+18*a*c*r+9*a*g*r+4*c*q*r+14*c*b*r+14*c*g*r-3*r*q*b+2*r*g*q+9*r*g*b-3*r^4*p-8*r^3*p^2-16*r^3*p*c-9*r^3*p*b-8*r^3*p*q-6*r^3*g*p-9*r^3*p*a+10*q*g^2*c+8*q*g^2*p+48*c^4-6*q^2*b+6*q^3*a-20*r^2*p*c*g-15*r^2*p*q*b-10*r^2*p*g*q-30*r^2*p*b*c-9*r^2*p*g*b-9*r^2*p*a*g-12*r^2*p*a*b-15*r^2*p*a*q-30*r^2*p*a*c-28*r^2*p*q*c-6*r^2*p*a^2-15*r^2*p^2*a-3*r^2*p*g^2-28*r^2*p*c^2-7*r^2*p*q^2-28*r^2*p^2*c-15*r^2*p^2*b-14*r^2*p^2*q-7*r^2*p^3-10*r^2*g*p^2-6*r^2*p*b^2+8*q^3*p-4*p*g-14*a*g+34*p*c*g-10*b*g-2*q*p-4*b*p+60*p^2*c+20*p^2*a+14*p^2*g+2*p*g^2+8*a*c^2-8*b*c+72*p*c^2+4*p*a^2+24*q*p^2+16*p^2*b+48*c^3*g+24*q*p^3+64*b*c^3-4*q^3+8*b^2*p*q+8*q*b^2*c-24*p^2*c*a*r-16*p^2*c*r*g-24*p^2*c*b*r-24*p^2*c*q*r-12*q*a*p^2*r-2*q*p*g^2*r-4*c*g^2*p*r-24*p*a*c^2*r-2*p^2*r*g^2-4*g*p^3*r-6*p^3*a*r-4*p^2*a^2*r-6*b*p^3*r+24*c*g*q*b+20*b*p*q*g+8*b^2*p^2+6*q^3*c+114*p^2*c*q+104*p*c^2*g+116*p^2*a*c+54*p^2*a*q+136*p*b*c^2+48*a*b*c^2+40*c^2*g*a+24*p*a^2*q+24*b*p^2*a+32*a^2*c*q+32*c^2*g*b+16*p^2*g*b+88*b*p^2*c+68*p^2*c*g+176*a*c^2*p+30*q*g*p^2+18*c*g^2*p+104*q*c^2*a+20*p^2*g*a+48*a^2*c*p+20*q^2*c*g-4*q*c*b+10*q*b*p+8*p^4+16*b^2*c^2+8*q^2*a^2-4*b^2*q*r*p-10*p*a-12*q*a-10*c*g+2*p*c-18*q*c-6*q*g+16*b*c^2+12*c^2*g+32*a^2*c^2+18*b*p^3+6*p^2*g^2+14*p^3*g+24*p^3*a+12*c^2*g^2+132*p^2*c^2+80*c^3*a+4*b^2*p-6*q*b+8*b^2*c-2*q^2*a+6*q^2*p-2*q^2*g-12*q^2*c-24*a*c+4*a*c*g+18*q*p*a+12*q*p*g+8*p*b*a+48*q*c*p+2*q*c*g+8*b*c*a+40*b*c*p+6*p*a*g+44*p*c*a+56*q*c^2*g+168*q*c^2*p+6*p*b*g+8*b*c*g+4*q^2*g*b+18*q^2*b*p+8*q^2*b*a-2*q^3*r*p+2*c*g^2-8*q*p^2*g*r-8*p*a^2*c*r-6*p^2*a*r*g-24*b*p*c^2*r-16*c^2*g*p*r-6*q^2*b*r*p+16*q^2*c*b-12*p*a*c*r*g-6*q^2*p^2*r-12*p^3*c*r-4*b^2*p^2*r-6*q*p^3*r-24*p^2*c^2*r)*x+((54*q^2*g*p+198*q^2*c*p+72*p*b^2*c+108*q^2*a*p+132*q^2*c*a+24*a*q^2*g+192*q*c^2*b+108*b*p^2*q+312*p*c*q*b+96*p*a*q*b+120*q*c*b*a-16*q*a^2*p*r-10*q^2*c*r*g-13*q^2*p*r*g-24*q^2*p*a*r-45*q^2*p*c*r-4*q^2*a*r*g-20*b*p^2*a*r-32*q*b*c^2*r-60*b^2+66*p+150*a-20*q*r-43*g*r^2+319*p*q*r^2+20*r*b^2-174*q*r^2-369*c*r^2-405*p*q*r+132*c+72*g-16*q*b*p*r*g-36*c^2-12*r*a^2+60*r+114*b-96*a*r^2+408*c^3*p-125*b*r-167*r*q^2-238*p^2*r-183*p*r^2-48*g^2-177*r*a-30*r^2-5*q*c*r*g^2-12*q*b*c*r*g+18*q^2-782*c^2*r-102*p^3-20*b^2*p*c*r-14*b*g*p^2*r-q^3*r*g-76*q*b*p*c*r-60*p^2-24*q*b*p*a*r+57*r*g*q^2+51*r*b*g*q-20*q*b*a*c*r-20*q*p*g*a*r+66*q+72*q^2*p^2+48*p^2*a^2-94*c*r-132*a^2+2*r*g^2-30*q*b*p^2*r-104*q*c*p*a*r+6*q^3*g-100*g*r-36*b*g*p*c*r+108*q^2*c^2-60*q*p*g*c*r-45*b*r^2+216*c^3*q+162*p^3*c-104*p*r-24*c^4*r-6*p^4*r-16*a^2*c^2*r-84*p*c^3*r-32*b*c^3*r-108*q*c^2*p*r+315*p*r^2*a+716*p*c*r^2+178*p*g*r^2+184*a*q*r^2+48*a*b*r^2+400*a*c*r^2+45*a*g*r^2+422*c*q*r^2+258*c*b*r^2+217*c*g*r^2+98*r^2*q*b+93*r^2*g*q+27*r^2*g*b+228*r*c*q^2+49*r*c*g^2+424*r*b*c^2+48*r*c*b^2+338*r*c^2*g+588*r*q*c^2+148*r*a^2*c+596*r*a*c^2+74*r*a^2*q+121*r*a*q^2+120*r*p*a^2+297*r*p^2*a+45*r*p*g^2+1024*r*p*c^2+190*r*p*q^2+664*r*p^2*c+227*r*p^2*b+22*r*g^2*q+299*r*p^2*q+173*r*g*p^2+60*r*p*b^2+86*r^2*q^2+233*p^2*r^2+149*p*r^3+500*c^2*r^2+12*r^2*g^2+44*b*r^3+27*r*q^3+136*r*p^3+480*r*c^3+14*r*q*b^2+51*r*b*q^2-528*c^3+196*r*a*b*c+515*r*p*c*g+278*r*p*q*b+230*r*p*g*q+666*r*p*b*c+120*r*p*g*b+150*r*p*a*g+180*r*p*a*b+418*r*p*a*q+892*r*p*a*c+172*r*a*c*g+540*r*a*q*c+88*r*a*q*b+81*r*a*g*q+314*r*c*q*b+283*r*c*g*q+122*r*c*g*b+892*r*p*q*c+229*p*b*r^2+30*r^4+40*g*r^3+6*r^2*b^2+89*q*r^3+208*c*r^3+42*r^2*a^2+78*a*r^3-52*b*p*a*c*r-18*q*c*a*r*g+264*q*g*p*c+480*p*a*q*c+84*p*a*q*g+180*a*c*g*p+216*p*c*b*a+108*c*g*q*a+144*b*p*c*g-57*r^3-192*b*a+6*q^2*g^2-219*p*b*r-330*p*r*a-867*p*c*r-168*p*g*r-272*a*q*r+8*a*b*r-556*a*c*r-2*a*g*r-725*c*q*r-336*c*b*r-281*c*g*r-161*r*q*b-137*r*g*q+14*r*g*b-9*r^4*q-2*r^3*b^2-6*r^4*b-2*r^3*g^2-9*r^4*a-54*r^3*c^2-9*r^3*q^2-6*r^3*a^2-21*r^4*c-5*r^4*g-24*r^4*p-43*r^3*p^2-3*r^5-113*r^3*p*c-45*r^3*p*b-26*r^3*c*g-45*r^3*q*c-52*r^3*p*q-12*r^3*q*b-33*r^3*g*p-11*r^3*g*q-32*r^3*b*c-5*r^3*g*b-7*r^3*a*g-8*r^3*a*b-21*r^3*a*q-46*r^3*a*c-54*r^3*p*a+30*q*g^2*c+24*q*g^2*p+144*c^4-24*q*g^2-90*q^2*b+18*q^3*a-28*r^2*a*b*c-96*r^2*p*c*g-7*r^2*b*g*q-57*r^2*p*q*b-44*r^2*p*g*q-130*r^2*p*b*c-28*r^2*p*g*b-32*r^2*p*a*g-40*r^2*p*a*b-75*r^2*p*a*q-158*r^2*p*a*c-24*r^2*a*c*g-68*r^2*a*q*c-12*r^2*a*q*b-11*r^2*a*g*q-40*r^2*c*q*b-36*r^2*c*g*q-18*r^2*c*g*b-154*r^2*p*q*c-27*r^2*c*q^2-7*r^2*c*g^2-56*r^2*b*c^2-8*r^2*c*b^2-44*r^2*c^2*g-72*r^2*q*c^2-20*r^2*a^2*c-76*r^2*a*c^2-10*r^2*a^2*q-15*r^2*a*q^2-24*r^2*p*a^2-60*r^2*p^2*a-10*r^2*p*g^2-172*r^2*p*c^2-34*r^2*p*q^2-127*r^2*p^2*c-51*r^2*p^2*b-3*r^2*g^2*q-59*r^2*p^2*q-3*r^2*q^3-28*r^2*p^3-60*r^2*c^3-37*r^2*g*p^2-16*r^2*p*b^2-7*r^2*g*q^2-2*r^2*q*b^2-6*r^2*b*q^2-4*b^2*q*c*r+24*q^3*p-96*p*g-162*a*g-426*p*c*g-126*b*g-42*q*p-108*b*p-540*p^2*c-720*q*c^2-228*p^2*a-126*p^2*g-144*a^2*c-30*p*g^2-648*a*c^2-144*b*c-936*p*c^2-84*p*a^2-252*q*p^2-168*p^2*b-72*q*a^2+144*c^3*g+72*q*p^3+192*b*c^3-48*q^3+24*b^2*p*q+24*q*b^2*c-82*p^2*c*a*r-50*p^2*c*r*g-68*p^2*c*b*r-81*p^2*c*q*r-39*q*a*p^2*r-52*q*c^2*a*r-28*q*c^2*r*g-6*q*p*g^2*r-13*c*g^2*p*r-16*q*c*a^2*r-16*b*g*c^2*r-112*p*a*c^2*r-5*p^2*r*g^2-11*g*p^3*r-36*q*c^3*r-18*p^3*a*r-12*p^2*a^2*r-6*c^2*g^2*r-24*c^3*g*r-40*c^3*r*a-15*b*p^3*r+72*c*g*q*b+60*b*p*q*g+24*b^2*p^2+18*q^3*c-24*q*b^2+342*p^2*c*q+312*p*c^2*g+348*p^2*a*c+162*p^2*a*q+408*p*b*c^2+144*a*b*c^2+120*c^2*g*a+72*p*a^2*q+72*b*p^2*a+96*a^2*c*q+96*c^2*g*b+48*p^2*g*b+264*b*p^2*c+204*p^2*c*g+528*a*c^2*p+90*q*g*p^2+54*c*g^2*p+312*q*c^2*a+60*p^2*g*a+144*a^2*c*p+60*q^2*c*g-396*q*c*b-96*q*b*a-258*q*b*p-60*q*b*g+24*p^4+48*b^2*c^2+24*q^2*a^2-8*b^2*q*r*p-150*p*a-72*q*a-126*c*g-138*p*c+18*q*c-42*q*g-432*b*c^2-348*c^2*g+96*a^2*c^2+54*b*p^3+18*p^2*g^2+42*p^3*g+72*p^3*a+36*c^2*g^2+396*p^2*c^2+240*c^3*a-36*b^2*p-30*q*b-24*b^2*c-150*q^2*a-198*q^2*p-78*q^2*g-324*q^2*c-192*a*c-156*a*c*g-378*q*p*a-204*q*p*g-120*p*b*a-624*q*c*a-864*q*c*p-330*q*c*g-168*b*c*a-552*b*c*p-84*a*q*g-102*p*a*g-780*p*c*a+168*q*c^2*g+504*q*c^2*p-78*p*b*g-96*b*c*g-2*q^2*b*r*g+12*q^2*g*b+54*q^2*b*p-q^2*r*g^2+24*q^2*b*a-6*q^3*r*p-3*q^3*r*a-3*q^3*c*r-42*c*g^2-23*q*p^2*g*r-24*b*a*c^2*r-32*p*a^2*c*r-16*p^2*a*r*g-20*c^2*g*a*r-92*b*p*c^2*r-68*c^2*g*p*r-22*q^2*a*c*r-15*q^2*b*r*p-8*q^2*b*r*c-4*q^2*a*r*b+48*q^2*c*b-42*p*a*c*r*g-18*q^2*c^2*r-18*q^2*p^2*r-4*q^2*a^2*r-8*b^2*c^2*r-39*p^3*c*r-8*b^2*p^2*r-18*q*p^3*r-90*p^2*c^2*r)*x^2+(-12*q^2*g*p-36*q^2*c*p-16*p*b^2*c-36*q^2*a*p-16*q^2*c*a-4*a*q^2*g-16*q*c^2*b-36*b*p^2*q-64*p*c*q*b-32*p*a*q*b-16*q*c*b*a+8*q*a^2*p*r+2*q^2*p*r*g+6*q^2*p*a*r+6*q^2*p*c*r+16*b*p^2*a*r+12*b^2-12*p-60*a-5*q*r-10*g*r^2-103*p*q*r^2-18*r*b^2+29*q*r^2+84*c*r^2+121*p*q*r-34*c-26*g+4*q*b*p*r*g+24*c^2-18*r*a^2-10*r-30*b-3*a*r^2-176*c^3*p+54*b*r+23*r*q^2+76*p^2*r+36*p*r^2+22*g^2+105*r*a+r^2-18*q^2+222*c^2*r+48*p^3+8*b^2*p*c*r+10*b*g*p^2*r+16*q*b*p*c*r+60*p^2+8*q*b*p*a*r-6*r*g*q^2-4*r*b*g*q+8*q*p*g*a*r-18*q-24*q^2*p^2-48*p^2*a^2+33*c*r+96*a^2-12*r*g^2+12*q*b*p^2*r+32*q*c*p*a*r+47*g*r+16*b*g*p*c*r-8*q^2*c^2+16*q*p*g*c*r-33*b*r^2-32*c^3*q-132*p^3*c+65*p*r+6*p^4*r+24*p*c^3*r+24*q*c^2*p*r-159*p*r^2*a-281*p*c*r^2-75*p*g*r^2-30*a*q*r^2+8*a*b*r^2-80*a*c*r^2+a*g*r^2-53*c*q*r^2-2*c*b*r^2-26*c*g*r^2+3*r^2*q*b-9*r^2*g*q+7*r^2*g*b-18*r*c*q^2-6*r*c*g^2-48*r*b*c^2+8*r*c*b^2-64*r*c^2*g-88*r*q*c^2-48*r*a^2*c-152*r*a*c^2-24*r*a^2*q-18*r*a*q^2-90*r*p*a^2-222*r*p^2*a-22*r*p*g^2-422*r*p*c^2-43*r*p*q^2-387*r*p^2*c-115*r*p^2*b-2*r*g^2*q-144*r*p^2*q-111*r*g*p^2-14*r*p*b^2-5*r^2*q^2-128*p^2*r^2-52*p*r^3-94*c^2*r^2+2*r^2*g^2+9*b*r^3-101*r*p^3-104*r*c^3+168*c^3-24*r*a*b*c-224*r*p*c*g-63*r*p*q*b-83*r*p*g*q-226*r*p*b*c-51*r*p*g*b-89*r*p*a*g-88*r*p*a*b-188*r*p*a*q-460*r*p*a*c-36*r*a*c*g-112*r*a*q*c-8*r*a*q*b-16*r*a*g*q-16*r*c*q*b-40*r*c*g*q-8*r*c*g*b-289*r*p*q*c-72*p*b*r^2-r^4+g*r^3+6*r^2*b^2-6*q*r^3-27*c*r^3-6*r^2*a^2-6*a*r^3+24*b*p*a*c*r-88*q*g*p*c-208*p*a*q*c-40*p*a*q*g-96*a*c*g*p-96*p*c*b*a-24*c*g*q*a-56*b*p*c*g+10*r^3+88*b*a+23*p*b*r+111*p*r*a+282*p*c*r+40*p*g*r+72*a*q*r-48*a*b*r+148*a*c*r-33*a*g*r+159*c*q*r-18*c*b*r+42*c*g*r-3*r*q*b+25*r*g*q-33*r*g*b+11*r^4*p+28*r^3*p^2+45*r^3*p*c+21*r^3*p*b+18*r^3*p*q+17*r^3*g*p+30*r^3*p*a-4*q*g^2*c-8*q*g^2*p-32*c^4+6*q*g^2+42*r^2*p*c*g+15*r^2*p*q*b+15*r^2*p*g*q+54*r^2*p*b*c+15*r^2*p*g*b+21*r^2*p*a*g+24*r^2*p*a*b+30*r^2*p*a*q+72*r^2*p*a*c+43*r^2*p*q*c+18*r^2*p*a^2+48*r^2*p^2*a+6*r^2*p*g^2+58*r^2*p*c^2+7*r^2*p*q^2+75*r^2*p^2*c+33*r^2*p^2*b+30*r^2*p^2*q+23*r^2*p^3+27*r^2*g*p^2+6*r^2*p*b^2+66*p*g+92*a*g+158*p*c*g+50*b*g+24*q*p+62*b*p+236*p^2*c+172*q*c^2+120*p^2*a+56*p^2*g+72*a^2*c+10*p*g^2+240*a*c^2+80*b*c+364*p*c^2+48*p*a^2+102*q*p^2+56*p^2*b+36*q*a^2-32*c^3*g-48*q*p^3-32*b*c^3+56*p^2*c*a*r+32*p^2*c*r*g+40*p^2*c*b*r+36*p^2*c*q*r+24*q*a*p^2*r+2*q*p*g^2*r+6*c*g^2*p*r+40*p*a*c^2*r+4*p^2*r*g^2+10*g*p^3*r+18*p^3*a*r+12*p^2*a^2*r+12*b*p^3*r-8*c*g*q*b-16*b*p*q*g-8*b^2*p^2-168*p^2*c*q-136*p*c^2*g-264*p^2*a*c-108*p^2*a*q-144*p*b*c^2-32*a*b*c^2-32*c^2*g*a-48*p*a^2*q-48*b*p^2*a-32*a^2*c*q-16*c^2*g*b-28*p^2*g*b-136*b*p^2*c-132*p^2*c*g-272*a*c^2*p-48*q*g*p^2-24*c*g^2*p-64*q*c^2*a-48*p^2*g*a-96*a^2*c*p-4*q^2*c*g+40*q*c*b+24*q*b*a+60*q*b*p+12*q*b*g-24*p^4-8*q^2*a^2+132*p*a+30*q*a+62*c*g+118*p*c-26*q*c+10*q*g+64*b*c^2+92*c^2*g-32*a^2*c^2-36*b*p^3-12*p^2*g^2-36*p^3*g-72*p^3*a-8*c^2*g^2-248*p^2*c^2-64*c^3*a+4*b^2*p-16*b^2*c+44*q^2*a+54*q^2*p+16*q^2*g+44*q^2*c+132*a*c+44*a*c*g+168*q*p*a+76*q*p*g+40*p*b*a+208*q*c*a+292*q*c*p+82*q*c*g+16*b*c*a+136*b*c*p+30*a*q*g+44*p*a*g+360*p*c*a-24*q*c^2*g-160*q*c^2*p+22*p*b*g+4*c*g^2+12*q*p^2*g*r+16*p*a^2*c*r+14*p^2*a*r*g+32*b*p*c^2*r+24*c^2*g*p*r+20*p*a*c*r*g+6*q^2*p^2*r+30*p^3*c*r+4*b^2*p^2*r+12*q*p^3*r+48*p^2*c^2*r)*x-4*b*p^2*a*r-2*p+2*a-2*q*r+7*g*r^2+6*p*q*r^2+4*q*r^2+8*c*r^2-2*p*q*r-2*c+2*g-8*c^2+12*r*a^2-2*r+13*a*r^2+16*c^3*p-6*b*r+8*p^2*r+8*p*r^2-2*g^2-15*r*a+2*r^2+2*c^2*r+2*p^3-2*b*g*p^2*r-8*p^2+16*p^2*a^2-3*c*r-20*a^2+3*r*g^2-6*g*r-2*b*g*p*c*r+9*b*r^2+34*p^3*c-6*p*r-2*p^4*r+19*p*r^2*a+24*p*c*r^2+7*p*g*r^2-3*a*q*r^2-4*a*b*r^2-10*a*c*r^2-4*a*g*r^2-3*c*q*r^2-8*c*b*r^2-6*c*g*r^2-r^2*g*q-2*r^2*g*b-r*c*g^2-4*r*b*c^2-2*r*c^2*g+20*r*p*a^2+49*r*p^2*a+2*r*p*g^2+44*r*p*c^2+65*r*p^2*c+12*r*p^2*b+16*r*p^2*q+20*r*g*p^2+18*p^2*r^2+2*p*r^3-6*c^2*r^2-r^2*g^2-3*b*r^3+22*r*p^3-8*c^3-4*r*a*b*c+23*r*p*c*g+6*r*p*g*q+14*r*p*b*c+4*r*p*g*b+14*r*p*a*g+8*r*p*a*b+18*r*p*a*q+64*r*p*a*c-2*r*a*c*g-2*r*c*g*b+18*r*p*q*c+3*p*b*r^2-2*r^4-3*g*r^3-2*q*r^3-7*c*r^3-4*r^2*a^2-6*a*r^3-4*b*p*a*c*r+4*q*g*p*c+16*p*a*q*c+4*p*a*q*g+12*a*c*g*p+8*p*c*b*a+4*b*p*c*g+2*r^3-8*b*a+9*p*b*r+10*p*r*a+3*p*c*r+5*p*g*r+3*a*q*r+12*a*b*r+14*a*c*r+12*a*g*r+3*c*q*r+22*c*b*r+11*c*g*r+r*g*q+6*r*g*b-2*r^4*p-6*r^3*p^2-7*r^3*p*c-3*r^3*p*b-2*r^3*p*q-3*r^3*g*p-6*r^3*p*a-6*r^2*p*c*g-r^2*p*g*q-8*r^2*p*b*c-2*r^2*p*g*b-4*r^2*p*a*g-4*r^2*p*a*b-3*r^2*p*a*q-10*r^2*p*a*c-3*r^2*p*q*c-4*r^2*p*a^2-12*r^2*p^2*a-r^2*p*g^2-6*r^2*p*c^2-14*r^2*p^2*c-6*r^2*p^2*b-4*r^2*p^2*q-6*r^2*p^3-6*r^2*g*p^2-10*p*g-14*a*g-8*p*c*g-4*b*g-2*q*p-6*b*p-8*p^2*c-4*q*c^2-4*p^2*a-2*p^2*g-8*a^2*c-16*a*c^2-12*b*c-24*p*c^2-4*p*a^2-6*q*p^2-4*q*a^2+8*q*p^3+(r-4)*(2*c+r+q+p+1)*(-14*b^2+13*p+23*a-33*q*r+8*g*r^2+6*r*b^2+12*q*r^2+24*c*r^2+18*p*q*r+26*c+13*g-60*c^2+6*r*a^2+13*r+23*b+12*a*r^2-39*b*r+9*r*q^2+9*p^2*r+12*p*r^2-7*g^2-39*r*a-18*r^2-15*q^2+36*c^2*r+2*p^3-15*p^2+13*q-66*c*r-14*a^2+3*r*g^2-25*g*r+12*b*r^2-33*p*r+16*c^3+5*r^3-28*b*a+18*p*b*r+18*p*r*a+36*p*c*r+12*p*g*r+18*a*q*r+12*a*b*r+36*a*c*r+9*a*g*r+36*c*q*r+36*c*b*r+24*c*g*r+18*r*q*b+12*r*g*q+9*r*g*b+2*q*g^2+6*q^2*b-22*p*g-21*a*g+16*p*c*g-21*b*g-30*q*p-34*b*p+12*p^2*c+24*q*c^2+6*p^2*a+4*p^2*g+8*a^2*c+2*p*g^2+24*a*c^2-68*b*c+24*p*c^2+4*p*a^2+6*q*p^2+6*p^2*b+4*q*a^2+2*q^3+4*q*b^2+24*q*c*b+8*q*b*a+12*q*b*p+6*q*b*g-34*p*a-34*q*a-44*c*g-60*p*c-60*q*c-22*q*g+24*b*c^2+16*c^2*g+4*b^2*p-34*q*b+8*b^2*c+6*q^2*a+6*q^2*p+4*q^2*g+12*q^2*c-68*a*c+12*a*c*g+12*q*p*a+8*q*p*g+8*p*b*a+24*q*c*a+24*q*c*p+16*q*c*g+16*b*c*a+24*b*c*p+6*a*q*g+6*p*a*g+24*p*c*a+6*p*b*g+12*b*c*g+4*c*g^2)*x^3-10*p^2*c*a*r-6*p^2*c*r*g-8*p^2*c*b*r-3*p^2*c*q*r-3*q*a*p^2*r-c*g^2*p*r-p^2*r*g^2-3*g*p^3*r-6*p^3*a*r-4*p^2*a^2*r-3*b*p^3*r+18*p^2*c*q+12*p*c^2*g+60*p^2*a*c+18*p^2*a*q+8*p*b*c^2+8*p*a^2*q+8*b*p^2*a+4*p^2*g*b+16*b*p^2*c+24*p^2*c*g+32*a*c^2*p+6*q*g*p^2+2*c*g^2*p+12*p^2*g*a+16*a^2*c*p+8*p^4-26*p*a-2*q*a-8*c*g-20*p*c-2*q*c+8*b*c^2+6*b*p^3+2*p^2*g^2+10*p^3*g+24*p^3*a+44*p^2*c^2-28*a*c-14*q*p*a-6*q*p*g-8*q*c*a-14*q*c*p-2*q*c*g+8*b*c*a+4*b*c*p-2*a*q*g-2*p*a*g-28*p*c*a+8*q*c^2*p+4*b*c*g+2*c*g^2-q*p^2*g*r-4*p^2*a*r*g-4*b*p*c^2*r-2*c^2*g*p*r-2*p*a*c*r*g-7*p^3*c*r-2*q*p^3*r-6*p^2*c^2*r)*dx+(-(p+r-2)*(p+a+c+r-1)*(2*a+2*c+g+p+r)*(p+1)+(-18+35*p+79*a-2*q*r+6*g*r^2+8*p*q*r^2+2*q*r^2+4*c*r^2-32*p*q*r+47*c+34*g+14*c^2+2*r*a^2+31*r+18*b+9*a*r^2+8*c^3*p-27*b*r-74*p^2*r-34*p*r^2-4*g^2-56*r*a-18*r^2-18*c^2*r-35*p^3+14*p^2+8*p^2*a^2-25*c*r-34*a^2+2*r*g^2-26*g*r+9*b*r^2+17*p^3*c-2*p*r+27*p*r^2*a+34*p*c*r^2+12*p*g*r^2+14*r*p*a^2+39*r*p^2*a+2*r*p*g^2+30*r*p*c^2+51*r*p^2*c+12*r*p^2*b+12*r*p^2*q+17*r*g*p^2+26*p^2*r^2+11*p*r^3+19*r*p^3-16*c^3+19*r*p*c*g+4*r*p*g*q+16*r*p*b*c+4*r*p*g*b+11*r*p*a*g+8*r*p*a*b+12*r*p*a*q+44*r*p*a*c+12*r*p*q*c+9*p*b*r^2+2*q*g*p*c+8*p*a*q*c+2*p*a*q*g+6*a*c*g*p+4*p*c*b*a+2*b*p*c*g+5*r^3-16*b*a-15*p*b*r-83*p*r*a-124*p*c*r-33*p*g*r-6*a*q*r+8*a*b*r-16*a*c*r+5*a*g*r-6*c*q*r+16*c*b*r+c*g*r-2*r*g*q+4*r*g*b-2*p*g-25*a*g-46*p*c*g-8*b*g+26*q*p-3*b*p-112*p^2*c-8*q*c^2-74*p^2*a-31*p^2*g-16*a^2*c-3*p*g^2-32*a*c^2-30*b*c-96*p*c^2-26*p*a^2-30*q*p^2-18*p^2*b-8*q*a^2+4*q*p^3+9*p^2*c*q+6*p*c^2*g+30*p^2*a*c+9*p^2*a*q+4*p*b*c^2+4*p*a^2*q+4*b*p^2*a+2*p^2*g*b+8*b*p^2*c+12*p^2*c*g+16*a*c^2*p+3*q*g*p^2+c*g^2*p+6*p^2*g*a+8*a^2*c*p+4*p^4-7*p*a+14*q*a-10*c*g+38*p*c+14*q*c+6*q*g+4*b*c^2-6*c^2*g+3*b*p^3+p^2*g^2+5*p^3*g+12*p^3*a+22*p^2*c^2-20*a*c-6*a*c*g-43*q*p*a-15*q*p*g-12*p*b*a-16*q*c*a-43*q*c*p-4*q*c*g+4*b*c*a-22*b*c*p-4*a*q*g-19*p*a*g-122*p*c*a+4*q*c^2*p-6*p*b*g+2*b*c*g+c*g^2)*x+(-3*q^2*g*p-9*q^2*c*p-4*p*b^2*c-9*q^2*a*p-4*q^2*c*a-a*q^2*g-4*q*c^2*b-9*b*p^2*q-16*p*c*q*b-8*p*a*q*b-4*q*c*b*a+108+12*b^2-111*p-285*a-95*q*r+17*g*r^2-52*p*q*r^2-6*r*b^2+56*q*r^2+159*c*r^2+241*p*q*r-139*c-137*g-264*c^2+18*r*a^2-113*r-138*b+51*a*r^2-44*c^3*p+72*b*r+30*r*q^2+259*p^2*r+191*p*r^2+19*g^2+72*r*a-15*r^2-54*q^2+304*c^2*r+93*p^3-120*p^2-2*r*g*q^2-2*r*b*g*q-18*q-6*q^2*p^2-12*p^2*a^2-180*c*r+78*a^2+46*g*r-2*q^2*c^2-8*c^3*q-33*p^3*c-139*p*r-81*p*r^2*a-140*p*c*r^2-42*p*g*r^2-15*a*q*r^2-4*a*b*r^2-38*a*c*r^2-5*a*g*r^2-24*c*q*r^2-14*c*b*r^2-17*c*g*r^2-3*r^2*q*b-6*r^2*g*q-2*r^2*g*b-6*r*c*q^2-3*r*c*g^2-20*r*b*c^2-22*r*c^2*g-28*r*q*c^2-16*r*a^2*c-48*r*a*c^2-8*r*a^2*q-6*r*a*q^2-30*r*p*a^2-81*r*p^2*a-8*r*p*g^2-148*r*p*c^2-15*r*p*q^2-144*r*p^2*c-45*r*p^2*b-r*g^2*q-54*r*p^2*q-42*r*g*p^2-6*r*p*b^2-3*r^2*q^2-70*p^2*r^2-40*p*r^3-38*c^2*r^2-r^2*g^2-3*b*r^3-39*r*p^3-32*r*c^3+168*c^3-12*r*a*b*c-82*r*p*c*g-24*r*p*q*b-30*r*p*g*q-88*r*p*b*c-19*r*p*g*b-31*r*p*a*g-32*r*p*a*b-66*r*p*a*q-160*r*p*a*c-14*r*a*c*g-36*r*a*q*c-4*r*a*q*b-6*r*a*g*q-8*r*c*q*b-14*r*c*g*q-6*r*c*g*b-102*r*p*q*c-45*p*b*r^2-3*r^4-4*g*r^3-6*q*r^3-18*c*r^3-6*r^2*a^2-9*a*r^3-22*q*g*p*c-52*p*a*q*c-10*p*a*q*g-24*a*c*g*p-24*p*c*b*a-6*c*g*q*a-14*b*p*c*g+23*r^3+76*b*a+141*p*b*r+309*p*r*a+630*p*c*r+148*p*g*r+113*a*q*r+258*a*c*r+9*a*g*r+208*c*q*r+64*c*b*r+105*c*g*r+21*r*q*b+45*r*g*q-3*r*g*b-q*g^2*c-2*q*g^2*p-8*c^4+6*q*g^2-33*p*g+77*a*g+224*p*c*g+44*b*g-183*q*p-34*b*p+383*p^2*c+160*q*c^2+192*p^2*a+95*p^2*g+72*a^2*c+16*p*g^2+240*a*c^2+20*b*c+478*p*c^2+66*p*a^2+147*q*p^2+95*p^2*b+36*q*a^2-8*c^3*g-12*q*p^3-8*b*c^3-2*c*g*q*b-4*b*p*q*g-2*b^2*p^2-42*p^2*c*q-34*p*c^2*g-66*p^2*a*c-27*p^2*a*q-36*p*b*c^2-8*a*b*c^2-8*c^2*g*a-12*p*a^2*q-12*b*p^2*a-8*a^2*c*q-4*c^2*g*b-7*p^2*g*b-34*b*p^2*c-33*p^2*c*g-68*a*c^2*p-12*q*g*p^2-6*c*g^2*p-16*q*c^2*a-12*p^2*g*a-24*a^2*c*p-q^2*c*g+46*q*c*b+24*q*b*a+69*q*b*p+12*q*b*g-6*p^4-2*q^2*a^2-75*p*a-87*q*a-31*c*g-371*p*c-245*q*c-41*q*g+88*b*c^2+104*c^2*g-8*a^2*c^2-9*b*p^3-3*p^2*g^2-9*p^3*g-18*p^3*a-2*c^2*g^2-62*p^2*c^2-16*c^3*a+10*b^2*p-36*q*b-4*b^2*c+38*q^2*a+54*q^2*p+13*q^2*g+38*q^2*c-102*a*c+56*a*c*g+204*q*p*a+91*q*p*g+64*p*b*a+196*q*c*a+343*q*c*p+79*q*c*g+40*b*c*a+214*b*c*p+30*a*q*g+65*p*a*g+468*p*c*a-6*q*c^2*g-40*q*c^2*p+37*p*b*g+18*b*c*g+10*c*g^2)*x^2+(9*q^2*g*p+33*q^2*c*p+12*p*b^2*c+18*q^2*a*p+22*q^2*c*a+4*a*q^2*g+32*q*c^2*b+18*b*p^2*q+52*p*c*q*b+16*p*a*q*b+20*q*c*b*a-180-34*b^2+107*p+349*a+265*q*r-76*g*r^2+98*p*q*r^2-6*r*b^2-202*q*r^2-452*c*r^2-449*p*q*r+154*c+194*g+594*c^2-34*r*a^2+146*r+259*b-144*a*r^2+68*c^3*p-15*b*r-141*r*q^2-308*p^2*r-310*p*r^2-26*g^2+10*r*a+108*r^2+141*q^2-744*c^2*r-89*p^3+194*p^2+13*r*g*q^2+12*r*b*g*q+47*q+12*q^2*p^2+8*p^2*a^2+533*c*r-70*a^2-10*r*g^2+q^3*g-5*g*r+18*q^2*c^2-88*b*r^2+36*c^3*q+27*p^3*c+309*p*r+93*p*r^2*a+217*p*c*r^2+55*p*g*r^2+51*a*q*r^2+16*a*b*r^2+110*a*c*r^2+14*a*g*r^2+117*c*q*r^2+76*c*b*r^2+62*c*g*r^2+30*r^2*q*b+27*r^2*g*q+10*r^2*g*b+51*r*c*q^2+11*r*c*g^2+96*r*b*c^2+12*r*c*b^2+76*r*c^2*g+132*r*q*c^2+32*r*a^2*c+132*r*a*c^2+16*r*a^2*q+27*r*a*q^2+26*r*p*a^2+69*r*p^2*a+10*r*p*g^2+240*r*p*c^2+45*r*p*q^2+159*r*p^2*c+54*r*p^2*b+5*r*g^2*q+72*r*p^2*q+41*r*g*p^2+14*r*p*b^2+24*r^2*q^2+74*p^2*r^2+58*p*r^3+138*c^2*r^2+4*r^2*g^2+18*b*r^3+6*r*q^3+33*r*p^3+108*r*c^3+4*r*q*b^2+12*r*b*q^2-376*c^3+44*r*a*b*c+120*r*p*c*g+66*r*p*q*b+54*r*p*g*q+156*r*p*b*c+27*r*p*g*b+33*r*p*a*g+40*r*p*a*b+96*r*p*a*q+204*r*p*a*c+38*r*a*c*g+120*r*a*q*c+20*r*a*q*b+18*r*a*g*q+72*r*c*q*b+64*r*c*g*q+28*r*c*g*b+210*r*p*q*c+72*p*b*r^2+12*r^4+15*g*r^3+4*r^2*b^2+30*q*r^3+69*c*r^3+12*r^2*a^2+27*a*r^3+44*q*g*p*c+80*p*a*q*c+14*p*a*q*g+30*a*c*g*p+36*p*c*b*a+18*c*g*q*a+24*b*p*c*g-86*r^3-104*b*a+q^2*g^2-275*p*b*r-377*p*r*a-988*p*c*r-214*p*g*r-256*a*q*r-40*a*b*r-536*a*c*r-37*a*g*r-654*c*q*r-354*c*b*r-293*c*g*r-154*r*q*b-135*r*g*q-23*r*g*b+5*q*g^2*c+4*q*g^2*p+24*c^4-16*q*g^2-51*q^2*b+3*q^3*a+4*q^3*p+82*p*g-87*a*g-335*p*c*g-69*b*g+335*q*p+114*b*p-450*p^2*c-480*q*c^2-182*p^2*a-105*p^2*g-96*a^2*c-23*p*g^2-444*a*c^2+156*b*c-732*p*c^2-62*p*a^2-204*q*p^2-136*p^2*b-48*q*a^2+24*c^3*g+12*q*p^3+32*b*c^3-26*q^3+4*b^2*p*q+4*q*b^2*c+12*c*g*q*b+10*b*p*q*g+4*b^2*p^2+3*q^3*c-16*q*b^2+57*p^2*c*q+52*p*c^2*g+58*p^2*a*c+27*p^2*a*q+68*p*b*c^2+24*a*b*c^2+20*c^2*g*a+12*p*a^2*q+12*b*p^2*a+16*a^2*c*q+16*c^2*g*b+8*p^2*g*b+44*b*p^2*c+34*p^2*c*g+88*a*c^2*p+15*q*g*p^2+9*c*g^2*p+52*q*c^2*a+10*p^2*g*a+24*a^2*c*p+10*q^2*c*g-258*q*c*b-64*q*b*a-187*q*b*p-40*q*b*g+4*p^4+8*b^2*c^2+4*q^2*a^2+155*p*a+150*q*a+131*c*g+685*p*c+579*q*c+81*q*g-312*b*c^2-250*c^2*g+16*a^2*c^2+9*b*p^3+3*p^2*g^2+7*p^3*g+12*p^3*a+6*c^2*g^2+66*p^2*c^2+40*c^3*a-30*b^2*p+109*q*b-28*b^2*c-97*q^2*a-141*q^2*p-49*q^2*g-198*q^2*c+268*a*c-110*a*c*g-279*q*p*a-154*q*p*g-92*p*b*a-416*q*c*a-648*q*c*p-223*q*c*g-124*b*c*a-428*b*c*p-56*a*q*g-77*p*a*g-586*p*c*a+28*q*c^2*g+84*q*c^2*p-61*p*b*g-76*b*c*g+2*q^2*g*b+9*q^2*b*p+4*q^2*b*a-31*c*g^2+8*q^2*c*b)*x^3-(2*c+r+q+p+1)*(-90-22*b^2+119*p+139*a-99*q*r+12*g*r^2+6*r*b^2+18*q*r^2+36*c*r^2+18*p*q*r+238*c+89*g-120*c^2+6*r*a^2+152*r+139*b+18*a*r^2-105*b*r+9*r*q^2+9*p^2*r+18*p*r^2-11*g^2-105*r*a-72*r^2-30*q^2+36*c^2*r+p^3-30*p^2+119*q-198*c*r-22*a^2+3*r*g^2-69*g*r+18*b*r^2-99*p*r+8*c^3+10*r^3-44*b*a+18*p*b*r+18*p*r*a+36*p*c*r+12*p*g*r+18*a*q*r+12*a*b*r+36*a*c*r+9*a*g*r+36*c*q*r+36*c*b*r+24*c*g*r+18*r*q*b+12*r*g*q+9*r*g*b+q*g^2+3*q^2*b-41*p*g-33*a*g+8*p*c*g-33*b*g-60*q*p-62*b*p+6*p^2*c+12*q*c^2+3*p^2*a+2*p^2*g+4*a^2*c+p*g^2+12*a*c^2-124*b*c+12*p*c^2+2*p*a^2+3*q*p^2+3*p^2*b+2*q*a^2+q^3+2*q*b^2+12*q*c*b+4*q*b*a+6*q*b*p+3*q*b*g-62*p*a-62*q*a-82*c*g-120*p*c-120*q*c-41*q*g+12*b*c^2+8*c^2*g+2*b^2*p-62*q*b+4*b^2*c+3*q^2*a+3*q^2*p+2*q^2*g+6*q^2*c-124*a*c+6*a*c*g+6*q*p*a+4*q*p*g+4*p*b*a+12*q*c*a+12*q*c*p+8*q*c*g+8*b*c*a+12*b*c*p+3*a*q*g+3*p*a*g+12*p*c*a+3*p*b*g+6*b*c*g+2*c*g^2)*x^4)*dx^2-6*q^2*g*p-18*q^2*c*p-8*p*b^2*c-18*q^2*a*p-8*q^2*c*a-2*a*q^2*g-8*q*c^2*b-18*b*p^2*q-32*p*c*q*b-16*p*a*q*b-8*q*c*b*a+8*q*a^2*p*r+2*q^2*p*r*g+6*q^2*p*a*r+6*q^2*p*c*r+20*b*p^2*a*r-2*r^2*c^2*g*p-6*p+6*a-6*q*r+6*g*r^2-2*p*q*r^2-4*r*b^2+9*q*r^2+16*c*r^2-21*p*q*r-3*r^2*p^3*a-r^2*p*g^2*c-2*c+2*g+4*q*b*p*r*g-2*r^2*p^2*a^2-3*r^2*p^3*b-16*r*a^2-6*r+6*a*r^2-88*c^3*p-8*b*r-37*p^2*r+2*g^2-11*r*a+2*r^2-6*c^2*r-30*p^3-(r-3)*(r-4)*(2*c+r+q+p+1)*(r+2*c+p+q-1)*(g+a+b+2*c+p+q+r)*(p+2*a+2*b+2*c+1+q+r+g)*x^2+12*b^2*p*c*r+13*b*g*p^2*r-3*r^2*p^2*g*b+18*q*b*p*c*r-24*p^2-2*r^2*q*p^3-r^2*p^2*g^2+8*q*b*p*a*r-2*r*g*q^2-2*r^2*p^3*g+8*q*p*g*a*r-4*r^2*b*c^2*p-12*q^2*p^2-4*r^2*p^2*a*b-4*r^2*p*b*a*c-2*p*a*c*r^2*g-4*r^2*p^2*c^2-4*r^2*p^3*c-24*p^2*a^2-11*c*r+12*a^2-5*r*g^2-8*r^2*p^2*c*b+15*q*b*p^2*r+32*q*c*p*a*r-3*r^2*p^2*g*a-2*r^2*p^2*g*q-5*r^2*p^2*g*c-8*g*r+20*b*g*p*c*r-4*q^2*c^2-4*b^2*p*c*r^2+17*q*p*g*c*r+6*b*r^2-16*c^3*q-66*p^3*c-p^4*r^2-22*p*r+7*p^4*r+24*p*c^3*r+24*q*c^2*p*r-p*r^2*a-15*p*c*r^2+6*p*g*r^2+16*a*b*r^2-8*a*c*r^2+11*a*g*r^2-7*c*q*r^2+16*c*b*r^2+3*c*g*r^2+9*r^2*q*b+3*r^2*g*q+11*r^2*g*b-6*r*c*q^2+r*c*g^2-4*r*b*c^2+12*r*c*b^2-18*r*c^2*g-32*r*q*c^2-16*r*a^2*c-56*r*a*c^2-8*r*a^2*q-6*r*a*q^2-26*r*p*a^2-44*r*p^2*a-4*r*p*g^2-114*r*p*c^2-11*r*p*q^2-75*r*p^2*c-9*r*p^2*b-25*r*p^2*q-16*r*g*p^2+2*r*p*b^2+r^2*q^2+4*p^2*r^2+4*p*r^3-22*c^2*r^2+4*r^2*g^2+5*b*r^3-14*r*p^3-40*r*c^3+4*r*a*b*c-45*r*p*c*g-9*r*p*q*b-19*r*p*g*q-24*r*p*b*c-7*r*p*g*b-21*r*p*a*g-16*r*p*a*b-50*r*p*a*q-124*r*p*a*c-6*r*a*c*g-40*r*a*q*c-4*r*a*g*q+2*r*c*q*b-11*r*c*g*q+8*r*c*g*b-75*r*p*q*c+14*p*b*r^2-2*r^4+2*g*r^3+6*r^2*b^2-q*r^3-7*c*r^3+6*r^2*a^2+2*a*r^3+28*b*p*a*c*r-44*q*g*p*c-104*p*a*q*c-20*p*a*q*g-48*a*c*g*p-48*p*c*b*a-12*c*g*q*a-28*b*p*c*g-r^2*q*p*g*c-2*q*b*p*c*r^2+7*r^3+8*b*a-2*b^2*p^2*r^2-6*r^2*p^2*a*c-3*r^2*p^2*a*q-3*q*b*p^2*r^2-4*b*g*p*c*r^2-20*p*b*r-52*p*r*a-72*p*c*r-24*p*g*r-7*a*q*r-20*a*b*r-22*a*c*r-18*a*g*r+c*q*r-8*c*b*r-8*c*g*r-6*r*q*b-3*r*g*q-12*r*g*b-5*r^3*p*c*g-3*r^3*p*q*b-2*r^3*p*g*q-8*r^3*p*b*c-3*r^3*p*g*b-3*r^3*p*a*g-4*r^3*p*a*b-3*r^3*p*a*q-6*r^3*p*a*c-4*r^3*p*q*c-6*r^3*p^2*a-r^3*p*g^2-4*r^3*p*c^2-r^3*p*q^2-3*r^4*p^2-2*r^4*q-2*r^3*b^2-3*r^4*b-r^3*g^2-r^5*p-3*r^4*a-4*r^3*c^2-r^3*q^2-2*r^3*a^2-4*r^4*c-2*r^4*g+r^4*p+12*r^3*p^2-3*r^3*p^3-r^5+21*r^3*p*c+5*r^3*p*b-2*r^4*p*q-5*r^3*c*g-4*r^3*q*c+7*r^3*p*q-3*r^3*q*b+6*r^3*g*p-2*r^3*g*q-2*r^3*p*a^2-8*r^3*b*c-8*r^3*p^2*c-6*r^3*p^2*b-3*r^3*g*b-4*r^3*p^2*q-4*r^3*g*p^2-2*r^3*p*b^2-3*r^3*a*g-4*r^3*a*b-3*r^3*a*q-6*r^3*a*c+14*r^3*p*a-3*r^4*p*b-3*r^4*p*a-4*r^4*p*c-2*r^4*p*g-2*q*g^2*c-4*q*g^2*p-16*c^4-q^2*p^2*r^2-4*r^2*a*b*c+32*r^2*p*c*g+12*r^2*p*q*b+13*r^2*p*g*q+36*r^2*p*b*c+12*r^2*p*g*b+18*r^2*p*a*g+20*r^2*p*a*b+27*r^2*p*a*q+62*r^2*p*a*c-2*r^2*a*c*g-2*r^2*c*q*b-r^2*c*g*q-4*r^2*c*g*b+37*r^2*p*q*c-r^2*c*g^2-4*r^2*b*c^2-4*r^2*c*b^2-2*r^2*c^2*g+16*r^2*p*a^2+38*r^2*p^2*a+5*r^2*p*g^2+50*r^2*p*c^2+6*r^2*p*q^2+59*r^2*p^2*c+23*r^2*p^2*b+23*r^2*p^2*q+17*r^2*p^3+20*r^2*g*p^2+4*r^2*p*b^2-6*p*g+10*a*g-44*p*c*g+4*b*g-6*q*p-8*b*p-98*p^2*c+8*q*c^2-48*p^2*a-26*p^2*g-4*p*g^2-8*b*c-76*p*c^2-12*p*a^2-30*q*p^2-26*p^2*b-16*c^3*g-24*q*p^3-16*b*c^3-4*r^2*p^2*c*q+x*(x-1)*(-(2*a^2+4*a*c+a*g+6*p*a+6*r*a+2*c^2+c*g+6*p*c+6*c*r+2*p*g+2*g*r+3*p^2+6*p*r+3*r^2-11*a-11*c-4*g-9*p-9*r+6)*(p+1)+(60+3*p-63*a-7*q*r+g*r^2+q*r^2+5*c*r^2+12*p*q*r-17*c-27*g-32*c^2+2*r*a^2-31*r-18*b+3*a*r^2+9*b*r+27*p^2*r+19*p*r^2+g^2+r*a+8*c^2*r+9*p^3-48*p^2+12*q-22*c*r+6*a^2+3*g*r-58*p*r+4*c^3+r^3+4*b*a+9*p*b*r+30*p*r*a+45*p*c*r+13*p*g*r+3*a*q*r+10*a*c*r+a*g*r+3*c*q*r+3*c*g*r+r*g*q-19*p*g+5*a*g+13*p*c*g+2*b*g-33*q*p-12*b*p+30*p^2*c+2*q*c^2+18*p^2*a+8*p^2*g+4*a^2*c+p*g^2+8*a*c^2+8*b*c+26*p*c^2+6*p*a^2+9*q*p^2+6*p^2*b+2*q*a^2-45*p*a-17*q*a-7*c*g-95*p*c-17*q*c-6*q*g+2*c^2*g-26*a*c+2*a*c*g+12*q*p*a+4*q*p*g+4*p*b*a+4*q*c*a+12*q*c*p+q*c*g+8*b*c*p+a*q*g+5*p*a*g+32*p*c*a+2*p*b*g)*x+(-132-2*b^2-45*p+93*a+74*q*r-7*g*r^2-14*q*r^2-37*c*r^2-42*p*q*r-60*c+50*g+156*c^2-4*r*a^2+8*r+59*b-15*a*r^2+9*b*r-6*r*q^2-36*p^2*r-38*p*r^2-2*g^2+34*r*a+42*r^2+27*q^2-54*c^2*r-9*p^3+78*p^2-45*q+169*c*r-6*a^2-r*g^2+14*g*r-6*b*r^2+140*p*r-24*c^3-8*r^3-8*b*a-27*p*b*r-42*p*r*a-99*p*c*r-23*p*g*r-21*a*q*r-4*a*b*r-46*a*c*r-4*a*g*r-39*c*q*r-20*c*b*r-22*c*g*r-6*r*q*b-9*r*g*q-2*r*g*b-q*g^2+40*p*g-7*a*g-28*p*c*g-5*b*g+105*q*p+47*b*p-42*p^2*c-24*q*c^2-18*p^2*a-10*p^2*g-8*a^2*c-2*p*g^2-32*a*c^2+40*b*c-60*p*c^2-6*p*a^2-18*q*p^2-12*p^2*b-4*q*a^2-8*q*c*b-4*q*b*a-12*q*b*p-2*q*b*g+75*p*a+52*q*a+46*c*g+234*p*c+132*q*c+25*q*g-16*b*c^2-16*c^2*g-2*b^2*p+24*q*b-6*q^2*a-9*q^2*p-2*q^2*g-6*q^2*c+100*a*c-8*a*c*g-24*q*p*a-12*q*p*g-8*p*b*a-28*q*c*a-48*q*c*p-12*q*c*g-8*b*c*a-32*b*c*p-4*a*q*g-7*p*a*g-52*p*c*a-5*p*b*g-4*b*c*g-2*c*g^2)*x^2+(2*c+r+q+p+1)*(78+2*b^2-39*p-41*a+12*q*r-78*c-27*g+12*c^2-58*r-41*b+12*b*r+g^2+12*r*a+10*r^2+3*q^2+3*p^2-39*q+24*c*r+2*a^2+8*g*r+12*p*r+4*b*a+4*p*g+3*a*g+3*b*g+6*q*p+6*b*p+12*b*c+6*p*a+6*q*a+8*c*g+12*p*c+12*q*c+4*q*g+6*q*b+12*a*c)*x^3)*dx^3+x^2*(x-1)^2*(-(3*a+3*c+g+3*p+3*r-6)*(p+1)+(-23-17*p+6*a+2*q*r-13*c+3*g+6*c^2-3*r+3*b+3*r*a+2*r^2+6*p^2-8*q+7*c*r+g*r+11*p*r+3*p*g+6*q*p+3*b*p+6*p*a+3*q*a+2*c*g+15*p*c+3*q*c+q*g+6*a*c)*x-(2*c+r+q+p+1)*(3*q+6*c+3*b+3*p+2*g+3*a-17+5*r)*x^2)*dx^4+x^3*(x-1)^3*((2*c+r+q+p+1)*x-p-1)*dx^5+62*p^2*c*a*r+37*p^2*c*r*g+48*p^2*c*b*r+40*p^2*c*q*r+27*q*a*p^2*r+2*q*p*g^2*r+7*c*g^2*p*r+40*p*a*c^2*r+5*p^2*r*g^2+12*g*p^3*r+21*p^3*a*r+14*p^2*a^2*r+15*b*p^3*r-4*c*g*q*b-8*b*p*q*g-4*b^2*p^2-84*p^2*c*q-68*p*c^2*g-132*p^2*a*c-54*p^2*a*q-72*p*b*c^2-16*a*b*c^2-16*c^2*g*a-24*p*a^2*q-24*b*p^2*a-16*a^2*c*q-8*c^2*g*b-14*p^2*g*b-68*b*p^2*c-66*p^2*c*g-136*a*c^2*p-24*q*g*p^2-12*c*g^2*p-32*q*c^2*a-24*p^2*g*a-48*a^2*c*p-2*q^2*c*g-4*q*c*b-6*q*b*p-12*p^4-4*q^2*a^2-6*p*a+6*q*a-2*c*g-34*p*c+2*q*c+2*q*g-16*b*c^2-8*c^2*g-16*a^2*c^2-18*b*p^3-6*p^2*g^2-18*p^3*g-36*p^3*a-4*c^2*g^2-124*p^2*c^2-32*c^3*a-4*b^2*p-8*b^2*c+4*q^2*a+2*q^2*g+4*q^2*c+12*a*c-8*a*c*g-24*q*p*a-10*q*p*g-16*p*b*a+8*q*c*a-34*q*c*p+2*q*c*g-16*b*c*a-52*b*c*p-14*p*a*g-72*p*c*a-12*q*c^2*g-80*q*c^2*p-10*p*b*g-12*b*c*g-4*c*g^2+14*q*p^2*g*r+16*p*a^2*c*r+17*p^2*a*r*g+36*b*p*c^2*r+26*c^2*g*p*r+22*p*a*c*r*g+7*q^2*p^2*r+34*p^3*c*r+6*b^2*p^2*r+14*q*p^3*r+52*p^2*c^2*r: Pcpq:= x^3*(x-1)^3*((p+q)*x-p)*dx^5+x^2*(x-1)^2*(-p*(-3+3*a+3*c+g+3*p+3*r)+(6*a*p+3*a*q+3*b*p+9*c*p+3*c*q+3*g*p+g*q+6*p^2+6*p*q+8*p*r+2*q*r-8*p-2*q)*x-(p+q)*(3*a+3*b+6*c+2*g+3*p+3*q+5*r-5)*x^2)*dx^4+x*(x-1)*(-(2*a^2+4*a*c+a*g+6*a*p+6*a*r+2*c^2+c*g+6*c*p+6*c*r+2*g*p+2*g*r+3*p^2+6*p*r+3*r^2-5*a-5*c-2*g-3*p-3*r)*p+(a*g*q+2*b*g*p+11*g*p*r+4*g*p*q+8*b*c*p+4*a*c*q+4*a*b*p+3*c*q*r+9*b*p*r-15*p^2+g^2*p+9*p^3-2*a*q-9*b*p-26*c*p-2*c*q-10*g*p-g*q-9*p*q-15*p*r-q*r+6*a^2*p+2*a^2*q+18*a*p^2+20*a*c*p+5*a*g*p+12*a*p*q+24*a*p*r+3*a*q*r-21*a*p+9*c*g*p+c*g*q+12*c*p*q+33*c*p*r+g*q*r+12*p*q*r+6*b*p^2+14*c^2*p+2*c^2*q+24*c*p^2+8*g*p^2+9*p^2*q+24*p^2*r+15*p*r^2+q*r^2)*x+(-4*a*g*q-5*b*g*p-17*g*p*r-12*g*p*q-8*b*c*q-12*b*p*q-20*b*c*p-4*a*b*q-16*a*c*q-8*a*b*p-21*c*q*r-21*b*p*r+21*p^2+6*q^2-g^2*q-2*g^2*p-9*p^3+13*a*q+20*b*p+6*b*q+39*c*p+15*c*q+15*g*p+6*g*q+27*p*q+22*p*r+8*q*r-6*a^2*p-4*a^2*q-18*a*p^2-6*a*q^2-28*a*c*p-7*a*g*p-24*a*p*q-30*a*p*r-15*a*q*r+27*a*p-2*b*g*q-6*b*q*r-16*c*g*p-8*c*g*q-36*c*p*q-51*c*p*r-7*g*q*r-36*p*q*r-2*b^2*p-12*b*p^2-24*c^2*p-12*c^2*q-30*c*p^2-6*c*q^2-10*g*p^2-2*g*q^2-18*p^2*q-30*p^2*r-9*p*q^2-22*p*r^2-6*q^2*r-8*q*r^2)*x^2+(p+q)*(-9*p-11*a-11*b-18*c-7*g-9*q-10*r+2*a^2+2*b^2+12*c^2+g^2+3*p^2+3*q^2+10*r^2+6*a*q+12*a*r+12*b*c+3*b*g+6*b*p+6*b*q+12*b*r+8*c*g+12*c*p+12*c*q+24*c*r+4*g*p+4*g*q+8*g*r+6*p*q+12*p*r+12*q*r+4*a*b+12*a*c+3*a*g+6*a*p)*x^3)*dx^3+(-(p+r-1)*(p+a+c+r)*(2*a+2*c+g+p+r+1)*p+(-10*p+8*a*b*r+2*a*g*q+40*a*c*r-6*a+2*b*g*p+16*g*p*r+3*g*p*q+4*b*g*r+8*b*c*p+2*b*c*g+4*a*b*c+8*a*c*q+4*a*b*p+16*b*c*r+12*c*q*r+12*b*p*r-12*c-2*g+2*q-10*r-12*a^2-22*c^2-2*g^2-6*p^2+g^2*p+4*c^3+4*p^3+10*r^3-7*a*q-18*a*r-14*b*c-4*b*g-9*b*p-9*b*r-15*c*g-25*c*p-7*c*q-19*c*r-10*g*p-3*g*q-9*g*r-6*p*q-6*p*r-8*q*r+4*a^2*c+8*a^2*p+4*a^2*q+12*a^2*r+8*a*c^2+12*a*p^2+4*a*c*g+24*a*c*p+6*a*g*p+10*a*g*r+9*a*p*q+36*a*p*r+12*a*q*r-8*a*b-34*a*c-10*a*g-20*a*p+10*c*g*p+2*c*g*q+18*c*g*r+9*c*p*q+48*c*p*r+4*g*q*r+12*p*q*r+24*a*r^2+4*b*c^2+3*b*p^2+9*b*r^2+4*c^2*g+16*c^2*p+4*c^2*q+28*c^2*r+c*g^2+15*c*p^2+33*c*r^2+2*g^2*r+5*g*p^2+11*g*r^2+4*p^2*q+18*p^2*r+24*p*r^2+8*q*r^2)*p*x+(-4*b*c^2*q-8*a*c^2*q-72*a*p^2*r+5*a*g*q-28*c^2*p*q+17*b*g*p-12*a*g*p^2-3*b*q*r^2+24*g*p*r-15*p*q^2*r+21*g*p*q-6*b^2*p*r+6*b*c*q+21*b*p*q+56*b*c*p-36*b*p*r^2-6*a^2*q*r-16*c^2*g*p-48*a*c*p^2-4*c*g^2*p-7*g^2*p*r-28*b*c*p^2+4*a*b*q-114*c*p^2*r-9*a*q*r^2-c*g^2*q+14*a*c*q-28*a*c^2*p+28*a*b*p+5*c*q*r-2*g^2*p*q-24*a^2*p*r-a*g*q^2+33*b*p*r-12*g*p^2*q-6*p^2*q^2+24*p^2+g^2*q+7*g^2*p+18*p^3+3*a*q+3*b*p+35*c*p+5*c*q+7*g*p+g*q+12*p*q+27*p*r+3*q*r+24*a^2*p+6*a^2*q+48*a*p^2+5*a*q^2+84*a*c*p+26*a*g*p+42*a*p*q+45*a*p*r+6*a*q*r+12*a*p+2*b*g*q-12*a*b*p^2+3*b*q*r+45*c*g*p+6*c*g*q+55*c*p*q+50*c*p*r+3*g*q*r+26*p*q*r+6*b^2*p+32*b*p^2+62*c^2*p+8*c^2*q+68*c*p^2+5*c*q^2+26*g*p^2+2*g*q^2+30*p^2*q+21*p^2*r+12*p*q^2+3*q^2*r-42*b*p^2*r-4*c^2*g*q-12*c*q*r^2-6*p^4-12*a^2*p^2-16*c^3*p-38*c^2*p^2-3*g^2*p^2-12*a^2*c*p-86*c^2*p*r-25*c*g*p^2-14*a*c*g*p-104*a*c*p*r-26*a*g*p*r-57*c*g*p*r-16*a*b*c*p-4*a*b*c*q-4*a*c*g*q-10*b*c*g*p-2*b*c*g*q-68*b*c*p*r-8*b*c*q*r-17*b*g*p*r-2*b*g*q*r-9*c*g*q*r-4*c^3*q-4*a^2*c*q-4*b^2*c*p-20*b*c^2*p-2*b^2*p^2-7*b*g*p^2-14*c^2*q*r-g^2*q*r-4*a*c*q^2-c*g*q^2-28*a*b*p*r-4*a*b*q*r-20*a*c*q*r-5*a*g*q*r-2*a^2*q^2-2*c^2*q^2-57*a*p*r^2-93*c*p*r^2-38*g*p^2*r-31*g*p*r^2-18*a*p^3-27*c*p^3-9*g*p^3-9*b*p^2*q-36*c*p^2*q-6*c*q^2*r-2*g*q^2*r-4*g*q*r^2-9*b*p^3-8*a*b*p*q-40*a*c*p*q-10*a*g*p*q-16*b*c*p*q-4*b*g*p*q-24*b*p*q*r-18*c*g*p*q-84*c*p*q*r-28*g*p*q*r-12*a^2*p*q-6*a*q^2*r-9*c*p*q^2-3*g*p*q^2-27*a*p^2*q-9*a*p*q^2-60*a*p*q*r-51*p^2*q*r-44*p*q*r^2-12*p^3*q-36*p^3*r-57*p^2*r^2-27*p*r^3-3*q^2*r^2-3*q*r^3)*x^2+(16*b*c^2*q+20*a*c^2*q+8*b*c*q^2+60*a*p^2*r-14*a*g*q+48*c^2*p*q-22*b*g*p+10*a*g*p^2+18*b*q*r^2-25*g*p*r+42*p*q^2*r-36*g*p*q+12*b^2*p*r-30*b*c*q-49*b*p*q-70*b*c*p+45*b*p*r^2+12*a^2*q*r+20*c^2*g*p+40*a*c*p^2+5*c*g^2*p+8*g^2*p*r+32*b*c*p^2+2*b*g*q^2-16*a*b*q+108*c*p^2*r+27*a*q*r^2+3*c*g^2*q-42*a*c*q+32*a*c^2*p-32*a*b*p-21*c*q*r+4*g^2*p*q+20*a^2*p*r+4*a*g*q^2-39*b*p*r+15*g*p^2*q+12*p^2*q^2-22*p^2-6*q^2-4*g^2*q-8*g^2*p-18*p^3-6*q^3-6*a*q-6*b*p-2*b*q-38*c*p-18*c*q-8*g*p-4*g*q-28*p*q-28*p*r-12*q*r-20*a^2*p-12*a^2*q-44*a*p^2-19*a*q^2-82*a*c*p-26*a*g*p-63*a*p*q-44*a*p*r-21*a*q*r-10*a*p-10*b*g*q+12*a*b*p^2-16*b*q*r-49*c*g*p-23*c*g*q-96*c*p*q-51*c*p*r-11*g*q*r-36*p*q*r-12*b^2*p-4*b^2*q-37*b*p^2-12*b*q^2-66*c^2*p-30*c^2*q-69*c*p^2-27*c*q^2-26*g*p^2-10*g*q^2-42*p^2*q-24*p^2*r-30*p*q^2-12*q^2*r+48*b*p^2*r+12*c^2*g*q+45*c*q*r^2+3*a*q^3+4*p^4+8*a^2*p^2+20*c^3*p+36*c^2*p^2+3*g^2*p^2+12*a^2*c*p+96*c^2*p*r+24*c*g*p^2+16*a*c*g*p+104*a*c*p*r+26*a*g*p*r+64*c*g*p*r+20*a*b*c*p+12*a*b*c*q+10*a*c*g*q+14*b*c*g*p+8*b*c*g*q+88*b*c*p*r+40*b*c*q*r+22*b*g*p*r+10*b*g*q*r+32*c*g*q*r+12*c^3*q+8*a^2*c*q+8*b^2*c*p+4*b^2*c*q+28*b*c^2*p+4*p*q^3+4*b^2*p^2+4*b^2*q*r+8*b*g*p^2+48*c^2*q*r+4*g^2*q*r+4*a*b*q^2+16*a*c*q^2+8*c*g*q^2+32*a*b*p*r+16*a*b*q*r+56*a*c*q*r+14*a*g*q*r+4*a^2*q^2+12*c^2*q^2+g^2*q^2+54*a*p*r^2+99*c*p*r^2+36*g*p^2*r+33*g*p*r^2+12*a*p^3+21*c*p^3+7*g*p^3+4*b^2*p*q+18*b*p^2*q+12*b*q^2*r+45*c*p^2*q+36*c*q^2*r+12*g*q^2*r+15*g*q*r^2+9*b*p^3+16*a*b*p*q+56*a*c*p*q+14*a*g*p*q+40*b*c*p*q+10*b*g*p*q+60*b*p*q*r+32*c*g*p*q+144*c*p*q*r+48*g*p*q*r+6*q^3*r+12*a^2*p*q+24*a*q^2*r+3*c*q^3+g*q^3+9*b*p*q^2+27*c*p*q^2+9*g*p*q^2+27*a*p^2*q+18*a*p*q^2+84*a*p*q*r+66*p^2*q*r+72*p*q*r^2+12*p^3*q+30*p^3*r+54*p^2*r^2+28*p*r^3+18*q^2*r^2+12*q*r^3)*x^3-(p+q)*(-7*p+12*a*b*r+3*a*g*q+36*a*c*r-3*a+3*b*g*p+12*g*p*r+4*g*p*q+9*b*g*r+12*b*c*q+6*b*p*q+12*b*c*p+4*a*b*q+6*b*c*g+8*a*b*c+12*a*c*q+4*a*b*p+36*b*c*r+36*c*q*r+18*b*p*r-3*b-14*c-3*g-7*q-10*r-6*a^2-6*b^2-24*c^2-3*g^2-6*p^2-6*q^2+g^2*q+g^2*p+8*c^3+p^3+q^3+10*r^3-14*a*q-15*a*r-28*b*c-9*b*g-14*b*p-14*b*q-15*b*r-18*c*g-24*c*p-24*c*q-18*c*r-9*g*p-9*g*q-9*g*r-12*p*q-9*p*r-9*q*r+4*a^2*c+2*a^2*p+2*a^2*q+6*a^2*r+12*a*c^2+3*a*p^2+3*a*q^2+6*a*c*g+12*a*c*p+3*a*g*p+9*a*g*r+6*a*p*q+18*a*p*r+18*a*q*r-12*a*b-28*a*c-9*a*g-14*a*p+3*b*g*q+18*b*q*r+8*c*g*p+8*c*g*q+24*c*g*r+12*c*p*q+36*c*p*r+12*g*q*r+18*p*q*r+18*a*r^2+4*b^2*c+2*b^2*p+2*b^2*q+6*b^2*r+12*b*c^2+3*b*p^2+3*b*q^2+18*b*r^2+8*c^2*g+12*c^2*p+12*c^2*q+36*c^2*r+2*c*g^2+6*c*p^2+6*c*q^2+36*c*r^2+3*g^2*r+2*g*p^2+2*g*q^2+12*g*r^2+3*p^2*q+9*p^2*r+3*p*q^2+18*p*r^2+9*q^2*r+18*q*r^2)*x^4)*dx^2+(-(r-1)*(4*p+4*a*b*r+16*a*c*r+2*b*g*p+6*g*p*r+g*p*q+2*b*g*r+8*b*c*p+2*b*c*g+4*a*b*c+4*a*b*p+8*b*c*r+3*c*q*r+6*b*p*r+2*c-2*q+4*r+6*c^2+6*p^2+6*r^2+g^2*p+4*c^3+2*p^3+2*r^3-3*a*q+8*a*r+2*b*c+3*b*p+3*b*r+3*c*g+15*c*p-3*c*q+15*c*r+4*g*p-g*q+4*g*r+12*p*r+4*a^2*c+4*a^2*p+4*a^2*r+8*a*c^2+6*a*p^2+4*a*c*g+16*a*c*p+4*a*g*p+4*a*g*r+3*a*p*q+12*a*p*r+3*a*q*r+6*a*c+8*a*p+8*c*g*p+8*c*g*r+3*c*p*q+18*c*p*r+g*q*r+4*p*q*r+6*a*r^2+4*b*c^2+3*b*p^2+3*b*r^2+4*c^2*g+12*c^2*p+12*c^2*r+c*g^2+9*c*p^2+9*c*r^2+g^2*r+3*g*p^2+3*g*r^2+2*p^2*q+6*p^2*r+6*p*r^2+2*q*r^2)*p+(r-1)*(12*p+20*a*b*r+8*a*g*q+68*a*c*r+10*b*g*p+24*g*p*r+12*g*p*q+13*b*g*r+16*b*c*q+12*b*p*q+40*b*c*p+8*a*b*q+16*b*c*g+24*a*b*c+32*a*c*q+16*a*b*p+52*b*c*r+42*c*q*r+30*b*p*r+12*c+18*r+36*c^2+18*p^2+27*r^2+2*g^2*q+4*g^2*p+24*c^3+6*p^3+9*r^3+10*a*q+31*a*r+20*b*c+14*b*p+21*b*r+18*c*g+54*c*p+18*c*q+72*c*r+14*g*p+4*g*q+19*g*r+18*p*q+45*p*r+21*q*r+16*a^2*c+12*a^2*p+8*a^2*q+14*a^2*r+40*a*c^2+18*a*p^2+6*a*q^2+20*a*c*g+56*a*c*p+14*a*g*p+17*a*g*r+24*a*p*q+42*a*p*r+27*a*q*r+28*a*c+24*a*p+4*b*g*q+15*b*q*r+32*c*g*p+16*c*g*q+40*c*g*r+36*c*p*q+72*c*p*r+14*g*q*r+28*p*q*r+24*a*r^2+8*b^2*c+4*b^2*p+6*b^2*r+32*b*c^2+12*b*p^2+18*b*r^2+24*c^2*g+48*c^2*p+24*c^2*q+60*c^2*r+6*c*g^2+30*c*p^2+6*c*q^2+42*c*r^2+5*g^2*r+10*g*p^2+2*g*q^2+14*g*r^2+12*p^2*q+21*p^2*r+6*p*q^2+24*p*r^2+7*q^2*r+16*q*r^2)*p*x-(r-1)*(16*b*c^2*q+20*a*c^2*q+8*b*c*q^2+48*a*p^2*r+72*c^2*p*q+16*a*g*p^2+6*b*q*r^2+26*g*p*r+30*p*q^2*r+18*g*p*q+12*b^2*p*r+10*b*c*q+19*b*p*q+34*b*c*p+27*b*p*r^2+6*a^2*q*r+36*c^2*g*p+64*a*c*p^2+9*c*g^2*p+7*g^2*p*r+56*b*c*p^2+2*b*g*q^2+90*c*p^2*r+9*a*q*r^2+3*c*g^2*q+14*a*c*q+56*a*c^2*p+27*c*q*r+6*g^2*p*q+16*a^2*p*r+4*a*g*q^2+33*b*p*r+23*g*p^2*q+18*p^2*q^2+12*p^2+18*p^3+18*c*p+6*c*q+12*p*q+24*p*r+6*q*r+24*a*p^2+5*a*q^2+38*a*c*p+29*a*p*q+38*a*p*r+12*a*q*r+20*a*b*p^2+7*b*q*r+27*c*g*p+9*c*g*q+72*c*p*q+99*c*p*r+7*g*q*r+63*p*q*r+19*b*p^2+54*c^2*p+18*c^2*q+63*c*p^2+9*c*q^2+16*g*p^2+2*g*q^2+36*p^2*q+54*p^2*r+18*p*q^2+36*p*r^2+9*q^2*r+9*q*r^2+42*b*p^2*r+12*c^2*g*q+15*c*q*r^2+3*a*q^3+6*p^4+12*a^2*p^2+36*c^3*p+60*c^2*p^2+5*g^2*p^2+20*a^2*c*p+84*c^2*p*r+40*c*g*p^2+28*a*c*g*p+88*a*c*p*r+22*a*g*p*r+56*c*g*p*r+36*a*b*c*p+12*a*b*c*q+10*a*c*g*q+26*b*c*g*p+8*b*c*g*q+80*b*c*p*r+20*b*c*q*r+20*b*g*p*r+5*b*g*q*r+16*c*g*q*r+12*c^3*q+8*a^2*c*q+16*b^2*c*p+4*b^2*c*q+52*b*c^2*p+6*p*q^3+8*b^2*p^2+2*b^2*q*r+14*b*g*p^2+24*c^2*q*r+2*g^2*q*r+4*a*b*q^2+16*a*c*q^2+8*c*g*q^2+28*a*b*p*r+8*a*b*q*r+28*a*c*q*r+7*a*g*q*r+4*a^2*q^2+12*c^2*q^2+g^2*q^2+30*a*p*r^2+57*c*p*r^2+30*g*p^2*r+19*g*p*r^2+18*a*p^3+33*c*p^3+11*g*p^3+8*b^2*p*q+30*b*p^2*q+6*b*q^2*r+69*c*p^2*q+18*c*q^2*r+6*g*q^2*r+5*g*q*r^2+15*b*p^3+24*a*b*p*q+80*a*c*p*q+20*a*g*p*q+64*b*c*p*q+16*b*g*p*q+48*b*p*q*r+48*c*g*p*q+108*c*p*q*r+36*g*p*q*r+3*q^3*r+16*a^2*p*q+12*a*q^2*r+3*c*q^3+g*q^3+15*b*p*q^2+39*c*p*q^2+13*g*p*q^2+39*a*p^2*q+24*a*p*q^2+60*a*p*q*r+51*p^2*q*r+36*p*q*r^2+18*p^3*q+24*p^3*r+30*p^2*r^2+12*p*r^3+6*q^2*r^2+3*q*r^3)*x^2+(p+q)*(r-1)*(4*p+12*a*b*r+6*a*g*q+36*a*c*r+6*b*g*p+12*g*p*r+8*g*p*q+9*b*g*r+24*b*c*q+12*b*p*q+24*b*c*p+8*a*b*q+12*b*c*g+16*a*b*c+24*a*c*q+8*a*b*p+36*b*c*r+36*c*q*r+18*b*p*r+8*c+4*q+10*r+24*c^2+6*p^2+6*q^2+15*r^2+2*g^2*q+2*g^2*p+16*c^3+2*p^3+2*q^3+5*r^3+8*a*q+15*a*r+16*b*c+8*b*p+8*b*q+15*b*r+12*c*g+24*c*p+24*c*q+42*c*r+6*g*p+6*g*q+11*g*r+12*p*q+21*p*r+21*q*r+8*a^2*c+4*a^2*p+4*a^2*q+6*a^2*r+24*a*c^2+6*a*p^2+6*a*q^2+12*a*c*g+24*a*c*p+6*a*g*p+9*a*g*r+12*a*p*q+18*a*p*r+18*a*q*r+16*a*c+8*a*p+6*b*g*q+18*b*q*r+16*c*g*p+16*c*g*q+24*c*g*r+24*c*p*q+36*c*p*r+12*g*q*r+18*p*q*r+12*a*r^2+8*b^2*c+4*b^2*p+4*b^2*q+6*b^2*r+24*b*c^2+6*b*p^2+6*b*q^2+12*b*r^2+16*c^2*g+24*c^2*p+24*c^2*q+36*c^2*r+4*c*g^2+12*c*p^2+12*c*q^2+24*c*r^2+3*g^2*r+4*g*p^2+4*g*q^2+8*g*r^2+6*p^2*q+9*p^2*r+6*p*q^2+12*p*r^2+9*q^2*r+12*q*r^2)*x^3)*dx-(r-1)*(6+11*p+4*a*b*r+12*a*c*r+7*a+3*b*g*p+4*g*p*r+2*g*p*q+3*b*g*r+2*b*c*q+3*b*p*q+12*b*c*p+6*b*c*g+8*a*b*c+2*a*c*q+4*a*b*p+12*b*c*r+6*c*q*r+6*b*p*r+7*b+22*c+5*g-3*q+11*r+2*a^2+2*b^2+24*c^2+g^2+6*p^2-q^2+6*r^2+g^2*p+8*c^3+p^3+r^3-a*q+10*a*r+20*b*c+3*b*g+10*b*p-b*q+10*b*r+14*c*g+24*c*p+24*c*r+7*g*p-g*q+7*g*r+5*p*q+12*p*r+5*q*r+4*a^2*c+2*a^2*p+2*a^2*r+12*a*c^2+3*a*p^2+6*a*c*g+12*a*c*p+3*a*g*p+3*a*g*r+3*a*p*q+6*a*p*r+3*a*q*r+4*a*b+20*a*c+3*a*g+10*a*p+3*b*q*r+8*c*g*p+c*g*q+8*c*g*r+6*c*p*q+12*c*p*r+2*g*q*r+4*p*q*r+3*a*r^2+4*b^2*c+2*b^2*p+2*b^2*r+12*b*c^2+3*b*p^2+3*b*r^2+8*c^2*g+12*c^2*p+2*c^2*q+12*c^2*r+2*c*g^2+6*c*p^2+6*c*r^2+g^2*r+2*g*p^2+2*g*r^2+2*p^2*q+3*p^2*r+p*q^2+3*p*r^2+q^2*r+2*q*r^2)*p*r+2*(r-1)*(r+2*c+p+q+1)*(r+2+q+p+g+2*c+b+a)*(r+3+q+p+g+2*c+2*b+2*a)*p*r*x-(p+q)*r*(r-1)*(r+2*c+p+q+1)*(r+2+q+p+g+2*c+b+a)*(r+3+q+p+g+2*c+2*b+2*a)*x^2: Qcpq:= x^2*(x-1)^2*(-(3*a+3*c+g+3*p+3*r-6)*p+(6*a*p+3*a*q+3*b*p+9*c*p+3*c*q+3*g*p+g*q+6*p^2+6*p*q+8*p*r+2*q*r-23*p-11*q)*x-(p+q)*(3*a+3*b+6*c+2*g+3*p+3*q+5*r-17)*x^2)*dx^4+x^3*(x-1)^3*((p+q)*x-p)*dx^5+17*g*p^2*r^2+12*c*p*r^3+4*b^2*p*r^2-8*b*c^2*q-16*a*c^2*q+6*p+5*b*p*r^3+5*g^2*p^2*r-42*a*p^2*r+14*a*g*q-56*c^2*p*q+5*g*p*r^3+2*b*g*p-24*a*g*p^2-6*b*q*r^2-g*p*r-19*p*q^2*r+4*g^2*p*r^2+(-(p+r-3)*(p+a+c+r-1)*(2*a+2*c+g+p+r+1)*p+(36*a*p^2*r-6*a*g*q+4*c^2*p*q-8*b*g*p+6*a*g*p^2-41*g*p*r-19*g*p*q-30*b*c*p+9*b*p*r^2+4*c^2*g*p+24*a*c*p^2+c*g^2*p+2*g^2*p*r+8*b*c*p^2+48*c*p^2*r-24*a*c*q+8*a*c^2*p-16*a*b*p-18*c*q*r+12*a^2*p*r-23*b*p*r+3*g*p^2*q-6*q+47*p^2-4*g^2*p-39*p^3+42*a*q+8*b*p+86*c*p+42*c*q+40*g*p+18*g*q+41*p*q+41*p*r+24*q*r-40*a^2*p-12*a^2*q-92*a*p^2-106*a*c*p-28*a*g*p-53*a*p*q-98*a*p*r-18*a*q*r+92*a*p+4*a*b*p^2-41*c*g*p-6*c*g*q-53*c*p*q-113*c*p*r-6*g*q*r-44*p*q*r-19*b*p^2-66*c^2*p-12*c^2*q-107*c*p^2-38*g*p^2-33*p^2*q-78*p^2*r-39*p*r^2-6*q*r^2+12*b*p^2*r+4*p^4+8*a^2*p^2+4*c^3*p+16*c^2*p^2+g^2*p^2+4*a^2*c*p+28*c^2*p*r+10*c*g*p^2+4*a*c*g*p+40*a*c*p*r+10*a*g*p*r+18*c*g*p*r+4*a*b*c*p+2*b*c*g*p+16*b*c*p*r+4*b*g*p*r+4*b*c^2*p+2*b*g*p^2+8*a*b*p*r+24*a*p*r^2+33*c*p*r^2+16*g*p^2*r+11*g*p*r^2+12*a*p^3+15*c*p^3+5*g*p^3+9*c*p^2*q+3*b*p^3+8*a*c*p*q+2*a*g*p*q+2*c*g*p*q+12*c*p*q*r+4*g*p*q*r+4*a^2*p*q+9*a*p^2*q+12*a*p*q*r+12*p^2*q*r+8*p*q*r^2+4*p^3*q+18*p^3*r+24*p^2*r^2+10*p*r^3)*x+(-4*b*c^2*q-8*a*c^2*q+93*p-72*a*p^2*r+37*a*g*q-28*c^2*p*q+43*b*g*p-12*a*g*p^2-3*b*q*r^2+133*g*p*r-15*p*q^2*r+101*g*p*q-6*b^2*p*r+54*b*c*q+71*b*p*q+160*b*c*p-36*b*p*r^2-6*a^2*q*r-16*c^2*g*p-48*a*c*p^2-4*c*g^2*p-7*g^2*p*r-28*b*c*p^2+28*a*b*q-114*c*p^2*r-9*a*q*r^2-c*g^2*q+142*a*c*q-28*a*c^2*p+76*a*b*p+151*c*q*r-2*g^2*p*q-24*a^2*p*r-a*g*q^2+133*b*p*r-12*g*p^2*q-6*p^2*q^2+93*q-216*p^2-69*q^2+7*g^2*q+19*g^2*p+99*p^3-215*a*q-113*b*p-56*b*q-359*c*p-245*c*q-142*g*p-94*g*q-279*p*q-213*p*r-156*q*r+84*a^2*p+46*a^2*q+216*a*p^2+43*a*q^2+300*a*c*p+80*a*g*p+230*a*p*q+271*a*p*r+118*a*q*r-314*a*p+14*b*g*q-12*a*b*p^2+37*b*q*r+149*c*g*p+62*c*g*q+293*c*p*q+376*c*p*r+52*g*q*r+242*p*q*r+10*b^2*p+100*b*p^2+222*c^2*p+96*c^2*q+304*c*p^2+43*c*q^2+105*g*p^2+15*g*q^2+156*p^2*q+237*p^2*r+57*p*q^2+135*p*r^2+39*q^2*r+54*q*r^2-42*b*p^2*r-4*c^2*g*q-12*c*q*r^2-6*p^4-12*a^2*p^2-16*c^3*p-38*c^2*p^2-3*g^2*p^2-12*a^2*c*p-86*c^2*p*r-25*c*g*p^2-14*a*c*g*p-104*a*c*p*r-26*a*g*p*r-57*c*g*p*r-16*a*b*c*p-4*a*b*c*q-4*a*c*g*q-10*b*c*g*p-2*b*c*g*q-68*b*c*p*r-8*b*c*q*r-17*b*g*p*r-2*b*g*q*r-9*c*g*q*r-4*c^3*q-4*a^2*c*q-4*b^2*c*p-20*b*c^2*p-2*b^2*p^2-7*b*g*p^2-14*c^2*q*r-g^2*q*r-4*a*c*q^2-c*g*q^2-28*a*b*p*r-4*a*b*q*r-20*a*c*q*r-5*a*g*q*r-2*a^2*q^2-2*c^2*q^2-57*a*p*r^2-93*c*p*r^2-38*g*p^2*r-31*g*p*r^2-18*a*p^3-27*c*p^3-9*g*p^3-9*b*p^2*q-36*c*p^2*q-6*c*q^2*r-2*g*q^2*r-4*g*q*r^2-9*b*p^3-8*a*b*p*q-40*a*c*p*q-10*a*g*p*q-16*b*c*p*q-4*b*g*p*q-24*b*p*q*r-18*c*g*p*q-84*c*p*q*r-28*g*p*q*r-12*a^2*p*q-6*a*q^2*r-9*c*p*q^2-3*g*p*q^2-27*a*p^2*q-9*a*p*q^2-60*a*p*q*r-51*p^2*q*r-44*p*q*r^2-12*p^3*q-36*p^3*r-57*p^2*r^2-27*p*r^3-3*q^2*r^2-3*q*r^3)*x^2+(16*b*c^2*q+20*a*c^2*q-180*p+8*b*c*q^2+60*a*p^2*r-64*a*g*q+48*c^2*p*q-68*b*g*p+10*a*g*p^2+18*b*q*r^2-165*g*p*r+42*p*q^2*r-164*g*p*q+12*b^2*p*r-166*b*c*q-195*b*p*q-254*b*c*p+45*b*p*r^2+12*a^2*q*r+20*c^2*g*p+40*a*c*p^2+5*c*g^2*p+8*g^2*p*r+32*b*c*p^2+2*b*g*q^2-72*a*b*q+108*c*p^2*r+27*a*q*r^2+3*c*g^2*q-242*a*c*q+32*a*c^2*p-104*a*b*p-321*c*q*r+4*g^2*p*q+20*a^2*p*r+4*a*g*q^2-215*b*p*r+15*g*p^2*q+12*p^2*q^2-180*q+287*p^2+189*q^2-18*g^2*q-26*g^2*p-93*p^3-27*q^3+312*a*q+244*b*p+192*b*q+514*c*p+438*c*q+194*g*p+162*g*q+476*p*q+323*p*r+285*q*r-72*a^2*p-56*a^2*q-196*a*p^2-105*a*q^2-330*a*c*p-88*a*g*p-301*a*p*q-288*a*p*r-205*a*q*r+364*a*p-44*b*g*q+12*a*b*p^2-132*b*q*r-193*c*g*p-135*c*g*q-480*c*p*q-471*c*p*r-111*g*q*r-396*p*q*r-32*b^2*p-16*b^2*q-143*b*p^2-52*b*q^2-282*c^2*p-198*c^2*q-327*c*p^2-153*c*q^2-112*g*p^2-52*g*q^2-213*p^2*q-264*p^2*r-147*p*q^2-171*p*r^2-132*q^2*r-117*q*r^2+48*b*p^2*r+12*c^2*g*q+45*c*q*r^2+3*a*q^3+4*p^4+8*a^2*p^2+20*c^3*p+36*c^2*p^2+3*g^2*p^2+12*a^2*c*p+96*c^2*p*r+24*c*g*p^2+16*a*c*g*p+104*a*c*p*r+26*a*g*p*r+64*c*g*p*r+20*a*b*c*p+12*a*b*c*q+10*a*c*g*q+14*b*c*g*p+8*b*c*g*q+88*b*c*p*r+40*b*c*q*r+22*b*g*p*r+10*b*g*q*r+32*c*g*q*r+12*c^3*q+8*a^2*c*q+8*b^2*c*p+4*b^2*c*q+28*b*c^2*p+4*p*q^3+4*b^2*p^2+4*b^2*q*r+8*b*g*p^2+48*c^2*q*r+4*g^2*q*r+4*a*b*q^2+16*a*c*q^2+8*c*g*q^2+32*a*b*p*r+16*a*b*q*r+56*a*c*q*r+14*a*g*q*r+4*a^2*q^2+12*c^2*q^2+g^2*q^2+54*a*p*r^2+99*c*p*r^2+36*g*p^2*r+33*g*p*r^2+12*a*p^3+21*c*p^3+7*g*p^3+4*b^2*p*q+18*b*p^2*q+12*b*q^2*r+45*c*p^2*q+36*c*q^2*r+12*g*q^2*r+15*g*q*r^2+9*b*p^3+16*a*b*p*q+56*a*c*p*q+14*a*g*p*q+40*b*c*p*q+10*b*g*p*q+60*b*p*q*r+32*c*g*p*q+144*c*p*q*r+48*g*p*q*r+6*q^3*r+12*a^2*p*q+24*a*q^2*r+3*c*q^3+g*q^3+9*b*p*q^2+27*c*p*q^2+9*g*p*q^2+27*a*p^2*q+18*a*p*q^2+84*a*p*q*r+66*p^2*q*r+72*p*q*r^2+12*p^3*q+30*p^3*r+54*p^2*r^2+28*p*r^3+18*q^2*r^2+12*q*r^3)*x^3-(p+q)*(-90+119*p+12*a*b*r+3*a*g*q+36*a*c*r+139*a+3*b*g*p+12*g*p*r+4*g*p*q+9*b*g*r+12*b*c*q+6*b*p*q+12*b*c*p+4*a*b*q+6*b*c*g+8*a*b*c+12*a*c*q+4*a*b*p+36*b*c*r+36*c*q*r+18*b*p*r+139*b+238*c+89*g+119*q+152*r-22*a^2-22*b^2-120*c^2-11*g^2-30*p^2-30*q^2-72*r^2+g^2*q+g^2*p+8*c^3+p^3+q^3+10*r^3-62*a*q-105*a*r-124*b*c-33*b*g-62*b*p-62*b*q-105*b*r-82*c*g-120*c*p-120*c*q-198*c*r-41*g*p-41*g*q-69*g*r-60*p*q-99*p*r-99*q*r+4*a^2*c+2*a^2*p+2*a^2*q+6*a^2*r+12*a*c^2+3*a*p^2+3*a*q^2+6*a*c*g+12*a*c*p+3*a*g*p+9*a*g*r+6*a*p*q+18*a*p*r+18*a*q*r-44*a*b-124*a*c-33*a*g-62*a*p+3*b*g*q+18*b*q*r+8*c*g*p+8*c*g*q+24*c*g*r+12*c*p*q+36*c*p*r+12*g*q*r+18*p*q*r+18*a*r^2+4*b^2*c+2*b^2*p+2*b^2*q+6*b^2*r+12*b*c^2+3*b*p^2+3*b*q^2+18*b*r^2+8*c^2*g+12*c^2*p+12*c^2*q+36*c^2*r+2*c*g^2+6*c*p^2+6*c*q^2+36*c*r^2+3*g^2*r+2*g*p^2+2*g*q^2+12*g*r^2+3*p^2*q+9*p^2*r+3*p*q^2+18*p*r^2+9*q^2*r+18*q*r^2)*x^4)*dx^2+10*g*p*q+2*b^2*p*r+12*b*c*q+48*c*p^2*r^2-2*b*p*q+6*b^2*p^2*r-16*b*c*p+3*b*p*r^2-12*a^2*q*r-32*c^2*g*p-2*b^2*p*r^3-96*a*c*p^2+11*a*p*r^3-12*c^2*p^2*r^2-8*c*g^2*p-5*g^2*p*r-56*b*c*p^2+36*c*p^3*r+8*a*b*q-30*c*p^2*r-18*a*q*r^2-2*c*g^2*q-2*b*c*p*q*r^2-2*b^2*p^2*r^2+44*a*c*q+18*b*c*p*q*r-56*a*c^2*p+60*c^2*p^2*r+8*a*b*p+14*c*q*r-4*g^2*p*q-26*a^2*p*r-2*a*g*q^2-3*b*p*r-24*g*p^2*q-p^4*r^2-12*p^2*q^2+2*(r-3)*(4*g*p^2*r^2+6*c*p*r^3+2*b^2*p*r^2-16*b*c^2*q-20*a*c^2*q-8*b*c*q^2+3*b*p*r^3+g^2*p^2*r-20*a*p^2*r+8*a*g*q-48*c^2*p*q+2*g*p*r^3+4*b*g*p-10*a*g*p^2-6*b*q*r^2-15*p*q^2*r+g^2*p*r^2+4*g*p*q-4*b^2*p*r+6*b*c*q+12*c*p^2*r^2+3*b*p*q+2*b^2*p^2*r-2*b*c*p-5*b*p*r^2-6*a^2*q*r-20*c^2*g*p-40*a*c*p^2+3*a*p*r^3-5*c*g^2*p-3*g^2*p*r-32*b*c*p^2+6*c*p^3*r-2*b*g*q^2+8*a*b*q-30*c*p^2*r-9*a*q*r^2-3*c*g^2*q+18*a*c*q+12*b*c*p*q*r-32*a*c^2*p+12*c^2*p^2*r+8*a*b*p+3*c*q*r-4*g^2*p*q-8*a^2*p*r-4*a*g*q^2-b*p*r-15*g*p^2*q-12*p^2*q^2+3*a*g*p*q*r+2*a^2*p^2*r+p^2+3*q^2+2*g^2*q+2*g^2*p-3*p^3+3*q^3+4*a*q+2*c*p+6*c*q+2*g*p+2*g*q+4*p*q+p*r+3*q*r+8*a^2*p+8*a^2*q+4*a*p^2+9*a*q^2+10*a*c*p+8*a*g*p+13*a*p*q+4*a*p*r+8*a*q*r+4*a*p+4*b*g*q-12*a*b*p^2+3*b*q*r+c*g*p+7*c*g*q-5*c*p*r+3*g*q*r-p*q*r-b*p^2+4*b*q^2-6*c^2*p+6*c^2*q-9*c*p^2+9*c*q^2+4*g*q^2-3*p^2*q-4*p^2*r+3*p*q^2-p*r^2+3*q^2*r-14*b*p^2*r-12*c^2*g*q-15*c*q*r^2-3*a*q^3+4*a*b*p*q*r-4*p^4-8*a^2*p^2-20*c^3*p-36*c^2*p^2-3*g^2*p^2-12*a^2*c*p-24*c^2*p*r-24*c*g*p^2-16*a*c*g*p-32*a*c*p*r-10*a*g*p*r-18*c*g*p*r-20*a*b*c*p-12*a*b*c*q-10*a*c*g*q-14*b*c*g*p-8*b*c*g*q-24*b*c*p*r-20*b*c*q*r-8*b*g*p*r-5*b*g*q*r-16*c*g*q*r-12*c^3*q-8*a^2*c*q-8*b^2*c*p-4*b^2*c*q-28*b*c^2*p-4*p*q^3-4*b^2*p^2-2*b^2*q*r-8*b*g*p^2-24*c^2*q*r-2*g^2*q*r+4*a^2*c*p*r+12*a*c^2*p*r+8*c^3*p*r-4*a*b*q^2-16*a*c*q^2-8*c*g*q^2+8*a*b*c*p*r+6*a*c*g*p*r+4*b^2*c*p*r+12*b*c^2*p*r+8*c^2*g*p*r+2*c*g^2*p*r-12*a*b*p*r-8*a*b*q*r-28*a*c*q*r-7*a*g*q*r+6*b*c*g*p*r-4*a^2*q^2-12*c^2*q^2-g^2*q^2+12*a*c*p^2*r+12*a*c*p*r^2+3*a*g*p^2*r+3*a*g*p*r^2+8*c*g*p^2*r+8*c*g*p*r^2+12*a*c*p*q*r+2*a^2*p*r^2+12*c^2*p*r^2-8*a*p*r^2-9*c*p*r^2-11*g*p^2*r-4*g*p*r^2-12*a*p^3-21*c*p^3-7*g*p^3+2*b^2*p*q*r+12*b*c*p^2*r+12*b*c*p*r^2+3*b*g*p^2*r+3*b*g*p*r^2+12*c^2*p*q*r-4*b^2*p*q-18*b*p^2*q-6*b*q^2*r-45*c*p^2*q-18*c*q^2*r-6*g*q^2*r-5*g*q*r^2+3*b*g*p*q*r-9*b*p^3+g^2*p*q*r-16*a*b*p*q-56*a*c*p*q-14*a*g*p*q-40*b*c*p*q-10*b*g*p*q-20*b*p*q*r-32*c*g*p*q-48*c*p*q*r-17*g*p*q*r+8*c*g*p*q*r-3*q^3*r+4*a*b*p^2*r+4*a*b*p*r^2-12*a^2*p*q-12*a*q^2*r-3*c*q^3-g*q^3+p^4*r-9*b*p*q^2-27*c*p*q^2-9*g*p*q^2+2*a^2*p*q*r-27*a*p^2*q-18*a*p*q^2-32*a*p*q*r+3*b*p^3*r+6*b*p^2*q*r+3*b*p*q^2*r+6*b*p*q*r^2+12*c*p^2*q*r+6*c*p*q^2*r+12*c*p*q*r^2+4*g*p^2*q*r+2*g*p*q^2*r+4*g*p*q*r^2+6*b*p^2*r^2+2*g*p^3*r-21*p^2*q*r-12*p*q*r^2-12*p^3*q-9*p^3*r-6*p^2*r^2-p*r^3-6*q^2*r^2-3*q*r^3+6*a*p^2*q*r+3*a*p*q^2*r+6*a*p*q*r^2+3*a*p^3*r+6*a*p^2*r^2+3*p^3*r^2+3*p^2*r^3+p*r^4+6*p^2*q*r^2+3*p*q^2*r^2+3*p*q*r^3+3*p^3*q*r+3*p^2*q^2*r+p*q^3*r)*x-8*c^3*p*r^2+8*a*g*p*q*r+14*a^2*p^2*r+6*q+6*q^2+(-6*g*p^2*r^2-9*c*p*r^3-3*b*p*r^3-g^2*p^2*r+48*a*p^2*r-6*a*g*q+8*c^2*p*q-3*g*p*r^3-4*b*g*p+12*a*g*p^2-11*g*p*r-g^2*p*r^2+(24*g*p^2*r^2+42*c*p*r^3+6*b^2*p*r^2-16*b*c^2*q-32*a*c^2*q-6*p+18*b*p*r^3+4*g^2*p^2*r-202*a*p^2*r+58*a*g*q-112*c^2*p*q+14*g*p*r^3+46*b*g*p-48*a*g*p^2-12*b*q*r^2+83*g*p*r-49*p*q^2*r+5*g^2*p*r^2+116*g*p*q-14*b^2*p*r+72*b*c*q+72*c*p^2*r^2+68*b*p*q+4*b^2*p^2*r+136*b*c*p-65*b*p*r^2-24*a^2*q*r-64*c^2*g*p-192*a*c*p^2+24*a*p*r^3-16*c*g^2*p-21*g^2*p*r-112*b*c*p^2+30*c*p^3*r+40*a*b*q-294*c*p^2*r-36*a*q*r^2-4*c*g^2*q+208*a*c*q+16*b*c*p*q*r-112*a*c^2*p+48*c^2*p^2*r+88*a*b*p+172*c*q*r-8*g^2*p*q-78*a^2*p*r-4*a*g*q^2+63*b*p*r-48*g*p^2*q-24*p^2*q^2+8*a*g*p*q*r+12*a^2*p^2*r-6*q-24*q^2+10*g^2*q+22*g^2*p+72*p^3-86*a*q-2*b*p-8*b*q-14*c*p-62*c*q-28*g*p-40*g*q-36*p*q-6*p*r-30*q*r+120*a^2*p+76*a^2*q+216*a*p^2+64*a*q^2+336*a*c*p+104*a*g*p+272*a*p*q+199*a*p*r+148*a*q*r-68*a*p+20*b*g*q-48*a*b*p^2+40*b*q*r+146*c*g*p+86*c*g*q+308*c*p*q+190*c*p*r+64*g*q*r+177*p*q*r+4*b^2*p+76*b*p^2+204*c^2*p+132*c^2*q+244*c*p^2+64*c*q^2+96*g*p^2+24*g*q^2+138*p^2*q+111*p^2*r+66*p*q^2+45*p*r^2+48*q^2*r+54*q*r^2-108*b*p^2*r-16*c^2*g*q-48*c*q*r^2+8*a*b*p*q*r-24*p^4-48*a^2*p^2-64*c^3*p-152*c^2*p^2-12*g^2*p^2-48*a^2*c*p-224*c^2*p*r-100*c*g*p^2-56*a*c*g*p-296*a*c*p*r-81*a*g*p*r-154*c*g*p*r-64*a*b*c*p-16*a*b*c*q-16*a*c*g*q-40*b*c*g*p-8*b*c*g*q-176*b*c*p*r-32*b*c*q*r-49*b*g*p*r-8*b*g*q*r-36*c*g*q*r-16*c^3*q-16*a^2*c*q-16*b^2*c*p-80*b*c^2*p-8*b^2*p^2-28*b*g*p^2-56*c^2*q*r-4*g^2*q*r+16*a^2*c*p*r+40*a*c^2*p*r+24*c^3*p*r-16*a*c*q^2-4*c*g*q^2+24*a*b*c*p*r+20*a*c*g*p*r+8*b^2*c*p*r+32*b*c^2*p*r+24*c^2*g*p*r+6*c*g^2*p*r-84*a*b*p*r-16*a*b*q*r-80*a*c*q*r-20*a*g*q*r+16*b*c*g*p*r-8*a^2*q^2-8*c^2*q^2+56*a*c*p^2*r+68*a*c*p*r^2+14*a*g*p^2*r+17*a*g*p*r^2+32*c*g*p^2*r+40*c*g*p*r^2+32*a*c*p*q*r+14*a^2*p*r^2+60*c^2*p*r^2-123*a*p*r^2-168*c*p*r^2-102*g*p^2*r-61*g*p*r^2-72*a*p^3-108*c*p^3-36*g*p^3+40*b*c*p^2*r+52*b*c*p*r^2+10*b*g*p^2*r+13*b*g*p*r^2+24*c^2*p*q*r-36*b*p^2*q-144*c*p^2*q-24*c*q^2*r-8*g*q^2*r-16*g*q*r^2+4*b*g*p*q*r-36*b*p^3+2*g^2*p*q*r-32*a*b*p*q-160*a*c*p*q-40*a*g*p*q-64*b*c*p*q-16*b*g*p*q-71*b*p*q*r-72*c*g*p*q-252*c*p*q*r-86*g*p*q*r+16*c*g*p*q*r+16*a*b*p^2*r+20*a*b*p*r^2-48*a^2*p*q-24*a*q^2*r+6*p^4*r-36*c*p*q^2-12*g*p*q^2+8*a^2*p*q*r-108*a*p^2*q-36*a*p*q^2-189*a*p*q*r+12*b*p^3*r+12*b*p^2*q*r+15*b*p*q*r^2+36*c*p^2*q*r+6*c*p*q^2*r+42*c*p*q*r^2+12*g*p^2*q*r+2*g*p*q^2*r+14*g*p*q*r^2+30*b*p^2*r^2+10*g*p^3*r-142*p^2*q*r-103*p*q*r^2-48*p^3*q-93*p^3*r-105*p^2*r^2-36*p*r^3-12*q^2*r^2-12*q*r^3+24*a*p^2*q*r+6*a*p*q^2*r+27*a*p*q*r^2+18*a*p^3*r+42*a*p^2*r^2+21*p^3*r^2+24*p^2*r^3+9*p*r^4+28*p^2*q*r^2+7*p*q^2*r^2+16*p*q*r^3+12*p^3*q*r+6*p^2*q^2*r)*x+(-30*g*p^2*r^2-57*c*p*r^3-12*b^2*p*r^2+96*b*c^2*q+120*a*c^2*q+48*b*c*q^2-27*b*p*r^3-5*g^2*p^2*r+260*a*p^2*r-132*a*g*q+288*c^2*p*q-19*g*p*r^3-120*b*g*p+60*a*g*p^2+75*b*q*r^2-179*g*p*r-2*g^2*q*r^2+183*p*q^2*r-7*g^2*p*r^2-264*g*p*q+52*b^2*p*r-276*b*c*q-90*c*p^2*r^2-306*b*p*q-8*b^2*p^2*r-372*b*c*p+145*b*p*r^2+62*a^2*q*r+120*c^2*g*p+240*a*c*p^2-30*a*p*r^3+30*c*g^2*p-24*c^2*q*r^2+37*g^2*p*r+192*b*c*p^2-33*c*p^3*r+12*b*g*q^2-144*a*b*q+441*c*p^2*r+116*a*q*r^2+18*c*g^2*q-6*g*q^2*r^2-15*c*q*r^3-444*a*c*q-64*b*c*p*q*r+192*a*c^2*p-60*c^2*p^2*r-192*a*b*p-426*c*q*r+24*g^2*p*q+96*a^2*p*r+24*a*g*q^2-226*b*p*r+90*g*p^2*q-12*c^2*q^2*r+72*p^2*q^2-g^2*q^2*r-20*a*g*p*q*r-12*c^3*q*r-12*a^2*p^2*r+66*p^2+90*q^2-36*g^2*q-48*g^2*p-126*p^3-54*q^3+180*a*q+96*b*p+108*b*q+132*c*p+180*c*q+72*g*p+84*g*q+156*p*q+66*p*r+90*q*r-144*a^2*p-120*a^2*q-312*a*p^2-198*a*q^2-540*a*c*p-168*a*g*p-510*a*p*q-348*a*p*r-311*a*q*r+168*a*p-84*b*g*q+72*a*b*p^2-189*b*q*r-294*c*g*p-234*c*g*q-720*c*p*q-444*c*p*r-160*g*q*r-435*p*q*r-48*b^2*p-24*b^2*q-210*b*p^2-96*b*q^2-396*c^2*p-324*c^2*q-450*c*p^2-270*c*q^2-168*g*p^2-96*g*q^2-306*p^2*q-249*p^2*r-234*p*q^2-123*p*r^2-186*q^2*r-132*q*r^2+201*b*p^2*r+72*c^2*g*q+183*c*q*r^2+18*a*q^3-24*a*b*p*q*r+24*p^4+48*a^2*p^2+120*c^3*p+216*c^2*p^2+18*g^2*p^2+72*a^2*c*p+390*c^2*p*r+144*c*g*p^2+96*a*c*g*p+450*a*c*p*r+122*a*g*p*r+269*c*g*p*r+120*a*b*c*p+72*a*b*c*q+60*a*c*g*q+84*b*c*g*p+48*b*c*g*q+366*b*c*p*r+186*b*c*q*r+100*b*g*p*r+49*b*g*q*r+151*c*g*q*r+72*c^3*q+48*a^2*c*q+48*b^2*c*p+24*b^2*c*q+168*b*c^2*p+24*p*q^3+24*b^2*p^2+18*b^2*q*r+48*b*g*p^2+222*c^2*q*r+20*g^2*q*r-20*a^2*c*p*r-8*a^2*c*q*r-56*a*c^2*p*r-20*a*c^2*q*r-36*c^3*p*r+24*a*b*q^2+96*a*c*q^2+48*c*g*q^2-36*a*b*c*p*r-12*a*b*c*q*r-28*a*c*g*p*r-10*a*c*g*q*r-16*b^2*c*p*r-4*b^2*c*q*r-52*b*c^2*p*r-16*b*c^2*q*r-36*c^2*g*p*r-12*c^2*g*q*r-9*c*g^2*p*r-3*c*g^2*q*r+148*a*b*p*r+80*a*b*q*r+270*a*c*q*r+71*a*g*q*r-26*b*c*g*p*r-8*b*c*g*q*r+24*a^2*q^2+72*c^2*q^2+6*g^2*q^2-64*a*c*p^2*r-88*a*c*p*r^2-16*a*g*p^2*r-22*a*g*p*r^2-40*c*g*p^2*r-56*c*g*p*r^2-80*a*c*p*q*r-16*a^2*p*r^2-84*c^2*p*r^2+186*a*p*r^2+303*c*p*r^2+152*g*p^2*r+108*g*p*r^2+72*a*p^3+126*c*p^3+42*g*p^3-3*q^3*r^2-2*b^2*q*r^2-8*b^2*p*q*r-56*b*c*p^2*r-80*b*c*p*r^2-8*b*c*q^2*r-20*b*c*q*r^2-14*b*g*p^2*r-20*b*g*p*r^2-2*b*g*q^2*r-5*b*g*q*r^2-72*c^2*p*q*r+24*b^2*p*q+108*b*p^2*q+58*b*q^2*r+270*c*p^2*q+171*c*q^2*r+58*g*q^2*r+63*g*q*r^2-16*b*g*p*q*r+54*b*p^3-8*c*g*q^2*r-16*c*g*q*r^2-6*g^2*p*q*r+96*a*b*p*q+336*a*c*p*q+84*a*g*p*q+240*b*c*p*q+60*b*g*p*q+259*b*p*q*r+192*c*g*p*q+612*c*p*q*r+210*g*p*q*r-48*c*g*p*q*r-4*a^2*q^2*r-6*a^2*q*r^2+30*q^3*r-20*a*b*p^2*r-28*a*b*p*r^2-4*a*b*q^2*r-8*a*b*q*r^2-16*a*c*q^2*r-28*a*c*q*r^2-4*a*g*q^2*r-7*a*g*q*r^2+72*a^2*p*q+117*a*q^2*r+18*c*q^3+6*g*q^3-3*a*q^3*r-6*p^4*r+54*b*p*q^2+162*c*p*q^2+54*g*p*q^2-16*a^2*p*q*r+162*a*p^2*q+108*a*p*q^2-6*q^2*r^3+377*a*p*q*r-15*b*p^3*r-30*b*p^2*q*r-15*b*p*q^2*r-48*b*p*q*r^2-69*c*p^2*q*r-39*c*p*q^2*r-108*c*p*q*r^2-23*g*p^2*q*r-13*g*p*q^2*r-36*g*p*q*r^2-42*b*p^2*r^2-6*b*q^2*r^2-6*b*q*r^3-18*c*q^2*r^2-11*g*p^3*r-5*g*q*r^3+276*p^2*q*r+243*p*q*r^2+72*p^3*q+123*p^3*r+168*p^2*r^2+69*p*r^3+75*q^2*r^2+45*q*r^3-39*a*p^2*q*r-24*a*p*q^2*r-60*a*p*q*r^2-18*a*p^3*r-48*a*p^2*r^2-12*a*q^2*r^2-9*a*q*r^3-3*c*q^3*r-g*q^3*r-24*p^3*r^2-30*p^2*r^3-12*p*r^4-51*p^2*q*r^2-30*p*q^2*r^2-36*p*q*r^3-18*p^3*q*r-18*p^2*q^2*r-6*p*q^3*r-3*q*r^4)*x^2-14*g*p*q-18*c*p^2*r^2-12*b*c*p+7*b*p*r^2+8*c^2*g*p+48*a*c*p^2-6*a*p*r^3+2*c*g^2*p+3*g^2*p*r+16*b*c*p^2-9*c*p^3*r+57*c*p^2*r-24*a*c*q+16*a*c^2*p-12*c^2*p^2*r-8*a*b*p-18*c*q*r+20*a^2*p*r+2*b*p*r+6*g*p^2*q-4*a^2*p^2*r+6*q-14*p^2-2*g^2*p-6*p^3+6*a*q-8*b*p-20*c*p+6*c*q+2*g*p+6*g*q-8*p*q-8*p*r-32*a^2*p-12*a^2*q-40*a*p^2-68*a*c*p-20*a*g*p-34*a*p*q-30*a*p*r-18*a*q*r-8*a*p+8*a*b*p^2-22*c*g*p-6*c*g*q-34*c*p*q-18*c*p*r-6*g*q*r-16*p*q*r-2*b*p^2-36*c^2*p-12*c^2*q-34*c*p^2-16*g*p^2-12*p^2*q-7*p^2*r-p*r^2-6*q*r^2+13*b*p^2*r+8*p^4+16*a^2*p^2+8*c^3*p+32*c^2*p^2+2*g^2*p^2+8*a^2*c*p+38*c^2*p*r+20*c*g*p^2+8*a*c*g*p+58*a*c*p*r+16*a*g*p*r+25*c*g*p*r+8*a*b*c*p+4*b*c*g*p+22*b*c*p*r+6*b*g*p*r+8*b*c^2*p+4*b*g*p^2-4*a^2*c*p*r-8*a*c^2*p*r-4*c^3*p*r-4*a*b*c*p*r-4*a*c*g*p*r-4*b*c^2*p*r-4*c^2*g*p*r-c*g^2*p*r+12*a*b*p*r-2*b*c*g*p*r-16*a*c*p^2*r-16*a*c*p*r^2-4*a*g*p^2*r-4*a*g*p*r^2-8*c*g*p^2*r-8*c*g*p*r^2-4*a^2*p*r^2-12*c^2*p*r^2+24*a*p*r^2+27*c*p*r^2+20*g*p^2*r+10*g*p*r^2+24*a*p^3+30*c*p^3+10*g*p^3-8*b*c*p^2*r-8*b*c*p*r^2-2*b*g*p^2*r-2*b*g*p*r^2+18*c*p^2*q+6*b*p^3+16*a*c*p*q+4*a*g*p*q+4*c*g*p*q+24*c*p*q*r+8*g*p*q*r-4*a*b*p^2*r-4*a*b*p*r^2+8*a^2*p*q-2*p^4*r+18*a*p^2*q+24*a*p*q*r-3*b*p^3*r-3*c*p^2*q*r-3*c*p*q*r^2-g*p^2*q*r-g*p*q*r^2-6*b*p^2*r^2-3*g*p^3*r+19*p^2*q*r+11*p*q*r^2+8*p^3*q+21*p^3*r+18*p^2*r^2+5*p*r^3-3*a*p^2*q*r-3*a*p*q*r^2-6*a*p^3*r-12*a*p^2*r^2-6*p^3*r^2-6*p^2*r^3-2*p*r^4-4*p^2*q*r^2-2*p*q*r^3-2*p^3*q*r+(p+q)*(r-4)*(13*p+12*a*b*r+6*a*g*q+36*a*c*r+23*a+6*b*g*p+12*g*p*r+8*g*p*q+9*b*g*r+24*b*c*q+12*b*p*q+24*b*c*p+8*a*b*q+12*b*c*g+16*a*b*c+24*a*c*q+8*a*b*p+36*b*c*r+36*c*q*r+18*b*p*r+23*b+26*c+13*g+13*q+13*r-14*a^2-14*b^2-60*c^2-7*g^2-15*p^2-15*q^2-18*r^2+2*g^2*q+2*g^2*p+16*c^3+2*p^3+2*q^3+5*r^3-34*a*q-39*a*r-68*b*c-21*b*g-34*b*p-34*b*q-39*b*r-44*c*g-60*c*p-60*c*q-66*c*r-22*g*p-22*g*q-25*g*r-30*p*q-33*p*r-33*q*r+8*a^2*c+4*a^2*p+4*a^2*q+6*a^2*r+24*a*c^2+6*a*p^2+6*a*q^2+12*a*c*g+24*a*c*p+6*a*g*p+9*a*g*r+12*a*p*q+18*a*p*r+18*a*q*r-28*a*b-68*a*c-21*a*g-34*a*p+6*b*g*q+18*b*q*r+16*c*g*p+16*c*g*q+24*c*g*r+24*c*p*q+36*c*p*r+12*g*q*r+18*p*q*r+12*a*r^2+8*b^2*c+4*b^2*p+4*b^2*q+6*b^2*r+24*b*c^2+6*b*p^2+6*b*q^2+12*b*r^2+16*c^2*g+24*c^2*p+24*c^2*q+36*c^2*r+4*c*g^2+12*c*p^2+12*c*q^2+24*c*r^2+3*g^2*r+4*g*p^2+4*g*q^2+8*g*r^2+6*p^2*q+9*p^2*r+6*p*q^2+12*p*r^2+9*q^2*r+12*q*r^2)*x^3)*dx+2*g^2*q+2*g^2*p-18*p^3+14*a*q+2*b*p+8*b*q+14*c*p+26*c*q+4*g*p+4*g*q+18*p*q+6*p*r+12*q*r+24*a^2*p+20*a^2*q+14*a*q^2+24*a*c*p+16*a*g*p+28*a*p*q+a*p*r+20*a*q*r+20*a*p+4*b*g*q-24*a*b*p^2+2*b*q*r-2*c*g*p+16*c*g*q+10*c*p*q-6*c*p*r+8*g*q*r-15*p*q*r-4*b^2*p-16*b*p^2-12*c^2*p+24*c^2*q-40*c*p^2+14*c*q^2-6*g*p^2+6*g*q^2-12*p^2*q-13*p^2*r+6*p*q^2-p*r^2+6*q^2*r-8*b*p^2*r-(p+q)*(r-3)*(r-4)*(2*c+p+q+r-1)*(r+q+p+g+2*c+b+a)*(r+1+q+p+g+2*c+2*b+2*a)*x^2-8*c^2*g*q-24*c*q*r^2+8*a*b*p*q*r-12*p^4-24*a^2*p^2-32*c^3*p-76*c^2*p^2-6*g^2*p^2-24*a^2*c*p-16*c^2*p*r-50*c*g*p^2-28*a*c*g*p-56*a*c*p*r-23*a*g*p*r-18*c*g*p*r-32*a*b*c*p-8*a*b*c*q-8*a*c*g*q-20*b*c*g*p-4*b*c*g*q-8*b*c*p*r-16*b*c*q*r-9*b*g*p*r-4*b*g*q*r-18*c*g*q*r-8*c^3*q-8*a^2*c*q-8*b^2*c*p-40*b*c^2*p-4*b^2*p^2-14*b*g*p^2-28*c^2*q*r-2*g^2*q*r-2*a^2*p*r^3-2*a^2*p^2*r^2+20*a^2*c*p*r+52*a*c^2*p*r+32*c^3*p*r-8*a*c*q^2-2*c*g*q^2+32*a*b*c*p*r+26*a*c*g*p*r+12*b^2*c*p*r+44*b*c^2*p*r+32*c^2*g*p*r+8*c*g^2*p*r-20*a*b*p*r-8*a*b*q*r-40*a*c*q*r-10*a*g*q*r+22*b*c*g*p*r-4*a^2*q^2-4*c^2*q^2+68*a*c*p^2*r+48*a*c*p*r^2+17*a*g*p^2*r+14*a*g*p*r^2+40*c*g*p^2*r+26*c*g*p*r^2+34*a*c*p*q*r+12*a^2*p*r^2+36*c^2*p*r^2-13*a*p*r^2+2*c*p*r^2-15*g*p^2*r-2*g*p*r^2-36*a*p^3-c*g*p*q*r^2-54*c*p^3-18*g*p^3+52*b*c*p^2*r+32*b*c*p*r^2+13*b*g*p^2*r+10*b*g*p*r^2+26*c^2*p*q*r-18*b*p^2*q-72*c*p^2*q-12*c*q^2*r-4*g*q^2*r-8*g*q*r^2+4*b*g*p*q*r-18*b*p^3+2*g^2*p*q*r-16*a*b*p*q-80*a*c*p*q-20*a*g*p*q-32*b*c*p*q-8*b*g*p*q-21*b*p*q*r-36*c*g*p*q-78*c*p*q*r-29*g*p*q*r+17*c*g*p*q*r-2*c^2*p*q*r^2-12*c^2*p*r^3-4*a^2*c*p*r^2-12*a*c^2*p*r^2-4*b^2*c*p*r^2-8*a*b*c*p*r^2-6*a*c*g*p*r^2-12*b*c^2*p*r^2-8*c^2*g*p*r^2-2*c*g^2*p*r^2-6*b*c*g*p*r^2+20*a*b*p^2*r+16*a*b*p*r^2-24*a^2*p*q-12*a*q^2*r+7*p^4*r-3*p^3*r^3-18*c*p*q^2-6*g*p*q^2+8*a^2*p*q*r-54*a*p^2*q-18*a*p*q^2-67*a*p*q*r-g^2*p^2*r^2-g^2*p*r^3-12*b*c*p^2*r^2-12*b*c*p*r^3-3*b*g*p^2*r^2-3*b*g*p*r^3-8*c*g*p^2*r^2-8*c*g*p*r^3+15*b*p^3*r+15*b*p^2*q*r+16*b*p*q*r^2+42*c*p^2*q*r+6*c*p*q^2*r+42*c*p*q*r^2+14*g*p^2*q*r+2*g*p*q^2*r+15*g*p*q*r^2+20*b*p^2*r^2+12*g*p^3*r-31*p^2*q*r-10*p*q*r^2-24*p^3*q-12*p^3*r+p^2*r^2+p*r^3-6*q^2*r^2-6*q*r^3-3*a*p^3*r^2-4*a*b*p^2*r^2-4*a*b*p*r^3-12*a*c*p^2*r^2-12*a*c*p*r^3-3*a*g*p^2*r^2-3*a*g*p*r^3-2*a*c*p*q*r^2+27*a*p^2*q*r+6*a*p*q^2*r+28*a*p*q*r^2+21*a*p^3*r+32*a*p^2*r^2-6*a*p^2*r^3-3*p^2*r^4+15*p^3*r^2+9*p^2*r^3+p*r^4+23*p^2*q*r^2+8*p*q^2*r^2+9*p*q*r^3+14*p^3*q*r+7*p^2*q^2*r-p*r^5-3*a*p^2*q*r^2-3*a*p*q*r^3-3*b*p^2*q*r^2-3*b*p*q*r^3-6*c*p^2*q*r^2-6*c*p*q*r^3-2*g*p^2*q*r^2-2*g*p*q*r^3-3*a*p*r^4-3*b*p^3*r^2-6*b*p^2*r^3-3*b*p*r^4-6*c*p^3*r^2-12*c*p^2*r^3-6*c*p*r^4-2*g*p^3*r^2-4*g*p^2*r^3-2*g*p*r^4-2*p^3*q*r^2-p^2*q^2*r^2-4*p^2*q*r^3-p*q^2*r^3-2*p*q*r^4+x*(x-1)*(-(2*a^2+4*a*c+a*g+6*a*p+6*a*r+2*c^2+c*g+6*c*p+6*c*r+2*g*p+2*g*r+3*p^2+6*p*r+3*r^2-13*a-13*c-5*g-9*p-9*r+3)*p+(57*p+a*g*q+2*b*g*p+11*g*p*r+4*g*p*q+8*b*c*p+4*a*c*q+4*a*b*p+3*c*q*r+9*b*p*r+27*q-57*p^2+g^2*p+9*p^3-25*a*q-16*b*p-79*c*p-25*c*q-28*g*p-9*g*q-39*p*q-60*p*r-16*q*r+6*a^2*p+2*a^2*q+18*a*p^2+20*a*c*p+5*a*g*p+12*a*p*q+24*a*p*r+3*a*q*r-67*a*p+9*c*g*p+c*g*q+12*c*p*q+33*c*p*r+g*q*r+12*p*q*r+6*b*p^2+14*c^2*p+2*c^2*q+24*c*p^2+8*g*p^2+9*p^2*q+24*p^2*r+15*p*r^2+q*r^2)*x+(-132*p-4*a*g*q-5*b*g*p-17*g*p*r-12*g*p*q-8*b*c*q-12*b*p*q-20*b*c*p-4*a*b*q-16*a*c*q-8*a*b*p-21*c*q*r-21*b*p*r-102*q+87*p^2+30*q^2-g^2*q-2*g^2*p-9*p^3+66*a*q+57*b*p+28*b*q+144*c*p+90*c*q+50*g*p+31*g*q+117*p*q+109*p*r+65*q*r-6*a^2*p-4*a^2*q-18*a*p^2-6*a*q^2-28*a*c*p-7*a*g*p-24*a*p*q-30*a*p*r-15*a*q*r+95*a*p-2*b*g*q-6*b*q*r-16*c*g*p-8*c*g*q-36*c*p*q-51*c*p*r-7*g*q*r-36*p*q*r-2*b^2*p-12*b*p^2-24*c^2*p-12*c^2*q-30*c*p^2-6*c*q^2-10*g*p^2-2*g*q^2-18*p^2*q-30*p^2*r-9*p*q^2-22*p*r^2-6*q^2*r-8*q*r^2)*x^2+(p+q)*(78-39*p-41*a-41*b-78*c-27*g-39*q-58*r+2*a^2+2*b^2+12*c^2+g^2+3*p^2+3*q^2+10*r^2+6*a*q+12*a*r+12*b*c+3*b*g+6*b*p+6*b*q+12*b*r+8*c*g+12*c*p+12*c*q+24*c*r+4*g*p+4*g*q+8*g*r+6*p*q+12*p*r+12*q*r+4*a*b+12*a*c+3*a*g+6*a*p)*x^3)*dx^3: PRcpq:= x^3*(x-1)^3*((2*a+2*b+4*c+2*g+p+q+6)*x-2*a-2*c-g-p-3)*dx^5+x^2*(x-1)^2*(-(2*a+2*c+g+p+3)*(-3+3*a+3*c+g+3*p+3*r)+(-30+19*p+11*a+10*r*g+5*b*g+12*a*b+20*c*g+9*q*a+18*p*a+4*q*g+9*p*b+36*c*a+12*c*b+27*p*c+30*r+5*b+4*r*b+4*g^2+15*a*g+9*c*q+12*a^2+6*q*p+20*r*c+8*p*r+6*p^2+24*c^2+16*c+2*g+7*q+16*r*a+2*r*q+12*p*g)*x-(5*r+2*g+3*p+3*q+6*c+3*a-5+3*b)*(2*a+2*b+4*c+2*g+p+q+6)*x^2)*dx^4+x*(x-1)*(-(2*a^2+4*c*a+a*g+6*p*a+6*r*a+2*c^2+c*g+6*p*c+6*r*c+2*p*g+2*r*g+3*p^2+6*p*r+3*r^2-7*a-7*c-3*g-3*p-3*r-3)*(2*a+2*c+g+p+3)+(54*c*g*a-18-48*p+24*p^2*r-93*a+20*r*g+15*p*r^2+11*b*r*g+12*c*g^2+36*c^2*g+36*p^2*a+21*q*r*c-5*b*g+14*c^2*q+9*q*p^2+74*c^2*p-10*a*b+20*p^2*g+76*c^2*a-28*c*g+11*p*g^2+56*c*a^2+48*c*p^2+14*q*a^2+20*c^2*b+12*p^2*b+42*p*a^2+2*q*g^2-4*q*a+17*p*a-5*q*g+11*p*b-42*c*a+2*c*b+16*g*r^2+30*a*r^2+45*p*a*g+11*c*g*q+32*p*c+24*p*a*q-48*r-27*b+59*c*g*p+25*r*b+11*q*g*a+10*q*g*p+12*p*b*g-10*g^2-33*a*g+15*p*r*b+24*c*p*q+116*c*p*a+48*r^2+72*r*c^2+28*p*b*a+32*c*b*p+32*c*b*a+48*a^2*r+32*c*r^2+28*c*a*q+2*b*r^2-4*c*q-26*a^2+q*r^2+9*q*p+76*r*c+66*p*r+21*p^2-16*c^2-108*c-45*g-30*q+51*r*a+26*r*q+4*p*g+8*a*g^2+72*a*p*r+60*g*r*c+38*g*p*r+10*g*r*q+12*p*r*q+49*r*a*g+12*r*g^2+12*a^3+24*b*r*c+120*a*r*c+21*a*r*q+87*c*p*r+32*c^3+9*p^3+14*c*g*b+24*r*a*b+18*a^2*g+g^3+2*b*g^2+12*a^2*b+10*a*b*g)*x+(-98*c*g*a+90*p-30*p^2*r+132*a-42*r*g-22*p*r^2-41*b*r*g-30*c*g^2-84*c^2*g-36*p^2*a-75*q*r*c+13*b*g-60*c^2*q-18*q*p^2-120*c^2*p+30*a*b-25*p^2*g-136*c^2*a+24*c*g-18*p*g^2-20*c*b^2-76*c*a^2-60*c*p^2-12*q^2*a-12*c*q^2-28*q*a^2-9*q^2*p-80*c^2*b-5*q^2*g-24*p^2*b-42*p*a^2-9*q*g^2-14*p*b^2-2*q*b-3*q*a-19*p*a+6*q*g-18*p*b+34*c*a-10*c*b-30*g*r^2-44*a*r^2-57*p*a*g-48*c*g*q-28*q*a*b-45*p*c-48*p*a*q+90*r+66*b-96*c*g*p-65*r*b-34*q*g*a-30*q*g*p-24*p*b*q-35*p*b*g-12*q*g*b+12*g^2+41*a*g-3*q^2-51*p*r*b-72*c*p*q-148*c*p*a-32*c*b*q-90*r^2-144*r*c^2-56*p*b*a-92*c*b*p-96*c*b*a-60*a^2*r-60*c*r^2-12*r*b^2-88*c*a*q-16*b*r^2-6*r*q^2+2*b^2-9*c*q+28*a^2-8*q*r^2-27*q*p-156*r*c-113*p*r-24*p^2+162*c+63*g+72*q-91*r*a-73*r*q-3*p*g-15*a*g^2-90*a*p*r-120*g*r*c-62*g*p*r-34*g*r*q-36*p*r*q-79*r*a*g-24*r*g^2-12*a^3-18*q*r*b-96*b*r*c-192*a*r*c-57*a*r*q-141*c*p*r-72*c^3-9*p^3-58*c*g*b-72*r*a*b-24*a^2*g-3*g^3-6*b^2*g-9*b*g^2-12*a*b^2-24*a^2*b-30*a*b*g)*x^2+(-9*p-11*a+8*r*g+3*b*g+4*a*b+8*c*g+6*q*b+6*q*a+6*p*a+4*q*g+6*p*b+12*c*a+12*c*b+12*p*c-10*r-11*b+12*r*b+g^2+3*a*g+3*q^2+10*r^2+2*b^2+12*c*q+2*a^2+6*q*p+24*r*c+12*p*r+3*p^2+12*c^2-18*c-7*g-9*q+12*r*a+12*r*q+4*p*g)*(2*a+2*b+4*c+2*g+p+q+6)*x^3)*dx^3+(-(p+r-2)*(p+a+c+r)*(2*a+2*c+g+p+r+2)*(2*a+2*c+g+p+3)+(4*c*g*a-6-16*p+18*p^2*r-14*a-10*r*g+24*p*r^2+4*b*r*g+c*g^2+4*c^2*g+12*p^2*a+12*q*r*c-4*b*g+2*c^2*q+4*q*p^2+18*c^2*p-10*a*b+6*p^2*g+8*c^2*a-19*c*g+p*g^2+4*c*a^2+17*c*p^2+2*q*a^2+4*c^2*b+5*p^2*b+8*p*a^2-14*q*a-23*p*a-5*q*g-7*p*b-48*c*a-16*c*b+10*g*r^2+24*a*r^2+7*p*a*g+c*g*q-26*p*c+7*p*a*q-13*r-8*b+11*c*g*p-3*r*b+q*g*a+2*q*g*p+2*p*b*g-2*g^2-14*a*g+12*p*r*b+7*c*p*q+26*c*p*a-3*r^2+28*r*c^2+6*p*b*a+10*c*b*p+4*c*b*a+12*a^2*r+31*c*r^2+4*c*a*q+7*b*r^2-14*c*q-18*a^2+8*q*r^2-9*q*p-21*r*c-6*p*r-3*p^2-30*c^2-28*c-4*g-4*q-26*r*a-8*r*q-12*p*g+36*a*p*r+18*g*r*c+16*g*p*r+4*g*r*q+12*p*r*q+10*r*a*g+2*r*g^2+10*r^3+16*b*r*c+40*a*r*c+12*a*r*q+48*c*p*r+4*c^3+4*p^3+2*c*g*b+8*r*a*b)*(2*a+2*c+g+p+3)*x+(230*c*g*a-45*a*p^2*q-15*a*p*q^2+18+102*p-114*p^2*r+66*a+117*r*g-195*p*r^2-25*b*r*g+56*c*g^2+128*c^2*g-146*r*q*c^2+9*p^2*a-133*q*r*c+72*b*g+82*c^2*q-6*q*p^2+64*c^2*p+130*a*b+6*p^2*g+260*c^2*a+241*c*g+26*p*g^2+8*c*b^2+224*c*a^2-11*c*p^2+16*q^2*a+16*c*q^2+66*q*a^2+3*q^2*p+68*c^2*b+9*q^2*g-8*p^2*b+84*p*a^2+20*q*g^2-90*r*q*a^2+58*q*b+172*q*a+259*p*a+83*q*g+109*p*b+480*c*a+228*c*b-6*p^4-99*g*r^2-192*a*r^2+96*p*a*g+81*c*g*q+38*q*a*b+340*p*c+38*p*a*q+99*r+48*b+84*c*g*p+84*r*b+74*q*g*a+26*q*g*p+5*p*b*q+26*p*b*g+18*q*g*b+34*g^2+144*a*g+30*q^2-121*p*r*b+35*c*p*q+160*c*p*a+28*c*b*q+9*r^2-186*r*c^2-16*b^2*c^2-56*b*c^3-36*c^3*q-g^3*q+56*p*b*a+16*c*b*p+152*c*b*a+20*a^2*r-303*c*r^2-16*r*b^2+148*c*a*q-111*b*r^2-24*r*q^2+20*b^2+220*c*q+146*a^2-114*q*r^2+117*q*p-144*r*a*p*q+237*r*c+90*p*r+81*p^2+346*c^2-6*p^2*q^2+180*c+36*g+48*q-40*c^4+249*r*a+93*r*q+134*p*g+50*a*g^2-48*a^2*p*q-40*a^2*b*c-36*a^2*b*p-12*a^2*b*q-68*a^2*b*r-60*a^2*c*q-18*a^2*g*q-16*a*b^2*c-12*a*b^2*p-20*a*b^2*r-96*a*b*c^2-84*a*c^2*q-8*a*g^2*q-8*b^2*c*g-24*b^2*c*p-6*b^2*g*p-10*b^2*g*r-56*b*c^2*g-120*b*c^2*p-24*b*c^2*q-14*b*c*g^2-11*b*g^2*p-2*b*g^2*q-21*b*g^2*r-40*c^2*g*q-13*c*g^2*q-76*b*c*p^2-27*b*g*p^2-173*a*p*r-85*g*r*c-93*g*p*r-33*g*r*q-118*p*r*q+20*r*a*g+4*r*g^2-44*a^2*c*g-144*a^2*c*p-90*r^3+60*a^3-47*q*r*b-166*b*r*c-142*a*r*c-82*a*r*q-322*c*p*r+96*c^3-9*p^3-48*a*b*p^2-16*a*c*q^2-6*a*g*q^2-6*c*g*q^2+74*c*g*b-30*r*a*b-24*a^3*c-24*a^3*p-48*a^3*r-88*a^2*c^2-104*a*c^3-8*a^2*q^2-8*c^2*q^2-g^2*q^2+98*a^2*g-240*r*c*a*b-24*r*b*g*q-180*r*c*p*q-287*r*g*p*c-119*r*g*c*q-76*r*g*p*q-300*r*a*c*g-192*r*p*a*g-132*r*b*c*g-212*r*p*b*c-56*r*q*b*c-512*r*a*p*c-236*r*a*c*q-93*r*q*a*g-52*r*q*a*b-36*r*p*b*q-81*r*p*b*g-148*r*p*a*b-52*p*r^2*b-57*p^2*r^2-27*p*r^3-30*g*r^3-54*a*r^3-45*b*r^2*g-88*q*r^2*c-171*a*p*r^2-171*g*r^2*c-96*g*p*r^2-42*g*r^2*q-44*p*r^2*q-126*r^2*a*g-9*q*r^2*b-98*b*r^2*c-314*a*r^2*c-79*a*r^2*q-223*c*p*r^2-86*r^2*a*b-204*r*c*p^2-15*r*p*q^2-83*r*g*p^2-232*r*g*c^2-24*r*a*q^2-144*r*a*p^2-420*r*a*c^2-362*r*p*c^2-11*r*g*q^2-268*r*a^2*c-168*r*a^2*p-51*r*p^2*q-28*r*b^2*c-180*r*b*c^2-24*r*c*q^2-206*r^2*c^2-114*a^2*r^2-60*c*r^3-6*r^2*b^2-6*b*r^3-3*r^2*q^2-3*q*r^3-34*r^2*g^2-200*r*c^3-36*r*p^3-82*r*c*g^2-23*r*g^2*q-53*r*p*g^2-18*r*p*b^2-60*r*p^2*b-48*a*b*c*g-144*a*b*c*p-36*a*b*c*q-40*a*b*g*p-10*a*b*g*q-76*a*b*g*r-58*a*c*g*q-82*b*c*g*p-16*b*c*g*q+8*g^3-166*a*c*g*p+8*b^2*g+20*b*g^2+16*a*b^2+76*a^2*b-42*a^2*g*p-82*a^2*g*r-104*a*c^2*g-240*a*c^2*p-26*a*c*g^2-156*a*c*p^2-45*a*g^2*r-57*a*g*p^2-136*c^2*g*p-46*c*g^2*p-90*c*g*p^2-48*a^2*p^2-60*c^3*g-120*c^3*p-30*c^2*g^2-116*c^2*p^2-5*c*g^3-4*g^3*p-8*g^3*r-16*g^2*p^2-23*a*g^2*p-15*b*p^3-60*c*p^2*q-12*g^2*p*q-24*g*p^2*q-15*b*p^2*q-88*c^2*p*q-8*b^2*p^2-12*p^3*q-15*c*p*q^2-6*g*p*q^2-12*a^3*q-32*a*b*p*q-136*a*c*p*q-50*a*g*p*q-40*b*c*p*q-14*b*g*p*q-68*c*g*p*q+78*a*b*g-30*a*p^3-45*c*p^3-18*g*p^3)*x^2+(-236*c*g*a+45*a*p^2*q+30*a*p*q^2-102*p+120*p^2*r-42*a-148*r*g+243*p*r^2+27*b*r*g-72*c*g^2-144*c^2*g+288*r*q*c^2-19*p^2*a+261*q*r*c-108*b*g-102*c^2*q-16*q*b^2+3*q*p^2-90*c^2*p-168*a*b-17*p^2*g-240*c^2*a-296*c*g-32*p*g^2-40*c*b^2-184*c*a^2-15*c*p^2-24*q^2*a-33*c*q^2-66*q*a^2-3*q^2*p-13*q^2*b-112*c^2*b-19*q^2*g-8*p^2*b-72*p*a^2-28*q*g^2-22*p*b^2+108*r*q*a^2-135*q*b-223*q*a-269*p*a-125*q*g-181*p*b-500*c*a-332*c*b+4*p^4+144*g*r^2+243*a*r^2-100*p*a*g-107*c*g*q-82*q*a*b-412*p*c-43*p*a*q-120*r-30*b-109*c*g*p-165*r*b-90*q*g*a-36*q*g*p-21*p*b*q-58*p*b*g-48*q*g*b-48*g^2-156*a*g-69*q^2+163*p*r*b-48*c*p*q-164*c*p*a-76*c*b*q+288*r*c^2+8*b^3*c+56*b^2*c^2+112*b*c^3+84*c^3*q+3*g^3*q+4*b^3*p+8*b^3*r-94*p*b*a-76*c*b*p-224*c*b*a+432*c*r^2+24*r*b^2-164*c*a*q+189*b*r^2+60*r*q^2-42*b^2-332*c*q-126*a^2+189*q*r^2-172*q*p+180*r*a*p*q-296*r*c-127*p*r-103*p^2-400*c^2+12*p^2*q^2-168*c-36*g-66*q+64*c^4-275*r*a-4*b^3-129*r*q-159*p*g+5*c*q^3+2*g*q^3-58*a*g^2+48*a^2*p*q+56*a^2*b*c+36*a^2*b*p+24*a^2*b*q+88*a^2*b*r+84*a^2*c*q+24*a^2*g*q+40*a*b^2*c+24*a*b^2*p+12*a*b^2*q+56*a*b^2*r+160*a*b*c^2+156*a*c^2*q+15*a*g^2*q+28*b^2*c*g+60*b^2*c*p+24*b^2*c*q+16*b^2*g*p+6*b^2*g*q+36*b^2*g*r+112*b*c^2*g+180*b*c^2*p+96*b*c^2*q+28*b*c*g^2+17*b*g^2*p+9*b*g^2*q+40*b*g^2*r+96*c^2*g*q+33*c*g^2*q+92*b*c*p^2+33*b*g*p^2+192*a*p*r+144*g*r*c+110*g*p*r+70*g*r*q+180*p*r*q-3*r*a*g+52*a^2*c*g+120*a^2*c*p+4*p*q^3+120*r^3-44*a^3+108*q*r*b+248*b*r*c+232*a*r*c+137*a*r*q+387*c*p*r-3*q^3-96*c^3+3*p^3+48*a*b*p^2+16*a*b*q^2+52*a*c*q^2+19*a*g*q^2+20*b*c*q^2+7*b*g*q^2+28*c*g*q^2-132*c*g*b+24*r*a*b+24*a^3*c+16*a^3*p+40*a^3*r+104*a^2*c^2+144*a*c^3+16*a^2*q^2+36*c^2*q^2+5*g^2*q^2-90*a^2*g+384*r*c*a*b+82*r*b*g*q+288*r*c*p*q+344*r*g*p*c+232*r*g*c*q+120*r*g*p*q+368*r*a*c*g+194*r*p*a*g+256*r*b*c*g+352*r*p*b*c+208*r*q*b*c+512*r*a*p*c+368*r*a*c*q+142*r*q*a*g+136*r*q*a*b+108*r*p*b*q+134*r*p*b*g+200*r*p*a*b+99*p*r^2*b+54*p^2*r^2+28*p*r^3+40*g*r^3+56*a*r^3+93*b*r^2*g+171*q*r^2*c+162*a*p*r^2+240*g*r^2*c+114*g*p*r^2+78*g*r^2*q+72*p*r^2*q+147*r^2*a*g+54*q*r^2*b+216*b*r^2*c+360*a*r^2*c+117*a*r^2*q+261*c*p*r^2+144*r^2*a*b+204*r*c*p^2+42*r*p*q^2+84*r*g*p^2+336*r*g*c^2+60*r*a*q^2+120*r*a*p^2+512*r*a*c^2+432*r*p*c^2+36*r*g*q^2+272*r*a^2*c+140*r*a^2*p+66*r*p^2*q+112*r*b^2*c+352*r*b*c^2+24*r*b*q^2+28*r*q*b^2+84*r*c*q^2+288*r^2*c^2+108*a^2*r^2+80*c*r^3+36*r^2*b^2+24*b*r^3+18*r^2*q^2+12*q*r^3+48*r^2*g^2+6*r*q^3+288*r*c^3+30*r*p^3+120*r*c*g^2+44*r*g^2*q+64*r*p*g^2+60*r*p*b^2+84*r*p^2*b+80*a*b*c*g+180*a*b*c*p+108*a*b*c*q+50*a*b*g*p+30*a*b*g*q+120*a*b*g*r+108*a*c*g*q+124*b*c*g*p+66*b*c*g*q-12*g^3+166*a*c*g*p-30*b^2*g-38*b*g^2-52*a*b^2-92*a^2*b+34*a^2*g*p+84*a^2*g*r+144*a*c^2*g+240*a*c^2*p+36*a*c*g^2+124*a*c*p^2+56*a*g^2*r+45*a*g*p^2+160*c^2*g*p+55*c*g^2*p+84*c*g*p^2+32*a^2*p^2+96*c^3*g+140*c^3*p+48*c^2*g^2+108*c^2*p^2+8*c*g^3+5*g^3*p+12*g^3*r+15*g^2*p^2+23*a*g^2*p+15*b*p^3+75*c*p^2*q+20*g^2*p*q+30*g*p^2*q+16*b^2*p*q+30*b*p^2*q+144*c^2*p*q+16*b^2*p^2+12*p^3*q+15*b*p*q^2+45*c*p*q^2+18*g*p*q^2+12*a^3*q+5*a*q^3+64*a*b*p*q+176*a*c*p*q+64*a*g*p*q+112*b*c*p*q+40*b*g*p*q+112*c*g*p*q-120*a*b*g+20*a*p^3+35*c*p^3+14*g*p^3)*x^3-(6*c*g*a-7*p+9*p^2*r-3*a-9*r*g+18*p*r^2+9*b*r*g+2*c*g^2+8*c^2*g+3*p^2*a+36*q*r*c-9*b*g+12*c^2*q+2*q*b^2+3*q*p^2+12*c^2*p-12*a*b+2*p^2*g+12*c^2*a-18*c*g+p*g^2+4*c*b^2+4*c*a^2+6*c*p^2+3*q^2*a+6*c*q^2+2*q*a^2+3*q^2*p+3*q^2*b+12*c^2*b+2*q^2*g+3*p^2*b+2*p*a^2+q*g^2+2*p*b^2-14*q*b-14*q*a-14*p*a-9*q*g-14*p*b-28*c*a-28*c*b+12*g*r^2+18*a*r^2+3*p*a*g+8*c*g*q+4*q*a*b-24*p*c+6*p*a*q-10*r-3*b+8*c*g*p-15*r*b+3*q*g*a+4*q*g*p+6*p*b*q+3*p*b*g+3*q*g*b-3*g^2-9*a*g-6*q^2+18*p*r*b+12*c*p*q+12*c*p*a+12*c*b*q+36*r*c^2+4*p*b*a+12*c*b*p+8*c*b*a+6*a^2*r+36*c*r^2+6*r*b^2+12*c*a*q+18*b*r^2+9*r*q^2-6*b^2-24*c*q-6*a^2+18*q*r^2-12*q*p-18*r*c-9*p*r-6*p^2-24*c^2-14*c-3*g-7*q-15*r*a-9*r*q-9*p*g+18*a*p*r+24*g*r*c+12*g*p*r+12*g*r*q+18*p*r*q+9*r*a*g+3*r*g^2+10*r^3+18*q*r*b+36*b*r*c+36*a*r*c+18*a*r*q+36*c*p*r+q^3+8*c^3+p^3+6*c*g*b+12*r*a*b)*(2*a+2*b+4*c+2*g+p+q+6)*x^4)*dx^2+(-(2*a+2*c+g+p+3)*(r-1)*(4*c*g*a+4*p+6*p^2*r+4*r*g+6*p*r^2+2*b*r*g+c*g^2+4*c^2*g+6*p^2*a+5*q*r*c+2*c^2*q+2*q*p^2+10*c^2*p+2*a*b+2*p^2*g+8*c^2*a+3*c*g+p*g^2+4*c*a^2+7*c*p^2+2*q*a^2+4*c^2*b+p^2*b+4*p*a^2+3*p*a-q*g+5*p*b+4*c*a+4*c*b+2*g*r^2+6*a*r^2+3*p*a*g+c*g*q+12*p*c+5*p*a*q+4*r+7*c*g*p+5*r*b+q*g*a+2*q*g*p+2*p*b*g+2*p*r*b+5*c*p*q+14*c*p*a+3*r^2+10*r*c^2+2*p*b*a+6*c*b*p+4*c*b*a+4*a^2*r+7*c*r^2+4*c*a*q+b*r^2-2*a^2+2*q*r^2+3*q*p+12*r*c+6*p*r+3*p^2+6*c^2+2*c-2*q+3*r*a+3*r*q+4*p*g+12*a*p*r+7*g*r*c+4*g*p*r+2*g*r*q+4*p*r*q+3*r*a*g+r*g^2+2*r^3+6*b*r*c+14*a*r*c+5*a*r*q+14*c*p*r+4*c^3+2*p^3+2*c*g*b+2*r*a*b)+(2*a+2*c+g+p+3)*(r-1)*(20*c*g*a+12*p+21*p^2*r-6*a+19*r*g+24*p*r^2+12*b*r*g+6*c*g^2+24*c^2*g+18*p^2*a+42*q*r*c+2*b*g+24*c^2*q+12*q*p^2+48*c^2*p+10*p^2*g+40*c^2*a+18*c*g+4*p*g^2+8*c*b^2+16*c*a^2+30*c*p^2+6*q^2*a+6*c*q^2+8*q*a^2+6*q^2*p+32*c^2*b+2*q^2*g+12*p^2*b+12*p*a^2+2*q*g^2+4*p*b^2+4*q*b+6*q*a+20*p*a+4*q*g+18*p*b+20*c*a+28*c*b+12*g*r^2+24*a*r^2+14*p*a*g+16*c*g*q+8*q*a*b+54*p*c+24*p*a*q+18*r+6*b+32*c*g*p+22*r*b+8*q*g*a+12*q*g*p+12*p*b*q+10*p*b*g+4*q*g*b-2*a*g+26*p*r*b+36*c*p*q+56*c*p*a+16*c*b*q+21*r^2+56*r*c^2+16*p*b*a+40*c*b*p+24*c*b*a+14*a^2*r+38*c*r^2+4*r*b^2+32*c*a*q+14*b*r^2+7*r*q^2+4*b^2+18*c*q-4*a^2+16*q*r^2+18*q*p+66*r*c+39*p*r+18*p^2+36*c^2+12*c+24*r*a+21*r*q+14*p*g+42*a*p*r+38*g*r*c+22*g*p*r+14*g*r*q+28*p*r*q+16*r*a*g+5*r*g^2+9*r^3+13*q*r*b+46*b*r*c+66*a*r*c+29*a*r*q+68*c*p*r+24*c^3+6*p^3+16*c*g*b+18*r*a*b)*x-(208*c*g*a+69*a*p^2*q+48*a*p*q^2+54*p+153*p^2*r-18*a+129*r*g+153*p*r^2+133*b*r*g+72*c*g^2+288*c^2*g+216*r*q*c^2+139*p^2*a+423*q*r*c+12*b*g+306*c^2*q+24*q*b^2+99*q*p^2+486*c^2*p+91*p^2*g+424*c^2*a+132*c*g+44*p*g^2+96*c*b^2+144*c*a^2+261*c*p^2+66*q^2*a+99*c*q^2+70*q*a^2+63*q^2*p+29*q^2*b+344*c^2*b+35*q^2*g+102*p^2*b+96*p*a^2+28*q*g^2+50*p*b^2+90*r*q*a^2+51*q*b+63*q*a+117*p*a+45*q*g+105*p*b+156*c*a+180*c*b+6*p^4+117*g*r^2+189*a*r^2+132*p*a*g+209*c*g*q+94*q*a*b+324*p*c+205*p*a*q+90*r+18*b+331*c*g*p+144*r*b+90*q*g*a+126*q*g*p+131*p*b*q+102*p*b*g+60*q*g*b-12*a*g+27*q^2+233*p*r*b+360*c*p*q+500*c*p*a+220*c*b*q+135*r^2+576*r*c^2+8*b^3*c+72*b^2*c^2+160*b*c^3+132*c^3*q+5*g^3*q+4*b^3*p+4*b^3*r+146*p*b*a+380*c*b*p+240*c*b*a+138*a^2*r+306*c*r^2+60*r*b^2+340*c*a*q+117*b*r^2+72*r*q^2+18*b^2+180*c*q-18*a^2+108*q*r^2+120*q*p+144*r*a*p*q+438*r*c+240*p*r+93*p^2+264*c^2+18*p^2*q^2+72*c+18*q+96*c^4+186*r*a+4*b^3+168*r*q+87*p*g+9*c*q^3+4*g*q^3-2*a*g^2+76*a^2*p*q+88*a^2*b*c+52*a^2*b*p+40*a^2*b*q+68*a^2*b*r+140*a^2*c*q+40*a^2*g*q+56*a*b^2*c+32*a*b^2*p+20*a*b^2*q+40*a*b^2*r+240*a*b*c^2+252*a*c^2*q+25*a*g^2*q+36*b^2*c*g+76*b^2*c*p+32*b^2*c*q+20*b^2*g*p+10*b^2*g*q+24*b^2*g*r+160*b*c^2*g+252*b*c^2*p+144*b*c^2*q+40*b*c*g^2+23*b*g^2*p+15*b*g^2*q+29*b*g^2*r+152*c^2*g*q+53*c*g^2*q+128*b*c*p^2+45*b*g*p^2+342*a*p*r+408*g*r*c+218*g*p*r+157*g*r*q+225*p*r*q+185*r*a*g+60*r*g^2+84*a^2*c*g+184*a^2*c*p+6*p*q^3+45*r^3-4*a^3+153*q*r*b+442*b*r*c+638*a*r*c+262*a*r*q+603*c*p*r+9*q^3+288*c^3+45*p^3+68*a*b*p^2+28*a*b*q^2+88*a*c*q^2+33*a*g*q^2+32*b*c*q^2+13*b*g*q^2+48*c*g*q^2+176*c*g*b+198*r*a*b+40*a^3*c+24*a^3*p+32*a^3*r+168*a^2*c^2+224*a*c^3+28*a^2*q^2+60*c^2*q^2+9*g^2*q^2-6*a^2*g+288*r*c*a*b+59*r*b*g*q+216*r*c*p*q+256*r*g*p*c+176*r*g*c*q+90*r*g*p*q+286*r*a*c*g+148*r*p*a*g+182*r*b*c*g+248*r*p*b*c+140*r*q*b*c+400*r*a*p*c+292*r*a*c*q+113*r*q*a*g+104*r*q*a*b+72*r*p*b*q+94*r*p*b*g+148*r*p*a*b+45*p*r^2*b+30*p^2*r^2+12*p*r^3+15*g*r^3+24*a*r^3+43*b*r^2*g+81*q*r^2*c+90*a*p*r^2+120*g*r^2*c+58*g*p*r^2+38*g*r^2*q+36*p*r^2*q+77*r^2*a*g+18*q*r^2*b+96*b*r^2*c+192*a*r^2*c+63*a*r^2*q+135*c*p*r^2+72*r^2*a*b+156*r*c*p^2+30*r*p*q^2+63*r*g*p^2+252*r*g*c^2+48*r*a*q^2+96*r*a*p^2+400*r*a*c^2+324*r*p*c^2+27*r*g*q^2+220*r*a^2*c+112*r*a^2*p+51*r*p^2*q+68*r*b^2*c+248*r*b*c^2+12*r*b*q^2+14*r*q*b^2+60*r*c*q^2+144*r^2*c^2+60*a^2*r^2+30*c*r^3+12*r^2*b^2+6*b*r^3+6*r^2*q^2+3*q*r^3+24*r^2*g^2+3*r*q^3+216*r*c^3+24*r*p^3+90*r*c*g^2+34*r*g^2*q+47*r*p*g^2+36*r*p*b^2+60*r*p^2*b+120*a*b*c*g+260*a*b*c*p+172*a*b*c*q+70*a*b*g*p+50*a*b*g*q+90*a*b*g*r+176*a*c*g*q+172*b*c*g*p+102*b*c*g*q+246*a*c*g*p+6*b^2*g+2*b*g^2+4*a*b^2-4*a^2*b+50*a^2*g*p+66*a^2*g*r+224*a*c^2*g+360*a*c^2*p+56*a*c*g^2+184*a*c*p^2+43*a*g^2*r+65*a*g*p^2+232*c^2*g*p+79*c*g^2*p+120*c*g*p^2+48*a^2*p^2+144*c^3*g+204*c^3*p+72*c^2*g^2+156*c^2*p^2+12*c*g^3+7*g^3*p+9*g^3*r+21*g^2*p^2+33*a*g^2*p+21*b*p^3+111*c*p^2*q+30*g^2*p*q+44*g*p^2*q+20*b^2*p*q+42*b*p^2*q+216*c^2*p*q+20*b^2*p^2+18*p^3*q+21*b*p*q^2+69*c*p*q^2+28*g*p*q^2+20*a^3*q+9*a*q^3+96*a*b*p*q+272*a*c*p*q+98*a*g*p*q+160*b*c*p*q+58*b*g*p*q+168*c*g*p*q+30*a*p^3+51*c*p^3+20*g*p^3)*(r-1)*x^2+(12*c*g*a+4*p+9*p^2*r+11*r*g+12*p*r^2+9*b*r*g+4*c*g^2+16*c^2*g+6*p^2*a+36*q*r*c+24*c^2*q+4*q*b^2+6*q*p^2+24*c^2*p+4*p^2*g+24*c^2*a+12*c*g+2*p*g^2+8*c*b^2+8*c*a^2+12*c*p^2+6*q^2*a+12*c*q^2+4*q*a^2+6*q^2*p+6*q^2*b+24*c^2*b+4*q^2*g+6*p^2*b+4*p*a^2+2*q*g^2+4*p*b^2+8*q*b+8*q*a+8*p*a+6*q*g+8*p*b+16*c*a+16*c*b+8*g*r^2+12*a*r^2+6*p*a*g+16*c*g*q+8*q*a*b+24*p*c+12*p*a*q+10*r+16*c*g*p+15*r*b+6*q*g*a+8*q*g*p+12*p*b*q+6*p*b*g+6*q*g*b+6*q^2+18*p*r*b+24*c*p*q+24*c*p*a+24*c*b*q+15*r^2+36*r*c^2+8*p*b*a+24*c*b*p+16*c*b*a+6*a^2*r+24*c*r^2+6*r*b^2+24*c*a*q+12*b*r^2+9*r*q^2+24*c*q+12*q*r^2+12*q*p+42*r*c+21*p*r+6*p^2+24*c^2+8*c+4*q+15*r*a+21*r*q+6*p*g+18*a*p*r+24*g*r*c+12*g*p*r+12*g*r*q+18*p*r*q+9*r*a*g+3*r*g^2+5*r^3+18*q*r*b+36*b*r*c+36*a*r*c+18*a*r*q+36*c*p*r+2*q^3+16*c^3+2*p^3+12*c*g*b+12*r*a*b)*(r-1)*(2*a+2*b+4*c+2*g+p+q+6)*x^3)*dx-r*(2*a+2*c+g+p+3)*(r-1)*(4*c*g*a+8*p+3*p^2*r+4*a+6*r*g+3*p*r^2+2*b*r*g+c*g^2+4*c^2*g+3*p^2*a+6*q*r*c+6*c^2*q+2*q*p^2+8*c^2*p+2*a*b+p^2*g+8*c^2*a+5*c*g+p*g^2+4*c*a^2+4*c*p^2+2*q^2*a+2*c*q^2+2*q*a^2+q^2*p+4*c^2*b+q^2*g+p^2*b+2*p*a^2+q*g^2+4*q*b+6*q*a+7*p*a+5*q*g+5*p*b+12*c*a+4*c*b+g*r^2+3*a*r^2+2*p*a*g+5*c*g*q+2*q*a*b+16*p*c+5*p*a*q+8*r+6*c*g*p+5*r*b+2*q*g*a+2*q*g*p+p*b*q+2*p*b*g+2*q*g*b+2*a*g+2*q^2+2*p*r*b+6*c*p*q+10*c*p*a+4*c*b*q+3*r^2+8*r*c^2+2*p*b*a+6*c*b*p+4*c*b*a+2*a^2*r+4*c*r^2+8*c*a*q+b*r^2+r*q^2+12*c*q+2*a^2+2*q*r^2+5*q*p+16*r*c+6*p*r+3*p^2+10*c^2+6*c+6*q+7*r*a+5*r*q+6*p*g+6*a*p*r+6*g*r*c+2*g*p*r+2*g*r*q+4*p*r*q+2*r*a*g+r*g^2+r^3+q*r*b+6*b*r*c+10*a*r*c+5*a*r*q+8*c*p*r+4*c^3+p^3+2*c*g*b+2*r*a*b)+2*r*(2*a+2*c+g+p+3)*(r-1)*(2*c+r+q+p+1)*(a+b+2*c+p+q+r+g+2)*(2*a+2*b+2*c+p+q+r+g+3)*x-(2*a+2*b+2*c+p+q+r+g+3)*(a+b+2*c+p+q+r+g+2)*(2*c+r+q+p+1)*(r-1)*r*(2*a+2*b+4*c+2*g+p+q+6)*x^2: QRcpq:= (-(p+r-2)*(p+a+c+r-1)*(2*a+2*c+g+p+r)*(2*a+2*c+g+p+3)+(-238*c*g*a+15*a*p^2*q-108+228*p-24*p^2*r+312*a-58*r*g+30*p*r^2-25*b*r*g-48*c*g^2-144*c^2*g+24*r*q*c^2-119*p^2*a-34*q*r*c+22*b*g-50*c^2*q-24*q*p^2-264*c^2*p+62*a*b-69*p^2*g-324*c^2*a+87*c*g-46*p*g^2-264*c*a^2-151*c*p^2-50*q*a^2-68*c^2*b-36*p^2*b-176*p*a^2-8*q*g^2+24*r*q*a^2+4*q*a-151*p*a+8*q*g+13*p*b+56*c*a+20*c*b+4*p^4-18*g*r^2-12*a*r^2-188*p*a*g-41*c*g*q-140*p*c-73*p*a*q+222*r+18*b-224*c*g*p-27*r*b-41*q*g*a-32*q*g*p-41*p*b*g+36*g^2+94*a*g-25*p*r*b-73*c*p*q-440*c*p*a-144*r^2-166*r*c^2+8*b*c^3+4*c^3*q-98*p*b*a-100*c*b*p-120*c*b*a-144*a^2*r-3*c*r^2-100*c*a*q+9*b*r^2+4*c*q+26*a^2+18*q*r^2-16*q*p+36*r*a*p*q-227*r*c-238*p*r-100*p^2+30*c^2+288*c+108*g+36*q+8*c^4-224*r*a-54*r*q-19*p*g-38*a*g^2+16*a^2*p*q+8*a^2*b*c+12*a^2*b*p+16*a^2*b*r+12*a^2*c*q+4*a^2*g*q+16*a*b*c^2+12*a*c^2*q+a*g^2*q+8*b*c^2*g+24*b*c^2*p+2*b*c*g^2+2*b*g^2*p+4*b*g^2*r+4*c^2*g*q+c*g^2*q+20*b*c*p^2+7*b*g*p^2-138*a*p*r-159*g*r*c-86*g*p*r-20*g*r*q-8*p*r*q-154*r*a*g-38*r*g^2+12*a^2*c*g+72*a^2*c*p+30*r^3-68*a^3-38*b*r*c-310*a*r*c-34*a*r*q-155*c*p*r-128*c^3-24*p^3+16*a*b*p^2-50*c*g*b-62*r*a*b+8*a^3*c+16*a^3*p+24*a^3*r+24*a^2*c^2+24*a*c^3-94*a^2*g+48*r*c*a*b+36*r*c*p*q+98*r*g*p*c+20*r*g*c*q+16*r*g*p*q+96*r*a*c*g+78*r*p*a*g+24*r*b*c*g+40*r*p*b*c+208*r*a*p*c+48*r*a*c*q+20*r*q*a*g+16*r*p*b*g+32*r*p*a*b+7*p*r^2*b+24*p^2*r^2+10*p*r^3+10*g*r^3+20*a*r^3+7*b*r^2*g+16*q*r^2*c+72*a*p*r^2+51*g*r^2*c+34*g*p*r^2+8*g*r^2*q+8*p*r^2*q+44*r^2*a*g+14*b*r^2*c+110*a*r^2*c+16*a*r^2*q+79*c*p*r^2+14*r^2*a*b+84*r*c*p^2+34*r*g*p^2+64*r*g*c^2+72*r*a*p^2+136*r*a*c^2+124*r*p*c^2+104*r*a^2*c+84*r*a^2*p+12*r*p^2*q+32*r*b*c^2+62*r^2*c^2+48*a^2*r^2+20*c*r^3+10*r^2*g^2+56*r*c^3+18*r*p^3+22*r*c*g^2+4*r*g^2*q+18*r*p*g^2+12*r*p^2*b+8*a*b*c*g+36*a*b*c*p+10*a*b*g*p+16*a*b*g*r+8*a*c*g*q+16*b*c*g*p-4*g^3+66*a*c*g*p-8*b*g^2-52*a^2*b+22*a^2*g*p+32*a^2*g*r+24*a*c^2*g+96*a*c^2*p+6*a*c*g^2+84*a*c*p^2+14*a*g^2*r+31*a*g*p^2+44*c^2*g*p+14*c*g^2*p+40*c*g*p^2+32*a^2*p^2+12*c^3*g+40*c^3*p+6*c^2*g^2+52*c^2*p^2+c*g^3+g^3*p+2*g^3*r+7*g^2*p^2+9*a*g^2*p+5*b*p^3+15*c*p^2*q+2*g^2*p*q+6*g*p^2*q+16*c^2*p*q+4*p^3*q+4*a^3*q+32*a*c*p*q+12*a*g*p*q+12*c*g*p*q-42*a*b*g+20*a*p^3+25*c*p^3+10*g*p^3)*x+(886*c*g*a-45*a*p^2*q-15*a*p*q^2+648-1026*p+102*p^2*r-1224*a+168*r*g-60*p*r^2+223*b*r*g+244*c*g^2+664*c^2*g-146*r*q*c^2+327*p^2*a+297*q*r*c-214*b*g+406*c^2*q+120*q*p^2+964*c^2*p-354*a*b+218*p^2*g+1172*c^2*a-427*c*g+162*p*g^2+120*c*b^2+768*c*a^2+491*c*p^2+68*q^2*a+68*c*q^2+234*q*a^2+48*q^2*p+548*c^2*b+29*q^2*g+176*p^2*b+444*p*a^2+66*q*g^2+84*p*b^2-90*r*q*a^2-108*q*b+249*p*a-101*q*g-27*p*b-404*c*a-248*c*b-6*p^4+90*g*r^2+78*a*r^2+558*p*a*g+335*c*g*q+170*q*a*b+242*p*c+354*p*a*q-1134*r-414*b+806*c*g*p+216*r*b+262*q*g*a+210*q*g*p+135*p*b*q+262*p*b*g+72*q*g*b-148*g^2-418*a*g-18*q^2+211*p*r*b+481*c*p*q+1336*c*p*a+184*c*b*q+576*r^2+742*r*c^2-16*b^2*c^2-56*b*c^3-36*c^3*q-g^3*q+464*p*b*a+640*c*b*p+744*c*b*a+432*a^2*r+75*c*r^2+60*r*b^2+640*c*a*q-3*b*r^2+12*r*q^2-108*b^2-94*c*q-210*a^2-60*q*r^2+138*q*p-144*r*a*p*q+807*r*c+816*p*r+240*p^2-262*c^2-6*p^2*q^2-1356*c-462*g-486*q-40*c^4+687*r*a+360*r*q-50*p*g+150*a*g^2-48*a^2*p*q-40*a^2*b*c-36*a^2*b*p-12*a^2*b*q-68*a^2*b*r-60*a^2*c*q-18*a^2*g*q-16*a*b^2*c-12*a*b^2*p-20*a*b^2*r-96*a*b*c^2-84*a*c^2*q-8*a*g^2*q-8*b^2*c*g-24*b^2*c*p-6*b^2*g*p-10*b^2*g*r-56*b*c^2*g-120*b*c^2*p-24*b*c^2*q-14*b*c*g^2-11*b*g^2*p-2*b*g^2*q-21*b*g^2*r-40*c^2*g*q-13*c*g^2*q-76*b*c*p^2-27*b*g*p^2+465*a*p*r+687*g*r*c+338*g*p*r+158*g*r*q+98*p*r*q+544*r*a*g+158*r*g^2-44*a^2*c*g-144*a^2*c*p-90*r^3+156*a^3+63*q*r*b+426*b*r*c+1122*a*r*c+238*a*r*q+648*c*p*r+560*c^3+72*p^3-48*a*b*p^2-16*a*c*q^2-6*a*g*q^2-6*c*g*q^2+418*c*g*b+410*r*a*b-24*a^3*c-24*a^3*p-48*a^3*r-88*a^2*c^2-104*a*c^3-8*a^2*q^2-8*c^2*q^2-g^2*q^2+274*a^2*g-240*r*c*a*b-24*r*b*g*q-180*r*c*p*q-287*r*g*p*c-119*r*g*c*q-76*r*g*p*q-300*r*a*c*g-192*r*p*a*g-132*r*b*c*g-212*r*p*b*c-56*r*q*b*c-512*r*a*p*c-236*r*a*c*q-93*r*q*a*g-52*r*q*a*b-36*r*p*b*q-81*r*p*b*g-148*r*p*a*b-52*p*r^2*b-57*p^2*r^2-27*p*r^3-30*g*r^3-54*a*r^3-45*b*r^2*g-88*q*r^2*c-171*a*p*r^2-171*g*r^2*c-96*g*p*r^2-42*g*r^2*q-44*p*r^2*q-126*r^2*a*g-9*q*r^2*b-98*b*r^2*c-314*a*r^2*c-79*a*r^2*q-223*c*p*r^2-86*r^2*a*b-204*r*c*p^2-15*r*p*q^2-83*r*g*p^2-232*r*g*c^2-24*r*a*q^2-144*r*a*p^2-420*r*a*c^2-362*r*p*c^2-11*r*g*q^2-268*r*a^2*c-168*r*a^2*p-51*r*p^2*q-28*r*b^2*c-180*r*b*c^2-24*r*c*q^2-206*r^2*c^2-114*a^2*r^2-60*c*r^3-6*r^2*b^2-6*b*r^3-3*r^2*q^2-3*q*r^3-34*r^2*g^2-200*r*c^3-36*r*p^3-82*r*c*g^2-23*r*g^2*q-53*r*p*g^2-18*r*p*b^2-60*r*p^2*b-48*a*b*c*g-144*a*b*c*p-36*a*b*c*q-40*a*b*g*p-10*a*b*g*q-76*a*b*g*r-58*a*c*g*q-82*b*c*g*p-16*b*c*g*q+26*g^3-166*a*c*g*p+40*b^2*g+72*b*g^2+80*a*b^2+236*a^2*b-42*a^2*g*p-82*a^2*g*r-104*a*c^2*g-240*a*c^2*p-26*a*c*g^2-156*a*c*p^2-45*a*g^2*r-57*a*g*p^2-136*c^2*g*p-46*c*g^2*p-90*c*g*p^2-48*a^2*p^2-60*c^3*g-120*c^3*p-30*c^2*g^2-116*c^2*p^2-5*c*g^3-4*g^3*p-8*g^3*r-16*g^2*p^2-23*a*g^2*p-15*b*p^3-60*c*p^2*q-12*g^2*p*q-24*g*p^2*q-15*b*p^2*q-88*c^2*p*q-8*b^2*p^2-12*p^3*q-15*c*p*q^2-6*g*p*q^2-12*a^3*q-32*a*b*p*q-136*a*c*p*q-50*a*g*p*q-40*b*c*p*q-14*b*g*p*q-68*c*g*p*q+262*a*b*g-30*a*p^3-45*c*p^3-18*g*p^3)*x^2+(-1172*c*g*a+45*a*p^2*q+30*a*p*q^2-1080+1428*p-120*p^2*r+1578*a-220*r*g+72*p*r^2-481*b*r*g-392*c*g^2-1040*c^2*g+288*r*q*c^2-317*p^2*a-639*q*r*c+448*b*g-870*c^2*q-120*q*b^2-168*q*p^2-1242*c^2*p+584*a*b-241*p^2*g-1536*c^2*a+680*c*g-206*p*g^2-408*c*b^2-840*c*a^2-549*c*p^2-172*q^2*a-267*c*q^2-318*q*a^2-120*q^2*p-99*q^2*b-1120*c^2*b-115*q^2*g-244*p^2*b-416*p*a^2-142*q*g^2-218*p*b^2+108*r*q*a^2+129*q*b+q*a-109*p*a+179*q*g+19*p*b+628*c*a+524*c*b+4*p^4-144*g*r^2-99*a*r^2-604*p*a*g-719*c*g*q-438*q*a*b-124*p*c-489*p*a*q+1824*r+1038*b-1033*c*g*p-495*r*b-442*q*g*a-356*q*g*p-343*p*b*q-442*p*b*g-280*q*g*b+224*g^2+584*a*g-36*q^2-381*p*r*b-816*c*p*q-1464*c*p*a-696*c*b*q-864*r^2-1152*r*c^2+8*b^3*c+56*b^2*c^2+112*b*c^3+84*c^3*q+3*g^3*q+4*b^3*p+8*b^3*r-634*p*b*a-1080*c*b*p-1248*c*b*a-472*a^2*r-144*c*r^2-224*r*b^2-1080*c*a*q-45*b*r^2-60*r*q^2+258*b^2+100*c*q+326*a^2+72*q*r^2-244*q*p+180*r*a*p*q-1160*r*c-1036*p*r-208*p^2+464*c^2+12*p^2*q^2+2136*c+708*g+1068*q+64*c^4-809*r*a-36*b^3-732*r*q+145*p*g+5*c*q^3+2*g*q^3-202*a*g^2+48*a^2*p*q+56*a^2*b*c+36*a^2*b*p+24*a^2*b*q+88*a^2*b*r+84*a^2*c*q+24*a^2*g*q+40*a*b^2*c+24*a*b^2*p+12*a*b^2*q+56*a*b^2*r+160*a*b*c^2+156*a*c^2*q+15*a*g^2*q+28*b^2*c*g+60*b^2*c*p+24*b^2*c*q+16*b^2*g*p+6*b^2*g*q+36*b^2*g*r+112*b*c^2*g+180*b*c^2*p+96*b*c^2*q+28*b*c*g^2+17*b*g^2*p+9*b*g^2*q+40*b*g^2*r+96*c^2*g*q+33*c*g^2*q+92*b*c*p^2+33*b*g*p^2-524*a*p*r-1056*g*r*c-450*g*p*r-330*g*r*q-180*p*r*q-695*r*a*g-240*r*g^2+52*a^2*c*g+120*a^2*c*p+4*p*q^3+120*r^3-140*a^3-256*q*r*b-968*b*r*c-1432*a*r*c-399*a*r*q-873*c*p*r-24*q^3-864*c^3-72*p^3+48*a*b*p^2+16*a*b*q^2+52*a*c*q^2+19*a*g*q^2+20*b*c*q^2+7*b*g*q^2+28*c*g*q^2-860*c*g*b-696*r*a*b+24*a^3*c+16*a^3*p+40*a^3*r+104*a^2*c^2+144*a*c^3+16*a^2*q^2+36*c^2*q^2+5*g^2*q^2-298*a^2*g+384*r*c*a*b+82*r*b*g*q+288*r*c*p*q+344*r*g*p*c+232*r*g*c*q+120*r*g*p*q+368*r*a*c*g+194*r*p*a*g+256*r*b*c*g+352*r*p*b*c+208*r*q*b*c+512*r*a*p*c+368*r*a*c*q+142*r*q*a*g+136*r*q*a*b+108*r*p*b*q+134*r*p*b*g+200*r*p*a*b+99*p*r^2*b+54*p^2*r^2+28*p*r^3+40*g*r^3+56*a*r^3+93*b*r^2*g+171*q*r^2*c+162*a*p*r^2+240*g*r^2*c+114*g*p*r^2+78*g*r^2*q+72*p*r^2*q+147*r^2*a*g+54*q*r^2*b+216*b*r^2*c+360*a*r^2*c+117*a*r^2*q+261*c*p*r^2+144*r^2*a*b+204*r*c*p^2+42*r*p*q^2+84*r*g*p^2+336*r*g*c^2+60*r*a*q^2+120*r*a*p^2+512*r*a*c^2+432*r*p*c^2+36*r*g*q^2+272*r*a^2*c+140*r*a^2*p+66*r*p^2*q+112*r*b^2*c+352*r*b*c^2+24*r*b*q^2+28*r*q*b^2+84*r*c*q^2+288*r^2*c^2+108*a^2*r^2+80*c*r^3+36*r^2*b^2+24*b*r^3+18*r^2*q^2+12*q*r^3+48*r^2*g^2+6*r*q^3+288*r*c^3+30*r*p^3+120*r*c*g^2+44*r*g^2*q+64*r*p*g^2+60*r*p*b^2+84*r*p^2*b+80*a*b*c*g+180*a*b*c*p+108*a*b*c*q+50*a*b*g*p+30*a*b*g*q+120*a*b*g*r+108*a*c*g*q+124*b*c*g*p+66*b*c*g*q-44*g^3+166*a*c*g*p-142*b^2*g-150*b*g^2-212*a*b^2-316*a^2*b+34*a^2*g*p+84*a^2*g*r+144*a*c^2*g+240*a*c^2*p+36*a*c*g^2+124*a*c*p^2+56*a*g^2*r+45*a*g*p^2+160*c^2*g*p+55*c*g^2*p+84*c*g*p^2+32*a^2*p^2+96*c^3*g+140*c^3*p+48*c^2*g^2+108*c^2*p^2+8*c*g^3+5*g^3*p+12*g^3*r+15*g^2*p^2+23*a*g^2*p+15*b*p^3+75*c*p^2*q+20*g^2*p*q+30*g*p^2*q+16*b^2*p*q+30*b*p^2*q+144*c^2*p*q+16*b^2*p^2+12*p^3*q+15*b*p*q^2+45*c*p*q^2+18*g*p*q^2+12*a^3*q+5*a*q^3+64*a*b*p*q+176*a*c*p*q+64*a*g*p*q+112*b*c*p*q+40*b*g*p*q+112*c*g*p*q-440*a*b*g+20*a*p^3+35*c*p^3+14*g*p^3)*x^3-(6*c*g*a-90+119*p+9*p^2*r+139*a-69*r*g+18*p*r^2+9*b*r*g+2*c*g^2+8*c^2*g+3*p^2*a+36*q*r*c-33*b*g+12*c^2*q+2*q*b^2+3*q*p^2+12*c^2*p-44*a*b+2*p^2*g+12*c^2*a-82*c*g+p*g^2+4*c*b^2+4*c*a^2+6*c*p^2+3*q^2*a+6*c*q^2+2*q*a^2+3*q^2*p+3*q^2*b+12*c^2*b+2*q^2*g+3*p^2*b+2*p*a^2+q*g^2+2*p*b^2-62*q*b-62*q*a-62*p*a-41*q*g-62*p*b-124*c*a-124*c*b+12*g*r^2+18*a*r^2+3*p*a*g+8*c*g*q+4*q*a*b-120*p*c+6*p*a*q+152*r+139*b+8*c*g*p-105*r*b+3*q*g*a+4*q*g*p+6*p*b*q+3*p*b*g+3*q*g*b-11*g^2-33*a*g-30*q^2+18*p*r*b+12*c*p*q+12*c*p*a+12*c*b*q-72*r^2+36*r*c^2+4*p*b*a+12*c*b*p+8*c*b*a+6*a^2*r+36*c*r^2+6*r*b^2+12*c*a*q+18*b*r^2+9*r*q^2-22*b^2-120*c*q-22*a^2+18*q*r^2-60*q*p-198*r*c-99*p*r-30*p^2-120*c^2+238*c+89*g+119*q-105*r*a-99*r*q-41*p*g+18*a*p*r+24*g*r*c+12*g*p*r+12*g*r*q+18*p*r*q+9*r*a*g+3*r*g^2+10*r^3+18*q*r*b+36*b*r*c+36*a*r*c+18*a*r*q+36*c*p*r+q^3+8*c^3+p^3+6*c*g*b+12*r*a*b)*(2*a+2*b+4*c+2*g+p+q+6)*x^4)*dx^2+((808*c*g*a-180*a*p^2*q-60*a*p*q^2-162*p-270*p^2*r-414*a+357*r*g-390*p*r^2+78*b*r*g+220*c*g^2+496*c^2*g-344*r*q*c^2+12*p^2*a-142*q*r*c+68*b*g+292*c^2*q-6*q*p^2+364*c^2*p+168*a*b+62*p^2*g+872*c^2*a+404*c*g+126*p*g^2+120*c*b^2+696*c*a^2+20*c*p^2+56*q^2*a+56*c*q^2+180*q*a^2+30*q^2*p+392*c^2*b+26*q^2*g+56*p^2*b+264*p*a^2+66*q*g^2+84*p*b^2-230*r*q*a^2+378*q*a+888*p*a+112*q*g+306*p*b+1048*c*a+376*c*b-24*p^4-120*g*r^2-372*a*r^2+396*p*a*g+278*c*g*q+176*q*a*b+1058*p*c+120*p*a*q-180*r-198*b+434*c*g*p+312*r*b+238*q*g*a+120*q*g*p+108*p*b*q+202*p*b*g+72*q*g*b+32*g^2+236*a*g+18*q^2-96*p*r*b+196*c*p*q+592*c*p*a+160*c*b*q+315*r^2-124*r*c^2-64*b^2*c^2-224*b*c^3-144*c^3*q-4*g^3*q+344*p*b*a+328*c*b*p+672*c*b*a+58*a^2*r-444*c*r^2+48*r*b^2+472*c*a*q+24*g*p^2*q*r-132*b*r^2-27*r*q^2-36*b^2+362*c*q+348*a^2-183*q*r^2+336*q*p-327*r*a*p*q+936*r*c+657*p*r+366*p^2+152*a*c*p^2*r+52*a*g*p^2*r+82*c*g*p^2*r+56*a*g*p*q*r+680*c^2-24*p^2*q^2-348*c-192*g-162*q-160*c^4+888*r*a+56*a^2*p*q*r+309*r*q+376*p*g+12*b*p^2*q*r+60*c*p^2*q*r+18*c*p*q^2*r+8*g*p*q^2*r+16*g*p^3*r+186*a*g^2-192*a^2*p*q+128*a*c^3*r+16*b^2*c^2*r+64*b*c^3*r+72*c^3*g*r+36*c^2*g^2*r+6*c*g^3*r-160*a^2*b*c-144*a^2*b*p-48*a^2*b*q-212*a^2*b*r-240*a^2*c*q-72*a^2*g*q-64*a*b^2*c-48*a*b^2*p-64*a*b^2*r-384*a*b*c^2-336*a*c^2*q-32*a*g^2*q-32*b^2*c*g-96*b^2*c*p-24*b^2*g*p-32*b^2*g*r-224*b*c^2*g-480*b*c^2*p-96*b*c^2*q-56*b*c*g^2+16*a*b^2*c*r+24*a*c*q^2*r+10*a*g*q^2*r+48*a*b*c*q*r+36*a*b*g*p*r+16*a*b*g*q*r+168*a*c*g*p*r+80*a*c*g*q*r+112*b*c^2*p*r+32*b*c^2*q*r+10*b*g^2*p*r+4*b*g^2*q*r+136*c^2*g*p*r+56*c^2*g*q*r+46*c*g^2*p*r+20*c*g^2*q*r-44*b*g^2*p-8*b*g^2*q-66*b*g^2*r-160*c^2*g*q-52*c*g^2*q-304*b*c*p^2-108*b*g*p^2+42*a*b*g*r^2-400*a*p*r+66*g*r*c-92*g*p*r-9*g*r*q-213*p*r*q+172*r*a*g+64*r*g^2+32*a*b*p*q*r-176*a^2*c*g-576*a^2*c*p+48*c^4*r-162*r^3+12*p^3*q*r+6*p^2*q^2*r+6*p^4*r+192*a^3-3*q*r*b-38*b*r*c-106*a*r*c-147*a*r*q-520*c*p*r+368*c^3-36*p^3+76*b*c*g*p*r+24*b*c*g*q*r-192*a*b*p^2-64*a*c*q^2-24*a*g*q^2-24*c*g*q^2+48*a*p^2*q*r+18*a*p*q^2*r+376*c*g*b+138*r*a*b+8*a*b^2*r^2+4*b^2*g*r^2+4*b^2*p^2*r+12*b*g^2*r^2+12*c^2*q^2*r-96*a^3*c-96*a^3*p-148*a^3*r-352*a^2*c^2-416*a*c^3-32*a^2*q^2-32*c^2*q^2-4*g^2*q^2+32*a^3*c*r+12*b*p^3*r+42*c*p^3*r+24*a^3*p*r+340*a^2*g-640*r*c*a*b-61*r*b*g*q-404*r*c*p*q-706*r*g*p*c-292*r*g*c*q-180*r*g*p*q-806*r*a*c*g-506*r*p*a*g-350*r*b*c*g-514*r*p*b*c-130*r*q*b*c-1238*r*a*p*c-574*r*a*c*q-243*r*q*a*g-138*r*q*a*b-85*r*p*b*q-216*r*p*b*g-394*r*p*a*b+128*r^2*c*a*b+13*r^2*b*g*q+85*r^2*a*p*q+98*r^2*c*p*q+150*r^2*g*p*c+70*r^2*g*c*q+42*r^2*g*p*q+174*r^2*a*c*g+102*r^2*p*a*g+70*r^2*b*c*g+98*r^2*p*b*c+26*r^2*q*b*c+286*r^2*a*p*c+142*r^2*a*c*q+57*r^2*q*a*g+26*r^2*q*a*b+13*r^2*p*b*q+38*r^2*p*b*g+70*r^2*p*a*b+27*r^4-62*p*r^2*b-48*p^2*r^2+30*p*r^3-18*g*r^3-12*a*r^3-76*b*r^2*g-80*q*r^2*c-218*a*p*r^2-254*g*r^2*c-140*g*p*r^2-53*g*r^2*q-19*p*r^2*q-228*r^2*a*g+3*q*r^2*b-118*b*r^2*c-458*a*r^2*c-83*a*r^2*q-260*c*p*r^2-154*r^2*a*b-458*r*c*p^2-31*r*p*q^2-199*r*g*p^2-580*r*g*c^2-56*r*a*q^2-330*r*a*p^2-1052*r*a*c^2-848*r*p*c^2-27*r*g*q^2-720*r*a^2*c-434*r*a^2*p-106*r*p^2*q-72*r*b^2*c-436*r*b*c^2-56*r*c*q^2-268*r^2*c^2-202*a^2*r^2+6*c*r^3-12*r^2*b^2+18*b*r^3+9*r^2*q^2+36*q*r^3-60*r^2*g^2-480*r*c^3-75*r*p^3-220*r*c*g^2-60*r*g^2*q-141*r*p*g^2-52*r*p*b^2-144*r*p^2*b+24*r^3*p^2+9*r^4*p+9*r^4*g+18*r^4*a+76*r^3*c^2+48*r^3*a^2+18*r^4*c+12*r^3*g^2+112*r^2*c^3+21*r^2*p^3+110*r^2*c*p^2+7*r^2*p*q^2+14*r^3*b*g+32*r^3*q*c+43*r^2*g*p^2+132*r^2*g*c^2+14*r^2*a*q^2+84*r^2*a*p^2+244*r^2*a*c^2+192*r^2*p*c^2+7*r^2*g*q^2+14*r^3*p*b+160*r^2*a^2*c+98*r^2*a^2*p+28*r^2*p^2*q+8*r^2*b^2*c+92*r^2*b*c^2+84*r^2*q*c^2+14*r^2*c*q^2+72*r^3*a*p+62*r^3*g*c+36*r^3*g*p+16*r^3*g*q+16*r^3*p*q+48*r^3*a*g+48*r^2*c*g^2+14*r^2*g^2*q+28*r^3*b*c+124*r^3*a*c+32*r^3*a*q+86*r^3*c*p+58*r^2*q*a^2+27*r^2*p*g^2+4*r^2*p*b^2+26*r^2*p^2*b+28*r^3*a*b+112*a*b*c^2*r+128*a*c^2*g*r+32*a*c*g^2*r+8*b^2*c*g*r+64*b*c^2*g*r+16*b*c*g^2*r-192*a*b*c*g-576*a*b*c*p-144*a*b*c*q-160*a*b*g*p-40*a*b*g*q-238*a*b*g*r-232*a*c*g*q-328*b*c*g*p-64*b*c*g*q+56*a*b*c*g*r+32*a^2*b*p*r+16*a^2*b*q*r+152*a^2*c*p*r+80*a^2*c*q*r+40*a^2*g*p*r+24*a^2*g*q*r+8*a*b^2*p*r+248*a*c^2*p*r+112*a*c^2*q*r+22*a*g^2*p*r+12*a*g^2*q*r+16*b^2*c*p*r+4*b^2*g*p*r+46*a^2*g*r^2+48*a^2*p^2*r+26*a*g^2*r^2+108*c^2*p^2*r+14*g^2*p^2*r+32*g^3-664*a*c*g*p+48*a^2*b*c*r+56*a^2*c*g*r+120*c^3*p*r+48*c^3*q*r+4*g^3*p*r+2*g^3*q*r+136*a*b*c*p*r+52*b^2*g+90*b*g^2+104*a*b^2+296*a^2*b-168*a^2*g*p-254*a^2*g*r-416*a*c^2*g-960*a*c^2*p-104*a*c*g^2-624*a*c*p^2-140*a*g^2*r-228*a*g*p^2-544*c^2*g*p-184*c*g^2*p-360*c*g*p^2+112*a^2*c^2*r-192*a^2*p^2-240*c^3*g-480*c^3*p-120*c^2*g^2-464*c^2*p^2-20*c*g^3-16*g^3*p-25*g^3*r-64*g^2*p^2-92*a*g^2*p-60*b*p^3-240*c*p^2*q-48*g^2*p*q-96*g*p^2*q+40*b*c*p*q*r+16*b*g*p*q*r+2*g^2*q^2*r-60*b*p^2*q-352*c^2*p*q+76*c*g*p*q*r-32*b^2*p^2-48*p^3*q-60*c*p*q^2-24*g*p*q^2+30*a*p^3*r-48*a^3*q+64*b*c*p^2*r+22*b*g*p^2*r+96*c^2*p*q*r+10*c*g*q^2*r+14*g^2*p*q*r-128*a*b*p*q-544*a*c*p*q-200*a*g*p*q-160*b*c*p*q-56*b*g*p*q-272*c*g*p*q+152*a*c*p*q*r+16*a^3*q*r+28*a^3*r^2+36*a^2*b*r^2+12*a^2*q^2*r+40*a*b*p^2*r+328*a*b*g+5*g^3*r^2-120*a*p^3-180*c*p^3-72*g*p^3)*x+(-1632*c*g*a+270*a*p^2*q+180*a*p*q^2+468*p+363*p^2*r+936*a-861*r*g+705*p*r^2-316*b*r*g-552*c*g^2-1200*c^2*g+1062*r*q*c^2-174*p^2*a+342*q*r*c-240*b*g-900*c^2*q-216*q*b^2-36*q*p^2-972*c^2*p-456*a*b-186*p^2*g-1728*c^2*a-960*c*g-264*p*g^2-576*c*b^2-1152*c*a^2-270*c*p^2-168*q^2*a-306*c*q^2-396*q*a^2-72*q^2*p-162*q^2*b-1248*c^2*b-150*q^2*g-168*p^2*b-480*p*a^2-204*q*g^2-300*p*b^2+428*r*q*a^2-486*q*b-966*q*a-1374*p*a-426*q*g-894*p*b-1920*c*a-1248*c*b+24*p^4+258*g*r^2+648*a*r^2-744*p*a*g-858*c*g*q-612*q*a*b-2040*p*c-342*p*a*q+468*r+720*b-1014*c*g*p-1167*r*b-600*q*g*a-336*q*g*p-330*p*b*q-564*p*b*g-420*q*g*b-96*g^2-408*a*g-288*q^2+225*p*r*b-576*c*p*q-1296*c*p*a-864*c*b*q-765*r^2+96*r*c^2-4*g*q^3*r+48*b^3*c+336*b^2*c^2+672*b*c^3+504*c^3*q+18*g^3*q+24*b^3*p+40*b^3*r-780*p*b*a-1008*c*b*p-1728*c*b*a-200*a^2*r+948*c*r^2-190*r*b^2-1152*c*a*q-44*g*p^2*q*r+408*b*r^2+120*r*q^2-36*b^2-1344*c*q-420*a^2+498*q*r^2-924*q*p-9*c*q^3*r+637*r*a*p*q-2298*r*c-1401*p*r-636*p^2-184*a*c*p^2*r-65*a*g*p^2*r-120*c*g*p^2*r-98*a*g*p*q*r-1536*c^2+72*p^2*q^2+936*c+468*g+468*q+384*c^4-1743*r*a-76*a^2*p*q*r-72*b^3-1053*r*q-690*p*g+30*c*q^3+12*g*q^3-42*b*p^2*q*r-21*b*p*q^2*r-111*c*p^2*q*r-69*c*p*q^2*r-28*g*p*q^2*r-20*g*p^3*r-6*p*q^3*r-384*a*g^2+288*a^2*p*q-224*a*c^3*r-72*b^2*c^2*r-160*b*c^3*r-144*c^3*g*r-72*c^2*g^2*r-12*c*g^3*r+336*a^2*b*c+216*a^2*b*p+144*a^2*b*q+416*a^2*b*r+504*a^2*c*q+144*a^2*g*q+240*a*b^2*c+144*a*b^2*p+72*a*b^2*q+268*a*b^2*r+960*a*b*c^2+936*a*c^2*q+90*a*g^2*q+168*b^2*c*g+360*b^2*c*p+144*b^2*c*q+96*b^2*g*p+36*b^2*g*q+174*b^2*g*r+672*b*c^2*g+1080*b*c^2*p+576*b*c^2*q+168*b*c*g^2-56*a*b^2*c*r-88*a*c*q^2*r-33*a*g*q^2*r-172*a*b*c*q*r-70*a*b*g*p*r-50*a*b*g*q*r-246*a*c*g*p*r-176*a*c*g*q*r-252*b*c^2*p*r-144*b*c^2*q*r-23*b*g^2*p*r-15*b*g^2*q*r-232*c^2*g*p*r-152*c^2*g*q*r-79*c*g^2*p*r-53*c*g^2*q*r+102*b*g^2*p+54*b*g^2*q+191*b*g^2*r+576*c^2*g*q+198*c*g^2*q+552*b*c*p^2+198*b*g*p^2-90*a*b*g*r^2-20*b^2*p*q*r+449*a*p*r-288*g*r*c+67*g*p*r-16*g*r*q+483*p*r*q-410*r*a*g-168*r*g^2-96*a*b*p*q*r+312*a^2*c*g+720*a^2*c*p+24*p*q^3-96*c^4*r+342*r^3-18*p^3*q*r-18*p^2*q^2*r-6*p^4*r-264*a^3+52*q*r*b-70*b*r*c-2*a*r*c+276*a*r*q+720*c*p*r-36*q^3-864*c^3-172*b*c*g*p*r-102*b*c*g*q*r+288*a*b*p^2+96*a*b*q^2+312*a*c*q^2+114*a*g*q^2+120*b*c*q^2+42*b*g*q^2+168*c*g*q^2-69*a*p^2*q*r-48*a*p*q^2*r-1200*c*g*b-390*r*a*b-4*b^3*r^2-40*a*b^2*r^2-4*b^3*p*r-24*b^2*g*r^2-20*b^2*p^2*r-29*b*g^2*r^2-60*c^2*q^2*r+144*a^3*c+96*a^3*p+188*a^3*r+624*a^2*c^2+864*a*c^3+96*a^2*q^2+216*c^2*q^2+30*g^2*q^2-40*a^3*c*r-21*b*p^3*r-51*c*p^3*r-24*a^3*p*r-564*a^2*g+1584*r*c*a*b+337*r*b*g*q+1008*r*c*p*q+1305*r*g*p*c+891*r*g*c*q+444*r*g*p*q+1518*r*a*c*g+782*r*p*a*g+1062*r*b*c*g+1320*r*p*b*c+796*r*q*b*c+1904*r*a*p*c+1380*r*a*c*q+573*r*q*a*g+550*r*q*a*b+395*r*p*b*q+546*r*p*b*g+806*r*p*a*b-288*r^2*c*a*b-59*r^2*b*g*q-144*r^2*a*p*q-216*r^2*c*p*q-256*r^2*g*p*c-176*r^2*g*c*q-90*r^2*g*p*q-286*r^2*a*c*g-148*r^2*p*a*g-182*r^2*b*c*g-248*r^2*p*b*c-140*r^2*q*b*c-400*r^2*a*p*c-292*r^2*a*c*q-113*r^2*q*a*g-104*r^2*q*a*b-72*r^2*p*b*q-94*r^2*p*b*g-148*r^2*p*a*b-45*r^4+201*p*r^2*b+69*p^2*r^2-48*p*r^3+42*g*r^3+21*a*r^3+275*b*r^2*g+315*q*r^2*c+322*a*p*r^2+612*g*r^2*c+264*g*p*r^2+177*g*r^2*q+81*p*r^2*q+427*r^2*a*g+101*q*r^2*b+514*b*r^2*c+854*a*r^2*c+222*a*r^2*q+495*c*p*r^2+414*r^2*a*b+705*r*c*p^2+138*r*p*q^2+308*r*g*p^2+1308*r*g*c^2+214*r*a*q^2+423*r*a*p^2+1976*r*a*c^2+1566*r*p*c^2+136*r*g*q^2+1116*r*a^2*c+556*r*a^2*p+213*r*p^2*q+468*r*b^2*c+1360*r*b*c^2+93*r*b*q^2+122*r*q*b^2+303*r*c*q^2+648*r^2*c^2+302*a^2*r^2+12*c*r^3+112*r^2*b^2-9*b*r^3+12*r^2*q^2-54*q*r^3+144*r^2*g^2+21*r*q^3+1080*r*c^3+96*r*p^3+498*r*c*g^2+180*r*g^2*q+261*r*p*g^2+250*r*p*b^2+302*r*p^2*b-30*r^3*p^2-12*r^4*p-15*r^4*g-24*r^4*a-144*r^3*c^2-60*r^3*a^2-30*r^4*c-12*r^3*b^2-6*r^4*b-6*r^3*q^2-3*r^4*q-24*r^3*g^2-3*r^2*q^3-216*r^2*c^3-24*r^2*p^3-156*r^2*c*p^2-30*r^2*p*q^2-43*r^3*b*g-81*r^3*q*c-63*r^2*g*p^2-252*r^2*g*c^2-48*r^2*a*q^2-96*r^2*a*p^2-400*r^2*a*c^2-324*r^2*p*c^2-27*r^2*g*q^2-45*r^3*p*b-220*r^2*a^2*c-112*r^2*a^2*p-51*r^2*p^2*q-68*r^2*b^2*c-248*r^2*b*c^2-216*r^2*q*c^2-12*r^2*b*q^2-14*r^2*q*b^2-60*r^2*c*q^2-90*r^3*a*p-120*r^3*g*c-58*r^3*g*p-38*r^3*g*q-36*r^3*p*q-77*r^3*a*g-90*r^2*c*g^2-34*r^2*g^2*q-18*r^3*q*b-96*r^3*b*c-192*r^3*a*c-63*r^3*a*q-135*r^3*c*p-90*r^2*q*a^2-47*r^2*p*g^2-36*r^2*p*b^2-60*r^2*p^2*b-72*r^3*a*b-240*a*b*c^2*r-224*a*c^2*g*r-56*a*c*g^2*r-36*b^2*c*g*r-160*b*c^2*g*r-40*b*c*g^2*r+480*a*b*c*g+1080*a*b*c*p+648*a*b*c*q+300*a*b*g*p+180*a*b*g*q+570*a*b*g*r+648*a*c*g*q+744*b*c*g*p+396*b*c*g*q-120*a*b*c*g*r-52*a^2*b*p*r-40*a^2*b*q*r-184*a^2*c*p*r-140*a^2*c*q*r-50*a^2*g*p*r-40*a^2*g*q*r-32*a*b^2*p*r-20*a*b^2*q*r-360*a*c^2*p*r-252*a*c^2*q*r-33*a*g^2*p*r-25*a*g^2*q*r-76*b^2*c*p*r-32*b^2*c*q*r-20*b^2*g*p*r-10*b^2*g*q*r-66*a^2*g*r^2-48*a^2*p^2*r-43*a*g^2*r^2-156*c^2*p^2*r-21*g^2*p^2*r-84*g^3+996*a*c*g*p-88*a^2*b*c*r-84*a^2*c*g*r-8*b^3*c*r-204*c^3*p*r-132*c^3*q*r-7*g^3*p*r-5*g^3*q*r-260*a*b*c*p*r-276*b^2*g-288*b*g^2-408*a*b^2-600*a^2*b+204*a^2*g*p+396*a^2*g*r+864*a*c^2*g+1440*a*c^2*p+216*a*c*g^2+744*a*c*p^2+265*a*g^2*r+270*a*g*p^2+960*c^2*g*p+330*c*g^2*p+504*c*g*p^2-168*a^2*c^2*r+192*a^2*p^2+576*c^3*g+840*c^3*p+288*c^2*g^2+648*c^2*p^2+48*c*g^3+30*g^3*p+57*g^3*r+90*g^2*p^2+138*a*g^2*p+90*b*p^3+450*c*p^2*q+120*g^2*p*q+180*g*p^2*q-160*b*c*p*q*r-58*b*g*p*q*r-9*g^2*q^2*r+96*b^2*p*q+180*b*p^2*q+864*c^2*p*q-168*c*g*p*q*r+96*b^2*p^2+72*p^3*q+90*b*p*q^2+270*c*p*q^2+108*g*p*q^2-30*a*p^3*r-9*a*q^3*r+72*a^3*q+30*a*q^3-128*b*c*p^2*r-32*b*c*q^2*r-45*b*g*p^2*r-13*b*g*q^2*r-216*c^2*p*q*r-48*c*g*q^2*r-30*g^2*p*q*r+384*a*b*p*q+1056*a*c*p*q+384*a*g*p*q+672*b*c*p*q+240*b*g*p*q+672*c*g*p*q-272*a*c*p*q*r-20*a^3*q*r-32*a^3*r^2-68*a^2*b*r^2-28*a^2*q^2*r-68*a*b*p^2*r-28*a*b*q^2*r-840*a*b*g-9*g^3*r^2+120*a*p^3+210*c*p^3+84*g*p^3)*x^2-104*c*g*a+30*a*p^2*q+(12*c*g*a+13*p+9*p^2*r+23*a-25*r*g+12*p*r^2+9*b*r*g+4*c*g^2+16*c^2*g+6*p^2*a+36*q*r*c-21*b*g+24*c^2*q+4*q*b^2+6*q*p^2+24*c^2*p-28*a*b+4*p^2*g+24*c^2*a-44*c*g+2*p*g^2+8*c*b^2+8*c*a^2+12*c*p^2+6*q^2*a+12*c*q^2+4*q*a^2+6*q^2*p+6*q^2*b+24*c^2*b+4*q^2*g+6*p^2*b+4*p*a^2+2*q*g^2+4*p*b^2-34*q*b-34*q*a-34*p*a-22*q*g-34*p*b-68*c*a-68*c*b+8*g*r^2+12*a*r^2+6*p*a*g+16*c*g*q+8*q*a*b-60*p*c+12*p*a*q+13*r+23*b+16*c*g*p-39*r*b+6*q*g*a+8*q*g*p+12*p*b*q+6*p*b*g+6*q*g*b-7*g^2-21*a*g-15*q^2+18*p*r*b+24*c*p*q+24*c*p*a+24*c*b*q-18*r^2+36*r*c^2+8*p*b*a+24*c*b*p+16*c*b*a+6*a^2*r+24*c*r^2+6*r*b^2+24*c*a*q+12*b*r^2+9*r*q^2-14*b^2-60*c*q-14*a^2+12*q*r^2-30*q*p-66*r*c-33*p*r-15*p^2-60*c^2+26*c+13*g+13*q-39*r*a-33*r*q-22*p*g+18*a*p*r+24*g*r*c+12*g*p*r+12*g*r*q+18*p*r*q+9*r*a*g+3*r*g^2+5*r^3+18*q*r*b+36*b*r*c+36*a*r*c+18*a*r*q+36*c*p*r+2*q^3+16*c^3+2*p^3+12*c*g*b+12*r*a*b)*(r-4)*(2*a+2*b+4*c+2*g+p+q+6)*x^3+6*p+68*p^2*r+30*a-35*r*g+68*p*r^2+4*b*r*g-18*c*g^2-48*c^2*g+28*r*q*c^2+50*p^2*a+25*q*r*c-4*b*g-16*c^2*q+6*q*p^2-8*a*b+12*p^2*g-120*c^2*a-42*c*g-14*p*g^2-120*c*a^2+58*c*p^2-16*q*a^2-16*c^2*b-16*p*a^2-4*q*g^2+28*r*q*a^2-22*q*a-134*p*a-8*q*g-10*p*b-164*c*a-20*c*b+8*p^4+17*g*r^2+67*a*r^2-40*p*a*g-16*c*g*q-124*p*c-2*p*a*q+12*r-28*c*g*p-6*r*b-16*q*g*a-4*q*g*p-10*p*b*g-40*a*g+13*p*r*b-2*c*p*q-16*c*p*a-30*r^2+46*r*c^2+16*b*c^3+8*c^3*q-28*p*b*a-8*c*b*p-48*c*b*a+12*a^2*r+64*c*r^2-32*c*a*q-4*g*p^2*q*r+9*b*r^2-22*c*q-80*a^2+18*q*r^2-14*q*p+34*r*a*p*q-85*r*c-62*p*r-38*p^2-40*a*c*p^2*r-13*a*g*p^2*r-18*c*g*p^2*r-10*a*g*p*q*r-84*c^2+18*c+18*g+16*c^4-109*r*a-12*a^2*p*q*r-12*r*q-50*p*g-9*c*p^2*q*r-4*g*p^3*r-22*a*g^2+32*a^2*p*q-24*a*c^3*r-8*b*c^3*r-12*c^3*g*r-6*c^2*g^2*r-c*g^3*r+16*a^2*b*c+24*a^2*b*p+24*a^2*b*r+24*a^2*c*q+8*a^2*g*q+32*a*b*c^2+24*a*c^2*q+2*a*g^2*q+16*b*c^2*g+48*b*c^2*p+4*b*c*g^2-6*a*b*g*p*r-38*a*c*g*p*r-8*a*c*g*q*r-16*b*c^2*p*r-2*b*g^2*p*r-28*c^2*g*p*r-4*c^2*g*q*r-10*c*g^2*p*r-c*g^2*q*r+4*b*g^2*p+6*b*g^2*r+8*c^2*g*q+2*c*g^2*q+40*b*c*p^2+14*b*g*p^2-6*a*b*g*r^2+118*a*p*r+15*g*r*c+34*g*p*r+8*g*r*q+26*p*r*q-8*r*a*g-4*r*g^2+24*a^2*c*g+144*a^2*c*p-8*c^4*r+24*r^3-2*p^3*q*r-2*p^4*r-40*a^3+26*b*r*c+58*a*r*c+25*a*r*q+129*c*p*r-40*c^3+24*p^3-12*b*c*g*p*r+32*a*b*p^2-9*a*p^2*q*r-16*c*g*b-4*r*a*b-2*b*g^2*r^2+16*a^3*c+32*a^3*p+36*a^3*r+48*a^2*c^2+48*a*c^3-8*a^3*c*r-b*p^3*r-11*c*p^3*r-8*a^3*p*r-56*a^2*g+56*r*c*a*b+34*r*c*p*q+107*r*g*p*c+26*r*g*c*q+16*r*g*p*q+120*r*a*c*g+97*r*p*a*g+28*r*b*c*g+38*r*p*b*c+234*r*a*p*c+56*r*a*c*q+26*r*q*a*g+17*r*p*b*g+40*r*p*a*b-16*r^2*c*a*b-13*r^2*a*p*q-13*r^2*c*p*q-29*r^2*g*p*c-9*r^2*g*c*q-6*r^2*g*p*q-34*r^2*a*c*g-23*r^2*p*a*g-10*r^2*b*c*g-10*r^2*p*b*c-66*r^2*a*p*c-20*r^2*a*c*q-9*r^2*q*a*g-4*r^2*p*b*g-6*r^2*p*a*b-6*r^4+p*r^2*b+6*p^2*r^2-10*p*r^3+2*g*r^3-2*a*r^3+b*r^2*g+q*r^2*c+37*a*p*r^2+25*g*r^2*c+21*g*p*r^2+2*g*r^2*q-4*p*r^2*q+34*r^2*a*g-4*b*r^2*c+64*a*r^2*c+a*r^2*q+34*c*p*r^2+8*r^2*a*b+89*r*c*p^2+39*r*g*p^2+72*r*g*c^2+79*r*a*p^2+156*r*a*c^2+130*r*p*c^2+132*r*a^2*c+104*r*a^2*p+10*r*p^2*q+32*r*b*c^2+26*r^2*c^2+38*a^2*r^2-5*c*r^3-3*b*r^3-6*q*r^3+6*r^2*g^2+60*r*c^3+18*r*p^3+27*r*c*g^2+6*r*g^2*q+21*r*p*g^2+14*r*p^2*b-6*r^3*p^2-2*r^4*p-2*r^4*g-4*r^4*a-14*r^3*c^2-12*r^3*a^2-4*r^4*c-2*r^3*g^2-20*r^2*c^3-6*r^2*p^3-26*r^2*c*p^2-r^3*b*g-4*r^3*q*c-10*r^2*g*p^2-24*r^2*g*c^2-24*r^2*a*p^2-48*r^2*a*c^2-38*r^2*p*c^2-r^3*p*b-36*r^2*a^2*c-28*r^2*a^2*p-4*r^2*p^2*q-12*r^2*b*c^2-10*r^2*q*c^2-18*r^3*a*p-11*r^3*g*c-8*r^3*g*p-2*r^3*g*q-2*r^3*p*q-10*r^3*a*g-9*r^2*c*g^2-2*r^2*g^2*q-2*r^3*b*c-26*r^3*a*c-4*r^3*a*q-19*r^3*c*p-10*r^2*q*a^2-5*r^2*p*g^2-2*r^2*p^2*b-2*r^3*a*b-16*a*b*c^2*r-24*a*c^2*g*r-6*a*c*g^2*r-8*b*c^2*g*r-2*b*c*g^2*r+16*a*b*c*g+72*a*b*c*p+20*a*b*g*p+24*a*b*g*r+16*a*c*g*q+32*b*c*g*p-8*a*b*c*g*r-4*a^2*b*p*r-40*a^2*c*p*r-12*a^2*c*q*r-10*a^2*g*p*r-4*a^2*g*q*r-56*a*c^2*p*r-12*a*c^2*q*r-5*a*g^2*p*r-a*g^2*q*r-10*a^2*g*r^2-16*a^2*p^2*r-5*a*g^2*r^2-24*c^2*p^2*r-3*g^2*p^2*r-2*g^3+132*a*c*g*p-8*a^2*b*c*r-12*a^2*c*g*r-24*c^3*p*r-4*c^3*q*r-g^3*p*r-20*a*b*c*p*r-4*b*g^2-32*a^2*b+44*a^2*g*p+48*a^2*g*r+48*a*c^2*g+192*a*c^2*p+12*a*c*g^2+168*a*c*p^2+21*a*g^2*r+62*a*g*p^2+88*c^2*g*p+28*c*g^2*p+80*c*g*p^2-24*a^2*c^2*r+64*a^2*p^2+24*c^3*g+80*c^3*p+12*c^2*g^2+104*c^2*p^2+2*c*g^3+2*g^3*p+3*g^3*r+14*g^2*p^2+18*a*g^2*p+10*b*p^3+30*c*p^2*q+4*g^2*p*q+12*g*p^2*q+32*c^2*p*q-10*c*g*p*q*r+8*p^3*q-10*a*p^3*r+8*a^3*q-8*b*c*p^2*r-3*b*g*p^2*r-12*c^2*p*q*r-2*g^2*p*q*r+64*a*c*p*q+24*a*g*p*q+24*c*g*p*q-24*a*c*p*q*r-4*a^3*q*r-8*a^3*r^2-4*a^2*b*r^2-4*a*b*p^2*r-24*a*b*g-g^3*r^2+40*a*p^3+50*c*p^3+20*g*p^3)*dx+x*(x-1)*(-(2*a^2+4*c*a+a*g+6*p*a+6*r*a+2*c^2+c*g+6*p*c+6*r*c+2*p*g+2*r*g+3*p^2+6*p*r+3*r^2-11*a-11*c-4*g-9*p-9*r+6)*(2*a+2*c+g+p+3)+(54*c*g*a+270-174*p+24*p^2*r-138*a-40*r*g+15*p*r^2+11*b*r*g+12*c*g^2+36*c^2*g+36*p^2*a+21*q*r*c-28*b*g+14*c^2*q+9*q*p^2+74*c^2*p-70*a*b+20*p^2*g+76*c^2*a-140*c*g+11*p*g^2+56*c*a^2+48*c*p^2+14*q*a^2+20*c^2*b+12*p^2*b+42*p*a^2+2*q*g^2-41*q*a-105*p*a-20*q*g-42*p*b-254*c*a-58*c*b+16*g*r^2+30*a*r^2+45*p*a*g+11*c*g*q-143*p*c+24*p*a*q-228*r+6*b+59*c*g*p-5*r*b+11*q*g*a+10*q*g*p+12*p*b*g-32*g^2-122*a*g+15*p*r*b+24*c*p*q+116*c*p*a+48*r^2+72*r*c^2+28*p*b*a+32*c*b*p+32*c*b*a+48*a^2*r+32*c*r^2+28*c*a*q+2*b*r^2-41*c*q-102*a^2+q*r^2-21*q*p-44*r*c+21*p*r-21*p^2-152*c^2-120*c-15*g-24*q-39*r*a+11*r*q-75*p*g+8*a*g^2+72*a*p*r+60*g*r*c+38*g*p*r+10*g*r*q+12*p*r*q+49*r*a*g+12*r*g^2+12*a^3+24*b*r*c+120*a*r*c+21*a*r*q+87*c*p*r+32*c^3+9*p^3+14*c*g*b+24*r*a*b+18*a^2*g+g^3+2*b*g^2+12*a^2*b+10*a*b*g)*x+(-98*c*g*a-702+309*p-30*p^2*r+207*a+102*r*g-22*p*r^2-41*b*r*g-30*c*g^2-84*c^2*g-36*p^2*a-75*q*r*c+130*b*g-60*c^2*q-18*q*p^2-120*c^2*p+210*a*b-25*p^2*g-136*c^2*a+324*c*g-18*p*g^2-20*c*b^2-76*c*a^2-60*c*p^2-12*q^2*a-12*c*q^2-28*q*a^2-9*q^2*p-80*c^2*b-5*q^2*g-24*p^2*b-42*p*a^2-9*q*g^2-14*p*b^2+72*q*b+124*q*a+177*p*a+94*q*g+125*p*b+470*c*a+274*c*b-30*g*r^2-44*a*r^2-57*p*a*g-48*c*g*q-28*q*a*b+294*p*c-48*p*a*q+522*r+63*b-96*c*g*p+49*r*b-34*q*g*a-30*q*g*p-24*p*b*q-35*p*b*g-12*q*g*b+72*g^2+224*a*g+21*q^2-51*p*r*b-72*c*p*q-148*c*p*a-32*c*b*q-90*r^2-144*r*c^2-56*p*b*a-92*c*b*p-96*c*b*a-60*a^2*r-60*c*r^2-12*r*b^2-88*c*a*q-16*b*r^2-6*r*q^2+54*b^2+192*c*q+156*a^2-8*q*r^2+63*q*p+132*r*c-26*p*r+42*p^2+360*c^2+234*c+9*g+159*q+83*r*a-16*r*q+149*p*g-15*a*g^2-90*a*p*r-120*g*r*c-62*g*p*r-34*g*r*q-36*p*r*q-79*r*a*g-24*r*g^2-12*a^3-18*q*r*b-96*b*r*c-192*a*r*c-57*a*r*q-141*c*p*r-72*c^3-9*p^3-58*c*g*b-72*r*a*b-24*a^2*g-3*g^3-6*b^2*g-9*b*g^2-12*a*b^2-24*a^2*b-30*a*b*g)*x^2+(78-39*p-41*a+8*r*g+3*b*g+4*a*b+8*c*g+6*q*b+6*q*a+6*p*a+4*q*g+6*p*b+12*c*a+12*c*b+12*p*c-58*r-41*b+12*r*b+g^2+3*a*g+3*q^2+10*r^2+2*b^2+12*c*q+2*a^2+6*q*p+24*r*c+12*p*r+3*p^2+12*c^2-78*c-27*g-39*q+12*r*a+12*r*q+4*p*g)*(2*a+2*b+4*c+2*g+p+q+6)*x^3)*dx^3+x^2*(x-1)^2*(-(3*a+3*c+g+3*p+3*r-6)*(2*a+2*c+g+p+3)+(-102+4*p-19*a+10*r*g+5*b*g+12*a*b+20*c*g+9*q*a+18*p*a+4*q*g+9*p*b+36*c*a+12*c*b+27*p*c+30*r-13*b+4*r*b+4*g^2+15*a*g+9*c*q+12*a^2+6*q*p+20*r*c+8*p*r+6*p^2+24*c^2-32*c-22*g-2*q+16*r*a+2*r*q+12*p*g)*x-(5*r+2*g+3*p+3*q+6*c+3*a-17+3*b)*(2*a+2*b+4*c+2*g+p+q+6)*x^2)*dx^4+2*(-28*c*g*a-45*a*p^2*q-30*a*p*q^2+12*p-58*p^2*r+18*a+13*r*g-46*p*r^2-27*b*r*g-8*c*g^2-80*c^2*g-60*r*q*c^2-67*p^2*a-101*q*r*c+36*b*g-90*c^2*q+8*q*b^2-48*q*p^2-198*c^2*p+56*a*b-39*p^2*g-128*c^2*a+40*c*g-10*p*g^2-8*c*b^2-24*c*a^2-123*c*p^2-20*q^2*a-21*c*q^2-18*q*a^2-24*q^2*p+3*q^2*b-96*c^2*b-5*q^2*g-44*p^2*b-32*p*a^2-2*q*g^2-6*p*b^2-28*r*q*a^2+31*q*b+35*q*a+29*p*a+21*q*g+25*p*b+76*c*a+52*c*b-4*p^4-28*g*r^2-53*a*r^2-36*p*a*g-49*c*g*q-10*q*a*b-8*p*c-87*p*a*q+12*r+6*b-119*c*g*p+24*r*b-14*q*g*a-44*q*g*p-41*p*b*q-22*p*b*g+16*g^2+52*a*g+12*q^2-77*p*r*b-144*c*p*q-200*c*p*a-40*c*b*q-3*r^2-148*r*c^2+g*q^3*r-8*b^3*c-56*b^2*c^2-112*b*c^3-84*c^3*q-3*g^3*q-4*b^3*p-4*b^3*r-38*p*b*a-136*c*b*p-32*c*b*a-38*a^2*r-74*c*r^2-8*r*b^2-104*c*a*q+7*g*p^2*q*r-33*b*r^2-15*r*q^2+14*b^2+32*c*q+42*a^2-27*q*r^2+4*q*p+2*c*q^3*r-38*r*a*p*q+2*r*c-11*p*r-8*p^2+30*a*c*p^2*r+10*a*g*p^2*r+18*c*g*p^2*r+17*a*g*p*q*r+16*c^2-12*p^2*q^2+24*c+12*g+12*q-64*c^4+26*r*a+14*a^2*p*q*r+4*b^3+9*r*q+15*p*g-5*c*q^3-2*g*q^3+6*b*p^2*q*r+3*b*p*q^2*r+18*c*p^2*q*r+12*c*p*q^2*r+5*g*p*q^2*r+3*g*p^3*r+p*q^3*r+18*a*g^2-48*a^2*p*q+40*a*c^3*r+8*b^2*c^2*r+24*b*c^3*r+24*c^3*g*r+12*c^2*g^2*r+2*c*g^3*r-56*a^2*b*c-36*a^2*b*p-24*a^2*b*q-36*a^2*b*r-84*a^2*c*q-24*a^2*g*q-40*a*b^2*c-24*a*b^2*p-12*a*b^2*q-24*a*b^2*r-160*a*b*c^2-156*a*c^2*q-15*a*g^2*q-28*b^2*c*g-60*b^2*c*p-24*b^2*c*q-16*b^2*g*p-6*b^2*g*q-16*b^2*g*r-112*b*c^2*g-180*b*c^2*p-96*b*c^2*q-28*b*c*g^2+8*a*b^2*c*r+18*a*c*q^2*r+7*a*g*q^2*r+32*a*b*c*q*r+10*a*b*g*p*r+10*a*b*g*q*r+40*a*c*g*p*r+34*a*c*g*q*r+36*b*c^2*p*r+24*b*c^2*q*r+3*b*g^2*p*r+3*b*g^2*q*r+36*c^2*g*p*r+28*c^2*g*q*r+12*c*g^2*p*r+10*c*g^2*q*r-17*b*g^2*p-9*b*g^2*q-17*b*g^2*r-96*c^2*g*q-33*c*g^2*q-92*b*c*p^2-33*b*g*p^2+10*a*b*g*r^2+2*b^2*p*q*r-120*a*p*r-98*g*r*c-67*g*p*r-34*g*r*q-73*p*r*q-43*r*a*g-12*r*g^2+16*a*b*p*q*r-52*a^2*c*g-120*a^2*c*p-4*p*q^3+16*c^4*r-12*r^3+3*p^3*q*r+3*p^2*q^2*r+p^4*r+12*a^3-31*q*r*b-114*b*r*c-174*a*r*c-74*a*r*q-193*c*p*r-96*c^3-24*p^3+24*b*c*g*p*r+18*b*c*g*q*r-48*a*b*p^2-16*a*b*q^2-52*a*c*q^2-19*a*g*q^2-20*b*c*q^2-7*b*g*q^2-28*c*g*q^2+12*a*p^2*q*r+9*a*p*q^2*r-20*c*g*b-46*r*a*b+4*a*b^2*r^2+2*b^2*g*r^2+2*b^2*p^2*r+3*b*g^2*r^2+12*c^2*q^2*r-24*a^3*c-16*a^3*p-16*a^3*r-104*a^2*c^2-144*a*c^3-16*a^2*q^2-36*c^2*q^2-5*g^2*q^2+8*a^3*c*r+3*b*p^3*r+8*c*p^3*r+4*a^3*p*r+26*a^2*g-120*r*c*a*b-22*r*b*g*q-60*r*c*p*q-96*r*g*p*c-54*r*g*c*q-29*r*g*p*q-112*r*a*c*g-61*r*p*a*g-84*r*b*c*g-100*r*p*b*c-48*r*q*b*c-132*r*a*p*c-80*r*a*c*q-38*r*q*a*g-36*r*q*a*b-26*r*p*b*q-45*r*p*b*g-64*r*p*a*b+32*r^2*c*a*b+6*r^2*b*g*q+18*r^2*a*p*q+24*r^2*c*p*q+28*r^2*g*p*c+20*r^2*g*c*q+10*r^2*g*p*q+34*r^2*a*c*g+17*r^2*p*a*g+18*r^2*b*c*g+24*r^2*p*b*c+12*r^2*q*b*c+48*r^2*a*p*c+36*r^2*a*c*q+14*r^2*q*a*g+12*r^2*q*a*b+6*r^2*p*b*q+9*r^2*p*b*g+16*r^2*p*a*b+3*r^4-5*p*r^2*b+3*p^2*r^2+8*p*r^3+2*g*r^3+7*a*r^3-12*b*r^2*g+3*q*r^2*c-2*a*p*r^2-18*g*r^2*c-7*g*p*r^2-2*g*r^2*q+6*p*r^2*q-16*r^2*a*g-16*b*r^2*c-16*a*r^2*c+3*a*r^2*q-3*c*p*r^2-16*r^2*a*b-48*r*c*p^2-6*r*p*q^2-23*r*g*p^2-92*r*g*c^2-9*r*a*q^2-29*r*a*p^2-132*r*a*c^2-108*r*p*c^2-6*r*g*q^2-80*r*a^2*c-42*r*a^2*p-12*r*p^2*q-40*r*b^2*c-100*r*b*c^2-3*r*b*q^2-8*r*q*b^2-12*r*c*q^2-12*r^2*c^2-10*a^2*r^2+10*c*r^3-6*r^2*b^2+3*b*r^3+3*r^2*q^2+6*q*r^3-6*r^2*g^2-72*r*c^3-6*r*p^3-38*r*c*g^2-12*r*g^2*q-21*r*p*g^2-22*r*p*b^2-23*r*p^2*b+3*r^3*p^2+r^4*p+r^4*g+2*r^4*a+12*r^3*c^2+6*r^3*a^2+2*r^4*c+2*r^3*g^2+24*r^2*c^3+3*r^2*p^3+18*r^2*c*p^2+3*r^2*p*q^2+3*r^3*b*g+6*r^3*q*c+7*r^2*g*p^2+28*r^2*g*c^2+6*r^2*a*q^2+12*r^2*a*p^2+48*r^2*a*c^2+36*r^2*p*c^2+3*r^2*g*q^2+3*r^3*p*b+28*r^2*a^2*c+14*r^2*a^2*p+6*r^2*p^2*q+4*r^2*b^2*c+24*r^2*b*c^2+24*r^2*q*c^2+6*r^2*c*q^2+9*r^3*a*p+10*r^3*g*c+5*r^3*g*p+3*r^3*g*q+3*r^3*p*q+7*r^3*a*g+10*r^2*c*g^2+4*r^2*g^2*q+6*r^3*b*c+18*r^3*a*c+6*r^3*a*q+12*r^3*c*p+12*r^2*q*a^2+5*r^2*p*g^2+2*r^2*p*b^2+6*r^2*p^2*b+6*r^3*a*b+40*a*b*c^2*r+40*a*c^2*g*r+10*a*c*g^2*r+4*b^2*c*g*r+24*b*c^2*g*r+6*b*c*g^2*r-80*a*b*c*g-180*a*b*c*p-108*a*b*c*q-50*a*b*g*p-30*a*b*g*q-50*a*b*g*r-108*a*c*g*q-124*b*c*g*p-66*b*c*g*q+20*a*b*c*g*r+8*a^2*b*p*r+8*a^2*b*q*r+32*a^2*c*p*r+28*a^2*c*q*r+8*a^2*g*p*r+8*a^2*g*q*r+4*a*b^2*p*r+4*a*b^2*q*r+60*a*c^2*p*r+48*a*c^2*q*r+5*a*g^2*p*r+5*a*g^2*q*r+8*b^2*c*p*r+4*b^2*c*q*r+2*b^2*g*p*r+2*b^2*g*q*r+8*a^2*g*r^2+8*a^2*p^2*r+5*a*g^2*r^2+24*c^2*p^2*r+3*g^2*p^2*r+4*g^3-166*a*c*g*p+16*a^2*b*c*r+16*a^2*c*g*r+32*c^3*p*r+24*c^3*q*r+g^3*p*r+g^3*q*r+40*a*b*c*p*r+14*b^2*g+14*b*g^2+20*a*b^2+28*a^2*b-34*a^2*g*p-34*a^2*g*r-144*a*c^2*g-240*a*c^2*p-36*a*c*g^2-124*a*c*p^2-23*a*g^2*r-45*a*g*p^2-160*c^2*g*p-55*c*g^2*p-84*c*g*p^2+32*a^2*c^2*r-32*a^2*p^2-96*c^3*g-140*c^3*p-48*c^2*g^2-108*c^2*p^2-8*c*g^3-5*g^3*p-5*g^3*r-15*g^2*p^2-23*a*g^2*p-15*b*p^3-75*c*p^2*q-20*g^2*p*q-30*g*p^2*q+24*b*c*p*q*r+9*b*g*p*q*r+2*g^2*q^2*r-16*b^2*p*q-30*b*p^2*q-144*c^2*p*q+28*c*g*p*q*r-16*b^2*p^2-12*p^3*q-15*b*p*q^2-45*c*p*q^2-18*g*p*q^2+5*a*p^3*r+2*a*q^3*r-12*a^3*q-5*a*q^3+18*b*c*p^2*r+6*b*c*q^2*r+6*b*g*p^2*r+3*b*g*q^2*r+36*c^2*p*q*r+10*c*g*q^2*r+5*g^2*p*q*r-64*a*b*p*q-176*a*c*p*q-64*a*g*p*q-112*b*c*p*q-40*b*g*p*q-112*c*g*p*q+48*a*c*p*q*r+4*a^3*q*r+4*a^3*r^2+8*a^2*b*r^2+6*a^2*q^2*r+10*a*b*p^2*r+6*a*b*q^2*r+40*a*b*g+g^3*r^2-20*a*p^3-35*c*p^3-14*g*p^3)*(r-3)*x+x^3*(x-1)^3*((2*a+2*b+4*c+2*g+p+q+6)*x-2*a-2*c-g-p-3)*dx^5-52*c*g*a-4*a*b*p^2*r^2-90*a*p^2*q-30*a*p*q^2-(p+2*a+2*b+2*c+1+q+r+g)*(g+a+b+2*c+p+q+r)*(r+2*c+p+q-1)*(r-4)*(r-3)*(2*a+2*b+4*c+2*g+p+q+6)*x^2-115*p^2*r+36*a-6*r*g-58*p*r^2-44*b*r*g-16*c*g^2-112*c^2*g+2*r*q*c^2-210*p^2*a-80*q*r*c+28*b*g-76*c^2*q-84*q*p^2-400*c^2*p+60*a*b-104*p^2*g-200*c^2*a+34*c*g-24*p*g^2-48*c*a^2-314*c*p^2-8*q^2*a-8*c*q^2-36*q*a^2-12*q^2*p-104*c^2*b-2*q^2*g-80*p^2*b-120*p*a^2-4*a*b*p*q*r^2-22*r*q*a^2+36*q*a-6*p*a+14*q*g+6*p*b+104*c*a+32*c*b-12*p^4-16*g*r^2-77*a*r^2-108*p*a*g-38*c*g*q+4*q*a*b-104*p*c-156*p*a*q-248*c*g*p+6*r*b-16*q*g*a-60*q*g*p-18*p*b*q-40*p*b*g+16*g^2+76*a*g-95*p*r*b-190*c*p*q-496*c*p*a-16*c*b*q+6*r^2-206*r*c^2-32*b^2*c^2-112*b*c^3-72*c^3*q-2*g^3*q-80*p*b*a-208*c*b*p-48*c*b*a-118*a^2*r-38*c*r^2-112*c*a*q+28*g*p^2*q*r-15*b*r^2-6*r*q^2+16*c*q+84*a^2-21*q*r^2-12*q*p-30*a*c*p*q*r^2+5*r*a*p*q-48*r*c-54*p*r-60*p^2+176*a*c*p^2*r+59*a*g*p^2*r+94*c*g*p^2*r+67*a*g*p*q*r-4*a*p*q^2*r^2+4*c^2-12*p^2*q^2-4*a^3*q*r^2+24*c+12*g-4*a^3*r^3-80*c^4-8*c^4*r^2+68*a^2*p*q*r+6*r*q-4*p*g-p^4*r^2+13*b*p^2*q*r+70*c*p^2*q*r+22*c*p*q^2*r+10*g*p*q^2*r+18*g*p^3*r+24*a*g^2-96*a^2*p*q-4*a^2*b*p*r^2-4*a^2*b*q*r^2-12*a^2*c*g*r^2-28*a^2*c*p*r^2-20*a^2*c*q*r^2-6*a^2*g*p*r^2-6*a^2*g*q*r^2-16*a*b*c^2*r^2-4*g*p^2*q*r^2-2*g*p*q^2*r^2+152*a*c^3*r+16*b^2*c^2*r+72*b*c^3*r+84*c^3*g*r+42*c^2*g^2*r+7*c*g^3*r-80*a^2*b*c-72*a^2*b*p-24*a^2*b*q-68*a^2*b*r-120*a^2*c*q-36*a^2*g*q-32*a*b^2*c-24*a*b^2*p-24*a*b^2*r-192*a*b*c^2-168*a*c^2*q-16*a*g^2*q-16*b^2*c*g-48*b^2*c*p-12*b^2*g*p-12*b^2*g*r-112*b*c^2*g-240*b*c^2*p-48*b*c^2*q-28*b*c*g^2+16*a*b^2*c*r+32*a*c*q^2*r+14*a*g*q^2*r-11*a*g*p*q*r^2+60*a*b*c*q*r+42*a*b*g*p*r+22*a*b*g*q*r+198*a*c*g*p*r+102*a*c*g*q*r+128*b*c^2*p*r+40*b*c^2*q*r+12*b*g^2*p*r+6*b*g^2*q*r+160*c^2*g*p*r+72*c^2*g*q*r+55*c*g^2*p*r+27*c*g^2*q*r-22*b*g^2*p-4*b*g^2*q-22*b*g^2*r-80*c^2*g*q-26*c*g^2*q-152*b*c*p^2-54*b*g*p^2+40*a*b*g*r^2-271*a*p*r-155*g*r*c-120*g*p*r-27*g*r*q-81*p*r*q-108*r*a*g-26*r*g^2+36*a*b*p*q*r-88*a^2*c*g-288*a^2*c*p+56*c^4*r-15*r^3+14*p^3*q*r+7*p^2*q^2*r+7*p^4*r+24*a^3-6*q*r*b-128*b*r*c-332*a*r*c-96*a*r*q-316*c*p*r-128*c^3-72*p^3-3*b*g*p*q*r^2-16*c^2*p^2*r^2-4*c^2*q^2*r^2-2*g^2*p^2*r^2-g^2*q^2*r^2-15*c*g*p*q*r^2+88*b*c*g*p*r+32*b*c*g*q*r-96*a*b*p^2-32*a*c*q^2-12*a*g*q^2-12*c*g*q^2+57*a*p^2*q*r+22*a*p*q^2*r-28*c*g*b-82*r*a*b+8*a*b^2*r^2+4*b^2*g*r^2+4*b^2*p^2*r+12*b*g^2*r^2+16*c^2*q^2*r-48*a^3*c-48*a^3*p-44*a^3*r-176*a^2*c^2-208*a*c^3-4*a^3*p*r^2-16*a^2*q^2-16*c^2*q^2-2*g^2*q^2+40*a^3*c*r+13*b*p^3*r+48*c*p^3*r+28*a^3*p*r+44*a^2*g-24*a*c^3*r^2-4*a*g^2*r^3-8*b*c^3*r^2-8*a^2*b*c*r^2-120*r*c*a*b-2*r*b*g*q+10*r*c*p*q-63*r*g*p*c-7*r*g*c*q-6*r*g*p*q-142*r*a*c*g-83*r*p*a*g-66*r*b*c*g-48*r*p*b*c+4*r*q*b*c-88*r*a*p*c-20*r*a*c*q-26*r*q*a*g-18*r*q*a*b-5*r*p*b*q-39*r*p*b*g-74*r*p*a*b+104*r^2*c*a*b+3*r^2*b*g*q+54*r^2*a*p*q+58*r^2*c*p*q+99*r^2*g*p*c+33*r^2*g*c*q+26*r^2*g*p*q+136*r^2*a*c*g+75*r^2*p*a*g+60*r^2*b*c*g+66*r^2*p*b*c+6*r^2*q*b*c+198*r^2*a*p*c+82*r^2*a*c*q+35*r^2*q*a*g+12*r^2*q*a*b+6*r^2*p*b*q+27*r^2*p*b*g+52*r^2*p*a*b-16*r^3*c*a*b-r^3*b*g*q-13*r^3*a*p*q-14*r^3*c*p*q-18*r^3*g*p*c-10*r^3*g*c*q-6*r^3*g*p*q-26*r^3*a*c*g-12*r^3*p*a*g-10*r^3*b*c*g-10*r^3*p*b*c+12*r^4+28*p*r^2*b+52*p^2*r^2+46*p*r^3+10*g*r^3+44*a*r^3+15*b*r^2*g+52*q*r^2*c+92*a*p*r^2+73*g*r^2*c+30*g*p*r^2+12*g*r^2*q+50*p*r^2*q+19*r^2*a*g+9*q*r^2*b+68*b*r^2*c+128*a*r^2*c+49*a*r^2*q+126*c*p*r^2+14*r^2*a*b-2*r*c*p^2+5*r*p*q^2-16*r*g*p^2-64*r*g*c^2+4*r*a*q^2-8*r*a*p^2-108*r*a*c^2-34*r*p*c^2+r*g*q^2-120*r*a^2*c-62*r*a^2*p+11*r*p^2*q-16*r*b^2*c-44*r*b*c^2+4*r*c*q^2+110*r^2*c^2+18*a^2*r^2+44*c*r^3+12*b*r^3+9*r^2*q^2+21*q*r^3+9*r^2*g^2-32*r*c^3+6*r*p^3-40*r*c*g^2-4*r*g^2*q-23*r*p*g^2-16*r*p*b^2-14*r*p^2*b-3*r^5+6*r^3*p^2-5*r^4*p+r^4*g-r^4*a+12*r^3*c^2+22*r^3*a^2-4*r^4*c-3*r^4*b-3*r^3*q^2-6*r^4*q+2*r^3*g^2+80*r^2*c^3+15*r^2*p^3+76*r^2*c*p^2+2*r^2*p*q^2+2*r^3*b*g+31*r^2*g*p^2+100*r^2*g*c^2+4*r^2*a*q^2+62*r^2*a*p^2+176*r^2*a*c^2+126*r^2*p*c^2+2*r^2*g*q^2+2*r^3*p*b+120*r^2*a^2*c+76*r^2*a^2*p+17*r^2*p^2*q+8*r^2*b^2*c+72*r^2*b*c^2+42*r^2*q*c^2+4*r^2*c*q^2+26*r^3*a*p+10*r^3*g*c+14*r^3*g*p+3*r^3*g*q-3*r^3*p*q+18*r^3*a*g+40*r^2*c*g^2+6*r^2*g^2*q-3*r^3*q*b-2*r^3*b*c+34*r^3*a*c+3*r^3*a*q+24*r^3*c*p+40*r^2*q*a^2+18*r^2*p*g^2+4*r^2*p*b^2+18*r^2*p^2*b+10*r^3*a*b-4*r^4*q*c-5*r^3*g*p^2-20*r^3*g*c^2-2*r^3*a*q^2-r^5*g-3*r^4*p^2-r^5*p-2*r^5*a-8*r^4*c^2-6*r^4*a^2-2*r^5*c-14*r^3*c*p^2-r^3*p*q^2-r^4*b*g-12*r^3*a*p^2-36*r^3*a*c^2-24*r^3*p*c^2-r^3*g*q^2-r^4*p*b-24*r^3*a^2*c-14*r^3*a^2*p-4*r^3*p^2*q-12*r^3*b*c^2-12*r^3*q*c^2-2*r^3*c*q^2-9*r^4*a*p-6*r^4*g*c-4*r^4*g*p-2*r^4*g*q-2*r^4*p*q-5*r^4*a*g-8*r^3*c*g^2-2*r^3*g^2*q-2*r^4*b*c-14*r^4*a*c-4*r^4*a*q-10*r^4*c*p-10*r^3*q*a^2-3*r^3*p*g^2-2*r^3*p^2*b-2*r^4*a*b-r^4*g^2-16*r^3*c^3-3*r^3*p^3-2*r^3*q*b*c-38*r^3*a*p*c-22*r^3*a*c*q-9*r^3*q*a*g-2*r^3*q*a*b-r^3*p*b*q-4*r^3*p*b*g-6*r^3*p*a*b+128*a*b*c^2*r+152*a*c^2*g*r+38*a*c*g^2*r+8*b^2*c*g*r+72*b*c^2*g*r+18*b*c*g^2*r-96*a*b*c*g-288*a*b*c*p-72*a*b*c*q-80*a*b*g*p-20*a*b*g*q-78*a*b*g*r-116*a*c*g*q-164*b*c*g*p-32*b*c*g*q+64*a*b*c*g*r+36*a^2*b*p*r+20*a^2*b*q*r+180*a^2*c*p*r+100*a^2*c*q*r+46*a^2*g*p*r+30*a^2*g*q*r+8*a*b^2*p*r+292*a*c^2*p*r+140*a*c^2*q*r+26*a*g^2*p*r+16*a*g^2*q*r+16*b^2*c*p*r+4*b^2*g*p*r+40*a^2*g*r^2+56*a^2*p^2*r+24*a*g^2*r^2+124*c^2*p^2*r+16*g^2*p^2*r-9*a*p^2*q*r^2+4*g^3-332*a*c*g*p+56*a^2*b*c*r+68*a^2*c*g*r-b*p^3*r^2-6*c*p^3*r^2-2*g*p^3*r^2-2*p^3*q*r^2-p^2*q^2*r^2+140*c^3*p*r+60*c^3*q*r+5*g^3*p*r+3*g^3*q*r+156*a*b*c*p*r+8*b^2*g+12*b*g^2+16*a*b^2+40*a^2*b-84*a^2*g*p-78*a^2*g*r-208*a*c^2*g-480*a*c^2*p-52*a*c*g^2-312*a*c*p^2-44*a*g^2*r-114*a*g*p^2-272*c^2*g*p-92*c*g^2*p-180*c*g*p^2+136*a^2*c^2*r-96*a^2*p^2-120*c^3*g-240*c^3*p-60*c^2*g^2-232*c^2*p^2-10*c*g^3-8*g^3*p-8*g^3*r-32*g^2*p^2-46*a*g^2*p-30*b*p^3-120*c*p^2*q-24*g^2*p*q-48*g*p^2*q+46*b*c*p*q*r+19*b*g*p*q*r+3*g^2*q^2*r-30*b*p^2*q-176*c^2*p*q+91*c*g*p*q*r-16*b^2*p^2-24*p^3*q-8*a^3*c*r^2-4*a^2*b*r^3-24*a^2*c^2*r^2-6*a^2*g*r^3-30*c*p*q^2-12*g*p*q^2-8*a*b*c*g*r^2-20*a*b*c*p*r^2-12*a*b*c*q*r^2-6*a*b*g*p*r^2-6*a*b*g*r^3-24*a*c^2*g*r^2-44*a*c^2*p*r^2-28*a*c^2*q*r^2-6*a*c*g^2*r^2-4*a*g^2*p*r^2-4*a*g^2*q*r^2-8*a^2*p^2*r^2-4*a^2*q^2*r^2-12*a^2*p*q*r^2+35*a*p^3*r-g^3*r^3-24*a^3*q-30*a*c*g*p*r^2-22*a*c*g*q*r^2-8*b*c^2*g*r^2-16*b*c^2*p*r^2-8*b*c^2*q*r^2-2*b*c*g^2*r^2+72*b*c*p^2*r+25*b*g*p^2*r+114*c^2*p*q*r+14*c*g*q^2*r+17*g^2*p*q*r-64*a*b*p*q-272*a*c*p*q-100*a*g*p*q-80*b*c*p*q-28*b*g*p*q-136*c*g*p*q+182*a*c*p*q*r-24*a*c*p^2*r^2-8*a*c*q^2*r^2-7*a*g*p^2*r^2-4*a*g*q^2*r^2+20*a^3*q*r-5*a*p^3*r^2-b*p^2*q*r^2-10*c*p^2*q*r^2-4*c*p*q^2*r^2+24*a^3*r^2-8*b*c*p^2*r^2-3*b*g*p^2*r^2-18*c^2*p*q*r^2-12*c*g*p^2*r^2-4*c*g*q^2*r^2-3*g^2*p*q*r^2-6*b*c*p*q*r^2-c*g^3*r^2-g^3*p*r^2-g^3*q*r^2+32*a^2*b*r^2+16*a^2*q^2*r-12*b*c*g*p*r^2-8*b*c*g*q*r^2-2*b*g^2*p*r^2-2*b*g^2*q*r^2-24*c^2*g*p*r^2-16*c^2*g*q*r^2-9*c*g^2*p*r^2-7*c*g^2*q*r^2+44*a*b*p^2*r-2*b*g^2*r^3-12*c^3*g*r^2-20*c^3*p*r^2-12*c^3*q*r^2-6*c^2*g^2*r^2+44*a*b*g+5*g^3*r^2-60*a*p^3-90*c*p^3-36*g*p^3-6*a*b*g*q*r^2: Paandp:= x^3*(x-1)^3*((2*a+2*b+2*c+g+p+q+r+4)*x-p)*dx^5+x^2*(x-1)^2*(-p*(-3+3*a+3*c+g+3*p+3*r)+(-8+4*p+2*q*r+8*a+7*a*r+6*a*b+2*b*g+6*p^2+q*g+g^2+6*r-4*b+3*q*c+3*a*q+8*c+6*p*q+9*b*p+3*g*r+2*r^2+6*b*c+4*b*r+7*c*r+6*a^2+2*g-2*q+6*g*p+12*a*p+12*a*c+6*c^2+5*c*g+11*p*r+15*p*c+5*a*g)*x-(2*a+2*b+2*c+g+p+q+r+4)*(5*r+2*g+3*p+3*q+6*c+3*a-5+3*b)*x^2)*dx^4+x*(x-1)*(-(2*a^2+4*a*c+a*g+6*a*p+6*a*r+2*c^2+c*g+6*p*c+6*c*r+2*g*p+2*g*r+3*p^2+6*p*r+3*r^2-5*a-5*c-2*g-3*p-3*r)*p+(4*b*a^2+a*g^2+4*a^2*g-q*r+2*g*r^2-8*a+3*a*q*r+q*r^2+8*a*b*c+20*b*c*p+8*a*r+4*a^3+2*a^2*q-4*a*b-2*b*g+12*b*p^2+4*a*q*c+12*a*p*q+q*c*g+16*a*b*p+r*g^2-3*p^2+12*a*c^2-q*g+a*q*g+8*a*c*g+2*b*r^2+6*b*g*p+2*b*c*g-g^2+3*p*g^2-4*r+30*c*p^2+9*p^2*q-2*q*c+8*c^2*r-2*a*q-8*c+19*p*r^2-9*p*q-9*b*p+2*g*r+12*a^2*c+3*r^2+2*q*c^2-4*b*c-2*b*r+8*c*r+5*c*r^2+24*a*p^2+5*a*r^2+4*c^3+12*p*c*q+18*p*a^2+4*a^2+8*a^2*r+4*c^2*g-4*g+9*p^3+4*p*q*g-2*g*p+3*a*p+8*a*c+27*p^2*r+4*c^2+44*a*p*c+11*g*p^2+19*c*p*g+15*a*p*g+4*b*c^2+36*p*a*r+16*p*g*r+45*p*c*r+6*a*g*r+16*a*c*r+6*c*g*r+c*g^2+3*q*c*r+6*r*b*c+26*p*c^2-4*p*r+r^3+6*a*b*r+2*b*g*r+15*b*p*r+12*p*q*r+q*g*r+2*b*g*a-2*p*c)*x+(-16*b*a^2+36*p-6*a*g^2-12*a^2*g-10*q*r-9*p*q^2-15*g*r^2+52*a-33*a*q*r-14*q*r^2-56*a*b*c-68*b*c*p-6*q^2*r+18*q*b-g^3-8*a*b^2-31*a*r-8*a^3-6*q*b*g-12*r*b^2-16*a^2*q-4*b*g^2+22*a*b+10*b*g-3*q*g^2-24*b*p^2-40*a*q*c-36*a*p*q-18*q*c*g-44*a*b*p+6*q^2-8*r*g^2-3*p^2-56*a*c^2+4*q*g-18*q*b*r+12*b^2-14*a*q*g-40*a*c*g-22*b*r^2-23*b*g*p-28*b*c*g+2*g^2-8*p*g^2+32*r-4*b^2*g-42*c*p^2-18*p^2*q+24*b+3*q*c-54*c^2*r+a*q+60*c-38*p*r^2+3*p*q+14*b*p-14*g*r-16*b^2*c-40*a^2*c-24*r^2-24*q*c^2+10*b*c-2*b*r-53*c*r-37*c*r^2-30*a*p^2-31*a*r^2-24*c^3-48*p*c*q-30*p*a^2+10*a^2-34*a^2*r-28*c^2*g+24*g+24*q-9*p^3-6*q^2*c-6*a*q^2-14*b^2*p-18*p*q*g-3*a*p-8*a*c-36*p^2*r-18*c^2-88*a*p*c-20*q*b*c-16*g*p^2-24*b*p*q-46*c*p*g-5*c*g-31*a*p*g-40*b*c^2-72*p*a*r-38*p*g*r-99*p*c*r-33*a*g*r-88*a*c*r-43*c*g*r-10*c*g^2-39*q*c*r-62*r*b*c-60*p*c^2-28*p*r-8*r^3-46*a*b*r-22*b*g*r-57*b*p*r-42*p*q*r-15*q*g*r-16*b*g*a-2*q^2*g-16*a*q*b-15*p*c+9*a*g)*x^2+(2*a+2*b+2*c+g+p+q+r+4)*(-9*p+12*q*r-11*a+6*q*b+12*a*r+4*a*b+3*b*g+3*q^2+3*p^2+4*q*g+2*b^2+g^2-10*r-11*b+12*q*c+6*a*q-18*c+6*p*q+6*b*p+8*g*r+10*r^2+12*b*c+12*b*r+24*c*r+2*a^2-7*g-9*q+4*g*p+6*a*p+12*a*c+12*c^2+8*c*g+12*p*r+12*p*c+3*a*g)*x^3)*dx^3+(-(p+r-1)*(p+a+c+r)*(2*a+2*c+g+p+r+1)*p+(8+4*b*a^2+2*p+a*g^2+4*a^2*g-8*q*r+11*g*r^2+14*a+12*a*q*r+8*q*r^2+12*a*b*c+14*b*c*p-15*a*r+4*a^3+4*a^2*q-2*b*g+5*b*p^2+8*a*q*c+9*a*p*q+2*q*c*g+10*a*b*p+2*r*g^2-2*p^2+20*a*c^2-3*q*g+2*a*q*g+12*a*c*g+7*b*r^2+4*b*g*p+4*b*c*g-g^2+2*p*g^2-6*r+17*c*p^2+4*p^2*q+4*b-7*q*c+30*c^2*r-7*a*q+8*c+26*p*r^2-6*p*q-3*b*p-8*g*r+16*a^2*c-3*r^2+4*q*c^2-6*b*c-7*b*r-16*c*r+34*c*r^2+14*a*p^2+25*a*r^2+8*c^3+9*p*c*q+14*p*a^2+4*a^2+14*a^2*r+8*c^2*g+4*g+2*q+4*p^3+3*p*q*g-3*g*p-2*a*p-2*a*c+19*p^2*r-6*c^2+36*a*p*c+6*g*p^2+15*c*p*g-5*c*g+11*a*p*g+8*b*c^2+39*p*a*r+17*p*g*r+51*p*c*r+11*a*g*r+44*a*c*r+19*c*g*r+2*c*g^2+12*q*c*r+16*r*b*c+22*p*c^2-5*p*r+11*r^3+8*a*b*r+4*b*g*r+12*b*p*r+12*p*q*r+4*q*g*r+2*b*g*a-7*p*c)*p*x+(-20*a*b*p*q-64*a*c*p*q-20*a*g*p*q-28*b*c*p*q-8*b*g*p*q-28*c*g*p*q-15*b*p^2*q-40*c^2*p*q-42*c*p^2*q-4*g^2*p*q-15*g*p^2*q-62*a*c*g*p-64*a^2*c*p-16*a^2*g*p-16*a^2*g*r-96*a*c^2*p-90*a*c*p^2-7*a*g^2*p-7*a*g^2*r-29*a*g*p^2-48*c^2*g*p-15*c*g^2*p-45*c*g*p^2-80*a*b*c*p-12*a*b*c*q-18*a*b*g*p-2*a*b*g*q-18*a*b*g*r-12*a*c*g*q-40*b*c*g*p-4*b*c*g*q-20*a^2*b*p-4*a^2*b*q-20*a^2*b*r-16*a^2*c*q-4*a^2*g*q-8*a*b^2*p-8*a*b^2*r-20*a*c^2*q-a*g^2*q-20*b^2*c*p-4*b^2*g*p-4*b^2*g*r-64*b*c^2*p-8*b*c^2*q-4*b*g^2*p-4*b*g^2*r-8*c^2*g*q-2*c*g^2*q-58*b*c*p^2-18*b*g*p^2-36*a*b*p^2-a*g*q^2-c*g*q^2-24*a^2*p*q-4*a*c*q^2+20*b*a^2+12*p+7*a*g^2-c*g^3+16*a^2*g+15*q*r+12*p*q^2-13*g*r^2+12*a-7*a*q*r-9*q*r^2+32*a*b*c+40*b*c*p+3*q^2*r-8*c^4+g^3+8*a*b^2+33*a*r+12*a^3-16*b*c^3-24*a^2*c^2-24*a*c^3+6*q*b*g+6*r*b^2+8*a^2*q+4*b*g^2+22*a*b+10*b*g+3*q*g^2+20*b*p^2+18*a*q*c+24*a*p*q+11*q*c*g+30*a*b*p-12*c^3*g+24*p^2+12*a*c^2+9*q*g+9*q*b*r+10*a*q*g+20*a*c*g-9*b*r^2+18*b*g*p+14*b*c*g+5*g^2-6*c^2*g^2+6*p*g^2+12*r+4*b^2*g+20*c*p^2+18*p^2*q-32*r*b*c*g-18*r*b^2*p-8*b^2*c^2+25*q*c-38*c^2*r+23*a*q+20*c-30*p*r^2+24*p*q+21*b*p+16*g*r+12*b^2*c+24*a^2*c-12*c*a^2*g+3*r^2+10*q*c^2+34*b*c+18*b*r+31*c*r-43*c*r^2-6*c*a*g^2+12*a*p^2-30*a*r^2+37*p*c*q+12*p*a^2+30*a^2-16*c*b*g*a-6*a^2*r-4*c*b*g^2+4*c^2*g+4*g+6*p^3+5*q^2*c+5*a*q^2+12*b^2*p+16*p*q*g+22*g*p+42*a*p+72*a*c-11*p^2*r+42*c^2+26*a*p*c+16*q*b*c-4*b^2*c*g+10*g*p^2+27*b*p*q+20*c*p*g+31*c*g+18*a*p*g+12*b*c^2-19*p*a*r-4*p*g*r-36*p*c*r-3*a*g*r-44*a*c*r-19*c*g*r+4*c*g^2-8*q*c*r-10*r*b*c+16*p*c^2+28*p*r-12*r^3-16*b*c^2*g-24*a*c^2*g+6*a*b*r+3*b*g*r+11*b*p*r+7*p*q*r-32*a*b*c^2-106*r*p*c*g-208*r*p*a*c-65*r*p*a*g-52*r*a*c*g-20*r*q*b*c-16*r*a*q*g-16*r*a*q*b-80*r*a*b*p-78*r*a*p*q-68*r*a*b*c-6*r*b*q*g-36*r*b*p*q-136*r*b*c*p-41*r*b*g*p-38*c^2*r^2-95*p*a*r^2-3*r^4-7*g*r^3-6*q*r^3-3*q^2*r^2-6*r^2*b^2-5*r^2*g^2-9*b*r^3-21*a*q*r^2-9*q*b*r^2-49*p*g*r^2-140*p*c*r^2-22*a*g*r^2-62*a*c*r^2-29*c*g*r^2-24*q*c*r^2-38*r^2*b*c-28*a*b*r^2-13*b*g*r^2-59*b*p*r^2-52*p*q*r^2-9*q*g*r^2-12*r*c*g^2-6*r*q^2*c-99*r*a*p^2-56*r*a^2*c-144*r*c*p^2-36*r*c^2*g-16*r*p*g^2-28*r*q*c^2-51*r*g*p^2-148*r*p*c^2-6*r*a*q^2-20*r*a^2*q-76*r*a*c^2-66*r*p*a^2-16*r*b^2*c-63*r*b*p^2-48*r*b*c^2-15*r*p*q^2-54*r*p^2*q-2*r*q^2*g-3*r*q*g^2-40*p*r^3-18*c*r^3-15*a*r^3-24*a^2*r^2-70*p^2*r^2-39*r*p^3-32*r*c^3-20*r*c*q*g-102*r*c*p*q-36*r*p*q*g-48*r*a*q*c+18*b*g*a-16*c*b*a^2-8*b^2*c*a+2*q^2*g+14*a*q*b+61*p*c-6*p^4+25*a*g-15*b*p^3-4*a^3*q-12*g*p^3-12*p^3*q-6*p^2*q^2-33*c*p^3-24*a*p^3-8*a^3*c-44*c^3*p-30*a^2*p^2-12*a^3*p-12*a^3*r-7*g^2*p^2-2*a^2*q^2-8*b^2*p^2-g^3*p-g^3*r-2*c^2*q^2-8*c^3*q-62*c^2*p^2-9*c*p*q^2-3*g*p*q^2-33*a*p^2*q-9*a*p*q^2)*x^2+(52*a*b*p*q+116*a*c*p*q+38*a*g*p*q+88*b*c*p*q+28*b*g*p*q+62*c*g*p*q+16*b^2*p*q+30*b*p^2*q+84*c^2*p*q+57*c*p^2*q+10*g^2*p*q+21*g*p^2*q+90*a*c*g*p+80*a^2*c*p+20*a^2*g*p+40*a^2*g*r+136*a*c^2*p+88*a*c*p^2+11*a*g^2*p+22*a*g^2*r+29*a*g*p^2+76*c^2*g*p+25*c*g^2*p+49*c*g*p^2+132*a*b*c*p+68*a*b*c*q+32*a*b*g*p+16*a*b*g*q+64*a*b*g*r+50*a*c*g*q+76*b*c*g*p+36*b*c*g*q+28*a^2*b*p+16*a^2*b*q+56*a^2*b*r+48*a^2*c*q+12*a^2*g*q+20*a*b^2*p+8*a*b^2*q+40*a*b^2*r+76*a*c^2*q+6*a*g^2*q+52*b^2*c*p+20*b^2*c*q+12*b^2*g*p+4*b^2*g*q+24*b^2*g*r+116*b*c^2*p+56*b*c^2*q+9*b*g^2*p+4*b*g^2*q+18*b*g^2*r+40*c^2*g*q+13*c*g^2*q+74*b*c*p^2+24*b*g*p^2+42*a*b*p^2+10*a*b*q^2+9*a*g*q^2+14*b*c*q^2+4*b*g*q^2+13*c*g*q^2+36*a^2*p*q+28*a*c*q^2-6*q^3-8*b^3-56*b*a^2-48*p-22*a*g^2+3*c*g^3-40*a^2*g-66*q*r-18*p*q^2+49*g*r^2-24*a+32*a*q*r+60*q*r^2-128*a*b*c-90*b*c*p+6*q^2*r-62*q*b+24*c^4-4*g^3-40*a*b^2-114*a*r-24*a^3+56*b*c^3+56*a^2*c^2+64*a*c^3-34*q*b*g-20*r*b^2-34*a^2*q-18*b*g^2-80*a*b-50*b*g-10*q*g^2-31*b*p^2-70*a*q*c-45*a*p*q-38*q*c*g-82*a*b*p+36*c^3*g-30*q^2+r*g^2-58*p^2-64*a*c^2-50*q*g-4*q*b*r-20*b^2-37*a*q*g-76*a*c*g+56*b*r^2-45*b*g*p-64*b*c*g-20*g^2+18*c^2*g^2-13*p*g^2-48*r-24*b^2*g-27*c*p^2-18*p^2*q-8*b+132*r*b*c*g+62*r*b^2*p+40*b^2*c^2-138*q*c+120*c^2*r-94*a*q-72*c+96*p*r^2-88*p*q-98*b*p-60*g*r-52*b^2*c-76*a^2*c+28*c*a^2*g-12*r^2-36*q*c^2-160*b*c-90*b*r-126*c*r+159*c*r^2+16*c*a*g^2-26*a*p^2+87*a*r^2-12*c^3-54*p*c*q-44*p*a^2-60*a^2+48*c*b*g*a-6*a^2*r+14*c*b*g^2-28*c^2*g-16*g-24*q-6*p^3-27*q^2*c-19*a*q^2-38*b^2*p-27*p*q*g-72*g*p-130*a*p-216*a*c+37*p^2*r-156*c^2-84*a*p*c-76*q*b*c+20*b^2*c*g-15*g*p^2-55*b*p*q-44*c*p*g-118*c*g-48*a*p*g-56*b*c^2+57*p*a*r+32*p*g*r+134*p*c*r-a*g*r+98*a*c*r+62*c*g*r-19*c*g^2+72*q*c*r+56*r*b*c-28*q*b^2-36*p*c^2-76*p*r+48*r^3+56*b*c^2*g+64*a*c^2*g-26*a*b*r-8*b*g*r+21*b*p*r+43*p*q*r+15*q*g*r+96*a*b*c^2-24*q^2*b+180*r*p*c*g+324*r*p*a*c+109*r*p*a*g+158*r*a*c*g+144*r*q*b*c+66*r*a*q*g+92*r*a*q*b+160*r*a*b*p+144*r*a*p*q+236*r*a*b*c+48*r*b*q*g+114*r*b*p*q+276*r*b*c*p+91*r*b*g*p+138*c^2*r^2+145*p*a*r^2+12*r^4+27*g*r^3+30*q*r^3+24*q^2*r^2+40*r^2*b^2+19*r^2*g^2+42*b*r^3+87*a*q*r^2+66*q*b*r^2+81*p*g*r^2+217*p*c*r^2+71*a*g*r^2+200*a*c*r^2+107*c*g*r^2+117*q*c*r^2+166*r^2*b*c+106*a*b*r^2+58*b*g*r^2+124*b*p*r^2+98*p*q*r^2+45*q*g*r^2+24*r*q^2*b+43*r*c*g^2+51*r*q^2*c+105*r*a*p^2+144*r*a^2*c+159*r*c*p^2+124*r*c^2*g+30*r*p*g^2+132*r*q*c^2+59*r*g*p^2+28*r*q*b^2+240*r*p*c^2+39*r*a*q^2+64*r*a^2*q+228*r*a*c^2+98*r*p*a^2+92*r*b^2*c+90*r*b*p^2+192*r*b*c^2+45*r*p*q^2+72*r*p^2*q+19*r*q^2*g+17*r*q*g^2+58*p*r^3+69*c*r^3+51*a*r^3+66*a^2*r^2+74*p^2*r^2+33*r*p^3+108*r*c^3+6*r*q^3+100*r*c*q*g+210*r*c*p*q+78*r*p*q*g+192*r*a*q*c-64*b*g*a+40*c*b*a^2+32*b^2*c*a-12*q^2*g-62*a*q*b-194*p*c+4*p^4-70*a*g+4*b^3*p+15*b*p^3+8*a^3*q+3*a*q^3+3*c*q^3+g*q^3+10*g*p^3+12*p^3*q+4*p*q^3+12*p^2*q^2+27*c*p^3+18*a*p^3+16*a^3*c+68*c^3*p+26*a^2*p^2+12*a^3*p+24*a^3*r+8*g^2*p^2+8*b^3*c+10*a^2*q^2+16*b^2*p^2+8*b^3*r+2*g^3*p+4*g^3*r+2*g^2*q^2+18*c^2*q^2+g^3*q+36*c^3*q+66*c^2*p^2+15*b*p*q^2+33*c*p*q^2+12*g*p*q^2+39*a*p^2*q+24*a*p*q^2)*x^3-(2*a+2*b+2*c+g+p+q+r+4)*(q^3-7*p-9*q*r+3*p*q^2+12*g*r^2-3*a+18*a*q*r+18*q*r^2+8*a*b*c+12*b*c*p+9*q^2*r-14*q*b-15*a*r+3*q*b*g+6*r*b^2+2*a^2*q-12*a*b-9*b*g+q*g^2+3*b*p^2+12*a*q*c+6*a*p*q+8*q*c*g+4*a*b*p-6*q^2+3*r*g^2-6*p^2+12*a*c^2-9*q*g+18*q*b*r-6*b^2+3*a*q*g+6*a*c*g+18*b*r^2+3*b*g*p+6*b*c*g-3*g^2+p*g^2-10*r+6*c*p^2+3*p^2*q-3*b-24*q*c+36*c^2*r-14*a*q-14*c+18*p*r^2-12*p*q-14*b*p-9*g*r+4*b^2*c+4*a^2*c+12*q*c^2-28*b*c-15*b*r-18*c*r+36*c*r^2+3*a*p^2+18*a*r^2+8*c^3+12*p*c*q+2*p*a^2-6*a^2+6*a^2*r+8*c^2*g-3*g-7*q+p^3+6*q^2*c+3*a*q^2+2*b^2*p+4*p*q*g-9*g*p-14*a*p-28*a*c+9*p^2*r-24*c^2+12*a*p*c+12*q*b*c+2*g*p^2+6*b*p*q+8*c*p*g-18*c*g+3*a*p*g+12*b*c^2+18*p*a*r+12*p*g*r+36*p*c*r+9*a*g*r+36*a*c*r+24*c*g*r+2*c*g^2+36*q*c*r+36*r*b*c+2*q*b^2+12*p*c^2-9*p*r+10*r^3+12*a*b*r+9*b*g*r+18*b*p*r+18*p*q*r+12*q*g*r+3*q^2*b+2*q^2*g+4*a*q*b-24*p*c-9*a*g)*x^4)*dx^2+(-p*(-1+r)*(-8-4*b*a^2-8*p-a*g^2-4*a^2*g+2*g*r^2-20*a+3*a*q*r+2*q*r^2-4*a*b*c+2*b*c*p-10*a*r-4*a^3-8*a*b-2*b*g+b*p^2+3*a*p*q-2*a*b*p+2*p^2-4*a*c^2-q*g-4*a*c*g+b*r^2-g^2-8*r+7*c*p^2+2*p^2*q-4*b-3*q*c+6*c^2*r-3*a*q-18*c+6*p*r^2-3*b*p-3*g*r-8*a^2*c+2*r^2-6*b*c-3*b*r-3*c*r+7*c*r^2+4*a*p^2+4*a*r^2+3*p*c*q-2*p*a^2-16*a^2-2*a^2*r-6*g-2*q+2*p^3+p*q*g-3*g*p-10*a*p-26*a*c+6*p^2*r-10*c^2+4*a*p*c+2*g*p^2+3*c*p*g-7*c*g-a*p*g+8*p*a*r+4*p*g*r+14*p*c*r-a*g*r+4*a*c*r+3*c*g*r+3*q*c*r+2*r*b*c+6*p*c^2+4*p*r+2*r^3-2*a*b*r+2*b*p*r+4*p*q*r+q*g*r-2*b*g*a-3*p*c-10*a*g)+p*(-1+r)*(12*p+19*q*r+6*p*q^2+14*g*r^2+28*a*q*r+18*q*r^2+24*a*b*c+40*b*c*p+7*q^2*r+17*a*r+4*q*b*g+4*r*b^2+8*a^2*q+2*q*g^2+12*b*p^2+32*a*q*c+24*a*p*q+16*q*c*g+16*a*b*p+4*r*g^2+18*p^2+40*a*c^2+4*q*g+13*q*b*r+8*a*q*g+20*a*c*g+15*b*r^2+10*b*g*p+16*b*c*g+4*p*g^2+6*r+30*c*p^2+12*p^2*q+18*q*c+58*c^2*r+10*a*q+12*c+28*p*r^2+18*p*q+14*b*p+12*g*r+8*b^2*c+16*a^2*c+23*r^2+24*q*c^2+20*b*c+11*b*r+56*c*r+45*c*r^2+18*a*p^2+24*a*r^2+24*c^3+36*p*c*q+12*p*a^2+10*a^2*r+24*c^2*g+6*p^3+6*q^2*c+6*a*q^2+4*b^2*p+12*p*q*g+14*g*p+24*a*p+28*a*c+23*p^2*r+36*c^2+56*a*p*c+16*q*b*c+10*g*p^2+12*b*p*q+32*c*p*g+18*c*g+14*a*p*g+32*b*c^2+42*p*a*r+24*p*g*r+75*p*c*r+13*a*g*r+62*a*c*r+37*c*g*r+6*c*g^2+43*q*c*r+44*r*b*c+48*p*c^2+41*p*r+11*r^3+14*a*b*r+10*b*g*r+27*b*p*r+30*p*q*r+14*q*g*r+2*q^2*g+8*a*q*b+54*p*c)*x-(-1+r)*(60*a*b*p*q+140*a*c*p*q+44*a*g*p*q+112*b*c*p*q+34*b*g*p*q+78*c*g*p*q+20*b^2*p*q+42*b*p^2*q+108*c^2*p*q+81*c*p^2*q+12*g^2*p*q+29*g*p^2*q+102*a*c*g*p+88*a^2*c*p+20*a^2*g*p+20*a^2*g*r+160*a*c^2*p+112*a*c*p^2+11*a*g^2*p+11*a*g^2*r+35*a*g*p^2+92*c^2*g*p+29*c*g^2*p+65*c*g*p^2+148*a*b*c*p+68*a*b*c*q+32*a*b*g*p+16*a*b*g*q+32*a*b*g*r+50*a*c*g*q+88*b*c*g*p+36*b*c*g*q+28*a^2*b*p+16*a^2*b*q+28*a^2*b*r+48*a^2*c*q+12*a^2*g*q+20*a*b^2*p+8*a*b^2*q+20*a*b^2*r+76*a*c^2*q+6*a*g^2*q+60*b^2*c*p+20*b^2*c*q+12*b^2*g*p+4*b^2*g*q+12*b^2*g*r+140*b*c^2*p+56*b*c^2*q+9*b*g^2*p+4*b*g^2*q+9*b*g^2*r+40*c^2*g*q+13*c*g^2*q+98*b*c*p^2+30*b*g*p^2+50*a*b*p^2+10*a*b*q^2+9*a*g*q^2+14*b*c*q^2+4*b*g*q^2+13*c*g*q^2+40*a^2*p*q+28*a*c*q^2+24*p+3*c*g^3+42*q*r+30*p*q^2+36*g*r^2+83*a*q*r+42*q*r^2+96*a*b*c+182*b*c*p+21*q^2*r+24*c^4+60*a*r+56*b*c^3+56*a^2*c^2+64*a*c^3+12*q*b*g+22*r*b^2+26*a^2*q+6*q*g^2+61*b*p^2+106*a*q*c+95*a*p*q+54*q*c*g+70*a*b*p+36*c^3*g+15*r*g^2+48*p^2+144*a*c^2+8*q*g+49*q*b*r+25*a*q*g+72*a*c*g+49*b*r^2+41*b*g*p+60*b*c*g+18*c^2*g^2+15*p*g^2+24*r+141*c*p^2+60*p^2*q+70*r*b*c*g+38*r*b^2*p+40*b^2*c^2+42*q*c+168*c^2*r+20*a*q+24*c+93*p*r^2+48*p*q+40*b*p+34*g*r+36*b^2*c+60*a^2*c+28*c*a^2*g+42*r^2+84*q*c^2+52*b*c+40*b*r+126*c*r+105*c*r^2+16*c*a*g^2+78*a*p^2+66*a*r^2+84*c^3+162*p*c*q+48*p*a^2+48*c*b*g*a+48*a^2*r+14*c*b*g^2+84*c^2*g+30*p^3+21*q^2*c+17*a*q^2+22*b^2*p+51*p*q*g+34*g*p+60*a*p+68*a*c+100*p^2*r+84*c^2+228*a*p*c+60*q*b*c+20*b^2*c*g+45*g*p^2+61*b*p*q+132*c*p*g+42*c*g+54*a*p*g+120*b*c^2+158*p*a*r+91*p*g*r+284*p*c*r+54*a*g*r+204*a*c*r+114*c*g*r+21*c*g^2+126*q*c*r+158*r*b*c+204*p*c^2+102*p*r+21*r^3+56*b*c^2*g+64*a*c^2*g+70*a*b*r+41*b*g*r+124*b*p*r+121*p*q*r+42*q*g*r+96*a*b*c^2+124*r*p*c*g+214*r*p*a*c+67*r*p*a*g+84*r*a*c*g+76*r*q*b*c+35*r*a*q*g+48*r*a*q*b+96*r*a*b*p+97*r*a*p*q+124*r*a*b*c+25*r*b*q*g+79*r*b*p*q+186*r*b*c*p+57*r*b*g*p+54*c^2*r^2+68*p*a*r^2+3*r^4+8*g*r^3+9*q*r^3+9*q^2*r^2+14*r^2*b^2+7*r^2*g^2+12*b*r^3+33*a*q*r^2+24*q*b*r^2+40*p*g*r^2+113*p*c*r^2+26*a*g*r^2+76*a*c*r^2+41*c*g*r^2+45*q*c*r^2+62*r^2*b*c+38*a*b*r^2+21*b*g*r^2+59*b*p*r^2+52*p*q*r^2+17*q*g*r^2+12*r*q^2*b+23*r*c*g^2+27*r*q^2*c+76*r*a*p^2+76*r*a^2*c+127*r*c*p^2+68*r*c^2*g+19*r*p*g^2+72*r*q*c^2+45*r*g*p^2+14*r*q*b^2+172*r*p*c^2+21*r*a*q^2+34*r*a^2*q+124*r*a*c^2+58*r*p*a^2+48*r*b^2*c+67*r*b*p^2+104*r*b*c^2+34*r*p*q^2+59*r*p^2*q+10*r*q^2*g+9*r*q*g^2+24*p*r^3+21*c*r^3+15*a*r^3+24*a^2*r^2+43*p^2*r^2+28*r*p^3+60*r*c^3+3*r*q^3+54*r*c*q*g+154*r*c*p*q+55*r*p*q*g+104*r*a*q*c+40*c*b*a^2+32*b^2*c*a+6*q^2*g+26*a*q*b+138*p*c+6*p^4+4*b^3*p+21*b*p^3+8*a^3*q+3*a*q^3+3*c*q^3+g*q^3+14*g*p^3+18*p^3*q+6*p*q^3+18*p^2*q^2+39*c*p^3+24*a*p^3+16*a^3*c+84*c^3*p+30*a^2*p^2+12*a^3*p+12*a^3*r+10*g^2*p^2+8*b^3*c+10*a^2*q^2+20*b^2*p^2+4*b^3*r+2*g^3*p+2*g^3*r+2*g^2*q^2+18*c^2*q^2+g^3*q+36*c^3*q+90*c^2*p^2+21*b*p*q^2+45*c*p*q^2+16*g*p*q^2+51*a*p^2*q+30*a*p*q^2)*x^2+(2*a+2*b+2*c+g+p+q+r+4)*(-1+r)*(2*q^3+4*p+21*q*r+6*p*q^2+8*g*r^2+18*a*q*r+12*q*r^2+16*a*b*c+24*b*c*p+9*q^2*r+8*q*b+15*a*r+6*q*b*g+6*r*b^2+4*a^2*q+2*q*g^2+6*b*p^2+24*a*q*c+12*a*p*q+16*q*c*g+8*a*b*p+6*q^2+3*r*g^2+6*p^2+24*a*c^2+6*q*g+18*q*b*r+6*a*q*g+12*a*c*g+12*b*r^2+6*b*g*p+12*b*c*g+2*p*g^2+10*r+12*c*p^2+6*p^2*q+24*q*c+36*c^2*r+8*a*q+8*c+12*p*r^2+12*p*q+8*b*p+11*g*r+8*b^2*c+8*a^2*c+15*r^2+24*q*c^2+16*b*c+15*b*r+42*c*r+24*c*r^2+6*a*p^2+12*a*r^2+16*c^3+24*p*c*q+4*p*a^2+6*a^2*r+16*c^2*g+4*q+2*p^3+12*q^2*c+6*a*q^2+4*b^2*p+8*p*q*g+6*g*p+8*a*p+16*a*c+9*p^2*r+24*c^2+24*a*p*c+24*q*b*c+4*g*p^2+12*b*p*q+16*c*p*g+12*c*g+6*a*p*g+24*b*c^2+18*p*a*r+12*p*g*r+36*p*c*r+9*a*g*r+36*a*c*r+24*c*g*r+4*c*g^2+36*q*c*r+36*r*b*c+4*q*b^2+24*p*c^2+21*p*r+5*r^3+12*a*b*r+9*b*g*r+18*b*p*r+18*p*q*r+12*q*g*r+6*q^2*b+4*q^2*g+8*a*q*b+24*p*c)*x^3)*dx-p*r*(-1+r)*(2*c+r+q+p+1)*(-6+p+q*r-7*a+a*r-2*a*b+p^2+r-3*b-4*c+p*q+b*p+g*r+r^2+b*r+2*c*r-2*a^2-2*g-q+g*p+a*p-2*a*c+2*p*r+2*p*c-a*g)+p*r*(-1+r)*(2*c+r+q+p+1)*(3*r+2*q+6+2*p+2*g+4*c+4*b+4*a)*(a+b+2*c+p+q+r+g+2)*x-(2*a+2*b+2*c+g+p+q+r+4)*r*(-1+r)*(2*c+r+q+p+1)*(a+b+2*c+p+q+r+g+2)*(2*a+2*b+2*c+p+q+r+g+3)*x^2: Qaandp:= 56*a*c*p^2*r+13*a*g*p^2*r+34*c*g*p^2*r+10*a^2*p^2*r+52*c^2*p^2*r+4*g^2*p^2*r+42*b*c*p^2*r+4*b^2*p^2*r+16*b*c*p*q*r+10*b*g*p^2*r+24*c^2*p*q*r+2*g^2*p*q*r-40*a*b*p*q-128*a*c*p*q-40*a*g*p*q-56*b*c*p*q-16*b*g*p*q-56*c*g*p*q+4*b*g*p*q*r+16*c*g*p*q*r-30*b*p^2*q-80*c^2*p*q-84*c*p^2*q-8*g^2*p*q-30*g*p^2*q-124*a*c*g*p-128*a^2*c*p-32*a^2*g*p-32*a^2*g*r-192*a*c^2*p-180*a*c*p^2-14*a*g^2*p-14*a*g^2*r-58*a*g*p^2-96*c^2*g*p-30*c*g^2*p-90*c*g*p^2-160*a*b*c*p-24*a*b*c*q-36*a*b*g*p-4*a*b*g*q-36*a*b*g*r-24*a*c*g*q-80*b*c*g*p-8*b*c*g*q-40*a^2*b*p-8*a^2*b*q-40*a^2*b*r-32*a^2*c*q-8*a^2*g*q-16*a*b^2*p-16*a*b^2*r-40*a*c^2*q-2*a*g^2*q-40*b^2*c*p-8*b^2*g*p-8*b^2*g*r-128*b*c^2*p-16*b*c^2*q-8*b*g^2*p-8*b*g^2*r-16*c^2*g*q-4*c*g^2*q-116*b*c*p^2-36*b*g*p^2+12*a^2*c*p*r+36*a*c^2*p*r+8*b^2*c*p*r+32*b*c^2*p*r+20*a*b*c*p*r+24*c^3*p*r+18*a*c*g*p*r+16*b*c*g*p*r+24*c^2*g*p*r+6*c*g^2*p*r-72*a*b*p^2-2*a*g*q^2-2*c*g*q^2+4*a^2*c*p*r^2+4*a*c^2*p*r^2+4*a*b*c*p*r^2+2*a*c*g*p*r^2+14*a*b*p^2*r-48*a^2*p*q-8*a*c*q^2+(r-3)*(24*a*c*p^2*r+6*a*g*p^2*r+16*c*g*p^2*r+4*a^2*p^2*r+24*c^2*p^2*r+2*g^2*p^2*r+4*b^2*p*q*r+24*b*c*p^2*r+4*b^2*p^2*r+24*b*c*p*q*r+6*b*g*p^2*r+24*c^2*p*q*r+2*g^2*p*q*r-104*a*b*p*q-232*a*c*p*q-76*a*g*p*q-176*b*c*p*q-56*b*g*p*q-124*c*g*p*q+6*b*g*p*q*r+16*c*g*p*q*r-32*b^2*p*q-60*b*p^2*q-168*c^2*p*q-114*c*p^2*q-20*g^2*p*q-42*g*p^2*q-180*a*c*g*p-160*a^2*c*p-40*a^2*g*p-40*a^2*g*r-272*a*c^2*p-176*a*c*p^2-22*a*g^2*p-22*a*g^2*r-58*a*g*p^2-152*c^2*g*p-50*c*g^2*p-98*c*g*p^2-264*a*b*c*p-136*a*b*c*q-64*a*b*g*p-32*a*b*g*q-64*a*b*g*r-100*a*c*g*q-152*b*c*g*p-72*b*c*g*q-56*a^2*b*p-32*a^2*b*q-56*a^2*b*r-96*a^2*c*q-24*a^2*g*q-40*a*b^2*p-16*a*b^2*q-40*a*b^2*r-152*a*c^2*q-12*a*g^2*q-104*b^2*c*p-40*b^2*c*q-24*b^2*g*p-8*b^2*g*q-24*b^2*g*r-232*b*c^2*p-112*b*c^2*q-18*b*g^2*p-8*b*g^2*q-18*b*g^2*r-80*c^2*g*q-26*c*g^2*q-148*b*c*p^2-48*b*g*p^2+8*a^2*c*p*r+24*a*c^2*p*r+8*b^2*c*p*r+24*b*c^2*p*r+16*a*b*c*p*r+16*c^3*p*r+12*a*c*g*p*r+12*b*c*g*p*r+16*c^2*g*p*r+4*c*g^2*p*r-84*a*b*p^2-20*a*b*q^2-18*a*g*q^2-28*b*c*q^2-8*b*g*q^2-26*c*g*q^2+8*a*b*p^2*r-72*a^2*p*q-56*a*c*q^2+6*q^3+16*b^3+112*b*a^2+102*p+44*a*g^2-6*c*g^3+80*a^2*g+66*q*r-18*p*q^2-28*g*r^2+96*a-38*a*q*r-42*q*r^2+144*a*b*c-76*b*c*p-12*q^2*r+112*q*b-48*c^4+8*g^3+80*a*b^2+168*a*r+48*a^3-112*b*c^3-112*a^2*c^2-128*a*c^3+44*q*b*g+28*r*b^2+36*a^2*q+36*b*g^2+200*a*b+124*b*g+12*q*g^2-34*b*p^2+12*a*q*c-42*a*p*q+8*q*c*g+60*a*b*p-72*c^3*g+42*q^2+4*r*g^2+26*p^2-16*a*c^2+82*q*g-2*q*b*r+56*b^2+42*a*q*g+80*a*c*g-30*b*r^2+28*b*g*p+64*b*c*g+48*g^2-36*c^2*g^2+6*p*g^2+96*r+48*b^2*g-134*c*p^2-54*p^2*q+48*b-140*r*b*c*g-64*r*b^2*p-80*b^2*c^2+168*q*c-152*c^2*r+148*a*q+176*c-81*p*r^2+68*p*q+142*b*p+88*g*r+56*b^2*c+88*a^2*c-56*c*a^2*g+24*r^2-32*q*c^2+256*b*c+132*b*r+132*c*r-110*c*r^2-32*c*a*g^2-52*a*p^2-48*a*r^2-56*c^3-124*p*c*q+28*p*a^2+144*a^2-96*c*b*g*a+24*a^2*r-28*c*b*g^2-24*c^2*g+64*g+72*q-30*p^3+10*q^2*c+10*a*q^2+32*b^2*p-22*p*q*g+96*g*p+178*a*p+344*a*c-86*p^2*r+168*c^2-112*a*p*c+48*q*b*c-40*b^2*c*g-32*g*p^2-6*b*p*q-76*c*p*g+180*c*g+26*a*p*g-16*b*c^2-109*p*a*r-67*p*g*r-248*p*c*r+20*a*g*r-104*a*c*r-68*c*g*r+18*c*g^2-100*q*c*r-68*r*b*c+40*q*b^2-176*p*c^2+45*p*r-24*r^3-112*b*c^2*g-128*a*c^2*g+52*a*b*r+22*b*g*r-73*b*p*r-98*p*q*r-18*q*g*r-192*a*b*c^2+28*q^2*b-174*r*p*c*g-322*r*p*a*c-116*r*p*a*g-168*r*a*c*g-152*r*q*b*c-70*r*a*q*g-96*r*a*q*b-168*r*a*b*p-141*r*a*p*q-248*r*a*b*c-50*r*b*q*g-105*r*b*p*q-266*r*b*c*p-96*r*b*g*p-108*c^2*r^2-94*p*a*r^2-6*r^4-16*g*r^3-18*q*r^3-18*q^2*r^2-28*r^2*b^2-14*r^2*g^2-24*b*r^3-66*a*q*r^2-48*q*b*r^2-50*p*g*r^2-118*p*c*r^2-52*a*g*r^2-152*a*c*r^2-82*c*g*r^2-90*q*c*r^2-124*r^2*b*c-76*a*b*r^2-42*b*g*r^2-76*b*p*r^2-50*p*q*r^2-34*q*g*r^2-24*r*q^2*b-46*r*c*g^2-54*r*q^2*c-99*r*a*p^2-152*r*a^2*c-130*r*c*p^2-136*r*c^2*g-32*r*p*g^2-144*r*q*c^2-53*r*g*p^2-28*r*q*b^2-220*r*p*c^2-42*r*a*q^2-68*r*a^2*q-248*r*a*c^2-104*r*p*a^2-96*r*b^2*c-81*r*b*p^2-208*r*b*c^2-37*r*p*q^2-56*r*p^2*q-20*r*q^2*g-18*r*q*g^2-21*p*r^3-42*c*r^3-30*a*r^3-48*a^2*r^2-32*p^2*r^2-25*r*p^3-120*r*c^3-6*r*q^3-108*r*c*q*g-184*r*c*p*q-73*r*p*q*g-208*r*a*q*c+18*r^2*p*c*g+26*r^2*p*a*c+6*r^2*p*a*g+8*r^2*a*b*p+13*r^2*a*p*q+13*r^2*b*p*q+26*r^2*b*c*p+6*r^2*b*g*p+28*r^2*c*p*q+9*r^2*p*q*g+3*r^4*p+8*r^3*p^2+7*r^2*p^3+13*r^2*a*p^2+28*r^2*c*p^2+2*r^2*p*g^2+9*r^2*g*p^2+28*r^2*p*c^2+4*r^2*p*a^2+7*r^3*p*a+5*r^3*p*g+16*r^3*p*c+7*r^3*b*p+8*r^3*p*q+4*r^2*b^2*p+13*r^2*b*p^2+7*r^2*p*q^2+14*r^2*p^2*q+128*b*g*a-80*c*b*a^2-64*b^2*c*a+10*q^2*g+76*a*q*b+136*p*c-8*p^4+168*a*g-8*b^3*p-30*b*p^3-16*a^3*q-6*a*q^3-6*c*q^3-2*g*q^3-20*g*p^3-24*p^3*q-8*p*q^3-24*p^2*q^2-54*c*p^3-36*a*p^3+6*p^3*q*r+2*p^4*r+6*p^2*q^2*r-32*a^3*c+2*p*q^3*r-136*c^3*p-52*a^2*p^2-24*a^3*p-24*a^3*r-16*g^2*p^2-16*b^3*c-20*a^2*q^2-32*b^2*p^2-8*b^3*r-4*g^3*p-4*g^3*r-4*g^2*q^2-36*c^2*q^2-2*g^3*q-72*c^3*q-132*c^2*p^2-30*b*p*q^2-66*c*p*q^2-24*g*p*q^2+4*a^2*p*q*r+8*a*b*p*q*r+6*a*g*p*q*r-78*a*p^2*q-48*a*p*q^2+12*b*p^2*q*r+6*b*p*q^2*r+24*c*p^2*q*r+12*c*p*q^2*r+8*g*p^2*q*r+4*g*p*q^2*r+24*a*c*p*q*r+6*b*p^3*r+12*c*p^3*r+4*g*p^3*r+12*a*p^2*q*r+6*a*p*q^2*r+6*a*p^3*r)*x+(-4*a*c*p^2*r+a*g*p^2*r-3*c*g*p^2*r+4*a^3*p*r+2*a^2*p^2*r-6*c^2*p^2*r-2*b*c*p^2*r+16*a*c*p*q+4*a*g*p*q+4*c*g*p*q+8*c^2*p*q+18*c*p^2*q+6*g*p^2*q+24*a*c*g*p+32*a^2*c*p+8*a^2*g*p+40*a*c^2*p+72*a*c*p^2+2*a*g^2*p+22*a*g*p^2+16*c^2*g*p+4*c*g^2*p+30*c*g*p^2+24*a*b*c*p+4*a*b*g*p+8*b*c*g*p+8*a^2*b*p+16*b*c^2*p+28*b*c*p^2+8*b*g*p^2+4*a^2*b*p*r+8*a^2*c*p*r+4*a^2*g*p*r+4*a*c^2*p*r+a*g^2*p*r+4*a*b*c*p*r+2*a*b*g*p*r+4*a*c*g*p*r+20*a*b*p^2+2*a*b*p^2*r+8*a^2*p*q+(56*a*c*p^2*r+14*a*g*p^2*r+32*c*g*p^2*r+12*a^2*p^2*r+48*c^2*p^2*r+4*g^2*p^2*r+40*b*c*p^2*r+4*b^2*p^2*r+16*b*c*p*q*r+10*b*g*p^2*r+24*c^2*p*q*r+2*g^2*p*q*r-80*a*b*p*q-256*a*c*p*q-80*a*g*p*q-112*b*c*p*q-32*b*g*p*q-112*c*g*p*q+4*b*g*p*q*r+16*c*g*p*q*r-60*b*p^2*q-160*c^2*p*q-168*c*p^2*q-16*g^2*p*q-60*g*p^2*q-248*a*c*g*p-256*a^2*c*p-64*a^2*g*p-64*a^2*g*r-384*a*c^2*p-360*a*c*p^2-28*a*g^2*p-28*a*g^2*r-116*a*g*p^2-192*c^2*g*p-60*c*g^2*p-180*c*g*p^2-320*a*b*c*p-48*a*b*c*q-72*a*b*g*p-8*a*b*g*q-72*a*b*g*r-48*a*c*g*q-160*b*c*g*p-16*b*c*g*q-80*a^2*b*p-16*a^2*b*q-80*a^2*b*r-64*a^2*c*q-16*a^2*g*q-32*a*b^2*p-32*a*b^2*r-80*a*c^2*q-4*a*g^2*q-80*b^2*c*p-16*b^2*g*p-16*b^2*g*r-256*b*c^2*p-32*b*c^2*q-16*b*g^2*p-16*b*g^2*r-32*c^2*g*q-8*c*g^2*q-232*b*c*p^2-72*b*g*p^2+16*a^2*c*p*r+40*a*c^2*p*r+8*b^2*c*p*r+32*b*c^2*p*r+24*a*b*c*p*r+24*c^3*p*r+20*a*c*g*p*r+16*b*c*g*p*r+24*c^2*g*p*r+6*c*g^2*p*r-144*a*b*p^2-4*a*g*q^2-4*c*g*q^2+16*a*b*p^2*r-96*a^2*p*q-16*a*c*q^2-216+280*b*a^2-96*p+98*a*g^2-4*c*g^3+224*a^2*g+162*q*r+66*p*q^2+62*g*r^2-420*a+220*a*q*r+54*q*r^2+672*a*b*c+544*b*c*p+48*q^2*r-88*q*b-32*c^4+14*g^3+112*a*b^2+534*a*r+168*a^3-64*b*c^3-96*a^2*c^2-96*a*c^3+76*q*b*g+112*r*b^2+180*a^2*q+56*b*g^2-12*a*b-16*b*g+38*q*g^2+176*b*p^2+416*a*q*c+288*a*p*q+194*q*c*g+496*a*b*p-48*c^3*g-24*q^2+70*r*g^2+276*p^2+600*a*c^2+28*q*g+152*q*b*r-80*b^2+166*a*q*g+496*a*c*g+116*b*r^2+246*b*g*p+308*b*c*g+12*g^2-24*c^2*g^2+90*p*g^2-78*r+56*b^2*g+176*c*p^2+90*p^2*q-268*b-128*r*b*c*g-68*r*b^2*p-32*b^2*c^2+154*q*c+276*c^2*r+130*a*q-324*c-8*p*r^2+204*p*q+190*b*p+238*g*r+176*b^2*c+552*a^2*c-48*c*a^2*g+210*r^2+236*q*c^2+164*b*c+172*b*r+654*c*r+96*c*r^2-24*c*a*g^2+204*a*p^2+120*a*r^2+216*c^3+324*p*c*q+360*p*a^2+180*a^2-64*c*b*g*a+300*a^2*r-16*c*b*g^2+272*c^2*g-230*g-150*q+24*p^3+64*q^2*c+64*a*q^2+132*b^2*p+148*p*q*g+268*g*p+576*a*p+632*a*c+19*p^2*r+452*c^2+736*a*p*c+216*q*b*c-16*b^2*c*g+106*g*p^2+196*b*p*q+362*c*p*g+250*c*g+360*a*p*g+392*b*c^2+325*p*a*r+163*p*g*r+226*p*c*r+290*a*g*r+576*a*c*r+278*c*g*r+110*c*g^2+244*q*c*r+432*r*b*c+364*p*c^2+513*p*r+6*r^3-64*b*c^2*g-96*a*c^2*g+416*a*b*r+196*b*g*r+293*b*p*r+125*p*q*r+112*q*g*r-128*a*b*c^2-359*r*p*c*g-722*r*p*a*c-245*r*p*a*g-208*r*a*c*g-80*r*q*b*c-64*r*a*q*g-64*r*a*q*b-302*r*a*b*p-266*r*a*p*q-272*r*a*b*c-24*r*b*q*g-125*r*b*p*q-464*r*b*c*p-154*r*b*g*p-152*c^2*r^2-301*p*a*r^2-12*r^4-28*g*r^3-24*q*r^3-12*q^2*r^2-24*r^2*b^2-20*r^2*g^2-36*b*r^3-84*a*q*r^2-36*q*b*r^2-149*p*g*r^2-379*p*c*r^2-88*a*g*r^2-248*a*c*r^2-116*c*g*r^2-96*q*c*r^2-152*r^2*b*c-112*a*b*r^2-52*b*g*r^2-184*b*p*r^2-137*p*q*r^2-36*q*g*r^2-48*r*c*g^2-24*r*q^2*c-318*r*a*p^2-224*r*a^2*c-421*r*c*p^2-144*r*c^2*g-60*r*p*g^2-112*r*q*c^2-160*r*g*p^2-478*r*p*c^2-24*r*a*q^2-80*r*a^2*q-304*r*a*c^2-250*r*p*a^2-64*r*b^2*c-201*r*b*p^2-192*r*b*c^2-49*r*p*q^2-156*r*p^2*q-8*r*q^2*g-12*r*q*g^2-90*p*r^3-72*c*r^3-60*a*r^3-96*a^2*r^2-161*p^2*r^2-107*r*p^3-128*r*c^3-80*r*c*q*g-329*r*c*p*q-122*r*p*q*g-192*r*a*q*c+37*r^2*p*c*g+62*r^2*p*a*c+13*r^2*p*a*g+14*r^2*a*b*p+28*r^2*a*p*q+13*r^2*b*p*q+44*r^2*b*c*p+10*r^2*b*g*p+43*r^2*c*p*q+14*r^2*p*q*g+11*r^4*p+28*r^3*p^2+23*r^2*p^3+42*r^2*a*p^2+75*r^2*c*p^2+4*r^2*p*g^2+24*r^2*g*p^2+58*r^2*p*c^2+10*r^2*p*a^2+24*r^3*p*a+14*r^3*p*g+45*r^3*p*c+15*r^3*b*p+18*r^3*p*q+4*r^2*b^2*p+27*r^2*b*p^2+7*r^2*p*q^2+30*r^2*p^2*q+252*b*g*a-64*c*b*a^2-32*b^2*c*a+24*q^2*g+184*a*q*b+762*p*c-24*p^4+114*a*g-60*b*p^3-16*a^3*q-48*g*p^3-48*p^3*q-24*p^2*q^2-132*c*p^3-96*a*p^3+12*p^3*q*r+6*p^4*r+6*p^2*q^2*r-32*a^3*c-176*c^3*p-120*a^2*p^2-48*a^3*p-48*a^3*r-28*g^2*p^2-8*a^2*q^2-32*b^2*p^2-4*g^3*p-4*g^3*r-8*c^2*q^2-32*c^3*q-248*c^2*p^2-36*c*p*q^2-12*g*p*q^2+8*a^2*p*q*r+8*a*b*p*q*r+8*a*g*p*q*r-132*a*p^2*q-36*a*p*q^2+12*b*p^2*q*r+36*c*p^2*q*r+6*c*p*q^2*r+12*g*p^2*q*r+2*g*p*q^2*r+32*a*c*p*q*r+12*b*p^3*r+30*c*p^3*r+10*g*p^3*r+24*a*p^2*q*r+6*a*p*q^2*r+18*a*p^3*r)*x+(-112*a*c*p^2*r-35*a*g*p^2*r-65*c*g*p^2*r-12*a^3*p*r-20*a^2*g*r^2-30*a^2*p^2*r-11*a*g^2*r^2-90*c^2*p^2*r-10*g^2*p^2*r-32*a*b*g*r^2-20*b^2*p*q*r-98*b*c*p^2*r-20*a*b^2*r^2-4*b^3*p*r-12*b^2*g*r^2-20*b^2*p^2*r-9*b*g^2*r^2-18*c^2*q^2*r-2*g^2*q^2*r-112*b*c*p*q*r-14*b*c*q^2*r-30*b*g*p^2*r-4*b*g*q^2*r-108*c^2*p*q*r-13*c*g*q^2*r-12*g^2*p*q*r+312*a*b*p*q+696*a*c*p*q+228*a*g*p*q+528*b*c*p*q+168*b*g*p*q+372*c*g*p*q-34*b*g*p*q*r-78*c*g*p*q*r+96*b^2*p*q+180*b*p^2*q+504*c^2*p*q+342*c*p^2*q+60*g^2*p*q+126*g*p^2*q+540*a*c*g*p-40*a^2*b*c*r-28*a^2*c*g*r-32*a*b^2*c*r+480*a^2*c*p+120*a^2*g*p+220*a^2*g*r+816*a*c^2*p+528*a*c*p^2+66*a*g^2*p+121*a*g^2*r+174*a*g*p^2+456*c^2*g*p+150*c*g^2*p+294*c*g*p^2-56*a^2*c^2*r-96*a*b*c^2*r-64*a*c^2*g*r-16*a*c*g^2*r-20*b^2*c*g*r-56*b*c^2*g*r-14*b*c*g^2*r+792*a*b*c*p+408*a*b*c*q+192*a*b*g*p+96*a*b*g*q+352*a*b*g*r+300*a*c*g*q+456*b*c*g*p+216*b*c*g*q-48*a*b*c*g*r-64*a*c^3*r-40*b^2*c^2*r-56*b*c^3*r-36*c^3*g*r-18*c^2*g^2*r-3*c*g^3*r+168*a^2*b*p+96*a^2*b*q+308*a^2*b*r+288*a^2*c*q+72*a^2*g*q+120*a*b^2*p+48*a*b^2*q+220*a*b^2*r+456*a*c^2*q+36*a*g^2*q+312*b^2*c*p+120*b^2*c*q+72*b^2*g*p+24*b^2*g*q+132*b^2*g*r+696*b*c^2*p+336*b*c^2*q+54*b*g^2*p+24*b*g^2*q+99*b*g^2*r+240*c^2*g*q+78*c*g^2*q+444*b*c*p^2+144*b*g*p^2-16*a^3*c*r-28*a^2*b*p*r-16*a^2*b*q*r-88*a^2*c*p*r-48*a^2*c*q*r-20*a^2*g*p*r-12*a^2*g*q*r-20*a*b^2*p*r-8*a*b^2*q*r-160*a*c^2*p*r-76*a*c^2*q*r-11*a*g^2*p*r-6*a*g^2*q*r-60*b^2*c*p*r-20*b^2*c*q*r-12*b^2*g*p*r-4*b^2*g*q*r-140*b*c^2*p*r-56*b*c^2*q*r-9*b*g^2*p*r-148*a*b*c*p*r-68*a*b*c*q*r-8*b^3*c*r-84*c^3*p*r-36*c^3*q*r-2*g^3*p*r-g^3*q*r-32*a*b*g*p*r-16*a*b*g*q*r-102*a*c*g*p*r-50*a*c*g*q*r-88*b*c*g*p*r-36*b*c*g*q*r-4*b*g^2*q*r-92*c^2*g*p*r-40*c^2*g*q*r-29*c*g^2*p*r-13*c*g^2*q*r+252*a*b*p^2+60*a*b*q^2+54*a*g*q^2+84*b*c*q^2+24*b*g*q^2+78*c*g*q^2-28*a^2*b*r^2-10*a^2*q^2*r-50*a*b*p^2*r-10*a*b*q^2*r-9*a*g*q^2*r+216*a^2*p*q+168*a*c*q^2-4*b^3*r^2-54*q^3+432-96*b^3-672*b*a^2+270*p-264*a*g^2+18*c*g^3-480*a^2*g-657*q*r-162*p*q^2-40*g*r^2+936*a-433*a*q*r-3*q*r^2-1776*a*b*c-1164*b*c*p-114*q^2*r-228*q*b+144*c^4-48*g^3-480*a*b^2-1158*a*r-288*a^3+336*b*c^3+336*a^2*c^2+384*a*c^3-408*q*b*g-434*r*b^2-468*a^2*q-216*b*g^2-120*a*b-168*b*g-132*q*g^2-330*b*p^2-1092*a*q*c-594*a*p*q-576*q*c*g-1044*a*b*p+216*c^3*g-162*q^2-141*r*g^2-438*p^2-1200*a*c^2-294*q*g-469*q*b*r+96*b^2-498*a*q*g-1128*a*c*g-159*b*r^2-564*b*g*p-936*b*c*g-108*g^2+108*c^2*g^2-174*p*g^2+144*r-288*b^2*g-318*c*p^2-162*p^2*q+792*b+638*r*b*c*g+300*r*b^2*p+240*b^2*c^2-912*q*c-300*c^2*r-552*a*q+648*c+90*p*r^2-600*p*q-594*b*p-631*g*r-696*b^2*c-1080*a^2*c+168*c*a^2*g-483*r^2-624*q*c^2-888*b*c-786*b*r-1586*c*r+66*c*r^2+96*c*a*g^2-348*a*p^2-105*a*r^2-408*c^3-636*p*c*q-612*p*a^2-216*a^2+288*c*b*g*a-558*a^2*r+84*c*b*g^2-600*c^2*g+444*g+324*q-54*p^3-318*q^2*c-246*a*q^2-432*b^2*p-318*p*q*g-528*g*p-918*a*p-1392*a*c-23*p^2*r-1176*c^2-1296*a*p*c-960*q*b*c+120*b^2*c*g-180*g*p^2-558*b*p*q-660*c*p*g-804*c*g-654*a*p*g-1008*b*c^2-454*p*a*r-213*p*g*r-196*p*c*r-561*a*g*r-914*a*c*r-432*c*g*r-294*c*g^2-378*q*c*r-886*r*b*c-288*q*b^2-624*p*c^2-942*p*r+57*r^3+336*b*c^2*g+384*a*c^2*g-992*a*b*r-499*b*g*r-490*b*p*r-137*p*q*r-229*q*g*r+576*a*b*c^2-228*q^2*b+782*r*p*c*g+1426*r*p*a*c+517*r*p*a*g+766*r*a*c*g+684*r*q*b*c+324*r*a*q*g+458*r*a*q*b+766*r*a*b*p+636*r*a*p*q+1152*r*a*b*c+241*r*b*q*g+510*r*b*p*q+1216*r*b*c*p+434*r*b*g*p+500*c^2*r^2+525*p*a*r^2+33*r^4+91*g*r^3+96*q*r^3+93*q^2*r^2+176*r^2*b^2+80*r^2*g^2+147*b*r^3+341*a*q*r^2+269*q*b*r^2+287*p*g*r^2+700*p*c*r^2+301*a*g*r^2+776*a*c*r^2+410*c*g*r^2+436*q*c*r^2+650*r^2*b*c+458*a*b*r^2+248*b*g*r^2+453*b*p*r^2+318*p*q*r^2+177*q*g*r^2+122*r*q^2*b+207*r*c*g^2+239*r*q^2*c+451*r*a*p^2+704*r*a^2*c+639*r*c*p^2+564*r*c^2*g+142*r*p*g^2+596*r*q*c^2+250*r*g*p^2+146*r*q*b^2+996*r*p*c^2+185*r*a*q^2+312*r*a^2*q+1048*r*a*c^2+466*r*p*a^2+448*r*b^2*c+388*r*b*p^2+880*r*b*c^2+190*r*p*q^2+290*r*p^2*q+92*r*q^2*g+84*r*q*g^2+153*p*r^3+215*c*r^3+174*a*r^3+282*a^2*r^2+225*p^2*r^2+130*r*p^3+476*r*c^3+30*r*q^3+466*r*c*q*g+878*r*c*p*q+342*r*p*q*g+894*r*a*q*c-124*r^2*p*c*g-214*r^2*p*a*c-67*r^2*p*a*g-84*r^2*a*c*g-76*r^2*q*b*c-35*r^2*a*q*g-48*r^2*a*q*b-96*r^2*a*b*p-97*r^2*a*p*q-124*r^2*a*b*c-25*r^2*b*q*g-79*r^2*b*p*q-186*r^2*b*c*p-57*r^2*b*g*p-70*r^2*b*c*g-54*r^2*c*q*g-154*r^2*c*p*q-55*r^2*p*q*g-104*r^2*a*q*c-33*r^3*a*q-8*r^4*g-9*r^4*q-9*r^3*q^2-14*r^3*b^2-7*r^3*g^2-12*r^4*b-54*r^3*c^2-24*r^4*p-21*r^4*c-15*r^4*a-24*r^3*a^2-43*r^3*p^2-28*r^2*p^3-60*r^2*c^3-3*r^2*q^3-12*r^2*q^2*b-23*r^2*c*g^2-27*r^2*q^2*c-76*r^2*a*p^2-24*r^3*q*b-76*r^2*a^2*c-127*r^2*c*p^2-68*r^2*c^2*g-19*r^2*p*g^2-72*r^2*q*c^2-45*r^2*g*p^2-14*r^2*q*b^2-172*r^2*p*c^2-21*r^2*a*q^2-34*r^2*a^2*q-124*r^2*a*c^2-58*r^2*p*a^2-68*r^3*p*a-40*r^3*p*g-113*r^3*p*c-26*r^3*a*g-76*r^3*a*c-41*r^3*c*g-45*r^3*q*c-62*r^3*b*c-38*r^3*a*b-21*r^3*b*g-59*r^3*b*p-52*r^3*p*q-17*r^3*q*g-38*r^2*b^2*p-48*r^2*b^2*c-67*r^2*b*p^2-104*r^2*b*c^2-34*r^2*p*q^2-59*r^2*p^2*q-10*r^2*q^2*g-9*r^2*q*g^2-3*r^5-768*b*g*a+240*c*b*a^2+192*b^2*c*a-138*q^2*g-756*a*q*b-1464*p*c+24*p^4-324*a*g+24*b^3*p+90*b*p^3+48*a^3*q+18*a*q^3+18*c*q^3+6*g*q^3+60*g*p^3+72*p^3*q+24*p*q^3+72*p^2*q^2+162*c*p^3+108*a*p^3-18*p^3*q*r-6*p^4*r-2*g^3*r^2-18*p^2*q^2*r+96*a^3*c-6*p*q^3*r+408*c^3*p+156*a^2*p^2+72*a^3*p+132*a^3*r+48*g^2*p^2-12*a^3*r^2+48*b^3*c+60*a^2*q^2+96*b^2*p^2+44*b^3*r+12*g^3*p+22*g^3*r-24*c^4*r+12*g^2*q^2+108*c^2*q^2+6*g^3*q+216*c^3*q+396*c^2*p^2+90*b*p*q^2+198*c*p*q^2+72*g*p*q^2-40*a^2*p*q*r-8*a^3*q*r-60*a*b*p*q*r-44*a*g*p*q*r+234*a*p^2*q+144*a*p*q^2-28*a*c*q^2*r-42*b*p^2*q*r-21*b*p*q^2*r-81*c*p^2*q*r-45*c*p*q^2*r-29*g*p^2*q*r-16*g*p*q^2*r-140*a*c*p*q*r-21*b*p^3*r-39*c*p^3*r-14*g*p^3*r-51*a*p^2*q*r-30*a*p*q^2*r-24*a*p^3*r-3*a*q^3*r-3*c*q^3*r-g*q^3*r)*x^2+24-24*b*a^2-2*p-6*a*g^2-24*a^2*g-12*g*r^2+36*a-18*a*q*r-6*q*r^2-48*a*b*c-60*b*c*p-66*a*r-24*a^3-12*a^2*q+12*a*b+12*b*g-22*b*p^2-24*a*q*c-34*a*p*q-6*q*c*g-56*a*b*p-6*r*g^2-50*p^2-72*a*c^2+6*q*g-6*a*q*g-48*a*c*g-12*b*r^2-24*b*g*p-12*b*c*g+6*g^2-12*p*g^2+6*r-26*c*p^2-12*p^2*q+12*b+6*q*c-48*c^2*r+6*a*q+36*c+p*r^2-8*p*q-8*b*p-18*g*r-72*a^2*c-24*r^2-12*q*c^2+12*b*c-66*c*r-30*c*r^2-32*a*p^2-30*a*r^2-24*c^3-34*p*c*q-60*p*a^2-36*a^2-48*a^2*r-24*c^2*g+30*g+6*q+2*p^3-14*p*q*g-36*g*p-102*a*p-72*a*c+9*p^2*r-36*c^2-124*a*p*c-18*g*p^2-56*c*p*g-6*c*g-54*a*p*g-24*b*c^2-56*p*a*r-31*p*g*r-44*p*c*r-36*a*g*r-96*a*c*r-36*c*g*r-6*c*g^2-18*q*c*r-36*r*b*c-64*p*c^2-78*p*r-6*r^3-36*a*b*r-12*b*g*r-34*b*p*r-16*p*q*r-6*q*g*r+42*r*p*c*g+110*r*p*a*c+33*r*p*a*g+26*r*a*b*p+24*r*a*p*q+36*r*b*c*p+10*r*b*g*p+51*p*a*r^2+21*p*g*r^2+54*p*c*r^2+15*b*p*r^2+11*p*q*r^2+79*r*a*p^2+88*r*c*p^2+5*r*p*g^2+33*r*g*p^2+64*r*p*c^2+46*r*p*a^2+25*r*b*p^2+19*r*p^2*q+12*p*r^3+32*p^2*r^2+28*r*p^3+24*r*c*p*q+8*r*p*q*g-3*r^2*p*c*g-4*r^2*p*a*c+r^2*p*a*g+2*r^2*a*b*p-3*r^2*a*p*q-2*r^2*b*c*p-3*r^2*c*p*q-r^2*p*q*g-2*r^4*p-6*r^3*p^2-6*r^2*p^3-8*r^2*a*p^2-14*r^2*c*p^2-4*r^2*g*p^2-6*r^2*p*c^2+2*r^2*p*a^2-4*r^3*p*a-2*r^3*p*g-7*r^3*p*c-r^3*b*p-2*r^3*p*q-2*r^2*b*p^2-4*r^2*p^2*q-12*b*g*a-114*p*c+8*p^4-6*a*g+(2*a+2*b+2*c+g+p+q+r+4)*(r-4)*(2*q^3+15+7*p-33*q*r+6*p*q^2+8*g*r^2+27*a+18*a*q*r+12*q*r^2+16*a*b*c+24*b*c*p+9*q^2*r-38*q*b-45*a*r+6*q*b*g+6*r*b^2+4*a^2*q-36*a*b-27*b*g+2*q*g^2+6*b*p^2+24*a*q*c+12*a*p*q+16*q*c*g+8*a*b*p-15*q^2+3*r*g^2-15*p^2+24*a*c^2-24*q*g+18*q*b*r-18*b^2+6*a*q*g+12*a*c*g+12*b*r^2+6*b*g*p+12*b*c*g-9*g^2+2*p*g^2+4*r+12*c*p^2+6*p^2*q+27*b-60*q*c+36*c^2*r-38*a*q+14*c+12*p*r^2-30*p*q-38*b*p-28*g*r+8*b^2*c+8*a^2*c-18*r^2+24*q*c^2-76*b*c-45*b*r-66*c*r+24*c*r^2+6*a*p^2+12*a*r^2+16*c^3+24*p*c*q+4*p*a^2-18*a^2+6*a^2*r+16*c^2*g+12*g+7*q+2*p^3+12*q^2*c+6*a*q^2+4*b^2*p+8*p*q*g-24*g*p-38*a*p-76*a*c+9*p^2*r-60*c^2+24*a*p*c+24*q*b*c+4*g*p^2+12*b*p*q+16*c*p*g-48*c*g+6*a*p*g+24*b*c^2+18*p*a*r+12*p*g*r+36*p*c*r+9*a*g*r+36*a*c*r+24*c*g*r+4*c*g^2+36*q*c*r+36*r*b*c+4*q*b^2+24*p*c^2-33*p*r+5*r^3+12*a*b*r+9*b*g*r+18*b*p*r+18*p*q*r+12*q*g*r+6*q^2*b+4*q^2*g+8*a*q*b-60*p*c-27*a*g)*x^3+10*b*p^3+12*g*p^3+8*p^3*q+34*c*p^3+28*a*p^3-2*p^3*q*r-2*p^4*r+16*c^3*p+28*a^2*p^2+8*a^3*p+4*g^2*p^2+44*c^2*p^2+18*a*p^2*q-3*c*p^2*q*r-g*p^2*q*r-b*p^3*r-7*c*p^3*r-2*g*p^3*r-3*a*p^2*q*r-4*a*p^3*r)*dx+(-(p+r-3)*(p+a+c+r-1)*(2*a+2*c+g+p+r+1)*p+(8*a*c*p*q+2*a*g*p*q+2*c*g*p*q+4*c^2*p*q+9*c*p^2*q+3*g*p^2*q+12*a*c*g*p+16*a^2*c*p+4*a^2*g*p+20*a*c^2*p+36*a*c*p^2+a*g^2*p+11*a*g*p^2+8*c^2*g*p+2*c*g^2*p+15*c*g*p^2+12*a*b*c*p+2*a*b*g*p+4*b*c*g*p+4*a^2*b*p+8*b*c^2*p+14*b*c*p^2+4*b*g*p^2+10*a*b*p^2+4*a^2*p*q-24-24*b*a^2+125*p-6*a*g^2-24*a^2*g+24*q*r-12*g*r^2+156*a-18*a*q*r-6*q*r^2-48*a*b*c-90*b*c*p+18*a*r-24*a^3-12*a^2*q+84*a*b+36*b*g-47*b*p^2-24*a*q*c-53*a*p*q-6*q*c*g-76*a*b*p-6*r*g^2-7*p^2-72*a*c^2+18*q*g-6*a*q*g-48*a*c*g-12*b*r^2-30*b*g*p-12*b*c*g+18*g^2-15*p*g^2+90*r-121*c*p^2-33*p^2*q-12*b+42*q*c-48*c^2*r+42*a*q+156*c-63*p*r^2+41*p*q+74*b*p+18*g*r-72*a^2*c-12*q*c^2+84*b*c+48*b*r+18*c*r-30*c*r^2-106*a*p^2-30*a*r^2-24*c^3-53*p*c*q-90*p*a^2+36*a^2-48*a^2*r-24*c^2*g+66*g-6*q-35*p^3-19*p*q*g+30*g*p+33*a*p+72*a*c-92*p^2*r+36*c^2-206*a*p*c-48*g*p^2-88*c*p*g+54*c*g-75*a*p*g-24*b*c^2-167*p*a*r-73*p*g*r-182*p*c*r-36*a*g*r-96*a*c*r-36*c*g*r-6*c*g^2-18*q*c*r-36*r*b*c-116*p*c^2-12*p*r-6*r^3-36*a*b*r-12*b*g*r-65*b*p*r-44*p*q*r-6*q*g*r+19*r*p*c*g+44*r*p*a*c+11*r*p*a*g+8*r*a*b*p+12*r*a*p*q+16*r*b*c*p+4*r*b*g*p+25*p*a*r^2+11*p*g*r^2+34*p*c*r^2+7*b*p*r^2+8*p*q*r^2+39*r*a*p^2+51*r*c*p^2+2*r*p*g^2+17*r*g*p^2+30*r*p*c^2+14*r*p*a^2+12*r*b*p^2+12*r*p^2*q+11*p*r^3+26*p^2*r^2+19*r*p^3+12*r*c*p*q+4*r*p*q*g-12*b*g*a+27*p*c+4*p^4+54*a*g+5*b*p^3+6*g*p^3+4*p^3*q+17*c*p^3+14*a*p^3+8*c^3*p+14*a^2*p^2+4*a^3*p+2*g^2*p^2+22*c^2*p^2+9*a*p^2*q)*x+(-20*a*b*p*q-64*a*c*p*q-20*a*g*p*q-28*b*c*p*q-8*b*g*p*q-28*c*g*p*q-15*b*p^2*q-40*c^2*p*q-42*c*p^2*q-4*g^2*p*q-15*g*p^2*q-62*a*c*g*p-64*a^2*c*p-16*a^2*g*p-16*a^2*g*r-96*a*c^2*p-90*a*c*p^2-7*a*g^2*p-7*a*g^2*r-29*a*g*p^2-48*c^2*g*p-15*c*g^2*p-45*c*g*p^2-80*a*b*c*p-12*a*b*c*q-18*a*b*g*p-2*a*b*g*q-18*a*b*g*r-12*a*c*g*q-40*b*c*g*p-4*b*c*g*q-20*a^2*b*p-4*a^2*b*q-20*a^2*b*r-16*a^2*c*q-4*a^2*g*q-8*a*b^2*p-8*a*b^2*r-20*a*c^2*q-a*g^2*q-20*b^2*c*p-4*b^2*g*p-4*b^2*g*r-64*b*c^2*p-8*b*c^2*q-4*b*g^2*p-4*b*g^2*r-8*c^2*g*q-2*c*g^2*q-58*b*c*p^2-18*b*g*p^2-36*a*b*p^2-a*g*q^2-c*g*q^2-24*a^2*p*q-4*a*c*q^2+216+160*b*a^2-591*p+56*a*g^2-c*g^3+128*a^2*g-63*q*r+57*p*q^2+92*g*r^2-780*a+217*a*q*r+81*q*r^2+456*a*b*c+532*b*c*p+39*q^2*r-220*q*b-8*c^4+8*g^3+64*a*b^2-42*a*r+96*a^3-16*b*c^3-24*a^2*c^2-24*a*c^3+46*q*b*g+82*r*b^2+126*a^2*q+32*b*g^2-480*a*b-226*b*g+23*q*g^2+206*b*p^2+302*a*q*c+288*a*p*q+134*q*c*g+394*a*b*p-12*c^3*g-69*q^2+58*r*g^2+15*p^2+456*a*c^2-113*q*g+119*q*b*r-164*b^2+109*a*q*g+340*a*c*g+137*b*r^2+192*b*g*p+212*b*c*g-72*g^2-6*c^2*g^2+72*p*g^2-546*r+32*b^2*g+368*c*p^2+144*p^2*q-220*b-32*r*b*c*g-18*r*b^2*p-8*b^2*c^2-218*q*c+348*c^2*r-188*a*q-900*c+222*p*r^2-111*p*q-299*b*p-38*g*r+116*b^2*c+372*a^2*c-12*c*a^2*g+66*r^2+176*q*c^2-436*b*c-218*b*r+60*c*r+213*c*r^2-6*c*a*g^2+294*a*p^2+192*a*r^2+180*c^3+351*p*c*q+306*p*a^2-252*a^2-16*c*b*g*a+264*a^2*r-4*c*b*g^2+212*c^2*g-362*g-222*q+87*p^3+43*q^2*c+43*a*q^2+96*b^2*p+136*p*q*g-95*g*p-153*a*p-364*a*c+259*p^2*r-112*c^2+778*a*p*c+144*q*b*c-4*b^2*c*g+148*g*p^2+157*b*p*q+383*c*p*g-200*c*g+297*a*p*g+296*b*c^2+551*p*a*r+275*p*g*r+662*p*c*r+248*a*g*r+612*a*c*r+290*c*g*r+77*c*g^2+250*q*c*r+414*r*b*c+478*p*c^2+91*p*r+42*r^3-16*b*c^2*g-24*a*c^2*g+338*a*b*r+157*b*g*r+387*b*p*r+259*p*q*r+100*q*g*r-32*a*b*c^2-106*r*p*c*g-208*r*p*a*c-65*r*p*a*g-52*r*a*c*g-20*r*q*b*c-16*r*a*q*g-16*r*a*q*b-80*r*a*b*p-78*r*a*p*q-68*r*a*b*c-6*r*b*q*g-36*r*b*p*q-136*r*b*c*p-41*r*b*g*p-38*c^2*r^2-95*p*a*r^2-3*r^4-7*g*r^3-6*q*r^3-3*q^2*r^2-6*r^2*b^2-5*r^2*g^2-9*b*r^3-21*a*q*r^2-9*q*b*r^2-49*p*g*r^2-140*p*c*r^2-22*a*g*r^2-62*a*c*r^2-29*c*g*r^2-24*q*c*r^2-38*r^2*b*c-28*a*b*r^2-13*b*g*r^2-59*b*p*r^2-52*p*q*r^2-9*q*g*r^2-12*r*c*g^2-6*r*q^2*c-99*r*a*p^2-56*r*a^2*c-144*r*c*p^2-36*r*c^2*g-16*r*p*g^2-28*r*q*c^2-51*r*g*p^2-148*r*p*c^2-6*r*a*q^2-20*r*a^2*q-76*r*a*c^2-66*r*p*a^2-16*r*b^2*c-63*r*b*p^2-48*r*b*c^2-15*r*p*q^2-54*r*p^2*q-2*r*q^2*g-3*r*q*g^2-40*p*r^3-18*c*r^3-15*a*r^3-24*a^2*r^2-70*p^2*r^2-39*r*p^3-32*r*c^3-20*r*c*q*g-102*r*c*p*q-36*r*p*q*g-48*r*a*q*c+144*b*g*a-16*c*b*a^2-8*b^2*c*a+15*q^2*g+118*a*q*b-48*p*c-6*p^4-270*a*g-15*b*p^3-4*a^3*q-12*g*p^3-12*p^3*q-6*p^2*q^2-33*c*p^3-24*a*p^3-8*a^3*c-44*c^3*p-30*a^2*p^2-12*a^3*p-12*a^3*r-7*g^2*p^2-2*a^2*q^2-8*b^2*p^2-g^3*p-g^3*r-2*c^2*q^2-8*c^3*q-62*c^2*p^2-9*c*p*q^2-3*g*p*q^2-33*a*p^2*q-9*a*p*q^2)*x^2+(52*a*b*p*q+116*a*c*p*q+38*a*g*p*q+88*b*c*p*q+28*b*g*p*q+62*c*g*p*q+16*b^2*p*q+30*b*p^2*q+84*c^2*p*q+57*c*p^2*q+10*g^2*p*q+21*g*p^2*q+90*a*c*g*p+80*a^2*c*p+20*a^2*g*p+40*a^2*g*r+136*a*c^2*p+88*a*c*p^2+11*a*g^2*p+22*a*g^2*r+29*a*g*p^2+76*c^2*g*p+25*c*g^2*p+49*c*g*p^2+132*a*b*c*p+68*a*b*c*q+32*a*b*g*p+16*a*b*g*q+64*a*b*g*r+50*a*c*g*q+76*b*c*g*p+36*b*c*g*q+28*a^2*b*p+16*a^2*b*q+56*a^2*b*r+48*a^2*c*q+12*a^2*g*q+20*a*b^2*p+8*a*b^2*q+40*a*b^2*r+76*a*c^2*q+6*a*g^2*q+52*b^2*c*p+20*b^2*c*q+12*b^2*g*p+4*b^2*g*q+24*b^2*g*r+116*b*c^2*p+56*b*c^2*q+9*b*g^2*p+4*b*g^2*q+18*b*g^2*r+40*c^2*g*q+13*c*g^2*q+74*b*c*p^2+24*b*g*p^2+42*a*b*p^2+10*a*b*q^2+9*a*g*q^2+14*b*c*q^2+4*b*g*q^2+13*c*g*q^2+36*a^2*p*q+28*a*c*q^2-27*q^3-432-40*b^3-280*b*a^2+873*p-110*a*g^2+3*c*g^3-200*a^2*g-78*q*r-135*p*q^2-174*g*r^2+1128*a-488*a*q*r-177*q*r^2-968*a*b*c-890*b*c*p-135*q^2*r+376*q*b+24*c^4-20*g^3-200*a*b^2+18*a*r-120*a^3+56*b*c^3+56*a^2*c^2+64*a*c^3-206*q*b*g-292*r*b^2-258*a^2*q-90*b*g^2+820*a*b+394*b*g-70*q*g^2-271*b*p^2-710*a*q*c-459*a*p*q-372*q*c*g-606*a*b*p+36*c^3*g+75*q^2-121*r*g^2-13*p^2-824*a*c^2+147*q*g-416*q*b*r+388*b^2-269*a*q*g-632*a*c*g-306*b*r^2-334*b*g*p-528*b*c*g+100*g^2+18*c^2*g^2-107*p*g^2+960*r-120*b^2*g-413*c*p^2-189*p^2*q+720*b+132*r*b*c*g+62*r*b^2*p+40*b^2*c^2+184*q*c-660*c^2*r+274*a*q+1536*c-261*p*r^2+62*p*q+357*b*p-21*g*r-380*b^2*c-588*a^2*c+28*c*a^2*g-201*r^2-464*q*c^2+632*b*c+192*b*r-328*c*r-379*c*r^2+16*c*a*g^2-310*a*p^2-339*a*r^2-356*c^3-610*p*c*q-366*p*a^2+432*a^2+48*c*b*g*a-438*a^2*r+14*c*b*g^2-436*c^2*g+612*g+624*q-81*p^3-197*q^2*c-149*a*q^2-240*b^2*p-245*p*q*g+112*g*p+255*a*p+548*a*c-266*p^2*r+68*c^2-1032*a*p*c-568*q*b*c+20*b^2*c*g-168*g*p^2-381*b*p*q-554*c*p*g+234*c*g-397*a*p*g-696*b*c^2-695*p*a*r-371*p*g*r-862*p*c*r-461*a*g*r-1102*a*c*r-572*c*g*r-169*c*g^2-600*q*c*r-956*r*b*c-132*q*b^2-680*p*c^2-217*p*r-69*r^3+56*b*c^2*g+64*a*c^2*g-730*a*b*r-388*b*g*r-623*b*p*r-401*p*q*r-255*q*g*r+96*a*b*c^2-110*q^2*b+180*r*p*c*g+324*r*p*a*c+109*r*p*a*g+158*r*a*c*g+144*r*q*b*c+66*r*a*q*g+92*r*a*q*b+160*r*a*b*p+144*r*a*p*q+236*r*a*b*c+48*r*b*q*g+114*r*b*p*q+276*r*b*c*p+91*r*b*g*p+138*c^2*r^2+145*p*a*r^2+12*r^4+27*g*r^3+30*q*r^3+24*q^2*r^2+40*r^2*b^2+19*r^2*g^2+42*b*r^3+87*a*q*r^2+66*q*b*r^2+81*p*g*r^2+217*p*c*r^2+71*a*g*r^2+200*a*c*r^2+107*c*g*r^2+117*q*c*r^2+166*r^2*b*c+106*a*b*r^2+58*b*g*r^2+124*b*p*r^2+98*p*q*r^2+45*q*g*r^2+24*r*q^2*b+43*r*c*g^2+51*r*q^2*c+105*r*a*p^2+144*r*a^2*c+159*r*c*p^2+124*r*c^2*g+30*r*p*g^2+132*r*q*c^2+59*r*g*p^2+28*r*q*b^2+240*r*p*c^2+39*r*a*q^2+64*r*a^2*q+228*r*a*c^2+98*r*p*a^2+92*r*b^2*c+90*r*b*p^2+192*r*b*c^2+45*r*p*q^2+72*r*p^2*q+19*r*q^2*g+17*r*q*g^2+58*p*r^3+69*c*r^3+51*a*r^3+66*a^2*r^2+74*p^2*r^2+33*r*p^3+108*r*c^3+6*r*q^3+100*r*c*q*g+210*r*c*p*q+78*r*p*q*g+192*r*a*q*c-320*b*g*a+40*c*b*a^2+32*b^2*c*a-77*q^2*g-390*a*q*b+8*p*c+4*p^4+416*a*g+4*b^3*p+15*b*p^3+8*a^3*q+3*a*q^3+3*c*q^3+g*q^3+10*g*p^3+12*p^3*q+4*p*q^3+12*p^2*q^2+27*c*p^3+18*a*p^3+16*a^3*c+68*c^3*p+26*a^2*p^2+12*a^3*p+24*a^3*r+8*g^2*p^2+8*b^3*c+10*a^2*q^2+16*b^2*p^2+8*b^3*r+2*g^3*p+4*g^3*r+2*g^2*q^2+18*c^2*q^2+g^3*q+36*c^3*q+66*c^2*p^2+15*b*p*q^2+33*c*p*q^2+12*g*p*q^2+39*a*p^2*q+24*a*p*q^2)*x^3-(2*a+2*b+2*c+g+p+q+r+4)*(q^3-60+116*p-99*q*r+3*p*q^2+12*g*r^2+156*a+18*a*q*r+18*q*r^2+8*a*b*c+12*b*c*p+9*q^2*r-64*q*b-111*a*r+3*q*b*g+6*r*b^2+2*a^2*q-48*a*b-36*b*g+q*g^2+3*b*p^2+12*a*q*c+6*a*p*q+8*q*c*g+4*a*b*p-30*q^2+3*r*g^2-30*p^2+12*a*c^2-42*q*g+18*q*b*r-24*b^2+3*a*q*g+6*a*c*g+18*b*r^2+3*b*g*p+6*b*c*g-12*g^2+p*g^2+143*r+6*c*p^2+3*p^2*q+156*b-120*q*c+36*c^2*r-64*a*q+232*c+18*p*r^2-60*p*q-64*b*p-72*g*r+4*b^2*c+4*a^2*c-72*r^2+12*q*c^2-128*b*c-111*b*r-198*c*r+36*c*r^2+3*a*p^2+18*a*r^2+8*c^3+12*p*c*q+2*p*a^2-24*a^2+6*a^2*r+8*c^2*g+96*g+116*q+p^3+6*q^2*c+3*a*q^2+2*b^2*p+4*p*q*g-42*g*p-64*a*p-128*a*c+9*p^2*r-120*c^2+12*a*p*c+12*q*b*c+2*g*p^2+6*b*p*q+8*c*p*g-84*c*g+3*a*p*g+12*b*c^2+18*p*a*r+12*p*g*r+36*p*c*r+9*a*g*r+36*a*c*r+24*c*g*r+2*c*g^2+36*q*c*r+36*r*b*c+2*q*b^2+12*p*c^2-99*p*r+10*r^3+12*a*b*r+9*b*g*r+18*b*p*r+18*p*q*r+12*q*g*r+3*q^2*b+2*q^2*g+4*a*q*b-120*p*c-36*a*g)*x^4)*dx^2+80*b*a^2+114*p+28*a*g^2-2*c*g^3+64*a^2*g+54*q*r+6*p*q^2-20*g*r^2+96*a+2*a*q*r-18*q*r^2+144*a*b*c+8*b*c*p+6*q^2*r+16*q*b-16*c^4+4*g^3+32*a*b^2+168*a*r+48*a^3-32*b*c^3-48*a^2*c^2-48*a*c^3+20*q*b*g+20*r*b^2+36*a^2*q+16*b*g^2+120*a*b+52*b*g+10*q*g^2-20*b*p^2+76*a*q*c+40*q*c*g+68*a*b*p-24*c^3*g+6*q^2+8*r*g^2+30*p^2+96*a*c^2+38*q*g+22*q*b*r+8*b^2+38*a*q*g+104*a*c*g-14*b*r^2+36*b*g*p+64*b*c*g+24*g^2-12*c^2*g^2+12*p*g^2+96*r+16*b^2*g-128*c*p^2-36*p^2*q+16*b-64*r*b*c*g-32*r*b^2*p-16*b^2*c^2+104*q*c-48*c^2*r+92*a*q+144*c-107*p*r^2+66*p*q+110*b*p+80*g*r+40*b^2*c+120*a^2*c-24*c*a^2*g+24*r^2+40*q*c^2+160*b*c+92*b*r+156*c*r-78*c*r^2-12*c*a*g^2-60*a*p^2-48*a*r^2+24*c^3-18*p*c*q+36*p*a^2+144*a^2-32*c*b*g*a+24*a^2*r-8*c*b*g^2+40*c^2*g+32*g+24*q-42*p^3+14*q^2*c+14*a*q^2+24*b^2*p+8*p*q*g+98*g*p+198*a*p+328*a*c-122*p^2*r+184*c^2-28*a*p*c+48*q*b*c-8*b^2*c*g-28*g*p^2+26*b*p*q-14*c*p*g+140*c*g+42*a*p*g+64*b*c^2-135*p*a*r-64*p*g*r-244*p*c*r+28*a*g*r-24*a*c*r-8*c*g*r-b*p^2*q*r^2+22*c*g^2-4*q*c*r+12*r*b*c-76*p*c^2+39*p*r-a*p^2*q*r^2-24*r^3-32*b*c^2*g-48*a*c^2*g+52*a*b*r+26*b*g*r-51*b*p*r-73*p*q*r+8*q*g*r+2*a*c*p*q*r^2-64*a*b*c^2-149*r*p*c*g-320*r*p*a*c-116*r*p*a*g-104*r*a*c*g-40*r*q*b*c-32*r*a*q*g-32*r*a*q*b-144*r*a*b*p-116*r*a*p*q-136*r*a*b*c-12*r*b*q*g-55*r*b*p*q-196*r*b*c*p-72*r*b*g*p-76*c^2*r^2-110*p*a*r^2-6*r^4-14*g*r^3-12*q*r^3-6*q^2*r^2-12*r^2*b^2-10*r^2*g^2-18*b*r^3-42*a*q*r^2-18*q*b*r^2-50*p*g*r^2-83*p*c*r^2-44*a*g*r^2-124*a*c*r^2-58*c*g*r^2-48*q*c*r^2-76*r^2*b*c-56*a*b*r^2-26*b*g*r^2-65*b*p*r^2-25*p*q*r^2-18*q*g*r^2-24*r*c*g^2-12*r*q^2*c-125*r*a*p^2-112*r*a^2*c-127*r*c*p^2-72*r*c^2*g-28*r*p*g^2-56*r*q*c^2-58*r*g*p^2-186*r*p*c^2-12*r*a*q^2-40*r*a^2*q-152*r*a*c^2-120*r*p*a^2-32*r*b^2*c-76*r*b*p^2-96*r*b*c^2-19*r*p*q^2-44*r*p^2*q-4*r*q^2*g-6*r*q*g^2-5*p*r^3-36*c*r^3-30*a*r^3-48*a^2*r^2-12*p^2*r^2-25*r*p^3-64*r*c^3-40*r*c*q*g-127*r*c*p*q-51*r*p*q*g-96*r*a*q*c+41*r^2*p*c*g+76*r^2*p*a*c+13*r^2*p*a*g+14*r^2*a*b*p+35*r^2*a*p*q+16*r^2*b*p*q+50*r^2*b*c*p+10*r^2*b*g*p+49*r^2*c*p*q+16*r^2*p*q*g-2*r^3*p*c*g+r^3*p*a*g+2*r^3*a*b*p-r^3*a*p*q-r^3*b*p*q+8*r^4*p+23*r^3*p^2+22*r^2*p^3+49*r^2*a*p^2+77*r^2*c*p^2+4*r^2*p*g^2+26*r^2*g*p^2+66*r^2*p*c^2+10*r^2*p*a^2+30*r^3*p*a+15*r^3*p*g+43*r^3*p*c+17*r^3*b*p+16*r^3*p*q+4*r^2*b^2*p+30*r^2*b*p^2+8*r^2*p*q^2+30*r^2*p^2*q+2*r^3*p*a^2-r^5*p-3*r^4*p^2-3*r^3*p^3-2*r^3*a*p^2-8*r^3*c*p^2-2*r^3*g*p^2-4*r^3*p*c^2-r^4*p*a-r^4*p*g-4*r^4*p*c-r^4*b*p-2*r^4*p*q-2*r^3*b*p^2-r^3*p*q^2-4*r^3*p^2*q-2*r^3*b*c*p-4*r^3*c*p*q-r^3*p*q*g+72*b*g*a-32*c*b*a^2-16*b^2*c*a-4*c*p^2*q*r^2+6*q^2*g+44*a*q*b-g*p^2*q*r^2+180*p*c-12*p^4-a*p^3*r^2-p^2*q^2*r^2-g*p^3*r^2-b*p^3*r^2-p^4*r^2+120*a*g+x^3*(x-1)^3*((2*a+2*b+2*c+g+p+q+r+4)*x-p)*dx^5-(2*a+2*b+2*c+g+p+q+r+4)*(r-3)*(r-4)*(-2+2*c+q+r+p)*(p+b+a+g+q+r+2*c)*(p+2*b+2*a+g+2+q+r+2*c)*x^2+x*(x-1)*(-(2*a^2+4*a*c+a*g+6*a*p+6*a*r+2*c^2+c*g+6*p*c+6*c*r+2*g*p+2*g*r+3*p^2+6*p*r+3*r^2-13*a-13*c-5*g-9*p-9*r+3)*p+(108+4*b*a^2-33*p+a*g^2+4*a^2*g-16*q*r+2*g*r^2-46*a+3*a*q*r+q*r^2+8*a*b*c+20*b*c*p-45*a*r+4*a^3+2*a^2*q-50*a*b-18*b*g+12*b*p^2+4*a*q*c+12*a*p*q+q*c*g+16*a*b*p+r*g^2-45*p^2+12*a*c^2-9*q*g+a*q*g+8*a*c*g+2*b*r^2+6*b*g*p+2*b*c*g-9*g^2+3*p*g^2-37*r+30*c*p^2+9*p^2*q+54*b-25*q*c+8*c^2*r-25*a*q-46*c+19*p*r^2-39*p*q-62*b*p-21*g*r+12*a^2*c-12*r^2+2*q*c^2-50*b*c-32*b*r-45*c*r+5*c*r^2+24*a*p^2+5*a*r^2+4*c^3+12*p*c*q+18*p*a^2-42*a^2+8*a^2*r+4*c^2*g-9*g+27*q+9*p^3+4*p*q*g-43*g*p-87*a*p-84*a*c+27*p^2*r-42*c^2+44*a*p*c+11*g*p^2+19*c*p*g-39*c*g+15*a*p*g+4*b*c^2+36*p*a*r+16*p*g*r+45*p*c*r+6*a*g*r+16*a*c*r+6*c*g*r+c*g^2+3*q*c*r+6*r*b*c+26*p*c^2-70*p*r+r^3+6*a*b*r+2*b*g*r+15*b*p*r+12*p*q*r+q*g*r+2*b*g*a-99*p*c-39*a*g)*x+(-384-16*b*a^2+117*p-6*a*g^2-12*a^2*g+71*q*r-9*p*q^2-15*g*r^2+80*a-33*a*q*r-14*q*r^2-56*a*b*c-68*b*c*p-6*q^2*r+92*q*b-g^3-8*a*b^2+138*a*r-8*a^3-6*q*b*g-12*r*b^2-16*a^2*q-4*b*g^2+184*a*b+90*b*g-3*q*g^2-24*b*p^2-40*a*q*c-36*a*p*q-18*q*c*g-44*a*b*p+30*q^2-8*r*g^2+63*p^2-56*a*c^2+55*q*g-18*q*b*r+64*b^2-14*a*q*g-40*a*c*g-22*b*r^2-23*b*g*p-28*b*c*g+29*g^2-8*p*g^2+164*r-4*b^2*g-42*c*p^2-18*p^2*q-64*b+128*q*c-54*c^2*r+104*a*q+176*c-38*p*r^2+93*p*q+159*b*p+70*g*r-16*b^2*c-40*a^2*c+33*r^2-24*q*c^2+216*b*c+138*b*r+138*c*r-37*c*r^2-30*a*p^2-31*a*r^2-24*c^3-48*p*c*q-30*p*a^2+120*a^2-34*a^2*r-28*c^2*g+36*g+24*q-9*p^3-6*q^2*c-6*a*q^2-14*b^2*p-18*p*q*g+89*g*p+171*a*p+256*a*c-36*p^2*r+136*c^2-88*a*p*c-20*q*b*c-16*g*p^2-24*b*p*q-46*c*p*g+126*c*g-31*a*p*g-40*b*c^2-72*p*a*r-38*p*g*r-99*p*c*r-33*a*g*r-88*a*c*r-43*c*g*r-10*c*g^2-39*q*c*r-62*r*b*c-60*p*c^2+110*p*r-8*r^3-46*a*b*r-22*b*g*r-57*b*p*r-42*p*q*r-15*q*g*r-16*b*g*a-2*q^2*g-16*a*q*b+194*p*c+118*a*g)*x^2+(2*a+2*b+2*c+g+p+q+r+4)*(75-39*p+12*q*r-43*a+6*q*b+12*a*r+4*a*b+3*b*g+3*q^2+3*p^2+4*q*g+2*b^2+g^2-58*r-43*b+12*q*c+6*a*q-78*c+6*p*q+6*b*p+8*g*r+10*r^2+12*b*c+12*b*r+24*c*r+2*a^2-28*g-39*q+4*g*p+6*a*p+12*a*c+12*c^2+8*c*g+12*p*r+12*p*c+3*a*g)*x^3)*dx^3+x^2*(x-1)^2*(-(3*a+3*c+g+3*p+3*r-6)*p+(-44-11*p+2*q*r-10*a+7*a*r+6*a*b+2*b*g+6*p^2+q*g+g^2-3*r-22*b+3*q*c+3*a*q-10*c+6*p*q+9*b*p+3*g*r+2*r^2+6*b*c+4*b*r+7*c*r+6*a^2-7*g-11*q+6*g*p+12*a*p+12*a*c+6*c^2+5*c*g+11*p*r+15*p*c+5*a*g)*x-(2*a+2*b+2*c+g+p+q+r+4)*(5*r+2*g+3*p+3*q+6*c+3*a-17+3*b)*x^2)*dx^4-30*b*p^3-8*a^3*q-24*g*p^3-24*p^3*q-12*p^2*q^2-66*c*p^3-48*a*p^3+14*p^3*q*r+7*p^4*r+7*p^2*q^2*r-16*a^3*c-4*c*p^3*r^2-2*p^3*q*r^2-88*c^3*p-60*a^2*p^2-24*a^3*p-24*a^3*r-14*g^2*p^2-4*a^2*q^2-16*b^2*p^2-2*g^3*p-2*g^3*r-4*c^2*q^2-16*c^3*q-124*c^2*p^2-18*c*p*q^2-6*g*p*q^2+6*a^2*p*q*r+6*a*b*p*q*r+7*a*g*p*q*r-66*a*p^2*q-18*a*p*q^2-2*b*c*p^2*r^2-4*c^2*p^2*r^2-2*c*g*p^2*r^2+13*b*p^2*q*r+40*c*p^2*q*r+6*c*p*q^2*r+13*g*p^2*q*r+2*g*p*q^2*r+30*a*c*p*q*r+13*b*p^3*r+34*c*p^3*r+11*g*p^3*r+2*a^2*p*q*r^2+2*a^2*p^2*r^2+2*a*b*p^2*r^2+2*a*b*p*q*r^2+a*g*p^2*r^2+a*g*p*q*r^2+25*a*p^2*q*r+6*a*p*q^2*r+19*a*p^3*r: PRaandp:= x^3*(x-1)^3*((2*c+p+q+r+1)*x-2*a-2*c-g-p-3)*dx^5+x^2*(x-1)^2*(-(2*a+2*c+g+p+3)*(-3+3*a+3*c+g+3*p+3*r)+(-20+4*p+6*a^2+18*c^2+2*g^2+6*p^2+2*r^2+9*b+5*c+g+7*q+18*r+15*a*r+3*b*p+12*c*g+21*c*p+9*c*q+19*c*r+6*g*p+4*g*q+7*g*r+6*p*q+11*p*r+2*q*r+6*b*c+9*a*q+3*b*g+6*a*b+24*a*c+12*a*p+7*a*g)*x-(3*a+3*b+6*c+2*g+3*p+3*q+5*r-5)*(2*c+p+q+r+1)*x^2)*dx^4+x*(x-1)*(-(2*a^2+4*a*c+a*g+6*a*p+6*a*r+2*c^2+c*g+6*c*p+6*c*r+2*g*p+2*g*r+3*p^2+6*p*r+3*r^2-7*a-7*c-3*g-3*p-3*r-3)*(2*a+2*c+g+p+3)+(-21-54*p-85*a+34*g*p*r+18*a*b*r+24*a*p*q+16*a*b*p+21*c*q*r+12*p*q*r+112*a*c*r+24*c*p*q+24*a*b*c+8*b*g*a+10*g*p*q+18*b*c*r-32*a^2-22*c^2-8*g^2+6*p^2+45*r^2+28*c^3+9*p^3+r^3+7*g^2*p+2*g^2*q-33*b-100*c-41*g-30*q-49*r+32*a*r+7*b*p+27*b*r-27*c*g-4*c*q+57*c*r-8*g*p-5*g*q+14*g*r+9*p*q+50*p*r+26*q*r+44*a^2*c+30*a^2*p+14*a^2*q+44*a^2*r+42*a*c*g+92*a*c*p+28*a*c*q+29*a*g*p+11*a*g*q+42*a*g*r+72*a*p*r+21*a*q*r+2*b*c-4*a*q-5*b*g-10*a*b-54*a*c-15*a*p-32*a*g+64*a*c^2+30*a*p^2+33*a*r^2+16*b*c^2+6*b*p^2+30*c^2*g+62*c^2*p+14*c^2*q+68*c^2*r+10*c*g^2+42*c*p^2+35*c*r^2+10*g^2*r+14*g*p^2+16*g*r^2+9*p^2*q+27*p^2*r+19*p*r^2+q*r^2+12*b*c*g+20*b*c*p+8*b*g*p+9*b*g*r+9*b*p*r+43*c*g*p+11*c*g*q+53*c*g*r+87*c*p*r+10*g*q*r+6*g^2*a+12*a^2*g+8*a^3+g^3+2*g^2*b+8*a^2*b)*x+(15+54*p+71*a-38*g*p*r-34*a*b*r-36*a*p*q-20*a*b*p-20*b*c*q-69*c*q*r-42*p*q*r-136*a*c*r-60*c*p*q-16*a*b*q-40*a*b*c-10*b*g*a-18*g*p*q-50*b*c*r+22*a^2-6*b^2+34*c^2+6*g^2+6*p^2-3*q^2-45*r^2-48*c^3-9*p^3-8*r^3-6*g^2*p-5*g^2*q+56*b+107*c+41*g+48*q+59*r-13*a*r-10*b*q-43*b*r+28*c*g+29*c*p+11*c*q-48*c*r+12*g*p+6*g*q-14*g*r+3*p*q-28*p*r-37*q*r-36*a^2*c-18*a^2*p-16*a^2*q-34*a^2*r-42*a*c*g-88*a*c*p-64*a*c*q-21*a*g*p-18*a*g*q-39*a*g*r-72*a*p*r-51*a*q*r+4*b*c+17*a*q+5*b*g+16*a*b+62*a*c+27*a*p+23*a*g-80*a*c^2-24*a*p^2-12*a*q^2-45*a*r^2-4*b^2*c-2*b^2*p-40*b*c^2-12*b*p^2-6*b*r^2-44*c^2*g-84*c^2*p-48*c^2*q-114*c^2*r-12*c*g^2-48*c*p^2-12*c*q^2-67*c*r^2-11*g^2*r-13*g*p^2-5*g*q^2-22*g*r^2-18*p^2*q-36*p^2*r-9*p*q^2-38*p*r^2-6*q^2*r-14*q*r^2-22*b*c*g-44*b*c*p-11*b*g*p-8*b*g*q-17*b*g*r-12*b*p*q-27*b*p*r-6*b*q*r-48*c*g*p-32*c*g*q-72*c*g*r-129*c*p*r-24*g*q*r-5*g^2*a-4*b^2*a-8*a^2*g-4*a^3-g^3-3*g^2*b-8*a^2*b-2*b^2*g)*x^2+(2*c+p+q+r+1)*(-3-9*p-13*a+2*a^2+2*b^2+12*c^2+g^2+3*p^2+3*q^2+10*r^2-13*b-18*c-8*g-9*q-10*r+12*a*r+6*b*p+6*b*q+12*b*r+8*c*g+12*c*p+12*c*q+24*c*r+4*g*p+4*g*q+8*g*r+6*p*q+12*p*r+12*q*r+12*b*c+6*a*q+3*b*g+4*a*b+12*a*c+6*a*p+3*a*g)*x^3)*dx^3+(-(p+r-2)*(p+a+c+r)*(2*a+2*c+g+p+r+2)*(2*a+2*c+g+p+3)+(2*a+2*c+g+p+3)*(8-22*p-10*a+16*g*p*r+8*a*b*r+7*a*p*q+4*a*b*p+12*c*q*r+12*p*q*r+40*a*c*r+7*c*p*q+4*a*b*c+2*g*p*q+16*b*c*r-18*a^2-30*c^2-3*g^2-8*p^2+4*c^3+4*p^3+11*r^3+g^2*p-24*c-2*g-4*q-30*r-34*a*r-11*b*p-13*b*r-20*c*g-33*c*p-14*c*q-29*c*r-14*g*p-5*g*q-16*g*r-9*p*q-8*p*r-8*q*r+4*a^2*c+6*a^2*p+2*a^2*q+12*a^2*r+4*a*c*g+22*a*c*p+4*a*c*q+5*a*g*p+a*g*q+10*a*g*r+37*a*p*r+12*a*q*r-18*b*c-14*a*q-6*b*g-12*a*b-48*a*c-30*a*p-15*a*g+8*a*c^2+10*a*p^2+27*a*r^2+4*b*c^2+3*b*p^2+9*b*r^2+4*c^2*g+16*c^2*p+2*c^2*q+28*c^2*r+c*g^2+15*c*p^2+34*c*r^2+2*g^2*r+4*g*p^2+12*g*r^2+4*p^2*q+19*p^2*r+26*p*r^2+8*q*r^2+2*b*c*g+8*b*c*p+2*b*g*p+4*b*g*r+12*b*p*r+9*c*g*p+c*g*q+18*c*g*r+49*c*p*r+4*g*q*r)*x+(-54-72*a*c^2*g-136*c^2*q*r-163*c*g*r^2-26*c*g^2*p+84*p-54*c*p^2*q-31*a*g*p^2-6*a-114*a*c*p^2-6*b^2*p*r-34*c^2*g*q-28*g*p*r+22*a*b*r+66*a*p*q-8*a^2*b*q-16*a^2*b*p-24*a^2*b*c-76*b*c^2*p+78*a*b*p-24*a*q^2*r-86*b*c*r^2-76*c^2*p*q-360*a*c^2*r-36*a^2*p*q-15*b*g^2*r+26*b*c*q-8*a*b^2*c-96*c*q*r-92*c*q*r^2-119*a*g*r^2-60*a^2*g*r-92*a^2*c*p-52*p*q*r^2-244*c*p*r^2-64*a*b*c^2-80*a^2*q*r-83*p*q*r+16*a*c*r-76*a*b*r^2+63*c*p*q-220*a^2*c*r-5*b*g^2*p+36*a*b*q+156*a*b*c-198*c*p^2*r-45*b*p*r^2+72*b*g*a-20*a^2*g*p+34*g*p*q-20*b*c^2*q-19*g^2*q*r-63*c*g^2*r-138*a^2*p*r-2*b^2*g*p-8*b*c*g^2-9*b*p^3-12*b^2*c*r-172*a*c^2*p-54*p^2*q*r-48*a^2*b*r-78*b*c*r-318*a*c*r^2-39*a*p^2*q-3*b*q*r^2-15*c*p*q^2-28*a^2*c*g-4*b^2*c*g-2*b*g^2*q-15*a*p*q^2-138*a*p*q*r+96*a^2+24*b^2+308*c^2+32*g^2+96*p^2+30*q^2+12*r^2+104*c^3+6*p^3-87*r^3+29*g^2*p+17*g^2*q+2*b+108*c+4*g+48*q+177*r+323*a*r+106*b*p+62*b*q+142*b*r+208*c*g+348*c*p+202*c*q+329*c*r+124*g*p+76*g*q+164*g*r+114*p*q+154*p*r+93*q*r+208*a^2*c+108*a^2*p+68*a^2*q+78*a^2*r+214*a*c*g+254*a*c*p+152*a*c*q+112*a*g*p+68*a*g*q+71*a*g*r-43*a*p*r-45*a*q*r+188*b*c+154*a*q+64*b*g+104*a*b+392*a*c+234*a*p-6*p^2*q^2+112*a*g+264*a*c^2+60*a*p^2+16*a*q^2-159*a*r^2+4*b^2*c+2*b^2*p-18*b^2*r+84*b*c^2+17*b*p^2-106*b*r^2+130*c^2*g+134*c^2*p+84*c^2*q-86*c^2*r+55*c*g^2+53*c*p^2+16*c*q^2-261*c*r^2+16*g^2*r+31*g*p^2+9*g*q^2-88*g*r^2+9*p^2*q-65*p^2*r+3*p*q^2-165*p*r^2-24*q^2*r-102*q*r^2+80*b*c*g+76*b*c*p+40*b*g*p+18*b*g*q+2*b*g*r+7*b*p*q-59*b*p*r-49*b*q*r+128*c*g*p+75*c*g*q-8*c*g*r-170*c*p*r-22*g*q*r-4*a*b^2*p-83*a*q*r^2+44*g^2*a+16*b^2*a+80*a^2*g+48*a^3+8*g^3+20*g^2*b+64*a^2*b+8*b^2*g-3*b*r^3-15*p*q^2*r-24*c*q^2*r-32*c^4-6*p^4-3*r^4-98*a*c*g*p-236*a*c*g*r-448*a*c*p*r-145*a*g*p*r-232*c*g*p*r-16*a*c*g^2-11*a*g^2*p-33*a*g^2*r-90*c^2*g*p-190*c^2*g*r-328*c^2*p*r-58*c*g*p^2-38*g^2*p*r-16*a^3*c-12*a^3*p-36*a^3*r-64*a^2*c^2-30*a^2*p^2-114*a^2*r^2-80*a*c^3-44*c^3*g-92*c^3*p-176*c^3*r-20*c^2*g^2-92*c^2*p^2-210*c^2*r^2-3*c*g^3-2*g^3*p-6*g^3*r-8*g^2*p^2-31*g^2*r^2-8*b^2*c^2-40*b*c^3-28*a*b*c*g-80*a*b*c*p-28*a*b*c*q-180*a*b*c*r-18*a*b*g*p-8*a*b*g*q-54*a*b*g*r-46*a*c*g*q-44*b*c*g*p-14*b*c*g*q-96*b*c*g*r-160*b*c*p*r-44*b*c*q*r-55*b*g*p*r-20*b*g*q*r-104*c*g*q*r-48*a^2*c*q-12*a^2*g*q-12*a*b^2*r-72*a*c^2*q-6*a*g^2*q-8*b^2*c*p-6*b^2*g*r-36*b*c^2*g-140*b*c^2*r-11*c*g^2*q-46*b*c*p^2-13*b*g*p^2-38*b*g*r^2-32*c^3*q-g^3*q-2*b^2*p^2-104*a*b*p*r-40*a*b*q*r-78*a*g*q*r-8*a^2*q^2-8*c^2*q^2-g^2*q^2-24*a*b*p^2-6*a*g*q^2-6*c*g*q^2-9*b*p^2*q-135*a*p^2*r-185*a*p*r^2-69*g*p^2*r-94*g*p*r^2-24*a*p^3-65*a*r^3-39*c*p^3-74*c*r^3-12*g*p^3-32*g*r^3-18*g*p^2*q-45*b*p^2*r-8*g^2*p*q-11*g*q^2*r-40*g*q*r^2-20*a*b*p*q-112*a*c*p*q-216*a*c*q*r-34*a*g*p*q-28*b*c*p*q-10*b*g*p*q-24*b*p*q*r-52*c*g*p*q-174*c*p*q*r-66*g*p*q*r-8*a^3*q-16*a*c*q^2-6*g*p*q^2-12*p^3*q-39*p^3*r-70*p^2*r^2-40*p*r^3-3*q^2*r^2-6*q*r^3)*x^2+(36+60*a*c^2*g+228*c^2*q*r+160*c*g*r^2+14*b*c*q^2+19*c*g^2*p-42*p+63*c*p^2*q+17*a*g*p^2+6*a+76*a*c*p^2+14*b^2*p*r+56*c^2*g*q-2*g*p*r-28*a*b*r-81*a*p*q+8*a^2*b*q+8*a^2*b*p+16*a^2*b*c+92*b*c^2*p+4*b^2*q*r-68*a*b*p+51*a*q^2*r+136*b*c*r^2+108*c^2*p*q+324*a*c^2*r+24*a^2*p*q+9*b*p*q^2+12*b*g^2*r-66*b*c*q+8*a*b^2*c+68*c*q*r+175*c*q*r^2+84*a*g*r^2+32*a^2*g*r+52*a^2*c*p+98*p*q*r^2+275*c*p*r^2+64*a*b*c^2+64*a^2*q*r+43*p*q*r-56*a*c*r+76*a*b*r^2-112*c*p*q+144*a^2*c*r+3*b*g^2*p-52*a*b*q-140*a*b*c+183*c*p^2*r+72*b*p*r^2-50*b*g*a+8*a^2*g*p-42*g*p*q+56*b*c^2*q+21*g^2*q*r+51*c*g^2*r+74*a^2*p*r+2*b^2*g*p+6*b*c*g^2+9*b*p^3+28*b^2*c*r+136*a*c^2*p+72*p^2*q*r+32*a^2*b*r+30*b*c*r+286*a*c*r^2+10*a*b*q^2+33*a*p^2*q+30*b*q*r^2+39*c*p*q^2+16*a^2*c*g+8*b^2*c*q+4*b^2*c*g+3*b*g^2*q+24*a*p*q^2+144*a*p*q*r-50*a^2-36*b^2-258*c^2-25*g^2-70*p^2-45*q^2-30*r^2-104*c^3-12*p^3-3*q^3+69*r^3-20*g^2*p-16*g^2*q-6*b-74*c-10*g-42*q-114*r-206*a*r-91*b*p-83*b*q-129*b*r-161*c*g-269*c*p-219*c*q-281*c*r-82*g*p-74*g*q-115*g*r-115*p*q-142*p*r-105*q*r-124*a^2*c-60*a^2*p-52*a^2*q-50*a^2*r-144*a*c*g-210*a*c*p-164*a*c*q-70*a*g*p-58*a*g*q-45*a*g*r-23*a*p*r+6*a*q*r-178*b*c-124*a*q-61*b*g-86*a*b-258*a*c-132*a*p+12*p^2*q^2-75*a*g-212*a*c^2-52*a*p^2-29*a*q^2+84*a*r^2-16*b^2*c-8*b^2*p+22*b^2*r-112*b*c^2-28*b*p^2-5*b*q^2+84*b*r^2-114*c^2*g-152*c^2*p-116*c^2*q+40*c^2*r-41*c*g^2-74*c*p^2-38*c*q^2+194*c*r^2-10*g^2*r-28*g*p^2-14*g*q^2+58*g*r^2-27*p^2*q+19*p^2*r-18*p*q^2+105*p*r^2+24*q^2*r+93*q*r^2-78*b*c*g-112*b*c*p-38*b*g*p-26*b*g*q-3*b*g*r-33*b*p*q+17*b*p*r+46*b*q*r-113*c*g*p-85*c*g*q-9*c*g*r+58*c*p*r+14*g*q*r+4*a*b^2*p+109*a*q*r^2-25*g^2*a-20*b^2*a-40*a^2*g-20*a^3-5*g^3+12*b*q^2*r-15*g^2*b-40*a^2*b-10*b^2*g+18*b*r^3+45*p*q^2*r+75*c*q^2*r+40*c^4+4*p^4+12*r^4+64*a*c*g*p+174*a*c*g*r+348*a*c*p*r+89*a*g*p*r+200*c*g*p*r+10*a*c*g^2+5*a*g^2*p+20*a*g^2*r+80*c^2*g*p+188*c^2*g*r+336*c^2*p*r+44*c*g*p^2+26*g^2*p*r+8*a^3*c+4*a^3*p+16*a^3*r+48*a^2*c^2+14*a^2*p^2+72*a^2*r^2+80*a*c^3+48*c^3*g+92*c^3*p+204*c^3*r+18*c^2*g^2+78*c^2*p^2+254*c^2*r^2+2*c*g^3+g^3*p+4*g^3*r+5*g^2*p^2+24*g^2*r^2+4*p*q^3+16*b^2*c^2+56*b*c^3+20*a*b*c*g+68*a*b*c*p+52*a*b*c*q+172*a*b*c*r+10*a*b*g*p+10*a*b*g*q+40*a*b*g*r+52*a*c*g*q+42*b*c*g*p+30*b*c*g*q+100*b*c*g*r+204*b*c*p*r+120*b*c*q*r+51*b*g*p*r+36*b*g*q*r+144*c*g*q*r+44*a^2*c*q+8*a^2*g*q+4*a*b^2*q+16*a*b^2*r+100*a*c^2*q+5*a*g^2*q+16*b^2*c*p+2*b^2*g*q+8*b^2*g*r+40*b*c^2*g+192*b*c^2*r+15*c*g^2*q+50*b*c*p^2+11*b*g*p^2+40*b*g*r^2+60*c^3*q+g^3*q+4*b^2*p^2+4*b^2*r^2+88*a*b*p*r+68*a*b*q*r+74*a*g*q*r+10*a^2*q^2+30*c^2*q^2+3*g^2*q^2+18*a*b*p^2+11*a*g*q^2+5*b*g*q^2+20*c*g*q^2+18*b*p^2*q+93*a*p^2*r+151*a*p*r^2+53*g*p^2*r+84*g*p*r^2+14*a*p^3+65*a*r^3+29*c*p^3+107*c*r^3+8*g*p^3+34*g*r^3+18*g*p^2*q+4*b^2*p*q+54*b*p^2*r+8*g^2*p*q+25*g*q^2*r+56*g*q*r^2+28*a*b*p*q+116*a*c*p*q+264*a*c*q*r+28*a*g*p*q+64*b*c*p*q+16*b*g*p*q+66*b*p*q*r+64*c*g*p*q+258*c*p*q*r+78*g*p*q*r+6*q^3*r+4*a^3*q+5*a*q^3+5*c*q^3+2*g*q^3+40*a*c*q^2+12*g*p*q^2+12*p^3*q+33*p^3*r+74*p^2*r^2+58*p*r^3+24*q^2*r^2+30*q*r^3)*x^3-(6-10*p-2*a+12*g*p*r+12*a*b*r+6*a*p*q+4*a*b*p+12*b*c*q+36*c*q*r+18*p*q*r+36*a*c*r+12*c*p*q+4*a*b*q+8*a*b*c+4*g*p*q+36*b*c*r-8*a^2-8*b^2-24*c^2-4*g^2-6*p^2-6*q^2+8*c^3+p^3+q^3+10*r^3+g^2*p+g^2*q-2*b-20*c-4*g-10*q-19*r-21*a*r-16*b*p-16*b*q-21*b*r-20*c*g-24*c*p-24*c*q-18*c*r-10*g*p-10*g*q-12*g*r-12*p*q-9*p*r-9*q*r+4*a^2*c+2*a^2*p+2*a^2*q+6*a^2*r+6*a*c*g+12*a*c*p+12*a*c*q+3*a*g*p+3*a*g*q+9*a*g*r+18*a*p*r+18*a*q*r-32*b*c-16*a*q-12*b*g-16*a*b-32*a*c-16*a*p-12*a*g+12*a*c^2+3*a*p^2+3*a*q^2+18*a*r^2+4*b^2*c+2*b^2*p+2*b^2*q+6*b^2*r+12*b*c^2+3*b*p^2+3*b*q^2+18*b*r^2+8*c^2*g+12*c^2*p+12*c^2*q+36*c^2*r+2*c*g^2+6*c*p^2+6*c*q^2+36*c*r^2+3*g^2*r+2*g*p^2+2*g*q^2+12*g*r^2+3*p^2*q+9*p^2*r+3*p*q^2+18*p*r^2+9*q^2*r+18*q*r^2+6*b*c*g+12*b*c*p+3*b*g*p+3*b*g*q+9*b*g*r+6*b*p*q+18*b*p*r+18*b*q*r+8*c*g*p+8*c*g*q+24*c*g*r+36*c*p*r+12*g*q*r)*(2*c+p+q+r+1)*x^4)*dx^2+(-(r-1)*(2*a+2*c+g+p+3)*(-8-2*p-14*a+8*g*p*r+4*a*b*r+5*a*p*q+4*a*b*p+5*c*q*r+4*p*q*r+18*a*c*r+5*c*p*q+4*a*b*c+2*g*p*q+8*b*c*r-6*a^2+2*c^2-g^2+8*p^2+8*r^2+4*c^3+2*p^3+2*r^3+g^2*p-4*b-12*c-6*g-2*q-2*r+6*a*r+b*p+b*r-2*c*g+15*c*p+15*c*r+2*g*p-g*q+2*g*r+3*p*q+16*p*r+3*q*r+4*a^2*c+6*a^2*p+2*a^2*q+6*a^2*r+4*a*c*g+18*a*c*p+4*a*c*q+5*a*g*p+a*g*q+5*a*g*r+16*a*p*r+5*a*q*r-2*b*c-2*b*g-4*a*b-4*a*c+6*a*p-5*a*g+8*a*c^2+8*a*p^2+8*a*r^2+4*b*c^2+3*b*p^2+3*b*r^2+4*c^2*g+12*c^2*p+2*c^2*q+12*c^2*r+c*g^2+9*c*p^2+9*c*r^2+g^2*r+4*g*p^2+4*g*r^2+2*p^2*q+6*p^2*r+6*p*r^2+2*q*r^2+2*b*c*g+8*b*c*p+2*b*g*p+2*b*g*r+6*b*p*r+9*c*g*p+c*g*q+9*c*g*r+18*c*p*r+2*g*q*r)+(r-1)*(2*a+2*c+g+p+3)*(-18-6*p-30*a+28*g*p*r+24*a*b*r+24*a*p*q+16*a*b*p+16*b*c*q+45*c*q*r+30*p*q*r+76*a*c*r+36*c*p*q+8*a*b*q+24*a*b*c+12*g*p*q+54*b*c*r-12*a^2-4*b^2+28*c^2-4*g^2+18*p^2+35*r^2+24*c^3+6*p^3+11*r^3+4*g^2*p+2*g^2*q-18*b-24*c-18*g-12*q-3*r+23*a*r+6*b*p-4*b*q+12*b*r+6*c*g+50*c*p+14*c*q+73*c*r+8*g*p+15*g*r+18*p*q+53*p*r+25*q*r+16*a^2*c+12*a^2*p+8*a^2*q+18*a^2*r+20*a*c*g+56*a*c*p+32*a*c*q+14*a*g*p+8*a*g*q+21*a*g*r+50*a*p*r+32*a*q*r+4*b*c+2*a*q-10*b*g-16*a*b+4*a*c+12*a*p-14*a*g+40*a*c^2+18*a*p^2+6*a*q^2+32*a*r^2+8*b^2*c+4*b^2*p+6*b^2*r+32*b*c^2+12*b*p^2+21*b*r^2+24*c^2*g+48*c^2*p+24*c^2*q+62*c^2*r+6*c*g^2+30*c*p^2+6*c*q^2+47*c*r^2+6*g^2*r+10*g*p^2+2*g*q^2+18*g*r^2+12*p^2*q+23*p^2*r+6*p*q^2+28*p*r^2+7*q^2*r+18*q*r^2+16*b*c*g+40*b*c*p+10*b*g*p+4*b*g*q+15*b*g*r+12*b*p*q+33*b*p*r+15*b*q*r+32*c*g*p+16*c*g*q+44*c*g*r+77*c*p*r+16*g*q*r)*x-(r-1)*(-36+140*a*c^2*g+200*c^2*q*r+112*c*g*r^2+26*b*c*q^2+43*c*g^2*p-30*p+99*c*p^2*q+37*a*g*p^2-78*a+136*a*c*p^2+16*b^2*p*r+112*c^2*g*q+142*g*p*r+114*a*b*r+115*a*p*q+24*a^2*b*q+24*a^2*b*p+48*a^2*b*c+164*b*c^2*p+2*b^2*q*r+36*a*b*p+47*a*q^2*r+86*b*c*r^2+180*c^2*p*q+336*a*c^2*r+52*a^2*p*q+15*b*p*q^2+18*b*g^2*r+126*b*c*q+24*a*b^2*c+340*c*q*r+95*c*q*r^2+70*a*g*r^2+48*a^2*g*r+116*a^2*c*p+52*p*q*r^2+163*c*p*r^2+144*a*b*c^2+76*a^2*q*r+184*p*q*r+442*a*c*r+62*a*b*r^2+248*c*p*q+176*a^2*c*r+9*b*g^2*p+44*a*b*q+68*a*b*c+159*c*p^2*r+45*b*p*r^2-30*b*g*a+24*a^2*g*p+70*g*p*q+104*b*c^2*q+25*g^2*q*r+63*c*g^2*r+90*a^2*p*r+6*b^2*g*p+18*b*c*g^2+15*b*p^3+32*b^2*c*r+256*a*c^2*p+59*p^2*q*r+48*a^2*b*r+268*b*c*r+200*a*c*r^2+22*a*b*q^2+57*a*p^2*q+12*b*q*r^2+63*c*p*q^2+48*a^2*c*g+16*b^2*c*q+12*b^2*c*g+9*b*g^2*q+42*a*p*q^2+139*a*p*q*r-54*a^2-20*b^2+86*c^2-23*g^2+30*p^2+21*q^2+114*r^2+184*c^3+30*p^3+9*q^3+48*r^3+12*g^2*p+14*g^2*q-54*b-66*c-54*g-24*q+6*r+66*a*r-3*b*p+7*b*q+57*b*r-9*c*g+103*c*p+85*c*q+259*c*r-2*g*p+6*g*q+55*g*r+51*p*q+138*p*r+120*q*r+44*a^2*c+24*a^2*p+28*a^2*q+78*a^2*r+68*a*c*g+246*a*c*p+212*a*c*q+36*a*g*p+42*a*g*q+111*a*g*r+230*a*p*r+198*a*q*r-10*b*c-2*a*q-47*b*g-74*a*b-34*a*c-12*a*p+18*p^2*q^2-73*a*g+228*a*c^2+66*a*p^2+49*a*q^2+168*a*r^2+24*b^2*c+12*b^2*p+16*b^2*q+36*b^2*r+152*b*c^2+42*b*p^2+25*b*q^2+90*b*r^2+150*c^2*g+304*c^2*p+220*c^2*q+440*c^2*r+23*c*g^2+166*c*p^2+82*c*q^2+280*c*r^2+36*g^2*r+42*g*p^2+28*g*q^2+99*g*r^2+69*p^2*q+124*p^2*r+48*p*q^2+147*p*r^2+60*q^2*r+99*q*r^2+46*b*c*g+160*b*c*p+24*b*g*p+30*b*g*q+75*b*g*r+67*b*p*q+138*b*p*r+106*b*q*r+159*c*g*p+131*c*g*q+275*c*g*r+468*c*p*r+116*g*q*r+12*a*b^2*p+71*a*q*r^2-15*g^2*a-12*b^2*a-24*a^2*g-12*a^3-3*g^3+6*b*q^2*r-9*g^2*b-24*a^2*b-6*b^2*g+6*b*r^3+34*p*q^2*r+59*c*q^2*r+72*c^4+6*p^4+3*r^4+144*a*c*g*p+214*a*c*g*r+352*a*c*p*r+109*a*g*p*r+204*c*g*p*r+30*a*c*g^2+15*a*g^2*p+30*a*g^2*r+152*c^2*g*p+196*c^2*g*r+300*c^2*p*r+80*c*g*p^2+32*g^2*p*r+24*a^3*c+12*a^3*p+24*a^3*r+112*a^2*c^2+30*a^2*p^2+60*a^2*r^2+160*a*c^3+96*c^3*g+156*c^3*p+188*c^3*r+42*c^2*g^2+126*c^2*p^2+154*c^2*r^2+6*c*g^3+3*g^3*p+6*g^3*r+11*g^2*p^2+20*g^2*r^2+6*p*q^3+32*b^2*c^2+104*b*c^3+60*a*b*c*g+148*a*b*c*p+116*a*b*c*q+208*a*b*c*r+30*a*b*g*p+30*a*b*g*q+60*a*b*g*r+120*a*c*g*q+90*b*c*g*p+66*b*c*g*q+120*b*c*g*r+196*b*c*p*r+106*b*c*q*r+61*b*g*p*r+40*b*g*q*r+144*c*g*q*r+100*a^2*c*q+24*a^2*g*q+12*a*b^2*q+24*a*b^2*r+196*a*c^2*q+15*a*g^2*q+32*b^2*c*p+6*b^2*g*q+12*b^2*g*r+88*b*c^2*g+188*b*c^2*r+35*c*g^2*q+86*b*c*p^2+23*b*g*p^2+32*b*g*r^2+108*c^3*q+3*g^3*q+8*b^2*p^2+2*b^2*r^2+106*a*b*p*r+78*a*b*q*r+88*a*g*q*r+22*a^2*q^2+54*c^2*q^2+7*g^2*q^2+38*a*b*p^2+25*a*g*q^2+11*b*g*q^2+40*c*g*q^2+30*b*p^2*q+92*a*p^2*r+104*a*p*r^2+53*g*p^2*r+58*g*p*r^2+24*a*p^3+33*a*r^3+45*c*p^3+45*c*r^3+14*g*p^3+17*g*r^3+32*g*p^2*q+8*b^2*p*q+51*b*p^2*r+18*g^2*p*q+23*g*q^2*r+36*g*q*r^2+60*a*b*p*q+212*a*c*p*q+262*a*c*q*r+62*a*g*p*q+112*b*c*p*q+34*b*g*p*q+57*b*p*q*r+120*c*g*p*q+218*c*p*q*r+76*g*p*q*r+3*q^3*r+12*a^3*q+9*a*q^3+9*c*q^3+4*g*q^3+76*a*c*q^2+22*g*p*q^2+18*p^3*q+28*p^3*r+43*p^2*r^2+24*p*r^3+9*q^2*r^2+9*q*r^3)*x^2+(2*c+p+q+r+1)*(r-1)*(-6-2*p-10*a+12*g*p*r+12*a*b*r+12*a*p*q+8*a*b*p+24*b*c*q+36*c*q*r+18*p*q*r+36*a*c*r+24*c*p*q+8*a*b*q+16*a*b*c+8*g*p*q+36*b*c*r-4*a^2-4*b^2+24*c^2-2*g^2+6*p^2+6*q^2+15*r^2+16*c^3+2*p^3+2*q^3+5*r^3+2*g^2*p+2*g^2*q-10*b-4*c-8*g-2*q+r+9*a*r+4*b*p+4*b*q+9*b*r+8*c*g+24*c*p+24*c*q+42*c*r+4*g*p+4*g*q+8*g*r+12*p*q+21*p*r+21*q*r+8*a^2*c+4*a^2*p+4*a^2*q+6*a^2*r+12*a*c*g+24*a*c*p+24*a*c*q+6*a*g*p+6*a*g*q+9*a*g*r+18*a*p*r+18*a*q*r+8*b*c+4*a*q-6*b*g-8*a*b+8*a*c+4*a*p-6*a*g+24*a*c^2+6*a*p^2+6*a*q^2+12*a*r^2+8*b^2*c+4*b^2*p+4*b^2*q+6*b^2*r+24*b*c^2+6*b*p^2+6*b*q^2+12*b*r^2+16*c^2*g+24*c^2*p+24*c^2*q+36*c^2*r+4*c*g^2+12*c*p^2+12*c*q^2+24*c*r^2+3*g^2*r+4*g*p^2+4*g*q^2+8*g*r^2+6*p^2*q+9*p^2*r+6*p*q^2+12*p*r^2+9*q^2*r+12*q*r^2+12*b*c*g+24*b*c*p+6*b*g*p+6*b*g*q+9*b*g*r+12*b*p*q+18*b*p*r+18*b*q*r+16*c*g*p+16*c*g*q+24*c*g*r+36*c*p*r+12*g*q*r)*x^3)*dx-r*(r-1)*(2*a+2*c+g+p+3)*(4*a*c+3*a*p+2*a*q+3*a*r+2*b*c+b*p+b*r+4*c^2+3*c*g+4*c*p+2*c*q+4*c*r+2*g*p+g*q+2*g*r+p^2+p*q+2*p*r+q*r+r^2+6*c+4*p+2*q+4*r)*(r+4+q+p+g+2*c+2*b+2*a)+r*(r-1)*(3*r+4*c+2*p+2*q)*(2*a+2*c+g+p+3)*(r+4+q+p+g+2*c+2*b+2*a)*(r+2+q+p+g+2*c+b+a)*x-(2*c+p+q+r+1)*r*(r-1)*(r+2*c+p+q)*(r+2+q+p+g+2*c+b+a)*(r+4+q+p+g+2*c+2*b+2*a)*x^2: QRaandp:= 18*g^2*p*r^2-144*a*c^2*g+34*c^2*q*r+95*c*g*r^2-11*a*g^2*r^3-15*c*g^2*r^3-52*c*g^2*p-30*p-108*c*p^2*q-62*a*g*p^2-4*a*c*r^3-8*b*g*r^3+48*a^2*b*r^2+6*a-228*a*c*p^2+6*g^3*p*r+14*b^2*p*r+15*p^2*q*r^2-68*c^2*g*q+116*a^2*c*r^2-a*g*r^3+48*a^3*c*r-23*g*p*r-68*a*b*r-36*c^2*p*r^3-108*a*p*q-16*a^2*b*q-16*c^2*q*r^3-32*a^2*b*p+100*c^3*g*r+52*c^2*g^2*r-48*a^2*b*c-2*b^2*g*r^3-152*b*c^2*p-76*a*b*p+4*a*q^2*r+92*b*c*r^2+9*c*g^3*r-152*c^2*p*q+80*a*c^2*r+66*c^2*g*r^2+36*b*c^2*r^2-72*a^2*p*q+19*g^2*p^2*r-4*a*b^2*r^3-10*b*g^2*r+34*c^2*q*r^2-22*b*c*r^3-36*b*c*q-16*a*b^2*c-9*c*q*r+49*c*q*r^2+85*a*g*r^2-16*a^3*c*r^2-40*a^2*g*r-184*a^2*c*p-4*c^2*q^2*r^2-60*a*c^2*r^3+32*p*q*r^2+105*c*p*r^2-128*a*b*c^2+176*a*c^3*r+10*a^2*q*r+6*b^2*g*r^2-7*p*q*r-86*a*c*r+76*a*b*r^2-142*c*p*q+16*c^2*q^2*r+152*c^3*p*r+3*g^2*q^2*r-16*a^2*b*r^3+160*a^2*c^2*r-8*c*g*r^3+3*g^3*q*r+4*a^2*c*r-5*b*g^2*r^3-3*b*g*r^4+15*b*g^2*r^2+32*c*g^2*r^2-2*g^3*p*r^2-10*b*g^2*p-48*a^2*c^2*r^2-16*a*b*q+32*a^2*q*r^2-104*a*b*c+25*c*p^2*r+54*b*p*r^2-8*b^2*c^2*r^2-12*c*g*r^4-40*a^2*g*p-24*c^2*p^2*r^2-52*g*p*q-40*b*c^2*q+64*c^3*q*r-10*a*b*r^3-48*a*c^3*r^2+4*g^2*q*r+104*c^2*p*r^2+33*a*g^2*r^2+13*c*g^2*r+132*a*c^2*r^2+20*a^2*p*r-4*b^2*g*p-16*b*c*g^2-18*b*p^3-9*b*r^4+28*b^2*c*r-344*a*c^2*p+7*p^2*q*r-4*b^2*c*r^3-32*a^2*b*r-5*g^2*p^2*r^2-24*b*c*r+156*a*c*r^2-6*b*c*r^4-5*g^2*p*q*r^2-8*g^2*p*r^3-16*c*g*q*r^3-8*a*b*g*q*r^2-78*a*p^2*q-16*a^2*p^2*r^2+27*b*q*r^2-28*c^3*g*r^2-30*c*p*q^2-56*a^2*c*g+20*g*p^3*r+52*b*c*p*q*r-48*a^2*c*r^3-8*b^2*c*g-4*b*g^2*q-30*a*p*q^2+30*a*p*q*r+12*a^2-96*c^2+2*g^2-60*p^2-120*c^3-42*p^3+15*r^3-26*g^2*p-8*g^2*q-26*c+2*g-12*r-51*a*r-36*b*p-24*b*r-50*c*g-166*c*p-34*c*q-43*c*r-46*g*p-6*g*q-31*g*r-42*p*q-36*p*r-18*q*r-88*a^2*c-84*a^2*p-36*a^2*q-74*a^2*r-112*a*c*g-340*a*c*p-112*a*c*q-94*a*g*p-34*a*g*q-83*a*g*r-56*a*p*r-25*a*q*r-48*b*c-14*a*q+4*b*g+8*a*b-68*a*c-78*a*p-12*p^2*q^2+10*a*g-208*a*c^2-120*a*p^2-8*a*q^2+32*a*r^2-24*b^2*c-12*b^2*p-12*b^2*r-120*b*c^2-50*b*p^2+18*b*r^2-128*c^2*g-280*c^2*p-76*c^2*q-4*c^2*r-34*c*g^2-194*c*p^2-8*c*q^2+54*c*r^2-23*g^2*r-64*g*p^2-2*g*q^2+23*g*r^2-54*p^2*q-17*p^2*r-12*p*q^2+34*p*r^2-6*q^2*r+15*q*r^2-64*b*c*g-160*b*c*p-44*b*g*p-8*b*g*q-40*b*g*r-30*b*p*q-16*b*p*r-18*b*q*r-190*c*g*p-56*c*g*q-37*c*g*r-32*c*p*r-13*g*q*r-8*a*b^2*p+46*a*q*r^2+15*b*r^3+37*a*p^3*r+59*a*p^2*q*r-4*g^2*q*r^3+5*p*q^2*r-12*a^3*r^3+4*c*q^2*r-64*c^4-12*p^4-196*a*c*g*p+28*a*c*g*r+96*a*c*p*r+34*a*g*p*r+80*c*g*p*r+72*a^2*b*c*r-32*a*c*g^2-22*a*g^2*p-22*a*g^2*r-180*c^2*g*p+68*c^2*g*r+68*c^2*p*r-116*c*g*p^2+12*g^2*p*r-32*a^3*c-24*a^3*p-24*a^3*r-128*a^2*c^2-60*a^2*p^2+70*a^2*r^2-160*a*c^3-88*c^3*g-184*c^3*p+52*c^3*r-40*c^2*g^2-184*c^2*p^2+86*c^2*r^2-6*c*g^3-4*g^3*p-4*g^3*r-16*g^2*p^2+25*g^2*r^2+64*c^4*r-16*b^2*c^2-80*b*c^3+84*a^2*c*g*r+24*a*b^2*c*r+160*a*b*c^2*r+184*a*c^2*g*r+48*a*c*g^2*r+12*b^2*c*g*r+92*b*c^2*g*r+24*b*c*g^2*r-56*a*b*c*g-160*a*b*c*p-56*a*b*c*q+44*a*b*c*r-36*a*b*g*p-16*a*b*g*q-36*a*b*g*r-92*a*c*g*q-88*b*c*g*p-28*b*c*g*q+36*b*c*g*r+92*b*c*p*r+34*b*c*q*r+25*b*g*p*r+6*b*g*q*r+32*c*g*q*r+24*b^2*c^2*r+88*b*c^3*r-96*a^2*c*q-24*a^2*g*q-8*a*b^2*r-144*a*c^2*q-12*a*g^2*q-11*a*g*r^4-16*b^2*c*p-4*b^2*g*r-72*b*c^2*g+84*b*c^2*r-22*c*g^2*q-92*b*c*p^2-26*b*g*p^2+47*b*g*r^2+84*a*b*c*g*r-64*c^3*q-2*g^3*q-4*b^2*p^2+18*b^2*r^2-23*c*g*p*q*r^2-3*q^2*r^3+48*a^2*b*p*r+24*a^2*b*q*r-12*b*c*p*q*r^2+208*a^2*c*p*r+112*a^2*c*q*r+60*a^2*g*p*r+36*a^2*g*q*r+12*a*b^2*p*r+324*a*c^2*p*r+152*a*c^2*q*r+33*a*g^2*p*r+18*a*g^2*q*r+24*b^2*c*p*r+6*b^2*g*p*r+148*b*c^2*p*r+44*b*c^2*q*r+15*b*g^2*p*r+6*b*g^2*q*r+180*c^2*g*p*r+78*c^2*g*q*r+64*c*g^2*p*r+29*c*g^2*q*r+36*a*b*p*r+12*a*b*q*r+13*a*g*q*r+188*a*b*c*p*r+68*a*b*c*q*r+54*a*b*g*p*r+24*a*b*g*q*r+232*a*c*g*p*r+114*a*c*g*q*r-16*a^2*q^2-16*c^2*q^2-2*g^2*q^2+106*b*c*g*p*r+34*b*c*g*q*r-48*a*b*p^2-12*a*g*q^2-12*c*g*q^2-10*a^2*r^4+122*a*c*g*r^2+192*a*c*p^2*r+166*a*c*p*r^2+70*a*g*p^2*r+69*a*g*p*r^2+105*c*g*p^2*r+83*c*g*p*r^2-18*b*p^2*q+36*a^3*r^2+2*a^2*r^3+52*c^3*r^2+36*a^3*p*r+60*a^2*g*r^2+64*a^2*p^2*r+66*a^2*p*r^2+132*c^2*p^2*r+26*a*p^2*r+95*a*p*r^2+22*g*p^2*r+57*g*p*r^2-6*c^2*r^3+6*g^3*r^2-g^2*r^3-48*a*p^3+26*a*r^3-78*c*p^3+23*c*r^3-24*g*p^3+14*g*r^3-2*b^2*p*r^3-12*a^3*p*r^2-g^2*q^2*r^2-36*g*p^2*q+12*a*b^2*r^2-6*b^2*r^3+84*a*b*c*r^2+54*a*b*g*r^2+42*b*c*g*r^2+82*b*c*p^2*r+44*b*c*p*r^2+4*b*c*q*r^2+30*b*g*p^2*r+22*b*g*p*r^2+5*b*g*q*r^2+120*c^2*p*q*r+14*c*g*q^2*r+30*c*g*q*r^2+19*g^2*p*q*r+6*b^2*p^2*r+8*g^2*q*r^2+25*b*p^2*r-16*g^2*p*q+g*q^2*r+26*g*q*r^2+21*b*g*p*q*r+99*c*g*p*q*r+42*a*b*p*q*r-40*a*b*p*q-224*a*c*p*q+44*a*c*q*r-68*a*g*p*q-56*b*c*p*q-20*b*g*p*q+25*b*p*q*r-104*c*g*p*q+35*c*p*q*r+22*g*p*q*r-20*a^2*g*r^3-24*b*c^3*r^2-24*b*c^2*r^3-32*c^3*p*r^2-16*c^3*q*r^2-16*c^2*g^2*r^2-34*c^2*g*r^3-3*c*g^3*r^2-g^3*q*r^2-16*c^4*r^2-24*c^3*r^3-2*g^3*r^3-24*a^2*b*c*r^2-16*a^2*b*p*r^2-8*a^2*b*q*r^2-28*a^2*c*g*r^2-56*a^2*c*p*r^2-32*a^2*c*q*r^2-20*a^2*g*p*r^2-12*a^2*g*q*r^2-8*a*b^2*c*r^2-4*a*b^2*p*r^2-48*a*b*c^2*r^2-28*a*b*c*g*r^2-52*a*b*c*p*r^2-20*a*b*c*q*r^2-40*a*b*c*r^3-18*a*b*g*r^3-56*a*c^2*g*r^2-76*a*c^2*p*r^2-40*a*c^2*q*r^2-16*a*c*g^2*r^2-54*a*c*g*r^3-11*a*g^2*p*r^2-6*a*g^2*q*r^2-4*b^2*c*g*r^2-8*b^2*c*p*r^2-2*b^2*g*p*r^2-18*a*b*g*p*r^2+75*a*g*p*q*r-64*a*c*g*p*r^2-34*a*c*g*q*r^2-28*b*c^2*g*r^2-36*b*c^2*p*r^2-12*b*c^2*q*r^2-8*b*c*g^2*r^2-22*b*c*g*r^3-5*b*g^2*p*r^2-2*b*g^2*q*r^2-44*c^2*g*p*r^2-22*c^2*g*q*r^2-18*c*g^2*p*r^2-9*c*g^2*q*r^2-30*b*c*g*p*r^2-10*b*c*g*q*r^2+16*a^2*q^2*r+54*a*b*p^2*r+44*a*b*p*r^2+10*a*b*q*r^2+14*a*g*q^2*r+32*a*g*q*r^2-16*a^3*q-32*a*c*q^2-6*a*b*r^4-12*g*p*q^2+74*a^2*p*q*r+24*a^3*q*r-12*c^2*r^4-3*g^2*r^4-14*c*r^4-7*g*r^4-2*b^2*p^2*r^2-18*b*c*p^2*r^2-24*b*c*p*r^3-6*b*c*q*r^3-8*b*g*p^2*r^2-11*b*g*p*r^3-3*b*g*q*r^3-24*c^2*p*q*r^2-23*c*g*p^2*r^2-35*c*g*p*r^3-4*c*g*q^2*r^2-5*b*g*p*q*r^2+32*a*c*q^2*r+66*a*c*q*r^2+194*a*c*p*q*r+15*b*p^3*r+13*b*p^2*r^2-11*b*p*r^3-9*b*q*r^3+50*c*p^3*r+65*c*p^2*r^2+c*p*r^3+4*c*q^2*r^2-10*c*q*r^3+25*g*p^2*r^2-2*g*p*r^3+2*g*q^2*r^2-5*g*q*r^3+15*b*p^2*q*r+2*b*p*q*r^2+72*c*p^2*q*r+22*c*p*q^2*r+47*c*p*q*r^2+30*g*p^2*q*r+10*g*p*q^2*r+20*g*p*q*r^2+7*p^4*r-24*p^3*q+2*p^3*r+30*p^2*r^2+16*p*r^3+9*q^2*r^2+9*q*r^3-11*a*r^4-2*c*r^5-3*p^2*r^4-6*g*p^2*q*r^2-8*g*p*q*r^3-2*g*p*q^2*r^2+13*p^3*r^2-8*a^3*q*r^2-18*a^2*p*q*r^2-26*a^2*p*r^3-4*a^2*q^2*r^2-14*a^2*q*r^3-14*a*b*p^2*r^2-20*a*b*p*r^3-6*a*b*q*r^3-18*a*g*p^2*r^2-29*a*g*p*r^3-4*a*g*q^2*r^2-15*a*g*q*r^3-10*a*b*p*q*r^2-19*a*g*p*q*r^2+22*a*p*q^2*r+43*a*p*q*r^2+50*a*p^2*r^2+2*a*p*r^3+4*a*q^2*r^2-7*a*q*r^3-3*p^3*r^3-42*a*c*p*q*r^2-2*a*r^5-4*c*p*q^2*r^2-16*c*p*q*r^3-6*q*r^4+x^3*(x-1)^3*((2*c+p+q+r+1)*x-2*a-2*c-g-p-3)*dx^5-12*c*p^2*q*r^2+2*p*q^2*r^2-5*p*q*r^3+2*p^2*r^3-7*p*r^4-3*r^5+x^2*(x-1)^2*(-(3*a+3*c+g+3*p+3*r-6)*(2*a+2*c+g+p+3)+(-47-11*p-12*a+6*a^2+18*c^2+2*g^2+6*p^2+2*r^2+9*b-25*c-5*g-2*q+9*r+15*a*r+3*b*p+12*c*g+21*c*p+9*c*q+19*c*r+6*g*p+4*g*q+7*g*r+6*p*q+11*p*r+2*q*r+6*b*c+9*a*q+3*b*g+6*a*b+24*a*c+12*a*p+7*a*g)*x-(3*a+3*b+6*c+2*g+3*p+3*q+5*r-17)*(2*c+p+q+r+1)*x^2)*dx^4+x*(x-1)*(-(2*a^2+4*a*c+a*g+6*a*p+6*a*r+2*c^2+c*g+6*c*p+6*c*r+2*g*p+2*g*r+3*p^2+6*p*r+3*r^2-11*a-11*c-4*g-9*p-9*r+6)*(2*a+2*c+g+p+3)+(120-69*p-83*a+34*g*p*r+18*a*b*r+24*a*p*q+16*a*b*p+21*c*q*r+12*p*q*r+112*a*c*r+24*c*p*q+24*a*b*c+8*b*g*a+10*g*p*q+18*b*c*r-66*a^2-116*c^2-16*g^2-36*p^2+30*r^2+28*c^3+9*p^3+r^3+7*g^2*p+2*g^2*q-54*b-65*c-35*g-24*q-121*r-47*a*r+27*b*r-83*c*g-131*c*p-41*c*q-52*c*r-43*g*p-20*g*q-22*g*r-21*p*q-16*p*r+11*q*r+44*a^2*c+30*a^2*p+14*a^2*q+44*a^2*r+42*a*c*g+92*a*c*p+28*a*c*q+29*a*g*p+11*a*g*q+42*a*g*r+72*a*p*r+21*a*q*r-12*b*c-41*a*q-12*b*g-24*a*b-182*a*c-93*a*p-65*a*g+64*a*c^2+30*a*p^2+33*a*r^2+16*b*c^2+6*b*p^2+30*c^2*g+62*c^2*p+14*c^2*q+68*c^2*r+10*c*g^2+42*c*p^2+35*c*r^2+10*g^2*r+14*g*p^2+16*g*r^2+9*p^2*q+27*p^2*r+19*p*r^2+q*r^2+12*b*c*g+20*b*c*p+8*b*g*p+9*b*g*r+9*b*p*r+43*c*g*p+11*c*g*q+53*c*g*r+87*c*p*r+10*g*q*r+6*g^2*a+12*a^2*g+8*a^3+g^3+2*g^2*b+8*a^2*b)*x+(-192+9*p+91*a-38*g*p*r-34*a*b*r-36*a*p*q-20*a*b*p-20*b*c*q-69*c*q*r-42*p*q*r-136*a*c*r-60*c*p*q-16*a*b*q-40*a*b*c-10*b*g*a-18*g*p*q-50*b*c*r+48*a^2-6*b^2+240*c^2+15*g^2+72*p^2+21*q^2+12*r^2-48*c^3-9*p^3-8*r^3-6*g^2*p-5*g^2*q+117*b-12*c+58*g+9*q+98*r+94*a*r+35*b*p+12*b*q-21*b*r+122*c*g+264*c*p+162*c*q+199*c*r+59*g*p+44*g*q+39*g*r+93*p*q+110*p*r+44*q*r-36*a^2*c-18*a^2*p-16*a^2*q-34*a^2*r-42*a*c*g-88*a*c*p-64*a*c*q-21*a*g*p-18*a*g*q-39*a*g*r-72*a*p*r-51*a*q*r+74*b*c+94*a*q+18*b*g+42*a*b+242*a*c+117*a*p+54*a*g-80*a*c^2-24*a*p^2-12*a*q^2-45*a*r^2-4*b^2*c-2*b^2*p-40*b*c^2-12*b*p^2-6*b*r^2-44*c^2*g-84*c^2*p-48*c^2*q-114*c^2*r-12*c*g^2-48*c*p^2-12*c*q^2-67*c*r^2-11*g^2*r-13*g*p^2-5*g*q^2-22*g*r^2-18*p^2*q-36*p^2*r-9*p*q^2-38*p*r^2-6*q^2*r-14*q*r^2-22*b*c*g-44*b*c*p-11*b*g*p-8*b*g*q-17*b*g*r-12*b*p*q-27*b*p*r-6*b*q*r-48*c*g*p-32*c*g*q-72*c*g*r-129*c*p*r-24*g*q*r-5*g^2*a-4*b^2*a-8*a^2*g-4*a^3-g^3-3*g^2*b-8*a^2*b-2*b^2*g)*x^2+(2*c+p+q+r+1)*(78-39*p-41*a+2*a^2+2*b^2+12*c^2+g^2+3*p^2+3*q^2+10*r^2-41*b-78*c-27*g-39*q-58*r+12*a*r+6*b*p+6*b*q+12*b*r+8*c*g+12*c*p+12*c*q+24*c*r+4*g*p+4*g*q+8*g*r+6*p*q+12*p*r+12*q*r+12*b*c+6*a*q+3*b*g+4*a*b+12*a*c+6*a*p+3*a*g)*x^3)*dx^3-p*r^5-p^4*r^2-g*r^5-g*q^2*r^3-p^2*q^2*r^2-p*q^2*r^3+14*p^3*q*r+7*p^2*q^2*r-40*a*c*p^2*r^2-62*a*c*p*r^3-8*a*c*q^2*r^2-30*a*c*q*r^3-11*a*p^2*q*r^2-4*a*p*q^2*r^2-15*a*p*q*r^3-3*b*p^2*q*r^2-3*b*p*q*r^3-22*a*c*r^4-7*a*p^3*r^2-16*a*p^2*r^3-11*a*p*r^4-2*a*q^2*r^3-4*a*q*r^4-3*b*p^3*r^2-6*b*p^2*r^3-3*b*p*r^4-8*c*p^3*r^2-18*c*p^2*r^3-12*c*p*r^4-2*c*q^2*r^3-4*c*q*r^4-4*g*p^3*r^2-9*g*p^2*r^3-6*g*p*r^4-2*g*q*r^4-2*p^3*q*r^2-4*p^2*q*r^3-2*p*q*r^4+(-(p+r-2)*(p+a+c+r-1)*(2*a+2*c+g+p+r)*(2*a+2*c+g+p+3)+(-18+24*a*c^2*g+24*c^2*q*r+58*c*g*r^2+12*c*g^2*p+83*p+15*c*p^2*q+23*a*g*p^2+163*a+72*a*c*p^2+4*c^2*g*q-63*g*p*r-30*a*b*r-73*a*p*q+8*a^2*b*p+8*a^2*b*c+20*b*c^2*p-46*a*b*p+18*b*c*r^2+16*c^2*p*q+136*a*c^2*r+16*a^2*p*q+4*b*g^2*r-34*c*q*r+16*c*q*r^2+51*a*g*r^2+32*a^2*g*r+60*a^2*c*p+8*p*q*r^2+86*c*p*r^2+16*a*b*c^2+24*a^2*q*r-8*p*q*r-270*a*c*r+18*a*b*r^2-73*c*p*q+104*a^2*c*r+2*b*g^2*p-80*a*b*c+87*c*p^2*r+9*b*p*r^2-32*b*g*a+16*a^2*g*p-32*g*p*q+4*g^2*q*r+22*c*g^2*r+86*a^2*p*r+2*b*c*g^2+3*b*p^3+84*a*c^2*p+12*p^2*q*r+16*a^2*b*r-6*b*c*r+122*a*c*r^2+15*a*p^2*q+12*a^2*c*g+36*a*p*q*r+2*a^2+6*c^2+8*g^2-40*p^2-90*r^2-108*c^3-29*p^3+27*r^3-28*g^2*p-8*g^2*q+54*b+139*c+74*g+36*q+81*r-156*a*r-45*b*p-81*b*r+10*c*g-68*c*p+4*c*q-159*c*r-32*g*p+8*g*q-69*g*r-16*p*q-126*p*r-54*q*r-204*a^2*c-134*a^2*p-50*a^2*q-124*a^2*r-178*a*c*g-356*a*c*p-100*a*c*q-123*a*g*p-41*a*g*q-118*a*g*r-135*a*p*r-34*a*q*r-54*b*c+4*a*q-6*b*g-12*a*b+8*a*c-79*a*p+17*a*g-264*a*c^2-110*a*p^2-9*a*r^2-48*b*c^2-12*b*p^2+27*b*r^2-114*c^2*g-222*c^2*p-50*c^2*q-146*c^2*r-38*c*g^2-142*c*p^2-28*g^2*r-50*g*p^2-6*g*r^2-24*p^2*q-38*p^2*r+18*p*r^2+18*q*r^2-40*b*c*g-48*b*c*p-23*b*g*p-15*b*g*r+9*b*p*r-159*c*g*p-41*c*g*q-123*c*g*r-152*c*p*r-20*g*q*r+16*a*q*r^2-28*g^2*a-64*a^2*g-48*a^3-4*g^3-8*g^2*b-32*a^2*b+8*c^4+4*p^4+54*a*c*g*p+96*a*c*g*r+212*a*c*p*r+79*a*g*p*r+99*c*g*p*r+6*a*c*g^2+7*a*g^2*p+14*a*g^2*r+38*c^2*g*p+64*c^2*g*r+126*c^2*p*r+32*c*g*p^2+18*g^2*p*r+8*a^3*c+12*a^3*p+24*a^3*r+24*a^2*c^2+26*a^2*p^2+54*a^2*r^2+24*a*c^3+12*c^3*g+36*c^3*p+56*c^3*r+6*c^2*g^2+46*c^2*p^2+68*c^2*r^2+c*g^3+g^3*p+2*g^3*r+5*g^2*p^2+12*g^2*r^2+8*b*c^3+8*a*b*c*g+28*a*b*c*p+48*a*b*c*r+8*a*b*g*p+16*a*b*g*r+8*a*c*g*q+14*b*c*g*p+24*b*c*g*r+40*b*c*p*r+16*b*g*p*r+20*c*g*q*r+12*a^2*c*q+4*a^2*g*q+12*a*c^2*q+a*g^2*q+8*b*c^2*g+32*b*c^2*r+c*g^2*q+14*b*c*p^2+5*b*g*p^2+9*b*g*r^2+4*c^3*q+32*a*b*p*r+20*a*g*q*r+10*a*b*p^2+75*a*p^2*r+79*a*p*r^2+35*g*p^2*r+38*g*p*r^2+18*a*p^3+22*a*r^3+23*c*p^3+22*c*r^3+8*g*p^3+11*g*r^3+6*g*p^2*q+12*b*p^2*r+2*g^2*p*q+8*g*q*r^2+32*a*c*p*q+48*a*c*q*r+12*a*g*p*q+12*c*g*p*q+36*c*p*q*r+16*g*p*q*r+4*a^3*q+4*p^3*q+19*p^3*r+26*p^2*r^2+11*p*r^3)*x+(108-72*a*c^2*g-136*c^2*q*r-163*c*g*r^2-26*c*g^2*p-231*p-54*c*p^2*q-31*a*g*p^2-465*a-114*a*c*p^2-6*b^2*p*r-34*c^2*g*q+221*g*p*r+162*a*b*r+306*a*p*q-8*a^2*b*q-16*a^2*b*p-24*a^2*b*c-76*b*c^2*p+178*a*b*p-24*a*q^2*r-86*b*c*r^2-76*c^2*p*q-360*a*c^2*r-36*a^2*p*q-15*b*g^2*r+102*b*c*q-8*a*b^2*c+294*c*q*r-92*c*q*r^2-119*a*g*r^2-60*a^2*g*r-92*a^2*c*p-52*p*q*r^2-244*c*p*r^2-64*a*b*c^2-80*a^2*q*r+169*p*q*r+856*a*c*r-76*a*b*r^2+433*c*p*q-220*a^2*c*r-5*b*g^2*p+88*a*b*q+332*a*b*c-198*c*p^2*r-45*b*p*r^2+108*b*g*a-20*a^2*g*p+142*g*p*q-20*b*c^2*q-19*g^2*q*r-63*c*g^2*r-138*a^2*p*r-2*b^2*g*p-8*b*c*g^2-9*b*p^3-12*b^2*c*r-172*a*c^2*p-54*p^2*q*r-48*a^2*b*r+154*b*c*r-318*a*c*r^2-39*a*p^2*q-3*b*q*r^2-15*c*p*q^2-28*a^2*c*g-4*b^2*c*g-2*b*g^2*q-15*a*p*q^2-138*a*p*q*r-30*a^2+36*b^2-240*c^2-5*g^2-30*p^2-18*q^2+165*r^2+396*c^3+87*p^3-33*r^3+65*g^2*p+38*g^2*q-270*b-367*c-233*g-126*q-237*r+254*a*r+96*b*p+36*b*q+282*b*r-67*c*g-185*c*p-155*c*q+156*c*r+13*g*p-27*g*q+152*g*r-57*p*q+127*p*r+99*q*r+436*a^2*c+246*a^2*p+162*a^2*q+288*a^2*r+448*a*c*g+910*a*c*p+496*a*c*q+253*a*g*p+157*a*g*q+288*a*g*r+467*a*p*r+235*a*q*r+108*b*c-61*a*q+38*b*g+40*a*b-202*a*c-3*a*p-6*p^2*q^2-25*a*g+760*a*c^2+264*a*p^2+68*a*q^2+123*a*r^2+12*b^2*c+6*b^2*p-18*b^2*r+276*b*c^2+83*b*p^2-72*b*r^2+380*c^2*g+736*c^2*p+334*c^2*q+620*c^2*r+115*c*g^2+443*c*p^2+68*c*q^2+167*c*r^2+72*g^2*r+130*g*p^2+29*g*q^2+47*g*r^2+135*p^2*q+205*p^2*r+48*p*q^2+87*p*r^2+12*q^2*r-12*q*r^2+172*b*c*g+304*b*c*p+92*b*g*p+44*b*g*q+72*b*g*r+57*b*p*q+69*b*p*r-15*b*q*r+451*c*g*p+230*c*g*q+407*c*g*r+716*c*p*r+106*g*q*r-4*a*b^2*p-83*a*q*r^2+66*g^2*a+24*b^2*a+120*a^2*g+72*a^3+12*g^3+30*g^2*b+96*a^2*b+12*b^2*g-3*b*r^3-15*p*q^2*r-24*c*q^2*r-32*c^4-6*p^4-3*r^4-98*a*c*g*p-236*a*c*g*r-448*a*c*p*r-145*a*g*p*r-232*c*g*p*r-16*a*c*g^2-11*a*g^2*p-33*a*g^2*r-90*c^2*g*p-190*c^2*g*r-328*c^2*p*r-58*c*g*p^2-38*g^2*p*r-16*a^3*c-12*a^3*p-36*a^3*r-64*a^2*c^2-30*a^2*p^2-114*a^2*r^2-80*a*c^3-44*c^3*g-92*c^3*p-176*c^3*r-20*c^2*g^2-92*c^2*p^2-210*c^2*r^2-3*c*g^3-2*g^3*p-6*g^3*r-8*g^2*p^2-31*g^2*r^2-8*b^2*c^2-40*b*c^3-28*a*b*c*g-80*a*b*c*p-28*a*b*c*q-180*a*b*c*r-18*a*b*g*p-8*a*b*g*q-54*a*b*g*r-46*a*c*g*q-44*b*c*g*p-14*b*c*g*q-96*b*c*g*r-160*b*c*p*r-44*b*c*q*r-55*b*g*p*r-20*b*g*q*r-104*c*g*q*r-48*a^2*c*q-12*a^2*g*q-12*a*b^2*r-72*a*c^2*q-6*a*g^2*q-8*b^2*c*p-6*b^2*g*r-36*b*c^2*g-140*b*c^2*r-11*c*g^2*q-46*b*c*p^2-13*b*g*p^2-38*b*g*r^2-32*c^3*q-g^3*q-2*b^2*p^2-104*a*b*p*r-40*a*b*q*r-78*a*g*q*r-8*a^2*q^2-8*c^2*q^2-g^2*q^2-24*a*b*p^2-6*a*g*q^2-6*c*g*q^2-9*b*p^2*q-135*a*p^2*r-185*a*p*r^2-69*g*p^2*r-94*g*p*r^2-24*a*p^3-65*a*r^3-39*c*p^3-74*c*r^3-12*g*p^3-32*g*r^3-18*g*p^2*q-45*b*p^2*r-8*g^2*p*q-11*g*q^2*r-40*g*q*r^2-20*a*b*p*q-112*a*c*p*q-216*a*c*q*r-34*a*g*p*q-28*b*c*p*q-10*b*g*p*q-24*b*p*q*r-52*c*g*p*q-174*c*p*q*r-66*g*p*q*r-8*a^3*q-16*a*c*q^2-6*g*p*q^2-12*p^3*q-39*p^3*r-70*p^2*r^2-40*p*r^3-3*q^2*r^2-6*q*r^3)*x^2+(-180+60*a*c^2*g+228*c^2*q*r+160*c*g*r^2+14*b*c*q^2+19*c*g^2*p+183*p+63*c*p^2*q+17*a*g*p^2+453*a+76*a*c*p^2+14*b^2*p*r+56*c^2*g*q-259*g*p*r-180*a*b*r-351*a*p*q+8*a^2*b*q+8*a^2*b*p+16*a^2*b*c+92*b*c^2*p+4*b^2*q*r-172*a*b*p+51*a*q^2*r+136*b*c*r^2+108*c^2*p*q+324*a*c^2*r+24*a^2*p*q+9*b*p*q^2+12*b*g^2*r-322*b*c*q+8*a*b^2*c-712*c*q*r+175*c*q*r^2+84*a*g*r^2+32*a^2*g*r+52*a^2*c*p+98*p*q*r^2+275*c*p*r^2+64*a*b*c^2+64*a^2*q*r-401*p*q*r-920*a*c*r+76*a*b*r^2-708*c*p*q+144*a^2*c*r+3*b*g^2*p-144*a*b*q-348*a*b*c+183*c*p^2*r+72*b*p*r^2-80*b*g*a+8*a^2*g*p-188*g*p*q+56*b*c^2*q+21*g^2*q*r+51*c*g^2*r+74*a^2*p*r+2*b^2*g*p+6*b*c*g^2+9*b*p^3+28*b^2*c*r+136*a*c^2*p+72*p^2*q*r+32*a^2*b*r-430*b*c*r+286*a*c*r^2+10*a*b*q^2+33*a*p^2*q+30*b*q*r^2+39*c*p*q^2+16*a^2*c*g+8*b^2*c*q+4*b^2*c*g+3*b*g^2*q+24*a*p*q^2+144*a*p*q*r+2*a^2-66*b^2+578*c^2-10*g^2+152*p^2+99*q^2-12*r^2-528*c^3-87*p^3-24*q^3-48*r^3-50*g^2*p-43*g^2*q+363*b+306*c+258*g+123*q+228*r-80*a*r+26*b*p+21*b*q-187*b*r+155*c*g+593*c*p+487*c*q+307*c*r+62*g*p+61*g*q-76*g*r+251*p*q+155*p*r+111*q*r-296*a^2*c-146*a^2*p-132*a^2*q-190*a^2*r-350*a*c*g-818*a*c*p-648*a*c*q-173*a*g*p-152*a*g*q-211*a*g*r-483*a*p*r-362*a*q*r+84*b*c+138*a*q-65*b*g-64*a*b+348*a*c+143*a*p+12*p^2*q^2-19*a*g-764*a*c^2-218*a*p^2-133*a*q^2-204*a*r^2-52*b^2*c-26*b^2*p-12*b^2*q+10*b^2*r-464*b*c^2-130*b*p^2-45*b*q^2-28*b*r^2-434*c^2*g-876*c^2*p-624*c^2*q-956*c^2*r-101*c*g^2-480*c*p^2-228*c*q^2-456*c*r^2-58*g^2*r-122*g*p^2-66*g*q^2-96*g*r^2-198*p^2*q-284*p^2*r-135*p*q^2-252*p*r^2-117*q^2*r-144*q*r^2-200*b*c*g-492*b*c*p-99*b*g*p-78*b*g*q-85*b*g*r-175*b*p*q-227*b*p*r-106*b*q*r-461*c*g*p-349*c*g*q-495*c*g*r-1046*c*p*r-180*g*q*r+4*a*b^2*p+109*a*q*r^2-40*g^2*a-32*b^2*a-64*a^2*g-32*a^3-8*g^3+12*b*q^2*r-24*g^2*b-64*a^2*b-16*b^2*g+18*b*r^3+45*p*q^2*r+75*c*q^2*r+40*c^4+4*p^4+12*r^4+64*a*c*g*p+174*a*c*g*r+348*a*c*p*r+89*a*g*p*r+200*c*g*p*r+10*a*c*g^2+5*a*g^2*p+20*a*g^2*r+80*c^2*g*p+188*c^2*g*r+336*c^2*p*r+44*c*g*p^2+26*g^2*p*r+8*a^3*c+4*a^3*p+16*a^3*r+48*a^2*c^2+14*a^2*p^2+72*a^2*r^2+80*a*c^3+48*c^3*g+92*c^3*p+204*c^3*r+18*c^2*g^2+78*c^2*p^2+254*c^2*r^2+2*c*g^3+g^3*p+4*g^3*r+5*g^2*p^2+24*g^2*r^2+4*p*q^3+16*b^2*c^2+56*b*c^3+20*a*b*c*g+68*a*b*c*p+52*a*b*c*q+172*a*b*c*r+10*a*b*g*p+10*a*b*g*q+40*a*b*g*r+52*a*c*g*q+42*b*c*g*p+30*b*c*g*q+100*b*c*g*r+204*b*c*p*r+120*b*c*q*r+51*b*g*p*r+36*b*g*q*r+144*c*g*q*r+44*a^2*c*q+8*a^2*g*q+4*a*b^2*q+16*a*b^2*r+100*a*c^2*q+5*a*g^2*q+16*b^2*c*p+2*b^2*g*q+8*b^2*g*r+40*b*c^2*g+192*b*c^2*r+15*c*g^2*q+50*b*c*p^2+11*b*g*p^2+40*b*g*r^2+60*c^3*q+g^3*q+4*b^2*p^2+4*b^2*r^2+88*a*b*p*r+68*a*b*q*r+74*a*g*q*r+10*a^2*q^2+30*c^2*q^2+3*g^2*q^2+18*a*b*p^2+11*a*g*q^2+5*b*g*q^2+20*c*g*q^2+18*b*p^2*q+93*a*p^2*r+151*a*p*r^2+53*g*p^2*r+84*g*p*r^2+14*a*p^3+65*a*r^3+29*c*p^3+107*c*r^3+8*g*p^3+34*g*r^3+18*g*p^2*q+4*b^2*p*q+54*b*p^2*r+8*g^2*p*q+25*g*q^2*r+56*g*q*r^2+28*a*b*p*q+116*a*c*p*q+264*a*c*q*r+28*a*g*p*q+64*b*c*p*q+16*b*g*p*q+66*b*p*q*r+64*c*g*p*q+258*c*p*q*r+78*g*p*q*r+6*q^3*r+4*a^3*q+5*a*q^3+5*c*q^3+2*g*q^3+40*a*c*q^2+12*g*p*q^2+12*p^3*q+33*p^3*r+74*p^2*r^2+58*p*r^3+24*q^2*r^2+30*q*r^3)*x^3-(-90+119*p+139*a+12*g*p*r+12*a*b*r+6*a*p*q+4*a*b*p+12*b*c*q+36*c*q*r+18*p*q*r+36*a*c*r+12*c*p*q+4*a*b*q+8*a*b*c+4*g*p*q+36*b*c*r-22*a^2-22*b^2-120*c^2-11*g^2-30*p^2-30*q^2-72*r^2+8*c^3+p^3+q^3+10*r^3+g^2*p+g^2*q+139*b+238*c+89*g+119*q+152*r-105*a*r-62*b*p-62*b*q-105*b*r-82*c*g-120*c*p-120*c*q-198*c*r-41*g*p-41*g*q-69*g*r-60*p*q-99*p*r-99*q*r+4*a^2*c+2*a^2*p+2*a^2*q+6*a^2*r+6*a*c*g+12*a*c*p+12*a*c*q+3*a*g*p+3*a*g*q+9*a*g*r+18*a*p*r+18*a*q*r-124*b*c-62*a*q-33*b*g-44*a*b-124*a*c-62*a*p-33*a*g+12*a*c^2+3*a*p^2+3*a*q^2+18*a*r^2+4*b^2*c+2*b^2*p+2*b^2*q+6*b^2*r+12*b*c^2+3*b*p^2+3*b*q^2+18*b*r^2+8*c^2*g+12*c^2*p+12*c^2*q+36*c^2*r+2*c*g^2+6*c*p^2+6*c*q^2+36*c*r^2+3*g^2*r+2*g*p^2+2*g*q^2+12*g*r^2+3*p^2*q+9*p^2*r+3*p*q^2+18*p*r^2+9*q^2*r+18*q*r^2+6*b*c*g+12*b*c*p+3*b*g*p+3*b*g*q+9*b*g*r+6*b*p*q+18*b*p*r+18*b*q*r+8*c*g*p+8*c*g*q+24*c*g*r+36*c*p*r+12*g*q*r)*(2*c+p+q+r+1)*x^4)*dx^2+(-9*g^2*p*r^2+48*a*c^2*g+28*c^2*q*r+23*c*g*r^2+24*c*g^2*p-14*p+30*c*p^2*q+46*a*g*p^2-34*a*c*r^3-3*b*g*r^3-8*a^2*b*r^2-10*a+144*a*c*p^2-g^3*p*r-4*p^2*q*r^2+8*c^2*g*q-48*a^2*c*r^2-16*a*g*r^3-8*a^3*c*r+46*g*p*r+24*a*b*r-2*a*p*q+16*a^2*b*p-12*c^3*g*r-6*c^2*g^2*r+16*a^2*b*c+40*b*c^2*p+4*a*b*p-6*b*c*r^2-c*g^3*r+32*c^2*p*q+156*a*c^2*r-30*c^2*g*r^2-16*b*c^2*r^2+32*a^2*p*q-5*g^2*p^2*r+6*b*g^2*r-10*c^2*q*r^2-6*b*c*r^3+25*c*q*r+c*q*r^2+32*a*g*r^2+48*a^2*g*r+120*a^2*c*p-4*p*q*r^2+14*c*p*r^2+32*a*b*c^2-24*a*c^3*r+28*a^2*q*r+26*p*q*r+90*a*c*r+6*a*b*r^2-2*c*p*q-28*c^3*p*r-24*a^2*c^2*r-17*c*g*r^3+132*a^2*c*r-2*b*g^2*r^2-11*c*g^2*r^2+4*b*g^2*p-10*a^2*q*r^2-16*a*b*c+75*c*p^2*r-9*b*p*r^2-16*b*g*a+32*a^2*g*p-4*g*p*q-4*c^3*q*r-6*a*b*r^3+6*g^2*q*r-48*c^2*p*r^2-7*a*g^2*r^2+27*c*g^2*r-60*a*c^2*r^2+90*a^2*p*r+4*b*c*g^2+6*b*p^3+168*a*c^2*p+10*p^2*q*r+24*a^2*b*r+54*b*c*r+52*a*c*r^2+30*a*p^2*q+24*a^2*c*g-6*g*p^3*r+34*a*p*q*r-56*a^2-60*c^2-8*g^2-8*p^2+6*r^2-24*c^3+14*p^3+12*r^3-2*g^2*p-4*g^2*q-22*c-2*g-12*r-45*a*r-18*b*p-18*b*r-46*c*g-52*c*p-22*c*q-21*c*r-28*g*p-8*g*q-21*g*r-14*p*q-12*q*r-72*a^2*c-4*a^2*p-16*a^2*q+28*a^2*r-56*a*c*g+8*a*c*p-32*a*c*q-6*a*g*p-16*a*g*q+22*a*g*r+98*a*p*r+25*a*q*r-36*b*c-22*a*q-12*b*g-24*a*b-116*a*c-62*a*p-44*a*g-72*a*c^2+32*a*p^2+65*a*r^2+12*b*p^2+27*b*r^2-24*c^2*g+12*c^2*p-16*c^2*q+62*c^2*r-10*c*g^2+40*c*p^2+62*c*r^2+4*g^2*r+14*g*p^2+31*g*r^2+6*p^2*q+42*p^2*r+40*p*r^2+18*q*r^2-8*b*c*g+24*b*c*p+2*b*g*p+12*b*g*r+39*b*p*r+6*c*g*p-16*c*g*q+45*c*g*r+109*c*p*r+8*g*q*r+a*q*r^2-14*g^2*a-32*a^2*g-24*a^3-2*g^3-4*g^2*b-16*a^2*b-9*b*r^3-12*a*p^3*r-9*a*p^2*q*r+16*c^4+8*p^4-6*r^4+108*a*c*g*p+120*a*c*g*r+206*a*c*p*r+83*a*g*p*r+93*c*g*p*r-8*a^2*b*c*r+12*a*c*g^2+14*a*g^2*p+21*a*g^2*r+76*c^2*g*p+72*c^2*g*r+116*c^2*p*r+64*c*g*p^2+19*g^2*p*r+16*a^3*c+24*a^3*p+36*a^3*r+48*a^2*c^2+52*a^2*p^2+32*a^2*r^2+48*a*c^3+24*c^3*g+72*c^3*p+60*c^3*r+12*c^2*g^2+92*c^2*p^2+20*c^2*r^2+2*c*g^3+2*g^3*p+3*g^3*r+10*g^2*p^2+8*g^2*r^2-8*c^4*r+16*b*c^3-12*a^2*c*g*r-16*a*b*c^2*r-24*a*c^2*g*r-6*a*c*g^2*r-8*b*c^2*g*r-2*b*c*g^2*r+16*a*b*c*g+56*a*b*c*p+56*a*b*c*r+16*a*b*g*p+24*a*b*g*r+16*a*c*g*q+28*b*c*g*p+28*b*c*g*r+28*b*c*p*r+15*b*g*p*r+26*c*g*q*r-8*b*c^3*r+24*a^2*c*q+8*a^2*g*q+24*a*c^2*q+2*a*g^2*q+16*b*c^2*g+32*b*c^2*r+2*c*g^2*q+28*b*c*p^2+10*b*g*p^2+3*b*g*r^2-8*a*b*c*g*r+8*c^3*q-8*a^2*b*p*r-52*a^2*c*p*r-12*a^2*c*q*r-16*a^2*g*p*r-4*a^2*g*q*r-68*a*c^2*p*r-12*a*c^2*q*r-7*a*g^2*p*r-a*g^2*q*r-20*b*c^2*p*r-2*b*g^2*p*r-34*c^2*g*p*r-4*c^2*g*q*r-12*c*g^2*p*r-c*g^2*q*r+30*a*b*p*r+26*a*g*q*r-28*a*b*c*p*r-8*a*b*g*p*r-50*a*c*g*p*r-8*a*c*g*q*r-14*b*c*g*p*r+20*a*b*p^2-46*a*c*g*r^2-52*a*c*p^2*r-86*a*c*p*r^2-21*a*g*p^2*r-37*a*g*p*r^2-26*c*g*p^2*r-43*c*g*p*r^2-12*a^3*r^2-16*a^2*r^3-24*c^3*r^2-12*a^3*p*r-16*a^2*g*r^2-22*a^2*p^2*r-38*a^2*p*r^2-30*c^2*p^2*r+65*a*p^2*r+17*a*p*r^2+29*g*p^2*r+7*g*p*r^2-18*c^2*r^3-g^3*r^2-4*g^2*r^3+36*a*p^3-12*a*r^3+46*c*p^3-15*c*r^3+16*g*p^3-6*g*r^3+12*g*p^2*q-24*a*b*c*r^2-8*a*b*g*r^2-12*b*c*g*r^2-14*b*c*p^2*r-20*b*c*p*r^2-5*b*g*p^2*r-8*b*g*p*r^2-12*c^2*p*q*r-9*c*g*q*r^2-2*g^2*p*q*r-2*g^2*q*r^2+6*b*p^2*r+4*g^2*p*q+2*g*q*r^2-10*c*g*p*q*r+64*a*c*p*q+56*a*c*q*r+24*a*g*p*q+24*c*g*p*q+34*c*p*q*r+16*g*p*q*r-10*a*g*p*q*r-10*a*b*p^2*r-16*a*b*p*r^2-9*a*g*q*r^2+8*a^3*q-12*a^2*p*q*r-4*a^3*q*r-4*c*r^4-2*g*r^4-20*a*c*q*r^2-24*a*c*p*q*r-3*b*p^3*r-6*b*p^2*r^2-3*b*p*r^3-13*c*p^3*r-30*c*p^2*r^2-21*c*p*r^3-4*c*q*r^3-14*g*p^2*r^2-10*g*p*r^3-2*g*q*r^3-9*c*p^2*q*r-13*c*p*q*r^2-4*g*p^2*q*r-6*g*p*q*r^2-2*p^4*r+8*p^3*q+16*p^3*r+2*p^2*r^2-12*p*r^3-6*q*r^3-4*a*r^4-6*p^3*r^2-13*a*p*q*r^2-28*a*p^2*r^2-20*a*p*r^3-4*a*q*r^3-2*p*q*r^3-6*p^2*r^3-2*p*r^4-2*p^3*q*r+(34*g^2*p*r^2-288*a*c^2*g-310*c^2*q*r-180*c*g*r^2-104*c*g^2*p+48*p-216*c*p^2*q-124*a*g*p^2+158*a*c*r^3+21*b*g*r^3+48*a^2*b*r^2-24*a-456*a*c*p^2+4*g^3*p*r-6*b^2*p*r+30*p^2*q*r^2-136*c^2*g*q+188*a^2*c*r^2+68*a*g*r^3+32*a^3*c*r-103*g*p*r-108*a*b*r+144*a*p*q-32*a^2*b*q-64*a^2*b*p+72*c^3*g*r+36*c^2*g^2*r-96*a^2*b*c-304*b*c^2*p+64*a*b*p-56*a*q^2*r-32*b*c*r^2+6*c*g^3*r-304*c^2*p*q-844*a*c^2*r+150*c^2*g*r^2+108*b*c^2*r^2-144*a^2*p*q+14*g^2*p^2*r-45*b*g^2*r+90*c^2*q*r^2+42*b*c*r^3+48*b*c*q-32*a*b^2*c-67*c*q*r-79*c*q*r^2-164*a*g*r^2-180*a^2*g*r-368*a^2*c*p-41*p*q*r^2-275*c*p*r^2-256*a*b*c^2+128*a*c^3*r-196*a^2*q*r+6*b^2*g*r^2-49*p*q*r-132*a*c*r-82*a*b*r^2+220*c*p*q+12*c^2*q^2*r+120*c^3*p*r+2*g^2*q^2*r+112*a^2*c^2*r+83*c*g*r^3+2*g^3*q*r-556*a^2*c*r+15*b*g^2*r^2+56*c*g^2*r^2-20*b*g^2*p+64*a*b*q+64*a^2*q*r^2+176*a*b*c-447*c*p^2*r-6*b*p*r^2+108*b*g*a-80*a^2*g*p+64*g*p*q-80*b*c^2*q+48*c^3*q*r+42*a*b*r^3-46*g^2*q*r+216*c^2*p*r^2+33*a*g^2*r^2-152*c*g^2*r+276*a*c^2*r^2-334*a^2*p*r-8*b^2*g*p-32*b*c*g^2-36*b*p^3-12*b^2*c*r-688*a*c^2*p-120*p^2*q*r-144*a^2*b*r-242*b*c*r-394*a*c*r^2+12*b^2*c*r^2-156*a*p^2*q+33*b*q*r^2-60*c*p*q^2-112*a^2*c*g+16*g*p^3*r+40*b*c*p*q*r-16*b^2*c*g-8*b*g^2*q-60*a*p*q^2-310*a*p*q*r+204*a^2+36*b^2+264*c^2+58*g^2+96*p^2+18*q^2-21*r^2+216*c^3+24*p^3-48*r^3+26*g^2*p+26*g^2*q-18*b+62*c-2*g+18*q+48*r+261*a*r+150*b*p+72*b*q+138*b*r+254*c*g+322*c*p+154*c*q+145*c*r+160*g*p+84*g*q+124*g*r+96*p*q+75*p*r+39*q*r+304*a^2*c+120*a^2*p+108*a^2*q-28*a^2*r+280*a*c*g+400*a*c*p+328*a*c*q+112*a*g*p+106*a*g*q-62*a*g*r-147*a*p*r-72*a*q*r+252*b*c+170*a*q+116*b*g+196*a*b+488*a*c+312*a*p-24*p^2*q^2+218*a*g+448*a*c^2+84*a*p^2+56*a*q^2-223*a*r^2-24*b^2*c-12*b^2*p-54*b^2*r+96*b*c^2+8*b*p^2-171*b*r^2+188*c^2*g+316*c^2*p+220*c^2*q-64*c^2*r+64*c*g^2+152*c*p^2+56*c*q^2-206*c*r^2-24*g^2*r+34*g*p^2+26*g*q^2-129*g*r^2+54*p^2*q-44*p^2*r+30*p*q^2-116*p*r^2-27*q^2*r-87*q*r^2+76*b*c*g+64*b*c*p+26*b*g*p+32*b*g*q-81*b*g*r+12*b*p*q-159*b*p*r-105*b*q*r+166*c*g*p+146*c*g*q-127*c*g*r-118*c*p*r-49*g*q*r-16*a*b^2*p-82*a*q*r^2+66*g^2*a+24*b^2*a+120*a^2*g+72*a^3+12*g^3+30*g^2*b+96*a^2*b+12*b^2*g+51*b*r^3+30*a*p^3*r+48*a*p^2*q*r-31*p*q^2*r-56*c*q^2*r-128*c^4-24*p^4+21*r^4-392*a*c*g*p-582*a*c*g*r-1026*a*c*p*r-343*a*g*p*r-513*c*g*p*r+48*a^2*b*c*r-64*a*c*g^2-44*a*g^2*p-99*a*g^2*r-360*c^2*g*p-430*c^2*g*r-736*c^2*p*r-232*c*g*p^2-88*g^2*p*r-64*a^3*c-48*a^3*p-108*a^3*r-256*a^2*c^2-120*a^2*p^2-168*a^2*r^2-320*a*c^3-176*c^3*g-368*c^3*p-396*c^3*r-80*c^2*g^2-368*c^2*p^2-238*c^2*r^2-12*c*g^3-8*g^3*p-18*g^3*r-32*g^2*p^2-40*g^2*r^2+48*c^4*r-32*b^2*c^2-160*b*c^3+56*a^2*c*g*r+16*a*b^2*c*r+112*a*b*c^2*r+128*a*c^2*g*r+32*a*c*g^2*r+8*b^2*c*g*r+64*b*c^2*g*r+16*b*c*g^2*r-112*a*b*c*g-320*a*b*c*p-112*a*b*c*q-428*a*b*c*r-72*a*b*g*p-32*a*b*g*q-162*a*b*g*r-184*a*c*g*q-176*b*c*g*p-56*b*c*g*q-220*b*c*g*r-328*b*c*p*r-86*b*c*q*r-122*b*g*p*r-47*b*g*q*r-239*c*g*q*r+16*b^2*c^2*r+64*b*c^3*r-192*a^2*c*q-48*a^2*g*q-36*a*b^2*r-288*a*c^2*q-24*a*g^2*q-32*b^2*c*p-18*b^2*g*r-144*b*c^2*g-292*b*c^2*r-44*c*g^2*q-184*b*c*p^2-52*b*g*p^2-32*b*g*r^2+56*a*b*c*g*r-128*c^3*q-4*g^3*q-8*b^2*p^2+18*b^2*r^2+32*a^2*b*p*r+16*a^2*b*q*r+152*a^2*c*p*r+80*a^2*c*q*r+40*a^2*g*p*r+24*a^2*g*q*r+8*a*b^2*p*r+248*a*c^2*p*r+112*a*c^2*q*r+22*a*g^2*p*r+12*a*g^2*q*r+16*b^2*c*p*r+4*b^2*g*p*r+112*b*c^2*p*r+32*b*c^2*q*r+10*b*g^2*p*r+4*b*g^2*q*r+136*c^2*g*p*r+56*c^2*g*q*r+46*c*g^2*p*r+20*c*g^2*q*r-238*a*b*p*r-94*a*b*q*r-190*a*g*q*r+136*a*b*c*p*r+48*a*b*c*q*r+36*a*b*g*p*r+16*a*b*g*q*r+168*a*c*g*p*r+80*a*c*g*q*r-32*a^2*q^2-32*c^2*q^2-4*g^2*q^2+76*b*c*g*p*r+24*b*c*g*q*r-96*a*b*p^2-24*a*g*q^2-24*c*g*q^2+206*a*c*g*r^2+152*a*c*p^2*r+330*a*c*p*r^2+52*a*g*p^2*r+127*a*g*p*r^2+82*c*g*p^2*r+177*c*g*p*r^2-36*b*p^2*q+36*a^3*r^2+64*a^2*r^3+124*c^3*r^2+24*a^3*p*r+60*a^2*g*r^2+48*a^2*p^2*r+118*a^2*p*r^2+108*c^2*p^2*r-306*a*p^2*r-211*a*p*r^2-151*g*p^2*r-95*g*p*r^2+94*c^2*r^3+6*g^3*r^2+18*g^2*r^3-96*a*p^3-156*c*p^3+9*c*r^3-48*g*p^3+8*g*r^3-72*g*p^2*q+12*a*b^2*r^2+156*a*b*c*r^2+54*a*b*g*r^2+84*b*c*g*r^2+64*b*c*p^2*r+120*b*c*p*r^2+30*b*c*q*r^2+22*b*g*p^2*r+48*b*g*p*r^2+15*b*g*q*r^2+96*c^2*p*q*r+10*c*g*q^2*r+77*c*g*q*r^2+14*g^2*p*q*r+4*b^2*p^2*r+6*b^2*p*r^2+16*g^2*q*r^2-91*b*p^2*r-32*g^2*p*q-27*g*q^2*r-35*g*q*r^2+16*b*g*p*q*r+76*c*g*p*q*r+32*a*b*p*q*r-80*a*b*p*q-448*a*c*p*q-506*a*c*q*r-136*a*g*p*q-112*b*c*p*q-40*b*g*p*q-39*b*p*q*r-208*c*g*p*q-387*c*p*q*r-144*g*p*q*r+56*a*g*p*q*r+12*a^2*q^2*r+40*a*b*p^2*r+90*a*b*p*r^2+30*a*b*q*r^2+10*a*g*q^2*r+64*a*g*q*r^2-32*a^3*q-64*a*c*q^2-24*g*p*q^2+56*a^2*p*q*r+16*a^3*q*r+22*c*r^4+11*g*r^4+24*a*c*q^2*r+154*a*c*q*r^2+152*a*c*p*q*r+12*b*p^3*r+33*b*p^2*r^2+21*b*p*r^3+42*c*p^3*r+123*c*p^2*r^2+103*c*p*r^3+14*c*q^2*r^2+36*c*q*r^3+51*g*p^2*r^2+46*g*p*r^3+7*g*q^2*r^2+18*g*q*r^3+12*b*p^2*q*r+15*b*p*q*r^2+60*c*p^2*q*r+18*c*p*q^2*r+105*c*p*q*r^2+24*g*p^2*q*r+8*g*p*q^2*r+46*g*p*q*r^2+6*p^4*r-48*p^3*q-89*p^3*r-80*p^2*r^2+6*p*r^3+9*q^2*r^2+30*q*r^3+22*a*r^4+23*p^3*r^2+18*a*p*q^2*r+92*a*p*q*r^2+96*a*p^2*r^2+88*a*p*r^3+14*a*q^2*r^2+36*a*q*r^3+7*p*q^2*r^2+18*p*q*r^3+28*p^2*r^3+11*p*r^4+12*p^3*q*r+6*p^2*q^2*r)*x+(-32*g^2*p*r^2+360*a*c^2*g+860*c^2*q*r+375*c*g*r^2+84*b*c*q^2+114*c*g^2*p+18*p+378*c*p^2*q+102*a*g*p^2-200*a*c*r^3-32*b*g*r^3-48*a^2*b*r^2+126*a+456*a*c*p^2-3*g^3*p*r+48*b^2*p*r-59*p^2*q*r^2+336*c^2*g*q-176*a^2*c*r^2-70*a*g*r^3-24*a^3*c*r-60*g*p*r+62*a*b*r-378*a*p*q+48*a^2*b*q+48*a^2*b*p-96*c^3*g*r-42*c^2*g^2*r+96*a^2*b*c+552*b*c^2*p+2*b^2*q*r-168*a*b*p+189*a*q^2*r+294*b*c*r^2-6*c*g^3*r+648*c^2*p*q+1240*a*c^2*r-196*c^2*g*r^2-188*b*c^2*r^2+144*a^2*p*q+54*b*p*q^2-11*g^2*p^2*r+54*b*g^2*r-200*c^2*q*r^2-86*b*c*r^3-348*b*c*q+48*a*b^2*c-409*c*q*r+432*c*q*r^2+201*a*g*r^2+144*a^2*g*r+312*a^2*c*p+255*p*q*r^2+726*c*p*r^2+384*a*b*c^2-160*a*c^3*r+248*a^2*q*r-12*b^2*g*r^2-233*p*q*r-330*a*c*r+168*a*b*r^2-792*c*p*q-54*c^2*q^2*r-156*c^3*p*r-7*g^2*q^2*r-112*a^2*c^2*r-112*c*g*r^3-3*g^3*q*r+568*a^2*c*r-18*b*g^2*r^2-63*c*g^2*r^2+18*b*g^2*p-144*a*b*q-76*a^2*q*r^2-360*a*b*c+714*c*p^2*r+163*b*p*r^2-120*b*g*a+48*a^2*g*p-192*g*p*q+336*b*c^2*q-108*c^3*q*r-62*a*b*r^3+77*g^2*q*r-300*c^2*p*r^2-30*a*g^2*r^2+195*c*g^2*r-336*a*c^2*r^2+294*a^2*p*r+12*b^2*g*p+36*b*c*g^2+54*b*p^3-6*b*r^4+96*b^2*c*r+816*a*c^2*p+281*p^2*q*r+144*a^2*b*r-54*b*c*r+712*a*c*r^2+60*a*b*q^2-32*b^2*c*r^2+198*a*p^2*q+32*b*q*r^2+234*c*p*q^2+96*a^2*c*g-14*g*p^3*r-112*b*c*p*q*r+48*b^2*c*q+24*b^2*c*g+18*b*g^2*q+144*a*p*q^2+554*a*p*q*r-204*a^2-108*b^2-276*c^2-84*g^2-96*p^2-18*q^2-6*r^2-576*c^3-90*p^3-36*q^3+3*r^3-48*g^2*p-42*g^2*q+90*b+36*c+48*g+18*q-327*a*r-204*b*p-126*b*q-215*b*r-318*c*g-330*c*p-174*c*q-210*c*r-180*g*p-126*g*q-178*g*r-114*p*q-132*p*r-48*q*r-336*a^2*c-156*a^2*p-144*a^2*q-30*a^2*r-372*a*c*g-876*a*c*p-720*a*c*q-174*a*g*p-156*a*g*q+13*a*g*r-172*a*p*r-114*a*q*r-360*b*c-216*a*q-210*b*g-312*a*b-504*a*c-294*a*p+72*p^2*q^2-270*a*g-840*a*c^2-228*a*p^2-150*a*q^2+96*a*r^2-24*b^2*c-12*b^2*p+92*b^2*r-480*b*c^2-132*b*p^2-54*b*q^2+123*b*r^2-444*c^2*g-936*c^2*p-720*c^2*q-494*c^2*r-102*c*g^2-504*c*p^2-288*c*q^2-69*c*r^2+14*g^2*r-120*g*p^2-72*g*q^2+77*g*r^2-216*p^2*q-152*p^2*r-162*p*q^2-45*p*r^2-81*q^2*r-36*q*r^2-192*b*c*g-504*b*c*p-90*b*g*p-72*b*g*q+77*b*g*r-186*b*p*q-33*b*p*r+25*b*q*r-462*c*g*p-366*c*g*q-113*c*g*r-551*c*p*r-29*g*q*r+24*a*b^2*p+256*a*q*r^2-60*g^2*a-48*b^2*a-96*a^2*g-48*a^3-12*g^3+33*b*q^2*r-36*g^2*b-96*a^2*b-24*b^2*g-10*b*r^3-24*a*p^3*r-57*a*p^2*q*r+172*p*q^2*r+278*c*q^2*r+240*c^4+24*p^4+6*r^4+384*a*c*g*p+674*a*c*g*r+1350*a*c*p*r+347*a*g*p*r+761*c*g*p*r-48*a^2*b*c*r+60*a*c*g^2+30*a*g^2*p+90*a*g^2*r+480*c^2*g*p+706*c^2*g*r+1296*c^2*p*r+264*c*g*p^2+100*g^2*p*r+48*a^3*c+24*a^3*p+72*a^3*r+288*a^2*c^2+84*a^2*p^2+186*a^2*r^2+480*a*c^3+288*c^3*g+552*c^3*p+776*c^3*r+108*c^2*g^2+468*c^2*p^2+648*c^2*r^2+12*c*g^3+6*g^3*p+18*g^3*r+30*g^2*p^2+54*g^2*r^2+24*p*q^3-72*c^4*r+96*b^2*c^2+336*b*c^3-48*a^2*c*g*r-24*a*b^2*c*r-144*a*b*c^2*r-140*a*c^2*g*r-30*a*c*g^2*r-12*b^2*c*g*r-88*b*c^2*g*r-18*b*c*g^2*r+120*a*b*c*g+408*a*b*c*p+312*a*b*c*q+664*a*b*c*r+60*a*b*g*p+60*a*b*g*q+180*a*b*g*r+312*a*c*g*q+252*b*c*g*p+180*b*c*g*q+380*b*c*g*r+780*b*c*p*r+428*b*c*q*r+195*b*g*p*r+126*b*g*q*r+529*c*g*q*r-32*b^2*c^2*r-104*b*c^3*r+264*a^2*c*q+48*a^2*g*q+24*a*b^2*q+72*a*b^2*r+600*a*c^2*q+30*a*g^2*q+96*b^2*c*p+12*b^2*g*q+36*b^2*g*r+240*b*c^2*g+724*b*c^2*r+90*c*g^2*q+300*b*c*p^2+66*b*g*p^2+75*b*g*r^2-60*a*b*c*g*r+360*c^3*q+6*g^3*q+24*b^2*p^2-18*b^2*r^2-9*q^2*r^3-3*q^3*r^2-24*a^2*b*p*r-24*a^2*b*q*r-116*a^2*c*p*r-100*a^2*c*q*r-24*a^2*g*p*r-24*a^2*g*q*r-12*a*b^2*p*r-12*a*b^2*q*r-256*a*c^2*p*r-196*a*c^2*q*r-15*a*g^2*p*r-15*a*g^2*q*r-32*b^2*c*p*r-16*b^2*c*q*r-6*b^2*g*p*r-6*b^2*g*q*r-164*b*c^2*p*r-104*b*c^2*q*r-9*b*g^2*p*r-9*b*g^2*q*r-152*c^2*g*p*r-112*c^2*g*q*r-43*c*g^2*p*r-35*c*g^2*q*r+342*a*b*p*r+250*a*b*q*r+278*a*g*q*r-148*a*b*c*p*r-116*a*b*c*q*r-30*a*b*g*p*r-30*a*b*g*q*r-144*a*c*g*p*r-120*a*c*g*q*r+60*a^2*q^2+180*c^2*q^2+18*g^2*q^2-90*b*c*g*p*r-66*b*c*g*q*r+108*a*b*p^2+66*a*g*q^2+30*b*g*q^2+120*c*g*q^2-214*a*c*g*r^2-136*a*c*p^2*r-352*a*c*p*r^2-37*a*g*p^2*r-109*a*g*p*r^2-80*c*g*p^2*r-204*c*g*p*r^2+108*b*p^2*q-24*a^3*r^2-60*a^2*r^3-188*c^3*r^2-12*a^3*p*r-48*a^2*g*r^2-30*a^2*p^2*r-90*a^2*p*r^2-126*c^2*p^2*r+365*a*p^2*r+387*a*p*r^2+204*g*p^2*r+203*g*p*r^2-154*c^2*r^3-6*g^3*r^2-20*g^2*r^3+84*a*p^3+84*a*r^3+174*c*p^3+168*c*r^3+48*g*p^3+34*g*r^3+108*g*p^2*q-24*a*b^2*r^2-2*b^2*r^3-208*a*b*c*r^2-60*a*b*g*r^2-8*b^2*p*q*r-120*b*c*g*r^2-86*b*c*p^2*r-196*b*c*p*r^2-26*b*c*q^2*r-106*b*c*q*r^2-23*b*g*p^2*r-61*b*g*p*r^2-11*b*g*q^2*r-40*b*g*q*r^2-180*c^2*p*q*r-40*c*g*q^2*r-144*c*g*q*r^2-18*g^2*p*q*r-8*b^2*p^2*r-16*b^2*p*r^2-2*b^2*q*r^2-25*g^2*q*r^2+24*b^2*p*q+209*b*p^2*r+48*g^2*p*q+88*g*q^2*r+118*g*q*r^2-34*b*g*p*q*r-120*c*g*p*q*r-60*a*b*p*q*r+168*a*b*p*q+696*a*c*p*q+998*a*c*q*r+168*a*g*p*q+384*b*c*p*q+96*b*g*p*q+242*b*p*q*r+384*c*g*p*q+992*c*p*q*r+292*g*p*q*r+21*q^3*r-62*a*g*p*q*r-22*a^2*q^2*r-38*a*b*p^2*r-106*a*b*p*r^2-22*a*b*q^2*r-78*a*b*q*r^2-25*a*g*q^2*r-88*a*g*q*r^2+24*a^3*q+30*a*q^3+30*c*q^3+12*g*q^3+240*a*c*q^2+72*g*p*q^2-52*a^2*p*q*r-12*a^3*q*r-45*c*r^4-17*g*r^4-76*a*c*q^2*r-262*a*c*q*r^2-212*a*c*p*q*r-15*b*p^3*r-51*b*p^2*r^2-45*b*p*r^3-6*b*q^2*r^2-12*b*q*r^3-45*c*p^3*r-159*c*p^2*r^2-163*c*p*r^3-59*c*q^2*r^2-95*c*q*r^3-53*g*p^2*r^2-58*g*p*r^3-23*g*q^2*r^2-36*g*q*r^3-30*b*p^2*q*r-15*b*p*q^2*r-57*b*p*q*r^2-99*c*p^2*q*r-63*c*p*q^2*r-218*c*p*q*r^2-32*g*p^2*q*r-22*g*p*q^2*r-76*g*p*q*r^2-6*p^4*r+72*p^3*q+130*p^3*r+201*p^2*r^2+99*p*r^3+54*q^2*r^2+39*q*r^3-33*a*r^4-28*p^3*r^2-42*a*p*q^2*r-139*a*p*q*r^2-92*a*p^2*r^2-104*a*p*r^3-9*a*q^3*r-47*a*q^2*r^2-71*a*q*r^3-9*c*q^3*r-4*g*q^3*r-9*q*r^4-34*p*q^2*r^2-52*p*q*r^3-43*p^2*r^3-24*p*r^4-3*r^5-18*p^3*q*r-18*p^2*q^2*r-6*p*q^3*r)*x^2+(2*c+p+q+r+1)*(r-4)*(13*p+23*a+12*g*p*r+12*a*b*r+12*a*p*q+8*a*b*p+24*b*c*q+36*c*q*r+18*p*q*r+36*a*c*r+24*c*p*q+8*a*b*q+16*a*b*c+8*g*p*q+36*b*c*r-14*a^2-14*b^2-60*c^2-7*g^2-15*p^2-15*q^2-18*r^2+16*c^3+2*p^3+2*q^3+5*r^3+2*g^2*p+2*g^2*q+23*b+26*c+13*g+13*q+13*r-39*a*r-34*b*p-34*b*q-39*b*r-44*c*g-60*c*p-60*c*q-66*c*r-22*g*p-22*g*q-25*g*r-30*p*q-33*p*r-33*q*r+8*a^2*c+4*a^2*p+4*a^2*q+6*a^2*r+12*a*c*g+24*a*c*p+24*a*c*q+6*a*g*p+6*a*g*q+9*a*g*r+18*a*p*r+18*a*q*r-68*b*c-34*a*q-21*b*g-28*a*b-68*a*c-34*a*p-21*a*g+24*a*c^2+6*a*p^2+6*a*q^2+12*a*r^2+8*b^2*c+4*b^2*p+4*b^2*q+6*b^2*r+24*b*c^2+6*b*p^2+6*b*q^2+12*b*r^2+16*c^2*g+24*c^2*p+24*c^2*q+36*c^2*r+4*c*g^2+12*c*p^2+12*c*q^2+24*c*r^2+3*g^2*r+4*g*p^2+4*g*q^2+8*g*r^2+6*p^2*q+9*p^2*r+6*p*q^2+12*p*r^2+9*q^2*r+12*q*r^2+12*b*c*g+24*b*c*p+6*b*g*p+6*b*g*q+9*b*g*r+12*b*p*q+18*b*p*r+18*b*q*r+16*c*g*p+16*c*g*q+24*c*g*r+36*c*p*r+12*g*q*r)*x^3)*dx+(r-3)*(13*g^2*p*r^2-120*a*c^2*g-80*c^2*q*r+28*c*g*r^2-28*b*c*q^2-38*c*g^2*p-6*p-126*c*p^2*q-34*a*g*p^2+50*a*c*r^3+9*b*g*r^3+24*a^2*b*r^2+6*a-152*a*c*p^2+2*g^3*p*r-2*b^2*p*r+14*p^2*q*r^2-112*c^2*g*q+72*a^2*c*r^2+21*a*g*r^3+16*a^3*c*r-40*g*p*r-60*a*b*r-66*a*p*q-16*a^2*b*q-16*a^2*b*p+48*c^3*g*r+24*c^2*g^2*r-32*a^2*b*c-184*b*c^2*p+8*b^2*q*r-40*a*b*p-14*a*q^2*r+32*b*c*r^2+4*c*g^3*r-216*c^2*p*q-116*a*c^2*r+68*c^2*g*r^2+60*b*c^2*r^2-48*a^2*p*q-18*b*p*q^2+6*g^2*p^2*r-9*b*g^2*r+56*c^2*q*r^2+18*b*c*r^3-60*b*c*q-16*a*b^2*c-34*c*q*r+8*c*q*r^2+22*a*g*r^2-24*a^2*g*r-104*a^2*c*p-5*p*q*r^2-14*c*p*r^2-128*a*b*c^2+80*a*c^3*r-22*a^2*q*r+6*b^2*g*r^2-29*p*q*r-114*a*c*r+26*a*b*r^2-120*c*p*q+24*c^2*q^2*r+64*c^3*p*r+4*g^2*q^2*r+64*a^2*c^2*r+28*c*g*r^3+2*g^3*q*r-56*a^2*c*r+9*b*g^2*r^2+26*c*g^2*r^2-6*b*g^2*p-32*a*b*q+30*a^2*q*r^2-72*a*b*c-96*c*p^2*r+12*b*p*r^2-16*a^2*g*p-40*g*p*q-112*b*c^2*q+48*c^3*q*r+18*a*b*r^3-4*g^2*q*r+84*c^2*p*r^2+15*a*g^2*r^2-16*c*g^2*r+116*a*c^2*r^2-32*a^2*p*r-4*b^2*g*p-12*b*c*g^2-18*b*p^3-4*b^2*c*r-272*a*c^2*p-38*p^2*q*r-24*a^2*b*r-66*b*c*r+32*a*c*r^2-20*a*b*q^2+12*b^2*c*r^2-66*a*p^2*q+21*b*q*r^2-78*c*p*q^2-32*a^2*c*g+6*g*p^3*r+48*b*c*p*q*r-16*b^2*c*q-8*b^2*c*g-6*b*g^2*q-48*a*p*q^2-59*a*p*q*r+12*a^2+4*b^2-52*c^2+4*g^2-16*p^2-6*q^2-3*r^2-96*c^3-18*p^3+12*r^3-12*g^2*p-10*g^2*q+2*b-12*c+4*g-6*q-12*r-30*a*r-12*b*p-10*b*q-24*b*r-22*c*g-58*c*p-38*c*q-48*c*r-12*g*p-10*g*q-23*g*r-22*p*q-27*p*r-15*q*r-48*a^2*c-28*a^2*p-24*a^2*q-42*a^2*r-68*a*c*g-156*a*c*p-112*a*c*q-38*a*g*p-32*a*g*q-57*a*g*r-67*a*p*r-41*a*q*r-24*b*c-12*a*q+10*b*g+16*a*b-24*a*c-14*a*p-24*p^2*q^2+14*a*g-136*a*c^2-44*a*p^2-22*a*q^2-3*a*r^2-24*b^2*c-12*b^2*p-8*b^2*q-18*b^2*r-96*b*c^2-28*b*p^2-6*b*q^2+7*b*r^2-92*c^2*g-168*c^2*p-96*c^2*q-80*c^2*r-22*c*g^2-96*c*p^2-24*c*q^2+12*c*r^2-18*g^2*r-28*g*p^2-12*g*q^2+2*g*r^2-36*p^2*q-32*p^2*r-18*p*q^2+3*q^2*r+15*q*r^2-48*b*c*g-104*b*c*p-26*b*g*p-20*b*g*q-39*b*g*r-34*b*p*q-37*b*p*r-11*b*q*r-102*c*g*p-70*c*g*q-70*c*g*r-104*c*p*r-21*g*q*r-8*a*b^2*p+17*a*q*r^2+6*b*q^2*r+15*b*r^3+10*a*p^3*r+24*a*p^2*q*r-19*p*q^2*r-20*c*q^2*r-80*c^4-8*p^4+3*r^4-128*a*c*g*p-60*a*c*g*r-148*a*c*p*r-34*a*g*p*r-76*c*g*p*r+32*a^2*b*c*r-20*a*c*g^2-10*a*g^2*p-15*a*g^2*r-160*c^2*g*p-60*c^2*g*r-156*c^2*p*r-88*c*g*p^2-9*g^2*p*r-16*a^3*c-8*a^3*p-12*a^3*r-96*a^2*c^2-28*a^2*p^2+12*a^2*r^2-160*a*c^3-96*c^3*g-184*c^3*p-80*c^3*r-36*c^2*g^2-156*c^2*p^2+4*c^2*r^2-4*c*g^3-2*g^3*p-3*g^3*r-10*g^2*p^2+8*g^2*r^2-8*p*q^3+32*c^4*r-32*b^2*c^2-112*b*c^3+32*a^2*c*g*r+16*a*b^2*c*r+80*a*b*c^2*r+80*a*c^2*g*r+20*a*c*g^2*r+8*b^2*c*g*r+48*b*c^2*g*r+12*b*c*g^2*r-40*a*b*c*g-136*a*b*c*p-104*a*b*c*q-60*a*b*c*r-20*a*b*g*p-20*a*b*g*q-30*a*b*g*r-104*a*c*g*q-84*b*c*g*p-60*b*c*g*q-32*b*c*g*r-84*b*c*p*r-22*b*c*q*r-18*b*g*p*r-3*b*g*q*r-36*c*g*q*r+16*b^2*c^2*r+48*b*c^3*r-88*a^2*c*q-16*a^2*g*q-8*a*b^2*q-12*a*b^2*r-200*a*c^2*q-10*a*g^2*q-32*b^2*c*p-4*b^2*g*q-6*b^2*g*r-80*b*c^2*g-68*b*c^2*r-30*c*g^2*q-100*b*c*p^2-22*b*g*p^2+20*b*g*r^2+40*a*b*c*g*r-120*c^3*q-2*g^3*q-8*b^2*p^2+14*b^2*r^2+16*a^2*b*p*r+16*a^2*b*q*r+64*a^2*c*p*r+56*a^2*c*q*r+16*a^2*g*p*r+16*a^2*g*q*r+8*a*b^2*p*r+8*a*b^2*q*r+120*a*c^2*p*r+96*a*c^2*q*r+10*a*g^2*p*r+10*a*g^2*q*r+16*b^2*c*p*r+8*b^2*c*q*r+4*b^2*g*p*r+4*b^2*g*q*r+72*b*c^2*p*r+48*b*c^2*q*r+6*b*g^2*p*r+6*b*g^2*q*r+72*c^2*g*p*r+56*c^2*g*q*r+24*c*g^2*p*r+20*c*g^2*q*r-34*a*b*p*r-14*a*b*q*r-19*a*g*q*r+80*a*b*c*p*r+64*a*b*c*q*r+20*a*b*g*p*r+20*a*b*g*q*r+80*a*c*g*p*r+68*a*c*g*q*r-20*a^2*q^2-60*c^2*q^2-6*g^2*q^2+48*b*c*g*p*r+36*b*c*g*q*r-36*a*b*p^2-22*a*g*q^2-10*b*g*q^2-40*c*g*q^2+88*a*c*g*r^2+60*a*c*p^2*r+116*a*c*p*r^2+20*a*g*p^2*r+44*a*g*p*r^2+36*c*g*p^2*r+68*c*g*p*r^2-36*b*p^2*q+12*a^3*r^2+18*a^2*r^3+56*c^3*r^2+8*a^3*p*r+24*a^2*g*r^2+16*a^2*p^2*r+36*a^2*p*r^2+48*c^2*p^2*r-45*a*p^2*r+8*a*p*r^2-23*g*p^2*r+10*g*p*r^2+32*c^2*r^3+3*g^3*r^2+6*g^2*r^3-28*a*p^3+21*a*r^3-58*c*p^3+18*c*r^3-16*g*p^3+14*g*r^3-36*g*p^2*q+12*a*b^2*r^2+84*a*b*c*r^2+30*a*b*g*r^2+4*b^2*p*q*r+48*b*c*g*r^2+36*b*c*p^2*r+60*b*c*p*r^2+12*b*c*q^2*r+30*b*c*q*r^2+12*b*g*p^2*r+24*b*g*p*r^2+6*b*g*q^2*r+15*b*g*q*r^2+72*c^2*p*q*r+20*c*g*q^2*r+48*c*g*q*r^2+10*g^2*p*q*r+4*b^2*p^2*r+6*b^2*p*r^2+10*g^2*q*r^2-8*b^2*p*q-25*b*p^2*r-16*g^2*p*q-3*g*q^2*r+15*g*q*r^2+18*b*g*p*q*r+56*c*g*p*q*r+32*a*b*p*q*r-56*a*b*p*q-232*a*c*p*q-86*a*c*q*r-56*a*g*p*q-128*b*c*p*q-32*b*g*p*q-19*b*p*q*r-128*c*g*p*q-116*c*p*q*r-26*g*p*q*r+34*a*g*p*q*r+12*a^2*q^2*r+20*a*b*p^2*r+42*a*b*p*r^2+12*a*b*q^2*r+30*a*b*q*r^2+14*a*g*q^2*r+35*a*g*q*r^2-8*a^3*q-10*a*q^3-10*c*q^3-4*g*q^3-80*a*c*q^2-24*g*p*q^2+28*a^2*p*q*r+8*a^3*q*r+6*c*r^4+3*g*r^4+36*a*c*q^2*r+86*a*c*q*r^2+96*a*c*p*q*r+6*b*p^3*r+15*b*p^2*r^2+9*b*p*r^3+16*c*p^3*r+42*c*p^2*r^2+32*c*p*r^3+14*c*q^2*r^2+16*c*q*r^3+17*g*p^2*r^2+14*g*p*r^3+7*g*q^2*r^2+8*g*q*r^3+12*b*p^2*q*r+6*b*p*q^2*r+15*b*p*q*r^2+36*c*p^2*q*r+24*c*p*q^2*r+56*c*p*q*r^2+14*g*p^2*q*r+10*g*p*q^2*r+24*g*p*q*r^2+2*p^4*r-24*p^3*q-19*p^3*r-8*p^2*r^2+6*p*r^3+3*q^2*r^2+6*q*r^3+6*a*r^4+7*p^3*r^2+18*a*p*q^2*r+43*a*p*q*r^2+29*a*p^2*r^2+25*a*p*r^3+4*a*q^3*r+14*a*q^2*r^2+16*a*q*r^3+4*c*q^3*r+2*g*q^3*r+7*p*q^2*r^2+8*p*q*r^3+8*p^2*r^3+3*p*r^4+6*p^3*q*r+6*p^2*q^2*r+2*p*q^3*r)*x-(2*c+p+q+r+1)*(r-3)*(r-4)*(2*c+p+q+r-1)*(r+1+q+p+g+2*c+2*b+2*a)*(r+q+p+g+2*c+b+a)*x^2: Pabpq:= x^3*(x-1)^3*((2*a+2*c+g+p+q+2)*x-2*a-2*c-g-p-2)*dx^5+x^2*(x-1)^2*(-(2*a+2*c+g+p+2)*(-3+3*a+3*c+g+3*p+3*r)+(-16+4*p-4*a+12*a*g+15*c*g+30*c*a+6*c*b+3*b*g+6*a*b+9*p*g+9*q*a+18*p*a+3*p*b+4*q*g+16*r+6*b+16*r*c+16*r*a+21*p*c+9*q*c+3*g^2+8*p*r+2*c-2*g+4*q+18*c^2+6*p*q+6*p^2+12*a^2+8*g*r+2*r*q)*x-(5*r+2*g-5+3*p+3*q+6*c+3*a+3*b)*(2*a+2*c+g+p+q+2)*x^2)*dx^4+x*(x-1)*(-(2*a^2+4*c*a+a*g+6*p*a+6*r*a+2*c^2+c*g+6*p*c+6*r*c+2*p*g+2*g*r+3*p^2+6*p*r+3*r^2-5*a-5*c-2*g-3*p-3*r)*(2*a+2*c+g+p+2)+(9*p^3-30*p-42*a+114*r*c*a+6*p^2*b+9*p*g^2+14*q*a^2+9*q*p^2-31*a*g+17*p^2*g+68*c^2*a+2*q*g^2-28*c*g+14*c^2*q+15*r^2*p+32*c^2*g+11*c*g^2+62*c^2*p+42*c*p^2+16*c^2*b+52*c*a^2-54*c*a-2*c*b-5*b*g-10*a*b-9*p*g-8*q*a-15*p*a+3*p*b-6*q*g-30*r-18*b+36*r*c+24*p^2*r+66*r*c^2+30*r^2*c+30*r^2+104*c*a*p+28*c*a*q+24*c*a*b+30*r^2*a+18*r*a+39*p*g*a+8*p*g*b+49*c*g*p+11*c*g*q+48*c*g*a+12*c*g*b-8*p*c-8*q*c-8*g^2+11*g^2*r+15*r^2*g+18*b*r+33*p*r+28*c^3-52*c-20*g-18*q-24*c^2+3*p*q+7*a*g^2+r^2*q+3*p^2+8*a*b*g-30*a^2+48*r*a^2+12*a^3+g^3+16*a^2*g+2*b*g^2+8*a^2*b+18*r*c*b+81*r*c*p+21*r*c*q+55*r*c*g+10*g*q*r+18*b*r*a+9*b*r*p+9*b*r*g+46*g*r*a+35*g*r*p+21*r*q*a+12*r*q*p+7*g*r+17*r*q+72*p*r*a+42*p*a^2+36*p^2*a+20*c*b*p+10*p*g*q+24*q*p*a+24*c*p*q+16*p*a*b+11*q*a*g)*x+(-9*p^3+42*p+54*a-162*r*c*a-2*p*b^2-12*p^2*b-12*p*g^2-28*q*a^2-12*q^2*a-18*q*p^2-9*q^2*p+43*a*g-19*p^2*g-104*c^2*a-7*q*g^2+37*c*g-4*c*b^2-48*c^2*q-22*r^2*p-56*c^2*g-20*c*g^2-84*c^2*p-48*c*p^2-40*c^2*b-12*c*q^2-68*c*a^2+76*c*a+10*b*g+24*a*b+16*p*g+25*q*a-6*q*b+33*p*a-4*p*b+12*q*g+44*r+40*b-58*r*c-30*p^2*r-102*r*c^2-6*q^2*r-44*r^2*c-4*b^2-44*r^2-124*c*a*p-76*c*a*q-56*c*a*b-44*r^2*a-16*r*a-45*p*g*a-17*p*g*b-66*c*g*p-38*c*g*q-74*c*g*a-30*c*g*b+21*p*c+15*q*c+11*g^2-17*g^2*r-22*r^2*g-42*b*r-38*p*r-48*c^3+78*c+30*g+36*q+30*c^2+3*p*q-11*a*g^2-8*r^2*q+3*p^2-18*a*b*g+42*a^2-60*r*a^2-12*a^3-2*g^3-20*a^2*g-2*b^2*g-5*b*g^2-16*a^2*b-4*a*b^2-42*r*c*b-111*r*c*p-63*r*c*q-85*r*c*g-28*g*q*r-6*b*q*r-42*b*r*a-21*b*r*p-21*b*r*g-64*g*r*a-47*g*r*p-57*r*q*a-36*r*q*p-12*g*r-34*r*q-90*p*r*a-42*p*a^2-36*p^2*a-5*q^2*g-44*c*b*p-20*c*b*q-24*p*g*q-48*q*p*a-12*q*p*b-60*c*p*q-16*q*a*b-8*q*b*g-32*p*a*b-28*q*a*g)*x^2+(-9*p-11*a+3*a*g+8*c*g+12*c*a+12*c*b+3*b*g+4*a*b+4*p*g+6*q*a+6*q*b+6*p*a+6*p*b+4*q*g+3*q^2-10*r-11*b+24*r*c+2*b^2+10*r^2+12*r*a+12*p*c+12*q*c+g^2+12*b*r+12*p*r-18*c-7*g-9*q+12*c^2+6*p*q+3*p^2+2*a^2+8*g*r+12*r*q)*(2*a+2*c+g+p+q+2)*x^3)*dx^3+(-(p+r-1)*(p+a+c+r)*(2*a+2*c+g+p+r+1)*(2*a+2*c+g+p+2)+(4*p^3-10*p-6*a+40*r*c*a+3*p^2*b+p*g^2+2*q*a^2+4*q*p^2-10*a*g+5*p^2*g+8*c^2*a-15*c*g+2*c^2*q+24*r^2*p+4*c^2*g+c*g^2+16*c^2*p+15*c*p^2+4*c^2*b+4*c*a^2-34*c*a-14*c*b-4*b*g-8*a*b-10*p*g-11*q*a-20*p*a-9*p*b-4*q*g-10*r-19*r*c+18*p^2*r+28*r*c^2+33*r^2*c+9*r^2*b+24*c*a*p+4*c*a*q+4*c*a*b+24*r^2*a-18*r*a+6*p*g*a+2*p*g*b+10*c*g*p+c*g*q+4*c*g*a+2*c*g*b-25*p*c-11*q*c-2*g^2+2*g^2*r+11*r^2*g-9*b*r-6*p*r+4*c^3-12*c-2*g-22*c^2-8*p*q+8*r^2*q-6*p^2-12*a^2+12*r*a^2+16*r*c*b+48*r*c*p+12*r*c*q+18*r*c*g+4*g*q*r+8*b*r*a+12*b*r*p+4*b*r*g+10*g*r*a+16*g*r*p+12*r*q*a+12*r*q*p-9*g*r-8*r*q+10*r^3+36*p*r*a+8*p*a^2+12*p^2*a+8*c*b*p+2*p*g*q+7*q*p*a+7*c*p*q+4*p*a*b+q*a*g)*(2*a+2*c+g+p+2)*x+(6*p^3+48*p+24*a-12*b^2*r-18*r*c*a+2*p*b^2+14*p^2*b+27*p*g^2+66*q*a^2+17*q^2*a+12*q*p^2+6*q^2*p+78*a*g+26*p^2*g+236*c^2*a+17*q*g^2+139*c*g+4*c*b^2+80*c^2*q-114*r^2*p+120*c^2*g+51*c*g^2+122*c^2*p+50*c*p^2+72*c^2*b+17*c*q^2+192*c*a^2+262*c*a+118*c*b+37*b*g+62*a*b+83*p*g+93*q*a+36*q*b+156*p*a+67*p*b+46*q*g+18*q^2+54*r+6*b+154*r*c-51*p^2*r-72*r*c^2-15*q^2*r-186*r^2*c-72*r^2*b+12*b^2+220*c*a*p+146*c*a*q+136*c*a*b-476*r*p*c*a-114*r^2*a+144*r*a+102*p*g*a+35*p*g*b-6*p^2*q^2-32*a^2*b*c+115*c*g*p+74*c*g*q+198*c*g*a+70*c*g*b+219*p*c+123*q*c+21*g^2+10*g^2*r-62*r^2*g-12*r*b^2*c-12*a^3*q+66*b*r+69*p*r-g^3*q+92*c^3-24*a^2*b*p-36*a*b*c*g-44*a*g*p*q+70*c+14*g+18*q-28*a*b*c*q-96*a*b*c*p+194*c^2+72*p*q-88*a*c^2*g-200*a*c^2*p-4*c*g^3+40*a*g^2-70*r^2*q+60*p^2+62*a*b*g-124*a*c*p*q-8*a^2*b*q-56*a^2*b*r-56*a^2*c*q-16*a^2*g*q-8*a*b^2*c-4*a*b^2*p-12*a*b^2*r-72*a*b*c^2-76*a*c^2*q-7*a*g^2*q-4*b^2*c*g-8*b^2*c*p-2*b^2*g*p-6*b^2*g*r-40*b*c^2*g-76*b*c^2*p-20*b*c^2*q-10*b*c*g^2-7*b*g^2*p-2*b*g^2*q-17*b*g^2*r-36*c^2*g*q-12*c*g^2*q-2*b^2*p^2+72*a^2+42*r*a^2+48*a^3+7*g^3-32*c^4+76*a^2*g+6*b^2*g+17*b*g^2+56*a^2*b+12*a*b^2-70*r*c*b-136*r*c*p-63*r*c*q-16*r*c*g-11*g*q*r-33*b*q*r+10*b*r*a-51*b*r*p-b*r*g+41*g*r*a-31*g*r*p-26*r*q*a-58*r*q*p-9*b*p^3-20*a*b*p*q+75*g*r+55*r*q-54*r^3-57*p*r*a-30*a*b*p^2-16*a*c*q^2-6*c*g*q^2-224*r*c*q*a-40*r*b*q*a-270*r*c*g*a-174*r*p*a*g-112*r*p*a*b-102*r*c*g*b-247*r*c*g*p-109*r*c*g*q-44*r*c*q*b-168*r*c*q*p-87*r*g*q*a-20*r*g*q*b-70*r*g*q*p-24*r*b*q*p-192*r*b*c*a-152*r*b*c*p-59*r*b*g*p-144*r*p*q*a-3*r^3*q-72*r^2*c*b-27*r^3*p-57*p^2*r^2-186*r^2*c^2-3*q^2*r^2-54*r^3*c-54*r^3*a-31*g^2*r^2-27*r^3*g-36*r*p^3-300*r^2*c*a-207*r^2*c*p-82*r^2*c*q-155*r^2*c*g-39*g*q*r^2-3*b*q*r^2-72*b*r^2*a-36*b*r^2*p-36*b*r^2*g-119*g*r^2*a-88*g*r^2*p-79*r^2*q*a-44*r^2*q*p-171*p*r^2*a-24*r*q^2*a-136*r*c^2*b-21*r*g^2*q-45*r*g^2*p-51*r*p^2*q-380*r*c^2*a-71*r*g^2*c-42*r*p^2*b-11*r*g*q^2-15*r*q^2*p-6*r*b^2*p-74*r*p^2*g-186*r*p^2*c-200*r*c^2*g-134*r*c^2*q-114*r^2*a^2-172*r*c^3-24*r*c*q^2-314*r*c^2*p-168*r*p*a^2-90*r*q*a^2-256*r*c*a^2-144*r*p^2*a-28*b*c*p*q-10*b*g*p*q-58*c*g*p*q-9*b*p^2*q-76*c^2*p*q-54*c*p^2*q-10*g^2*p*q-21*g*p^2*q-8*b^2*c^2-40*b*c^3-32*c^3*q-26*a*b*g*p-8*a*b*g*q-62*a*b*g*r-52*a*c*g*q-52*b*c*g*p-14*b*c*g*q-45*a*p^2*q-15*a*p*q^2-48*a^2*p*q-6*a*g*q^2-15*c*p*q^2-6*g*p*q^2-12*p^3*q-40*a^2*c*g-132*a^2*c*p-36*a^2*g*p-76*a^2*g*r-24*a^3*c-24*a^3*p-48*a^3*r-80*a^2*c^2-48*a^2*p^2-88*a*c^3-48*c^3*g-92*c^3*p-24*c^2*g^2-92*c^2*p^2-3*g^3*p-7*g^3*r-12*g^2*p^2+96*p*a^2+48*p^2*a+9*q^2*g+64*c*b*p+26*c*b*q+35*p*g*q+66*q*p*a+9*q*p*b+67*c*p*q+32*q*a*b+16*q*b*g+68*p*a*b+67*q*a*g-46*b*c*p^2-16*b*g*p^2-8*a^2*q^2-8*c^2*q^2-g^2*q^2-30*a*p^3-39*c*p^3-15*g*p^3-22*a*c*g^2-138*a*c*p^2-18*a*g^2*p-40*a*g^2*r-48*a*g*p^2-104*c^2*g*p-35*c*g^2*p-70*c*g*p^2-136*a*c*g*p-6*p^4)*x^2+(-10*p^3-44*p-20*a+24*b^2*r+18*r*c*a-4*p*b^2-19*p^2*b-28*p*g^2-78*q*a^2-37*q^2*a-24*q*p^2-18*q^2*p-78*a*g-30*p^2*g-232*c^2*a-23*q*g^2-152*c*g-8*c*b^2-108*c^2*q+5*a*q^3+108*r^2*p-124*c^2*g-55*c*g^2-132*c^2*p-63*c*p^2-84*c^2*b-39*c*q^2-180*c*a^2-260*c*a-152*c*b-50*b*g-76*a*b-82*p*g-116*q*a-66*q*b-142*p*a-80*p*b-66*q*g-36*q^2-56*r-12*b-158*r*c+36*p^2*r+90*r*c^2+24*q^2*r+198*r^2*c+90*r^2*b-24*b^2-228*c*a*p-190*c*a*q-164*c*a*b+440*r*p*c*a+108*r^2*a-144*r*a-102*p*g*a-43*p*g*b+12*p^2*q^2+40*a^2*b*c-122*c*g*p-100*c*g*q-200*c*g*a-86*c*g*b-220*p*c-176*q*c-24*g^2-9*g^2*r+66*r^2*g+24*r*b^2*c+12*a^3*q-78*b*r-76*p*r+2*g^3*q+5*c*q^3-92*c^3+24*a^2*b*p+48*a*b*c*g-4*q^3+52*a*g*p*q-76*c-16*g-32*q+68*a*b*c*q+108*a*b*c*p-208*c^2-94*p*q+104*a*c^2*g+184*a*c^2*p+5*c*g^3-42*a*g^2+90*r^2*q-58*p^2-76*a*b*g+152*a*c*p*q+2*g*q^3+4*p*q^3+16*a^2*b*q+64*a^2*b*r+76*a^2*c*q+20*a^2*g*q+16*a*b^2*c+8*a*b^2*p+4*a*b^2*q+24*a*b^2*r+96*a*b*c^2+124*a*c^2*q+11*a*g^2*q+8*b^2*c*g+16*b^2*c*p+8*b^2*c*q+4*b^2*g*p+2*b^2*g*q+12*b^2*g*r+56*b*c^2*g+92*b*c^2*p+56*b*c^2*q+14*b*c*g^2+8*b*g^2*p+5*b*g^2*q+22*b*g^2*r+68*c^2*g*q+23*c*g^2*q+4*b^2*p^2-60*a^2-48*r*a^2-40*a^3-8*g^3+40*c^4-72*a^2*g-12*b^2*g-22*b*g^2-64*a^2*b-24*a*b^2+98*r*c*b+117*r*c*p+93*r*c*q+27*r*c*g+18*g*q*r+56*b*q*r-14*b*r*a+57*b*r*p+5*b*r*g-42*g*r*a+23*g*r*p+21*r*q*a+60*r*q*p+9*b*p^3+40*a*b*p*q-78*g*r-66*r*q+56*r^3+28*p*r*a+30*a*b*p^2+10*a*b*q^2+46*a*c*q^2+14*b*c*q^2+5*b*g*q^2+23*c*g*q^2+320*r*c*q*a+88*r*b*q*a+284*r*c*g*a+158*r*p*a*g+128*r*p*a*b+132*r*c*g*b+244*r*c*g*p+172*r*c*g*q+112*r*c*q*b+240*r*c*q*p+118*r*g*q*a+46*r*g*q*b+96*r*g*q*p+60*r*b*q*p+240*r*b*c*a+184*r*b*c*p+70*r*b*g*p+180*r*p*q*a+12*r^3*q+90*r^2*c*b+28*r^3*p+54*p^2*r^2+198*r^2*c^2+18*q^2*r^2+56*r^3*c+56*r^3*a+33*g^2*r^2+28*r^3*g+30*r*p^3+306*r^2*c*a+207*r^2*c*p+135*r^2*c*q+165*r^2*c*g+60*g*q*r^2+18*b*q*r^2+90*b*r^2*a+45*b*r^2*p+45*b*r^2*g+120*g*r^2*a+87*g*r^2*p+117*r^2*q*a+72*r^2*q*p+162*p*r^2*a+60*r*q^2*a+176*r*c^2*b+12*r*q^2*b+32*r*g^2*q+44*r*g^2*p+66*r*p^2*q+400*r*c^2*a+80*r*g^2*c+48*r*p^2*b+4*r*b^2*q+30*r*g*q^2+42*r*q^2*p+12*r*b^2*p+66*r*p^2*g+168*r*p^2*c+224*r*c^2*g+216*r*c^2*q+108*r^2*a^2+192*r*c^3+6*r*q^3+72*r*c*q^2+312*r*c^2*p+140*r*p*a^2+108*r*q*a^2+248*r*c*a^2+120*r*p^2*a+4*b^2*p*q+64*b*c*p*q+22*b*g*p*q+82*c*g*p*q+18*b*p^2*q+108*c^2*p*q+63*c*p^2*q+14*g^2*p*q+24*g*p^2*q+16*b^2*c^2+56*b*c^3+60*c^3*q+28*a*b*g*p+18*a*b*g*q+76*a*b*g*r+84*a*c*g*q+62*b*c*g*p+38*b*c*g*q+45*a*p^2*q+30*a*p*q^2+48*a^2*p*q+16*a*g*q^2+39*c*p*q^2+15*g*p*q^2+12*p^3*q+44*a^2*c*g+108*a^2*c*p+28*a^2*g*p+72*a^2*g*r+24*a^3*c+16*a^3*p+40*a^3*r+88*a^2*c^2+32*a^2*p^2+104*a*c^3+60*c^3*g+92*c^3*p+30*c^2*g^2+78*c^2*p^2+3*g^3*p+8*g^3*r+10*g^2*p^2+9*b*p*q^2-92*p*a^2-56*p^2*a-6*q^2*b-19*q^2*g-80*c*b*p-54*c*b*q-49*p*g*q-93*q*p*a-25*q*p*b-102*c*p*q-64*q*a*b-32*q*b*g-82*p*a*b-85*q*a*g+50*b*c*p^2+17*b*g*p^2+16*a^2*q^2+30*c^2*q^2+4*g^2*q^2+20*a*p^3+29*c*p^3+11*g*p^3+26*a*c*g^2+106*a*c*p^2+16*a*g^2*p+42*a*g^2*r+36*a*g*p^2+104*c^2*g*p+35*c*g^2*p+59*c*g*p^2+124*a*c*g*p+4*p^4)*x^3-(p^3-7*p-3*a+6*b^2*r+36*r*c*a+2*p*b^2+3*p^2*b+p*g^2+2*q*a^2+3*q^2*a+3*q*p^2+3*q^2*p-9*a*g+2*p^2*g+12*c^2*a+q*g^2-18*c*g+4*c*b^2+2*q*b^2+12*c^2*q+18*r^2*p+8*c^2*g+2*c*g^2+12*c^2*p+6*c*p^2+12*c^2*b+6*c*q^2+4*c*a^2-28*c*a-28*c*b-9*b*g-12*a*b-9*p*g-14*q*a-14*q*b-14*p*a-14*p*b-9*q*g-6*q^2-10*r-3*b-18*r*c+9*p^2*r+36*r*c^2+9*q^2*r+36*r^2*c+18*r^2*b-6*b^2+12*c*a*p+12*c*a*q+8*c*a*b+18*r^2*a-15*r*a+3*p*g*a+3*p*g*b+8*c*g*p+8*c*g*q+6*c*g*a+6*c*g*b-24*p*c-24*q*c-3*g^2+3*g^2*r+12*r^2*g-15*b*r-9*p*r+8*c^3+q^3-14*c-3*g-7*q-24*c^2-12*p*q+18*r^2*q-6*p^2-6*a^2+6*r*a^2+36*r*c*b+36*r*c*p+36*r*c*q+24*r*c*g+12*g*q*r+18*b*q*r+12*b*r*a+18*b*r*p+9*b*r*g+9*g*r*a+12*g*r*p+18*r*q*a+18*r*q*p-9*g*r-9*r*q+10*r^3+18*p*r*a+2*p*a^2+3*p^2*a+3*q^2*b+2*q^2*g+12*c*b*p+12*c*b*q+4*p*g*q+6*q*p*a+6*q*p*b+12*c*p*q+4*q*a*b+3*q*b*g+4*p*a*b+3*q*a*g)*(2*a+2*c+g+p+q+2)*x^4)*dx^2+(-(2*a+2*c+g+p+2)*(r-1)*(2*p^3+4*p+16*r*c*a+3*p^2*b+p*g^2+2*q*a^2+2*q*p^2+3*p^2*g+8*c^2*a+3*c*g+2*c^2*q+6*r^2*p+4*c^2*g+c*g^2+12*c^2*p+9*c*p^2+4*c^2*b+4*c*a^2+6*c*a+2*c*b+4*p*g+q*a+8*p*a+3*p*b+4*r+15*r*c+6*p^2*r+12*r*c^2+9*r^2*c+3*r^2*b+6*r^2+16*c*a*p+4*c*a*q+4*c*a*b+6*r^2*a+8*r*a+4*p*g*a+2*p*g*b+8*c*g*p+c*g*q+4*c*g*a+2*c*g*b+15*p*c+q*c+g^2*r+3*r^2*g+3*b*r+12*p*r+4*c^3+2*c+6*c^2+2*p*q+2*r^2*q+6*p^2+4*r*a^2+8*r*c*b+18*r*c*p+5*r*c*q+8*r*c*g+2*g*q*r+4*b*r*a+6*b*r*p+2*b*r*g+4*g*r*a+6*g*r*p+5*r*q*a+4*r*q*p+4*g*r+2*r*q+2*r^3+12*p*r*a+4*p*a^2+6*p^2*a+8*c*b*p+2*p*g*q+5*q*p*a+5*c*p*q+4*p*a*b+q*a*g)+(2*a+2*c+g+p+2)*(r-1)*(6*p^3+12*p+6*b^2*r+68*r*c*a+4*p*b^2+12*p^2*b+4*p*g^2+8*q*a^2+6*q^2*a+12*q*p^2+6*q^2*p+10*p^2*g+40*c^2*a+2*q*g^2+18*c*g+8*c*b^2+24*c^2*q+24*r^2*p+24*c^2*g+6*c*g^2+48*c^2*p+30*c*p^2+32*c^2*b+6*c*q^2+16*c*a^2+28*c*a+20*c*b+14*p*g+10*q*a+24*p*a+14*p*b+4*q*g+18*r+72*r*c+21*p^2*r+60*r*c^2+7*q^2*r+42*r^2*c+18*r^2*b+27*r^2+56*c*a*p+32*c*a*q+24*c*a*b+24*r^2*a+31*r*a+14*p*g*a+10*p*g*b+32*c*g*p+16*c*g*q+20*c*g*a+16*c*g*b+54*p*c+18*q*c+5*g^2*r+14*r^2*g+21*b*r+45*p*r+24*c^3+12*c+36*c^2+18*p*q+16*r^2*q+18*p^2+14*r*a^2+52*r*c*b+72*r*c*p+44*r*c*q+40*r*c*g+15*g*q*r+15*b*q*r+20*b*r*a+30*b*r*p+13*b*r*g+17*g*r*a+24*g*r*p+29*r*q*a+28*r*q*p+19*g*r+23*r*q+9*r^3+42*p*r*a+12*p*a^2+18*p^2*a+2*q^2*g+40*c*b*p+16*c*b*q+12*p*g*q+24*q*p*a+12*q*p*b+36*c*p*q+8*q*a*b+4*q*b*g+16*p*a*b+8*q*a*g)*x-(30*p^3+24*p+24*b^2*r+450*r*c*a+16*p*b^2+49*p^2*b+26*p*g^2+54*q*a^2+47*q^2*a+66*q*p^2+42*q^2*p+56*p^2*g+296*c^2*a+19*q*g^2+72*c*g+32*c*b^2+12*q*b^2+204*c^2*q+9*a*q^3+96*r^2*p+180*c^2*g+45*c*g^2+300*c^2*p+165*c*p^2+172*c^2*b+69*c*q^2+116*c*a^2+112*c*a+68*c*b+44*p*g+46*q*a+24*q*b+72*p*a+38*p*b+28*q*g+18*q^2+48*r+246*r*c+102*p^2*r+366*r*c^2+45*q^2*r+186*r^2*c+54*r^2*b+72*r^2+340*c*a*p+242*c*a*q+140*c*a*b+364*r*p*c*a+132*r^2*a+124*r*a+88*p*g*a+47*p*g*b+18*p^2*q^2+72*a^2*b*c+202*c*g*p+140*c*g*q+148*c*g*a+86*c*g*b+168*p*c+108*q*c+40*g^2*r+74*r^2*g+24*r*b^2*c+20*a^3*q+66*b*r+132*p*r+4*g^3*q+9*c*q^3+180*c^3+40*a^2*b*p+88*a*b*c*g+6*q^3+86*a*g*p*q+36*c+12*q+132*a*b*c*q+188*a*b*c*p+144*c^2+66*p*q+184*a*c^2*g+304*a*c^2*p+9*c*g^3+63*r^2*q+48*p^2+248*a*c*p*q+4*g*q^3+6*p*q^3+32*a^2*b*q+56*a^2*b*r+132*a^2*c*q+36*a^2*g*q+32*a*b^2*c+16*a*b^2*p+12*a*b^2*q+24*a*b^2*r+176*a*b*c^2+220*a*c^2*q+21*a*g^2*q+16*b^2*c*g+32*b^2*c*p+16*b^2*c*q+8*b^2*g*p+6*b^2*g*q+12*b^2*g*r+104*b*c^2*g+164*b*c^2*p+104*b*c^2*q+26*b*c*g^2+14*b*g^2*p+11*b*g^2*q+20*b*g^2*r+124*c^2*g*q+43*c*g^2*q+8*b^2*p^2+108*r*a^2+72*c^4+226*r*c*b+387*r*c*p+273*r*c*q+263*r*c*g+104*g*q*r+79*b*q*r+122*b*r*a+117*b*r*p+73*b*r*g+134*g*r*a+140*g*r*p+186*r*q*a+147*r*q*p+15*b*p^3+72*a*b*p*q+76*g*r+96*r*q+24*r^3+242*p*r*a+50*a*b*p^2+22*a*b*q^2+82*a*c*q^2+26*b*c*q^2+11*b*g*q^2+43*c*g*q^2+268*r*c*q*a+80*r*b*q*a+244*r*c*g*a+130*r*p*a*g+112*r*p*a*b+120*r*c*g*b+206*r*c*g*p+146*r*c*g*q+92*r*c*q*b+192*r*c*q*p+101*r*g*q*a+41*r*g*q*b+78*r*g*q*p+48*r*b*q*p+216*r*b*c*a+164*r*b*c*p+62*r*b*g*p+144*r*p*q*a+3*r^3*q+54*r^2*c*b+12*r^3*p+30*p^2*r^2+114*r^2*c^2+6*q^2*r^2+24*r^3*c+24*r^3*a+19*g^2*r^2+12*r^3*g+24*r*p^3+174*r^2*c*a+117*r^2*c*p+69*r^2*c*q+95*r^2*c*g+32*g*q*r^2+6*b*q*r^2+54*b*r^2*a+27*b*r^2*p+27*b*r^2*g+68*g*r^2*a+49*g*r^2*p+63*r^2*q*a+36*r^2*q*p+90*p*r^2*a+48*r*q^2*a+160*r*c^2*b+6*r*q^2*b+28*r*g^2*q+37*r*g^2*p+51*r*p^2*q+344*r*c^2*a+70*r*g^2*c+42*r*p^2*b+2*r*b^2*q+24*r*g*q^2+30*r*q^2*p+12*r*b^2*p+54*r*p^2*g+138*r*p^2*c+196*r*c^2*g+180*r*c^2*q+60*r^2*a^2+168*r*c^3+3*r*q^3+54*r*c*q^2+264*r*c^2*p+112*r*p*a^2+90*r*q*a^2+208*r*c*a^2+96*r*p^2*a+8*b^2*p*q+112*b*c*p*q+40*b*g*p*q+138*c*g*p*q+30*b*p^2*q+180*c^2*p*q+99*c*p^2*q+24*g^2*p*q+38*g*p^2*q+32*b^2*c^2+104*b*c^3+108*c^3*q+48*a*b*g*p+38*a*b*g*q+68*a*b*g*r+152*a*c*g*q+110*b*c*g*p+74*b*c*g*q+69*a*p^2*q+48*a*p*q^2+76*a^2*p*q+30*a*g*q^2+63*c*p*q^2+25*g*p*q^2+18*p^3*q+76*a^2*c*g+172*a^2*c*p+44*a^2*g*p+60*a^2*g*r+40*a^3*c+24*a^3*p+32*a^3*r+152*a^2*c^2+48*a^2*p^2+184*a*c^3+108*c^3*g+156*c^3*p+54*c^2*g^2+126*c^2*p^2+5*g^3*p+7*g^3*r+16*g^2*p^2+15*b*p*q^2+72*p*a^2+96*p^2*a+18*q^2*b+25*q^2*g+184*c*b*p+122*c*b*q+81*p*g*q+143*q*p*a+67*q*p*b+234*c*p*q+56*q*a*b+34*q*b*g+78*p*a*b+65*q*a*g+86*b*c*p^2+29*b*g*p^2+28*a^2*q^2+54*c^2*q^2+8*g^2*q^2+30*a*p^3+45*c*p^3+17*g*p^3+46*a*c*g^2+166*a*c*p^2+26*a*g^2*p+36*a*g^2*r+56*a*g*p^2+176*c^2*g*p+59*c*g^2*p+95*c*g*p^2+204*a*c*g*p+6*p^4)*(r-1)*x^2+(2*p^3+4*p+6*b^2*r+36*r*c*a+4*p*b^2+6*p^2*b+2*p*g^2+4*q*a^2+6*q^2*a+6*q*p^2+6*q^2*p+4*p^2*g+24*c^2*a+2*q*g^2+12*c*g+8*c*b^2+4*q*b^2+24*c^2*q+12*r^2*p+16*c^2*g+4*c*g^2+24*c^2*p+12*c*p^2+24*c^2*b+12*c*q^2+8*c*a^2+16*c*a+16*c*b+6*p*g+8*q*a+8*q*b+8*p*a+8*p*b+6*q*g+6*q^2+10*r+42*r*c+9*p^2*r+36*r*c^2+9*q^2*r+24*r^2*c+12*r^2*b+15*r^2+24*c*a*p+24*c*a*q+16*c*a*b+12*r^2*a+15*r*a+6*p*g*a+6*p*g*b+16*c*g*p+16*c*g*q+12*c*g*a+12*c*g*b+24*p*c+24*q*c+3*g^2*r+8*r^2*g+15*b*r+21*p*r+16*c^3+2*q^3+8*c+4*q+24*c^2+12*p*q+12*r^2*q+6*p^2+6*r*a^2+36*r*c*b+36*r*c*p+36*r*c*q+24*r*c*g+12*g*q*r+18*b*q*r+12*b*r*a+18*b*r*p+9*b*r*g+9*g*r*a+12*g*r*p+18*r*q*a+18*r*q*p+11*g*r+21*r*q+5*r^3+18*p*r*a+4*p*a^2+6*p^2*a+6*q^2*b+4*q^2*g+24*c*b*p+24*c*b*q+8*p*g*q+12*q*p*a+12*q*p*b+24*c*p*q+8*q*a*b+6*q*b*g+8*p*a*b+6*q*a*g)*(r-1)*(2*a+2*c+g+p+q+2)*x^3)*dx-r*(2*a+2*c+g+p+2)*(r-1)*(6+p^3+11*p+7*a+2*b^2*r+12*r*c*a+2*p*b^2+3*p^2*b+p*g^2+2*q*a^2+2*q^2*a+2*q*p^2+q^2*p+3*a*g+2*p^2*g+12*c^2*a+q*g^2+14*c*g+4*c*b^2+8*c^2*q+3*r^2*p+8*c^2*g+2*c*g^2+12*c^2*p+6*c*p^2+12*c^2*b+2*c*q^2+4*c*a^2+20*c*a+20*c*b+3*b*g+4*a*b+7*p*g+9*q*a+3*q*b+10*p*a+10*p*b+5*q*g+q^2+11*r+7*b+24*r*c+3*p^2*r+12*r*c^2+q^2*r+6*r^2*c+3*r^2*b+2*b^2+6*r^2+12*c*a*p+10*c*a*q+8*c*a*b+3*r^2*a+10*r*a+3*p*g*a+3*p*g*b+8*c*g*p+6*c*g*q+6*c*g*a+6*c*g*b+24*p*c+14*q*c+g^2+g^2*r+2*r^2*g+10*b*r+12*p*r+8*c^3+22*c+5*g+5*q+24*c^2+7*p*q+2*r^2*q+6*p^2+2*a^2+2*r*a^2+12*r*c*b+12*r*c*p+8*r*c*q+8*r*c*g+3*g*q*r+3*b*q*r+4*b*r*a+6*b*r*p+3*b*r*g+3*g*r*a+4*g*r*p+5*r*q*a+4*r*q*p+7*g*r+7*r*q+r^3+6*p*r*a+2*p*a^2+3*p^2*a+q^2*g+12*c*b*p+6*c*b*q+3*p*g*q+5*q*p*a+3*q*p*b+8*c*p*q+4*q*a*b+2*q*b*g+4*p*a*b+3*q*a*g)+2*r*(2*a+2*c+g+p+2)*(r-1)*(2*c+r+q+p+1)*(a+b+2*c+p+q+r+g+2)*(2*a+2*b+2*c+p+q+r+g+3)*x-(2*a+2*b+2*c+p+q+r+g+3)*(a+b+2*c+p+q+r+g+2)*(2*c+r+q+p+1)*(r-1)*r*(2*a+2*c+g+p+q+2)*x^2: Qabpq:= -2*p^3*q*r^2-p^2*q^2*r^2-p^4*r^2-2*g*p*q^2*r^2-5*g*p^2*q*r^2-3*g*p^3*r^2-20-(p+2*a+2*b+2*c+1+q+r+g)*(g+a+b+2*c+p+q+r)*(r+2*c+p+q-1)*(r-4)*(r-3)*(2*a+2*c+g+p+q+2)*x^2-42*p^3-58*p-60*a+4*b^2*r-74*r*c*a-12*p*b^2-52*p^2*b-32*p*g^2-36*q*a^2-6*q^2*a-48*q*p^2-6*q^2*p-52*a*g-72*p^2*g-296*c^2*a-10*q*g^2-126*c*g-24*c*b^2-96*c^2*q+40*a^2*b*p*r-g^3*r^3+9*r^2*p-176*c^2*g-50*c*g^2-332*c^2*p-208*c*p^2-144*c^2*b-6*c*q^2-128*c*a^2-204*c*a-92*c*b-26*b*g-44*a*b-72*p*g-42*q*a-8*q*b-116*p*a-46*p*b-24*q*g-2*q^2-12*r-28*b+108*a*c*g*q*r-16*r*c-29*p^2*r-4*r*c^2-4*q^2*r+62*a*g*p^2*r+34*r^2*c+6*r^2*b-8*b^2-20*c*g*p*q*r^2-8*b^2*c*p*r^2+182*a*c*p^2*r-8*a^3*c*r^2+14*r^2-408*c*a*p-132*c*a*q-144*c*a*b-8*r*p*c*a+4*r^2*a-18*r*a-8*a^2*g*q*r^2-8*a^2*g*r^3+68*a^2*p*q*r-112*p*g*a-50*p*g*b-12*p^2*q^2-16*c^4*r^2+8*c*g^3*r-64*a^2*b*c+76*a*b*c*g*r-230*c*g*p-68*c*g*q-164*c*g*a-84*c*g*b-218*p*c-62*q*c+96*c*g*p*q*r-16*g^2-9*g^2*r+11*r^2*g+24*a^2*b*q*r+21*b*g*p*q*r+4*g^3*r^2-5*b*g*p*q*r^2+28*r*b^2*c+24*a*b^2*c*r+168*a*c^3*r-4*a^3*r^3-24*a^3*q+10*b*r-16*p*r+100*b*c*g*p*r-2*g^3*q-168*c^3-48*a^2*b*p-72*a*b*c*g-2*b^2*g*p*r^2-2*c*g^3*r^2-88*a*g*p*q-104*c-34*g-18*q+8*a*b^2*r^2-56*a*b*c*q-192*a*b*c*p-188*c^2+34*b*c*g*q*r+52*b*c*p*q*r+48*a^2*g*p*r+3*g^2*q^2*r+x*(x-1)*(-(2*a^2+4*c*a+a*g+6*p*a+6*r*a+2*c^2+c*g+6*p*c+6*r*c+2*p*g+2*g*r+3*p^2+6*p*r+3*r^2-9*a-9*c-3*g-9*p-9*r+7)*(2*a+2*c+g+p+2)+(130+9*p^3-49*p+12*a+114*r*c*a+6*p^2*b+9*p*g^2+14*q*a^2+9*q*p^2-97*a*g+17*p^2*g+68*c^2*a+2*q*g^2-101*c*g+14*c^2*q+15*r^2*p+32*c^2*g+11*c*g^2+62*c^2*p+42*c*p^2+16*c^2*b+52*c*a^2-220*c*a-16*c*b-12*b*g-24*a*b-65*p*g-45*q*a-137*p*a-4*p*b-21*q*g-120*r-32*b-54*r*c+24*p^2*r+66*r*c^2+30*r^2*c+30*r^2+104*c*a*p+28*c*a*q+24*c*a*b+30*r^2*a-72*r*a+39*p*g*a+8*p*g*b+49*c*g*p+11*c*g*q+48*c*g*a+12*c*g*b-137*p*c-45*q*c-22*g^2+11*g^2*r+15*r^2*g+18*b*r-12*p*r+28*c^3-12*c+17*g-5*q-114*c^2-27*p*q+7*a*g^2+r^2*q-39*p^2+8*a*b*g-106*a^2+48*r*a^2+12*a^3+g^3+16*a^2*g+2*b*g^2+8*a^2*b+18*r*c*b+81*r*c*p+21*r*c*q+55*r*c*g+10*g*q*r+18*b*r*a+9*b*r*p+9*b*r*g+46*g*r*a+35*g*r*p+21*r*q*a+12*r*q*p-38*g*r+2*r*q+72*p*r*a+42*p*a^2+36*p^2*a+20*c*b*p+10*p*g*q+24*q*p*a+24*c*p*q+16*p*a*b+11*q*a*g)*x+(-272-9*p^3+38*p-90*a-162*r*c*a-2*p*b^2-12*p^2*b-12*p*g^2-28*q*a^2-12*q^2*a-18*q*p^2-9*q^2*p+173*a*g-19*p^2*g-104*c^2*a-7*q*g^2+204*c*g-4*c*b^2-48*c^2*q-22*r^2*p-56*c^2*g-20*c*g^2-84*c^2*p-48*c*p^2-40*c^2*b-12*c*q^2-68*c*a^2+406*c*a+74*c*b+47*b*g+98*a*b+115*p*g+152*q*a+16*q*b+229*p*a+33*p*b+74*q*g+24*q^2+218*r+114*b+116*r*c-30*p^2*r-102*r*c^2-6*q^2*r-44*r^2*c-4*b^2-44*r^2-124*c*a*p-76*c*a*q-56*c*a*b-44*r^2*a+158*r*a-45*p*g*a-17*p*g*b-66*c*g*p-38*c*g*q-74*c*g*a-30*c*g*b+254*p*c+164*q*c+44*g^2-17*g^2*r-22*r^2*g-42*b*r+49*p*r-48*c^3+8*c-40*g+8*q+232*c^2+93*p*q-11*a*g^2-8*r^2*q+69*p^2-18*a*b*g+170*a^2-60*r*a^2-12*a^3-2*g^3-20*a^2*g-2*b^2*g-5*b*g^2-16*a^2*b-4*a*b^2-42*r*c*b-111*r*c*p-63*r*c*q-85*r*c*g-28*g*q*r-6*b*q*r-42*b*r*a-21*b*r*p-21*b*r*g-64*g*r*a-47*g*r*p-57*r*q*a-36*r*q*p+75*g*r+23*r*q-90*p*r*a-42*p*a^2-36*p^2*a-5*q^2*g-44*c*b*p-20*c*b*q-24*p*g*q-48*q*p*a-12*q*p*b-60*c*p*q-16*q*a*b-8*q*b*g-32*p*a*b-28*q*a*g)*x^2+(78-39*p-41*a+3*a*g+8*c*g+12*c*a+12*c*b+3*b*g+4*a*b+4*p*g+6*q*a+6*q*b+6*p*a+6*p*b+4*q*g+3*q^2-58*r-41*b+24*r*c+2*b^2+10*r^2+12*r*a+12*p*c+12*q*c+g^2+12*b*r+12*p*r-78*c-27*g-39*q+12*c^2+6*p*q+3*p^2+2*a^2+8*g*r+12*r*q)*(2*a+2*c+g+p+q+2)*x^3)*dx^3-38*p*q-176*a*c^2*g-400*a*c^2*p+57*a*p^2*q*r-40*a*c*g*p*r^2-28*a*c*g*q*r^2-8*c*g^3+(-(p+r-1)*(p+a+c+r-1)*(2*a+2*c+g+p+r-1)*(2*a+2*c+g+p+2)+(-76-31*p^3+80*p+56*a-278*r*c*a-13*p^2*b-33*p*g^2-46*q*a^2-27*q*p^2+72*a*g-61*p^2*g-240*c^2*a-7*q*g^2+48*c*g-46*c^2*q+9*r^2*p-104*c^2*g-35*c*g^2-208*c^2*p-143*c*p^2-44*c^2*b-204*c*a^2+104*c*a-28*c*b+18*p*g+26*q*a+24*p*a-26*p*b+15*q*g+114*r+24*b-80*r*c-42*p^2*r-138*r*c^2-12*r^2*c+18*r^2*b-78*r^2-380*c*a*p-92*c*a*q-68*c*a*b+208*r*p*c*a-30*r^2*a-50*r*a-152*p*g*a-21*p*g*b+8*a^2*b*c-170*c*g*p-37*c*g*q-172*c*g*a-34*c*g*b-8*p*c+26*q*c+17*g^2-29*g^2*r-17*r^2*g+4*a^3*q-46*b*r-99*p*r-92*c^3+8*a^2*b*p+8*a*b*c*g+12*a*g*p*q+52*c+8*g+16*q+28*a*b*c*p+28*c^2+7*p*q+24*a*c^2*g+88*a*c^2*p+c*g^3-26*a*g^2+10*r^2*q-19*p^2-24*a*b*g+32*a*c*p*q+16*a^2*b*r+12*a^2*c*q+4*a^2*g*q+16*a*b*c^2+12*a*c^2*q+a*g^2*q+8*b*c^2*g+20*b*c^2*p+2*b*c*g^2+2*b*g^2*p+4*b*g^2*r+4*c^2*g*q+c*g^2*q+76*a^2-140*r*a^2-56*a^3-3*g^3+8*c^4-68*a^2*g-6*b*g^2-24*a^2*b-14*r*c*b-157*r*c*p-46*r*c*q-127*r*c*g-24*g*q*r-30*b*r*a+b*r*p-15*b*r*g-128*g*r*a-79*g*r*p-46*r*q*a-20*r*q*p+3*b*p^3-9*g*r-28*r*q+20*r^3-166*p*r*a+10*a*b*p^2+48*r*c*q*a+96*r*c*g*a+78*r*p*a*g+32*r*p*a*b+24*r*c*g*b+98*r*c*g*p+20*r*c*g*q+36*r*c*q*p+20*r*g*q*a+16*r*g*q*p+48*r*b*c*a+40*r*b*c*p+16*r*b*g*p+36*r*p*q*a+18*r^2*c*b+10*r^3*p+24*p^2*r^2+66*r^2*c^2+20*r^3*c+20*r^3*a+11*g^2*r^2+10*r^3*g+18*r*p^3+114*r^2*c*a+81*r^2*c*p+16*r^2*c*q+55*r^2*c*g+8*g*q*r^2+18*b*r^2*a+9*b*r^2*p+9*b*r^2*g+46*g*r^2*a+35*g*r^2*p+16*r^2*q*a+8*r^2*q*p+72*p*r^2*a+32*r*c^2*b+4*r*g^2*q+18*r*g^2*p+12*r*p^2*q+136*r*c^2*a+22*r*g^2*c+12*r*p^2*b+34*r*p^2*g+84*r*p^2*c+64*r*c^2*g+24*r*c^2*q+48*r^2*a^2+56*r*c^3+124*r*c^2*p+84*r*p*a^2+24*r*q*a^2+104*r*c*a^2+72*r*p^2*a+12*c*g*p*q+16*c^2*p*q+15*c*p^2*q+2*g^2*p*q+6*g*p^2*q+8*b*c^3+4*c^3*q+8*a*b*g*p+16*a*b*g*r+8*a*c*g*q+14*b*c*g*p+15*a*p^2*q+16*a^2*p*q+4*p^3*q+12*a^2*c*g+68*a^2*c*p+20*a^2*g*p+32*a^2*g*r+8*a^3*c+16*a^3*p+24*a^3*r+24*a^2*c^2+32*a^2*p^2+24*a*c^3+12*c^3*g+36*c^3*p+6*c^2*g^2+46*c^2*p^2+g^3*p+2*g^3*r+6*g^2*p^2-172*p*a^2-134*p^2*a-48*c*b*p-32*p*g*q-75*q*p*a-75*c*p*q-42*p*a*b-37*q*a*g+14*b*c*p^2+5*b*g*p^2+20*a*p^3+23*c*p^3+9*g*p^3+6*a*c*g^2+78*a*c*p^2+8*a*g^2*p+14*a*g^2*r+28*a*g*p^2+40*c^2*g*p+13*c*g^2*p+35*c*g*p^2+60*a*c*g*p+4*p^4)*x+(314+87*p^3-299*p-210*a-12*b^2*r+1006*r*c*a+6*p*b^2+82*p^2*b+110*p*g^2+234*q*a^2+69*q^2*a+138*q*p^2+51*q^2*p-350*a*g+180*p^2*g+884*c^2*a+49*q*g^2-273*c*g+12*c*b^2+324*c^2*q+21*r^2*p+440*c^2*g+161*c*g^2+710*c^2*p+436*c*p^2+264*c^2*b+69*c*q^2+656*c*a^2-618*c*a+62*c*b-43*b*g-106*a*b-144*p*g-231*q*a+8*q*b-310*p*a+79*p*b-114*q*g-37*q^2-466*r-242*b+246*r*c+165*p^2*r+540*r*c^2+21*q^2*r+84*r^2*c-72*r^2*b+20*b^2+270*r^2+1164*c*a*p+558*c*a*q+408*c*a*b-476*r*p*c*a+156*r^2*a+36*r*a+448*p*g*a+125*p*g*b-6*p^2*q^2-32*a^2*b*c+575*c*g*p+260*c*g*q+650*c*g*a+210*c*g*b-187*p*c-205*q*c-80*g^2+109*g^2*r+73*r^2*g-12*r*b^2*c-12*a^3*q+266*b*r+241*p*r-g^3*q+372*c^3-24*a^2*b*p-36*a*b*c*g-44*a*g*p*q-316*c-71*g-123*q-28*a*b*c*q-96*a*b*c*p-226*c^2-91*p*q-88*a*c^2*g-200*a*c^2*p-4*c*g^3+104*a*g^2-16*r^2*q-30*p^2+146*a*b*g-124*a*c*p*q-8*a^2*b*q-56*a^2*b*r-56*a^2*c*q-16*a^2*g*q-8*a*b^2*c-4*a*b^2*p-12*a*b^2*r-72*a*b*c^2-76*a*c^2*q-7*a*g^2*q-4*b^2*c*g-8*b^2*c*p-2*b^2*g*p-6*b^2*g*r-40*b*c^2*g-76*b*c^2*p-20*b*c^2*q-10*b*c*g^2-7*b*g^2*p-2*b*g^2*q-17*b*g^2*r-36*c^2*g*q-12*c*g^2*q-2*b^2*p^2-380*a^2+454*r*a^2+144*a^3+17*g^3-32*c^4+212*a^2*g+10*b^2*g+39*b*g^2+136*a^2*b+20*a*b^2+130*r*c*b+602*r*c*p+291*r*c*q+488*r*c*g+142*g*q*r+b*q*r+210*b*r*a+49*b*r*p+99*b*r*g+445*g*r*a+284*g*r*p+294*r*q*a+158*r*q*p-9*b*p^3-20*a*b*p*q+13*g*r+104*r*q-54*r^3+581*p*r*a-30*a*b*p^2-16*a*c*q^2-6*c*g*q^2-224*r*c*q*a-40*r*b*q*a-270*r*c*g*a-174*r*p*a*g-112*r*p*a*b-102*r*c*g*b-247*r*c*g*p-109*r*c*g*q-44*r*c*q*b-168*r*c*q*p-87*r*g*q*a-20*r*g*q*b-70*r*g*q*p-24*r*b*q*p-192*r*b*c*a-152*r*b*c*p-59*r*b*g*p-144*r*p*q*a-3*r^3*q-72*r^2*c*b-27*r^3*p-57*p^2*r^2-186*r^2*c^2-3*q^2*r^2-54*r^3*c-54*r^3*a-31*g^2*r^2-27*r^3*g-36*r*p^3-300*r^2*c*a-207*r^2*c*p-82*r^2*c*q-155*r^2*c*g-39*g*q*r^2-3*b*q*r^2-72*b*r^2*a-36*b*r^2*p-36*b*r^2*g-119*g*r^2*a-88*g*r^2*p-79*r^2*q*a-44*r^2*q*p-171*p*r^2*a-24*r*q^2*a-136*r*c^2*b-21*r*g^2*q-45*r*g^2*p-51*r*p^2*q-380*r*c^2*a-71*r*g^2*c-42*r*p^2*b-11*r*g*q^2-15*r*q^2*p-6*r*b^2*p-74*r*p^2*g-186*r*p^2*c-200*r*c^2*g-134*r*c^2*q-114*r^2*a^2-172*r*c^3-24*r*c*q^2-314*r*c^2*p-168*r*p*a^2-90*r*q*a^2-256*r*c*a^2-144*r*p^2*a-28*b*c*p*q-10*b*g*p*q-58*c*g*p*q-9*b*p^2*q-76*c^2*p*q-54*c*p^2*q-10*g^2*p*q-21*g*p^2*q-8*b^2*c^2-40*b*c^3-32*c^3*q-26*a*b*g*p-8*a*b*g*q-62*a*b*g*r-52*a*c*g*q-52*b*c*g*p-14*b*c*g*q-45*a*p^2*q-15*a*p*q^2-48*a^2*p*q-6*a*g*q^2-15*c*p*q^2-6*g*p*q^2-12*p^3*q-40*a^2*c*g-132*a^2*c*p-36*a^2*g*p-76*a^2*g*r-24*a^3*c-24*a^3*p-48*a^3*r-80*a^2*c^2-48*a^2*p^2-88*a*c^3-48*c^3*g-92*c^3*p-24*c^2*g^2-92*c^2*p^2-3*g^3*p-7*g^3*r-12*g^2*p^2+456*p*a^2+366*p^2*a+29*q^2*g+296*c*b*p+102*c*b*q+179*p*g*q+382*q*p*a+59*q*p*b+433*c*p*q+84*q*a*b+42*q*b*g+244*p*a*b+215*q*a*g-46*b*c*p^2-16*b*g*p^2-8*a^2*q^2-8*c^2*q^2-g^2*q^2-30*a*p^3-39*c*p^3-15*g*p^3-22*a*c*g^2-138*a*c*p^2-18*a*g^2*p-40*a*g^2*r-48*a*g*p^2-104*c^2*g*p-35*c*g^2*p-70*c*g*p^2-136*a*c*g*p-6*p^4)*x^2+(-420-85*p^3+372*p+256*a+24*b^2*r-1278*r*c*a-24*p*b^2-125*p^2*b-129*p*g^2-330*q*a^2-185*q^2*a-195*q*p^2-135*q^2*p+532*a*g-189*p^2*g-1120*c^2*a-92*q*g^2+480*c*g-48*c*b^2-12*q*b^2-608*c^2*q+5*a*q^3-63*r^2*p-608*c^2*g-227*c*g^2-848*c^2*p-467*c*p^2-444*c^2*b-227*c*q^2-748*c*a^2+1024*c*a-4*c*b+116*b*g+296*a*b+252*p*g+458*q*a+4*q*b+536*p*a-38*p*b+222*q*g+97*q^2+662*r+496*b-264*r*c-204*p^2*r-734*r*c^2-96*q^2*r-144*r^2*c+90*r^2*b-64*b^2-342*r^2-1268*c*a*p-930*c*a*q-660*c*a*b+440*r*p*c*a-234*r^2*a+102*r*a-476*p*g*a-193*p*g*b+12*p^2*q^2+40*a^2*b*c-682*c*g*p-488*c*g*q-828*c*g*a-354*c*g*b+428*p*c+412*q*c+131*g^2-145*g^2*r-105*r^2*g+24*r*b^2*c+12*a^3*q-430*b*r-197*p*r+2*g^3*q+5*c*q^3-508*c^3+24*a^2*b*p+48*a*b*c*g-25*q^3+52*a*g*p*q+564*c+152*g+252*q+68*a*b*c*q+108*a*b*c*p+436*c^2+202*p*q+104*a*c^2*g+184*a*c^2*p+5*c*g^3-134*a*g^2-27*r^2*q+105*p^2-232*a*b*g+152*a*c*p*q+2*g*q^3+4*p*q^3+16*a^2*b*q+64*a^2*b*r+76*a^2*c*q+20*a^2*g*q+16*a*b^2*c+8*a*b^2*p+4*a*b^2*q+24*a*b^2*r+96*a*b*c^2+124*a*c^2*q+11*a*g^2*q+8*b^2*c*g+16*b^2*c*p+8*b^2*c*q+4*b^2*g*p+2*b^2*g*q+12*b^2*g*r+56*b*c^2*g+92*b*c^2*p+56*b*c^2*q+14*b*c*g^2+8*b*g^2*p+5*b*g^2*q+22*b*g^2*r+68*c^2*g*q+23*c*g^2*q+4*b^2*p^2+540*a^2-520*r*a^2-136*a^3-25*g^3+40*c^4-236*a^2*g-32*b^2*g-66*b*g^2-200*a^2*b-64*a*b^2-254*r*c*b-775*r*c*p-559*r*c*q-657*r*c*g-258*g*q*r-60*b*q*r-366*b*r*a-119*b*r*p-171*b*r*g-550*g*r*a-353*g*r*p-515*r*q*a-300*r*q*p+9*b*p^3+40*a*b*p*q+9*g*r-121*r*q+56*r^3-688*p*r*a+30*a*b*p^2+10*a*b*q^2+46*a*c*q^2+14*b*c*q^2+5*b*g*q^2+23*c*g*q^2+320*r*c*q*a+88*r*b*q*a+284*r*c*g*a+158*r*p*a*g+128*r*p*a*b+132*r*c*g*b+244*r*c*g*p+172*r*c*g*q+112*r*c*q*b+240*r*c*q*p+118*r*g*q*a+46*r*g*q*b+96*r*g*q*p+60*r*b*q*p+240*r*b*c*a+184*r*b*c*p+70*r*b*g*p+180*r*p*q*a+12*r^3*q+90*r^2*c*b+28*r^3*p+54*p^2*r^2+198*r^2*c^2+18*q^2*r^2+56*r^3*c+56*r^3*a+33*g^2*r^2+28*r^3*g+30*r*p^3+306*r^2*c*a+207*r^2*c*p+135*r^2*c*q+165*r^2*c*g+60*g*q*r^2+18*b*q*r^2+90*b*r^2*a+45*b*r^2*p+45*b*r^2*g+120*g*r^2*a+87*g*r^2*p+117*r^2*q*a+72*r^2*q*p+162*p*r^2*a+60*r*q^2*a+176*r*c^2*b+12*r*q^2*b+32*r*g^2*q+44*r*g^2*p+66*r*p^2*q+400*r*c^2*a+80*r*g^2*c+48*r*p^2*b+4*r*b^2*q+30*r*g*q^2+42*r*q^2*p+12*r*b^2*p+66*r*p^2*g+168*r*p^2*c+224*r*c^2*g+216*r*c^2*q+108*r^2*a^2+192*r*c^3+6*r*q^3+72*r*c*q^2+312*r*c^2*p+140*r*p*a^2+108*r*q*a^2+248*r*c*a^2+120*r*p^2*a+4*b^2*p*q+64*b*c*p*q+22*b*g*p*q+82*c*g*p*q+18*b*p^2*q+108*c^2*p*q+63*c*p^2*q+14*g^2*p*q+24*g*p^2*q+16*b^2*c^2+56*b*c^3+60*c^3*q+28*a*b*g*p+18*a*b*g*q+76*a*b*g*r+84*a*c*g*q+62*b*c*g*p+38*b*c*g*q+45*a*p^2*q+30*a*p*q^2+48*a^2*p*q+16*a*g*q^2+39*c*p*q^2+15*g*p*q^2+12*p^3*q+44*a^2*c*g+108*a^2*c*p+28*a^2*g*p+72*a^2*g*r+24*a^3*c+16*a^3*p+40*a^3*r+88*a^2*c^2+32*a^2*p^2+104*a*c^3+60*c^3*g+92*c^3*p+30*c^2*g^2+78*c^2*p^2+3*g^3*p+8*g^3*r+10*g^2*p^2+9*b*p*q^2-436*p*a^2-354*p^2*a-46*q^2*b-92*q^2*g-472*c*b*p-314*c*b*q-281*p*g*q-539*q*p*a-171*q*p*b-694*c*p*q-244*q*a*b-128*q*b*g-362*p*a*b-349*q*a*g+50*b*c*p^2+17*b*g*p^2+16*a^2*q^2+30*c^2*q^2+4*g^2*q^2+20*a*p^3+29*c*p^3+11*g*p^3+26*a*c*g^2+106*a*c*p^2+16*a*g^2*p+42*a*g^2*r+36*a*g*p^2+104*c^2*g*p+35*c*g^2*p+59*c*g*p^2+124*a*c*g*p+4*p^4)*x^3-(-90+p^3+119*p+139*a+6*b^2*r+36*r*c*a+2*p*b^2+3*p^2*b+p*g^2+2*q*a^2+3*q^2*a+3*q*p^2+3*q^2*p-33*a*g+2*p^2*g+12*c^2*a+q*g^2-82*c*g+4*c*b^2+2*q*b^2+12*c^2*q+18*r^2*p+8*c^2*g+2*c*g^2+12*c^2*p+6*c*p^2+12*c^2*b+6*c*q^2+4*c*a^2-124*c*a-124*c*b-33*b*g-44*a*b-41*p*g-62*q*a-62*q*b-62*p*a-62*p*b-41*q*g-30*q^2+152*r+139*b-198*r*c+9*p^2*r+36*r*c^2+9*q^2*r+36*r^2*c+18*r^2*b-22*b^2-72*r^2+12*c*a*p+12*c*a*q+8*c*a*b+18*r^2*a-105*r*a+3*p*g*a+3*p*g*b+8*c*g*p+8*c*g*q+6*c*g*a+6*c*g*b-120*p*c-120*q*c-11*g^2+3*g^2*r+12*r^2*g-105*b*r-99*p*r+8*c^3+q^3+238*c+89*g+119*q-120*c^2-60*p*q+18*r^2*q-30*p^2-22*a^2+6*r*a^2+36*r*c*b+36*r*c*p+36*r*c*q+24*r*c*g+12*g*q*r+18*b*q*r+12*b*r*a+18*b*r*p+9*b*r*g+9*g*r*a+12*g*r*p+18*r*q*a+18*r*q*p-69*g*r-99*r*q+10*r^3+18*p*r*a+2*p*a^2+3*p^2*a+3*q^2*b+2*q^2*g+12*c*b*p+12*c*b*q+4*p*g*q+6*q*p*a+6*q*p*b+12*c*p*q+4*q*a*b+3*q*b*g+4*p*a*b+3*q*a*g)*(2*a+2*c+g+p+q+2)*x^4)*dx^2-8*a*g^2+208*a*c*g*p*r-24*b*c*g*p*r^2-2*b^2*g*r^3+4*r^2*q-60*p^2-4*b^2*c*g*r^2-20*a*b*g+35*a*p^3*r+22*a*g^2*r^2-248*a*c*p*q-10*a*b*p^2*r^2-30*a*c*p^2*r^2-8*a*c*q^2*r^2-36*a*c*p*q*r^2+46*a*b*g*p*r+188*a*c*p*q*r+15*b*p^3*r+50*c*p^3*r+19*g*p^3*r+29*g*p^2*q*r+10*g*p*q^2*r-16*a^2*b*q-24*a^2*b*r-112*a^2*c*q-32*a^2*g*q-16*a*b^2*c-8*a*b^2*p+4*a*b^2*r-144*a*b*c^2-152*a*c^2*q-14*a*g^2*q-8*b^2*c*g-16*b^2*c*p-4*b^2*g*p+2*b^2*g*r-80*b*c^2*g-152*b*c^2*p-40*b*c^2*q-20*b*c*g^2-14*b*g^2*p-4*b*g^2*q-5*b*g^2*r-72*c^2*g*q-24*c*g^2*q-4*b^2*p^2-10*a*b*p*q*r^2-40*a^2-42*r*a^2-2*g^3-64*c^4-8*a^2*g-4*b^2*g-6*b*g^2-16*a^2*b-8*a*b^2+10*r*c*b-56*r*c*p-16*r*c*q-20*r*c*g-5*g*q*r-8*b*q*r-14*b*r*a-11*b*r*p-5*b*r*g-39*g*r*a-30*g*r*p-20*r*q*a-21*r*q*p-18*b*p^3+36*a*b*g*r^2+82*b*c*p^2*r+28*b*g*p^2*r+120*c^2*p*q*r+14*c*g*q^2*r+18*g^2*p*q*r-40*a*b*p*q-12*g*r+7*p^4*r-2*r*q+2*r^3+100*c*g*p^2*r-81*p*r*a+14*p^3*q*r+7*p^2*q^2*r-10*b*c*g*q*r^2-24*c^3*g*r^2-32*c^3*p*r^2-16*c^3*q*r^2-12*c^2*g^2*r^2-g^3*p*r^2-g^3*q*r^2+32*a^2*b*r^2+16*a^2*q^2*r-8*c*g^2*q*r^2+50*a*b*p^2*r+70*a*g*p*q*r+13*b*g^2*p*r+6*b*g^2*q*r+172*c^2*g*p*r+76*c^2*g*q*r+58*c*g^2*p*r+28*c*g^2*q*r-60*a*b*p^2-32*a*c*q^2-12*c*g*q^2+152*a*b*c^2*r+22*a*p*q^2*r+2*r^4+2*r*c*q*a+6*r*b*q*a-22*r*c*g*a-37*r*p*a*g+12*r*p*a*b+34*r*c*g*b+30*r*c*g*p+12*r*c*g*q+18*r*c*q*b+10*r*c*q*p-7*r*g*q*a+3*r*g*q*b+13*r*b*q*p+40*r*b*c*a+88*r*b*c*p+13*r*b*g*p-13*r*p*q*a+80*r^2*c*q*a+16*r^2*b*q*a+116*r^2*c*g*a+184*r^2*p*c*a+74*r^2*p*a*g+48*r^2*p*a*b+40*r^2*c*g*b+92*r^2*c*g*p+38*r^2*c*g*q+12*r^2*c*q*b+56*r^2*c*q*p+34*r^2*g*q*a+8*r^2*g*q*b+25*r^2*g*q*p+6*r^2*b*q*p+80*r^2*b*c*a+48*r^2*b*c*p+24*r^2*b*g*p+52*r^2*p*q*a-26*r^3*c*q*a-6*r^3*b*q*a-34*r^3*c*g*a-48*r^3*p*c*a-17*r^3*p*a*g-16*r^3*p*a*b-18*r^3*c*g*b-28*r^3*c*g*p-14*r^3*c*g*q-6*r^3*c*q*b-16*r^3*c*q*p-11*r^3*g*q*a-3*r^3*g*q*b-7*r^3*g*q*p-3*r^3*b*q*p-32*r^3*b*c*a-24*r^3*b*c*p-9*r^3*b*g*p-13*r^3*p*q*a+8*r^3*q+70*r^2*c*b+8*b^2*r^2+19*r^3*p+31*p^2*r^2+92*r^2*c^2+6*q^2*r^2+26*r^3*c+10*r^3*b+24*r^3*a+10*g^2*r^2+11*r^3*g+2*r*p^3+106*r^2*c*a+108*r^2*c*p+40*r^2*c*q+66*r^2*c*g+14*g*q*r^2+18*b*q*r^2+38*b*r^2*a+43*b*r^2*p+23*b*r^2*g+27*g*r^2*a+37*g*r^2*p+26*r^2*q*a+26*r^2*q*p+61*p*r^2*a-6*r*q^2*a+88*r*c^2*b+r*g^2*q-4*r*g^2*p-r*p^2*q+40*r*c^2*a+4*r*g^2*c+22*r*p^2*b-3*r*g*q^2-3*r*q^2*p+14*r*b^2*p+r*p^2*g+26*r*p^2*c+52*r*c^2*g+20*r*c^2*q+14*r^2*a^2+64*r*c^3-6*r*c*q^2+76*r*c^2*p-58*r*p*a^2-18*r*q*a^2-60*r*c*a^2-16*r*p^2*a-2*r^5-4*r^3*b^2-5*r^4*p+3*r^3*p^2-2*r^3*q^2-10*r^4*c-6*r^4*b-4*r^4*a+3*r^3*g^2-3*r^4*g+13*r^2*p^3-4*r^4*q+18*r^3*a^2+56*r^2*c^3+22*r^3*c*a+8*r^2*q^2*a+40*r^2*c^2*b+8*r^2*g^2*q+19*r^2*g^2*p+17*r^2*p^2*q+144*r^2*c^2*a+30*r^2*g^2*c+14*r^2*p^2*b+4*r^2*g*q^2+4*r^2*q^2*p+28*r^2*p^2*g+66*r^2*p^2*c+72*r^2*c^2*g+44*r^2*c^2*q+8*r^2*c*q^2+108*r^2*c^2*p+72*r^2*p*a^2+36*r^2*q*a^2+112*r^2*c*a^2-14*r^3*c*b+6*r^3*c*p-2*r^3*c*q+6*r^3*c*g+r^3*g*q-6*r^3*b*q+2*r^3*b*a-7*r^3*b*p-r^3*b*g+15*r^3*g*a+6*r^3*g*p+4*r^3*q*a-r^3*q*p+17*r^3*p*a+56*r^2*p^2*a-3*r^3*g^2*q-5*r^3*g^2*p-4*r^3*p^2*q-48*r^3*c^2*a-r^5*p-3*r^4*p^2-12*r^4*c^2-2*r^5*c-2*r^5*a-2*r^4*g^2-r^5*g-3*r^3*p^3-6*r^4*a^2-24*r^3*c^3-18*r^4*c*a-2*r^3*q^2*a-24*r^3*c^2*b-10*r^3*g^2*c-6*r^3*p^2*b-r^3*g*q^2-r^3*q^2*p-2*r^3*b^2*p-7*r^3*p^2*g-4*r^3*b^2*c-18*r^3*p^2*c-28*r^3*c^2*g-16*r^3*c^2*q-2*r^3*c*q^2-36*r^3*c^2*p-14*r^3*p*a^2-10*r^3*q*a^2-28*r^3*c*a^2-6*r^4*c*b-12*r^4*c*p-4*r^4*c*q-10*r^4*c*g-2*r^4*g*q-6*r^4*b*a-3*r^4*b*p-3*r^4*b*g-7*r^4*g*a-5*r^4*g*p-4*r^4*q*a-2*r^4*q*p-9*r^4*p*a-12*r^3*p^2*a+40*a^3*c*r+32*a*c*q^2*r-10*a*b*g*p*r^2-8*a*b*g*q*r^2-40*a*c^3*r^2-5*a*g^2*r^3-8*b^2*c^2*r^2-24*b*c^3*r^2-3*b*g^2*r^3-24*b*c^2*g*r^2-36*b*c^2*p*r^2-12*b*c^2*q*r^2-6*b*c*g^2*r^2-3*b*g^2*p*r^2-2*b*g^2*q*r^2-36*c^2*g*p*r^2-20*c^2*g*q*r^2+42*a*b*p*q*r-12*a^2*p*q*r^2+4*b^2*g*r^2+6*b^2*p^2*r+10*b*g^2*r^2+16*c^2*q^2*r-56*b*c*p*q-20*b*g*p*q-116*c*g*p*q-18*b*p^2*q-152*c^2*p*q-108*c*p^2*q-20*g^2*p*q-42*g*p^2*q+14*a*g*q^2*r+15*b*p^2*q*r+72*c*p^2*q*r+22*c*p*q^2*r+64*c^4*r-16*b^2*c^2-80*b*c^3-64*c^3*q+168*a*c^2*g*r+42*a*c*g^2*r+12*b^2*c*g*r+88*b*c^2*g*r+22*b*c*g^2*r-52*a*b*g*p-16*a*b*g*q-22*a*b*g*r-104*a*c*g*q-104*b*c*g*p-28*b*c*g*q-90*a*p^2*q-30*a*p*q^2-24*c^2*p^2*r^2-4*c^2*q^2*r^2-3*g^2*p^2*r^2-g^2*q^2*r^2-12*b*c*p*q*r^2-6*b*g*p^2*r^2-24*c^2*p*q*r^2-18*c*g*p^2*r^2-4*c*g*q^2*r^2-4*g^2*p*q*r^2-96*a^2*p*q-12*a*g*q^2-8*a^2*b*r^3-32*a^2*c^2*r^2-4*a*b^2*r^3-8*a^2*b*p*r^2-8*a^2*b*q*r^2-16*a^2*c*g*r^2-32*a^2*c*p*r^2-24*a^2*c*q*r^2-8*a^2*g*p*r^2-16*a^2*b*c*r^2-18*b*c*p^2*r^2-30*c*p*q^2-12*g*p*q^2-8*a*b^2*c*r^2-4*a*b^2*p*r^2-40*a*b*c^2*r^2-10*a*b*g*r^3-40*a*c^2*g*r^2-60*a*c^2*p*r^2-36*a*c^2*q*r^2-10*a*c*g^2*r^2-5*a*g^2*p*r^2-5*a*g^2*q*r^2-20*a*b*c*g*r^2-40*a*b*c*p*r^2-20*a*b*c*q*r^2-24*p^3*q-80*a^2*c*g-264*a^2*c*p-72*a^2*g*p-48*a^2*g*r-48*a^3*c-48*a^3*p-36*a^3*r-160*a^2*c^2-96*a^2*p^2-176*a*c^3-96*c^3*g-184*c^3*p-48*c^2*g^2-184*c^2*p^2-6*g^3*p-3*g^3*r-24*g^2*p^2-2*b^2*p^2*r^2+(-8+10*p^3+16*p+16*a+44*r*c*a+10*p^2*b-8*q*a^2+12*a*g+10*p^2*g-2*q*g^2+12*c*g-8*c^2*q-8*a^2*b*p*r+31*r^2*p+8*c^2*g+2*c*g^2+40*c^2*p+38*c*p^2+8*c^2*b-24*c*a^2+16*c*a-8*c*b+6*p*g-2*q*a-4*p*b+20*r-8*a*c*g*q*r+4*r*c+31*p^2*r+44*r*c^2-16*a*g*p^2*r+36*r^2*c+14*r^2*b-46*a*c*p^2*r-10*r^2+32*c*a*p-16*c*a*q+8*c*a*b+208*r*p*c*a+30*r^2*a-12*r*a-12*a^2*p*q*r-4*p*g*a+6*p*g*b-c*g^3*r+16*a^2*b*c-8*a*b*c*g*r+20*c*g*p-8*c*g*q-8*c*g*a+4*c*g*b+8*p*c-2*q*c-10*c*g*p*q*r+4*g^2+11*r^2*g-g^3*r^2-24*a*c^3*r+8*a^3*q-4*b*r-12*p*r-14*b*c*g*p*r+8*c^3+16*a^2*b*p+16*a*b*c*g+24*a*g*p*q+8*c+4*g+2*q+56*a*b*c*p+8*c^2-12*a^2*g*p*r+(2*p^3+13*p+23*a+6*b^2*r+36*r*c*a+4*p*b^2+6*p^2*b+2*p*g^2+4*q*a^2+6*q^2*a+6*q*p^2+6*q^2*p-21*a*g+4*p^2*g+24*c^2*a+2*q*g^2-44*c*g+8*c*b^2+4*q*b^2+24*c^2*q+12*r^2*p+16*c^2*g+4*c*g^2+24*c^2*p+12*c*p^2+24*c^2*b+12*c*q^2+8*c*a^2-68*c*a-68*c*b-21*b*g-28*a*b-22*p*g-34*q*a-34*q*b-34*p*a-34*p*b-22*q*g-15*q^2+13*r+23*b-66*r*c+9*p^2*r+36*r*c^2+9*q^2*r+24*r^2*c+12*r^2*b-14*b^2-18*r^2+24*c*a*p+24*c*a*q+16*c*a*b+12*r^2*a-39*r*a+6*p*g*a+6*p*g*b+16*c*g*p+16*c*g*q+12*c*g*a+12*c*g*b-60*p*c-60*q*c-7*g^2+3*g^2*r+8*r^2*g-39*b*r-33*p*r+16*c^3+2*q^3+26*c+13*g+13*q-60*c^2-30*p*q+12*r^2*q-15*p^2-14*a^2+6*r*a^2+36*r*c*b+36*r*c*p+36*r*c*q+24*r*c*g+12*g*q*r+18*b*q*r+12*b*r*a+18*b*r*p+9*b*r*g+9*g*r*a+12*g*r*p+18*r*q*a+18*r*q*p-25*g*r-33*r*q+5*r^3+18*p*r*a+4*p*a^2+6*p^2*a+6*q^2*b+4*q^2*g+24*c*b*p+24*c*b*q+8*p*g*q+12*q*p*a+12*q*p*b+24*c*p*q+8*q*a*b+6*q*b*g+8*p*a*b+6*q*a*g)*(r-4)*(2*a+2*c+g+p+q+2)*x^3-4*p*q+48*a*c^2*g+176*a*c^2*p-9*a*p^2*q*r+2*c*g^3+(68+24*p^3-62*p-84*a-28*b^2*r+74*r*c*a-12*p*b^2+4*p^2*b+62*p*g^2+180*q*a^2+60*q^2*a+66*q*p^2+42*q^2*p+4*a*g+72*p^2*g+440*c^2*a+34*q*g^2+78*c*g-24*c*b^2+180*c^2*q+32*a^2*b*p*r-157*r^2*p+176*c^2*g+86*c*g^2+212*c^2*p+124*c*p^2+48*c^2*b+60*c*q^2+464*c*a^2+156*c*a+140*c*b+26*b*g+44*a*b+72*p*g+30*q*a+32*q*b+164*p*a+118*p*b+6*q*g-4*q^2-116*r-68*b+80*a*c*g*q*r+192*r*c-67*p^2*r-108*r*c^2-2*q^2*r+52*a*g*p^2*r-214*r^2*c-130*r^2*b+8*b^2+152*a*c*p^2*r+106*r^2+552*c*a*p+360*c*a*q+192*c*a*b-1120*r*p*c*a-124*r^2*a+194*r*a+56*a^2*p*q*r+280*p*g*a+50*p*g*b-24*p^2*q^2+6*c*g^3*r-128*a^2*b*c+56*a*b*c*g*r+230*c*g*p+158*c*g*q+404*c*g*a+84*c*g*b+242*p*c+62*q*c+76*c*g*p*q*r+4*g^2+23*g^2*r-61*r^2*g+16*a^2*b*q*r+16*b*g*p*q*r+5*g^3*r^2-12*r*b^2*c+16*a*b^2*c*r+128*a*c^3*r-48*a^3*q+142*b*r+180*p*r+76*b*c*g*p*r-4*g^3*q+120*c^3-96*a^2*b*p-144*a*b*c*g-176*a*g*p*q-40*c-14*g-42*q+12*a*b^2*r^2-112*a*b*c*q-384*a*b*c*p+140*c^2+24*b*c*g*q*r+40*b*c*p*q*r+40*a^2*g*p*r+2*g^2*q^2*r+68*p*q-352*a*c^2*g-800*a*c^2*p+48*a*p^2*q*r-16*c*g^3+92*a*g^2+168*a*c*g*p*r-76*r^2*q+96*p^2+116*a*b*g+30*a*p^3*r+27*a*g^2*r^2-496*a*c*p*q+36*a*b*g*p*r+152*a*c*p*q*r+12*b*p^3*r+42*c*p^3*r+16*g*p^3*r+24*g*p^2*q*r+8*g*p*q^2*r-32*a^2*b*q-152*a^2*b*r-224*a^2*c*q-64*a^2*g*q-32*a*b^2*c-16*a*b^2*p-28*a*b^2*r-288*a*b*c^2-304*a*c^2*q-28*a*g^2*q-16*b^2*c*g-32*b^2*c*p-8*b^2*g*p-14*b^2*g*r-160*b*c^2*g-304*b*c^2*p-80*b*c^2*q-40*b*c*g^2-28*b*g^2*p-8*b*g^2*q-45*b*g^2*r-144*c^2*g*q-48*c*g^2*q-8*b^2*p^2-8*a^2+170*r*a^2+144*a^3+14*g^3-128*c^4+200*a^2*g+4*b^2*g+30*b*g^2+112*a^2*b+8*a*b^2-194*r*c*b-180*r*c*p-10*r*c*q-8*r*c*g+21*g*q*r-54*b*q*r-10*b*r*a-145*b*r*p-19*b*r*g+131*g*r*a-16*g*r*p+44*r*q*a-29*r*q*p-36*b*p^3+46*a*b*g*r^2+64*b*c*p^2*r+22*b*g*p^2*r+96*c^2*p*q*r+10*c*g*q^2*r+14*g^2*p*q*r-80*a*b*p*q+64*g*r+6*p^4*r+88*r*q-72*r^3+82*c*g*p^2*r+5*p*r*a+12*p^3*q*r+6*p^2*q^2*r+40*a^2*b*r^2+12*a^2*q^2*r+40*a*b*p^2*r+56*a*g*p*q*r+10*b*g^2*p*r+4*b*g^2*q*r+136*c^2*g*p*r+56*c^2*g*q*r+46*c*g^2*p*r+20*c*g^2*q*r-120*a*b*p^2-64*a*c*q^2-24*c*g*q^2+112*a*b*c^2*r+18*a*p*q^2*r+18*r^4-538*r*c*q*a-94*r*b*q*a-662*r*c*g*a-435*r*p*a*g-260*r*p*a*b-226*r*c*g*b-560*r*c*g*p-256*r*c*g*q-94*r*c*q*b-386*r*c*q*p-217*r*g*q*a-47*r*g*q*b-165*r*g*q*p-47*r*b*q*p-440*r*b*c*a-304*r*b*c*p-133*r*b*g*p-347*r*p*q*a+146*r^2*c*q*a+30*r^2*b*q*a+182*r^2*c*g*a+296*r^2*p*c*a+107*r^2*p*a*g+80*r^2*p*a*b+78*r^2*c*g*b+160*r^2*c*g*p+74*r^2*c*g*q+30*r^2*c*q*b+100*r^2*c*q*p+59*r^2*g*q*a+15*r^2*g*q*b+43*r^2*g*q*p+15*r^2*b*q*p+144*r^2*b*c*a+112*r^2*b*c*p+43*r^2*b*g*p+85*r^2*p*q*a+20*r^3*q-26*r^2*c*b+12*b^2*r^2+12*r^3*p-63*p^2*r^2-200*r^2*c^2+2*q^2*r^2+12*r^3*c+36*r^3*b-24*r^3*a-47*g^2*r^2-8*r^3*g-81*r*p^3-414*r^2*c*a-226*r^2*c*p-90*r^2*c*q-194*r^2*c*g-51*g*q*r^2+18*b*q*r^2-90*b*r^2*a-5*b*r^2*p-39*b*r^2*g-195*g*r^2*a-114*g*r^2*p-108*r^2*q*a-45*r^2*q*p-241*p*r^2*a-62*r*q^2*a-272*r*c^2*b-51*r*g^2*q-109*r*g^2*p-118*r*p^2*q-880*r*c^2*a-168*r*g^2*c-84*r*p^2*b-29*r*g*q^2-37*r*q^2*p-6*r*b^2*p-171*r*p^2*g-412*r*p^2*c-444*r*c^2*g-308*r*c^2*q-202*r^2*a^2-368*r*c^3-62*r*c*q^2-684*r*c^2*p-434*r*p*a^2-230*r*q*a^2-652*r*c*a^2-344*r*p^2*a+9*r^4*p+24*r^3*p^2+84*r^3*c^2+18*r^4*c+18*r^4*a+14*r^3*g^2+9*r^4*g+21*r^2*p^3+48*r^3*a^2+120*r^2*c^3+132*r^3*c*a+14*r^2*q^2*a+104*r^2*c^2*b+15*r^2*g^2*q+29*r^2*g^2*p+28*r^2*p^2*q+256*r^2*c^2*a+50*r^2*g^2*c+30*r^2*p^2*b+7*r^2*g*q^2+7*r^2*q^2*p+6*r^2*b^2*p+45*r^2*p^2*g+12*r^2*b^2*c+114*r^2*p^2*c+140*r^2*c^2*g+88*r^2*c^2*q+14*r^2*c*q^2+204*r^2*c^2*p+98*r^2*p*a^2+58*r^2*q*a^2+164*r^2*c*a^2+36*r^3*c*b+90*r^3*c*p+32*r^3*c*q+70*r^3*c*g+16*r^3*g*q+36*r^3*b*a+18*r^3*b*p+18*r^3*b*g+52*r^3*g*a+38*r^3*g*p+32*r^3*q*a+16*r^3*q*p+72*r^3*p*a+84*r^2*p^2*a+32*a^3*c*r+24*a*c*q^2*r+32*a*b*p*q*r+6*b^2*g*r^2+4*b^2*p^2*r+13*b*g^2*r^2+12*c^2*q^2*r-112*b*c*p*q-40*b*g*p*q-232*c*g*p*q-36*b*p^2*q-304*c^2*p*q-216*c*p^2*q-40*g^2*p*q-84*g*p^2*q+10*a*g*q^2*r+12*b*p^2*q*r+60*c*p^2*q*r+18*c*p*q^2*r+48*c^4*r-32*b^2*c^2-160*b*c^3-128*c^3*q+128*a*c^2*g*r+32*a*c*g^2*r+8*b^2*c*g*r+64*b*c^2*g*r+16*b*c*g^2*r-104*a*b*g*p-32*a*b*g*q-166*a*b*g*r-208*a*c*g*q-208*b*c*g*p-56*b*c*g*q-180*a*p^2*q-60*a*p*q^2-192*a^2*p*q-24*a*g*q^2-60*c*p*q^2-24*g*p*q^2-48*p^3*q-160*a^2*c*g-528*a^2*c*p-144*a^2*g*p-216*a^2*g*r-96*a^3*c-96*a^3*p-140*a^3*r-320*a^2*c^2-192*a^2*p^2-352*a*c^3-192*c^3*g-368*c^3*p-96*c^2*g^2-368*c^2*p^2-12*g^3*p-19*g^3*r-48*g^2*p^2+312*p*a^2+168*p^2*a+26*q^2*g+32*c*b*p+48*c*b*q+104*p*g*q+232*q*p*a+20*q*p*b+220*c*p*q+48*q*a*b+24*q*b*g+112*p*a*b+158*q*a*g+24*a^3*p*r+48*a^2*g*r^2+48*a^2*p^2*r+28*a^3*r^2+152*a^2*c*p*r+80*a^2*c*q*r+24*a^2*g*q*r+8*a*b^2*p*r+248*a*c^2*p*r+112*a*c^2*q*r+22*a*g^2*p*r+12*a*g^2*q*r+16*b^2*c*p*r+4*b^2*g*p*r+112*b*c^2*p*r+32*b*c^2*q*r+16*a^3*q*r+120*c^3*p*r+48*c^3*q*r+4*g^3*p*r+2*g^3*q*r+136*a*b*c*p*r+48*a*b*c*q*r+16*a*b*g*q*r-184*b*c*p^2-64*b*g*p^2-32*a^2*q^2-32*c^2*q^2-4*g^2*q^2+108*c^2*p^2*r+14*g^2*p^2*r-120*a*p^3-156*c*p^3-60*g*p^3-88*a*c*g^2-552*a*c*p^2-72*a*g^2*p-111*a*g^2*r-192*a*g*p^2-416*c^2*g*p-140*c*g^2*p-280*c*g*p^2+112*a^2*c^2*r+16*b^2*c^2*r+64*b*c^3*r+72*c^3*g*r+36*c^2*g^2*r-544*a*c*g*p+48*a^2*b*c*r+56*a^2*c*g*r-24*p^4)*x+(-72-78*p^3+144*p+240*a+104*b^2*r-596*r*c*a-102*p^2*b-162*p*g^2-468*q*a^2-246*q^2*a-198*q*p^2-162*q^2*p-198*p^2*g-1248*c^2*a-120*q*g^2-240*c*g-624*c^2*q-40*a^2*b*p*r+30*a*q^3+209*r^2*p-624*c^2*g-282*c*g^2-768*c^2*p-426*c*p^2-360*c^2*b-282*c*q^2-1032*c*a^2-336*c*a-456*c*b-96*b*g-96*a*b-156*p*g-96*q*a-156*q*b-240*p*a-300*p*b-60*q*g-30*q^2+200*r+240*b-152*a*c*g*q*r-636*r*c-7*p^2*r-72*r*c^2-46*q^2*r-56*a*g*p^2*r+344*r^2*c+290*r^2*b-96*b^2-166*a*c*p^2*r-254*r^2-1416*c*a*p-1116*c*a*q-792*c*a*b+1696*r*p*c*a+110*r^2*a-436*r*a-76*a^2*p*q*r-624*p*g*a-222*p*g*b+72*p^2*q^2-9*c*g^3*r+240*a^2*b*c-88*a*b*c*g*r-708*c*g*p-552*c*g*q-1080*c*g*a-396*c*g*b-528*p*c-264*q*c-138*c*g*p*q*r-18*g^2-9*a*q^3*r-92*g^2*r+85*r^2*g-32*a^2*b*q*r-40*b*g*p*q*r-7*g^3*r^2+72*r*b^2*c-32*a*b^2*c*r-184*a*c^3*r+72*a^3*q-460*b*r-406*p*r-110*b*c*g*p*r+12*g^3*q+30*c*q^3-456*c^3+144*a^2*b*p+288*a*b*c*g-42*q^3+312*a*g*p*q+216*c+96*g+144*q-24*a*b^2*r^2+408*a*b*c*q+648*a*b*c*p-408*c^2-74*b*c*g*q*r-112*b*c*p*q*r-44*a^2*g*p*r-8*g^2*q^2*r-192*p*q+624*a*c^2*g+1104*a*c^2*p-69*a*p^2*q*r+30*c*g^3-228*a*g^2-204*a*c*g*p*r+134*r^2*q-162*p^2-384*a*b*g-30*a*p^3*r-36*a*g^2*r^2+912*a*c*p*q-48*a*b*g*p*r+12*g*q^3+24*p*q^3-248*a*c*p*q*r-15*b*p^3*r-45*c*p^3*r-17*g*p^3*r-38*g*p^2*q*r-25*g*p*q^2*r+96*a^2*b*q+288*a^2*b*r+456*a^2*c*q+120*a^2*g*q+96*a*b^2*c+48*a*b^2*p+24*a*b^2*q+104*a*b^2*r+576*a*b*c^2+744*a*c^2*q+66*a*g^2*q+48*b^2*c*g+96*b^2*c*p+48*b^2*c*q+24*b^2*g*p+12*b^2*g*q+52*b^2*g*r+336*b*c^2*g+552*b*c^2*p+336*b*c^2*q+84*b*c*g^2+48*b*g^2*p+30*b*g^2*q+98*b*g^2*r+408*c^2*g*q+138*c*g^2*q+24*b^2*p^2+72*a^2-452*r*a^2-240*a^3-42*g^3+240*c^4-408*a^2*g-48*b^2*g-108*b*g^2-336*a^2*b-96*a*b^2+264*r*c*b-50*r*c*p-128*r*c*q-220*r*c*g-114*g*q*r+103*b*q*r-172*b*r*a+172*b*r*p-34*b*r*g-410*g*r*a-117*g*r*p-273*r*q*a-53*r*q*p+54*b*p^3-68*a*b*g*r^2-8*b^2*p*q*r-86*b*c*p^2*r-26*b*c*q^2*r-29*b*g*p^2*r-11*b*g*q^2*r-180*c^2*p*q*r-43*c*g*q^2*r-24*g^2*p*q*r+240*a*b*p*q-228*g*r-6*p^4*r-274*r*q+138*r^3-95*c*g*p^2*r-312*p*r*a-18*p^3*q*r-18*p^2*q^2*r-56*a^2*b*r^2-28*a^2*q^2*r-50*a*b*p^2*r-22*a*b*q^2*r-86*a*g*p*q*r-14*b*g^2*p*r-11*b*g^2*q*r-176*c^2*g*p*r-124*c^2*g*q*r-59*c*g^2*p*r-43*c*g^2*q*r+180*a*b*p^2+60*a*b*q^2+276*a*c*q^2+84*b*c*q^2+30*b*g*q^2+138*c*g*q^2-6*p*q^3*r-176*a*b*c^2*r-48*a*p*q^2*r-24*r^4+1230*r*c*q*a+340*r*b*q*a+1144*r*c*g*a+642*r*p*a*g+506*r*p*a*b+506*r*c*g*b+920*r*c*g*p+646*r*c*g*q+390*r*c*q*b+886*r*c*q*p+474*r*g*q*a+173*r*g*q*b+365*r*g*q*p+211*r*b*q*p+940*r*b*c*a+652*r*b*c*p+271*r*b*g*p+699*r*p*q*a-268*r^2*c*q*a-80*r^2*b*q*a-244*r^2*c*g*a-364*r^2*p*c*a-130*r^2*p*a*g-112*r^2*p*a*b-120*r^2*c*g*b-206*r^2*c*g*p-146*r^2*c*g*q-92*r^2*c*q*b-192*r^2*c*q*p-101*r^2*g*q*a-41*r^2*g*q*b-78*r^2*g*q*p-48*r^2*b*q*p-216*r^2*b*c*a-164*r^2*b*c*p-62*r^2*b*g*p-144*r^2*p*q*a-9*r^3*q+130*r^2*c*b-24*b^2*r^2+9*r^3*p+120*p^2*r^2+430*r^2*c^2+39*q^2*r^2+24*r^3*c-54*r^3*b+78*r^3*a+92*g^2*r^2+31*r^3*g+111*r*p^3+786*r^2*c*a+455*r^2*c*p+293*r^2*c*q+399*r^2*c*g+144*g*q*r^2+3*b*q*r^2+234*b*r^2*a+61*b*r^2*p+105*b*r^2*g+350*g*r^2*a+214*g*r^2*p+298*r^2*q*a+159*r^2*q*p+422*p*r^2*a+233*r*q^2*a+620*r*c^2*b+40*r*q^2*b+126*r*g^2*q+176*r*g^2*p+246*r*p^2*q+1528*r*c^2*a+317*r*g^2*c+171*r*p^2*b+6*r*b^2*q+114*r*g*q^2+159*r*q^2*p+36*r*b^2*p+251*r*p^2*g+617*r*p^2*c+836*r*c^2*g+788*r*c^2*q+332*r^2*a^2+692*r*c^3+24*r*q^3+269*r*c*q^2+1136*r*c^2*p+580*r*p*a^2+444*r*q*a^2+1020*r*c*a^2+466*r*p^2*a-12*r^4*p-30*r^3*p^2-114*r^3*c^2-6*r^3*q^2-24*r^4*c-24*r^4*a-19*r^3*g^2-12*r^4*g-24*r^2*p^3-3*r^4*q-60*r^3*a^2-168*r^2*c^3-3*r^2*q^3-174*r^3*c*a-48*r^2*q^2*a-160*r^2*c^2*b-6*r^2*q^2*b-28*r^2*g^2*q-37*r^2*g^2*p-51*r^2*p^2*q-344*r^2*c^2*a-70*r^2*g^2*c-42*r^2*p^2*b-2*r^2*b^2*q-24*r^2*g*q^2-30*r^2*q^2*p-12*r^2*b^2*p-54*r^2*p^2*g-24*r^2*b^2*c-138*r^2*p^2*c-196*r^2*c^2*g-180*r^2*c^2*q-54*r^2*c*q^2-264*r^2*c^2*p-112*r^2*p*a^2-90*r^2*q*a^2-208*r^2*c*a^2-54*r^3*c*b-117*r^3*c*p-69*r^3*c*q-95*r^3*c*g-32*r^3*g*q-6*r^3*b*q-54*r^3*b*a-27*r^3*b*p-27*r^3*b*g-68*r^3*g*a-49*r^3*g*p-63*r^3*q*a-36*r^3*q*p-90*r^3*p*a-96*r^2*p^2*a-4*g*q^3*r-40*a^3*c*r-82*a*c*q^2*r-72*a*b*p*q*r-12*b^2*g*r^2-8*b^2*p^2*r-20*b*g^2*r^2-54*c^2*q^2*r+24*b^2*p*q+384*b*c*p*q+132*b*g*p*q+492*c*g*p*q+108*b*p^2*q+648*c^2*p*q+378*c*p^2*q+84*g^2*p*q+144*g*p^2*q-30*a*g*q^2*r-30*b*p^2*q*r-15*b*p*q^2*r-99*c*p^2*q*r-63*c*p*q^2*r-72*c^4*r+96*b^2*c^2+336*b*c^3+360*c^3*q-184*a*c^2*g*r-46*a*c*g^2*r-16*b^2*c*g*r-104*b*c^2*g*r-26*b*c*g^2*r+168*a*b*g*p+108*a*b*g*q+340*a*b*g*r+504*a*c*g*q+372*b*c*g*p+228*b*c*g*q+270*a*p^2*q+180*a*p*q^2+288*a^2*p*q+96*a*g*q^2+234*c*p*q^2+90*g*p*q^2+72*p^3*q+264*a^2*c*g+648*a^2*c*p+168*a^2*g*p+328*a^2*g*r+144*a^3*c+96*a^3*p+184*a^3*r+528*a^2*c^2+192*a^2*p^2+624*a*c^3+360*c^3*g+552*c^3*p+180*c^2*g^2+468*c^2*p^2+18*g^3*p+36*g^3*r+60*g^2*p^2+54*b*p*q^2-600*p*a^2-396*p^2*a-60*q^2*b-120*q^2*g-384*c*b*p-300*c*b*q-318*p*g*q-642*q*p*a-162*q*p*b-708*c*p*q-312*q*a*b-156*q*b*g-444*p*a*b-474*q*a*g-24*a^3*p*r-60*a^2*g*r^2-48*a^2*p^2*r-32*a^3*r^2-172*a^2*c*p*r-132*a^2*c*q*r-36*a^2*g*q*r-16*a*b^2*p*r-12*a*b^2*q*r-304*a*c^2*p*r-220*a*c^2*q*r-26*a*g^2*p*r-21*a*g^2*q*r-32*b^2*c*p*r-16*b^2*c*q*r-8*b^2*g*p*r-6*b^2*g*q*r-164*b*c^2*p*r-104*b*c^2*q*r-20*a^3*q*r-156*c^3*p*r-108*c^3*q*r-5*g^3*p*r-4*g^3*q*r-188*a*b*c*p*r-132*a*b*c*q*r-38*a*b*g*q*r+300*b*c*p^2+102*b*g*p^2+96*a^2*q^2+180*c^2*q^2+24*g^2*q^2-126*c^2*p^2*r-16*g^2*p^2*r+120*a*p^3+174*c*p^3+66*g*p^3-9*c*q^3*r+156*a*c*g^2+636*a*c*p^2+96*a*g^2*p+190*a*g^2*r+216*a*g*p^2+624*c^2*g*p+210*c*g^2*p+354*c*g*p^2-152*a^2*c^2*r-32*b^2*c^2*r-104*b*c^3*r-108*c^3*g*r-54*c^2*g^2*r+744*a*c*g*p-72*a^2*b*c*r-76*a^2*c*g*r+24*p^4)*x^2-4*a*g^2-44*a*c*g*p*r+12*r^2*q-2*p^2-10*a*p^3*r-6*a*g^2*r^2+64*a*c*p*q-8*a*b*g*p*r-24*a*c*p*q*r-3*b*p^3*r-13*c*p^3*r-5*g*p^3*r-4*g*p^2*q*r+16*a^2*b*r+24*a^2*c*q+8*a^2*g*q+32*a*b*c^2+24*a*c^2*q+2*a*g^2*q+16*b*c^2*g+40*b*c^2*p+4*b*c*g^2+4*b*g^2*p+4*b*g^2*r+8*c^2*g*q+2*c*g^2*q+8*a^2-16*a^3+16*c^4-16*a^2*g+32*r*c*b+76*r*c*p+6*r*c*q+22*r*c*g+12*b*r*a+24*b*r*p+6*b*r*g+21*g*r*p+6*r*q*a+12*r*q*p+6*b*p^3-8*a*b*g*r^2-14*b*c*p^2*r-5*b*g*p^2*r-12*c^2*p*q*r-2*g^2*p*q*r+2*g*r-2*p^4*r-8*r*q+10*r^3-23*c*g*p^2*r+50*p*r*a-2*p^3*q*r-8*a^2*b*r^2-10*a*b*p^2*r-10*a*g*p*q*r-2*b*g^2*p*r-32*c^2*g*p*r-4*c^2*g*q*r-11*c*g^2*p*r-c*g^2*q*r+20*a*b*p^2-16*a*b*c^2*r-4*r^4+56*r*c*q*a+100*r*c*g*a+84*r*p*a*g+26*r*p*a*b+22*r*c*g*b+92*r*c*g*p+24*r*c*g*q+40*r*c*q*p+24*r*g*q*a+18*r*g*q*p+44*r*b*c*a+28*r*b*c*p+13*r*b*g*p+40*r*p*q*a-20*r^2*c*q*a-40*r^2*c*g*a-76*r^2*p*c*a-28*r^2*p*a*g-16*r^2*p*a*b-12*r^2*c*g*b-38*r^2*c*g*p-9*r^2*c*g*q-13*r^2*c*q*p-9*r^2*g*q*a-6*r^2*g*q*p-24*r^2*b*c*a-20*r^2*b*c*p-8*r^2*b*g*p-13*r^2*p*q*a-4*r^3*q-2*r^2*c*b-7*r^3*p+6*p^2*r^2+22*r^2*c^2-8*r^3*c-6*r^3*b-2*r^3*a+6*g^2*r^2-r^3*g+17*r*p^3+54*r^2*c*a+23*r^2*c*p+8*r^2*c*q+23*r^2*c*g+5*g*q*r^2+6*b*r^2*a-5*b*r^2*p+3*b*r^2*g+28*g*r^2*a+14*g*r^2*p+8*r^2*q*a+r^2*q*p+32*p*r^2*a+28*r*c^2*b+5*r*g^2*q+18*r*g^2*p+13*r*p^2*q+136*r*c^2*a+21*r*g^2*c+7*r*p^2*b+33*r*p^2*g+77*r*p^2*c+60*r*c^2*g+28*r*c^2*q+32*r^2*a^2+52*r*c^3+112*r*c^2*p+96*r*p*a^2+28*r*q*a^2+116*r*c*a^2+74*r*p^2*a-2*r^4*p-6*r^3*p^2-18*r^3*c^2-4*r^4*c-4*r^4*a-3*r^3*g^2-2*r^4*g-6*r^2*p^3-12*r^3*a^2-24*r^2*c^3-30*r^3*c*a-16*r^2*c^2*b-2*r^2*g^2*q-7*r^2*g^2*p-4*r^2*p^2*q-56*r^2*c^2*a-10*r^2*g^2*c-6*r^2*p^2*b-12*r^2*p^2*g-30*r^2*p^2*c-28*r^2*c^2*g-10*r^2*c^2*q-48*r^2*c^2*p-28*r^2*p*a^2-10*r^2*q*a^2-40*r^2*c*a^2-6*r^3*c*b-21*r^3*c*p-4*r^3*c*q-15*r^3*c*g-2*r^3*g*q-6*r^3*b*a-3*r^3*b*p-3*r^3*b*g-12*r^3*g*a-9*r^3*g*p-4*r^3*q*a-2*r^3*q*p-18*r^3*p*a-24*r^2*p^2*a-8*a^3*c*r-2*b*g^2*r^2+24*c*g*p*q+32*c^2*p*q+30*c*p^2*q+4*g^2*p*q+12*g*p^2*q-9*c*p^2*q*r-8*c^4*r+16*b*c^3+8*c^3*q-24*a*c^2*g*r-6*a*c*g^2*r-8*b*c^2*g*r-2*b*c*g^2*r+16*a*b*g*p+16*a*b*g*r+16*a*c*g*q+28*b*c*g*p+30*a*p^2*q+32*a^2*p*q+8*p^3*q+24*a^2*c*g+136*a^2*c*p+40*a^2*g*p+40*a^2*g*r+16*a^3*c+32*a^3*p+32*a^3*r+48*a^2*c^2+64*a^2*p^2+48*a*c^3+24*c^3*g+72*c^3*p+12*c^2*g^2+92*c^2*p^2+2*g^3*p+2*g^3*r+12*g^2*p^2-8*p*a^2+20*p^2*a+24*c*b*p-4*p*g*q-6*q*p*a-6*c*p*q+12*p*a*b-8*q*a*g-8*a^3*p*r-12*a^2*g*r^2-16*a^2*p^2*r-8*a^3*r^2-44*a^2*c*p*r-12*a^2*c*q*r-4*a^2*g*q*r-64*a*c^2*p*r-12*a*c^2*q*r-6*a*g^2*p*r-a*g^2*q*r-20*b*c^2*p*r-4*a^3*q*r-28*c^3*p*r-4*c^3*q*r-g^3*p*r-28*a*b*c*p*r+28*b*c*p^2+10*b*g*p^2-30*c^2*p^2*r-4*g^2*p^2*r+40*a*p^3+46*c*p^3+18*g*p^3+12*a*c*g^2+156*a*c*p^2+16*a*g^2*p+16*a*g^2*r+56*a*g*p^2+80*c^2*g*p+26*c*g^2*p+70*c*g*p^2-24*a^2*c^2*r-8*b*c^3*r-12*c^3*g*r-6*c^2*g^2*r+120*a*c*g*p-8*a^2*b*c*r-12*a^2*c*g*r+8*p^4)*dx-96*p*a^2-132*p^2*a-2*q^2*g-14*a*g*p*q*r^2-5*a*p^3*r^2-176*c*b*p-36*c*b*q-50*p*g*q-100*q*p*a-26*q*p*b-142*c*p*q-24*q*a*b-12*q*b*g-88*p*a*b-38*q*a*g+2*(-4-11*p^3-8*p-8*a-8*b^2*r-82*r*c*a-8*p*b^2-19*p^2*b-7*p*g^2-6*q*a^2-7*q^2*a-21*q*p^2-9*q^2*p+4*a*g-19*p^2*g-96*c^2*a-4*q*g^2-20*c*g-16*c*b^2-4*q*b^2-64*c^2*q+8*a^2*b*p*r-5*a*q^3-13*r^2*p-64*c^2*g-13*c*g^2-112*c^2*p-61*c*p^2-68*c^2*b-13*c*q^2-20*c*a^2-24*c*a-20*c*b-8*p*g-6*q*a-4*q*b-8*p*a-6*p*b-6*q*g-q^2-6*r-8*b+34*a*c*g*q*r-24*r*c-22*p^2*r-66*r*c^2-3*q^2*r+10*a*g*p^2*r-20*r^2*c-10*r^2*b+30*a*c*p^2*r-2*r^2-108*c*a*p-62*c*a*q-44*c*a*b-108*r*p*c*a-18*r^2*a-6*r*a+14*a^2*p*q*r-20*p*g*a-15*p*g*b-12*p^2*q^2+2*c*g^3*r-40*a^2*b*c+20*a*b*c*g*r-70*c*g*p-40*c*g*q-36*c*g*a-30*c*g*b-40*p*c-24*q*c+28*c*g*p*q*r+g^2+2*a*q^3*r-8*g^2*r-9*r^2*g+8*a^2*b*q*r+9*b*g*p*q*r+g^3*r^2+8*a*b^2*c*r+40*a*c^3*r-12*a^3*q-2*b*r-11*p*r+24*b*c*g*p*r-2*g^3*q-5*c*q^3-68*c^3-24*a^2*b*p-48*a*b*c*g+q^3-52*a*g*p*q-20*c-4*g-8*q+4*a*b^2*r^2-68*a*b*c*q-108*a*b*c*p-44*c^2+18*b*c*g*q*r+24*b*c*p*q*r+8*a^2*g*p*r+2*g^2*q^2*r-10*p*q-104*a*c^2*g-184*a*c^2*p+12*a*p^2*q*r-5*c*g^3+6*a*g^2+40*a*c*g*p*r-6*r^2*q-9*p^2+8*a*b*g+5*a*p^3*r+5*a*g^2*r^2-152*a*c*p*q+10*a*b*g*p*r-2*g*q^3-4*p*q^3+48*a*c*p*q*r+3*b*p^3*r+8*c*p^3*r+3*g*p^3*r+7*g*p^2*q*r+5*g*p*q^2*r-16*a^2*b*q-24*a^2*b*r-76*a^2*c*q-20*a^2*g*q-16*a*b^2*c-8*a*b^2*p-4*a*b^2*q-8*a*b^2*r-96*a*b*c^2-124*a*c^2*q-11*a*g^2*q-8*b^2*c*g-16*b^2*c*p-8*b^2*c*q-4*b^2*g*p-2*b^2*g*q-4*b^2*g*r-56*b*c^2*g-92*b*c^2*p-56*b*c^2*q-14*b*c*g^2-8*b*g^2*p-5*b*g^2*q-8*b*g^2*r-68*c^2*g*q-23*c*g^2*q-4*b^2*p^2+4*a^2-16*r*a^2+8*a^3+g^3-40*c^4+12*a^2*g+2*b*g^2+8*a^2*b-50*r*c*b-77*r*c*p-39*r*c*q-49*r*c*g-14*g*q*r-13*b*q*r-26*b*r*a-29*b*r*p-17*b*r*g-24*g*r*a-28*g*r*p-26*r*q*a-25*r*q*p-9*b*p^3+10*a*b*g*r^2+2*b^2*p*q*r+18*b*c*p^2*r+6*b*c*q^2*r+6*b*g*p^2*r+3*b*g*q^2*r+36*c^2*p*q*r+10*c*g*q^2*r+5*g^2*p*q*r-40*a*b*p*q-7*g*r+p^4*r-3*r*q-2*r^3+18*c*g*p^2*r-48*p*r*a+3*p^3*q*r+3*p^2*q^2*r+8*a^2*b*r^2+6*a^2*q^2*r+10*a*b*p^2*r+6*a*b*q^2*r+17*a*g*p*q*r+3*b*g^2*p*r+3*b*g^2*q*r+36*c^2*g*p*r+28*c^2*g*q*r+12*c*g^2*p*r+10*c*g^2*q*r-30*a*b*p^2-10*a*b*q^2-46*a*c*q^2-14*b*c*q^2-5*b*g*q^2-23*c*g*q^2+p*q^3*r+40*a*b*c^2*r+9*a*p*q^2*r+2*r^4-68*r*c*q*a-16*r*b*q*a-76*r*c*g*a-46*r*p*a*g-32*r*p*a*b-28*r*c*g*b-54*r*c*g*p-32*r*c*g*q-12*r*c*q*b-48*r*c*q*p-29*r*g*q*a-7*r*g*q*b-21*r*g*q*p-8*r*b*q*p-56*r*b*c*a-28*r*b*c*p-16*r*b*g*p-44*r*p*q*a+36*r^2*c*q*a+12*r^2*b*q*a+34*r^2*c*g*a+48*r^2*p*c*a+17*r^2*p*a*g+16*r^2*p*a*b+18*r^2*c*g*b+28*r^2*c*g*p+20*r^2*c*g*q+12*r^2*c*q*b+24*r^2*c*q*p+14*r^2*g*q*a+6*r^2*g*q*b+10*r^2*g*q*p+6*r^2*b*q*p+32*r^2*b*c*a+24*r^2*b*c*p+9*r^2*b*g*p+18*r^2*p*q*a+3*r^3*q+14*r^2*c*b+4*b^2*r^2+5*r^3*p+6*r^2*c^2+10*r^3*c+6*r^3*b+4*r^3*a-2*g^2*r^2+3*r^3*g-7*r*p^3-10*r^2*c*a+3*r^2*c*p+3*r^2*c*q-r^2*c*g+6*b*q*r^2-2*b*r^2*a+7*b*r^2*p+b*r^2*g-10*g*r^2*a-2*g*r^2*p-3*r^2*q*a-8*p*r^2*a-12*r*q^2*a-24*r*c^2*b-7*r*g^2*q-12*r*g^2*p-15*r*p^2*q-88*r*c^2*a-20*r*g^2*c-8*r*p^2*b+2*r*b^2*q-5*r*g*q^2-9*r*q^2*p-16*r*p^2*g-36*r*p^2*c-44*r*c^2*g-36*r*c^2*q-12*r^2*a^2-32*r*c^3-r*q^3-12*r*c*q^2-60*r*c^2*p-44*r*p*a^2-30*r*q*a^2-72*r*c*a^2-32*r*p^2*a+r^4*p+3*r^3*p^2+12*r^3*c^2+2*r^4*c+2*r^4*a+2*r^3*g^2+r^4*g+3*r^2*p^3+6*r^3*a^2+24*r^2*c^3+18*r^3*c*a+6*r^2*q^2*a+24*r^2*c^2*b+4*r^2*g^2*q+5*r^2*g^2*p+6*r^2*p^2*q+48*r^2*c^2*a+10*r^2*g^2*c+6*r^2*p^2*b+3*r^2*g*q^2+3*r^2*q^2*p+2*r^2*b^2*p+7*r^2*p^2*g+4*r^2*b^2*c+18*r^2*p^2*c+28*r^2*c^2*g+24*r^2*c^2*q+6*r^2*c*q^2+36*r^2*c^2*p+14*r^2*p*a^2+12*r^2*q*a^2+28*r^2*c*a^2+6*r^3*c*b+12*r^3*c*p+6*r^3*c*q+10*r^3*c*g+3*r^3*g*q+6*r^3*b*a+3*r^3*b*p+3*r^3*b*g+7*r^3*g*a+5*r^3*g*p+6*r^3*q*a+3*r^3*q*p+9*r^3*p*a+12*r^2*p^2*a+g*q^3*r+8*a^3*c*r+18*a*c*q^2*r+16*a*b*p*q*r+2*b^2*g*r^2+2*b^2*p^2*r+3*b*g^2*r^2+12*c^2*q^2*r-4*b^2*p*q-64*b*c*p*q-22*b*g*p*q-82*c*g*p*q-18*b*p^2*q-108*c^2*p*q-63*c*p^2*q-14*g^2*p*q-24*g*p^2*q+7*a*g*q^2*r+6*b*p^2*q*r+3*b*p*q^2*r+18*c*p^2*q*r+12*c*p*q^2*r+16*c^4*r-16*b^2*c^2-56*b*c^3-60*c^3*q+40*a*c^2*g*r+10*a*c*g^2*r+4*b^2*c*g*r+24*b*c^2*g*r+6*b*c*g^2*r-28*a*b*g*p-18*a*b*g*q-28*a*b*g*r-84*a*c*g*q-62*b*c*g*p-38*b*c*g*q-45*a*p^2*q-30*a*p*q^2-48*a^2*p*q-16*a*g*q^2-39*c*p*q^2-15*g*p*q^2-12*p^3*q-44*a^2*c*g-108*a^2*c*p-28*a^2*g*p-28*a^2*g*r-24*a^3*c-16*a^3*p-16*a^3*r-88*a^2*c^2-32*a^2*p^2-104*a*c^3-60*c^3*g-92*c^3*p-30*c^2*g^2-78*c^2*p^2-3*g^3*p-3*g^3*r-10*g^2*p^2-9*b*p*q^2-12*p*a^2-30*p^2*a-2*q^2*b-4*q^2*g-72*c*b*p-38*c*b*q-23*p*g*q-37*q*p*a-21*q*p*b-74*c*p*q-12*q*a*b-8*q*b*g-22*p*a*b-11*q*a*g+4*a^3*p*r+8*a^2*g*r^2+8*a^2*p^2*r+4*a^3*r^2+32*a^2*c*p*r+28*a^2*c*q*r+8*a^2*g*q*r+4*a*b^2*p*r+4*a*b^2*q*r+60*a*c^2*p*r+48*a*c^2*q*r+5*a*g^2*p*r+5*a*g^2*q*r+8*b^2*c*p*r+4*b^2*c*q*r+2*b^2*g*p*r+2*b^2*g*q*r+36*b*c^2*p*r+24*b*c^2*q*r+4*a^3*q*r+32*c^3*p*r+24*c^3*q*r+g^3*p*r+g^3*q*r+40*a*b*c*p*r+32*a*b*c*q*r+10*a*b*g*q*r-50*b*c*p^2-17*b*g*p^2-16*a^2*q^2-30*c^2*q^2-4*g^2*q^2+24*c^2*p^2*r+3*g^2*p^2*r-20*a*p^3-29*c*p^3-11*g*p^3+2*c*q^3*r-26*a*c*g^2-106*a*c*p^2-16*a*g^2*p-16*a*g^2*r-36*a*g*p^2-104*c^2*g*p-35*c*g^2*p-59*c*g*p^2+32*a^2*c^2*r+8*b^2*c^2*r+24*b*c^3*r+24*c^3*g*r+12*c^2*g^2*r-124*a*c*g*p+16*a^2*b*c*r+16*a^2*c*g*r-4*p^4)*(r-3)*x-4*a^3*p*r^2-4*a^3*q*r^2-8*a^2*p^2*r^2-4*a^2*q^2*r^2-10*a*g*p^2*r^2-4*a*g*q^2*r^2+28*a^3*p*r+40*a^2*g*r^2+56*a^2*p^2*r+24*a^3*r^2-9*a*p^2*q*r^2-4*a*p*q^2*r^2+184*a^2*c*p*r+104*a^2*c*q*r+32*a^2*g*q*r+12*a*b^2*p*r+308*a*c^2*p*r+148*a*c^2*q*r+27*a*g^2*p*r+17*a*g^2*q*r+24*b^2*c*p*r+6*b^2*g*p*r+148*b*c^2*p*r+44*b*c^2*q*r+20*a^3*q*r+152*c^3*p*r+64*c^3*q*r+5*g^3*p*r+3*g^3*q*r+176*a*b*c*p*r+68*a*b*c*q*r+24*a*b*g*q*r-3*b*p^3*r^2+x^3*(x-1)^3*((2*a+2*c+g+p+q+2)*x-2*a-2*c-g-p-2)*dx^5-3*b*p^2*q*r^2-92*b*c*p^2-32*b*g*p^2-16*a^2*q^2-16*c^2*q^2-2*g^2*q^2+132*c^2*p^2*r+17*g^2*p^2*r-60*a*p^3-78*c*p^3-30*g*p^3-12*c*g^2*p*r^2-44*a*c*g^2-276*a*c*p^2-36*a*g^2*p-21*a*g^2*r-96*a*g*p^2-208*c^2*g*p-70*c*g^2*p-140*c*g*p^2+144*a^2*c^2*r+24*b^2*c^2*r+88*b*c^3*r+96*c^3*g*r+48*c^2*g^2*r-8*c*p^3*r^2-272*a*c*g*p-4*c*p*q^2*r^2-12*c*p^2*q*r^2+64*a^2*b*c*r+72*a^2*c*g*r+x^2*(x-1)^2*(-(3*a+3*c+g+3*p+3*r-6)*(2*a+2*c+g+p+2)+(-46-11*p-34*a+12*a*g+15*c*g+30*c*a+6*c*b+3*b*g+6*a*b+9*p*g+9*q*a+18*p*a+3*p*b+4*q*g+16*r+6*b+16*r*c+16*r*a+21*p*c+9*q*c+3*g^2+8*p*r-28*c-17*g-5*q+18*c^2+6*p*q+6*p^2+12*a^2+8*g*r+2*r*q)*x-(5*r+2*g-17+3*p+3*q+6*c+3*a+3*b)*(2*a+2*c+g+p+q+2)*x^2)*dx^4-12*p^4: Pcg:= x^3*(x-1)^3*((a+b+g)*(2*c+p+q+2*r+2)*x-p*a-r*a-2*c*b-p*b-r*b-c*g-p*g-r *g-2*b-g)*dx^5+x^2*(x-1)^2*(-(a+b+g)*(6*a*c+3*a*p+3*a*q+6*a*r+6*b*c+3*b*p+3*b*q +6*b*r+12*c^2+4*c*g+12*c*p+12*c*q+22*c*r+2*g*p+2*g*q+4*g*r+3*p^2+6*p*q+11*p*r+3 *q^2+11*q*r+11*r^2+6*a+6*b+2*c+4*g+p+q-r-10)*x^2+(6*a^2*c+6*a^2*p+3*a^2*q+9*a^2 *r+12*a*b*c+9*a*b*p+3*a*b*q+12*a*b*r+6*a*c^2+11*a*c*g+15*a*c*p+3*a*c*q+16*a*c*r +9*a*g*p+4*a*g*q+13*a*g*r+6*a*p^2+6*a*p*q+17*a*p*r+5*a*q*r+11*a*r^2+6*b^2*c+3*b ^2*p+3*b^2*r+18*b*c^2+9*b*c*g+21*b*c*p+9*b*c*q+28*b*c*r+6*b*g*p+b*g*q+7*b*g*r+6 *b*p^2+6*b*p*q+17*b*p*r+5*b*q*r+11*b*r^2+12*c^2*g+4*c*g^2+18*c*g*p+6*c*g*q+22*c *g*r+3*g^2*p+g^2*q+4*g^2*r+6*g*p^2+6*g*p*q+17*g*p*r+5*g*q*r+11*g*r^2+6*a^2+12*a *b+2*a*c+11*a*g-2*a*p-2*a*q-7*a*r+6*b^2+2*b*c+9*b*g+4*b*p+4*b*q+5*b*r+2*c*g+4*g ^2+g*p+g*q-g*r-4*a-16*b-10*g)*x-(a*p+a*r+2*b*c+b*p+b*r+c*g+g*p+g*r+2*b+g)*(-3+3 *a+3*c+g+3*p+3*r))*dx^4+x*(x-1)*((4*a^2*c+2*a^2*p+2*a^2*q+4*a^2*r+8*a*b*c+4*a*b *p+4*a*b*q+8*a*b*r+24*a*c^2+6*a*c*g+24*a*c*p+24*a*c*q+48*a*c*r+3*a*g*p+3*a*g*q+ 6*a*g*r+6*a*p^2+12*a*p*q+24*a*p*r+6*a*q^2+24*a*q*r+27*a*r^2+4*b^2*c+2*b^2*p+2*b ^2*q+4*b^2*r+24*b*c^2+6*b*c*g+24*b*c*p+24*b*c*q+48*b*c*r+3*b*g*p+3*b*g*q+6*b*g* r+6*b*p^2+12*b*p*q+24*b*p*r+6*b*q^2+24*b*q*r+27*b*r^2+24*c^3+16*c^2*g+36*c^2*p+ 36*c^2*q+72*c^2*r+2*c*g^2+16*c*g*p+16*c*g*q+32*c*g*r+18*c*p^2+36*c*p*q+72*c*p*r +18*c*q^2+72*c*q*r+72*c*r^2+g^2*p+g^2*q+2*g^2*r+4*g*p^2+8*g*p*q+16*g*p*r+4*g*q^ 2+16*g*q*r+18*g*r^2+3*p^3+9*p^2*q+18*p^2*r+9*p*q^2+36*p*q*r+36*p*r^2+3*q^3+18*q ^2*r+36*q*r^2+24*r^3+4*a^2+8*a*b+2*a*c+6*a*g+a*p+a*q-a*r+4*b^2+2*b*c+6*b*g+b*p+ b*q-b*r-12*c^2+2*c*g-12*c*p-12*c*q-12*c*r+2*g^2+g*p+g*q-3*p^2-6*p*q-6*p*r-3*q^2 -6*q*r-6*r^2-22*a-22*b-36*c-14*g-18*p-18*q-18*r)*(a+b+g)*x^3+(-8*a^3*c-6*a^3*p-\ 4*a^3*q-10*a^3*r-20*a^2*b*c-14*a^2*b*p-8*a^2*b*q-22*a^2*b*r-32*a^2*c^2-18*a^2*c *g-52*a^2*c*p-28*a^2*c*q-74*a^2*c*r-13*a^2*g*p-8*a^2*g*q-21*a^2*g*r-18*a^2*p^2-\ 24*a^2*p*q-60*a^2*p*r-6*a^2*q^2-33*a^2*q*r-51*a^2*r^2-16*a*b^2*c-10*a*b^2*p-4*a *b^2*q-14*a*b^2*r-72*a*b*c^2-30*a*b*c*g-96*a*b*c*p-48*a*b*c*q-144*a*b*c*r-20*a* b*g*p-10*a*b*g*q-30*a*b*g*r-30*a*b*p^2-36*a*b*p*q-99*a*b*p*r-6*a*b*q^2-45*a*b*q *r-81*a*b*r^2-24*a*c^3-60*a*c^2*g-60*a*c^2*p-24*a*c^2*q-78*a*c^2*r-13*a*c*g^2-\ 86*a*c*g*p-46*a*c*g*q-127*a*c*g*r-42*a*c*p^2-48*a*c*p*q-129*a*c*p*r-6*a*c*q^2-\ 57*a*c*q*r-93*a*c*r^2-9*a*g^2*p-5*a*g^2*q-14*a*g^2*r-28*a*g*p^2-36*a*g*p*q-93*a *g*p*r-8*a*g*q^2-48*a*g*q*r-78*a*g*r^2-9*a*p^3-18*a*p^2*q-45*a*p^2*r-9*a*p*q^2-\ 54*a*p*q*r-72*a*p*r^2-9*a*q^2*r-36*a*q*r^2-36*a*r^3-4*b^3*c-2*b^3*p-2*b^3*r-40* b^2*c^2-12*b^2*c*g-44*b^2*c*p-20*b^2*c*q-70*b^2*c*r-7*b^2*g*p-2*b^2*g*q-9*b^2*g *r-12*b^2*p^2-12*b^2*p*q-39*b^2*p*r-12*b^2*q*r-30*b^2*r^2-48*b*c^3-60*b*c^2*g-\ 84*b*c^2*p-48*b*c^2*q-138*b*c^2*r-11*b*c*g^2-74*b*c*g*p-34*b*c*g*q-113*b*c*g*r-\ 48*b*c*p^2-60*b*c*p*q-159*b*c*p*r-12*b*c*q^2-87*b*c*q*r-123*b*c*r^2-7*b*g^2*p-3 *b*g^2*q-10*b*g^2*r-22*b*g*p^2-24*b*g*p*q-72*b*g*p*r-2*b*g*q^2-27*b*g*q*r-57*b* g*r^2-9*b*p^3-18*b*p^2*q-45*b*p^2*r-9*b*p*q^2-54*b*p*q*r-72*b*p*r^2-9*b*q^2*r-\ 36*b*q*r^2-36*b*r^3-36*c^3*g-24*c^2*g^2-72*c^2*g*p-36*c^2*g*q-108*c^2*g*r-3*c*g ^3-32*c*g^2*p-16*c*g^2*q-48*c*g^2*r-45*c*g*p^2-54*c*g*p*q-144*c*g*p*r-9*c*g*q^2 -72*c*g*q*r-108*c*g*r^2-2*g^3*p-g^3*q-3*g^3*r-10*g^2*p^2-12*g^2*p*q-33*g^2*p*r-\ 2*g^2*q^2-15*g^2*q*r-27*g^2*r^2-9*g*p^3-18*g*p^2*q-45*g*p^2*r-9*g*p*q^2-54*g*p* q*r-72*g*p*r^2-9*g*q^2*r-36*g*q*r^2-36*g*r^3-8*a^3-20*a^2*b-6*a^2*c-18*a^2*g+3* a^2*p+a^2*q+16*a^2*r-16*a*b^2-6*a*b*c-30*a*b*g-a*b*p-5*a*b*q+3*a*b*r+6*a*c^2-8* a*c*g+21*a*c*p+15*a*c*q+33*a*c*r-13*a*g^2-3*a*g*q+11*a*g*r+9*a*p^2+15*a*p*q+27* a*p*r+6*a*q^2+21*a*q*r+24*a*r^2-4*b^3-12*b^2*g-4*b^2*p-6*b^2*q-13*b^2*r+30*b*c^ 2-4*b*c*g+21*b*c*p+15*b*c*q+3*b*c*r-11*b*g^2-3*b*g*p-6*b*g*q-8*b*g*r+3*b*p^2+3* b*p*q-3*b*p*r-9*b*q*r-6*b*r^2+18*c^2*g-3*c*g^2+21*c*g*p+15*c*g*q+18*c*g*r-3*g^3 -g^2*p-2*g^2*q+6*g*p^2+9*g*p*q+12*g*p*r+3*g*q^2+6*g*q*r+9*g*r^2+26*a^2+66*a*b+ 30*a*c+52*a*g+18*a*p+12*a*q+12*a*r+40*b^2+78*b*c+56*b*g+42*b*p+36*b*q+42*b*r+54 *c*g+21*g^2+30*g*p+24*g*q+27*g*r)*x^2+(4*a^3*c+6*a^3*p+2*a^3*q+8*a^3*r+12*a^2*b *c+10*a^2*b*p+2*a^2*b*q+12*a^2*b*r+8*a^2*c^2+10*a^2*c*g+32*a^2*c*p+4*a^2*c*q+30 *a^2*c*r+11*a^2*g*p+3*a^2*g*q+14*a^2*g*r+18*a^2*p^2+12*a^2*p*q+48*a^2*p*r+9*a^2 *q*r+30*a^2*r^2+8*a*b^2*c+4*a*b^2*p+4*a*b^2*r+40*a*b*c^2+14*a*b*c*g+64*a*b*c*p+ 16*a*b*c*q+80*a*b*c*r+11*a*b*g*p+a*b*g*q+12*a*b*g*r+24*a*b*p^2+12*a*b*p*q+63*a* b*p*r+9*a*b*q*r+39*a*b*r^2+4*a*c^3+26*a*c^2*g+26*a*c^2*p+2*a*c^2*q+22*a*c^2*r+6 *a*c*g^2+57*a*c*g*p+11*a*c*g*q+63*a*c*g*r+30*a*c*p^2+12*a*c*p*q+69*a*c*p*r+9*a* c*q*r+39*a*c*r^2+6*a*g^2*p+a*g^2*q+7*a*g^2*r+26*a*g*p^2+16*a*g*p*q+69*a*g*p*r+ 12*a*g*q*r+43*a*g*r^2+9*a*p^3+9*a*p^2*q+36*a*p^2*r+18*a*p*q*r+45*a*p*r^2+9*a*q* r^2+18*a*r^3+16*b^2*c^2+4*b^2*c*g+20*b^2*c*p+26*b^2*c*r+2*b^2*g*p+2*b^2*g*r+6*b ^2*p^2+15*b^2*p*r+9*b^2*r^2+28*b*c^3+26*b*c^2*g+62*b*c^2*p+14*b*c^2*q+82*b*c^2* r+4*b*c*g^2+39*b*c*g*p+5*b*c*g*q+49*b*c*g*r+42*b*c*p^2+24*b*c*p*q+111*b*c*p*r+ 27*b*c*q*r+69*b*c*r^2+3*b*g^2*p+3*b*g^2*r+14*b*g*p^2+4*b*g*p*q+36*b*g*p*r+3*b*g *q*r+22*b*g*r^2+9*b*p^3+9*b*p^2*q+36*b*p^2*r+18*b*p*q*r+45*b*p*r^2+9*b*q*r^2+18 *b*r^3+16*c^3*g+10*c^2*g^2+44*c^2*g*p+8*c^2*g*q+52*c^2*g*r+c*g^3+19*c*g^2*p+3*c *g^2*q+22*c*g^2*r+36*c*g*p^2+18*c*g*p*q+90*c*g*p*r+18*c*g*q*r+54*c*g*r^2+g^3*p+ g^3*r+8*g^2*p^2+4*g^2*p*q+21*g^2*p*r+3*g^2*q*r+13*g^2*r^2+9*g*p^3+9*g*p^2*q+36* g*p^2*r+18*g*p*q*r+45*g*p*r^2+9*g*q*r^2+18*g*r^3+4*a^3+12*a^2*b+4*a^2*c+10*a^2* g-9*a^2*p-2*a^2*q-20*a^2*r+8*a*b^2-2*a*b*c+14*a*b*g+6*a*b*p+10*a*b*q+13*a*b*r+a *c*g-14*a*c*p-2*a*c*q-25*a*c*r+6*a*g^2-3*a*g*p+3*a*g*q-9*a*g*r-9*a*p^2-9*a*p*q-\ 27*a*p*r-9*a*q*r-18*a*r^2-2*b^2*c+4*b^2*g+3*b^2*p+9*b^2*r-24*b*c^2-3*b*c*g-8*b* c*p-8*b*c*q+5*b*c*r+4*b*g^2+3*b*g*p+3*b*g*q+10*b*g*r+3*b*p^2+3*b*p*q+15*b*p*r+9 *b*q*r+12*b*r^2-12*c^2*g-c*g^2-11*c*g*p-5*c*g*q-10*c*g*r+g^3+g^2*q-3*g*p^2-3*g* p*q-6*g*p*r-3*g*r^2-4*a^2-42*a*b-4*a*c-25*a*g-18*b^2-52*b*c-29*b*g-30*b*p-18*b* q-30*b*r-28*c*g-11*g^2-15*g*p-9*g*q-15*g*r)*x-(2*a^2+4*a*c+a*g+6*a*p+6*a*r+2*c^ 2+c*g+6*c*p+6*c*r+2*g*p+2*g*r+3*p^2+6*p*r+3*r^2-5*a-5*c-2*g-3*p-3*r)*(a*p+a*r+2 *b*c+b*p+b*r+c*g+g*p+g*r+2*b+g))*dx^3+(-(a+b+g)*(8*a^2*c^2+8*a^2*c*p+8*a^2*c*q+ 20*a^2*c*r+2*a^2*p^2+4*a^2*p*q+10*a^2*p*r+2*a^2*q^2+10*a^2*q*r+14*a^2*r^2+16*a* b*c^2+16*a*b*c*p+16*a*b*c*q+40*a*b*c*r+4*a*b*p^2+8*a*b*p*q+20*a*b*p*r+4*a*b*q^2 +20*a*b*q*r+28*a*b*r^2+24*a*c^3+12*a*c^2*g+36*a*c^2*p+36*a*c^2*q+96*a*c^2*r+12* a*c*g*p+12*a*c*g*q+30*a*c*g*r+18*a*c*p^2+36*a*c*p*q+96*a*c*p*r+18*a*c*q^2+96*a* c*q*r+114*a*c*r^2+3*a*g*p^2+6*a*g*p*q+15*a*g*p*r+3*a*g*q^2+15*a*g*q*r+21*a*g*r^ 2+3*a*p^3+9*a*p^2*q+24*a*p^2*r+9*a*p*q^2+48*a*p*q*r+57*a*p*r^2+3*a*q^3+24*a*q^2 *r+57*a*q*r^2+45*a*r^3+8*b^2*c^2+8*b^2*c*p+8*b^2*c*q+20*b^2*c*r+2*b^2*p^2+4*b^2 *p*q+10*b^2*p*r+2*b^2*q^2+10*b^2*q*r+14*b^2*r^2+24*b*c^3+12*b*c^2*g+36*b*c^2*p+ 36*b*c^2*q+96*b*c^2*r+12*b*c*g*p+12*b*c*g*q+30*b*c*g*r+18*b*c*p^2+36*b*c*p*q+96 *b*c*p*r+18*b*c*q^2+96*b*c*q*r+114*b*c*r^2+3*b*g*p^2+6*b*g*p*q+15*b*g*p*r+3*b*g *q^2+15*b*g*q*r+21*b*g*r^2+3*b*p^3+9*b*p^2*q+24*b*p^2*r+9*b*p*q^2+48*b*p*q*r+57 *b*p*r^2+3*b*q^3+24*b*q^2*r+57*b*q*r^2+45*b*r^3+16*c^4+16*c^3*g+32*c^3*p+32*c^3 *q+88*c^3*r+4*c^2*g^2+24*c^2*g*p+24*c^2*g*q+64*c^2*g*r+24*c^2*p^2+48*c^2*p*q+ 132*c^2*p*r+24*c^2*q^2+132*c^2*q*r+148*c^2*r^2+4*c*g^2*p+4*c*g^2*q+10*c*g^2*r+ 12*c*g*p^2+24*c*g*p*q+64*c*g*p*r+12*c*g*q^2+64*c*g*q*r+76*c*g*r^2+8*c*p^3+24*c* p^2*q+66*c*p^2*r+24*c*p*q^2+132*c*p*q*r+148*c*p*r^2+8*c*q^3+66*c*q^2*r+148*c*q* r^2+104*c*r^3+g^2*p^2+2*g^2*p*q+5*g^2*p*r+g^2*q^2+5*g^2*q*r+7*g^2*r^2+2*g*p^3+6 *g*p^2*q+16*g*p^2*r+6*g*p*q^2+32*g*p*q*r+38*g*p*r^2+2*g*q^3+16*g*q^2*r+38*g*q*r ^2+30*g*r^3+p^4+4*p^3*q+11*p^3*r+6*p^2*q^2+33*p^2*q*r+37*p^2*r^2+4*p*q^3+33*p*q ^2*r+74*p*q*r^2+52*p*r^3+q^4+11*q^3*r+37*q^2*r^2+52*q*r^3+26*r^4-4*a^2*c-2*a^2* p-2*a^2*q-2*a^2*r-8*a*b*c-4*a*b*p-4*a*b*q-4*a*b*r-32*a*c^2-6*a*c*g-32*a*c*p-32* a*c*q-20*a*c*r-3*a*g*p-3*a*g*q-3*a*g*r-8*a*p^2-16*a*p*q-10*a*p*r-8*a*q^2-10*a*q *r-8*a*r^2-4*b^2*c-2*b^2*p-2*b^2*q-2*b^2*r-32*b*c^2-6*b*c*g-32*b*c*p-32*b*c*q-\ 20*b*c*r-3*b*g*p-3*b*g*q-3*b*g*r-8*b*p^2-16*b*p*q-10*b*p*r-8*b*q^2-10*b*q*r-8*b *r^2-32*c^3-20*c^2*g-48*c^2*p-48*c^2*q-16*c^2*r-2*c*g^2-20*c*g*p-20*c*g*q-10*c* g*r-24*c*p^2-48*c*p*q-16*c*p*r-24*c*q^2-16*c*q*r+18*c*r^2-g^2*p-g^2*q-g^2*r-5*g *p^2-10*g*p*q-5*g*p*r-5*g*q^2-5*g*q*r-3*g*r^2-4*p^3-12*p^2*q-4*p^2*r-12*p*q^2-8 *p*q*r+9*p*r^2-4*q^3-4*q^2*r+9*q*r^2+14*r^3-12*a^2-24*a*b-62*a*c-18*a*g-31*a*p-\ 31*a*q-31*a*r-12*b^2-62*b*c-18*b*g-31*b*p-31*b*q-31*b*r-76*c^2-42*c*g-76*c*p-76 *c*q-78*c*r-6*g^2-21*g*p-21*g*q-21*g*r-19*p^2-38*p*q-39*p*r-19*q^2-39*q*r-24*r^ 2-6*a-6*b-28*c-6*g-14*p-14*q-16*r)*x^4+(16*a^3*c^2+24*a^3*c*p+16*a^3*c*q+44*a^3 *c*r+8*a^3*p^2+12*a^3*p*q+34*a^3*p*r+4*a^3*q^2+22*a^3*q*r+38*a^3*r^2+48*a^2*b*c ^2+64*a^2*b*c*p+40*a^2*b*c*q+124*a^2*b*c*r+20*a^2*b*p^2+28*a^2*b*p*q+86*a^2*b*p *r+8*a^2*b*q^2+50*a^2*b*q*r+94*a^2*b*r^2+40*a^2*c^3+40*a^2*c^2*g+88*a^2*c^2*p+ 52*a^2*c^2*q+164*a^2*c^2*r+56*a^2*c*g*p+36*a^2*c*g*q+106*a^2*c*g*r+58*a^2*c*p^2 +80*a^2*c*p*q+244*a^2*c*p*r+22*a^2*c*q^2+148*a^2*c*q*r+224*a^2*c*r^2+18*a^2*g*p ^2+26*a^2*g*p*q+77*a^2*g*p*r+8*a^2*g*q^2+47*a^2*g*q*r+85*a^2*g*r^2+12*a^2*p^3+ 27*a^2*p^2*q+81*a^2*p^2*r+18*a^2*p*q^2+114*a^2*p*q*r+162*a^2*p*r^2+3*a^2*q^3+33 *a^2*q^2*r+102*a^2*q*r^2+102*a^2*r^3+48*a*b^2*c^2+56*a*b^2*c*p+32*a*b^2*c*q+116 *a*b^2*c*r+16*a*b^2*p^2+20*a*b^2*p*q+70*a*b^2*p*r+4*a*b^2*q^2+34*a*b^2*q*r+74*a *b^2*r^2+96*a*b*c^3+80*a*b*c^2*g+180*a*b*c^2*p+108*a*b*c^2*q+384*a*b*c^2*r+100* a*b*c*g*p+60*a*b*c*g*q+200*a*b*c*g*r+108*a*b*c*p^2+144*a*b*c*p*q+480*a*b*c*p*r+ 36*a*b*c*q^2+288*a*b*c*q*r+456*a*b*c*r^2+30*a*b*g*p^2+40*a*b*g*p*q+130*a*b*g*p* r+10*a*b*g*q^2+70*a*b*g*q*r+140*a*b*g*r^2+21*a*b*p^3+45*a*b*p^2*q+144*a*b*p^2*r +27*a*b*p*q^2+192*a*b*p*q*r+288*a*b*p*r^2+3*a*b*q^3+48*a*b*q^2*r+168*a*b*q*r^2+ 180*a*b*r^3+24*a*c^4+76*a*c^3*g+68*a*c^3*p+36*a*c^3*q+128*a*c^3*r+32*a*c^2*g^2+ 152*a*c^2*g*p+92*a*c^2*g*q+308*a*c^2*g*r+66*a*c^2*p^2+84*a*c^2*p*q+276*a*c^2*p* r+18*a*c^2*q^2+156*a*c^2*q*r+236*a*c^2*r^2+42*a*c*g^2*p+26*a*c*g^2*q+82*a*c*g^2 *r+95*a*c*g*p^2+130*a*c*g*p*q+412*a*c*g*p*r+35*a*c*g*q^2+252*a*c*g*q*r+386*a*c* g*r^2+27*a*c*p^3+57*a*c*p^2*q+180*a*c*p^2*r+33*a*c*p*q^2+240*a*c*p*q*r+332*a*c* p*r^2+3*a*c*q^3+60*a*c*q^2*r+200*a*c*q*r^2+188*a*c*r^3+13*a*g^2*p^2+18*a*g^2*p* q+56*a*g^2*p*r+5*a*g^2*q^2+32*a*g^2*q*r+61*a*g^2*r^2+19*a*g*p^3+42*a*g*p^2*q+ 129*a*g*p^2*r+27*a*g*p*q^2+178*a*g*p*q*r+258*a*g*p*r^2+4*a*g*q^3+49*a*g*q^2*r+ 158*a*g*q*r^2+162*a*g*r^3+4*a*p^4+12*a*p^3*q+37*a*p^3*r+12*a*p^2*q^2+81*a*p^2*q *r+107*a*p^2*r^2+4*a*p*q^3+51*a*p*q^2*r+148*a*p*q*r^2+126*a*p*r^3+7*a*q^3*r+41* a*q^2*r^2+82*a*q*r^3+52*a*r^4+16*b^3*c^2+16*b^3*c*p+8*b^3*c*q+36*b^3*c*r+4*b^3* p^2+4*b^3*p*q+18*b^3*p*r+6*b^3*q*r+18*b^3*r^2+56*b^2*c^3+40*b^2*c^2*g+92*b^2*c^ 2*p+56*b^2*c^2*q+220*b^2*c^2*r+44*b^2*c*g*p+24*b^2*c*g*q+94*b^2*c*g*r+50*b^2*c* p^2+64*b^2*c*p*q+236*b^2*c*p*r+14*b^2*c*q^2+140*b^2*c*q*r+232*b^2*c*r^2+12*b^2* g*p^2+14*b^2*g*p*q+53*b^2*g*p*r+2*b^2*g*q^2+23*b^2*g*q*r+55*b^2*g*r^2+9*b^2*p^3 +18*b^2*p^2*q+63*b^2*p^2*r+9*b^2*p*q^2+78*b^2*p*q*r+126*b^2*p*r^2+15*b^2*q^2*r+ 66*b^2*q*r^2+78*b^2*r^3+40*b*c^4+84*b*c^3*g+92*b*c^3*p+60*b*c^3*q+224*b*c^3*r+ 32*b*c^2*g^2+148*b*c^2*g*p+88*b*c^2*g*q+332*b*c^2*g*r+78*b*c^2*p^2+108*b*c^2*p* q+372*b*c^2*p*r+30*b*c^2*q^2+252*b*c^2*q*r+356*b*c^2*r^2+38*b*c*g^2*p+22*b*c*g^ 2*q+78*b*c*g^2*r+85*b*c*g*p^2+110*b*c*g*p*q+388*b*c*g*p*r+25*b*c*g*q^2+228*b*c* g*q*r+374*b*c*g*r^2+29*b*c*p^3+63*b*c*p^2*q+204*b*c*p^2*r+39*b*c*p*q^2+288*b*c* p*q*r+392*b*c*p*r^2+5*b*c*q^3+84*b*c*q^2*r+260*b*c*q*r^2+228*b*c*r^3+11*b*g^2*p ^2+14*b*g^2*p*q+48*b*g^2*p*r+3*b*g^2*q^2+24*b*g^2*q*r+51*b*g^2*r^2+16*b*g*p^3+ 33*b*g*p^2*q+111*b*g*p^2*r+18*b*g*p*q^2+142*b*g*p*q*r+222*b*g*p*r^2+b*g*q^3+31* b*g*q^2*r+122*b*g*q*r^2+138*b*g*r^3+4*b*p^4+12*b*p^3*q+37*b*p^3*r+12*b*p^2*q^2+ 81*b*p^2*q*r+107*b*p^2*r^2+4*b*p*q^3+51*b*p*q^2*r+148*b*p*q*r^2+126*b*p*r^3+7*b *q^3*r+41*b*q^2*r^2+82*b*q*r^3+52*b*r^4+32*c^4*g+32*c^3*g^2+80*c^3*g*p+48*c^3*g *q+176*c^3*g*r+8*c^2*g^3+60*c^2*g^2*p+36*c^2*g^2*q+128*c^2*g^2*r+72*c^2*g*p^2+ 96*c^2*g*p*q+324*c^2*g*p*r+24*c^2*g*q^2+204*c^2*g*q*r+296*c^2*g*r^2+10*c*g^3*p+ 6*c*g^3*q+20*c*g^3*r+36*c*g^2*p^2+48*c*g^2*p*q+160*c*g^2*p*r+12*c*g^2*q^2+96*c* g^2*q*r+152*c*g^2*r^2+28*c*g*p^3+60*c*g*p^2*q+192*c*g*p^2*r+36*c*g*p*q^2+264*c* g*p*q*r+362*c*g*p*r^2+4*c*g*q^3+72*c*g*q^2*r+230*c*g*q*r^2+208*c*g*r^3+3*g^3*p^ 2+4*g^3*p*q+13*g^3*p*r+g^3*q^2+7*g^3*q*r+14*g^3*r^2+7*g^2*p^3+15*g^2*p^2*q+48*g ^2*p^2*r+9*g^2*p*q^2+64*g^2*p*q*r+96*g^2*p*r^2+g^2*q^3+16*g^2*q^2*r+56*g^2*q*r^ 2+60*g^2*r^3+4*g*p^4+12*g*p^3*q+37*g*p^3*r+12*g*p^2*q^2+81*g*p^2*q*r+107*g*p^2* r^2+4*g*p*q^3+51*g*p*q^2*r+148*g*p*q*r^2+126*g*p*r^3+7*g*q^3*r+41*g*q^2*r^2+82* g*q*r^3+52*g*r^4-8*a^3*c-8*a^3*p-4*a^3*q-14*a^3*r-24*a^2*b*c-20*a^2*b*p-8*a^2*b *q-22*a^2*b*r-44*a^2*c^2-20*a^2*c*g-74*a^2*c*p-48*a^2*c*q-64*a^2*c*r-18*a^2*g*p -8*a^2*g*q-25*a^2*g*r-26*a^2*p^2-39*a^2*p*q-52*a^2*p*r-13*a^2*q^2-34*a^2*q*r-47 *a^2*r^2-24*a*b^2*c-16*a*b^2*p-4*a*b^2*q-2*a*b^2*r-128*a*b*c^2-40*a*b*c*g-154*a *b*c*p-102*a*b*c*q-80*a*b*c*r-30*a*b*g*p-10*a*b*g*q-20*a*b*g*r-45*a*b*p^2-64*a* b*p*q-58*a*b*p*r-19*a*b*q^2-22*a*b*q*r-32*a*b*r^2-36*a*c^3-94*a*c^2*g-84*a*c^2* p-60*a*c^2*q-44*a*c^2*r-16*a*c*g^2-125*a*c*g*p-83*a*c*g*q-78*a*c*g*r-57*a*c*p^2 -90*a*c*p*q-62*a*c*p*r-33*a*c*q^2-62*a*c*q*r-24*a*c*r^2-13*a*g^2*p-5*a*g^2*q-13 *a*g^2*r-39*a*g*p^2-57*a*g*p*q-59*a*g*p*r-18*a*g*q^2-31*a*g*q*r-43*a*g*r^2-12*a *p^3-30*a*p^2*q-20*a*p^2*r-24*a*p*q^2-40*a*p*q*r-3*a*p*r^2-6*a*q^3-20*a*q^2*r-\ 21*a*q*r^2+8*a*r^3-8*b^3*c-4*b^3*p+6*b^3*r-84*b^2*c^2-20*b^2*c*g-80*b^2*c*p-54* b^2*c*q-16*b^2*c*r-12*b^2*g*p-2*b^2*g*q+5*b^2*g*r-19*b^2*p^2-25*b^2*p*q-6*b^2*p *r-6*b^2*q^2+12*b^2*q*r+15*b^2*r^2-92*b*c^3-114*b*c^2*g-132*b*c^2*p-108*b*c^2*q -20*b*c^2*r-16*b*c*g^2-125*b*c*g*p-83*b*c*g*q-42*b*c*g*r-63*b*c*p^2-102*b*c*p*q -2*b*c*p*r-39*b*c*q^2-2*b*c*q*r+96*b*c*r^2-11*b*g^2*p-3*b*g^2*q-3*b*g^2*r-34*b* g*p^2-47*b*g*p*q-29*b*g*p*r-13*b*g*q^2-b*g*q*r-b*g*r^2-10*b*p^3-24*b*p^2*q+4*b* p^2*r-18*b*p*q^2+8*b*p*q*r+57*b*p*r^2-4*b*q^3+4*b*q^2*r+39*b*q*r^2+48*b*r^3-64* c^3*g-40*c^2*g^2-108*c^2*g*p-84*c^2*g*q-32*c^2*g*r-4*c*g^3-48*c*g^2*p-32*c*g^2* q-20*c*g^2*r-60*c*g*p^2-96*c*g*p*q-32*c*g*p*r-36*c*g*q^2-32*c*g*q*r+36*c*g*r^2-\ 3*g^3*p-g^3*q-2*g^3*r-14*g^2*p^2-20*g^2*p*q-15*g^2*p*r-6*g^2*q^2-5*g^2*q*r-6*g^ 2*r^2-11*g*p^3-27*g*p^2*q-8*g*p^2*r-21*g*p*q^2-16*g*p*q*r+27*g*p*r^2-5*g*q^3-8* g*q^2*r+9*g*q*r^2+28*g*r^3-24*a^3-72*a^2*b-96*a^2*c-60*a^2*g-58*a^2*p-44*a^2*q-\ 43*a^2*r-72*a*b^2-248*a*b*c-120*a*b*g-138*a*b*p-110*a*b*q-124*a*b*r-96*a*c^2-\ 194*a*c*g-128*a*c*p-84*a*c*q-100*a*c*r-48*a*g^2-112*a*g*p-88*a*g*q-95*a*g*r-40* a*p^2-58*a*p*q-73*a*p*r-18*a*q^2-47*a*q*r-48*a*r^2-24*b^3-152*b^2*c-60*b^2*g-80 *b^2*p-66*b^2*q-81*b^2*r-208*b*c^2-222*b*c*g-220*b*c*p-176*b*c*q-212*b*c*r-48*b *g^2-120*b*g*p-96*b*g*q-113*b*g*r-58*b*p^2-94*b*p*q-109*b*p*r-36*b*q^2-83*b*q*r -48*b*r^2-152*c^2*g-84*c*g^2-174*c*g*p-130*c*g*q-156*c*g*r-12*g^3-47*g^2*p-37*g ^2*q-42*g^2*r-49*g*p^2-76*g*p*q-91*g*p*r-27*g*q^2-65*g*q*r-48*g*r^2-12*a^2-24*a *b-36*a*c-24*a*g-24*a*p-12*a*q-12*a*r-12*b^2-76*b*c-24*b*g-44*b*p-32*b*q-52*b*r -56*c*g-12*g^2-34*g*p-22*g*q-32*g*r)*x^3+(-8*a^3*c^2-24*a^3*c*p-8*a^3*c*q-28*a^ 3*c*r-12*a^3*p^2-12*a^3*p*q-42*a^3*p*r-2*a^3*q^2-14*a^3*q*r-36*a^3*r^2-32*a^2*b *c^2-60*a^2*b*c*p-20*a^2*b*c*q-92*a^2*b*c*r-24*a^2*b*p^2-20*a^2*b*p*q-86*a^2*b* p*r-2*a^2*b*q^2-22*a^2*b*q*r-72*a^2*b*r^2-16*a^2*c^3-24*a^2*c^2*g-68*a^2*c^2*p-\ 16*a^2*c^2*q-76*a^2*c^2*r-54*a^2*c*g*p-18*a^2*c*g*q-74*a^2*c*g*r-66*a^2*c*p^2-\ 52*a^2*c*p*q-208*a^2*c*p*r-4*a^2*c*q^2-56*a^2*c*q*r-144*a^2*c*r^2-24*a^2*g*p^2-\ 22*a^2*g*p*q-85*a^2*g*p*r-3*a^2*g*q^2-25*a^2*g*q*r-72*a^2*g*r^2-18*a^2*p^3-27*a ^2*p^2*q-99*a^2*p^2*r-9*a^2*p*q^2-84*a^2*p*q*r-162*a^2*p*r^2-9*a^2*q^2*r-54*a^2 *q*r^2-81*a^2*r^3-32*a*b^2*c^2-44*a*b^2*c*p-12*a*b^2*c*q-80*a*b^2*c*r-14*a*b^2* p^2-8*a*b^2*p*q-52*a*b^2*p*r-8*a*b^2*q*r-42*a*b^2*r^2-64*a*b*c^3-52*a*b*c^2*g-\ 160*a*b*c^2*p-52*a*b*c^2*q-284*a*b*c^2*r-84*a*b*c*g*p-24*a*b*c*g*q-138*a*b*c*g* r-118*a*b*c*p^2-92*a*b*c*p*q-432*a*b*c*p*r-10*a*b*c*q^2-144*a*b*c*q*r-336*a*b*c *r^2-31*a*b*g*p^2-22*a*b*g*p*q-113*a*b*g*p*r-a*b*g*q^2-23*a*b*g*q*r-93*a*b*g*r^ 2-27*a*b*p^3-36*a*b*p^2*q-153*a*b*p^2*r-9*a*b*p*q^2-114*a*b*p*q*r-252*a*b*p*r^2 -9*a*b*q^2*r-72*a*b*q*r^2-126*a*b*r^3-8*a*c^4-44*a*c^3*g-44*a*c^3*p-8*a*c^3*q-\ 48*a*c^3*r-20*a*c^2*g^2-130*a*c^2*g*p-38*a*c^2*g*q-198*a*c^2*g*r-62*a*c^2*p^2-\ 40*a*c^2*p*q-186*a*c^2*p*r-2*a*c^2*q^2-42*a*c^2*q*r-118*a*c^2*r^2-37*a*c*g^2*p-\ 11*a*c*g^2*q-56*a*c*g^2*r-108*a*c*g*p^2-86*a*c*g*p*q-369*a*c*g*p*r-8*a*c*g*q^2-\ 115*a*c*g*q*r-273*a*c*g*r^2-33*a*c*p^3-42*a*c*p^2*q-171*a*c*p^2*r-9*a*c*p*q^2-\ 126*a*c*p*q*r-256*a*c*p*r^2-9*a*c*q^2*r-76*a*c*q*r^2-118*a*c*r^3-15*a*g^2*p^2-\ 12*a*g^2*p*q-54*a*g^2*p*r-a*g^2*q^2-13*a*g^2*q*r-45*a*g^2*r^2-27*a*g*p^3-39*a*g *p^2*q-150*a*g*p^2*r-12*a*g*p*q^2-122*a*g*p*q*r-246*a*g*p*r^2-12*a*g*q^2*r-78*a *g*q*r^2-123*a*g*r^3-6*a*p^4-12*a*p^3*q-45*a*p^3*r-6*a*p^2*q^2-63*a*p^2*q*r-109 *a*p^2*r^2-18*a*p*q^2*r-92*a*p*q*r^2-107*a*p*r^3-10*a*q^2*r^2-41*a*q*r^3-37*a*r ^4-8*b^3*c^2-8*b^3*c*p-16*b^3*c*r-2*b^3*p^2-8*b^3*p*r-6*b^3*r^2-40*b^2*c^3-24*b ^2*c^2*g-76*b^2*c^2*p-20*b^2*c^2*q-160*b^2*c^2*r-30*b^2*c*g*p-6*b^2*c*g*q-56*b^ 2*c*g*r-46*b^2*c*p^2-28*b^2*c*p*q-188*b^2*c*p*r-52*b^2*c*q*r-156*b^2*c*r^2-9*b^ 2*g*p^2-4*b^2*g*p*q-34*b^2*g*p*r-4*b^2*g*q*r-27*b^2*g*r^2-9*b^2*p^3-9*b^2*p^2*q -54*b^2*p^2*r-30*b^2*p*q*r-90*b^2*p*r^2-18*b^2*q*r^2-45*b^2*r^3-32*b*c^4-56*b*c ^3*g-92*b*c^3*p-32*b*c^3*q-192*b*c^3*r-20*b*c^2*g^2-122*b*c^2*g*p-34*b*c^2*g*q-\ 234*b*c^2*g*r-92*b*c^2*p^2-76*b*c^2*p*q-366*b*c^2*p*r-8*b*c^2*q^2-150*b*c^2*q*r -298*b*c^2*r^2-29*b*c*g^2*p-7*b*c*g^2*q-50*b*c*g^2*r-83*b*c*g*p^2-56*b*c*g*p*q-\ 319*b*c*g*p*r-3*b*c*g*q^2-93*b*c*g*q*r-255*b*c*g*r^2-39*b*c*p^3-54*b*c*p^2*q-\ 225*b*c*p^2*r-15*b*c*p*q^2-198*b*c*p*q*r-364*b*c*p*r^2-27*b*c*q^2*r-148*b*c*q*r ^2-178*b*c*r^3-10*b*g^2*p^2-6*b*g^2*p*q-37*b*g^2*p*r-6*b*g^2*q*r-30*b*g^2*r^2-\ 18*b*g*p^3-21*b*g*p^2*q-105*b*g*p^2*r-3*b*g*p*q^2-68*b*g*p*q*r-174*b*g*p*r^2-3* b*g*q^2*r-42*b*g*q*r^2-87*b*g*r^3-6*b*p^4-12*b*p^3*q-45*b*p^3*r-6*b*p^2*q^2-63* b*p^2*q*r-109*b*p^2*r^2-18*b*p*q^2*r-92*b*p*q*r^2-107*b*p*r^3-10*b*q^2*r^2-41*b *q*r^3-37*b*r^4-20*c^4*g-20*c^3*g^2-68*c^3*g*p-20*c^3*g*q-120*c^3*g*r-5*c^2*g^3 -50*c^2*g^2*p-14*c^2*g^2*q-86*c^2*g^2*r-77*c^2*g*p^2-58*c^2*g*p*q-276*c^2*g*p*r -5*c^2*g*q^2-96*c^2*g*q*r-208*c^2*g*r^2-8*c*g^3*p-2*c*g^3*q-13*c*g^3*r-38*c*g^2 *p^2-28*c*g^2*p*q-137*c*g^2*p*r-2*c*g^2*q^2-41*c*g^2*q*r-105*c*g^2*r^2-36*c*g*p ^3-48*c*g*p^2*q-198*c*g*p^2*r-12*c*g*p*q^2-162*c*g*p*q*r-310*c*g*p*r^2-18*c*g*q ^2*r-112*c*g*q*r^2-148*c*g*r^3-3*g^3*p^2-2*g^3*p*q-11*g^3*p*r-2*g^3*q*r-9*g^3*r ^2-9*g^2*p^3-12*g^2*p^2*q-51*g^2*p^2*r-3*g^2*p*q^2-38*g^2*p*q*r-84*g^2*p*r^2-3* g^2*q^2*r-24*g^2*q*r^2-42*g^2*r^3-6*g*p^4-12*g*p^3*q-45*g*p^3*r-6*g*p^2*q^2-63* g*p^2*q*r-109*g*p^2*r^2-18*g*p*q^2*r-92*g*p*q*r^2-107*g*p*r^3-10*g*q^2*r^2-41*g *q*r^3-37*g*r^4+4*a^3*c+12*a^3*p+2*a^3*q+24*a^3*r+24*a^2*b*c+20*a^2*b*p-2*a^2*b *q+16*a^2*b*r+12*a^2*c^2+16*a^2*c*g+56*a^2*c*p+16*a^2*c*q+72*a^2*c*r+22*a^2*g*p +a^2*g*q+32*a^2*g*r+30*a^2*p^2+30*a^2*p*q+78*a^2*p*r+5*a^2*q^2+32*a^2*q*r+63*a^ 2*r^2+24*a*b^2*c+10*a*b^2*p-4*a*b^2*q-14*a*b^2*r+116*a*b*c^2+36*a*b*c*g+130*a*b *c*p+52*a*b*c*q+48*a*b*c*r+27*a*b*g*p-3*a*b*g*q+5*a*b*g*r+38*a*b*p^2+27*a*b*p*q +32*a*b*p*r-a*b*q^2-22*a*b*q*r-3*a*b*r^2+8*a*c^3+66*a*c^2*g+44*a*c^2*p+14*a*c^2 *q+46*a*c^2*r+13*a*c*g^2+103*a*c*g*p+39*a*c*g*q+73*a*c*g*r+44*a*c*p^2+49*a*c*p* q+82*a*c*p*r+5*a*c*q^2+46*a*c*q*r+63*a*c*r^2+14*a*g^2*p+12*a*g^2*r+39*a*g*p^2+ 35*a*g*p*q+68*a*g*p*r+4*a*g*q^2+13*a*g*q*r+42*a*g*r^2+12*a*p^3+24*a*p^2*q+28*a* p^2*r+12*a*p*q^2+47*a*p*q*r+24*a*p*r^2+10*a*q^2*r+33*a*q*r^2+8*a*r^3+4*b^3*c+2* b^3*p-6*b^3*r+72*b^2*c^2+16*b^2*c*g+64*b^2*c*p+26*b^2*c*q+7*b^2*g*p-2*b^2*g*q-\ 13*b^2*g*r+14*b^2*p^2+9*b^2*p*q-10*b^2*p*r-18*b^2*q*r-30*b^2*r^2+92*b*c^3+96*b* c^2*g+122*b*c^2*p+80*b*c^2*q+10*b*c^2*r+13*b*c*g^2+102*b*c*g*p+40*b*c*g*q+19*b* c*g*r+50*b*c*p^2+67*b*c*p*q-44*b*c*p*r+17*b*c*q^2-8*b*c*q*r-117*b*c*r^2+9*b*g^2 *p-b*g^2*q-3*b*g^2*r+28*b*g*p^2+20*b*g*p*q+10*b*g*p*r-19*b*g*q*r-21*b*g*r^2+6*b *p^3+12*b*p^2*q-26*b*p^2*r+6*b*p*q^2-25*b*p*q*r-84*b*p*r^2-8*b*q^2*r-39*b*q*r^2 -52*b*r^3+50*c^3*g+31*c^2*g^2+83*c^2*g*p+47*c^2*g*q+28*c^2*g*r+3*c*g^3+40*c*g^2 *p+16*c*g^2*q+16*c*g^2*r+47*c*g*p^2+58*c*g*p*q+19*c*g*p*r+11*c*g*q^2+19*c*g*q*r -27*c*g*r^2+3*g^3*p+g^3*r+13*g^2*p^2+11*g^2*p*q+14*g^2*p*r+g^2*q^2-g^2*q*r+3*g^ 2*r^2+9*g*p^3+18*g*p^2*q+g*p^2*r+9*g*p*q^2+11*g*p*q*r-30*g*p*r^2+g*q^2*r-3*g*q* r^2-22*g*r^3+12*a^3+56*a^2*b+34*a^2*c+40*a^2*g+24*a^2*p+13*a^2*q+12*a^2*r+56*a* b^2+204*a*b*c+88*a*b*g+117*a*b*p+75*a*b*q+105*a*b*r+26*a*c^2+127*a*c*g+51*a*c*p +15*a*c*q+31*a*c*r+33*a*g^2+79*a*g*p+49*a*g*q+64*a*g*r+24*a*p^2+18*a*p*q+47*a*p *r+8*a*q*r+35*a*r^2+12*b^3+118*b^2*c+40*b^2*g+67*b^2*p+36*b^2*q+69*b^2*r+194*b* c^2+169*b*c*g+219*b*c*p+123*b*c*q+199*b*c*r+33*b*g^2+97*b*g*p+55*b*g*q+91*b*g*r +60*b*p^2+72*b*p*q+101*b*p*r+18*b*q^2+62*b*q*r+35*b*r^2+110*c^2*g+59*c*g^2+135* c*g*p+69*c*g*q+115*c*g*r+8*g^3+36*g^2*p+21*g^2*q+31*g^2*r+42*g*p^2+45*g*p*q+74* g*p*r+9*g*q^2+35*g*q*r+35*g*r^2+6*a^2+24*a*b+10*a*c+17*a*g+6*a*p-6*a*r+6*b^2+70 *b*c+17*b*g+48*b*p+18*b*q+54*b*r+40*c*g+8*g^2+27*g*p+9*g*q+24*g*r)*x^2+(8*a^3*c *p+4*a^3*c*r+8*a^3*p^2+4*a^3*p*q+22*a^3*p*r+2*a^3*q*r+14*a^3*r^2+8*a^2*b*c^2+24 *a^2*b*c*p+4*a^2*b*c*q+32*a^2*b*c*r+12*a^2*b*p^2+4*a^2*b*p*q+34*a^2*b*p*r+2*a^2 *b*q*r+22*a^2*b*r^2+4*a^2*c^2*g+16*a^2*c^2*p+8*a^2*c^2*r+20*a^2*c*g*p+2*a^2*c*g *q+20*a^2*c*g*r+30*a^2*c*p^2+8*a^2*c*p*q+68*a^2*c*p*r+4*a^2*c*q*r+38*a^2*c*r^2+ 14*a^2*g*p^2+6*a^2*g*p*q+39*a^2*g*p*r+3*a^2*g*q*r+25*a^2*g*r^2+12*a^2*p^3+9*a^2 *p^2*q+51*a^2*p^2*r+18*a^2*p*q*r+66*a^2*p*r^2+9*a^2*q*r^2+27*a^2*r^3+8*a*b^2*c^ 2+12*a*b^2*c*p+20*a*b^2*c*r+4*a*b^2*p^2+12*a*b^2*p*r+8*a*b^2*r^2+16*a*b*c^3+12* a*b*c^2*g+60*a*b*c^2*p+8*a*b*c^2*q+92*a*b*c^2*r+26*a*b*c*g*p+2*a*b*c*g*q+38*a*b *c*g*r+56*a*b*c*p^2+20*a*b*c*p*q+164*a*b*c*p*r+28*a*b*c*q*r+108*a*b*c*r^2+12*a* b*g*p^2+2*a*b*g*p*q+35*a*b*g*p*r+a*b*g*q*r+23*a*b*g*r^2+15*a*b*p^3+9*a*b*p^2*q+ 66*a*b*p^2*r+18*a*b*p*q*r+87*a*b*p*r^2+9*a*b*q*r^2+36*a*b*r^3+8*a*c^3*g+8*a*c^3 *p+4*a*c^3*r+4*a*c^2*g^2+42*a*c^2*g*p+4*a*c^2*g*q+52*a*c^2*g*r+22*a*c^2*p^2+4*a *c^2*p*q+46*a*c^2*p*r+2*a*c^2*q*r+24*a*c^2*r^2+12*a*c*g^2*p+a*c*g^2*q+15*a*c*g^ 2*r+51*a*c*g*p^2+16*a*c*g*p*q+133*a*c*g*p*r+17*a*c*g*q*r+82*a*c*g*r^2+17*a*c*p^ 3+9*a*c*p^2*q+66*a*c*p^2*r+18*a*c*p*q*r+81*a*c*p*r^2+9*a*c*q*r^2+32*a*c*r^3+7*a *g^2*p^2+2*a*g^2*p*q+20*a*g^2*p*r+a*g^2*q*r+13*a*g^2*r^2+17*a*g*p^3+12*a*g*p^2* q+73*a*g*p^2*r+24*a*g*p*q*r+95*a*g*p*r^2+12*a*g*q*r^2+39*a*g*r^3+4*a*p^4+4*a*p^ 3*q+23*a*p^3*r+15*a*p^2*q*r+45*a*p^2*r^2+18*a*p*q*r^2+37*a*p*r^3+7*a*q*r^3+11*a *r^4+8*b^2*c^3+4*b^2*c^2*g+20*b^2*c^2*p+36*b^2*c^2*r+6*b^2*c*g*p+10*b^2*c*g*r+ 14*b^2*c*p^2+48*b^2*c*p*r+34*b^2*c*r^2+2*b^2*g*p^2+6*b^2*g*p*r+4*b^2*g*r^2+3*b^ 2*p^3+15*b^2*p^2*r+21*b^2*p*r^2+9*b^2*r^3+8*b*c^4+12*b*c^3*g+36*b*c^3*p+4*b*c^3 *q+60*b*c^3*r+4*b*c^2*g^2+36*b*c^2*g*p+2*b*c^2*g*q+60*b*c^2*g*r+46*b*c^2*p^2+16 *b*c^2*p*q+142*b*c^2*p*r+26*b*c^2*q*r+96*b*c^2*r^2+7*b*c*g^2*p+11*b*c*g^2*r+31* b*c*g*p^2+6*b*c*g*p*q+97*b*c*g*p*r+9*b*c*g*q*r+66*b*c*g*r^2+23*b*c*p^3+15*b*c*p ^2*q+102*b*c*p^2*r+42*b*c*p*q*r+135*b*c*p*r^2+27*b*c*q*r^2+56*b*c*r^3+3*b*g^2*p ^2+9*b*g^2*p*r+6*b*g^2*r^2+8*b*g*p^3+3*b*g*p^2*q+37*b*g*p^2*r+6*b*g*p*q*r+50*b* g*p*r^2+3*b*g*q*r^2+21*b*g*r^3+4*b*p^4+4*b*p^3*q+23*b*p^3*r+15*b*p^2*q*r+45*b*p ^2*r^2+18*b*p*q*r^2+37*b*p*r^3+7*b*q*r^3+11*b*r^4+4*c^4*g+4*c^3*g^2+22*c^3*g*p+ 2*c^3*g*q+32*c^3*g*r+c^2*g^3+15*c^2*g^2*p+c^2*g^2*q+22*c^2*g^2*r+34*c^2*g*p^2+ 10*c^2*g*p*q+94*c^2*g*p*r+14*c^2*g*q*r+60*c^2*g*r^2+2*c*g^3*p+3*c*g^3*r+16*c*g^ 2*p^2+4*c*g^2*p*q+45*c*g^2*p*r+5*c*g^2*q*r+29*c*g^2*r^2+20*c*g*p^3+12*c*g*p^2*q +84*c*g*p^2*r+30*c*g*p*q*r+108*c*g*p*r^2+18*c*g*q*r^2+44*c*g*r^3+g^3*p^2+3*g^3* p*r+2*g^3*r^2+5*g^2*p^3+3*g^2*p^2*q+22*g^2*p^2*r+6*g^2*p*q*r+29*g^2*p*r^2+3*g^2 *q*r^2+12*g^2*r^3+4*g*p^4+4*g*p^3*q+23*g*p^3*r+15*g*p^2*q*r+45*g*p^2*r^2+18*g*p *q*r^2+37*g*p*r^3+7*g*q*r^3+11*g*r^4-8*a^3*p-14*a^3*r-16*a^2*b*c-4*a^2*b*p+4*a^ 2*b*q+2*a^2*b*r-8*a^2*c*g-18*a^2*c*p-32*a^2*c*r-10*a^2*g*p+2*a^2*g*q-13*a^2*g*r -14*a^2*p^2-7*a^2*p*q-40*a^2*p*r-8*a^2*q*r-26*a^2*r^2-8*a*b^2*c+8*a*b^2*r-52*a* b*c^2-16*a*b*c*g-40*a*b*c*p-14*a*b*c*q-8*a*b*c*r-6*a*b*g*p+2*a*b*g*q+5*a*b*g*r-\ 5*a*b*p^2+5*a*b*p*q+14*a*b*p*r+16*a*b*q*r+19*a*b*r^2-26*a*c^2*g-10*a*c^2*p-18*a *c^2*r-6*a*c*g^2-33*a*c*g*p-7*a*c*g*q-27*a*c*g*r-13*a*c*p^2-7*a*c*p*q-40*a*c*p* r-8*a*c*q*r-27*a*c*r^2-5*a*g^2*p+a*g^2*q-3*a*g^2*r-13*a*g*p^2-4*a*g*p*q-24*a*g* p*r+a*g*q*r-11*a*g*r^2-4*a*p^3-6*a*p^2*q-12*a*p^2*r-15*a*p*q*r-12*a*p*r^2-9*a*q *r^2-4*a*r^3-20*b^2*c^2-4*b^2*c*g-16*b^2*c*p+4*b^2*g*r-3*b^2*p^2+6*b^2*p*r+9*b^ 2*r^2-36*b*c^3-32*b*c^2*g-40*b*c^2*p-18*b*c^2*q-6*b*c^2*r-4*b*c*g^2-30*b*c*g*p-\ 6*b*c*g*q-5*b*c*g*r-7*b*c*p^2-13*b*c*p*q+38*b*c*p*r-2*b*c*q*r+45*b*c*r^2-2*b*g^ 2*p+2*b*g^2*r-6*b*g*p^2+b*g*p*q+6*b*g*p*r+5*b*g*q*r+12*b*g*r^2+2*b*p^3+24*b*p^2 *r+9*b*p*q*r+42*b*p*r^2+9*b*q*r^2+20*b*r^3-18*c^3*g-11*c^2*g^2-25*c^2*g*p-9*c^2 *g*q-12*c^2*g*r-c*g^3-13*c*g^2*p-3*c*g^2*q-6*c*g^2*r-10*c*g*p^2-10*c*g*p*q-c*g* p*r-5*c*g*q*r+9*c*g*r^2-g^3*p-4*g^2*p^2-g^2*p*q-4*g^2*p*r+g^2*q*r-g*p^3-3*g*p^2 *q+6*g*p^2*r-3*g*p*q*r+15*g*p*r^2+8*g*r^3-24*a^2*b-12*a^2*g+2*a^2*p-a^2*r-16*a* b^2-80*a*b*c-28*a*b*g-46*a*b*p-22*a*b*q-43*a*b*r-40*a*c*g-3*a*c*r-10*a*g^2-22*a *g*p-11*a*g*q-22*a*g*r-4*a*p^2+2*a*p*q-15*a*p*r+2*a*q*r-11*a*r^2-28*b^2*c-8*b^2 *g-18*b^2*p-18*b^2*r-68*b*c^2-48*b*c*g-82*b*c*p-22*b*c*q-71*b*c*r-8*b*g^2-31*b* g*p-8*b*g*q-29*b*g*r-22*b*p^2-16*b*p*q-33*b*p*r-16*b*q*r-11*b*r^2-34*c^2*g-17*c *g^2-41*c*g*p-11*c*g*q-37*c*g*r-2*g^3-11*g^2*p-4*g^2*q-10*g^2*r-13*g*p^2-7*g*p* q-24*g*p*r-7*g*q*r-11*g*r^2-12*a*b-6*a*g+4*a*p+4*a*r-24*b*c-4*b*g-20*b*p-20*b*r -12*c*g-2*g^2-8*g*p-8*g*r)*x-(p+r-1)*(p+a+c+r)*(2*a+2*c+g+p+r+1)*(a*p+a*r+2*b*c +b*p+b*r+c*g+g*p+g*r+2*b+g))*dx^2+((16*a^2*c^2+16*a^2*c*p+16*a^2*c*q+28*a^2*c*r +4*a^2*p^2+8*a^2*p*q+14*a^2*p*r+4*a^2*q^2+14*a^2*q*r+16*a^2*r^2+32*a*b*c^2+32*a *b*c*p+32*a*b*c*q+56*a*b*c*r+8*a*b*p^2+16*a*b*p*q+28*a*b*p*r+8*a*b*q^2+28*a*b*q *r+32*a*b*r^2+48*a*c^3+24*a*c^2*g+72*a*c^2*p+72*a*c^2*q+120*a*c^2*r+24*a*c*g*p+ 24*a*c*g*q+42*a*c*g*r+36*a*c*p^2+72*a*c*p*q+120*a*c*p*r+36*a*c*q^2+120*a*c*q*r+ 108*a*c*r^2+6*a*g*p^2+12*a*g*p*q+21*a*g*p*r+6*a*g*q^2+21*a*g*q*r+24*a*g*r^2+6*a *p^3+18*a*p^2*q+30*a*p^2*r+18*a*p*q^2+60*a*p*q*r+54*a*p*r^2+6*a*q^3+30*a*q^2*r+ 54*a*q*r^2+33*a*r^3+16*b^2*c^2+16*b^2*c*p+16*b^2*c*q+28*b^2*c*r+4*b^2*p^2+8*b^2 *p*q+14*b^2*p*r+4*b^2*q^2+14*b^2*q*r+16*b^2*r^2+48*b*c^3+24*b*c^2*g+72*b*c^2*p+ 72*b*c^2*q+120*b*c^2*r+24*b*c*g*p+24*b*c*g*q+42*b*c*g*r+36*b*c*p^2+72*b*c*p*q+ 120*b*c*p*r+36*b*c*q^2+120*b*c*q*r+108*b*c*r^2+6*b*g*p^2+12*b*g*p*q+21*b*g*p*r+ 6*b*g*q^2+21*b*g*q*r+24*b*g*r^2+6*b*p^3+18*b*p^2*q+30*b*p^2*r+18*b*p*q^2+60*b*p *q*r+54*b*p*r^2+6*b*q^3+30*b*q^2*r+54*b*q*r^2+33*b*r^3+32*c^4+32*c^3*g+64*c^3*p +64*c^3*q+104*c^3*r+8*c^2*g^2+48*c^2*g*p+48*c^2*g*q+80*c^2*g*r+48*c^2*p^2+96*c^ 2*p*q+156*c^2*p*r+48*c^2*q^2+156*c^2*q*r+128*c^2*r^2+8*c*g^2*p+8*c*g^2*q+14*c*g ^2*r+24*c*g*p^2+48*c*g*p*q+80*c*g*p*r+24*c*g*q^2+80*c*g*q*r+72*c*g*r^2+16*c*p^3 +48*c*p^2*q+78*c*p^2*r+48*c*p*q^2+156*c*p*q*r+128*c*p*r^2+16*c*q^3+78*c*q^2*r+ 128*c*q*r^2+70*c*r^3+2*g^2*p^2+4*g^2*p*q+7*g^2*p*r+2*g^2*q^2+7*g^2*q*r+8*g^2*r^ 2+4*g*p^3+12*g*p^2*q+20*g*p^2*r+12*g*p*q^2+40*g*p*q*r+36*g*p*r^2+4*g*q^3+20*g*q ^2*r+36*g*q*r^2+22*g*r^3+2*p^4+8*p^3*q+13*p^3*r+12*p^2*q^2+39*p^2*q*r+32*p^2*r^ 2+8*p*q^3+39*p*q^2*r+64*p*q*r^2+35*p*r^3+2*q^4+13*q^3*r+32*q^2*r^2+35*q*r^3+14* r^4+16*a^2*c+8*a^2*p+8*a^2*q+8*a^2*r+32*a*b*c+16*a*b*p+16*a*b*q+16*a*b*r+80*a*c ^2+24*a*c*g+80*a*c*p+80*a*c*q+122*a*c*r+12*a*g*p+12*a*g*q+12*a*g*r+20*a*p^2+40* a*p*q+61*a*p*r+20*a*q^2+61*a*q*r+53*a*r^2+16*b^2*c+8*b^2*p+8*b^2*q+8*b^2*r+80*b *c^2+24*b*c*g+80*b*c*p+80*b*c*q+122*b*c*r+12*b*g*p+12*b*g*q+12*b*g*r+20*b*p^2+ 40*b*p*q+61*b*p*r+20*b*q^2+61*b*q*r+53*b*r^2+80*c^3+56*c^2*g+120*c^2*p+120*c^2* q+196*c^2*r+8*c*g^2+56*c*g*p+56*c*g*q+86*c*g*r+60*c*p^2+120*c*p*q+196*c*p*r+60* c*q^2+196*c*q*r+162*c*r^2+4*g^2*p+4*g^2*q+4*g^2*r+14*g*p^2+28*g*p*q+43*g*p*r+14 *g*q^2+43*g*q*r+38*g*r^2+10*p^3+30*p^2*q+49*p^2*r+30*p*q^2+98*p*q*r+81*p*r^2+10 *q^3+49*q^2*r+81*q*r^2+46*r^3+32*a*c+16*a*p+16*a*q+22*a*r+32*b*c+16*b*p+16*b*q+ 22*b*r+64*c^2+24*c*g+64*c*p+64*c*q+108*c*r+12*g*p+12*g*q+16*g*r+16*p^2+32*p*q+ 54*p*r+16*q^2+54*q*r+44*r^2+16*c+8*p+8*q+16*r)*(r-1)*(a+b+g)*x^3-(r-1)*(16*a^3* c^2+32*a^3*c*p+16*a^3*c*q+36*a^3*c*r+12*a^3*p^2+16*a^3*p*q+36*a^3*p*r+4*a^3*q^2 +18*a^3*q*r+30*a^3*r^2+64*a^2*b*c^2+96*a^2*b*c*p+48*a^2*b*c*q+120*a^2*b*c*r+32* a^2*b*p^2+40*a^2*b*p*q+96*a^2*b*p*r+8*a^2*b*q^2+42*a^2*b*q*r+78*a^2*b*r^2+40*a^ 2*c^3+48*a^2*c^2*g+112*a^2*c^2*p+52*a^2*c^2*q+120*a^2*c^2*r+80*a^2*c*g*p+40*a^2 *c*g*q+96*a^2*c*g*r+82*a^2*c*p^2+104*a^2*c*p*q+216*a^2*c*p*r+22*a^2*c*q^2+108*a ^2*c*q*r+144*a^2*c*r^2+28*a^2*g*p^2+36*a^2*g*p*q+84*a^2*g*p*r+8*a^2*g*q^2+39*a^ 2*g*q*r+69*a^2*g*r^2+18*a^2*p^3+39*a^2*p^2*q+78*a^2*p^2*r+24*a^2*p*q^2+102*a^2* p*q*r+114*a^2*p*r^2+3*a^2*q^3+24*a^2*q^2*r+66*a^2*q*r^2+54*a^2*r^3+80*a*b^2*c^2 +96*a*b^2*c*p+48*a*b^2*c*q+132*a*b^2*c*r+28*a*b^2*p^2+32*a*b^2*p*q+84*a*b^2*p*r +4*a*b^2*q^2+30*a*b^2*q*r+66*a*b^2*r^2+144*a*b*c^3+120*a*b*c^2*g+276*a*b*c^2*p+ 156*a*b*c^2*q+360*a*b*c^2*r+160*a*b*c*g*p+80*a*b*c*g*q+210*a*b*c*g*r+168*a*b*c* p^2+216*a*b*c*p*q+468*a*b*c*p*r+48*a*b*c*q^2+252*a*b*c*q*r+324*a*b*c*r^2+50*a*b *g*p^2+60*a*b*g*p*q+150*a*b*g*p*r+10*a*b*g*q^2+60*a*b*g*q*r+120*a*b*g*r^2+33*a* b*p^3+69*a*b*p^2*q+144*a*b*p^2*r+39*a*b*p*q^2+180*a*b*p*q*r+210*a*b*p*r^2+3*a*b *q^3+36*a*b*q^2*r+114*a*b*q*r^2+99*a*b*r^3+24*a*c^4+100*a*c^3*g+84*a*c^3*p+36*a *c^3*q+88*a*c^3*r+44*a*c^2*g^2+216*a*c^2*g*p+116*a*c^2*g*q+264*a*c^2*g*r+90*a*c ^2*p^2+108*a*c^2*p*q+224*a*c^2*p*r+18*a*c^2*q^2+108*a*c^2*q*r+136*a*c^2*r^2+64* a*c*g^2*p+32*a*c*g^2*q+81*a*c*g^2*r+141*a*c*g*p^2+182*a*c*g*p*q+384*a*c*g*p*r+ 41*a*c*g*q^2+204*a*c*g*q*r+262*a*c*g*r^2+39*a*c*p^3+81*a*c*p^2*q+158*a*c*p^2*r+ 45*a*c*p*q^2+200*a*c*p*q*r+210*a*c*p*r^2+3*a*c*q^3+42*a*c*q^2*r+118*a*c*q*r^2+ 91*a*c*r^3+21*a*g^2*p^2+26*a*g^2*p*q+63*a*g^2*p*r+5*a*g^2*q^2+27*a*g^2*q*r+51*a *g^2*r^2+29*a*g*p^3+62*a*g*p^2*q+126*a*g*p^2*r+37*a*g*p*q^2+162*a*g*p*q*r+184*a *g*p*r^2+4*a*g*q^3+36*a*g*q^2*r+104*a*g*q*r^2+87*a*g*r^3+6*a*p^4+18*a*p^3*q+34* a*p^3*r+18*a*p^2*q^2+73*a*p^2*q*r+71*a*p^2*r^2+6*a*p*q^3+44*a*p*q^2*r+96*a*p*q* r^2+64*a*p*r^3+5*a*q^3*r+25*a*q^2*r^2+41*a*q*r^3+21*a*r^4+32*b^3*c^2+32*b^3*c*p +16*b^3*c*q+48*b^3*c*r+8*b^3*p^2+8*b^3*p*q+24*b^3*p*r+6*b^3*q*r+18*b^3*r^2+104* b^2*c^3+72*b^2*c^2*g+164*b^2*c^2*p+104*b^2*c^2*q+240*b^2*c^2*r+80*b^2*c*g*p+40* b^2*c*g*q+114*b^2*c*g*r+86*b^2*c*p^2+112*b^2*c*p*q+252*b^2*c*p*r+26*b^2*c*q^2+ 144*b^2*c*q*r+180*b^2*c*r^2+22*b^2*g*p^2+24*b^2*g*p*q+66*b^2*g*p*r+2*b^2*g*q^2+ 21*b^2*g*q*r+51*b^2*g*r^2+15*b^2*p^3+30*b^2*p^2*q+66*b^2*p^2*r+15*b^2*p*q^2+78* b^2*p*q*r+96*b^2*p*r^2+12*b^2*q^2*r+48*b^2*q*r^2+45*b^2*r^3+72*b*c^4+140*b*c^3* g+156*b*c^3*p+108*b*c^3*q+224*b*c^3*r+52*b*c^2*g^2+244*b*c^2*g*p+144*b*c^2*g*q+ 336*b*c^2*g*r+126*b*c^2*p^2+180*b*c^2*p*q+360*b*c^2*p*r+54*b*c^2*q^2+244*b*c^2* q*r+248*b*c^2*r^2+64*b*c*g^2*p+32*b*c*g^2*q+87*b*c*g^2*r+139*b*c*g*p^2+178*b*c* g*p*q+396*b*c*g*p*r+39*b*c*g*q^2+216*b*c*g*q*r+278*b*c*g*r^2+45*b*c*p^3+99*b*c* p^2*q+192*b*c*p^2*r+63*b*c*p*q^2+268*b*c*p*q*r+266*b*c*p*r^2+9*b*c*q^3+76*b*c*q ^2*r+174*b*c*q*r^2+119*b*c*r^3+19*b*g^2*p^2+22*b*g^2*p*q+57*b*g^2*p*r+3*b*g^2*q ^2+21*b*g^2*q*r+45*b*g^2*r^2+26*b*g*p^3+53*b*g*p^2*q+114*b*g*p^2*r+28*b*g*p*q^2 +138*b*g*p*q*r+166*b*g*p*r^2+b*g*q^3+24*b*g*q^2*r+86*b*g*q*r^2+78*b*g*r^3+6*b*p ^4+18*b*p^3*q+34*b*p^3*r+18*b*p^2*q^2+73*b*p^2*q*r+71*b*p^2*r^2+6*b*p*q^3+44*b* p*q^2*r+96*b*p*q*r^2+64*b*p*r^3+5*b*q^3*r+25*b*q^2*r^2+41*b*q*r^3+21*b*r^4+48*c ^4*g+48*c^3*g^2+120*c^3*g*p+72*c^3*g*q+156*c^3*g*r+12*c^2*g^3+92*c^2*g^2*p+52*c ^2*g^2*q+120*c^2*g^2*r+108*c^2*g*p^2+144*c^2*g*p*q+292*c^2*g*p*r+36*c^2*g*q^2+ 176*c^2*g*q*r+192*c^2*g*r^2+16*c*g^3*p+8*c*g^3*q+21*c*g^3*r+56*c*g^2*p^2+72*c*g ^2*p*q+156*c*g^2*p*r+16*c*g^2*q^2+84*c*g^2*q*r+108*c*g^2*r^2+42*c*g*p^3+90*c*g* p^2*q+175*c*g*p^2*r+54*c*g*p*q^2+234*c*g*p*q*r+238*c*g*p*r^2+6*c*g*q^3+59*c*g*q ^2*r+146*c*g*q*r^2+105*c*g*r^3+5*g^3*p^2+6*g^3*p*q+15*g^3*p*r+g^3*q^2+6*g^3*q*r +12*g^3*r^2+11*g^2*p^3+23*g^2*p^2*q+48*g^2*p^2*r+13*g^2*p*q^2+60*g^2*p*q*r+70*g ^2*p*r^2+g^2*q^3+12*g^2*q^2*r+38*g^2*q*r^2+33*g^2*r^3+6*g*p^4+18*g*p^3*q+34*g*p ^3*r+18*g*p^2*q^2+73*g*p^2*q*r+71*g*p^2*r^2+6*g*p*q^3+44*g*p*q^2*r+96*g*p*q*r^2 +64*g*p*r^3+5*g*q^3*r+25*g*q^2*r^2+41*g*q*r^3+21*g*r^4+16*a^3*c+12*a^3*p+8*a^3* q+64*a^2*b*c+40*a^2*b*p+28*a^2*b*q+24*a^2*b*r+68*a^2*c^2+48*a^2*c*g+118*a^2*c*p +56*a^2*c*q+90*a^2*c*r+32*a^2*g*p+22*a^2*g*q+12*a^2*g*r+42*a^2*p^2+53*a^2*p*q+ 96*a^2*p*r+11*a^2*q^2+39*a^2*q*r+57*a^2*r^2+80*a*b^2*c+44*a*b^2*p+32*a*b^2*q+48 *a*b^2*r+240*a*b*c^2+120*a*b*c*g+302*a*b*c*p+178*a*b*c*q+366*a*b*c*r+70*a*b*g*p +50*a*b*g*q+60*a*b*g*r+91*a*b*p^2+120*a*b*p*q+240*a*b*p*r+29*a*b*q^2+126*a*b*q* r+159*a*b*r^2+60*a*c^3+170*a*c^2*g+156*a*c^2*p+60*a*c^2*q+140*a*c^2*r+44*a*c*g^ 2+239*a*c*g*p+133*a*c*g*q+253*a*c*g*r+111*a*c*p^2+126*a*c*p*q+262*a*c*p*r+15*a* c*q^2+104*a*c*q*r+147*a*c*r^2+27*a*g^2*p+19*a*g^2*q+18*a*g^2*r+77*a*g*p^2+101*a *g*p*q+193*a*g*p*r+24*a*g*q^2+95*a*g*q*r+124*a*g*r^2+24*a*p^3+48*a*p^2*q+96*a*p ^2*r+24*a*p*q^2+113*a*p*q*r+127*a*p*r^2+17*a*q^2*r+60*a*q*r^2+55*a*r^3+32*b^3*c +16*b^3*p+12*b^3*q+24*b^3*r+172*b^2*c^2+72*b^2*c*g+184*b^2*c*p+122*b^2*c*q+276* b^2*c*r+38*b^2*g*p+28*b^2*g*q+48*b^2*g*r+49*b^2*p^2+67*b^2*p*q+144*b^2*p*r+18*b ^2*q^2+87*b^2*q*r+102*b^2*r^2+180*b*c^3+238*b*c^2*g+300*b*c^2*p+204*b*c^2*q+448 *b*c^2*r+52*b*c*g^2+275*b*c*g*p+169*b*c*g*q+371*b*c*g*r+165*b*c*p^2+234*b*c*p*q +484*b*c*p*r+69*b*c*q^2+326*b*c*q*r+339*b*c*r^2+29*b*g^2*p+21*b*g^2*q+30*b*g^2* r+78*b*g*p^2+103*b*g*p*q+217*b*g*p*r+25*b*g*q^2+119*b*g*q*r+149*b*g*r^2+30*b*p^ 3+66*b*p^2*q+130*b*p^2*r+42*b*p*q^2+181*b*p*q*r+183*b*p*r^2+6*b*q^3+51*b*q^2*r+ 116*b*q*r^2+83*b*r^3+120*c^3*g+84*c^2*g^2+228*c^2*g*p+132*c^2*g*q+294*c^2*g*r+ 12*c*g^3+106*c*g^2*p+62*c*g^2*q+129*c*g^2*r+138*c*g*p^2+180*c*g*p*q+373*c*g*p*r +42*c*g*q^2+215*c*g*q*r+243*c*g*r^2+7*g^3*p+5*g^3*q+6*g^3*r+32*g^2*p^2+42*g^2*p *q+85*g^2*p*r+10*g^2*q^2+44*g^2*q*r+57*g^2*r^2+27*g*p^3+57*g*p^2*q+113*g*p^2*r+ 33*g*p*q^2+147*g*p*q*r+155*g*p*r^2+3*g*q^3+34*g*q^2*r+88*g*q*r^2+69*g*r^3+28*a^ 2*c+24*a^2*p+10*a^2*q+96*a*b*c+62*a*b*p+34*a*b*q+66*a*b*r+48*a*c^2+70*a*c*g+84* a*c*p+24*a*c*q+52*a*c*r+50*a*g*p+26*a*g*q+34*a*g*r+30*a*p^2+30*a*p*q+62*a*p*r+ 14*a*q*r+26*a*r^2+68*b^2*c+38*b^2*p+24*b^2*q+66*b^2*r+144*b*c^2+98*b*c*g+168*b* c*p+108*b*c*q+272*b*c*r+58*b*g*p+34*b*g*q+80*b*g*r+48*b*p^2+66*b*p*q+148*b*p*r+ 18*b*q^2+100*b*q*r+106*b*r^2+96*c^2*g+36*c*g^2+126*c*g*p+66*c*g*q+162*c*g*r+23* g^2*p+13*g^2*q+24*g^2*r+39*g*p^2+48*g*p*q+105*g*p*r+9*g*q^2+57*g*q*r+66*g*r^2+ 12*a*c+12*a*p+36*b*c+24*b*p+12*b*q+48*b*r+24*c*g+18*g*p+6*g*q+24*g*r)*x^2+(r-1) *(16*a^3*c*p+8*a^3*c*r+12*a^3*p^2+8*a^3*p*q+30*a^3*p*r+4*a^3*q*r+18*a^3*r^2+32* a^2*b*c^2+64*a^2*b*c*p+16*a^2*b*c*q+64*a^2*b*c*r+28*a^2*b*p^2+16*a^2*b*p*q+70*a ^2*b*p*r+8*a^2*b*q*r+42*a^2*b*r^2+16*a^2*c^2*g+40*a^2*c^2*p+20*a^2*c^2*r+48*a^2 *c*g*p+8*a^2*c*g*q+40*a^2*c*g*r+56*a^2*c*p^2+32*a^2*c*p*q+116*a^2*c*p*r+16*a^2* c*q*r+60*a^2*c*r^2+26*a^2*g*p^2+16*a^2*g*p*q+65*a^2*g*p*r+8*a^2*g*q*r+39*a^2*g* r^2+18*a^2*p^3+24*a^2*p^2*q+66*a^2*p^2*r+6*a^2*p*q^2+48*a^2*p*q*r+78*a^2*p*r^2+ 3*a^2*q^2*r+24*a^2*q*r^2+30*a^2*r^3+48*a*b^2*c^2+64*a*b^2*c*p+16*a*b^2*c*q+76*a *b^2*c*r+20*a*b^2*p^2+8*a*b^2*p*q+50*a*b^2*p*r+4*a*b^2*q*r+30*a*b^2*r^2+80*a*b* c^3+64*a*b*c^2*g+184*a*b*c^2*p+64*a*b*c^2*q+208*a*b*c^2*r+104*a*b*c*g*p+24*a*b* c*g*q+114*a*b*c*g*r+132*a*b*c*p^2+96*a*b*c*p*q+312*a*b*c*p*r+12*a*b*c*q^2+96*a* b*c*q*r+180*a*b*c*r^2+40*a*b*g*p^2+20*a*b*g*p*q+100*a*b*g*p*r+10*a*b*g*q*r+60*a *b*g*r^2+30*a*b*p^3+36*a*b*p^2*q+111*a*b*p^2*r+6*a*b*p*q^2+72*a*b*p*q*r+132*a*b *p*r^2+3*a*b*q^2*r+36*a*b*q*r^2+51*a*b*r^3+40*a*c^3*g+24*a*c^3*p+12*a*c^3*r+20* a*c^2*g^2+120*a*c^2*g*p+32*a*c^2*g*q+118*a*c^2*g*r+48*a*c^2*p^2+24*a*c^2*p*q+92 *a*c^2*p*r+12*a*c^2*q*r+44*a*c^2*r^2+40*a*c*g^2*p+8*a*c*g^2*q+40*a*c*g^2*r+106* a*c*g*p^2+72*a*c*g*p*q+238*a*c*g*p*r+6*a*c*g*q^2+60*a*c*g*q*r+132*a*c*g*r^2+30* a*c*p^3+36*a*c*p^2*q+101*a*c*p^2*r+6*a*c*p*q^2+68*a*c*p*q*r+112*a*c*p*r^2+3*a*c *q^2*r+32*a*c*q*r^2+41*a*c*r^3+18*a*g^2*p^2+10*a*g^2*p*q+45*a*g^2*p*r+5*a*g^2*q *r+27*a*g^2*r^2+28*a*g*p^3+36*a*g*p^2*q+103*a*g*p^2*r+8*a*g*p*q^2+72*a*g*p*q*r+ 122*a*g*p*r^2+4*a*g*q^2*r+36*a*g*q*r^2+47*a*g*r^3+6*a*p^4+12*a*p^3*q+29*a*p^3*r +6*a*p^2*q^2+40*a*p^2*q*r+51*a*p^2*r^2+11*a*p*q^2*r+44*a*p*q*r^2+39*a*p*r^3+5*a *q^2*r^2+16*a*q*r^3+11*a*r^4+16*b^3*c^2+16*b^3*c*p+20*b^3*c*r+4*b^3*p^2+10*b^3* p*r+6*b^3*r^2+64*b^2*c^3+40*b^2*c^2*g+112*b^2*c^2*p+32*b^2*c^2*q+140*b^2*c^2*r+ 48*b^2*c*g*p+8*b^2*c*g*q+58*b^2*c*g*r+64*b^2*c*p^2+40*b^2*c*p*q+160*b^2*c*p*r+ 44*b^2*c*q*r+96*b^2*c*r^2+14*b^2*g*p^2+4*b^2*g*p*q+35*b^2*g*p*r+2*b^2*g*q*r+21* b^2*g*r^2+12*b^2*p^3+12*b^2*p^2*q+45*b^2*p^2*r+24*b^2*p*q*r+54*b^2*p*r^2+12*b^2 *q*r^2+21*b^2*r^3+48*b*c^4+80*b*c^3*g+120*b*c^3*p+48*b*c^3*q+148*b*c^3*r+28*b*c ^2*g^2+160*b*c^2*g*p+48*b*c^2*g*q+190*b*c^2*g*r+108*b*c^2*p^2+96*b*c^2*p*q+264* b*c^2*p*r+12*b*c^2*q^2+112*b*c^2*q*r+156*b*c^2*r^2+40*b*c*g^2*p+8*b*c*g^2*q+46* b*c*g^2*r+104*b*c*g*p^2+68*b*c*g*p*q+252*b*c*g*p*r+4*b*c*g*q^2+70*b*c*g*q*r+148 *b*c*g*r^2+42*b*c*p^3+60*b*c*p^2*q+153*b*c*p^2*r+18*b*c*p*q^2+136*b*c*p*q*r+180 *b*c*p*r^2+19*b*c*q^2*r+76*b*c*q*r^2+69*b*c*r^3+14*b*g^2*p^2+6*b*g^2*p*q+35*b*g ^2*p*r+3*b*g^2*q*r+21*b*g^2*r^2+22*b*g*p^3+24*b*g*p^2*q+82*b*g*p^2*r+2*b*g*p*q^ 2+48*b*g*p*q*r+98*b*g*p*r^2+b*g*q^2*r+24*b*g*q*r^2+38*b*g*r^3+6*b*p^4+12*b*p^3* q+29*b*p^3*r+6*b*p^2*q^2+40*b*p^2*q*r+51*b*p^2*r^2+11*b*p*q^2*r+44*b*p*q*r^2+39 *b*p*r^3+5*b*q^2*r^2+16*b*q*r^3+11*b*r^4+24*c^4*g+24*c^3*g^2+72*c^3*g*p+24*c^3* g*q+80*c^3*g*r+6*c^2*g^3+56*c^2*g^2*p+16*c^2*g^2*q+62*c^2*g^2*r+78*c^2*g*p^2+60 *c^2*g*p*q+178*c^2*g*p*r+6*c^2*g*q^2+62*c^2*g*q*r+100*c^2*g*r^2+10*c*g^3*p+2*c* g^3*q+11*c*g^3*r+42*c*g^2*p^2+28*c*g^2*p*q+98*c*g^2*p*r+2*c*g^2*q^2+26*c*g^2*q* r+56*c*g^2*r^2+36*c*g*p^3+48*c*g*p^2*q+127*c*g*p^2*r+12*c*g*p*q^2+102*c*g*p*q*r +146*c*g*p*r^2+11*c*g*q^2*r+54*c*g*q*r^2+55*c*g*r^3+4*g^3*p^2+2*g^3*p*q+10*g^3* p*r+g^3*q*r+6*g^3*r^2+10*g^2*p^3+12*g^2*p^2*q+37*g^2*p^2*r+2*g^2*p*q^2+24*g^2*p *q*r+44*g^2*p*r^2+g^2*q^2*r+12*g^2*q*r^2+17*g^2*r^3+6*g*p^4+12*g*p^3*q+29*g*p^3 *r+6*g*p^2*q^2+40*g*p^2*q*r+51*g*p^2*r^2+11*g*p*q^2*r+44*g*p*q*r^2+39*g*p*r^3+5 *g*q^2*r^2+16*g*q*r^3+11*g*r^4-12*a^3*r+32*a^2*b*c+24*a^2*b*p+16*a^2*b*q+16*a^2 *b*r+16*a^2*c*g+28*a^2*c*p-18*a^2*c*r+12*a^2*g*p+8*a^2*g*q-4*a^2*g*r+24*a^2*p^2 +10*a^2*p*q+39*a^2*p*r-7*a^2*q*r+15*a^2*r^2+48*a*b^2*c+32*a*b^2*p+16*a*b^2*q+40 *a*b^2*r+136*a*b*c^2+64*a*b*c*g+208*a*b*c*p+84*a*b*c*q+234*a*b*c*r+44*a*b*g*p+ 24*a*b*g*q+44*a*b*g*r+74*a*b*p^2+58*a*b*p*q+173*a*b*p*r+12*a*b*q^2+59*a*b*q*r+ 99*a*b*r^2+68*a*c^2*g+36*a*c^2*p-2*a*c^2*r+20*a*c*g^2+126*a*c*g*p+42*a*c*g*q+ 106*a*c*g*r+54*a*c*p^2+18*a*c*p*q+87*a*c*p*r-5*a*c*q*r+33*a*c*r^2+14*a*g^2*p+8* a*g^2*q+9*a*g^2*r+56*a*g*p^2+38*a*g*p*q+118*a*g*p*r+6*a*g*q^2+25*a*g*q*r+62*a*g *r^2+18*a*p^3+18*a*p^2*q+59*a*p^2*r+27*a*p*q*r+64*a*p*r^2-2*a*q^2*r+9*a*q*r^2+ 23*a*r^3+16*b^3*c+8*b^3*p+12*b^3*r+104*b^2*c^2+40*b^2*c*g+128*b^2*c*p+32*b^2*c* q+168*b^2*c*r+24*b^2*g*p+8*b^2*g*q+32*b^2*g*r+38*b^2*p^2+24*b^2*p*q+98*b^2*p*r+ 30*b^2*q*r+60*b^2*r^2+120*b*c^3+136*b*c^2*g+240*b*c^2*p+84*b*c^2*q+306*b*c^2*r+ 28*b*c*g^2+184*b*c*g*p+56*b*c*g*q+224*b*c*g*r+150*b*c*p^2+126*b*c*p*q+375*b*c*p *r+12*b*c*q^2+151*b*c*q*r+225*b*c*r^2+18*b*g^2*p+8*b*g^2*q+21*b*g^2*r+60*b*g*p^ 2+40*b*g*p*q+147*b*g*p*r+4*b*g*q^2+44*b*g*q*r+87*b*g*r^2+30*b*p^3+42*b*p^2*q+ 111*b*p^2*r+12*b*p*q^2+95*b*p*q*r+132*b*p*r^2+14*b*q^2*r+53*b*q*r^2+51*b*r^3+60 *c^3*g+42*c^2*g^2+138*c^2*g*p+42*c^2*g*q+152*c^2*g*r+6*c*g^3+64*c*g^2*p+20*c*g^ 2*q+69*c*g^2*r+102*c*g*p^2+72*c*g*p*q+231*c*g*p*r+6*c*g*q^2+73*c*g*q*r+129*c*g* r^2+4*g^3*p+2*g^3*q+4*g^3*r+24*g^2*p^2+16*g^2*p*q+55*g^2*p*r+2*g^2*q^2+14*g^2*q *r+31*g^2*r^2+24*g*p^3+30*g*p^2*q+85*g*p^2*r+6*g*p*q^2+61*g*p*q*r+98*g*p*r^2+6* g*q^2*r+31*g*q*r^2+37*g*r^3-24*a^2*r+56*a*b*c+48*a*b*p+20*a*b*q+54*a*b*r+28*a*c *g+12*a*c*p-26*a*c*r+24*a*g*p+10*a*g*q+9*a*g*r+12*a*p^2+8*a*p*r-10*a*q*r-4*a*r^ 2+40*b^2*c+28*b^2*p+42*b^2*r+96*b*c^2+56*b*c*g+144*b*c*p+36*b*c*q+194*b*c*r+42* b*g*p+8*b*g*q+55*b*g*r+48*b*p^2+36*b*p*q+124*b*p*r+46*b*q*r+76*b*r^2+48*c^2*g+ 18*c*g^2+78*c*g*p+18*c*g*q+84*c*g*r+14*g^2*p+4*g^2*q+14*g^2*r+30*g*p^2+18*g*p*q +66*g*p*r+18*g*q*r+36*g*r^2-12*a*r+24*b*c+24*b*p+36*b*r+12*c*g+12*g*p+12*g*r)*x -(r-1)*(4*a^3*p^2+8*a^3*p*r+4*a^3*r^2+8*a^2*b*c^2+16*a^2*b*c*p+4*a^2*b*c*q+16*a ^2*b*c*r+8*a^2*b*p^2+16*a^2*b*p*r+8*a^2*b*r^2+4*a^2*c^2*g+8*a^2*c*g*p+2*a^2*c*g *q+8*a^2*c*g*r+10*a^2*c*p^2+20*a^2*c*p*r+10*a^2*c*r^2+8*a^2*g*p^2+16*a^2*g*p*r+ 8*a^2*g*r^2+6*a^2*p^3+3*a^2*p^2*q+18*a^2*p^2*r+6*a^2*p*q*r+18*a^2*p*r^2+3*a^2*q *r^2+6*a^2*r^3+8*a*b^2*c^2+12*a*b^2*c*p+12*a*b^2*c*r+4*a*b^2*p^2+8*a*b^2*p*r+4* a*b^2*r^2+16*a*b*c^3+12*a*b*c^2*g+44*a*b*c^2*p+8*a*b*c^2*q+44*a*b*c^2*r+22*a*b* c*g*p+2*a*b*c*g*q+22*a*b*c*g*r+36*a*b*c*p^2+12*a*b*c*p*q+72*a*b*c*p*r+12*a*b*c* q*r+36*a*b*c*r^2+10*a*b*g*p^2+20*a*b*g*p*r+10*a*b*g*r^2+9*a*b*p^3+3*a*b*p^2*q+ 27*a*b*p^2*r+6*a*b*p*q*r+27*a*b*p*r^2+3*a*b*q*r^2+9*a*b*r^3+8*a*c^3*g+4*a*c^2*g ^2+22*a*c^2*g*p+4*a*c^2*g*q+22*a*c^2*g*r+6*a*c^2*p^2+12*a*c^2*p*r+6*a*c^2*r^2+8 *a*c*g^2*p+a*c*g^2*q+8*a*c*g^2*r+25*a*c*g*p^2+6*a*c*g*p*q+50*a*c*g*p*r+6*a*c*g* q*r+25*a*c*g*r^2+7*a*c*p^3+3*a*c*p^2*q+21*a*c*p^2*r+6*a*c*p*q*r+21*a*c*p*r^2+3* a*c*q*r^2+7*a*c*r^3+5*a*g^2*p^2+10*a*g^2*p*r+5*a*g^2*r^2+9*a*g*p^3+4*a*g*p^2*q+ 27*a*g*p^2*r+8*a*g*p*q*r+27*a*g*p*r^2+4*a*g*q*r^2+9*a*g*r^3+2*a*p^4+2*a*p^3*q+8 *a*p^3*r+6*a*p^2*q*r+12*a*p^2*r^2+6*a*p*q*r^2+8*a*p*r^3+2*a*q*r^3+2*a*r^4+8*b^2 *c^3+4*b^2*c^2*g+20*b^2*c^2*p+20*b^2*c^2*r+6*b^2*c*g*p+6*b^2*c*g*r+14*b^2*c*p^2 +28*b^2*c*p*r+14*b^2*c*r^2+2*b^2*g*p^2+4*b^2*g*p*r+2*b^2*g*r^2+3*b^2*p^3+9*b^2* p^2*r+9*b^2*p*r^2+3*b^2*r^3+8*b*c^4+12*b*c^3*g+28*b*c^3*p+4*b*c^3*q+28*b*c^3*r+ 4*b*c^2*g^2+32*b*c^2*g*p+2*b*c^2*g*q+32*b*c^2*g*r+30*b*c^2*p^2+12*b*c^2*p*q+60* b*c^2*p*r+12*b*c^2*q*r+30*b*c^2*r^2+7*b*c*g^2*p+7*b*c*g^2*r+25*b*c*g*p^2+4*b*c* g*p*q+50*b*c*g*p*r+4*b*c*g*q*r+25*b*c*g*r^2+13*b*c*p^3+9*b*c*p^2*q+39*b*c*p^2*r +18*b*c*p*q*r+39*b*c*p*r^2+9*b*c*q*r^2+13*b*c*r^3+3*b*g^2*p^2+6*b*g^2*p*r+3*b*g ^2*r^2+6*b*g*p^3+b*g*p^2*q+18*b*g*p^2*r+2*b*g*p*q*r+18*b*g*p*r^2+b*g*q*r^2+6*b* g*r^3+2*b*p^4+2*b*p^3*q+8*b*p^3*r+6*b*p^2*q*r+12*b*p^2*r^2+6*b*p*q*r^2+8*b*p*r^ 3+2*b*q*r^3+2*b*r^4+4*c^4*g+4*c^3*g^2+14*c^3*g*p+2*c^3*g*q+14*c^3*g*r+c^2*g^3+ 11*c^2*g^2*p+c^2*g^2*q+11*c^2*g^2*r+18*c^2*g*p^2+6*c^2*g*p*q+36*c^2*g*p*r+6*c^2 *g*q*r+18*c^2*g*r^2+2*c*g^3*p+2*c*g^3*r+10*c*g^2*p^2+2*c*g^2*p*q+20*c*g^2*p*r+2 *c*g^2*q*r+10*c*g^2*r^2+10*c*g*p^3+6*c*g*p^2*q+30*c*g*p^2*r+12*c*g*p*q*r+30*c*g *p*r^2+6*c*g*q*r^2+10*c*g*r^3+g^3*p^2+2*g^3*p*r+g^3*r^2+3*g^2*p^3+g^2*p^2*q+9*g ^2*p^2*r+2*g^2*p*q*r+9*g^2*p*r^2+g^2*q*r^2+3*g^2*r^3+2*g*p^4+2*g*p^3*q+8*g*p^3* r+6*g*p^2*q*r+12*g*p^2*r^2+6*g*p*q*r^2+8*g*p*r^3+2*g*q*r^3+2*g*r^4-4*a^3*p-4*a^ 3*r+8*a^2*b*c+8*a^2*b*p+4*a^2*b*q+8*a^2*b*r+4*a^2*c*g-10*a^2*c*p-10*a^2*c*r+2*a ^2*g*q+2*a^2*p^2-3*a^2*p*q+4*a^2*p*r-3*a^2*q*r+2*a^2*r^2+8*a*b^2*c+8*a*b^2*p+8* a*b^2*r+28*a*b*c^2+12*a*b*c*g+56*a*b*c*p+10*a*b*c*q+56*a*b*c*r+12*a*b*g*p+2*a*b *g*q+12*a*b*g*r+23*a*b*p^2+9*a*b*p*q+46*a*b*p*r+9*a*b*q*r+23*a*b*r^2+14*a*c^2*g -6*a*c^2*p-6*a*c^2*r+4*a*c*g^2+21*a*c*g*p+5*a*c*g*q+21*a*c*g*r+3*a*c*p^2-3*a*c* p*q+6*a*c*p*r-3*a*c*q*r+3*a*c*r^2+3*a*g^2*p+a*g^2*q+3*a*g^2*r+13*a*g*p^2+2*a*g* p*q+26*a*g*p*r+2*a*g*q*r+13*a*g*r^2+4*a*p^3+12*a*p^2*r+12*a*p*r^2+4*a*r^3+12*b^ 2*c^2+4*b^2*c*g+24*b^2*c*p+24*b^2*c*r+4*b^2*g*p+4*b^2*g*r+9*b^2*p^2+18*b^2*p*r+ 9*b^2*r^2+20*b*c^3+20*b*c^2*g+60*b*c^2*p+6*b*c^2*q+60*b*c^2*r+4*b*c*g^2+40*b*c* g*p+2*b*c*g*q+40*b*c*g*r+45*b*c*p^2+15*b*c*p*q+90*b*c*p*r+15*b*c*q*r+45*b*c*r^2 +4*b*g^2*p+4*b*g^2*r+16*b*g*p^2+3*b*g*p*q+32*b*g*p*r+3*b*g*q*r+16*b*g*r^2+10*b* p^3+6*b*p^2*q+30*b*p^2*r+12*b*p*q*r+30*b*p*r^2+6*b*q*r^2+10*b*r^3+10*c^3*g+7*c^ 2*g^2+27*c^2*g*p+3*c^2*g*q+27*c^2*g*r+c*g^3+13*c*g^2*p+c*g^2*q+13*c*g^2*r+24*c* g*p^2+6*c*g*p*q+48*c*g*p*r+6*c*g*q*r+24*c*g*r^2+g^3*p+g^3*r+6*g^2*p^2+g^2*p*q+ 12*g^2*p*r+g^2*q*r+6*g^2*r^2+7*g*p^3+3*g*p^2*q+21*g*p^2*r+6*g*p*q*r+21*g*p*r^2+ 3*g*q*r^2+7*g*r^3-8*a^2*p-8*a^2*r+12*a*b*c+16*a*b*p+2*a*b*q+16*a*b*r+6*a*c*g-10 *a*c*p-10*a*c*r+2*a*g*p+a*g*q+2*a*g*r-2*a*p^2-2*a*p*q-4*a*p*r-2*a*q*r-2*a*r^2+4 *b^2*c+6*b^2*p+6*b^2*r+16*b*c^2+8*b*c*g+40*b*c*p+2*b*c*q+40*b*c*r+11*b*g*p+11*b *g*r+16*b*p^2+4*b*p*q+32*b*p*r+4*b*q*r+16*b*r^2+8*c^2*g+3*c*g^2+15*c*g*p+c*g*q+ 15*c*g*r+3*g^2*p+3*g^2*r+7*g*p^2+g*p*q+14*g*p*r+g*q*r+7*g*r^2-4*a*p-4*a*r+4*b*c +8*b*p+8*b*r+2*c*g+2*g*p+2*g*r))*dx-(a+b+g)*(4*c^2+4*c*p+4*c*q+6*c*r+p^2+2*p*q+ 3*p*r+q^2+3*q*r+3*r^2+6*c+3*p+3*q+3*r+2)*r*(r-1)*(r+2+q+p+g+2*c+b+a)*(r+3+q+p+g +2*c+2*b+2*a)*x^2+(r-1)*(r+2+q+p+g+2*c+b+a)*(r+3+q+p+g+2*c+2*b+2*a)*(4*a*c*p+2* a*c*r+2*a*p^2+2*a*p*q+5*a*p*r+a*q*r+3*a*r^2+8*b*c^2+8*b*c*p+4*b*c*q+10*b*c*r+2* b*p^2+2*b*p*q+5*b*p*r+b*q*r+3*b*r^2+4*c^2*g+6*c*g*p+2*c*g*q+6*c*g*r+2*g*p^2+2*g *p*q+5*g*p*r+g*q*r+3*g*r^2+2*a*p-a*r+12*b*c+6*b*p+4*b*q+7*b*r+6*c*g+4*g*p+2*g*q +3*g*r+4*b+2*g)*r*x-(r-1)*(2*a^3*p^2+4*a^3*p*r+2*a^3*r^2+8*a^2*b*c^2+12*a^2*b*c *p+4*a^2*b*c*q+12*a^2*b*c*r+6*a^2*b*p^2+12*a^2*b*p*r+6*a^2*b*r^2+4*a^2*c^2*g+6* a^2*c*g*p+2*a^2*c*g*q+6*a^2*c*g*r+6*a^2*c*p^2+12*a^2*c*p*r+6*a^2*c*r^2+5*a^2*g* p^2+10*a^2*g*p*r+5*a^2*g*r^2+3*a^2*p^3+3*a^2*p^2*q+9*a^2*p^2*r+6*a^2*p*q*r+9*a^ 2*p*r^2+3*a^2*q*r^2+3*a^2*r^3+16*a*b^2*c^2+20*a*b^2*c*p+4*a*b^2*c*q+20*a*b^2*c* r+6*a*b^2*p^2+12*a*b^2*p*r+6*a*b^2*r^2+24*a*b*c^3+16*a*b*c^2*g+44*a*b*c^2*p+20* a*b*c^2*q+44*a*b*c^2*r+24*a*b*c*g*p+4*a*b*c*g*q+24*a*b*c*g*r+28*a*b*c*p^2+20*a* b*c*p*q+56*a*b*c*p*r+4*a*b*c*q^2+20*a*b*c*q*r+28*a*b*c*r^2+10*a*b*g*p^2+20*a*b* g*p*r+10*a*b*g*r^2+6*a*b*p^3+6*a*b*p^2*q+18*a*b*p^2*r+12*a*b*p*q*r+18*a*b*p*r^2 +6*a*b*q*r^2+6*a*b*r^3+12*a*c^3*g+4*a*c^2*g^2+22*a*c^2*g*p+10*a*c^2*g*q+22*a*c^ 2*g*r+4*a*c^2*p^2+8*a*c^2*p*r+4*a*c^2*r^2+7*a*c*g^2*p+a*c*g^2*q+7*a*c*g^2*r+18* a*c*g*p^2+10*a*c*g*p*q+36*a*c*g*p*r+2*a*c*g*q^2+10*a*c*g*q*r+18*a*c*g*r^2+4*a*c *p^3+4*a*c*p^2*q+12*a*c*p^2*r+8*a*c*p*q*r+12*a*c*p*r^2+4*a*c*q*r^2+4*a*c*r^3+4* a*g^2*p^2+8*a*g^2*p*r+4*a*g^2*r^2+5*a*g*p^3+5*a*g*p^2*q+15*a*g*p^2*r+10*a*g*p*q *r+15*a*g*p*r^2+5*a*g*q*r^2+5*a*g*r^3+a*p^4+2*a*p^3*q+4*a*p^3*r+a*p^2*q^2+6*a*p ^2*q*r+6*a*p^2*r^2+2*a*p*q^2*r+6*a*p*q*r^2+4*a*p*r^3+a*q^2*r^2+2*a*q*r^3+a*r^4+ 8*b^3*c^2+8*b^3*c*p+8*b^3*c*r+2*b^3*p^2+4*b^3*p*r+2*b^3*r^2+24*b^2*c^3+16*b^2*c ^2*g+36*b^2*c^2*p+12*b^2*c^2*q+36*b^2*c^2*r+18*b^2*c*g*p+2*b^2*c*g*q+18*b^2*c*g *r+18*b^2*c*p^2+12*b^2*c*p*q+36*b^2*c*p*r+12*b^2*c*q*r+18*b^2*c*r^2+5*b^2*g*p^2 +10*b^2*g*p*r+5*b^2*g*r^2+3*b^2*p^3+3*b^2*p^2*q+9*b^2*p^2*r+6*b^2*p*q*r+9*b^2*p *r^2+3*b^2*q*r^2+3*b^2*r^3+16*b*c^4+28*b*c^3*g+32*b*c^3*p+16*b*c^3*q+32*b*c^3*r +8*b*c^2*g^2+46*b*c^2*g*p+18*b*c^2*g*q+46*b*c^2*g*r+24*b*c^2*p^2+24*b*c^2*p*q+ 48*b*c^2*p*r+4*b*c^2*q^2+24*b*c^2*q*r+24*b*c^2*r^2+11*b*c*g^2*p+b*c*g^2*q+11*b* c*g^2*r+26*b*c*g*p^2+18*b*c*g*p*q+52*b*c*g*p*r+2*b*c*g*q^2+18*b*c*g*q*r+26*b*c* g*r^2+8*b*c*p^3+12*b*c*p^2*q+24*b*c*p^2*r+4*b*c*p*q^2+24*b*c*p*q*r+24*b*c*p*r^2 +4*b*c*q^2*r+12*b*c*q*r^2+8*b*c*r^3+4*b*g^2*p^2+8*b*g^2*p*r+4*b*g^2*r^2+5*b*g*p ^3+5*b*g*p^2*q+15*b*g*p^2*r+10*b*g*p*q*r+15*b*g*p*r^2+5*b*g*q*r^2+5*b*g*r^3+b*p ^4+2*b*p^3*q+4*b*p^3*r+b*p^2*q^2+6*b*p^2*q*r+6*b*p^2*r^2+2*b*p*q^2*r+6*b*p*q*r^ 2+4*b*p*r^3+b*q^2*r^2+2*b*q*r^3+b*r^4+8*c^4*g+8*c^3*g^2+16*c^3*g*p+8*c^3*g*q+16 *c^3*g*r+c^2*g^3+14*c^2*g^2*p+6*c^2*g^2*q+14*c^2*g^2*r+14*c^2*g*p^2+12*c^2*g*p* q+28*c^2*g*p*r+2*c^2*g*q^2+12*c^2*g*q*r+14*c^2*g*r^2+2*c*g^3*p+2*c*g^3*r+9*c*g^ 2*p^2+6*c*g^2*p*q+18*c*g^2*p*r+c*g^2*q^2+6*c*g^2*q*r+9*c*g^2*r^2+6*c*g*p^3+8*c* g*p^2*q+18*c*g*p^2*r+2*c*g*p*q^2+16*c*g*p*q*r+18*c*g*p*r^2+2*c*g*q^2*r+8*c*g*q* r^2+6*c*g*r^3+g^3*p^2+2*g^3*p*r+g^3*r^2+2*g^2*p^3+2*g^2*p^2*q+6*g^2*p^2*r+4*g^2 *p*q*r+6*g^2*p*r^2+2*g^2*q*r^2+2*g^2*r^3+g*p^4+2*g*p^3*q+4*g*p^3*r+g*p^2*q^2+6* g*p^2*q*r+6*g*p^2*r^2+2*g*p*q^2*r+6*g*p*q*r^2+4*g*p*r^3+g*q^2*r^2+2*g*q*r^3+g*r ^4-2*a^3*p-2*a^3*r+12*a^2*b*c+6*a^2*b*p+4*a^2*b*q+6*a^2*b*r+6*a^2*c*g-6*a^2*c*p -6*a^2*c*r+a^2*g*p+2*a^2*g*q+a^2*g*r+4*a^2*p^2-3*a^2*p*q+8*a^2*p*r-3*a^2*q*r+4* a^2*r^2+24*a*b^2*c+14*a*b^2*p+4*a*b^2*q+14*a*b^2*r+68*a*b*c^2+22*a*b*c*g+78*a*b *c*p+38*a*b*c*q+78*a*b*c*r+14*a*b*g*p+4*a*b*g*q+14*a*b*g*r+24*a*b*p^2+14*a*b*p* q+48*a*b*p*r+4*a*b*q^2+14*a*b*q*r+24*a*b*r^2+34*a*c^2*g-4*a*c^2*p-4*a*c^2*r+5*a *c*g^2+35*a*c*g*p+19*a*c*g*q+35*a*c*g*r+6*a*c*p^2-4*a*c*p*q+12*a*c*p*r-4*a*c*q* r+6*a*c*r^2+3*a*g^2*p+a*g^2*q+3*a*g^2*r+15*a*g*p^2+5*a*g*p*q+30*a*g*p*r+2*a*g*q ^2+5*a*g*q*r+15*a*g*r^2+4*a*p^3+3*a*p^2*q+12*a*p^2*r-a*p*q^2+6*a*p*q*r+12*a*p*r ^2-a*q^2*r+3*a*q*r^2+4*a*r^3+12*b^3*c+6*b^3*p+6*b^3*r+64*b^2*c^2+24*b^2*c*g+64* b^2*c*p+18*b^2*c*q+64*b^2*c*r+13*b^2*g*p+2*b^2*g*q+13*b^2*g*r+16*b^2*p^2+9*b^2* p*q+32*b^2*p*r+9*b^2*q*r+16*b^2*r^2+64*b*c^3+78*b*c^2*g+96*b*c^2*p+44*b*c^2*q+ 96*b*c^2*r+11*b*c*g^2+83*b*c*g*p+31*b*c*g*q+83*b*c*g*r+48*b*c*p^2+44*b*c*p*q+96 *b*c*p*r+6*b*c*q^2+44*b*c*q*r+48*b*c*r^2+7*b*g^2*p+b*g^2*q+7*b*g^2*r+23*b*g*p^2 +13*b*g*p*q+46*b*g*p*r+2*b*g*q^2+13*b*g*q*r+23*b*g*r^2+8*b*p^3+11*b*p^2*q+24*b* p^2*r+3*b*p*q^2+22*b*p*q*r+24*b*p*r^2+3*b*q^2*r+11*b*q*r^2+8*b*r^3+32*c^3*g+23* c^2*g^2+46*c^2*g*p+22*c^2*g*q+46*c^2*g*r+c*g^3+25*c*g^2*p+11*c*g^2*q+25*c*g^2*r +27*c*g*p^2+20*c*g*p*q+54*c*g*p*r+3*c*g*q^2+20*c*g*q*r+27*c*g*r^2+g^3*p+g^3*r+8 *g^2*p^2+4*g^2*p*q+16*g^2*p*r+g^2*q^2+4*g^2*q*r+8*g^2*r^2+6*g*p^3+7*g*p^2*q+18* g*p^2*r+g*p*q^2+14*g*p*q*r+18*g*p*r^2+g*q^2*r+7*g*q*r^2+6*g*r^3+4*a^2*b+2*a^2*g -7*a^2*p-7*a^2*r+8*a*b^2+62*a*b*c+6*a*b*g+32*a*b*p+18*a*b*q+32*a*b*r+31*a*c*g-\ 10*a*c*p-10*a*c*r+a*g^2+11*a*g*p+9*a*g*q+11*a*g*r+a*p^2-5*a*p*q+2*a*p*r-5*a*q*r +a*r^2+4*b^3+54*b^2*c+8*b^2*g+27*b^2*p+6*b^2*q+27*b^2*r+92*b*c^2+69*b*c*g+92*b* c*p+38*b*c*q+92*b*c*r+3*b*g^2+35*b*g*p+13*b*g*q+35*b*g*r+23*b*p^2+19*b*p*q+46*b *p*r+2*b*q^2+19*b*q*r+23*b*r^2+46*c^2*g+21*c*g^2+41*c*g*p+19*c*g*q+41*c*g*r+10* g^2*p+5*g^2*q+10*g^2*r+12*g*p^2+7*g*p*q+24*g*p*r+g*q^2+7*g*q*r+12*g*r^2+18*a*b+ 9*a*g-6*a*p-6*a*r+14*b^2+56*b*c+19*b*g+28*b*p+10*b*q+28*b*r+28*c*g+6*g^2+11*g*p +5*g*q+11*g*r+12*b+6*g)*r: Qcg:= -(r-3)*(-8*a^3*c*p*r-4*a^3*c*r^2-4*a^3*p^2*r-4*a^3*p*q*r-10*a^3*p*r^2-\ 2*a^3*q*r^2-6*a^3*r^3-16*a^2*b*c^2*r-32*a^2*b*c*p*r-8*a^2*b*c*q*r-28*a^2*b*c*r^ 2-12*a^2*b*p^2*r-12*a^2*b*p*q*r-30*a^2*b*p*r^2-6*a^2*b*q*r^2-18*a^2*b*r^3-8*a^2 *c^2*g*r-24*a^2*c^2*p*r-12*a^2*c^2*r^2-24*a^2*c*g*p*r-4*a^2*c*g*q*r-18*a^2*c*g* r^2-24*a^2*c*p^2*r-24*a^2*c*p*q*r-48*a^2*c*p*r^2-12*a^2*c*q*r^2-24*a^2*c*r^3-10 *a^2*g*p^2*r-10*a^2*g*p*q*r-25*a^2*g*p*r^2-5*a^2*g*q*r^2-15*a^2*g*r^3-6*a^2*p^3 *r-12*a^2*p^2*q*r-21*a^2*p^2*r^2-6*a^2*p*q^2*r-24*a^2*p*q*r^2-24*a^2*p*r^3-3*a^ 2*q^2*r^2-12*a^2*q*r^3-9*a^2*r^4-32*a*b^2*c^2*r-40*a*b^2*c*p*r-16*a*b^2*c*q*r-\ 44*a*b^2*c*r^2-12*a*b^2*p^2*r-12*a*b^2*p*q*r-30*a*b^2*p*r^2-6*a*b^2*q*r^2-18*a* b^2*r^3-48*a*b*c^3*r-40*a*b*c^2*g*r-96*a*b*c^2*p*r-48*a*b*c^2*q*r-96*a*b*c^2*r^ 2-60*a*b*c*g*p*r-20*a*b*c*g*q*r-60*a*b*c*g*r^2-60*a*b*c*p^2*r-72*a*b*c*p*q*r-\ 132*a*b*c*p*r^2-12*a*b*c*q^2*r-60*a*b*c*q*r^2-72*a*b*c*r^3-20*a*b*g*p^2*r-20*a* b*g*p*q*r-50*a*b*g*p*r^2-10*a*b*g*q*r^2-30*a*b*g*r^3-12*a*b*p^3*r-24*a*b*p^2*q* r-42*a*b*p^2*r^2-12*a*b*p*q^2*r-48*a*b*p*q*r^2-48*a*b*p*r^3-6*a*b*q^2*r^2-24*a* b*q*r^3-18*a*b*r^4-24*a*c^3*g*r-16*a*c^3*p*r-8*a*c^3*r^2-12*a*c^2*g^2*r-64*a*c^ 2*g*p*r-24*a*c^2*g*q*r-56*a*c^2*g*r^2-24*a*c^2*p^2*r-24*a*c^2*p*q*r-44*a*c^2*p* r^2-12*a*c^2*q*r^2-20*a*c^2*r^3-22*a*c*g^2*p*r-6*a*c*g^2*q*r-20*a*c*g^2*r^2-46* a*c*g*p^2*r-52*a*c*g*p*q*r-98*a*c*g*p*r^2-6*a*c*g*q^2*r-38*a*c*g*q*r^2-52*a*c*g *r^3-12*a*c*p^3*r-24*a*c*p^2*q*r-38*a*c*p^2*r^2-12*a*c*p*q^2*r-44*a*c*p*q*r^2-\ 40*a*c*p*r^3-6*a*c*q^2*r^2-20*a*c*q*r^3-14*a*c*r^4-8*a*g^2*p^2*r-8*a*g^2*p*q*r-\ 20*a*g^2*p*r^2-4*a*g^2*q*r^2-12*a*g^2*r^3-10*a*g*p^3*r-20*a*g*p^2*q*r-35*a*g*p^ 2*r^2-10*a*g*p*q^2*r-40*a*g*p*q*r^2-40*a*g*p*r^3-5*a*g*q^2*r^2-20*a*g*q*r^3-15* a*g*r^4-2*a*p^4*r-6*a*p^3*q*r-9*a*p^3*r^2-6*a*p^2*q^2*r-19*a*p^2*q*r^2-15*a*p^2 *r^3-2*a*p*q^3*r-11*a*p*q^2*r^2-20*a*p*q*r^3-11*a*p*r^4-a*q^3*r^2-5*a*q^2*r^3-7 *a*q*r^4-3*a*r^5-16*b^3*c^2*r-16*b^3*c*p*r-8*b^3*c*q*r-20*b^3*c*r^2-4*b^3*p^2*r -4*b^3*p*q*r-10*b^3*p*r^2-2*b^3*q*r^2-6*b^3*r^3-48*b^2*c^3*r-32*b^2*c^2*g*r-72* b^2*c^2*p*r-48*b^2*c^2*q*r-84*b^2*c^2*r^2-36*b^2*c*g*p*r-16*b^2*c*g*q*r-42*b^2* c*g*r^2-36*b^2*c*p^2*r-48*b^2*c*p*q*r-84*b^2*c*p*r^2-12*b^2*c*q^2*r-48*b^2*c*q* r^2-48*b^2*c*r^3-10*b^2*g*p^2*r-10*b^2*g*p*q*r-25*b^2*g*p*r^2-5*b^2*g*q*r^2-15* b^2*g*r^3-6*b^2*p^3*r-12*b^2*p^2*q*r-21*b^2*p^2*r^2-6*b^2*p*q^2*r-24*b^2*p*q*r^ 2-24*b^2*p*r^3-3*b^2*q^2*r^2-12*b^2*q*r^3-9*b^2*r^4-32*b*c^4*r-56*b*c^3*g*r-64* b*c^3*p*r-48*b*c^3*q*r-72*b*c^3*r^2-20*b*c^2*g^2*r-96*b*c^2*g*p*r-56*b*c^2*g*q* r-104*b*c^2*g*r^2-48*b*c^2*p^2*r-72*b*c^2*p*q*r-108*b*c^2*p*r^2-24*b*c^2*q^2*r-\ 76*b*c^2*q*r^2-60*b*c^2*r^3-26*b*c*g^2*p*r-10*b*c*g^2*q*r-28*b*c*g^2*r^2-54*b*c *g*p^2*r-68*b*c*g*p*q*r-122*b*c*g*p*r^2-14*b*c*g*q^2*r-62*b*c*g*q*r^2-68*b*c*g* r^3-16*b*c*p^3*r-36*b*c*p^2*q*r-54*b*c*p^2*r^2-24*b*c*p*q^2*r-76*b*c*p*q*r^2-60 *b*c*p*r^3-4*b*c*q^3*r-22*b*c*q^2*r^2-40*b*c*q*r^3-22*b*c*r^4-8*b*g^2*p^2*r-8*b *g^2*p*q*r-20*b*g^2*p*r^2-4*b*g^2*q*r^2-12*b*g^2*r^3-10*b*g*p^3*r-20*b*g*p^2*q* r-35*b*g*p^2*r^2-10*b*g*p*q^2*r-40*b*g*p*q*r^2-40*b*g*p*r^3-5*b*g*q^2*r^2-20*b* g*q*r^3-15*b*g*r^4-2*b*p^4*r-6*b*p^3*q*r-9*b*p^3*r^2-6*b*p^2*q^2*r-19*b*p^2*q*r ^2-15*b*p^2*r^3-2*b*p*q^3*r-11*b*p*q^2*r^2-20*b*p*q*r^3-11*b*p*r^4-b*q^3*r^2-5* b*q^2*r^3-7*b*q*r^4-3*b*r^5-16*c^4*g*r-16*c^3*g^2*r-40*c^3*g*p*r-24*c^3*g*q*r-\ 40*c^3*g*r^2-4*c^2*g^3*r-32*c^2*g^2*p*r-16*c^2*g^2*q*r-32*c^2*g^2*r^2-36*c^2*g* p^2*r-48*c^2*g*p*q*r-76*c^2*g*p*r^2-12*c^2*g*q^2*r-44*c^2*g*q*r^2-40*c^2*g*r^3-\ 6*c*g^3*p*r-2*c*g^3*q*r-6*c*g^3*r^2-20*c*g^2*p^2*r-24*c*g^2*p*q*r-44*c*g^2*p*r^ 2-4*c*g^2*q^2*r-20*c*g^2*q*r^2-24*c*g^2*r^3-14*c*g*p^3*r-30*c*g*p^2*q*r-46*c*g* p^2*r^2-18*c*g*p*q^2*r-60*c*g*p*q*r^2-50*c*g*p*r^3-2*c*g*q^3*r-14*c*g*q^2*r^2-\ 30*c*g*q*r^3-18*c*g*r^4-2*g^3*p^2*r-2*g^3*p*q*r-5*g^3*p*r^2-g^3*q*r^2-3*g^3*r^3 -4*g^2*p^3*r-8*g^2*p^2*q*r-14*g^2*p^2*r^2-4*g^2*p*q^2*r-16*g^2*p*q*r^2-16*g^2*p *r^3-2*g^2*q^2*r^2-8*g^2*q*r^3-6*g^2*r^4-2*g*p^4*r-6*g*p^3*q*r-9*g*p^3*r^2-6*g* p^2*q^2*r-19*g*p^2*q*r^2-15*g*p^2*r^3-2*g*p*q^3*r-11*g*p*q^2*r^2-20*g*p*q*r^3-\ 11*g*p*r^4-g*q^3*r^2-5*g*q^2*r^3-7*g*q*r^4-3*g*r^5+32*a^3*c^2+48*a^3*c*p+32*a^3 *c*q+60*a^3*c*r+16*a^3*p^2+24*a^3*p*q+38*a^3*p*r+8*a^3*q^2+30*a^3*q*r+38*a^3*r^ 2+96*a^2*b*c^2+128*a^2*b*c*p+80*a^2*b*c*q+132*a^2*b*c*r+40*a^2*b*p^2+56*a^2*b*p *q+82*a^2*b*p*r+16*a^2*b*q^2+58*a^2*b*q*r+74*a^2*b*r^2+80*a^2*c^3+80*a^2*c^2*g+ 176*a^2*c^2*p+104*a^2*c^2*q+204*a^2*c^2*r+112*a^2*c*g*p+72*a^2*c*g*q+126*a^2*c* g*r+116*a^2*c*p^2+160*a^2*c*p*q+248*a^2*c*p*r+44*a^2*c*q^2+180*a^2*c*q*r+184*a^ 2*c*r^2+36*a^2*g*p^2+52*a^2*g*p*q+79*a^2*g*p*r+16*a^2*g*q^2+59*a^2*g*q*r+75*a^2 *g*r^2+24*a^2*p^3+54*a^2*p^2*q+73*a^2*p^2*r+36*a^2*p*q^2+112*a^2*p*q*r+94*a^2*p *r^2+6*a^2*q^3+39*a^2*q^2*r+80*a^2*q*r^2+45*a^2*r^3+96*a*b^2*c^2+112*a*b^2*c*p+ 64*a*b^2*c*q+84*a*b^2*c*r+32*a*b^2*p^2+40*a*b^2*p*q+50*a*b^2*p*r+8*a*b^2*q^2+26 *a*b^2*q*r+34*a*b^2*r^2+192*a*b*c^3+160*a*b*c^2*g+360*a*b*c^2*p+216*a*b*c^2*q+ 304*a*b*c^2*r+200*a*b*c*g*p+120*a*b*c*g*q+180*a*b*c*g*r+216*a*b*c*p^2+288*a*b*c *p*q+372*a*b*c*p*r+72*a*b*c*q^2+236*a*b*c*q*r+204*a*b*c*r^2+60*a*b*g*p^2+80*a*b *g*p*q+110*a*b*g*p*r+20*a*b*g*q^2+70*a*b*g*q*r+90*a*b*g*r^2+42*a*b*p^3+90*a*b*p ^2*q+110*a*b*p^2*r+54*a*b*p*q^2+152*a*b*p*q*r+116*a*b*p*r^2+6*a*b*q^3+42*a*b*q^ 2*r+88*a*b*q*r^2+48*a*b*r^3+48*a*c^4+152*a*c^3*g+136*a*c^3*p+72*a*c^3*q+152*a*c ^3*r+64*a*c^2*g^2+304*a*c^2*g*p+184*a*c^2*g*q+296*a*c^2*g*r+132*a*c^2*p^2+168*a *c^2*p*q+268*a*c^2*p*r+36*a*c^2*q^2+180*a*c^2*q*r+176*a*c^2*r^2+84*a*c*g^2*p+52 *a*c*g^2*q+84*a*c*g^2*r+190*a*c*g*p^2+260*a*c*g*p*q+362*a*c*g*p*r+70*a*c*g*q^2+ 250*a*c*g*q*r+232*a*c*g*r^2+54*a*c*p^3+114*a*c*p^2*q+154*a*c*p^2*r+66*a*c*p*q^2 +220*a*c*p*q*r+176*a*c*p*r^2+6*a*c*q^3+66*a*c*q^2*r+140*a*c*q*r^2+76*a*c*r^3+26 *a*g^2*p^2+36*a*g^2*p*q+52*a*g^2*p*r+10*a*g^2*q^2+36*a*g^2*q*r+46*a*g^2*r^2+38* a*g*p^3+84*a*g*p^2*q+107*a*g*p^2*r+54*a*g*p*q^2+158*a*g*p*q*r+125*a*g*p*r^2+8*a *g*q^3+51*a*g*q^2*r+103*a*g*q*r^2+56*a*g*r^3+8*a*p^4+24*a*p^3*q+29*a*p^3*r+24*a *p^2*q^2+65*a*p^2*q*r+44*a*p^2*r^2+8*a*p*q^3+43*a*p*q^2*r+70*a*p*q*r^2+33*a*p*r ^3+7*a*q^3*r+26*a*q^2*r^2+29*a*q*r^3+10*a*r^4+32*b^3*c^2+32*b^3*c*p+16*b^3*c*q+ 12*b^3*c*r+8*b^3*p^2+8*b^3*p*q+6*b^3*p*r-2*b^3*q*r-2*b^3*r^2+112*b^2*c^3+80*b^2 *c^2*g+184*b^2*c^2*p+112*b^2*c^2*q+100*b^2*c^2*r+88*b^2*c*g*p+48*b^2*c*g*q+54*b ^2*c*g*r+100*b^2*c*p^2+128*b^2*c*p*q+124*b^2*c*p*r+28*b^2*c*q^2+56*b^2*c*q*r+20 *b^2*c*r^2+24*b^2*g*p^2+28*b^2*g*p*q+31*b^2*g*p*r+4*b^2*g*q^2+11*b^2*g*q*r+15*b ^2*g*r^2+18*b^2*p^3+36*b^2*p^2*q+37*b^2*p^2*r+18*b^2*p*q^2+40*b^2*p*q*r+22*b^2* p*r^2+3*b^2*q^2*r+8*b^2*q*r^2+3*b^2*r^3+80*b*c^4+168*b*c^3*g+184*b*c^3*p+120*b* c^3*q+104*b*c^3*r+64*b*c^2*g^2+296*b*c^2*g*p+176*b*c^2*g*q+208*b*c^2*g*r+156*b* c^2*p^2+216*b*c^2*p*q+204*b*c^2*p*r+60*b*c^2*q^2+116*b*c^2*q*r+40*b*c^2*r^2+76* b*c*g^2*p+44*b*c*g^2*q+60*b*c*g^2*r+170*b*c*g*p^2+220*b*c*g*p*q+254*b*c*g*p*r+ 50*b*c*g*q^2+142*b*c*g*q*r+104*b*c*g*r^2+58*b*c*p^3+126*b*c*p^2*q+126*b*c*p^2*r +78*b*c*p*q^2+164*b*c*p*q*r+76*b*c*p*r^2+10*b*c*q^3+38*b*c*q^2*r+40*b*c*q*r^2+8 *b*c*r^3+22*b*g^2*p^2+28*b*g^2*p*q+36*b*g^2*p*r+6*b*g^2*q^2+20*b*g^2*q*r+26*b*g ^2*r^2+32*b*g*p^3+66*b*g*p^2*q+75*b*g*p^2*r+36*b*g*p*q^2+94*b*g*p*q*r+65*b*g*p* r^2+2*b*g*q^3+19*b*g*q^2*r+43*b*g*q*r^2+22*b*g*r^3+8*b*p^4+24*b*p^3*q+25*b*p^3* r+24*b*p^2*q^2+53*b*p^2*q*r+28*b*p^2*r^2+8*b*p*q^3+31*b*p*q^2*r+38*b*p*q*r^2+13 *b*p*r^3+3*b*q^3*r+10*b*q^2*r^2+9*b*q*r^3+2*b*r^4+64*c^4*g+64*c^3*g^2+160*c^3*g *p+96*c^3*g*q+128*c^3*g*r+16*c^2*g^3+120*c^2*g^2*p+72*c^2*g^2*q+100*c^2*g^2*r+ 144*c^2*g*p^2+192*c^2*g*p*q+236*c^2*g*p*r+48*c^2*g*q^2+148*c^2*g*q*r+108*c^2*g* r^2+20*c*g^3*p+12*c*g^3*q+18*c*g^3*r+72*c*g^2*p^2+96*c*g^2*p*q+122*c*g^2*p*r+24 *c*g^2*q^2+78*c*g^2*q*r+66*c*g^2*r^2+56*c*g*p^3+120*c*g*p^2*q+140*c*g*p^2*r+72* c*g*p*q^2+192*c*g*p*q*r+126*c*g*p*r^2+8*c*g*q^3+52*c*g*q^2*r+90*c*g*q*r^2+42*c* g*r^3+6*g^3*p^2+8*g^3*p*q+11*g^3*p*r+2*g^3*q^2+7*g^3*q*r+9*g^3*r^2+14*g^2*p^3+ 30*g^2*p^2*q+36*g^2*p^2*r+18*g^2*p*q^2+50*g^2*p*q*r+37*g^2*p*r^2+2*g^2*q^3+14*g ^2*q^2*r+29*g^2*q*r^2+15*g^2*r^3+8*g*p^4+24*g*p^3*q+27*g*p^3*r+24*g*p^2*q^2+59* g*p^2*q*r+36*g*p^2*r^2+8*g*p*q^3+37*g*p*q^2*r+54*g*p*q*r^2+23*g*p*r^3+5*g*q^3*r +18*g*q^2*r^2+19*g*q*r^3+6*g*r^4+40*a^3*c+36*a^3*p+20*a^3*q+24*a^3*r+136*a^2*b* c+100*a^2*b*p+52*a^2*b*q+64*a^2*b*r+104*a^2*c^2+108*a^2*c*g+196*a^2*c*p+80*a^2* c*q+156*a^2*c*r+86*a^2*g*p+46*a^2*g*q+56*a^2*g*r+72*a^2*p^2+86*a^2*p*q+124*a^2* p*r+14*a^2*q^2+66*a^2*q*r+70*a^2*r^2+152*a*b^2*c+92*a*b^2*p+44*a*b^2*q+56*a*b^2 *r+320*a*b*c^2+240*a*b*c*g+436*a*b*c*p+204*a*b*c*q+300*a*b*c*r+160*a*b*g*p+80*a *b*g*q+100*a*b*g*r+138*a*b*p^2+160*a*b*p*q+208*a*b*p*r+22*a*b*q^2+92*a*b*q*r+78 *a*b*r^2+72*a*c^3+236*a*c^2*g+200*a*c^2*p+56*a*c^2*q+172*a*c^2*r+92*a*c*g^2+362 *a*c*g*p+166*a*c*g*q+268*a*c*g*r+146*a*c*p^2+148*a*c*p*q+256*a*c*p*r+2*a*c*q^2+ 112*a*c*q*r+142*a*c*r^2+66*a*g^2*p+34*a*g^2*q+42*a*g^2*r+122*a*g*p^2+146*a*g*p* q+197*a*g*p*r+24*a*g*q^2+99*a*g*q*r+93*a*g*r^2+32*a*p^3+60*a*p^2*q+85*a*p^2*r+ 24*a*p*q^2+98*a*p*q*r+86*a*p*r^2-4*a*q^3+13*a*q^2*r+50*a*q*r^2+33*a*r^3+56*b^3* c+28*b^3*p+12*b^3*q+16*b^3*r+216*b^2*c^2+132*b^2*c*g+240*b^2*c*p+124*b^2*c*q+ 144*b^2*c*r+74*b^2*g*p+34*b^2*g*q+44*b^2*g*r+66*b^2*p^2+74*b^2*p*q+84*b^2*p*r+8 *b^2*q^2+26*b^2*q*r+8*b^2*r^2+184*b*c^3+308*b*c^2*g+328*b*c^2*p+184*b*c^2*q+204 *b*c^2*r+100*b*c*g^2+378*b*c*g*p+182*b*c*g*q+244*b*c*g*r+190*b*c*p^2+236*b*c*p* q+264*b*c*p*r+46*b*c*q^2+120*b*c*q*r+58*b*c*r^2+62*b*g^2*p+30*b*g^2*q+38*b*g^2* r+112*b*g*p^2+126*b*g*p*q+157*b*g*p*r+14*b*g*q^2+59*b*g*q*r+43*b*g*r^2+36*b*p^3 +72*b*p^2*q+81*b*p^2*r+36*b*p*q^2+90*b*p*q*r+50*b*p*r^2+9*b*q^2*r+14*b*q*r^2+5* b*r^3+128*c^3*g+112*c^2*g^2+264*c^2*g*p+120*c^2*g*q+188*c^2*g*r+24*c*g^3+152*c* g^2*p+72*c*g^2*q+106*c*g^2*r+168*c*g*p^2+192*c*g*p*q+260*c*g*p*r+24*c*g*q^2+116 *c*g*q*r+100*c*g*r^2+16*g^3*p+8*g^3*q+10*g^3*r+48*g^2*p^2+56*g^2*p*q+73*g^2*p*r +8*g^2*q^2+33*g^2*q*r+29*g^2*r^2+34*g*p^3+66*g*p^2*q+83*g*p^2*r+30*g*p*q^2+94*g *p*q*r+68*g*p*r^2-2*g*q^3+11*g*q^2*r+32*g*q*r^2+19*g*r^3+8*a^3+40*a^2*b+12*a^2* c+28*a^2*g+42*a^2*p-2*a^2*q+18*a^2*r+56*a*b^2+144*a*b*c+80*a*b*g+116*a*b*p+28*a *b*q+68*a*b*r+8*a*c^2+84*a*c*g+76*a*c*p-28*a*c*q+36*a*c*r+28*a*g^2+92*a*g*p+16* a*g*q+50*a*g*r+36*a*p^2+20*a*p*q+52*a*p*r-16*a*q^2+24*a*r^2+24*b^3+132*b^2*c+52 *b^2*g+74*b^2*p+30*b^2*q+50*b^2*r+152*b*c^2+172*b*c*g+188*b*c*p+84*b*c*q+116*b* c*r+36*b*g^2+112*b*g*p+36*b*g*q+70*b*g*r+56*b*p^2+60*b*p*q+76*b*p*r+4*b*q^2+24* b*q*r+12*b*r^2+80*c^2*g+56*c*g^2+132*c*g*p+28*c*g*q+76*c*g*r+8*g^3+44*g^2*p+12* g^2*q+26*g^2*r+46*g*p^2+40*g*p*q+64*g*p*r-6*g*q^2+12*g*q*r+18*g*r^2-12*a^2+16*a *b-24*a*c+4*a*p-20*a*q-8*a*r+28*b^2+56*b*c+32*b*g+36*b*p+12*b*q+24*b*r+16*c*g+8 *g^2+20*g*p-4*g*q+8*g*r-8*a+8*b)*x+x^2*(x-1)^2*(-(a+b+g)*(6*a*c+3*a*p+3*a*q+6*a *r+6*b*c+3*b*p+3*b*q+6*b*r+12*c^2+4*c*g+12*c*p+12*c*q+22*c*r+2*g*p+2*g*q+4*g*r+ 3*p^2+6*p*q+11*p*r+3*q^2+11*q*r+11*r^2+6*a+6*b-18*c+4*g-9*p-9*q-21*r-30)*x^2+(6 *a^2*c+6*a^2*p+3*a^2*q+9*a^2*r+12*a*b*c+9*a*b*p+3*a*b*q+12*a*b*r+6*a*c^2+11*a*c *g+15*a*c*p+3*a*c*q+16*a*c*r+9*a*g*p+4*a*g*q+13*a*g*r+6*a*p^2+6*a*p*q+17*a*p*r+ 5*a*q*r+11*a*r^2+6*b^2*c+3*b^2*p+3*b^2*r+18*b*c^2+9*b*c*g+21*b*c*p+9*b*c*q+28*b *c*r+6*b*g*p+b*g*q+7*b*g*r+6*b*p^2+6*b*p*q+17*b*p*r+5*b*q*r+11*b*r^2+12*c^2*g+4 *c*g^2+18*c*g*p+6*c*g*q+22*c*g*r+3*g^2*p+g^2*q+4*g^2*r+6*g*p^2+6*g*p*q+17*g*p*r +5*g*q*r+11*g*r^2+6*a^2+12*a*b-14*a*c+11*a*g-14*a*p-10*a*q-27*a*r+6*b^2-22*b*c+ 9*b*g-8*b*p-4*b*q-15*b*r-18*c*g+4*g^2-11*g*p-7*g*q-21*g*r-20*a-40*b-30*g)*x-(3* a+3*c+g+3*p+3*r-5)*(a*p+a*r+2*b*c+b*p+b*r+c*g+g*p+g*r+2*b+g))*dx^4+x*(x-1)*((4* a^2*c+2*a^2*p+2*a^2*q+4*a^2*r+8*a*b*c+4*a*b*p+4*a*b*q+8*a*b*r+24*a*c^2+6*a*c*g+ 24*a*c*p+24*a*c*q+48*a*c*r+3*a*g*p+3*a*g*q+6*a*g*r+6*a*p^2+12*a*p*q+24*a*p*r+6* a*q^2+24*a*q*r+27*a*r^2+4*b^2*c+2*b^2*p+2*b^2*q+4*b^2*r+24*b*c^2+6*b*c*g+24*b*c *p+24*b*c*q+48*b*c*r+3*b*g*p+3*b*g*q+6*b*g*r+6*b*p^2+12*b*p*q+24*b*p*r+6*b*q^2+ 24*b*q*r+27*b*r^2+24*c^3+16*c^2*g+36*c^2*p+36*c^2*q+72*c^2*r+2*c*g^2+16*c*g*p+ 16*c*g*q+32*c*g*r+18*c*p^2+36*c*p*q+72*c*p*r+18*c*q^2+72*c*q*r+72*c*r^2+g^2*p+g ^2*q+2*g^2*r+4*g*p^2+8*g*p*q+16*g*p*r+4*g*q^2+16*g*q*r+18*g*r^2+3*p^3+9*p^2*q+ 18*p^2*r+9*p*q^2+36*p*q*r+36*p*r^2+3*q^3+18*q^2*r+36*q*r^2+24*r^3+4*a^2+8*a*b-\ 46*a*c+6*a*g-23*a*p-23*a*q-49*a*r+4*b^2-46*b*c+6*b*g-23*b*p-23*b*q-49*b*r-116*c ^2-30*c*g-116*c*p-116*c*q-196*c*r+2*g^2-15*g*p-15*g*q-32*g*r-29*p^2-58*p*q-98*p *r-29*q^2-98*q*r-96*r^2-70*a-70*b-32*c-46*g-16*p-16*q+20*r+108)*(a+b+g)*x^3+(-8 *a^3*c-6*a^3*p-4*a^3*q-10*a^3*r-20*a^2*b*c-14*a^2*b*p-8*a^2*b*q-22*a^2*b*r-32*a ^2*c^2-18*a^2*c*g-52*a^2*c*p-28*a^2*c*q-74*a^2*c*r-13*a^2*g*p-8*a^2*g*q-21*a^2* g*r-18*a^2*p^2-24*a^2*p*q-60*a^2*p*r-6*a^2*q^2-33*a^2*q*r-51*a^2*r^2-16*a*b^2*c -10*a*b^2*p-4*a*b^2*q-14*a*b^2*r-72*a*b*c^2-30*a*b*c*g-96*a*b*c*p-48*a*b*c*q-\ 144*a*b*c*r-20*a*b*g*p-10*a*b*g*q-30*a*b*g*r-30*a*b*p^2-36*a*b*p*q-99*a*b*p*r-6 *a*b*q^2-45*a*b*q*r-81*a*b*r^2-24*a*c^3-60*a*c^2*g-60*a*c^2*p-24*a*c^2*q-78*a*c ^2*r-13*a*c*g^2-86*a*c*g*p-46*a*c*g*q-127*a*c*g*r-42*a*c*p^2-48*a*c*p*q-129*a*c *p*r-6*a*c*q^2-57*a*c*q*r-93*a*c*r^2-9*a*g^2*p-5*a*g^2*q-14*a*g^2*r-28*a*g*p^2-\ 36*a*g*p*q-93*a*g*p*r-8*a*g*q^2-48*a*g*q*r-78*a*g*r^2-9*a*p^3-18*a*p^2*q-45*a*p ^2*r-9*a*p*q^2-54*a*p*q*r-72*a*p*r^2-9*a*q^2*r-36*a*q*r^2-36*a*r^3-4*b^3*c-2*b^ 3*p-2*b^3*r-40*b^2*c^2-12*b^2*c*g-44*b^2*c*p-20*b^2*c*q-70*b^2*c*r-7*b^2*g*p-2* b^2*g*q-9*b^2*g*r-12*b^2*p^2-12*b^2*p*q-39*b^2*p*r-12*b^2*q*r-30*b^2*r^2-48*b*c ^3-60*b*c^2*g-84*b*c^2*p-48*b*c^2*q-138*b*c^2*r-11*b*c*g^2-74*b*c*g*p-34*b*c*g* q-113*b*c*g*r-48*b*c*p^2-60*b*c*p*q-159*b*c*p*r-12*b*c*q^2-87*b*c*q*r-123*b*c*r ^2-7*b*g^2*p-3*b*g^2*q-10*b*g^2*r-22*b*g*p^2-24*b*g*p*q-72*b*g*p*r-2*b*g*q^2-27 *b*g*q*r-57*b*g*r^2-9*b*p^3-18*b*p^2*q-45*b*p^2*r-9*b*p*q^2-54*b*p*q*r-72*b*p*r ^2-9*b*q^2*r-36*b*q*r^2-36*b*r^3-36*c^3*g-24*c^2*g^2-72*c^2*g*p-36*c^2*g*q-108* c^2*g*r-3*c*g^3-32*c*g^2*p-16*c*g^2*q-48*c*g^2*r-45*c*g*p^2-54*c*g*p*q-144*c*g* p*r-9*c*g*q^2-72*c*g*q*r-108*c*g*r^2-2*g^3*p-g^3*q-3*g^3*r-10*g^2*p^2-12*g^2*p* q-33*g^2*p*r-2*g^2*q^2-15*g^2*q*r-27*g^2*r^2-9*g*p^3-18*g*p^2*q-45*g*p^2*r-9*g* p*q^2-54*g*p*q*r-72*g*p*r^2-9*g*q^2*r-36*g*q*r^2-36*g*r^3-8*a^3-20*a^2*b+80*a^2 *c-18*a^2*g+55*a^2*p+44*a^2*q+111*a^2*r-16*a*b^2+138*a*b*c-30*a*b*g+80*a*b*p+58 *a*b*q+147*a*b*r+140*a*c^2+129*a*c*g+200*a*c*p+126*a*c*q+289*a*c*r-13*a*g^2+79* a*g*p+61*a*g*q+154*a*g*r+65*a*p^2+93*a*p*q+198*a*p*r+28*a*q^2+126*a*q*r+159*a*r ^2-4*b^3+58*b^2*c-12*b^2*g+25*b^2*p+14*b^2*q+36*b^2*r+208*b*c^2+99*b*c*g+222*b* c*p+148*b*c*q+299*b*c*r-11*b*g^2+53*b*g*p+35*b*g*q+89*b*g*r+59*b*p^2+81*b*p*q+ 168*b*p*r+22*b*q^2+96*b*q*r+129*b*r^2+174*c^2*g+45*c*g^2+211*c*g*p+137*c*g*q+ 294*c*g*r-3*g^3+26*g^2*p+19*g^2*q+48*g^2*r+62*g*p^2+87*g*p*q+183*g*p*r+25*g*q^2 +111*g*q*r+144*g*r^2+112*a^2+210*a*b+16*a*c+189*a*g+20*a*p-18*a*q-65*a*r+98*b^2 +80*b*c+159*b*g+66*b*p+28*b*q+5*b*r+48*c*g+69*g^2+43*g*p+5*g*q-30*g*r-148*a-176 *b-162*g)*x^2+(4*a^3*c+6*a^3*p+2*a^3*q+8*a^3*r+12*a^2*b*c+10*a^2*b*p+2*a^2*b*q+ 12*a^2*b*r+8*a^2*c^2+10*a^2*c*g+32*a^2*c*p+4*a^2*c*q+30*a^2*c*r+11*a^2*g*p+3*a^ 2*g*q+14*a^2*g*r+18*a^2*p^2+12*a^2*p*q+48*a^2*p*r+9*a^2*q*r+30*a^2*r^2+8*a*b^2* c+4*a*b^2*p+4*a*b^2*r+40*a*b*c^2+14*a*b*c*g+64*a*b*c*p+16*a*b*c*q+80*a*b*c*r+11 *a*b*g*p+a*b*g*q+12*a*b*g*r+24*a*b*p^2+12*a*b*p*q+63*a*b*p*r+9*a*b*q*r+39*a*b*r ^2+4*a*c^3+26*a*c^2*g+26*a*c^2*p+2*a*c^2*q+22*a*c^2*r+6*a*c*g^2+57*a*c*g*p+11*a *c*g*q+63*a*c*g*r+30*a*c*p^2+12*a*c*p*q+69*a*c*p*r+9*a*c*q*r+39*a*c*r^2+6*a*g^2 *p+a*g^2*q+7*a*g^2*r+26*a*g*p^2+16*a*g*p*q+69*a*g*p*r+12*a*g*q*r+43*a*g*r^2+9*a *p^3+9*a*p^2*q+36*a*p^2*r+18*a*p*q*r+45*a*p*r^2+9*a*q*r^2+18*a*r^3+16*b^2*c^2+4 *b^2*c*g+20*b^2*c*p+26*b^2*c*r+2*b^2*g*p+2*b^2*g*r+6*b^2*p^2+15*b^2*p*r+9*b^2*r ^2+28*b*c^3+26*b*c^2*g+62*b*c^2*p+14*b*c^2*q+82*b*c^2*r+4*b*c*g^2+39*b*c*g*p+5* b*c*g*q+49*b*c*g*r+42*b*c*p^2+24*b*c*p*q+111*b*c*p*r+27*b*c*q*r+69*b*c*r^2+3*b* g^2*p+3*b*g^2*r+14*b*g*p^2+4*b*g*p*q+36*b*g*p*r+3*b*g*q*r+22*b*g*r^2+9*b*p^3+9* b*p^2*q+36*b*p^2*r+18*b*p*q*r+45*b*p*r^2+9*b*q*r^2+18*b*r^3+16*c^3*g+10*c^2*g^2 +44*c^2*g*p+8*c^2*g*q+52*c^2*g*r+c*g^3+19*c*g^2*p+3*c*g^2*q+22*c*g^2*r+36*c*g*p ^2+18*c*g*p*q+90*c*g*p*r+18*c*g*q*r+54*c*g*r^2+g^3*p+g^3*r+8*g^2*p^2+4*g^2*p*q+ 21*g^2*p*r+3*g^2*q*r+13*g^2*r^2+9*g*p^3+9*g*p^2*q+36*g*p^2*r+18*g*p*q*r+45*g*p* r^2+9*g*q*r^2+18*g*r^3+4*a^3+12*a^2*b-34*a^2*c+10*a^2*g-41*a^2*p-21*a^2*q-71*a^ 2*r+8*a*b^2-66*a*b*c+14*a*b*g-31*a*b*p-9*a*b*q-43*a*b*r-38*a*c^2-62*a*c*g-93*a* c*p-21*a*c*q-113*a*c*r+6*a*g^2-47*a*g*p-22*a*g*q-78*a*g*r-43*a*p^2-35*a*p*q-114 *a*p*r-30*a*q*r-71*a*r^2-12*b^2*c+4*b^2*g-2*b^2*p+4*b^2*r-106*b*c^2-32*b*c*g-\ 117*b*c*p-41*b*c*q-123*b*c*r+4*b*g^2-14*b*g*p-3*b*g*q-13*b*g*r-31*b*p^2-23*b*p* q-72*b*p*r-12*b*q*r-41*b*r^2-72*c^2*g-19*c*g^2-105*c*g*p-31*c*g*q-118*c*g*r+g^3 -12*g^2*p-5*g^2*q-18*g^2*r-37*g*p^2-29*g*p*q-93*g*p*r-21*g*q*r-56*g*r^2-42*a^2-\ 106*a*b+4*a*c-88*a*g-a*p+23*a*q+37*a*r-28*b^2-60*b*c-58*b*g-61*b*p-9*b*q-33*b*r -28*c*g-29*g^2-31*g*p+7*g*q+2*g*r+46*a+74*b+60*g)*x-(2*a^2+4*a*c+a*g+6*a*p+6*a* r+2*c^2+c*g+6*c*p+6*c*r+2*g*p+2*g*r+3*p^2+6*p*r+3*r^2-9*a-9*c-3*g-7*p-7*r+3)*(a *p+a*r+2*b*c+b*p+b*r+c*g+g*p+g*r+2*b+g))*dx^3+x^3*(x-1)^3*((a+b+g)*(2*c+p+q+2*r +2)*x-p*a-r*a-2*c*b-p*b-r*b-c*g-p*g-r*g-2*b-g)*dx^5+(-(a+b+g)*(8*a^2*c^2+8*a^2* c*p+8*a^2*c*q+20*a^2*c*r+2*a^2*p^2+4*a^2*p*q+10*a^2*p*r+2*a^2*q^2+10*a^2*q*r+14 *a^2*r^2+16*a*b*c^2+16*a*b*c*p+16*a*b*c*q+40*a*b*c*r+4*a*b*p^2+8*a*b*p*q+20*a*b *p*r+4*a*b*q^2+20*a*b*q*r+28*a*b*r^2+24*a*c^3+12*a*c^2*g+36*a*c^2*p+36*a*c^2*q+ 96*a*c^2*r+12*a*c*g*p+12*a*c*g*q+30*a*c*g*r+18*a*c*p^2+36*a*c*p*q+96*a*c*p*r+18 *a*c*q^2+96*a*c*q*r+114*a*c*r^2+3*a*g*p^2+6*a*g*p*q+15*a*g*p*r+3*a*g*q^2+15*a*g *q*r+21*a*g*r^2+3*a*p^3+9*a*p^2*q+24*a*p^2*r+9*a*p*q^2+48*a*p*q*r+57*a*p*r^2+3* a*q^3+24*a*q^2*r+57*a*q*r^2+45*a*r^3+8*b^2*c^2+8*b^2*c*p+8*b^2*c*q+20*b^2*c*r+2 *b^2*p^2+4*b^2*p*q+10*b^2*p*r+2*b^2*q^2+10*b^2*q*r+14*b^2*r^2+24*b*c^3+12*b*c^2 *g+36*b*c^2*p+36*b*c^2*q+96*b*c^2*r+12*b*c*g*p+12*b*c*g*q+30*b*c*g*r+18*b*c*p^2 +36*b*c*p*q+96*b*c*p*r+18*b*c*q^2+96*b*c*q*r+114*b*c*r^2+3*b*g*p^2+6*b*g*p*q+15 *b*g*p*r+3*b*g*q^2+15*b*g*q*r+21*b*g*r^2+3*b*p^3+9*b*p^2*q+24*b*p^2*r+9*b*p*q^2 +48*b*p*q*r+57*b*p*r^2+3*b*q^3+24*b*q^2*r+57*b*q*r^2+45*b*r^3+16*c^4+16*c^3*g+ 32*c^3*p+32*c^3*q+88*c^3*r+4*c^2*g^2+24*c^2*g*p+24*c^2*g*q+64*c^2*g*r+24*c^2*p^ 2+48*c^2*p*q+132*c^2*p*r+24*c^2*q^2+132*c^2*q*r+148*c^2*r^2+4*c*g^2*p+4*c*g^2*q +10*c*g^2*r+12*c*g*p^2+24*c*g*p*q+64*c*g*p*r+12*c*g*q^2+64*c*g*q*r+76*c*g*r^2+8 *c*p^3+24*c*p^2*q+66*c*p^2*r+24*c*p*q^2+132*c*p*q*r+148*c*p*r^2+8*c*q^3+66*c*q^ 2*r+148*c*q*r^2+104*c*r^3+g^2*p^2+2*g^2*p*q+5*g^2*p*r+g^2*q^2+5*g^2*q*r+7*g^2*r ^2+2*g*p^3+6*g*p^2*q+16*g*p^2*r+6*g*p*q^2+32*g*p*q*r+38*g*p*r^2+2*g*q^3+16*g*q^ 2*r+38*g*q*r^2+30*g*r^3+p^4+4*p^3*q+11*p^3*r+6*p^2*q^2+33*p^2*q*r+37*p^2*r^2+4* p*q^3+33*p*q^2*r+74*p*q*r^2+52*p*r^3+q^4+11*q^3*r+37*q^2*r^2+52*q*r^3+26*r^4-28 *a^2*c-14*a^2*p-14*a^2*q-26*a^2*r-56*a*b*c-28*a*b*p-28*a*b*q-52*a*b*r-200*a*c^2 -42*a*c*g-200*a*c*p-200*a*c*q-332*a*c*r-21*a*g*p-21*a*g*q-39*a*g*r-50*a*p^2-100 *a*p*q-166*a*p*r-50*a*q^2-166*a*q*r-176*a*r^2-28*b^2*c-14*b^2*p-14*b^2*q-26*b^2 *r-200*b*c^2-42*b*c*g-200*b*c*p-200*b*c*q-332*b*c*r-21*b*g*p-21*b*g*q-39*b*g*r-\ 50*b*p^2-100*b*p*q-166*b*p*r-50*b*q^2-166*b*q*r-176*b*r^2-208*c^3-132*c^2*g-312 *c^2*p-312*c^2*q-504*c^2*r-14*c*g^2-132*c*g*p-132*c*g*q-218*c*g*r-156*c*p^2-312 *c*p*q-504*c*p*r-156*c*q^2-504*c*q*r-446*c*r^2-7*g^2*p-7*g^2*q-13*g^2*r-33*g*p^ 2-66*g*p*q-109*g*p*r-33*g*q^2-109*g*q*r-115*g*r^2-26*p^3-78*p^2*q-126*p^2*r-78* p*q^2-252*p*q*r-223*p*r^2-26*q^3-126*q^2*r-223*q*r^2-136*r^3-36*a^2-72*a*b-62*a *c-54*a*g-31*a*p-31*a*q+17*a*r-36*b^2-62*b*c-54*b*g-31*b*p-31*b*q+17*b*r+100*c^ 2-46*c*g+100*c*p+100*c*q+198*c*r-18*g^2-23*g*p-23*g*q+7*g*r+25*p^2+50*p*q+99*p* r+25*q^2+99*q*r+124*r^2+162*a+162*b+264*c+102*g+132*p+132*q+94*r-60)*x^4+(16*a^ 3*c^2+24*a^3*c*p+16*a^3*c*q+44*a^3*c*r+8*a^3*p^2+12*a^3*p*q+34*a^3*p*r+4*a^3*q^ 2+22*a^3*q*r+38*a^3*r^2+48*a^2*b*c^2+64*a^2*b*c*p+40*a^2*b*c*q+124*a^2*b*c*r+20 *a^2*b*p^2+28*a^2*b*p*q+86*a^2*b*p*r+8*a^2*b*q^2+50*a^2*b*q*r+94*a^2*b*r^2+40*a ^2*c^3+40*a^2*c^2*g+88*a^2*c^2*p+52*a^2*c^2*q+164*a^2*c^2*r+56*a^2*c*g*p+36*a^2 *c*g*q+106*a^2*c*g*r+58*a^2*c*p^2+80*a^2*c*p*q+244*a^2*c*p*r+22*a^2*c*q^2+148*a ^2*c*q*r+224*a^2*c*r^2+18*a^2*g*p^2+26*a^2*g*p*q+77*a^2*g*p*r+8*a^2*g*q^2+47*a^ 2*g*q*r+85*a^2*g*r^2+12*a^2*p^3+27*a^2*p^2*q+81*a^2*p^2*r+18*a^2*p*q^2+114*a^2* p*q*r+162*a^2*p*r^2+3*a^2*q^3+33*a^2*q^2*r+102*a^2*q*r^2+102*a^2*r^3+48*a*b^2*c ^2+56*a*b^2*c*p+32*a*b^2*c*q+116*a*b^2*c*r+16*a*b^2*p^2+20*a*b^2*p*q+70*a*b^2*p *r+4*a*b^2*q^2+34*a*b^2*q*r+74*a*b^2*r^2+96*a*b*c^3+80*a*b*c^2*g+180*a*b*c^2*p+ 108*a*b*c^2*q+384*a*b*c^2*r+100*a*b*c*g*p+60*a*b*c*g*q+200*a*b*c*g*r+108*a*b*c* p^2+144*a*b*c*p*q+480*a*b*c*p*r+36*a*b*c*q^2+288*a*b*c*q*r+456*a*b*c*r^2+30*a*b *g*p^2+40*a*b*g*p*q+130*a*b*g*p*r+10*a*b*g*q^2+70*a*b*g*q*r+140*a*b*g*r^2+21*a* b*p^3+45*a*b*p^2*q+144*a*b*p^2*r+27*a*b*p*q^2+192*a*b*p*q*r+288*a*b*p*r^2+3*a*b *q^3+48*a*b*q^2*r+168*a*b*q*r^2+180*a*b*r^3+24*a*c^4+76*a*c^3*g+68*a*c^3*p+36*a *c^3*q+128*a*c^3*r+32*a*c^2*g^2+152*a*c^2*g*p+92*a*c^2*g*q+308*a*c^2*g*r+66*a*c ^2*p^2+84*a*c^2*p*q+276*a*c^2*p*r+18*a*c^2*q^2+156*a*c^2*q*r+236*a*c^2*r^2+42*a *c*g^2*p+26*a*c*g^2*q+82*a*c*g^2*r+95*a*c*g*p^2+130*a*c*g*p*q+412*a*c*g*p*r+35* a*c*g*q^2+252*a*c*g*q*r+386*a*c*g*r^2+27*a*c*p^3+57*a*c*p^2*q+180*a*c*p^2*r+33* a*c*p*q^2+240*a*c*p*q*r+332*a*c*p*r^2+3*a*c*q^3+60*a*c*q^2*r+200*a*c*q*r^2+188* a*c*r^3+13*a*g^2*p^2+18*a*g^2*p*q+56*a*g^2*p*r+5*a*g^2*q^2+32*a*g^2*q*r+61*a*g^ 2*r^2+19*a*g*p^3+42*a*g*p^2*q+129*a*g*p^2*r+27*a*g*p*q^2+178*a*g*p*q*r+258*a*g* p*r^2+4*a*g*q^3+49*a*g*q^2*r+158*a*g*q*r^2+162*a*g*r^3+4*a*p^4+12*a*p^3*q+37*a* p^3*r+12*a*p^2*q^2+81*a*p^2*q*r+107*a*p^2*r^2+4*a*p*q^3+51*a*p*q^2*r+148*a*p*q* r^2+126*a*p*r^3+7*a*q^3*r+41*a*q^2*r^2+82*a*q*r^3+52*a*r^4+16*b^3*c^2+16*b^3*c* p+8*b^3*c*q+36*b^3*c*r+4*b^3*p^2+4*b^3*p*q+18*b^3*p*r+6*b^3*q*r+18*b^3*r^2+56*b ^2*c^3+40*b^2*c^2*g+92*b^2*c^2*p+56*b^2*c^2*q+220*b^2*c^2*r+44*b^2*c*g*p+24*b^2 *c*g*q+94*b^2*c*g*r+50*b^2*c*p^2+64*b^2*c*p*q+236*b^2*c*p*r+14*b^2*c*q^2+140*b^ 2*c*q*r+232*b^2*c*r^2+12*b^2*g*p^2+14*b^2*g*p*q+53*b^2*g*p*r+2*b^2*g*q^2+23*b^2 *g*q*r+55*b^2*g*r^2+9*b^2*p^3+18*b^2*p^2*q+63*b^2*p^2*r+9*b^2*p*q^2+78*b^2*p*q* r+126*b^2*p*r^2+15*b^2*q^2*r+66*b^2*q*r^2+78*b^2*r^3+40*b*c^4+84*b*c^3*g+92*b*c ^3*p+60*b*c^3*q+224*b*c^3*r+32*b*c^2*g^2+148*b*c^2*g*p+88*b*c^2*g*q+332*b*c^2*g *r+78*b*c^2*p^2+108*b*c^2*p*q+372*b*c^2*p*r+30*b*c^2*q^2+252*b*c^2*q*r+356*b*c^ 2*r^2+38*b*c*g^2*p+22*b*c*g^2*q+78*b*c*g^2*r+85*b*c*g*p^2+110*b*c*g*p*q+388*b*c *g*p*r+25*b*c*g*q^2+228*b*c*g*q*r+374*b*c*g*r^2+29*b*c*p^3+63*b*c*p^2*q+204*b*c *p^2*r+39*b*c*p*q^2+288*b*c*p*q*r+392*b*c*p*r^2+5*b*c*q^3+84*b*c*q^2*r+260*b*c* q*r^2+228*b*c*r^3+11*b*g^2*p^2+14*b*g^2*p*q+48*b*g^2*p*r+3*b*g^2*q^2+24*b*g^2*q *r+51*b*g^2*r^2+16*b*g*p^3+33*b*g*p^2*q+111*b*g*p^2*r+18*b*g*p*q^2+142*b*g*p*q* r+222*b*g*p*r^2+b*g*q^3+31*b*g*q^2*r+122*b*g*q*r^2+138*b*g*r^3+4*b*p^4+12*b*p^3 *q+37*b*p^3*r+12*b*p^2*q^2+81*b*p^2*q*r+107*b*p^2*r^2+4*b*p*q^3+51*b*p*q^2*r+ 148*b*p*q*r^2+126*b*p*r^3+7*b*q^3*r+41*b*q^2*r^2+82*b*q*r^3+52*b*r^4+32*c^4*g+ 32*c^3*g^2+80*c^3*g*p+48*c^3*g*q+176*c^3*g*r+8*c^2*g^3+60*c^2*g^2*p+36*c^2*g^2* q+128*c^2*g^2*r+72*c^2*g*p^2+96*c^2*g*p*q+324*c^2*g*p*r+24*c^2*g*q^2+204*c^2*g* q*r+296*c^2*g*r^2+10*c*g^3*p+6*c*g^3*q+20*c*g^3*r+36*c*g^2*p^2+48*c*g^2*p*q+160 *c*g^2*p*r+12*c*g^2*q^2+96*c*g^2*q*r+152*c*g^2*r^2+28*c*g*p^3+60*c*g*p^2*q+192* c*g*p^2*r+36*c*g*p*q^2+264*c*g*p*q*r+362*c*g*p*r^2+4*c*g*q^3+72*c*g*q^2*r+230*c *g*q*r^2+208*c*g*r^3+3*g^3*p^2+4*g^3*p*q+13*g^3*p*r+g^3*q^2+7*g^3*q*r+14*g^3*r^ 2+7*g^2*p^3+15*g^2*p^2*q+48*g^2*p^2*r+9*g^2*p*q^2+64*g^2*p*q*r+96*g^2*p*r^2+g^2 *q^3+16*g^2*q^2*r+56*g^2*q*r^2+60*g^2*r^3+4*g*p^4+12*g*p^3*q+37*g*p^3*r+12*g*p^ 2*q^2+81*g*p^2*q*r+107*g*p^2*r^2+4*g*p*q^3+51*g*p*q^2*r+148*g*p*q*r^2+126*g*p*r ^3+7*g*q^3*r+41*g*q^2*r^2+82*g*q*r^3+52*g*r^4-76*a^3*c-46*a^3*p-38*a^3*q-86*a^3 *r-188*a^2*b*c-110*a^2*b*p-86*a^2*b*q-190*a^2*b*r-396*a^2*c^2-170*a^2*c*g-510*a ^2*c*p-376*a^2*c*q-756*a^2*c*r-101*a^2*g*p-81*a^2*g*q-181*a^2*g*r-156*a^2*p^2-\ 245*a^2*p*q-482*a^2*p*r-89*a^2*q^2-356*a^2*q*r-445*a^2*r^2-148*a*b^2*c-82*a*b^2 *p-58*a*b^2*q-122*a*b^2*r-800*a*b*c^2-280*a*b*c*g-934*a*b*c*p-666*a*b*c*q-1328* a*b*c*r-160*a*b*g*p-120*a*b*g*q-260*a*b*g*r-267*a*b*p^2-400*a*b*p*q-790*a*b*p*r -133*a*b*q^2-538*a*b*q*r-704*a*b*r^2-348*a*c^3-682*a*c^2*g-668*a*c^2*p-452*a*c^ 2*q-932*a*c^2*r-122*a*c*g^2-827*a*c*g*p-605*a*c*g*q-1198*a*c*g*r-407*a*c*p^2-\ 598*a*c*p*q-1166*a*c*p*r-191*a*c*q^2-822*a*c*q*r-912*a*c*r^2-71*a*g^2*p-55*a*g^ 2*q-121*a*g^2*r-243*a*g*p^2-375*a*g*p*q-733*a*g*p*r-132*a*g*q^2-525*a*g*q*r-665 *a*g*r^2-80*a*p^3-186*a*p^2*q-350*a*p^2*r-132*a*p*q^2-528*a*p*q*r-549*a*p*r^2-\ 26*a*q^3-178*a*q^2*r-403*a*q*r^2-292*a*r^3-36*b^3*c-18*b^3*p-10*b^3*q-18*b^3*r-\ 404*b^2*c^2-110*b^2*c*g-424*b^2*c*p-290*b^2*c*q-572*b^2*c*r-59*b^2*g*p-39*b^2*g *q-79*b^2*g*r-111*b^2*p^2-155*b^2*p*q-308*b^2*p*r-44*b^2*q^2-182*b^2*q*r-259*b^ 2*r^2-484*b*c^3-646*b*c^2*g-796*b*c^2*p-580*b*c^2*q-1084*b*c^2*r-102*b*c*g^2-\ 723*b*c*g*p-501*b*c*g*q-1002*b*c*g*r-433*b*c*p^2-650*b*c*p*q-1194*b*c*p*r-217*b *c*q^2-850*b*c*q*r-872*b*c*r^2-57*b*g^2*p-41*b*g^2*q-87*b*g^2*r-200*b*g*p^2-289 *b*g*p*q-575*b*g*p*r-89*b*g*q^2-367*b*g*q*r-499*b*g*r^2-78*b*p^3-180*b*p^2*q-\ 326*b*p^2*r-126*b*p*q^2-480*b*p*q*r-489*b*p*r^2-24*b*q^3-154*b*q^2*r-343*b*q*r^ 2-252*b*r^3-416*c^3*g-264*c^2*g^2-732*c^2*g*p-516*c^2*g*q-1008*c^2*g*r-28*c*g^3 -308*c*g^2*p-220*c*g^2*q-436*c*g^2*r-420*c*g*p^2-624*c*g*p*q-1180*c*g*p*r-204*c *g*q^2-836*c*g*q*r-892*c*g*r^2-16*g^3*p-12*g^3*q-26*g^3*r-88*g^2*p^2-132*g^2*p* q-259*g^2*p*r-44*g^2*q^2-177*g^2*q*r-230*g^2*r^2-79*g*p^3-183*g*p^2*q-338*g*p^2 *r-129*g*p*q^2-504*g*p*q*r-519*g*p*r^2-25*g*q^3-166*g*q^2*r-373*g*q*r^2-272*g*r ^3-92*a^3-236*a^2*b-66*a^2*c-210*a^2*g-75*a^2*p-5*a^2*q+109*a^2*r-196*a*b^2-248 *a*b*c-360*a*b*g-194*a*b*p-54*a*b*q+68*a*b*r+252*a*c^2-178*a*c*g+226*a*c*p+302* a*c*q+524*a*c*r-154*a*g^2-158*a*g*p-40*a*g*q+101*a*g*r+50*a*p^2+138*a*p*q+251*a *p*r+88*a*q^2+269*a*q*r+288*a*r^2-52*b^3-182*b^2*c-150*b^2*g-119*b^2*p-49*b^2*q -41*b^2*r+148*b*c^2-254*b*c*g+98*b*c*p+174*b*c*q+268*b*c*r-134*b*g^2-176*b*g*p-\ 58*b*g*q-5*b*g*r+12*b*p^2+62*b*p*q+127*b*p*r+50*b*q^2+145*b*q*r+208*b*r^2+200*c ^2*g-92*c*g^2+162*c*g*p+238*c*g*q+396*c*g*r-36*g^3-70*g^2*p-22*g^2*q+14*g^2*r+ 31*g*p^2+100*g*p*q+189*g*p*r+69*g*q^2+207*g*q*r+248*g*r^2+370*a^2+648*a*b+492*a *c+580*a*g+290*a*p+214*a*q+192*a*r+278*b^2+564*b*c+476*b*g+314*b*p+238*b*q+184* b*r+528*c*g+204*g^2+302*g*p+226*g*q+188*g*r-132*a-108*b-120*g)*x^3+(-8*a^3*c^2-\ 24*a^3*c*p-8*a^3*c*q-28*a^3*c*r-12*a^3*p^2-12*a^3*p*q-42*a^3*p*r-2*a^3*q^2-14*a ^3*q*r-36*a^3*r^2-32*a^2*b*c^2-60*a^2*b*c*p-20*a^2*b*c*q-92*a^2*b*c*r-24*a^2*b* p^2-20*a^2*b*p*q-86*a^2*b*p*r-2*a^2*b*q^2-22*a^2*b*q*r-72*a^2*b*r^2-16*a^2*c^3-\ 24*a^2*c^2*g-68*a^2*c^2*p-16*a^2*c^2*q-76*a^2*c^2*r-54*a^2*c*g*p-18*a^2*c*g*q-\ 74*a^2*c*g*r-66*a^2*c*p^2-52*a^2*c*p*q-208*a^2*c*p*r-4*a^2*c*q^2-56*a^2*c*q*r-\ 144*a^2*c*r^2-24*a^2*g*p^2-22*a^2*g*p*q-85*a^2*g*p*r-3*a^2*g*q^2-25*a^2*g*q*r-\ 72*a^2*g*r^2-18*a^2*p^3-27*a^2*p^2*q-99*a^2*p^2*r-9*a^2*p*q^2-84*a^2*p*q*r-162* a^2*p*r^2-9*a^2*q^2*r-54*a^2*q*r^2-81*a^2*r^3-32*a*b^2*c^2-44*a*b^2*c*p-12*a*b^ 2*c*q-80*a*b^2*c*r-14*a*b^2*p^2-8*a*b^2*p*q-52*a*b^2*p*r-8*a*b^2*q*r-42*a*b^2*r ^2-64*a*b*c^3-52*a*b*c^2*g-160*a*b*c^2*p-52*a*b*c^2*q-284*a*b*c^2*r-84*a*b*c*g* p-24*a*b*c*g*q-138*a*b*c*g*r-118*a*b*c*p^2-92*a*b*c*p*q-432*a*b*c*p*r-10*a*b*c* q^2-144*a*b*c*q*r-336*a*b*c*r^2-31*a*b*g*p^2-22*a*b*g*p*q-113*a*b*g*p*r-a*b*g*q ^2-23*a*b*g*q*r-93*a*b*g*r^2-27*a*b*p^3-36*a*b*p^2*q-153*a*b*p^2*r-9*a*b*p*q^2-\ 114*a*b*p*q*r-252*a*b*p*r^2-9*a*b*q^2*r-72*a*b*q*r^2-126*a*b*r^3-8*a*c^4-44*a*c ^3*g-44*a*c^3*p-8*a*c^3*q-48*a*c^3*r-20*a*c^2*g^2-130*a*c^2*g*p-38*a*c^2*g*q-\ 198*a*c^2*g*r-62*a*c^2*p^2-40*a*c^2*p*q-186*a*c^2*p*r-2*a*c^2*q^2-42*a*c^2*q*r-\ 118*a*c^2*r^2-37*a*c*g^2*p-11*a*c*g^2*q-56*a*c*g^2*r-108*a*c*g*p^2-86*a*c*g*p*q -369*a*c*g*p*r-8*a*c*g*q^2-115*a*c*g*q*r-273*a*c*g*r^2-33*a*c*p^3-42*a*c*p^2*q-\ 171*a*c*p^2*r-9*a*c*p*q^2-126*a*c*p*q*r-256*a*c*p*r^2-9*a*c*q^2*r-76*a*c*q*r^2-\ 118*a*c*r^3-15*a*g^2*p^2-12*a*g^2*p*q-54*a*g^2*p*r-a*g^2*q^2-13*a*g^2*q*r-45*a* g^2*r^2-27*a*g*p^3-39*a*g*p^2*q-150*a*g*p^2*r-12*a*g*p*q^2-122*a*g*p*q*r-246*a* g*p*r^2-12*a*g*q^2*r-78*a*g*q*r^2-123*a*g*r^3-6*a*p^4-12*a*p^3*q-45*a*p^3*r-6*a *p^2*q^2-63*a*p^2*q*r-109*a*p^2*r^2-18*a*p*q^2*r-92*a*p*q*r^2-107*a*p*r^3-10*a* q^2*r^2-41*a*q*r^3-37*a*r^4-8*b^3*c^2-8*b^3*c*p-16*b^3*c*r-2*b^3*p^2-8*b^3*p*r-\ 6*b^3*r^2-40*b^2*c^3-24*b^2*c^2*g-76*b^2*c^2*p-20*b^2*c^2*q-160*b^2*c^2*r-30*b^ 2*c*g*p-6*b^2*c*g*q-56*b^2*c*g*r-46*b^2*c*p^2-28*b^2*c*p*q-188*b^2*c*p*r-52*b^2 *c*q*r-156*b^2*c*r^2-9*b^2*g*p^2-4*b^2*g*p*q-34*b^2*g*p*r-4*b^2*g*q*r-27*b^2*g* r^2-9*b^2*p^3-9*b^2*p^2*q-54*b^2*p^2*r-30*b^2*p*q*r-90*b^2*p*r^2-18*b^2*q*r^2-\ 45*b^2*r^3-32*b*c^4-56*b*c^3*g-92*b*c^3*p-32*b*c^3*q-192*b*c^3*r-20*b*c^2*g^2-\ 122*b*c^2*g*p-34*b*c^2*g*q-234*b*c^2*g*r-92*b*c^2*p^2-76*b*c^2*p*q-366*b*c^2*p* r-8*b*c^2*q^2-150*b*c^2*q*r-298*b*c^2*r^2-29*b*c*g^2*p-7*b*c*g^2*q-50*b*c*g^2*r -83*b*c*g*p^2-56*b*c*g*p*q-319*b*c*g*p*r-3*b*c*g*q^2-93*b*c*g*q*r-255*b*c*g*r^2 -39*b*c*p^3-54*b*c*p^2*q-225*b*c*p^2*r-15*b*c*p*q^2-198*b*c*p*q*r-364*b*c*p*r^2 -27*b*c*q^2*r-148*b*c*q*r^2-178*b*c*r^3-10*b*g^2*p^2-6*b*g^2*p*q-37*b*g^2*p*r-6 *b*g^2*q*r-30*b*g^2*r^2-18*b*g*p^3-21*b*g*p^2*q-105*b*g*p^2*r-3*b*g*p*q^2-68*b* g*p*q*r-174*b*g*p*r^2-3*b*g*q^2*r-42*b*g*q*r^2-87*b*g*r^3-6*b*p^4-12*b*p^3*q-45 *b*p^3*r-6*b*p^2*q^2-63*b*p^2*q*r-109*b*p^2*r^2-18*b*p*q^2*r-92*b*p*q*r^2-107*b *p*r^3-10*b*q^2*r^2-41*b*q*r^3-37*b*r^4-20*c^4*g-20*c^3*g^2-68*c^3*g*p-20*c^3*g *q-120*c^3*g*r-5*c^2*g^3-50*c^2*g^2*p-14*c^2*g^2*q-86*c^2*g^2*r-77*c^2*g*p^2-58 *c^2*g*p*q-276*c^2*g*p*r-5*c^2*g*q^2-96*c^2*g*q*r-208*c^2*g*r^2-8*c*g^3*p-2*c*g ^3*q-13*c*g^3*r-38*c*g^2*p^2-28*c*g^2*p*q-137*c*g^2*p*r-2*c*g^2*q^2-41*c*g^2*q* r-105*c*g^2*r^2-36*c*g*p^3-48*c*g*p^2*q-198*c*g*p^2*r-12*c*g*p*q^2-162*c*g*p*q* r-310*c*g*p*r^2-18*c*g*q^2*r-112*c*g*q*r^2-148*c*g*r^3-3*g^3*p^2-2*g^3*p*q-11*g ^3*p*r-2*g^3*q*r-9*g^3*r^2-9*g^2*p^3-12*g^2*p^2*q-51*g^2*p^2*r-3*g^2*p*q^2-38*g ^2*p*q*r-84*g^2*p*r^2-3*g^2*q^2*r-24*g^2*q*r^2-42*g^2*r^3-6*g*p^4-12*g*p^3*q-45 *g*p^3*r-6*g*p^2*q^2-63*g*p^2*q*r-109*g*p^2*r^2-18*g*p*q^2*r-92*g*p*q*r^2-107*g *p*r^3-10*g*q^2*r^2-41*g*q*r^3-37*g*r^4+68*a^3*c+54*a^3*p+34*a^3*q+98*a^3*r+148 *a^2*b*c+94*a^2*b*p+50*a^2*b*q+142*a^2*b*r+236*a^2*c^2+142*a^2*c*g+428*a^2*c*p+ 196*a^2*c*q+556*a^2*c*r+101*a^2*g*p+59*a^2*g*q+169*a^2*g*r+168*a^2*p^2+190*a^2* p*q+478*a^2*p*r+39*a^2*q^2+226*a^2*q*r+369*a^2*r^2+88*a*b^2*c+44*a*b^2*p+16*a*b ^2*q+40*a*b^2*r+556*a*b*c^2+182*a*b*c*g+734*a*b*c*p+332*a*b*c*q+860*a*b*c*r+113 *a*b*g*p+53*a*b*g*q+147*a*b*g*r+234*a*b*p^2+233*a*b*p*q+596*a*b*p*r+33*a*b*q^2+ 218*a*b*q*r+423*a*b*r^2+168*a*c^3+454*a*c^2*g+452*a*c^2*p+162*a*c^2*q+534*a*c^2 *r+86*a*c*g^2+687*a*c*g*p+319*a*c*g*q+845*a*c*g*r+352*a*c*p^2+331*a*c*p*q+890*a *c*p*r+39*a*c*q^2+362*a*c*q*r+597*a*c*r^2+59*a*g^2*p+31*a*g^2*q+88*a*g^2*r+242* a*g*p^2+263*a*g*p*q+655*a*g*p*r+49*a*g*q^2+286*a*g*q*r+489*a*g*r^2+84*a*p^3+138 *a*p^2*q+328*a*p^2*r+54*a*p*q^2+333*a*p*q*r+444*a*p*r^2+52*a*q^2*r+207*a*q*r^2+ 200*a*r^3+8*b^3*c+4*b^3*p-4*b^3*r+248*b^2*c^2+52*b^2*c*g+268*b^2*c*p+98*b^2*c*q +280*b^2*c*r+26*b^2*g*p+8*b^2*g*q+16*b^2*g*r+72*b^2*p^2+55*b^2*p*q+154*b^2*p*r+ 28*b^2*q*r+90*b^2*r^2+372*b*c^3+400*b*c^2*g+678*b*c^2*p+320*b*c^2*q+762*b*c^2*r +56*b*c*g^2+496*b*c*g*p+198*b*c*g*q+551*b*c*g*r+402*b*c*p^2+409*b*c*p*q+920*b*c *p*r+67*b*c*q^2+416*b*c*q*r+537*b*c*r^2+34*b*g^2*p+14*b*g^2*q+37*b*g^2*r+151*b* g*p^2+134*b*g*p*q+361*b*g*p*r+11*b*g*q^2+106*b*g*q*r+240*b*g*r^2+78*b*p^3+126*b *p^2*q+274*b*p^2*r+48*b*p*q^2+261*b*p*q*r+336*b*p*r^2+34*b*q^2*r+135*b*q*r^2+ 140*b*r^3+270*c^3*g+167*c^2*g^2+565*c^2*g*p+241*c^2*g*q+648*c^2*g*r+16*c*g^3+ 234*c*g^2*p+102*c*g^2*q+274*c*g^2*r+377*c*g*p^2+370*c*g*p*q+905*c*g*p*r+53*c*g* q^2+389*c*g*q*r+567*c*g*r^2+11*g^3*p+5*g^3*q+14*g^3*r+78*g^2*p^2+79*g^2*p*q+201 *g^2*p*r+12*g^2*q^2+78*g^2*q*r+144*g^2*r^2+81*g*p^3+132*g*p^2*q+301*g*p^2*r+51* g*p*q^2+297*g*p*q*r+390*g*p*r^2+43*g*q^2*r+171*g*q*r^2+170*g*r^3+76*a^3+180*a^2 *b-10*a^2*c+166*a^2*g+57*a^2*p-53*a^2*q-133*a^2*r+120*a*b^2+226*a*b*c+234*a*b*g +229*a*b*p+19*a*b*q+31*a*b*r-178*a*c^2+102*a*c*g-159*a*c*p-217*a*c*q-395*a*c*r+ 106*a*g^2+165*a*g*p-25*a*g*q-79*a*g*r-25*a*p^2-120*a*p*q-188*a*p*r-59*a*q^2-191 *a*q*r-196*a*r^2+16*b^3+164*b^2*c+76*b^2*g+118*b^2*p+18*b^2*q+92*b^2*r-22*b*c^2 +216*b*c*g+89*b*c*p-81*b*c*q-11*b*c*r+76*b*g^2+179*b*g*p+15*b*g*q+80*b*g*r+55*b *p^2-6*b*p*q+22*b*p*r-25*b*q^2-29*b*q*r-76*b*r^2-100*c^2*g+64*c*g^2-35*c*g*p-\ 149*c*g*q-203*c*g*r+21*g^3+71*g^2*p-g^2*q+3*g^2*r+15*g*p^2-63*g*p*q-83*g*p*r-42 *g*q^2-110*g*q*r-136*g*r^2-262*a^2-394*a*b-264*a*c-396*a*g-197*a*p-73*a*q-119*a *r-124*b^2-372*b*c-240*b*g-223*b*p-119*b*q-107*b*r-318*c*g-123*g^2-210*g*p-96*g *q-113*g*r+90*a+54*b+72*g)*x^2+(8*a^3*c*p+4*a^3*c*r+8*a^3*p^2+4*a^3*p*q+22*a^3* p*r+2*a^3*q*r+14*a^3*r^2+8*a^2*b*c^2+24*a^2*b*c*p+4*a^2*b*c*q+32*a^2*b*c*r+12*a ^2*b*p^2+4*a^2*b*p*q+34*a^2*b*p*r+2*a^2*b*q*r+22*a^2*b*r^2+4*a^2*c^2*g+16*a^2*c ^2*p+8*a^2*c^2*r+20*a^2*c*g*p+2*a^2*c*g*q+20*a^2*c*g*r+30*a^2*c*p^2+8*a^2*c*p*q +68*a^2*c*p*r+4*a^2*c*q*r+38*a^2*c*r^2+14*a^2*g*p^2+6*a^2*g*p*q+39*a^2*g*p*r+3* a^2*g*q*r+25*a^2*g*r^2+12*a^2*p^3+9*a^2*p^2*q+51*a^2*p^2*r+18*a^2*p*q*r+66*a^2* p*r^2+9*a^2*q*r^2+27*a^2*r^3+8*a*b^2*c^2+12*a*b^2*c*p+20*a*b^2*c*r+4*a*b^2*p^2+ 12*a*b^2*p*r+8*a*b^2*r^2+16*a*b*c^3+12*a*b*c^2*g+60*a*b*c^2*p+8*a*b*c^2*q+92*a* b*c^2*r+26*a*b*c*g*p+2*a*b*c*g*q+38*a*b*c*g*r+56*a*b*c*p^2+20*a*b*c*p*q+164*a*b *c*p*r+28*a*b*c*q*r+108*a*b*c*r^2+12*a*b*g*p^2+2*a*b*g*p*q+35*a*b*g*p*r+a*b*g*q *r+23*a*b*g*r^2+15*a*b*p^3+9*a*b*p^2*q+66*a*b*p^2*r+18*a*b*p*q*r+87*a*b*p*r^2+9 *a*b*q*r^2+36*a*b*r^3+8*a*c^3*g+8*a*c^3*p+4*a*c^3*r+4*a*c^2*g^2+42*a*c^2*g*p+4* a*c^2*g*q+52*a*c^2*g*r+22*a*c^2*p^2+4*a*c^2*p*q+46*a*c^2*p*r+2*a*c^2*q*r+24*a*c ^2*r^2+12*a*c*g^2*p+a*c*g^2*q+15*a*c*g^2*r+51*a*c*g*p^2+16*a*c*g*p*q+133*a*c*g* p*r+17*a*c*g*q*r+82*a*c*g*r^2+17*a*c*p^3+9*a*c*p^2*q+66*a*c*p^2*r+18*a*c*p*q*r+ 81*a*c*p*r^2+9*a*c*q*r^2+32*a*c*r^3+7*a*g^2*p^2+2*a*g^2*p*q+20*a*g^2*p*r+a*g^2* q*r+13*a*g^2*r^2+17*a*g*p^3+12*a*g*p^2*q+73*a*g*p^2*r+24*a*g*p*q*r+95*a*g*p*r^2 +12*a*g*q*r^2+39*a*g*r^3+4*a*p^4+4*a*p^3*q+23*a*p^3*r+15*a*p^2*q*r+45*a*p^2*r^2 +18*a*p*q*r^2+37*a*p*r^3+7*a*q*r^3+11*a*r^4+8*b^2*c^3+4*b^2*c^2*g+20*b^2*c^2*p+ 36*b^2*c^2*r+6*b^2*c*g*p+10*b^2*c*g*r+14*b^2*c*p^2+48*b^2*c*p*r+34*b^2*c*r^2+2* b^2*g*p^2+6*b^2*g*p*r+4*b^2*g*r^2+3*b^2*p^3+15*b^2*p^2*r+21*b^2*p*r^2+9*b^2*r^3 +8*b*c^4+12*b*c^3*g+36*b*c^3*p+4*b*c^3*q+60*b*c^3*r+4*b*c^2*g^2+36*b*c^2*g*p+2* b*c^2*g*q+60*b*c^2*g*r+46*b*c^2*p^2+16*b*c^2*p*q+142*b*c^2*p*r+26*b*c^2*q*r+96* b*c^2*r^2+7*b*c*g^2*p+11*b*c*g^2*r+31*b*c*g*p^2+6*b*c*g*p*q+97*b*c*g*p*r+9*b*c* g*q*r+66*b*c*g*r^2+23*b*c*p^3+15*b*c*p^2*q+102*b*c*p^2*r+42*b*c*p*q*r+135*b*c*p *r^2+27*b*c*q*r^2+56*b*c*r^3+3*b*g^2*p^2+9*b*g^2*p*r+6*b*g^2*r^2+8*b*g*p^3+3*b* g*p^2*q+37*b*g*p^2*r+6*b*g*p*q*r+50*b*g*p*r^2+3*b*g*q*r^2+21*b*g*r^3+4*b*p^4+4* b*p^3*q+23*b*p^3*r+15*b*p^2*q*r+45*b*p^2*r^2+18*b*p*q*r^2+37*b*p*r^3+7*b*q*r^3+ 11*b*r^4+4*c^4*g+4*c^3*g^2+22*c^3*g*p+2*c^3*g*q+32*c^3*g*r+c^2*g^3+15*c^2*g^2*p +c^2*g^2*q+22*c^2*g^2*r+34*c^2*g*p^2+10*c^2*g*p*q+94*c^2*g*p*r+14*c^2*g*q*r+60* c^2*g*r^2+2*c*g^3*p+3*c*g^3*r+16*c*g^2*p^2+4*c*g^2*p*q+45*c*g^2*p*r+5*c*g^2*q*r +29*c*g^2*r^2+20*c*g*p^3+12*c*g*p^2*q+84*c*g*p^2*r+30*c*g*p*q*r+108*c*g*p*r^2+ 18*c*g*q*r^2+44*c*g*r^3+g^3*p^2+3*g^3*p*r+2*g^3*r^2+5*g^2*p^3+3*g^2*p^2*q+22*g^ 2*p^2*r+6*g^2*p*q*r+29*g^2*p*r^2+3*g^2*q*r^2+12*g^2*r^3+4*g*p^4+4*g*p^3*q+23*g* p^3*r+15*g*p^2*q*r+45*g*p^2*r^2+18*g*p*q*r^2+37*g*p*r^3+7*g*q*r^3+11*g*r^4-20*a ^3*c-26*a^3*p-10*a^3*q-42*a^3*r-52*a^2*b*c-26*a^2*b*p-6*a^2*b*q-30*a^2*b*r-40*a ^2*c^2-46*a^2*c*g-126*a^2*c*p-20*a^2*c*q-140*a^2*c*r-39*a^2*g*p-13*a^2*g*q-57*a ^2*g*r-68*a^2*p^2-45*a^2*p*q-174*a^2*p*r-36*a^2*q*r-106*a^2*r^2-16*a*b^2*c-4*a* b^2*p+4*a*b^2*r-156*a*b*c^2-42*a*b*c*g-212*a*b*c*p-54*a*b*c*q-196*a*b*c*r-23*a* b*g*p-3*a*b*g*q-17*a*b*g*r-67*a*b*p^2-33*a*b*p*q-138*a*b*p*r-12*a*b*q*r-71*a*b* r^2-20*a*c^3-108*a*c^2*g-100*a*c^2*p-10*a*c^2*q-98*a*c^2*r-22*a*c*g^2-204*a*c*g *p-42*a*c*g*q-205*a*c*g*r-107*a*c*p^2-45*a*c*p*q-240*a*c*p*r-36*a*c*q*r-133*a*c *r^2-17*a*g^2*p-4*a*g^2*q-20*a*g^2*r-87*a*g*p^2-54*a*g*p*q-207*a*g*p*r-36*a*g*q *r-120*a*g*r^2-32*a*p^3-30*a*p^2*q-110*a*p^2*r-57*a*p*q*r-124*a*p*r^2-27*a*q*r^ 2-46*a*r^3-44*b^2*c^2-8*b^2*c*g-44*b^2*c*p-32*b^2*c*r-2*b^2*g*p+2*b^2*g*r-11*b^ 2*p^2-12*b^2*p*r-b^2*r^2-104*b*c^3-82*b*c^2*g-206*b*c^2*p-48*b*c^2*q-190*b*c^2* r-8*b*c*g^2-109*b*c*g*p-17*b*c*g*q-91*b*c*g*r-129*b*c*p^2-71*b*c*p*q-238*b*c*p* r-58*b*c*q*r-109*b*c*r^2-5*b*g^2*p-b*g^2*r-34*b*g*p^2-11*b*g*p*q-61*b*g*p*r-4*b *g*q*r-27*b*g*r^2-26*b*p^3-24*b*p^2*q-74*b*p^2*r-33*b*p*q*r-70*b*p*r^2-9*b*q*r^ 2-22*b*r^3-62*c^3*g-35*c^2*g^2-153*c^2*g*p-29*c^2*g*q-144*c^2*g*r-2*c*g^3-61*c* g^2*p-11*c*g^2*q-56*c*g^2*r-118*c*g*p^2-58*c*g*p*q-239*c*g*p*r-47*c*g*q*r-121*c *g*r^2-2*g^3*p-g^3*r-24*g^2*p^2-13*g^2*p*q-53*g^2*p*r-8*g^2*q*r-29*g^2*r^2-29*g *p^3-27*g*p^2*q-92*g*p^2*r-45*g*p*q*r-97*g*p*r^2-18*g*q*r^2-34*g*r^3-20*a^3-60* a^2*b+14*a^2*c-50*a^2*g-13*a^2*p+27*a^2*q+41*a^2*r-24*a*b^2-102*a*b*c-54*a*b*g-\ 109*a*b*p-15*a*b*q-65*a*b*r+34*a*c^2-36*a*c*g+33*a*c*p+27*a*c*q+81*a*c*r-26*a*g ^2-67*a*g*p+15*a*g*q+32*a*p*q+36*a*p*r+29*a*q*r+36*a*r^2-44*b^2*c-12*b^2*g-30*b ^2*p-34*b^2*r-34*b*c^2-66*b*c*g-99*b*c*p+7*b*c*q-71*b*c*r-12*b*g^2-61*b*g*p-5*b *g*q-49*b*g*r-46*b*p^2-6*b*p*q-58*b*p*r-17*b*q*r-12*b*r^2-18*c*g^2-33*c*g*p+17* c*g*q+5*c*g*r-3*g^3-26*g^2*p+2*g^2*q-10*g^2*r-23*g*p^2+13*g*p*q-11*g*p*r+6*g*q* r+12*g*r^2+54*a^2+70*a*b+36*a*c+80*a*g+39*a*p-9*a*q+21*a*r+8*b^2+72*b*c+28*b*g+ 41*b*p+13*b*q+17*b*r+54*c*g+21*g^2+40*g*p+2*g*q+19*g*r-18*a-6*b-12*g)*x-(p+r-2) *(p+a+c+r)*(2*a+2*c+g+p+r)*(a*p+a*r+2*b*c+b*p+b*r+c*g+g*p+g*r+2*b+g))*dx^2+((16 *a^2*c^2+16*a^2*c*p+16*a^2*c*q+28*a^2*c*r+4*a^2*p^2+8*a^2*p*q+14*a^2*p*r+4*a^2* q^2+14*a^2*q*r+16*a^2*r^2+32*a*b*c^2+32*a*b*c*p+32*a*b*c*q+56*a*b*c*r+8*a*b*p^2 +16*a*b*p*q+28*a*b*p*r+8*a*b*q^2+28*a*b*q*r+32*a*b*r^2+48*a*c^3+24*a*c^2*g+72*a *c^2*p+72*a*c^2*q+120*a*c^2*r+24*a*c*g*p+24*a*c*g*q+42*a*c*g*r+36*a*c*p^2+72*a* c*p*q+120*a*c*p*r+36*a*c*q^2+120*a*c*q*r+108*a*c*r^2+6*a*g*p^2+12*a*g*p*q+21*a* g*p*r+6*a*g*q^2+21*a*g*q*r+24*a*g*r^2+6*a*p^3+18*a*p^2*q+30*a*p^2*r+18*a*p*q^2+ 60*a*p*q*r+54*a*p*r^2+6*a*q^3+30*a*q^2*r+54*a*q*r^2+33*a*r^3+16*b^2*c^2+16*b^2* c*p+16*b^2*c*q+28*b^2*c*r+4*b^2*p^2+8*b^2*p*q+14*b^2*p*r+4*b^2*q^2+14*b^2*q*r+ 16*b^2*r^2+48*b*c^3+24*b*c^2*g+72*b*c^2*p+72*b*c^2*q+120*b*c^2*r+24*b*c*g*p+24* b*c*g*q+42*b*c*g*r+36*b*c*p^2+72*b*c*p*q+120*b*c*p*r+36*b*c*q^2+120*b*c*q*r+108 *b*c*r^2+6*b*g*p^2+12*b*g*p*q+21*b*g*p*r+6*b*g*q^2+21*b*g*q*r+24*b*g*r^2+6*b*p^ 3+18*b*p^2*q+30*b*p^2*r+18*b*p*q^2+60*b*p*q*r+54*b*p*r^2+6*b*q^3+30*b*q^2*r+54* b*q*r^2+33*b*r^3+32*c^4+32*c^3*g+64*c^3*p+64*c^3*q+104*c^3*r+8*c^2*g^2+48*c^2*g *p+48*c^2*g*q+80*c^2*g*r+48*c^2*p^2+96*c^2*p*q+156*c^2*p*r+48*c^2*q^2+156*c^2*q *r+128*c^2*r^2+8*c*g^2*p+8*c*g^2*q+14*c*g^2*r+24*c*g*p^2+48*c*g*p*q+80*c*g*p*r+ 24*c*g*q^2+80*c*g*q*r+72*c*g*r^2+16*c*p^3+48*c*p^2*q+78*c*p^2*r+48*c*p*q^2+156* c*p*q*r+128*c*p*r^2+16*c*q^3+78*c*q^2*r+128*c*q*r^2+70*c*r^3+2*g^2*p^2+4*g^2*p* q+7*g^2*p*r+2*g^2*q^2+7*g^2*q*r+8*g^2*r^2+4*g*p^3+12*g*p^2*q+20*g*p^2*r+12*g*p* q^2+40*g*p*q*r+36*g*p*r^2+4*g*q^3+20*g*q^2*r+36*g*q*r^2+22*g*r^3+2*p^4+8*p^3*q+ 13*p^3*r+12*p^2*q^2+39*p^2*q*r+32*p^2*r^2+8*p*q^3+39*p*q^2*r+64*p*q*r^2+35*p*r^ 3+2*q^4+13*q^3*r+32*q^2*r^2+35*q*r^3+14*r^4+4*a^2*c+2*a^2*p+2*a^2*q-4*a^2*r+8*a *b*c+4*a*b*p+4*a*b*q-8*a*b*r-40*a*c^2+6*a*c*g-40*a*c*p-40*a*c*q-70*a*c*r+3*a*g* p+3*a*g*q-6*a*g*r-10*a*p^2-20*a*p*q-35*a*p*r-10*a*q^2-35*a*q*r-40*a*r^2+4*b^2*c +2*b^2*p+2*b^2*q-4*b^2*r-40*b*c^2+6*b*c*g-40*b*c*p-40*b*c*q-70*b*c*r+3*b*g*p+3* b*g*q-6*b*g*r-10*b*p^2-20*b*p*q-35*b*p*r-10*b*q^2-35*b*q*r-40*b*r^2-56*c^3-24*c ^2*g-84*c^2*p-84*c^2*q-108*c^2*r+2*c*g^2-24*c*g*p-24*c*g*q-42*c*g*r-42*c*p^2-84 *c*p*q-108*c*p*r-42*c*q^2-108*c*q*r-84*c*r^2+g^2*p+g^2*q-2*g^2*r-6*g*p^2-12*g*p *q-21*g*p*r-6*g*q^2-21*g*q*r-24*g*r^2-7*p^3-21*p^2*q-27*p^2*r-21*p*q^2-54*p*q*r -42*p*r^2-7*q^3-27*q^2*r-42*q*r^2-22*r^3-12*a^2-24*a*b-94*a*c-18*a*g-47*a*p-47* a*q-35*a*r-12*b^2-94*b*c-18*b*g-47*b*p-47*b*q-35*b*r-100*c^2-62*c*g-100*c*p-100 *c*q-86*c*r-6*g^2-31*g*p-31*g*q-24*g*r-25*p^2-50*p*q-43*p*r-25*q^2-43*q*r-18*r^ 2-6*a-6*b-12*c-6*g-6*p-6*q-6*r)*(r-4)*(a+b+g)*x^3+(-16*a^3*c^2*r-32*a^3*c*p*r-\ 16*a^3*c*q*r-36*a^3*c*r^2-12*a^3*p^2*r-16*a^3*p*q*r-36*a^3*p*r^2-4*a^3*q^2*r-18 *a^3*q*r^2-30*a^3*r^3-64*a^2*b*c^2*r-96*a^2*b*c*p*r-48*a^2*b*c*q*r-120*a^2*b*c* r^2-32*a^2*b*p^2*r-40*a^2*b*p*q*r-96*a^2*b*p*r^2-8*a^2*b*q^2*r-42*a^2*b*q*r^2-\ 78*a^2*b*r^3-40*a^2*c^3*r-48*a^2*c^2*g*r-112*a^2*c^2*p*r-52*a^2*c^2*q*r-120*a^2 *c^2*r^2-80*a^2*c*g*p*r-40*a^2*c*g*q*r-96*a^2*c*g*r^2-82*a^2*c*p^2*r-104*a^2*c* p*q*r-216*a^2*c*p*r^2-22*a^2*c*q^2*r-108*a^2*c*q*r^2-144*a^2*c*r^3-28*a^2*g*p^2 *r-36*a^2*g*p*q*r-84*a^2*g*p*r^2-8*a^2*g*q^2*r-39*a^2*g*q*r^2-69*a^2*g*r^3-18*a ^2*p^3*r-39*a^2*p^2*q*r-78*a^2*p^2*r^2-24*a^2*p*q^2*r-102*a^2*p*q*r^2-114*a^2*p *r^3-3*a^2*q^3*r-24*a^2*q^2*r^2-66*a^2*q*r^3-54*a^2*r^4-80*a*b^2*c^2*r-96*a*b^2 *c*p*r-48*a*b^2*c*q*r-132*a*b^2*c*r^2-28*a*b^2*p^2*r-32*a*b^2*p*q*r-84*a*b^2*p* r^2-4*a*b^2*q^2*r-30*a*b^2*q*r^2-66*a*b^2*r^3-144*a*b*c^3*r-120*a*b*c^2*g*r-276 *a*b*c^2*p*r-156*a*b*c^2*q*r-360*a*b*c^2*r^2-160*a*b*c*g*p*r-80*a*b*c*g*q*r-210 *a*b*c*g*r^2-168*a*b*c*p^2*r-216*a*b*c*p*q*r-468*a*b*c*p*r^2-48*a*b*c*q^2*r-252 *a*b*c*q*r^2-324*a*b*c*r^3-50*a*b*g*p^2*r-60*a*b*g*p*q*r-150*a*b*g*p*r^2-10*a*b *g*q^2*r-60*a*b*g*q*r^2-120*a*b*g*r^3-33*a*b*p^3*r-69*a*b*p^2*q*r-144*a*b*p^2*r ^2-39*a*b*p*q^2*r-180*a*b*p*q*r^2-210*a*b*p*r^3-3*a*b*q^3*r-36*a*b*q^2*r^2-114* a*b*q*r^3-99*a*b*r^4-24*a*c^4*r-100*a*c^3*g*r-84*a*c^3*p*r-36*a*c^3*q*r-88*a*c^ 3*r^2-44*a*c^2*g^2*r-216*a*c^2*g*p*r-116*a*c^2*g*q*r-264*a*c^2*g*r^2-90*a*c^2*p ^2*r-108*a*c^2*p*q*r-224*a*c^2*p*r^2-18*a*c^2*q^2*r-108*a*c^2*q*r^2-136*a*c^2*r ^3-64*a*c*g^2*p*r-32*a*c*g^2*q*r-81*a*c*g^2*r^2-141*a*c*g*p^2*r-182*a*c*g*p*q*r -384*a*c*g*p*r^2-41*a*c*g*q^2*r-204*a*c*g*q*r^2-262*a*c*g*r^3-39*a*c*p^3*r-81*a *c*p^2*q*r-158*a*c*p^2*r^2-45*a*c*p*q^2*r-200*a*c*p*q*r^2-210*a*c*p*r^3-3*a*c*q ^3*r-42*a*c*q^2*r^2-118*a*c*q*r^3-91*a*c*r^4-21*a*g^2*p^2*r-26*a*g^2*p*q*r-63*a *g^2*p*r^2-5*a*g^2*q^2*r-27*a*g^2*q*r^2-51*a*g^2*r^3-29*a*g*p^3*r-62*a*g*p^2*q* r-126*a*g*p^2*r^2-37*a*g*p*q^2*r-162*a*g*p*q*r^2-184*a*g*p*r^3-4*a*g*q^3*r-36*a *g*q^2*r^2-104*a*g*q*r^3-87*a*g*r^4-6*a*p^4*r-18*a*p^3*q*r-34*a*p^3*r^2-18*a*p^ 2*q^2*r-73*a*p^2*q*r^2-71*a*p^2*r^3-6*a*p*q^3*r-44*a*p*q^2*r^2-96*a*p*q*r^3-64* a*p*r^4-5*a*q^3*r^2-25*a*q^2*r^3-41*a*q*r^4-21*a*r^5-32*b^3*c^2*r-32*b^3*c*p*r-\ 16*b^3*c*q*r-48*b^3*c*r^2-8*b^3*p^2*r-8*b^3*p*q*r-24*b^3*p*r^2-6*b^3*q*r^2-18*b ^3*r^3-104*b^2*c^3*r-72*b^2*c^2*g*r-164*b^2*c^2*p*r-104*b^2*c^2*q*r-240*b^2*c^2 *r^2-80*b^2*c*g*p*r-40*b^2*c*g*q*r-114*b^2*c*g*r^2-86*b^2*c*p^2*r-112*b^2*c*p*q *r-252*b^2*c*p*r^2-26*b^2*c*q^2*r-144*b^2*c*q*r^2-180*b^2*c*r^3-22*b^2*g*p^2*r-\ 24*b^2*g*p*q*r-66*b^2*g*p*r^2-2*b^2*g*q^2*r-21*b^2*g*q*r^2-51*b^2*g*r^3-15*b^2* p^3*r-30*b^2*p^2*q*r-66*b^2*p^2*r^2-15*b^2*p*q^2*r-78*b^2*p*q*r^2-96*b^2*p*r^3-\ 12*b^2*q^2*r^2-48*b^2*q*r^3-45*b^2*r^4-72*b*c^4*r-140*b*c^3*g*r-156*b*c^3*p*r-\ 108*b*c^3*q*r-224*b*c^3*r^2-52*b*c^2*g^2*r-244*b*c^2*g*p*r-144*b*c^2*g*q*r-336* b*c^2*g*r^2-126*b*c^2*p^2*r-180*b*c^2*p*q*r-360*b*c^2*p*r^2-54*b*c^2*q^2*r-244* b*c^2*q*r^2-248*b*c^2*r^3-64*b*c*g^2*p*r-32*b*c*g^2*q*r-87*b*c*g^2*r^2-139*b*c* g*p^2*r-178*b*c*g*p*q*r-396*b*c*g*p*r^2-39*b*c*g*q^2*r-216*b*c*g*q*r^2-278*b*c* g*r^3-45*b*c*p^3*r-99*b*c*p^2*q*r-192*b*c*p^2*r^2-63*b*c*p*q^2*r-268*b*c*p*q*r^ 2-266*b*c*p*r^3-9*b*c*q^3*r-76*b*c*q^2*r^2-174*b*c*q*r^3-119*b*c*r^4-19*b*g^2*p ^2*r-22*b*g^2*p*q*r-57*b*g^2*p*r^2-3*b*g^2*q^2*r-21*b*g^2*q*r^2-45*b*g^2*r^3-26 *b*g*p^3*r-53*b*g*p^2*q*r-114*b*g*p^2*r^2-28*b*g*p*q^2*r-138*b*g*p*q*r^2-166*b* g*p*r^3-b*g*q^3*r-24*b*g*q^2*r^2-86*b*g*q*r^3-78*b*g*r^4-6*b*p^4*r-18*b*p^3*q*r -34*b*p^3*r^2-18*b*p^2*q^2*r-73*b*p^2*q*r^2-71*b*p^2*r^3-6*b*p*q^3*r-44*b*p*q^2 *r^2-96*b*p*q*r^3-64*b*p*r^4-5*b*q^3*r^2-25*b*q^2*r^3-41*b*q*r^4-21*b*r^5-48*c^ 4*g*r-48*c^3*g^2*r-120*c^3*g*p*r-72*c^3*g*q*r-156*c^3*g*r^2-12*c^2*g^3*r-92*c^2 *g^2*p*r-52*c^2*g^2*q*r-120*c^2*g^2*r^2-108*c^2*g*p^2*r-144*c^2*g*p*q*r-292*c^2 *g*p*r^2-36*c^2*g*q^2*r-176*c^2*g*q*r^2-192*c^2*g*r^3-16*c*g^3*p*r-8*c*g^3*q*r-\ 21*c*g^3*r^2-56*c*g^2*p^2*r-72*c*g^2*p*q*r-156*c*g^2*p*r^2-16*c*g^2*q^2*r-84*c* g^2*q*r^2-108*c*g^2*r^3-42*c*g*p^3*r-90*c*g*p^2*q*r-175*c*g*p^2*r^2-54*c*g*p*q^ 2*r-234*c*g*p*q*r^2-238*c*g*p*r^3-6*c*g*q^3*r-59*c*g*q^2*r^2-146*c*g*q*r^3-105* c*g*r^4-5*g^3*p^2*r-6*g^3*p*q*r-15*g^3*p*r^2-g^3*q^2*r-6*g^3*q*r^2-12*g^3*r^3-\ 11*g^2*p^3*r-23*g^2*p^2*q*r-48*g^2*p^2*r^2-13*g^2*p*q^2*r-60*g^2*p*q*r^2-70*g^2 *p*r^3-g^2*q^3*r-12*g^2*q^2*r^2-38*g^2*q*r^3-33*g^2*r^4-6*g*p^4*r-18*g*p^3*q*r-\ 34*g*p^3*r^2-18*g*p^2*q^2*r-73*g*p^2*q*r^2-71*g*p^2*r^3-6*g*p*q^3*r-44*g*p*q^2* r^2-96*g*p*q*r^3-64*g*p*r^4-5*g*q^3*r^2-25*g*q^2*r^3-41*g*q*r^4-21*g*r^5+96*a^3 *c^2+144*a^3*c*p+96*a^3*c*q+204*a^3*c*r+48*a^3*p^2+72*a^3*p*q+148*a^3*p*r+24*a^ 3*q^2+102*a^3*q*r+162*a^3*r^2+288*a^2*b*c^2+384*a^2*b*c*p+240*a^2*b*c*q+528*a^2 *b*c*r+120*a^2*b*p^2+168*a^2*b*p*q+356*a^2*b*p*r+48*a^2*b*q^2+218*a^2*b*q*r+366 *a^2*b*r^2+240*a^2*c^3+240*a^2*c^2*g+528*a^2*c^2*p+312*a^2*c^2*q+752*a^2*c^2*r+ 336*a^2*c*g*p+216*a^2*c*g*q+468*a^2*c*g*r+348*a^2*c*p^2+480*a^2*c*p*q+1050*a^2* c*p*r+132*a^2*c*q^2+680*a^2*c*q*r+882*a^2*c*r^2+108*a^2*g*p^2+156*a^2*g*p*q+326 *a^2*g*p*r+48*a^2*g*q^2+211*a^2*g*q*r+345*a^2*g*r^2+72*a^2*p^3+162*a^2*p^2*q+ 337*a^2*p^2*r+108*a^2*p*q^2+489*a^2*p*q*r+570*a^2*p*r^2+18*a^2*q^3+152*a^2*q^2* r+399*a^2*q*r^2+333*a^2*r^3+288*a*b^2*c^2+336*a*b^2*c*p+192*a*b^2*c*q+444*a*b^2 *c*r+96*a*b^2*p^2+120*a*b^2*p*q+268*a*b^2*p*r+24*a*b^2*q^2+130*a*b^2*q*r+246*a* b^2*r^2+576*a*b*c^3+480*a*b*c^2*g+1080*a*b*c^2*p+648*a*b*c^2*q+1560*a*b*c^2*r+ 600*a*b*c*g*p+360*a*b*c*g*q+810*a*b*c*g*r+648*a*b*c*p^2+864*a*b*c*p*q+1930*a*b* c*p*r+216*a*b*c*q^2+1190*a*b*c*q*r+1506*a*b*c*r^2+180*a*b*g*p^2+240*a*b*g*p*q+ 520*a*b*g*p*r+60*a*b*g*q^2+290*a*b*g*q*r+510*a*b*g*r^2+126*a*b*p^3+270*a*b*p^2* q+575*a*b*p^2*r+162*a*b*p*q^2+780*a*b*p*q*r+924*a*b*p*r^2+18*a*b*q^3+205*a*b*q^ 2*r+582*a*b*q*r^2+516*a*b*r^3+144*a*c^4+456*a*c^3*g+408*a*c^3*p+216*a*c^3*q+580 *a*c^3*r+192*a*c^2*g^2+912*a*c^2*g*p+552*a*c^2*g*q+1310*a*c^2*g*r+396*a*c^2*p^2 +504*a*c^2*p*q+1176*a*c^2*p*r+108*a*c^2*q^2+716*a*c^2*q*r+896*a*c^2*r^2+252*a*c *g^2*p+156*a*c*g^2*q+345*a*c*g^2*r+570*a*c*g*p^2+780*a*c*g*p*q+1703*a*c*g*p*r+ 210*a*c*g*q^2+1089*a*c*g*q*r+1371*a*c*g*r^2+162*a*c*p^3+342*a*c*p^2*q+741*a*c*p ^2*r+198*a*c*p*q^2+1022*a*c*p*q*r+1130*a*c*p*r^2+18*a*c*q^3+281*a*c*q^2*r+764*a *c*q*r^2+588*a*c*r^3+78*a*g^2*p^2+108*a*g^2*p*q+230*a*g^2*p*r+30*a*g^2*q^2+138* a*g^2*q*r+234*a*g^2*r^2+114*a*g*p^3+252*a*g*p^2*q+524*a*g*p^2*r+162*a*g*p*q^2+ 741*a*g*p*q*r+861*a*g*p*r^2+24*a*g*q^3+217*a*g*q^2*r+579*a*g*q*r^2+491*a*g*r^3+ 24*a*p^4+72*a*p^3*q+149*a*p^3*r+72*a*p^2*q^2+332*a*p^2*q*r+341*a*p^2*r^2+24*a*p *q^3+217*a*p*q^2*r+499*a*p*q*r^2+347*a*p*r^3+34*a*q^3*r+158*a*q^2*r^2+255*a*q*r ^3+131*a*r^4+96*b^3*c^2+96*b^3*c*p+48*b^3*c*q+120*b^3*c*r+24*b^3*p^2+24*b^3*p*q +60*b^3*p*r+14*b^3*q*r+42*b^3*r^2+336*b^2*c^3+240*b^2*c^2*g+552*b^2*c^2*p+336*b ^2*c^2*q+808*b^2*c^2*r+264*b^2*c*g*p+144*b^2*c*g*q+342*b^2*c*g*r+300*b^2*c*p^2+ 384*b^2*c*p*q+880*b^2*c*p*r+84*b^2*c*q^2+510*b^2*c*q*r+624*b^2*c*r^2+72*b^2*g*p ^2+84*b^2*g*p*q+194*b^2*g*p*r+12*b^2*g*q^2+79*b^2*g*q*r+165*b^2*g*r^2+54*b^2*p^ 3+108*b^2*p^2*q+238*b^2*p^2*r+54*b^2*p*q^2+291*b^2*p*q*r+354*b^2*p*r^2+53*b^2*q ^2*r+183*b^2*q*r^2+183*b^2*r^3+240*b*c^4+504*b*c^3*g+552*b*c^3*p+360*b*c^3*q+ 836*b*c^3*r+192*b*c^2*g^2+888*b*c^2*g*p+528*b*c^2*g*q+1282*b*c^2*g*r+468*b*c^2* p^2+648*b*c^2*p*q+1408*b*c^2*p*r+180*b*c^2*q^2+948*b*c^2*q*r+964*b*c^2*r^2+228* b*c*g^2*p+132*b*c*g^2*q+303*b*c*g^2*r+510*b*c*g*p^2+660*b*c*g*p*q+1503*b*c*g*p* r+150*b*c*g*q^2+889*b*c*g*q*r+1125*b*c*g*r^2+174*b*c*p^3+378*b*c*p^2*q+781*b*c* p^2*r+234*b*c*p*q^2+1102*b*c*p*q*r+1096*b*c*p*r^2+30*b*c*q^3+321*b*c*q^2*r+730* b*c*q*r^2+504*b*c*r^3+66*b*g^2*p^2+84*b*g^2*p*q+186*b*g^2*p*r+18*b*g^2*q^2+94*b *g^2*q*r+174*b*g^2*r^2+96*b*g*p^3+198*b*g*p^2*q+431*b*g*p^2*r+108*b*g*p*q^2+555 *b*g*p*q*r+669*b*g*p*r^2+6*b*g*q^3+124*b*g*q^2*r+387*b*g*q*r^2+361*b*g*r^3+24*b *p^4+72*b*p^3*q+143*b*p^3*r+72*b*p^2*q^2+314*b*p^2*q*r+307*b*p^2*r^2+24*b*p*q^3 +199*b*p*q^2*r+431*b*p*q*r^2+291*b*p*r^3+28*b*q^3*r+124*b*q^2*r^2+199*b*q*r^3+ 103*b*r^4+192*c^4*g+192*c^3*g^2+480*c^3*g*p+288*c^3*g*q+708*c^3*g*r+48*c^2*g^3+ 360*c^2*g^2*p+216*c^2*g^2*q+516*c^2*g^2*r+432*c^2*g*p^2+576*c^2*g*p*q+1292*c^2* g*p*r+144*c^2*g*q^2+832*c^2*g*q*r+930*c^2*g*r^2+60*c*g^3*p+36*c*g^3*q+81*c*g^3* r+216*c*g^2*p^2+288*c*g^2*p*q+638*c*g^2*p*r+72*c*g^2*q^2+394*c*g^2*q*r+495*c*g^ 2*r^2+168*c*g*p^3+360*c*g*p^2*q+761*c*g*p^2*r+216*c*g*p*q^2+1062*c*g*p*q*r+1113 *c*g*p*r^2+24*c*g*q^3+301*c*g*q^2*r+747*c*g*q*r^2+546*c*g*r^3+18*g^3*p^2+24*g^3 *p*q+52*g^3*p*r+6*g^3*q^2+29*g^3*q*r+51*g^3*r^2+42*g^2*p^3+90*g^2*p^2*q+190*g^2 *p^2*r+54*g^2*p*q^2+258*g^2*p*q*r+303*g^2*p*r^2+6*g^2*q^3+68*g^2*q^2*r+192*g^2* q*r^2+168*g^2*r^3+24*g*p^4+72*g*p^3*q+146*g*p^3*r+72*g*p^2*q^2+323*g*p^2*q*r+ 324*g*p^2*r^2+24*g*p*q^3+208*g*p*q^2*r+465*g*p*q*r^2+319*g*p*r^3+31*g*q^3*r+141 *g*q^2*r^2+227*g*q*r^3+117*g*r^4-24*a^3*c+12*a^3*p-12*a^3*q-56*a^3*r+24*a^2*b*c +60*a^2*b*p-12*a^2*b*q-68*a^2*b*r-360*a^2*c^2-12*a^2*c*g-324*a^2*c*p-384*a^2*c* q-560*a^2*c*r+42*a^2*g*p-18*a^2*g*q-90*a^2*g*r-72*a^2*p^2-174*a^2*p*q-235*a^2*p *r-102*a^2*q^2-276*a^2*q*r-285*a^2*r^2+120*a*b^2*c+84*a*b^2*p+12*a*b^2*q+32*a*b ^2*r-480*a*b*c^2+120*a*b*c*g-420*a*b*c*p-540*a*b*c*q-558*a*b*c*r+120*a*b*g*p-30 *a*b*g*r-90*a*b*p^2-240*a*b*p*q-238*a*b*p*r-150*a*b*q^2-320*a*b*q*r-375*a*b*r^2 -360*a*c^3-492*a*c^2*g-552*a*c^2*p-552*a*c^2*q-724*a*c^2*r+24*a*c*g^2-426*a*c*g *p-534*a*c*g*q-655*a*c*g*r-282*a*c*p^2-564*a*c*p*q-656*a*c*p*r-282*a*c*q^2-718* a*c*q*r-529*a*c*r^2+42*a*g^2*p-6*a*g^2*q-37*a*g^2*r-90*a*g*p^2-234*a*g*p*q-270* a*g*p*r-144*a*g*q^2-346*a*g*q*r-375*a*g*r^2-48*a*p^3-144*a*p^2*q-147*a*p^2*r-\ 144*a*p*q^2-325*a*p*q*r-223*a*p*r^2-48*a*q^3-178*a*q^2*r-254*a*q*r^2-119*a*r^3+ 72*b^3*c+36*b^3*p+12*b^3*q+44*b^3*r-120*b^2*c^2+132*b^2*c*g-96*b^2*c*p-156*b^2* c*q+2*b^2*c*r+78*b^2*g*p+18*b^2*g*q+60*b^2*g*r-18*b^2*p^2-66*b^2*p*q-3*b^2*p*r-\ 48*b^2*q^2-44*b^2*q*r-90*b^2*r^2-312*b*c^3-276*b*c^2*g-456*b*c^2*p-456*b*c^2*q-\ 272*b*c^2*r+72*b*c*g^2-234*b*c*g*p-342*b*c*g*q-221*b*c*g*r-222*b*c*p^2-444*b*c* p*q-278*b*c*p*r-222*b*c*q^2-340*b*c*q*r-221*b*c*r^2+54*b*g^2*p+6*b*g^2*q+13*b*g ^2*r-48*b*g*p^2-150*b*g*p*q-92*b*g*p*r-102*b*g*q^2-168*b*g*q*r-216*b*g*r^2-36*b *p^3-108*b*p^2*q-71*b*p^2*r-108*b*p*q^2-173*b*p*q*r-121*b*p*r^2-36*b*q^3-102*b* q^2*r-152*b*q*r^2-91*b*r^3-336*c^3*g-144*c^2*g^2-504*c^2*g*p-504*c^2*g*q-498*c^ 2*g*r+12*c*g^3-120*c*g^2*p-168*c*g^2*q-159*c*g^2*r-252*c*g*p^2-504*c*g*p*q-467* c*g*p*r-252*c*g*q^2-529*c*g*q*r-375*c*g*r^2+12*g^3*p-3*g^3*r-24*g^2*p^2-72*g^2* p*q-62*g^2*p*r-48*g^2*q^2-97*g^2*q*r-108*g^2*r^2-42*g*p^3-126*g*p^2*q-109*g*p^2 *r-126*g*p*q^2-249*g*p*q*r-172*g*p*r^2-42*g*q^3-140*g*q^2*r-203*g*q*r^2-105*g*r ^3-120*a^3-264*a^2*b-612*a^2*c-252*a^2*g-378*a^2*p-282*a^2*q-290*a^2*r-168*a*b^ 2-1128*a*b*c-360*a*b*g-660*a*b*p-468*a*b*q-402*a*b*r-504*a*c^2-1008*a*c*g-660*a *c*p-420*a*c*q-556*a*c*r-168*a*g^2-600*a*g*p-444*a*g*q-415*a*g*r-204*a*p^2-288* a*p*q-334*a*p*r-84*a*q^2-238*a*q*r-151*a*r^2-24*b^3-516*b^2*c-108*b^2*g-282*b^2 *p-186*b^2*q-112*b^2*r-696*b*c^2-864*b*c*g-780*b*c*p-540*b*c*q-440*b*c*r-120*b* g^2-492*b*g*p-336*b*g*q-257*b*g*r-216*b*p^2-312*b*p*q-260*b*p*r-96*b*q^2-164*b* q*r-47*b*r^2-600*c^2*g-372*c*g^2-720*c*g*p-480*c*g*q-498*c*g*r-36*g^3-216*g^2*p -156*g^2*q-135*g^2*r-210*g*p^2-300*g*p*q-297*g*p*r-90*g*q^2-201*g*q*r-99*g*r^2-\ 12*a^2-72*a*b+24*a*c-60*a*g-36*a*p+36*a*q-20*a*r-60*b^2-168*b*c-84*b*g-108*b*p-\ 36*b*q-52*b*r-72*c*g-36*g^2-72*g*p-36*g*r+24*a-24*b)*x^2+(16*a^3*c*p*r+8*a^3*c* r^2+12*a^3*p^2*r+8*a^3*p*q*r+30*a^3*p*r^2+4*a^3*q*r^2+18*a^3*r^3+32*a^2*b*c^2*r +64*a^2*b*c*p*r+16*a^2*b*c*q*r+64*a^2*b*c*r^2+28*a^2*b*p^2*r+16*a^2*b*p*q*r+70* a^2*b*p*r^2+8*a^2*b*q*r^2+42*a^2*b*r^3+16*a^2*c^2*g*r+40*a^2*c^2*p*r+20*a^2*c^2 *r^2+48*a^2*c*g*p*r+8*a^2*c*g*q*r+40*a^2*c*g*r^2+56*a^2*c*p^2*r+32*a^2*c*p*q*r+ 116*a^2*c*p*r^2+16*a^2*c*q*r^2+60*a^2*c*r^3+26*a^2*g*p^2*r+16*a^2*g*p*q*r+65*a^ 2*g*p*r^2+8*a^2*g*q*r^2+39*a^2*g*r^3+18*a^2*p^3*r+24*a^2*p^2*q*r+66*a^2*p^2*r^2 +6*a^2*p*q^2*r+48*a^2*p*q*r^2+78*a^2*p*r^3+3*a^2*q^2*r^2+24*a^2*q*r^3+30*a^2*r^ 4+48*a*b^2*c^2*r+64*a*b^2*c*p*r+16*a*b^2*c*q*r+76*a*b^2*c*r^2+20*a*b^2*p^2*r+8* a*b^2*p*q*r+50*a*b^2*p*r^2+4*a*b^2*q*r^2+30*a*b^2*r^3+80*a*b*c^3*r+64*a*b*c^2*g *r+184*a*b*c^2*p*r+64*a*b*c^2*q*r+208*a*b*c^2*r^2+104*a*b*c*g*p*r+24*a*b*c*g*q* r+114*a*b*c*g*r^2+132*a*b*c*p^2*r+96*a*b*c*p*q*r+312*a*b*c*p*r^2+12*a*b*c*q^2*r +96*a*b*c*q*r^2+180*a*b*c*r^3+40*a*b*g*p^2*r+20*a*b*g*p*q*r+100*a*b*g*p*r^2+10* a*b*g*q*r^2+60*a*b*g*r^3+30*a*b*p^3*r+36*a*b*p^2*q*r+111*a*b*p^2*r^2+6*a*b*p*q^ 2*r+72*a*b*p*q*r^2+132*a*b*p*r^3+3*a*b*q^2*r^2+36*a*b*q*r^3+51*a*b*r^4+40*a*c^3 *g*r+24*a*c^3*p*r+12*a*c^3*r^2+20*a*c^2*g^2*r+120*a*c^2*g*p*r+32*a*c^2*g*q*r+ 118*a*c^2*g*r^2+48*a*c^2*p^2*r+24*a*c^2*p*q*r+92*a*c^2*p*r^2+12*a*c^2*q*r^2+44* a*c^2*r^3+40*a*c*g^2*p*r+8*a*c*g^2*q*r+40*a*c*g^2*r^2+106*a*c*g*p^2*r+72*a*c*g* p*q*r+238*a*c*g*p*r^2+6*a*c*g*q^2*r+60*a*c*g*q*r^2+132*a*c*g*r^3+30*a*c*p^3*r+ 36*a*c*p^2*q*r+101*a*c*p^2*r^2+6*a*c*p*q^2*r+68*a*c*p*q*r^2+112*a*c*p*r^3+3*a*c *q^2*r^2+32*a*c*q*r^3+41*a*c*r^4+18*a*g^2*p^2*r+10*a*g^2*p*q*r+45*a*g^2*p*r^2+5 *a*g^2*q*r^2+27*a*g^2*r^3+28*a*g*p^3*r+36*a*g*p^2*q*r+103*a*g*p^2*r^2+8*a*g*p*q ^2*r+72*a*g*p*q*r^2+122*a*g*p*r^3+4*a*g*q^2*r^2+36*a*g*q*r^3+47*a*g*r^4+6*a*p^4 *r+12*a*p^3*q*r+29*a*p^3*r^2+6*a*p^2*q^2*r+40*a*p^2*q*r^2+51*a*p^2*r^3+11*a*p*q ^2*r^2+44*a*p*q*r^3+39*a*p*r^4+5*a*q^2*r^3+16*a*q*r^4+11*a*r^5+16*b^3*c^2*r+16* b^3*c*p*r+20*b^3*c*r^2+4*b^3*p^2*r+10*b^3*p*r^2+6*b^3*r^3+64*b^2*c^3*r+40*b^2*c ^2*g*r+112*b^2*c^2*p*r+32*b^2*c^2*q*r+140*b^2*c^2*r^2+48*b^2*c*g*p*r+8*b^2*c*g* q*r+58*b^2*c*g*r^2+64*b^2*c*p^2*r+40*b^2*c*p*q*r+160*b^2*c*p*r^2+44*b^2*c*q*r^2 +96*b^2*c*r^3+14*b^2*g*p^2*r+4*b^2*g*p*q*r+35*b^2*g*p*r^2+2*b^2*g*q*r^2+21*b^2* g*r^3+12*b^2*p^3*r+12*b^2*p^2*q*r+45*b^2*p^2*r^2+24*b^2*p*q*r^2+54*b^2*p*r^3+12 *b^2*q*r^3+21*b^2*r^4+48*b*c^4*r+80*b*c^3*g*r+120*b*c^3*p*r+48*b*c^3*q*r+148*b* c^3*r^2+28*b*c^2*g^2*r+160*b*c^2*g*p*r+48*b*c^2*g*q*r+190*b*c^2*g*r^2+108*b*c^2 *p^2*r+96*b*c^2*p*q*r+264*b*c^2*p*r^2+12*b*c^2*q^2*r+112*b*c^2*q*r^2+156*b*c^2* r^3+40*b*c*g^2*p*r+8*b*c*g^2*q*r+46*b*c*g^2*r^2+104*b*c*g*p^2*r+68*b*c*g*p*q*r+ 252*b*c*g*p*r^2+4*b*c*g*q^2*r+70*b*c*g*q*r^2+148*b*c*g*r^3+42*b*c*p^3*r+60*b*c* p^2*q*r+153*b*c*p^2*r^2+18*b*c*p*q^2*r+136*b*c*p*q*r^2+180*b*c*p*r^3+19*b*c*q^2 *r^2+76*b*c*q*r^3+69*b*c*r^4+14*b*g^2*p^2*r+6*b*g^2*p*q*r+35*b*g^2*p*r^2+3*b*g^ 2*q*r^2+21*b*g^2*r^3+22*b*g*p^3*r+24*b*g*p^2*q*r+82*b*g*p^2*r^2+2*b*g*p*q^2*r+ 48*b*g*p*q*r^2+98*b*g*p*r^3+b*g*q^2*r^2+24*b*g*q*r^3+38*b*g*r^4+6*b*p^4*r+12*b* p^3*q*r+29*b*p^3*r^2+6*b*p^2*q^2*r+40*b*p^2*q*r^2+51*b*p^2*r^3+11*b*p*q^2*r^2+ 44*b*p*q*r^3+39*b*p*r^4+5*b*q^2*r^3+16*b*q*r^4+11*b*r^5+24*c^4*g*r+24*c^3*g^2*r +72*c^3*g*p*r+24*c^3*g*q*r+80*c^3*g*r^2+6*c^2*g^3*r+56*c^2*g^2*p*r+16*c^2*g^2*q *r+62*c^2*g^2*r^2+78*c^2*g*p^2*r+60*c^2*g*p*q*r+178*c^2*g*p*r^2+6*c^2*g*q^2*r+ 62*c^2*g*q*r^2+100*c^2*g*r^3+10*c*g^3*p*r+2*c*g^3*q*r+11*c*g^3*r^2+42*c*g^2*p^2 *r+28*c*g^2*p*q*r+98*c*g^2*p*r^2+2*c*g^2*q^2*r+26*c*g^2*q*r^2+56*c*g^2*r^3+36*c *g*p^3*r+48*c*g*p^2*q*r+127*c*g*p^2*r^2+12*c*g*p*q^2*r+102*c*g*p*q*r^2+146*c*g* p*r^3+11*c*g*q^2*r^2+54*c*g*q*r^3+55*c*g*r^4+4*g^3*p^2*r+2*g^3*p*q*r+10*g^3*p*r ^2+g^3*q*r^2+6*g^3*r^3+10*g^2*p^3*r+12*g^2*p^2*q*r+37*g^2*p^2*r^2+2*g^2*p*q^2*r +24*g^2*p*q*r^2+44*g^2*p*r^3+g^2*q^2*r^2+12*g^2*q*r^3+17*g^2*r^4+6*g*p^4*r+12*g *p^3*q*r+29*g*p^3*r^2+6*g*p^2*q^2*r+40*g*p^2*q*r^2+51*g*p^2*r^3+11*g*p*q^2*r^2+ 44*g*p*q*r^3+39*g*p*r^4+5*g*q^2*r^3+16*g*q*r^4+11*g*r^5-32*a^3*c^2-96*a^3*c*p-\ 32*a^3*c*q-104*a^3*c*r-48*a^3*p^2-48*a^3*p*q-134*a^3*p*r-8*a^3*q^2-52*a^3*q*r-\ 118*a^3*r^2-128*a^2*b*c^2-240*a^2*b*c*p-80*a^2*b*c*q-256*a^2*b*c*r-96*a^2*b*p^2 -80*a^2*b*p*q-238*a^2*b*p*r-8*a^2*b*q^2-64*a^2*b*q*r-182*a^2*b*r^2-64*a^2*c^3-\ 96*a^2*c^2*g-272*a^2*c^2*p-64*a^2*c^2*q-284*a^2*c^2*r-216*a^2*c*g*p-72*a^2*c*g* q-232*a^2*c*g*r-264*a^2*c*p^2-208*a^2*c*p*q-656*a^2*c*p*r-16*a^2*c*q^2-208*a^2* c*q*r-458*a^2*c*r^2-96*a^2*g*p^2-88*a^2*g*p*q-253*a^2*g*p*r-12*a^2*g*q^2-84*a^2 *g*q*r-209*a^2*g*r^2-72*a^2*p^3-108*a^2*p^2*q-284*a^2*p^2*r-36*a^2*p*q^2-262*a^ 2*p*q*r-401*a^2*p*r^2-33*a^2*q^2*r-167*a^2*q*r^2-189*a^2*r^3-128*a*b^2*c^2-176* a*b^2*c*p-48*a*b^2*c*q-172*a*b^2*c*r-56*a*b^2*p^2-32*a*b^2*p*q-114*a*b^2*p*r-12 *a*b^2*q*r-62*a*b^2*r^2-256*a*b*c^3-208*a*b*c^2*g-640*a*b*c^2*p-208*a*b*c^2*q-\ 720*a*b*c^2*r-336*a*b*c*g*p-96*a*b*c*g*q-346*a*b*c*g*r-472*a*b*c*p^2-368*a*b*c* p*q-1104*a*b*c*p*r-40*a*b*c*q^2-364*a*b*c*q*r-646*a*b*c*r^2-124*a*b*g*p^2-88*a* b*g*p*q-288*a*b*g*p*r-4*a*b*g*q^2-58*a*b*g*q*r-198*a*b*g*r^2-108*a*b*p^3-144*a* b*p^2*q-391*a*b*p^2*r-36*a*b*p*q^2-302*a*b*p*q*r-487*a*b*p*r^2-21*a*b*q^2*r-145 *a*b*q*r^2-204*a*b*r^3-32*a*c^4-176*a*c^3*g-176*a*c^3*p-32*a*c^3*q-180*a*c^3*r-\ 80*a*c^2*g^2-520*a*c^2*g*p-152*a*c^2*g*q-570*a*c^2*g*r-248*a*c^2*p^2-160*a*c^2* p*q-584*a*c^2*p*r-8*a*c^2*q^2-156*a*c^2*q*r-370*a*c^2*r^2-148*a*c*g^2*p-44*a*c* g^2*q-156*a*c*g^2*r-432*a*c*g*p^2-344*a*c*g*p*q-1036*a*c*g*p*r-32*a*c*g*q^2-342 *a*c*g*q*r-658*a*c*g*r^2-132*a*c*p^3-168*a*c*p^2*q-489*a*c*p^2*r-36*a*c*p*q^2-\ 394*a*c*p*q*r-629*a*c*p*r^2-33*a*c*q^2*r-233*a*c*q*r^2-272*a*c*r^3-60*a*g^2*p^2 -48*a*g^2*p*q-149*a*g^2*p*r-4*a*g^2*q^2-39*a*g^2*q*r-113*a*g^2*r^2-108*a*g*p^3-\ 156*a*g*p^2*q-407*a*g*p^2*r-48*a*g*p*q^2-354*a*g*p*q*r-542*a*g*p*r^2-38*a*g*q^2 *r-203*a*g*q*r^2-243*a*g*r^3-24*a*p^4-48*a*p^3*q-121*a*p^3*r-24*a*p^2*q^2-178*a *p^2*q*r-231*a*p^2*r^2-57*a*p*q^2*r-221*a*p*q*r^2-195*a*p*r^3-30*a*q^2*r^2-91*a *q*r^3-61*a*r^4-32*b^3*c^2-32*b^3*c*p-20*b^3*c*r-8*b^3*p^2-10*b^3*p*r+2*b^3*r^2 -160*b^2*c^3-96*b^2*c^2*g-304*b^2*c^2*p-80*b^2*c^2*q-340*b^2*c^2*r-120*b^2*c*g* p-24*b^2*c*g*q-106*b^2*c*g*r-184*b^2*c*p^2-112*b^2*c*p*q-408*b^2*c*p*r-116*b^2* c*q*r-200*b^2*c*r^2-36*b^2*g*p^2-16*b^2*g*p*q-67*b^2*g*p*r-6*b^2*g*q*r-29*b^2*g *r^2-36*b^2*p^3-36*b^2*p^2*q-119*b^2*p^2*r-64*b^2*p*q*r-122*b^2*p*r^2-14*b^2*q* r^2-39*b^2*r^3-128*b*c^4-224*b*c^3*g-368*b*c^3*p-128*b*c^3*q-436*b*c^3*r-80*b*c ^2*g^2-488*b*c^2*g*p-136*b*c^2*g*q-542*b*c^2*g*r-368*b*c^2*p^2-304*b*c^2*p*q-\ 848*b*c^2*p*r-32*b*c^2*q^2-356*b*c^2*q*r-438*b*c^2*r^2-116*b*c*g^2*p-28*b*c*g^2 *q-114*b*c*g^2*r-332*b*c*g*p^2-224*b*c*g*p*q-756*b*c*g*p*r-12*b*c*g*q^2-222*b*c *g*q*r-412*b*c*g*r^2-156*b*c*p^3-216*b*c*p^2*q-533*b*c*p^2*r-60*b*c*p*q^2-474*b *c*p*q*r-565*b*c*p*r^2-69*b*c*q^2*r-229*b*c*q*r^2-188*b*c*r^3-40*b*g^2*p^2-24*b *g^2*p*q-87*b*g^2*p*r-13*b*g^2*q*r-53*b*g^2*r^2-72*b*g*p^3-84*b*g*p^2*q-252*b*g *p^2*r-12*b*g*p*q^2-168*b*g*p*q*r-293*b*g*p*r^2-7*b*g*q^2*r-68*b*g*q*r^2-113*b* g*r^3-24*b*p^4-48*b*p^3*q-109*b*p^3*r-24*b*p^2*q^2-154*b*p^2*q*r-179*b*p^2*r^2-\ 45*b*p*q^2*r-153*b*p*q*r^2-127*b*p*r^3-14*b*q^2*r^2-47*b*q*r^3-33*b*r^4-80*c^4* g-80*c^3*g^2-272*c^3*g*p-80*c^3*g*q-308*c^3*g*r-20*c^2*g^3-200*c^2*g^2*p-56*c^2 *g^2*q-220*c^2*g^2*r-308*c^2*g*p^2-232*c^2*g*p*q-716*c^2*g*p*r-20*c^2*g*q^2-256 *c^2*g*q*r-404*c^2*g*r^2-32*c*g^3*p-8*c*g^3*q-33*c*g^3*r-152*c*g^2*p^2-112*c*g^ 2*p*q-354*c*g^2*p*r-8*c*g^2*q^2-110*c*g^2*q*r-209*c*g^2*r^2-144*c*g*p^3-192*c*g *p^2*q-511*c*g*p^2*r-48*c*g*p*q^2-434*c*g*p*q*r-597*c*g*p*r^2-51*c*g*q^2*r-231* c*g*q*r^2-230*c*g*r^3-12*g^3*p^2-8*g^3*p*q-28*g^3*p*r-5*g^3*q*r-19*g^3*r^2-36*g ^2*p^3-48*g^2*p^2*q-131*g^2*p^2*r-12*g^2*p*q^2-104*g^2*p*q*r-165*g^2*p*r^2-9*g^ 2*q^2*r-54*g^2*q*r^2-70*g^2*r^3-24*g*p^4-48*g*p^3*q-115*g*p^3*r-24*g*p^2*q^2-\ 166*g*p^2*q*r-205*g*p^2*r^2-51*g*p*q^2*r-187*g*p*q*r^2-161*g*p*r^3-22*g*q^2*r^2 -69*g*q*r^3-47*g*r^4+56*a^3*c+28*a^3*q+76*a^3*r+16*a^2*b*c-56*a^2*b*p+20*a^2*b* q+36*a^2*b*r+224*a^2*c^2+64*a^2*c*g+200*a^2*c*p+208*a^2*c*q+410*a^2*c*r-28*a^2* g*p+38*a^2*g*q+94*a^2*g*r+24*a^2*p^2+112*a^2*p*q+149*a^2*p*r+48*a^2*q^2+173*a^2 *q*r+161*a^2*r^2-80*a*b^2*c-76*a*b^2*p-8*a*b^2*q-64*a*b^2*r+208*a*b*c^2-64*a*b* c*g+56*a*b*c*p+176*a*b*c*q+102*a*b*c*r-106*a*b*g*p+14*a*b*g*q-26*a*b*g*r-36*a*b *p^2+68*a*b*p*q-23*a*b*p*r+24*a*b*q^2+59*a*b*q*r+91*a*b*r^2+168*a*c^3+268*a*c^2 *g+260*a*c^2*p+180*a*c^2*q+394*a*c^2*r+2*a*c*g^2+174*a*c*g*p+250*a*c*g*q+350*a* c*g*r+112*a*c*p^2+244*a*c*p*q+331*a*c*p*r+48*a*c*q^2+299*a*c*q*r+259*a*c*r^2-34 *a*g^2*p+16*a*g^2*q+22*a*g^2*r-4*a*g*p^2+116*a*g*p*q+94*a*g*p*r+52*a*g*q^2+163* a*g*q*r+164*a*g*r^2+12*a*p^3+66*a*p^2*q+48*a*p^2*r+54*a*p*q^2+155*a*p*q*r+81*a* p*r^2+51*a*q^2*r+106*a*q*r^2+45*a*r^3-40*b^3*c-20*b^3*p-24*b^3*r-16*b^2*c^2-80* b^2*c*g-80*b^2*c*p+32*b^2*c*q-152*b^2*c*r-58*b^2*g*p-4*b^2*g*q-56*b^2*g*r-36*b^ 2*p^2+4*b^2*p*q-100*b^2*p*r-42*b^2*q*r-34*b^2*r^2+120*b*c^3+52*b*c^2*g+84*b*c^2 *p+164*b*c^2*q-58*b*c^2*r-46*b*c*g^2-50*b*c*g*p+90*b*c*g*q-84*b*c*g*r-12*b*c*p^ 2+124*b*c*p*q-141*b*c*p*r+52*b*c*q^2+15*b*c*q*r-49*b*c*r^2-44*b*g^2*p+2*b*g^2*q -28*b*g^2*r-44*b*g*p^2+32*b*g*p*q-91*b*g*p*r+8*b*g*q^2-8*b*g*q*r+5*b*g*r^2-12*b *p^3+18*b*p^2*q-56*b*p^2*r+30*b*p*q^2+3*b*p*q*r-27*b*p*r^2+3*b*q^2*r+10*b*q*r^2 +17*b*r^3+144*c^3*g+56*c^2*g^2+172*c^2*g*p+172*c^2*g*q+168*c^2*g*r-8*c*g^3+18*c *g^2*p+66*c*g^2*q+43*c*g^2*r+50*c*g*p^2+184*c*g*p*q+95*c*g*p*r+50*c*g*q^2+157*c *g*q*r+105*c*g*r^2-10*g^3*p+2*g^3*q-3*g^3*r-12*g^2*p^2+28*g^2*p*q-5*g^2*p*r+12* g^2*q^2+30*g^2*q*r+30*g^2*r^2+42*g*p^2*q-4*g*p^2*r+42*g*p*q^2+79*g*p*q*r+27*g*p *r^2+27*g*q^2*r+58*g*q*r^2+31*g*r^3+88*a^3+144*a^2*b+284*a^2*c+160*a^2*g+228*a^ 2*p+94*a^2*q+190*a^2*r+48*a*b^2+544*a*b*c+144*a*b*g+322*a*b*p+130*a*b*q+158*a*b *r+188*a*c^2+486*a*c*g+318*a*c*p+50*a*c*q+272*a*c*r+82*a*g^2+336*a*g*p+146*a*g* q+228*a*g*r+116*a*p^2+96*a*p*q+193*a*p*r-20*a*q^2+59*a*q*r+83*a*r^2-8*b^3+188*b ^2*c+16*b^2*g+94*b^2*p+36*b^2*q+12*b^2*r+380*b*c^2+342*b*c*g+410*b*c*p+198*b*c* q+156*b*c*r+34*b*g^2+194*b*g*p+72*b*g*q+70*b*g*r+112*b*p^2+120*b*p*q+81*b*p*r+8 *b*q^2+23*b*q*r-21*b*r^2+284*c^2*g+160*c*g^2+364*c*g*p+124*c*g*q+214*c*g*r+12*g ^3+104*g^2*p+44*g^2*q+59*g^2*r+114*g*p^2+108*g*p*q+137*g*p*r-6*g*q^2+41*g*q*r+ 31*g*r^2-4*a^2+80*a*b-24*a*c+42*a*g+22*a*p-46*a*q+10*a*r+44*b^2+168*b*c+66*b*g+ 98*b*p+22*b*q+42*b*r+72*c*g+24*g^2+60*g*p-12*g*q+26*g*r-12*a+36*b+12*g)*x-4*a*b ^2*r^3-5*a*g^2*r^3-2*a*p^4*r-8*a*p^3*r^2-8*b^2*c^3*r-20*b^2*c^2*r^2-2*b^2*g*r^3 -3*b^2*p^3*r-9*b^2*p^2*r^2-8*b*c^4*r-28*b*c^3*r^2-3*b*g^2*r^3-2*b*p^4*r-8*b*p^3 *r^2-4*c^4*g*r-4*c^3*g^2*r-14*c^3*g*r^2-c^2*g^3*r-11*c^2*g^2*r^2-2*c*g^3*r^2-g^ 3*p^2*r-2*g^3*p*r^2-3*g^2*p^3*r-9*g^2*p^2*r^2-2*g*p^4*r-8*g*p^3*r^2-4*a^3*p^2*r -8*a^3*p*r^2-8*a^2*b*r^3-8*a^2*g*r^3-6*a^2*p^3*r-18*a^2*p^2*r^2-14*c^3*g*p*r-2* c^3*g*q*r-11*c^2*g^2*p*r-c^2*g^2*q*r-18*c^2*g*p^2*r-36*c^2*g*p*r^2-6*c^2*g*q*r^ 2-2*c*g^3*p*r-10*c*g^2*p^2*r-20*c*g^2*p*r^2-2*c*g^2*q*r^2-10*c*g*p^3*r-30*c*g*p ^2*r^2-g^2*p^2*q*r-2*g^2*p*q*r^2-2*g*p^3*q*r-6*g*p^2*q*r^2-2*a*p^3*q*r-6*a*p^2* q*r^2-4*b^2*c^2*g*r-20*b^2*c^2*p*r-6*b^2*c*g*r^2-14*b^2*c*p^2*r-28*b^2*c*p*r^2-\ 2*b^2*g*p^2*r-4*b^2*g*p*r^2-12*b*c^3*g*r-28*b*c^3*p*r-4*b*c^3*q*r-4*b*c^2*g^2*r -32*b*c^2*g*r^2-30*b*c^2*p^2*r-60*b*c^2*p*r^2-12*b*c^2*q*r^2-7*b*c*g^2*r^2-13*b *c*p^3*r-39*b*c*p^2*r^2-3*b*g^2*p^2*r-6*b*g^2*p*r^2-6*b*g*p^3*r-18*b*g*p^2*r^2-\ 2*b*p^3*q*r-6*b*p^2*q*r^2-4*a^2*c^2*g*r-8*a^2*c*g*r^2-10*a^2*c*p^2*r-20*a^2*c*p *r^2-8*a^2*g*p^2*r-16*a^2*g*p*r^2-3*a^2*p^2*q*r-6*a^2*p*q*r^2-8*a*b^2*c^2*r-12* a*b^2*c*r^2-4*a*b^2*p^2*r-8*a*b^2*p*r^2-16*a*b*c^3*r-44*a*b*c^2*r^2-10*a*b*g*r^ 3-9*a*b*p^3*r-27*a*b*p^2*r^2-8*a*c^3*g*r-4*a*c^2*g^2*r-22*a*c^2*g*r^2-6*a*c^2*p ^2*r-12*a*c^2*p*r^2-8*a*c*g^2*r^2-7*a*c*p^3*r-21*a*c*p^2*r^2-5*a*g^2*p^2*r-10*a *g^2*p*r^2-9*a*g*p^3*r-27*a*g*p^2*r^2-8*a^2*b*c^2*r-16*a^2*b*c*r^2-8*a^2*b*p^2* r-16*a^2*b*p*r^2+62*b*c*g*p^2+30*b*c*p^2*q+106*b*c*p^2*r+8*b*g^2*p*r+6*b*g*p^2* q+37*b*g*p^2*r+17*b*p^2*q*r+20*c^2*g*p*q+115*c^2*g*p*r+17*c^2*g*q*r+8*c*g^2*p*q +54*c*g^2*p*r+6*c*g^2*q*r+24*c*g*p^2*q+104*c*g*p^2*r+9*g^2*p*q*r+20*g*p^2*q*r+ 14*a*b*g*r^2+18*a*b*p^2*q+76*a*b*p^2*r+84*a*c^2*g*p+8*a*c^2*g*q+62*a*c^2*g*r+8* a*c^2*p*q+86*a*c^2*p*r+4*a*c^2*q*r+24*a*c*g^2*p+2*a*c*g^2*q+17*a*c*g^2*r+102*a* c*g*p^2+18*a*c*p^2*q+102*a*c*p^2*r+4*a*g^2*p*q+27*a*g^2*p*r+a*g^2*q*r+24*a*g*p^ 2*q+99*a*g*p^2*r+23*a*p^2*q*r+12*b^2*c*g*p+8*b^2*c*g*r+40*b^2*c*p*r+4*b^2*g*p*r +72*b*c^2*g*p+4*b*c^2*g*q+62*b*c^2*g*r+32*b*c^2*p*q+144*b*c^2*p*r+30*b*c^2*q*r+ 14*b*c*g^2*p+10*b*c*g^2*r+48*a^2*b*c*p+8*a^2*b*c*q+36*a^2*b*c*r+8*a^2*b*p*q+44* a^2*b*p*r+40*a^2*c*g*p+4*a^2*c*g*q+26*a^2*c*g*r+16*a^2*c*p*q+126*a^2*c*p*r+8*a^ 2*c*q*r+12*a^2*g*p*q+62*a^2*g*p*r+4*a^2*g*q*r+33*a^2*p*q*r+24*a*b^2*c*p+16*a*b^ 2*c*r+8*a*b^2*p*r+24*a*b*c^2*g+120*a*b*c^2*p+16*a*b*c^2*q+100*a*b*c^2*r+112*a*b *c*p^2+24*a*b*g*p^2+46*b*c*g*p-4*b*c*g*q+2*b*c*p*q+2*b*g*p*q-8*c*g*p*q-16*a^3-4 *a^3*r^3-g^3*r^3+16*a^3*p^2+24*a^3*r^2+24*a^2*p^3+8*a*p^4+16*b^2*c^3+6*b^2*p^3+ 16*b*c^4+8*b*p^4+8*c^4*g+8*c^3*g^2+2*c^2*g^3+2*g^3*p^2+g^3*r^2+10*g^2*p^3+8*g*p ^4-16*a^3*c-4*a^3*p-8*a^3*q-24*a^3*r-32*a^2*c^2+8*a^2*p^2-16*a*c^3+8*a*p^3+8*b^ 2*c^2+14*b^2*p^2-16*b*c^3+20*b*p^3-16*c^3*g-4*c^2*g^2+2*c*g^3+2*g^3*p+2*g^3*r+ 12*g^2*p^2+14*g*p^3-24*a^2*b-28*a^2*g-10*a*g^2-32*a^2*c-38*a^2*p-16*a*c^2-12*a* p^2-16*b^2*c-68*b*c^2+4*b*p^2-42*c^2*g-18*c*g^2-10*g^2*p-4*g*p^2-2*g^2*q+12*a*b *c*g+56*a*b*c*p-12*a*b*c*q+26*a*b*g*p+18*a*b*g*r+6*a*b*p*q-18*a*c*g*q-18*a*c*p* q-12*a*g*p*q-4*b*g*q-22*a*b*c*g*p*r-2*a*b*c*g*q*r-12*a*b*c*p*q*r-6*a*c*g*p*q*r-\ 4*b*c*g*p*q*r-6*a^2*r^4-2*a*r^5-3*b^2*r^4-2*b*r^5-3*g^2*r^4-2*g*r^5+29*a^2*r^3+ 7*a*r^4-b^2*r^3+b*r^4+7*g^2*r^3+4*g*r^4+4*b*r^3+2*g*r^3-15*a^2*r^2+14*b^2*r^2+3 *g^2*r^2-9*a*r^2+11*b*r^2+g*r^2-38*a^2*r+4*b^2*r-7*g^2*r-6*a*b*p*q*r^2-22*a*c^2 *g*p*r-4*a*c^2*g*q*r-8*a*c*g^2*p*r-a*c*g^2*q*r-25*a*c*g*p^2*r-50*a*c*g*p*r^2-6* a*c*g*q*r^2-3*a*c*p^2*q*r-6*a*c*p*q*r^2-4*a*g*p^2*q*r-8*a*g*p*q*r^2-6*b^2*c*g*p *r-32*b*c^2*g*p*r-2*b*c^2*g*q*r-12*b*c^2*p*q*r-7*b*c*g^2*p*r-25*b*c*g*p^2*r-50* b*c*g*p*r^2-4*b*c*g*q*r^2-9*b*c*p^2*q*r-18*b*c*p*q*r^2-b*g*p^2*q*r-2*b*g*p*q*r^ 2-6*c^2*g*p*q*r-2*c*g^2*p*q*r-6*c*g*p^2*q*r-12*c*g*p*q*r^2-16*a^2*b*c*p*r-4*a^2 *b*c*q*r-8*a^2*c*g*p*r-2*a^2*c*g*q*r-12*a*b^2*c*p*r-12*a*b*c^2*g*r-44*a*b*c^2*p *r-8*a*b*c^2*q*r-22*a*b*c*g*r^2-36*a*b*c*p^2*r-72*a*b*c*p*r^2-12*a*b*c*q*r^2-10 *a*b*g*p^2*r-20*a*b*g*p*r^2-3*a*b*p^2*q*r+52*a*b*c*g*p+4*a*b*c*g*q+38*a*b*c*g*r +40*a*b*c*p*q+184*a*b*c*p*r+30*a*b*c*q*r+4*a*b*g*p*q+38*a*b*g*p*r+21*a*b*p*q*r+ 32*a*c*g*p*q+187*a*c*g*p*r+21*a*c*g*q*r+33*a*c*p*q*r+38*a*g*p*q*r+12*b*c*g*p*q+ 96*b*c*g*p*r+10*b*c*g*q*r+47*b*c*p*q*r+7*b*g*p*q*r+40*c*g*p*q*r-12*b-10*a^2*c*r ^3-18*a^2*p*r^3-3*a^2*q*r^3-9*a*b*r^4-6*a*c^2*r^3-7*a*c*r^4-9*a*g*r^4-12*a*p^2* r^3-8*a*p*r^4-2*a*q*r^4-14*b^2*c*r^3-9*b^2*p*r^3-30*b*c^2*r^3-13*b*c*r^4-6*b*g* r^4-12*b*p^2*r^3-8*b*p*r^4-2*b*q*r^4-18*c^2*g*r^3-10*c*g^2*r^3-10*c*g*r^4-9*g^2 *p*r^3-g^2*q*r^3-12*g*p^2*r^3-8*g*p*r^4-2*g*q*r^4+16*a*b*r^3+34*a*c*r^3+31*a*g* r^3+29*a*p*r^3+7*a*q*r^3+14*b*c*r^3+5*b*g*r^3+11*b*p*r^3+b*q*r^3+24*c*g*r^3+20* g*p*r^3+4*g*q*r^3+66*a^2*c*r^2+82*a^2*p*r^2+15*a^2*q*r^2+42*a*c^2*r^2+45*a*p^2* r^2+12*b^2*c*r^2+4*b^2*p*r^2+52*b*c^2*r^2+27*b*p^2*r^2+47*c^2*g*r^2+22*c*g^2*r^ 2+24*g^2*p*r^2+3*g^2*q*r^2+36*g*p^2*r^2+17*a*b*r^2-19*a*c*r^2-4*a*g*r^2+8*a*p*r ^2-5*a*q*r^2+39*b*c*r^2+18*b*g*r^2+28*b*p*r^2+9*b*q*r^2+10*c*g*r^2+18*g*p*r^2+2 *g*q*r^2-76*a^2*c*r-7*a^2*p*r-18*a^2*q*r-52*a*c^2*r+16*a*p^2*r+40*b^2*c*r+28*b^ 2*p*r+50*b*c^2*r+44*b*p^2*r-c^2*g*r+5*c*g^2*r+15*g^2*p*r-g^2*q*r+30*g*p^2*r-12* a*b*r-42*a*c*r-37*a*g*r-21*a*p*r-2*a*q*r-6*b*c*r+15*b*p*r-4*b*q*r-24*c*g*r-3*g* p*r-3*g*q*r-12*a*b*q-26*a*b*p-84*a*b*c-66*a*c*g-42*a*c*p-44*a*g*p-6*a*g*q-2*a*p *q-36*b*c*g-30*b*c*p-16*b*c*q-8*b*g*p-6*b*p*q-36*c*g*p-8*c*g*q-4*g*p*q-8*a^2*b* c+20*a^2*b*p+4*a^2*b*r-20*a^2*c*g-36*a^2*c*p-16*a^2*c*q+6*a^2*g*p-8*a^2*g*q-22* a^2*g*r-18*a^2*p*q+16*a*b^2*c+16*a*b^2*p+16*a*b^2*r-24*a*b*c^2+46*a*b*p^2-36*a* c^2*g-32*a*c^2*p-8*a*c^2*q-2*a*c*g^2+2*a*c*p^2+8*a*g^2*p-2*a*g^2*q-a*g^2*r+30*a *g*p^2-6*a*p^2*q+8*b^2*c*g+32*b^2*c*p+8*b^2*g*p+8*b^2*g*r+4*b*c^2*g+44*b*c^2*p-\ 12*b*c^2*q+8*b*c*g^2+66*b*c*p^2+8*b*g^2*p+8*b*g^2*r+28*b*g*p^2+6*b*p^2*q+6*c^2* g*p-10*c^2*g*q+10*c*g^2*p-4*c*g^2*q+34*c*g*p^2-2*g^2*p*q-12*a*b*g+16*a^3*c*p+8* a^3*c*r+8*a^3*p*q+40*a^3*p*r+4*a^3*q*r+16*a^2*b*c^2+24*a^2*b*p^2+20*a^2*b*r^2+8 *a^2*c^2*g+32*a^2*c^2*p+16*a^2*c^2*r+60*a^2*c*p^2+28*a^2*g*p^2+34*a^2*g*r^2+18* a^2*p^2*q+77*a^2*p^2*r+16*a*b^2*c^2+8*a*b^2*p^2+32*a*b*c^3+30*a*b*p^3+16*a*c^3* g+16*a*c^3*p+8*a*c^3*r+8*a*c^2*g^2+44*a*c^2*p^2+34*a*c*p^3+14*a*g^2*p^2+13*a*g^ 2*r^2+34*a*g*p^3+8*a*p^3*q+31*a*p^3*r+8*b^2*c^2*g+40*b^2*c^2*p+36*b^2*c^2*r+28* b^2*c*p^2+4*b^2*g*p^2+11*b^2*p^2*r+24*b*c^3*g+72*b*c^3*p+8*b*c^3*q+64*b*c^3*r+8 *b*c^2*g^2+92*b*c^2*p^2+46*b*c*p^3+6*b*g^2*p^2+2*b*g^2*r^2+16*b*g*p^3+8*b*p^3*q +25*b*p^3*r+44*c^3*g*p+4*c^3*g*q+36*c^3*g*r+30*c^2*g^2*p+2*c^2*g^2*q+24*c^2*g^2 *r+68*c^2*g*p^2+4*c*g^3*p+3*c*g^3*r+32*c*g^2*p^2+40*c*g*p^3+3*g^3*p*r+6*g^2*p^2 *q+27*g^2*p^2*r+8*g*p^3*q+28*g*p^3*r-6*g-36*a*b*c*r^3-27*a*b*p*r^3-3*a*b*q*r^3-\ 25*a*c*g*r^3-21*a*c*p*r^3-3*a*c*q*r^3-27*a*g*p*r^3-4*a*g*q*r^3-6*a*p*q*r^3-25*b *c*g*r^3-39*b*c*p*r^3-9*b*c*q*r^3-18*b*g*p*r^3-b*g*q*r^3-6*b*p*q*r^3-30*c*g*p*r ^3-6*c*g*q*r^3-6*g*p*q*r^3+72*a*b*c*r^2+62*a*b*p*r^2+3*a*b*q*r^2+85*a*c*g*r^2+ 102*a*c*p*r^2+15*a*c*q*r^2+96*a*g*p*r^2+14*a*g*q*r^2+22*a*p*q*r^2+34*b*c*g*r^2+ 74*b*c*p*r^2+17*b*c*q*r^2+26*b*g*p*r^2+b*g*q*r^2+10*b*p*q*r^2+88*c*g*p*r^2+16*c *g*q*r^2+16*g*p*q*r^2+42*a*b*c*r+63*a*b*p*r+12*a*b*q*r-37*a*c*g*r-17*a*c*p*r-18 *a*c*q*r+26*a*g*p*r-9*a*g*q*r-11*a*p*q*r+50*b*c*g*r+105*b*c*p*r+10*b*c*q*r+46*b *g*p*r+4*b*g*q*r+15*b*p*q*r+44*c*g*p*r-4*c*g*q*r+2*g*p*q*r-48*c*b-24*c*g-6*r*a-\ 8*r*b-7*r*g-4*q*b-2*q*g-6*p*a-14*p*b-10*p*g-14*a*g-28*a*b-16*g*b-6*g^2-8*b^2)* dx-5*a*g*r^5-4*a*p^3*r^3-6*a*p^2*r^4-4*a*p*r^5-2*a*q*r^5-8*b^3*c^2*r^2-8*b^3*c* r^3-2*b^3*p^2*r^2-4*b^3*p*r^3-24*b^2*c^3*r^2-36*b^2*c^2*r^3-18*b^2*c*r^4-5*b^2* g*r^4-3*b^2*p^3*r^2-9*b^2*p^2*r^3-9*b^2*p*r^4-3*b^2*q*r^4-16*b*c^4*r^2-32*b*c^3 *r^3-24*b*c^2*r^4-8*b*c*r^5-4*b*g^2*r^4-5*b*g*r^5-4*b*p^3*r^3-6*b*p^2*r^4-4*b*p *r^5-2*b*q*r^5-8*c^4*g*r^2-8*c^3*g^2*r^2-16*c^3*g*r^3-14*c^2*g^2*r^3-14*c^2*g*r ^4-2*c*g^3*r^3-9*c*g^2*r^4-6*c*g*r^5-2*g^3*p*r^3-2*g^2*p^3*r^2-6*g^2*p^2*r^3-6* g^2*p*r^4-2*g^2*q*r^4-4*g*p^3*r^3-6*g*p^2*r^4-4*g*p*r^5-2*g*q*r^5-2*a^3*p^2*r^2 -4*a^3*p*r^3-6*a^2*b*r^4-6*a^2*c*r^4-5*a^2*g*r^4-3*a^2*p^3*r^2-9*a^2*p^2*r^3-9* a^2*p*r^4-3*a^2*q*r^4-6*a*b^2*r^4-6*a*b*r^5-4*a*c^2*r^4-4*a*c*r^5-4*a*g^2*r^4-8 *a*c*p*q*r^3-5*a*g*p^2*q*r^2-10*a*g*p*q*r^3-18*b^2*c*g*p*r^2-2*b^2*c*g*q*r^2-12 *b^2*c*p*q*r^2-46*b*c^2*g*p*r^2-18*b*c^2*g*q*r^2-24*b*c^2*p*q*r^2-11*b*c*g^2*p* r^2-26*b*c*g*p^2*r^2-52*b*c*g*p*r^3-2*b*c*g*q^2*r^2-18*b*c*g*q*r^3-12*b*c*p^2*q *r^2-4*b*c*p*q^2*r^2-24*b*c*p*q*r^3-5*b*g*p^2*q*r^2-10*b*g*p*q*r^3-12*c^2*g*p*q *r^2-6*c*g^2*p*q*r^2-8*c*g*p^2*q*r^2-2*c*g*p*q^2*r^2-16*c*g*p*q*r^3-12*a^2*b*c* p*r^2-4*a^2*b*c*q*r^2-6*a^2*c*g*p*r^2-2*a^2*c*g*q*r^2-20*a*b^2*c*p*r^2-4*a*b^2* c*q*r^2-16*a*b*c^2*g*r^2-44*a*b*c^2*p*r^2-20*a*b*c^2*q*r^2-24*a*b*c*g*r^3-28*a* b*c*p^2*r^2-56*a*b*c*p*r^3-4*a*b*c*q^2*r^2-20*a*b*c*q*r^3-10*a*b*g*p^2*r^2-20*a *b*g*p*r^3-6*a*b*p^2*q*r^2-12*a*b*p*q*r^3-22*a*c^2*g*p*r^2-10*a*c^2*g*q*r^2-7*a *c*g^2*p*r^2-18*a*c*g*p^2*r^2-36*a*c*g*p*r^3-2*a*c*g*q^2*r^2-10*a*c*g*q*r^3-4*a *c*p^2*q*r^2-15*b*g*p*r^4-5*b*g*q*r^4-2*b*p^3*q*r^2-6*b*p^2*q*r^3-2*b*p*q^2*r^3 -6*b*p*q*r^4-16*c^3*g*p*r^2-8*c^3*g*q*r^2-14*c^2*g^2*p*r^2-6*c^2*g^2*q*r^2-14*c ^2*g*p^2*r^2-28*c^2*g*p*r^3-2*c^2*g*q^2*r^2-12*c^2*g*q*r^3-2*c*g^3*p*r^2-9*c*g^ 2*p^2*r^2-18*c*g^2*p*r^3-6*c*g^2*q*r^3-6*c*g*p^3*r^2-18*c*g*p^2*r^3-18*c*g*p*r^ 4-2*c*g*q^2*r^3-8*c*g*q*r^4-2*g^2*p^2*q*r^2-4*g^2*p*q*r^3-2*g*p^3*q*r^2-6*g*p^2 *q*r^3-2*g*p*q^2*r^3-6*g*p*q*r^4-18*a*b*p^2*r^3-18*a*b*p*r^4-6*a*b*q*r^4-12*a*c ^3*g*r^2-4*a*c^2*g^2*r^2-22*a*c^2*g*r^3-4*a*c^2*p^2*r^2-8*a*c^2*p*r^3-7*a*c*g^2 *r^3-18*a*c*g*r^4-4*a*c*p^3*r^2-12*a*c*p^2*r^3-12*a*c*p*r^4-4*a*c*q*r^4-4*a*g^2 *p^2*r^2-8*a*g^2*p*r^3-5*a*g*p^3*r^2-15*a*g*p^2*r^3-15*a*g*p*r^4-5*a*g*q*r^4-2* a*p^3*q*r^2-6*a*p^2*q*r^3-2*a*p*q^2*r^3-6*a*p*q*r^4-8*b^3*c*p*r^2-16*b^2*c^2*g* r^2-36*b^2*c^2*p*r^2-12*b^2*c^2*q*r^2-18*b^2*c*g*r^3-18*b^2*c*p^2*r^2-36*b^2*c* p*r^3-12*b^2*c*q*r^3-5*b^2*g*p^2*r^2-10*b^2*g*p*r^3-3*b^2*p^2*q*r^2-6*b^2*p*q*r ^3-28*b*c^3*g*r^2-32*b*c^3*p*r^2-16*b*c^3*q*r^2-8*b*c^2*g^2*r^2-46*b*c^2*g*r^3-\ 24*b*c^2*p^2*r^2-48*b*c^2*p*r^3-4*b*c^2*q^2*r^2-24*b*c^2*q*r^3-11*b*c*g^2*r^3-\ 26*b*c*g*r^4-8*b*c*p^3*r^2-24*b*c*p^2*r^3-24*b*c*p*r^4-4*b*c*q^2*r^3-12*b*c*q*r ^4-4*b*g^2*p^2*r^2-8*b*g^2*p*r^3-5*b*g*p^3*r^2-15*b*g*p^2*r^3-8*a^2*b*c^2*r^2-\ 12*a^2*b*c*r^3-6*a^2*b*p^2*r^2-12*a^2*b*p*r^3-4*a^2*c^2*g*r^2-6*a^2*c*g*r^3-6*a ^2*c*p^2*r^2-12*a^2*c*p*r^3-5*a^2*g*p^2*r^2-10*a^2*g*p*r^3-3*a^2*p^2*q*r^2-6*a^ 2*p*q*r^3-16*a*b^2*c^2*r^2-20*a*b^2*c*r^3-6*a*b^2*p^2*r^2-12*a*b^2*p*r^3-24*a*b *c^3*r^2-44*a*b*c^2*r^3-28*a*b*c*r^4-10*a*b*g*r^4-6*a*b*p^3*r^2+3*a^2*q^2*r^2+ 10*a*b^2*r^3+12*a*c^3*r^2+20*a*g^2*r^3+7*a*p^4*r+25*a*p^3*r^2+24*b^3*c^2*r+8*b^ 3*c*r^2+6*b^3*p^2*r+4*b^3*p*r^2+88*b^2*c^3*r+76*b^2*c^2*r^2+3*b^2*g*r^3+15*b^2* p^3*r+29*b^2*p^2*r^2+64*b*c^4*r+84*b*c^3*r^2+10*b*g^2*r^3+7*b*p^4*r+21*b*p^3*r^ 2+32*c^4*g*r+32*c^3*g^2*r+48*c^3*g*r^2+7*c^2*g^3*r+39*c^2*g^2*r^2+10*c*g^3*r^2+ 5*g^3*p^2*r+9*g^3*p*r^2+g^3*q*r^2+12*g^2*p^3*r+29*g^2*p^2*r^2+7*g*p^4*r+23*g*p^ 3*r^2+8*a^3*c*r^2+14*a^3*p^2*r+32*a^3*p*r^2+4*a^3*q*r^2+30*a^2*b*r^3+20*a^2*c^2 *r^2+33*a^2*g*r^3+21*a^2*p^3*r+62*a^2*p^2*r^2+8*b*p*q^2*r^2+88*c^3*g*p*r+32*c^3 *g*q*r+70*c^2*g^2*p*r+22*c^2*g^2*q*r+92*c^2*g*p^2*r+132*c^2*g*p*r^2+8*c^2*g*q^2 *r+40*c^2*g*q*r^2+12*c*g^3*p*r+2*c*g^3*q*r+51*c*g^2*p^2*r+73*c*g^2*p*r^2+3*c*g^ 2*q^2*r+15*c*g^2*q*r^2+42*c*g*p^3*r+100*c*g*p^2*r^2+8*c*g*q^2*r^2+2*g^3*p*q*r+ 14*g^2*p^2*q*r+2*g^2*p*q^2*r+20*g^2*p*q*r^2+14*g*p^3*q*r+7*g*p^2*q^2*r+33*g*p^2 *q*r^2+10*g*p*q^2*r^2+2*a*g*q^2*r^2+14*a*p^3*q*r+7*a*p^2*q^2*r+37*a*p^2*q*r^2+ 12*a*p*q^2*r^2+24*b^3*c*p*r+56*b^2*c^2*g*r+148*b^2*c^2*p*r+44*b^2*c^2*q*r+34*b^ 2*c*g*r^2+82*b^2*c*p^2*r+96*b^2*c*p*r^2+26*b^2*c*q*r^2+19*b^2*g*p^2*r+22*b^2*g* p*r^2+15*b^2*p^2*q*r+15*b^2*p*q*r^2+108*b*c^3*g*r+152*b*c^3*p*r+64*b*c^3*q*r+36 *b*c^2*g^2*r+112*b*c^2*g*r^2+132*b*c^2*p^2*r+168*b*c^2*p*r^2+16*b*c^2*q^2*r+68* b*c^2*q*r^2+35*b*c*g^2*r^2+50*b*c*p^3*r+105*b*c*p^2*r^2+13*b*c*q^2*r^2+18*b*g^2 *p^2*r+28*b*g^2*p*r^2+2*b*g^2*q*r^2+27*b*g*p^3*r+59*b*g*p^2*r^2-b*g*q^2*r^2+14* b*p^3*q*r+7*b*p^2*q^2*r+29*b*p^2*q*r^2+4*a^2*b*q*r^2+20*a^2*c^2*g*r+40*a^2*c^2* p*r+34*a^2*c*g*r^2+62*a^2*c*p^2*r+122*a^2*c*p*r^2+16*a^2*c*q*r^2+31*a^2*g*p^2*r +64*a^2*g*p*r^2+6*a^2*g*q*r^2+27*a^2*p^2*q*r+6*a^2*p*q^2*r+51*a^2*p*q*r^2+64*a* b^2*c^2*r+52*a*b^2*c*r^2+26*a*b^2*p^2*r+36*a*b^2*p*r^2+104*a*b*c^3*r+140*a*b*c^ 2*r^2+36*a*b*g*r^3+36*a*b*p^3*r+87*a*b*p^2*r^2-a*b*q^2*r^2+52*a*c^3*g*r+24*a*c^ 3*p*r+24*a*c^2*g^2*r+84*a*c^2*g*r^2+52*a*c^2*p^2*r+96*a*c^2*p*r^2+12*a*c^2*q*r^ 2+35*a*c*g^2*r^2+34*a*c*p^3*r+95*a*c*p^2*r^2+3*a*c*q^2*r^2+22*a*g^2*p^2*r+42*a* g^2*p*r^2+4*a*g^2*q*r^2+33*a*g*p^3*r+88*a*g*p^2*r^2+16*a^3*c*p*r+8*a^3*p*q*r+40 *a^2*b*c^2*r+52*a^2*b*c*r^2+34*a^2*b*p^2*r+64*a^2*b*p*r^2-166*b*c*g*p^2-6*b*c*g *q^2-108*b*c*p^2*q-11*b*c*p^2*r-30*b*c*p*q^2-5*b*c*q^2*r-12*b*g^2*p*q+2*b*g^2*p *r-42*b*g*p^2*q-4*b*g*p^2*r-6*b*g*p*q^2+b*g*q^2*r-11*b*p^2*q*r-4*b*p*q^2*r-116* c^2*g*p*q-90*c^2*g*p*r-30*c^2*g*q*r-56*c*g^2*p*q-37*c*g^2*p*r-11*c*g^2*q*r-96*c *g*p^2*q-70*c*g*p^2*r-24*c*g*p*q^2-10*c*g*q^2*r-20*g^2*p*q*r-27*g*p^2*q*r-12*g* p*q^2*r-8*a*b*g*r^2-72*a*b*p^2*q-43*a*b*p^2*r-18*a*b*p*q^2+a*b*q^2*r-260*a*c^2* g*p-76*a*c^2*g*q-118*a*c^2*g*r-80*a*c^2*p*q-208*a*c^2*p*r-72*a*c^2*q*r-74*a*c*g ^2*p-22*a*c*g^2*q-32*a*c*g^2*r-216*a*c*g*p^2-16*a*c*g*q^2-84*a*c*p^2*q-129*a*c* p^2*r-18*a*c*p*q^2-15*a*c*q^2*r-24*a*g^2*p*q-30*a*g^2*p*r-12*a*g^2*q*r-78*a*g*p ^2*q-77*a*g*p^2*r-24*a*g*p*q^2-12*a*g*q^2*r-43*a*p^2*q*r-20*a*p*q^2*r-60*b^2*c* g*p-12*b^2*c*g*q+48*b^2*c*g*r-56*b^2*c*p*q+68*b^2*c*p*r+18*b^2*c*q*r-8*b^2*g*p* q+24*b^2*g*p*r+4*b^2*g*q*r+11*b^2*p*q*r-244*b*c^2*g*p-68*b*c^2*g*q+50*b*c^2*g*r -152*b*c^2*p*q+28*b*c^2*p*r+12*b*c^2*q*r-58*b*c*g^2*p-14*b*c*g^2*q+8*b*c*g^2*r-\ 120*a^2*b*c*p-40*a^2*b*c*q-48*a^2*b*c*r-40*a^2*b*p*q-48*a^2*b*p*r-16*a^2*b*q*r-\ 108*a^2*c*g*p-36*a^2*c*g*q-72*a^2*c*g*r-104*a^2*c*p*q-234*a^2*c*p*r-96*a^2*c*q* r-44*a^2*g*p*q-72*a^2*g*p*r-32*a^2*g*q*r-91*a^2*p*q*r-88*a*b^2*c*p-24*a*b^2*c*q +32*a*b^2*c*r-16*a*b^2*p*q+16*a*b^2*p*r+8*a*b^2*q*r-104*a*b*c^2*g-320*a*b*c^2*p -104*a*b*c^2*q-40*a*b*c^2*r-236*a*b*c*p^2-20*a*b*c*q^2-62*a*b*g*p^2-2*a*b*g*q^2 -364*b*c*g*p-72*b*c*g*q-190*b*c*p*q-68*b*g*p*q-124*c*g*p*q+8*a^3-16*b^3-6*g^3-2 *a^3*r^4-3*a^2*r^5-2*b^3*r^4-3*b^2*r^5-2*g^2*r^5+18*a^3*r^3-2*b^3*r^3+4*g^3*r^3 -16*a^3*c^2-24*a^3*p^2-4*a^3*q^2-44*a^3*r^2-32*a^2*c^3-36*a^2*p^3-16*a*c^4-12*a *p^4-16*b^3*c^2-4*b^3*p^2+12*b^3*r^2-80*b^2*c^3-18*b^2*p^3-64*b*c^4-12*b*p^4-40 *c^4*g-40*c^3*g^2-10*c^2*g^3-6*g^3*p^2-18*g^2*p^3-12*g*p^4-8*a^3*c-36*a^3*p-4*a ^3*q-12*a^3*r-8*a^2*c^2-96*a^2*p^2+6*a^2*q^2-48*a*p^3-32*b^3*c-16*b^3*p+8*b^3*r -176*b^2*c^2-72*b^2*p^2-168*b*c^3-60*b*p^3-84*c^3*g-74*c^2*g^2-16*c*g^3-14*g^3* p-5*g^3*r-60*g^2*p^2-54*g*p^3-24*a^2*b-4*a^2*g-48*a*b^2-16*a*g^2-40*b^2*g-28*b* g^2+52*a^2*c-30*a^2*p+26*a^2*q+52*a*c^2-50*a*p^2-128*b^2*c-88*b^2*p-164*b*c^2-\ 106*b*p^2-56*c^2*g-40*c*g^2-50*g^2*p-78*g*p^2+2*a*q^2-12*b^2*q-2*b*q^2-2*g^3*q-\ 2*g^2*q-164*a*b*c*g-452*a*b*c*p-104*a*b*c*q-146*a*b*g*p-26*a*b*g*q-38*a*b*g*r-\ 110*a*b*p*q-342*a*c*g*p-46*a*c*g*q-58*a*c*p*q-98*a*g*p*q-18*b*g*q-24*a*b*c*g*p* r^2-4*a*b*c*g*q*r^2-20*a*b*c*p*q*r^2-10*a*c*g*p*q*r^2-18*b*c*g*p*q*r^2+128*a*b* c*g*p*r+28*a*b*c*g*q*r+116*a*b*c*p*q*r+20*a*b*g*p*q*r+82*a*c*g*p*q*r+86*b*c*g*p *q*r-b*p^4*r^2-b*p^2*q^2*r^2-b*q^2*r^4-c^2*g^3*r^2-c*g^2*q^2*r^2-g^3*p^2*r^2-g* p^4*r^2-g*p^2*q^2*r^2-g*q^2*r^4-a*p^4*r^2-a*p^2*q^2*r^2-a*q^2*r^4-b*c*g^2*q*r^2 -a*c*g^2*q*r^2-a*r^6-b*r^6-g^3*r^4-g*r^6+20*a^2*r^4+4*a*r^5-b^2*r^4+5*g^2*r^4+2 *g*r^5-24*a^2*r^3+2*a*r^4+8*b^2*r^3-4*g^2*r^3+g*r^4-24*a*r^3+12*b*r^3-6*g*r^3-\ 81*a^2*r^2+28*b^2*r^2-12*g^2*r^2-29*a*r^2+5*b*r^2-12*g*r^2+12*a^2*r-16*b^2*r-5* g^2*r+58*a*b*p*q*r^2+142*a*c^2*g*p*r+42*a*c^2*g*q*r+24*a*c^2*p*q*r+47*a*c*g^2*p *r+9*a*c*g^2*q*r+124*a*c*g*p^2*r+203*a*c*g*p*r^2+8*a*c*g*q^2*r+41*a*c*g*q*r^2+ 40*a*c*p^2*q*r+6*a*c*p*q^2*r+72*a*c*p*q*r^2+10*a*g^2*p*q*r+41*a*g*p^2*q*r+8*a*g *p*q^2*r+67*a*g*p*q*r^2+66*b^2*c*g*p*r+10*b^2*c*g*q*r+52*b^2*c*p*q*r+4*b^2*g*p* q*r+206*b*c^2*g*p*r+66*b*c^2*g*q*r+120*b*c^2*p*q*r+51*b*c*g^2*p*r+9*b*c*g^2*q*r +130*b*c*g*p^2*r+169*b*c*g*p*r^2+6*b*c*g*q^2*r+39*b*c*g*q*r^2+72*b*c*p^2*q*r+22 *b*c*p*q^2*r+92*b*c*p*q*r^2+6*b*g^2*p*q*r+29*b*g*p^2*q*r+2*b*g*p*q^2*r+35*b*g*p *q*r^2+72*c^2*g*p*q*r+34*c*g^2*p*q*r+56*c*g*p^2*q*r+14*c*g*p*q^2*r+82*c*g*p*q*r ^2+76*a^2*b*c*p*r+20*a^2*b*c*q*r+16*a^2*b*p*q*r+54*a^2*c*g*p*r+10*a^2*c*g*q*r+ 32*a^2*c*p*q*r+16*a^2*g*p*q*r+84*a*b^2*c*p*r+20*a*b^2*c*q*r+8*a*b^2*p*q*r+80*a* b*c^2*g*r+228*a*b*c^2*p*r+84*a*b*c^2*q*r+92*a*b*c*g*r^2+160*a*b*c*p^2*r+234*a*b *c*p*r^2+16*a*b*c*q^2*r+58*a*b*c*q*r^2+50*a*b*g*p^2*r+86*a*b*g*p*r^2+6*a*b*g*q* r^2+42*a*b*p^2*q*r+6*a*b*p*q^2*r-168*a*b*c*g*p-48*a*b*c*g*q-24*a*b*c*g*r-184*a* b*c*p*q-106*a*b*c*p*r-18*a*b*c*q*r-44*a*b*g*p*q-28*a*b*g*p*r-8*a*b*g*q*r-48*a*b *p*q*r-172*a*c*g*p*q-227*a*c*g*p*r-83*a*c*g*q*r-138*a*c*p*q*r-95*a*g*p*q*r-112* b*c*g*p*q+17*b*c*g*p*r+13*b*c*g*q*r-10*b*c*p*q*r-9*b*g*p*q*r-74*c*g*p*q*r-(a+b+ g)*(4*c^2+4*c*p+4*c*q+6*c*r+p^2+2*p*q+3*p*r+q^2+3*q*r+3*r^2+6*c+3*p+3*q+3*r+2)* (r-3)*(r-4)*(r+1+q+p+g+2*c+2*b+2*a)*(r+q+p+g+2*c+b+a)*x^2+12*a-12*b+60*a^2*c*r^ 3+61*a^2*p*r^3+24*a^2*q*r^3+15*a*b*r^4+44*a*c^2*r^3+27*a*c*r^4+22*a*g*r^4+33*a* p^2*r^3+19*a*p*r^4+5*a*q^2*r^3+9*a*q*r^4+14*b^2*c*r^3+13*b^2*p*r^3+36*b*c^2*r^3 +5*b*c*r^4+5*b*g*r^4+21*b*p^2*r^3+7*b*p*r^4+b*q^2*r^3+b*q*r^4+40*c^2*g*r^3+22*c *g^2*r^3+16*c*g*r^4+22*g^2*p*r^3+6*g^2*q*r^3+27*g*p^2*r^3+13*g*p*r^4+3*g*q^2*r^ 3+5*g*q*r^4-8*a*b*r^3-32*a*c*r^3-23*a*g*r^3+5*a*p*r^3-7*a*q*r^3+28*b*c*r^3+3*b* g*r^3+17*b*p*r^3+5*b*q*r^3-2*c*g*r^3+11*g*p*r^3-g*q*r^3-164*a^2*c*r^2-61*a^2*p* r^2-56*a^2*q*r^2-130*a*c^2*r^2-8*a*p^2*r^2-9*a*q^2*r^2+76*b^2*c*r^2+40*b^2*p*r^ 2+19*b^2*q*r^2+90*b*c^2*r^2+22*b*p^2*r^2+5*b*q^2*r^2-20*c^2*g*r^2-11*c*g^2*r^2- g^2*p*r^2-9*g^2*q*r^2+7*g*p^2*r^2-2*g*q^2*r^2-17*a*b*r^2-129*a*c*r^2-72*a*g*r^2 -79*a*p*r^2-31*a*q*r^2+37*b*c*r^2+13*b*g*r^2+7*b*p*r^2+15*b*q*r^2-46*c*g*r^2-36 *g*p*r^2-8*g*q*r^2-78*a^2*c*r-149*a^2*p*r-27*a^2*q*r-74*a*c^2*r-103*a*p^2*r+a*q ^2*r-16*b^2*p*r-8*b^2*q*r-50*b*c^2*r-65*b*p^2*r-5*b*q^2*r-62*c^2*g*r-30*c*g^2*r -51*g^2*p*r-7*g^2*q*r-84*g*p^2*r-2*g*q^2*r-28*a*b*r+18*a*c*r-6*a*g*r-67*a*p*r+9 *a*q*r-62*b*c*r-20*b*g*r-77*b*p*r-21*b*q*r-22*c*g*r-72*g*p*r-6*g*q*r-22*a*b*q-\ 154*a*b*p-124*a*b*c-24*a*c*g-42*a*c*p+34*a*c*q-102*a*g*p+10*a*g*q-156*b*c*g-290 *b*c*p-54*b*c*q-134*b*g*p-60*b*p*q-166*c*g*p-10*c*g*q-30*g*p*q-88*a^2*b*c-100*a ^2*b*p-20*a^2*b*q-28*a^2*b*r-52*a^2*c*g-152*a^2*c*p+8*a^2*c*q-86*a^2*g*p-14*a^2 *g*q-26*a^2*g*r-52*a^2*p*q-112*a*b^2*c-80*a*b^2*p-16*a*b^2*q-8*a*b^2*r-232*a*b* c^2-180*a*b*p^2-6*a*b*q^2-124*a*c^2*g-128*a*c^2*p+12*a*c^2*q-56*a*c*g^2-160*a*c *p^2+6*a*c*q^2-62*a*g^2*p-10*a*g^2*q-20*a*g^2*r-164*a*g*p^2+2*a*g*q^2-48*a*p^2* q-88*b^2*c*g-232*b^2*c*p-44*b^2*c*q-56*b^2*g*p-8*b^2*g*q+4*b^2*g*r-34*b^2*p*q-\ 232*b*c^2*g-396*b*c^2*p-104*b*c^2*q-68*b*c*g^2-276*b*c*p^2-10*b*c*q^2-52*b*g^2* p-8*b*g^2*q-10*b*g^2*r-130*b*g*p^2-2*b*g*q^2-72*b*p^2*q-12*b*p*q^2-262*c^2*g*p-\ 46*c^2*g*q-144*c*g^2*p-24*c*g^2*q-218*c*g*p^2-2*c*g*q^2-34*g^2*p*q-60*g*p^2*q-6 *g*p*q^2-60*a*b*g-48*a^3*c*p-16*a^3*c*q-48*a^3*c*r-24*a^3*p*q-48*a^3*p*r-24*a^3 *q*r-64*a^2*b*c^2-48*a^2*b*p^2-4*a^2*b*q^2-36*a^2*b*r^2-48*a^2*c^2*g-136*a^2*c^ 2*p-32*a^2*c^2*q-132*a^2*c^2*r-132*a^2*c*p^2-8*a^2*c*q^2-48*a^2*g*p^2-6*a^2*g*q ^2-62*a^2*g*r^2-54*a^2*p^2*q-73*a^2*p^2*r-18*a^2*p*q^2-15*a^2*q^2*r-64*a*b^2*c^ 2-28*a*b^2*p^2+20*a*b^2*r^2-128*a*b*c^3-54*a*b*p^3-88*a*c^3*g-88*a*c^3*p-16*a*c ^3*q-84*a*c^3*r-40*a*c^2*g^2-124*a*c^2*p^2-4*a*c^2*q^2-66*a*c*p^3-30*a*g^2*p^2-\ 2*a*g^2*q^2-20*a*g^2*r^2-54*a*g*p^3-24*a*p^3*q-23*a*p^3*r-12*a*p^2*q^2-16*b^3*c *p+32*b^3*c*r+16*b^3*p*r-48*b^2*c^2*g-152*b^2*c^2*p-40*b^2*c^2*q+80*b^2*c^2*r-\ 92*b^2*c*p^2-18*b^2*g*p^2+22*b^2*g*r^2-18*b^2*p^2*q+14*b^2*p^2*r-112*b*c^3*g-\ 184*b*c^3*p-64*b*c^3*q+44*b*c^3*r-40*b*c^2*g^2-184*b*c^2*p^2-16*b*c^2*q^2-78*b* c*p^3-20*b*g^2*p^2+8*b*g^2*r^2-36*b*g*p^3-24*b*p^3*q-7*b*p^3*r-12*b*p^2*q^2-136 *c^3*g*p-40*c^3*g*q-20*c^3*g*r-100*c^2*g^2*p-28*c^2*g^2*q-11*c^2*g^2*r-154*c^2* g*p^2-10*c^2*g*q^2-16*c*g^3*p-4*c*g^3*q-4*c*g^3*r-76*c*g^2*p^2-4*c*g^2*q^2-72*c *g*p^3-4*g^3*p*q-3*g^3*p*r-g^3*q*r-24*g^2*p^2*q-15*g^2*p^2*r-6*g^2*p*q^2-2*g^2* q^2*r-24*g*p^3*q-15*g*p^3*r-12*g*p^2*q^2+74*a*b*c*r^3+66*a*b*p*r^3+16*a*b*q*r^3 +79*a*c*g*r^3+88*a*c*p*r^3+32*a*c*q*r^3+77*a*g*p*r^3+26*a*g*q*r^3+32*a*p*q*r^3+ 39*b*c*g*r^3+60*b*c*p*r^3+20*b*c*q*r^3+37*b*g*p*r^3+6*b*g*q*r^3+16*b*p*q*r^3+74 *c*g*p*r^3+26*c*g*q*r^3+24*g*p*q*r^3-8*a*b*c*r^2+3*a*b*p*r^2-13*a*b*q*r^2-125*a *c*g*r^2-95*a*c*p*r^2-77*a*c*q*r^2-46*a*g*p*r^2-51*a*g*q*r^2-26*a*p*q*r^2+55*b* c*g*r^2+95*b*c*p*r^2+41*b*c*q*r^2+35*b*g*p*r^2+8*b*g*q*r^2+18*b*p*q*r^2-18*c*g* q*r^2-4*g*p*q*r^2-106*a*b*c*r-145*a*b*p*r-15*a*b*q*r-116*a*c*g*r-247*a*c*p*r-29 *a*c*q*r-188*a*g*p*r-30*a*g*q*r-72*a*p*q*r-36*b*c*g*r-149*b*c*p*r-39*b*c*q*r-69 *b*g*p*r-9*b*g*q*r-40*b*p*q*r-198*c*g*p*r-34*c*g*q*r-56*g*p*q*r+48*c*a-72*c*b-\ 12*c*g+20*r*a-20*r*b+10*q*a-10*q*b+2*p*a-74*p*b-36*p*g+28*a^2+12*a*g-20*a*b-36* g*b-6*g^2-32*b^2: PRcg:= x^3*(x-1)^3*((a+b+2*c+p+q+4)*x-a-c-p-2)*dx^5+x^2*(x-1)^2*(-(3*a+3*b+6 *c+2*g+3*p+3*q+5*r-3)*(a+b+2*c+p+q+4)*x^2+(6*a^2+6*a*b+18*a*c+3*a*g+12*a*p+6*a* q+8*a*r+6*b*c+b*g+6*b*p+2*b*r+12*c^2+4*c*g+18*c*p+6*c*q+10*c*r+3*g*p+g*q+6*p^2+ 6*p*q+8*p*r+2*q*r+13*a+5*b+18*c+8*g+13*p+5*q+20*r-12)*x-(a+c+p+2)*(-2+3*a+3*c+g +3*p+3*r))*dx^4+x*(x-1)*((2*a^2+4*a*b+12*a*c+3*a*g+6*a*p+6*a*q+12*a*r+2*b^2+12* b*c+3*b*g+6*b*p+6*b*q+12*b*r+12*c^2+8*c*g+12*c*p+12*c*q+24*c*r+g^2+4*g*p+4*g*q+ 8*g*r+3*p^2+6*p*q+12*p*r+3*q^2+12*q*r+10*r^2-5*a-5*b-10*c-3*g-5*p-5*q-2*r-4)*(a +b+2*c+p+q+4)*x^3+(-6*a^3-12*a^2*b-38*a^2*c-7*a^2*g-24*a^2*p-16*a^2*q-30*a^2*r-\ 6*a*b^2-48*a*b*c-9*a*b*g-32*a*b*p-16*a*b*q-36*a*b*r-68*a*c^2-27*a*c*g-88*a*c*p-\ 52*a*c*q-96*a*c*r-2*a*g^2-17*a*g*p-10*a*g*q-17*a*g*r-27*a*p^2-36*a*p*q-60*a*p*r -9*a*q^2-36*a*q*r-22*a*r^2-10*b^2*c-2*b^2*g-8*b^2*p-6*b^2*r-40*b*c^2-15*b*c*g-\ 56*b*c*p-20*b*c*q-48*b*c*r-b*g^2-11*b*g*p-4*b*g*q-7*b*g*r-18*b*p^2-18*b*p*q-36* b*p*r-12*b*q*r-8*b*r^2-36*c^3-24*c^2*g-72*c^2*p-36*c^2*q-72*c^2*r-3*c*g^2-32*c* g*p-16*c*g*q-24*c*g*r-45*c*p^2-54*c*p*q-96*c*p*r-9*c*q^2-48*c*q*r-30*c*r^2-2*g^ 2*p-g^2*q-10*g*p^2-12*g*p*q-17*g*p*r-2*g*q^2-7*g*q*r-9*p^3-18*p^2*q-30*p^2*r-9* p*q^2-36*p*q*r-22*p*r^2-6*q^2*r-8*q*r^2-7*a^2-9*a*b-47*a*c-15*a*g-36*a*p-19*a*q -85*a*r-2*b^2-37*b*c-12*b*g-23*b*p-6*b*q-53*b*r-42*c^2-39*c*g-59*c*p-25*c*q-138 *c*r-6*g^2-25*g*p-14*g*q-48*g*r-19*p^2-21*p*q-85*p*r-2*q^2-53*q*r-60*r^2+45*a+ 27*b+72*c+18*g+37*p+35*q+12*r+24)*x^2+(6*a^3+6*a^2*b+28*a^2*c+5*a^2*g+24*a^2*p+ 8*a^2*q+24*a^2*r+16*a*b*c+3*a*b*g+16*a*b*p+12*a*b*r+38*a*c^2+15*a*c*g+68*a*c*p+ 16*a*c*q+60*a*c*r+a*g^2+13*a*g*p+3*a*g*q+11*a*g*r+27*a*p^2+18*a*p*q+48*a*p*r+12 *a*q*r+15*a*r^2+10*b*c^2+3*b*c*g+20*b*c*p+12*b*c*r+4*b*g*p+b*g*r+9*b*p^2+12*b*p *r+b*r^2+16*c^3+10*c^2*g+44*c^2*p+8*c^2*q+36*c^2*r+c*g^2+19*c*g*p+3*c*g*q+12*c* g*r+36*c*p^2+18*c*p*q+60*c*p*r+12*c*q*r+16*c*r^2+g^2*p+8*g*p^2+4*g*p*q+11*g*p*r +g*q*r+9*p^3+9*p^2*q+24*p^2*r+12*p*q*r+15*p*r^2+q*r^2+5*a^2+3*a*b+21*a*c+7*a*g+ 30*a*p+5*a*q+50*a*r+11*b*c+4*b*g+9*b*p+18*b*r+16*c^2+15*c*g+39*c*p+5*c*q+68*c*r +2*g^2+15*g*p+4*g*q+24*g*r+17*p^2+7*p*q+50*p*r+18*q*r+32*r^2-28*a-10*b-38*c-10* g-16*p-14*q-8*r-12)*x-(2*a^2+4*a*c+a*g+6*a*p+6*a*r+2*c^2+c*g+6*c*p+6*c*r+2*g*p+ 2*g*r+3*p^2+6*p*r+3*r^2-3*a-3*c-g-p-r-1)*(a+c+p+2))*dx^3+(-(4*a^2*c+2*a^2*p+2*a ^2*q+6*a^2*r+8*a*b*c+4*a*b*p+4*a*b*q+12*a*b*r+12*a*c^2+6*a*c*g+12*a*c*p+12*a*c* q+36*a*c*r+3*a*g*p+3*a*g*q+9*a*g*r+3*a*p^2+6*a*p*q+18*a*p*r+3*a*q^2+18*a*q*r+18 *a*r^2+4*b^2*c+2*b^2*p+2*b^2*q+6*b^2*r+12*b*c^2+6*b*c*g+12*b*c*p+12*b*c*q+36*b* c*r+3*b*g*p+3*b*g*q+9*b*g*r+3*b*p^2+6*b*p*q+18*b*p*r+3*b*q^2+18*b*q*r+18*b*r^2+ 8*c^3+8*c^2*g+12*c^2*p+12*c^2*q+36*c^2*r+2*c*g^2+8*c*g*p+8*c*g*q+24*c*g*r+6*c*p ^2+12*c*p*q+36*c*p*r+6*c*q^2+36*c*q*r+36*c*r^2+g^2*p+g^2*q+3*g^2*r+2*g*p^2+4*g* p*q+12*g*p*r+2*g*q^2+12*g*q*r+12*g*r^2+p^3+3*p^2*q+9*p^2*r+3*p*q^2+18*p*q*r+18* p*r^2+q^3+9*q^2*r+18*q*r^2+10*r^3-2*a^2-4*a*b-16*a*c-3*a*g-8*a*p-8*a*q+3*a*r-2* b^2-16*b*c-3*b*g-8*b*p-8*b*q+3*b*r-16*c^2-10*c*g-16*c*p-16*c*q+6*c*r-g^2-5*g*p-\ 5*g*q+3*g*r-4*p^2-8*p*q+3*p*r-4*q^2+3*q*r+12*r^2-13*a-13*b-26*c-9*g-13*p-13*q-\ 10*r-8)*(a+b+2*c+p+q+4)*x^4+(12*a^3*c+8*a^3*p+6*a^3*q+20*a^3*r+28*a^2*b*c+18*a^ 2*b*p+12*a^2*b*q+44*a^2*b*r+52*a^2*c^2+16*a^2*c*g+66*a^2*c*p+46*a^2*c*q+136*a^2 *c*r+10*a^2*g*p+7*a^2*g*q+26*a^2*g*r+20*a^2*p^2+30*a^2*p*q+80*a^2*p*r+10*a^2*q^ 2+60*a^2*q*r+54*a^2*r^2+20*a*b^2*c+12*a*b^2*p+6*a*b^2*q+28*a*b^2*r+80*a*b*c^2+ 24*a*b*c*g+100*a*b*c*p+60*a*b*c*q+192*a*b*c*r+15*a*b*g*p+9*a*b*g*q+36*a*b*g*r+ 30*a*b*p^2+40*a*b*p*q+116*a*b*p*r+10*a*b*q^2+76*a*b*q*r+72*a*b*r^2+72*a*c^3+46* a*c^2*g+136*a*c^2*p+88*a*c^2*q+256*a*c^2*r+5*a*c*g^2+57*a*c*g*p+37*a*c*g*q+104* a*c*g*r+82*a*c*p^2+116*a*c*p*q+308*a*c*p*r+34*a*c*q^2+212*a*c*q*r+180*a*c*r^2+3 *a*g^2*p+2*a*g^2*q+8*a*g^2*r+17*a*g*p^2+24*a*g*p*q+62*a*g*p*r+7*a*g*q^2+42*a*g* q*r+33*a*g*r^2+16*a*p^3+36*a*p^2*q+90*a*p^2*r+24*a*p*q^2+132*a*p*q*r+108*a*p*r^ 2+4*a*q^3+42*a*q^2*r+72*a*q*r^2+28*a*r^3+4*b^3*c+2*b^3*p+4*b^3*r+28*b^2*c^2+8*b ^2*c*g+34*b^2*c*p+14*b^2*c*q+56*b^2*c*r+5*b^2*g*p+2*b^2*g*q+10*b^2*g*r+10*b^2*p ^2+10*b^2*p*q+36*b^2*p*r+16*b^2*q*r+18*b^2*r^2+56*b*c^3+34*b*c^2*g+104*b*c^2*p+ 56*b*c^2*q+176*b*c^2*r+3*b*c*g^2+43*b*c*g*p+23*b*c*g*q+64*b*c*g*r+62*b*c*p^2+76 *b*c*p*q+220*b*c*p*r+14*b*c*q^2+124*b*c*q*r+108*b*c*r^2+2*b*g^2*p+b*g^2*q+4*b*g ^2*r+13*b*g*p^2+16*b*g*p*q+42*b*g*p*r+3*b*g*q^2+22*b*g*q*r+15*b*g*r^2+12*b*p^3+ 24*b*p^2*q+66*b*p^2*r+12*b*p*q^2+84*b*p*q*r+72*b*p*r^2+18*b*q^2*r+36*b*q*r^2+12 *b*r^3+32*c^4+32*c^3*g+80*c^3*p+48*c^3*q+144*c^3*r+8*c^2*g^2+60*c^2*g*p+36*c^2* g*q+96*c^2*g*r+72*c^2*p^2+96*c^2*p*q+264*c^2*p*r+24*c^2*q^2+168*c^2*q*r+144*c^2 *r^2+10*c*g^2*p+6*c*g^2*q+12*c*g^2*r+36*c*g*p^2+48*c*g*p*q+120*c*g*p*r+12*c*g*q ^2+72*c*g*q*r+48*c*g*r^2+28*c*p^3+60*c*p^2*q+156*c*p^2*r+36*c*p*q^2+216*c*p*q*r +180*c*p*r^2+4*c*q^3+60*c*q^2*r+108*c*q*r^2+40*c*r^3+3*g^2*p^2+4*g^2*p*q+8*g^2* p*r+g^2*q^2+4*g^2*q*r+7*g*p^3+15*g*p^2*q+36*g*p^2*r+9*g*p*q^2+48*g*p*q*r+33*g*p *r^2+g*q^3+12*g*q^2*r+15*g*q*r^2+4*p^4+12*p^3*q+30*p^3*r+12*p^2*q^2+66*p^2*q*r+ 54*p^2*r^2+4*p*q^3+42*p*q^2*r+72*p*q*r^2+28*p*r^3+6*q^3*r+18*q^2*r^2+12*q*r^3-8 *a^3-16*a^2*b-22*a^2*c-10*a^2*g-4*a^2*p-9*a^2*q+72*a^2*r-8*a*b^2-16*a*b*c-12*a* b*g-3*a*b*p-13*a*b*q+108*a*b*r-14*a*c^2+9*a*c*g+7*a*c*p-17*a*c*q+348*a*c*r-3*a* g^2+10*a*g*p+3*a*g*q+87*a*g*r+7*a*p^2+2*a*p*q+212*a*p*r-5*a*q^2+152*a*q*r+195*a *r^2+6*b^2*c-2*b^2*g+b^2*p-4*b^2*q+36*b^2*r+14*b*c^2+23*b*c*g+17*b*c*p-7*b*c*q+ 276*b*c*r-b*g^2+13*b*g*p+6*b*g*q+69*b*g*r+5*b*p^2-2*b*p*q+160*b*p*r-7*b*q^2+100 *b*q*r+141*b*r^2+24*c^2*g+12*c^2*p-12*c^2*q+312*c^2*r+12*c*g^2+32*c*g*p+16*c*g* q+204*c*g*r+12*c*p^2+372*c*p*r-12*c*q^2+252*c*q*r+336*c*r^2+7*g^2*p+5*g^2*q+24* g^2*r+10*g*p^2+12*g*p*q+119*g*p*r+2*g*q^2+85*g*q*r+96*g*r^2+3*p^3+3*p^2*q+108*p ^2*r-3*p*q^2+156*p*q*r+195*p*r^2-3*q^3+48*q^2*r+141*q*r^2+80*r^3-64*a^2-84*a*b-\ 276*a*c-53*a*g-147*a*p-125*a*q+a*r-20*b^2-188*b*c-31*b*g-107*b*p-85*b*q+7*b*r-\ 232*c^2-116*c*g-254*c*p-210*c*q+8*c*r-8*g^2-63*g*p-53*g*q+24*g*r-69*p^2-116*p*q +17*p*r-47*q^2-9*q*r+96*r^2-142*a-98*b-240*c-72*g-138*p-102*q-80*r-64)*x^3+(-12 *a^3*c-12*a^3*p-6*a^3*q-24*a^3*r-20*a^2*b*c-18*a^2*b*p-6*a^2*b*q-34*a^2*b*r-44* a^2*c^2-14*a^2*c*g-78*a^2*c*p-32*a^2*c*q-134*a^2*c*r-12*a^2*g*p-5*a^2*g*q-26*a^ 2*g*r-30*a^2*p^2-30*a^2*p*q-96*a^2*p*r-5*a^2*q^2-48*a^2*q*r-57*a^2*r^2-8*a*b^2* c-6*a*b^2*p-10*a*b^2*r-48*a*b*c^2-14*a*b*c*g-80*a*b*c*p-20*a*b*c*q-120*a*b*c*r-\ 12*a*b*g*p-3*a*b*g*q-22*a*b*g*r-30*a*b*p^2-20*a*b*p*q-88*a*b*p*r-28*a*b*q*r-44* a*b*r^2-52*a*c^3-34*a*c^2*g-134*a*c^2*p-46*a*c^2*q-210*a*c^2*r-4*a*c*g^2-56*a*c *g*p-19*a*c*g*q-88*a*c*g*r-102*a*c*p^2-88*a*c*p*q-308*a*c*p*r-10*a*c*q^2-128*a* c*q*r-158*a*c*r^2-3*a*g^2*p-a*g^2*q-7*a*g^2*r-21*a*g*p^2-18*a*g*p*q-64*a*g*p*r-\ 2*a*g*q^2-25*a*g*q*r-31*a*g*r^2-24*a*p^3-36*a*p^2*q-108*a*p^2*r-12*a*p*q^2-102* a*p*q*r-114*a*p*r^2-15*a*q^2*r-44*a*q*r^2-27*a*r^3-8*b^2*c^2-2*b^2*c*g-14*b^2*c *p-14*b^2*c*r-2*b^2*g*p-2*b^2*g*r-5*b^2*p^2-12*b^2*p*r-3*b^2*r^2-28*b*c^3-16*b* c^2*g-70*b*c^2*p-14*b*c^2*q-90*b*c^2*r-b*c*g^2-28*b*c*g*p-5*b*c*g*q-28*b*c*g*r-\ 52*b*c*p^2-28*b*c*p*q-140*b*c*p*r-32*b*c*q*r-50*b*c*r^2-b*g^2*p-b*g^2*r-11*b*g* p^2-6*b*g*p*q-25*b*g*p*r-4*b*g*q*r-4*b*g*r^2-12*b*p^3-12*b*p^2*q-51*b*p^2*r-30* b*p*q*r-44*b*p*r^2-6*b*q*r^2-3*b*r^3-20*c^4-20*c^3*g-68*c^3*p-20*c^3*q-100*c^3* r-5*c^2*g^2-50*c^2*g*p-14*c^2*g*q-66*c^2*g*r-77*c^2*p^2-58*c^2*p*q-224*c^2*p*r-\ 5*c^2*q^2-80*c^2*q*r-104*c^2*r^2-8*c*g^2*p-2*c*g^2*q-8*c*g^2*r-38*c*g*p^2-28*c* g*p*q-103*c*g*p*r-2*c*g*q^2-31*c*g*q*r-35*c*g*r^2-36*c*p^3-48*c*p^2*q-159*c*p^2 *r-12*c*p*q^2-132*c*p*q*r-158*c*p*r^2-15*c*q^2*r-50*c*q*r^2-30*c*r^3-3*g^2*p^2-\ 2*g^2*p*q-7*g^2*p*r-g^2*q*r-9*g*p^3-12*g*p^2*q-38*g*p^2*r-3*g*p*q^2-28*g*p*q*r-\ 31*g*p*r^2-2*g*q^2*r-4*g*q*r^2-6*p^4-12*p^3*q-36*p^3*r-6*p^2*q^2-51*p^2*q*r-57* p^2*r^2-15*p*q^2*r-44*p*q*r^2-27*p*r^3-3*q^2*r^2-3*q*r^3+12*a^3+14*a^2*b+38*a^2 *c+12*a^2*g+12*a^2*q-67*a^2*r+2*a*b^2+14*a*b*c+8*a*b*g-6*a*b*p+9*a*b*q-70*a*b*r +36*a*c^2+6*a*c*g-18*a*c*p+27*a*c*q-268*a*c*r+3*a*g^2-9*a*g*p+2*a*g*q-67*a*g*r-\ 21*a*p^2-4*a*p*q-204*a*p*r+5*a*q^2-94*a*q*r-161*a*r^2-4*b^2*c-3*b^2*p-13*b^2*r-\ 6*b*c^2-15*b*c*g-24*b*c*p+3*b*c*q-160*b*c*r-13*b*g*p-3*b*g*q-40*b*g*r-10*b*p^2+ 2*b*p*q-106*b*p*r-36*b*q*r-80*b*r^2+10*c^3-9*c^2*g-21*c^2*p+15*c^2*q-214*c^2*r-\ 7*c*g^2-28*c*g*p-4*c*g*q-139*c*g*r-31*c*p^2-2*c*p*q-310*c*p*r+5*c*q^2-130*c*q*r -241*c*r^2-5*g^2*p-2*g^2*q-16*g^2*r-13*g*p^2-9*g*p*q-97*g*p*r-g*q^2-46*g*q*r-70 *g*r^2-9*p^3-6*p^2*q-107*p^2*r+3*p*q^2-98*p*q*r-161*p*r^2-17*q^2*r-80*q*r^2-60* r^3+72*a^2+56*a*b+244*a*c+50*a*g+124*a*p+88*a*q+5*a*r+6*b^2+112*b*c+17*b*g+61*b *p+31*b*q-4*b*r+178*c^2+89*c*g+185*c*p+119*c*q+c*r+6*g^2+46*g*p+31*g*q-14*g*r+ 50*p^2+71*p*q-23*p*r+17*q^2+16*q*r-66*r^2+123*a+57*b+180*c+54*g+105*p+51*q+58*r +48)*x^2+(4*a^2*c+8*a^2*p+2*a^2*q+12*a^2*r+4*a*b*c+6*a*b*p+8*a*b*r+8*a*c^2+4*a* c*g+26*a*c*p+4*a*c*q+40*a*c*r+6*a*g*p+a*g*q+10*a*g*r+12*a*p^2+8*a*p*q+36*a*p*r+ 12*a*q*r+24*a*r^2+4*b*c^2+2*b*c*g+10*b*c*p+16*b*c*r+3*b*g*p+4*b*g*r+4*b*p^2+12* b*p*r+8*b*r^2+4*c^3+4*c^2*g+18*c^2*p+2*c^2*q+28*c^2*r+c*g^2+11*c*g*p+c*g*q+18*c *g*r+16*c*p^2+8*c*p*q+48*c*p*r+12*c*q*r+32*c*r^2+g^2*p+2*g^2*r+5*g*p^2+3*g*p*q+ 16*g*p*r+4*g*q*r+11*g*r^2+4*p^3+4*p^2*q+18*p^2*r+12*p*q*r+24*p*r^2+8*q*r^2+10*r ^3-8*a^2-4*a*b-26*a*c-6*a*g-4*a*p-9*a*q+2*a*r-10*b*c-2*b*g-3*b*p-18*c^2-11*c*g-\ 7*c*p-9*c*q+2*c*r-g^2-2*g*p-3*g*q+g*r+p^2-5*p*q+10*p*r-4*q*r+9*r^2-20*a-6*b-26* c-9*g-11*p-3*q-9*r-8)*(a+c+p+2)*x-(p+r-1)*(p+a+c+r+1)*(2*a+2*c+g+p+r+1)*(a+c+p+ 2))*dx^2+((8*a^2*c+4*a^2*p+4*a^2*q+6*a^2*r+16*a*b*c+8*a*b*p+8*a*b*q+12*a*b*r+24 *a*c^2+12*a*c*g+24*a*c*p+24*a*c*q+36*a*c*r+6*a*g*p+6*a*g*q+9*a*g*r+6*a*p^2+12*a *p*q+18*a*p*r+6*a*q^2+18*a*q*r+12*a*r^2+8*b^2*c+4*b^2*p+4*b^2*q+6*b^2*r+24*b*c^ 2+12*b*c*g+24*b*c*p+24*b*c*q+36*b*c*r+6*b*g*p+6*b*g*q+9*b*g*r+6*b*p^2+12*b*p*q+ 18*b*p*r+6*b*q^2+18*b*q*r+12*b*r^2+16*c^3+16*c^2*g+24*c^2*p+24*c^2*q+36*c^2*r+4 *c*g^2+16*c*g*p+16*c*g*q+24*c*g*r+12*c*p^2+24*c*p*q+36*c*p*r+12*c*q^2+36*c*q*r+ 24*c*r^2+2*g^2*p+2*g^2*q+3*g^2*r+4*g*p^2+8*g*p*q+12*g*p*r+4*g*q^2+12*g*q*r+8*g* r^2+2*p^3+6*p^2*q+9*p^2*r+6*p*q^2+18*p*q*r+12*p*r^2+2*q^3+9*q^2*r+12*q*r^2+5*r^ 3+8*a^2+16*a*b+40*a*c+12*a*g+20*a*p+20*a*q+33*a*r+8*b^2+40*b*c+12*b*g+20*b*p+20 *b*q+33*b*r+40*c^2+28*c*g+40*c*p+40*c*q+66*c*r+4*g^2+14*g*p+14*g*q+23*g*r+10*p^ 2+20*p*q+33*p*r+10*q^2+33*q*r+23*r^2+16*a+16*b+32*c+12*g+16*p+16*q+30*r+8)*(r-1 )*(a+b+2*c+p+q+4)*x^3-(20*a^3*c+12*a^3*p+10*a^3*q+16*a^3*r+44*a^2*b*c+26*a^2*b* p+20*a^2*b*q+34*a^2*b*r+84*a^2*c^2+28*a^2*c*g+102*a^2*c*p+74*a^2*c*q+110*a^2*c* r+16*a^2*g*p+13*a^2*g*q+22*a^2*g*r+30*a^2*p^2+46*a^2*p*q+64*a^2*p*r+16*a^2*q^2+ 48*a^2*q*r+30*a^2*r^2+28*a*b^2*c+16*a*b^2*p+10*a*b^2*q+20*a*b^2*r+120*a*b*c^2+ 36*a*b*c*g+148*a*b*c*p+92*a*b*c*q+144*a*b*c*r+21*a*b*g*p+15*a*b*g*q+27*a*b*g*r+ 44*a*b*p^2+60*a*b*p*q+88*a*b*p*r+16*a*b*q^2+56*a*b*q*r+36*a*b*r^2+112*a*c^3+74* a*c^2*g+208*a*c^2*p+136*a*c^2*q+200*a*c^2*r+9*a*c*g^2+91*a*c*g*p+59*a*c*g*q+85* a*c*g*r+124*a*c*p^2+176*a*c*p*q+244*a*c*p*r+52*a*c*q^2+160*a*c*q*r+96*a*c*r^2+5 *a*g^2*p+4*a*g^2*q+7*a*g^2*r+27*a*g*p^2+38*a*g*p*q+52*a*g*p*r+11*a*g*q^2+33*a*g *q*r+19*a*g*r^2+24*a*p^3+54*a*p^2*q+72*a*p^2*r+36*a*p*q^2+102*a*p*q*r+60*a*p*r^ 2+6*a*q^3+30*a*q^2*r+36*a*q*r^2+12*a*r^3+4*b^3*c+2*b^3*p+2*b^3*r+36*b^2*c^2+8*b ^2*c*g+46*b^2*c*p+18*b^2*c*q+34*b^2*c*r+5*b^2*g*p+2*b^2*g*q+5*b^2*g*r+14*b^2*p^ 2+14*b^2*p*q+24*b^2*p*r+8*b^2*q*r+6*b^2*r^2+80*b*c^3+46*b*c^2*g+152*b*c^2*p+80* b*c^2*q+124*b*c^2*r+3*b*c*g^2+61*b*c*g*p+29*b*c*g*q+41*b*c*g*r+92*b*c*p^2+112*b *c*p*q+164*b*c*p*r+20*b*c*q^2+80*b*c*q*r+48*b*c*r^2+2*b*g^2*p+b*g^2*q+2*b*g^2*r +19*b*g*p^2+22*b*g*p*q+30*b*g*p*r+3*b*g*q^2+11*b*g*q*r+5*b*g*r^2+18*b*p^3+36*b* p^2*q+51*b*p^2*r+18*b*p*q^2+60*b*p*q*r+36*b*p*r^2+9*b*q^2*r+12*b*q*r^2+3*b*r^3+ 48*c^4+48*c^3*g+120*c^3*p+72*c^3*q+108*c^3*r+12*c^2*g^2+92*c^2*g*p+52*c^2*g*q+ 72*c^2*g*r+108*c^2*p^2+144*c^2*p*q+204*c^2*p*r+36*c^2*q^2+120*c^2*q*r+72*c^2*r^ 2+16*c*g^2*p+8*c*g^2*q+9*c*g^2*r+56*c*g*p^2+72*c*g*p*q+96*c*g*p*r+16*c*g*q^2+48 *c*g*q*r+24*c*g*r^2+42*c*p^3+90*c*p^2*q+123*c*p^2*r+54*c*p*q^2+162*c*p*q*r+96*c *p*r^2+6*c*q^3+39*c*q^2*r+48*c*q*r^2+15*c*r^3+5*g^2*p^2+6*g^2*p*q+7*g^2*p*r+g^2 *q^2+2*g^2*q*r+11*g*p^3+23*g*p^2*q+30*g*p^2*r+13*g*p*q^2+36*g*p*q*r+19*g*p*r^2+ g*q^3+6*g*q^2*r+5*g*q*r^2+6*p^4+18*p^3*q+24*p^3*r+18*p^2*q^2+51*p^2*q*r+30*p^2* r^2+6*p*q^3+30*p*q^2*r+36*p*q*r^2+12*p*r^3+3*q^3*r+6*q^2*r^2+3*q*r^3+20*a^3+44* a^2*b+178*a^2*c+28*a^2*g+112*a^2*p+79*a^2*q+126*a^2*r+28*a*b^2+264*a*b*c+36*a*b *g+165*a*b*p+99*a*b*q+171*a*b*r+370*a*c^2+177*a*c*g+463*a*c*p+303*a*c*q+495*a*c *r+9*a*g^2+110*a*g*p+71*a*g*q+112*a*g*r+139*a*p^2+198*a*p*q+298*a*p*r+59*a*q^2+ 205*a*q*r+133*a*r^2+4*b^3+86*b^2*c+8*b^2*g+53*b^2*p+20*b^2*q+45*b^2*r+278*b*c^2 +123*b*c*g+345*b*c*p+185*b*c*q+333*b*c*r+3*b*g^2+79*b*g*p+40*b*g*q+65*b*g*r+103 *b*p^2+126*b*p*q+209*b*p*r+23*b*q^2+116*b*q*r+80*b*r^2+216*c^3+180*c^2*g+404*c^ 2*p+244*c^2*q+414*c^2*r+36*c*g^2+226*c*g*p+134*c*g*q+213*c*g*r+242*c*p^2+324*c* p*q+507*c*p*r+82*c*q^2+321*c*q*r+213*c*r^2+23*g^2*p+13*g^2*q+18*g^2*r+68*g*p^2+ 90*g*p*q+134*g*p*r+22*g*q^2+79*g*q*r+48*g*r^2+47*p^3+101*p^2*q+150*p^2*r+61*p*q ^2+207*p*q*r+133*p*r^2+7*q^3+57*q^2*r+80*q*r^2+30*r^3+94*a^2+144*a*b+380*a*c+ 103*a*g+245*a*p+155*a*q+287*a*r+50*b^2+292*b*c+77*b*g+181*b*p+91*b*q+199*b*r+ 336*c^2+204*c*g+426*c*p+246*c*q+486*c*r+24*g^2+129*g*p+75*g*q+138*g*r+129*p^2+ 168*p*q+295*p*r+39*q^2+191*q*r+138*r^2+122*a+94*b+216*c+72*g+142*p+74*q+180*r+ 48)*(r-1)*x^2+(a+c+p+2)*(r-1)*(16*a^2*c+12*a^2*p+8*a^2*q+14*a^2*r+24*a*b*c+16*a *b*p+8*a*b*q+18*a*b*r+40*a*c^2+20*a*c*g+56*a*c*p+32*a*c*q+66*a*c*r+14*a*g*p+8*a *g*q+17*a*g*r+18*a*p^2+24*a*p*q+42*a*p*r+6*a*q^2+28*a*q*r+24*a*r^2+8*b^2*c+4*b^ 2*p+4*b^2*r+32*b*c^2+16*b*c*g+40*b*c*p+16*b*c*q+46*b*c*r+10*b*g*p+4*b*g*q+11*b* g*r+12*b*p^2+12*b*p*q+28*b*p*r+14*b*q*r+16*b*r^2+24*c^3+24*c^2*g+48*c^2*p+24*c^ 2*q+56*c^2*r+6*c*g^2+32*c*g*p+16*c*g*q+38*c*g*r+30*c*p^2+36*c*p*q+70*c*p*r+6*c* q^2+42*c*q*r+40*c*r^2+4*g^2*p+2*g^2*q+5*g^2*r+10*g*p^2+12*g*p*q+24*g*p*r+2*g*q^ 2+14*g*q*r+14*g*r^2+6*p^3+12*p^2*q+21*p^2*r+6*p*q^2+28*p*q*r+24*p*r^2+7*q^2*r+ 16*q*r^2+9*r^3+16*a^2+24*a*b+68*a*c+20*a*g+52*a*p+26*a*q+61*a*r+8*b^2+52*b*c+16 *b*g+34*b*p+8*b*q+39*b*r+60*c^2+42*c*g+86*c*p+34*c*q+100*c*r+6*g^2+30*g*p+12*g* q+35*g*r+28*p^2+30*p*q+65*p*r+2*q^2+35*q*r+37*r^2+28*a+20*b+48*c+18*g+38*p+10*q +44*r+12)*x-(r-1)*(2*a+2*c+g+2*p+2*r+1)*(2*a*c+2*a*p+a*q+2*a*r+2*b*c+b*p+b*r+2* c^2+c*g+3*c*p+c*q+3*c*r+g*p+g*r+p^2+p*q+2*p*r+q*r+r^2+2*a+2*b+4*c+g+3*p+q+3*r+2 )*(a+c+p+2))*dx-(r+3+q+p+g+2*c+2*b+2*a)*(r+2+q+p+g+2*c+b+a)*(r+2*c+p+q+3)*(r-1) *r*(a+b+2*c+p+q+4)*x^2+2*r*(a+c+p+2)*(r-1)*(r+2*c+p+q+3)*(r+2+q+p+g+2*c+b+a)*(r +3+q+p+g+2*c+2*b+2*a)*x-r*(a+c+p+2)*(r-1)*(r+2*c+p+q+3)*(2*a^2+2*a*b+4*a*c+3*a* g+3*a*p+a*q+3*a*r+2*b*c+b*g+2*b*p+2*b*r+2*c^2+2*c*g+3*c*p+c*q+3*c*r+g^2+2*g*p+2 *g*r+p^2+p*q+2*p*r+q*r+r^2+3*a+b+4*c+g+3*p+q+3*r+2): QRcg:= 2*(4*a^3*c*r+2*a^3*p*r+2*a^3*q*r+2*a^3*r^2+8*a^2*b*c*r+4*a^2*b*p*r+4* a^2*b*q*r+4*a^2*b*r^2+16*a^2*c^2*r+6*a^2*c*g*r+18*a^2*c*p*r+14*a^2*c*q*r+14*a^2 *c*r^2+3*a^2*g*p*r+3*a^2*g*q*r+3*a^2*g*r^2+5*a^2*p^2*r+8*a^2*p*q*r+8*a^2*p*r^2+ 3*a^2*q^2*r+6*a^2*q*r^2+3*a^2*r^3+4*a*b^2*c*r+2*a*b^2*p*r+2*a*b^2*q*r+2*a*b^2*r ^2+20*a*b*c^2*r+6*a*b*c*g*r+24*a*b*c*p*r+16*a*b*c*q*r+16*a*b*c*r^2+3*a*b*g*p*r+ 3*a*b*g*q*r+3*a*b*g*r^2+7*a*b*p^2*r+10*a*b*p*q*r+10*a*b*p*r^2+3*a*b*q^2*r+6*a*b *q*r^2+3*a*b*r^3+20*a*c^3*r+14*a*c^2*g*r+36*a*c^2*p*r+24*a*c^2*q*r+24*a*c^2*r^2 +2*a*c*g^2*r+17*a*c*g*p*r+11*a*c*g*q*r+11*a*c*g*r^2+21*a*c*p^2*r+30*a*c*p*q*r+ 30*a*c*p*r^2+9*a*c*q^2*r+18*a*c*q*r^2+9*a*c*r^3+a*g^2*p*r+a*g^2*q*r+a*g^2*r^2+5 *a*g*p^2*r+7*a*g*p*q*r+7*a*g*p*r^2+2*a*g*q^2*r+4*a*g*q*r^2+2*a*g*r^3+4*a*p^3*r+ 9*a*p^2*q*r+9*a*p^2*r^2+6*a*p*q^2*r+12*a*p*q*r^2+6*a*p*r^3+a*q^3*r+3*a*q^2*r^2+ 3*a*q*r^3+a*r^4+4*b^2*c^2*r+6*b^2*c*p*r+2*b^2*c*q*r+2*b^2*c*r^2+2*b^2*p^2*r+2*b ^2*p*q*r+2*b^2*p*r^2+12*b*c^3*r+6*b*c^2*g*r+24*b*c^2*p*r+12*b*c^2*q*r+12*b*c^2* r^2+9*b*c*g*p*r+3*b*c*g*q*r+3*b*c*g*r^2+15*b*c*p^2*r+18*b*c*p*q*r+18*b*c*p*r^2+ 3*b*c*q^2*r+6*b*c*q*r^2+3*b*c*r^3+3*b*g*p^2*r+3*b*g*p*q*r+3*b*g*p*r^2+3*b*p^3*r +6*b*p^2*q*r+6*b*p^2*r^2+3*b*p*q^2*r+6*b*p*q*r^2+3*b*p*r^3+8*c^4*r+8*c^3*g*r+20 *c^3*p*r+12*c^3*q*r+12*c^3*r^2+2*c^2*g^2*r+16*c^2*g*p*r+8*c^2*g*q*r+8*c^2*g*r^2 +18*c^2*p^2*r+24*c^2*p*q*r+24*c^2*p*r^2+6*c^2*q^2*r+12*c^2*q*r^2+6*c^2*r^3+3*c* g^2*p*r+c*g^2*q*r+c*g^2*r^2+10*c*g*p^2*r+12*c*g*p*q*r+12*c*g*p*r^2+2*c*g*q^2*r+ 4*c*g*q*r^2+2*c*g*r^3+7*c*p^3*r+15*c*p^2*q*r+15*c*p^2*r^2+9*c*p*q^2*r+18*c*p*q* r^2+9*c*p*r^3+c*q^3*r+3*c*q^2*r^2+3*c*q*r^3+c*r^4+g^2*p^2*r+g^2*p*q*r+g^2*p*r^2 +2*g*p^3*r+4*g*p^2*q*r+4*g*p^2*r^2+2*g*p*q^2*r+4*g*p*q*r^2+2*g*p*r^3+p^4*r+3*p^ 3*q*r+3*p^3*r^2+3*p^2*q^2*r+6*p^2*q*r^2+3*p^2*r^3+p*q^3*r+3*p*q^2*r^2+3*p*q*r^3 +p*r^4-12*a^3*c-8*a^3*p-6*a^3*q-8*a^3*r-28*a^2*b*c-18*a^2*b*p-12*a^2*b*q-18*a^2 *b*r-52*a^2*c^2-16*a^2*c*g-66*a^2*c*p-46*a^2*c*q-38*a^2*c*r-10*a^2*g*p-7*a^2*g* q-10*a^2*g*r-20*a^2*p^2-30*a^2*p*q-24*a^2*p*r-10*a^2*q^2-16*a^2*q*r-4*a^2*r^2-\ 20*a*b^2*c-12*a*b^2*p-6*a*b^2*q-12*a*b^2*r-80*a*b*c^2-24*a*b*c*g-100*a*b*c*p-60 *a*b*c*q-56*a*b*c*r-15*a*b*g*p-9*a*b*g*q-15*a*b*g*r-30*a*b*p^2-40*a*b*p*q-36*a* b*p*r-10*a*b*q^2-20*a*b*q*r-6*a*b*r^2-72*a*c^3-46*a*c^2*g-136*a*c^2*p-88*a*c^2* q-60*a*c^2*r-5*a*c*g^2-57*a*c*g*p-37*a*c*g*q-23*a*c*g*r-82*a*c*p^2-116*a*c*p*q-\ 76*a*c*p*r-34*a*c*q^2-48*a*c*q*r-2*a*c*r^2-3*a*g^2*p-2*a*g^2*q-3*a*g^2*r-17*a*g *p^2-24*a*g*p*q-15*a*g*p*r-7*a*g*q^2-8*a*g*q*r+2*a*g*r^2-16*a*p^3-36*a*p^2*q-23 *a*p^2*r-24*a*p*q^2-32*a*p*q*r-2*a*p*r^2-4*a*q^3-9*a*q^2*r+5*a*r^3-4*b^3*c-2*b^ 3*p-2*b^3*r-28*b^2*c^2-8*b^2*c*g-34*b^2*c*p-14*b^2*c*q-18*b^2*c*r-5*b^2*g*p-2*b ^2*g*q-5*b^2*g*r-10*b^2*p^2-10*b^2*p*q-12*b^2*p*r-4*b^2*q*r-2*b^2*r^2-56*b*c^3-\ 34*b*c^2*g-104*b*c^2*p-56*b*c^2*q-44*b*c^2*r-3*b*c*g^2-43*b*c*g*p-23*b*c*g*q-17 *b*c*g*r-62*b*c*p^2-76*b*c*p*q-56*b*c*p*r-14*b*c*q^2-28*b*c*q*r-2*b*c*r^2-2*b*g ^2*p-b*g^2*q-2*b*g^2*r-13*b*g*p^2-16*b*g*p*q-12*b*g*p*r-3*b*g*q^2-5*b*g*q*r+b*g *r^2-12*b*p^3-24*b*p^2*q-17*b*p^2*r-12*b*p*q^2-20*b*p*q*r-2*b*p*r^2-3*b*q^2*r+3 *b*r^3-32*c^4-32*c^3*g-80*c^3*p-48*c^3*q-32*c^3*r-8*c^2*g^2-60*c^2*g*p-36*c^2*g *q-18*c^2*g*r-72*c^2*p^2-96*c^2*p*q-60*c^2*p*r-24*c^2*q^2-36*c^2*q*r-10*c*g^2*p -6*c*g^2*q-c*g^2*r-36*c*g*p^2-48*c*g*p*q-23*c*g*p*r-12*c*g*q^2-13*c*g*q*r+7*c*g *r^2-28*c*p^3-60*c*p^2*q-36*c*p^2*r-36*c*p*q^2-48*c*p*q*r-4*c*q^3-12*c*q^2*r+8* c*r^3-3*g^2*p^2-4*g^2*p*q-g^2*p*r-g^2*q^2+2*g^2*r^2-7*g*p^3-15*g*p^2*q-7*g*p^2* r-9*g*p*q^2-9*g*p*q*r+4*g*p*r^2-g*q^3-2*g*q^2*r+3*g*q*r^2+4*g*r^3-4*p^4-12*p^3* q-7*p^3*r-12*p^2*q^2-15*p^2*q*r-4*p*q^3-9*p*q^2*r+5*p*r^3-q^3*r+3*q*r^3+2*r^4+6 *a^3+14*a^2*b-22*a^2*c+7*a^2*g-20*a^2*p-11*a^2*q-26*a^2*r+10*a*b^2-32*a*b*c+12* a*b*g-25*a*b*p-7*a*b*q-33*a*b*r-90*a*c^2-37*a*c*g-131*a*c*p-67*a*c*q-117*a*c*r+ 2*a*g^2-27*a*g*p-14*a*g*q-34*a*g*r-43*a*p^2-54*a*p*q-78*a*p*r-11*a*q^2-47*a*q*r -35*a*r^2+2*b^3-10*b^2*c+5*b^2*g-5*b^2*p+4*b^2*q-7*b^2*r-70*b*c^2-27*b*c*g-93*b *c*p-29*b*c*q-79*b*c*r+2*b*g^2-18*b*g*p-5*b*g*q-23*b*g*r-29*b*p^2-26*b*p*q-51*b *p*r+3*b*q^2-20*b*q*r-22*b*r^2-64*c^3-56*c^2*g-132*c^2*p-60*c^2*q-98*c^2*r-12*c *g^2-76*c*g*p-36*c*g*q-65*c*g*r-84*c*p^2-96*c*p*q-129*c*p*r-12*c*q^2-67*c*q*r-\ 49*c*r^2-8*g^2*p-4*g^2*q-10*g^2*r-24*g*p^2-28*g*p*q-42*g*p*r-4*g*q^2-23*g*q*r-\ 18*g*r^2-17*p^3-33*p^2*q-40*p^2*r-15*p*q^2-49*p*q*r-31*p*r^2+q^3-9*q^2*r-18*q*r ^2-8*r^3+27*a^2+36*a*b+48*a*c+30*a*g+20*a*p+24*a*q+17*a*r+9*b^2+32*b*c+22*b*g+ 16*b*p+20*b*q+15*b*r+8*c^2+20*c*g-6*c*p+22*c*q+8*g^2+8*g*p+12*g*q+6*g*r-5*p^2+4 *p*q-7*p*r+9*q^2+7*q*r-2*r^2+12*a+4*b+16*c+8*g+8*p+8*q+8*r)*(r-3)*x+(-(4*a^2*c+ 2*a^2*p+2*a^2*q+6*a^2*r+8*a*b*c+4*a*b*p+4*a*b*q+12*a*b*r+12*a*c^2+6*a*c*g+12*a* c*p+12*a*c*q+36*a*c*r+3*a*g*p+3*a*g*q+9*a*g*r+3*a*p^2+6*a*p*q+18*a*p*r+3*a*q^2+ 18*a*q*r+18*a*r^2+4*b^2*c+2*b^2*p+2*b^2*q+6*b^2*r+12*b*c^2+6*b*c*g+12*b*c*p+12* b*c*q+36*b*c*r+3*b*g*p+3*b*g*q+9*b*g*r+3*b*p^2+6*b*p*q+18*b*p*r+3*b*q^2+18*b*q* r+18*b*r^2+8*c^3+8*c^2*g+12*c^2*p+12*c^2*q+36*c^2*r+2*c*g^2+8*c*g*p+8*c*g*q+24* c*g*r+6*c*p^2+12*c*p*q+36*c*p*r+6*c*q^2+36*c*q*r+36*c*r^2+g^2*p+g^2*q+3*g^2*r+2 *g*p^2+4*g*p*q+12*g*p*r+2*g*q^2+12*g*q*r+12*g*r^2+p^3+3*p^2*q+9*p^2*r+3*p*q^2+ 18*p*q*r+18*p*r^2+q^3+9*q^2*r+18*q*r^2+10*r^3-22*a^2-44*a*b-124*a*c-33*a*g-62*a *p-62*a*q-105*a*r-22*b^2-124*b*c-33*b*g-62*b*p-62*b*q-105*b*r-120*c^2-82*c*g-\ 120*c*p-120*c*q-198*c*r-11*g^2-41*g*p-41*g*q-69*g*r-30*p^2-60*p*q-99*p*r-30*q^2 -99*q*r-72*r^2+139*a+139*b+238*c+89*g+119*p+119*q+152*r-90)*(a+b+2*c+p+q+4)*x^4 +(12*a^3*c+8*a^3*p+6*a^3*q+20*a^3*r+28*a^2*b*c+18*a^2*b*p+12*a^2*b*q+44*a^2*b*r +52*a^2*c^2+16*a^2*c*g+66*a^2*c*p+46*a^2*c*q+136*a^2*c*r+10*a^2*g*p+7*a^2*g*q+ 26*a^2*g*r+20*a^2*p^2+30*a^2*p*q+80*a^2*p*r+10*a^2*q^2+60*a^2*q*r+54*a^2*r^2+20 *a*b^2*c+12*a*b^2*p+6*a*b^2*q+28*a*b^2*r+80*a*b*c^2+24*a*b*c*g+100*a*b*c*p+60*a *b*c*q+192*a*b*c*r+15*a*b*g*p+9*a*b*g*q+36*a*b*g*r+30*a*b*p^2+40*a*b*p*q+116*a* b*p*r+10*a*b*q^2+76*a*b*q*r+72*a*b*r^2+72*a*c^3+46*a*c^2*g+136*a*c^2*p+88*a*c^2 *q+256*a*c^2*r+5*a*c*g^2+57*a*c*g*p+37*a*c*g*q+104*a*c*g*r+82*a*c*p^2+116*a*c*p *q+308*a*c*p*r+34*a*c*q^2+212*a*c*q*r+180*a*c*r^2+3*a*g^2*p+2*a*g^2*q+8*a*g^2*r +17*a*g*p^2+24*a*g*p*q+62*a*g*p*r+7*a*g*q^2+42*a*g*q*r+33*a*g*r^2+16*a*p^3+36*a *p^2*q+90*a*p^2*r+24*a*p*q^2+132*a*p*q*r+108*a*p*r^2+4*a*q^3+42*a*q^2*r+72*a*q* r^2+28*a*r^3+4*b^3*c+2*b^3*p+4*b^3*r+28*b^2*c^2+8*b^2*c*g+34*b^2*c*p+14*b^2*c*q +56*b^2*c*r+5*b^2*g*p+2*b^2*g*q+10*b^2*g*r+10*b^2*p^2+10*b^2*p*q+36*b^2*p*r+16* b^2*q*r+18*b^2*r^2+56*b*c^3+34*b*c^2*g+104*b*c^2*p+56*b*c^2*q+176*b*c^2*r+3*b*c *g^2+43*b*c*g*p+23*b*c*g*q+64*b*c*g*r+62*b*c*p^2+76*b*c*p*q+220*b*c*p*r+14*b*c* q^2+124*b*c*q*r+108*b*c*r^2+2*b*g^2*p+b*g^2*q+4*b*g^2*r+13*b*g*p^2+16*b*g*p*q+ 42*b*g*p*r+3*b*g*q^2+22*b*g*q*r+15*b*g*r^2+12*b*p^3+24*b*p^2*q+66*b*p^2*r+12*b* p*q^2+84*b*p*q*r+72*b*p*r^2+18*b*q^2*r+36*b*q*r^2+12*b*r^3+32*c^4+32*c^3*g+80*c ^3*p+48*c^3*q+144*c^3*r+8*c^2*g^2+60*c^2*g*p+36*c^2*g*q+96*c^2*g*r+72*c^2*p^2+ 96*c^2*p*q+264*c^2*p*r+24*c^2*q^2+168*c^2*q*r+144*c^2*r^2+10*c*g^2*p+6*c*g^2*q+ 12*c*g^2*r+36*c*g*p^2+48*c*g*p*q+120*c*g*p*r+12*c*g*q^2+72*c*g*q*r+48*c*g*r^2+ 28*c*p^3+60*c*p^2*q+156*c*p^2*r+36*c*p*q^2+216*c*p*q*r+180*c*p*r^2+4*c*q^3+60*c *q^2*r+108*c*q*r^2+40*c*r^3+3*g^2*p^2+4*g^2*p*q+8*g^2*p*r+g^2*q^2+4*g^2*q*r+7*g *p^3+15*g*p^2*q+36*g*p^2*r+9*g*p*q^2+48*g*p*q*r+33*g*p*r^2+g*q^3+12*g*q^2*r+15* g*q*r^2+4*p^4+12*p^3*q+30*p^3*r+12*p^2*q^2+66*p^2*q*r+54*p^2*r^2+4*p*q^3+42*p*q ^2*r+72*p*q*r^2+28*p*r^3+6*q^3*r+18*q^2*r^2+12*q*r^3-70*a^3-158*a^2*b-410*a^2*c -87*a^2*g-236*a^2*p-181*a^2*q-220*a^2*r-106*a*b^2-608*a*b*c-132*a*b*g-359*a*b*p -249*a*b*q-324*a*b*r-742*a*c^2-291*a*c*g-861*a*c*p-637*a*c*q-636*a*c*r-26*a*g^2 -165*a*g*p-122*a*g*q-85*a*g*r-245*a*p^2-378*a*p*q-356*a*p*r-133*a*q^2-264*a*q*r -9*a*r^2-18*b^3-198*b^2*c-45*b^2*g-123*b^2*p-68*b^2*q-104*b^2*r-538*b*c^2-205*b *c*g-643*b*c*p-419*b*c*q-420*b*c*r-18*b*g^2-126*b*g*p-83*b*g*q-47*b*g*r-187*b*p ^2-262*b*p*q-264*b*p*r-75*b*q^2-172*b*q*r+9*b*r^2-416*c^3-264*c^2*g-732*c^2*p-\ 516*c^2*q-504*c^2*r-28*c*g^2-308*c*g*p-220*c*g*q-84*c*g*r-420*c*p^2-624*c*p*q-\ 588*c*p*r-204*c*q^2-420*c*q*r-16*g^2*p-12*g^2*q+24*g^2*r-88*g*p^2-132*g*p*q-53* g*p*r-44*g*q^2-31*g*q*r+96*g*r^2-79*p^3-183*p^2*q-168*p^2*r-129*p*q^2-252*p*q*r -9*p*r^2-25*q^3-84*q^2*r+9*q*r^2+80*r^3+101*a^2+204*a*b+32*a*c-106*a*g-52*a*p+ 24*a*q-647*a*r+103*b^2+48*b*c-66*b*g+16*b*p+92*b*q-425*b*r-8*c^2-300*c*g-90*c*p +74*c*q-976*c*r-88*g^2-196*g*p-104*g*q-552*g*r-43*p^2-4*p*q-583*p*r+39*q^2-393* q*r-576*r^2+1112*a+752*b+1544*c+712*g+892*p+652*q+1216*r-720)*x^3+(-12*a^3*c-12 *a^3*p-6*a^3*q-24*a^3*r-20*a^2*b*c-18*a^2*b*p-6*a^2*b*q-34*a^2*b*r-44*a^2*c^2-\ 14*a^2*c*g-78*a^2*c*p-32*a^2*c*q-134*a^2*c*r-12*a^2*g*p-5*a^2*g*q-26*a^2*g*r-30 *a^2*p^2-30*a^2*p*q-96*a^2*p*r-5*a^2*q^2-48*a^2*q*r-57*a^2*r^2-8*a*b^2*c-6*a*b^ 2*p-10*a*b^2*r-48*a*b*c^2-14*a*b*c*g-80*a*b*c*p-20*a*b*c*q-120*a*b*c*r-12*a*b*g *p-3*a*b*g*q-22*a*b*g*r-30*a*b*p^2-20*a*b*p*q-88*a*b*p*r-28*a*b*q*r-44*a*b*r^2-\ 52*a*c^3-34*a*c^2*g-134*a*c^2*p-46*a*c^2*q-210*a*c^2*r-4*a*c*g^2-56*a*c*g*p-19* a*c*g*q-88*a*c*g*r-102*a*c*p^2-88*a*c*p*q-308*a*c*p*r-10*a*c*q^2-128*a*c*q*r-\ 158*a*c*r^2-3*a*g^2*p-a*g^2*q-7*a*g^2*r-21*a*g*p^2-18*a*g*p*q-64*a*g*p*r-2*a*g* q^2-25*a*g*q*r-31*a*g*r^2-24*a*p^3-36*a*p^2*q-108*a*p^2*r-12*a*p*q^2-102*a*p*q* r-114*a*p*r^2-15*a*q^2*r-44*a*q*r^2-27*a*r^3-8*b^2*c^2-2*b^2*c*g-14*b^2*c*p-14* b^2*c*r-2*b^2*g*p-2*b^2*g*r-5*b^2*p^2-12*b^2*p*r-3*b^2*r^2-28*b*c^3-16*b*c^2*g-\ 70*b*c^2*p-14*b*c^2*q-90*b*c^2*r-b*c*g^2-28*b*c*g*p-5*b*c*g*q-28*b*c*g*r-52*b*c *p^2-28*b*c*p*q-140*b*c*p*r-32*b*c*q*r-50*b*c*r^2-b*g^2*p-b*g^2*r-11*b*g*p^2-6* b*g*p*q-25*b*g*p*r-4*b*g*q*r-4*b*g*r^2-12*b*p^3-12*b*p^2*q-51*b*p^2*r-30*b*p*q* r-44*b*p*r^2-6*b*q*r^2-3*b*r^3-20*c^4-20*c^3*g-68*c^3*p-20*c^3*q-100*c^3*r-5*c^ 2*g^2-50*c^2*g*p-14*c^2*g*q-66*c^2*g*r-77*c^2*p^2-58*c^2*p*q-224*c^2*p*r-5*c^2* q^2-80*c^2*q*r-104*c^2*r^2-8*c*g^2*p-2*c*g^2*q-8*c*g^2*r-38*c*g*p^2-28*c*g*p*q-\ 103*c*g*p*r-2*c*g*q^2-31*c*g*q*r-35*c*g*r^2-36*c*p^3-48*c*p^2*q-159*c*p^2*r-12* c*p*q^2-132*c*p*q*r-158*c*p*r^2-15*c*q^2*r-50*c*q*r^2-30*c*r^3-3*g^2*p^2-2*g^2* p*q-7*g^2*p*r-g^2*q*r-9*g*p^3-12*g*p^2*q-38*g*p^2*r-3*g*p*q^2-28*g*p*q*r-31*g*p *r^2-2*g*q^2*r-4*g*q*r^2-6*p^4-12*p^3*q-36*p^3*r-6*p^2*q^2-51*p^2*q*r-57*p^2*r^ 2-15*p*q^2*r-44*p*q*r^2-27*p*r^3-3*q^2*r^2-3*q*r^3+78*a^3+118*a^2*b+376*a^2*c+ 77*a^2*g+252*a^2*p+134*a^2*q+201*a^2*r+40*a*b^2+362*a*b*c+79*a*b*g+262*a*b*p+97 *a*b*q+190*a*b*r+568*a*c^2+223*a*c*g+778*a*c*p+375*a*c*q+500*a*c*r+19*a*g^2+147 *a*g*p+71*a*g*q+70*a*g*r+255*a*p^2+276*a*p*q+318*a*p*r+53*a*q^2+152*a*q*r+5*a*r ^2+58*b^2*c+14*b^2*g+47*b^2*p+27*b^2*r+262*b*c^2+94*b*c*g+384*b*c*p+115*b*c*q+ 176*b*c*r+7*b*g^2+77*b*g*p+24*b*g*q+13*b*g*r+134*b*p^2+102*b*p*q+152*b*p*r+42*b *q*r-22*b*r^2+270*c^3+167*c^2*g+565*c^2*p+241*c^2*q+322*c^2*r+16*c*g^2+234*c*g* p+102*c*g*q+51*c*g*r+377*c*p^2+370*c*p*q+442*c*p*r+53*c*q^2+190*c*q*r-17*c*r^2+ 11*g^2*p+5*g^2*q-16*g^2*r+78*g*p^2+79*g*p*q+40*g*p*r+12*g*q^2+7*g*q*r-70*g*r^2+ 81*p^3+132*p^2*q+147*p^2*r+51*p*q^2+146*p*q*r+5*p*r^2+21*q^2*r-22*q*r^2-60*r^3-\ 45*a^2-125*a*b+9*a*c+87*a*g+144*a*p-23*a*q+532*a*r-48*b^2-15*b*c+27*b*g-11*b*p-\ 72*b*q+199*b*r+24*c^2+188*c*g+169*c*p-77*c*q+667*c*r+52*g^2+173*g*p+35*g*q+366* g*r+87*p^2-3*p*q+472*p*r-36*q^2+187*q*r+382*r^2-852*a-312*b-976*c-452*g-648*p-\ 288*q-754*r+432)*x^2+(4*a^3*c+8*a^3*p+2*a^3*q+12*a^3*r+4*a^2*b*c+6*a^2*b*p+8*a^ 2*b*r+12*a^2*c^2+4*a^2*c*g+38*a^2*c*p+6*a^2*c*q+52*a^2*c*r+6*a^2*g*p+a^2*g*q+10 *a^2*g*r+20*a^2*p^2+10*a^2*p*q+48*a^2*p*r+12*a^2*q*r+24*a^2*r^2+8*a*b*c^2+2*a*b *c*g+20*a*b*c*p+24*a*b*c*r+3*a*b*g*p+4*a*b*g*r+10*a*b*p^2+20*a*b*p*r+8*a*b*r^2+ 12*a*c^3+8*a*c^2*g+52*a*c^2*p+6*a*c^2*q+68*a*c^2*r+a*c*g^2+21*a*c*g*p+2*a*c*g*q +28*a*c*g*r+54*a*c*p^2+20*a*c*p*q+124*a*c*p*r+24*a*c*q*r+56*a*c*r^2+a*g^2*p+2*a *g^2*r+11*a*g*p^2+4*a*g*p*q+26*a*g*p*r+4*a*g*q*r+11*a*g*r^2+16*a*p^3+12*a*p^2*q +54*a*p^2*r+24*a*p*q*r+48*a*p*r^2+8*a*q*r^2+10*a*r^3+4*b*c^3+2*b*c^2*g+14*b*c^2 *p+16*b*c^2*r+5*b*c*g*p+4*b*c*g*r+14*b*c*p^2+28*b*c*p*r+8*b*c*r^2+3*b*g*p^2+4*b *g*p*r+4*b*p^3+12*b*p^2*r+8*b*p*r^2+4*c^4+4*c^3*g+22*c^3*p+2*c^3*q+28*c^3*r+c^2 *g^2+15*c^2*g*p+c^2*g*q+18*c^2*g*r+34*c^2*p^2+10*c^2*p*q+76*c^2*p*r+12*c^2*q*r+ 32*c^2*r^2+2*c*g^2*p+2*c*g^2*r+16*c*g*p^2+4*c*g*p*q+34*c*g*p*r+4*c*g*q*r+11*c*g *r^2+20*c*p^3+12*c*p^2*q+66*c*p^2*r+24*c*p*q*r+56*c*p*r^2+8*c*q*r^2+10*c*r^3+g^ 2*p^2+2*g^2*p*r+5*g*p^3+3*g*p^2*q+16*g*p^2*r+4*g*p*q*r+11*g*p*r^2+4*p^4+4*p^3*q +18*p^3*r+12*p^2*q*r+24*p^2*r^2+8*p*q*r^2+10*p*r^3-34*a^3-26*a^2*b-130*a^2*c-25 *a^2*g-100*a^2*p-29*a^2*q-66*a^2*r-58*a*b*c-13*a*b*g-55*a*b*p-28*a*b*r-158*a*c^ 2-60*a*c*g-253*a*c*p-58*a*c*q-136*a*c*r-4*a*g^2-47*a*g*p-11*a*g*q-19*a*g*r-95*a *p^2-58*a*p*q-96*a*p*r-20*a*q*r+7*a*r^2-32*b*c^2-9*b*c*g-61*b*c*p-12*b*c*r-13*b *g*p+2*b*g*r-27*b*p^2-20*b*p*r+10*b*r^2-62*c^3-35*c^2*g-153*c^2*p-29*c^2*q-70*c ^2*r-2*c*g^2-61*c*g*p-11*c*g*q-9*c*g*r-118*c*p^2-58*c*p*q-108*c*p*r-20*c*q*r+17 *c*r^2-2*g^2*p+4*g^2*r-24*g*p^2-13*g*p*q-7*g*p*r+2*g*q*r+22*g*r^2-29*p^3-27*p^2 *q-42*p^2*r-20*p*q*r+7*p*r^2+10*q*r^2+20*r^3-9*a^2+23*a*b-29*a*c-26*a*g-92*a*p+ 9*a*q-167*a*r-5*b*c-2*b*g+5*b*p-28*b*r-20*c^2-38*c*g-93*c*p+9*c*q-179*c*r-8*g^2 -56*g*p-2*g*q-90*g*r-49*p^2+5*p*q-143*p*r-28*q*r-94*r^2+214*a+18*b+204*c+96*g+ 146*p+18*q+146*r-72)*x-(p+r-2)*(p+a+c+r-1)*(2*a+2*c+g+p+r)*(a+c+p+2))*dx^2+((-\ 20*a^3*c*r-12*a^3*p*r-10*a^3*q*r-16*a^3*r^2-44*a^2*b*c*r-26*a^2*b*p*r-20*a^2*b* q*r-34*a^2*b*r^2-84*a^2*c^2*r-28*a^2*c*g*r-102*a^2*c*p*r-74*a^2*c*q*r-110*a^2*c *r^2-16*a^2*g*p*r-13*a^2*g*q*r-22*a^2*g*r^2-30*a^2*p^2*r-46*a^2*p*q*r-64*a^2*p* r^2-16*a^2*q^2*r-48*a^2*q*r^2-30*a^2*r^3-28*a*b^2*c*r-16*a*b^2*p*r-10*a*b^2*q*r -20*a*b^2*r^2-120*a*b*c^2*r-36*a*b*c*g*r-148*a*b*c*p*r-92*a*b*c*q*r-144*a*b*c*r ^2-21*a*b*g*p*r-15*a*b*g*q*r-27*a*b*g*r^2-44*a*b*p^2*r-60*a*b*p*q*r-88*a*b*p*r^ 2-16*a*b*q^2*r-56*a*b*q*r^2-36*a*b*r^3-112*a*c^3*r-74*a*c^2*g*r-208*a*c^2*p*r-\ 136*a*c^2*q*r-200*a*c^2*r^2-9*a*c*g^2*r-91*a*c*g*p*r-59*a*c*g*q*r-85*a*c*g*r^2-\ 124*a*c*p^2*r-176*a*c*p*q*r-244*a*c*p*r^2-52*a*c*q^2*r-160*a*c*q*r^2-96*a*c*r^3 -5*a*g^2*p*r-4*a*g^2*q*r-7*a*g^2*r^2-27*a*g*p^2*r-38*a*g*p*q*r-52*a*g*p*r^2-11* a*g*q^2*r-33*a*g*q*r^2-19*a*g*r^3-24*a*p^3*r-54*a*p^2*q*r-72*a*p^2*r^2-36*a*p*q ^2*r-102*a*p*q*r^2-60*a*p*r^3-6*a*q^3*r-30*a*q^2*r^2-36*a*q*r^3-12*a*r^4-4*b^3* c*r-2*b^3*p*r-2*b^3*r^2-36*b^2*c^2*r-8*b^2*c*g*r-46*b^2*c*p*r-18*b^2*c*q*r-34*b ^2*c*r^2-5*b^2*g*p*r-2*b^2*g*q*r-5*b^2*g*r^2-14*b^2*p^2*r-14*b^2*p*q*r-24*b^2*p *r^2-8*b^2*q*r^2-6*b^2*r^3-80*b*c^3*r-46*b*c^2*g*r-152*b*c^2*p*r-80*b*c^2*q*r-\ 124*b*c^2*r^2-3*b*c*g^2*r-61*b*c*g*p*r-29*b*c*g*q*r-41*b*c*g*r^2-92*b*c*p^2*r-\ 112*b*c*p*q*r-164*b*c*p*r^2-20*b*c*q^2*r-80*b*c*q*r^2-48*b*c*r^3-2*b*g^2*p*r-b* g^2*q*r-2*b*g^2*r^2-19*b*g*p^2*r-22*b*g*p*q*r-30*b*g*p*r^2-3*b*g*q^2*r-11*b*g*q *r^2-5*b*g*r^3-18*b*p^3*r-36*b*p^2*q*r-51*b*p^2*r^2-18*b*p*q^2*r-60*b*p*q*r^2-\ 36*b*p*r^3-9*b*q^2*r^2-12*b*q*r^3-3*b*r^4-48*c^4*r-48*c^3*g*r-120*c^3*p*r-72*c^ 3*q*r-108*c^3*r^2-12*c^2*g^2*r-92*c^2*g*p*r-52*c^2*g*q*r-72*c^2*g*r^2-108*c^2*p ^2*r-144*c^2*p*q*r-204*c^2*p*r^2-36*c^2*q^2*r-120*c^2*q*r^2-72*c^2*r^3-16*c*g^2 *p*r-8*c*g^2*q*r-9*c*g^2*r^2-56*c*g*p^2*r-72*c*g*p*q*r-96*c*g*p*r^2-16*c*g*q^2* r-48*c*g*q*r^2-24*c*g*r^3-42*c*p^3*r-90*c*p^2*q*r-123*c*p^2*r^2-54*c*p*q^2*r-\ 162*c*p*q*r^2-96*c*p*r^3-6*c*q^3*r-39*c*q^2*r^2-48*c*q*r^3-15*c*r^4-5*g^2*p^2*r -6*g^2*p*q*r-7*g^2*p*r^2-g^2*q^2*r-2*g^2*q*r^2-11*g*p^3*r-23*g*p^2*q*r-30*g*p^2 *r^2-13*g*p*q^2*r-36*g*p*q*r^2-19*g*p*r^3-g*q^3*r-6*g*q^2*r^2-5*g*q*r^3-6*p^4*r -18*p^3*q*r-24*p^3*r^2-18*p^2*q^2*r-51*p^2*q*r^2-30*p^2*r^3-6*p*q^3*r-30*p*q^2* r^2-36*p*q*r^3-12*p*r^4-3*q^3*r^2-6*q^2*r^3-3*q*r^4+72*a^3*c+48*a^3*p+36*a^3*q+ 94*a^3*r+168*a^2*b*c+108*a^2*b*p+72*a^2*b*q+208*a^2*b*r+312*a^2*c^2+96*a^2*c*g+ 396*a^2*c*p+276*a^2*c*q+544*a^2*c*r+60*a^2*g*p+42*a^2*g*q+121*a^2*g*r+120*a^2*p ^2+180*a^2*p*q+316*a^2*p*r+60*a^2*q^2+237*a^2*q*r+140*a^2*r^2+120*a*b^2*c+72*a* b^2*p+36*a*b^2*q+134*a*b^2*r+480*a*b*c^2+144*a*b*c*g+600*a*b*c*p+360*a*b*c*q+ 768*a*b*c*r+90*a*b*g*p+54*a*b*g*q+171*a*b*g*r+180*a*b*p^2+240*a*b*p*q+463*a*b*p *r+60*a*b*q^2+305*a*b*q*r+189*a*b*r^2+432*a*c^3+276*a*c^2*g+816*a*c^2*p+528*a*c ^2*q+950*a*c^2*r+30*a*c*g^2+342*a*c*g*p+222*a*c*g*q+384*a*c*g*r+492*a*c*p^2+696 *a*c*p*q+1129*a*c*p*r+204*a*c*q^2+789*a*c*q*r+369*a*c*r^2+18*a*g^2*p+12*a*g^2*q +37*a*g^2*r+102*a*g*p^2+144*a*g*p*q+227*a*g*p*r+42*a*g*q^2+153*a*g*q*r+50*a*g*r ^2+96*a*p^3+216*a*p^2*q+327*a*p^2*r+144*a*p*q^2+484*a*p*q*r+220*a*p*r^2+24*a*q^ 3+157*a*q^2*r+141*a*q*r^2-9*a*r^3+24*b^3*c+12*b^3*p+20*b^3*r+168*b^2*c^2+48*b^2 *c*g+204*b^2*c*p+84*b^2*c*q+224*b^2*c*r+30*b^2*g*p+12*b^2*g*q+50*b^2*g*r+60*b^2 *p^2+60*b^2*p*q+147*b^2*p*r+68*b^2*q*r+49*b^2*r^2+336*b*c^3+204*b*c^2*g+624*b*c ^2*p+336*b*c^2*q+646*b*c^2*r+18*b*c*g^2+258*b*c*g*p+138*b*c*g*q+234*b*c*g*r+372 *b*c*p^2+456*b*c*p*q+807*b*c*p*r+84*b*c*q^2+467*b*c*q*r+207*b*c*r^2+12*b*g^2*p+ 6*b*g^2*q+20*b*g^2*r+78*b*g*p^2+96*b*g*p*q+156*b*g*p*r+18*b*g*q^2+82*b*g*q*r+13 *b*g*r^2+72*b*p^3+144*b*p^2*q+242*b*p^2*r+72*b*p*q^2+314*b*p*q*r+147*b*p*r^2+72 *b*q^2*r+68*b*q*r^2-21*b*r^3+192*c^4+192*c^3*g+480*c^3*p+288*c^3*q+516*c^3*r+48 *c^2*g^2+360*c^2*g*p+216*c^2*g*q+324*c^2*g*r+432*c^2*p^2+576*c^2*p*q+936*c^2*p* r+144*c^2*q^2+612*c^2*q*r+270*c^2*r^2+60*c*g^2*p+36*c*g^2*q+33*c*g^2*r+216*c*g* p^2+288*c*g*p*q+402*c*g*p*r+72*c*g*q^2+246*c*g*q*r+27*c*g*r^2+168*c*p^3+360*c*p ^2*q+549*c*p^2*r+216*c*p*q^2+774*c*p*q*r+339*c*p*r^2+24*c*q^3+225*c*q^2*r+201*c *q*r^2-30*c*r^3+18*g^2*p^2+24*g^2*p*q+23*g^2*p*r+6*g^2*q^2+10*g^2*q*r-18*g^2*r^ 2+42*g*p^3+90*g*p^2*q+120*g*p^2*r+54*g*p*q^2+162*g*p*q*r+28*g*p*r^2+6*g*q^3+42* g*q^2*r-g*q*r^2-48*g*r^3+24*p^4+72*p^3*q+105*p^3*r+72*p^2*q^2+234*p^2*q*r+102*p ^2*r^2+24*p*q^3+153*p*q^2*r+135*p*q*r^2-9*p*r^3+24*q^3*r+33*q^2*r^2-21*q*r^3-30 *r^4-132*a^3-300*a^2*b-516*a^2*c-162*a^2*g-264*a^2*p-222*a^2*q-23*a^2*r-204*a*b ^2-768*a*b*c-252*a*b*g-426*a*b*p-342*a*b*q-81*a*b*r-708*a*c^2-270*a*c*g-702*a*c *p-654*a*c*q+355*a*c*r-48*a*g^2-126*a*g*p-120*a*g*q+203*a*g*r-174*a*p^2-324*a*p *q+272*a*p*r-150*a*q^2+151*a*q*r+473*a*r^2-36*b^3-252*b^2*c-90*b^2*g-162*b^2*p-\ 120*b^2*q-58*b^2*r-492*b*c^2-186*b*c*g-546*b*c*p-498*b*c*q+245*b*c*r-36*b*g^2-\ 108*b*g*p-102*b*g*q+142*b*g*r-150*b*p^2-276*b*p*q+149*b*p*r-126*b*q^2+28*b*q*r+ 316*b*r^2-336*c^3-144*c^2*g-504*c^2*p-504*c^2*q+354*c^2*r+12*c*g^2-120*c*g*p-\ 168*c*g*q+501*c*g*r-252*c*p^2-504*c*p*q+495*c*p*r-252*c*q^2+213*c*q*r+717*c*r^2 +12*g^2*p+114*g^2*r-24*g*p^2-72*g*p*q+311*g*p*r-48*g*q^2+190*g*q*r+342*g*r^2-42 *p^3-126*p^2*q+159*p^2*r-126*p*q^2+177*p*q*r+429*p*r^2-42*q^3+18*q^2*r+288*q*r^ 2+228*r^3-330*a^2-396*a*b-1428*a*c-504*a*g-888*a*p-612*a*q-1184*a*r-66*b^2-972* b*c-348*b*g-588*b*p-312*b*q-808*b*r-1128*c^2-900*c*g-1368*c*p-888*c*q-1584*c*r-\ 168*g^2-540*g*p-360*g*q-678*g*r-402*p^2-564*p*q-912*p*r-162*q^2-672*q*r-510*r^2 +624*a+480*b+624*c+312*g+312*p+312*q+312*r)*x^2+(16*a^3*c*r+12*a^3*p*r+8*a^3*q* r+14*a^3*r^2+24*a^2*b*c*r+16*a^2*b*p*r+8*a^2*b*q*r+18*a^2*b*r^2+56*a^2*c^2*r+20 *a^2*c*g*r+84*a^2*c*p*r+40*a^2*c*q*r+80*a^2*c*r^2+14*a^2*g*p*r+8*a^2*g*q*r+17*a ^2*g*r^2+30*a^2*p^2*r+32*a^2*p*q*r+56*a^2*p*r^2+6*a^2*q^2*r+28*a^2*q*r^2+24*a^2 *r^3+8*a*b^2*c*r+4*a*b^2*p*r+4*a*b^2*r^2+56*a*b*c^2*r+16*a*b*c*g*r+80*a*b*c*p*r +24*a*b*c*q*r+64*a*b*c*r^2+10*a*b*g*p*r+4*a*b*g*q*r+11*a*b*g*r^2+28*a*b*p^2*r+ 20*a*b*p*q*r+46*a*b*p*r^2+14*a*b*q*r^2+16*a*b*r^3+64*a*c^3*r+44*a*c^2*g*r+144*a *c^2*p*r+56*a*c^2*q*r+122*a*c^2*r^2+6*a*c*g^2*r+66*a*c*g*p*r+24*a*c*g*q*r+55*a* c*g*r^2+104*a*c*p^2*r+92*a*c*p*q*r+178*a*c*p*r^2+12*a*c*q^2*r+70*a*c*q*r^2+64*a *c*r^3+4*a*g^2*p*r+2*a*g^2*q*r+5*a*g^2*r^2+24*a*g*p^2*r+20*a*g*p*q*r+41*a*g*p*r ^2+2*a*g*q^2*r+14*a*g*q*r^2+14*a*g*r^3+24*a*p^3*r+36*a*p^2*q*r+63*a*p^2*r^2+12* a*p*q^2*r+56*a*p*q*r^2+48*a*p*r^3+7*a*q^2*r^2+16*a*q*r^3+9*a*r^4+8*b^2*c^2*r+12 *b^2*c*p*r+4*b^2*c*r^2+4*b^2*p^2*r+4*b^2*p*r^2+32*b*c^3*r+16*b*c^2*g*r+72*b*c^2 *p*r+16*b*c^2*q*r+46*b*c^2*r^2+26*b*c*g*p*r+4*b*c*g*q*r+11*b*c*g*r^2+52*b*c*p^2 *r+28*b*c*p*q*r+74*b*c*p*r^2+14*b*c*q*r^2+16*b*c*r^3+10*b*g*p^2*r+4*b*g*p*q*r+ 11*b*g*p*r^2+12*b*p^3*r+12*b*p^2*q*r+28*b*p^2*r^2+14*b*p*q*r^2+16*b*p*r^3+24*c^ 4*r+24*c^3*g*r+72*c^3*p*r+24*c^3*q*r+56*c^3*r^2+6*c^2*g^2*r+56*c^2*g*p*r+16*c^2 *g*q*r+38*c^2*g*r^2+78*c^2*p^2*r+60*c^2*p*q*r+126*c^2*p*r^2+6*c^2*q^2*r+42*c^2* q*r^2+40*c^2*r^3+10*c*g^2*p*r+2*c*g^2*q*r+5*c*g^2*r^2+42*c*g*p^2*r+28*c*g*p*q*r +62*c*g*p*r^2+2*c*g*q^2*r+14*c*g*q*r^2+14*c*g*r^3+36*c*p^3*r+48*c*p^2*q*r+91*c* p^2*r^2+12*c*p*q^2*r+70*c*p*q*r^2+64*c*p*r^3+7*c*q^2*r^2+16*c*q*r^3+9*c*r^4+4*g ^2*p^2*r+2*g^2*p*q*r+5*g^2*p*r^2+10*g*p^3*r+12*g*p^2*q*r+24*g*p^2*r^2+2*g*p*q^2 *r+14*g*p*q*r^2+14*g*p*r^3+6*p^4*r+12*p^3*q*r+21*p^3*r^2+6*p^2*q^2*r+28*p^2*q*r ^2+24*p^2*r^3+7*p*q^2*r^2+16*p*q*r^3+9*p*r^4-48*a^3*c-48*a^3*p-24*a^3*q-74*a^3* r-80*a^2*b*c-72*a^2*b*p-24*a^2*b*q-106*a^2*b*r-176*a^2*c^2-56*a^2*c*g-312*a^2*c *p-128*a^2*c*q-352*a^2*c*r-48*a^2*g*p-20*a^2*g*q-79*a^2*g*r-120*a^2*p^2-120*a^2 *p*q-248*a^2*p*r-20*a^2*q^2-122*a^2*q*r-95*a^2*r^2-32*a*b^2*c-24*a*b^2*p-32*a*b ^2*r-192*a*b*c^2-56*a*b*c*g-320*a*b*c*p-80*a*b*c*q-308*a*b*c*r-48*a*b*g*p-12*a* b*g*q-69*a*b*g*r-120*a*b*p^2-80*a*b*p*q-232*a*b*p*r-74*a*b*q*r-73*a*b*r^2-208*a *c^3-136*a*c^2*g-536*a*c^2*p-184*a*c^2*q-506*a*c^2*r-16*a*c*g^2-224*a*c*g*p-76* a*c*g*q-211*a*c*g*r-408*a*c*p^2-352*a*c*p*q-736*a*c*p*r-40*a*c*q^2-310*a*c*q*r-\ 203*a*c*r^2-12*a*g^2*p-4*a*g^2*q-21*a*g^2*r-84*a*g*p^2-72*a*g*p*q-153*a*g*p*r-8 *a*g*q^2-58*a*g*q*r-31*a*g*r^2-96*a*p^3-144*a*p^2*q-255*a*p^2*r-48*a*p*q^2-244* a*p*q*r-148*a*p*r^2-37*a*q^2*r-47*a*q*r^2+8*a*r^3-32*b^2*c^2-8*b^2*c*g-56*b^2*c *p-32*b^2*c*r-8*b^2*g*p-8*b^2*g*r-20*b^2*p^2-32*b^2*p*r-4*b^2*r^2-112*b*c^3-64* b*c^2*g-280*b*c^2*p-56*b*c^2*q-202*b*c^2*r-4*b*c*g^2-112*b*c*g*p-20*b*c*g*q-61* b*c*g*r-208*b*c*p^2-112*b*c*p*q-328*b*c*p*r-74*b*c*q*r-41*b*c*r^2-4*b*g^2*p-4*b *g^2*r-44*b*g*p^2-24*b*g*p*q-61*b*g*p*r-8*b*g*q*r+6*b*g*r^2-48*b*p^3-48*b*p^2*q -122*b*p^2*r-74*b*p*q*r-53*b*p*r^2+4*b*q*r^2+20*b*r^3-80*c^4-80*c^3*g-272*c^3*p -80*c^3*q-228*c^3*r-20*c^2*g^2-200*c^2*g*p-56*c^2*g*q-140*c^2*g*r-308*c^2*p^2-\ 232*c^2*p*q-512*c^2*p*r-20*c^2*q^2-188*c^2*q*r-112*c^2*r^2-32*c*g^2*p-8*c*g^2*q -13*c*g^2*r-152*c*g*p^2-112*c*g*p*q-222*c*g*p*r-8*c*g*q^2-66*c*g*q*r-5*c*g*r^2-\ 144*c*p^3-192*c*p^2*q-361*c*p^2*r-48*c*p*q^2-310*c*p*q*r-181*c*p*r^2-37*c*q^2*r -43*c*q*r^2+28*c*r^3-12*g^2*p^2-8*g^2*p*q-13*g^2*p*r+10*g^2*r^2-36*g*p^3-48*g*p ^2*q-82*g*p^2*r-12*g*p*q^2-62*g*p*q*r-17*g*p*r^2-4*g*q^2*r+12*g*q*r^2+28*g*r^3-\ 24*p^4-48*p^3*q-81*p^3*r-24*p^2*q^2-118*p^2*q*r-67*p^2*r^2-37*p*q^2*r-47*p*q*r^ 2+8*p*r^3+2*q^2*r^2+20*q*r^3+18*r^4+96*a^3+148*a^2*b+316*a^2*c+92*a^2*g+144*a^2 *p+104*a^2*q-19*a^2*r+52*a*b^2+296*a*b*c+100*a*b*g+184*a*b*p+100*a*b*q+23*a*b*r +364*a*c^2+136*a*c*g+304*a*c*p+276*a*c*q-231*a*c*r+22*a*g^2+48*a*g*p+50*a*g*q-\ 115*a*g*r+48*a*p^2+132*a*p*q-248*a*p*r+50*a*q^2-75*a*q*r-273*a*r^2+52*b^2*c+20* b^2*g+44*b^2*p+16*b^2*r+148*b*c^2+52*b*c*g+168*b*c*p+100*b*c*q-121*b*c*r+10*b*g ^2+38*b*g*p+24*b*g*q-54*b*g*r+50*b*p^2+84*b*p*q-73*b*p*r-4*b*q*r-116*b*r^2+144* c^3+56*c^2*g+172*c^2*p+172*c^2*q-196*c^2*r-8*c*g^2+18*c*g*p+66*c*g*q-233*c*g*r+ 50*c*p^2+184*c*p*q-361*c*p*r+50*c*q^2-79*c*q*r-349*c*r^2-10*g^2*p+2*g^2*q-50*g^ 2*r-12*g*p^2+28*g*p*q-185*g*p*r+12*g*q^2-64*g*q*r-162*g*r^2+42*p^2*q-143*p^2*r+ 42*p*q^2-83*p*q*r-245*p*r^2-2*q^2*r-104*q*r^2-104*r^3+252*a^2+148*a*b+756*a*c+ 258*a*g+576*a*p+232*a*q+604*a*r-12*b^2+300*b*c+102*b*g+208*b*p+228*b*r+492*c^2+ 368*c*g+712*c*p+232*c*q+656*c*r+64*g^2+278*g*p+98*g*q+286*g*r+240*p^2+204*p*q+ 432*p*r+192*q*r+198*r^2-276*a-132*b-232*c-128*g-108*p-108*q-112*r)*x+(8*a^2*c+4 *a^2*p+4*a^2*q+6*a^2*r+16*a*b*c+8*a*b*p+8*a*b*q+12*a*b*r+24*a*c^2+12*a*c*g+24*a *c*p+24*a*c*q+36*a*c*r+6*a*g*p+6*a*g*q+9*a*g*r+6*a*p^2+12*a*p*q+18*a*p*r+6*a*q^ 2+18*a*q*r+12*a*r^2+8*b^2*c+4*b^2*p+4*b^2*q+6*b^2*r+24*b*c^2+12*b*c*g+24*b*c*p+ 24*b*c*q+36*b*c*r+6*b*g*p+6*b*g*q+9*b*g*r+6*b*p^2+12*b*p*q+18*b*p*r+6*b*q^2+18* b*q*r+12*b*r^2+16*c^3+16*c^2*g+24*c^2*p+24*c^2*q+36*c^2*r+4*c*g^2+16*c*g*p+16*c *g*q+24*c*g*r+12*c*p^2+24*c*p*q+36*c*p*r+12*c*q^2+36*c*q*r+24*c*r^2+2*g^2*p+2*g ^2*q+3*g^2*r+4*g*p^2+8*g*p*q+12*g*p*r+4*g*q^2+12*g*q*r+8*g*r^2+2*p^3+6*p^2*q+9* p^2*r+6*p*q^2+18*p*q*r+12*p*r^2+2*q^3+9*q^2*r+12*q*r^2+5*r^3-14*a^2-28*a*b-68*a *c-21*a*g-34*a*p-34*a*q-39*a*r-14*b^2-68*b*c-21*b*g-34*b*p-34*b*q-39*b*r-60*c^2 -44*c*g-60*c*p-60*c*q-66*c*r-7*g^2-22*g*p-22*g*q-25*g*r-15*p^2-30*p*q-33*p*r-15 *q^2-33*q*r-18*r^2+23*a+23*b+26*c+13*g+13*p+13*q+13*r)*(r-4)*(a+b+2*c+p+q+4)*x^ 3-6*a*p^2*q*r-2*b*c^2*g*r-10*b*c^2*p*r-8*b*c*p^2*r-b*g*p^2*r-11*c^2*g*p*r-c^2*g *q*r-6*c^2*p*q*r-2*c*g^2*p*r-10*c*g*p^2*r-6*c*p^2*q*r-g*p^2*q*r-4*a^2*b*c*r-2*a ^2*b*p*r-4*a^2*c*g*r-22*a^2*c*p*r-6*a^2*c*q*r-4*a^2*g*p*r-a^2*g*q*r-6*a^2*p*q*r -8*a*b*c^2*r-a*b*g*r^2-4*a*b*p^2*r-8*a*c^2*g*r-32*a*c^2*p*r-6*a*c^2*q*r-a*c*g^2 *r-28*a*c*p^2*r-a*g^2*p*r-7*a*g*p^2*r+8*a*g*p*q+10*b*c*g*p+8*c*g*p*q+4*a*b*c*g+ 40*a*b*c*p+6*a*b*g*p+6*a*b*g*r+42*a*c*g*p+4*a*c*g*q+40*a*c*p*q-20*a^3-16*c^3+14 *p^3+8*c^4+8*p^4-4*a^3*r^2-4*c^4*r-2*p^4*r+8*a^3*c+16*a^3*p+4*a^3*q+18*a^3*r+24 *a^2*c^2+40*a^2*p^2+24*a*c^3+32*a*p^3+8*b*c^3+8*b*p^3+8*c^3*g+44*c^3*p+4*c^3*q+ 2*c^2*g^2+68*c^2*p^2+40*c*p^3+2*g^2*p^2+10*g*p^3+8*p^3*q-16*a^2*b-56*a^2*c-14*a ^2*g-8*a^2*p-10*a^2*q-52*a*c^2-2*a*g^2+26*a*p^2-4*b*c^2-4*c^2*g+6*c^2*p-10*c^2* q+2*c*g^2+34*c*p^2+2*g^2*p+12*g*p^2-6*a^2*r^3-2*a*r^4-8*c^2*r^3-2*c*r^4-6*p^2*r ^3-2*p*r^4-5*a*r^3-4*b*r^3-9*c*r^3-6*g*r^3-5*p*r^3-4*q*r^3-10*c^3*r^2-6*p^3*r^2 +18*a^2*r^2+11*c^2*r^2-2*g^2*r^2+10*p^2*r^2+51*a*r^2+12*b*r^2+55*c*r^2+24*g*r^2 +43*p*r^2+12*q*r^2+28*c^3*r+19*p^3*r+15*a^2*r+39*c^2*r+6*g^2*r+43*p^2*r-2*a*b*c *g*r-12*a*b*c*p*r-a*b*g*p*r-15*a*c*g*p*r-2*a*c*g*q*r-12*a*c*p*q*r-2*a*g*p*q*r-3 *b*c*g*p*r-2*c*g*p*q*r-4*r^4+4*p+20*a+4*r-14*r^2-2*a*b*r^3-14*a*c*r^3-3*a*g*r^3 -12*a*p*r^3-2*a*q*r^3-2*b*c*r^3-2*b*p*r^3-3*c*g*r^3-14*c*p*r^3-2*c*q*r^3-3*g*p* r^3-2*p*q*r^3-18*a^2*c*r^2-16*a^2*p*r^2-4*a^2*q*r^2-24*a*c^2*r^2-18*a*p^2*r^2-6 *b*c^2*r^2-4*b*p^2*r^2-7*c^2*g*r^2-26*c^2*p*r^2-4*c^2*q*r^2-c*g^2*r^2-22*c*p^2* r^2-g^2*p*r^2-6*g*p^2*r^2-4*p^2*q*r^2+5*a*b*r^2+29*a*c*r^2+4*a*g*r^2+24*a*p*r^2 +a*q*r^2-3*b*c*r^2-2*b*g*r^2+b*p*r^2-2*c*g*r^2+21*c*p*r^2+c*q*r^2-2*g*q*r^2+p*q *r^2+64*a^2*c*r+60*a^2*p*r+13*a^2*q*r+74*a*c^2*r+61*a*p^2*r+14*b*c^2*r+13*b*p^2 *r+16*c^2*g*r+79*c^2*p*r+13*c^2*q*r+c*g^2*r+70*c*p^2*r+g^2*p*r+16*g*p^2*r+13*p^ 2*q*r+2*a*b*r+54*a*c*r+21*a*g*r+76*a*p*r+12*a*q*r+22*b*c*r+6*b*g*r+12*b*p*r+33* c*g*r+90*c*p*r+12*c*q*r+35*g*p*r+6*g*q*r+12*p*q*r-8*a*b*g-14*a*b*p-20*a*b*c-18* a*c*g-2*a*c*p-20*a*c*q+2*a*g*p-4*a*g*q-8*a*p*q-2*b*c*p-2*b*g*p+10*c*g*p-4*c*g*q -8*c*p*q-2*g*p*q+8*a^2*b*c+12*a^2*b*p+12*a^2*b*r+8*a^2*c*g+76*a^2*c*p+12*a^2*c* q+12*a^2*g*p+2*a^2*g*q+15*a^2*g*r+20*a^2*p*q+16*a*b*c^2+20*a*b*p^2+16*a*c^2*g+ 104*a*c^2*p+12*a*c^2*q+2*a*c*g^2+108*a*c*p^2+2*a*g^2*p+3*a*g^2*r+22*a*g*p^2+24* a*p^2*q+4*b*c^2*g+28*b*c^2*p+28*b*c*p^2+6*b*g*p^2+30*c^2*g*p+2*c^2*g*q+20*c^2*p *q+4*c*g^2*p+32*c*g*p^2+24*c*p^2*q+6*g*p^2*q-4*a^3*c*r-4*a^3*p*r-2*a^3*q*r-2*a^ 2*b*r^2-12*a^2*c^2*r-4*a^2*g*r^2-10*a^2*p^2*r-12*a*c^3*r-a*g^2*r^2-8*a*p^3*r-4* b*c^3*r-2*b*p^3*r-4*c^3*g*r-14*c^3*p*r-2*c^3*q*r-c^2*g^2*r-18*c^2*p^2*r-10*c*p^ 3*r-g^2*p^2*r-3*g*p^3*r-2*p^3*q*r+12*c+12*g-8*a*b*c*r^2-6*a*b*p*r^2-11*a*c*g*r^ 2-42*a*c*p*r^2-8*a*c*q*r^2-10*a*g*p*r^2-a*g*q*r^2-8*a*p*q*r^2-b*c*g*r^2-10*b*c* p*r^2-b*g*p*r^2-13*c*g*p*r^2-c*g*q*r^2-8*c*p*q*r^2-g*p*q*r^2+26*a*b*c*r+25*a*b* p*r+31*a*c*g*r+139*a*c*p*r+26*a*c*q*r+29*a*g*p*r+4*a*g*q*r+26*a*p*q*r+2*b*c*g*r +27*b*c*p*r+4*b*g*p*r+32*c*g*p*r+4*c*g*q*r+26*c*p*q*r+4*g*p*q*r-112*c*a-16*c*b-\ 58*c^2-84*c*p-12*c*q-64*c*r-34*c*g-76*r*a-8*r*b-40*r*p-8*r*q-30*r*g-12*q*a-8*q* p-4*q*g-88*p*a-8*p*b-26*p^2-34*p*g-54*a^2-34*a*g-8*a*b-4*g*b-4*g^2+14*r^3)*dx-4 *a^3*c*r^2-2*a^3*p*r^2-2*a^3*q*r^2-2*a^2*b*r^3-12*a^2*c^2*r^2-3*a^2*g*r^3-5*a^2 *p^2*r^2-12*a*c^3*r^2-4*a*p^3*r^2-4*b*c^3*r^2-2*b*p^3*r^2-4*c^3*g*r^2-12*c^3*p* r^2-4*c^3*q*r^2-2*c^2*g^2*r^2-13*c^2*p^2*r^2-6*c*p^3*r^2-2*g*p^3*r^2-2*p^3*q*r^ 2+x^2*(x-1)^2*(-(3*a+3*b+6*c+2*g+3*p+3*q+5*r-17)*(a+b+2*c+p+q+4)*x^2+(6*a^2+6*a *b+18*a*c+3*a*g+12*a*p+6*a*q+8*a*r+6*b*c+b*g+6*b*p+2*b*r+12*c^2+4*c*g+18*c*p+6* c*q+10*c*r+3*g*p+g*q+6*p^2+6*p*q+8*p*r+2*q*r-5*a-5*b-10*c+8*g-5*p-5*q+20*r-68)* x-(3*a+3*c+g+3*p+3*r-6)*(a+c+p+2))*dx^4+x*(x-1)*((2*a^2+4*a*b+12*a*c+3*a*g+6*a* p+6*a*q+12*a*r+2*b^2+12*b*c+3*b*g+6*b*p+6*b*q+12*b*r+12*c^2+8*c*g+12*c*p+12*c*q +24*c*r+g^2+4*g*p+4*g*q+8*g*r+3*p^2+6*p*q+12*p*r+3*q^2+12*q*r+10*r^2-41*a-41*b-\ 78*c-27*g-39*p-39*q-58*r+78)*(a+b+2*c+p+q+4)*x^3+(-6*a^3-12*a^2*b-38*a^2*c-7*a^ 2*g-24*a^2*p-16*a^2*q-30*a^2*r-6*a*b^2-48*a*b*c-9*a*b*g-32*a*b*p-16*a*b*q-36*a* b*r-68*a*c^2-27*a*c*g-88*a*c*p-52*a*c*q-96*a*c*r-2*a*g^2-17*a*g*p-10*a*g*q-17*a *g*r-27*a*p^2-36*a*p*q-60*a*p*r-9*a*q^2-36*a*q*r-22*a*r^2-10*b^2*c-2*b^2*g-8*b^ 2*p-6*b^2*r-40*b*c^2-15*b*c*g-56*b*c*p-20*b*c*q-48*b*c*r-b*g^2-11*b*g*p-4*b*g*q -7*b*g*r-18*b*p^2-18*b*p*q-36*b*p*r-12*b*q*r-8*b*r^2-36*c^3-24*c^2*g-72*c^2*p-\ 36*c^2*q-72*c^2*r-3*c*g^2-32*c*g*p-16*c*g*q-24*c*g*r-45*c*p^2-54*c*p*q-96*c*p*r -9*c*q^2-48*c*q*r-30*c*r^2-2*g^2*p-g^2*q-10*g*p^2-12*g*p*q-17*g*p*r-2*g*q^2-7*g *q*r-9*p^3-18*p^2*q-30*p^2*r-9*p*q^2-36*p*q*r-22*p*r^2-6*q^2*r-8*q*r^2+73*a^2+ 99*a*b+213*a*c+28*a*g+120*a*p+85*a*q+19*a*r+26*b^2+123*b*c+17*b*g+83*b*p+48*b*q +11*b*r+162*c^2+33*c*g+195*c*p+129*c*q+30*c*r-6*g^2+18*g*p+15*g*q-48*g*r+57*p^2 +81*p*q+19*p*r+24*q^2+11*q*r-60*r^2+182*a+76*b+234*c+162*g+162*p+72*q+348*r-468 )*x^2+(6*a^3+6*a^2*b+28*a^2*c+5*a^2*g+24*a^2*p+8*a^2*q+24*a^2*r+16*a*b*c+3*a*b* g+16*a*b*p+12*a*b*r+38*a*c^2+15*a*c*g+68*a*c*p+16*a*c*q+60*a*c*r+a*g^2+13*a*g*p +3*a*g*q+11*a*g*r+27*a*p^2+18*a*p*q+48*a*p*r+12*a*q*r+15*a*r^2+10*b*c^2+3*b*c*g +20*b*c*p+12*b*c*r+4*b*g*p+b*g*r+9*b*p^2+12*b*p*r+b*r^2+16*c^3+10*c^2*g+44*c^2* p+8*c^2*q+36*c^2*r+c*g^2+19*c*g*p+3*c*g*q+12*c*g*r+36*c*p^2+18*c*p*q+60*c*p*r+ 12*c*q*r+16*c*r^2+g^2*p+8*g*p^2+4*g*p*q+11*g*p*r+g*q*r+9*p^3+9*p^2*q+24*p^2*r+ 12*p*q*r+15*p*r^2+q*r^2-47*a^2-33*a*b-115*a*c-15*a*g-72*a*p-29*a*q-6*a*r-25*b*c -4*b*g-27*b*p+2*b*r-68*c^2-15*c*g-95*c*p-29*c*q-4*c*r+2*g^2-7*g*p-4*g*q+24*g*r-\ 33*p^2-27*p*q-6*p*r+2*q*r+32*r^2-112*a-6*b-110*c-70*g-96*p-6*q-152*r+180)*x-(2* a^2+4*a*c+a*g+6*a*p+6*a*r+2*c^2+c*g+6*c*p+6*c*r+2*g*p+2*g*r+3*p^2+6*p*r+3*r^2-\ 11*a-11*c-4*g-9*p-9*r+6)*(a+c+p+2))*dx^3+x^3*(x-1)^3*((a+b+2*c+p+q+4)*x-a-c-p-2 )*dx^5-4*a^2*b*c*r^2-2*a^2*b*p*r^2-2*a^2*b*q*r^2-6*a^2*c*g*r^2-16*a^2*c*p*r^2-8 *a^2*c*q*r^2-3*a^2*g*p*r^2-3*a^2*g*q*r^2-6*a^2*p*q*r^2-8*a*b*c^2*r^2-4*a*b*p^2* r^2-10*a*c^2*g*r^2-26*a*c^2*p*r^2-10*a*c^2*q*r^2-2*a*c*g^2*r^2-18*a*c*p^2*r^2-2 *a*c*q^2*r^2-5*a*g*p^2*r^2-6*a*p^2*q*r^2-2*a*p*q^2*r^2-2*b*c^2*g*r^2-10*b*c^2*p *r^2-2*b*c^2*q*r^2-8*b*c*p^2*r^2-2*b*p^2*q*r^2-10*c^2*g*p*r^2-2*c^2*g*q*r^2-10* c^2*p*q*r^2-3*c*g^2*p*r^2-8*c*g*p^2*r^2-8*c*p^2*q*r^2-2*c*p*q^2*r^2-2*g*p^2*q*r ^2+2*a*g*q^2*r+42*a*p^2*q*r+14*a*p*q^2*r+12*b^2*c*p*r+18*b*c^2*g*r+82*b*c^2*p*r +18*b*c^2*q*r+60*b*c*p^2*r+11*b*g*p^2*r+14*b*p^2*q*r+66*c^2*g*p*r+18*c^2*g*q*r+ 70*c^2*p*q*r+13*c*g^2*p*r+3*c*g^2*q*r+50*c*g*p^2*r+2*c*g*q^2*r+56*c*p^2*q*r+14* c*p*q^2*r+3*g^2*p*q*r+14*g*p^2*q*r+2*g*p*q^2*r+28*a^2*b*c*r+18*a^2*b*p*r+10*a^2 *b*q*r+26*a^2*c*g*r+100*a^2*c*p*r+48*a^2*c*q*r+17*a^2*g*p*r+11*a^2*g*q*r+38*a^2 *p*q*r+8*a*b^2*c*r+4*a*b^2*p*r+64*a*b*c^2*r+10*a*b*g*r^2+32*a*b*p^2*r+54*a*c^2* g*r+170*a*c^2*p*r+66*a*c^2*q*r+8*a*c*g^2*r+122*a*c*p^2*r+14*a*c*q^2*r+5*a*g^2*p *r+3*a*g^2*q*r+29*a*g*p^2*r-36*a*g*p*q-56*b*c*g*p-10*b*c*g*q-56*b*c*p*q-12*b*g* p*q-56*c*g*p*q-28*a*b*c*g-160*a*b*c*p-40*a*b*c*q-24*a*b*g*p-6*a*b*g*q-23*a*b*g* r-40*a*b*p*q-112*a*c*g*p-38*a*c*g*q-176*a*c*p*q+12*a^3-84*c^3-54*p^3-40*c^4-12* p^4-2*a^3*r^3-4*c^4*r^2+12*a^3*r^2+28*c^4*r+7*p^4*r-24*a^3*c-24*a^3*p-12*a^3*q-\ 22*a^3*r-88*a^2*c^2-60*a^2*p^2-10*a^2*q^2-104*a*c^3-48*a*p^3-16*b^2*c^2-10*b^2* p^2-56*b*c^3-24*b*p^3-40*c^3*g-136*c^3*p-40*c^3*q-10*c^2*g^2-154*c^2*p^2-10*c^2 *q^2-72*c*p^3-6*g^2*p^2-18*g*p^3-24*p^3*q-12*p^2*q^2+20*a^2*b-40*a^2*c+10*a^2*g -72*a^2*p-20*a^2*q+8*a*b^2-136*a*c^2+2*a*g^2-138*a*p^2-2*a*q^2-4*b^2*c+4*b^2*g-\ 2*b^2*p-76*b*c^2-56*b*p^2-74*c^2*g-262*c^2*p-46*c^2*q-16*c*g^2-218*c*p^2-2*c*q^ 2-14*g^2*p-60*g*p^2-60*p^2*q-6*p*q^2+2*b*g^2-2*g^2*q-p^2*q^2*r^2-a^2*q^2*r^2-a* b*g*r^3-a*g^2*p*r^2-a*g^2*q*r^2-a*g^2*r^3-b*g*p^2*r^2-c^2*q^2*r^2-c*g^2*q*r^2-g ^2*p^2*r^2-g^2*p*q*r^2-b*c*g*q*r^2-b*g*p*q*r^2-a*b*g*p*r^2-a*b*g*q*r^2-p^4*r^2-\ 3*a^2*r^4-a*r^5-8*c^3*r^3-5*c^2*r^4-c*r^5-3*p^3*r^3-3*p^2*r^4-p*r^5+11*a^2*r^3-\ 3*a*r^4-4*b*r^4+6*c^2*r^3-7*c*r^4-2*g^2*r^3-4*g*r^4+7*p^2*r^3-3*p*r^4-2*q^2*r^3 -4*q*r^4+35*a*r^3+16*b*r^3+43*c*r^3+18*g*r^3+31*p*r^3+12*q*r^3+38*c^3*r^2+15*p^ 3*r^2+15*a^2*r^2+2*b^2*r^2+73*c^2*r^2+8*g^2*r^2+37*p^2*r^2+6*q^2*r^2-57*a*r^2-\ 16*b*r^2-41*c*r^2-20*g*r^2-33*p*r^2-8*q*r^2-2*c^3*r-77*a^2*r-2*b^2*r-130*c^2*r-\ 14*g^2*r-83*p^2*r-4*q^2*r-2*a*b*c*g*r^2-12*a*b*c*p*r^2-4*a*b*c*q*r^2-4*a*b*p*q* r^2-15*a*c*g*p*r^2-5*a*c*g*q*r^2-16*a*c*p*q*r^2-5*a*g*p*q*r^2-3*b*c*g*p*r^2-4*b *c*p*q*r^2-4*c*g*p*q*r^2+18*a*b*c*g*r+92*a*b*c*p*r+28*a*b*c*q*r+11*a*b*g*p*r+5* a*b*g*q*r+24*a*b*p*q*r+81*a*c*g*p*r+29*a*c*g*q*r+108*a*c*p*q*r+25*a*g*p*q*r+29* b*c*g*p*r+5*b*c*g*q*r+32*b*c*p*q*r+5*b*g*p*q*r+32*c*g*p*q*r-2*r^5+6*r^4-(r+q+p+ g+2*c+b+a)*(r+1+q+p+g+2*c+2*b+2*a)*(2*c+p+q+r-1)*(r-4)*(r-3)*(a+b+2*c+p+q+4)*x^ 2+24*a+4*r-6*r^2-12*a^2*c*r^3-8*a^2*p*r^3-4*a^2*q*r^3-2*a*b*r^4-18*a*c^2*r^3-8* a*c*r^4-2*a*g*r^4-9*a*p^2*r^3-6*a*p*r^4-a*q^2*r^3-2*a*q*r^4-6*b*c^2*r^3-2*b*c*r ^4-4*b*p^2*r^3-2*b*p*r^4-6*c^2*g*r^3-18*c^2*p*r^3-6*c^2*q*r^3-c*g^2*r^3-2*c*g*r ^4-13*c*p^2*r^3-8*c*p*r^4-c*q^2*r^3-2*c*q*r^4-g^2*p*r^3-4*g*p^2*r^3-2*g*p*r^4-4 *p^2*q*r^3-p*q^2*r^3-2*p*q*r^4+7*a*b*r^3+17*a*c*r^3+3*a*g*r^3+16*a*p*r^3+a*q*r^ 3-b*c*r^3-2*b*g*r^3+3*b*p*r^3-4*b*q*r^3-3*c*g*r^3+15*c*p*r^3-3*c*q*r^3+g*p*r^3-\ 4*g*q*r^3+p*q*r^3+60*a^2*c*r^2+44*a^2*p*r^2+20*a^2*q*r^2+86*a*c^2*r^2+47*a*p^2* r^2+4*a*q^2*r^2+4*b^2*c*r^2+4*b^2*p*r^2+34*b*c^2*r^2+21*b*p^2*r^2+26*c^2*g*r^2+ 87*c^2*p*r^2+27*c^2*q*r^2+64*c*p^2*r^2+4*c*q^2*r^2+2*g^2*p*r^2-2*g^2*q*r^2+17*g *p^2*r^2+19*p^2*q*r^2+4*p*q^2*r^2+12*a*b*r^2+90*a*c*r^2+26*a*g*r^2+66*a*p*r^2+ 32*a*q*r^2+52*b*c*r^2+12*b*g*r^2+30*b*p*r^2+14*b*q*r^2+58*c*g*r^2+104*c*p*r^2+ 42*c*q*r^2+40*g*p*r^2+18*g*q*r^2+30*p*q*r^2-52*a^2*c*r-36*a^2*p*r-14*a^2*q*r-32 *a*c^2*r-14*a*p^2*r-3*a*q^2*r-4*b^2*c*r-8*b^2*p*r-4*b*c^2*r-9*b*p^2*r+10*c^2*g* r-7*c^2*p*r-7*c^2*q*r+9*c*g^2*r-3*c*p^2*r-3*c*q^2*r+5*g^2*p*r+4*g^2*q*r+5*g*p^2 *r-3*p^2*q*r-3*p*q^2*r-55*a*b*r-217*a*c*r-69*a*g*r-184*a*p*r-65*a*q*r-87*b*c*r-\ 28*b*g*r-69*b*p*r-10*b*q*r-93*c*g*r-221*c*p*r-63*c*q*r-77*g*p*r-24*g*q*r-59*p*q *r+14*a*b*g+2*a*b*q-52*a*b*p-44*a*b*c-58*a*c*g-316*a*c*p-66*a*c*q-66*a*g*p-14*a *g*q-96*a*p*q-28*b*c*g-144*b*c*p-10*b*c*q-26*b*g*p-12*b*p*q-144*c*g*p-24*c*g*q-\ 124*c*p*q-34*g*p*q-40*a^2*b*c-36*a^2*b*p-12*a^2*b*q-34*a^2*b*r-28*a^2*c*g-156*a ^2*c*p-64*a^2*c*q-24*a^2*g*p-10*a^2*g*q-21*a^2*g*r-60*a^2*p*q-16*a*b^2*c-12*a*b ^2*p-12*a*b^2*r-96*a*b*c^2-60*a*b*p^2-68*a*c^2*g-268*a*c^2*p-92*a*c^2*q-8*a*c*g ^2-204*a*c*p^2-20*a*c*q^2-6*a*g^2*p-2*a*g^2*q-5*a*g^2*r-42*a*g*p^2-4*a*g*q^2-72 *a*p^2*q-24*a*p*q^2-4*b^2*c*g-28*b^2*c*p-4*b^2*g*p-4*b^2*g*r-32*b*c^2*g-140*b*c ^2*p-28*b*c^2*q-2*b*c*g^2-104*b*c*p^2-2*b*g^2*p-2*b*g^2*r-22*b*g*p^2-24*b*p^2*q -100*c^2*g*p-28*c^2*g*q-116*c^2*p*q-16*c*g^2*p-4*c*g^2*q-76*c*g*p^2-4*c*g*q^2-\ 96*c*p^2*q-24*c*p*q^2-4*g^2*p*q-24*g*p^2*q-6*g*p*q^2+20*a^3*c*r+14*a^3*p*r+10*a ^3*q*r+16*a^2*b*r^2+68*a^2*c^2*r+14*a^2*g*r^2+35*a^2*p^2*r+7*a^2*q^2*r+4*a*b^2* r^2+76*a*c^3*r+4*a*g^2*r^2+28*a*p^3*r+8*b^2*c^2*r+4*b^2*p^2*r+36*b*c^3*r+14*b*p ^3*r+28*c^3*g*r+84*c^3*p*r+28*c^3*q*r+8*c^2*g^2*r+91*c^2*p^2*r+7*c^2*q^2*r+42*c *p^3*r+5*g^2*p^2*r+12*g*p^3*r+14*p^3*q*r+7*p^2*q^2*r+16*c+8*g-8*a*b*c*r^3-6*a*b *p*r^3-2*a*b*q*r^3-9*a*c*g*r^3-26*a*c*p*r^3-10*a*c*q*r^3-7*a*g*p*r^3-2*a*g*q*r^ 3-8*a*p*q*r^3-b*c*g*r^3-10*b*c*p*r^3-2*b*c*q*r^3-b*g*p*r^3-2*b*p*q*r^3-10*c*g*p *r^3-2*c*g*q*r^3-10*c*p*q*r^3-2*g*p*q*r^3+50*a*b*c*r^2+37*a*b*p*r^2+9*a*b*q*r^2 +36*a*c*g*r^2+129*a*c*p*r^2+47*a*c*q*r^2+29*a*g*p*r^2+7*a*g*q*r^2+39*a*p*q*r^2+ 6*b*c*g*r^2+55*b*c*p*r^2+9*b*c*q*r^2+8*b*g*p*r^2-2*b*g*q*r^2+9*b*p*q*r^2+43*c*g *p*r^2+9*c*g*q*r^2+46*c*p*q*r^2+9*g*p*q*r^2-46*a*b*c*r-41*a*b*p*r-11*a*b*q*r-7* a*c*g*r-45*a*c*p*r-21*a*c*q*r-6*a*g*p*r+a*g*q*r-15*a*p*q*r+b*c*g*r-19*b*c*p*r-3 *b*c*q*r-7*b*g*p*r+2*b*g*q*r-7*b*p*q*r+13*c*g*p*r+3*c*g*q*r-12*c*p*q*r+g*p*q*r+ 66*c*a+18*c*b-70*c*p+14*c*q-26*c*r+16*c*g+2*r*a+4*r*b-42*r*p-2*r*g+26*q*a-6*q*p +10*q*g+2*p*b-42*p^2-2*p*g+54*a^2+42*a*g+38*a*b+18*g*b+8*g^2-2*r^3: